[med-svn] [infernal] 01/08: Imported Upstream version 1.0.2
Andreas Tille
tille at debian.org
Tue Jun 21 09:28:51 UTC 2016
This is an automated email from the git hooks/post-receive script.
tille pushed a commit to branch master
in repository infernal.
commit 4c587125776cfae92f65a8128b1480300bcf5fb1
Author: Andreas Tille <tille at debian.org>
Date: Tue Jun 21 11:18:41 2016 +0200
Imported Upstream version 1.0.2
---
00README | 89 +
00README-MPI | 34 +
COPYRIGHT | 35 +
LICENSE | 674 +
Makefile.in | 237 +
Userguide.pdf | Bin 0 -> 1599815 bytes
aclocal.m4 | 1 +
benchmarks/cmsearch-rmark/00README | 418 +
benchmarks/cmsearch-rmark/blast.rmm | 238 +
benchmarks/cmsearch-rmark/do_rmark-test.sh | 21 +
benchmarks/cmsearch-rmark/duplicate_blast_bm.sh | 30 +
benchmarks/cmsearch-rmark/duplicate_full_bm.sh | 20 +
benchmarks/cmsearch-rmark/infernal.pm | 220 +
benchmarks/cmsearch-rmark/infernal.rmm | 55 +
benchmarks/cmsearch-rmark/infernal2glbf.pl | 158 +
benchmarks/cmsearch-rmark/infernal_55_W.rmm | 119 +
benchmarks/cmsearch-rmark/plus1.prior | 384 +
benchmarks/cmsearch-rmark/rmark-1/RF00002.ali | 329 +
benchmarks/cmsearch-rmark/rmark-1/RF00002.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00002.raw | 246 +
benchmarks/cmsearch-rmark/rmark-1/RF00002.test | 4 +
benchmarks/cmsearch-rmark/rmark-1/RF00003.ali | 201 +
benchmarks/cmsearch-rmark/rmark-1/RF00003.idx | 6 +
benchmarks/cmsearch-rmark/rmark-1/RF00003.raw | 184 +
benchmarks/cmsearch-rmark/rmark-1/RF00003.test | 24 +
benchmarks/cmsearch-rmark/rmark-1/RF00004.ali | 399 +
benchmarks/cmsearch-rmark/rmark-1/RF00004.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00004.raw | 366 +
benchmarks/cmsearch-rmark/rmark-1/RF00004.test | 5 +
benchmarks/cmsearch-rmark/rmark-1/RF00005.ali | 3255 +
benchmarks/cmsearch-rmark/rmark-1/RF00005.idx | 19 +
benchmarks/cmsearch-rmark/rmark-1/RF00005.raw | 3240 +
benchmarks/cmsearch-rmark/rmark-1/RF00005.test | 57 +
benchmarks/cmsearch-rmark/rmark-1/RF00008.ali | 177 +
benchmarks/cmsearch-rmark/rmark-1/RF00008.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00008.raw | 170 +
benchmarks/cmsearch-rmark/rmark-1/RF00008.test | 2 +
benchmarks/cmsearch-rmark/rmark-1/RF00009.ali | 401 +
benchmarks/cmsearch-rmark/rmark-1/RF00009.idx | 21 +
benchmarks/cmsearch-rmark/rmark-1/RF00009.raw | 179 +
benchmarks/cmsearch-rmark/rmark-1/RF00009.test | 135 +
benchmarks/cmsearch-rmark/rmark-1/RF00010.ali | 6589 ++
benchmarks/cmsearch-rmark/rmark-1/RF00010.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00010.raw | 1639 +
benchmarks/cmsearch-rmark/rmark-1/RF00010.test | 7 +
benchmarks/cmsearch-rmark/rmark-1/RF00011.ali | 393 +
benchmarks/cmsearch-rmark/rmark-1/RF00011.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00011.raw | 226 +
benchmarks/cmsearch-rmark/rmark-1/RF00011.test | 8 +
benchmarks/cmsearch-rmark/rmark-1/RF00012.ali | 65 +
benchmarks/cmsearch-rmark/rmark-1/RF00012.idx | 5 +
benchmarks/cmsearch-rmark/rmark-1/RF00012.raw | 30 +
benchmarks/cmsearch-rmark/rmark-1/RF00012.test | 27 +
benchmarks/cmsearch-rmark/rmark-1/RF00015.ali | 117 +
benchmarks/cmsearch-rmark/rmark-1/RF00015.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00015.raw | 100 +
benchmarks/cmsearch-rmark/rmark-1/RF00015.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00017.ali | 279 +
benchmarks/cmsearch-rmark/rmark-1/RF00017.idx | 21 +
benchmarks/cmsearch-rmark/rmark-1/RF00017.raw | 195 +
benchmarks/cmsearch-rmark/rmark-1/RF00017.test | 127 +
benchmarks/cmsearch-rmark/rmark-1/RF00018.ali | 109 +
benchmarks/cmsearch-rmark/rmark-1/RF00018.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00018.raw | 56 +
benchmarks/cmsearch-rmark/rmark-1/RF00018.test | 8 +
benchmarks/cmsearch-rmark/rmark-1/RF00019.ali | 60 +
benchmarks/cmsearch-rmark/rmark-1/RF00019.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00019.raw | 45 +
benchmarks/cmsearch-rmark/rmark-1/RF00019.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00020.ali | 164 +
benchmarks/cmsearch-rmark/rmark-1/RF00020.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00020.raw | 88 +
benchmarks/cmsearch-rmark/rmark-1/RF00020.test | 10 +
benchmarks/cmsearch-rmark/rmark-1/RF00023.ali | 261 +
benchmarks/cmsearch-rmark/rmark-1/RF00023.idx | 40 +
benchmarks/cmsearch-rmark/rmark-1/RF00023.raw | 140 +
benchmarks/cmsearch-rmark/rmark-1/RF00023.test | 290 +
benchmarks/cmsearch-rmark/rmark-1/RF00024.ali | 339 +
benchmarks/cmsearch-rmark/rmark-1/RF00024.idx | 11 +
benchmarks/cmsearch-rmark/rmark-1/RF00024.raw | 176 +
benchmarks/cmsearch-rmark/rmark-1/RF00024.test | 98 +
benchmarks/cmsearch-rmark/rmark-1/RF00025.ali | 69 +
benchmarks/cmsearch-rmark/rmark-1/RF00025.idx | 2 +
benchmarks/cmsearch-rmark/rmark-1/RF00025.raw | 40 +
benchmarks/cmsearch-rmark/rmark-1/RF00025.test | 10 +
benchmarks/cmsearch-rmark/rmark-1/RF00028.ali | 163 +
benchmarks/cmsearch-rmark/rmark-1/RF00028.idx | 24 +
benchmarks/cmsearch-rmark/rmark-1/RF00028.raw | 33 +
benchmarks/cmsearch-rmark/rmark-1/RF00028.test | 164 +
benchmarks/cmsearch-rmark/rmark-1/RF00029.ali | 45 +
benchmarks/cmsearch-rmark/rmark-1/RF00029.idx | 11 +
benchmarks/cmsearch-rmark/rmark-1/RF00029.raw | 28 +
benchmarks/cmsearch-rmark/rmark-1/RF00029.test | 37 +
benchmarks/cmsearch-rmark/rmark-1/RF00030.ali | 209 +
benchmarks/cmsearch-rmark/rmark-1/RF00030.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00030.raw | 110 +
benchmarks/cmsearch-rmark/rmark-1/RF00030.test | 17 +
benchmarks/cmsearch-rmark/rmark-1/RF00031.ali | 35 +
benchmarks/cmsearch-rmark/rmark-1/RF00031.idx | 24 +
benchmarks/cmsearch-rmark/rmark-1/RF00031.raw | 32 +
benchmarks/cmsearch-rmark/rmark-1/RF00031.test | 69 +
benchmarks/cmsearch-rmark/rmark-1/RF00033.ali | 39 +
benchmarks/cmsearch-rmark/rmark-1/RF00033.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00033.raw | 24 +
benchmarks/cmsearch-rmark/rmark-1/RF00033.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00037.ali | 47 +
benchmarks/cmsearch-rmark/rmark-1/RF00037.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00037.raw | 72 +
benchmarks/cmsearch-rmark/rmark-1/RF00037.test | 2 +
benchmarks/cmsearch-rmark/rmark-1/RF00040.ali | 89 +
benchmarks/cmsearch-rmark/rmark-1/RF00040.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00040.raw | 42 +
benchmarks/cmsearch-rmark/rmark-1/RF00040.test | 8 +
benchmarks/cmsearch-rmark/rmark-1/RF00054.ali | 23 +
benchmarks/cmsearch-rmark/rmark-1/RF00054.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00054.raw | 15 +
benchmarks/cmsearch-rmark/rmark-1/RF00054.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00055.ali | 30 +
benchmarks/cmsearch-rmark/rmark-1/RF00055.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00055.raw | 15 +
benchmarks/cmsearch-rmark/rmark-1/RF00055.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00059.ali | 1849 +
benchmarks/cmsearch-rmark/rmark-1/RF00059.idx | 8 +
benchmarks/cmsearch-rmark/rmark-1/RF00059.raw | 714 +
benchmarks/cmsearch-rmark/rmark-1/RF00059.test | 28 +
benchmarks/cmsearch-rmark/rmark-1/RF00066.ali | 69 +
benchmarks/cmsearch-rmark/rmark-1/RF00066.idx | 2 +
benchmarks/cmsearch-rmark/rmark-1/RF00066.raw | 80 +
benchmarks/cmsearch-rmark/rmark-1/RF00066.test | 4 +
benchmarks/cmsearch-rmark/rmark-1/RF00067.ali | 53 +
benchmarks/cmsearch-rmark/rmark-1/RF00067.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00067.raw | 36 +
benchmarks/cmsearch-rmark/rmark-1/RF00067.test | 11 +
benchmarks/cmsearch-rmark/rmark-1/RF00080.ali | 141 +
benchmarks/cmsearch-rmark/rmark-1/RF00080.idx | 33 +
benchmarks/cmsearch-rmark/rmark-1/RF00080.raw | 74 +
benchmarks/cmsearch-rmark/rmark-1/RF00080.test | 116 +
benchmarks/cmsearch-rmark/rmark-1/RF00096.ali | 37 +
benchmarks/cmsearch-rmark/rmark-1/RF00096.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00096.raw | 20 +
benchmarks/cmsearch-rmark/rmark-1/RF00096.test | 4 +
benchmarks/cmsearch-rmark/rmark-1/RF00101.ali | 57 +
benchmarks/cmsearch-rmark/rmark-1/RF00101.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00101.raw | 36 +
benchmarks/cmsearch-rmark/rmark-1/RF00101.test | 6 +
benchmarks/cmsearch-rmark/rmark-1/RF00104.ali | 31 +
benchmarks/cmsearch-rmark/rmark-1/RF00104.idx | 2 +
benchmarks/cmsearch-rmark/rmark-1/RF00104.raw | 27 +
benchmarks/cmsearch-rmark/rmark-1/RF00104.test | 6 +
benchmarks/cmsearch-rmark/rmark-1/RF00114.ali | 45 +
benchmarks/cmsearch-rmark/rmark-1/RF00114.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00114.raw | 33 +
benchmarks/cmsearch-rmark/rmark-1/RF00114.test | 4 +
benchmarks/cmsearch-rmark/rmark-1/RF00163.ali | 210 +
benchmarks/cmsearch-rmark/rmark-1/RF00163.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00163.raw | 151 +
benchmarks/cmsearch-rmark/rmark-1/RF00163.test | 2 +
benchmarks/cmsearch-rmark/rmark-1/RF00165.ali | 33 +
benchmarks/cmsearch-rmark/rmark-1/RF00165.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00165.raw | 30 +
benchmarks/cmsearch-rmark/rmark-1/RF00165.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00167.ali | 114 +
benchmarks/cmsearch-rmark/rmark-1/RF00167.idx | 4 +
benchmarks/cmsearch-rmark/rmark-1/RF00167.raw | 99 +
benchmarks/cmsearch-rmark/rmark-1/RF00167.test | 12 +
benchmarks/cmsearch-rmark/rmark-1/RF00168.ali | 184 +
benchmarks/cmsearch-rmark/rmark-1/RF00168.idx | 17 +
benchmarks/cmsearch-rmark/rmark-1/RF00168.raw | 148 +
benchmarks/cmsearch-rmark/rmark-1/RF00168.test | 76 +
benchmarks/cmsearch-rmark/rmark-1/RF00169.ali | 153 +
benchmarks/cmsearch-rmark/rmark-1/RF00169.idx | 15 +
benchmarks/cmsearch-rmark/rmark-1/RF00169.raw | 138 +
benchmarks/cmsearch-rmark/rmark-1/RF00169.test | 45 +
benchmarks/cmsearch-rmark/rmark-1/RF00170.ali | 23 +
benchmarks/cmsearch-rmark/rmark-1/RF00170.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00170.raw | 15 +
benchmarks/cmsearch-rmark/rmark-1/RF00170.test | 9 +
benchmarks/cmsearch-rmark/rmark-1/RF00174.ali | 1255 +
benchmarks/cmsearch-rmark/rmark-1/RF00174.idx | 66 +
benchmarks/cmsearch-rmark/rmark-1/RF00174.raw | 426 +
benchmarks/cmsearch-rmark/rmark-1/RF00174.test | 332 +
benchmarks/cmsearch-rmark/rmark-1/RF00177.ali | 5154 ++
benchmarks/cmsearch-rmark/rmark-1/RF00177.idx | 21 +
benchmarks/cmsearch-rmark/rmark-1/RF00177.raw | 1645 +
benchmarks/cmsearch-rmark/rmark-1/RF00177.test | 223 +
benchmarks/cmsearch-rmark/rmark-1/RF00206.ali | 37 +
benchmarks/cmsearch-rmark/rmark-1/RF00206.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00206.raw | 36 +
benchmarks/cmsearch-rmark/rmark-1/RF00206.test | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00213.ali | 36 +
benchmarks/cmsearch-rmark/rmark-1/RF00213.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00213.raw | 21 +
benchmarks/cmsearch-rmark/rmark-1/RF00213.test | 9 +
benchmarks/cmsearch-rmark/rmark-1/RF00230.ali | 117 +
benchmarks/cmsearch-rmark/rmark-1/RF00230.idx | 35 +
benchmarks/cmsearch-rmark/rmark-1/RF00230.raw | 56 +
benchmarks/cmsearch-rmark/rmark-1/RF00230.test | 200 +
benchmarks/cmsearch-rmark/rmark-1/RF00234.ali | 69 +
benchmarks/cmsearch-rmark/rmark-1/RF00234.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00234.raw | 35 +
benchmarks/cmsearch-rmark/rmark-1/RF00234.test | 14 +
benchmarks/cmsearch-rmark/rmark-1/RF00373.ali | 405 +
benchmarks/cmsearch-rmark/rmark-1/RF00373.idx | 13 +
benchmarks/cmsearch-rmark/rmark-1/RF00373.raw | 128 +
benchmarks/cmsearch-rmark/rmark-1/RF00373.test | 95 +
benchmarks/cmsearch-rmark/rmark-1/RF00379.ali | 240 +
benchmarks/cmsearch-rmark/rmark-1/RF00379.idx | 4 +
benchmarks/cmsearch-rmark/rmark-1/RF00379.raw | 124 +
benchmarks/cmsearch-rmark/rmark-1/RF00379.test | 16 +
benchmarks/cmsearch-rmark/rmark-1/RF00380.ali | 194 +
benchmarks/cmsearch-rmark/rmark-1/RF00380.idx | 3 +
benchmarks/cmsearch-rmark/rmark-1/RF00380.raw | 141 +
benchmarks/cmsearch-rmark/rmark-1/RF00380.test | 12 +
benchmarks/cmsearch-rmark/rmark-1/RF00448.ali | 54 +
benchmarks/cmsearch-rmark/rmark-1/RF00448.idx | 1 +
benchmarks/cmsearch-rmark/rmark-1/RF00448.raw | 35 +
benchmarks/cmsearch-rmark/rmark-1/RF00448.test | 5 +
benchmarks/cmsearch-rmark/rmark-1/RF00504.ali | 675 +
benchmarks/cmsearch-rmark/rmark-1/RF00504.idx | 5 +
benchmarks/cmsearch-rmark/rmark-1/RF00504.raw | 343 +
benchmarks/cmsearch-rmark/rmark-1/RF00504.test | 15 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1.chrlist | 21 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1.ebd | 450 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1.fa | 20020 +++++
benchmarks/cmsearch-rmark/rmark-1/rmark-1.idx | 51 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.ebd | 24 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr10.ebd | 20 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr11.ebd | 16 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr12.ebd | 23 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr13.ebd | 32 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr14.ebd | 30 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr15.ebd | 20 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr16.ebd | 18 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr17.ebd | 25 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr18.ebd | 24 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr19.ebd | 12 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.ebd | 26 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.fa | 1001 +
.../cmsearch-rmark/rmark-1/rmark-1_chr20.ebd | 23 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.ebd | 19 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.ebd | 27 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.ebd | 30 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.ebd | 12 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.ebd | 26 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.ebd | 20 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.ebd | 23 +
benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.fa | 1001 +
benchmarks/cmsearch-rmark/rmark-test/RF00005.ali | 3255 +
benchmarks/cmsearch-rmark/rmark-test/RF00005.idx | 19 +
benchmarks/cmsearch-rmark/rmark-test/RF00005.raw | 3240 +
benchmarks/cmsearch-rmark/rmark-test/RF00005.test | 57 +
benchmarks/cmsearch-rmark/rmark-test/RF00031.ali | 35 +
benchmarks/cmsearch-rmark/rmark-test/RF00031.idx | 24 +
benchmarks/cmsearch-rmark/rmark-test/RF00031.raw | 32 +
benchmarks/cmsearch-rmark/rmark-test/RF00031.test | 69 +
.../cmsearch-rmark/rmark-test/rmark-test.ebd | 11 +
benchmarks/cmsearch-rmark/rmark-test/rmark-test.fa | 2002 +
.../cmsearch-rmark/rmark-test/rmark-test.idx | 2 +
benchmarks/cmsearch-rmark/rmark.pl | 126 +
benchmarks/cmsearch-rmark/rmark_MPI_cmsearch.pl | 351 +
benchmarks/cmsearch-rmark/rmark_clusterfy.pl | 341 +
benchmarks/cmsearch-rmark/rmark_process_glbf.pl | 1700 +
benchmarks/cmsearch-rmark/rmark_times.pl | 21 +
benchmarks/cmsearch-rmark/rmk_files/blast_w7.rmk | 4 +
benchmarks/cmsearch-rmark/rmk_files/inf-55.rmk | 18 +
benchmarks/cmsearch-rmark/rmk_files/inf-72.rmk | 12 +
.../cmsearch-rmark/rmk_files/inf_noent-72.rmk | 12 +
benchmarks/cmsearch-rmark/rmk_files/inf_p1-72.rmk | 11 +
.../cmsearch-rmark/rmk_files/inf_p1_noent-72.rmk | 12 +
benchmarks/cmsearch-rmark/rmk_files/inf_qdb-72.rmk | 12 +
benchmarks/cmsearch-rmark/sre.pl | 176 +
config.guess | 1459 +
config.sub | 1549 +
configure | 10280 +++
configure.ac | 365 +
documentation/manpages/cm2hmm.man | 93 +
documentation/manpages/cm2hmmsearch.man | 97 +
documentation/manpages/cmalign.man | 588 +
documentation/manpages/cmbuild.man | 587 +
documentation/manpages/cmcalibrate.man | 547 +
documentation/manpages/cmemit.man | 189 +
documentation/manpages/cmscore.man | 468 +
documentation/manpages/cmsearch.man | 758 +
documentation/manpages/cmstat.man | 376 +
documentation/manpages/trcyk.man | 25 +
documentation/manpages/truncyk_check.man | 53 +
documentation/release-notes/RELEASE-0.53 | 4 +
documentation/release-notes/RELEASE-0.54 | 2 +
documentation/release-notes/RELEASE-0.55 | 18 +
documentation/release-notes/RELEASE-0.6 | 26 +
documentation/release-notes/RELEASE-0.7 | 28 +
documentation/release-notes/RELEASE-0.71 | 53 +
documentation/release-notes/RELEASE-0.72 | 60 +
documentation/release-notes/RELEASE-0.8 | 26 +
documentation/release-notes/RELEASE-0.81 | 33 +
documentation/release-notes/RELEASE-1.0 | 118 +
documentation/release-notes/RELEASE-1.0.1 | 164 +
documentation/release-notes/RELEASE-1.0.2 | 177 +
documentation/userguide/Figures/cm_graph.ai | 521 +
documentation/userguide/Figures/cm_graph.eps | 12202 +++
documentation/userguide/Figures/cm_graph.pdf | Bin 0 -> 26390 bytes
documentation/userguide/Figures/cm_nodetree.ai | 438 +
documentation/userguide/Figures/cm_nodetree.eps | 6825 ++
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documentation/userguide/Figures/input_alignment.ai | 311 +
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documentation/userguide/Figures/parsetrees.ai | 408 +
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documentation/userguide/Figures/purine.ai | 2699 +
documentation/userguide/Figures/purine1_full.pdf | 1050 +
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documentation/userguide/Figures/purine2_full.pdf | 1067 +
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documentation/userguide/Figures/purine3_full.pdf | 1052 +
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documentation/userguide/Figures/purineC_full.pdf | 1050 +
documentation/userguide/Figures/purineC_small.pdf | 1047 +
documentation/userguide/Figures/rna_elements.ai | 851 +
documentation/userguide/Figures/rna_elements.eps | 6594 ++
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documentation/userguide/copyright.tex | 10 +
documentation/userguide/filter.tex | 915 +
documentation/userguide/format_prior.tex | 162 +
documentation/userguide/formats.tex | 515 +
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documentation/userguide/intro.tex | 56 +
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documentation/userguide/macros.tex | 77 +
documentation/userguide/main.faq | 18 +
documentation/userguide/main.tex | 53 +
documentation/userguide/rigfilters_doc.html | 106 +
documentation/userguide/scores.tex | 708 +
documentation/userguide/titlepage.tex | 39 +
documentation/userguide/trna.5.c.cm | 329 +
documentation/userguide/tutorial.tex | 1466 +
easel/00README | 34 +
easel/COPYRIGHT | 27 +
easel/INSTALL | 31 +
easel/LICENSE | 32 +
easel/LICENSE.csh.in | 5 +
easel/Makefile.in | 279 +
easel/aclocal.m4 | 833 +
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easel/configure | 10249 +++
easel/configure.ac | 355 +
easel/devkit/autodoc | 310 +
easel/devkit/cexcerpt | 100 +
easel/devkit/cexcerpt.man | 73 +
easel/devkit/esl-dependencies | 155 +
easel/devkit/rmanprocess.pl | 72 +
easel/devkit/sedition | 67 +
easel/devkit/sedition-pp | 89 +
easel/devkit/sqc | 525 +
easel/documentation/Makefile | 96 +
easel/documentation/codestyle.tex | 1069 +
easel/documentation/copyright.tex | 17 +
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easel/documentation/installation.tex | 5 +
easel/documentation/intro.tex | 424 +
easel/documentation/macros.tex | 57 +
easel/documentation/main.tex | 428 +
easel/documentation/statistics.tex | 103 +
easel/documentation/titlepage.tex | 29 +
easel/documentation/typography.tex | 35 +
easel/easel.c | 1435 +
easel/easel.h | 336 +
easel/easel.tex | 413 +
easel/esl_alphabet.c | 2239 +
easel/esl_alphabet.h | 122 +
easel/esl_alphabet.tex | 490 +
easel/esl_cluster.c | 347 +
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easel/esl_distance.c | 1374 +
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easel/esl_dmatrix.c | 1412 +
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easel/esl_exponential.c | 689 +
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easel/esl_fileparser.c | 593 +
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easel/esl_gev.c | 997 +
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easel/esl_gumbel.c | 1199 +
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easel/esl_histogram.c | 1940 +
easel/esl_histogram.h | 131 +
easel/esl_histogram.tex | 299 +
easel/esl_hyperexp.c | 1413 +
easel/esl_hyperexp.h | 78 +
easel/esl_hyperexp.tex | 37 +
easel/esl_keyhash.c | 753 +
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easel/esl_minimizer.c | 644 +
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easel/esl_mixgev.c | 837 +
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easel/esl_mpi.c | 794 +
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easel/esl_mpi.tex | 24 +
easel/esl_msa.c | 4652 ++
easel/esl_msa.h | 251 +
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easel/esl_msacluster.c | 436 +
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easel/esl_msaweight.c | 1108 +
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easel/esl_normal.c | 244 +
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easel/esl_paml.c | 179 +
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easel/esl_random.c | 836 +
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easel/esl_randomseq.c | 1792 +
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easel/esl_ratematrix.c | 818 +
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easel/esl_regexp.c | 1866 +
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easel/esl_regexp.tex | 386 +
easel/esl_rootfinder.c | 536 +
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easel/esl_rootfinder.tex | 43 +
easel/esl_scorematrix.c | 1407 +
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easel/esl_sq.c | 1784 +
easel/esl_sq.h | 171 +
easel/esl_sq.tex | 334 +
easel/esl_sqio.c | 3383 +
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easel/esl_sse.c | 597 +
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easel/esl_ssi.c | 1995 +
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easel/esl_stack.c | 623 +
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easel/esl_stack.tex | 89 +
easel/esl_stats.c | 762 +
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easel/esl_stopwatch.c | 260 +
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easel/esl_stretchexp.c | 696 +
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easel/esl_stretchexp.tex | 42 +
easel/esl_swat.c | 228 +
easel/esl_swat.tex | 1 +
easel/esl_tree.c | 2184 +
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easel/esl_tree.tex | 31 +
easel/esl_vectorops.c | 1247 +
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easel/esl_vmx.c | 554 +
easel/esl_vmx.h | 19 +
easel/esl_weibull.c | 744 +
easel/esl_weibull.h | 55 +
easel/esl_weibull.tex | 47 +
easel/esl_wuss.c | 516 +
easel/esl_wuss.h | 24 +
easel/esl_wuss.tex | 34 +
easel/formats/BLOSUM62 | 31 +
easel/formats/embl | 372 +
easel/formats/fasta | 13 +
easel/formats/fasta.2 | 19 +
easel/formats/fasta.bad.1 | 2 +
easel/formats/fasta.bad.2 | 1 +
easel/formats/fasta.bad.3 | 1 +
easel/formats/fasta.odd.1 | 2 +
easel/formats/genbank | 55 +
easel/formats/genbank.2 | 52 +
easel/formats/genbank.bad.1 | 55 +
easel/formats/wag.dat | 43 +
easel/install-sh | 295 +
easel/interface_gsl.c | 56 +
easel/interface_gsl.h | 23 +
easel/interface_lapack.c | 88 +
easel/interface_lapack.h | 23 +
easel/miniapps/Makefile.in | 76 +
easel/miniapps/esl-afetch.c | 338 +
easel/miniapps/esl-afetch.man | 128 +
easel/miniapps/esl-alimanip.c | 3284 +
easel/miniapps/esl-alimanip.man | 355 +
easel/miniapps/esl-alimap.c | 690 +
easel/miniapps/esl-alistat.c | 184 +
easel/miniapps/esl-alistat.man | 89 +
easel/miniapps/esl-compalign.c | 635 +
easel/miniapps/esl-compstruct.c | 370 +
easel/miniapps/esl-compstruct.man | 122 +
easel/miniapps/esl-construct.c | 670 +
easel/miniapps/esl-histplot.c | 243 +
easel/miniapps/esl-histplot.man | 80 +
easel/miniapps/esl-reformat.c | 348 +
easel/miniapps/esl-reformat.man | 182 +
easel/miniapps/esl-selectn.c | 116 +
easel/miniapps/esl-selectn.man | 76 +
easel/miniapps/esl-seqstat.c | 186 +
easel/miniapps/esl-seqstat.man | 113 +
easel/miniapps/esl-sfetch.c | 671 +
easel/miniapps/esl-sfetch.man | 347 +
easel/miniapps/esl-shuffle.c | 393 +
easel/miniapps/esl-shuffle.man | 231 +
easel/miniapps/esl-ssdraw.c | 4014 +
easel/miniapps/esl-weight.c | 149 +
easel/miniapps/esl-weight.man | 111 +
easel/testsuite/Makefile.in | 140 +
easel/testsuite/coverage_report.pl | 117 +
easel/testsuite/dmatrix-t1.c | 118 +
easel/testsuite/dmatrix-t2.c | 68 +
easel/testsuite/driver_report.pl | 114 +
easel/testsuite/parse-t1.c | 54 +
easel/testsuite/parse-t1.dat | 8 +
easel/testsuite/testsuite.sqc | 56 +
easel/testsuite/valgrind_report.pl | 104 +
iinfernal-1/Makefile.in | 95 +
iinfernal-1/cm_config.h.in | 158 +
iinfernal-1/cm_core.c | 1105 +
iinfernal-1/infernal.h | 510 +
install-sh | 295 +
intro/5S.sto | 28 +
intro/5S_ecoli.fa | 4 +
intro/RNaseP.sto | 70 +
intro/RNaseP_ecoli.fa | 9 +
intro/SRP_euk.sto | 60 +
intro/SRP_human.fa | 7 +
intro/lsu.sto | 425 +
intro/lsu_ecoli.fa | 60 +
intro/ssu.sto | 356 +
intro/ssu_ecoli.fa | 32 +
intro/trna.sto | 20 +
intro/trna_yeast_phe.fa | 3 +
intro/tutorial.big.db | 5001 ++
intro/tutorial.db | 7 +
intro/tutorial.fa | 19 +
intro/tutorial.sto | 16 +
matrices/RIBOSUM100-25.mat | 33 +
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rigfilters/Makefile.in | 14 +
rigfilters/cfsqp/Makefile.in | 59 +
rigfilters/cm2hmm-1.0/Cm2HMM.cpp | 2839 +
rigfilters/cm2hmm-1.0/Cm2HMM.h | 240 +
rigfilters/cm2hmm-1.0/Cm2HmmMain.cpp | 213 +
rigfilters/cm2hmm-1.0/Cm2HmmOptimize.cpp | 791 +
rigfilters/cm2hmm-1.0/Cm2HmmOptimize.h | 260 +
rigfilters/cm2hmm-1.0/Cm2HmmOptimize_cfsqp.cpp | 342 +
rigfilters/cm2hmm-1.0/Cm2HmmSearchMain.cpp | 354 +
rigfilters/cm2hmm-1.0/CommaSepFileReader.cpp | 288 +
rigfilters/cm2hmm-1.0/CommaSepFileReader.h | 142 +
rigfilters/cm2hmm-1.0/CovarianceModel.cpp | 978 +
rigfilters/cm2hmm-1.0/CovarianceModel.h | 586 +
rigfilters/cm2hmm-1.0/ForwardHMM.cpp | 282 +
rigfilters/cm2hmm-1.0/HmmType1.cpp | 344 +
rigfilters/cm2hmm-1.0/HmmType1.h | 349 +
rigfilters/cm2hmm-1.0/InfernalHmm.cpp | 1198 +
rigfilters/cm2hmm-1.0/InfernalHmm.h | 253 +
rigfilters/cm2hmm-1.0/Makefile.in | 55 +
rigfilters/cm2hmm-1.0/Makefile.test | 58 +
rigfilters/cm2hmm-1.0/MarkovModelStats.cpp | 501 +
rigfilters/cm2hmm-1.0/MarkovModelStats.h | 89 +
rigfilters/cm2hmm-1.0/MiscExceptions.cpp | 221 +
rigfilters/cm2hmm-1.0/MiscExceptions.h | 103 +
rigfilters/cm2hmm-1.0/NaryCounter.cpp | 81 +
rigfilters/cm2hmm-1.0/NaryCounter.h | 82 +
rigfilters/cm2hmm-1.0/NoUnderflowDouble.h | 304 +
rigfilters/cm2hmm-1.0/README.html | 443 +
rigfilters/cm2hmm-1.0/ScanHMM_NonTemplated.cpp | 353 +
rigfilters/cm2hmm-1.0/SequenceSet.cpp | 427 +
rigfilters/cm2hmm-1.0/SequenceSet.h | 153 +
rigfilters/cm2hmm-1.0/SymbolicMath.cpp | 1451 +
rigfilters/cm2hmm-1.0/SymbolicMath.h | 436 +
rigfilters/cm2hmm-1.0/UseDebugNew.h | 60 +
rigfilters/cm2hmm-1.0/cmzasha.h | 407 +
rigfilters/cm2hmm-1.0/cmzashaUtils.cpp | 453 +
rigfilters/cm2hmm-1.0/data/AL096836.fna | 25217 ++++++
rigfilters/cm2hmm-1.0/data/Bordetella_0mm.mm | 20 +
rigfilters/cm2hmm-1.0/data/Ecoli_0mm.mm | 18 +
rigfilters/cm2hmm-1.0/data/RF00095.cm | 238 +
rigfilters/cm2hmm-1.0/data/Saureus_0mm.mm | 18 +
rigfilters/cm2hmm-1.0/data/hum_0mm.mm | 45 +
rigfilters/cm2hmm-1.0/multiDimVector.h | 218 +
rigfilters/cm2hmm-1.0/stdafx.h | 102 +
rigfilters/cm2hmm-1.0/stl_extra.h | 395 +
rigfilters/cm2hmm-1.0/vectorPlus.h | 114 +
scripts/cm_multi2indi.pl | 21 +
scripts/cmsearch_pp.pl | 474 +
scripts/stk2rf_cc_stk.pl | 587 +
src/CP9_hmmio.c | 996 +
src/Makefile.in | 127 +
src/alphabet.c | 515 +
src/cm.c | 2486 +
src/cm_dispatch.h | 58 +
src/cm_dpalign.c | 5627 ++
src/cm_dpsearch.c | 5847 ++
src/cm_dpsmall.c | 7128 ++
src/cm_io.c | 1515 +
src/cm_modelconfig.c | 636 +
src/cm_modelmaker.c | 1750 +
src/cm_mx.c | 1776 +
src/cm_parsetree.c | 2108 +
src/cm_postprob.h | 94 +
src/cm_qdband.c | 905 +
src/cm_submodel.c | 4069 +
src/cmalign.c | 2255 +
src/cmbuild.c | 2182 +
src/cmcalibrate-hybrid.c | 3530 +
src/cmcalibrate.c | 3744 +
src/cmemit.c | 846 +
src/cmscore.c | 1810 +
src/cmsearch.c | 2646 +
src/cmstat.c | 809 +
src/config.h.in | 81 +
src/cp9.c | 377 +
src/cp9_dp.c | 2946 +
src/cp9_modelconfig.c | 979 +
src/cp9_modelmaker.c | 3071 +
src/cp9_mx.c | 190 +
src/cp9_trace.c | 1436 +
src/cplan9.h | 250 +
src/default.pri | 425 +
src/dispatch.c | 959 +
src/display.c | 1375 +
src/errors.c | 64 +
src/eweight.c | 626 +
src/funcs.h | 677 +
src/globals.c | 63 +
src/histogram.c | 1353 +
src/histogram.h | 85 +
src/hmmband.c | 5111 ++
src/hmmband.h | 123 +
src/hybridsearch.c | 1624 +
src/logsum.c | 370 +
src/mpifuncs.c | 1920 +
src/mpifuncs.h | 153 +
src/mpisupport.c | 2938 +
src/nearzero.prior | 384 +
src/old_cm_dpalign.c | 8749 +++
src/old_cm_dpsearch.c | 4316 ++
src/old_cp9_dp.c | 1991 +
src/old_funcs.h | 264 +
src/old_miscfuncs.c | 9165 +++
src/partial-test.c | 1316 +
src/prior.c | 1218 +
src/prior.h | 42 +
src/rna.null | 22 +
src/rnamat.c | 1113 +
src/rnamat.h | 150 +
src/sa-Makefile.in | 126 +
src/scancyk.c | 26 +
src/searchinfo.c | 2003 +
src/seqstoaln.c | 524 +
src/stats.c | 792 +
src/stats.h | 54 +
src/structs.h | 1423 +
src/trcyk.c | 124 +
src/truncyk.c | 3856 +
src/truncyk_check.c | 226 +
testsuite/00README | 23 +
testsuite/10wide.mask | 1 +
testsuite/1k.fa | 18 +
testsuite/2hairpins.sto | 14 +
testsuite/3.4.12.calibrated.cm | 2410 +
testsuite/3.4.12.rf.stk | 1226 +
testsuite/3.4.12.stk | 1226 +
testsuite/3trnas.embl | 21 +
testsuite/3trnas.fa | 9 +
testsuite/3trnas.gb | 24 +
testsuite/DicF-0.55.cm | 214 +
testsuite/DicF-0.6.cm | 217 +
testsuite/DicF-0.7.cm | 218 +
testsuite/DicF-0.71.cm | 218 +
testsuite/DicF-0.72.cm | 218 +
testsuite/DicF-0.8.cm | 218 +
testsuite/DicF-1.0.1.cm | 225 +
testsuite/DicF-1.0.cm | 225 +
testsuite/DicF.seed | 53 +
testsuite/Makefile.in | 63 +
testsuite/RIBOSUM85-60.mat | 33 +
testsuite/at25.null | 22 +
testsuite/at4.null | 22 +
testsuite/bandcyk-montecarlo-test.c | 150 +
testsuite/bandcyk-truncation-test.c | 138 +
testsuite/benchmarks.sqc | 9 +
testsuite/cmalign.sqc | 273 +
testsuite/cmbuild.sqc | 108 +
testsuite/cmcalibrate.sqc | 55 +
testsuite/cmemit.sqc | 137 +
testsuite/cmscore.sqc | 103 +
testsuite/cmsearch.sqc | 189 +
testsuite/cmstat.sqc | 81 +
testsuite/cp9-test.c | 117 +
testsuite/dev-exercises.sqc | 853 +
testsuite/esl-alimanip.sqc | 47 +
testsuite/exercises.sqc | 123 +
testsuite/ffs-ecoli.fa | 4 +
testsuite/ffs-frag.fa | 401 +
testsuite/hairpin.sto | 14 +
testsuite/mito-ascaris.fa | 287 +
testsuite/mito-ascaris.gb | 533 +
testsuite/plus1.prior | 384 +
testsuite/regressions.sqc | 50 +
testsuite/rnaseP-bsu.fa | 10 +
testsuite/rnaseP-eubact.sto | 347 +
testsuite/rnaseP-frag.fa | 401 +
testsuite/se.1.stk | 5 +
testsuite/se.rf.stk | 8 +
testsuite/se.stk | 7 +
testsuite/sqc | 1 +
testsuite/srp-euk.sto | 535 +
testsuite/sub_cm-test.c | 329 +
testsuite/test.sqc | 10 +
testsuite/trna-regression.fa | 12 +
testsuite/trna.calibrated.cm | 332 +
testsuite/trna.list | 6 +
testsuite/trna.xmask | 1 +
testsuite/trna1415G.sto | 11335 +++
testsuite/vault.fa | 53 +
testsuite/vault.sto | 51 +
tutorial/C.psychrerythraea.genome.fa | 76762 +++++++++++++++++++
tutorial/T.tengcongensis.genome.fa | 38423 ++++++++++
tutorial/my.c.cm | 329 +
tutorial/orig_files/toalign.1.fa | 4 +
tutorial/orig_files/toalign.1trunc.fa | 3 +
tutorial/orig_files/toalign.5.fa | 9 +
tutorial/orig_files/tosearch.300Kb.db | 5001 ++
tutorial/orig_files/trna.5.sto | 16 +
tutorial/purine.1.c.cm | 421 +
tutorial/purine.1.sto | 10 +
tutorial/purine.2.c.cm | 445 +
tutorial/purine.2.nofilter.cmsearch | 51 +
tutorial/purine.2.sto | 18 +
tutorial/purine.3.sto | 21 +
tutorial/purine.psych.fa | 4 +
tutorial/purine.teng.fa | 4 +
tutorial/rfam10.c.cm | 4547 ++
tutorial/toalign.1.fa | 3 +
tutorial/toalign.1trunc.fa | 3 +
tutorial/toalign.3.fa | 9 +
tutorial/tosearch.300Kb.db | 5001 ++
tutorial/trna.5.sto | 16 +
991 files changed, 664953 insertions(+)
diff --git a/00README b/00README
new file mode 100644
index 0000000..6dc430f
--- /dev/null
+++ b/00README
@@ -0,0 +1,89 @@
+Infernal - inference of RNA secondary structure alignments
+http://infernal.janelia.org/
+----------------------------------------------------------------
+
+:: About this software:
+
+ Infernal is an implementation of "covariance models" (CMs), which
+ are statistical models of RNA secondary structure and sequence
+ consensus.
+
+ You give Infernal a multiple sequence alignment of a conserved
+ structural RNA family, annotated with the consensus secondary
+ structure. The "cmbuild" program builds a statistical profile of
+ your alignment. That CM can be used as a query in a database
+ search to find more homologs of your RNAs (the "cmsearch"
+ program). You can also use a CM of a representative alignment of
+ your sequence family to create a larger consensus alignment of
+ any number of RNAs.
+
+ We still consider this software to be under development. Our
+ research efforts are focused on reducing the computatational
+ complexity of CM algorithms so searches are faster. We haven't
+ yet spent as much effort as we'd like on making Infernal pretty
+ and user-friendly. Nonetheless, Infernal provides the software
+ engines behind the Rfam RNA database (http://rfam.janelia.org).
+
+
+:: Getting Infernal:
+ WWW: http://infernal.janelia.org/
+ Distro tarballs: ftp://selab.janelia.org/pub/software/infernal/
+
+
+:: Developer access (password required):
+ SVN: https://svn.janelia.org/eddylab/eddys/src/infernal
+
+
+:: Installation:
+
+ See the Userguide.pdf for complete instructions. In brief:
+ % ./configure
+ % make
+ The programs will be in the src/ subdirectory.
+
+ Additionally, 'make check' will run an automated test suite, and
+ 'make install' will install the programs in /usr/local/bin by
+ default.
+
+
+:: Getting started:
+
+ For documentation, including installation instructions and a
+ tutorial, see the Infernal User's Guide: Userguide.pdf.
+
+
+:: Reference:
+
+ - EP Nawrocki, DL Kolbe, and SR Eddy, "Infernal 1.0: inference of
+ RNA alignments" Bioinformatics 25:1335-1337 (2009).
+
+
+:: Other references:
+
+ - DL Kolbe and SR Eddy, "Local RNA structure alignment with
+ incomplete sequence", Bioinformatics 25:1236-1243 (2009).
+
+ - EP Nawrocki and SR Eddy, "Query-dependent banding (QDB) for
+ faster RNA similarity searches", PLoS Computational Biology,
+ 3:e56 (2007).
+
+ - SR Eddy, "A memory efficient dynamic programming algorithm for
+ optimal structural alignment of a sequence to an RNA secondary
+ structure", BMC Bioinformatics, 3:18 (2002).
+
+ - R Durbin, S Eddy, A Krogh, G Mitchison. Biological Sequence
+ Analysis: Probabilistic Models of Proteins and Nucleic Acids.
+ Cambridge University Press, Cambridge UK. (1998).
+
+ - S.R. Eddy and R. Durbin, "RNA sequence analysis using
+ covariance models", Nucl. Acids Res. 22:2079-2088 (1994).
+
+
+:: Credits:
+ The current Infernal developer team at HHMI Janelia Farm:
+ Diana Kolbe, Eric Nawrocki, and Sean Eddy.
+
+
+
+
+
diff --git a/00README-MPI b/00README-MPI
new file mode 100644
index 0000000..b3bb7af
--- /dev/null
+++ b/00README-MPI
@@ -0,0 +1,34 @@
+Configuring Infernal for MPI parallelization.
+---------------------------------------------
+
+If you have an MPI-compliant library installed (LAM, MPICH, OpenMPI)
+and you want to use MPI parallelization, enable MPI with the
+--enable-mpi flag to the configure script:
+
+ % ./configure --enable-mpi
+ % make
+
+This will build the normal seven Infernal executables and four of
+these executables (cmalign, cmcalibrate, cmscore and cmsearch) will be
+MPI programs that can either be run in serial mode or in MPI mode by
+using the --mpi option and running with an MPI-compliant library.
+
+Notes on running cmsearch in MPI mode on a cluster
+--------------------------------------------------
+
+The following is an example from our configuration. We use LAM MPI, on
+a cluster that uses the Sun Grid Engine (SGE) as its queueing manager.
+Your mileage may vary: you may need to consult your local MPI or
+cluster guru if you're running a different MPI package or a different
+queue manager.
+
+Make sure 'cmsearch' is in your $PATH.
+
+To run the CM foo.cm against the database genome.fa on 100 CPUs
+execute the following on the head node (login-eddy.int.janelia.org):
+
+$ qsub -N foo -o foo.out -b y -cwd -V -j y -pe lam-mpi-tight 100 'mpirun C cmsearch --mpi -E 50 foo.cm genome.fa > cmsearch.out'
+
+This submits a single SGE job named 'foo' to the cluster. This job
+will run cmsearch in parallel mode on 100 processors and report all
+hits with E-values below 50 to cmsearch.out.
diff --git a/COPYRIGHT b/COPYRIGHT
new file mode 100644
index 0000000..9875fa4
--- /dev/null
+++ b/COPYRIGHT
@@ -0,0 +1,35 @@
+Infernal - inference of RNA secondary structural alignments
+
+Copyright (C) 2009 HHMI Janelia Farm Research Campus
+
+ Portions Copyright (C) 1991-2009 Sean R. Eddy
+ Portions Copyright (C) 2005-2009 Eric P. Nawrocki
+ Portions Copyright (C) 2005-2009 Diana L. Kolbe
+ Portions Copyright (C) 2004 Zasha Weinberg
+ Portions Copyright (C) 1990 Don G. Gilbert
+ Portions Copyright (C) 1995-2006 Washington University in St. Louis
+ Portions Copyright (C) 1992-1995 Medical Research Council, UK
+ Portions Copyright (C) 2004 University of Washington, Seattle
+ Portions Copyright (C) 1986,1993,1995 University of Toronto
+ Portions Copyright (C) 1989-2001 Free Software Foundation
+ Portions Copyright (C) 1991 Massachusetts Institute of Technology
+
+Infernal is distributed under the terms of the GNU General Public
+License version 3 (GPLv3). See the file LICENSE for details.
+
+
+This program is free software: you can redistribute it and/or modify
+it under the terms of the GNU General Public License as published by
+the Free Software Foundation, either version 3 of the License, or (at
+your option) any later version.
+
+This program is distributed in the hope that it will be useful,
+but WITHOUT ANY WARRANTY; without even the implied warranty of
+MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+GNU General Public License for more details.
+
+A copy of the GNU General Public License is in the file LICENSE. You
+may also obtain a copy from <http://www.gnu.org/licenses/>.
+
+
+
diff --git a/LICENSE b/LICENSE
new file mode 100644
index 0000000..94a9ed0
--- /dev/null
+++ b/LICENSE
@@ -0,0 +1,674 @@
+ GNU GENERAL PUBLIC LICENSE
+ Version 3, 29 June 2007
+
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+
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+ A separable portion of the object code, whose source code is excluded
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+
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+
+ "Additional permissions" are terms that supplement the terms of this
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+Additional permissions that are applicable to the entire Program shall
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+that they are valid under applicable law. If additional permissions
+apply only to part of the Program, that part may be used separately
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+this License without regard to the additional permissions.
+
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+
+ 9. Acceptance Not Required for Having Copies.
+
+ You are not required to accept this License in order to receive or
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+ 11. Patents.
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+
+ Nothing in this License shall be construed as excluding or limiting
+any implied license or other defenses to infringement that may
+otherwise be available to you under applicable patent law.
+
+ 12. No Surrender of Others' Freedom.
+
+ If conditions are imposed on you (whether by court order, agreement or
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+
+ 13. Use with the GNU Affero General Public License.
+
+ Notwithstanding any other provision of this License, you have
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+
+ 14. Revised Versions of this License.
+
+ The Free Software Foundation may publish revised and/or new versions of
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+be similar in spirit to the present version, but may differ in detail to
+address new problems or concerns.
+
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+Program specifies that a certain numbered version of the GNU General
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+GNU General Public License, you may choose any version ever published
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+
+ If the Program specifies that a proxy can decide which future
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+
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+
+ THERE IS NO WARRANTY FOR THE PROGRAM, TO THE EXTENT PERMITTED BY
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+HOLDERS AND/OR OTHER PARTIES PROVIDE THE PROGRAM "AS IS" WITHOUT WARRANTY
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+ 16. Limitation of Liability.
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+ IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING
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+SUCH DAMAGES.
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+ 17. Interpretation of Sections 15 and 16.
+
+ If the disclaimer of warranty and limitation of liability provided
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+an absolute waiver of all civil liability in connection with the
+Program, unless a warranty or assumption of liability accompanies a
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+
+ END OF TERMS AND CONDITIONS
+
+ How to Apply These Terms to Your New Programs
+
+ If you develop a new program, and you want it to be of the greatest
+possible use to the public, the best way to achieve this is to make it
+free software which everyone can redistribute and change under these terms.
+
+ To do so, attach the following notices to the program. It is safest
+to attach them to the start of each source file to most effectively
+state the exclusion of warranty; and each file should have at least
+the "copyright" line and a pointer to where the full notice is found.
+
+ <one line to give the program's name and a brief idea of what it does.>
+ Copyright (C) <year> <name of author>
+
+ This program is free software: you can redistribute it and/or modify
+ it under the terms of the GNU General Public License as published by
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+ (at your option) any later version.
+
+ This program is distributed in the hope that it will be useful,
+ but WITHOUT ANY WARRANTY; without even the implied warranty of
+ MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+ GNU General Public License for more details.
+
+ You should have received a copy of the GNU General Public License
+ along with this program. If not, see <http://www.gnu.org/licenses/>.
+
+Also add information on how to contact you by electronic and paper mail.
+
+ If the program does terminal interaction, make it output a short
+notice like this when it starts in an interactive mode:
+
+ <program> Copyright (C) <year> <name of author>
+ This program comes with ABSOLUTELY NO WARRANTY; for details type `show w'.
+ This is free software, and you are welcome to redistribute it
+ under certain conditions; type `show c' for details.
+
+The hypothetical commands `show w' and `show c' should show the appropriate
+parts of the General Public License. Of course, your program's commands
+might be different; for a GUI interface, you would use an "about box".
+
+ You should also get your employer (if you work as a programmer) or school,
+if any, to sign a "copyright disclaimer" for the program, if necessary.
+For more information on this, and how to apply and follow the GNU GPL, see
+<http://www.gnu.org/licenses/>.
+
+ The GNU General Public License does not permit incorporating your program
+into proprietary programs. If your program is a subroutine library, you
+may consider it more useful to permit linking proprietary applications with
+the library. If this is what you want to do, use the GNU Lesser General
+Public License instead of this License. But first, please read
+<http://www.gnu.org/philosophy/why-not-lgpl.html>.
diff --git a/Makefile.in b/Makefile.in
new file mode 100644
index 0000000..4d62403
--- /dev/null
+++ b/Makefile.in
@@ -0,0 +1,237 @@
+#################################################################
+# Infernal
+# top level Makefile: installation, documentation
+# CVS $Id: Makefile.in 2581 2008-09-18 13:37:59Z eddys $
+#################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+#################################################################
+
+# On most Unices, you can build the package without modifying anything
+# by just typing "./configure; make".
+#
+# Post-configuration, you may still want to modify the following make variables:
+# BINDIR - where the executables will be installed by a 'make install'
+# MANDIR - where the man pages will be installed by a 'make install'
+# CC - which compiler to use
+# CFLAGS - compiler flags to use
+
+# where you want things installed
+# Sort of uses GNU coding standards. ${prefix} might be /usr/local.
+# ${exec_prefix} gives you some flexibility for installing architecture
+# dependent files (e.g. the programs): an example ${exec_prefix} might be
+# /nfs/share/irix64/
+#
+prefix = @prefix@
+exec_prefix = @exec_prefix@
+BINDIR = @bindir@
+MANDIR = @mandir@
+DATAROOTDIR = @datarootdir@
+
+# how to install the man pages;
+# cp is generally fine, unless you preformat your pages.
+#
+INSTMAN = cp
+MANSUFFIX = 1
+
+# your compiler and compiler flags
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+SIMDFLAGS = @SIMD_CFLAGS@
+
+#######
+## You should not need to modify below this line.
+## Some of it is concerned with maintenance of the development version
+## and building the release (indeed, several commands will only work at
+## Janelia)
+#######
+SHELL = /bin/sh
+PACKAGE = @PACKAGE_NAME@
+BASENAME = @PACKAGE_TARNAME@
+RELEASE = @PACKAGE_VERSION@
+RELEASEDATE = "@PACKAGE_DATE@"
+COPYRIGHT = "@PACKAGE_COPYRIGHT@"
+LICENSELINE = "@PACKAGE_LICENSE@"
+LICENSETAG = gnu
+COMPRESS = gzip
+REPOSITORY = https://svn.janelia.org/eddylab/eddys/src/
+
+
+# The program lists below for INFERNAL are not necessarily
+# a complete manifest. They are the list of stable programs that the
+# package will install. (The list in src/Makefile.in is the complete manifest
+# of INFERNAL programs.)
+#
+PROGS = cmalign\
+ cmbuild\
+ cmcalibrate\
+ cmemit\
+ cmscore\
+ cmsearch\
+ cmstat
+
+# Optional programs for rigorous filters
+RFPROGS = cm2hmm cm2hmmsearch
+
+# all: if we don't have precompiled binaries, compiles all packages,
+# and moves the supported executables into binaries/ subdirectory.
+#
+#all: core $(RIGFILTERS)
+all: core
+
+core:
+ (cd easel; make CC="$(CC)" CFLAGS="$(CFLAGS)"; make)
+ (cd src; make CC="$(CC)" CFLAGS="$(CFLAGS)"; make module)
+ (cd testsuite; make CC="$(CC)" CFLAGS="$(CFLAGS)")
+
+#.PHONY: $(RIGFILTERS)
+#$(RIGFILTERS): core
+# if test -d $(RIGFILTERS); then (cd rigfilters; make); fi
+
+# dist: build a new distribution directory in infernal-$RELEASE
+#
+dist:
+ # Make sure we pointed the make dist to a subversion repository
+ @if test x${REPOSITORY} = 'x'; then\
+ echo "REPOSITORY isn't set; use make REPOSITORY=... dist";\
+ exit 1;\
+ fi
+ # Delete old versions of the same release
+ #
+ @if test -d ../${BASENAME}-$(RELEASE); then rm -rf ../${BASENAME}-$(RELEASE); fi
+ @if test -e ../${BASENAME}-$(RELEASE).tar; then rm -f ../${BASENAME}-$(RELEASE).tar; fi
+ @if test -e ../${BASENAME}-$(RELEASE).tar.Z; then rm -f ../${BASENAME}-$(RELEASE).tar.Z; fi
+ @if test -e ../${BASENAME}-$(RELEASE).tar.gz; then rm -f ../${BASENAME}-$(RELEASE).tar.gz; fi
+ #
+ # Export the release from Subversion control.
+ # Because we use svn:externals, this automatically exports
+ # the ssdk, and Easel libraries as well.
+ #
+ svn export ${REPOSITORY} ../${BASENAME}-${RELEASE}
+ #
+ # Make the configure scripts from configure.ac
+ #
+ (cd ../${BASENAME}-${RELEASE}; autoconf)
+ (cd ../${BASENAME}-${RELEASE}/easel; autoconf)
+ #
+ # We'll need a basic Makefiles for some steps; later
+ # we'll delete them
+ #
+ (cd ../${BASENAME}-${RELEASE}/; ./configure)
+ #
+ # Make symlinks and set file permissions
+ #
+ (cd ../${BASENAME}-${RELEASE}/testsuite; ln -s ../easel/devkit/sqc .)
+ find ../${BASENAME}-${RELEASE} -type f -exec chmod +r {} \;
+ chmod +x ../${BASENAME}-${RELEASE}/easel/devkit/sqc
+ chmod +x ../${BASENAME}-${RELEASE}/easel/devkit/autodoc
+ #
+ # Attach license stamps on all files that need 'em
+ # (e.g. replace LICENSE keyword everywhere)
+ #
+ find ../${BASENAME}-${RELEASE} -type f -exec easel/devkit/sedition-pp LICENSE Licenses/$(LICENSETAG) {} \;
+ #
+ # Other keyword replacements
+ #
+ easel/devkit/sedition RELEASE ${RELEASE} RELEASEDATE ${RELEASEDATE} ../${BASENAME}-${RELEASE}/documentation/userguide/titlepage.tex
+ easel/devkit/sedition RELEASE ${RELEASE} RELEASEDATE ${RELEASEDATE} COPYRIGHT ${COPYRIGHT} ../${BASENAME}-${RELEASE}/00README
+ for manpage in ../${BASENAME}-${RELEASE}/documentation/manpages/*; do\
+ easel/devkit/sedition RELEASE ${RELEASE} RELEASEDATE ${RELEASEDATE} COPYRIGHT ${COPYRIGHT} PACKAGE ${PACKAGE} LICENSELINE ${LICENSELINE} $$manpage;\
+ done
+ #
+ # Make the User's Guide, and copy to top level. (We'll
+ # destroy the userguide source soon.)
+ #
+ (cd ../${BASENAME}-${RELEASE}/documentation/userguide; make pdf)
+ cp ../${BASENAME}-${RELEASE}/documentation/userguide/main.pdf ../${BASENAME}-${RELEASE}/Userguide.pdf
+ #
+ # Finish the man pages off, adding necessary boilerplate.
+ # Must be done *after* the user guide is created, since the user guide
+ # steals and uses the pre-boilerplate man pages.
+ # Include the optional rigfilters documentation too; whether the user
+ # wants it or not is a configuration-time decision.
+ #
+ for prog in $(PROGS); do\
+ cat ../${BASENAME}-${RELEASE}/documentation/manpages/boilerplate.trailer >> ../${BASENAME}-${RELEASE}/documentation/manpages/$$prog.man;\
+ done
+ for prog in $(RFPROGS); do\
+ cat ../${BASENAME}-${RELEASE}/documentation/manpages/boilerplate.trailer >> ../${BASENAME}-${RELEASE}/documentation/manpages/$$prog.man;\
+ done;
+ -rm -f ../${BASENAME}-${RELEASE}/documentation/manpages/boilerplate.trailer
+ #
+ # Remove SVN-controlled files/directories that don't belong in the
+ # distro
+ #
+ -rm -rf ../${BASENAME}-${RELEASE}/Licenses
+ -rm -rf ../${BASENAME}-${RELEASE}/00CHECKLIST
+ -rm -rf ../${BASENAME}-${RELEASE}/Bugs
+ -rm -rf ../${BASENAME}-${RELEASE}/Manuscripts
+ -rm -rf ../${BASENAME}-${RELEASE}/SUBPACKAGES
+ -rm -rf ../${BASENAME}-${RELEASE}/00WISHLIST
+ (cd ../${BASENAME}-${RELEASE}/easel; make implode)
+ (cd ../${BASENAME}-${RELEASE}/; make distclean)
+ #
+ # Packaging commands
+ #
+ (cd ..; tar cvf ${BASENAME}-${RELEASE}.tar ${BASENAME}-${RELEASE})
+ (cd ..; $(COMPRESS) ${BASENAME}-$(RELEASE).tar)
+
+# "make check" runs a set of sqc exercises in the test suite, at level 4.
+# To run faster, reduce the level (level 1 runs a few tests, level 4
+# runs a lot).
+#
+check:
+ (cd testsuite; ./sqc -p ../easel/miniapps 4 exercises.sqc . ../src)
+
+# "make devcheck" runs an additional set of development sqc exercises
+# in the test suite, at level 4. This will take a long time.
+#
+devcheck:
+ (cd testsuite;\
+ ./sqc -p ../src/ 4 esl-alimanip.sqc . ../easel/miniapps/;\
+ ./sqc -p ../easel/miniapps 4 cmalign.sqc . ../src;\
+ ./sqc -p ../easel/miniapps 4 cmbuild.sqc . ../src;\
+ ./sqc -p ../easel/miniapps 4 cmcalibrate.sqc . ../src;\
+ ./sqc -p ../easel/miniapps 4 cmemit.sqc . ../src;\
+ ./sqc -p ../easel/miniapps 4 cmscore.sqc . ../src;\
+ ./sqc -p ../easel/miniapps 4 cmsearch.sqc . ../src;\
+ ./sqc -p ../easel/miniapps 4 cmstat.sqc . ../src;)
+
+# "make install" installs the programs in BINDIR
+#
+install:
+ mkdir -p ${BINDIR}
+ for file in $(PROGS); do\
+ cp src/$$file $(BINDIR)/;\
+ done
+# if test -d $(RIGFILTERS); then\
+# for file in $(RFPROGS); do\
+# cp rigfilters/cm2hmm-1.0/$$file $(BINDIR)/;\
+# done;\
+# fi
+
+# "make clean" removes almost everything except configuration files
+# and binaries.
+clean:
+ -rm -f *.o *~ Makefile.bak core TAGS gmon.out
+ (cd testsuite; make clean)
+ (if cd documentation/userguide; then make clean; fi)
+ (cd src; make clean)
+ (cd easel; make clean)
+# (cd rigfilters; make clean)
+
+# "make distclean" leaves a pristine source distribution.
+#
+distclean:
+ -rm -f config.cache config.log config.status
+ -rm -rf autom4te.cache
+ -rm -f *.o *~ Makefile.bak core TAGS gmon.out
+ (cd testsuite; make distclean)
+ (if cd documentation/userguide; then make distclean; fi)
+ (cd src; make distclean)
+ (cd easel; make distclean)
+# (cd rigfilters; make distclean)
+ -rm Makefile
+
diff --git a/Userguide.pdf b/Userguide.pdf
new file mode 100644
index 0000000..aa03803
Binary files /dev/null and b/Userguide.pdf differ
diff --git a/aclocal.m4 b/aclocal.m4
new file mode 120000
index 0000000..865f5c8
--- /dev/null
+++ b/aclocal.m4
@@ -0,0 +1 @@
+easel/aclocal.m4
\ No newline at end of file
diff --git a/benchmarks/cmsearch-rmark/00README b/benchmarks/cmsearch-rmark/00README
new file mode 100644
index 0000000..4d628ed
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/00README
@@ -0,0 +1,418 @@
+rmark-1
+RNA similarity search software benchmark
+Eric Nawrocki
+Wed Nov 8 09:10:13 2006
+---------------------------------------------------------------------
+
+Example usage:
+ perl rmark.pl infernal.rmm inf.rmk test_dir/ test.idx test.fa
+ testrun_out
+ perl rmark_process_glbf.pl infernal.rmm inf.rmk
+ test_dir/ test.idx test testrun_out.glbf testrun_out
+
+Example output:
+ testrun_out.glbf (from rmark.pl)
+ testrun_out.time (from rmark.pl)
+ testrun_out.fam (from rmark_process_glbf.pl)
+ testrun_out.all (from rmark_process_glbf.pl)
+ testrun_out.roc (from rmark_process_glbf.pl)
+
+There are 3 main sections to this 00README:
+
+(Section 1) Overview of files
+(Section 2) Performing a trial run of rmark
+(Section 3) Preparing an rmark run for a cluster
+
+These sections describe 'rmark-1' the first version of the rmark
+benchmark, defined by a specific set of sequence files as described
+below. 'rmark-1' is the benchmark used in the banded-cyk manuscript in
+infernal/Manuscripts/banded-cyk/
+
+To duplicate the 6 infernal benchmark runs described in the banded-cyk
+manuscript see (Section 3) and the file duplicate_full_bm.sh.
+
+To duplicate the BLASTN benchmark run described in the banded-cyk
+manuscript see the file duplicate_blast_bm.sh.
+
+=======================================================================
+(Section 1) Overview of files
+=======================================================================
+There are 3 main perl scripts:
+
+o rmark.pl - performs a benchmark run
+
+o rmark_process_glbf.pl - converts rmark.pl output into MER and ROC
+ points based on different scoring schemes.
+ Can be run on concatenated rmark.pl output
+ from many 'clusterfied' runs (see
+ rmark_clusterfy.pl)
+
+o rmark_clusterfy.pl - splits up a single rmark.pl benchmark run of
+ X families against Y chromosomes into X*Y
+ mini-benchmarks and writes a shell script to
+ combine the results after they're all done.
+
+There are two sets of sequence files relevant to rmark, family
+specific files and pseudo-genome files. rmark-1 is version 1 of rmark
+and is defined by 51 sets of family specific files and a pseudo-genome
+made up of 20 50 Kb chromosomes with the test sequences from the 51
+families embedded within it. The construction of the pseudo-genome
+and selection of the family specific files from Rfam 7.0 is described
+in the banded-cyk manuscript.
+
+The two sets of sequence files in the rmark-1/ subdirectory:
+
+(1) Family specific files:
+
+The rmark-1/ subdirectory contains data files for 51 sequence
+families,including training alignments and a total of 450 remote homologue test
+sequences. For each family, there are four files:
+ .ali : a multiple alignment for training (STOCKHOLM format)
+ .test : a set of remote homologue test sequences (FASTA format)
+ .raw : the unaligned training sequences in .ali (FASTA format)
+ .idx : list of the names of the test sequences
+
+
+(2) pseudo-genome files
+
+The 450 test sequences are embedded with 20 50 Kb randomly generated
+chromosomes on either strand. The relevant files are:
+ rmark-1.fa : a fasta file with all 20 chromosomes
+ rmark-1.ebd : specifies where in the pseudo-genome each
+ test sequence is, each line has 6 fields:
+ <fam name> <test seq name> <chromosome>
+ <begin posn> <end posn> <orientation>
+ Where <orientation> is 0 for forward
+ strand, 1 for reverse strand.
+ rmark-1_chrXX.fa : XX=1-20, a fasta file for each chromosome
+ rmark-1_chrXX.ebd: XX=1-20, subset of rmark-1.ebd for each
+ chromosome
+ rmark-1.idx : a list of the families in the benchmark.
+
+The rmark-1 benchmark has mainly be used to benchmark infernal's
+cmsearch program but the rmark scripts are built in a modular way to
+make it relatively easy to benchmark your own search program. To do
+this you need to create a mymethod.rmm file that takes the output from
+your method and generates glbf format output. See blast.rmm or
+infernal.rmm (which uses infernal.pm and infernal2glbf.pl to help do
+this) for examples.
+
+=======================================================================
+(Section 2) Performing a trial run of rmark
+=======================================================================
+
+This section will lead you step by step through a trial run of the
+benchmark. (Alternatively, the file 'do_rmark-test.sh' is a shell
+script that will perform this trial run). This trial benchmark, called
+'rmark-test' is a subset of the full 'rmark-1' benchmark.
+The rmark-test benchmark contains exactly 2 of the 51 RNA families in
+rmark-1: SECIS (RF00031) and tRNA (RF00005) and exactly 2 rmark-1
+pseudo-genome chromosomes (numbers 12 and 13). The trial run uses
+infernal v0.72's cmsearch in query dependent banding (QDB) mode and
+takes about 6 minutes (on a computer with a Intel Xeon 3.0 GHz processor).
+
+The relevant files are in infernal/benchmarks/cmsearch-rmark/rmark-test/
+
+o RF00005.test & RF00031.test - the unaligned test sequences
+o RF00005.ali & RF00031.ali - the query (training) alignments
+o RF00005.raw & RF00031.raw - the unaligned query seqs
+o RF00005.idx & RF00031.idx - the names of the test seqs
+
+o rmark-test.fa - part of the rmark-1 pseudo-genome (chr 12 & 13)
+o rmark-test.ebd - info on RF00005 & RF00031 test seqs in chr 12 & 13
+o rmark-test.idx - root name (RF00005 & RF00031) (read by scripts)
+
+Step 1 - run the benchmark via rmark.pl from the directory with rmark.pl:
+IMPORTANT: execute all commands from the directory that includes the
+ the rmark scripts. These instructions assume this directory
+ is infernal/benchmarks/cmsearch-rmark/
+
+- First just to get the usage:
+
+$ perl rmark.pl
+perl rmark.pl
+ <.rmm rmark module>
+ <.rmk rmark config file>
+ <seq directory with *.ali, *.test, *.idx, *.raw files>
+ <index file with family names; provide path>
+ <genome file; must exist in the seq dir>
+ <output root, for naming output files>
+
+Options:
+ -E <x> : use E-values [default], set max E-val to keep as <x> [default: 2]
+ -B <x> : use bit scores, set min score to keep as <x>
+
+- A brief explanation of the command line arguments:
+ <*.rmm rmark module>
+ - Actually runs the search program see infernal.rmm for an example
+ <*.rmk rmark config file>
+ - Defines options for the *.rmm module, see inf_qdb-72.rmk.
+ <seq directory with...>
+ - the directory with all the sequence files for the benchmark,
+ in this case it's 'rmark-test', for a full rmark-1 benchmark run
+ it's 'rmark-1'
+ <index file with family names>
+ - file with the family names each on a separate line, for this
+ example, 'rmark-test/rmark-test.idx'; provide path to the file
+ <genome file>
+ - the genome (or chromosome) file we're searching in must
+ exist in the seq dir, along with X.ebd; for this example
+ 'rmark-test.fa'.
+ <output root>
+ - the script will output <output root>.glbf and
+ <output root>.time files, described below.
+
+- Execute the rmark.pl script with the -B option enabled with an '8',
+ setting the minimum bit score to keep as 8 bits (takes about 6
+ minutes).
+
+$ perl rmark.pl -B 8 infernal.rmm rmk_files/inf_qdb-72.rmk rmark-test/
+ rmark-test/rmark-test.idx rmark-test.fa rmark-test_out
+
+- 2 new files will be created in the current working dir:
+$ ls -ltr | tail -2
+-rw-r--r-- 1 nawrockie eddy 2881 Nov 10 11:24 rmark-test_out.glbf
+-rw-r--r-- 1 nawrockie eddy 124 Nov 10 11:24 rmark-test_out.time
+
+- rmark-test_out.glbf should have exactly 62 lines (if you're
+ benchmarking infernal version 0.72). The .glbf line describes
+ the hits returned by cmsearch, it has the following format:
+
+ Each line has exactly 5 fields separated by single space:
+ <seq name> <score> <start posn> <end posn> <orientation>
+ orientation is 0 for a hit on the forward strand, 1 for the opposite
+ strand
+
+- rmark-test_out.time reports on how long the benchmark took for
+ each family and altogether. This is actual time (wall time), not
+ compute time.
+
+Step 2 - Determine the MER score (per family and overall) as well as
+ ROC points by converting the rmark-test.glbf file to
+ rmark-test.all, rmark-test.fam and rmark-test.roc files using
+ rmark_process_glbf.pl.
+
+- First, to get the usage:
+
+$ perl rmark_process_glbf.pl
+perl rmark_process_glbf.pl
+ <'E' if E-values used (lower score is better), 'B' if higher is better>
+ <.rmm file used>
+ <.rmk file used>
+ <seq directory with *.ali, *.test, *.idx, *.raw files>
+ <index file with family names; provide path>
+ <genome root <X>, <X>.fa and <X>.ebd must be in seq dir>
+ <concatenated *.glbf output from >= 1 rmark.pl runs; in CWD>
+ <output root>
+
+Options: (see code for details)
+ Hit resolution options:
+ -R hit : [default] each hit is a single positive/negative
+ -R fnt : treat every nucleotide as a separate positive or negative.
+ -R nnt : treat every non-positive nucleotide as separate negative,
+ and every positive nt as a 1/length(hit) fraction of a hit
+
+ Ignore cross-hits (hits to fam Y while searching with fam X) options:
+ -I both: [default] ignore cross hits on both strands
+ -I none: don't ignore cross hits on either strand
+ -I opp : don't ignore cross hits on opposite strand
+
+- A brief explanation of the command line arguments:
+ <'E' if E-values used ...>
+ - the script needs to know how to sort the scores, if lower
+ scores are better, i.e. E-values were used, enter 'E'. If
+ higher scores are better b/c bit scores were used enter 'B'.
+
+ Arguments 2-5 are the same as arguments 1-4 for rmark.pl (see above)
+
+ <genome root <X> ...>
+ - for this script, the genome file must be named <X>.fa
+ and the embed file <X>.ebd. These two files must be in the seq
+ directory. The .ebd file is described briefly in section 1.
+ <concatenated *.glbf output..>
+ - .glbf output from rmark.pl can be concatenated together (such
+ as if rmark_clusterfy.pl was used (see below)) and used as
+ input. Or a single .glbf file can be used, as we'll do in this
+ example.
+ <output root>
+ - the script will output <output root>.all, <output root>.fam
+ and <output root>.roc files, described below.
+
+- For more info on the options see the script's code. For our purposes
+ we want to use the defaults.
+
+- Now actually run the script:
+$ perl rmark_process_glbf.pl B infernal.rmm rmk_files/inf_qdb-72.rmk
+ rmark-test/ rmark-test/rmark-test.idx rmark-test
+ rmark-test_out.glbf rmark-test_out
+
+- 3 new files will be created in the current working dir:
+$ ls -ltr | tail -3
+-rw-r--r-- 1 nawrockie eddy 3632 Dec 1 12:06 rmark-test_out.fam
+-rw-r--r-- 1 nawrockie eddy 3221 Dec 1 12:06 rmark-test_out.all
+-rw-r--r-- 1 nawrockie eddy 653 Dec 1 12:06 rmark-test_out.roc
+
+- rmark-test_out.fam has a ranked list of hits sorted by family
+ and MER statistics for each family as well as across families
+ (the "summary MER" reported in Table 6 of the banded-cyk
+ manuscript). Positives are indicated with a '+' and negatives
+ with a '-'.
+
+- rmark-test_out.all has a single master list of both families mixed
+ together, with summary MER statistics.
+
+- rmark-test_out.roc has points for a ROC curve in the format:
+ (<x>, <y>) derived from the master list in rmark-test.all.
+
+=======================================================================
+(Section 3) Performing an rmark run on a cluster
+=======================================================================
+
+As you saw with rmark-test, the rmark.pl script can perform a
+benchmark of multiple families against multiple chromosomes. But
+infernal is really slow: the 6 instances of the rmark-1 infernal
+benchmark described in the banded_cyk manuscript collectively take
+roughly 2600 CPU hours (on a 3.0 GHz Intel Xeon). In these situations
+it's useful to have a cluster. The rmark_clusterfy.pl script takes a
+single rmark benchmark set of X families against Y chromosomes and
+splits it up into X*Y mini-benchmarks. It also creates a directory in
+which these mini-benchmark jobs will be run, and a shell script to
+combine the results of all the jobs after they've finished running.
+
+For an example, I'll walk through the steps necessary for duplicating
+the rmark-1 benchmark for infernal version 0.72 in QDB mode described
+in the banded-cyk manuscript (data in Table 5 (row 7), Table 6, and
+Figure 5).
+
+To duplicate all the benchmark results in the manuscript
+see the shell script 'duplicate_full_bm.sh'.
+
+Step 1 - run rmark_clusterfy.pl to create 51 families * 20 chromosomes
+ = 1020 mini-benchmarks to run on a cluster
+- Here's the usage of rmark_clusterfy.pl:
+
+$ perl rmark_clusterfy.pl
+Usage: perl rmark_clusterfy.pl
+ <.rmm file name>
+ <.rmk file name>
+ <dir with *.ali *.idx *.test and *.raw files>
+ <index file with family names; provide path>
+ <genome root X, X.chrlist, X.fa, X.ebd must be in PWD>
+ <output file root>
+
+Options:
+ -E <x> : use E-values [default], set max E-val to keep as <x> [default: 2]
+ -B <x> : use bit scores, set min score to keep as <x>
+
+- A brief explanation of the command line arguments:
+ The first 4 arguments are the same as for rmark.pl (see above)
+ <genome root <X> ...>
+ - for this script, the genome file must be named <X>.fa
+ and the embed file <X>.ebd, and a special chromosome list
+ file must be named <X>.chrlist. These three files must be in
+ the seq directory. The .ebd file is described briefly in
+ section 1. The <X>.chrlist file simply lists the chromosome
+ files. Each chromosome file must be in the seq directory. For
+ rmark-1 there are 20 chromosome files in the rmark-1 subdir
+ as described in section 1.
+
+ <output root>
+ - the script will create a directory called
+ <output root>_<genome root>/, copy all necessary files to it
+ for running rmark, and create <output root>.com and
+ <output root>_pp.script in the new directory, described below.
+
+- Now actually run the script, we're using bit scores, and want to
+ keep only scores above 8 bits:
+ $ perl rmark_clusterfy.pl -B 8 infernal.rmm rmk_files/inf_qdb-72.rmk
+ rmark-1/ rmark-1/rmark-1.idx rmark-1 inf_qdb-72
+
+- The following output prints to the screen:
+***************************************************************************
+ Output file notice
+ File name : inf_qdb-72_rmark-1_out_dir/inf_qdb-72.com
+ description : Command file with 1020 qsub calls for the cluster.
+***************************************************************************
+***************************************************************************
+ Output file notice
+ File name : inf_qdb-72_rmark-1_out_dir/inf_qdb-72_pp.script
+ description : Shell script to merge and process the collective output
+ after all the cluster jobs are finished.
+***************************************************************************
+- The script has created the inf_qdb-72_rmark-1_out_dir and copied a
+ bunch of files there. This is the directory in which the benchmark
+ should be performed on the cluster.
+
+- The inf_qdb-72.com file has 1020 'qsub' commands that should work
+ with Sun Grid Engine (SGE) version 6. Each 'qsub' command submits a
+ mini-benchmark run of 1 family versus 1 chromosome to a cluster
+ node. If your cluster uses something besides SGE version 6, you'll
+ have to change the code in rmark_clusterfy.pl to create a different
+ .com file or modify the .com file after it's created.
+
+ -The inf_qdb-72_pp.script is a post-processing script ('pp') that
+ should be run after ALL the 1020 jobs are finished. It looks like
+ this:
+
+ $ cat inf_qdb-72_rmark-1_out_dir/inf_qdb-72_pp.script
+ rm merged_inf_qdb-72*
+ cat *.glbf > inf_qdb-72_all_glbf.concat
+ cat *.time > inf_qdb-72_all_time.concat
+ perl rmark_times.pl *.time > merged_inf_qdb-72.time
+ perl rmark_process_glbf.pl B infernal.rmm rmk_files/inf_qdb-72.rmk
+ rmark-1 inf_qdb-72_all_glbf.concat merged_inf_qdb-72_hit
+ cp merged_*fam ../
+ cp merged_*all ../
+ cp merged_*time ../
+ cp merged_*roc ../
+
+ The script concatenates the *.glbf files and *.time files from all
+ 1020 runs together, and calls rmark_process_glbf.pl and
+ rmark_times.pl on these concatenated files. The rmark_times.pl
+ script is a simple script (not described here, but see the code for
+ details), it will create a merged_inf_qdb-72_hit.time file with
+ the total time required for the 1020 runs. The rmark_process_glbf.pl
+ script will create the files merged_inf_qdb-72_hit.fam,
+ merged_inf_qdb-72_hit.all and merged_inf_qdb-72_hit.roc. The
+ rmark_process_glbf.pl script is able to treat the concatenated
+ .glbf output as if it were created by a single instance of the
+ benchmark (a single rmark.pl run, like in the 'rmark-test' trial run
+ described above). The results will be in the 4 merged* files which
+ get copied up one dir when this script is run.
+
+Step 2 - login to the cluster, submit the jobs, wait for them to
+ finish and post-process the output:
+
+- After logging into a cluster node that accepts job submissions, you
+ can submit the jobs from the inf_qdb-72_rmark-1_out_dir/
+
+$ sh inf_qdb-72.com
+
+- The longest run takes about 25 minutes (on a Intel 3.0 GHz Xeon).
+- After they're all finished, run the inf_qdb-72_pp.script:
+
+$ sh inf_qdb-72_pp.script
+
+The results are in the merged_* files:
+
+$ tail -10 merged_inf_qdb-72_hit.fam
+
+MER: 113
+MER_fp: 2
+MER_fn: 111
+MER_thresh: 16.38
+
+MER statistics summed across all 51 families:
+MER (fam sum): 97
+MER_fp (fam sum): 3
+MER_fn (fam sum): 94
+
+These statistics are reported in Table 6 of the banded-cyk manuscript.
+
+To perform ALL 6 infernal runs described in Table 6, see the
+duplicate_full_bm.sh shell script, which contains 6 rmark_clusterfy.pl
+calls.
+
+-----------------------------------------------------------------------------
+
+
diff --git a/benchmarks/cmsearch-rmark/blast.rmm b/benchmarks/cmsearch-rmark/blast.rmm
new file mode 100755
index 0000000..7e85017
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/blast.rmm
@@ -0,0 +1,238 @@
+#! /usr/local/bin/perl
+
+# Eric Nawrocki 09.07.05
+#
+# blast.rmm
+#
+# RMARK module for blast
+
+# based on blast.pl by SRE
+# this file does less than blast.pl though
+#
+
+require "sre.pl";
+
+$configfile = shift;
+$idxfile = shift;
+$alifile = shift;
+$testfile = shift;
+$root = $alifile;
+if(!($root =~ s/\.ali$//))
+{
+ die "Can't determine root based on test file name $testfile.\n";
+}
+
+$tmp = &tempname(); # get a temp file name
+$tmp2 = &tempname(); # get a temp file name
+$matrix = "BLOSUM62";
+$pairwise = "blastn";
+$format = "xdformat -n";
+#$pairwise = "ssearch3 -Hqd 0";
+#$pairwise = "fasta3 -Hqd 0";
+
+$totseqs = 0;
+$totok = 0;
+$totgood = 0;
+$siglevel = 0.01; # relative to OWL 29.3 size: 191509 seqs, 60552547 residues
+
+require "$configfile";
+#system("rm blast.temp");
+#print "PROFMARK 1.0: benchmarking $pairwise.\n";
+
+#open (INDEX,$idxfile) || die;
+#while (<INDEX>) {
+# if (/^(\S+)/) {
+# $root = $1;
+
+ # Preset the true positives to a best p/eval of 100.0.
+ #
+
+#format the database the test set
+system("$format -e $tmp2 $testfile > /dev/null");
+#system("$format $testfile > /dev/null");
+
+%sc = (); # clear the assoc array
+$highnoise = 100.0;
+
+# Search test set with each sequence in the training set.
+# Record highest hit for each test seq including noise seqs.
+#
+
+#print("opening raw\n");
+&open_fasta("$root.raw");
+while (&read_fasta(*name, *desc, *seq)) {
+
+ # Write one sequence to a temp file
+ open (TMPSEQ, ">$tmp.seq") || die;
+ &write_fasta(*TMPSEQ, $name, $desc, $seq);
+ close TMPSEQ;
+
+ # Run BLASTN
+ #$output = `$pairwise $dir/$root.test $tmp.seq M=$matrix B=0 E=10 Z=60552547 filter=seg filter=xnu`;
+ $output = `$pairwise $testfile $tmp.seq -kap $options`;
+ #system("$pairwise $testfile $tmp.seq -kap $options >> blast.temp");
+ #print("calling $pairwise $testfile $tmp.seq $options >> blast.temp\n");
+ # Parse output
+ @lines = split(/^/, $output);
+ $saw_sbjct = 0;
+ for($i = 0; $i < scalar(@lines); $i++)
+ {
+ $line = $lines[$i];
+ # We're looking for 4 types of lines
+ #
+ # Type 1: those that tell us we're about to see search results against a new
+ # chromosome. These lines look like this:
+ # >pg-1_20
+ #
+ # Type 2: those that tell us the score for a new HSP that we're about to see
+ # an alignment for. (remember we're not dealing with sum statistics,
+ # so each hit is its own HSP.)
+ # These lines look like this:
+ # Score = 572 (91.9 bits), Expect = 2.2e-23, P = 2.2e-23
+ #
+ # Type 3: those that tell us the potential beginning or end of the region
+ # of the target (chromosome) that we're hitting.
+ # These lines look like this:
+ # Sbjct: 45330 GTTTCTAATCTATCAGCT-CAGTAGTTTCGGTAAAGGCGAAACGAGGCTATAACGGATA- 45387
+ # Type 4: those that tell us the orientation of the hit with respect to the
+ # target (chromosome) minus means reverse orientation, plus is forward.
+ # These lines look like this:
+ # forward orientation:
+ # Identities = 132/180 (73%), Positives = 132/180 (73%), Strand = Plus / Plus
+ # reverse orientation:
+ # Identities = 71/111 (63%), Positives = 71/111 (63%), Strand = Minus / Plus
+
+ if ($line =~ /^>(\S+)/)
+ {
+ #print("read type1 line\n");
+ #Type 1
+ #This is one of two ways we know that we've
+ #seen the last ^Sbjct: line for the previous hit.
+ #So now we store the beginning and end positions of the previous hit.
+ #(ONLY IF THIS IS NOT OUR FIRST HIT)
+ if($saw_sbjct)
+ {
+ #printf("1 storing begin $begin end $end for hit : $curr_hit\n");
+ push(@{$begin_hash_of_arr{$curr_hit}}, $begin);
+ push(@{$end_hash_of_arr{$curr_hit}}, $end);
+ push(@{$orient_hash_of_arr{$curr_hit}}, $orient);
+ }
+ $curr_hit = $1;
+ $saw_sbjct = 0;
+ }
+ elsif ($line =~ /^\s+Score\s=\s(\d+)\s\((\S+)\sbits\)\,\sExpect\s=\s(\S+)\,\sP\s=\s(\S+).*$/)
+ {
+ #printf("read type2 line\n");
+ $curr_sc = $1;
+ $curr_bits = $2;
+ $curr_eval = $3;
+ $curr_pval = $4;
+ if($curr_hit eq "")
+ {
+ print("ERROR in blast.rmm, parsing the blast output incorrectly. (curr_hit is the empty string).\n");
+ exit();
+ }
+ push(@{$sc_hash_of_arr{$curr_hit}}, $curr_eval);
+ #print("adding $curr_hit eval $curr_eval\n");
+ #this is the second of two ways we know that we've
+ #seen the last ^Sbjct: line for a hit
+ #so now we store the beginning and end
+ #positions.
+ if($saw_sbjct)
+ {
+ #printf("2 storing begin $begin end $end for best hit : $curr_hit\n");
+ push(@{$begin_hash_of_arr{$curr_hit}}, $begin);
+ push(@{$end_hash_of_arr{$curr_hit}}, $end);
+ push(@{$orient_hash_of_arr{$curr_hit}}, $orient);
+ }
+ #in this case we're about to see a new hit in the same sequence
+ #so we don't change $curr_hit
+ $saw_sbjct = 0;
+ }
+ elsif($line =~ /Sbjct:\s+(\S+)\s+\S+\s+(\S+)\s*$/) {
+ if(!($saw_sbjct))
+ {
+ $begin = $1;
+ $end = $2;
+ $saw_sbjct = 1;
+ }
+ else
+ {
+ $end = $2;
+ }
+ }
+ elsif($line =~ /\s+Identities =.+Strand = /)
+ {
+ #type 4, this tells us which orientation the hit is in
+ if($line =~ /Minus/)
+ {
+ #query was reversed to match db, this means
+ #we're hitting the reverse strand of the db
+ $orient = 1;
+ }
+ else
+ {
+ $orient = 0;
+ }
+ }
+ }
+ #now its possible we haven't finished off the last hit
+ if($saw_sbjct)
+ {
+ #printf("3 storing begin $begin end $end for best hit : $curr_hit\n");
+ push(@{$begin_hash_of_arr{$curr_hit}}, $begin);
+ push(@{$end_hash_of_arr{$curr_hit}}, $end);
+ push(@{$orient_hash_of_arr{$curr_hit}}, $orient);
+ }
+}
+&close_fasta();
+
+# Convert output to GLBF format that master script rmark.pl expects
+# GLBF format is just like GLF format but with bounds of hits
+# <seq name> <score> <start posn> <end posn> <orientation 0=forward 1=reverse>
+foreach $subject (sort keys(%sc_hash_of_arr)) {
+ for($i = 0; $i < (scalar(@{$sc_hash_of_arr{$subject}})); $i++)
+ {
+ $sc = $sc_hash_of_arr{$subject}[$i];
+ $begin = $begin_hash_of_arr{$subject}[$i];
+ $end = $end_hash_of_arr{$subject}[$i];
+ $orient = $orient_hash_of_arr{$subject}[$i];
+ printf("%-24s %g %d %d %d\n", $subject, $sc, $begin, $end, $orient);
+ }
+}
+unlink "$tmp.seq";
+unlink $tmp;
+unlink $tmp2;
+
+# Old code from blast.pl to print output (skipping convert to GLF step)
+
+# Print output
+#
+#$ntest = 0;
+#$nok = 0; # number above high noise
+#$ngood = 0; # number statistically significant
+#foreach $true (sort keys(%sc)) {
+#if ($sc{$true} < $highnoise) {
+#$nok++;
+#if ($sc{$true} < $siglevel) { $ngood++; }
+# }
+# $ntest++;
+# }
+# printf("%-20s %5d/%-5d over noise of %g\n", $root,
+# $nok, $ntest, $highnoise);
+# foreach $true (sort keys(%sc)) {
+# if ($sc{$true} < $highnoise) {
+# $plusminus = "+";
+# if ($sc{$true} < $siglevel) { $plusminus = "++"; }
+# } else {$plusminus = "-";}
+# printf("\t%s %-25s %g\n", $plusminus, $true, $sc{$true});
+# }
+# $totseqs += $ntest;
+# $totok += $nok;
+# $totgood += $ngood;
+# }
+#}
+
+#printf("Summary: %d/%d recognized above noise\n", $totok, $totseqs);
+#printf(" %d/%d recognized better than P=%f\n", $totgood, $totseqs, $siglevel);
+
diff --git a/benchmarks/cmsearch-rmark/do_rmark-test.sh b/benchmarks/cmsearch-rmark/do_rmark-test.sh
new file mode 100644
index 0000000..1f0446b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/do_rmark-test.sh
@@ -0,0 +1,21 @@
+# do_rmark-test.sh: Perform a trial run of the rmark benchmark.
+# See 00README for more information.
+#
+# The current directory should have the following files:
+# sre.pl, rmark.pl, infernal.rmm, infernal.pm, and infernal2glbf.pl.
+# The file inf_qdb-71.rmk should be in a subdir called rmk_files/
+#
+# Also, the current dir should have a subdir called rmark-test/ containing the
+# following files:
+# rmark-test.idx, rmark-test.ebd, rmark-test.fa, RF00005.test, RF00005.ali,
+# RF00005.idx, RF00031.test, RF00031.ali, RF00031.idx.
+#
+# Step 1: run the benchmark, outputting rmark-test_out.glbf
+# and rmark-test_out.time
+perl rmark.pl -B 8 infernal.rmm rmk_files/inf_qdb-71.rmk rmark-test/ rmark-test/rmark-test.idx rmark-test.fa rmark-test_out
+#
+# Step 2: create rmark-test_out.fam, rmark-test_out.all, and
+# rmark-test_out.roc from the rmark-test_out.glbf file.
+#
+perl rmark_process_glbf.pl B infernal.rmm rmk_files/inf_qdb-71.rmk rmark-test/ rmark-test/rmark-test.idx rmark-test rmark-test_out.glbf rmark-test_out
+
diff --git a/benchmarks/cmsearch-rmark/duplicate_blast_bm.sh b/benchmarks/cmsearch-rmark/duplicate_blast_bm.sh
new file mode 100644
index 0000000..b98db08
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/duplicate_blast_bm.sh
@@ -0,0 +1,30 @@
+# duplicate_blast_bm.sh: Duplicate the blast benchmark reported in the
+# banded-cyk manuscript. See 00README for more information.
+#
+# IMPORTANT: To run this benchmark, the command 'blastn' must execute
+# wu-blastn version BLASTN 2.0MP-WashU, and the command 'xdformat'
+# must execute XDFORMAT-WashU 1.0.
+#
+# The blast benchmark differs from the infernal benchmarks in that we
+# use E-values to rank scores from blast, while we use bit-scores to
+# rank scores from Infernal (E-values were not yet implemented in
+# Infernal 0.71). This is the -E option to rmark.pl and the 'E'
+# argument to rmark_process_glbf.pl shown below.
+#
+# The current directory should have the following files:
+# sre.pl, rmark.pl, blast.rmm and a file called blast_w7.rmk
+# should be in a subdir called rmk_files/
+#
+# Also, the current dir should have a subdir called rmark-test/ containing
+# the following files:
+# rmark-1.idx, rmark-1.ebd, rmark-1.fa, and 51 sets of RFXXXXX.test, RFXXXXX.ali,
+# RFXXXXX.idx, where XXXXX is a family specific identifier (see 00README).
+#
+# Step 1: run the benchmark, outputting blast.glbf
+# and blast.time
+perl rmark.pl -E 1 blast.rmm rmk_files/blast_w7.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1.fa blast
+#
+# Step 2: create blast.fam, blast.all, and blast.roc from the
+# blast.glbf file.
+#
+perl rmark_process_glbf.pl E blast.rmm rmk_files/blast_w7.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 blast.glbf blast
diff --git a/benchmarks/cmsearch-rmark/duplicate_full_bm.sh b/benchmarks/cmsearch-rmark/duplicate_full_bm.sh
new file mode 100644
index 0000000..a192ded
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/duplicate_full_bm.sh
@@ -0,0 +1,20 @@
+# See 00README for details.
+# These 6 rmark_clusterfy calls will create 6 subdirectories in the current directory, named:
+# inf-55_rmark-1_out_dir/
+# inf_p1_noent-71_rmark-1_out_dir/
+# inf_p1-71_rmark-1_out_dir/
+# inf_noent-71_rmark-1_out_dir/
+# inf-71_rmark-1_out_dir/
+# inf_qdb-71_rmark-1_out_dir/
+#
+# Inside each dir there will be two scripts *.com and *pp.sh. To submit the jobs
+# to the cluster, run the *.com script. Then wait for all the jobs to finish and
+# run the *pp.sh script.
+
+perl rmark_clusterfy.pl -B 8 infernal_55_W.rmm rmk_files/inf-55.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 inf-55
+perl rmark_clusterfy.pl -B 8 infernal.rmm rmk_files/inf_p1_noent-71.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 inf_p1_noent-71
+perl rmark_clusterfy.pl -B 8 infernal.rmm rmk_files/inf_p1-71.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 inf_p1-71
+perl rmark_clusterfy.pl -B 8 infernal.rmm rmk_files/inf_noent-71.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 inf_noent-71
+perl rmark_clusterfy.pl -B 8 infernal.rmm rmk_files/inf-71.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 inf-71
+perl rmark_clusterfy.pl -B 8 infernal.rmm rmk_files/inf_qdb-71.rmk rmark-1/ rmark-1/rmark-1.idx rmark-1 inf_qdb-71
+
diff --git a/benchmarks/cmsearch-rmark/infernal.pm b/benchmarks/cmsearch-rmark/infernal.pm
new file mode 100644
index 0000000..cf3c9eb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/infernal.pm
@@ -0,0 +1,220 @@
+# Eric Nawrocki
+# 09.06.05
+# infernal.pm
+# Perl routines for parsing INFERNAL output
+#
+# based on hmmer.pm
+# SRE, Wed Oct 28 11:27:17 1998
+# RCS $Id$
+
+package infernal;
+
+#------------ ParseInfernal ------------
+#
+# Parse cmsearch (v0.55->v0.71) output into
+# arrays that we can use in perl scripts.
+#
+# Illustrative example:
+# use infernal;
+# $output = `cmsearch foo.cm RF0005`;
+# &infernal::ParseINFERNAL($output);
+# printf "The total number of hits is %d\n", $infernal::nhit;
+#
+# Data made available for each CM $c:
+# $ncm - number of CMs used to search
+# $ntarget[$c] - total number of sequences with at least 1 hit
+# @{$targname[$c]} - array of target names
+# %{$seqnhit[$c]} - number of sequences hit (indexed by target name)
+#
+# $cm[$c] - name of query CM
+# $cmdesc[$c] - description of query CM
+#
+# $nhit[$c] - total number of hits
+# @{$hitname[$c]} - target names hit
+# @{$hitnum[$c]} - hit number (starts at 0)
+# @{$hitsqfrom[$c]} - sequence from coords (start positions)
+# @{$hitsqto[$c]} - sequence to coords (end positions)
+# @{$hitbitscore[$c]} - hit bit scores
+# @{$hitevalue[$c]} - hit E-values (only available if -E option used)
+# @{$hitpvalue[$c]} - hit P-values (only available if -E option used)
+# @{$hitgccontent[$c]} - GC content (an integer 0..100)
+# @{$hitcmfrom[$c]} - array of cm-from coords
+# @{$hitcmto[$c]} - array of cm-to coords
+
+# Data not made available that a future cmsearch might output:
+#
+# @hitsqbounds - e.g. "[]" or ".." for seq
+#
+# @hitcmbounds - e.g. "[]" or ".." for CM
+#
+# $aligndata - the raw alignment text (currently not parsed further)
+#
+sub ParseINFERNAL {
+ my($output) = @_;
+ my(@lines, $line);
+
+ $cm[0] = "";
+ $cmdesc[0] = "";
+
+ @targname = ();
+ @{$targname[0]} = ();
+ @targname_byhit = ();
+ @{$targname_byhit[0]} = ();
+ @seqnhit = ();
+ %{$seqnhit[0]} = ();
+
+ @nhit = ();
+ $nhit[0] = 0;
+ @ntarget = ();
+ $ntarget[0] = 0;
+
+ @hitname = ();
+ @{$hitname[0]} = ();
+ @hitnum = ();
+ @{$hitnum[0]} = ();
+ @hitsqfrom = ();
+ @{$hitsqfrom[0]} = ();
+ @hitsqto = ();
+ @{$hitsqto[0]} = ();
+ @hitcmfrom = ();
+ @{$hitcmfrom[0]} = ();
+ @hitcmto = ();
+ @{$hitcmto[0]} = ();
+ @hitbitscore = ();
+ @{$hitbitscore[0]} = ();
+ @hitevalue = ();
+ @{$hitevalue[0]} = ();
+ @hitpvalue = ();
+ @{$hitpvalue[0]} = ();
+ @hitgccontent = ();
+ @{$hitgccontent[0]}= ();
+
+ @lines = split(/^/, $output);
+ $ncm = 0;
+ $seen_cm = 0;
+ foreach $line (@lines)
+ {
+ chomp $line;
+ ########################################################################################
+ # 03.21.07 New cmsearch output prints CM name (and results for potentially multiple CMs)
+ ########################################################################################
+ if ($line =~ /^CM (\d+):\s+(.+)$/)
+ {
+ if(!($seen_cm)) { $seen_cm = 1; } #$ncm stays 0 for first CM
+ else { $ncm++; }
+ $cm[$ncm] = $2;
+ if($ncm >= 1)
+ {
+ $cmdesc[$ncm] = "";
+ $nhit[$ncm] = 0;
+ $ntarget[$ncm] = 0;
+ @{$targname[$ncm]} = ();
+ @{$targname_byhit[$ncm]} = ();
+ %{$seqnhit[$ncm]} = ();
+ @{$hitname[$ncm]} = ();
+ @{$hitnum[$ncm]} = ();
+ @{$hitsqfrom[$ncm]} = ();
+ @{$hitsqto[$ncm]} = ();
+ @{$hitcmfrom[$ncm]} = ();
+ @{$hitcmto[$ncm]} = ();
+ @{$hitbitscore[$ncm]} = ();
+ @{$hitevalue[$ncm]} = ();
+ @{$hitpvalue[$ncm]} = ();
+ @{$hitgccontent[$ncm]}= ();
+ }
+ }
+ elsif ($line =~ /^CM desc:\s+(.+)$/)
+ {
+ $cmdesc[$ncm] = $1;
+ }
+ #########################################################################
+ # 12.08.06 OLD cmsearch output 0.72 and before, handled by next 3 elsif's
+ #########################################################################
+ elsif ($line =~ /^sequence:\s+(.+)/)
+ {
+ $targname[$ncm][$ntarget] = $1;
+ $ntarget[$ncm]++;
+ }
+ # if statistics (E and P values) not reported:
+ elsif ($line =~ /^hit\s+(\d+)\s*\:\s+(\d+)\s+(\d+)\s+(\S+)\s+bits\S*$/)
+ {
+ $hitnum[$ncm][($nhit[$ncm])] = $1;
+ $hitsqfrom[$ncm][($nhit[$ncm])] = $2;
+
+ $hitsqto[$ncm][($nhit[$ncm])] = $3;
+ $hitbitscore[$ncm][($nhit[$ncm])] = $4;
+ $targname_byhit[$ncm][($nhit[$ncm])]=$targname[$ncm][$ntarget-1];
+ $nhit++;
+ }
+ elsif ($line =~ /^hit\s+(\d+)\s*\:\s+(\d+)\s+(\d+)\s+(\S+)\s+bits\s+E\s+\=\s+(\S+)\,\s+P\s+\=\s+(\S+)\s*$/)
+ {
+ $hitnum[$ncm][($nhit[$ncm])] = $1;
+ $hitsqfrom[$ncm][($nhit[$ncm])] = $2;
+ $hitsqto[$ncm][($nhit[$ncm])] = $3;
+ $hitbitscore[$ncm][($nhit[$ncm])] = $4;
+ $hitevalue[$ncm][($nhit[$ncm])] = $5;
+ $hitpvalue[$ncm][($nhit[$ncm])] = $6;
+ $targname_byhit[$ncm][($nhit[$ncm])]=$targname[$ncm][$ntarget-1];
+ $nhit[$ncm]++;
+ }
+ #########################################################################
+ # 12.08.06 New cmsearch output (from RSEARCH) picked up by next 4 elsif's
+ #########################################################################
+ elsif($line =~ /^>(.+)$/)
+ {
+ $targname[$ncm][$ntarget] = $1;
+ $ntarget[$ncm]++;
+ }
+ elsif($line =~ /^\s+Query\s+\=\s+(\d+)\s+\-\s+(\d+)\,\s+Target\s+\=\s+(\d+)\s+\-\s+(\d+)\s*$/)
+ {
+ $hitcmfrom[$ncm][($nhit[$ncm])] = $1;
+ $hitcmto[$ncm][($nhit[$ncm])] = $2;
+ $hitsqfrom[$ncm][($nhit[$ncm])] = $3;
+ $hitsqto[$ncm][($nhit[$ncm])] = $4;
+ $targname_byhit[$ncm][($nhit[$ncm])]=$targname[$ncm][$ntarget-1];
+ }
+ # ^Query line always followed by ^Score line
+ # ^Score line either has E and P values or doesn't
+ elsif ($line =~ /^\s+Score\s+\=\s+(\S+),\s+GC\s+\=\s+(\d+)\s*$/)
+ {
+ # no E or P values reported
+ $hitbitscore[$ncm][($nhit[$ncm])] = $1;
+ $hitgccontent[$ncm][($nhit[$ncm])]= $2;
+ $nhit[$ncm]++;
+ }
+ elsif ($line =~ /^\s+Score\s+\=\s+(\S+),\s+E\s+\=\s+(\S+)\,\s+P\s+\=\s+(\S+),\s+GC\s+\=\s+(\d+)\s*$/)
+ {
+ # E and P values reported
+ $hitbitscore[$ncm][($nhit[$ncm])] = $1;
+ $hitevalue[$ncm][($nhit[$ncm])] = $2;
+ $hitpvalue[$ncm][($nhit[$ncm])] = $3;
+ $hitgccontent[$ncm][($nhit[$ncm])]= $4;
+ $nhit[$ncm]++;
+ }
+
+ ####################################################
+ # Special section for parsing RSEARCH output,
+ # only difference with infernal output is GC content
+ # not reported.
+ ####################################################
+ # ^Query line always followed by ^Score line
+ # ^Score line either has E and P values or doesn't
+ elsif ($line =~ /^\s+Score\s+\=\s+(\S+)\s*$/)
+ {
+ # no E or P values reported
+ $hitbitscore[$ncm][($nhit[$ncm])] = $1;
+ $nhit[$ncm]++;
+ }
+ elsif ($line =~ /^\s+Score\s+\=\s+(\S+),\s+E\s+\=\s+(\S+)\,\s+P\s+\=\s+(\S+)\s*$/)
+ {
+ # E and P values reported
+ $hitbitscore[$ncm][($nhit[$ncm])] = $1;
+ $hitevalue[$ncm][($nhit[$ncm])] = $2;
+ $hitpvalue[$ncm][($nhit[$ncm])] = $3;
+ $nhit[$ncm]++;
+ }
+ 1;
+ }
+ $ncm++; # account for off-by-one with array indexing
+}
+1;
diff --git a/benchmarks/cmsearch-rmark/infernal.rmm b/benchmarks/cmsearch-rmark/infernal.rmm
new file mode 100755
index 0000000..9bd172e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/infernal.rmm
@@ -0,0 +1,55 @@
+#! /usr/local/bin/perl
+# EPN 09.06.05 based on hmmer.rmm from SRE
+# infernal.rmm
+#
+# RMARK module for INFERNAL
+#
+# Options:
+# -E <x> : use E-values [default], set max E-val to keep as <x> [df: 2]
+# -T <x> : use bit scores, set min score to keep as <x>
+
+require "sre.pl";
+use Getopt::Std;
+
+$e_cutoff = 2;
+$b_cutoff = 0.0;
+$use_evalues = 1;
+$use_bitscores = 0;
+
+getopts('E:B:');
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+
+$configfile = shift;
+$idxfile = shift;
+$alifile = shift;
+$testfile = shift;
+
+# Set up defaults for configurable options
+#
+$cmb = "cmbuild";
+$cms = "cmsearch";
+$tmp = &tempname();
+
+# Include the configfile, overriding defaults
+#
+require "$configfile";
+
+# Do the search
+#
+system("nice $cmb $tmp.cm $alifile > /dev/null");
+system("nice $cms --noalign $tmp.cm $testfile > $tmp.out");
+#system("nice $cms --noalign $tmp.cm $testfile > tmp.out");
+if($use_evalues)
+{
+ system("perl infernal2glbf.pl -E $e_cutoff $tmp.out");
+}
+elsif($use_bitscores)
+{
+ system("perl infernal2glbf.pl -B $b_cutoff $tmp.out");
+}
+# Clean up
+#
+unlink "$tmp.hmm";
+unlink "$tmp.out";
+unlink "$tmp";
diff --git a/benchmarks/cmsearch-rmark/infernal2glbf.pl b/benchmarks/cmsearch-rmark/infernal2glbf.pl
new file mode 100644
index 0000000..a9673e6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/infernal2glbf.pl
@@ -0,0 +1,158 @@
+#! /usr/bin/perl
+
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+# EPN 09.06.05
+# modified from hmmer2gdf from SRE
+
+# Usage: perl infernal2glbf.pl <cmsearch output file>
+#
+# Converts cmsearch output to GLBF.
+# GLBF format is just like GLF format but with bounds of hits
+# <seq name> <score> <start posn> <end posn> <orientation 0 (forward) of 1 (reverse)>
+# Score is either E-value (if cmsearch was run with stats enabled), else it's bit score
+# Order is sorted by sequence position.
+#
+#
+# Options from :
+# -E <x> : use E values [default], sets max E-val to keep as <x> [default = 10]
+# -B <x> : use bit scores, sets min score to keep as <x>
+# -S : sort scores
+#
+# SRE, Wed Oct 28 14:03:52 1998
+# RCS $Id$
+#
+
+use Getopt::Std;
+use infernal;
+
+$use_evalues = 1;
+$use_bitscores = 0;
+$e_cutoff = 10;
+$b_cutoff = 0.0;
+$sort_scores = 0;
+
+getopts('E:B:S');
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+if (defined $opt_S) { $sort_scores = 1; }
+
+$output = join("",<>);
+&infernal::ParseINFERNAL($output);
+
+# First determine if infernal was run with or without E-values
+$at_least_one_hit = 0;
+for($c = 0; $c < $infernal::ncm; $c++)
+{
+ if($infernal::nhit[$c] > 0)
+ {
+ $at_least_one_hit = 1;
+ if (exists($infernal::hitevalue[$c][0]))
+ {
+ $has_evalues = 1;
+ }
+ else
+ {
+ $has_evalues = 0;
+ }
+ last;
+ }
+}
+if(!($at_least_one_hit))
+{
+ die("No hits found. Exiting.\n");
+}
+if($use_evalues && (!$has_evalues))
+{
+ die("ERROR, trying to use E-values but none reported.\n");
+}
+
+# if we're not sorting the scores, print them out in the order cmsearch reported them
+if(!($sort_scores))
+{
+ for ($c = 0; $c < $infernal::ncm; $c++)
+ {
+ for ($i = 0; $i < $infernal::nhit[$c]; $i++)
+ {
+ if ((($use_bitscores) && $infernal::hitbitscore[$c][$i] > $b_cutoff) ||
+ (($use_evalues) && $infernal::hitevalue[$c][$i] < $e_cutoff))
+ {
+ #printf("%-24s %-6f\n", $infernal::targname[$i], $infernal::seqbitscore{$infernal::targname[$i]});
+ if($infernal::hitsqfrom[$c][$i] > $infernal::hitsqto[$c][$i])
+ {
+ #hit to reverse strand of query
+ $orient = 1;
+ }
+ else
+ {
+ $orient = 0;
+ }
+ if($use_evalues)
+ {
+ printf("%-24s %-6f %d %d %d\n", $infernal::targname_byhit[$c][$i], $infernal::hitevalue[$c][$i], $infernal::hitsqfrom[$c][$i], $infernal::hitsqto[$c][$i], $orient);
+ }
+ else
+ {
+ printf("%-24s %-6f %d %d %d\n", $infernal::targname_byhit[$c][$i], $infernal::hitbitscore[$c][$i], $infernal::hitsqfrom[$c][$i], $infernal::hitsqto[$c][$i], $orient);
+ }
+ }
+ }
+ }
+}
+else # sort scores
+{
+ for ($c = 0; $c < $infernal::ncm; $c++)
+ {
+ for ($i = 0; $i < $infernal::nhit; $i++)
+ {
+ $key = "$c:$i";
+ if($use_evalues)
+ {
+ $sc_H{$key} = $infernal::hitevalue[$c][$i];
+ }
+ else
+ {
+ $sc_H{$key} = $infernal::hitbitscore[$c][$i];
+ }
+ }
+ if($use_evalues)
+ {
+ @sorted_i_A = sort { $sc_H{$a} <=> $sc_H{$b} } (keys (%sc_H));
+ }
+ else
+ {
+ @sorted_i_A = sort { $sc_H{$b} <=> $sc_H{$a} } (keys (%sc_H));
+ }
+ for ($j = 0; $j < scalar(@sorted_i_A); $j++)
+ {
+ $key = $sorted_i_A[$j];
+ ($c, $i) = split(":", $key);
+ if ((($use_bitscores) && $infernal::hitbitscore[$c][$i] > $b_cutoff) ||
+ (($use_evalues) && $infernal::hitevalue[$c][$i] < $e_cutoff))
+ {
+ #printf("%-24s %-6f\n", $infernal::targname[$c][$i], $infernal::seqbitscore{$infernal::targname[$c][$i]});
+ if($infernal::hitsqfrom[$c][$i] > $infernal::hitsqto[$c][$i])
+ {
+ #hit to reverse strand of query
+ $orient = 1;
+ }
+ else
+ {
+ $orient = 0;
+ }
+ if($use_evalues)
+ {
+ printf("%-24s %-6f %d %d %d\n", $infernal::targname_byhit[$c][$i], $infernal::hitevalue[$c][$i], $infernal::hitsqfrom[$c][$i], $infernal::hitsqto[$c][$i], $orient);
+ }
+ else
+ {
+ printf("%-24s %-6f %d %d %d\n", $infernal::targname_byhit[$c][$i], $infernal::hitbitscore[$c][$i], $infernal::hitsqfrom[$c][$i], $infernal::hitsqto[$c][$i], $orient);
+ }
+ }
+ }
+ }
+}
+1;
+
+
diff --git a/benchmarks/cmsearch-rmark/infernal_55_W.rmm b/benchmarks/cmsearch-rmark/infernal_55_W.rmm
new file mode 100644
index 0000000..223d1bb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/infernal_55_W.rmm
@@ -0,0 +1,119 @@
+#! /usr/local/bin/perl
+
+# EPN 09.06.05 based on hmmer.rmm from SRE
+# infernal_55_W.rmm
+#
+# RMARK module for INFERNAL
+# for use with infernal version 0.55, W values set
+# at the command line:
+require "sre.pl";
+use Getopt::Std;
+
+$e_cutoff = 2;
+$b_cutoff = 0.0;
+$use_evalues = 1;
+$use_bitscores = 0;
+
+getopts('E:B:');
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+
+
+$configfile = shift;
+$idxfile = shift;
+$alifile = shift;
+$testfile = shift;
+
+#infernal_55_W.rmm specific info, hard-coded W values for each of the
+#51 RMARK families. derived from infernal version 0.72 code:
+#for example
+# $ cmbuild-0.72 --priorfile plus1.prior --effnone --nodetach -F RF00504.cm
+# RF00504.ali > RF00504_cmbuild.out'
+#
+$W_hash{"RF00002"} = 211;
+$W_hash{"RF00003"} = 193;
+$W_hash{"RF00004"} = 221;
+$W_hash{"RF00005"} = 233;
+$W_hash{"RF00008"} = 324;
+$W_hash{"RF00009"} = 671;
+$W_hash{"RF00010"} = 862;
+$W_hash{"RF00011"} = 568;
+$W_hash{"RF00012"} = 258;
+$W_hash{"RF00015"} = 264;
+$W_hash{"RF00017"} = 343;
+$W_hash{"RF00018"} = 429;
+$W_hash{"RF00019"} = 142;
+$W_hash{"RF00020"} = 148;
+$W_hash{"RF00023"} = 587;
+$W_hash{"RF00024"} = 669;
+$W_hash{"RF00025"} = 201;
+$W_hash{"RF00028"} = 415;
+$W_hash{"RF00029"} = 274;
+$W_hash{"RF00030"} = 415;
+$W_hash{"RF00031"} = 95;
+$W_hash{"RF00033"} = 132;
+$W_hash{"RF00037"} = 50;
+$W_hash{"RF00040"} = 387;
+$W_hash{"RF00054"} = 130;
+$W_hash{"RF00055"} = 139;
+$W_hash{"RF00059"} = 302;
+$W_hash{"RF00066"} = 95;
+$W_hash{"RF00067"} = 196;
+$W_hash{"RF00080"} = 256;
+$W_hash{"RF00096"} = 195;
+$W_hash{"RF00101"} = 316;
+$W_hash{"RF00104"} = 103;
+$W_hash{"RF00114"} = 159;
+$W_hash{"RF00163"} = 596;
+$W_hash{"RF00165"} = 93;
+$W_hash{"RF00167"} = 128;
+$W_hash{"RF00168"} = 267;
+$W_hash{"RF00169"} = 124;
+$W_hash{"RF00170"} = 124;
+$W_hash{"RF00174"} = 450;
+$W_hash{"RF00177"} = 780;
+$W_hash{"RF00206"} = 134;
+$W_hash{"RF00213"} = 162;
+$W_hash{"RF00230"} = 329;
+$W_hash{"RF00234"} = 402;
+$W_hash{"RF00373"} = 397;
+$W_hash{"RF00379"} = 307;
+$W_hash{"RF00380"} = 208;
+$W_hash{"RF00448"} = 269;
+$W_hash{"RF00504"} = 294;
+
+$fam = $alifile;
+$fam =~ s/\.ali$//;
+$fam =~ s/^.+RF//;
+$fam = "RF" . $fam;
+$W = $W_hash{$fam};
+
+# Set up defaults for configurable options
+#
+$cmb = "cmbuild";
+$cms = "cmsearch";
+$tmp = &tempname();
+
+# Include the configfile, overriding defaults
+#
+require "$configfile";
+
+# Do the search
+#
+system("nice $cmb $tmp.cm $alifile > /dev/null");
+#0.55 doesn't have a --noalign option
+system("nice $cms -W $W $tmp.cm $testfile > $tmp.out");
+if($use_evalues)
+{
+ system("perl infernal2glbf.pl -E $e_cutoff $tmp.out");
+}
+elsif($use_bitscores)
+{
+ system("perl infernal2glbf.pl -B $b_cutoff $tmp.out");
+}
+
+# Clean up
+#
+unlink "$tmp.hmm";
+unlink "$tmp.out";
+unlink "$tmp";
diff --git a/benchmarks/cmsearch-rmark/plus1.prior b/benchmarks/cmsearch-rmark/plus1.prior
new file mode 100644
index 0000000..cd23688
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/plus1.prior
@@ -0,0 +1,384 @@
+DIRICHLET
+74
+MATP_MP BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MP END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MP MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_MP MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_MP MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_ML BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_ML END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_ML MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_ML MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_ML MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_MR BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MR END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MR MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_MR MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_MR MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_D BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_D END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_D MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_D MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_D MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_IL BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_IL END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_IL MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_IL MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_IL MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_IR BIF
+2
+1
+1.0
+1.0 1.0
+MATP_IR END
+2
+1
+1.0
+1.0 1.0
+MATP_IR MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_IR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATP_IR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_ML BIF
+2
+1
+1.0
+1.0 1.0
+MATL_ML END
+2
+1
+1.0
+1.0 1.0
+MATL_ML MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_ML MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATL_ML MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_D BIF
+2
+1
+1.0
+1.0 1.0
+MATL_D END
+2
+1
+1.0
+1.0 1.0
+MATL_D MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_D MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATL_D MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_IL BIF
+2
+1
+1.0
+1.0 1.0
+MATL_IL END
+2
+1
+1.0
+1.0 1.0
+MATL_IL MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_IL MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATL_IL MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATR_MR BIF
+2
+1
+1.0
+1.0 1.0
+MATR_MR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATR_MR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATR_D BIF
+2
+1
+1.0
+1.0 1.0
+MATR_D MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATR_D MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATR_IR BIF
+2
+1
+1.0
+1.0 1.0
+MATR_IR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATR_IR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+BEGL_S BIF
+1
+1
+1.0
+1.0
+BEGL_S MATP
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+BEGR_S BIF
+2
+1
+1.0
+1.0 1.0
+BEGR_S MATL
+3
+1
+1.0
+1.0 1.0 1.0
+BEGR_S MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+BEGR_IL BIF
+2
+1
+1.0
+1.0 1.0
+BEGR_IL MATL
+3
+1
+1.0
+1.0 1.0 1.0
+BEGR_IL MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+ROOT_S BIF
+3
+1
+1.0
+1.0 1.0 1.0
+ROOT_S MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_S MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+ROOT_S MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_IL BIF
+3
+1
+1.0
+1.0 1.0 1.0
+ROOT_IL MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_IL MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+ROOT_IL MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_IR BIF
+2
+1
+1.0
+1.0 1.0
+ROOT_IR MATL
+3
+1
+1.0
+1.0 1.0 1.0
+ROOT_IR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+ROOT_IR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+16
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+4
+1
+1.0
+1.0 1.0 1.0 1.0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00002.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00002.ali
new file mode 100644
index 0000000..138ae69
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00002.ali
@@ -0,0 +1,329 @@
+# STOCKHOLM 1.0
+#=GF ID 5_8S_rRNA
+#=GF AC RF00002
+#=GF DE 5.8S ribosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 20.0
+#=GF NC 20.0
+#=GF TC 20.0
+
+AF093014.1/662-809 CACUUUAAGUAAUGGAUGUCUUGGU.UCUCAUAACGAUGAAGGACGCAGC
+AF026388.1/2852-3006 AACUUUCAGCAAUGGAUGUCUUGGC.UCACGCAUCGAUGAAGGACGCAGC
+L25635.1/211-360 AAUUUUCAGCAAUGGAUGUCUUGGC.UCGCGCAACGAUGAAGGACGCAGC
+X75430.1/2186-2339 AAUUUUCAGCAAUGGAUGUCUUGGC.UCGCGCAACGAUGAAGGACGCAGC
+U48228.1/7-166 CAAUCUUAACGAUGGAUGUCUUGGU.UCCUAUAGCGAUGAAGGCCGCAGC
+U21939.1/68-218 CAGUCUUAACGAUGGAUGUCUUGGU.UCCUACAGCGAUGAAGGCCGCAGC
+AF223570.1/244-389 AAUUUUCAACGAUGGAUGUCUUGGC.UCCCAUAUCGAUGAAGAACGCAGC
+X01533.1/5-152 AACUUUCAACGGUGGAUAUCUUGGU.UCCCGUGACGAUGAAGAACGCAGC
+X54512.1/4422-4569 AACUUUCAACGGUGGAUAUCUAGGU.UCCCGUGACGAUGAAGAACGCAGC
+AF223571.1/210-358 AACCUUCAACGGUGGAUGUCUUGGC.UCUCAUAUCGAUGAAGAACGCAGC
+M14649.1/2015-2169 AACUUUCAGCGACGGAUGUCUCGGC.UCGAACAACGAUGAAGGGCGCAGC
+U58510.1/2022-2198 AACCCU.AGUGAUGGAUGUCUAGGC.UCCCGUAUCGAUGAAGAACGUAGC
+X58290.1/119-234 GACCCAGACCGGCGGAUGCCUGGGC.UCGGGCCUCGAGGAAGGACGCGGC
+X52949.1/857-993 ACGCCCCGCCGGCGGAUGCCUCGGC.CCGGGCGGCGACGAAGAGCGCGGC
+M73682.1/109-223 GACGCGACCCGGUGGAUGCCUUGGC.UCGGGGGACGAUGAAGGACGUGGC
+Y00055.1/4327-4494 AACGUGUCGCGAUGGAUGACUUGGCUUCCUAUCUCGUUGAAGAACGCAGU
+AF306774.1/466-634 AACGUGUCGCGAUGGAUGACUUGGCUUCCUAUUUCGUUGAAGAACGCAGC
+M63701.1/247-415 AACGUGUCGCGAUGGAUGACUUGGCUUCCUAUUUCGUUGAAGAACGCAGC
+AF422961.1/176-329 AACUUUCAACAACGGAUCUCUUGGU.UCUGGCAUCGAUGAAGAACGCAGC
+X60705.1/112-265 AACUUUUAACAACGGAUCUCUUGGC.UCUAGCAUCGAUGAAGAACGCAGC
+M86760.1/218-371 AACUUUCAGCAAUGGAUCUCUUGGU.UCCCGCGUCGAUGAAGAACGUGGC
+U09322.1/209-362 AACUUUCAACAACGGAUCUCUUGGU.UCUCGCAUCGAUGAAGAACGCAGC
+AJ229062.1/241-389 AACUUUCAACAACGGAUCUCUUGGU.UCUCGCAUCGAUGAAGAACGCAGC
+AB011808.1/289-442 AACUUUCAACAACGGAUCUCUUGGU.UCUCGCAUCGAUGAAGAACGCAGC
+U10409.1/2025-2178 AACUUUCAGCAACGGAUCUCUUGGU.UCUCGCAUCGAUGAAGAACGCAGC
+L07796.1/2-156 AACUUUCAACAACGGAUCUCUUGGU.UCUCGCAUCGAUGAAGAACGCAGC
+Z32848.1/2558-2712 AACUUUCAGCAACGGAUCUCUUGGC.UCUCGCAUCGAUGAAGAACGCAGC
+AL049755.2/30863-31016 AACUUUCAGCAACGGAUCUCUUGGC.UCUCGCAUCGAUGAAGAACGCAGC
+AF444327.1/152-305 AACUUUCAACAACGGAUCUCUUGGC.UUCCACAUCGAUGAAGAACGCAGC
+AF319429.1/172-325 AACUUUCAACAACGGAUCUCUUGGC.UCUCGCAUCGAUGAAGAACGCAGC
+X90410.1/15-165 AACUUUCAGCAAUGGAUCUCUUGGC.UCUUGCAUCGAUGAAGAACGCAGC
+U35394.1/2008-2158 AACUUUUGACGAUGGAUCUCUCGGC.UCUCUCAUCGAUGAAGAACGUAGU
+AF196778.1/2-154 AACUUUAAGCAAUGGAUCACUUGGU.UCUCGCAUCGAUGAAGAACGUAGC
+M21017.1/2722-2844 AACUCUAAGCGGUGGAUCACUCGGC.UCAUGGGUCGAUGAAGAACGCAGC
+X99212.1/685-824 AACCCUAGACAGGGGAUCACUUGGC.UCAUGGGUCGAUGAAGACCGCAGC
+L78065.1/3758-3910 AACCCUAGGCAGGGGAUCACUCGGC.UCAUGGAUCGAUGAAGACCGCAGC
+M36008.1/959-1112 GACUCUUAGCGGUGGAUCACUCGGC.UCGUGCGUCGAUGAAGAACGCAGC
+U13369.1/6624-6776 GACUCUUAGCGGUGGAUCACUCGGC.UCGUGCGUCGAUGAAGAACGCAGC
+X53538.1/2090-2241 GACUCUCAACGGUGGAUCACUCGGC.UCGCGAGUCGAUGAAGGACGCAGC
+AF158724.1/274-427 GACUCUUAACGGUGGAUCACUCGGC.UCGCGAGUCGAUGAAGGACGCAGC
+AF158725.1/345-497 AUCUCUUAGCGGUGGAUCACUCGGC.UCGAGCGUCGAUGAAGGACGGAGC
+X03680.1/3159-3308 UAGCUUCAGCGAUGGAUCGGUUGCA.UCGAGUAUCGAUGAAGAACGCAGC
+X00601.1/3997-4154 AAGCAUAAACGGUGAAUACCUCGAC.UCCUAAAUCGAUGAAGACCGUAGC
+X60210.1/1-148 ACCGUUAGGCGAUGGAUUGCUGGGU.ACCCGCUUCGACGAAGAGCGCAGU
+V01159.1/185-331 ACCGUUGGGCGAUGGAUUGCUUGGU.GCCUGCUUCGACGAAGAGCGCAGU
+AF468917.1/611-763 AACUCGUAACGGUGGAUGUCUCGGC.UCCUACAUCGAUGAAGAACGUAGC
+AY029385.1/986-1138 AACUCGUGACGGAGGAUAUCUUGGC.UCCCACAUCGAUGAAGAACGCAGC
+X80212.2/2104-2256 AACUCUCAGCAACGGAUAUCUUGGC.UCUUGCAACGAUGAAGAACGCAGC
+AB021684.1/14108-14260 GACUCUCAGCAACGGAUAUCUUGGC.UCCCGCAACGAUGAAGAACGCAGC
+AF169230.1/225-380 GACUCUCGGCAACGGAUAUCUCGGC.UCUCGCAUCGAUGAAGAACGUAGC
+AF223066.1/5881-6030 GACUCUCGGCAACGGAUAUCUCGGC.UCUCGCAUCGAUGAAGAACGUAGC
+X15589.1/256-410 GACUCUCGGCAACGGAUAUCUCGGC.UCUCGCAUCGAUGAAGAACGUAGC
+D10840.1/200-355 GACUCUCGGCAACGGAUAUCUCGGC.UCUCACAUCGAUGAAGAACGUAGC
+X66325.1/2369-2523 GACUCUCGGCAACGGAUAUCUU.GC.UCUCGCAUCGAUGAAGAACGUAGC
+AF307619.1/287-442 GACUCUCGGCAACGGAUAUCUCGGC.UCUCGCAUCGAUGAAGAACGUAGC
+Y11511.1/115-268 AACUUUUAGCAAUGGAUGUCUUGGG.UCACACAACGAUGAAGAACGCAGC
+Y07976.1/124-271 CACUUUCAGCAACGGAUGUCUCGGU.UCCCAUAACGAUGAAGAACGCAGC
+Y07974.1/75-229 AACUUUCAGCAACGGAUGUCUUGGC.UCCCACAACGAUGAAGAACGCAGC
+X80346.1/67-220 AACUUUCAGCGAUGGAUAUCUUGGC.UCUCGCAACGAUGAAGAACGCAGC
+AF403508.1/235-389 AACUUUCAGCAGUGGAUGUCUAGGC.UCGCACAUCGAUGAAGAACGCUGC
+D16558.1/2710-2862 AACUUUCAGCGACGGAUGUCUUGGC.UCCCACAACGAUGAAGAACGCAGC
+Y07978.1/48-201 AACUUUCAGCGACGGAUAUCUAGGC.UCCCACAACGAUGAAGAACGCAGC
+#=GC SS_cons .................................<<.<<......<<<<<.
+
+AF093014.1/662-809 .AAAG.UG.CGAUAAGCAAUGU.....G.AACUG..CAU.AAU.U.....
+AF026388.1/2852-3006 .GAAA.UG.CGAUACGCAUUGU.....G.AAUUG..CAG.AUU.U.....
+L25635.1/211-360 .GAAC.UG.CGAAACGCAAUGU.....GGAAUUG..CAG.AAU.U.....
+X75430.1/2186-2339 .GAAC.UG.C.AAACGCAAUGU.....G.AAUUG..CAG.AAU.U.....
+U48228.1/7-166 .AAAG.UG.CGAUAUGCAAUGA.....A.AAAUG..CA..AUU.A.....
+U21939.1/68-218 .AAAA.UG.CGAUACGCAAUGA.....A.AAUUG..CAGUGA........
+AF223570.1/244-389 UAGAA.UG.CGAUAUGCAGUGU.....G.AAUUG..CAG.AA........
+X01533.1/5-152 .GAAA.UG.CGAUACGUAAUGC.....G.AAUUG..CAG.AA........
+X54512.1/4422-4569 .GAAA.UG.CGAUACGCAAUGC.....G.AAUUG..CAG.AA........
+AF223571.1/210-358 .AAAG.UG.CGAUAAGCAAUGC.....G.AAUUG..CAG..A........
+M14649.1/2015-2169 .GAAA.UG.UGAUAAGCAAUGU.....G.AAUUG..CAG.AAU.U.....
+U58510.1/2022-2198 .AGAA.AG.CGACAUGCGAUGAUACGCG.CAUAGACCAG.GAU.UCCGCG
+X58290.1/119-234 .GGAC.AG.CGAGAUGCGGUGC...............AG.CCCG......
+X52949.1/857-993 .GGAG.CG.CGAGACGCGGUGC.....GGACCCG..CCC.GCC.......
+M73682.1/109-223 .UGAC.GA.CGAUACUCGAUGU.....GG...UC..CAA.GC........
+Y00055.1/4327-4494 .AAAG.UG.CGAUAAGUGGUAU.....C.AAUUG..CAG.AAU.......
+AF306774.1/466-634 .AAAG.UG.CGAUAAGUGGUAU.....C.AAUUG..CAG.AAU.......
+M63701.1/247-415 .AAAG.UG.CGAUAAGUGGUAU.....C.AAUUG..CAG.AAU.......
+AF422961.1/176-329 .GAAA.UG.CGAUAAGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+X60705.1/112-265 .GAAA.CG.CGAUAUGUAGUGU.....G.AAUUG..CAG.AAU.U.....
+M86760.1/218-371 .AAAA.UG.CGAUAAGUAGUGU.....G.AAUUG..CAG.AAU.U.....
+U09322.1/209-362 .GAAU.UG.CGAUAAGUAUUGU.....G.AAUUG..CAG.AUU.U.....
+AJ229062.1/241-389 .GAAA.UG.CGAUACGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+AB011808.1/289-442 .GAAA.UG.CGAUACGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+U10409.1/2025-2178 .GAAU.UG.CGAUAAGUAAUGU.....G.AAUUG..CAG.AUU.U.....
+L07796.1/2-156 .GAAA.UGCCGAUACGUAAUAU.....G.AAUUG..CAG.AUA.U.....
+Z32848.1/2558-2712 .GAAA.UG.CGAUACGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+AL049755.2/30863-31016 .GAAA.UG.CGAUACGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+AF444327.1/152-305 .GAAA.UG.CGAUAAGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+AF319429.1/172-325 .GAAA.UG.CGAUAAGUAAUGU.....G.AAUUG..CAG.AAU.U.....
+X90410.1/15-165 .GAAA.UG.CGAUACGUAAUGU.....G.AAUUG..CAG..A........
+U35394.1/2008-2158 .AGAA.UG.CGAUACAUAAUGU.....G.AAUUG..CA..AAU.C.....
+AF196778.1/2-154 .AAAU.UG.CGAAAAGUAAUGC.....G.AUCUG..CA..ACC.U.....
+M21017.1/2722-2844 .AAAC.UG.UGCGUCAUCGUGU.....G.AACUG..CAG.GAC.......
+X99212.1/685-824 .AAAC.UG.CGCGUCGCCAUGU.....G.AACUG..CAG.GAC.......
+L78065.1/3758-3910 .UAAA.UG.CGCGUCAGAAUGU.....G.AACUG..CAG.GAC.......
+M36008.1/959-1112 .UAGC.UG.CGAGAAUUAGUGU.....G.AAUUG..CAG.GAC.......
+U13369.1/6624-6776 .UAGC.UG.CGAGAAUUAAUGU.....G.AAUUG..CAG.GAC.......
+X53538.1/2090-2241 .UAAG.UG.CGAGAAGUGGUGU.....G.AAUUG..CAG.AAC.......
+AF158724.1/274-427 .CAAG.UG.CGAGAAGUAAUGU.....G.AAUUG..CAG.AAC.......
+AF158725.1/345-497 .UAGC.UC.CGAGAAGUAAUGU.....G.AAUUG..CAG.GAC.......
+X03680.1/3159-3308 .UUGC.UG.CGUUACUUACCAC.....G.AAUUG..CAG..AC.......
+X00601.1/3997-4154 .AAAC.UG.CGAUAAUUCACUU.....G.AAUUG..CAG.CCU.......
+X60210.1/1-148 .GAAA.CG.CGAUAACGCUUGU.....G.AUUCG..CA..CUC.U.....
+V01159.1/185-331 .GAAA.CG.CGAUAACUUUUGU.....G.ACUCG..CA..CUC.U.....
+AF468917.1/611-763 .AAAC.UG.CGAAACGUAAUGC.....G.AAUUG..CAG.AAC.......
+AY029385.1/986-1138 .AAAA.UG.CGAUACGUAGUGU.....G.AAUUG..CAG.AAC.......
+X80212.2/2104-2256 .GAAA.UG.CGAUACGUAGUGU.....G.AAUUG..CAG.AAU.U.....
+AB021684.1/14108-14260 .GAAA.UG.CGAUAUCUAGUGU.....G.AAUUG..CAG.AAU.U.....
+AF169230.1/225-380 .GAAA.UG.CGAUACCUGGUGU.....G.AAUUG..CAG.AAU.C.....
+AF223066.1/5881-6030 .GAAA.UG.CGAUACUUGGUGU.....G.AAUUG..CAG.AAU.C.....
+X15589.1/256-410 .GAAA.UG.CGAUACUUGGUGU.....G.AAUUG..CAG.AAU.C.....
+D10840.1/200-355 .GAAA.UG.CGAUACUUGGUGU.....G.AAUUG..CAG.AAU.C.....
+X66325.1/2369-2523 .GAAA.UG.CGAUACUUGGUGU.....G.AAUUG..CAA.GAU.C.....
+AF307619.1/287-442 .GAAA.UG.CGAUACUUGGUGU.....G.AAUUG..CAG.AAU.C.....
+Y11511.1/115-268 .GAAA.UG.CGAUACGUAAUGC.....G.AAUUG..CAG.AAC.U.....
+Y07976.1/124-271 .GAAA.UG.CGAUACGUAAUGC.....G.AAACG..CAU.CAG.......
+Y07974.1/75-229 .GAAA.UG.CGAUACGUAAUGC.....G.AAUUG..CAG.AAU.U.....
+X80346.1/67-220 .GAAA.UG.CGAUACGUAAUGC.....G.AAUUG..CAG.AAU.U.....
+AF403508.1/235-389 .GAAC.UG.CGAUACGUAAUGC.....G.AAUUG..CAG.GAU.U.....
+D16558.1/2710-2862 .GAAA.UG.CGAUACGUCUUGC.....G.ACUUG..CAG.AAU.C.....
+Y07978.1/48-201 .GAAA.UG.CGAUACGUCUUGC.....G.ACUUG..CAG.AAC.C.....
+#=GC SS_cons ....>.>>.>>.<<<<<<...<.....<..............>.......
+
+AF093014.1/662-809 ...CUAUGAACAAUCAGAU........CUCUCAACGCAAAUAG.CAGUAA
+AF026388.1/2852-3006 ...CAGUGAACCAUCAGAU........UUCUGAACGCACAUGG.CGCUGC
+L25635.1/211-360 ...CAGUGAAUCAUCAGAU........UUCUGAACGCAA..UG.CACCUG
+X75430.1/2186-2339 ...CAGUGAAUCAUCAGAU........UUCUGAACGCAAAUGG.CACCUU
+U48228.1/7-166 ...CUGUGAAUCAUCAGAA........UGCUGAAUGUAAACUA.UACCAU
+U21939.1/68-218 ...CUGUGAAUCAUCAGAA........UGCUGAAUGUAAACUA.CACCAA
+AF223570.1/244-389 ...CCACGAAUCAUCGGAU........CUUUGAACGCAACUGG.CGCUGA
+X01533.1/5-152 ...CCGCGAGUCAACAGAU........CUUUGAAAGCAAGUGG.UGGAGG
+X54512.1/4422-4569 ...CCGCGAGUCAUCAGAU........CUUUGAACGCAAGUGG.UGGAGG
+AF223571.1/210-358 ...CCGUGAGUCAUUAGAA........UUUCGAAAGCAAUCUG.CACCUC
+M14649.1/2015-2169 ...CCGUGAACCAAUAGGG........ACUUGAACGUAUACUG.CGCUUU
+U58510.1/2022-2198 GACUCGUGAAUCAUUGAAU........CUUCGAACGCAUCUGG.CGCUCA
+X58290.1/119-234 ...GCACGAAGCACCGG.U........UUCCGAACGCUCG..G.CCUCC.
+X52949.1/857-993 ...CCGAGAAGCACCGAC.........CCUCGAACGCA....G.CGCGC.
+M73682.1/109-223 ...ACGUGA..CAUCGA.U........CUUCGAAUG..............
+Y00055.1/4327-4494 ...CAUUCAAUUACCGAAU........CUUUGAACGCAAACGG.CGCAUG
+AF306774.1/466-634 ...CAUUUCAUUGCCCAAU........CUUUGAACGCAAACGG.CGCAUG
+M63701.1/247-415 ...CAUUCAAUUACCGAAU........CUUUGAACGCAAACGG.CGCAUG
+AF422961.1/176-329 ...CAGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGCCCG
+X60705.1/112-265 ...CAGUGAAUCAUCGAAU........CUUUGAACGCACAUGG.CGCCUU
+M86760.1/218-371 ...CAGUGACUCAUCGAAU........UUUUGAACGCAUAUUG.CGCUCC
+U09322.1/209-362 ...UCGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGUCCU
+AJ229062.1/241-389 ...CCGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGCCCC
+AB011808.1/289-442 ...CCGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGCCCC
+U10409.1/2025-2178 ...UCGUGAAUCAUCGAAU........CUUUGAACGCAUAUUG.CGCUCU
+L07796.1/2-156 ...CCGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGCCCU
+Z32848.1/2558-2712 ...CCGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGCCUU
+AL049755.2/30863-31016 ...CCGUGAAUCAUCGAAU........CUUUGAACGCACAUUG.CGCCUU
+AF444327.1/152-305 ...CAGUGAAUCAUCGAGU........CUUUGAACGCAACUUG.CGCCCU
+AF319429.1/172-325 ...CAGUGAAUCAUCGAAU........CUUUGAACGCACCUUG.CGCUCC
+X90410.1/15-165 ...ACGCGAGUCAUCGAAA........UUUUGAACGCACAUUG.CACUUG
+U35394.1/2008-2158 ...CUGUGAAUCAUUGAGU........UUUUGAACGCACAUUG.CACCGA
+AF196778.1/2-154 ...UUGCGAAUCAUCGAAU........UCUCGAACGCAUCUUG.CACCCU
+M21017.1/2722-2844 ...ACAUGAA.CAUCGACA........UUUUGAACGCAUAUCG.C.A...
+X99212.1/685-824 ...ACAU.GAUCAUUGACA........UGUUGAACGCAUAUUG.CGCCUU
+L78065.1/3758-3910 ...ACAU.GAACACCGACA........CGUUGAACG.AUAUUG.CGCAUU
+M36008.1/959-1112 ...ACAUUGAUCAUCGACA........CUUCGAACGCACCUUG.CGGCCC
+U13369.1/6624-6776 ...ACAUUGAUCAUCGACA........CUUCGAACGCACU.UG.CGGCCC
+X53538.1/2090-2241 ...ACAUUGAACGUCGAC.........CUUCGAACGCGAAUGG.CGGUCU
+AF158724.1/274-427 ...ACAUUGAACGUCGACC........UUCUGAACGCGAAUUG.CGGUCU
+AF158725.1/345-497 ...ACAUUGAGCAUCGAUA........UUCUGAACGCGUAUUG.CGGCCU
+X03680.1/3159-3308 ...GCUUAGAGUGGUGAAA........UUUCGAACGCAUA..G.CACCAA
+X00601.1/3997-4154 ...ACUGGGAUAGUUGAAA........UGUUGAACGCACAUGA.UGACAU
+X60210.1/1-148 ...CUGU.GAUCAACGUCA........CCUCGAACAUCGA.UG.CGGCCU
+V01159.1/185-331 ...CUGUGA.UCAACGUCU........CCUUGAACAUUAG.UG.CGGCCU
+AF468917.1/611-763 ...UCGUGAAUCAUCAAAU........UUUUGAACGCAAGUGG.CGCUCG
+AY029385.1/986-1138 ...AUGUGAAUCAUCGAAU........UUUUGAACGCAAGUGG.CGCUCG
+X80212.2/2104-2256 ...CCGCGAAUCAUCGAGU........UUUUGAACGCAAGUUG.CGCCCG
+AB021684.1/14108-14260 ...CCGCGAAUCAUCGAGU........UUUUGAACGCAUGUUG.CGCCCG
+AF169230.1/225-380 ...CCGUGAACCAUCGAGU........CUUUGAACGCAAGUUG.CGCCCG
+AF223066.1/5881-6030 ...CCGUGAACCAUCGAGU........CUUUGAACGCAAGUUG.CGCCCG
+X15589.1/256-410 ...CCGUGAACCAUCGAGU........CUUUGAACGCAAGUUG.CGCCCG
+D10840.1/200-355 ...CCGUGAACCAUCGAGU........CUUUGAACGCAAGUUG.CGCCCC
+X66325.1/2369-2523 ...CCGUGAACCAUCGAGU........CUUUGAACGCAAGUUG.CGCCCC
+AF307619.1/287-442 ...CCGUGAACCAUCGAGU........CUUUGAACGCAAGUUG.CGCCCC
+Y11511.1/115-268 ...UCGUGAAUCAUCAAAA........UUUUGAACGCACAUUG.CGCUAC
+Y07976.1/124-271 ...UAGUGAGUCAUCGAAA........CUUUGAACGCAACUUG.CACUUC
+Y07974.1/75-229 ...CCGCGAGUCAUCAAAC........CUUUGAACGCACCUUG.CGCUUU
+X80346.1/67-220 ...CAGUGAAUCAUCAAAA........CUUUGAACGCAAAUUG.CGCUUC
+AF403508.1/235-389 ...CAGUGAGUCAUCGAAA........UUUUGAACGCAUAUUG.CACUUC
+D16558.1/2710-2862 ...CAGUGAAUCAUCAAAA........CUUUGAACGCAUC.UG.CG.UUC
+Y07978.1/48-201 ...CAGUGAAUCAUCAAAC........CUUCGAACGCACCUUG.CGCUCU
+#=GC SS_cons ...>..>>.>>>>>>>>............................<<<<<
+
+AF093014.1/662-809 U...........UUAC...........AU..UACUAUAUU...UAU...A
+AF026388.1/2852-3006 UGGUA.......UUUU........GCCCG..CAGCACGUC...UGU...U
+L25635.1/211-360 GG..A.......UAUC..........UCC..UGGUACGUC...UGU...U
+X75430.1/2186-2339 GGGGA.......UAUU........CUCCU..UGGUACGUC...UGU...U
+U48228.1/7-166 AUUUACCC....UUAUGGGCAAAUUAACG..UGGUAUUCC...UAC...A
+U21939.1/68-218 UUCC........UUCG.......GGGAAUAGUGGUACUCC...UAC...A
+AF223570.1/244-389 U...........AAAC............U..CAGCAUACU...UGC...U
+X01533.1/5-152 UG..........UAAA..........AAC..CUUCAUGUU...UGU...A
+X54512.1/4422-4569 UG..........UAAA..........AAC..CUUCAUGUU...UGU...U
+AF223571.1/210-358 CGCC........UA..........GCGAG..AGGUAUGUC...UGC...U
+M14649.1/2015-2169 CGGGA.......UAUC........CCUGA..AGGCAUGCC...UGC...U
+U58510.1/2022-2198 GCAGUGGAGCCGUAGC........AGGCU..GAGCAUGCCC..UGG...A
+X58290.1/119-234 ............CCCG...............GGAG...............
+X52949.1/857-993 ............CCCG...............GCGC.CGCC....GC...C
+M73682.1/109-223 ............GAUC...................A.........U...C
+Y00055.1/4327-4494 GGAGAAGCUC..UUUUGAGUC..AUCCCC..GUGCAUGCC...AUAUU.C
+AF306774.1/466-634 GGAGAAGCUC..UCUCGAGCC..AUCCCC..GUGCAUGCCACAUUU...C
+M63701.1/247-415 GGAGAAGC....UCCUCAGAGUCAUCCCC..GUGCAUGCC...AUAUUUC
+AF422961.1/176-329 CCGG........UAUU........CCGGC..GGGCAUGCC...UGU...U
+X60705.1/112-265 CCAG........UAUC........CUGGG..AGGCAUGCC...UGU...C
+M86760.1/218-371 UCAG........UAUU........CUGUG..GAGCAUGCC...UGU...U
+U09322.1/209-362 CUGG........UAUU........CCAGG..GGGCAUGCC...UGU...U
+AJ229062.1/241-389 UUGG........UAUU........CCAGG..GGGCAUGCC...UGU...U
+AB011808.1/289-442 UUGG........UAUU........CCAGG..GGGCAUGCC...UGU...U
+U10409.1/2025-2178 AUAG........UAUU........CUAUA..GAGCAUGCC...UGU...U
+L07796.1/2-156 CUGG........UAUU........CCGGA..GGGCAUGCC...UGU...U
+Z32848.1/2558-2712 UGGG........UUAU.......UCCCAA..AGGCAUGCC...UGU...U
+AL049755.2/30863-31016 UGGG........UUCU........ACCAA..AGGCAUGCC...UGU...U
+AF444327.1/152-305 UUGG........UAUU........CCGAA..GGGCAUGCC...UGU...U
+AF319429.1/172-325 UUGG........UAUU........CCGAG..GAGCAUGCC...UGU...U
+X90410.1/15-165 GUGG........CAUU........CCGCC..AAGUAUGUU...UGU...U
+U35394.1/2008-2158 CAG.........UUUA.........CUGU..UGGUUUGUU...UGU...U
+AF196778.1/2-154 UUGG........UCAU........CCAAU..GGGUACGUC...UAG...U
+M21017.1/2722-2844 ............GUCC...................AUG...........C
+X99212.1/685-824 A...........UACA...........UU..UGGU.UCUC...UUU...A
+L78065.1/3758-3910 GCAC........GACUC......AGUGCG..AUGUACACA...UUU...U
+M36008.1/959-1112 CGGG........UUCC.......UCCCGG..GGCUACGCC...UGU...C
+U13369.1/6624-6776 CGGG........UUCC.......UCCCGG..GGCUACGCC...UGU...C
+X53538.1/2090-2241 CGGG........UUAA........UCCGG..GACCACGUC...UGC...C
+AF158724.1/274-427 CGGG........UCAA.......UCCCGG..GACCGCGUC...UGC...C
+AF158725.1/345-497 CGGG........UAAU........CCUGG..GGCCACGUC...CGU...C
+X03680.1/3159-3308 CUGG........GCCU........CCAGU..UGGUACGUC...UGG...U
+X00601.1/3997-4154 CGGUCC......UUUCGG.....AUUAGG..UGUUAUACU...UGG...G
+X60210.1/1-148 UGCC........UUCG.......GGCACU..GGCC.CCCC...UGG...U
+V01159.1/185-331 UGCC........UUCG.......GGCACU..GGCCCC........C...U
+AF468917.1/611-763 CGGG........UAAC........CCUGC..GAGCAUGUC...UGU...U
+AY029385.1/986-1138 CGGG........CAAU........CCUGC..GAGCAUGUC...UGU...U
+X80212.2/2104-2256 AGG.........CUCG........UCCGA..GGGCAUUCC...UGC...C
+AB021684.1/14108-14260 AGGC........UU.U........GCCGA..GGGCAUGUC...UGC...C
+AF169230.1/225-380 AGGCC.......AUCC.......GGCCGA..GGGCACGCC...UGC...C
+AF223066.1/5881-6030 AA..........GCCA..........CUA..GGGCACGUC...UGC...C
+X15589.1/256-410 AAGCCG......UUAC........GC.GA..GGGCACGUC...UGC...C
+D10840.1/200-355 AAGCC.......UUCU.......GGCCGA..GGGCACGUC...UGC...C
+X66325.1/2369-2523 AAGCC.......UUCU.......GGCCGA..GGGCACGUC...UGC...C
+AF307619.1/287-442 AAGCC.......UUCU.......GGCCGA..GGGCACGUC...UGC...C
+Y11511.1/115-268 UGAG........UAAU........CUCAG..UAGCAUGCU...UAU...C
+Y07976.1/124-271 CC..........UUUG...........GG..GAGUAUAUC...UAU...U
+Y07974.1/75-229 CGGGA.......UAUG........CCCGU..UAGCAUGUU...UGU...U
+X80346.1/67-220 CGGG........UAUC........CCUGG..GAGCAUGCC...UGU...A
+AF403508.1/235-389 CGGG........UUAG.......UCCUGG..GAGUAUGCC...UGU...A
+D16558.1/2710-2862 CGGGA.......UAUG........CCUGG..GAGCAUGCU...UGU...C
+Y07978.1/48-201 CGGG........CAUU........CCCGG..GAGCAUGCU...UGU...C
+#=GC SS_cons <<<<....................>>>>>..>>>>...............
+
+AF093014.1/662-809 UCAGUGUCU
+AF026388.1/2852-3006 UCAGUGUCU
+L25635.1/211-360 UCAGUGUCU
+X75430.1/2186-2339 UCAGUGUCU
+U48228.1/7-166 GAA.....A
+U21939.1/68-218 GAA.....A
+AF223570.1/244-389 UCAGUGUGC
+X01533.1/5-152 UUAGUGUGG
+X54512.1/4422-4569 UCAGUGUGG
+AF223571.1/210-358 UCAGUGUUC
+M14649.1/2015-2169 UCAGUGUCU
+U58510.1/2022-2198 GUAGUGACA
+X58290.1/119-234 .........
+X52949.1/857-993 UCGGCGCCC
+M73682.1/109-223 GGGGUGGUG
+Y00055.1/4327-4494 UCAGUGUCG
+AF306774.1/466-634 UCAGUGUCG
+M63701.1/247-415 UCAGUGUCG
+AF422961.1/176-329 CGAGCGUCA
+X60705.1/112-265 CGAGCGUCG
+M86760.1/218-371 UGAGCGUCA
+U09322.1/209-362 UGAGCGUCA
+AJ229062.1/241-389 UGAG.....
+AB011808.1/289-442 UGAGCGUCA
+U10409.1/2025-2178 UGAGCGUCA
+L07796.1/2-156 UGAGCGUCG
+Z32848.1/2558-2712 UGAGUGUCA
+AL049755.2/30863-31016 UGAGUGUCA
+AF444327.1/152-305 UGAGAGUCA
+AF319429.1/172-325 UGAGUGUCA
+X90410.1/15-165 UGAGUGUCU
+U35394.1/2008-2158 UGAAUUGCU
+AF196778.1/2-154 UCAGUAUCU
+M21017.1/2722-2844 UG.......
+X99212.1/685-824 UAA.....U
+L78065.1/3758-3910 UGAGUGCCC
+M36008.1/959-1112 UGAGGGUCG
+U13369.1/6624-6776 UGAGCGUCG
+X53538.1/2090-2241 UCAGGGUUG
+AF158724.1/274-427 UCAGGGUCG
+AF158725.1/345-497 UCAGGGUCU
+X03680.1/3159-3308 UCAGGGUUG
+X00601.1/3997-4154 UGAGAGUGG
+X60210.1/1-148 U...UGCCU
+V01159.1/185-331 UGGGAUGCC
+AF468917.1/611-763 UGAGUGUCC
+AY029385.1/986-1138 UGAGUGUCC
+X80212.2/2104-2256 AGAGCGUCA
+AB021684.1/14108-14260 UGAGCGUCA
+AF169230.1/225-380 UGGGCGUCA
+AF223066.1/5881-6030 UGGGCGUCA
+X15589.1/256-410 UGGGCGUCA
+D10840.1/200-355 UGGGUGUCA
+X66325.1/2369-2523 UGGGUGUCA
+AF307619.1/287-442 UGGGUGUCA
+Y11511.1/115-268 UGAGUGUCU
+Y07976.1/124-271 GGAGUGUCU
+Y07974.1/75-229 GGAGUGUCU
+X80346.1/67-220 UGAGUGUCU
+AF403508.1/235-389 UCAGUGUCC
+D16558.1/2710-2862 GGAGUGUCU
+Y07978.1/48-201 GGAGUGUCC
+#=GC SS_cons .........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00002.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00002.idx
new file mode 100644
index 0000000..b6f0bc6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00002.idx
@@ -0,0 +1 @@
+X53361.2/1206-1368
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00002.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00002.raw
new file mode 100644
index 0000000..b68ec48
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00002.raw
@@ -0,0 +1,246 @@
+>AF093014.1/662-809
+CACUUUAAGUAAUGGAUGUCUUGGUUCUCAUAACGAUGAAGGACGCAGCAAAGUGCGAUA
+AGCAAUGUGAACUGCAUAAUUCUAUGAACAAUCAGAUCUCUCAACGCAAAUAGCAGUAAU
+UUACAUUACUAUAUUUAUAUCAGUGUCU
+>AF026388.1/2852-3006
+AACUUUCAGCAAUGGAUGUCUUGGCUCACGCAUCGAUGAAGGACGCAGCGAAAUGCGAUA
+CGCAUUGUGAAUUGCAGAUUUCAGUGAACCAUCAGAUUUCUGAACGCACAUGGCGCUGCU
+GGUAUUUUGCCCGCAGCACGUCUGUUUCAGUGUCU
+>L25635.1/211-360
+AAUUUUCAGCAAUGGAUGUCUUGGCUCGCGCAACGAUGAAGGACGCAGCGAACUGCGAAA
+CGCAAUGUGGAAUUGCAGAAUUCAGUGAAUCAUCAGAUUUCUGAACGCAAUGCACCUGGG
+AUAUCUCCUGGUACGUCUGUUUCAGUGUCU
+>X75430.1/2186-2339
+AAUUUUCAGCAAUGGAUGUCUUGGCUCGCGCAACGAUGAAGGACGCAGCGAACUGCAAAC
+GCAAUGUGAAUUGCAGAAUUCAGUGAAUCAUCAGAUUUCUGAACGCAAAUGGCACCUUGG
+GGAUAUUCUCCUUGGUACGUCUGUUUCAGUGUCU
+>U48228.1/7-166
+CAAUCUUAACGAUGGAUGUCUUGGUUCCUAUAGCGAUGAAGGCCGCAGCAAAGUGCGAUA
+UGCAAUGAAAAAUGCAAUUACUGUGAAUCAUCAGAAUGCUGAAUGUAAACUAUACCAUAU
+UUACCCUUAUGGGCAAAUUAACGUGGUAUUCCUACAGAAA
+>U21939.1/68-218
+CAGUCUUAACGAUGGAUGUCUUGGUUCCUACAGCGAUGAAGGCCGCAGCAAAAUGCGAUA
+CGCAAUGAAAAUUGCAGUGACUGUGAAUCAUCAGAAUGCUGAAUGUAAACUACACCAAUU
+CCUUCGGGGAAUAGUGGUACUCCUACAGAAA
+>AF223570.1/244-389
+AAUUUUCAACGAUGGAUGUCUUGGCUCCCAUAUCGAUGAAGAACGCAGCUAGAAUGCGAU
+AUGCAGUGUGAAUUGCAGAACCACGAAUCAUCGGAUCUUUGAACGCAACUGGCGCUGAUA
+AACUCAGCAUACUUGCUUCAGUGUGC
+>X01533.1/5-152
+AACUUUCAACGGUGGAUAUCUUGGUUCCCGUGACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGCGAAUUGCAGAACCGCGAGUCAACAGAUCUUUGAAAGCAAGUGGUGGAGGUGU
+AAAAACCUUCAUGUUUGUAUUAGUGUGG
+>X54512.1/4422-4569
+AACUUUCAACGGUGGAUAUCUAGGUUCCCGUGACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGCAAUGCGAAUUGCAGAACCGCGAGUCAUCAGAUCUUUGAACGCAAGUGGUGGAGGUGU
+AAAAACCUUCAUGUUUGUUUCAGUGUGG
+>AF223571.1/210-358
+AACCUUCAACGGUGGAUGUCUUGGCUCUCAUAUCGAUGAAGAACGCAGCAAAGUGCGAUA
+AGCAAUGCGAAUUGCAGACCGUGAGUCAUUAGAAUUUCGAAAGCAAUCUGCACCUCCGCC
+UAGCGAGAGGUAUGUCUGCUUCAGUGUUC
+>M14649.1/2015-2169
+AACUUUCAGCGACGGAUGUCUCGGCUCGAACAACGAUGAAGGGCGCAGCGAAAUGUGAUA
+AGCAAUGUGAAUUGCAGAAUUCCGUGAACCAAUAGGGACUUGAACGUAUACUGCGCUUUC
+GGGAUAUCCCUGAAGGCAUGCCUGCUUCAGUGUCU
+>U58510.1/2022-2198
+AACCCUAGUGAUGGAUGUCUAGGCUCCCGUAUCGAUGAAGAACGUAGCAGAAAGCGACAU
+GCGAUGAUACGCGCAUAGACCAGGAUUCCGCGGACUCGUGAAUCAUUGAAUCUUCGAACG
+CAUCUGGCGCUCAGCAGUGGAGCCGUAGCAGGCUGAGCAUGCCCUGGAGUAGUGACA
+>X58290.1/119-234
+GACCCAGACCGGCGGAUGCCUGGGCUCGGGCCUCGAGGAAGGACGCGGCGGACAGCGAGA
+UGCGGUGCAGCCCGGCACGAAGCACCGGUUUCCGAACGCUCGGCCUCCCCCGGGAG
+>X52949.1/857-993
+ACGCCCCGCCGGCGGAUGCCUCGGCCCGGGCGGCGACGAAGAGCGCGGCGGAGCGCGAGA
+CGCGGUGCGGACCCGCCCGCCCCGAGAAGCACCGACCCUCGAACGCAGCGCGCCCCGGCG
+CCGCCGCCUCGGCGCCC
+>M73682.1/109-223
+GACGCGACCCGGUGGAUGCCUUGGCUCGGGGGACGAUGAAGGACGUGGCUGACGACGAUA
+CUCGAUGUGGUCCAAGCACGUGACAUCGAUCUUCGAAUGGAUCAUCGGGGUGGUG
+>Y00055.1/4327-4494
+AACGUGUCGCGAUGGAUGACUUGGCUUCCUAUCUCGUUGAAGAACGCAGUAAAGUGCGAU
+AAGUGGUAUCAAUUGCAGAAUCAUUCAAUUACCGAAUCUUUGAACGCAAACGGCGCAUGG
+GAGAAGCUCUUUUGAGUCAUCCCCGUGCAUGCCAUAUUCUCAGUGUCG
+>AF306774.1/466-634
+AACGUGUCGCGAUGGAUGACUUGGCUUCCUAUUUCGUUGAAGAACGCAGCAAAGUGCGAU
+AAGUGGUAUCAAUUGCAGAAUCAUUUCAUUGCCCAAUCUUUGAACGCAAACGGCGCAUGG
+GAGAAGCUCUCUCGAGCCAUCCCCGUGCAUGCCACAUUUCUCAGUGUCG
+>M63701.1/247-415
+AACGUGUCGCGAUGGAUGACUUGGCUUCCUAUUUCGUUGAAGAACGCAGCAAAGUGCGAU
+AAGUGGUAUCAAUUGCAGAAUCAUUCAAUUACCGAAUCUUUGAACGCAAACGGCGCAUGG
+GAGAAGCUCCUCAGAGUCAUCCCCGUGCAUGCCAUAUUUCUCAGUGUCG
+>AF422961.1/176-329
+AACUUUCAACAACGGAUCUCUUGGUUCUGGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+AGUAAUGUGAAUUGCAGAAUUCAGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGCCCGC
+CGGUAUUCCGGCGGGCAUGCCUGUUCGAGCGUCA
+>X60705.1/112-265
+AACUUUUAACAACGGAUCUCUUGGCUCUAGCAUCGAUGAAGAACGCAGCGAAACGCGAUA
+UGUAGUGUGAAUUGCAGAAUUCAGUGAAUCAUCGAAUCUUUGAACGCACAUGGCGCCUUC
+CAGUAUCCUGGGAGGCAUGCCUGUCCGAGCGUCG
+>M86760.1/218-371
+AACUUUCAGCAAUGGAUCUCUUGGUUCCCGCGUCGAUGAAGAACGUGGCAAAAUGCGAUA
+AGUAGUGUGAAUUGCAGAAUUCAGUGACUCAUCGAAUUUUUGAACGCAUAUUGCGCUCCU
+CAGUAUUCUGUGGAGCAUGCCUGUUUGAGCGUCA
+>U09322.1/209-362
+AACUUUCAACAACGGAUCUCUUGGUUCUCGCAUCGAUGAAGAACGCAGCGAAUUGCGAUA
+AGUAUUGUGAAUUGCAGAUUUUCGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGUCCUC
+UGGUAUUCCAGGGGGCAUGCCUGUUUGAGCGUCA
+>AJ229062.1/241-389
+AACUUUCAACAACGGAUCUCUUGGUUCUCGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGUGAAUUGCAGAAUUCCGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGCCCCU
+UGGUAUUCCAGGGGGCAUGCCUGUUUGAG
+>AB011808.1/289-442
+AACUUUCAACAACGGAUCUCUUGGUUCUCGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGUGAAUUGCAGAAUUCCGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGCCCCU
+UGGUAUUCCAGGGGGCAUGCCUGUUUGAGCGUCA
+>U10409.1/2025-2178
+AACUUUCAGCAACGGAUCUCUUGGUUCUCGCAUCGAUGAAGAACGCAGCGAAUUGCGAUA
+AGUAAUGUGAAUUGCAGAUUUUCGUGAAUCAUCGAAUCUUUGAACGCAUAUUGCGCUCUA
+UAGUAUUCUAUAGAGCAUGCCUGUUUGAGCGUCA
+>L07796.1/2-156
+AACUUUCAACAACGGAUCUCUUGGUUCUCGCAUCGAUGAAGAACGCAGCGAAAUGCCGAU
+ACGUAAUAUGAAUUGCAGAUAUCCGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGCCCU
+CUGGUAUUCCGGAGGGCAUGCCUGUUUGAGCGUCG
+>Z32848.1/2558-2712
+AACUUUCAGCAACGGAUCUCUUGGCUCUCGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGUGAAUUGCAGAAUUCCGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGCCUUU
+GGGUUAUUCCCAAAGGCAUGCCUGUUUGAGUGUCA
+>AL049755.2/30863-31016
+AACUUUCAGCAACGGAUCUCUUGGCUCUCGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGUGAAUUGCAGAAUUCCGUGAAUCAUCGAAUCUUUGAACGCACAUUGCGCCUUU
+GGGUUCUACCAAAGGCAUGCCUGUUUGAGUGUCA
+>AF444327.1/152-305
+AACUUUCAACAACGGAUCUCUUGGCUUCCACAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+AGUAAUGUGAAUUGCAGAAUUCAGUGAAUCAUCGAGUCUUUGAACGCAACUUGCGCCCUU
+UGGUAUUCCGAAGGGCAUGCCUGUUUGAGAGUCA
+>AF319429.1/172-325
+AACUUUCAACAACGGAUCUCUUGGCUCUCGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+AGUAAUGUGAAUUGCAGAAUUCAGUGAAUCAUCGAAUCUUUGAACGCACCUUGCGCUCCU
+UGGUAUUCCGAGGAGCAUGCCUGUUUGAGUGUCA
+>X90410.1/15-165
+AACUUUCAGCAAUGGAUCUCUUGGCUCUUGCAUCGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGUGAAUUGCAGAACGCGAGUCAUCGAAAUUUUGAACGCACAUUGCACUUGGUGG
+CAUUCCGCCAAGUAUGUUUGUUUGAGUGUCU
+>U35394.1/2008-2158
+AACUUUUGACGAUGGAUCUCUCGGCUCUCUCAUCGAUGAAGAACGUAGUAGAAUGCGAUA
+CAUAAUGUGAAUUGCAAAUCCUGUGAAUCAUUGAGUUUUUGAACGCACAUUGCACCGACA
+GUUUACUGUUGGUUUGUUUGUUUGAAUUGCU
+>AF196778.1/2-154
+AACUUUAAGCAAUGGAUCACUUGGUUCUCGCAUCGAUGAAGAACGUAGCAAAUUGCGAAA
+AGUAAUGCGAUCUGCAACCUUUGCGAAUCAUCGAAUUCUCGAACGCAUCUUGCACCCUUU
+GGUCAUCCAAUGGGUACGUCUAGUUCAGUAUCU
+>M21017.1/2722-2844
+AACUCUAAGCGGUGGAUCACUCGGCUCAUGGGUCGAUGAAGAACGCAGCAAACUGUGCGU
+CAUCGUGUGAACUGCAGGACACAUGAACAUCGACAUUUUGAACGCAUAUCGCAGUCCAUG
+CUG
+>X99212.1/685-824
+AACCCUAGACAGGGGAUCACUUGGCUCAUGGGUCGAUGAAGACCGCAGCAAACUGCGCGU
+CGCCAUGUGAACUGCAGGACACAUGAUCAUUGACAUGUUGAACGCAUAUUGCGCCUUAUA
+CAUUUGGUUCUCUUUAUAAU
+>L78065.1/3758-3910
+AACCCUAGGCAGGGGAUCACUCGGCUCAUGGAUCGAUGAAGACCGCAGCUAAAUGCGCGU
+CAGAAUGUGAACUGCAGGACACAUGAACACCGACACGUUGAACGAUAUUGCGCAUUGCAC
+GACUCAGUGCGAUGUACACAUUUUUGAGUGCCC
+>M36008.1/959-1112
+GACUCUUAGCGGUGGAUCACUCGGCUCGUGCGUCGAUGAAGAACGCAGCUAGCUGCGAGA
+AUUAGUGUGAAUUGCAGGACACAUUGAUCAUCGACACUUCGAACGCACCUUGCGGCCCCG
+GGUUCCUCCCGGGGCUACGCCUGUCUGAGGGUCG
+>U13369.1/6624-6776
+GACUCUUAGCGGUGGAUCACUCGGCUCGUGCGUCGAUGAAGAACGCAGCUAGCUGCGAGA
+AUUAAUGUGAAUUGCAGGACACAUUGAUCAUCGACACUUCGAACGCACUUGCGGCCCCGG
+GUUCCUCCCGGGGCUACGCCUGUCUGAGCGUCG
+>X53538.1/2090-2241
+GACUCUCAACGGUGGAUCACUCGGCUCGCGAGUCGAUGAAGGACGCAGCUAAGUGCGAGA
+AGUGGUGUGAAUUGCAGAACACAUUGAACGUCGACCUUCGAACGCGAAUGGCGGUCUCGG
+GUUAAUCCGGGACCACGUCUGCCUCAGGGUUG
+>AF158724.1/274-427
+GACUCUUAACGGUGGAUCACUCGGCUCGCGAGUCGAUGAAGGACGCAGCCAAGUGCGAGA
+AGUAAUGUGAAUUGCAGAACACAUUGAACGUCGACCUUCUGAACGCGAAUUGCGGUCUCG
+GGUCAAUCCCGGGACCGCGUCUGCCUCAGGGUCG
+>AF158725.1/345-497
+AUCUCUUAGCGGUGGAUCACUCGGCUCGAGCGUCGAUGAAGGACGGAGCUAGCUCCGAGA
+AGUAAUGUGAAUUGCAGGACACAUUGAGCAUCGAUAUUCUGAACGCGUAUUGCGGCCUCG
+GGUAAUCCUGGGGCCACGUCCGUCUCAGGGUCU
+>X03680.1/3159-3308
+UAGCUUCAGCGAUGGAUCGGUUGCAUCGAGUAUCGAUGAAGAACGCAGCUUGCUGCGUUA
+CUUACCACGAAUUGCAGACGCUUAGAGUGGUGAAAUUUCGAACGCAUAGCACCAACUGGG
+CCUCCAGUUGGUACGUCUGGUUCAGGGUUG
+>X00601.1/3997-4154
+AAGCAUAAACGGUGAAUACCUCGACUCCUAAAUCGAUGAAGACCGUAGCAAACUGCGAUA
+AUUCACUUGAAUUGCAGCCUACUGGGAUAGUUGAAAUGUUGAACGCACAUGAUGACAUCG
+GUCCUUUCGGAUUAGGUGUUAUACUUGGGUGAGAGUGG
+>X60210.1/1-148
+ACCGUUAGGCGAUGGAUUGCUGGGUACCCGCUUCGACGAAGAGCGCAGUGAAACGCGAUA
+ACGCUUGUGAUUCGCACUCUCUGUGAUCAACGUCACCUCGAACAUCGAUGCGGCCUUGCC
+UUCGGGCACUGGCCCCCCUGGUUUGCCU
+>V01159.1/185-331
+ACCGUUGGGCGAUGGAUUGCUUGGUGCCUGCUUCGACGAAGAGCGCAGUGAAACGCGAUA
+ACUUUUGUGACUCGCACUCUCUGUGAUCAACGUCUCCUUGAACAUUAGUGCGGCCUUGCC
+UUCGGGCACUGGCCCCCUUGGGAUGCC
+>AF468917.1/611-763
+AACUCGUAACGGUGGAUGUCUCGGCUCCUACAUCGAUGAAGAACGUAGCAAACUGCGAAA
+CGUAAUGCGAAUUGCAGAACUCGUGAAUCAUCAAAUUUUUGAACGCAAGUGGCGCUCGCG
+GGUAACCCUGCGAGCAUGUCUGUUUGAGUGUCC
+>AY029385.1/986-1138
+AACUCGUGACGGAGGAUAUCUUGGCUCCCACAUCGAUGAAGAACGCAGCAAAAUGCGAUA
+CGUAGUGUGAAUUGCAGAACAUGUGAAUCAUCGAAUUUUUGAACGCAAGUGGCGCUCGCG
+GGCAAUCCUGCGAGCAUGUCUGUUUGAGUGUCC
+>X80212.2/2104-2256
+AACUCUCAGCAACGGAUAUCUUGGCUCUUGCAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAGUGUGAAUUGCAGAAUUCCGCGAAUCAUCGAGUUUUUGAACGCAAGUUGCGCCCGA
+GGCUCGUCCGAGGGCAUUCCUGCCAGAGCGUCA
+>AB021684.1/14108-14260
+GACUCUCAGCAACGGAUAUCUUGGCUCCCGCAACGAUGAAGAACGCAGCGAAAUGCGAUA
+UCUAGUGUGAAUUGCAGAAUUCCGCGAAUCAUCGAGUUUUUGAACGCAUGUUGCGCCCGA
+GGCUUUGCCGAGGGCAUGUCUGCCUGAGCGUCA
+>AF169230.1/225-380
+GACUCUCGGCAACGGAUAUCUCGGCUCUCGCAUCGAUGAAGAACGUAGCGAAAUGCGAUA
+CCUGGUGUGAAUUGCAGAAUCCCGUGAACCAUCGAGUCUUUGAACGCAAGUUGCGCCCGA
+GGCCAUCCGGCCGAGGGCACGCCUGCCUGGGCGUCA
+>AF223066.1/5881-6030
+GACUCUCGGCAACGGAUAUCUCGGCUCUCGCAUCGAUGAAGAACGUAGCGAAAUGCGAUA
+CUUGGUGUGAAUUGCAGAAUCCCGUGAACCAUCGAGUCUUUGAACGCAAGUUGCGCCCGA
+AGCCACUAGGGCACGUCUGCCUGGGCGUCA
+>X15589.1/256-410
+GACUCUCGGCAACGGAUAUCUCGGCUCUCGCAUCGAUGAAGAACGUAGCGAAAUGCGAUA
+CUUGGUGUGAAUUGCAGAAUCCCGUGAACCAUCGAGUCUUUGAACGCAAGUUGCGCCCGA
+AGCCGUUACGCGAGGGCACGUCUGCCUGGGCGUCA
+>D10840.1/200-355
+GACUCUCGGCAACGGAUAUCUCGGCUCUCACAUCGAUGAAGAACGUAGCGAAAUGCGAUA
+CUUGGUGUGAAUUGCAGAAUCCCGUGAACCAUCGAGUCUUUGAACGCAAGUUGCGCCCCA
+AGCCUUCUGGCCGAGGGCACGUCUGCCUGGGUGUCA
+>X66325.1/2369-2523
+GACUCUCGGCAACGGAUAUCUUGCUCUCGCAUCGAUGAAGAACGUAGCGAAAUGCGAUAC
+UUGGUGUGAAUUGCAAGAUCCCGUGAACCAUCGAGUCUUUGAACGCAAGUUGCGCCCCAA
+GCCUUCUGGCCGAGGGCACGUCUGCCUGGGUGUCA
+>AF307619.1/287-442
+GACUCUCGGCAACGGAUAUCUCGGCUCUCGCAUCGAUGAAGAACGUAGCGAAAUGCGAUA
+CUUGGUGUGAAUUGCAGAAUCCCGUGAACCAUCGAGUCUUUGAACGCAAGUUGCGCCCCA
+AGCCUUCUGGCCGAGGGCACGUCUGCCUGGGUGUCA
+>Y11511.1/115-268
+AACUUUUAGCAAUGGAUGUCUUGGGUCACACAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGCGAAUUGCAGAACUUCGUGAAUCAUCAAAAUUUUGAACGCACAUUGCGCUACU
+GAGUAAUCUCAGUAGCAUGCUUAUCUGAGUGUCU
+>Y07976.1/124-271
+CACUUUCAGCAACGGAUGUCUCGGUUCCCAUAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGCGAAACGCAUCAGUAGUGAGUCAUCGAAACUUUGAACGCAACUUGCACUUCCC
+UUUGGGGAGUAUAUCUAUUGGAGUGUCU
+>Y07974.1/75-229
+AACUUUCAGCAACGGAUGUCUUGGCUCCCACAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGCGAAUUGCAGAAUUCCGCGAGUCAUCAAACCUUUGAACGCACCUUGCGCUUUC
+GGGAUAUGCCCGUUAGCAUGUUUGUUGGAGUGUCU
+>X80346.1/67-220
+AACUUUCAGCGAUGGAUAUCUUGGCUCUCGCAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUAAUGCGAAUUGCAGAAUUCAGUGAAUCAUCAAAACUUUGAACGCAAAUUGCGCUUCC
+GGGUAUCCCUGGGAGCAUGCCUGUAUGAGUGUCU
+>AF403508.1/235-389
+AACUUUCAGCAGUGGAUGUCUAGGCUCGCACAUCGAUGAAGAACGCUGCGAACUGCGAUA
+CGUAAUGCGAAUUGCAGGAUUCAGUGAGUCAUCGAAAUUUUGAACGCAUAUUGCACUUCC
+GGGUUAGUCCUGGGAGUAUGCCUGUAUCAGUGUCC
+>D16558.1/2710-2862
+AACUUUCAGCGACGGAUGUCUUGGCUCCCACAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUCUUGCGACUUGCAGAAUCCAGUGAAUCAUCAAAACUUUGAACGCAUCUGCGUUCCGG
+GAUAUGCCUGGGAGCAUGCUUGUCGGAGUGUCU
+>Y07978.1/48-201
+AACUUUCAGCGACGGAUAUCUAGGCUCCCACAACGAUGAAGAACGCAGCGAAAUGCGAUA
+CGUCUUGCGACUUGCAGAACCCAGUGAAUCAUCAAACCUUCGAACGCACCUUGCGCUCUC
+GGGCAUUCCCGGGAGCAUGCUUGUCGGAGUGUCC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00002.test b/benchmarks/cmsearch-rmark/rmark-1/RF00002.test
new file mode 100644
index 0000000..5bd389a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00002.test
@@ -0,0 +1,4 @@
+>X53361.2/1206-1368
+ACCUGUUGUGGUGGAUGUCUUGGCCCAGGUUCUGAGGAAGGACACAGCAGCCUUGCGAUA
+CGUUCGGUGAUACGCAGAGUCUUGUGAUCUGGACAAAGGAACAGCUUCGAACGCAACUGG
+CCAGCAAGGGGUUCCCCCCCGAGCUGCCUGUGCGCCAGUGUUG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00003.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00003.ali
new file mode 100644
index 0000000..0a67727
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00003.ali
@@ -0,0 +1,201 @@
+# STOCKHOLM 1.0
+#=GF ID U1
+#=GF AC RF00003
+#=GF DE U1 spliceosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W, Moxon SJ
+#=GF GA 20.0
+#=GF NC 20.0
+#=GF TC 20.0
+
+AE003745.3/24660-24823 AUACUUACCUGGCGUA.GAGGUUA.ACCGUGAUCACGAAGGCGGUUCCUC
+AC004546.1/16021-16184 AUACUUACCUGGCGUA.GAGGUUA.ACCGUGAUCACGAAGGCGGUUCCUC
+AE003745.3/26197-26359 .UACUUACCUGGCGUA.GAGGUUA.ACCGUGAUCACGAAGGCGGUUCCUC
+X01725.1/69-232 AUACUUACCUGGCGUA.GAGGUUA.ACCGUGAUCACGAAGGCGGUUCCUC
+X02585.1/923-1086 AUACUUACCUGGCAGG.CGAG..AUACCAUGAUCACGAAGGUGGUUCUCC
+M59827.1/771-934 AUACUUACCUGGCAGG.GGAG..CAUCUGUGAUCAGCAAGGCAGAGCUCC
+X01091.1/442-605 AUACUUACCUGGCAGG.GGAG..ACACCAUGAUCAGGCAGGUGGUUUUCC
+M14121.1/221-384 AUACUUACCUGGCAGG.GGAG..AUACCAUGAUCACGAAGGUGGUUUUCC
+Y00131.1/944-1108 AUACUUACCUGGCAGG.GGAG..AUACCAUGAUCAUGAAGGUGGUUUUCC
+J00645.1/51-213 AUACUUACCUGGCAGG.GGAG..AUACCAUGAUCACGAAGGUGGUUUUCC
+M14386.1/106-268 AUACUUACCUGGCAGG.GGAG..AUACCAUGAUCACGAAGGUGGUUUUCC
+L33345.1/2-156 AUACUUACCUGGCAGG.GGAG..AUACCAUGAUCACGAAGGUGGUUUUCC
+AL137798.8/45314-45477 AUACUUACCUGGCAGG.GGAG..AUACCAUGAUCACGAAGGUGGUUUUCC
+X75936.1/1034-1194 AUACUUACCUGGCGCA.GGGG..UAGCAUUGAUCAAGAAGGAUGCACCCC
+X56629.1/421-581 AUACUUACCUGGCGCA.GGGG..UCGCAUUGAUCAAGAAGGAUGCACCCC
+X04994.1/647-780 ..............................GAUCAAGAAGGAUGCACCCC
+X01749.1/448-581 AUACUUACCUGGCGCA.GGGG..UCGCAUUGAUCAAGAAGGAUGCACCCC
+L22246.1/5536-5699 .AACUAACCUGGCUGGGAGGC.AU.CUCGCGAUCAUGAAGGCGGGACCUC
+L22246.1/3195-3357 AGACUUAUUUGGUUGG.GAGG.AU.UUCGUAAUCAG.AAGGCGGGACCUC
+AC006665.1/5230-5065 AAACUUACCUGGCUGGGGGUU.AU.UUCGCGAUCACAAAGGCGGAAUCCC
+M73768.1/361-517 AAACUUACCUGGCGCC.GGGU.UC.AGGGUGAUCAGCAAGGCUCCGACCC
+X69332.1/1-142 AUACUUACCUGGACGG.GGUC..GACGAGCGAUCAAGAAGGCUCGUGGCC
+X69328.1/1-158 ..ACUUACCUGGACGG.GGUC..GACGGCCGAUCAAGAAGGGUCGUGGCC
+X69333.1/1-157 ....UUACCUGGACGG.GGUC..GACGAGCGAUCAAGAAGGCUCGUGGCC
+X69331.1/1-139 ..ACUUACCUGGACGG.GGUC..GACGGGCGAUCAAGAAGGCCCGUGGCU
+X69334.1/1-160 AUACUUACCUGGACGG.GGUC..GACGAGCGAUCAAGAAGGCUCGUGGCC
+X69329.1/1-160 AUACUUACCUGGACGG.GGUC..GACGGGCGAUCAAGAAGGCCCGUGGCU
+Z11883.1/1496-1651 UUACUUACCUGGACGG.GGUC..AAUGGGCAAUCAAUAAGACCCAUGGCC
+Z11883.1/361-516 AUACUUACCUGGACGG.GGUC..AAUGGACGAUCAAUAAGACCCAUGGCC
+Z11882.1/353-508 AUACUUACCUGGACGG.GGUC..AAUGGGCGAUCAAUAAGACCCAUGGCC
+Z11883.1/2840-2993 .UACUUACCUGGACGG.GGUU..AAUGGGCGAUCAAUAAGACCCAUGGGC
+X14413.1/179-339 AUACUUACCUGGACGG.GGUC..AUUGGGCGAUCAAUAAGACCCAUGGCC
+X14419.1/178-338 AUACUUACCUGGACGG.GGUC..AAUGGGCGAUCAUGAACACCCAUGGCC
+X14416.1/171-331 AUACUUACCUGGACGG.GGUC.UA.UGGGCGAUCAUGUAGGUCCAUGGCC
+X14417.1/177-340 AUACUUACCUGGACGG.GGUC..AAUGGGUAAUCAAGAAGUUCCAUGGCC
+X14412.1/180-340 AUACUUACCUGGACGG.GGUC..AAUGGGCGAUCAAUAAGACCCAUGGCC
+X14414.1/152-312 AUACUUACCUGGACGG.GGUC..AAUAGGCGAUCAAUAAGACCCAUGGCC
+X14415.1/175-335 UUACUUACCUGGACGG.GGUC..AAUUGGCGAUCAUGAAGGUCCAUGGCC
+X14418.1/176-336 AUACUUACCUGGACGG.GGUC..AAUGGGCGAUCAUUAAGACCCAUGGCC
+X06809.1/232-391 AUACUUACCUGGACGG.GGUC..AAUGGAUGAUCAAGAAGGUCCAUGGCC
+X06810.1/261-421 AUACUUACCUGGACGG.GGUC..AAUGGAUGAUCAAUAAGGUCCAUGGCC
+J03563.1/352-512 AUACUUACCUGGACGG.GGUC..AAUGGAUGAUCUAUAAGGUCCAUGGCC
+X15926.1/1-161 AUACUUACCUGGAUGG.GGUC..GAUGGGUGAUCAUGAAGGCCCAUGGCU
+X15928.1/1-160 AUACUUACCUGGAUGG.GGUC..AAUGGGUGAUCAUGAAGGCCCAUGGCU
+X15927.1/1-160 AUACUUACCUGGAUGG.GGUC..AAUGGGUGAUCAAGAAGGCCCAUGGCU
+AB023028.1/448-285 UUACUUACCUGGACGG.GGUC..AACUUGUGAUCAAUAAGACGAGUGGCC
+#=GC SS_cons ...........<<<<<.<<<<..<.<<<<<..........>>>>>>>>>>
+
+AE003745.3/24660-24823 CGGAGUGAGGCUUGGCCA.UUGCACCU..CGG.CU..GAGUUGA.CCUCU
+AC004546.1/16021-16184 CGGAGUGAGGCUUGGCCA.UUGCACCU..CGG.CU..GAGUUGA.CCUCU
+AE003745.3/26197-26359 CGGAGUGAGGCUUGGCCA.UUGCACCU..CGG.CU..GAGUUGA.CCUCU
+X01725.1/69-232 CGGAGUGAGGCUUGGCCA.UUGCACCU..CGG.CU..GAGUUGA.CCUCU
+X02585.1/923-1086 CAGGGCGAGGCUCAGCCA.UUGCACUC..CGG.CU..GUGCUGA.CCCCU
+M59827.1/771-934 CAGGGUGAGGCUCAUCCA.UUGCACAU..CGG.AUU..UGCUGA.CCCCU
+X01091.1/442-605 CAGGGCGAGGCUCAUCCC.CUGCACUC..CGG.GU..GUGCUGA.CCCCU
+M14121.1/221-384 CAGGGCGAGGCUUAUCCA.UUGCACUC..CGG.AU..GUGCUGA.CCCCU
+Y00131.1/944-1108 CAGGGCGAGGCUCACCCAUUUGCACUGUUGGG.GU..GUGCUGA.CCCCU
+J00645.1/51-213 CAGGGCGAGGUGUAUCCA.UUGCA.UC..CGG.AU..GUGCUGA.CCACU
+M14386.1/106-268 CAGGGCGAGGCUUAUCCA.UUGCACUC..CGG.AU..GUGCUGC..CCCU
+L33345.1/2-156 CAGGGCGAGGCUUAUCCA.UUGCACUC..CGG.AU..GUGCUGA.CCCCU
+AL137798.8/45314-45477 CAGGGCGAGGCUUAUCCA.UUGCACUC..CGG.AU..GUGCUGA.CCCCU
+X75936.1/1034-1194 CAGGACGAGGCUUG.CUA.UUGCACAC..CGG.CU...CGCUGA.AGCUU
+X56629.1/421-581 CAGGGCGAGGCUUG.CCA.UUGCACUC..CGG.CU...UGCUGA.ACCUU
+X04994.1/647-780 CAGGGCGAGGCUUG.CCA.UUGCACUC..CGG.CU...UGCUGA.ACCUU
+X01749.1/448-581 CAGGGCGAGGCUUG.CCA.UUGCACUC..CGG.CU...UGCUGA.ACCUU
+L22246.1/5536-5699 CAUGGCGAGGUUUGGCCA.UUGCACUU.UCGG..CC.AGGCUGA.CCCGU
+L22246.1/3195-3357 CAUGGCGAGGCUUGGUCA.UUGCACUU.UCGA..CC.AGGCUGA.CCAGU
+AC006665.1/5230-5065 CAUGGUUAGGCCUACCCA.UUGCACUU.UUGG..UGCGGGCUGA.CCUGU
+M73768.1/361-517 CAGGUGGAGGCUCA.GCA.UUGCACUC..CGC..U..GUGUUGA.AGCCU
+X69332.1/1-142 U.AGGUUAGUGGCCCACA.UUGCACUU..GGUGGG.UG.CGCUG.GCCUA
+X69328.1/1-158 U.AGAUCAAUGGUC.ACA.UUGCACCU..GGUGAG.CG.CGUUG.GCCUA
+X69333.1/1-157 U.AGGUUAGUGGCCCACA.UUGCACUU..GGUGGG.UG.CGCUG.GCCUA
+X69331.1/1-139 ..GGGUCGAUGGCCCACA.UUGCACUU..GGUGGG.UG.CGUCG.GCCCA
+X69334.1/1-160 U.GGGUCAGUGGUCCACA.UUGCACUU..GGU.GGAUGCCUG...GCCCA
+X69329.1/1-160 ..GGGUCAAUGGCUCACA.UUGCACUU..GGUGGG.UG.CGUUG.GCCCA
+Z11883.1/1496-1651 U.AGGUUGGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCU.UCCUA
+Z11883.1/361-516 U.AGGUUGGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCU.GCCUA
+Z11882.1/353-508 U.AGGCUUGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCU.GCCUA
+Z11883.1/2840-2993 CUAGGUUGGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCU.ACCUA
+X14413.1/179-339 U.AGGCUUGUGACCUCCA.UUGCACUU..CGGAGG..GGUGCUU.GUCUA
+X14419.1/178-338 U.AGGUUGGUGACCAUCA.UUGCACUU..UGAAGG..GGUGCCC.GCCUA
+X14416.1/171-331 U.AGGUUGGUGACUUUCA.UUGCACUU..UGGAGG..GGUGCCC.GCCUA
+X14417.1/177-340 U.AGGUUGGUGACCUCCA.UUGCACUA..AGGAGG..GGUGCUU.GCCUA
+X14412.1/180-340 U.AGGCUUGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCU.GCCUA
+X14414.1/152-312 U.AGGUUGGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCA.AUCUA
+X14415.1/175-335 U.AGGUUGGUAACCUCCA.UUGCACUU..AGG.AGA.GGUGCCU.ACCUA
+X14418.1/176-336 U.AGGCUUGUGACCUCCA.UUGCACUU..UGGAGG..GGUGCCU.GCCUA
+X06809.1/232-391 U.AGGGAAGUAACCUCCA.UUGCACUG..AGGAGG..GGUGCCU.UUCUA
+X06810.1/261-421 U.AGGGAAGUAACCUCCA.UUGCACUU..AGGAGG..GGUGCUU.UCCUA
+J03563.1/352-512 U.AGGGAAGUGACCUUCA.UUGCACUC..AGAAGG..GGUGCUA.CUCUA
+X15926.1/1-161 ..AGGAUUGUGACCUCCA.UUGCACUU..AGGAGG..GGUGCUU.UCCUA
+X15928.1/1-160 ..AGGCAAGUGACUUCCA.UUGCACUU..AGGAGG..GGUGCUU.GCCUA
+X15927.1/1-160 ..AGGCAAGUGACCUCCA.UUGCACUU..AGGAGG..GGUGCUA.GCCUA
+AB023028.1/448-285 U.AGGCUAGUGACCUCCA.UUGCACAUAACGGAGG..GGUGCUUAGCUUA
+#=GC SS_cons >.<<<......<<<.<<.............>>..>..>.>......>>>.
+
+AE003745.3/24660-24823 GCGAUUAUUCCUAAUGUGA..AUAA.CUCG.UGCGCGUAAUUUUUGGUAG
+AC004546.1/16021-16184 GCGAUUAUUCCUAAUGUGA..AUAA.CUCG.UGCGUGUAAUUUUUGGUAG
+AE003745.3/26197-26359 GCGAUUAUUCCUAAUGUGA..AUAA.CUCG.UGCGUGUAAUUUUUGGUAG
+X01725.1/69-232 GCGAUUAUUCCUAAUGUGA..AUAA.CUCG.UGCGUGUAAUUUUUGUUAG
+X02585.1/923-1086 GCGAUUUCCCCAAAUGCGG...GAAACUCG.ACUGCAUAAUUUCUGGUAG
+M59827.1/771-934 GCGAUGUCCCCAAAUGCGG...GAUUCUCG.ACUGUAUUAUUUCUGGUAG
+X01091.1/442-605 GCGAUUUCCCCAAAUGCGG...GAAACUCG.ACUGCAUAAUUUGUGGUAG
+M14121.1/221-384 GCGAUUUCCCCAAAUGCGG...GAAACUCG.ACUGCAUAAUUUGUGGUAG
+Y00131.1/944-1108 GCGAUUUCCCCAAAUGCGG...GAAACUCG.A.UGCAAA.UUUGUGGUAG
+J00645.1/51-213 GCGAUUUCCCCAAAUGCGG...GAAACUCG.ACUGCAUAAUUUGUGGUAG
+M14386.1/106-268 GCGAUUUCCCCAAAUGUGG...GAAACUCG.ACUGCAUAAUUUGUGGUAG
+L33345.1/2-156 GCGAUUUCCCCAAAUGUGG..GAAAACUCG.ACUGCAUAAUUUGUGGUAG
+AL137798.8/45314-45477 GCGAUUUCCCCAAAUGUGG...GAAACUCG.ACUGCAUAAUUUGUGGUAG
+X75936.1/1034-1194 GCGAUUCCCUCAAACGUAG...GGAACUCG.GGCGUAUUAUUUAUGGUAG
+X56629.1/421-581 GCGAUUCCCCCAAACGUGG...GGAACUCG.GGCGUAUUAUUUAUGGUAG
+X04994.1/647-780 GCGAUUCCCCCAAACGUGG...GGAACUCG.GGCGUACAAUUUAUGAUAG
+X01749.1/448-581 GCGAUUCCCCCAAACGUGG...GGAACUCG.GGCGUACAAUUUAUGGUAG
+L22246.1/5536-5699 GUGGCAGUCCCGAGUUGGGAU.UGG..CCA.ACAGCAUAAUUUUUGCGUU
+L22246.1/3195-3357 GUGGCAGACCCGAGUUGGGAU.UGG..CCA.ACAGCAUAAUUUUUGCGUU
+AC006665.1/5230-5065 GUGGCAGUCUCGAGUUGAGAUUCG...CCA.ACAGCUUAAUUUUUGCGU.
+M73768.1/361-517 GCGACGGACUCUAAUCGGGUU.CGC..UCG.GGUGCAUAGUUUUUGCCAG
+X69332.1/1-142 .UCAUCU.CCCCAA.GUGG...GAGAGUGA.ACGUCAUAAUUUGUGGUAG
+X69328.1/1-158 .CCAUCU.CCCCAA.GUGG...GAGAGUGG.ACGUCGUAAUUUGUGGUAG
+X69333.1/1-157 .UCAUCU.CCCCAA.GUGG...GAGAGUGA.ACGUCAUAAUUUGUGGUAG
+X69331.1/1-139 .UCAUCU.CCCCAA.GUGG...GAGAAUGA.ACGUCAUAAUUUGUGGUAG
+X69334.1/1-160 .CCAUCU.CCCCAA.GUGG...GAGAGUGG.AUGUCAUAAUUUGUGGUAG
+X69329.1/1-160 .CCAUCU.CCCCAA.GUGG...GAGAGUGG.ACGUCAUAAUUUGUGCUAG
+Z11883.1/1496-1651 .AGGUCGACCCAA..GUGG..UCG.AGCCU.AUGUCAUAAUUUGUUGCAG
+Z11883.1/361-516 .AGGUCGGCCCAA..GUGG..UCG.AGCCU.ACGUCAUAAUUUGUUGCAG
+Z11882.1/353-508 .AGGUCGACCUAA..GUGG..UCG.GGCCU.AUGUCAUAAUUUGUUGCUG
+Z11883.1/2840-2993 .AGGUCGGCUCAA..GUAG..UCG.AGCCU.ACGUCAUAAUUUGUUGCAG
+X14413.1/179-339 .AGGUCGGCUCAA..GCAG..UCG.AGCCU.ACGUCAUAAUUUGUUGCAG
+X14419.1/178-338 .AGGUCGGCCCAA..GUGG..UCG.AGCCU.ACGUCAUAAUUUGUUGCUG
+X14416.1/171-331 .AGAUCAGCCCAA..GAGG..UUG.AGUCU.ACAUCAUAAUUUGUUGCUG
+X14417.1/177-340 .AGGUCGACCCAA..GUGG..UUG.AGCCU.ACGUCAUAAUUUGUUGUUG
+X14412.1/180-340 .AGGUCGGCUCAA..GUAG..UCG.AGCCU.ACGUCAUAAUUUGUUGCAG
+X14414.1/152-312 .AGGUCGGCCCAA..GUGG..UCG.AGCCU.ACGUCAUAAUUUGUUGCUG
+X14415.1/175-335 .AGAUCGGCCCAA..GUGG..CCG.AAUCU.ACGUCAUAAUUUGUUGCUG
+X14418.1/176-336 .AGGUUGGCCCAA..GUGG..UCG.AGCCU.ACGUCAUAAUUUGUUGCUG
+X06809.1/232-391 .AGGUCUGUCCAA..GUGA..CAG.AGCCU.ACGUCAUAAUUUGUGGUAG
+X06810.1/261-421 .AGGUCUGCCCAA..GUGG..CAG.AGCCU.ACGUCAUAAUUUGUGGUAG
+J03563.1/352-512 .AGGUCUGUCCAA..GUGA..UGG.AGCCU.ACGUCAUAAUUUGUGGUAG
+X15926.1/1-161 .AGGUCUACCCAA..GUGG..UGG.AGCCU.ACAUCAUAAUUUGUUGCCU
+X15928.1/1-160 .AGGUCUACCCAA..GUGG..UGG.AACCU.ACAUCAUAAUUUGUUGCUG
+X15927.1/1-160 .AGGUCUACCCAA..GUGG..UGG.AGCCU.ACAUCAUAAUUUGUUGCUG
+AB023028.1/448-285 .AGGUCU.CCCCAA.GUGG...GAGAGCCU.GCGUCAUUAUUUGUGGCAG
+#=GC SS_cons .<<<<.<.<<.......>>...>>...>>>..>>>>..............
+
+AE003745.3/24660-24823 ..CCGGGA.AUGGCGUU.C.GCGCCG.UCCCGA
+AC004546.1/16021-16184 ..CCGGGA.AUGGCGUU.C.GCGCCG.UCCCGA
+AE003745.3/26197-26359 ..CCGGGA.AUGGCGUU.C.GCGCCG.UCCCGA
+X01725.1/69-232 ..CCGGGA.AUGGCGUU.C.GCGCCG.UCCCGA
+X02585.1/923-1086 ..UGGGGG.ACUGCGUU.C.GCGCUUUCCCCUG
+M59827.1/771-934 ..UGGGGG.ACUGCGUU.C.GCGCUUUCCCCUG
+X01091.1/442-605 ..UGGGGG.ACUGCGUU.C.GCGCUCUCCCCUG
+M14121.1/221-384 ..UGGGGG.ACUGCGUU.C.GCGCUCUCCCCUG
+Y00131.1/944-1108 ..UGGGGG.ACUGCGUU.C.GCGCUCUCCCCUG
+J00645.1/51-213 ..UGGGGG.ACUGCGUU.U.GUGCUCUCCCCUU
+M14386.1/106-268 ..UGGGGG.ACUGCGUU.C.GCGCUUUCCCCUG
+L33345.1/2-156 ..UGGGGG.ACUGCGUU.C.GCG..........
+AL137798.8/45314-45477 ..UGGGGG.ACUGCGUU.C.GCGCUUUCCCCUG
+X75936.1/1034-1194 ..CGGGGA.UCUGCGUU.C.GCGCU.AUCCCCU
+X56629.1/421-581 ..CGGAGAUCUGCGUU..C..GCGCUAUCUCCU
+X04994.1/647-780 ..CGGAGA.UCUGCGUU.C.GCGCU.AUCUCCU
+X01749.1/448-581 .................................
+L22246.1/5536-5699 ....UGGGGACAGCGUU.C.GCGCUUCCCCGCC
+L22246.1/3195-3357 ....UGGGGACAGCGUU.C.GCGCUUCCCCGCG
+AC006665.1/5230-5065 ..AUCGGGG.CUGCGUG.C.GCGCGGCCCUGAA
+M73768.1/361-517 ..UGGGGA....GCCUU.C.GGGC..GUCCCUU
+X69332.1/1-142 ...AGGGGGUAC.....................
+X69328.1/1-158 ...AGGGGGUACGCGUU.C.GCGCGGCCCCUAC
+X69333.1/1-157 ...AGGGGGUACGCGUU.C.GCGCGGCCCCUGC
+X69331.1/1-139 ...AGGGGGUAC.....................
+X69334.1/1-160 ...AGGGGGUACGCGUU.C.GCGCGGCCCCUGC
+X69329.1/1-160 ...AGGGGGUACGCGUU.C.GCGCGGCCCCUGC
+Z11883.1/1496-1651 ...UGGGGGCCAGCGUU.C.GCGCGGCC.....
+Z11883.1/361-516 ...UGGGGGCCUGCGUU.C.GCGCGGCC.....
+Z11882.1/353-508 ...UGGGGGCCUGCGUU.CUGCGCG..CC....
+Z11883.1/2840-2993 .....UGGGCCUGCGUU.C.GCGCGGCC.....
+X14413.1/179-339 ...UGGGGGCCUGCGUU.C.GCGCAGCCCCUAU
+X14419.1/178-338 ...AGGGGGCCUGCGUU.C.GCGCGGCCCCUGC
+X14416.1/171-331 ...AGGGGGCAUGCGUU.C.GCGCAGCCCCUGC
+X14417.1/177-340 CAGAGGGGGCCUGUGUU.C.GCGCAGCCCCUAC
+X14412.1/180-340 ...AGGGGGCCUGCGUU.C.GCGCAGCCCCUAC
+X14414.1/152-312 ...UGAGGGCCUGUGUU.C.GCGCGGCCCCUGC
+X14415.1/175-335 ...AGGGGGCCUGCGUU.C.GCGCGGCCCCUGC
+X14418.1/176-336 ...UGGGGGCCUGCGUA.C.GCGCAGCCCCUGC
+X06809.1/232-391 ..UGGGGGC.CUGCGUU.C.GCGCGGCCCCUU.
+X06810.1/261-421 ..UGGGGGC.UUGCGUU.C.GCGCAGCCCCUUC
+J03563.1/352-512 ..UGGGGGC.CUGCGUU.C.GCGCGGCCCCUUA
+X15926.1/1-161 G.AGGGGGC.CUGCGUU.C.GCGCGGCCCCCAC
+X15928.1/1-160 ..UGGGGGC.CUGCGUU.C.GCGCGGCCCUCUU
+X15927.1/1-160 ..UGGGGGC.CUGUGUU.C.GCGCGGCCCCCUC
+AB023028.1/448-285 ...AGGGGGCCUGCGUU.C.GCGCGGUCCCUAC
+#=GC SS_cons ...<<<<<..<<<<<......>>>>>.>>>>>.
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00003.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00003.idx
new file mode 100644
index 0000000..47aa3e5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00003.idx
@@ -0,0 +1,6 @@
+X63783.1/598-755
+X63783.1/1396-1555
+X55773.1/387-534
+X13842.1/1-152
+X70869.1/1-161
+X06880.1/1-162
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00003.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00003.raw
new file mode 100644
index 0000000..33f27fa
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00003.raw
@@ -0,0 +1,184 @@
+>AE003745.3/24660-24823
+AUACUUACCUGGCGUAGAGGUUAACCGUGAUCACGAAGGCGGUUCCUCCGGAGUGAGGCU
+UGGCCAUUGCACCUCGGCUGAGUUGACCUCUGCGAUUAUUCCUAAUGUGAAUAACUCGUG
+CGCGUAAUUUUUGGUAGCCGGGAAUGGCGUUCGCGCCGUCCCGA
+>AC004546.1/16021-16184
+AUACUUACCUGGCGUAGAGGUUAACCGUGAUCACGAAGGCGGUUCCUCCGGAGUGAGGCU
+UGGCCAUUGCACCUCGGCUGAGUUGACCUCUGCGAUUAUUCCUAAUGUGAAUAACUCGUG
+CGUGUAAUUUUUGGUAGCCGGGAAUGGCGUUCGCGCCGUCCCGA
+>AE003745.3/26197-26359
+UACUUACCUGGCGUAGAGGUUAACCGUGAUCACGAAGGCGGUUCCUCCGGAGUGAGGCUU
+GGCCAUUGCACCUCGGCUGAGUUGACCUCUGCGAUUAUUCCUAAUGUGAAUAACUCGUGC
+GUGUAAUUUUUGGUAGCCGGGAAUGGCGUUCGCGCCGUCCCGA
+>X01725.1/69-232
+AUACUUACCUGGCGUAGAGGUUAACCGUGAUCACGAAGGCGGUUCCUCCGGAGUGAGGCU
+UGGCCAUUGCACCUCGGCUGAGUUGACCUCUGCGAUUAUUCCUAAUGUGAAUAACUCGUG
+CGUGUAAUUUUUGUUAGCCGGGAAUGGCGUUCGCGCCGUCCCGA
+>X02585.1/923-1086
+AUACUUACCUGGCAGGCGAGAUACCAUGAUCACGAAGGUGGUUCUCCCAGGGCGAGGCUC
+AGCCAUUGCACUCCGGCUGUGCUGACCCCUGCGAUUUCCCCAAAUGCGGGAAACUCGACU
+GCAUAAUUUCUGGUAGUGGGGGACUGCGUUCGCGCUUUCCCCUG
+>M59827.1/771-934
+AUACUUACCUGGCAGGGGAGCAUCUGUGAUCAGCAAGGCAGAGCUCCCAGGGUGAGGCUC
+AUCCAUUGCACAUCGGAUUUGCUGACCCCUGCGAUGUCCCCAAAUGCGGGAUUCUCGACU
+GUAUUAUUUCUGGUAGUGGGGGACUGCGUUCGCGCUUUCCCCUG
+>X01091.1/442-605
+AUACUUACCUGGCAGGGGAGACACCAUGAUCAGGCAGGUGGUUUUCCCAGGGCGAGGCUC
+AUCCCCUGCACUCCGGGUGUGCUGACCCCUGCGAUUUCCCCAAAUGCGGGAAACUCGACU
+GCAUAAUUUGUGGUAGUGGGGGACUGCGUUCGCGCUCUCCCCUG
+>M14121.1/221-384
+AUACUUACCUGGCAGGGGAGAUACCAUGAUCACGAAGGUGGUUUUCCCAGGGCGAGGCUU
+AUCCAUUGCACUCCGGAUGUGCUGACCCCUGCGAUUUCCCCAAAUGCGGGAAACUCGACU
+GCAUAAUUUGUGGUAGUGGGGGACUGCGUUCGCGCUCUCCCCUG
+>Y00131.1/944-1108
+AUACUUACCUGGCAGGGGAGAUACCAUGAUCAUGAAGGUGGUUUUCCCAGGGCGAGGCUC
+ACCCAUUUGCACUGUUGGGGUGUGCUGACCCCUGCGAUUUCCCCAAAUGCGGGAAACUCG
+AUGCAAAUUUGUGGUAGUGGGGGACUGCGUUCGCGCUCUCCCCUG
+>J00645.1/51-213
+AUACUUACCUGGCAGGGGAGAUACCAUGAUCACGAAGGUGGUUUUCCCAGGGCGAGGUGU
+AUCCAUUGCAUCCGGAUGUGCUGACCACUGCGAUUUCCCCAAAUGCGGGAAACUCGACUG
+CAUAAUUUGUGGUAGUGGGGGACUGCGUUUGUGCUCUCCCCUU
+>M14386.1/106-268
+AUACUUACCUGGCAGGGGAGAUACCAUGAUCACGAAGGUGGUUUUCCCAGGGCGAGGCUU
+AUCCAUUGCACUCCGGAUGUGCUGCCCCUGCGAUUUCCCCAAAUGUGGGAAACUCGACUG
+CAUAAUUUGUGGUAGUGGGGGACUGCGUUCGCGCUUUCCCCUG
+>L33345.1/2-156
+AUACUUACCUGGCAGGGGAGAUACCAUGAUCACGAAGGUGGUUUUCCCAGGGCGAGGCUU
+AUCCAUUGCACUCCGGAUGUGCUGACCCCUGCGAUUUCCCCAAAUGUGGGAAAACUCGAC
+UGCAUAAUUUGUGGUAGUGGGGGACUGCGUUCGCG
+>AL137798.8/45314-45477
+AUACUUACCUGGCAGGGGAGAUACCAUGAUCACGAAGGUGGUUUUCCCAGGGCGAGGCUU
+AUCCAUUGCACUCCGGAUGUGCUGACCCCUGCGAUUUCCCCAAAUGUGGGAAACUCGACU
+GCAUAAUUUGUGGUAGUGGGGGACUGCGUUCGCGCUUUCCCCUG
+>X75936.1/1034-1194
+AUACUUACCUGGCGCAGGGGUAGCAUUGAUCAAGAAGGAUGCACCCCCAGGACGAGGCUU
+GCUAUUGCACACCGGCUCGCUGAAGCUUGCGAUUCCCUCAAACGUAGGGAACUCGGGCGU
+AUUAUUUAUGGUAGCGGGGAUCUGCGUUCGCGCUAUCCCCU
+>X56629.1/421-581
+AUACUUACCUGGCGCAGGGGUCGCAUUGAUCAAGAAGGAUGCACCCCCAGGGCGAGGCUU
+GCCAUUGCACUCCGGCUUGCUGAACCUUGCGAUUCCCCCAAACGUGGGGAACUCGGGCGU
+AUUAUUUAUGGUAGCGGAGAUCUGCGUUCGCGCUAUCUCCU
+>X04994.1/647-780
+GAUCAAGAAGGAUGCACCCCCAGGGCGAGGCUUGCCAUUGCACUCCGGCUUGCUGAACCU
+UGCGAUUCCCCCAAACGUGGGGAACUCGGGCGUACAAUUUAUGAUAGCGGAGAUCUGCGU
+UCGCGCUAUCUCCU
+>X01749.1/448-581
+AUACUUACCUGGCGCAGGGGUCGCAUUGAUCAAGAAGGAUGCACCCCCAGGGCGAGGCUU
+GCCAUUGCACUCCGGCUUGCUGAACCUUGCGAUUCCCCCAAACGUGGGGAACUCGGGCGU
+ACAAUUUAUGGUAG
+>L22246.1/5536-5699
+AACUAACCUGGCUGGGAGGCAUCUCGCGAUCAUGAAGGCGGGACCUCCAUGGCGAGGUUU
+GGCCAUUGCACUUUCGGCCAGGCUGACCCGUGUGGCAGUCCCGAGUUGGGAUUGGCCAAC
+AGCAUAAUUUUUGCGUUUGGGGACAGCGUUCGCGCUUCCCCGCC
+>L22246.1/3195-3357
+AGACUUAUUUGGUUGGGAGGAUUUCGUAAUCAGAAGGCGGGACCUCCAUGGCGAGGCUUG
+GUCAUUGCACUUUCGACCAGGCUGACCAGUGUGGCAGACCCGAGUUGGGAUUGGCCAACA
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+>AC006665.1/5230-5065
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+>X15926.1/1-161
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+CCAUUGCACUUAGGAGGGGUGCUUUCCUAAGGUCUACCCAAGUGGUGGAGCCUACAUCAU
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+>X15928.1/1-160
+AUACUUACCUGGAUGGGGUCAAUGGGUGAUCAUGAAGGCCCAUGGCUAGGCAAGUGACUU
+CCAUUGCACUUAGGAGGGGUGCUUGCCUAAGGUCUACCCAAGUGGUGGAACCUACAUCAU
+AAUUUGUUGCUGUGGGGGCCUGCGUUCGCGCGGCCCUCUU
+>X15927.1/1-160
+AUACUUACCUGGAUGGGGUCAAUGGGUGAUCAAGAAGGCCCAUGGCUAGGCAAGUGACCU
+CCAUUGCACUUAGGAGGGGUGCUAGCCUAAGGUCUACCCAAGUGGUGGAGCCUACAUCAU
+AAUUUGUUGCUGUGGGGGCCUGUGUUCGCGCGGCCCCCUC
+>AB023028.1/448-285
+UUACUUACCUGGACGGGGUCAACUUGUGAUCAAUAAGACGAGUGGCCUAGGCUAGUGACC
+UCCAUUGCACAUAACGGAGGGGUGCUUAGCUUAAGGUCUCCCCAAGUGGGAGAGCCUGCG
+UCAUUAUUUGUGGCAGAGGGGGCCUGCGUUCGCGCGGUCCCUAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00003.test b/benchmarks/cmsearch-rmark/rmark-1/RF00003.test
new file mode 100644
index 0000000..0ee4a61
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00003.test
@@ -0,0 +1,24 @@
+>X63783.1/598-755
+AAUUACAAUGUUGUAGUUAGCUAUAUAUCAAAAAAUAUAGCAACUAAGGUGGAGCAAGUC
+AUUGUACUAAAGAUGUUUGUAAUACCUUGAUGUUCCCGCUGGGAGCAAUAACAACAAAAU
+UUCUGAUUGGAAAUAGUCAUUAAACUAACUGGCUAUUU
+>X63783.1/1396-1555
+ACUUACCUGGCUGGAGUUAGCUAUCGAUCAUGAAGGGUAGCGGCUUAGGGUGGAGCAGGU
+CAUUGCACAAAAGAUGUCUGUAAUACCUUAUUGUUCCCCGUGCGGGGAACCGAAACAGCA
+CAAUUUCUGCUAGGGGAGACGUGCACUUAGUGCUGUCUCC
+>X55773.1/387-534
+ACUUACCUGGCAUGAGUUUCUGCAGCACAAGAAUUGUGGAGACUCAGUUAUUUGUCUUGG
+CAUUGCACUGAGCCCUGACGAAUAACUGUGGACUGGCUAAGGUCAGCUCCGGAUGCAUCA
+UUUUUGAGUUCGUCCCUCAUUUGGGGCA
+>X13842.1/1-152
+ACCUGGCCGGGGGAAGUCGGUGAUCAAGACGGCCGAGUCCCUAGUUGGGGAACCUCUCCU
+GCACUUGAGAGGGGCUCCUUCUAUGAUUGCCUUCGGGUAACUCAACGGCAUAAUUUGUGA
+UAGCGUGGGGUGCGCUUGUCGCGCCCUGCAUU
+>X70869.1/1-161
+AUACUUACCUGGCCCGCUUCUCGAGGUGGUCACCAUGGCCUCGGUUGUGUGGUCGGUCUU
+CACCUUGCACUUUGUGAGGGCCUUCCGCAGUCGGCCCUUCGGGUGUCCGGCAGGGCUAAA
+UUUUUGUUAGGCUGAGGACCCGCGCUAUGCGCGGCCUCGGC
+>X06880.1/1-162
+AUACUUACCUGUCCGGCCUGCGACCUCGAGCAAGAAGGGGGUCUAGGUAGUGCUUGUACC
+UCGCCUUGUACUAUGCUUGGGGUAGCGCUGUGUGCGGGGCAAGUCCUCGUUACAACGGAA
+UAAUUUCUGGCAGGCCGUUGCACGCGCUUGCGCGUCCUCGGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00004.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00004.ali
new file mode 100644
index 0000000..a888ace
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00004.ali
@@ -0,0 +1,399 @@
+# STOCKHOLM 1.0
+#=GF ID U2
+#=GF AC RF00004
+#=GF DE U2 spliceosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 20.0
+#=GF NC 19.9
+#=GF TC 20.3
+
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+AY205287.1/148-4 AUAUCU.UCU.GGGCUAUUU.AGCUAAGAUCAA.GUUUUUAAACUGUUCU
+M14625.1/332-488 AUC....UCU.UUGCCUUUU.GGCUUAGAUCAA.GUGUAGUAUCUGUUCU
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+X04256.1/85-275 AUCGCU.UCU.CGGCCUUAU.GGCUAAGAUCAAAGUGUAGUAUCUGUUCU
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+X00093.1/360-550 AUCGCU.UCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+K02457.1/1-187 AUCGCU.UCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+M12856.1/361-551 AUCGCU.UCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+X07913.1/1061-1251 AUCGCU.UCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+X04212.1/1-187 AUCGCU.UCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+X59360.1/1-185 AUCGCU.UCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUU..
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+X51376.1/309-499 AUCGCU.UCUUCGGCUUAUU.AGCUAAGAUCAAAGUGUAGUAUCUGUUCU
+X51380.1/303-493 AUCGCU.UCUUCGGCUUAUU.AGCUAAGAUCAAAGUGUAGUAUCUGUUCU
+X51381.1/239-429 AUCGCU.UCUUCGGCUUAUU.AGCUAAGAUCAAAGUGUAGUAUCUGUUCU
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+X15930.1/1-195 AUACCUUUCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
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+X06477.1/503-698 AUACCUUUCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+X06473.1/389-584 AUACCUUUCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+X06476.1/456-651 AUACCUUUCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
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+X06474.1/512-707 AUACCUUUCU.CGGCCUUUU.GGCUAAGAUCAA.GUGUAGUAUCUGUUCU
+#=GC SS_cons .......<<<..<<<<.....>>>>.>>>.....................
+
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+X04246.1/87-278 UAUCAGCUUAACAUCUGAUA..GUUCCUCC.AUUGGAGGACAACAAAUGU
+X00093.1/360-550 UAUCAGUUUAAUAUCUGAUA..CGUCCCCU.AUCUGGGGACCA..UAUAU
+K02457.1/1-187 UAUCAGUUUAAUAUCUGAUA..CGUCCCCU.AUCUGGGGACCA..UAUAU
+M12856.1/361-551 UAUCAGUUUAAUAUCUGAUA..CGUCCUCG.AUGAGAGGACUU..UAUAU
+X07913.1/1061-1251 UAUCAGUUUAAUAUCUGAUA..CGUCCUCU.AUCCGAGGACAA..UAUAU
+X04212.1/1-187 UAUCAGUUUAAUAUCUGAUA..CGUCCUCU.AUCCGAGGACAA..UAUAU
+X59360.1/1-185 CAUCAGUUUAAUAUCUGAUA..CGUCCUCU.AUCCGAGGACAA..UAUAU
+M19204.1/1-187 UAUCAGUUUAAUAUCUGAUA..CGUCCUCU.AUCCGAGGACAA..UAUAU
+AF287992.1/4918-5108 UAUCAGUUUAAUAUCUGAUA..CGUCCUCU.AUCCGAGGACAA..UAUAU
+X54113.1/230-415 UUUCAGAAUAAUAUCUGAAA..UGCUGCUC.AUCGAGCAGCAAG.UAUAU
+M58447.1/507-698 UUUCAGCUUAAUAUCUGAAA..CGCGACUC.ACCGAGUCGCUUG.UAUAU
+S64589.1/1-189 UUUCAGCUUAAUAUCUGAAA..CGCGACUC.ACCGAGUCGCUUG.UAUAU
+L22247.1/6321-6513 UAUCAGCUUAAUCUCUGAUA..UGUGAUCA.AC.CGAUCACUUC.GAGAU
+X51379.1/254-444 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51374.1/284-474 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51372.1/210-400 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51378.1/335-525 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51375.1/389-580 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51376.1/309-499 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51380.1/303-493 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+X51381.1/239-429 UAUCGUAUUAACCUACGGUA..UACACUCG.AA.UGAGUGUAAUAAAGGU
+L25918.1/1-181 UUGCAGUGUAAUUU.UGCAA.CGGGUCUCUAAACUGAGACCAA..UAAAU
+X71483.1/1-191 UAUAAGCUUAAUCGCUUAUA..UGGUUCUC.AUUGAGAACCU...GCGAU
+AF106845.1/257-451 UAUCAGUUUAAUAUCUGAUA..UGUGG.CC.AUGUGCCCACUUU.GAUAU
+AF106847.1/185-380 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUGUGCUCACUAC.GAUAU
+AF106845.1/1870-2065 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUGUGUCUACUUU.GAUAU
+X16459.1/280-475 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUGUGUCCACUUC.GAUAU
+X69326.1/1-193 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUGUGUCCACAAC.GAUAU
+X69327.1/1-196 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUGUGCCCACAAC.GAUAU
+S72337.1/1-193 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUGUGUCCACAAC.GAUAU
+M72889.1/1-196 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUUGGUCCACAC..GAUAU
+X56321.1/284-479 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUUGGUCCACAC..GAUAU
+Z37972.1/1-174 UAUCAGUAUAUUACAUUAUACUG...........................
+X55840.1/268-462 UAUCAGUUUAAUAUCUGAUA..UGUGAGUC.AUCGACUCACAC..GAUAU
+M72891.1/1-196 UAUCAGUUUAAUAUCUGAUA..UGUGAACC.AUCGGUUCACAC..GAUAU
+M72888.1/1-195 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUUGGUCCACAC..GAUAU
+M72887.1/1-195 UAUCAGUUUAAUAUCUGAUA..UGUGAGUU.AUUGACUCACAC..GAUAU
+X56323.1/358-553 UAUCAGUUUAAUAUCUGAUA..UGUGAGUC.AUCGACUCACAC..GAUAU
+Z37973.1/1-173 UAUUAGUAUAUUACAUUAUACU............................
+M72890.1/1-196 UAUCAGUUUAAUAUCUGAUA..UGUGGACC.AUCGGUUCACAC..GAUAU
+X56322.1/513-709 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUUGGUCCACAU..GAUAU
+X15929.1/1-194 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AAUGGUCCACAC..GAUAU
+X15936.1/256-455 UAUCAGUUUAAUAUCUGAUA..UGUGAGCC.AAUGGUUCACAC..GAUAU
+X15930.1/1-195 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUUGGUCCACAC..GAUAU
+X05084.1/1-191 UAUUAGUUUAAUAUCUGAUA..UGUGGGCC.AAUGGCCCACAC..GAUAU
+X06477.1/503-698 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUCGGCCCACAC..GAUAU
+X06473.1/389-584 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUCGGCUCACAC..GAUAU
+X06476.1/456-651 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUCGGCCCACAC..GAUAU
+X52312.1/235-430 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUCGGCCCACAC..GAUAU
+X06475.1/589-783 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUCGGCCCACAC..GAUAU
+X06474.1/512-707 UAUCAGUUUAAUAUCUGAUA..UGUGGGCC.AUCGGCCCACAC..GAUAU
+#=GC SS_cons <<<<<<........>>>>>>...<<<<<<<....>>>>>>>.........
+
+X63784.1/412-602 CACAUU.AAUUUUUCACAGGG.GUCG.GA..UUCA.CUAGUGGCUU....
+X63786.1/1152-1341 CACAUU.AAUUUUUCAAGGG..GUCG.GACAAACUA..GU.GGCUU....
+X63786.1/549-738 CACAUU.AAUUUUUCAAGGG..GUCG.GAUA.UAU.UAGU.GGCUU....
+X58842.1/1-191 CACAUU.AAUUUUUCACAGGG.GUCG.GA..UUUA.CUAGUGGCUU....
+AY007785.1/849-1041 UGAUGUGAAUUUUUCACGGGG.GUGGCGGGUAGCU.CUGA.GGCAA....
+AF095839.1/1586-1389 UAAACU.AAUUUUUUGAUGGG.GGCAAGGGGUUCCCCUCG.UGCUU....
+AF326335.1/1-142 A...CA.AA....UGAUCGCA...........CUAG..............
+M58665.1/571-712 AGAAAU.UAUAUCUCAAG................................
+AY007788.1/537-679 AGAAAU.UAUAACUCAAG................................
+U23406.1/206-352 A...GA.AAUCAUGGUACUA..............................
+X56455.1/161-312 ..ACGA.AAUCUUUGAUCAC..............................
+AF047722.1/3099-3243 CA...A.AACUGUUG.CCUGU.............................
+M58666.1/571-715 ....GU.AACUGUUGAGGCG..............................
+X56456.1/243-390 A...GA.AACCGCUGAUCUC.............UCA..............
+X56458.1/91-238 A...GA.AACCGCUGAUCUC.............UCA..............
+X56457.1/243-390 A...GA.AACCGCUGAUCUC.............UCA..............
+AY205287.1/148-4 A...GA.AACCGUUGAUCUC.............UCA..............
+M14625.1/332-488 .....U.UACCUUUUAAUUU..GUUACAAUACACAU..............
+X55772.1/223-412 UAAUCU.UGUUUUUGGUUUGA.GUUG.GAAAGC...CUCU.GGCUU....
+M23361.1/1-186 UAAUCU.UGUUUUUGGUUUGA.GUUG.GAAAGC...CUCU.GGCUU....
+X04243.1/69-260 UAAACU.GAUUUUUGGAAUCA.GACG.GAGU.GCUA..GG.AGCUU....
+X04244.1/85-276 UAAACU.GAUUUUUGGAAUCA.GACG.GAGU.GCUA..GG.ACCUU....
+X04256.1/85-275 UAAACU.GAUUUUUGGAAUCA.GACG.GAGU.GCUA..GG.AGCUU....
+X04247.1/87-278 UAAACU.CAUUUUUGGAAUCA.GACG.GAGU.GCUA..GG.GGCUU....
+X04241.1/85-276 UAAACU.GAUUUUUGGAAUCA.GACG.GAGU.GCUA..GG.AGCUU....
+X04246.1/87-278 UAAACU.GAUUUUUGGAAUCA.GACG.GAGU.GCUA..GG.GGCUU....
+X00093.1/360-550 UAAAUG.GAUUUUUGGAACAG.GGAGAUGGA..AGA..AG.AGCUU....
+K02457.1/1-187 UAAAUG.GAUUUUUGGAACAG.GGAGUUGGA..AGA..AG.AGCUU....
+M12856.1/361-551 UAAACG.GAUUUUUGGGCGCG.GGAGUUGGA..CCC..GG.AGCUU....
+X07913.1/1061-1251 UAAAUG.GAUUUUUGGAAGUA.GGAGUUGGA..AUA..GG.AGCUU....
+X04212.1/1-187 UAAAUG.GAUUUUUGGAACUA.GGAGUUGGA..AUA..GG.AGCUU....
+X59360.1/1-185 UAAAUG.GAUUUUUGGAGCAG.GGAGAUGGA..AUA..GG.AGCUU....
+M19204.1/1-187 UAAAUG.GAUUUUUGGAGCAG.GGAGAUGGA..AUA..GG.AGCUU....
+AF287992.1/4918-5108 UAAAUG.GAUUUUUGGAGCAG.GGAGAUGGA..AUA..GG.AGCUU....
+X54113.1/230-415 UAAUCU.GAUUUUUGGAUGAUCGGCCAUGGA.AUAG...G.GGCUU....
+M58447.1/507-698 UAAACU.GAUUUUUGAACCUA.GGCCAUGGA..AUA..GG.GGCUU....
+S64589.1/1-189 UAAACU.GAUUUUUGAACUUA.GGCCAUGGA..AUA..GG.GGCUU....
+L22247.1/6321-6513 UAAUCU.AUUUUUGCAACCUU.GGAA.GG..UUCG.UAGG.GGCUU....
+X51379.1/254-444 U.AUAU.GAUUUUUGGAUCCUAGGAA.AGACUC.....GG.GGCUU....
+X51374.1/284-474 U.AUAU.GAUUUUUGGAACCUAGGGA.AGACUC.....GG.GGCUU....
+X51372.1/210-400 U.AUAU.GAUUUUUGGAACCUAGGGA.AGACUC.....GG.GGCUU....
+X51378.1/335-525 U.AUAU.GAUUUUUGGAACCUAGGGA.AGACUC.....GG.GGCUU....
+X51375.1/389-580 U.AUAU.GAUUUUUGGAACCUAGGGA.AGACUC.....GG.GGCUU....
+X51376.1/309-499 U.AUAU.GAUUUUUGGAACCUAGGGA.AGACUC.....GG.GGCUU....
+X51380.1/303-493 U.AUAU.GAUUUUUGGAACCCAGGGA.AGACUC.....GG.GGCUU....
+X51381.1/239-429 U.AUAU.GAUUUUUGGAAACUAGGGA.AGACUC.....GG.GGCUU....
+L25918.1/1-181 UACCUG.UAUUUUUCACCUC.CGGAC.GGGU.U......G.AGCUU....
+X71483.1/1-191 UAACUU.UAAUAUUUUAGGGG.GUCA.AGGCAAUG.GGGG.CGCUU....
+AF106845.1/257-451 UAAAUU.UAUUUUUUGUGGGG.GAGG.GUCCACCA.UAGU.GGCUU....
+AF106847.1/185-380 UAAAUU.UAUUUUUUGUGGG..GAGG.GUCCACCA.CAGU.GGCUU....
+AF106845.1/1870-2065 UAAAUU.UAUUUUUCGUGGGG.GAGA.GUCCACCA.UAGU.GGCUU....
+X16459.1/280-475 UAAAUU.AAUUUUUUGUGGGG.AAAG.GUCCACUA.CAGU.GGCUU....
+X69326.1/1-193 UAAAUU.UAUUUUUUGUGGG..GAGG.GUCCACCA.CAGU.GGCUU....
+X69327.1/1-196 UAAAUU.UAUUUUUUAUGGGG.GAGG.GCCCACCA.CAGU.AGCUU....
+S72337.1/1-193 UAAAUU.UAUUUUUUGUGGG..GUGG.GUCCACCA.CAGU.AGCUU....
+M72889.1/1-196 UAACUC.AAUUUUUUAAGGGG.AAGA.GUCCAUUA.AGGU.AGCUU....
+X56321.1/284-479 UAACUC.AAUUUUUUAAGGGG.AAGA.GUCCAUUA.AGGU.AGCUU....
+Z37972.1/1-174 ..ACUC.UAUUUUUUAGG....GGAU.GUCC.AUA.CGGU.AGCUU....
+X55840.1/268-462 UAACUC.UAUUUUUUGAGGG..GAGG.GUCUAUCA.CGGU.AGCUU....
+M72891.1/1-196 UAACUC.AAUUUUUUAAGGGG.GAAG.ACCCAUCA.AAGU.AGCUU....
+M72888.1/1-195 UAACUC.AAUUUUGUAAGGGG.AAGA.GUCCAUUA.AGGU.AGCUU....
+M72887.1/1-195 UAACUU.AAUUUUUUAGGGG..GAAG.GUCAAUUA.GAGU.AGCUU....
+X56323.1/358-553 UAACUC.UAUUUUUUGAGGGG.GAAG.GUCCACCA.CGGU.AGCUU....
+Z37973.1/1-173 .AACUC.UAUUUUUGAGG....GGAU.GUCC.AUA.CGGU..GCUU....
+M72890.1/1-196 UAACUC.AAUUUUUUAAGGGG.AAGA.GUCCAUUA.AGGU.AGCUU....
+X56322.1/513-709 UAACUC.AAUUUUUUAAGGGG.AAGA.GUCUGUUA.AGGUUAGCUU....
+X15929.1/1-194 UAAAUU.UAUUUCUUGAGGGG.GAGA.GUCA.CCA.CAGU.AGCUU....
+X15936.1/256-455 UAAAUU.UAUCUCUUGAGGGG.GAGA.GUCCACUA.CAAU.AGCUUGCUA
+X15930.1/1-195 UAAAUU.UAUUUCUUGAGGGG.AAGA.GUCCACCA.CAAU.AGCUU....
+X05084.1/1-191 UAAAUU.UAUUUCUUGAGGGG.AAGA.GGCCACCA.CAGU.AGCUU....
+X06477.1/503-698 UAACUC.UAUUUUUUAAGGGA.GAAA.ACCCACUA.AGGU.AGCUU....
+X06473.1/389-584 UAACUC.UAUCUUUUAAGGGA.GAAA.GCCCGCUA.UGAU.AGCUU....
+X06476.1/456-651 UAACUC.UAUUUUUUAAGGGA.GGAA.GCCCGUUU.AGAU.AGCUU....
+X52312.1/235-430 UAACUC.UAUUUUUUGAGGGA.GAAA.GCCCACUA.AGAU.AGCUU....
+X06475.1/589-783 UAACUC.UAUUUUUUAAGGGA.GAAA.GCCCACUA.AGAU.AGCUU....
+X06474.1/512-707 UAACUC.UAUUUUUUAAGGGA.GAAA.GCCCACUA.AGAU.AGCUU....
+#=GC SS_cons ......................<<<<.<<<<.......<<.<<<......
+
+X63784.1/412-602 GCCCUAG........U..CC.CGACGC.....GGUUGC..CCUUGG.CCU
+X63786.1/1152-1341 GCCAC.........UGGUCC.CGACGC.....UGUUGC..CCUUAG.CAU
+X63786.1/549-738 GCCACUG.......GU..CC.CGACGC.....UGUUGC..CCUUAG.CAU
+X58842.1/1-191 GCCCUAG........U..CC.CGACGC.....GGUUGC..CCUUGG.CAU
+AY007785.1/849-1041 ACUCAGA.......GU..CCGCCACAC.....GUGUUGC.CCUGGA.GCU
+AF095839.1/1586-1389 GCGCGAG.......UC.CCU.UGCCAC.....GGGUUGC.CCUGCU.AUU
+AF326335.1/1-142 .........................GU.....UGUUUC..CCUGGA.GUU
+M58665.1/571-712 .........................GU.....UGUUUC..CCUGGA.GUU
+AY007788.1/537-679 .........................GU.....UGUUUC..CCUGGA.GUU
+U23406.1/206-352 .........................GG.....UUGUUUC.UCUGGA.GUU
+X56455.1/161-312 .........................GCG....AGUUUU..CCUGGA.GUU
+AF047722.1/3099-3243 .........................CCCG...CGUUCU..UCCGGG.GUU
+M58666.1/571-715 .........................CCG....GCGUCCU.CCCGGA.GUU
+X56456.1/243-390 .........................AG.....UGUUCC..UCCGGA.GUU
+X56458.1/91-238 .........................AG.....CGUUCU..UCCGGA.GUU
+X56457.1/243-390 .........................AG.....UGUUCC..UCCGGA.GUU
+AY205287.1/148-4 .........................AG.....CGUUCU..UCCGGA.GUU
+M14625.1/332-488 ..............UU..UU.UGGCACC....CAAAAU..AAUAAA..AU
+X55772.1/223-412 GCUAUGC.......UU..UC.CGACACU....GGUGUU..CUUGCU.AUU
+M23361.1/1-186 GCUAUGC.......UU..UC.CGACACU....GGUGUU..CUUGCU.AUU
+X04243.1/69-260 GCUCC........GCC..UC.UGUCGC.....GGGUUGG.CCCGGU.AUU
+X04244.1/85-276 GCUCC........ACC..UC.UGUCGC.....GGGUUGG.CCCGGU.AUU
+X04256.1/85-275 GCUCC........ACC..UC.UGUCGC.....GGGUUGG.CCCGGU.AUU
+X04247.1/87-278 GCUCC........ACC..UC.UGUCAC.....GGGUUGG.CCCGGU.AUU
+X04241.1/85-276 GCUCC........ACC..UC.UGUCGC.....GGGUUGG.CCCGGU.AUU
+X04246.1/87-278 GCUCC........ACC..UC.UGUCAC.....GGGUUGG.CCCGGU.AUU
+X00093.1/360-550 GCUCU........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+K02457.1/1-187 GCUCU........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+M12856.1/361-551 GCUCC........CUC..CG.CUCCGC.....GCAUCGU.CCCGGU.AUG
+X07913.1/1061-1251 GCUCC........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+X04212.1/1-187 GCUCC........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+X59360.1/1-185 GCUCC........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+M19204.1/1-187 GCUCC........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+AF287992.1/4918-5108 GCUCC........GUC..CA.CUCCAC.....GCAUCGA.CCUGGU.AUU
+X54113.1/230-415 GCCG..........UC..CU.GGCCACG....GGUUGG..CCCGGU..UU
+M58447.1/507-698 GCUCC........GUC..CU.GGCCAC.....GGGUUGG.CCCGGU.AUU
+S64589.1/1-189 GCUCC........GUC..CU.GGCCAC.....GGGUUGG.CCCGGU.AUU
+L22247.1/6321-6513 GCUCCUC..........GCC.UUCCGC.....GGGUCGA.CCCGGU.AUU
+X51379.1/254-444 GCUCC.........GA..CU.UUCCGC.....GGGUCGUACUGGCG..UU
+X51374.1/284-474 GAUCC.........GA..CU.UCCCAA.....GGGUCGUCCUGGCG..UU
+X51372.1/210-400 GCUCC.........GA..CU.UCCCAA.....GGGUCGUCCUGGCG..UU
+X51378.1/335-525 GCUCC.........GA..CU.UCCCAA.....GGGUCGUCCUGGCG..UU
+X51375.1/389-580 GCUCUC........GA..NU.UCCCAA.....GGGUCGUCCUGGCG..UU
+X51376.1/309-499 GCUCC.........GA..CU.UCCCAA.....GGGUCGUCCUGGCG..UU
+X51380.1/303-493 GCUCC.........GA..CU.UCCCAA.....GGGUCGUCCUGGCG..UU
+X51381.1/239-429 GCUCC.........GU..CU.UUCCAA.....GGGUCGUCCCGGCG..UU
+L25918.1/1-181 GCUC.........AAC..CC.GUCCAC.....GGGUCGG.CCUCGU.AUU
+X71483.1/1-191 GCGUCCC.......GC..CG.CGACAG.....CUUGGCA.GGAGGC..UU
+AF106845.1/257-451 GCCACUA.......GG..GC.CUUCGU.....GUGUCGCCUAGGCG..UU
+AF106847.1/185-380 GCCACUG.......GG..GC.CCUCAC.....GCGUUGCCCAGGCG..UU
+AF106845.1/1870-2065 GCCACUA.......GG..GC.CCUCAU.....GUGUCGCCUAGGCG..UU
+X16459.1/280-475 GC.AUUG.......GG..UC.CCUUAU.....GUGUCGCUCUAGCG..UU
+X69326.1/1-193 GCCACUG.......GG..GC.CCUCAC.....GUGUUC..CCUGGACGUU
+X69327.1/1-196 GCUGCUG.......GG..GC.CCUUGC.....GUGUCGCCCAGGCG..UU
+S72337.1/1-193 GCUAUUG.......GG..GC.CCACAU.....GCGUCGCCUGGGCG..UU
+M72889.1/1-196 GCUACCU.......GG..GC.UCUUGC.....GCGUCGCCCAUGCG..UU
+X56321.1/284-479 GCUGCCU.......GG..GC.UCUUGC.....GCGUCGCCCAUGCG..UU
+Z37972.1/1-174 GCUAUUGGGAUUCAGG..AC.CUUCAA.....GCGUCCU.CUGGCA..UU
+X55840.1/268-462 GCUAUCG.......GG..AC.CUUUAA.....GCAUCGCCUUGGUG..CU
+M72891.1/1-196 GCUACUU.......GG..GU.CUUCAC.....GCGUCGCCUGGGCG..UU
+M72888.1/1-195 GCUACCU.......GG..GC.UCUUGG.....GCGUCGC.CAUGCG..UU
+M72887.1/1-195 GCUACUU.......GG..GU.CUUCGU.....GUGUCGCCUAGGUG..UU
+X56323.1/358-553 GCUAUCG.......AG..AC.CUUCAA.....GUCUCGCCUAGGUG..UU
+Z37973.1/1-173 GCUAUUGUGAUUCAGG..AC.CUUCAA.....GCGUCCU.CUGGCG..UU
+M72890.1/1-196 GCUACCU.......GG..GC.UCUUGC.....UCGUCGCCCAUGUG..UU
+X56322.1/513-709 GCUACCU.......GG..GU.UCUUGU.....GCGUCGCCCAUGCG..UU
+X15929.1/1-194 GCUAUUG.......GG..UC.UCUCGC.....GUGUCGCUCUUGCG..UU
+X15936.1/256-455 GCUAUUG.......GG..UC.UCUCAA.....GUGUUGCUUUUGCG..UU
+X15930.1/1-195 GCUAUUC.......GG..UC.UCUUGU.....GUGUCGCUUUUGCG..UU
+X05084.1/1-191 GCUAUUG.......GG..UC.UCUUAC.....GUGUCGCUCUUGCG..UU
+X06477.1/503-698 GCUAUCU.......GG..GU.UUUCAC.....GAGUCGCCCAUGCG..UU
+X06473.1/389-584 GCUAUCU.......GG..GC.UUCCAC.....GAGUCGCCCAUGCG..UU
+X06476.1/456-651 GCUAUCU.......GG..GC.UUUCAC.....GAGUCUCCCAUGCG..UU
+X52312.1/235-430 GCUAUCU.......GG..GC.UUUCAA.....GAGUCGCCUAUGCG..UU
+X06475.1/589-783 GCUAUCU.......GG..GC.UUUCAA.....GAGUCGCCCAUGCG..UU
+X06474.1/512-707 GCUAUCU.......GG..GC.UUUCAC.....GAGUCGCCCAUGCG..UU
+#=GC SS_cons >>>>>.........>>..>>.>>>>.......<<<<<<..<<<<<<....
+
+X63784.1/412-602 GCA.CGCU.ACUAAGG...AGCGGCUACCCCUG
+X63786.1/1152-1341 GCA.CGUA.ACUAAGG...AGUGGCUAACCCUA
+X63786.1/549-738 GCA.CGUA.ACUAAGG...AGUGGCUAACCCUA
+X58842.1/1-191 GCA.CGCU.ACUAAGG...AGCGGCUACCCCUG
+AY007785.1/849-1041 GCA.CUAC.A.UCAGGAG.UUGGCACACCC...
+AF095839.1/1586-1389 GCA.CUAC.CGGCAGG..CGCGGCCCAACCCAC
+AF326335.1/1-142 CCA.CCUU..UCCAGG....GGAGCAACU....
+M58665.1/571-712 CCA.CGUU..UCCAGG.....GAGCAACUC...
+AY007788.1/537-679 CCA.CGUU..UCCAGG....GGAGCAACUC...
+U23406.1/206-352 CCA.CCUU..UCCAGG...GGAGCAGCUACCUU
+X56455.1/161-312 CCA.CUCU.UUCCAGG...CGAAGCUCGCCCUU
+AF047722.1/3099-3243 CCA.CUUG..UCCGGA...CGGAGCGCGAC...
+M58666.1/571-715 CCA.CGUG..UCCGGU..UGGGGCGCCGCC...
+X56456.1/243-390 UCG.CGUG..UCCGGA...UGGAGCGCUUCCUU
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+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00004.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00004.idx
new file mode 100644
index 0000000..4e6df18
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00004.idx
@@ -0,0 +1 @@
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diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00004.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00004.raw
new file mode 100644
index 0000000..c689e50
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00004.raw
@@ -0,0 +1,366 @@
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+UCUGAUAUGUGGGCCAUGUGCUCACUACGAUAUUAAAUUUAUUUUUUGUGGGGAGGGUCC
+ACCACAGUGGCUUGCCACUGGGGCCCUCACGCGUUGCCCAGGCGUUGCACUGCUGCCCGG
+GCCUGGCGCACCCCAA
+>AF106845.1/1870-2065
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUGUGUCUACUUUGAUAUUAAAUUUAUUUUUCGUGGGGGAGAGUC
+CACCAUAGUGGCUUGCCACUAGGGCCCUCAUGUGUCGCCUAGGCGUUGCACUACAGCCUU
+GGCUGGUGCACCCCAU
+>X16459.1/280-475
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUGUGUCCACUUCGAUAUUAAAUUAAUUUUUUGUGGGGAAAGGUC
+CACUACAGUGGCUUGCAUUGGGUCCCUUAUGUGUCGCUCUAGCGUUGCACUAUUGCUUGA
+GCCUGGCGCACCCCAA
+>X69326.1/1-193
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUGUGUCCACAACGAUAUUAAAUUUAUUUUUUGUGGGGAGGGUCC
+ACCACAGUGGCUUGCCACUGGGGCCCUCACGUGUUCCCUGGACGUUGCACUACUGUCCAG
+GUGUGGCGCACCC
+>X69327.1/1-196
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUGUGCCCACAACGAUAUUAAAUUUAUUUUUUAUGGGGGAGGGCC
+CACCACAGUAGCUUGCUGCUGGGGCCCUUGCGUGUCGCCCAGGCGUUGCACUGCUGCCUG
+GGCCGGCGCACCCCAC
+>S72337.1/1-193
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUGUGUCCACAACGAUAUUAAAUUUAUUUUUUGUGGGGUGGGUCC
+ACCACAGUAGCUUGCUAUUGGGGCCCACAUGCGUCGCCUGGGCGUUGCACUGCUGCCCUG
+GCCCGGCGCACCC
+>M72889.1/1-196
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUUGGUCCACACGAUAUUAACUCAAUUUUUUAAGGGGAAGAGUCC
+AUUAAGGUAGCUUGCUACCUGGGCUCUUGCGCGUCGCCCAUGCGUUGCACUACUGCAUGG
+GCCUGGCGCACCCCAC
+>X56321.1/284-479
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUUGGUCCACACGAUAUUAACUCAAUUUUUUAAGGGGAAGAGUCC
+AUUAAGGUAGCUUGCUGCCUGGGCUCUUGCGCGUCGCCCAUGCGUUGCACUACUGCACGG
+GCCUGGCGCACCCCAC
+>Z37972.1/1-174
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCAUAUCAGUAUAUUA
+CAUUAUACUGACUCUAUUUUUUAGGGGAUGUCCAUACGGUAGCUUGCUAUUGGGAUUCAG
+GACCUUCAAGCGUCCUCUGGCAUUGCACUACUGUCUUGGCUUGACGCACCCCCA
+>X55840.1/268-462
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGAGUCAUCGACUCACACGAUAUUAACUCUAUUUUUUGAGGGGAGGGUCUA
+UCACGGUAGCUUGCUAUCGGGACCUUUAAGCAUCGCCUUGGUGCUGCACUAUAACCUUGG
+CCUGGUGCACCGUAC
+>M72891.1/1-196
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGAACCAUCGGUUCACACGAUAUUAACUCAAUUUUUUAAGGGGGAAGACCC
+AUCAAAGUAGCUUGCUACUUGGGUCUUCACGCGUCGCCUGGGCGUUGCACUACAGCCCAG
+GCCUGGCACACCCCAC
+>M72888.1/1-195
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUUGGUCCACACGAUAUUAACUCAAUUUUGUAAGGGGAAGAGUCC
+AUUAAGGUAGCUUGCUACCUGGGCUCUUGGGCGUCGCCAUGCGUUGCACUACUGCAUGGU
+CCUGGCGCACCCCAC
+>M72887.1/1-195
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGAGUUAUUGACUCACACGAUAUUAACUUAAUUUUUUAGGGGGAAGGUCAA
+UUAGAGUAGCUUGCUACUUGGGUCUUCGUGUGUCGCCUAGGUGUUGCACUAUAGCCUUGG
+CCUGGAGCACCCCAC
+>X56323.1/358-553
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGAGUCAUCGACUCACACGAUAUUAACUCUAUUUUUUGAGGGGGAAGGUCC
+ACCACGGUAGCUUGCUAUCGAGACCUUCAAGUCUCGCCUAGGUGUUGCACUACUGCCUUG
+GCCUGGCACACCCCAC
+>Z37973.1/1-173
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCAUAUUAGUAUAUUA
+CAUUAUACUAACUCUAUUUUUGAGGGGAUGUCCAUACGGUGCUUGCUAUUGUGAUUCAGG
+ACCUUCAAGCGUCCUCUGGCGUUGCACUACUGUCUUGACUUGACGCACCCCCA
+>M72890.1/1-196
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGACCAUCGGUUCACACGAUAUUAACUCAAUUUUUUAAGGGGAAGAGUCC
+AUUAAGGUAGCUUGCUACCUGGGCUCUUGCUCGUCGCCCAUGUGUUGCACUACUGCACGG
+GCCUGGCGUACCCCAC
+>X56322.1/513-709
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUUGGUCCACAUGAUAUUAACUCAAUUUUUUAAGGGGAAGAGUCU
+GUUAAGGUUAGCUUGCUACCUGGGUUCUUGUGCGUCGCCCAUGCGUUGCACUACUGCACG
+GGCCUGGCGCACCCCAC
+>X15929.1/1-194
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAAUGGUCCACACGAUAUUAAAUUUAUUUCUUGAGGGGGAGAGUCA
+CCACAGUAGCUUGCUAUUGGGUCUCUCGCGUGUCGCUCUUGCGUUGCACUAUAGCAAUUG
+CUGGCGCACCCCAC
+>X15936.1/256-455
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGAGCCAAUGGUUCACACGAUAUUAAAUUUAUCUCUUGAGGGGGAGAGUCC
+ACUACAAUAGCUUGCUAGCUAUUGGGUCUCUCAAGUGUUGCUUUUGCGUUGCACUAUAGC
+AAUAGCCCGACACACCCCAC
+>X15930.1/1-195
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUUGGUCCACACGAUAUUAAAUUUAUUUCUUGAGGGGAAGAGUCC
+ACCACAAUAGCUUGCUAUUCGGUCUCUUGUGUGUCGCUUUUGCGUUGCACUAUAGCAAUU
+GCUGGCGCACCCCAC
+>X05084.1/1-191
+AUACCUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUUAGUUUAAUAU
+CUGAUAUGUGGGCCAAUGGCCCACACGAUAUUAAAUUUAUUUCUUGAGGGGAAGAGGCCA
+CCACAGUAGCUUGCUAUUGGGUCUCUUACGUGUCGCUCUUGCGUUGCACUAUAGCAAUUG
+CUGGCGCACCC
+>X06477.1/503-698
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUCGGCCCACACGAUAUUAACUCUAUUUUUUAAGGGAGAAAACCC
+ACUAAGGUAGCUUGCUAUCUGGGUUUUCACGAGUCGCCCAUGCGUUGCACUACUGCACGG
+GCCUGGCUCAUCCCGC
+>X06473.1/389-584
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUCGGCUCACACGAUAUUAACUCUAUCUUUUAAGGGAGAAAGCCC
+GCUAUGAUAGCUUGCUAUCUGGGCUUCCACGAGUCGCCCAUGCGUUGCACUACUGCACGG
+GCCUGGCUCAACCCGC
+>X06476.1/456-651
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUCGGCCCACACGAUAUUAACUCUAUUUUUUAAGGGAGGAAGCCC
+GUUUAGAUAGCUUGCUAUCUGGGCUUUCACGAGUCUCCCAUGCGUUGCACUAUUGCGAGG
+GCUUGGCUCAACCCGC
+>X52312.1/235-430
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUCGGCCCACACGAUAUUAACUCUAUUUUUUGAGGGAGAAAGCCC
+ACUAAGAUAGCUUGCUAUCUGGGCUUUCAAGAGUCGCCUAUGCGUUGCACUACUGCACAG
+GCUUGGCUCAACCCGC
+>X06475.1/589-783
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUCGGCCCACACGAUAUUAACUCUAUUUUUUAAGGGAGAAAGCCC
+ACUAAGAUAGCUUGCUAUCUGGGCUUUCAAGAGUCGCCCAUGCGUUGCACUACUGCAAGG
+GCUGGCUCAACCCGC
+>X06474.1/512-707
+AUACCUUUCUCGGCCUUUUGGCUAAGAUCAAGUGUAGUAUCUGUUCUUAUCAGUUUAAUA
+UCUGAUAUGUGGGCCAUCGGCCCACACGAUAUUAACUCUAUUUUUUAAGGGAGAAAGCCC
+ACUAAGAUAGCUUGCUAUCUGGGCUUUCACGAGUCGCCCAUGCGUUGCACUACUGCACGG
+GCCUGGCUCAACCCGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00004.test b/benchmarks/cmsearch-rmark/rmark-1/RF00004.test
new file mode 100644
index 0000000..7a668d8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00004.test
@@ -0,0 +1,5 @@
+>AF053589.1/90-279
+CCACCUCUCAAAGCUCAUAGCUUUGAUCAAGUGUAGUAUCUGUUCUUGUCAGUGUGACAG
+CUGACAAACUAGCUCCUUGGAGCUAGAAUAUGCUGGUGUGUGUGUGGAUGCUUUGACAGG
+CUUGCUUGUAGGGGCCAUGCACACACCAGGCAGACUCCCGGAAGUUGUUCCGUCCGGAGC
+UGCACUUUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00005.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00005.ali
new file mode 100644
index 0000000..0272a45
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00005.ali
@@ -0,0 +1,3255 @@
+# STOCKHOLM 1.0
+#=GF ID tRNA
+#=GF AC RF00005
+#=GF DE tRNA
+#=GF AU Eddy SR, Griffiths-Jones SR, Mifsud W
+#=GF GA 25.0
+#=GF NC 25.0
+#=GF TC 25.0
+
+AP000063.1/59179-59095 GCGG.GGGU.G.CCCGAGCCU.GGCCA.AAGGGG.U.CGGGC.UCAGGAC
+AE006696.1/291-218 GCCG.CCGU.A.GCUCAGCC.CGGG...AGAGCG.C.CCGGC.UGAAGAC
+AE006699.1/3409-3482 GGGC.CCGU.A.GCUUAGCUC.GGU...AGAGCG.C.UCGGC.UCAUAAC
+X06054.1/711-637 GGGC.CCGU.C.GUCUAGCC.UGGUU..AGGACG.C.UGCCC.UGACGCG
+AP000989.1/73279-73354 GCGG.CCGU.C.GUCUAGUCU.GGAUU.AGGACG.C.UGGCC.UUCCAAG
+X14835.1/6927-7002 GCCG.GGGU.C.GCCUAGCC.UGGUCA.AGGGCG.C.CGGAC.UCAUAAU
+AE009773.1/7700-7629 GGGC.CGGU.A.GUCUAGC...GGA...AGGAUG.C.CCGCC.UCGCGCG
+AE009855.1/3683-3767 GCGG.GGGU.G.CCCGAGCCA.GGUCA.AAGGGG.C.AGGGU.UCAGGUC
+X05071.1/204-288 GCGG.GGGU.G.CCCGAGCCA.GGUCA.AAGGGG.C.AGGGC.UCAAGAC
+AE000965.1/156-85 GGGC.UCGU.A.GCUCAGC...GGG...AGAGCG.C.CGCCU.UUGCGAG
+M87833.1/2781-2865 GCAG.GGAU.A.GCCAAGUU.UGGCCA.ACGGCG.C.AGCGU.UCAGGGC
+M87833.1/353-437 GUCG.UGGU.A.GCCAAGCC.UGGCCC.AAGGCG.C.AGGGU.UGCUAAC
+AE005128.1/6659-6734 GCCA.AGGU.G.GCAGAGUU.CGGCCU.AACGCG.G.CGGCC.UGCAGAG
+X02584.1/1-77 GCCA.AGGU.G.GCAGAGUU.CGGCCC.AACGCA.U.CCGCC.UGCAGAG
+K02528.1/1-74 GGGG.CUGU.G.GCCAAUCCC.GGC...AUGGCG.A.CUGAC.UCCAGAU
+AB003409.1/96-167 GGGC.CCAU.A.GCUCAGU...GGU...AGAGUG.C.CUCCU.UUGCAAG
+AE000930.1/11782-11855 GGGC.CCGU.A.GCUCAGAC.UGGG...AGAGCG.C.CGCCC.UUGCAAG
+M32222.1/3110-3183 GGGC.CCAU.A.GCUCAGCC.UGGG...AGAGCG.C.CGCCC.UUGCAAG
+M26978.1/826-899 GCCG.CCGU.A.GCUCAGUA..GGUA..GGAGCG.C.UCGGC.UGUUAAC
+M26978.1/1192-1264 GCCG.GGGU.G.GGGUAGUU..GGCC..AUCCUU.C.GGGAC.UGUGGAU
+M26977.1/379-453 GGGG.CCAU.A.GGGUAGCC.UGGUCU.AUCCUU.U.GGGCU.UUGGGAG
+M26978.1/907-980 GGGC.CCAU.A.GCUUAGCC.AGGU...AGAGCG.C.CCGGC.UCAUAAC
+M26977.1/557-628 GCCC.UGGU.G.GUGUAGU...GGCU..AUCAUG.C.GGGCC.UGUCGAG
+M26978.1/994-1068 GCUC.CGGU.G.GUGUAGCC.CGGCCA.AUCAUU.U.CGGCC.UUUCGAG
+M26977.1/635-708 GGGC.CCGU.A.GCUCAGUC.UGGU...AGAGCG.C.UUGGC.UUUUAAC
+M32222.1/1277-1363 GCCG.GGGU.G.GCCCAGCC.UGGU...AGGGCG.U.CGGCC.UGCUAAG
+M26977.1/276-348 GCCU.CGGU.A.GCUCAGCU..GGU...AGAGCG.C.GAGAC.UUGUAAU
+M26978.1/1092-1174 GCGG.GGGU.G.CCCGAGU...GGUCA.AAGGGG.A.CAGGC.UUAGGAC
+U67517.1/7202-7276 GGGC.CCGU.A.GCUCAGCCU.GGUC..AGAGCG.C.UCGGC.UCAUAAC
+U67537.1/160-234 GGGC.CUGU.G.GGGUAGCCU.GGUCU.AUCCUU.U.GGGAU.UUGGGAU
+U67538.1/10143-10207 ......CAU.G.GUCUAGCU..GGCU..AUGACG.U.CGCCC.UUACAAG
+U67517.1/7412-7496 GCAG.GGGU.C.GCCAAGCCU.GGCCA.AAGGCG.C.UGGGC.CUAGGAC
+U67528.1/1221-1293 AGCC.CGGU.G.GUGUAGU...GGCCU.AUCAUC.C.GGGGC.UUUGGAC
+U67492.1/3149-3223 GCUC.CGGU.G.GUGUAGUCC.GGCCA.AUCAUG.C.GGGCC.UUUCGAG
+U67528.1/1042-969 GCCU.CGGU.A.GCUCAGCCU.GGC...GGAGCG.C.CUGCU.UGGUAAG
+U67517.1/7511-7582 GCCG.GGGU.G.GGGUAGU...GGCC..AUCCUG.G.GGGAC.UGUGGAU
+U67492.1/3051-3122 ...C.CCGU.A.GCCUAGCCU.GGAU..AGGGCA.C.CGGCC.UUCUAAG
+X00916.1/823-889 GCCU.CGGU.G.GCUCAGCCU.GGU...AGAGCG.C.CUGAC.UUGUAAU
+X00916.1/1570-1644 GCCC.UGGU.G.GUGUAGCU.CGGCCU.AUCAUA.C.AGGAC.UGUCACU
+AF108356.1/1-74 GGGC.CCGU.A.GCUUAGUCU.GGU...AGAGCG.C.CUGAC.UUUUAAU
+X00916.1/933-1007 GGGC.CUGU.G.GGGUAGCC.UGGUCC.AUCCUU.U.GGGAU.UUGGGAU
+X00916.1/1018-1091 CCCG.CGAU.A.GUUCAGAU.UGGU...AGAACG.G.CGGAC.UGUAGAU
+X00083.1/99-171 GGGC.CCGU.A.GCUCAGUU..GGG...AGAGCG.C.UGCCC.UUGCAAG
+M19342.1/69-141 GGGC.UCGU.A.GCUCAGCU..GGA...AGAGCG.C.GGCGU.UUGCAAC
+X51423.1/1802-1874 GGGC.UUGU.A.GCUCAGCU..GGU...AGAGCG.C.CGCCU.UUGCAAG
+AY017179.1/1528-1601 GGGC.CGGU.A.GCUCAGCC.UGGG...AGAGCG.U.CGGCU.UUGCAAG
+X68198.1/9818-9745 AGCG.GGGU.G.GGGUAGUC.AGGA...AAUCCG.A.UGGGC.UCAUAAC
+AF004309.1/87-160 CGGG.GUGU.G.GCGCAGCU.UGGU...AGCGCG.C.UUCGU.UCGGGAC
+X52070.1/777-849 UCCU.CCGU.A.GCUCAAUU..GGC...AGAGCA.G.CCGGC.UGUUAAC
+X65556.1/351-423 GCGG.ACGU.A.GCUCAGUU..GGU...AGAGCG.C.AACCU.UGCCAAG
+X53649.1/495-566 UGGG.CUAU.G.GUGUAAUU..GGC...AGCACG.A.GUGAU.UCUGGUU
+X52070.1/699-771 UCCU.CGGU.A.GCUCAAUU..GGC...AGAGCA.G.CCGGC.UGUUAAC
+X53649.1/160-231 UGGG.CUAU.G.GUGUAAUU..GGC...AGCACG.A.CUGAU.UCUGGUU
+AF186372.1/596-669 CGCG.GGGU.G.GAGCAGCUC.GGU...AGCUCG.C.UGGGC.UCAUAAC
+X53649.1/604-676 GCCC.CCGU.U.GUGUAGC...GGCCU.AGCACG.C.CGCCC.UCUCAAG
+M32254.1/51-124 CGCG.GGGU.G.GAGCAGCU.CGGU...AGCUCG.C.UGGGC.UCAUAAC
+AB067577.1/1615-1688 GGGC.UAUU.A.GCUCAGGU..GGUU..AGAGCG.C.ACCCC.UGAUAAG
+AF105125.1/104-176 GGGG.GUUU.A.GCUCAGUU..GGU...AGAGCG.C.CUGCU.UUGCAAG
+D17540.1/1-73 GCGG.GAGU.A.GCUCAGUU..GGU...AGAGCA.U.CGGCU.UCCCAAG
+X51824.1/190-272 GGGC.AGGU.G.CCCGAGC...GGCCA.AAGGGG.A.CGGUC.UGUAAAA
+X51824.1/381-453 GCUC.GCGU.A.GCUCAGCA..GGU...AGAGCA.C.ACCCU.UGGUAAG
+X60981.1/3898-3969 GGUC.CCGU.A.GUGUAGU...GGUU..AACAUG.C.CUGCC.UGUCACG
+AB031214.1/4204-4277 GGGC.CUGU.A.GCUCAGCU..GGUU..AGAGCG.C.ACGCC.UGAUAAG
+AF008220.1/5629-5712 GCGG.AUGU.G.GCGGAAUU..GGCA..GACGCG.C.UAGAA.UCAGGCU
+K01389.1/345-433 GGAG.AGCU.G.UCCGAGU...GGUCG.AAGGAG.C.ACGAU.UGGAAAU
+Z82044.1/16317-16387 GGCG.GCAU.A.GCCAAGU...GGU...AAGGCA.G.AGGUC.UGCAAAA
+AF008220.1/6888-6961 GGGC.CUGU.A.GCUCAGCU..GGUU..AGAGCG.C.ACGCC.UGAUAAG
+AF142677.4/47404-47332 GAGC.CAUU.A.GCUCAGUU..GGU...AGAGCA.U.CUGAC.UUUUAAU
+AF008220.1/6334-6422 GGAG.GAAU.A.CCCAAGUC.UGGCUG.AAGGGA.U.CGGUC.UUGAAAA
+AF071855.1/254-326 GGGG.CCUU.A.GCUCAGCU..GGG...AGAGCG.C.CUGCU.UUGCACG
+AF008220.1/6713-6785 GCGG.UUGU.G.GCGAAGU...GGUU..AACGCA.C.CAGAU.UGUGGCU
+AF008220.1/5322-5394 GGAG.GAUU.A.GCUCAGCU..GGG...AGAGCA.U.CUGCC.UUACAAG
+AB013373.1/3754-3825 GCGG.AAGU.A.GUUCAGU...GGU...AGAACA.C.CACCU.UGCCAAG
+AB031213.1/2203-2276 GGUC.CGGU.A.GUUCAGUU..GGUU..AGAAUG.C.CUGCC.UGUCACG
+AB001488.1/62222-62293 UGGG.CUAU.A.GCCAAGC...GGU...AAGGCA.A.CGGAC.UUUGACU
+AF008220.1/6172-6245 GGCG.GUGU.A.GCUCAGCU..GGCU..AGAGCG.U.ACGGU.UCAUACC
+AF142677.4/47045-46960 GCCG.GGGU.G.GUGGAAUU..GGCA..GACACA.C.AGGAC.UUAAAAU
+AF008220.1/6443-6516 CGCG.GGGU.G.GAGCAGUU.CGGU...AGCUCG.U.CGGGC.UCAUAAC
+X60981.1/3261-3348 GGAG.AGCU.G.UCCGAGU...GGUCG.AAGGAG.C.ACGAU.UGGAAAU
+AF008220.1/6975-7046 UCCA.CAGU.A.GCUCAGU...GGU...AGAGCU.A.UCGGC.UGUUAAC
+AF008220.1/5997-6070 CGGG.AAGU.A.GCUCAGCU.UGGU...AGAGCA.C.AUGGU.UUGGGAC
+AF008220.1/7053-7140 GGAG.AAGU.A.CUCAAGU...GGCUG.AAGAGG.C.GCCCC.UGCUAAG
+X60981.1/3446-3518 GGAG.GAUU.A.GCUCAGCU..GGG...AGAGCA.C.UUGCC.UUACAAG
+AB031211.1/7799-7884 GCCG.GGGU.G.GUGGAAUU..GGCA..GACACA.C.AGGAC.UUAAAAU
+Z82044.1/16031-16103 GCGG.UUGU.G.GCGAAGU...GGUU..AACGCA.C.CAGAU.UGUGGCU
+Z99104.2/95646-95728 GCGG.GUGU.G.GCGGAAUU..GGCA..GACGCG.C.UAGAC.UUAGGAU
+Z82044.1/15843-15924 GGAG.GGGU.A.GCGAAGU...GGCUA.AACGCG.G.CGGAC.UGUAAAU
+AB013372.1/8-81 GCGC.CCGU.A.GCUCAAUU..GGAU..AGAGCG.U.UUGAC.UACGGAU
+X60981.1/3182-3253 UCCG.CAGU.A.GCUCAGU...GGU...AGAGCA.A.UCGGC.UGUUAAC
+AF008220.1/6620-6692 GGCU.CGGU.A.GCUCAGUU..GGU...AGAGCA.A.CGGAC.UGAAAAU
+K01390.1/620-691 GCGG.AAGU.A.GUUCAGU...GGU...UGAACA.C.CACCU.UGCCAAG
+D89936.1/1231-1150 GCCG.GUGU.G.GCGGAAUU..GGCA..GACGCG.C.ACGAC.UCAAAAU
+AB031211.1/8065-8137 GGGG.CCUU.A.GCUCAGCU..GGG...AGAGCG.C.CUGCU.UUGCACG
+AF008220.1/7169-7240 GGCC.CGUU.G.GUCAAGC...GGUU..AAGACA.C.CGCCC.UUUCACG
+AB031213.1/2678-2748 GCGG.GUGU.A.GUUUAGU...GGU...AAAACC.U.CAGCC.UUCCAAG
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+X15245.1/236-309 CGGG.AAGU.G.GCUCAGUU.UGGU...AGAGCA.C.CUGGU.UUGGGAC
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+X12977.1/475-548 CGGU.GAUU.A.GCGCAGCC.CGGU...AGCGCA.U.CUGGU.UUGGGAC
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+X15917.1/6364-6435 GCUU.AAGU.A.GCUCAGU...GGU...AGAGCG.U.UAGAC.UGAAAAU
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+X70810.2/30807-30878 GCCU.UUUU.A.GCUCAGU...GGU...AGAGCA.U.UGUAU.UUGUAAU
+X70810.2/102679-102606 GGGC.UUGU.A.GCUCAGU...GGACU.AGAGCA.C.GUGGC.UACGAAC
+X15240.1/604-676 GCUG.GGAU.A.GCUCAGUU..GGU...AGAGCG.G.AGGAC.UGAAAAU
+X70810.2/60996-61067 GGCG.GCAU.G.GCCAAGC...GGU...AAGGCA.G.AAGAU.UGCAAAU
+X70810.2/102843-102771 GGGG.GUAU.A.GCUCAGUU..GGU...AGAGCG.U.CUGCC.UUACAAG
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+M25321.1/478-410 CAGG.AGAU.A.GUUUAU....UA....AAAAUA.G.UAGCU.UUGGGAG
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+D16387.1/11555-11625 CCUG.GCGG.A.GCUUGAU...AGU...UAAGCA.U.CUCUU.UUACACA
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+X16886.1/1215-1285 UAGA.AAGU.A.GUAUAAC...GGU...AAAACC.A.AGAAU.UUUGAUU
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+X16886.1/1355-1286 CAGA.AAAU.A.GUUUAG....UG....AGAAUG.A.UAGCU.UUGGGAG
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+J04815.1/1231-1299 CAAA.GAAU.A.GUUUAA....GA....AAAACA.A.CAGCU.UUGGGAG
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+J04815.1/1-73 GCAA.AGGU.A.GCUUAACA..GAUU..AAAGCA.U.AGCAC.UGAAAAU
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+J04815.1/10228-10159 GGAG.AAGU.G.GCAGAU....AGA...AAUGCA.U.GCGGC.UUGAAAC
+J04815.1/952-1020 GCUC.CUAU.A.GUUGAA....CU....ACAACA.A.GAGCU.UUUCACG
+M37162.1/1211-1282 GCUG.AAAU.A.GCAAAGU...GGUU..AAUGCA.A.AAGAC.UUAGGAU
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+X12631.1/10184-10115 GGAG.AAGU.G.GCACGAUA..GG....AAUGCA.U.GCGGC.UUGAAAC
+X12631.1/1567-1497 GUGG.UUUU.A.GUUUAAUU..GA....AAAACG.U.UUGCU.UUGCAAG
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+X12631.1/1775-1706 CAAG.GCAU.A.GCUAGUU...AG....UAAGUU.U.CUCCU.UUACACG
+X12631.1/1207-1274 CAGG.AGAA.A.GUUUAAU...AA....AAAACC.G.CAGCU.UUGGGAG
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+X12631.1/1937-1868 AGAG.GCCU.A.GUUAAA....CUU...AUAACU.U.UGGGU.UGUCAGG
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+X59571.1/319-390 GCCG.UGAU.A.GUAUAGU...GGU...AGUACA.U.CAGAU.UGUGGCU
+X59582.1/477-558 GACA.UCGU.A.GCAAAGU...GGUCU.AAUGCG.U.CUGAC.UAGAAAU
+X59566.1/318-390 GGUU.UUAU.A.GUGUAAUU..GGUU..AGCACC.C.AGGAC.UUUGAAU
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+X53444.1/72-144 GGGG.AAGU.A.GCUCAGAU..GGU...AGAGCG.C.UCGCU.UAGCAUG
+X69660.1/114-186 GCCC.AGAU.A.GCUCAGUC..GGU...AGAGCG.C.AAGGC.UUUUAAC
+X53443.1/135-206 GCCU.GGAU.G.GCUAAAU...GGC...AGAGCG.A.GCGGC.UGUUAAC
+X59562.1/71-144 GGGA.CUAU.A.GUUUAGUU..GGAU..AUAACG.A.CCGGC.UACGAAC
+AF067200.1/16-89 GUUC.GGAU.G.GUGUAGUC..GGUU..AUCACG.A.AUCCU.UAACACG
+U25144.1/1062-991 GGCU.CCUU.A.GCAUAGU...GGU...AUUGCG.C.UUCCC.UAGUAAG
+X54300.1/29-102 GGGU.UAUU.A.GCUCAGUU..GGUU..AGAGCA.C.ACCCC.UGAUAAG
+D17791.1/52-123 GGGU.UGCU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUUAAC
+X54300.1/105-177 GGGG.GUAU.A.GCUUAGUU..GGU...AGAGCG.C.UGCUU.UUGCAAG
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+X07377.1/52-124 ACCU.ACUU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAUACG
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+X00476.1/1-85 GGGG.AUAU.G.GCGAAAUU..GGUA..GACGCU.A.CGGAC.UUAAAAU
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+X15059.1/507-589 GGGA.GAGU.G.GCCGAGU...GGUCA.AAAGCG.A.CAGAC.UGUAAAU
+M21542.1/51-134 GUCA.GGAU.G.GCCGAGU...GGUCU.AAGGCG.C.CAGAC.UCAAGUU
+X12857.1/421-494 GCGG.AUGU.A.GCCAAGU...GGAUC.AAGGCA.G.UGGAU.UGUGAAU
+M16863.1/21-94 GGGC.UCGU.A.GCUCAGA...GGAUU.AGAGCA.C.GCGGC.UACGAAC
+X55033.1/412-483 AGGG.GUAU.A.ACUCAGC...GGU...AGAGUG.U.CACCU.UGACGUG
+X05395.1/365-438 GCGC.UCUU.U.GUUCAGUU.CGGU...AGAACG.C.GGGUC.UCCAAAA
+X05394.1/580-653 CGCG.GAGU.A.GAGCAACU.UGGU...AGCUCG.C.AAGGC.UCAUAAC
+X05395.1/122-195 AGGG.AUGU.A.GCGCAGCU.UUGU...AGCGCG.U.UUGUU.UUGGGUA
+AJ002222.1/720-791 GCGG.AAAU.A.GCUUAAU...GGU...AGAGCA.U.AGCCU.UGCCAAG
+M16864.1/642-714 GCCC.CCAU.C.GUCUAGC...GGUUU.AGGACA.U.CUCUC.UUUCAAG
+X05394.1/803-733 GCGG.AUAU.A.GUUGAAU...GGU...AUAAUU.U.CUCUU.UGCCAAG
+X01676.1/804-877 GGGA.UUGU.A.GUUCAAUU..GGUC..AGAGCA.C.CGCCC.UGUCAAG
+X04761.1/963-892 GCCC.UUUU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGUAAG
+M16863.1/456-385 UCCC.CAGU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUUAAC
+M16863.1/577-660 GCCU.UGGU.G.GUGAAAUGGUGGUA..GACACG.C.GAGAC.UCAAAAU
+X51471.1/6754-6681 GCGG.AUGU.A.GCCAAGU...GGAUC.AAGGCA.G.UGGAU.UGUGAAU
+X02444.1/95-15 GCCU.UGGU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAAAAU
+AF487242.1/558-475 GGGU.CGAU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUAAAU
+X66520.1/7-88 GUGG.AAGU.G.GCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGAAAU
+AL162971.1/11752-11825 GGUU.UCGU.G.GUGUAGUU..GGUU..AUCACG.U.CAGUC.UAACACA
+AC002341.3/6810-6881 GGGC.AUUU.G.GUCUAGU...GGU...AUGAUU.C.UCGCU.UAGGGUG
+X12889.1/644-572 ACCU.ACUU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAUACG
+M58320.1/108-194 GGAU.GGAU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGAAAA
+X67736.1/4837-4923 GGAG.AGAU.G.GCCGAGU...GGUUU.AAGGCG.U.AGCAU.UGGAACU
+AC009323.4/37955-37874 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.C.AUAAC.UAGAAAU
+X66414.1/9-82 GCAU.CCAU.G.GCUGAAU...GGUU..AAAGCG.C.CCAAC.UCAUAAU
+X14110.1/261-348 GGAG.GGAU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCUAAA
+AL138651.1/64525-64597 GGGG.AUGU.A.GCUCAUAU..GGU...AGAGCG.C.UCGCU.UUGCAUG
+X57593.1/241-312 GGAU.UCGU.G.GCGCAAU...GGU...AGCGCG.U.CUGAC.UCCAGAU
+AC068900.3/7333-7404 GUCG.UUGU.A.GUAUAGU...GGUA..AGUAUU.C.CCGCC.UGUCACG
+AC009323.4/42522-42441 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGAAAU
+AC018907.5/9587-9517 GCAC.CAGU.G.GUCUAGU...GGU...AGAAUA.G.UACCC.UGCCACG
+AB017063.1/58819-58900 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGAAAU
+AL161496.2/172002-171930 GCGG.GGAU.A.GCUCAGUU..GGG...AGAGCG.U.CAGAC.UGAAGAU
+AC009323.4/14362-14281 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.A.AUGAC.UAGAAAU
+AC009323.4/12825-12742 GUGG.ACAU.G.CCGGAGU...GGUGUUAUCGGG.C.AUAAC.UAGAAAU
+AP000423.1/76-4 GCGG.AUGU.A.GCCAAGU...GGAUU.AAGGCA.G.UGGAU.UGUGAAU
+L35909.1/103-174 GGAU.CCGU.G.GCGCAAU...GGU...AGCGCG.U.CUGAC.UCCAGAU
+X63088.1/299-371 GGGU.GUAU.A.GCUCAGUU..GGU...AGAGCA.U.UGGGC.UUUUAAC
+X13558.1/186-115 UGGG.GCGU.A.GCCAAGC...GGU...AAGGCA.A.CGGGU.UUUGGUC
+X17616.1/380-293 GGAG.AGAU.G.GCUGAGU...GGACU.AAAGCG.U.UGGAU.UGCUAAU
+AF166114.1/53704-53775 GGGU.CGCU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUUAAC
+X52739.1/1-72 GGGC.UAUU.A.GCUCAGU...GGU...AGAGCG.C.GCCCC.UGAUAAG
+M21373.1/208-280 GGGG.GUAU.A.GCUCAGUU..GGU...AGAGCG.U.UGCUU.UUGCAUA
+M21373.1/131-204 GGGC.UAUU.A.GCUCAGUU..GGUU..AGAGCG.C.ACCCC.UGAUAAG
+X15768.1/134-207 GGGC.UAUU.A.GCUCAGUU..GGUU..AGAGCG.C.ACCCC.UGAUAAG
+X15768.1/211-283 GGGG.GUAU.A.GCUCAGUU..GGU...AGAGCG.C.UGCCU.UUGCAAG
+M10671.1/1-72 GACC.UCGU.G.GCGCAAC...GGU...AGCGCG.U.CUGAC.UCCAGAU
+U24159.1/431-359 GGGU.CGUU.A.GCUCAGUC..GGU...AGAGCA.G.CGGAC.UUUUAAU
+X03016.1/3583-3669 GGAG.GCGU.G.GCAGAGU...GGUUU.AAUGCA.C.CGGUC.UUGAAAA
+AF158101.6/72033-71960 GGCC.CUGU.A.GCUCAAU...GGUUA.GCAGCA.G.UCCCC.UCAUAAG
+AF158101.6/72364-72294 GCGG.AUAU.C.GUAUAAU...GGU...AUUACC.U.CAGAC.UUCCAAU
+AF158101.6/72530-72458 UGGG.AAUU.A.GCCAAGUU..GGU...AAGGCA.U.AGCAC.UUUGACU
+AF158101.6/72456-72373 GCGA.GAAU.G.GUCAAAUU..GGUA..AAGGCA.C.AGCAC.UUAAAAU
+X03016.1/4539-4610 GUCC.CGCU.G.GUGUAAU...GGAU..AGCAUA.C.GAUCC.UUCUAAG
+K00277.1/1-73 GCUG.AUUU.A.GCUCAGUA..GGU...AGAGCA.C.CUCAC.UUGUAAU
+K00354.1/1-74 CUCC.GUGU.A.GCUCAGUU.UGGU...AGAGCG.C.CUGAU.UUGGGAU
+AF016404.1/2636-2555 GCCU.UCGU.G.GUGAAAU...GGUA..GACACU.C.AUGAC.UUAAAAU
+#=GC SS_cons <<<<.<<<....<<<<.............>>>>..<.<<<<........>
+
+AP000063.1/59179-59095 CCG.AU..GGC.....GUA...G.....GCCUG..CGUG.GGU.UCA.AA
+AE006696.1/291-218 CGG.GUU........................GU..CCGG.GGU.UCA.AG
+AE006699.1/3409-3482 CGA.GUG........................GU..CAGG.GGU.UCA.AA
+X06054.1/711-637 GCA.GAA........................AU..CCUG.GGU.UCA.AG
+AP000989.1/73279-73354 CCA.GUA........................AU..CCCG.GGU.UCA.AA
+X14835.1/6927-7002 CCG.GUC........................UU..CCCG.GGU.UCG.AA
+AE009773.1/7700-7629 CGG.GAG........................AU..CCCG.GGU.UCG.AA
+AE009855.1/3683-3767 CCU.GU..GGC.....GUA...G.....GCCUG..CGUG.GGU.UCA.AA
+X05071.1/204-288 CCU.GU..GGC.....GUA...G.....GCCUG..CGUG.GGU.UCG.AA
+AE000965.1/156-85 GCG.GAG........................GC..CGCG.GGU.UCA.AA
+M87833.1/2781-2865 GCU.GU..CCC.....GUA...G.....GGGUC..CGCA.GGU.UCA.AA
+M87833.1/353-437 UCU.GU..GGC.....GUA...CA....GCC.U..CCGG.GGU.UCG.AA
+AE005128.1/6659-6734 CCG.CUC........................AU..CGCC.GGU.UCA.AA
+X02584.1/1-77 CGG.AAC........................CC.CCGCC.GGU.UCA.AA
+K02528.1/1-74 CAG.UCG........................AU..CGGG.GGU.UCG.AA
+AB003409.1/96-167 GAG.GAU........................GC..CCUG.GGU.UCG.AA
+AE000930.1/11782-11855 GCG.GAG........................GC..CCCG.GGU.UCA.AA
+M32222.1/3110-3183 GCG.GAG........................GC..CCCG.GGU.UCA.AA
+M26978.1/826-899 CGA.GUG........................GU..CGCA.GGU.UCG.AG
+M26978.1/1192-1264 CCC.GCG........................A...CUCG.GGU.UCA.AA
+M26977.1/379-453 CCU.GAG........................A...CCCC.GGU.UCA.AA
+M26978.1/907-980 CGG.GCG........................GU..CAUG.GGU.UCG.AA
+M26977.1/557-628 CCC.GCG........................A...CUCG.GGU.UCA.AU
+M26978.1/994-1068 CCG.AAG........................A...CUCG.GGU.UCA.AA
+M26977.1/635-708 CAA.GUA........................GU..CGCG.GGU.UCA.AA
+M32222.1/1277-1363 CCG.AU..GAU.CC..GUU...AA..GGAUCG...CGCG.GGU.UCA.AA
+M26977.1/276-348 CUC.GUG........................GU..CGCG.GGU.UCA.AA
+M26978.1/1092-1174 CUG.UU..GGC.....GUU...AG....GCUU...CCAG.GGU.UCG.AA
+U67517.1/7202-7276 CGA.GUG........................GU..CAAG.GGU.UCA.AA
+U67537.1/160-234 CCU.GAG........................A...CCCC.AGU.UCA.AA
+U67538.1/10143-10207 GCG.AAG........................GU..CGCC.GGU.UCG.AA
+U67517.1/7412-7496 CCA.GU..CCC.....GUA...G.....GGGUU..CCAG.GGU.UCA.AA
+U67528.1/1221-1293 CCC.GGG........................A...CCGC.GGU.UCG.AA
+U67492.1/3149-3223 CCC.GCG........................A...CCCG.GGU.UCA.AA
+U67528.1/1042-969 CAG.GAG........................GU..CGCG.GGU.UCA.AA
+U67517.1/7511-7582 CCC.CUG........................A...CCCG.GGU.UCA.AU
+U67492.1/3051-3122 CCG.GGG........................GU..CGGG.GGU.UCA.AA
+X00916.1/823-889 CAG.GUG........................GU..CGGG.GGU.UCG.AA
+X00916.1/1570-1644 CCU.GUG........................A...CUCG.GGU.UCA.AA
+AF108356.1/1-74 CAG.GCG........................GU..CGAG.GGU.UCG.AA
+X00916.1/933-1007 CCU.GAG........................A...CCCC.AGU.UCA.AA
+X00916.1/1018-1091 CCG.CAU........................GU..CGCU.GGU.UCA.AA
+X00083.1/99-171 GCA.GAG........................GC..CGUG.GGU.UCA.AA
+M19342.1/69-141 GCC.GAG........................GC..CUGG.GGU.UCA.AA
+X51423.1/1802-1874 GCG.GAG........................GC..CCUG.GGU.CCG.AA
+AY017179.1/1528-1601 CCG.AAG........................GC..CCCG.GGU.UCG.AA
+X68198.1/9818-9745 CCG.UAG........................AU..CGAU.GGU.UCA.AA
+AF004309.1/87-160 GAA.GAG........................GU..CGUG.GGU.UCA.AA
+X52070.1/777-849 CGG.CAG........................GU..UACU.GGU.UCG.AG
+X65556.1/351-423 GUU.GAG........................GU..CGCG.AGU.UCG.AG
+X53649.1/495-566 CAU.UUA........................G...UCUA.GGU.UCG.AG
+X52070.1/699-771 CGG.CAG........................GU..UACU.GGU.UCG.AG
+X53649.1/160-231 CAG.UUA........................G...UCUA.GGU.UCG.AG
+AF186372.1/596-669 CCA.GAG........................GU..CGCA.GGU.UCA.AA
+X53649.1/604-676 GCG.GUA........................G...CGCC.GGU.UCG.AA
+M32254.1/51-124 UCA.GAG........................GU..CGCA.GGU.UCA.AA
+AB067577.1/1615-1688 GGU.GAG........................GU..CCCU.GGU.UCA.AG
+AF105125.1/104-176 CAG.GAU........................GU..CAGC.GGU.UCG.AG
+D17540.1/1-73 CCG.AGG........................GU..CGCG.GGU.UCG.AG
+X51824.1/190-272 CCG.UU..GGC.....GUA...U.....GCCUU..CGCU.GGU.UCG.AA
+X51824.1/381-453 GGU.GAG........................GU..CGCC.GGU.UCG.AG
+X60981.1/3898-3969 CAG.GAG........................AU..CGCG.GGU.UCG.AU
+AB031214.1/4204-4277 CGU.GAG........................GU..CGGU.GGU.UCG.AG
+AF008220.1/5629-5712 CUA.GU..GUC.U...UUA...C....AGACG...UGGG.GGU.UCA.AG
+K01389.1/345-433 CGU.GU..AGG.CGGUCAA...C.UCCGUCU....CAAG.GGU.UCG.AA
+Z82044.1/16317-16387 CCU.UU.........................AU..CCCC.GGU.UCG.AA
+AF008220.1/6888-6961 CGU.GAG........................GU..CGAU.GGU.UCG.AG
+AF142677.4/47404-47332 CAG.AGG........................GU..CGAA.GGU.UCG.AG
+AF008220.1/6334-6422 CCG.AC..AGG.GUG.UCA...A..AGCCCG....CGGG.GGU.UCG.AA
+AF071855.1/254-326 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+AF008220.1/6713-6785 CUG.GCA........................UU..CGUG.GGU.UCG.AU
+AF008220.1/5322-5394 CAG.AGG........................GU..CGGC.GGU.UCG.AG
+AB013373.1/3754-3825 GUG.GGG........................GU..CGCG.GGU.UCG.AA
+AB031213.1/2203-2276 CAG.GAG........................GU..CGCG.GGU.UCG.AG
+AB001488.1/62222-62293 CCG.UCA........................UG..CGUU.GGU.UCG.AA
+AF008220.1/6172-6245 CGU.GAG........................GU..CGGG.GGU.UCG.AU
+AF142677.4/47045-46960 CCU.GC..GGU.AG..GUG...A...CUACCG...UGCC.GGU.UCA.AG
+AF008220.1/6443-6516 CCG.AAG........................GU..CGCA.GGU.UCA.AA
+X60981.1/3261-3348 CGU.GU..AGG.CGU.GAA...UA.GCGCCU....CAAG.GGU.UCG.AA
+AF008220.1/6975-7046 CGA.UCG........................GU..CGCA.GGU.UCG.AA
+AF008220.1/5997-6070 CAU.GGG........................GU..CGCA.GGU.UCG.AA
+AF008220.1/7053-7140 GGU.GUA.GGU.CGU.GUA...A..GCGGCG....CGAG.GGU.UCA.AA
+X60981.1/3446-3518 CAA.GGG........................GU..CGGC.GGU.UCG.AU
+AB031211.1/7799-7884 CCU.GC..GGU.AG..GUG...A...CUACCG...UGCC.GGU.UCA.AG
+Z82044.1/16031-16103 CUG.GCA........................CU..CGUG.GGU.UCG.AU
+Z99104.2/95646-95728 CUA.GU..GUC.....UUU...AU....GACG...UGGG.GGU.UCA.AG
+Z82044.1/15843-15924 CCG.CU..CCC.....UCA.........GGGUU..CGGC.AGU.UCG.AA
+AB013372.1/8-81 CAA.AAG........................GU..UAGG.GGU.UCG.AC
+X60981.1/3182-3253 CGA.UUG........................GU..CGCA.GGU.UCG.AA
+AF008220.1/6620-6692 CCG.UGU........................GU..CGGC.GGU.UCG.AU
+K01390.1/620-691 GUG.GGG........................GU..CGCG.GGU.UCG.AA
+D89936.1/1231-1150 CGU.GU..UCC.....UUC...U.....GGAG...UGUC.GGU.UCG.AC
+AB031211.1/8065-8137 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+AF008220.1/7169-7240 GCG.GUA........................A...CACG.GGU.UCG.AA
+AB031213.1/2678-2748 CUG.AUG........................U...CGUG.GGU.UCG.AU
+AF008220.1/6251-6324 CGU.CCG........................GU..CGUA.GGU.UCG.AG
+AB031215.1/9125-9195 CCU.CCG........................G...UGUG.GGU.UCG.AU
+X55523.1/17-90 GGU.GAG........................GC..CGUG.GGU.UCA.AA
+AF008220.1/5430-5502 CAG.UAG........................GU..UGGG.GGU.UCA.AG
+Z99104.2/165829-165901 GAA.GAG........................GU..CAGC.GGU.UCG.AG
+AF269787.1/2464-2393 CGA.UCG........................GU..CGUA.GGU.UCG.AA
+AF070678.1/91-163 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+X15245.1/160-231 CAG.GAU........................GU..CGUC.AGU.UCG.AG
+M18744.1/76-164 CCG.CCG.AAC.CAAUGUU...GAAUUGGUG....CGCA.GGU.UCA.AA
+X15246.1/271-344 CAG.AAG........................GU..UGUA.GGU.UCA.AG
+X15246.1/425-492 GCG.GUA........................A...CAUG.GGU.UCA.AA
+X15245.1/588-660 GAG.GAG........................AU..CGCG.GGU.UCA.AA
+AF401668.1/481-552 GUG.GGG........................GU..CGCG.GGU.UCG.AA
+X15245.1/512-584 CAG.AGG........................GU..CACA.GGU.UCG.AG
+X15245.1/236-309 CAG.GGG........................GU..CGCA.GGU.UCA.AA
+X13888.1/63-151 CCG.CCG.AGC.CAAUGUU...GAAUUGGUG....CGCA.GGU.UCA.AA
+X61068.1/1189-1262 CCG.AAG........................GU..CGAU.GGU.UCA.AA
+X61068.1/760-831 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+X61064.1/63-135 CUG.UGG........................GU..CCAC.GGU.UCG.AG
+X61068.1/1364-1437 CCU.CGU........................GU..CAGCCGGU.UCG.AU
+X61067.1/232-303 CCG.UCA........................CU..CGUA.GGU.UCA.AA
+X61067.1/133-205 CCG.ACA........................CU..CGGG.GGU.UCA.AU
+X61067.1/334-415 CUA.GC..GCU.....UUA...C.....GGCA...UGCA.GGU.UCA.AG
+X61066.1/339-412 CAG.GGG........................GU..CGCU.GGU.UCG.AG
+X15508.1/140-211 CCU.UUA........................G...UGUG.GGU.UCG.AA
+X61065.1/77-164 GCG.UUAGACG.GU..UAA...C...CCCGUG...CGAG.GGU.UCA.AA
+X61063.1/119-188 GCU.UAG........................A...CGGC.AGU.UCG.AU
+X61068.1/880-953 CGC.AAG........................GU..CGAG.GGU.UCA.AG
+X61068.1/651-734 CCU.GU..GGC.A...UAA...A....AGCCA...UGUC.GGU.UCA.AG
+X61068.1/477-549 CAG.UAG........................GU..UGCG.GGU.UCA.AU
+X61068.1/1281-1353 CAG.GAG........................AU..CGCG.GGU.UCA.AA
+X61068.1/961-1034 CGG.UCG........................GU..CGUU.GGU.UCG.AG
+X61065.1/170-242 CAU.GCA........................UU..CACG.GGU.UCG.AA
+X61061.1/74-147 CUA.UCG........................GU..CGGG.GGU.UCG.AA
+AF349769.2/1315-1395 CAA.GU..AGU.....GAA...G.....ACUG...UGCU.GGU.UCG.AG
+X61068.1/393-465 CAG.GGG........................GU..CGGC.GGU.UCA.AG
+X61068.1/560-632 CAA.GGU........................GU..CGAU.GGU.UCG.AG
+X61068.1/1060-1145 CCG.ACA.GGG.U...GUA...AA...AGCCG...CGGG.GGU.UCA.AA
+M91385.1/1291-1381 CCG.UUAGAUG.GA..GUA...A...UCCAUG...CAAG.AGU.UCG.AA
+X03715.1/926-998 CCA.AAG........................GU..CGCA.GGU.UCA.AG
+M91385.1/1046-1118 CCG.GGU........................GU..UGUG.GGU.UCA.AG
+X03715.1/1086-1158 CAA.AGU........................GU..CGGC.AGU.UCA.AU
+X03715.1/171-243 CCC.CGA........................U...CGUC.GGU.UCG.AA
+X03715.1/481-553 CAG.GGG........................GU..CGAC.GGU.UCG.AU
+X03715.1/388-461 CGA.GGG........................GU..CGCA.GGU.UCG.AA
+X03715.1/288-361 CAA.AAG........................GU..UGAG.GGU.UCG.AU
+X03715.1/779-868 UUG.ACA.GGC.GGU.GAA...A..GCCGCG....CGGG.GGU.UCG.AA
+X03715.1/1004-1077 GAG.GAG........................AU..CGCG.GGU.UCA.AG
+X03715.1/667-740 CGG.AUG........................GU..CACU.GGU.UCA.AG
+M91385.1/1205-1276 CCG.UAC........................GU..UGUG.GGU.UCA.AG
+X03715.1/589-662 CGG.GAG........................GU..CAAG.AGU.UCA.AG
+U39708.1/2300-2229 CUA.UCA........................UG..CGAU.GGU.UCG.AU
+M18050.1/352-424 CAG.UGG........................GU..CCGG.GGU.UCG.AA
+K00202.1/1-71 CUG.AUU........................G...UGAG.GGU.UCG.AU
+AE000043.2/9006-8935 CAA.AGG........................GU..CCCG.AGU.UCG.AU
+D00559.1/56-142 GUG.UUA.GGU.CGG.UCU......CCGGCG....CGAG.GGU.UCG.AG
+X16750.1/2-74 CUG.ACA........................UA..CGCG.GGU.UCG.AU
+X17113.1/351-433 CCC.AC..GCU.A...GCA...A....UAGCG...UGCC.GGU.UCA.AG
+M18050.1/273-344 CCC.UCA........................UG..CGCC.GGU.UCG.AA
+X03154.1/489-562 CGG.ACG........................GU..CAUU.GGU.UCA.AG
+X16746.1/1-72 CCC.UGA........................U...CAUC.GGU.UCG.AA
+M16450.1/142-214 CGG.UUU........................GU..CACA.GGU.UCG.AG
+X16752.1/1-74 GGA.GAG........................GU..CGUU.GGU.UCA.AG
+AE000043.2/9216-9133 CAG.AC..ACC.....UUC...AU....GGUUU..CGGG.AGU.UCG.AA
+K02974.1/529-600 CCG.AGC........................GU..UGAG.GGU.UCG.AU
+M18050.1/100-172 CAA.UAG........................GU..CGAA.GGU.UCA.AA
+X03154.1/801-875 GAG.GAG........................AU..CACG.GGU.UCG.AG
+X16748.1/1-73 CGU.GGA........................CA..CACG.GGU.UCG.AA
+X03154.1/110-183 CAA.AAG........................GU..UGGG.GGU.UCG.AG
+M16450.1/308-380 CAG.GCG........................GU..CAUA.GGU.UCA.AG
+X03154.1/608-697 CCG.AGA.GUC.GGG.GAA...A..CCCGAG....CGGG.GGU.UCG.AA
+X16745.1/1-74 GAG.GAG........................AU..CACG.GGU.UCG.AG
+X16759.1/1-73 CCG.GAG........................GU..CGCA.GGU.UCG.AG
+X03154.1/723-795 CCG.GAG........................GC..CGCA.GGU.UCG.AG
+AE000043.2/8839-8769 CUG.AUC........................G...UGUC.GGU.UCG.AU
+D00550.1/152-232 CUA.GC..GUC.....UUU.........GACG...UAAG.GGU.UCA.AG
+D00552.1/73-146 CGU.GAG........................GU..CGGA.AGU.UCG.AG
+X16760.1/1-73 CUG.CGU........................GU..CGGC.GGU.UCA.AU
+D00554.1/73-143 CUG.AUU........................G...UGAG.GGU.UCG.AU
+D00558.1/58-130 CAG.UGG........................GU..UGUG.GGU.UCG.AU
+X03154.1/401-474 CGA.AAG........................GU..CGAG.AGU.UCA.AC
+D00547.1/242-315 CGA.AGG........................GU..CGCA.GGU.UCA.AA
+D00547.1/329-401 CAG.GGG........................GU..CGAC.GGU.UCG.AU
+X16765.1/1-73 CAG.UAG........................GU..CGUA.GGU.UCG.AU
+X16754.1/1-86 CCA.AC..GGG.C...UUA...AU...AUCCUG..UGCC.GGU.UCA.AG
+D00548.1/191-271 CAC.UU..CC......UUA...C......GGUU..CGGG.GGU.UCG.AA
+X16758.1/1-74 CGA.AAG........................GU..CGAG.AGU.UCA.AA
+X16763.1/1-89 CCG.AGA.GUC.GG..GGA...AA..CCGAG....CGGG.GGU.UCG.AA
+X16767.1/1-73 CCG.AGU........................GU..CACG.AGU.UCG.AG
+L00194.1/685-756 CAG.GUG........................U...CGUC.GGU.UCG.AA
+L00194.1/554-627 CGU.AAG........................GU..CGGC.AGU.UCG.AG
+AP003004.2/222291-222372 CGU.GU..UCC.....GCA...A.....GGAG...UGGA.GGU.UCG.AG
+AE008996.1/2003-1920 CUG.GU..ACU.C...GAA...A....GGGUG...UGGA.GGU.UCG.AG
+AB066098.1/1687-1760 GGU.GAG........................GU..CACA.AGU.UCA.AG
+AF074839.1/52-124 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+U18089.1/221-293 CAG.GGG........................GU..CAUC.GGU.UCG.AG
+X07395.1/103-176 CGU.GAG........................GU..CAGU.GGU.UCG.AG
+X12977.1/317-399 UUA.GU..GCC.C...CCC........GGGUG...UGAG.GGU.UCG.AG
+X12977.1/94-167 GCA.GAG........................GU..CACA.GGU.UCG.AA
+X12977.1/221-293 CCG.GUU........................GU..CGUG.GGU.UCG.AG
+X12977.1/475-548 CAG.AGG........................GU..CAAA.GGU.UCG.AA
+V00334.1/358-430 GGU.GGG........................GU..CCCC.AGU.UCG.AC
+AE005611.1/1614-1687 GCA.GAG........................GU..CUCA.GGU.UCG.AA
+AE005414.1/2681-2611 CCG.UCU........................A...GUCC.GGU.UCG.AC
+AE005196.1/3290-3363 CAG.GGG........................GU..CGCG.GGU.UCG.AG
+AE005414.1/2595-2512 CCC.UC..GGC.G...UUC...G....CGCUG...UGCG.GGU.UCA.AG
+AE005497.1/10137-10064 CGA.GCG........................GU..CGGA.GGU.UCG.AA
+AE005245.1/5142-5071 CCG.GCA........................UU..CCCU.GGU.UCG.AA
+AE005611.1/1749-1821 CCA.GUU........................GU..CGUG.GGU.UCG.AA
+AE005414.1/2810-2738 GUC.GGG........................GU..CGCG.AGU.UCG.AG
+AE005546.1/4076-3993 GUA.GU..GCC.C...AAU...A....GGGCU...UACG.GGU.UCA.AG
+AE005658.1/7176-7257 CAA.CC..GUA.....GAA...A.....UACG...UGCC.GGU.UCG.AG
+AE005527.1/84-156 CCC.CGU........................GU..CCUU.GGU.UCG.AU
+AE005234.1/8154-8227 UCG.UGG........................GC..CGCA.GGU.UCG.AA
+AE005629.1/7274-7346 GGU.GAG........................GU..CGGC.AGU.UCG.AA
+AE005314.1/4287-4216 UGU.GU.........................A...UACG.GCA.ACG.UA
+AE005629.1/6992-7073 CUG.CC..GUC.....ACA.........GACUU..CGAA.GGU.UCG.AA
+AB035923.1/6106-6178 GGU.GAG........................GU..CCCC.AGU.UCG.AC
+AB035922.1/6128-6200 CCG.GGU........................GU..UGGG.AGU.UCG.AG
+AE005466.1/5965-6036 GGC.UAA........................U...UGCA.GGU.UCG.AU
+AE005470.1/8444-8372 CAA.GAG........................GU..CAGC.GGU.UCG.AU
+AE005245.1/5337-5264 GAU.GGG........................GU..CACA.GGU.UCG.AA
+AE005245.1/4818-4747 CCG.GCA........................UU..CCGA.GGU.UCG.AA
+AF234285.1/261-333 CAG.GAG........................GU..CUGC.GGU.UCG.AU
+AE008857.1/222-150 GCG.GUA........................A...CAGG.GGU.UCG.AA
+AE008893.1/17175-17247 CAG.UAG........................GU..CACC.AGU.UCG.AU
+AE008762.1/276-203 GUG.GGG........................GU..CGUU.GGU.UCG.AG
+AE008837.1/3449-3522 CCG.AAG........................GU..CGUC.GGU.UCA.AA
+AE008788.1/15048-14962 CCG.GA..GUA.GGG.GCA...A..CUCUAC....CGGG.GGU.UCA.AA
+AE008809.1/3263-3335 GAG.GGG........................GU..CGGC.GGU.UCG.AU
+AE008839.1/18078-18008 CUC.UAU........................A...CGAG.GGU.UCG.AU
+AE008829.1/931-842 GGA.GU..AUG.CGGUCAA...AAGCUGCAU....CCGG.GGU.UCG.AA
+AE008799.1/19388-19461 UCG.GGG........................GU..CGGA.GGU.UCA.AA
+AF233324.1/37223-37296 CAG.UGG........................GU..CGGA.GGU.UCG.AA
+AE008731.1/705-777 CAA.UUG........................GU..CGCA.GGU.UCG.AA
+AE008883.1/15626-15696 UUA.GU..GUC.CUU..........ACGGACG...UGGG.GGU.UCA.AG
+AE008848.1/725-797 CGC.UUG........................GU..CGCU.GGU.UCA.AG
+AE008727.1/5966-5885 CUG.GC..GCC.....GCA...A.....GGUG...UGCG.AGU.UCA.AG
+AE008883.1/15399-15472 GCA.GAG........................GU..CUCA.GGU.UCG.AA
+AE008747.1/6317-6401 CCG.GC..GAC.CC..GAA...A...GGGUU....CCAG.AGU.UCG.AA
+AE008710.1/84-156 GCG.AAG........................GU..CGUA.GGU.UCG.AC
+AE008874.1/15640-15730 CCA.GU..UGG.GGCCGCCA..GCGGUCCCG....GGCA.GGU.UCG.AC
+AE008886.1/9662-9735 GGU.GAG........................GU..CGGU.GGU.UCA.AG
+AE008868.1/12130-12057 GAA.GGG........................GU..CGGA.GGU.UCG.AA
+AF069749.1/1422-1494 CCG.UAU........................GU..CACU.GGU.UCG.AG
+U32694.1/2454-2526 GUC.GGG........................GU..CGCG.AGU.UCG.AG
+AF467991.1/42-125 CCC.UC..GCC.UUU..........CGAGGCG...UGCC.AGU.UCA.AG
+AF083212.1/212-284 CAG.GAG........................GU..CAGG.AGU.UCG.AU
+AE004843.1/4972-4900 GGU.GAG........................GU..CAGC.GGU.UCA.AA
+AF127584.1/98-171 GGU.GAG........................GU..CGGC.AGU.UCG.AA
+AE004843.1/5065-4995 CUG.AUG........................A...UGCG.GGU.UCG.AU
+AE004866.1/8982-8910 GAG.AAG........................GU..CGGG.GGU.UCG.AU
+X07950.1/1-81 CUG.AC..GUC.....AUA.........GACUU..CGAA.GGU.UCG.AA
+X12975.1/234-306 CCG.GUU........................GU..CGCG.AGU.UCA.AG
+X52969.1/525-607 CAU.GC..GCC.U...GUA........AGGUG...UGAG.AGU.UCA.AG
+AE004294.1/4314-4241 CAG.AGG........................GU..CGGG.GGU.UCG.AA
+AE004386.1/8370-8441 CUG.AUG........................A...UGCG.GGU.UCG.AU
+AE004237.1/2976-2903 GUG.GGG........................GU..CGGU.GGU.UCG.AG
+Y14522.1/1-81 CUA.UU..GGG.....AUU.........CCCGU..CGCC.GGU.UCG.AU
+X02437.1/274-344 UCG.UUA........................G...CGUG.GGU.UCG.AA
+X16643.1/820-900 CUU.UU..GGG.U...UU.........ACCCG...CGCA.GGU.UCG.AA
+X16643.1/1078-1151 CGC.AAG........................GU..CGUA.GGU.UCG.AU
+AF160864.1/14524-14453 CUG.AAG........................GU..CAUU.GGU.CCG.AU
+M11464.1/1-72 CCC.UUG........................A...CCUG.GGU.UCG.AA
+AF160864.1/20552-20480 CUA.AAG........................GU..CGCG.GGU.UCG.AU
+X04815.1/1-81 CUC.AU..UCC.....AUA.........GGAG...UGCC.GGU.UCG.AU
+L28677.1/8809-8880 CCG.UAA........................A...UUUG.GGU.UCG.AU
+AF396436.1/528-448 CUC.AU..UCC.....UAC.........GGAG...UGCC.GGU.UCG.AC
+K01749.1/2878-2958 CUG.UU..GGU.....AGU.........ACCGU..CGUU.GGU.UCG.AA
+X04175.1/1-71 CUG.AC.........................AU..CGUG.GGU.UCG.AC
+X15917.1/6364-6435 CUA.AAG........................GU..CGUU.GGU.UCA.AU
+AF041468.1/40566-40494 GCA.GAU........................GU..CAGG.GGU.UCG.AG
+AF041468.1/43811-43739 UCU.CUA........................A...UGUA.GGU.UCG.AA
+M22010.1/2624-2705 CCG.CU..AGU.....UCA.........UCUUU..CGCU.GGU.UCG.AA
+M17309.1/774-846 CGA.UCG........................GU..CCUG.GGU.UCG.AA
+Z11874.1/40212-40285 GCA.AGG........................GU..CGCA.GGU.UCG.AA
+M22010.1/3113-3185 UCC.AAU........................GU..UGCG.UGU.UCG.AA
+X70810.2/2089-2011 CAC.AU..GC......AUA...A......GCU...UGCC.GGU.UCG.AG
+X70810.2/30807-30878 GCG.GUG........................GU..CGUC.GGU.UCG.AA
+X70810.2/102679-102606 UAC.GGA........................GU..CAGG.GGU.UCG.AA
+X15240.1/604-676 CCU.UGU........................GU..CACC.AGU.UCA.AA
+X70810.2/60996-61067 CUU.UUA........................UU..CCCC.AGU.UCG.AU
+X70810.2/102843-102771 CAG.AAU........................GU..CAGC.GGU.UCG.AA
+X12890.1/1972-2045 GGU.AAG........................GU..CGCU.AGU.UCA.AG
+M17309.1/99-171 GCG.GAA........................GU..UGCG.GGU.UCG.AG
+V00158.1/276-361 CGA.GU..GUG.UCU.AAU......AAACAC....CGAG.GGU.UCA.AA
+X12890.1/2055-2127 GCA.GAU........................GU..CAGC.GGU.UCG.AG
+X70810.2/100844-100773 CCU.UCA........................UU..CGCG.GGU.UCG.AU
+X70810.2/31388-31317 CUG.UCA........................UU..CGGA.GGU.UCG.AA
+V00160.1/1137-1054 CCU.GU..GUC.....UUU...AU....GAUG...UGAG.AGU.UCG.AG
+M22010.1/2934-3006 CCU.GAU........................GU..AGUA.GGU.UCG.AA
+M18672.1/347-431 CCA.GC..GUA.GU..UUU...U...GCUAC....CGAG.GGU.UCG.AA
+X70810.2/102754-102683 CGA.UCG........................GU..CGUA.GGU.UCG.AA
+V00158.1/694-623 GUU.GAU........................GC..CAUG.GGU.UCG.AG
+X70810.2/30968-31041 CCU.GAA........................GU..CAGA.GGU.UCA.AA
+M22010.1/3034-3106 GAG.GCA........................A...CGGG.GAU.UCG.AA
+Z11884.1/254-326 CUA.CAG........................GU..CGUU.GGU.UCG.AA
+X16590.1/277-349 CGU.GUG........................GU..CGUG.GGU.UCG.AG
+X57046.1/341-271 GUG.GGG........................GU..CGCG.AGU.UCG.AU
+X57045.1/288-359 CAU.CAG........................G...UGUU.GGU.UCG.AA
+X57046.1/121-203 UAU.GC..GGG.UAUCACA...GGGU.........CGCU.GGU.UCG.AU
+X57045.1/503-432 ACG.GAG........................GC..CUAG.GGU.UCA.AA
+X57045.1/606-678 CCA.AAG........................GU..UGCG.GGU.UCG.AG
+AF047724.1/439-367 CGU.GUG........................GU..CGUG.GGU.UCG.AG
+Z11880.1/124-195 CGU.GUG........................GU..CGUG.GGU.UCG.AU
+AF047723.1/4036-4107 CAG.AGG........................GU..UGCA.GGU.UCG.AA
+AF047724.1/711-640 CCG.AAA........................A...CCCA.GGU.UCG.AA
+Z11880.1/281-353 CGA.AAG........................AU..UGCG.GGU.UCG.AG
+X07795.1/26-96 UUA.AGA........................A...UGAG.AAU.UCG.AU
+J01390.1/6161-6231 UAA.GAU........................G...UGUC.GAU.UCG.AA
+J01390.1/12259-12330 UCG.UUA........................U...UUCA.GGA.UCG.AG
+J01390.1/6669-6740 GAU.AUG........................U...UCAG.UGU.UCG.AG
+J01390.1/11859-11931 GUU.AGU........................G...GGGG.AGU.UCA.AU
+J01390.1/13362-13432 UAG.UAU........................A...UCCU.AGU.UCA.AU
+J01390.1/11933-12004 CGA.AGG........................U...CAGG.UGU.UCA.AA
+J01390.1/12505-12576 UUU.AUA........................U...UGGG.UGU.UCG.AG
+J01390.1/6449-6519 UUA.UAU........................U...UCUU.AGU.UCA.AA
+J01390.1/6234-6306 GAA.GUU........................UA..UGCC.GGU.UCA.AG
+J01390.1/6761-6842 UAG.UU..AAG.UU..AAA.......ACUUU....CAUA.UGU.UCG.AA
+J01390.1/12336-12408 GAU.UAG........................GU..UGUA.AGU.UCA.AG
+J01390.1/6861-6932 AAG.AAA........................UU..GUUA.UGU.UCG.AA
+X04161.1/733-803 AUU.UUG........................A...UCUA.AGU.UCG.AG
+J01390.1/12417-12498 GGA.AU..AGU.....CAA.........ACUU...UGCA.AGU.UCA.AG
+J01390.1/12028-12098 CAU.AAU........................A...UUUA.GGU.GCA.AC
+J01390.1/5955-6026 CAU.UCU........................AC..UAUA.GGU.UCG.AG
+J01390.1/12100-12172 GGU.UUG........................AG..UAAA.UGU.UCA.AG
+J01390.1/6035-6106 CGA.AGU........................G...UGUC.GAU.UCG.AA
+J01390.1/11761-11831 CGG.AAU........................A...AACA.AGU.GCG.AU
+J01391.1/18-88 AUU.UUG........................A...UAGA.UGU.UCA.AU
+X05226.1/35-116 CUC.AU..UUC.UU............CGGAAG...CGUC.GGU.UCA.AA
+X03126.1/162-234 GAA.GCA........................GA..UGCC.GGU.UCG.AU
+X14485.1/2-72 UUA.AAG........................A...UGAG.AAU.UCG.AU
+X55026.1/20537-20608 CGG.AAG........................GC..UAUG.AGU.UCG.AA
+X15602.1/102-172 AUU.AUG........................A...UAGA.UGU.UCG.AU
+X03126.1/364-434 UUU.AAU........................U...UCUU.AGU.UCG.AG
+X02710.1/1-73 CUG.AAG........................GU..CGUG.UGU.UCG.AU
+K00144.1/1-72 UUG.CUU........................G...UCAA.GGU.UCA.AA
+X04512.1/2563-2632 AUU.CCG........................A...UUUU.AGU.UCG.AA
+X14821.1/1-72 CAU.CCC........................AU..GUUU.GGU.UCG.AU
+X14822.1/1-73 UUG.GAA........................UU..UGUU.UGU.UCG.AA
+X13823.1/142-214 CUA.CAC........................AU..UUAG.AGU.UCG.AU
+X13824.1/2-83 GUG.UU..AUC.....GCA...A.....GAUA...UGAA.GGU.UCA.AA
+D31785.1/14571-14644 CAA.AA..........UUA............G...UAUA.GGU.UCG.AG
+D31785.1/12211-12283 CAA.UAU........................AG..UGAU.AGU.UCA.AU
+X02167.1/179-251 CGA.AAG........................GU..UUGG.GGU.UCA.AA
+D10743.1/4-73 CAA.AAG........................GU..UUAG.AGU.UCA.AC
+D10744.1/201-272 CAU.UCC........................A...UGUG.AGU.UCG.AU
+X66438.1/1-72 CUU.UUU........................A...UAUA.CGU.UCA.AA
+D31785.1/714-785 AUG.GGA........................G...UACC.AGU.UCG.AU
+D10745.1/410-483 UUG.GCU.U......................AU..GGUG.UGU.UCG.AA
+X66439.1/1-73 GGA.CCU........................A...UCAA.AGU.UCA.AU
+X02167.1/268-340 CGU.UAA........................A...UCUA.AGU.UCG.AU
+X02167.1/345-416 UUG.AAA........................A...UGUU.GGU.UCA.AU
+D31785.1/832-903 UUA.UAC........................AUU.UAGG.G.U.UCG.AU
+X66437.1/1-83 UAA.UU..UAU.U...UUU........AAUAA...UAUG.GGU.UCA.AA
+U46121.1/66-138 CUA.AUU........................A...UAUA.CGU.UCA.AA
+U18917.1/50408-50336 CAG.AAG........................AU..UCCA.GGU.UCA.AG
+M35060.1/1-72 CGA.AGG........................GU..UGCA.GGU.UCA.AU
+Z74387.1/1846-1765 CUU.UU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AG
+L36887.1/535-616 GUA.UU..ACU.....UUA...C.....AGUA...UGAA.GGU.UCA.AG
+Z36079.1/181-110 CUG.UUG........................GU..CCUU.AGU.UCG.AU
+X81069.1/365-436 GUG.GAG........................A...CCGG.GGU.UCG.AC
+X56005.1/1-73 UUA.AUU........................A...UAUA.CGU.UCA.AA
+U22383.1/8197-8124 GCG.GGG........................AU..CAGC.GGU.UCG.AU
+V00695.1/3453-3525 CAU.UUA........................A...UAUG.AGU.UCA.AG
+Z74072.1/3173-3245 GGA.GAG........................GU..CUCC.GGU.UCG.AU
+X04561.1/1-72 CAA.CCC........................A...UGCUUGGU.UCA.AC
+J01470.1/315-386 UUG.AUA........................A...UAUC.GGU.UCG.AU
+AJ404228.1/1559-1631 CGA.AAG........................GU..UUGG.GGU.UCA.AA
+Z35950.1/5070-5141 UGC.CAG........................A...UCGG.GGU.UCA.AU
+L36887.1/4319-4391 CAU.UUA........................A...UAUG.AGU.UCA.AG
+L36887.1/3769-3839 CUA.AUU........................A...UAUA.GGU.UCA.AA
+M26928.1/1266-1194 GAA.GAG........................GU..CAUC.GGU.UCG.AU
+M26096.1/1-72 CGA.GAG........................GC..CCUG.GGU.UCA.AU
+Z71616.1/3983-4056 CGC.AAG........................AU..CGUG.AGU.UCA.AC
+K00287.1/1-73 CGA.AAU........................GU..CAGG.GGU.UCG.AG
+J01373.1/73-144 CCU.GAU........................GU..CCUC.GGA.UCG.AA
+Z28209.1/4569-4498 GCG.GGG........................AU..CGUG.GGU.UCA.AU
+X55339.1/30-104 CUU.GAG........................AU..CGGG.CGU.UCG.AC
+K02232.1/1-72 AUG.GAG........................GA..UGUC.AGU.GCA.AA
+L36887.1/650-721 UUG.GAG........................UU..UGUU.UGU.UCG.AA
+X56506.1/61-144 CUG.UU..GGA.C...GGU...U....GUCCG...CGCG.AGU.UCG.AA
+K01981.1/82-168 AUC.AU..UAG.UCU.UUA...U..UGGCUA....CGUA.GGU.UCA.AA
+U18916.2/60498-60427 GAU.GAA........................A...CCCU.GGU.UCG.AU
+J01478.1/118-188 CGA.AAG........................AU..UAUA.GGU.UCG.A.
+Z71311.1/286-214 GUG.GAG........................AU..CAUC.GGU.UCA.AA
+L36895.1/3467-3537 CAA.UCA........................U...UAGG.AGU.UCG.AA
+X56006.1/1-72 AAA.GAU........................CU..AGUU.AGU.UCG.AG
+K01553.1/1-73 CUG.GAG........................GU..CCUG.UGU.UCG.AU
+L36887.1/1748-1820 AUU.AAU........................AU..UCCA.UGU.UCA.AA
+X69098.1/1-73 GCG.ACC........................GU..CGUG.GGU.UCA.AU
+Z73326.1/1146-1075 CGG.ACA........................A...CCCC.GGU.UCG.AA
+Z49705.1/23030-22957 CAG.AAC........................GU..CCCC.AGU.UCG.AU
+Z75101.1/9634-9705 CCU.GAU........................GU..CCUC.GGA.UCG.AA
+Z74797.1/2502-2432 GUU.GGG........................C...CCCC.GGU.UCG.AU
+K00367.1/1-82 CUC.UU..GGG.C...UCU........GCCCG...CGCU.GGU.UCA.AA
+X66375.1/99-169 CGA.ACA........................A...CCCC.AGU.UCG.AA
+K00368.1/1-82 CUG.UU..GGG.C...UCU........GCCCG...CGCU.GGU.UCA.AA
+K00205.1/1-72 CAU.UGA........................A...UGCG.AGU.UCG.AU
+X04160.1/116-188 CGA.AAG........................AU..UAUA.GGU.UCG.AA
+J05395.1/2325-2252 CAG.AAC........................GU..CCCC.AGU.UCG.AU
+X00892.1/1-74 UAA.AUA........................AU..GUAA.GGU.UCA.AU
+L36887.1/4635-4707 GUA.CAA........................A...UAUA.GGU.UCA.AU
+AJ223323.1/613-684 GAG.AAU........................A...GAUG.GGU.UCA.AU
+X04163.1/59-131 CUA.CUU........................AU..UAAG.AGU.UCG.AU
+X04163.1/219-289 CGU.UAA........................A...UCUG.AGU.UCG.AU
+J01533.1/143-72 CAU.AUU........................A...UCUA.AGU.UCA.AA
+K00228.1/1-82 CAG.GU..AUC.....GUA...A.....GAUG...CAAG.AGU.UCG.AA
+U51030.1/22201-22130 GUG.GAG........................A...CCGG.GGU.UCG.AC
+X51551.1/101-172 CAG.AAG........................AU..UAUG.GGU.UCG.AC
+U33007.1/60769-60697 CAU.AAG........................GU..UAGG.GGU.UCG.AG
+L36889.1/130-201 UUA.UUU........................A...CAUGUAGU.UCG.AU
+X55342.1/30-101 GAG.AAG........................AC..UGCG.GGU.UCG.AG
+X66443.1/1-72 AAA.GAG........................UU..AGUU.AGU.UCG.AU
+X66594.1/1984-2065 GCG.UU..ACU.U...AU.........AAGUA...UAAA.AGU.UCA.AG
+X66440.1/1-74 UUG.GCU.U......................AU..GGUG.UGU.UCG.AG
+X02173.1/522-593 AUA.GAG........................GA..UGUC.AGU.GCA.AA
+X02893.1/57-130 CAA.AUA........................AU..GUAA.GGU.UCA.AA
+X02205.1/668-740 GUA.CCA........................A...UAUA.GGU.UCG.AU
+X02205.1/562-633 CAA.UAG........................A...UAUG.AGU.UCA.AU
+X02172.1/155-228 ACA.UAU........................UA..UCUA.AGU.UCA.AA
+X02173.1/256-326 CAA.CCC........................A...UGCU.GGU.UCG.AA
+X02205.1/471-542 GAG.AAU........................A...CAUA.GGU.UCA.AU
+X02168.1/63-135 CUA.AUU........................A...UAUA.CGU.UCA.AA
+X02205.1/746-816 CAA.UCA........................U...UAAG.AGU.UCG.AA
+X02173.1/441-512 CAU.UGA........................U...UGUG.AGU.UCG.AU
+X02172.1/335-407 CGA.AAG........................AU..UAUA.GGU.UCG.AA
+X02172.1/247-319 CUA.CUU........................AU..UAAG.AGU.UCG.AU
+X02172.1/74-145 UUA.UUU........................A...CAUGUAGU.UCG.AU
+X02173.1/152-223 UUG.GAG........................U...UGUU.UGU.UCG.AA
+X02173.1/718-802 AUC.AU..UAG.UU..UAA...U...AACUA....CGUA.GGU.UCA.AA
+X02173.1/54-135 GUA.UU..ACU.....UUA...U.....AGUA...UGAA.GGU.UCA.AA
+X54421.1/14314-14385 UAG.AUU........................A...UGUU.CGU.UCG.AA
+AL391016.1/2459-2530 GAU.GCG........................A...CCCA.GGU.UCG.AU
+K03079.1/135-206 CCG.UAG........................GU..CCCA.GGA.UCG.AA
+K00369.1/1-82 CUA.AU..GGG.C...UUU........GCCCG...CGCA.GGU.UCA.AA
+AL132798.2/14445-14516 GAC.GCG........................G...UCGG.GGU.UCG.AC
+AL596271.1/1843-1770 GAA.GAG........................GU..CCCA.GAU.UCG.AG
+AL023288.2/21768-21839 GAU.GCG........................G...CGGG.GGU.UCG.AU
+AL590457.2/15409-15481 CAA.GAG........................AU..UCCA.GGU.UCG.AC
+X54552.1/66-137 UAA.GAA........................GU..UCUU.GGU.UCG.AU
+X54552.1/167-241 UGA.GAG........................UU..UGUU.AGU.UCG.AA
+X00239.1/111-183 CAA.GAG........................AU..UCCA.GGU.UCG.AC
+K00344.1/1-73 CUG.UUG........................GU..CAUC.GGU.UCG.AU
+K00570.1/851-921 CUU.GCA........................G...CCCG.GGU.UCG.AA
+X54421.1/15747-15819 UCA.GUC........................UA..UGUA.AGU.UCG.AA
+M57698.1/294-367 UCG.AAU........................GU..CGCC.GGU.UCG.AA
+X54421.1/14394-14476 UUG.UC..GCU.....UUC...G.....AGCG...UGUU.GGU.UCG.AG
+M22563.1/71-141 GAG.GCG........................A...CGGG.GAU.UCG.AA
+X07925.1/53-125 GUU.GAU........................GU..CGCG.CGU.UCG.AA
+M19493.1/263-336 GGU.GAG........................GC..CCCU.GGU.UCG.AA
+M19493.1/340-412 GCA.GAU........................GU..CAGC.GGU.UCG.AG
+X07924.1/110-197 GCU.GU..UUA.AGG.UUU...UC.CCUUAA....CGAG.GGU.UCG.AA
+X69067.1/6022-6086 GCA.UAA........................A...UGGA.U....AA.AA
+K00462.1/57-128 CCA.GAG........................GU..CCGA.GGA.UCG.AA
+AC009742.4/51767-51839 CAC.AAG........................GU..CCCC.GGU.UCG.AA
+AE003556.3/16759-16677 GCA.GU..CUA.C...UCU........GUAGG...CGUG.GGU.UCG.AA
+AE003727.3/195539-195611 UGA.GAG........................GU..ACGG.GGA.UCG.AU
+AF164586.1/1190-1126 UUA.UAU........................A...UGUA.AU..UUU.U.
+U37541.1/1383-1322 UUG.AAG........................G...AGUA.A...GUU...
+AC002512.1/77401-77473 CCA.AGG........................GU..CCAG.GGU.UCA.AG
+X07778.1/115-45 CGG.GCG........................G...CCCG.GGU.UCG.AU
+X00432.1/665-732 GUA.AUA........................A...UAAA.AU..AAU.UU
+X05915.1/238-170 CCA.UUU........................A...UAAA.GGU.UAU.AA
+AF200843.1/1266-1331 CUA.UAA........................A...UAAA.G.A.AAU.UU
+X00432.1/532-596 GAU.AUA........................AU..UGAG.U...AUA.A.
+AE003494.3/240865-240793 CCG.AAG........................AU..UGCA.GGU.UCG.AA
+X03240.1/1267-1333 CUG.UAA........................A...UAAA.GG..GUA.UU
+AC009461.5/128651-128579 CGG.AAG........................GC..CCCC.GGU.UCA.AU
+V00238.1/262-333 CGG.AAG........................G...CCCG.GGU.UCA.AU
+AE003677.3/170128-170056 CAG.AAG........................AU..UCCA.GGU.UCG.AC
+AF200843.1/3014-3079 CUA.UAU........................A...UAAA.GU..AUU.UU
+AC093098.2/67389-67475 CCG.UA..GUC.G...AUU...UG...CGUCG...AAGU.GGU.UCG.AU
+AE003471.3/169154-169225 CGG.AAG........................G...CCCG.GGU.UCA.AU
+AC009395.7/99012-98941 CGA.GAG........................GU..CCCG.GGU.UCA.AA
+AF185056.1/845-774 GAA.AAG........................A...UUUU.UGU.GCA.AA
+X03240.1/1388-1326 UUG.AAG........................G...AGUA.A.A.UUU...
+AC008345.4/147881-147810 CCA.GAG........................GU..CCGA.GGA.UCG.AA
+AC021639.5/181586-181505 CAG.AU..UCC.C...UCU........GGGAG...CGUA.GGU.UCG.AA
+X05914.1/400-337 GUA.AAU........................UA..UGUA.G...GAU.U.
+X00432.1/816-751 GUU.AUG........................G...AGAU.U...AAU.U.
+AE003538.3/103715-103786 CGG.GAG........................A...CCGG.GGU.UCA.AU
+M57910.1/1028-963 CUA.UAU........................A...UAAG.A...UUU.AU
+J01404.1/5140-5204 CAU.AAG........................G...UCUA.UU..AAU.U.
+AJ400907.1/3795-3861 CUA.AAA........................U...UAUU.AA..AUA.A.
+AE003437.3/282636-282708 CUA.AAG........................GU..CCCC.GGU.UCA.AU
+AC099014.1/146549-146620 GUG.GUA........................A...CCCA.GGU.UCG.AA
+X03240.1/1-65 GUA.AAU........................UA..UGCA.G...UUU.U.
+AE003624.2/69897-69824 CAG.GAG........................AU..CGUG.AGU.UCG.AA
+AF164586.1/93-158 CAU.AAG........................A...UAGA.A.U.UUA.AU
+AF200837.1/6039-6103 CAA.AAA........................G...UAUU.G.A.AU..AU
+AF200830.1/9887-9951 UCA.AAA........................A...UAAG.A...UUA.UU
+X05914.1/238-170 CCA.UUU........................A...UAAA.GGU.UUU.AA
+X58913.1/1046-981 CUA.UUU........................A...UAAG.A...AUU.AU
+AF200837.1/5597-5661 CAU.AAG........................G...UCUA.UU..AAU.A.
+AF276832.1/1449-1514 CCA.UAU........................A...UAAA.GU..AUU.UU
+X03924.1/848-782 GUU.GGG........................G...AAAU.U...AUU.UU
+X03924.1/17-83 CAC.AAG........................G...ACUA.AA..UAA.U.
+X01078.1/1396-1463 UUA.UUU........................A...UAUA.AUU.UAA.UU
+X03925.1/1-72 GAA.AAG........................A...AAUU.UGU.GCA.AA
+L76657.1/1-67 GAU.AUA........................AU..UGAA.UA..UUA.U.
+X03924.1/500-567 UAA.AAA........................G...UAUU.GAA.UUU.AA
+M23363.1/611-683 UGA.GAG........................GU..ACCG.GGA.UCG.AU
+K03317.1/4-76 CGA.GAG........................GU..ACCG.GGA.UCG.AU
+X03602.1/660-731 CAG.GAG........................G...CUCG.GGU.UCG.AU
+X13975.1/2575-2637 CAA.AAG........................A....UUG.A...AAU.A.
+X80245.1/11535-11604 CAU.AAG........................AA..AAGA.AGU.UCA.AU
+X13975.1/39-104 CUA.AAA........................A...UAAA.GUU.UUG.A.
+X13975.1/791-854 CUA.AAA........................U...AACU.A...AAA.A.
+X13485.1/5-77 CCG.AAG........................AU..CGAA.GGU.UAA.AA
+U32309.1/158-89 UUA.AGG........................G...UGAG.AGU.UGA.AU
+X17660.1/1002-1069 AUU.AGG........................A...UGGA.CCC.UAG.AA
+X99772.1/11841-11913 CCA.AAA........................AC..UCUU.GGU.GCA.AC
+X99772.1/5276-5204 UAA.GAG........................UU..UAAA.GGA.UCG.AG
+X17661.1/419-487 CAA.GAG........................U...CUGU.GGU.UAA.AG
+X17658.1/140-72 CAG.AAG........................A...UGUG.GGG.UAG.UG
+X99772.1/5062-5131 CCC.UCA........................G...CGGA.GGU.GAA.AA
+X99772.1/9544-9611 CAC.ACG........................G...UCUU.GGU.UAG.AG
+X99772.1/5441-5375 CCA.CAU........................A...CAGA.GGU.UUG.AG
+X99772.1/11702-11770 CUA.AAA........................A...UAGA.GGU.UAA.AC
+AF125213.1/1282-1213 UUA.AGG........................G...UGGG.AGU.UAA.AA
+M81755.1/6-77 CCG.GAA........................GU..CGGA.GGU.UAA.AA
+L29771.1/1004-1071 GUU.AAG........................A...CGGA.CCC.UAG.AA
+M10217.1/7394-7325 CCG.UGU........................A...CAGA.GGU.UCA.AG
+M10217.1/11492-11561 CAC.AAA........................G...UCUU.AGU.UAG.AA
+M10217.1/7154-7086 CAA.UUG........................A...UGUU.GGA.UAA.AA
+M13046.1/2222-2289 GCU.GAG........................A...UGAG.CCC.UAG.AA
+X04821.1/1-73 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+M10217.1/17388-17457 CCG.AAG........................A...UUGA.GGC.UAA.AA
+M10217.1/11905-11973 CAA.CAA........................A...UUAU.GGU.UAA.AC
+M10217.1/7325-7260 CUC.GAG........................A...AGCA.A...ACG.AA
+M10217.1/9038-9106 GCG.AAA........................U...AGCU.GGU.UAG.AC
+M10217.1/5770-5840 GUG.AAA........................UA..UAUG.GGU.UCA.AA
+Y00430.1/2429-2358 UAU.GAG........................GU..CUUG.GGU.UCA.AU
+M10217.1/7015-7083 CCC.UAA........................G...CAGG.AGU.UAG.AA
+K02456.1/141-212 CCA.GAG........................GU..CGAU.GGA.UCG.AA
+M10217.1/2136-2204 GCU.GAG........................A...UGAGCCCU.ACG.AA
+M10217.1/5910-5978 CCA.AAC........................A...UGUU.GGU.UAA.AC
+Y00163.1/254-326 CUG.AGG........................GU..CCAG.GGU.UCA.AG
+M10217.1/13648-13715 CUA.GAG........................U...CAGA.GGU.UAA.AC
+M10217.1/5909-5841 UCU.CAG........................G...UGCA.GGU.UCA.AU
+Y10943.1/948-1016 GAA.ACA........................A...UAUC.UGU.UAA.AC
+U15659.1/246-176 CAG.AGU........................A...UGGG.GGU.UCG.AU
+M10217.1/4724-4798 CUU.UUU........................AU..CAGG.GGU.UCA.AA
+M10217.1/16246-16178 UCA.CAA........................G...UUCU.GGU.UAG.AG
+M10217.1/13781-13846 CCA.GAA........................AC..UCUU.GGU.GCA.AA
+D12695.1/435-369 UCG.AAG........................A...CAGA.GGU.UUG.AG
+D12694.1/2607-2676 CCG.GAG........................AC..UGUA.GCC.UAA.CC
+AF314016.1/365-435 GAG.GCU........................UA..UAGG.GGU.UCA.AA
+D10368.1/1439-1508 CCU.UAA........................G...CGGA.GGU.UAA.AC
+D12695.1/368-304 CCC.AAG........................A...UGCA.GUA.UAA.UA
+D12695.1/203-134 CAG.GAG........................A...UGUA.GGU.UAA.UA
+D12694.1/2745-2677 CCG.GUG........................G...UAAA.GGU.UAA.AG
+D10368.1/338-405 CCA.ACA........................A...UGUU.G.U.UAA.AA
+AF314016.1/506-436 UCU.UAA........................G...UAUA.GGU.UCA.AU
+M57527.1/1-70 GCU.AAG........................A...UGAA.CCC.UAA.AA
+D12694.1/2533-2604 CCA.GCA........................UC..UCUU.GGU.GCA.AG
+AF314018.1/1820-1748 UAA.AAU........................AU..UACG.GGA.UCG.AG
+AF340025.1/630-698 CUA.AAA........................A...UAGG.AGU.UUA.AC
+X52392.1/3967-4040 CUU.UAU........................C...CAGA.GGU.UCA.AA
+X52392.1/16177-16108 CUG.GAG........................A...UGGA.GGU.UUG.AG
+X52392.1/5172-5102 UCU.UCU........................G...UGUA.GGU.UCG.AU
+X16401.1/1-69 ACU.AAA........................U...CACA.GGU.GCA.AA
+J00881.1/210-282 CUC.AGG........................GU..CGUG.GGU.UCG.AG
+X52392.1/16039-16107 CCA.AAA........................AC..UGAA.GAC.UCC.AC
+X52392.1/11128-11195 CAG.CAA........................A...UUAU.AGA.CCC.AC
+X52392.1/13000-13070 CCA.CCU........................A...UCUU.GGU.GCA.AA
+X52392.1/6280-6355 CCU.UAA........................A...UAAG.AGU.UAA.AC
+X52392.1/1228-1297 GCC.AAG........................A...UGGU.AC..CUA.CU
+AF076356.1/60-128 CUU.UAA........................A...AUCU.GGU.AUC.AA
+X52392.1/16775-16708 CCG.UAG........................U...CCUU.GGG.GUC.UA
+X52392.1/2273-2345 UGA.AAG........................A...UACC.CUC.AAC.AG
+X52392.1/5025-5096 GUG.AAC........................A...UAGA.GGU.AUA.AC
+X52392.1/6430-6362 CAG.GAG........................A...UACA.GGU.UAA.UG
+X52392.1/6573-6508 UCG.UUG........................A...UGUA.CAC.UAA.AG
+X52392.1/8258-8184 CAA.CAU........................G...UGAG.GGU.UCG.AU
+X52392.1/6506-6434 UAA.AAU........................UG..UAUG.GGA.UCG.AA
+K01941.1/217-303 CUG.UA..GCU.GU..CUA.......GCGACA...GAGU.GGU.UCA.AU
+X52392.1/5172-5240 CCG.AAA........................A...UGAU.GGU.UUA.AC
+L07095.1/5086-5018 CAA.UAG........................A...UGUA.GGA.UGA.AG
+AJ296990.1/141-209 GUA.AAU........................UA..UAGA.GGU.UCA.AG
+L07095.1/5327-5261 CUA.AAC........................A...CAGA.GGU.UUA.AA
+AB042524.1/5257-5192 UCG.AAG........................G...UGUA.GAG.AAA.U.
+AB049357.1/11673-11743 CCA.AAA........................A...CCUU.GGU.GCA.AA
+L07095.1/15292-15358 CCU.GAA........................A...UGAA.G.A.UCU.UC
+L07095.1/2676-2750 CUU.GUU........................CC..CAGA.GGU.UCA.AA
+X00229.1/1945-2016 GCC.GCG........................G...CCCG.GGU.UCG.AU
+V00711.1/3842-3772 UCU.UAA........................G...UGUA.GGU.UCA.AU
+L07095.1/4950-5016 CCC.UAA........................G...AAAA.C.A.CAC.AA
+AB042524.1/9391-9458 UAG.UAG........................A...UUCU.GAA.UAA.AC
+AB042809.1/5159-5089 UAA.AUU........................UU..CGUA.GGU.UUA.AU
+AC084429.5/20418-20485 CUG.ACA........................A...CAGG.AAA.UAA.AC
+AB042432.1/14140-14072 UCA.UUG........................G...UCGC.AGU.UGA.AU
+U47458.1/87-21 CUG.GUG........................G...UGGG.GA..GUA.GC
+AB049357.1/1-68 GCU.UAG........................A...UGGA.U.A.AUU.GU
+AY012114.1/954-1022 CAG.AAG........................A...UUUC.A.U.GAC.CA
+AB042432.1/3845-3913 CCG.AAA........................A...CGUU.GGU.UUA.AA
+AB042432.1/6942-7011 GUU.AAA........................U...UAUA.GAU.CAA.UA
+J00642.1/462-533 GCA.GCA........................A...CCUC.GGU.UCG.AA
+X00706.1/129-200 CAG.UUG........................A...CCCG.GGU.UCG.AU
+X14848.1/3820-3750 UCU.UAG........................G...UGUA.GGU.UCA.AU
+M22764.1/167-240 CUA.AAA........................GG.UCCCU.GGU.UCG.AU
+J01436.1/1456-1522 CCA.AAA........................A...UGAA.GA..GUC.AG
+X00704.1/131-202 CGG.GAG........................A...CCGG.GGU.UCG.AU
+V00676.1/400-335 CCC.UUA........................G...AAAA.C.A.AAC.AA
+X14848.1/5139-5066 UAA.AUU........................UU..CGUA.GGAAUUU.GA
+AJ428514.1/9797-9864 CAU.UAG........................A...UUAU.GAU.AAU.AA
+K01637.1/819-890 CGA.GAG........................GU..CCUG.GGU.UCA.AA
+V00678.1/193-264 UAA.AUU........................UU..CGUA.GGU.UUG.AA
+J01435.1/264-194 UAA.AUU........................UU..CGUA.GGU.UUG.AA
+V01272.1/2790-2861 GCC.GCG........................G...CCCG.GGU.UCG.AU
+M27315.1/1347-1280 UCG.AAG........................G...UGUA.GAG.AAU.CU
+X14848.1/3824-3891 CCG.AAA........................A...UGUU.GGU.UAA.AC
+V00680.1/447-380 CAG.AAG........................A...AUUC.A.U.AAA.AA
+AJ428514.1/3834-3899 CCG.AAA........................A...UGUU.GGU.CUA.AA
+V00677.1/264-332 UAA.CAG........................A...UGUA.AGA.UAU.AG
+V00676.1/92-159 UCG.AAG........................G...UGUA.GAG.AAU.CU
+X14848.1/1-67 GCU.UAG........................A...UGGA.U.U.CAA.AA
+J01435.1/55-120 CCC.UUA........................G...AAAA.C.A.AAC.AA
+X14848.1/3684-3752 GUA.AAU........................AA..UAGA.GGU.UUA.AA
+V01556.1/306-238 UCA.UUA........................G...UCAC.AGU.UAA.AU
+K00174.1/1-68 GUU.AAG........................U...UAUA.GAC.UUA.AA
+V00676.1/23-88 CUA.AAG........................A...CAGG.GGU.UGA.GC
+K00434.1/154-84 UCU.UAG........................G...UGUA.GGU.UCA.AU
+AJ428514.1/11535-11602 CUA.ACA........................A...CAGG.AAA.UCA.AA
+V01556.1/1456-1523 CCA.AAA........................A...UGAA.GAG.UCA.GC
+J01435.1/4494-4561 CAG.UUA........................A...UUCU.GAA.AAA.AC
+J01435.1/6776-6846 CCA.AAA........................A...CCUU.GGU.GCA.AC
+X14848.1/2654-2728 CUU.GUU........................CC..CAGA.GGU.UCA.AA
+M25659.1/553-621 GCC.UAG........................A...UGGA.U.U.CAC.AC
+D85272.1/587-657 UCA.AAA........................A...CAUU.GGU.GCA.AC
+D85289.1/587-657 UCA.AAA........................A...UAUU.GGU.GCA.AC
+D85271.1/587-657 UCA.AAA........................A...UAUU.GGU.GCA.AC
+M22650.1/459-527 CUA.ACC........................A...UAGA.GAC.UUA.CC
+D85289.1/459-527 CUA.ACU........................A...UAGA.AGC.UUA.CC
+D85275.1/459-527 CUA.ACU........................A...UAGA.GGC.CUA.CC
+D85268.1/459-527 CUA.ACC........................A...UAGA.GAC.UCA.CC
+D38114.1/11688-11758 CCA.AAA........................A...UUUU.GGU.GCA.AC
+D38114.1/11560-11628 CUG.AUA........................A...CAGA.GGC.UCA.CA
+AF346998.1/4403-4470 CCG.AAA........................A...UGUU.GGU.UAU.AC
+AF346999.1/4402-4331 UCU.CAG........................G...GAUG.GGU.UCG.AU
+AC005329.1/7043-6971 CUA.AAG........................GU..CCCU.GGU.UCG.AU
+AC007298.17/145366-145295 CGG.GAG........................A...CCGG.GGU.UCG.AU
+AC004941.2/32735-32806 CAA.GAG........................GU..CCCU.GGU.UCA.AA
+AC093311.2/140036-139968 UCA.UUG........................G...UCGU.GGU.UGU.AG
+M16479.1/42-123 CUG.CC..GUC.....AUC.........GACUU..CGAA.GGU.UCG.AA
+AC092686.3/29631-29561 CGG.GAG........................G...CCCG.GGU.UCG.AU
+AF134583.1/1816-1744 UAA.GUG........................UU..UGUG.GGU.UUA.AG
+AF346992.1/15890-15955 CCG.GAG........................A...UGAA.A...ACC.UU
+K01921.1/234-307 CGA.AAG........................AU..UGGU.GGU.UCG.AG
+L23320.1/77-10 UAA.CUA........................G...UUUU.GAC.AAC.AU
+AC005783.1/27398-27326 CGA.AAG........................GU..CCCC.GGU.UCG.AU
+AF382005.1/581-651 GUU.UAG........................A...CGGG.C.U.CAC.AU
+AP000442.6/2022-1950 CUG.AGG........................GU..CCAG.GGU.UCA.AG
+M15347.1/1040-968 CCA.GGG........................GU..CGCG.AGU.UCA.AU
+AC018638.5/4694-4623 CGA.GAG........................GU..CCCG.GGU.UCA.AA
+AF347015.1/12139-12207 CUG.ACA........................A...CAGA.GGC.UUA.CG
+AL352978.6/119697-119770 GCC.AAG........................GU..CGCG.GGU.UCG.AU
+AC008443.10/8240-8321 CCA.GU..CUC.....UUC...G.....GGGG...CGUG.GGU.UCG.AA
+AC008670.6/83597-83665 CUG.ACA........................A...CAGA.GGC.UCA.CG
+AC008443.10/42590-42518 CUC.AGG........................GU..CGUG.GGU.UCG.AG
+AF347015.1/5827-5762 UCG.AAG........................A...AGCA.GCU.UCA.AA
+J00309.1/356-427 GCC.GCG........................C...CCCG.GGU.UCG.AU
+AF381996.1/4265-4333 GUA.AAU........................AA..UAGG.AGC.UUA.AA
+AC008443.10/9027-8955 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+X04779.1/1-73 CCU.UAG........................GU..CGCU.GGU.UCG.AU
+AF091512.1/37281-37352 CGA.GAG........................GU..CCCG.GGU.UCA.AA
+AC008443.10/38881-38809 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+AF382013.1/10403-10467 CAU.UAA........................A...UUAU.G...AUA.AU
+AF347015.1/1604-1672 UAG.GAG........................A...UUUC.AAC.UUA.AC
+AC024995.8/165717-165798 CCA.UU..GGG.G...UCU........CCCCG...CGCA.GGU.UCG.AA
+AC008443.10/43006-42934 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+M89651.1/39808-39722 CUG.UA..GCU.GU..CUA.......GCGACA...GAGU.GGU.UCA.AU
+AF347005.1/12268-12338 CCA.AAA........................A...UUUU.GGU.GCA.AC
+AC108081.2/59868-59786 GCA.GU..CUC.C...CCU........GGAGG...CGUG.GGU.UCG.AA
+AF347015.1/5892-5827 CUA.AAG........................A...CAGG.GG..UUA.GG
+AF347001.1/16015-15948 CUA.AUG........................G...UGGA.G.U.UAA.AG
+Z54587.1/126-45 CCA.GU..CUC.....UUC...G.....GAGG...CGUG.GGU.UCG.AA
+AC006449.19/196857-196784 CGA.AAG........................GU..UGGU.GGU.UCG.AG
+AL132988.4/95773-95841 CAG.UUG........................A...UGCA.GAG.UGG.GG
+X58792.1/174-245 CCA.GCG........................A...UCCG.AGU.UCA.AA
+AC008670.6/83725-83795 CCA.AAA........................A...UUUU.GGU.GCA.AC
+X93334.1/6942-7009 GUU.AAA........................U...UAUA.GGC.UAA.AU
+AF134583.1/1599-1666 CCC.UCA........................G...UAAG.U.U.GCA.AU
+AL163195.5/3702-3774 CCA.GGG........................GU..CGCG.AGU.UCA.AA
+V00675.1/586-656 CCA.AAA........................A...UUUU.GGU.GCA.AC
+D38115.1/11583-11651 CUA.AUA........................A...UAGG.GCC.CCA.CA
+X99256.1/11558-11626 CUA.ACA........................A...UAGA.GGC.UCG.AA
+M22655.1/587-657 CCA.AAA........................A...CAUU.GGU.GCA.AC
+M22657.1/587-656 CCA.AAA............................AAUU.GGU.GCA.AC
+M22656.1/587-656 CCG.AAA............................AAUU.GGU.GCA.AC
+M22656.1/459-528 CUA.AUA........................A...UAGA.AGC.CCA.AA
+AF155162.1/115-49 UUG.GUG........................G...UGAG.GU..UUA.AU
+M86496.1/1024-1089 UAG.AAG........................A...UUUC.AU..ACA.C.
+M86496.1/1-68 GCC.UAG........................A...UGAG.U.A.UAU.UA
+M86499.1/1-68 GCC.AAG........................A...UGAG.UG..UAC.G.
+M86499.1/1022-1088 UAG.AAG........................A...UUUC.ACA.CAU.C.
+M86501.1/1-68 GCC.UAG........................A...UGAG.U...GUA.UU
+M86501.1/1024-1090 UAG.AAG........................A...UUCC.AUA.CAC.U.
+M86495.1/1026-1092 UAG.AAG........................A...UUUC.ACA.CAC.UA
+M86495.1/1-68 GCC.UAG........................A...UGAG.U.G.CAC.UA
+AF490528.1/4630-4697 GUU.AAG........................U...UACA.AGU.GAA.AG
+AF490528.1/1519-1448 UCU.UAG........................G...AGUA.GGU.UCG.AU
+V00654.1/12038-12108 CCA.AAA............................AAUU.GGU.GCA.AC
+AF490529.1/3010-2943 CUA.AAG........................A...UAGA.GGU.UUG.AC
+AF490529.1/11834-11766 UCA.UUA........................G...UCAU.GGU.UAG.AU
+V00654.1/4197-4265 CCG.AAA........................A...UGUU.GGU.UUA.UA
+K00242.1/1-75 UUU.AUA........................UC..CAGA.GAU.UCA.AA
+V00654.1/15791-15726 UUG.AUG........................G...UGAG.AC..UGC.A.
+AF493542.1/2517-2451 UCA.GAG........................A...AGCA.GCU.UCA.AU
+AF034440.1/1115-1181 GCC.UAG........................A...UGAG.U.C.UCC.CA
+AF493541.1/2418-2346 UAA.AGU........................UU..CGUG.GGG.GUG.GA
+AF493542.1/6654-6722 CAG.CUA........................G...UUUC.GGU.CUA.GU
+AF490529.1/2769-2701 CAA.UUG........................A...UGUA.AGG.UGU.AG
+V00654.1/11907-11976 CUA.ACA........................A...UAGA.AAC.UCA.UU
+AF493541.1/7070-7138 CAU.UAG........................A...UUAU.GAU.UUA.AU
+AJ235316.1/1023-1090 GCC.UAG........................A...UGAG.U.A.CAC.CA
+M86494.1/1026-1092 UAG.AAG........................A...UUUC.ACA.U...AC
+M86493.1/1-68 GCC.UAG........................A...UGAG.U.A.UAU.GA
+M86493.1/1025-1091 UAG.AAG........................A...UUUC.ACA.CAC.C.
+M86498.1/1-69 GCC.UAG........................A...UGAG.U.G.CUC.CA
+M86498.1/1026-1092 UAG.AAG........................A...UUUC.ACC.CAC.C.
+M86500.1/1-68 GCC.UAG........................A...UGAG.U.A.UAU.UA
+M86497.1/1-66 GCC.UAG........................A...UGGG.U.A.UUU.A.
+M86497.1/1020-1086 UAG.AAG........................A...UUUC.ACA.CGC.C.
+AL031229.2/40502-40430 CGA.AAG........................GU..CCCU.GGA.UCA.AA
+AL590385.23/26129-26058 GCC.GCG........................G...CCCG.GGU.UCG.AU
+AL009179.1/106037-106108 CCA.GAG........................GU..CGAU.GGA.UCU.AA
+AL356957.27/121645-121572 CGA.AAG........................GU..UGGU.GGU.UCG.AG
+AL662865.4/12206-12135 CCA.GCG........................A...UCCG.AGU.UCA.AA
+AL590385.23/27782-27864 GCA.GU..CUC.C...CCU........GGAGG...CGUG.GGU.UCG.AA
+Z98744.2/66305-66234 CCA.GAG........................GU..CGAU.GGA.UCG.AA
+AL671879.2/100356-100285 UAU.GAG........................GC..CCCG.GGU.UCG.AU
+AL021808.2/65570-65498 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+AL021918.1/81116-81197 CCA.UU..GGG.G...UUU........CCCCA...CGCA.GGU.UCG.AA
+AL355149.13/15278-15208 CGG.GAG........................A...CCCG.GGU.UCA.AU
+AL021918.1/94597-94678 CCA.UU..GGG.G...UUU........CCCCG...CGCA.GGU.UCG.AA
+AL590385.23/26487-26416 CAG.UUG........................A...CCCG.GGU.UCG.AU
+AL133551.13/12355-12436 CCA.AU..GGG.G...UCU........CCCCG...CGCA.GGU.UCG.AA
+AL021918.1/54817-54736 CCA.UU..GGG.G...UUU........CCCCG...CGCA.GGU.UCG.AA
+AL589879.21/171955-172027 CUG.AGG........................GU..UCAG.GGU.UCA.AG
+X16885.1/811-882 GAG.AAG........................A...AGUU.UGU.GAA.AU
+X16885.1/631-561 UUA.UAA........................A...AAAA.GGU.UUA.AU
+AF217350.1/265-194 UAA.AAG........................AC..AGCA.AGA.UCA.AU
+X16885.1/460-388 UUC.UUU........................AU..CAGA.GGU.UCA.AA
+AF217350.1/193-122 CUC.ACA........................U...CAAA.GGU.UCA.AG
+X16885.1/1030-1101 CAG.ACU........................U...UGAA.AGU.UUA.AC
+X16885.1/779-708 UCA.AAA........................A...UAGAAGGA.UAA.AA
+X16885.1/635-704 CCG.GAG........................U...AACU.GGU.AAACAA
+X16885.1/1019-953 UUU.UCA........................AU..AGAG.AGU.GAA.AC
+X16885.1/950-882 CUA.UAG........................A...UGCG.GCC.AGU.UU
+X16888.1/864-793 UAA.AAG........................AG..AGCA.AGA.UCA.AU
+X16888.1/255-184 UUA.UUU........................A...UAAA.GGU.UUA.AG
+X55514.2/4047-4119 GAG.AAG........................A...AGUU.UGU.GAA.AU
+X16888.1/178-111 CAA.AAG........................G...GCUU.UGU.UAAGAA
+X16888.1/869-940 UCU.UUA........................A...UACA.AGU.GCA.AC
+X16887.1/553-487 UUA.UAG........................G...UUUA.GGU.UGA.AC
+X55514.2/4027-3957 UCA.AGA........................A...UAGAAGGA.UAA.AA
+X55514.2/4257-4189 UUU.UAA........................A...UAAG.AGU.GGA.AC
+X55514.2/4416-4343 CUU.ACA........................U...CAAG.GGU.UCA.AU
+X55514.2/4187-4119 CUA.CAG........................A...UGCG.GUU.AUA.AU
+X55514.2/3882-3954 CCA.AAG........................U...UACU.GGU.AAUCAA
+M25321.1/113-184 CAA.AAC........................U...UGAA.AGU.UUA.AA
+M25321.1/478-410 UUG.UAG........................A...UGCA.AGU.UUA.AU
+X55514.2/3696-3624 UUC.UUU........................AU..CAAG.GGU.UCA.AU
+D16387.1/11555-11625 GAG.CUG........................A...UAUU.UGU.GCA.AA
+D16387.1/276-206 UAA.AUA........................GA..GGAA.GGU.UCG.AA
+X16886.1/1215-1285 UCU.UAA........................A...UAUA.AGU.UCA.AC
+X16886.1/999-1070 CAG.UAA........................C...UCCA.AGU.UUA.AC
+D16387.1/11909-11838 CUA.CGA........................U...CAAG.GGU.UCA.AA
+X16886.1/993-924 CUU.UAA........................A...UAAG.AAU.GGG.AA
+D16387.1/11325-11257 CGA.AAG........................GU..UUUU.GUA.AAC.AA
+X16886.1/923-857 CUA.UAG........................A...UGCG.G.G.UAA.UC
+D16387.1/11403-11471 CUG.GAA........................U...UAUC.UGU.AACCAC
+X16886.1/781-711 UCA.AAA........................A...UGGAAGGA.UAA.AU
+X16886.1/1355-1286 CUG.UUG........................G...UGUA.AGU.AUA.AA
+X16886.1/458-387 UUC.UUU........................AU..CGAA.GGU.UCA.AA
+D16387.1/11397-11328 CUA.GGU........................A...GGAA.GGU.UCA.AG
+U50045.1/216-145 CAG.GAG........................AU..AACA.AGA.UCA.AU
+M37162.1/1352-1420 CUU.UUU........................A...UAAG.AAU.GGA.AA
+J04815.1/7401-7469 CAG.AAG........................G...CUUU.GGU.UAA.AG
+J04815.1/1380-1448 CAA.GAA........................AU..AGUA.GGA.UAA.AA
+J04815.1/1662-1729 CCU.UAG........................A...UGCA.AUU.AGU.UC
+J04815.1/1231-1299 UUG.UAG........................A...CGUA.AGU.GAA.AA
+J04815.1/2041-2109 CAA.AUA........................GC..UCUU.AGC.GAA.AA
+J04815.1/1-73 GCU.UCA........................A...AGAG.AGU.UAA.AG
+J04815.1/1371-1301 UCC.UUG........................U...UGUG.GGU.UCA.AU
+J04815.1/1966-2036 CCA.UAC........................A...CAAA.GGU.UAA.AU
+M37162.1/1557-1488 GAG.GUC........................A...CACU.CGU.GCA.AU
+J04815.1/3159-3231 UAG.ACU........................AU..CAAG.GGU.UAA.AU
+J04815.1/10228-10159 CGU.UGG........................A...UAGA.GGU.UCA.AU
+J04815.1/952-1020 CUC.UAA........................G...UUUG.AGU.UAA.AA
+M37162.1/1211-1282 UUU.UC.........................AU..CGAA.GGU.UCA.AC
+J04815.1/1812-1884 CCA.AGA........................A...UGGAAGGA.UAG.AA
+J04815.1/1592-1523 CAG.AAA........................U...CCUA.AGU.UAA.AU
+J04815.1/1026-1098 CUU.GGA........................G...AGAG.GGU.UAA.AG
+M28270.1/1-73 CUU.CCU........................AU..CAAA.GGU.UCA.AC
+J04815.1/11997-12064 CUG.GAG........................U...AACU.GGU.UAA.AA
+J04815.1/1953-1885 CCA.AAA........................U...UGCU.GGU.UAA.AU
+X12631.1/10184-10115 CGU.UUG........................A...UAGA.GGU.UUC.UU
+X12631.1/1567-1497 CAA.AAG........................U...UCUA.AGU.UAA.AG
+X12631.1/7349-7415 CAG.AUG........................G...UUUU.GGU.UCA.AC
+X12631.1/1426-1497 CUU.UUA........................A...CGAG.GGU.UCA.AC
+X12631.1/2020-2087 CAG.ACA........................G...UCUU.GGU.GAA.AA
+X12631.1/2088-2158 UUU.CCU........................AU..CAAG.GGU.UCA.AC
+X12631.1/1775-1706 GAG.ACC........................A...CACU.CGU.GCA.AU
+X12631.1/1207-1274 UUG.CA.........................A...UGUA.AG..GUA.AG
+X12631.1/3132-3200 UAG.AUU............................UAAG.GGU.UAA.AU
+X12631.1/1937-1868 CCA.AA.........................AU..UGCU.GGU.UAA.AC
+X12631.1/1795-1866 CCA.GGA........................A...UGAA.GGA.UAA.AA
+X12631.1/1014-1084 CCA.GGA........................G...AGAG.GGU.AAA.CU
+X12631.1/1347-1277 UCU.UCU........................G...CUUG.GGU.CCA.UU
+X12631.1/8405-8475 UUA.AAA........................GA..AAUU.AGC.UAA.UA
+X12631.1/939-1009 CUC.UUA........................AG..UUUG.AGU.UAA.AA
+X12631.1/1570-1639 CUU.UAA........................A...CAAG.AAU.UGG.AA
+X12631.1/11945-12013 CUG.AAG........................A...CGCC.AGU.AAA.CU
+X12631.1/1-73 GCU.UCA........................A...AGGG.AGU.UAA.AG
+X12631.1/1944-2014 CCA.UAU........................A...CAAG.GGU.UAG.AC
+AF100664.1/6440-6512 CAG.AAG........................AU..UGCA.GGU.UCG.AA
+AC084571.1/17976-18047 CGA.GAG........................GU..CCCG.GGU.UCA.AU
+M34508.1/318-404 CUG.UA..GGC.G...GUU...AG...CGCCG...CAGU.GGU.UCG.AC
+AC084609.1/20256-20184 CUG.GUU........................GU..CGCG.GGU.UCG.AG
+AF026213.1/13358-13277 CCA.GU..CCC.....UUC...G.....GGGG...CGUG.GGU.UCG.AA
+AC024877.2/101525-101454 CGA.AAG........................GU..UGGG.CGU.UCG.AU
+AC006635.2/21711-21640 UGC.GAG........................A...CCCG.GGU.UCA.AU
+AC084153.1/28467-28538 CCA.GAG........................GU..CGGU.GGA.UCG.AA
+M93388.1/1185-1251 UUG.GAG........................G...UCUC.....UGG.UU
+AF491005.1/5436-5355 CAA.AU..CUC.C...UA.........GGAGG...CGCA.GGU.UCG.AA
+X59583.1/330-410 GCG.UU..CUC.U...UC.........GGAGG...CGCA.GGU.UCG.AA
+X59573.1/314-396 CUC.AU..CC......AUU...C......GGUU..CGCG.AGU.UCG.AA
+M24578.1/1373-1445 CUG.GUG........................GU..CGGG.GGU.UCG.AG
+X03499.1/37-110 CAA.CAG........................GU..CUCG.AGU.UCG.AU
+AF037042.2/2935-2864 CUG.GUA........................C...CUCG.GGU.UCG.AU
+X59563.1/1377-1449 CUG.CAG........................GU..CGUG.GGA.UCG.AG
+X59571.1/319-390 CUG.UUG........................AC..CCUU.GGU.UCG.AU
+X59582.1/477-558 CAG.AU..CCC.U...UC.........GGGGG...CGCA.GGU.UCG.AA
+X59566.1/318-390 CCU.GUA........................A...UCUG.AGU.UCG.AG
+K02322.1/59-130 CUC.GAG........................GU..CCUA.GGA.UCG.AA
+X53444.1/72-144 CGA.GAG........................GU..AAAG.GGU.UCG.AU
+X69660.1/114-186 CUU.GUG........................GU..CGGG.GGU.UCG.AG
+X53443.1/135-206 CGC.UAG........................GU..CCAU.GGU.UCG.AU
+X59562.1/71-144 CGG.UAG........................GU..CUCA.GGU.UCG.AC
+AF067200.1/16-89 GAU.UAG........................GU..CGUG.GGU.UCG.AU
+U25144.1/1062-991 GAA.GAG........................GU..CAUG.AGU.UCG.AU
+X54300.1/29-102 GGU.GAG........................GU..CCCU.GGU.UCA.AA
+D17791.1/52-123 CGA.UUA........................GU..UCCG.GGU.UCG.AG
+X54300.1/105-177 GCA.GAU........................GU..CAGC.GGU.UCG.AA
+X54299.1/1793-1866 GGU.GAG........................GU..CCCU.GGU.UCA.AA
+J01399.1/2867-2939 UUC.GAG........................GU..UGUG.GGU.UCG.AG
+X54408.1/1-73 GAG.AAA........................A...CGCG.GAU.UCG.AA
+L13782.1/442-515 CAU.GGG........................GU..CGGG.GGU.UCG.AA
+X55320.1/1-72 CCA.AGA........................UG..CAUG.GGU.UCG.AA
+J01395.1/2878-2951 GCA.AAA........................GU..CGAA.AGU.UCA.AA
+X51398.1/2-75 CCA.AAG........................GU..UAUC.GGU.UCA.AG
+X62566.1/248-320 CCU.GAU........................GU..CGUG.GGU.UCA.AU
+X55321.1/1-72 CCA.GCU........................AU..CGCA.AGU.UCG.AA
+J01395.1/3006-3078 GCA.GAU........................GU..CAGC.GGU.UCG.AA
+X55319.1/1-74 CUU.GAA........................AU..CGAG.GGU.UCG.AG
+X05693.1/1054-1126 GCA.GAU........................GU..CAGC.GGU.UCG.AG
+X15090.1/41-114 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+X62800.1/3583-3669 CGA.GUA.UAC.AG..CUC...C...CUGUAC...CGAG.GGU.UCG.AA
+X03848.1/3091-3164 GGU.GAG........................GU..CGCU.GAU.UCG.AA
+X04465.1/38367-38438 GCG.UAA........................GU..CAUC.GGU.UCA.AA
+M20947.1/1-74 ACG.GAA........................GU..UGCG.GGU.UCG.AG
+M20969.1/1-74 CCU.AAU........................GU..CGUA.GGU.UCA.AA
+M20958.1/1-80 GCA.GU..GC......UAA...G......GCU...UCUC.GGU.UCG.AA
+X04465.1/29596-29669 CCU.CUA........................CG..CGCG.GGU.UCA.AU
+M20954.1/1-74 UGG.CGA........................AU.UCACA.GGU.UCA.AU
+M68929.1/50694-50622 GGA.AAG........................GC..CUCC.GGU.UCA.AG
+M20960.1/1-74 GCG.AGA........................GU..CAUU.GGU.UCA.AA
+M68929.1/186481-186410 CUG.AAA........................A...CACG.GGU.UCG.AA
+M68929.1/49940-50012 CAU.AAA........................GC..UGUC.GGU.UCA.AA
+M20972.1/1-72 GAG.AAU........................GU..CUAC.GGU.UCA.AA
+M68929.1/182805-182734 CCG.AGA........................AA..CAAA.GGU.UCG.AA
+M20945.1/1-72 CCU.CCA........................G...UAUA.GGU.UCG.AA
+M68929.1/174348-174275 CCU.UGU........................GU..CAGU.GGU.UCG.AA
+M68929.1/17407-17480 UUG.GGG........................GU..UGAG.AGU.UCA.AA
+M68929.1/163972-163902 CAG.AGG........................A...UAUG.GGU.UCG.AU
+M68929.1/1540-1461 CCG.UU..CC......UAU...U......GGU...UAUU.GGU.UCA.AG
+X04465.1/90332-90261 CGA.UUG........................GU..CGUA.GGU.UCA.AA
+M20968.1/1-73 GCG.AUG........................GU..CAUC.GGU.UCG.AC
+M20957.1/1-85 CCG.UU..GGC.UU..UAA.......AGACCG...UGAG.GGU.UCA.AG
+M68929.1/79613-79540 UUG.AUG........................GU..CACA.GGU.UCA.AA
+X04465.1/112638-112565 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+M68929.1/151018-150946 CUG.AAU........................GU..UGUG.GGU.UCG.AA
+M68929.1/152677-152605 UCG.CAC........................A...CGGG.GGU.UCA.AA
+M20948.1/1-71 CCU.UUA........................U...CCCC.AGU.UCA.AA
+M68929.1/79397-79315 CUG.CU..GAA.....GGU...U.....UUCUA..CGUA.GGU.UCG.AA
+M68929.1/18311-18382 GCU.AAG........................GU..UGAG.GGU.UCA.AG
+X04465.1/57877-57950 CAU.GAA........................GU..CAAG.GGU.UCG.AA
+M68929.1/166107-166035 UUA.AAG........................GU..CGCA.GGU.UCA.AG
+X01647.1/2451-2378 CUU.GAG........................GU..CAUA.GGU.UCA.AA
+M68929.1/39446-39374 CCA.AAG........................GU..UAAG.GGU.UCG.AA
+M68929.1/186579-186500 CUG.UU..UCU.....AAU.........GGAA...UAUC.GGU.UCG.AA
+M20959.1/1-72 CGA.CGA........................GU..UCCG.GGU.UCG.AG
+M20966.1/1-88 CCG.AU..AUA.GUUUUUA.....AGAUUAU....CGAG.GGU.UCA.AA
+X04465.1/3679-3758 UUC.GU..GCU.....UAA.........AGCA...UGGA.GGU.UCG.AG
+M68929.1/48611-48684 CCA.GAA........................GU..CGCG.GGU.UCA.AA
+M68929.1/166929-166856 GGU.GAU........................AU..UGUA.GGU.UCG.AG
+M20952.1/1-71 CUA.ACG........................A...UGCG.GGU.UCG.AU
+M20942.1/1-73 GCG.GAU........................GU..CAGC.GGU.UCG.AG
+X04465.1/36643-36562 CCG.CU..GGC.....AAU.........GCCUA..CGCU.GGU.UCA.AA
+M68929.1/36559-36632 CAG.AAA........................GU..UACA.GGU.UCA.AA
+M20964.1/1-88 CCG.UU..GUA.CAAGCUU.....UUUGUAC....CGAG.GGU.UCG.AA
+X04465.1/64788-64715 CAA.AAU........................GU..CGCA.GGU.UCG.AA
+X04465.1/48845-48932 GCU.AU..GUA.GGCUUUU.....GGUCUAU....CGAG.GGU.UCG.AA
+X04465.1/50998-51070 CCU.CGU........................GU..CACC.AGU.UCA.AA
+M20949.1/1-72 CUG.UUA........................UU..CGGA.GGU.UCG.AA
+M68929.1/41917-41989 GAG.AGA........................GU..CAGC.GGU.UCA.AG
+M68929.1/172005-172075 CCU.AUA........................A...AGAU.GGU.UCG.AA
+M68929.1/32684-32756 UAU.UGG........................GU..CGUU.GGU.UCG.AA
+M68929.1/15170-15243 UUG.AAG........................GU..CACA.GGU.UCA.AA
+M68929.1/164824-164907 CCG.AA..GUA.UU..GAG.......AAUAC....CGGG.GGU.UCG.AA
+M20951.1/1-71 GAG.AAU........................A...UGCG.GGU.UCG.AU
+X04465.1/36787-36715 GAG.GCG........................A...CGGG.GAU.UCG.AA
+X04465.1/120306-120235 GUG.GAA........................GU..CAUC.AGU.UCG.AA
+M68929.1/165481-165397 CUG.GU..GAC.CA..UAA.......UGUUCG...UGGG.GGU.UCG.AG
+M68929.1/20078-20150 UCG.AAA........................A...CACG.GGU.UCA.AA
+D17510.1/119065-118992 CCA.CCA........................CG..CGCG.GGU.UCA.AU
+D11467.1/1-72 CUG.UUA........................UU..CGGA.GGU.UCG.AA
+D11467.1/6989-6916 UGGCGAA........................CU..CGCG.GGU.UCA.AU
+X00764.1/173-244 CCU.UUG........................G...UAUA.GGU.UCA.AG
+AF449163.1/604-532 GAG.GCA........................G...CGGG.GAU.UCG.AC
+AJ270287.1/567-495 GAG.GCA........................G...CGGG.GAU.UCG.AC
+D13102.1/342-269 CCC.AAU........................GU..CGUA.GGU.UCA.AA
+X15901.1/15784-15867 UCG.UU..GAC.A...AUA........UGUCUA..CGCU.GGU.UCA.AA
+X15901.1/44438-44524 GCU.AU..GUA.GAC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+X15901.1/105074-105153 GCA.GU..GCU.....CA..........AGCA...UCUC.GGU.UCG.AG
+D13107.1/530-459 UGA.CUG........................GU..CGUA.GGU.UCG.AA
+X15901.1/99287-99217 UGA.CUG........................GU..CGUA.GGU.UCG.AA
+U61165.1/404-477 CUG.AAG........................AC..UGCA.GGU.UCG.AA
+X17318.1/109-39 CCU.UUA........................C...CCCC.AGU.UCA.AA
+M74160.1/2030-2100 CCU.UUA........................U...CCCC.AGU.UCA.AA
+X13704.1/1807-1880 CAA.AAU........................GU..AACG.GGU.UCA.AA
+M58306.1/1-72 GGC.GAG........................GU..CUCU.GGU.UCA.AG
+X86563.2/66129-66056 CAA.AAU........................GU..CACA.GGU.UCA.AA
+X05295.1/313-226 CCG.GU..AUA.GUUCUAG.....GAACUAU....CGAG.GGU.UCG.AA
+L02941.1/716-643 CUU.GAG........................GU..CACG.GGU.UCG.AU
+X86563.2/119998-119925 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+M16907.1/208-137 UGA.CUG........................GU..CGUA.GGU.UCG.AA
+M16333.1/1-74 GGU.GAU........................AU..UGUA.GGU.UCG.AG
+X07380.1/111-198 UCG.AC..AUA.CAA.GAA...GA.UUGUAU....CAUG.GGU.UCG.AA
+J04502.1/2903-2830 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+X86563.2/48153-48081 GCG.AGG........................GU..CAUC.GGU.UCA.AA
+AJ012132.1/54-126 CCU.CGU........................GU..CACC.AGU.UCA.AA
+AJ011900.1/63-136 CUG.AAG........................AC..UGCA.GGU.UCG.AA
+X62453.1/1-74 GCG.GAA........................GC..UGCG.GGU.UCG.AG
+AJ011807.1/2601-2531 GAG.AAG........................A...UACG.GGU.UCG.AU
+X61674.1/1095-1008 CCG.UU..GUA.CAA.UUU...UU.UUGUAC....CGAG.GGU.UCG.AA
+X13246.1/151-233 CUG.UU..GAA.....GGU...U.....UUCUA..CGUA.GGU.UCG.AA
+X15379.1/71-144 CCA.GAA........................GU..CGCG.GGU.UCG.AA
+X14698.1/250-321 UCG.AAG........................A...CACG.GGU.UCG.AU
+M16843.1/2824-2752 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+AB042240.3/15036-15107 GCA.UAA........................GU..CAUC.GGU.UCA.AA
+AB027572.1/4261-4342 UCG.UU..GAC.....AAU.........GUCUA..CGCU.GGU.UCA.AA
+AB042240.3/6758-6687 CCG.UUA........................CU..CGGA.GGU.UCG.AA
+M16839.1/41-111 GAG.AAG........................A...UACG.GGU.UCG.AU
+X15118.1/1470-1542 CCU.CGU........................GU..CACC.AGU.UCA.AA
+AB042240.3/84552-84472 CUC.GU..GCU.....AAA...G.....AGCG...UGGA.GGU.UCG.AG
+X07379.1/305-375 CCU.UUA........................U...CCCC.AGU.UCA.AA
+AB042240.3/36390-36319 CCU.UUG........................G...UAUA.GGU.UCA.AA
+X13247.1/151-237 CCG.AA..GUA.UUG.AUA...G..GAAUAC....CGGG.GGU.UCG.AA
+M55314.1/21-92 UCG.GCA........................UG..CAAA.GGU.UCG.AA
+X05602.1/210-283 CCC.AAU........................GU..CGUA.GGU.UCA.AA
+K02003.1/1-74 CCU.GAG........................GU..CGAG.AGU.UCG.AG
+AB042240.3/82974-82901 UGG.UAA........................AUU.UGCG.GGU.UCA.AU
+AP000397.1/114390-114319 CCG.GCA........................UG..CAAA.GGU.UCG.AA
+AP000397.1/130600-130527 CCU.UGU........................GU..CAGU.GGU.UCG.AA
+AP000397.1/130445-130371 CAG.AGG........................GC..CAUA.GGU.UCG.AA
+K00281.1/1-72 GCG.UAA........................GU..CAUC.GGU.UCA.AA
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+AJ400848.1/26718-26788 CCU.UGU........................U...CCCC.AGU.UCA.AA
+M31489.1/112-183 CCU.UUG........................G...UAUA.GGU.UCA.AA
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+AJ400848.1/34280-34188 CCG.GC..AUA.GUUCUUUAUUCAGAACUAU....CGAG.GGU.UCG.AA
+AJ400848.1/29178-29105 GCG.GAA........................GC..UGCG.GGU.UCG.AG
+Y00125.1/116-196 CUC.GU..GCU.....AAA...A.....AGCG...UGGA.GGU.UCG.AG
+AJ400848.1/74-1 CCA.CCA........................UU..CGCG.GGU.UCA.AU
+AJ400848.1/50859-50931 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+AJ400848.1/29803-29731 GAG.ACA........................A...CGGG.GAU.UCG.AC
+AJ400848.1/44024-44110 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+X07462.1/14-87 UGGCGAA........................UU..CGUA.GGU.UCA.AU
+X87209.1/183-268 UCG.AC..AUA.CAA.GAA...GA.UUGUAU....CAUG.GGU.UCA.AA
+X73425.1/2369-2440 UGA.CUG........................GU..CGUA.GGU.UCA.AA
+X74126.1/2430-2501 UCG.AAG........................A...CACG.GGU.UCG.AU
+M81884.1/41401-41330 CGA.UUG........................GC..CGUA.GGU.UCG.AC
+M81884.1/42594-42515 GCA.GU..GCU.....AU..........AGCA...UCUU.GGU.UCG.AG
+X61368.1/228-301 CAC.GGU........................GU..CGUG.GGU.UCG.AA
+X61698.1/1470-1542 GCG.GGA........................GG..CAUU.GGU.UCA.AA
+Z00044.1/50240-50312 CCU.CGU........................GU..CACC.AGU.UCA.AA
+Z00044.1/68888-68815 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+X01017.1/487-417 GAG.AAG........................A...UGCG.GGU.UCG.AU
+X01016.1/450-523 CAA.AAU........................GU..CACA.GGU.UCA.AA
+X02217.1/416-488 GAG.GCA........................G...CGGG.GAU.UCG.AA
+M16912.1/86-157 GCG.UAA........................GU..CAUC.GGU.UCA.AA
+M16897.1/160-88 GCG.AUG........................GU..CAUC.GGU.UCG.AU
+X01017.1/116-189 CUU.GAG........................GU..CACG.GGU.UCA.AA
+X00181.1/495-582 CCG.UU..GUA.CGA.GUU...AA.UCGUAC....CGAG.GGU.UCG.AA
+X00360.1/1-73 CCU.UAG........................GU..CACU.GGU.UCG.AA
+M16869.1/80-166 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+K01727.1/129-57 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+M16909.1/81-161 CUC.GU..GCU.A...AA.........UAGCG...UGGA.GGU.UCG.AG
+X72895.1/1-72 CCU.UUU........................UU..CCCC.AGU.UCA.AA
+X00446.1/283-210 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+M23767.1/162-241 GCA.GU..GC......UAA...U......GCA...UCUC.GGU.UCG.AG
+X53392.1/97-170 GGU.GAU........................AU..UGUA.GGU.UCG.AG
+Y18934.1/3868-3797 GUG.GAA........................GU..CAUC.AGU.UCG.AG
+AJ243756.1/1-71 CCU.GGA........................A...UGAC.GGU.UCG.AC
+AC122544.1/63069-62986 CUG.GU..CCU.CGU..........GAGAGGG...CGUG.GGU.UCA.AA
+X01120.1/76-149 CAC.GAU........................GU..CGGG.GGU.UCG.AA
+X07922.1/12-85 CAA.AAU........................GU..CACG.GGU.UCA.AA
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+X07125.1/118-191 CUG.AAG........................AC..AGCA.GGU.UCG.AA
+AJ271079.2/59828-59899 CCG.CUA........................UU..CGGA.GGU.UCG.AA
+AJ271079.2/19772-19686 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+AJ271079.2/114727-114656 CGA.UUG........................GU..CGUA.GGU.UCG.AA
+X04377.1/307-380 CUG.AAG........................AU..UGCA.GGU.UCG.AA
+X03676.1/445-516 GCU.GAG........................GU..UGAG.GGU.UCA.AG
+AP002983.1/63669-63596 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+AP002983.1/121-48 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+M17129.1/151-222 CCA.CAG........................GU..CCCA.GGA.UCG.AA
+X07377.1/52-124 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+AF052653.1/130-203 CUG.AAG........................AU..UGCA.GGU.UCG.AA
+X06428.1/229-300 GUG.GAA........................GU..UAUC.AGU.UCG.AG
+X07375.1/305-376 UCG.AAG........................A...CACG.GGU.UCG.AU
+X00476.1/1-85 CCG.UC..GAC.U...UAA...GA...AAUCA...UGAG.GGU.UCA.AG
+K00235.1/1-85 CCG.UC..GAC.UU..AAU.......AAAUCA...UGAG.GGU.UCA.AG
+X15059.1/507-589 CUG.UU..GAA.....GUU...U.....UUCUA..CGUA.GGU.UCG.AA
+M21542.1/51-134 CUG.GU..CUU.C...GAG...A....GAGGG...CGUG.GGU.UCA.AA
+X12857.1/421-494 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+M16863.1/21-94 CAC.GGU........................GU..CGGG.GGU.UCG.AA
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+X05395.1/365-438 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+X05394.1/580-653 CUU.GAG........................GU..UACG.GGU.UCA.AA
+X05395.1/122-195 CAA.AAU........................GU..CACA.GGU.UCA.AA
+AJ002222.1/720-791 GCU.GAG........................GU..UGAG.GGU.UCA.AG
+M16864.1/642-714 GAG.GCA........................A...CGGG.GAU.UCG.AC
+X05394.1/803-733 GAG.AAG........................A...CGCG.GGU.UCA.AU
+X01676.1/804-877 GCG.GAA........................GC..UGCG.GGU.UCG.AG
+X04761.1/963-892 GCG.UAA........................GU..CGUC.GGU.UCA.AA
+M16863.1/456-385 CGA.UUG........................GU..CGUA.GGU.UCA.AA
+M16863.1/577-660 CUC.GU..GCU.....AAA...C.....AGCG...AGGA.GGU.UCG.AG
+X51471.1/6754-6681 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+X02444.1/95-15 CUC.GU..GCU.....AAA...C.....AGCG...UGGA.GGU.UCG.AG
+AF487242.1/558-475 UCG.UU..GGC.A...AUA........UGUCUA..CGCU.GGU.UCA.AA
+X66520.1/7-88 CAU.GU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
+AL162971.1/11752-11825 CUG.AAG........................GU..CUCC.GGU.UCG.AA
+AC002341.3/6810-6881 CGA.GAG........................GU..CCCG.AGU.UCA.AU
+X12889.1/644-572 GCA.GGA........................GU..CAUU.GGU.UCA.AA
+M58320.1/108-194 CCG.AA..GUA.UUU.CUA...G..GAAUAC....CGGG.GGU.UCG.AA
+X67736.1/4837-4923 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+AC009323.4/37955-37874 CAU.GU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
+X66414.1/9-82 UGGCGAA........................UU..CGUA.GGU.UCA.AU
+X14110.1/261-348 UCG.AC..AUA.CAA.GAA...GA.UUGUAU....CAUG.GGU.UCG.AA
+AL138651.1/64525-64597 CGA.GAG........................GC..ACAG.GGU.UCG.AU
+X57593.1/241-312 CAG.AAG........................GU..UGCG.UGU.UCG.AU
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+AC009323.4/42522-42441 CAU.GU..GGG.U...UUU........GCCCG...CGCA.GGU.UCG.AA
+AC018907.5/9587-9517 GUA.CAG........................A...CCCG.GGU.UCG.AU
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+AL161496.2/172002-171930 CUG.AAG........................GU..CGCG.UGU.UCG.AU
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+AC009323.4/12825-12742 CAU..GU.GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
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+X63088.1/299-371 CUA.AUG........................GU..CGCA.GGU.UCA.AG
+X13558.1/186-115 CCG.CUA........................UU..CGGA.GGU.UCG.AA
+X17616.1/380-293 CCA.UU..GUA.CGA.GUU...AA.UCGUAC....CGAG.GGU.UCG.AA
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+M21373.1/208-280 GCA.GAC........................GU..CAGC.AGU.UCG.AG
+M21373.1/131-204 GGU.GAG........................GG..CCCU.GGU.UCA.AA
+X15768.1/134-207 GGU.GAG........................GU..CUCU.GGU.UCA.AA
+X15768.1/211-283 GCA.GUG........................GU..CAGC.GGU.UCG.AG
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+K00277.1/1-73 GAG.GAU........................GU..CGGC.GGU.UCG.AU
+K00354.1/1-74 CAG.GAG........................GU..CCAA.GGU.UCA.AA
+AF016404.1/2636-2555 CAU.GU..GCU.U...AUA........AAGCG...UACC.GGU.UCA.AC
+#=GC SS_cons >>>.>...............................<<<.<<........
+
+AP000063.1/59179-59095 ..UCCCA.C.CCCCCGC.A
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+X51824.1/190-272 ..UCCAG.C.CCUGCCC.A
+X51824.1/381-453 ..CCCGG.C.CGCGAGC.U
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+Z82044.1/16317-16387 ..UCCGG.G.UGUCGCC.U
+AF008220.1/6888-6961 ..UCCAU.U.CAGGCCC.A
+AF142677.4/47404-47332 ..UCCUU.C.AUGGCUC.A
+AF008220.1/6334-6422 ..UCCCU.C.UUCCUCC.G
+AF071855.1/254-326 ..CCCGC.U.AGGCUCC.A
+AF008220.1/6713-6785 ..UCCCA.U.CAAUCGC.C
+AF008220.1/5322-5394 ..CCCGU.C.AUCCUCC.A
+AB013373.1/3754-3825 ..UCCCG.U.CUUCCGC.U
+AB031213.1/2203-2276 ..UCCCG.U.CCGGACC.G
+AB001488.1/62222-62293 ..UCCAG.C.UAGCCCA.G
+AF008220.1/6172-6245 ..CCCCU.C.CGCCGCU.A
+AF142677.4/47045-46960 ..UCCGG.C.CCUCGGC.A
+AF008220.1/6443-6516 ..UCCUG.C.CCCCGCA.A
+X60981.1/3261-3348 ..UCCCU.U.GCUCUCC.G
+AF008220.1/6975-7046 ..UCCUG.C.CUGUGGA.G
+AF008220.1/5997-6070 ..UCCUG.U.CUUCCCG.A
+AF008220.1/7053-7140 ..UCCCU.C.CUUCUCC.G
+X60981.1/3446-3518 ..CCCGU.C.AUCCUCC.A
+AB031211.1/7799-7884 ..UCCGG.C.CCUCGGC.A
+Z82044.1/16031-16103 ..UCCCA.U.CAAUCGC.C
+Z99104.2/95646-95728 ..UCCCU.U.CACCCGC.A
+Z82044.1/15843-15924 ..UCUGC.C.CCCCUCC.A
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+X02444.1/95-15 ..UCCUC.U.UCAAGGC.A
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+AL162971.1/11752-11825 ..CCCGG.G.CGAAGCC.A
+AC002341.3/6810-6881 ..UCUCG.G.AAUGCCC.C
+X12889.1/644-572 ..UCCAA.U.AGUAGGU.A
+M58320.1/108-194 ..UCCCU.C.UCCAUCC.G
+X67736.1/4837-4923 ..UCCCU.C.UCUUUCC.G
+AC009323.4/37955-37874 ..UCCUG.C.CGUUCAC.G
+X66414.1/9-82 ..UCCUA.C.UGGAUGC.A
+X14110.1/261-348 ..UCCCA.U.UUCCUCC.G
+AL138651.1/64525-64597 ..UCCCU.G.CAUCUCC.A
+X57593.1/241-312 ..UCACG.U.CGGGUUC.A
+AC068900.3/7333-7404 ..CCCCG.G.CAACGGC.G
+AC009323.4/42522-42441 ..UCCUG.C.CGUUCAC.G
+AC018907.5/9587-9517 ..UCCCG.G.CUGGUGC.A
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+AC009323.4/14362-14281 ..UCUUG.C.CGUUUAC.G
+AC009323.4/12825-12742 ..UCAUG.C.CGUUUAC.G
+AP000423.1/76-4 ..UCCCG.U.CGUUCGC.C
+L35909.1/103-174 ..UCACG.U.CGGGUUC.A
+X63088.1/299-371 ..UCCUG.C.UAUACCC.A
+X13558.1/186-115 ..UCCUU.C.CGUCCCA.G
+X17616.1/380-293 ..UCCCU.C.UCUUUCC.C
+AF166114.1/53704-53775 ..UCCCG.G.GCGACCC.A
+X52739.1/1-72 ..UCCAG.G.AUAGCCC.A
+M21373.1/208-280 ..UCUGC.U.UAUCUCC.A
+M21373.1/131-204 ..UCCAG.G.AUGGCCC.A
+X15768.1/134-207 ..UCCAG.A.AUGGCCC.A
+X15768.1/211-283 ..UCCGC.U.UACCUCC.A
+M10671.1/1-72 ..UCACG.U.CGGGGUC.A
+U24159.1/431-359 ..UCCUU.C.ACGACCC.A
+X03016.1/3583-3669 ..UCCUA.U.CGCCUCC.G
+AF158101.6/72033-71960 ..UCUGG.U.CUGGGUC.A
+AF158101.6/72364-72294 ..UCUCA.U.UAUCCGC.U
+AF158101.6/72530-72458 ..UCCUU.U.AUUCCCA.G
+AF158101.6/72456-72373 ..UCCCA.C.UUCUCGC.A
+X03016.1/4539-4610 ..CCCAG.G.GCGGGAU.A
+K00277.1/1-73 ..UCCGU.C.AAUCAGC.A
+K00354.1/1-74 ..UCCUU.G.UAUGGAG.A
+AF016404.1/2636-2555 ..UCCGG.U.CGAAGGU.A
+#=GC SS_cons ...>>>>.>.>>>>>>>..
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00005.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00005.idx
new file mode 100644
index 0000000..ac50a60
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00005.idx
@@ -0,0 +1,19 @@
+AF396436.1/47447-47513
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diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00005.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00005.raw
new file mode 100644
index 0000000..08fad60
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00005.raw
@@ -0,0 +1,3240 @@
+>AP000063.1/59179-59095
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+CUGCUUAUCUCCA
+>M21373.1/131-204
+GGGCUAUUAGCUCAGUUGGUUAGAGCGCACCCCUGAUAAGGGUGAGGGCCCUGGUUCAAA
+UCCAGGAUGGCCCA
+>X15768.1/134-207
+GGGCUAUUAGCUCAGUUGGUUAGAGCGCACCCCUGAUAAGGGUGAGGUCUCUGGUUCAAA
+UCCAGAAUGGCCCA
+>X15768.1/211-283
+GGGGGUAUAGCUCAGUUGGUAGAGCGCUGCCUUUGCAAGGCAGUGGUCAGCGGUUCGAGU
+CCGCUUACCUCCA
+>M10671.1/1-72
+GACCUCGUGGCGCAACGGUAGCGCGUCUGACUCCAGAUCAGAAGGCUGCGUGUUCGAAUC
+ACGUCGGGGUCA
+>U24159.1/431-359
+GGGUCGUUAGCUCAGUCGGUAGAGCAGCGGACUUUUAAUCCGUUGGUCGAAGGUUCGAAU
+CCUUCACGACCCA
+>X03016.1/3583-3669
+GGAGGCGUGGCAGAGUGGUUUAAUGCACCGGUCUUGAAAACCGGCAGUCGCUCCGGCGAC
+UCAUAGGUUCAAAUCCUAUCGCCUCCG
+>AF158101.6/72033-71960
+GGCCCUGUAGCUCAAUGGUUAGCAGCAGUCCCCUCAUAAGGGAAAGGUUACCAGUUCAAA
+UCUGGUCUGGGUCA
+>AF158101.6/72364-72294
+GCGGAUAUCGUAUAAUGGUAUUACCUCAGACUUCCAAUCUGAUGAUGUGAGUUCGAUUCU
+CAUUAUCCGCU
+>AF158101.6/72530-72458
+UGGGAAUUAGCCAAGUUGGUAAGGCAUAGCACUUUGACUGCUAGAUGCAAAGGUUCGAGU
+CCUUUAUUCCCAG
+>AF158101.6/72456-72373
+GCGAGAAUGGUCAAAUUGGUAAAGGCACAGCACUUAAAAUGCUGCGGAAUGAUUUCCUUG
+UGGGUUCGAGUCCCACUUCUCGCA
+>X03016.1/4539-4610
+GUCCCGCUGGUGUAAUGGAUAGCAUACGAUCCUUCUAAGUUUGCGGUCCUGGUUCGAUCC
+CAGGGCGGGAUA
+>K00277.1/1-73
+GCUGAUUUAGCUCAGUAGGUAGAGCACCUCACUUGUAAUGAGGAUGUCGGCGGUUCGAUU
+CCGUCAAUCAGCA
+>K00354.1/1-74
+CUCCGUGUAGCUCAGUUUGGUAGAGCGCCUGAUUUGGGAUCAGGAGGUCCAAGGUUCAAA
+UCCUUGUAUGGAGA
+>AF016404.1/2636-2555
+GCCUUCGUGGUGAAAUGGUAGACACUCAUGACUUAAAAUCAUGUGCUUAUAAAGCGUACC
+GGUUCAACUCCGGUCGAAGGUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00005.test b/benchmarks/cmsearch-rmark/rmark-1/RF00005.test
new file mode 100644
index 0000000..1665e59
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00005.test
@@ -0,0 +1,57 @@
+>AF396436.1/47447-47513
+GCCGCUUGGAUGGUUCCGGUGUGGGCUCAUUUCCCAUAACUAUAAAGUUCGAUUCUUUAA
+AGUGGCU
+>J01390.1/6367-6447
+GGGAAAGUUUCCAUGGGUAGGGUAAGAUAUUUGCUAAAUAUUGUGCGUUUGCACAUAGAU
+GUUCGAAUCAUCUCUUUCCCG
+>J01390.1/12177-12258
+AUCCGAGUGCUGGAAUUGGUAGACAGUCUUAGCUUAAGUUUAAGUGACGCAAGUCGUAAA
+CGUUCGAAUCGUUUCUCGGAUA
+>X01738.1/122-190
+GAUUACGAUGUAAAUGGUUUACCCUUUGACUGCAAAUCUUAAGGAUUAGGUUCGAUUCCU
+ACGUAAUCC
+>D10744.1/389-471
+GGAAAAUUGAUCAUCGGCAAGAUAAGUUAUUUACUAAAUAAUAGGAUUUAAUAACCUGGU
+GAGUUCGAAUCUCACAUUUUCCG
+>AJ011856.1/70824-70908
+GGAGGGAUUUUCAAUGUUGGUAGUUGGAGUUGAGCUGUAAACUCAAUGACUUAGGUCUUC
+AUAGGUUCAAUUCCUAUUCCCUUCA
+>X03240.1/6071-6134
+GAAUAUGAAGCGAUUAAUUGCAGUUAGUUUCGACCUAACCUUAGGUAUUAUAUACCCUUA
+UUUU
+>S64977.1/800-870
+CAUUAGAUGACUGAAAGCAAGUACUGGUCUCUUAAACCAUUUUAUAGUAAAUUAGCACUU
+ACUUCUAAUGA
+>X05914.1/238-306
+UAUAUUUUGGUGUACGAUGCACAAAAGUUUUUGAUACUUUUAGUAAUAGUUUAAUUCUAU
+UAAAUAUAA
+>X99772.1/7842-7915
+CACUAAGAAGCUAAUAUGGGUUAAGCACCAGCCUUUUAAGCUGGAAGCAGGUGACUCCCA
+ACCACCCUUAAUGA
+>AB042809.1/7700-7764
+CACUAUGAAGCUAAGAGCGUUAACCUUUUAAGUUAAAGUUAGAGACCUUAAAAUCUCCAU
+AGUGA
+>X16885.1/553-488
+UCUAUUAAUAUAACAGUAUAUUUAGUUUUCCAAAUUAAAAGGCCUGUUAGAAGUCAGGUA
+GUAAAA
+>X16887.1/483-416
+CCUUAAAACUACAAAAAGCAGACAAUCUUGUAAAUUGUAAGAUAAAAGGUUUAAGUCCUU
+UUUAAGGU
+>X15613.1/59-121
+GACGGUAUAGUUUAAGUUGAGAUGUGUGCUCUGCGAGCAUUCGGUAGAGGUUUCUUGCCG
+UUG
+>X15613.1/1106-1175
+GUGCGUGUAGAUUAUAUUUGGUAAAAUCGUAAGGCUGUUAACUUUGAGAUGGUGUGUUUG
+CCCGCGGACG
+>M93388.1/1318-1384
+CUGGGGGUAGCUUAAGAUUAAAGUUUGGAAUUCUUACUUCUAAGAUAUCUGGUUUGGAUU
+CUUCAGG
+>X15613.1/1252-1313
+CCGGUAGGGCUGCGUUAGCAGGUUACUGUGAUAUAGUAAUAGUGAGAGUUUUCUUCGUCG
+GU
+>X15613.1/124-189
+UCAUUUCUAGUCUAGUUAAGGAUGUUGCUUUGUCGUGGCGGUGGGGUAUGUUUUGUACGG
+GAUGAG
+>X15613.1/1813-1875
+AGUGAUCUAGGUUAUUUUGGACUGUCUGUUUUCAAAACAGGAGGUGGCUUUGGUCGGUUG
+CUG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00008.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00008.ali
new file mode 100644
index 0000000..4fc2f77
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00008.ali
@@ -0,0 +1,177 @@
+# STOCKHOLM 1.0
+#=GF ID Hammerhead_3
+#=GF AC RF00008
+#=GF DE Hammerhead ribozyme (type III)
+#=GF AU Bateman A
+#=GF GA 29.0
+#=GF NC 29.0
+#=GF TC 29.5
+
+AJ536620.1/206-152 CCACCGUC.GGAAAGUG.UGCGCUUUCCCUGAUGAGCCCAA.........
+AJ536615.1/1-44 .........GGGUGGUG.UGUACCAUCCCUGAUGAGUCCAA.........
+AJ536612.1/206-152 UCACCGUC.GGAAAGUG.UGCGCUUUCCCUGAUGAGCCCGA.........
+AJ536617.1/1-40 .........GGGUGGUGUGUA.CCACCCCUGAUGAGUCCGA.........
+AJ536614.1/206-152 UCACCGUC.GGAAAGUG.UGCGCUUUCCCUGAUGAGCCCAA.........
+AJ536620.1/1-40 .........GGGUGGUGUGUG.CCACCCCUGAUGAGUCCGA.........
+AJ536619.1/206-152 CCACCGUC.GGAAAGUG.UGUACUUUCCCUGAUGAGUCCGA.........
+AJ550911.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGAUGAGUUGCUGA.......
+AF170503.1/280-333 GAAAGGUC.UGUGCUU......AGCACACUGACGAGUUCCUGA.......
+AF170504.1/284-337 GAUAAGUC.UGUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ550912.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGAUGAGUUGCUGA.......
+AJ247113.1/134-53 .UCCAGUC.GAGACCUGAAGUGGGUUUCCUGACGAGGCUGUGGAGAGAGC
+AJ241833.1/282-334 AAAGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ241841.1/57-3 CAAAAGUU.UGGGCUAA.....AGCCCACUGAUGAGCCGCUGA.......
+AJ241839.1/282-334 GAUGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ550901.1/282-334 GAAGAGUC..GCGCUA......AGCGCACUGAUGAGUCUUUGA.......
+AJ005298.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGUUGA.......
+AJ241819.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGUUGA.......
+AJ005320.1/281-333 GAAGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ005310.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGCUGA.......
+AF339740.1/56-3 CAUAAGUC.UGGGCUU......AGCCCACUGAUGAGCCGUUGA.......
+AJ241828.1/56-3 CAUAAGUC.UGGGUUA......AGCCCACUGAUGAGCCGUUGA.......
+AJ550906.1/56-3 CAUAAGUC.UGGGCUU......AGCCCACUGAUGAGUCGCUGC.......
+AJ550903.1/281-333 GAAGAGUC..GUGCUU......AGCACACUGAUGAGUCUCUGA.......
+AJ241831.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGUUGA.......
+AJ241840.1/56-3 CAGAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGCUGA.......
+AJ005303.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGUUGA.......
+AJ005312.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGCUGA.......
+AJ550906.1/282-334 GAAGAGUC..GUGCUU......AGCACACUGAUGAGUCUCUGA.......
+AJ550907.1/56-3 CAUAAGUC.UGGGCUU......AGCCUACUGAUGAGUCGCUGC.......
+AF170503.1/55-3 CAUAAGUC.UGGGCUU......AG.CCACUGACGAGUCGCUGG.......
+Y14700.1/133-53 .UCCAGUC.GAGACCUGAAGUGGGUUUCCUGAUGAGGCUGUGGAGAGAGC
+AJ005321.1/281-333 GAAGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ241845.1/282-335 GAUGAGUC.UGUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ005322.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGACGAGCCGUUGA.......
+M83545.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGUCGCUGA.......
+AJ005305.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGACGAGCCGCUGG.......
+AJ550908.1/281-334 GAAGAGUC.UGCGCUU......AGCGCACUCAUGAGUCUCUGA.......
+AJ550909.1/56-3 CAUAAGUC.UGGGCUU......AGCCCACUGAUGAGUUGCUGC.......
+AJ241843.1/56-3 CAUAAGUC.UGGGCUU......AGCCCACUGAUGAGCCACUGA.......
+AF170523.1/55-3 CAAAAGUC.UGGGCUU......AG.CCACUGAUGAGCCGUUGA.......
+AF170509.1/56-3 CAUAAGUC.UAGGCUU......AGCCCACUGAUGAGCCGUUGA.......
+AJ241847.1/281-334 GAAGAGUC.UGUGCUA......AGCACACUGAUGAGUUUCUGA.......
+AJ241823.1/282-335 AAAGAGUC.UGUGCUA......AGCACACUGAUGAGUCUCUAA.......
+AJ247122.1/132-52 .UCCAGUC.GAGACCUGAAGUGGGUUUCCUGACGAGGCUGUGGAGAGAGC
+AJ005300.1/282-335 UAAGAGUC.UGUGGUA......AGCACACUGAUGAGUCUCUGA.......
+AJ005302.1/281-334 AAAGAGUC.UGUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ005318.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGUUGA.......
+AF339739.1/56-3 CAUAAGUC.UGGGCUU......AGCCCACUGAUGAGGCGUUGA.......
+AJ241838.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGAUGAGCUGCUGA.......
+AJ247121.1/133-53 .UCCAGUC.GAGACCUGAAGUGGGUUUCCUGACGAGGCUGUGGAGAGAGC
+AJ550911.1/282-335 GAAGAGUC.UGUGCUA......AGCACACUGACGAGUCUCUGA.......
+AJ550898.1/282-335 GAAGAGUC.UGCGCUA......AGCGCACUGAUGAGUCUUUGA.......
+AF170516.1/283-335 GAAGAGUC..GUGCUU......AGCACACUGAUGAGUCUCUGA.......
+AJ005319.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGUUGA.......
+AJ550899.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCUUUGC.......
+AF170519.1/55-3 CAUAAGUC.UGGGCUU......AG.CCACUGAUGAGCCGUUGA.......
+AJ247116.1/133-53 .UCCAGUC.GAGACCUGAAGUGGGUUUACUGAUGAGGCUGUGGAGAGAGC
+AJ550907.1/281-333 AAAGAGUC..GCGCUU......AGCGCACUGAUGAGUCUCUGA.......
+AJ241850.1/282-334 UAAGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AF170499.1/56-3 CAAAAGUC.UGGGCUA......AGCCCACUGAUGAGCCGCUGA.......
+AF170520.1/282-335 GAUAAGUC.UGUGCUU......AGCACACUGAUGAGUCUCUGA.......
+AJ005299.1/282-335 UAAGAGUC.UGUGCUA......AGCACACUGAUGAAUCUCUGA.......
+AJ005312.1/282-335 GAUGAGUC.UGUGCUA......AGCACACUGAUGAGUCUAUGA.......
+AJ550909.1/282-333 GAAGAGUC..GCGCUU......AGCGCACUGAUGAGUCUCUGA.......
+AJ005322.1/281-334 GAAGAGUC.UGUGCUA......AGCACACUGACGAGUCUCUGA.......
+AJ005294.1/282-334 UAAGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ247123.1/132-52 .UCCAGUC.GAGACCUGAAGUGGGUUUCCUGAUGAGGCUGUGGAGAGAGC
+AJ550900.1/56-3 CAUAAGUC.UGGGCUA......AGCCCACUGAUGAGCCUUUGC.......
+AJ241830.1/282-334 AAAGAGUC..GUGCUA......AGCACACUGAUGAGUCUCUGA.......
+AJ241831.1/281-334 GAAGAGUC.UGUGCUA......AGCACACUGAUGAGUCUCUGA.......
+M83545.1/282-335 GAAGAGUC.UGUGCUA......AGCACACUGACGAGUCUCUGA.......
+AJ550910.1/282-336 GAAGAGUCCUGCGCUU......AGCGCACUGACGAGUCUCUGA.......
+AJ005314.1/281-334 AAAGAGUC.UGUGCUA......AGCACACUGACGAGUCUCUGA.......
+Y12833.1/339-285 CCGCUAUA.UGGGGAUGUGUG.UCCCUACUGACGAGUUCAA.........
+M63666.1/246-192 CCGGUGUC.UCAAGGUGCGUA.CCUUGACUGAUGAGUCCGA.........
+J02439.1/42-95 UGUCCGUA..GUGGAUGUGUA.UCCACUCUGAUGAGUCCGA.........
+J02386.1/42-95 UGUCCGUA..GUGGAUGUGUA.UCCACUCUGAUGAGUCCAA.........
+M33000.1/55-110 ACGCUGUC.UGUACUUGUAUC.AGUACACUGACGAGUCCCU.........
+M33001.1/56-111 ACGCUGUC.UGUACUUAUAUC.AGUACACUGACGAGUCCCU.........
+D00685.1/1-46 .........GCCAGACGU.GGACCCGGCCUGAUGAGUCCGAAA.......
+M17439.1/1-48 .........ACCGGAUGUGCUUUCCGGUCUGAUGAGUCCGU.........
+#=GC SS_cons .<<<<<<..<<<<<.........>>>>>.......<<<<...........
+
+AJ536620.1/206-152 ...................AAGGGCGAAACGGUAC
+AJ536615.1/1-44 ...................AAGGACGAAAUGG...
+AJ536612.1/206-152 ...................AAGGGCGAAACGGUAC
+AJ536617.1/1-40 ...................AAGGACGAA.......
+AJ536614.1/206-152 ...................AAGGGCGAAACGGUAC
+AJ536620.1/1-40 ...................AAGGACGAA.......
+AJ536619.1/206-152 ...................AAGGACGAAACGGUAC
+AJ550911.1/56-3 .................AACGCAACGAAACUUUUG
+AF170503.1/280-333 .................AAUGGAACGAAACCUUUU
+AF170504.1/284-337 .................AAUGAGACGAAACUUAUC
+AJ550912.1/56-3 .................GAUGCGACGAAACUUUUG
+AJ247113.1/134-53 AAAUUGCUUUACUCCCGCACAAGCCGAAACUGGA.
+AJ241833.1/282-334 .................AAUGAGACGAAACUCUUU
+AJ241841.1/57-3 .................AAUGCGGCGAAACUUUUG
+AJ241839.1/282-334 .................AAUGAGACGAAACUCAUA
+AJ550901.1/282-334 .................GAUAAGACGAAACUCUUC
+AJ005298.1/56-3 .................GAUACGGCGAAACUUUUG
+AJ241819.1/56-3 .................AAUACGGCGAAACUUUUG
+AJ005320.1/281-333 .................AAUGAGACGAAACUCUUU
+AJ005310.1/56-3 .................AAUGCGGCGAAACUUUUG
+AF339740.1/56-3 .................GAUACGGCGGAACUUAUG
+AJ241828.1/56-3 .................GAUACGGCGAAACUUAUG
+AJ550906.1/56-3 .................GAUGCGACGAAACUUAUG
+AJ550903.1/281-333 .................AAUGAGACGAAACUCUUU
+AJ241831.1/56-3 .................GAUACGGCGAAACUUCUG
+AJ241840.1/56-3 .................AAUGCGGCGAAACUUUUG
+AJ005303.1/56-3 .................GAUACGGCGAAACUUUUG
+AJ005312.1/56-3 .................AAUGCGGCUAAACUUUUG
+AJ550906.1/282-334 .................GAUGAGACGAAACUCUUC
+AJ550907.1/56-3 .................GAUGCGACGAAACUUAUG
+AF170503.1/55-3 .................GAUACGGCGAAACUUAUG
+Y14700.1/133-53 GAAAGCUUUACUCCCA.CACAAGCCGAAACUGGA.
+AJ005321.1/281-333 .................AAUGAGACGAAACUCUUG
+AJ241845.1/282-335 .................AAUGAGACGAAACUCAUG
+AJ005322.1/56-3 .................GAUACGGCGAAACUUAUG
+M83545.1/56-3 .................AAUGCGACGAAACUUAUG
+AJ005305.1/56-3 .................GAUACGGCGAAACUUUUG
+AJ550908.1/281-334 .................GAUGAGACGAAACUCUUC
+AJ550909.1/56-3 .................GAUGCAACGAAACUUAUG
+AJ241843.1/56-3 .................AAUGCGGCGAAACUUUUG
+AF170523.1/55-3 .................GAUACGGCGAAACUUUUG
+AF170509.1/56-3 .................GAUACGGCGAAACUUAUG
+AJ241847.1/281-334 .................AAUGAGACGAAACUCUUG
+AJ241823.1/282-335 .................AAUGAGACGAAACUCUUU
+AJ247122.1/132-52 UAUUGCUUUACUCCCG.CACAAGCCGAAACUGGA.
+AJ005300.1/282-335 .................AAUGAGACGAAACUCUUG
+AJ005302.1/281-334 .................AUUGAGACGAAACUCUUG
+AJ005318.1/56-3 .................GAUACGGUGAAACUUAUG
+AF339739.1/56-3 .................GAUACGGCGAAACUUAUG
+AJ241838.1/56-3 .................AAUGCGGCAAAACUUUUG
+AJ247121.1/133-53 UUUCGCUUUACUCCCG.CACAAGCCGAAACUGGA.
+AJ550911.1/282-335 .................AAUGAGACGAAACUCUUC
+AJ550898.1/282-335 .................AAUAAGACGAAACUCUUC
+AF170516.1/283-335 .................AAUGAGACGAAACUCUUC
+AJ005319.1/56-3 .................GAUACGGCGAAACUUAUG
+AJ550899.1/56-3 .................GAUAAGGCGAAACUUAUG
+AF170519.1/55-3 .................GAUACGGCGAAACUUAUG
+AJ247116.1/133-53 GAAAGCUUUACUCCCA.CACAAGCCGAAACUGGA.
+AJ550907.1/281-333 .................GAUGAGACGAAACUCUUC
+AJ241850.1/282-334 .................AAAGAGACGAAACUCUUU
+AF170499.1/56-3 .................AAUGCGGCGAAACUUUUG
+AF170520.1/282-335 .................AAUGAGACGAAACUUAUC
+AJ005299.1/282-335 .................AAUGAGACGAAACUCUUG
+AJ005312.1/282-335 .................AAUGAGACGAAACUCAUA
+AJ550909.1/282-333 ..................AUGAGACGAAACUCUUC
+AJ005322.1/281-334 .................AAUGAGACGAAACUCUUU
+AJ005294.1/282-334 .................AAUGAGACGAAACUCUUG
+AJ247123.1/132-52 GAAAGCUUUACUCCCG.CACAAGCCGAAACUGGA.
+AJ550900.1/56-3 .................GACAAGGCGAAACUUAUG
+AJ241830.1/282-334 .................AAUGAGACGAAACUCUUG
+AJ241831.1/281-334 .................AAUGAGACGAAACUCUUA
+M83545.1/282-335 .................GAUGAGACGAAACUCUUC
+AJ550910.1/282-336 .................GAUGAGACGAAACUCUUC
+AJ005314.1/281-334 .................AAUGAGACGAAACUCUUU
+Y12833.1/339-285 ...................AAGAACGAAAUAGUUA
+M63666.1/246-192 ...................AAGGACGAAACACCAG
+J02439.1/42-95 ...................AAGGACGAAACGGAUG
+J02386.1/42-95 ...................AAGGACGAAACGGAUG
+M33000.1/55-110 ..................AAAGGACGAAACAGCGC
+M33001.1/56-111 ..................AAAGGACGAAACAGCGC
+D00685.1/1-46 .....................GGACGAAACAGUA.
+M17439.1/1-48 ...................GAGGACGAAACAGGAC
+#=GC SS_cons .....................>>>>...>>>>>>.
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00008.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00008.idx
new file mode 100644
index 0000000..8a0b4c6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00008.idx
@@ -0,0 +1 @@
+AJ295015.1/58-1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00008.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00008.raw
new file mode 100644
index 0000000..5d1afcc
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00008.raw
@@ -0,0 +1,170 @@
+>AJ536620.1/206-152
+CCACCGUCGGAAAGUGUGCGCUUUCCCUGAUGAGCCCAAAAGGGCGAAACGGUAC
+>AJ536615.1/1-44
+GGGUGGUGUGUACCAUCCCUGAUGAGUCCAAAAGGACGAAAUGG
+>AJ536612.1/206-152
+UCACCGUCGGAAAGUGUGCGCUUUCCCUGAUGAGCCCGAAAGGGCGAAACGGUAC
+>AJ536617.1/1-40
+GGGUGGUGUGUACCACCCCUGAUGAGUCCGAAAGGACGAA
+>AJ536614.1/206-152
+UCACCGUCGGAAAGUGUGCGCUUUCCCUGAUGAGCCCAAAAGGGCGAAACGGUAC
+>AJ536620.1/1-40
+GGGUGGUGUGUGCCACCCCUGAUGAGUCCGAAAGGACGAA
+>AJ536619.1/206-152
+CCACCGUCGGAAAGUGUGUACUUUCCCUGAUGAGUCCGAAAGGACGAAACGGUAC
+>AJ550911.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGAUGAGUUGCUGAAACGCAACGAAACUUUUG
+>AF170503.1/280-333
+GAAAGGUCUGUGCUUAGCACACUGACGAGUUCCUGAAAUGGAACGAAACCUUUU
+>AF170504.1/284-337
+GAUAAGUCUGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUUAUC
+>AJ550912.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGAUGAGUUGCUGAGAUGCGACGAAACUUUUG
+>AJ247113.1/134-53
+UCCAGUCGAGACCUGAAGUGGGUUUCCUGACGAGGCUGUGGAGAGAGCAAAUUGCUUUAC
+UCCCGCACAAGCCGAAACUGGA
+>AJ241833.1/282-334
+AAAGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUU
+>AJ241841.1/57-3
+CAAAAGUUUGGGCUAAAGCCCACUGAUGAGCCGCUGAAAUGCGGCGAAACUUUUG
+>AJ241839.1/282-334
+GAUGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCAUA
+>AJ550901.1/282-334
+GAAGAGUCGCGCUAAGCGCACUGAUGAGUCUUUGAGAUAAGACGAAACUCUUC
+>AJ005298.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUUUG
+>AJ241819.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCGUUGAAAUACGGCGAAACUUUUG
+>AJ005320.1/281-333
+GAAGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUU
+>AJ005310.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCGCUGAAAUGCGGCGAAACUUUUG
+>AF339740.1/56-3
+CAUAAGUCUGGGCUUAGCCCACUGAUGAGCCGUUGAGAUACGGCGGAACUUAUG
+>AJ241828.1/56-3
+CAUAAGUCUGGGUUAAGCCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUAUG
+>AJ550906.1/56-3
+CAUAAGUCUGGGCUUAGCCCACUGAUGAGUCGCUGCGAUGCGACGAAACUUAUG
+>AJ550903.1/281-333
+GAAGAGUCGUGCUUAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUU
+>AJ241831.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUCUG
+>AJ241840.1/56-3
+CAGAAGUCUGGGCUAAGCCCACUGAUGAGCCGCUGAAAUGCGGCGAAACUUUUG
+>AJ005303.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUUUG
+>AJ005312.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGAUGAGCCGCUGAAAUGCGGCUAAACUUUUG
+>AJ550906.1/282-334
+GAAGAGUCGUGCUUAGCACACUGAUGAGUCUCUGAGAUGAGACGAAACUCUUC
+>AJ550907.1/56-3
+CAUAAGUCUGGGCUUAGCCUACUGAUGAGUCGCUGCGAUGCGACGAAACUUAUG
+>AF170503.1/55-3
+CAUAAGUCUGGGCUUAGCCACUGACGAGUCGCUGGGAUACGGCGAAACUUAUG
+>Y14700.1/133-53
+UCCAGUCGAGACCUGAAGUGGGUUUCCUGAUGAGGCUGUGGAGAGAGCGAAAGCUUUACU
+CCCACACAAGCCGAAACUGGA
+>AJ005321.1/281-333
+GAAGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUG
+>AJ241845.1/282-335
+GAUGAGUCUGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCAUG
+>AJ005322.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGACGAGCCGUUGAGAUACGGCGAAACUUAUG
+>M83545.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGUCGCUGAAAUGCGACGAAACUUAUG
+>AJ005305.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGACGAGCCGCUGGGAUACGGCGAAACUUUUG
+>AJ550908.1/281-334
+GAAGAGUCUGCGCUUAGCGCACUCAUGAGUCUCUGAGAUGAGACGAAACUCUUC
+>AJ550909.1/56-3
+CAUAAGUCUGGGCUUAGCCCACUGAUGAGUUGCUGCGAUGCAACGAAACUUAUG
+>AJ241843.1/56-3
+CAUAAGUCUGGGCUUAGCCCACUGAUGAGCCACUGAAAUGCGGCGAAACUUUUG
+>AF170523.1/55-3
+CAAAAGUCUGGGCUUAGCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUUUG
+>AF170509.1/56-3
+CAUAAGUCUAGGCUUAGCCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUAUG
+>AJ241847.1/281-334
+GAAGAGUCUGUGCUAAGCACACUGAUGAGUUUCUGAAAUGAGACGAAACUCUUG
+>AJ241823.1/282-335
+AAAGAGUCUGUGCUAAGCACACUGAUGAGUCUCUAAAAUGAGACGAAACUCUUU
+>AJ247122.1/132-52
+UCCAGUCGAGACCUGAAGUGGGUUUCCUGACGAGGCUGUGGAGAGAGCUAUUGCUUUACU
+CCCGCACAAGCCGAAACUGGA
+>AJ005300.1/282-335
+UAAGAGUCUGUGGUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUG
+>AJ005302.1/281-334
+AAAGAGUCUGUGCUAAGCACACUGAUGAGUCUCUGAAUUGAGACGAAACUCUUG
+>AJ005318.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCGUUGAGAUACGGUGAAACUUAUG
+>AF339739.1/56-3
+CAUAAGUCUGGGCUUAGCCCACUGAUGAGGCGUUGAGAUACGGCGAAACUUAUG
+>AJ241838.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGAUGAGCUGCUGAAAUGCGGCAAAACUUUUG
+>AJ247121.1/133-53
+UCCAGUCGAGACCUGAAGUGGGUUUCCUGACGAGGCUGUGGAGAGAGCUUUCGCUUUACU
+CCCGCACAAGCCGAAACUGGA
+>AJ550911.1/282-335
+GAAGAGUCUGUGCUAAGCACACUGACGAGUCUCUGAAAUGAGACGAAACUCUUC
+>AJ550898.1/282-335
+GAAGAGUCUGCGCUAAGCGCACUGAUGAGUCUUUGAAAUAAGACGAAACUCUUC
+>AF170516.1/283-335
+GAAGAGUCGUGCUUAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUC
+>AJ005319.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUAUG
+>AJ550899.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCUUUGCGAUAAGGCGAAACUUAUG
+>AF170519.1/55-3
+CAUAAGUCUGGGCUUAGCCACUGAUGAGCCGUUGAGAUACGGCGAAACUUAUG
+>AJ247116.1/133-53
+UCCAGUCGAGACCUGAAGUGGGUUUACUGAUGAGGCUGUGGAGAGAGCGAAAGCUUUACU
+CCCACACAAGCCGAAACUGGA
+>AJ550907.1/281-333
+AAAGAGUCGCGCUUAGCGCACUGAUGAGUCUCUGAGAUGAGACGAAACUCUUC
+>AJ241850.1/282-334
+UAAGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAAGAGACGAAACUCUUU
+>AF170499.1/56-3
+CAAAAGUCUGGGCUAAGCCCACUGAUGAGCCGCUGAAAUGCGGCGAAACUUUUG
+>AF170520.1/282-335
+GAUAAGUCUGUGCUUAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUUAUC
+>AJ005299.1/282-335
+UAAGAGUCUGUGCUAAGCACACUGAUGAAUCUCUGAAAUGAGACGAAACUCUUG
+>AJ005312.1/282-335
+GAUGAGUCUGUGCUAAGCACACUGAUGAGUCUAUGAAAUGAGACGAAACUCAUA
+>AJ550909.1/282-333
+GAAGAGUCGCGCUUAGCGCACUGAUGAGUCUCUGAAUGAGACGAAACUCUUC
+>AJ005322.1/281-334
+GAAGAGUCUGUGCUAAGCACACUGACGAGUCUCUGAAAUGAGACGAAACUCUUU
+>AJ005294.1/282-334
+UAAGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUG
+>AJ247123.1/132-52
+UCCAGUCGAGACCUGAAGUGGGUUUCCUGAUGAGGCUGUGGAGAGAGCGAAAGCUUUACU
+CCCGCACAAGCCGAAACUGGA
+>AJ550900.1/56-3
+CAUAAGUCUGGGCUAAGCCCACUGAUGAGCCUUUGCGACAAGGCGAAACUUAUG
+>AJ241830.1/282-334
+AAAGAGUCGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUG
+>AJ241831.1/281-334
+GAAGAGUCUGUGCUAAGCACACUGAUGAGUCUCUGAAAUGAGACGAAACUCUUA
+>M83545.1/282-335
+GAAGAGUCUGUGCUAAGCACACUGACGAGUCUCUGAGAUGAGACGAAACUCUUC
+>AJ550910.1/282-336
+GAAGAGUCCUGCGCUUAGCGCACUGACGAGUCUCUGAGAUGAGACGAAACUCUUC
+>AJ005314.1/281-334
+AAAGAGUCUGUGCUAAGCACACUGACGAGUCUCUGAAAUGAGACGAAACUCUUU
+>Y12833.1/339-285
+CCGCUAUAUGGGGAUGUGUGUCCCUACUGACGAGUUCAAAAGAACGAAAUAGUUA
+>M63666.1/246-192
+CCGGUGUCUCAAGGUGCGUACCUUGACUGAUGAGUCCGAAAGGACGAAACACCAG
+>J02439.1/42-95
+UGUCCGUAGUGGAUGUGUAUCCACUCUGAUGAGUCCGAAAGGACGAAACGGAUG
+>J02386.1/42-95
+UGUCCGUAGUGGAUGUGUAUCCACUCUGAUGAGUCCAAAAGGACGAAACGGAUG
+>M33000.1/55-110
+ACGCUGUCUGUACUUGUAUCAGUACACUGACGAGUCCCUAAAGGACGAAACAGCGC
+>M33001.1/56-111
+ACGCUGUCUGUACUUAUAUCAGUACACUGACGAGUCCCUAAAGGACGAAACAGCGC
+>D00685.1/1-46
+GCCAGACGUGGACCCGGCCUGAUGAGUCCGAAAGGACGAAACAGUA
+>M17439.1/1-48
+ACCGGAUGUGCUUUCCGGUCUGAUGAGUCCGUGAGGACGAAACAGGAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00008.test b/benchmarks/cmsearch-rmark/rmark-1/RF00008.test
new file mode 100644
index 0000000..a2b3ff7
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00008.test
@@ -0,0 +1,2 @@
+>AJ295015.1/58-1
+ACAGAGUCUGACAAACCGUCACUGAAGACGUUCAACUUGCGUUGAACAGAAACUCUGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00009.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00009.ali
new file mode 100644
index 0000000..49fe47f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00009.ali
@@ -0,0 +1,401 @@
+# STOCKHOLM 1.0
+#=GF ID RNaseP_nuc
+#=GF AC RF00009
+#=GF DE Nuclear RNase P
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 25.0
+#=GF NC 24.0
+#=GF TC 27.8
+
+AF004377.1/3-312 GCGGAGGGAAGCUCA.......UCAGUGGGG.UCACAUGUA.GGGUG...
+AF044331.1/3-308 GCGGAGGGAAGCUCA.......UCAGUGGGG.UCACAUGCA.GGGUG...
+U50408.1/6-270 .CGGAAGGAAGCUCA.......CUGUAGAGG.UCACCCACU.GAGUG...
+AF004373.1/1-320 GCGGAAGGAAGCUCA.......CUGUAGAGG.CUACUUGCU.GGGUG...
+AF004374.1/1-404 .CGGAAGGAAGCUCA.......CUGUAGAGG.UCAUGUACG.GAGUG...
+AF004372.1/1-406 GCGGAAGGAAGCUCA.......CUGUAGAGG.UUACAUACU.GAGUG...
+AF004371.1/5-310 GUGGAGGGAAGCUCA.......GUGCUGAGG.CUACAACCU.GAGUG...
+AF044737.1/1-397 GCGGAAGGAAGCUCA.......CUGUAGAGG.UCACGUGCU.GAGUG...
+AF077370.1/1-397 GCGGAAGGAAGCUCA.......CUGUAGAGG.UCACGUGCU.GAGUG...
+AF044328.1/1-326 GCGGAAGGAAGCUCA.......CUGUAGAGG.UCAUGUGCC.GAGUA...
+AF004375.1/1-307 GCGGAAGGAAGCUCA.......CUGUAGAGG.CUACAUGCA.GAGUG...
+AF044327.1/1-331 GCGGAAGGAAGCUCA.......CUGUAGAGG.UCACGCGCU.GGGUG...
+AF044325.1/1-327 GCGGAAGGAAGCUCA.......CUGUAGAGG.UCACUCGCU.GGGUG...
+AF044326.1/1-349 GCGGAAGGAAGCUCA.......CUGUAGAGG.CCACUAGCUUGGGUG...
+AF004376.1/1-331 GCGGAAGGAAGCUCA.......CUGUAGAGG.CCACUAGCUUGGGUG...
+U31227.1/435-700 GGCGGAGGAAGCUCA.......UCAGUGGGG.CCACGUGCU.GAGUG...
+L08802.1/6-289 GCGGAGG.AAGCUCA.......UCAGCGGGG.CCACGUGCU.GAGUG...
+U31003.1/348-640 GGCGGAAGAAGUUUA.......UCAGUGGGG.CCACGUGCU.GAGUG...
+U31228.1/337-600 GGCGGAGGAAGCUCA.......UCAGCAGGG.CCACGUGCU.GAGUG...
+L08800.1/29-285 ................................CCACGCGCU.GAGUG...
+L08687.1/6-320 GCGGAGGGAAGCUCA.......UCAGUGGGG.CCACGAGCU.GAGUG...
+L08685.1/6-320 GCGGAGGGAAGCUCA.......UCAGUGGGG.CCACGAGCU.GAGUG...
+X15624.1/5-339 GCGGAGGGAAGCUCA.......UCAGUGGGG.CCACGAGCU.GAGUG...
+L08686.1/6-320 GCGGAGGGAAGCUCA.......UCAGUGGGG.CCACGAGCU.GAGUG...
+L08688.1/6-320 GCGGAGGGAAGCUCA.......UCAGUGGGG.CCACGUGCU.GAGUG...
+L08801.1/30-315 ................................CCACAAGCU.GCAUG...
+#=GC SS_cons ...........<<<<............<<<<...........<<<<<...
+
+AF004377.1/3-312 .............CUUGUCA..CUCAACCAAUC...ACCUUGGGGAAGGU
+AF044331.1/3-308 .............CUUGUCA..CUCAACCAAUC...ACCUUGGGGAAGGU
+U50408.1/6-270 .............CUCGUCA..CUCGCCAACA.....CCUCGGGGAAGGU
+AF004373.1/1-320 ...........CUGUUGUUA..CUCUAUCAACC..AGCCUUGGGGAAGGU
+AF004374.1/1-404 .CGUCACAACUGUGAUGUCA..CUCCAUUAAUU....CCUCCGGGAAGGU
+AF004372.1/1-406 .CGUCAAUUCUGUGAUGUCA..CUUCAUUAUUC....CCUCCGGGAAGGU
+AF004371.1/5-310 ...........CAUUUGUCA..CUCUCAUACAU...UCCUCAGGGAAGGU
+AF044737.1/1-397 .CGUCACGCUUGUGAUGUCAU.CUCUAUCCCA.....CCUCCGGGAAGGU
+AF077370.1/1-397 .CGUCACUCUUGUGAUGUCAU.CUCUAUCCCA.....CCUCCGGGAAGGU
+AF044328.1/1-326 ...........CAUUUGUUA..CUCUCUCA.......CCUUGGGGAAGGU
+AF004375.1/1-307 ...........CAUAUGUCA..CUCAAGUA.......CCUUGGGGAAGGU
+AF044327.1/1-331 ...........UAUCGAUCA..CCCUCCUUGCU...ACCUUUGGGAAGGU
+AF044325.1/1-327 ...........UCUUGAUCA..CCCCCGUUGCU...ACCUUGGGGAAGGU
+AF044326.1/1-349 .............UCUAUCA..CCCUACUUCCG....CCUGUGGGAAGGU
+AF004376.1/1-331 .............UCUAUCA..CCCUACUUCCG....CCUCUGGGAAGGU
+U31227.1/435-700 .............CUGGUCA..CUCUUCGG......CCCCU.GGGCAGGU
+L08802.1/6-289 .............CUCGUCA..CUCU.UCGG......CCCCUGGGAAGGU
+U31003.1/348-640 .............AUCGUCA..CUCUUCGG......UCCCU.GGCAAGGU
+U31228.1/337-600 .............CUCGUCA..CUCUUCGG......CCCCU.GAGAAGGU
+L08800.1/29-285 .............CUCGUCA..CUCUCUCGG......CCCCUGGGAAGGU
+L08687.1/6-320 ..........CGUCCUGUCA..CUCCACUCCCA.UGUCCCUUGGGAAGGU
+L08685.1/6-320 ..........CGUCCUGUCA..CUCCACUCCCA.UGUCCCUUGGGAAGGU
+X15624.1/5-339 ..........CGUCCUGUCA..CUCCACUCCCA.UGUCCCUUGGGAAGGU
+L08686.1/6-320 ..........CGUCCUGUCA..CUCCACUCCCA.UGUCCCUUGGGAAGGU
+L08688.1/6-320 ..........CGUCCUGUCA..CUCCACUCCCA.UGUCCCUUGGGAAGGU
+L08801.1/30-315 ..........CCACAUGUCA..UCCCACCCCCA.UGUCCCUUGGGAAGGU
+#=GC SS_cons ..................>>..>>>............>>>>.........
+
+AF004377.1/3-312 CUGAGACA.............AGAGCCAAUCAC.................
+AF044331.1/3-308 CUGAGACA.............AGAGCCAAUCAC.................
+U50408.1/6-270 CUGAGACA.............GGAGCCACUCGC.................
+AF004373.1/1-320 CUGAGAUA.............AGAGCCACUUGU.................
+AF004374.1/1-404 CUGAGACA.............GGAGCCAUUAGC.................
+AF004372.1/1-406 CUGAGACA.............AGAGCCAAUAGC.................
+AF004371.1/5-310 CUGAGAUU.............AGAGCCAUCUAU.................
+AF044737.1/1-397 CUGAGACA.............GGAGCCCCUCGC.................
+AF077370.1/1-397 CUGAGACA.............GGAGCCCCUCGC.................
+AF044328.1/1-326 CUGAGACA.............AGAGCCGUUUC..................
+AF004375.1/1-307 CUGAGACA.............GGAGCCGGUAAU.................
+AF044327.1/1-331 CUGAGAGA.............AGGGCCAAGUGU.................
+AF044325.1/1-327 CUGAGAGA.............AGGGCCAAGUGU.................
+AF044326.1/1-349 CUGAGGGA.............AGGGCCAAAUUGC................
+AF004376.1/1-331 CUGAGGGA.............AGGGCCAAAUUGC................
+U31227.1/435-700 CUGAGACU.............GGGGCCUCCCAC.................
+L08802.1/6-289 CUGAGACU.............NGGGCCUCCCGC.................
+U31003.1/348-640 CUGAGACU.............GGGGCCUCCCGC.................
+U31228.1/337-600 CUGAGACU.............GGGGCCUCCCGC.................
+L08800.1/29-285 CUGAGACU.............GGGGCCUCCCGC.................
+L08687.1/6-320 CUGAGACU.............AGGGCCAGAGGC.................
+L08685.1/6-320 CUGAGACU.............AGGGCCAGAAGC.................
+X15624.1/5-339 CUGAGACU.............AGGGCCAGAGGC.................
+L08686.1/6-320 CUGAGACU.............AGGGCCAAAGGC.................
+L08688.1/6-320 CUGAGACU.............AGGGCCAGAGGC.................
+L08801.1/30-315 CUGAGUCA.............AGGGCCAGAG...................
+#=GC SS_cons ......................<<<<<.......................
+
+AF004377.1/3-312 ..................................................
+AF044331.1/3-308 ..................................................
+U50408.1/6-270 ..................................................
+AF004373.1/1-320 ..................................................
+AF004374.1/1-404 ..................................................
+AF004372.1/1-406 ..................................................
+AF004371.1/5-310 ..................................................
+AF044737.1/1-397 ..................................................
+AF077370.1/1-397 ..................................................
+AF044328.1/1-326 ..................................................
+AF004375.1/1-307 ..................................................
+AF044327.1/1-331 ..................................................
+AF044325.1/1-327 ..................................................
+AF044326.1/1-349 ..................................................
+AF004376.1/1-331 ..................................................
+U31227.1/435-700 ..................................................
+L08802.1/6-289 ..................................................
+U31003.1/348-640 ..................................................
+U31228.1/337-600 ..................................................
+L08800.1/29-285 ..................................................
+L08687.1/6-320 ..................................................
+L08685.1/6-320 ..................................................
+X15624.1/5-339 ..................................................
+L08686.1/6-320 ..................................................
+L08688.1/6-320 ..................................................
+L08801.1/30-315 ..................................................
+#=GC SS_cons ..................................................
+
+AF004377.1/3-312 ...............................UUCCCUAGCAGGGUA....
+AF044331.1/3-308 ...............................UUCCCUAGCAGGGUA....
+U50408.1/6-270 ...............................UGUCCUAGCAGGACA....
+AF004373.1/1-320 ...............................UGCCUUCACAAGGCA....
+AF004374.1/1-404 ...............................UGCCCUCACAGGGCG....
+AF004372.1/1-406 ...............................CGCCCUUACAGGGCG....
+AF004371.1/5-310 ...............................UGUCUUAACAAGGCA....
+AF044737.1/1-397 ...............................CGCCCUCACAGGGCG....
+AF077370.1/1-397 ...............................CGCCCUCACAGGGCG....
+AF044328.1/1-326 ...............................UGUCCUUGCAGGACA....
+AF004375.1/1-307 ...............................UGCCCCAGCAGGGCA....
+AF044327.1/1-331 ...............................CGCCUUAGCAGGGCG....
+AF044325.1/1-327 ...............................CGUCCUAGCAGGGCG....
+AF044326.1/1-349 ...............................CGCCCUAGCAGGGUG....
+AF004376.1/1-331 ...............................CGCCCUAGCAGGGUG....
+U31227.1/435-700 ...............................GGCCCUAACCGGGCU....
+L08802.1/6-289 ...............................GGCCCUAACCGGGCU....
+U31003.1/348-640 ...............................AGCCCUAACCGGGCU....
+U31228.1/337-600 ...............................GGCCCUAACCGGGCU....
+L08800.1/29-285 ...............................CGCCCUAACCGGGCU....
+L08687.1/6-320 ...............................GGCCCUAACAGGGCU....
+L08685.1/6-320 ...............................GGCCCUAACAGGGCU....
+X15624.1/5-339 ...............................GGCCCUAACAGGGCU....
+L08686.1/6-320 ...............................GGCCCUAACAGGGCU....
+L08688.1/6-320 ...............................GGCCCUAACAGGGCU....
+L08801.1/30-315 ...............................CACCCUAACAGGACU....
+#=GC SS_cons ...............................<<<<<.....>>>>>....
+
+AF004377.1/3-312 ..................UCACCUGAUC....UGGGUGA...........
+AF044331.1/3-308 ..................UCACCU..G......AUGUGA...........
+U50408.1/6-270 ..................UCAUCUGAA.....U.GAUGA...........
+AF004373.1/1-320 ..................UUGCUUGGUG....UAAGCAA...........
+AF004374.1/1-404 ..................UCACCUGAG.....UGGGUGA...........
+AF004372.1/1-406 ..................UCACUUGAG.....CGGGUGA...........
+AF004371.1/5-310 ..................UUGCUUGGUU....UGAGCAA...........
+AF044737.1/1-397 ..................UCACCUGAUAU..UCGGGUGA...........
+AF077370.1/1-397 ..................UCACCUGAUGU...CGGGUGA...........
+AF044328.1/1-326 ..................UCUUCCGAGC....CGGGAGA...........
+AF004375.1/1-307 ...................UCCCCUGAAA...AGGGGA............
+AF044327.1/1-331 ..................CCAUCUUAGG....AAGGUGG...........
+AF044325.1/1-327 ..................CCAUCUUAGG....AAGGUGG...........
+AF044326.1/1-349 ..................CCACCUUCUG....AAGGUGGA..........
+AF004376.1/1-331 ..................CCACCUUCUG....AAGGUGGG..........
+U31227.1/435-700 ..................CUCCCUGAG.....UGGGGAG...........
+L08802.1/6-289 ..................CUCCCCGAG.....CGGGGAG...........
+U31003.1/348-640 ..................CUCCCCGAG.....CGAGGAG...........
+U31228.1/337-600 ..................CUCCCCAAG.....UGGGGAG...........
+L08800.1/29-285 ..................CUCCCCGAG.....UGGGGAG...........
+L08687.1/6-320 ..................CUCCCUGAUCU..UCGGGGAG...........
+L08685.1/6-320 ..................CUCCCUGAGCU..UCGGGGAG...........
+X15624.1/5-339 ..................CUCCCUGAGCU..UCAGGGAG...........
+L08686.1/6-320 ..................CUCCCUGAGCU..UCGGGGAG...........
+L08688.1/6-320 ..................CUCCCUGAGCU..UCGGGGAG...........
+L08801.1/30-315 ..................UUCCCUGAGUU..UUGGGGAG...........
+#=GC SS_cons ..................<<<<<<<.......>>>>>>>...........
+
+AF004377.1/3-312 ......................GUGAGUGCACAGAGAAUAUGAGCCAUUG
+AF044331.1/3-308 ......................GUGAGUGCACAGAGAAUAUGAGCCAUUG
+U50408.1/6-270 ......................GCGAGUGCACAGAAAAUCGGGUCACGCG
+AF004373.1/1-320 ......................GUGAGUUCCCAUCAAAGAUGGCUCAGUU
+AF004374.1/1-404 ......................GUGAGUCCCCAGCAACCCCACGCUGGAG
+AF004372.1/1-406 ......................GUGAGUCCCCAGCAACCCCACGGUGGAG
+AF004371.1/5-310 ......................AUGAGUUACCAUCAAACCUUGUUCUGUU
+AF044737.1/1-397 ......................GUGAGCCCCCAGCAACCCACGUUGGA.G
+AF077370.1/1-397 ......................GUGAGCCCCCAGCAACCCCACGUUGGAG
+AF044328.1/1-326 ......................GCGAGCUCCCAGACACUCGGUGCAUGGA
+AF004375.1/1-307 ......................GCGAGCUCCCAGAGACCCGGGGCCCAAA
+AF044327.1/1-331 ......................GUGAGUUCCCAGCAAUAGGGGUCUCCUG
+AF044325.1/1-327 ......................GUGAGUUCCCAGCAAUAUGGAUCUCCAG
+AF044326.1/1-349 ......................GUGAGUUCCCACCAAUGUGGGUCUCCGA
+AF004376.1/1-331 ......................GUGAGUUCCCACCAAUGUGGGUCUCCGA
+U31227.1/435-700 ......................GUGAGUUCCCAGAGAGCAGGGCUCUAUG
+L08802.1/6-289 ......................GUGAGUUCCCAGAGAGCAGGGCUCUACG
+U31003.1/348-640 ......................AUGAGUUCCCAGAGAGCAGGGCUCUACG
+U31228.1/337-600 ......................GUGAAUUCCCAGAGAGCAGGGCUCUACA
+L08800.1/29-285 ......................GUGAGUUCCCAGAGAGCAGGGCUCCACG
+L08687.1/6-320 ......................GUGAGUUCCCAGAGAAUGGGGCUCCGCG
+L08685.1/6-320 ......................GUGAGUUCCCAGAGAACGGGGCUCCGCG
+X15624.1/5-339 ......................GUGAGUUCCCAGAGAACGGGGCUCCGCG
+L08686.1/6-320 ......................GUGAGUUCCCAGAGAACGGGGCUCCACG
+L08688.1/6-320 ......................GUGAGUUCCCAGAGAACGGGGCUCCGCG
+L08801.1/30-315 ......................GUGAAUUCCCAGAGAACUCAGCUCCCUG
+#=GC SS_cons ......................<<<<<<<.....................
+
+AF004377.1/3-312 UGAGUUGUCUUUACGGAAGAAACCAGCCAGUACAGCUCUCCAGCACUACU
+AF044331.1/3-308 UGAGCUGUCUUUACAGGAGAAACCAGCCAGUGCAGCUCUCCAGCACUACU
+U50408.1/6-270 CGCGAUUCUCGCAGCAGACGUUGAUGCUCGCACACAUUCAGCGGAUCAAC
+AF004373.1/1-320 GCAAGCUUAAUGCAAGAGACAUAGCAAAGAAGCCCAAUAUACUUCUGAUA
+AF004374.1/1-404 UGGACCGGCUCGACACGUGGAGUGGGCUCUGCAGGAGAGGCGGGGU.GGA
+AF004372.1/1-406 UGGACCGGCCCGCUGUGUGGAGGAGGCUCUGCAGGAGAGGCGGGGUGGGC
+AF004371.1/5-310 GUCGCUAGACUGCACAAGUAAUAGAAGUGGUUUUCCUCUAUGGAUGCUGA
+AF044737.1/1-397 UGGACCGGUCCGUUAUGUGGGAGAGGCUAUGCAAAAGACGCCGAGCAGGG
+AF077370.1/1-397 UGGACCGGUCCGUUAUGUGGGAGUGGCUAUGCAAAAGACACCGGGUAGGG
+AF044328.1/1-326 GGGGUUUGCACAAGAUGCUAGUUAGUAGUUGGUGGCUUGAUACUGCCUUC
+AF004375.1/1-307 GGGGGUGGCAUGAGACGCGUGACCGUGUAUCUGGUACUCGCUGAUGCUUA
+AF044327.1/1-331 UAAUGCCCCAGUUUGAGGCAGGAGAAGCGGGGCUGGAGGGGCUACUCCCU
+AF044325.1/1-327 UAAAGCCCUACUUUGAGGCAGGAGAAGCAGGGCUGGGGGGGUUCCCUCCU
+AF044326.1/1-349 UGAAGCCCUAGAAUUGAGGCAGGAGAAGCGGAGAGGGGUCGUGGGUCGUG
+AF004376.1/1-331 UGAAGCCCUAGAAUUGAGGCAGGAGAAGUGGAGAGGGGUCGUAGGCUCCU
+U31227.1/435-700 CAUGGGCAGACUGGGCAGUAGAAGCCCCAAGUCGG.GGUGGAUGCCUCCC
+L08802.1/6-289 CUUGGGCAGACUGGGCAGGAGAAAAGGCCCCGAGUUCGGGGCGGAUGCCU
+U31003.1/348-640 AGUGGGCAGACUGGGCAGGAGAAGCCCUGAGUCUGGGCAAGAUGCCUCCC
+U31228.1/337-600 CGUGGGCAGACUGGGCAGGAGGAAGUCCCGAGUCGGGGGGGAUGCCUCCC
+L08800.1/29-285 CGUGGGCAGACUGGGCAGGAGAAGCCCCCGGGUGGGCGGAUGCCUCCCUC
+L08687.1/6-320 CGAGGUCAGACUGGGCAGGAGAUGCCGUGGACCCCGCCCUUCGGGGAGGG
+L08685.1/6-320 CGAGGUCAGACUGGGCAGGAGAUGCCGUGGACCCCGCCCUUCGGGGAGGG
+X15624.1/5-339 CGAGGUCAGACUGGGCAGGAGAUGCCGUGGACCCCGCCCUUCGGGGAGGG
+L08686.1/6-320 CGAGGUCAGACUGGGCAGGAGAUGCCGUGGACCCCGCCCUUCGGGGAGGG
+L08688.1/6-320 CGAGGUCAGACUGGGCAGGAGAUGCCGUGGACCCCGCCCUUCGGGGAGGG
+L08801.1/30-315 CGAGGUCAGACUGGGCUGGACAUGCCACGGACCCACCCUUCUGGGAAGGG
+#=GC SS_cons ..................................................
+
+AF004377.1/3-312 GGUGGAUGUGACCUCACUGGC.............................
+AF044331.1/3-308 GGUGGAUGUGACCUCACUGGC.............................
+U50408.1/6-270 UGAUGCGACGCGCGCAGAC...............................
+AF004373.1/1-320 UGGAUGCAAUGCCCAACAGA..............................
+AF004374.1/1-404 CUGCAGUGAGA.GGGUGGAGUUACAGAUUGACACUC.CCACCCAACUCAG
+AF004372.1/1-406 UUGUGGUGAGA.GGGAGUGGUCGCAGAUUGAGGCUG.CUCCCACCUUACA
+AF004371.1/5-310 GGCAACUGAU........................................
+AF044737.1/1-397 AUGUGGUGAGAUGGGCGGGUCACUGAUUUGAGGCCCGCCUACUCUUCAUC
+AF077370.1/1-397 GUGUGGUGAGAUGGGCGGGUCACUGAUUUGAGGUCCGCCCACUCUUCAUC
+AF044328.1/1-326 CCUGGACUAGUUGAUGCCUAUUCAUCUGGGCA..................
+AF004375.1/1-307 CUCCUUCCGGGCA.....................................
+AF044327.1/1-331 CCUUCCUGCGGAUGCCUCCG.UGGCU.UACGCGGGGC.............
+AF044325.1/1-327 CCCUGCGGAUGCCUCCG.UGGCUUACUCGGGGU.................
+AF044326.1/1-349 GGUCGUAGGCAUCCUCCCCGCGGAUGCCUCUGUGGCUCCGUUCGGGAU..
+AF004376.1/1-331 CCCCGCGGAUGCCUCUG.UGGCUCCGUUCGGGAU................
+U31227.1/435-700 UUGCCGGAGC........................................
+L08802.1/6-289 CCCUCGCCGGAGC.....................................
+U31003.1/348-640 UCGCCAGAGC........................................
+U31228.1/337-600 UCGCCGGAGC........................................
+L08800.1/29-285 GCCGGGGC..........................................
+L08687.1/6-320 GCCCGNCGGAUGCCUCCUUUGCCGGAGC......................
+L08685.1/6-320 GCCCGGCGGAUGCCUCCUUUGCCGGAGC......................
+X15624.1/5-339 GCCCGGCGGAUGCCUCCUUUGCCGGAGC......................
+L08686.1/6-320 GCCCGGCGGAUGCCUCCUUUGCCGGAGC......................
+L08688.1/6-320 GCCCGGCGGAUGCCUCCUUUGCCGGAGC......................
+L08801.1/30-315 CCA.GGUGGAUGCCUCCUCAGCCAGAAC......................
+#=GC SS_cons ..................................................
+
+AF004377.1/3-312 .......................................UUGGAAA..CA
+AF044331.1/3-308 .......................................UUGGAAA..CA
+U50408.1/6-270 .......................................UUGGAAA..CA
+AF004373.1/1-320 .......................................CUGGAAA.UGA
+AF004374.1/1-404 UGAGGCUCCGCCCAGCUGAUGCCGCCCCCUCCCCGGGCCUUGGAAG.UGG
+AF004372.1/1-406 CACGGCUCCACCCGGCUGAUGCUGCCUCCUCCCCGGGCCUUGGAAG.UGG
+AF004371.1/5-310 .......................................UUGGAAAGUGA
+AF044737.1/1-397 UGCGCCUCUGCCUGGUGGAUGCCGCCUCCUCCCCGGACCUUGGAAG.UGA
+AF077370.1/1-397 UGCACCUCUGCCUAGUGGAUGCCGCCACCUCCCCGGACCUUGGAAG.CGA
+AF044328.1/1-326 .......................................UUGGAAG.UGG
+AF004375.1/1-307 .......................................UUGGAAG.UGG
+AF044327.1/1-331 .......................................UUGGGAA.UGA
+AF044325.1/1-327 .......................................UUGGGAA.UGA
+AF044326.1/1-349 .......................................UUGAGAA.UGA
+AF004376.1/1-331 .......................................UUGGGAA.UGA
+U31227.1/435-700 .......................................UUGGAAC.AGA
+L08802.1/6-289 .......................................UUGGAAC.AGA
+U31003.1/348-640 .......................................UUGGAAC.AGA
+U31228.1/337-600 .......................................UUGGAAC.AGA
+L08800.1/29-285 .......................................UUGGAAC.AGA
+L08687.1/6-320 .......................................UUGGAAC.AGA
+L08685.1/6-320 .......................................UUGGAAC.AGA
+X15624.1/5-339 .......................................UUGGAAC.AGA
+L08686.1/6-320 .......................................UUGGAAC.AGA
+L08688.1/6-320 .......................................UUGGAAC.AGA
+L08801.1/30-315 .......................................UUGGAAC.AGA
+#=GC SS_cons ................................................>>
+
+AF004377.1/3-312 CUCAU....GGCUGGC..................................
+AF044331.1/3-308 CUCAU....GGCUGGC..................................
+U50408.1/6-270 CUCGC....GGCUGGC..................................
+AF004373.1/1-320 CUCAC....GGCUGGCAU................................
+AF004374.1/1-404 CUCAC....GGCUGGCU.................................
+AF004372.1/1-406 CUCUC....GGCUGGCU.................................
+AF004371.1/5-310 CUCAU....GACUAGCAA................................
+AF044737.1/1-397 CUCAC....GGCUGGCU.................................
+AF077370.1/1-397 CUCAC....GGCUGGCU.................................
+AF044328.1/1-326 CUUGU....GGCUAGCAUGG..............................
+AF004375.1/1-307 CUCGC....GGCUGGCACUC..............................
+AF044327.1/1-331 CUCAC....GGCCGGCAA................................
+AF044325.1/1-327 CUCAC....GGCCGGCAA................................
+AF044326.1/1-349 CUUAC....GGCUGACAG................................
+AF004376.1/1-331 CUCAC....GGCUGGCAG................................
+U31227.1/435-700 CUCAC....GGCCAGC..................................
+L08802.1/6-289 CUCAC....GGCCAGCA.................................
+U31003.1/348-640 CUCAC....AGCCAGC..................................
+U31228.1/337-600 CUCAC....GGCCAGC..................................
+L08800.1/29-285 CUCAC....GGCCAGCA.................................
+L08687.1/6-320 CUCAC....GGCCAGCG.................................
+L08685.1/6-320 CUCAC....GGCCAGCG.................................
+X15624.1/5-339 CUCAC....GGCCAGCG.................................
+L08686.1/6-320 CUCAC....GGCCAGCG.................................
+L08688.1/6-320 CUCAC....GGCCAGCG.................................
+L08801.1/30-315 CUCAU....GGCCAACC.................................
+#=GC SS_cons >>>>>....>>>>..>..................................
+
+AF004377.1/3-312 ....................AUAUGAGUUUAAU.GUGUGAGUUGGAGU..
+AF044331.1/3-308 ....................AUAUGAGUGCAAU.GUGUGAGUUGGAGU..
+U50408.1/6-270 ....................GAAUGAGUGCGAU.GUGUGAGC........
+AF004373.1/1-320 ....................GUUCAAGCUCAAU.GACUGAGGGGAAGCAA
+AF004374.1/1-404 ....................GUGUUAGUCCAAU.GGCUGAGGUGGAGCAG
+AF004372.1/1-406 ....................GUAUGAGUCCAAU.GGCUGAGGUGGGGCAG
+AF004371.1/5-310 ....................AUUCAAGUUCAAU.UGCUGAGAGGAAGU..
+AF044737.1/1-397 ....................UACUGAGUCCAAU.GGCUGAGGCGAGGCA.
+AF077370.1/1-397 ....................UGCUGAGUCCAAU.GGCUGAGGCGAGGCA.
+AF044328.1/1-326 ....................CACUGAGUCCAAU.GGAUGAGGUGAGGCA.
+AF004375.1/1-307 ....................CCCUGAGUGCAAU.GGCUGAGGUGAGGUA.
+AF044327.1/1-331 ....................CGUUGAGUACAAUGGGCAGAGGUGAAGCG.
+AF044325.1/1-327 ....................CGUUGAGUACAAUGGGCAGAGGUGGAGC..
+AF044326.1/1-349 ....................CUUUGAGUACAAUGGGAAGAGGUGAAGCAC
+AF004376.1/1-331 ....................CUUUGAGUACAAUGGGAAGAGGUGAAGCCC
+U31227.1/435-700 .........................AGAGCAAG.UUUUAACCAU.UUAUA
+L08802.1/6-289 ....................GUGCGAGUUCAAU.GGCUGAGGUGAGGCAC
+U31003.1/348-640 .........................AGAGCGAG.UUUUAACCAU.UUAUU
+U31228.1/337-600 ........................AGAGCGAAU..UUUAACCAU.UUAUA
+L08800.1/29-285 ....................AUUCGAGUUCAAU.GGCUGAGGUGAGGCAC
+L08687.1/6-320 ....................AAGUGAGUUCAAU.GGCUGAGGUGAGGUAC
+L08685.1/6-320 ....................AAGUGAGUUCAAU.GGCUGAGGUGAGGUAC
+X15624.1/5-339 ....................AAGUGAGUUCAAU.GGCUGAGGUGAGGUAC
+L08686.1/6-320 ....................AAGUGAGUUCAAU.GGCUGAGGUGAGGUAC
+L08688.1/6-320 ....................AAGUGAGUUCAAU.GGCUGAGGUGAGGUAC
+L08801.1/30-315 ....................AAGUGAGUUCAA.....UGAGGUGAGGCAC
+#=GC SS_cons .....................................>>>><<<<<<<..
+
+AF004377.1/3-312 .......ACA.........CCU.CCAG..AACCCAAUUCAGACCACUCUC
+AF044331.1/3-308 .......ACA.........CCU.CCAG..AACCCAAUUCAGACCACUCUC
+U50408.1/6-270 .......UA.................G..CA..UAAC.............
+AF004373.1/1-320 GU.....GAUG........GCU.UCCU..AACCCAAUUCAGACCACUCUC
+AF004374.1/1-404 CUGCACGGGAUGUGUGCGCGCC.CCAU..AACCCAAUUCAGACCACUCUC
+AF004372.1/1-406 CUGCACGGGAUGUGUGCGCGCC.CCAU..AACCCAAUUCAGACCACUGUC
+AF004371.1/5-310 .......CAUU........ACU.UCCU..AACCCAAUUCAGACCACUCUC
+AF044737.1/1-397 .......GCUG.....UGCGCC.UCGU..AACCCAAUUCAGACCACUCUC
+AF077370.1/1-397 .......GCUG.....UGCGCC.UCGU..AACCCAAUUCAGACCACUCUC
+AF044328.1/1-326 .......ACUG.......UGCC.UCAU..AACCCAAUUCAGACCACUCUC
+AF004375.1/1-307 .......AUGG.......CGCC.UCAU..AACCCAAUUCAGACCACUCUC
+AF044327.1/1-331 .......GCC.........GCU.UCAU..AACCCAAUUCAGACCACUCUC
+AF044325.1/1-327 .......ACCC........GCU.UCAU..AACCCAAUUCAGACCACUCUC
+AF044326.1/1-349 C......GCC........AGCU.UCAUAUAACCCAAUUCAGACCACUCUC
+AF004376.1/1-331 .......GCC........AGCU.UCAU..AACCCAAUUCAGACCACUCUC
+U31227.1/435-700 .......UUUU.......UUAA.CAUG..AAACA................
+L08802.1/6-289 CU.....CCCG.......GGCC.UCAU..AACCCAAUUCA..........
+U31003.1/348-640 U......UUUU........UAA.CAUG..AACCACAGAACAAUAAUCAUU
+U31228.1/337-600 .......UUUU.......UUAA.CAUG..AA...................
+L08800.1/29-285 .......CUCG.....CGGGCC.UCAU..AACCCAAUUCA..........
+L08687.1/6-320 CCC....GGAG.....GGGACC.UCAU..AACCCAAUUCA..........
+L08685.1/6-320 CCC....GUAG.....GGGACC.UCAU..AACCCAAUUCA..........
+X15624.1/5-339 CCC....GCAG.....GGGACC.UCAU..AACCCAAUUCAGACCACUCUC
+L08686.1/6-320 CCC....GCAG.....GGGACC.UCAU..AACCCAAUUCA..........
+L08688.1/6-320 CCC....GCAG.....GGGACC.UCAU..AACCCAAUUCA..........
+L08801.1/30-315 CCCA...CCCA....AGGGGCC.UCAU..AACCCAAUUCA..........
+#=GC SS_cons ...................>>>.>>>>.......................
+
+AF004377.1/3-312 CGGAAUUCCG
+AF044331.1/3-308 CGGAAUUCCG
+U50408.1/6-270 ..........
+AF004373.1/1-320 CGGAAUUCCG
+AF004374.1/1-404 CGGAAUUCCG
+AF004372.1/1-406 CGGAAUUCCG
+AF004371.1/5-310 CGGAAUUCCG
+AF044737.1/1-397 CGGAAUUCCG
+AF077370.1/1-397 CGGAAUUCCG
+AF044328.1/1-326 CGGAAUUCCG
+AF004375.1/1-307 CGGAAUUCCG
+AF044327.1/1-331 CGGAAUUCCG
+AF044325.1/1-327 CGGAAUUCC.
+AF044326.1/1-349 CGGAAUUCCG
+AF004376.1/1-331 CGGAAUUCCG
+U31227.1/435-700 ..........
+L08802.1/6-289 ..........
+U31003.1/348-640 CAAACAACAA
+U31228.1/337-600 ..........
+L08800.1/29-285 ..........
+L08687.1/6-320 ..........
+L08685.1/6-320 ..........
+X15624.1/5-339 CUCCGCCCAU
+L08686.1/6-320 ..........
+L08688.1/6-320 ..........
+L08801.1/30-315 ..........
+#=GC SS_cons ..........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00009.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00009.idx
new file mode 100644
index 0000000..6d70960
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00009.idx
@@ -0,0 +1,21 @@
+AF186214.1/1-364
+AF186218.1/1-219
+AF186227.1/8-348
+AF186219.1/2-333
+AF186221.1/1-232
+AF186222.1/3-314
+L12745.1/413-775
+AF186225.1/1-234
+AF186224.1/6-446
+AF186226.1/1-244
+L12750.1/273-601
+L12748.1/280-611
+AF186229.1/1-295
+AF186232.1/1-262
+AF186233.1/1-295
+AF186230.1/1-232
+AF186228.1/1-243
+X04013.1/204-466
+X52531.1/47-307
+X56558.1/5-317
+AF434764.1/1-252
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00009.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00009.raw
new file mode 100644
index 0000000..df71078
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00009.raw
@@ -0,0 +1,179 @@
+>AF004377.1/3-312
+GCGGAGGGAAGCUCAUCAGUGGGGUCACAUGUAGGGUGCUUGUCACUCAACCAAUCACCU
+UGGGGAAGGUCUGAGACAAGAGCCAAUCACUUCCCUAGCAGGGUAUCACCUGAUCUGGGU
+GAGUGAGUGCACAGAGAAUAUGAGCCAUUGUGAGUUGUCUUUACGGAAGAAACCAGCCAG
+UACAGCUCUCCAGCACUACUGGUGGAUGUGACCUCACUGGCUUGGAAACACUCAUGGCUG
+GCAUAUGAGUUUAAUGUGUGAGUUGGAGUACACCUCCAGAACCCAAUUCAGACCACUCUC
+CGGAAUUCCG
+>AF044331.1/3-308
+GCGGAGGGAAGCUCAUCAGUGGGGUCACAUGCAGGGUGCUUGUCACUCAACCAAUCACCU
+UGGGGAAGGUCUGAGACAAGAGCCAAUCACUUCCCUAGCAGGGUAUCACCUGAUGUGAGU
+GAGUGCACAGAGAAUAUGAGCCAUUGUGAGCUGUCUUUACAGGAGAAACCAGCCAGUGCA
+GCUCUCCAGCACUACUGGUGGAUGUGACCUCACUGGCUUGGAAACACUCAUGGCUGGCAU
+AUGAGUGCAAUGUGUGAGUUGGAGUACACCUCCAGAACCCAAUUCAGACCACUCUCCGGA
+AUUCCG
+>U50408.1/6-270
+CGGAAGGAAGCUCACUGUAGAGGUCACCCACUGAGUGCUCGUCACUCGCCAACACCUCGG
+GGAAGGUCUGAGACAGGAGCCACUCGCUGUCCUAGCAGGACAUCAUCUGAAUGAUGAGCG
+AGUGCACAGAAAAUCGGGUCACGCGCGCGAUUCUCGCAGCAGACGUUGAUGCUCGCACAC
+AUUCAGCGGAUCAACUGAUGCGACGCGCGCAGACUUGGAAACACUCGCGGCUGGCGAAUG
+AGUGCGAUGUGUGAGCUAGCAUAAC
+>AF004373.1/1-320
+GCGGAAGGAAGCUCACUGUAGAGGCUACUUGCUGGGUGCUGUUGUUACUCUAUCAACCAG
+CCUUGGGGAAGGUCUGAGAUAAGAGCCACUUGUUGCCUUCACAAGGCAUUGCUUGGUGUA
+AGCAAGUGAGUUCCCAUCAAAGAUGGCUCAGUUGCAAGCUUAAUGCAAGAGACAUAGCAA
+AGAAGCCCAAUAUACUUCUGAUAUGGAUGCAAUGCCCAACAGACUGGAAAUGACUCACGG
+CUGGCAUGUUCAAGCUCAAUGACUGAGGGGAAGCAAGUGAUGGCUUCCUAACCCAAUUCA
+GACCACUCUCCGGAAUUCCG
+>AF004374.1/1-404
+CGGAAGGAAGCUCACUGUAGAGGUCAUGUACGGAGUGCGUCACAACUGUGAUGUCACUCC
+AUUAAUUCCUCCGGGAAGGUCUGAGACAGGAGCCAUUAGCUGCCCUCACAGGGCGUCACC
+UGAGUGGGUGAGUGAGUCCCCAGCAACCCCACGCUGGAGUGGACCGGCUCGACACGUGGA
+GUGGGCUCUGCAGGAGAGGCGGGGUGGACUGCAGUGAGAGGGUGGAGUUACAGAUUGACA
+CUCCCACCCAACUCAGUGAGGCUCCGCCCAGCUGAUGCCGCCCCCUCCCCGGGCCUUGGA
+AGUGGCUCACGGCUGGCUGUGUUAGUCCAAUGGCUGAGGUGGAGCAGCUGCACGGGAUGU
+GUGCGCGCCCCAUAACCCAAUUCAGACCACUCUCCGGAAUUCCG
+>AF004372.1/1-406
+GCGGAAGGAAGCUCACUGUAGAGGUUACAUACUGAGUGCGUCAAUUCUGUGAUGUCACUU
+CAUUAUUCCCUCCGGGAAGGUCUGAGACAAGAGCCAAUAGCCGCCCUUACAGGGCGUCAC
+UUGAGCGGGUGAGUGAGUCCCCAGCAACCCCACGGUGGAGUGGACCGGCCCGCUGUGUGG
+AGGAGGCUCUGCAGGAGAGGCGGGGUGGGCUUGUGGUGAGAGGGAGUGGUCGCAGAUUGA
+GGCUGCUCCCACCUUACACACGGCUCCACCCGGCUGAUGCUGCCUCCUCCCCGGGCCUUG
+GAAGUGGCUCUCGGCUGGCUGUAUGAGUCCAAUGGCUGAGGUGGGGCAGCUGCACGGGAU
+GUGUGCGCGCCCCAUAACCCAAUUCAGACCACUGUCCGGAAUUCCG
+>AF004371.1/5-310
+GUGGAGGGAAGCUCAGUGCUGAGGCUACAACCUGAGUGCAUUUGUCACUCUCAUACAUUC
+CUCAGGGAAGGUCUGAGAUUAGAGCCAUCUAUUGUCUUAACAAGGCAUUGCUUGGUUUGA
+GCAAAUGAGUUACCAUCAAACCUUGUUCUGUUGUCGCUAGACUGCACAAGUAAUAGAAGU
+GGUUUUCCUCUAUGGAUGCUGAGGCAACUGAUUUGGAAAGUGACUCAUGACUAGCAAAUU
+CAAGUUCAAUUGCUGAGAGGAAGUCAUUACUUCCUAACCCAAUUCAGACCACUCUCCGGA
+AUUCCG
+>AF044737.1/1-397
+GCGGAAGGAAGCUCACUGUAGAGGUCACGUGCUGAGUGCGUCACGCUUGUGAUGUCAUCU
+CUAUCCCACCUCCGGGAAGGUCUGAGACAGGAGCCCCUCGCCGCCCUCACAGGGCGUCAC
+CUGAUAUUCGGGUGAGUGAGCCCCCAGCAACCCACGUUGGAGUGGACCGGUCCGUUAUGU
+GGGAGAGGCUAUGCAAAAGACGCCGAGCAGGGAUGUGGUGAGAUGGGCGGGUCACUGAUU
+UGAGGCCCGCCUACUCUUCAUCUGCGCCUCUGCCUGGUGGAUGCCGCCUCCUCCCCGGAC
+CUUGGAAGUGACUCACGGCUGGCUUACUGAGUCCAAUGGCUGAGGCGAGGCAGCUGUGCG
+CCUCGUAACCCAAUUCAGACCACUCUCCGGAAUUCCG
+>AF077370.1/1-397
+GCGGAAGGAAGCUCACUGUAGAGGUCACGUGCUGAGUGCGUCACUCUUGUGAUGUCAUCU
+CUAUCCCACCUCCGGGAAGGUCUGAGACAGGAGCCCCUCGCCGCCCUCACAGGGCGUCAC
+CUGAUGUCGGGUGAGUGAGCCCCCAGCAACCCCACGUUGGAGUGGACCGGUCCGUUAUGU
+GGGAGUGGCUAUGCAAAAGACACCGGGUAGGGGUGUGGUGAGAUGGGCGGGUCACUGAUU
+UGAGGUCCGCCCACUCUUCAUCUGCACCUCUGCCUAGUGGAUGCCGCCACCUCCCCGGAC
+CUUGGAAGCGACUCACGGCUGGCUUGCUGAGUCCAAUGGCUGAGGCGAGGCAGCUGUGCG
+CCUCGUAACCCAAUUCAGACCACUCUCCGGAAUUCCG
+>AF044328.1/1-326
+GCGGAAGGAAGCUCACUGUAGAGGUCAUGUGCCGAGUACAUUUGUUACUCUCUCACCUUG
+GGGAAGGUCUGAGACAAGAGCCGUUUCUGUCCUUGCAGGACAUCUUCCGAGCCGGGAGAG
+CGAGCUCCCAGACACUCGGUGCAUGGAGGGGUUUGCACAAGAUGCUAGUUAGUAGUUGGU
+GGCUUGAUACUGCCUUCCCUGGACUAGUUGAUGCCUAUUCAUCUGGGCAUUGGAAGUGGC
+UUGUGGCUAGCAUGGCACUGAGUCCAAUGGAUGAGGUGAGGCAACUGUGCCUCAUAACCC
+AAUUCAGACCACUCUCCGGAAUUCCG
+>AF004375.1/1-307
+GCGGAAGGAAGCUCACUGUAGAGGCUACAUGCAGAGUGCAUAUGUCACUCAAGUACCUUG
+GGGAAGGUCUGAGACAGGAGCCGGUAAUUGCCCCAGCAGGGCAUCCCCUGAAAAGGGGAG
+CGAGCUCCCAGAGACCCGGGGCCCAAAGGGGGUGGCAUGAGACGCGUGACCGUGUAUCUG
+GUACUCGCUGAUGCUUACUCCUUCCGGGCAUUGGAAGUGGCUCGCGGCUGGCACUCCCCU
+GAGUGCAAUGGCUGAGGUGAGGUAAUGGCGCCUCAUAACCCAAUUCAGACCACUCUCCGG
+AAUUCCG
+>AF044327.1/1-331
+GCGGAAGGAAGCUCACUGUAGAGGUCACGCGCUGGGUGUAUCGAUCACCCUCCUUGCUAC
+CUUUGGGAAGGUCUGAGAGAAGGGCCAAGUGUCGCCUUAGCAGGGCGCCAUCUUAGGAAG
+GUGGGUGAGUUCCCAGCAAUAGGGGUCUCCUGUAAUGCCCCAGUUUGAGGCAGGAGAAGC
+GGGGCUGGAGGGGCUACUCCCUCCUUCCUGCGGAUGCCUCCGUGGCUUACGCGGGGCUUG
+GGAAUGACUCACGGCCGGCAACGUUGAGUACAAUGGGCAGAGGUGAAGCGGCCGCUUCAU
+AACCCAAUUCAGACCACUCUCCGGAAUUCCG
+>AF044325.1/1-327
+GCGGAAGGAAGCUCACUGUAGAGGUCACUCGCUGGGUGUCUUGAUCACCCCCGUUGCUAC
+CUUGGGGAAGGUCUGAGAGAAGGGCCAAGUGUCGUCCUAGCAGGGCGCCAUCUUAGGAAG
+GUGGGUGAGUUCCCAGCAAUAUGGAUCUCCAGUAAAGCCCUACUUUGAGGCAGGAGAAGC
+AGGGCUGGGGGGGUUCCCUCCUCCCUGCGGAUGCCUCCGUGGCUUACUCGGGGUUUGGGA
+AUGACUCACGGCCGGCAACGUUGAGUACAAUGGGCAGAGGUGGAGCACCCGCUUCAUAAC
+CCAAUUCAGACCACUCUCCGGAAUUCC
+>AF044326.1/1-349
+GCGGAAGGAAGCUCACUGUAGAGGCCACUAGCUUGGGUGUCUAUCACCCUACUUCCGCCU
+GUGGGAAGGUCUGAGGGAAGGGCCAAAUUGCCGCCCUAGCAGGGUGCCACCUUCUGAAGG
+UGGAGUGAGUUCCCACCAAUGUGGGUCUCCGAUGAAGCCCUAGAAUUGAGGCAGGAGAAG
+CGGAGAGGGGUCGUGGGUCGUGGGUCGUAGGCAUCCUCCCCGCGGAUGCCUCUGUGGCUC
+CGUUCGGGAUUUGAGAAUGACUUACGGCUGACAGCUUUGAGUACAAUGGGAAGAGGUGAA
+GCACCGCCAGCUUCAUAUAACCCAAUUCAGACCACUCUCCGGAAUUCCG
+>AF004376.1/1-331
+GCGGAAGGAAGCUCACUGUAGAGGCCACUAGCUUGGGUGUCUAUCACCCUACUUCCGCCU
+CUGGGAAGGUCUGAGGGAAGGGCCAAAUUGCCGCCCUAGCAGGGUGCCACCUUCUGAAGG
+UGGGGUGAGUUCCCACCAAUGUGGGUCUCCGAUGAAGCCCUAGAAUUGAGGCAGGAGAAG
+UGGAGAGGGGUCGUAGGCUCCUCCCCGCGGAUGCCUCUGUGGCUCCGUUCGGGAUUUGGG
+AAUGACUCACGGCUGGCAGCUUUGAGUACAAUGGGAAGAGGUGAAGCCCGCCAGCUUCAU
+AACCCAAUUCAGACCACUCUCCGGAAUUCCG
+>U31227.1/435-700
+GGCGGAGGAAGCUCAUCAGUGGGGCCACGUGCUGAGUGCUGGUCACUCUUCGGCCCCUGG
+GCAGGUCUGAGACUGGGGCCUCCCACGGCCCUAACCGGGCUCUCCCUGAGUGGGGAGGUG
+AGUUCCCAGAGAGCAGGGCUCUAUGCAUGGGCAGACUGGGCAGUAGAAGCCCCAAGUCGG
+GGUGGAUGCCUCCCUUGCCGGAGCUUGGAACAGACUCACGGCCAGCAGAGCAAGUUUUAA
+CCAUUUAUAUUUUUUAACAUGAAACA
+>L08802.1/6-289
+GCGGAGGAAGCUCAUCAGCGGGGCCACGUGCUGAGUGCUCGUCACUCUUCGGCCCCUGGG
+AAGGUCUGAGACUNGGGCCUCCCGCGGCCCUAACCGGGCUCUCCCCGAGCGGGGAGGUGA
+GUUCCCAGAGAGCAGGGCUCUACGCUUGGGCAGACUGGGCAGGAGAAAAGGCCCCGAGUU
+CGGGGCGGAUGCCUCCCUCGCCGGAGCUUGGAACAGACUCACGGCCAGCAGUGCGAGUUC
+AAUGGCUGAGGUGAGGCACCUCCCGGGCCUCAUAACCCAAUUCA
+>U31003.1/348-640
+GGCGGAAGAAGUUUAUCAGUGGGGCCACGUGCUGAGUGAUCGUCACUCUUCGGUCCCUGG
+CAAGGUCUGAGACUGGGGCCUCCCGCAGCCCUAACCGGGCUCUCCCCGAGCGAGGAGAUG
+AGUUCCCAGAGAGCAGGGCUCUACGAGUGGGCAGACUGGGCAGGAGAAGCCCUGAGUCUG
+GGCAAGAUGCCUCCCUCGCCAGAGCUUGGAACAGACUCACAGCCAGCAGAGCGAGUUUUA
+ACCAUUUAUUUUUUUUAACAUGAACCACAGAACAAUAAUCAUUCAAACAACAA
+>U31228.1/337-600
+GGCGGAGGAAGCUCAUCAGCAGGGCCACGUGCUGAGUGCUCGUCACUCUUCGGCCCCUGA
+GAAGGUCUGAGACUGGGGCCUCCCGCGGCCCUAACCGGGCUCUCCCCAAGUGGGGAGGUG
+AAUUCCCAGAGAGCAGGGCUCUACACGUGGGCAGACUGGGCAGGAGGAAGUCCCGAGUCG
+GGGGGGAUGCCUCCCUCGCCGGAGCUUGGAACAGACUCACGGCCAGCAGAGCGAAUUUUA
+ACCAUUUAUAUUUUUUAACAUGAA
+>L08800.1/29-285
+CCACGCGCUGAGUGCUCGUCACUCUCUCGGCCCCUGGGAAGGUCUGAGACUGGGGCCUCC
+CGCCGCCCUAACCGGGCUCUCCCCGAGUGGGGAGGUGAGUUCCCAGAGAGCAGGGCUCCA
+CGCGUGGGCAGACUGGGCAGGAGAAGCCCCCGGGUGGGCGGAUGCCUCCCUCGCCGGGGC
+UUGGAACAGACUCACGGCCAGCAAUUCGAGUUCAAUGGCUGAGGUGAGGCACCUCGCGGG
+CCUCAUAACCCAAUUCA
+>L08687.1/6-320
+GCGGAGGGAAGCUCAUCAGUGGGGCCACGAGCUGAGUGCGUCCUGUCACUCCACUCCCAU
+GUCCCUUGGGAAGGUCUGAGACUAGGGCCAGAGGCGGCCCUAACAGGGCUCUCCCUGAUC
+UUCGGGGAGGUGAGUUCCCAGAGAAUGGGGCUCCGCGCGAGGUCAGACUGGGCAGGAGAU
+GCCGUGGACCCCGCCCUUCGGGGAGGGGCCCGNCGGAUGCCUCCUUUGCCGGAGCUUGGA
+ACAGACUCACGGCCAGCGAAGUGAGUUCAAUGGCUGAGGUGAGGUACCCCGGAGGGGACC
+UCAUAACCCAAUUCA
+>L08685.1/6-320
+GCGGAGGGAAGCUCAUCAGUGGGGCCACGAGCUGAGUGCGUCCUGUCACUCCACUCCCAU
+GUCCCUUGGGAAGGUCUGAGACUAGGGCCAGAAGCGGCCCUAACAGGGCUCUCCCUGAGC
+UUCGGGGAGGUGAGUUCCCAGAGAACGGGGCUCCGCGCGAGGUCAGACUGGGCAGGAGAU
+GCCGUGGACCCCGCCCUUCGGGGAGGGGCCCGGCGGAUGCCUCCUUUGCCGGAGCUUGGA
+ACAGACUCACGGCCAGCGAAGUGAGUUCAAUGGCUGAGGUGAGGUACCCCGUAGGGGACC
+UCAUAACCCAAUUCA
+>X15624.1/5-339
+GCGGAGGGAAGCUCAUCAGUGGGGCCACGAGCUGAGUGCGUCCUGUCACUCCACUCCCAU
+GUCCCUUGGGAAGGUCUGAGACUAGGGCCAGAGGCGGCCCUAACAGGGCUCUCCCUGAGC
+UUCAGGGAGGUGAGUUCCCAGAGAACGGGGCUCCGCGCGAGGUCAGACUGGGCAGGAGAU
+GCCGUGGACCCCGCCCUUCGGGGAGGGGCCCGGCGGAUGCCUCCUUUGCCGGAGCUUGGA
+ACAGACUCACGGCCAGCGAAGUGAGUUCAAUGGCUGAGGUGAGGUACCCCGCAGGGGACC
+UCAUAACCCAAUUCAGACCACUCUCCUCCGCCCAU
+>L08686.1/6-320
+GCGGAGGGAAGCUCAUCAGUGGGGCCACGAGCUGAGUGCGUCCUGUCACUCCACUCCCAU
+GUCCCUUGGGAAGGUCUGAGACUAGGGCCAAAGGCGGCCCUAACAGGGCUCUCCCUGAGC
+UUCGGGGAGGUGAGUUCCCAGAGAACGGGGCUCCACGCGAGGUCAGACUGGGCAGGAGAU
+GCCGUGGACCCCGCCCUUCGGGGAGGGGCCCGGCGGAUGCCUCCUUUGCCGGAGCUUGGA
+ACAGACUCACGGCCAGCGAAGUGAGUUCAAUGGCUGAGGUGAGGUACCCCGCAGGGGACC
+UCAUAACCCAAUUCA
+>L08688.1/6-320
+GCGGAGGGAAGCUCAUCAGUGGGGCCACGUGCUGAGUGCGUCCUGUCACUCCACUCCCAU
+GUCCCUUGGGAAGGUCUGAGACUAGGGCCAGAGGCGGCCCUAACAGGGCUCUCCCUGAGC
+UUCGGGGAGGUGAGUUCCCAGAGAACGGGGCUCCGCGCGAGGUCAGACUGGGCAGGAGAU
+GCCGUGGACCCCGCCCUUCGGGGAGGGGCCCGGCGGAUGCCUCCUUUGCCGGAGCUUGGA
+ACAGACUCACGGCCAGCGAAGUGAGUUCAAUGGCUGAGGUGAGGUACCCCGCAGGGGACC
+UCAUAACCCAAUUCA
+>L08801.1/30-315
+CCACAAGCUGCAUGCCACAUGUCAUCCCACCCCCAUGUCCCUUGGGAAGGUCUGAGUCAA
+GGGCCAGAGCACCCUAACAGGACUUUCCCUGAGUUUUGGGGAGGUGAAUUCCCAGAGAAC
+UCAGCUCCCUGCGAGGUCAGACUGGGCUGGACAUGCCACGGACCCACCCUUCUGGGAAGG
+GCCAGGUGGAUGCCUCCUCAGCCAGAACUUGGAACAGACUCAUGGCCAACCAAGUGAGUU
+CAAUGAGGUGAGGCACCCCACCCAAGGGGCCUCAUAACCCAAUUCA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00009.test b/benchmarks/cmsearch-rmark/rmark-1/RF00009.test
new file mode 100644
index 0000000..898a791
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00009.test
@@ -0,0 +1,135 @@
+>AF186214.1/1-364
+AAACGCAGAGGACCAGAACUUUGGGACGGGAGGCGGGGGUUUUGUUCGCAGGCUCCUUCU
+UCCCGCUCCUGGUUCUACGCGGCGUGCGCUGUACCACCAUCGGUGGUUAUGGCGCUUACC
+CCGUGAGGGGGGCUUGGGGAACCGAGUCUAGCGUUGUUAUAAGAAAUCAAUCUUUUGGAU
+CCAGCCAGGGUCCUCUAGCAGAAAAGGGGGAUGGGGCUCUCUUGGGCUCUCCCCUCCACG
+CCUGCGGGAUUCUGAUGGGAAUGACAACGGUCGGUCCAUUUGACUUUAUCAUUACGAUGG
+UUCUAGUCGUGUUAUGGUAAAGGUCUGUUGAGUGCAAUUGUAGAGCAAAUUGAUUCAAUU
+UGAA
+>AF186218.1/1-219
+GAACACAGCGAGACAACAAUCGCCAGGGGCUUCGGCCCUGAUUCUCGUGAGAGAAGCCGC
+UGGAAAGCGGUUGUGGGCGCUGUCAUCAGAAAUACACAUGUUGGCCGGCGCUAUCGCCGC
+ACCAAUGUGAUGGGAAAGGCAGCGGAUGUCUCGUUUGACUUUGCCUUAGGGUAAAGGUCU
+GUUGAGUGCAAUGGUAGGAGGCCGCUUUAUGGUGGCCAA
+>AF186227.1/8-348
+ACAGCGACGACUCCUACGACUUAGAGACCUGUUUACACAAGGAGGGUACCCUCCCUCAAC
+CAACAGGUGGGAAAUUCGGUGAAACACAGUGGAAUCAUUCCUUCCAGCCUGGGCUCGCUU
+CCUUCGGGAAGCUAGGCUCAGGUCUUUCCGUGAGGACAGCCUAGCCGGGGACCGGUCUGC
+CUGGACGUUGUUAUCAGAAAUUCACACGGGUAACCGUGAUGGGAAAGCAACGAGUGUUUU
+AUUUGACGGGCUUCUGUUUACACAGUGGUCCAGUCUGUUGAGUGCAAUCGUAGGACAUGC
+CCUAGGGCUUGAACCCGAUACCGAUUACCGUCCUUGUCCCA
+>AF186219.1/2-333
+UCCCUCCAAAGUCUGUAUUUUACCUGCCUACAAAAGGAGGAGUCCCCGGCGGACUUCCUC
+AGUAUUCGCAGGUGGGAAAUUCGGUGAAAUCGCUCUGCCCACCAGGGAAAAGGUAAAACU
+CUCCCUGGUCCUUGGAAGGACUUGUCCUUCUGAGUCUCGUGAGAGAUGCCAAGCGUGGAG
+ACGCUAGGGUGGUCGCCAUAAGAAACUUCAACAGGUCACACUGUUAUGGGAGGCGCCACG
+GGCAGUUGGUCCCUUUGCAUCCAGAAGGAAGCUUUGGGGCUGUUGAGUGCAAUAUACAGA
+GCGCUAGAAGGAGUCCUUCCUUCUACGCGUAA
+>AF186221.1/1-232
+UGGACCUGCCCACAAAAGGAGCUCCGUGCUCAGAAUUACGCAGGUGGGAAAUUCGGUGGU
+UCACGCUGUCCAACAUUACCCUUUCUCUUGAGAGAUCCUGGCGAGGAAUCGCUGGGUGCG
+GCCAUAAGAAAUCAGCCCCCUAAAAAGGGCAUGGGAGGCUGCACGGACAGUUGGUCCUUG
+GAAAGAGGGCUAUUGAGUGCAAUAUACAGACUGGGGGCUUUGGCCCCUGGAA
+>AF186222.1/3-314
+CUCAUCAAAGUCUGUAUUUACCUGCCUACACAAGGGGCCCUCUUCCCCCAGAGGGACCCA
+GCAGGAGCAGGUGGGAAAUUCGGUGGUACACGCCGCCCAUUAAUUUCUCUCUUGAGAGAG
+UCCAGGCGAGGAAUCGCUAGGGUGUUGCCAUAAGAAAUUCAGUCCGCCUAGCGGGCAUGG
+GAGGCUUCACGGGCGGUUGGUCCCUAGUGCAAAACUUUCGCGCUAGGAGGCUUUUGAGUG
+CAAUAUACAGACCGCCUAGUGGUUCCUUGGGAUCAUCUGGGCGGAACGCGAUACCGAUUA
+UUUUGGUGAGAA
+>L12745.1/413-775
+ACAGUGGUAAUUCCUACGAUUAAGAAACCUGUUUACAGAAGGAUCCCCACCUAUGGGCGG
+GUUAUCAGAUAUUAUCAGGUGGGAAAUUCGGUGGAACACAGUGGAGCCUUGUCCUCCGGG
+UUAAUGUCGCUUUUGGCAUUGACCCCUGCUCCUGAGAGAAGAAAUAUACUGGGGAACCAG
+UCUUUACCGACCGUUGUUAUCAGAAAUUCACGGAGUUCGGCCUAGGUCGGACUCCGAUGG
+GAACGGCAACGGUUGUUCCGUUUGACUUGUCGCCCGCUACGGCGUGAGCGUCAAGGUCUG
+UUGAGUGCAAUCGUAGGACGUCAUUUGUGGCGAACCCGAUACCGAUUACUGCUGCUGUUC
+CAG
+>AF186225.1/1-234
+GAACACAGAGGAUCGAUAAUGACCAGGAACUGUAACAGGUUCUGUUUCCUCGUGAGAGGG
+GCUUGGGGAACCGAGUCUGGCGUUGCUAUAAGAAAUCUACAGCGUUGUUCGUUACUUGUA
+ACGUGGCAACCCUGAUGGGAAUGGUAACGGAUGAUCCAUUUGACGUACUGCUACCACUUG
+UGAUAGCGGUAAGGUCUGUUGAGUGCAAUCGUAGAGCAAAUGUUCGCAUUUGAA
+>AF186224.1/6-446
+ACAGUGAUGAUUCCUACGUUUUAAGAACCUGUUUACAGAAGGAGGAUAACACUUUAGUGC
+UUUUCUCAUAUAAGUUCAGGUGGGAAAUUCGGUGAAACACAGCGGAACCAACAACAUCUA
+CCAAGGUGUCGUUGCCCUCCCCAAGCCUAGACGGUGUCUUCUUCUAGGAGGAGCUUAAGU
+CCAGGUCCUUCCCGUGAGGGCAGUUUUCUUUGCAAUUUUAAAUUUUACUGGGGAACCGGU
+CUGCCUAAAAAUUGCCAUUGAAGAAUUUAUUGGGACGUCGUUAGCAGAAAUUCACAGAGA
+CCUCUUUCAAAGAAAUUGGUCCCUGAUGGGAACAGCGACGGUAGUUCCAUUUGACUUGUG
+GUGUGAAAUAAUAUCGACCAUAAGGUCUGUUGAGUGCAAUCGUAGGACAGAUUUGAUUUG
+AAAAUCUGAACCCGAUCCCGA
+>AF186226.1/1-244
+GAACACAGAGGAUCAAUUAUCAAAGACCAGGAACUGUAAAGGGUUCUGUUUCCUCGUGAG
+AGGGGCUUGGGGAACCGAGUUUGGCGUUGUUAUAAGAAAUCAACAGGGUUUGGUUUGGCA
+UUUUUCGAAGUGGUUGGCCGAACUCUGAUGGGAAUGGCAACGGAUGAUCCAUUUGACGUA
+UCACUAUUAACAAGUGAUAAGGUCUGUUGAGUGCAAUCGUAGAGCAAAUGGUAACACAUU
+UGAA
+>L12750.1/273-601
+ACAGUGGCAUUCCUACUACAAACCUGUUUGCACAAGGAGCGGUCGGCGUCAGUCGCACCC
+UGCUCAGAAAUACAGGUGGGAAAUUCGGUGAAACGCGGCGGAGCAACUAUUUCCGAGGGC
+CGUUCUCGGUCCUGAUUUCCGUGAGGAAAGCGUUUGGAAUUUAAACGCUUGGACGUUGUC
+AUCAGAAAUACACCAGUCUCUUGGCUGGAUGGGAAGGCAGCGGAUGCUCCGUUUGACUGU
+GUUUAGCUUCGGCGACACAGGUCUGUUGAGUGCAAUCGUAGGACACUUCUUAUGAGGUGA
+ACCCGAUACCGAUUAUUGCCGGUGUUUCG
+>L12748.1/280-611
+GCAGUAGCAACUCCUACGAUUUUAACCUGCUUACGAACUAUUAGUCUGAUCUAAUAAUAC
+AUGCAGGUGGGAAAUUCGGUGAAACACAACAAAUGAGGUUUCAGUUAUUUGGGCUCGUGA
+GAGCAGCCUGGGGAACCUGGUUAUAAUAGCGGCGCUAUCAGAAAUUCAACGCUAUCAAAU
+UUUGAUGGUGAUGGGAACGGCGCUAGCAACAAACAUAUUUUAUGUACCUCACGUGUUUGA
+CUUAAUCAUUUACUGGUUAAAGUCUGUUCAGUGCAAUCGUAGGACUUCUAAGCAAUUAGU
+UGCACCCGAUACCGAUCAAUGGUACUGUUCUA
+>AF186229.1/1-295
+UCCUACGAUUUAGAAACCUGUUUGCUAACGGAGUCUCAGGGCUCACACUAAUAGCAGGUG
+GGAAAUUCGGUGAAUCACUGCGGAACCCGACAGAGCCUAACAAGCUUUGUCGACCGGUUG
+CCUUGGCGACUUUUCCGUGAGGAGGGCCUGGGGAACCAGGCUCAUAUGGUCAUUGUCACA
+AGAAAUCAACUCGGUAGUCCUGUACUAUCGAGGAUGGGAAGGCAAUGGACGUUCCGUUUA
+ACUUGAUCUCAUCAAGGUUUGUUGAGUGCAAUCGUAGGACGGUCUUAGACCUGAA
+>AF186232.1/1-262
+GAAUUCAGCGGGACGGCAAUGGGUUAGUCGUCAUGACUAAUUCGGCGCAUAACCGGUCGC
+CUCUGCAGCGUAAGCUACAUUGGGGACUUUUCCGUGAGGAGGGAUCUUGGGGAACCAAGA
+CCAUAUGGUUGUUGUCAUCAGAAAUCAACCAGGUUACGUAAGUUACCUGGUAUGGGAAGG
+CAACUGUAAGUUCCGUUUGACUUGUGCUAAUUAGUAUAAGGUCUGUUGAGUGCAAUCGAA
+GGACAAGUCUUAUAGAUUUGAA
+>AF186233.1/1-295
+UCCUACGCAAUUUUACCUGCCUUCAUAAGGAACUCAAAGGGUUCAGUUAGUACUUAACUU
+ACUAUAUAAGCAGGUGGGAAAUUCGGUGGAACUCUAAGAGACAAUCAGCCGGAUCUUUAG
+CUUAAUUGUUAAAGAACUGUUUCCGUGAGGAAAGUCUGGGGAACUGGACUUGCAGCUGCU
+GUCACAAGAAAUCAACGCCCUUUGUUGGUGGAUGGGAAGGCAGUAGAGGUCUCUUUUGGC
+UUGGAUGCAAAUUUGGACGUCCAAGGCUUGCUGAGUGCAAUCGUGGGACAAAGAA
+>AF186230.1/1-232
+GUUCUCUCCAUCCAGACUUAUAGAUUGAAACUUUCCUUGAAAGUUUCGGCUUAUGAGUUA
+CAAACUGCUCUUGAGAGCGUCCUUAGCGUGCAAACGCUGGGCGGUGCUAUCAGAAAUUUA
+CCAGUCCUUACUUCGUAUUGGGACUGGAUGGGAAUGGCACUGCGGAUGGUUGGCCCUCUG
+AAUGAGAGAGAGGGCUUUUGAGUGCAAUAUGCGAACUUGGAUAUUCCAAGAA
+>AF186228.1/1-243
+GAUCUCUGUCCUGUUCUGGUAUCCUACGGGAUAGUCCAGGACUAUUGGAUUUAAUUCCAA
+AUGCUCCUGAGAGCUCCAUAGAGCGGAAGCUCUGGACGAAGCCAUCAGAAAAAUCGCUUA
+CUUGUGAAGUGAUGGGCCACUCUACUUCGGAGUGGCUCAAUGGAAGCGGCUUCGUGGACA
+GUUGGCUUAGGCCGCCCUCAGGGGCGGUUUGAGCUGUUAAGUGCAAUACACAGACAUUGU
+GCA
+>X04013.1/204-466
+UACGGGCGAACGCCGCACUUCCUCAAAUUCAAACGCGUUGAAAAGCGCACAGCUCGUUGA
+GGGGGUAAGGUCGGAGAAACAUCUUCGUUGCGUGCUCGUGAGGAGCGAAGAACGAACGUU
+CUGCCGAAUGUACCAGAAAUUCAAUCAGUAUGGCCUCGUUUGUCGUACCUGAUUUUGAAA
+CGCAUUCGAGAAGAUUUAUUUUAGUGCAAUGUGUGGCACCUGUUUGUCAGGUAACUCGAU
+UCCGACUAAUCUUGUCUGUAUGU
+>X52531.1/47-307
+UACGGACAAACGCCGCACUUCCUCAAAUUCAGACGCACUUUUACAAGUGUUACGCGCAUU
+GAGGGGGUAAGGUCGGAGGAACUUCUUCGUUGCAUGCUCGUGAGGAGCGGAGGACGAAAG
+UCCUGCCGGGUGUACCAGAAAUUCGAUCUCUUGGUUCGUCCUUUGAGAUCUUGAAACGCA
+CCCGAGAAGAUGUCUUUUAGUGCAAUGUGCGGCACCUGUGAAAAGUCAGGCAACUCGAUU
+CCGACUAAUCUUGUCUGUAUG
+>X56558.1/5-317
+GUGGAGGGAAGCUCAGUGCUGAGGCUACAGACAGAGUGCUGGGGGUCACUCAGUGAGUGU
+GACUCAGGGAAGGUCUGAGAUUUAGAGCCCCUUGCUGCUCUCACAGGGCAUCACUUGGAN
+NAAGUGAGUGGUACUCAGGAAAGCUUGGCUCUGAUUGGCCAGUGAGUGCAAAAGAUGCAG
+UGAGUGCUCCUGGGUUGAGCUCCUGUAGGAUGCAAAGGCAUCAGGCUUGGCACUGCCCAC
+AGCUGGCACAUUCAAGCUCAAUGGCUGAGAGGGAACUGCCNCAACCCAAUUCAGACUACU
+UUUUUUCCACAUU
+>AF434764.1/1-252
+GAGGUUGGCCGGAAGAAGACGGUUGGGAGAGACACAAAGGCCUGAAACAUGGCCUACACA
+ACUCCCGGGAAGGUCUGAGAGUAGGCCUUUGAUGAGAUCUAGGAGAUCUUCCAUUAUCCU
+UAUAGAGGAGAGGCUGUAGAAGAAGACGUUUCCCCUGCGAGGGUUUGGAAACGGCCUCGG
+CCAGCAAUUCUCGUGUAAAUGCUGAGUGCGAUCGUCAUACCAACACAAUUCAGACUAGUC
+UUCGGCCAACCU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00010.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00010.ali
new file mode 100644
index 0000000..046b7b4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00010.ali
@@ -0,0 +1,6589 @@
+# STOCKHOLM 1.0
+#=GF ID RNaseP_bact_a
+#=GF AC RF00010
+#=GF DE Bacterial RNase P class A
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 17.0
+#=GF NC 16.6
+#=GF TC 18.0
+
+BX248358.1/328133-327709 .....UGAGCC.GGC..UGGGCGAUCGCGACUU.U..GC...GUAC.CAC
+AF110051.1/1-289 ..................................................
+AF110049.1/1-307 ..................................................
+AF110050.1/1-307 ..................................................
+U64884.1/1-325 ..................................................
+AF110048.1/1-309 ..................................................
+AF110047.1/1-310 ..................................................
+AF110052.1/1-312 ..................................................
+AF110046.1/1-310 ..................................................
+AF110037.1/1-266 ..................................................
+AF110036.1/1-281 ..................................................
+AF110044.1/1-266 ..................................................
+AF110039.1/1-307 ..................................................
+AF110042.1/1-278 ..................................................
+AF110041.1/1-292 ..................................................
+AF110038.1/1-326 ..................................................
+AF110045.1/1-308 ..................................................
+AF110040.1/1-273 ..................................................
+AF110056.1/1-326 ..................................................
+AF110054.1/1-306 ..................................................
+AF110053.1/1-305 ..................................................
+AF110055.1/1-272 ..................................................
+AF012803.1/1-337 ..................................................
+AF012807.1/1-341 ..................................................
+AF012805.1/1-341 ..................................................
+AF012792.1/1-339 ..................................................
+AF012804.1/1-339 ..................................................
+AF012798.1/1-339 ..................................................
+AF012801.1/1-340 ..................................................
+AF012799.1/1-340 ..................................................
+AF056388.1/1-332 ..................................................
+AE016931.1/133770-134130 .....GCAGUU.GGC..CGGUCUGUCGCGUGCG.C..G............
+AE017175.1/112368-111971 ......CAGCA.GAU..CGGUCUGUCGCUCACU.C..U............
+L25705.1/1-330 ..................................................
+U28104.1/1-304 ..................................................
+U28108.1/1-339 ..................................................
+U28079.1/1-347 ..................................................
+U28092.1/1-318 ..................................................
+U28095.1/1-295 ..................................................
+AE002336.2/7220-7614 ....UCGGAAG.GGU..AAGGCAACCGCUGAGC.C..AG...UUUU....
+AE001313.1/3291-3698 ....UCGGAAG.AGU..AAGGCAACCGCUGAAA.C..CA...GCUU.UU.
+AJ310737.1/16-366 ......................AACCGCUUCUU.G..UA...CCUU....
+AE002183.2/10502-10097 ...AUCGGAAG.AGA..AAGGCAACCGCUGUUU.A..UA...UUU.....
+AF056378.1/1-333 ..................................................
+AJ012179.2/7-312 ..................................................
+L25704.1/3-383 .....AAACCGCAAG..UGUGCAGUCGCUGUAU.G..GU...........
+L25703.1/209-594 .....AAACCGCAAG..UGUGCAGUCGCUGUAU.G..GC...........
+AF056377.1/1-328 ..................................................
+AF056380.1/1-328 ..................................................
+X97391.1/1-342 ..................................................
+AJ272222.1/1-305 ..................................................
+X97393.1/1-299 ..................................................
+AF056387.1/1-312 ..................................................
+X97392.1/1-315 ..................................................
+X65648.1/159-615 AGGGAGAGAGU.AGGCGUUGGCGGUUGCAGACC.A..GU...UA......
+X97395.1/1-391 ..................................................
+X65649.1/118-584 AAGGAGAGAGU.AGGCGUAGGCGGUUGCAGAUC.A..GU...C.......
+X97397.1/1-359 ..................................................
+X73135.1/41-490 ...GAAAGAGU.AAG..CGAGCAGUUGCGAAAU.U..AG...UCUU.AAA
+X97396.1/1-359 ..................................................
+AJ272219.1/1-333 ..................................................
+AJ272225.1/1-308 ..................................................
+AJ272226.1/1-308 ..................................................
+AJ272220.1/1-334 ..................................................
+AE017166.1/105041-105427 .....GAAAGC.AGG.AGAGGUGAUCGCAAUCG.A..GA...UUUA.UCG
+AJ272218.1/1-333 ..................................................
+AJ272223.1/1-307 ..................................................
+AJ272221.1/1-323 ..................................................
+AJ272224.1/1-311 ..................................................
+Y16812.1/5-485 .GCGGAGAAGU.AGG.CGAGGCGGCUGCGGAUU.C..GG...CGGC....
+U28093.1/1-294 ..................................................
+U28099.1/1-297 ..................................................
+AE001942.1/5499-5945 .....GCGGGG.AAA..CUCCUGGUCGCGCCUGAC..CU...GCU.....
+X60463.1/375-755 UGGCCCGGGAC.GAG..GGCGCGGUCGCGCCGA.G..GG...........
+Z15006.1/117-498 UGCCCCAGGAU.AGG..GGUGCGGUCGCGCCCG.G..GG...G.......
+AE007642.1/7926-8270 .....CGAGUA.AGC..CAGACAAUCGCUGCUG.C..A............
+U64879.1/1-302 ..................................................
+U64880.1/1-331 ..................................................
+AF295980.1/1-285 ..................................................
+AF296042.1/1-327 ..................................................
+AF296041.1/1-327 ..................................................
+AF056385.1/1-376 ..................................................
+AF056384.1/1-320 ..................................................
+U28114.1/1-344 ..................................................
+U28085.1/1-384 ..................................................
+U28112.1/1-339 ..................................................
+U28087.1/1-340 ..................................................
+M59354.1/1-402 .....CCAGUU.GGC..CGGGCAGCCGCGCCUU.A..CCAAUGUC.....
+M59355.1/163-591 .....CCAGUC.GGC..CGGAUGGCCGCUCUCC.GUCAU...CGUC.CCC
+AJ235272.1/10905-10521 .....CUAAAU.GGU..CGUGCAGUUGCGUGAU.................
+AE017258.1/184968-184621 .....UAGGUG.GAA..UAAGUAGCUGCUGUUG.U..GU...........
+U28107.1/1-372 ..................................................
+U28094.1/1-332 ..................................................
+U28106.1/1-395 ..................................................
+U28086.1/1-321 ..................................................
+U28103.1/1-323 ..................................................
+U28117.1/1-347 ..................................................
+U28081.1/1-319 ..................................................
+U28109.1/1-327 ..................................................
+U28110.1/1-342 ..................................................
+U28102.1/1-355 ..................................................
+U28105.1/1-352 ..................................................
+BX640434.1/240958-240545 .....AGGGCA.GAU..CGGGCAAUCGCGGGGG.A..U............
+M59353.1/255-595 .....AAAGCA.GGC..CAGGCAACCGCUGCCU.G..CA...CC......
+AF056386.1/1-275 ..................................................
+AE002562.1/3043-2684 .....CGGGAC.GGG..CAGACAGUCGCCGCGU.A..UC...GC......
+AL162752.2/213352-212993 .....CGGGAC.GGG..CAGACAGUCGCCGCGU.A..UC...GC......
+BX321865.1/54528-54812 .....GAAGCC.GGU..CAGACAGUCGCUGCCU.G...............
+U28091.1/1-281 ..................................................
+U28098.1/1-281 ..................................................
+U28130.1/1-312 ..................................................
+M59357.1/212-571 .....GGAGUC.GGA..CGGAUCGUCGCCGCGG.G..G............
+AF056383.1/1-336 ..................................................
+AL139075.2/199352-199035 ......AAGCA.UAG..UAAAUGCUCGC.UUCU.................
+AF181879.1/575-891 ......CGCAU.UAG..AAGAUGGUCGCUAUU..................
+AE015478.1/3276-3629 .....CGAGUU.GGC..CAGACAGUCGCCGCGU.U..C............
+M59356.1/53-421 .....GGAGUC.GGC..CAGACAGUCGCUUCCG.U..C............
+AF160199.1/1-304 ..................................................
+AF084931.1/10-309 ..................................................
+AP001118.1/93360-92985 ..UGAAGUUGA.CUA..AAAACAGUCGCUGUUU.A..GU...UU......
+AE005541.1/4151-3775 .....GAAGCU.GAC..CAGACAGUCGCCGCUU.C..GU...CGUCGUCC
+AF211853.1/1-377 .....GAAGCU.GAC..CAGACAGUCGCCGCUU.C..GU...CGUCGUCC
+M33657.1/1-383 .....GAAGCU.GAC..CAGACAGUCGCCGCUU.C..GU...CGUCGUCC
+AF295985.1/1-303 ..................................................
+AF084930.1/10-310 ..................................................
+AF295984.1/1-301 ..................................................
+AE016844.1/252680-252307 .....GAAGCU.GAC..CAGACAGUCGCCGCUU.C..GU...CGUCGUCC
+AF295986.1/1-303 ..................................................
+AE013612.1/1854-1478 .....GGAGUU.GAC..UAGACAGUCGCCGCUU.C..AC...UGCCGUCC
+AF295983.1/1-297 ..................................................
+U32841.1/440-64 .....CGAGUU.GGU..UAGACAAUCGCUGGUU.U..AU...UGAAGCCC
+AF160198.1/1-296 ..................................................
+M19024.1/1-354 .....AGAGUC.GAU..UGGACAGUCGCUGCCC.U..CU...AU......
+AE003942.1/8714-9072 GCGGUGAAGUC.GGC..UGGGCAGUCGCGUCAU.C..C............
+U28121.1/1-293 ..................................................
+U28125.1/1-311 ..................................................
+U28124.1/1-293 ..................................................
+U28123.1/1-318 ..................................................
+U28084.1/1-331 ..................................................
+U28090.1/1-293 ..................................................
+U28126.1/1-293 ..................................................
+U28122.1/1-293 ..................................................
+U28089.1/1-303 ..................................................
+U28129.1/1-356 ..................................................
+U28100.1/1-299 ..................................................
+U28097.1/1-303 ..................................................
+U28111.1/1-306 ..................................................
+U28082.1/1-411 ..................................................
+U28113.1/1-312 ..................................................
+AF056381.1/1-336 ..................................................
+AF056382.1/1-336 ..................................................
+AF056376.1/1-285 ..................................................
+AE001171.1/8189-8540 .....AGCUGG.CAG..UCAGCCAUCGCUUAGU.U..UU...A.......
+AE001226.1/9-348 ......AGAGA.ACU.GCAGAUAGUCGCUGCGG.G...............
+AF295981.1/1-332 ..................................................
+M64709.1/421-758 .....GGAGAG.GAG..CAGGCGGUCGCGGGGG.C..GC...A.......
+AF296043.1/1-364 ..................................................
+AF296064.1/1-342 ..................................................
+AF296046.1/1-290 ..................................................
+U28083.1/1-351 ..................................................
+AF296005.1/1-303 ..................................................
+AF296034.1/1-348 ..................................................
+AF296003.1/1-312 ..................................................
+AF295999.1/1-300 ..................................................
+AF295990.1/1-293 ..................................................
+AF296054.1/1-354 ..................................................
+U28118.1/1-313 ..................................................
+AF296014.1/1-328 ..................................................
+AF296013.1/1-294 ..................................................
+AF296056.1/1-348 ..................................................
+AF296008.1/1-290 ..................................................
+AF296035.1/1-332 ..................................................
+U28115.1/1-298 ..................................................
+AF296002.1/1-301 ..................................................
+U28119.1/1-349 ..................................................
+AF295992.1/1-307 ..................................................
+AF296061.1/1-357 ..................................................
+AF295994.1/1-311 ..................................................
+AF296015.1/1-301 ..................................................
+AF296009.1/1-310 ..................................................
+AF296010.1/1-289 ..................................................
+AF296020.1/1-302 ..................................................
+AF296069.1/1-311 ..................................................
+AF296023.1/1-301 ..................................................
+AF296031.1/1-331 ..................................................
+AF295996.1/1-294 ..................................................
+AF296030.1/1-331 ..................................................
+U28128.1/1-359 ..................................................
+AF295995.1/1-321 ..................................................
+AF296022.1/1-301 ..................................................
+AF296063.1/1-293 ..................................................
+U28120.1/1-381 ..................................................
+AF296033.1/1-326 ..................................................
+AF295991.1/1-340 ..................................................
+AF296049.1/1-292 ..................................................
+AF296000.1/1-301 ..................................................
+AF296062.1/1-368 ..................................................
+AF296021.1/1-305 ..................................................
+AF296053.1/1-376 ..................................................
+AF296048.1/1-341 ..................................................
+AF296050.1/1-379 ..................................................
+AF296038.1/1-392 ..................................................
+AF296032.1/1-335 ..................................................
+AF296016.1/1-301 ..................................................
+AF296026.1/1-290 ..................................................
+AF295997.1/1-291 ..................................................
+AF296071.1/1-389 ..................................................
+AF296036.1/1-329 ..................................................
+AF296037.1/1-343 ..................................................
+AF296058.1/1-334 ..................................................
+AF296027.1/1-338 ..................................................
+AF296051.1/1-334 ..................................................
+U28101.1/1-327 ..................................................
+AF296039.1/1-393 ..................................................
+AF295993.1/1-289 ..................................................
+AF296012.1/1-290 ..................................................
+AF296052.1/1-316 ..................................................
+AF296001.1/1-304 ..................................................
+AF296055.1/1-421 ..................................................
+AF296059.1/1-357 ..................................................
+U28080.1/1-313 ..................................................
+U28116.1/1-350 ..................................................
+AF296004.1/1-335 ..................................................
+AF296029.1/1-335 ..................................................
+AF296028.1/1-330 ..................................................
+AF296047.1/1-318 ..................................................
+AF296070.1/1-302 ..................................................
+AF295998.1/1-302 ..................................................
+U28127.1/1-285 ..................................................
+AF296044.1/1-290 ..................................................
+AF296045.1/1-323 ..................................................
+AF296018.1/1-298 ..................................................
+AF296011.1/1-335 ..................................................
+#=GC SS_cons .....<<<<<<.<<<..<<<<<<<<<.<<<<<<.<..<<...<<<<.<<<
+
+BX248358.1/328133-327709 AU.......GCGAUGA......ACAU.GGUGGC.GC.AA.G.GACGAGGA
+AF110051.1/1-289 ..................................................
+AF110049.1/1-307 ..................................................
+AF110050.1/1-307 ..................................................
+U64884.1/1-325 .............................................GAGGA
+AF110048.1/1-309 ..................................................
+AF110047.1/1-310 ..................................................
+AF110052.1/1-312 ..................................................
+AF110046.1/1-310 ..................................................
+AF110037.1/1-266 ..................................................
+AF110036.1/1-281 ..................................................
+AF110044.1/1-266 ..................................................
+AF110039.1/1-307 ..................................................
+AF110042.1/1-278 ..................................................
+AF110041.1/1-292 ..................................................
+AF110038.1/1-326 ..................................................
+AF110045.1/1-308 ..................................................
+AF110040.1/1-273 ..................................................
+AF110056.1/1-326 ..................................................
+AF110054.1/1-306 ..................................................
+AF110053.1/1-305 ..................................................
+AF110055.1/1-272 ..................................................
+AF012803.1/1-337 .............................................GAGGA
+AF012807.1/1-341 .............................................GAGGA
+AF012805.1/1-341 .............................................GAGGA
+AF012792.1/1-339 .............................................GAGGA
+AF012804.1/1-339 .............................................GAGGA
+AF012798.1/1-339 .............................................GAGGA
+AF012801.1/1-340 .............................................GAGGA
+AF012799.1/1-340 .............................................GAGGA
+AF056388.1/1-332 .............................................GAGGA
+AE016931.1/133770-134130 ...........UUU....................C..GU.G.CAGGAGGA
+AE017175.1/112368-111971 ..........UUCG.....................A.GA.G.UGGGAGGA
+L25705.1/1-330 .............................................GAGGA
+U28104.1/1-304 .............................................GAGGA
+U28108.1/1-339 .............................................GAGGA
+U28079.1/1-347 .............................................GAGGA
+U28092.1/1-318 .............................................GAGGA
+U28095.1/1-295 .............................................GAGGA
+AE002336.2/7220-7614 ..........AGA...............AAA.A.CUGCG.UAUCAGAGGA
+AE001313.1/3291-3698 ..........UAA............A.AAAG.A.UGAGU.A.CCAGAGGA
+AJ310737.1/16-366 ..........AACU..............AAG.G.UA.GA.U.UAAGAGGA
+AE002183.2/10502-10097 .........CUCAAA..............AA.A.UA.UA.A.AGAGAGGA
+AF056378.1/1-333 .............................................GAGGA
+AJ012179.2/7-312 .............................................GAGGA
+L25704.1/3-383 ...........AUA....................AC.CA.U.GCAGAGGA
+L25703.1/209-594 ..........UUGAC...................GC.UG.U.GCAGAGGA
+AF056377.1/1-328 .............................................GAGGA
+AF056380.1/1-328 .............................................GAGGA
+X97391.1/1-342 ..........................................GGGGAGGA
+AJ272222.1/1-305 ...........................................UUGAGGA
+X97393.1/1-299 ..........................................GGGGAGGA
+AF056387.1/1-312 .............................................GAGGA
+X97392.1/1-315 ..........................................GGGGAGGA
+X65648.1/159-615 ...........GCU................U.A.AC.UG.A.UUUGAGGA
+X97395.1/1-391 ..........................................GGGGAGGA
+X65649.1/118-584 ..........ACAAA.................A.AC.UGAA.UUUGAGGA
+X97397.1/1-359 ..........................................GGGGAGGA
+X73135.1/41-490 GUAUAAU...GAAA....AUUUGCUU.UAAGUA.CG.GA.U.UUUGAGGA
+X97396.1/1-359 ..........................................GGGGAGGA
+AJ272219.1/1-333 .............................................GAGGA
+AJ272225.1/1-308 ...........................................CUGAGGA
+AJ272226.1/1-308 ...........................................UUGAGGA
+AJ272220.1/1-334 ...........................................UUGAGGA
+AE017166.1/105041-105427 CG........UUUC........CGCA.AUAA.ACUC.UC.G.GUUGAGGA
+AJ272218.1/1-333 ...........................................UUGAGGA
+AJ272223.1/1-307 ...........................................UUGAGGA
+AJ272221.1/1-323 ...........................................UUGAGGA
+AJ272224.1/1-311 ...........................................UUGAGGA
+Y16812.1/5-485 ...........GAU..............GCU.GACU.GA.A.UUCGAGGA
+U28093.1/1-294 .............................................GAGGA
+U28099.1/1-297 .............................................GAGGA
+AE001942.1/5499-5945 ..........UUUUC..............GG.CAGG.GA.A.GGUGAGGA
+X60463.1/375-755 .........CCGAAC...................CC.CU.CGGGUGAGGA
+Z15006.1/117-498 .........ACUUCC.................C.CC.CU.G.GGUGAGGA
+AE007642.1/7926-8270 ...........AUU.....................U.GC.A.GGAGAGGA
+U64879.1/1-302 .............................................GAGGA
+U64880.1/1-331 .............................................GAGGA
+AF295980.1/1-285 .............................................GAGGA
+AF296042.1/1-327 .............................................GAGGA
+AF296041.1/1-327 .............................................GAGGA
+AF056385.1/1-376 .............................................GAGGA
+AF056384.1/1-320 .............................................GAGGA
+U28114.1/1-344 .............................................GAGGA
+U28085.1/1-384 .............................................GAGGA
+U28112.1/1-339 .............................................GAGGA
+U28087.1/1-340 .............................................GAGGA
+M59354.1/1-402 ..........GAAA...............GA.C.GG.UA.A.GGUGAGGA
+M59355.1/163-591 GGG.......CCACC......CCCGAUGGAC.C.GU.CG.G.GGGGAGGA
+AJ235272.1/10905-10521 ..........GAUA........................A.U.CACGAGGA
+AE017258.1/184968-184621 ..........GAUAA...................AC.AU.A.GCAGAGGA
+U28107.1/1-372 .............................................GAGGA
+U28094.1/1-332 .............................................GAGGA
+U28106.1/1-395 .............................................GAGGA
+U28086.1/1-321 .............................................GAGGA
+U28103.1/1-323 .............................................GAGGA
+U28117.1/1-347 .............................................GAGGA
+U28081.1/1-319 .............................................GAGGA
+U28109.1/1-327 .............................................GAGGA
+U28110.1/1-342 .............................................GAGGA
+U28102.1/1-355 .............................................GAGGA
+U28105.1/1-352 .............................................GAGGA
+BX640434.1/240958-240545 ..........GCAA.....................A.UC.C.UUCGAGGA
+M59353.1/255-595 ..........GCAA................G.G.UG.CA.G.GGGGAGGA
+AF056386.1/1-275 .............................................GAGGA
+AE002562.1/3043-2684 ..........GUAA................G.G.CA.UA.C.GGGGAGGA
+AL162752.2/213352-212993 ..........GUAA................G.G.CA.UA.C.GGGGAGGA
+BX321865.1/54528-54812 ..........GUGA.....................C..A.G.GGAGAGGA
+U28091.1/1-281 .............................................GAGGA
+U28098.1/1-281 .............................................GAGGA
+U28130.1/1-312 .............................................GAGGA
+M59357.1/212-571 ..........GCAA.....................C.UC.C.GGGGAGGA
+AF056383.1/1-336 .............................................GAGGA
+AL139075.2/199352-199035 ..........UUUU..........................A.GGAGAGGA
+AF181879.1/575-891 ..........UUAG..........................A.AUAGAGGA
+AE015478.1/3276-3629 ..........GCAA.....................G.AA.C.GGGGAGGA
+M59356.1/53-421 ..........CUGGU....................G.AC.G.GGGGAGGA
+AF160199.1/1-304 ..........................................GGGGAGGA
+AF084931.1/10-309 .............................................GAGGA
+AP001118.1/93360-92985 ..........UUAA..................AAAU.UA.A.AAAGAGGA
+AE005541.1/4151-3775 UC........UUCG........GGGG.AGAC.GGGC.GG.A.GGGGAGGA
+AF211853.1/1-377 UC........UUCG........GGGG.AGAC.GGGC.GG.A.GGGGAGGA
+M33657.1/1-383 UCC.......UUCG.......GGGGG.AGAC.GGGC.GG.A.GGGGAGGA
+AF295985.1/1-303 .............................................GAGGA
+AF084930.1/10-310 .............................................GAGGA
+AF295984.1/1-301 .............................................GAGGA
+AE016844.1/252680-252307 U.........UUCG.........GGG.AGAC.GGGC.GG.A.GGGGAGGA
+AF295986.1/1-303 .............................................GAGGA
+AE013612.1/1854-1478 CU........UUCG........GGGG.AGAC.AGGU.GG.A.GGGGAGGA
+AF295983.1/1-297 .............................................GAGGA
+U32841.1/440-64 UUAACCGUA.UUUA..UACGACCUAGUGGGACAAGU.AA.A.CGAGAGGA
+AF160198.1/1-296 ..........................................GGGGAGGA
+M19024.1/1-354 ..........GAAA................A.UUAG.GG.G.GGGGAGGA
+AE003942.1/8714-9072 ..........GAGA.....................G.GA.U.GCCGAGGA
+U28121.1/1-293 .............................................GAGGA
+U28125.1/1-311 .............................................GAGGA
+U28124.1/1-293 .............................................GAGGA
+U28123.1/1-318 .............................................GAGGA
+U28084.1/1-331 .............................................GAGGA
+U28090.1/1-293 .............................................GAGGA
+U28126.1/1-293 .............................................GAGGA
+U28122.1/1-293 .............................................GAGGA
+U28089.1/1-303 .............................................GAGGA
+U28129.1/1-356 .............................................GAGGA
+U28100.1/1-299 .............................................GAGGA
+U28097.1/1-303 .............................................GAGGA
+U28111.1/1-306 .............................................GAGGA
+U28082.1/1-411 .............................................GAGGA
+U28113.1/1-312 .............................................GAGGA
+AF056381.1/1-336 .............................................GAGGA
+AF056382.1/1-336 .............................................GAGGA
+AF056376.1/1-285 .............................................GAGGA
+AE001171.1/8189-8540 ..........UAAU..................U.AA.AG.CUUAAGAGGA
+AE001226.1/9-348 ..........UUU........................CU.C.GCAGAGGA
+AF295981.1/1-332 .............................................GAGGA
+M64709.1/421-758 ..........CACC..................U.GC.GCUU.CCCGAGGA
+AF296043.1/1-364 .............................................GAGGA
+AF296064.1/1-342 .............................................GAGGA
+AF296046.1/1-290 .............................................GAGGA
+U28083.1/1-351 .............................................GAGGA
+AF296005.1/1-303 .............................................GAGGA
+AF296034.1/1-348 .............................................GAGGA
+AF296003.1/1-312 .............................................GAGGA
+AF295999.1/1-300 .............................................GAGGA
+AF295990.1/1-293 .............................................GAGGA
+AF296054.1/1-354 .............................................GAGGA
+U28118.1/1-313 .............................................GAGGA
+AF296014.1/1-328 .............................................GAGGA
+AF296013.1/1-294 .............................................GAGGA
+AF296056.1/1-348 .............................................GAGGA
+AF296008.1/1-290 .............................................GAGGA
+AF296035.1/1-332 .............................................GAGGA
+U28115.1/1-298 .............................................GAGGA
+AF296002.1/1-301 .............................................GAGGA
+U28119.1/1-349 .............................................GAGGA
+AF295992.1/1-307 .............................................GAGGA
+AF296061.1/1-357 .............................................GAGGA
+AF295994.1/1-311 .............................................GAGGA
+AF296015.1/1-301 .............................................GAGGA
+AF296009.1/1-310 .............................................GAGGA
+AF296010.1/1-289 .............................................GAGGA
+AF296020.1/1-302 .............................................GAGGA
+AF296069.1/1-311 .............................................GAGGA
+AF296023.1/1-301 .............................................GAGGA
+AF296031.1/1-331 .............................................GAGGA
+AF295996.1/1-294 .............................................GAGGA
+AF296030.1/1-331 .............................................GAGGA
+U28128.1/1-359 .............................................GAGGA
+AF295995.1/1-321 .............................................GAGGA
+AF296022.1/1-301 .............................................GAGGA
+AF296063.1/1-293 .............................................GAGGA
+U28120.1/1-381 .............................................GAGGA
+AF296033.1/1-326 .............................................GAGGA
+AF295991.1/1-340 .............................................GAGGA
+AF296049.1/1-292 .............................................GAGGA
+AF296000.1/1-301 .............................................GAGGA
+AF296062.1/1-368 .............................................GAGGA
+AF296021.1/1-305 .............................................GAGGA
+AF296053.1/1-376 .............................................GAGGA
+AF296048.1/1-341 .............................................GAGGA
+AF296050.1/1-379 .............................................GAGGA
+AF296038.1/1-392 .............................................GAGGA
+AF296032.1/1-335 .............................................GAGGA
+AF296016.1/1-301 .............................................GAGGA
+AF296026.1/1-290 .............................................GAGGA
+AF295997.1/1-291 .............................................GAGGA
+AF296071.1/1-389 .............................................GAGGA
+AF296036.1/1-329 .............................................GAGGA
+AF296037.1/1-343 .............................................GAGGA
+AF296058.1/1-334 .............................................GAGGA
+AF296027.1/1-338 .............................................GAGGA
+AF296051.1/1-334 .............................................GAGGA
+U28101.1/1-327 .............................................GAGGA
+AF296039.1/1-393 .............................................GAGGA
+AF295993.1/1-289 .............................................GAGGA
+AF296012.1/1-290 .............................................GAGGA
+AF296052.1/1-316 .............................................GAGGA
+AF296001.1/1-304 .............................................GAGGA
+AF296055.1/1-421 .............................................GAGGA
+AF296059.1/1-357 .............................................GAGGA
+U28080.1/1-313 .............................................GAGGA
+U28116.1/1-350 .............................................GAGGA
+AF296004.1/1-335 .............................................GAGGA
+AF296029.1/1-335 .............................................GAGGA
+AF296028.1/1-330 .............................................GAGGA
+AF296047.1/1-318 .............................................GAGGA
+AF296070.1/1-302 .............................................GAGGA
+AF295998.1/1-302 .............................................GAGGA
+U28127.1/1-285 .............................................GAGGA
+AF296044.1/1-290 .............................................GAGGA
+AF296045.1/1-323 .............................................GAGGA
+AF296018.1/1-298 .............................................GAGGA
+AF296011.1/1-335 .............................................GAGGA
+#=GC SS_cons <<<.<<<<.........>>>>>>>>>.>>>>.>.>>.>>.>.>>>>....
+
+BX248358.1/328133-327709 AAGUCCGGACUC.CACA....GAGC.ACGG.UGAU.UGU...........
+AF110051.1/1-289 .............CACA....GGGC.AGGG.UGGU.GGC...........
+AF110049.1/1-307 .............CACA....GGGC.AGGG.UGGU.GGC...........
+AF110050.1/1-307 .............CAUA....GGGC.AGGG.UGGU.GGC...........
+U64884.1/1-325 AAGUCCGGGCAC.CGCA....GAGC.AGGA.UGGU.GGA...........
+AF110048.1/1-309 .............CACA....GAGCAACGG.UGGU.GGC...........
+AF110047.1/1-310 .............CACA....GAGC.ACGG.UGGU.GGC...........
+AF110052.1/1-312 .............CGAA....GAGC.ACGG.UGGU.GGG...........
+AF110046.1/1-310 .............CACA....GGGC.AGCG.UGGU.GGG...........
+AF110037.1/1-266 .............CACA....GGAC.AGGG.UGGU.GGC...........
+AF110036.1/1-281 .............CACA....GGAC.AGGG.UGGU.GGC...........
+AF110044.1/1-266 .............CACA....GGAC.AGGG.UGGU.GGC...........
+AF110039.1/1-307 .............CACA....GAGC.AGGG.CGGU.GGG...........
+AF110042.1/1-278 .............CACA....GAGC.AGGG.UGGU.GGG...........
+AF110041.1/1-292 .............CACA....GGGC.AAGG.UGGU.GGG...........
+AF110038.1/1-326 .............CGCA....GAGC.AAGG.UGGU.GGG...........
+AF110045.1/1-308 .............CGAA....GGGC.AGCG.UGGU.GGG...........
+AF110040.1/1-273 .............CACA....GAGC.AGGG.UGGU.GGG...........
+AF110056.1/1-326 .............CGCA....GAGC.AAGG.UGGU.GGG...........
+AF110054.1/1-306 .............CACC....GAGC.AGGG.UGGU.GGG...........
+AF110053.1/1-305 .............CACC....GAGC.AGGG.UGGU.GGG...........
+AF110055.1/1-272 .............CACA....GAGC.AGGG.UGGU.GGG...........
+AF012803.1/1-337 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012807.1/1-341 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012805.1/1-341 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012792.1/1-339 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012804.1/1-339 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012798.1/1-339 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012801.1/1-340 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF012799.1/1-340 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF056388.1/1-332 AAGUCCGGGCAC.CGCA....GGGC.AGGG.UGGU.CGG...........
+AE016931.1/133770-134130 AAGUCCGGGCAA.CACA....GAGC.AUCC.UACU.UCC...........
+AE017175.1/112368-111971 ACGUCCGGGCAA.CGCA....GAGC.ACCA.UCCU.UCC...........
+L25705.1/1-330 AAGUCCGGACAA.CACA....GAGC.AACU.CACU.UCC...........
+U28104.1/1-304 AAGUCCGGGCAA.CACA....GAGC.AGGA.UACU.UCU...........
+U28108.1/1-339 AAGUCCGGGCAG.CACA....GAGC.AAUG.CACC.GGU...........
+U28079.1/1-347 AAGUCCGGGCAA.CACA....GGGC.AGCG.UACU.UCC...........
+U28092.1/1-318 AAGUCCGGGCAA.CACA....GAGC.AUCC.UACU.UCU...........
+U28095.1/1-295 AAGUCCGGGCAG.UACA....GAGC.AACC.CACC.GGU...........
+AE002336.2/7220-7614 AAGUCCGGACUU.CGUA....AGAA.AAGA.UGCU.GGA...........
+AE001313.1/3291-3698 AAGUCCGGACUU.UAUA....AGAA.AAGA.UGCU.GGA...........
+AJ310737.1/16-366 AAGUCUGGACUU.CAUA....AGAA.AAGA.UACU.GGA...........
+AE002183.2/10502-10097 AAGUCUGGACUU.CAUA....AGAG.AAGA.UACU.GGA...........
+AF056378.1/1-333 AAGUCCGGGCUU.CAUA....AGAA.AAGA.UACU.GGA...........
+AJ012179.2/7-312 AAGUCCGGACUU.UAUA....GGAG.AGGA.UGCC.AGU...........
+L25704.1/3-383 AAGUCCGAACUU.CACA....GGGC.AGGGU.GCCGGUCGAGAAC.....
+L25703.1/209-594 AAGUCCGAACUU.CACA....GGGC.AGGGU.GCCGGUCGAGAAC.....
+AF056377.1/1-328 AAGUCCGGGCUC.CAUA....GAGC.AGGG.UGGU.GGG...........
+AF056380.1/1-328 AAGUCCGGGCUC.CAUA....GGGC.GAAG.UGCC.AGG...........
+X97391.1/1-342 AAGUCCGGGCUCCC..C.AAUGGCC.AGGCUUGCU.GGG...........
+AJ272222.1/1-305 AAGUCCGGGCUCCCGAA...UGGCC.AGGCUUGCU.GGG...........
+X97393.1/1-299 AAGUCCGGGCAC.CACA....GGGC.UGGUU.GCU.GGG...........
+AF056387.1/1-312 AAGUCCGGGCUCCC..A.AAAGACC.AGACUUGCU.GGG...........
+X97392.1/1-315 AAGUCCGGGCUUCC..G.AAAGACC.AAGCUUGCU.GGG...........
+X65648.1/159-615 AAGUCCGGACUCCC..G.AAAGACC.AGACUUGCU.GGA...........
+X97395.1/1-391 AAGUCCGGGCUCCC..G.AAAGACC.AGACUUGCU.GGA...........
+X65649.1/118-584 AAGUCCGGGCUCCC..G.AAAGACC.AAACUUGCU.GGA...........
+X97397.1/1-359 AAGUCCGGGCUCCC..A.AAAGGCC.AAGCUUGCU.GGG...........
+X73135.1/41-490 AAGUCCGGGCUUCC.AA.GAAGAUC.AGGC.UGCU.GGA...........
+X97396.1/1-359 AAGUCCGGGCUCCC..G.AGAGACC.AAACUUGCU.GGG...........
+AJ272219.1/1-333 AAGUCCGGGCUCCUAUU...UGGCC.AGGCUUGCU.GGG...........
+AJ272225.1/1-308 AAGUCCGGGCUCCCAUA...UGGUC.AGGCUUGCU.GGG...........
+AJ272226.1/1-308 AAGUCCGGGCUCCCAUA...UGGUC.AGGCUUGCU.GGG...........
+AJ272220.1/1-334 AAGUCCGGGCUCCUAUU...UGGCC.AGGCUUGCU.GGG...........
+AE017166.1/105041-105427 AAGUCCGGGCUCCCAGA...UGGUC.CAACUUGCU.GGG...........
+AJ272218.1/1-333 AAGUCCGGGCUCCUAUU...UGGCC.AGGCUUGCU.GGG...........
+AJ272223.1/1-307 AAGUCCGGGCUCCCAUA...UGGUC.AGGCUUGCU.GGG...........
+AJ272221.1/1-323 AAGUCCGGGCUCCUAUU...UGGCC.AGGCUUGCU.GGG...........
+AJ272224.1/1-311 AAGUCCGGGCUCCCACA...UGGUC.AGGCUUGCU.GGG...........
+Y16812.1/5-485 AAGUCCGGGCUUCCGAA...AGACC.ACACUUGCU.GGG...........
+U28093.1/1-294 AAGUCCGGGCAC.CACA....GGGC.UGGUC.GCU.GGG...........
+U28099.1/1-297 AAGUCCGGACAC.CAAA....GGGC.UGGUU.GCU.GGG...........
+AE001942.1/5499-5945 AAGUCCGGGCAC.CGCA....GGGCAAGGA.UGCC.AGC...........
+X60463.1/375-755 AAGUCCGGGCAC.CAUA....GGGC.AGGG.UGCC.AGG...........
+Z15006.1/117-498 AAGUCCGGGCAC.CAUA....GGGC.AGGG.UGCC.AGC...........
+AE007642.1/7926-8270 AAGUCCGAGCUC.CAUA....GGGC.AGGG.UGCC.GGG...........
+U64879.1/1-302 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCU.GGG...........
+U64880.1/1-331 AAGUCCGGGCUC.CGCA....GGGC.AGGA.UGCU.GGG...........
+AF295980.1/1-285 AAGUCCGGGCUU.CCAA....GAGC.AAGA.GGGC.AGC...........
+AF296042.1/1-327 AAGUCCGGGCAC.CAAA....GGGC.AAGG.CGCU.GGG...........
+AF296041.1/1-327 AAGUCCGGGCAC.CAAA....GGGC.AAGG.CGCU.GGG...........
+AF056385.1/1-376 AAGUCCGGGCUC.CACA....GGAC.AGGG.UGGU.CGA...........
+AF056384.1/1-320 AAGUCCGGGCUC.CACA....GGGC.ACGG.UGGU.GGG...........
+U28114.1/1-344 AAGUCCGGGCUC.CACA....GGAC.AGAG.UGGU.CGG...........
+U28085.1/1-384 AAGUCCGGGCAC.CAUA....GGAC.AGGG.UGGU.GGG...........
+U28112.1/1-339 AAGUCCGGGCUC.CACA....GGAC.AGAG.UGGU.CGC...........
+U28087.1/1-340 AAGUCCGGGCUC.CGCA....GGAC.AGGG.UGGU.CGG...........
+M59354.1/1-402 AAGUCCGGGCUC.C..A.CGGAAAU.ACGG.UGCC.GGA...........
+M59355.1/163-591 AAGUCCGGGCUC.C..A.CGGGAAC.ACGG.UGCC.GGG...........
+AJ235272.1/10905-10521 AAGUCCGGACUC.U..A.UAGAGGU.AUGG.UGCC.GGU...........
+AE017258.1/184968-184621 AAGUCCGGGCUC.C..A.AGGAAAA.AUAG.UGAC.GGG...........
+U28107.1/1-372 AAGUCCGGGCUC.C..A.CGAAACA.AGGG.UGGC.GGG...........
+U28094.1/1-332 AAGUCCGGGCUC.C..A..CGGAAC.GCGG.UGCC.GGG...........
+U28106.1/1-395 AAGUCCGGGCUC.C..A.CAUAACC.ACGG.UGCC.GGG...........
+U28086.1/1-321 AAGUCCGGGCUC.C..A.CGGAACA.ACGG.UGCC.GGG...........
+U28103.1/1-323 AAGUGCGGGCUC.C..A.CGGAAGC.AUGG.UGCC.GGG...........
+U28117.1/1-347 AAGUCCGGGCUC.C..A.UGAAGCA.AGGG.UGCC.GGG...........
+U28081.1/1-319 AAGUCCGGGCUC.C..A.CGGAACA.ACGG.UGCC.GGG...........
+U28109.1/1-327 AAGUCCGGGCUC.C..A.CGAAACA.ACGG.UGCC.GGA...........
+U28110.1/1-342 AAGUCCGGGCUC.C..A..CGGAAC.GCGG.UGCC.GGG...........
+U28102.1/1-355 AAGUCCGGGCUC.C..A.UCGACAU.ACGG.UGCC.GGA...........
+U28105.1/1-352 AAGUCCGGGCUC.C..ACGGAAACG.ACGG.UGCC.GGA...........
+BX640434.1/240958-240545 AGGUCCGGACUC.CACA....GGGC.GGGA.UAGC.GGC...........
+M59353.1/255-595 AAGUCCGGACUC.CACA....GGGC.AGGG.UGUU.GGC...........
+AF056386.1/1-275 AAGUCCGGGCUG.CAUA....GGGC.GGCG.UAGC.AGC...........
+AE002562.1/3043-2684 AAGUCCGGGCUC.CGCA....GGGU.AGAA.UGCC.GGU...........
+AL162752.2/213352-212993 AAGUCCGGGCUC.CGCA....GGGU.AGAA.UGCC.GGU...........
+BX321865.1/54528-54812 AAGUCCGGGCUC.CACA....GAGC.AGGA.UGCC.GGU...........
+U28091.1/1-281 AAGUCCGGGCUG.CACA....GAGC.GGGA.UGAC.GGC...........
+U28098.1/1-281 AAGUACGGGCUC.CAUA....GGGC.AGGG.UGUU.GGC...........
+U28130.1/1-312 AAGUCCCGGCUG.CACA....GAGC.GGGA.UGAC.GGC...........
+M59357.1/212-571 AAGUCCGGGCUC.CAAA....GGGC.AGAA.CGCU.GGA...........
+AF056383.1/1-336 AAGUCCGGGCUC.CAGA....GGGC.AGGG.UGCU.GGC...........
+AL139075.2/199352-199035 AAGUCCGAGCUG.C..U.AAAGACA.AACA.UUCC.AUC...........
+AF181879.1/575-891 AAGUCCGGGCUA.C..A..UUAGAC.AAAA.UUCC.AUC...........
+AE015478.1/3276-3629 AAGUCCGGGCUU.CAAA....GAGC.AGGG.UGCC.AGG...........
+M59356.1/53-421 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF160199.1/1-304 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF084931.1/10-309 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGA...........
+AP001118.1/93360-92985 AAGUCCGGGCUC.CAUA....GAGC.AGGG.UGCC.AGA...........
+AE005541.1/4151-3775 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF211853.1/1-377 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGA...........
+M33657.1/1-383 AAGUCCGGGCUC.CAUA....GGGC.AAGG.UGCC.AGG...........
+AF295985.1/1-303 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF084930.1/10-310 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGA...........
+AF295984.1/1-301 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGA...........
+AE016844.1/252680-252307 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF295986.1/1-303 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AE013612.1/1854-1478 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF295983.1/1-297 AAGUCCGGGCUA.CAUA....GGGC.AGAG.UGCC.GGA...........
+U32841.1/440-64 AAGUCCGAGCUA.CACA....GGGC.AGAG.UGCC.GGA...........
+AF160198.1/1-296 AAGUCCGGGCUC.CAUA....GGGC.GGAG.UGCC.AGG...........
+M19024.1/1-354 AAGUCCGGGCUC.CAUA....GGGC.GAAG.UGCC.AGG...........
+AE003942.1/8714-9072 AAGUCCGGGCUC.CAUA....GGGC.AAGG.UGCC.AGG...........
+U28121.1/1-293 AAGUCCGGGCUC.CAUA....GGGC.GAAG.UGCC.AGG...........
+U28125.1/1-311 AAGUCCGGGCUU.CAAC....GGGC.AAGG.UGCC.AGG...........
+U28124.1/1-293 AAGUCCGGGCUC.CAUA....GGGC.AGAG.CGCC.AGG...........
+U28123.1/1-318 AAGUCCGGGCUA.CAUA....GGGC.AGCG.UGCC.AGC...........
+U28084.1/1-331 AAGUCCGGGCUC.CAUA....GGGC.AAGG.UGCC.AGG...........
+U28090.1/1-293 AAGUCCGGGCUC.CAUA....GGGC.GAAG.UGCC.AGG...........
+U28126.1/1-293 AAGUCCGGGCUC.CAUA....GGGC.GGAG.UGCC.AGG...........
+U28122.1/1-293 AAGUCCGGGCUC.CAUA....GGGC.GAAG.UGCC.AGG...........
+U28089.1/1-303 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+U28129.1/1-356 AAGUCCGGGCUC.CACA....GGGC.AGGA.UGCU.GGC...........
+U28100.1/1-299 AAGUCCGGGCCC.CACA....GAGC.AGGA.UGCC.GGC...........
+U28097.1/1-303 AAGUCCGGGCUC.CACA....GAGC.AGAA.UGCC.GGC...........
+U28111.1/1-306 AAGUCCGGGCAC.CACA....GGGC.AGGA.UG.C.GGC...........
+U28082.1/1-411 AAGUCCGGGCUC.CAUA....GGGC.AGGA.UGCC.AGU...........
+U28113.1/1-312 AAGUCCGGGCCC.CACA....GAGC.AGGA.UGCC.GGC...........
+AF056381.1/1-336 AAGUCCGGGCAC.C..A..GGAAAC.ACGG.GACC.GGG...........
+AF056382.1/1-336 AAGUCCGGGCAC.C..A..GGAAAC.ACGG.GACC.GGG...........
+AF056376.1/1-285 AAGUCCGGGCUC.C.AA.UAAGAGU.AUAA.UGCU.AGG...........
+AE001171.1/8189-8540 AAGUCCGAGCUC.C.AA.UAAGAAC.AUAA.UGCU.AGG...........
+AE001226.1/9-348 AAGUCCGGACUC.C..U..UCGGAA.AUGA.UGCU.AGU...........
+AF295981.1/1-332 AAGUCCGGGCUC.CACA....GGGG.AGGA.CGCC.GGG...........
+M64709.1/421-758 AAGUCCGGACUC.U..G....GAGC.GGGG.UGCC.GGG...........
+AF296043.1/1-364 AAGUCCGGGCAC.C..U..CAGGGC.AGUG.UGCCGUGU...........
+AF296064.1/1-342 AAGUCCGGGCAA.CACA....GAGC.ACCA.UACU.UCC...........
+AF296046.1/1-290 AAGUCCGGGCAC.UAUA....GGGC.GGAG.UGCC.AGG...........
+U28083.1/1-351 AAGUCCGGGCUC.CGCA....GGGC.AGUG.UGGU.UCC...........
+AF296005.1/1-303 AAGUCCGGGCUC.C..U..UCGGAC.AGGG.CGCC.AGG...........
+AF296034.1/1-348 AAGUCCGGGCAA.CAAA....GAGC.GCCA.UACU.UCC...........
+AF296003.1/1-312 AAGUCCGGGCUC.C..U..UCGGAC.AGGG.CGCC.AGG...........
+AF295999.1/1-300 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGG...........
+AF295990.1/1-293 AAGUCCGGGCUC.C..U..UCGGAC.AGGG.CGCC.AGG...........
+AF296054.1/1-354 AAGUCCGGGCUC.C..A.CGGAUCA.ACGG.UGCC.GGA...........
+U28118.1/1-313 AAGUCCGGGCUC.C..U...UGGAC.AAAC.UGCC.AGG...........
+AF296014.1/1-328 AAGUCCGGGCUC.C.AA....GGGC.AAAG.CGCC.AGG...........
+AF296013.1/1-294 AAGUCCGGGCUC.CAUA....GGGU.AGAG.CGCC.AGG...........
+AF296056.1/1-348 AAGUCCGGGCAA.CAUU....GGGC.AUCG.UGCCGCAU...........
+AF296008.1/1-290 AAGUCCGGGCUC.CACA....GGAC.AGGG.UGCC.AGA...........
+AF296035.1/1-332 AAGUCCGGGCAG.CAUA....GAGU.GCCG.UACU.UCC...........
+U28115.1/1-298 AAGUCCGGGCUC.CACA....GGGC.AAGA.UGGU.UGC...........
+AF296002.1/1-301 AAGUCCGGGCUC.CUUC....GGAC.AGGG.CGCC.AGG...........
+U28119.1/1-349 AAGUCCGGGCUC.CAAA....GGGC.AGGG.CGCC.GGG...........
+AF295992.1/1-307 AAGUCCGGGCUC.C..G..UCAGGC.AGGA.CGCC.AGG...........
+AF296061.1/1-357 AAGUCCGGGCAA.CAUA....GAGC.AGUG.UACU.UCC...........
+AF295994.1/1-311 AAGUCCGGGCCC.CAAC....GGGC.AGAG.CGCC.AGG...........
+AF296015.1/1-301 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGG...........
+AF296009.1/1-310 AAGUCCGGGCUC.CAAA....GGGC.AAGG.UGCC.AGG...........
+AF296010.1/1-289 AAGUCCGGGCUC.CGGC....GGGC.AGGG.UGCC.AGG...........
+AF296020.1/1-302 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF296069.1/1-311 AAGUCCGGGCUU.CAUA....GGGC.AAGG.UGCC.AGG...........
+AF296023.1/1-301 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF296031.1/1-331 AAGUCCGGGCUC.CACA....GGAC.AGGA.UGGU.CCC...........
+AF295996.1/1-294 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCU.AGG...........
+AF296030.1/1-331 AAGUCCGGGCUC.CACA....GGGC.AGGA.UGGU.CCU...........
+U28128.1/1-359 AAGUCCGGGCUC.CGCA....GGGC.AGGG.UGCC.GGG...........
+AF295995.1/1-321 AAGUCCGGGCUC.CGCA....GGGC.AGAG.UGCC.AGG...........
+AF296022.1/1-301 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF296063.1/1-293 AAGUCCGGGCUC.CAGA....GGGC.AGGG.UGCC.AGG...........
+U28120.1/1-381 AAGUCCGGGCUC.CAUA....GGGC.AGGG.CGCUCGUCGAGACUGGCGG
+AF296033.1/1-326 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGC...........
+AF295991.1/1-340 AAGUCCGGGCUC.C..A.UGGAAGC.GCGG.UGCC.GGA...........
+AF296049.1/1-292 AAGUCCGGGCUC.CGCA....GGAC.AGGA.UGCC.AGG...........
+AF296000.1/1-301 AAGUCCGGGCUC.C..U..UCGGAC.AGGG.CGCC.AGG...........
+AF296062.1/1-368 AAGUCCGGGCAC.CGCA....GGGC.AGGA.UGCC.AGC...........
+AF296021.1/1-305 AAGUCCGGGCUC.CAUA....GGGC.GAGG.UGCC.AGG...........
+AF296053.1/1-376 AAGUCCGGGCAC.CACA....GGGC.AGGA.UGCCGCACGAGC.......
+AF296048.1/1-341 AAGUCCGGGCUC.UAGA....GGGC.GCGG.CGGU.CGU...........
+AF296050.1/1-379 AAGUCCGGGCGC.C..G..UCGAAA.CGCG.GUGG.UGG...........
+AF296038.1/1-392 AAGUCCGGGCUU.CUCA....GGAC.AGGA.UGGU.CGA...........
+AF296032.1/1-335 AAGUCCGGGCUC.CGCA....GGAC.AGGG.UGCU.GGG...........
+AF296016.1/1-301 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF296026.1/1-290 AAGUCCGGGCUG.C.AA.GUGAGAC.AGGA.CUCC.AUC...........
+AF295997.1/1-291 AAGUCCGGGCUC.CACA....GGAC.AGGG.UGCC.AGA...........
+AF296071.1/1-389 AAGUCCGGGCUC.CGC....AGGGC.AGGG.UGCC.GGA...........
+AF296036.1/1-329 AAGUCCGGGCUC.CACA....GAGA.AUGA.UGCC.GGG...........
+AF296037.1/1-343 AAGUCCGGGCUC.CUCA....GGAC.AGGA.UGGU.CGA...........
+AF296058.1/1-334 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGGU.UGC...........
+AF296027.1/1-338 AAGUCCGGGCUC.CGCA....GGGC.GGGA.UGCC.AGG...........
+AF296051.1/1-334 AAGUCCGGGCAA.CACA....GAGC.AUCG.UACU.UCC...........
+U28101.1/1-327 AAGUCCGGGCUC.UACA....GAGC.AAAG.UGGU.GGA...........
+AF296039.1/1-393 AAGUCCGGGCUU.CUCA....GGAC.AGGA.UGGU.CGA...........
+AF295993.1/1-289 AAGUCCGGGCUC.C..U..UCGGAC.AGGG.CGCC.AGG...........
+AF296012.1/1-290 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGA...........
+AF296052.1/1-316 AAGUCCGGGCUC.CACA....GAGC.AGAA.CGCC.GGG...........
+AF296001.1/1-304 AAGUCCGGGCUC.CACA....GGGC.AGGG.UGCC.AGG...........
+AF296055.1/1-421 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF296059.1/1-357 AAGUCCGGGCUC.CACA....GGAU.GCCG.UGGU.GGA...........
+U28080.1/1-313 AAGUCCGGGCUC.C..U...UGGAC.AAAC.UGCC.AGG...........
+U28116.1/1-350 AAGUCCGGGCAU.CGAC....GGGC.AGGA.UGGU.CUC...........
+AF296004.1/1-335 AAGUCCGGGCUC.CAUA....GGAC.AAGG.GCGCCAGG...........
+AF296029.1/1-335 AAGUCCGGGCUC.CACA....GGAC.AGGG.UGCU.GGG...........
+AF296028.1/1-330 AAGUCCGGGCUC.CACA....GGGC.AGGA.UGGU.CCU...........
+AF296047.1/1-318 AAGUCCGGGCUC.CAUA....GGGU.GAGG.UGCC.AGG...........
+AF296070.1/1-302 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF295998.1/1-302 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+U28127.1/1-285 AAGUCCGGGCUU.CACA....GGGC.AGGA.UGCC.AGA...........
+AF296044.1/1-290 AAGUCCGGGCUC.CACA....GGAC.AGAG.UGCC.AGG...........
+AF296045.1/1-323 AAGUCCGGGCUC.CUUA....GGGC.AGGA.UGCU.GGG...........
+AF296018.1/1-298 AAGUCCGGGCUC.CAUA....GGGC.AGGG.UGCC.AGG...........
+AF296011.1/1-335 AAGUCCGGGCUC.C..A..UCGGAC.AGGG.CGCC.AGG...........
+#=GC SS_cons AAA.AAAAA<<<<<...BBBBBBBB..<<<.<<<<<<<<..<<<<<<<<<
+
+BX248358.1/328133-327709 .UAACA............ACA..ACCCG.GG...................
+AF110051.1/1-289 .CAACA............GCC..ACCCG.GG...................
+AF110049.1/1-307 .CAACA............GCC..ACCCG.GG...................
+AF110050.1/1-307 .CAACA............GCC..ACCCG.GG...................
+U64884.1/1-325 .CAACA............UCC..ACCCG.GG...................
+AF110048.1/1-309 .UAACG............GCC..ACCCA.CG...................
+AF110047.1/1-310 .CAACA............GCC..ACCCA.CG...................
+AF110052.1/1-312 .UAACG............CCC..ACCCG.GG...................
+AF110046.1/1-310 .UAACG............CCC..ACCCG.GG...................
+AF110037.1/1-266 .UAACG............GCC..ACCCG.GG...................
+AF110036.1/1-281 .UAACG............GCC..ACCCG.GG...................
+AF110044.1/1-266 .UAACG............GCC..ACCCG.GG...................
+AF110039.1/1-307 .UAACA............CCC..ACCCG.GG...................
+AF110042.1/1-278 .UAACA............CCC..ACCCG.GG...................
+AF110041.1/1-292 .UAACA............CCC..ACCCG.GG...................
+AF110038.1/1-326 .CAACA............CCC..ACCCG.GG...................
+AF110045.1/1-308 .UAACG............CCC..ACCCG.GG...................
+AF110040.1/1-273 .UAACA............CCC..ACCCG.GG...................
+AF110056.1/1-326 .CAACA............CCC..ACCCG.GG...................
+AF110054.1/1-306 .UAACA............CCC..ACCCG.GG...................
+AF110053.1/1-305 .UAACA............CCC..ACCCG.GG...................
+AF110055.1/1-272 .UAACG............CCC..ACCCG.GG...................
+AF012803.1/1-337 .UAACG............GCA..ACCCG.GG...................
+AF012807.1/1-341 .UAACA............GCA..ACCCG.GG...................
+AF012805.1/1-341 .UAACA............GCA..ACCCG.GG...................
+AF012792.1/1-339 .UAACA............GCA..ACCCG.GG...................
+AF012804.1/1-339 .UAACG............GCA..ACCCG.GG...................
+AF012798.1/1-339 .UAACA............GCA..ACCCG.GG...................
+AF012801.1/1-340 .UAACG............GCA..ACCCG.GG...................
+AF012799.1/1-340 .UAACG............GCA..ACCCG.GG...................
+AF056388.1/1-332 .GAAA.............CCG..ACCCG.GG...................
+AE016931.1/133770-134130 .UAACA............GAA..AGCUG.UC...C...............
+AE017175.1/112368-111971 .UAACA............GGA..AGUUA.CU...C...............
+L25705.1/1-330 .UAACG............GGA..AGGCU.CC...GU..............
+U28104.1/1-304 .UAACG............AGA..AGCAG.UU...C...............
+U28108.1/1-339 .GAAUA............GCC..GGGUU.CC...GUC.............
+U28079.1/1-347 .UAACG............GGA..AGGCC.CC...GA..............
+U28092.1/1-318 .UAACG............GGA..AGCUA.UC...U...............
+U28095.1/1-295 .GAACA............GCC..GGCCA.CC...................
+AE002336.2/7220-7614 .GAAAU............UCC..AGGGG.CC...................
+AE001313.1/3291-3698 .GAAAU............UCC..AGGGG.CC...................
+AJ310737.1/16-366 .GAAAC............UCC..AGGGG.CC...................
+AE002183.2/10502-10097 .GAAAU............UCC..AGGGG.CC...................
+AF056378.1/1-333 .GAAAC............UCC..AGGGG.CC...................
+AJ012179.2/7-312 .GAAAG............ACU..GGGGG.CC...................
+L25704.1/3-383 .GUUU.......GUUCAAGACC.GGGGG.CA...GCG.....G.C.....
+L25703.1/209-594 ..CUG.......GUUCAAGGCC.GGGGG.CA...GCG.....G.U.....
+AF056377.1/1-328 .UAACG............CCC..ACCCG.GG...................
+AF056380.1/1-328 .UAAUG............CCU..GGGAG.GC...................
+X97391.1/1-342 .UAACG............CCC..AGUGC.GG...................
+AJ272222.1/1-305 .UAACG............CCC..AGUGC.GG...................
+X97393.1/1-299 .UAAUU............CCC..AGUGC.GC...................
+AF056387.1/1-312 .UAACG............CCC..AGUGC.GG...................
+X97392.1/1-315 .UAACG............CCC..AGUGC.GG...................
+X65648.1/159-615 .UAACG............UCC..AGUGC.GA...................
+X97395.1/1-391 .UAACG............UCC..AGUGC.GA...................
+X65649.1/118-584 .UAACG............UCC..AGUGC.GA...................
+X97397.1/1-359 .UAACG............CCC..AGUGC.GA...................
+X73135.1/41-490 .UAACG............CCC..AGUGC.GA...................
+X97396.1/1-359 .UAACG............CCC..AGUAC.AG...................
+AJ272219.1/1-333 .UAAUU............CCC..AGUGC.GG...................
+AJ272225.1/1-308 .UAAUU............CCC..AGUGC.GG...................
+AJ272226.1/1-308 .UAAUU............CCC..AGUGC.GG...................
+AJ272220.1/1-334 .UAAUU............CCC..AGUGC.GG...................
+AE017166.1/105041-105427 .UAACU............CCC..AGUGC.GG...................
+AJ272218.1/1-333 .UAAUU............CCC..AGUGC.GG...................
+AJ272223.1/1-307 .UAAUU............CCC..AGUGC.GG...................
+AJ272221.1/1-323 .UAAUU............CCC..AGUGC.GG...................
+AJ272224.1/1-311 .UAAUU............CCC..AGUGC.GG...................
+Y16812.1/5-485 .UAACG............CCC..AGUGC.GC...................
+U28093.1/1-294 .UAAUG............CCC..AGUGC.GC...................
+U28099.1/1-297 .UAACG............CCC..AGUGC.GC...................
+AE001942.1/5499-5945 .UAACG............GCU..GGUCG.GC...GAG.....C.CGAGCG
+X60463.1/375-755 .UAACG............CCU..GGGCG.GG...................
+Z15006.1/117-498 .UAACG............GCU..GGGCG.GG...................
+AE007642.1/7926-8270 .UAACU............CCC..GGUCA.AG...................
+U64879.1/1-302 .UAAUA............CCC..AGUGG.AG...................
+U64880.1/1-331 .UAAUA............CCC..AGUGG.GG...................
+AF295980.1/1-285 .UAACG............GCU..GCUAA.AG...................
+AF296042.1/1-327 .UAACU............CCC..AGUCC.CG...................
+AF296041.1/1-327 .UAACU............CCC..AGUCC.CG...................
+AF056385.1/1-376 .UAACG............UCG..ACCGG.UC...................
+AF056384.1/1-320 .UAACG............CCC..ACCGU.CC...................
+U28114.1/1-344 .UAACG............CCG..ACCGG.CC...................
+U28085.1/1-384 .UAACG............CCC..ACCGG.CC...................
+U28112.1/1-339 .UAACG............GCG..ACCGG.CC...................
+U28087.1/1-340 .UAACG............CCG..ACCGG.CC...................
+M59354.1/1-402 .UAACG............UCC..GGCGG.GG...................
+M59355.1/163-591 .UAACG............CCC..GGCGG.GG...................
+AJ235272.1/10905-10521 .UAACA............UCC..GGCAG.AG...UA..............
+AE017258.1/184968-184621 .UAAUG............CCC..GCCGG.AG...................
+U28107.1/1-372 .UAACG............CCC..GCCGG.CG...UUC.....C.......
+U28094.1/1-332 .UAACG............CCC..GGCGG.GG...................
+U28106.1/1-395 .UAACG............CCC..GGCGG.UC...GCG.....C.CUC.GG
+U28086.1/1-321 .UAACG............CCC..GGCGG.CU...CCU.....G.C.....
+U28103.1/1-323 .UAACG............CCC..GGCGG.GG...................
+U28117.1/1-347 .UAAUG............CCC..GGCCG.GG...................
+U28081.1/1-319 .UAACG............CCC..GGCGG.CU...CCU.....G.C.....
+U28109.1/1-327 .UAAUG............CCC..GGCGG.GG...................
+U28110.1/1-342 .UAACA............CCC..GGCGG.GG...................
+U28102.1/1-355 .UAACA............CCC..GGCGG.GG...................
+U28105.1/1-352 .UAAUG............UCC..GGCGA.GG...................
+BX640434.1/240958-240545 .UAACG............GCC..GUCCG.GC...GAC.....G.CUG.GC
+M59353.1/255-595 .UAACA............GCC..AUCCA.CG...................
+AF056386.1/1-275 .UAACA............GCU..GUCCA.CC...................
+AE002562.1/3043-2684 .UAACG............GCC..GGGCG.CG...................
+AL162752.2/213352-212993 .UAACG............GCC..GGGCG.CG...................
+BX321865.1/54528-54812 .UAACG............GCC..GGCCG.CC...................
+U28091.1/1-281 .UAACG............GCC..GUACG.CU...GAA.....A.GCU.G.
+U28098.1/1-281 .UAAUA............GCC..AUCCA.CG...................
+U28130.1/1-312 .UAACG............GCC..GUACG.CU...GAA.....A.GCU.G.
+M59357.1/212-571 .UAACA............UCC..AGGGA.GG...................
+AF056383.1/1-336 .UAACG............GCC..AGUCG.AG...................
+AL139075.2/199352-199035 .UAACA............GAU..GGCUA.GG...................
+AF181879.1/575-891 .UAACG............GAU..GGCUA.GC...................
+AE015478.1/3276-3629 .UAACG............CCU..GGGCG.GU...................
+M59356.1/53-421 .UAACG............CCU..GGGGG.GC...................
+AF160199.1/1-304 .UAACG............CCU..GGGGG.G....................
+AF084931.1/10-309 .UAACG............UCU..GGGAG.GC...................
+AP001118.1/93360-92985 .UAACA............UCU..GGAAA.GC...................
+AE005541.1/4151-3775 .UAACG............CCU..GGGGG.G....................
+AF211853.1/1-377 .UAACG............CCU..GGGGG.G....................
+M33657.1/1-383 .UAACG............CCU..GGGGG.GU...G...............
+AF295985.1/1-303 .UAACG............CCU..GGGCG.GC...................
+AF084930.1/10-310 .UAACG............UCU..GGGAG.GC...................
+AF295984.1/1-301 .UAACG............UCU..GGGAG.GC...................
+AE016844.1/252680-252307 .UAACG............CCU..GGGGG.G....................
+AF295986.1/1-303 .UAACG............CCU..GGGAG.GC...................
+AE013612.1/1854-1478 .UAACG............CCU..GGGAG.GC...................
+AF295983.1/1-297 .UAACG............UCC..GGGGG.GC...................
+U32841.1/440-64 .UAACG............UCC..GGGCG.GC...................
+AF160198.1/1-296 .UAAUG............CCU..GGGGG.GC...................
+M19024.1/1-354 .UAAUG............CCU..GGGGG.GC...................
+AE003942.1/8714-9072 .UAACA............CCU..GGGCG.GC...................
+U28121.1/1-293 .UAAUG............CCU..GGGAG.GC...................
+U28125.1/1-311 .UAACG............CCU..GGGCG.GC...................
+U28124.1/1-293 .UAACA............CCU..GGGAG.GC...................
+U28123.1/1-318 .UAACG............GCU..GGGCA.GG...................
+U28084.1/1-331 .UAACG............CCU..GGGGG.GC...................
+U28090.1/1-293 .UAAUG............CCU..GGGAG.GC...................
+U28126.1/1-293 .UAAUG............CCU..GGGGG.GC...................
+U28122.1/1-293 .UAAUG............CCU..GGGAG.GC...................
+U28089.1/1-303 .UAACG............CCU..GGGAA.GC...................
+U28129.1/1-356 .UAACG............GCC..AGGCG.UC...................
+U28100.1/1-299 .UAACG............GCC..GGGCG.CC...................
+U28097.1/1-303 .UAACG............GCC..GGGCG.CG...................
+U28111.1/1-306 .UAACG............GCC..G.GCG.CC...................
+U28082.1/1-411 .UAACG............GCU..GGGUG.CU....AU.....ACGUC...
+U28113.1/1-312 .UAACG............GCC..GGGCG.CA...GCA.....A.GCU.UC
+AF056381.1/1-336 .UAAUC............CCC..GGAGU.UU...UUU.....C.UUU.GA
+AF056382.1/1-336 .UAAUU............CCC..GGAAU.UU...UUU.....C.UUU.GA
+AF056376.1/1-285 .UAAUG............CCU..AGGAG.UU...................
+AE001171.1/8189-8540 .UAAUG............CCU..AGGGG.UU...................
+AE001226.1/9-348 .UAAUU............ACU..AGGCA.GC...GGC.....U.CU....
+AF295981.1/1-332 .UAACA............CCC..GGAGG.GA...................
+M64709.1/421-758 .UAACG............CCC..GGGAG.GG...................
+AF296043.1/1-364 .GAAA.............ACGC.GGGGG.CU...GGC.....G.GC....
+AF296064.1/1-342 .UAACG............GGA..AGGCU.UU...CUG.....CUG.....
+AF296046.1/1-290 .UAACA............CCU..GGGCG.GC...................
+U28083.1/1-351 .UAACG............GGA..ACCGG.GA...................
+AF296005.1/1-303 .UAACG............CCU..GGGGG.GC...................
+AF296034.1/1-348 .UAACG............GGA..AGGAG.GC...UGA.....C.UG....
+AF296003.1/1-312 .UAACC............CCU..GGAGG.GC...................
+AF295999.1/1-300 .UAAUC............CCU..GGGGG.GC...................
+AF295990.1/1-293 .UAACG............CCU..GGGGG.GC...................
+AF296054.1/1-354 .UAACG............UCC..GGCGG.GG...................
+U28118.1/1-313 .UAGCA............CCU..GGGCA.CA...GC..............
+AF296014.1/1-328 .UAACG............CCU..GGGGG.AC...................
+AF296013.1/1-294 .UAACG............CCU..GGGAG.GC...................
+AF296056.1/1-348 .GAAUA............GUGC.GGGCA.UC...UUG.....G.CG....
+AF296008.1/1-290 .UAACG............UCU..GGGAG.GC...................
+AF296035.1/1-332 .UAACG............GGA..AGGUC.CC...................
+U28115.1/1-298 .UAGCG............GCA..ACUGU.CC...CG..............
+AF296002.1/1-301 .UAACG............CCU..GGGGG.GC...................
+U28119.1/1-349 .UAAUA............CCC..GGGGU.GG...GG..............
+AF295992.1/1-307 .UAACG............CCU..GGAGG.GU...................
+AF296061.1/1-357 .UAACG............GGA..AGGUA.UC...CCG.....C.C.....
+AF295994.1/1-311 .UAACA............CCU..GGGAG.GC...................
+AF296015.1/1-301 .UAACG............CCU..GGGGG.G....................
+AF296009.1/1-310 .UAACA............CCU..GGGGG.GC...................
+AF296010.1/1-289 .UAACG............CCU..GGGGG.GC...................
+AF296020.1/1-302 .UAACG............CCU..GGGGG.GU...................
+AF296069.1/1-311 .UAACG............CCU..GGGCG.GU...................
+AF296023.1/1-301 .UAACG............CCU..GGGGG.G....................
+AF296031.1/1-331 .UAACG............GGG..ACCGG.GG...................
+AF295996.1/1-294 .UAAUG............UUU..GGGGG.GC...................
+AF296030.1/1-331 .UAACG............GGG..ACCGG.GG...................
+U28128.1/1-359 .UAACU............CCC..GGUGA.AG...................
+AF295995.1/1-321 .UAACA............CCU..GGGGG.GC...................
+AF296022.1/1-301 .UAACG............CCU..GGGGG.G....................
+AF296063.1/1-293 .UAACA............CCU..GGGGG.GC...................
+U28120.1/1-381 CGGAAGUUCGCCAGUCAAGGCGAGGGAG.UU...GCU.....C.CGG.CG
+AF296033.1/1-326 .UAACG............GCU..GGGCG.GG...................
+AF295991.1/1-340 .UAACG............UCC..GGCGG.GG...................
+AF296049.1/1-292 .UAACA............CCU..GGGGG.GC...................
+AF296000.1/1-301 .UAACG............CCU..GGGGG.GC...................
+AF296062.1/1-368 .UAACG............GCU..GGUCG.GCGAGUCGAGCACC.CGCACG
+AF296021.1/1-305 .UAACG............CCU..GGGGG.GU...................
+AF296053.1/1-376 .UUCACC.......GCAAGUGC.GGGCG.UC...GCG.....U.U.....
+AF296048.1/1-341 .UAACA............ACG..ACUGU.CC...UG..............
+AF296050.1/1-379 .GUAAC............ACC..CACCG.GC...C...............
+AF296038.1/1-392 .UAACG............UCG..ACCGG.CC...................
+AF296032.1/1-335 .UAAUG............CCC..AGUCC.CG...................
+AF296016.1/1-301 .UAACG............CCU..GGGGG.GC...................
+AF296026.1/1-290 .UAACG............GAU..GGCCAGA....................
+AF295997.1/1-291 .UAACG............UCU..GGGAG.GC...................
+AF296071.1/1-389 .UAACG............UCC..GGCGG.GA...................
+AF296036.1/1-329 .UAAUG............CCC..GGGCC.UG...UUC.....A.GAC.U.
+AF296037.1/1-343 .UAACG............UCG..ACCGG.CC...................
+AF296058.1/1-334 .UAACG............GCA..ACCCG.AG...................
+AF296027.1/1-338 .UAAUG............CCU..GGGAG.GU...................
+AF296051.1/1-334 .UAACG............GGA..AGGAU.UC...CGC.............
+U28101.1/1-327 .UAACU............UCC..ACCCG.GG...................
+AF296039.1/1-393 .UAACG............UCG..ACCGG.CC...................
+AF295993.1/1-289 .UAACG............CCU..GGGGG.GC...................
+AF296012.1/1-290 .UAACG............UCU..GGGGG.GC...................
+AF296052.1/1-316 .UAACA............CCC..GGUGG.GG...................
+AF296001.1/1-304 .UAACU............CCU..GGGGG.GC...................
+AF296055.1/1-421 .UAACG............CCU..GGGGG.GC...................
+AF296059.1/1-357 .UAACG............UCC..ACCGA.CC...................
+U28080.1/1-313 .UAACA............CCU..GGGCA.CA...GC..............
+U28116.1/1-350 .UAACG............GAG..ACUGG.GG...................
+AF296004.1/1-335 .UAACG............CCU..GGGGG.GC...................
+AF296029.1/1-335 .UAACU............CCC..AGUCC.UG...................
+AF296028.1/1-330 .UAACG............GGG..ACCGG.GG...................
+AF296047.1/1-318 .UAACG............CCU..GGGGG.GC...................
+AF296070.1/1-302 .UAACG............CCU..GGGGG.G....................
+AF295998.1/1-302 .UAACG............CCU..GGGGG.G....................
+U28127.1/1-285 .UAACG............UCU..GGCGG.AG...................
+AF296044.1/1-290 .UAACG............CCU..GGGGG.GC...................
+AF296045.1/1-323 .UAACU............CCC..AGCGG.GA...CAG.....G.......
+AF296018.1/1-298 .UAACG............CCU..GGGGG.GU...................
+AF296011.1/1-335 .UAACG............CCU..GGGGG.GC...................
+#=GC SS_cons .......>>>>>>>>>..>>>>.>><<<.<<...<<<.....<.<<<.<<
+
+BX248358.1/328133-327709 ................GUGA..............................
+AF110051.1/1-289 ................GUGA..............................
+AF110049.1/1-307 ................GUGA..............................
+AF110050.1/1-307 ................GUGA..............................
+U64884.1/1-325 ................GCGA..............................
+AF110048.1/1-309 ................GCGA..............................
+AF110047.1/1-310 ................GCGA..............................
+AF110052.1/1-312 ................GUGA..............................
+AF110046.1/1-310 ................GCAA..............................
+AF110037.1/1-266 ................GUGA..............................
+AF110036.1/1-281 ................GUGA..............................
+AF110044.1/1-266 ................GUGA..............................
+AF110039.1/1-307 ................GCAA..............................
+AF110042.1/1-278 ................GUGA..............................
+AF110041.1/1-292 ................GCAA..............................
+AF110038.1/1-326 ................GCAA..............................
+AF110045.1/1-308 ................GCAA..............................
+AF110040.1/1-273 ................GUGA..............................
+AF110056.1/1-326 ................GCAA..............................
+AF110054.1/1-306 ................GCGA..............................
+AF110053.1/1-305 ................GUGA..............................
+AF110055.1/1-272 ................GUGA..............................
+AF012803.1/1-337 ................GUGA..............................
+AF012807.1/1-341 ................GUGA..............................
+AF012805.1/1-341 ................GUGA..............................
+AF012792.1/1-339 ................GUGA..............................
+AF012804.1/1-339 ................GUGA..............................
+AF012798.1/1-339 ................GUGA..............................
+AF012801.1/1-340 ................GUGA..............................
+AF012799.1/1-340 ................GUGA..............................
+AF056388.1/1-332 ................GAAA..............................
+AE016931.1/133770-134130 ................GCGA..............................
+AE017175.1/112368-111971 ................GUGA..............................
+L25705.1/1-330 ................UCAG..............................
+U28104.1/1-304 ................GCGA..............................
+U28108.1/1-339 .................UUU.............................G
+U28079.1/1-347 ................UUAG..............................
+U28092.1/1-318 ................GCGA..............................
+U28095.1/1-295 ................AAUU..............................
+AE002336.2/7220-7614 ................GUAA..............................
+AE001313.1/3291-3698 ................GUAA..............................
+AJ310737.1/16-366 ................GUAA..............................
+AE002183.2/10502-10097 ................GUAA..............................
+AF056378.1/1-333 ................GUAA..............................
+AJ012179.2/7-312 ................GCAA..............................
+L25704.1/3-383 ................GCAA...........................GCU
+L25703.1/209-594 ................GCAA...........................ACC
+AF056377.1/1-328 ................GUGA..............................
+AF056380.1/1-328 ................GUGA..............................
+X97391.1/1-342 ................GUGA..............................
+AJ272222.1/1-305 ................GUGA..............................
+X97393.1/1-299 ................GCGA..............................
+AF056387.1/1-312 ................GUGA..............................
+X97392.1/1-315 ................GUGA..............................
+X65648.1/159-615 ................GCGA..............................
+X97395.1/1-391 ................GCGA..............................
+X65649.1/118-584 ................GCGA..............................
+X97397.1/1-359 ................GCGA..............................
+X73135.1/41-490 ................GCAA..............................
+X97396.1/1-359 ................GCGA..............................
+AJ272219.1/1-333 ................GUGA..............................
+AJ272225.1/1-308 ................GCAA..............................
+AJ272226.1/1-308 ................GUAA..............................
+AJ272220.1/1-334 ................GUGA..............................
+AE017166.1/105041-105427 ................GUGA..............................
+AJ272218.1/1-333 ................GUGA..............................
+AJ272223.1/1-307 ................GUAA..............................
+AJ272221.1/1-323 ................GUGA..............................
+AJ272224.1/1-311 ................GCAA..............................
+Y16812.1/5-485 ................GUGA..............................
+U28093.1/1-294 ................GUGA..............................
+U28099.1/1-297 ................GUGA..............................
+AE001942.1/5499-5945 UCCGCCUG.....AGUGCCGCAAG....CAGG.CGGAAA....GC..GGC
+X60463.1/375-755 ................GUAA..............................
+Z15006.1/117-498 ................GCAA..............................
+AE007642.1/7926-8270 ................GCGA..............................
+U64879.1/1-302 ................GCGA..............................
+U64880.1/1-331 ................GCGA..............................
+AF295980.1/1-285 ................GAAA..............................
+AF296042.1/1-327 ................GUGA..............................
+AF296041.1/1-327 ................GUGA..............................
+AF056385.1/1-376 ................GUGA..............................
+AF056384.1/1-320 ................GCGA..............................
+U28114.1/1-344 ................GAAA..............................
+U28085.1/1-384 ................GUAA..............................
+U28112.1/1-339 ................GCAA..............................
+U28087.1/1-340 ................GCAA..............................
+M59354.1/1-402 ................GCGA..............................
+M59355.1/163-591 ................GCGA..............................
+AJ235272.1/10905-10521 ................UUAU..............................
+AE017258.1/184968-184621 ................GUAA..............................
+U28107.1/1-372 ................UUCG............................GG
+U28094.1/1-332 ................GCGA..............................
+U28106.1/1-395 GACUGCGCUAUU...GCGUG....CGAUAGGGGAAGCCA....GACAAGC
+U28086.1/1-321 ................CUCG...........................GCC
+U28103.1/1-323 ................GCGA..............................
+U28117.1/1-347 ................GAAA..............................
+U28081.1/1-319 ................CUCG...........................GCC
+U28109.1/1-327 ................GUGA..............................
+U28110.1/1-342 ................GCGA..............................
+U28102.1/1-355 ................GCGA..............................
+U28105.1/1-352 ................GUGA..............................
+BX640434.1/240958-240545 GGG.............CUUG..............CCCGC....CG..GAA
+M59353.1/255-595 ................GCAA..............................
+AF056386.1/1-275 ................GUGA..............................
+AE002562.1/3043-2684 ................GUAA..............................
+AL162752.2/213352-212993 ................GUAA..............................
+BX321865.1/54528-54812 ................GUGA..............................
+U28091.1/1-281 ................GCAA..................C....AG..UAU
+U28098.1/1-281 ................GCAA..............................
+U28130.1/1-312 ................GUAA..................C....AG..UAU
+M59357.1/212-571 ................GCAA..............................
+AF056383.1/1-336 ................GCGA..............................
+AL139075.2/199352-199035 ................GUAA..............................
+AF181879.1/575-891 ................GCAA..............................
+AE015478.1/3276-3629 ................GUGA..............................
+M59356.1/53-421 ................GAGA..............................
+AF160199.1/1-304 ................GAAA..............................
+AF084931.1/10-309 ................GCGA..............................
+AP001118.1/93360-92985 ................GUGA..............................
+AE005541.1/4151-3775 ................GAAA..............................
+AF211853.1/1-377 ................GAAA..............................
+M33657.1/1-383 ................UCAC..............................
+AF295985.1/1-303 ................GCAA..............................
+AF084930.1/10-310 ................GCGA..............................
+AF295984.1/1-301 ................GCGA..............................
+AE016844.1/252680-252307 ...............GGAAA..............................
+AF295986.1/1-303 ................GCAA..............................
+AE013612.1/1854-1478 ................GCAA..............................
+AF295983.1/1-297 ................GCGA..............................
+U32841.1/440-64 ................GUGA..............................
+AF160198.1/1-296 ................GUGA..............................
+M19024.1/1-354 ................GUGA..............................
+AE003942.1/8714-9072 ................GUGA..............................
+U28121.1/1-293 ................GUGA..............................
+U28125.1/1-311 ................GUGA..............................
+U28124.1/1-293 ................GUGA..............................
+U28123.1/1-318 ................GUAA..............................
+U28084.1/1-331 ................GCGA..............................
+U28090.1/1-293 ................GUGA..............................
+U28126.1/1-293 ................GUGA..............................
+U28122.1/1-293 ................GUGA..............................
+U28089.1/1-303 ................GCGA..............................
+U28129.1/1-356 ................GCGA..............................
+U28100.1/1-299 ................GCGA..............................
+U28097.1/1-303 ................GCAA..............................
+U28111.1/1-306 ................GUGA..............................
+U28082.1/1-411 ................GCAA........................G..ACC
+U28113.1/1-312 ................GCAA.................GA....AG..CCC
+AF056381.1/1-336 GA..............GAAA...............UUUU....AG..GGA
+AF056382.1/1-336 GA..............GAAA...............UUUU....AG..AGA
+AF056376.1/1-285 .................UAA..............................
+AE001171.1/8189-8540 .................UUA..............................
+AE001226.1/9-348 ................CUGC........................A..GUG
+AF295981.1/1-332 ................GUAA..............................
+M64709.1/421-758 ................GUGA..............................
+AF296043.1/1-364 ................GUAA........................G..CUU
+AF296064.1/1-342 ................GUGA..........................CGGC
+AF296046.1/1-290 ................GUGA..............................
+U28083.1/1-351 ................GUAA..............................
+AF296005.1/1-303 ................GUGA..............................
+AF296034.1/1-348 ................GAGA........................C..GGU
+AF296003.1/1-312 ................GCGA..............................
+AF295999.1/1-300 ................GCGA..............................
+AF295990.1/1-293 ................GUGA..............................
+AF296054.1/1-354 ................GCAA..............................
+U28118.1/1-313 ...............GAUGA..............................
+AF296014.1/1-328 ................GUGA..............................
+AF296013.1/1-294 ................GUGA..............................
+AF296056.1/1-348 ................GUAA........................C..GUU
+AF296008.1/1-290 ................GCAA..............................
+AF296035.1/1-332 ..............AAUAAAAC............................
+U28115.1/1-298 ...............CUAGU..............................
+AF296002.1/1-301 ................GUGA..............................
+U28119.1/1-349 .................AAA..............................
+AF295992.1/1-307 ................GCGA..............................
+AF296061.1/1-357 .................UUU...........................GGC
+AF295994.1/1-311 ................GCGA..............................
+AF296015.1/1-301 ................GAAA..............................
+AF296009.1/1-310 ................GCGA..............................
+AF296010.1/1-289 ................GCGA..............................
+AF296020.1/1-302 ................GUAACA............................
+AF296069.1/1-311 ................GUGA..............................
+AF296023.1/1-301 ................GAAA..............................
+AF296031.1/1-331 ................GUGA..............................
+AF295996.1/1-294 ................GUGA..............................
+AF296030.1/1-331 ................GCGA..............................
+U28128.1/1-359 ................GUGA..............................
+AF295995.1/1-321 ................GAGA..............................
+AF296022.1/1-301 ................GAAA..............................
+AF296063.1/1-293 ................GCGA..............................
+U28120.1/1-381 ................AGA..................UG....CU..GGG
+AF296033.1/1-326 ................GUAA..............................
+AF295991.1/1-340 ................GCGA..............................
+AF296049.1/1-292 ................GAGA..............................
+AF296000.1/1-301 ................GUGA..............................
+AF296062.1/1-368 CGCGC...........CUUG...........G.CGUGUAGGAAGC..GGC
+AF296021.1/1-305 ................GUAACA............................
+AF296053.1/1-376 ................UCAA...........................GGC
+AF296048.1/1-341 ..............ACAUGUA.............................
+AF296050.1/1-379 ................GCGA..............................
+AF296038.1/1-392 ................GCGA..............................
+AF296032.1/1-335 ................GUGA..............................
+AF296016.1/1-301 ................GCAA..............................
+AF296026.1/1-290 ................GUAA..............................
+AF295997.1/1-291 ................GCAA..............................
+AF296071.1/1-389 ................GCAA..............................
+AF296036.1/1-329 ............CUCUGCAUUGC...............A....GU..UUG
+AF296037.1/1-343 ................GCGA..............................
+AF296058.1/1-334 ................GCGA..............................
+AF296027.1/1-338 ................GAAA..............................
+AF296051.1/1-334 ................UUUA.............................G
+U28101.1/1-327 ................GCGA..............................
+AF296039.1/1-393 ................GCGA..............................
+AF295993.1/1-289 ................GUGA..............................
+AF296012.1/1-290 ................GCAA..............................
+AF296052.1/1-316 ................GAAA..............................
+AF296001.1/1-304 ................GCGA..............................
+AF296055.1/1-421 ................GCAA..............................
+AF296059.1/1-357 ................GCAA..............................
+U28080.1/1-313 ...............GAUGA..............................
+U28116.1/1-350 ................GUAA..............................
+AF296004.1/1-335 ................GCAA..............................
+AF296029.1/1-335 ................GCGA..............................
+AF296028.1/1-330 ................GCGA..............................
+AF296047.1/1-318 ................GCGA..............................
+AF296070.1/1-302 ................GAAA..............................
+AF295998.1/1-302 ................GAAA..............................
+U28127.1/1-285 ................GCGA..............................
+AF296044.1/1-290 ................GUGA..............................
+AF296045.1/1-323 ..............GCAUAAGG..........................CC
+AF296018.1/1-298 ................GUAACA............................
+AF296011.1/1-335 ................GUGA..............................
+#=GC SS_cons <<<<<<<<....................>>>>.>>>>>>....>>..>>>
+
+BX248358.1/328133-327709 .......CCCGCG.GGC...AAGUGCA..ACAGAAAGUAA.ACCGCC...
+AF110051.1/1-289 .......CCCGCG.GGA...CAGUGCC..ACAGAAAACAAA.CCGCC...
+AF110049.1/1-307 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110050.1/1-307 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+U64884.1/1-325 .......CCCGCG.GGC...CAGUGCC..ACAGAGAGAAG.ACCGCC...
+AF110048.1/1-309 .......CGUGCG.GGA...CAGUGCC..ACAGAAAUCAGA.CCGCC...
+AF110047.1/1-310 .......CGUGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110052.1/1-312 .......CCCGCG.GGA...CAGUGCC..ACAGAAAGCAGA.CCGCC...
+AF110046.1/1-310 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110037.1/1-266 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110036.1/1-281 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110044.1/1-266 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110039.1/1-307 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110042.1/1-278 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110041.1/1-292 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110038.1/1-326 .......CCCGCG.GGA...AAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110045.1/1-308 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110040.1/1-273 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110056.1/1-326 .......CCCGCG.GGA...AAGUGCC..ACAGAGAACAGA.CCGCC...
+AF110054.1/1-306 .......CCCGCG.GGA...AAGUGCC..ACAGAAAGCAAA.CCGCC...
+AF110053.1/1-305 .......CCCGCG.GGA...AAGUGCC..ACAGAAAGCAAA.CCGCC...
+AF110055.1/1-272 .......CCCGCG.GGC...CAGUGCC..ACAGAGAACAGA.CCGCC...
+AF012803.1/1-337 .......CCCGCG.GGA...CAGUGCC..ACAGAAAACAG.ACCGCC...
+AF012807.1/1-341 .......CCCGCG.GGA...AAGUGCC..ACAGAAAGCAG.ACCGCC...
+AF012805.1/1-341 .......CCCGCG.GGA...AAGUGCC..ACAGAAAGCAG.ACCGCC...
+AF012792.1/1-339 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAG.ACCGCC...
+AF012804.1/1-339 .......CCCGCG.GGA...CAGUGCC..ACAGAAAACAG.ACCGCC...
+AF012798.1/1-339 .......CCCGCG.GGA...CAGUGCC..ACAGAGAACAG.ACCGCC...
+AF012801.1/1-340 .......CCCGCG.GGA...CAGUGCC..ACAGAAAACAG.ACCGCC...
+AF012799.1/1-340 .......CCCGCG.GGA...CAGUGCC..ACAGAAAACAG.ACCGCC...
+AF056388.1/1-332 .......CCCGCG.GGA...AAGUGCC..ACAGAAACGAC.ACCGCC...
+AE016931.1/133770-134130 .....G.GGUA.G.AG....UAACGUA..GAAGAAAAUA..ACCGCC...
+AE017175.1/112368-111971 .....G.GGUA.A.AG....GAGCGUA..GAAGAGAAUG..ACCGCC...
+L25705.1/1-330 ...G.C.GGAGAC.AGC...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+U28104.1/1-304 .....G.GGCU.G.AG....UAGUGUA..ACAGAAAAUA..ACCGCC...
+U28108.1/1-339 ...A.C.GGAAAC.AGA...CAGUGCC..ACAGAAAAUA..ACUGCC...
+U28079.1/1-347 ...U.C.GGGGAC.AGA...AAGUACC..ACAGAAAACAA.ACUACC...
+U28092.1/1-318 .....A.GGUA.G.AG....UAAUGUA..GAAGAAAACA..ACCGCC...
+U28095.1/1-295 .......GGUGAG.AGA...AAGUGCC..ACAGAAAAUA..ACUGUC...
+AE002336.2/7220-7614 .......GGCUAC.GGA...AAGUGCA..ACAGAAAACAU.UCCGCU...
+AE001313.1/3291-3698 .......GGCUAC.GGA...AAGUGCA..ACAGAAAACAC.UCCGCU...
+AJ310737.1/16-366 .......GGCUAC.GGA...AAGUGCA..ACAGAAAACAU.UCCGCU...
+AE002183.2/10502-10097 .......GGCUAC.GGA...AAGUGCA..ACAGAAAACAC.UCCGCU...
+AF056378.1/1-333 .......GGCUAC.GGA...AAGUGCA..ACAGAAAACAU.UCCGCU...
+AJ012179.2/7-312 .......GGCUAC.GGA...AAGUGCC..ACAGAAAACAA.ACCGCU...
+L25704.1/3-383 ...GUC.UGUCAC.AGA...GAGUGCA..ACAGAAAGCAA.ACCGCU...
+L25703.1/209-594 ...GUC.UGUCAC.AGA...GAGUGCA..ACAGAAAGCAA.ACCGCC...
+AF056377.1/1-328 .......CCCGCG.GGA...AAGUGCC..ACAGAGAACAG.ACUGCC...
+AF056380.1/1-328 .......GCCUAC.GGA...AAGUGCC..ACAGAGAACAG.ACUGUC...
+X97391.1/1-342 .......CCGUGA.GGA...GAGUGCC..ACAGAAACAC..ACCGCC...
+AJ272222.1/1-305 .......CCGUGA.GGA...GAGUGCC..ACAGAAACAC..ACCGCC...
+X97393.1/1-299 .......GCGUGA.GGA...UAGUGCC..ACAGAAAUGUAGACCGCC...
+AF056387.1/1-312 .......CCGUGA.GGA...GAGUGCC..ACAGAAACAU..ACCGCC...
+X97392.1/1-315 .......CCGUGA.GGA...AAGUGCC..ACAGAAAUAU..ACCGCC...
+X65648.1/159-615 .......UCGUGA.GGA...UAGUGCC..ACAGAAAAAU..ACCGCC...
+X97395.1/1-391 .......UCGUGA.GGA...UAGUGCC..ACAGAAAAAU..ACCGCC...
+X65649.1/118-584 .......UCGUGA.GGA...UAGUGCC..ACAGAAAGAU..ACCGCC...
+X97397.1/1-359 .......UCGCGA.GGA...UAGUGCC..ACAGAAAUAU..ACCGCC...
+X73135.1/41-490 .......UCGUGA.GGA...UAGUGCC..ACAGAAAGAU..ACCGCC...
+X97396.1/1-359 .......CUGUGA.GGA...UAGUGCC..ACAGAAACAU..ACCGCC...
+AJ272219.1/1-333 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAC..ACCGCC...
+AJ272225.1/1-308 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAU..ACCGCC...
+AJ272226.1/1-308 .......CCGCGA.GGA...UAGUGCC..ACAGAAACAU..ACCGCC...
+AJ272220.1/1-334 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAC..ACCGCC...
+AE017166.1/105041-105427 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAC..ACCGCC...
+AJ272218.1/1-333 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAC..ACCGCC...
+AJ272223.1/1-307 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAU..ACCGCC...
+AJ272221.1/1-323 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAC..ACCGCC...
+AJ272224.1/1-311 .......CCGUGA.GGA...UAGUGCC..ACAGAAACAU..ACCGCC...
+Y16812.1/5-485 .......GCGUGA.GGA...UAGUGCC..ACAGAAAAAU..ACCGCC...
+U28093.1/1-294 .......GCGUGA.GGA...UAGUGCC..ACAGAAAUGAAAACCGCC...
+U28099.1/1-297 .......GCGUGA.GGA...UAGUGCC..ACAGAAAUGAAAACCGCC...
+AE001942.1/5499-5945 ...GAA.GUCGAA.GGA...CAGUGCC..ACAGAAACCAG.ACCGCC...
+X60463.1/375-755 .......CCCGAC.GGA...AAGUGCC..ACAGAGAAGAG.ACCGCC...
+Z15006.1/117-498 .......CCCGAC.GGA...AAGUGCC..ACAGAGAAGAG.ACCGCC...
+AE007642.1/7926-8270 .......CUUGAA.GGA...AAGUGCA..ACAGAGAUAU..ACCGCC...
+U64879.1/1-302 .......CUUUAA.GGA...AAGUGCA..ACAGAGAUAU..ACCGCC...
+U64880.1/1-331 .......CCCUAA.GGA...UAGUGCA..ACAGAAAUAU..ACCGCC...
+AF295980.1/1-285 .......CUUUAA.GGA...AAGCGCC..ACAGAAAAUAG.ACCGCC...
+AF296042.1/1-327 .......CGGGAA.GGA...AAGUGCC..ACAGAAAAGAU.ACCGCC...
+AF296041.1/1-327 .......CGGGAA.GGA...AAGUGCC..ACAGAAAAGAU.ACCGCC...
+AF056385.1/1-376 .......GAUCAG.GGA...CAGUGCC..ACAGAAAACAG.ACCGCC...
+AF056384.1/1-320 .......GGACAG.GGA...AAGUGCA..ACAGAAAGUAA.ACCGCC...
+U28114.1/1-344 .......GGCUCG.GGA...CAGGGCA..ACAGAAAGCAA.ACCGCC...
+U28085.1/1-384 .......GGUUAG.GGA...AAGUGCC..ACAGAAAAUAC.ACCGCC...
+U28112.1/1-339 .......GGCUCG.GGA...AAGUGCA..ACAGAAAGAC..ACCGCC...
+U28087.1/1-340 .......GGCUCG.GGA...AAGUGCA..ACAGAAAGAU..ACCGCC...
+M59354.1/1-402 .......CCCCAG.GGA...AAGUGCC..ACAGAGAGCAA.ACCGCC...
+M59355.1/163-591 .......CCCUAG.GGA...AAGUGCC..ACAGAGAGCAA.ACCGCC...
+AJ235272.1/10905-10521 ...U.A.CUUUAG.GGC...UAGUACC..ACAGAAAAUAU.ACCGCC...
+AE017258.1/184968-184621 .......CUCCAG.UUA...UAGGGCU..ACAGAAAAUU..ACCGCC...
+U28107.1/1-372 ...G.G.CGCAAG.GGA...AAGUGCC..ACAGAGAGUAU.ACCGCC...
+U28094.1/1-332 .......CCCCAG.GGA...AAGUGCC..ACAGAGAGCAG.ACCGCC...
+U28106.1/1-395 ...G.C.GGCAAG.GGA...CAGUGCC..ACAGAGAGCAG.ACCGCC...
+U28086.1/1-321 ...G.G.AGUUAG.GGA...AAGUGCC..ACAGAAAGCAU.ACCGCC...
+U28103.1/1-323 .......CCCCAG.GGA...CAGCGCC..ACAGAGAACAG.ACCGCC...
+U28117.1/1-347 .......CCCGAG.GGA...AAGCGCC..ACAGAGAAGAG.UCUGCC...
+U28081.1/1-319 ...G.G.AGUUAG.GGA...AAGUGCC..ACAGAAGCAU..ACCGCC...
+U28109.1/1-327 .......CCCCAG.GGA...AAGUGCCACACAGAGAGCAG.ACCGCC...
+U28110.1/1-342 .......CCCCAG.GGA...CAGUGCC..ACAGAGAGCAG.ACCGCC...
+U28102.1/1-355 .......CCCCAG.GGA...AAGUGCC..ACAGAGAACGA.ACCGCC...
+U28105.1/1-352 .......CCUUAG.GGA...AAGUGCC..ACAGAGAGCAA.ACCGCC...
+BX640434.1/240958-240545 ...A.A.GCCGAG.GAA...CAGGGCC..ACAGAGACGA..GUCUGU...
+M59353.1/255-595 .......CGUGCG.GAA...UAGGGCC..ACAGAGACGA..GUCUUG...
+AF056386.1/1-275 .......GGUGAG.GAU...CAGAGCA..ACAGAGACGA..GUCUGG...
+AE002562.1/3043-2684 .......CGCGAC.GGA...AAGUGGA..ACAGAAAGCAAAACCGCC...
+AL162752.2/213352-212993 .......CGCGAC.GGA...AAGUGGA..ACAGAAAGCAAAACCGCC...
+BX321865.1/54528-54812 .......GGUGAG.GAA...CAGGGCC..ACAGAGACGA..GCGUAU...
+U28091.1/1-281 ...A.A.GGCGAG.GAA...UAGGGCC..ACAGAGACGA..GCGUAU...
+U28098.1/1-281 .......CGUGCG.GAA...UAGGGCC..ACAGAGACGA..GUCUUG...
+U28130.1/1-312 ...A.A.GGCGAG.GAA...UAGGGCC..ACAGAGACGA..GUCGGU...
+M59357.1/212-571 .......CCUC.C.GGA...CAGCGCC..ACAGAAAGCAA.ACCGCC...
+AF056383.1/1-336 .......CUCGCA.GGA...AAGUGCC..ACAGAAAACAG.ACCGCC...
+AL139075.2/199352-199035 .......CCUAAG.GGA...UAGUGCA..ACAGAAAGAAA.ACUACC...
+AF181879.1/575-891 .......GCUAAG.GGA...AAGUGCC..ACAGAAAGCAA.ACCGCC...
+AE015478.1/3276-3629 .......ACCGAC.GAC...AAGUGCA..ACAGAGAGGAG.ACCGCC...
+M59356.1/53-421 .......GUCCAC.GGA...AAGUGCC..GCAGAAAAGAU.ACCGCC...
+AF160199.1/1-304 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF084931.1/10-309 .......GCCUAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AP001118.1/93360-92985 .......GCUUAU.GAC...UAGUGCA..ACAGAAAAUAA.ACCACC...
+AE005541.1/4151-3775 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF211853.1/1-377 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+M33657.1/1-383 .....G.ACCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF295985.1/1-303 .......GCCGAC.GAC...UAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF084930.1/10-310 .......GCCUAC.GAC...AAGUGCA..GCAGAGAGUAA.ACCGCC...
+AF295984.1/1-301 .......GCCUAC.GAC...AAGUGCA..ACAGAGAGCAA.ACCGCC...
+AE016844.1/252680-252307 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF295986.1/1-303 .......GCCUAC.GAC...UAGUGCA..ACAGAGAGCAA.ACCGCC...
+AE013612.1/1854-1478 .......GCCUAC.GAC...AAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF295983.1/1-297 .......GCCUAC.GAC...CAGUGCA..GCAGAGAGCAA.ACCGCC...
+U32841.1/440-64 .......GCCGAC.GAC...CAGUGCA..ACAGAGAGCAG.ACCGCC...
+AF160198.1/1-296 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUA..ACCGCC...
+M19024.1/1-354 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUA..ACCGCC...
+AE003942.1/8714-9072 .......GUCGAC.GGA...AAGUGCA..ACAGAAAGAU..ACCGCC...
+U28121.1/1-293 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUA..ACCGCC...
+U28125.1/1-311 .......GCCGAC.GGA...AAGUGCA..GCAGAGAGUAG.ACCGCC...
+U28124.1/1-293 .......GCCUAC.GGA...AAGUGCC..GCAGAAAAUA..ACCGCC...
+U28123.1/1-318 .......CUUGAC.GAC...CAGUGCA..GCAGAGAGUAG.ACCGCC...
+U28084.1/1-331 .......GCCCAC.GGA...CAGUGCA..ACAGAAAGCAA.ACCGCC...
+U28090.1/1-293 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUA..ACCGCC...
+U28126.1/1-293 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUA..ACCGCC...
+U28122.1/1-293 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUA..ACCGCC...
+U28089.1/1-303 .......GCUUAC.GAC...AAGUGCA..ACAGAGAGCAA.ACCGCC...
+U28129.1/1-356 .......GGCGAC.GGA...AAGUGGA..ACAGAGAGCAGAACCGCC...
+U28100.1/1-299 .......GGCGAC.AGA...CAGUGCA..ACAGAAAACAU.ACCGCC...
+U28097.1/1-303 .......CGCGAC.GGA...AAGUGGA..ACAGAAAGCAAUACCGCC...
+U28111.1/1-306 .......GGCGAC.GGA...AAGUGCA..ACAGAAAGAU..ACCGCC...
+U28082.1/1-411 ...A.A.GGCAAC.GGA...CAGUGCA..ACAGAGAACAG.ACCGCC...
+U28113.1/1-312 ...A.A.GGCGAC.AGACACCAGUGCA..ACAGAAACAU..ACCGCC...
+AF056381.1/1-336 ...A.A.AAAUAU.GGA...AAGUGCA..ACAGAAAGGAU.ACCGCC...
+AF056382.1/1-336 ...A.A.GAAUAU.GGA...AAGUGCA..ACAGAAAGGAU.ACCGCC...
+AF056376.1/1-285 .......AACU.UAAGA...GAGUGUC..ACAGAAAAUU..ACCGCC...
+AE001171.1/8189-8540 .......AACC.UAAGA...AAGUGUC..GCAGAAAAUU..ACCGCC...
+AE001226.1/9-348 ...C.C.GCUGAC.AGC...AAGCGCC..ACAGAAAAUAU.ACCGCC...
+AF295981.1/1-332 .......UCCC.U.GGA...AAGGGCC..ACAGAAAACAG.ACCGCC...
+M64709.1/421-758 .......CCCU.C.GGA...CAGGGCC..AUAGAGAAGAAGACCGCC...
+AF296043.1/1-364 ...C.C.GGUCAC.GGA...AAGUGUC..ACAGAAAACAU.ACCGCC...
+AF296064.1/1-342 ...A.G.AAAGAC.AGA...CAGGGCC..ACAGAAACAA..ACCGCC...
+AF296046.1/1-290 .......GCCGAC.GGC...AAGUGCA..GCAGAGAGAAG.ACCGCC...
+U28083.1/1-351 .......UCCCAG.GGA...AAGUGCC..ACAGAAAACAU.ACCGCC...
+AF296005.1/1-303 .......GCCCAU.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296034.1/1-348 ...C.A.GUUUAC.AGA...AAGUGCC..ACAGAAAAUAU.ACCGUU...
+AF296003.1/1-312 .......GCCCAU.GGA...AAGUGCC..ACAGAAAACAA.ACCGCC...
+AF295999.1/1-300 .......GCCUAC.GGA...AAGUGCA..ACAGAAAAUAU.ACCGCC...
+AF295990.1/1-293 .......GCCCAC.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296054.1/1-354 .......CCCCAG.GGA...AAGUGCC..ACAGAAAAGUAAACCGCC...
+U28118.1/1-313 ...G.C.UGUGAC.GGA...AAGUGCC..ACAGAAAACAA.ACCGCC...
+AF296014.1/1-328 .......GUCCAC.GGA...AAGUGCA..ACAGAAAGCAA.ACCGCC...
+AF296013.1/1-294 .......GCCUAC.GGA...AAGUGCA..ACAGAGAGCAG.ACCGCC...
+AF296056.1/1-348 ...A.G.GAUGAC.AGA...CAGUACC..ACAGAAAAUAG.GUAGCU...
+AF296008.1/1-290 .......GCCUAC.GGC...CAGUGCA..ACAGAAAGUAU.ACCGCC...
+AF296035.1/1-332 .......GGGAAC.AGA...AAGUGCC..ACAGAAAAUAU.ACCGUC...
+U28115.1/1-298 ...C.G.GGAUAA.GGA...AAGUGCC..ACAGAAAAGAAAACCCCC...
+AF296002.1/1-301 .......GCCCAC.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+U28119.1/1-349 ...C.C.CCACAC.GGU...AAGGGCC..ACAGAAACGAG.ACCGCC...
+AF295992.1/1-307 .......GCCCAU.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296061.1/1-357 ...G.G.GAUAAC.AGA...CAGUGCC..ACAGAAAACAA.ACUACC...
+AF295994.1/1-311 .......GCCUAC.GGA...AAGUGCC..GCAGAAAAUAU.ACCGCC...
+AF296015.1/1-301 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296009.1/1-310 .......GCCUAC.GGA...AAGUGCA..GCAGAAAGUAU.ACCGCC...
+AF296010.1/1-289 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296020.1/1-302 .......ACCUAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296069.1/1-311 .......ACCGAC.GGA...AAGUGCA..GCAGAGAGUAG.ACCGCC...
+AF296023.1/1-301 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296031.1/1-331 .......CCCUAG.GGA...UAGUGCC..ACAGAGAGGAG.ACCGCC...
+AF295996.1/1-294 .......GCCUAC.GGA...AAGUGCC..ACAGAAAACAU.ACCGCC...
+AF296030.1/1-331 .......CCUUAG.GGA...UAGUGCC..ACAGAGAGAAG.ACCGCC...
+U28128.1/1-359 .......CUUCAA.GGA...AAGUGCA..ACAGAGAUAU..ACCGCG...
+AF295995.1/1-321 .......GCCUAC.GGA...AAGUGCA..ACAGAAAGCAU.ACCGCCCAA
+AF296022.1/1-301 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296063.1/1-293 .......GCCUAC.GGA...AAGUGCA..GCAGAAAGUAU.ACCGCC...
+U28120.1/1-381 ...G.C.AACUUC.GGA...AAGUGCC..ACAGAAACCAU.ACCGCC...
+AF296033.1/1-326 .......CCCGAC.GGA..AUAGUGCA..ACAGAGAGCAG.ACCGCC...
+AF295991.1/1-340 .......CCUCAG.GGA...AAGUGCC..ACAGAAAGCAA.ACCGCC...
+AF296049.1/1-292 .......GCCUAC.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296000.1/1-301 .......GCCCAU.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296062.1/1-368 ...G.AAGCCGAA.GGA...AAGUGCC..ACAGAAACCAG.ACCGCC...
+AF296021.1/1-305 .......GCCCAC.GAC...UAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296053.1/1-376 ...G.C.GGCGAC.GGA...CAGUGUC..ACAGAGAAUAU.ACCGCC...
+AF296048.1/1-341 ...C.A.GGAUAA.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296050.1/1-379 .......GGCCAG.GGA...AAGUGCA..ACAGAAAGCAG.ACCGCC...
+AF296038.1/1-392 .......GGCCAG.GGA...AAGUGCA..ACAGAGAGUAG.ACCGCC...
+AF296032.1/1-335 .......CGGGAA.GGA...AAGUGCC..ACAGAAAGGAG.ACCGCC...
+AF296016.1/1-301 .......GCCUAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296026.1/1-290 .......UCUGAG.GGC...AAGUGCA..ACAGAAAGUAG.GUAGCC...
+AF295997.1/1-291 .......GCCUAC.GGC...CAGUGCA..ACAGAAAGUAU.ACCGCC...
+AF296071.1/1-389 .......UCCUAG.GGA...CAGUGCC..ACAGAAAUGAGGACCGCC...
+AF296036.1/1-329 UUAA.G.CAGGAC.AGA...UAGUGCC..ACAGAAAUAA..ACCGCC...
+AF296037.1/1-343 .......GGUCAG.GGA...AAGUGCA..ACAGAAAGCAG.ACCGCC...
+AF296058.1/1-334 .......CUCGCG.GGA...AAGUGCC..ACAGAGAACAG.ACCGCC...
+AF296027.1/1-338 .......ACCUAU.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296051.1/1-334 ...C.G.GGAGAC.AGA...AAGUGCC..ACAGAAAACAA.ACUACU...
+U28101.1/1-327 .......CCCGCG.GGA..AUAGUGCA..ACAGAGAGUAA.ACCGCC...
+AF296039.1/1-393 .......GGCCAG.GGA...AAGUGCA..ACAGAGAGUAG.ACCGCC...
+AF295993.1/1-289 .......GCCCAU.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+AF296012.1/1-290 .......GCCCAC.GGC...AAGUGCA..ACAGAAAGUAU.ACCGCC...
+AF296052.1/1-316 .......CCCCGA.GGA...AAGUGCC..ACAGAAAACAG.ACCGCC...
+AF296001.1/1-304 .......GCCUAC.GGA...AAGUGCA..ACAGAAAAUAU.ACCGCC...
+AF296055.1/1-421 .......GCCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296059.1/1-357 .......GGUUCG.GGA...AAGUGCA..ACAGAGAACAG.ACCGCC...
+U28080.1/1-313 ...G.C.UGUGAC.GGA...AAGUGCC..ACAGAAAACAA.ACCGCC...
+U28116.1/1-350 .......CCCUAA.GGA...AAGUGCA..ACAGAAAAUAU.ACCGCCGCC
+AF296004.1/1-335 .......GCCCAC.GGA...AAGUGCC..GCAGAAAGCAA.ACCGCC...
+AF296029.1/1-335 .......CAGGAA.GGA...AAGUGCC..ACAGAAAGGAG.ACCGCC...
+AF296028.1/1-330 .......CCCCAG.GGA...AAGUGCC..ACAGAGAGUAG.ACCGCC...
+AF296047.1/1-318 .......GCCCAC.GGA...AAGUGCA..ACAGAGAGCAG.ACCGCC...
+AF296070.1/1-302 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF295998.1/1-302 ........CCCAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+U28127.1/1-285 .......CUCCAG.GGA...AAGUGCA..ACAGAAAUAU..ACCGCC...
+AF296044.1/1-290 .......GCCUAC.GGA...AAGUGCA..GCAGAAAAUAA.ACCGCC...
+AF296045.1/1-323 ...U.G.UUCCAG.CGC...CAGUGCA..ACAGAAAAUAU.ACCGCC...
+AF296018.1/1-298 .......ACCUAC.GAC...CAGUGCA..ACAGAGAGCAA.ACCGCC...
+AF296011.1/1-335 .......GCCCAC.GGA...AAGUGCC..ACAGAAAAUAU.ACCGCC...
+#=GC SS_cons ...>.>.>>>>.>.<<......<<<<<...............<<<<<<<<
+
+BX248358.1/328133-327709 .............................UA...................
+AF110051.1/1-289 .............................AA...................
+AF110049.1/1-307 .............................GG...................
+AF110050.1/1-307 .............................GG...................
+U64884.1/1-325 .............................UC...................
+AF110048.1/1-309 ...........................AGCG...................
+AF110047.1/1-310 ...........................AGCG...................
+AF110052.1/1-312 .............................CA...................
+AF110046.1/1-310 ...........................AGCG...................
+AF110037.1/1-266 .............................GC...................
+AF110036.1/1-281 .............................GC...................
+AF110044.1/1-266 .............................GC...................
+AF110039.1/1-307 .............................UCC.................C
+AF110042.1/1-278 .............................UC...................
+AF110041.1/1-292 .............................CC...................
+AF110038.1/1-326 .............................GC...................
+AF110045.1/1-308 ...........................AGCG...................
+AF110040.1/1-273 .............................UC...................
+AF110056.1/1-326 ............................GCU...................
+AF110054.1/1-306 .............................CC...................
+AF110053.1/1-305 .............................CC...................
+AF110055.1/1-272 .............................CC...................
+AF012803.1/1-337 .............................CG...................
+AF012807.1/1-341 .............................CG...................
+AF012805.1/1-341 .............................CG...................
+AF012792.1/1-339 .............................CG...................
+AF012804.1/1-339 .............................CG...................
+AF012798.1/1-339 .............................CG...................
+AF012801.1/1-340 .............................CG...................
+AF012799.1/1-340 .............................CG...................
+AF056388.1/1-332 ..........................UAAGC...................
+AE016931.1/133770-134130 .............................GC...................
+AE017175.1/112368-111971 ..........................AUUUU...................
+L25705.1/1-330 .............................UU...................
+U28104.1/1-304 .............................AC...................
+U28108.1/1-339 .............................UU...................
+U28079.1/1-347 ............................AUG...................
+U28092.1/1-318 .............................UU...................
+U28095.1/1-295 .............................UU...................
+AE002336.2/7220-7614 .............................AU...................
+AE001313.1/3291-3698 .............................AU...................
+AJ310737.1/16-366 .............................AU...................
+AE002183.2/10502-10097 .............................AU...................
+AF056378.1/1-333 .............................AU...................
+AJ012179.2/7-312 .............................AA...................
+L25704.1/3-383 .............................CC...................
+L25703.1/209-594 .............................CC...................
+AF056377.1/1-328 .............................GG...................
+AF056380.1/1-328 .............................GG...................
+X97391.1/1-342 ...........................GAUG...................
+AJ272222.1/1-305 ...........................GAUG...................
+X97393.1/1-299 .............................AG...................
+AF056387.1/1-312 ...........................GAUG...................
+X97392.1/1-315 ...........................GAUG...................
+X65648.1/159-615 .............................AA...................
+X97395.1/1-391 .............................AA...................
+X65649.1/118-584 .............................AA...................
+X97397.1/1-359 .............................CU...................
+X73135.1/41-490 .............................UA...................
+X97396.1/1-359 ...........................UUUU...................
+AJ272219.1/1-333 ...........................UAAU...................
+AJ272225.1/1-308 ...........................UAAU...................
+AJ272226.1/1-308 ...........................UAAU...................
+AJ272220.1/1-334 ...........................UAAU...................
+AE017166.1/105041-105427 .............................GA...................
+AJ272218.1/1-333 ...........................UAAU...................
+AJ272223.1/1-307 ...........................UAAU...................
+AJ272221.1/1-323 ...........................UAAC...................
+AJ272224.1/1-311 ...........................UAAU...................
+Y16812.1/5-485 .............................CU...................
+U28093.1/1-294 .............................GG...................
+U28099.1/1-297 .............................AG...................
+AE001942.1/5499-5945 .............................AC...................
+X60463.1/375-755 .............................AG...................
+Z15006.1/117-498 .............................AG...................
+AE007642.1/7926-8270 .............................AU...................
+U64879.1/1-302 .............................AG...................
+U64880.1/1-331 .............................UG...................
+AF295980.1/1-285 .............................A....................
+AF296042.1/1-327 .............................CG...................
+AF296041.1/1-327 .............................CG...................
+AF056385.1/1-376 .............................GC...................
+AF056384.1/1-320 .............................GG...................
+U28114.1/1-344 .............................GC...................
+U28085.1/1-384 ..........................UAAGG...................
+U28112.1/1-339 .............................UC...................
+U28087.1/1-340 ...........................UCCG...................
+M59354.1/1-402 .............................AU...................
+M59355.1/163-591 .............................GG...................
+AJ235272.1/10905-10521 .............................GA...................
+AE017258.1/184968-184621 .............................UA...................
+U28107.1/1-372 ...........................GAUG...................
+U28094.1/1-332 ...........................GAUG...................
+U28106.1/1-395 ...........................UAUG...................
+U28086.1/1-321 .............................UG...................
+U28103.1/1-323 .............................CG...................
+U28117.1/1-347 .............................CC...................
+U28081.1/1-319 .............................UG...................
+U28109.1/1-327 .............................CC...................
+U28110.1/1-342 ...........................GAUC...................
+U28102.1/1-355 .............................UU...................
+U28105.1/1-352 ...........................GAUG...................
+BX640434.1/240958-240545 .............................CA...................
+M59353.1/255-595 .............................CC...................
+AF056386.1/1-275 .............................CA...................
+AE002562.1/3043-2684 ...........................GAUG...................
+AL162752.2/213352-212993 ...........................GAUG...................
+BX321865.1/54528-54812 ..................................................
+U28091.1/1-281 ..................................................
+U28098.1/1-281 .............................CC...................
+U28130.1/1-312 .............................UC...................
+M59357.1/212-571 .............................CG...................
+AF056383.1/1-336 .............................CG...................
+AL139075.2/199352-199035 .............................AC...................
+AF181879.1/575-891 .............................UU...................
+AE015478.1/3276-3629 .............................AU...................
+M59356.1/53-421 ..........................GACCC...................
+AF160199.1/1-304 ...........................GAUG...................
+AF084931.1/10-309 ...........................GAUG...................
+AP001118.1/93360-92985 .............................UA...................
+AE005541.1/4151-3775 ...........................GAUG...................
+AF211853.1/1-377 ...........................GAUG...................
+M33657.1/1-383 ...........................GAUG...................
+AF295985.1/1-303 ...........................GAUG...................
+AF084930.1/10-310 ...........................GAUG...................
+AF295984.1/1-301 ...........................GAUG...................
+AE016844.1/252680-252307 ...........................GAUG...................
+AF295986.1/1-303 ...........................GAUG...................
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+AF296011.1/1-335 ..................................................
+#=GC SS_cons >>>>>>>>.............>>>>>>>.>.>>>......>..>>.>>..
+
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+AF296039.1/1-393 ..G...C.G...C.G.U...GGCAAGG.GUGAAAC.GGUG..........
+AF295993.1/1-289 ............G.C.U...GGUAAGG.GUGAAAU.GGUG..........
+AF296012.1/1-290 ............G.C.C...GGUAAGG.GUGAAAU.GGUG..........
+AF296052.1/1-316 ..G...G.C...G.C.G...GGUAAGG.GUGAAAC.GGUG..........
+AF296001.1/1-304 ..A...A.U..GG.C.G...GGUAAGG.GUGAAAU.GGUG..........
+AF296055.1/1-421 GUG...G.G..AU.C.A...GGUAAGG.GUGAAAG.GGUG..........
+AF296059.1/1-357 ..C...G.G...C.G.A...GGUAAGG.GUGAAAC.GGUG..........
+U28080.1/1-313 ......G.U...A.C.U...GGUAAGG.GUGAAAU.GGUG..........
+U28116.1/1-350 ..U...C.U...G.C.C...GGUAAGG.GUGAAAU.GGUG..........
+AF296004.1/1-335 ..U...G.G...C.G.GA.CGGUAAGG.GUGAAAG.GGUG..........
+AF296029.1/1-335 ..G...G.A...U.G.G...GGUAAGG.GUGAAAG.GGUG..........
+AF296028.1/1-330 ..G..UG.G...C.G.U...GGUAAGG.GUGAAAG.GGUG..........
+AF296047.1/1-318 ..C...C.G...G.C.A...GGUAAGG.GUGAAAC.GGUG..........
+AF296070.1/1-302 ..G...G.G..AU.C.A...GGUAAGG.GUGAAAG.GGUG..........
+AF295998.1/1-302 ..G...G.G..AU.C.A...GGUAAGG.GUGAAAG.GGUG..........
+U28127.1/1-285 ..............G.C...GGUAAGG.GUGGAAA.GGUG..........
+AF296044.1/1-290 ..............G.A...GGUAAGG.GUGAAAU.GGUG..........
+AF296045.1/1-323 ........G...U.C.C...GGUAAGG.GUGAAAU.GGCG..........
+AF296018.1/1-298 ..G...G.G..AU.C.A...GGUAAGG.GUGAAAG.GGUG..........
+AF296011.1/1-335 ............G.U.U...GGUAAGA.AUAAAAU.AAUG..........
+#=GC SS_cons ..>...>.>...>.>.>...>>>..>>.........<<<<<.<<<<....
+
+BX248358.1/328133-327709 .........................CGGUAAGAGCG.CACCAGCGA.GGU
+AF110051.1/1-289 .........................GUGUAAGAGAC.CACCAGCGC.GCC
+AF110049.1/1-307 .........................GUGUAAGAGAC.CACCAGCGC.UCC
+AF110050.1/1-307 .........................GUGUAAGAGAC.CACCAGCGC.UCC
+U64884.1/1-325 .........................GUGUAAGAGAC.CACCAGCGG.CCC
+AF110048.1/1-309 .........................AGGUAAGAGCU.CACCAGCGC.UCC
+AF110047.1/1-310 .........................AGGUAAGAGCU.CACCAGCGA.CGU
+AF110052.1/1-312 .........................GUGCAAGAGAC.CACCAGCAC.CCC
+AF110046.1/1-310 .........................GUGUAAGAGAC.CACCAGCUC.CCC
+AF110037.1/1-266 .........................GGGUAAGAGCC.CACCAGUCC.UCG
+AF110036.1/1-281 .........................GGGUAAGAGCC.CACCAGUCC.UCG
+AF110044.1/1-266 .........................GGGUAAGAGCC.CACCAGUCC.UCG
+AF110039.1/1-307 .........................GAGCAAGAGAC.CACCAGCAU.GCC
+AF110042.1/1-278 .........................GGGCAAGAGCC.CACCAGUGC.GCC
+AF110041.1/1-292 .........................GUGUAAGAGAC.CACCAGCGA.CCG
+AF110038.1/1-326 .........................GUGUAAGAGAC.CACCAGCGU.GUC
+AF110045.1/1-308 .........................GUGUAAGAGAC.CACCAGCUC.CGC
+AF110040.1/1-273 .........................GGGCAAGAGCC.CACCAGUGC.GCC
+AF110056.1/1-326 .........................GUGUAAGAGAC.CACCAGCGU.GCC
+AF110054.1/1-306 .........................GUGUAAGAGAC.CACCAGCAU.CCC
+AF110053.1/1-305 .........................GUGUAAGAGAC.CACCAGCAU.CCC
+AF110055.1/1-272 .........................GUGUAAGAGAC.CACCGGCAC.CGU
+AF012803.1/1-337 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012807.1/1-341 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012805.1/1-341 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012792.1/1-339 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012804.1/1-339 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012798.1/1-339 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012801.1/1-340 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF012799.1/1-340 .........................GUGUAAGAGAC.CACCAGCGC.CUC
+AF056388.1/1-332 .........................CGGUAAGAGCG.CACCGGCAG.CGU
+AE016931.1/133770-134130 .........................GGGUAAGAGCC.UACCAGCAG.CAU
+AE017175.1/112368-111971 .........................GGGUAAGAGCC.UACCGGAUG.CAG
+L25705.1/1-330 .........................AGGUAAGAGCU.CACGGUAUU.GCA
+U28104.1/1-304 .........................GGGUAAGAGCC.UACC.GUAG.CGG
+U28108.1/1-339 .........................AGGUAAGAGCU.CACGUCCCG.AUA
+U28079.1/1-347 .........................AGGUAAGAGCU.CACC.GGCC.UGG
+U28092.1/1-318 .........................GAGUAAGAGCC.CACCAGUUG.CGU
+U28095.1/1-295 .........................AGGUAAGAGCU.CACGGUUGU.UAU
+AE002336.2/7220-7614 .........................ACUUUAGGAGU.AGGA.GCUG.CUA
+AE001313.1/3291-3698 .........................ACUUUAGGAGU.AAGA.GCUG.CUA
+AJ310737.1/16-366 .........................AUUUUAAGAAU.AGGA.GCUA.UUA
+AE002183.2/10502-10097 .........................ACUUUAGGAGU.AGGA.GCCA.UUA
+AF056378.1/1-333 .........................AUUUUAAGAAU.AGGA.GCUA.UUA
+AJ012179.2/7-312 .........................GCUUUAGGAGC.AUGG.CCUU.AUC
+L25704.1/3-383 .........................GUGUAAGAGAC.CACCAGGCA.GGU
+L25703.1/209-594 .........................GUGUAAGAGAC.CACCAGGUG.CGU
+AF056377.1/1-328 .........................GAGUAAGUGCC.CACC.GCGU.CAU
+AF056380.1/1-328 .........................GGGUAAGAGCC.CACC.GCGU.CAU
+X97391.1/1-342 .........................CGGUAAGAGCG.CACCAGCAG.CAU
+AJ272222.1/1-305 .........................CGGUAAGAGCG.CACCAGCAG.CAU
+X97393.1/1-299 .........................CGGUAAGAGCGUCACCAGCAG.AGU
+AF056387.1/1-312 .........................CGGUAAGAGCG.CACCAGCAA.CAU
+X97392.1/1-315 .........................CGGUAAGAGCG.CACCAGCAA.CAU
+X65648.1/159-615 .........................CGGUAAGAGCG.CACCAGCAG.UAU
+X97395.1/1-391 .........................CGGUAAGAGCG.CACCAGCAG.UAU
+X65649.1/118-584 .........................CGGUAAGAGCG.CACCAGCAA.CGU
+X97397.1/1-359 .........................CGGUAAGAGCG.CACCAGCAG.UGU
+X73135.1/41-490 .........................UGUUAAGAGCG.CACCAGCAG.GGU
+X97396.1/1-359 .........................GGGUAAGAGCC.CACCAGCAG.UAU
+AJ272219.1/1-333 .........................CGGUAAGAGCG.CACCAGCAG.CAU
+AJ272225.1/1-308 .........................UGGUAAGAGCG.CACCAGCAA.CAU
+AJ272226.1/1-308 .........................CGGUAAGAGCG.CACCAGCAA.CAU
+AJ272220.1/1-334 .........................CGGUAAGAGCG.CACCAGCAG.CAU
+AE017166.1/105041-105427 .........................CGGUAAGAGCG.CACCAGCAG.UAU
+AJ272218.1/1-333 .........................CGGUAAGAGCG.CACCAGCAG.CAU
+AJ272223.1/1-307 .........................CGGUAAGAGCG.CACCAGCAA.CAU
+AJ272221.1/1-323 .........................CGGUAAGAGCG.CACCAGCAG.CAU
+AJ272224.1/1-311 .........................UGGUAAGAGCG.CACCAGCAA.CAU
+Y16812.1/5-485 .........................CGGUAAGAGCG.CACCAGCAG.UAU
+U28093.1/1-294 .........................CGGUAAAAGCGUCACCAGCGG.AGU
+U28099.1/1-297 .........................CGGUAAGAGCGUCACCAGCAA.GGU
+AE001942.1/5499-5945 .........................CGGUAAGAGCG.CACCAGGUU.CCC
+X60463.1/375-755 .........................GGGUAAGAGCC.CACCGCCUG.GCC
+Z15006.1/117-498 .........................GGGUAAGAGCC.CACCGCCUG.GCC
+AE007642.1/7926-8270 .........................AGGUAAGAGCU.CACCAGCGC.AUU
+U64879.1/1-302 .........................AGGUAAGAGCU.CACCAGCGU.AUA
+U64880.1/1-331 .........................AGGUAAGAGCU.CACCAGCAG.CUA
+AF295980.1/1-285 .........................GUGUAAGAGAC.CACCAGUUC.UUU
+AF296042.1/1-327 .........................AGGUAAGAGCU.CACC.GCGG.ACC
+AF296041.1/1-327 .........................AGGUAAGAGCU.CACC.GCGG.ACC
+AF056385.1/1-376 .........................CGGUAAGAGCG.CACCAGCAG.UCG
+AF056384.1/1-320 .........................CGGUAAGAGCG.CACCAGCAG.ACC
+U28114.1/1-344 .........................CGGUAAGAGCG.CACCAGCAG.CCA
+U28085.1/1-384 .........................CGGUAAGAGCG.CACCAGCAG.GCG
+U28112.1/1-339 .........................CGGUAAGAGCG.CACCAGCGG.CGG
+U28087.1/1-340 .........................CGGUAAGAGCG.CACCAGCCG.GCG
+M59354.1/1-402 .........................GGGUAAGAGCC.CACC.GCGC.CGC
+M59355.1/163-591 .........................CGGUAAGAGCG.CACC.GCCU.GCC
+AJ235272.1/10905-10521 .........................UGGUAAGAGCA.CACC.GGUA.AGU
+AE017258.1/184968-184621 .........................UGGUAAGAGCA.CACC.AUGG.CAA
+U28107.1/1-372 .........................CGGUAAGGGCG.CACC.GGGG.GGC
+U28094.1/1-332 .........................CGGCAAGAGCG.CACC.GCGC.AGC
+U28106.1/1-395 .........................CGGCAAGAGCG.CACC.GCGC.GAU
+U28086.1/1-321 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+U28103.1/1-323 .........................CGGUAAGAGCG.CACC.GCGU.UCU
+U28117.1/1-347 .........................GGGUAAGAGCC.CACC.GCGG.ACC
+U28081.1/1-319 .........................CGGCAAGAGCG.CACC.GCGC.GGC
+U28109.1/1-327 .........................CGGCAAGAGCG.CACC.GCGC.GGC
+U28110.1/1-342 .........................CGGCAAGAGCG.CACC.GCGC.GAC
+U28102.1/1-355 .........................CGGUAAGAGCG.CACC.GCGU.UUC
+U28105.1/1-352 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+BX640434.1/240958-240545 ..................................................
+M59353.1/255-595 ..................................................
+AF056386.1/1-275 ..................................................
+AE002562.1/3043-2684 .........................CGGUAAGGGCG.CACC.GCGC.AUU
+AL162752.2/213352-212993 .........................CGGUAAGGGCG.CACC.GCGC.AUU
+BX321865.1/54528-54812 ..................................................
+U28091.1/1-281 ..................................................
+U28098.1/1-281 ..................................................
+U28130.1/1-312 ..................................................
+M59357.1/212-571 .........................GUGUAAGAGAC.CACCAGAUG.CCG
+AF056383.1/1-336 .........................CGGUAAGAGCG.CACC.GCGU.CCG
+AL139075.2/199352-199035 .........................GGGUAAAAGCC.CACCAGCGA.UUU
+AF181879.1/575-891 .........................GGGUAAGAGCC.CACC.AGAG.CUA
+AE015478.1/3276-3629 .........................CGGUAAGAGCG.CACC.GUGC.GGC
+M59356.1/53-421 .........................CGGUAAGAGCG.CACC.GCGC.UGG
+AF160199.1/1-304 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF084931.1/10-309 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AP001118.1/93360-92985 .........................UGGUAAGAGCA.CACC.GCAU.AAU
+AE005541.1/4151-3775 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF211853.1/1-377 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+M33657.1/1-383 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF295985.1/1-303 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AF084930.1/10-310 .........................CGGUAAGAGCG.CACC.GCAC.AGC
+AF295984.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AE016844.1/252680-252307 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF295986.1/1-303 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AE013612.1/1854-1478 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF295983.1/1-297 .........................CGGUAAGAGCG.CACC.GCGU.GCG
+U32841.1/440-64 .........................CGGUAAGAGCG.CACC.GUGC.CGU
+AF160198.1/1-296 .........................CGGUAAGAGCG.CACC.GCAC.GUC
+M19024.1/1-354 .........................CGGUAAGAGCG.CACC.GCAC.GAC
+AE003942.1/8714-9072 .........................CGGUAAGAGCG.CACC.GCGA.GUU
+U28121.1/1-293 .........................CGGUAAGAGCG.CACC.GCAC.GAC
+U28125.1/1-311 .........................CGGUAAGAGCG.CACC.GCAU.GAC
+U28124.1/1-293 .........................CGGUAAGAGCG.CACC.GCAC.GAC
+U28123.1/1-318 .........................CGGUAAGAGCG.CACC.GCGU.GGC
+U28084.1/1-331 .........................CGGUAAGAGCG.CACC.GCGC.CGG
+U28090.1/1-293 .........................CGGUAAGAGCG.CACC.GCAC.GAC
+U28126.1/1-293 .........................CGGUAAGAGCG.CACC.GCAC.GUC
+U28122.1/1-293 .........................CGGUAAGAGCG.CACC.GCAC.GAC
+U28089.1/1-303 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+U28129.1/1-356 GGAGCCGCCGGGGGGAACCCCGGCGCGGUAAGAGCG.CACC.GCGG.ACG
+U28100.1/1-299 .........................GAGUAAGAGCC.CACC.GCGG.ACG
+U28097.1/1-303 .........................CGGUAAGAGCG.CACC.GUGC.AUU
+U28111.1/1-306 .........................CGGUAAGAGCG.CACC.GCUC.CAG
+U28082.1/1-411 .........................AGGUAAGAGCU.CACC.GCGC.UGG
+U28113.1/1-312 .........................CGGUAAGAGCG.CACG.GCCG.UCC
+AF056381.1/1-336 .........................GGGUAAGAGCC.CACC.UUCG.AUU
+AF056382.1/1-336 .........................GGGUAAGAGCC.CACC.UUCG.AUU
+AF056376.1/1-285 .........................AGGUAAGAGCU.CACC.GCUU.AUU
+AE001171.1/8189-8540 .........................AGGUAAGAGCU.CACC.GCUU.AUU
+AE001226.1/9-348 .........................AGGUAAGAGCU.CACC.GCGU.UUU
+AF295981.1/1-332 .........................GGGUAAGAGCC.CACCGCACC.AGG
+M64709.1/421-758 .........................GGGUAAGAGCC.CACCAGCGU.CGG
+AF296043.1/1-364 .........................AGGUAAGAGCU.CACC.GCUC.CGA
+AF296064.1/1-342 .........................GGGUAAGAGCC.CACC.GUUC.CGA
+AF296046.1/1-290 .........................CGGUAAGAGCG.CACC.GCGC.GAG
+U28083.1/1-351 .........................CGGUAAGAGCG.CACC.GCUU.CUC
+AF296005.1/1-303 .........................CGGUAAGAACG.CACC.GCGC.GAC
+AF296034.1/1-348 .........................GGGUAAGAGCC.UACC.GCUC.CGC
+AF296003.1/1-312 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF295999.1/1-300 .........................CGGUAAGAGCG.CACC.GCGC.AGG
+AF295990.1/1-293 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AF296054.1/1-354 .........................CGGUAAGAGCG.CACC.GCGU.UUC
+U28118.1/1-313 .........................GGGUAAGAGCC.CACC.GCGU.CAC
+AF296014.1/1-328 .........................CGGUAAGAGCG.CACC.GCGU.CGG
+AF296013.1/1-294 .........................CGGUAAGAGCG.CACC.GCGC.ACC
+AF296056.1/1-348 .........................GGGUAAGAGCC.CACC.GGCC.GGC
+AF296008.1/1-290 .........................CGGUAAGAGCG.CACC.GCGC.ACG
+AF296035.1/1-332 .........................AGGUAAGAGCU.CACC.GCUU.CUG
+U28115.1/1-298 .........................GUGUAAGAGAC.CACCAGCUU.CGU
+AF296002.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+U28119.1/1-349 .........................GGGUAAGGGCC.CACC.GGCU.CCG
+AF295992.1/1-307 .........................CGGUAAGAGCG.CACC.GCGC.GGG
+AF296061.1/1-357 .........................AGGUAAGAGCU.CACC.GGUU.UGA
+AF295994.1/1-311 .........................CGGUAAGAGCG.CACC.GCGC.CGC
+AF296015.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296009.1/1-310 .........................CGGUAAGAGCG.CACC.GCGU.GAC
+AF296010.1/1-289 .........................CGGUAAGAGCG.CACC.GCGC.UGC
+AF296020.1/1-302 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AF296069.1/1-311 .........................CGGUAAGAGCG.CACC.GCAU.GGC
+AF296023.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296031.1/1-331 .........................AGGUAAGAGCU.CACCAGUUC.UGG
+AF295996.1/1-294 .........................CGGUAAGAGCG.CACC.GCGC.CGG
+AF296030.1/1-331 .........................AGGUAAGAGCU.CACCAGUGU.CGG
+U28128.1/1-359 .........................AGGUAAGAGCU.CACCAGCGG.CAU
+AF295995.1/1-321 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296022.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296063.1/1-293 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+U28120.1/1-381 .........................GGGUAAGAGCC.CACCAGCAC.GAC
+AF296033.1/1-326 .........................GGGUAAGAGCC.CACCAGUGC.CCC
+AF295991.1/1-340 .........................CGGUAAGAGCG.CACC.GCGU.CUU
+AF296049.1/1-292 .........................CGGUAAGAGCG.CACC.GCAU.GGC
+AF296000.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AF296062.1/1-368 .........................CGGUAAGAGCG.CACCAGGCU.CCC
+AF296021.1/1-305 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296053.1/1-376 .........................GGGUAAGAGCC.CACC.GCGC.CGC
+AF296048.1/1-341 .........................AGGUAAGAGCU.CACCAGUAU.CCC
+AF296050.1/1-379 .........................AGGUAAGAGCU.CACCAGCAG.GCC
+AF296038.1/1-392 .........................CGGUAAGAGCG.CACCAGCGA.UCG
+AF296032.1/1-335 .........................AUGUAAGAGCU.CACCAGUCU.CGC
+AF296016.1/1-301 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296026.1/1-290 .........................GGGUAAGAGCC.CACCAGUGC.UUA
+AF295997.1/1-291 .........................CGGUAAGAGCG.CACC.GCGC.ACG
+AF296071.1/1-389 .........................CGGUAAGAGCG.CACCAGCAA.CCC
+AF296036.1/1-329 .........................AGGUAAGAGCU.CACC.GGUC.AAC
+AF296037.1/1-343 .........................CGGCAAGAGCG.CACCAGCGG.UCG
+AF296058.1/1-334 .........................GUGUAAGAGAC.CACCAGCGG.GCU
+AF296027.1/1-338 .........................CGGUAAGAGCG.CACC.GCGC.UGC
+AF296051.1/1-334 .........................GGGUAAGAGCC.CACC.GGUCUUGA
+U28101.1/1-327 .........................GUGUAAGAGAC.CACCAGCAU.UGC
+AF296039.1/1-393 .........................CGGUAAGAGCG.CACCAGCGA.UCG
+AF295993.1/1-289 .........................CGGUAAGAGCG.CACC.GCGC.AAC
+AF296012.1/1-290 .........................CGGUAAGAGCG.CACC.GCGC.UGC
+AF296052.1/1-316 .........................GGGUAAGAGCC.CACC.GCGC.AGA
+AF296001.1/1-304 .........................CGGUAAGAGCG.CACC.GCGC.ACG
+AF296055.1/1-421 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF296059.1/1-357 .........................AGGUAAGAGCU.CACCAGCGG.GUC
+U28080.1/1-313 .........................GGGUAAGAGCC.CACC.GCGU.CAC
+U28116.1/1-350 .........................AGGUAAGAGCU.CACCAGUCC.CGU
+AF296004.1/1-335 .........................CGGUAAGAGCG.CACC.GCGC.AUC
+AF296029.1/1-335 .........................AGAUAAGAGCU.CACCAGUCC.AGC
+AF296028.1/1-330 .........................AGGCAAGAGCU.CACCAGUGC.CGG
+AF296047.1/1-318 .........................CGGUAAGAGCG.CACC.GCGU.CGG
+AF296070.1/1-302 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+AF295998.1/1-302 .........................CGGUAAGAGCG.CACC.GCGC.GGC
+U28127.1/1-285 .........................GUGUAAGAGAC.CACC.GCCC.UUC
+AF296044.1/1-290 .........................CGGUAAGAGCG.CACCGCGUG.UUC
+AF296045.1/1-323 .........................GGUUAAGAGCC.CACCGGCAG.GCU
+AF296018.1/1-298 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+AF296011.1/1-335 .........................CGGUAAGAGCG.CACC.GCGC.GAC
+#=GC SS_cons >>>>><<<<<<<<....>>>>>>>><<.......>>.>>>><<<<<.<<<
+
+BX248358.1/328133-327709 AGGU............................GACUA.CC..UCG..GCU
+AF110051.1/1-289 AGGU............................GACUG.GA..GCG..GCU
+AF110049.1/1-307 AGGU............................GACUG.GA..GCG..GCU
+AF110050.1/1-307 GGGC............................GACCG.GA..GCG..GCU
+U64884.1/1-325 CGGU............................GACGG.GG..CCG..GCU
+AF110048.1/1-309 GGGU............................GACCG.GG..GCG..GCU
+AF110047.1/1-310 CGGC............................GACGG.CG..UCG..GCU
+AF110052.1/1-312 CGGU............................GACGG.GG..GUG..GCU
+AF110046.1/1-310 AGGU............................GACUG.GG..GAG..GCU
+AF110037.1/1-266 UGGU............................GACAC.GA..GGA..GCU
+AF110036.1/1-281 UGGU............................GACAC.GA..GGA..GCU
+AF110044.1/1-266 UGGU............................GACAC.GA..GGA..GCU
+AF110039.1/1-307 GGGC............................GACCG.GC..GUG..GCU
+AF110042.1/1-278 GGGU............................GACCG.GC..GCA..GCU
+AF110041.1/1-292 GGGC............................GACCC.GG..CCG..GCU
+AF110038.1/1-326 GGGU............................GACCG.GG..GCG..GCU
+AF110045.1/1-308 AGGU............................GACUG.CG..GAG..GCU
+AF110040.1/1-273 GGGU............................GACCG.GC..GCA..GCU
+AF110056.1/1-326 GGGU............................GACCG.GG..GCG..GCU
+AF110054.1/1-306 GGGU............................GACCG.GG..AUG..GCU
+AF110053.1/1-305 GGGU............................GACCG.GG..AUG..GCU
+AF110055.1/1-272 GAGC............................GAUCA.CG..GUG..GCC
+AF012803.1/1-337 GGGU............................GACCG.GG..GCG..GCU
+AF012807.1/1-341 GGGU............................GACCG.GG..GCG..GCU
+AF012805.1/1-341 GGGU............................GACCG.GG..GCG..GCU
+AF012792.1/1-339 GGGU............................GACCG.GG..GCG..GCU
+AF012804.1/1-339 GGGU............................GACCG.GG..GCG..GCU
+AF012798.1/1-339 GGGU............................GACCG.GG..GCG..GCU
+AF012801.1/1-340 GGGU............................GACCG.GG..GCG..GCU
+AF012799.1/1-340 GGGU............................GACCG.GG..GCG..GCU
+AF056388.1/1-332 G.GU............................GA.CA.CG..CUG..GCC
+AE016931.1/133770-134130 G.GU............................GA.CA.UG..UGG..GCU
+AE017175.1/112368-111971 CGGU............................GACGC.UG..CAU..GCC
+L25705.1/1-330 UGGC............................GACAU.GG..AUU...AC
+U28104.1/1-304 CCGU............................AAUUC.CG..CUA..GC.
+U28108.1/1-339 UGGU............................GACAU.AU..CGG...GA
+U28079.1/1-347 UGGU............................GACAU.CA..GGC..GC.
+U28092.1/1-318 G.GU............................GA.CA.CGGUUAA..GCU
+U28095.1/1-295 CGGU............................AACGG.UA..GCA...AC
+AE002336.2/7220-7614 GGGA............................GACCU.GG..UAG..AC.
+AE001313.1/3291-3698 GGGA............................GACCU.AG..CAG..AC.
+AJ310737.1/16-366 AGGU............................GACUU.AG..UAG..AC.
+AE002183.2/10502-10097 AGGU............................GACUU.AA..UAG..GC.
+AF056378.1/1-333 AGGU............................GACUUAGG..UAG..AC.
+AJ012179.2/7-312 UAGA............................GAAAU.UU..AGA.AAG.
+L25704.1/3-383 CAGC............................AAUGC.CC..UGC..GCU
+L25703.1/209-594 CAGC............................AAUGC.CG..UAC..GCU
+AF056377.1/1-328 CGGU............................GACGG.UG..ACG..GC.
+AF056380.1/1-328 CGGU............................GACGG.UG..ACG..GC.
+X97391.1/1-342 C.GA............................GA.GG.UG..CUG..GCU
+AJ272222.1/1-305 C.GA............................GA.GG.UG..CUG..GCU
+X97393.1/1-299 C.GA............................GA.GG.CU..CUG..GCU
+AF056387.1/1-312 C.GA............................GA.GG.UG..UUG..GCU
+X97392.1/1-315 C.GA............................GA.GG.UG..UUG..GCU
+X65648.1/159-615 C.GA............................GA.GG.UA..CUG..GCU
+X97395.1/1-391 C.GA............................GA.GG.UA..CUG..GCU
+X65649.1/118-584 C.GA............................GA.GG.CG..UUG..GCU
+X97397.1/1-359 C.GU............................GA.GG.CA..CUG..GCU
+X73135.1/41-490 C.GU............................GA.GG.CU..CUG..GCU
+X97396.1/1-359 C.GA............................GA.GG.UA..CUG..GCU
+AJ272219.1/1-333 C.GA............................GA.GG.UG..CUG..GCU
+AJ272225.1/1-308 U.GA............................GA.AG.UG..UUG..GCU
+AJ272226.1/1-308 U.GA............................GA.AG.UG..UUG..GCU
+AJ272220.1/1-334 C.GA............................GA.GG.UG..CUG..GCU
+AE017166.1/105041-105427 C.GA............................GA.GG.UA..CUG..GCU
+AJ272218.1/1-333 C.GA............................GA.GG.UG..CUG..GCU
+AJ272223.1/1-307 U.GA............................GA.AG.UG..UUG..GCU
+AJ272221.1/1-323 C.GA............................GA.GG.UG..CUG..GCU
+AJ272224.1/1-311 U.GA............................GA.AG.UG..UUG..GCU
+Y16812.1/5-485 C.GA............................GA.GG.UG..CUG..GCU
+U28093.1/1-294 C.GA............................GA.GG.CU..CCG..GCU
+U28099.1/1-297 C.GG............................GA.GG.CC..UUG..GCU
+AE001942.1/5499-5945 GGGA............................GACCG.GG..AGC.GUCU
+X60463.1/375-755 UGGC............................AACAG.GC..CGG..GGC
+Z15006.1/117-498 UGGC............................AACAG.GC..UGG..GGC
+AE007642.1/7926-8270 G.GC............................GA.CU.UU..GCG..GCU
+U64879.1/1-302 G.GU............................GA.CU.AU..ACG..GCU
+U64880.1/1-331 G.GC............................GA.CU.AG..CUG..GCU
+AF295980.1/1-285 AGGA............................AACUA.AA..GAA..GCU
+AF296042.1/1-327 UGGU............................GACAG.GG..ACG..GC.
+AF296041.1/1-327 UGGU............................GACAG.GG..ACG..GC.
+AF056385.1/1-376 AGGC............................GACUC.GG..CUG..GCU
+AF056384.1/1-320 GGGU............................GACCG.GU..CUG..GCU
+U28114.1/1-344 AGGU............................GACUU.GA..CUG..GCU
+U28085.1/1-384 AGGU............................GACUC.GC..CUG..GCU
+U28112.1/1-339 G.GU............................GA.CU.CG..CCG..GCU
+U28087.1/1-340 GGGU............................GACCC.GU..CGG...CU
+M59354.1/1-402 UGGU............................GACAG.UG..GUG..GC.
+M59355.1/163-591 CGGC............................AACGG.GG..AGG..GC.
+AJ235272.1/10905-10521 UGGC............................AACAA.GU..UAC..GC.
+AE017258.1/184968-184621 UGGC............................AACAU.UG..GUA..GU.
+U28107.1/1-372 UGGC............................AACAG.CC..ACC..GC.
+U28094.1/1-332 GGGC............................AACCG.AA..GCG..GC.
+U28106.1/1-395 GGGU............................AACCG.GA..GCG..GC.
+U28086.1/1-321 CGGU............................AACGG.UC..GCG..GC.
+U28103.1/1-323 CGGC............................AACGA.GA..GCG..GC.
+U28117.1/1-347 GGGC............................AACCG.GG..ACG..GC.
+U28081.1/1-319 CGGU............................AACGG.UC..GCG..GC.
+U28109.1/1-327 UGGU............................AACAG.GC..GCG..GC.
+U28110.1/1-342 GGGU............................AACCG.AA..GCG..GC.
+U28102.1/1-355 UAGC............................AAUAG.AG..ACG..GC.
+U28105.1/1-352 CGGU............................AACGG.AA..GCG..GC.
+BX640434.1/240958-240545 ..................................................
+M59353.1/255-595 ..................................................
+AF056386.1/1-275 ..................................................
+AE002562.1/3043-2684 UGGU............................AACAAUAU..GCG..GC.
+AL162752.2/213352-212993 UGGU............................AACAAUAU..GCG..GC.
+BX321865.1/54528-54812 ..................................................
+U28091.1/1-281 ..................................................
+U28098.1/1-281 ..................................................
+U28130.1/1-312 ..................................................
+M59357.1/212-571 UGGU............................GACAC.GG..CAU..GCU
+AF056383.1/1-336 GGGU............................GACUC.GG..ACG..GC.
+AL139075.2/199352-199035 UGGU............................AACAA.UU..UCG..GCU
+AF181879.1/575-891 AAGC............................AAUUU.AG..CUU..GU.
+AE015478.1/3276-3629 UAGC............................AAUAGUCC..GUA..GC.
+M59356.1/53-421 UGGC............................AACAU.CA..GUG..GC.
+AF160199.1/1-304 UGGU............................AACAGUCC..GUG..GC.
+AF084931.1/10-309 UGGU............................AACAGUCG..GUG..GC.
+AP001118.1/93360-92985 UGGU............................AACAAUUC..AUG..GC.
+AE005541.1/4151-3775 UGGU............................AACAGUCC..GUG..GC.
+AF211853.1/1-377 UGGU............................AACAGUCC..GUG..GC.
+M33657.1/1-383 UGGU............................AACAGUCC..GCG..GC.
+AF295985.1/1-303 UGGU............................AACAGUUC..GUG..GC.
+AF084930.1/10-310 UGGU............................AACAGUUU..GUG..GC.
+AF295984.1/1-301 UGGC............................AACAGUUC..GUG..GC.
+AE016844.1/252680-252307 UGGU............................AACAGUCC..GUG..GC.
+AF295986.1/1-303 UGGC............................AACAGUUC..GUG..GC.
+AE013612.1/1854-1478 UGGC............................AACAGUUC..GUG..GC.
+AF295983.1/1-297 UGGU............................AACACGUC..AUG..GC.
+U32841.1/440-64 UGGU............................AACAACGU..GCA..GC.
+AF160198.1/1-296 UGGU............................AACAGUUC..GUG..GC.
+M19024.1/1-354 UGGC............................AACAGUUC..GUG..GC.
+AE003942.1/8714-9072 CGGU............................AACGG.AC..CG...GC.
+U28121.1/1-293 UGGC............................AACAGUUC..GUG..GC.
+U28125.1/1-311 UGGU............................AACAGUUC..AUG..GC.
+U28124.1/1-293 UGGC............................AACAGUUC..GUG..GC.
+U28123.1/1-318 UGGC............................AACAGUUC..ACG..GC.
+U28084.1/1-331 UGGC............................AACAUUCG..GCG..GC.
+U28090.1/1-293 UGGC............................AACAGUUC..GUG..GC.
+U28126.1/1-293 UGGU............................AGCAGUUC..GUG..GC.
+U28122.1/1-293 UGGC............................AACAGUUC..GUG..GC.
+U28089.1/1-303 UGGC............................AACAGUUC..GUG..GC.
+U28129.1/1-356 CAGU............................GAUGU.GG..ACG..GC.
+U28100.1/1-299 UGGC............................AACAC.GG..ACG..GC.
+U28097.1/1-303 UGGU............................AACAA.AG..GCGCAGC.
+U28111.1/1-306 CGGC............................AACGUCUG..GAG...U.
+U28082.1/1-411 CGGU............................AACGUUCA..GCG..GC.
+U28113.1/1-312 UGGU............................AACAGUGG..CGG...C.
+AF056381.1/1-336 UCGA............................GAGAG.AU..CGG..GA.
+AF056382.1/1-336 UCGA............................GAGAG.AU..CGG..GA.
+AF056376.1/1-285 UAGU............................GAUAA.AU..AAG..GU.
+AE001171.1/8189-8540 UAGC............................AAUAA.AUACAGG...C.
+AE001226.1/9-348 G.GC............................GA.CA.AA..ACG..GC.
+AF295981.1/1-332 UGGU............................AACAC.CU..GGU..GGC
+M64709.1/421-758 G.GC............................AA.CC.CG..GCG..GCU
+AF296043.1/1-364 CUGA............................AAGGA.AG..GAG..GC.
+AF296064.1/1-342 UGGU............................GACAU.CG..GAA..GC.
+AF296046.1/1-290 UGGU............................AACACUUC..GUG..GC.
+U28083.1/1-351 UGGU............................GACAG.GG..AAG..GC.
+AF296005.1/1-303 UGGU............................AACAGUUC..GCG..GC.
+AF296034.1/1-348 CAGU............................GAUGU.CG..GGG..GC.
+AF296003.1/1-312 UGGU............................AACAGUUC..GCG..GC.
+AF295999.1/1-300 UGGU............................AACACGCU..GCG..GC.
+AF295990.1/1-293 UGGC............................AACGGCUU..GCG..GC.
+AF296054.1/1-354 CGGC............................AACGG.AA..GCG..GC.
+U28118.1/1-313 CGGU............................AACGG.UG..GCG..GC.
+AF296014.1/1-328 UGGU............................AACACUCG..ACG..GC.
+AF296013.1/1-294 UGGU............................AACAGUGU..GUG..GC.
+AF296056.1/1-348 CAGU............................AAUAA.AA..GGC..GC.
+AF296008.1/1-290 UGGU............................AACACGGG..CGG..CG.
+AF296035.1/1-332 CAGU............................GAUGC.AG..UUG..GC.
+U28115.1/1-298 C.GU............................GA.GG.CG..AAG..GCU
+AF296002.1/1-301 UGGC............................AACAGCUU..GCG..GC.
+U28119.1/1-349 CGGU............................AACGC.GG..GGU..GA.
+AF295992.1/1-307 UGGU............................AACACGCC..GCG..GC.
+AF296061.1/1-357 UGGU............................GACAU.CA..GGC..GC.
+AF295994.1/1-311 UGGU............................AACAG.CG..GUG..GC.
+AF296015.1/1-301 UGGU............................AACAGUCC..GUG..GC.
+AF296009.1/1-310 CGGC............................AACAGGCA..CGG..CG.
+AF296010.1/1-289 UGGU............................AACAG.CA..GUG..GC.
+AF296020.1/1-302 UGGC............................AACAGUUC..GUG..GC.
+AF296069.1/1-311 UGGU............................AACAGUUC..GUG..GC.
+AF296023.1/1-301 UGGU............................AACAGUCC..GUG..GC.
+AF296031.1/1-331 CGGU............................GACGU.CA..GAA..GCU
+AF295996.1/1-294 UGGU............................AACAC.CG..GUG..GC.
+AF296030.1/1-331 CGGU............................GACGU.CG..GCA..GCU
+U28128.1/1-359 G.GC............................GAC.U.UG..CCG.GUCU
+AF295995.1/1-321 UGGU............................AACAG.CC..GUG..GC.
+AF296022.1/1-301 UGGU............................AACAGUCC..GUG..GC.
+AF296063.1/1-293 UGGU............................AACAG.GC..GUG..GC.
+U28120.1/1-381 C.GC............................GA.GG.UC..GUG..GCU
+AF296033.1/1-326 UGGA............................GACAG.GG..GGA..GCU
+AF295991.1/1-340 UGGC............................AACAA.AG..GCG..GC.
+AF296049.1/1-292 UGGU............................AACAG.GC..AUG..GC.
+AF296000.1/1-301 UGGU............................AACAGUUC..GCG..GC.
+AF296062.1/1-368 CGGA............................GACGG.CG..AGC..GCU
+AF296021.1/1-305 UGGU............................AACAGUCC..GUG..GC.
+AF296053.1/1-376 CAGC............................AAUGG.CG..GCG..GC.
+AF296048.1/1-341 AAGU............................GAUUG.GG..AUA..GCU
+AF296050.1/1-379 GGGU............................AACCG.GU..CUG..GCU
+AF296038.1/1-392 GGGU............................GACUC.GA..UCG..GCU
+AF296032.1/1-335 CGGU............................GACGG.CG..GGA..GCU
+AF296016.1/1-301 UGGC............................AACAGUUC..GUG..GC.
+AF296026.1/1-290 UGGU............................AACAU.AG..GCA..GCU
+AF295997.1/1-291 UGGU............................AACAC.GG..GCG..GC.
+AF296071.1/1-389 G.GG............................AA.CG.GG..UUG..GCU
+AF296036.1/1-329 CGGU............................AACGG.AU..GAU..GC.
+AF296037.1/1-343 AGGU............................GACUC.GA..UCG..GCU
+AF296058.1/1-334 GGGC............................GACCA.GC..UCG..GCU
+AF296027.1/1-338 UGGU............................AACAG.CA..GUG..GC.
+AF296051.1/1-334 AAGU............................GAUUU.CA..GAU..GC.
+U28101.1/1-327 AAGU............................GAUUG.CA..GUG..GCU
+AF296039.1/1-393 GGGU............................GACUC.GA..UCG..GCU
+AF295993.1/1-289 UGGU............................AACAG.GU..GUG..GC.
+AF296012.1/1-290 UGGU............................AACGG.UG..GCG..GC.
+AF296052.1/1-316 CGGU............................AACGG.AU..GCG..GC.
+AF296001.1/1-304 UGGU............................AACAC.GG..GCG..GC.
+AF296055.1/1-421 UGGU............................AACAGUUC..GUG..GC.
+AF296059.1/1-357 GGGC............................GACCG.AC..UCG..GCU
+U28080.1/1-313 CGGU............................AACGG.UG..GCG..GC.
+U28116.1/1-350 G.GU............................GA.CA.CG..GGA..GCU
+AF296004.1/1-335 UGGC............................AACAG.AU..GUG..GC.
+AF296029.1/1-335 CGGC............................GACGG.UU..GGA..GCU
+AF296028.1/1-330 CGGU............................GACGU.CG..GCA..GCU
+AF296047.1/1-318 UGGC............................AACAUGCG..ACG..GC.
+AF296070.1/1-302 UGGU............................AACAGUCC..GUG..GC.
+AF295998.1/1-302 UGGU............................AACAGUCC..GUG..GC.
+U28127.1/1-285 UGGU............................AACAG.AA..GGG..GU.
+AF296044.1/1-290 UGGC............................AACAC.GA..CGC..GGC
+AF296045.1/1-323 G.GU............................GA.CA.GC..CUG..GUC
+AF296018.1/1-298 UGGC............................AACAGUUC..GUG..GC.
+AF296011.1/1-335 UGGC............................AACAGUUU..GCG..GC.
+#=GC SS_cons <<...<<<..<<<<<........>>>>>>>>...>>>.>>..>>>...>>
+
+BX248358.1/328133-327709 ....................................AGGUAA.ACCCCAC
+AF110051.1/1-289 ....................................CGGUAA.ACCCCAC
+AF110049.1/1-307 ....................................CGGUAA.ACCCCAC
+AF110050.1/1-307 ....................................CGGUAA.ACCCCAC
+U64884.1/1-325 ....................................CGGUAA.ACCCCAU
+AF110048.1/1-309 ....................................AGGUAA.ACCCCAC
+AF110047.1/1-310 ....................................CGGUAA.ACCCCAC
+AF110052.1/1-312 ....................................AGGCAA.ACCCCAC
+AF110046.1/1-310 ....................................CGGUAA.ACCCCAC
+AF110037.1/1-266 ....................................AGGUAA.ACCCCAC
+AF110036.1/1-281 ....................................AGGUAA.ACCCCAC
+AF110044.1/1-266 ....................................AGGUAA.ACCCCAC
+AF110039.1/1-307 ....................................AGGCAA.ACCCCGC
+AF110042.1/1-278 ....................................CGGCAA.ACCCCAC
+AF110041.1/1-292 ....................................CGGCAA.ACCCCAC
+AF110038.1/1-326 ....................................AGGUAA.ACCCCAC
+AF110045.1/1-308 ....................................CGGUAA.ACCCCAC
+AF110040.1/1-273 ....................................CGGCAA.ACCCCAC
+AF110056.1/1-326 ....................................AGGUAA.ACCCCAC
+AF110054.1/1-306 ....................................AGGCAA.ACCCCAC
+AF110053.1/1-305 ....................................AGGCAA.ACCCCAC
+AF110055.1/1-272 ....................................AGGUAA.ACCCCAC
+AF012803.1/1-337 ....................................CGGUAA.ACCCCAC
+AF012807.1/1-341 ....................................CGGUAA.ACCCCAC
+AF012805.1/1-341 ....................................CGGUAA.ACCCCAC
+AF012792.1/1-339 ....................................CGGUAA.ACCCCAC
+AF012804.1/1-339 ....................................CGGUAA.ACCCCAC
+AF012798.1/1-339 ....................................CGGUAA.ACCCCAC
+AF012801.1/1-340 ....................................CGGUAA.ACCCCAC
+AF012799.1/1-340 ....................................CGGUAA.ACCCCAC
+AF056388.1/1-332 ....................................GGGCAA.ACCCCAC
+AE016931.1/133770-134130 ....................................GUAC...GUCUUAG
+AE017175.1/112368-111971 ....................................GUAC...GUCUGAU
+L25705.1/1-330 .....................................GGUAA.ACCUUGA
+U28104.1/1-304 ...................................CGUAC...GCCUUAU
+U28108.1/1-339 ....................................GGGUAA.ACCUUGC
+U28079.1/1-347 ....................................UGGCAA.ACCUUAC
+U28092.1/1-318 ....................................GUAC...GUCUUAG
+U28095.1/1-295 ....................................GGGUAA.ACCUUGG
+AE002336.2/7220-7614 ....................................UUGUAA.ACCCCAU
+AE001313.1/3291-3698 ....................................UUGUAA.ACCCCAU
+AJ310737.1/16-366 ....................................AUGCAA.ACCCUAU
+AE002183.2/10502-10097 ....................................AUGCAA.ACCCUAU
+AF056378.1/1-333 ....................................GUGCAA.ACCCUAU
+AJ012179.2/7-312 ....................................UGGUAA.ACCCCAU
+L25704.1/3-383 ....................................AUGAAA.ACCUC.C
+L25703.1/209-594 ....................................AUGAAA.ACCUC.C
+AF056377.1/1-328 ...................................AUGGCAA.ACCCCAC
+AF056380.1/1-328 ...................................AUGGCAA.ACCCCAC
+X97391.1/1-342 ....................................CGGUAA.ACCCCGG
+AJ272222.1/1-305 ....................................CGGUAA.ACCCCGG
+X97393.1/1-299 ....................................AGGUAA.ACCCCG.
+AF056387.1/1-312 ....................................CGGUAA.ACCCCGG
+X97392.1/1-315 ....................................CGGUAA.ACCCCGG
+X65648.1/159-615 ....................................CGGUAA.ACCCCGG
+X97395.1/1-391 ....................................CGGUAA.ACCCCGG
+X65649.1/118-584 ....................................CGGUAA.ACCCCGG
+X97397.1/1-359 ....................................AGGUAA.ACCCCGG
+X73135.1/41-490 ....................................CGGUAA.ACCCCAG
+X97396.1/1-359 ....................................CGGUAA.ACCCCGG
+AJ272219.1/1-333 ....................................AGGUAA.ACCCCGG
+AJ272225.1/1-308 ....................................AGGUAA.ACCCCGG
+AJ272226.1/1-308 ....................................AGGUAA.ACCCCGG
+AJ272220.1/1-334 ....................................AGGUAA.ACCCCGG
+AE017166.1/105041-105427 ....................................UGGUAA.ACCCCGG
+AJ272218.1/1-333 ....................................AGGUAA.ACCCCGG
+AJ272223.1/1-307 ....................................AGGUAA.ACCCCGG
+AJ272221.1/1-323 ....................................AGGUAA.ACCCCGG
+AJ272224.1/1-311 ....................................AGGUAA.ACCCCGG
+Y16812.1/5-485 ....................................CGGUAA.ACCCCGG
+U28093.1/1-294 ....................................AGGUAA.ACCCC.A
+U28099.1/1-297 ....................................AGGUAA.ACCCC.G
+AE001942.1/5499-5945 .....................................GGUCA.ACCCCAU
+X60463.1/375-755 ...................................ACGGCAA.ACCCCAC
+Z15006.1/117-498 ...................................ACGGCAA.ACCCCAC
+AE007642.1/7926-8270 ....................................AUGUAA.ACCCCAU
+U64879.1/1-302 ....................................AUGUGA.ACCCCAU
+U64880.1/1-331 ....................................CUGUAA.ACCCCAU
+AF295980.1/1-285 ....................................AGGUAA.ACCCCCU
+AF296042.1/1-327 ...................................AUGGUAA.ACCCCGC
+AF296041.1/1-327 ...................................AUGGUAA.ACCCCGC
+AF056385.1/1-376 ....................................AGGUAA.ACCCCGC
+AF056384.1/1-320 ....................................AGGUAA.ACCCCAC
+U28114.1/1-344 ....................................AGGCAA.CCCCCAC
+U28085.1/1-384 ....................................CGGUAA.ACCCCGC
+U28112.1/1-339 ....................................CGGCAA.ACCCCAC
+U28087.1/1-340 ....................................CGGCAA.ACCCCAC
+M59354.1/1-402 ...................................AAGGUAA.ACCCCAC
+M59355.1/163-591 ...................................AUGGUAA.ACCCCAC
+AJ235272.1/10905-10521 ...................................AUGGUUA.ACCCCAC
+AE017258.1/184968-184621 ...................................CGAGUAA.CCAACAC
+U28107.1/1-372 ...................................AUGGCAA.ACCCCAC
+U28094.1/1-332 ...................................ACGGCAA.ACCCCAC
+U28106.1/1-395 ...................................AUGGCAA.ACCCCAC
+U28086.1/1-321 ...................................ACGGUAA.ACCCCAC
+U28103.1/1-323 ...................................ACGGCAA.GCCCCGC
+U28117.1/1-347 ...................................ACGGCAA.GCCCCAC
+U28081.1/1-319 ...................................ACGGUAA.ACCCCAC
+U28109.1/1-327 ...................................ACGGCAA.ACCCCAC
+U28110.1/1-342 ...................................AUGGCAA.ACCCCAC
+U28102.1/1-355 ...................................AUGGCAA.ACCCCAC
+U28105.1/1-352 ...................................AAGGCAA.ACCCCAC
+BX640434.1/240958-240545 ...................................GCGGCAA.CCUCUAU
+M59353.1/255-595 ...................................GCGGUAA.CCUCCAC
+AF056386.1/1-275 ....................................GGGCAA.UCUCUAC
+AE002562.1/3043-2684 ...................................AGGCCAA.ACCCCAU
+AL162752.2/213352-212993 ...................................AGGCCAA.ACCCCAU
+BX321865.1/54528-54812 ...................................GCGGUAA.CCUCCAU
+U28091.1/1-281 ...................................GCGGUAA.CCUCCAU
+U28098.1/1-281 ...................................GCGGUAA.CCUCCAC
+U28130.1/1-312 ...................................GCGGUAA.CCUCCAU
+M59357.1/212-571 ....................................CGGCAU.ACCCCGU
+AF056383.1/1-336 ...................................UCGGUAA.ACCCCGC
+AL139075.2/199352-199035 ....................................AUGUAA.ACCCAAU
+AF181879.1/575-891 ..................................UUGGGCAA.ACCCAAU
+AE015478.1/3276-3629 ...................................AAGGUAA.ACUCCAC
+M59356.1/53-421 ...................................AGGGUAA.ACCCCAC
+AF160199.1/1-304 ...................................ACGGUAA.ACUCCAC
+AF084931.1/10-309 ...................................ACGGUAA.ACUCCAC
+AP001118.1/93360-92985 ...................................AUGGUAA.ACUCCAC
+AE005541.1/4151-3775 ...................................ACGGUAA.ACUCCAC
+AF211853.1/1-377 ...................................ACGGUAA.ACUCCAC
+M33657.1/1-383 ...................................ACGGUAA.ACUCCAC
+AF295985.1/1-303 ...................................ACGGUAA.ACUCCAC
+AF084930.1/10-310 ...................................AAGGUAA.ACUCCAC
+AF295984.1/1-301 ...................................AUGGUAA.ACUCCAC
+AE016844.1/252680-252307 ...................................ACGGUAA.ACUCCAC
+AF295986.1/1-303 ...................................ACGGUAA.ACUCCAC
+AE013612.1/1854-1478 ...................................AUGGUAA.ACUCCAC
+AF295983.1/1-297 ...................................AGGGUAA.ACUCCAC
+U32841.1/440-64 ...................................AGGGUAA.ACUCCAC
+AF160198.1/1-296 ...................................UAGGUAA.ACCCCAC
+M19024.1/1-354 ...................................UAGGUAA.ACCCCAC
+AE003942.1/8714-9072 ...................................ACGGCAA.ACCCCAC
+U28121.1/1-293 ...................................UAGGUAA.ACCCCAC
+U28125.1/1-311 ...................................AUGGUAA.ACCCCAC
+U28124.1/1-293 ...................................UAGGUAA.ACCCCAC
+U28123.1/1-318 ...................................AUGGUAA.ACUCCAC
+U28084.1/1-331 ...................................ACGGCAA.ACCCCAC
+U28090.1/1-293 ...................................UAGGUAA.ACCCCAC
+U28126.1/1-293 ...................................UAGGUAA.ACCCCAC
+U28122.1/1-293 ...................................UAGGUAA.ACCCCAC
+U28089.1/1-303 ...................................AUGGUAA.ACUCCAC
+U28129.1/1-356 ...................................AGGCUAA.ACCCCAU
+U28100.1/1-299 ...................................ACGGCAA.ACCUCAU
+U28097.1/1-303 ...................................AGGCUAA.ACCCCAU
+U28111.1/1-306 ....................................CGGCAA.ACCCCAU
+U28082.1/1-411 ...................................ACGGUGA.ACCCCAU
+U28113.1/1-312 ....................................GGGC.A.ACCUCAU
+AF056381.1/1-336 ...................................ACGGUAA.ACCCUCC
+AF056382.1/1-336 ...................................ACGGUAA.ACCCUCC
+AF056376.1/1-285 ..................................CAAGAUAA.ACCUCAU
+AE001171.1/8189-8540 ...................................AAGAUAA.ACCUCAU
+AE001226.1/9-348 ...................................ACGGCAA.GCCUCAU
+AF295981.1/1-332 ...................................ACGGCAA.CCCCCGU
+M64709.1/421-758 ....................................UGGCAA.CCCCCAC
+AF296043.1/1-364 ...................................AGGACAA.ACCCCAC
+AF296064.1/1-342 ...................................UAGGCAA.ACCUUAU
+AF296046.1/1-290 ...................................AAGGUAA.ACCCCAC
+U28083.1/1-351 ...................................AGGGUAA.ACCCCAC
+AF296005.1/1-303 ...................................ACGGUAA.ACCCCGC
+AF296034.1/1-348 ...................................AUGGUAA.ACCUUAU
+AF296003.1/1-312 ...................................ACGGUAA.ACCCCGC
+AF295999.1/1-300 ...................................AUGGUAA.ACCCCAC
+AF295990.1/1-293 ...................................ACGGUAA.ACCCCGC
+AF296054.1/1-354 ...................................AGGGCAA.ACCCCAC
+U28118.1/1-313 ...................................ACGGUAA.ACCCCAG
+AF296014.1/1-328 ...................................ACGGUAA.ACCCCGC
+AF296013.1/1-294 ...................................AUGGUAA.ACCCCGC
+AF296056.1/1-348 ...................................AUGGUAA.ACCUCGC
+AF296008.1/1-290 ...................................AGGGUAA.ACCCCAC
+AF296035.1/1-332 ...................................AGGGUAA.ACCUUAC
+U28115.1/1-298 ....................................UGGUAA.ACCCCAU
+AF296002.1/1-301 ...................................ACGGUAA.ACCCCGC
+U28119.1/1-349 GGGGGUAAAAAUCCCCCGGCGGGUUUUCCCGCUC..UGGUAACCUCCCGC
+AF295992.1/1-307 ...................................AUGGUAA.ACCCCGU
+AF296061.1/1-357 ...................................AUGGUAA.ACCUUAC
+AF295994.1/1-311 ...................................AGGGUAA.ACCCCAC
+AF296015.1/1-301 ...................................ACGGUAA.ACUCCAC
+AF296009.1/1-310 ...................................AUGGUAA.ACCCCAC
+AF296010.1/1-289 ...................................AGGGUAA.ACCCCAC
+AF296020.1/1-302 ...................................ACGGUAA.ACUCCAC
+AF296069.1/1-311 ...................................AUGGUAA.ACCCCAC
+AF296023.1/1-301 ...................................ACGGUAA.ACUCCAC
+AF296031.1/1-331 ....................................CGGUAA.ACCCCAU
+AF295996.1/1-294 ...................................AGGGUAA.ACCCCAC
+AF296030.1/1-331 ....................................AGGUAA.ACCCCAU
+U28128.1/1-359 ....................................AUGUAA.ACCCCAC
+AF295995.1/1-321 ..................................GAUGGUAA.ACCCCAC
+AF296022.1/1-301 ...................................ACGGUAA.ACUCCAC
+AF296063.1/1-293 ..................................GAUGGUAA.ACCCCAC
+U28120.1/1-381 ....................................GGGCAA.ACCCCGC
+AF296033.1/1-326 ....................................AGGUAA.ACCCCAC
+AF295991.1/1-340 ...................................AAGGCAA.ACCCCAC
+AF296049.1/1-292 ...................................AGGGUAA.ACCCCAU
+AF296000.1/1-301 ...................................UCGGUAA.ACCCCGC
+AF296062.1/1-368 .....................................GGUAA.ACCCCAU
+AF296021.1/1-305 ...................................ACGGUAA.ACUCCAC
+AF296053.1/1-376 ...................................ACGAAAA.ACCCCUU
+AF296048.1/1-341 ....................................UGGCAA.ACCCCGC
+AF296050.1/1-379 ....................................AGGCAA.ACCCCAC
+AF296038.1/1-392 ....................................UGGUAA.ACCCCAU
+AF296032.1/1-335 ....................................CGGUAA.ACCCCAC
+AF296016.1/1-301 ...................................ACGGUAA.ACUCCAC
+AF296026.1/1-290 ....................................AGGUAA.ACCCUGU
+AF295997.1/1-291 ..................................GAGGGUAA.ACCCCAC
+AF296071.1/1-389 ....................................AGGUAA.ACCCCAC
+AF296036.1/1-329 ...................................AAGGUAA.ACCUCAU
+AF296037.1/1-343 ....................................UUGUAA.ACCCCAU
+AF296058.1/1-334 ....................................UGGUAA.ACCCCAC
+AF296027.1/1-338 ...................................AGGGUAA.ACCCCAU
+AF296051.1/1-334 ...................................AUGGCAA.ACCUUAC
+U28101.1/1-327 ....................................AUGCAA.ACCCCAC
+AF296039.1/1-393 ....................................UGGUAA.ACCCCAU
+AF295993.1/1-289 ...................................AUGGUAA.ACCCCGC
+AF296012.1/1-290 ...................................AGGGUAA.ACCCCAC
+AF296052.1/1-316 ...................................ACGGCAA.ACCCCGU
+AF296001.1/1-304 ..................................GAGGGUAA.ACCCCAC
+AF296055.1/1-421 ...................................ACGGUAA.ACUCCAC
+AF296059.1/1-357 ....................................CGGCAA.ACCCCAC
+U28080.1/1-313 ...................................ACGGUAA.ACCCCAG
+U28116.1/1-350 ....................................UGGCAA.ACCCCAU
+AF296004.1/1-335 ...................................AGGGUAA.ACCCCGC
+AF296029.1/1-335 ....................................UGGUAA.ACCCCGC
+AF296028.1/1-330 ....................................CGGUAA.ACCCCAU
+AF296047.1/1-318 ...................................UAGGUAA.ACCCCGC
+AF296070.1/1-302 ...................................ACGGUAA.ACUCCAC
+AF295998.1/1-302 ...................................ACGGUAA.ACUCCAC
+U28127.1/1-285 ..................................CCAUGUAA.ACCCCAU
+AF296044.1/1-290 ...................................UAGGUAA.ACCCCAC
+AF296045.1/1-323 ....................................UGGUAA.ACCGCAU
+AF296018.1/1-298 ...................................ACGGUAA.ACUCCAC
+AF296011.1/1-335 ...................................ACGGUAA.ACCCCGC
+#=GC SS_cons <<<.<..<<<<<<<......>>>>>>>..>.>>>...>>>...>>>>>>>
+
+BX248358.1/328133-327709 UG...G.GAGCAAGGC.AUUA.GGGC..GUACCGUCGUUUCAGACG..GU
+AF110051.1/1-289 CC...G.GAGCAAGCCCAGAC.............................
+AF110049.1/1-307 CC...G.GAGCAAGUCCAGAC.............................
+AF110050.1/1-307 CC...G.GAGCAAGUCCAGAC.............................
+U64884.1/1-325 CC...G.GUGCAAGGCCGAA..............................
+AF110048.1/1-309 CG...G.GAGCAAGACCAAGA.GAGUCGCGUGGCGC.UUCG.GCGGUGCA
+AF110047.1/1-310 CG...G.GAGCAAGACCAAGA.GGGC..GC.......UCCG.........
+AF110052.1/1-312 CG...G.GAGCAAGACCAAGAAGGCG..CCCU.CCU.GCAG.AGG...AG
+AF110046.1/1-310 GU...G.GAGCAAGGCCAAGAAGGAC..GGCG.G...GCAA...C...CG
+AF110037.1/1-266 CC...G.GAGCAAGGCCAGAC.............................
+AF110036.1/1-281 CC...G.GAGCAAGACCAGAC.............................
+AF110044.1/1-266 CC...G.GAGCAAGACCAGAC.............................
+AF110039.1/1-307 CC...G.GAGCAAGAUCAGAC.............................
+AF110042.1/1-278 CC...G.GAGCAAGACCAGAC.............................
+AF110041.1/1-292 CU...G.GAGCAAGGUCAAGAAGUCC..GGUG.....CUCU.......CA
+AF110038.1/1-326 CU...G.GAGCAAGAUCAAGAAGCCG..UUCC.UC..UUCG..GA...GG
+AF110045.1/1-308 GU...G.GAGCAAGGCCAAGAAGGAC..GGCG.G...GCAA...C...CA
+AF110040.1/1-273 CC...G.GAGCAAGACCAGAC.............................
+AF110056.1/1-326 CU...G.GAGCAAGAUCAAGAAGCCG..UUCC.UC..UUCG..GA...GG
+AF110054.1/1-306 CC...G.GAGCAAGAUCAAGAAGGAU..GCC......CCCG........G
+AF110053.1/1-305 CC...G.GAGCAAGAUCAAGAAGGAU..GCC......CCCG........G
+AF110055.1/1-272 CC...G.GAGCAAGACCAGAC.............................
+AF012803.1/1-337 CC...G.GAGCAAGGCCAAGA.GGGA..GCC......GUGA........G
+AF012807.1/1-341 CC...G.GAGCAAGGCCAGAA.GGGA..GCC.....AUUGC........G
+AF012805.1/1-341 CC...G.GAGCAAGGCCAGAA.GGGA..GCC.....GUUGC........G
+AF012792.1/1-339 CC...G.GAGCAAGGCCAAGA.GGGA..GCC......GCGA........G
+AF012804.1/1-339 CC...G.GAGCAAGGCCAAGA.GGGA..GCC......GCGA........G
+AF012798.1/1-339 CC...G.GAGCAAGGCCAAGA.GGGG..GCC......GCGA........G
+AF012801.1/1-340 CC...G.GAGCAAGGCCAAGA.GGAA..GCC......CUCG........G
+AF012799.1/1-340 CC...G.GAGCAAGGCCAAGA.GGAA..GCC......CUCG........G
+AF056388.1/1-332 CC...G.GUGCAAGGCCAAGC.............................
+AE016931.1/133770-134130 GA...G.UUGUAAGGUCAUGU.............................
+AE017175.1/112368-111971 GG...G.UUGUAAGAUCAUGU.............................
+L25705.1/1-330 GU...G.UUGAAAGACCAAAU.............................
+U28104.1/1-304 GG...G.UUGUAAGAUCAUGU.............................
+U28108.1/1-339 AU...G.CUGAAAUGCCACAU.............................
+U28079.1/1-347 GC...G.UUGAAAAGUCAAAU.............................
+U28092.1/1-318 GA...G.UUGUAAGGUCGAUG.............................
+U28095.1/1-295 GU...G.CUGCAAUGCCACAU.............................
+AE002336.2/7220-7614 CU...G.AAGCAAGA..G................................
+AE001313.1/3291-3698 CU...G.AAGCAAGA..G................................
+AJ310737.1/16-366 CU...G.AAGCAAGA..G................................
+AE002183.2/10502-10097 CU...G.AAGCAAGA..G................................
+AF056378.1/1-333 CU...G.AAGCAAGA..G................................
+AJ012179.2/7-312 CC...A.AAGCAAGAC.GG...............................
+L25704.1/3-383 CC...G.AAGCAAGGCCAAAU.............................
+L25703.1/209-594 CC...G.AAGCAAGGCCAAAU.............................
+AF056377.1/1-328 CU...G.GAGCAAGGCCAAGA.AGAC..C........GUGA.........
+AF056380.1/1-328 CU...G.GAGCAGGGCCAAGA.AGAC..C........GUGA.........
+X97391.1/1-342 CC...GGGAGCAAGGC.CC...............................
+AJ272222.1/1-305 CC...GGGAGCAAGGC.CC...............................
+X97393.1/1-299 CUGAAG.GUGCAAGGCGAAGGU............................
+AF056387.1/1-312 UU...GGGAGCAAGGU.GG...............................
+X97392.1/1-315 CU...GGAAGCAAGGU.GUGC.............................
+X65648.1/159-615 UU...GGGAGCAAGGC.CG...............................
+X97395.1/1-391 UU...GGGAGCAAGGC.CGA..............................
+X65649.1/118-584 UU...GGGAGCAAGGC.GAA..............................
+X97397.1/1-359 CU...GGGAGCAAGGU.CGG..............................
+X73135.1/41-490 UC...GGAAGCAAGGC.GA...............................
+X97396.1/1-359 UU...GGGAGCAAGGU.CGA..............................
+AJ272219.1/1-333 CC...AGGAGCAAGGC.G................................
+AJ272225.1/1-308 CU...GGGAGCAAGGC.U................................
+AJ272226.1/1-308 CU...GGGAGCAAGGC.U................................
+AJ272220.1/1-334 CU...AGGAGCAAGGU.G................................
+AE017166.1/105041-105427 UU...GGGUGCAAGGC.AA...............................
+AJ272218.1/1-333 CC...AGGAGCAAGGC.G................................
+AJ272223.1/1-307 CU...GGGUGCAAGGC.U................................
+AJ272221.1/1-323 CC...AGGAGCAAGGC.G................................
+AJ272224.1/1-311 CU...GGGAGCAAGGC.U................................
+Y16812.1/5-485 UG...GGACGCAAGGU.CG...............................
+U28093.1/1-294 CUAAAG.GUGCAAGGCGAAGG.............................
+U28099.1/1-297 CUGAAG.GUGCAAGGCUAAGG.............................
+AE001942.1/5499-5945 CC...G.GUGCAAGACCCGAC.............................
+X60463.1/375-755 CC...G.GUGCAAGGCCCGGU.............................
+Z15006.1/117-498 CC...G.GUGCAAGGCCCGAU.............................
+AE007642.1/7926-8270 CU...G.GAGCAAGAUCAAAU.............................
+U64879.1/1-302 CU...G.GAGCAAGAUCGAAU.............................
+U64880.1/1-331 CU...G.GAGCAAGACCAAGU.............................
+AF295980.1/1-285 CU...G.GAGCAAGACUAAAU.............................
+AF296042.1/1-327 CU...G.GUGCAAGACCAAAU.............................
+AF296041.1/1-327 CU...G.GUGCAAGACCAAAU.............................
+AF056385.1/1-376 CC...G.GAGCAAGACCAAG..............................
+AF056384.1/1-320 CG...G.GUGCAAGACCAAG..............................
+U28114.1/1-344 UC...G.GAGCAAGACCAAA..............................
+U28085.1/1-384 CC...G.GUGCAAGACCAAG..............................
+U28112.1/1-339 UC...G.GAGCAAGACCAAG..............................
+U28087.1/1-340 CC...G.GAGCAAGGCCAAA..............................
+M59354.1/1-402 CG...G.GAGCAAGACCGAAU.............................
+M59355.1/163-591 CG...G.GAGCAAGAUCGAAU.............................
+AJ235272.1/10905-10521 CA...A.GAGCAAGAUCAAAU.............................
+AE017258.1/184968-184621 UA...G.GAGCAAGAUUAAAU.............................
+U28107.1/1-372 CC...G.GAGCAAGGCCGAAU.............................
+U28094.1/1-332 CG...G.GAGCAAGACCGAAU.............................
+U28106.1/1-395 CG...G.GAGCAAGACCGAAU.............................
+U28086.1/1-321 CG...G.GUGCAAGACCGAAU.............................
+U28103.1/1-323 CA...G.GAGCAAGACCAAAU.............................
+U28117.1/1-347 CC...G.GAGCAAUGCCGAAU.............................
+U28081.1/1-319 CG...G.GUGCAAGACCGAAU.............................
+U28109.1/1-327 CG...G.GAGCAAGACCGAAU.............................
+U28110.1/1-342 CG...G.GAGCAAGACCGAAU.............................
+U28102.1/1-355 CG...G.GAGCAAAACCGAAU.............................
+U28105.1/1-352 CC...G.GAGCAAGACCGAAU.............................
+BX640434.1/240958-240545 CC...G.GAGCAACAUCAAAU.............................
+M59353.1/255-595 CU...G.GAGCAAUCCCAAAU.............................
+AF056386.1/1-275 GC...G.CAGCAAUACCAAGU.............................
+AE002562.1/3043-2684 UC...G.GAGCAAGACCAAA..............................
+AL162752.2/213352-212993 UC...G.GAGCAAGACCAAA..............................
+BX321865.1/54528-54812 CC...G.GAGCAAGAUCAAAU.............................
+U28091.1/1-281 CA...G.CAGCAAUAUCAAAU.............................
+U28098.1/1-281 CU...G.GAGCAAUCCCAAAU.............................
+U28130.1/1-312 CU...G.CAGCAAUAUCAAAU.............................
+M59357.1/212-571 UC...G.GAGCAAGACCAAAU.............................
+AF056383.1/1-336 CU...G.GAGCAAGAGCCAAU.............................
+AL139075.2/199352-199035 GU...G.CAGCAAGAAG.................................
+AF181879.1/575-891 UU...G.UAGCAAGAAGUGCA.............................
+AE015478.1/3276-3629 CC...G.AAGCAAGACCAAAU.............................
+M59356.1/53-421 CC...G.GAGCAAGACCAAAU.............................
+AF160199.1/1-304 CC...G.GAGCAAGGCCAAAU.............................
+AF084931.1/10-309 CC...G.GAGCAAGGCCAAAU.............................
+AP001118.1/93360-92985 CC...G.GAGCAAAGCCAAAU.............................
+AE005541.1/4151-3775 CC...G.GAGCAAGGCCAAAU.............................
+AF211853.1/1-377 CC...G.GAGCAAGGCCAAAU.............................
+M33657.1/1-383 CC...G.GAGCAAGGCCAAAU.............................
+AF295985.1/1-303 CC...G.GAGCAAGACCAAAU.............................
+AF084930.1/10-310 CC...G.GAGCAAGACCAAAU.............................
+AF295984.1/1-301 CC...G.GAGCAAGACCAAAU.............................
+AE016844.1/252680-252307 CC...G.GAGCAAGGCCAAAU.............................
+AF295986.1/1-303 CC...G.GAGCAAGGCCAAAU.............................
+AE013612.1/1854-1478 CC...G.GAGCAAGGCCAAAU.............................
+AF295983.1/1-297 UC...G.UAGCAAGACCAAAU.............................
+U32841.1/440-64 UC...G.UAGCAAGACCAAAU.............................
+AF160198.1/1-296 UC...G.GAGCAAGACCAAAU.............................
+M19024.1/1-354 UU...G.GAGCAAGACCAAAU.............................
+AE003942.1/8714-9072 CU...G.GAGCAAGACCAAAU.............................
+U28121.1/1-293 UU...G.GAGCAAGACCAAAU.............................
+U28125.1/1-311 CG...G.AAGCAAGACCAAAU.............................
+U28124.1/1-293 UU...G.GAGCAAGACCAAAU.............................
+U28123.1/1-318 GC...G.UAGCAAGACCAAAU.............................
+U28084.1/1-331 CU...G.GAGCAAGACCAAAU.............................
+U28090.1/1-293 UU...G.GAGCAAGACCAAAU.............................
+U28126.1/1-293 UC...G.GAGCAAGACCAAAU.............................
+U28122.1/1-293 UU...G.GAGCAAGACCAAAU.............................
+U28089.1/1-303 CC...G.GAGCAAGGCCAAAU.............................
+U28129.1/1-356 CC...G.GAGCAAGACCAAAU.............................
+U28100.1/1-299 CC...G.GGGCAAGGCCAAAU.............................
+U28097.1/1-303 UC...G.GAGCAAGACCAAA..............................
+U28111.1/1-306 CC...G.GUGCAAGACCAAAU.............................
+U28082.1/1-411 CC...G.GAGCAAGACCAAAU.............................
+U28113.1/1-312 CC...G.GGGCAAGGCCAAAU.............................
+AF056381.1/1-336 CG...G.GUGCAAUCUCAAAU.............................
+AF056382.1/1-336 CG...G.GUGCAAUCUCAAAU.............................
+AF056376.1/1-285 UA...G.GAGCAAAAUCAAAU.............................
+AE001171.1/8189-8540 UA...G.GAGCAAGAUCAAGU.............................
+AE001226.1/9-348 CA...G.GAGCAAGAUCGAG..............................
+AF295981.1/1-332 CC...G.GAGCAAGGCCAAAC.............................
+M64709.1/421-758 CU...G.GAGCAAGGCCAAG..............................
+AF296043.1/1-364 AC...G.GUGCAAGAC.AGAA.............................
+AF296064.1/1-342 GG...G.UUGAAAGGUCAAAU.............................
+AF296046.1/1-290 UC...A.GUGCAAAACCAAAU.............................
+U28083.1/1-351 AC...G.GAGCAAGAUCAAAU.............................
+AF296005.1/1-303 CC...G.GAGCAAGACCAAAU.............................
+AF296034.1/1-348 GG...G.UUGAAAGAUCAAAU.............................
+AF296003.1/1-312 CC...G.GAGCAAGACCAAAU.............................
+AF295999.1/1-300 CC...G.GAGCAAGACCAAAU.............................
+AF295990.1/1-293 CC...G.GAGCAAGACCAAAU.............................
+AF296054.1/1-354 CG...G.GAGCAAAACCGAAU.............................
+U28118.1/1-313 UU...G.GAGCAAGGCCAAAU.............................
+AF296014.1/1-328 UC...G.GAGCAAGACCAAAU.............................
+AF296013.1/1-294 UC...G.GAGCAAGACCAAAU.............................
+AF296056.1/1-348 GA...G.UUGAAAGGUCAAAU.............................
+AF296008.1/1-290 CC...G.GAGCAAGACCAAAU.............................
+AF296035.1/1-332 GG...G.UUGAAAGGCCAAAU.............................
+U28115.1/1-298 CU...G.GAGCAAGGCCGAAU.............................
+AF296002.1/1-301 CC...G.GAGCAAGACCAAAU.............................
+U28119.1/1-349 CC...G.GAGCAAGGCCAAG..............................
+AF295992.1/1-307 CC...G.GAGCAAGACCAAAU.............................
+AF296061.1/1-357 GC...G.UUGAAAGGUCAAAU.............................
+AF295994.1/1-311 CC...G.GAGCAAGACCAAAU.............................
+AF296015.1/1-301 CC...G.GAGCAAGGCCAAAU.............................
+AF296009.1/1-310 CC...G.GAGCAAGACCAAAU.............................
+AF296010.1/1-289 UC...G.GAGCAAGACCAAAU.............................
+AF296020.1/1-302 CC...G.GAGCAAGGCCAAAU.............................
+AF296069.1/1-311 CG...G.AAGCAAGACCAAAU.............................
+AF296023.1/1-301 CC...G.GAGCAAGGCCAAAU.............................
+AF296031.1/1-331 CC...G.GAGCAAGGCCGAAU.............................
+AF295996.1/1-294 CC...G.GAGCAAGACCAAAU.............................
+AF296030.1/1-331 CC...G.GAGCAAGGCCAAAU.............................
+U28128.1/1-359 UC...G.GAGCAACACCAUG..............................
+AF295995.1/1-321 UC...G.GAGCAAGACCAAAU.............................
+AF296022.1/1-301 CC...G.GAGCAAGGCCAAAU.............................
+AF296063.1/1-293 UC...G.GAGCAAGACCAAAU.............................
+U28120.1/1-381 CC...G.GAGCAAGACCAAA..............................
+AF296033.1/1-326 CC...G.GUGCAAGGCCUA...CGUG..AGGG.....CAUG.......CC
+AF295991.1/1-340 CG...G.GAGCAAGACCAAAU.............................
+AF296049.1/1-292 CC...G.GAGCAAGACCAAAU.............................
+AF296000.1/1-301 CC...G.GAGCAAGACCAAAU.............................
+AF296062.1/1-368 CC...G.GUGCAAGACCCGAC.............................
+AF296021.1/1-305 CC...G.GAGCAAGGCCAAAU.............................
+AF296053.1/1-376 CC...G.GUGCAAGGCAAAAU.............................
+AF296048.1/1-341 UG...A.GAGCAAAACCAAAU.............................
+AF296050.1/1-379 CG...G.GCGCAAGGCCAAG..............................
+AF296038.1/1-392 CC...G.AAGCUAGACCAAA..............................
+AF296032.1/1-335 CU...G.GAGCAAGGCCAAAU.............................
+AF296016.1/1-301 CC...G.GAGCAAGGCCAAAU.............................
+AF296026.1/1-290 CC...G.CAGCAAGAAGUAUA.............................
+AF295997.1/1-291 CC...G.GAGCAAGACCAAAU.............................
+AF296071.1/1-389 CU...G.GAGCAAGACCGGAU.............................
+AF296036.1/1-329 CA...G.GAGCAAAGUCAAAU.............................
+AF296037.1/1-343 CC...G.GAGCUAGACCAAA..............................
+AF296058.1/1-334 CC...G.GAGCAAGGUCAAAA.............................
+AF296027.1/1-338 CC...G.GAGCAAGACCAAAU.............................
+AF296051.1/1-334 GA...G.UUGAAAGGCCAAAU.............................
+U28101.1/1-327 UUU..U.GAGCAAGAUCAAGA.AGUU..GCAA.....GCAA.......UU
+AF296039.1/1-393 CC...G.AAGCUAGACCAAA..............................
+AF295993.1/1-289 UC...G.GAGCAAGACCAAAU.............................
+AF296012.1/1-290 CC...G.GAGCAAGACCAAAU.............................
+AF296052.1/1-316 UC...G.GAGCAAGGCCAUGU.............................
+AF296001.1/1-304 CC...G.GAGCAAGACCAAAU.............................
+AF296055.1/1-421 CC...G.GAGCAAGGCCAAAU.............................
+AF296059.1/1-357 GG...G.GAGCAAGGCCAAG..............................
+U28080.1/1-313 UU...G.GAGCAAGGCCAAAU.............................
+U28116.1/1-350 CC...G.AUGCAAGGCCAAAA.............................
+AF296004.1/1-335 CC...G.GAGCAAGGCCAAAU.............................
+AF296029.1/1-335 CU...G.GAGCAAGACCAAAU.............................
+AF296028.1/1-330 CC...G.GAGCAAGGCCAAAU.............................
+AF296047.1/1-318 CU...G.GAGCAAGACCAAAU.............................
+AF296070.1/1-302 CC...G.GAGCAAGGCCAAAU.............................
+AF295998.1/1-302 CC...G.GAGUAAGGCCAAAU.............................
+U28127.1/1-285 CC...G.AAGCAAGACCGAA..............................
+AF296044.1/1-290 UC...G.GAGCAAGACCAAAU.............................
+AF296045.1/1-323 CC...G.GAGCAAAGCCAAAU.............................
+AF296018.1/1-298 CC...G.GAGCAAGGCCAAAU.............................
+AF296011.1/1-335 CC...G.GAGCAAGACCAAAU.............................
+#=GC SS_cons >>...>>>>>...<<<<.....<<<<..<<<<.<<<......>>>...>>
+
+BX248358.1/328133-327709 AUGUCU..GCACGAA.C..GC.............................
+AF110051.1/1-289 .........AGCGCA.C..GU.............................
+AF110049.1/1-307 .........AGCGUG.U..GCA......CGGCG..CC.............
+AF110050.1/1-307 .........AGCGCA.U..GCAC.....GACGC.................
+U64884.1/1-325 ........CAGGACG.C..GUC............................
+AF110048.1/1-309 CGGCUU..GCGCUGA...................................
+AF110047.1/1-310 GCGCCU..GCGCUGA...................................
+AF110052.1/1-312 GACGCC..GCGGGAG.C..GU.............................
+AF110046.1/1-310 UCGUCC..GCGCGAG.C..GU.............................
+AF110037.1/1-266 .........AGCAUG.C..GC.............................
+AF110036.1/1-281 .........AGCGUA.C..GA.......CGGUG.................
+AF110044.1/1-266 .........AGCAUG.C..GC.............................
+AF110039.1/1-307 .........AGCACA.C..GCA......GGU...................
+AF110042.1/1-278 .........AGCACA.C..GU.............................
+AF110041.1/1-292 CCGGAC..GCGCGCA.C..GAC............................
+AF110038.1/1-326 AACGGU..GCGCACA.C..GU.............................
+AF110045.1/1-308 CCGUCC..GCGCGAG.C..GU.............................
+AF110040.1/1-273 .........AGCACA.C..GA.......CGGC..................
+AF110056.1/1-326 AACGGU..GCGCACA.C..GU.............................
+AF110054.1/1-306 GCAUCC..GCGGGAG.C..GU.............................
+AF110053.1/1-305 GCAUCC..GCGGGAG.C..GU.............................
+AF110055.1/1-272 .........AGCAGG.C.................................
+AF012803.1/1-337 GUUCCU..GCGCAGG.CG.UU.............................
+AF012807.1/1-341 GCUCCU..GCGCAGG.CG.UU.............................
+AF012805.1/1-341 GCUCCU..GCGCAGG.CG.UU.............................
+AF012792.1/1-339 GCUCCU..GCGCAGG.CG.UU.............................
+AF012804.1/1-339 GCUCCU..GCGCAGG.CG.AU.............................
+AF012798.1/1-339 GCUCCU..GCGCAGG.CG.UU.............................
+AF012801.1/1-340 GCUUCU..GCGCAGG.CG.UU.............................
+AF012799.1/1-340 GCUUCU..GCGCAGG.CG.UU.............................
+AF056388.1/1-332 .........AGGGGC....GA.............................
+AE016931.1/133770-134130 .......AAACCGGC.GU.UA.............................
+AE017175.1/112368-111971 .......AUACCGGC.G..CAU............................
+L25705.1/1-330 ........AGGUUAC.GAAAC.............................
+U28104.1/1-304 .......ACACCGAC.G..CA.............................
+U28108.1/1-339 ........AGGUCAG.CG.CC.............................
+U28079.1/1-347 ........AGGCCCC.GAUC..............................
+U28092.1/1-318 .......UAUACCGG.C..AUUA...........................
+U28095.1/1-295 ........AUAGAGC.C..GUU............................
+AE002336.2/7220-7614 ..........AAAAA.GU.U..............................
+AE001313.1/3291-3698 ..........AAAAA.GU.U..............................
+AJ310737.1/16-366 ..........AAAAA.GU.U..............................
+AE002183.2/10502-10097 ..........AAAAA....AGC............................
+AF056378.1/1-333 ..........AAAAA.GU................................
+AJ012179.2/7-312 .......AAAUAAAG...................................
+L25704.1/3-383 ........AAGGAAG.CA..........UUUCC..U..............
+L25703.1/209-594 ........AUGGAAG.C...........UUUUU..CC.............
+AF056377.1/1-328 .GGUCG...CGGACG.C..GU.............................
+AF056380.1/1-328 .GGUCG...CGGACG.C..GU.............................
+X97391.1/1-342 .........AGGGAC.C..AA.............................
+AJ272222.1/1-305 .........AGGGAC...................................
+X97393.1/1-299 ......AUAUCUCGA.G..AA.............................
+AF056387.1/1-312 ........AGGGACA....A..............................
+X97392.1/1-315 ......UAGCGCUAAAGAACC.............................
+X65648.1/159-615 ........AAGAACU....A..............................
+X97395.1/1-391 ........AGGAACU....A..............................
+X65649.1/118-584 ........AGGAACU....A..............................
+X97397.1/1-359 ........AGGAAUC....A..............................
+X73135.1/41-490 ........GAGGAAA.UAAG..............................
+X97396.1/1-359 .........AGGAAC....A..............................
+AJ272219.1/1-333 .........AGGGGC.A..C..............................
+AJ272225.1/1-308 .........UAGUAG.A.................................
+AJ272226.1/1-308 .........UAGUAG.A.................................
+AJ272220.1/1-334 .........AGGGAC.G..C..............................
+AE017166.1/105041-105427 .........AGGUUU...................................
+AJ272218.1/1-333 .........AGGGGC.A..C..............................
+AJ272223.1/1-307 .........AAGUAG.A.................................
+AJ272221.1/1-323 .........AGGGGC.A..C..............................
+AJ272224.1/1-311 .........UAGUAG.A.................................
+Y16812.1/5-485 ........GAGGAAC....U..............................
+U28093.1/1-294 .......UAUAUCAC.GAGAA.............................
+U28099.1/1-297 .......UAUAACUC.GAGAU.............................
+AE001942.1/5499-5945 .......AGUGCGGC.GA................................
+X60463.1/375-755 ........AGGCAGG....G..............................
+Z15006.1/117-498 ........AGGCAGG....A..............................
+AE007642.1/7926-8270 ........AGGGAAG.C..GUU............................
+U64879.1/1-302 ........AGGAGAG.C..A........GGAAA..C..............
+U64880.1/1-331 ........UAGGGAC....AUAA...........................
+AF295980.1/1-285 ........AGGAAAG....GUU............................
+AF296042.1/1-327 ........AGGGGGG.C..GU.......UCCC..................
+AF296041.1/1-327 ........AGGGGGG.C..GC.......UCCC..................
+AF056385.1/1-376 ........CAGAGAG....CAU......GUUGU..CGGU...........
+AF056384.1/1-320 ........CAGGGAG....CA.......GUUCU..GG.............
+U28114.1/1-344 ........CAGGGAG....CA.......GACGC..GUUU...........
+U28085.1/1-384 ........CGGAGAG....C..............................
+U28112.1/1-339 ........CAGAGAG....GA.......GCUGCC.UGCC...........
+U28087.1/1-340 ........CAGAGAG....GA.......GCCGC..GCAGC..........
+M59354.1/1-402 ........AGGGAUG.AC.ACG......GGGCG..GGC............
+M59355.1/163-591 ........AGGGACG.GC.AC.......GCCCC..GG.............
+AJ235272.1/10905-10521 ........AGGCAUU.ACA.........GAAUU..UAAAU..........
+AE017258.1/184968-184621 ........AGAAGUA.GA.UU.............................
+U28107.1/1-372 ........AGGGGCC.GC.G........UGCCC..AUCA...........
+U28094.1/1-332 ........AGGCACG.CGAU........GGGC..................
+U28106.1/1-395 ........AGGGACG.GC.GC.......GGACU..C..............
+U28086.1/1-321 ........AGGGGCG.GC.AU.............................
+U28103.1/1-323 ........AGGGACG.GC.GCU............................
+U28117.1/1-347 ........AGGGGCC.CC.GC.............................
+U28081.1/1-319 ........AGGGGCG.GC.AU.............................
+U28109.1/1-327 ........AGGGGCG.GC.G........UGAGG..U..............
+U28110.1/1-342 ........AGGGGCG.GC.AC.......GAGCC..UCGUGC.........
+U28102.1/1-355 ........AGGGACG.GC.ACA......GUGGAAAGUUCG..........
+U28105.1/1-352 ........AGGGACU.GC.GC.......GCCC..................
+BX640434.1/240958-240545 ........AGGCAUG.C..GUA......CGGCC.................
+M59353.1/255-595 ........AGGCAGG.C..GA.............................
+AF056386.1/1-275 ........AGGCACA.C..GU.............................
+AE002562.1/3043-2684 ........CAGAACG.C..AA.............................
+AL162752.2/213352-212993 ........CAGAACG.C..AA.............................
+BX321865.1/54528-54812 ........AGGCAGA.U..GA.............................
+U28091.1/1-281 ........AGGCUGG.CA.UU.......UGUC..................
+U28098.1/1-281 ........AGGCAGG.C..AU.............................
+U28130.1/1-312 ........AGGCUGG.CA.U........UUAC..................
+M59357.1/212-571 ........AGGGAAG.G.................................
+AF056383.1/1-336 ........AGGAGCG.C...........GUCCUCGCC.............
+AL139075.2/199352-199035 ..........GGAUG.G..U..............................
+AF181879.1/575-891 .......UGGUAA......G..............................
+AE015478.1/3276-3629 ........AGGGUUC.C..GU.............................
+M59356.1/53-421 ........AGGGGAA.C..UC.......GCGGC.................
+AF160199.1/1-304 ........AGGGGUU.C..AC.............................
+AF084931.1/10-309 ........AGGGGUU.C..AU.............................
+AP001118.1/93360-92985 ........AUAGGAU.A..AAUU...........................
+AE005541.1/4151-3775 ........AGGGGUU.C..AU.............................
+AF211853.1/1-377 ........AGGGGUU.C..AU.............................
+M33657.1/1-383 ........AGGGGUU.C..AU.............................
+AF295985.1/1-303 ........AGGGGUU.C..AU.............................
+AF084930.1/10-310 ........AGGGGUU.C..UU.............................
+AF295984.1/1-301 ........AGGGGUU.C..AU.............................
+AE016844.1/252680-252307 ........AGGGGUU.C..AU.............................
+AF295986.1/1-303 ........AGGGGUU.C..AC.............................
+AE013612.1/1854-1478 ........AGGGGUU.C..GC.............................
+AF295983.1/1-297 ........AGGAAUC.C..A..............................
+U32841.1/440-64 ........AGGAACU.C..A..............................
+AF160198.1/1-296 ........AGGGUUC.C..A..............................
+M19024.1/1-354 ........AGGGUUC.C..A..............................
+AE003942.1/8714-9072 ........AGGGAUC.C..U..............................
+U28121.1/1-293 ........AGGGUCC.C..A..............................
+U28125.1/1-311 ........AGGGAUC.C..UU.............................
+U28124.1/1-293 ........AGGGUCC.C..A..............................
+U28123.1/1-318 ........AGGCAUC.G..GC.............................
+U28084.1/1-331 ........AGGGAAG.C..GC.......GCGGA..CC.............
+U28090.1/1-293 ........AGGGUCC.C..A..............................
+U28126.1/1-293 ........AGGGUUC.C..A..............................
+U28122.1/1-293 ........AGGGUCC.C..A..............................
+U28089.1/1-303 ........AGGGGUU.C..AC.............................
+U28129.1/1-356 ........AGGGGUA.C..AU.............................
+U28100.1/1-299 ........AGGGGAG.C..AU.............................
+U28097.1/1-303 ........CAGAACG.C..GA.............................
+U28111.1/1-306 ........AGGGGAG.C..GU.............................
+U28082.1/1-411 ........AGGGAAG.C..AU.............................
+U28113.1/1-312 ........AGGGGAG.C..AU.............................
+AF056381.1/1-336 ........AGGCAGC.CU.U..............................
+AF056382.1/1-336 ........AGGCAGC.CU.U..............................
+AF056376.1/1-285 ........AAGCAAG.C.................................
+AE001171.1/8189-8540 ........AUGUAAG.C..A..............................
+AE001226.1/9-348 ........CAGCAAA...................................
+AF295981.1/1-332 ........AGAGCC.....A..............................
+M64709.1/421-758 ........CAGGGGG....U..............................
+AF296043.1/1-364 ........CAGGGG.....AA.............................
+AF296064.1/1-342 ........AGGCCCC.G..GGC............................
+AF296046.1/1-290 ........AGGGGAG.A..GA.............................
+U28083.1/1-351 ........AAGGAGG.CC.CC.............................
+AF296005.1/1-303 ........AGGGGAG.U..GC.......GGGUU.................
+AF296034.1/1-348 ........AGGUUCC.GC.A........UUGGA.................
+AF296003.1/1-312 ........AGGGGAG.U..GC.......GUGGC.................
+AF295999.1/1-300 ........AGGAAAG.C..GA.............................
+AF295990.1/1-293 ........AGGGGAG.C..AU.............................
+AF296054.1/1-354 ........AGGAACG.GC.GC.......GCGUU..UCCGC..........
+U28118.1/1-313 ........AGGCGGC.G..A..............................
+AF296014.1/1-328 ........AGGGGA.ACAA.........GUGGU..CGUCUC.........
+AF296013.1/1-294 ........AGGCCCU.C..GA.............................
+AF296056.1/1-348 ........AGGCCCU.GA.UAA............................
+AF296008.1/1-290 ........AGGAAAA.C..UA.............................
+AF296035.1/1-332 ........AGGUCCU.GU.U........UUCC..................
+U28115.1/1-298 ........AGGGGAG.G..GAU............................
+AF296002.1/1-301 ........AGGGGAG.U..A........GGGC..................
+U28119.1/1-349 ........UAGCGCC.GCA.........CCCC..................
+AF295992.1/1-307 ........AGGGGAG.C..A........UGGGG..ACC............
+AF296061.1/1-357 ........AAGUCAC.G...........AUCA..................
+AF295994.1/1-311 ........AGGGAUC.C..AC.......GCGU..................
+AF296015.1/1-301 ........AGGGGU.UC..AC.............................
+AF296009.1/1-310 ........AGGAAUC.C..GU.............................
+AF296010.1/1-289 ........AGGGGAA.C..AU.............................
+AF296020.1/1-302 ........AGGGGU.UC..AC.............................
+AF296069.1/1-311 ........AGGGAUC.C..UA.............................
+AF296023.1/1-301 ........AGGGGU.UC..AC.............................
+AF296031.1/1-331 ........AGGGGAA.C..AU.............................
+AF295996.1/1-294 ........AGGGGAA.C..U..............................
+AF296030.1/1-331 ........AGGGGAG.U..GC.............................
+U28128.1/1-359 ........GAGGGAC....AU.............................
+AF295995.1/1-321 ........AGGAAUC.C..GU.............................
+AF296022.1/1-301 ........AGGGGU.UC..AC.............................
+AF296063.1/1-293 ........AGGAAUC.C..GU.............................
+U28120.1/1-381 ........UAGGGGG.CG.CU.............................
+AF296033.1/1-326 CUCGCG.CACCCCAG.G..G..............................
+AF295991.1/1-340 ........AGGGGCU.GC.AC.......GGACG..A..............
+AF296049.1/1-292 ........AGGGGAA.C..AC.............................
+AF296000.1/1-301 ........AGGGGAG.U..A........GGGC..................
+AF296062.1/1-368 .......AGUGCGGU....A..............................
+AF296021.1/1-305 ........AGGGGU.UC..AU.............................
+AF296053.1/1-376 ........AGGUGAC...................................
+AF296048.1/1-341 ........AGGGGAG.C..AC.......UGAAA..UG.............
+AF296050.1/1-379 ........CAGGGAG....CAU......GGGUG..GCGGCAGCGAA....
+AF296038.1/1-392 ........CAGAGCG....GAGU.....UGUUU..CAACCGGCGCC....
+AF296032.1/1-335 ........AGGGGAG.C..GU.............................
+AF296016.1/1-301 ........AGGGGU.UC..AC.............................
+AF296026.1/1-290 ........UGGUAUA.A.................................
+AF295997.1/1-291 ........AGGAAAA.C..CA.............................
+AF296071.1/1-389 ........AGGAGUG.C..GC.............................
+AF296036.1/1-329 ........AGGUAGG.A.................................
+AF296037.1/1-343 ........CAGGUUG....CAGU.....CGUCG..AG.............
+AF296058.1/1-334 ........GGGCAGG.U..UCGCCUGUCUGC...................
+AF296027.1/1-338 ........AGGGAAG.C..A........UGCGA.................
+AF296051.1/1-334 ........AGGUCAC.G..CU.......CAC...................
+U28101.1/1-327 GCAAUG..GAGUGAA.U..GU.............................
+AF296039.1/1-393 ........CAGAGCG....GAGU.....UGUUU..CAACCGGCGCC....
+AF295993.1/1-289 ........AGGGGGA.CG.UU.............................
+AF296012.1/1-290 ........AGGAAAA.C..UA.............................
+AF296052.1/1-316 ........AUAGGAA.C..GU.............................
+AF296001.1/1-304 ........AGGAAAA.C..CA.............................
+AF296055.1/1-421 ........AGGGGUU.C..AC.............................
+AF296059.1/1-357 ........CAGAGAG....GA.......GACUU..CGGGCGGC.......
+U28080.1/1-313 ........AGGCGGC.G..A..............................
+U28116.1/1-350 ........AGGGG...............GCUGC..CG.............
+AF296004.1/1-335 ........AGGAAUC.C..UU.............................
+AF296029.1/1-335 ........AGGGGAG.C..GC.............................
+AF296028.1/1-330 ........AGGGGAG.U..GA.............................
+AF296047.1/1-318 ........AGGGAAG.U..A........CGCGA..ACC............
+AF296070.1/1-302 ........AGGGGUU.C..AU.............................
+AF295998.1/1-302 ........AGGGGUU.C..AU.............................
+U28127.1/1-285 ........CAGGGAG.C..AU.............................
+AF296044.1/1-290 ........AGGGGAA.C..AU.............................
+AF296045.1/1-323 ........AGGGAAG.G..UA.............................
+AF296018.1/1-298 ........AGGGGU.UC..AC.............................
+AF296011.1/1-335 ........AGGGGAG.U..A........GGGCA..ACGCACGAGGCCUC.
+#=GC SS_cons >>>>>>....<<<<<.<<<.........<<<<<..<<<<<<<<<<<<<<.
+
+BX248358.1/328133-327709 ......................................UU.GAA.GGCU.
+AF110051.1/1-289 ......................................UC.GAG.ACCG.
+AF110049.1/1-307 ..UUCG.................GG......CGUCG..AG.GAG.ACCG.
+AF110050.1/1-307 ..CUCG.........................GCGUC.AGG.GAG.ACCG.
+U64884.1/1-325 ......................................AC.GAG.GGCG.
+AF110048.1/1-309 ..........................................CG.GGCU.
+AF110047.1/1-310 ..........................................CG.GGCU.
+AF110052.1/1-312 ......................................UC.GAG.GGCU.
+AF110046.1/1-310 ......................................UC.GAG.GGCU.
+AF110037.1/1-266 ......................................CC.GAG.GGCU.
+AF110036.1/1-281 .UUAGUU........................CACUG..GG..AG.GGCG.
+AF110044.1/1-266 ......................................CC.GAG.GGCU.
+AF110039.1/1-307 ..UCCG...........................ACC..GG.AAG.GGCU.
+AF110042.1/1-278 ......................................UC.GAG.GGCG.
+AF110041.1/1-292 ......................................UG..AG.GGCG.
+AF110038.1/1-326 ......................................UC.GAG.GGCU.
+AF110045.1/1-308 ......................................UC.GAG.GGCU.
+AF110040.1/1-273 ..CUCG..........................GCCG...A.GAG.GGUG.
+AF110056.1/1-326 ......................................UC.GAG.GGCU.
+AF110054.1/1-306 .......................................UCGAG.GGCU.
+AF110053.1/1-305 .......................................UCGAG.GGCU.
+AF110055.1/1-272 ...........................................G.GGUU.
+AF012803.1/1-337 .......................................C.GAG.GGCU.
+AF012807.1/1-341 .......................................U.GAG.GGCG.
+AF012805.1/1-341 .......................................U.GAG.GGCG.
+AF012792.1/1-339 .......................................C.GAG.GGCG.
+AF012804.1/1-339 .......................................C.GAG.GGCG.
+AF012798.1/1-339 .......................................C.GAG.GGCG.
+AF012801.1/1-340 .......................................C.GAG.GGCG.
+AF012799.1/1-340 .......................................C.GAG.GGCG.
+AF056388.1/1-332 .......................................U..GA.CGCU.
+AE016931.1/133770-134130 ......................................UG..AG.AGUU.
+AE017175.1/112368-111971 .....................................GUA...G.GGUG.
+L25705.1/1-330 ......................................UC.GAA.GGCU.
+U28104.1/1-304 ......................................UG.UAG.AGUG.
+U28108.1/1-339 .......................................U.GAG.AACU.
+U28079.1/1-347 .......................................A..UG.AAUG.
+U28092.1/1-318 .....................................UGA...G.GGCU.
+U28095.1/1-295 ......................................UU.GAG.AGCU.
+AE002336.2/7220-7614 .......................................A...U.UUGU.
+AE001313.1/3291-3698 .......................................A...U.UUGU.
+AJ310737.1/16-366 ...........................................U.UUGU.
+AE002183.2/10502-10097 ......................................UU...U.UUGU.
+AF056378.1/1-333 ..........................................UU.UUGU.
+AJ012179.2/7-312 .....................................CGA.UAC.AGUU.
+L25704.1/3-383 ..GCAA..................G......GGAAG..AA...G.GGUU.
+L25703.1/209-594 ..GCAA.................GG......AAAGA...A...G.GGUU.
+AF056377.1/1-328 ......................................UU.GAG.GGUU.
+AF056380.1/1-328 ......................................UU.GAG.GGUU.
+X97391.1/1-342 .......................................C.....GGUU.
+AJ272222.1/1-305 .....................................GAU.....GGUU.
+X97393.1/1-299 ......................................AA...C.GGUG.
+AF056387.1/1-312 .......................................C.....GGUU.
+X97392.1/1-315 .......................................A.....GGGU.
+X65648.1/159-615 .......................................U.....GGUU.
+X97395.1/1-391 .......................................U.....GGUU.
+X65649.1/118-584 .......................................U.....GGUU.
+X97397.1/1-359 .......................................U.....GGUU.
+X73135.1/41-490 .......................................C...G.UUGC.
+X97396.1/1-359 .......................................A...U.GGUU.
+AJ272219.1/1-333 .......................................U.....GGAU.
+AJ272225.1/1-308 .......................................U.....UUAU.
+AJ272226.1/1-308 .......................................U.....UUAU.
+AJ272220.1/1-334 .......................................U.....GGA..
+AE017166.1/105041-105427 ..........................................UA.GGAU.
+AJ272218.1/1-333 .......................................U.....GGAU.
+AJ272223.1/1-307 .......................................U.....UUAU.
+AJ272221.1/1-323 .......................................U.....GGAU.
+AJ272224.1/1-311 .......................................U.....UUAU.
+Y16812.1/5-485 .......................................A...G.GGUU.
+U28093.1/1-294 ......................................AA...C.GGUG.
+U28099.1/1-297 ......................................AA...C.GGCG.
+AE001942.1/5499-5945 ...........................................G.GGCG.
+X60463.1/375-755 .......................................A..GG.GCUU.
+Z15006.1/117-498 .......................................A..GG.GCUU.
+AE007642.1/7926-8270 ......................................UU..GG.AGUG.
+U64879.1/1-302 ..UUUG..................G......UUUCC...A..GG.GGUG.
+U64880.1/1-331 .....................................AAA.GGU.GGUG.
+AF295980.1/1-285 ......................................AA...G.GGUU.
+AF296042.1/1-327 ..GCAA..............GG.GA............UAA...G.AUUG.
+AF296041.1/1-327 ..GAAA..............GG.GA............UAA...G.AUUG.
+AF056385.1/1-376 .GUCACA.............GC.CG......ACAGC....CGGA.AUCG.
+AF056384.1/1-320 ..UUCG.................CC......AGAAC....ACGG.AUCG.
+U28114.1/1-344 ..UUCG..............AA.AC......GCGUC....GUGG.GCUC.
+U28085.1/1-384 .......................................A.UGA.GCCG.
+U28112.1/1-339 ..ACAA..............GG.CG......GCGGC....ACGG.UUCG.
+U28087.1/1-340 ..GCAA.............GCU.GC......GCGGC....GCGG.ACCG.
+M59354.1/1-402 ..GAAA...............G.CC......UGUUC.ACA.....GCCG.
+M59355.1/163-591 ..UUUU.................CC......GGGGC..AA...G.CGGC.
+AJ235272.1/10905-10521 ..AUUU.............AUU.UA......AGUUC......CU.GGGU.
+AE017258.1/184968-184621 .......................................U...U.AUG..
+U28107.1/1-372 ..GCAA..............UG.GU......GGGUA.......G.GGGA.
+U28094.1/1-332 ..UUAG..........................GCCC.....GGG.GCAG.
+U28106.1/1-395 ..GCAA..................G......GGUUC...A.GGG.CGUG.
+U28086.1/1-321 ......................................AU..GG.GCCU.
+U28103.1/1-323 ......................................AU..GG.GCUG.
+U28117.1/1-347 ......................................GC.GGG.CUG..
+U28081.1/1-319 ......................................AU..GG.GCCU.
+U28109.1/1-327 ..UUCG..................G......CCUCA......GG.GCAC.
+U28110.1/1-342 ..GCAA............GCAU.GG......AGUUC...C...G.GGCAG
+U28102.1/1-355 ..CUCU.............CGG.GCGAUAACUCCGC...G..GG.GCGA.
+U28105.1/1-352 ..GCAA..........................GGGC...A..GG.CCUG.
+BX640434.1/240958-240545 ..GUAA.........................GGCCGGGAA...G.GGCG.
+M59353.1/255-595 .......................................U..GA.AGCG.
+AF056386.1/1-275 .......................................U..GA.CGGG.
+AE002562.1/3043-2684 .......................................U..GA.CGCU.
+AL162752.2/213352-212993 .......................................U..GA.CGCU.
+BX321865.1/54528-54812 .......................................U..GA.CGCU.
+U28091.1/1-281 ..GCAA..........................GACA.UAA..GG.CGUG.
+U28098.1/1-281 .......................................U..GA.GGCG.
+U28130.1/1-312 ..GCAA..........................GUAA.UAA..GG.CGUG.
+M59357.1/212-571 ..........................................CG.GCCG.
+AF056383.1/1-336 ..GUAC.................GG......AGGAC...A..GG.GAUG.
+AL139075.2/199352-199035 .............................................UAGC.
+AF181879.1/575-891 .......................................U..........
+AE015478.1/3276-3629 ......................................AU..GG.CGUG.
+M59356.1/53-421 ..UUCG.........................ACCGC...A.GCG.CGCG.
+AF160199.1/1-304 ......................................AA..GG.UACG.
+AF084931.1/10-309 ......................................AU..GG.UGCG.
+AP001118.1/93360-92985 .....................................UUU..UG.UACU.
+AE005541.1/4151-3775 ......................................AA..GG.UACG.
+AF211853.1/1-377 ......................................AA..GG.UACG.
+M33657.1/1-383 ......................................AA..GG.UACG.
+AF295985.1/1-303 .......................................U..GG.UGCG.
+AF084930.1/10-310 ......................................AU..GG.UGCG.
+AF295984.1/1-301 ......................................AU..GG.UGCG.
+AE016844.1/252680-252307 ......................................AA..GG.UACG.
+AF295986.1/1-303 ......................................AU..GG.UACG.
+AE013612.1/1854-1478 ......................................AU..GG.UACG.
+AF295983.1/1-297 .......................................A..CG.AGUU.
+U32841.1/440-64 .......................................A..UG.GGUG.
+AF160198.1/1-296 .......................................A..GG.CGUG.
+M19024.1/1-354 .......................................A..GG.CGUG.
+AE003942.1/8714-9072 ......................................AU..GG.UGUG.
+U28121.1/1-293 .......................................A..GG.CGUG.
+U28125.1/1-311 ......................................UA..GG.CAUG.
+U28124.1/1-293 .......................................A..GG.CGUG.
+U28123.1/1-318 ......................................AU..GG.CGCG.
+U28084.1/1-331 ..UUCG.................GG......UCCGU.....UCC.UGCU.
+U28090.1/1-293 .......................................A..GG.CGUG.
+U28126.1/1-293 .......................................A..GG.CGUG.
+U28122.1/1-293 .......................................A..GG.CGUG.
+U28089.1/1-303 ......................................AU..GG.UACG.
+U28129.1/1-356 .......................................U..GG.CGUG.
+U28100.1/1-299 .......................................U..GA.CGUG.
+U28097.1/1-303 .......................................U..GA.CGCU.
+U28111.1/1-306 .......................................U..GG.CGUG.
+U28082.1/1-411 ......................................UA..GG.CGUG.
+U28113.1/1-312 .......................................U..GG.CGUG.
+AF056381.1/1-336 .......................................U...U.UGU..
+AF056382.1/1-336 .......................................U...U.UGC..
+AF056376.1/1-285 .......................................U...U.CCU..
+AE001171.1/8189-8540 .......................................C..CC.UUUG.
+AE001226.1/9-348 .............................................GGAUA
+AF295981.1/1-332 .......................................U...G.GGUG.
+M64709.1/421-758 ..........................................UG.GGUC.
+AF296043.1/1-364 .......................................A..CG.GCCC.
+AF296064.1/1-342 .....................................AAA..GA..GCU.
+AF296046.1/1-290 .......................................U..GG.UGCG.
+U28083.1/1-351 .......................................A...A.AGCG.
+AF296005.1/1-303 ..AAU..........................AGCCC...A...C.CGUCG
+AF296034.1/1-348 .UUAAGU........................UCCAA...G.AAG.AGUU.
+AF296003.1/1-312 .CUCACC........................GCCAC...A...C.CGCCG
+AF295999.1/1-300 .......................................U..GC.CGUG.
+AF295990.1/1-293 ......................................GU...C.CGUCG
+AF296054.1/1-354 ..GCAA.............GCG.GG......AAAGC...A...G.AUC..
+U28118.1/1-313 ..........................................GA.GACA.
+AF296014.1/1-328 ..UUCG............GAGA.UAG.....UCCGC..AC...G.CAUG.
+AF296013.1/1-294 .......................................U..GG.UGUG.
+AF296056.1/1-348 .....................................AAU...G.AACG.
+AF296008.1/1-290 .......................................A..GA.CGCU.
+AF296035.1/1-332 ..UUCGU.........................GGAA.....UUG.GGUU.
+U28115.1/1-298 .....................................AAA......GCU.
+AF296002.1/1-301 ..GCU...........................GCCC...A.CCG.UCG..
+U28119.1/1-349 ..GAAA..........................GGGG..AU..AA.GGUG.
+AF295992.1/1-307 ..UUCG...............G.GU......CUCUA.......C.CGUAC
+AF296061.1/1-357 .UUCACU.........................UGGU.......U.AGCG.
+AF295994.1/1-311 ..UUCG..........................GCGC...A.CGG.UGCG.
+AF296015.1/1-301 ......................................AU..GG.UACG.
+AF296009.1/1-310 ......................................CA..GC.UGCG.
+AF296010.1/1-289 .......................................U..GG.CGUG.
+AF296020.1/1-302 ......................................AU..GG.UACG.
+AF296069.1/1-311 ......................................UA..GG.CAUG.
+AF296023.1/1-301 ......................................AU..GG.UACG.
+AF296031.1/1-331 .......................................UUGAG.GAUG.
+AF295996.1/1-294 .......................................U..CG.UGCG.
+AF296030.1/1-331 .......................................UUGAG.GACG.
+U28128.1/1-359 ......................................AU...G.GGCU.
+AF295995.1/1-321 ......................................CA..GC.UGUG.
+AF296022.1/1-301 ......................................AA..GG.UACG.
+AF296063.1/1-293 ......................................CA..GC.UGUG.
+U28120.1/1-381 .......................................A..UCAGGUU.
+AF296033.1/1-326 .......................................A..GA.GCUU.
+AF295991.1/1-340 ..GAGA..................U......CGUCC...A...G.GUCU.
+AF296049.1/1-292 .......................................U..GG.UGUG.
+AF296000.1/1-301 ..UUCG..........................GCCC...G...C.CGUCG
+AF296062.1/1-368 .......................................U..GG.AACG.
+AF296021.1/1-305 ......................................AA..GG.UACG.
+AF296053.1/1-376 ..........................................UG.GGCG.
+AF296048.1/1-341 .UACAU.................CA......UUUCA.....UCA.AGUG.
+AF296050.1/1-379 ..UCCG......UUCG.CCACCGGC......CGCCC.......A.CGGAU
+AF296038.1/1-392 .CCCGC......GGCG.UCGGU.UG......GCAC.....GCAA.GGCG.
+AF296032.1/1-335 ......................................UU.GAG.GGCG.
+AF296016.1/1-301 ......................................AA..GG.UACG.
+AF296026.1/1-290 ..................................................
+AF295997.1/1-291 .......................................U..GA.CGUU.
+AF296071.1/1-389 ......................................AC..GU.GGUG.
+AF296036.1/1-329 ...........................................G.GGUU.
+AF296037.1/1-343 ..UUCG...........CUCGA.CG..............CGCGA.AGUC.
+AF296058.1/1-334 ..GCAA...........................GCG.UUC.GAG.GGCG.
+AF296027.1/1-338 .CUGGU.........................UCGCA.....AUC.UGUG.
+AF296051.1/1-334 ..GAAA...........................GUG.....AUU.AGCU.
+U28101.1/1-327 ......................................UU.GAG.AACU.
+AF296039.1/1-393 .CCCGC......GGCG.UCGGU.UG......GCAC.....ACAA.GGCG.
+AF295993.1/1-289 ......................................AU....GCGUG.
+AF296012.1/1-290 .......................................U..GG.CGCG.
+AF296052.1/1-316 ......................................UC.GAG.GGCU.
+AF296001.1/1-304 .......................................U..GA.CGUU.
+AF296055.1/1-421 ......................................CA..GG.UACG.
+AF296059.1/1-357 ..UUCG.........G.UCACU.CG......GCGUC...G.CGG.GGCG.
+U28080.1/1-313 ..........................................GA.GACA.
+U28116.1/1-350 ..GAAA.................UG......GCAGC.....GAG.GAUU.
+AF296004.1/1-335 ......................................CU..GG.UGUG.
+AF296029.1/1-335 ......................................AU.GAG.GGUG.
+AF296028.1/1-330 .......................................UUGAG.GACG.
+AF296047.1/1-318 ..CAU................G.GU......UUGCG......CC.UGCG.
+AF296070.1/1-302 ......................................AA..GG.UACG.
+AF295998.1/1-302 ......................................AA..GG.UACG.
+U28127.1/1-285 .......................................A...A.GGCG.
+AF296044.1/1-290 ......................................UA..UG.UGCG.
+AF296045.1/1-323 .......................................U..GG.AGCU.
+AF296018.1/1-298 ......................................AU..GG.UACG.
+AF296011.1/1-335 .CAACA...GGGGCCUUCGGGU.GU......UGGCC...A...C.CGUCG
+#=GC SS_cons .........>>>>>>>.>>>>>.>>......>>>>>....<<<<.<<<..
+
+BX248358.1/328133-327709 .....................................GC.UC........
+AF110051.1/1-289 .....................................GC.CC........
+AF110049.1/1-307 .....................................GC.CC........
+AF110050.1/1-307 .....................................GC.CC........
+U64884.1/1-325 .....................................GC.UC........
+AF110048.1/1-309 .....................................GC.UC........
+AF110047.1/1-310 .....................................GC.UC........
+AF110052.1/1-312 .....................................GC.UC........
+AF110046.1/1-310 .....................................GC.CC........
+AF110037.1/1-266 .....................................GU.CC........
+AF110036.1/1-281 .....................................GU.CC........
+AF110044.1/1-266 .....................................GU.CC........
+AF110039.1/1-307 .....................................GC.UC........
+AF110042.1/1-278 .....................................GC.UC........
+AF110041.1/1-292 .....................................GC.CC........
+AF110038.1/1-326 .....................................GC.UC........
+AF110045.1/1-308 .....................................GC.CC........
+AF110040.1/1-273 .....................................AC.UC........
+AF110056.1/1-326 .....................................GC.UC........
+AF110054.1/1-306 .....................................GC.UC........
+AF110053.1/1-305 .....................................GC.UC........
+AF110055.1/1-272 .....................................GC.UC........
+AF012803.1/1-337 .....................................GC.CC........
+AF012807.1/1-341 .....................................GC.CC........
+AF012805.1/1-341 .....................................GC.CC........
+AF012792.1/1-339 .....................................GC.CC........
+AF012804.1/1-339 .....................................GC.CC........
+AF012798.1/1-339 .....................................GC.CC........
+AF012801.1/1-340 .....................................GC.CC........
+AF012799.1/1-340 .....................................GC.CC........
+AF056388.1/1-332 .....................................GC.CC........
+AE016931.1/133770-134130 .....................................GC.UC........
+AE017175.1/112368-111971 .....................................GC.UC........
+L25705.1/1-330 .....................................GC.UC........
+U28104.1/1-304 .....................................AC.UC........
+U28108.1/1-339 .....................................GC.UC........
+U28079.1/1-347 .....................................GC.UC........
+U28092.1/1-318 .....................................GC.UC........
+U28095.1/1-295 .....................................GC.UC........
+AE002336.2/7220-7614 .....................................CU.CU........
+AE001313.1/3291-3698 .....................................UU.CU........
+AJ310737.1/16-366 .....................................UU.CU........
+AE002183.2/10502-10097 .....................................GU.CU........
+AF056378.1/1-333 .....................................UU.CUG.......
+AJ012179.2/7-312 .....................................CU.CC........
+L25704.1/3-383 .....................................GC.CC........
+L25703.1/209-594 .....................................GC.CC........
+AF056377.1/1-328 .....................................GC.UC........
+AF056380.1/1-328 .....................................GC.UC........
+X97391.1/1-342 .....................................GG.CCAUGA....
+AJ272222.1/1-305 .....................................GG.CCA.....UU
+X97393.1/1-299 .....................................GC.CC........
+AF056387.1/1-312 .....................................GG.UCUUUU....
+X97392.1/1-315 .....................................UG.GUCUUU....
+X65648.1/159-615 .....................................GG.UCUUUU....
+X97395.1/1-391 .....................................GG.UCUUUU....
+X65649.1/118-584 .....................................GG.UCUUUU....
+X97397.1/1-359 .....................................GG.UCUUUU....
+X73135.1/41-490 .....................................GA.UCUUCA...A
+X97396.1/1-359 .....................................GG.UCUUUU....
+AJ272219.1/1-333 .....................................GG.CCA.....UA
+AJ272225.1/1-308 .....................................GA.CCA.....UU
+AJ272226.1/1-308 .....................................GA.CCA.....UU
+AJ272220.1/1-334 .....................................GG.CCA.....UA
+AE017166.1/105041-105427 .....................................GA.CCA..UUUUG
+AJ272218.1/1-333 .....................................GG.CCA.....UA
+AJ272223.1/1-307 .....................................GA.CCA.....UU
+AJ272221.1/1-323 .....................................GG.CCA.....UA
+AJ272224.1/1-311 .....................................GA.CCA.....UU
+Y16812.1/5-485 .....................................GG.UCU.....UU
+U28093.1/1-294 .....................................GC.CC........
+U28099.1/1-297 .....................................GC.CC........
+AE001942.1/5499-5945 .....................................GC.CC........
+X60463.1/375-755 .....................................GC.CC........
+Z15006.1/117-498 .....................................GC.CC........
+AE007642.1/7926-8270 .....................................GC.CC........
+U64879.1/1-302 .....................................GC.CC........
+U64880.1/1-331 .....................................GC.CC........
+AF295980.1/1-285 .....................................GC.UC........
+AF296042.1/1-327 .....................................GC.CC........
+AF296041.1/1-327 .....................................GC.CC........
+AF056385.1/1-376 .....................................GU.UC........
+AF056384.1/1-320 .....................................GC.CC........
+U28114.1/1-344 .....................................GU.CC........
+U28085.1/1-384 .....................................GU.CC........
+U28112.1/1-339 .....................................GU.CC........
+U28087.1/1-340 .....................................GU.CC........
+M59354.1/1-402 .....................................GU.UUCCG.....
+M59355.1/163-591 .....................................GU.UU........
+AJ235272.1/10905-10521 .....................................UA.CCUCUA....
+AE017258.1/184968-184621 .....................................UU.UUCCU.....
+U28107.1/1-372 .....................................GU.UUCG......
+U28094.1/1-332 .....................................GA.ACC.......
+U28106.1/1-395 .....................................GU.UG........
+U28086.1/1-321 .....................................GU.UCC.......
+U28103.1/1-323 .....................................CU.UC........
+U28117.1/1-347 .GUCCCGGACUACGGUCCGCGAUACCGCCGCAGGGAUGC.UU........
+U28081.1/1-319 .....................................GU.UCC.......
+U28109.1/1-327 .....................................GU.UUC.......
+U28110.1/1-342 .....................................GA.ACCG......
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+#=GC SS_cons .>>>.>>>>..<<<<<<<<<<....>>>>.>>>>>>........>>>.>>
+
+BX248358.1/328133-327709 CGU...............................................
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+AF110054.1/1-306 CCC...............................................
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+AF012798.1/1-339 UGC...............................................
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+AF012799.1/1-340 UGC...............................................
+AF056388.1/1-332 CCC...............................................
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+AE017175.1/112368-111971 CGG...............................................
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+U28102.1/1-355 UCC...............................................
+U28105.1/1-352 UCC...............................................
+BX640434.1/240958-240545 UGC...............................................
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+AL162752.2/213352-212993 UUC...............................................
+BX321865.1/54528-54812 UGC...............................................
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+AL139075.2/199352-199035 ACC...............................................
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+AE015478.1/3276-3629 ACC...............................................
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+AF160199.1/1-304 CCC...............................................
+AF084931.1/10-309 CCC...............................................
+AP001118.1/93360-92985 CCU...............................................
+AE005541.1/4151-3775 CCC...............................................
+AF211853.1/1-377 CCC...............................................
+M33657.1/1-383 CCC...............................................
+AF295985.1/1-303 CCC...............................................
+AF084930.1/10-310 CCC...............................................
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+AE016844.1/252680-252307 CCC...............................................
+AF295986.1/1-303 CCC...............................................
+AE013612.1/1854-1478 CCC...............................................
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+AF160198.1/1-296 ACC...............................................
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+#=GC SS_cons >>>....<<<<<<<<<<<<<<..<<<<<....>>>>>..>>>>>>>>>>>
+
+BX248358.1/328133-327709 ......GGGU..A..GCUGCU.............................
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+#=GC SS_cons >>>..........>.>>>...<<<<<<<....................>>
+
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+AF296015.1/1-301 CCU.AGAUGAAUGACUGUCCA.............................
+AF296009.1/1-310 CGC.AGAUGAAUGAUCGUCCA.............................
+AF296010.1/1-289 CCC.AGAUGAAUGGUUGUCCA.............................
+AF296020.1/1-302 CCU.AGAUGAAUGACUGUCCA.............................
+AF296069.1/1-311 CCU.AGAGGAAUGAUCGUUCU.............................
+AF296023.1/1-301 CCU.AGAUGAAUGACUGUCCA.............................
+AF296031.1/1-331 CCU.AGAGGAAUGAUCAUC.......GUCC.U...GC..A...GCGG...
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+U28128.1/1-359 CCU.AGAUAGAUGAUCGUCAA.............................
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+AF296022.1/1-301 CCU.AGAUGAAUGACUGUCCA.............................
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+AF296062.1/1-368 CCC.AGAGAGAUGACCGUG.......ACCC.C...AC.............
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+AF296053.1/1-376 CCG.AGAGAAAUGACGACU.......GAAG.C...GC..C..........
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+AF296032.1/1-335 GCU.AGAUGAAUGGUCAUU.......GUCC.C...GA..C...GGCGG..
+AF296016.1/1-301 CCU.AGAUGAAUGACUGUCCA.............................
+AF296026.1/1-290 UCU.AGAUAAAUAACUACCCA.............................
+AF295997.1/1-291 UCC.AGAUGAAUGAUUAUCCU.............................
+AF296071.1/1-389 CCU.AGAUAGAUGAUUGCC.......ACUC.CAUUCG..U...GCGAG..
+AF296036.1/1-329 UUU.AGAUAGAUGGUAAUCCU.............................
+AF296037.1/1-343 CAC.AGAUAGAUGGUCGUC.......GACG.C...C..............
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+U28101.1/1-327 GCA.AGAUGGAUGAUUGUC.......CCUC.A..................
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+AF295993.1/1-289 CCC.AGAUGAAUGAUUGCCCA.............................
+AF296012.1/1-290 UCC.AGAUGAAUGAUUAUCCU.............................
+AF296052.1/1-316 CCC.AGAUGAAUGAUCGCC.......AAGU.G...UC.............
+AF296001.1/1-304 UCC.AGAUGAAUGAUUAUCCU.............................
+AF296055.1/1-421 CCU.AGAUGAAUGACUGUCCA.............................
+AF296059.1/1-357 CCU.AGAGAAAUGAUCGUC.......GCGA.C...GG..C..........
+U28080.1/1-313 CCG.AGAGGAAUGAUCAUC.......CGGA.U...C..............
+U28116.1/1-350 CCAAAGAGAAAUGGUCACC.......GUCC.C...GC..C..........
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+AF296028.1/1-330 CCU.AGAGGAAUGAUCGUC.......GCUU.C...GC..A...GCGG...
+AF296047.1/1-318 CCU.ACAUGGAUGGUUGCCCA.............................
+AF296070.1/1-302 CCU.AGAUGAAUGACUGUCCA.............................
+AF295998.1/1-302 CCU.AGAUGAAUGACUGUCCA.............................
+U28127.1/1-285 CCU.AGAUAGAUGGCCAUUCAA............................
+AF296044.1/1-290 CCC.AGAUGAAUGACUGUUCA.............................
+AF296045.1/1-323 CCU.AGAUGGAUGACUGCC.......GCUG.A...CU..G...UGC....
+AF296018.1/1-298 CCU.AGAUGAAUGACUGUCCA.............................
+AF296011.1/1-335 CCC.AGAUGAAUGGUUGUCAA.............................
+#=GC SS_cons >...........>>>>>>>.......<<<<.<...<<..<...<<<<<..
+
+BX248358.1/328133-327709 ...........................CUUGU..................
+AF110051.1/1-289 ............................GCAA..................
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+AF110050.1/1-307 ............................GCAA..................
+U64884.1/1-325 ............................GCAA..................
+AF110048.1/1-309 ..................................................
+AF110047.1/1-310 ............................CUCG..................
+AF110052.1/1-312 ............................UCCG..................
+AF110046.1/1-310 ..................................................
+AF110037.1/1-266 ..................................................
+AF110036.1/1-281 ..................................................
+AF110044.1/1-266 ..................................................
+AF110039.1/1-307 ............................GCAA..................
+AF110042.1/1-278 ............................GAGA..................
+AF110041.1/1-292 ............................UUCG..................
+AF110038.1/1-326 ............................GCAA..................
+AF110045.1/1-308 ..................................................
+AF110040.1/1-273 ..................................................
+AF110056.1/1-326 ............................GCAA..................
+AF110054.1/1-306 ............................UUCG..................
+AF110053.1/1-305 ............................UCCG..................
+AF110055.1/1-272 ..................................................
+AF012803.1/1-337 ............................GCGA..................
+AF012807.1/1-341 ............................GUAA..................
+AF012805.1/1-341 ............................GUAA..................
+AF012792.1/1-339 ............................GCGA..................
+AF012804.1/1-339 ............................GCGA..................
+AF012798.1/1-339 ............................GCGA..................
+AF012801.1/1-340 ............................GCGA..................
+AF012799.1/1-340 ............................GCGA..................
+AF056388.1/1-332 ..................................................
+AE016931.1/133770-134130 .............................UAU..................
+AE017175.1/112368-111971 ............................CGUG..................
+L25705.1/1-330 ............................UUUU..................
+U28104.1/1-304 ............................CUUG..................
+U28108.1/1-339 ............................UAAG..................
+U28079.1/1-347 ............................CUUG..................
+U28092.1/1-318 ............................UUAUU.................
+U28095.1/1-295 ..................................................
+AE002336.2/7220-7614 ............................UUCUU.................
+AE001313.1/3291-3698 ............................UUCC..................
+AJ310737.1/16-366 ............................UUUU..................
+AE002183.2/10502-10097 ............................GCAA..................
+AF056378.1/1-333 ............................UUUU..................
+AJ012179.2/7-312 .............................UUU..................
+L25704.1/3-383 ............................CUUGA.................
+L25703.1/209-594 ............................CUCGA.................
+AF056377.1/1-328 ............................GGCG..................
+AF056380.1/1-328 ............................GGCG..................
+X97391.1/1-342 ............................UCCGC.................
+AJ272222.1/1-305 ..................................................
+X97393.1/1-299 ..................................................
+AF056387.1/1-312 .............................UUC..................
+X97392.1/1-315 ..................................................
+X65648.1/159-615 ............................GCAA..................
+X97395.1/1-391 ............................GGAA..................
+X65649.1/118-584 GUUA........................CUUG..................
+X97397.1/1-359 ............................GUUU..................
+X73135.1/41-490 ............................UUAU..................
+X97396.1/1-359 AG..........................UAUA..................
+AJ272219.1/1-333 ............................UAAA..................
+AJ272225.1/1-308 ............................AUUA..................
+AJ272226.1/1-308 ............................AAUC..................
+AJ272220.1/1-334 ............................UAAA..................
+AE017166.1/105041-105427 ............................AUUU..................
+AJ272218.1/1-333 ............................UAAA..................
+AJ272223.1/1-307 .............................AUU..................
+AJ272221.1/1-323 ............................UAAA..................
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+Y16812.1/5-485 ............................GAGA..................
+U28093.1/1-294 ..................................................
+U28099.1/1-297 ..................................................
+AE001942.1/5499-5945 ...........................CCAACC.................
+X60463.1/375-755 ..................................................
+Z15006.1/117-498 ..................................................
+AE007642.1/7926-8270 ..................................................
+U64879.1/1-302 ..................................................
+U64880.1/1-331 ..................................................
+AF295980.1/1-285 ..................................................
+AF296042.1/1-327 ............................UUCG..................
+AF296041.1/1-327 ............................UUAG..................
+AF056385.1/1-376 ............................UCCG..................
+AF056384.1/1-320 ..................................................
+U28114.1/1-344 ..................................................
+U28085.1/1-384 ............................UUCG..................
+U28112.1/1-339 .............................CAG..................
+U28087.1/1-340 .............................CAG..................
+M59354.1/1-402 ...........................GUCAAA.................
+M59355.1/163-591 CCC.........................UUGC..................
+AJ235272.1/10905-10521 ............................UAAU..................
+AE017258.1/184968-184621 ..................................................
+U28107.1/1-372 CCC.........................GCAA..................
+U28094.1/1-332 ............................UUCG..................
+U28106.1/1-395 ............................GAAA..................
+U28086.1/1-321 ............................UUUA..................
+U28103.1/1-323 ............................GCAA..................
+U28117.1/1-347 ............................GCAA..................
+U28081.1/1-319 .............................UUA..................
+U28109.1/1-327 ............................GCUU..................
+U28110.1/1-342 ............................UUCG..................
+U28102.1/1-355 ............................GCGA..................
+U28105.1/1-352 G..........................ACUUGUG................
+BX640434.1/240958-240545 ............................GAAA..................
+M59353.1/255-595 C...........................GCAA..................
+AF056386.1/1-275 ............................GCAA..................
+AE002562.1/3043-2684 ..................................................
+AL162752.2/213352-212993 ..................................................
+BX321865.1/54528-54812 ..................................................
+U28091.1/1-281 ............................GCAA..................
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+U28130.1/1-312 ............................GCGA..................
+M59357.1/212-571 ............................GCAA..................
+AF056383.1/1-336 ............................GAAA..................
+AL139075.2/199352-199035 ..................................................
+AF181879.1/575-891 ..................................................
+AE015478.1/3276-3629 ..................................................
+M59356.1/53-421 ..................................................
+AF160199.1/1-304 ..................................................
+AF084931.1/10-309 ..................................................
+AP001118.1/93360-92985 ..................................................
+AE005541.1/4151-3775 ..................................................
+AF211853.1/1-377 ..................................................
+M33657.1/1-383 ..................................................
+AF295985.1/1-303 ..................................................
+AF084930.1/10-310 ..................................................
+AF295984.1/1-301 ..................................................
+AE016844.1/252680-252307 ..................................................
+AF295986.1/1-303 ..................................................
+AE013612.1/1854-1478 ..................................................
+AF295983.1/1-297 ..................................................
+U32841.1/440-64 ..................................................
+AF160198.1/1-296 ..................................................
+M19024.1/1-354 ..................................................
+AE003942.1/8714-9072 ..................................................
+U28121.1/1-293 ..................................................
+U28125.1/1-311 ..................................................
+U28124.1/1-293 ..................................................
+U28123.1/1-318 ..................................................
+U28084.1/1-331 ..................................................
+U28090.1/1-293 ..................................................
+U28126.1/1-293 ..................................................
+U28122.1/1-293 ..................................................
+U28089.1/1-303 ..................................................
+U28129.1/1-356 ..................................................
+U28100.1/1-299 ..................................................
+U28097.1/1-303 ..................................................
+U28111.1/1-306 ............................GAAA..................
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+U28113.1/1-312 ..................................................
+AF056381.1/1-336 .............................UCA..................
+AF056382.1/1-336 .............................UCA..................
+AF056376.1/1-285 ..................................................
+AE001171.1/8189-8540 ..................................................
+AE001226.1/9-348 ..................................................
+AF295981.1/1-332 .............................AAU..................
+M64709.1/421-758 ..................................................
+AF296043.1/1-364 ............................GCAA..................
+AF296064.1/1-342 ............................CUCGU.................
+AF296046.1/1-290 ..................................................
+U28083.1/1-351 CC..........................UUAC..................
+AF296005.1/1-303 ..................................................
+AF296034.1/1-348 ............................UUAU..................
+AF296003.1/1-312 ..................................................
+AF295999.1/1-300 ...........................UUAACU.................
+AF295990.1/1-293 ..................................................
+AF296054.1/1-354 ............................UAUC..................
+U28118.1/1-313 ............................CUUUA.................
+AF296014.1/1-328 ..................................................
+AF296013.1/1-294 ..................................................
+AF296056.1/1-348 ............................GCAA..................
+AF296008.1/1-290 ..................................................
+AF296035.1/1-332 ..........................UUCAUUU.................
+U28115.1/1-298 ..................................................
+AF296002.1/1-301 ..................................................
+U28119.1/1-349 ..................................................
+AF295992.1/1-307 ..................................................
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+AF295994.1/1-311 ..................................................
+AF296015.1/1-301 ..................................................
+AF296009.1/1-310 ..................................................
+AF296010.1/1-289 ..................................................
+AF296020.1/1-302 ..................................................
+AF296069.1/1-311 ..................................................
+AF296023.1/1-301 ..................................................
+AF296031.1/1-331 ............................GUAA..................
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+U28128.1/1-359 ..................................................
+AF295995.1/1-321 ..................................................
+AF296022.1/1-301 ..................................................
+AF296063.1/1-293 ..................................................
+U28120.1/1-381 ...........................GCUAAAA................
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+AF296049.1/1-292 ..................................................
+AF296000.1/1-301 ..................................................
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+AF296021.1/1-305 ..................................................
+AF296053.1/1-376 ............................GCAA..................
+AF296048.1/1-341 ............................AUCU..................
+AF296050.1/1-379 C...........................UCCG..................
+AF296038.1/1-392 GCACAG......................UUCG..................
+AF296032.1/1-335 ............................GUGA..................
+AF296016.1/1-301 ..................................................
+AF296026.1/1-290 ..................................................
+AF295997.1/1-291 ..................................................
+AF296071.1/1-389 GCAGACGGGUGAAAUGACCGAGAGCG..AGU...UGCUUAUCGGAUUUUG
+AF296036.1/1-329 ..................................................
+AF296037.1/1-343 ............................CCAGC.................
+AF296058.1/1-334 ............................GAGA..................
+AF296027.1/1-338 ...........................GGCUAA.................
+AF296051.1/1-334 ............................GAAA..................
+U28101.1/1-327 ............................GCAA..................
+AF296039.1/1-393 GCACAG......................UUCG..................
+AF295993.1/1-289 ..................................................
+AF296012.1/1-290 ..................................................
+AF296052.1/1-316 ............................CCCG..................
+AF296001.1/1-304 ..................................................
+AF296055.1/1-421 ..................................................
+AF296059.1/1-357 ............................GCAG..................
+U28080.1/1-313 .............................UUU..................
+U28116.1/1-350 .............................ACA..................
+AF296004.1/1-335 G...........................CUCG..................
+AF296029.1/1-335 ............................GUGA..................
+AF296028.1/1-330 ............................GCAA..................
+AF296047.1/1-318 ..................................................
+AF296070.1/1-302 ..................................................
+AF295998.1/1-302 ..................................................
+U28127.1/1-285 ..................................................
+AF296044.1/1-290 ..................................................
+AF296045.1/1-323 ............................GAGA..................
+AF296018.1/1-298 ..................................................
+AF296011.1/1-335 ..................................................
+#=GC SS_cons <<<<<<<<<<<<<<<..<<<<<<<<..........>>>>.>>>>>>>>>>
+
+BX248358.1/328133-327709 ................C.GG.G.G..GU.G..A..G.U..ACAGAAUCCG
+AF110051.1/1-289 ..........C.....G.GA.G.A..UG.C..G..G.A............
+AF110049.1/1-307 ..........C.....G.GG.G.G..CG.C..G..G.A............
+AF110050.1/1-307 ..........C.....G.AC.G.G..UG.C..G..G.G............
+U64884.1/1-325 ..........C.....G.CG.C.G..CG.A..G..G.C..ACAGAAUCCG
+AF110048.1/1-309 ......................................CG..........
+AF110047.1/1-310 .....................G.G..CC.G..G..G.G............
+AF110052.1/1-312 .....................G.C..GG.G..G..G.G............
+AF110046.1/1-310 ......................................CA..........
+AF110037.1/1-266 ......................................UC..........
+AF110036.1/1-281 ......................................CU..........
+AF110044.1/1-266 ......................................UC..........
+AF110039.1/1-307 ...................G.G.G..CG.G..A..G.G............
+AF110042.1/1-278 ..........................CG.A..G..G.G............
+AF110041.1/1-292 .............................G..C..G.U.U..........
+AF110038.1/1-326 ..........G.....A.AA.C.C..CC.G..G..C.G.A..........
+AF110045.1/1-308 .......................................C..........
+AF110040.1/1-273 .......................................G..........
+AF110056.1/1-326 ..........G.....A.AA.C.C..CC.G..G..C.G.A..........
+AF110054.1/1-306 .....................G.C..CC.G..A..G.C............
+AF110053.1/1-305 .....................G.C..CC.G..A..G..............
+AF110055.1/1-272 ......................................CG..........
+AF012803.1/1-337 ................G.GC.G.G..AC.G..U..G.G..ACAGAACCCG
+AF012807.1/1-341 ................G.GC.G.G..GC.G..U..G.G..ACAGAAUCCG
+AF012805.1/1-341 ................G.GC.G.G..GC.G..U..G.G..ACAGAAUCCG
+AF012792.1/1-339 ................G.GC.G.G..GC.G..U..G.G..ACAGAACCCG
+AF012804.1/1-339 ................G.GC.G.G..GC.G..U..G.G..ACAGAACCCG
+AF012798.1/1-339 ................G.GC.G.G..GC.G..U..G.G..ACAGAACCCG
+AF012801.1/1-340 ................G.GC.G.G..GC.G..U..G.G..AUAGAACCCG
+AF012799.1/1-340 ................G.GC.G.G..GC.G..U..G.G..AUAGAACCCG
+AF056388.1/1-332 ......................................CGACAGAACCCG
+AE016931.1/133770-134130 .......................A..UA.A..G..G.U..ACAGAACUCG
+AE017175.1/112368-111971 ..................UG.G.C..CGUG..A..G.U..ACAGAACCCG
+L25705.1/1-330 ..........................UC.G..G..UGU..ACAGAACCCG
+U28104.1/1-304 ..........................CA.C..A..A.U..ACAGAAUCCG
+U28108.1/1-339 ...................G.CUA..CG.G..U..G.G..ACAGAACCCG
+U28079.1/1-347 .......................U..CG.G..G..G.U..ACAGAACCCG
+U28092.1/1-318 .......................A..UU.A..A..G.G..ACAGAACCCG
+U28095.1/1-295 ......................................AAACAGAACCCG
+AE002336.2/7220-7614 .........AU.....U.CG.U.A..CU.U..GU.U.G..ACAGAAUCCG
+AE001313.1/3291-3698 .........GU.....U.CG.U.G..CU.U..GU.C.G..ACAGAAUCCG
+AJ310737.1/16-366 ................C.UC.A.U..CU.U..GU.A.G............
+AE002183.2/10502-10097 .........GA.....G.CU.A.U..CU.U..AU.A.G..ACAGAAUCCA
+AF056378.1/1-333 ................C.UC.A.U..CU.U..GU.A.G..ACAGAACCCG
+AJ012179.2/7-312 ..........................GC.A..G..A.CCGACAGAACCCG
+L25704.1/3-383 ...................U.G.G..UG.A..U..G.G..ACAGAAUUCG
+L25703.1/209-594 ...................U.G.A..UG.A..U..U.C..ACAGAAUUCG
+AF056377.1/1-328 ...........................G.G..G..C.U..ACAGAAUCCG
+AF056380.1/1-328 ...........................G.G..G..C.U..ACAGAAUCCG
+X97391.1/1-342 ...................C.C.C..AC.C..C..G.G.AACAGAACCCG
+AJ272222.1/1-305 ......................................GAACAGAACCCG
+X97393.1/1-299 .......................................AACAGAACCCG
+AF056387.1/1-312 .......................G..AC.A..G..A.G.AACAGAACCCG
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+AF160198.1/1-296 GCUUA...............................
+M19024.1/1-354 GCUUAU.AG.AUCGACUCUCCAC.............
+AE003942.1/8714-9072 GCUUAU.AG.GCCGACUUCACCGCUUU.........
+U28121.1/1-293 GCUUA...............................
+U28125.1/1-311 GCUUA...............................
+U28124.1/1-293 GCUUA...............................
+U28123.1/1-318 GCUUA...............................
+U28084.1/1-331 GCUUA...............................
+U28090.1/1-293 GCUUA...............................
+U28126.1/1-293 GCUUA...............................
+U28122.1/1-293 GCUUA...............................
+U28089.1/1-303 GCUUA...............................
+U28129.1/1-356 GCUUA...............................
+U28100.1/1-299 GCUUA...............................
+U28097.1/1-303 GCUUA...............................
+U28111.1/1-306 GCUUA...............................
+U28082.1/1-411 GCUUA...............................
+U28113.1/1-312 GCUUA...............................
+AF056381.1/1-336 GCUUA...............................
+AF056382.1/1-336 GCUUA...............................
+AF056376.1/1-285 GCUUA...............................
+AE001171.1/8189-8540 GCUUAU.GG.GUGUCAGCUUAAUUUCAU........
+AE001226.1/9-348 GCUUAC..C.AGUUCUCU.GUUUU............
+AF295981.1/1-332 GCUUA...............................
+M64709.1/421-758 GCUUAU..G.CUCCUCUCCCGUG.............
+AF296043.1/1-364 GCUUA...............................
+AF296064.1/1-342 ....................................
+AF296046.1/1-290 GCUUAC..............................
+U28083.1/1-351 GCUUA...............................
+AF296005.1/1-303 GCUUAC..............................
+AF296034.1/1-348 GCUUAC..............................
+AF296003.1/1-312 GCUUAU..............................
+AF295999.1/1-300 GCUUAU..............................
+AF295990.1/1-293 GCUUAC..............................
+AF296054.1/1-354 GCUUAC..............................
+U28118.1/1-313 GCUUA...............................
+AF296014.1/1-328 GCUUA...............................
+AF296013.1/1-294 ....................................
+AF296056.1/1-348 GCUU................................
+AF296008.1/1-290 GCUUA...............................
+AF296035.1/1-332 GCUUA...............................
+U28115.1/1-298 GCUUA...............................
+AF296002.1/1-301 GCUUAC..............................
+U28119.1/1-349 GCUUA...............................
+AF295992.1/1-307 GCUUA...............................
+AF296061.1/1-357 CUUAU...............................
+AF295994.1/1-311 GCUUAU..............................
+AF296015.1/1-301 GCUUA...............................
+AF296009.1/1-310 GCUUAU..............................
+AF296010.1/1-289 GCUUAU..............................
+AF296020.1/1-302 GCUUA...............................
+AF296069.1/1-311 GCUUC...............................
+AF296023.1/1-301 GCUUA...............................
+AF296031.1/1-331 GCUUAC..............................
+AF295996.1/1-294 GCUUAC..............................
+AF296030.1/1-331 GCUUAC..............................
+U28128.1/1-359 GCUUA...............................
+AF295995.1/1-321 GCUUA...............................
+AF296022.1/1-301 GCUUA...............................
+AF296063.1/1-293 ....................................
+U28120.1/1-381 GCUUA...............................
+AF296033.1/1-326 GCUUA...............................
+AF295991.1/1-340 GCUUA...............................
+AF296049.1/1-292 GCUUAU..............................
+AF296000.1/1-301 GCUUA...............................
+AF296062.1/1-368 GGCUUA..............................
+AF296021.1/1-305 GCUUA...............................
+AF296053.1/1-376 GCUU................................
+AF296048.1/1-341 GCUUAU..............................
+AF296050.1/1-379 GCUUAU..............................
+AF296038.1/1-392 GCUUA...............................
+AF296032.1/1-335 GCUUAC..............................
+AF296016.1/1-301 GCUUA...............................
+AF296026.1/1-290 GCUUA...............................
+AF295997.1/1-291 GCUUAC..............................
+AF296071.1/1-389 GCUUA...............................
+AF296036.1/1-329 GCUUAC..............................
+AF296037.1/1-343 GCUUA...............................
+AF296058.1/1-334 GCUUAC..............................
+AF296027.1/1-338 GCUUAU..............................
+AF296051.1/1-334 GCUUAU..............................
+U28101.1/1-327 GCUUA...............................
+AF296039.1/1-393 GCUUAU..............................
+AF295993.1/1-289 GCUUA...............................
+AF296012.1/1-290 GCUUAC..............................
+AF296052.1/1-316 GCUUAU..............................
+AF296001.1/1-304 GCUUAU..............................
+AF296055.1/1-421 GCUUAC..............................
+AF296059.1/1-357 GCUUAC..............................
+U28080.1/1-313 GCUUA...............................
+U28116.1/1-350 GCUUA...............................
+AF296004.1/1-335 GCCU................................
+AF296029.1/1-335 GCUUAC..............................
+AF296028.1/1-330 GCUUA...............................
+AF296047.1/1-318 GCUUA...............................
+AF296070.1/1-302 GCUUAC..............................
+AF295998.1/1-302 GCUUAU..............................
+U28127.1/1-285 GCUUA...............................
+AF296044.1/1-290 GCUUAU..............................
+AF296045.1/1-323 GCUUAC..............................
+AF296018.1/1-298 G...................................
+AF296011.1/1-335 GCUUAC..............................
+#=GC SS_cons aaaa.>..>.>>>>>>>>>.................
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00010.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00010.idx
new file mode 100644
index 0000000..071ecd1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00010.idx
@@ -0,0 +1 @@
+U28088.1/1-355
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00010.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00010.raw
new file mode 100644
index 0000000..df1493d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00010.raw
@@ -0,0 +1,1639 @@
+>BX248358.1/328133-327709
+UGAGCCGGCUGGGCGAUCGCGACUUUGCGUACCACAUGCGAUGAACAUGGUGGCGCAAGG
+ACGAGGAAAGUCCGGACUCCACAGAGCACGGUGAUUGUUAACAACAACCCGGGGUGACCC
+GCGGGCAAGUGCAACAGAAAGUAAACCGCCUAGAAUUUUUCUAGGUAAGGGUGAAACGGU
+GCGGUAAGAGCGCACCAGCGAGGUAGGUGACUACCUCGGCUAGGUAAACCCCACUGGGAG
+CAAGGCAUUAGGGCGUACCGUCGUUUCAGACGGUAUGUCUGCACGAACGCUUGAAGGCUG
+CUCGCCUGAGUUCGUGGGUAGCUGCUUGAGGCGGCCAGUGAUGGUUUCGUCCAGAUGGAU
+GAUCGCCGCUGAUCUCCGCUUGUCGGGGGUGAGUACAGAAUCCGGCUUAUAUGCUGGCUC
+AUUCG
+>AF110051.1/1-289
+CACAGGGCAGGGUGGUGGCCAACAGCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAA
+AACAAACCGCCAACUGCUUCGGCAGUCGGUAAGGGUGAAACGGUGGUGUAAGAGACCACC
+AGCGCGCCAGGUGACUGGAGCGGCUCGGUAAACCCCACCCGGAGCAAGCCCAGACAGCGC
+ACGUUCGAGACCGGCCCGGUCGAGUGCGCGGGUAGGGCGCUGGAGCCGGUCAGCAAUGGC
+CGGCCGAGAUGGAUGGCCGUCGCCGCGUCACCGGCAACGGAGAUGCGGA
+>AF110049.1/1-307
+CACAGGGCAGGGUGGUGGCCAACAGCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCGGCUGCUCGGCAGCCGGUAAGGGUGAAACGGUGGUGUAAGAGACCACCA
+GCGCUCCAGGUGACUGGAGCGGCUCGGUAAACCCCACCCGGAGCAAGUCCAGACAGCGUG
+UGCACGGCGCCUUCGGGCGUCGAGGAGACCGGCCCGGUCGAGCGCGCGGGUAGGACGCUA
+GAGCCGGCCAGCAAUGGUCGGCCCAGAUGGAUGGCCGUCGCCGCGCCACCGGUAACGGGG
+GCGCGGA
+>AF110050.1/1-307
+CAUAGGGCAGGGUGGUGGCCAACAGCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCGGCUGCUUGCAGCCGGUAAGGGUGAAACGGUGGUGUAAGAGACCACCAG
+CGCUCCGGGCGACCGGAGCGGCUCGGUAAACCCCACCCGGAGCAAGUCCAGACAGCGCAU
+GCACGACGCCUCGGCGUCAGGGAGACCGGCCCGGUCGAGUGCGCGGGUAGGACGCUGGAG
+CCGGUCAGCAAUGGCCGGCCGAGAUGGAUGACCGUCACUGCACCAACGUCGGCAACGACG
+GUGCGGG
+>U64884.1/1-325
+GAGGAAAGUCCGGGCACCGCAGAGCAGGAUGGUGGACAACAUCCACCCGGGGCGACCCGC
+GGGCCAGUGCCACAGAGAGAAGACCGCCUCCGCGCCGCUGCGCGGCGGUAAGGGUGAAAG
+GGUGGUGUAAGAGACCACCAGCGGCCCCGGUGACGGGGCCGGCUCGGUAAACCCCAUCCG
+GUGCAAGGCCGAACAGGACGCGUCACGAGGGCGGCUCGCCCCAGCGUCCGGGUUGGCCGC
+UCGAGCCCGCCAGCGAUGGCGGGCCCAGAUGGAUGGCCGUCACCUCGCGCGGGGCAACGC
+GCGCGAGGCACAGAAUCCGGCUUAC
+>AF110048.1/1-309
+CACAGAGCAACGGUGGUGGCUAACGGCCACCCACGGCGACGUGCGGGACAGUGCCACAGA
+AAUCAGACCGCCAGCGGCCGCCGCUCCUCGGAGCAGCGGUGCGGGUAAGGGUGAAACGGU
+GAGGUAAGAGCUCACCAGCGCUCCGGGUGACCGGGGCGGCUAGGUAAACCCCACCGGGAG
+CAAGACCAAGAGAGUCGCGUGGCGCUUCGGCGGUGCACGGCUUGCGCUGACGGGCUGCUC
+GUCCGAUGUCAGCGGGUAGGUUGCACGAGGCGUCCAGCAAUGGGCGUCCCAGAUGGAUGG
+UCGCCCACG
+>AF110047.1/1-310
+CACAGAGCACGGUGGUGGCCAACAGCCACCCACGGCGACGUGCGGGACAGUGCCACAGAG
+AACAGACCGCCAGCGGCCCCGCGGCCUUCGGGCCACGGGGUGCGGGCAAGGGUGAAACGG
+UGAGGUAAGAGCUCACCAGCGACGUCGGCGACGGCGUCGGCUCGGUAAACCCCACCGGGA
+GCAAGACCAAGAGGGCGCUCCGGCGCCUGCGCUGACGGGCUGCUCGUCCGACGUCAGCGG
+GUAGGUCGCUCGAGGCACGCAGCAAUGCGUGACCCAGAUGGAUGGUCGCCCCCCAGCCCU
+CGGGCCGGGG
+>AF110052.1/1-312
+CGAAGAGCACGGUGGUGGGUAACGCCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAA
+AGCAGACCGCCCACCCGCCUCGGCGGCGUGGGUAAGGGUGAAACGGUGGUGCAAGAGACC
+ACCAGCACCCCCGGUGACGGGGGUGGCUAGGCAAACCCCACCGGGAGCAAGACCAAGAAG
+GCGCCCUCCUGCAGAGGAGGACGCCGCGGGAGCGUUCGAGGGCUGCUCGCCCGAGCUCCC
+GGGUAGGUCGCACCAGGCCGCUGGCAACAGCGGUCGCAGAUGGAUGAUCGCCCCCUCCGC
+UCCGGCGGGGGG
+>AF110046.1/1-310
+CACAGGGCAGCGUGGUGGGUAACGCCCACCCGGGGCAACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCAGCGGCCUGGAUGAACCCCGUGGUUCAUCCAGGUGCGGGUGAGGGUGAA
+ACGGUGGUGUAAGAGACCACCAGCUCCCCAGGUGACUGGGGAGGCUCGGUAAACCCCACG
+UGGAGCAAGGCCAAGAAGGACGGCGGGCAACCGUCGUCCGCGCGAGCGUUCGAGGGCUGC
+CCGCCCGAGCUCGCGGGUAGGCUGCUGGAGGCGGCUGGUAACAGCCGCCGUAGAUGGAUG
+GUCGCCGACA
+>AF110037.1/1-266
+CACAGGACAGGGUGGUGGCUAACGGCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCGCUGCCUUCCAGGUAGCGGUAAGGGUGAAACGGUGGGGUAAGAGCCCAC
+CAGUCCUCGUGGUGACACGAGGAGCUAGGUAAACCCCACCCGGAGCAAGGCCAGACAGCA
+UGCGCCCGAGGGCUGUCCGCCCGAGCAUGCGGGUAGGUUGCUAGAGACCAUCGGCAACGA
+UGGCCCGAGAUGGAUGAUCGCCGAUC
+>AF110036.1/1-281
+CACAGGACAGGGUGGUGGCUAACGGCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCGCUACCCUCCAGGUAGCGGUAAGGGUGAAACGGUGGGGUAAGAGCCCAC
+CAGUCCUCGUGGUGACACGAGGAGCUAGGUAAACCCCACCCGGAGCAAGACCAGACAGCG
+UACGACGGUGUUAGUUCACUGGGAGGGCGGUCCGCCCGAGUGCGCGGGUAGGUUGCUAGA
+GGCCAUCGGCAACGAUGGUCCGAGAUGGAUGGUCGCCGACU
+>AF110044.1/1-266
+CACAGGACAGGGUGGUGGCUAACGGCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCGCUGCCUUCCAGGUAGCGGUAAGGGUGAAACGGUGGGGUAAGAGCCCAC
+CAGUCCUCGUGGUGACACGAGGAGCUAGGUAAACCCCACCCGGAGCAAGACCAGACAGCA
+UGCGCCCGAGGGCUGUCCGCCCGAGCAUGCGGGUAGGUUGCUAGAGACCAUCGGCAACGA
+UGGCCCGAGAUGGAUGAUCGCCGAUC
+>AF110039.1/1-307
+CACAGAGCAGGGCGGUGGGUAACACCCACCCGGGGCAACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCUCCCGAAUCCAGCGCCACCGGACGACGGAGGUAAGGGUGAAACGGUGGA
+GCAAGAGACCACCAGCAUGCCGGGCGACCGGCGUGGCUAGGCAAACCCCGCCCGGAGCAA
+GAUCAGACAGCACACGCAGGUUCCGACCGGAAGGGCUGCUCGCCCGAGUGUGCGGGUAGA
+UCGCUGGAGGCCGUCGGCAACGGCGGUCGUAGAUGGAUGGUCGCCCCUCCUCCCGCAAGG
+GCGGAGG
+>AF110042.1/1-278
+CACAGAGCAGGGUGGUGGGUAACACCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCUCGCCCCUCGUGGGCGGGGUAAGGGUGAAACGGUGGGGCAAGAGCCCAC
+CAGUGCGCCGGGUGACCGGCGCAGCUCGGCAAACCCCACCCGGAGCAAGACCAGACAGCA
+CACGUUCGAGGGCGGCUCGUCCGAGUGUGCGGGUAGGUCGCUCGAGGCUGUCGGCAACGG
+CAGCCCUAGAUGGAUGGUCGCCCCCUCGGAGACGAGGG
+>AF110041.1/1-292
+CACAGGGCAAGGUGGUGGGUAACACCCACCCGGGGCAACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCCCUGCGUGCAGGGGUAAGGGUGAAACGGCGGUGUAAGAGACCACCAGCG
+ACCGGGGCGACCCGGCCGGCUCGGCAAACCCCACCUGGAGCAAGGUCAAGAAGUCCGGUG
+CUCUCACCGGACGCGCGCACGACUGAGGGCGGCCCGCCCGAGUGCGCGGGUAGACCGCUG
+GAGGGCGUCGGCAACGGCGCUCGUAGAUGGAUGGUCGCCACGCUUCGGCGUU
+>AF110038.1/1-326
+CGCAGAGCAAGGUGGUGGGCAACACCCACCCGGGGCAACCCGCGGGAAAGUGCCACAGAG
+AACAGACCGCCGCUCUCUCCGUUCAUUCGGGAAGAGGGGUAAGGGUGAAACGGUGGUGUA
+AGAGACCACCAGCGUGUCGGGUGACCGGGGCGGCUAGGUAAACCCCACCUGGAGCAAGAU
+CAAGAAGCCGUUCCUCUUCGGAGGAACGGUGCGCACACGUUCGAGGGCUGCUCGCCCGAG
+UGUGCGGGUAGAUCGCCCGAGGCUGUCGGCAACGGCAGCCCUAGAUGGAUGGUCGCCAAC
+CGGGGCCACGCAAGAAACCCCGGCGA
+>AF110045.1/1-308
+CGAAGGGCAGCGUGGUGGGUAACGCCCACCCGGGGCAACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCAGCGGCCUGAGCGAAUUCCGGUUCGCCUCAGGUGCGGGUGAGGGUGAAA
+CGGUGGUGUAAGAGACCACCAGCUCCGCAGGUGACUGCGGAGGCUCGGUAAACCCCACGU
+GGAGCAAGGCCAAGAAGGACGGCGGGCAACCACCGUCCGCGCGAGCGUUCGAGGGCUGCC
+CGCCCGAGCUCGCGGGUAGGCCGCUGGAGGCUGCCGGCAACGGCAGCCCUAGAUAGAUGA
+UCGCCAGC
+>AF110040.1/1-273
+CACAGAGCAGGGUGGUGGGUAACACCCACCCGGGGUGACCCGCGGGACAGUGCCACAGAG
+AACAGACCGCCUCCGGCUCGCCGGAGGUAAGGGUGAAACGGUGGGGCAAGAGCCCACCAG
+UGCGCCGGGUGACCGGCGCAGCUCGGCAAACCCCACCCGGAGCAAGACCAGACAGCACAC
+GACGGCCUCGGCCGAGAGGGUGACUCGCCCGAGUGUGCGGGUAGGUCGCUGGAGGCUGCC
+GGCAACGGCAGUCCUAGAUGGAUGGUCGCCACG
+>AF110056.1/1-326
+CGCAGAGCAAGGUGGUGGGCAACACCCACCCGGGGCAACCCGCGGGAAAGUGCCACAGAG
+AACAGACCGCCGCUCUCUCCGUUCAUUCGGGAAGAGGGGUAAGGGUGAAACGGUGGUGUA
+AGAGACCACCAGCGUGCCGGGUGACCGGGGCGGCUAGGUAAACCCCACCUGGAGCAAGAU
+CAAGAAGCCGUUCCUCUUCGGAGGAACGGUGCGCACACGUUCGAGGGCUGCUCGCCCGAG
+UGUGCGGGUAGAUCGCCCGAGGCUGUCGGCAACGGCAGCCCUAGAUGGAUGGUCGCCAAC
+CGGGGCCACGCAAGAAACCCCGGCGA
+>AF110054.1/1-306
+CACCGAGCAGGGUGGUGGGUAACACCCACCCGGGGCGACCCGCGGGAAAGUGCCACAGAA
+AGCAAACCGCCCCGAGCCGUACGCGGCACGGGGUAAGGGUGAAACGGCGGUGUAAGAGAC
+CACCAGCAUCCCGGGUGACCGGGAUGGCUAGGCAAACCCCACCCGGAGCAAGAUCAAGAA
+GGAUGCCCCCGGGCAUCCGCGGGAGCGUUCGAGGGCUGCUCGUCCGAGGCUCCCGGGUAG
+AUCGCACCAGGCGGUCGGCAACGGCCGUCGCAGAUGGAUGAUCGCCACUCGGGCUUCGGC
+CCGAGC
+>AF110053.1/1-305
+CACCGAGCAGGGUGGUGGGUAACACCCACCCGGGGUGACCCGCGGGAAAGUGCCACAGAA
+AGCAAACCGCCCCGAGCCGUACGCGGCACGGGGUAAGGGUGAAACGGCGGUGUAAGAGAC
+CACCAGCAUCCCGGGUGACCGGGAUGGCUAGGCAAACCCCACCCGGAGCAAGAUCAAGAA
+GGAUGCCCCCGGGCAUCCGCGGGAGCGUUCGAGGGCUGCUCGUCCGAGGCUCCCGGGUAG
+AUCGCACCAGGCGGUCGGCAACGGCCGUCGCAGAUGGAUGAUCGUCACUCGGGCUCCGGC
+CCGAG
+>AF110055.1/1-272
+CACAGAGCAGGGUGGUGGGUAACGCCCACCCGGGGUGACCCGCGGGCCAGUGCCACAGAG
+AACAGACCGCCCCGAUGCGCCGGUUCGCCGACGUGCCGGGGUAAGGGUGAAACGGCGGUG
+UAAGAGACCACCGGCACCGUGAGCGAUCACGGUGGCCAGGUAAACCCCACCCGGAGCAAG
+ACCAGACAGCAGGCGGGUUGCUCGCCCUUGCCUGCGGGUAGGUCGCUGGAGGCCGUCAGC
+AAUGACGGUCCGAGAUGGAUGACCGUCCCACG
+>AF012803.1/1-337
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACGGCAACCCGGGGUGACCCGC
+GGGACAGUGCCACAGAAAACAGACCGCCCGGCCACCGGCCGGGUAAGGGUGAAACGGUGG
+UGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGAGCA
+AGGCCAAGAGGGAGCCGUGAGGUUCCUGCGCAGGCGUUCGAGGGCUGCCCGCCCGAUGCC
+UGCGGGUAGGCCGCUUGAGCCUGCCGGCGACGGCAGGCCCAGAUGGAUGGUCGCCCAUCG
+UCCGCCGCGAGGCGGACGUGGACAGAACCCGGCGUAG
+>AF012807.1/1-341
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACAGCAACCCGGGGUGACCCGC
+GGGAAAGUGCCACAGAAAGCAGACCGCCCGGCCACCUCGGCCGGGUAAGGGUGAAAGGGU
+GGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGAG
+CAAGGCCAGAAGGGAGCCAUUGCGGCUCCUGCGCAGGCGUUUGAGGGCGGCCCGUCCGAU
+GCCUGCGGGUAGGCCGCUUGAGCCUGUCGGCGACGGCAGGCCCAGAUGGAUGGUCGCCCA
+GCGCUGCGCCGUAAGGCGGGCGUGGACAGAAUCCGGCGUAG
+>AF012805.1/1-341
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACAGCAACCCGGGGUGACCCGC
+GGGAAAGUGCCACAGAAAGCAGACCGCCCGGCCACCUCGGCCGGGUAAGGGUGAAAGGGU
+GGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGAG
+CAAGGCCAGAAGGGAGCCGUUGCGGCUCCUGCGCAGGCGUUUGAGGGCGGCCCGUCCGAU
+GCCUGCGGGUAGGCCGCUUGAGCCUGUCGGCGACGGCAGGCCCAGAUGGAUGGUCGCCCA
+GCGCUGCGCCGUAAGGCGGGCGUGGACAGAAUCCGGCGUAG
+>AF012792.1/1-339
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACAGCAACCCGGGGUGACCCGC
+GGGACAGUGCCACAGAGAACAGACCGCCCGGCCGUCUCGGCCGGGUAAGGGUGAAACGGU
+GGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGAG
+CAAGGCCAAGAGGGAGCCGCGAGGCUCCUGCGCAGGCGUUCGAGGGCGGCCCGUCCGAUG
+CCUGCGGGUAGGCCGCUGGAGCCUGUCGGCGACGGCAGGCCAAGAUGGAUGGUCGCCCAG
+CGUCCGCCGCGAGGCGGGCGUGGACAGAACCCGGCGUAG
+>AF012804.1/1-339
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACGGCAACCCGGGGUGACCCGC
+GGGACAGUGCCACAGAAAACAGACCGCCCGGCCUUAACGGUCGGAUAAGGGUGAAACGGU
+GGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGAG
+CAAGGCCAAGAGGGAGCCGCGAGGCUCCUGCGCAGGCGAUCGAGGGCGGCCCGUCCGAUG
+CCUGCGGGUAGGUCGCUCGAGCCUGUCGGCGACGGCAGGCCCAGAUGGAUGGUCGCCCAU
+CGCCCGCCGCGAGGCGGGCGUGGACAGAACCCGGCUUAG
+>AF012798.1/1-339
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACAGCAACCCGGGGUGACCCGC
+GGGACAGUGCCACAGAGAACAGACCGCCCGGCCGUCUCGGCCGGGUAAGGGUGAAACGGU
+GGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGAG
+CAAGGCCAAGAGGGGGCCGCGAGGCUCCUGCGCAGGCGUUCGAGGGCGGCCCGUCCGAUG
+CCUGCGGGUAGGCCGCUGGAGCCUGUCGGCGACGGCAGGCCAAGAUGGAUGGUCGCCCAG
+CGUCCGCCGCGAGGCGGGCGUGGACAGAACCCGGCGUAG
+>AF012801.1/1-340
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACGGCAACCCGGGGUGACCCGC
+GGGACAGUGCCACAGAAAACAGACCGCCCGGCCGACAGCGGCCGGGUAAGGGUGAAACGG
+UGGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGA
+GCAAGGCCAAGAGGAAGCCCUCGGGCUUCUGCGCAGGCGUUCGAGGGCGGCCCGUCCGAU
+GCCCGCGGGUAGGCCGCUAGAGCCUGUCGGCGACGGCAGGCCCAGAUGGAUGGUCGCCCA
+UCGUCCGCCGCGAGGCGGGCGUGGAUAGAACCCGGCGUAG
+>AF012799.1/1-340
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACGGCAACCCGGGGUGACCCGC
+GGGACAGUGCCACAGAAAACAGACCGCCCGGCCGACAGCGGCCGGGUAAGGGUGAAACGG
+UGGUGUAAGAGACCACCAGCGCCUCGGGUGACCGGGGCGGCUCGGUAAACCCCACCCGGA
+GCAAGGCCAAGAGGAAGCCCUCGGGCUUCUGCGCAGGCGUUCGAGGGCGGCCCGUCCGAU
+GCCUGCGGGUAGGCCGCUAGAGCCUGUCGGCGACGGCAGGCCCAGAUGGAUGGUCGCCCA
+UCGUCCGCCGCGAGGCGGGCGUGGAUAGAACCCGGCGUAG
+>AF056388.1/1-332
+GAGGAAAGUCCGGGCACCGCAGGGCAGGGUGGUCGGGAAACCGACCCGGGGAAACCCGCG
+GGAAAGUGCCACAGAAACGACACCGCCUAAGCGGCGGGACCGCACGUGAGUCUCGCCGCC
+GGCAAGGGUGAAAUGGUGCGGUAAGAGCGCACCGGCAGCGUGGUGACACGCUGGCCGGGC
+AAACCCCACCCGGUGCAAGGCCAAGCAGGGGCGAUGACGCUGCCCGCCGAGCCCCAGGUA
+GGCCGCAGGGCUCCUCGGAGCCCCGUCCGCGGUGGUCCCCAGGGACUCGGCGCGGGCGAG
+AUGGAUGGCUGCUCUCGACAGAACCCGGCUUA
+>AE016931.1/133770-134130
+GCAGUUGGCCGGUCUGUCGCGUGCGCGUUUCGUGCAGGAGGAAAGUCCGGGCAACACAGA
+GCAUCCUACUUCCUAACAGAAAGCUGUCCGCGAGGGUAGAGUAACGUAGAAGAAAAUAAC
+CGCCGCUCCUUUCGGGGAGAGGUAAGGGUGAGAAGGUGGGGUAAGAGCCUACCAGCAGCA
+UGGUGACAUGUGGGCUGUACGUCUUAGGAGUUGUAAGGUCAUGUAAACCGGCGUUAUGAG
+AGUUGCUCGCUCCAUGUCGGAGGGUAGACCGCUAAAGUGUCGUGGUGACACGCCACUCAG
+AUAAAUGACAGGCACCUUAUUAUAUAAGGUACAGAACUCGGCUUAUAGGCUGACUGCUUU
+U
+>AE017175.1/112368-111971
+CAGCAGAUCGGUCUGUCGCUCACUCUUUCGAGAGUGGGAGGAACGUCCGGGCAACGCAGA
+GCACCAUCCUUCCUAACAGGAAGUUACUCGUGAGGGUAAAGGAGCGUAGAAGAGAAUGAC
+CGCCAUUUUCCAUGAGUUGUCUGUGCUUCGGUACGGACUACGUGGAGGGUAAGGGUGAGA
+AGGUGGGGUAAGAGCCUACCGGAUGCAGCGGUGACGCUGCAUGCCGUACGUCUGAUGGGU
+UGUAAGAUCAUGUAUACCGGCGCAUGUAGGGUGGCUCGCCCGAUGCCGGGGGGUAGAUCG
+CUGGAGCCAUGCGGUGACGCACGGCCAAGAUAAAUGACAGACGCUCUGGCUACGUGUGGC
+CGUGAGUACAGAACCCGGCUUACAGAUCUGCUGCUUUU
+>L25705.1/1-330
+GAGGAAAGUCCGGACAACACAGAGCAACUCACUUCCUAACGGGAAGGCUCCGUUCAGGCG
+GAGACAGCAAGUGCCACAGAAAAUAUACCGCCUUGUCUUUGAUGAGGUAAGGGUGAAAAC
+GUGAGGUAAGAGCUCACGGUAUUGCAUGGCGACAUGGAUUACGGUAAACCUUGAGUGUUG
+AAAGACCAAAUAGGUUACGAAACUCGAAGGCUGCUCGUCUUCUUUUACUUCGGUAAGAUU
+CGUAAUGGGUAGGUUGAUGGAGUCUGUCAGCAAUGGCAGAUCUAGAUAAAUGAUAGAAAA
+CCGAUUUUUCGGUGUACAGAACCCGGCUUA
+>U28104.1/1-304
+GAGGAAAGUCCGGGCAACACAGAGCAGGAUACUUCUUAACGAGAAGCAGUUCGCGAGGGC
+UGAGUAGUGUAACAGAAAAUAACCGCCACACUUCGGUUUGGUAAGGGUGAAAAGGUGGGG
+UAAGAGCCUACCGUAGCGGCCGUAAUUCCGCUAGCCGUACGCCUUAUGGGUUGUAAGAUC
+AUGUACACCGACGCAUGUAGAGUGACUCGCUCGAUGUCGGGGGGUAGAUCGCUAGAGUUG
+CGUAGUGAUACGUAAUCGAGAUAAAUGGCAGACGUUGUGCUUGCACAAUACAGAAUCCGG
+CUUA
+>U28108.1/1-339
+GAGGAAAGUCCGGGCAGCACAGAGCAAUGCACCGGUGAAUAGCCGGGUUCCGUCUUUGAC
+GGAAACAGACAGUGCCACAGAAAAUAACUGCCUUCCCCUCUCCUUUAGGAGAGGGUUGAG
+GUAGGGUUGAAAACGUGAGGUAAGAGCUCACGUCCCGAUAUGGUGACAUAUCGGGAGGGU
+AAACCUUGCAUGCUGAAAUGCCACAUAGGUCAGCGCCUGAGAACUGCUCGUUCAAUGCUG
+AUGGGUAGGCAGAUUGAUCCCGGUUGGUAACUUCCGGGACAGAUAAAUGAUAGCCACUAA
+UCCACCUUGCUAAGGCUACGGUGGACAGAACCCGGCUUA
+>U28079.1/1-347
+GAGGAAAGUCCGGGCAACACAGGGCAGCGUACUUCCUAACGGGAAGGCCCCGAUUAGUCG
+GGGACAGAAAGUACCACAGAAAACAAACUACCAUGCCCCGACGAGUCGGGGUAGGAAAAG
+GUGAAAAGGUGAGGUAAGAGCUCACCGGCCUGGUGGUGACAUCAGGCGCUGGCAAACCUU
+ACGCGUUGAAAAGUCAAAUAGGCCCCGAUCAUGAAUGGCUCGUUCAACUUCCACCCGACU
+UGUCGGGACGGAAUAUCGGGGUGGGUAGACCGAUUGAUCUCAUCAGCAAUGAUGUGACCA
+GAUAAAUGAUAAAGGCCCCGACUUGUCGGGGUACAGAACCCGGCUUA
+>U28092.1/1-318
+GAGGAAAGUCCGGGCAACACAGAGCAUCCUACUUCUUAACGGGAAGCUAUCUGCGAAGGU
+AGAGUAAUGUAGAAGAAAACAACCGCCUUUUUCCUCUUUUGGAACAAGGUAAGGGUGAGA
+AGGUGGAGUAAGAGCCCACCAGUUGCGUGGUGACACGGUUAAGCUGUACGUCUUAGGAGU
+UGUAAGGUCGAUGUAUACCGGCAUUAUGAGGGCUGCUCGCCCCACGUCGGAGGGUAGACC
+GCUAAAGUAAUGUGGCAACACAUUACUCAGAUAAAUGACAAACACCUUAAUUUAUUAUUA
+AGGACAGAACCCGGCUUA
+>U28095.1/1-295
+GAGGAAAGUCCGGGCAGUACAGAGCAACCCACCGGUGAACAGCCGGCCACCAAUUGGUGA
+GAGAAAGUGCCACAGAAAAUAACUGUCUUGCCUAAGGCGAGAUGAGGGUGAAAAUGUGAG
+GUAAGAGCUCACGGUUGUUAUCGGUAACGGUAGCAACGGGUAAACCUUGGGUGCUGCAAU
+GCCACAUAUAGAGCCGUUUUGAGAGCUGCUCGUUCAAGGCUCAGGGUAGGCAGCAACAGG
+UAAACAGUAAUGUUUAUCGCAGAUAAAUGAUAGUGUAGAAACAGAACCCGGCUUA
+>AE002336.2/7220-7614
+UCGGAAGGGUAAGGCAACCGCUGAGCCAGUUUUAGAAAAACUGCGUAUCAGAGGAAAGUC
+CGGACUUCGUAAGAAAAGAUGCUGGAGAAAUUCCAGGGGCCGUAAGGCUACGGAAAGUGC
+AACAGAAAACAUUCCGCUAUAAAUGAUAUCAUUUAUAGACAGGCUGAAAAAUCCUACUUU
+AGGAGUAGGAGCUGCUAGGGAGACCUGGUAGACUUGUAAACCCCAUCUGAAGCAAGAGAA
+AAAGUUAUUUGUCUCUGCAAAAUCCUUUCUAAUGAAAGGCAUAAACUUUUUCAUAAUCGC
+UUGAGGAGUACAGUAAUGUGCUCCCUAGAUGAAUGGUUGCCCACAAGUAAGAAUUUCUUA
+UUCGUACUUGUUGACAGAAUCCGGCUUACUCGCUC
+>AE001313.1/3291-3698
+UCGGAAGAGUAAGGCAACCGCUGAAACCAGCUUUUUAAAAAAGAUGAGUACCAGAGGAAA
+GUCCGGACUUUAUAAGAAAAGAUGCUGGAGAAAUUCCAGGGGCCGUAAGGCUACGGAAAG
+UGCAACAGAAAACACUCCGCUAUAAAUUGUAUAAUUUAUAGACAGGCUGAAAAAUCUUAC
+UUUAGGAGUAAGAGCUGCUAGGGAGACCUAGCAGACUUGUAAACCCCAUCUGAAGCAAGA
+GAAAAAGUUAUUUGUUUCUGCAAACAACCUUUCUAACGAAAGGCACAGGCUUUUUCAUAA
+UCGCUUGAGGAGUACAGUAAUGUGCUCCCUAGAUGAAUGGUUGCCCGCAAGCAAGAACUU
+CCGUUCGUGCUUGUCGACAGAAUCCGGCUUACUCGCUCUUCCGAGCUU
+>AJ310737.1/16-366
+AACCGCUUCUUGUACCUUAACUAAGGUAGAUUAAGAGGAAAGUCUGGACUUCAUAAGAAA
+AGAUACUGGAGAAACUCCAGGGGCCGUAAGGCUACGGAAAGUGCAACAGAAAACAUUCCG
+CUAUAAAAGGGUCUUUUUAUAGACAGGCUGAAAAUUCCUAUUUUAAGAAUAGGAGCUAUU
+AAGGUGACUUAGUAGACAUGCAAACCCUAUCUGAAGCAAGAGAAAAAGUUUUUGUUUCUG
+CAUAAUGAGGGAGGGUAUCCCUCAUGAACUUUUUCAUAAUCGCUUGAGGGAUAUAGUAAU
+AUAUCCCCUAGAUGAAUGGUUGCCCUCAAGAUGAGUUUUCUCAUCUUGUAG
+>AE002183.2/10502-10097
+AUCGGAAGAGAAAGGCAACCGCUGUUUAUAUUUCUCAAAAAAUAUAAAGAGAGGAAAGUC
+UGGACUUCAUAAGAGAAGAUACUGGAGAAAUUCCAGGGGCCGUAAGGCUACGGAAAGUGC
+AACAGAAAACACUCCGCUAUAAAAUUUAUUUUAUAGACAGGCUGAAAAUUCCUACUUUAG
+GAGUAGGAGCCAUUAAGGUGACUUAAUAGGCAUGCAAACCCUAUCUGAAGCAAGAGAAAA
+AAGCUUUUUGUGUCUGCAAAUGUGAGAGGAAUUCCUCCCAUAGGCUUUUUCGAAAUCGCU
+UGAGGGAUCUAGUAAUAGCUCCCCUAGAUGAAUGGUUGCCCUUAGGAUAGUUCGCAAGAG
+CUAUCUUAUAGACAGAAUCCAGCUUACCCUCUCUUCCGAUAUUUUU
+>AF056378.1/1-333
+GAGGAAAGUCCGGGCUUCAUAAGAAAAGAUACUGGAGAAACUCCAGGGGCCGUAAGGCUA
+CGGAAAGUGCAACAGAAAACAUUCCGCUAUAAAAGGGUCUUUUUAUAGACAGGCUGAAAA
+UUCCUAUUUUAAGAAUAGGAGCUAUUAAGGUGACUUAGGUAGACGUGCAAACCCUAUCUG
+AAGCAAGAGAAAAAGUUUUUGUUUCUGCAUAAUGAGGAAUGGUAUUCCUCAUGAACUUUU
+UCAUAAUCGCUUGAGGGAUAUAGUAAUAUAUCCCCUAGAUGAAUGGUUGCCCUCAAGAUG
+GGUUUUCUCAUCUUGUAGACAGAACCCGGCUUA
+>AJ012179.2/7-312
+GAGGAAAGUCCGGACUUUAUAGGAGAGGAUGCCAGUGAAAGACUGGGGGCCGCAAGGCUA
+CGGAAAGUGCCACAGAAAACAAACCGCUAACAAGCUAUGCUUGUUAGAUAGGGUGAAAUG
+CCUGCUUUAGGAGCAUGGCCUUAUCUAGAGAAAUUUAGAAAGUGGUAAACCCCAUCCAAA
+GCAAGACGGAAAUAAAGCGAUACAGUUCUCCGCUGUGCUUUAGAAAAGUCGCUUGAGGGU
+UUCGGUGACGGCGCCCCUAGAGGAAUGAUUGCUCGUCUGCUUUGCAGACCGACAGAACCC
+GGCUUA
+>L25704.1/3-383
+AAACCGCAAGUGUGCAGUCGCUGUAUGGUAUAACCAUGCAGAGGAAAGUCCGAACUUCAC
+AGGGCAGGGUGCCGGUCGAGAACGUUUGUUCAAGACCGGGGGCAGCGGCGCAAGCUGUCU
+GUCACAGAGAGUGCAACAGAAAGCAAACCGCUCCGGCUUAAACCGGAGUAAGGGUGAAAA
+GGGGGUGUAAGAGACCACCAGGCAGGUCAGCAAUGCCCUGCGCUAUGAAAACCUCCCCGA
+AGCAAGGCCAAAUAAGGAAGCAUUUCCUGCAAGGGAAGAAGGGUUGCCCGCCCAAUGUUU
+CCGGGUAGGCCGCAUCAGAUAAAUGGCUGCAACAUCACUACUUGAUGGUGAUGGACAGAA
+UUCGGCUUACAGCUUCGGUUU
+>L25703.1/209-594
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+ACAGGGCAGGGUGCCGGUCGAGAACCUGGUUCAAGGCCGGGGGCAGCGGUGCAAACCGUC
+UGUCACAGAGAGUGCAACAGAAAGCAAACCGCCCCGGCUCCGGCCGGAGUAAGGGUGAAA
+AGGCGGUGUAAGAGACCACCAGGUGCGUCAGCAAUGCCGUACGCUAUGAAAACCUCCCCG
+AAGCAAGGCCAAAUAUGGAAGCUUUUUCCGCAAGGAAAGAAGGGUUGCCCGCCCAACGUU
+UCCGGGUAGGCCGCAUCAGAUAAAUGACUGCAGCUUCAUCACUCGAUGAUGAUUCACAGA
+AUUCGGCUUACAGCUUCGGUUUCAGC
+>AF056377.1/1-328
+GAGGAAAGUCCGGGCUCCAUAGAGCAGGGUGGUGGGUAACGCCCACCCGGGGUGACCCGC
+GGGAAAGUGCCACAGAGAACAGACUGCCGGUUUCGAGCCGGUGAGGGUGAAACGGUGGAG
+UAAGUGCCCACCGCGUCAUCGGUGACGGUGACGGCAUGGCAAACCCCACCUGGAGCAAGG
+CCAAGAAGACCGUGAGGUCGCGGACGCGUUUGAGGGUUGCUCGCUUGAGUGUCUGGGUAG
+GCUGCGCAGCCGAAAGGCUGGAGGACACCAGCAAUGGUGUUCACAGAUGGAUGAUCACCG
+GCCCGGCGGGGCUACAGAAUCCGGCUUA
+>AF056380.1/1-328
+GAGGAAAGUCCGGGCUCCAUAGGGCGAAGUGCCAGGUAAUGCCUGGGAGGCGUGAGCCUA
+CGGAAAGUGCCACAGAGAACAGACUGUCGGUUUCGAGCCGGUGAGGGUGAAACGGCGGGG
+UAAGAGCCCACCGCGUCAUCGGUGACGGUGACGGCAUGGCAAACCCCACCUGGAGCAGGG
+CCAAGAAGACCGUGAGGUCGCGGACGCGUUUGAGGGUUGCUCGCUUGAGUGUUCGGGUAG
+GCUGCGCAGCCGAAAGGCUGGAGGACACCAGCAAUGGUGUUCACAGAUGGAUGAUCACCG
+GCCCGGCGGGGCUACAGAAUCCGGCUUA
+>X97391.1/1-342
+GGGGAGGAAAGUCCGGGCUCCCCAAUGGCCAGGCUUGCUGGGUAACGCCCAGUGCGGGUG
+ACCGUGAGGAGAGUGCCACAGAAACACACCGCCGAUGGCUCCGCUUCCGCUGCGGUGGAG
+ACGAGCACAGGCAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGCAUCGAGAGGUGC
+UGGCUCGGUAAACCCCGGCCGGGAGCAAGGCCCAGGGACCAACGGUUGGCCAUGACACCG
+GUCCCGCCCCAAGUGCGCCGCUCGAGGCCGCCGGAGACGGCGGUCCCAGACAGAUGAUCA
+CCCCGGGCAGGGUCCGCCCCACCCGGAACAGAACCCGGCUUA
+>AJ272222.1/1-305
+UUGAGGAAAGUCCGGGCUCCCGAAUGGCCAGGCUUGCUGGGUAACGCCCAGUGCGGGUGA
+CCGUGAGGAGAGUGCCACAGAAACACACCGCCGAUGGCCGGCUUGCCGGCACAGGCAAGG
+GUGCAAGGGUGCGGUAAGAGCGCACCAGCAGCAUCGAGAGGUGCUGGCUCGGUAAACCCC
+GGCCGGGAGCAAGGCCCAGGGACGAUGGUUGGCCAUUGACCGGUCCCGACAACAGCGCGC
+CGCUCGAGGCCACCGGUAUACGGUGGUCCCAGACAGAUGAUCAUCCAGAGAACAGAACCC
+GGCUU
+>X97393.1/1-299
+GGGGAGGAAAGUCCGGGCACCACAGGGCUGGUUGCUGGGUAAUUCCCAGUGCGCGCGAGC
+GUGAGGAUAGUGCCACAGAAAUGUAGACCGCCAGGCUCGUCCUGGUAAGGGUGCAACGGU
+GCGGUAAGAGCGUCACCAGCAGAGUCGAGAGGCUCUGGCUAGGUAAACCCCGCUGAAGGU
+GCAAGGCGAAGGUAUAUCUCGAGAAAACGGUGGCCCGCCGCCUCGAGUUGCCGAUGCUGC
+UAGAGGGUUUGAGUAAUCAGGCUCCCAGAGAGAUGGCGGUAAAAACAGAACCCGGCUUA
+>AF056387.1/1-312
+GAGGAAAGUCCGGGCUCCCAAAAGACCAGACUUGCUGGGUAACGCCCAGUGCGGGUGACC
+GUGAGGAGAGUGCCACAGAAACAUACCGCCGAUGGCCUGCUUGCAGGCACAGGUAAGGGU
+GCAAGGGUGCGGUAAGAGCGCACCAGCAACAUCGAGAGGUGUUGGCUCGGUAAACCCCGG
+UUGGGAGCAAGGUGGAGGGACAACGGUUGGUCUUUUACCUGUUCCGUUUAUGGACCGCUA
+GAGGUGGCUAGUAAUAGCCAUCCCAGAGAGAUAACUGCCCUCUGUCUUCGACAGAGAACA
+GAACCCGGCUUA
+>X97392.1/1-315
+GGGGAGGAAAGUCCGGGCUUCCGAAAGACCAAGCUUGCUGGGUAACGCCCAGUGCGGGUG
+ACCGUGAGGAAAGUGCCACAGAAAUAUACCGCCGAUGGAGGGAAACCUCACAGGUAAGGG
+UGCAACGGUGCGGUAAGAGCGCACCAGCAACAUCGAGAGGUGUUGGCUCGGUAAACCCCG
+GCUGGAAGCAAGGUGUGCUAGCGCUAAAGAACCAGGGUUGGUCUUUUCCCCAGUUCUUGG
+CUAGCCAGAGCCGCUAGAGGCACCUGGUAACAGGUGUCCCAGAUAGAUAACCCCCUUUGA
+ACAGAACCCGGCUUA
+>X65648.1/159-615
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+CGGACUCCCGAAAGACCAGACUUGCUGGAUAACGUCCAGUGCGAGCGAUCGUGAGGAUAG
+UGCCACAGAAAAAUACCGCCAAGAUUGGGGACUGGGGACUAGGGGUUGGGGACUGGGGAA
+GAAACUUCCCAAUCCCUAAUCCCCCAUACCCAAUACCCAACUCUUGGUAAGGGUGCAAAG
+GUGCGGUAAGAGCGCACCAGCAGUAUCGAGAGGUACUGGCUCGGUAAACCCCGGUUGGGA
+GCAAGGCCGAAGAACUAUGGUUGGUCUUUUACCAGUUCCGCUAUCAGAGAGCCGCUAGAG
+GCGUUUGGUAACAAACGUCCCAGAUAGAUAAUCGCCCUCGUGUAAAGCAAUUUACACAGA
+GAACAGAACCCGGCUUACCACCAACUCUCUCCUCUUU
+>X97395.1/1-391
+GGGGAGGAAAGUCCGGGCUCCCGAAAGACCAGACUUGCUGGAUAACGUCCAGUGCGAGCG
+AUCGUGAGGAUAGUGCCACAGAAAAAUACCGCCAAGAUUGGGGGCUAGGGACUAGGGACU
+GGGGACUGGGGAAGAAACUUCCCAAUCCCUAAUCUCAGAUGCUCGAUCCCCAACUUUUGG
+UAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGUAUCGAGAGGUACUGGCUCGGUAA
+ACCCCGGUUGGGAGCAAGGCCGAAGGAACUAUGGUUGGUCUUUUACCAGUUCCGCUAUCA
+GAGAGCCGCUAGAGGCGUUUGGUAACAAACGUCCCAGAUAGAUAAUCGCCCUCGUGUAAA
+GGAAUUUACAUUGAGAACAGAACCCGGCUUA
+>X65649.1/118-584
+AAGGAGAGAGUAGGCGUAGGCGGUUGCAGAUCAGUCACAAAAACUGAAUUUGAGGAAAGU
+CCGGGCUCCCGAAAGACCAAACUUGCUGGAUAACGUCCAGUGCGAGCGAUCGUGAGGAUA
+GUGCCACAGAAAGAUACCGCCAAUUAGUCAUUAGUCAUUUGUCAUUAGUCAUUUGGAAAA
+ACACAAAGGACAAAGGACAAAGAACAAAUGACCAAAUUGGUAAGGGUGCAAAGGUGCGGU
+AAGAGCGCACCAGCAACGUCGAGAGGCGUUGGCUCGGUAAACCCCGGUUGGGAGCAAGGC
+GAAAGGAACUAUGGUUGGUCUUUUACCAGUUCCGCUAAAACAGAGCCGCUAGAGGCGUUU
+GGUAACAAACGUCCCAGAUAGAUAACCGCCCUCAUGUAGAGAAGUUACUUGUAACAUUUC
+UACAUUCGAGAACAGAACCCGGCUUACUACCAACUCUUUCCCUUUUU
+>X97397.1/1-359
+GGGGAGGAAAGUCCGGGCUCCCAAAAGGCCAAGCUUGCUGGGUAACGCCCAGUGCGAGCG
+AUCGCGAGGAUAGUGCCACAGAAAUAUACCGCCCUCUAGAUAGAAGAUUUCUCCUGUUUA
+GUGGGGUAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGUGUCGUGAGGCACUGGCU
+AGGUAAACCCCGGCUGGGAGCAAGGUCGGAGGAAUCAUGGUUGGUCUUUUUCCAGUUCCG
+UCGCACUAUAGGUAAAUCUAUGGUGUUAGGUGUACCGCAAGAGGUGUCUGGUAACAGGCA
+UCCCAGAUAGAUAACUGCCCUCUUAACUGGUUUCAGCUAAGGGAACAGAACCCGGCUUA
+>X73135.1/41-490
+GAAAGAGUAAGCGAGCAGUUGCGAAAUUAGUCUUAAAGUAUAAUGAAAAUUUGCUUUAAG
+UACGGAUUUUGAGGAAAGUCCGGGCUUCCAAGAAGAUCAGGCUGCUGGAUAACGCCCAGU
+GCGAGCAAUCGUGAGGAUAGUGCCACAGAAAGAUACCGCCUAACUUCGGUUAGGUAAGGG
+UGCAAAGGUGUGUUAAGAGCGCACCAGCAGGGUCGUGAGGCUCUGGCUCGGUAAACCCCA
+GUCGGAAGCAAGGCGAGAGGAAAUAAGCGUUGCGAUCUUCAAUAGACCUUAUUUCCGUGA
+CUUAACUGCGUUUAGUGCGCGAAAGCGUGGCAAGCGUAGUUAAGUGUGUGCCGCAAGAGG
+UAUUUGGUAACAAAUAUCCCAGAUAGAUAACCGCUAGGGCAGUUGUUAUCAACUCCCAAA
+ACAGAACCCGGCUUAUGUCUUACUCUUUCU
+>X97396.1/1-359
+GGGGAGGAAAGUCCGGGCUCCCGAGAGACCAAACUUGCUGGGUAACGCCCAGUACAGGCG
+ACUGUGAGGAUAGUGCCACAGAAACAUACCGCCUUUUUUUCAGUCAACAGUAAAAAAAAA
+CUGAUAAUUGGAAAAGGUAAGGGUGCAAAGGUGGGGUAAGAGCCCACCAGCAGUAUCGAG
+AGGUACUGGCUCGGUAAACCCCGGUUGGGAGCAAGGUCGAAGGAACAAUGGUUGGUCUUU
+UUCCAGUUCCGUUUUAGGUGAACCGCUAGAGACGUUUGGUAACAGCCAUCCCAGAUAGAU
+AACUACCCCCAAUAAGACGUAGUAUACUAUGUCUUUAACUGGGAACAGAACCCGGCUUA
+>AJ272219.1/1-333
+GAGGAAAGUCCGGGCUCCUAUUUGGCCAGGCUUGCUGGGUAAUUCCCAGUGCGGGUGACC
+GUGAGGAUAGUGCCACAGAAACACACCGCCUAAUGCUUAAUGGGGAAAUCCCAACAAGCG
+CGGCAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGCAUCGAGAGGUGCUGGCUAGG
+UAAACCCCGGCCAGGAGCAAGGCGAGGGGCACUGGAUGGCCAUAGACCUUGUCCCUGUAG
+AGAGCCGCUUGAGGCUACCGGUAACGUUAGUCCCAGAUAGAUGAUUACCCAUUCUCUUUC
+UAAAGAAAGAGGAAAGAACAGAACCCGGCUUAC
+>AJ272225.1/1-308
+CUGAGGAAAGUCCGGGCUCCCAUAUGGUCAGGCUUGCUGGGUAAUUCCCAGUGCGGGCAA
+CCGUGAGGAUAGUGCCACAGAAACAUACCGCCUAAUACUUUAUGUAUGGCAAGGGUGCAA
+GGGUGUGGUAAGAGCGCACCAGCAACAUUGAGAAGUGUUGGCUAGGUAAACCCCGGCUGG
+GAGCAAGGCUUAGUAGAUUUAUGACCAUUGCACAAUCUGCUUUUAAGCGCCGCUUGAGAC
+UGUGAAGUAAUUCCAGUUCUAGAUAGAUGAUUGCCCAUCUUAUUAAAGAUGAACAGAACC
+CGGCUUAC
+>AJ272226.1/1-308
+UUGAGGAAAGUCCGGGCUCCCAUAUGGUCAGGCUUGCUGGGUAAUUCCCAGUGCGGGUAA
+CCGCGAGGAUAGUGCCACAGAAACAUACCGCCUAAUACUUACAGUAUGGCAAGGGUGCAA
+UGGUGCGGUAAGAGCGCACCAGCAACAUUGAGAAGUGUUGGCUAGGUAAACCCCGGCUGG
+GAGCAAGGCUUAGUAGAUUUAUGACCAUUAAAAAUAUCUACUUUUAAGCGCCGCAUGAGG
+CUGUAAGUAAUUCCAGUCCUAGAUAGAUGAUUGCCCAUCUUAAUCAAGGAGAACAGAACC
+CGGCUUAC
+>AJ272220.1/1-334
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+CCGUGAGGAUAGUGCCACAGAAACACACCGCCUAAUGCUUAAUGGGGAAAUCCCAACAAG
+CGCGGCAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGCAUCGAGAGGUGCUGGCUA
+GGUAAACCCCGGCUAGGAGCAAGGUGAGGGACGCUGGAGGCCAUAGACCGUGUCCCUAAG
+UAGAGCCGCUUGAGGCUAUCGGCAACGCUAGUCCCAGAUAGAUGAUUACCCAUUCACUUU
+CUAAAGAAAGAAGAAAGAACAGAACCCGGCUUAC
+>AE017166.1/105041-105427
+GAAAGCAGGAGAGGUGAUCGCAAUCGAGAUUUAUCGCGUUUCCGCAAUAAACUCUCGGUU
+GAGGAAAGUCCGGGCUCCCAGAUGGUCCAACUUGCUGGGUAACUCCCAGUGCGGGUGACC
+GUGAGGAUAGUGCCACAGAAACACACCGCCGAUGUCUCAUAGAGCACAGGCAAGGGUGCA
+AAGGUGCGGUAAGAGCGCACCAGCAGUAUCGAGAGGUACUGGCUUGGUAAACCCCGGUUG
+GGUGCAAGGCAAAGGUUUUAGGAUGACCAUUUUGCCUAUUUCCUAUUUAAAGCCGCUCGA
+GGCUGUUGGAGACAACAGUCCCAGAUAGAUGAUCACCCACUAACCAAUUUUGGAUAGUGA
+ACAGAACCCGGCUUACUUCCUGCUUUC
+>AJ272218.1/1-333
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+CCGUGAGGAUAGUGCCACAGAAACACACCGCCUAAUGCUUAAUGGGGAAAUCCCAACAAG
+CGCGGCAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGCAUCGAGAGGUGCUGGCUA
+GGUAAACCCCGGCCAGGAGCAAGGCGAGGGGCACUGGAUGGCCAUAGACCUUGUCCCUGU
+AGAGAGCCGCUUGAGGCUAGCGGUAACGUUAGUCCCAGAUAGAUGAUUGCCCAUUCCCUU
+UCUAAAGAAAGAGGAAAGAACAGAACCCGGCUU
+>AJ272223.1/1-307
+UUGAGGAAAGUCCGGGCUCCCAUAUGGUCAGGCUUGCUGGGUAAUUCCCAGUGCGGGUAA
+CCGUGAGGAUAGUGCCACAGAAACAUACCGCCUAAUACUUUAUGUAUGGCAAGGGUGCAA
+GGGUGCGGUAAGAGCGCACCAGCAACAUUGAGAAGUGUUGGCUAGGUAAACCCCGGCUGG
+GUGCAAGGCUAAGUAGAUUUAUGACCAUUAAAAAAUCUACUUUUAAGCGCCGCUUGAGGC
+UGUGAAGUAAUUCCAGUCCUAGAUAGAUGAUUGCCCAUCUUAUUAAGAAGAACAGAACCC
+GGCUUAC
+>AJ272221.1/1-323
+UUGAGGAAAGUCCGGGCUCCUAUUUGGCCAGGCUUGCUGGGUAAUUCCCAGUGCGGGUGA
+CCGUGAGGAUAGUGCCACAGAAACACACCGCCUAACGCUUAAUGGGGAUAUCCCAACAAG
+CGCGGCAAGGGUGCAAAGGUGCGGUAAGAGCGCACCAGCAGCAUCGAGAGGUGCUGGCUA
+GGUAAACCCCGGCCAGGAGCAAGGCGAGGGGCACUGGAUGGCCAUAGACCUUGUCCCUGU
+AGAGAGCCGCUUGAGGCUAGCGGUAACGUUAGUCCCAGAUAGAUGAUUACCCAUUCGCUU
+UCUAAAGAAAGAGGAAAGAACAG
+>AJ272224.1/1-311
+UUGAGGAAAGUCCGGGCUCCCACAUGGUCAGGCUUGCUGGGUAAUUCCCAGUGCGGGCAA
+CCGUGAGGAUAGUGCCACAGAAACAUACCGCCUAAUACUUUAUGUAUGGCAAGGGUGCAA
+GGGUGUGGUAAGAGCGCACCAGCAACAUUGAGAAGUGUUGGCUAGGUAAACCCCGGCUGG
+GAGCAAGGCUUAGUAGAUUUAUGACCAUUAAAUAAUCUACUUUUAAGCGCCGCUUGAGAC
+UUUGAAGUAAUUCCAGUCCUAGAUAGAUGAUUGCCCAUCUUAUUAAUUAAGGAGAACAGA
+ACCCGGCUUAC
+>Y16812.1/5-485
+GCGGAGAAGUAGGCGAGGCGGCUGCGGAUUCGGCGGCGAUGCUGACUGAAUUCGAGGAAA
+GUCCGGGCUUCCGAAAGACCACACUUGCUGGGUAACGCCCAGUGCGCGUGAGCGUGAGGA
+UAGUGCCACAGAAAAAUACCGCCCUGGCCCUUCGGGGUUUCGGUGUGGUGGGUCAGGCUC
+CUGGAGCCGAACCGCUGUCCCUGGAAUCUGUGAGUGAAGGGCUGGGGUAAGGGUGCAAAG
+GUGCGGUAAGAGCGCACCAGCAGUAUCGAGAGGUGCUGGCUCGGUAAACCCCGGUGGGAC
+GCAAGGUCGGAGGAACUAGGGUUGGUCUUUUUCCCGUUCCGUACAGGGUCAAUCUUCGGG
+UUGGCGCUGCGGUGUACCGCUAGAGGUGUCUGGUAACAGGCAUUCGAGAUAGAUAGCUGC
+CCCUAAGUCUGGAGACAGAUGAGGGAACAGAACCCGGCUUAUGUCCAACUUCUUCGUUUU
+C
+>U28093.1/1-294
+GAGGAAAGUCCGGGCACCACAGGGCUGGUCGCUGGGUAAUGCCCAGUGCGCGUGAGCGUG
+AGGAUAGUGCCACAGAAAUGAAAACCGCCGGCUUGUCCGGUAAGGGUGCAACGGUGCGGU
+AAAAGCGUCACCAGCGGAGUCGAGAGGCUCCGGCUAGGUAAACCCCACUAAAGGUGCAAG
+GCGAAGGUAUAUCACGAGAAAACGGUGGCCCGCCGCCUCGAGAUGCCGAUGCUGCUAGAG
+GGUUUGGGUAACCAAAUUCCAAGAUAGAUGACGAUUUAAACAGAACCCGGCUUA
+>U28099.1/1-297
+GAGGAAAGUCCGGACACCAAAGGGCUGGUUGCUGGGUAACGCCCAGUGCGCGUGAGCGUG
+AGGAUAGUGCCACAGAAAUGAAAACCGCCAGGCUUGCCUGGUAAGGGUGCAACGGUGCGG
+UAAGAGCGUCACCAGCAAGGUCGGGAGGCCUUGGCUAGGUAAACCCCGCUGAAGGUGCAA
+GGCUAAGGUAUAACUCGAGAUAACGGCGGCCCGUCGCCUUGAGUUGCCGAUGCUGCUAGA
+GGGUUCAGGAGACUGGGCUCGAAGAGAGAUGACGAUCGUAAUACAGAAUCCGGCUUA
+>AE001942.1/5499-5945
+GCGGGGAAACUCCUGGUCGCGCCUGACCUGCUUUUUCGGCAGGGAAGGUGAGGAAAGUCC
+GGGCACCGCAGGGCAAGGAUGCCAGCUAACGGCUGGUCGGCGAGCCGAGCGUCCGCCUGA
+GUGCCGCAAGCAGGCGGAAAGCGGCGAAGUCGAAGGACAGUGCCACAGAAACCAGACCGC
+CACCCCACACAGGCCCCGGCGCGGGCGCGGGUGGUCAGGGUGAAACGGUGCGGUAAGAGC
+GCACCAGGUUCCCGGGAGACCGGGAGCGUCUGGUCAACCCCAUCCGGUGCAAGACCCGAC
+AGUGCGGCGAGGGCGGCCCGCCCGUUUGAGCCGCCAGGAUGGUCGCUUGAGGCGUCCUGG
+CAACAGGCGUCCCAGACAGAUGAUCAGGCUGCCCCAGGGCCAACCCUCUGGGGCAGACAG
+AACCCGGCUUACCGUUUCCCCGUGCCA
+>X60463.1/375-755
+UGGCCCGGGACGAGGGCGCGGUCGCGCCGAGGGCCGAACCCCUCGGGUGAGGAAAGUCCG
+GGCACCAUAGGGCAGGGUGCCAGGUAACGCCUGGGCGGGGUAACCCGACGGAAAGUGCCA
+CAGAGAAGAGACCGCCAGCGGCCGGGGCUUCCCCCGGUGCGGGCAAGGGUGAAACGGCGG
+GGUAAGAGCCCACCGCCUGGCCUGGCAACAGGCCGGGGCACGGCAAACCCCACCCGGUGC
+AAGGCCCGGUAGGCAGGGAGGGCUUGCCCGGCCCGAGAGAACCUGCGGGAUGGGCCGCUU
+GAGGCCGGUGGCGACACCGGUCCCAGAGAGAUGACCGCGGAAAACAGAACCCGGCUUACG
+CCUCGUCCCGGAGGCGCCCGA
+>Z15006.1/117-498
+UGCCCCAGGAUAGGGGUGCGGUCGCGCCCGGGGGACUUCCCCCCUGGGUGAGGAAAGUCC
+GGGCACCAUAGGGCAGGGUGCCAGCUAACGGCUGGGCGGGGCAACCCGACGGAAAGUGCC
+ACAGAGAAGAGACCGCCAGCGGCCGGGGCUUCCCCGGUGCGGGCAAGGGUGAAACGGUGG
+GGUAAGAGCCCACCGCCUGGCCUGGCAACAGGCUGGGGCACGGCAAACCCCACCCGGUGC
+AAGGCCCGAUAGGCAGGAAGGGCUUGCCCGGCCCGUUAGAACCUGCGGGAUGGGCCGCUU
+GAGGCCGGUGGCGACACCGGUCCCAGAGAGAUGACCGCGUAAAACAGAACCCGGCUUACG
+CCCUAUCCUGGGGACCCCGAGC
+>AE007642.1/7926-8270
+CGAGUAAGCCAGACAAUCGCUGCUGCAAUUUGCAGGAGAGGAAAGUCCGAGCUCCAUAGG
+GCAGGGUGCCGGGUAACUCCCGGUCAAGGCGACUUGAAGGAAAGUGCAACAGAGAUAUAC
+CGCCAUUUUAUAAUGGUAAGGGUGGAAAGGCGAGGUAAGAGCUCACCAGCGCAUUGGCGA
+CUUUGCGGCUAUGUAAACCCCAUCUGGAGCAAGAUCAAAUAGGGAAGCGUUUUGGAGUGG
+CCCGCUCUGCUUCCGGGUAGCAUCGCUUGAAUCUUAUGGUAACAUAAGGUCUAGAUAGAU
+GAUUGUCGAAUACAGAACUCGGCUUACAGGUUUAGUCGUCCAUUG
+>U64879.1/1-302
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCUGGGUAAUACCCAGUGGAGGCGACUUUA
+AGGAAAGUGCAACAGAGAUAUACCGCCAGAUUUAUCUGGUAAGGGUGGAAAGGCGAGGUA
+AGAGCUCACCAGCGUAUAGGUGACUAUACGGCUAUGUGAACCCCAUCUGGAGCAAGAUCG
+AAUAGGAGAGCAGGAAACUUUGGUUUCCAGGGGUGGCCCGUCCCGCUCUCGGGUAGUAUC
+GCUGGAGCCUAUUGGUAACAAUAGGCCUAGAUAGAUGAUUGUCUAACACAGAAUCCGGCU
+UA
+>U64880.1/1-331
+GAGGAAAGUCCGGGCUCCGCAGGGCAGGAUGCUGGGUAAUACCCAGUGGGGGCGACCCUA
+AGGAUAGUGCAACAGAAAUAUACCGCCUGACACUUAAUAUAUGUAGCUAUAGAUGUUACC
+AUAUAUUAAGUGCCGGGUAAGGGUGGGAAGGUGAGGUAAGAGCUCACCAGCAGCUAGGCG
+ACUAGCUGGCUCUGUAAACCCCAUCUGGAGCAAGACCAAGUUAGGGACAUAAAAAGGUGG
+UGGCCCGUCACCGUCCCGGUUGGUAGGUCGCUAGAGCCUAUUGGCGACAAUAGGCGUAGA
+UAGAUGGCUGUCUAACACAGAACCCGGCUUA
+>AF295980.1/1-285
+GAGGAAAGUCCGGGCUUCCAAGAGCAAGAGGGCAGCUAACGGCUGCUAAAGGAAACUUUA
+AGGAAAGCGCCACAGAAAAUAGACCGCCAUUUUGGUAAGGGUGAAAAGGUGGUGUAAGAG
+ACCACCAGUUCUUUAGGAAACUAAAGAAGCUAGGUAAACCCCCUCUGGAGCAAGACUAAA
+UAGGAAAGGUUAAGGGUUGCUCGUCCAGCUUUCAGGGUAAGUUGCUUGAAAUUAUAAGAG
+AUUAUAAUUCUAGAUAAAUAAUUAACAUAUACAGAACCCGGCUUA
+>AF296042.1/1-327
+GAGGAAAGUCCGGGCACCAAAGGGCAAGGCGCUGGGUAACUCCCAGUCCCGGUGACGGGA
+AGGAAAGUGCCACAGAAAAGAUACCGCCCGGAUUCGUUCGGGUAAGGGUGAAAAGGUGAG
+GUAAGAGCUCACCGCGGACCUGGUGACAGGGACGGCAUGGUAAACCCCGCCUGGUGCAAG
+ACCAAAUAGGGGGGCGUUCCCGCAAGGGAUAAGAUUGGCCCGGUCAAUGCUCCCGGGUAA
+GGUCGCUUGAAUGCAAGGGUAACCUUGCAUCUAGAGUAAUGGUCACCCUGUCUUUCUUUC
+GGGAAAGGCAUGACAGAACCCGGCUUA
+>AF296041.1/1-327
+GAGGAAAGUCCGGGCACCAAAGGGCAAGGCGCUGGGUAACUCCCAGUCCCGGUGACGGGA
+AGGAAAGUGCCACAGAAAAGAUACCGCCCGGAUUCGUUCGGGUAAGGGUGAAAAGGCGAG
+GUAAGAGCUCACCGCGGACCUGGUGACAGGGACGGCAUGGUAAACCCCGCCUGGUGCAAG
+ACCAAAUAGGGGGGCGCUCCCGAAAGGGAUAAGAUUGGCCCGGUCAAGGCUCCCGGGUAA
+GGUCGCUUGAGUGCAAGGGUAACCUUGCAUCUAGAGUAAUGGUCACCCUGCCUUCCUUUA
+GGGGAAGGUAUGACAGAACCCGGCUUA
+>AF056385.1/1-376
+GAGGAAAGUCCGGGCUCCACAGGACAGGGUGGUCGAUAACGUCGACCGGUCGUGAGAUCA
+GGGACAGUGCCACAGAAAACAGACCGCCGCUGCGGGCAUGAGCCCCCGUCAAGGUUUGAU
+UGUCUGCAUGCGGUAAGGGUGAAACGGUGCGGUAAGAGCGCACCAGCAGUCGAGGCGACU
+CGGCUGGCUAGGUAAACCCCGCCCGGAGCAAGACCAAGCAGAGAGCAUGUUGUCGGUGUC
+ACAGCCGACAGCCGGAAUCGGUUCGGUUUCGUAUGACUCUCGGGUAGGUUGCCGGAGCUA
+GCGAGCAAUUGCUAGCCUAGAGAAAUGGUCGUCAGACGUUUUCGAUCCGUCGAAGAGCCC
+AACAGAACCCGGCUUA
+>AF056384.1/1-320
+GAGGAAAGUCCGGGCUCCACAGGGCACGGUGGUGGGUAACGCCCACCGUCCGCGAGGACA
+GGGAAAGUGCAACAGAAAGUAAACCGCCGGGCCAGUUCGCUGGCCAGGUAAGGGUGAAAC
+GGUGCGGUAAGAGCGCACCAGCAGACCGGGUGACCGGUCUGGCUAGGUAAACCCCACCGG
+GUGCAAGACCAAGCAGGGAGCAGUUCUGGUUCGCCAGAACACGGAUCGGCCCGAUCCGUU
+ACGACUUCCGGGUCGGUCGCGCGAGGCUGCAGGCAACUGCGGUCCCAGAUAAAUGGCCAC
+UCUCGACAGAACCCGGCUUA
+>U28114.1/1-344
+GAGGAAAGUCCGGGCUCCACAGGACAGAGUGGUCGGUAACGCCGACCGGCCGAAAGGCUC
+GGGACAGGGCAACAGAAAGCAAACCGCCGCAUGGGACCGGGCCCCCGUCCAAGUCCAUGC
+GGUAAGGGUGAAACGGUGCGGUAAGAGCGCACCAGCAGCCAAGGUGACUUGACUGGCUAG
+GCAACCCCCACUCGGAGCAAGACCAAACAGGGAGCAGACGCGUUUUUCGAAACGCGUCGU
+GGGCUCGUCCGGCCCGCUAUCGACUCCCGGGUAGGUCGCUCGAACCGCCGAGCAAUCGUC
+GGUCUAGAUGAAUGGCCGUCACCUGAUUCACAGAACCCGGCUUA
+>U28085.1/1-384
+GAGGAAAGUCCGGGCACCAUAGGACAGGGUGGUGGGUAACGCCCACCGGCCGUAAGGUUA
+GGGAAAGUGCCACAGAAAAUACACCGCCUAAGGGGAGCUGUUAGCGUUUGGCCUUUAGCU
+CUUAGCCAGACAAUCGUCUGGCUAAUGGCUGACCGCUAAUAGCUAACAGCUUGCCCGGUA
+AGGGUGAAAAGGUGCGGUAAGAGCGCACCAGCAGGCGAGGUGACUCGCCUGGCUCGGUAA
+ACCCCGCCCGGUGCAAGACCAAGCGGAGAGCAUGAGCCGGUCCGGCUCGCUACGACUCUC
+GGGUAGGUCGCUAGAGGCCGCGGGCAACCGUGGUCGUAGAGGAAUGAUCGCCAAAUCGCU
+UCGGCGGAUACAGAAUCCGGCUUA
+>U28112.1/1-339
+GAGGAAAGUCCGGGCUCCACAGGACAGAGUGGUCGCUAACGGCGACCGGCCGCAAGGCUC
+GGGAAAGUGCAACAGAAAGACACCGCCUCCGCGAGCCCGUCUCGCGGCGGUAAGGGUGAA
+AUGGUGCGGUAAGAGCGCACCAGCGGCGGGGUGACUCGCCGGCUCGGCAAACCCCACUCG
+GAGCAAGACCAAGCAGAGAGGAGCUGCCUGCCACAAGGCGGCGGCACGGUUCGGUCCGGA
+CCGUCGUUACUCUCGGGUAGGUCGCUGGAGGCGGCGAGCAAUCGCCGUCCUAGAGAAAUG
+ACCAUCGCCGCCCCAGGGGCUGGCACAGAACCCGGCUUA
+>U28087.1/1-340
+GAGGAAAGUCCGGGCUCCGCAGGACAGGGUGGUCGGUAACGCCGACCGGCCGCAAGGCUC
+GGGAAAGUGCAACAGAAAGAUACCGCCUCCGCGGCUCGUCCGCGCGGUAAGGGUGAAAUG
+GUGCGGUAAGAGCGCACCAGCCGGCGGGGUGACCCGUCGGCUCGGCAAACCCCACCCGGA
+GCAAGGCCAAACAGAGAGGAGCCGCGCAGCGCAAGCUGCGCGGCGCGGACCGGUCCGGCC
+CGCCAUUACUCUCGGGUAGGUUGCUGGAGGCGGCGAGCAAUCGUCGUCCUAGAGAAAUGA
+CCAUCGCCGGCCCCAGGGGCCCGGCACAGAACCCGGCUUA
+>M59354.1/1-402
+CCAGUUGGCCGGGCAGCCGCGCCUUACCAAUGUCGAAAGACGGUAAGGUGAGGAAAGUCC
+GGGCUCCACGGAAAUACGGUGCCGGAUAACGUCCGGCGGGGGCGACCCCAGGGAAAGUGC
+CACAGAGAGCAAACCGCCAUGCCUUGCAUGGUAAGGGUGAAAGGGUGGGGUAAGAGCCCA
+CCGCGCCGCUGGUGACAGUGGUGGCAAGGUAAACCCCACCGGGAGCAAGACCGAAUAGGG
+AUGACACGGGGCGGGCGAAAGCCUGUUCACAGCCGGUUUCCGGGCCCGUCAUCCGGGUGG
+GUUGCGAGAGGCGGCAUGCAAAUGCCGUCCCAGAUGAAUGGCUGCCACGUUCCGGGUCAA
+ACCGGGGCCAUACAGAACCCGGCUUACAGGCCAACUGGCGAA
+>M59355.1/163-591
+CCAGUCGGCCGGAUGGCCGCUCUCCGUCAUCGUCCCCGGGCCACCCCCGAUGGACCGUCG
+GGGGGAGGAAAGUCCGGGCUCCACGGGAACACGGUGCCGGGUAACGCCCGGCGGGGGCGA
+CCCUAGGGAAAGUGCCACAGAGAGCAAACCGCCGGCCUAUACGGCCGGUAAGGGUGAAAG
+GGUGCGGUAAGAGCGCACCGCCUGCCCGGCAACGGGGAGGGCAUGGUAAACCCCACCGGG
+AGCAAGAUCGAAUAGGGACGGCACGCCCCGGUUUUCCGGGGCAAGCGGCGUUUCCGCGCC
+GCCGUCCGGGUAGUAUCGCGCGAGGCGUCCGGUAACGGGCGUCCCAGAUGAAUGGCCAUC
+CCCGUCGUCGCGUCCCUUGCGGGAUACGGCCGGCGUGGACAGAACCCGGCUUACAGGCCG
+UCUGGCGGU
+>AJ235272.1/10905-10521
+CUAAAUGGUCGUGCAGUUGCGUGAUGAUAAUCACGAGGAAAGUCCGGACUCUAUAGAGGU
+AUGGUGCCGGUUAACAUCCGGCAGAGUAUUAUUACUUUAGGGCUAGUACCACAGAAAAUA
+UACCGCCGAGUAUUUCGGUAAGGGUGAAAAGGUGUGGUAAGAGCACACCGGUAAGUUGGC
+AACAAGUUACGCAUGGUUAACCCCACCAAGAGCAAGAUCAAAUAGGCAUUACAGAAUUUA
+AAUAUUUAUUUAAGUUCCUGGGUUACCUCUAAUCGGAUUGUAAUGCGGGUAGAUCGCUUG
+AGGUAAACGGUAACGUUUAUCCUAGAUAAAUAACUGCAAUGAAUUAAUAUUCAUACAGAA
+UCCGGCUUAUAGACCAGAUGAGCAG
+>AE017258.1/184968-184621
+UAGGUGGAAUAAGUAGCUGCUGUUGUGUGAUAAACAUAGCAGAGGAAAGUCCGGGCUCCA
+AGGAAAAAUAGUGACGGGUAAUGCCCGCCGGAGGUAACUCCAGUUAUAGGGCUACAGAAA
+AUUACCGCCUAAAAUAUUUUUAGGUAAGGGUGAAAAGGUGUGGUAAGAGCACACCAUGGC
+AAUGGCAACAUUGGUAGUCGAGUAACCAACACUAGGAGCAAGAUUAAAUAGAAGUAGAUU
+UUAUGUUUUCCUCAUAUCUACUCGGGUAAAUCGCAUGCGGUAAAUGGUAACAUUUACUCC
+AGAUAAAUAGCUACAUAAACAGAACUCGGCUUAUAUUUCACCUAGGCG
+>U28107.1/1-372
+GAGGAAAGUCCGGGCUCCACGAAACAAGGGUGGCGGGUAACGCCCGCCGGCGUUCCUUCG
+GGGGCGCAAGGGAAAGUGCCACAGAGAGUAUACCGCCGAUGAUCCCGGACUUGAUCCGGG
+AACAGGCAAGGGUGAAAGGGUGCGGUAAGGGCGCACCGGGGGGCUGGCAACAGCCACCGC
+AUGGCAAACCCCACCCGGAGCAAGGCCGAAUAGGGGCCGCGUGCCCAUCAGCAAUGGUGG
+GUAGGGGAGUUUCGCCCCGAGCGGCCCGGGUUGGCUGCUAAAGCGCCGGAGCAAUCCGGC
+GACCAGAUGAAUGGCUGCCACCGCAGGCCCGUCCCGCAAGGGAUACCGCCUGAGGAGACA
+GAACCCGGCUUA
+>U28094.1/1-332
+GAGGAAAGUCCGGGCUCCACGGAACGCGGUGCCGGGUAACGCCCGGCGGGGGCGACCCCA
+GGGAAAGUGCCACAGAGAGCAGACCGCCGAUGGCUCCGAAAGGACCACAGGCAAGGGUGA
+AAGGGUGCGGCAAGAGCGCACCGCGCAGCGGGCAACCGAAGCGGCACGGCAAACCCCACC
+GGGAGCAAGACCGAAUAGGCACGCGAUGGGCUUAGGCCCGGGGCAGGAACCGGCCCUUUU
+CGCGUGCGGGUUGGUUGGUUGAGGCCGUCGGCAACGCCGGUGGUAGAGGAAUGAUCGUCA
+CUGUCCUUCGGGGCAGAACAGAACCCGGCUUA
+>U28106.1/1-395
+GAGGAAAGUCCGGGCUCCACAUAACCACGGUGCCGGGUAACGCCCGGCGGUCGCGCCUCG
+GGACUGCGCUAUUGCGUGCGAUAGGGGAAGCCAGACAAGCGCGGCAAGGGACAGUGCCAC
+AGAGAGCAGACCGCCUAUGGCCGUCGUCCGUUUACGGAUACGUGGCCAGGCAAGGGUGAA
+AGGGUGCGGCAAGAGCGCACCGCGCGAUGGGUAACCGGAGCGGCAUGGCAAACCCCACCG
+GGAGCAAGACCGAAUAGGGACGGCGCGGACUCGCAAGGGUUCAGGGCGUGGUUGUCGCCC
+AGUCGUCCGGGUUGGUUGCUAGAGCCGGUCAGCAAUGGCCGGCGUAGAGGAAUGGUCGCC
+CAUCUGCUGAAAGGCAGUGGACAGAACCCGGCUUA
+>U28086.1/1-321
+GAGGAAAGUCCGGGCUCCACGGAACAACGGUGCCGGGUAACGCCCGGCGGCUCCUGCCUC
+GGCCGGAGUUAGGGAAAGUGCCACAGAAAGCAUACCGCCUGCCUUUGGGCGGGUAAGGGC
+GAAAGGGUGCGGUAAGAGCGCACCGCGCGGCCGGUAACGGUCGCGGCACGGUAAACCCCA
+CCGGGUGCAAGACCGAAUAGGGGCGGCAUAUGGGCCUGUUCCGGCUCGUCGCCCGGGUUG
+GUCGCUUGAGGCGAAGGGCAACCUUCGUCCUAGAGGAAUGGUCGCCGAUCCCCUUUUAAG
+GGGUGAACAGAACCCGGCUUA
+>U28103.1/1-323
+GAGGAAAGUGCGGGCUCCACGGAAGCAUGGUGCCGGGUAACGCCCGGCGGGGGCGACCCC
+AGGGACAGCGCCACAGAGAACAGACCGCCCGCCUACGCGCUAACGCGCUUUAAGCGGGUA
+AGGGUGAAACGGUGCGGUAAGAGCGCACCGCGUUCUCGGCAACGAGAGCGGCACGGCAAG
+CCCCGCCAGGAGCAAGACCAAAUAGGGACGGCGCUAUGGGCUGCUUCAGGCUCGCCGUCC
+GGGUAGGUCGCGCGAGGCGUCCGGCGACGGACGUCCCAGAGGAAUGGUCAUCCAGUCCGC
+AAGGAUGGACAGAAUCCGGCUUA
+>U28117.1/1-347
+GAGGAAAGUCCGGGCUCCAUGAAGCAAGGGUGCCGGGUAAUGCCCGGCCGGGGAAACCCG
+AGGGAAAGCGCCACAGAGAAGAGUCUGCCCCGAGCUUCGGGGUGAUGGUGAAACGGUGGG
+GUAAGAGCCCACCGCGGACCGGGCAACCGGGACGGCACGGCAAGCCCCACCCGGAGCAAU
+GCCGAAUAGGGGCCCCGCGCGGGCUGGUCCCGGACUACGGUCCGCGAUACCGCCGCAGGG
+AUGCUUCAGCCCAGGGGCCCGGGUUGGCAGCUUGAGCCCGUCGGUAACGGCGGGCCUAGA
+GGAAUGGUCAUCCAGGGGGCGCAAGCCCCCGGACAGAAUCCGGCUUA
+>U28081.1/1-319
+GAGGAAAGUCCGGGCUCCACGGAACAACGGUGCCGGGUAACGCCCGGCGGCUCCUGCCUC
+GGCCGGAGUUAGGGAAAGUGCCACAGAAGCAUACCGCCUGCCUUUGGGCGGGUAAGGGCG
+AAAGGGUGCGGCAAGAGCGCACCGCGCGGCCGGUAACGGUCGCGGCACGGUAAACCCCAC
+CGGGUGCAAGACCGAAUAGGGGCGGCAUAUGGGCCUGUUCCGGCUCGUCGCCCGGGUUGG
+UCGCUUGAGGCGAAGGGCAACCUUCGUCCUAGAGGAAUGGUCGCCGAUCCCCUUUAAGGG
+GUGAACAGAACCCGGCUUA
+>U28109.1/1-327
+GAGGAAAGUCCGGGCUCCACGAAACAACGGUGCCGGAUAAUGCCCGGCGGGGGUGACCCC
+AGGGAAAGUGCCACACAGAGAGCAGACCGCCCCGGCGCAAGCCAAGGGUAAGGGUGAAAG
+GGUGCGGCAAGAGCGCACCGCGCGGCUGGUAACAGGCGCGGCACGGCAAACCCCACCGGG
+AGCAAGACCGAAUAGGGGCGGCGUGAGGUUUCGGCCUCAGGGCACGUUUCGGCCCGUCGC
+CCGGGUUGGUUGCUUGAGCCGUUCCGCAAGGAUCGGCCUAGAGGAAUGGUCGCCUAUCCC
+CGCUUGGGGUGGACAGAAUCCGGCUUA
+>U28110.1/1-342
+GAGGAAAGUCCGGGCUCCACGGAACGCGGUGCCGGGUAACACCCGGCGGGGGCGACCCCA
+GGGACAGUGCCACAGAGAGCAGACCGCCGAUCGGCGUUUCGACGUCGAGGCAAGGGUGAA
+AGGGUGCGGCAAGAGCGCACCGCGCGACGGGUAACCGAAGCGGCAUGGCAAACCCCACCG
+GGAGCAAGACCGAAUAGGGGCGGCACGAGCCUCGUGCGCAAGCAUGGAGUUCCGGGCAGG
+AACCGGCCCAGCCGCCCGGGUUGGUUGCUUGAGGCGUCCGGUGACGGGCGUCCUAGAGGA
+AUGAUCGUCGCCGGCUUUCGGGCCGGGACAGAACCCGGCUUA
+>U28102.1/1-355
+GAGGAAAGUCCGGGCUCCAUCGACAUACGGUGCCGGAUAACACCCGGCGGGGGCGACCCC
+AGGGAAAGUGCCACAGAGAACGAACCGCCUUCACUCCGUGAAGGUAAGGGUGAAAAGGUG
+CGGUAAGAGCGCACCGCGUUUCUAGCAAUAGAGACGGCAUGGCAAACCCCACCGGGAGCA
+AAACCGAAUAGGGACGGCACAGUGGAAAGUUCGCUCUCGGGCGAUAACUCCGCGGGGCGA
+UGUCAGGCCCGCUGUCCGGGUAGGUUGCUUGAGGCGCAAGGUAACUUGCGUCCCAGAGGA
+AUGGCCGUCACGUCUGCGUGGUGCGAACCAUUCAGGCCCUACAGAACCCGGCUUA
+>U28105.1/1-352
+GAGGAAAGUCCGGGCUCCACGGAAACGACGGUGCCGGAUAAUGUCCGGCGAGGGUGACCU
+UAGGGAAAGUGCCACAGAGAGCAAACCGCCGAUGGUCCUUUAAGGGACACAGGCAAGGGU
+GAAAGGGUGCGGUAAGAGCGCACCGCGCGACCGGUAACGGAAGCGGCAAGGCAAACCCCA
+CCCGGAGCAAGACCGAAUAGGGACUGCGCGCCCGCAAGGGCAGGCCUGUUUCGGGCCGGC
+AGUCCGGGUUGGUCGCUUGAGCGCGCCCGGCAACGGGCCGCCUAGAGGAAUGGCUGCCGG
+UGCGGAUACGGUCGACUUGUGCGAUACCGUCCGCGCCACAGAACCCGGCUAA
+>BX640434.1/240958-240545
+AGGGCAGAUCGGGCAAUCGCGGGGGAUGCAAAUCCUUCGAGGAAGGUCCGGACUCCACAG
+GGCGGGAUAGCGGCUAACGGCCGUCCGGCGACGCUGGCGGGCUUGCCCGCCGGAAAAGCC
+GAGGAACAGGGCCACAGAGACGAGUCUGUCAUGAGGGCGCGCCUGGCGCGCACCGGCACG
+GCCAUCUCCGUGCCGCGCCGUCCGGAAACGGGCGGCGGCAUGACAGGGUGAAACGCGGCA
+ACCUCUAUCCGGAGCAACAUCAAAUAGGCAUGCGUACGGCCGUAAGGCCGGGAAGGGCGG
+CUCCGUCCAAGCAUGCGGGUAGGUGGCUGGAGCGGUCCAGCAAUGGUUCGCCAAGAGGAA
+UGAUUGCCCGCCGGGGAAACCCGGCGUACAGAAUCCGGCCUAUAGAUCUGCUCU
+>M59353.1/255-595
+AAAGCAGGCCAGGCAACCGCUGCCUGCACCGCAAGGUGCAGGGGGAGGAAAGUCCGGACU
+CCACAGGGCAGGGUGUUGGCUAACAGCCAUCCACGGCAACGUGCGGAAUAGGGCCACAGA
+GACGAGUCUUGCCGCCGGGUUCGCCCGGCGGGAAGGGUGAAACGCGGUAACCUCCACCUG
+GAGCAAUCCCAAAUAGGCAGGCGAUGAAGCGGCCCGCUGAGUCUGCGGGUAGGGAGCUGG
+AGCCGGCUGGUAACAGCCGGCCUAGAGGAAUGGUUGUCACGCACCGUUUGCCGCAAGGCG
+GGCGGGGCGCACAGAAUCCGGCUUAUCGGCCUGCUUUGCUU
+>AF056386.1/1-275
+GAGGAAAGUCCGGGCUGCAUAGGGCGGCGUAGCAGCUAACAGCUGUCCACCGUGAGGUGA
+GGAUCAGAGCAACAGAGACGAGUCUGGCAGGAGUGCCGCAAGGCAGACCAACCAGGGUGA
+AACGGGCAAUCUCUACGCGCAGCAAUACCAAGUAGGCACACGUUGACGGGGCCCCCGGAG
+UGUGCGGGUAGGUAGCACCGAGCCAUCAGGCGACUGAUGGCCAAGAUUAAUGGCGGUCAC
+AUGGCGGGCAACCGUUGUGCACAGAAUCCGGCUUA
+>AE002562.1/3043-2684
+CGGGACGGGCAGACAGUCGCCGCGUAUCGCGUAAGGCAUACGGGGAGGAAAGUCCGGGCU
+CCGCAGGGUAGAAUGCCGGUUAACGGCCGGGCGCGGUAACGCGACGGAAAGUGGAACAGA
+AAGCAAAACCGCCGAUGGCUGCUUUGGCAGCACAGGUAAGGGUGAAAAGGUGCGGUAAGG
+GCGCACCGCGCAUUUGGUAACAAUAUGCGGCAGGCCAAACCCCAUUCGGAGCAAGACCAA
+ACAGAACGCAAUGACGCUGCCCGCCGAGCGUUCGGGUAGGUUGCUUGAGCAUACCGGUAA
+CGGUAUGCCUAGAGGAAUGACUGUCCGAGACAGAACCCGGCUUACCGCCUGUCCGGUGUG
+>AL162752.2/213352-212993
+CGGGACGGGCAGACAGUCGCCGCGUAUCGCGUAAGGCAUACGGGGAGGAAAGUCCGGGCU
+CCGCAGGGUAGAAUGCCGGUUAACGGCCGGGCGCGGUAACGCGACGGAAAGUGGAACAGA
+AAGCAAAACCGCCGAUGGCUGCUUUGGCAGCACAGGCAAGGGUGAAAAGGUGCGGUAAGG
+GCGCACCGCGCAUUUGGUAACAAUAUGCGGCAGGCCAAACCCCAUUCGGAGCAAGACCAA
+ACAGAACGCAAUGACGCUGCCCGCCGAGCGUUCGGGUAGGUUGCUUGAGCAUACCGGCAA
+CGGUAUGCCUAGAGGAAUGACUGUCCGAGACAGAACCCGGCUUACCGCCUGUCCGGUGUG
+>BX321865.1/54528-54812
+GAAGCCGGUCAGACAGUCGCUGCCUGGUGACAGGGAGAGGAAAGUCCGGGCUCCACAGAG
+CAGGAUGCCGGUUAACGGCCGGCCGCCGUGAGGUGAGGAACAGGGCCACAGAGACGAGCG
+UAUUAAGUUACGGUGAAACGCGGUAACCUCCAUCCGGAGCAAGAUCAAAUAGGCAGAUGA
+UGACGCUGCUCGCUGAGUCUGCGGGUAGAUCGCUCGAGCACACGGGUAACUGUAUGCCUA
+GAGGAAUGACUGUCCACGACAGAACCCGGCUUAUCGGCCGGCUUC
+>U28091.1/1-281
+GAGGAAAGUCCGGGCUGCACAGAGCGGGAUGACGGCUAACGGCCGUACGCUGAAAGCUGG
+CAACAGUAUAAGGCGAGGAAUAGGGCCACAGAGACGAGCGUAUUAAGUUACGGUGAAACG
+CGGUAACCUCCAUCAGCAGCAAUAUCAAAUAGGCUGGCAUUUGUCGCAAGACAUAAGGCG
+UGGCUCGCGCCUGCCAGCGGGUAGAUAGCUUGAGCGUGUGAGUAAUUGCACGCCUAGAGG
+AAUGACUGUCAGCUACGCAAGUAGUUACAGAACCCGGCUUA
+>U28098.1/1-281
+GAGGAAAGUACGGGCUCCAUAGGGCAGGGUGUUGGCUAAUAGCCAUCCACGGCAACGUGC
+GGAAUAGGGCCACAGAGACGAGUCUUGCCAUCGGGUUCGCCCGAUGGGAAGGGUGAAACG
+CGGUAACCUCCACCUGGAGCAAUCCCAAAUAGGCAGGCAUUGAGGCGGCCCGCUGAGCCU
+GCGGGUAGGGAGCUUGAGCCGGUCGGUAACGACCGGCCUAGAGGAAUGAUUGUCACGUGC
+CGGCAACCGCAAGGAAGCCGGCGCGCACAGAACCCGGCUUA
+>U28130.1/1-312
+GAGGAAAGUCCCGGCUGCACAGAGCGGGAUGACGGCUAACGGCCGUACGCUGAAAGCUGG
+UAACAGUAUAAGGCGAGGAAUAGGGCCACAGAGACGAGUCGGUUCGACCAGUGAGCAACU
+UGUUGCGAACUUGCGUCGAAACGGGUGAAACGCGGUAACCUCCAUCUGCAGCAAUAUCAA
+AUAGGCUGGCAUUUACGCAAGUAAUAAGGCGUGGCUCGCGCCUGCCAGCGGGUAGAUAGC
+UUGAGCGUGUGAGUAAUUGCACGCCUAGAGGAAUGACUGGUCGCCACGCGAGUGGAUACA
+GAACCCGGCUUA
+>M59357.1/212-571
+GGAGUCGGACGGAUCGUCGCCGCGGGGGCAACUCCGGGGAGGAAAGUCCGGGCUCCAAAG
+GGCAGAACGCUGGAUAACAUCCAGGGAGGGCAACCUCCGGACAGCGCCACAGAAAGCAAA
+CCGCCCGGCCUCGGCCGGGUAAGGGUGAAACGGUGGUGUAAGAGACCACCAGAUGCCGUG
+GUGACACGGCAUGCUCGGCAUACCCCGUUCGGAGCAAGACCAAAUAGGGAAGGCGGCCGG
+CCCGGCCGAAGCCUUCCGGGUAGGUUGCUUGAGGGUGUGGGCAACCGCACUCCUAGAGGA
+AUGACGGUCACACGCGGGCAACCGUGUGGACAGAACCCGGCUUACAGUCCGACUCCCGCA
+>AF056383.1/1-336
+GAGGAAAGUCCGGGCUCCAGAGGGCAGGGUGCUGGCUAACGGCCAGUCGAGGCGACUCGC
+AGGAAAGUGCCACAGAAAACAGACCGCCCGUUCCGAAAGGGGCGGGUAAGGGUGAAACGG
+UGCGGUAAGAGCGCACCGCGUCCGGGGUGACUCGGACGGCUCGGUAAACCCCGCCUGGAG
+CAAGAGCCAAUAGGAGCGCGUCCUCGCCGUACGGAGGACAGGGAUGGCCCGUCCCAUGCG
+UUCGGGUUGCUCGCUGAUGAGGCCCCUGGGCAACCAGGGCCCUUAGAUGAAUGUUCACCG
+CCCAUCCCGAAAGGGGUGGGAACAGAAUCCGGCUUA
+>AL139075.2/199352-199035
+AAGCAUAGUAAAUGCUCGCUUCUUUUUAGGAGAGGAAAGUCCGAGCUGCUAAAGACAAAC
+AUUCCAUCUAACAGAUGGCUAGGGUAACCUAAGGGAUAGUGCAACAGAAAGAAAACUACC
+ACGCAAGUGGAAAAGGUGAAACGGCGGGGUAAAAGCCCACCAGCGAUUUUGGUAACAAUU
+UCGGCUAUGUAAACCCAAUGUGCAGCAAGAAGGGAUGGUUAGCGUCUUUGUUUUAACCCU
+UCGCUUGAUUUUGUUUGCAAAAACAAAACUAGAUAAAUGAGCAUUCAAGACAGAACUCGG
+CUUAUCGCUAUGCUUUUU
+>AF181879.1/575-891
+CGCAUUAGAAGAUGGUCGCUAUUUUAGAAUAGAGGAAAGUCCGGGCUACAUUAGACAAAA
+UUCCAUCUAACGGAUGGCUAGCGCAAGCUAAGGGAAAGUGCCACAGAAAGCAAACCGCCU
+UUUUAAGGUAAGGGUGAAAGGGUGGGGUAAGAGCCCACCAGAGCUAAAGCAAUUUAGCUU
+GUUUGGGCAAACCCAAUUUGUAGCAAGAAGUGCAUGGUAAGUCUAAAUUGAUACGCGCUU
+CGCUUGAGGAAUAUUGCAAAAUAUUUCCCAGAUAAAUGGCCAUCCAUUGACAGAACCCGG
+CUUAUUCUAAUGCUCAA
+>AE015478.1/3276-3629
+CGAGUUGGCCAGACAGUCGCCGCGUUCGCAAGAACGGGGAGGAAAGUCCGGGCUUCAAAG
+AGCAGGGUGCCAGGUAACGCCUGGGCGGUGUGAACCGACGACAAGUGCAACAGAGAGGAG
+ACCGCCAUCAUAGCCUCGGCUAAGGUGGUAAGGGUGAAAGGGUGCGGUAAGAGCGCACCG
+UGCGGCUAGCAAUAGUCCGUAGCAAGGUAAACUCCACCCGAAGCAAGACCAAAUAGGGUU
+CCGUAUGGCGUGGCUCGCGUUGGAACCGGGUAGGUCGCUUGAGCCUGUGAGCGAUUGCAG
+GCCUAGAUGAAUGACUGUCCACGACAGGACCCGGCUUAUCGGCCAACUCAACCU
+>M59356.1/53-421
+GGAGUCGGCCAGACAGUCGCUUCCGUCCUGGUGACGGGGGAGGAAAGUCCGGGCUCCAUA
+GGGCAGGGUGCCAGGUAACGCCUGGGGGGCGAGAGUCCACGGAAAGUGCCGCAGAAAAGA
+UACCGCCGACCCCGUCCUCGGACGGGAGGUAAGGGUGAAAUGGUGCGGUAAGAGCGCACC
+GCGCUGGUGGCAACAUCAGUGGCAGGGUAAACCCCACCCGGAGCAAGACCAAAUAGGGGA
+ACUCGCGGCUUCGACCGCAGCGCGCGGCCCGCGCGUGUUCCCGGGUAGGUCGCUAGAGGC
+GUGCGGCGACGCACGUCCCAGAUGAAUGACUGUCCACGACAGAACCCGGCUUAUCGGCCG
+ACUCCCUUC
+>AF160199.1/1-304
+GGGGAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCC
+ACGACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCACGCAAGUGGGAUCAGGUAAGGG
+UGAAAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUC
+CACCCGGAGCAAGGCCAAAUAGGGGUUCACAAGGUACGGCCCGUACUGAACCCGGGUAGG
+CUGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGG
+CUUA
+>AF084931.1/10-309
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGAUAACGUCUGGGAGGCGCGAGCCUA
+CGACCAGUGCAACAGAGAGCAAACCGCCGAUGGUCCGUAAGGGCACAGGUAAGGGUGAAA
+GGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCGGUGGCACGGUAAACUCCACCC
+GGAGCAAGGCCAAAUAGGGGUUCAUAUGGUGCGGCCCGCACUGAACCCGGGUAGGCUGCU
+UGAGCCAGUGCGUGAGUGCUGGCCCAGAGGAAUGAUUGUCCACGACAGAACCCGGCUUAC
+>AP001118.1/93360-92985
+UGAAGUUGACUAAAAACAGUCGCUGUUUAGUUUUUAAAAAUUAAAAAGAGGAAAGUCCGG
+GCUCCAUAGAGCAGGGUGCCAGAUAACAUCUGGAAAGCGUGAGCUUAUGACUAGUGCAAC
+AGAAAAUAAACCACCUAUUUUGUAAUAUAUAAAAAUAUGGCCAGGGUGAAAAGGCGUGGU
+AAGAGCACACCGCAUAAUUGGUAACAAUUCAUGGCAUGGUAAACUCCACCCGGAGCAAAG
+CCAAAUAUAGGAUAAAUUUUUUGUACUGCUCGUACUUCUUAAACCUGGGUAGGCUGCUUG
+AAUUAGUAAGUGAUUGCUAAUCUAGAUGAAUGACUGUUAAAACAGAACCCGGCUUACACG
+AGUCAACUUCAAUAAC
+>AE005541.1/4151-3775
+GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUCUUCGGGGGAGACGGGCGGAGGG
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+AUCGGUCAGUUUCACCU
+>AF211853.1/1-377
+GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUCUUCGGGGGAGACGGGCGGAGGG
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGAUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+AUCGGUCAGUUUCACCU
+>M33657.1/1-383
+GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUCCUUCGGGGGGAGACGGGCGGAG
+GGGAGGAAAGUCCGGGCUCCAUAGGGCAAGGUGCCAGGUAACGCCUGGGGGGUGUCACGA
+CCCACGACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAA
+GGGUGAAAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGCGGCACGGUAAA
+CUCCACCCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGU
+AGGCUGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACC
+CGGCUUAUCGGUCAGUUUCACCU
+>AF295985.1/1-303
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGCGGCGCAAGCCGA
+CGACUAGUGCAACAGAGAGCAAACCGCCGAUGGCCUGUGUUUCACAGGAUCAGGUAAGGG
+UGAAAGGGUGCGGUAAGAGCGCACCGCGCGACUGGUAACAGUUCGUGGCACGGUAAACUC
+CACCCGGAGCAAGACCAAAUAGGGGUUCAUUGGUGCGGCCCGCAUUGAACCCGGGUAGGU
+UGCUUGAGCCAGUGCGCGAGUGCUGGCCUAGAGGAAUGACUGUCCACGACAGAACCCGGC
+UUA
+>AF084930.1/10-310
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGAUAACGUCUGGGAGGCGCGAGCCUA
+CGACAAGUGCAGCAGAGAGUAAACCGCCGAUGGCCUGUUUACAGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCACAGCUGGUAACAGUUUGUGGCAAGGUAAACUCCAC
+CCGGAGCAAGACCAAAUAGGGGUUCUUAUGGUGCGGCCCGCAUUGAACCCGGGUAGGUUG
+CUGGAGCCAGCGCGCAAGUUCUGGCCUAGAUGAAUGGUUGUCCACGACAGAACACGGCUU
+A
+>AF295984.1/1-301
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGAUAACGUCUGGGAGGCGCGAGCCUA
+CGACAAGUGCAACAGAGAGCAAACCGCCGAUGGCCUGUUUACAGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGACUGGCAACAGUUCGUGGCAUGGUAAACUCCAC
+CCGGAGCAAGACCAAAUAGGGGUUCAUAUGGUGCGGCCCGCAUUGAACUCGGGUAGGUUG
+CUGGAGCCAGUGCGCAAGUGCUGGCCUAGAUGAAUGGUUGUCCACGACAGAACCCGGCUU
+A
+>AE016844.1/252680-252307
+GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUUUCGGGGAGACGGGCGGAGGGGA
+GGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGGAAACCCACGA
+CCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCACGCAAGUGGGAUCAGGUAAGGGUGAA
+AGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCACC
+CGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUGC
+UUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUUA
+UCGGUCAGUUUCAC
+>AF295986.1/1-303
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGAGGCGCAAGCCUA
+CGACUAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGU
+GAAAGGGUGCGGUAAGAGCGCACCGCGCGACUGGCAACAGUUCGUGGCACGGUAAACUCC
+ACCCGGAGCAAGGCCAAAUAGGGGUUCACAUGGUACGGCCCGUACUGAACCCGGGUAGGC
+UGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAGGAAUGACUGUCCACGACAGAACCCGGC
+UUA
+>AE013612.1/1854-1478
+GGAGUUGACUAGACAGUCGCCGCUUCACUGCCGUCCCUUUCGGGGGAGACAGGUGGAGGG
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGAGGCGCAAGCCUA
+CGACAAGUGCAACAGAGAGCAAACCGCCGAUGGCCCACGCAAGUGGGAUCAGGUAAGGGU
+GAAAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGCAACAGUUCGUGGCAUGGUAAACUCC
+ACCCGGAGCAAGGCCAAAUAGGGGUUCGCAUGGUACGGCCCGUACUGAACCCGGGUAGGC
+UGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAGGAAUGACUGUCCACGACAGAACCCGGC
+UUACCGGUCAACUCCAC
+>AF295983.1/1-297
+GAGGAAAGUCCGGGCUACAUAGGGCAGAGUGCCGGAUAACGUCCGGGGGGCGCGAGCCUA
+CGACCAGUGCAGCAGAGAGCAAACCGCCGAUGGCUCAAUUGAGAUCAGGUAAGGGUGAAA
+GGGUGCGGUAAGAGCGCACCGCGUGCGUGGUAACACGUCAUGGCAGGGUAAACUCCACUC
+GUAGCAAGACCAAAUAGGAAUCCAACGAGUUGCCCGCUUGGGAUUCGGGUAGGUUGCUUG
+AGCGUAUGUGUAAAUGUACGCCUAGAGGAAUGAUUGUCCACGACAGAACCCGGCUUA
+>U32841.1/440-64
+CGAGUUGGUUAGACAAUCGCUGGUUUAUUGAAGCCCUUAACCGUAUUUAUACGACCUAGU
+GGGACAAGUAAACGAGAGGAAAGUCCGAGCUACACAGGGCAGAGUGCCGGAUAACGUCCG
+GGCGGCGUGAGCCGACGACCAGUGCAACAGAGAGCAGACCGCCGUGUAAACGGUAAGGGU
+GAAAGGGUGCGGUAAGAGCGCACCGUGCCGUUGGUAACAACGUGCAGCAGGGUAAACUCC
+ACUCGUAGCAAGACCAAAUAGGAACUCAAUGGGUGGCCCGUCCAGAGUUCGGGUAGGUUG
+CUUGAGCGGCAGAGUAAUUUGUCGCCUAGAGGAAUGAUUGUCCACGACAGAACUCGGCUU
+AUCGACCAACUCAAAAC
+>AF160198.1/1-296
+GGGGAGGAAAGUCCGGGCUCCAUAGGGCGGAGUGCCAGGUAAUGCCUGGGGGGCGUGAGC
+CUACGGAAAGUGCCACAGAAAAUAACCGCCUAAGCACUUCGGUGCCGGUAAGGGUGAAAA
+GGUGCGGUAAGAGCGCACCGCACGUCUGGUAACAGUUCGUGGCUAGGUAAACCCCACUCG
+GAGCAAGACCAAAUAGGGUUCCAAGGCGUGGCCCGCGCUGGAACCGGGUAGGUUGCUAAA
+GAUGUCCAGUGAUGGCCAUCGUAGAGGAAUGACUGUCCUCGACAGAACCCGGCUUA
+>M19024.1/1-354
+AGAGUCGAUUGGACAGUCGCUGCCCUCUAUGAAAAUUAGGGGGGGGAGGAAAGUCCGGGC
+UCCAUAGGGCGAAGUGCCAGGUAAUGCCUGGGGGGCGUGAGCCUACGGAAAGUGCCACAG
+AAAAUAACCGCCUAAGCACUUCGGUGCCGGUAAGGGUGAAAAGGUGCGGUAAGAGCGCAC
+CGCACGACUGGCAACAGUUCGUGGCUAGGUAAACCCCACUUGGAGCAAGACCAAAUAGGG
+UUCCAAGGCGUGGCCCGCGCUGGAACCGGGUAGGUUGCUAAAGAUGUCCAGUGAUGGCCA
+UCGUAGACGAAUGACUGUUCAAGACAGAACCCGGCUUAUAGAUCGACUCUCCAC
+>AE003942.1/8714-9072
+GCGGUGAAGUCGGCUGGGCAGUCGCGUCAUCCGAGAGGAUGCCGAGGAAAGUCCGGGCUC
+CAUAGGGCAAGGUGCCAGGUAACACCUGGGCGGCGUGAGUCGACGGAAAGUGCAACAGAA
+AGAUACCGCCAAUAUUCCUUUCUAGGAUUCGGUAAGGGUGAAAUGGUGCGGUAAGAGCGC
+ACCGCGAGUUCGGUAACGGACCGGCACGGCAAACCCCACCUGGAGCAAGACCAAAUAGGG
+AUCCUAUGGUGUGGCCCGCGCUGGAUCCGGGUAGGUUGCUUGAGCACCGUGGUGACGCGG
+UGCCUAGAUGAAUGGCUGUUCAUGACAGAACCCGGCUUAUAGGCCGACUUCACCGCUUU
+>U28121.1/1-293
+GAGGAAAGUCCGGGCUCCAUAGGGCGAAGUGCCAGGUAAUGCCUGGGAGGCGUGAGCCUA
+CGGAAAGUGCCACAGAAAAUAACCGCCUAAGCACUUCGGUGCCGGUAAGGGUGAAAAGGU
+GCGGUAAGAGCGCACCGCACGACUGGCAACAGUUCGUGGCUAGGUAAACCCCACUUGGAG
+CAAGACCAAAUAGGGUCCCAAGGCGUGGCCCGCGCUGGGACCGGGUAGGUUGCUAAAGGU
+GUCCAGUGAUGGCCAUCGUAGACGAAUGACUGUUCAAGACAGAACCCGGCUUA
+>U28125.1/1-311
+GAGGAAAGUCCGGGCUUCAACGGGCAAGGUGCCAGGUAACGCCUGGGCGGCGUGAGCCGA
+CGGAAAGUGCAGCAGAGAGUAGACCGCCUUCAAUAUGGUUUCGAGCAAUCGGAAUCGGAG
+GUAAGGGUGAAAGGGUGCGGUAAGAGCGCACCGCAUGACUGGUAACAGUUCAUGGCAUGG
+UAAACCCCACCGGAAGCAAGACCAAAUAGGGAUCCUUUAGGCAUGGCCCAUGCUGGAUCC
+GGGUAGGUCGCUGGAGCGUAUGAGUGAUUGUACGCCUAGAGGAAUGAUCGUUCGCGACAG
+AACCCGGCUUA
+>U28124.1/1-293
+GAGGAAAGUCCGGGCUCCAUAGGGCAGAGCGCCAGGUAACACCUGGGAGGCGUGAGCCUA
+CGGAAAGUGCCGCAGAAAAUAACCGCCUAAGCGUUUCGGCGCCGGUAAGGGUGAAAAGGU
+GCGGUAAGAGCGCACCGCACGACUGGCAACAGUUCGUGGCUAGGUAAACCCCACUUGGAG
+CAAGACCAAAUAGGGUCCCAAGGCGUGGCCCGCGCUGGGACCGGGUAGGUUGCUAAAGAU
+GUCCAGUGAUGGCCAUCGUAGACGAAUGACUGUUCAAGACAGAACCCGGCUUA
+>U28123.1/1-318
+GAGGAAAGUCCGGGCUACAUAGGGCAGCGUGCCAGCUAACGGCUGGGCAGGGUAACUUGA
+CGACCAGUGCAGCAGAGAGUAGACCGCCUUUGGCUUAUAUGAGUAUCGCAAGAUAUUCAU
+GUCAUCGGUAAGGGUGAAAGGGUGCGGUAAGAGCGCACCGCGUGGCUGGCAACAGUUCAC
+GGCAUGGUAAACUCCACGCGUAGCAAGACCAAAUAGGCAUCGGCAUGGCGCGGCCCGCGU
+UCGAUGCGGGUAGGUUGCUUGAGCGUACGAGCGAUUGUGCGCCUAGAGGAAUGAUUGUCC
+ACGACAGAAUCCGGCUUA
+>U28084.1/1-331
+GAGGAAAGUCCGGGCUCCAUAGGGCAAGGUGCCAGGUAACGCCUGGGGGGCGCGAGCCCA
+CGGACAGUGCAACAGAAAGCAAACCGCCUAUGUCACGGCUCGUGCAAACGGGUCGCGGCA
+GGUAAGGGUGAAAGGGUGCGGUAAGAGCGCACCGCGCCGGUGGCAACAUUCGGCGGCACG
+GCAAACCCCACCUGGAGCAAGACCAAAUAGGGAAGCGCGCGGACCUUCGGGUCCGUUCCU
+GCUGCCCGCAGGGGCUUCCGGGUAGGUCGCUCGAGGCGCACGGCUGUCGUGCGUCCCAGA
+UGGAUGGUUGUCCUCGACAGAACCCGGCUUA
+>U28090.1/1-293
+GAGGAAAGUCCGGGCUCCAUAGGGCGAAGUGCCAGGUAAUGCCUGGGAGGCGUGAGCCUA
+CGGAAAGUGCCACAGAAAAUAACCGCCUAAGCACUUCGGUGCCGGUAAGGGUGAAAAGGU
+GCGGUAAGAGCGCACCGCACGACUGGCAACAGUUCGUGGCUAGGUAAACCCCACUUGGAG
+CAAGACCAAAUAGGGUCCCAAGGCGUGGCCCGCGCUGGGACCGGGUAGGUUGCUAAAGAU
+GUCCAGUGAUGGCCAUCGUAGACGAAUGACUGUUCAAGACAGAAUCCGGCUUA
+>U28126.1/1-293
+GAGGAAAGUCCGGGCUCCAUAGGGCGGAGUGCCAGGUAAUGCCUGGGGGGCGUGAGCCUA
+CGGAAAGUGCCACAGAAAAUAACCGCCUAAGCACUUCGGUGCCGGUAAGGGUGAAAAGGU
+GCGGUAAGAGCGCACCGCACGUCUGGUAGCAGUUCGUGGCUAGGUAAACCCCACUCGGAG
+CAAGACCAAAUAGGGUUCCAAGGCGUGGCCCGCGCUGGAACCGGGUAGGUUGCUAAAGAU
+GUCCAGUGAUGGCCAUCGUAGAGGAAUGACUGUCCUCGACAGAAUCCGGCUUA
+>U28122.1/1-293
+GAGGAAAGUCCGGGCUCCAUAGGGCGAAGUGCCAGGUAAUGCCUGGGAGGCGUGAGCCUA
+CGGAAAGUGCCACAGAAAAUAACCGCCUAAGUACUUCGGUACCGGUAAGGGUGAAAAGGU
+GCGGUAAGAGCGCACCGCACGACUGGCAACAGUUCGUGGCUAGGUAAACCCCACUUGGAG
+CAAGACCAAAUAGGGUCCCAAGGCGUGGCCCGCGCUGGGACCGGGUAGGUUGCUAAAGAU
+GUCCAGUGAUGGCCAUCGUAGACGAAUGACUGUUCAAGACAGAAUCCGGCUUA
+>U28089.1/1-303
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGAAGCGCGAGCUUA
+CGACAAGUGCAACAGAGAGCAAACCGCCGAUGGCCCACGCAAGUGGGAUCAGGUAAGGGU
+GAAAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGCAACAGUUCGUGGCAUGGUAAACUCC
+ACCCGGAGCAAGGCCAAAUAGGGGUUCACAUGGUACGGCCCGUACUGAACCCGGGUAGGC
+UGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGC
+UUA
+>U28129.1/1-356
+GAGGAAAGUCCGGGCUCCACAGGGCAGGAUGCUGGCUAACGGCCAGGCGUCGCGAGGCGA
+CGGAAAGUGGAACAGAGAGCAGAACCGCCGAUGGCCGGCCGGUGCACCCGCAAGGGUAGC
+CGGUGGCACAGGCAAGGGUGAAAAGGUGGACUCCUUCGGGAGCCGCCGGGGGGAACCCCG
+GCGCGGUAAGAGCGCACCGCGGACGCAGUGAUGUGGACGGCAGGCUAAACCCCAUCCGGA
+GCAAGACCAAAUAGGGGUACAUUGGCGUGGCCCGCGCUGUACCCGGGUAGGUUGCUUGAG
+CUUGUCGGUAACGGCAAGACUAGAGGAAUGGCUGUCCAACGACAGAAUCCGGCUUA
+>U28100.1/1-299
+GAGGAAAGUCCGGGCCCCACAGAGCAGGAUGCCGGCUAACGGCCGGGCGCCGCGAGGCGA
+CAGACAGUGCAACAGAAAACAUACCGCCGAUGGCUCCGCAAGGAGAUCAGGCAAGGGCGA
+ACCGGUGGAGUAAGAGCCCACCGCGGACGUGGCAACACGGACGGCACGGCAAACCUCAUC
+CGGGGCAAGGCCAAAUAGGGGAGCAUUGACGUGGCUCGCGUCGCUCCCGGGUAGGCUGCU
+AGAGGCCGUCGGCAACGGCGGUCCCAGAUGAAUGACUGUCCACGACAGAAUCCGGCUUA
+>U28097.1/1-303
+GAGGAAAGUCCGGGCUCCACAGAGCAGAAUGCCGGCUAACGGCCGGGCGCGGCAACGCGA
+CGGAAAGUGGAACAGAAAGCAAUACCGCCGAUGAUUGCCUUCGGGCAAAACAGGUAAGGG
+UGAAAAGGUGCGGUAAGAGCGCACCGUGCAUUUGGUAACAAAGGCGCAGCAGGCUAAACC
+CCAUUCGGAGCAAGACCAAACAGAACGCGAUGACGCUGCUCGCCGAGCGUUCGGGUAGGU
+UGCUUGAGCACACCAGCAAUGAUGUGCCUAGAGGAAUGACUGUCCGCGACAGAACCCGGC
+UUA
+>U28111.1/1-306
+GAGGAAAGUCCGGGCACCACAGGGCAGGAUGCGGCUAACGGCCGGCGCCGUGAGGCGACG
+GAAAGUGCAACAGAAAGAUACCGCCGAUGGCCCGCGAGGGCUCAGGCAAGGGUGAAAUGG
+UACGGUAAGAGCGCACCGCUCCAGCGGCAACGUCUGGAGUCGGCAAACCCCAUCCGGUGC
+AAGACCAAAUAGGGGAGCGUUGGCGUGGCCCGCGUCGCUCCCGGGAUGGUUGCUAGAGGC
+UGCGGGCAACCGCGGUCCCAGAGGAAUGGCUGUCACGGCGUGAAAGCGCCGACAGAACCC
+GGCUUA
+>U28082.1/1-411
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGAUGCCAGUUAACGGCUGGGUGCUAUACGUCGC
+AAGACCAAGGCAACGGACAGUGCAACAGAGAACAGACCGCCGAUGGCUUUGGGCUGUGCC
+GCUGCUUGCAGCGGAAAAGUCCCUUUAGCAGAGCGAUGAUCGUUUCGACGGCCAGCGUUU
+UGCGGGGGGCGAGGCCCAAAGAUCAGGUAAGGGUGAAACGGCGAGGUAAGAGCUCACCGC
+GCUGGCGGUAACGUUCAGCGGCACGGUGAACCCCAUCCGGAGCAAGACCAAAUAGGGAAG
+CAUUAGGCGUGGCCCGCGCUGCUUCCGGGUAGGUUGCUUGAGCCUGUCGGUGACGGCAGG
+CCUAGAGGAAUGAUUGCCGAACCCCGCAAGGGGGGAACAGAACCCGGCUUA
+>U28113.1/1-312
+GAGGAAAGUCCGGGCCCCACAGAGCAGGAUGCCGGCUAACGGCCGGGCGCAGCAAGCUUC
+GCAAGAAGCCCAAGGCGACAGACACCAGUGCAACAGAAACAUACCGCCUAAGUCCGCAAG
+GACCGGCAAGGGUGAAAUCGUGCGGUAAGAGCGCACGGCCGUCCUGGUAACAGUGGCGGC
+GGGCAACCUCAUCCGGGGCAAGGCCAAAUAGGGGAGCAUUGGCGUGGCUCGCGUCGCUCC
+CGGGUAGGCUGCUAGAGGCCGUCGGCAACGACGGUCCCAGAGGAAUGGUUGCCCACGACA
+GAACCCGGCUUA
+>AF056381.1/1-336
+GAGGAAAGUCCGGGCACCAGGAAACACGGGACCGGGUAAUCCCCGGAGUUUUUUCUUUGA
+GAGAAAUUUUAGGGAAAAAAUAUGGAAAGUGCAACAGAAAGGAUACCGCCUCGUCGAAGA
+AAUUCGGCGCGGUAAGGGUGAAAUGGCGGGGUAAGAGCCCACCUUCGAUUUCGAGAGAGA
+UCGGGAACGGUAAACCCUCCCGGGUGCAAUCUCAAAUAGGCAGCCUUUUUGUCGUUUCCG
+CAGGGCUGUGGGUAGAGAGCAAAGACUCCGAUCGGUAACUUUCGGAGCAAGAUAAAUGAU
+CAUCCAUCUCUUCAGGAGAGGACAGAACCCGGCUUA
+>AF056382.1/1-336
+GAGGAAAGUCCGGGCACCAGGAAACACGGGACCGGGUAAUUCCCGGAAUUUUUUCUUUGA
+GAGAAAUUUUAGAGAAAGAAUAUGGAAAGUGCAACAGAAAGGAUACCGCCUCGUCGGAGA
+AAUUCGGCGCGGUAAGGGUGAAAUGGCGGGGUAAGAGCCCACCUUCGAUUUCGAGAGAGA
+UCGGGAACGGUAAACCCUCCCGGGUGCAAUCUCAAAUAGGCAGCCUUUUUGCCGUUUCCG
+CAGGGCUGCGGGUAGAGAGCAAAGACUCCGAUCGGUAACUUUCGGAGCAAGAUAAAUGAU
+CAUCCAUCUCUUCAGGAGAGGACAGAACCCGGCUUA
+>AF056376.1/1-285
+GAGGAAAGUCCGGGCUCCAAUAAGAGUAUAAUGCUAGGUAAUGCCUAGGAGUUUAAAACU
+UAAGAGAGUGUCACAGAAAAUUACCGCCUUAGGGUAAGGGUGAAAAGGUGAGGUAAGAGC
+UCACCGCUUAUUUAGUGAUAAAUAAGGUCAAGAUAAACCUCAUUAGGAGCAAAAUCAAAU
+AAGCAAGCUUCCUUAGCUCUUAGGGUAUGCUUGCGGGUGGAUUGCAUGAUUUUUUCAGUG
+AUGAAAAAACAAGAUAGAUGAUGACAUAAUACAGAACCCGGCUUA
+>AE001171.1/8189-8540
+AGCUGGCAGUCAGCCAUCGCUUAGUUUUAUAAUUAAAGCUUAAGAGGAAAGUCCGAGCUC
+CAAUAAGAACAUAAUGCUAGGUAAUGCCUAGGGGUUUUAAACCUAAGAAAGUGUCGCAGA
+AAAUUACCGCCGUAAAAGGUAAGGGUGAAAAGGUGAGGUAAGAGCUCACCGCUUAUUUAG
+CAAUAAAUACAGGCAAGAUAAACCUCAUUAGGAGCAAGAUCAAGUAUGUAAGCACCCUUU
+GUUCUUGAGGACAUGCUUACGGGUAGAUCGCACGAUUUUUUUAGCGAUAAAAAAAUAAGA
+GAGAUGAUGGCAUAGUACAGAACUCGGCUUAUGGGUGUCAGCUUAAUUUCAU
+>AE001226.1/9-348
+AGAGAACUGCAGAUAGUCGCUGCGGGUUUCUCGCAGAGGAAAGUCCGGACUCCUUCGGAA
+AUGAUGCUAGUUAAUUACUAGGCAGCGGCUCUCUGCAGUGCCGCUGACAGCAAGCGCCAC
+AGAAAAUAUACCGCCUUUGGGUAAGGGUGAAAGGGCGAGGUAAGAGCUCACCGCGUUUUG
+GCGACAAAACGGCACGGCAAGCCUCAUCAGGAGCAAGAUCGAGCAGCAAAGGAUAUUCCG
+AUCCUGUUUUGCGGGUUGAUUGCAUAAAUUUAUAUAGCGAUAUAUAAAGUGAGACAGAUG
+AUUAUCCUUGACAGAAUCCGGCUUACCAGUUCUCUGUUUU
+>AF295981.1/1-332
+GAGGAAAGUCCGGGCUCCACAGGGGAGGACGCCGGGUAACACCCGGAGGGAGUAAUCCCU
+GGAAAGGGCCACAGAAAACAGACCGCCAGCGGCCAGAAAGGAUUUUUUCCUUUCUGGUGC
+GGGCAAGGGUGAAAAGGUGGGGUAAGAGCCCACCGCACCAGGUGGUAACACCUGGUGGCA
+CGGCAACCCCCGUCCGGAGCAAGGCCAAACAGAGCCAUGGGUGCCCCGCCCGCUAAGGCU
+CAGGUAGGCCGCUUAAGAAGAGGGGUAACCCUCUUCUCAGAGAAAUAAUCACCGCCUGGG
+GAAAAUUUCCCCAGGUAACAGAACCCGGCUUA
+>M64709.1/421-758
+GGAGAGGAGCAGGCGGUCGCGGGGGCGCACACCUGCGCUUCCCGAGGAAAGUCCGGACUC
+UGGAGCGGGGUGCCGGGUAACGCCCGGGAGGGGUGACCCUCGGACAGGGCCAUAGAGAAG
+AAGACCGCCCGUUGAGGGCAAGGGUGGAACGGUGGGGUAAGAGCCCACCAGCGUCGGGGC
+AACCCGGCGGCUUGGCAACCCCCACCUGGAGCAAGGCCAAGCAGGGGGUUGGGUCGCUCC
+CCCUAUUCCCCCGGGUUGGCCGCUUGAGGUGUGCGGUAACGCACACCCCAGAUUGAUGAC
+CGCCCACGACAGAAUCCGGCUUAUGCUCCUCUCCCGUG
+>AF296043.1/1-364
+GAGGAAAGUCCGGGCACCUCAGGGCAGUGUGCCGUGUGAAAACGCGGGGGCUGGCGGCGU
+AAGCUUCCGGUCACGGAAAGUGUCACAGAAAACAUACCGCCGCGGGCAACUGCGGUAAGG
+GUGAAAAGGCGAGGUAAGAGCUCACCGCUCCGACUGAAAGGAAGGAGGCAGGACAAACCC
+CACACGGUGCAAGACAGAACAGGGGAAACGGCCCGCCCUGGCCGCACUGACUCCGCAAGG
+AGUUGGGAUAACCCCGGGUAUUAGUCGCACCUCGCGCAAAGCGGGGAGCACGGGGCGCAA
+GCCCCGGGCUAGAGAAAUGACCGCCACCUUUUGCGGCAACGCGGGAGGCACAGAACCCGG
+CUUA
+>AF296064.1/1-342
+GAGGAAAGUCCGGGCAACACAGAGCACCAUACUUCCUAACGGGAAGGCUUUCUGCUGGUG
+ACGGCAGAAAGACAGACAGGGCCACAGAAACAAACCGCCCUUUGACUUCAAGGCUUGCCA
+AGAACGUCGAAAGGUAAGGGUGAAAAGGUGGGGUAAGAGCCCACCGUUCCGAUGGUGACA
+UCGGAAGCUAGGCAAACCUUAUGGGUUGAAAGGUCAAAUAGGCCCCGGGCAAAGAGCUGC
+UCGUUCGAUUUCUCCUUCGGGAGGAUUCCGGGGUGGGUAGAUCGAUGGAUCCCGAUUGCA
+AAGUCGGGACUAGAUAAAUGGCAAGAGCCCAUUUUCCCUCGU
+>AF296046.1/1-290
+GAGGAAAGUCCGGGCACUAUAGGGCGGAGUGCCAGGUAACACCUGGGCGGCGUGAGCCGA
+CGGCAAGUGCAGCAGAGAGAAGACCGCCUGACUCGUCAGGUAAGGGUGAAAGGGUGCGGU
+AAGAGCGCACCGCGCGAGUGGUAACACUUCGUGGCAAGGUAAACCCCACUCAGUGCAAAA
+CCAAAUAGGGGAGAGAUGGUGCGGCCCGCACUUCUCCCGGGUAGGUUGCUUGAGGUAUGU
+GGUGACACAUAUCCCAGAUGAAUGACUAUCCAAGACAGAACCCGGCUUAC
+>U28083.1/1-351
+GAGGAAAGUCCGGGCUCCGCAGGGCAGUGUGGUUCCUAACGGGAACCGGGAGUAAUCCCA
+GGGAAAGUGCCACAGAAAACAUACCGCCGCAAGGAAGGCGACUUCGUUGCGGUAAGGGUG
+AAAAGGUGCGGUAAGAGCGCACCGCUUCUCUGGUGACAGGGAAGGCAGGGUAAACCCCAC
+ACGGAGCAAGAUCAAAUAAGGAGGCCCCAAAGCGGCCCGCUUUGCUUCCGGAAACGGAAG
+CGGGCUUCCGGGUAGAUCGCCAGAGGAGCCUGGCGACAGGCUUCCCAGAGGAAUGGCCAU
+CCGUUCGUUAGCAACCUUACGGCUACUAAUGGAUGUACAGAACCCGGCUUA
+>AF296005.1/1-303
+GAGGAAAGUCCGGGCUCCUUCGGACAGGGCGCCAGGUAACGCCUGGGGGGCGUGAGCCCA
+UGGAAAGUGCCACAGAAAAUAUACCGCCGGCUUGCCGGUAAGGGUGAAAAGGUGCGGUAA
+GAACGCACCGCGCGACUGGUAACAGUUCGCGGCACGGUAAACCCCGCCCGGAGCAAGACC
+AAAUAGGGGAGUGCGGGUUAAUAGCCCACCGUCGGUUCCGAACGGACUCCCGGGUAGGUU
+GCUAGAGGCAACUGGUGACAGUUGUCCCAGAUGAAUGGUUGUCGAUGACAGAACCCGGCU
+UAC
+>AF296034.1/1-348
+GAGGAAAGUCCGGGCAACAAAGAGCGCCAUACUUCCUAACGGGAAGGAGGCUGACUGGAG
+ACGGUCAGUUUACAGAAAGUGCCACAGAAAAUAUACCGUUCCGAUAGCUAUCGGGAUAAG
+GGUGAAAAGGUAGGGUAAGAGCCUACCGCUCCGCCAGUGAUGUCGGGGGCAUGGUAAACC
+UUAUGGGUUGAAAGAUCAAAUAGGUUCCGCAUUGGAUUAAGUUCCAAGAAGAGUUGCUCG
+CUCUUACGCGGAAUGGGUAGAUCGAUGGAUCCUGAUUGUGAAGUCAGGGCUAGAUAAAUG
+GCAAGAAUCCUUUUGGUUUAUAUCAGAUGGAAACAGAACCCGGCUUAC
+>AF296003.1/1-312
+GAGGAAAGUCCGGGCUCCUUCGGACAGGGCGCCAGGUAACCCCUGGAGGGCGCGAGCCCA
+UGGAAAGUGCCACAGAAAACAAACCGCCAGGCCGCAAGGCCCGGUAAGGGUGAAAAGGUG
+CGGUAAGAGCGCACCGCGCGGCUGGUAACAGUUCGCGGCACGGUAAACCCCGCCCGGAGC
+AAGACCAAAUAGGGGAGUGCGUGGCCUCACCGCCACACCGCCGGUUCCGAGCGGACUCCC
+GGGUAGGUUGCUGGAGGCGGCCGGUAACGGCCGUCCUAGAUGAAUGAUUGUCCUCGACAG
+AACCCGGCUUAU
+>AF295999.1/1-300
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGGUAAUCCCUGGGGGGCGCGAGCCUA
+CGGAAAGUGCAACAGAAAAUAUACCGCCAGGAAACUGGUAAGGGUGAAAUGGUGCGGUAA
+GAGCGCACCGCGCAGGUGGUAACACGCUGCGGCAUGGUAAACCCCACCCGGAGCAAGACC
+AAAUAGGAAAGCGAUGCCGUGGCCCGCGGCGCUUUCGGGUAGGUCGCACGAGGCCGCCGG
+UGACGGCGGUCCCAGAUGAAUGAUUGCCACAGAUUAACUUCUGGACAGAACCCGGCUUAU
+>AF295990.1/1-293
+GAGGAAAGUCCGGGCUCCUUCGGACAGGGCGCCAGGUAACGCCUGGGGGGCGUGAGCCCA
+CGGAAAGUGCCACAGAAAAUAUACCGCCAGCUUCGGCUGGUAAGGGUGAAAUGGUGCGGU
+AAGAGCGCACCGCGCGACUGGCAACGGCUUGCGGCACGGUAAACCCCGCCCGGAGCAAGA
+CCAAAUAGGGGAGCAUGUCCGUCGUGUCCGAACGGGCUCCCGGGUAGGUUGCUUGAGGUG
+GCCGGUGACGGCUAUCCCAGAUGAAUGGUUGUCGAUGACAGAACCCGGCUUAC
+>AF296054.1/1-354
+GAGGAAAGUCCGGGCUCCACGGAUCAACGGUGCCGGAUAACGUCCGGCGGGGGCAACCCC
+AGGGAAAGUGCCACAGAAAAGUAAACCGCCACGGGCGCGUUGCGUUUAGCCUGCGGCAAG
+GGUGAAACGGUGCGGUAAGAGCGCACCGCGUUUCCGGCAACGGAAGCGGCAGGGCAAACC
+CCACCGGGAGCAAAACCGAAUAGGAACGGCGCGCGUUUCCGCGCAAGCGGGAAAGCAGAU
+CGAUCCGGAUCAGCCGUUCGGGUAGGUCGCUUCAGGCACACAGCAAUCUGUGCCGCAGAG
+GAAUGGCCGUCACGUGCUGCGUUAUCGCGCAGCGCCAUACAGAACCCGGCUUAC
+>U28118.1/1-313
+GAGGAAAGUCCGGGCUCCUUGGACAAACUGCCAGGUAGCACCUGGGCACAGCGAUGAGCU
+GUGACGGAAAGUGCCACAGAAAACAAACCGCCAGUACUUCGGUACUGGUAAGGGUGAAAA
+GGUGGGGUAAGAGCCCACCGCGUCACCGGUAACGGUGGCGGCACGGUAAACCCCAGUUGG
+AGCAAGGCCAAAUAGGCGGCGAGAGACAGUCCUUCUCGAUCAAGACGCCGCGGGUUGGCU
+GCUGGAGCGUGAUGGUGACAUCAUGCCGAGAGGAAUCAUCAUCCGGAUCUUUAAUCCGAC
+AGAAUCCGGCUUA
+>AF296014.1/1-328
+GAGGAAAGUCCGGGCUCCAAGGGCAAAGCGCCAGGUAACGCCUGGGGGACGUGAGUCCAC
+GGAAAGUGCAACAGAAAGCAAACCGCCUAAGUUUUUCGCAAGAAAAGCCGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGUCGGUGGUAACACUCGACGGCACGGUAAACCCCGC
+UCGGAGCAAGACCAAAUAGGGGAACAAGUGGUCGUCUCUUCGGAGAUAGUCCGCACGCAU
+GGCCCAUGCAGGUUCCCGGGUAGGUCGCUUGAGGUCUGUGGUGACACAGAUCCCAGAGGA
+AUGAUUGUUCACGACAGAACCCGGCUUA
+>AF296013.1/1-294
+GAGGAAAGUCCGGGCUCCAUAGGGUAGAGCGCCAGGUAACGCCUGGGAGGCGUGAGCCUA
+CGGAAAGUGCAACAGAGAGCAGACCGCCUACGUAACCUUCGGGUUGCCGGUAAGGGUGAA
+AGGGUGCGGUAAGAGCGCACCGCGCACCUGGUAACAGUGUGUGGCAUGGUAAACCCCGCU
+CGGAGCAAGACCAAAUAGGCCCUCGAUGGUGUGACCCGCACUGAGGGCGGGUAGGUUGCU
+AGAGGUGUCCGGUGACGGGCAUCCCAGACGAAUGAUUGUCCACGACAGAAUCCG
+>AF296056.1/1-348
+GAGGAAAGUCCGGGCAACAUUGGGCAUCGUGCCGCAUGAAUAGUGCGGGCAUCUUGGCGG
+UAACGUUAGGAUGACAGACAGUACCACAGAAAAUAGGUAGCUCAGGCUGACUCGUUCAGU
+CAGGGUGAUAGUGAAAAGGCGGGGUAAGAGCCCACCGGCCGGCCAGUAAUAAAAGGCGCA
+UGGUAAACCUCGCGAGUUGAAAGGUCAAAUAGGCCCUGAUAAAAUGAACGGCCCGUUCUU
+ACCUGUUAAACCAGGUAUCAGGGUGGGUAGACCGAUUGAUCCUGACGGUAACGUCAGGAC
+AAGAUAAAUGAUGAGCAUGCUGAGCAAUCAGUGAACAGAACCCGGCUU
+>AF296008.1/1-290
+GAGGAAAGUCCGGGCUCCACAGGACAGGGUGCCAGAUAACGUCUGGGAGGCGCAAGCCUA
+CGGCCAGUGCAACAGAAAGUAUACCGCCAGCUCCGGCUGGUAAGGGUGAAAUGGUGCGGU
+AAGAGCGCACCGCGCACGUGGUAACACGGGCGGCGAGGGUAAACCCCACCCGGAGCAAGA
+CCAAAUAGGAAAACUAAGACGCUGUCCGCGUCGUUUUCGGGUUGGUCGCUUGAGGCUGGA
+AGGUGACUUCCAGUCCAGAUGAAUGAUUAUCCUAGACAGAACCCGGCUUA
+>AF296035.1/1-332
+GAGGAAAGUCCGGGCAGCAUAGAGUGCCGUACUUCCUAACGGGAAGGUCCCAAUAAAACG
+GGAACAGAAAGUGCCACAGAAAAUAUACCGUCUCGAUCUAAUCGGGAUAAGGGUGAAAUG
+GUGAGGUAAGAGCUCACCGCUUCUGCAGUGAUGCAGUUGGCAGGGUAAACCUUACGGGUU
+GAAAGGCCAAAUAGGUCCUGUUUUCCUUCGUGGAAUUGGGUUGCUCGCUCAAUCGCAAGA
+GGCAGGAUGGGUAGGCUGAUCGAUCCCGGUAGCGAUACCGGGACCAGAUAAAUGAUAAGA
+UUCCGUUCAUUUCGGGAACAGAACCCGGCUUA
+>U28115.1/1-298
+GAGGAAAGUCCGGGCUCCACAGGGCAAGAUGGUUGCUAGCGGCAACUGUCCCGCUAGUCG
+GGAUAAGGAAAGUGCCACAGAAAAGAAAACCCCCGCGUCUUGUGCGCGGGAGAGCUGAAA
+CGGUGGUGUAAGAGACCACCAGCUUCGUCGUGAGGCGAAGGCUUGGUAAACCCCAUCUGG
+AGCAAGGCCGAAUAGGGGAGGGAUAAAGCUGCCCGCCUACCUCCCGGGUGUCGCCGCUAA
+AGCCCCACGGCAACGUGGGCGCGUAGAUAGAUGAUCACUCUCGACAGAACCCGGCUUA
+>AF296002.1/1-301
+GAGGAAAGUCCGGGCUCCUUCGGACAGGGCGCCAGGUAACGCCUGGGGGGCGUGAGCCCA
+CGGAAAGUGCCACAGAAAAUAUACCGCCUGCAUCGCAGGUAAGGGUGAAAUGGUGCGGUA
+AGAGCGCACCGCGCGACUGGCAACAGCUUGCGGCACGGUAAACCCCGCCCGGAGCAAGAC
+CAAAUAGGGGAGUAGGGCGCUGCCCACCGUCGGUUCCGAACGGACUCCCGGGUAGGUUGC
+UUGAGGUAGCCGGUGACGGCUAUCCCAGAUGAAUGGUUGUCGAUGACAGAACCCGGCUUA
+C
+>U28119.1/1-349
+GAGGAAAGUCCGGGCUCCAAAGGGCAGGGCGCCGGGUAAUACCCGGGGUGGGGAAACCCC
+ACACGGUAAGGGCCACAGAAACGAGACCGCCGAAGCGGUAAGCCAGGCAAGGGUGAAAGG
+GUGGGGUAAGGGCCCACCGGCUCCGCGGUAACGCGGGGUGAGGGGGUAAAAAUCCCCCGG
+CGGGUUUUCCCGCUCUGGUAACCUCCCGCCCGGAGCAAGGCCAAGUAGCGCCGCACCCCG
+AAAGGGGAUAAGGUGGCCCGCCGAAAUGCGGUGCGGGUAGGCCGCAAUGGAAGUCGGGGG
+GCAACUCCCGACUCAAGAUAGAUGACCACCUAGUACAGAACCCGGCUUA
+>AF295992.1/1-307
+GAGGAAAGUCCGGGCUCCGUCAGGCAGGACGCCAGGUAACGCCUGGAGGGUGCGAGCCCA
+UGGAAAGUGCCACAGAAAAUAUACCGCCAGCUUUGCUGGUAAGGGUGAAAAGGUGCGGUA
+AGAGCGCACCGCGCGGGUGGUAACACGCCGCGGCAUGGUAAACCCCGUCCGGAGCAAGAC
+CAAAUAGGGGAGCAUGGGGACCUUCGGGUCUCUACCGUACGCCUGAGCGGGCUCCCGGGU
+AGGUUGCUAGAGGCGACCGGUGACGGUUGUCCCAGAUGAAUGAUUGCCCACGACAGAACC
+CGGCUUA
+>AF296061.1/1-357
+GAGGAAAGUCCGGGCAACAUAGAGCAGUGUACUUCCUAACGGGAAGGUAUCCCGCCUUUG
+GCGGGAUAACAGACAGUGCCACAGAAAACAAACUACCCAUUCCCGAUUUUAUCGGGAGGG
+GAAAAGGUGAAAAGGUGAGGUAAGAGCUCACCGGUUUGAUGGUGACAUCAGGCGCAUGGU
+AAACCUUACGCGUUGAAAGGUCAAAUAAGUCACGAUCAUUCACUUGGUUAGCGGCUCGUU
+AAUUAAGUUGAUUCGUCAGCUUAGUCGUGACGGGUAGACUGAUUGAACCUGAUUGCGAAG
+UCAGGGCUAGAUAAAUGAUAAGGGCCCUGCCUUUGGCAGGGAACAGAACCGGCUUAU
+>AF295994.1/1-311
+GAGGAAAGUCCGGGCCCCAACGGGCAGAGCGCCAGGUAACACCUGGGAGGCGCGAGCCUA
+CGGAAAGUGCCGCAGAAAAUAUACCGCCUAAGCGCCUUCGGGCGCCGGUAAGGGUGAAAU
+GGUGCGGUAAGAGCGCACCGCGCCGCUGGUAACAGCGGUGGCAGGGUAAACCCCACCCGG
+AGCAAGACCAAAUAGGGAUCCACGCGUUUCGGCGCACGGUGCGGCCCGCGCUGGGAUCCG
+GGUAGGUCGCUUGAGGUGUGUGGCGACACACAUCCCAGAUAAAUGACUGCUCACGACAGA
+ACCCGGCUUAU
+>AF296015.1/1-301
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCACAUGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+A
+>AF296009.1/1-310
+GAGGAAAGUCCGGGCUCCAAAGGGCAAGGUGCCAGGUAACACCUGGGGGGCGCGAGCCUA
+CGGAAAGUGCAGCAGAAAGUAUACCGCCCGGCGAUCCACCUUCGCGGUGGGUCACCAGGU
+AAGGGUGAAAUGGUGCGGUAAGAGCGCACCGCGUGACCGGCAACAGGCACGGCGAUGGUA
+AACCCCACCCGGAGCAAGACCAAAUAGGAAUCCGUCAGCUGCGGCCCGCAGCGGAUUCGG
+GUAGGUCGCUACAGGCAGGUGGUGACACCUGUCGCAGAUGAAUGAUCGUCCACGACAGAA
+CCCGGCUUAU
+>AF296010.1/1-289
+GAGGAAAGUCCGGGCUCCGGCGGGCAGGGUGCCAGGUAACGCCUGGGGGGCGCGAGCCUA
+CGGAAAGUGCCACAGAAAAUAUACCGCCAGCUCAGGCUGGUAAGGGUGAAAUGGUGCGGU
+AAGAGCGCACCGCGCUGCUGGUAACAGCAGUGGCAGGGUAAACCCCACUCGGAGCAAGAC
+CAAAUAGGGGAACAUUGGCGUGGCCCGCGUUGUUCCCGGGUAGGUCGCUUGAGGCGUCCG
+GUGACGGGCGUCCCAGAUGAAUGGUUGUCCACGACAGAACCCGGCUUAU
+>AF296020.1/1-302
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGUGUAACAACC
+UACGACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCUUUAUGGGAUCAGGUAAGGGUG
+AAAGGGUGCGGUAAGAGCGCACCGCGCGACUGGCAACAGUUCGUGGCACGGUAAACUCCA
+CCCGGAGCAAGGCCAAAUAGGGGUUCACAUGGUACGGCCCGUACUGAACCCGGGUAGGCU
+GCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCU
+UA
+>AF296069.1/1-311
+GAGGAAAGUCCGGGCUUCAUAGGGCAAGGUGCCAGGUAACGCCUGGGCGGUGUGAACCGA
+CGGAAAGUGCAGCAGAGAGUAGACCGCCUUCAAUAACGUUUCUUUUCGGAGAAAUGGAAG
+GUAAGGGUGAAAGGGUGCGGUAAGAGCGCACCGCAUGGCUGGUAACAGUUCGUGGCAUGG
+UAAACCCCACCGGAAGCAAGACCAAAUAGGGAUCCUAUAGGCAUGGCCCAUGCUGGAUCC
+GGGUAGGUCGCUUGAGCGUAUGAGUGAUCAUACGCCUAGAGGAAUGAUCGUUCUAGACAG
+AACCCGGCUUC
+>AF296023.1/1-301
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCACAUGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+A
+>AF296031.1/1-331
+GAGGAAAGUCCGGGCUCCACAGGACAGGAUGGUCCCUAACGGGGACCGGGGGUGACCCUA
+GGGAUAGUGCCACAGAGAGGAGACCGCCUGUUUUCGCUGCGGCGCUGACAGGUAAGGGUG
+AAAGGGUGAGGUAAGAGCUCACCAGUUCUGGCGGUGACGUCAGAAGCUCGGUAAACCCCA
+UCCGGAGCAAGGCCGAAUAGGGGAACAUUUGAGGAUGGUCCGUCCAAAGUUCCCGGGUCU
+GGCUGCUUGAGACCGUCGGCAACGGCGGUCCUAGAGGAAUGAUCAUCGUCCUGCAGCGGG
+UAACUUCUGCAGGAAACAGAAUCCGGCUUAC
+>AF295996.1/1-294
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCUAGGUAAUGUUUGGGGGGCGUGAGCCUA
+CGGAAAGUGCCACAGAAAACAUACCGCCUACGUCCUUCGAGACCGGUAAGGGUGAAAUGG
+UGCGGUAAGAGCGCACCGCGCCGGUGGUAACACCGGUGGCAGGGUAAACCCCACCCGGAG
+CAAGACCAAAUAGGGGAACUUCGUGCGGCCCGCAUGGUUCCCGGGUAGGUCGCUUGAGGU
+GUGUGGUGACACACAUCCCAGAUGAAUGGCUGUCCAUGACAGAAUCCGGCUUAC
+>AF296030.1/1-331
+GAGGAAAGUCCGGGCUCCACAGGGCAGGAUGGUCCUUAACGGGGACCGGGGGCGACCUUA
+GGGAUAGUGCCACAGAGAGAAGACCGCCCGCCAUCGUUUUUGCGAUGGCAGGUAAGGGUG
+AAAGGGUGAGGUAAGAGCUCACCAGUGUCGGCGGUGACGUCGGCAGCUAGGUAAACCCCA
+UCCGGAGCAAGGCCAAAUAGGGGAGUGCUUGAGGACGGCCCGUCCGAAGCUCCCGGGUCA
+GGCUGCUUGAGGCCGUCGGCAACGGCGGUCCUAGAGGAAUGAUCGUCACUCUGCAGGGGG
+UAACCGCUACAGAGGACAGAACCCGGCUUAC
+>U28128.1/1-359
+GAGGAAAGUCCGGGCUCCGCAGGGCAGGGUGCCGGGUAACUCCCGGUGAAGGUGACUUCA
+AGGAAAGUGCAACAGAGAUAUACCGCGGGCUAGAGAACAGAGAACAGAAUAUUAAGUUUG
+CUGCAAAGGCAAUCGUAAUCUGGUCUCUGACAUCUGUUCUCUGUUCUCUGGAACGUAAGG
+GUGGAAAGGUGAGGUAAGAGCUCACCAGCGGCAUGGCGACUUGCCGGUCUAUGUAAACCC
+CACUCGGAGCAACACCAUGGAGGGACAUAUGGGCUGCCCGCCCGUCCCAUGGAGGUGGCU
+UGAGCUGUACAGAAAUGUAUGGCCUAGAUAGAUGAUCGUCAAAUACAGAAUCCGGCUUA
+>AF295995.1/1-321
+GAGGAAAGUCCGGGCUCCGCAGGGCAGAGUGCCAGGUAACACCUGGGGGGCGAGAGCCUA
+CGGAAAGUGCAACAGAAAGCAUACCGCCCAAAAACGGGGUAACACCCGUUUGAGUGCCUU
+AGUUGGCUGGGUAAGGUUGAAAUGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGCC
+GUGGCGAUGGUAAACCCCACUCGGAGCAAGACCAAAUAGGAAUCCGUCAGCUGUGGCCCG
+CAGUGGAUUCGGGUAGGUCGCUACAGGCAGGUGGUGACACCUGUCGCAGAUGAAUGAUCG
+UCCACGACAGAACCCGGCUUA
+>AF296022.1/1-301
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCACGCAAGUGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCACAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAAUCCGGCUU
+A
+>AF296063.1/1-293
+GAGGAAAGUCCGGGCUCCAGAGGGCAGGGUGCCAGGUAACACCUGGGGGGCGCGAGCCUA
+CGGAAAGUGCAGCAGAAAGUAUACCGCCCAAAAAUGGGGUGCUGCCCCAUUUGAGCGCCA
+UUCGUGGCUGGGUAAGGGUGAAACGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGG
+CGUGGCGAUGGUAAACCCCACUCGGAGCAAGACCAAAUAGGAAUCCGUCAGCUGUGGCCC
+GCAGCGGAUUCGGGUAGGUCGCUACAGGCAGGUGGUGACACCUGUCGCAGAUG
+>U28120.1/1-381
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGCGCUCGUCGAGACUGGCGGCGGAAGUUCGCC
+AGUCAAGGCGAGGGAGUUGCUCCGGCGAGAUGCUGGGGCAACUUCGGAAAGUGCCACAGA
+AACCAUACCGCCGUCGGGCUAAGCGGCACUGUGGCUUCCGCUGCCAGCCGCUGCAGUGUU
+CGCGUUUCCCGGCGGUAAGGGUGAAAUGGUGGGGUAAGAGCCCACCAGCACGACCGCGAG
+GUCGUGGCUGGGCAAACCCCGCCCGGAGCAAGACCAAAUAGGGGGCGCUAUCAGGUUGCC
+CGCCGAUGCCCCCGGGUCGGUCGCUUAGAGAAAUGGUCGCCAGCGUCAGGGCUAAAACCU
+GACGCCACAGAACCCGGCUUA
+>AF296033.1/1-326
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGCUAACGGCUGGGCGGGGUAACCCGA
+CGGAAUAGUGCAACAGAGAGCAGACCGCCGCUUCGCUGCUCCGGCAGCGGGCGGUAAGGG
+UGAAACGGUGGGGUAAGAGCCCACCAGUGCCCCUGGAGACAGGGGGAGCUAGGUAAACCC
+CACCCGGUGCAAGGCCUACGUGAGGGCAUGCCCUCGCGCACCCCAGGGAGAGCUUGCCCG
+GCUCGCUUACCUGGAGGGAUUGGCCGCUCGAGGUCGCUGGCGACAGCGAUCCCAGAUAGA
+UGACCGUGGAAACAGAAUCCGGCUUA
+>AF295991.1/1-340
+GAGGAAAGUCCGGGCUCCAUGGAAGCGCGGUGCCGGAUAACGUCCGGCGGGGGCGACCUC
+AGGGAAAGUGCCACAGAAAGCAAACCGCCCUCGAGGCCGAAAGGCUUCGCGGAGGGUAAG
+GGUGAAAGGGUGCGGUAAGAGCGCACCGCGUCUUUGGCAACAAAGGCGGCAAGGCAAACC
+CCACCGGGAGCAAGACCAAAUAGGGGCUGCACGGACGAGAGAUCGUCCAGGUCUGUUUCC
+AGACCCGCGGCCCGGGUUGGUUGCAAGAGGCGUCUCGCAAGAGGCGUCCCAGAUGAAUGG
+CCAUCACCUCGCAGCAAUGCGAGGAACAGAACCCGGCUUA
+>AF296049.1/1-292
+GAGGAAAGUCCGGGCUCCGCAGGACAGGAUGCCAGGUAACACCUGGGGGGCGAGAGCCUA
+CGGAAAGUGCCACAGAAAAUAUACCGCCCUGUUUUGGCAGGGUAAGGGUGAAAUGGCGCG
+GUAAGAGCGCACCGCAUGGCUGGUAACAGGCAUGGCAGGGUAAACCCCAUCCGGAGCAAG
+ACCAAAUAGGGGAACACUGGUGUGGUCCGCACUGUUCCCGGGUAGGUUGCACGAGGUGCU
+UGGUGACGAGCAUCCCAGAUGAAUGACUGCUCAACGACAGAACCCGGCUUAU
+>AF296000.1/1-301
+GAGGAAAGUCCGGGCUCCUUCGGACAGGGCGCCAGGUAACGCCUGGGGGGCGUGAGCCCA
+UGGAAAGUGCCACAGAAAAUAUACCGCCAGCUUUGCUGGUAAGGGUGAAAAGGUGCGGUA
+AGAGCGCACCGCGCGACUGGUAACAGUUCGCGGCUCGGUAAACCCCGCCCGGAGCAAGAC
+CAAAUAGGGGAGUAGGGCUUCGGCCCGCCGUCGGUUCCGAACGGACUCCCGGGUAGGUUG
+CUAGAGGUAGCCGGUGACGGCUAUCCCAGAUGAAUGGUUGUCGAUGACAGAACCCGGCUU
+A
+>AF296062.1/1-368
+GAGGAAAGUCCGGGCACCGCAGGGCAGGAUGCCAGCUAACGGCUGGUCGGCGAGUCGAGC
+ACCCGCACGCGCGCCUUGGCGUGUAGGAAGCGGCGAAGCCGAAGGAAAGUGCCACAGAAA
+CCAGACCGCCAUUCCCGGACAGCCCCGGCGCGGGCGGGAGUGGUCAGGGUGAAACGGUGC
+GGUAAGAGCGCACCAGGCUCCCCGGAGACGGCGAGCGCUGGUAAACCCCAUCCGGUGCAA
+GACCCGACAGUGCGGUAUGGAACGGCCCGUUCCUUUGACCGCCAGGAUGGUCGCUAGAGG
+CGCGCGGCGACGUGCGUCCCAGAGAGAUGACCGUGACCCCACGCGAGUGGGCCACAGAAU
+CCGGCUUA
+>AF296021.1/1-305
+GAGGAAAGUCCGGGCUCCAUAGGGCGAGGUGCCAGGUAACGCCUGGGGGGUGUAACAGCC
+CACGACUAGUGCAACAGAGAGCAAACCGCCGAUGGCCCACGCAAGUGGAAUCAGGUAAGG
+GUGAAAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACU
+CCACCCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAG
+GCUGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCG
+GCUUA
+>AF296053.1/1-376
+GAGGAAAGUCCGGGCACCACAGGGCAGGAUGCCGCACGAGCUUCACCGCAAGUGCGGGCG
+UCGCGUUUCAAGGCGCGGCGACGGACAGUGUCACAGAGAAUAUACCGCCCUCCGUGGUUC
+GGCGAAAGCCGGGCUUCGAAGGGUAAGGGUGAAAAGGUGGGGUAAGAGCCCACCGCGCCG
+CCAGCAAUGGCGGCGGCACGAAAAACCCCUUCCGGUGCAAGGCAAAAUAGGUGACUGGGC
+GGCCCGUCCGAUAGUCACGGGUAUGCCGCAUCCGGCGCCGCUCGCGCAAGUGAGCGGCGC
+GGGACGAGGCCGCCGCGAGGCGGCCCGAGAGAAAUGACGACUGAAGCGCCGCAAGGCGUG
+GAACAGAACCCGGCUU
+>AF296048.1/1-341
+GAGGAAAGUCCGGGCUCUAGAGGGCGCGGCGGUCGUUAACAACGACUGUCCUGACAUGUA
+CAGGAUAAGGAAAGUGCCACAGAAAAUAUACCGCCCUGAGCUUGUCGAAGGGUAAGGGUG
+AAAUGGUGAGGUAAGAGCUCACCAGUAUCCCAAGUGAUUGGGAUAGCUUGGCAAACCCCG
+CUGAGAGCAAAACCAAAUAGGGGAGCACUGAAAUGUACAUCAUUUCAUCAAGUGGCCCGC
+UUGAAGCUCCCGGGUAGGUUGCUAGAGGUACCUGGCAACAGGUAUCCCAGAUGAAUGACC
+AUUACCCCAACCAUCUGAUUGGGGGACAGAAUCCGGCUUAU
+>AF296050.1/1-379
+GAGGAAAGUCCGGGCGCCGUCGAAACGCGGUGGUGGGUAACACCCACCGGCCGCGAGGCC
+AGGGAAAGUGCAACAGAAAGCAGACCGCCAUCGGGCCGGGGCAACCCAGCCUGAGGGUAA
+GGGUGAAACGGUGAGGUAAGAGCUCACCAGCAGGCCGGGUAACCGGUCUGGCUAGGCAAA
+CCCCACCGGGCGCAAGGCCAAGCAGGGAGCAUGGGUGGCGGCAGCGAAUCCGUUCGCCAC
+CGGCCGCCCACGGAUUGUUUCGAGCCGUAACAGACUUCCGGGUAGGCUGCUCGAGACGCC
+GAGUAAUCGUCGUCCUAGAGAAAUGGCCACCGCCCGUCGUCGCCCUCCGGGGCUUCGACG
+GGAACAGAAUCCGGCUUAU
+>AF296038.1/1-392
+GAGGAAAGUCCGGGCUUCUCAGGACAGGAUGGUCGAUAACGUCGACCGGCCGCGAGGCCA
+GGGAAAGUGCAACAGAGAGUAGACCGCCGAACGGUCCGCUUCGGCGGGCGCGUGGUAAGG
+GUGAAACGGUGCGGUAAGAGCGCACCAGCGAUCGGGGUGACUCGAUCGGCUUGGUAAACC
+CCAUCCGAAGCUAGACCAAACAGAGCGGAGUUGUUUCAACCGGCGCCCCCGCGGCGUCGG
+UUGGCACGCAAGGCGGUCCGUCUUGUCAACCACGUUCGGGUAGGUCGCGAUUGAGGCGGC
+GAGCAAUCGUCGUGCACAGAUAAAUGAUCGUCGUCGAUCCUGUGUCGGGCACAGUUCGCU
+GUGUGGCACAGUUCGUCACAGAACCCGGCUUA
+>AF296032.1/1-335
+GAGGAAAGUCCGGGCUCCGCAGGACAGGGUGCUGGGUAAUGCCCAGUCCCGGUGACGGGA
+AGGAAAGUGCCACAGAAAGGAGACCGCCCUGUCAGAUAUGCAAAUAUCCGGCAGGGUAAG
+GGUGAAAGGGCGAUGUAAGAGCUCACCAGUCUCGCCGGUGACGGCGGGAGCUCGGUAAAC
+CCCACCUGGAGCAAGGCCAAAUAGGGGAGCGUUUGAGGGCGGUCCGUCCGAGUUCCCGGG
+UAGGUCGCUUGAUUCCGCUGGCAACAGCGGGGCUAGAUGAAUGGUCAUUGUCCCGACGGC
+GGGUGACUGCCUCGGGGAAACAGAAUCCGGCUUAC
+>AF296016.1/1-301
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGCGCAAGCCUA
+CGACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCAGUAAUGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGCAACAGUUCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCACAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+A
+>AF296026.1/1-290
+GAGGAAAGUCCGGGCUGCAAGUGAGACAGGACUCCAUCUAACGGAUGGCCAGAGUAAUCU
+GAGGGCAAGUGCAACAGAAAGUAGGUAGCCACUUCGGUGGUGACAGUGAAAGGGUGGGGU
+AAGAGCCCACCAGUGCUUAUGGUAACAUAGGCAGCUAGGUAAACCCUGUCCGCAGCAAGA
+AGUAUAUGGUAUAAGUCUCACAAGCUGUUAGAUCAGCACUCAUACUUCGCUUGAACGUAU
+UGGCAACAACACGUCUAGAUAAAUAACUACCCACGACAGAACCCGGCUUA
+>AF295997.1/1-291
+GAGGAAAGUCCGGGCUCCACAGGACAGGGUGCCAGAUAACGUCUGGGAGGCGCAAGCCUA
+CGGCCAGUGCAACAGAAAGUAUACCGCCAGCUUCGGCUGGUAAGGGUGAAAUGGUGCGGU
+AAGAGCGCACCGCGCACGUGGUAACACGGGCGGCGAGGGUAAACCCCACCCGGAGCAAGA
+CCAAAUAGGAAAACCAUGACGUUGUCCGCGUCGUUUUCGGGUUGGUCGCUUGAGGCUGGA
+GGGUGACCUUCAGUCCAGAUGAAUGAUUAUCCUAGACAGAACCCGGCUUAC
+>AF296071.1/1-389
+GAGGAAAGUCCGGGCUCCGCAGGGCAGGGUGCCGGAUAACGUCCGGCGGGAGCAAUCCUA
+GGGACAGUGCCACAGAAAUGAGGACCGCCGAUGGUGUCGGCAAUGCCGGCACACAGGCAA
+GGAUGCAACGGUGCGGUAAGAGCGCACCAGCAACCCGGGAACGGGUUGGCUAGGUAAACC
+CCACCUGGAGCAAGACCGGAUAGGAGUGCGCACGUGGUGGCCCGCCACGCACUCGGGUAG
+GUUGCUUGAGCCAAUUGGCAACAGUUGGCCUAGAUAGAUGAUUGCCACUCCAUUCGUGCG
+AGGCAGACGGGUGAAAUGACCGAGAGCGAGUUGCUUAUCGGAUUUUGCGGACCUGCCGCU
+UGGAGCACAGGAGCACAGAAUCCGGCUUA
+>AF296036.1/1-329
+GAGGAAAGUCCGGGCUCCACAGAGAAUGAUGCCGGGUAAUGCCCGGGCCUGUUCAGACUC
+UCUGCAUUGCAGUUUGUUAAGCAGGACAGAUAGUGCCACAGAAAUAAACCGCCUGGUUUA
+AAAUCUUGGAUUUUCAGUCAGGUAAGGGUGAAAAGGCGAGGUAAGAGCUCACCGGUCAAC
+CGGUAACGGAUGAUGCAAGGUAAACCUCAUCAGGAGCAAAGUCAAAUAGGUAGGAGGGUU
+UCUCGUCCAUAUCCUACGGGUAGAUUGCUAAAAGCUUUCAGCAAUGGUAGUUUUAGAUAG
+AUGGUAAUCCUAGACAGAACCCGGCUUAC
+>AF296037.1/1-343
+GAGGAAAGUCCGGGCUCCUCAGGACAGGAUGGUCGAUAACGUCGACCGGCCGCGAGGUCA
+GGGAAAGUGCAACAGAAAGCAGACCGCCGAACGGUCCUUCGGGACGCGUGGCAAGGGUGA
+AACGGUGCGGCAAGAGCGCACCAGCGGUCGAGGUGACUCGAUCGGCUUUGUAAACCCCAU
+CCGGAGCUAGACCAAACAGGUUGCAGUCGUCGAGUUCGCUCGACGCGCGAAGUCGUCCGC
+UUCGUUAUCGACAUCCGGGUAGGUCGCGAUUGAGGCGACGAGCAAUCGUCGUGCACAGAU
+AGAUGGUCGUCGACGCCCCAGCGGCGUUACAGAACCCGGCUUA
+>AF296058.1/1-334
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGGUUGCUAACGGCAACCCGAGGCGACUCGC
+GGGAAAGUGCCACAGAGAACAGACCGCCGCGGCGACUUCGUCGCUGCGGUAAGGGUGAAA
+CGGUGGUGUAAGAGACCACCAGCGGGCUGGGCGACCAGCUCGGCUUGGUAAACCCCACCC
+GGAGCAAGGUCAAAAGGGCAGGUUCGCCUGUCUGCGCAAGCGUUCGAGGGCGGCCCGCCC
+GAGCUUGCGGGUAGACCGCUAGAACCGGUCGGCAACGGCCGGUCCAGAUGGAUGGUCGCC
+ACUGCGCGAGAGCGCGGUACAGAAUCCGGCUUAC
+>AF296027.1/1-338
+GAGGAAAGUCCGGGCUCCGCAGGGCGGGAUGCCAGGUAAUGCCUGGGAGGUGAAAACCUA
+UGGAAAGUGCCACAGAAAAUAUACCGCCCCGCCGCGCACGCGCGCUGGGGUAAGGGUGAA
+AUGGUGCGGUAAGAGCGCACCGCGCUGCUGGUAACAGCAGUGGCAGGGUAAACCCCAUCC
+GGAGCAAGACCAAAUAGGGAAGCAUGCGACUGGUUCGCAAUCUGUGGCCCGCAGAUGCUU
+CCGGGUAGGUUGCUUGAGGCAUUCGGUGACGAAUGACCCAGAUGAAUGACUAUCCGUUGU
+CUCCAGGCUAAUGGAGAUUCUGACAGAAUCCGGCUUAU
+>AF296051.1/1-334
+GAGGAAAGUCCGGGCAACACAGAGCAUCGUACUUCCUAACGGGAAGGAUUCCGCUUUAGC
+GGGAGACAGAAAGUGCCACAGAAAACAAACUACUCGCGCUUAGGUGUGAGAAAAGGUGAA
+AAGGUGGGGUAAGAGCCCACCGGUCUUGAAAGUGAUUUCAGAUGCAUGGCAAACCUUACG
+AGUUGAAAGGCCAAAUAGGUCACGCUCACGAAAGUGAUUAGCUGCUCGCUGAUAGUGCAA
+GCUGGCGUGAUUGGGUAGGCUGCUUGAUUCUAAUGGCGACAUUAGGGCUAGAUAAAUGAU
+AGGCACUUCGAAAGAGGAACAGAACCCGGCUUAU
+>U28101.1/1-327
+GAGGAAAGUCCGGGCUCUACAGAGCAAAGUGGUGGAUAACUUCCACCCGGGGCGACCCGC
+GGGAAUAGUGCAACAGAGAGUAAACCGCCAAAAGAAAUUUUGGUAAGGAGUGAAACGGUG
+GUGUAAGAGACCACCAGCAUUGCAAGUGAUUGCAGUGGCUAUGCAAACCCCACUUUUGAG
+CAAGAUCAAGAAGUUGCAAGCAAUUGCAAUGGAGUGAAUGUUUGAGAACUGCUCGUUCGA
+GUUCACAGGUAGAUCGCAUGACAUAUGUAGCAAUGCAUAUGCAAGAUGGAUGAUUGUCCC
+UCAGCAAUGAGGACAGAACCCGGCUUA
+>AF296039.1/1-393
+GAGGAAAGUCCGGGCUUCUCAGGACAGGAUGGUCGAUAACGUCGACCGGCCGCGAGGCCA
+GGGAAAGUGCAACAGAGAGUAGACCGCCGAACGGUCCGCUUCGGCGGGCGCGUGGCAAGG
+GUGAAACGGUGCGGUAAGAGCGCACCAGCGAUCGGGGUGACUCGAUCGGCUUGGUAAACC
+CCAUCCGAAGCUAGACCAAACAGAGCGGAGUUGUUUCAACCGGCGCCCCCGCGGCGUCGG
+UUGGCACACAAGGCGGUCCGUCUUGUCAACCACGUUCGGGUAGGUCGCGAUUGAGGCGGC
+GAGCAAUCGUCGUGCACAGAUAAAUGAUCGUCGUCGAUCUUGUGUCAGGCACAGUUCGCU
+GUGUGGCACAGUUCGUCACAGAACCCGGCUUAU
+>AF295993.1/1-289
+GAGGAAAGUCCGGGCUCCUUCGGACAGGGCGCCAGGUAACGCCUGGGGGGCGUGAGCCCA
+UGGAAAGUGCCACAGAAAAUAUACCGCCAGCUUUGGCUGGUAAGGGUGAAAUGGUGCGGU
+AAGAGCGCACCGCGCAACUGGUAACAGGUGUGGCAUGGUAAACCCCGCUCGGAGCAAGAC
+CAAAUAGGGGGACGUUAUGCGUGGUCCGCGCUGUUCCCGGGUAGGUCGCUUGAGGUACAU
+GGUGACAUGUUACCCAGAUGAAUGAUUGCCCACGACAGAAUCCGGCUUA
+>AF296012.1/1-290
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGAUAACGUCUGGGGGGCGCAAGCCCA
+CGGCAAGUGCAACAGAAAGUAUACCGCCGGCUGUGGCCGGUAAGGGUGAAAUGGUGCGGU
+AAGAGCGCACCGCGCUGCUGGUAACGGUGGCGGCAGGGUAAACCCCACCCGGAGCAAGAC
+CAAAUAGGAAAACUAUGGCGCGGCCCGCGCCGUUUUCGGGUUGGUCGCUUGAGGCUGGAA
+GGCGACUUUCGGUCCAGAUGAAUGAUUAUCCUCGACAGAACCCGGCUUAC
+>AF296052.1/1-316
+GAGGAAAGUCCGGGCUCCACAGAGCAGAACGCCGGGUAACACCCGGUGGGGGAAACCCCG
+AGGAAAGUGCCACAGAAAACAGACCGCCUUCGCCGCGCGAGCGGCGCGGGUAAGGGUGAA
+ACGGUGGGGUAAGAGCCCACCGCGCAGACGGUAACGGAUGCGGCACGGCAAACCCCGUUC
+GGAGCAAGGCCAUGUAUAGGAACGUUCGAGGGCUGCUCGCCCGAGUUCCAGGGUAGGCCG
+CUCGAGGCGCACGGUAACGGGCGUCCCAGAUGAAUGAUCGCCAAGUGUCCCCGGACACUC
+ACAGAACCCGGCUUAU
+>AF296001.1/1-304
+GAGGAAAGUCCGGGCUCCACAGGGCAGGGUGCCAGGUAACUCCUGGGGGGCGCGAGCCUA
+CGGAAAGUGCAACAGAAAAUAUACCGCCCGCUUAUUCACUUGUGAAUGGCGGGUAAGGGU
+GAAAUGGUGCGGUAAGAGCGCACCGCGCACGUGGUAACACGGGCGGCGAGGGUAAACCCC
+ACCCGGAGCAAGACCAAAUAGGAAAACCAUGACGUUGUCCGCGUCGUUUUCGGGUUGGUC
+GCUUGAGGCCGGAGGGUGACCUUCAGUCCAGAUGAAUGAUUAUCCUAGACAGAACCCGGC
+UUAU
+>AF296055.1/1-421
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGCGCAAGCCCA
+CGACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCCCCCAAUAGAUUUCAGGUUGCAGC
+AAGGCAGCAAUCGCUUGAGUCCUCAGGAGCUUAGGUAACUAAGUGACUGGGGUGAAAGCG
+AGAAGCUAACGCAGCAGCGGCCUGAAAGAUGCAGGGGAUGUGGGAUCAGGUAAGGGUGAA
+AGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUUCGUGGCACGGUAAACUCCACC
+CGGAGCAAGGCCAAAUAGGGGUUCACCAGGUACGGUCCGUACUGAACCCGGGUAGGCUGC
+UUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUUA
+C
+>AF296059.1/1-357
+GAGGAAAGUCCGGGCUCCACAGGAUGCCGUGGUGGAUAACGUCCACCGACCGCAAGGUUC
+GGGAAAGUGCAACAGAGAACAGACCGCCGAUCGCUGCGGGGCAACUCGCGGCGAGGUAAG
+GGUGAAACGGUGAGGUAAGAGCUCACCAGCGGGUCGGGCGACCGACUCGGCUCGGCAAAC
+CCCACGGGGAGCAAGGCCAAGCAGAGAGGAGACUUCGGGCGGCUUCGGUCACUCGGCGUC
+GCGGGGCGAUUCGUUCCGUUAUCACUCUCGGGUAGGCUGCCAGAGGCGGCGGGCAACCGU
+CGUCCUAGAGAAAUGAUCGUCGCGACGGCGCAGGCCGUCGGACAGAACCCGGCUUAC
+>U28080.1/1-313
+GAGGAAAGUCCGGGCUCCUUGGACAAACUGCCAGGUAACACCUGGGCACAGCGAUGAGCU
+GUGACGGAAAGUGCCACAGAAAACAAACCGCCAGUACUUCGGUACUGGUAAGGGUGAAAU
+GGUGGGGUAAGAGCCCACCGCGUCACCGGUAACGGUGGCGGCACGGUAAACCCCAGUUGG
+AGCAAGGCCAAAUAGGCGGCGAGAGACAGUCCUUCUCGAUCAAGACGUCGCGGGUUGGCU
+GCAGGAGCGUGAUGGUGACAUCACGCCGAGAGGAAUGAUCAUCCGGAUCUUUGAUCCGAC
+AGAACCCGGCUUA
+>U28116.1/1-350
+GAGGAAAGUCCGGGCAUCGACGGGCAGGAUGGUCUCUAACGGAGACUGGGGGUAACCCUA
+AGGAAAGUGCAACAGAAAAUAUACCGCCGCCCGCCUCUGGCGGCACUCAGGCAGAAACGA
+AAGUUUCUGCCGGUAAGGGUGAAAUGGUGAGGUAAGAGCUCACCAGUCCCGUGGUGACAC
+GGGAGCUUGGCAAACCCCAUCCGAUGCAAGGCCAAAAAGGGGGCUGCCGGAAAUGGCAGC
+GAGGAUUGCCCAUCCUUUAACCCGGGUAGGCCGCAAGAGGUCCAGGGCAACCGGGACCCA
+AAGAGAAAUGGUCACCGUCCCGCCACAGGCGGGAAACAGAACCCGGCUUA
+>AF296004.1/1-335
+GAGGAAAGUCCGGGCUCCAUAGGACAAGGGCGCCAGGUAACGCCUGGGGGGCGCAAGCCC
+ACGGAAAGUGCCGCAGAAAGCAAACCGCCUAAGCCGCCAUCGCUUGCGAUGGCGGACGGU
+AAGGGUGAAAGGGUGCGGUAAGAGCGCACCGCGCAUCUGGCAACAGAUGUGGCAGGGUAA
+ACCCCGCCCGGAGCAAGGCCAAAUAGGAAUCCUUCUGGUGUGGUCCGCAUCGGAUUCGGG
+UAGGCUGCUCGAGGCGUCCGGCGACGGGCGCCCUAGAUGAAUGACUGUCAGACUUAGAAG
+ACGCUCGCGUUUUUGCGGUCAACAGAACCCGGCCU
+>AF296029.1/1-335
+GAGGAAAGUCCGGGCUCCACAGGACAGGGUGCUGGGUAACUCCCAGUCCUGGCGACAGGA
+AGGAAAGUGCCACAGAAAGGAGACCGCCUCGUUUGAUGUCUGAGACAUCGGAUGGGGUAA
+GGGUGAAAGGGUGAGAUAAGAGCUCACCAGUCCAGCCGGCGACGGUUGGAGCUUGGUAAA
+CCCCGCCUGGAGCAAGACCAAAUAGGGGAGCGCAUGAGGGUGGUCCGCCCGAGCUUCCGG
+GUAGGUCGCUUGACCUCGAUGGAGACAUCGAGGCUAGAUGAAUGGUCAUUGUCUUGAAAG
+UGGGUGACUACUUCGGGAAACAGAAUCCGGCUUAC
+>AF296028.1/1-330
+GAGGAAAGUCCGGGCUCCACAGGGCAGGAUGGUCCUUAACGGGGACCGGGGGCGACCCCA
+GGGAAAGUGCCACAGAGAGUAGACCGCCCGCCAAGGCCUGGCCGUGGCGUGGUAAGGGUG
+AAAGGGUGAGGCAAGAGCUCACCAGUGCCGGCGGUGACGUCGGCAGCUCGGUAAACCCCA
+UCCGGAGCAAGGCCAAAUAGGGGAGUGAUUGAGGACGGCCCGUUCGAGACUCCCGGGUCA
+GGCUGCUUGAGGCCAUCGGCAACGGUGGUCCUAGAGGAAUGAUCGUCGCUUCGCAGCGGG
+CAACUGCUGCGGGGUACAGAACCCGGCUUA
+>AF296047.1/1-318
+GAGGAAAGUCCGGGCUCCAUAGGGUGAGGUGCCAGGUAACGCCUGGGGGGCGCGAGCCCA
+CGGAAAGUGCAACAGAGAGCAGACCGCCGAUGUCGGCUAUUCGCCGGCAGGUAAGGGUGA
+AACGGUGCGGUAAGAGCGCACCGCGUCGGUGGCAACAUGCGACGGCUAGGUAAACCCCGC
+CUGGAGCAAGACCAAAUAGGGAAGUACGCGAACCCAUGGUUUGCGCCUGCGGCCCGCAGG
+AACUUCCGGGUAUGUCGCUGGAGAUGAGCGGUGACGCGCAUCCUACAUGGAUGGUUGCCC
+ACGACAGAACCCGGCUUA
+>AF296070.1/1-302
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+AC
+>AF295998.1/1-302
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG
+ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA
+AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC
+CCGGAGUAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU
+AU
+>U28127.1/1-285
+GAGGAAAGUCCGGGCUUCACAGGGCAGGAUGCCAGAUAACGUCUGGCGGAGGCGACUCCA
+GGGAAAGUGCAACAGAAAUAUACCGCCGCUUAAUGCGGUAAGGGUGGAAAGGUGGUGUAA
+GAGACCACCGCCCUUCUGGUAACAGAAGGGGUCCAUGUAAACCCCAUCCGAAGCAAGACC
+GAACAGGGAGCAUAAGGCGGCCCGUCUGCUCCCGGGUAGGUCGCUUGAGCCUGCCGGCGA
+CGGCAGGCCUAGAUAGAUGGCCAUUCAAUGACAGAAUCCGGCUUA
+>AF296044.1/1-290
+GAGGAAAGUCCGGGCUCCACAGGACAGAGUGCCAGGUAACGCCUGGGGGGCGUGAGCCUA
+CGGAAAGUGCAGCAGAAAAUAAACCGCCUCUUCGGAGGUAAGGGUGAAAUGGUGCGGUAA
+GAGCGCACCGCGUGUUCUGGCAACACGACGCGGCUAGGUAAACCCCACUCGGAGCAAGAC
+CAAAUAGGGGAACAUUAUGUGCGGUCCGCACUGUUCCCGGGUAGGUUGCAAGAGGUGUGU
+GGCGACACACAUCCCAGAUGAAUGACUGUUCACGACAGAACCCGGCUUAU
+>AF296045.1/1-323
+GAGGAAAGUCCGGGCUCCUUAGGGCAGGAUGCUGGGUAACUCCCAGCGGGACAGGGCAUA
+AGGCCUGUUCCAGCGCCAGUGCAACAGAAAAUAUACCGCCGGACUUUGUCCGGUAAGGGU
+GAAAUGGCGGGUUAAGAGCCCACCGGCAGGCUGGUGACAGCCUGGUCUGGUAAACCGCAU
+CCGGAGCAAAGCCAAAUAGGGAAGGUAUGGAGCUGCCCGCUCUUCUUCCGAGUUGGCCGC
+UUGAGAUAAGCAGUAAUGAUUAUCCUAGAUGGAUGACUGCCGCUGACUGUGCGAGAGUGC
+AGUUAGUACAGAAUCCGGCUUAC
+>AF296018.1/1-298
+GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGUGUAACAACC
+UACGACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCUUUAUGGGAUCAGGUAAGGGUG
+AAAGGGUGCGGUAAGAGCGCACCGCGCGACUGGCAACAGUUCGUGGCACGGUAAACUCCA
+CCCGGAGCAAGGCCAAAUAGGGGUUCACAUGGUACGGCCCGUACUGAACCCGGGUAGGCU
+GCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAAUCCGG
+>AF296011.1/1-335
+GAGGAAAGUCCGGGCUCCAUCGGACAGGGCGCCAGGUAACGCCUGGGGGGCGUGAGCCCA
+CGGAAAGUGCCACAGAAAAUAUACCGCCAGCUUCGGUUGGUAAGAAUAAAAUAAUGCGGU
+AAGAGCGCACCGCGCGACUGGCAACAGUUUGCGGCACGGUAAACCCCGCCCGGAGCAAGA
+CCAAAUAGGGGAGUAGGGCAACGCACGAGGCCUCCAACAGGGGCCUUCGGGUGUUGGCCA
+CCGUCGGUUCCGAACGGACUCCCGGGUAGGUUGCUUGAGGUAGCCGGCGACGGCUAUCCC
+AGAUGAAUGGUUGUCAAUGACAGAAUCCGGCUUAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00010.test b/benchmarks/cmsearch-rmark/rmark-1/RF00010.test
new file mode 100644
index 0000000..c3a1011
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00010.test
@@ -0,0 +1,7 @@
+>U28088.1/1-355
+GAGGAAAGUCCGGGCUCAGAGGGUGCGCGUAUCCCGUUAAGGCUGAUGAAGCCGGAGCGG
+GGGCGUGAGAGCGCCGGAAAGUGCCACAGAAAACAUACCGCCUUAUGUGUCUUCACACAU
+AAGGUAAGGGUGAAAAGGUGCGGUAAGAGCGCACCCAGGAAAGGAGAAGGUUUAAGGGAA
+AAAACGCCCUUGCCGAAUCCUUUCCUGCGGUAAACCCAUACGCGAGCAAGGCCAAGCAGA
+GGGGAAUUGCGGGAGUUUUCCAAAUCUGACUCCCGCAUGCGGGUUGCACCCUUCCCGCUA
+ACACCCUCGGGUAGGCCGCUUAGAGUAAUGACCCCUUAACACAGAACCCGGCUUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00011.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00011.ali
new file mode 100644
index 0000000..2883a47
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00011.ali
@@ -0,0 +1,393 @@
+# STOCKHOLM 1.0
+#=GF ID RNaseP_bact_b
+#=GF AC RF00011
+#=GF DE Bacterial RNase P class B
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 40.0
+#=GF NC 13.3
+#=GF TC 170.7
+
+M13175.1/1-401 GUUCUUAACGUUCGGGUAAUCGCUGCAGAU.................CUU
+M19022.1/1-408 UGAAAUAACGUUCAGGUAAUCGCUGCAUC..................AUU
+AE017029.1/38244-38651 ..UCAUAACGUUUGGGUAAUCGCUGCAACG.................CCA
+AP001513.1/43510-43921 AUCAUAACCGUUCAGGUAACCGCUGCAUCG.................CAU
+M19021.1/1-417 GUUAAUCAUGCUCGGGUAAUCGCUGCGGCCG................GUU
+M19023.1/1-411 AUGCAGGAAAUGCGGGUAGCCGCUGCCGCAAUCGU............CUC
+U64885.1/1-349 ..................................................
+AF151218.1/1-397 ....UGAUAUUUCGGGUAAUCGCUAUA.....................UU
+AE016747.1/269436-269036 ....UGAUAUUUCGGGUAAUCGCUAUA....................GCA
+U64882.1/1-342 ..................................................
+AF056391.1/4-345 ..................................................
+AE016950.1/193110-193498 AUUUGUAAUUUUCGGGUGAUCGCGGUUUGC.................UUU
+U64887.1/1-331 ..................................................
+U64886.1/1-331 ..................................................
+U64883.1/1-328 ..................................................
+AF295988.1/1-331 ..................................................
+AF295987.1/1-332 ..................................................
+AJ511695.1/1-374 ..GUGCAAUUUUUGGAUAAUCGCGUAGUAU.................UGC
+AJ511701.1/1-371 ..GUGCAAUUUUUGGAUAAUCGCAUGAAAA.................GUU
+AE007349.1/3872-4272 AUGUGCAAUUUUUGGAUAAUCGCGUGAGGAG................AAU
+AE010077.1/9704-9310 CUGUGCAAUUUUUGGAUAAUCGCGUAGUAU.................UUU
+AE014893.1/1732-2120 ..AUGCAAUUUUUGGAUAAUCGCGUGGUAAAUAU.............UGC
+U64878.1/1-308 ..................................................
+U64877.1/1-316 ..................................................
+AF295989.1/1-302 ..................................................
+D13066.1/58-413 ..GAGAUUUUAUUGGUCAAUCGCUGUAUUU................GAAA
+X69983.1/47-447 ........GCACAAGUCAAUCGCAGGUAUAAUCAAAAUAUUAUUUUAUAA
+U41756.1/1-291 .......AGCAUUGGCUAACAGCUGCUU...................GAA
+X69982.1/45-449 .......UGCACAAGUCAAUUGCAGAUAUAAUUAAAUAUAAUAAUUUUUU
+AE002128.1/6884-7252 .....GUGUAAAAAGCUAAUUGCUGCAUUU.................UUU
+#=GC SS_cons ...<<<<<<<<<<<<<<<<<<.<<<<<<<<<<<<<<<<<<<<<<<.....
+
+M13175.1/1-401 GA.....................A.UCUGUAGAGGAAAGUCCAUG.CUCG
+M19022.1/1-408 U........................GAUGUAGAGGAAAGUCCAUG.CUCG
+AE017029.1/38244-38651 A......................C.GUUGUAGAGGAAAGUCCAUG.CUCG
+AP001513.1/43510-43921 G......................C.GAUGUAGAGGAAAGUCCAUG.CUCG
+M19021.1/1-417 U.....................CG.GCCGUAGAGGAAAGUCCAUG.CUCG
+M19023.1/1-411 G.............GCGA....UUGGCGGUAGAGGAAAGUCCAGG.CUCG
+U64885.1/1-349 ...............................GAGGAAAGUCCGGG.CUCA
+AF151218.1/1-397 A..........................UAUAGAGGAAAGUCCAUG.CUCA
+AE016747.1/269436-269036 A..........................UAUAGAGGAAAGUCCAUG.CUCA
+U64882.1/1-342 ...............................GAGGAAAGUCCGGG.CUCG
+AF056391.1/4-345 ...............................GAGGAAAGUCCGGG.CUCG
+AE016950.1/193110-193498 U......................G.CAAGCUGAGGAAAGUCCAUG.CUCG
+U64887.1/1-331 ...............................GAGGAAAGUCCGGG.CUCG
+U64886.1/1-331 ...............................GAGGAAAGUCCGGG.CUCG
+U64883.1/1-328 ...............................GAGGAAAGUCCGGG.CCCG
+AF295988.1/1-331 ...............................GAGGAAAGUCCGGG.CUAG
+AF295987.1/1-332 ...............................GAGGAAAGUCCGGG.CUAG
+AJ511695.1/1-374 A......................A.UACUAUGAGGAAAGUCCAUG.CUAG
+AJ511701.1/1-371 A.....................UU.UUUUAUGAGGAAAGUCCAUG.CUAG
+AE007349.1/3872-4272 UG....................UU.UCUCAUGAGGAAAGUCCAUG.CUAG
+AE010077.1/9704-9310 A......................A.UACUAUGAGGAAAGUCCAUG.CUAG
+AE014893.1/1732-2120 A...............AU....UU.UAUCAUGAGGAAAGUCCAUG.CUAG
+U64878.1/1-308 ...............................GAGGAAAGUCCGGG.CUCG
+U64877.1/1-316 ...............................GAGGAAAGUCCGGG.CUAG
+AF295989.1/1-302 ...............................GAGGAAAGUCCGGGACUCG
+D13066.1/58-413 AA.....................G.AAUAUAGAGGAAACUCCACG.CUUA
+X69983.1/47-447 AUAUAAAUUAUAUUUUGA....UUAAUAUUUGAGGAAAGUCCGCG.CUAG
+U41756.1/1-291 A.........................GAGUAGAGGAAAGUCCACG.CUAG
+X69982.1/45-449 UAUAAUUGUUAUAUUUAACAAAUUUAUAUUUGAGGAAAGUCCGCG.CUAG
+AE002128.1/6884-7252 AA.....................AAAAUGUAGAGGAAAGUCCGUG.CUCA
+#=GC SS_cons ....>>>>>>>>>>>>>>....>>.>>>>>>>....AAA.AAAAA.<<<<
+
+M13175.1/1-401 CACGGUGC.UGAGAUGCCCGUAGUGUUCGUGCCUAGCGAAGUCAUAAGCU
+M19022.1/1-408 CACGGUGC.UGAGAUGCCCGUAGUGUUCGUGCCUAGUGAAAAAAUAAGCU
+AE017029.1/38244-38651 CACGG.CC.UGAGAUGGCUGUAGUGUUCGUGCCUAGCCAAUUCAUAAGCU
+AP001513.1/43510-43921 CACAG.GC.UGAGAUGCUUGUAGUGUUCGUGCCUAGCGAAGUCAUAAGCU
+M19021.1/1-417 CACGGUGC.UGAGAUGCCCGUAGUGUUCGUGCCUAGCGAAUCCAUAAGCU
+M19023.1/1-411 CCCAA.GC.UGAGAUGCUUGGAGUGUUCGUACCUGGC...GCAA...GCC
+U64885.1/1-349 CACAG.UC.UGAGAUGAUUGUAGUGUUCGUGCUUGAUGAAACAAUAAAUC
+AF151218.1/1-397 CACAG.UC.UGAGAUGAUUGUAGUGUUCGUGCUUGAUGAAACAAUAAAUC
+AE016747.1/269436-269036 CACAA.UC.UGAGAUGAUUGUAGUGUUCGUGCUUGAUGAAACAAUAAAUC
+U64882.1/1-342 CACAU.CC.UGCGAUGGAUGUAGUGUUCGUGCCCGUU..CGUAAU..GGC
+AF056391.1/4-345 CACAU.CC.UGCGAUGGAUGUAGUGUUCGUGCCCGUU..CGUAAU..GGC
+AE016950.1/193110-193498 CACAA.GC.UGAGAUGCUUGUAGUGUUCGUGCUUAGCGAAAUCAUAAGCU
+U64887.1/1-331 CACAA.GC.UGAGAUGCUUGUAGUGUUCGUGCUUAGCGAAAUCAUAAGCU
+U64886.1/1-331 CACAG.GC.UGUGAUGCCUGUAGUGUUCGUGCUUAGCGAAACAAUAAGCU
+U64883.1/1-328 CGCAA.GC.UGAGAUGCUUGUAGUGUUCGUGCUAAGC.CCAAUAA..GCU
+AF295988.1/1-331 CACUG.GC.UGUGAUGCCGGUAGUGUUUGUGCUAGGUGAAUCAAUAAGCC
+AF295987.1/1-332 CACCG.GC.UGUGAUGCUGGUAGUGUUUGUGCUAGGCGAACAAAUAAGCC
+AJ511695.1/1-374 CACCG.GC.UGUGAUGCUGGUAGUGUUUGUGCUAGGCGAACAAAUAAGCC
+AJ511701.1/1-371 CACUG.GC.UGUGAUGCCGGUAGUGUUUGUGCUAGGCGAAACAAUAAGCC
+AE007349.1/3872-4272 CACAG.GC.UGUGAUGCCUGUAGUGUUUGUGCUAGGCGAAACCAUAAGCC
+AE010077.1/9704-9310 CACUG.GC.UGUGAUGCCAGUAGUGAUUGUGCUAGGCGAACACAUAAGCC
+AE014893.1/1732-2120 CACUG.GC.UGUGAUGCCAGUAGUGUUUGUGCUAGACAAAAAAAUAAGUC
+U64878.1/1-308 CACAU.UC.UGUGAUGAAUGUAGUGUUUGUGCUGGAUGAAACGAUAAAUC
+U64877.1/1-316 CACAC.ACCUUAUGGGUGUGUAGUGUUUGUGCUAAGGGAAAUCAUAACCU
+AF295989.1/1-302 CACCA.CC.UGAGAUGGUGGUAGUGUUUGUGCUCAGUGAAUCAAUAAGCU
+D13066.1/58-413 CACAA.UC.UGUGAUGAUUGUAGUGUUUAUGCUAAAUGAAAAAAUAAAUU
+X69983.1/47-447 CACUA.CC.UGUGAUGGUAGUAGUGUUCAUGUUGGGU.CUAAUAA..ACC
+U41756.1/1-291 CACAA.CC.UGCGAUGGUUGUAGUGAUCAUGCUAGGC.CCAAUAA..GCC
+X69982.1/45-449 CACUA.CC.UGAGAUGGUAGUAGUGUUCAUGUUGGAU.CUAAUAA..AUC
+AE002128.1/6884-7252 CACUA.AC.UGUGAUGUUAGUAGUGUUUGUGUAUGUAUAAUUAAUAAGGC
+#=GC SS_cons <<<<<.<<.......>>>>>>.....<<<<<<<<<<<..........>>>
+
+M13175.1/1-401 AGGGCA.GUCU.....UUAG.....AGGCUGACGGC.....AGGAAAAA.
+M19022.1/1-408 AGGGCA.GCUUGGCU..UAU.AGCUUAGCUGACGGC......GGGAAAAA
+AE017029.1/38244-38651 AGGGUA.UUCUGGCU.GUAA.GGCUGGUUUAACGGC......AGGGAAAA
+AP001513.1/43510-43921 AGGGUA.GUCUGGUUCUUAG.AACUGGGCUAACGGC.....AAGGUAAG.
+M19021.1/1-417 AGGGCA.GCCUGGC..UUCG..GCUGGGCUGACGGC......GGGGAAAG
+M19023.1/1-411 AGGGCAAGUGAGGC..GCAA..GCCUCGCUGACGGC......GUGGAAA.
+U64885.1/1-349 AAGGCA.........UUAAUU........UGACGGC.....AAUGAAAU.
+AF151218.1/1-397 AAGGCA.........UUAAUU........UGACGGC.....AAUGAAAU.
+AE016747.1/269436-269036 AAGGCA.........UUAAUU........UGACGGC.....AAUGAAAU.
+U64882.1/1-342 GGGGCA.GUCAGCU..UUUU..AGCAGACUGACGGC......GGGGAAA.
+AF056391.1/4-345 GGGGCA.GUCAGCU..UUUU..AGCAGAUUGACGGC......GGGGAAA.
+AE016950.1/193110-193498 AAGGUA.CUCU......UUU.....AGAGUAACGGC.....AGGAAAAA.
+U64887.1/1-331 AAGGUA.CUCU......UUU.....AGAGUAACGGC.....AGGAAAAA.
+U64886.1/1-331 AAGGUG.CUCU......AUU.....AGAGUAACGGC.....AGGAAAAC.
+U64883.1/1-328 UAGGGG.CCGU.....GUAA.....ACGGCUACGGC.....GGCCAAAC.
+AF295988.1/1-331 UAGGGA.CAUC....UUUUU.....GAUGUUACGGC.....GGGCAAAA.
+AF295987.1/1-332 UAGGGA.UGUGU....UUGA.....CACAUUACGGC.....GAGUGAAAA
+AJ511695.1/1-374 UAGGGA.UGUGU....UUGA.....CACAUUACGGC.....GAGUGAAAA
+AJ511701.1/1-371 UAGGGA.CGGA.....UUAU.....UCCGUUACGGC.....GGAUGAAA.
+AE007349.1/3872-4272 UAGGGA.CGA......GAAA......UCGUUACGGC.....AGUUGAAA.
+AE010077.1/9704-9310 UAGGGA.UGUG.....CAUA.....CACAUUACGGC.....GAAGGAAA.
+AE014893.1/1732-2120 UAGGGA.UGUGC.....UUU....GCGCAUUACGGC.....GGAUAAAA.
+U64878.1/1-308 CAGGCA.GC.......GUAA.......GCUGACGGCU....GGAGAAG..
+U64877.1/1-316 UAGGUA.UGUU....GUAUA.....AACAUAACGGCAAACUAGUUA....
+AF295989.1/1-302 GAGGUA.UAGA.....GGCA.....UCUAUAACGGC.....AGACCAAA.
+D13066.1/58-413 UAGGCA.GUAA.....UUAA.....UUACUGACGGC.....AUAACUA..
+X69983.1/47-447 CAAGC............UUA..........GACGAC..............
+U41756.1/1-291 UAGGC............UUA..........GACGAC..............
+X69982.1/45-449 CAAGC...........UUUA..........GACGAC..............
+AE002128.1/6884-7252 AUAGCA.UA.......GGCA.......UAUGACGGC.....AAAUUUUU.
+#=GC SS_cons >>><<<.<<<<<<<<BBBBBB>>>>>>>>>>.><<......<<<<.....
+
+M13175.1/1-401 .AGCCUA...CGUC..UUCG.GAUA...UGGCU.GAGUAUCCU....UGA
+M19022.1/1-408 CCACCUA...AGUC..UUUG.GAUA...UGGU.CGAGUAUCC.....UGA
+AE017029.1/38244-38651 .AACCUA...AGUCC.UUUCGGAUA...UGGUUUGACUACCU.....UUA
+AP001513.1/43510-43921 .CACCUA...CGUUCAUCAUGAAUA...UGGUGUGAUG.CCUU....UGA
+M19021.1/1-417 .AACCUA...CGUCCGGCUGGGAUA...UGGUUCGAUUACCC.....UGA
+M19023.1/1-411 .GGGCU.....CUC..UCU..GAG.....GCCC.GAGUACGC.....UGA
+U64885.1/1-349 .AUCCUA...AGUC..UUUC.GAUA...UGGAU.AGAGUAAUU....UGA
+AF151218.1/1-397 .AUCCUA...AGUC..UUUC.GAUA...UGGAU.AGAGUAAUU....UGA
+AE016747.1/269436-269036 .AACCUA...AGUC..AUUG.GAUA...UGGUU.AGAAUAGUU....UGA
+U64882.1/1-342 .GCAUCCUACAGCCA.UCU.UGGCCAU.GGUGC.AAAUACCC.....UGA
+AF056391.1/4-345 .GCAUCCUACAGCCA.ACU.UGGCCAU.GGUGC.AAGUACCC.....UGA
+AE016950.1/193110-193498 .UGACUA...AGGU..UUCG.ACUA...UGUCA.AAGUAUCCU....UGA
+U64887.1/1-331 .UGACUA...AGGU..UUCG.ACUA...UGUCA.AAGUAUCCU....UGA
+U64886.1/1-331 .AAGCUA...AGGUU.UUU.AACUA...UGCUU.AAGUAUCCU....UGA
+U64883.1/1-328 .GCGCUA...AGGC..GUCA.GCUA...UGCGCUAGUAGGUCU....GAA
+AF295988.1/1-331 .AGGCUA...AGUCU.UUACGGAUA...UGUCU.GAAUAGCCC....UGA
+AF295987.1/1-332 ..GGCUA...AGUC..CUUG.GAUA...UGCC.AGAGUAGCUC....UGA
+AJ511695.1/1-374 ..GGCUA...AGUC..CUU..GAUA...UGCC.AGAGUAGCUC....UGA
+AJ511701.1/1-371 .CAGCUA...AGUC..UCUU.GAUA...UGCUG.GAGUAGGCC....UGA
+AE007349.1/3872-4272 .UGGCUA...AGUC..CUUG.GAUA...GGCCA.GAGUAGGCU....UGA
+AE010077.1/9704-9310 .UGGCUA...AGUC..GUUU.GAUA...UGCCA.AAGUACUUC....UGA
+AE014893.1/1732-2120 .UGGCUA...AGUC..UUU..GAUA...GGCCG.GAGUAAUUC....UGA
+U64878.1/1-308 ..GCCUG...UGGU..GAAA.GCUA...UGGC.GGACUCCUUU.....AA
+U64877.1/1-316 .UAGCUA...AGGUG.UUU.CACUA...CGUUA.....UAACUUAAAUUA
+AF295989.1/1-302 .AUCCUA...AGGG..AAA...CUA...UGGAU...GGAGGCU...AUAA
+D13066.1/58-413 ..ACCUA...AGGC..UUU..GCUA...UGGU...GAUGUUAU......A
+X69983.1/47-447 ..................................................
+U41756.1/1-291 ..................................................
+X69982.1/45-449 ..................................................
+AE002128.1/6884-7252 .AAGCUA...AGUGA.UUUA.AAUUAUAUGUUU..AAAAAUUU...AUAA
+#=GC SS_cons .<<<<......<<<<.....>>>>.....>>>>......>>>>.......
+
+M13175.1/1-401 AAGUGCCACAGUGACGAAGUCUCACUA..................GAAA.
+M19022.1/1-408 AAGUGCCACAGUGACGAAGCUUUGCUG..................GAAA.
+AE017029.1/38244-38651 AAGUGCCACAGUGACGAAGUCCUUGAA..................GAAA.
+AP001513.1/43510-43921 AAGUGCCACAGUGACGUAGUCCGUUUG..................GAAA.
+M19021.1/1-417 AAGUGCCACAGUGACGGAGCUCUAAGG..................GAAA.
+M19023.1/1-411 AAGUGCCACAGAAACGUAGCUUUUCUG..................GCGA.
+U64885.1/1-349 AAGUGCCACAGUGACGUAGCUUUUAUA..................GAAA.
+AF151218.1/1-397 AAGUGCCACAGUGACGUAGCUUUUAUA..................GAAA.
+AE016747.1/269436-269036 AAGUGCCACAGUGACGUAGCUUUUAUA..................GAAA.
+U64882.1/1-342 AAGUGG.AUAGAGACG.AGUCGUCGGG..................GAAA.
+AF056391.1/4-345 AAGUGG.AUAGAGACG.AGUCGUCGGG..................GAAA.
+AE016950.1/193110-193498 AAGUGCCACAGUGACGAAGCGAUGUGG..................GAAA.
+U64887.1/1-331 AAGUGCCACAGUGACGAAGCGAUGUGG..................GAAA.
+U64886.1/1-331 AAGUGCCACAGUGACGAAGCGGAUAGG..................GAAA.
+U64883.1/1-328 AAGUGCCACAGUGACGAAACGAUCAGG..................GAAA.
+AF295988.1/1-331 AAGUGCCACAGUGACGUAGUUCUUGGG..................GAAA.
+AF295987.1/1-332 AAGUGCCACAGUGACGAAGUUUUUAUG..................GAAA.
+AJ511695.1/1-374 AAGUGCCACAGUGACGAAGUUUUUAUG..................GAAA.
+AJ511701.1/1-371 AAGUGCCACAGUGACGUAGUUUUUGUG..................GAAA.
+AE007349.1/3872-4272 AAGUGCCACAGUGACGGAGUCUUUCUG..................GAAA.
+AE010077.1/9704-9310 AAGUGCCACAGUGACGUAGUUUUUAUG..................GAAA.
+AE014893.1/1732-2120 AAGUGCCACAGUGACGUAGCUUUUAUG..................GAAA.
+U64878.1/1-308 AAGUGCCACAGAAACGAG.CUUUUCGG..................GAAA.
+U64877.1/1-316 AAGUGCCACAGAGACGAA.UCUAUUUA..................GAAA.
+AF295989.1/1-302 AAGUGCCACAGUGACGAAGUUCCUAGG..................GAAA.
+D13066.1/58-413 AAGUGCCACAGAGACGAA..UAAAGA...................GAAA.
+X69983.1/47-447 AAGUGCCACAGAGACGAG.CUUAUUUAUUAAAUUCUUCUUUUUCUAUAUU
+U41756.1/1-291 UAGUGCCACAGAGACGAG...........................AAUU.
+X69982.1/45-449 CAGUGCCACAGAGACGAG.UUUAUUUAUUAAUUUGUUUAUAUUAAAAAA.
+AE002128.1/6884-7252 AAGUGCCACAGAGACGA..UUAAUCAA..................GAAA.
+#=GC SS_cons ..<<<<<............<<<<<<<<<<<<<<<<<<<..<<<<......
+
+M13175.1/1-401 .......................UGGUGAGA.GUGGAACG.CGGUAAACC
+M19022.1/1-408 .......................CAGCAAAG.GUGGAACG.CGGUAAACC
+AE017029.1/38244-38651 .......................UGAUAGGA.GUGGAACG.AGGUAAACC
+AP001513.1/43510-43921 .......................CAGACGGA.GUGGAACG.AGGUAAACC
+M19021.1/1-417 .......................CCUUAGAG.GUGGAACG.CGGUAAACC
+M19023.1/1-411 .......................CAGAAAAG.AUGGAACG.CGGUAAACC
+U64885.1/1-349 .......................UAUAAAAG.GUGGAACG.CGGUAAACC
+AF151218.1/1-397 .......................UAUAAAAG.GUGGAACG.CGGUAAACC
+AE016747.1/269436-269036 .......................UAUAAAAG.GUGGAACG.CGGUAAACC
+U64882.1/1-342 .......................CUCGACGA.GUGGAACG.A.CUAAACC
+AF056391.1/4-345 .......................CUCGACGA.GUGGAACG.A.CUAAACC
+AE016950.1/193110-193498 .......................CUCCAUCG.GUGGAACG.CGGUAAACC
+U64887.1/1-331 .......................CUCCAUCG.GUGGAACG.CGGUAAACC
+U64886.1/1-331 .......................CUUAUUCG.GUGGAACG.CGGUAAACC
+U64883.1/1-328 .......................CCUGAGCG.GUGGAACG..GGUAAACC
+AF295988.1/1-331 .......................CCUAAGAA.GUGGAACG.CGGUAAACC
+AF295987.1/1-332 .......................CGUAAAAA.GUGGAACG.CGGUAAACC
+AJ511695.1/1-374 .......................CGUAAAAA.GUGGAACG.CGGUAAACC
+AJ511701.1/1-371 .......................CACAAAAA.GUGGAACG.CGGUAAACC
+AE007349.1/3872-4272 .......................CAGAGAGA.GUGGAACG.CGGUAAACC
+AE010077.1/9704-9310 .......................CGUAAAAA.AUGGAACG.CGGUAAACC
+AE014893.1/1732-2120 .......................CAUAAAAG.GUGGAACG.CGGUAAACC
+U64878.1/1-308 .......................CCGGAAAG.AUGGAACG..GGUAAACC
+U64877.1/1-316 .......................UAAAUAGA.GUGAAACG.CGGUAAACC
+AF295989.1/1-302 .......................CCUAGGAA.GUGGAACG.AGGUAAACC
+D13066.1/58-413 .........................UCUUGAAAUGGAACG.CGGUAAACC
+X69983.1/47-447 GAGAAUUACAAUUUUUUUCUUAAUAAAUAAG.GUGAAACG.CGGUAAACU
+U41756.1/1-291 ................................GUGAAACG.CGGUAAACU
+X69982.1/45-449 UAG.UUUAGAAUUUUUAAAUUAAUAAAUAAG.GUGAAACG.CGGUAAACU
+AE002128.1/6884-7252 .......................UUGAUGAG.AUGAAACGUUGGUAAACC
+#=GC SS_cons >>>.>>>>>>>.......>>>>>>>>>>>>>...........>>>..>>>
+
+M13175.1/1-401 CCUCGAGCGAGAAACCCAAAUUU.UGGUAGGGGAACCUUCUU.AACGGAA
+M19022.1/1-408 CCACGAGCGAGAAACCCAAACAA.UGGUAGGGGAACUGUCUC.AAAGGAA
+AE017029.1/38244-38651 CCACGAGCGAGAAACCCAAAUAA.UGGUAGGGGAAUCUUUUC.CAAGGAA
+AP001513.1/43510-43921 CCUCGAGCGAGAAACCCAAAAAU.UGGUAGGGGAACCUUCUU.GAAGGAA
+M19021.1/1-417 CCACGAGCGAGAAACCCAAAUGA.UGGUAGGGGCACCUUCCC.GAAGGAA
+M19023.1/1-411 CUGCGAGCGAGAAACCCAAAUU..UGGUAGGGGAACCGUCCU.GAAGGAA
+U64885.1/1-349 CCUCGAGUGAGCAAUCCAAAUU..UGGUAGGAGCACUUGUUU.AACGGAA
+AF151218.1/1-397 CCUCGAGUGAGCAAUCCAAAUU..UGGUAGGAGCACUUGUUU.AACGGAA
+AE016747.1/269436-269036 CCUCGAGUGAGCAAUCCAAAUU..GGGUAGGAGCACUUGUUU.AGCGGAA
+U64882.1/1-342 CCACGAGCGAGCAACUCAGU....GUGUAGAGGCACCUGGCU.GAGAGAA
+AF056391.1/4-345 CCACGAGCGAGCAACUCAGU....GUGUAGAGGCACCUGGCU.GAGAGAA
+AE016950.1/193110-193498 CCUCGAGCGAGCAACCCAAACAA.UGGUAGGGGCGCUCUUCU.AAAGGAA
+U64887.1/1-331 CCUCGAGCGAGCAACCCAAACAA.UGGUAGGGGCGCUCUUCU.AAAGGAA
+U64886.1/1-331 CCUCGAGCGAGCAACCCAAACAA.UGGUAGGGGCGCUUUUUGUUGGGAAU
+U64883.1/1-328 CCGCGAGCGAGUAACCCAAACUUUUGGUAGGGGCGUUUUGCC.AAGCAAA
+AF295988.1/1-331 CCUCAAGCUAGCAACCCAAACUU.UGGUAGGGGCAUGGGAUA.GUUGGAA
+AF295987.1/1-332 CCUCAAGCUAGCAACCCAAACUU.UGGUAGGGGCAUGGGAUA.GUUGGAA
+AJ511695.1/1-374 CCUCAAGCUAGCAACCCAAACUU.UGGUAGGGGCAUGGGAUA.GUUGGAA
+AJ511701.1/1-371 CCUCAAGCUAGCAACCCAAACUU.UGGUCGGGGCAUGGAAUG.CGUGGAA
+AE007349.1/3872-4272 CCUCAAGCUAGCAACCCAAAUUU.UGGUCGGGGCAUGGAGUA.CGCGGAA
+AE010077.1/9704-9310 CCUCAAGCUAGCAACCCAAACUU.UGGUAGGGGCAUGGGAUA.GUUGGAA
+AE014893.1/1732-2120 CCUCAAGCUAGCAACCCAAACUU.UGGUAGGGGCAUGGAAAA.GCUGGAA
+U64878.1/1-308 CCGCAAGCGAGAAACCCAAAUU..UGGUAGGGGAAUCUAAUCACGGCAAA
+U64877.1/1-316 CCUCAAGCUAGCAACCCAAAUU..AGGUAGGGGCACAUGAUG.UGUAG..
+AF295989.1/1-302 CCAUAAGCGAGAAACCCAAAAU..UGGUAGGGGAACUCACAC.UACUGAA
+D13066.1/58-413 CCAUAAGUAAGAAACUCAAAUUU.UGGUAGAGGAAUCUGAUU.AAGAAAA
+X69983.1/47-447 CCAUGAGCUAGAAACCUAAAUUU.UGGUAAGGGAGCCCAAUU.UGAAGAA
+U41756.1/1-291 CCAUGAGUUAGAAACCCAAAUAU.UGGUAGGGGAACUUUUCA.ACGGAAA
+X69982.1/45-449 CCAUGAGCUAGAAACCUAAAUUU.UGGUAAGGGAGCCCAAUU.UCGGGAA
+AE002128.1/6884-7252 CCACAAGUGAGAAACCUAAAUUU.CGGUAAGGGAAUCUAAUU.UAGUAAA
+#=GC SS_cons >>>>>>>>>>>...<<<............>>>...<<<<<<<........
+
+M13175.1/1-401 UUCAACGGA..GAGAAGGACAGAA..........UGCU............
+M19022.1/1-408 UCUAACGGA..GAGACGGACGGUUA.C.......AUGC..........GU
+AE017029.1/38244-38651 AUGAACGAUG.GGAAAGGACAGGUU.........GUAU...........A
+AP001513.1/43510-43921 AUGAACGGA..GAGAAGGACGGAAG.U.......UUU...........AC
+M19021.1/1-417 AUGAACGGA..GGGAAGGACAGGCG.GC......GCAU.........GCA
+M19023.1/1-411 UCAAACGGAA.GGGACGGAUGGUAU.C.......UUCG..........GA
+U64885.1/1-349 UUCAACGUAU.AAACGAGACACACU.UCG....CGAAA........UGAA
+AF151218.1/1-397 UUCAACGUAU.AAACGAGACACACU.UCG....CGAAA........UGAA
+AE016747.1/269436-269036 UUCAACGUAU.AGACGAGACGAUUU.UUACG...CGAA..AG....UAAA
+U64882.1/1-342 AUGAAUCGA..CGCUGGGACGAUCG........CCAUA...........U
+AF056391.1/4-345 AUGAAUCAA..UGCCGGGACGAUCG........ACAUA...........U
+AE016950.1/193110-193498 AUGAACGAGU.AGAAGAGGCAGAG..........UUUA............
+U64887.1/1-331 AUGAACGAGU.AGAAGAGGCAGAG..........UUUA............
+U64886.1/1-331 UAAGAACGAGACAAAAAGGCAG...........GUUAA............
+U64883.1/1-328 UUGAAGCGAC.GGCAAUACAGCG...........GUAA............
+AF295988.1/1-331 UCCGAACAAUCUAUCCUGACUG............GAAA............
+AF295987.1/1-332 ACGAACAAGC.UAUCCUGACUGUU..........GACA............
+AJ511695.1/1-374 ACGAACAAGC.UAUCCUGACUGUU..........GACA............
+AJ511701.1/1-371 ACGAACAUUG.CAUUCUGACUG............GAAA............
+AE007349.1/3872-4272 ACGAACGUAG.UAUUCUGACUGCUA.UCAGC...UAGA..GC....UGUU
+AE010077.1/9704-9310 ACGAACAAGC.UAUCCUGACUGUC..........AACA............
+AE014893.1/1732-2120 AAAGAACGGUCUUUUCUGACUGC...........AUAA............
+U64878.1/1-308 ACGAAGCCAGUGAUCGGAACGUG...........GAAA............
+U64877.1/1-316 .CAAUACAA..CAUCAUGCAAGAU..........UUGA............
+AF295989.1/1-302 AUGAAGGUA..ACGUGAGACGUUU..........UUAA............
+D13066.1/58-413 UAAGAAUCAA.AAUCAGAAGUUA...........UUAU............
+X69983.1/47-447 AAAAAACUUC.GAUUGGGAAGUUUU.UUGAUAAGGUUAUUAUUAAAAGAA
+U41756.1/1-291 UUGAACCAA..AGAAAAGAGUUGA..........UUAA............
+X69982.1/45-449 ACAAACUUU..AAUUGGGAAGUUCUAUUAUAA.UAUUU.UUA....UAAA
+AE002128.1/6884-7252 UUAAGAAAUUAAAUUAGGAUAGAAU.........UGUU........UACA
+#=GC SS_cons ...........>>>>>>><<<<<<<.<<<<<<<.....>>>>....>>>>
+
+M13175.1/1-401 UUC.UGUAGAUAGAUGAUUGCCG..CCUGAG.UACGAGGU..GAUGA..G
+M19022.1/1-408 AAU.CGUAGAUAGAUGAUUACCG..CCUGAG.UACGAGAU...UAAA..A
+AE017029.1/38244-38651 ACC.UGUAGAUAGAUGAUUGCCA..CCGGAG.UACGAGGC...GUGG..G
+AP001513.1/43510-43921 UUC.UGUAGACAGAUGGUUACCA..CCGGAG.UACGAGGU..UCAUC..A
+M19021.1/1-417 GCC.UGUAGAUAGAUGAUUACCG..CCGGAG.UACGAGGC..GCAAA..G
+M19023.1/1-411 UGC.CAUAGAUAGAUGGCUACCG..CUCUUGGUGCGAGGGA..UACG.UC
+U64885.1/1-349 GUGGUGUAGACAGAUGGUUAUCA..CCUGAG.UACCAGUGUGACUAGUGC
+AF151218.1/1-397 GUGGUGUAGACAGAUGGUUAUCA..CCUGAG.UACCAGUGUGACUAGUGC
+AE016747.1/269436-269036 AAUAUGUAGACAGAUGGUUACCA..CCGACG.UACCAGUGUAACUAGUAC
+U64882.1/1-342 GAU.CGUAGAAAAAUGAUUGCCC..CUUCUG.UGGGAGGCU..GGGA.AG
+AF056391.1/4-345 GAU.CGUAGAAAAAUGAUUGCCC..CUUCUG.UGGGAGGCU..GGGA.AG
+AE016950.1/193110-193498 CUC.UGCAGAUAGAUGAUGACCG..UCACCA.AUUUUU.....CCUG...
+U64887.1/1-331 CUC.UGCAGAUAGAUGAUGACCG..UCACCA.AUUUUU.....CCUG...
+U64886.1/1-331 ..C.UGCAGAUAGAUGGUUACC...ACAUUG.CUUUUU....CUCCCU..
+U64883.1/1-328 .CG.CUGAGAUAGAUGAUGACUGAAGGAGCU.UGU.......GCCUGA..
+AF295988.1/1-331 ..C.AGUAGACAGAUGAUUAUCGAAGGAGAU.AAG.......ACCUA...
+AF295987.1/1-332 AAC.AGUAGACAGAUGAUUAUCGAAGGAGAU.AAU.......ACCUA...
+AJ511695.1/1-374 AAC.AGUAGACAGAUGAUUAUCGAAGGAGAU.AAU.......ACCUA...
+AJ511701.1/1-371 ..C.AGUAGACAGAUGAUUAUCGAAGGAAAU.GGU.......ACCUA...
+AE007349.1/3872-4272 AGU.GGUAGACAGAUGAUUAUCGAAGGAAGU.GGU........CCUA...
+AE010077.1/9704-9310 GAC.GGUAGACAGAUGAUUAUCGAAGGAAAU.AAU.......UCCUA...
+AE014893.1/1732-2120 .GC.AGUAGACAGAUGAUUAUCAAAAAAGGU.GGU.......ACCUA...
+U64878.1/1-308 .CA.CGUAGAUAAAUGACUGCCA..CUUUC.............GCAA...
+U64877.1/1-316 AUC.UUGAGAUUAAUAGUCACA...AAAGAA............GAAA...
+AF295989.1/1-302 .AA.CGUAGAUAAAUGAUUAUCG....................CAAG...
+D13066.1/58-413 .UA.ACUAGAUAGAUGAUUGACG..CU................GAAA...
+X69983.1/47-447 AAA.CUUAGAUAAAUGAUUGACUG..........................
+U41756.1/1-291 UCA.ACUAGAUAAAUUGUUAGC...ACCU..............GAGA...
+X69982.1/45-449 GAA.CUUAGAUAAAUGAUUGAUUA..........................
+AE002128.1/6884-7252 UUC.UAUAGAUAAAUAAUUAGCG..CUACA.............UUUU...
+#=GC SS_cons >>>.>>>........>>>>>>>...<<<<<<.<<<<<<<<<<.....>>>
+
+M13175.1/1-401 CCGUUUGCAGUACGAUGG..AACAAAACAUGGCUUACAG.AACGUUAGAC
+M19022.1/1-408 UCGUUUGCAGUACAAAGG..UACAAAACAUGGCUUUACG.AACGUUGUUG
+AE017029.1/38244-38651 CCGUUUGCAGUACAAAGG..AACAGAACAUGGCUUACAG.AACGUUAUGA
+AP001513.1/43510-43921 CCGUUUGUAGUACGAAGG..AACAGAACAUGGCUUAUCG.AACGGGAAUG
+M19021.1/1-417 CCGCUUGCAGUACGAAGG..UACAGAACAUGGCUUAUAG.AGCAUGAUUA
+M19023.1/1-411 CCGCUUGCAGCACGGGAG.AGACAGAACCUGGCUUAUAG.CAUUUCCUGC
+U64885.1/1-349 ACGUGAUGAGUACGAUGG..AACAGAACGCGGCUUAU.............
+AF151218.1/1-397 ACGUGAUGAGUACGAUGG..AACAGAACAUGGCUUAUAG.AAAUAUCA.C
+AE016747.1/269436-269036 ACAUUAUGAGUACAACGG..AACAGAACAUGGCUUACAG.AAAUAUCA.U
+U64882.1/1-342 CC.AA.GAACCACAUUGG..GACAGAACCCGGCUUA..............
+AF056391.1/4-345 CC.UA.GAACCACAUUGG..AACAGAAUCCGGCUUA..............
+AE016950.1/193110-193498 .A.AG....AAUUGGUGA..UACAGAACAUGGCUUAUAG.AAAAUUACAA
+U64887.1/1-331 .A.AG....AAUUGGUGA..UACAGAACGCGGCUUAU.............
+U64886.1/1-331 .G.GA....AAGUAGUGU...ACAGAACACGGCUUAU.............
+U64883.1/1-328 .........ACAAGUUCUGGAACAACACACGGCUUAU.............
+AF295988.1/1-331 .........GUUAUCUCUGGAACAAAACACGGCUUAU.............
+AF295987.1/1-332 .........GUUAUUUCUGGAACAAAACACGGCUUAU.............
+AJ511695.1/1-374 .........GUUAUUUCUGGAACAAAACAUGGCUUAUAG.AA........
+AJ511701.1/1-371 .........GUCAUUUCUGGAACAAAACAUGGCUUAUAG.AA........
+AE007349.1/3872-4272 .........GUCACUUCUGGAACAAAACAUGGCUUAUAG.AAAAUUGCAU
+AE010077.1/9704-9310 .........GUUAUUUCCGGAACAAAACAUGGCUUAUAG.AAAAUUGCAU
+AE014893.1/1732-2120 .........GUCGCCUUUGGAACAAAACAUGGCUUAUAG.AAAAUUGCAU
+U64878.1/1-308 .............GAGAG..UACAAAACACGGCUUA..............
+U64877.1/1-316 ............UUCUUU...ACAGAACGCGGCUUA..............
+AF295989.1/1-302 .....................UCANAACACGGCUUAU.............
+D13066.1/58-413 ................AG..UACAAAACGUGGGUUAUAA.AUAAAAUCUC
+X69983.1/47-447 ...................AUACAGAACGCGGCUUAUUA.GUGC......
+U41756.1/1-291 ..............GGGU...ACAAAACGUGGCUUAU.AAAUGCU.....
+X69982.1/45-449 ...................AUACAGAACGCGGCUUAUUA.GUGCA.....
+AE002128.1/6884-7252 .............UGUAG..AACAGAACACGGCUUAUUU.UU.ACAU...
+#=GC SS_cons >>.>>....>>>>>>>>>.........aaaaaaaa.>.>.>>>>>>>>>.
+
+M13175.1/1-401 CACUU......................
+M19022.1/1-408 AAACA......................
+AE017029.1/38244-38651 ACCA.......................
+AP001513.1/43510-43921 AGA........................
+M19021.1/1-417 ACGUG......................
+M19023.1/1-411 UGGAU......................
+U64885.1/1-349 ...........................
+AF151218.1/1-397 UACUAGU....................
+AE016747.1/269436-269036 CACUAGU....................
+U64882.1/1-342 ...........................
+AF056391.1/4-345 ...........................
+AE016950.1/193110-193498 GUAAU......................
+U64887.1/1-331 ...........................
+U64886.1/1-331 ...........................
+U64883.1/1-328 ...........................
+AF295988.1/1-331 ...........................
+AF295987.1/1-332 ...........................
+AJ511695.1/1-374 ...........................
+AJ511701.1/1-371 ...........................
+AE007349.1/3872-4272 AUAGG......................
+AE010077.1/9704-9310 AAUAGGUUAAG................
+AE014893.1/1732-2120 A..........................
+U64878.1/1-308 ...........................
+U64877.1/1-316 ...........................
+AF295989.1/1-302 ...........................
+D13066.1/58-413 AUCA.......................
+X69983.1/47-447 .........AAAAACAGCGUAAAA...
+U41756.1/1-291 .......AAAACACUUGCGCGA.....
+X69982.1/45-449 .......AAAAAAACAGCGAAUCUGAA
+AE002128.1/6884-7252 ...........................
+#=GC SS_cons .bbbbbb....................
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00011.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00011.idx
new file mode 100644
index 0000000..b5616af
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00011.idx
@@ -0,0 +1 @@
+U39713.1/7664-7293
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00011.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00011.raw
new file mode 100644
index 0000000..232997c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00011.raw
@@ -0,0 +1,226 @@
+>M13175.1/1-401
+GUUCUUAACGUUCGGGUAAUCGCUGCAGAUCUUGAAUCUGUAGAGGAAAGUCCAUGCUCG
+CACGGUGCUGAGAUGCCCGUAGUGUUCGUGCCUAGCGAAGUCAUAAGCUAGGGCAGUCUU
+UAGAGGCUGACGGCAGGAAAAAAGCCUACGUCUUCGGAUAUGGCUGAGUAUCCUUGAAAG
+UGCCACAGUGACGAAGUCUCACUAGAAAUGGUGAGAGUGGAACGCGGUAAACCCCUCGAG
+CGAGAAACCCAAAUUUUGGUAGGGGAACCUUCUUAACGGAAUUCAACGGAGAGAAGGACA
+GAAUGCUUUCUGUAGAUAGAUGAUUGCCGCCUGAGUACGAGGUGAUGAGCCGUUUGCAGU
+ACGAUGGAACAAAACAUGGCUUACAGAACGUUAGACCACUU
+>M19022.1/1-408
+UGAAAUAACGUUCAGGUAAUCGCUGCAUCAUUUGAUGUAGAGGAAAGUCCAUGCUCGCAC
+GGUGCUGAGAUGCCCGUAGUGUUCGUGCCUAGUGAAAAAAUAAGCUAGGGCAGCUUGGCU
+UAUAGCUUAGCUGACGGCGGGAAAAACCACCUAAGUCUUUGGAUAUGGUCGAGUAUCCUG
+AAAGUGCCACAGUGACGAAGCUUUGCUGGAAACAGCAAAGGUGGAACGCGGUAAACCCCA
+CGAGCGAGAAACCCAAACAAUGGUAGGGGAACUGUCUCAAAGGAAUCUAACGGAGAGACG
+GACGGUUACAUGCGUAAUCGUAGAUAGAUGAUUACCGCCUGAGUACGAGAUUAAAAUCGU
+UUGCAGUACAAAGGUACAAAACAUGGCUUUACGAACGUUGUUGAAACA
+>AE017029.1/38244-38651
+UCAUAACGUUUGGGUAAUCGCUGCAACGCCAACGUUGUAGAGGAAAGUCCAUGCUCGCAC
+GGCCUGAGAUGGCUGUAGUGUUCGUGCCUAGCCAAUUCAUAAGCUAGGGUAUUCUGGCUG
+UAAGGCUGGUUUAACGGCAGGGAAAAAACCUAAGUCCUUUCGGAUAUGGUUUGACUACCU
+UUAAAGUGCCACAGUGACGAAGUCCUUGAAGAAAUGAUAGGAGUGGAACGAGGUAAACCC
+CACGAGCGAGAAACCCAAAUAAUGGUAGGGGAAUCUUUUCCAAGGAAAUGAACGAUGGGA
+AAGGACAGGUUGUAUAACCUGUAGAUAGAUGAUUGCCACCGGAGUACGAGGCGUGGGCCG
+UUUGCAGUACAAAGGAACAGAACAUGGCUUACAGAACGUUAUGAACCA
+>AP001513.1/43510-43921
+AUCAUAACCGUUCAGGUAACCGCUGCAUCGCAUGCGAUGUAGAGGAAAGUCCAUGCUCGC
+ACAGGCUGAGAUGCUUGUAGUGUUCGUGCCUAGCGAAGUCAUAAGCUAGGGUAGUCUGGU
+UCUUAGAACUGGGCUAACGGCAAGGUAAGCACCUACGUUCAUCAUGAAUAUGGUGUGAUG
+CCUUUGAAAGUGCCACAGUGACGUAGUCCGUUUGGAAACAGACGGAGUGGAACGAGGUAA
+ACCCCUCGAGCGAGAAACCCAAAAAUUGGUAGGGGAACCUUCUUGAAGGAAAUGAACGGA
+GAGAAGGACGGAAGUUUUACUUCUGUAGACAGAUGGUUACCACCGGAGUACGAGGUUCAU
+CACCGUUUGUAGUACGAAGGAACAGAACAUGGCUUAUCGAACGGGAAUGAGA
+>M19021.1/1-417
+GUUAAUCAUGCUCGGGUAAUCGCUGCGGCCGGUUUCGGCCGUAGAGGAAAGUCCAUGCUC
+GCACGGUGCUGAGAUGCCCGUAGUGUUCGUGCCUAGCGAAUCCAUAAGCUAGGGCAGCCU
+GGCUUCGGCUGGGCUGACGGCGGGGAAAGAACCUACGUCCGGCUGGGAUAUGGUUCGAUU
+ACCCUGAAAGUGCCACAGUGACGGAGCUCUAAGGGAAACCUUAGAGGUGGAACGCGGUAA
+ACCCCACGAGCGAGAAACCCAAAUGAUGGUAGGGGCACCUUCCCGAAGGAAAUGAACGGA
+GGGAAGGACAGGCGGCGCAUGCAGCCUGUAGAUAGAUGAUUACCGCCGGAGUACGAGGCG
+CAAAGCCGCUUGCAGUACGAAGGUACAGAACAUGGCUUAUAGAGCAUGAUUAACGUG
+>M19023.1/1-411
+AUGCAGGAAAUGCGGGUAGCCGCUGCCGCAAUCGUCUCGGCGAUUGGCGGUAGAGGAAAG
+UCCAGGCUCGCCCAAGCUGAGAUGCUUGGAGUGUUCGUACCUGGCGCAAGCCAGGGCAAG
+UGAGGCGCAAGCCUCGCUGACGGCGUGGAAAGGGCUCUCUCUGAGGCCCGAGUACGCUGA
+AAGUGCCACAGAAACGUAGCUUUUCUGGCGACAGAAAAGAUGGAACGCGGUAAACCCUGC
+GAGCGAGAAACCCAAAUUUGGUAGGGGAACCGUCCUGAAGGAAUCAAACGGAAGGGACGG
+AUGGUAUCUUCGGAUGCCAUAGAUAGAUGGCUACCGCUCUUGGUGCGAGGGAUACGUCCC
+GCUUGCAGCACGGGAGAGACAGAACCUGGCUUAUAGCAUUUCCUGCUGGAU
+>U64885.1/1-349
+GAGGAAAGUCCGGGCUCACACAGUCUGAGAUGAUUGUAGUGUUCGUGCUUGAUGAAACAA
+UAAAUCAAGGCAUUAAUUUGACGGCAAUGAAAUAUCCUAAGUCUUUCGAUAUGGAUAGAG
+UAAUUUGAAAGUGCCACAGUGACGUAGCUUUUAUAGAAAUAUAAAAGGUGGAACGCGGUA
+AACCCCUCGAGUGAGCAAUCCAAAUUUGGUAGGAGCACUUGUUUAACGGAAUUCAACGUA
+UAAACGAGACACACUUCGCGAAAUGAAGUGGUGUAGACAGAUGGUUAUCACCUGAGUACC
+AGUGUGACUAGUGCACGUGAUGAGUACGAUGGAACAGAACGCGGCUUAU
+>AF151218.1/1-397
+UGAUAUUUCGGGUAAUCGCUAUAUUAUAUAGAGGAAAGUCCAUGCUCACACAGUCUGAGA
+UGAUUGUAGUGUUCGUGCUUGAUGAAACAAUAAAUCAAGGCAUUAAUUUGACGGCAAUGA
+AAUAUCCUAAGUCUUUCGAUAUGGAUAGAGUAAUUUGAAAGUGCCACAGUGACGUAGCUU
+UUAUAGAAAUAUAAAAGGUGGAACGCGGUAAACCCCUCGAGUGAGCAAUCCAAAUUUGGU
+AGGAGCACUUGUUUAACGGAAUUCAACGUAUAAACGAGACACACUUCGCGAAAUGAAGUG
+GUGUAGACAGAUGGUUAUCACCUGAGUACCAGUGUGACUAGUGCACGUGAUGAGUACGAU
+GGAACAGAACAUGGCUUAUAGAAAUAUCACUACUAGU
+>AE016747.1/269436-269036
+UGAUAUUUCGGGUAAUCGCUAUAGCAAUAUAGAGGAAAGUCCAUGCUCACACAAUCUGAG
+AUGAUUGUAGUGUUCGUGCUUGAUGAAACAAUAAAUCAAGGCAUUAAUUUGACGGCAAUG
+AAAUAACCUAAGUCAUUGGAUAUGGUUAGAAUAGUUUGAAAGUGCCACAGUGACGUAGCU
+UUUAUAGAAAUAUAAAAGGUGGAACGCGGUAAACCCCUCGAGUGAGCAAUCCAAAUUGGG
+UAGGAGCACUUGUUUAGCGGAAUUCAACGUAUAGACGAGACGAUUUUUACGCGAAAGUAA
+AAAUAUGUAGACAGAUGGUUACCACCGACGUACCAGUGUAACUAGUACACAUUAUGAGUA
+CAACGGAACAGAACAUGGCUUACAGAAAUAUCAUCACUAGU
+>U64882.1/1-342
+GAGGAAAGUCCGGGCUCGCACAUCCUGCGAUGGAUGUAGUGUUCGUGCCCGUUCGUAAUG
+GCGGGGCAGUCAGCUUUUUAGCAGACUGACGGCGGGGAAAGCAUCCUACAGCCAUCUUGG
+CCAUGGUGCAAAUACCCUGAAAGUGGAUAGAGACGAGUCGUCGGGGAAACUCGACGAGUG
+GAACGACUAAACCCCACGAGCGAGCAACUCAGUGUGUAGAGGCACCUGGCUGAGAGAAAU
+GAAUCGACGCUGGGACGAUCGCCAUAUGAUCGUAGAAAAAUGAUUGCCCCUUCUGUGGGA
+GGCUGGGAAGCCAAGAACCACAUUGGGACAGAACCCGGCUUA
+>AF056391.1/4-345
+GAGGAAAGUCCGGGCUCGCACAUCCUGCGAUGGAUGUAGUGUUCGUGCCCGUUCGUAAUG
+GCGGGGCAGUCAGCUUUUUAGCAGAUUGACGGCGGGGAAAGCAUCCUACAGCCAACUUGG
+CCAUGGUGCAAGUACCCUGAAAGUGGAUAGAGACGAGUCGUCGGGGAAACUCGACGAGUG
+GAACGACUAAACCCCACGAGCGAGCAACUCAGUGUGUAGAGGCACCUGGCUGAGAGAAAU
+GAAUCAAUGCCGGGACGAUCGACAUAUGAUCGUAGAAAAAUGAUUGCCCCUUCUGUGGGA
+GGCUGGGAAGCCUAGAACCACAUUGGAACAGAAUCCGGCUUA
+>AE016950.1/193110-193498
+AUUUGUAAUUUUCGGGUGAUCGCGGUUUGCUUUUGCAAGCUGAGGAAAGUCCAUGCUCGC
+ACAAGCUGAGAUGCUUGUAGUGUUCGUGCUUAGCGAAAUCAUAAGCUAAGGUACUCUUUU
+AGAGUAACGGCAGGAAAAAUGACUAAGGUUUCGACUAUGUCAAAGUAUCCUUGAAAGUGC
+CACAGUGACGAAGCGAUGUGGGAAACUCCAUCGGUGGAACGCGGUAAACCCCUCGAGCGA
+GCAACCCAAACAAUGGUAGGGGCGCUCUUCUAAAGGAAAUGAACGAGUAGAAGAGGCAGA
+GUUUACUCUGCAGAUAGAUGAUGACCGUCACCAAUUUUUCCUGAAGAAUUGGUGAUACAG
+AACAUGGCUUAUAGAAAAUUACAAGUAAU
+>U64887.1/1-331
+GAGGAAAGUCCGGGCUCGCACAAGCUGAGAUGCUUGUAGUGUUCGUGCUUAGCGAAAUCA
+UAAGCUAAGGUACUCUUUUAGAGUAACGGCAGGAAAAAUGACUAAGGUUUCGACUAUGUC
+AAAGUAUCCUUGAAAGUGCCACAGUGACGAAGCGAUGUGGGAAACUCCAUCGGUGGAACG
+CGGUAAACCCCUCGAGCGAGCAACCCAAACAAUGGUAGGGGCGCUCUUCUAAAGGAAAUG
+AACGAGUAGAAGAGGCAGAGUUUACUCUGCAGAUAGAUGAUGACCGUCACCAAUUUUUCC
+UGAAGAAUUGGUGAUACAGAACGCGGCUUAU
+>U64886.1/1-331
+GAGGAAAGUCCGGGCUCGCACAGGCUGUGAUGCCUGUAGUGUUCGUGCUUAGCGAAACAA
+UAAGCUAAGGUGCUCUAUUAGAGUAACGGCAGGAAAACAAGCUAAGGUUUUUAACUAUGC
+UUAAGUAUCCUUGAAAGUGCCACAGUGACGAAGCGGAUAGGGAAACUUAUUCGGUGGAAC
+GCGGUAAACCCCUCGAGCGAGCAACCCAAACAAUGGUAGGGGCGCUUUUUGUUGGGAAUU
+AAGAACGAGACAAAAAGGCAGGUUAACUGCAGAUAGAUGGUUACCACAUUGCUUUUUCUC
+CCUGGAAAGUAGUGUACAGAACACGGCUUAU
+>U64883.1/1-328
+GAGGAAAGUCCGGGCCCGCGCAAGCUGAGAUGCUUGUAGUGUUCGUGCUAAGCCCAAUAA
+GCUUAGGGGCCGUGUAAACGGCUACGGCGGCCAAACGCGCUAAGGCGUCAGCUAUGCGCU
+AGUAGGUCUGAAAAGUGCCACAGUGACGAAACGAUCAGGGAAACCUGAGCGGUGGAACGG
+GUAAACCCCGCGAGCGAGUAACCCAAACUUUUGGUAGGGGCGUUUUGCCAAGCAAAUUGA
+AGCGACGGCAAUACAGCGGUAACGCUGAGAUAGAUGAUGACUGAAGGAGCUUGUGCCUGA
+ACAAGUUCUGGAACAACACACGGCUUAU
+>AF295988.1/1-331
+GAGGAAAGUCCGGGCUAGCACUGGCUGUGAUGCCGGUAGUGUUUGUGCUAGGUGAAUCAA
+UAAGCCUAGGGACAUCUUUUUGAUGUUACGGCGGGCAAAAAGGCUAAGUCUUUACGGAUA
+UGUCUGAAUAGCCCUGAAAGUGCCACAGUGACGUAGUUCUUGGGGAAACCUAAGAAGUGG
+AACGCGGUAAACCCCUCAAGCUAGCAACCCAAACUUUGGUAGGGGCAUGGGAUAGUUGGA
+AUCCGAACAAUCUAUCCUGACUGGAAACAGUAGACAGAUGAUUAUCGAAGGAGAUAAGAC
+CUAGUUAUCUCUGGAACAAAACACGGCUUAU
+>AF295987.1/1-332
+GAGGAAAGUCCGGGCUAGCACCGGCUGUGAUGCUGGUAGUGUUUGUGCUAGGCGAACAAA
+UAAGCCUAGGGAUGUGUUUGACACAUUACGGCGAGUGAAAAGGCUAAGUCCUUGGAUAUG
+CCAGAGUAGCUCUGAAAGUGCCACAGUGACGAAGUUUUUAUGGAAACGUAAAAAGUGGAA
+CGCGGUAAACCCCUCAAGCUAGCAACCCAAACUUUGGUAGGGGCAUGGGAUAGUUGGAAA
+CGAACAAGCUAUCCUGACUGUUGACAAACAGUAGACAGAUGAUUAUCGAAGGAGAUAAUA
+CCUAGUUAUUUCUGGAACAAAACACGGCUUAU
+>AJ511695.1/1-374
+GUGCAAUUUUUGGAUAAUCGCGUAGUAUUGCAAUACUAUGAGGAAAGUCCAUGCUAGCAC
+CGGCUGUGAUGCUGGUAGUGUUUGUGCUAGGCGAACAAAUAAGCCUAGGGAUGUGUUUGA
+CACAUUACGGCGAGUGAAAAGGCUAAGUCCUUGAUAUGCCAGAGUAGCUCUGAAAGUGCC
+ACAGUGACGAAGUUUUUAUGGAAACGUAAAAAGUGGAACGCGGUAAACCCCUCAAGCUAG
+CAACCCAAACUUUGGUAGGGGCAUGGGAUAGUUGGAAACGAACAAGCUAUCCUGACUGUU
+GACAAACAGUAGACAGAUGAUUAUCGAAGGAGAUAAUACCUAGUUAUUUCUGGAACAAAA
+CAUGGCUUAUAGAA
+>AJ511701.1/1-371
+GUGCAAUUUUUGGAUAAUCGCAUGAAAAGUUAUUUUUUAUGAGGAAAGUCCAUGCUAGCA
+CUGGCUGUGAUGCCGGUAGUGUUUGUGCUAGGCGAAACAAUAAGCCUAGGGACGGAUUAU
+UCCGUUACGGCGGAUGAAACAGCUAAGUCUCUUGAUAUGCUGGAGUAGGCCUGAAAGUGC
+CACAGUGACGUAGUUUUUGUGGAAACACAAAAAGUGGAACGCGGUAAACCCCUCAAGCUA
+GCAACCCAAACUUUGGUCGGGGCAUGGAAUGCGUGGAAACGAACAUUGCAUUCUGACUGG
+AAACAGUAGACAGAUGAUUAUCGAAGGAAAUGGUACCUAGUCAUUUCUGGAACAAAACAU
+GGCUUAUAGAA
+>AE007349.1/3872-4272
+AUGUGCAAUUUUUGGAUAAUCGCGUGAGGAGAAUUGUUUCUCAUGAGGAAAGUCCAUGCU
+AGCACAGGCUGUGAUGCCUGUAGUGUUUGUGCUAGGCGAAACCAUAAGCCUAGGGACGAG
+AAAUCGUUACGGCAGUUGAAAUGGCUAAGUCCUUGGAUAGGCCAGAGUAGGCUUGAAAGU
+GCCACAGUGACGGAGUCUUUCUGGAAACAGAGAGAGUGGAACGCGGUAAACCCCUCAAGC
+UAGCAACCCAAAUUUUGGUCGGGGCAUGGAGUACGCGGAAACGAACGUAGUAUUCUGACU
+GCUAUCAGCUAGAGCUGUUAGUGGUAGACAGAUGAUUAUCGAAGGAAGUGGUCCUAGUCA
+CUUCUGGAACAAAACAUGGCUUAUAGAAAAUUGCAUAUAGG
+>AE010077.1/9704-9310
+CUGUGCAAUUUUUGGAUAAUCGCGUAGUAUUUUAAUACUAUGAGGAAAGUCCAUGCUAGC
+ACUGGCUGUGAUGCCAGUAGUGAUUGUGCUAGGCGAACACAUAAGCCUAGGGAUGUGCAU
+ACACAUUACGGCGAAGGAAAUGGCUAAGUCGUUUGAUAUGCCAAAGUACUUCUGAAAGUG
+CCACAGUGACGUAGUUUUUAUGGAAACGUAAAAAAUGGAACGCGGUAAACCCCUCAAGCU
+AGCAACCCAAACUUUGGUAGGGGCAUGGGAUAGUUGGAAACGAACAAGCUAUCCUGACUG
+UCAACAGACGGUAGACAGAUGAUUAUCGAAGGAAAUAAUUCCUAGUUAUUUCCGGAACAA
+AACAUGGCUUAUAGAAAAUUGCAUAAUAGGUUAAG
+>AE014893.1/1732-2120
+AUGCAAUUUUUGGAUAAUCGCGUGGUAAAUAUUGCAAUUUUAUCAUGAGGAAAGUCCAUG
+CUAGCACUGGCUGUGAUGCCAGUAGUGUUUGUGCUAGACAAAAAAAUAAGUCUAGGGAUG
+UGCUUUGCGCAUUACGGCGGAUAAAAUGGCUAAGUCUUUGAUAGGCCGGAGUAAUUCUGA
+AAGUGCCACAGUGACGUAGCUUUUAUGGAAACAUAAAAGGUGGAACGCGGUAAACCCCUC
+AAGCUAGCAACCCAAACUUUGGUAGGGGCAUGGAAAAGCUGGAAAAAGAACGGUCUUUUC
+UGACUGCAUAAGCAGUAGACAGAUGAUUAUCAAAAAAGGUGGUACCUAGUCGCCUUUGGA
+ACAAAACAUGGCUUAUAGAAAAUUGCAUA
+>U64878.1/1-308
+GAGGAAAGUCCGGGCUCGCACAUUCUGUGAUGAAUGUAGUGUUUGUGCUGGAUGAAACGA
+UAAAUCCAGGCAGCGUAAGCUGACGGCUGGAGAAGGCCUGUGGUGAAAGCUAUGGCGGAC
+UCCUUUAAAAGUGCCACAGAAACGAGCUUUUCGGGAAACCGGAAAGAUGGAACGGGUAAA
+CCCCGCAAGCGAGAAACCCAAAUUUGGUAGGGGAAUCUAAUCACGGCAAAACGAAGCCAG
+UGAUCGGAACGUGGAAACACGUAGAUAAAUGACUGCCACUUUCGCAAGAGAGUACAAAAC
+ACGGCUUA
+>U64877.1/1-316
+GAGGAAAGUCCGGGCUAGCACACACCUUAUGGGUGUGUAGUGUUUGUGCUAAGGGAAAUC
+AUAACCUUAGGUAUGUUGUAUAAACAUAACGGCAAACUAGUUAUAGCUAAGGUGUUUCAC
+UACGUUAUAACUUAAAUUAAAGUGCCACAGAGACGAAUCUAUUUAGAAAUAAAUAGAGUG
+AAACGCGGUAAACCCCUCAAGCUAGCAACCCAAAUUAGGUAGGGGCACAUGAUGUGUAGC
+AAUACAACAUCAUGCAAGAUUUGAAUCUUGAGAUUAAUAGUCACAAAAGAAGAAAUUCUU
+UACAGAACGCGGCUUA
+>AF295989.1/1-302
+GAGGAAAGUCCGGGACUCGCACCACCUGAGAUGGUGGUAGUGUUUGUGCUCAGUGAAUCA
+AUAAGCUGAGGUAUAGAGGCAUCUAUAACGGCAGACCAAAAUCCUAAGGGAAACUAUGGA
+UGGAGGCUAUAAAAGUGCCACAGUGACGAAGUUCCUAGGGAAACCUAGGAAGUGGAACGA
+GGUAAACCCCAUAAGCGAGAAACCCAAAAUUGGUAGGGGAACUCACACUACUGAAAUGAA
+GGUAACGUGAGACGUUUUUAAAACGUAGAUAAAUGAUUAUCGCAAGUCANAACACGGCUU
+AU
+>D13066.1/58-413
+GAGAUUUUAUUGGUCAAUCGCUGUAUUUGAAAAAGAAUAUAGAGGAAACUCCACGCUUAC
+ACAAUCUGUGAUGAUUGUAGUGUUUAUGCUAAAUGAAAAAAUAAAUUUAGGCAGUAAUUA
+AUUACUGACGGCAUAACUAACCUAAGGCUUUGCUAUGGUGAUGUUAUAAAGUGCCACAGA
+GACGAAUAAAGAGAAAUCUUGAAAUGGAACGCGGUAAACCCCAUAAGUAAGAAACUCAAA
+UUUUGGUAGAGGAAUCUGAUUAAGAAAAUAAGAAUCAAAAUCAGAAGUUAUUAUUAACUA
+GAUAGAUGAUUGACGCUGAAAAGUACAAAACGUGGGUUAUAAAUAAAAUCUCAUCA
+>X69983.1/47-447
+GCACAAGUCAAUCGCAGGUAUAAUCAAAAUAUUAUUUUAUAAAUAUAAAUUAUAUUUUGA
+UUAAUAUUUGAGGAAAGUCCGCGCUAGCACUACCUGUGAUGGUAGUAGUGUUCAUGUUGG
+GUCUAAUAAACCCAAGCUUAGACGACAAGUGCCACAGAGACGAGCUUAUUUAUUAAAUUC
+UUCUUUUUCUAUAUUGAGAAUUACAAUUUUUUUCUUAAUAAAUAAGGUGAAACGCGGUAA
+ACUCCAUGAGCUAGAAACCUAAAUUUUGGUAAGGGAGCCCAAUUUGAAGAAAAAAAACUU
+CGAUUGGGAAGUUUUUUGAUAAGGUUAUUAUUAAAAGAAAAACUUAGAUAAAUGAUUGAC
+UGAUACAGAACGCGGCUUAUUAGUGCAAAAACAGCGUAAAA
+>U41756.1/1-291
+AGCAUUGGCUAACAGCUGCUUGAAAGAGUAGAGGAAAGUCCACGCUAGCACAACCUGCGA
+UGGUUGUAGUGAUCAUGCUAGGCCCAAUAAGCCUAGGCUUAGACGACUAGUGCCACAGAG
+ACGAGAAUUGUGAAACGCGGUAAACUCCAUGAGUUAGAAACCCAAAUAUUGGUAGGGGAA
+CUUUUCAACGGAAAUUGAACCAAAGAAAAGAGUUGAUUAAUCAACUAGAUAAAUUGUUAG
+CACCUGAGAGGGUACAAAACGUGGCUUAUAAAUGCUAAAACACUUGCGCGA
+>X69982.1/45-449
+UGCACAAGUCAAUUGCAGAUAUAAUUAAAUAUAAUAAUUUUUUUAUAAUUGUUAUAUUUA
+ACAAAUUUAUAUUUGAGGAAAGUCCGCGCUAGCACUACCUGAGAUGGUAGUAGUGUUCAU
+GUUGGAUCUAAUAAAUCCAAGCUUUAGACGACCAGUGCCACAGAGACGAGUUUAUUUAUU
+AAUUUGUUUAUAUUAAAAAAUAGUUUAGAAUUUUUAAAUUAAUAAAUAAGGUGAAACGCG
+GUAAACUCCAUGAGCUAGAAACCUAAAUUUUGGUAAGGGAGCCCAAUUUCGGGAAACAAA
+CUUUAAUUGGGAAGUUCUAUUAUAAUAUUUUUAUAAAGAACUUAGAUAAAUGAUUGAUUA
+AUACAGAACGCGGCUUAUUAGUGCAAAAAAAACAGCGAAUCUGAA
+>AE002128.1/6884-7252
+GUGUAAAAAGCUAAUUGCUGCAUUUUUUAAAAAAUGUAGAGGAAAGUCCGUGCUCACACU
+AACUGUGAUGUUAGUAGUGUUUGUGUAUGUAUAAUUAAUAAGGCAUAGCAUAGGCAUAUG
+ACGGCAAAUUUUUAAGCUAAGUGAUUUAAAUUAUAUGUUUAAAAAUUUAUAAAAGUGCCA
+CAGAGACGAUUAAUCAAGAAAUUGAUGAGAUGAAACGUUGGUAAACCCCACAAGUGAGAA
+ACCUAAAUUUCGGUAAGGGAAUCUAAUUUAGUAAAUUAAGAAAUUAAAUUAGGAUAGAAU
+UGUUUACAUUCUAUAGAUAAAUAAUUAGCGCUACAUUUUUGUAGAACAGAACACGGCUUA
+UUUUUACAU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00011.test b/benchmarks/cmsearch-rmark/rmark-1/RF00011.test
new file mode 100644
index 0000000..267814d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00011.test
@@ -0,0 +1,8 @@
+>U39713.1/7664-7293
+GCUGUCGGUUAGUUGCUGCUUUAAAGAUAUAUUUAAAGUAGAGGAAAGUCCAUGCUUGCA
+CUUGCUGGAAUGCAAGUAGUGUUUGUGUAAAUCAAAGCGAUAAGAUUUAGGAUGUGAUAG
+CCAUAACGACAUAACUAGUCUAAGGUUAAUACUAUGAUGAUGUUUUGAAAGUGCCACAGA
+GACGAGCUUGGUGAAAACCAGGUAUGAAACGCGGUAAACUCCACAAGCAAGAAACCUAAA
+UUUUGGUAAGGGAAUGUUGCUUUAAGAACAAAUAAUUAAAGUAAUGACAGCAAUUGCUGU
+AGAUAAAUAACUGACUUUAAAACAGAACAUGGCUUAUUGACAGCAUGCUAUCUAAAAAAA
+GGAUCAUGAUGA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00012.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00012.ali
new file mode 100644
index 0000000..3260ca6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00012.ali
@@ -0,0 +1,65 @@
+# STOCKHOLM 1.0
+#=GF ID U3
+#=GF AC RF00012
+#=GF DE U3 small nucleolar RNA
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 37.0
+#=GF NC 36.3
+#=GF TC 37.2
+
+Z12613.1/694-912 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGU
+X07318.1/1-219 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGU
+X07319.1/1-197 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUUUACCUGGUGAGAUGU
+J01884.1/1-214 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUU
+V01267.1/2-213 GUGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUU
+X14945.1/538-753 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUGUGUUACUAGAGAAGUUU
+#=GC SS_cons ......<<<<<<<<.<<<..<<<<<<..<<<<.....>>>>..>>>>>>.
+
+Z12613.1/694-912 GCUCGAAAGUGUCUGAACUCAC....AAACCACGAGGAAGAGCGU..CA.
+X07318.1/1-219 GCUCGAAAGUGUCUGAACUCAC....AAACCACGAGGAAGAGCGU..CA.
+X07319.1/1-197 GCUCUAAAGUGUCUGAACUCAC....AAACCACGAGGAAGAGCGU..CA.
+J01884.1/1-214 CUCUGACUGUGUAGAGCACCCG....AAACCACGAGGAGGAGACG..UA.
+V01267.1/2-213 CUCUGACUGUGUAGAGCCCACG....AAACCACGAGGACGAGACA..UA.
+X14945.1/538-753 CUCUGAACGUGUAGAGCACCGA....AAACCACGAGGAAGAGAGG..UA.
+#=GC SS_cons .>>>>>>>>>>>.................<<<<.................
+
+Z12613.1/694-912 ...GUGUUCUCUCCU..GAGCGUGAAGUGA....................
+X07318.1/1-219 ...GUGUUUUCUCCU..GAGCGUGAAGUGA....................
+X07319.1/1-197 ...GUGUCUUCUCCU..GAGCGUGAAGUGA....................
+J01884.1/1-214 ...GCGUUCUCUCCU..GAGCGUGAAGCCG....................
+V01267.1/2-213 ...GCGUCCCCUCCU..GAGCGUGAAGCCG....................
+X14945.1/538-753 ...GCGUUUUCUCCU..GAGCGUGAAGCCG....................
+#=GC SS_cons ...<<<<<<<<<<<<..............<....................
+
+Z12613.1/694-912 ..................................................
+X07318.1/1-219 ..................................................
+X07319.1/1-197 ..................................................
+J01884.1/1-214 ..................................................
+V01267.1/2-213 ..................................................
+X14945.1/538-753 ..................................................
+#=GC SS_cons ..................................................
+
+Z12613.1/694-912 .............GCUC.ACAGU.GCUGCUUCA.UUGUGGCUGCUGUUUG
+X07318.1/1-219 .............GCUC.ACAGU.GCUGCUUCA.UUGUGGCUGCUGUUUG
+X07319.1/1-197 .............GCUC.UCAGU.GCUGCUUCA.UUGUGGCUGCUGUUUG
+J01884.1/1-214 .............GCUC.UUAGU.GUUGCUUCC.GUGCAACUGCUAUUGG
+V01267.1/2-213 .............GCUC.UAGGU.GCUGCUUC..UGCCUCUUGCCAUUGG
+X14945.1/538-753 .............GCUUUCUGGC.GUUGCUUGG.CUGCAACUGCCGUCAG
+#=GC SS_cons .............<<...<<<<<.<<<<<.......>>>>>.>>>>>..>
+
+Z12613.1/694-912 CUAUU........GAUGAACGU......UCUG.CUCCCCUUUA.UUAUUG
+X07318.1/1-219 CUAUU........GAUGAACGU......UCUG.CUCCCCUUUA.UUAUUG
+X07319.1/1-197 CUAUU........GAUGAACGU......UCUACUUCCCCUUUA.UUAUUG
+J01884.1/1-214 CCAUU........GAUGAUCGU......UCUCGGUCCUCU.......CUG
+V01267.1/2-213 CAGCU........GAUGAUCG.......UCUUCUCUCCUU.......CGG
+X14945.1/538-753 CCAUU........GAUGAUCGU......UCUUCUCUCCGUA......UUG
+#=GC SS_cons >>..........................<<<..<<<<<<..........>
+
+Z12613.1/694-912 GGGAGAUGGA..........GGGAGA.GAACACA.GGCUGAGUGG
+X07318.1/1-219 GGGAGAUAGA..........GGGAGA.GAACACA.AGCUGAGUGG
+X07319.1/1-197 GGGAGAUGGA...................................
+J01884.1/1-214 AGGGGCGAGA..........GGGAGA.GAACGCA.GUCUGAGUGG
+V01267.1/2-213 GGGGGUAAGA..........GGGAGG.GAACGCA.GUCUGAGUGG
+X14945.1/538-753 GGGAGUGAGA..........GGGAGA.GAACGCG.GUCUGAGUGG
+#=GC SS_cons >>>>>..>>>..........>>>>>>.>>>>>>........>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00012.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00012.idx
new file mode 100644
index 0000000..3707106
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00012.idx
@@ -0,0 +1,5 @@
+U27297.1/2-180
+X05498.1/324-651
+AL121770.1/10682-10430
+V00190.1/62-269
+X79685.1/140-354
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00012.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00012.raw
new file mode 100644
index 0000000..dd66da7
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00012.raw
@@ -0,0 +1,30 @@
+>Z12613.1/694-912
+AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGUGCUCGAAAGU
+GUCUGAACUCACAAACCACGAGGAAGAGCGUCAGUGUUCUCUCCUGAGCGUGAAGUGAGC
+UCACAGUGCUGCUUCAUUGUGGCUGCUGUUUGCUAUUGAUGAACGUUCUGCUCCCCUUUA
+UUAUUGGGGAGAUGGAGGGAGAGAACACAGGCUGAGUGG
+>X07318.1/1-219
+AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGUGCUCGAAAGU
+GUCUGAACUCACAAACCACGAGGAAGAGCGUCAGUGUUUUCUCCUGAGCGUGAAGUGAGC
+UCACAGUGCUGCUUCAUUGUGGCUGCUGUUUGCUAUUGAUGAACGUUCUGCUCCCCUUUA
+UUAUUGGGGAGAUAGAGGGAGAGAACACAAGCUGAGUGG
+>X07319.1/1-197
+AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUUUACCUGGUGAGAUGUGCUCUAAAGU
+GUCUGAACUCACAAACCACGAGGAAGAGCGUCAGUGUCUUCUCCUGAGCGUGAAGUGAGC
+UCUCAGUGCUGCUUCAUUGUGGCUGCUGUUUGCUAUUGAUGAACGUUCUACUUCCCCUUU
+AUUAUUGGGGAGAUGGA
+>J01884.1/1-214
+AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUUCUCUGACUGU
+GUAGAGCACCCGAAACCACGAGGAGGAGACGUAGCGUUCUCUCCUGAGCGUGAAGCCGGC
+UCUUAGUGUUGCUUCCGUGCAACUGCUAUUGGCCAUUGAUGAUCGUUCUCGGUCCUCUCU
+GAGGGGCGAGAGGGAGAGAACGCAGUCUGAGUGG
+>V01267.1/2-213
+GUGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUUCUCUGACUGU
+GUAGAGCCCACGAAACCACGAGGACGAGACAUAGCGUCCCCUCCUGAGCGUGAAGCCGGC
+UCUAGGUGCUGCUUCUGCCUCUUGCCAUUGGCAGCUGAUGAUCGUCUUCUCUCCUUCGGG
+GGGGUAAGAGGGAGGGAACGCAGUCUGAGUGG
+>X14945.1/538-753
+AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUGUGUUACUAGAGAAGUUUCUCUGAACGU
+GUAGAGCACCGAAAACCACGAGGAAGAGAGGUAGCGUUUUCUCCUGAGCGUGAAGCCGGC
+UUUCUGGCGUUGCUUGGCUGCAACUGCCGUCAGCCAUUGAUGAUCGUUCUUCUCUCCGUA
+UUGGGGAGUGAGAGGGAGAGAACGCGGUCUGAGUGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00012.test b/benchmarks/cmsearch-rmark/rmark-1/RF00012.test
new file mode 100644
index 0000000..9e1025c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00012.test
@@ -0,0 +1,27 @@
+>U27297.1/2-180
+AGACUGUACUCCACAAGGAUCAUUUCUUGAGGAAGUAUCAGUCCGAUUCACAGAGAACAC
+UACAAUCUUCAACAGCCACGAUGAUGACUGGCAGCUUUCCUCUCGGAGCGUGAGGCAGCG
+AGCGACCUCGGUCGCAUCGCAUCGAUGAUCGCAGAUGAGAGGUCAGCAAUUUGAGUGGU
+>X05498.1/324-651
+AACACAUUCAACAGUAGGAUCAUUUCUAUAUUAAUCGUCACUCUUUGACUCUUCAAAAGA
+GCCACUGAAUCCAACUUGGUUGAUGAGCCCCAUAACCUUUGUACCCCAGAGUGAGGAAAU
+GAAAUCGAAUUUAAAUUAGCUUGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUU
+GAAUAAAAUUUUGCUUUGCCGUUGCAAUUGUGAUAACUUCCUUUGGAAUUUGUUGCGAUA
+UUUAAUGGCGCGAUGAUCUUGACCCAUCCUAUGUGCUUCCAUUUUGGAAGGAUAGGGAUU
+CAUGGGUGGGUACAAAUGGCAGUCUGAC
+>AL121770.1/10682-10430
+UCGACGAUACUCCAUAGGAUCAUUUCUAUAGUAUACGUCCGGCUUGGGUUUCCUAACCUA
+GCCACAGAACUCAACACGGAUGAUGAUAGGAGGCACCGUUGCCCUCAGAGUGAGGACUUU
+UAAUUCUUUGAAGGCAUGCUUUUCGAUUAGGUUUUUUACCUAAUUGUUUUGCUGUCUUUC
+UAUGCGAUGAUCUCUUACAUGAUAUGUUUCCUUUUGGUCGUAUUAUGUAGGGCAGCUGGU
+GUUUUCUGACGUG
+>V00190.1/62-269
+AUGACCAAACUCUUAGGAUCAUUUCUAGAGUAUCGUCUAUUAAAAUUAUUCAUCAAUAAU
+UUUUCCUCUUUCACAGCUAGGAUGAUGAUACACACUCACUAUACGAAAGCGUGAAACCGU
+UAUUAUCAAAUGAUUCAUUUAUUUGUUAUUAACAUUGAUGACCGUCUAAUUCAGGGAUGA
+AUUGGUUGUAUGGUGGGAUUCGUACUGG
+>X79685.1/140-354
+CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCUCGUACCGUUGCAUCCUUGACUAAUAA
+GGAGGCAAGCACUUAAGCUUGGUUGAUGACGCAUGACCUGUGGGCCAGAGCGUGAUUAAC
+GGCCGGAUCACUGGCUGAUUUGAUCCCACGGCUGUAGAGGAUCGUUUCUUGCCGGGCCUC
+GCCUGGCCAGGAUGGCUCUCAGGUUGUCUGACAGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00015.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00015.ali
new file mode 100644
index 0000000..a5bc4f2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00015.ali
@@ -0,0 +1,117 @@
+# STOCKHOLM 1.0
+#=GF ID U4
+#=GF AC RF00015
+#=GF DE U4 spliceosomal RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 10.0
+#=GF NC 9.8
+#=GF TC 10.0
+
+X58844.1/2-130 ACC.UCGCGACAGGGGCAAUAUAGCAGCAAGUGACG..GUUA.ACUGAUG
+U18778.1/15676-15517 AUCCUUAUGC.ACGGGAAAUACGCAUAUCAGUGAGG..AUUCGUCCGAGA
+X15491.1/209-337 AUCUUUGUGC.ACGGGUAUUACGCUUAUCAGUGAGGAACUUU.UCCUAGA
+K03095.1/1-130 AGCUUAGCGC.AGUGGCAAUACCGUAACCAAUGAAG..CCUC.CCUGAGG
+AE003669.4/204840-204702 AUCUUUGCGC.AGUGGCAAUACCGUAACCAAUGAAG..UCCU.CCUGAGG
+AE003664.2/78699-78837 AUCUUUGCGC.AGAGGCGAUAUCGUAACCAAUGAAG..UUCU.ACUGAGG
+K00474.1/2-142 AGCUUUGCGC.AGUGGCAGUAUCGUAGCCAAUGAGG..UUAA.UCCGAGG
+M14136.1/535-675 AGCUUUGCGC.AGUGGCAGUAUCGUAGCCAAUGAGG..UUUA.UCCGAGG
+M14136.1/1141-1281 AGCUUUGCGC.AGUGGCAGUAUCGUAGCCAAUGAGG..UUAA.UCCGAGG
+M18004.1/2-142 AGCUUUGCGC.AGUGGCAGUAUCGUAGCCAAUGAGG..UUUA.UCCGAGG
+K00782.1/2-136 AACUUUGC...AGUGGCAGUAUCGUAGCCAAUGAGG..UUUA.UCCGAGG
+AC004263.1/100956-100816 AGCUUUGCGC.AGUGGCAGUAUCGUAGCCAAUGAGG..UCUA.UCCGAGG
+AC004263.1/99622-99482 AGCUUUGCGC.AGUGGCAGUAUCGUAGCCAAUGAGG..UUUA.UCCGAGG
+X59361.1/1-140 AGCUUUGCGC.AGUGGCAGUAUCGU.GCCAAUGAGG..UUUA.UCCGAGG
+L22250.1/171-310 AGCUUUGCGC.AGAGGCGAUAACGUGACCAAUGAGG..CUC.AGCCGAGG
+X07828.1/1-139 AGCUUUGCGC.UGGGGCGAUAACGUGACCAAUGAGG..CUUU.GCCGAGG
+X51382.1/183-319 AGCUUUGCGC.UGGGGCGAUAACGUGACCAAUGAGG..CUUU.G.CGAGG
+X13840.1/1-121 ...UUUGCGCUUGGGGCAAUAUUAUAGCGCGUGA....CCGAAAGGGAUG
+X15933.1/1-149 AUCUUUGCGCUUGGGGCAAUGACGCAGCUAGUGAGG..UUCUAACCGAGG
+X15932.1/1-149 AUCUUUGCGCUUGGGGCAAUGACGCAGCUAGUGAGG..UUCUAACCGAGG
+X15931.1/1-150 AUCUUUGCGCUUGGGGCAAUGACGCAGCUAGUGAGG..UACUAACCGAGG
+X07112.1/1-152 AUCUUUGCGCUUGGGGCAAUGACGUAGCUAGUGAGG..UUCUAACCGAGG
+X07113.1/1-150 AUCUUUGCGCUUGGGGCAAUGACGUAGCUAGUGAGG..UUCUAACCGAGG
+X67146.1/296-445 AUCUUUGCGCUUGGGGCAAUGACGCAGCUAAUGAGG..UACUAACCGAGG
+X67145.1/194-344 AUCUUUGCGCUUGGGGCAAUGACGCAGCUAAUGAGG..UUCUAACCGAGG
+#=GC SS_cons .................<<.<<<<<.<<<...................>>
+
+X58844.1/2-130 CGCUAUUAUUGCUAGUUGAAAACUACU.......U.CAAUAA...GUGG.
+U18778.1/15676-15517 UUGUGUUUUUGCUGGUUGAAAUUUAAU.UAUAAACCAGACCGUC.UCCUC
+X15491.1/209-337 UGGCGUUAUUGCUAGUUGAAAACUAUU.AC....CCUGACCG...CUCCA
+K03095.1/1-130 UGCGGUUAUUGCUAGUUGAAAACUUUA.......ACCAAC.CCACGCC.A
+AE003669.4/204840-204702 UGCGGUUAUUGCUAGUUGAAAACUUUA.......ACCAAUACCCCGCC.A
+AE003664.2/78699-78837 UGCGAUUAUUGCUAGUUGAAAACUUUA.......ACCAAUACCCCGCC.A
+K00474.1/2-142 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.G
+M14136.1/535-675 CGCGAUUAUUGCUAGUUGAAAACUUUU.......CCCAAUACCCCGCC.A
+M14136.1/1141-1281 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.A
+M18004.1/2-142 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.G
+K00782.1/2-136 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.G
+AC004263.1/100956-100816 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.G
+AC004263.1/99622-99482 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.A
+X59361.1/1-140 CGCGAUUAUUGCUAAUUGAAAACUUUU.......CCCAAUACCCCGCC.G
+L22250.1/171-310 UGCGUUUAUUGCUGGUUGAAAACUUUCA......CCCAAUUGCCCGCC.G
+X07828.1/1-139 UGCGUUUAUUGCUGGUUGAAAACUUUU.......CCCAAUUGCCCGCG.A
+X51382.1/183-319 UGCGUUUAUUGCUGGUUGAAAACUUUU.......CCCAAUUGCCCGCG.A
+X13840.1/1-121 CAUAAUUAUUGCUAGUUGAAAACUAAU.......C.UAAU.GGCUGCG.G
+X15933.1/1-149 CGCGUCUAUUGCUGGUUGAAAACUAUU.U.....CCAAACCCC..CUCUU
+X15932.1/1-149 UGCGUCUAUUGCUGGUUGAAAACUAUU.U.....CCAAACCCC..CUCUU
+X15931.1/1-150 CGCGUCUAUUGCUGGUUGAAAACUAUU.U.....CCAAACCCC..CUCUU
+X07112.1/1-152 CGCGUCUAUUGCUGGUUGAAAACUAUU.UG....CCAAACCC...CUCUU
+X07113.1/1-150 CGCGUCUAUUGCUGGUUGAAAACUAUU.U.....CUAAACCCC..CUCUU
+X67146.1/296-445 CGCGUCUAUUGCUGGUUGAAAACUAUU.U.....CCAAACCCC..CUCCU
+X67145.1/194-344 CGCGUCUAUUGCUGGUUGAAAACUAUU.U.....CCAAACCCC..CUCCU
+#=GC SS_cons >>>>>>..>>....<<<<..................>>>>.....<<<<<
+
+X58844.1/2-130 AAACGACG.CUUG..................CGUCGGG.....UCCCAAU
+U18778.1/15676-15517 AUGGUCAAUUCGGUGUUCGCUUUUGAAUACUUCAAGACUAUGUAGGGAAU
+X15491.1/209-337 ACUCUCGU..UAA....................GAGU....UUUGGGAAU
+K03095.1/1-130 UG.GGACGUGAAA...............UACCGUCCAC...UACGGCAAU
+AE003669.4/204840-204702 UGGGGACGUGAAA...............UACCGUCCAC...UACGGCAAU
+AE003664.2/78699-78837 UGGGGACGUGAAA...............UACCGUCCAC...UACGGCAAU
+K00474.1/2-142 UGACGACUUGCAA...............UAUAGUCGGC...AUUGGCAAU
+M14136.1/535-675 UGACGACUUGAAA...............UAUAGUCGGC...AUUGGCAAU
+M14136.1/1141-1281 UGACGACUUGAAA...............UAUAGUCGGC...AUUGGCAAU
+M18004.1/2-142 UGACGACUUGCAA...............UAUAGUCGGC...AUUGGCAAU
+K00782.1/2-136 UGACGACUUGAAA...............UAUAGUCGGC...AUUGGCAAU
+AC004263.1/100956-100816 UGACGACUUGCAA...............UAUAGUCGGC...ACUGGCAAU
+AC004263.1/99622-99482 UGACGACUUGAAA...............UAUAGUCGGC...AUUGGCAAU
+X59361.1/1-140 UGACGACUUGCAA...............UAUAGUCGGC...AUUGGCAAU
+L22250.1/171-310 CG.GCGCCUGAAA...............CAUGGCGGCC...GUACG.AAU
+X07828.1/1-139 UG.UCCCCUGAAA...............CAUGGGUGGC...AUACGCAAU
+X51382.1/183-319 UG.UCCCCUGAAA...............CAUGGGUGGC...AUACGCAAU
+X13840.1/1-121 UG.ACCCCUCGUG...............GUCAGGC........UG.CAAU
+X15933.1/1-149 AGGCUUGAGGUAA.................CUCAAGCC...UUUGAGAAU
+X15932.1/1-149 AGGCUUGAGGCAA.................CUCAAGCC...UUUGAGAAU
+X15931.1/1-150 GGGCCUGGGCUUU................GCUUGGGCC...UUUGAGAAU
+X07112.1/1-152 AGGCUUGGGCUUG...............GGUUCAAGCC...UUUGAGAAU
+X07113.1/1-150 AGGCUUGAGUUUA................ACUCAAGCC...UUUGAGAAU
+X67146.1/296-445 GGGCCUAAGCUUG................UCUUGGGCC...UUCGAGAAU
+X67145.1/194-344 AGGCCUAAGCUUG................UCUUAGGCC...UUCGAGAAU
+#=GC SS_cons <<<<<<<<<.....................>>>>>>>>...>>>>>>...
+
+X58844.1/2-130 UUCUGGAAGGUCGUA...........UGAC
+U18778.1/15676-15517 UUUUGGAAUACCUUU...............
+X15491.1/209-337 AUUUGGAAACCAACU...............
+K03095.1/1-130 UUUUGGAAGC...CC...............
+AE003669.4/204840-204702 UUUUGGAAGCCCGA...........GAGGG
+AE003664.2/78699-78837 UUUUGGAAGCCCGA...........GAGGG
+K00474.1/2-142 UUUUGACAGUCUCUA.........CGGAGA
+M14136.1/535-675 UUUUGAGAGCCUCCC.........CGGAGG
+M14136.1/1141-1281 UUUUGACAGUCUCUA.........CGGAGA
+M18004.1/2-142 UUUUGACAGUCUCUA.........CGGAGA
+K00782.1/2-136 UUUUG....UCUCUA.........CGGAGA
+AC004263.1/100956-100816 UUUUGACAGUCUCUA.........CGGAGA
+AC004263.1/99622-99482 UUUUGACAGUCUCUA.........CGGAGA
+X59361.1/1-140 UUUUGACAGUCUCUA.........CGGAGA
+L22250.1/171-310 UUUUGAACGCCCUGA.........AGGGGG
+X07828.1/1-139 UUUUGAACGCCUCUA..........GGAGG
+X51382.1/183-319 UUUUGAAC.NCUCUA..........GGAGG
+X13840.1/1-121 UUUUGAAAAAGCU.................
+X15933.1/1-149 UUCUGGAAGGGCUCCCUU.AGGGUAAAGUC
+X15932.1/1-149 UUUUGGAAGGACUCCCUU.AGGGUAAAGUC
+X15931.1/1-150 UUCUGGAAGGGCUCCCUCUGGG.UAAAGCC
+X07112.1/1-152 UUCUGGAAGGACUCCCUUUGGGGUAAAGUC
+X07113.1/1-150 UUCUGGAAGGACUCCUUC.GGGGUAAAGUC
+X67146.1/296-445 UUCUGGAAGGGCUCCCUUUGGG.UAAAGCC
+X67145.1/194-344 UUCUGGAAGGGCUCCCUUUGGGGUAAAGCC
+#=GC SS_cons .........<<<<.............>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00015.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00015.idx
new file mode 100644
index 0000000..88e27d8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00015.idx
@@ -0,0 +1 @@
+M25777.1/131-234
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00015.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00015.raw
new file mode 100644
index 0000000..296d35b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00015.raw
@@ -0,0 +1,100 @@
+>X58844.1/2-130
+ACCUCGCGACAGGGGCAAUAUAGCAGCAAGUGACGGUUAACUGAUGCGCUAUUAUUGCUA
+GUUGAAAACUACUUCAAUAAGUGGAAACGACGCUUGCGUCGGGUCCCAAUUUCUGGAAGG
+UCGUAUGAC
+>U18778.1/15676-15517
+AUCCUUAUGCACGGGAAAUACGCAUAUCAGUGAGGAUUCGUCCGAGAUUGUGUUUUUGCU
+GGUUGAAAUUUAAUUAUAAACCAGACCGUCUCCUCAUGGUCAAUUCGGUGUUCGCUUUUG
+AAUACUUCAAGACUAUGUAGGGAAUUUUUGGAAUACCUUU
+>X15491.1/209-337
+AUCUUUGUGCACGGGUAUUACGCUUAUCAGUGAGGAACUUUUCCUAGAUGGCGUUAUUGC
+UAGUUGAAAACUAUUACCCUGACCGCUCCAACUCUCGUUAAGAGUUUUGGGAAUAUUUGG
+AAACCAACU
+>K03095.1/1-130
+AGCUUAGCGCAGUGGCAAUACCGUAACCAAUGAAGCCUCCCUGAGGUGCGGUUAUUGCUA
+GUUGAAAACUUUAACCAACCCACGCCAUGGGACGUGAAAUACCGUCCACUACGGCAAUUU
+UUGGAAGCCC
+>AE003669.4/204840-204702
+AUCUUUGCGCAGUGGCAAUACCGUAACCAAUGAAGUCCUCCUGAGGUGCGGUUAUUGCUA
+GUUGAAAACUUUAACCAAUACCCCGCCAUGGGGACGUGAAAUACCGUCCACUACGGCAAU
+UUUUGGAAGCCCGAGAGGG
+>AE003664.2/78699-78837
+AUCUUUGCGCAGAGGCGAUAUCGUAACCAAUGAAGUUCUACUGAGGUGCGAUUAUUGCUA
+GUUGAAAACUUUAACCAAUACCCCGCCAUGGGGACGUGAAAUACCGUCCACUACGGCAAU
+UUUUGGAAGCCCGAGAGGG
+>K00474.1/2-142
+AGCUUUGCGCAGUGGCAGUAUCGUAGCCAAUGAGGUUAAUCCGAGGCGCGAUUAUUGCUA
+AUUGAAAACUUUUCCCAAUACCCCGCCGUGACGACUUGCAAUAUAGUCGGCAUUGGCAAU
+UUUUGACAGUCUCUACGGAGA
+>M14136.1/535-675
+AGCUUUGCGCAGUGGCAGUAUCGUAGCCAAUGAGGUUUAUCCGAGGCGCGAUUAUUGCUA
+GUUGAAAACUUUUCCCAAUACCCCGCCAUGACGACUUGAAAUAUAGUCGGCAUUGGCAAU
+UUUUGAGAGCCUCCCCGGAGG
+>M14136.1/1141-1281
+AGCUUUGCGCAGUGGCAGUAUCGUAGCCAAUGAGGUUAAUCCGAGGCGCGAUUAUUGCUA
+AUUGAAAACUUUUCCCAAUACCCCGCCAUGACGACUUGAAAUAUAGUCGGCAUUGGCAAU
+UUUUGACAGUCUCUACGGAGA
+>M18004.1/2-142
+AGCUUUGCGCAGUGGCAGUAUCGUAGCCAAUGAGGUUUAUCCGAGGCGCGAUUAUUGCUA
+AUUGAAAACUUUUCCCAAUACCCCGCCGUGACGACUUGCAAUAUAGUCGGCAUUGGCAAU
+UUUUGACAGUCUCUACGGAGA
+>K00782.1/2-136
+AACUUUGCAGUGGCAGUAUCGUAGCCAAUGAGGUUUAUCCGAGGCGCGAUUAUUGCUAAU
+UGAAAACUUUUCCCAAUACCCCGCCGUGACGACUUGAAAUAUAGUCGGCAUUGGCAAUUU
+UUGUCUCUACGGAGA
+>AC004263.1/100956-100816
+AGCUUUGCGCAGUGGCAGUAUCGUAGCCAAUGAGGUCUAUCCGAGGCGCGAUUAUUGCUA
+AUUGAAAACUUUUCCCAAUACCCCGCCGUGACGACUUGCAAUAUAGUCGGCACUGGCAAU
+UUUUGACAGUCUCUACGGAGA
+>AC004263.1/99622-99482
+AGCUUUGCGCAGUGGCAGUAUCGUAGCCAAUGAGGUUUAUCCGAGGCGCGAUUAUUGCUA
+AUUGAAAACUUUUCCCAAUACCCCGCCAUGACGACUUGAAAUAUAGUCGGCAUUGGCAAU
+UUUUGACAGUCUCUACGGAGA
+>X59361.1/1-140
+AGCUUUGCGCAGUGGCAGUAUCGUGCCAAUGAGGUUUAUCCGAGGCGCGAUUAUUGCUAA
+UUGAAAACUUUUCCCAAUACCCCGCCGUGACGACUUGCAAUAUAGUCGGCAUUGGCAAUU
+UUUGACAGUCUCUACGGAGA
+>L22250.1/171-310
+AGCUUUGCGCAGAGGCGAUAACGUGACCAAUGAGGCUCAGCCGAGGUGCGUUUAUUGCUG
+GUUGAAAACUUUCACCCAAUUGCCCGCCGCGGCGCCUGAAACAUGGCGGCCGUACGAAUU
+UUUGAACGCCCUGAAGGGGG
+>X07828.1/1-139
+AGCUUUGCGCUGGGGCGAUAACGUGACCAAUGAGGCUUUGCCGAGGUGCGUUUAUUGCUG
+GUUGAAAACUUUUCCCAAUUGCCCGCGAUGUCCCCUGAAACAUGGGUGGCAUACGCAAUU
+UUUGAACGCCUCUAGGAGG
+>X51382.1/183-319
+AGCUUUGCGCUGGGGCGAUAACGUGACCAAUGAGGCUUUGCGAGGUGCGUUUAUUGCUGG
+UUGAAAACUUUUCCCAAUUGCCCGCGAUGUCCCCUGAAACAUGGGUGGCAUACGCAAUUU
+UUGAACNCUCUAGGAGG
+>X13840.1/1-121
+UUUGCGCUUGGGGCAAUAUUAUAGCGCGUGACCGAAAGGGAUGCAUAAUUAUUGCUAGUU
+GAAAACUAAUCUAAUGGCUGCGGUGACCCCUCGUGGUCAGGCUGCAAUUUUUGAAAAAGC
+U
+>X15933.1/1-149
+AUCUUUGCGCUUGGGGCAAUGACGCAGCUAGUGAGGUUCUAACCGAGGCGCGUCUAUUGC
+UGGUUGAAAACUAUUUCCAAACCCCCUCUUAGGCUUGAGGUAACUCAAGCCUUUGAGAAU
+UUCUGGAAGGGCUCCCUUAGGGUAAAGUC
+>X15932.1/1-149
+AUCUUUGCGCUUGGGGCAAUGACGCAGCUAGUGAGGUUCUAACCGAGGUGCGUCUAUUGC
+UGGUUGAAAACUAUUUCCAAACCCCCUCUUAGGCUUGAGGCAACUCAAGCCUUUGAGAAU
+UUUUGGAAGGACUCCCUUAGGGUAAAGUC
+>X15931.1/1-150
+AUCUUUGCGCUUGGGGCAAUGACGCAGCUAGUGAGGUACUAACCGAGGCGCGUCUAUUGC
+UGGUUGAAAACUAUUUCCAAACCCCCUCUUGGGCCUGGGCUUUGCUUGGGCCUUUGAGAA
+UUUCUGGAAGGGCUCCCUCUGGGUAAAGCC
+>X07112.1/1-152
+AUCUUUGCGCUUGGGGCAAUGACGUAGCUAGUGAGGUUCUAACCGAGGCGCGUCUAUUGC
+UGGUUGAAAACUAUUUGCCAAACCCCUCUUAGGCUUGGGCUUGGGUUCAAGCCUUUGAGA
+AUUUCUGGAAGGACUCCCUUUGGGGUAAAGUC
+>X07113.1/1-150
+AUCUUUGCGCUUGGGGCAAUGACGUAGCUAGUGAGGUUCUAACCGAGGCGCGUCUAUUGC
+UGGUUGAAAACUAUUUCUAAACCCCCUCUUAGGCUUGAGUUUAACUCAAGCCUUUGAGAA
+UUUCUGGAAGGACUCCUUCGGGGUAAAGUC
+>X67146.1/296-445
+AUCUUUGCGCUUGGGGCAAUGACGCAGCUAAUGAGGUACUAACCGAGGCGCGUCUAUUGC
+UGGUUGAAAACUAUUUCCAAACCCCCUCCUGGGCCUAAGCUUGUCUUGGGCCUUCGAGAA
+UUUCUGGAAGGGCUCCCUUUGGGUAAAGCC
+>X67145.1/194-344
+AUCUUUGCGCUUGGGGCAAUGACGCAGCUAAUGAGGUUCUAACCGAGGCGCGUCUAUUGC
+UGGUUGAAAACUAUUUCCAAACCCCCUCCUAGGCCUAAGCUUGUCUUAGGCCUUCGAGAA
+UUUCUGGAAGGGCUCCCUUUGGGGUAAAGCC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00015.test b/benchmarks/cmsearch-rmark/rmark-1/RF00015.test
new file mode 100644
index 0000000..4540295
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00015.test
@@ -0,0 +1,3 @@
+>M25777.1/131-234
+AGCCUUGCGCAGGGAGGUGUGAACGCAAGAUCCUCAGGUGAUUGUUCACUAGUGCAAUAC
+UAUAUCCGGUACUCCUUCGGGGAAAGUUUGCUACCCACCACGGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00017.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00017.ali
new file mode 100644
index 0000000..4bbbdcf
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00017.ali
@@ -0,0 +1,279 @@
+# STOCKHOLM 1.0
+#=GF ID SRP_euk_arch
+#=GF AC RF00017
+#=GF DE Eukaryotic type signal recognition particle RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 58.0
+#=GF NC 57.9
+#=GF TC 58.1
+
+AP003253.3/106424-106740 GCC.GAGCUCAGUAGCGAGAGCCUGUAACCCA.......AG........C
+AC079888.10/27802-27493 GCC.GAGCCAGGUAGCGUUGGCUUGUCACCCG.......AG........C
+X14661.1/2-308 .CC.GAGCUCUGUAGCGAGAGCUUGUAACCCG.......AG........C
+X13914.1/2-302 .CC.GAGCU.AGUUGCGGGAGCUUGUCACCCA.......UG........U
+Z29105.1/1-303 GUU.GAGCUUAGUAACGUGGGCUUGUAAUCCA.......AG........U
+Z29111.1/1-301 GUU.GAGCUUAGUAACGUGGGCUUGUAACCCA.......AG........U
+Z29106.1/1-301 GCC.GAGCUUAGUAAUGUGGGCUUGUAACCCA.......AA........U
+Z29112.1/1-302 GUC.GAGCUUAGUAAUGUGGGCUUGUAACCCA.......AA........U
+Z29101.1/1-302 GUC.GAGCUUAGUAACGUGGGCUUGUAACCCA.......AG........U
+Z29107.1/1-302 GUC.GAGCUUAGUAACGUGGGCUUGUAAUCCA.......AG........U
+Z29099.1/1-303 GCC.GAGCUCAGUAGCGUGGGCUUGUAACUCA.......AG........U
+Z29103.1/1-303 GCC.GAGCUUUGUAACGUGGGCUUGUAACCCG.......AG........U
+Z29260.1/1-302 GUU.GAGCUUAGUAACGUGGGCUUGUAAUCCA.......AG........U
+Z29261.1/1-303 GCC.GAGCUUAGUAACGUGGGCUUGUAACCCA.......AG........U
+Z29104.1/1-303 GCC.GAGCUUAGUAAUGUGGGCUUGUAACCCA.......AA........U
+X13958.1/1-301 GGC.GAGCUUAGUAACGUGGGCUUGUAAUCCA.......AG........U
+X65991.1/1-302 ....GGCCU.AGCAACGUGGGCCUGUAACCCA.......AG........U
+X65984.1/1-306 GCC.GGUCUUAGCAACGUGGGCCUGUAACCCA.......AG........U
+X65990.1/1-300 ....GGCCU.AGCAACGUGGGCCUGUAACCCA.......AG........U
+X65983.1/1-305 GAC.GGGCUUAGCAACGUGGGCCUGUAACCCA.......AG........U
+X65986.1/1-303 ....GGUCUUAGCAACUUGGUCCUGUAACCCA.......AG........U
+X65985.1/1-302 ....GGCCUUAGCAACGUGGGCCUGUAACCCA.......AG........U
+AC005311.3/17031-17335 GUC.GAGCUAAGUAACGAGAGCUUGUGACCCG.......AG........U
+AC005275.1/105500-105804 GUC.GAGCUAAGUAACAUGAGCUUGUAACCCA.......UG........U
+AC005662.3/47366-47062 GUC.GAACUCAGUAACGCGGGCUUGUGAUCCA.......AG........U
+AB020752.1/35792-36096 GUC.GAGCUAUGUAACGAGAGCUUGUAACCCA.......AG........U
+AC005275.1/105500-105803 GUC.GAGCUAAGUAACAUGAGCUUGUAACCCA.......UG........U
+AF069442.1/64156-64461 GUC.GAGCUAAGUAACAAUAGCUUGUAACCCA.......UG........U
+#=GC SS_cons <<<..<<<<..........>>>>.....<<<...................
+
+AP003253.3/106424-106740 GGGGGCACU.AAAGGUGGCUGCGGAUGU.UUGGUGUGGAUUCUG......
+AC079888.10/27802-27493 GGGGGCAA..UAAGGUGGUGUUGGAUGC.CUGGUC.GUUUGCG.......
+X14661.1/2-308 GGGGGCAU..UAAGGUGGUGC.GGAUUC.UUUG...CGAUGGCU......
+X13914.1/2-302 GGGGGCAU..UGAGGCGGUGU.GGAUGC.UUG....GUGCGGU.......
+Z29105.1/1-303 GGAGACAU..CAAAGUGGUUG..AAU.A.UUG....GGCUGUA.......
+Z29111.1/1-301 GGGGAUGU..UAAUGUGGUGG..AAUG..UUG....GGCUGUA.......
+Z29106.1/1-301 GGGGGCAU..UAAUGUGGUGG..AAUG..UUG....GGCUGUA.......
+Z29112.1/1-302 GGGGGCAU..UAAUGUGGUGG..AAUG..UUG....GGCUGUA.......
+Z29101.1/1-302 GGGGAUGU..UAAGGUGGUGG..AAUA..UUG....GGCUGUC.......
+Z29107.1/1-302 GGAGACAU..CAAAGUGGUUG..AAUA..UUG....GGCUUUA.......
+Z29099.1/1-303 GAGGGCAU..CAGUGUGGUGG..AAUG..UUG....AACAUGC.......
+Z29103.1/1-303 GGGGGCAA..CAAUGUGGUGG..AAUG..UUG....GGUCCAU.......
+Z29260.1/1-302 GGAGACAU..CAAAGUGGUUG..AAUA..UUG....GGCUUUA.......
+Z29261.1/1-303 GGGGAUGU..UAAGGUGGUGG..AAUA..UUG....GGCUGUC.......
+Z29104.1/1-303 GGGGGCAU..UAAUGUGGUGG..AAUG..UUG....GGCUGUA.......
+X13958.1/1-301 GGAGACAU..CAAAGUGGUUG..AAUA..UUG....GGCUUUA.......
+X65991.1/1-302 GGGGGCAU..GUGGGAAAUGG..GACU..UUA....GUUCGGC.......
+X65984.1/1-306 GGGGGCAU..GUGGGAAAUGG..GACU..UUG....GGUCAAC.......
+X65990.1/1-300 GGGGGCAU..GUGGGAGAUGG..GACU..UUG....GGUCAGC.......
+X65983.1/1-305 GGGGGCAU..GUGGGAAAUGG..GACU..UUG....GGUCAAC.......
+X65986.1/1-303 GGGGGCAU..GUGGGAAAUGG..AACU..UUG....GGUCAAC.......
+X65985.1/1-302 GGGGGCAU..GUGGGAAAUGG..AAC.A.UUG....GGUCAGC.......
+AC005311.3/17031-17335 GGGGACAA..UAAGGUGGUGG..AACAG..UG....GUUCAAU.......
+AC005275.1/105500-105804 GGGGACAU..UUAGAUGGUGG..AACAC..UG....GUUCGGG.......
+AC005662.3/47366-47062 GGAGACAA..UAAGGGGAUGG..GACG..UUG....GGUCGAU.......
+AB020752.1/35792-36096 GGGGACUA..UAAGAUGGUGG..AACAC..UG....GAUCGGC.......
+AC005275.1/105500-105803 GGGGACAU..UUAGAUGGUGG..AACAC.UG.....GUUCGGG.......
+AF069442.1/64156-64461 GGGGACAU..UAAGAUGGUGG..GACAC..UG....GUUCGGU.......
+#=GC SS_cons >>>>>>......<<<<<<<<.....<<..<<.....<<<<<.........
+
+AP003253.3/106424-106740 .........................AUCCUG.GGCCC....CAUGUUGUU
+AC079888.10/27802-27493 ..........................CUUGG.GGUCU....GCGCCUGUG
+X14661.1/2-308 ..........................UUCUG.GGCCC....GGGCUCGCU
+X13914.1/2-302 ..........................UUGUU.GGCCU....GGGCUUGUG
+Z29105.1/1-303 .........................CCAGAU.GGUUG.....GGCUUGGU
+Z29111.1/1-301 .........................CCAGAU.GGUUG.....GGCUUGGU
+Z29106.1/1-301 .........................CCAGAU.GGUUG.....GGCUUGGU
+Z29112.1/1-302 .........................CCAGAU.GGUU.....GGGCUUGGU
+Z29101.1/1-302 .........................CCAGAU.GGCUG.....GGCUUGGU
+Z29107.1/1-302 .........................CCAGAA.GGUUG.....GGCUUGGU
+Z29099.1/1-303 .........................CCAGAA.GGUA.....GGGCUUGU.
+Z29103.1/1-303 .........................CUUGAU.GGAUG.....GGCUUGAA
+Z29260.1/1-302 .........................CCAGAA.GGUUG.....GGCUUGGU
+Z29261.1/1-303 .........................CCAGAU.GGCUG.....GGCUUGGU
+Z29104.1/1-303 .........................CCAGAU.GGUUG.....GGCUUGGU
+X13958.1/1-301 .........................CCAGAA.GGUU.....GGGCUUGGU
+X65991.1/1-302 .........................CCAUUG.GAUC.....GGAUCCAGU
+X65984.1/1-306 .........................CUAGUG.GAUC.....GGGUCCAGU
+X65990.1/1-300 .........................CCAUUG.GAUC.....GGGUCCAGU
+X65983.1/1-305 .........................CUAGUG.GAUC.....GGGUCCAGU
+X65986.1/1-303 .........................CCAGUG.GUNC.....GGGNCCAGU
+X65985.1/1-302 .........................CCAGUG.GAUC.....GGGUCCAGU
+AC005311.3/17031-17335 .........................UCCUCG.GGUC.....GGACCUGAU
+AC005275.1/105500-105804 .........................UCCACG.GGCC.....GGUUCUGUU
+AC005662.3/47366-47062 ........................CUCAUUG.GGCC.....GGGUUCGGG
+AB020752.1/35792-36096 .........................CCA.CG.GGUC.....GGAUUUGUU
+AC005275.1/105500-105803 .........................UCCACG.GGCC.....GGUUCUGUU
+AF069442.1/64156-64461 .........................UCCUCG.GAUC.....GGUUCUGAU
+#=GC SS_cons .............................<<.<<........<<<<....
+
+AP003253.3/106424-106740 GUAAUC....UUGCUGGCU.UGCCCGUUCCAAGUUGCGUAGU.GGGCCGG
+AC079888.10/27802-27493 GUUUGCAC..UAUGCGGCC.CGCCCGUUCCAAGUUGCGUAGCGUGUGUG.
+X14661.1/2-308 AUGUGCCUU.UGGCCGGCC.UGCCCGUCCCAAGUUG.GUAGU.GGCUGGC
+X13914.1/2-302 AUGUAACC..UUGCUGGCC.UGCCCGUUCCAAGUUG.GUAGU..GGGCUG
+Z29105.1/1-303 ..GGGCUAAU.UUCUGACU.UGCCCUAUCCAAGCUU.AGAGUU.GGAUCA
+Z29111.1/1-301 ..GGGCUAAU.UUCUGACU.UGCCCUAUCCAAGCUU.AGAGUU.GGAUCA
+Z29106.1/1-301 ..GGGCUAAU.UUCUGACU.UGCCCUAUCCAAGCUU.AGAGUU.GGAUCA
+Z29112.1/1-302 ..GGGCUAA.UUUCUGACU.UGCCCUAUCCAAGCUU.AGAGUU.GGAUCA
+Z29101.1/1-302 ..GGGCUAAU.UUCUGGCC.UGCCCUAUCCAAGUAC.AGAGUU.GGAUCA
+Z29107.1/1-302 ..GGGCUUAG.UUCUGGCC.UGCCCUGUCCAAGCAC.AGAGUU.GGAUCA
+Z29099.1/1-303 .GUGACAAU.UCUCUGGCC.UGCCCUGUCCAAGCAA.AGAGUU.GGGUCU
+Z29103.1/1-303 ..GGGCUAAUGUUCUGGCC.UGCCCUGUCCAAGCAC.AGAGUU.GGGUCA
+Z29260.1/1-302 ..GGGCUUAG.UUCUGGCC.UGCCCUGUCCAAGCAC.AGAGUA.GGAUCA
+Z29261.1/1-303 ..GGGCUAAU.UUCUGGCC.UGCCCUAUCCAAGCAC.AGAGUU.GGAUCA
+Z29104.1/1-303 ..GGGCUAAU.UUCUGGCC.UGCCCUAUCCAAGCAC.AGAGUU.GGAUCA
+X13958.1/1-301 ..GGGCUUA.GUUCUGGCC.UGCCCUGUCCAAGCAC.AGAGUU.GGAUCA
+X65991.1/1-302 GUUAGCUGC.UUGCUGGGC.UGCCCAUUCCAAGCCG.AGAGUU.GAGCUG
+X65984.1/1-306 GUUAGCUGC.UUACUGGUC.UGCCCAUUCCAAGCCG.GGAGUU.GGGCUG
+X65990.1/1-300 GUUAGCUGC.UUGCUGGUC.UGCCCAUUCCAAGCCG.AGAGUU.GGGCUG
+X65983.1/1-305 GUUAGCUGC.UUACUGGUC.UGCCCAUUCCAAGCCG.GGAGUU.GGGCUG
+X65986.1/1-303 GCUAGCUGC.UUACCCGGC.UGCCCAUUCCAAGCCG.GGAGGU.GGGCUG
+X65985.1/1-302 GUUAGCUGC.UUACUGGUC.UGCCCAUUCCAAGCCG.GGAGUU.GGGCUG
+AC005311.3/17031-17335 GCUGACAUA.UAUCUGAGC.UGCCCAGUCCAAGCUG.UGAGU..AAUCUG
+AC005275.1/105500-105804 GUUGGCAUG.UUUCUGGGC.UGCCCAGUCCAAGCUG.UGAGU..AAGACG
+AC005662.3/47366-47062 UUGGGCUAU.AUUCUGGCC.CGCCCAUUCCAAGUUG.GGAGUU.GAGGCA
+AB020752.1/35792-36096 GUUGGCAUA.GGUCUGGAC.UGCCCAAUCCAAGCUG.UGAGU..GAACCG
+AC005275.1/105500-105803 GUUGGCAUG.UUUCUGGGC.UGCCCAGUCCAAGCUG.UGAGU..AAGACG
+AF069442.1/64156-64461 GUGGGCAUG.UUUCUGAGC.UGCCCAGUCCAAGCUG.UGAGU..AAUUAG
+#=GC SS_cons ..<<..........<<<<<.<..<<..<<<..<<<<.<<<<...<<<<<<
+
+AP003253.3/106424-106740 .....AGGGGCUUUGGCGAAGGCC.UUUGCUUUG.CUUCUCCGGCCCU.A
+AC079888.10/27802-27493 .....GGGCGCCUGGGCGAAGGCU.CGAGCGUCC.CUGCAC.....CU.A
+X14661.1/2-308 .....GGAGGCUUUAGCGGAAGCU.UUGGUCUCU..CCAGAC....CU.G
+X13914.1/2-302 .....GGUGGCUGGGGCGAAAGCU.UCGCCUUCU.CAGGC......CU.U
+Z29105.1/1-303 .....UGUGGCCCAAUUGAAGAAA.UGGACUACU.UGAUUC.....GU.A
+Z29111.1/1-301 .....UGUGGCCCAAUUGAAGAAA.UGGACUACU.UGAUUC.....GU.A
+Z29106.1/1-301 .....UGUGGCCCAAUUGAAGAAA.UGGACUACU.UGAUUC.....GU.A
+Z29112.1/1-302 .....UGUGGCCCAAUUGAAGAAA.UGGACUACU.UGAUUC.....GU.A
+Z29101.1/1-302 .....UGUGGUCCAAUUGAAAGAA.UGGGCUACU.AGAUUC.....CU.A
+Z29107.1/1-302 .....CGAGGCCCAAAUGAAAAUA.UGGGCUUCU.UGAUUC.....CU.A
+Z29099.1/1-303 .....UGUGGGCCAAGCGAAGGCU.UGGGCUGCU.GGGCUC.....CU.A
+Z29103.1/1-303 .....AGUGGUCUAUACGAAAGUA.UAG.CCACU.UGGCCU.....UU.A
+Z29260.1/1-302 .....CGAGGCCCAAAUGAAAAUA.UGGGCUUCU.UGAUUC.....CU.A
+Z29261.1/1-303 .....UGUGGUCCAAUUGAAAGAA.UGGGCUACU.AGAUUC.....CU.A
+Z29104.1/1-303 .....UGUGGUCCAAUUGAAAGAA.UGGGCUACU.AGAUUC.....CU.A
+X13958.1/1-301 .....CGAGGCCCAAAUGAAAAUA.UGGGCUUCU.UGAUUC.....CU.A
+X65991.1/1-302 .....UGUGAGCCGGACGAAGGUC.UGGCUUGGU.CAGCUC.....CU.A
+X65984.1/1-306 .....AGUGACCUGGGCGAAGGGC.UGGGUUGCG.CACGUC.....CU.A
+X65990.1/1-300 .....UGUGAUCUGGGCGAAGGCU.GGGGUCGCA.CAGCUC.....CU.A
+X65983.1/1-305 .....AGUGACCUGGGCGAAGGCU..GGGUUGCG.CAGCUC.....CU.A
+X65986.1/1-303 .....AGGGACCUGGGCGAAGGCUNNNGGNNGCG.CA.CUC.....CU.A
+X65985.1/1-302 .....AGUGACCUGGGCGAAGGCC.UGGGUUGCG.CAGCUC.....CU.A
+AC005311.3/17031-17335 .....UGUGGGUCAGGCGAAGGCU.UGACUCAGG.CGGAUU.....CU.A
+AC005275.1/105500-105804 .....UGUGUGUCAAGCGAAGGCU.UGGCUCAAA.CGGCUU.....CU.A
+AC005662.3/47366-47062 .....UGGGCUUCGAGCGAAGGCU.CGGGUCUCA.UGUCUU.....CU.A
+AB020752.1/35792-36096 .....UAUGAACCAAGCGAAGGUU.UGAUCCGUA.CGGUUG.....CU.A
+AC005275.1/105500-105803 .....UGUGUGUCAAGCGAAGGCU.UGGCUCAAA.CGGCUU.....CU.A
+AF069442.1/64156-64461 ....UGUUGAGUUGAGCGAAGGCU.UGGCUCAUG.CAGGUU.....CU.A
+#=GC SS_cons .....<<<<<<<<<<<<....>>>.>>>>>>>>>.>>>>>>.........
+
+AP003253.3/106424-106740 AAG.UGGCAGGCACAGCGUGAGGCUGGCUUCACAGAGCAGCGAUCACU.G
+AC079888.10/27802-27493 GAG.UGGCGGGUAUUGCGUGAGGCUGGUUUCACAGAGCAGCGAGUACC.G
+X14661.1/2-308 AAG.UGGCAGGAAUGGCGUGAGGCUGGCUUCACAGAGCAGCGAUCACUCG
+X13914.1/2-302 AAG.UGGCAGGCACCACGUUAGGCUGGUUUCACAGAGCAGCGACAACU.G
+Z29105.1/1-303 AAG.UGGGGCGGAAUGCGUGAGGCUGGUUUCACAGAGCAGUGAACAGC.U
+Z29111.1/1-301 AAG.UGGGGCGGAAUGCGUGAGGCUGGUUUCACAGAGCAACGAUAAG..U
+Z29106.1/1-301 AAG.UGGGGCGGAAUGCGUGAGGCUGGUUUCACAGAGCAACGAUAAG..U
+Z29112.1/1-302 AAG.UGGGGCGGAAUGCGUGAGGCUGGUUUCACAGAGCAACGAUAAGU.U
+Z29101.1/1-302 AAG.UGGGGUGGACC.CGUGAGGCUGGUUUCACAGAGCAACGAAAAAC.U
+Z29107.1/1-302 AAG.UGGGGCGGACCGCAUGAGGCUGGCUUCACAGAGCAGUGAACAGC.U
+Z29099.1/1-303 AAG.UGGGGUGGACUGCGUGAGGCUGGUUUCACAGAGCAACGAAUAGC.U
+Z29103.1/1-303 GAG.UGGGAUGGACUGCGUGAGGCUGGUUUCACAGAGCAACGACUAGU.C
+Z29260.1/1-302 AAG.CGGGGCGGACCGCAUGAGGCUGGCUUCACAGAGCAGUGAACAGC.U
+Z29261.1/1-303 AAG.UGGGGUGGACCGCGUGAGGCUGGUUUCACAGAGCAACGAAAAAC.U
+Z29104.1/1-303 AAG.UGGGGUGGACCGCGUGAGGCUGGUUUCACAGAGCAACGAAAAAC.U
+X13958.1/1-301 AAG.UGGGGCGGACCGCAUGAGGCUGGCUUCACAGAGCAGUGAA.CGC.U
+X65991.1/1-302 AAG.CGGAGGGCAAUGCGUGAGGCUGGUUUCACAGAGCAGCGACAACC.U
+X65984.1/1-306 GAG.UGGAGGGCAAUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACC.U
+X65990.1/1-300 AAG.AGGAGGGCAAUGCGUGAGGCUGGUUUCACAGAGCAGCGACCACC.U
+X65983.1/1-305 GAG.UGGAGGGCAAUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACC.U
+X65986.1/1-303 GAC.UGGAGGGCAAUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACC.U
+X65985.1/1-302 GAG.UGGAGGGCAAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACC.U
+AC005311.3/17031-17335 AAGUCGGAGGGUAAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACU.U
+AC005275.1/105500-105804 AAGUUGGAGGGUAAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACU.U
+AC005662.3/47366-47062 GAG.UGGGGGAGACCGCGUGAGGCUGGUUUCACAGAGCAGCGUCCACC.U
+AB020752.1/35792-36096 AAGGUUGAGGGUAUUGCGUUAGGCUGGCUUCACAGAGCAGCGACUACC.U
+AC005275.1/105500-105803 AAGUUGGAGGGUAAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACU.U
+AF069442.1/64156-64461 GAGUCGGAGGGUAAUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACU.U
+#=GC SS_cons .....<<<<<......<<<..<.<<<......>>>..>.>>>....>>.>
+
+AP003253.3/106424-106740 CCCGCUUC.CAUCG.GUGGAA.GGAUAACA.GGCUGCUG.CACC..UUGG
+AC079888.10/27802-27493 CCCGCUUC.CAACG.GUGGAA.GGAUAACG.GGCCGCUG.CAGC..CCUG
+X14661.1/2-308 CCCGCUUC.CAACG.GUGGGA.GGAUAACG.GGCCGCUG.CACU..UCGA
+X13914.1/2-302 CCCGCUUC.CAACG.GUGGAA.GGAUAACA.GGCCGCUG.CAGC..AUGG
+Z29105.1/1-303 CCCGCUCU.GUGCA.GUGGAA.GGAUAAUG.GGUCGGUGUCUU..AUCAA
+Z29111.1/1-301 UUCGCUCU.AAGCG.GUGGAA.GGAUAACG.AGUCGGUGUUCU...CUGA
+Z29106.1/1-301 UUCGCUCU.AAGCG.GUGGAA.GGAUAACG.AGUCGGUGUUCU...CUGA
+Z29112.1/1-302 UCCGCUCU.AAGCG.GUGGAA.GGAUAACG.AGUCGGUG.UUCU..CUGA
+Z29101.1/1-302 UCCGCUUU.GUGCA.GUGGAA.GGAUAACG.GACCGGUGCCUU...CCAA
+Z29107.1/1-302 CCCGCUCU.GUGCA.GUGGAA.GGAUAAUG.GGUCGGUGUCUU..AUCAA
+Z29099.1/1-303 CCCGCUCU.GUGCA.GUGGAA.GGAUAACG.AGCCAGUG.UCAU..AUAA
+Z29103.1/1-303 CCCGCUCU.GUGCA.GUGGAA.GGAUCACG.GGCUAGUGCUCU...UUGA
+Z29260.1/1-302 CCCGCUCU.GUGCA.GUGGAA.GGAUAAUG.GGUCGGUGUCUU..AUCAA
+Z29261.1/1-303 UCCGCUUU.GUGCA.GUGGAA.GGAUAACG.GACCGGUGCCUU...CCAA
+Z29104.1/1-303 UCCGCUUU.GUGCA.GUGGAA.GGAUAACG.GACCGGUGCCUU...CCAA
+X13958.1/1-301 CCCGCUCU.GUGCA.GUGGAA.GGAUAAUG.GGUCGGUG.UCUU.AUCAA
+X65991.1/1-302 CCCGCUCU.CGGCA.GUGGAA.GGAUAACG.GGCCGGUG.CUGC..UUGG
+X65984.1/1-306 CCCGCUCU.CGGCA.GUGGAA.GGAUAACG.GGCCGGUG.CUAC..CUGG
+X65990.1/1-300 CCCGCUCU.CGGCA.GUGGAA.GGAUAACG.GGUCGGUG.CUAC..UUGG
+X65983.1/1-305 CCCGCUCU.CGGCA.GUGGAA.GGAUAACG.GGCCGGUG.CUAC..CUGG
+X65986.1/1-303 CCCGCUCU.CGGCA.GUGGAA.GGAUAACG.GGCCGGUG.CGCC..UUGA
+X65985.1/1-302 CCCGCUCC.CGGCA.GUGGAA.GGAUAACG.GGCCGGUG.CUAC..UUGG
+AC005311.3/17031-17335 CCCUCUUA.CAGCA.GUGGAU.GGAUCAUA.GUUCGAAG.UCUC..UCAG
+AC005275.1/105500-105804 CCCGCUUA.CAGCA.GUGGAC.GGAUCACA.GUUUAGCG.UCGC..UCAG
+AC005662.3/47366-47062 CCCGCUCU.UGACG.GUGGAA.GGAUUACG.GGCCAUUG.CCU...UCCG
+AB020752.1/35792-36096 CCCGCUCU.CAGCA.GUGGAC.GGACAACG.GUUCGACG.CCAC..ACAA
+AC005275.1/105500-105803 CCCGCUUA.CAGCA.GUGGAC.GGAUCACA.GUUUAGCG.UCGC..UCAG
+AF069442.1/64156-64461 CCCGCUUA.CAGCA.GUGGAC.GGAUCACG.GUUUAGCG.UCGC..UCAG
+#=GC SS_cons >>..>>>>.>>>>....>>>..>>.....>.>>>>>.....>>......>
+
+AP003253.3/106424-106740 GCCCG.CUU..CUGGCC.CAGAGU...CCCUCU...ACAA..CAGACCAC
+AC079888.10/27802-27493 GCCCG.CUU..CCGGCC.C.AAGU...GCCUUC...CAUG.GCAGACCAC
+X14661.1/2-308 GCCCA.ACU..CAGGCC.CAGAG....CC.UCA...CUAA.GCAGACCAC
+X13914.1/2-302 GCCCG.CUC..UGGGCCUCCUA.....CCCCGC..CAU.A.GCAGACCAC
+Z29105.1/1-303 GUUC..AG..UAACGCC.UAAUGG...GUUGCU...CCAA.UAAACAACC
+Z29111.1/1-301 GUCC..AG..UAACGCC.UGAUGG...GUUGCU...CCAA.UUAAACCAC
+Z29106.1/1-301 GUCC..AG..UAACGCC.UGAUGG...GUUGCU...CCAA.UUAAACCAC
+Z29112.1/1-302 GUCCA.GU...AAUGCC.UGAUGG...GCUGCU...CUAA.UUAAACCAC
+Z29101.1/1-302 GUUCC.AU..UAAUGCC.UGAUGG...GCUGUU...CUAG.UUAAACUAC
+Z29107.1/1-302 GUUC..AG..UAACGCC.UAAUGG...GUUGCU...CCAA..UAAACAAC
+Z29099.1/1-303 GUUCA.AC..GAAUGUC.UGAUGG...GCUGUU...CUAG.UUAAACUAC
+Z29103.1/1-303 GUCCU.AAC.AAAAACC.UGAUAG...GUUGCC....UAA.UUAAACCAU
+Z29260.1/1-302 GUUC..AG..UAACGCC.UAAUGG...GUUGCU...CCAA..UAAACAAC
+Z29261.1/1-303 GUUCC.AU..UAAUGCC.UGAUGG...GCUGCU...CCAA.UUAAACCAC
+Z29104.1/1-303 GUUCC.AU..UAAUGCC.UGAUGG...GCUGCU...CCAA.UUAAACCAC
+X13958.1/1-301 GUUCA.GU...AACGCC.UAAUGG...GUUGCU...CCAA..UAAACAAC
+X65991.1/1-302 ACCCA.CC...AUGGUU.CACUGAG..CUGACU..CUUAA.UAGGACCAU
+X65984.1/1-306 GUCCA.CC...AUGCUU.CACUAGG..CUGACU..CUUAA.UAGGACCAU
+X65990.1/1-300 GCCA..CC...AUGG.U.CACUGCA..UGCACU..CUUAA.UCAGACCAU
+X65983.1/1-305 AUCCA.CC...AUGCUU.CACUGGG..CUGACU..CUUAA.UAGGACCAU
+X65986.1/1-303 GCCAA.CA...CUGUUC.AACUGGG..CUGACU..CUUAA.UAGGACCAU
+X65985.1/1-302 UCCA..CC...AUGU.U.CACUGGU.CCUGACU..CUUAA.UCGGACCAU
+AC005311.3/17031-17335 AUCCA.CU...AUGGCC.CGCUGGU..UCGAUC...UCUC.CUGGACCAC
+AC005275.1/105500-105804 AACCA.CU...AUGGCC.UGCUGGU..CCGAUC...UCAU.AUGAACCAC
+AC005662.3/47366-47062 AGCCCACU...AUGACC.CAAUAAG...CCGCU...CCGA.UUGGACCAU
+AB020752.1/35792-36096 AUCCA.CU...AUGGUC.CGCUGGC..UCGUAA..CCCGC.UUGAACCAC
+AC005275.1/105500-105803 AACCA.CU...AUGGCC.UGCUGG...UCCGAU...CUCAUAUGAACCAC
+AF069442.1/64156-64461 AACCA.CU...AUGGCC.UGCUGGU..CCGAUC...UCAU.AUGAACCAC
+#=GC SS_cons >>>............>>.>>........>>>>>.....>>..>>...>>>
+
+AP003253.3/106424-106740 CAUCUU
+AC079888.10/27802-27493 CACCUU
+X14661.1/2-308 CAUCUU
+X13914.1/2-302 CAUCUU
+Z29105.1/1-303 ACCUUU
+Z29111.1/1-301 CAUUUU
+Z29106.1/1-301 CAUUUU
+Z29112.1/1-302 CACUUU
+Z29101.1/1-302 CACAUU
+Z29107.1/1-302 CACCUU
+Z29099.1/1-303 CACAUU
+Z29103.1/1-303 CACUUU
+Z29260.1/1-302 CACCUU
+Z29261.1/1-303 CACUUU
+Z29104.1/1-303 CACUUU
+X13958.1/1-301 CACCUU
+X65991.1/1-302 UUCUUU
+X65984.1/1-306 UUCUUU
+X65990.1/1-300 CUCUUU
+X65983.1/1-305 UUCUUU
+X65986.1/1-303 UUCUUU
+X65985.1/1-302 UUCCUU
+AC005311.3/17031-17335 CACUUU
+AC005275.1/105500-105804 CAUUUU
+AC005662.3/47366-47062 CACUUU
+AB020752.1/35792-36096 CAUUUU
+AC005275.1/105500-105803 CAUUU.
+AF069442.1/64156-64461 CAUUUU
+#=GC SS_cons >>>>>.
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00017.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00017.idx
new file mode 100644
index 0000000..cd0b508
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00017.idx
@@ -0,0 +1,21 @@
+AP000058.1/196062-195789
+M21085.1/9-299
+Y08257.1/50512-50799
+X17239.1/14-300
+X17237.1/11-302
+X01698.1/176-465
+X15364.1/835-1130
+M32222.1/953-1250
+U67510.1/7006-7301
+M22560.1/129-422
+X17238.1/12-306
+AE010387.1/4828-4528
+AE010126.1/9583-9877
+AL445063.1/194119-194402
+X56981.1/102-383
+AL354512.3/23429-23155
+X51658.1/237-504
+Z99259.1/7742-7997
+AC002512.1/76041-75744
+U40756.1/3688-3391
+Z34533.1/38786-39082
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00017.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00017.raw
new file mode 100644
index 0000000..5566137
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00017.raw
@@ -0,0 +1,195 @@
+>AP003253.3/106424-106740
+GCCGAGCUCAGUAGCGAGAGCCUGUAACCCAAGCGGGGGCACUAAAGGUGGCUGCGGAUG
+UUUGGUGUGGAUUCUGAUCCUGGGCCCCAUGUUGUUGUAAUCUUGCUGGCUUGCCCGUUC
+CAAGUUGCGUAGUGGGCCGGAGGGGCUUUGGCGAAGGCCUUUGCUUUGCUUCUCCGGCCC
+UAAAGUGGCAGGCACAGCGUGAGGCUGGCUUCACAGAGCAGCGAUCACUGCCCGCUUCCA
+UCGGUGGAAGGAUAACAGGCUGCUGCACCUUGGGCCCGCUUCUGGCCCAGAGUCCCUCUA
+CAACAGACCACCAUCUU
+>AC079888.10/27802-27493
+GCCGAGCCAGGUAGCGUUGGCUUGUCACCCGAGCGGGGGCAAUAAGGUGGUGUUGGAUGC
+CUGGUCGUUUGCGCUUGGGGUCUGCGCCUGUGGUUUGCACUAUGCGGCCCGCCCGUUCCA
+AGUUGCGUAGCGUGUGUGGGGCGCCUGGGCGAAGGCUCGAGCGUCCCUGCACCUAGAGUG
+GCGGGUAUUGCGUGAGGCUGGUUUCACAGAGCAGCGAGUACCGCCCGCUUCCAACGGUGG
+AAGGAUAACGGGCCGCUGCAGCCCUGGCCCGCUUCCGGCCCAAGUGCCUUCCAUGGCAGA
+CCACCACCUU
+>X14661.1/2-308
+CCGAGCUCUGUAGCGAGAGCUUGUAACCCGAGCGGGGGCAUUAAGGUGGUGCGGAUUCUU
+UGCGAUGGCUUUCUGGGCCCGGGCUCGCUAUGUGCCUUUGGCCGGCCUGCCCGUCCCAAG
+UUGGUAGUGGCUGGCGGAGGCUUUAGCGGAAGCUUUGGUCUCUCCAGACCUGAAGUGGCA
+GGAAUGGCGUGAGGCUGGCUUCACAGAGCAGCGAUCACUCGCCCGCUUCCAACGGUGGGA
+GGAUAACGGGCCGCUGCACUUCGAGCCCAACUCAGGCCCAGAGCCUCACUAAGCAGACCA
+CCAUCUU
+>X13914.1/2-302
+CCGAGCUAGUUGCGGGAGCUUGUCACCCAUGUGGGGGCAUUGAGGCGGUGUGGAUGCUUG
+GUGCGGUUUGUUGGCCUGGGCUUGUGAUGUAACCUUGCUGGCCUGCCCGUUCCAAGUUGG
+UAGUGGGCUGGGUGGCUGGGGCGAAAGCUUCGCCUUCUCAGGCCUUAAGUGGCAGGCACC
+ACGUUAGGCUGGUUUCACAGAGCAGCGACAACUGCCCGCUUCCAACGGUGGAAGGAUAAC
+AGGCCGCUGCAGCAUGGGCCCGCUCUGGGCCUCCUACCCCGCCAUAGCAGACCACCAUCU
+U
+>Z29105.1/1-303
+GUUGAGCUUAGUAACGUGGGCUUGUAAUCCAAGUGGAGACAUCAAAGUGGUUGAAUAUUG
+GGCUGUACCAGAUGGUUGGGCUUGGUGGGCUAAUUUCUGACUUGCCCUAUCCAAGCUUAG
+AGUUGGAUCAUGUGGCCCAAUUGAAGAAAUGGACUACUUGAUUCGUAAAGUGGGGCGGAA
+UGCGUGAGGCUGGUUUCACAGAGCAGUGAACAGCUCCCGCUCUGUGCAGUGGAAGGAUAA
+UGGGUCGGUGUCUUAUCAAGUUCAGUAACGCCUAAUGGGUUGCUCCAAUAAACAACCACC
+UUU
+>Z29111.1/1-301
+GUUGAGCUUAGUAACGUGGGCUUGUAACCCAAGUGGGGAUGUUAAUGUGGUGGAAUGUUG
+GGCUGUACCAGAUGGUUGGGCUUGGUGGGCUAAUUUCUGACUUGCCCUAUCCAAGCUUAG
+AGUUGGAUCAUGUGGCCCAAUUGAAGAAAUGGACUACUUGAUUCGUAAAGUGGGGCGGAA
+UGCGUGAGGCUGGUUUCACAGAGCAACGAUAAGUUUCGCUCUAAGCGGUGGAAGGAUAAC
+GAGUCGGUGUUCUCUGAGUCCAGUAACGCCUGAUGGGUUGCUCCAAUUAAACCACCAUUU
+U
+>Z29106.1/1-301
+GCCGAGCUUAGUAAUGUGGGCUUGUAACCCAAAUGGGGGCAUUAAUGUGGUGGAAUGUUG
+GGCUGUACCAGAUGGUUGGGCUUGGUGGGCUAAUUUCUGACUUGCCCUAUCCAAGCUUAG
+AGUUGGAUCAUGUGGCCCAAUUGAAGAAAUGGACUACUUGAUUCGUAAAGUGGGGCGGAA
+UGCGUGAGGCUGGUUUCACAGAGCAACGAUAAGUUUCGCUCUAAGCGGUGGAAGGAUAAC
+GAGUCGGUGUUCUCUGAGUCCAGUAACGCCUGAUGGGUUGCUCCAAUUAAACCACCAUUU
+U
+>Z29112.1/1-302
+GUCGAGCUUAGUAAUGUGGGCUUGUAACCCAAAUGGGGGCAUUAAUGUGGUGGAAUGUUG
+GGCUGUACCAGAUGGUUGGGCUUGGUGGGCUAAUUUCUGACUUGCCCUAUCCAAGCUUAG
+AGUUGGAUCAUGUGGCCCAAUUGAAGAAAUGGACUACUUGAUUCGUAAAGUGGGGCGGAA
+UGCGUGAGGCUGGUUUCACAGAGCAACGAUAAGUUUCCGCUCUAAGCGGUGGAAGGAUAA
+CGAGUCGGUGUUCUCUGAGUCCAGUAAUGCCUGAUGGGCUGCUCUAAUUAAACCACCACU
+UU
+>Z29101.1/1-302
+GUCGAGCUUAGUAACGUGGGCUUGUAACCCAAGUGGGGAUGUUAAGGUGGUGGAAUAUUG
+GGCUGUCCCAGAUGGCUGGGCUUGGUGGGCUAAUUUCUGGCCUGCCCUAUCCAAGUACAG
+AGUUGGAUCAUGUGGUCCAAUUGAAAGAAUGGGCUACUAGAUUCCUAAAGUGGGGUGGAC
+CCGUGAGGCUGGUUUCACAGAGCAACGAAAAACUUCCGCUUUGUGCAGUGGAAGGAUAAC
+GGACCGGUGCCUUCCAAGUUCCAUUAAUGCCUGAUGGGCUGUUCUAGUUAAACUACCACA
+UU
+>Z29107.1/1-302
+GUCGAGCUUAGUAACGUGGGCUUGUAAUCCAAGUGGAGACAUCAAAGUGGUUGAAUAUUG
+GGCUUUACCAGAAGGUUGGGCUUGGUGGGCUUAGUUCUGGCCUGCCCUGUCCAAGCACAG
+AGUUGGAUCACGAGGCCCAAAUGAAAAUAUGGGCUUCUUGAUUCCUAAAGUGGGGCGGAC
+CGCAUGAGGCUGGCUUCACAGAGCAGUGAACAGCUCCCGCUCUGUGCAGUGGAAGGAUAA
+UGGGUCGGUGUCUUAUCAAGUUCAGUAACGCCUAAUGGGUUGCUCCAAUAAACAACCACC
+UU
+>Z29099.1/1-303
+GCCGAGCUCAGUAGCGUGGGCUUGUAACUCAAGUGAGGGCAUCAGUGUGGUGGAAUGUUG
+AACAUGCCCAGAAGGUAGGGCUUGUGUGACAAUUCUCUGGCCUGCCCUGUCCAAGCAAAG
+AGUUGGGUCUUGUGGGCCAAGCGAAGGCUUGGGCUGCUGGGCUCCUAAAGUGGGGUGGAC
+UGCGUGAGGCUGGUUUCACAGAGCAACGAAUAGCUCCCGCUCUGUGCAGUGGAAGGAUAA
+CGAGCCAGUGUCAUAUAAGUUCAACGAAUGUCUGAUGGGCUGUUCUAGUUAAACUACCAC
+AUU
+>Z29103.1/1-303
+GCCGAGCUUUGUAACGUGGGCUUGUAACCCGAGUGGGGGCAACAAUGUGGUGGAAUGUUG
+GGUCCAUCUUGAUGGAUGGGCUUGAAGGGCUAAUGUUCUGGCCUGCCCUGUCCAAGCACA
+GAGUUGGGUCAAGUGGUCUAUACGAAAGUAUAGCCACUUGGCCUUUAGAGUGGGAUGGAC
+UGCGUGAGGCUGGUUUCACAGAGCAACGACUAGUCCCCGCUCUGUGCAGUGGAAGGAUCA
+CGGGCUAGUGCUCUUUGAGUCCUAACAAAAACCUGAUAGGUUGCCUAAUUAAACCAUCAC
+UUU
+>Z29260.1/1-302
+GUUGAGCUUAGUAACGUGGGCUUGUAAUCCAAGUGGAGACAUCAAAGUGGUUGAAUAUUG
+GGCUUUACCAGAAGGUUGGGCUUGGUGGGCUUAGUUCUGGCCUGCCCUGUCCAAGCACAG
+AGUAGGAUCACGAGGCCCAAAUGAAAAUAUGGGCUUCUUGAUUCCUAAAGCGGGGCGGAC
+CGCAUGAGGCUGGCUUCACAGAGCAGUGAACAGCUCCCGCUCUGUGCAGUGGAAGGAUAA
+UGGGUCGGUGUCUUAUCAAGUUCAGUAACGCCUAAUGGGUUGCUCCAAUAAACAACCACC
+UU
+>Z29261.1/1-303
+GCCGAGCUUAGUAACGUGGGCUUGUAACCCAAGUGGGGAUGUUAAGGUGGUGGAAUAUUG
+GGCUGUCCCAGAUGGCUGGGCUUGGUGGGCUAAUUUCUGGCCUGCCCUAUCCAAGCACAG
+AGUUGGAUCAUGUGGUCCAAUUGAAAGAAUGGGCUACUAGAUUCCUAAAGUGGGGUGGAC
+CGCGUGAGGCUGGUUUCACAGAGCAACGAAAAACUUCCGCUUUGUGCAGUGGAAGGAUAA
+CGGACCGGUGCCUUCCAAGUUCCAUUAAUGCCUGAUGGGCUGCUCCAAUUAAACCACCAC
+UUU
+>Z29104.1/1-303
+GCCGAGCUUAGUAAUGUGGGCUUGUAACCCAAAUGGGGGCAUUAAUGUGGUGGAAUGUUG
+GGCUGUACCAGAUGGUUGGGCUUGGUGGGCUAAUUUCUGGCCUGCCCUAUCCAAGCACAG
+AGUUGGAUCAUGUGGUCCAAUUGAAAGAAUGGGCUACUAGAUUCCUAAAGUGGGGUGGAC
+CGCGUGAGGCUGGUUUCACAGAGCAACGAAAAACUUCCGCUUUGUGCAGUGGAAGGAUAA
+CGGACCGGUGCCUUCCAAGUUCCAUUAAUGCCUGAUGGGCUGCUCCAAUUAAACCACCAC
+UUU
+>X13958.1/1-301
+GGCGAGCUUAGUAACGUGGGCUUGUAAUCCAAGUGGAGACAUCAAAGUGGUUGAAUAUUG
+GGCUUUACCAGAAGGUUGGGCUUGGUGGGCUUAGUUCUGGCCUGCCCUGUCCAAGCACAG
+AGUUGGAUCACGAGGCCCAAAUGAAAAUAUGGGCUUCUUGAUUCCUAAAGUGGGGCGGAC
+CGCAUGAGGCUGGCUUCACAGAGCAGUGAACGCUCCCGCUCUGUGCAGUGGAAGGAUAAU
+GGGUCGGUGUCUUAUCAAGUUCAGUAACGCCUAAUGGGUUGCUCCAAUAAACAACCACCU
+U
+>X65991.1/1-302
+GGCCUAGCAACGUGGGCCUGUAACCCAAGUGGGGGCAUGUGGGAAAUGGGACUUUAGUUC
+GGCCCAUUGGAUCGGAUCCAGUGUUAGCUGCUUGCUGGGCUGCCCAUUCCAAGCCGAGAG
+UUGAGCUGUGUGAGCCGGACGAAGGUCUGGCUUGGUCAGCUCCUAAAGCGGAGGGCAAUG
+CGUGAGGCUGGUUUCACAGAGCAGCGACAACCUCCCGCUCUCGGCAGUGGAAGGAUAACG
+GGCCGGUGCUGCUUGGACCCACCAUGGUUCACUGAGCUGACUCUUAAUAGGACCAUUUCU
+UU
+>X65984.1/1-306
+GCCGGUCUUAGCAACGUGGGCCUGUAACCCAAGUGGGGGCAUGUGGGAAAUGGGACUUUG
+GGUCAACCUAGUGGAUCGGGUCCAGUGUUAGCUGCUUACUGGUCUGCCCAUUCCAAGCCG
+GGAGUUGGGCUGAGUGACCUGGGCGAAGGGCUGGGUUGCGCACGUCCUAGAGUGGAGGGC
+AAUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACCUCCCGCUCUCGGCAGUGGAAGGAU
+AACGGGCCGGUGCUACCUGGGUCCACCAUGCUUCACUAGGCUGACUCUUAAUAGGACCAU
+UUCUUU
+>X65990.1/1-300
+GGCCUAGCAACGUGGGCCUGUAACCCAAGUGGGGGCAUGUGGGAGAUGGGACUUUGGGUC
+AGCCCAUUGGAUCGGGUCCAGUGUUAGCUGCUUGCUGGUCUGCCCAUUCCAAGCCGAGAG
+UUGGGCUGUGUGAUCUGGGCGAAGGCUGGGGUCGCACAGCUCCUAAAGAGGAGGGCAAUG
+CGUGAGGCUGGUUUCACAGAGCAGCGACCACCUCCCGCUCUCGGCAGUGGAAGGAUAACG
+GGUCGGUGCUACUUGGGCCACCAUGGUCACUGCAUGCACUCUUAAUCAGACCAUCUCUUU
+>X65983.1/1-305
+GACGGGCUUAGCAACGUGGGCCUGUAACCCAAGUGGGGGCAUGUGGGAAAUGGGACUUUG
+GGUCAACCUAGUGGAUCGGGUCCAGUGUUAGCUGCUUACUGGUCUGCCCAUUCCAAGCCG
+GGAGUUGGGCUGAGUGACCUGGGCGAAGGCUGGGUUGCGCAGCUCCUAGAGUGGAGGGCA
+AUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACCUCCCGCUCUCGGCAGUGGAAGGAUA
+ACGGGCCGGUGCUACCUGGAUCCACCAUGCUUCACUGGGCUGACUCUUAAUAGGACCAUU
+UCUUU
+>X65986.1/1-303
+GGUCUUAGCAACUUGGUCCUGUAACCCAAGUGGGGGCAUGUGGGAAAUGGAACUUUGGGU
+CAACCCAGUGGUNCGGGNCCAGUGCUAGCUGCUUACCCGGCUGCCCAUUCCAAGCCGGGA
+GGUGGGCUGAGGGACCUGGGCGAAGGCUNNNGGNNGCGCACUCCUAGACUGGAGGGCAAU
+GCGUGAGGCUGGCUUCACAGAGCAGCGACUACCUCCCGCUCUCGGCAGUGGAAGGAUAAC
+GGGCCGGUGCGCCUUGAGCCAACACUGUUCAACUGGGCUGACUCUUAAUAGGACCAUUUC
+UUU
+>X65985.1/1-302
+GGCCUUAGCAACGUGGGCCUGUAACCCAAGUGGGGGCAUGUGGGAAAUGGAACAUUGGGU
+CAGCCCAGUGGAUCGGGUCCAGUGUUAGCUGCUUACUGGUCUGCCCAUUCCAAGCCGGGA
+GUUGGGCUGAGUGACCUGGGCGAAGGCCUGGGUUGCGCAGCUCCUAGAGUGGAGGGCAAU
+GCGUGAGGCUGGUUUCACAGAGCAGCGACUACCUCCCGCUCCCGGCAGUGGAAGGAUAAC
+GGGCCGGUGCUACUUGGUCCACCAUGUUCACUGGUCCUGACUCUUAAUCGGACCAUUUCC
+UU
+>AC005311.3/17031-17335
+GUCGAGCUAAGUAACGAGAGCUUGUGACCCGAGUGGGGACAAUAAGGUGGUGGAACAGUG
+GUUCAAUUCCUCGGGUCGGACCUGAUGCUGACAUAUAUCUGAGCUGCCCAGUCCAAGCUG
+UGAGUAAUCUGUGUGGGUCAGGCGAAGGCUUGACUCAGGCGGAUUCUAAAGUCGGAGGGU
+AAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACUUCCCUCUUACAGCAGUGGAUGGAU
+CAUAGUUCGAAGUCUCUCAGAUCCACUAUGGCCCGCUGGUUCGAUCUCUCCUGGACCACC
+ACUUU
+>AC005275.1/105500-105804
+GUCGAGCUAAGUAACAUGAGCUUGUAACCCAUGUGGGGACAUUUAGAUGGUGGAACACUG
+GUUCGGGUCCACGGGCCGGUUCUGUUGUUGGCAUGUUUCUGGGCUGCCCAGUCCAAGCUG
+UGAGUAAGACGUGUGUGUCAAGCGAAGGCUUGGCUCAAACGGCUUCUAAAGUUGGAGGGU
+AAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACUUCCCGCUUACAGCAGUGGACGGAU
+CACAGUUUAGCGUCGCUCAGAACCACUAUGGCCUGCUGGUCCGAUCUCAUAUGAACCACC
+AUUUU
+>AC005662.3/47366-47062
+GUCGAACUCAGUAACGCGGGCUUGUGAUCCAAGUGGAGACAAUAAGGGGAUGGGACGUUG
+GGUCGAUCUCAUUGGGCCGGGUUCGGGUUGGGCUAUAUUCUGGCCCGCCCAUUCCAAGUU
+GGGAGUUGAGGCAUGGGCUUCGAGCGAAGGCUCGGGUCUCAUGUCUUCUAGAGUGGGGGA
+GACCGCGUGAGGCUGGUUUCACAGAGCAGCGUCCACCUCCCGCUCUUGACGGUGGAAGGA
+UUACGGGCCAUUGCCUUCCGAGCCCACUAUGACCCAAUAAGCCGCUCCGAUUGGACCAUC
+ACUUU
+>AB020752.1/35792-36096
+GUCGAGCUAUGUAACGAGAGCUUGUAACCCAAGUGGGGACUAUAAGAUGGUGGAACACUG
+GAUCGGCCCACGGGUCGGAUUUGUUGUUGGCAUAGGUCUGGACUGCCCAAUCCAAGCUGU
+GAGUGAACCGUAUGAACCAAGCGAAGGUUUGAUCCGUACGGUUGCUAAAGGUUGAGGGUA
+UUGCGUUAGGCUGGCUUCACAGAGCAGCGACUACCUCCCGCUCUCAGCAGUGGACGGACA
+ACGGUUCGACGCCACACAAAUCCACUAUGGUCCGCUGGCUCGUAACCCGCUUGAACCACC
+AUUUU
+>AC005275.1/105500-105803
+GUCGAGCUAAGUAACAUGAGCUUGUAACCCAUGUGGGGACAUUUAGAUGGUGGAACACUG
+GUUCGGGUCCACGGGCCGGUUCUGUUGUUGGCAUGUUUCUGGGCUGCCCAGUCCAAGCUG
+UGAGUAAGACGUGUGUGUCAAGCGAAGGCUUGGCUCAAACGGCUUCUAAAGUUGGAGGGU
+AAUGCGUGAGGCUGGUUUCACAGAGCAGCGACUACUUCCCGCUUACAGCAGUGGACGGAU
+CACAGUUUAGCGUCGCUCAGAACCACUAUGGCCUGCUGGUCCGAUCUCAUAUGAACCACC
+AUUU
+>AF069442.1/64156-64461
+GUCGAGCUAAGUAACAAUAGCUUGUAACCCAUGUGGGGACAUUAAGAUGGUGGGACACUG
+GUUCGGUUCCUCGGAUCGGUUCUGAUGUGGGCAUGUUUCUGAGCUGCCCAGUCCAAGCUG
+UGAGUAAUUAGUGUUGAGUUGAGCGAAGGCUUGGCUCAUGCAGGUUCUAGAGUCGGAGGG
+UAAUGCGUGAGGCUGGCUUCACAGAGCAGCGACUACUUCCCGCUUACAGCAGUGGACGGA
+UCACGGUUUAGCGUCGCUCAGAACCACUAUGGCCUGCUGGUCCGAUCUCAUAUGAACCAC
+CAUUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00017.test b/benchmarks/cmsearch-rmark/rmark-1/RF00017.test
new file mode 100644
index 0000000..44a3545
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00017.test
@@ -0,0 +1,127 @@
+>AP000058.1/196062-195789
+GGGGCCCCGAAGGCGCCACGCGGGGGCCAGAAGAACCCGCCCCCAGAGCUUGAAGCAGGC
+CAGCAAGGGCCUGCAGGGUACAAUGAACCCCGUCCCGCGGGGCCGGCGGAGGCGGGCGGC
+CAGCCGGAGGGCCGGCCGAAGCCGCCGUAGCCGGGGCCACCCGGCGAGGCCCGGAAGGGA
+GCAGCCGACCCCGGCCGACCGGCGUUCGCGGGGGGAACGGGGGGAGAAGCCCUGCAGGGU
+AACCCUCUGGCCUGCUUCAAACUCUGGGAGCGGG
+>M21085.1/9-299
+GCCGGGGGCUCGCCCUCCCCCGAGCCCCGAAAUGGGCGUAAUGCGGGGGCCAGUAACCCG
+CACGUCGGCCGUAGUGGUCCAGGGCAGACCCGGCCGACCCAUGACCCCCGUCCCGCGGGG
+CCGGCGGCGCGGAGCCCCCUCCGGAGGGAGGGAGGCUACCGCCCUUACCGGGGGAACCAG
+GCCAGGCCCGGAAGGGAGCAACCUAACCCCGGACGCCCGGCGUUCGCGGGGCCACGGGGU
+GAGGCAACGGCCGGGCCCCCUGCCCUGGGCCCCUACGGCUGGCGUGCGGGG
+>Y08257.1/50512-50799
+GUGGGGGAUCUCGCCAAUCCCUAUUACCCGCAAGGCGUAAUGCGGGCACCAGUAACUCCU
+ACCCUAUGGUGUCUCCUAUCUGUAGGUCCCAGUGGAGCGAUGAAGCCUGCCCAGCGGGGC
+UUGGCGGUCAUGGGCUUUCUCUCCGGAGGGAGAGAAAGUACCAUGAUAGCUGGGGGAAUC
+GGCGAGGCCCGGAAGGGAGCAGCCGUGCCUGGACGCCAGCGUUCGCUGGUCAACAGCCAG
+AGUGAAACUGGGGUAAACCUAUAGAUAGGUAGGCCAUGGGGUAGGGGG
+>X17239.1/14-300
+GUGGAGGGUCUCGCCAGCCCUUAUACCCACAUGGCGCAACGUGGGCACCAGUAACUCCUA
+UGCUAUAAUACCUGCUCUUCGAGAUCCCAGUCUAACUAUGAUCAUCGCCCGACGGGGCGA
+GAUAGUCGUGGGUUCCCUUUCUGGAGGGAGAGGGAAUUCCACGUUGACCGGGGGAACCGG
+CCAGGCCCGGAAGGGAGCAACCGUGCCCGGCUAUCCGCGUUCGUCGGUCUCCGAUAGGAG
+GAAGACUGGGGGUAAAUCUCGGGGAGUAAGGGUUAUGGCAUAGGGGA
+>X17237.1/11-302
+GCCGGGGGGUUCGGCGUCCCCUGUAACCCGAAACCGCCGAUACGCGGGGGCCGAAGCCGA
+GGGGAGGCCUGUCAAGCGGGCGGCAGCGGUUCCAGGCACCGCAGAGUCCUCGUCCCGGAG
+GGCCGGCGGUUAUGGCCGGGCUGCCCGGAGGGGCUGUCCGCCAUAUUAGCCGGGGGGAAC
+GGCCCAGGCCCGGAAGGGAGCAGGCUAACCCCGGACGACCGGCGCUUCCGGGGGUGCGGG
+GAGGAGGUGCCUGGGGCUUCAAGCCGCCCGUAAGGCAGGUCGACCCGAGGCG
+>X01698.1/176-465
+GCCGGGCGGUUUGGCUCCGCCCGACACCCGUGAGACAGUCAUCAGCGGGGGCCGAACACC
+GGGCGCGUCCGACCGCCGCGGUCGGCCCCGGAAGCCAACGUGGAAGCCUCGUCCGUCGGG
+GACGGCGGUCCGCGGCGUGCGCCCGCAGGGGCGUUCCGUCGUGGUUCGACGGUGGCAACC
+CGCCAGGCACGGAAGUGAGCAGCGGACCACCGAACGCCCGUCGCUCGACGGGUCGCGGGG
+UGGAGAAGGCGACCGGGACUACCCGGCCGGGAACGCCGGGCUACCCCGAC
+>X15364.1/835-1130
+ACCGGAGGGUUAGGGGUCCUCUGUAAGCGCAAAUCCCCUAUACGGCGCGGUCGAAGUUCA
+GGGGACGGCUGAUCGACUGUUUAUCGGCCCUGCUGAUUGGUGUCGAAGCCUCGUCCCGCA
+GGAUCAGUGGUGAUGGGGCCCUGACUGGAGGGUCAGGGUAAACCAUCUUAGUCAUGGGAA
+CGGGUCAGGCCUGGAAAGGAGCAGCCCUACCAUGGACAGCUGAUGCUUGCGGAUUAACGG
+GGUGGAGCCAGUCAGCGGGAUCACCGGUAAAUGGAAGGUCUGUCAACCCCUGAACG
+>M32222.1/953-1250
+GCCGGGGGGUUAGGGGUCCCCUGUAAGCGCAAAUCCCCUAUAUGGCGCGGCCGAAGCCCA
+GGAGGCGGCAAGACCGCCAGACAUCGGCCUGAGGGUUAAACAAUGAAGCCUCGUCCCACA
+GGGCCACCGGUGGCGAGGGUCCAGCUGGAGGGCUGGACCUAAUCGCCUUUGCUGCGGGAA
+CGGGUCAGGCCCGGAAGGGAGCAGCCCUACCGCAGACGGAUGGUGCUUGUGGGUCAACGG
+GGUGGAGUCUAUAACCCUCAGAUCACCGGUGUCUGGUGGUCUUGUCCACUCCUGGGCG
+>U67510.1/7006-7301
+GCCGGGGGGUUGGGCGUCCCCUGUAACCCGAAAUCGCCCUUAUGCGGGGGCCGAAAACUU
+GGGGGCGGCAUGUCCUCCAGUCCUUCCUUCCCAGACUCCUCGAUGAGGUCUCGUCCCGUG
+GGGCUCGGCGGUGGGGGAGCAUCUCCUGUAGGGGAGAUGUAACCCCCUUUACCUGCCGAA
+CCCCGCCAGGCCCGGAAGGGAGCAACGGUAGGCAGGACGUCGGCGCUCACGGGGGUGCGG
+GACGGAGAAGGAAUCUGGGGGCGAGGGAGGACUGGAGGACAUGCCCACCCCAAGGA
+>M22560.1/129-422
+GCUGGGAGGUUAGGCGUCUCCUGUAACUUGAAAUCGCCUUUGCGAGAGCCGAAAACUUGG
+GGGCGGCAUAAGUUCCCAAAUUUCAUUCUUAAUUAGUAUGUCGACGUUUCGUCCUUUGGG
+GUAAGAUGGUAAGAGACUCUCUUUCUUAAGAAAGAGUCAAACUCUUUUCGUAUUUCGAAA
+CCCGCCAGGCCCGGAAGGGAGCAACGGUAGAAUUUACUUCGACGCUCAAGGGGUAGCGGG
+GCUGAGUACUAAUUAAGGCAAAAUGAGAUUUGGUGCUUUUGUCCACCCCAAGGA
+>X17238.1/12-306
+UCCGGGUAGCCCGGCGUUACCUGUAACCCGAAAUCGCCGAUAUGCGGGGGACGAAGCCAA
+UGGAAGAUGCGUCAAAGGGAUUCCAGCCUGUGAUCUCAACUGAGAAACCCCGUCCUGCUU
+GGAUGAUGCAGGUAUGUGGACUUGCUGGAAAACAGGUCCUCAUACCCUAACUGCGGAAAC
+CGGUCGAGGCCCGGAAGGGAGCAGACUCACUGUGGGCAACCGUCGCUUGCGGGGUCGCGG
+GGUGGAGAAGAGAUUCCAGUCUACUGAAAUCUCCCAGAUACAACGACCUGCGGUG
+>AE010387.1/4828-4528
+GCCGGCGGGCUGGCGGUCCGCUGUAACCCGAAAUCCGCCUCAUGCGGGGGCCGAAGCCGA
+GGGGGCGGCCCGGUCCCCCGGAGUACCGGCCCCCCGGACCCGACCGAUGACCCUCCGGCC
+CCCCGGGGGCCCGGGGUGGCGGGGCCGCCGCCGGAGGGCGGCGCGCCACCGCCUUUGCCG
+GGGCACCGGGUCAGGCCCGAGAGGGAGCAGCCCACCCCGGACCCGCGGCCGCUCGGGGGU
+CGCCGGAGGCAGGUCGGCCGGGGGAGUACCGGGCUCCGGGGGCCGGGUCCACCCCUCGGC
+G
+>AE010126.1/9583-9877
+GCCGGGGGGUUCGGCGUCCCCUGUAACCGGAAACCGCCGAUAUGCCGGGGCCGAAGCCCG
+GGGGGCGGUUCCCAAAGCCGCUCCCAGAAGCCGAGGUCGAACGAUGAGUCCUCGUCCCGC
+GGGGUGCCCGGUGGGGGAGGCACGGCUGAAGGGCCGUGCUAACCCCCUUUGGGCCCCGAA
+CCCCGCAAGGCCCGGAAGGGAGCAGCGGUAGGGGCCACGGAGCACGCUCGCGGGGGUGCG
+GGGAUGAGAUAGGCCUCGGUGGAUGGGAGCGGUGGAGGGUUCCCACCCUCGGGCG
+>AL445063.1/194119-194402
+GCCGGGGGGUUAGGCGUCCCCUGUACCCGAAGUCUAGAUGCGGGGGCGACAGCCCGGUGA
+GACCACCUGGGUUUCUGCCAGGCCCUGCGGAAUCAAUGAUCUCCUGUCCCUCUGGAUCGG
+AGGCCCAUGGACACGAUCUCAAAGGAGAACGCGCCCAUGGCUUGCCAGGGGAACGCGCCA
+GGCCCGGAAGGGAGCAACGACACCCUGGACUCUCGAUGCUGGAGGGGUGCGGGGGUGAGA
+GGAAACAGGGGGUACCUGACAGGACGCCCAGACCGAACCGGGUG
+>X56981.1/102-383
+GCCAGGGUAGCAAUACCUGUGUCUAUAUGUGGCAUAAACAAUGUAGGUUGUGAUAGAUAG
+GAUAUGAGAGUUUGAUGAGACAGUUUGCUAAGAGUGUGCCCGCUCCAAACAAUGAGUUGC
+UAUGGUGGUAACCUAGUAAUAGGACUCCACCAGGGCAUUAAAGAGCUAAGGAAACGCCUC
+AGGCUGGCAACAGAACAGGGAAAACUUGCCGCUUGUUGUGGUGGAAGGAUAACAUACUCA
+UUAACUGUCAAACUAAUCGUUCUACUAUCAAAGCCAGACAUU
+>AL354512.3/23429-23155
+GCCGGAGCUCUGCUCUGUAACCUUCGGGGGCUAACCAGGCUUAGCGGGGAGGACGUGGAC
+CAGCGAGGGUGAUUUGCUGCGUUGACGUGGUGCUCUGCUUGGCUGUGUGUCGGUGUGGCU
+UGCCCCCCUGCAGAGGGUGGCGCGGGUCCGCCGUUGAAGCGAGGGAACCGGGUCAGGCCG
+GAAACGGAGCAGCCCACCCCACGCACGUCCGCCGUUGCAGAAUCACACCGCGGAGCAUGU
+CCGCACUUGAGCCCCACGCUUCGUCGCGAAGCCUU
+>X51658.1/237-504
+AGCUGUAAUGGCAUUUUGUCGGAGUGGUAAAUCGCCUUCUUGUUGUGCGUUCGAGUUCUG
+GACUCUGCACUGGGCUACUUUGUUUGUCCUUUCCGAAUUCUGCGGUUGAUGGGCGUCUCG
+GUCUGAGUAAUCGGCUUUGAGAUUUCCGUUCUAAGAUUAACUGGGAUACUUCAGUGGAGC
+AAUCCAGCAGAGAUCCAGUUGCCGUGGGUAUGGCGGUGGGAUAGCAACAAAGUGGUAUAU
+GUUAUGGAAGGUAUUUGCAAUCACGACU
+>Z99259.1/7742-7997
+CGCUGUAAUGGCUUGGUCGAAGUGUUUAGUACUCCCAAUAGUGCAUGUUCGGUGGUCUCG
+GGUUCGAGUCUCGCUUUCGAUCCCUCGAUCUGCCACGUCUGUUCGAAGAGUAGUCUUCGU
+GGCAACUGGCAGUUAAACCGUGUAGUACCGAUGGAGGUUGGAAACAAUGCACAUCACUAC
+CGGGUCUUGGGCAGUGCGAUAGCGAUGGGAUUCACCUUCGCAGGAUGUGCAUGGAAGUAU
+AAACACAACGGUCGUU
+>AC002512.1/76041-75744
+GACUGGAAGGUUGGCAGCUUCUGUAAUCACGCUUCUGUGAGGUCUGAUUGUGGGAUGGCC
+UGAGGCUGGGAUCUACUGCGUAGCGGACCAGCUCAUGUUGACGGAACGUCCGCACUAAGC
+UUGCCAUCAAUAUGGGUGCCAUGGAGGAGUCCGUGGCAUUCAGGUUGGCUAAGGAGGGAU
+GAACCGGGCCAGGGGUGAAAACCAGCAGCCAAGAGUUCCCGUGGUAGGCAGUAGUGGGAU
+AGCGUACCGGAGUGGACUGCCGUUAUCAGCCCAACCGAUAUGGUUGGACCACAAUCUU
+>U40756.1/3688-3391
+GCCGGGUACGGUGGCGCGUGCCUGUAAUCCAAGCUACUGGGAGGCUGAGGCUGGCGGAUC
+GCUUGAGCUCAGGAGUUCUGGGCUUCAGCGGACUAUGUCGAUCGGGUGUCCGUACUAAGU
+UCGGUAUCGAUAUGGUGCUCCUGGGGGAGCCCGGGAUCACCAGGUCGCCUAAGGAGGGGU
+GCCCCGGCCCAGGUCGGAAACGAAGCAGGUCAAAGCCCCCGUGCCGCUCAGUAGUGGGAU
+CGCGCCCGUGAAUAGACGCUGUAGUUCAACCUGAGUAACACAGCGGGACUCAGUCUUU
+>Z34533.1/38786-39082
+ACCGAGCGUCGUGGCGGGCGCUUGUGAGUCAGCUUCUUGACGGUAGAUGAGUGUGGAUGG
+AGUGAGAGGAGGAGUCCUGUGUAUGUCGUUGUCAACGUCGACCGAGCGUCCGUGCCAAGC
+GCUGCGUCACCAGGGGAUGACUGUCGGAAGAUGGUCAGUCCCGGGUGCAUAAGGAGUGGU
+GGAUGGUUCAGGACCGAAAGGUAGCAGACAAAAGCCACCGCGCGGUGCAGUGGCCGGACA
+GCGCUUGUGAGUUGACACGUAUACACAGCCUUCUCAAUACCUUCAGACCACUUGUCA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00018.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00018.ali
new file mode 100644
index 0000000..ada6222
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00018.ali
@@ -0,0 +1,109 @@
+# STOCKHOLM 1.0
+#=GF ID CsrB
+#=GF AC RF00018
+#=GF DE CsrB/RsmB RNA family
+#=GF AU Bateman A
+#=GF GA 17.0
+#=GF NC 16.6
+#=GF TC 17.8
+
+AE005507.1/6593-6234 GAGUCAGACAACGAAGUGAACAUCAGGAUGAUGACACUUCUGAAGGAC..
+AE016765.1/177273-176914 GAGUCAGACAACGAAGUGAACAUCAGGAUGAUGACACUUCUGAAGGAC..
+L13457.1/235-574 .................UCGUUUUAGGAAGAAACGAUCGUUUCAGGAAGA
+X79474.1/346-702 GUUUCAGGAAGAAGCGUUGUUUUCAGGAAGAUAAACAGUUUUCAGGAAGA
+AE008835.1/21653-21298 GAGUCGUACAACGAAGCGAACGUCAGGAUGAUGACGCUUCAGCAGGAC..
+AL627276.1/270587-270233 GAGUCGUACAACGAAGCGAACGUCAGGAUGAUGACGCUUCAGCAGGAC..
+AE015294.1/6631-6272 GAGUCAGACAACGAAGUGAACAUCAGGAUGAUGACACUUCUGCAGGAC..
+AJ414146.1/58040-58361 .................GGAUCUGGCGGAGAGG.GAACGCAUCUGGAAGA
+#=GC SS_cons ....................<<<.......>>>.................
+
+AE005507.1/6593-6234 ..................................................
+AE016765.1/177273-176914 ..................................................
+L13457.1/235-574 ..................................................
+X79474.1/346-702 ..................................................
+AE008835.1/21653-21298 ..................................................
+AL627276.1/270587-270233 ..................................................
+AE015294.1/6631-6272 ..................................................
+AJ414146.1/58040-58361 ..................................................
+#=GC SS_cons ..................................................
+
+AE005507.1/6593-6234 ............................................ACACCA
+AE016765.1/177273-176914 ............................................ACACCA
+L13457.1/235-574 .....................................AGCGUUGUUUUCA
+X79474.1/346-702 .....................................UAAACAGUUUUCA
+AE008835.1/21653-21298 ............................................ACGCCA
+AL627276.1/270587-270233 ............................................ACGCCA
+AE015294.1/6631-6272 ............................................ACACCA
+AJ414146.1/58040-58361 .....................................UG...UGUCUUCA
+#=GC SS_cons ............................................<<<<<.
+
+AE005507.1/6593-6234 GGAUGGUGUUUCAGGGAA..........AGGCUUCUGGAUGAAGCGAAGA
+AE016765.1/177273-176914 GGAUGGUGUUUCAGGGAA..........AGGCUUCUGGAUGAAGCGAAGA
+L13457.1/235-574 GGAAGAAGA.ACGG................UUUUCAGGAAGAAACAUGG.
+X79474.1/346-702 GGAAGAAGA.ACAG................UUUUCAGGAAGAAACAUGA.
+AE008835.1/21653-21298 GGAUGGUGUUACAAGGAA..........AGGCUUCAGGAUGAAGCAAAGU
+AL627276.1/270587-270233 GGAUGGUGUUACAAGGAA..........AGGCUUCAGGAUGAAGCAAAGU
+AE015294.1/6631-6272 GGAUGGUGUUUCAGGGAA..........AGGCUUCUGGAUGAAGCGAAGA
+AJ414146.1/58040-58361 GGACGAAGA.ACACAGGG..........ACUGCUUAGGACGAGUGAAGGG
+#=GC SS_cons ....>>>>>.....................<<<<<.....>>>>>.....
+
+AE005507.1/6593-6234 GGAUGACGCAGGACGCGUUAAAGGACAC..CUCCAGGAUGGAGA.AUGAG
+AE016765.1/177273-176914 GGAUGACGCAGGACGCGUUAAAGGACAC..CUCCAGGAUGGAGA.AUGAG
+L13457.1/235-574 .....UUUCAGGAUGAAAUCAGGGACAC..CUCCAGGAAGGAGA.CCGAG
+X79474.1/346-702 .....UUUCAGGAUGAAAUCAGGGACAC..CUCCAGGAAGGAGA.CCGAG
+AE008835.1/21653-21298 GGAAAGCGCAGGAUGCGUUAAAGGACAC..CUCCAGGACGGAGA.ACGAG
+AL627276.1/270587-270233 GGAAAGCGCAGGAUGCGUUAAAGGACAC..CUCCAGGACGGAGA.ACGAG
+AE015294.1/6631-6272 GGAUGACGCAGGACGCGUUAAAGGACAC..CUCCAGGAUGGAGA.AUGAG
+AJ414146.1/58040-58361 ..ACGUUUCAGGAUGAAACAAGGGACAC..CUCCAGGAUGGAGA.UUGAG
+#=GC SS_cons ....<<<<<.....>>>>>...........<<<<.....>>>>.......
+
+AE005507.1/6593-6234 AACCGGUC.AGGAUGAUUCGGUGGGUCAGGAA.GGCCUGGGACACUUCAG
+AE016765.1/177273-176914 AACCGGUC.AGGAUGAUUCGGUGGGUCAGGAA.GGCCAGGAACACUUCAG
+L13457.1/235-574 AGCCGAUU.AGGAAU.AUCGGUGGGGCAGGA..GCCUAAA.GGGAUUGA.
+X79474.1/346-702 AGCCGAUU.AGGAAU.AUCGGUGGGGCAGGA..GCCUAAA.GGGAUUGA.
+AE008835.1/21653-21298 AGCCGAUC.AGGAUG.UUCGGCGGGUCUGGAU.GACCAGGGACGCUUCAG
+AL627276.1/270587-270233 AGCCGAUC.AGGAUG.UUCGGCGGAUCUGGAU.AACCAGGGACGCUUCAG
+AE015294.1/6631-6272 AACCGGUC.AGGAUGAUUCGGUGGGUCAGGAA.GGCCAGGGACACUUCAG
+AJ414146.1/58040-58361 AGCCAGUUCAGGAUG.AUUGGUGGGUUAGGAU.AGCCUAA..GGAUUAA.
+#=GC SS_cons .<<<<<...........>>>>>.<<<........>>>.............
+
+AE005507.1/6593-6234 GAUGAAG.UAUCACAUCGGGGUGGUGUGAGCAGGAAGCAAUAGUUCAGG.
+AE016765.1/177273-176914 GAUGAAG.UAUCACAUCGGGGUGGUGUGAGCAGGAAGCAAUAGUUCAGG.
+L13457.1/235-574 .AUCACG.GAAGAUA.CAGGAUGGACACGUCAGGAAGAAAGUGGGACGCC
+X79474.1/346-702 .AUCACG.GAAGAUA.CAGGAUGGAAACGUCAGGAAGAAAGUGGGACGCC
+AE008835.1/21653-21298 GAAGAAGCUAUCACAUCGGGC.GAUGUGCGCAGGAUGCAAACGUUCAGG.
+AL627276.1/270587-270233 GAUGAAGCUAUCACAUCGGGC.GAUGUGCGCAGGAUGUAAACGUUCAGG.
+AE015294.1/6631-6272 GAUGAAG.UAUCACAUCGGGGUGGUGUGAGCAGGAAGCAAUAGUUCAGG.
+AJ414146.1/58040-58361 .CGC............CGGGAUGGU.......GUAUAACAUUGCGA....
+#=GC SS_cons .............................<<.....>>............
+
+AE005507.1/6593-6234 ....AUGAACGAUUGGCCGCAUGGCCAGA..GGAAAAGUUGUCAAGGAU.
+AE016765.1/177273-176914 ....AUGAACGAUUGGCCGCAAGGCCAGA..GGAAAAGUUGUCAAGGAU.
+L13457.1/235-574 AGCAAGGAUUGUGGGUUAGGACGACCAAAAAGGAAAAGUUUUCACGGAU.
+X79474.1/346-702 AGCAAGGAUUGUGGGUUAGGACGACCAAAAAGGAAAAGUUUUCACGGAU.
+AE008835.1/21653-21298 ....AUGAACA...GGCCGUAAGGUCACA..GGAAAAGUUGUCACGGAU.
+AL627276.1/270587-270233 ....AUGAACA...GGCCGUAAGGUCACA..GGAAAAGUUGUCACGGAU.
+AE015294.1/6631-6272 ....AUGAACGAUUGGCCGCAAGGCCAGA..GGAAAAGUUGUCAAGGAU.
+AJ414146.1/58040-58361 ....UGGAUUGCUGGUUAGUAUAACCAUAC.GGAAAAGUUUUCAGGGAUU
+#=GC SS_cons .........................................<<.......
+
+AE005507.1/6593-6234 GAGCAGGGAGCAACAAAAGUAGCUGGAAUGCUGCGAAACGAACC.GGGAG
+AE016765.1/177273-176914 GAGCAGGGAGCAACAAAAGUAGCCGGAAUGCUGCGAAACGAACC.GGGAG
+L13457.1/235-574 GAGCAGGGAUGCAAAUGUGUAGCGGGAUAGCUAUAAAACGAACC.GGGGG
+X79474.1/346-702 GAGCAGGGAUGCAAAUGUGUAGCGGGAUAGCUAUAAAACGAACC.GGGGG
+AE008835.1/21653-21298 GAGCAGGGAGCACGAAAAGUAGCUGGAAUGCUGCGAAACGAACC.GGGAG
+AL627276.1/270587-270233 GAGCAGGGAGCACGAAAAGUAGCUGGAAUGCUGCGAAACGAACC.GGGAG
+AE015294.1/6631-6272 GAGCAGGGAGCAACAAAAGUAGCUGGAAUGCUGCGAAACGAACC.GGGAG
+AJ414146.1/58040-58361 GAGCAGGGAGCAUCAAUUUUAGCUGGAUUGCUAUAAAACGAAUUGAGGGG
+#=GC SS_cons >>................<<<<<......>>>>>...........<<<<<
+
+AE005507.1/6593-6234 CACUGUG.......AAUACAGUGCUCCCUUUUUUUAUU
+AE016765.1/177273-176914 CACUGUG.......AAUACAGUGCUCCCUUUUUUUAUU
+L13457.1/235-574 UACUGAG.......UAAUCAGUACCCCCAAUUUUUUGC
+X79474.1/346-702 UACUGAG.......CAAUCAGUACCCCCAAUUUUUUGC
+AE008835.1/21653-21298 CACUGUU.......UAUACAGUGCUCCCUUUUUUUUGU
+AL627276.1/270587-270233 CACUGUU.......UAUACAGUGCUCCCUUUUUUUGU.
+AE015294.1/6631-6272 CACUGUG.......AAUACAGUGCUCCCUUUUUUUAUU
+AJ414146.1/58040-58361 UACUGGU.......AAAACAGUACCCCUUUUUUGUGC.
+#=GC SS_cons <<<<<.............>>>>>>>>>>..........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00018.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00018.idx
new file mode 100644
index 0000000..bec8698
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00018.idx
@@ -0,0 +1 @@
+AE016800.1/50663-51074
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00018.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00018.raw
new file mode 100644
index 0000000..70e96bc
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00018.raw
@@ -0,0 +1,56 @@
+>AE005507.1/6593-6234
+GAGUCAGACAACGAAGUGAACAUCAGGAUGAUGACACUUCUGAAGGACACACCAGGAUGG
+UGUUUCAGGGAAAGGCUUCUGGAUGAAGCGAAGAGGAUGACGCAGGACGCGUUAAAGGAC
+ACCUCCAGGAUGGAGAAUGAGAACCGGUCAGGAUGAUUCGGUGGGUCAGGAAGGCCUGGG
+ACACUUCAGGAUGAAGUAUCACAUCGGGGUGGUGUGAGCAGGAAGCAAUAGUUCAGGAUG
+AACGAUUGGCCGCAUGGCCAGAGGAAAAGUUGUCAAGGAUGAGCAGGGAGCAACAAAAGU
+AGCUGGAAUGCUGCGAAACGAACCGGGAGCACUGUGAAUACAGUGCUCCCUUUUUUUAUU
+>AE016765.1/177273-176914
+GAGUCAGACAACGAAGUGAACAUCAGGAUGAUGACACUUCUGAAGGACACACCAGGAUGG
+UGUUUCAGGGAAAGGCUUCUGGAUGAAGCGAAGAGGAUGACGCAGGACGCGUUAAAGGAC
+ACCUCCAGGAUGGAGAAUGAGAACCGGUCAGGAUGAUUCGGUGGGUCAGGAAGGCCAGGA
+ACACUUCAGGAUGAAGUAUCACAUCGGGGUGGUGUGAGCAGGAAGCAAUAGUUCAGGAUG
+AACGAUUGGCCGCAAGGCCAGAGGAAAAGUUGUCAAGGAUGAGCAGGGAGCAACAAAAGU
+AGCCGGAAUGCUGCGAAACGAACCGGGAGCACUGUGAAUACAGUGCUCCCUUUUUUUAUU
+>L13457.1/235-574
+UCGUUUUAGGAAGAAACGAUCGUUUCAGGAAGAAGCGUUGUUUUCAGGAAGAAGAACGGU
+UUUCAGGAAGAAACAUGGUUUCAGGAUGAAAUCAGGGACACCUCCAGGAAGGAGACCGAG
+AGCCGAUUAGGAAUAUCGGUGGGGCAGGAGCCUAAAGGGAUUGAAUCACGGAAGAUACAG
+GAUGGACACGUCAGGAAGAAAGUGGGACGCCAGCAAGGAUUGUGGGUUAGGACGACCAAA
+AAGGAAAAGUUUUCACGGAUGAGCAGGGAUGCAAAUGUGUAGCGGGAUAGCUAUAAAACG
+AACCGGGGGUACUGAGUAAUCAGUACCCCCAAUUUUUUGC
+>X79474.1/346-702
+GUUUCAGGAAGAAGCGUUGUUUUCAGGAAGAUAAACAGUUUUCAGGAAGAUAAACAGUUU
+UCAGGAAGAAGAACAGUUUUCAGGAAGAAACAUGAUUUCAGGAUGAAAUCAGGGACACCU
+CCAGGAAGGAGACCGAGAGCCGAUUAGGAAUAUCGGUGGGGCAGGAGCCUAAAGGGAUUG
+AAUCACGGAAGAUACAGGAUGGAAACGUCAGGAAGAAAGUGGGACGCCAGCAAGGAUUGU
+GGGUUAGGACGACCAAAAAGGAAAAGUUUUCACGGAUGAGCAGGGAUGCAAAUGUGUAGC
+GGGAUAGCUAUAAAACGAACCGGGGGUACUGAGCAAUCAGUACCCCCAAUUUUUUGC
+>AE008835.1/21653-21298
+GAGUCGUACAACGAAGCGAACGUCAGGAUGAUGACGCUUCAGCAGGACACGCCAGGAUGG
+UGUUACAAGGAAAGGCUUCAGGAUGAAGCAAAGUGGAAAGCGCAGGAUGCGUUAAAGGAC
+ACCUCCAGGACGGAGAACGAGAGCCGAUCAGGAUGUUCGGCGGGUCUGGAUGACCAGGGA
+CGCUUCAGGAAGAAGCUAUCACAUCGGGCGAUGUGCGCAGGAUGCAAACGUUCAGGAUGA
+ACAGGCCGUAAGGUCACAGGAAAAGUUGUCACGGAUGAGCAGGGAGCACGAAAAGUAGCU
+GGAAUGCUGCGAAACGAACCGGGAGCACUGUUUAUACAGUGCUCCCUUUUUUUUGU
+>AL627276.1/270587-270233
+GAGUCGUACAACGAAGCGAACGUCAGGAUGAUGACGCUUCAGCAGGACACGCCAGGAUGG
+UGUUACAAGGAAAGGCUUCAGGAUGAAGCAAAGUGGAAAGCGCAGGAUGCGUUAAAGGAC
+ACCUCCAGGACGGAGAACGAGAGCCGAUCAGGAUGUUCGGCGGAUCUGGAUAACCAGGGA
+CGCUUCAGGAUGAAGCUAUCACAUCGGGCGAUGUGCGCAGGAUGUAAACGUUCAGGAUGA
+ACAGGCCGUAAGGUCACAGGAAAAGUUGUCACGGAUGAGCAGGGAGCACGAAAAGUAGCU
+GGAAUGCUGCGAAACGAACCGGGAGCACUGUUUAUACAGUGCUCCCUUUUUUUGU
+>AE015294.1/6631-6272
+GAGUCAGACAACGAAGUGAACAUCAGGAUGAUGACACUUCUGCAGGACACACCAGGAUGG
+UGUUUCAGGGAAAGGCUUCUGGAUGAAGCGAAGAGGAUGACGCAGGACGCGUUAAAGGAC
+ACCUCCAGGAUGGAGAAUGAGAACCGGUCAGGAUGAUUCGGUGGGUCAGGAAGGCCAGGG
+ACACUUCAGGAUGAAGUAUCACAUCGGGGUGGUGUGAGCAGGAAGCAAUAGUUCAGGAUG
+AACGAUUGGCCGCAAGGCCAGAGGAAAAGUUGUCAAGGAUGAGCAGGGAGCAACAAAAGU
+AGCUGGAAUGCUGCGAAACGAACCGGGAGCACUGUGAAUACAGUGCUCCCUUUUUUUAUU
+>AJ414146.1/58040-58361
+GGAUCUGGCGGAGAGGGAACGCAUCUGGAAGAUGUGUCUUCAGGACGAAGAACACAGGGA
+CUGCUUAGGACGAGUGAAGGGACGUUUCAGGAUGAAACAAGGGACACCUCCAGGAUGGAG
+AUUGAGAGCCAGUUCAGGAUGAUUGGUGGGUUAGGAUAGCCUAAGGAUUAACGCCGGGAU
+GGUGUAUAACAUUGCGAUGGAUUGCUGGUUAGUAUAACCAUACGGAAAAGUUUUCAGGGA
+UUGAGCAGGGAGCAUCAAUUUUAGCUGGAUUGCUAUAAAACGAAUUGAGGGGUACUGGUA
+AAACAGUACCCCUUUUUUGUGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00018.test b/benchmarks/cmsearch-rmark/rmark-1/RF00018.test
new file mode 100644
index 0000000..0a1cbb1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00018.test
@@ -0,0 +1,8 @@
+>AE016800.1/50663-51074
+CGGAAGGAUGCUGACACGGAACAGGAAAUGACUACGGAUUAGGUCAUCUUCAGGAAGGAG
+AUACGGUUAUUCAGGAUGAAUAGUCGGCAUGGAAAGCAAAUUGGACAUUGAACGGACGCA
+AUAGUAACUAGGAUGGUUACUACUAAGGAAGGCAAUGGACACCUCUGGAUGAGGCAAGGA
+CUGAACAUCAGGAAGAUGUCAGGGACACCGCUCAGGGAACAAGUGAUGUGAGCCAACGAG
+GAUUGUUGGUAGACCAGGAUAGGUCAAGGACACCGCUAGGAAGGCGACGAAAGGAUUAAG
+CUGACGGAUUCAGCAUACUAUCAAGGAUUUGAUGCAGGGAGCACUUUAGUAGCUGGAUUG
+CUGCAAGUAAGACCAUAACCCCGAAGGGCGUAAGCCCUCGGGGUUUUUCUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00019.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00019.ali
new file mode 100644
index 0000000..5f1a251
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00019.ali
@@ -0,0 +1,60 @@
+# STOCKHOLM 1.0
+#=GF ID Y
+#=GF AC RF00019
+#=GF DE Y RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 20.4
+#=GF NC 20.4
+#=GF TC 20.4
+
+L15432.1/36-124 GGUUGGUCCGAAAGUUGUGGGUUAUCC.....AAAUCAUUCA.GUUAGUA
+L15431.1/36-134 GGCUGGUCCGAAGGCAGUGG.UUGCCACCAUUAAUUGAUUACAGACAGUU
+L27530.1/1-99 GGCUGGUCCGAUUGCAGUGG.UACUUAUAAUUAAUUGAUCACAGUCAGUU
+L27537.1/1-96 GGCUGGUCCGAAAGUAGUGGGUUAUCACA..GAAAUUAUUACAGUUAGUU
+U34827.1/1-100 GGUUGGUCCGAGAGUAGUGG.UGUUUACAACUAAUUGAUCACAACCAGUU
+U34828.1/1-110 GGCUGGUCCGAAGGUAGUGAGUUAUCUCAAUUGAUUGUUCACAGUCAGUU
+X69719.1/5-114 GGCUGGUUGGAAGGUAGUGAGUUAUCUCAAUUGAUUAUUCACAGUCCGCU
+AF188753.1/176-259 GGUUGGUCCGCGAGUAGUGG.UGUUUACAACUAAUUGAUCACAACCAGUU
+X57566.1/1-93 GGCUGGUCCGAUGGUAGUGGGUUAUCA....GAACUUAUUAACAUUAGUG
+K01563.1/1-100 GGCUGGUCCGAGUGCAGUGG.UGUUUACAACUAAUUGAUCACAACCAGUU
+K01564.1/1-77 AGUUGGUCCGAGUGUUGUGGGUUAUUG...........UUAA.GUUGAUU
+L32608.1/283-376 GGCUGGUCCGAUGGUAGUGGGUUAUCA....GAACUUAUUAACAUUAGUG
+K01562.1/1-110 GGCUGGUC.GAAGGUAGUGAGUUAUCUCAAUUGAUUGUUCACAGUCAGUU
+U94705.1/86-160 AGUUGGUCCGAAGGUUGUGGGUUAUCG...........UUAU...UGAUU
+U94704.1/1-75 AGUUGGUCCGAAGGUUGUGGGUUAUCG...........UUAU...UGAUU
+#=GC SS_cons <<<<<<<<.....<<<<<<<..............................
+
+L15432.1/36-124 UCACUAA.....CCUU.CUA..........UUUCACCCCACUGCUGACCU
+L15431.1/36-134 ACAGACU....UCUUUGUUC.......UUCUCCCCUCCCACUGCUUCCCU
+L27530.1/1-99 ACAGGUU....UCUUUGUUCU......UUCUCCACUCCCACUGCUUCACU
+L27537.1/1-96 UCACUAA.....CCUUUCUAAG........UUCCACCCCACUGCUAACCU
+U34827.1/1-100 ACAGAUU....UCUUUGUUCC......UUCUCCGCUCCCACUGCUUCACU
+U34828.1/1-110 ACAGAUUGAACUCCUG.UUCUACACUUUCCCCCCUUCUCACUACUGCACU
+X69719.1/5-114 ACAGAUUGAACUCCUG.UUCUAUACUUUUUCCACUUCUCACUUCUGCACA
+AF188753.1/176-259 ACAGAUU....UCUUUGUUC......CUUCUCCACUCCCACUGCU.....
+X57566.1/1-93 UCACUAA.....AGUUGGUAUA........CAACCCCCCACUGCUAAAUU
+K01563.1/1-100 ACAGAUU....UCUUUGUUCC......UUCUCCACUCCCACUGCUUCACU
+K01564.1/1-77 U....AA.....CAUU.GUCU............CCCCCCACAACCGCGCU
+L32608.1/283-376 UCACUAA.....AGUUGGUAUA........CAACCCCCCACUGCUAAAUU
+K01562.1/1-110 ACAGAUCGAACUCCUUGUUCUACUCUUUCCCCCCUUCUCACUACUGCACU
+U94705.1/86-160 U....AA.....UAUU.GUCU............CCCCCCACACCCCCUCU
+U94704.1/1-75 U....AA.....CAUU.GUCU............CCCCCCACACCCCCUCU
+#=GC SS_cons .....................................>>>>>>>......
+
+L15432.1/36-124 UGACUGGCCAA
+L15431.1/36-134 UGACUAGCCUU
+L27530.1/1-99 UGACUAGUCU.
+L27537.1/1-96 UGACUGGUCUU
+U34827.1/1-100 UGACCAGCCUU
+U34828.1/1-110 UGACUAGUCUU
+X69719.1/5-114 UGACUAAGGAU
+AF188753.1/176-259 ...........
+X57566.1/1-93 UGACUGGCYU.
+K01563.1/1-100 UGACUAGCCUU
+K01564.1/1-77 UGACUAGCUUG
+L32608.1/283-376 UGACUGGCUUU
+K01562.1/1-110 UGACUAGUCUU
+U94705.1/86-160 UGACUAGCUUU
+U94704.1/1-75 UGACUAGCUUU
+#=GC SS_cons .>>>>>>>>..
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00019.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00019.idx
new file mode 100644
index 0000000..afd4a74
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00019.idx
@@ -0,0 +1 @@
+L41730.1/373-476
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00019.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00019.raw
new file mode 100644
index 0000000..8312627
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00019.raw
@@ -0,0 +1,45 @@
+>L15432.1/36-124
+GGUUGGUCCGAAAGUUGUGGGUUAUCCAAAUCAUUCAGUUAGUAUCACUAACCUUCUAUU
+UCACCCCACUGCUGACCUUGACUGGCCAA
+>L15431.1/36-134
+GGCUGGUCCGAAGGCAGUGGUUGCCACCAUUAAUUGAUUACAGACAGUUACAGACUUCUU
+UGUUCUUCUCCCCUCCCACUGCUUCCCUUGACUAGCCUU
+>L27530.1/1-99
+GGCUGGUCCGAUUGCAGUGGUACUUAUAAUUAAUUGAUCACAGUCAGUUACAGGUUUCUU
+UGUUCUUUCUCCACUCCCACUGCUUCACUUGACUAGUCU
+>L27537.1/1-96
+GGCUGGUCCGAAAGUAGUGGGUUAUCACAGAAAUUAUUACAGUUAGUUUCACUAACCUUU
+CUAAGUUCCACCCCACUGCUAACCUUGACUGGUCUU
+>U34827.1/1-100
+GGUUGGUCCGAGAGUAGUGGUGUUUACAACUAAUUGAUCACAACCAGUUACAGAUUUCUU
+UGUUCCUUCUCCGCUCCCACUGCUUCACUUGACCAGCCUU
+>U34828.1/1-110
+GGCUGGUCCGAAGGUAGUGAGUUAUCUCAAUUGAUUGUUCACAGUCAGUUACAGAUUGAA
+CUCCUGUUCUACACUUUCCCCCCUUCUCACUACUGCACUUGACUAGUCUU
+>X69719.1/5-114
+GGCUGGUUGGAAGGUAGUGAGUUAUCUCAAUUGAUUAUUCACAGUCCGCUACAGAUUGAA
+CUCCUGUUCUAUACUUUUUCCACUUCUCACUUCUGCACAUGACUAAGGAU
+>AF188753.1/176-259
+GGUUGGUCCGCGAGUAGUGGUGUUUACAACUAAUUGAUCACAACCAGUUACAGAUUUCUU
+UGUUCCUUCUCCACUCCCACUGCU
+>X57566.1/1-93
+GGCUGGUCCGAUGGUAGUGGGUUAUCAGAACUUAUUAACAUUAGUGUCACUAAAGUUGGU
+AUACAACCCCCCACUGCUAAAUUUGACUGGCYU
+>K01563.1/1-100
+GGCUGGUCCGAGUGCAGUGGUGUUUACAACUAAUUGAUCACAACCAGUUACAGAUUUCUU
+UGUUCCUUCUCCACUCCCACUGCUUCACUUGACUAGCCUU
+>K01564.1/1-77
+AGUUGGUCCGAGUGUUGUGGGUUAUUGUUAAGUUGAUUUAACAUUGUCUCCCCCCACAAC
+CGCGCUUGACUAGCUUG
+>L32608.1/283-376
+GGCUGGUCCGAUGGUAGUGGGUUAUCAGAACUUAUUAACAUUAGUGUCACUAAAGUUGGU
+AUACAACCCCCCACUGCUAAAUUUGACUGGCUUU
+>K01562.1/1-110
+GGCUGGUCGAAGGUAGUGAGUUAUCUCAAUUGAUUGUUCACAGUCAGUUACAGAUCGAAC
+UCCUUGUUCUACUCUUUCCCCCCUUCUCACUACUGCACUUGACUAGUCUU
+>U94705.1/86-160
+AGUUGGUCCGAAGGUUGUGGGUUAUCGUUAUUGAUUUAAUAUUGUCUCCCCCCACACCCC
+CUCUUGACUAGCUUU
+>U94704.1/1-75
+AGUUGGUCCGAAGGUUGUGGGUUAUCGUUAUUGAUUUAACAUUGUCUCCCCCCACACCCC
+CUCUUGACUAGCUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00019.test b/benchmarks/cmsearch-rmark/rmark-1/RF00019.test
new file mode 100644
index 0000000..2aef22e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00019.test
@@ -0,0 +1,3 @@
+>L41730.1/373-476
+GCUCGGUCCGAGUUUCAUGGUCUCCAAUGUGUGUGUGUGUGUGUUUUCUUUAGGAACCUC
+GGUUCCAACCUCAUCUUGACCUUGAAACUACUUUGACCGCUCCU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00020.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00020.ali
new file mode 100644
index 0000000..25e7644
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00020.ali
@@ -0,0 +1,164 @@
+# STOCKHOLM 1.0
+#=GF ID U5
+#=GF AC RF00020
+#=GF DE U5 spliceosomal RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 26.0
+#=GF NC 24.6
+#=GF TC 26.9
+
+X63789.1/1394-1507 AUCACA................GAACUCAGCUCA................
+X01693.1/1-112 AUCACA................GAACUCAGCUCA................
+X63789.1/2236-2349 AUCACA................GAACUCAGCUCA................
+K01189.1/2-107 AUCACA................GUGUUCACUUCA................
+AF095839.1/890-777 .AGCACC...............GCCUGCUACUUA................
+K03096.1/1-119 AUACUCU...............GGUUUCUCUUCA................
+X06020.1/401-516 AUACUCU...............GGUUUCUCUUCA................
+X01692.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+X04213.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+K03164.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+M29240.1/2-114 AUACUCU...............GGUUUCUCUUCA................
+M10336.1/2-117 AUACUCU...............GGUUUCUCUUCA................
+K03170.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+M10270.1/1-117 AUACUCU...............GGUUUCUCUUCA................
+M77839.1/3-120 ..ACUCU...............GGUUUCUCUUCA................
+X04293.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+X04215.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+K03167.1/1-115 AUACUCU...............GGUUUCUCUUCA................
+M77838.1/3-102 ..GCUCU...............GGUUUCUCUUCA................
+M77840.1/2-117 .AUCUCU...............GGUUUCUCUUCA................
+L22251.1/141-258 .AGCUCU...............GGUUCCUCUGCA................
+X51385.1/154-276 CAACUCU...............GGUUCCUCUGCA................
+X74440.1/3-121 .ACGCG................GCUUUCUCGGCA................
+X74441.1/3-121 .ACGCG................GCUUUCUCGGCA................
+K02357.1/4-122 AGCCAU................GUGAUAAGUGCA................
+X15935.1/3-121 AGCCAU................GUGAUAAGUACA................
+K02358.1/4-122 AGCCAU................GUGAUAAGUGCA................
+X15934.1/3-121 AGCCGU................GUGAUGAUGACA................
+X13012.1/682-801 AGCCAU................GUGGUGAGUACA................
+#=GC SS_cons ..<<<<.................<<<<<<<<<<<................
+
+X63789.1/1394-1507 ...................UUACGCUUUA.AUUUUUCGCCUUUUACUAAA
+X01693.1/1-112 ...................AUACGCUUUA.AUUUUUCGCCUUUUACUAAA
+X63789.1/2236-2349 ...................UUACGAUUUA.AUUUUUCGCCUUUUACUAAA
+K01189.1/2-107 ....................ACCGAAUCA.AUCUUUCGCCUUUUACUAAA
+AF095839.1/890-777 ...................CAUCGCAUUU.AUCUUUCGCCUUUUACUAAA
+K03096.1/1-119 ..................AUGUCGAAUAA.AUCUUUCGCCUUUUACUAAA
+X06020.1/401-516 ..................AAUUCGAAUAA.AUCUUUCGCCUUUUACUAAA
+X01692.1/1-115 ...................GAUCGUAUAA.AUCUUUCGCCUUUUACUAAA
+X04213.1/1-115 ...................GAUCGUAUAA.AUCUUUCGCCUUUCAUCAAA
+K03164.1/1-115 ...................GAUCGUAUAA.AUCUUUCGCCUUUUACUAAA
+M29240.1/2-114 ...................GAUCGUAUAA.AUCUUUCGGC.UUUAC.AAA
+M10336.1/2-117 ...................GAUCGUAUAA.AUCUUUCGCCUUUUACUAAA
+K03170.1/1-115 ...................GAUCGUAUAA.AUCUUUCGCCUUUUACUAAA
+M10270.1/1-117 ...................GAUCGUAUAA.AUCUUUCGCCUUUUACNAAA
+M77839.1/3-120 ...................AAUCGUAUAA.AUCUUUCGCCUUUUACUAAA
+X04293.1/1-115 ...................GAUCGUAUAA.AUCUUUCGCCUUUCAUCAAA
+X04215.1/1-115 ...................GAUCGCAUAA.AUCUUUCGCCUUUCAUCAAA
+K03167.1/1-115 ...................GAUCGCAUAA.AUCUUUCGCCUUUUACUAAA
+M77838.1/3-102 ...................AAUCGUAUAA.AUCUUUCGCCUUUUACUAAA
+M77840.1/2-117 ...................UAACGAAUAA.AUCUUUUGCCUUUUACUAAA
+L22251.1/141-258 .................UCCACCGAGAAA.UUCUUUCGCCUUUUACUAAA
+X51385.1/154-276 ................UUUAACCGUGAAA.AUCUUUCGCCUUUUACUAAA
+X74440.1/3-121 ...................GAUCGAAUUA.UUCUUUCGCCUUUUACUAAA
+X74441.1/3-121 ...................GAUCGAAUUA.UUCUUUCGCCUUUUACUAAA
+K02357.1/4-122 ...................AAGCGAACUA..UCUUUCGCCUUUUACUAAA
+X15935.1/3-121 ...................AAGCGAACUA.UUCUUUCGCCUUUUACUAAA
+K02358.1/4-122 ...................AAGCGAACUA..UCUUUCGCCUUUUACUAAA
+X15934.1/3-121 ...................UAGCGAACUA.UUCUUUCGCCUUUUACUAAA
+X13012.1/682-801 ...................AAGCGAACUAUUUCUUUCGCCUUUUACUAAA
+#=GC SS_cons ...........................<<.<<<<<<...........>>>
+
+X63789.1/1394-1507 GAUUACCGUGGGCU.GGGUUU..ACCAA...UGUGAAUUAUUAA......
+X01693.1/1-112 GAUUACCGUGGGCU.GGGUUC..UACAA...UGUGAAUUAUUAA......
+X63789.1/2236-2349 GAUUACCGUGAGCU.GGGUUU..UUCAA...UGUGAAUUAUUAA......
+K01189.1/2-107 GGUUGCCGUGAAUG.GGACAC..AUCAA...UGUGAAUCUCUC.......
+AF095839.1/890-777 GAUAGCCGUGAGUGAGCAGGC..ACUGCG..GUGCAUUGACCC.......
+K03096.1/1-119 GAUUUCCGUGGAGA.GGAACA.CUCUAA...GAGUCUAAAACU.......
+X06020.1/401-516 GAUUUCCGUGGAGA.GGAACG..ACCAU...GAGUUUCGUUC........
+X01692.1/1-115 GAUUUCCGUGGAGA.GGAACA..ACCAC...GAGUGUCGUGG........
+X04213.1/1-115 GAUUUCCGUGGAGA.GGAACA..ACUCU...GAGUCUUAAACC.......
+K03164.1/1-115 GAUUUCCGUGGAGA.GGAACA..ACCAC...GAGUGUCGUGG........
+M29240.1/2-114 GA.UUCCGUGGAGA.GGAACA..AUUCU...GAGUCUUAAACC.......
+M10336.1/2-117 GAUUUCCGUGGAGA.GGAACA..ACUCU...GAGUCUUAAACC.......
+K03170.1/1-115 GAUUUCCGUGGAGA.GGAACA..ACUCU...GAGUCUUAAACC.......
+M10270.1/1-117 GAUUUCCGUGGAGA.GGAACA..ACUCU...GAGUCUUAAACC.......
+M77839.1/3-120 GAUUUCCGUGGAGA.GAAACG..AGUGU...GAGUCUGAAACC.......
+X04293.1/1-115 GAUUUCCGUGGAGA.GGAAUA..ACUCU...GAGUCUUAAGCU.......
+X04215.1/1-115 GAUUUCCGUGGAGA.GGAACA..ACUCU...GAGUCUUAACCC.......
+K03167.1/1-115 GAUUUCCGUGGAGA.GGAACA..ACUCU...GAGUCUUAACCC.......
+M77838.1/3-102 GAUUUCCGUGGAGA.GAAACC..GUUUU...GAGUUUCUAGCU.......
+M77840.1/2-117 GAUUUCCGUGGAGA.GAAACA..ACUAU...GAGUUUAUGGUUA......
+L22251.1/141-258 GAUUUCCGUGCAGA.GGAACG..UUUAU...GAGUAUACGCC........
+X51385.1/154-276 GAUUUCCGUGCAAA.GGAGCA..UUUACU..GAGUAUUACAUAC......
+X74440.1/3-121 GAAUACCGUGUCGG.GGAUGC..AUAUU...UGCGUCUUUUGAUC.....
+X74441.1/3-121 GAAUACCGUGUCGG.GGAUGC..AUAUU...UGCGUCUUUUGAUC.....
+K02357.1/4-122 GAAUACUGUGUACG.UGUCAC..AAGCG...GUGGCAUACGAG.......
+X15935.1/3-121 GAAUACCGUGUACU.UUUCAC..UAACA...GUGGCAUACGAU.......
+K02358.1/4-122 GAAUACUGUGUACG.UGUCAC..AAGCG...GUGGCAUACGAG.......
+X15934.1/3-121 GAAUACCGUGUCAG.CGUCAC..AAUUA...GCGGCAUACGCU.......
+X13012.1/682-801 GAAUACCGUGUGCU.CUCGAC..GCUAA...GUGCAUACGCC........
+#=GC SS_cons >>>>>...>>>>>>.>>>>>...........>>>>...............
+
+X63789.1/1394-1507 ............AAUUUUUGC.........AGGAUUC.....UUUU....
+X01693.1/1-112 ............AAUUUUUG..........AGGAUUG.....UGU.....
+X63789.1/2236-2349 ............AAUUUUUGC.........AGGAUUC.....UUUU....
+K01189.1/2-107 ............AAUUUUUGA.........GGGCU.......CUG.....
+AF095839.1/890-777 ............AAUUUUUGGA........GCCCCC......UC......
+K03096.1/1-119 ............AAUUUUUUAG.......UCAGUCUUG....UCG.....
+X06020.1/401-516 ............AAUUUUUUGA.......AGCCUGGUU....CA......
+X01692.1/1-115 ............AAUUUUUUGA.......GGCUCCGCU....UC......
+X04213.1/1-115 ............AAUUUUUUGA........GCCUUGUU....CC......
+K03164.1/1-115 ............AAUUUUUUGA.......GGCUCCGCU....UC......
+M29240.1/2-114 ............AAUUUUUUGA.......GGUUCUGCU....CC......
+M10336.1/2-117 ............AAUUUUUUGA.......GGCCUUGUC....UU......
+K03170.1/1-115 ............AAUUUUUUGA........GCCUUGUU....CC......
+M10270.1/1-117 ............AAUUUUUUGA.......GGCCUUGUC....UUG.....
+M77839.1/3-120 ............AAUUUUUUGA.......GGCCUUGCGU...UUUU...U
+X04293.1/1-115 ............AAUUUUUUGA........GCCUUGCU....CC......
+X04215.1/1-115 ............AAUUUUUUGA........GCCUUGCC....UU......
+K03167.1/1-115 ............AAUUUUUUGA........GCCUUGCU....CC......
+M77838.1/3-102 ............AAUUUUUUGA.......AGCCCU...............
+M77840.1/2-117 ............AAUUUUUUGA.......AGUCUUGCC....UA......
+L22251.1/141-258 ............AAUUUUUGGA........GUCCCAGCU...UCG....G
+X51385.1/154-276 ............AAUUUUUGGA........GACUCCUU....GAGAA...
+X74440.1/3-121 ...........GAAUUUUUUGC........GGCCAC.....UCUUU..AU
+X74441.1/3-121 ...........GAAUUUUUUGC........GGCCUC.....UCUUU..AC
+K02357.1/4-122 ...........UAAUUUUUGAA.......UGAGUUCUCU..UGUU...AG
+X15935.1/3-121 ............AAUUUUUGAA.......UGAGCUCUCA..UGUU...UG
+K02358.1/4-122 ...........UAAUUUUUGAA.......UGAGUUCUCU..UGUU...AG
+X15934.1/3-121 ............AGUUUUUGGA.......AGAGUUCUCA..AUUU...UG
+X13012.1/682-801 ............UAUUUUUGGA.......GGGCUCCACU..UCUC...UG
+#=GC SS_cons .....................<........<<<<<<..............
+
+X63789.1/1394-1507 .GAAUCCUC
+X01693.1/1-112 .GAAUCCUA
+X63789.1/2236-2349 .GAAUCCUC
+K01189.1/2-107 ....CCCCA
+AF095839.1/890-777 AAAAGGGCA
+K03096.1/1-119 CAAGACUGG
+X06020.1/401-516 CACCAGGUA
+X01692.1/1-115 GACGGAGCU
+X04213.1/1-115 GGCAAGGCU
+K03164.1/1-115 GGCGGAGCU
+M29240.1/2-114 AACAAGGCU
+M10336.1/2-117 GGCAAGGCU
+K03170.1/1-115 GACAAGGCU
+M10270.1/1-117 AGCAAGGCU
+M77839.1/3-120 AGCAGGGCU
+X04293.1/1-115 GACAAGGCU
+X04215.1/1-115 GGCAAGGCU
+K03167.1/1-115 GACAAGGCU
+M77838.1/3-102 .........
+M77840.1/2-117 GGCAAGGCU
+L22251.1/141-258 CUAGGGACA
+X51385.1/154-276 AGCGGGUCA
+X74440.1/3-121 GAGUGGCUA
+X74441.1/3-121 GAGUGGCUA
+K02357.1/4-122 AGA.ACUCU
+X15935.1/3-121 AGA.GCUCU
+K02358.1/4-122 AGA.GCUCU
+X15934.1/3-121 AGG.GCUCU
+X13012.1/682-801 UGGAACCCA
+#=GC SS_cons ..>>>>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00020.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00020.idx
new file mode 100644
index 0000000..c897816
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00020.idx
@@ -0,0 +1,3 @@
+X13427.1/350-192
+X15504.1/128-242
+X67000.1/4-110
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00020.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00020.raw
new file mode 100644
index 0000000..50afa9d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00020.raw
@@ -0,0 +1,88 @@
+>X63789.1/1394-1507
+AUCACAGAACUCAGCUCAUUACGCUUUAAUUUUUCGCCUUUUACUAAAGAUUACCGUGGG
+CUGGGUUUACCAAUGUGAAUUAUUAAAAUUUUUGCAGGAUUCUUUUGAAUCCUC
+>X01693.1/1-112
+AUCACAGAACUCAGCUCAAUACGCUUUAAUUUUUCGCCUUUUACUAAAGAUUACCGUGGG
+CUGGGUUCUACAAUGUGAAUUAUUAAAAUUUUUGAGGAUUGUGUGAAUCCUA
+>X63789.1/2236-2349
+AUCACAGAACUCAGCUCAUUACGAUUUAAUUUUUCGCCUUUUACUAAAGAUUACCGUGAG
+CUGGGUUUUUCAAUGUGAAUUAUUAAAAUUUUUGCAGGAUUCUUUUGAAUCCUC
+>K01189.1/2-107
+AUCACAGUGUUCACUUCAACCGAAUCAAUCUUUCGCCUUUUACUAAAGGUUGCCGUGAAU
+GGGACACAUCAAUGUGAAUCUCUCAAUUUUUGAGGGCUCUGCCCCA
+>AF095839.1/890-777
+AGCACCGCCUGCUACUUACAUCGCAUUUAUCUUUCGCCUUUUACUAAAGAUAGCCGUGAG
+UGAGCAGGCACUGCGGUGCAUUGACCCAAUUUUUGGAGCCCCCUCAAAAGGGCA
+>K03096.1/1-119
+AUACUCUGGUUUCUCUUCAAUGUCGAAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUG
+GAGAGGAACACUCUAAGAGUCUAAAACUAAUUUUUUAGUCAGUCUUGUCGCAAGACUGG
+>X06020.1/401-516
+AUACUCUGGUUUCUCUUCAAAUUCGAAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUG
+GAGAGGAACGACCAUGAGUUUCGUUCAAUUUUUUGAAGCCUGGUUCACACCAGGUA
+>X01692.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGG
+AGAGGAACAACCACGAGUGUCGUGGAAUUUUUUGAGGCUCCGCUUCGACGGAGCU
+>X04213.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUCAUCAAAGAUUUCCGUGG
+AGAGGAACAACUCUGAGUCUUAAACCAAUUUUUUGAGCCUUGUUCCGGCAAGGCU
+>K03164.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGG
+AGAGGAACAACCACGAGUGUCGUGGAAUUUUUUGAGGCUCCGCUUCGGCGGAGCU
+>M29240.1/2-114
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGGCUUUACAAAGAUUCCGUGGAGA
+GGAACAAUUCUGAGUCUUAAACCAAUUUUUUGAGGUUCUGCUCCAACAAGGCU
+>M10336.1/2-117
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGG
+AGAGGAACAACUCUGAGUCUUAAACCAAUUUUUUGAGGCCUUGUCUUGGCAAGGCU
+>K03170.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGG
+AGAGGAACAACUCUGAGUCUUAAACCAAUUUUUUGAGCCUUGUUCCGACAAGGCU
+>M10270.1/1-117
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUUACNAAAGAUUUCCGUGG
+AGAGGAACAACUCUGAGUCUUAAACCAAUUUUUUGAGGCCUUGUCUUGAGCAAGGCU
+>M77839.1/3-120
+ACUCUGGUUUCUCUUCAAAUCGUAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGGAG
+AGAAACGAGUGUGAGUCUGAAACCAAUUUUUUGAGGCCUUGCGUUUUUUAGCAGGGCU
+>X04293.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGUAUAAAUCUUUCGCCUUUCAUCAAAGAUUUCCGUGG
+AGAGGAAUAACUCUGAGUCUUAAGCUAAUUUUUUGAGCCUUGCUCCGACAAGGCU
+>X04215.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGCAUAAAUCUUUCGCCUUUCAUCAAAGAUUUCCGUGG
+AGAGGAACAACUCUGAGUCUUAACCCAAUUUUUUGAGCCUUGCCUUGGCAAGGCU
+>K03167.1/1-115
+AUACUCUGGUUUCUCUUCAGAUCGCAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGG
+AGAGGAACAACUCUGAGUCUUAACCCAAUUUUUUGAGCCUUGCUCCGACAAGGCU
+>M77838.1/3-102
+GCUCUGGUUUCUCUUCAAAUCGUAUAAAUCUUUCGCCUUUUACUAAAGAUUUCCGUGGAG
+AGAAACCGUUUUGAGUUUCUAGCUAAUUUUUUGAAGCCCU
+>M77840.1/2-117
+AUCUCUGGUUUCUCUUCAUAACGAAUAAAUCUUUUGCCUUUUACUAAAGAUUUCCGUGGA
+GAGAAACAACUAUGAGUUUAUGGUUAAAUUUUUUGAAGUCUUGCCUAGGCAAGGCU
+>L22251.1/141-258
+AGCUCUGGUUCCUCUGCAUCCACCGAGAAAUUCUUUCGCCUUUUACUAAAGAUUUCCGUG
+CAGAGGAACGUUUAUGAGUAUACGCCAAUUUUUGGAGUCCCAGCUUCGGCUAGGGACA
+>X51385.1/154-276
+CAACUCUGGUUCCUCUGCAUUUAACCGUGAAAAUCUUUCGCCUUUUACUAAAGAUUUCCG
+UGCAAAGGAGCAUUUACUGAGUAUUACAUACAAUUUUUGGAGACUCCUUGAGAAAGCGGG
+UCA
+>X74440.1/3-121
+ACGCGGCUUUCUCGGCAGAUCGAAUUAUUCUUUCGCCUUUUACUAAAGAAUACCGUGUCG
+GGGAUGCAUAUUUGCGUCUUUUGAUCGAAUUUUUUGCGGCCACUCUUUAUGAGUGGCUA
+>X74441.1/3-121
+ACGCGGCUUUCUCGGCAGAUCGAAUUAUUCUUUCGCCUUUUACUAAAGAAUACCGUGUCG
+GGGAUGCAUAUUUGCGUCUUUUGAUCGAAUUUUUUGCGGCCUCUCUUUACGAGUGGCUA
+>K02357.1/4-122
+AGCCAUGUGAUAAGUGCAAAGCGAACUAUCUUUCGCCUUUUACUAAAGAAUACUGUGUAC
+GUGUCACAAGCGGUGGCAUACGAGUAAUUUUUGAAUGAGUUCUCUUGUUAGAGAACUCU
+>X15935.1/3-121
+AGCCAUGUGAUAAGUACAAAGCGAACUAUUCUUUCGCCUUUUACUAAAGAAUACCGUGUA
+CUUUUCACUAACAGUGGCAUACGAUAAUUUUUGAAUGAGCUCUCAUGUUUGAGAGCUCU
+>K02358.1/4-122
+AGCCAUGUGAUAAGUGCAAAGCGAACUAUCUUUCGCCUUUUACUAAAGAAUACUGUGUAC
+GUGUCACAAGCGGUGGCAUACGAGUAAUUUUUGAAUGAGUUCUCUUGUUAGAGAGCUCU
+>X15934.1/3-121
+AGCCGUGUGAUGAUGACAUAGCGAACUAUUCUUUCGCCUUUUACUAAAGAAUACCGUGUC
+AGCGUCACAAUUAGCGGCAUACGCUAGUUUUUGGAAGAGUUCUCAAUUUUGAGGGCUCU
+>X13012.1/682-801
+AGCCAUGUGGUGAGUACAAAGCGAACUAUUUCUUUCGCCUUUUACUAAAGAAUACCGUGU
+GCUCUCGACGCUAAGUGCAUACGCCUAUUUUUGGAGGGCUCCACUUCUCUGUGGAACCCA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00020.test b/benchmarks/cmsearch-rmark/rmark-1/RF00020.test
new file mode 100644
index 0000000..b5861ca
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00020.test
@@ -0,0 +1,10 @@
+>X13427.1/350-192
+CUUUACAGAUCAAUGGCGGAGGGAGGUCAACAUCAAGAACUGUGGGCCUUUUAUUGCCUA
+UAGAACUUAUAACGAACAUGGUUCUUGCCUUUUACCAGAACCAUCCGGGUGUUGUCUCCA
+UAGAAACAGGUAAAGCUGUCCGUUACUGUGGGCUUGCCA
+>X15504.1/128-242
+GUCAAAGCACUUUGCAAAAGCUAACGUAUCUGUUUCUUGCCUUUUACCAGAAACAGCCGU
+UUGUAAGGUGUGCUAAUUUGACUGUAUAGUUUUUGAAUCUUUUUCUUGAAACAUU
+>X67000.1/4-110
+CGCGACGAGCUGAACGCGUAGCGAAUAUCUCUUUCGCCUUUUACUAAAGAGAUCCGCGAG
+UUUUGCUCACGCAGUCGCAUAUCCAUCUUUUUGUGGGGCUUUUGCCU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00023.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00023.ali
new file mode 100644
index 0000000..445f7a4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00023.ali
@@ -0,0 +1,261 @@
+# STOCKHOLM 1.0
+#=GF ID tmRNA
+#=GF AC RF00023
+#=GF DE tmRNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 30.0
+#=GF NC 27.5
+#=GF TC 30.1
+
+AF440330.1/1-315 ......................AAGAUUCAC.....GAAACCC.AAGGUG
+U68076.1/22-334 ......................GGAAUUCAA.....GAAGCCC.GAGGUG
+AP001118.1/202977-202612 GGGGCUGUUUUUGGA.UUUGACAAAAUUAUC.....AACAAAGUAAAGUG
+D90888.1/18478-18840 GGGGCUGAUUCUGGA.UUCGACGGGAUUUGC.....GAAACCC.AAGGUG
+AE005491.1/9259-9621 GGGGCUGAUUCUGGA.UUCGACGGGAUUUGC.....GAAACCC.AAGGUG
+AF440353.1/1-310 ......................GGGAUUUGC.....GAAACCC.AAGGUG
+AL627276.1/57262-57624 GGGGCUGAUUCUGGA.UUCGACGGGAUUUGC.....GAAACCC.AAGGUG
+AF389960.1/20-340 ....................ACGGGAUUUGC.....GAAACCC.AAGGUG
+U32808.1/436-71 GGGGCUGAUUCUGGA.UUCGACGGGAUUAGC.....GAAGCCC.AAGGUG
+AE006115.1/421-55 GGGGCUGAUUCUGGA.UUCGACGGGAUUAGC.....GAAGCCC.AAGGUG
+AY040837.1/1-325 ......................AGGAUCACG.....AAGGCUU.GUGGAG
+AE004170.1/3459-3093 GGGGCUGAUUCAGGA.UUCGACGGGAAUUUU.....GCAGUCU.GAGGUG
+AF389968.1/20-335 ....................ACAAGAUUCAC.....GAAACCC.AAGGUG
+AF389962.1/20-338 ....................ACGGGAUUUGC.....GAAACCC.AAGGUG
+AF389985.1/20-331 ....................ACAGGAUUCAC.....GAAACCC.UGGGAG
+AF389951.1/20-337 ....................ACGGGAUUUGC.....GAAACCC.AAGGUG
+AF389943.1/20-338 ....................ACAGGAUUUGC.....AAAGCCC.UAGGAG
+AF389942.1/20-339 ....................ACAAGAUUCAC.....GAAACCC.AAGGUG
+AF389978.1/20-335 ....................ACGGGACACUC.....GAAACCC.AAGGUG
+#=GC SS_cons <<<<<<<..............<<<<<<<<........<<<.<<.<<<<<<
+
+AF440330.1/1-315 CAUGC..CGAGG..UGCGGUAG.GCCUCGUUAAC.......AAACCGCA.
+U68076.1/22-334 CAUGU..CGAGG..UGCGGUUU.GCCUCGUAAAA.......AAGCCGCA.
+AP001118.1/202977-202612 CAUGC..CGAGG..AACGGUUU.GCCUCGAUAA........AAGCCGUA.
+D90888.1/18478-18840 CAUGC..CGAGG..GGCGGUUG.GCCUCGUAAAA........AGCCGCA.
+AE005491.1/9259-9621 CAUGC..CGAGG..GGCGGUUG.GCCUCGUAAAA........AGCCGCA.
+AF440353.1/1-310 CAUGC..CGAGG..GGCGGUUG.GCCUCGUAAAA........AGCCGCA.
+AL627276.1/57262-57624 CAUGC..CGAGG..GGCGGUUG.GCCUCGUAAAA........AGCCGCA.
+AF389960.1/20-340 CAUGC..CGAGG.GGCUGGUUG.GCCUCGUAAAA........AGCCGCA.
+U32808.1/436-71 CACGU..CGAGG..UGCGGUAG.GCCUCGUAAAU.......AAACCGCA.
+AE006115.1/421-55 CACGU..CGAGG..UGCGGUAG.GCCUCGUAAAU.......AAACCGCA.
+AY040837.1/1-325 CAUGU..CGAGG..UGCGGUUU.GCCUCGUUAAA.......CAGCCGCA.
+AE004170.1/3459-3093 CAUGC..CGAGG..UGCGGUAG.GCCUCGUUAAC.......AAACCGCA.
+AF389968.1/20-335 CAUGC..CGAGG..UGCGGUAG.GCCUCGUUAAC.......AAACCGCA.
+AF389962.1/20-338 CAUGC..CGAGG..GGCGGUUG.GCCGCGUAAAA........AGCCGCA.
+AF389985.1/20-331 CAUGC..CGAGG..GGCGGUUG.GCCUCGU.AAA.......AAGCCGCA.
+AF389951.1/20-337 CAUGC..CGAGG..GGCGGUUG.GCCUCGUAAAA........AGCCGCA.
+AF389943.1/20-338 CAUGC..CGAGG..GGCGGUUU.GCCUCGUAAAA........AGCCGCA.
+AF389942.1/20-339 CAUGC..CGAGG..UGCGGUAG.GCCUCGUUAAC.......AAACCGCA.
+AF389978.1/20-335 CAUGC..CGAGG..UGCGGUAG.GCCUCGUUAAU.......AAACCGCA.
+#=GC SS_cons <<<<<..........<<<<<<.....................>>>>>>..
+
+AF440330.1/1-315 ..AAAAAAUAGUCGCAAACGACGAAAAC......................
+U68076.1/22-334 AUUUAAAGUAAUCGCAAACGACGAUAAC......................
+AP001118.1/202977-202612 ..AAAAAAUAAUUGCAAAUAAUAAACAA......................
+D90888.1/18478-18840 ...AAAAAUAGUCGCAAACGACGAAAAC......................
+AE005491.1/9259-9621 ...AAAAAUAGUCGCAAACGACGAAAAC......................
+AF440353.1/1-310 ..AAAAAAUAGUCGCAAACGACGAAAAC......................
+AL627276.1/57262-57624 ..AAAAAAUAGUCGCAAACGACGAAACC......................
+AF389960.1/20-340 ..AAAAAAUAGUCGCAAACGACGAAAAC......................
+U32808.1/436-71 ..AAAAAAUAGUCGCAAACGACGAACAA......................
+AE006115.1/421-55 ..AAAAAAUAGUCGCAAACGACGAACAA......................
+AY040837.1/1-325 ..AAAAAAUAGUCGCAAACGACGAAAAC......................
+AE004170.1/3459-3093 ..AAAAAAUAGUCGCAAACGACGAAAAC......................
+AF389968.1/20-335 ..AAAAAAUAGUCGCAAACGACGAAAAC......................
+AF389962.1/20-338 ...AUAAAUAGUCGCAAACGACGAAAAC......................
+AF389985.1/20-331 ..CAGUUAUAGUUGCAAACGACGAUAAC......................
+AF389951.1/20-337 ...AAAAAUAGUCGCAAACGUCGAAAAC......................
+AF389943.1/20-338 ...AAAAAUAGUUGCAAACGACGAAAAC......................
+AF389942.1/20-339 ...AAAAAUAGUCGCAAACGACGAAAAC......................
+AF389978.1/20-335 ...AAAAAUAGUCGCAAACGACGAAACC......................
+#=GC SS_cons ..................................................
+
+AF440330.1/1-315 ...................................UACGCACUAGCAGCU
+U68076.1/22-334 ...................................UACUCUCUAGCAGCU
+AP001118.1/202977-202612 ................................AACUACGCUUUAGCAGCU
+D90888.1/18478-18840 ...................................UACGCUUUAGCAGCU
+AE005491.1/9259-9621 ...................................UACGCUUUAGCAGCU
+AF440353.1/1-310 ...................................UACGCUUUAGCAGCU
+AL627276.1/57262-57624 ...................................UACGCUUUAGCAGCU
+AF389960.1/20-340 ...................................UACGCUUUAGCAGCU
+U32808.1/436-71 ...................................UACGCUUUAGCAGCU
+AE006115.1/421-55 ...................................UACGCUUUAGCAGCU
+AY040837.1/1-325 ...................................UACGCACUAGCAGCU
+AE004170.1/3459-3093 ...................................UACGCACUAGCAGCU
+AF389968.1/20-335 ...................................UACGCACUCGCAGCU
+AF389962.1/20-338 ...................................UACGCUUUAGCAGCU
+AF389985.1/20-331 ...................................UACGCUCUAGCAGCU
+AF389951.1/20-337 ...................................UACGCUUUAGCAGCU
+AF389943.1/20-338 ...................................UACGCACUAGCAGCU
+AF389942.1/20-339 ...................................UACGCACUAGCAGCU
+AF389978.1/20-335 ...................................UACGCUUUAGCAGCU
+#=GC SS_cons .............................<<<<<....<<<<<<<<<<..
+
+AF440330.1/1-315 UAA.....................UAACCUGCAUAGAGC...........
+U68076.1/22-334 UAG.......................GCUGGCUAG...............
+AP001118.1/202977-202612 UAA.....................AAAACUGAAUAAAGC...........
+D90888.1/18478-18840 UAA.....................UAACCUGCUUAGAGC...........
+AE005491.1/9259-9621 UAA.....................UAACCUGCUUAGAGC...........
+AF440353.1/1-310 UAA.....................UAACCUGCUUAGAGC...........
+AL627276.1/57262-57624 UAA.....................UAACCUGCUUAGAGC...........
+AF389960.1/20-340 UAA.....................UAACCUGCUUAGAGC...........
+U32808.1/436-71 UAA.....................UAACCUGCAUUUAGC...........
+AE006115.1/421-55 UAA.....................UAACCUGCUCAUAGC...........
+AY040837.1/1-325 UAA.....................UACCCUGCUAAGAGCG..........
+AE004170.1/3459-3093 UAA.....................UACCCUGCUCAGAGC...........
+AF389968.1/20-335 UAA.....................UAACCUGCGCUGAGC...........
+AF389962.1/20-338 UAA.....................UAACCUGCUUAGAGC...........
+AF389985.1/20-331 UAG.......................GCUAGCUAG...............
+AF389951.1/20-337 UAA.....................UAACCUGCUAAGAGC...........
+AF389943.1/20-338 UAA.....................UAACCUGCUUAGAGC...........
+AF389942.1/20-339 UAA.....................UACCCUGCUUAGAGC...........
+AF389978.1/20-335 UAA.....................UAACCUGCUCGGAGC...........
+#=GC SS_cons ............................>>>>.>>>>>>...........
+
+AF440330.1/1-315 .............CCUUCUACCCUAGCUU................GCCUG
+U68076.1/22-334 .............CGCUCCUUCCAUGUAU................UCUUG
+AP001118.1/202977-202612 .............CCUUCCUUCUUAUCCUCC..............UUCUC
+D90888.1/18478-18840 .............CCUCUCUCCCUAGCCUCC...............GCUC
+AE005491.1/9259-9621 .............CCUCUCUCCCUAGCCUCC...............GCUC
+AF440353.1/1-310 .............CCUCUCUCCCUAGCCUCC...............GCUC
+AL627276.1/57262-57624 .............CCUCUCUCCCUAGCCUCC...............GCUC
+AF389960.1/20-340 .............CCUCUCUCCCUAGCUUCC...............GCUC
+U32808.1/436-71 .............CUUCGCGCUCCAGCUUCC...............GCUC
+AE006115.1/421-55 .............CUUCUCUCCCCAGCUUCC...............GCUC
+AY040837.1/1-325 .............CUCCUGCCCUAGCUUCC................GCUU
+AE004170.1/3459-3093 .............CCUUCCUCCCUAGCUUCC...............GCUU
+AF389968.1/20-335 .............CCUUCUACCCUAGCUU................GCCUG
+AF389962.1/20-338 .............CCUCUCUCCCUAGCCUCC...............GCUC
+AF389985.1/20-331 .............CCAUCUGACACAGGUCUC..............UCAAA
+AF389951.1/20-337 .............CCUCUCUCCCUAGCUUCC...............GCUC
+AF389943.1/20-338 .............CCUCUCUCCCUAGCUUCC...............GUUC
+AF389942.1/20-339 .............CCUCUCUCCCUAGCUUCC...............GCUC
+AF389978.1/20-335 .............CCUUCUACCCUAGCUU................GCCUA
+#=GC SS_cons ...>>>>>.....<<<<<<<<<<<..<<<.....................
+
+AF440330.1/1-315 UGUCCUAGGGAA....UCGGAAGG..........................
+U68076.1/22-334 UGGACU..GGA..UUUU.GGAGUG..........................
+AP001118.1/202977-202612 UUAGGAUGAGAA..AACAGGAAGG..........................
+D90888.1/18478-18840 UUAGGACGGGGA..UCAAGAGAGG..........................
+AE005491.1/9259-9621 UUAGGACGGGGA..UCAAGAGAGG..........................
+AF440353.1/1-310 UU.GGACGGGGA..UCAAGAGAGG..........................
+AL627276.1/57262-57624 UUAGGACGGGGA..UCAAGAGAGG..........................
+AF389960.1/20-340 UUAAGACGGGGA.UCAAAGAGAGG..........................
+U32808.1/436-71 GUAAGACGGGGA..UAACGCGGAG..........................
+AE006115.1/421-55 GUAAGACGGGGA..UCAAGAGGAG..........................
+AY040837.1/1-325 GUAAGACGGGGAAUAA..CAGGGG..........................
+AE004170.1/3459-3093 GUAAGACGGGGAAAUC.AGGAAGG..........................
+AF389968.1/20-335 UGUCCUAGGGAA....UCGGAAGG..........................
+AF389962.1/20-338 UUAGGACGGGGA..UCAAGAGAGG..........................
+AF389985.1/20-331 UGGGCGGUGUA....UACAGAUGG..........................
+AF389951.1/20-337 UUAAGACGGGGA..UAAAGAGAGG..........................
+AF389943.1/20-338 UUAAGACGGGGA..UCAAGAGAGG..........................
+AF389942.1/20-339 UUAAGACGGGGA..UAAAGAGAGG..........................
+AF389978.1/20-335 UGUCCUAGGGGA....UUGGAAGG..........................
+#=GC SS_cons ..>>>..>>>>......>>>>>>>..........................
+
+AF440330.1/1-315 ..UCA.UCCUUCACAGGAUC..GUGUGGAAGUCCU.........GCUCGG
+U68076.1/22-334 ..UCACCCUAACACCUGAUC..GCGACGGAAACCCU........GGCCGG
+AP001118.1/202977-202612 ..UCAGA...AAAAGAGAAAA.ACGUGGAUAUCA........AGCUUGAC
+D90888.1/18478-18840 ..UCAAACCCAAAAGAGAUC..GCGU.GGAAGCCCU........GCCUGG
+AE005491.1/9259-9621 ..UCAAACCCAAAAGAGAUC..GCGU.GGAAGCCCU........GCCUGG
+AF440353.1/1-310 ..UCAAACCCAAAAGAGAUC..GCGU.GGAUGCCUU........GCCUGG
+AL627276.1/57262-57624 ..UCAAACCCAAAAGAGAUC..GCGCGGAUGCCCU.........GCCUGG
+AF389960.1/20-340 ..UCAAACCCAAAAGAGAUC..GCGUGGAUGCCCU.........GCCUGG
+U32808.1/436-71 ..UCAAACCAAAACGAGAUC..GUGUGGAAGCCACC.......GUUUGAG
+AE006115.1/421-55 ..UCAAAUUCAAACGAGAUC..GCGUGGACGCCUCC.......GCUUGAG
+AY040837.1/1-325 .UUCAAACCCAAACGAGAUA..GCGAGGGAUUCUUUGA.....CUAGAGA
+AE004170.1/3459-3093 ..UCAAACCAAAUCAAGCUG..GCGU.GGAUUCCCCC......ACCUGAG
+AF389968.1/20-335 ..UCA.UCCUUCACAGGAUC..GUGUGGAAGUCCU.........GCUCGG
+AF389962.1/20-338 ..UCAAACCCAAAAGAGAUC..GCGUGGAAGCCCU.........GCCUGG
+AF389985.1/20-331 ..UCA.UCUUACAUUUGAUA..GCGAGGGAACUCC.........GUCCGG
+AF389951.1/20-337 ..UCAAACCCAAAAGAGAUC..GCGCGGAUGUCCU.........GCCUGG
+AF389943.1/20-338 ..UCAAACCUAAAAGAACUC..GCGUGAAUACCUU.........GCCUGG
+AF389942.1/20-339 ..UCAAACCCAAAAGAGAUC..GCAUGGAAGUCCU.........GCCUGG
+AF389978.1/20-335 ..UCA.UCUUUCAUAGGAUC..GCGUGGAAACCUU.........GUCUGG
+#=GC SS_cons ......................<<<<<.<<<<<<................
+
+AF440330.1/1-315 GGCGGAAGCAU..UAAAACC.AAUCGAGC.UA.......GUCAAUUCGUG
+U68076.1/22-334 GGUUGAAGCGU..UAAAACUAAG.CGGCC.UC.......GCCUUUAUCUA
+AP001118.1/202977-202612 GAUAA.CACGA.AGUAGUUU.UUUCAAGC.UA........UAUACCUAAU
+D90888.1/18478-18840 GGUUGAAGCGU..UAAAACUUAAUCAGGC.UA.......GUUUGUUAGUG
+AE005491.1/9259-9621 GGUUGAAGCGU..UAAAACUUAAUCAGGC.UA.......GUUUGUUAGUG
+AF440353.1/1-310 GGUUGAAGCGU..UAAA.CUUAAUCAGGA.UA.......GUUUGUUGGUG
+AL627276.1/57262-57624 GGUUGAAGCGU..UAAAACG.AAUCAGGC.UA.......GUCUGGUAGUG
+AF389960.1/20-340 GGUUGAAGCGU..UAAAACG.AAUCAGGC.UA.......GUCUGGUAGUG
+U32808.1/436-71 GAUCGAAGCAC..UAAA.UUGAAUCAAAC.UA.......GCUUAAGUUUA
+AE006115.1/421-55 GAUCGAAGCGU..UAAA.UUGAAUCAAGC.UA.......GUUUAUCUAUC
+AY040837.1/1-325 GA.UGAACCGC..GAAAUAGAA.UUCUGG.UA......UGUAUUAGCAUA
+AE004170.1/3459-3093 GGAUGAAGCGC..GAGAUCUAAUUCAGGU.UA.......GCCAUUCGUUA
+AF389968.1/20-335 GGCGGAAGCAU..UAAAACC.AAUCGAGC.UA.......GUCAAUUCGUG
+AF389962.1/20-338 GGUUGAAGCGU..UAAAACUUAAUCAGGC.UA.......GUUUGUUAGUG
+AF389985.1/20-331 GGGUGAACCGC..GAAAUAG.UACCGGAC.UC.......GCCCGAUGAAA
+AF389951.1/20-337 GGCUGAAGUGC..UAAAACU.AAUCAGGC.UA.......GUUCGUUAGUG
+AF389943.1/20-338 GGUUGAAGCGC..UAAAAUCUAAUCAGGC.UA.......GUUUGUCAGUG
+AF389942.1/20-339 GGCUAAAGUGC..UAAAUCU.AAUCAGGC.UA.......GUUUGUUAGUG
+AF389978.1/20-335 GGUGGAAGCGU..UAAAACU.AAUCAGAC.UA.......GUUAUUCAGUG
+#=GC SS_cons >>>>>>.>>>>>...........................<<<<<<<<<<.
+
+AF440330.1/1-315 GCGUGUCUCUCCGCAGCGGGUUGGC.......GAAUGUAAA....GAG.U
+U68076.1/22-334 CCGUGUUUGUCCGGGAUUUAAAGGU.......UAA.UUAAAU...GACAA
+AP001118.1/202977-202612 AUGUGUUUUUCCAAAUUAGGUAAU........GAAUUCAAUAAA.GAAAA
+D90888.1/18478-18840 GCGUGUCCGUCCGCAGCUGGCAAGC.......GAAUGUAAA....GAC.U
+AE005491.1/9259-9621 GCGUGUCCGUCCGCAGCUGGCAAGC.......GAAUGUAAA....GAC.U
+AF440353.1/1-310 GCGUGUCUGUCCGCAGCUGGCAAAU.......GAAUUCAAA....GACUA
+AL627276.1/57262-57624 GCGUGUCCGUCCGCAGGUGCCAGGC.......GAAUGUAAA....GAC.U
+AF389960.1/20-340 GCGUGUCCGUCCGCAGGUGCCAGGC.......GAAUGUAAA....GAC.A
+U32808.1/436-71 GCGUGUCUGUCCGCA.UGCUUAAGU.......GAAAUUAAA....GACGA
+AE006115.1/421-55 GCGUGUCUGUCCGCAGUGGGUAAAU.......GAAAUUAAA....GACGA
+AY040837.1/1-325 GCGUGUCAAUUCGCAGUGACGAUACG......AGAA.UAAA....GAU.U
+AE004170.1/3459-3093 GCGUGUCGGUUCGCAGGC.GGUGGU.......GAAAUUAAA....GAU.C
+AF389968.1/20-335 GCGUGUCUCUCCGCAGCGGGUUGGC.......GAAUGUAAA....GAG.U
+AF389962.1/20-338 GCGUGUCCGUCCGCAGCUGGCAAGC.......GAAUGUAAA....GAC.U
+AF389985.1/20-331 UCCUGUCUUUCGGAGUUUAUUCGGGU......UAAUUAAAA....GAG.A
+AF389951.1/20-337 GCGUGUCUGUCCGCAGCUGGCGUGC.......GAAUGUAAA....GAC.U
+AF389943.1/20-338 GCGUGUCCGUUCGCAGCUGACCGGC.......GAAUGUAAA....GAU.G
+AF389942.1/20-339 GCGUGUCCAUCCGCAGCUGACCGGC.......GAAUGUAAA....GAUUG
+AF389978.1/20-335 GCGUGUCGGUCCGCAGCUGGAUGGU.......GAAUGUAAA....GAUUC
+#=GC SS_cons <<<........>>>.>>>>>>>>>>.<<<<.........>>>>.......
+
+AF440330.1/1-315 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGUAAUUUUGGACG
+U68076.1/22-334 UACUAAACA.UGUAG...UACCGACGGUCG......AGGCUUUUCGGACG
+AP001118.1/202977-202612 AACUAAGCA.UGUAG...GGCUUUAUUAGU......AGAAAUUUUGGACG
+D90888.1/18478-18840 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGGAAUUUCGGACG
+AE005491.1/9259-9621 GACUAAGCA.UGUAG...UACCGAGGACGU......AGGAAUUUCGGACG
+AF440353.1/1-310 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGAAAUUUC.....
+AL627276.1/57262-57624 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGGAAUUUCGGACG
+AF389960.1/20-340 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGGAAUUUCGGACG
+U32808.1/436-71 GACUAAACG.UGUAG...UACUGAAGGUAG......AGUAAUUUCGGACG
+AE006115.1/421-55 GACUAAACG.UGUAG...UACUGAAGGUAG......AGUAAUUUCGGACG
+AY040837.1/1-325 GACUAAACA.UGUAG...CGCCAUCUGUUA.....GACUGAUUUUGGACG
+AE004170.1/3459-3093 GACUAAGCA.UGUAG...UACCAAAGAUGA......AUGGUUUUCGGACG
+AF389968.1/20-335 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGUAAUUUUGGACG
+AF389962.1/20-338 GACUAAGCA.UGUAG...UACCGAGGAUGU......AGGAAUUUCGGACG
+AF389985.1/20-331 GACUAAGCA.UGUAG...UGCCUUGGAUGU......AGGUGUUCUGGACG
+AF389951.1/20-337 GACUAAGCA.UGUAG...UGCCGAGGAUGU......AGGAAUUUCGGACG
+AF389943.1/20-338 GACUAAGCA.UGUAG...UGCCGACGGUGU......AGUAAUUCUGGACG
+AF389942.1/20-339 GACUAAGCA.UGUAG...UGCCGACGGUGU......AGCAAUUUCGGACG
+AF389978.1/20-335 GACUAAGCA.UGUAG...UACUGAGGAUGU......AGGUUUUUCGGACG
+#=GC SS_cons ......>>>.>>......>>>>>>>>.>>>........>>>>>>>>...<
+
+AF440330.1/1-315 GGG........................
+U68076.1/22-334 GGG........................
+AP001118.1/202977-202612 CGGGUUCGAAUCCCGCCAGCUCCA...
+D90888.1/18478-18840 CGGGUUCAACUCCCGCCAGCUCCACCA
+AE005491.1/9259-9621 CGGGUUCAACUCCCGCCAGCUCCACCA
+AF440353.1/1-310 ...........................
+AL627276.1/57262-57624 CGGGUUCAACUCCCGCCAGCUCCACCA
+AF389960.1/20-340 CG.........................
+U32808.1/436-71 GGGGUUCAACUCCCCCCAGCUCCACCA
+AE006115.1/421-55 CGGGUUCAACUCCCGCCAGCUCCACCA
+AY040837.1/1-325 CGG........................
+AE004170.1/3459-3093 GGGGUUCAACUCCCCCCAGCUCCACCA
+AF389968.1/20-335 GG.........................
+AF389962.1/20-338 CG.........................
+AF389985.1/20-331 CG.........................
+AF389951.1/20-337 UG.........................
+AF389943.1/20-338 CG.........................
+AF389942.1/20-339 GG.........................
+AF389978.1/20-335 CG.........................
+#=GC SS_cons <<<<.......>>>>>>>>>>>>....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00023.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00023.idx
new file mode 100644
index 0000000..4cc95f5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00023.idx
@@ -0,0 +1,40 @@
+AL583919.1/121055-121422
+AE000749.1/2436-2090
+AE002296.1/3595-3178
+AY040836.1/1-317
+AB003477.1/1390-1780
+AE001939.1/5041-5389
+Y15063.1/86-434
+Z99121.2/35763-35404
+AF440351.1/1-322
+AC074317.5/11254-10896
+AE007587.1/2639-2995
+AY040838.1/1-306
+AE013063.1/8484-8834
+AF375582.1/1-319
+AF375576.1/1-322
+AF375575.1/1-318
+AF375574.1/1-307
+AF375578.1/1-304
+AE006568.1/801-1145
+S67602.1/1-411
+U39713.1/7687-8074
+AL445565.1/151623-152009
+AE002154.1/2543-2131
+AE010567.1/1932-1589
+AL646061.1/130228-129869
+AL162755.2/165198-164836
+U68081.1/22-355
+AL139078.2/71393-71035
+AE001503.1/7009-6624
+U68077.1/22-343
+U20246.1/1-318
+U68079.1/22-383
+AE004517.1/7001-6649
+AE011783.1/5129-4733
+AE001118.1/7347-6989
+AF041468.1/50514-50188
+U30821.1/84810-84519
+U38804.1/23536-23808
+Z67753.1/95843-96210
+AF169626.1/1-304
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00023.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00023.raw
new file mode 100644
index 0000000..b330470
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00023.raw
@@ -0,0 +1,140 @@
+>AF440330.1/1-315
+AAGAUUCACGAAACCCAAGGUGCAUGCCGAGGUGCGGUAGGCCUCGUUAACAAACCGCAA
+AAAAAUAGUCGCAAACGACGAAAACUACGCACUAGCAGCUUAAUAACCUGCAUAGAGCCC
+UUCUACCCUAGCUUGCCUGUGUCCUAGGGAAUCGGAAGGUCAUCCUUCACAGGAUCGUGU
+GGAAGUCCUGCUCGGGGCGGAAGCAUUAAAACCAAUCGAGCUAGUCAAUUCGUGGCGUGU
+CUCUCCGCAGCGGGUUGGCGAAUGUAAAGAGUGACUAAGCAUGUAGUACCGAGGAUGUAG
+UAAUUUUGGACGGGG
+>U68076.1/22-334
+GGAAUUCAAGAAGCCCGAGGUGCAUGUCGAGGUGCGGUUUGCCUCGUAAAAAAGCCGCAA
+UUUAAAGUAAUCGCAAACGACGAUAACUACUCUCUAGCAGCUUAGGCUGGCUAGCGCUCC
+UUCCAUGUAUUCUUGUGGACUGGAUUUUGGAGUGUCACCCUAACACCUGAUCGCGACGGA
+AACCCUGGCCGGGGUUGAAGCGUUAAAACUAAGCGGCCUCGCCUUUAUCUACCGUGUUUG
+UCCGGGAUUUAAAGGUUAAUUAAAUGACAAUACUAAACAUGUAGUACCGACGGUCGAGGC
+UUUUCGGACGGGG
+>AP001118.1/202977-202612
+GGGGCUGUUUUUGGAUUUGACAAAAUUAUCAACAAAGUAAAGUGCAUGCCGAGGAACGGU
+UUGCCUCGAUAAAAGCCGUAAAAAAAUAAUUGCAAAUAAUAAACAAAACUACGCUUUAGC
+AGCUUAAAAAACUGAAUAAAGCCCUUCCUUCUUAUCCUCCUUCUCUUAGGAUGAGAAAAC
+AGGAAGGUCAGAAAAAGAGAAAAACGUGGAUAUCAAGCUUGACGAUAACACGAAGUAGUU
+UUUUCAAGCUAUAUACCUAAUAUGUGUUUUUCCAAAUUAGGUAAUGAAUUCAAUAAAGAA
+AAAACUAAGCAUGUAGGGCUUUAUUAGUAGAAAUUUUGGACGCGGGUUCGAAUCCCGCCA
+GCUCCA
+>D90888.1/18478-18840
+GGGGCUGAUUCUGGAUUCGACGGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCGGUU
+GGCCUCGUAAAAAGCCGCAAAAAAUAGUCGCAAACGACGAAAACUACGCUUUAGCAGCUU
+AAUAACCUGCUUAGAGCCCUCUCUCCCUAGCCUCCGCUCUUAGGACGGGGAUCAAGAGAG
+GUCAAACCCAAAAGAGAUCGCGUGGAAGCCCUGCCUGGGGUUGAAGCGUUAAAACUUAAU
+CAGGCUAGUUUGUUAGUGGCGUGUCCGUCCGCAGCUGGCAAGCGAAUGUAAAGACUGACU
+AAGCAUGUAGUACCGAGGAUGUAGGAAUUUCGGACGCGGGUUCAACUCCCGCCAGCUCCA
+CCA
+>AE005491.1/9259-9621
+GGGGCUGAUUCUGGAUUCGACGGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCGGUU
+GGCCUCGUAAAAAGCCGCAAAAAAUAGUCGCAAACGACGAAAACUACGCUUUAGCAGCUU
+AAUAACCUGCUUAGAGCCCUCUCUCCCUAGCCUCCGCUCUUAGGACGGGGAUCAAGAGAG
+GUCAAACCCAAAAGAGAUCGCGUGGAAGCCCUGCCUGGGGUUGAAGCGUUAAAACUUAAU
+CAGGCUAGUUUGUUAGUGGCGUGUCCGUCCGCAGCUGGCAAGCGAAUGUAAAGACUGACU
+AAGCAUGUAGUACCGAGGACGUAGGAAUUUCGGACGCGGGUUCAACUCCCGCCAGCUCCA
+CCA
+>AF440353.1/1-310
+GGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCGGUUGGCCUCGUAAAAAGCCGCAAA
+AAAAUAGUCGCAAACGACGAAAACUACGCUUUAGCAGCUUAAUAACCUGCUUAGAGCCCU
+CUCUCCCUAGCCUCCGCUCUUGGACGGGGAUCAAGAGAGGUCAAACCCAAAAGAGAUCGC
+GUGGAUGCCUUGCCUGGGGUUGAAGCGUUAAACUUAAUCAGGAUAGUUUGUUGGUGGCGU
+GUCUGUCCGCAGCUGGCAAAUGAAUUCAAAGACUAGACUAAGCAUGUAGUACCGAGGAUG
+UAGAAAUUUC
+>AL627276.1/57262-57624
+GGGGCUGAUUCUGGAUUCGACGGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCGGUU
+GGCCUCGUAAAAAGCCGCAAAAAAAUAGUCGCAAACGACGAAACCUACGCUUUAGCAGCU
+UAAUAACCUGCUUAGAGCCCUCUCUCCCUAGCCUCCGCUCUUAGGACGGGGAUCAAGAGA
+GGUCAAACCCAAAAGAGAUCGCGCGGAUGCCCUGCCUGGGGUUGAAGCGUUAAAACGAAU
+CAGGCUAGUCUGGUAGUGGCGUGUCCGUCCGCAGGUGCCAGGCGAAUGUAAAGACUGACU
+AAGCAUGUAGUACCGAGGAUGUAGGAAUUUCGGACGCGGGUUCAACUCCCGCCAGCUCCA
+CCA
+>AF389960.1/20-340
+ACGGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCUGGUUGGCCUCGUAAAAAGCCGC
+AAAAAAAUAGUCGCAAACGACGAAAACUACGCUUUAGCAGCUUAAUAACCUGCUUAGAGC
+CCUCUCUCCCUAGCUUCCGCUCUUAAGACGGGGAUCAAAGAGAGGUCAAACCCAAAAGAG
+AUCGCGUGGAUGCCCUGCCUGGGGUUGAAGCGUUAAAACGAAUCAGGCUAGUCUGGUAGU
+GGCGUGUCCGUCCGCAGGUGCCAGGCGAAUGUAAAGACAGACUAAGCAUGUAGUACCGAG
+GAUGUAGGAAUUUCGGACGCG
+>U32808.1/436-71
+GGGGCUGAUUCUGGAUUCGACGGGAUUAGCGAAGCCCAAGGUGCACGUCGAGGUGCGGUA
+GGCCUCGUAAAUAAACCGCAAAAAAAUAGUCGCAAACGACGAACAAUACGCUUUAGCAGC
+UUAAUAACCUGCAUUUAGCCUUCGCGCUCCAGCUUCCGCUCGUAAGACGGGGAUAACGCG
+GAGUCAAACCAAAACGAGAUCGUGUGGAAGCCACCGUUUGAGGAUCGAAGCACUAAAUUG
+AAUCAAACUAGCUUAAGUUUAGCGUGUCUGUCCGCAUGCUUAAGUGAAAUUAAAGACGAG
+ACUAAACGUGUAGUACUGAAGGUAGAGUAAUUUCGGACGGGGGUUCAACUCCCCCCAGCU
+CCACCA
+>AE006115.1/421-55
+GGGGCUGAUUCUGGAUUCGACGGGAUUAGCGAAGCCCAAGGUGCACGUCGAGGUGCGGUA
+GGCCUCGUAAAUAAACCGCAAAAAAAUAGUCGCAAACGACGAACAAUACGCUUUAGCAGC
+UUAAUAACCUGCUCAUAGCCUUCUCUCCCCAGCUUCCGCUCGUAAGACGGGGAUCAAGAG
+GAGUCAAAUUCAAACGAGAUCGCGUGGACGCCUCCGCUUGAGGAUCGAAGCGUUAAAUUG
+AAUCAAGCUAGUUUAUCUAUCGCGUGUCUGUCCGCAGUGGGUAAAUGAAAUUAAAGACGA
+GACUAAACGUGUAGUACUGAAGGUAGAGUAAUUUCGGACGCGGGUUCAACUCCCGCCAGC
+UCCACCA
+>AY040837.1/1-325
+AGGAUCACGAAGGCUUGUGGAGCAUGUCGAGGUGCGGUUUGCCUCGUUAAACAGCCGCAA
+AAAAAUAGUCGCAAACGACGAAAACUACGCACUAGCAGCUUAAUACCCUGCUAAGAGCGC
+UCCUGCCCUAGCUUCCGCUUGUAAGACGGGGAAUAACAGGGGUUCAAACCCAAACGAGAU
+AGCGAGGGAUUCUUUGACUAGAGAGAUGAACCGCGAAAUAGAAUUCUGGUAUGUAUUAGC
+AUAGCGUGUCAAUUCGCAGUGACGAUACGAGAAUAAAGAUUGACUAAACAUGUAGCGCCA
+UCUGUUAGACUGAUUUUGGACGCGG
+>AE004170.1/3459-3093
+GGGGCUGAUUCAGGAUUCGACGGGAAUUUUGCAGUCUGAGGUGCAUGCCGAGGUGCGGUA
+GGCCUCGUUAACAAACCGCAAAAAAAUAGUCGCAAACGACGAAAACUACGCACUAGCAGC
+UUAAUACCCUGCUCAGAGCCCUUCCUCCCUAGCUUCCGCUUGUAAGACGGGGAAAUCAGG
+AAGGUCAAACCAAAUCAAGCUGGCGUGGAUUCCCCCACCUGAGGGAUGAAGCGCGAGAUC
+UAAUUCAGGUUAGCCAUUCGUUAGCGUGUCGGUUCGCAGGCGGUGGUGAAAUUAAAGAUC
+GACUAAGCAUGUAGUACCAAAGAUGAAUGGUUUUCGGACGGGGGUUCAACUCCCCCCAGC
+UCCACCA
+>AF389968.1/20-335
+ACAAGAUUCACGAAACCCAAGGUGCAUGCCGAGGUGCGGUAGGCCUCGUUAACAAACCGC
+AAAAAAAUAGUCGCAAACGACGAAAACUACGCACUCGCAGCUUAAUAACCUGCGCUGAGC
+CCUUCUACCCUAGCUUGCCUGUGUCCUAGGGAAUCGGAAGGUCAUCCUUCACAGGAUCGU
+GUGGAAGUCCUGCUCGGGGCGGAAGCAUUAAAACCAAUCGAGCUAGUCAAUUCGUGGCGU
+GUCUCUCCGCAGCGGGUUGGCGAAUGUAAAGAGUGACUAAGCAUGUAGUACCGAGGAUGU
+AGUAAUUUUGGACGGG
+>AF389962.1/20-338
+ACGGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCGGUUGGCCGCGUAAAAAGCCGCA
+AUAAAUAGUCGCAAACGACGAAAACUACGCUUUAGCAGCUUAAUAACCUGCUUAGAGCCC
+UCUCUCCCUAGCCUCCGCUCUUAGGACGGGGAUCAAGAGAGGUCAAACCCAAAAGAGAUC
+GCGUGGAAGCCCUGCCUGGGGUUGAAGCGUUAAAACUUAAUCAGGCUAGUUUGUUAGUGG
+CGUGUCCGUCCGCAGCUGGCAAGCGAAUGUAAAGACUGACUAAGCAUGUAGUACCGAGGA
+UGUAGGAAUUUCGGACGCG
+>AF389985.1/20-331
+ACAGGAUUCACGAAACCCUGGGAGCAUGCCGAGGGGCGGUUGGCCUCGUAAAAAGCCGCA
+CAGUUAUAGUUGCAAACGACGAUAACUACGCUCUAGCAGCUUAGGCUAGCUAGCCAUCUG
+ACACAGGUCUCUCAAAUGGGCGGUGUAUACAGAUGGUCAUCUUACAUUUGAUAGCGAGGG
+AACUCCGUCCGGGGGUGAACCGCGAAAUAGUACCGGACUCGCCCGAUGAAAUCCUGUCUU
+UCGGAGUUUAUUCGGGUUAAUUAAAAGAGAGACUAAGCAUGUAGUGCCUUGGAUGUAGGU
+GUUCUGGACGCG
+>AF389951.1/20-337
+ACGGGAUUUGCGAAACCCAAGGUGCAUGCCGAGGGGCGGUUGGCCUCGUAAAAAGCCGCA
+AAAAAUAGUCGCAAACGUCGAAAACUACGCUUUAGCAGCUUAAUAACCUGCUAAGAGCCC
+UCUCUCCCUAGCUUCCGCUCUUAAGACGGGGAUAAAGAGAGGUCAAACCCAAAAGAGAUC
+GCGCGGAUGUCCUGCCUGGGGCUGAAGUGCUAAAACUAAUCAGGCUAGUUCGUUAGUGGC
+GUGUCUGUCCGCAGCUGGCGUGCGAAUGUAAAGACUGACUAAGCAUGUAGUGCCGAGGAU
+GUAGGAAUUUCGGACGUG
+>AF389943.1/20-338
+ACAGGAUUUGCAAAGCCCUAGGAGCAUGCCGAGGGGCGGUUUGCCUCGUAAAAAGCCGCA
+AAAAAUAGUUGCAAACGACGAAAACUACGCACUAGCAGCUUAAUAACCUGCUUAGAGCCC
+UCUCUCCCUAGCUUCCGUUCUUAAGACGGGGAUCAAGAGAGGUCAAACCUAAAAGAACUC
+GCGUGAAUACCUUGCCUGGGGUUGAAGCGCUAAAAUCUAAUCAGGCUAGUUUGUCAGUGG
+CGUGUCCGUUCGCAGCUGACCGGCGAAUGUAAAGAUGGACUAAGCAUGUAGUGCCGACGG
+UGUAGUAAUUCUGGACGCG
+>AF389942.1/20-339
+ACAAGAUUCACGAAACCCAAGGUGCAUGCCGAGGUGCGGUAGGCCUCGUUAACAAACCGC
+AAAAAAUAGUCGCAAACGACGAAAACUACGCACUAGCAGCUUAAUACCCUGCUUAGAGCC
+CUCUCUCCCUAGCUUCCGCUCUUAAGACGGGGAUAAAGAGAGGUCAAACCCAAAAGAGAU
+CGCAUGGAAGUCCUGCCUGGGGCUAAAGUGCUAAAUCUAAUCAGGCUAGUUUGUUAGUGG
+CGUGUCCAUCCGCAGCUGACCGGCGAAUGUAAAGAUUGGACUAAGCAUGUAGUGCCGACG
+GUGUAGCAAUUUCGGACGGG
+>AF389978.1/20-335
+ACGGGACACUCGAAACCCAAGGUGCAUGCCGAGGUGCGGUAGGCCUCGUUAAUAAACCGC
+AAAAAAUAGUCGCAAACGACGAAACCUACGCUUUAGCAGCUUAAUAACCUGCUCGGAGCC
+CUUCUACCCUAGCUUGCCUAUGUCCUAGGGGAUUGGAAGGUCAUCUUUCAUAGGAUCGCG
+UGGAAACCUUGUCUGGGGUGGAAGCGUUAAAACUAAUCAGACUAGUUAUUCAGUGGCGUG
+UCGGUCCGCAGCUGGAUGGUGAAUGUAAAGAUUCGACUAAGCAUGUAGUACUGAGGAUGU
+AGGUUUUUCGGACGCG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00023.test b/benchmarks/cmsearch-rmark/rmark-1/RF00023.test
new file mode 100644
index 0000000..ee2f5ce
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00023.test
@@ -0,0 +1,290 @@
+>AL583919.1/121055-121422
+GGGGCUGAAAGGUUUCGACUUCGCGCAUCGAAUCAAGGGAAGCGUGCCGGUGCAGGCAAG
+AGACCACCGUAAGCGUCGUUGCAGCAAUAUAAGCGCCGAUUCAUAUCAGCGCGACUAUGC
+UCUCGCUGCCUAAGCGAUGGCUAGUCUGUCAGACCGGGAACGCCCUCGUCCCGGAGCCUG
+GCAUCAGCUAGAGGGAUCUACCGAUGGGUUCGGUCGCGGGACUCGUCGGGACACCAACCG
+CGACUGGGAUCGUCAUCCUGGCUAGUUCGCGUGAUCAGGAGAUCCGAGUAGAGGCAUAGC
+GAACUACGCACGGAGAAGCCUUGAGGGAAAUGCCGUAGGACCCGGGUUCGAUUCCCGGCA
+GCUCCACC
+>AE000749.1/2436-2090
+GGGGGCGGAAAGGAUUCGACGGGGACAGGCGGUCCCCGAGGAGCAGGCCGGGUGGCUCCC
+GUAACAGCCGCUAAAACAGCUCCCGAAGCUGAACUCGCUCUCGCUGCCUAAUUAAACGGC
+AGCGCGUCCCCGGUAGGUUUGCGGGUGGCCUACCGGAGGGCGUCAGAGACACCCGCUCGG
+GCUACUCGGUCGCACGGGGCUGAGUAGCUGACACCUAACCCGUGCUACCCUCGGGGAGCU
+UGCCCGUGGGCGACCCGAGGGGAAAUCCUGAACACGGGCUAAGCCUGUAGAGCCUCGGAU
+GUGGCCGCCGUCCUCGGACGCGGGUUCGAUUCCCGCCGCCUCCACCA
+>AE002296.1/3595-3178
+GGGGGUGUAAAGGUUUCGACUUAGAAAUGAAGCGUUAAUUGCAUGCGGAGGGCGUUGGCU
+GGCCUCCUAAAAAGCCGACAAAACAAUAAAUGCCGAACCUAAGGCUGAAUGCGAAAUUAU
+CAGCUUCGCUGAUCUUAAUGAUCUAAGAGUUGCUGCUUAAUUAGCAAAGUUGUUACCUAA
+GUACUGGUAACCCGGUGUUCGCGAGCUCCACCAGAGGUUUUCGAAACGCCGUCAUUUAUC
+UGGUUAGAAUUAGGGCCUUUUAACUCUCAAGGGAACUAAUUUGAAUUUUAAUGAGAGUCG
+UUGGUCUCUAUAGAGGUUUCUAGCUGAGGAGAUAUAACGUAAAAUAUUCUAGAAACUAAG
+CAUGUAGAGGUUAGCGGGGAGUUUACUAAGGACGAGAGUUCGAAUCUCUCCACCUCCA
+>AY040836.1/1-317
+AGGGAGUGAACGCCGUAGACUGCAGGUCGUGCCGCCCAGUCACGUAAAAGGGGCAAGGCA
+ACAACUGCCAACACCAACACUCGGGCCCAGGCUCGCCUGGCCCUCGCCGCUUAAUAAUAG
+CGGCGCGCUCGCCGUAGCUCCCCCGAUGGUUACGGGUCGAGCGUCAGCAGUCGGGUGCUC
+CGGUAACGCCUGCCUGAGCGUUAUCGGCUAAGAGAUCAGGCUGGCCCAACGGUCGCUUUG
+CCACUCGUGCGACUGCGGGUGAGAUGAAACGAGGGGCUAAACCUGUAGAUGUCUGCGGUC
+UAGCUUUCUGGACGGGG
+>AB003477.1/1390-1780
+GGGGCUGUAAUGGUUUCGACGUGUUGGUGAAUCCUUCACCGUGAUUCAGGCCGAGAGGGA
+GUCCACUCUCGUAAAUCCAGGCUCAACCAAAAGUAACUGCGAACAACAUCGUUCCUUUCG
+CUCGUAAGGCUGCUCCUGUAGCUGCUUAAACGCCACAAACUUUCUGGCUCGAGCGUCUAG
+UCGUAGACUCCGUUAAUACGCCUAGACUUAAACCCCCAACGGAUGCUCGAGUGGCGGCCU
+CAGGUCCGUCCUCUCGCUAAGCAAAAACCUGAGCAUCCCGCCAACGGGGAUAAUCGUUGG
+CUCCCGCACAGUGGGUCAACCGUGCUAAGCCUGUGAACGAGCGGAAAGUUACUAGUCAAU
+GCGGACAGCGGUUCGAUUCCGCUCAGCUCCA
+>AE001939.1/5041-5389
+GGGGGUGACCCGGUUUCGACAGGGGAACUGAAGGUGAUGUUGCGUGUCGAGGUGCCGUUG
+GCCUCGUAAACAAACGGCAAAGCCAUUUAACUGGCAACCAGAACUACGCUCUCGCUGCUU
+AAGUGAGAUGACGACCGUGCAGCCCGGCCUUUGGCGUCGCGGAAGUCACUAAAAAAGAAG
+GCUAGCCCAGGCGAUUCUCCAUAGCCGACGGCGAAACUUUAUGGAGCUACGGCCUGCGAG
+AACCUGCCCACUGGUGAGCGCCGGCCCGACAAUCAAACAGUGGGAUACACACGUAGACGC
+ACGCUGGACGGACCUUUGGACGGCGGUUCGACUCCGCCCACCUCCACCA
+>Y15063.1/86-434
+GGGGGUGAAACGGUCUCGACGGGGGUCGCCGAGGGCGUGGCUGCGCGCCGAGGUGCGGGU
+GGCCUCGUAAAAACCCGCAACGGCAUAACUGCCAACACCAACUACGCUCUCGCGGCUUAA
+UGACCGCGACCUCGCCCGGUAGCCCUGCCGGGGGCUCACCGGAAGCGGGGACACAAACCC
+GGCUAGCCCGGGGCCACGCCCUCUAACCCCGGGCGAAGCUUGAAGGGGGCUCGCUCCUGG
+CCGCCCGUCCGCGGGCCAAGCCAGGAGGACACGCGAAACGCGGACUACGCGCGUAGAGGC
+CCGCCGUAGAGACCUUCGGACGGGGGUUCGACUCCCCCCACCUCCACCA
+>Z99121.2/35763-35404
+GGGGACGUUACGGAUUCGACAGGGAUGGAUCGAGCUUGAGCUGCGAGCCGAGAGGCGAUC
+UCGUAAACACGCACUUAAAUAUAACUGGCAAAACUAACAGUUUUAACCAAAACGUAGCAU
+UAGCUGCCUAAUAAGCGCAGCGAGCUCUUCCUGACAUUGCCUAUGUGUCUGUGAAGAGCA
+CAUCCAAGUAGGCUACGCUUGCGUUCCCGUCUGAGAACGUAAGAAGAGAUGAACAGACUA
+GCUCUCGGAAGGCCCGCCCGCAGGCAAGAAGAUGAGUGAAACCAUAAAUAUGCAGGCUAC
+GCUCGUAGACGCUUAAGUAAUCGAUGUUUCUGGACGUGGGUUCGACUCCCACCGUCUCCA
+>AF440351.1/1-322
+ACAGGGAUAGUUCGAGCUUGAGUUGCGAGUCGGGGGGAUCGUCCUCGUUAUCAACGUCAA
+AGCCAAUAAUAACUGGCAAAGAAAAACAAAACCUAGCUUUCGCUGCCUAAUAAGCAGUAG
+CAUAGCUGAUCCUCCGUGCAUCGCCCAUGUGCUACGGUAAGGGUCUCACUCUAAGUGGGC
+UACACUGGCUAAUCUCCGUCUGAGGUUAGUUGGAAGAGCUUAAUCAGACUAGCUGAAUGG
+AAGCCUGUUACCGGGCCGAUGUUUAUGCGAAAUGCUAAUACGGUGACUACGCUCGUAGAU
+AUUUAAGUGCCGAUAUUUCUGG
+>AC074317.5/11254-10896
+GGGGACGUUCAUGGAUUCGACAGGGGUCCCCCGAGCUCAUUAAGCGUGUCGGAGGGUUGU
+CUUCGUCAUCAACACACACAGUUUAUAAUAACUGGCAAAUCAAACAAUAAUUUCGCAGUA
+GCUGCCUAAUCGCACUCUGCAUCGCCUAACAGCAUUUCCUAUGUGCUGUUAACGCGAUUC
+AACCUUAAUAGGAUAUGCUAAACACUGCCGUUUGAAGUCUGUUUAGAAGAAACUUAAUCA
+AACUAGCAUCAUGUUGGUUGUUUAUCACUUUUCAUGAUGCGAAACCUAUCGAUAAACUAC
+ACACGUAGAAAGAUGUGUAUCAGGACCUUUGGACGCGGGUUCAAAUCCCGCCGUCUCCA
+>AE007587.1/2639-2995
+GGGGGCGCUUUUGGUUUCGACGGGGAUGAUGUUACGUUUGAGAAGCGAGUCGAGGGAACC
+UGUGGACCCGCGUUAAAAAACUAUAGGCCUUAAAAAUAAAGGAUAACGAAAAUAAUUUAG
+CUUUAGCUGCGUAGUCAGCUAACGUCAGCCUGAGAGUCCCGCGACUCAGAGUCUGGCGUC
+GACAGCGGGGAACCGAGCCUUACAAAGCUUUGAGUAAGGAACGGAAUUUAUGAAGCUACU
+GAAGUGAAAAGCUUGUUUGUAGGCGUUUCAUGGAGGGAAUGUUAAAAUACAAACUGCACU
+CGGAGAUGCUUAAAUGAAACCAUUUUCGGACAGGGGUUCGAUUCCCCUCGCCUCCAC
+>AY040838.1/1-306
+GGGGAACGUGUUUGCUUGGGAUGCGAGCCGGGUUGCCGCCAGGACCGUAAAAAGGGCGGA
+AGGCUUUAAUUGCCGAAGAUAACUACGCUUUAGCUGCUUAAUUGCAGUCGAACCUCUUCU
+CCUCUGUGCUCUCGGUGAGGAUGUAAGGGGUCAUUUAAGAGAGCUGGCUUCGACCAAUUC
+UCGGAGGUCCAAGCGAGAUUUAUCGAAUAGCCUGACCAACCUCUGUCUGCCGUGCGGAAG
+GAAGGCGAAAUCUAAAACGACAGACUACGCUCGUAGUGUCCUUUGUGGGCAUUUCUUCGG
+ACGCGG
+>AE013063.1/8484-8834
+GGGGGUGUGUUGGUUUCGACGGGGGCGGUCGAGGUAAAAGUAGCGAGCCGAGUUCUCCAC
+CAGCUCGUAAAAAAGGUGGAAAAAAAUAAACGCAGACAGAGAACUCGCUUACGCUGCCUA
+AUUAAAGGCGGCCGUCCAGCCUGAAAUGCCCACGUUUCAGGACUGGGCGUCAAAAGAGUG
+GGGAACUGGUUUUGCCUGCGCCUCGGGGCAAAACCGGAAUAAUGAGGCUACCGAAGCGGU
+UAUCCUGUCGCUGGGAGAACCGCUGAGGGAAAGCUAAAACAGCGACUGCGCUCGGAGAAG
+CUUUUACCGGGACGCCUUCGGACCGGGGUUCGAAUCCCCGCACCUCCACCA
+>AF375582.1/1-319
+CACAGUUCGAGCUUGAAUUGCGUUUCGUAGGUUACGUCUACGUUAAAACGUUACAGUUAA
+AUAUAACUGCUAAAAACGAAAACAACUCUUACGCUUUAGCUGCCUAAAAACAGUUAGCGU
+AGAUCCUCUCGGCAUCGCCCAUGUGCUCGAGUAAGGGUCUCAAAUUUAGUGGGAUACGUU
+AAACUUUUCCGUCUGUAAAGUUUAAAAGAGAUCAUCAGACUAGCAAUACAGAAUGCCUGU
+CACUCGGCAAGCUGUAAAGCGAAACCUCAAAUGAGUUGACUAUGAACGUAGAUUUUUAAG
+UGUCGAUGUGUUUGGACGC
+>AF375576.1/1-322
+UAUAGUUUGAGUUCGAUUGCGCUUCGUAUGUUGCGUCUACGUAAAAACGCUCAGUUUAAA
+UUAUAACUGCAAAAAAUAAUAACAAUUCUUACGCUUUAGCUGCCUAAUAAGCGCUUAACG
+UAGAUCCUCCCAGGAUCGUCCAUGUUCUGGAUCUGGGUCCUAAAUUUAGUGGACUUACGC
+UCAAAGCUUCCACCUGGAGUUGCGAGAAGAGACUAAUCAGGUUAGUCAUUGCUGGGUGCC
+CUGUCAUACGGCGUUUGCAAUGAUGAAAUUUAAAUAGUAUGAAUAUGAGCGUAGAUAUCC
+GAGGGGCAAUAUGCUUAGACGC
+>AF375575.1/1-318
+CGUAGAUUCGCAUUGACUGCGAUUCGUAGGUUACGUCUACGUAAAAACGUUACAGUUAAA
+UAUAACUGCAAAUAACAAAAAUUCUUACGCAUUAGCUGCUUAAUUUAGCGCAUGCGUUGC
+UCUUUGUCGGUUUACUCGUGGCUGACACUGAGUAUCAACUUUAGCGAGUUACGUUUAACU
+AUCUCACCUGAAUAGUUGAAAAGAGUCUUAACAGGUUAGCUAGCUCAUCCUAGCCCUGUU
+AUAUGGCGUUUUGAGCUAGUGAAGUUCAAGUAAUAUAACUAUGAUCGUAGAGGUCAGUGA
+CGGAAUGCGUCUGGACAG
+>AF375574.1/1-307
+UCGUUUAGAGCAUUGAUUGCGUUUCGCCAUCCGGGCGCAAAACGGGCAGAAAUUUUAACU
+GCAAAAAACGAAAACUCUUUCGCUAUCGCUGCCUAAAAACCAGUGAUGCGUAGCUUAAUC
+UUGGUUGCUGGCGUCUGAGGUUAGGCCAUAAAAGGCCAGAUCGUACUGCUUCUUACAUCU
+GGAAAAGCAGUAUUAAAUCAAUCAGGUUAGUUAUAUUGAAGAGCCUUGAGCUAUGGCAGA
+CAAUAUAAUGAACUACAAAUAAUAGCCCUAUAAACGUAGAUAUUGGUGUAUCGGGCGAUU
+UGGACAG
+>AF375578.1/1-304
+UGUUGUCGCGUAUGAGCUGCGAUUAGUGCGGCGCCACUCUAAACCGCCGCAGAUAAAUAU
+AACUGCUAAAAAUACACAAACUUACGCAGUAGCUGCCUAAACCACAGCCUGCGUGCCUGA
+CUUUCGCUCGCCUAUGGCGAUUUGAUGGCCUAAUUUAGUAGGAUACGAUUUGACGGUGUC
+UUGACGUCAGAGAAGAGAUUAAGAGACUCGCAAGUUAACUUUGUUCGAGGAUUGUCUCGU
+UAGCUUGUUAAAUUUAGACAGUCCCUAUGAUUGUAGACGCUGAUAUAGCAAGGCAUUUGG
+ACAG
+>AE006568.1/801-1145
+GGGGUUGUUACGGAUUCGACAGGCAUUAUGAGGCAUGUUUUGCGUCCCAUCGGCAGAUGU
+AAAUUGCCAGUUAAAUAUAACUGCAAAAAAUACAAACUCUUACGCUUUAGCUGCCUAAAA
+ACCAGCUAGCGUGACUUCUACAAGAUUGCUUGUGUCCUGUUAGAAGUCUCAAAAUAGCAA
+GCUACGGUUACGAAAUUGUCUAGUUUCGUGACAAGAGAUUGAUAGACUCGCAAACUAAUG
+GCUUGAGUUAUGUGUCUUUAGUUUGUUAAAUGAAGACAUAACCUAUGGACGUAGACAAAU
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+>S67602.1/1-411
+GGGGAUGUCAUGGAUUUGACAGGAUAUCUUUAGUACAUAUAAGCAGUAGUGUUGUAGACU
+AUAAAUACUACUAGGUUUAAAAAAACGCAAAUAAAAACGAAGAAACUUUUGAAAUGCCAG
+CAUUUAUGAUGAAUAAUGCAUCAGCUGGAGCAAACUUUAUGUUUGCUUAAUAACUACUAG
+UUUAGUUAUAGUAUUUCACGAAUUAUAGAUAUUUUAAGCUUUAUUUAUAACCGUAUUACC
+CAAGCUUAAUAGAAUAUAUGAUUGCAAUAAAUAUAUUUGAAAUCUAAUUGCAAAUGAUAU
+UUAACCUUUAGUUAAUUUUAGUUAAAUAUUUUAAUUAGAAAAUUAACUAAACUGUAGAAA
+GUAUGUAUUAAUAUAUCUUGGACGCGAGUUCGAUUCUCGCCAUCUCCACCA
+>U39713.1/7687-8074
+GGGGAUGUUUUGGGUUUGACAUAAUGCUGAUAGACAAACAGUAGCAUUGGGGUAUGCCCC
+UUACAGCGCUAGGUUCAAUAACCGACAAAGAAAAUAACGAAGUGUUGGUAGAACCAAAUU
+UGAUCAUUAACCAACAAGCAAGUGUUAACUUUGCUUUUGCAUAAGUAGAUACUAAAGCUA
+CAGCUGGUGAAUAGUCAUAGUUUGCUAGCUGUCAUAGUUUAUGACUCGAGGUUAAAUCGU
+UCAAUUUAACCUUUAAAAAUAGAACUUGUUGUUUCCAUGAUUGUUUUGUGAUCAAUUGGA
+AACAAGACAAAAAUCCACAAAACUAAAAUGUAGAAGCUGUUUGUUGUGUCCUUUAUGGAA
+ACGGGUUCGAUUCCCGUCAUCUCCACCA
+>AL445565.1/151623-152009
+GGGGAUGUAAUGGUUUCGACAGGCAUUUAUAACCUUAUAAUGCAGUAGUUUGGCAGACUA
+UAAUGCUACUAGGCGUUUCAAUAAACGGAACAAAAAAACAAGAAAAUGACUAUCAAGAUU
+UAAUGAUUAGUCAAAAUCUAAACCAAAAUCUAGCUUUUGCUAGCGUUUAGCAGCUAGUUG
+CUCCAUUAUAUGUUCUGGAUAAUGGAAGCAUGCCUAAGAACUUAGUGAAGUUGCUCUAGC
+GUCAAUUUCAUGAAAUUUAGCUAGUUGAUUUAAUAGAAUUUUGUUCAAUUUUUUCUAUUA
+AAUCAACAAUUAAAAAUUGGAAUAAACUGUAGAUUUAUAAGCAUUGUGAAUGUGUGGACC
+CGGGUUCGACUCCCGGCAUUUCCACCA
+>AE002154.1/2543-2131
+GGGGAUGUCACGGUUUCGACGUGACACAUUAAUUUUUAAUUGCAGUGGGGUUAGCCCCUU
+AUCGCUUUCGAGGCAUUUUAAAUGCAGAAAAUAAAAAAUCUUCUGAAGUAGAAUUAAACC
+CAGCGUUUAUGGCUUCAGCUACUAAUGCAAACUACGCUUUUGCGUACUAAUUAGUUAUUA
+GUAGAAACGUUCAUUAACAUAAUUACUAUUGGUUGGUUUUUGGGCUUAUUUUACAAUAGU
+UUUAAAUUUAAAAUUCUUAUUUGUUGUUUAAAUUUAAAUAGAUUUAACAAAUAGUUAGUU
+AAUUUUAAAUUUGUUUUAUUAGUUAUUAACUACACUAUUUUUAAUAAAACUAAACUGUAG
+AUAUUAUUAAUUAUGUGUUGCGGAAAGGGGUUCGACUCCCCUCAUCUCCACCA
+>AE010567.1/1932-1589
+GGGGAUGCAAAGGUUUCGACGGGGUUGUGAGGUUAUAGGUAGCAAGUCAGGCUUGUCGCU
+GUGAGAGACUAAACACAUCUUUUAGAUGGAAACAAAGAUUACGCUUUAGCUGCUUAGUUC
+AGCUACACCUUGGAUAACUUAUUCUAUACGGGUUUUUCAAAGGUGUUGACUAGUAUAGAU
+CACCAUAAAUGAUUUCUCUAAGUUUAUGGGACAUUUUAGAGGAUAGUUUUAGUUAGCCCU
+GUUUACGGGAGUAAUUAUUACGAAAUUUAAUAGUAAACUAAACUUGUAGAAGCUUAUGGU
+CAUUAUGAUUUCGGACACGAGUUCGACUCUCGUCAUCUCCACCA
+>AL646061.1/130228-129869
+GGGGCCGACCUGGUUUCGACGUGGGUUGCGAAGCAGUAGCGGGCAUACCGAGGACCCGUC
+ACCUCGUUAAUCAAUGGGAACGCAAUAACUGCUAACGACAACCGUUACCAGCUGGCCGCU
+UAAUUGCGCGCCGUCCUCGCACUAGCUUGCCGAUAGGCUAGGGCCGCAAGGCCACGCGAG
+GUCAUUCAUAUCGGAUCGCUUCGGCCGGUGUCACGACGGCCGGGGUUAACUCCAAGUGAC
+UCGUCGUCGCGCAGCGUGUUCGUCCGCGUCGCGCCGGUUAAAUCAAAUGACUGAACUAAG
+UAUGUAGAACGCUCUGUAGAGGACUUGCGGACGCGGGUUCGAUUCCCGCCGGCUCCACCA
+>AL162755.2/165198-164836
+GGGGGCGACCUUGGUUUCGACGGGGGUUGCGAAGCAGAUGCGGGCAUACCGGGGUCUCAG
+AUUCCCGUAAAACACUGAAUUCAAAUAGUCGCAAACGACGAAACUUACGCUUUAGCCGCU
+UAAGGCUAGCCGUUGCAGCAGUCGGUCAAUGGGCUGUGUGGCGAAAGCCACCGCAACGUC
+AUCUUACAUUGACUGGUUUCCUGCCGGGUUAUUUGGCAGGAAAUGAGAUUUAAGGUAACU
+GGUUUCCAAAAGGCCUGUUGGUCGGCAUGAUGGAAAUAAGAUUUUCAAAUAGACACAACU
+AAGUAUGUAGAACGCUUUGUAGAGGACUUUCGGACGGGGGUUCGAUUCCCCCCGCCUCCA
+CCA
+>U68081.1/22-355
+GGGGACGUGGAAGCCGUAGCGGCAGGUCGAGGCGCCGCUGGCCUCGUAAAAAGCGGCACA
+AAAGUAAUUGCCAACAACGAUUACGACUACGCUUACGCUGCCUAAUAACAGCGAGGCAAU
+GACCGUUUAACGGUCGCGCCGAUCAGGGCCAUGCCUGAUAACCCUGAUUGGCGACACUUA
+UCAGGCUGGCGAAAACCGGCUCUCGCCGGGGUUUUUCGCGAGGAGUUUACCGGCGGGAUU
+GCUGCGUUGUGCCUGGUCAGGGGCCAACAGCGCGGUGAAAUACAUACUUGACCUAAACCU
+GUAGAUGCUUCGUGUGGAAUGUUCUCGGACGGGG
+>AL139078.2/71393-71035
+GGGAGCGACUUGGCUUCGACAGGAGUAAGUCUGCUUAGAUGGCAUGUCGCUUUGGGCAAA
+GCGUAAAAAGCCCAAAUAAAAUUAAACGCAAACAACGUUAAAUUCGCUCCUGCUUACGCU
+AAAGCUGCGUAAGUUCAGUUGAGCCUGAAAUUUAAGUCAUACUAUCUAGCUUAAUUUUCG
+GUCAUUUUUGAUAGUGUAGCCUUGCGUUUGACAAGCGUUGAGGUGAAAUAAAGUCUUAGC
+CUUGCUUUUGAGUUUUGGAAGAUGAGCGAAGUAGGGUGAAGUAGUCAUCUUUGCUAAGCA
+UGUAGAGGUCUUUGUGGGAUUAUUUUUGGACAGGGGUUCGAUUCCCCUCGCUUCCACCA
+>AE001503.1/7009-6624
+GGGGCUGACUUGGAUUUCGACAGAUUUCUUGUCGCACAGAUAGCAUGCCAAGCGCUGCUU
+GUAAAACAGCAACAAAAAUAACUGUAAACAACGCAGAUUACGCUCCAGCUUACGCUAAAG
+CUGCGUGAGUUAAUCUCCUUUUGGAGCUGGACUGAUUAGAAUUUCUAGCGUUUUAAUCGC
+UCCAUAACCUUAAGCUAGACGCUUUUAAAAGGUGGUUCGCCUUUUAAACUAAGAAACAAG
+AACUCUUGAAACUAUCUCAAGGUUUUAGAAAGUUGGACCAGAACUAGUUUUAAGGCUAAA
+AAGCUAAUCAAUUUUCUAAGCAUUGUAGAAGUUUGUGUUUAGGACAAGAUUUUUGGACUG
+GGGUUCGAUUCCCCACAGCUCCACCA
+>U68077.1/22-343
+GCCGGUGACGAACCCUUGGGUGCAUGCCGAGAUGGCAGCGAAUCUCGUAAAUCCAAAGCU
+GCAACGUAAUAGUCGCAAACGACGAAAACUACGCACUGGCGGCGUAAGCCGUUCCAGUCG
+UCCUGGCUGAGGCGCCUAUAACUCAGUAGCAACAUCCCAGGACGUCAUCGCUUAUAGGCU
+GCUCCGUUCACCAGAGCUCACUGGUGUUCGGCUAAGAUUAAAGAGCUCGCCUCUUGCACC
+CUGACCUUCGGGUCGCUUGAGGUUAAAUCAAUAGAAGGACACUAAGCAUGUAGACCUCAA
+GGCCUAGUGCUGGCGGACGCGG
+>U20246.1/1-318
+CUCGAGGUGCAUGUCGAGAAUGAGAGAAUCUCGUUAAAUACUUUCAAAACUUAUAGUUGC
+AAACGACGACAACUACGCUUUAGCGGCUUAAUUCCCGCUUUCGCUUACCUAGAUUUGUCU
+GUGGGUUUACCGUAAGCGACAUUAACACAGAAUCGCUGGUUAACGCGUCCGCUGUUAAUC
+GGUUAAAUUAAGCGGAAUCGCUUGUAAAAUGCCUGAGCGUUGGCUGUUUAUGAGUUAAAC
+CUAAUUAACUGCUCUAAACAUGUAGUACCAAAAGUUAAGGAUUCGCGGACGGGGGUUCAA
+AUCCCCCCGCCUCCACCA
+>U68079.1/22-383
+GUGGGUUGCAAAACCGGAAGUGCAUGCCGAGAAGGAGAUCUCUCGUAAAUAAGACUCAAU
+UAAAUAUAAAUGCAAACGAUGAAAACUUUGCUGGUGGGGAAGCUAUCGCUGCCUAAUAAG
+CACUUUAGUUAAACCAUCACUGUGUACUGGCCAAUAAACCCAGUAUCCCGUUCGACCGAG
+CCCGCUUAUCGGUAUCGAAUCAACGGUCAUAAGAGAUAAGCUAGCGUCCUAAUCUAUCCC
+GGGUUAUGGCGCGAAACUCAGGGAAUCGCUGUGUAUCAUCCUGCCCGUCGGAGGAGCCAC
+AGUUAAAUUCAAAAGACAAGGCUAUGCAUGUAGAGCUAAAGGCAGAGGACUUGCGGACGC
+GG
+>AE004517.1/7001-6649
+GGGGCCGAUUAGGAUUCGACGCCGGUAACAAAACUUGAGGGGCAUGCCGAGCUGGUAGCA
+GAACUCGUAAAUUCGCUGCUGCAAACUUAUAGUUGCCAACGACGACAACUACGCUCUAGC
+UGCUUAAUGCGGCUAGCAGUCGCUAGGGGAUGCCUGUAAACCCGAAACGACUGUCAGAUA
+GAACAGGAUCGCCGCCAAGUUCGCUGUAGACGUAACGGCUAAAACUCAUACAGCUCGCUC
+CAAGCACCCUGCCACUCGGGCGGCGCGGAGUUAACUCAGUAGAGCUGGCUAAGCAUGUAG
+AACCGAUAGCGGAGAGCUGGCGGACGGGGGUUCAAAUCCCCCCGGCUCCACCA
+>AE011783.1/5129-4733
+GGGGGUGCACUGGUUUCGACGGGGGUCGCGAAGUCGCUUGGCGCAUGCCGAGGGGGCAGC
+UUUCCUCGUUAAUCCAGCAGCAAACUUUUAGUUGCCAACGAUGACAACUACGGUUCGGAC
+UUCGCUAUCGCCGCUUAAUUGGCUUUAGUUGUAGUUCUACAGCCGCCUAAGGCGAACCCC
+CGAACCUACUUGUGCCCGUGCUCGUAGGUGUAGGGUCAUUAUCACGGAACCAUCGGUAGU
+GGCUGCCUGUCAGCUACCGGUCAGAUAAAGCAGGCUGGUUUCCAGGUGCGCUUUGCCAAC
+CGUGCUGCCUGGGAACGAGAUCUAACGGAGGGCUAAGCAUGUAGUGCUGGGGAUGGAGUG
+CUUCCGGACGGCGGUUCGAUUCCGCCCACCUCCACCA
+>AE001118.1/7347-6989
+GGGGAUGUUUUGGAUUUGACUGAAAAUGUUAAUAUUGUAAGUUGCAGGCAGAGGGAAUCU
+CUUAAAACUUCUAAAAUAAAUGCAAAAAAUAAUAACUUUACAAGCUCAAAUCUUGUAAUG
+GCUGCUUAAGUUAGCAGAGGGUUUUGUUGAAUUUGGCUUUGAGGUUCACUUAUACUCUUU
+UCGACAUCAAAGCUUGCUUAAAAAUGUUUUCAAGUUGAUUUUUAGGGACUUUUAUACUUG
+AGAGCAAUUUGGUGGUUUGCUAGUAUUUCCAAACCAUAUUGCUUAAUAAAAUACUAGAUA
+AGCUUGUAGAAGCUUAUAGUAUUAUUUUUAGGACGCGGGUUCAAUUCCCGCCAUCUCCA
+>AF041468.1/50514-50188
+GGGGCUGAUUUGGAUUCGACAUAUAAAUUUGCGUGUUUCAUUAUGAAGCAAGUCAAGUUU
+AAUGAUCUUGUAAAAAACAUUAAAGUACAAAUAAAUGCAAGCAAUAUAGUUUCAUUUAGU
+UCAAAACGUUUAGUCUCUUUUGCAUAAGCAAAAUGUGUUAAUAACUUUCUUAGUAGAAAU
+UGGAGAAGUUUACUAAGAUUUAUAUUUACUCCAUAAUUAUUUUAAAGAUGGUAAAAAGGU
+GAUUCAUCAUUUGUAUGUUUCUAAACUUUGUGAAAGAAUAGUGGGCUCCAUUUAUAAUGA
+ACGUGGGUUCAAAUCCCACCAGCUCCA
+>U30821.1/84810-84519
+GGGGCUGUUUAGGUUUCGACGUUUUUUUCUAAUUAUGUUUGUUAAGCAAGUCGAGGAUUU
+GUUCUAUCUCGAAAAUCAAGAACUCUCAAAAUUUAAACGCAACUAAUAUUGUACGUUUUA
+ACCGUAAAGCAGCUUUCGCUGUUUAAUAAUUACUUUUAAUUUAAAAACCUAAUUUUUUUA
+GGAAUUUAUUUAUUUAUUGUUUAUCCUGCUUAAUGAAUUAAAAAAAGCUAUACUUGUGAA
+UAAACGCAUAAUUUAAAAAAACGGACGUGGGUUCAAAUCCCACCAGCUCCAC
+>U38804.1/23536-23808
+GGGGCUGCAAGGUUUCUACAUUGUGAAAAAACAAAUAUAUGAAAGUAAAACGAGCUCAUU
+AUUAGAGCUUUUAGUUAAAUAAAUGCAGAAAAUAAUAUUAUUGCUUUUUCUCGAAAAUUA
+GCUGUUGCAUAAAUAGUCUCAAUUUUUGUAAUUCGAAGUGAUAGACUCUUAUACACUACG
+AAUAUUCUGUUAGAGUUGCUCUUAAUAAAAGAAAAGUAAAAAAAUACAAAUUCUUAUGUU
+UUUUACCUGAAUUGAUUCAAUUUAAGGUUAGUA
+>Z67753.1/95843-96210
+GGGGCUGACUUGGUUUCGACAUUUAAAAAUUGUUACAGUAUGAUGCAGGUCGAAGUUUCU
+AAUCUUCGUAAAAAAAGAGAAAUUUAUAAUAAAUGCUAAUAAUUUAAUUUCUUCUGUGUU
+UAAAAGUUUAUCAACUAAGCAAAAUAGUUUAAAUUUAAGUUUUGCUGUUUAAGUUUUAUG
+CACAUUUAAUGAUCUAGUAAAUAACUUUGUUCGCUAUAAUUUAUAUUUAUAACUAGACUU
+UUGUCUUUUUUAUAGUUUAGAAUAACUUUAUCAUUUCAAACCUCGUUCCAUCUAGUUGAA
+CUAAACCUGUGAACGAAUACUAUAAUAAAAUUUUUAGAUGGACGUGGGUUCGACUCCCAU
+CAGCUCCA
+>AF169626.1/1-304
+AUUAUAAAAAUUUUAAAUUAUGAUGCAAGUCGAAAAAUAUUAUUUCGUUAAAAAAUAUAC
+CUUUAAAAUAAAUGCAAAUAACAUUUUAGCUUUUAACCGUAAAUCUUUAAGUUUCGCUUA
+AAAUUAUUUAUGGAAAUUUUUAAGAGUGUCCAUCUCUUAAAAAUUUGAAAACUUUAUGGA
+CAUUAUAAAACUAGACUUUUCUAGAUCUUUUAAGUUAAAUUAUUACUUAAUUCCUUUUAA
+UUUGUUCAUUUUAAAUGAACUAAACUUGUGAACGAUUAAUUUAUCACUUUUAUAAUGGAC
+GUGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00024.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00024.ali
new file mode 100644
index 0000000..c1c3b55
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00024.ali
@@ -0,0 +1,339 @@
+# STOCKHOLM 1.0
+#=GF ID Telomerase-vert
+#=GF AC RF00024
+#=GF DE Vertebrate telomerase RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 40.0
+#=GF NC 24.4
+#=GF TC 86.2
+
+AF221932.1/102-549 GGGUUGAGGAGGGUACGCCCGGGA...GGGCGGUGGUCU.GUUCUG..UU
+AF221923.1/106-554 GGGUUGAGGAUGGCGCCCCCGGGUC..GGGCAGUGGUCU.UUUUUG..UU
+AF221918.1/97-547 GGGCUGAGGAGGGUGGGCUCGGGAG..GGGCC.CGGUCA.UUUCUC..AU
+AF221929.1/92-517 .............UGGGCC.GGGAG..GGGUGGUGGUCU.UCCCU...GU
+AF221937.1/99-545 GGGUUGAGAAUGGUGGGCC.GGGAG..GGGAGGUGGGCA.UGUUUU..GU
+AF221930.1/94-546 .......GGCCGGCGUGCCUGGGAG..GGGGGGCUGGUC.CCACUC..UU
+AF221909.1/98-496 ...............................GACGCGCG.CCUC....UU
+AF221928.1/95-476 ................................................GU
+AF221922.1/94-490 ................................................AC
+AF221916.1/94-481 ................................................GU
+AF221907.1/98-548 GGGUUGCGGAGGGUGGGCCUGGGAG..GGGUGGUGGCCA.UUUUUU..GU
+AF221912.1/98-564 GGG.AGUGGAGGGUGGGCCCGGGAC..GGGCG.CGGACC.CGGUA...AU
+AF221939.1/99-544 GGGUUGUGGAGGGUGGGCCUGGGAG..GGGAAGCGGUCA.GUUUUU..GU
+AF221931.1/99-541 GGGUUGCGGAGGGUGGGCUCGGGAG..GGGUGGCGGUCA.UUUUCU..GU
+AF221917.1/99-542 GGGUUGCGGAGGGUGGGCCUGGGAG..GGGUGGCGGUCG.UUUUAU..GU
+AF221936.1/98-540 GGGUUGCGGAGGGUGGGCCCCGGGU..UGGUGGCAGCCA.UUUCUC..AU
+AF221920.1/99-541 GGGUUGCGGAGGGUGGGCCCAGGAG..CGGUGGCGGCCA.UUUUUUAAGU
+AF221921.1/98-548 ..........GGCGGGUUGCGGGAGCUGCGAGC.GGCCG.UCUC....GU
+AF221925.1/98-540 GGGUGGGGGAGAGUGGGUCUGGGCG..GGGCGGCGGUCA.CGUUUU..GU
+AF221906.1/96-545 GGGUUGCGGAGGGAGGGCCCGGGAG..GGGUGAGCGUCC.AUUAUC..GU
+#=GC SS_cons .................<<<<<<<<..<<<<<<.<<<<<...........
+
+AF221932.1/102-549 CUAACCCUAACUGAUAAG..GGCG.UAGGC.GCCGU..GCUUU.UGUUCC
+AF221923.1/106-554 CUAACCCUAACUGGCAAG..GGCG.UAGGU.GCUGU..GCUUU.UGUUCC
+AF221918.1/97-547 CUAACCCUAACUGAGCAG..GGCG.UAGGC.GCCGC..GCUUU.UGUUUC
+AF221929.1/92-517 CUAACCCUAAG.GUGAAGAGGACG.UGGGU.GCCGU..GUUUU.UCGCUC
+AF221937.1/99-545 CUAACCCUAACUAGGAGGAGGACG.UAGGC.GCCGU..GCUUU.UGUUCC
+AF221930.1/94-546 CUAACCCUAAGGGUGUC...GGCUGUAGGC.GCCGU..GCUUUUUACUUC
+AF221909.1/98-496 CUAACCCUAAAAACUG.G..AGCUGUAGGU.GUUGC..UCUUU..CAGCG
+AF221928.1/95-476 CUAACCCUGAAUUCUGAG..AGCUGUGGGU.ACUGU..GCUUU..CGUCU
+AF221922.1/94-490 CUAACCCUGAUUUUCAUU..AGCUGUGGGU.UCUGG..UCUUU.UGUUCU
+AF221916.1/94-481 CUAACCCUAUUGUU.AU...AGCUGUGGGU.UCUGU..UCUUU.UGUUCU
+AF221907.1/98-548 CUAACCCUAACUGAGAAG..GGCG.UAGGC.GCCGU..GCUUU.UGCUCC
+AF221912.1/98-564 CUAACCCUGACUCACAAGA.GGCG.UAGGC.GCCGU..GCUUU.UGCUCC
+AF221939.1/99-544 CUAACCCUAACUGAGAAG..GGCG.UAGGC.GCCGC..GCUUU.UGUUUC
+AF221931.1/99-541 CUAACCCUAACUGAAACG..GGCG.UAGGC.GCUGC..GCUUU.UGUUCC
+AF221917.1/99-542 CUAACCCUAACUGAGAAG..GGCA.UAGGC.GCUGC..GCUUU.UGUUCC
+AF221936.1/98-540 CUAACCCUAAUUGAGACA..GGCG.UAGGC.GCUGU..GCUUU.UGGUUA
+AF221920.1/99-541 CUAACCCUAACUGAAAGA..GGCG.UAGGC.GCUGC..GCUUU.UGCUUC
+AF221921.1/98-548 CUAACCCUAAA.GAGAAA..GGCG.UAGGU.GCUUG..GCCUU.GGCGAC
+AF221925.1/98-540 CUAACCCUAACUGAGCUG..GGCG.GAGGC.GCCGC..GCUUU.UGCUCC
+AF221906.1/96-545 CUAACCCUAACUGAGAUG..GGCG.UAGGC.GCCGC..GCUUU.UGCUUC
+#=GC SS_cons .....................<<<.<<<<<........<<<<<.......
+
+AF221932.1/102-549 C............................CGCGCGUUGUUUUUCUCGCUG
+AF221923.1/106-554 C............................CGCGCGUUGUUUUUCUCGCUG
+AF221918.1/97-547 CC...........................CGCGCGCUGUUUUUCUCGCUG
+AF221929.1/92-517 C............................CGCACGCUGUUUUUCUCGCUG
+AF221937.1/99-545 C............................CGCGCGCUGUUUUUCUCGCUG
+AF221930.1/94-546 CC...........................CGCGCGCUGUUUUUCUGGCUG
+AF221909.1/98-496 U............................CGCCCGCUGUUUUUCUCGCUG
+AF221928.1/95-476 C............................CGCCCGCUGUUUUUCUCGCUG
+AF221922.1/94-490 C............................CGCCCGCUGUUUUUCUCGCUG
+AF221916.1/94-481 C............................CGCCCGCUGUUUUUCUCGCUG
+AF221907.1/98-548 C............................CGCGCGCUGUUUUUCUCGCUG
+AF221912.1/98-564 C............................CGCGCGCUGUUUUUCUCGCUG
+AF221939.1/99-544 C............................CGCACGCUGUUUUUUUCGCUG
+AF221931.1/99-541 C............................CGCACGCUGUUUUUCUCGCUG
+AF221917.1/99-542 C............................CGCACGCUGUUUUUCUCGCUG
+AF221936.1/98-540 C............................CGCGCGCUGUUUUUCUCGCUG
+AF221920.1/99-541 A............................CGCGCGCUGUUUUUCUCGCUG
+AF221921.1/98-548 U............................CGCCCGCUGUUUUU.UGGCUG
+AF221925.1/98-540 C............................CGCGCGCUGUUUUUCUCGCUG
+AF221906.1/96-545 C............................CGCGCGCUGUUUUUCUCGCUG
+#=GC SS_cons .............................<<<<<<<<<........AAAA
+
+AF221932.1/102-549 ACUUUCAGCGGGCG.GGA.AAAGCCUCG..GUCUA.CCGCC.GUCUACCG
+AF221923.1/106-554 ACUUUCAGCGGGCG.GGA.AAAGCCCUG..GCCUA.CCGCC.GUCUACCG
+AF221918.1/97-547 ACUUUCAGCGCGUG.GGA.AAAGCCUUG..GCCUA.CCGCC.GUCCACCG
+AF221929.1/92-517 ACUUUCAGCGUGCA..GA.AAAGCCUUG..GCCUA.CCGUC.GGUUAUUG
+AF221937.1/99-545 ACUUUCAGCGUGCG..GA.AAAGCCUUG..GCCUG.CCGUC.GACCACUG
+AF221930.1/94-546 GCUUUCAGCGAGCG.GAA.AAAGCUUUG..GUCUA.CAGGCCACUCACUU
+AF221909.1/98-496 GCUUUCAGCGGGCC..AG.AAAGUUCAG..ACCUCUCAGCA.GAUCGUCG
+AF221928.1/95-476 ACUUCCAGCGGGCG..GG.AAAGUCCAG..ACCUG.CAGCG.GGCCAUCG
+AF221922.1/94-490 ACUUCCAGCGGGCC.AGG.AAAGUCCAG..ACCUG.CAGCG.GGCCACCG
+AF221916.1/94-481 ACUUUCAGCGGGCC.UGG.AAAGUUCAG..ACCUG.CAGCG.GGUCACCG
+AF221907.1/98-548 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GCCUG.CCGCC.UUCCACCG
+AF221912.1/98-564 ACUUUCAGCGUUCG..GA.AAAGCCCUGUGGCCUA.UCGCC.AUCCACCA
+AF221939.1/99-544 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GCCUA.CCGCC.GUCCACCG
+AF221931.1/99-541 ACUUUCAGCGGGCG..GA.AAAGCCUUG..GCCUA.CUGCC.ACACACCA
+AF221917.1/99-542 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GCCUA.CUGCC.AUCCACCA
+AF221936.1/98-540 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GCCUA.CCGCC.AUCCACCA
+AF221920.1/99-541 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GCCUA.CCGCC.AUCCACCA
+AF221921.1/98-548 GCUUUCAGCGGGUG..AA.GAGGCCCAAG.ACCUA.CCGCC.ACCCACCG
+AF221925.1/98-540 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GUCUA.CCGCC.ACUUACCA
+AF221906.1/96-545 ACUUUCAGCGGGCG..GA.AAAGCCUCG..GCCUA.CUGCC.GUCUACUG
+#=GC SS_cons AAAAA>>>>>>>>>.....>>>>>......>>>>>..>>>..........
+
+AF221932.1/102-549 .AUAGCCU..........................................
+AF221923.1/106-554 .AUAGUUU..........................................
+AF221918.1/97-547 UUCAUUUC..........................................
+AF221929.1/92-517 UCUAAUUA..........................................
+AF221937.1/99-545 UCUAAUUA..........................................
+AF221930.1/94-546 UGUAUCCC..........................................
+AF221909.1/98-496 CGUCGUUC..........................................
+AF221928.1/95-476 CGCGUUUU..........................................
+AF221922.1/94-490 CGCGUUCC..........................................
+AF221916.1/94-481 CGCAUUCU..........................................
+AF221907.1/98-548 UUCAUUCU..........................................
+AF221912.1/98-564 UCCUUUCU..........................................
+AF221939.1/99-544 UACAGUUU..........................................
+AF221931.1/99-541 UCCAGUUU..........................................
+AF221917.1/99-542 UCCAGUUU..........................................
+AF221936.1/98-540 UCCAGUCU..........................................
+AF221920.1/99-541 UCCAGUCU..........................................
+AF221921.1/98-548 UCUAGUGUCUUAAGGGCACAAAGUCCUGCCCGCCACCCUUCGA.......
+AF221925.1/98-540 UCCAGUCU..........................................
+AF221906.1/96-545 UCGUAUCU..........................................
+#=GC SS_cons ..................................................
+
+AF221932.1/102-549 ........GGAGCAAA....CAA....AAAAAUGUC..AGC.CGC..CGG
+AF221923.1/106-554 ........GGAGCAAA....CAA....AAAAAUGUC..AGC.CGC..UGG
+AF221918.1/97-547 ........GCAGUAAA....CA.....AAAAAUGUC..AGC.CGC..UGG
+AF221929.1/92-517 ........GAAGCAAA....CA.....AAAAAUGUC..AGC..G...UGG
+AF221937.1/99-545 ........AAAGCAAA....CA.....AAAAAUGUC..AGC..G...UGG
+AF221930.1/94-546 ........GAAACCAAAUU.GAAAAAAAAAAAUGCC..AGC.UCC..GGC
+AF221909.1/98-496 ........UCAACCA.....CA.....AAAAAUGCC..AGCGCAAA.GCG
+AF221928.1/95-476 ........CCA.CCA.....CAA....AAAAAUGUC..AGCGCUGG.GCU
+AF221922.1/94-490 ........CGAGCCU.....CAAAA..ACAAACGUC..AGCGCAGGAGCU
+AF221916.1/94-481 ........GGAACCU.....CA.....AAAAAUGUC..AGCGUAGGAGCU
+AF221907.1/98-548 ........AGAGCAAA....CA.....AAAAAUGUC..AGC.UGC..UGG
+AF221912.1/98-564 ........GGAACAAACAGACAAAAAAAAAAAUGUC..AGC.UGC..UGG
+AF221939.1/99-544 ........GGAGCAAA....CA.....AAAAAUGUC..AGC.UGC..UGA
+AF221931.1/99-541 ........GGAGCAAA....CA.....AAAAAUGUC..AGC.GGC..UGG
+AF221917.1/99-542 ........GGAGCAAA....CA.....AAAAAUGUC..AGC.CGC..CGG
+AF221936.1/98-540 ........GCAACAAA....CA.....AAAAAUGUC..AGC.CGC..UGG
+AF221920.1/99-541 ........GAAACAAA....CA.....AAAAAUGUC..AGC.CUC..UGG
+AF221921.1/98-548 ........GGAGCGAAA...CCC....AAAAAAGUC..AGC.CCC..UGG
+AF221925.1/98-540 ........GGAGUAAA....CA.....AAAAAUGUC..AGC.CGC..UGG
+AF221906.1/96-545 ........GGAGCAAA....CA.....AAAAAUGUC..AGC.CGC..UGG
+#=GC SS_cons .............................aaa.aaa..aaa......>>>
+
+AF221932.1/102-549 .CC..GCUCGCCCCUCCC.....GGGAA............CCUGCAGUGG
+AF221923.1/106-554 .CC..GCUCACCCCUCCC.....GGGAA............CCUGUGGUGG
+AF221918.1/97-547 .CC.GGUUCGCCCUUCCC.....GGGGA............CCUGCGGUGG
+AF221929.1/92-517 .CC.GGGCCGCCCCUCCC.....GGAUA............CCUGCGGCGG
+AF221937.1/99-545 .CC.GGUCCGCCCCUCCC.....GGGUA............CCUGCGGCAG
+AF221930.1/94-546 CGGU...CCACCCCUCCC.....GGGGU............CCUGCGGCCC
+AF221909.1/98-496 CGUC...A...GCCU........AGAAC............CUUGCGGCCC
+AF221928.1/95-476 C.AU...GU..GCCU........GGAGC............CUUGCGGCC.
+AF221922.1/94-490 CCAG...GUUCGCCG........GGAGC............UCCGCGGCGC
+AF221916.1/94-481 C.UG...GU..GCC.........AGAGC............UCCGCGGCGC
+AF221907.1/98-548 .CC.CGUUCGCCCCUCCC.....GGGGA............CCUGCGGCGG
+AF221912.1/98-564 .UC.CGUUCGCUCCUCCC.....GGG.C............CCUGCGGUGG
+AF221939.1/99-544 .CU.UGCUCGCCCCUCCC.....AGGAC............CCUGCGGUGG
+AF221931.1/99-541 .CC.UGCUCGCCCCUCCC.....GGGAG............CCUGCGGCGA
+AF221917.1/99-542 .CC.UGCUCGCCCCUCCC.....GGGAU............CCUGCGGUGG
+AF221936.1/98-540 .CU.CGCUCACCUCUCCC.....GGGAA............CCUGCGGUGG
+AF221920.1/99-541 .CU.CGCUCACUGCUCCC.....GGGAA............CCUGCGGUGG
+AF221921.1/98-548 CCGCCUCUCGC.CCUCUC.....GC.AA............CCCGCCU...
+AF221925.1/98-540 .CU.CGCUCGCCCCUCCC.....GGGAC............CCUGCGACGG
+AF221906.1/96-545 .UC.CGCUCGCCCCAUCC.....GGGAA............CCUGCGGUGG
+#=GC SS_cons .>>....>>>>>>>>>>>.....>>>..............<<<<<<....
+
+AF221932.1/102-549 CUC...............................................
+AF221923.1/106-554 CUC...............................................
+AF221918.1/97-547 CUC...............................................
+AF221929.1/92-517 CUC...............................................
+AF221937.1/99-545 CUC...............................................
+AF221930.1/94-546 GGCC..............................................
+AF221909.1/98-496 CG................................................
+AF221928.1/95-476 ..................................................
+AF221922.1/94-490 CG................................................
+AF221916.1/94-481 UG................................................
+AF221907.1/98-548 GUC...............................................
+AF221912.1/98-564 CCGCCAGCCC........................................
+AF221939.1/99-544 CUC...............................................
+AF221931.1/99-541 CUC...............................................
+AF221917.1/99-542 CUC...............................................
+AF221936.1/98-540 UCC...............................................
+AF221920.1/99-541 UUC...............................................
+AF221921.1/98-548 ..................................................
+AF221925.1/98-540 CUC...............................................
+AF221906.1/96-545 CUC...............................................
+#=GC SS_cons ..................................................
+
+AF221932.1/102-549 .......GCCCGCCC...........AG........CCCCGCUC..CCCG
+AF221923.1/106-554 .......GCCCGCCC...........AG........CCCCGCGC..CCCG
+AF221918.1/97-547 .......GCCCGCCC...........GG.......CCCCCGUGC..CCCG
+AF221929.1/92-517 .......GUC.CACC...........GG.......CCCCCGAGC..CCCG
+AF221937.1/99-545 .......GCCCGGCU...........GG.......CCCCCGAGC..CCCG
+AF221930.1/94-546 .......GCCCGCCC.........GAAC.......CCCCCGCGA..CCCG
+AF221909.1/98-496 .......GGCCGCCC...........AG........CCCCG.CA..CCCG
+AF221928.1/95-476 .......GGCCGCCC...........AG........CCCCG.CA..CCCG
+AF221922.1/94-490 .......GGCCGCCC...........AG........UCCCG.UA..CCCG
+AF221916.1/94-481 .......GGCCGCCC...........AG........CCCGG.UA..CCCG
+AF221907.1/98-548 .......GCCUGCCC...........AG.......CCCCCGAAC..CCCG
+AF221912.1/98-564 .......GCCCUCUC...........AU.......CCCCCGCGU..CCCG
+AF221939.1/99-544 .......GCCUCCUU...........AG.......CCCCCGCGU..CCCG
+AF221931.1/99-541 .......GCCCGCUU...........AG.......CCCCCGCAU..CCCG
+AF221917.1/99-542 .......GCCCGCUU...........AG.......CCCCCGCGU..CCCG
+AF221936.1/98-540 .......GCCCGCCC...........AG.......CCCCAGUGC..CCCG
+AF221920.1/99-541 .......GCCCGCCC...........AG.......CCCCCGCGC..CCCG
+AF221921.1/98-548 .......CCG.UCCC...........AG........CCUCCAUC..CCCG
+AF221925.1/98-540 .......GCCCGCCC...........AG.......CCCCCGCGC..CCCG
+AF221906.1/96-545 .......GUCCGCCC...........UG.......CCCCCGCGC..UCCG
+#=GC SS_cons .......<<<<<<<<....................<<<<<<<....<<<<
+
+AF221932.1/102-549 ..CCUGG.......AGGCCGCGGUCGGCCUG.GGGCUUC....UCCG...
+AF221923.1/106-554 ..CCUGG.......AGGCCGCGGUCGGCCUG.GGGCUUC....UCCG...
+AF221918.1/97-547 ..CCUG........AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221929.1/92-517 ..CCU.........AGGCCGCGGCCGGCGCG.GGGCUUC....CCUG...
+AF221937.1/99-545 ..CCCA........GGGCCACGGCUGGCGCG.GGGCUUC....UCCG...
+AF221930.1/94-546 ..CCUG........AGGCCACGGCCGGCCCG.GGGCCUC....UGCG...
+AF221909.1/98-496 ..CCUUG.......AGGCCGCGGUUGGCCU..GGAGUUC....UCCG...
+AF221928.1/95-476 ..CCUG........AGGCCGCGGUCGGCCU..GGAG.UC....CUCG...
+AF221922.1/94-490 ..CCUAC.......AGGCCGCGGCCGGCCU..GGGG.UC....UUAG...
+AF221916.1/94-481 ..CCUGG.......AGGCCGCGGACGGCCU..GGGG.UC....UUAG...
+AF221907.1/98-548 ..CCUGG.......AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221912.1/98-564 ..CCUAG.......AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221939.1/99-544 ..CCUAG.......AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221931.1/99-541 ..CCUGG.......AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221917.1/99-542 ..CCUGG.......AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221936.1/98-540 ..CCUG........AGGCCGCGGUCGGCCCG.GUGCUUC....UCCG...
+AF221920.1/99-541 ..CCUG........AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221921.1/98-548 ..CCCC........AGGCCGCGGUCGGUCCG..GGCUUC....UUCG...
+AF221925.1/98-540 ..CCUGG.......AGGCCGCGGUCGGCCCG.GGGCUUC....UCCG...
+AF221906.1/96-545 ..CCUAG.......AGGCCGCGGUCCGCCCG.GGGCUUC....UCCG...
+#=GC SS_cons ..................<<<<<.<<<<......................
+
+AF221932.1/102-549 GAGGUUCCCGCUGCCGCCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221923.1/106-554 GAGGUUCCCAUUGCCGCCGCGAAGAGUUAGGCUCUGUCAGCCG..CGGG.
+AF221918.1/97-547 GAGGUGCCCAAUGCCGCCGCGAAGAGUUAGGCUCUGUCAGCCG..CGGG.
+AF221929.1/92-517 GAGGCGCCCAUGGCCGCCGCGAAGAGUUCGUCUCUGUCAGCUG..CGGG.
+AF221937.1/99-545 GGAGCGCC.AUGGCCGCCGCGAAGAGUUCGUCUCUGUCAGCCG..CGGG.
+AF221930.1/94-546 GAGGUGCCCAUUGCCGCCGCGAAGAGUUAGGCUCUGUCAGCCG..CGGG.
+AF221909.1/98-496 GA...CUCCGCUGCCGCCGCGAAGAGUUCGUCUCUGUCAGCCG..CGGA.
+AF221928.1/95-476 GG...CUCCGCUGCCGCCGCGAAGAGCUAGACUCUGUCAGCCG..CGGG.
+AF221922.1/94-490 GA...CUCCGCUGCCGCCGCGAAGAGCUCGCCUCUGUCAGCCG..CGGG.
+AF221916.1/94-481 AA...CUCCGCUGCCGCCGUGAAGAGCUAGUCUCUGUUAGCUA..CGGG.
+AF221907.1/98-548 GAGGCACCCACUGCCACCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221912.1/98-564 GAGGUGCCCAUUGCCGCCGCGAAGAGUUAGGCUCUGUCAGCCG..CGGG.
+AF221939.1/99-544 GAGGCACCCAUUGCCGUCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221931.1/99-541 GAGGCACCCAUUGCCGUCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221917.1/99-542 GAGGCACCCAUUGCCGUCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221936.1/98-540 GAGGUGUCCAUUGCCGCCGUGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221920.1/99-541 GAGGCGCCCAUUGCCGCCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221921.1/98-548 GAAGUCCC.GUUGCCGUCGCGAAGAGUUCGCCUCUGUCAGCCG..CGGG.
+AF221925.1/98-540 GAGGCGCCCAAUGCCGCCGCGAAGAGUUGGGCUCUGUCAGCCG..CGGG.
+AF221906.1/96-545 GAGGCACCCAAUGCAGCCGCGAAGAGUUAGGCUCUGUCAGCCG..CGGA.
+#=GC SS_cons ............>>>>>>>>>........................>>>>.
+
+AF221932.1/102-549 UCCCGCGGGAA....CCAA.....GGGCG.AGGC................
+AF221923.1/106-554 UCCUGCGGGAA....CCAA.....GGGCG.AGGC................
+AF221918.1/97-547 UCCCUCGGGGG....CCAA.....GGGCG.AGGC................
+AF221929.1/92-517 UCGCCCGGGGG....CCGC.....GGGAG.AGUC................
+AF221937.1/99-545 UCGCGCGGGGG....CCGC.....GGGGG.AGUC................
+AF221930.1/94-546 AUCCGCGCGGG....CC.......GGGCCGCGGC................
+AF221909.1/98-496 GUAU.CAGGGG....CUG......GGGCCAGGCC................
+AF221928.1/95-476 GCGU.CAGGGG....CUG......GGGCGAGCCC................
+AF221922.1/94-490 GCGC.CGGGGG....CUG......GGGCCAGGCC................
+AF221916.1/94-481 GCAC.CGGGCG....CUG......GGGUCAGGCC................
+AF221907.1/98-548 UCUCUCGGGGG....C.GA.....GGGCG.AGGU................
+AF221912.1/98-564 CUCUCGGGGGG....CCCA.....GGGCG.AGGU................
+AF221939.1/99-544 UCCCUUGGGGG..GGCCGA.....GGGCG.AGGC................
+AF221931.1/99-541 ACCCUUGGGGG....CCAA.....GGGCG.AGGC................
+AF221917.1/99-542 ACCUUUGGGGG....CCAA.....GGGCG.AGGC................
+AF221936.1/98-540 UCGCUCGGUGG...GCCGA.....GG.CA.UGGC................
+AF221920.1/99-541 UCCCUCGGGGG....CCAA.....GG.CG.AGGC................
+AF221921.1/98-548 GCU..UGGGG.....CCA......GGGA...CGG................
+AF221925.1/98-540 UGCCUCGGGGG....CCAG.....GGACG.AGGC................
+AF221906.1/96-545 UCCCGCGGGGG....CCAA.....GGGUG.AGGC................
+#=GC SS_cons ....>>>>>>>.............>>>>..>>>>................
+
+AF221932.1/102-549 ............UGGGGCC.UCCUGA...ACGCAGG.GAGAGAAA.CG..
+AF221923.1/106-554 ............UUAGGCC.UCCUGA...ACGCAGG.GAGAGAAA.UG..
+AF221918.1/97-547 ............GCAGGCC.GUCUGG...CCGCAGG.GAGAGGAA.CG..
+AF221929.1/92-517 ............CCAGGCC...UUGG...CCGCAGG.GAGAGAAA.CG..
+AF221937.1/99-545 ............CUAGGCC.GAGUGG...CCGCAGG.AAGAGAAA.CG..
+AF221930.1/94-546 ................CGGACGCCGAU..CCGCAGG.GACAGCAA.CG..
+AF221909.1/98-496 ................CGGAC.AGCG...UCGCAAG.UACAGUAA.CG..
+AF221928.1/95-476 ................CGGC..AGCG...CCGCAAG.CAGAGAAA.CG..
+AF221922.1/94-490 .................GGGCGAGCG...CCGCGAG.GACAGGAA.UG..
+AF221916.1/94-481 .................GGGAGAGCG...CCGCAAG.GACAGUAA.CG..
+AF221907.1/98-548 ............UCAGGCCUUUCAGG...CCGCAGG.AAGAGGAA.CG..
+AF221912.1/98-564 ............UUAGGCC.UCGUGG...CCGCAGG.GACAGCAA.CG..
+AF221939.1/99-544 .....................UCUGA...CCGCAGG.GAGAGAAA.CGG.
+AF221931.1/99-541 .....................UCUGG...CCGCAGG.GAGAGAAA.CG..
+AF221917.1/99-542 .....................UCUGG...CCGCAGG.GAGAGAAAACG..
+AF221936.1/98-540 .....................UGUAA...CCGCAGG.GAAAGGAA.CG..
+AF221920.1/99-541 .....................UCUGA...CCGCAGG.GAAAGGAA.CG..
+AF221921.1/98-548 ..................GACCCUGU...CCGCAGG.GAGAGAAACUG..
+AF221925.1/98-540 .....................UCUGG...CCGCAGG.GAGAGGAA.CG..
+AF221906.1/96-545 ............UUAGGCC..GCGGG...CCGCAGG.AAGAAAAA.CC..
+#=GC SS_cons ..............................>>>>>>..............
+
+AF221932.1/102-549 ...GAGC..G.GUUCC.......CCGCGUGCGUGCGCUUCCC.UGAGUUG
+AF221923.1/106-554 ...GAGC..G.AUUCC.......CCGAGUACGUGUGCUUCCC.UGAGUUG
+AF221918.1/97-547 ...GAGC.GG.GUCCC.......CCAGCGUGGUGCGCUUCCC.UGAGCUG
+AF221929.1/92-517 ...GAGC.AG.GUCCU.........CGCGCGGUGCACUCCCC.UGAGCUG
+AF221937.1/99-545 ...GAGC.CU.GUCCC.......UGUGCACGGGGCGCUUCUC.UGAGCUG
+AF221930.1/94-546 ...GAAC.CG.GCCCC.......UUCGCCCUGUGCGCUUCCC.GGAGCUG
+AF221909.1/98-496 ...GAGC.UG.GUCCU.........UGUUCGGUGG.CUUCCC.UGAGCUG
+AF221928.1/95-476 ...GAGC.UG.GUCCC........GUGAACGGUGA.CUUCCC.UGAGUUG
+AF221922.1/94-490 ...GAAC.UG.GUCCC.......CGUGUUCGGUGU.CUUACC.UGAGCUG
+AF221916.1/94-481 ...GAAC.UG.GUCCC.......UGAGUUCGGUGG.CUUUCC.UGAGAUG
+AF221907.1/98-548 ...GAGC.GA.GUCCC.......CGCGCGCGGCGCGAUUCCC.UGAGCUG
+AF221912.1/98-564 ...GAGC.GG.GUCCC......CGCGAGCCUGUGCGCGUCCC.UGAGCCG
+AF221939.1/99-544 ...GAGC.AG.GUCCC.......CGCGCGCGGUGCGCUUCCC.UGAGCUG
+AF221931.1/99-541 ...GAGC.GG.GUCCC.......CUCGCGCGGUGCGCUUCCC.UGAGCUG
+AF221917.1/99-542 ...GAGC.GG.GUCCC.......CUUGCGCGGUGCGCUUCCC.UGAGCUG
+AF221936.1/98-540 ...GAGUGGG.GUCCC.......CGCGCGCGGUGCGCUUCCC.UGAGCUG
+AF221920.1/99-541 ...GAGU.UG.GUCCC.......CGCGCGCUGUGCGCUUCCC.UAAGCUG
+AF221921.1/98-548 ...GAGC.CG.GGCCC.........UCCACGGUGC.C.UCCC.CGAGCUG
+AF221925.1/98-540 ...GAGC.GG.GUCCC.......CGCGCGCGGUGCGCUUCCC.UGAGCUG
+AF221906.1/96-545 ...GAGC.GA.GUUCU.......CACGCGCGGUGCGCUUCCC.UGAGCUG
+#=GC SS_cons ...<<<<....<<<.................<<<<...<<<<........
+
+AF221932.1/102-549 UGGGAUGUGCGC..UC.GGGGCUCA.GCUCCGACAGGU
+AF221923.1/106-554 UGGGAUGUGCGU..CC.GGGACUCA.GCUCCGACAGGU
+AF221918.1/97-547 UGGGACUUGCAC..CC.GGGACUCG.GCUCAAACACGC
+AF221929.1/92-517 UGGGAAGUGCAC..C..GGGAC.GG.GCUCCUACAAGC
+AF221937.1/99-545 UGGGAAGUGCCC..C..GAGACUCG.GCUCCUACAAGC
+AF221930.1/94-546 UGGGAUGAGCAC..CC.GGGGU.CG.GCUCCUACAGUU
+AF221909.1/98-496 UAGGAAGUACAC..CC.AGAGCUCG.GCUCCUACAACC
+AF221928.1/95-476 UGGGAAAUGCAC..CA.GGAACUCG.GUUCCCACAACC
+AF221922.1/94-490 UGGGAAGUGCAC..CC.GGAACUCG.GUUCUCACAACC
+AF221916.1/94-481 UGGGAAGUGCAC..CU.GGAACUCA.GUUCCUACAACC
+AF221907.1/98-548 UGGGACGUGCAC..CC.AGGACUCG.GCUCACACAUGC
+AF221912.1/98-564 UGGGACUUGCAC..CG.GGGACUUU.GCUCGGACAAUC
+AF221939.1/99-544 UGGGACUUGCAC..CC.GGGACUGG.GCUCAGACACAU
+AF221931.1/99-541 UGGGACUUGCAC..CC.GGGACUAG.GCUCACACACAC
+AF221917.1/99-542 UGGGACUUGCAC..CC.GGGACUAG.GCUCACACACAU
+AF221936.1/98-540 UGGGACUUGCAC..CC.GGGACUCG.GCUCAGACAUCC
+AF221920.1/99-541 UGGGCUGUGCAC..CU.GGGACUCG.GCUCAGACACUU
+AF221921.1/98-548 UGGGAUCUGCAC..CC.GGGACUCG.AACCCUACACUU
+AF221925.1/98-540 UGGGACGUGCAC..CC.GGGACUCG.GCUCAAACACGU
+AF221906.1/96-545 UGGGUCGUGCGC..CU.GGGACUCG.GCUCAGACACGU
+#=GC SS_cons .>>>>...>>>>.......>>>....>>>>........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00024.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00024.idx
new file mode 100644
index 0000000..277c7b9
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00024.idx
@@ -0,0 +1,11 @@
+AF221915.1/120-667
+AF221914.1/112-589
+AF221908.1/136-584
+AF221913.1/109-520
+AF221926.1/103-507
+AF221940.1/103-499
+AF221934.1/121-565
+AF221938.1/105-569
+AF221924.1/105-538
+AF221919.1/107-614
+AF221911.1/104-513
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00024.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00024.raw
new file mode 100644
index 0000000..18898b4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00024.raw
@@ -0,0 +1,176 @@
+>AF221932.1/102-549
+GGGUUGAGGAGGGUACGCCCGGGAGGGCGGUGGUCUGUUCUGUUCUAACCCUAACUGAUA
+AGGGCGUAGGCGCCGUGCUUUUGUUCCCCGCGCGUUGUUUUUCUCGCUGACUUUCAGCGG
+GCGGGAAAAGCCUCGGUCUACCGCCGUCUACCGAUAGCCUGGAGCAAACAAAAAAAUGUC
+AGCCGCCGGCCGCUCGCCCCUCCCGGGAACCUGCAGUGGCUCGCCCGCCCAGCCCCGCUC
+CCCGCCUGGAGGCCGCGGUCGGCCUGGGGCUUCUCCGGAGGUUCCCGCUGCCGCCGCGAA
+GAGUUGGGCUCUGUCAGCCGCGGGUCCCGCGGGAACCAAGGGCGAGGCUGGGGCCUCCUG
+AACGCAGGGAGAGAAACGGAGCGGUUCCCCGCGUGCGUGCGCUUCCCUGAGUUGUGGGAU
+GUGCGCUCGGGGCUCAGCUCCGACAGGU
+>AF221923.1/106-554
+GGGUUGAGGAUGGCGCCCCCGGGUCGGGCAGUGGUCUUUUUUGUUCUAACCCUAACUGGC
+AAGGGCGUAGGUGCUGUGCUUUUGUUCCCCGCGCGUUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGGAAAAGCCCUGGCCUACCGCCGUCUACCGAUAGUUUGGAGCAAACAAAAAAAUGU
+CAGCCGCUGGCCGCUCACCCCUCCCGGGAACCUGUGGUGGCUCGCCCGCCCAGCCCCGCG
+CCCCGCCUGGAGGCCGCGGUCGGCCUGGGGCUUCUCCGGAGGUUCCCAUUGCCGCCGCGA
+AGAGUUAGGCUCUGUCAGCCGCGGGUCCUGCGGGAACCAAGGGCGAGGCUUAGGCCUCCU
+GAACGCAGGGAGAGAAAUGGAGCGAUUCCCCGAGUACGUGUGCUUCCCUGAGUUGUGGGA
+UGUGCGUCCGGGACUCAGCUCCGACAGGU
+>AF221918.1/97-547
+GGGCUGAGGAGGGUGGGCUCGGGAGGGGCCCGGUCAUUUCUCAUCUAACCCUAACUGAGC
+AGGGCGUAGGCGCCGCGCUUUUGUUUCCCCGCGCGCUGUUUUUCUCGCUGACUUUCAGCG
+CGUGGGAAAAGCCUUGGCCUACCGCCGUCCACCGUUCAUUUCGCAGUAAACAAAAAAUGU
+CAGCCGCUGGCCGGUUCGCCCUUCCCGGGGACCUGCGGUGGCUCGCCCGCCCGGCCCCCG
+UGCCCCGCCUGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGUGCCCAAUGCCGCCGCG
+AAGAGUUAGGCUCUGUCAGCCGCGGGUCCCUCGGGGGCCAAGGGCGAGGCGCAGGCCGUC
+UGGCCGCAGGGAGAGGAACGGAGCGGGUCCCCCAGCGUGGUGCGCUUCCCUGAGCUGUGG
+GACUUGCACCCGGGACUCGGCUCAAACACGC
+>AF221929.1/92-517
+UGGGCCGGGAGGGGUGGUGGUCUUCCCUGUCUAACCCUAAGGUGAAGAGGACGUGGGUGC
+CGUGUUUUUCGCUCCCGCACGCUGUUUUUCUCGCUGACUUUCAGCGUGCAGAAAAGCCUU
+GGCCUACCGUCGGUUAUUGUCUAAUUAGAAGCAAACAAAAAAUGUCAGCGUGGCCGGGCC
+GCCCCUCCCGGAUACCUGCGGCGGCUCGUCCACCGGCCCCCGAGCCCCGCCUAGGCCGCG
+GCCGGCGCGGGGCUUCCCUGGAGGCGCCCAUGGCCGCCGCGAAGAGUUCGUCUCUGUCAG
+CUGCGGGUCGCCCGGGGGCCGCGGGAGAGUCCCAGGCCUUGGCCGCAGGGAGAGAAACGG
+AGCAGGUCCUCGCGCGGUGCACUCCCCUGAGCUGUGGGAAGUGCACCGGGACGGGCUCCU
+ACAAGC
+>AF221937.1/99-545
+GGGUUGAGAAUGGUGGGCCGGGAGGGGAGGUGGGCAUGUUUUGUCUAACCCUAACUAGGA
+GGAGGACGUAGGCGCCGUGCUUUUGUUCCCCGCGCGCUGUUUUUCUCGCUGACUUUCAGC
+GUGCGGAAAAGCCUUGGCCUGCCGUCGACCACUGUCUAAUUAAAAGCAAACAAAAAAUGU
+CAGCGUGGCCGGUCCGCCCCUCCCGGGUACCUGCGGCAGCUCGCCCGGCUGGCCCCCGAG
+CCCCGCCCAGGGCCACGGCUGGCGCGGGGCUUCUCCGGGAGCGCCAUGGCCGCCGCGAAG
+AGUUCGUCUCUGUCAGCCGCGGGUCGCGCGGGGGCCGCGGGGGAGUCCUAGGCCGAGUGG
+CCGCAGGAAGAGAAACGGAGCCUGUCCCUGUGCACGGGGCGCUUCUCUGAGCUGUGGGAA
+GUGCCCCGAGACUCGGCUCCUACAAGC
+>AF221930.1/94-546
+GGCCGGCGUGCCUGGGAGGGGGGGCUGGUCCCACUCUUCUAACCCUAAGGGUGUCGGCUG
+UAGGCGCCGUGCUUUUUACUUCCCCGCGCGCUGUUUUUCUGGCUGGCUUUCAGCGAGCGG
+AAAAAGCUUUGGUCUACAGGCCACUCACUUUGUAUCCCGAAACCAAAUUGAAAAAAAAAA
+AUGCCAGCUCCGGCCGGUCCACCCCUCCCGGGGUCCUGCGGCCCGGCCGCCCGCCCGAAC
+CCCCCGCGACCCGCCUGAGGCCACGGCCGGCCCGGGGCCUCUGCGGAGGUGCCCAUUGCC
+GCCGCGAAGAGUUAGGCUCUGUCAGCCGCGGGAUCCGCGCGGGCCGGGCCGCGGCCGGAC
+GCCGAUCCGCAGGGACAGCAACGGAACCGGCCCCUUCGCCCUGUGCGCUUCCCGGAGCUG
+UGGGAUGAGCACCCGGGGUCGGCUCCUACAGUU
+>AF221909.1/98-496
+GACGCGCGCCUCUUCUAACCCUAAAAACUGGAGCUGUAGGUGUUGCUCUUUCAGCGUCGC
+CCGCUGUUUUUCUCGCUGGCUUUCAGCGGGCCAGAAAGUUCAGACCUCUCAGCAGAUCGU
+CGCGUCGUUCUCAACCACAAAAAAUGCCAGCGCAAAGCGCGUCAGCCUAGAACCUUGCGG
+CCCCGGGCCGCCCAGCCCCGCACCCGCCUUGAGGCCGCGGUUGGCCUGGAGUUCUCCGGA
+CUCCGCUGCCGCCGCGAAGAGUUCGUCUCUGUCAGCCGCGGAGUAUCAGGGGCUGGGGCC
+AGGCCCGGACAGCGUCGCAAGUACAGUAACGGAGCUGGUCCUUGUUCGGUGGCUUCCCUG
+AGCUGUAGGAAGUACACCCAGAGCUCGGCUCCUACAACC
+>AF221928.1/95-476
+GUCUAACCCUGAAUUCUGAGAGCUGUGGGUACUGUGCUUUCGUCUCCGCCCGCUGUUUUU
+CUCGCUGACUUCCAGCGGGCGGGAAAGUCCAGACCUGCAGCGGGCCAUCGCGCGUUUUCC
+ACCACAAAAAAAUGUCAGCGCUGGGCUCAUGUGCCUGGAGCCUUGCGGCCGGCCGCCCAG
+CCCCGCACCCGCCUGAGGCCGCGGUCGGCCUGGAGUCCUCGGGCUCCGCUGCCGCCGCGA
+AGAGCUAGACUCUGUCAGCCGCGGGGCGUCAGGGGCUGGGGCGAGCCCCGGCAGCGCCGC
+AAGCAGAGAAACGGAGCUGGUCCCGUGAACGGUGACUUCCCUGAGUUGUGGGAAAUGCAC
+CAGGAACUCGGUUCCCACAACC
+>AF221922.1/94-490
+ACCUAACCCUGAUUUUCAUUAGCUGUGGGUUCUGGUCUUUUGUUCUCCGCCCGCUGUUUU
+UCUCGCUGACUUCCAGCGGGCCAGGAAAGUCCAGACCUGCAGCGGGCCACCGCGCGUUCC
+CGAGCCUCAAAAACAAACGUCAGCGCAGGAGCUCCAGGUUCGCCGGGAGCUCCGCGGCGC
+CGGGCCGCCCAGUCCCGUACCCGCCUACAGGCCGCGGCCGGCCUGGGGUCUUAGGACUCC
+GCUGCCGCCGCGAAGAGCUCGCCUCUGUCAGCCGCGGGGCGCCGGGGGCUGGGGCCAGGC
+CGGGCGAGCGCCGCGAGGACAGGAAUGGAACUGGUCCCCGUGUUCGGUGUCUUACCUGAG
+CUGUGGGAAGUGCACCCGGAACUCGGUUCUCACAACC
+>AF221916.1/94-481
+GUCUAACCCUAUUGUUAUAGCUGUGGGUUCUGUUCUUUUGUUCUCCGCCCGCUGUUUUUC
+UCGCUGACUUUCAGCGGGCCUGGAAAGUUCAGACCUGCAGCGGGUCACCGCGCAUUCUGG
+AACCUCAAAAAAUGUCAGCGUAGGAGCUCUGGUGCCAGAGCUCCGCGGCGCUGGGCCGCC
+CAGCCCGGUACCCGCCUGGAGGCCGCGGACGGCCUGGGGUCUUAGAACUCCGCUGCCGCC
+GUGAAGAGCUAGUCUCUGUUAGCUACGGGGCACCGGGCGCUGGGGUCAGGCCGGGAGAGC
+GCCGCAAGGACAGUAACGGAACUGGUCCCUGAGUUCGGUGGCUUUCCUGAGAUGUGGGAA
+GUGCACCUGGAACUCAGUUCCUACAACC
+>AF221907.1/98-548
+GGGUUGCGGAGGGUGGGCCUGGGAGGGGUGGUGGCCAUUUUUUGUCUAACCCUAACUGAG
+AAGGGCGUAGGCGCCGUGCUUUUGCUCCCCGCGCGCUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUCGGCCUGCCGCCUUCCACCGUUCAUUCUAGAGCAAACAAAAAAUGUC
+AGCUGCUGGCCCGUUCGCCCCUCCCGGGGACCUGCGGCGGGUCGCCUGCCCAGCCCCCGA
+ACCCCGCCUGGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGCACCCACUGCCACCGCG
+AAGAGUUGGGCUCUGUCAGCCGCGGGUCUCUCGGGGGCGAGGGCGAGGUUCAGGCCUUUC
+AGGCCGCAGGAAGAGGAACGGAGCGAGUCCCCGCGCGCGGCGCGAUUCCCUGAGCUGUGG
+GACGUGCACCCAGGACUCGGCUCACACAUGC
+>AF221912.1/98-564
+GGGAGUGGAGGGUGGGCCCGGGACGGGCGCGGACCCGGUAAUCUAACCCUGACUCACAAG
+AGGCGUAGGCGCCGUGCUUUUGCUCCCCGCGCGCUGUUUUUCUCGCUGACUUUCAGCGUU
+CGGAAAAGCCCUGUGGCCUAUCGCCAUCCACCAUCCUUUCUGGAACAAACAGACAAAAAA
+AAAAAUGUCAGCUGCUGGUCCGUUCGCUCCUCCCGGGCCCUGCGGUGGCCGCCAGCCCGC
+CCUCUCAUCCCCCGCGUCCCGCCUAGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGUG
+CCCAUUGCCGCCGCGAAGAGUUAGGCUCUGUCAGCCGCGGGCUCUCGGGGGGCCCAGGGC
+GAGGUUUAGGCCUCGUGGCCGCAGGGACAGCAACGGAGCGGGUCCCCGCGAGCCUGUGCG
+CGUCCCUGAGCCGUGGGACUUGCACCGGGGACUUUGCUCGGACAAUC
+>AF221939.1/99-544
+GGGUUGUGGAGGGUGGGCCUGGGAGGGGAAGCGGUCAGUUUUUGUCUAACCCUAACUGAG
+AAGGGCGUAGGCGCCGCGCUUUUGUUUCCCGCACGCUGUUUUUUUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUCGGCCUACCGCCGUCCACCGUACAGUUUGGAGCAAACAAAAAAUGUC
+AGCUGCUGACUUGCUCGCCCCUCCCAGGACCCUGCGGUGGCUCGCCUCCUUAGCCCCCGC
+GUCCCGCCUAGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGCACCCAUUGCCGUCGCG
+AAGAGUUGGGCUCUGUCAGCCGCGGGUCCCUUGGGGGGGCCGAGGGCGAGGCUCUGACCG
+CAGGGAGAGAAACGGGAGCAGGUCCCCGCGCGCGGUGCGCUUCCCUGAGCUGUGGGACUU
+GCACCCGGGACUGGGCUCAGACACAU
+>AF221931.1/99-541
+GGGUUGCGGAGGGUGGGCUCGGGAGGGGUGGCGGUCAUUUUCUGUCUAACCCUAACUGAA
+ACGGGCGUAGGCGCUGCGCUUUUGUUCCCCGCACGCUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUUGGCCUACUGCCACACACCAUCCAGUUUGGAGCAAACAAAAAAUGUC
+AGCGGCUGGCCUGCUCGCCCCUCCCGGGAGCCUGCGGCGACUCGCCCGCUUAGCCCCCGC
+AUCCCGCCUGGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGCACCCAUUGCCGUCGCG
+AAGAGUUGGGCUCUGUCAGCCGCGGGACCCUUGGGGGCCAAGGGCGAGGCUCUGGCCGCA
+GGGAGAGAAACGGAGCGGGUCCCCUCGCGCGGUGCGCUUCCCUGAGCUGUGGGACUUGCA
+CCCGGGACUAGGCUCACACACAC
+>AF221917.1/99-542
+GGGUUGCGGAGGGUGGGCCUGGGAGGGGUGGCGGUCGUUUUAUGUCUAACCCUAACUGAG
+AAGGGCAUAGGCGCUGCGCUUUUGUUCCCCGCACGCUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUCGGCCUACUGCCAUCCACCAUCCAGUUUGGAGCAAACAAAAAAUGUC
+AGCCGCCGGCCUGCUCGCCCCUCCCGGGAUCCUGCGGUGGCUCGCCCGCUUAGCCCCCGC
+GUCCCGCCUGGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGCACCCAUUGCCGUCGCG
+AAGAGUUGGGCUCUGUCAGCCGCGGGACCUUUGGGGGCCAAGGGCGAGGCUCUGGCCGCA
+GGGAGAGAAAACGGAGCGGGUCCCCUUGCGCGGUGCGCUUCCCUGAGCUGUGGGACUUGC
+ACCCGGGACUAGGCUCACACACAU
+>AF221936.1/98-540
+GGGUUGCGGAGGGUGGGCCCCGGGUUGGUGGCAGCCAUUUCUCAUCUAACCCUAAUUGAG
+ACAGGCGUAGGCGCUGUGCUUUUGGUUACCGCGCGCUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUCGGCCUACCGCCAUCCACCAUCCAGUCUGCAACAAACAAAAAAUGUC
+AGCCGCUGGCUCGCUCACCUCUCCCGGGAACCUGCGGUGGUCCGCCCGCCCAGCCCCAGU
+GCCCCGCCUGAGGCCGCGGUCGGCCCGGUGCUUCUCCGGAGGUGUCCAUUGCCGCCGUGA
+AGAGUUGGGCUCUGUCAGCCGCGGGUCGCUCGGUGGGCCGAGGCAUGGCUGUAACCGCAG
+GGAAAGGAACGGAGUGGGGUCCCCGCGCGCGGUGCGCUUCCCUGAGCUGUGGGACUUGCA
+CCCGGGACUCGGCUCAGACAUCC
+>AF221920.1/99-541
+GGGUUGCGGAGGGUGGGCCCAGGAGCGGUGGCGGCCAUUUUUUAAGUCUAACCCUAACUG
+AAAGAGGCGUAGGCGCUGCGCUUUUGCUUCACGCGCGCUGUUUUUCUCGCUGACUUUCAG
+CGGGCGGAAAAGCCUCGGCCUACCGCCAUCCACCAUCCAGUCUGAAACAAACAAAAAAUG
+UCAGCCUCUGGCUCGCUCACUGCUCCCGGGAACCUGCGGUGGUUCGCCCGCCCAGCCCCC
+GCGCCCCGCCUGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGCGCCCAUUGCCGCCGC
+GAAGAGUUGGGCUCUGUCAGCCGCGGGUCCCUCGGGGGCCAAGGCGAGGCUCUGACCGCA
+GGGAAAGGAACGGAGUUGGUCCCCGCGCGCUGUGCGCUUCCCUAAGCUGUGGGCUGUGCA
+CCUGGGACUCGGCUCAGACACUU
+>AF221921.1/98-548
+GGCGGGUUGCGGGAGCUGCGAGCGGCCGUCUCGUCUAACCCUAAAGAGAAAGGCGUAGGU
+GCUUGGCCUUGGCGACUCGCCCGCUGUUUUUUGGCUGGCUUUCAGCGGGUGAAGAGGCCC
+AAGACCUACCGCCACCCACCGUCUAGUGUCUUAAGGGCACAAAGUCCUGCCCGCCACCCU
+UCGAGGAGCGAAACCCAAAAAAGUCAGCCCCUGGCCGCCUCUCGCCCUCUCGCAACCCGC
+CUCCGUCCCAGCCUCCAUCCCCGCCCCAGGCCGCGGUCGGUCCGGGCUUCUUCGGAAGUC
+CCGUUGCCGUCGCGAAGAGUUCGCCUCUGUCAGCCGCGGGGCUUGGGGCCAGGGACGGGA
+CCCUGUCCGCAGGGAGAGAAACUGGAGCCGGGCCCUCCACGGUGCCUCCCCGAGCUGUGG
+GAUCUGCACCCGGGACUCGAACCCUACACUU
+>AF221925.1/98-540
+GGGUGGGGGAGAGUGGGUCUGGGCGGGGCGGCGGUCACGUUUUGUCUAACCCUAACUGAG
+CUGGGCGGAGGCGCCGCGCUUUUGCUCCCCGCGCGCUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUCGGUCUACCGCCACUUACCAUCCAGUCUGGAGUAAACAAAAAAUGUC
+AGCCGCUGGCUCGCUCGCCCCUCCCGGGACCCUGCGACGGCUCGCCCGCCCAGCCCCCGC
+GCCCCGCCUGGAGGCCGCGGUCGGCCCGGGGCUUCUCCGGAGGCGCCCAAUGCCGCCGCG
+AAGAGUUGGGCUCUGUCAGCCGCGGGUGCCUCGGGGGCCAGGGACGAGGCUCUGGCCGCA
+GGGAGAGGAACGGAGCGGGUCCCCGCGCGCGGUGCGCUUCCCUGAGCUGUGGGACGUGCA
+CCCGGGACUCGGCUCAAACACGU
+>AF221906.1/96-545
+GGGUUGCGGAGGGAGGGCCCGGGAGGGGUGAGCGUCCAUUAUCGUCUAACCCUAACUGAG
+AUGGGCGUAGGCGCCGCGCUUUUGCUUCCCGCGCGCUGUUUUUCUCGCUGACUUUCAGCG
+GGCGGAAAAGCCUCGGCCUACUGCCGUCUACUGUCGUAUCUGGAGCAAACAAAAAAUGUC
+AGCCGCUGGUCCGCUCGCCCCAUCCGGGAACCUGCGGUGGCUCGUCCGCCCUGCCCCCGC
+GCUCCGCCUAGAGGCCGCGGUCCGCCCGGGGCUUCUCCGGAGGCACCCAAUGCAGCCGCG
+AAGAGUUAGGCUCUGUCAGCCGCGGAUCCCGCGGGGGCCAAGGGUGAGGCUUAGGCCGCG
+GGCCGCAGGAAGAAAAACCGAGCGAGUUCUCACGCGCGGUGCGCUUCCCUGAGCUGUGGG
+UCGUGCGCCUGGGACUCGGCUCAGACACGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00024.test b/benchmarks/cmsearch-rmark/rmark-1/RF00024.test
new file mode 100644
index 0000000..e443f1a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00024.test
@@ -0,0 +1,98 @@
+>AF221915.1/120-667
+UCACAUUGCUGCGGGGUGGAGGCGUUUUUAACUAACCCUAAUGCAGAGUAAGUGGCUGGG
+CCUUCCUCACACUGCCUCCCGCUGCGUGAAACCUCGCUGUUUUCUUGGCUAACUUUCAGC
+GAGGUGAGGCAAGGCGGCAAAAAAAAGUUGGGAGCAGCAACGGCAAGCAAAAAAAAAGUU
+CCAGCCGAGGCCUCCUCACCACGCGGCCUGGGUCUGAGGGUAACAUGGCCCUGCGGGAGA
+GAGCCAACACGGGGGGGCCCCGGUCCGGCUAACAGGGCAGGAGGUCGGCCCCAAUUGCCU
+CAGGCCCAGCCACUCCGGGCCGCGAUCAGCCCGGGCUUUCCCUACUUUGGGGCCCAAUGC
+UGUCGCGAAGAGUUCGGCUCUGUCAGCCCGGCUGGGUCCGGGUGGGGGCCGGCACAGAGG
+GACACACCGGGCCGGGGCGCCGAGGAUAGCUACCGCCCGCAGGGAUAGUAAAUAUCCGUG
+ACCAGUGGCCUCGGUGGCUGCGUCUCCCGGAGCAAUGGGACCCGCAAGGCUGCCCUGGUC
+AUACACGC
+>AF221914.1/112-589
+GUCCAGCUGCGGGGGAGACAGUGUCGCUCUCUAACCCUAAUGUGGGGGCAACGCGGGCCC
+UUUGUUUAAAGUCCCGCUGUCGGGAGCCCUCGCUGUUUUCUUGGCUAACUUUCAGCGAUG
+GCGAAAGGGCCCAGCAAAGGUUGGGAAGCGUGAUUUAUUGUUGGUGGGCAGAGAGAAAAA
+AGUUUAAGCCGCGGCCUCCUCCCCGGCGGCCCAGGACCCCCUGUUGCAACGUGCGGAAUG
+GCGGCCUCGGCCCCCCUGCUGCACGCCCAGCCGUUUAGGCCGCGGUCAGCGCCGGUUUCC
+ACGCCAGUGUGGGGCUUGAUGCUGUCGCGAAGAGUUCGUCUCUGUUAGCCUGGCAGGGUG
+UGCUACGCAGGGUCGGGGUGCGGAGGGCAGGGAGAUUAAAUAGCUUGACCAGACGCUAUG
+GCCUGUACUGCAUUUCCCAGAGCUGUGGGACCUGCAAAUCUGCGCUGGUCAUACAUUU
+>AF221908.1/136-584
+AAUCAGCGUUUAAAGCUCAAUGUGGACGGAGGUCUCUGUUUCGCUAACCCUAAUACACUG
+GCUUCAGGGCGAUGGCUCUUCGCGGCGGUGCCUGUUGUUUUACUUGCUGACUUUCAGCGG
+GCACGGAGAGCAAGCGUAGACGACGACUAAAAAACGUCAGCUGGGAGACUCCUCCGUUCG
+CACAGCCCGACCUGCUCCAUUGCCCAAGAGCCCCGGGUUUUCUCUGUGGAAUGUAUCAGG
+CGCUCCCCGGUCUGUCUGUCUGGGGCCGCGGUCGGCAUCAUCUGCUGUCGCGAAGAGUUC
+GUCUCUGUUAGCCCUUGGGGGCCCUGGUGCGGAGUGGAGAGUCCGGGUCUGGGGGGUCGG
+GAGAACAAAAGGGGGCGCGCUGGUGCUCAGGCUCAGUCAUGCUUUCCCUUAGUUGUGGGA
+UAUGCGUGUUCAGCCAGUCCCCGACAUGU
+>AF221913.1/109-520
+UUAAUUAGAGGGAUUGGAAGGUUCCGCUUAUGCUAACCCUAAUAUUGGGGGUCUGUUGAA
+AACCUCUUUAAGAUAUGCGUGUUGUUUUAUUGGCUGACUUUCAGCGCGCAUUGAGAGGAG
+UUGCUGCCCAGGACUAAAAAAUGUCAGCUGGGAGUCCUUCCUCUCCCUUAUUUCUGCCUC
+ACAACCUGGACUCUUUAUUUAGCGGUGCCCCAUUUGUCGAGGCCGCAGUCAGUCUUGUUC
+UUAUACGCUGCUGUUGCGAAGAGUUCGUCUCUGUCAGCCUCCGGGGCAACGCCUUGAAUU
+UGGAGAGCCUGGGAAUGUAACAAGGGGUAGGGAAAAUAACGAGAGCUGAGUUGGCUUCUC
+CUGUGCUGUUCCUGAGCUGUGGAACUUGCAAUCGCAGUCGGCUCUGACACUU
+>AF221926.1/103-507
+ACAGUGGGAAUAGGAGGGAGUCUAUAUUUCUAACCCUAAUAUACCCGGUUCAGGGCUCUU
+AUGUGGCGCUCGUUGUUUUGCCGGUUGCCUUUCAGCGGGCGAAAGAGCUCAGAGAAGCGA
+GGACCAAAAAACGGCAGCCGCGGGCCCUCCUGUUCCCACCAUCCCAGCUUUUCCACACUG
+CGCCUGGGUUCUCACUCAAGUGUUCGGCAGCUUCCACUUACGAGGCCGCGGUCUACCGCU
+GUCACUGGUAGUCGCGAAGAGUUCGUCUCUGUCAGCCUUGGGAGCCGCGGACGGAGUAUG
+AGGUCCAGUAAUGAGAGCAGGGAAGAGUAAAGCGAGCCGCGCUACUUGUCCUAUCUGCCG
+CUCCUAAGCUGUGGGGCGUGUAGGGUACACAAGGCUCCGACAUUC
+>AF221940.1/103-499
+CCAGCGGUAAUAGGAGAGUUCUAUCCUUCUAACCCUAAUGCACAGACCCCUCGCUGCUCU
+UCAUGCUCGUUGUUUUUCUCGCUGACUUUCAGCGGGCGAAAGAGCAAUGGAAGCUCAGGA
+CUAAAAAACGUCAGCCGUAGGCUUUCCUAUAGCCGCAGGCCUGCCUGUCAGUGUGCGCGG
+CCUCUGCUCGCAAUGUCCGCAGCGCCUUCCUAUGAGGCCGCAGUCUGCCAAUACCCCGGG
+CAGCCGCGAAGAGCUCGUCUCUGUCAGCCUUUGGCGCUGCGGCGGAGUGGGGGAGGCCGC
+UGAUGGCAGCUGAGAAUAAAGCGAGCCCAGCUGCCCCGCUCUGUUCCACUGCCCCUGAGC
+UGUGGGGUUGGUGAAUUGCAGCAUGGCUCCGACAACU
+>AF221934.1/121-565
+UCUCUCCGGAGAGGGGCGGUUUCUCUGUCUUCUAACCCUAAUGCGGUGCUUCGGCAGAAG
+CUCUCCACUGCGUACGCUCACUGUUUUUCUAGCUAACUUUCAGUGAGCAGGGAGAGCGAA
+GUCCAGUUUCACGACAACGGAGAAAAAAUGUUAGCUGGGGAACGUCCCUUUCCCGAGAGC
+CCGCGCCGUCCUUUUUCUUCCUCGGGCCCGUUGGCAUAGCCCCUGGCCUCCUCGCUCUAU
+AGGCCGCGGUCAGCUCGGGCCCCAGCUCCGGCAGGGGUUCCACUGCUGCCGCGAAGAGUU
+CGCCUCUGUCAGCCUUGAGGUGGCCGGGAUAGAAUAGGCGGGCUCGCGGCAGCGCGCGGG
+AAAGAGCAAAUGGUGAACUGGGUGCCUGUUGGGGUCGCGUCCCUGAAGAGUGGGAAGUGC
+GAUCUGUGUUCCUGUUCAGACACAC
+>AF221938.1/105-569
+ACGCGUGGCGGGUGGAAGGCUCCGCUGUGCCUAACCCUAAUCGGGGGAAUUGAUGGUGCU
+GUCGCCGCGCUCCCUCCGCCCGCCCGCUGUUUUACUCGCUGACUUUCAGCGGGCGAGAGG
+AGCCGCCCCGGGGGGGAGGCGGGCGGCGGGAGGGGGCCGGGGCGCCGCGGCGGUGGGGGU
+CGGGGGGGGGAGAGAAAGGGCCGAAAGGGGCUCCGCGGCCAAAAAAACGUCAGCGAGGGG
+UCCGCUCGCCCCGAUCCGCCCUGGGGUCCCCGCUCGCGUGGCCGCGGUCGGCCGGCACCC
+GCCAUUGCCGCCGCGAAGAGUUCGCCUCUGUCAGCCUCGGCGGCGCGCGGGAGGUGCGGC
+GCGCGGCCCCGCGCCCCCAGCAGAGCAAACGGGAGCGGCGCCCCCGGGGUAACCCCCGCG
+CUCCCCUGCGCCGUGGGGCGCGCGGACGGCGUCGCUCCCACACGC
+>AF221924.1/105-538
+CGCGUGGCGGAUGGGGAGGCUCCAGUCUCACUAACCCUAAUGGCUGCCGCCGUGCUCCCC
+GCACCCGUCCGCUGUUUUAUUCGCUGACUUUCAGCGGACGGGGGGAGCCGCCUGGGGGGG
+AAGGGGUUUGCAAUCAAAAAACGUCAGCGACGGGUCUCCCCAGCCCAGCCCGCCCUGGGG
+UCUCCGUCCCCCCACGCAGCCGGGGGCCUGCCGCGGAGGCUCCCUCCGCCGCACUUCACG
+GAGGCCGCGGUCGGCCGGUGUCCGCCACUGCCGCCGCGAAGAGUUCGUCUCUGUCAGCCU
+CGGCGGCGGUGGGGAGCGAGAGGGCUCGUCCCCGCGCCGGGGACCCCAGCAGAGCAAAAC
+GGAGCGGCGUCCUCGGCACAGCCGCCGCGCUUCCCUCAACCGUGGGAUGCGCGGACGGCG
+CCGCUUCGACACCC
+>AF221919.1/107-614
+GUGCGGACGGGCUGCGUGGGCGGGUCGGUCCGUCCUGGCACAUCUAACCCUAAAUGCGCG
+CUGGUUGAAGUGGCUUCUCCUGGGCGAUCGCUCGCUGUUUUUGUGGCUGGCUUUCAGCGG
+GCUGGAGGAGCCGGGAGCGGAGGCGGAGGACCGAGCCAAAAACGUCAGCCGAGGCCGGGC
+GGCCCCGCUCGUGGCCCGUCCGCACUGUCCGGGCCAGGCCCCGGCCCGAACCCCCUGGAG
+ACAACUCCCGCAGGGUCUGCGCUGCGCCGCGGAGCCCCGGCUGCCCACGUAGAGGCGGCG
+GCCGUCUCGGGGCCCCUGCGUGCGGGGCGCCCACUGCGGCCGCCAAGAGCUCGUCUCUGU
+CAGCCUCGGGUGCACGUGGGCCCGCGGUCGAGCCCUAAGGCCGGGCGUGGGGCUGGGGUC
+GCAGGGAGAGUAACCGUGAGCCGGCGCCCAGCCUUCAGGGCGCUCCCUCGAGCUAUGGGA
+GCUGCCCCCGGGCACGGCUCGGACACCC
+>AF221911.1/104-513
+CCGCUGCGGCGGCAGGUGGGGGCUCAGUCUUUCUAACCCUAAGCGAAAUGUGACCCCUCC
+CCGCUGCAGCCGUCCGCUGUUUUACUCGCUGACUUUCAGCGGACGGGGGGAGCGGGUGGA
+GACGCCAACCAAAAAACGUCAGCGAGGGGCCCUCCCCUCCCACGCCGACCUGGGCCUGUG
+GUGGGGCCCGCCAGCGAAGUCCCCGCCGCCCCGCCCCGGUGAGGCCGCGGUCAGCCGGCU
+CGCGCCACUGCUGCCGCGAAGAGUUCGUCUCUGUCAGCCUCGGGGGCGGCCGGGGUGGAA
+GGGCGGGUCCCGAGCCCGUCGGCCGGGAGAGCAAACGUGAGCGGCAGCCCCUGCGCCACC
+GCCCUCCCCUAAGCUGUGGGGCCCGCGGUCGGGGCUGCGCUCAGACACGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00025.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00025.ali
new file mode 100644
index 0000000..243f77f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00025.ali
@@ -0,0 +1,69 @@
+# STOCKHOLM 1.0
+#=GF ID Telomerase-cil
+#=GF AC RF00025
+#=GF DE Ciliate telomerase RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 40.0
+#=GF NC 3.4
+#=GF TC 42.2
+
+AF417612.1/230-392 ...AUACCUCCUG..UGGAUCCAU.UCAGGAUUAAUGAAAUCCUGUC.AU
+AF399707.1/2183-2342 ...AUACCCGC....UUAAUUCAU.UCAGAUCUGUAAUAGAACUGUC.AU
+U22350.1/54-211 ...AUACCCGC.....AAAUUCAU.UCAGGUCUGUAAUAGAUCUGUC.AU
+U22354.1/218-376 ...AUACCCGC.....ACAUUCAC.UCAAAUCUGUAAUAGACUUGUC.AU
+U22352.1/510-657 ...AAUCCCGCUAUUGCAUUCCAUUUCGA...............GUC.AU
+U22349.1/201-360 ...AUACCCGC......AUAUCAU.UCAGACCCUUUAUGGAACUGUC.AU
+U22353.1/55-206 ...AUACCCGC.....AAAUUCAC.UCAAAUCUGUAAUAGGUUUGUC.AU
+U22351.1/82-237 ...AUACCCGC.....AUUUUCAU.UCAGAUCUUUAAUGGAGCUGUC.AU
+AF417609.1/194-352 ...AUCCCCGC.....AAAUUCAU.UCUGUUU.GCAUUCAAACAGUC.AU
+AF417610.1/220-376 ...AUCCCCGC.....AACUCCAU.UCAGUUC.GAAAUUGAACUGUC.AU
+#=GC SS_cons <<<.<<<<<<<...............<<<.<<<.....>>>.>>>.....
+
+AF417612.1/230-392 UC..AACCCCAAAAAU.CUUGUCAA.AUUAUUGCC.UCGUCUUUUGGGCA
+AF399707.1/2183-2342 UC..AACCCCAAAAAU.CUAGUGCU.GAUAUAACCUUCACCAAUUAGGUU
+U22350.1/54-211 UC..AACCCCAAAAAU.CUAGUGCA.AAUAUUACCUUCACCAAUUAGGUA
+U22354.1/218-376 UC..AACCCCAAAAAU.CUAGUGCA.AAUAUUACCUUCGCCAAUUAGGUA
+U22352.1/510-657 UC..AACCCCAAAAUU.CUAGUACACACUAAAGCUU...GCCUUUGGGCA
+U22349.1/201-360 UC..AACCCCAAAAAU.CUAGUGCA.AAUAUUGUCUUAAUUACUUAGGCU
+U22353.1/55-206 UC..AACCCCAAAAAU.CUAGUGCA.AAUAUUACUUUCGCCAAUUAGGUA
+U22351.1/82-237 UC..AACCCCAAAAAU.CUAGUGCA.ACUACUGCCUUAACUACUUAGGCA
+AF417609.1/194-352 UC..AACCCCAAAAAU.CUAGACCA.AAUAUUGUC.UUCCCUUCUUGGCA
+AF417610.1/220-376 UC..AACCCCAAAAAU.CUAGUAAAAAAUAUUGCC.GAAACUUUCAGGCA
+#=GC SS_cons ......................................<<<<<<<<....
+
+AF417612.1/230-392 ......CAAACAAAAGUCACGCAGGAGG...UUCA....GACA.......
+AF399707.1/2183-2342 ......CAAAUAAGUGGUAAU..GCGGG...ACAA..AAGACU.......
+U22350.1/54-211 .......UAAUCAAUGGUAUC..GCGGG...ACAA..AAGACU.......
+U22354.1/218-376 ......CAAUUAA.UGGUUCUC.GCGGG...ACAA..AAGACU.......
+U22352.1/510-657 .......UAUCAGGGGC.A....GCGGG...AGAAUUUAGAAU.......
+U22349.1/201-360 ..AAAAGAAAUAAGUAUUAAA..GCGGG...AC....AAGGC........
+U22353.1/55-206 .......UAAUAA.UGGUAA...GCGGG...AC....AAGAC........
+U22351.1/82-237 .......AAAUAAGUCGUAAA..GCGGG...AC....AAGGC........
+AF417609.1/194-352 ....CAAACAAAGAAGAGAC...GCGGG...AUA...AAGAUA.......
+AF417610.1/220-376 ......UUAAGGAAAGUAAA...GCGGG...AUC....AGAUA.......
+#=GC SS_cons ..........>>>>>>>>.....>>>>>>>.>>>...<<<<<........
+
+AF417612.1/230-392 ..UUC.GACAUAAGAUA.CACU..AUU..................UAUCU
+AF399707.1/2183-2342 ..AUC.GACAUUUGAUA.CACU..AUU..................UAUCA
+U22350.1/54-211 ..AUC.GACAUUUGGUA.CACU..AUU..................UAUCA
+U22354.1/218-376 ..AUC.GACAUUUGAUA.CAUU..AUU..................UAUCA
+U22352.1/510-657 ..UUC.GACAUGUGGUA.CACU..AUU..................UAUCU
+U22349.1/201-360 ..AUC.GACAUUUGAUACAAAU..AUU..................GAUCA
+U22353.1/55-206 ...UC.GACAUUUGAUA.CACU..AUU..................UAUCA
+U22351.1/82-237 ..AUC.GACAUUUGAUACAAAU..AUU..................GAUCA
+AF417609.1/194-352 ..CUCCGACGAUUGAUA.CAAU..AUU..................UAUCA
+AF417610.1/220-376 ..CUCCGACUUGUGAUA.CACU..AUU..................UAUCA
+#=GC SS_cons ..<<<...<<<.<<<<<............<<<<....>>>>....>>>>>
+
+AF417612.1/230-392 UAUG.GAA.GGUCUA...GUUUUU
+AF399707.1/2183-2342 .AUG.GAU..GUCUU...AUUUUU
+U22350.1/54-211 .AUG.GAU..GUCUU...AUUUUU
+U22354.1/218-376 .AUG.GAU..GUCUU...AUUUUU
+U22352.1/510-657 CAUG.GAG.AUUCUA...AUUUUU
+U22349.1/201-360 .AUG.GAU..GUCUU...AUUUUU
+U22353.1/55-206 .AUG.GAU..GUCUU...UUUUCU
+U22351.1/82-237 .AUG.GAU..AUCUU...AUUUUU
+AF417609.1/194-352 .ACGGGAG..GUCUU...ACUUUU
+AF417610.1/220-376 CAUGGGAG..AUCU....AUUUUU
+#=GC SS_cons .>>>.>>>..>>>>>.........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00025.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00025.idx
new file mode 100644
index 0000000..cc91532
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00025.idx
@@ -0,0 +1,2 @@
+U10565.1/50-238
+U10568.1/27-212
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00025.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00025.raw
new file mode 100644
index 0000000..1df0e44
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00025.raw
@@ -0,0 +1,40 @@
+>AF417612.1/230-392
+AUACCUCCUGUGGAUCCAUUCAGGAUUAAUGAAAUCCUGUCAUUCAACCCCAAAAAUCUU
+GUCAAAUUAUUGCCUCGUCUUUUGGGCACAAACAAAAGUCACGCAGGAGGUUCAGACAUU
+CGACAUAAGAUACACUAUUUAUCUUAUGGAAGGUCUAGUUUUU
+>AF399707.1/2183-2342
+AUACCCGCUUAAUUCAUUCAGAUCUGUAAUAGAACUGUCAUUCAACCCCAAAAAUCUAGU
+GCUGAUAUAACCUUCACCAAUUAGGUUCAAAUAAGUGGUAAUGCGGGACAAAAGACUAUC
+GACAUUUGAUACACUAUUUAUCAAUGGAUGUCUUAUUUUU
+>U22350.1/54-211
+AUACCCGCAAAUUCAUUCAGGUCUGUAAUAGAUCUGUCAUUCAACCCCAAAAAUCUAGUG
+CAAAUAUUACCUUCACCAAUUAGGUAUAAUCAAUGGUAUCGCGGGACAAAAGACUAUCGA
+CAUUUGGUACACUAUUUAUCAAUGGAUGUCUUAUUUUU
+>U22354.1/218-376
+AUACCCGCACAUUCACUCAAAUCUGUAAUAGACUUGUCAUUCAACCCCAAAAAUCUAGUG
+CAAAUAUUACCUUCGCCAAUUAGGUACAAUUAAUGGUUCUCGCGGGACAAAAGACUAUCG
+ACAUUUGAUACAUUAUUUAUCAAUGGAUGUCUUAUUUUU
+>U22352.1/510-657
+AAUCCCGCUAUUGCAUUCCAUUUCGAGUCAUUCAACCCCAAAAUUCUAGUACACACUAAA
+GCUUGCCUUUGGGCAUAUCAGGGGCAGCGGGAGAAUUUAGAAUUUCGACAUGUGGUACAC
+UAUUUAUCUCAUGGAGAUUCUAAUUUUU
+>U22349.1/201-360
+AUACCCGCAUAUCAUUCAGACCCUUUAUGGAACUGUCAUUCAACCCCAAAAAUCUAGUGC
+AAAUAUUGUCUUAAUUACUUAGGCUAAAAGAAAUAAGUAUUAAAGCGGGACAAGGCAUCG
+ACAUUUGAUACAAAUAUUGAUCAAUGGAUGUCUUAUUUUU
+>U22353.1/55-206
+AUACCCGCAAAUUCACUCAAAUCUGUAAUAGGUUUGUCAUUCAACCCCAAAAAUCUAGUG
+CAAAUAUUACUUUCGCCAAUUAGGUAUAAUAAUGGUAAGCGGGACAAGACUCGACAUUUG
+AUACACUAUUUAUCAAUGGAUGUCUUUUUUCU
+>U22351.1/82-237
+AUACCCGCAUUUUCAUUCAGAUCUUUAAUGGAGCUGUCAUUCAACCCCAAAAAUCUAGUG
+CAACUACUGCCUUAACUACUUAGGCAAAAUAAGUCGUAAAGCGGGACAAGGCAUCGACAU
+UUGAUACAAAUAUUGAUCAAUGGAUAUCUUAUUUUU
+>AF417609.1/194-352
+AUCCCCGCAAAUUCAUUCUGUUUGCAUUCAAACAGUCAUUCAACCCCAAAAAUCUAGACC
+AAAUAUUGUCUUCCCUUCUUGGCACAAACAAAGAAGAGACGCGGGAUAAAGAUACUCCGA
+CGAUUGAUACAAUAUUUAUCAACGGGAGGUCUUACUUUU
+>AF417610.1/220-376
+AUCCCCGCAACUCCAUUCAGUUCGAAAUUGAACUGUCAUUCAACCCCAAAAAUCUAGUAA
+AAAAUAUUGCCGAAACUUUCAGGCAUUAAGGAAAGUAAAGCGGGAUCAGAUACUCCGACU
+UGUGAUACACUAUUUAUCACAUGGGAGAUCUAUUUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00025.test b/benchmarks/cmsearch-rmark/rmark-1/RF00025.test
new file mode 100644
index 0000000..cbf6a1e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00025.test
@@ -0,0 +1,10 @@
+>U10565.1/50-238
+AGUUUCUCGAUAAUUGAUCUGUAGAAUCUGUCAAGCAAAACCCCAAAACCUUACACUGAG
+AGCAUUUAGCCUGAUUACUCUUUAAAUCAAAUCAGGCAAUAGAGAGAAACUCGAGAGGUG
+AAAACCCCACAGCAUUCUGAAAUGUAUUUGGGAGUAAUCUCAUAUUAGUUUGCUGUCCUC
+UCAUCUUUU
+>U10568.1/27-212
+AGUCGGCGGAAAUCAGUCAGUCAUAGCGCUGUCAACAAAACCCCAAAACCGUAAAAUUAG
+AGCAAUUCGCCUGGUUCCUCUUUAAAGCAAAACCAGGAGGCUCCGCCGACUCAGAGGGCA
+CUGUGGGCUGAGCAAAAUGAAAAUUUGAGAGUUUCUCUCCAUUGCUUAGCCCUACCUCUA
+UCUUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00028.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00028.ali
new file mode 100644
index 0000000..41e25a1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00028.ali
@@ -0,0 +1,163 @@
+# STOCKHOLM 1.0
+#=GF ID Intron_gpI
+#=GF AC RF00028
+#=GF DE Group I catalytic intron
+#=GF AU Griffiths-Jones SR
+#=GF GA 20.0
+#=GF NC 20.0
+#=GF TC 20.0
+
+X03127.1/3704-4008 AGUAAUACCUUAU.....................................
+X55026.1/71833-72132 UAGUGAUCCUCGAGG..UAGCGUGGAGGGAAUACG...............
+X55026.1/46442-46756 UUACCCUCCUGCCAA..GUGAUUUAGGGAAUC..................
+X55026.1/13357-13635 UCAUAAUCCUAAAAA..UUGAACAGGGAAAUC..................
+X05115.1/2560-2862 CCAUGAUCCUCGGGG..UCGCGUUAGGGGAAAACG...............
+#=GC SS_cons ....<<<<<<<<<.....................................
+
+X03127.1/3704-4008 .............GUCCAUAGGGUU.........................
+X55026.1/71833-72132 ............CUUCUAUGGGGGU.........................
+X55026.1/46442-46756 ............ACUAUUGUGGGAA.........................
+X55026.1/13357-13635 ............AAUUAAUUGGGUA.........................
+X05115.1/2560-2862 ............CGUCUAUGGGGAU.........................
+#=GC SS_cons .................>>>>>>>>>...<<<..................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ....................................>>>...........
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ...AUAUAGUCAA.A...................................
+X55026.1/71833-72132 ...AAACUGUCAA.A...................................
+X55026.1/46442-46756 ...AAACUAUCAA.A...................................
+X55026.1/13357-13635 ...AAACUAUCAA.A...................................
+X05115.1/2560-2862 ...AAACUGUCAA.A...................................
+#=GC SS_cons ....<<<<<.<<......................................
+
+X03127.1/3704-4008 .........CUA.CG.GGGAACUCCUAAA.....................
+X55026.1/71833-72132 .........UUC.CG.GGGAACUCCUAAA.....................
+X55026.1/46442-46756 .........UUC.UG.GGGAAGCCCUAAA.....................
+X55026.1/13357-13635 .........UUC.CG.GGAAAACCUUAAA.....................
+X05115.1/2560-2862 .........UUC.CG.GGGAAGUCCUAAA.....................
+#=GC SS_cons ..........<<.<<.<<...<<<<<<.......................
+
+X03127.1/3704-4008 ........................................GCUU.AUAGU
+X55026.1/71833-72132 ........................................GCUU.AAGGU
+X55026.1/46442-46756 ........................................GCUU.UUGAU
+X55026.1/13357-13635 ........................................GCUU.CUGAU
+X05115.1/2560-2862 ........................................GCUU.AAGGU
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ACUAAACUAG.GUACGAAAGUACUUAAGUGGCUGAA..GUAAUUAUU.CG
+X55026.1/71833-72132 ACCAAGCUGU.AUUUGAAAAAUUAUCAGUGGCUGAG..GUAAUUGCU.CA
+X55026.1/46442-46756 ACCAAACCUG.GUAUGAAAAUACGGAGGUGGAAGAA..GUAAUGACU.CU
+X55026.1/13357-13635 ACUAAGCAUU.AAUCGAAAGGUUAAUUGUGGCUGAA..GUAAUUACU.CA
+X05115.1/2560-2862 ACCAAGCUGU.AGUUGAAAAACUAUGAGUGGCUGAA..GUAAUUACU.CA
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 GGUAUAGUAAUAAGUUAUAAGAUGAUCAGAGGGGGGCGCAAGCUCGCUCU
+X55026.1/71833-72132 GGUAUGGUAACAAGCCUUAAGAUAUGUGAAAACA................
+X55026.1/46442-46756 UAUAUGGUGACAAGUCAAAAGAUGAUUGAAAAAA................
+X55026.1/13357-13635 GGUAUAGUAAUAAGUCAGAAGAUAUACGAAAGUA................
+X05115.1/2560-2862 GGUACGGUAACAAGCCUUAAGAUGAGUGAAAACA................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 GAGA..AAUGGACAAUCGCGUAUCUAAGUCAGUAUUAAGAG.AGCUCGCG
+X55026.1/71833-72132 .....AAAUGGACAAUCGCGGAUCUAAGUCAACAAAACUAAA........
+X55026.1/46442-46756 .....AAAUGGGUAAUCGCGGAUCUAAAUCAGCAUUAAAU..........
+X55026.1/13357-13635 .....UAAUAGGCAACCGCGGAUCUAAGUCAGCUUUA.............
+X05115.1/2560-2862 .....AAAUGGAUAAUCGCGGAUCUAAGUCAGUAGUAAUCG.AUAG....
+#=GC SS_cons .......>>>>>>..>>.>>>><<...<<<<....<<<<<<<........
+
+X03127.1/3704-4008 C..............................................CUA
+X55026.1/71833-72132 ...............................................AGU
+X55026.1/46442-46756 ................................................AA
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ...............................................UAA
+#=GC SS_cons ..............................................>>>>
+
+X03127.1/3704-4008 UAAUACUGUAAAAGAGCAACGAGCA.........................
+X55026.1/71833-72132 UAAUGUUGUAAAAGAGCAACGAGUA.........................
+X55026.1/46442-46756 AAAUACUGUAAAAGAGCAACGAGUA.........................
+X55026.1/13357-13635 .UUGUCUGUAAAAGAGCAACGAGUA.........................
+X05115.1/2560-2862 UUCUACUGUAAAAGAGCAACGAGUA.........................
+#=GC SS_cons >>>...>>>>...>>...A.AAAAA.........................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 .........................GACGGCUAUAGGUAUUUAUAAUAUU
+X55026.1/71833-72132 .........................AACGGCAGUUGAUCAGCUAAGUCUA
+X55026.1/46442-46756 .........................GACGGUAGUUGCAUAAACUCUUUUU
+X55026.1/13357-13635 .........................UACGGUAGUUGUACUAAUAA.....
+X05115.1/2560-2862 .........................GACGGCAGUUGAUCCAUAAAGUCAC
+#=GC SS_cons ...........................>>.>>>>>.<<<<<<<<<.....
+
+X03127.1/3704-4008 A.................................................
+X55026.1/71833-72132 A.................................................
+X55026.1/46442-46756 UAGUUAAAAAAUUUAUAAAAAA............................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 ..................................................
+X55026.1/71833-72132 ..................................................
+X55026.1/46442-46756 ..................................................
+X55026.1/13357-13635 ..................................................
+X05115.1/2560-2862 ..................................................
+#=GC SS_cons ..................................................
+
+X03127.1/3704-4008 .........UUGUAAAUAUUUAAGGUGUGCUCUAUA..AGCUUAGAAA.U
+X55026.1/71833-72132 .........CUUAACUAAUUUAAGAUGUACUCUAACA.GGUUUUGAAA.A
+X55026.1/46442-46756 .........GGGUUUCAUGUUAAGGUGUACUCUAAUG.GGUUCCGAAA.G
+X55026.1/13357-13635 ............UUUAGUAUUAAGAUGUACUCUAGUG.GGCUUAGAAA.U
+X05115.1/2560-2862 ........AUUUAAUGGAUUUAAGAUGUACUCUAAGG.GGUUUCGAAA.G
+#=GC SS_cons ..........>>>>>>>>>........aaaaaa......<<<<<.....>
+
+X03127.1/3704-4008 AAGUUA
+X55026.1/71833-72132 GAAUCG
+X55026.1/46442-46756 GAAUUA
+X55026.1/13357-13635 AAGUUA
+X05115.1/2560-2862 AAACAG
+#=GC SS_cons >>>>..
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00028.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00028.idx
new file mode 100644
index 0000000..1d96798
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00028.idx
@@ -0,0 +1,24 @@
+V01416.1/43-384
+X55026.1/34496-34721
+X55026.1/30069-30266
+X55026.1/85715-85994
+X55026.1/82089-82425
+X55026.1/62111-62519
+X55026.1/59510-59745
+X55026.1/23712-24006
+X03280.1/927-1118
+M86534.1/28-414
+M15671.1/27-417
+M15669.1/335-592
+M22563.1/302-518
+X60211.1/393-749
+Z17234.1/2999-3375
+Z17234.1/4409-4687
+Z17234.1/2424-2842
+X15850.1/1348-1752
+X13486.1/3718-4075
+X04465.1/50547-50846
+X86563.2/48991-49433
+M16898.1/110-597
+M55084.1/84-519
+Y00122.1/2763-2968
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00028.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00028.raw
new file mode 100644
index 0000000..159cdd8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00028.raw
@@ -0,0 +1,33 @@
+>X03127.1/3704-4008
+AGUAAUACCUUAUGUCCAUAGGGUUAUAUAGUCAAACUACGGGGAACUCCUAAAGCUUAU
+AGUACUAAACUAGGUACGAAAGUACUUAAGUGGCUGAAGUAAUUAUUCGGGUAUAGUAAU
+AAGUUAUAAGAUGAUCAGAGGGGGGCGCAAGCUCGCUCUGAGAAAUGGACAAUCGCGUAU
+CUAAGUCAGUAUUAAGAGAGCUCGCGCCUAUAAUACUGUAAAAGAGCAACGAGCAGACGG
+CUAUAGGUAUUUAUAAUAUUAUUGUAAAUAUUUAAGGUGUGCUCUAUAAGCUUAGAAAUA
+AGUUA
+>X55026.1/71833-72132
+UAGUGAUCCUCGAGGUAGCGUGGAGGGAAUACGCUUCUAUGGGGGUAAACUGUCAAAUUC
+CGGGGAACUCCUAAAGCUUAAGGUACCAAGCUGUAUUUGAAAAAUUAUCAGUGGCUGAGG
+UAAUUGCUCAGGUAUGGUAACAAGCCUUAAGAUAUGUGAAAACAAAAUGGACAAUCGCGG
+AUCUAAGUCAACAAAACUAAAAGUUAAUGUUGUAAAAGAGCAACGAGUAAACGGCAGUUG
+AUCAGCUAAGUCUAACUUAACUAAUUUAAGAUGUACUCUAACAGGUUUUGAAAAGAAUCG
+>X55026.1/46442-46756
+UUACCCUCCUGCCAAGUGAUUUAGGGAAUCACUAUUGUGGGAAAAACUAUCAAAUUCUGG
+GGAAGCCCUAAAGCUUUUGAUACCAAACCUGGUAUGAAAAUACGGAGGUGGAAGAAGUAA
+UGACUCUUAUAUGGUGACAAGUCAAAAGAUGAUUGAAAAAAAAAUGGGUAAUCGCGGAUC
+UAAAUCAGCAUUAAAUAAAAAUACUGUAAAAGAGCAACGAGUAGACGGUAGUUGCAUAAA
+CUCUUUUUUAGUUAAAAAAUUUAUAAAAAAGGGUUUCAUGUUAAGGUGUACUCUAAUGGG
+UUCCGAAAGGAAUUA
+>X55026.1/13357-13635
+UCAUAAUCCUAAAAAUUGAACAGGGAAAUCAAUUAAUUGGGUAAAACUAUCAAAUUCCGG
+GAAAACCUUAAAGCUUCUGAUACUAAGCAUUAAUCGAAAGGUUAAUUGUGGCUGAAGUAA
+UUACUCAGGUAUAGUAAUAAGUCAGAAGAUAUACGAAAGUAUAAUAGGCAACCGCGGAUC
+UAAGUCAGCUUUAUUGUCUGUAAAAGAGCAACGAGUAUACGGUAGUUGUACUAAUAAUUU
+AGUAUUAAGAUGUACUCUAGUGGGCUUAGAAAUAAGUUA
+>X05115.1/2560-2862
+CCAUGAUCCUCGGGGUCGCGUUAGGGGAAAACGCGUCUAUGGGGAUAAACUGUCAAAUUC
+CGGGGAAGUCCUAAAGCUUAAGGUACCAAGCUGUAGUUGAAAAACUAUGAGUGGCUGAAG
+UAAUUACUCAGGUACGGUAACAAGCCUUAAGAUGAGUGAAAACAAAAUGGAUAAUCGCGG
+AUCUAAGUCAGUAGUAAUCGAUAGUAAUUCUACUGUAAAAGAGCAACGAGUAGACGGCAG
+UUGAUCCAUAAAGUCACAUUUAAUGGAUUUAAGAUGUACUCUAAGGGGUUUCGAAAGAAA
+CAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00028.test b/benchmarks/cmsearch-rmark/rmark-1/RF00028.test
new file mode 100644
index 0000000..daf43bb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00028.test
@@ -0,0 +1,164 @@
+>V01416.1/43-384
+AUGACUCUCUAAAUAGCAAUAUUUACCUUUGGAGGGAAAAGUUAUCAGGCAUGCACCUGG
+UAGCUAGUCUUUAAACCAAUAGAUUGCAUCGGUUUAAAAGGCAAGACCGUCAAAUUGCGG
+GAAAGGGGUCAACAGCCGUUCAGUACCAAGUCUCAGGGGAAACUUUGAGAUGGCCUUGCA
+AAGGGUAUGGUAAUAAGCUGACGGACAUGGUCCUAACCACGCAGCCAAGUCCUAAGUCAA
+CAGAUCUUCUGUUGAUAUGGAUGCAGUUCACAGACUAAAUGUCGGUCGGGGAAGAUGUAU
+UCUUCUCAUAAGAUAUAGUCGGACCUCUCCUUAAUGGGAGCU
+>X55026.1/34496-34721
+CCUGAAUGAUAAAGUAAAAUAAAUGUCAUUCUAAAAUUUCGCGAACUGCUGGGAACCCUU
+UUUAAUUUAAAAUUAAAGACGACAAUCAGCAAGAAAGCCUUUUAUUAAGCUAGUAUAUAC
+UAAGUUAAUUAAGGAAUCUUCAGAGGCUAUGCACGAGACAAUUAAAGGCGCUUUGGAGCU
+CGCGCCUUAAUUGAAGAGAUAGUCCGAUCAUGGUAGUGAUACUAUG
+>X55026.1/30069-30266
+UAUAGAGCAUAUGUACUCGUAAUGUGCUCUUUAAAUCGGGUUAAAUUGCUGAAAACCCCC
+CCCUGAUUAUCAGGGGACAAUCAGCAGGUAAGUUGAUCGGCAUAGGGAUACCCUAAAUGU
+CGAUUAUCAUCUUCAGAGACUACACACUUGACACCUAUCAAGGUGAUGAUAUAGUCCAAA
+UUUUACUGCAAAGUAAAA
+>X55026.1/85715-85994
+UUAUAUACAUUUAACCUAAAGUGUAAAAGAGCCAAAUACCGGGGAAGCCCUAAAGCUCUA
+GUAACCAAGGUUCAACACGAAAGUGUUGAACUGGCCUGAUUAAUGACUCAGGGUAUGGUA
+AAAUCACUAGUAGAUAUAUGGGUAAUCGCGGUUCUAAGUCAUCCCUGCUUACGUACUGAA
+UCUAAGCAAGAAGGUGUAAAAGAGCAACGAGUAGACGGUUCUUCGAGUUCUAGAAAUUUA
+GAAUUCGUAAGGUGUACUCUAGUCGCUGGGAAACCAGUUU
+>X55026.1/82089-82425
+UUUAAUGGAUAAAAGUCUUACUUAAGUCCAUCGUACAAUCUAAUCCUUGUAUGAUUAAAG
+AGGAUGAAUUUCAAGAAGAGCUUGCCAAAUGCAAGGUUACUUGAAGCGAAGCUUGUUAAG
+UAGAUUUUCAGUUUAUACUGAUUAAAAUAAACAAGAAUGUUCAACGACUAGAAGAUGAAA
+UCUAUCUACAGAAUAGUCUUCAUAUGCUUUAGAUUUAUAUAAGGGAAUUAAUACAUUAUA
+UAAAUUAGCUAUAGUUUCCUCCGUCAAUUUUUAAAUAUAAAGUAAAAACCUUUUUUAAUU
+GAUGAUGACAUAGUCUGAACCAUAUUGAAAAAUAUGG
+>X55026.1/62111-62519
+UGUAGUUGCUCAACUGGGCCAUUAGUUAAAUUUAAUAUAGAAAAUAUUAAAUUUGUUCUU
+CUGCAUUUUGACAAAUUGCUGGAAGCUUUUAUUAAAAGGUAACUUAACGAAGGUUAUAUC
+GUUCGAGUUCACCUUGAUAAUAGGAAUCAGCAGCCAAGCUUUAUAAUUAAAGUAGGUUCA
+GAGACUAAACGUCAAAUAUCUUUUUAAAUAAAACUAUAUACAUUCGGGACGAAGUCCCGA
+AAUAUUACCUUAAUAUGAUACUUAUAUUCUUACGCGAGCGAGGAGCUUGCGUCCUAUAGG
+UUUAACUAAUCAAAAAAAAUACCAUUAGAAUACUAAGGUGAUUCACUUUUGCUAUACUAG
+UAUUAUUUACAUAAGGUAAAGAUAUAGUCCAAAUAAUAGAAAAAUUAUA
+>X55026.1/59510-59745
+AUUGGAGGGUUAAUAAAUCACUUAGCUCUCCCUUUAAAGACCACUAUAUGCUGGGGACUU
+CUGACAAUCAUACUACUAGAAUUUUAUUUAAAUUCAGUGAAAAUGUAUAAUUUUGAACAA
+UCAGCAGGUAACCAAAAGAUAAAUAAAACUAUCUGAGUAGGAACCUCAGAGACUACACGU
+GGUCCUCGUAGUAUUUUUACGAGAAGAUAUAGUCCGUGAAAUAAAAAUUCAUUAAU
+>X55026.1/23712-24006
+CUGCAAACAUAAAAAAAUGAGAUUAGGUGCCUCACUUUGUUGUGUUAAAGAGCCAAACUC
+CAAGGAAGCCCUAAAGCUCUAAUAACUAAAGAUAAGACGGAAACUUCUUACCUGGCCUCA
+UUAAUGAUUGAGGGUAUAGUAAUAUAAUUAGAGAUUCUAGUAAUAGAAAUGGGUGAUCGU
+GGAUCUAAAUCAGUAAUAUUUUAAAAGAUUAUUGUAAAAGAGCAACGAGUAGACGGUUCU
+UCCAUUAGUUUAAACUAAUGGUAAGGUGUACUCUAGUCGCCAGGAAAGCUGGUUC
+>X03280.1/927-1118
+AGCUGAGGCUACUAAUAUGAUUUGGUCUCAUUAAAGAUCACAAAUUGCUGGAAACUCCUU
+UGAGGCUAGGACAAUCAGCAAGGAAGUUAACAUAUAAUGUUAAAACCUUCAGAGACUAGA
+CGUGAUCAUUUAAUAGACGCCUUGCGGCUCUUAUUAGAUAAGGUAUAGUCCAAAUUUGUA
+UGUAAAUACAAA
+>M86534.1/28-414
+UAACAAGGUUUUUUAUUGGUUCUUCUGCAGUGCGCCAAAGGAAGCCUUAGCAGCCUGAAA
+GGGUGUAUCUCCGCGACUAUAAAUAAAAAGGGGAUUUUAAAUGCUAGUCUGAUAAAAAAA
+GGCGACAUUGCCAAAUUGCGGGAAGUCCCUAAAGAUUCAACUACUAAGCAGCUUGUGGAA
+ACACAGUUGUGGCCGAGUUAAUAGCCCUGGGUAUAGUAACAAUGUUGAAUAUGACUCUUA
+AUUGAGGAAAUGGGUGAUCCGCAGCCAAAUCCUAAGGACAUUUUAUUGUCUAUGGAUGCA
+GUUCACAGGCCAGAUGGCAAUGGGUAUCCUAGUGGGAUAUAUAUAUAUGGAUGCUUAAGA
+UAUGGUCGAGCUUCUCUCGAAAGAGAG
+>M15671.1/27-417
+UUUCCAUGAUAUUAAAAACAUACCUCUUUAGGAUUAAACUAUUUUUUAUAUUGGAAUAAU
+AGGUAUCAUGAAUAAAUGCCACCAUAAAAAAGGGAUUCAUACCUCUUUUUUGGUAAAUAU
+AUUUUUGCUAACGGUGAAAUCUUAUGCUUUCCAUAAAGUUUUUAAUUAAAACAACAACAC
+CCAAAAGGUGUUUGUACUUUAGAAACUAAGACAAUACCGUGGAAACCAAAAACCCCAAAA
+GGUGUUUAGUAGGAUCCGUAGAGACUAAACGUGGCAAUCGAUAAUUUUUAUUAAGUUAAA
+UAAACUCUUAAUAAAUUUAACAACUAGAGGUUUAAAUACCAAAUAGAUGUGUAUCGAUAA
+GUUAUAGUCCGAUCCAUCGUGUGAACGAUGU
+>M15669.1/335-592
+GUUCUUUGGUCAACGGAUGGCCCAAAAUAAAGAUUGCAAUGUGCUAUAAGCUGGAAAUCU
+AUGUAUUCAAUUUUAAAUACUUCCACGUAAAAAUUUUAAAUAUUGGUAGAUAAUCAGCUG
+GUAACCAAUUAUCCUUUUAAAUAAUAUUAUCCUUUUAAUAUGGAAUAUUUUAUUAUGGAU
+UUAGUAGGAACCUCAGAGACUAUAUGCACAUCACUUUAUUUUUAAAGUGAAGAGAUAGUC
+CAAAAAUAUUUACAUUUU
+>M22563.1/302-518
+CAACGGACUUAAAAAUUUGAGCUCUUAAUUAAGAAAUUAUUAAGUUGCAAACUCUCAAAU
+UCAGGGAAACCUAAGUUAUUUUUUAUUUGUUUUAAAUAAAAAAAAAUAUGGCAAUCCUGA
+GCCAAGACAAAUCAUUUUGUAUGGUGCAGAGACUCGAUGAGAGUUAUCCUAACAUUUAUA
+AUGAGGAUAAAGGUAGAGUCCAAUUCUUUAUCGAAUU
+>X60211.1/393-749
+GCCUCGUCAUCGUAUAACGGAAUAACGGCACCUAAGAGCAAAAAACACGUACCGAGGUAA
+CGGCGUGACGUUCGAAAGGCAAUCGAUAAACGAAGCCGGGGAUCGUGCAGGCGUGGGACU
+UAGCGAAAUUUUCGAUAAAUCUUCACCCGGCGAGACCUAUGGGAUCUAACCGCGAAGGAG
+GGGCUCGAUGUCCCGACUGGCGACCAAGCCGACCGUGAUAGACACCGUAGUACCGUGGCC
+CAUUAACUUGGUGGUGGCGGGAAGGCAGGCGGAUCUAACGCGGGAGGAAGGCGAAGAGAC
+UAUACGGUUCCUUAAGGCGAUAUAAAGAGAUAGUCCACCCAACGAGAGUAAUCGUGA
+>Z17234.1/2999-3375
+GAAGUUUGCUCUUUUUGGGCUAGCUAAUAUGUGAGUAUUAGUGAUAAAAACUGGGUGAAU
+UGUCAAGAAGACUAACGUCUAUGUUUAUUAUAUUUUAAAUUUAAUAACUGUAGACCAUGU
+UAACUUGCAGCGAAGCUUAUCGAAUGGUAAAUAACAGUAGAUAAGAACGUUCAACGACUA
+GAAAGUGAAGAUUACCAACUAAUAAACUUUCCACGAGCGCCCAGCAACUUUUGUUUAUAU
+UUAUAACAGGCCCGCGGCUUUGCCGCGGGCGUAGCAUCAAAUUAAUUAAAUUGUAUUUUU
+GAUGCGCGGCCAGCAACUAAGCUGGCAAAUAUAAAACCAAGUUGAAGACAUAGUCUGAAC
+UGUAAAGAAAUUUACAG
+>Z17234.1/4409-4687
+UGUCCAGGCUUAGUUGUAGGCCUCCUAUUAGGCAACUAAUGGGCUAACAUUGGGUGAAUU
+GCAUGAAAGCUAAGGCGUAACGCUAUGCUAACCUGCAGCGAAUUACAUCGACUGAUAUUA
+AUAUAAAAAUAGAUGUACACGUUCAACGACUAGCGAGUGAUGUAAAUCAGUCAAAUAAUC
+UCGCCACGAGCGCCCGACAUCUUGAUAUUUACUUAGACCCCCGCUUAAGUAAAUAUGGCC
+AAGAUGAUGACAUAGUCUGAGCAACGUGGAAACACGUUG
+>Z17234.1/2424-2842
+ACGUCGGGAUUUUAAAUAGUCCCCCUUUAUAGUGAUAUAAAGGUUCUCUUUUUAAGAGAA
+UAAGGAGCCAGAACGCCCGCGUUGUAAACAACGCGGGGCGUUCAGGUUAACCCUGCUUAU
+UUUAUAAGUGAGUUCCGAAAAAUUGGGUGAAUUGCCAAGGACGCUAAGUUAAAAGCUACU
+CGACUCGCUUAGCGAGUCGAGUAUUAAGCCUUUAAUACGCCAACUUGCAGCCAAGUCUAA
+CGAAUUUUCGAAAAGGUAGUUAGAAAGGUUCAACGACUAGGGCUUGAGUACGAAAUAUCA
+AUAACAGCCCCACGAGCGCCCAACAACUUAGGAUUCUGUACGAAAAGUACUCGCCCGCUG
+CUUUGCCGCGGGCGAAGCAUAAGUUGAAGACAUAGUCUGAACUGUAAAGAAAUUUACAG
+>X15850.1/1348-1752
+CAGCCGCGGUCUGGCGUAACUAAUAGAAGUUGCAAUGCCGCCAUAGCGAGUGAUCGUUAU
+GUAAAAAAACCCUGCUCAUAACGGUGAAGCCUUAGUAAUUUAUCUUUUUAGGGUAUUUUA
+CGGUAAUACCGUGGGAAGUUUAUCAACAAAAGGCUGCCCGCGGCAAAGCCGCGGGCACAA
+AAAAAGCUUUUUUAAAACGUGUUGAUAUAACCCCGUAACGACUUUUCUUGAAAGAGAAAG
+AGGUGCUUUAUUAGCGCCUAACACGCAGGCACUUACGAGUCCUAAAUGCAGCCCGCGGAA
+ACCGCGGGCGGCUAUGGUAAUAAUCUAGCCCGCGGCUUUGCCGCGGGCGAUGCCUAAAGU
+CUAAAGUAAGUUGAAGGUAUAGUCUGAGCCUCUGGAAACAGGGGA
+>X13486.1/3718-4075
+CAAUACGCUUCAAAUGGGGCCGUUAGAUAGAAAUAUCUAAAUGAACAUCUGGCUGUAUGC
+UGGGAACUCCUUAUUAUAAAUUCAAAAAAAAGAAAAAAAAGAAACGAGAGCUUUUUUGAA
+UAAGUAAUUUAAAUAUAUAAAACGACUUAUUUAAGUUUUAAGUAAAUAAGUAAAACUGUU
+UUAUAACGGACAAUCAGCAGGGAAGUCCUAUGACUUUAAAAGUUAUGACCCCUCAACGAC
+UACACGCCGGACACCCAAUAAAAAAUAAGUAUUAUACGUAAACACGCUACGCGUGUUUAC
+UAAUAUAAUAAUUUUAUUUAGGGUGAUGAUAUAGUCUACUACUUAUGUAAACAUAAGG
+>X04465.1/50547-50846
+CUGCGGACUUAAUUUAAUUGAGCUUUAGUUGAGAAAUUUACUAAAUGAUUGUUUUCAAAU
+UCAGGGAAACCUAGGUUGCAAAAAAAAGAUAAAAAUUAGGUAAUCCUGAGCCAAAUUUUG
+UUUACUAAAACAAAAGAGGUGCAGAGACUCAAAGAAAACUAUCCUAACGAAAUUUUUUAU
+CAUUUUUAUAAAAAAUUGGAUUAAUAUAUUAAUUAAUAAUAAUAAAAUUAUUAAAUCAUU
+UUUUCAUUUUAAAUAUAGACGAGGAUAAAGAUAGAGUCCGUUUUUACAAGUUAAUUUUAA
+>X86563.2/48991-49433
+CUACGGACUUGAUUGUAUUGAGCCUUGGUAUGGAAACCUGCUAAGUGGUAACUUCCAAAU
+UCAGAGAAACCCUGGAAUGAAAAAUGGGCAAUCCUGAGCCAAAUCCCUUUUUUGAAAAAC
+AAGUGGUUCUCAAACUAGAACCCAAAGGAAAAGGAUAGGUGCAGAGACUCAAUGGAAGCU
+GUUCUAACGAAUCGAAGUAAUAACGAUUAAUCACAGAACCCAUAUUAUAAUAUAGGUUCU
+UUAUUUUAUUUUUAGAAUGAAAUUAGGAAUGAUUAUGAAAUAGAAAAUUCAUAAUUUUUU
+UUUAGAAUUAUUGUGAAUCUAUUCCAAUCAAAUAUUGAGUAAUCAAAUCCUUCAAUUCAU
+UGUUUUCGAGAUCUUUUAAUUUUAAAAAGUGGAUUAAUCGGACGAGGAUAAAGAGAGAGU
+CCCAUUCUACAUGUCAAUACUGA
+>M16898.1/110-597
+CUACGGACUUAAUUGGAUUGAGCCUUGGUAUGGAAACUUACUAAGUGAUCACUUUCAAAU
+UCAGAGAAACCCUGGAAUUAACAAAAAUGGGCAAUCCUGAGCCAAAUCCUGUUUUCCGAA
+AACAAACAAAGGUUCAGAAAAAAAGGAUAGGUGCAGAGACUCAAUGGAAGCUAUUCUAAC
+AAAUGGAGUUAAAUGCGUUGGUAGAGGAAUCUUUACAUCGAAACUUCAGAAAGAAAAAGA
+AUGAAGUGAAGGAUAAACGUAUAUACAUACGUAUUGAAUACUAUAUCAAAAUCAAAUGAU
+UAAUGAUGACCCGAAUCUGUAUUUUUUCUAUAAAAAAUAGAAGAAUUGGUGUGAAUCGAU
+UCUACAUUGAAGAAAGAAUCGAAUAUUCAUUGAUCAAACCAUUCACUCCAUAGUCUGAUA
+GAUCUUUUGAAGAACUGAUUAAUCGGACGAGAAUAAAGAUAGAGUCCCGUUCUACAUGUC
+AAUACCGG
+>M55084.1/84-519
+CUACGGACUUAAUUGUAUUGAGCCUUGGUAUGGAAACAUAUUAAGUGAAAACUUUCAAAU
+UCAGAGAAACCCUAGAAUUUUAAAUGGGCAAUCCUGAGCCAAAUCCUUCUUUCCGAAAAC
+AAAAAACUAAAAGUUCAGAAAAAAAGGAUAGGUGCAGAGACUCAAUGGAAGCUAUUCUAA
+CAAAUGGAGUUGACAACAUUCAAUUGAUUAAUGAAGAUUUCUAACUUCUAUUUGUAAAUU
+GUAACUAUUUUUUUUAGUUUUGAUUCGAUCACAAUUGAAACGAAACAUUAGAAUCAAAUC
+AAUUCCAACUGGAAGAAAAAAUGGUGAAUAUUCAUUGAUCAAAUCAGUCACUCCACCAAA
+AUAUGAUGGAUCUUUUGAAUAACUGAUUAAUCAGACGAGAAUAAAGAUAGAGUCCCAUUC
+UACAUGUCAAUACCGA
+>Y00122.1/2763-2968
+GCUUAUGAGUUAACGUAAGUCAAGCUCAUGUAAAAUCUGCCUAAAACGGGAAACUCUCAC
+UGAGACAAUCCGUUGCUAAAUCAGCAGUAGCUGUAAAUGCCCAACGACUAUCCCUGAUGA
+AUGUAAGGGAGUAGGGUCAAGCGACCCGAAACGGCAGACAACUCUAAGAGUUGAAGAUAU
+AGUCUGAACUGCAUGGUGACAUGCAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00029.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00029.ali
new file mode 100644
index 0000000..2589916
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00029.ali
@@ -0,0 +1,45 @@
+# STOCKHOLM 1.0
+#=GF ID Intron_gpII
+#=GF AC RF00029
+#=GF DE Group II catalytic intron
+#=GF AU Griffiths-Jones SR
+#=GF GA 22.8
+#=GF NC 22.8
+#=GF TC 22.8
+
+AF143424.1/944-1083 GUGAGCCGUGUGAUGG....GAAA....CCUCCCCGCACGGUUCGGAGAG
+AF143423.1/825-965 GUGAGCCGUGUGAUGG....GAAA....CCUCCCCGCACGGUUCGGAGAG
+AF143421.1/868-1007 GUGAGCCGUGUGAUGG....GAAA....CCUCCCCGCACGGUUCGGAGAG
+AF143425.1/760-901 GUGAGCCGUGUGAUGG....GAAA....CCUCCCCGCACGGUUCGGAGAG
+X72287.1/717-859 GUGAGCCGUGUGAUGG....GAAA....CCUUCCCGCACGGUUCGG....
+Y12731.1/1118-1260 GUGAGCCGUGUGAUGG....GAAA....CCUUCCCGCACGGUUCGG....
+X60045.1/1000-1142 GUGAGCCGUGUGAUGG....GAAA....CCUUCCCGCACGGUUCGG....
+#=GC SS_cons ..<<<<<<<<.<<<<<............>>>>>...>>>>>>>>......
+
+AF143424.1/944-1083 CACUUCAUUCUAAUGUUCCUGG.GGGUA......................
+AF143423.1/825-965 CACUUAAUUAGAAUGUUCCUGG.GGGGU......................
+AF143421.1/868-1007 CACUUAAUUAGAAUGUUCCUGG.GGGUA......................
+AF143425.1/760-901 CACUUCAUUCGAAU......GG.GGUGA......................
+X72287.1/717-859 ....................AG.AGCAC.........UGAAUUAGAAUGA
+Y12731.1/1118-1260 ....................AG.AGCAC.........UUAAUUAGAAUGA
+X60045.1/1000-1142 ....................AG.AGCAC.........UGAAUUAGAAUGA
+#=GC SS_cons ....................<<.<<.<<......................
+
+AF143424.1/944-1083 ..............CCACAUCAUUGCAAGGGUAACAGAGCUCGAUUCGCA
+AF143423.1/825-965 .............ACCACAUCAUUGCAAGGGUAACAGAGCUCGAUUCGCA
+AF143421.1/868-1007 ..............CCACAUCAUUGCAAGGGUAAAAGAGCUCGAUUCGCA
+AF143425.1/760-901 ......ACCACCACAUCAUUGCAAGGGUAACAGAGCUCGCUCGAUUCGCA
+X72287.1/717-859 GAGGUUCACCACCACAUCAUUGCAUGCAAGGGGAGCUCGCUCGAUUCGCA
+Y12731.1/1118-1260 GAGGUUCACCACCACAUCAUUGCAUGCAAGGGGAGCUCGCUCGAUUCGCA
+X60045.1/1000-1142 GAGGUUCACCACCACAUCAUUGCAUGCAAGGGGAGCUCGCUCGAUUCGCA
+#=GC SS_cons ..................................................
+
+AF143424.1/944-1083 GAUUGGUUCGACCCGGAAUUCACUUCCGA.CC.CU...GU
+AF143423.1/825-965 GAUUGGUUCGACCCGGAAUUCACUUCCGA.CC.CU...GU
+AF143421.1/868-1007 GAUUGGUUCGACCCGGAAUUCACUUCCGA.CC.CU...GU
+AF143425.1/760-901 GAUUGGUUUGACCCGGAAUUCACUUUCGA.CC.CU...GU
+X72287.1/717-859 AAUUGGUCCGACUCGUAAUUCACUUCUGA.CU.CC...GU
+Y12731.1/1118-1260 AAUAGGUCCGACUCGUAAUUAACUUCUGA.CU.CC...GU
+X60045.1/1000-1142 AAUAGGUCCGACUCGUAAUUCACUUCUGA.CU.CU...GU
+#=GC SS_cons .........................>>...>>.>>.....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00029.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00029.idx
new file mode 100644
index 0000000..699d931
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00029.idx
@@ -0,0 +1,11 @@
+AF243383.1/10225-10322
+X04336.1/3210-3313
+X04465.1/117436-117320
+M68929.1/7762-7915
+X04465.1/116516-116403
+L43910.1/323-456
+Z00044.1/1956-1845
+M81726.1/5191-5288
+AF080083.1/1551-1683
+Y08501.2/169475-169584
+Y08501.2/135699-135828
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00029.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00029.raw
new file mode 100644
index 0000000..b28fccc
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00029.raw
@@ -0,0 +1,28 @@
+>AF143424.1/944-1083
+GUGAGCCGUGUGAUGGGAAACCUCCCCGCACGGUUCGGAGAGCACUUCAUUCUAAUGUUC
+CUGGGGGUACCACAUCAUUGCAAGGGUAACAGAGCUCGAUUCGCAGAUUGGUUCGACCCG
+GAAUUCACUUCCGACCCUGU
+>AF143423.1/825-965
+GUGAGCCGUGUGAUGGGAAACCUCCCCGCACGGUUCGGAGAGCACUUAAUUAGAAUGUUC
+CUGGGGGGUACCACAUCAUUGCAAGGGUAACAGAGCUCGAUUCGCAGAUUGGUUCGACCC
+GGAAUUCACUUCCGACCCUGU
+>AF143421.1/868-1007
+GUGAGCCGUGUGAUGGGAAACCUCCCCGCACGGUUCGGAGAGCACUUAAUUAGAAUGUUC
+CUGGGGGUACCACAUCAUUGCAAGGGUAAAAGAGCUCGAUUCGCAGAUUGGUUCGACCCG
+GAAUUCACUUCCGACCCUGU
+>AF143425.1/760-901
+GUGAGCCGUGUGAUGGGAAACCUCCCCGCACGGUUCGGAGAGCACUUCAUUCGAAUGGGG
+UGAACCACCACAUCAUUGCAAGGGUAACAGAGCUCGCUCGAUUCGCAGAUUGGUUUGACC
+CGGAAUUCACUUUCGACCCUGU
+>X72287.1/717-859
+GUGAGCCGUGUGAUGGGAAACCUUCCCGCACGGUUCGGAGAGCACUGAAUUAGAAUGAGA
+GGUUCACCACCACAUCAUUGCAUGCAAGGGGAGCUCGCUCGAUUCGCAAAUUGGUCCGAC
+UCGUAAUUCACUUCUGACUCCGU
+>Y12731.1/1118-1260
+GUGAGCCGUGUGAUGGGAAACCUUCCCGCACGGUUCGGAGAGCACUUAAUUAGAAUGAGA
+GGUUCACCACCACAUCAUUGCAUGCAAGGGGAGCUCGCUCGAUUCGCAAAUAGGUCCGAC
+UCGUAAUUAACUUCUGACUCCGU
+>X60045.1/1000-1142
+GUGAGCCGUGUGAUGGGAAACCUUCCCGCACGGUUCGGAGAGCACUGAAUUAGAAUGAGA
+GGUUCACCACCACAUCAUUGCAUGCAAGGGGAGCUCGCUCGAUUCGCAAAUAGGUCCGAC
+UCGUAAUUCACUUCUGACUCUGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00029.test b/benchmarks/cmsearch-rmark/rmark-1/RF00029.test
new file mode 100644
index 0000000..f7460b2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00029.test
@@ -0,0 +1,37 @@
+>AF243383.1/10225-10322
+CAGAGCCGUAUACUCCGAGAGGGGUACGUACGGUUCCCGAAGAGGGUGGUGCAAACCAGU
+CACAGUAAUGUGAACAAGGCGGUACCUCCCUACUUCAC
+>X04336.1/3210-3313
+GAGAGCCGUAUGCAGGGAAACUUGCACGUACGGUUCGGAGGGAGGUCUCUCGUUGCCAGU
+UCUAAUCUAUUGAUAAGGAUCACGGUGCGGGUUAUCGACCCUAC
+>X04465.1/117436-117320
+GAGAGCGCAGUACAACGGAAAGUUGUAUGCUGCGUUCGGGAAGGAUGAAUCGUUCCUAAA
+AAAAAAGAAUUUAUAGAUUUUUUUUAUUGAAAUUGUAGGUGCGAUGAUUUACUUCAC
+>M68929.1/7762-7915
+GAGAGCCGUAUGCGAGGAGACUUGCACGUACGGUUCGGAGGAAGGCCAUUGAUACCUAAU
+GAAAAUAUCACCAUGACUAAGGUAUAAGCCGCGCCUUGAAAGUCCAGAGGACUUGGUUUU
+AUUGGGUAGUUGAGGUUGGUGGCCCAUCUCUUAC
+>X04465.1/116516-116403
+GAGAGCACAGUACGAUGAAAGUUGUAAGCUGUGUUUGGGGGGGAGUUAUUGUCUAUCAAA
+GGCCUCUAUGGUAAAAUAAAUCAAUAAAGUCUAAGAGACGAUGGCUUACCCUGU
+>L43910.1/323-456
+AAGAGCGCAGUACAACGGGGAGUUGUAUGCUGCGUUCGGGAAGGAUGAAUCGCUCCCGAA
+AAGGGAGUCUAUUGAUUCUCUCCCCAAUUGGUUGGAUCGUAGAGCGCAGUACAAGGGGCG
+AUGAUUUACUUCAC
+>Z00044.1/1956-1845
+GAAAGCCGUGUGCAAUGAAAAAUGCAAGCACGGCUUGGGGAGGGGUCUUUACUUGUUUAU
+UUAAUUUAAGAUUAACAUUUAUUUUAUUUAACAAGGAACUUAUCUACUCCAU
+>M81726.1/5191-5288
+GUGAGCCGUAUGAUGGGCAACUAUCUCCUGCGGUUCGGAGAGGACUCAGCUGUUAGUUAG
+UACCCCCGUCGGUUUCGGGGUGGACCCUUUUACUCUAU
+>AF080083.1/1551-1683
+GAGAGCCGUGUGAUGGGUGACUAUCCAGCACGGUUCGGAGAGCACUUUUAGUCUGCGUUG
+GUGAAUGAAAGCCCCCCCCCAUCAAGCAAGAAAGAAGCGGCUCUUCCCACGGCGGAGUCA
+CCAUUGACUCUAU
+>Y08501.2/169475-169584
+GUGAGCCUAGUGAUAGGAGACUAUCUAGCUUGGUUCGGAGAGCACUUGUUGGGUUAAAAA
+CUUUUUUUGUUGCUAAAUGUUACAGCCUAAAUGCUGAACUAUUGACUCUA
+>Y08501.2/135699-135828
+UCGAGCCGUAUGAAGGGAAACUCUCACGUACAGUUUGUUUUUUUUGGGGGGGGCAGGAGC
+CCGACAGGGUCCCCCACUGACUUGGCCCGGGCCUAAGUUAAAGUGAAGUGGUGGGCCUAC
+CCAUCCCAAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00030.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00030.ali
new file mode 100644
index 0000000..d54c8e8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00030.ali
@@ -0,0 +1,209 @@
+# STOCKHOLM 1.0
+#=GF ID RNase_MRP
+#=GF AC RF00030
+#=GF DE RNase MRP
+#=GF AU Griffiths-Jones SR
+#=GF GA 30.0
+#=GF NC 19.4
+#=GF TC 30.7
+
+AY090593.1/1-262 ..................................................
+AY090595.1/1-266 ..................................................
+AY090594.1/1-274 ...........................AGGAGUG............UUU.
+AY090596.1/15-361 AUCGUCACUGAUCGAAGCUUACAUAA..GGAACGGAU.........UUU.
+AY090599.1/1-215 ..................................................
+AY090601.1/1-284 AUCGUCACAAAUCGAAGCUUACAAAA.UGGAGUAAAA.........UUUU
+AY090598.1/1-305 AUCGUCACUAAUCGAAGCUUACAAAAAUGGAGUAAAGGAA......UUU.
+AY090603.1/1-258 AUCGUCACUGAUCGAAGCUUACAAAA..GGAUUCC...........CUCA
+Z14231.1/289-585 AUCGUCACAAAUCGAAGCUUACAAAA.UGGAGUAAAA.........UUUU
+AY090600.1/1-345 AUCGUCACUGAUCGAAGCUUACAAAAUUGGAGUUCUCAUUUCAUUCAUUG
+AY090606.1/1-300 AUCGUCACUAAUCGAAGCUUGCACAAUUGGAGUUG...........UUU.
+AY090597.1/1-294 ..................................................
+AY090607.1/1-224 ..................................................
+AY090605.1/1-305 AUCGUCACUAAUCGAAGCUUACAAAAAUGGAGUAAAGGAA......UUUU
+AY090604.1/1-297 AUCGUCACAAAUCGAAGCUUACAAAA.UGGAGUAAAA.........UUUU
+AY090602.1/17-309 AUCGUCACUUAUCGAAGCUUACACAAA..GAGUCU...........AUU.
+AY090608.1/17-303 AUCGUCACUGUUCGAAGCUUGCAAAACUGGAGUG...........GUUCA
+AY090609.1/1-272 AUCGUCAAUUUUCGAAGCCUGCAAAA..GGGAUGGG..........UACC
+#=GC SS_cons <<<<<<<....<<<<<<<...........<<<<<<...............
+
+AY090593.1/1-262 ..................................................
+AY090595.1/1-266 .....UUUAAUUAACCUUC........AUAUCU..........GCUUCGG
+AY090594.1/1-274 ..............UACUC........AAGUAU..........GCUUUGG
+AY090596.1/15-361 ...........AUCUGUUCAAUUGAAAUGAUAUCAUUUCUAUAGCUUUGG
+AY090599.1/1-215 ..................................................
+AY090601.1/1-284 ...........UUUUACUC......AGUAAUAU..........GCUUUGG
+AY090598.1/1-305 .......UUCUUCUUACUC.....AAUAUUAAU..........GCUUUGG
+AY090603.1/1-258 .............GGAAUC........ACCAAU..........GCUUUGG
+Z14231.1/289-585 ...........UUUUACUC......AGUAAUAU..........GCUUUGG
+AY090600.1/1-345 AAUGAAAUGAACUGAACUC......AUCACUAU..........GCUUUGG
+AY090606.1/1-300 .............UGACUC.....AGAAUUAAA..........GCUUUGG
+AY090597.1/1-294 ...............................AU..........GCUCUGG
+AY090607.1/1-224 ..................................................
+AY090605.1/1-305 .........UUCCUCACUC.....AAUAAUAAU..........GCUUUGG
+AY090604.1/1-297 ...........UUUUACUC......AGUAAUAU..........GCUUUGG
+AY090602.1/17-309 .............AGAUUC.......AAAUUAU..........GCUUUGG
+AY090608.1/17-303 UA............CACUC.......AAUCAAU..........GCUUUGG
+AY090609.1/1-272 ............CCCAUUC.....AAAUAAUAU..........GCUUUGG
+#=GC SS_cons .............>>>>>>........................>>>>>>>
+
+AY090593.1/1-262 ...............GACCUG.GUCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090595.1/1-266 GUC.GAAAGUCUCC.CACCUG.GUCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090594.1/1-274 GUU.GAAAGUCUCC.CACCUG.UCAA.UGUGCGGAAA.CGUAGUGAGAUU
+AY090596.1/15-361 GUA.GAAAGUCUCC.GACCAG.UCCG.UAAGCGGAAA.CGUAAUGAGAUU
+AY090599.1/1-215 ...............CACCAA.UUCA.UAUGCGGAAAACGUAAUAAGAUU
+AY090601.1/1-284 GUU.GAAAGUCUCC.CACCAA.UUCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090598.1/1-305 GUU.GAAAGUCUCC.CACCAA.UUCA.UAUGCGGAAAACGUAAUGAGAUU
+AY090603.1/1-258 GUU.GAAAGUCUCC.CACCUG.GCCG.UAUGCGGAAAACGCAAUGAGAUU
+Z14231.1/289-585 GUU.GAAAGUCUCC.CACCAA.UUCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090600.1/1-345 GUU.GAAAGUCUCC.CACCAG.GUCA.UAUGCGGAAAACGUAAUAAGAUU
+AY090606.1/1-300 G...GAAAGUCUCC.GACCUG.AACG.UAUGCGGAAAACGUAAUGAGAUU
+AY090597.1/1-294 GCAUGAAAGUCUCC.CACCUG.ACCG.UAUGCGGAAAACGCAGUGAGAUU
+AY090607.1/1-224 ...............GACCUG.AUCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090605.1/1-305 GUU.GAAAGUCUCC.CACCAA.UUCA.UAUGCGGAAAACGUAAUGAGAUU
+AY090604.1/1-297 GUU.GAAAGUCUCC.CACCAA.UUCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090602.1/17-309 GCU.GAAAGUCUCC.CACCUG.UUCA.UAUGCGGAAAACGUAAUGAGAUU
+AY090608.1/17-303 GUA.GAAAGUCUCC.GACCAG.ACCG.UAUGCGGAAAACGUAAUGAGAUU
+AY090609.1/1-272 GAU.GAAAGUCUCC.GACCUG.ACAA.CUUGCGGAAAACGCAAUGAGAUU
+#=GC SS_cons .......AA.AAAA..A.....<<<<.....>>>>.....<<<<<<<<<<
+
+AY090593.1/1-262 UAAAAAUU.UAUAAAAUUGUUUAAAUAGACUCAUUA...AUUG..UCCAU
+AY090595.1/1-266 UAAAAAUUUAUUUAAAAUGUUUAAAUCAACUCAUUG...GAAA..G....
+AY090594.1/1-274 UAAAAAU...UUAA.AUUGUUUAAAUCAACUCACUA...AGAA..UUGGG
+AY090596.1/15-361 UAAAAACU.UUUC.AAAUGUUUAAAUCAACUCAUUA...AUCG..UGUUG
+AY090599.1/1-215 UAAAAAUU..UUA.AAUUGUUUAAAUCAACUUAUUA...AGAA..AGU..
+AY090601.1/1-284 UAAAAAUU..UUA.AAUUGUUUAAAUCAACUCAUUA...AGGA..GGAUG
+AY090598.1/1-305 UAAAAAAU..UUA.AAUUCUUUAAAUCAACUCAUUA...AGAG..AAAUA
+AY090603.1/1-258 UAAAAAUU.UUUAAAACUGUUUAAAUCAACUCAUUA...GAGA..UGC..
+Z14231.1/289-585 UAAAAAUU..UUA.AAUUGUUUAAAUCAACUCAUUA...AGGA..GGAUG
+AY090600.1/1-345 UAAAAAUU..UUA.AAAUCUUUAAAUCAACUUAUUA...AAGU..UUGAA
+AY090606.1/1-300 UAAAAAUUAUUUACAA.UGUUUAAAUAGACUCAUUA...GUCA..AUUCA
+AY090597.1/1-294 UAAAAAUU.UUUACAA.UGUUUAAAUCAACUCACUU...GGAC..GUAUC
+AY090607.1/1-224 UAAAAAUUAUUUACAA.UGUUUAAAUAGACUCAUUA...AUCG..AUUUU
+AY090605.1/1-305 UAAAAAAU..UUA.AAUUCUUUAAAUCAACUCAUUA...AGAG..GAAUA
+AY090604.1/1-297 UAAAAAUU..CUA.AAUUGUUUAAAUCAACUCAUUA...AGGA..GGAUG
+AY090602.1/17-309 UAAAAAUU.UUUA.AAUUCUUUAAAUCAACUCAUUA...GGUU..GGUCC
+AY090608.1/17-303 UAAAAAUU..UUACAA.UCUUUAAAUCAACUCAUUA...AGUG..GACUG
+AY090609.1/1-272 UAAAAGUU..UCA.AAAUGUUUAAAUCAACUCAUUA...AGUA..GAUGG
+#=GC SS_cons <<<<<<<<......>>>>.>>>>>>>...>>>>>>>....<<<..<<<<<
+
+AY090593.1/1-262 ..............................UUUU................
+AY090595.1/1-266 ..............................CUAGCU..............
+AY090594.1/1-274 AAG..........................AUUCU................
+AY090596.1/15-361 G.............................UUUU................
+AY090599.1/1-215 ..............................UUUAC...............
+AY090601.1/1-284 CC............................CUUG................
+AY090598.1/1-305 UC............................UUUA................
+AY090603.1/1-258 .............................GAUA.................
+Z14231.1/289-585 CC............................CUUG................
+AY090600.1/1-345 AAAGCUAUC.....................AUCA................
+AY090606.1/1-300 UUG..........................UUUAUU...............
+AY090597.1/1-294 UGUUUUGCAUAUUCUCUCUCUCUCUGCACCCUUUGGGUACCUAGAGUGGG
+AY090607.1/1-224 UUUG.........................UGUAUU...............
+AY090605.1/1-305 UC............................UUUG................
+AY090604.1/1-297 CC............................CUUG................
+AY090602.1/17-309 ..............................UUUUU...............
+AY090608.1/17-303 GGGAUA........................CUUG................
+AY090609.1/1-272 UU............................AUUC................
+#=GC SS_cons <<<...............................................
+
+AY090593.1/1-262 .............AUGGGUAAUU..GUUGUCCC.......AUCU...CCU
+AY090595.1/1-266 .................CUUUCC.CACAGUCCU.......GGGC...UGU
+AY090594.1/1-274 ..........CUUCUCUUUUCUU..CACUACCU.......GGGA...CU.
+AY090596.1/15-361 ............CUGUCACGGUU..UCUAUCCA.......GAGG...CUG
+AY090599.1/1-215 ...............AUUUUCUUC..UAGACCU.......AGGA...UGU
+AY090601.1/1-284 ...........GGUAUUCUGCUUC..UUGACCU.......GGUA...CCU
+AY090598.1/1-305 ...........GAUAUUUCUCUUC..UUGACCC.......AGUA...CUC
+AY090603.1/1-258 ...............GUGUCUCUG..UUGUCCC.......GGAA...GA.
+Z14231.1/289-585 ...........GGUAUUCUGCUU..CUUGACCU.......GGUA...CCU
+AY090600.1/1-345 ....GAUUGUUUUUUCUUACUUUC..CCGACUU.......GAAU...CUU
+AY090606.1/1-300 ..........CGAUGGAUUGAUUG..UUGUCCC.......AUCU...CCC
+AY090597.1/1-294 AGGAUUGUUGAAUUGUACGUCUAGUAUUGUCCU.......GGCA...AGU
+AY090607.1/1-224 ..........CAAUGGAUCGAUUG..UUGUCCC.......AUCU...CCC
+AY090605.1/1-305 ...........GAUAUUUUUCUUC..UUGACCU.......GGCA...CCU
+AY090604.1/1-297 ...........GGUAUUCUGCUUC..UUGACCU.......GGUA...CCU
+AY090602.1/17-309 .............GGAUCAAUCUG..CUGACCU.......AGGA...UUC
+AY090608.1/17-303 .......UAUUUUCAGCCCGCUUU..CCAACCU.......GUAU...ACU
+AY090609.1/1-272 ...........GAUUAUCUGCUUU..GCCACCU.......AGAU...CGU
+#=GC SS_cons ...........<<<<<.........<<<<...........<<<<......
+
+AY090593.1/1-262 C..CCUCGUGGGU..GGGA..UAGAU.GGUGUU...UUUUCGGUAUUGGA
+AY090595.1/1-266 U...UAAU........AAA..CUCCC.AGUCGUAUCUUUUCGGUACUGAG
+AY090594.1/1-274 ...AUCUUU............GUCCC.GGUGCU....UUUCGGUACUGGA
+AY090596.1/15-361 ...UUUUAGA........A..GCCUC.UGUGUC.....UUGGGUACUGAA
+AY090599.1/1-215 ...CUUUGC........AU..GUCCU.GGUGUU..AUCUUCGGUACUGAG
+AY090601.1/1-284 C..UAUUGC.......AGG..GUACU.GGUGUU..UUCUUCGGUACUGGA
+AY090598.1/1-305 U..G.UUA......CAGGA..GCGCU.GGUGUU..UUCUUCGGUACUGGA
+AY090603.1/1-258 ...UUUAC..........U..CUUCU.GGUGUU..UUCUUCGGUAUGGAA
+Z14231.1/289-585 C..UAUUG.......CAGG..GUACU.GGUGUU..UUCUUCGGUACUGGA
+AY090600.1/1-345 C....UUU.......GAAU..GAUUC.AAUGUU..UUCUUCGGUAUCGAG
+AY090606.1/1-300 ...UUGCGU......GGGA..UAGAU.GGUGUU...UCUUCGGUACUGGG
+AY090597.1/1-294 ...UUAAU.........AC..UUGAC.AGUGUA..UAUUUCGGUAUUGGG
+AY090607.1/1-224 ...AUGUGU......GGGA..UAGGU.GGUGUU...UCUUCGGUAAUGGG
+AY090605.1/1-305 C..UAUUAC......AGGA..GUGCU.GGUGUU..UUCUUCGGUACUGGA
+AY090604.1/1-297 C..UAUUGC.......AGG..GUACU.GGUGUU..UUCUUCGGUACUGGA
+AY090602.1/17-309 A...CUUUGU.....UGAU..UUCCU.AGUGUU..UUCUUCGGUAUAGAA
+AY090608.1/17-303 C....CUUU........GA..GUUGC.AGUGCU....UUUCGGUAUGGGA
+AY090609.1/1-272 C....ACA........GAU..GGUCU.AGUGCU....UUUCGGUAUGGGA
+#=GC SS_cons ...>>>>........>>>>..>>>>>>>>>>>>..>>>>...........
+
+AY090593.1/1-262 GUUCCUUUAUAUUAUAUAUAUGUAUGAACUCUAAAUCAUAGUUAUGACGA
+AY090595.1/1-266 GCCC.......CAGAAAU.......GGGUUUCAAACCAUAGUUAUGACGA
+AY090594.1/1-274 GUCU........UUAU.........AGACUCUAAACCAUAGUUAUGACGA
+AY090596.1/15-361 GUA........UUUCUU.........UACUUUAAACGAAAGUUAUGACGA
+AY090599.1/1-215 AUCGAAA......GUUA.....UUUGGAUCUUAAACGAUAGUCAUGACGA
+AY090601.1/1-284 UUCCGU.......UUGU......AUGGAAUCUAAACCAUAGUUAUGACGA
+AY090598.1/1-305 UUCC......UUAUAUAU.......GGAAUCUAAACCAUAGUUAUGACGA
+AY090603.1/1-258 GUC..........UUAUU........GACUUCAAACCAUAGUUAUGACGA
+Z14231.1/289-585 UUCCGU.......UUGU......AUGGAAUCUAAACCAUAGUUAUGACGA
+AY090600.1/1-345 AUCC......CCUUUUCAAU.....GGAUCUCAAACCAUAGUCAUGACGA
+AY090606.1/1-300 AUCU......CUUUUUUUAU.....AGAUCCUAAACCAUAGUUAUGACGA
+AY090597.1/1-294 ACCU........UGUU.........AGGUCCUAAACGAUAGUUAUGACGA
+AY090607.1/1-224 AUUU.........UUUUU.......GAAUCCUAAACCAUAGUUAUGACGA
+AY090605.1/1-305 UUCC.......UUAUAUAU......GGAAUCUAAACCAUAGUUAUGACGA
+AY090604.1/1-297 UUCCGU.......UUGU......AUGGAAUCUAAACCAUAGUUAUGACGA
+AY090602.1/17-309 AUGU.........UUUU........ACAUUUCAAACCAUAGUUAUGACGA
+AY090608.1/17-303 AUCU.........CGCU........AGAUUUCAAACCAUAGUUAUGACGA
+AY090609.1/1-272 AACC.........AUUGU.......GGUUUCCAAACCAUAGUUAUGACGA
+#=GC SS_cons <<<<<<.................>>>>>>...............>>>>>>
+
+AY090593.1/1-262 UUGCUCUUUAACAACAUGAUGUACAU.............UUAU.......
+AY090595.1/1-266 UUGCGGUUUUGCAGAAU....................UUUAGU.......
+AY090594.1/1-274 UUGCUUUGUUUUCAUUGUUUUUC..............UCAUG........
+AY090596.1/15-361 UUGCCCGAGCGUUUUUAUCUCUUUUUUUGUUACUUCUGUUUACAGGGGUG
+AY090599.1/1-215 UUGCUUUUCCUU.........................UUUAAC.......
+AY090601.1/1-284 UUGCUCUUUCC..........................CGUGCU.......
+AY090598.1/1-305 UUGCUCUUUCC..........................CAUGCU.......
+AY090603.1/1-258 UUGUCCCUGC...........................UUUUU........
+Z14231.1/289-585 UUGCUCUUUC...........................CCGUGC.......
+AY090600.1/1-345 UUGCUGUACAAAAUUACA.....................UU.........
+AY090606.1/1-300 UUGCUCUUUGA..........................UUUUUUU......
+AY090597.1/1-294 UUGCCUAAUA...........................UUUUUCU......
+AY090607.1/1-224 UUGCUCUUUGA..........................UUUAGU.......
+AY090605.1/1-305 UUGCUCUUUCC..........................CAUGCU.......
+AY090604.1/1-297 UUGCUCUUUCC..........................CGUGCU.......
+AY090602.1/17-309 UUGCUUUUAUCCUUUUC.....................UUUU........
+AY090608.1/17-303 UUGUUCAGU.............................UUUU........
+AY090609.1/1-272 UUGCUCAAGG...........................AUUAUC.......
+#=GC SS_cons >..<<<<<<<<.......................................
+
+AY090593.1/1-262 .GUGUGUAUCAUAGUUAUUGAGUAACCCAAUGGAGCU
+AY090595.1/1-266 ........AUUCUGGAUAACCGUAACCCAAUGGGGGC
+AY090594.1/1-274 ...GGAAAACACGAGAACAAGGUAACCCAAUGGAGCU
+AY090596.1/15-361 AUUAGGGAGGAGGUAGCUUGGGUAACCCAAUGGAGCU
+AY090599.1/1-215 ..............AAGGUAAGUAACCCAAUGGAGCU
+AY090601.1/1-284 ..............GGAUCGAGUA.............
+AY090598.1/1-305 ..............GGAUCGAGUAACCCAAUGGAGCU
+AY090603.1/1-258 ...............GUAGGGGUA.............
+Z14231.1/289-585 .............UGGAUCGAGUAACCCAAUGGAGCU
+AY090600.1/1-345 ....UGUUUGUCAUUUGUAUGGUAACCCAAUGGAGCU
+AY090606.1/1-300 ..............UCAUUGAGUAACCCAAUGGAGCU
+AY090597.1/1-294 ...............UAUUAGGUAACCCAAUGGAGCU
+AY090607.1/1-224 ..............UCAUUGAGUAACCCAAUGGAGCU
+AY090605.1/1-305 ..............GGAUUGAGUAACCCAAUGGAGCU
+AY090604.1/1-297 ..............GGAUCGAGUAACCCAAUGGAGCU
+AY090602.1/17-309 ..........GAUUGGAUGAAGUAACCCAAUGGAGCU
+AY090608.1/17-303 ................GCUGAAUAACCCAAUGGAGCU
+AY090609.1/1-272 ...............CUUUGAGUA.............
+#=GC SS_cons ..............>>>>>>>>........aaaaaaa
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00030.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00030.idx
new file mode 100644
index 0000000..b481d87
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00030.idx
@@ -0,0 +1,3 @@
+Z11844.1/506-751
+J03151.1/859-1101
+X65942.1/212-429
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00030.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00030.raw
new file mode 100644
index 0000000..7af83e5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00030.raw
@@ -0,0 +1,110 @@
+>AY090593.1/1-262
+GACCUGGUCGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUUAUAAAAUUGUUUAAAUAG
+ACUCAUUAAUUGUCCAUUUUUAUGGGUAAUUGUUGUCCCAUCUCCUCCCUCGUGGGUGGG
+AUAGAUGGUGUUUUUUCGGUAUUGGAGUUCCUUUAUAUUAUAUAUAUGUAUGAACUCUAA
+AUCAUAGUUAUGACGAUUGCUCUUUAACAACAUGAUGUACAUUUAUGUGUGUAUCAUAGU
+UAUUGAGUAACCCAAUGGAGCU
+>AY090595.1/1-266
+UUUAAUUAACCUUCAUAUCUGCUUCGGGUCGAAAGUCUCCCACCUGGUCGUAUGCGGAAA
+ACGUAAUGAGAUUUAAAAAUUUAUUUAAAAUGUUUAAAUCAACUCAUUGGAAAGCUAGCU
+CUUUCCCACAGUCCUGGGCUGUUUAAUAAACUCCCAGUCGUAUCUUUUCGGUACUGAGGC
+CCCAGAAAUGGGUUUCAAACCAUAGUUAUGACGAUUGCGGUUUUGCAGAAUUUUAGUAUU
+CUGGAUAACCGUAACCCAAUGGGGGC
+>AY090594.1/1-274
+AGGAGUGUUUUACUCAAGUAUGCUUUGGGUUGAAAGUCUCCCACCUGUCAAUGUGCGGAA
+ACGUAGUGAGAUUUAAAAAUUUAAAUUGUUUAAAUCAACUCACUAAGAAUUGGGAAGAUU
+CUCUUCUCUUUUCUUCACUACCUGGGACUAUCUUUGUCCCGGUGCUUUUCGGUACUGGAG
+UCUUUAUAGACUCUAAACCAUAGUUAUGACGAUUGCUUUGUUUUCAUUGUUUUUCUCAUG
+GGAAAACACGAGAACAAGGUAACCCAAUGGAGCU
+>AY090596.1/15-361
+AUCGUCACUGAUCGAAGCUUACAUAAGGAACGGAUUUUAUCUGUUCAAUUGAAAUGAUAU
+CAUUUCUAUAGCUUUGGGUAGAAAGUCUCCGACCAGUCCGUAAGCGGAAACGUAAUGAGA
+UUUAAAAACUUUUCAAAUGUUUAAAUCAACUCAUUAAUCGUGUUGGUUUUCUGUCACGGU
+UUCUAUCCAGAGGCUGUUUUAGAAGCCUCUGUGUCUUGGGUACUGAAGUAUUUCUUUACU
+UUAAACGAAAGUUAUGACGAUUGCCCGAGCGUUUUUAUCUCUUUUUUUGUUACUUCUGUU
+UACAGGGGUGAUUAGGGAGGAGGUAGCUUGGGUAACCCAAUGGAGCU
+>AY090599.1/1-215
+CACCAAUUCAUAUGCGGAAAACGUAAUAAGAUUUAAAAAUUUUAAAUUGUUUAAAUCAAC
+UUAUUAAGAAAGUUUUACAUUUUCUUCUAGACCUAGGAUGUCUUUGCAUGUCCUGGUGUU
+AUCUUCGGUACUGAGAUCGAAAGUUAUUUGGAUCUUAAACGAUAGUCAUGACGAUUGCUU
+UUCCUUUUUAACAAGGUAAGUAACCCAAUGGAGCU
+>AY090601.1/1-284
+AUCGUCACAAAUCGAAGCUUACAAAAUGGAGUAAAAUUUUUUUUACUCAGUAAUAUGCUU
+UGGGUUGAAAGUCUCCCACCAAUUCGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUUUA
+AAUUGUUUAAAUCAACUCAUUAAGGAGGAUGCCCUUGGGUAUUCUGCUUCUUGACCUGGU
+ACCUCUAUUGCAGGGUACUGGUGUUUUCUUCGGUACUGGAUUCCGUUUGUAUGGAAUCUA
+AACCAUAGUUAUGACGAUUGCUCUUUCCCGUGCUGGAUCGAGUA
+>AY090598.1/1-305
+AUCGUCACUAAUCGAAGCUUACAAAAAUGGAGUAAAGGAAUUUUUCUUCUUACUCAAUAU
+UAAUGCUUUGGGUUGAAAGUCUCCCACCAAUUCAUAUGCGGAAAACGUAAUGAGAUUUAA
+AAAAUUUAAAUUCUUUAAAUCAACUCAUUAAGAGAAAUAUCUUUAGAUAUUUCUCUUCUU
+GACCCAGUACUCUGUUACAGGAGCGCUGGUGUUUUCUUCGGUACUGGAUUCCUUAUAUAU
+GGAAUCUAAACCAUAGUUAUGACGAUUGCUCUUUCCCAUGCUGGAUCGAGUAACCCAAUG
+GAGCU
+>AY090603.1/1-258
+AUCGUCACUGAUCGAAGCUUACAAAAGGAUUCCCUCAGGAAUCACCAAUGCUUUGGGUUG
+AAAGUCUCCCACCUGGCCGUAUGCGGAAAACGCAAUGAGAUUUAAAAAUUUUUAAAACUG
+UUUAAAUCAACUCAUUAGAGAUGCGAUAGUGUCUCUGUUGUCCCGGAAGAUUUACUCUUC
+UGGUGUUUUCUUCGGUAUGGAAGUCUUAUUGACUUCAAACCAUAGUUAUGACGAUUGUCC
+CUGCUUUUUGUAGGGGUA
+>Z14231.1/289-585
+AUCGUCACAAAUCGAAGCUUACAAAAUGGAGUAAAAUUUUUUUUACUCAGUAAUAUGCUU
+UGGGUUGAAAGUCUCCCACCAAUUCGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUUUA
+AAUUGUUUAAAUCAACUCAUUAAGGAGGAUGCCCUUGGGUAUUCUGCUUCUUGACCUGGU
+ACCUCUAUUGCAGGGUACUGGUGUUUUCUUCGGUACUGGAUUCCGUUUGUAUGGAAUCUA
+AACCAUAGUUAUGACGAUUGCUCUUUCCCGUGCUGGAUCGAGUAACCCAAUGGAGCU
+>AY090600.1/1-345
+AUCGUCACUGAUCGAAGCUUACAAAAUUGGAGUUCUCAUUUCAUUCAUUGAAUGAAAUGA
+ACUGAACUCAUCACUAUGCUUUGGGUUGAAAGUCUCCCACCAGGUCAUAUGCGGAAAACG
+UAAUAAGAUUUAAAAAUUUUAAAAUCUUUAAAUCAACUUAUUAAAGUUUGAAAAAGCUAU
+CAUCAGAUUGUUUUUUCUUACUUUCCCGACUUGAAUCUUCUUUGAAUGAUUCAAUGUUUU
+CUUCGGUAUCGAGAUCCCCUUUUCAAUGGAUCUCAAACCAUAGUCAUGACGAUUGCUGUA
+CAAAAUUACAUUUGUUUGUCAUUUGUAUGGUAACCCAAUGGAGCU
+>AY090606.1/1-300
+AUCGUCACUAAUCGAAGCUUGCACAAUUGGAGUUGUUUUGACUCAGAAUUAAAGCUUUGG
+GGAAAGUCUCCGACCUGAACGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUAUUUACAA
+UGUUUAAAUAGACUCAUUAGUCAAUUCAUUGUUUAUUCGAUGGAUUGAUUGUUGUCCCAU
+CUCCCUUGCGUGGGAUAGAUGGUGUUUCUUCGGUACUGGGAUCUCUUUUUUUAUAGAUCC
+UAAACCAUAGUUAUGACGAUUGCUCUUUGAUUUUUUUUCAUUGAGUAACCCAAUGGAGCU
+>AY090597.1/1-294
+AUGCUCUGGGCAUGAAAGUCUCCCACCUGACCGUAUGCGGAAAACGCAGUGAGAUUUAAA
+AAUUUUUACAAUGUUUAAAUCAACUCACUUGGACGUAUCUGUUUUGCAUAUUCUCUCUCU
+CUCUGCACCCUUUGGGUACCUAGAGUGGGAGGAUUGUUGAAUUGUACGUCUAGUAUUGUC
+CUGGCAAGUUUAAUACUUGACAGUGUAUAUUUCGGUAUUGGGACCUUGUUAGGUCCUAAA
+CGAUAGUUAUGACGAUUGCCUAAUAUUUUUCUUAUUAGGUAACCCAAUGGAGCU
+>AY090607.1/1-224
+GACCUGAUCGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUAUUUACAAUGUUUAAAUAG
+ACUCAUUAAUCGAUUUUUUUGUGUAUUCAAUGGAUCGAUUGUUGUCCCAUCUCCCAUGUG
+UGGGAUAGGUGGUGUUUCUUCGGUAAUGGGAUUUUUUUUGAAUCCUAAACCAUAGUUAUG
+ACGAUUGCUCUUUGAUUUAGUUCAUUGAGUAACCCAAUGGAGCU
+>AY090605.1/1-305
+AUCGUCACUAAUCGAAGCUUACAAAAAUGGAGUAAAGGAAUUUUUUCCUCACUCAAUAAU
+AAUGCUUUGGGUUGAAAGUCUCCCACCAAUUCAUAUGCGGAAAACGUAAUGAGAUUUAAA
+AAAUUUAAAUUCUUUAAAUCAACUCAUUAAGAGGAAUAUCUUUGGAUAUUUUUCUUCUUG
+ACCUGGCACCUCUAUUACAGGAGUGCUGGUGUUUUCUUCGGUACUGGAUUCCUUAUAUAU
+GGAAUCUAAACCAUAGUUAUGACGAUUGCUCUUUCCCAUGCUGGAUUGAGUAACCCAAUG
+GAGCU
+>AY090604.1/1-297
+AUCGUCACAAAUCGAAGCUUACAAAAUGGAGUAAAAUUUUUUUUACUCAGUAAUAUGCUU
+UGGGUUGAAAGUCUCCCACCAAUUCGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUCUA
+AAUUGUUUAAAUCAACUCAUUAAGGAGGAUGCCCUUGGGUAUUCUGCUUCUUGACCUGGU
+ACCUCUAUUGCAGGGUACUGGUGUUUUCUUCGGUACUGGAUUCCGUUUGUAUGGAAUCUA
+AACCAUAGUUAUGACGAUUGCUCUUUCCCGUGCUGGAUCGAGUAACCCAAUGGAGCU
+>AY090602.1/17-309
+AUCGUCACUUAUCGAAGCUUACACAAAGAGUCUAUUAGAUUCAAAUUAUGCUUUGGGCUG
+AAAGUCUCCCACCUGUUCAUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUUUUAAAUUCU
+UUAAAUCAACUCAUUAGGUUGGUCCUUUUUGGAUCAAUCUGCUGACCUAGGAUUCACUUU
+GUUGAUUUCCUAGUGUUUUCUUCGGUAUAGAAAUGUUUUUACAUUUCAAACCAUAGUUAU
+GACGAUUGCUUUUAUCCUUUUCUUUUGAUUGGAUGAAGUAACCCAAUGGAGCU
+>AY090608.1/17-303
+AUCGUCACUGUUCGAAGCUUGCAAAACUGGAGUGGUUCAUACACUCAAUCAAUGCUUUGG
+GUAGAAAGUCUCCGACCAGACCGUAUGCGGAAAACGUAAUGAGAUUUAAAAAUUUUACAA
+UCUUUAAAUCAACUCAUUAAGUGGACUGGGGAUACUUGUAUUUUCAGCCCGCUUUCCAAC
+CUGUAUACUCCUUUGAGUUGCAGUGCUUUUCGGUAUGGGAAUCUCGCUAGAUUUCAAACC
+AUAGUUAUGACGAUUGUUCAGUUUUUGCUGAAUAACCCAAUGGAGCU
+>AY090609.1/1-272
+AUCGUCAAUUUUCGAAGCCUGCAAAAGGGAUGGGUACCCCCAUUCAAAUAAUAUGCUUUG
+GGAUGAAAGUCUCCGACCUGACAACUUGCGGAAAACGCAAUGAGAUUUAAAAGUUUCAAA
+AUGUUUAAAUCAACUCAUUAAGUAGAUGGUUAUUCGAUUAUCUGCUUUGCCACCUAGAUC
+GUCACAGAUGGUCUAGUGCUUUUCGGUAUGGGAAACCAUUGUGGUUUCCAAACCAUAGUU
+AUGACGAUUGCUCAAGGAUUAUCCUUUGAGUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00030.test b/benchmarks/cmsearch-rmark/rmark-1/RF00030.test
new file mode 100644
index 0000000..2d4e149
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00030.test
@@ -0,0 +1,17 @@
+>Z11844.1/506-751
+ACCUGAAGUCUAGGCAACGUACGGGAGACGUAGUUCUUCAAUCACAUGACGCCUAGGGGA
+AAGUCCCCGGAUCUCGGGUAGAAAGUGCCGUGCGCUACUAUGGCGUGCAAUAAUCCCGCC
+CUGCUGUCCAUAUCAACCCGCUAAGAAGCUCCCAGAGCCGAGCGGCUUGGAUUAGGGCGG
+GAUCUCUCAUCAGUCACCAUAGUAACUCAGGUAGCGCGGCAACGUCCACGCUAACUAAAC
+GGGGCU
+>J03151.1/859-1101
+GCCUGUUUCCUAGGCUACAUACGAGGGACAUGUUCCUUAUCCUUUCGCCUAGGGGAAAGU
+CCCCGGACCACGGGCAGAGAGUGCCGCGUGCACACGCGCGUAGACUUCCCCCGCAAGUCA
+CUGUUAGCCCGCCAAGAAGCGACCCCUCCGGGGCGAGCUGAGCGGCGUGCAGCGGGGCGU
+CAUCCGUCAGCUCACAUAGUGACGCAGGCAGUGCGACCUGGCUCGCACCAACCACACGGG
+GCU
+>X65942.1/212-429
+AAGUGAAUGGGUCAUAUGGGCUUGUCCAAGUUCCGACCCAGGAAAGUCCCCGGGCCACUU
+AUCCGCAGAGAUGCGCCUCGGUAACGAGAGAAUCUUGCGGUGGAGAGAUUCAAAUUGCUG
+AGACGCGUGUGUGGAGCUUAUGUGGUCUCUCCGCCGAUGAUAUCAUGGCCGUUCGACAGU
+UAUUCACCUCUUCCUCUAUGGACUAACUGAACGGGGCU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00031.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00031.ali
new file mode 100644
index 0000000..00c0637
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00031.ali
@@ -0,0 +1,35 @@
+# STOCKHOLM 1.0
+#=GF ID SECIS
+#=GF AC RF00031
+#=GF DE Selenocysteine insertion sequence
+#=GF AU Griffiths-Jones SR
+#=GF GA 13.9
+#=GF NC 13.8
+#=GF TC 13.9
+
+Y11109.1/1272-1330 GUUUCUCA...GUGAAGGCUACAGAU.UAAA..CCUCU....GGC.....
+Y11109.1/927-987 UGUUUAUU..AAUGACGGCUACAGAU.UAAA..CCUUU....AGC.....
+AF021345.1/10097-10160 GUUACAUU..AAUGAGAACAGAAACA.UAAA..CUAUGA.CCUAGG....
+AF288740.1/1291-1357 UUUGCAUU..AAUGAGGAUUACACAG.AAAA.CCUUUGU..UAAGG.A..
+AF390544.1/1076-1142 UUUGCAUU..AAUGAGGAUUACACAG.AAAA.CCUUUGU..UAAGGGU..
+M63574.1/1465-1528 GUUACAUU..GAUGAGAACAGAAACA.UAAA..CUAUGA.CCUAGG....
+AL833575.1/1110-1179 UUUGCGUU..AAUGAAGACUACACAG.AAAA..CCUUUC..UAGGG.A..
+AL833145.1/1479-1545 UUUGCUUU..AAUGAGAAUAGAAACG.UAAA..CUAUGA.CCUAGG....
+D25220.1/1493-1556 CUUGCGUU..AAUGAGAACAGAAACG.AAAA..CUAUAA.CCUAGG....
+AB032826.1/1401-1464 ACUUGCGU.UAAUGAGAACAGAAACG.UAAA..CUAUAA.CCUAGG....
+D88033.1/3186-3249 CUUGCGUU..AAUGAGAACAGAAACG.UAAA..CUAUAA.CCUAGG....
+#=GC SS_cons <<<<<.......<<<<<<<<<<<<<<.......<<<......>>>.....
+
+Y11109.1/1272-1330 ....CUCUGGAGCCAGAU...GCAUU.......GAAAC
+Y11109.1/927-987 ....CUCUGGAGCCAGAU...GCAUUC......AAACA
+AF021345.1/10097-10160 ....GGUUUCUGUUGGAU...AGCUU.......GUAAU
+AF288740.1/1291-1357 ..CUUGUGUAGAUCUGAU...AAUUG.......GCAAA
+AF390544.1/1076-1142 ...UUGUGUCGAUCUGCU...AAUUG.......GCAAA
+M63574.1/1465-1528 ....GGUUUCUGUUGGAU...AGCU.C......GUAAU
+AL833575.1/1110-1179 ..UUUGUGUGGAUCAGAU...ACAUAC...UUGGCAAA
+AL833145.1/1479-1545 ....GGUUUCUGUUGGAU..AAUUAGC.....AGUUUA
+D25220.1/1493-1556 ....GGUUUCUGUUGGAU...GGUUG.......GCAAC
+AB032826.1/1401-1464 ....GGUUUCUGUUGGAU...GGUUG......GCAA..
+D88033.1/3186-3249 ....GGUUUCUGUUGGAU...GGUUG.......GCAAC
+#=GC SS_cons ....>>>>>>>>>>>>>>...............>>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00031.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00031.idx
new file mode 100644
index 0000000..0b7ad27
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00031.idx
@@ -0,0 +1,24 @@
+AY060611.1/560-627
+AC092237.1/57223-57161
+AY119185.1/838-902
+Y11111.1/1260-1324
+AF322071.1/1577-1642
+L28111.1/1299-1365
+Y11273.1/1139-1211
+AF125575.1/5781-5843
+Y11110.1/1218-1277
+AF274027.1/835-900
+X03920.1/1172-1235
+AF241527.2/359-424
+AF136399.1/1808-1868
+U43285.1/2009-2075
+AF096875.1/5504-5568
+X84742.1/5239-5302
+AF195142.1/461-524
+AC002327.1/156204-156268
+AF333036.1/2190-2249
+S79854.1/1605-1666
+AF195141.1/689-759
+X53463.1/847-903
+U61947.2/4246-4309
+L14329.1/236-302
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00031.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00031.raw
new file mode 100644
index 0000000..1b0b592
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00031.raw
@@ -0,0 +1,32 @@
+>Y11109.1/1272-1330
+GUUUCUCAGUGAAGGCUACAGAUUAAACCUCUGGCCUCUGGAGCCAGAUGCAUUGAAAC
+>Y11109.1/927-987
+UGUUUAUUAAUGACGGCUACAGAUUAAACCUUUAGCCUCUGGAGCCAGAUGCAUUCAAAC
+A
+>AF021345.1/10097-10160
+GUUACAUUAAUGAGAACAGAAACAUAAACUAUGACCUAGGGGUUUCUGUUGGAUAGCUUG
+UAAU
+>AF288740.1/1291-1357
+UUUGCAUUAAUGAGGAUUACACAGAAAACCUUUGUUAAGGACUUGUGUAGAUCUGAUAAU
+UGGCAAA
+>AF390544.1/1076-1142
+UUUGCAUUAAUGAGGAUUACACAGAAAACCUUUGUUAAGGGUUUGUGUCGAUCUGCUAAU
+UGGCAAA
+>M63574.1/1465-1528
+GUUACAUUGAUGAGAACAGAAACAUAAACUAUGACCUAGGGGUUUCUGUUGGAUAGCUCG
+UAAU
+>AL833575.1/1110-1179
+UUUGCGUUAAUGAAGACUACACAGAAAACCUUUCUAGGGAUUUGUGUGGAUCAGAUACAU
+ACUUGGCAAA
+>AL833145.1/1479-1545
+UUUGCUUUAAUGAGAAUAGAAACGUAAACUAUGACCUAGGGGUUUCUGUUGGAUAAUUAG
+CAGUUUA
+>D25220.1/1493-1556
+CUUGCGUUAAUGAGAACAGAAACGAAAACUAUAACCUAGGGGUUUCUGUUGGAUGGUUGG
+CAAC
+>AB032826.1/1401-1464
+ACUUGCGUUAAUGAGAACAGAAACGUAAACUAUAACCUAGGGGUUUCUGUUGGAUGGUUG
+GCAA
+>D88033.1/3186-3249
+CUUGCGUUAAUGAGAACAGAAACGUAAACUAUAACCUAGGGGUUUCUGUUGGAUGGUUGG
+CAAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00031.test b/benchmarks/cmsearch-rmark/rmark-1/RF00031.test
new file mode 100644
index 0000000..802d53a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00031.test
@@ -0,0 +1,69 @@
+>AY060611.1/560-627
+GUGGCGCUUAUGACGCAGUUGUCUUAAACUCGAACUCGAGCGGGCAAUUGCUGAUUACGA
+UUAACCAC
+>AC092237.1/57223-57161
+CAUUCAACUUAUGAGGAUUAUUUCUUAAAGGCCUCUGGCUCGGAAAUAGUCUGAACCUUA
+UUG
+>AY119185.1/838-902
+GAGCCCUAUGAUCGAUGAUUGGCAAAUCCUCUCGAGGAACCGAUCGUUGAGAACCCCUUU
+GCCUU
+>Y11111.1/1260-1324
+GUGUCUCUGUGAAGUUCGGUUUUUAAAAGGGUCAUCCAGAAAACCGACACUGAUGUUUCC
+GACAC
+>AF322071.1/1577-1642
+AUGUGGUCUUUAUGAAGGCAGGUGCAGAAACUAUGCACUAGUGGUGUCUGUCUGAUGUUU
+GGCCAU
+>L28111.1/1299-1365
+GUGUUUGCAAAUGACGACCGAUUUUGAAAUGGUCUCACGGCCAAAAACUCGUGUCCGACA
+UCAACCC
+>Y11273.1/1139-1211
+UAUUUCUUUGUGAUGACCGAUUUUGAAAUGGGUUUCUCUAAUGCCAGGAAAUCGUGUCUG
+AUGUUGUCAAGUA
+>AF125575.1/5781-5843
+GUGUGUUUAUGAAGAGCACUAACAAAAGAGUAAUUGACUCAGUUGGUGUUCAGAUGCUCU
+CAC
+>Y11110.1/1218-1277
+UAUUUGUCAUGACAGUCACAGCAUAAAGCGCAGACGGCUGUGACCUGAUUUUAGAAAAUA
+>AF274027.1/835-900
+CCGGCACUCAUGAAGGUCUGCUUGAAAACCAGCCUGCUGGUGGGGCAGUCCUGAGGACCU
+GGCGUG
+>X03920.1/1172-1235
+GGUUCUUCCAUGAUGGUGUUUCCUCUAAAUUUGCACGGAGAAACACCUGAUUUCCAGGAA
+AAUC
+>AF241527.2/359-424
+GCCGCUUCAUGACAGGAAGGACUGAAAUGUCUUAGACCUGUGGUCUUUCCUCGAUGUUCC
+UGCGGC
+>AF136399.1/1808-1868
+GUCAGAUGAUGAUGGCCUGGGCAGAAACCCCAUGUGGGCCGCCCAGGUUUGAACCCCUGG
+C
+>U43285.1/2009-2075
+CUCUGAUAAUGAUGUCUCUCCCUCUAACUCCCAGUAAGGACUGGGAGAGGCUGAACAAAC
+CUCAGAG
+>AF096875.1/5504-5568
+GUGUGCGAAUGAUAACUACUGACGAAAGAGCUGUCUGCUCAGUCUGUGGUUGGAUGUAGU
+CACAC
+>X84742.1/5239-5302
+GUGUCUCUAUGAAGGAGGGGCCCGAAGCCCUUGUGGGCGGGCCUCCCCUGAGCCCGUCUG
+UGGU
+>AF195142.1/461-524
+GUCACCGAAUGAUCUGCUCUGGUCAAAUCCUUCUAUGCCAGCCAGGGUGGUGAUGACCCG
+UGAC
+>AC002327.1/156204-156268
+CUCAGCAGGAUGAUGAGAAGGGCUGAAAUGCUGCCAAACCAGGUCCUUUUCUGAUGGUGG
+CUGGG
+>AF333036.1/2190-2249
+CAUGCGUCCAUGAAGUCACUGGCCUCAAGCCCAAGUGGUGGGCAGUGACAGAAGAGCUGC
+>S79854.1/1605-1666
+CACUGCUGAUGACGAACUAUCUCUAACUGGUCUUGACCACGAGCUAGUUCUGAAUUGCAG
+GG
+>AF195141.1/689-759
+GACUGACAUUAUGAAGGCCUGUACUGAAGACAGCAAGCUGUUAGUACAGACCAGAUGCUU
+UCUUGGCAGGC
+>X53463.1/847-903
+UUCACAGAAUGAUGGCACCUUCCUAAACCCUCAUGGGUGGUGUCUGAGAGGCGUGAA
+>U61947.2/4246-4309
+GAGGCAGCUUUGUGACGACCUUUGGCUAAACUCCAUCGUGAGCGCCUCUGGUCUGAUGCG
+CCUC
+>L14329.1/236-302
+CUCGCUAUAUGACGAUGGCAAUCUCAAAUGUUCAUUGGUUGCCAUUUGAUGAAAUCAGUU
+UUGUGUG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00033.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00033.ali
new file mode 100644
index 0000000..ee96de1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00033.ali
@@ -0,0 +1,39 @@
+# STOCKHOLM 1.0
+#=GF ID MicF
+#=GF AC RF00033
+#=GF DE MicF RNA
+#=GF AU Bateman A
+#=GF GA 19.0
+#=GF NC 12.0
+#=GF TC 19.7
+
+D90850.1/12601-12699 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAUU..UCUGAAGUA
+AP002560.1/237278-237371 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAUU..UCUGAAU..
+Z33506.1/97-4 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAGU..UCUGAAU..
+AF039309.1/94-1 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCACU..UCUGAAU..
+Y15844.1/543-450 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCACU..UCUGAAU..
+AE016836.1/80370-80277 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCACU..UCUGAAU..
+L24960.1/158-73 CGCUAUCAUCAUUAUUUUCAUU.AUUACCUUCAUUAUCCGAAGAUAAU..
+AE016985.1/277964-278057 CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAUU..UCUGAAU..
+#=GC SS_cons ................................<<<<<<....>>>>>>..
+
+D90850.1/12601-12699 CCCGUCUGUUUACCCCUAUUUCAACCGGAUGCCUCGCAUUCGGUUUUUUU
+AP002560.1/237278-237371 ...GUCUGUUUACCCCUAUUUCAACCGGAUGCCUCGCAUCCGGUUUUUUU
+Z33506.1/97-4 ...GUCUGUUUACCCCUAUUUCGACCGGAUGCUUCGCAUCCGGUUUUUUU
+AF039309.1/94-1 ...GUCUGUUUACCCCUAUUUCAACCGGAUGCUUCGCAUUCGGUUUUUUU
+Y15844.1/543-450 ...GUCUGUUUACCCCUAUUUCAACCGAAUGCUUCGCAUUCGUUUUUUUU
+AE016836.1/80370-80277 ...GUCUGUUUACCCCUAUUUCAACCGGAUGCUUCGCAUUCGGUUUUUUU
+L24960.1/158-73 ...UUCUGCAUACC.....UUUAACCGGCUUC....UGGCCGGUUUUUUA
+AE016985.1/277964-278057 ...GUCUGUUUACCCCUAUUUCAACCGGAUGCCUCGCAUUCGGUUUUUUU
+#=GC SS_cons ......................<<<<<<<<<<...>>>>>>>>>>.....
+
+D90850.1/12601-12699 U
+AP002560.1/237278-237371 U
+Z33506.1/97-4 U
+AF039309.1/94-1 U
+Y15844.1/543-450 A
+AE016836.1/80370-80277 A
+L24960.1/158-73 U
+AE016985.1/277964-278057 A
+#=GC SS_cons .
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00033.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00033.idx
new file mode 100644
index 0000000..4bc72a2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00033.idx
@@ -0,0 +1 @@
+AJ414147.1/52843-52757
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00033.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00033.raw
new file mode 100644
index 0000000..a13b121
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00033.raw
@@ -0,0 +1,24 @@
+>D90850.1/12601-12699
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAUUUCUGAAGUACCCGUCUGUUUA
+CCCCUAUUUCAACCGGAUGCCUCGCAUUCGGUUUUUUUU
+>AP002560.1/237278-237371
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAUUUCUGAAUGUCUGUUUACCCCU
+AUUUCAACCGGAUGCCUCGCAUCCGGUUUUUUUU
+>Z33506.1/97-4
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAGUUCUGAAUGUCUGUUUACCCCU
+AUUUCGACCGGAUGCUUCGCAUCCGGUUUUUUUU
+>AF039309.1/94-1
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCACUUCUGAAUGUCUGUUUACCCCU
+AUUUCAACCGGAUGCUUCGCAUUCGGUUUUUUUU
+>Y15844.1/543-450
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCACUUCUGAAUGUCUGUUUACCCCU
+AUUUCAACCGAAUGCUUCGCAUUCGUUUUUUUUA
+>AE016836.1/80370-80277
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCACUUCUGAAUGUCUGUUUACCCCU
+AUUUCAACCGGAUGCUUCGCAUUCGGUUUUUUUA
+>L24960.1/158-73
+CGCUAUCAUCAUUAUUUUCAUUAUUACCUUCAUUAUCCGAAGAUAAUUUCUGCAUACCUU
+UAACCGGCUUCUGGCCGGUUUUUUAU
+>AE016985.1/277964-278057
+CGCUAUCAUCAUUAACUUUAUUUAUUACCGUCAUUCAUUUCUGAAUGUCUGUUUACCCCU
+AUUUCAACCGGAUGCCUCGCAUUCGGUUUUUUUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00033.test b/benchmarks/cmsearch-rmark/rmark-1/RF00033.test
new file mode 100644
index 0000000..36beffa
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00033.test
@@ -0,0 +1,3 @@
+>AJ414147.1/52843-52757
+CGCUAUCAUCAUUAUUUUCCUAUCAUUGUGGCUAACACAGUCAGAUAGUUCGUUAAUGUU
+ACGACCGGUCUCUGACCGGUUUUUUUC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00037.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00037.ali
new file mode 100644
index 0000000..32d89c2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00037.ali
@@ -0,0 +1,47 @@
+# STOCKHOLM 1.0
+#=GF ID IRE
+#=GF AC RF00037
+#=GF DE Iron response element
+#=GF AU Griffiths-Jones SR
+#=GF GA 20.0
+#=GF NC 19.9
+#=GF TC 20.0
+
+AY120878.1/50-76 GGUCGC..GUCAACAGUGUUUGAU.CGAAC
+AF266195.1/14-43 AUUCUUGCUUCAACAGUGUUUGAACGGAAU
+D86625.1/6-35 GUUCUUGUUUCAACAGUGAUUGAACGGAAC
+AF338763.1/11-40 UUACCUGCUUCAACAGUGCUUGAACGGCAA
+S77386.1/28-57 GUUCUUGCUUCAACAGUGAUUGAACGGAAC
+J02723.1/161-190 GUUCUUGCUUCAACAGUAUUUGAACGGAAC
+M12120.1/24-53 GUUCUUGCUUCAACAGUGUUUGAACGGAAC
+X13753.1/1434-1460 UAUAUC..GGAGGCAGUGACCUCC.AUAUG
+X13753.1/1481-1507 AUUAUC..GGGGACAGUGUUUCCC.AUAAU
+X13753.1/830-856 UUUAUC..AGUGACAGCGUUCACU.AUAAA
+M16343.1/1306-1335 GUUCCUGCGUCAACAGUGCUUGGACGGAAC
+X13753.1/1371-1397 AUUAUC..GGGGGCAGUGUCUUCC.AUAAU
+AB073371.1/5-34 UCUCCUGCUUCAACAGUGCUUGGACGGAGC
+L39879.1/1190-1219 GUACUUGCUUCAACAGUGUUUGAACGGAAC
+AJ426432.1/1658-1684 UAUAUC..GGAGACAGUGAUCUCC.AUAUG
+AJ426432.1/1593-1619 AUUAUC..GGGAGCAGUGUCUUCC.AUAAU
+BC019840.1/11-40 UGUCUUGCUUCAACAGUGUUUGAACGGAAC
+M58040.1/3309-3335 UAUAUC..GGAGACAGUGACCUCC.AUAUG
+J02741.1/400-429 UAUCUUGCUUCAACAGUGUUUGGACGGAAC
+X01060.1/3432-3458 UUUAUC..AGUGACAGAGUUCACU.AUAAA
+AC073115.5/47515-47486 UCUCUUGCUUCAACAGUGUUUGGAUGGAAC
+AL355837.6/87643-87614 GUUCCUGCUUCAACAGUGUUUGGAUGGAAC
+BC001188.1/3791-3817 AUUAUC..GGGAACAGUGUUUCCC.AUAAU
+AL513423.3/108544-108573 UUUCCUGCUUCAACAGUGCUUGGAUGGAAC
+J04755.1/950-979 UUUCCUGCUUCAGCAGUGCUUGGACGGAAC
+AF117958.1/132-161 UCUCUUGUUUCAACAGUGUUUGGACGGAAC
+AB062402.1/11-40 UUUCCUGCUUCAACAGUGCUUGGACGGAAC
+AC109352.3/19020-19048 UUUCCUGUUUCAACAGUGCUUGGA.GGAAC
+AP003174.2/91762-91734 UUUCUUC.UUCAACAGUGUUUGGAUGGAAC
+X03744.1/2-29 UCUUGC..UUCAACAGUGUUUGGACGGAAG
+X01060.1/3950-3976 UGUAUC..GGAGACAGUGAUCUCC.AUAUG
+X01060.1/3482-3508 AUUAUC..GGAAGCAGUGCCUUCC.AUAAU
+BC016354.1/30-59 UCUCUUGCUUCAACAGUGUUUGGACGGAAC
+AF285177.1/3-32 GUUCCUGCUUCAACAGUGCUUGGACGGAAC
+AY112742.1/12-41 AGUCCUGCUUCAACAGUGCUUGAACGGAAC
+AL034379.8/68035-68064 UUUCCUGGUUCAACAGUGCUUGGACGGAAC
+#=GC SS_cons <<<<<...<<<<<......>>>>>.>>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00037.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00037.idx
new file mode 100644
index 0000000..95e035a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00037.idx
@@ -0,0 +1 @@
+AF171078.1/1416-1442
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00037.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00037.raw
new file mode 100644
index 0000000..c5c03ff
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00037.raw
@@ -0,0 +1,72 @@
+>AY120878.1/50-76
+GGUCGCGUCAACAGUGUUUGAUCGAAC
+>AF266195.1/14-43
+AUUCUUGCUUCAACAGUGUUUGAACGGAAU
+>D86625.1/6-35
+GUUCUUGUUUCAACAGUGAUUGAACGGAAC
+>AF338763.1/11-40
+UUACCUGCUUCAACAGUGCUUGAACGGCAA
+>S77386.1/28-57
+GUUCUUGCUUCAACAGUGAUUGAACGGAAC
+>J02723.1/161-190
+GUUCUUGCUUCAACAGUAUUUGAACGGAAC
+>M12120.1/24-53
+GUUCUUGCUUCAACAGUGUUUGAACGGAAC
+>X13753.1/1434-1460
+UAUAUCGGAGGCAGUGACCUCCAUAUG
+>X13753.1/1481-1507
+AUUAUCGGGGACAGUGUUUCCCAUAAU
+>X13753.1/830-856
+UUUAUCAGUGACAGCGUUCACUAUAAA
+>M16343.1/1306-1335
+GUUCCUGCGUCAACAGUGCUUGGACGGAAC
+>X13753.1/1371-1397
+AUUAUCGGGGGCAGUGUCUUCCAUAAU
+>AB073371.1/5-34
+UCUCCUGCUUCAACAGUGCUUGGACGGAGC
+>L39879.1/1190-1219
+GUACUUGCUUCAACAGUGUUUGAACGGAAC
+>AJ426432.1/1658-1684
+UAUAUCGGAGACAGUGAUCUCCAUAUG
+>AJ426432.1/1593-1619
+AUUAUCGGGAGCAGUGUCUUCCAUAAU
+>BC019840.1/11-40
+UGUCUUGCUUCAACAGUGUUUGAACGGAAC
+>M58040.1/3309-3335
+UAUAUCGGAGACAGUGACCUCCAUAUG
+>J02741.1/400-429
+UAUCUUGCUUCAACAGUGUUUGGACGGAAC
+>X01060.1/3432-3458
+UUUAUCAGUGACAGAGUUCACUAUAAA
+>AC073115.5/47515-47486
+UCUCUUGCUUCAACAGUGUUUGGAUGGAAC
+>AL355837.6/87643-87614
+GUUCCUGCUUCAACAGUGUUUGGAUGGAAC
+>BC001188.1/3791-3817
+AUUAUCGGGAACAGUGUUUCCCAUAAU
+>AL513423.3/108544-108573
+UUUCCUGCUUCAACAGUGCUUGGAUGGAAC
+>J04755.1/950-979
+UUUCCUGCUUCAGCAGUGCUUGGACGGAAC
+>AF117958.1/132-161
+UCUCUUGUUUCAACAGUGUUUGGACGGAAC
+>AB062402.1/11-40
+UUUCCUGCUUCAACAGUGCUUGGACGGAAC
+>AC109352.3/19020-19048
+UUUCCUGUUUCAACAGUGCUUGGAGGAAC
+>AP003174.2/91762-91734
+UUUCUUCUUCAACAGUGUUUGGAUGGAAC
+>X03744.1/2-29
+UCUUGCUUCAACAGUGUUUGGACGGAAG
+>X01060.1/3950-3976
+UGUAUCGGAGACAGUGAUCUCCAUAUG
+>X01060.1/3482-3508
+AUUAUCGGAAGCAGUGCCUUCCAUAAU
+>BC016354.1/30-59
+UCUCUUGCUUCAACAGUGUUUGGACGGAAC
+>AF285177.1/3-32
+GUUCCUGCUUCAACAGUGCUUGGACGGAAC
+>AY112742.1/12-41
+AGUCCUGCUUCAACAGUGCUUGAACGGAAC
+>AL034379.8/68035-68064
+UUUCCUGGUUCAACAGUGCUUGGACGGAAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00037.test b/benchmarks/cmsearch-rmark/rmark-1/RF00037.test
new file mode 100644
index 0000000..0cccb40
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00037.test
@@ -0,0 +1,2 @@
+>AF171078.1/1416-1442
+UGGUUCGUCCUCAGUGCAGGGCAACAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00040.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00040.ali
new file mode 100644
index 0000000..17e4594
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00040.ali
@@ -0,0 +1,89 @@
+# STOCKHOLM 1.0
+#=GF ID rne5
+#=GF AC RF00040
+#=GF DE RNase E 5' UTR element
+#=GF AU Griffiths-Jones SR
+#=GF GA 50.0
+#=GF NC 36.5
+#=GF TC 68.3
+
+X54309.1/305-641 GUUUCCGUGUCCAUC.CUUGU..UAAA.....ACAAGAAAUUUUACGGAA
+AF259270.1/37-377 GCGUUUCCCACGCGGAUUUCCGAUAAACAAGGGGAAA.UUGC...GAAGU
+AE008751.1/15371-15034 GUUUCCGCACCGAAA.CUUGU..UAAA.....ACAAAAAGUUUAGCGGAA
+AF259269.1/38-376 CUUUCCGCGUUGA...UUCUCGUUAAACA...GGGAA.AACG..GUGGAA
+AF259267.1/37-374 AAUUCUACGUUGA...UUCUCGUUAGACCA...AGAG.ACUU..GUGGAA
+AE013778.1/6514-6177 AAUUCUACGUUGA...UUCUCGUUAGACCA...AGAG.ACUU..GUGGAA
+#=GC SS_cons .<<<<<<<........<<<<<...........>>>>>.......>>>>>>
+
+X54309.1/305-641 UAAC..............................................
+AF259270.1/37-377 UACU..............................................
+AE008751.1/15371-15034 UAAC..............................................
+AF259269.1/38-376 UUAU..............................................
+AF259267.1/37-374 UAAUA.............................................
+AE013778.1/6514-6177 UAAUA.............................................
+#=GC SS_cons >...<<<<..<<<<<..<<<<<.....>>>>>...>>>>>..<<<<<.<<
+
+X54309.1/305-641 ....................................CCAUU..UUGCCCG
+AF259270.1/37-377 .....................................AAAU..UUGCCUG
+AE008751.1/15371-15034 ....................................CCAUU..UUGUCUG
+AF259269.1/38-376 ....................................AAAAU..UUGUCUG
+AF259267.1/37-374 .....................................AACU..UUGCCUG
+AE013778.1/6514-6177 .....................................AACU..UUGCCUG
+#=GC SS_cons <<<<<.<<.....>>.>>>>>>>.>>>>>...>>>>.......<<<<<<<
+
+X54309.1/305-641 A.CCGAUCAUCCACGCAGCAAUGGCGUAAGACGUAUUGAUCUU..UCAGG
+AF259270.1/37-377 AUAACGCACAC.ACGCAGCAAUGGCGUAAGACGU.AAUGCGAA.AUCAAG
+AE008751.1/15371-15034 A.CCGAUCAUCAACGCAGCAAUGGCGUAAGACGUAUUGAUUUU..UCAGA
+AF259269.1/38-376 AUCGCGCAAAA.ACGCAGCAAUGGCGUAAGACGU.AAUGCGAA.AUCAAA
+AF259267.1/37-374 AUCACACAAAA.ACGCGGCAAUGGCGUAAGACGU.AAUGUGAA.AUCAAG
+AE013778.1/6514-6177 AUCACACAAAA.ACGCGGCAAUGGCGUAAGACGU.AAUGUGAA.AUCAAG
+#=GC SS_cons <<..<<<<....<<<..<<....>>......>>>...>>>>...>>>>>>
+
+X54309.1/305-641 CAG.UUAGCGGGCUGCGGGUUGCAGUCCUUACCGGUAGAU...GGAAAUA
+AF259270.1/37-377 CAG.UUAGCGGGCUGUGGAUUGCAGC.UUGGCCGGCAAAU...GGAAUCA
+AE008751.1/15371-15034 CAG.UUAGCGGGCUGCGGGUUGCAGUCCUUACCGGUAGAU...AGGAUCU
+AF259269.1/38-376 CAA.UUAGCGGGCUGCGGGUUGCAGC.UUGGCCGGCAAAU...GGAAUCA
+AF259267.1/37-374 CAA.UUAGCGGGCUGCGGGUUGCAGC.UUGGCCGGCAAGU...GGGUAAA
+AE013778.1/6514-6177 CAA.UUAGCGGGCUGCGGGUUGCAGC.UUGGCCGGCAAGU...GGGUAAA
+#=GC SS_cons >>>......<<<<<<<<<<<........<<<<<<<........<<<<<..
+
+X54309.1/305-641 UUUCUGG.AGAGUAAUAC.CCAGU.CUGUUUCU.UUGAUA..AUUGCGCU
+AF259270.1/37-377 GAUCUGG.CGACAU.UAU.UCAGAAGCUGUUCC.CUCAGUAAAU.GCGCU
+AE008751.1/15371-15034 UCUCUGG.AGAGUAAUGC.CCAGG.CUGCUUCC.CUGAUA..AUUGCGCU
+AF259269.1/38-376 GAUCUG.UCGACGUAAAU..CAGAGGCUAUUCC.CCUAGUAA.AAGUGCU
+AF259267.1/37-374 GCUCUG.UUGUCUUAAAUU.CAGAAGC.UACCC.UUUAUAUAAAAGCGCU
+AE013778.1/6514-6177 GCUCUG.UUGUCUUAAAUU.CAGAAGC.UACCC.UUUAUAUAAAAGCGCU
+#=GC SS_cons ..<<<<<............>>>>>....>>>>>..........<<<<.<<
+
+X54309.1/305-641 GUUUUUC.CGCAU.GAAAAACGGGCA.ACCGA.CACUCUGCGCCUCUUUG
+AF259270.1/37-377 GU.UUUC.CAUCAGGAAAUACAGGC.UACCGA.AACA.UGCGUCUCUAUG
+AE008751.1/15371-15034 GUGUUUC.CGUAU.GAAAUACAGGCA.ACCGA.CACUCUGCGCCUCUUUG
+AF259269.1/38-376 GUCUUUC.ACAAA.GAAAAGCAGGCUUACCGA.GAUAAUGCGCCCCUAUG
+AF259267.1/37-374 GUUUUUC.AGAAC.GAAACACAGGCUUACCGA.AAUAAUGCGCCCCUAUG
+AE013778.1/6514-6177 GUUUUUC.AGAAC.GAAACACAGGCUUACCGA.AAUAAUGCGCCCCUAUG
+#=GC SS_cons <<<<<<<.......>>>>>>>>>>>>><<<<<.........<<<<<....
+
+X54309.1/305-641 AGCUGACGAUAACCGUGAGGUUGGCGACGCGACU...AGACACGAGGCCA
+AF259270.1/37-377 CA..GGCGACAACCGGGAGGUUGACGUCCCUGCGAUAAGCCACGAGGCCA
+AE008751.1/15371-15034 AGCUGACGAUAACCGUGAGGUUGGCGACGCGAAA..UAGUCACGAGGCCA
+AF259269.1/38-376 CA..GGCGACAACCGUGAGGUUGACGACUUUGCGAGAAGACACGGGGCUU
+AF259267.1/37-374 CA..GGCGACAACCGUGAGGUUGACGGCUUAGCUAGAAGACUCGGGGCCA
+AE013778.1/6514-6177 CA..GGCGACAACCGUGAGGUUGACGGCUUAGCUAGAAGACUCGGGGCCA
+#=GC SS_cons ......<<<<<<<<....>>>>>>>>.................>>>>>..
+
+X54309.1/305-641 UCGGUUCACAC.CCGGAAA.GGCGUUACUUU.GCCCGCAGCUUAGUCGUC
+AF259270.1/37-377 UCGGU.UC.ACUCCGGUCAUGCGGUUCUUUUUGUCCGCAGCUCUAUCAAU
+AE008751.1/15371-15034 UCGGUUCAUGC.CCGGUAA.GGCGUCACCAU.GCCCGCAGCUUAGUCGUC
+AF259269.1/38-376 UCGGUUUA.ACUCCGGCCAUGAGGUUAUUUU.GCCCGCAGCUUUGUCGAU
+AF259267.1/37-374 UCGGUUU..AC.CCGGUCAUGAGGUUAUUUU.GCCCGCAGUUCUAACGCC
+AE013778.1/6514-6177 UCGGUUU..AU.CCGGUCAUGAGGUUAUUUU.GCCCGCAGUUCUAACGCC
+#=GC SS_cons >>>>>.......>>>>>>>.............>>>>>>>>>>>.......
+
+X54309.1/305-641 AA
+AF259270.1/37-377 AA
+AE008751.1/15371-15034 AA
+AF259269.1/38-376 AA
+AF259267.1/37-374 AA
+AE013778.1/6514-6177 AA
+#=GC SS_cons ..
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00040.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00040.idx
new file mode 100644
index 0000000..72f1c62
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00040.idx
@@ -0,0 +1 @@
+AF259268.1/37-432
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00040.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00040.raw
new file mode 100644
index 0000000..db255aa
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00040.raw
@@ -0,0 +1,42 @@
+>X54309.1/305-641
+GUUUCCGUGUCCAUCCUUGUUAAAACAAGAAAUUUUACGGAAUAACCCAUUUUGCCCGAC
+CGAUCAUCCACGCAGCAAUGGCGUAAGACGUAUUGAUCUUUCAGGCAGUUAGCGGGCUGC
+GGGUUGCAGUCCUUACCGGUAGAUGGAAAUAUUUCUGGAGAGUAAUACCCAGUCUGUUUC
+UUUGAUAAUUGCGCUGUUUUUCCGCAUGAAAAACGGGCAACCGACACUCUGCGCCUCUUU
+GAGCUGACGAUAACCGUGAGGUUGGCGACGCGACUAGACACGAGGCCAUCGGUUCACACC
+CGGAAAGGCGUUACUUUGCCCGCAGCUUAGUCGUCAA
+>AF259270.1/37-377
+GCGUUUCCCACGCGGAUUUCCGAUAAACAAGGGGAAAUUGCGAAGUUACUAAAUUUGCCU
+GAUAACGCACACACGCAGCAAUGGCGUAAGACGUAAUGCGAAAUCAAGCAGUUAGCGGGC
+UGUGGAUUGCAGCUUGGCCGGCAAAUGGAAUCAGAUCUGGCGACAUUAUUCAGAAGCUGU
+UCCCUCAGUAAAUGCGCUGUUUUCCAUCAGGAAAUACAGGCUACCGAAACAUGCGUCUCU
+AUGCAGGCGACAACCGGGAGGUUGACGUCCCUGCGAUAAGCCACGAGGCCAUCGGUUCAC
+UCCGGUCAUGCGGUUCUUUUUGUCCGCAGCUCUAUCAAUAA
+>AE008751.1/15371-15034
+GUUUCCGCACCGAAACUUGUUAAAACAAAAAGUUUAGCGGAAUAACCCAUUUUGUCUGAC
+CGAUCAUCAACGCAGCAAUGGCGUAAGACGUAUUGAUUUUUCAGACAGUUAGCGGGCUGC
+GGGUUGCAGUCCUUACCGGUAGAUAGGAUCUUCUCUGGAGAGUAAUGCCCAGGCUGCUUC
+CCUGAUAAUUGCGCUGUGUUUCCGUAUGAAAUACAGGCAACCGACACUCUGCGCCUCUUU
+GAGCUGACGAUAACCGUGAGGUUGGCGACGCGAAAUAGUCACGAGGCCAUCGGUUCAUGC
+CCGGUAAGGCGUCACCAUGCCCGCAGCUUAGUCGUCAA
+>AF259269.1/38-376
+CUUUCCGCGUUGAUUCUCGUUAAACAGGGAAAACGGUGGAAUUAUAAAAUUUGUCUGAUC
+GCGCAAAAACGCAGCAAUGGCGUAAGACGUAAUGCGAAAUCAAACAAUUAGCGGGCUGCG
+GGUUGCAGCUUGGCCGGCAAAUGGAAUCAGAUCUGUCGACGUAAAUCAGAGGCUAUUCCC
+CUAGUAAAAGUGCUGUCUUUCACAAAGAAAAGCAGGCUUACCGAGAUAAUGCGCCCCUAU
+GCAGGCGACAACCGUGAGGUUGACGACUUUGCGAGAAGACACGGGGCUUUCGGUUUAACU
+CCGGCCAUGAGGUUAUUUUGCCCGCAGCUUUGUCGAUAA
+>AF259267.1/37-374
+AAUUCUACGUUGAUUCUCGUUAGACCAAGAGACUUGUGGAAUAAUAAACUUUGCCUGAUC
+ACACAAAAACGCGGCAAUGGCGUAAGACGUAAUGUGAAAUCAAGCAAUUAGCGGGCUGCG
+GGUUGCAGCUUGGCCGGCAAGUGGGUAAAGCUCUGUUGUCUUAAAUUCAGAAGCUACCCU
+UUAUAUAAAAGCGCUGUUUUUCAGAACGAAACACAGGCUUACCGAAAUAAUGCGCCCCUA
+UGCAGGCGACAACCGUGAGGUUGACGGCUUAGCUAGAAGACUCGGGGCCAUCGGUUUACC
+CGGUCAUGAGGUUAUUUUGCCCGCAGUUCUAACGCCAA
+>AE013778.1/6514-6177
+AAUUCUACGUUGAUUCUCGUUAGACCAAGAGACUUGUGGAAUAAUAAACUUUGCCUGAUC
+ACACAAAAACGCGGCAAUGGCGUAAGACGUAAUGUGAAAUCAAGCAAUUAGCGGGCUGCG
+GGUUGCAGCUUGGCCGGCAAGUGGGUAAAGCUCUGUUGUCUUAAAUUCAGAAGCUACCCU
+UUAUAUAAAAGCGCUGUUUUUCAGAACGAAACACAGGCUUACCGAAAUAAUGCGCCCCUA
+UGCAGGCGACAACCGUGAGGUUGACGGCUUAGCUAGAAGACUCGGGGCCAUCGGUUUAUC
+CGGUCAUGAGGUUAUUUUGCCCGCAGUUCUAACGCCAA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00040.test b/benchmarks/cmsearch-rmark/rmark-1/RF00040.test
new file mode 100644
index 0000000..fb3c0f3
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00040.test
@@ -0,0 +1,8 @@
+>AF259268.1/37-432
+UGCCAAGAUGUUUAAAAACGAAAAUUGGCUUUGCUAUGUUAGCUUUAGGUGUUUUUGCAC
+UUUCAGCUAUAAUUAUUUUUAGCUAGUAGAAUACAAGUUAGACGUAAUACUGUAGGAAUU
+UAUUAUUUGAUGGCGUAACGAUGCUGCAAUGGCGUAAGACAUCUAACAAGAUCAAGUAAA
+UUAGCGAGCAACGAAUUUUAGCUUAUUGGGUUGGGAGUCUCCGUUUUCUAAGAAAUUUAC
+GGCAUCCUGAUUAAGAACGCUGAAUUUUUAAUCUAAAAAUCAGGUUCACCGAAUACUGCG
+CGUCUCUAUACGAACGACUGCCGAGAGGUAGACGGCUUUGUAAAAAUCAUGAGGCCAUCG
+GUUUACAGUAGCUCUUUCUUUCGCUGCUCUUUAUUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00054.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00054.ali
new file mode 100644
index 0000000..607dfd5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00054.ali
@@ -0,0 +1,23 @@
+# STOCKHOLM 1.0
+#=GF ID U25
+#=GF AC RF00054
+#=GF DE U25 small nucleolar RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 10.0
+#=GF NC 0.0
+#=GF TC 19.4
+
+AL662969.3/87797-87884 GGCAACAGUGAUGAGU.CC..UUACAGACCUGUAAUGAUUCUUGCGGGAA
+AL662969.3/87631-87717 UUUGACGGUGAUUAGC.CC..UAACAGACCUGUAAUGAUUCUUGCGGAUA
+AL662969.3/86874-86961 CAUGGCGGUCUUGAGC.CC..UAACAGACCUGAAAUAAUUAUUGCGGAUA
+AL662969.3/86448-86535 UGUGGCAGUGAUGAGC.CC..UAACAGACCUGUAAUGAUUCUUGUGUAUA
+AJ276573.1/1-85 AAGAACAGUGAUGAGU.CAGUUUACAGACCUGUAAUGA...UUGCGGUAA
+#=GC SS_cons .<<<<<............................................
+
+AL662969.3/87797-87884 UGAUCGCUUGAUUCAAAGAACAUCUAAGGGACUGAGUUAUC
+AL662969.3/87631-87717 CGAUCGCUUGAU.CAAAGAACAUCUAAGGGACUGAGUAAUA
+AL662969.3/86874-86961 UGAUUGCUUAAUUCAGAGCACAUCUAAGGGACUGAGUUGCC
+AL662969.3/86448-86535 UGAUCGCUUGAUUCAAAGAACAUCUAAGGGACUGAGUUGUC
+AJ276573.1/1-85 UGAUCGCAUUA..UUAUGAACAUCUAAGGGACUGAGUUCUU
+#=GC SS_cons ...................................>>>>>.
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00054.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00054.idx
new file mode 100644
index 0000000..a9a0e40
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00054.idx
@@ -0,0 +1 @@
+U40654.1/666-735
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00054.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00054.raw
new file mode 100644
index 0000000..344c316
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00054.raw
@@ -0,0 +1,15 @@
+>AL662969.3/87797-87884
+GGCAACAGUGAUGAGUCCUUACAGACCUGUAAUGAUUCUUGCGGGAAUGAUCGCUUGAUU
+CAAAGAACAUCUAAGGGACUGAGUUAUC
+>AL662969.3/87631-87717
+UUUGACGGUGAUUAGCCCUAACAGACCUGUAAUGAUUCUUGCGGAUACGAUCGCUUGAUC
+AAAGAACAUCUAAGGGACUGAGUAAUA
+>AL662969.3/86874-86961
+CAUGGCGGUCUUGAGCCCUAACAGACCUGAAAUAAUUAUUGCGGAUAUGAUUGCUUAAUU
+CAGAGCACAUCUAAGGGACUGAGUUGCC
+>AL662969.3/86448-86535
+UGUGGCAGUGAUGAGCCCUAACAGACCUGUAAUGAUUCUUGUGUAUAUGAUCGCUUGAUU
+CAAAGAACAUCUAAGGGACUGAGUUGUC
+>AJ276573.1/1-85
+AAGAACAGUGAUGAGUCAGUUUACAGACCUGUAAUGAUUGCGGUAAUGAUCGCAUUAUUA
+UGAACAUCUAAGGGACUGAGUUCUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00054.test b/benchmarks/cmsearch-rmark/rmark-1/RF00054.test
new file mode 100644
index 0000000..184bf14
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00054.test
@@ -0,0 +1,3 @@
+>U40654.1/666-735
+CCCCUAUGAUGAGGACCUUUUCACAGACCUGUACUGAUAUAUCUGUGAGGAUAAGUAACU
+CUGAGGAGGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00055.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00055.ali
new file mode 100644
index 0000000..f9fbca5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00055.ali
@@ -0,0 +1,30 @@
+# STOCKHOLM 1.0
+#=GF ID snoZ37
+#=GF AC RF00055
+#=GF DE Small nucleolar RNA Z37
+#=GF AU Griffiths-Jones SR
+#=GF GA 18.0
+#=GF NC 17.4
+#=GF TC 18.4
+
+AC096691.6/3905-3812 GGACC.UGUGAUGAAAU.CUGGA.ACCAAAAA.UACCAUCUUUCGGGACU
+AC096691.6/4323-4224 ACGAC.GGUGAUGAAAAACCGCA.AGAAAAACACACCAUCUUUCGGGGCU
+AC096691.6/4089-3994 UGGCC.GGUGAAGAAAA.CCUCG.AUUAAAAA.CACCAUCUUUCGGGGCU
+AJ240068.1/1-85 UAGCC.AAUGAGGACAU.CAGAUUAUAAAAGAACACCAUCUUUCGGGACU
+AJ242537.1/1-95 .AGCC.GAUGUGGAUAU.CAGAUUAUAAAAGAACACCAUCUUUCGGGACU
+#=GC SS_cons <<<<<.............................................
+
+AC096691.6/3905-3812 GAUUUGGCUU...UCAGCA.GCCAUGUUGUCACUUCCAAGAUCCUGA..G
+AC096691.6/4323-4224 GAUUUGGCGCCGCCGCGCGUGCAAUGAUGCUAAUUCUGCAAUUCUGA..U
+AC096691.6/4089-3994 GAUCGGCCGCCGCUCGGCG.GCCAUGCUGCCA.UUCUGCAAUUCUGA..G
+AJ240068.1/1-85 GAUUAA...............CAUUGAUGAUACUUCUGCAAUUCUGA..G
+AJ242537.1/1-95 GAUUGACUUCU..UUUGAA.GUUUUGCUGAUACUUCUGCAAUUCUGA..G
+#=GC SS_cons .................................................>
+
+AC096691.6/3905-3812 GUCU
+AC096691.6/4323-4224 GUCC
+AC096691.6/4089-3994 GCCA
+AJ240068.1/1-85 GCUA
+AJ242537.1/1-95 GCU.
+#=GC SS_cons >>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00055.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00055.idx
new file mode 100644
index 0000000..4503c7c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00055.idx
@@ -0,0 +1 @@
+AJ132685.1/1-77
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00055.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00055.raw
new file mode 100644
index 0000000..5fa2d0b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00055.raw
@@ -0,0 +1,15 @@
+>AC096691.6/3905-3812
+GGACCUGUGAUGAAAUCUGGAACCAAAAAUACCAUCUUUCGGGACUGAUUUGGCUUUCAG
+CAGCCAUGUUGUCACUUCCAAGAUCCUGAGGUCU
+>AC096691.6/4323-4224
+ACGACGGUGAUGAAAAACCGCAAGAAAAACACACCAUCUUUCGGGGCUGAUUUGGCGCCG
+CCGCGCGUGCAAUGAUGCUAAUUCUGCAAUUCUGAUGUCC
+>AC096691.6/4089-3994
+UGGCCGGUGAAGAAAACCUCGAUUAAAAACACCAUCUUUCGGGGCUGAUCGGCCGCCGCU
+CGGCGGCCAUGCUGCCAUUCUGCAAUUCUGAGGCCA
+>AJ240068.1/1-85
+UAGCCAAUGAGGACAUCAGAUUAUAAAAGAACACCAUCUUUCGGGACUGAUUAACAUUGA
+UGAUACUUCUGCAAUUCUGAGGCUA
+>AJ242537.1/1-95
+AGCCGAUGUGGAUAUCAGAUUAUAAAAGAACACCAUCUUUCGGGACUGAUUGACUUCUUU
+UGAAGUUUUGCUGAUACUUCUGCAAUUCUGAGGCU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00055.test b/benchmarks/cmsearch-rmark/rmark-1/RF00055.test
new file mode 100644
index 0000000..7c0e83f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00055.test
@@ -0,0 +1,3 @@
+>AJ132685.1/1-77
+AUCCUAGUGAUGACAAGACGACAUUGUCAACCAAUCCCCCACAAGGGAAUGAGGACAUGU
+CCUGCAAUUCUGAAUGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00059.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00059.ali
new file mode 100644
index 0000000..1ebfde6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00059.ali
@@ -0,0 +1,1849 @@
+# STOCKHOLM 1.0
+#=GF ID THI
+#=GF AC RF00059
+#=GF DE TPP riboswitch (THI element)
+#=GF AU Vitreshchak A, Gelfand M, Bateman A, Moxon SJ
+#=GF GA 15.0
+#=GF NC 13.7
+#=GF TC 17.3
+
+AL445066.1/239884-239777 AACUAGGCGAGGGGGAGCUCCAUA..........................
+AL445064.1/126097-125991 CUGGUGUGGUGGGGGAGCUCCAUA..........................
+AP000996.2/4623-4515 CAGUUCAUAAAGGGGAGCUUCGUA..........................
+AP000995.2/82486-82594 GAGGACGAUAAGGGGAGCUUCGUA..........................
+AP005276.1/73231-73124 ACUAGUGACACGGGGUGCAAAAGCACUUUAAAAAAG..............
+AP005278.1/38696-38585 GGCAGUCCCCACGGGCGCCCGAGC..........................
+AY102616.1/4667-4777 GGCAGUCCCCACGGGCGCCCGAGC..........................
+AP005220.1/194416-194530 CCCAACCCCCACGGGCGCCCGGGGC.........................
+BX248354.1/27456-27566 AGUGUCCCCCGCGGGCGCCCGAGC..........................
+AP005218.1/242370-242259 GGCAGUCCCCACGGGCGCCCGAGC..........................
+AP005217.1/259663-259772 UCGAUAUUGCACGGGUGUCCGGUGAAAG......................
+AP005219.1/132445-132345 GAACCAGGCACGGGGUGCCUGUCCACCGUG....................
+AP005277.1/126356-126465 UUUCAUAGACACGGGUGCUCGGUGAAAA......................
+BX248356.1/234808-234920 ACGAGAUGCCCGG.GUGCCAUGUGCUUGCUGU..................
+BX927152.1/148798-148691 AUACUAGGCACGGGGUGCCAACCGGAUGGAAAAAUUC.............
+AP005280.2/150221-150333 GACUUACCCCACGGGUGCCCAAUGC.........................
+BX248356.1/232868-232999 UUUAUAAAUCACGGGUGCUGGACGGCAUACGUUUGCC.............
+AL583918.1/38806-38668 ACUUCAGUACACGGGAGUCCCCAGGCAGUCCGAAUCU.............
+AL583918.1/33385-33496 AAAAAACCACGCGGGAGCACACACCA........................
+AE017241.1/138845-138735 UCCAUCAGACGCGGGAGCGCACGCCA........................
+AE017241.1/124587-124696 CGUUUUAGACACGGGAGUCCCGGGAC........................
+AD000014.1/41361-41472 GGGUACCCACGCGGGAGCGCAACGCCG.......................
+BX842573.1/168419-168309 GGGUACCCACGCGGGAGCGCACGCCG........................
+BX842573.1/159140-159250 CCCUGUAGACACGGGAGUCCCGGGAG........................
+AP005038.1/133710-133554 CUUUGCACACGCGGGAGCUCGGAGC.........................
+AP005031.1/220043-219938 AUAUUCCGACAGGGGAGCGCCA............................
+AL939111.1/162719-162830 CAAGGCACUCGCGGGAGCCCGGACGC........................
+AL939118.1/94624-94813 CUUUGUACACGCGGGAGCUCGGAGC.........................
+AP005045.1/132330-132217 UAAAGCACUCGCGGGAGCCCGGACGC........................
+AL939124.1/163164-163269 AUAUUCCGACAGGGGAGCGCCA............................
+AP005049.1/182766-182672 GUACCGGACACGGGGUGCCCCAUC..........................
+AE014671.1/10278-10182 CCGAUUCGUAAGGGGUGCUU..............................
+AE014729.1/1422-1319 ACCGUAACGAACGGGAGCCGU.............................
+AE016928.1/199416-199321 GUAAAGACAAAGGGGUGCCCCCAAA.........................
+AE016935.1/265475-265571 UUCACUAAGUAGGGGUGCCUUAACAU........................
+AE016935.1/279858-279954 UUCACGCAAUAGGGGUGCCCUAACAU........................
+AE017178.1/187260-187147 AAUUGGGAGAAGGGGUGCUUCCUGUAGCAAUCGGAAUGCGU.........
+AE017179.1/109208-109098 AGACCGCUACGGGGGUGCUUGCCGGCAAGAAUUGCGAUAC..........
+AE012901.1/6754-6860 AAAUCAUCUUGGGGGUGCUUCGCCAUGUUCCAUGAA..............
+BX569689.1/134905-135013 AAACACCACUAGGGGUGCCUCGAUCGGUUUUCUGGUCG............
+D64004.1/130312-130407 UGCCAUAGCUAGGGGUGUCUAGAAA.........................
+AP005370.1/22351-22449 ACGACAUGCUAGGGGUGUCUGCGGUCAC......................
+AP006571.1/295973-296079 UGUUCACGCUGGGGGUGCGGACGGUCCGCACGAUC...............
+AP003584.1/118642-118546 CAUCCAUGCUAGGGGUGCUUGCACU.........................
+BX572094.1/147473-147375 AAAUAUAACUAGGGGUGCUAAGUCAAUU......................
+BX572095.1/178356-178459 GCAAAACACUAGGGGUGCCAUUCAGCAAUCGCU.................
+AE017166.1/115998-115896 AAAUAUCACUAGGGGUGCCUACAAGCUAUUGC..................
+AE001887.1/9104-9203 UCGCGUCACCGGGGGUGCCCUGCUUCGG......................
+AE001862.1/178389-178274 CAUCGUCAACAGGGGUGCCUCCGCAUAUGGGC..................
+Z99110.2/31833-31941 UUUAACCACUAGGGGUGUCCUUCA..........................
+Z99119.2/164687-164788 GAUGACCACAAGGGGAGCAUU.............................
+Z99112.2/3782-3883 GAUUCAUCCUAGGGGUGCUUUG............................
+U64312.1/2271-2374 UAGUUCCACUAGGGGUGUCAGUUU..........................
+AJ002571.1/43977-43865 GGAAAGCACUAGGGGUGCUGU.............................
+U81371.1/247-152 AAAAAACUAUUAGGGUGCCCGUAG..........................
+Z82044.1/19193-19300 AAUAGUUACUGGGGGUGCCCGCUU..........................
+M73546.1/221-329 UUUAACCACUAGGGGUGUCCUUCA..........................
+X54035.1/52-153 GAUGACCACAAGGGGAGCAUU.............................
+AE017040.1/281858-281743 GUGAUAAACUAGGGGUGCCUAACGUAUG......................
+AE017025.1/109350-109452 AAUUAAGGACCGGGGAGCCAA.............................
+AE017006.1/104897-105002 UUCAUCCACUAGGGGGGCCUUUU...........................
+AE017025.1/103946-104055 AAUAAGCAC.AUGGGAGUUUGUGGA.........................
+AE017000.1/121009-121112 UGAAACCACUAGGGGUGCUUG.............................
+AE017026.1/171648-171751 UGAAACCACUAGGGGUGCUUG.............................
+AE017266.1/253265-253367 UGAAACCACUAGGGGUGCUUG.............................
+AE016999.1/97492-97606 UAAGAAACACAUGGGAGUUUGUGGA.........................
+AE017281.1/27688-27573 GUGAUAAACUAGGGGUGCCUAACGUAUG......................
+AE016999.1/106602-106704 AAUUAAGGACCGGGGAGCCAA.............................
+AE017266.1/253092-253204 AUAGUUUGCUAGGAGAGCUGGUGU..........................
+AE017265.1/213026-213137 UACUAAACACAUGGGAGUUUGUGGA.........................
+AE017000.1/120837-120948 AUAGUUUGCUAGGAGAGCUGGUGU..........................
+AE017265.1/218427-218529 AAUUAAGGACCGGGGAGCCAA.............................
+AE017272.1/195611-195716 UUUAUCCACUAGGGGGGCCUAUU...........................
+AE017279.1/252135-252236 CGUUAUCACAGGGGGAGCCAU.............................
+AE017013.1/198598-198699 CGUUAUCACUGGGGGAGCCAU.............................
+AP001516.1/103625-103731 GGAAUCCACUAGGGGUGCAA..............................
+AP001512.1/20234-20342 ACAGGAGACUAGGGGUGUCUGCUUA.........................
+AP001510.1/4530-4629 UAUAACCACUAGGGGUGUCGA.............................
+AP001513.1/225753-225867 AGAAAUAACUAGGGGAGUCCAAUGA.........................
+AP004597.1/219374-219477 AAAGCCUGCAAGGGGAGCCAU.............................
+AP004595.1/78821-78718 AAAAUCCACUAGGGGUGCCAU.............................
+AP004594.1/205048-204933 AGCAACUACUAGGGGUGCCCAGUACUAUG.....................
+AP004597.1/125397-125506 UUUUCACACUAGGGGAGCUAUGGU..........................
+AP004595.1/261047-260946 CGUACGCACUAGGGGAGCUAUAAC..........................
+AL596168.1/251336-251226 CGUUACCACAGGGGGGGCUUC.............................
+AL596164.1/123476-123581 AAGAAAAACUAGGGGGGCCGAU............................
+AF104225.1/570-680 CGUUACCACAGGGGGGGCUUC.............................
+AF269819.1/1816-1718 AUUUGCUACUAGGGGAGCCAA.............................
+AF109218.1/4405-4502 UAAAAUUGCUAGGGGCGCCUU.............................
+AE016746.1/165122-165020 UGAACGCACUAGGGGUGUAUU.............................
+AE016744.1/250277-250176 UAGUAUCACUAGGGGUGCAAUUCA..........................
+AP003364.3/147484-147382 AGGAACUACUAGGGGAGCCUAAUG..........................
+AE016750.1/293855-293964 UUUAACCACUGGAAGUGCCUUUGU..........................
+AF269570.1/1830-1729 UAGUAUCAUUAGGGGUGCAAUUCA..........................
+AE016745.1/27312-27213 UAUAUGCACUAGGGGUGUUUU.............................
+AP004825.1/152111-152011 CGCACACACUAGGGGUGUUU..............................
+AP003191.2/70270-70167 AGAUAUUGCUAGGGGUGCUGUA............................
+AE015938.1/273488-273596 AAAUAAAUUUAGGGGAGCUUAUAAA.........................
+AP003190.2/118314-118418 UUCAUGUGCUAGGGGUGCCUU.............................
+AP003190.2/76046-75937 AAAAAUAGCUAGGGGGGCCAGUAGU.........................
+AE007798.1/8173-8025 UAUUUUAGCUAGGGGUGCCUUUUAAGGCUUUUAUAGUUGAUAUCAUUAAA
+AP003194.2/209972-209870 CUUUAUAGCUAGGGGUGCCU..............................
+AE015942.1/58651-58542 AUAAAGUUUCAGGGGAGCUGGUUUA.........................
+AE007806.1/8808-8702 AAUAUUUUUCAGGGGAGCUUGUUU..........................
+AE007651.1/7649-7751 UUUUAGUGCUAGGGGUGCCUU.............................
+AE015936.1/222874-222760 AUGUAGUGCUAGGGGUGCUAUAU...........................
+AE007789.1/9122-9015 AUAUAGUUAACGGGGAGCCUGUAG..........................
+AE007789.1/11572-11662 UAUAUGUGCUAGGGGUGCCUU.............................
+AP003187.2/239890-239991 CGUAAGUGCUAGGGGUGCAUUUUU..........................
+AE013127.1/3291-3189 CUCAAGUGCUAGGGGAGCCAGA............................
+AE013167.1/14408-14306 UCAAAGUGCUAGGGGAGCCAGA............................
+AE013192.1/4947-4844 UAUGUCCGCUGGGGGAGCCUGA............................
+AE013112.1/9358-9256 CUCAAGUGCUAGGGGAGCCAAA............................
+AE016955.1/241328-241238 AAAAAACAUUUGGGGUGCUGU.............................
+AE016955.1/248631-248543 GAGAAACAUUUGGGGUGCUA..............................
+AL935252.1/202700-202607 UCAUAGCAACUGGGGUGCCAU.............................
+AE017200.1/98337-98247 UAAAUACAUCUGGGGUGCCUA.............................
+AF159589.1/4059-4150 ACCUUCACAAAGGGGAGCCA..............................
+AL935252.1/99249-99354 UUUAAACACUAGGGGUGUCCAAAA..........................
+AE006268.1/10610-10511 UAUUUGCACAAUGGGUCUAUUGACAAAACUG...................
+AB042239.3/9807-9660 AGGCGUCACAAGAGGAGCUU..............................
+AE008441.1/13586-13488 AACAACCACUAGGGGUGCGU..............................
+AE008564.1/13544-13464 UACAGUCUGAGAGGAAGUGU..............................
+AL766847.1/94269-94358 AUAGGACAUUUGGGGUGCGUA.............................
+AE010000.1/5636-5540 UAUUUCACAAAGGAGUGCUU..............................
+AE014230.1/102-191 AUAGGACAUUUGGGGUGCGUA.............................
+AE008441.1/3915-4003 UAGAGACAUUUGGGGUGCUU..............................
+AE007508.1/3048-2943 CAUAUAAUAUAUGGGAGUCUGUGU..........................
+AE014229.1/2499-2401 AAAUACACAAGGGAGUGCCU..............................
+AE014913.1/8949-8849 AAAUAUCACAAGGAGUGCUAAC............................
+AE007380.1/3446-3534 UAGAGACAUUUGGGGUGCUU..............................
+AE008441.1/6797-6885 UAAAGACAUUUGGGGUGCUU..............................
+AP004172.1/250747-250650 UAUGUUAUCAGGCGGUGCCAUUAAA.........................
+AL445563.1/260054-259948 UAACAAAGGCAGGGGUACUAUAUCUCACUGAAAAAGUAG...........
+AL445564.1/265255-265358 AAACAUAGACAGGGGUACUUAUCUAUCAAAAAUAG...............
+M37339.1/618-707 UUAUUUCAACAGGGGAGCUGUA............................
+BX842644.1/199513-199421 UAAAGUAAAUAAGGGUGCUGUA............................
+AE010536.1/2776-2673 AUAUAUGUACUGGGGAGCUU..............................
+AE010479.1/12991-12886 AACUAGUUACAAGGGAGUUAAUAA..........................
+AE005876.1/3727-3622 GUCUGUUCACCGGGGGGCCGCUCG..........................
+AP005959.1/127882-128010 CACCGUUCCGAGGGGUGCUCCGAG..........................
+BX572604.1/199848-199986 GCCCGUUCCGAGGGGGGCUCCGAC..........................
+AE009607.1/63-169 CAAAAUUCGUUGGGGUGCCUUGAA..........................
+AE014334.1/9887-9781 CAAAAUUCGUUGGGGUGCCUUGAA..........................
+AE009471.1/6144-5974 GUCGCUCUAACGGGGUGCCAUCUGCUUUUGG...................
+AP002998.2/95169-95056 GCCCAUCCACAGGGGUGCUCCGUACGG.......................
+AP003002.2/342381-342267 AACGCUCUAACGGGGUGCCGGACGCGAUCUUCGCG...............
+AP003007.2/200596-200480 UGCAUUCACCAGGGGAGUCCCGGC..........................
+AL672115.1/15647-15763 CGCAUUCACCAGGGGAGUCCCGGC..........................
+AE008184.1/8540-8430 CUUGAUCUAACGGGGUGUCUUCUGUGCUUUUGUGC...............
+AE009203.1/4053-3942 GCCAUUCACCAGGGGUGUCCCGUC..........................
+AE009258.1/7675-7777 AGCUCUUCCGAGGGGAGCACCAGA..........................
+AY316746.1/2276-2378 CUCCAUUCCGAGGGGAGCGCCGGG..........................
+AF004408.1/427-558 ACCAUUCACCAGGGGUGCCCCGGC..........................
+AL591793.1/152515-152628 GCUGCUCUAACGGGGUGCCCUGGCCGGCUUUGCGA...............
+AF070520.1/2088-2190 GCGCAUUCCGAGGGGAGCACUAGA..........................
+AE017257.1/202839-202737 UACACGCAUUAGGGGUGCUCUAG...........................
+AL646057.1/132458-132357 UGGAUGAAACAGGGGUGCCGUGCGGAUGGGCC..................
+AE016910.1/243048-243195 CGGCAUCGCUAGGGGUCCUGCGCCUGGCGUUCGGCGCAGAUGGCUAGCAA
+AE016921.1/114001-113907 CCCUGUCACCGGGGGUGCCCGCCA..........................
+AE002556.2/9004-9107 AGCUCCUUGUCGGAGUGCCGCCGCC.........................
+AE002554.1/2672-2573 ACAUUGAAACAGGGGUGCUGCCUGAUGUUU....................
+AL162753.2/24984-25083 ACAUCGAAACAGGGGUGCUGCCUGAUGUUC....................
+AL162752.2/339009-338906 GCUUUCUUGUCGGAGUGCCGCCGCC.........................
+BX321856.1/50120-50227 AGCUGUGGCUAGGGGUCCGCAUUUGCAGUUUUCUGCAA............
+BX842649.1/277414-277318 ACCUGACGCUAGGGGUGUUGGUGAAUU.......................
+AL139075.2/104313-104417 AACAUAAAUGACGGGAGCUUGUGU..........................
+AE001547.1/1336-1446 GGAGCAUUUAAGGGGUGCUUUUUAAAACGCUCAAGUUUUU..........
+AE000633.1/3712-3819 AGCAUUUA..AGGGGUGCUUUUUAAAACGCUCAAGUUUUU..........
+M16495.1/2120-2233 GCCAUCUUGUCGGAGUGCCAACCGUCGAACGAC.................
+AE015685.1/10697-10614 UGCCUUUUGGCUGAGACCGUUU............................
+AE015710.1/12073-11979 UGUUUGCCAAA....AUUCGG.............................
+S54369.1/6984-7152 CCAUACUGCUGGGGGUGUCCGUGACGACCCGCUCGGCUUGGAUUUUCGGC
+AF264948.1/14680-14561 GGUUCCUGUCAGGGGAGUCUCGCCA.........................
+AY123045.1/16666-16547 AGUCCCUGUCAGGGGAGUCUCGCCA.........................
+AE016755.1/79951-79852 CCGUUCUCAACGGGGUGCCACGCAGCC.......................
+D10483.2/75274-75175 CCGUUCUCAACGGGGUGCCACGCGUAC.......................
+AE016763.1/55154-55058 CCAAACGACUCGGGGUGCCCUUCUUUG.......................
+AE005183.1/12182-12083 CCGUUCUCAACGGGGUGCCACGCGGAC.......................
+BX571860.1/177712-177587 ACUUUCUUGUCGGAGUGCCUAGCGUAAGCUGUUUUAUCGCAGCAUA....
+BX571861.1/7126-7022 GCCAUCUCAACGGGGUGCUGGCUGUUUAAAACA.................
+AL627265.1/128216-128117 CCGAACUCAACGGGGUGCCGCGCUCAU.......................
+AE016836.1/195900-195996 CUUGACGACUCGGGGUGCCCUUCUUUG.......................
+AL627279.1/105836-106061 GUUAUCUUGUCGGAGUGCUAAUUUUCCACAAAAGCGUUCGUGAUGCGUCA
+AE016978.1/72938-72839 CCGUUCUCAACGGGGUGCCACGCAAAC.......................
+AE016985.1/136499-136403 CCAAACGACUCGGGGUGCCCUUCUGCG.......................
+AE015414.1/5697-5597 AAUUUCUUGUCGGAGUGCCUUA............................
+AE013968.1/546-637 ACCACCUAACCGC..CGCAAUUUU..........................
+AJ414154.1/26151-26047 CAUUCUGACUCGGGGUGCCUGCCACAAUGCGGUG................
+AJ414158.1/174343-174468 AGGCUCUUGUCGGAGUGCCUAGCACCUGCUUUUUUAGGAAAGCAAA....
+AE016960.1/296476-296583 CUGCAUCUCUCGGGGAGCGA..............................
+U32782.1/8310-8397 AAAGCCUAGUCGGGGUGCAA..............................
+AE017152.1/157588-157680 UUGUUCUCAUUGGGGUGCUGAAA...........................
+U32720.1/1366-1454 AGUUUUUAGUCGGGGUGCCGA.............................
+U32725.1/470-558 GACUUUUAGUCGGGGUGCCGA.............................
+AB087258.1/15478-15568 CCGACUUAGUCGGGGUGCUGAU............................
+AE006165.1/9171-9068 GCACUUUAGUCGGGGUGCUUUGUAACCAAAUUGU................
+AE006074.1/48-140 GACUCUUAGUCGGGGUGCUAUUGC..........................
+AE016785.1/288775-288889 AGCGCCACCAAGGGGAGCCCGGCA..........................
+AE004910.1/5287-5151 GGGUUCUUGUCGGGGUGCCCUAUAC.........................
+AE016792.1/163969-163863 AUGUUCUUGUCGGGGUGCCUUGAAG.........................
+AE016874.1/27758-27654 GCGUUCUUGUCGGGGUGCCUUGCU..........................
+AP005331.1/182283-182408 AACCACUCAUCGGGGCGCUUAACUGUGGUGUUUUAUUGCAUCG.......
+AE004097.1/4180-4278 UUCCACUUGUCGGAGUGCCAU.............................
+AP005345.1/54245-54147 CCAACAUAGUCGGGGAGCCUU.............................
+AP005343.1/46608-46510 UUUCACUUGUCGGAGUGCCUU.............................
+AE004209.1/3442-3690 GUCCUGUAGUCGGGGAGCCUGAGAGCGUAUAUACCCUUCUUACUUGAAGC
+AP005084.1/128021-127914 GCGAAAUAGUCGGGGGGCCACGUGAUAAG.....................
+AP005074.1/11634-11770 UCCAACUCAUCGGGGAGCAAACCCAUUUUGCAUUGAGUCAAUCAAUGCAU
+AP005083.1/232112-232014 CUUCACUUGUCGGAGUGCCAU.............................
+AE016800.1/67341-67243 UUUCACUUGUCGGAGUGCCUU.............................
+AE012449.1/4930-4832 CCGCCGAAGUGGGGGUACCACAGCACUG......................
+AE011991.1/4930-4833 CCGCCGAAGUGGGGGUACCGCAGCGUG.......................
+AE004009.1/105-203 GCUUUGAAGCGGGGGUACCAUAGCCAAG......................
+AE012556.1/212138-212040 ACUUUGAAGCGGGGGUACCGUAGCCAAG......................
+AF279106.2/41735-41832 UUAAUUGCAAAGGGGUGGCCAUU...........................
+AY372453.1/27964-28063 ACCAACUGCAAGGGGUGGUCAA............................
+AE011282.1/7576-7478 CUUGGACGUUGGGGGUGGGAUUCACUGCGU....................
+AE001747.1/6884-6993 ACCUUCCCCAGGGGGAGCUCCUAUU.........................
+M33642.1/428-524 GUGUACAUCAA....UGUCAAGAAGAGGAGA...................
+AB033416.1/2076-2219 UCAUGCAUGAGCCGGUGCCCAUUCUUCUCCCAUCAGCAUGGUCAGUUCAA
+AY007661.1/532-727 AAGACAGCUACCGGGUGUCCAUGUUGGUACAGCCACAGUUGGUUCACCCU
+AC084406.7/91434-91300 AAGUUGCACCAGGGGUGCCUGUAUUCUCAACGAUCUGAAGGCCUCUUGGC
+AK119882.1/1-98 UUGAAUGACUCGGGGUGCCCCUUUUCAC......................
+AK120238.1/2075-2184 CUAUGUUAGGAGGUGGCCUCUUGGCCUGGAUUGUUGUGA...........
+AK068703.1/2083-2217 UGUUAGGAGGUGGGGUGCCUGUAUUCUCAACGAUCUGAAGGCCUCUUGGC
+AF264021.1/2226-2360 AAGUUGCACCAGGGGUGCCUGUAUUCUCAACAAUCUGAAGGGCCCUUGGC
+AC005496.3/78625-78498 CAAAAGCACCAGGGGUGCUUGAACCAGGAUAGCCUGCGAAAAGGCGGGCU
+#=GC SS_cons .....<<<<<<<<<..<<<<<<............................
+
+AL445066.1/239884-239777 ..................................................
+AL445064.1/126097-125991 ..................................................
+AP000996.2/4623-4515 ..................................................
+AP000995.2/82486-82594 ..................................................
+AP005276.1/73231-73124 ..................................................
+AP005278.1/38696-38585 ..................................................
+AY102616.1/4667-4777 ..................................................
+AP005220.1/194416-194530 ..................................................
+BX248354.1/27456-27566 ..................................................
+AP005218.1/242370-242259 ..................................................
+AP005217.1/259663-259772 ..................................................
+AP005219.1/132445-132345 ..................................................
+AP005277.1/126356-126465 ..................................................
+BX248356.1/234808-234920 ..................................................
+BX927152.1/148798-148691 ..................................................
+AP005280.2/150221-150333 ..................................................
+BX248356.1/232868-232999 ..................................................
+AL583918.1/38806-38668 ..................................................
+AL583918.1/33385-33496 ..................................................
+AE017241.1/138845-138735 ..................................................
+AE017241.1/124587-124696 ..................................................
+AD000014.1/41361-41472 ..................................................
+BX842573.1/168419-168309 ..................................................
+BX842573.1/159140-159250 ..................................................
+AP005038.1/133710-133554 ..................................................
+AP005031.1/220043-219938 ..................................................
+AL939111.1/162719-162830 ..................................................
+AL939118.1/94624-94813 ..................................................
+AP005045.1/132330-132217 ..................................................
+AL939124.1/163164-163269 ..................................................
+AP005049.1/182766-182672 ..................................................
+AE014671.1/10278-10182 ..................................................
+AE014729.1/1422-1319 ..................................................
+AE016928.1/199416-199321 ..................................................
+AE016935.1/265475-265571 ..................................................
+AE016935.1/279858-279954 ..................................................
+AE017178.1/187260-187147 ..................................................
+AE017179.1/109208-109098 ..................................................
+AE012901.1/6754-6860 ..................................................
+BX569689.1/134905-135013 ..................................................
+D64004.1/130312-130407 ..................................................
+AP005370.1/22351-22449 ..................................................
+AP006571.1/295973-296079 ..................................................
+AP003584.1/118642-118546 ..................................................
+BX572094.1/147473-147375 ..................................................
+BX572095.1/178356-178459 ..................................................
+AE017166.1/115998-115896 ..................................................
+AE001887.1/9104-9203 ..................................................
+AE001862.1/178389-178274 ..................................................
+Z99110.2/31833-31941 ..................................................
+Z99119.2/164687-164788 ..................................................
+Z99112.2/3782-3883 ..................................................
+U64312.1/2271-2374 ..................................................
+AJ002571.1/43977-43865 ..................................................
+U81371.1/247-152 ..................................................
+Z82044.1/19193-19300 ..................................................
+M73546.1/221-329 ..................................................
+X54035.1/52-153 ..................................................
+AE017040.1/281858-281743 ..................................................
+AE017025.1/109350-109452 ..................................................
+AE017006.1/104897-105002 ..................................................
+AE017025.1/103946-104055 ..................................................
+AE017000.1/121009-121112 ..................................................
+AE017026.1/171648-171751 ..................................................
+AE017266.1/253265-253367 ..................................................
+AE016999.1/97492-97606 ..................................................
+AE017281.1/27688-27573 ..................................................
+AE016999.1/106602-106704 ..................................................
+AE017266.1/253092-253204 ..................................................
+AE017265.1/213026-213137 ..................................................
+AE017000.1/120837-120948 ..................................................
+AE017265.1/218427-218529 ..................................................
+AE017272.1/195611-195716 ..................................................
+AE017279.1/252135-252236 ..................................................
+AE017013.1/198598-198699 ..................................................
+AP001516.1/103625-103731 ..................................................
+AP001512.1/20234-20342 ..................................................
+AP001510.1/4530-4629 ..................................................
+AP001513.1/225753-225867 ..................................................
+AP004597.1/219374-219477 ..................................................
+AP004595.1/78821-78718 ..................................................
+AP004594.1/205048-204933 ..................................................
+AP004597.1/125397-125506 ..................................................
+AP004595.1/261047-260946 ..................................................
+AL596168.1/251336-251226 ..................................................
+AL596164.1/123476-123581 ..................................................
+AF104225.1/570-680 ..................................................
+AF269819.1/1816-1718 ..................................................
+AF109218.1/4405-4502 ..................................................
+AE016746.1/165122-165020 ..................................................
+AE016744.1/250277-250176 ..................................................
+AP003364.3/147484-147382 ..................................................
+AE016750.1/293855-293964 ..................................................
+AF269570.1/1830-1729 ..................................................
+AE016745.1/27312-27213 ..................................................
+AP004825.1/152111-152011 ..................................................
+AP003191.2/70270-70167 ..................................................
+AE015938.1/273488-273596 ..................................................
+AP003190.2/118314-118418 ..................................................
+AP003190.2/76046-75937 ..................................................
+AE007798.1/8173-8025 AAUAUUUAACUAAUAAAAGAC.............................
+AP003194.2/209972-209870 ..................................................
+AE015942.1/58651-58542 ..................................................
+AE007806.1/8808-8702 ..................................................
+AE007651.1/7649-7751 ..................................................
+AE015936.1/222874-222760 ..................................................
+AE007789.1/9122-9015 ..................................................
+AE007789.1/11572-11662 ..................................................
+AP003187.2/239890-239991 ..................................................
+AE013127.1/3291-3189 ..................................................
+AE013167.1/14408-14306 ..................................................
+AE013192.1/4947-4844 ..................................................
+AE013112.1/9358-9256 ..................................................
+AE016955.1/241328-241238 ..................................................
+AE016955.1/248631-248543 ..................................................
+AL935252.1/202700-202607 ..................................................
+AE017200.1/98337-98247 ..................................................
+AF159589.1/4059-4150 ..................................................
+AL935252.1/99249-99354 ..................................................
+AE006268.1/10610-10511 ..................................................
+AB042239.3/9807-9660 ..................................................
+AE008441.1/13586-13488 ..................................................
+AE008564.1/13544-13464 ..................................................
+AL766847.1/94269-94358 ..................................................
+AE010000.1/5636-5540 ..................................................
+AE014230.1/102-191 ..................................................
+AE008441.1/3915-4003 ..................................................
+AE007508.1/3048-2943 ..................................................
+AE014229.1/2499-2401 ..................................................
+AE014913.1/8949-8849 ..................................................
+AE007380.1/3446-3534 ..................................................
+AE008441.1/6797-6885 ..................................................
+AP004172.1/250747-250650 ..................................................
+AL445563.1/260054-259948 ..................................................
+AL445564.1/265255-265358 ..................................................
+M37339.1/618-707 ..................................................
+BX842644.1/199513-199421 ..................................................
+AE010536.1/2776-2673 ..................................................
+AE010479.1/12991-12886 ..................................................
+AE005876.1/3727-3622 ..................................................
+AP005959.1/127882-128010 ..................................................
+BX572604.1/199848-199986 ..................................................
+AE009607.1/63-169 ..................................................
+AE014334.1/9887-9781 ..................................................
+AE009471.1/6144-5974 ..................................................
+AP002998.2/95169-95056 ..................................................
+AP003002.2/342381-342267 ..................................................
+AP003007.2/200596-200480 ..................................................
+AL672115.1/15647-15763 ..................................................
+AE008184.1/8540-8430 ..................................................
+AE009203.1/4053-3942 ..................................................
+AE009258.1/7675-7777 ..................................................
+AY316746.1/2276-2378 ..................................................
+AF004408.1/427-558 ..................................................
+AL591793.1/152515-152628 ..................................................
+AF070520.1/2088-2190 ..................................................
+AE017257.1/202839-202737 ..................................................
+AL646057.1/132458-132357 ..................................................
+AE016910.1/243048-243195 AGUGUAGGCCAUGGCGGCGGAUGACGGA......................
+AE016921.1/114001-113907 ..................................................
+AE002556.2/9004-9107 ..................................................
+AE002554.1/2672-2573 ..................................................
+AL162753.2/24984-25083 ..................................................
+AL162752.2/339009-338906 ..................................................
+BX321856.1/50120-50227 ..................................................
+BX842649.1/277414-277318 ..................................................
+AL139075.2/104313-104417 ..................................................
+AE001547.1/1336-1446 ..................................................
+AE000633.1/3712-3819 ..................................................
+M16495.1/2120-2233 ..................................................
+AE015685.1/10697-10614 ..................................................
+AE015710.1/12073-11979 ..................................................
+S54369.1/6984-7152 GCUGGGCGCUCAGACGUCCAGCCGCUAUCCCUGCCGAGAGUUUCGCGU..
+AF264948.1/14680-14561 ..................................................
+AY123045.1/16666-16547 ..................................................
+AE016755.1/79951-79852 ..................................................
+D10483.2/75274-75175 ..................................................
+AE016763.1/55154-55058 ..................................................
+AE005183.1/12182-12083 ..................................................
+BX571860.1/177712-177587 ..................................................
+BX571861.1/7126-7022 ..................................................
+AL627265.1/128216-128117 ..................................................
+AE016836.1/195900-195996 ..................................................
+AL627279.1/105836-106061 AGGCGGCAAGUCGGUGAAUCUCCAGGAGCUUACAUAAGUAAGUGACUGGA
+AE016978.1/72938-72839 ..................................................
+AE016985.1/136499-136403 ..................................................
+AE015414.1/5697-5597 ..................................................
+AE013968.1/546-637 ..................................................
+AJ414154.1/26151-26047 ..................................................
+AJ414158.1/174343-174468 ..................................................
+AE016960.1/296476-296583 ..................................................
+U32782.1/8310-8397 ..................................................
+AE017152.1/157588-157680 ..................................................
+U32720.1/1366-1454 ..................................................
+U32725.1/470-558 ..................................................
+AB087258.1/15478-15568 ..................................................
+AE006165.1/9171-9068 ..................................................
+AE006074.1/48-140 ..................................................
+AE016785.1/288775-288889 ..................................................
+AE004910.1/5287-5151 ..................................................
+AE016792.1/163969-163863 ..................................................
+AE016874.1/27758-27654 ..................................................
+AP005331.1/182283-182408 ..................................................
+AE004097.1/4180-4278 ..................................................
+AP005345.1/54245-54147 ..................................................
+AP005343.1/46608-46510 ..................................................
+AE004209.1/3442-3690 UGCAGCGGUGUUGGCUACGUUCGUUCACCCCAAUCACAUAGUUUAUCUAU
+AP005084.1/128021-127914 ..................................................
+AP005074.1/11634-11770 U.................................................
+AP005083.1/232112-232014 ..................................................
+AE016800.1/67341-67243 ..................................................
+AE012449.1/4930-4832 ..................................................
+AE011991.1/4930-4833 ..................................................
+AE004009.1/105-203 ..................................................
+AE012556.1/212138-212040 ..................................................
+AF279106.2/41735-41832 ..................................................
+AY372453.1/27964-28063 ..................................................
+AE011282.1/7576-7478 ..................................................
+AE001747.1/6884-6993 ..................................................
+M33642.1/428-524 ..................................................
+AB033416.1/2076-2219 ACUGGUCGUGUUGAUGAUAGGGGG..........................
+AY007661.1/532-727 UAUCGCUCUUCCAUGCCUUCUGUGACAAGGUCUUUGGAAUGAGUUUGAUA
+AC084406.7/91434-91300 CUGGAUUGUUGUGA....................................
+AK119882.1/1-98 ..................................................
+AK120238.1/2075-2184 ..................................................
+AK068703.1/2083-2217 CUGGAUUGUUGUGA....................................
+AF264021.1/2226-2360 CUGGAUUGUUGUGA....................................
+AC005496.3/78625-78498 AUCCGGG...........................................
+#=GC SS_cons ..................................................
+
+AL445066.1/239884-239777 ..................................................
+AL445064.1/126097-125991 ..................................................
+AP000996.2/4623-4515 ..................................................
+AP000995.2/82486-82594 ..................................................
+AP005276.1/73231-73124 ..................................................
+AP005278.1/38696-38585 ..................................................
+AY102616.1/4667-4777 ..................................................
+AP005220.1/194416-194530 ..................................................
+BX248354.1/27456-27566 ..................................................
+AP005218.1/242370-242259 ..................................................
+AP005217.1/259663-259772 ..................................................
+AP005219.1/132445-132345 ..................................................
+AP005277.1/126356-126465 ..................................................
+BX248356.1/234808-234920 ..................................................
+BX927152.1/148798-148691 ..................................................
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+AE016985.1/136499-136403 ..................................................
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+AP005084.1/128021-127914 ..................................................
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+
+AL445066.1/239884-239777 ....................AGGGG.GCUGAGAGGAUCCGG.........
+AL445064.1/126097-125991 .....................AGGG.GCUGAGAGGAUCCGG.........
+AP000996.2/4623-4515 .....................GGAG.GCUGAGAGGAUCCGAG........
+AP000995.2/82486-82594 .....................AGAG.GCUGAGAGGAUCCGAG........
+AP005276.1/73231-73124 ....................CUUUC.GCUGAGAUU...............
+AP005278.1/38696-38585 .....................ACGG.GCUGAGAUCGCGCUGAUUGCU...
+AY102616.1/4667-4777 .....................ACGG.GCUGAGAUCGCGCUGAUUSU....
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+AP005217.1/259663-259772 ....................UCCGG.GCUGAGAGGUGGCA..........
+AP005219.1/132445-132345 ....................GACAG.GCUGAGAAC...............
+AP005277.1/126356-126465 ....................UCCGG.GCUGAGAUCUGGCA..........
+BX248356.1/234808-234920 ....................ACGUG.GCUGAGACGGCUGU..........
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+AL583918.1/38806-38668 ....................GCGGG.GCUGAGAGUGGGCACAGCCAGAGU
+AL583918.1/33385-33496 ....................AGUGC.GCUGAGAGGACGGAUCGG......
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+AD000014.1/41361-41472 ....................AGUGC.GCUGAGAGGACGGCUCGG......
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+AP005038.1/133710-133554 ....................ACCGG.GCUGAGAGGGCGCUGACCUCCGCA
+AP005031.1/220043-219938 .....................CAGC.GCUGAGAGUGCGGGAGA.......
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+AL939118.1/94624-94813 ....................ACCGG.GCUGAGAGGGCGCUGACCUCCGUC
+AP005045.1/132330-132217 ....................ACCGG.GCUGAGAGGGAGGCUGGGAC....
+AL939124.1/163164-163269 .....................CAGC.GCUGAGAGUGCGGCACC.......
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+AE016935.1/265475-265571 ....................GACGG.GCUGAGAAC...............
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+AE017179.1/109208-109098 ....................GGCAG.GCUGAGAUA...............
+AE012901.1/6754-6860 ....................CCGAA.GCUGAGAUC...............
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+AP005370.1/22351-22449 ....................AGCAG.GCUGAGAGC...............
+AP006571.1/295973-296079 ....................GCUUC.GCUGAGAUC...............
+AP003584.1/118642-118546 ....................AACAG.GCUGAGAUU...............
+BX572094.1/147473-147375 ....................ACUUA.GCUGAGAUC...............
+BX572095.1/178356-178459 ....................GAGUG.GCUGAGAUC...............
+AE017166.1/115998-115896 ....................UUUUG.GCUGAGAUC...............
+AE001887.1/9104-9203 ....................CAGCG.GCUGAGAAC...............
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+Z99110.2/31833-31941 ....................UAAGG.GCUGAGAUAAAAGUGUG.......
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+Z99112.2/3782-3883 .....................CGAA.GCUGAGAGAGACU...........
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+U81371.1/247-152 ....................UAUGG.GUUUAGAAA...............
+Z82044.1/19193-19300 .....................UCGG.GCUGAGAGAGAAGGCAA.......
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+AE017025.1/103946-104055 ....................UGCAA.ACUGAGAGUAUGACUAUUC.....
+AE017000.1/121009-121112 .....................ACUU.GCUGAGAGAGGAAU..........
+AE017026.1/171648-171751 .....................UUGU.GCUGAGAGAGGAAU..........
+AE017266.1/253265-253367 .....................UUGU.GCUGAGAGAGGAAU..........
+AE016999.1/97492-97606 ....................UACAA.ACUGAGAGUAUGGCUACUAGUC..
+AE017281.1/27688-27573 ....................CGUAG.GCUGAGAGAGAAGCGCGUGA....
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+AE017266.1/253092-253204 ....................UGCCA.GCUGAGAGUAAGGCCUUA......
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+AE017000.1/120837-120948 ....................UGCCA.GCUGAGAGUAGGCCGUA.......
+AE017265.1/218427-218529 ......................UUG.GCUGAGAGGAUGUGAGU.......
+AE017272.1/195611-195716 .....................AUAG.GCUGAGAUCAAAUUGG........
+AE017279.1/252135-252236 ......................GCC.GCUGAGAGGGAACACU........
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+AP001516.1/103625-103731 ......................ACC.GCUGAGAGAGAUGUUUUUUA....
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+AP001510.1/4530-4629 ......................AAG.ACUGAGAGAGGCG...........
+AP001513.1/225753-225867 ....................GCUGG.GCUGAGAAAAAAACGCGAUGAA..
+AP004597.1/219374-219477 ......................AUG.GCUGAGAGUGGACGUAUA......
+AP004595.1/78821-78718 .....................UUUG.GCUGAGAUAAGAUGCA........
+AP004594.1/205048-204933 ....................UGUGG.GCUGAGAGGAAAGCACCU......
+AP004597.1/125397-125506 ....................AAAUA.GCUGAGAUGAACAUCGGA......
+AP004595.1/261047-260946 .....................UAUG.GCUGAGAAGGCAA...........
+AL596168.1/251336-251226 ......................UUA.GCUGAGAUUGAAUCCGCGUGUUUU
+AL596164.1/123476-123581 .....................UCUG.GCUGAGAUAGGAAGGUAAU.....
+AF104225.1/570-680 ......................UUA.GCUGAGAUUGAGUCCACGUGUUUU
+AF269819.1/1816-1718 ......................AAG.GCUGAGAUGAAUG...........
+AF109218.1/4405-4502 ......................UUG.GCUGAGAUAGUUU...........
+AE016746.1/165122-165020 .....................CUUU.ACUGAGAUGAGGCC..........
+AE016744.1/250277-250176 .....................AUUU.GCUGAGAGAAAGUC..........
+AP003364.3/147484-147382 ....................AUAUG.GCUGAGAUGAAUU...........
+AE016750.1/293855-293964 ....................UUAAG.GCUGAGAGUAAAGAACUG......
+AF269570.1/1830-1729 .....................AUUU.GCUGAGAGAAAGUC..........
+AE016745.1/27312-27213 ......................UUA.ACUGAGAUGGAUA...........
+AP004825.1/152111-152011 ......................UAU.ACUGAGAUGAGGCUU.........
+AP003191.2/70270-70167 .....................AAAG.GCUGAGAGGGAUAAU.........
+AE015938.1/273488-273596 ....................AAUAG.GCUGAGAAAGAGAUGU........
+AP003190.2/118314-118418 ......................UAG.GCUGAGAGAUGAUUAUUU......
+AP003190.2/76046-75937 ....................GUCUG.GCUGAGAUUAGAAAUGAA......
+AE007798.1/8173-8025 ....................UUUAG.GCUGAGAGGAGA............
+AP003194.2/209972-209870 ......................UUG.GCUGAGAGAUAACAUUU.......
+AE015942.1/58651-58542 ....................UGUCA.GCUGAGAGUAAGAACUAA......
+AE007806.1/8808-8702 .....................UCAG.GCUGAGAGGAAGUAAUU.......
+AE007651.1/7649-7751 ......................UUG.GCUGAGAGAAGUUAAA........
+AE015936.1/222874-222760 .....................AAGA.GCUGAGAAAUGAAUUAUUUAUGAU
+AE007789.1/9122-9015 .....................ACAG.GCUGAGAGUGGAAUGU........
+AE007789.1/11572-11662 ......................UAG.GCUGAGAAACAGUUUG........
+AP003187.2/239890-239991 .....................AUAU.GCUGAGAGGAUAA...........
+AE013127.1/3291-3189 .....................AAUG.GCUGAGAGGGGAUU..........
+AE013167.1/14408-14306 .....................AAUG.GCUGAGAGGGGAUU..........
+AE013192.1/4947-4844 .....................AAAG.GCUGAGACGGCAGA..........
+AE013112.1/9358-9256 .....................AAUG.GCUGAGAGGGGAUU..........
+AE016955.1/241328-241238 .....................UAUG.GCUGAGAU................
+AE016955.1/248631-248543 ......................UUA.GCUGAGAUU...............
+AL935252.1/202700-202607 .....................CACG.GCUGAGAUA...............
+AE017200.1/98337-98247 .....................UCGG.GCUGAGAAU...............
+AF159589.1/4059-4150 ......................UUG.GCUGAGAACGGGG...........
+AL935252.1/99249-99354 .....................AUGG.GCUGAGAUGGUGCUGUA.......
+AE006268.1/10610-10511 ....................UCAGU.AGCGAGAA................
+AB042239.3/9807-9660 .......................UU.GCUGAGAAUGACCUCCAGUUUUAA
+AE008441.1/13586-13488 ......................AAA.GCUGAGAUUAACGA..........
+AE008564.1/13544-13464 ......................UAA.ACU....UC...............
+AL766847.1/94269-94358 ......................ACA.GCUGAGAUU...............
+AE010000.1/5636-5540 .......................UG.GCUGAGAUCGCAA...........
+AE014230.1/102-191 ......................ACA.GCUGAGAUU...............
+AE008441.1/3915-4003 ......................UAA.GCUGAGAU................
+AE007508.1/3048-2943 .....................ACAG.UCUGAGAGGAAGUGUU........
+AE014229.1/2499-2401 ......................UGA.GCUGAGAUUGCAGA..........
+AE014913.1/8949-8849 .....................CUUA.GCUGAGAUUGCAU...........
+AE007380.1/3446-3534 ......................UAG.GCUGAGAUA...............
+AE008441.1/6797-6885 ......................UAG.GCUGAGAU................
+AP004172.1/250747-250650 ....................AUAUG.GCUGAGAAA...............
+AL445563.1/260054-259948 ....................GUAUG.GUUGAGAA................
+AL445564.1/265255-265358 ....................AUAUG.GUUGAGAUC...............
+M37339.1/618-707 .....................AAAG.GCUGAGAA................
+BX842644.1/199513-199421 .....................AAAG.GCUGAGAUU...............
+AE010536.1/2776-2673 ......................UGU.GCUGAGAUUAGAACCUUU......
+AE010479.1/12991-12886 .....................AUUG.ACUGAGAAAAGGAUGU........
+AE005876.1/3727-3622 .....................CGCG.GCUGAGAUUGGGCUC.........
+AP005959.1/127882-128010 ....................GAGGA.GCUGAGAUACCGCUAAAUGGGCAA
+BX572604.1/199848-199986 ....................GAGGA.GCUGAGAUACCGCACGCUCGCCGC
+AE009607.1/63-169 .....................AGAG.GCUGAGAGACGCAUUC........
+AE014334.1/9887-9781 .....................AGAG.GCUGAGAGACGCAUUC........
+AE009471.1/6144-5974 ....................GGAUG.GCUGAGAGGCCAAACAAGGCAUUU
+AP002998.2/95169-95056 ....................UCGGG.GCUGAGACGGGGGCGGCAA.....
+AP003002.2/342381-342267 ....................GACCG.GCUGAGAGGCAGU...........
+AP003007.2/200596-200480 ....................AAGGG.GCUGAGAUACUGCUGGCUUUCGCG
+AL672115.1/15647-15763 ....................AAGGG.GCUGAGAUACUGCUGGCUUUCGCG
+AE008184.1/8540-8430 ....................AGAAG.GCUGAGAGGCU.............
+AE009203.1/4053-3942 ....................AAGGG.GCUGAGAUUCUGCUUUCAU.....
+AE009258.1/7675-7777 .....................CGGU.GCUGAGAUGGUGG...........
+AY316746.1/2276-2378 .....................CGGC.GCUGAGACGGCGG...........
+AF004408.1/427-558 ....................AAGGG.GCUGAGAUUCUGCUGAACAAUACG
+AL591793.1/152515-152628 ....................CCAUG.GCUGAGAGGCUUC...........
+AF070520.1/2088-2190 .....................CGGU.GCUGAGAUGGCGU...........
+AE017257.1/202839-202737 .....................AAAA.GCUGAGAGUACAU...........
+AL646057.1/132458-132357 ....................GCGCG.GCUGAGAG................
+AE016910.1/243048-243195 ....................GCGCG.GGUGAGAA................
+AE016921.1/114001-113907 ....................UGCGG.GCUGAGAG................
+AE002556.2/9004-9107 ....................GGGCG.GCUGAGAUUGCGA...........
+AE002554.1/2672-2573 ....................AGGCG.GCUGAGAA................
+AL162753.2/24984-25083 ....................AGGCG.GCUGAGAA................
+AL162752.2/339009-338906 ....................GGGCG.GCUGAGAUUGCGA...........
+BX321856.1/50120-50227 ....................AUGCC.GGUGAGAG................
+BX842649.1/277414-277318 ....................CACCG.ACUGAGAA................
+AL139075.2/104313-104417 ....................AACAG.GCUGAGAGUAAGCUAA........
+AE001547.1/1336-1446 ....................AAAAG.GCUGAGAUC...............
+AE000633.1/3712-3819 ....................AAAAG.GCUGAGAUC...............
+M16495.1/2120-2233 ....................GCGAG.GCUGAGACCGUUA...........
+AE015685.1/10697-10614 .....................AUUC.GG......................
+AE015710.1/12073-11979 ......................CAG.ACUGAGAUGUCAU...........
+S54369.1/6984-7152 ....................CUCGG.GCUGAGAAA...............
+AF264948.1/14680-14561 ....................GAGAG.ACUGAGAGGCUGAUAGCGAUUUUC
+AY123045.1/16666-16547 ....................GAGAG.ACUGAGAGGCUAAUAGCGAUUUUC
+AE016755.1/79951-79852 ....................GCGUGCGCUGAGAAA...............
+D10483.2/75274-75175 ....................GCGUGCGCUGAGAAA...............
+AE016763.1/55154-55058 ....................UGAAG.GCUGAGAA................
+AE005183.1/12182-12083 ....................GCGUGCGCUGAGAAA...............
+BX571860.1/177712-177587 ....................CACAG.GCUGAGACCGUUA...........
+BX571861.1/7126-7022 ....................GCCUU.GCUGAGAGU...............
+AL627265.1/128216-128117 ....................GCGCGCGCUGAGAAA...............
+AE016836.1/195900-195996 ....................UGAAG.GCUGAGAA................
+AL627279.1/105836-106061 ....................AAAAG.GCUGAGACCGUUA...........
+AE016978.1/72938-72839 ....................GCGUGCGCUGAGAAA...............
+AE016985.1/136499-136403 ....................UGAAG.GCUGAGAA................
+AE015414.1/5697-5597 .....................ACUG.GCUGAGACCGUUU...........
+AE013968.1/546-637 .....................UUUC.GCUGAGAGU...............
+AJ414154.1/26151-26047 ....................GUAAG.GCUGAGAGA...............
+AJ414158.1/174343-174468 ....................CGCAG.GCUGAGACCGUUA...........
+AE016960.1/296476-296583 .......................AA.GCUGAGACGAUCCUAGAAAUUCG.
+U32782.1/8310-8397 ......................UAC.GCUGAGAUC...............
+AE017152.1/157588-157680 .....................AUAA.GCUGAGAA................
+U32720.1/1366-1454 ......................AAG.GCUGAGAU................
+U32725.1/470-558 ......................AAG.GCUGAGAU................
+AB087258.1/15478-15568 .....................AACA.GCUGAGAUA...............
+AE006165.1/9171-9068 ....................ACAAA.GCUGAGAU................
+AE006074.1/48-140 .....................GUUA.GCUGAGAU................
+AE016785.1/288775-288889 .....................AUGG.GCUGAGAAACCGCUGAACGCUACA
+AE004910.1/5287-5151 ....................GAGGG.GCUGAGAUCGGAUA..........
+AE016792.1/163969-163863 ....................CAAAG.GCUGAGAUCGCAGA..........
+AE016874.1/27758-27654 ....................AUGAG.GCUGAGAUCGGUU...........
+AP005331.1/182283-182408 ....................CAGUG.GCUGAGACUAGGCAAA........
+AE004097.1/4180-4278 ......................UGG.GCUGAGACCGUUU...........
+AP005345.1/54245-54147 .....................AUCG.GCUGAGAUCGCCA...........
+AP005343.1/46608-46510 ......................UGG.GCUGAGACCGUUU...........
+AE004209.1/3442-3690 GGGUAUAACAACGUGCGAAUUAAAG.GCUGAGAUCGCG............
+AP005084.1/128021-127914 ....................CGUUG.GCUGAGAUCGAAA...........
+AP005074.1/11634-11770 ....................UGGGC.GCUGAGACCUAAGUGUUU......
+AP005083.1/232112-232014 ......................AAG.GCUGAGACCGUUA...........
+AE016800.1/67341-67243 ......................AGG.GCUGAGACCGUUU...........
+AE012449.1/4930-4832 ....................CUGCG.GUUGAGAU................
+AE011991.1/4930-4833 ....................CUGCG.GUUGAGAU................
+AE004009.1/105-203 ....................CUGCG.GUUGAGAC................
+AE012556.1/212138-212040 ....................CUGCG.GUUGAGAC................
+AF279106.2/41735-41832 .....................UCGG.CCUGAGAUCCU.............
+AY372453.1/27964-28063 .....................UAGA.CCUGAGAUCUUU............
+AE011282.1/7576-7478 ....................GAAUC.UCUGAGAG................
+AE001747.1/6884-6993 ....................CCGGG.GCUGAGAGGAGGACGGA.......
+M33642.1/428-524 ....................GCGUG.GCUGAGAUU...............
+AB033416.1/2076-2219 ....................AUGUG.GCUGAGAUU...............
+AY007661.1/532-727 ....................GUUGG.UCUGAGAA................
+AC084406.7/91434-91300 ....................AUUGG.GCUGAGAA................
+AK119882.1/1-98 ....................AAAGG.GCUGAGAA................
+AK120238.1/2075-2184 ....................AUUGG.GCUGAGAA................
+AK068703.1/2083-2217 ....................AUUGG.GCUGAGAA................
+AF264021.1/2226-2360 ....................UAUGG.GCUGAGAA................
+AC005496.3/78625-78498 ....................ACCAG.GCUGAGAA................
+#=GC SS_cons .....................>>>>.>>.....<<<<<<...........
+
+AL445066.1/239884-239777 ..................................................
+AL445064.1/126097-125991 ..................................................
+AP000996.2/4623-4515 ..................................................
+AP000995.2/82486-82594 ..................................................
+AP005276.1/73231-73124 ..................................................
+AP005278.1/38696-38585 ..................................................
+AY102616.1/4667-4777 ..................................................
+AP005220.1/194416-194530 ..................................................
+BX248354.1/27456-27566 ..................................................
+AP005218.1/242370-242259 ..................................................
+AP005217.1/259663-259772 ..................................................
+AP005219.1/132445-132345 ..................................................
+AP005277.1/126356-126465 ..................................................
+BX248356.1/234808-234920 ..................................................
+BX927152.1/148798-148691 ..................................................
+AP005280.2/150221-150333 ..................................................
+BX248356.1/232868-232999 CAC...............................................
+AL583918.1/38806-38668 GACUGAAC..........................................
+AL583918.1/33385-33496 ..................................................
+AE017241.1/138845-138735 ..................................................
+AE017241.1/124587-124696 ..................................................
+AD000014.1/41361-41472 ..................................................
+BX842573.1/168419-168309 ..................................................
+BX842573.1/159140-159250 ..................................................
+AP005038.1/133710-133554 UCCGCGAUGUUUCACGUGGAACAUCGUCGGGCGGACAUUG..........
+AP005031.1/220043-219938 ..................................................
+AL939111.1/162719-162830 ..................................................
+AL939118.1/94624-94813 CCAGCGAUGUUUCACGGGAAACGUCACCGAAGUCGAGUGACGUAUCCCAC
+AP005045.1/132330-132217 ..................................................
+AL939124.1/163164-163269 ..................................................
+AP005049.1/182766-182672 ..................................................
+AE014671.1/10278-10182 ..................................................
+AE014729.1/1422-1319 ..................................................
+AE016928.1/199416-199321 ..................................................
+AE016935.1/265475-265571 ..................................................
+AE016935.1/279858-279954 ..................................................
+AE017178.1/187260-187147 ..................................................
+AE017179.1/109208-109098 ..................................................
+AE012901.1/6754-6860 ..................................................
+BX569689.1/134905-135013 ..................................................
+D64004.1/130312-130407 ..................................................
+AP005370.1/22351-22449 ..................................................
+AP006571.1/295973-296079 ..................................................
+AP003584.1/118642-118546 ..................................................
+BX572094.1/147473-147375 ..................................................
+BX572095.1/178356-178459 ..................................................
+AE017166.1/115998-115896 ..................................................
+AE001887.1/9104-9203 ..................................................
+AE001862.1/178389-178274 ..................................................
+Z99110.2/31833-31941 ..................................................
+Z99119.2/164687-164788 ..................................................
+Z99112.2/3782-3883 ..................................................
+U64312.1/2271-2374 ..................................................
+AJ002571.1/43977-43865 G.................................................
+U81371.1/247-152 ..................................................
+Z82044.1/19193-19300 ..................................................
+M73546.1/221-329 ..................................................
+X54035.1/52-153 ..................................................
+AE017040.1/281858-281743 ..................................................
+AE017025.1/109350-109452 ..................................................
+AE017006.1/104897-105002 ..................................................
+AE017025.1/103946-104055 ..................................................
+AE017000.1/121009-121112 ..................................................
+AE017026.1/171648-171751 ..................................................
+AE017266.1/253265-253367 ..................................................
+AE016999.1/97492-97606 ..................................................
+AE017281.1/27688-27573 ..................................................
+AE016999.1/106602-106704 ..................................................
+AE017266.1/253092-253204 ..................................................
+AE017265.1/213026-213137 ..................................................
+AE017000.1/120837-120948 ..................................................
+AE017265.1/218427-218529 ..................................................
+AE017272.1/195611-195716 ..................................................
+AE017279.1/252135-252236 ..................................................
+AE017013.1/198598-198699 ..................................................
+AP001516.1/103625-103731 ..................................................
+AP001512.1/20234-20342 ..................................................
+AP001510.1/4530-4629 ..................................................
+AP001513.1/225753-225867 ..................................................
+AP004597.1/219374-219477 ..................................................
+AP004595.1/78821-78718 ..................................................
+AP004594.1/205048-204933 ..................................................
+AP004597.1/125397-125506 ..................................................
+AP004595.1/261047-260946 ..................................................
+AL596168.1/251336-251226 U.................................................
+AL596164.1/123476-123581 ..................................................
+AF104225.1/570-680 U.................................................
+AF269819.1/1816-1718 ..................................................
+AF109218.1/4405-4502 ..................................................
+AE016746.1/165122-165020 ..................................................
+AE016744.1/250277-250176 ..................................................
+AP003364.3/147484-147382 ..................................................
+AE016750.1/293855-293964 ..................................................
+AF269570.1/1830-1729 ..................................................
+AE016745.1/27312-27213 ..................................................
+AP004825.1/152111-152011 ..................................................
+AP003191.2/70270-70167 ..................................................
+AE015938.1/273488-273596 ..................................................
+AP003190.2/118314-118418 ..................................................
+AP003190.2/76046-75937 ..................................................
+AE007798.1/8173-8025 ..................................................
+AP003194.2/209972-209870 ..................................................
+AE015942.1/58651-58542 ..................................................
+AE007806.1/8808-8702 ..................................................
+AE007651.1/7649-7751 ..................................................
+AE015936.1/222874-222760 CA................................................
+AE007789.1/9122-9015 ..................................................
+AE007789.1/11572-11662 ..................................................
+AP003187.2/239890-239991 ..................................................
+AE013127.1/3291-3189 ..................................................
+AE013167.1/14408-14306 ..................................................
+AE013192.1/4947-4844 ..................................................
+AE013112.1/9358-9256 ..................................................
+AE016955.1/241328-241238 ..................................................
+AE016955.1/248631-248543 ..................................................
+AL935252.1/202700-202607 ..................................................
+AE017200.1/98337-98247 ..................................................
+AF159589.1/4059-4150 ..................................................
+AL935252.1/99249-99354 ..................................................
+AE006268.1/10610-10511 ..................................................
+AB042239.3/9807-9660 GUAAAUUCCAUAACAUUGGAGUUUUGCGCAAAGUCUGG............
+AE008441.1/13586-13488 ..................................................
+AE008564.1/13544-13464 ..................................................
+AL766847.1/94269-94358 ..................................................
+AE010000.1/5636-5540 ..................................................
+AE014230.1/102-191 ..................................................
+AE008441.1/3915-4003 ..................................................
+AE007508.1/3048-2943 ..................................................
+AE014229.1/2499-2401 ..................................................
+AE014913.1/8949-8849 ..................................................
+AE007380.1/3446-3534 ..................................................
+AE008441.1/6797-6885 ..................................................
+AP004172.1/250747-250650 ..................................................
+AL445563.1/260054-259948 ..................................................
+AL445564.1/265255-265358 ..................................................
+M37339.1/618-707 ..................................................
+BX842644.1/199513-199421 ..................................................
+AE010536.1/2776-2673 ..................................................
+AE010479.1/12991-12886 ..................................................
+AE005876.1/3727-3622 ..................................................
+AP005959.1/127882-128010 AUCCGCCCAGGA......................................
+BX572604.1/199848-199986 UUCGCUCCGCGAGGCACAGAGA............................
+AE009607.1/63-169 ..................................................
+AE014334.1/9887-9781 ..................................................
+AE009471.1/6144-5974 CCAGCAAAAGCGUGAAACGGUUUUGCAUCAGGAAAUACUUGAAAACUG..
+AP002998.2/95169-95056 ..................................................
+AP003002.2/342381-342267 ..................................................
+AP003007.2/200596-200480 ..................................................
+AL672115.1/15647-15763 ..................................................
+AE008184.1/8540-8430 ..................................................
+AE009203.1/4053-3942 ..................................................
+AE009258.1/7675-7777 ..................................................
+AY316746.1/2276-2378 ..................................................
+AF004408.1/427-558 GCUUUGCCUGUUGUG...................................
+AL591793.1/152515-152628 ..................................................
+AF070520.1/2088-2190 ..................................................
+AE017257.1/202839-202737 ..................................................
+AL646057.1/132458-132357 ..................................................
+AE016910.1/243048-243195 ..................................................
+AE016921.1/114001-113907 ..................................................
+AE002556.2/9004-9107 ..................................................
+AE002554.1/2672-2573 ..................................................
+AL162753.2/24984-25083 ..................................................
+AL162752.2/339009-338906 ..................................................
+BX321856.1/50120-50227 ..................................................
+BX842649.1/277414-277318 ..................................................
+AL139075.2/104313-104417 ..................................................
+AE001547.1/1336-1446 ..................................................
+AE000633.1/3712-3819 ..................................................
+M16495.1/2120-2233 ..................................................
+AE015685.1/10697-10614 ..................................................
+AE015710.1/12073-11979 ..................................................
+S54369.1/6984-7152 ..................................................
+AF264948.1/14680-14561 GCG...............................................
+AY123045.1/16666-16547 GCG...............................................
+AE016755.1/79951-79852 ..................................................
+D10483.2/75274-75175 ..................................................
+AE016763.1/55154-55058 ..................................................
+AE005183.1/12182-12083 ..................................................
+BX571860.1/177712-177587 ..................................................
+BX571861.1/7126-7022 ..................................................
+AL627265.1/128216-128117 ..................................................
+AE016836.1/195900-195996 ..................................................
+AL627279.1/105836-106061 ..................................................
+AE016978.1/72938-72839 ..................................................
+AE016985.1/136499-136403 ..................................................
+AE015414.1/5697-5597 ..................................................
+AE013968.1/546-637 ..................................................
+AJ414154.1/26151-26047 ..................................................
+AJ414158.1/174343-174468 ..................................................
+AE016960.1/296476-296583 ..................................................
+U32782.1/8310-8397 ..................................................
+AE017152.1/157588-157680 ..................................................
+U32720.1/1366-1454 ..................................................
+U32725.1/470-558 ..................................................
+AB087258.1/15478-15568 ..................................................
+AE006165.1/9171-9068 ..................................................
+AE006074.1/48-140 ..................................................
+AE016785.1/288775-288889 ..................................................
+AE004910.1/5287-5151 ..................................................
+AE016792.1/163969-163863 ..................................................
+AE016874.1/27758-27654 ..................................................
+AP005331.1/182283-182408 ..................................................
+AE004097.1/4180-4278 ..................................................
+AP005345.1/54245-54147 ..................................................
+AP005343.1/46608-46510 ..................................................
+AE004209.1/3442-3690 ..................................................
+AP005084.1/128021-127914 ..................................................
+AP005074.1/11634-11770 ..................................................
+AP005083.1/232112-232014 ..................................................
+AE016800.1/67341-67243 ..................................................
+AE012449.1/4930-4832 ..................................................
+AE011991.1/4930-4833 ..................................................
+AE004009.1/105-203 ..................................................
+AE012556.1/212138-212040 ..................................................
+AF279106.2/41735-41832 ..................................................
+AY372453.1/27964-28063 ..................................................
+AE011282.1/7576-7478 ..................................................
+AE001747.1/6884-6993 ..................................................
+M33642.1/428-524 ..................................................
+AB033416.1/2076-2219 ..................................................
+AY007661.1/532-727 ..................................................
+AC084406.7/91434-91300 ..................................................
+AK119882.1/1-98 ..................................................
+AK120238.1/2075-2184 ..................................................
+AK068703.1/2083-2217 ..................................................
+AF264021.1/2226-2360 ..................................................
+AC005496.3/78625-78498 ..................................................
+#=GC SS_cons ..................................................
+
+AL445066.1/239884-239777 ......................AUGGAUCGA...CCCCUGGA...ACCUG
+AL445064.1/126097-125991 ......................AUGGAUC.GA.UCCCUGGA....ACCUG
+AP000996.2/4623-4515 .......................GAGGAUCGA..CCCUUUGA...ACCUG
+AP000995.2/82486-82594 ......................AAGGAUCGA..CCCUUUGA....ACCUG
+AP005276.1/73231-73124 .............................ACA..CCCGUCGA...ACCUG
+AP005278.1/38696-38585 ........................GCGCGAGCA.CCGUUUGA...ACCUG
+AY102616.1/4667-4777 .......................GCGCGAGCA..CCGUUUGA...ACCUG
+AP005220.1/194416-194530 .......................GCGCAAGGA..CCGUAUGA...ACCUG
+BX248354.1/27456-27566 ........................GUGCAAGCA.CCGUUUGA...ACCUG
+AP005218.1/242370-242259 ........................GCGCGAGCA.CCGUUCGA...ACCUG
+AP005217.1/259663-259772 ......................CAGCCACAA...CCGUUGA....ACCUG
+AP005219.1/132445-132345 .............................ACA..CCCGUUGA...ACCUG
+AP005277.1/126356-126465 ......................UAGCCACGA...CCGUCGA....ACCUG
+BX248356.1/234808-234920 .......................UUGGCCGAA...CCGUAGA...ACCUG
+BX927152.1/148798-148691 .............................ACA..CCCGUUGA...ACCUG
+AP005280.2/150221-150333 .......................UGCGCGGGA..CCGUUCGA...ACCUG
+BX248356.1/232868-232999 .......................GUCCCUGAA..CCGUUGA....ACCUG
+AL583918.1/38806-38668 ......................CUACCCUUA...CCCUCCCAC..ACCUG
+AL583918.1/33385-33496 ......................GGCCGUC.GA..CCGUAUGA...ACCUG
+AE017241.1/138845-138735 ......................GGCCGUC.GA..CCGUACGA...ACCUG
+AE017241.1/124587-124696 ......................CCGCCCUUA...CCGUCAC....ACCUG
+AD000014.1/41361-41472 ......................GGCCGUC.GA..CCGUACGA...ACCUG
+BX842573.1/168419-168309 ......................GGCCGUC.GA..CCGUACGA...ACCUG
+BX842573.1/159140-159250 ......................CUGCCCUUA...CCGUCAC....ACCUG
+AP005038.1/133710-133554 ......................CUGCGUC.GA..CCGCUGA....ACCUG
+AP005031.1/220043-219938 ......................GUCCGCA.GA..CCCUCUGA...ACCUC
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+
+AL445066.1/239884-239777 A.UCCGGGUAAU...............................ACCGGCG
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+AP005276.1/73231-73124 A.UCCAGUUAGU...............................ACUGGCG
+AP005278.1/38696-38585 ..UCCGGUUAGC...............................ACCGGCG
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+BX248354.1/27456-27566 ..UCUGGUUAAC...............................ACCAGCG
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+AP005217.1/259663-259772 A.UCCGGGUAAU...............................GCCGGCG
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+AP005277.1/126356-126465 A.UCCGGAUAAU...............................GCCGGCG
+BX248356.1/234808-234920 A.UCUGGGUAAU...............................ACCAGCG
+BX927152.1/148798-148691 C.UCUAGCUCGU...............................ACUAGCG
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+BX248356.1/232868-232999 A.UCCGGGUAAU...............................ACCGGCG
+AL583918.1/38806-38668 A.UCCGGGUCAU...............................GCCGGCG
+AL583918.1/33385-33496 A..CCGGGUAAU...............................GCCGGCG
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+AE017241.1/124587-124696 A.UCCGGAUCAU...............................GCCGGCG
+AD000014.1/41361-41472 A..CCGGGUAAU...............................GCCGGCG
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+AL939124.1/163164-163269 G.CCCAGGUCAU...............................UCUGG.G
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+AE014671.1/10278-10182 ..U.GAGCUAAC...............................ACUCGCG
+AE014729.1/1422-1319 A.CGCGGGUCAU...............................GCCGCCG
+AE016928.1/199416-199321 A.GGCAGUUAGC...............................ACUGACG
+AE016935.1/265475-265571 A.ACCGGGUAAU...............................GCCGGCG
+AE016935.1/279858-279954 A.UCCGGGUAAU...............................GCCGGCG
+AE017178.1/187260-187147 A.ACCGGAUAAU...............................ACCGGCG
+AE017179.1/109208-109098 A.UCCGGAUAAU...............................ACCGGCG
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+BX569689.1/134905-135013 A.CCCGGGUCAU...............................GCCGGCG
+D64004.1/130312-130407 AGACUGGGUAAU...............................ACCAGCG
+AP005370.1/22351-22449 A.ACCAGAUCAU...............................GCUGGCG
+AP006571.1/295973-296079 A.UCCGGUUCGU...............................ACCGGCG
+AP003584.1/118642-118546 AGACUGGGUAAU...............................ACCAGCG
+BX572094.1/147473-147375 A.AACAGUUAAA...............................ACUGACG
+BX572095.1/178356-178459 A.UACGGGUUGU...............................GCCGGCG
+AE017166.1/115998-115896 A.UUCGGUUUAU...............................ACCGUCG
+AE001887.1/9104-9203 A.ACCGGGUCAU...............................UCCGGCG
+AE001862.1/178389-178274 A.ACUGGUUAGC...............................ACCAGCG
+Z99110.2/31833-31941 A.ACAGGUUCAG...............................ACCUGCG
+Z99119.2/164687-164788 ..U.UAGUUAAC...............................GCUGGCG
+Z99112.2/3782-3883 A.UCUGGAUCAU...............................GCCAGCG
+U64312.1/2271-2374 A.UCUAGCUUGU...............................ACUAGCG
+AJ002571.1/43977-43865 A.UCUGGAUAAU...............................ACCAGCG
+U81371.1/247-152 A.UAUGGAUCAU...............................ACCAGCU
+Z82044.1/19193-19300 A.UCUGGUUCGU...............................ACCAGCG
+M73546.1/221-329 A.ACAGGUUCAG...............................ACCUGCG
+X54035.1/52-153 ..U.UAGUUAAC...............................GCUGGCG
+AE017040.1/281858-281743 A.UCUGGCUCGU...............................ACCAGCG
+AE017025.1/109350-109452 A.UCUGGAUAAU...............................GCCAGCG
+AE017006.1/104897-105002 A.UCUGGUUAAU...............................GCCAGCG
+AE017025.1/103946-104055 ..U.UGGAUAAU...............................GCCAGCG
+AE017000.1/121009-121112 A.UCUAGGUAAU...............................ACUAGCG
+AE017026.1/171648-171751 A.UCUAGGUAAU...............................ACUAGCG
+AE017266.1/253265-253367 A.UCUAGGUAAU...............................ACUAGCG
+AE016999.1/97492-97606 ..U.UGGAUAAU...............................GCCAGCG
+AE017281.1/27688-27573 A.UCUGGCUCGU...............................ACCAGCG
+AE016999.1/106602-106704 A.UCUGGAUAAU...............................GCCAGCG
+AE017266.1/253092-253204 A.UCUAGAUUAU...............................GCUAGCG
+AE017265.1/213026-213137 ..U.UGGAUAAU...............................GCCAGCG
+AE017000.1/120837-120948 A.UCUAGAUUAU...............................GCUAGCG
+AE017265.1/218427-218529 A.UCUGGAUAAU...............................GCCAGCG
+AE017272.1/195611-195716 A.UCUGGUUAAU...............................GCCAGCG
+AE017279.1/252135-252236 ...UUAGUUAAU...............................GCUAACG
+AE017013.1/198598-198699 ...UUAGUUAAU...............................GCUAACG
+AP001516.1/103625-103731 A.UCUAGGUAAU...............................ACUAGCG
+AP001512.1/20234-20342 A.UCUGGAUCAU...............................GCCAGCG
+AP001510.1/4530-4629 A.UCUAGUUCAU...............................ACUAGCG
+AP001513.1/225753-225867 A.UCUGGAUCAU...............................ACCAGCG
+AP004597.1/219374-219477 ..U.UAGUUAGU...............................ACUAGCG
+AP004595.1/78821-78718 A.ACUGGUUAAU...............................ACCAGCG
+AP004594.1/205048-204933 A.UCUGGUUAAU...............................ACCAGCG
+AP004597.1/125397-125506 A.ACAGGAUAAU...............................GCCUGCG
+AP004595.1/261047-260946 A.ACUAGAUAAU...............................ACUAGCG
+AL596168.1/251336-251226 U.UC..GUUAAU...............................ACGAGCG
+AL596164.1/123476-123581 ..U.UUGUUAGU...............................GCAAGCG
+AF104225.1/570-680 U.UC..GUUAAU...............................ACGAGCG
+AF269819.1/1816-1718 A.UUUGGUUAAU...............................ACCAACG
+AF109218.1/4405-4502 A.UUUGGUUCGU...............................ACCAACG
+AE016746.1/165122-165020 A.UCUAGCUAGUU..............................ACUAGCG
+AE016744.1/250277-250176 ..U.UGGUUAGC...............................ACCGGCG
+AP003364.3/147484-147382 A.UUUGGUUAGU...............................ACCAACG
+AE016750.1/293855-293964 A.UCCAGUUCAU...............................ACUGGCG
+AF269570.1/1830-1729 ..U.UGGUUAGC...............................ACCAGCG
+AE016745.1/27312-27213 A.ACUAGCUUAU...............................ACUAGCG
+AP004825.1/152111-152011 A.UCUAGCUUGA...............................ACUAGCG
+AP003191.2/70270-70167 A.UUUGGUUAAU...............................ACCAGCG
+AE015938.1/273488-273596 A.UUUGGCUAAU...............................ACCAACG
+AP003190.2/118314-118418 A.UCUGGAAAAU...............................UCCAGCG
+AP003190.2/76046-75937 A.UCUGGUUAAU...............................ACCAGCG
+AE007798.1/8173-8025 A.UGUAGUUAAU...............................ACUACCG
+AP003194.2/209972-209870 A.UCUGGAUAAU...............................ACCAGCG
+AE015942.1/58651-58542 A.UCUGGAUAAU...............................GCCAGCG
+AE007806.1/8808-8702 A.UUUGGAUAAU...............................GCCAACG
+AE007651.1/7649-7751 A.UUCGGUUAAU...............................UCUGACG
+AE015936.1/222874-222760 A.ACUAGAUAAU...............................UCUAGCG
+AE007789.1/9122-9015 A.UUUGGAUAAU...............................GCCAACG
+AE007789.1/11572-11662 A.UCUGGAUAAU...............................ACCAGCG
+AP003187.2/239890-239991 A.UGUAGUUAGU...............................ACUACCG
+AE013127.1/3291-3189 A.CCAGGGUAAU...............................GCCUGCG
+AE013167.1/14408-14306 A.CCAGGGUAAU...............................GCCUGCG
+AE013192.1/4947-4844 A.UGAGGGUAAU...............................GCCUCCG
+AE013112.1/9358-9256 A.CCAGGGUAAU...............................GCCUGCG
+AE016955.1/241328-241238 A.UGCAGUUAGU...............................ACUGUCG
+AE016955.1/248631-248543 A.AACAGUUAGG...............................ACUGGCG
+AL935252.1/202700-202607 AAUCUGGACAAU...............................GCCAGCG
+AE017200.1/98337-98247 ..UUUGAUUAAU...............................AUCAGCG
+AF159589.1/4059-4150 U.UC..GUUAAU...............................GCGAGCG
+AL935252.1/99249-99354 ..U.AAGCUCAA...............................ACUUGCG
+AE006268.1/10610-10511 A.UCUGGGUAAU...............................GCCAGCG
+AB042239.3/9807-9660 A.ACAAGGUAAU...............................GCUUGCG
+AE008441.1/13586-13488 A.UCUAGGUAAU...............................GCUAGCU
+AE008564.1/13544-13464 A.UCUGGGUAAU...............................GCCAGCG
+AL766847.1/94269-94358 A.UACAGUUAGU...............................ACUGUCG
+AE010000.1/5636-5540 A.UCUUGUUAGU...............................ACAAGCG
+AE014230.1/102-191 A.UGCAGUUAGU...............................ACUGUCG
+AE008441.1/3915-4003 A.UACAGUUAAG...............................ACUGGCG
+AE007508.1/3048-2943 A.UCUGGGUAAU...............................GCCAGCG
+AE014229.1/2499-2401 A.UCUCGUUAGG...............................ACGAGCG
+AE014913.1/8949-8849 A.UCUAGUUAAU...............................ACUAGCG
+AE007380.1/3446-3534 A.UACAGUUAAG...............................ACUGGCG
+AE008441.1/6797-6885 A.UACAGUUAAG...............................ACUGGCG
+AP004172.1/250747-250650 A.UCUAGUUAGU...............................ACUAGCG
+AL445563.1/260054-259948 A.UCUAAUUAAU...............................AUUAGCG
+AL445564.1/265255-265358 A.UCUAAUUAAU...............................AUUAGCG
+M37339.1/618-707 A.UCUAGAUAAU...............................GCUAGCG
+BX842644.1/199513-199421 A.UCAUGGUAAU...............................UCAUGCG
+AE010536.1/2776-2673 A.UUUGGAUAAU...............................GCCAACG
+AE010479.1/12991-12886 A.UUUGGAUAAU...............................GCCAACG
+AE005876.1/3727-3622 A.UCCGGGUCAU...............................GCCGGCG
+AP005959.1/127882-128010 A.UCCGGGUCAU...............................GCCGGCG
+BX572604.1/199848-199986 A.UCCGGGUCAU...............................GCCGGCG
+AE009607.1/63-169 A.UCCGGGUAAU...............................ACCUGCG
+AE014334.1/9887-9781 A.UCCGGGUAAU...............................ACCUGCG
+AE009471.1/6144-5974 A.UCCGGUUUGC...............................ACCGGCG
+AP002998.2/95169-95056 A.UCUGGGUAAU...............................ACCAGCG
+AP003002.2/342381-342267 A.UCCGGUUUGU...............................ACCGGCG
+AP003007.2/200596-200480 A.UCCAGUUCAU...............................ACUGGCG
+AL672115.1/15647-15763 A.UCCAGUUCAU...............................ACUGGCG
+AE008184.1/8540-8430 A.UCCGGUUCAU...............................ACCGGCG
+AE009203.1/4053-3942 A.UCCAGUUCAU...............................ACUGGCG
+AE009258.1/7675-7777 A.UCCGGGUCAU...............................GCCGGCG
+AY316746.1/2276-2378 A.UCCGGGUCAU...............................GCCGGCG
+AF004408.1/427-558 A.UCCAGUUCAU...............................ACUGGCG
+AL591793.1/152515-152628 A.UCCGGCUCAU...............................ACCGGCG
+AF070520.1/2088-2190 A.UCCGGGUCAU...............................GCCGGCG
+AE017257.1/202839-202737 A.UAUUGUUAAA...............................GCAAGCG
+AL646057.1/132458-132357 A.UCCGGUUCGU...............................ACCGGCG
+AE016910.1/243048-243195 A.CCCGGAUAAU...............................ACCGGCG
+AE016921.1/114001-113907 A.UCUGGAUCAU...............................GCCAGCG
+AE002556.2/9004-9107 ..UCGGGGUAAU...............................GCCUGCG
+AE002554.1/2672-2573 A.UCGGGAUAAU...............................ACCUGCG
+AL162753.2/24984-25083 A.UCGGGAUAAU...............................ACCUGCG
+AL162752.2/339009-338906 ..UCGGGGUAAU...............................GCCUGCG
+BX321856.1/50120-50227 A.UGCGGAUAAC...............................GCCGCCG
+BX842649.1/277414-277318 A.UAGAGAUAAU...............................GCUCGCG
+AL139075.2/104313-104417 A.UCUGGAUAAU...............................ACCAGCG
+AE001547.1/1336-1446 ..UCAAGGUAAU...............................UCUUGCG
+AE000633.1/3712-3819 ..UCAAGGUAAU...............................UCUUGCG
+M16495.1/2120-2233 A.UCAGGCUAGC...............................ACCUGCG
+AE015685.1/10697-10614 A.UCAGGUUAAA...............................ACCUGCG
+AE015710.1/12073-11979 A.UCCGGCUAAU...............................ACCGGCG
+S54369.1/6984-7152 A.UCCGGAUCAU...............................GCUGGCG
+AF264948.1/14680-14561 A.CCCAGCUGAU...............................ACUGGCG
+AY123045.1/16666-16547 A.CCCAGCUGAU...............................ACUGGCG
+AE016755.1/79951-79852 A.UCCGGAUAAC...............................GCCGGCG
+D10483.2/75274-75175 A.UCCGGAUAAC...............................GCCGGCG
+AE016763.1/55154-55058 A.UCUGGAUAAU...............................GCCAGCG
+AE005183.1/12182-12083 A.UCCGGAUAAC...............................GCCGGCG
+BX571860.1/177712-177587 A.UCGGGUUAAU...............................ACCCGCG
+BX571861.1/7126-7022 A.UCCGGCUAAU...............................ACCGGCG
+AL627265.1/128216-128117 A.UCCGGAUAAU...............................GCCGGCG
+AE016836.1/195900-195996 A.UCUGGAUAAU...............................GCCAGCG
+AL627279.1/105836-106061 A.UCAGGUUAAU...............................ACCUGCG
+AE016978.1/72938-72839 A.UCCGGAUAAC...............................GCCGGCG
+AE016985.1/136499-136403 A.UCUGGAUAAU...............................GCCAGCG
+AE015414.1/5697-5597 A.UCAGGCUAAU...............................ACCUGCG
+AE013968.1/546-637 A.UCCGGUUAAC...............................CCCGGCG
+AJ414154.1/26151-26047 A.UCUGGAUUAU...............................GCCAGCG
+AJ414158.1/174343-174468 A.UCGGGUUAAU...............................ACCCGCG
+AE016960.1/296476-296583 C.ACAAGAUAAU...............................GCUUGCG
+U32782.1/8310-8397 A.AACAGUUAAU...............................ACUGACG
+AE017152.1/157588-157680 A.UCUGAUUCGU...............................AUCAGCG
+U32720.1/1366-1454 A.AACAGUUAGC...............................ACUGACG
+U32725.1/470-558 A.AACAGUUAGC...............................ACUGACG
+AB087258.1/15478-15568 A.UACAGUUAAU...............................ACUGACG
+AE006165.1/9171-9068 A.UACAGCUAAC...............................ACUGACG
+AE006074.1/48-140 A.UGCAGUUAAU...............................ACUGACG
+AE016785.1/288775-288889 A.UCCGGAUCAU...............................GCCGGCG
+AE004910.1/5287-5151 A.UCGGGCUAGC.GUCCGGUUCCGCCUCGCGCGGACCGCAGCAACCCGCG
+AE016792.1/163969-163863 A.UCAGGUUAGC...............................GCCUGCG
+AE016874.1/27758-27654 A.UCAGGUUAGC...............................GCCUGCG
+AP005331.1/182283-182408 A.ACCAGAUAAU...............................GCUGGCG
+AE004097.1/4180-4278 A.UCAGGUUAAU...............................ACCUGCG
+AP005345.1/54245-54147 A.UUCAGUUAAU...............................ACUGACG
+AP005343.1/46608-46510 A.UCAGGUUAGA...............................ACCUGCG
+AE004209.1/3442-3690 A.UUCAGUUAGG...............................ACUGACG
+AP005084.1/128021-127914 A.UUCAGUUAGC...............................ACUGACG
+AP005074.1/11634-11770 A.ACCAGAUAAU...............................GCUGGCG
+AP005083.1/232112-232014 A.UCAGAUUAAU...............................AUCUGCG
+AE016800.1/67341-67243 A.UCAGGUUAGA...............................ACCUGCG
+AE012449.1/4930-4832 A.UCCGGCUCAU...............................ACCGGCG
+AE011991.1/4930-4833 A.UCCGGCUGAU...............................ACCGGCG
+AE004009.1/105-203 A.UCCGGUUUAC...............................ACCGGCG
+AE012556.1/212138-212040 A.UCCGGUUUAC...............................ACCGGCG
+AF279106.2/41735-41832 A.UCCAUACAAU...............................AAUGGCG
+AY372453.1/27964-28063 A.UCCAUACAAU...............................AAUGGCG
+AE011282.1/7576-7478 A.UCAGGAUAAG...............................ACCUGCG
+AE001747.1/6884-6993 A.UCCGGGUAAU...............................GCCGGCG
+M33642.1/428-524 A.UCUGGAUAAU...............................ACCAGCG
+AB033416.1/2076-2219 A.UCUGGAUAAU...............................ACCAGCG
+AY007661.1/532-727 A.UCUGGAUAAU...............................ACCAGCG
+AC084406.7/91434-91300 A.ACAGGAUAAU...............................GCCUGCG
+AK119882.1/1-98 A.UCUGGAUAAU...............................GCCAGCG
+AK120238.1/2075-2184 A.ACAGGAUAAU...............................GCCUGCG
+AK068703.1/2083-2217 A.ACAGGAUAAU...............................GCCUGCG
+AF264021.1/2226-2360 A.ACAGGAUAAU...............................GCCUGCG
+AC005496.3/78625-78498 A.ACAGGGUAAU...............................GCCUGCG
+#=GC SS_cons ...<<<<<...................................>>>>>..
+
+AL445066.1/239884-239777 .GAGG..GA..AUCGUAUGAUGAAUGAGA
+AL445064.1/126097-125991 .GAGG..GA..AAUUAUGGAAAAAAAUAG
+AP000996.2/4623-4515 .GAGG..GA.AAUUAUGUCGGAUGCAUAU
+AP000995.2/82486-82594 .GAGG..GA.AGUAUGUUGUUUGAUUAUA
+AP005276.1/73231-73124 .AAGG..GA..CUGUCGCAUUGGACCCAU
+AP005278.1/38696-38585 .AAGG..AA..GAGAGGAAUGGUGCAAUG
+AY102616.1/4667-4777 .AAGG..AA..GAGAGGAAUGGUGCAAUG
+AP005220.1/194416-194530 .AAGG..AA..GAGAGGCCUACAAGGACA
+BX248354.1/27456-27566 .AAGG..AA..GAGAGGAGCGCGAGCCUA
+AP005218.1/242370-242259 .AAGG..AA..GAGAGGAAUGGUGCAAUG
+AP005217.1/259663-259772 AUAGG..GA...GGAAACAUGACUGAUAC
+AP005219.1/132445-132345 .AAGG..GA...UGGCCGUUGCAUGGCUG
+AP005277.1/126356-126465 AUAGG..GA...GGAAAAAUAUGGCUAGU
+BX248356.1/234808-234920 AUAGG..AA...GACUUCAUACUGUGACU
+BX927152.1/148798-148691 .AAGG..GA...UGGCCUUAACGUGGCUA
+AP005280.2/150221-150333 .AAGG..AA...GCGAGGAUUGAUUGUCC
+BX248356.1/232868-232999 AUAGG..AA...GAAUAAUGAACCGAUCG
+AL583918.1/38806-38668 .AAGG..GA..GGUUCAAGAUGCCGUCAG
+AL583918.1/33385-33496 .UAGG..GA..GAUGAAUAAUGACUGAAA
+AE017241.1/138845-138735 .UAGG..GA...GAUGAAAAAUGACCGCA
+AE017241.1/124587-124696 .AAGG..GA...GGCCGCGAAUGCCCUCG
+AD000014.1/41361-41472 .UAGG..GA...GUUGCAAAUGACCAUCA
+BX842573.1/168419-168309 .UAGG..GA...GUUGCAAAUGACCAUCA
+BX842573.1/159140-159250 .AAGG..GA..GGUCAAGGAUGGCGUCCG
+AP005038.1/133710-133554 .UAGG..GA...GUAGGUCUCAUGACCAA
+AP005031.1/220043-219938 .UAGG..AA..GUUCGGUCAUCACUCAAG
+AL939111.1/162719-162830 .AAGG..GA...GGGGCUGGACGCCCAUG
+AL939118.1/94624-94813 .UAGG..GA...GUAGGUCUCAUGACCAU
+AP005045.1/132330-132217 .AAGG..GA...GGGGCUGGACGCCCAUG
+AL939124.1/163164-163269 .UAGG..GA..GAUCGGUCACCACUCGAG
+AP005049.1/182766-182672 .GAGG..GA...UGUCUUCCAUGCCUUUG
+AE014671.1/10278-10182 .UAGG..GA..AUGCGACGGUUGAACUCC
+AE014729.1/1422-1319 .UAAG..GA..AUCGUUGUCGCAGAUUUG
+AE016928.1/199416-199321 .UAGG..GA...UUGUGUUUCUUUCUUAU
+AE016935.1/265475-265571 .UAGA..GA...ACUAAUUAAUAAGCAAG
+AE016935.1/279858-279954 .UAGA..GA...ACGAAUAAAUAAGCAAA
+AE017178.1/187260-187147 .UAGG..AA.ACUCUCCGUCUGACUAUCU
+AE017179.1/109208-109098 .GAGG..GA..UGUAGAAUCGAAUACACA
+AE012901.1/6754-6860 .CAAG..GA...AAGAUGAAGCACGCAUC
+BX569689.1/134905-135013 .AAGG..GA...AGUGACCAGCGUGAUCG
+D64004.1/130312-130407 .GAGG..GA...AGCUCACCAUUCGAGGA
+AP005370.1/22351-22449 .CAGG..GA...AGCUGUCUAGAGAGGAU
+AP006571.1/295973-296079 AGAGG..GA...AGCCAAAGGAGUCACUA
+AP003584.1/118642-118546 .AAGG..GA...AGCUGUUUAUUGAGGGA
+BX572094.1/147473-147375 .CAGG..AA...AGUUUCAAUUUGAUCGA
+BX572095.1/178356-178459 .CAGG..GA...AGUGAAAUGACGUGAUC
+AE017166.1/115998-115896 .AAGG..AA...AGUGAAAGAGAGUGAUC
+AE001887.1/9104-9203 .GAGG..GA..GUGUGAUGCUCUGCUCCG
+AE001862.1/178389-178274 .GAGG..GA..GUGUGACGGGCGCAGAGA
+Z99110.2/31833-31941 .UAGG..GA...AGUGGAGCGGUAUUUGU
+Z99119.2/164687-164788 .UAGG..GA...UGUGGCAAAGUCAAAUG
+Z99112.2/3782-3883 .GAGG..GA...AGCGGUGAAAAGCGGAG
+U64312.1/2271-2374 .UAGG..GA...AGUGGUGGCACAUUCUA
+AJ002571.1/43977-43865 .UGGG..GA...AGUGCAGGUUGACCGAA
+U81371.1/247-152 .UAGG..AA..AGUAGUGUAAUUUUUUCC
+Z82044.1/19193-19300 .UGGG..GA...AGUAGAGGAAUUGUUUU
+M73546.1/221-329 .UAGG..GA...AGUGGAGCGUAUUUGUG
+X54035.1/52-153 .UAGG..GA...UGUGGCAAAUGCAAUAG
+AE017040.1/281858-281743 .UAGG..GA...AGUUAACGGCUUUACAU
+AE017025.1/109350-109452 .UAGG..GA..GUUACUUAAAGUAAUGUA
+AE017006.1/104897-105002 .UAGG..GA...AGUGGGAAAGACGUUGC
+AE017025.1/103946-104055 .UAGG..GA..GAGUGUAAAAGCACAUGU
+AE017000.1/121009-121112 .AAGG..GA...AGUGGAACAUCGAAUAA
+AE017026.1/171648-171751 .AAGG..GA...AGUGGAACAACGAAUAA
+AE017266.1/253265-253367 .AAGG..GA...AGUGGAGCAACGAAUAA
+AE016999.1/97492-97606 .UAGG..GA.GAGUGUAAAAGCACAUAUU
+AE017281.1/27688-27573 .UAGG..GA...AGUUAACGGCUUUACAU
+AE016999.1/106602-106704 .UAGG..GA..GUUACUUAAAGUGAUGUA
+AE017266.1/253092-253204 .UAGG..GA...AGCAAUUCGGACACUAA
+AE017265.1/213026-213137 .UAGG..GA.GAGUGUAAAAGCACAUGUU
+AE017000.1/120837-120948 .UAGG..GA...AGCAAUUCGGACACUAA
+AE017265.1/218427-218529 .UAGG..GA..GUUACUUAAAGUGAUGUA
+AE017272.1/195611-195716 .UAGG..GA...AGUGGGAAAGACAUUGC
+AE017279.1/252135-252236 .CAGG..GA..UUGUGCAAACGUCCGAAA
+AE017013.1/198598-198699 .CAGG..GA..UUGUGCAAACGUCCGAAA
+AP001516.1/103625-103731 .AAGG..GA...AGUGGCCAUCGUCAUUA
+AP001512.1/20234-20342 .UAGG..GA...AGUCGACUGCACGUGAC
+AP001510.1/4530-4629 .AAGG..GA...AGUGGCGCAUUUCGUGA
+AP001513.1/225753-225867 .UGGG..GA...AGUUAUCAUGUUAUACC
+AP004597.1/219374-219477 .UAGG..GA..UUGUAGUCUUUUUGAUGG
+AP004595.1/78821-78718 .UAGG..AA...AGUGGAGUUGGCGACUA
+AP004594.1/205048-204933 .UAGG..GA...AGUAGUCAAUAAUUUUG
+AP004597.1/125397-125506 .UGAG..GA...AGUGUGGUCAAUAGGCA
+AP004595.1/261047-260946 .UGGG..GA...AGUGUAGUUCGUUGUAU
+AL596168.1/251336-251226 .UAGG..GA..UUGUGGCGAUUGCAUUUC
+AL596164.1/123476-123581 .UAGG..GA...AGUGAAUGUGAAAGUGA
+AF104225.1/570-680 .UAGG..GA..UUGUGGCGAUUGCAUUUC
+AF269819.1/1816-1718 .UAGG..AA...AGUAGUUAUUAACUAUU
+AF109218.1/4405-4502 .UAGG..AA...AGUAGUAUAUUCAGAAU
+AE016746.1/165122-165020 .UAGG..AA...AGUGUUGUUAUACAUCU
+AE016744.1/250277-250176 .UAGG..AA...AGUGAGCAAUAUUGAUA
+AP003364.3/147484-147382 .UAGG..AA...AGUAGUUAUUGAAGUGA
+AE016750.1/293855-293964 .UAGG..GA...AGUGGCGACGCUCAAUU
+AF269570.1/1830-1729 .UAGG..AA...AGUGAGCAAUAUUGAUA
+AE016745.1/27312-27213 .GAGG..AA...AGUGUUGAAUCUCAUCU
+AP004825.1/152111-152011 .UAGG..AA...AGUGUUACUAUACAUAU
+AP003191.2/70270-70167 .UAGG..GA...AGUAUAUUUUAAGUUGU
+AE015938.1/273488-273596 .UAGG..GA...ACAUUGUGUAUUGUAGU
+AP003190.2/118314-118418 .UAGG..GA...AGCGUUUAGGGCUGUAU
+AP003190.2/76046-75937 .UAGG..GA...AGCCCAAGAGACAAAUA
+AE007798.1/8173-8025 .UAGG..GA...AGCAGUGCAUUGUAUAU
+AP003194.2/209972-209870 .UAGG..AA...AGCCUGUAGAAAGUUUU
+AE015942.1/58651-58542 .UAGG..GA...GAUGGUUUACUAUAUAA
+AE007806.1/8808-8702 .UAGG..AA...AUAGGUUACUUGAUUUA
+AE007651.1/7649-7751 .AAGG..AA...AGCUUUUUAAAUGAUUA
+AE015936.1/222874-222760 .UAGG..GA...AGCCUUUUAUAGAUAUA
+AE007789.1/9122-9015 .UAGG..GA..GUUAAUGCAUCAUGUUUG
+AE007789.1/11572-11662 .UAGG..GA...AGCAGUU..........
+AP003187.2/239890-239991 .UAGG..GA...AGCAAAAGCUAUUGUUU
+AE013127.1/3291-3189 .AAGG..GA...AGCACGUUUUAUUGAGU
+AE013167.1/14408-14306 .AAGG..GA...AGCACGUUUUACGGAAU
+AE013192.1/4947-4844 .UAGG..GA..AUGCGGGCUCAAAAGGCA
+AE013112.1/9358-9256 .AAGG..GA...AGCACGUUUUACGAAAU
+AE016955.1/241328-241238 .CAGG..GA...AAUGCCGAUUUACUUUG
+AE016955.1/248631-248543 .CAGG..GA...AAUGUCUUGAAAUUUUG
+AL935252.1/202700-202607 .CAGG..GA.GCAAUGCUUUUAUUUGGGG
+AE017200.1/98337-98247 .UAGG..GA..AAAUGACUAUUUUUAGAC
+AF159589.1/4059-4150 .UAGG..GA..UUUGUGAAUGGU......
+AL935252.1/99249-99354 .UAGG..AA...AGUGUCACAGCUAAUGU
+AE006268.1/10610-10511 .UAGG..AA...UGUGUUAAGACAAAUGU
+AB042239.3/9807-9660 UAAGG..GA...UGUGCAGAAAUAAGUGG
+AE008441.1/13586-13488 .GAUG..GA...AGUGGAAAUGAUAAUGG
+AE008564.1/13544-13464 .GAGG..GA..ACGAUACUUAGUCUAAUU
+AL766847.1/94269-94358 .AAGG..GA...AAUGUGUGCCAUUACAA
+AE010000.1/5636-5540 .UAGG..GA...UUGUGACCAAUAAUCAA
+AE014230.1/102-191 .AAGG..GA...AAUGUGUGCCAUUACAA
+AE008441.1/3915-4003 .AAGG..GA...AAUGUGAAACGUUUUUU
+AE007508.1/3048-2943 .GAGG..GAACGAUACUUAGUCUAAUUUU
+AE014229.1/2499-2401 .UAGG..AA...UUGUGGUUUGAAUUGGU
+AE014913.1/8949-8849 .UGGG..AA...UGUGAUUCGUUUCAUGA
+AE007380.1/3446-3534 .AAGG..GA...AAUGUGAACAGUUUUUU
+AE008441.1/6797-6885 .AAGG..GA...AAUGUGAAAUGUUUUUU
+AP004172.1/250747-250650 .GAGG..CA.AGUGAUAAUAUAUAAAUUU
+AL445563.1/260054-259948 .UAGC..GA...GACUUUAAAUUUCGUCU
+AL445564.1/265255-265358 .UAGC..GA...GUCUUUGGUAAAAUAAU
+M37339.1/618-707 .UAAC..GA...GUUGUUUUUUAUUUUCA
+BX842644.1/199513-199421 .UGGCUAAA..GAUUUUUUACAGGUUAUG
+AE010536.1/2776-2673 .AAGG..GA...GUACCAUCUUAAUAAUA
+AE010479.1/12991-12886 .UAGG..AA...GUAAAAGAGUUUAUUUU
+AE005876.1/3727-3622 .AAGG..GA...GGGAACGCGGACGACAG
+AP005959.1/127882-128010 .AAGG..GA..CAGGGAUGUUACAGACGA
+BX572604.1/199848-199986 .AAGG..GA..CAGGGAUGCAUCAGACAG
+AE009607.1/63-169 .UAGG..GA...ACGGAGUUUGGCGCGUC
+AE014334.1/9887-9781 .UAGG..GA...ACGGAGUUUGGCGCGUC
+AE009471.1/6144-5974 .GAGG..GA...UUAGACGCUCGAUGAAC
+AP002998.2/95169-95056 .GAGC..GA..GGCGGGCGAUGUUUUCAG
+AP003002.2/342381-342267 .GAGG..GA...UUAGACGUUUCGGACAG
+AP003007.2/200596-200480 .UAGG..GA..CGGUGCAAGCGCUUUGCG
+AL672115.1/15647-15763 .UAGG..GA..CGGUGCAAGCGCUUUGCG
+AE008184.1/8540-8430 .GAGG..GA...UUAGACGGCUUAAAGGC
+AE009203.1/4053-3942 .UAGG..GA..CGGUGCAAAGACCUGAUG
+AE009258.1/7675-7777 .UAGG..AA...CGGAACUGUCGUGCGCU
+AY316746.1/2276-2378 .UAGG..AA...CGGAACGAGGCUGCCCU
+AF004408.1/427-558 .UAGG..GA..CGGUGCGGACCUGCGGCU
+AL591793.1/152515-152628 .GAGG..GA...UUAGAAGCGAUCGGACC
+AF070520.1/2088-2190 .UAGG..AA...CGGAAAGAAGGCCGCCA
+AE017257.1/202839-202737 .UAGG..GA...AAUAUAUGUAUAUAAAU
+AL646057.1/132458-132357 .UGGG..AA...GUUUCUUCAGAACACCG
+AE016910.1/243048-243195 .UAGG..GA...AGCGUCACCUGCCCGCC
+AE016921.1/114001-113907 .GAGG..GA..GCGUGAUGAAGCGGAAUC
+AE002556.2/9004-9107 .UAGG..AA...ACAAACCGUCAAAUGCC
+AE002554.1/2672-2573 .UGGG..GA...GUUUUCACGGAUUCUGC
+AL162753.2/24984-25083 .UGGG..GA...GUUUUCACGGAUUCUGC
+AL162752.2/339009-338906 .UAGG..AA...ACAAACCGUCAAAUGCC
+BX321856.1/50120-50227 .GAGG..GA...AGCCAGGAGUCACUCUC
+BX842649.1/277414-277318 .CAGG..GA...AGCAAGAAUAGAAAGAU
+AL139075.2/104313-104417 .UCGG..GA..AGAUUUAUAAAUUUCAAU
+AE001547.1/1336-1446 .UAAG..GA..AUAACAUGUUAAUAACCA
+AE000633.1/3712-3819 .UAAG..GA..A.AUAGCAUGUUAAUAAC
+M16495.1/2120-2233 .AAGG..GA..AACAAGGGUAACUUGCGG
+AE015685.1/10697-10614 .AAGG..AA...ACAAGCAUAAUAACUUC
+AE015710.1/12073-11979 .UAGG..AA...UGGGCCAAUCAACAGCA
+S54369.1/6984-7152 .CAGG..AA...AGCAGGCAAGACAGAGG
+AF264948.1/14680-14561 .UAGG..AA...GACUCGUAUCUUGAUAA
+AY123045.1/16666-16547 .UAGG..AA...GACUCGUAUCUUGAUGA
+AE016755.1/79951-79852 .AAGG..GA..UUUGAGGCUCCUUCUCAA
+D10483.2/75274-75175 .AAGG..GA..UUUGAGGCUCCUUCUCAA
+AE016763.1/55154-55058 .UAGG..GA...AGUCACGGACCACCAGG
+AE005183.1/12182-12083 .AAGG..GA..UUUGAGGCUCCUUCUCAA
+BX571860.1/177712-177587 .AAGG..GA...ACAAGAGUAAUCAACCG
+BX571861.1/7126-7022 .UAGG..GA..UUUGAGCUGCUAACUAUU
+AL627265.1/128216-128117 .AAGG..GA..UUUGAGGCUACCUCUCAA
+AE016836.1/195900-195996 .UAGG..GA...AGUCUGACACUGCUCGU
+AL627279.1/105836-106061 .AAGG..GA...ACAAGAGUAAUUCUGCU
+AE016978.1/72938-72839 .AAGG..GA..UUUGAGGCUCCUUCUCAA
+AE016985.1/136499-136403 .UAGG..GA...AGUCACGGACCACCAGG
+AE015414.1/5697-5597 .AAGG..GA...ACAAGAGUUAAUCUGCU
+AE013968.1/546-637 .GAGG..GA...UUUGAGAAUGAUAACGA
+AJ414154.1/26151-26047 .UAGG..GA...AGUCUCGGCACCGUAGG
+AJ414158.1/174343-174468 .AAGG..GA...ACAAGAGUAAUUUAUCG
+AE016960.1/296476-296583 .AAGG..GA...AGGGACGAUGCGGCUGC
+U32782.1/8310-8397 .UAGG..AA...ACUAGGAAUAUAACCUU
+AE017152.1/157588-157680 .UAGG..GA..UUUGAGGCCAUUUCUACU
+U32720.1/1366-1454 .UAGG..AA...ACUAAUAUGCCAAAAAA
+U32725.1/470-558 .UAGG..AA...ACUAAUAUGCCACAUAU
+AB087258.1/15478-15568 .UAGG..AA...ACUAAUGGUCUUACUCC
+AE006165.1/9171-9068 .UAGG..AA...ACUAAUUAUGCCAAUAA
+AE006074.1/48-140 .UAGG..AA...ACUAGCAGUCAAUAUUG
+AE016785.1/288775-288889 .AAGG..GA...UGGGGCUUGUAACCUGC
+AE004910.1/5287-5151 .UAGG..GA...ACAAGAUGUCCGCGCCA
+AE016792.1/163969-163863 .UAGG..GA...ACAAGAUUGCUCGCCUU
+AE016874.1/27758-27654 .UAGG..GA...ACAAGAUUUCUCGUCUC
+AP005331.1/182283-182408 .UAGG..AA...UUGAGUCGGGAUUAAUU
+AE004097.1/4180-4278 .AAGG..GA...ACAAGAGAAGACUCUCU
+AP005345.1/54245-54147 .UAGG..GA...ACUAUUACGCGCAUAUA
+AP005343.1/46608-46510 .AAGG..GA...ACAAGAGAAGAUACUUG
+AE004209.1/3442-3690 .UAGG..GA...ACUAUCCUCAACCGCUG
+AP005084.1/128021-127914 .UAGG..GA...ACUAUGCGCGCUUUGCC
+AP005074.1/11634-11770 .UAGG..AA...UUGAGUCUGGAUAUUGG
+AP005083.1/232112-232014 .AAGG..GA...ACAAGAGAAGAUACCUA
+AE016800.1/67341-67243 .AAGG..GA...ACAAGAGAAGAUACUUG
+AE012449.1/4930-4832 .UAGG..GA..AGCUUCGUUAGAUGCGCU
+AE011991.1/4930-4833 .UAGG..GA..AGCUUCGUCAGAUGCGAU
+AE004009.1/105-203 .UAGG..AA..AGCUUCGUGGACCGCGCC
+AE012556.1/212138-212040 .UAGG..AA..AGCUUCGUGGACCGCGCC
+AF279106.2/41735-41832 .GAGG..AA...UUGCAUGAAAAUCAUUA
+AY372453.1/27964-28063 .GAGG..AA..UCGCAUGAAUAUUAUUAA
+AE011282.1/7576-7478 .UAGG..AA...AACGGACCUGUAAAAUU
+AE001747.1/6884-6993 .GAGG..GA...UCGGGGAAGGAGGAAAU
+M33642.1/428-524 .AAAG..GA...UCAUGCUCUCCUCCCCC
+AB033416.1/2076-2219 .AAAG..GA...UCAUGUCAUCUCCCCUA
+AY007661.1/532-727 .AAAG..GA..UUGGCUUCUUGGGACCCC
+AC084406.7/91434-91300 .AAGG..GA..GUGUGCAUUUCUACUUUU
+AK119882.1/1-98 .UAGG..GA...AGUCAGAUGCCUGCCCG
+AK120238.1/2075-2184 .AAGG..GA..GUGUGCAUUUCUACUUUU
+AK068703.1/2083-2217 .AAGG..GA..GUGUGCAUUUCUACUUUU
+AF264021.1/2226-2360 .UAGG..GA..GUGUGCAUUUCUAUUUUG
+AC005496.3/78625-78498 .CAGG..GA..GUGUGCAGUUUUUUUUUU
+#=GC SS_cons .>>>>.......>>>>>............
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00059.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00059.idx
new file mode 100644
index 0000000..3a70422
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00059.idx
@@ -0,0 +1,8 @@
+AP005029.1/281486-281666
+AE014702.1/7711-7543
+AE014730.1/8718-8610
+AE014626.1/5916-5808
+AE016968.1/6411-6516
+BX640423.1/313922-313811
+AB111809.1/311-481
+AB118748.1/319-422
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00059.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00059.raw
new file mode 100644
index 0000000..5b91356
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00059.raw
@@ -0,0 +1,714 @@
+>AL445066.1/239884-239777
+AACUAGGCGAGGGGGAGCUCCAUAAGGGGGCUGAGAGGAUCCGGAUGGAUCGACCCCUGG
+AACCUGAUCCGGGUAAUACCGGCGGAGGGAAUCGUAUGAUGAAUGAGA
+>AL445064.1/126097-125991
+CUGGUGUGGUGGGGGAGCUCCAUAAGGGGCUGAGAGGAUCCGGAUGGAUCGAUCCCUGGA
+ACCUGAUCCGGGUAAUACCGGCGGAGGGAAAUUAUGGAAAAAAAUAG
+>AP000996.2/4623-4515
+CAGUUCAUAAAGGGGAGCUUCGUAGGAGGCUGAGAGGAUCCGAGGAGGAUCGACCCUUUG
+AACCUGAUCCGGGUAAUGCCGGCGGAGGGAAAUUAUGUCGGAUGCAUAU
+>AP000995.2/82486-82594
+GAGGACGAUAAGGGGAGCUUCGUAAGAGGCUGAGAGGAUCCGAGAAGGAUCGACCCUUUG
+AACCUGAUCCGGGUAAUGCCGGCGGAGGGAAGUAUGUUGUUUGAUUAUA
+>AP005276.1/73231-73124
+ACUAGUGACACGGGGUGCAAAAGCACUUUAAAAAAGCUUUCGCUGAGAUUACACCCGUCG
+AACCUGAUCCAGUUAGUACUGGCGAAGGGACUGUCGCAUUGGACCCAU
+>AP005278.1/38696-38585
+GGCAGUCCCCACGGGCGCCCGAGCACGGGCUGAGAUCGCGCUGAUUGCUGCGCGAGCACC
+GUUUGAACCUGUCCGGUUAGCACCGGCGAAGGAAGAGAGGAAUGGUGCAAUG
+>AY102616.1/4667-4777
+GGCAGUCCCCACGGGCGCCCGAGCACGGGCUGAGAUCGCGCUGAUUSUGCGCGAGCACCG
+UUUGAACCUGUCCGGUUAGCACCGGCGAAGGAAGAGAGGAAUGGUGCAAUG
+>AP005220.1/194416-194530
+CCCAACCCCCACGGGCGCCCGGGGCACCGGGCUGAGAUUGCGCUGCCUUGCCGCGCAAGG
+ACCGUAUGAACCUGUCUGGUUAGCACCAGCGAAGGAAGAGAGGCCUACAAGGACA
+>BX248354.1/27456-27566
+AGUGUCCCCCGCGGGCGCCCGAGCACGGGCUGAGAUUGCGCUGAUGCUGUGCAAGCACCG
+UUUGAACCUGUCUGGUUAACACCAGCGAAGGAAGAGAGGAGCGCGAGCCUA
+>AP005218.1/242370-242259
+GGCAGUCCCCACGGGCGCCCGAGCACGGGCUGAGAUCGCGCUGAUUGCUGCGCGAGCACC
+GUUCGAACCUGUCCGGUUAGUACCGGCGAAGGAAGAGAGGAAUGGUGCAAUG
+>AP005217.1/259663-259772
+UCGAUAUUGCACGGGUGUCCGGUGAAAGUCCGGGCUGAGAGGUGGCACAGCCACAACCGU
+UGAACCUGAUCCGGGUAAUGCCGGCGAUAGGGAGGAAACAUGACUGAUAC
+>AP005219.1/132445-132345
+GAACCAGGCACGGGGUGCCUGUCCACCGUGGACAGGCUGAGAACACACCCGUUGAACCUG
+CUCUAGCUCGUACUAGCGAAGGGAUGGCCGUUGCAUGGCUG
+>AP005277.1/126356-126465
+UUUCAUAGACACGGGUGCUCGGUGAAAAUCCGGGCUGAGAUCUGGCAUAGCCACGACCGU
+CGAACCUGAUCCGGAUAAUGCCGGCGAUAGGGAGGAAAAAUAUGGCUAGU
+>BX248356.1/234808-234920
+ACGAGAUGCCCGGGUGCCAUGUGCUUGCUGUACGUGGCUGAGACGGCUGUUUGGCCGAAC
+CGUAGAACCUGAUCUGGGUAAUACCAGCGAUAGGAAGACUUCAUACUGUGACU
+>BX927152.1/148798-148691
+AUACUAGGCACGGGGUGCCAACCGGAUGGAAAAAUUCCGGAGGCUGAGAAAACACCCGUU
+GAACCUGCUCUAGCUCGUACUAGCGAAGGGAUGGCCUUAACGUGGCUA
+>AP005280.2/150221-150333
+GACUUACCCCACGGGUGCCCAAUGCAUUGGGCUGAGAUUGCGCGCUGUUGCUGCGCGGGA
+CCGUUCGAACCUGUCUGGUUAACACCAGCGAAGGAAGCGAGGAUUGAUUGUCC
+>BX248356.1/232868-232999
+UUUAUAAAUCACGGGUGCUGGACGGCAUACGUUUGCCACAAAGCUGAGACAGGGCGAGAA
+GACGUGCACGUCCCUGAACCGUUGAACCUGAUCCGGGUAAUACCGGCGAUAGGAAGAAUA
+AUGAACCGAUCG
+>AL583918.1/38806-38668
+ACUUCAGUACACGGGAGUCCCCAGGCAGUCCGAAUCUGCGGGGCUGAGAGUGGGCACAGC
+CAGAGUGACUGAACCUACCCUUACCCUCCCACACCUGAUCCGGGUCAUGCCGGCGAAGGG
+AGGUUCAAGAUGCCGUCAG
+>AL583918.1/33385-33496
+AAAAAACCACGCGGGAGCACACACCAAGUGCGCUGAGAGGACGGAUCGGGGCCGUCGACC
+GUAUGAACCUGACCGGGUAAUGCCGGCGUAGGGAGAUGAAUAAUGACUGAAA
+>AE017241.1/138845-138735
+UCCAUCAGACGCGGGAGCGCACGCCAAGUGUGCUGAGAGGACGGCUCGGGGCCGUCGACC
+GUACGAACCUGACCGGGUAAUGCCGGCGUAGGGAGAUGAAAAAUGACCGCA
+>AE017241.1/124587-124696
+CGUUUUAGACACGGGAGUCCCGGGACCGGGGUCUGAGAGUGGGCGCGCCCGCCCUUACCG
+UCACACCUGAUCCGGAUCAUGCCGGCGAAGGGAGGCCGCGAAUGCCCUCG
+>AD000014.1/41361-41472
+GGGUACCCACGCGGGAGCGCAACGCCGAGUGCGCUGAGAGGACGGCUCGGGGCCGUCGAC
+CGUACGAACCUGACCGGGUAAUGCCGGCGUAGGGAGUUGCAAAUGACCAUCA
+>BX842573.1/168419-168309
+GGGUACCCACGCGGGAGCGCACGCCGAGUGCGCUGAGAGGACGGCUCGGGGCCGUCGACC
+GUACGAACCUGACCGGGUAAUGCCGGCGUAGGGAGUUGCAAAUGACCAUCA
+>BX842573.1/159140-159250
+CCCUGUAGACACGGGAGUCCCGGGAGCGGGGUCUGAGAGUGGGCGCGCCUGCCCUUACCG
+UCACACCUGAUCCGGAUCAUGCCGGCGAAGGGAGGUCAAGGAUGGCGUCCG
+>AP005038.1/133710-133554
+CUUUGCACACGCGGGAGCUCGGAGCACCGGGCUGAGAGGGCGCUGACCUCCGCAUCCGCG
+AUGUUUCACGUGGAACAUCGUCGGGCGGACAUUGCUGCGUCGACCGCUGAACCUGUUACC
+GGGUAAUGCCGGCGUAGGGAGUAGGUCUCAUGACCAA
+>AP005031.1/220043-219938
+AUAUUCCGACAGGGGAGCGCCACAGCGCUGAGAGUGCGGGAGAGUCCGCAGACCCUCUGA
+ACCUCGCCCAGGUCAUUCUGGGUAGGAAGUUCGGUCAUCACUCAAG
+>AL939111.1/162719-162830
+CAAGGCACUCGCGGGAGCCCGGACGCACCGGGCUGAGAGGGAGGCUGGCGGCCUCCGACC
+GUACGAACCUGAUCCGGGUCAUGCCGGCGAAGGGAGGGGCUGGACGCCCAUG
+>AL939118.1/94624-94813
+CUUUGUACACGCGGGAGCUCGGAGCACCGGGCUGAGAGGGCGCUGACCUCCGUCCCAGCG
+AUGUUUCACGGGAAACGUCACCGAAGUCGAGUGACGUAUCCCACGAAGCGUCGACGGACG
+GAAGCCGCUGCGUCGACCGCCGAACCUGUUACCGGGUAAUGCCGGCGUAGGGAGUAGGUC
+UCAUGACCAU
+>AP005045.1/132330-132217
+UAAAGCACUCGCGGGAGCCCGGACGCACCGGGCUGAGAGGGAGGCUGGGACGGCCUCCGA
+CCGUACGAACCUGAUCCGGGUCAUGCCGGCGAAGGGAGGGGCUGGACGCCCAUG
+>AL939124.1/163164-163269
+AUAUUCCGACAGGGGAGCGCCACAGCGCUGAGAGUGCGGCACCGGCCGCAGACCCUCCGA
+ACCUGGCCCAGGUCAUUCUGGGUAGGGAGAUCGGUCACCACUCGAG
+>AP005049.1/182766-182672
+GUACCGGACACGGGGUGCCCCAUCCGAGGGCUGAGAUCACACCCGUCGAACCUGAACCAG
+UUCGUACUGGCGGAGGGAUGUCUUCCAUGCCUUUG
+>AE014671.1/10278-10182
+CCGAUUCGUAAGGGGUGCUUUAGGCUGAGACGGUAUGUGCCGAACCCUUCGAACCUGUGA
+GCUAACACUCGCGUAGGGAAUGCGACGGUUGAACUCC
+>AE014729.1/1422-1319
+ACCGUAACGAACGGGAGCCGUGAGGCUGAGAGGAAGUCGCCAGACUUCGACCGGGGAACU
+UGACGCGGGUCAUGCCGCCGUAAGGAAUCGUUGUCGCAGAUUUG
+>AE016928.1/199416-199321
+GUAAAGACAAAGGGGUGCCCCCAAAGAGGGGCUGAGAUUAUACCCUAGGAACCUGAGGCA
+GUUAGCACUGACGUAGGGAUUGUGUUUCUUUCUUAU
+>AE016935.1/265475-265571
+UUCACUAAGUAGGGGUGCCUUAACAUGACGGGCUGAGAACAUACCCAUAGAAUCUGAACC
+GGGUAAUGCCGGCGUAGAGAACUAAUUAAUAAGCAAG
+>AE016935.1/279858-279954
+UUCACGCAAUAGGGGUGCCCUAACAUGACAGGCUGAGAACAUACCCAUAGAAUCUGAUCC
+GGGUAAUGCCGGCGUAGAGAACGAAUAAAUAAGCAAA
+>AE017178.1/187260-187147
+AAUUGGGAGAAGGGGUGCUUCCUGUAGCAAUCGGAAUGCGUGGAUGGCUGAGAACAAACC
+CUCAUCACCUGAACCGGAUAAUACCGGCGUAGGAAACUCUCCGUCUGACUAUCU
+>AE017179.1/109208-109098
+AGACCGCUACGGGGGUGCUUGCCGGCAAGAAUUGCGAUACGGCAGGCUGAGAUAAUACCC
+AUAGACCUGAUCCGGAUAAUACCGGCGGAGGGAUGUAGAAUCGAAUACACA
+>AE012901.1/6754-6860
+AAAUCAUCUUGGGGGUGCUUCGCCAUGUUCCAUGAACCGAAGCUGAGAUCACACCCCUAU
+AACUUGAUGCAGGUAAUGCUGACGCAAGGAAAGAUGAAGCACGCAUC
+>BX569689.1/134905-135013
+AAACACCACUAGGGGUGCCUCGAUCGGUUUUCUGGUCGACGGGGCUGAGAUCACACCCUC
+UGAACCUGACCCGGGUCAUGCCGGCGAAGGGAAGUGACCAGCGUGAUCG
+>D64004.1/130312-130407
+UGCCAUAGCUAGGGGUGUCUAGAAAGCUAGGCUGAGAAAAACCCUUAGAACCUGAGACUG
+GGUAAUACCAGCGGAGGGAAGCUCACCAUUCGAGGA
+>AP005370.1/22351-22449
+ACGACAUGCUAGGGGUGUCUGCGGUCACAGCAGGCUGAGAGCAAACCCUUAGAACCUGAA
+CCAGAUCAUGCUGGCGCAGGGAAGCUGUCUAGAGAGGAU
+>AP006571.1/295973-296079
+UGUUCACGCUGGGGGUGCGGACGGUCCGCACGAUCGCUUCGCUGAGAUCACACCCCUUGA
+ACCUGAUCCGGUUCGUACCGGCGAGAGGGAAGCCAAAGGAGUCACUA
+>AP003584.1/118642-118546
+CAUCCAUGCUAGGGGUGCUUGCACUAACAGGCUGAGAUUACACCCUUAACACCUGAGACU
+GGGUAAUACCAGCGAAGGGAAGCUGUUUAUUGAGGGA
+>BX572094.1/147473-147375
+AAAUAUAACUAGGGGUGCUAAGUCAAUUACUUAGCUGAGAUCAUACCCUUCGAACCUGAA
+ACAGUUAAAACUGACGCAGGAAAGUUUCAAUUUGAUCGA
+>BX572095.1/178356-178459
+GCAAAACACUAGGGGUGCCAUUCAGCAAUCGCUGAGUGGCUGAGAUCACACCCUCCGAAC
+CUGAUACGGGUUGUGCCGGCGCAGGGAAGUGAAAUGACGUGAUC
+>AE017166.1/115998-115896
+AAAUAUCACUAGGGGUGCCUACAAGCUAUUGCUUUUGGCUGAGAUCACACCCUCUGAACC
+UGAUUCGGUUUAUACCGUCGAAGGAAAGUGAAAGAGAGUGAUC
+>AE001887.1/9104-9203
+UCGCGUCACCGGGGGUGCCCUGCUUCGGCAGCGGCUGAGAACACACCCCAGGAACCUGAA
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+>AF004408.1/427-558
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+GGACCUGCGGCU
+>AL591793.1/152515-152628
+GCUGCUCUAACGGGGUGCCCUGGCCGGCUUUGCGACCAUGGCUGAGAGGCUUCGAGCCAA
+CCCGCGGAACCUGAUCCGGCUCAUACCGGCGGAGGGAUUAGAAGCGAUCGGACC
+>AF070520.1/2088-2190
+GCGCAUUCCGAGGGGAGCACUAGACGGUGCUGAGAUGGCGUUGAGCCGGACCCUUGAACC
+UGAUCCGGGUCAUGCCGGCGUAGGAACGGAAAGAAGGCCGCCA
+>AE017257.1/202839-202737
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+UGAUAUUGUUAAAGCAAGCGUAGGGAAAUAUAUGUAUAUAAAU
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+UGGAUGAAACAGGGGUGCCGUGCGGAUGGGCCGCGCGGCUGAGAGAGUCCCUUCGCACCC
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+>AE016910.1/243048-243195
+CGGCAUCGCUAGGGGUCCUGCGCCUGGCGUUCGGCGCAGAUGGCUAGCAAAGUGUAGGCC
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+>AE002556.2/9004-9107
+AGCUCCUUGUCGGAGUGCCGCCGCCGGGCGGCUGAGAUUGCGAAAGCAGAAUCCGUAGAA
+CCUGUCGGGGUAAUGCCUGCGUAGGAAACAAACCGUCAAAUGCC
+>AE002554.1/2672-2573
+ACAUUGAAACAGGGGUGCUGCCUGAUGUUUAGGCGGCUGAGAAAUACCCUUUACACCCGA
+UCGGGAUAAUACCUGCGUGGGGAGUUUUCACGGAUUCUGC
+>AL162753.2/24984-25083
+ACAUCGAAACAGGGGUGCUGCCUGAUGUUCAGGCGGCUGAGAAAUACCCUUUACACCCGA
+UCGGGAUAAUACCUGCGUGGGGAGUUUUCACGGAUUCUGC
+>AL162752.2/339009-338906
+GCUUUCUUGUCGGAGUGCCGCCGCCGGGCGGCUGAGAUUGCGAAAGCAGAAUCCGUAGAA
+CCUGUCGGGGUAAUGCCUGCGUAGGAAACAAACCGUCAAAUGCC
+>BX321856.1/50120-50227
+AGCUGUGGCUAGGGGUCCGCAUUUGCAGUUUUCUGCAAAUGCCGGUGAGAGAGUCCCUUA
+AUACCUGAUGCGGAUAACGCCGCCGGAGGGAAGCCAGGAGUCACUCUC
+>BX842649.1/277414-277318
+ACCUGACGCUAGGGGUGUUGGUGAAUUCACCGACUGAGAAUAACCCUUUGAACCUGAUAG
+AGAUAAUGCUCGCGCAGGGAAGCAAGAAUAGAAAGAU
+>AL139075.2/104313-104417
+AACAUAAAUGACGGGAGCUUGUGUAACAGGCUGAGAGUAAGCUAAAAGCUUAGACCGAAC
+CGGAUCUGGAUAAUACCAGCGUCGGGAAGAUUUAUAAAUUUCAAU
+>AE001547.1/1336-1446
+GGAGCAUUUAAGGGGUGCUUUUUAAAACGCUCAAGUUUUUAAAAGGCUGAGAUCAAACCC
+GUAGAACUUGUCAAGGUAAUUCUUGCGUAAGGAAUAACAUGUUAAUAACCA
+>AE000633.1/3712-3819
+AGCAUUUAAGGGGUGCUUUUUAAAACGCUCAAGUUUUUAAAAGGCUGAGAUCAAACCCGU
+AGAACUUGUCAAGGUAAUUCUUGCGUAAGGAAAUAGCAUGUUAAUAAC
+>M16495.1/2120-2233
+GCCAUCUUGUCGGAGUGCCAACCGUCGAACGACGCGAGGCUGAGACCGUUAAUUCGGGAU
+CCGUGGAACCUGAUCAGGCUAGCACCUGCGAAGGGAAACAAGGGUAACUUGCGG
+>AE015685.1/10697-10614
+UGCCUUUUGGCUGAGACCGUUUAUUCGGGAUCCGUUGAACCUGAUCAGGUUAAAACCUGC
+GAAGGAAACAAGCAUAAUAACUUC
+>AE015710.1/12073-11979
+UGUUUGCCAAAAUUCGGCAGACUGAGAUGUCAUCAGACGAACCCUUAGAACCUGAUCCGG
+CUAAUACCGGCGUAGGAAUGGGCCAAUCAACAGCA
+>S54369.1/6984-7152
+CCAUACUGCUGGGGGUGUCCGUGACGACCCGCUCGGCUUGGAUUUUCGGCGCUGGGCGCU
+CAGACGUCCAGCCGCUAUCCCUGCCGAGAGUUUCGCGUCUCGGGCUGAGAAAAGACCCUU
+CGAACCUGAUCCGGAUCAUGCUGGCGCAGGAAAGCAGGCAAGACAGAGG
+>AF264948.1/14680-14561
+GGUUCCUGUCAGGGGAGUCUCGCCAGAGAGACUGAGAGGCUGAUAGCGAUUUUCGCGGCU
+UAGCGACCCUUAGAACCUGACCCAGCUGAUACUGGCGUAGGAAGACUCGUAUCUUGAUAA
+>AY123045.1/16666-16547
+AGUCCCUGUCAGGGGAGUCUCGCCAGAGAGACUGAGAGGCUAAUAGCGAUUUUCGCGGCU
+UAGCGACCCUUAGAACCUGACCCAGCUGAUACUGGCGUAGGAAGACUCGUAUCUUGAUGA
+>AE016755.1/79951-79852
+CCGUUCUCAACGGGGUGCCACGCAGCCGCGUGCGCUGAGAAAAUACCCGUCGAACCUGAU
+CCGGAUAACGCCGGCGAAGGGAUUUGAGGCUCCUUCUCAA
+>D10483.2/75274-75175
+CCGUUCUCAACGGGGUGCCACGCGUACGCGUGCGCUGAGAAAAUACCCGUCGAACCUGAU
+CCGGAUAACGCCGGCGAAGGGAUUUGAGGCUCCUUCUCAA
+>AE016763.1/55154-55058
+CCAAACGACUCGGGGUGCCCUUCUUUGUGAAGGCUGAGAAAUACCCGUAUCACCUGAUCU
+GGAUAAUGCCAGCGUAGGGAAGUCACGGACCACCAGG
+>AE005183.1/12182-12083
+CCGUUCUCAACGGGGUGCCACGCGGACGCGUGCGCUGAGAAAAUACCCGUCGAACCUGAU
+CCGGAUAACGCCGGCGAAGGGAUUUGAGGCUCCUUCUCAA
+>BX571860.1/177712-177587
+ACUUUCUUGUCGGAGUGCCUAGCGUAAGCUGUUUUAUCGCAGCAUACACAGGCUGAGACC
+GUUAAUUCGGGAUCCGCGGAACCUGAUCGGGUUAAUACCCGCGAAGGGAACAAGAGUAAU
+CAACCG
+>BX571861.1/7126-7022
+GCCAUCUCAACGGGGUGCUGGCUGUUUAAAACAGCCUUGCUGAGAGUAAACCCGCCGAAC
+CUGAUCCGGCUAAUACCGGCGUAGGGAUUUGAGCUGCUAACUAUU
+>AL627265.1/128216-128117
+CCGAACUCAACGGGGUGCCGCGCUCAUGCGCGCGCUGAGAAAAUACCCGUCGAACCUGAU
+CCGGAUAAUGCCGGCGAAGGGAUUUGAGGCUACCUCUCAA
+>AE016836.1/195900-195996
+CUUGACGACUCGGGGUGCCCUUCUUUGUGAAGGCUGAGAAAUACCCGUACCACCUGAUCU
+GGAUAAUGCCAGCGUAGGGAAGUCUGACACUGCUCGU
+>AL627279.1/105836-106061
+GUUAUCUUGUCGGAGUGCUAAUUUUCCACAAAAGCGUUCGUGAUGCGUCAAGGCGGCAAG
+UCGGUGAAUCUCCAGGAGCUUACAUAAGUAAGUGACUGGAGUGAGCGGACGAAGCCAACG
+AAGAGGCAGCGCGAAGGAUGAAGUGGAAAAGGCUGAGACCGUUAAUUCGGGAUCCGCGGA
+ACCUGAUCAGGUUAAUACCUGCGAAGGGAACAAGAGUAAUUCUGCU
+>AE016978.1/72938-72839
+CCGUUCUCAACGGGGUGCCACGCAAACGCGUGCGCUGAGAAAAUACCCGUCGAACCUGAU
+CCGGAUAACGCCGGCGAAGGGAUUUGAGGCUCCUUCUCAA
+>AE016985.1/136499-136403
+CCAAACGACUCGGGGUGCCCUUCUGCGUGAAGGCUGAGAAAUACCCGUAUCACCUGAUCU
+GGAUAAUGCCAGCGUAGGGAAGUCACGGACCACCAGG
+>AE015414.1/5697-5597
+AAUUUCUUGUCGGAGUGCCUUAACUGGCUGAGACCGUUUAUUCGGGAUCCGCGGAACCUG
+AUCAGGCUAAUACCUGCGAAGGGAACAAGAGUUAAUCUGCU
+>AE013968.1/546-637
+ACCACCUAACCGCCGCAAUUUUUUUCGCUGAGAGUAAACCCGUCGAACCUGAUCCGGUUA
+ACCCCGGCGGAGGGAUUUGAGAAUGAUAACGA
+>AJ414154.1/26151-26047
+CAUUCUGACUCGGGGUGCCUGCCACAAUGCGGUGGUAAGGCUGAGAGAUGACCCGUAUUA
+CCUGAUCUGGAUUAUGCCAGCGUAGGGAAGUCUCGGCACCGUAGG
+>AJ414158.1/174343-174468
+AGGCUCUUGUCGGAGUGCCUAGCACCUGCUUUUUUAGGAAAGCAAACGCAGGCUGAGACC
+GUUAAUUCGGGAUCCGCGGAACCUGAUCGGGUUAAUACCCGCGAAGGGAACAAGAGUAAU
+UUAUCG
+>AE016960.1/296476-296583
+CUGCAUCUCUCGGGGAGCGAAAGCUGAGACGAUCCUAGAAAUUCGAAGAUCGGACCCGUU
+GAACCUGCACAAGAUAAUGCUUGCGAAGGGAAGGGACGAUGCGGCUGC
+>U32782.1/8310-8397
+AAAGCCUAGUCGGGGUGCAAUACGCUGAGAUCAUACCCGUGAACCUGAAACAGUUAAUAC
+UGACGUAGGAAACUAGGAAUAUAACCUU
+>AE017152.1/157588-157680
+UUGUUCUCAUUGGGGUGCUGAAAAUAAGCUGAGAAAUACCCAUAGAACCUGAUCUGAUUC
+GUAUCAGCGUAGGGAUUUGAGGCCAUUUCUACU
+>U32720.1/1366-1454
+AGUUUUUAGUCGGGGUGCCGAAAGGCUGAGAUGAUACCCGUGAACCUGAAACAGUUAGCA
+CUGACGUAGGAAACUAAUAUGCCAAAAAA
+>U32725.1/470-558
+GACUUUUAGUCGGGGUGCCGAAAGGCUGAGAUGAUACCCGUGAACCUGAAACAGUUAGCA
+CUGACGUAGGAAACUAAUAUGCCACAUAU
+>AB087258.1/15478-15568
+CCGACUUAGUCGGGGUGCUGAUAACAGCUGAGAUAAUACCCGUGAACCUGAUACAGUUAA
+UACUGACGUAGGAAACUAAUGGUCUUACUCC
+>AE006165.1/9171-9068
+GCACUUUAGUCGGGGUGCUUUGUAACCAAAUUGUACAAAGCUGAGAUGAUACCCGUGAAC
+CUGAUACAGCUAACACUGACGUAGGAAACUAAUUAUGCCAAUAA
+>AE006074.1/48-140
+GACUCUUAGUCGGGGUGCUAUUGCGUUAGCUGAGAUGAUACCCGUGAACCUGAUGCAGUU
+AAUACUGACGUAGGAAACUAGCAGUCAAUAUUG
+>AE016785.1/288775-288889
+AGCGCCACCAAGGGGAGCCCGGCAAUGGGCUGAGAAACCGCUGAACGCUACAGCGCGGUG
+ACCCUUCGAACCUGAUCCGGAUCAUGCCGGCGAAGGGAUGGGGCUUGUAACCUGC
+>AE004910.1/5287-5151
+GGGUUCUUGUCGGGGUGCCCUAUACGAGGGGCUGAGAUCGGAUAGUUCCGGAUCCCGUUG
+AACCUGAUCGGGCUAGCGUCCGGUUCCGCCUCGCGCGGACCGCAGCAACCCGCGUAGGGA
+ACAAGAUGUCCGCGCCA
+>AE016792.1/163969-163863
+AUGUUCUUGUCGGGGUGCCUUGAAGCAAAGGCUGAGAUCGCAGAGGUGCGGAUCCCGUUG
+AACCUGAUCAGGUUAGCGCCUGCGUAGGGAACAAGAUUGCUCGCCUU
+>AE016874.1/27758-27654
+GCGUUCUUGUCGGGGUGCCUUGCUAUGAGGCUGAGAUCGGUUAAACCGGAUCCCGUUGAA
+CCUGAUCAGGUUAGCGCCUGCGUAGGGAACAAGAUUUCUCGUCUC
+>AP005331.1/182283-182408
+AACCACUCAUCGGGGCGCUUAACUGUGGUGUUUUAUUGCAUCGCAGUGGCUGAGACUAGG
+CAAAGGCCUAGGACCCGUAAACCUGAACCAGAUAAUGCUGGCGUAGGAAUUGAGUCGGGA
+UUAAUU
+>AE004097.1/4180-4278
+UUCCACUUGUCGGAGUGCCAUUGGGCUGAGACCGUUUAUUCGGGAUCCGUUGAACCUGAU
+CAGGUUAAUACCUGCGAAGGGAACAAGAGAAGACUCUCU
+>AP005345.1/54245-54147
+CCAACAUAGUCGGGGAGCCUUAUCGGCUGAGAUCGCCACGCGAGACCCGUUGAACCUGAU
+UCAGUUAAUACUGACGUAGGGAACUAUUACGCGCAUAUA
+>AP005343.1/46608-46510
+UUUCACUUGUCGGAGUGCCUUUGGGCUGAGACCGUUUAUUCGGGAUCCGUUGAACCUGAU
+CAGGUUAGAACCUGCGAAGGGAACAAGAGAAGAUACUUG
+>AE004209.1/3442-3690
+GUCCUGUAGUCGGGGAGCCUGAGAGCGUAUAUACCCUUCUUACUUGAAGCUGCAGCGGUG
+UUGGCUACGUUCGUUCACCCCAAUCACAUAGUUUAUCUAUGCUCAUGGGGAUGAACUCAC
+UUGUCGCCUACCUGCAACUCCAAGUAGUUUGGGUAUAACAACGUGCGAAUUAAAGGCUGA
+GAUCGCGUAGCGAGACCCGUUGAACCUGAUUCAGUUAGGACUGACGUAGGGAACUAUCCU
+CAACCGCUG
+>AP005084.1/128021-127914
+GCGAAAUAGUCGGGGGGCCACGUGAUAAGCGUUGGCUGAGAUCGAAAUUCGAGACCCGUU
+GAACCUGAUUCAGUUAGCACUGACGUAGGGAACUAUGCGCGCUUUGCC
+>AP005074.1/11634-11770
+UCCAACUCAUCGGGGAGCAAACCCAUUUUGCAUUGAGUCAAUCAAUGCAUUUGGGCGCUG
+AGACCUAAGUGUUUUACUAGGGACCCGUAUUACCUGAACCAGAUAAUGCUGGCGUAGGAA
+UUGAGUCUGGAUAUUGG
+>AP005083.1/232112-232014
+CUUCACUUGUCGGAGUGCCAUAAGGCUGAGACCGUUAAUUCGGGAUCCGUUGAACCUGAU
+CAGAUUAAUAUCUGCGAAGGGAACAAGAGAAGAUACCUA
+>AE016800.1/67341-67243
+UUUCACUUGUCGGAGUGCCUUAGGGCUGAGACCGUUUAUUCGGGAUCCGUUGAACCUGAU
+CAGGUUAGAACCUGCGAAGGGAACAAGAGAAGAUACUUG
+>AE012449.1/4930-4832
+CCGCCGAAGUGGGGGUACCACAGCACUGCUGCGGUUGAGAUAGUCCCUUCGAACCUGAUC
+CGGCUCAUACCGGCGUAGGGAAGCUUCGUUAGAUGCGCU
+>AE011991.1/4930-4833
+CCGCCGAAGUGGGGGUACCGCAGCGUGCUGCGGUUGAGAUAGUCCCUUCGAACCUGAUCC
+GGCUGAUACCGGCGUAGGGAAGCUUCGUCAGAUGCGAU
+>AE004009.1/105-203
+GCUUUGAAGCGGGGGUACCAUAGCCAAGCUGCGGUUGAGACACACCCUUCGAACCUGAUC
+CGGUUUACACCGGCGUAGGAAAGCUUCGUGGACCGCGCC
+>AE012556.1/212138-212040
+ACUUUGAAGCGGGGGUACCGUAGCCAAGCUGCGGUUGAGACACACCCUUCGAACCUGAUC
+CGGUUUACACCGGCGUAGGAAAGCUUCGUGGACCGCGCC
+>AF279106.2/41735-41832
+UUAAUUGCAAAGGGGUGGCCAUUUCGGCCUGAGAUCCUUGGAAACUCUUUGAACCUGAUC
+CAUACAAUAAUGGCGGAGGAAUUGCAUGAAAAUCAUUA
+>AY372453.1/27964-28063
+ACCAACUGCAAGGGGUGGUCAAUAGACCUGAGAUCUUUACGGAAACCCUUUGAACCUGAU
+CCAUACAAUAAUGGCGGAGGAAUCGCAUGAAUAUUAUUAA
+>AE011282.1/7576-7478
+CUUGGACGUUGGGGGUGGGAUUCACUGCGUGAAUCUCUGAGAGAGUCCCCGGAACCUGAU
+CAGGAUAAGACCUGCGUAGGAAAACGGACCUGUAAAAUU
+>AE001747.1/6884-6993
+ACCUUCCCCAGGGGGAGCUCCUAUUCCGGGGCUGAGAGGAGGACGGAAGUCCUCGACCCC
+AAGAACCUGAUCCGGGUAAUGCCGGCGGAGGGAUCGGGGAAGGAGGAAAU
+>M33642.1/428-524
+GUGUACAUCAAUGUCAAGAAGAGGAGAGCGUGGCUGAGAUUAUACGGCGAAACUUGAUCU
+GGAUAAUACCAGCGAAAGGAUCAUGCUCUCCUCCCCC
+>AB033416.1/2076-2219
+UCAUGCAUGAGCCGGUGCCCAUUCUUCUCCCAUCAGCAUGGUCAGUUCAAACUGGUCGUG
+UUGAUGAUAGGGGGAUGUGGCUGAGAUUAUACGGCAAAACUUGAUCUGGAUAAUACCAGC
+GAAAGGAUCAUGUCAUCUCCCCUA
+>AY007661.1/532-727
+AAGACAGCUACCGGGUGUCCAUGUUGGUACAGCCACAGUUGGUUCACCCUUAUCGCUCUU
+CCAUGCCUUCUGUGACAAGGUCUUUGGAAUGAGUUUGAUACGAUGGGCCAACUGCGGCGG
+UACCACGUUGGUCUGAGAAAUACCGGCGAACUUGAUCUGGAUAAUACCAGCGAAAGGAUU
+GGCUUCUUGGGACCCC
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+AAGUUGCACCAGGGGUGCCUGUAUUCUCAACGAUCUGAAGGCCUCUUGGCCUGGAUUGUU
+GUGAAUUGGGCUGAGAAAGUCCCUUUGAACCUGAACAGGAUAAUGCCUGCGAAGGGAGUG
+UGCAUUUCUACUUUU
+>AK119882.1/1-98
+UUGAAUGACUCGGGGUGCCCCUUUUCACAAAGGGCUGAGAAAUACCCGUACCACCUGAUC
+UGGAUAAUGCCAGCGUAGGGAAGUCAGAUGCCUGCCCG
+>AK120238.1/2075-2184
+CUAUGUUAGGAGGUGGCCUCUUGGCCUGGAUUGUUGUGAAUUGGGCUGAGAAAGUCCCUU
+UGAACCUGAACAGGAUAAUGCCUGCGAAGGGAGUGUGCAUUUCUACUUUU
+>AK068703.1/2083-2217
+UGUUAGGAGGUGGGGUGCCUGUAUUCUCAACGAUCUGAAGGCCUCUUGGCCUGGAUUGUU
+GUGAAUUGGGCUGAGAAAGUCCCUUUGAACCUGAACAGGAUAAUGCCUGCGAAGGGAGUG
+UGCAUUUCUACUUUU
+>AF264021.1/2226-2360
+AAGUUGCACCAGGGGUGCCUGUAUUCUCAACAAUCUGAAGGGCCCUUGGCCUGGAUUGUU
+GUGAUAUGGGCUGAGAAAGUCCCUUUGAACCUGAACAGGAUAAUGCCUGCGUAGGGAGUG
+UGCAUUUCUAUUUUG
+>AC005496.3/78625-78498
+CAAAAGCACCAGGGGUGCUUGAACCAGGAUAGCCUGCGAAAAGGCGGGCUAUCCGGGACC
+AGGCUGAGAAAGUCCCUUUGAACCUGAACAGGGUAAUGCCUGCGCAGGGAGUGUGCAGUU
+UUUUUUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00059.test b/benchmarks/cmsearch-rmark/rmark-1/RF00059.test
new file mode 100644
index 0000000..a8ff700
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00059.test
@@ -0,0 +1,28 @@
+>AP005029.1/281486-281666
+CGGGACGAGCGAGGGAGUUCGACCGGAGUAGCCGACUUUGGCGUGAAGCUGGGAGUACGU
+GGUUUCCGCCCGGGCCGACGUCGACGGUCGGGCUGAGAGGCUGGAAGGUCGCAGGACCUG
+ACAGCGACCUCUGGAACCUGAUCCGGACCAUACCGGCGCAGGGAGCCCGUCUCGCAGGUU
+A
+>AE014702.1/7711-7543
+GGCGCAUUGCAGGGGAACCCGUGAACCAAGCCGAUACCAGCCGAGCCGGUACGGUGCCAU
+UCGCGCCGAGACCGAAUCAAUCGCCGACAUGCGGGUUGAGAAAGGCAUAAGGCCUGACCC
+UUGGAGCCUGUUGGCCAACACCAUCGGAAGGAGCAAAUGAUGACUUUUG
+>AE014730.1/8718-8610
+GGAGUUGACACGGGAGCUGCCGUUGGGCGGCUGAGAGGAGACUCAUAGUCUCGACCGAUG
+GAACGUGACCGGAUAAUGCCGGCGCACGGAAAUGUCGCUCUUACCUACC
+>AE014626.1/5916-5808
+ACUGUAAUGCAGGGGAACUCGCAUGUGGUUCGCGAGUUGAGAAAGGCCUGAGCCUGACCC
+UUAGAACCUGUUGGUUAAGACCAUCGUAGGGAGCAGUAAAUGAGCAAUA
+>AE016968.1/6411-6516
+AAUCAAUAACAGAGGUACCUCUUUUAUCUUGGAUAAAAGAAGUUGAGAAACACUCUUAUG
+AGCUGAUCUGGUUAACACCAGCGUAGCGAGUUAUAUCUCUCACAAG
+>BX640423.1/313922-313811
+AGGAUCACGCAGGGGUACUCGCUGUCCCGCCUUCAAGGCCGGCAGCGUGUUGAGAGAGUC
+CCUUCGUACCAGUACGGAUAAUGCCGAUGCUGGGAGCGUAUUCCAGUUGCCG
+>AB111809.1/311-481
+UCUGGGCGUGGCCGGUGUUCGUUCUUAUCCUUAGCAUAUCCCUACCUCAACUGUACUGGC
+CUUUAUCCAGCGUUGAAGGGGACUGCCAAAGGCUCUGGGUUCGUUCUGAGAAUAUACGGU
+CAAAACUUGAUCUGGAUAAUACCAGCGAAAGGAUCAUGCCUUCCCUUGCCU
+>AB118748.1/319-422
+UGGAGGGGUACCGGGUGUACGAGGCAGAGUCCGGUCGUUCUGAGAUUAUACUGUCAUAAC
+UUGAUCUAGAUAAUACUAGCGAAAGGACAUGCGUGGCAUUGAUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00066.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00066.ali
new file mode 100644
index 0000000..5fd9934
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00066.ali
@@ -0,0 +1,69 @@
+# STOCKHOLM 1.0
+#=GF ID U7
+#=GF AC RF00066
+#=GF DE U7 small nuclear RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 26.1
+#=GF NC 26.0
+#=GF TC 26.2
+
+Z54313.1/13139-13076 UAAGU.GUUACAGCUCUUUUACUAUUUAGCUAGCA..GGUUCUUAC.UCU
+Z54313.1/7136-7074 UAAGU.GUUACAGCUCUUUUACUAUUUGUGUAGCA..GGUUCUUGC.CAU
+Z54313.1/6541-6604 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+Z11688.1/339-402 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+X64404.1/3748-3685 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGGA..GGUUCUUAC.UCU
+Z54313.1/12899-12962 UAAGU.GUUACAGUGCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+Z54313.1/4458-4395 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGUA..GGUUCUUAC.UCU
+X64404.1/2360-2423 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCC..GGUUUUUAC.UCU
+Z54313.1/415-352 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUAGUAC.UCU
+Z54313.1/2938-2875 UAGGU.GUUACAGCUCUUUUACUAUUUAGCUAGCA..GGUUCUUAC.UCU
+Z54313.1/11144-11081 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+X64404.1/2814-2751 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+Z54313.1/9463-9526 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+X64404.1/4522-4585 UAAGU.GUUACAGCUCUUUUACUAUUUGUUUAGCA..GGUUCUUAC.UCU
+Z54313.1/13816-13753 UAAGU.GUUACAGCUCUUUUGCUAUUUGUCUAGCA..GGUUCUUAU.UUU
+X64404.1/5272-5209 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.ACU
+Z54313.1/5973-6037 UAAGUCGUUACAGCUCUUUUACUAUUUGUUUAGCA..GGUUCUUAC.UGU
+X64404.1/160-97 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+Z54313.1/6769-6706 UAGGU.GUUACAGCUCUUUUACUAGUUAGCAAGUA..GGCUUUUAC.UCU
+Z54313.1/1632-1569 UAAGU.GUUACAGCUCUUUUACUAUUUGUCUAGCA..GGUUCUUAC.UCU
+X07183.1/1-63 AUAGU.GUUACAGCUCUUUUAGAAUUUGUCUAGCA..GGUUUUCUG.ACU
+M18675.1/1-62 .AAGU.GUUACAGCUCUUUUAGAAUUUGUCUAGCA..GGUUUUCUG.ACU
+X54165.1/2549-2611 CAAGU.GUUACAGCUCUUUUAGAAUUUGUCUAGCA..GGUUUUCUG.ACU
+M17910.1/1-64 GNNGU.GUUACAGCUCUUUUAGAAUUUGUCUAGUA..GGCUUUCUG.GCU
+M26278.1/1-53 ..............UCUUUCA.AGUUUCUCUAGAAGAGUCUCGCUU.CC.
+M26274.1/1-55 ..............UCUUUCA.AGUUUCUCUAGAA..GGGUCUCGCGUCC
+M26275.1/1-55 ..............UCUUUCA.AGUUUCUCUAGAA..GGGUCUCGCUUCC
+M26272.1/1-55 ..............UCUUUCA.AGUUUCUCUAGAA..GGGUCUCGCUUCC
+#=GC SS_cons ......................................<<<<<<<<.<<.
+
+Z54313.1/13139-13076 ...GUAG..GA.GUUAUAAACUGU
+Z54313.1/7136-7074 ....UGU..AG.GAGCCACCUGAU
+Z54313.1/6541-6604 ...GUAG..GA.GCCACACACACU
+Z11688.1/339-402 ...GUAG..GA.GCCACACACUGA
+X64404.1/3748-3685 ...GUAG..GA.GCCACAAACUGU
+Z54313.1/12899-12962 ...GUAG..GA.GCCACACACUCU
+Z54313.1/4458-4395 ...GUAG..GA.GCCACACAUCUU
+X64404.1/2360-2423 ...GUUG..GA.GCCACACACUGU
+Z54313.1/415-352 ...GUAG..GA.GCCACACAUCUU
+Z54313.1/2938-2875 ...GACU..GA.GUCAUAAACUGU
+Z54313.1/11144-11081 ...GUAG..GA.GCCACACACUUU
+X64404.1/2814-2751 ...GUAG..GA.GCCACAAACUGU
+Z54313.1/9463-9526 ...GUAG..GA.GCCACAAAUUAU
+X64404.1/4522-4585 ...GUAG..GA.GCCACAAACUGU
+Z54313.1/13816-13753 ...GUAG..GA.GCCAAAAAUUAU
+X64404.1/5272-5209 ...GUAG..GA.GCCACACACUGU
+Z54313.1/5973-6037 ...GUUG..AG.CCAACAGCUUUU
+X64404.1/160-97 ...GUAG..GA.GCCACACACUGU
+Z54313.1/6769-6706 ...GACA..GA.AUCAUAAAUUGU
+Z54313.1/1632-1569 ...GUAG..GA.GCCACAAAUUGU
+X07183.1/1-63 ....UCG..GU.CGGAAAACGCCU
+M18675.1/1-62 ....UCG..GU.CGGAAAACCCCY
+X54165.1/2549-2611 ....UCG..GU.CGGAAAACCCCU
+M17910.1/1-64 ...UUUC..AC.CGGAAAGCCCCU
+M26278.1/1-53 ...GAAGUCGG.AGGCGAGUGCCC
+M26274.1/1-55 GAAGUCG..GAGGCGAGUGCCCAA
+M26275.1/1-55 GAAGUCG..GAGGCGAGUGCCCAA
+M26272.1/1-55 GAAGUCG..GAUGCGAGUGCCCAA
+#=GC SS_cons .........>>.>>>>>>>>....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00066.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00066.idx
new file mode 100644
index 0000000..77f047b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00066.idx
@@ -0,0 +1,2 @@
+M26277.1/1-56
+M26276.1/1-57
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00066.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00066.raw
new file mode 100644
index 0000000..57e27aa
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00066.raw
@@ -0,0 +1,80 @@
+>Z54313.1/13139-13076
+UAAGUGUUACAGCUCUUUUACUAUUUAGCUAGCAGGUUCUUACUCUGUAGGAGUUAUAAA
+CUGU
+>Z54313.1/7136-7074
+UAAGUGUUACAGCUCUUUUACUAUUUGUGUAGCAGGUUCUUGCCAUUGUAGGAGCCACCU
+GAU
+>Z54313.1/6541-6604
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACACA
+CACU
+>Z11688.1/339-402
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACACA
+CUGA
+>X64404.1/3748-3685
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGGAGGUUCUUACUCUGUAGGAGCCACAAA
+CUGU
+>Z54313.1/12899-12962
+UAAGUGUUACAGUGCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACACA
+CUCU
+>Z54313.1/4458-4395
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGUAGGUUCUUACUCUGUAGGAGCCACACA
+UCUU
+>X64404.1/2360-2423
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCCGGUUUUUACUCUGUUGGAGCCACACA
+CUGU
+>Z54313.1/415-352
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUAGUACUCUGUAGGAGCCACACA
+UCUU
+>Z54313.1/2938-2875
+UAGGUGUUACAGCUCUUUUACUAUUUAGCUAGCAGGUUCUUACUCUGACUGAGUCAUAAA
+CUGU
+>Z54313.1/11144-11081
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACACA
+CUUU
+>X64404.1/2814-2751
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACAAA
+CUGU
+>Z54313.1/9463-9526
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACAAA
+UUAU
+>X64404.1/4522-4585
+UAAGUGUUACAGCUCUUUUACUAUUUGUUUAGCAGGUUCUUACUCUGUAGGAGCCACAAA
+CUGU
+>Z54313.1/13816-13753
+UAAGUGUUACAGCUCUUUUGCUAUUUGUCUAGCAGGUUCUUAUUUUGUAGGAGCCAAAAA
+UUAU
+>X64404.1/5272-5209
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACACUGUAGGAGCCACACA
+CUGU
+>Z54313.1/5973-6037
+UAAGUCGUUACAGCUCUUUUACUAUUUGUUUAGCAGGUUCUUACUGUGUUGAGCCAACAG
+CUUUU
+>X64404.1/160-97
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACACA
+CUGU
+>Z54313.1/6769-6706
+UAGGUGUUACAGCUCUUUUACUAGUUAGCAAGUAGGCUUUUACUCUGACAGAAUCAUAAA
+UUGU
+>Z54313.1/1632-1569
+UAAGUGUUACAGCUCUUUUACUAUUUGUCUAGCAGGUUCUUACUCUGUAGGAGCCACAAA
+UUGU
+>X07183.1/1-63
+AUAGUGUUACAGCUCUUUUAGAAUUUGUCUAGCAGGUUUUCUGACUUCGGUCGGAAAACG
+CCU
+>M18675.1/1-62
+AAGUGUUACAGCUCUUUUAGAAUUUGUCUAGCAGGUUUUCUGACUUCGGUCGGAAAACCC
+CY
+>X54165.1/2549-2611
+CAAGUGUUACAGCUCUUUUAGAAUUUGUCUAGCAGGUUUUCUGACUUCGGUCGGAAAACC
+CCU
+>M17910.1/1-64
+GNNGUGUUACAGCUCUUUUAGAAUUUGUCUAGUAGGCUUUCUGGCUUUUCACCGGAAAGC
+CCCU
+>M26278.1/1-53
+UCUUUCAAGUUUCUCUAGAAGAGUCUCGCUUCCGAAGUCGGAGGCGAGUGCCC
+>M26274.1/1-55
+UCUUUCAAGUUUCUCUAGAAGGGUCUCGCGUCCGAAGUCGGAGGCGAGUGCCCAA
+>M26275.1/1-55
+UCUUUCAAGUUUCUCUAGAAGGGUCUCGCUUCCGAAGUCGGAGGCGAGUGCCCAA
+>M26272.1/1-55
+UCUUUCAAGUUUCUCUAGAAGGGUCUCGCUUCCGAAGUCGGAUGCGAGUGCCCAA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00066.test b/benchmarks/cmsearch-rmark/rmark-1/RF00066.test
new file mode 100644
index 0000000..039606b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00066.test
@@ -0,0 +1,4 @@
+>M26277.1/1-56
+UCUUUCAAGUUUCUCUAGAAGGGUCUCGCAUCCGAAGUCGGAGGCGAGUGCCCAAU
+>M26276.1/1-57
+UCUUUCAAGUUUCUCUAGAAGGGUCUCGCGUCCGAAGUCGGAGGCGAGUGCCCAACU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00067.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00067.ali
new file mode 100644
index 0000000..41bf3c1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00067.ali
@@ -0,0 +1,53 @@
+# STOCKHOLM 1.0
+#=GF ID U15
+#=GF AC RF00067
+#=GF DE U15 small nucleolar RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 22.0
+#=GF NC 21.5
+#=GF TC 22.1
+
+X97794.1/2144-2293 CUU.GGUGAAGAUAA.......GAUG.ACGAGUCGGAAUAGGACAGA..U
+X97794.1/3225-3370 CUUCAGUGAUGAUAC.......GAUG.ACGAGUCGGAACAAAGCC....G
+X80988.1/3-147 CUUCUGUGAUGAUAC.......GAUG.ACGAGUCUGAGUGGGU......A
+Z34530.1/10197-10341 CUUCUGUGAUGAUAC.......GAUG.ACGAGUCUGAGUGGGU......A
+Z34530.1/8157-8303 CUUCAGUGAUGAGAC.......GAUG.ACGAGUCAGAAAGGAC.......
+AY043296.1/695-842 CUUCGAUGAAGAGGU.......GAUG.ACGAGUCUGAGUAGGAAGUG..U
+AY043296.1/3920-4064 CUUCAGUGAUGACAC.......GAUG.ACGAGUCAGAAUGGCC.......
+L16016.1/866-1013 CUUCGAUGAAGAGAU.......GAUG.ACGAGUCUGACUUGGGGAUG..U
+L15557.1/1-146 CUUCAGUGAUGACAC.......GAUG.ACGAGUCAGAAAGGUC.......
+#=GC SS_cons <<<<.....................<.<<<<<<<................
+
+X97794.1/2144-2293 CCUGCUUCUGCCGGUCACUGGUUCAGGUCCACGUUCUG..UGGGUUUC..
+X97794.1/3225-3370 UCUUGUUCUGGGGGUUCGUGGUUCAGCUCUACGUUCUG..UGGUUCUG..
+X80988.1/3-147 AAUCCUUUUCCAGUGGUCUCUGUCUCCAUCACGUUCUG..UGCUGUAG..
+Z34530.1/10197-10341 AAUCGUUUUCCAGUGGUCUCUGUCUGUAUCACGUUCUG..UGCUGUAG..
+Z34530.1/8157-8303 CAGCAAUGUAGUGUG.UCCUGCUCAGUGUCACGUUCUG..UGCCGCUCUG
+AY043296.1/695-842 UGUCUUUGUCCAAGA.UGCCUCACUAUGCUGCGUUCUG..UGGCACAG..
+AY043296.1/3920-4064 ACGUCUUGCUCUUGG.UCCCUGUCAGUGCCAUGUUCUG..UGGUGCUG..
+L16016.1/866-1013 UCUCUUUGCCCAGGUGGCCUACUCUGUGCUGCGUUCUG..UGGCACAG..
+L15557.1/1-146 ACGUCCUGCUCUUGG.UCCUUGUCAGUGCCAUGUUCUG..UGGUGCUGUG
+#=GC SS_cons ..................................................
+
+X97794.1/2144-2293 ..UACC..AGUUCUUCAGAGUGGGUCGUCCCUCUUCAUUUGAAGACACUG
+X97794.1/3225-3370 ..UUCC..AGUUCCUCAG..UUCAGGGUCUU.UUUCUCUUGAAGACAUAG
+X80988.1/3-147 ....CUG.AAGCCCACUGAGUCAAGAUUGCC.CUUGGCUUGAUGUCCUUG
+Z34530.1/10197-10341 ....CUG.AGCCCCACUGAGUCAAGAUUGCC.CUUGGCUUGAUGUGCUUG
+Z34530.1/8157-8303 UUUGGU..UGCACUGCAU.CAGCUUUGUCCU.UCUUACUGAUUGAUAUAG
+AY043296.1/695-842 ..CUGAA.AGCACUGUGGUCAAAAGAAACUU.CCUAA..AGAUGACCAAG
+AY043296.1/3920-4064 ..UACAU.GGUUCCCUUGGCAAAAGUGUCCU.GCGCACUGAUUGAUUUAG
+L16016.1/866-1013 ..UUUAA.AGAGCCCUGG.UUGAAGUAAUUU.CCUAA..AGAUGACUUAG
+L15557.1/1-146 ..CACG..AGUUCCUUUGGCAGAAGUGUCCU.AUUUAUUGAUCGAUUUAG
+#=GC SS_cons ..................................................
+
+X97794.1/2144-2293 AGGCAUUUGUCUGAGA.AGG
+X97794.1/3225-3370 AGGCAUUUGUCUGAGA.AGG
+X80988.1/3-147 AGGCAUUUGUCUGAGA.AGG
+Z34530.1/10197-10341 AGGCAUUUGUCUGAGA.AGG
+Z34530.1/8157-8303 AGGCAUUUGUCUGAGA.AGG
+AY043296.1/695-842 AGGCAUUUGUCUGAGA.AGG
+AY043296.1/3920-4064 AGGCAUUUGUCUGAGA.AGG
+L16016.1/866-1013 AGGCAUUUGUCUGAGA.AGG
+L15557.1/1-146 AGGCAUUUGUCUGAGA.AGG
+#=GC SS_cons .>>>..>>>>>...>>.>>.
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00067.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00067.idx
new file mode 100644
index 0000000..9f759fb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00067.idx
@@ -0,0 +1,3 @@
+Z34530.1/4257-4400
+Z34530.1/6444-6594
+Z75112.1/2-111
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00067.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00067.raw
new file mode 100644
index 0000000..93e88e8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00067.raw
@@ -0,0 +1,36 @@
+>X97794.1/2144-2293
+CUUGGUGAAGAUAAGAUGACGAGUCGGAAUAGGACAGAUCCUGCUUCUGCCGGUCACUGG
+UUCAGGUCCACGUUCUGUGGGUUUCUACCAGUUCUUCAGAGUGGGUCGUCCCUCUUCAUU
+UGAAGACACUGAGGCAUUUGUCUGAGAAGG
+>X97794.1/3225-3370
+CUUCAGUGAUGAUACGAUGACGAGUCGGAACAAAGCCGUCUUGUUCUGGGGGUUCGUGGU
+UCAGCUCUACGUUCUGUGGUUCUGUUCCAGUUCCUCAGUUCAGGGUCUUUUUCUCUUGAA
+GACAUAGAGGCAUUUGUCUGAGAAGG
+>X80988.1/3-147
+CUUCUGUGAUGAUACGAUGACGAGUCUGAGUGGGUAAAUCCUUUUCCAGUGGUCUCUGUC
+UCCAUCACGUUCUGUGCUGUAGCUGAAGCCCACUGAGUCAAGAUUGCCCUUGGCUUGAUG
+UCCUUGAGGCAUUUGUCUGAGAAGG
+>Z34530.1/10197-10341
+CUUCUGUGAUGAUACGAUGACGAGUCUGAGUGGGUAAAUCGUUUUCCAGUGGUCUCUGUC
+UGUAUCACGUUCUGUGCUGUAGCUGAGCCCCACUGAGUCAAGAUUGCCCUUGGCUUGAUG
+UGCUUGAGGCAUUUGUCUGAGAAGG
+>Z34530.1/8157-8303
+CUUCAGUGAUGAGACGAUGACGAGUCAGAAAGGACCAGCAAUGUAGUGUGUCCUGCUCAG
+UGUCACGUUCUGUGCCGCUCUGUUUGGUUGCACUGCAUCAGCUUUGUCCUUCUUACUGAU
+UGAUAUAGAGGCAUUUGUCUGAGAAGG
+>AY043296.1/695-842
+CUUCGAUGAAGAGGUGAUGACGAGUCUGAGUAGGAAGUGUUGUCUUUGUCCAAGAUGCCU
+CACUAUGCUGCGUUCUGUGGCACAGCUGAAAGCACUGUGGUCAAAAGAAACUUCCUAAAG
+AUGACCAAGAGGCAUUUGUCUGAGAAGG
+>AY043296.1/3920-4064
+CUUCAGUGAUGACACGAUGACGAGUCAGAAUGGCCACGUCUUGCUCUUGGUCCCUGUCAG
+UGCCAUGUUCUGUGGUGCUGUACAUGGUUCCCUUGGCAAAAGUGUCCUGCGCACUGAUUG
+AUUUAGAGGCAUUUGUCUGAGAAGG
+>L16016.1/866-1013
+CUUCGAUGAAGAGAUGAUGACGAGUCUGACUUGGGGAUGUUCUCUUUGCCCAGGUGGCCU
+ACUCUGUGCUGCGUUCUGUGGCACAGUUUAAAGAGCCCUGGUUGAAGUAAUUUCCUAAAG
+AUGACUUAGAGGCAUUUGUCUGAGAAGG
+>L15557.1/1-146
+CUUCAGUGAUGACACGAUGACGAGUCAGAAAGGUCACGUCCUGCUCUUGGUCCUUGUCAG
+UGCCAUGUUCUGUGGUGCUGUGCACGAGUUCCUUUGGCAGAAGUGUCCUAUUUAUUGAUC
+GAUUUAGAGGCAUUUGUCUGAGAAGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00067.test b/benchmarks/cmsearch-rmark/rmark-1/RF00067.test
new file mode 100644
index 0000000..df6463f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00067.test
@@ -0,0 +1,11 @@
+>Z34530.1/4257-4400
+CUUCAGUGAUGAUUUGAUGACGAGUCUGACUUCCUCCUUUCAUGCCCCAUUCAGCUAAAG
+GAGCUGCGUUCUGCAUGUUGCUUUUGCUGUUGGGUCCUCAUAACAAAGUUGUAUGAAGAC
+UCUUGAGGCAUUUGUCUGAGAAGA
+>Z34530.1/6444-6594
+CUUCAGUGAUGAGACGAUCGACGAGUCAGAAGGACCAUCAAUGUAGUGUGUCUCGUGAGU
+GUCACGUUCUCUGCGAGCUGUGUUUCCGGCCGCCAUGCAUCAGCUUUGCCCCUUCUUACC
+UGAUCGAUAUGGAGGCAUUCGCUGAGACAGG
+>Z75112.1/2-111
+CACCAAUGAUGCAAUGGUUAAAUCAGACGAGUCUAUUUUGGCUAUCUAUUCGAGUUCUUC
+GAAGAAAUUGCCGCUAAGCGGGGUGAAAUUGAGGCAUUUGUCUGAGGUGA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00080.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00080.ali
new file mode 100644
index 0000000..07a8459
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00080.ali
@@ -0,0 +1,141 @@
+# STOCKHOLM 1.0
+#=GF ID yybP-ykoY
+#=GF AC RF00080
+#=GF DE yybP-ykoY element
+#=GF AU Moxon SJ
+#=GF GA 25.0
+#=GF NC 14.9
+#=GF TC 28.2
+
+AE005906.1/7630-7499 CCGCCCACCUUUGGGGAGUAGCCG.CCCGCGU................CU
+BX321864.1/302773-302659 UUGCCGGUCAUUGGGGAGUAGCCG.CUCUUC.................GU
+D90826.1/6621-6743 GCGCCCUCAUUUGGGGAGUAGCCG.AUUUCCAG...............AU
+AE005405.1/41-163 GCGCCCUCAUUUGGGGAGUAGCCA.AUUUCCAG...............AU
+AE016761.1/247677-247799 GCGCCCUCAUUUGGGGAGUAGCCG.AUUUCCAG...............AU
+AE008781.1/18002-18124 GCGCCGUCAAUUGGGGAGUAGCCG.AUUUCCAG...............AC
+AE016837.1/226247-226125 GCGCCGUCAAUUAGGGAGUAGCCG.AUUUCCAG...............AC
+AE015164.1/10768-10646 GCGCCCUCAUUUGGGGAGUAGCCG.AUUUCCAG...............AU
+AE013857.1/9631-9778 UGCGCCGUUCAUGGGGAGUAGCCG.GUUUCUGUGCAAUAUAUU.....CA
+AE004717.1/4063-3947 CCGGCCUUCCUUGGGGAGUAGCCU.GCCGUCA................CC
+AE004877.1/3967-4112 CGCCCCGUCCUAGGGGAGUAGUCU.CCCGCGAGCGC............CG
+AE016869.1/178989-179107 ACGGCCCUUGUUGGGGAGUAGCCU.GUUCGUGACCCCG..........GU
+AE016776.1/272500-272339 CGCACCGUCCUAGGGGAGUAGUCU.CCCGCGAGCAC............CC
+AE016859.1/295534-295393 CGCUCCGUCCUAGGGGAGUAGUCU.CCCACGAGCGC............CA
+AP005073.1/22641-22777 GCGCCUGUCUUUGGGGAGUAGCUU.ACCUGAUGAAGUCUCU.......GU
+AE004094.1/6414-6545 CGCUCCGUCUUUGGGGAGUAGCUG.GUCUCUAAG..............UU
+AP005330.1/21939-22075 GCGCCUGUCUUUGGGGAGUAGCUU.ACUGGAU................GA
+AE012070.1/1125-1243 UGCGCGCCCCUUGGGGAGUAGCCU.GCUUUCG................UC
+AE012529.1/9465-9584 GCGCGCCCCCUUGGGGAGUAGCCU.GCUUCCA................GU
+AE012558.1/14966-15083 UGCCUUCCCCUUGGGGAGUAGCCU.GCUUCCA................CA
+#=GC SS_cons .....<<<<<<<<<......<<<<.<<<<<<...................
+
+AE005906.1/7630-7499 AUC..........................AGCGGGCC..CCGC.CG..UC
+BX321864.1/302773-302659 UUC..........................GAAGGGGC..UUA..CG..UC
+D90826.1/6621-6743 UCC..........................GGAAAUGU..ACG..UG..UC
+AE005405.1/41-163 UCC..........................GGAAAUGU..ACG..UG..UC
+AE016761.1/247677-247799 UCC..........................GGAAAUGU..ACG..UG..UC
+AE008781.1/18002-18124 UCC..........................GGAAAUGU..ACG..UG..UC
+AE016837.1/226247-226125 UCC..........................GGAAAUGU..ACG..UG..UC
+AE015164.1/10768-10646 UCC..........................GGAAAUGU..ACG..UG..UC
+AE013857.1/9631-9778 UAA.............UAUAUUGGCAAGCAGAAACGC..CCG..UA..UC
+AE004717.1/4063-3947 CGU.........................UGACGGCGC..GCU..GG..UC
+AE004877.1/3967-4112 CAC....................CGGCCUCGCCCGGC..ACG..CG..UC
+AE016869.1/178989-179107 CA...........................CUGAGCGU..UCG..UA..UC
+AE016776.1/272500-272339 AGC.........................UCGCCCGGU..ACG..CG..UC
+AE016859.1/295534-295393 UGC.........................UCGUCCGGC..ACG..UA..UC
+AP005073.1/22641-22777 UUC.........................AUCCGGUUC..GUU..CG..UC
+AE004094.1/6414-6545 UUC.....................AACUUGGUGAUUC..ACA..CA..UC
+AP005330.1/21939-22075 AAA................GCCAUUUUCAUCGAGUUC..GUC..CG..UC
+AE012070.1/1125-1243 AUC..........................GAAAGCGC..CUG..CA..UC
+AE012529.1/9465-9584 CGA.........................UGGAAGCGC..CCG..CA..UC
+AE012558.1/14966-15083 CAU........................CUGGAAGCGC..UCG..CG..UC
+#=GC SS_cons .............................>>>>>><<..<<<..<<..<<
+
+AE005906.1/7630-7499 AACACA.CUUGAUC..................UUCC..............
+BX321864.1/302773-302659 AACAUA.CUUGACC..................GGCA..............
+D90826.1/6621-6743 AACAUA.CUCGUU...................GCAA..............
+AE005405.1/41-163 AACAUA.CUCGUU...................GCAA..............
+AE016761.1/247677-247799 AACAUA.CUCGUU...................GCAA..............
+AE008781.1/18002-18124 AACAUA.CUCGUU...................GCAA..............
+AE016837.1/226247-226125 AACAUA.CUCGUU...................GCAA..............
+AE015164.1/10768-10646 AACAUA.CUCGUU...................GCAA..............
+AE013857.1/9631-9778 AACAUA.CUCGUUUCA................UUUA............UU
+AE004717.1/4063-3947 AACAUU.CUUGGCA...................ACC..............
+AE004877.1/3967-4112 AACACA.CUUGGUC..................CGCA..............
+AE016869.1/178989-179107 AACAUU.CUCGGCA...................GCA..............
+AE016776.1/272500-272339 AACAUA.CUUGGUC..................CACA..............
+AE016859.1/295534-295393 AACAUA.CUUGGUC..................CUCA..............
+AP005073.1/22641-22777 AACAUA.AUUGGUGC.................AAAA..............
+AE004094.1/6414-6545 AACAUA.UUUGGUAC.................UCAA..............
+AP005330.1/21939-22075 AACAUA.AUUGGUGC.................CAAA..............
+AE012070.1/1125-1243 AACAUA.CUCGGC...................CAGU..............
+AE012529.1/9465-9584 AACAUA.CUCGGCC..................GUUG..............
+AE012558.1/14966-15083 AACACA.CUCGGUA..................CAUA..............
+#=GC SS_cons <........<<<<<....................................
+
+AE005906.1/7630-7499 .GGAUCAUGG.CG.CGGGGAAGGGAAGCGGACU......UGAA.......
+BX321864.1/302773-302659 ..GGUCAUGG.CG.UAAGC..GGUU..............CUA........
+D90826.1/6621-6743 ...AACGUGG.CA.CGUACG.GACUGAA...........UACU.......
+AE005405.1/41-163 ...AACGUGG.CA.CGUACG.GACUGAA...........GACU.......
+AE016761.1/247677-247799 ...AACGUGG.CA.CGUACG.GACUGAA...........CACU.......
+AE008781.1/18002-18124 ...AACGUGG.CG.CGUACG.GACCAGC...........CGCC.......
+AE016837.1/226247-226125 ...AACGUGG.CG.CGUACG.GACCAGC...........CGCC.......
+AE015164.1/10768-10646 ...AACGUGG.CA.CGUACG.GACUGAA...........GACU.......
+AE013857.1/9631-9778 UGAAACGUGG.UA.CGGGC..AGCC...AG.........GUAA.......
+AE004717.1/4063-3947 ..UGCCAUGG.CC.AGCGC..AUCC..............AACC.......
+AE004877.1/3967-4112 ..GACCAUGG.CG.CGCGC..GACCCAAGCCUGCCCA..GACA.......
+AE016869.1/178989-179107 ..UGCCGUGG.UA.CGAAC..ACC...............UUCU.......
+AE016776.1/272500-272339 ..GACCAUGG.CG.CGUGC..GACCCACCA.........UGCA.......
+AE016859.1/295534-295393 ..GACCAUGG.UA.CGUGC..GACCCGGAAUCCG.....CUCA.......
+AP005073.1/22641-22777 .UCACCAUGG.CG.UUCGA..GACUUGAAG.........CCUU.......
+AE004094.1/6414-6545 .UUACCAUGG.UG.UGUGA..GACCUGA...........GCCU.......
+AP005330.1/21939-22075 .UCACCAUGG.CG.UUCGA..GACUUGAAG.........CCUU.......
+AE012070.1/1125-1243 GC.GCCGUGG.UG.CAGGC..AACCA.............GUUU.......
+AE012529.1/9465-9584 ..CGCCGUGG.UG.CGGGC..AACCA.............CUCU.......
+AE012558.1/14966-15083 ..U.CCGUGG.CG.C.AGC..AACCA.............UCG........
+#=GC SS_cons ..>>>>>>>>.>>.>>>>>..<<<<<<<......................
+
+AE005906.1/7630-7499 ......................................GCUUCCU.UGGC
+BX321864.1/302773-302659 .........................................AGCC.UGGC
+D90826.1/6621-6743 ......................................UUCAGUC.AGGC
+AE005405.1/41-163 ......................................UUCAGUC.AGGC
+AE016761.1/247677-247799 ......................................UUCAGUC.AGGC
+AE008781.1/18002-18124 ......................................GCUGGUC.AGGC
+AE016837.1/226247-226125 ......................................GCUGGUC.AGGC
+AE015164.1/10768-10646 ......................................UUCAGUC.AGGC
+AE013857.1/9631-9778 .........................................GGUU..GGC
+AE004717.1/4063-3947 .........................................GGAU.UGGU
+AE004877.1/3967-4112 ..................................GGCCAAGGGUU.UGAC
+AE016869.1/178989-179107 ..........................................GGU.UGGC
+AE016776.1/272500-272339 ......CGCCUGCAUGGAGAGAUCCGCAUAGACGGAUCGAGGGUU.UGAC
+AE016859.1/295534-295393 ..............................GACGGAUCAGUGGUU.UGAC
+AP005073.1/22641-22777 ......................................UCAAGUU.UAGC
+AE004094.1/6414-6545 ......................................UCAGGUU.UAGC
+AP005330.1/21939-22075 ......................................UCAAGUU.UAGC
+AE012070.1/1125-1243 ........................................CGGUU.UGGC
+AE012529.1/9465-9584 ........................................UGGUU.UGGC
+AE012558.1/14966-15083 ........................................UGGUU.UGGC
+#=GC SS_cons ......................................>>>>>>>.>>>>
+
+AE005906.1/7630-7499 GAGACCAAUGGCGCCGAU
+BX321864.1/302773-302659 AAGACCUUUGACCACAAU
+D90826.1/6621-6743 GAGACCAUAUGCACAUCA
+AE005405.1/41-163 GAGACCAUAUGCACAUCA
+AE016761.1/247677-247799 GAGACCAUAUGCACAUCA
+AE008781.1/18002-18124 GAGACCAUAGGCGCAUCA
+AE016837.1/226247-226125 GAGACCAUAGGCGCAUCA
+AE015164.1/10768-10646 GAGACCAUAUGCACAUCA
+AE013857.1/9631-9778 GAGACCAUAGACACGUAG
+AE004717.1/4063-3947 GAGACCAACGACAUUCCU
+AE004877.1/3967-4112 AAGACCUAUGACACGCAC
+AE016869.1/178989-179107 GAGACCAACGAUGCAUCC
+AE016776.1/272500-272339 AAGACCUAUGACACGCAC
+AE016859.1/295534-295393 AAGACCUAUGACACGAAC
+AP005073.1/22641-22777 AAGACCUUAGACAAAUCA
+AE004094.1/6414-6545 AAGACCUUAGACAAACAA
+AP005330.1/21939-22075 AAGACCUUAGACAAACAA
+AE012070.1/1125-1243 GAGACCAGCGGCAUGCGU
+AE012529.1/9465-9584 GAGACCAGCGGCAUGCGU
+AE012558.1/14966-15083 GAGACCAACGGCUCGUGU
+#=GC SS_cons ....>>>>>>>>>.....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00080.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00080.idx
new file mode 100644
index 0000000..58a54ce
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00080.idx
@@ -0,0 +1,33 @@
+AP005282.1/14081-13967
+BX248358.1/90582-90421
+AP005280.2/73107-72940
+AP005220.1/114937-114792
+AP005278.1/215513-215679
+BX842584.1/155440-155547
+AL939112.1/94442-94322
+AE014727.1/1898-2035
+AP006583.1/134892-135011
+AP003586.1/316604-316723
+Z99110.2/200192-200316
+AF325827.1/1344-1451
+AE017267.1/64114-64220
+AE017028.1/108421-108293
+AP004603.1/147738-147633
+AL591977.1/131463-131588
+AF270169.1/2621-2476
+AP003186.2/120108-120002
+AE015938.1/76711-76816
+AP003187.2/61536-61648
+AE012978.1/1-99
+AE012997.1/6989-7110
+AE016953.1/48442-48336
+AE017205.1/106071-105970
+AE014915.1/3159-3261
+AL646068.1/58739-58896
+AL646061.1/184783-184648
+AE015551.1/8187-8055
+AP002564.1/66699-66838
+AE016809.1/257790-257673
+AP005347.1/94118-94281
+AE004385.1/7550-7674
+AE012090.1/10837-10947
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00080.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00080.raw
new file mode 100644
index 0000000..170bc3d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00080.raw
@@ -0,0 +1,74 @@
+>AE005906.1/7630-7499
+CCGCCCACCUUUGGGGAGUAGCCGCCCGCGUCUAUCAGCGGGCCCCGCCGUCAACACACU
+UGAUCUUCCGGAUCAUGGCGCGGGGAAGGGAAGCGGACUUGAAGCUUCCUUGGCGAGACC
+AAUGGCGCCGAU
+>BX321864.1/302773-302659
+UUGCCGGUCAUUGGGGAGUAGCCGCUCUUCGUUUCGAAGGGGCUUACGUCAACAUACUUG
+ACCGGCAGGUCAUGGCGUAAGCGGUUCUAAGCCUGGCAAGACCUUUGACCACAAU
+>D90826.1/6621-6743
+GCGCCCUCAUUUGGGGAGUAGCCGAUUUCCAGAUUCCGGAAAUGUACGUGUCAACAUACU
+CGUUGCAAAACGUGGCACGUACGGACUGAAUACUUUCAGUCAGGCGAGACCAUAUGCACA
+UCA
+>AE005405.1/41-163
+GCGCCCUCAUUUGGGGAGUAGCCAAUUUCCAGAUUCCGGAAAUGUACGUGUCAACAUACU
+CGUUGCAAAACGUGGCACGUACGGACUGAAGACUUUCAGUCAGGCGAGACCAUAUGCACA
+UCA
+>AE016761.1/247677-247799
+GCGCCCUCAUUUGGGGAGUAGCCGAUUUCCAGAUUCCGGAAAUGUACGUGUCAACAUACU
+CGUUGCAAAACGUGGCACGUACGGACUGAACACUUUCAGUCAGGCGAGACCAUAUGCACA
+UCA
+>AE008781.1/18002-18124
+GCGCCGUCAAUUGGGGAGUAGCCGAUUUCCAGACUCCGGAAAUGUACGUGUCAACAUACU
+CGUUGCAAAACGUGGCGCGUACGGACCAGCCGCCGCUGGUCAGGCGAGACCAUAGGCGCA
+UCA
+>AE016837.1/226247-226125
+GCGCCGUCAAUUAGGGAGUAGCCGAUUUCCAGACUCCGGAAAUGUACGUGUCAACAUACU
+CGUUGCAAAACGUGGCGCGUACGGACCAGCCGCCGCUGGUCAGGCGAGACCAUAGGCGCA
+UCA
+>AE015164.1/10768-10646
+GCGCCCUCAUUUGGGGAGUAGCCGAUUUCCAGAUUCCGGAAAUGUACGUGUCAACAUACU
+CGUUGCAAAACGUGGCACGUACGGACUGAAGACUUUCAGUCAGGCGAGACCAUAUGCACA
+UCA
+>AE013857.1/9631-9778
+UGCGCCGUUCAUGGGGAGUAGCCGGUUUCUGUGCAAUAUAUUCAUAAUAUAUUGGCAAGC
+AGAAACGCCCGUAUCAACAUACUCGUUUCAUUUAUUUGAAACGUGGUACGGGCAGCCAGG
+UAAGGUUGGCGAGACCAUAGACACGUAG
+>AE004717.1/4063-3947
+CCGGCCUUCCUUGGGGAGUAGCCUGCCGUCACCCGUUGACGGCGCGCUGGUCAACAUUCU
+UGGCAACCUGCCAUGGCCAGCGCAUCCAACCGGAUUGGUGAGACCAACGACAUUCCU
+>AE004877.1/3967-4112
+CGCCCCGUCCUAGGGGAGUAGUCUCCCGCGAGCGCCGCACCGGCCUCGCCCGGCACGCGU
+CAACACACUUGGUCCGCAGACCAUGGCGCGCGCGACCCAAGCCUGCCCAGACAGGCCAAG
+GGUUUGACAAGACCUAUGACACGCAC
+>AE016869.1/178989-179107
+ACGGCCCUUGUUGGGGAGUAGCCUGUUCGUGACCCCGGUCACUGAGCGUUCGUAUCAACA
+UUCUCGGCAGCAUGCCGUGGUACGAACACCUUCUGGUUGGCGAGACCAACGAUGCAUCC
+>AE016776.1/272500-272339
+CGCACCGUCCUAGGGGAGUAGUCUCCCGCGAGCACCCAGCUCGCCCGGUACGCGUCAACA
+UACUUGGUCCACAGACCAUGGCGCGUGCGACCCACCAUGCACGCCUGCAUGGAGAGAUCC
+GCAUAGACGGAUCGAGGGUUUGACAAGACCUAUGACACGCAC
+>AE016859.1/295534-295393
+CGCUCCGUCCUAGGGGAGUAGUCUCCCACGAGCGCCAUGCUCGUCCGGCACGUAUCAACA
+UACUUGGUCCUCAGACCAUGGUACGUGCGACCCGGAAUCCGCUCAGACGGAUCAGUGGUU
+UGACAAGACCUAUGACACGAAC
+>AP005073.1/22641-22777
+GCGCCUGUCUUUGGGGAGUAGCUUACCUGAUGAAGUCUCUGUUUCAUCCGGUUCGUUCGU
+CAACAUAAUUGGUGCAAAAUCACCAUGGCGUUCGAGACUUGAAGCCUUUCAAGUUUAGCA
+AGACCUUAGACAAAUCA
+>AE004094.1/6414-6545
+CGCUCCGUCUUUGGGGAGUAGCUGGUCUCUAAGUUUUCAACUUGGUGAUUCACACAUCAA
+CAUAUUUGGUACUCAAUUACCAUGGUGUGUGAGACCUGAGCCUUCAGGUUUAGCAAGACC
+UUAGACAAACAA
+>AP005330.1/21939-22075
+GCGCCUGUCUUUGGGGAGUAGCUUACUGGAUGAAAAGCCAUUUUCAUCGAGUUCGUCCGU
+CAACAUAAUUGGUGCCAAAUCACCAUGGCGUUCGAGACUUGAAGCCUUUCAAGUUUAGCA
+AGACCUUAGACAAACAA
+>AE012070.1/1125-1243
+UGCGCGCCCCUUGGGGAGUAGCCUGCUUUCGUCAUCGAAAGCGCCUGCAUCAACAUACUC
+GGCCAGUGCGCCGUGGUGCAGGCAACCAGUUUCGGUUUGGCGAGACCAGCGGCAUGCGU
+>AE012529.1/9465-9584
+GCGCGCCCCCUUGGGGAGUAGCCUGCUUCCAGUCGAUGGAAGCGCCCGCAUCAACAUACU
+CGGCCGUUGCGCCGUGGUGCGGGCAACCACUCUUGGUUUGGCGAGACCAGCGGCAUGCGU
+>AE012558.1/14966-15083
+UGCCUUCCCCUUGGGGAGUAGCCUGCUUCCACACAUCUGGAAGCGCUCGCGUCAACACAC
+UCGGUACAUAUCCGUGGCGCAGCAACCAUCGUGGUUUGGCGAGACCAACGGCUCGUGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00080.test b/benchmarks/cmsearch-rmark/rmark-1/RF00080.test
new file mode 100644
index 0000000..6b0c1ec
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00080.test
@@ -0,0 +1,116 @@
+>AP005282.1/14081-13967
+UCUGUUGCUGAAGGGGAGUAGCUCGACAAACGCGGUUGUCGACAUACUGGCACGCAAGAU
+CUGUGUACCCGGCCCACGUGCCUAAAACUAGGUGAGCGAGACCUUCGAGCAGUUC
+>BX248358.1/90582-90421
+ACUGUAGUUGGAGGGGAGUACCCCACCCACGGCAUUGAUCGUCAACACGGUUACCAUGCG
+AGAAUUCUCGUACGAUCCCGGUCAUGUCGGUUUACUUUGAUUUUAGGUUAUUUGCUCAAG
+CAGGCCGGAUCAGAGUGAGCGGGGGAGACCUCCGGUUCAUCU
+>AP005280.2/73107-72940
+UCCCGUAUUGGAGGGGAGUACCCCACAAGCAGCGUUGAUCGUCAACACGGAAAUCAAACU
+UUAAAGAAUUUUAGGUUGUGAAUUCCCGGUCACACUGGCCCAUUUUGUUUUUCAGAUGCA
+UGUUAGAUGCGUUGAGGGACAAGGGUGGGGGAGACCUCCGGUUCUUAA
+>AP005220.1/114937-114792
+UUUCGUAAUGGAGGGGAGUACCCCGUUCACGGCAUUGAUCGUCAACACGGCAAUCAACAU
+CUGGUUCACCUGUAGUGGCCGGAUGGAUGAUUCCCGGUCAUGUCGGCCCACCGGAAACGC
+GGGUGGGGGAGACCUCCGGUUCUUAA
+>AP005278.1/215513-215679
+UUCCAUUUCGAAGGGGAGUAGUUCCACACAAAGGCGAUCUGACUCGUUUUUGUUUGAGGU
+AUGUUCGACAUACUGGAGCAAGUUCACCUUGCACCCGGCAUACCACCUGAACAAGGCCUU
+AAAAAGGGGCUUUAUCGGUUCAGGCGAGCGAGACCUUCGGCGUUCAC
+>BX842584.1/155440-155547
+GACGUUAGCGAAGGGGAGUAGUCCCGAAUCGUCGAGUCGACAUACUGGCGAAAAGCCCGG
+CUGGCGAACCGUUUGAUACCAACGGUGGGCGAGACCUUCGACCGAUGU
+>AL939112.1/94442-94322
+GACGGCGCAGAAGGGGAGUAGCUCUUCGCCGGACCGUCGACAUACUGCUCAGCCCGCCUG
+AGCCGGCGCCCGGAGGCAGGCCUCGUGCGCGAGGCGGGCCAGCGAGACCUUCGGCAAGCA
+G
+>AE014727.1/1898-2035
+AAUAGUCCCAUGAGGGAGUAGACAGCAUUGCGGCGAAGGGCUCGGCCCAAACCGCAAUGU
+GGCAAGUCAACAUCGUGGCCGUCGGCAGUUCCGUUACGGUCUGGCUUUGCCUUAAAUGAC
+GAGACUCAUGUACCGCGG
+>AP006583.1/134892-135011
+UUAGAGAUGGAUGGGGAGUAGCCGCCCGCGCUUGCGGGGCAGUCGGUCGUCAACCCGAAG
+CGUUUGCUUCCGGUCGAUUGCAUGUGCCGAGGCACGAUUGGCGAGACCACCACGACGAAA
+>AP003586.1/316604-316723
+UUCUGAUAAGAAGGGGAGUAGCUGCUGGCAAAAGCCAGUACAUCUGAAUCAACAUACUGG
+CGAUGAGCCUGGUUCAGGUGACAACUAGAAAAUAUUUGGAAGCGAGACCUUCACUAAGUU
+>Z99110.2/200192-200316
+UGAAAUCCCAAAGGGGAGUAGCGUCCGGAAUGUAUUCCGGAAACAAAGUCGUCAUUUCAU
+GGAUUGUAUCCAUCGGCUUUGUUGGCAUGCCUGAAUUCAUGUCUAGCAAGACCUUUGCCU
+UAUGU
+>AF325827.1/1344-1451
+AAACUUCCUAAAGGGGAGUAGCUUUAACAGCAAAGUCGUCAUUACGGAGUAUAAUUACUC
+UCGGCUUUGUUGGCAACGAUCGUUGUUAGCAAGACCUUUACUCGAGAU
+>AE017267.1/64114-64220
+UGUGUAUAUAAAGGGGAGUAACUUAUUACAGUAAAGUCGUCAUUACAGGGAGAAACCCUC
+GGCUUUAUUGGCAACGUUUCGUUGUUAGUGAGACCUUUACCAGCAAU
+>AE017028.1/108421-108293
+CAUAUCUCCAAAGGGGAGUAGCGUCCAAGAAUAUUUCUUGGAAACAAAGUCGUCAUUACG
+UAGAACUUAGUUCUUCCGGCUUUGUUGGCAUUUUCAUUACAUAUGUCUAGCAAGACCUUU
+GCCUAUUAA
+>AP004603.1/147738-147633
+UAGCAAAUUAAAGGGGAGUAGCUGUACAUUUAAAGUCGUCAUUACGAGAUUUAAUCUCCG
+GCUUUAUAUGGCAACGACCGUUGUUAGCGAGACCUUUACCACUACC
+>AL591977.1/131463-131588
+ACAAAUGUCAGAGGGGAGUAGCGCUGAUUAGCUUUUUAAUCAGGAUAAAGUCGUCAUUAC
+AUGAUAGAGAUAUCAUCGGUUUUAUCACAUUUAACUUUAAAUGUUAGCGAGACCUUUGCC
+UUUACG
+>AF270169.1/2621-2476
+AAAACUGUCAGAGGGGAGUAACUUGAGAAUAGUUAUUGAAUGCAUUUAAACCGAUAAUAA
+CUAUUCAACACUUUGUCGUCAUUACGAAGAUAAGUCUUCCGGUAAAGUGGGCAAAAAUAU
+UGCUAAGUGAGACCUUUGCUAUUAAA
+>AP003186.2/120108-120002
+UAUUGUGUUAAGAGGGAGUAGUUGCAAGCUAUAAUAUCAACAUCGCGGUUAACGAAAAGU
+UACCUGGUAUUAUACACCAAUUUGGUUACAAGACUUUUAAUAUAAUC
+>AE015938.1/76711-76816
+UUACUAUAUAAAGGGGAGUAGCAAAUUAAUUUAACUAUUCGUCAUUACGGCAAUUAAAGC
+CCGGAUAGUUACUCCAAAGAGAGAUUGCAAGACCUUUGUUCUACAG
+>AP003187.2/61536-61648
+UGUUUCCAUAUGAGGGAGUAGUUAGCUCAAGUUGAAUGAGUGAUUAAGUCAACAAAUUGA
+CCAAAGAGCUUUGGUCUGGCUUAAUCUUAAAUAGCGAGACUUAUAUGCAGUUU
+>AE012978.1/1-99
+UCUCGGUAAAGGGGAGUAACUCUAAAUCAAUCAGUCGUCAUGACGGCUUUUUGCCCGGCU
+GAUUGAGCAGAUAAUGCGAGUGAGACCUUUACUUUGUGG
+>AE012997.1/6989-7110
+AACAUAAGUAAAGGGGAGUAGCUUGCCACAGUAUGUGGUUUAACCUGUCGUCAGCACGGG
+AAAUUUUCUCCGGCAGGUUAGAAACUCCGGACGGAGUUUUGAGCAAGACCUUUAUAGAGG
+UA
+>AE016953.1/48442-48336
+AGUUUUUUCAUGAGGGAGUAACUGACAGUAUUUAUGCUGUGACAACAUCACCAACUCCGA
+AAGCAAUUUCUGGUGUUGUCUUAAACGGUGAGACUUAUGUAUGUUCG
+>AE017205.1/106071-105970
+UAUAGAUGCAUAAGAGAGUAACGGCAAGUUAUUGCGAUAAGUUCAACAACCGAGAUGGAU
+AUCUCUGGACUUAUCUUAAUUAGUGAGACUUAUGACUGAUAA
+>AE014915.1/3159-3261
+UGAAGAUUAUCAAGGGAGUAGCUAGCGGUUUUGCCGUGAUGUUGUCGUCAAUCCGAAACU
+GUUUUCCGGCAACAUAUUAAAUAGCGAGACUUGUUUAAUUAUU
+>AL646068.1/58739-58896
+CCGGCUUCCAUUGGGGAGUAGCCGCCUGGAGCCAAUGCUCCGGGGGCCACGUCAACAGAC
+UUGACCGUCGUCGCAAUGGCAGACGGUUAUGGCGUGGUCAGCAACAUCCUGGGUGCCCCG
+CACCCGGUGACGCGCCUGGCGAGACCGAUGACACGCCU
+>AL646061.1/184783-184648
+GACUUCCUCAAAGGGGAGUAGCUCGGGGGUUCUUCAGCCCCAGGCACGAUCGUCAUGACG
+AAGCGCACGCUUCCGGUCGUGCCGGCAUCCGCAGGUUCCUGGCCUGCCGGUGUCGAGCAA
+GACCUUUGCAACCGGA
+>AE015551.1/8187-8055
+CAUCUCGCUUCGGGGGAGUAGCUAACUGGAUUUCGAGCCAUCGAUCUCUAGGGUGAACGU
+CAACAUACUUGGCCGCAUGCCAUGGUGUUCACAGCAAAUCAUCGAUUUGUCUUGCAAGAC
+CUGAGCACAAUAA
+>AP002564.1/66699-66838
+GUUACCUGCAAAGGGGAGUAACUUCAUUGCCGGUCGAUCGUCAUUACGAUGUGUGAAAAA
+CCACAUCCGGUCACCGGGCAACCCGAAAGGAAUACGCAGACGUAUUCCUUUUUUGUUGUA
+AGUGAGACCUUGCCGGAAGG
+>AE016809.1/257790-257673
+UAGCGCCGCUUAAGGGAGUAGCCUUCCUCAUGGUUUGAGGAGUGAAUAUCAACAGUCUCC
+GAGCUUAAUGCUUGUGGUAUUCACGUUCAUCUGUUCUGGCAAGACUUAAGCAAAGUUU
+>AP005347.1/94118-94281
+UAUCGAACGUUUGGGGAGUAGUUAGCGUAAGUUUAUUUGUCGUCAUCUCGUUAGGCCAAA
+GCCUUUCCGGCAAAUAAAGGUGAGUUAUCCUCUCUUUGUUUCUUUGUCAUCAACAGAAAC
+AGAGAAAGCAUUCCAGUUCACUUCAACGAGACCAACGCAUUCAU
+>AE004385.1/7550-7674
+UGGCGACGUUUUGGGGAGUAGUCGCCUUAGGUUUAUUUGUCGUCAUCACGUUGAGUUUCA
+CUCAACCGGCAAAUAUUAAGCUCUGAAUCCAAGUUCAACGCUUCGACGAGACCAACGCAU
+UCAAU
+>AE012090.1/10837-10947
+UCGGGCGCAGAAGGGGAGUAGCUCCCAGCGUUGUCGCCGUCAUGACGAGCCCGCCAUGUG
+CAGCGCUCCGGUGCAACGGCAACCGGCCCGGCCGGUUGCGAGCGAGACCUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00096.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00096.ali
new file mode 100644
index 0000000..87b9743
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00096.ali
@@ -0,0 +1,37 @@
+# STOCKHOLM 1.0
+#=GF ID U8
+#=GF AC RF00096
+#=GF DE U8 small nucleolar RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 7.0
+#=GF NC 6.4
+#=GF TC 7.6
+
+AF375054.1/1920-2054 UUGUCAGUGAGGUUAAUCCUUACCUGUUCCUUCUCCGGGAGAAA.....C
+AF375054.1/4005-4140 UUGUCAGUGARGUUAAUCCUUACCUGUUCCUCCUCCGGGAGAAA.....C
+L13416.1/2-140 UCGUCAGUGAGGUUAAUCCUUACCUGUUCCU.CUCCGGGAGAAA.....C
+AF357360.1/1-127 ..........GGUUAAUCCUUACCUGUUCCUCCUUUCGGAGGGCAG...U
+M11057.1/2-140 UCGUCAG.GAGGUUAAUCCUUACCUGUCCCUCCUUUCGGAGGGCAGA..U
+#=GC SS_cons ........<<<<.....>>>>......<<<<.<<...>>>>>>.......
+
+AF375054.1/1920-2054 AGCACAUGAUGAAUGGAGGAGACUGAGUCGC.......UGAUUACUCU..
+AF375054.1/4005-4140 AGCACAUGAUGAAUGGAGGAGACUGAGUUGC.......UGAUUACUCU..
+L13416.1/2-140 AGCACAUGAUGAAUGGAGGAGACUGAGUCGC.......UGAUUACUCU..
+AF357360.1/1-127 AGAAAAUGAUGAUUGGAGCUUGCAUGAUCUGCUGAU..UAUCAUUUCC..
+M11057.1/2-140 AGAAAAUGAUGAUUGGAGCUUGCAUGAUCUGCUGAUUAUAGCAUUUCC..
+#=GC SS_cons ...........<<.<<<.................................
+
+AF375054.1/1920-2054 GUAC..UCCGGUCCUGUCUGGUGUG.....ACAUUCCAGUCUGGGUCAUU
+AF375054.1/4005-4140 GUAC..UCCGGUCCUGUCUGGUGCG.....ACAUUCCAGUCUGGGUCAUU
+L13416.1/2-140 GUAC..UCCGGUCCUGUCUGGUGCGACAACACUUACCAGGCAGGAUCAUU
+AF357360.1/1-127 AUGCAAUCAGGACCUGAC............AACAUCCUGGUUGCUCCUAU
+M11057.1/2-140 GUGUAAUCAGGACCUGAC............AACAUCCUGAUUGCUUCUAU
+#=GC SS_cons ....<<<<<<<<......................>>>>>>>>..>>>.>>
+
+AF375054.1/1920-2054 .CUGAUU
+AF375054.1/4005-4140 UCUGAUA
+L13416.1/2-140 .CUGAUU
+AF357360.1/1-127 .CUGAUU
+M11057.1/2-140 .CUGAUU
+#=GC SS_cons .......
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00096.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00096.idx
new file mode 100644
index 0000000..e4e438c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00096.idx
@@ -0,0 +1 @@
+AL807389.7/15376-15243
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00096.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00096.raw
new file mode 100644
index 0000000..89fcfb2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00096.raw
@@ -0,0 +1,20 @@
+>AF375054.1/1920-2054
+UUGUCAGUGAGGUUAAUCCUUACCUGUUCCUUCUCCGGGAGAAACAGCACAUGAUGAAUG
+GAGGAGACUGAGUCGCUGAUUACUCUGUACUCCGGUCCUGUCUGGUGUGACAUUCCAGUC
+UGGGUCAUUCUGAUU
+>AF375054.1/4005-4140
+UUGUCAGUGARGUUAAUCCUUACCUGUUCCUCCUCCGGGAGAAACAGCACAUGAUGAAUG
+GAGGAGACUGAGUUGCUGAUUACUCUGUACUCCGGUCCUGUCUGGUGCGACAUUCCAGUC
+UGGGUCAUUUCUGAUA
+>L13416.1/2-140
+UCGUCAGUGAGGUUAAUCCUUACCUGUUCCUCUCCGGGAGAAACAGCACAUGAUGAAUGG
+AGGAGACUGAGUCGCUGAUUACUCUGUACUCCGGUCCUGUCUGGUGCGACAACACUUACC
+AGGCAGGAUCAUUCUGAUU
+>AF357360.1/1-127
+GGUUAAUCCUUACCUGUUCCUCCUUUCGGAGGGCAGUAGAAAAUGAUGAUUGGAGCUUGC
+AUGAUCUGCUGAUUAUCAUUUCCAUGCAAUCAGGACCUGACAACAUCCUGGUUGCUCCUA
+UCUGAUU
+>M11057.1/2-140
+UCGUCAGGAGGUUAAUCCUUACCUGUCCCUCCUUUCGGAGGGCAGAUAGAAAAUGAUGAU
+UGGAGCUUGCAUGAUCUGCUGAUUAUAGCAUUUCCGUGUAAUCAGGACCUGACAACAUCC
+UGAUUGCUUCUAUCUGAUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00096.test b/benchmarks/cmsearch-rmark/rmark-1/RF00096.test
new file mode 100644
index 0000000..4907465
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00096.test
@@ -0,0 +1,4 @@
+>AL807389.7/15376-15243
+ACAUCAGUGAGGUACAUCCUUACCUGUUACCUUAGCAAUAAGGUUACAGAUCAUGAUGAU
+UGGAUUCUAUGAAUACGUGAUUAUAUACCGUAUUUGUUUAGGGACUGCAACCCCUUUACG
+AAUCCUGUCUGACA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00101.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00101.ali
new file mode 100644
index 0000000..f9a97ae
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00101.ali
@@ -0,0 +1,57 @@
+# STOCKHOLM 1.0
+#=GF ID SraC_RyeA
+#=GF AC RF00101
+#=GF DE SraC/RyeA RNA
+#=GF AU Bateman A
+#=GF GA 25.0
+#=GF NC 14.6
+#=GF TC 46.8
+
+D90827.1/10183-10431 AAAGUCAGCGAAGGAAAUGCUUCUGGCUUUUA...ACAGAUAAAAAGAGA
+AE005406.1/7684-7932 AAAGUCAGCGAAGGAAAUGCUUCUGGCUUUUA...ACAGAUAAAAAGAGA
+AL627272.1/127652-127904 GGGAAGACGUUUGCAACUGAUU...GAUUUUAAAUACAAUUAAAAAAAGA
+AE008783.1/12438-12690 ...GAGGGGAAACACAUAACCCAUUGAUUUAUAAUCUAAAUAAAAAGAGA
+AE015204.1/3189-3437 GGGGAGACGUUUGCAACUAAUU...GAUUUUAAAUACAAUUAAAAAAAGA
+AE013855.1/1298-1547 GAACGGAGAGAAG.AAAUACAAGUAAAAUU..AAU.AAAUUAAAAAAAGA
+#=GC SS_cons ................................................<<
+
+D90827.1/10183-10431 CCGAACACGAUUCCUG.UAUUCGGUCCAGGGA.AAU..GGCUCUUGGGAG
+AE005406.1/7684-7932 CCGAACACGAUUCCUG.UAUUCGGUCCAGGGA.AAU..GGCUCUUGGGAG
+AL627272.1/127652-127904 CCGAAUACGAUUCCUG.UAUUCGGUCCAGGGA.AAU..GGCUCUUGGGAG
+AE008783.1/12438-12690 CCGAAUACGAUUCCUG.UAUUCGGUCCAGGGA.AAU..GGCUCUUGGGAG
+AE015204.1/3189-3437 CCGAAUACGAUUCCUG.UAUUCGGUCCAGGGA.AAU..GGCUCUUGGGAG
+AE013855.1/1298-1547 CCGAAUACGAUUCCUGAUAUUCGGUCUAGGGA.AAU..GGCUCUUGGGAG
+#=GC SS_cons <<<<<<<<.......>.>>>>>>>>>........<<..<<<<<<......
+
+D90827.1/10183-10431 A..GAGCCGUGCGCUAA..AAGUUGGCAUUAAUGCAGGCUUAGUU.GCCU
+AE005406.1/7684-7932 A..GAGCCGUGCGCUAA..AAGUUGGCAUUAAUGCAGGCUUAGUU.GCCU
+AL627272.1/127652-127904 A..GAGCCGUGCGCUAA..AAGUUGGCAUUAAUGCAGGCUAAAUC.GCCU
+AE008783.1/12438-12690 A..GAGCCGUGCGCUAA..AAGUUGGCAUUAAUGCAGGCUAAAUC.GCCU
+AE015204.1/3189-3437 A..GAGCCGUGCGCUAA..AAGUUGGCAUUAAUGCAGGCUUAGUU.GCCU
+AE013855.1/1298-1547 A..GAGCCGUGCGCUAA..AAGUUGGUAUUAAUGUAGGCUUAUUCAGCCG
+#=GC SS_cons >..>>>>>>>..<<...........>>.........<<<.......>>>.
+
+D90827.1/10183-10431 UGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUU.CCAGUUUGCGU.GCA
+AE005406.1/7684-7932 UGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUU.CCAGUUUGCGU.GCA
+AL627272.1/127652-127904 UGCUCUUUAAGAAUAGAUGACGACGCCAGGUUUU.CCAGUUUGUGA.CGA
+AE008783.1/12438-12690 UGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUU.CCAGUUUGCGA.CGA
+AE015204.1/3189-3437 UGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUU.CCAGUUUGCGU.GCA
+AE013855.1/1298-1547 CACUUCUUAAGCGUAGCCGAGUAC.CGACAUUUCGCCAACCU.UGUAGCG
+#=GC SS_cons ..................<....>..........................
+
+D90827.1/10183-10431 AAAUGGUCAAUAAAAAGCGUGG...UGGUCAUCAGCUGAAAUGUU..AAA
+AE005406.1/7684-7932 AAAUGGUCAAUAAAAAGCGCGG...UGGUCAUCAGCUUAAAUGUU..AAA
+AL627272.1/127652-127904 AGGUGAUUGAAAAAACCUGGCGUAUUGUCUGUCA...UCAGAGAUAAAAA
+AE008783.1/12438-12690 AGGUGAUUGAAAAAACCUGGCGUUUUGUCUGUUAUC...AGAGAUAAAAA
+AE015204.1/3189-3437 AAAUGGUCAAUAAAAAGCGCGG...UGCUCAUCAGCUUAAAUGUU..AAA
+AE013855.1/1298-1547 GAAC..UAAAUAAUCACUGAUGUAAAUUAAUUAAG...UAAUUUUACAGU
+#=GC SS_cons ..................................................
+
+D90827.1/10183-10431 AACCGC..CCG.UUCUGGUGA
+AE005406.1/7684-7932 AACCGC..CCG.UUCUGGUGA
+AL627272.1/127652-127904 AACCGUAAGC.CUUUUCGUGA
+AE008783.1/12438-12690 AACCGUAAGC.CUUUUCGUGA
+AE015204.1/3189-3437 AACCGC..CCG.UUCUGGUGA
+AE013855.1/1298-1547 UUUGGC...CGAAUAAAAAUA
+#=GC SS_cons .....................
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00101.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00101.idx
new file mode 100644
index 0000000..1fe2d79
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00101.idx
@@ -0,0 +1 @@
+AE015163.1/5083-4833
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00101.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00101.raw
new file mode 100644
index 0000000..7648dd2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00101.raw
@@ -0,0 +1,36 @@
+>D90827.1/10183-10431
+AAAGUCAGCGAAGGAAAUGCUUCUGGCUUUUAACAGAUAAAAAGAGACCGAACACGAUUC
+CUGUAUUCGGUCCAGGGAAAUGGCUCUUGGGAGAGAGCCGUGCGCUAAAAGUUGGCAUUA
+AUGCAGGCUUAGUUGCCUUGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUUCCAGUUUG
+CGUGCAAAAUGGUCAAUAAAAAGCGUGGUGGUCAUCAGCUGAAAUGUUAAAAACCGCCCG
+UUCUGGUGA
+>AE005406.1/7684-7932
+AAAGUCAGCGAAGGAAAUGCUUCUGGCUUUUAACAGAUAAAAAGAGACCGAACACGAUUC
+CUGUAUUCGGUCCAGGGAAAUGGCUCUUGGGAGAGAGCCGUGCGCUAAAAGUUGGCAUUA
+AUGCAGGCUUAGUUGCCUUGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUUCCAGUUUG
+CGUGCAAAAUGGUCAAUAAAAAGCGCGGUGGUCAUCAGCUUAAAUGUUAAAAACCGCCCG
+UUCUGGUGA
+>AL627272.1/127652-127904
+GGGAAGACGUUUGCAACUGAUUGAUUUUAAAUACAAUUAAAAAAAGACCGAAUACGAUUC
+CUGUAUUCGGUCCAGGGAAAUGGCUCUUGGGAGAGAGCCGUGCGCUAAAAGUUGGCAUUA
+AUGCAGGCUAAAUCGCCUUGCUCUUUAAGAAUAGAUGACGACGCCAGGUUUUCCAGUUUG
+UGACGAAGGUGAUUGAAAAAACCUGGCGUAUUGUCUGUCAUCAGAGAUAAAAAAACCGUA
+AGCCUUUUCGUGA
+>AE008783.1/12438-12690
+GAGGGGAAACACAUAACCCAUUGAUUUAUAAUCUAAAUAAAAAGAGACCGAAUACGAUUC
+CUGUAUUCGGUCCAGGGAAAUGGCUCUUGGGAGAGAGCCGUGCGCUAAAAGUUGGCAUUA
+AUGCAGGCUAAAUCGCCUUGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUUCCAGUUUG
+CGACGAAGGUGAUUGAAAAAACCUGGCGUUUUGUCUGUUAUCAGAGAUAAAAAAACCGUA
+AGCCUUUUCGUGA
+>AE015204.1/3189-3437
+GGGGAGACGUUUGCAACUAAUUGAUUUUAAAUACAAUUAAAAAAAGACCGAAUACGAUUC
+CUGUAUUCGGUCCAGGGAAAUGGCUCUUGGGAGAGAGCCGUGCGCUAAAAGUUGGCAUUA
+AUGCAGGCUUAGUUGCCUUGCCCUUUAAGAAUAGAUGACGACGCCAGGUUUUCCAGUUUG
+CGUGCAAAAUGGUCAAUAAAAAGCGCGGUGCUCAUCAGCUUAAAUGUUAAAAACCGCCCG
+UUCUGGUGA
+>AE013855.1/1298-1547
+GAACGGAGAGAAGAAAUACAAGUAAAAUUAAUAAAUUAAAAAAAGACCGAAUACGAUUCC
+UGAUAUUCGGUCUAGGGAAAUGGCUCUUGGGAGAGAGCCGUGCGCUAAAAGUUGGUAUUA
+AUGUAGGCUUAUUCAGCCGCACUUCUUAAGCGUAGCCGAGUACCGACAUUUCGCCAACCU
+UGUAGCGGAACUAAAUAAUCACUGAUGUAAAUUAAUUAAGUAAUUUUACAGUUUUGGCCG
+AAUAAAAAUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00101.test b/benchmarks/cmsearch-rmark/rmark-1/RF00101.test
new file mode 100644
index 0000000..31cccf5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00101.test
@@ -0,0 +1,6 @@
+>AE015163.1/5083-4833
+AAAGUCAGCGAAGGAAAUGCUUCUGGCUUUUAACAGAUAAAAAGAGACCGAACAUGAUUC
+CUGUUUUCGUCAACAAACAAUAAAACCCUUUAAAAUUAAUGCGUUGAAUAAAUUUACGUU
+CAUCUUUUAAUCCCUGACACGUACCAUUGCAUAUUAAUACAUUCAACCGGUAAUGACUCC
+AACUUACUGAUAGUGUUUUAUGUUCAGAUAAUGCCCGAUGACCUUGUCAUGCAGCUCCAC
+CGAUUUUGAGA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00104.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00104.ali
new file mode 100644
index 0000000..47b51ef
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00104.ali
@@ -0,0 +1,31 @@
+# STOCKHOLM 1.0
+#=GF ID mir-10
+#=GF AC RF00104
+#=GF DE mir-10 microRNA precursor family
+#=GF AU Griffiths-Jones SR
+#=GF GA 22.0
+#=GF NC 21.8
+#=GF TC 23.2
+
+AC095014.1/143527-143452 CCACGUCUACCCUGUAGAUCCGAAUUU.GUUUUAUACUA...GCUUUAAG
+U92575.1/1530-1608 CUAUAUCUACCCUGUAGAUCCGGAUUU.GUGUAAAAAUCAUUAAAGCAAU
+AL645798.2/23515-23586 CUAUAUAUACCCUGUAGAUCCGAAUUU.GUGUGAAUA.......UACAGU
+AL645782.2/32556-32631 CUAUAUAUACCCUGUAGAUCCGGAUUU.GUGUAAACAGA...CGCACAGU
+U77364.1/4186-4260 CUAUAUAUACCCUGUAGAACCGAAUUU.GUGUGGUACCC....ACAUAGU
+AC122451.3/49344-49273 UGACAUAAACCC.GUAGAUCCGAUCUU.GUGGUGAAGUG......GACCG
+AF480538.1/6-75 UGCCACAAACCC.GUAGAUCCGAACUU.GUGGUAUUA........GUCCG
+AC018755.3/119760-119832 UGGCACCCACCC.GUAGAACCGACCUU.GCGGGGCCUUC.....GCCGCA
+AF480571.1/6-77 UGGCAUAAACCC.GUAGAUCCGAUCUU.GUGGUGAAGUG......GACCG
+#=GC SS_cons .<<<<<<..<<<...<<<<<<<<<<<<.<<<...................
+
+AC095014.1/143527-143452 GACAAAUUCGGUUCUAGAGAGGUUUGUGUG
+U92575.1/1530-1608 CACAAAUUCGCUUCUAGGGGAGUAUAUAGU
+AL645798.2/23515-23586 CGCAAAUUCGUGUCUUGGGGAAUAUGUAGU
+AL645782.2/32556-32631 CACAAAUUCGUAUCUAGGGGAGUAUGUAGU
+U77364.1/4186-4260 CACAGAUUCGAUUCUAGGGGAAUAUAUGGU
+AC122451.3/49344-49273 CGCAAGCUCGUUUCUAUGGGUCUGUGGCAG
+AF480538.1/6-75 CACAAGCUUGUAUCUAUAGGUAUGUGUCUG
+AC018755.3/119760-119832 CACAAGCUCGUGUCUGUGGGUCCGUGUCGG
+AF480571.1/6-77 CACAAGCUCGCUUCUAUGGGUCUGUGUCAG
+#=GC SS_cons >>>>>>>>>>>>>>>..>>>..>>>>>>..
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00104.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00104.idx
new file mode 100644
index 0000000..c7868e4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00104.idx
@@ -0,0 +1,2 @@
+Z36753.1/18689-18615
+Z68760.2/2906-2832
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00104.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00104.raw
new file mode 100644
index 0000000..6c278bb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00104.raw
@@ -0,0 +1,27 @@
+>AC095014.1/143527-143452
+CCACGUCUACCCUGUAGAUCCGAAUUUGUUUUAUACUAGCUUUAAGGACAAAUUCGGUUC
+UAGAGAGGUUUGUGUG
+>U92575.1/1530-1608
+CUAUAUCUACCCUGUAGAUCCGGAUUUGUGUAAAAAUCAUUAAAGCAAUCACAAAUUCGC
+UUCUAGGGGAGUAUAUAGU
+>AL645798.2/23515-23586
+CUAUAUAUACCCUGUAGAUCCGAAUUUGUGUGAAUAUACAGUCGCAAAUUCGUGUCUUGG
+GGAAUAUGUAGU
+>AL645782.2/32556-32631
+CUAUAUAUACCCUGUAGAUCCGGAUUUGUGUAAACAGACGCACAGUCACAAAUUCGUAUC
+UAGGGGAGUAUGUAGU
+>U77364.1/4186-4260
+CUAUAUAUACCCUGUAGAACCGAAUUUGUGUGGUACCCACAUAGUCACAGAUUCGAUUCU
+AGGGGAAUAUAUGGU
+>AC122451.3/49344-49273
+UGACAUAAACCCGUAGAUCCGAUCUUGUGGUGAAGUGGACCGCGCAAGCUCGUUUCUAUG
+GGUCUGUGGCAG
+>AF480538.1/6-75
+UGCCACAAACCCGUAGAUCCGAACUUGUGGUAUUAGUCCGCACAAGCUUGUAUCUAUAGG
+UAUGUGUCUG
+>AC018755.3/119760-119832
+UGGCACCCACCCGUAGAACCGACCUUGCGGGGCCUUCGCCGCACACAAGCUCGUGUCUGU
+GGGUCCGUGUCGG
+>AF480571.1/6-77
+UGGCAUAAACCCGUAGAUCCGAUCUUGUGGUGAAGUGGACCGCACAAGCUCGCUUCUAUG
+GGUCUGUGUCAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00104.test b/benchmarks/cmsearch-rmark/rmark-1/RF00104.test
new file mode 100644
index 0000000..f2ee103
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00104.test
@@ -0,0 +1,6 @@
+>Z36753.1/18689-18615
+GCUCGUCUACCCUGUAGAUCGAGCUGUGUGUUUGAAACAAUCAUACACGAGCUAGACUAC
+AAGGUGCACGAACAA
+>Z68760.2/2906-2832
+GUCCGUCUACCCGUAGCUCCUAUCCAUGUUACUGGUCAAAAAGUGAACAUGGAAGCAGGU
+ACAGGUGCACGGCGA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00114.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00114.ali
new file mode 100644
index 0000000..95f33cf
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00114.ali
@@ -0,0 +1,45 @@
+# STOCKHOLM 1.0
+#=GF ID S15
+#=GF AC RF00114
+#=GF DE Ribosomal S15 leader
+#=GF AU Bateman A
+#=GF GA 20.0
+#=GF NC 15.9
+#=GF TC 20.6
+
+AE015564.1/7871-7983 CCUC.UGGCUGAGUU.......AGUGAUCGGCUGGAGAUUAU.....CAU
+X01073.1/87-201 UGGGAUCGCUGAAUU.......AGAGAUCGGCGUCCUUUCAU......UC
+AE005545.1/3797-3683 UGGGAUCGCUGAAUU.......AGAGAUCGGCGUCCUUUCAU......UC
+X76069.1/151-270 UUGGGUGGCUGAAUU.......AGAGAUCGGCACCCGUAAUUUUAAUU.U
+AE008851.1/9739-9624 UGGGAUCGCUGAAUU.......AGAGAUCGGCGUCCUCUCAU.....UCU
+Y10692.1/1450-1567 UUGGGUUGCUGAAUU.......AGAGAUCGGCGCCUGUCUUA..AUUUAU
+AE013671.1/6690-6808 UUGGGUUGCUGAAUU.......AGAGAUCGGCGCCUGUCUUA..AUUCAU
+U32812.1/3754-3874 UGUCAUCGCUGAGUU.......AGAGAUCGGCGAAUGAUGUAUUAACAAC
+AE006066.1/51-171 UGUCGUAGCUGGAUU.......AGAGAUCGGCUAGCGAUGUA.UUUUUAA
+AE004150.1/7123-7243 CGUGUCGGCUGAAUC.......AGAGAUUGGCUGACACAAACUUAAACCU
+#=GC SS_cons ......<<<<<<...............>>>>>>.................
+
+AE015564.1/7871-7983 UUUAU.AUUU...GGAGAGACA.CAUGUCACUAAGUACUGAAGCGAAAGC
+X01073.1/87-201 UAUAUACUUU...GGAGUUUUAAAAUGUCUCUAAGUACUGAAGCAACAGC
+AE005545.1/3797-3683 UAUAUACUUU...GGAGUUUUAAAAUGUCUCUAAGUACUGAAGCAACAGC
+X76069.1/151-270 AUGUAUUUUU...GGAGUUGUAAUAUGUCUCUAAGUACUGAAGCAAAAGC
+AE008851.1/9739-9624 UAAAUACUUU...GGAGUUUUAAAAUGUCUCUAAGUACUGAAGCUACAGC
+Y10692.1/1450-1567 CUAUAUAUUU...GGAGUUGUAUCAUGUCUCUAAGUGUUGAAGCGAAAGC
+AE013671.1/6690-6808 UUAUAUAUUU...GGAGUUGUAUCAUGUCUCUAAGUGUUGAAGCGAAAGC
+U32812.1/3754-3874 ACUACCUUUU...AGGAGUAAAAAAUGUCUCUAAGUACUGAAAAAAAAGC
+AE006066.1/51-171 CUUAACUUUUA..GGAGUUAUCAAAUGUCUCUAAGUACAGAAAAAAAAGC
+AE004150.1/7123-7243 CAAACUCUUU...AGGAGAGAAUUAUGUCUCUGAAUGCAGAAACUAAAGC
+#=GC SS_cons .......<<<...<<<<...........>>>>>>>...............
+
+AE015564.1/7871-7983 AAAAAUCCUGGCUGAAUUUGGCCGUGGCGCA
+X01073.1/87-201 UAAAAUCGUUUCUGAGUUUGGUCGUGACGCA
+AE005545.1/3797-3683 UAAAAUCGUUUCUGAGUUUGGUCGUGACGCA
+X76069.1/151-270 GCAAAUUAUUGCUGAAUUUGGUCGUGAUGCG
+AE008851.1/9739-9624 UAAAAUCGUUUCUGAGUUCGGUCGUGACGCA
+Y10692.1/1450-1567 UAAAAUUGUUGCUGACUUCGGUCGCGAUGC.
+AE013671.1/6690-6808 UAAAAUUGUUGCUGACUUCGGUCGCGGUACU
+U32812.1/3754-3874 AGCAAUCGUUGCUGAAUUUGGUCGUGAUGCG
+AE006066.1/51-171 AGCGAUCGUUGCUGAAUUUGGUCGUGAUGCA
+AE004150.1/7123-7243 AGCAAUCGUUGCUGAAUACGCACGUUGCGAA
+#=GC SS_cons ...............................
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00114.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00114.idx
new file mode 100644
index 0000000..0425846
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00114.idx
@@ -0,0 +1 @@
+AE004888.1/2785-2659
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00114.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00114.raw
new file mode 100644
index 0000000..b8cb64f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00114.raw
@@ -0,0 +1,33 @@
+>AE015564.1/7871-7983
+CCUCUGGCUGAGUUAGUGAUCGGCUGGAGAUUAUCAUUUUAUAUUUGGAGAGACACAUGU
+CACUAAGUACUGAAGCGAAAGCAAAAAUCCUGGCUGAAUUUGGCCGUGGCGCA
+>X01073.1/87-201
+UGGGAUCGCUGAAUUAGAGAUCGGCGUCCUUUCAUUCUAUAUACUUUGGAGUUUUAAAAU
+GUCUCUAAGUACUGAAGCAACAGCUAAAAUCGUUUCUGAGUUUGGUCGUGACGCA
+>AE005545.1/3797-3683
+UGGGAUCGCUGAAUUAGAGAUCGGCGUCCUUUCAUUCUAUAUACUUUGGAGUUUUAAAAU
+GUCUCUAAGUACUGAAGCAACAGCUAAAAUCGUUUCUGAGUUUGGUCGUGACGCA
+>X76069.1/151-270
+UUGGGUGGCUGAAUUAGAGAUCGGCACCCGUAAUUUUAAUUUAUGUAUUUUUGGAGUUGU
+AAUAUGUCUCUAAGUACUGAAGCAAAAGCGCAAAUUAUUGCUGAAUUUGGUCGUGAUGCG
+>AE008851.1/9739-9624
+UGGGAUCGCUGAAUUAGAGAUCGGCGUCCUCUCAUUCUUAAAUACUUUGGAGUUUUAAAA
+UGUCUCUAAGUACUGAAGCUACAGCUAAAAUCGUUUCUGAGUUCGGUCGUGACGCA
+>Y10692.1/1450-1567
+UUGGGUUGCUGAAUUAGAGAUCGGCGCCUGUCUUAAUUUAUCUAUAUAUUUGGAGUUGUA
+UCAUGUCUCUAAGUGUUGAAGCGAAAGCUAAAAUUGUUGCUGACUUCGGUCGCGAUGC
+>AE013671.1/6690-6808
+UUGGGUUGCUGAAUUAGAGAUCGGCGCCUGUCUUAAUUCAUUUAUAUAUUUGGAGUUGUA
+UCAUGUCUCUAAGUGUUGAAGCGAAAGCUAAAAUUGUUGCUGACUUCGGUCGCGGUACU
+>U32812.1/3754-3874
+UGUCAUCGCUGAGUUAGAGAUCGGCGAAUGAUGUAUUAACAACACUACCUUUUAGGAGUA
+AAAAAUGUCUCUAAGUACUGAAAAAAAAGCAGCAAUCGUUGCUGAAUUUGGUCGUGAUGC
+G
+>AE006066.1/51-171
+UGUCGUAGCUGGAUUAGAGAUCGGCUAGCGAUGUAUUUUUAACUUAACUUUUAGGAGUUA
+UCAAAUGUCUCUAAGUACAGAAAAAAAAGCAGCGAUCGUUGCUGAAUUUGGUCGUGAUGC
+A
+>AE004150.1/7123-7243
+CGUGUCGGCUGAAUCAGAGAUUGGCUGACACAAACUUAAACCUCAAACUCUUUAGGAGAG
+AAUUAUGUCUCUGAAUGCAGAAACUAAAGCAGCAAUCGUUGCUGAAUACGCACGUUGCGA
+A
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00114.test b/benchmarks/cmsearch-rmark/rmark-1/RF00114.test
new file mode 100644
index 0000000..49c715c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00114.test
@@ -0,0 +1,4 @@
+>AE004888.1/2785-2659
+AGGCACGGUCAUUCCUCCUUUUAAAACACGGGAAGCGAUUCCCGGCCUGUUCACUCAGAG
+GAAGCCCAUCAUGGCACUGAGCGUUGAAGAAAAAGCGCAGAUCGUUAACGAAUACAAGCA
+AGCUGAA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00163.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00163.ali
new file mode 100644
index 0000000..15127d5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00163.ali
@@ -0,0 +1,210 @@
+# STOCKHOLM 1.0
+#=GF ID Hammerhead_1
+#=GF AC RF00163
+#=GF DE Hammerhead ribozyme (type I)
+#=GF AU Bateman A
+#=GF GA 22.0
+#=GF NC 20.9
+#=GF TC 22.8
+
+M19148.1/160-204 AUCCAACUGACCAGUCGGA...............................
+AF036745.1/119-163 AUCCAACUGACCAGUCGGA...............................
+L07513.1/84-40 AUCUAAAUGACGAGUCCUA...............................
+AF036398.1/58-102 AUCUUUCUGACGAGUUUCA...............................
+AF036755.1/118-162 AUCCNGCUGACGNGUCCCA...............................
+X15621.1/76-34 AUCCAGCUGACGAGUCCCA...............................
+AY028787.1/23621-23665 AUUUAGCUGACGAGUCCCA...............................
+L23117.1/1024-1069 CGACUGCUGAGGAGUCCCAC..............................
+AF036743.1/118-165 AUUCAGCUGACGAGUCCCA...............................
+AF109181.1/634-589 GCAAUACUGAAGAGUUCCAC..............................
+AF036390.1/118-165 AUCCAACUGACGAGUGCCC...............................
+X15620.1/19-62 GGCUAGCAGUGGAAUCC.A...............................
+AF036741.1/118-165 AUCCAGCCGACGAGUCCCA...............................
+AF036749.1/121-167 AUU.AACAGACGAGUCCCA...............................
+X15619.1/121-168 AUCCAGCUGACGAGUCCCA...............................
+AF036394.1/118-165 AUCCAGCUGACGUGUCCCA...............................
+AF036756.1/118-162 AUCCAGCUGACGAGUCCCA...............................
+AF036393.1/119-166 AUCCAGCUGACGAGUCCCA...............................
+AF036396.1/121-168 AUCCAACUGACGAGUGCCA...............................
+AF036397.1/119-166 AUCCAGCUGACGAGUCCCA...............................
+X15621.1/101-144 ACUCCG.UGACAAGUCUCG...............................
+AF213693.1/184-228 AUCCAACCGAUGAGUCCCA...............................
+AF036389.1/120-167 AUCCAGCUGACGAGUCCCA...............................
+D87492.1/743-788 GCACUGCUGAGGAGUCCCAC..............................
+AF036746.1/113-157 AUCCAGCUGACCAGUCGGA...............................
+D87492.1/2147-2192 CAAUUGCUGAGGAGUCCCAU..............................
+AF036750.1/119-165 AUCUAGCUGACGAGUCCCA...............................
+AF036748.1/120-164 AUCCAGCUGACGAGUCCUA...............................
+L07513.1/246-290 AUCUAGCUGACGAGUCCCG...............................
+AF036740.1/117-159 AUCCAGCUCACGAGUCCCA...............................
+AF036752.1/118-162 AUCCAGCUGACGAGUCCCA...............................
+AF036395.1/119-163 CCCUGGCUGACGAGUCCCA...............................
+AF036747.1/117-160 AUCCAGCUGACGAGUCCCA...............................
+AF036392.1/121-168 AUCCAACUGACGAGCGCCA...............................
+D87493.1/3564-3609 GCACUUCUGAAGAGUCCCAU..............................
+AF036751.1/118-161 AUCCAGCUGACGAGUCCCA...............................
+AF213692.1/353-397 AUCCAGCCGAUGAGUUCCA...............................
+AF036391.1/121-168 AUCCAACUGACGAGUGCCA...............................
+D87492.1/1479-1524 AUCCAGUUGAUGAGUCCCAG..............................
+AF036754.1/91-138 AUCCAGUUGACGAGUCCCA...............................
+AF036404.1/122-166 AUCCAGCUGACGAGUGCCA...............................
+AF036401.1/123-167 AUCCAGCUGACGAGUCCCA...............................
+AF036400.1/123-167 AUCCAGCUGACGAGUGCCA...............................
+AF036402.1/123-167 AUCCAGCUGACGAGUGCCA...............................
+AF404059.1/70-187 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404053.1/70-186 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAA
+AF229821.1/180-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404073.1/70-162 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+X52044.1/179-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAA
+AF404031.1/70-184 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404029.1/178-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404055.1/70-187 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404068.1/70-185 CUUUCCAUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404052.1/70-187 CUUUCCCUGAAGUGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404062.1/178-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACCAA
+AF404061.1/70-185 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404040.1/70-186 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+X52041.1/178-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404051.1/70-186 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAA
+AF404063.1/176-63 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGGAACUAAU
+AF404041.1/70-183 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+S74687.1/181-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAA
+AF404054.1/70-188 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAA
+AF404067.1/70-184 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+AF404046.1/177-64 CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAA
+#=GC SS_cons <<<<<<.......<<<<.................................
+
+M19148.1/160-204 .........................................AAUUGGACG
+AF036745.1/119-163 .........................................AAUAGGACG
+L07513.1/84-40 .........................................AAUGGAACU
+AF036398.1/58-102 .........................................AAUAGGACG
+AF036755.1/118-162 .........................................AAUAGGACG
+X15621.1/76-34 .........................................AAUAAGACG
+AY028787.1/23621-23665 .........................................AACGGUACG
+L23117.1/1024-1069 .........................................AAUAGGGCG
+AF036743.1/118-165 .........................................AAUAGGACG
+AF109181.1/634-589 .........................................AAUAGGACG
+AF036390.1/118-165 .........................................AAUAGGAGG
+X15620.1/19-62 .........................................AAUAGGACG
+AF036741.1/118-165 .........................................AAUAAAACG
+AF036749.1/121-167 .........................................AAUAGGACG
+X15619.1/121-168 .........................................AAUAGGACG
+AF036394.1/118-165 .........................................AACAGCACG
+AF036756.1/118-162 .........................................AGUAGGACG
+AF036393.1/119-166 .........................................AACAGGACG
+AF036396.1/121-168 .........................................AAUAGGAGG
+AF036397.1/119-166 .........................................AACAGCACG
+X15621.1/101-144 .........................................AAUAGGACG
+AF213693.1/184-228 .........................................AAUAGAACG
+AF036389.1/120-167 .........................................AACAGGACG
+D87492.1/743-788 .........................................AAUAGGACG
+AF036746.1/113-157 .........................................AAUAGGACG
+D87492.1/2147-2192 .........................................AAUAGGACG
+AF036750.1/119-165 .........................................AAUAGGACG
+AF036748.1/120-164 .........................................AAUAGGGUG
+L07513.1/246-290 .........................................AAUAGGAGG
+AF036740.1/117-159 .........................................AAUAGGACG
+AF036752.1/118-162 .........................................AAUAGGACU
+AF036395.1/119-163 .........................................AACAGGACG
+AF036747.1/117-160 .........................................AAUAGG.CG
+AF036392.1/121-168 .........................................AAUAGGAGG
+D87493.1/3564-3609 .........................................GCUAGGACG
+AF036751.1/118-161 .........................................AAUAGGACG
+AF213692.1/353-397 .........................................AACAGGACU
+AF036391.1/121-168 .........................................AAUAGGAGG
+D87492.1/1479-1524 .........................................AGAAGGACG
+AF036754.1/91-138 .........................................AAUUGGACG
+AF036404.1/122-166 .........................................AAUAGGACG
+AF036401.1/123-167 .........................................AAUAGGACG
+AF036400.1/123-167 .........................................AAUAGGACG
+AF036402.1/123-167 .........................................AAUACGACG
+AF404059.1/70-187 UUUUUUUUAAAUAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCG
+AF404053.1/70-186 UUUUUUUUAAUAAAAAGUUCACCACGACUCCUCCUUCUCU.CACAAGUCG
+AF229821.1/180-64 UUUUUUUUAAUAAAAAGUUCACCACGACUCCUCCUUCUCU.CACAAGUCG
+AF404073.1/70-162 CGACUCCUCCUUCUCU.........................CACAAGUCG
+X52044.1/179-64 UUUUUUUUAAUAAAAGUUCACCACGACUCCUCCUUCUCU..CACAAGUCG
+AF404031.1/70-184 UUUUUUUAAUAAAAGUUCACCACAACUCCUCCUUCUCU...CACAAGUCG
+AF404029.1/178-64 UUUUUCUAAUAAAAGUUCACCACGACUCCUCCUUCUCU...CACAAGUCG
+AF404055.1/70-187 UUUUUUUUAAUAAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCG
+AF404068.1/70-185 UUUUUUUUAAUAAAAGUUCACCACGACUCCUCCUUCUCU..CACAAGUCG
+AF404052.1/70-187 UUUUUUUUUAAUAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCG
+AF404062.1/178-64 UUUUUUUAAUAAAAGUUCACCACGACUCCUCCUUCUCU...CACAAGUCG
+AF404061.1/70-185 UUUUUUUUAAUAAAAGCUCACCACGACUCCUCCUUCUCU..CACAAGUCG
+AF404040.1/70-186 UUUUUUUUUAAUAAAAGUUCACCACGACUCCUCCUUCUCU.CACAAGUCG
+X52041.1/178-64 UUUUUUUAAUAAAAGUUCACCACGACUCCUCCUUCUCU...CACAAGUCG
+AF404051.1/70-186 UUUUUUUAAAUAAAAAGUUCACCACGACUCCUCCUUCUCU.CACAAGUCG
+AF404063.1/176-63 UUUUUUAAUAAAAGUUCACCACGACUCCUCCUUCUCU....CACAAGUCG
+AF404041.1/70-183 UUUUUUUAUAAAAGUUCACCACGACUCCUCCUUCUCU....CACAAGUCG
+S74687.1/181-64 UUUUUUUUUUUUAAAAAGUUCACCACAACUCCUCCUUCUCUCACAAGUCG
+AF404054.1/70-188 UUUUUUUUUAAUAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCG
+AF404067.1/70-184 UUUUUUUAACAAAAGUUCACCACGACUCCUCCUUCUCU...CACAAGUCG
+AF404046.1/177-64 UUUUUUUAAUAAAAGCUCACCACGACUCCUCCUUCUCU...CA.AAGUCG
+#=GC SS_cons .............................................>>>>.
+
+M19148.1/160-204 AA...ACGC....GCGUC...CUGG.AU
+AF036745.1/119-163 AA...ACGC....GCGUC...CAGG.AU
+L07513.1/84-40 AA...ACAC....AUGUG...UUUG.AU
+AF036398.1/58-102 AA...ACGC....GUGUC...AUGG.AU
+AF036755.1/118-162 GA...AGGC....GCGUC...CCGG.AU
+X15621.1/76-34 A....ACGC....GCGU....CUGG.AU
+AY028787.1/23621-23665 AA...ACUG....GCGUC...CUUG.AU
+L23117.1/1024-1069 AU...ACGG....ACGUC...CAGU.GC
+AF036743.1/118-165 AAGUGACGC....GCGUC...CUGG.AU
+AF109181.1/634-589 AA...ACGG....CGAUC...CAGU.GU
+AF036390.1/118-165 AA...ACGC....GCGUCAAACUGC.AU
+X15620.1/19-62 AA...ACGC....GCGUC...CUGG.AU
+AF036741.1/118-165 AA...ACGC....GCGUCAAAGUGG.AU
+AF036749.1/121-167 AAGUGACGC....GCGUC...CUGG.AU
+X15619.1/121-168 AA...ACGC....UCGUCAAAAUGC.AU
+AF036394.1/118-165 AA...ACGC....GCGUCAAACUGC.AU
+AF036756.1/118-162 AA...ACGC....GCGUC...CUGG.AU
+AF036393.1/119-166 AA...ACGA....GAGUCAAACUGC.AU
+AF036396.1/121-168 AA...ACGC....GCGUCAAACUGC.AG
+AF036397.1/119-166 AA...ACGC....GCGUCAAACUGC.AU
+X15621.1/101-144 AA...AUGU....GCGUC...CUAG.AU
+AF213693.1/184-228 AA...ACCU....GCGUC...CUGG.AU
+AF036389.1/120-167 AA...ACGC....GCGUCAAACUGC.AU
+D87492.1/743-788 AA...ACGA....CCGUC...CAGU.AC
+AF036746.1/113-157 AA...ACGC....GCGUC...CUGG.AU
+D87492.1/2147-2192 AA...ACGG....CCGUC...CAGU.GC
+AF036750.1/119-165 AA...AU.C....GCGUCAAACUGG.AU
+AF036748.1/120-164 AA...ACGC....GCGUC...CUGG.AU
+L07513.1/246-290 AA...GUGC....UCGUU...CAAU.AU
+AF036740.1/117-159 AA...ACG......CGUC...CUCC.AU
+AF036752.1/118-162 UG...ACGC....GCGUC...CUGG.AU
+AF036395.1/119-163 AA...ACGC....GCGUC...CUGG.AU
+AF036747.1/117-160 AA...ACGC....GCGUC...CUGG.AU
+AF036392.1/121-168 AA...ACGC....GCGUCAAACUGC.AU
+D87493.1/3564-3609 AA...ACAG....CCUUC...CAGU.AC
+AF036751.1/118-161 A....ACGC....ACUUC...CUAG.AU
+AF213692.1/353-397 AA...ACGC....GCUUC...UUGG.AU
+AF036391.1/121-168 AA...ACGC....GCGUCAAACUGC.AU
+D87492.1/1479-1524 AA...ACGU....GCAUC...CUGG.AU
+AF036754.1/91-138 AA...ACGC....GCGUCAAACUGG.AU
+AF036404.1/122-166 AA...AUGC....GCAUC...CUGG.AU
+AF036401.1/123-167 AA...AUGC....GCAUC...CUGG.AU
+AF036400.1/123-167 AA...AUGU....GCAUC...CUGG.AU
+AF036402.1/123-167 AA...AUGC....GCAUC...CUGG.AU
+AF404059.1/70-187 AA...ACUCA...GAGUC...GGAA.AG
+AF404053.1/70-186 AA...ACUCA...GAGUC...GGCA.AG
+AF229821.1/180-64 AA...ACUCA...GAGUC...GGAA.AG
+AF404073.1/70-162 AA...ACUCA...GAGUC...GGAA.AG
+X52044.1/179-64 AA...ACUCA...GAGUC...GGAA.AG
+AF404031.1/70-184 AA...ACUCA...GAGUC...GGCG.AG
+AF404029.1/178-64 AA...ACUCA...GAGUC...GGCA.AG
+AF404055.1/70-187 AA...ACUCA...GAGUC...GGAA.AG
+AF404068.1/70-185 AA...ACUCA...GAGUC...GGAA.AG
+AF404052.1/70-187 AA...ACUCA...GAGUC...GGAA.AG
+AF404062.1/178-64 AA...ACUCA...GAGUC...GGAA.AG
+AF404061.1/70-185 AA...ACUCA...GAGUC...GGAA.AG
+AF404040.1/70-186 AA...ACUCA...GAGUC...GGAA.AG
+X52041.1/178-64 AA...ACUCA...GAGUC...GGAA.AG
+AF404051.1/70-186 AA...ACUCA...GAGUC...GGAA.AG
+AF404063.1/176-63 AA...ACUCA...GAGUC...GGAA.AG
+AF404041.1/70-183 AA...ACUCA...GAGUC...GGAA.AG
+S74687.1/181-64 AA...ACUCA...GAGUC...GGAA.AG
+AF404054.1/70-188 AA...ACUCA...GAGUC...GGAACAG
+AF404067.1/70-184 AA...ACUCA...GAGUC...GGCA.AG
+AF404046.1/177-64 AA...ACUCA...GAGUC...GGGA.AG
+#=GC SS_cons .....<<<<....>>>>....>>>>.>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00163.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00163.idx
new file mode 100644
index 0000000..1b2d14a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00163.idx
@@ -0,0 +1 @@
+Z69690.1/342-390
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00163.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00163.raw
new file mode 100644
index 0000000..d74ea57
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00163.raw
@@ -0,0 +1,151 @@
+>M19148.1/160-204
+AUCCAACUGACCAGUCGGAAAUUGGACGAAACGCGCGUCCUGGAU
+>AF036745.1/119-163
+AUCCAACUGACCAGUCGGAAAUAGGACGAAACGCGCGUCCAGGAU
+>L07513.1/84-40
+AUCUAAAUGACGAGUCCUAAAUGGAACUAAACACAUGUGUUUGAU
+>AF036398.1/58-102
+AUCUUUCUGACGAGUUUCAAAUAGGACGAAACGCGUGUCAUGGAU
+>AF036755.1/118-162
+AUCCNGCUGACGNGUCCCAAAUAGGACGGAAGGCGCGUCCCGGAU
+>X15621.1/76-34
+AUCCAGCUGACGAGUCCCAAAUAAGACGAACGCGCGUCUGGAU
+>AY028787.1/23621-23665
+AUUUAGCUGACGAGUCCCAAACGGUACGAAACUGGCGUCCUUGAU
+>L23117.1/1024-1069
+CGACUGCUGAGGAGUCCCACAAUAGGGCGAUACGGACGUCCAGUGC
+>AF036743.1/118-165
+AUUCAGCUGACGAGUCCCAAAUAGGACGAAGUGACGCGCGUCCUGGAU
+>AF109181.1/634-589
+GCAAUACUGAAGAGUUCCACAAUAGGACGAAACGGCGAUCCAGUGU
+>AF036390.1/118-165
+AUCCAACUGACGAGUGCCCAAUAGGAGGAAACGCGCGUCAAACUGCAU
+>X15620.1/19-62
+GGCUAGCAGUGGAAUCCAAAUAGGACGAAACGCGCGUCCUGGAU
+>AF036741.1/118-165
+AUCCAGCCGACGAGUCCCAAAUAAAACGAAACGCGCGUCAAAGUGGAU
+>AF036749.1/121-167
+AUUAACAGACGAGUCCCAAAUAGGACGAAGUGACGCGCGUCCUGGAU
+>X15619.1/121-168
+AUCCAGCUGACGAGUCCCAAAUAGGACGAAACGCUCGUCAAAAUGCAU
+>AF036394.1/118-165
+AUCCAGCUGACGUGUCCCAAACAGCACGAAACGCGCGUCAAACUGCAU
+>AF036756.1/118-162
+AUCCAGCUGACGAGUCCCAAGUAGGACGAAACGCGCGUCCUGGAU
+>AF036393.1/119-166
+AUCCAGCUGACGAGUCCCAAACAGGACGAAACGAGAGUCAAACUGCAU
+>AF036396.1/121-168
+AUCCAACUGACGAGUGCCAAAUAGGAGGAAACGCGCGUCAAACUGCAG
+>AF036397.1/119-166
+AUCCAGCUGACGAGUCCCAAACAGCACGAAACGCGCGUCAAACUGCAU
+>X15621.1/101-144
+ACUCCGUGACAAGUCUCGAAUAGGACGAAAUGUGCGUCCUAGAU
+>AF213693.1/184-228
+AUCCAACCGAUGAGUCCCAAAUAGAACGAAACCUGCGUCCUGGAU
+>AF036389.1/120-167
+AUCCAGCUGACGAGUCCCAAACAGGACGAAACGCGCGUCAAACUGCAU
+>D87492.1/743-788
+GCACUGCUGAGGAGUCCCACAAUAGGACGAAACGACCGUCCAGUAC
+>AF036746.1/113-157
+AUCCAGCUGACCAGUCGGAAAUAGGACGAAACGCGCGUCCUGGAU
+>D87492.1/2147-2192
+CAAUUGCUGAGGAGUCCCAUAAUAGGACGAAACGGCCGUCCAGUGC
+>AF036750.1/119-165
+AUCUAGCUGACGAGUCCCAAAUAGGACGAAAUCGCGUCAAACUGGAU
+>AF036748.1/120-164
+AUCCAGCUGACGAGUCCUAAAUAGGGUGAAACGCGCGUCCUGGAU
+>L07513.1/246-290
+AUCUAGCUGACGAGUCCCGAAUAGGAGGAAGUGCUCGUUCAAUAU
+>AF036740.1/117-159
+AUCCAGCUCACGAGUCCCAAAUAGGACGAAACGCGUCCUCCAU
+>AF036752.1/118-162
+AUCCAGCUGACGAGUCCCAAAUAGGACUUGACGCGCGUCCUGGAU
+>AF036395.1/119-163
+CCCUGGCUGACGAGUCCCAAACAGGACGAAACGCGCGUCCUGGAU
+>AF036747.1/117-160
+AUCCAGCUGACGAGUCCCAAAUAGGCGAAACGCGCGUCCUGGAU
+>AF036392.1/121-168
+AUCCAACUGACGAGCGCCAAAUAGGAGGAAACGCGCGUCAAACUGCAU
+>D87493.1/3564-3609
+GCACUUCUGAAGAGUCCCAUGCUAGGACGAAACAGCCUUCCAGUAC
+>AF036751.1/118-161
+AUCCAGCUGACGAGUCCCAAAUAGGACGAACGCACUUCCUAGAU
+>AF213692.1/353-397
+AUCCAGCCGAUGAGUUCCAAACAGGACUAAACGCGCUUCUUGGAU
+>AF036391.1/121-168
+AUCCAACUGACGAGUGCCAAAUAGGAGGAAACGCGCGUCAAACUGCAU
+>D87492.1/1479-1524
+AUCCAGUUGAUGAGUCCCAGAGAAGGACGAAACGUGCAUCCUGGAU
+>AF036754.1/91-138
+AUCCAGUUGACGAGUCCCAAAUUGGACGAAACGCGCGUCAAACUGGAU
+>AF036404.1/122-166
+AUCCAGCUGACGAGUGCCAAAUAGGACGAAAUGCGCAUCCUGGAU
+>AF036401.1/123-167
+AUCCAGCUGACGAGUCCCAAAUAGGACGAAAUGCGCAUCCUGGAU
+>AF036400.1/123-167
+AUCCAGCUGACGAGUGCCAAAUAGGACGAAAUGUGCAUCCUGGAU
+>AF036402.1/123-167
+AUCCAGCUGACGAGUGCCAAAUACGACGAAAUGCGCAUCCUGGAU
+>AF404059.1/70-187
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUAA
+AUAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404053.1/70-186
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAAUUUUUUUUAA
+UAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGCAAG
+>AF229821.1/180-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUAA
+UAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404073.1/70-162
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAACGACUCCUCC
+UUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>X52044.1/179-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAAUUUUUUUUAA
+UAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404031.1/70-184
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUAAU
+AAAAGUUCACCACAACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGCGAG
+>AF404029.1/178-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUCUAAU
+AAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGCAAG
+>AF404055.1/70-187
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUAA
+UAAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404068.1/70-185
+CUUUCCAUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUAA
+UAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404052.1/70-187
+CUUUCCCUGAAGUGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUUA
+AUAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404062.1/178-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACCAAUUUUUUUAAU
+AAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404061.1/70-185
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUAA
+UAAAAGCUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404040.1/70-186
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUUUA
+AUAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>X52041.1/178-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUAAU
+AAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404051.1/70-186
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAAUUUUUUUAAA
+UAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404063.1/176-63
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGGAACUAAUUUUUUUAAUA
+AAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404041.1/70-183
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUAUA
+AAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>S74687.1/181-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAAUUUUUUUUUU
+UUAAAAAGUUCACCACAACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAAAG
+>AF404054.1/70-188
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUCGAAGACGAGUGAACUAAUUUUUUUUUA
+AUAAAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGAACAG
+>AF404067.1/70-184
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUAAC
+AAAAGUUCACCACGACUCCUCCUUCUCUCACAAGUCGAAACUCAGAGUCGGCAAG
+>AF404046.1/177-64
+CUUUCCCUGAAGAGACGAAGUGAUCAAGAGAUUGAAGACGAGUGAACUAAUUUUUUUAAU
+AAAAGCUCACCACGACUCCUCCUUCUCUCAAAGUCGAAACUCAGAGUCGGGAAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00163.test b/benchmarks/cmsearch-rmark/rmark-1/RF00163.test
new file mode 100644
index 0000000..4967f4a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00163.test
@@ -0,0 +1,2 @@
+>Z69690.1/342-390
+GCCCCGCUGAUGAGGUCAGGGAAGACCGAAAGUGUCGACUCUACGGGGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00165.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00165.ali
new file mode 100644
index 0000000..84f9341
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00165.ali
@@ -0,0 +1,33 @@
+# STOCKHOLM 1.0
+#=GF ID Corona_pk3
+#=GF AC RF00165
+#=GF DE Coronavirus 3' UTR pseudoknot
+#=GF AU Griffiths-Jones SR
+#=GF GA 40.0
+#=GF NC 39.4
+#=GF TC 40.2
+
+X66717.1/2272-2334 CUACUCUUGUACAGAAUGGUAAGC.ACGUG.UAAUAGGAGGUAC.AAGCC
+X66718.1/795-857 CUACUCUUGUACAGAAUGGUAAGC.ACGUG.UAAUGGGAGGUAC.AAGCA
+X90578.1/1000-1062 CUACUCUUGUACAGAAUGGUAAGC.ACGUG.UGAUGGGAGGUAC.AAGCA
+X90572.1/1000-1062 CUACUCUUGUACAGAAUGGUAAGC.ACGUG.UAGUAGGAGGUAC.AAGCA
+X90577.1/1000-1062 CUACUCUUGUACAGAAUGGUAAAC.ACGUG.UAAUAGGAGGUAC.AAGCA
+AF353511.1/27820-27882 UUGGUCUUGCACACAACGGUAAGC.CAGUGGUAAUGUCA.GUGC.AAGAA
+Z35758.1/8161-8224 CUACUCUUAUACAGAAUGGUAAGC.ACGUG.UAAUAGGAGGUAAUAAGCA
+D13096.1/9359-9422 CUACUCUUGUACAGAAUGGUAAGCCAAGUGUCAAUAGGAGGUAC.AAGCA
+X51325.1/1443-1505 CUAGUCUUAUACACAAUGGUAAGC.CAGUGGUAGUAAAG.GUAU.AAGAA
+X90576.1/809-871 CUACUCUUGUACAGAAUGGUAAGC.ACGUG.UAAUAGGAGGUAC.AAGCA
+#=GC SS_cons ....AAAAAAAA...............<<<.<<<<<<<..aaaa.aaaa.
+
+X66717.1/2272-2334 ACCCUAUUG.CAUAUUA
+X66718.1/795-857 ACCCCAUUG.CAUAUUA
+X90578.1/1000-1062 ACCCCAUUA.CAUAUUA
+X90572.1/1000-1062 ACCCUAUUG.CAUAUUA
+X90577.1/1000-1062 ACCCUAUUG.CAUAUUA
+AF353511.1/27820-27882 G.GAUAUUACCAUAGCA
+Z35758.1/8161-8224 ACCCUAUUG.CAUAUUA
+D13096.1/9359-9422 A.CCUAUUG.CAUAUUA
+X51325.1/1443-1505 A.UUUGCUACUAUGUUA
+X90576.1/809-871 ACCCUAUUG.CAUAUUA
+#=GC SS_cons ..>>>>>>>.>>>....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00165.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00165.idx
new file mode 100644
index 0000000..0b040b4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00165.idx
@@ -0,0 +1 @@
+AF207902.1/31022-31083
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00165.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00165.raw
new file mode 100644
index 0000000..b5a5eef
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00165.raw
@@ -0,0 +1,30 @@
+>X66717.1/2272-2334
+CUACUCUUGUACAGAAUGGUAAGCACGUGUAAUAGGAGGUACAAGCCACCCUAUUGCAUA
+UUA
+>X66718.1/795-857
+CUACUCUUGUACAGAAUGGUAAGCACGUGUAAUGGGAGGUACAAGCAACCCCAUUGCAUA
+UUA
+>X90578.1/1000-1062
+CUACUCUUGUACAGAAUGGUAAGCACGUGUGAUGGGAGGUACAAGCAACCCCAUUACAUA
+UUA
+>X90572.1/1000-1062
+CUACUCUUGUACAGAAUGGUAAGCACGUGUAGUAGGAGGUACAAGCAACCCUAUUGCAUA
+UUA
+>X90577.1/1000-1062
+CUACUCUUGUACAGAAUGGUAAACACGUGUAAUAGGAGGUACAAGCAACCCUAUUGCAUA
+UUA
+>AF353511.1/27820-27882
+UUGGUCUUGCACACAACGGUAAGCCAGUGGUAAUGUCAGUGCAAGAAGGAUAUUACCAUA
+GCA
+>Z35758.1/8161-8224
+CUACUCUUAUACAGAAUGGUAAGCACGUGUAAUAGGAGGUAAUAAGCAACCCUAUUGCAU
+AUUA
+>D13096.1/9359-9422
+CUACUCUUGUACAGAAUGGUAAGCCAAGUGUCAAUAGGAGGUACAAGCAACCUAUUGCAU
+AUUA
+>X51325.1/1443-1505
+CUAGUCUUAUACACAAUGGUAAGCCAGUGGUAGUAAAGGUAUAAGAAAUUUGCUACUAUG
+UUA
+>X90576.1/809-871
+CUACUCUUGUACAGAAUGGUAAGCACGUGUAAUAGGAGGUACAAGCAACCCUAUUGCAUA
+UUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00165.test b/benchmarks/cmsearch-rmark/rmark-1/RF00165.test
new file mode 100644
index 0000000..3dc7c8d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00165.test
@@ -0,0 +1,3 @@
+>AF207902.1/31022-31083
+ACACUCUCUAUCAGAAUGGAUGUCUUGCUGUCAUAACAGAUAGAGAAGGUUGUGGCAGAC
+CC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00167.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00167.ali
new file mode 100644
index 0000000..1239701
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00167.ali
@@ -0,0 +1,114 @@
+# STOCKHOLM 1.0
+#=GF ID Purine
+#=GF AC RF00167
+#=GF DE Purine riboswitch
+#=GF AU Boese B, Barrick JE, Breaker RR
+#=GF GA 25.0
+#=GF NC 23.2
+#=GF TC 28.6
+
+X83878.1/168-267 UUACAAUAUAAUAGGAACACUCAUAUAAUCGCGUGGAUAUGG.CACGCAA
+Z99107.2/14363-14264 AAUUAAAUAGCUAUUAUCACUUGUAUAACCUCAAUAAUAUGG.UUUGAGG
+Z99107.2/86084-86183 ...GAAAUCAAAACACGACCUCAUAUAAUCUUGGGAAUAUGG.CCCAUAA
+Z99107.2/82145-82244 AGAAAUCAAAUAAGAUGAAUUCGUAUAAUCGCGGGAAUAUGG.CUCGCAA
+U51115.1/15592-15691 ...GAAAUCAAAACACGACCUCAUAUAAUCUUGGGAAUAUGG.CCCAUAA
+Z99123.2/194904-195003 ...CUUAGAAAAAGACAUUCUUGUAUAUGAUCAGUAAUAUGG.UCUGAUU
+AP001509.1/53310-53409 .AUAAAUCGAAAACAUCAUUUCGUAUAAUGGCAGGAAUAGGG.CCUGCGA
+AP001509.1/79478-79577 ...UCUUUAUAUAAAGUACCUCAUAUAAUCUUGGGAAUAUGG.CCCAAAA
+AP001509.1/51442-51541 ACAUGUAGAUAUCAUCCCUUUCGUAUAUACUUGGAGAUAAGG.UCCAGGA
+AP001512.1/93773-93674 .UUUACAUUAAAAAAAGCACUCGUAUAAUCGCGGGAAUAGGG.CCCGCAA
+AB008757.1/115-16 AAUGAAUCACGCUGACUCACUCAUAUAAUCGCAAGAAUACGG.CUUGCGA
+AP004596.1/203844-203943 .AACCUUAUAUAUAGUUUUUUCAUAUAAUCGCGGGGAUAUGG.CCUGCAA
+AP004595.1/169586-169685 UGAUGUAAUUGAAUAGAAAUGCGUAUAAUUAAGGGGAUAUGG..CCCACA
+AP004595.1/186669-186768 ..GACAAUUGAAAAUGAACCUCAUAUAAAUUUGAGAAUAUGG.CUCAGAA
+AP004595.1/160373-160472 CAAUUUUUAUCCAAUGCCUUUCGUAUAUCCUCGAUAAUAUGG.UUCGAAA
+AL596165.1/154156-154057 AAUCGUCUACAAUAAUAAAGUCGUAUAAGUUCGGUAAUAUGG.ACCGUUC
+AL591981.1/205922-205823 AUAACUUAAAACCGAAAUACUUGUAUAAUAGUUGCGAU.UGG.GCGACGA
+AL591975.1/251119-251020 AAUCCGCUACAAUAAUAUAGUCGUAUAAGUUCGGUAAUAUGG.ACCGUUC
+AL596170.1/223345-223246 AUAACUUAAAACCGAAAUACUUAUAUAAUAGUUGCGAU.UGG.GCGACGA
+AP003130.2/132799-132898 ..UAAAUAAUUUACAUAAACUCAUAUAAUCUAAAGAAUAUGGCUUUAGAA
+AF270087.1/2580-2679 ...AAAAUAAUUUAUAUGACUCAUAUAAUCUAGAGAAUAUGGCUUUAGAA
+AE007775.1/3558-3459 GAAAAGUAAUAACAUAUUACCCGUAUAUGCUUAGAAAUAUGG.UCUAAGC
+AE015944.1/141656-141558 CUCUAUAAUAAAUUAUUGACUCAUAUAUCCCCU.UAAUAAGG.U.AGGGA
+AE007602.1/8615-8714 UAUAUAAAAAACUAAAUUUCUCGUAUA.CACCGGUAAUAUGG.UCCGGAA
+AP003193.2/214121-214023 AAAACGGAAUAUAAACAAACUCGUAUAA.GCUUUGAAUAAGG..CAAGGC
+AE007768.1/1788-1690 AAUCGUUAAUAUAGUUUAACUCAUAUAU.UUCCUGAAUAUGG..CAGGAU
+AP003194.2/163700-163601 .UAAAAAAAUAAAUUUUGCUUCGUAUAACUCUAAUGAUAUGG.AUUAGAG
+AP003186.2/211688-211589 UAAGUGUAUUAAAUUUUAACUCGUAUAUAAUCGGUAAUAUGG.UCCGAAA
+AE013027.1/8237-8336 AAAAAUUUAAUAAGAAGCACUCAUAUAAUCCCGAGAAUAUGG.CUCGGGA
+AE006347.1/1212-1310 UAGUCUAUAAUAGAACAAUCUUAUUUAU.ACCUAGGAUAUGG..CUGGGC
+AE014241.1/16113-16017 CAAUUAAAUAUAUGAUUUACUUAUUUAU.GCUGAGGAU.UGG.CUUAG.C
+AE007476.1/6452-6548 AAAAUUGAAUAUCGUUUUACUUGUUUAU.GUCGUGAAU.UGG.CACGA.C
+AE014152.1/30424-30520 UGAAUUCAAUAAUGACAUACUUAUUUAU.GCUGUGAAU.UGG..CGCAGC
+#=GC SS_cons .................<<<<<<<<...<<<<<<<........>>>>>>>
+
+X83878.1/168-267 GUUUCUACCGGGCA.CCGUAAA.UGUCCGACUAUGGGUGAGCAAUGGAAC
+Z99107.2/14363-14264 GUGUCUACCAGGAA.CCGUAAA.AUCCUGAUUACAAAAUUUGUUUAUGAC
+Z99107.2/86084-86183 GUUUCUACCCGGCAACCGUAAAUUGCCGGACUAUGCAGGAAAGUGAUCGA
+Z99107.2/82145-82244 GUCUCUACCAAGCUACCGUAAAUGGCUUGACUACGUAAACAUUUCUUUCG
+U51115.1/15592-15691 GUUUCUACCCGGCAACCGUAAAUUGCCGGACUAUGCAGGGAAGUGAUCGA
+Z99123.2/194904-195003 GUUUCUACCUAGUAACCGUAAAAAACUAGACUACAAGAAAGUUUGAAUAA
+AP001509.1/53310-53409 GUUUCUACCAAGCUACCGUAAAUAGCUUGACUACGAAAAUAAUGGGUUUU
+AP001509.1/79478-79577 GUUUCUACCUGCUGACCGUAAAUCGGCGGACUAUGGGGAAAGAUUUUGGA
+AP001509.1/51442-51541 GUUUCUACCAGAUCACCGUAAAUGAUCUGACUAUGAAGGUGGAAUGGCUC
+AP001512.1/93773-93674 GUUUCUACCAGGCUGCCGUAAACAGCCUGACUACGAGUGAUACUUUGACA
+AB008757.1/115-16 GUCUCUACCAGCCGACCGUAAAUCGGCUGACUAUGAGUGGCAAUGUCAGG
+AP004596.1/203844-203943 GUUUCUACCGGUUUACCGUAAAUGAACCGACUAUGGAAAAGCGGAAAAUU
+AP004595.1/169586-169685 GUUUCUACCAGACCACCGUAAAUGGUUUGACUACGCAGUAAUUAUAUUUG
+AP004595.1/186669-186768 GUUUCUACCCAGCA.CCGUAAAUGGCUGGACUAUGAGGGAAGAUGGAUCA
+AP004595.1/160373-160472 GUAUCUACCGGGUCACCGUAAAUGAUCUGACUAUGAAGGCAGAAGCAGGU
+AL596165.1/154156-154057 GUUUCUACCAGGCAACCGUAAAAUGCCAGGCUACGAGCUAUUGUAAAAUU
+AL591981.1/205922-205823 GUUUCUACCUGGUUACCGUAAAUAACCGGACUAUGAGUAGUUUGUAUAAA
+AL591975.1/251119-251020 GUUUCUACCAGGCAACCGUAAAAUGCCAGGCUACGAGCUAUUGUAAAAUU
+AL596170.1/223345-223246 GUUUCUACCUGGUUACCGUAAAUAACCGGACUAUGAGUAGUUUGUAUAAA
+AP003130.2/132799-132898 GUUUCUACCAUGUUGCCUUGAACGACAUGACUAUGAGUAACAACACAAUA
+AF270087.1/2580-2679 GUUUCUACCGUGUCGCCAUAAACGACACGACUAUGAGUAACAAUCCAAUA
+AE007775.1/3558-3459 GUCUCUACCGGACUGCCGUAAAUUGUCUGACUAUGGGUGUUUAUAAGUAU
+AE015944.1/141656-141558 GUAUCUACCAGAAG.CCUUAAA.CUUCUGACUAUGAGUGAAUAAAGCAUU
+AE007602.1/8615-8714 GUUUCUACCUGCUG.CCAUAAA.UAGCAGACUACGGGGUGUUAUUGAUAA
+AP003193.2/214121-214023 GUUUCUACCGGAAA.CCUUAAA.UUUCCGUCUAUGAGUGAAUUUGAUAUA
+AE007768.1/1788-1690 GUUUCUACAAGGAA.CCUUAAA.UUUCUUACUAUGAGUGAUUUGUUUGUA
+AP003194.2/163700-163601 GUCUCUACCAAGAA.CCGAGAA.UUCUUGAUUACGAAGAAAGCUUAUUUG
+AP003186.2/211688-211589 GUUUCUACCUGCUAACCGUAAAAUAGCAGACUACGAGGAGUUGUACUAUA
+AE013027.1/8237-8336 GUCUCUACCGAACAACCGUAAAUUGUUCGACUAUGAGUGAAAGUGUACCU
+AE006347.1/1212-1310 GUUUCUACCUCGUA.CCGUAAA.UGCGAGACAAUAAGGAAAUUCGAUUUU
+AE014241.1/16113-16017 GUCUCUACAAGACA.CCGU.AA.UGUCUAACAAUAAGUAAGCUAAUAAAU
+AE007476.1/6452-6548 GUUUCUACAAGGUG.CCGG.AA.CACCUAACAAUAAGUAAGUCAGCAGUG
+AE014152.1/30424-30520 GUCUCUACAAGACA.CCUU.AA.UGUCUAACAAUAAGUAAGCUUUUAGGC
+#=GC SS_cons ........<<<<<<<.......>>>>>>>..>>>>>>>>...........
+
+X83878.1/168-267 CGC.
+Z99107.2/14363-14264 AUU.
+Z99107.2/86084-86183 UAAA
+Z99107.2/82145-82244 U...
+U51115.1/15592-15691 UAAA
+Z99123.2/194904-195003 AUUU
+AP001509.1/53310-53409 UU..
+AP001509.1/79478-79577 UCUU
+AP001509.1/51442-51541 G...
+AP001512.1/93773-93674 UA..
+AB008757.1/115-16 A...
+AP004596.1/203844-203943 CG..
+AP004595.1/169586-169685 UA..
+AP004595.1/186669-186768 UUUC
+AP004595.1/160373-160472 U...
+AL596165.1/154156-154057 U...
+AL591981.1/205922-205823 GA..
+AL591975.1/251119-251020 U...
+AL596170.1/223345-223246 GA..
+AP003130.2/132799-132898 CU..
+AF270087.1/2580-2679 CAU.
+AE007775.1/3558-3459 U...
+AE015944.1/141656-141558 GUCA
+AE007602.1/8615-8714 UAUA
+AP003193.2/214121-214023 CUAU
+AE007768.1/1788-1690 UGCA
+AP003194.2/163700-163601 CUUU
+AP003186.2/211688-211589 A...
+AE013027.1/8237-8336 A...
+AE006347.1/1212-1310 UUAG
+AE014241.1/16113-16017 AGCU
+AE007476.1/6452-6548 AGAU
+AE014152.1/30424-30520 UUGC
+#=GC SS_cons ....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00167.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00167.idx
new file mode 100644
index 0000000..cddcf0f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00167.idx
@@ -0,0 +1,4 @@
+AP001509.1/209873-209971
+AP003186.2/121422-121520
+AE010606.1/4680-4581
+AE016809.1/202496-202595
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00167.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00167.raw
new file mode 100644
index 0000000..c339d04
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00167.raw
@@ -0,0 +1,99 @@
+>X83878.1/168-267
+UUACAAUAUAAUAGGAACACUCAUAUAAUCGCGUGGAUAUGGCACGCAAGUUUCUACCGG
+GCACCGUAAAUGUCCGACUAUGGGUGAGCAAUGGAACCGC
+>Z99107.2/14363-14264
+AAUUAAAUAGCUAUUAUCACUUGUAUAACCUCAAUAAUAUGGUUUGAGGGUGUCUACCAG
+GAACCGUAAAAUCCUGAUUACAAAAUUUGUUUAUGACAUU
+>Z99107.2/86084-86183
+GAAAUCAAAACACGACCUCAUAUAAUCUUGGGAAUAUGGCCCAUAAGUUUCUACCCGGCA
+ACCGUAAAUUGCCGGACUAUGCAGGAAAGUGAUCGAUAAA
+>Z99107.2/82145-82244
+AGAAAUCAAAUAAGAUGAAUUCGUAUAAUCGCGGGAAUAUGGCUCGCAAGUCUCUACCAA
+GCUACCGUAAAUGGCUUGACUACGUAAACAUUUCUUUCGU
+>U51115.1/15592-15691
+GAAAUCAAAACACGACCUCAUAUAAUCUUGGGAAUAUGGCCCAUAAGUUUCUACCCGGCA
+ACCGUAAAUUGCCGGACUAUGCAGGGAAGUGAUCGAUAAA
+>Z99123.2/194904-195003
+CUUAGAAAAAGACAUUCUUGUAUAUGAUCAGUAAUAUGGUCUGAUUGUUUCUACCUAGUA
+ACCGUAAAAAACUAGACUACAAGAAAGUUUGAAUAAAUUU
+>AP001509.1/53310-53409
+AUAAAUCGAAAACAUCAUUUCGUAUAAUGGCAGGAAUAGGGCCUGCGAGUUUCUACCAAG
+CUACCGUAAAUAGCUUGACUACGAAAAUAAUGGGUUUUUU
+>AP001509.1/79478-79577
+UCUUUAUAUAAAGUACCUCAUAUAAUCUUGGGAAUAUGGCCCAAAAGUUUCUACCUGCUG
+ACCGUAAAUCGGCGGACUAUGGGGAAAGAUUUUGGAUCUU
+>AP001509.1/51442-51541
+ACAUGUAGAUAUCAUCCCUUUCGUAUAUACUUGGAGAUAAGGUCCAGGAGUUUCUACCAG
+AUCACCGUAAAUGAUCUGACUAUGAAGGUGGAAUGGCUCG
+>AP001512.1/93773-93674
+UUUACAUUAAAAAAAGCACUCGUAUAAUCGCGGGAAUAGGGCCCGCAAGUUUCUACCAGG
+CUGCCGUAAACAGCCUGACUACGAGUGAUACUUUGACAUA
+>AB008757.1/115-16
+AAUGAAUCACGCUGACUCACUCAUAUAAUCGCAAGAAUACGGCUUGCGAGUCUCUACCAG
+CCGACCGUAAAUCGGCUGACUAUGAGUGGCAAUGUCAGGA
+>AP004596.1/203844-203943
+AACCUUAUAUAUAGUUUUUUCAUAUAAUCGCGGGGAUAUGGCCUGCAAGUUUCUACCGGU
+UUACCGUAAAUGAACCGACUAUGGAAAAGCGGAAAAUUCG
+>AP004595.1/169586-169685
+UGAUGUAAUUGAAUAGAAAUGCGUAUAAUUAAGGGGAUAUGGCCCACAGUUUCUACCAGA
+CCACCGUAAAUGGUUUGACUACGCAGUAAUUAUAUUUGUA
+>AP004595.1/186669-186768
+GACAAUUGAAAAUGAACCUCAUAUAAAUUUGAGAAUAUGGCUCAGAAGUUUCUACCCAGC
+ACCGUAAAUGGCUGGACUAUGAGGGAAGAUGGAUCAUUUC
+>AP004595.1/160373-160472
+CAAUUUUUAUCCAAUGCCUUUCGUAUAUCCUCGAUAAUAUGGUUCGAAAGUAUCUACCGG
+GUCACCGUAAAUGAUCUGACUAUGAAGGCAGAAGCAGGUU
+>AL596165.1/154156-154057
+AAUCGUCUACAAUAAUAAAGUCGUAUAAGUUCGGUAAUAUGGACCGUUCGUUUCUACCAG
+GCAACCGUAAAAUGCCAGGCUACGAGCUAUUGUAAAAUUU
+>AL591981.1/205922-205823
+AUAACUUAAAACCGAAAUACUUGUAUAAUAGUUGCGAUUGGGCGACGAGUUUCUACCUGG
+UUACCGUAAAUAACCGGACUAUGAGUAGUUUGUAUAAAGA
+>AL591975.1/251119-251020
+AAUCCGCUACAAUAAUAUAGUCGUAUAAGUUCGGUAAUAUGGACCGUUCGUUUCUACCAG
+GCAACCGUAAAAUGCCAGGCUACGAGCUAUUGUAAAAUUU
+>AL596170.1/223345-223246
+AUAACUUAAAACCGAAAUACUUAUAUAAUAGUUGCGAUUGGGCGACGAGUUUCUACCUGG
+UUACCGUAAAUAACCGGACUAUGAGUAGUUUGUAUAAAGA
+>AP003130.2/132799-132898
+UAAAUAAUUUACAUAAACUCAUAUAAUCUAAAGAAUAUGGCUUUAGAAGUUUCUACCAUG
+UUGCCUUGAACGACAUGACUAUGAGUAACAACACAAUACU
+>AF270087.1/2580-2679
+AAAAUAAUUUAUAUGACUCAUAUAAUCUAGAGAAUAUGGCUUUAGAAGUUUCUACCGUGU
+CGCCAUAAACGACACGACUAUGAGUAACAAUCCAAUACAU
+>AE007775.1/3558-3459
+GAAAAGUAAUAACAUAUUACCCGUAUAUGCUUAGAAAUAUGGUCUAAGCGUCUCUACCGG
+ACUGCCGUAAAUUGUCUGACUAUGGGUGUUUAUAAGUAUU
+>AE015944.1/141656-141558
+CUCUAUAAUAAAUUAUUGACUCAUAUAUCCCCUUAAUAAGGUAGGGAGUAUCUACCAGAA
+GCCUUAAACUUCUGACUAUGAGUGAAUAAAGCAUUGUCA
+>AE007602.1/8615-8714
+UAUAUAAAAAACUAAAUUUCUCGUAUACACCGGUAAUAUGGUCCGGAAGUUUCUACCUGC
+UGCCAUAAAUAGCAGACUACGGGGUGUUAUUGAUAAUAUA
+>AP003193.2/214121-214023
+AAAACGGAAUAUAAACAAACUCGUAUAAGCUUUGAAUAAGGCAAGGCGUUUCUACCGGAA
+ACCUUAAAUUUCCGUCUAUGAGUGAAUUUGAUAUACUAU
+>AE007768.1/1788-1690
+AAUCGUUAAUAUAGUUUAACUCAUAUAUUUCCUGAAUAUGGCAGGAUGUUUCUACAAGGA
+ACCUUAAAUUUCUUACUAUGAGUGAUUUGUUUGUAUGCA
+>AP003194.2/163700-163601
+UAAAAAAAUAAAUUUUGCUUCGUAUAACUCUAAUGAUAUGGAUUAGAGGUCUCUACCAAG
+AACCGAGAAUUCUUGAUUACGAAGAAAGCUUAUUUGCUUU
+>AP003186.2/211688-211589
+UAAGUGUAUUAAAUUUUAACUCGUAUAUAAUCGGUAAUAUGGUCCGAAAGUUUCUACCUG
+CUAACCGUAAAAUAGCAGACUACGAGGAGUUGUACUAUAA
+>AE013027.1/8237-8336
+AAAAAUUUAAUAAGAAGCACUCAUAUAAUCCCGAGAAUAUGGCUCGGGAGUCUCUACCGA
+ACAACCGUAAAUUGUUCGACUAUGAGUGAAAGUGUACCUA
+>AE006347.1/1212-1310
+UAGUCUAUAAUAGAACAAUCUUAUUUAUACCUAGGAUAUGGCUGGGCGUUUCUACCUCGU
+ACCGUAAAUGCGAGACAAUAAGGAAAUUCGAUUUUUUAG
+>AE014241.1/16113-16017
+CAAUUAAAUAUAUGAUUUACUUAUUUAUGCUGAGGAUUGGCUUAGCGUCUCUACAAGACA
+CCGUAAUGUCUAACAAUAAGUAAGCUAAUAAAUAGCU
+>AE007476.1/6452-6548
+AAAAUUGAAUAUCGUUUUACUUGUUUAUGUCGUGAAUUGGCACGACGUUUCUACAAGGUG
+CCGGAACACCUAACAAUAAGUAAGUCAGCAGUGAGAU
+>AE014152.1/30424-30520
+UGAAUUCAAUAAUGACAUACUUAUUUAUGCUGUGAAUUGGCGCAGCGUCUCUACAAGACA
+CCUUAAUGUCUAACAAUAAGUAAGCUUUUAGGCUUGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00167.test b/benchmarks/cmsearch-rmark/rmark-1/RF00167.test
new file mode 100644
index 0000000..b52a951
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00167.test
@@ -0,0 +1,12 @@
+>AP001509.1/209873-209971
+UUAAUCGAGCUCAACACUCUUCGUAUAUCCUCUCAAUAUGGGAUGAGGGUCUCUACAGGU
+ACCGUAAAUACCUAGCUACGAAAAGAAUGCAGUUAAUGU
+>AP003186.2/121422-121520
+UGUACUUAUAUAAGUAUAUCGUAUAUGCUCGACGAUAUGGGUUGAGUGUUUCUACUAGGA
+GGCCGUAAACAUCCUAACUACGAAUAUAUAGGUGAUUUC
+>AE010606.1/4680-4581
+UAAAUAAUUUUAAUAAAAAUUCGUAUAAGCCUAAUAUAUGGAAGGGUGUCCCUACGGUUA
+ACCAUAAAUUAACCAGCUACGAAAAAUGUUUUACUGUGUU
+>AE016809.1/202496-202595
+ACUUUCGGCGAUCAACGCUUCAUAUAAUCCUAAUGAUAUGGUUUGGGAGUUUCUACCAAG
+AGCCUUAAACUCUUGAUUAUGAAGUCUGUCGCUUUAUCCG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00168.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00168.ali
new file mode 100644
index 0000000..4e9a0a0
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00168.ali
@@ -0,0 +1,184 @@
+# STOCKHOLM 1.0
+#=GF ID Lysine
+#=GF AC RF00168
+#=GF DE Lysine riboswitch
+#=GF AU Wickiser JK, Barrick JE, Breaker RR
+#=GF GA 20.0
+#=GF NC 15.8
+#=GF TC 26.4
+
+Z99121.2/6040-5861 CAGUGAGGUAGAGGUUGCGCGGAUG.AUGA..GUC..ACACAUGCUA...
+AE017003.1/180245-180059 ACGUGAGAUAGAGGUUGCGAUACUU.AUGA..GUA..UUCUAAUGGAGAC
+AE017026.1/274819-274638 CGGUGAGGUAGAGGUUGCAGUCAUU.AAGA..GUA..UCAUUUCUGGA..
+AE017007.1/287994-288186 CGAUGAGGUAGAGGUUGCGACUUUU.AAGA..GUA..CGACGGAC.....
+AE017033.1/217118-217310 CGAUGAGGUAGAGGUUGCGACUUUU.AAGA..GUA..AAACGGAC.....
+AE017267.1/95018-94836 CGGUGAGGUAGAGGUUGCAGUCAUU.AAGA..GUA..UCAUUUCAGGA..
+AE017270.1/85304-85118 ACGUGAGAUAGAGGUUGCGAUACUU.AUGA..GUA..UUCUAAUGGAGAC
+AE017029.1/246029-245843 ACGUGAGAUAGAGGUUGCGAUACUU.AUGA..GUA..UUCUAAUGGAGAC
+AE017028.1/200117-200298 CUCAAAGGUAGAGGCCGCGAUAGGA.AAGA..GUA..AGCUAUGGG....
+AE017274.1/20257-20449 CGAUGAGGUAGAGGUUGCGACUUUU.AAUA..GUA..AAACGGAC.....
+AE017269.1/77627-77808 CUCAAAGGUAGAGGCCGCGAUAGGA.AAGA..GUA..AGCUAUGGG....
+AE017000.1/234265-234084 CGGUGAGGUAGAGGUUGCAAUCAUU.AAGA..GUA..UCAUUUCAGGA..
+AP001518.1/272531-272358 AGAUGGGGUAGAGGA.GCGGGUUUU.AAGA..GUA..AGCGCUUGG....
+AP001512.1/119931-120105 GGAUGAGGUAGAGGU.GCAAUGCGA.AUCA..GUA..CCCACUUGG....
+AP004601.1/22341-22165 CGGUGAGGUAGAGGA.GCAUACAAC.AUUA..GUA..AUCGACAAG....
+AL596166.1/112469-112272 UGGUGAGGUAGAGGUUGCGAGAUGC.ACUA..GUA..AUUUUUUCGAGGC
+AL591976.1/186683-186486 UGGUGAGGUAGAGGUUGCGAGAUGC.ACUA..GUA..AUUUUUUCGAGGC
+AP003187.2/139222-139393 GACCAAAGUAGAGGU.GCCGUAAUU.AAGA..GUA..GUCAUAAG.....
+AE015937.1/285886-286061 UAGAAAGGUAGAGGC.GCGGUAUUU.AAUA..GUA..UCUGUACA.....
+AE007576.1/1562-1747 ACCUUUUGUAGAGGU.GCUUUAAGUCAAGA..GUA..ACCGUUUGG....
+AE007843.1/1920-1745 AACUGAGGUAGAGGC.GCAAAAUUU.AAGA..GUA..GAACUGUG.....
+AP003194.2/187997-187828 AAAAGAGGUAGAGGC.GCGAGAAUC.AAGA..UUA..CUAAAAUGG....
+AE015944.1/195870-195703 ACCCAGGGUAGAGGA.GCUAUAAUU.AAGA..GUA..CUUAUCUU.....
+AP003189.2/159236-159062 AACUGAGAUAGAGGC.GCGAUGAUU.AAUA..GUA..UCUUUGCA.....
+AE007856.1/5090-5262 ACCUAGGGUAAAGGU.GCUGUAGUU.AUUA..UUA..UUUAUUCUU....
+AE015545.1/1265-1436 CCUUUAAGUAGAGGC.GCGCUGCCU.AUGA..CUA..CUUGUGCGG....
+U32832.1/9495-9319 UACAAAAGUAGAGGC.GCAAUUAUU.AUAA..GUA..UUUUUUCA.....
+AE017154.1/86844-87014 ACAAAUUGUAGAGGU.GCAAAUCCG.AUAA..GUA..UUUCUUCU.....
+AE006126.1/222-48 UACUUGUGUAGAGGA.GCGAUCACU.AUAA..GUA..UUUUUUCU.....
+AE004361.1/7554-7382 CCUUUAAGUAGAGGC.GCGCUGUUC.AUGA..GUC..GCCAGUCGU....
+AE004193.1/5679-5861 UUUCGCCGUAGAGGA.GCGGUUACG.AAAA..GUA..UCCACAGUU....
+AP005076.1/290738-290918 UGUUGCCGUAGAGGC.GCAGUCUCG.AAGA..GUA..GCUAUUAUU....
+AP005335.1/123141-123320 UAUCGACGUAGAGGC.GCAAUGGUA.AAGA..GUA..ACUAUUAUU....
+#=GC SS_cons .....<<<<<<.....<<<<<<<<<............<<<<<<<<.....
+
+Z99121.2/6040-5861 ......GGCUGACAGGG.GCUGUUA...AACAUGUGU.AAAAGG.CAU.C
+AE017003.1/180245-180059 ......ACAGAGAUGUC.UAUG......AACUUAGAU.GAAAGG.AAG.U
+AE017026.1/274819-274638 ......GAUGUAGUGGC.AUUGAUG...AAGGAAUGA.GAAAGG.AAU.G
+AE017007.1/287994-288186 ......GAGACACAGAG.AAUGUCACCGACUCCGUUU.GAAAGG.AAA.A
+AE017033.1/217118-217310 ......GAGAUACAGAG.AAUGUCUAAGACUCCGUUU.GAAAGG.AAA.A
+AE017267.1/95018-94836 ......GAUGUAGUGGC.AUUGAUG...AACGAAUGA.GAAAGG.AAU.G
+AE017270.1/85304-85118 ......ACAGAGAGGUC.UAUG......AAAUUAGAU.GAAAGG.AAG.U
+AE017029.1/246029-245843 ......ACAGAGAGGUC.CAUG......AAAUUAGAU.GAAAGG.AAG.U
+AE017028.1/200117-200298 ......AGAUUUAAUGG.AAUCUGUG..AUCAUAGGUUGAAAGG.GAC.U
+AE017274.1/20257-20449 ......GAGACACAGAG.AAUGUCUUAGACUCCGUUU.GAAAGG.AAA.A
+AE017269.1/77627-77808 ......AGAUUUAAUGG.GAUCUGUG..AUCAUAGGUUGAAAGG.GAC.U
+AE017000.1/234265-234084 ......GAUGUAGUGGC.AUUGAUG...AAGGAAUGA.GAAAGG.AAU.G
+AP001518.1/272531-272358 ......AGGAUGACAAC.GAGG......AUAAGCGCC.GAAAGG.AAA.A
+AP001512.1/119931-120105 ......AGUUUGAUGGA.ACUAGG....AAGAGUGGG.GAAAGG.UCA.A
+AP004601.1/22341-22165 ......AGGAUGACAAC.GAUG......AUAGUUGGU.GGAAGG.GUU.G
+AL596166.1/112469-112272 GAA...ACAAAGACGCC.AAUG......ACAAAAAAC.GAACAG.GUU.A
+AL591976.1/186683-186486 GAA...ACAAAGACGCC.GACG......ACAAAGAAU.GAACAG.GUU.G
+AP003187.2/139222-139393 ......UAGCUGACAAG.UGUUUU....AUGUAUGAU.GAAAGG.GAU.U
+AE015937.1/285886-286061 ......GAUAAAAGCAA.GAUG......AUGUACAGU.GAAAGG.AAA.U
+AE007576.1/1562-1747 ......AGUUGGCAAAC.UUAG......AUGAACGGU.AAAAGGGGCU.U
+AE007843.1/1920-1745 ......GAGACAAGCAC.UAUG......AAGCAGUUU.AAAAGG.AAA.U
+AP003194.2/187997-187828 ......AGUUAAGUAGC.GUAG......AAGUUUUAG.GAAAGG.GAU.U
+AE015944.1/195870-195703 ......AAACUGCCAAGUAAUG......AUAGAUAGG.AAAAGG.AAU.U
+AP003189.2/159236-159062 ......GAGGUAAGCAC.AUUG......AAGCAAAGU.GAAAGG.AUG.A
+AE007856.1/5090-5262 ......AGCUGGCAAGC.UUUG......AGGGAUAAA.GAAAGG.AAU.U
+AE015545.1/1265-1436 ......AGGGUGAUGCC.GCAG......AUGUACAAG.GAAAGG.AGU.C
+U32832.1/9495-9319 ......GAGUGGAUAAC.GAAG......AAGAAAAAA.GAAAGG.AAU.A
+AE017154.1/86844-87014 ......GAGUGGAAAGC.GAUG......AAGGGGAAG.GAAAGG.CGU.A
+AE006126.1/222-48 ......GAGUGGAUAAC.GAAG......AGGAAAAAG.GAAAGG.AGU.G
+AE004361.1/7554-7382 ......AGGUUGACCCC.GAUG......AUGACUGGU.UAAAGG.GUA.C
+AE004193.1/5679-5861 ......GGGGUGAUGCC.AAUG......AAUUGUGGA.AAAAGG.CGU.U
+AP005076.1/290738-290918 ......GGGGUGAUGCC.AAUG......AAUAAUAGU.GGAAGG.CGAAG
+AP005335.1/123141-123320 ......GGGGUGAUGCC.AAUG......AAUAAUAGU.GAAAGG.UAUCC
+#=GC SS_cons .............................>>>>>>>>........>>>.>
+
+Z99121.2/6040-5861 .AGCGCCGAAGUGUGGAGAAAGCC.GAUC......CUUCUCUA.UGCUGG
+AE017003.1/180245-180059 .AUUGCCGAAAUUGAUAAAUUU...CUCU.G....CAUUUAUC.AAUUGG
+AE017026.1/274819-274638 .AUUGCCGAAGUAAGUUGUGUCC..ACCA.U....GCAC.ACU.UGCUGG
+AE017007.1/287994-288186 .GUUGCCGAAGUUUAUAUUUCUU..CUCU.G....GAAAUAUG.AGCUGG
+AE017033.1/217118-217310 .GUUGCCGAAGUUUAUAUUUCUU..CUCU.G....GAAAUAUG.AGCUGG
+AE017267.1/95018-94836 .AUUGCCGAAGUAAGCCCGUGUCC.ACCAUG....CAC..GCU.UGCUGG
+AE017270.1/85304-85118 .AUUGCCGAAAUCGAUAUAUUU...CUCU.G....UAUGUAUC.GAUUGG
+AE017029.1/246029-245843 .AUUGCCGAAAUCGAUAUAUUU...CUCU.G....UAUGUAUC.GAUUGG
+AE017028.1/200117-200298 .AUUGCCGAAAUAUAAGAAUAACC.AUCU......UAUUCAUA.UAUUGG
+AE017274.1/20257-20449 .GUUGCCGAAGUUUAUAUUUCUU..CUCU.G....GAAAUAUG.AGCUGG
+AE017269.1/77627-77808 .AUUGCCGAAAUAUAAGAAUAACC.AUCU......UAUUCAUA.UAUUGG
+AE017000.1/234265-234084 .GUUGCCGAAGUAAGUCGUGUCC..ACCA.U....GCAC.GCU.UGCUGG
+AP001518.1/272531-272358 .CUCGCCGAAGC.GGAAGAUGA...GUCAAG....CGUCUUCU.UGCUGG
+AP001512.1/119931-120105 .UUUGCCGAAGUGAAUGUAUGUCC.AUCC......CAUACGUU.UGCUGG
+AP004601.1/22341-22165 .UUUGCCGAAGC.AUAAUAAGG...GUCAGA....CUUAUUAU.UGCUGG
+AL596166.1/112469-112272 .AUCGCCGAAGUGACUAUUUUUU..CUUU.GUAUCGAAAUAGU.UGUUGG
+AL591976.1/186683-186486 .AUCGCCGAAGUGACUAUUUUCU..CUUU.GUUUAGAAAUAGU.UGUUGG
+AP003187.2/139222-139393 .AUGGCCGAAGAGAUAUUAAU....GGUG......AUUAAUAU.UUCUGG
+AE015937.1/285886-286061 .AUCGCCGAAGC.AUGCAGUUAAAGCUUUGA....UACUGUAU.GACUGG
+AE007576.1/1562-1747 .UUAGCCGAAGCAUUUAGAUU....GGCA......GAUUUAUU.UGCUGG
+AE007843.1/1920-1745 .UUUGCCGAAGCGUAUAGCUAAUG.CUUU.A....AUGCUGUACUGCUGG
+AP003194.2/187997-187828 .AUCGCCGAAGUUUUUGGCUAAUA.CUUU.A....AGGCUAAA.UGCUGG
+AE015944.1/195870-195703 .AUAGCCGAAGAAAAUAGGGU....GGUA......A.UCUAUU.UUCUGG
+AP003189.2/159236-159062 .AUCGCCGAAACCAUUAGAAGAGG.CUUU.A....AUUCUAUUAGGUUGG
+AE007856.1/5090-5262 .GCAGCCGAAGAAGGAUUUCC....GGCA......GGAACUUU.UUCUGG
+AE015545.1/1265-1436 .AGCGCCGAAGUAGCCAGGUC....AUCA......AACCGAGC.UGCUGG
+U32832.1/9495-9319 .GUUGCCGAAAUCAAAUAAAA....GUCG......UUUUGUUU.GGUUGG
+AE017154.1/86844-87014 .UUUGCCGAAAUCAAUUAAGC....GUCA......UCUUAGUU.GGUUGG
+AE006126.1/222-48 .ACCGCCGAAAUCAAUUGAAA....GUCA......UUUUGAUU.GGUUGG
+AE004361.1/7554-7382 .AGCGCCGAAGUGAUCGUUGC....GUCA......UCAACGUU.CGCUGG
+AE004193.1/5679-5861 .GCCGCCGAAGUCAACUUGCCC...AUCA.A....CGCA.GUU.GGCUGG
+AP005076.1/290738-290918 .AUUGCCGAAGUAAGUCGUAU....AUCA......AAACGCCU.UGCUGG
+AP005335.1/123141-123320 .AUUGCCGAAGUGAAUUGCAU....AUCA......AAGCAGUU.UGCUGG
+#=GC SS_cons .>>>>>...<<<<<<<<<<<<..............>>>>>>>>.>>>><<
+
+Z99121.2/6040-5861 G.ACUG.UAUCU.GAAUAAGUG.CAGGACUGCCGCGUGC..UUU......
+AE017003.1/180245-180059 G.GCUG.UUUUC.GAAUAGAAA.CAGAACUGUCAUAUGU..ACAGACGUG
+AE017026.1/274819-274638 G.UCUG.CAUU..UAAUAAGUG.CAGAACUGUCACAAACG.UUU......
+AE017007.1/287994-288186 G.GCUG.UCUCC.GAAA.GGAA.CAGAACUGUCACGUUU..ACAAAAUUA
+AE017033.1/217118-217310 G.GCUG.UGUCU.GAAA.GGAA.CAGAACUGUCACGUUU..ACAAAAUUA
+AE017267.1/95018-94836 G.UCUG.CAUU..GAAUAAGUG.CAGAACUGUCACAAACG.UUU......
+AE017270.1/85304-85118 G.GCUG.UUUUC.GAAUAGAAA.CAGAACUGUCAUAUGU..ACAGACGCG
+AE017029.1/246029-245843 G.GCUG.UUUUC.GAAUAGAAA.CAGAACUGUCAUAUGU..ACAGACAUG
+AE017028.1/200117-200298 G.ACUG.CAUU..GAAUAAAUG.UAGUACUGUCAUAAGA..UUU......
+AE017274.1/20257-20449 G.GCUG.UCUCC.GAAA.GGAA.CAGAACUGUCACGUUU..ACAAAAUUA
+AE017269.1/77627-77808 G.ACUG.CAUU..GAAUAAAUG.UAGUACUGUCAUAAGA..UUU......
+AE017000.1/234265-234084 G.UCUG.CAUU..UAAUAAGUG.CAGAACUGUCACAAACG.UUU......
+AP001518.1/272531-272358 G.GUUG.CAUU..GAAUAAAUG.UAACACUGUCACAGCAG.AUU......
+AP001512.1/119931-120105 G.UCGU.UUUU..GAAUAAAAA.ACGAACUGCCGCUGAC..UGU......
+AP004601.1/22341-22165 U.ACAU.CUUU..GAAUAAAAG.AUGCACUGUCAUGCAAAAUUA......
+AL596166.1/112469-112272 G.ACAG.UUUCC.UAAA.GGAG.CUGGACUGCUAUAAGAA.UUUGUCGAA
+AL591976.1/186683-186486 G.ACAG.UUUCC.UAAA.GGGG.CUGGACUGCUAUAAGAA.UUUGUCGAA
+AP003187.2/139222-139393 G.UAUA.UGUA..UAAUAUGCA.UAUAACUGUCACUUUG..AAA......
+AE015937.1/285886-286061 U.CUUA.UUUA..AAAUAUGAA.UAAGAUUGUCACAAAA..UGA......
+AE007576.1/1562-1747 C.UUUU.CAUA..CAACAUAUG.AAUGGCUGUCACUUUA..UUAGUUAGU
+AE007843.1/1920-1745 G.UUUG.UAUA..AAAUAUGUG.CAAAACUGUCACAAAG..UAU......
+AP003194.2/187997-187828 G.GUUG.UAUA..GAAUAUAUA.CAACACUGUCACA.....AAA......
+AE015944.1/195870-195703 C.UUUG.CAUA..AAAUAUGUG.UAAAGCUGUCACUUU....AA......
+AP003189.2/159236-159062 G.GUUG.CAUA..GAAUAUAUG.UAACACUGUCACAAAU..UAU......
+AE007856.1/5090-5262 U.UUUG.UAUA..AAAUAUAUG.CAGAACUGUCACUAUUC.UUU......
+AE015545.1/1265-1436 U.UUUG.CAUC..AAAUAGGUG.CAAGACUGCCAUAGUC..AUC......
+U32832.1/9495-9319 U.GGCG.UGCUC.GAAA.GGGG.CGACACUGUCAUAGUU..UUUCUGAU.
+AE017154.1/86844-87014 G.GUCG.UUGCC.GAAA.GGGA.CGACACUGUCGUAAUUC.AAU......
+AE006126.1/222-48 U.GGCG.UAUUC.GAAA.GGAA.CGUCAUUGUCAUAGUC..UUUUUU...
+AE004361.1/7554-7382 G.CCAG.CAUU..GAACAAAUG.CCGGACUGCCAUAGUG..UGU......
+AE004193.1/5679-5861 G.GUUA.CAUU..CAAUAGGUG.UAACACUGCCAUAGUC..UAUAUUGUU
+AP005076.1/290738-290918 G.GUUG.UAUCU.GAAA.GGAA.CAACACUGCCAUAGUA..UAUUUACAU
+AP005335.1/123141-123320 G.GUUG.CAUCC.GAAA.GGAA.CAACACUGCCAUAGUA..UUUAAUGUA
+#=GC SS_cons <.<<<<.<<<<.......>>>>.>>>>>>>.<<<<<<<............
+
+Z99121.2/6040-5861 .................UUCGCGG.AGGGCUAUCCGGAGA
+AE017003.1/180245-180059 ...............UACGUAUGA.AGAGCUAUCUACAAA
+AE017026.1/274819-274638 ...............CGUUUGUGG.AGAGCUAUCGAGAGG
+AE017007.1/287994-288186 CCGUG..........UAAACGUGG.GGUGCUAUCUUAACG
+AE017033.1/217118-217310 CCGUG..........UAAACGUGG.GGUGCUAUCUUAACG
+AE017267.1/95018-94836 ...............CGUUUGUGG.AGAGCUAUCGAGAGG
+AE017270.1/85304-85118 ...............UAUGUAUGA.AGAGCUAUCUACAAA
+AE017029.1/246029-245843 ...............UACGUAUGA.AGAGCUAUCUACAAA
+AE017028.1/200117-200298 ...............AUUUUAUGG.AGAGCUAUUUGGAGA
+AE017274.1/20257-20449 CCGUG..........UAAACGUGG.GGUGCUAUCUUAACG
+AE017269.1/77627-77808 ...............AUUUUAUGG.AGAGCUAUUUGGAGA
+AE017000.1/234265-234084 ...............CGUUUGUGG.AGAGCUAUCGAGAGG
+AP001518.1/272531-272358 .................GCUGUGG.AGAACUACUAACGUU
+AP001512.1/119931-120105 .................U.AGCGG.AGAGCUAUCUGCCAA
+AP004601.1/22341-22165 ...............AGUGCAUGG.AGAACUACUGAUCGA
+AL596166.1/112469-112272 AU.............UUCUUAUAGGUGUGCUAUCUGACAA
+AL591976.1/186683-186486 AU.............UUCUUAUAGGUGUGCUAUCUGACAA
+AP003187.2/139222-139393 .................AAAGUGG.AGUGCUACAAGGUAC
+AE015937.1/285886-286061 ................AUUUGUGG.AGAGCUAUCAUUCAA
+AE007576.1/1562-1747 UAUUA..........GGUAAGUGG.AGCGCUACAAGGUAC
+AE007843.1/1920-1745 ................AAUUGUGG.AGAACUAUCAUUGGU
+AP003194.2/187997-187828 ...................UGUGG.AGAGCUAUCAUCUUA
+AE015944.1/195870-195703 .................AAAGUGU.UGAGCUACAGAGGUC
+AP003189.2/159236-159062 .................UUUGUGG.UGUGCUAUCAUGAAA
+AE007856.1/5090-5262 ................UAUAGUGG.AGAGCUACAAGGUGC
+AE015545.1/1265-1436 ................CACUAUGG.AGCGCUACCUGAAGG
+U32832.1/9495-9319 ...............UAACUAUGG.AGUGCUACGGUUGUU
+AE017154.1/86844-87014 .................AUUACGG.AGUGCUACUAUUAGG
+AE006126.1/222-48 ...............AAACUAUGG.AGCGCUACUGGUUGG
+AE004361.1/7554-7382 ...............UGUCUAUGG.AGCGCUACCUUGAAG
+AE004193.1/5679-5861 GUU............AAACUAUGG.AGCGCUACUGUAGGG
+AP005076.1/290738-290918 U..............AAACUAUGG.AGCGCUACUGUAGGG
+AP005335.1/123141-123320 ...............UAACUAUGG.AGCGCUACUGUAGGU
+#=GC SS_cons .................>>>>>>>.....>>>>>>.....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00168.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00168.idx
new file mode 100644
index 0000000..4524f70
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00168.idx
@@ -0,0 +1,17 @@
+J03294.1/2297-2476
+M93419.1/332-511
+AP001513.1/19957-19775
+AP001517.1/215539-215348
+AP004598.1/253855-254037
+AE016747.1/182196-182375
+AF269536.1/680-500
+AE013149.1/9167-9356
+AE013039.1/9145-9323
+AE016947.1/224792-224618
+AL935254.1/261916-262097
+AE006448.1/6071-6253
+AE010489.1/2647-2468
+AE015829.1/4454-4280
+U00006.1/98763-98567
+AP005342.1/28132-28310
+AE001799.1/20444-20268
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00168.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00168.raw
new file mode 100644
index 0000000..2b259df
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00168.raw
@@ -0,0 +1,148 @@
+>Z99121.2/6040-5861
+CAGUGAGGUAGAGGUUGCGCGGAUGAUGAGUCACACAUGCUAGGCUGACAGGGGCUGUUA
+AACAUGUGUAAAAGGCAUCAGCGCCGAAGUGUGGAGAAAGCCGAUCCUUCUCUAUGCUGG
+GACUGUAUCUGAAUAAGUGCAGGACUGCCGCGUGCUUUUUCGCGGAGGGCUAUCCGGAGA
+>AE017003.1/180245-180059
+ACGUGAGAUAGAGGUUGCGAUACUUAUGAGUAUUCUAAUGGAGACACAGAGAUGUCUAUG
+AACUUAGAUGAAAGGAAGUAUUGCCGAAAUUGAUAAAUUUCUCUGCAUUUAUCAAUUGGG
+GCUGUUUUCGAAUAGAAACAGAACUGUCAUAUGUACAGACGUGUACGUAUGAAGAGCUAU
+CUACAAA
+>AE017026.1/274819-274638
+CGGUGAGGUAGAGGUUGCAGUCAUUAAGAGUAUCAUUUCUGGAGAUGUAGUGGCAUUGAU
+GAAGGAAUGAGAAAGGAAUGAUUGCCGAAGUAAGUUGUGUCCACCAUGCACACUUGCUGG
+GUCUGCAUUUAAUAAGUGCAGAACUGUCACAAACGUUUCGUUUGUGGAGAGCUAUCGAGA
+GG
+>AE017007.1/287994-288186
+CGAUGAGGUAGAGGUUGCGACUUUUAAGAGUACGACGGACGAGACACAGAGAAUGUCACC
+GACUCCGUUUGAAAGGAAAAGUUGCCGAAGUUUAUAUUUCUUCUCUGGAAAUAUGAGCUG
+GGGCUGUCUCCGAAAGGAACAGAACUGUCACGUUUACAAAAUUACCGUGUAAACGUGGGG
+UGCUAUCUUAACG
+>AE017033.1/217118-217310
+CGAUGAGGUAGAGGUUGCGACUUUUAAGAGUAAAACGGACGAGAUACAGAGAAUGUCUAA
+GACUCCGUUUGAAAGGAAAAGUUGCCGAAGUUUAUAUUUCUUCUCUGGAAAUAUGAGCUG
+GGGCUGUGUCUGAAAGGAACAGAACUGUCACGUUUACAAAAUUACCGUGUAAACGUGGGG
+UGCUAUCUUAACG
+>AE017267.1/95018-94836
+CGGUGAGGUAGAGGUUGCAGUCAUUAAGAGUAUCAUUUCAGGAGAUGUAGUGGCAUUGAU
+GAACGAAUGAGAAAGGAAUGAUUGCCGAAGUAAGCCCGUGUCCACCAUGCACGCUUGCUG
+GGUCUGCAUUGAAUAAGUGCAGAACUGUCACAAACGUUUCGUUUGUGGAGAGCUAUCGAG
+AGG
+>AE017270.1/85304-85118
+ACGUGAGAUAGAGGUUGCGAUACUUAUGAGUAUUCUAAUGGAGACACAGAGAGGUCUAUG
+AAAUUAGAUGAAAGGAAGUAUUGCCGAAAUCGAUAUAUUUCUCUGUAUGUAUCGAUUGGG
+GCUGUUUUCGAAUAGAAACAGAACUGUCAUAUGUACAGACGCGUAUGUAUGAAGAGCUAU
+CUACAAA
+>AE017029.1/246029-245843
+ACGUGAGAUAGAGGUUGCGAUACUUAUGAGUAUUCUAAUGGAGACACAGAGAGGUCCAUG
+AAAUUAGAUGAAAGGAAGUAUUGCCGAAAUCGAUAUAUUUCUCUGUAUGUAUCGAUUGGG
+GCUGUUUUCGAAUAGAAACAGAACUGUCAUAUGUACAGACAUGUACGUAUGAAGAGCUAU
+CUACAAA
+>AE017028.1/200117-200298
+CUCAAAGGUAGAGGCCGCGAUAGGAAAGAGUAAGCUAUGGGAGAUUUAAUGGAAUCUGUG
+AUCAUAGGUUGAAAGGGACUAUUGCCGAAAUAUAAGAAUAACCAUCUUAUUCAUAUAUUG
+GGACUGCAUUGAAUAAAUGUAGUACUGUCAUAAGAUUUAUUUUAUGGAGAGCUAUUUGGA
+GA
+>AE017274.1/20257-20449
+CGAUGAGGUAGAGGUUGCGACUUUUAAUAGUAAAACGGACGAGACACAGAGAAUGUCUUA
+GACUCCGUUUGAAAGGAAAAGUUGCCGAAGUUUAUAUUUCUUCUCUGGAAAUAUGAGCUG
+GGGCUGUCUCCGAAAGGAACAGAACUGUCACGUUUACAAAAUUACCGUGUAAACGUGGGG
+UGCUAUCUUAACG
+>AE017269.1/77627-77808
+CUCAAAGGUAGAGGCCGCGAUAGGAAAGAGUAAGCUAUGGGAGAUUUAAUGGGAUCUGUG
+AUCAUAGGUUGAAAGGGACUAUUGCCGAAAUAUAAGAAUAACCAUCUUAUUCAUAUAUUG
+GGACUGCAUUGAAUAAAUGUAGUACUGUCAUAAGAUUUAUUUUAUGGAGAGCUAUUUGGA
+GA
+>AE017000.1/234265-234084
+CGGUGAGGUAGAGGUUGCAAUCAUUAAGAGUAUCAUUUCAGGAGAUGUAGUGGCAUUGAU
+GAAGGAAUGAGAAAGGAAUGGUUGCCGAAGUAAGUCGUGUCCACCAUGCACGCUUGCUGG
+GUCUGCAUUUAAUAAGUGCAGAACUGUCACAAACGUUUCGUUUGUGGAGAGCUAUCGAGA
+GG
+>AP001518.1/272531-272358
+AGAUGGGGUAGAGGAGCGGGUUUUAAGAGUAAGCGCUUGGAGGAUGACAACGAGGAUAAG
+CGCCGAAAGGAAAACUCGCCGAAGCGGAAGAUGAGUCAAGCGUCUUCUUGCUGGGGUUGC
+AUUGAAUAAAUGUAACACUGUCACAGCAGAUUGCUGUGGAGAACUACUAACGUU
+>AP001512.1/119931-120105
+GGAUGAGGUAGAGGUGCAAUGCGAAUCAGUACCCACUUGGAGUUUGAUGGAACUAGGAAG
+AGUGGGGAAAGGUCAAUUUGCCGAAGUGAAUGUAUGUCCAUCCCAUACGUUUGCUGGGUC
+GUUUUUGAAUAAAAAACGAACUGCCGCUGACUGUUAGCGGAGAGCUAUCUGCCAA
+>AP004601.1/22341-22165
+CGGUGAGGUAGAGGAGCAUACAACAUUAGUAAUCGACAAGAGGAUGACAACGAUGAUAGU
+UGGUGGAAGGGUUGUUUGCCGAAGCAUAAUAAGGGUCAGACUUAUUAUUGCUGGUACAUC
+UUUGAAUAAAAGAUGCACUGUCAUGCAAAAUUAAGUGCAUGGAGAACUACUGAUCGA
+>AL596166.1/112469-112272
+UGGUGAGGUAGAGGUUGCGAGAUGCACUAGUAAUUUUUUCGAGGCGAAACAAAGACGCCA
+AUGACAAAAAACGAACAGGUUAAUCGCCGAAGUGACUAUUUUUUCUUUGUAUCGAAAUAG
+UUGUUGGGACAGUUUCCUAAAGGAGCUGGACUGCUAUAAGAAUUUGUCGAAAUUUCUUAU
+AGGUGUGCUAUCUGACAA
+>AL591976.1/186683-186486
+UGGUGAGGUAGAGGUUGCGAGAUGCACUAGUAAUUUUUUCGAGGCGAAACAAAGACGCCG
+ACGACAAAGAAUGAACAGGUUGAUCGCCGAAGUGACUAUUUUCUCUUUGUUUAGAAAUAG
+UUGUUGGGACAGUUUCCUAAAGGGGCUGGACUGCUAUAAGAAUUUGUCGAAAUUUCUUAU
+AGGUGUGCUAUCUGACAA
+>AP003187.2/139222-139393
+GACCAAAGUAGAGGUGCCGUAAUUAAGAGUAGUCAUAAGUAGCUGACAAGUGUUUUAUGU
+AUGAUGAAAGGGAUUAUGGCCGAAGAGAUAUUAAUGGUGAUUAAUAUUUCUGGGUAUAUG
+UAUAAUAUGCAUAUAACUGUCACUUUGAAAAAAGUGGAGUGCUACAAGGUAC
+>AE015937.1/285886-286061
+UAGAAAGGUAGAGGCGCGGUAUUUAAUAGUAUCUGUACAGAUAAAAGCAAGAUGAUGUAC
+AGUGAAAGGAAAUAUCGCCGAAGCAUGCAGUUAAAGCUUUGAUACUGUAUGACUGGUCUU
+AUUUAAAAUAUGAAUAAGAUUGUCACAAAAUGAAUUUGUGGAGAGCUAUCAUUCAA
+>AE007576.1/1562-1747
+ACCUUUUGUAGAGGUGCUUUAAGUCAAGAGUAACCGUUUGGAGUUGGCAAACUUAGAUGA
+ACGGUAAAAGGGGCUUUUAGCCGAAGCAUUUAGAUUGGCAGAUUUAUUUGCUGGCUUUUC
+AUACAACAUAUGAAUGGCUGUCACUUUAUUAGUUAGUUAUUAGGUAAGUGGAGCGCUACA
+AGGUAC
+>AE007843.1/1920-1745
+AACUGAGGUAGAGGCGCAAAAUUUAAGAGUAGAACUGUGGAGACAAGCACUAUGAAGCAG
+UUUAAAAGGAAAUUUUGCCGAAGCGUAUAGCUAAUGCUUUAAUGCUGUACUGCUGGGUUU
+GUAUAAAAUAUGUGCAAAACUGUCACAAAGUAUAAUUGUGGAGAACUAUCAUUGGU
+>AP003194.2/187997-187828
+AAAAGAGGUAGAGGCGCGAGAAUCAAGAUUACUAAAAUGGAGUUAAGUAGCGUAGAAGUU
+UUAGGAAAGGGAUUAUCGCCGAAGUUUUUGGCUAAUACUUUAAGGCUAAAUGCUGGGGUU
+GUAUAGAAUAUAUACAACACUGUCACAAAAUGUGGAGAGCUAUCAUCUUA
+>AE015944.1/195870-195703
+ACCCAGGGUAGAGGAGCUAUAAUUAAGAGUACUUAUCUUAAACUGCCAAGUAAUGAUAGA
+UAGGAAAAGGAAUUAUAGCCGAAGAAAAUAGGGUGGUAAUCUAUUUUCUGGCUUUGCAUA
+AAAUAUGUGUAAAGCUGUCACUUUAAAAAGUGUUGAGCUACAGAGGUC
+>AP003189.2/159236-159062
+AACUGAGAUAGAGGCGCGAUGAUUAAUAGUAUCUUUGCAGAGGUAAGCACAUUGAAGCAA
+AGUGAAAGGAUGAAUCGCCGAAACCAUUAGAAGAGGCUUUAAUUCUAUUAGGUUGGGGUU
+GCAUAGAAUAUAUGUAACACUGUCACAAAUUAUUUUGUGGUGUGCUAUCAUGAAA
+>AE007856.1/5090-5262
+ACCUAGGGUAAAGGUGCUGUAGUUAUUAUUAUUUAUUCUUAGCUGGCAAGCUUUGAGGGA
+UAAAGAAAGGAAUUGCAGCCGAAGAAGGAUUUCCGGCAGGAACUUUUUCUGGUUUUGUAU
+AAAAUAUAUGCAGAACUGUCACUAUUCUUUUAUAGUGGAGAGCUACAAGGUGC
+>AE015545.1/1265-1436
+CCUUUAAGUAGAGGCGCGCUGCCUAUGACUACUUGUGCGGAGGGUGAUGCCGCAGAUGUA
+CAAGGAAAGGAGUCAGCGCCGAAGUAGCCAGGUCAUCAAACCGAGCUGCUGGUUUUGCAU
+CAAAUAGGUGCAAGACUGCCAUAGUCAUCCACUAUGGAGCGCUACCUGAAGG
+>U32832.1/9495-9319
+UACAAAAGUAGAGGCGCAAUUAUUAUAAGUAUUUUUUCAGAGUGGAUAACGAAGAAGAAA
+AAAGAAAGGAAUAGUUGCCGAAAUCAAAUAAAAGUCGUUUUGUUUGGUUGGUGGCGUGCU
+CGAAAGGGGCGACACUGUCAUAGUUUUUCUGAUUAACUAUGGAGUGCUACGGUUGUU
+>AE017154.1/86844-87014
+ACAAAUUGUAGAGGUGCAAAUCCGAUAAGUAUUUCUUCUGAGUGGAAAGCGAUGAAGGGG
+AAGGAAAGGCGUAUUUGCCGAAAUCAAUUAAGCGUCAUCUUAGUUGGUUGGGGUCGUUGC
+CGAAAGGGACGACACUGUCGUAAUUCAAUAUUACGGAGUGCUACUAUUAGG
+>AE006126.1/222-48
+UACUUGUGUAGAGGAGCGAUCACUAUAAGUAUUUUUUCUGAGUGGAUAACGAAGAGGAAA
+AAGGAAAGGAGUGACCGCCGAAAUCAAUUGAAAGUCAUUUUGAUUGGUUGGUGGCGUAUU
+CGAAAGGAACGUCAUUGUCAUAGUCUUUUUUAAACUAUGGAGCGCUACUGGUUGG
+>AE004361.1/7554-7382
+CCUUUAAGUAGAGGCGCGCUGUUCAUGAGUCGCCAGUCGUAGGUUGACCCCGAUGAUGAC
+UGGUUAAAGGGUACAGCGCCGAAGUGAUCGUUGCGUCAUCAACGUUCGCUGGGCCAGCAU
+UGAACAAAUGCCGGACUGCCAUAGUGUGUUGUCUAUGGAGCGCUACCUUGAAG
+>AE004193.1/5679-5861
+UUUCGCCGUAGAGGAGCGGUUACGAAAAGUAUCCACAGUUGGGGUGAUGCCAAUGAAUUG
+UGGAAAAAGGCGUUGCCGCCGAAGUCAACUUGCCCAUCAACGCAGUUGGCUGGGGUUACA
+UUCAAUAGGUGUAACACUGCCAUAGUCUAUAUUGUUGUUAAACUAUGGAGCGCUACUGUA
+GGG
+>AP005076.1/290738-290918
+UGUUGCCGUAGAGGCGCAGUCUCGAAGAGUAGCUAUUAUUGGGGUGAUGCCAAUGAAUAA
+UAGUGGAAGGCGAAGAUUGCCGAAGUAAGUCGUAUAUCAAAACGCCUUGCUGGGGUUGUA
+UCUGAAAGGAACAACACUGCCAUAGUAUAUUUACAUUAAACUAUGGAGCGCUACUGUAGG
+G
+>AP005335.1/123141-123320
+UAUCGACGUAGAGGCGCAAUGGUAAAGAGUAACUAUUAUUGGGGUGAUGCCAAUGAAUAA
+UAGUGAAAGGUAUCCAUUGCCGAAGUGAAUUGCAUAUCAAAGCAGUUUGCUGGGGUUGCA
+UCCGAAAGGAACAACACUGCCAUAGUAUUUAAUGUAUAACUAUGGAGCGCUACUGUAGGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00168.test b/benchmarks/cmsearch-rmark/rmark-1/RF00168.test
new file mode 100644
index 0000000..775cdde
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00168.test
@@ -0,0 +1,76 @@
+>J03294.1/2297-2476
+GGUGAAGAUAGAGGUGCGAACUUCAAGAGUAUGCCUUUGGAGAAAGAUGGAUUCUGUGAA
+AAAGGCUGAAAGGGGAGCGUCGCCGAAGCAAAUAAAACCCCAUCGGUAUUAUUUGCUGGC
+CGUGCAUUGAAUAAAUGUAAGGCUGUCAAGAAAUCAUUUUCUUGGAGGGCUAUCUCGUUG
+>M93419.1/332-511
+AGUGAAGAUAGAGGUGCGAACUUCAUCAGUAAAAGCUUGGAGAAGAAUGAGCUUCAAUGA
+AAAGCUUUGAAAGGGAACGUUCGCCGAAGUGAAGAAAAACUCAUUUUUUUCUUUGCUGGU
+CCUGCAUUUAAGAGAUGCCGGAUUGUCAAGGCGGUGCCGCCUUGGAGAGCUAUCUCACUG
+>AP001513.1/19957-19775
+AGUGAGGAUAGAGGUGCAAAAACCAAGAGUACACAAUUGGAGGAGAAUGAGAUCCGUUGA
+GAAUUGUGGAAAGGGGAAUUUGCCGAAGCUGGAAGAAUCUCAUGUUCUGAAGGCUGGUUC
+UGUAUUAAAUAAAUACAGAACUGUCAUAUAGCGGAUGUUGCUAUAUGGAGGGCUAUCUCA
+CGC
+>AP001517.1/215539-215348
+AGUGAUGGUAGAGGUGCGAAAACCAAGAGUACACAGUCUGAGAGAAAUGAGAAUCGUUGA
+CGACUGUUGGAAAGGGGGAUUCGCCGAAGUGCAGAUCGGGGCUCAUUCCCAUUUGCGCUG
+GACCUAUGUUGAAUAAGCAUAGGGCUGUCACAACACUAGCCCCAACUAGUGCUGUGGAGA
+ACUAUCUCACGU
+>AP004598.1/253855-254037
+GUUUUGGAUAGAGGUGCGGAGACCAUCAGUAUAUACGCGGAAGGGAAAUGAGCCCUAGUG
+AAGCGUAUGGAAAGGGGAAUCUGCCGAAGCGAGUGAAAUACUCAUUCAUUAACUCGUUGG
+UGCUGCUAUUGAACAAAUAACAGUGCUGUCAUAUAGGAGACUAUAUGGAGGGCUAUCGAG
+CUG
+>AE016747.1/182196-182375
+AGAUUUUGAUGAGGCGCAUCAAUCAUGAGUAAACUUUAGAUAAUUUGUCUGCUAACAAUU
+AUAGAGUUAAAAGGGUGAGAUGCCGAAAUGAUUCAUAAUAGCAGUUAUGAAUCGUUGGAC
+UUAAUGGUUAAGAGCUAUAAGUUUGUCAUUAUUAUUAAAUAAUGGAGUGCAUCACUUGUA
+>AF269536.1/680-500
+AAUAGAGUUAGAGGUUGCAUUAUUAAUGACUAACUUAUCAGAAGUCGUAUGGGACAUGUG
+UUGAAUAAGUGAAAGGUAAUAAUGCCGAAAUGAUGUUAUUUCCAUAAAUUAGCAUUGUGA
+AGUUGGUUGAACAAUAAAAACAUCACAACCACGAAUGCUUUCUUCAAUAUUUAUUUGAAU
+U
+>AE013149.1/9167-9356
+AGGUGAGGUAGAGGCGCGGGUCAUCAAGAGUAACAUGCCAGAGGUGUUAAGGGCCGAUGA
+AGGUGUGUGAAAGGGGUGCCCGCCGAAGCGCGUAAACUUCCUUAAGGUUUACGCAGCUGG
+GCCUAUGCCGAACAGGUAUAGGACUGUCACUGAAGGCUCCCCAGGCCUUCAGUGGAGAGC
+UAUCUCGCUA
+>AE013039.1/9145-9323
+CGCAUAAAUAGAGGAGCUGCCAAGCAUGUAUUUGGCGAGGUGUUAAGGAGAAGAACCUCC
+AAUACUCGCUGAAGAAGGUUUGGCUGCCGAAAGGGUGAGCUUGUUCUUGAGCUCAUCCUU
+GGUGGUAAACACAAAGUUUACCACUGUCAUGGGACCUCCCAUGAAGCGCUAUUUAUGCA
+>AE016947.1/224792-224618
+AAAAGAGGUAGAGGUCGCGGUUUUUAUUACGCUUGUGGAGUGAGAGGACACUGGGAAGCA
+AGUUUAGGAUCAAUCGCCGAAAUGCAUAACGGAGCCUCUUCUGUUGUGUGUUGGGACGUA
+AGUUAAGAGCUUGCGGACUGUCUUAGUAGUGAUGCUAAGUUGUGCUAUGUUUCGU
+>AL935254.1/261916-262097
+AUCGAAAGAAGAGGAUGCGGUUAACAAUAGUAGCCGGCUGGAAGUGGGUCACCACUUAUG
+AAGGUCAGUGAACGGGGCAACCGCCGAAAUCGAUGGAUCAGUGACCGAUUCAUCCGUUGG
+GCCUUGGUUGAAUAAAUCAUGGACUGUCGCAGCUAGAAUAGUUGCGGGGCGCUAUCGACG
+AU
+>AE006448.1/6071-6253
+CACAUCGAUAGAGGUCGCAACUGAUAUGAAUCUACGCCGAGUUGGAGCACAACAAAGACG
+CGUAUUUAGAGGAGGAGAGGUUGCCGAAAGAAUUUUGUUGCUCAGCAAGGUUCUUGGGCU
+AGUGAGAAAAACUCACUAGACUGUCGCAAAUGGUUAAUAACCAUGCGGAGGGCUAUUCGU
+UCA
+>AE010489.1/2647-2468
+AUAAAAAAUAGAGGUGCAUAUAUGUAGGUAGUGUGAAAAUGUUAAGGUAUAAGCCACCAA
+UGUUUCACAUGAAGGGCAUAGUUGCCGAAAGAAAGUUAAUUGCUUAUGAUUAAUUUUCUU
+GGUCAAUGUCAACAAGCAUUGACUGUCAUAUUCUUUUGAAUAUGGAGAGCUAUUUAUAGU
+>AE015829.1/4454-4280
+AGGAACAGAAGAGGAGCGUUAACUAGGUAGUCAAUCAGAGGAGCACAAACUCCAGCGAUG
+AUUGAUGAGGGAGAUUAGCGCCGAGGCAUAGAUGUGGUUGCUGCAUGUUUAUGUCGGUCG
+CUUAGGCUGAAUCCUAACGAUUGUCACCUGUAAUUGGUGGAGAGCUUCUGGUGAC
+>U00006.1/98763-98567
+CAGGCCAGAAGAGGCGCGUUGCCCAAGUAACGGUGUUGGAGGAGCCAGUCCUGUGAUAAC
+ACCUGAGGGGGUGCAUCGCCGAGGUGAUUGAACGGCUGGCCACGUUCAUCAUCGGCUACA
+GGGGCUGAAUCCCCUGGGUUGUCACCAGAAGCGUUCGCAGUCGGGCGUUUCGCAAGUGGU
+GGAGCACUUCUGGGUGA
+>AP005342.1/28132-28310
+UUUUGCAGAAGAGGAGCACUGCCCAGGCAGAUGUUUUGUGGAGCCGCAACUCCAACACAG
+AACAUUCAGGGGGAGUAGUGCCGAGGUAGAUCAAAAUUGCAGGAUUUGAUCUGUCGGUUG
+ACUUGGGUUGAGUCCCAUCAACUGUCAUCAGCUCAGCCUGAUGAAGAGCUUCUGAGAUG
+>AE001799.1/20444-20268
+GACCCGACGGAGGCGCGCCCGAGAUGAGUAGGCUGUCCCAUCAGGGGAGGAAUCGGGGAC
+GGCUGAAAGGCGAGGGCGCCGAAGGGUGCAGAGUUCCUCCCGCUCUGCAUGCCUGGGGGU
+AUGGGGAAUACCCAUACCACUGUCACGGAGGUCUCUCCGUGGAGAGCCGAUCGGGUC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00169.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00169.ali
new file mode 100644
index 0000000..aa3c77d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00169.ali
@@ -0,0 +1,153 @@
+# STOCKHOLM 1.0
+#=GF ID SRP_bact
+#=GF AC RF00169
+#=GF DE Bacterial signal recognition particle RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 45.0
+#=GF NC 44.3
+#=GF TC 46.3
+
+M31831.1/60-156 ......GG.CCCCUACGUGGUGUCAU..CUCGCUGAACUUCCCCCAGGAC
+AL939118.1/230082-230163 .........CCCUCACGCGGCGCUAU..CUGACUGAACU.CCCCCAGGGC
+AE000759.1/8335-8411 ...........GCCCUGCGGCGGGAC...AGGGUGAACU.CCCCCAGGCC
+AE002056.1/2937-3036 UUGCUGGU..GCAGC.GCAGCGCGGA...CGCCCGAACC.UGGUCAGAGC
+X12643.1/106-207 CCCCCGGU..CCAGC.GCGGCGGGCC..AGGCGUGAACC.GGGUCAGGUC
+D11418.1/118-220 CGUUUGGG.UCCUGC.GCAAUGGGA...AUUCAUGAACC.AUGUCAGGUC
+D11414.1/117-219 CGUUUGGG.UCCUAC.GCAAUGGGA...AUCUGUGAACC.CUGUCAGGUC
+D11415.1/117-219 CGUCUGGG.UCCUGC.GCAAUGGGA...AUUCAUGAACC.AUGUCAGGUC
+D11419.1/119-221 CGUCCGGG.UCCUGC.GCAAUGGGA...AUCCAUGAACC.AUGUCAGGUC
+D11422.1/117-217 CG.UUGGG.UUCUAC.GCAACGAAA...ACCCACGAACC.CUGUCAGGUC
+D11412.1/117-219 CGUUUGGG.UCCUGC.GCAACGGGA...CCCCGUGAACC.UUGUCAGGUC
+D11413.1/118-216 CGUUUGGG.UCCUGC.GCAACGGGA....CCCGUGAACC.UUGUCAGGUC
+X15523.1/115-217 CGUCUGGG.UCCCGC.GCAAUGGGA...UUCCGUGAACC.CUGUCAGGUC
+U15684.1/123-224 AGGUUGGG.UCUUGC.GCAAUGGGAA..CCUUGUGAACC.AUGUCAGGUC
+AL596173.1/263872-263770 AGGUUGGG.UCUUGC.GCAAUGGGAA...CCUGUGAACC.AUGUCAGGUC
+D12926.1/388-490 GGAGCGGG.UCCUGU.GCAACGCGA...ACCCAUGAACC.UGGUCAGGUC
+D11421.1/119-221 CGUUUGGG.UCCUGC.GCAAUGGGA...AUUCAUGAACC.AUGUCAGGUC
+D11420.1/119-221 CGUCUGGG.UCCUGC.GCAAUGGGA...AUUCAUGAACC.AUGUCAGGUC
+AF368293.1/121-224 AGAUUUCGGUCCUAU.GCAAUAUGA...ACCCAUGAACC.AUGUCAGGUC
+AF269814.1/2627-2730 AGAUUUCGGUCCUAU.GCAAUAUGA...ACCCAUGAACC.AUGUCAGGUC
+AE007525.1/2612-2714 GAAUUGGG.UCCCAC.GCAACGGAAA...UUCAUGAACU.CCGUCAGGUC
+D49784.1/399-501 GAGUUGGG.CCCCAC.GCAAUGGAAA...CCUGUGAACC.UCGUCAGGUC
+AE006305.1/11176-11252 .............GGAGCAAUAAGUUU..CUUACGAAGC.GUGUCAGGAC
+AE014879.1/5303-5375 ............GGA.GCAACAGCUU..UG.CGUGAAGC.GGGUCAGGGG
+AE007319.1/10471-10547 ............GGA.GCAACAGUUC..UG.CGUGAAGC.GGGUCAGGGG
+AE006489.1/4483-4560 ............GGA.GCAACACUUG..UG.CGUGAAGU.GGGUCAGGGG
+U22036.1/386-480 GAGAUCGG....CGCGGACGGAGU....CCUCGCCAACC.UGGUCAGGGC
+AE009624.1/3419-3517 GGAGGUUG..GUGGUGGACGAGCC....ACUCGCCAACC.GGGUCAGGUC
+AP003006.2/282610-282707 GGAGGUUG..GUGGUGGACGAUCC....ACUCGCCAACC.GGGUCAGGUC
+AE007951.1/6862-6765 GGAGGUUG..GUGGUGGACGAGCC....ACUCGCCAACC.GGGUCAGGUC
+AL591782.1/259929-260027 GGAGGUUG..GUGGUGGACGAGCC....ACUCGCCAACC.GGGUCAGGUC
+AE008680.1/732-813 ....GCUA..GUAGUGGGCAUUGU....ACCUGUUUAGU.CGGUCAGGUC
+AF203881.1/14955-14875 .....GUC...GGGCGGACGGUGC....UGUCGCCAACC.CGGUCAGGUC
+AL646063.1/55639-55540 .GACGGGC.CUCCUC.GCAUGGUGG...CGCGGUCAACC.UGGUCAGGUC
+AL162755.2/146999-146906 GGCGGGUC..UCCCC.GCAUGGCAA...AUCGGAACACC.GGGUCAGGGG
+AE002450.1/10937-10840 GGCGGGUC..UCCCC.GCAUGGCAA...AUCGGAACACC.GGGUCAGGGG
+AF482014.1/12-103 .GCGGGUC..UCCCC.GCAUGGCAA...AUCGGAACACC.GGGUCAGGGG
+AJ414155.1/123558-123461 UGUUGGUU..CUCCC.GCAACACUA...ACUUGUGAACU.CGGUCAGGUC
+M31830.1/30-129 CUAUUGGU.CCCCUC.GC.GACGAUA..GAUUGUGAACC.CCGUCAGGCC
+U32175.1/5757-5660 UUAUUGGU..UUCUC.GCAGCAGAA...UUCAGCUUACU.UAGUCAGGGC
+U32795.1/4504-4603 UUCUCGGU..CUCUC.GCAACGGUG...UCUGGUUUACU.CGGUCAGGUC
+AE006092.1/9479-9578 UUCUCGGU..UCCUC.GCAAUGGUG...UCUGGUUUACC.CGGUCAGGUU
+X14404.1/126-225 CUGUCGGU.CCCCCC.GCAACGAUU...ACCCGUCAACC.UGGUCAGGUC
+AE004188.1/3986-4083 CCCUGGUC..CUCCC.GCAACACUA...GUUCGUGAACC.UGGUCAGAUC
+AE012197.1/305-402 CCGUCGGU..CCCUC.GCGACGCUA...GAUCGAAAAUC.CCGCCAGGGC
+AE003940.1/637-734 CUGCCGGU..CCCUC.GCAACGCUA...GAUCGAAAACC.CCGCCAGGGC
+#=GC SS_cons .<<<<.<<...<<<<.<<<.<<<<<.....<<<<......<<<.<.<.<<
+
+M31831.1/60-156 CGGAAGGUAGCAAGGGU.AGG.UGGGCUCUGGCAGG.UGCGUGAGGGG..
+AL939118.1/230082-230163 CGGAAGGCAGCAAGGGU.AGG.UCGGCUCUGGCGGG.UGCGUGGGGG...
+AE000759.1/8335-8411 CGAAAGGGAGCAAGGGUAAGC.CCGC.CGUCCCGUG.CGCAGGGU.....
+AE002056.1/2937-3036 CGGAAGGCAGCAGCCAUAAGG.GAUG.CUUUGCGGG.UGCCGUUGCCU..
+X12643.1/106-207 CGGAAGGAAGCAGCCCUAAGC.GCCU.CGGUCCGGG.CGCCGCUGGGA.A
+D11418.1/118-220 CGGAAGGAAGCAGCAUUAAGU.GAAA.CCUCUCAUG.UGCCGCAGGUUGC
+D11414.1/117-219 CGGAAGGAAGCAGCAGUAAGC.AGAA.CCUCUCAUG.UGCCAUGGGGUCG
+D11415.1/117-219 CGGAAGGAAGCAGCAUUAAGU.GAAA.CCUCUCAUG.UGCCGCAGGGUUG
+D11419.1/119-221 CGGAAGGAAGCAGCAUUAAGU.GGAC.ACCCCCAUG.UGCCGCAGGGUUA
+D11422.1/117-217 CGGAAGGAAGCAGCAGUAAGU.GGCC.CCUUUCGUG.UGCCGUAGAGUCG
+D11412.1/117-219 CGGAAGGAAGCAGCAAUAAGC.GGGU.CUUCUCGUG.UGCCGCAGGAGUG
+D11413.1/118-216 CGGAAGGAAGCAGCAAUAAGC.GGU..CUUCUCGUG.UGCCG.AG.AGUG
+X15523.1/115-217 CGGAAGGAAGCAGCAGUUAGC.GGAU.GCUCCCAUG.UGCCGCGGGGGCG
+U15684.1/123-224 CGGAAGGAAGCAGCAUUAAGC.AGUG..UUCUCAUG.UGCCGCGAGUC.G
+AL596173.1/263872-263770 CGGAAGGAAGCAGCAUUAAUC.AGUG.CUUCUCAUG.UGCCGCGAGGUUG
+D12926.1/388-490 CGGAAGGAAGCAGCCAUAAGU.GGAU.CAUCGCGUG.UGCCGCAGGGUAG
+D11421.1/119-221 CGGAAGGAAGCAGCAUUAAGU.GAAA.CCUCUCAUG.UGCCGCAGGGUUG
+D11420.1/119-221 CGGAAGGAAGCAGCAUUAAGU.GAAA.CCUCUCAUG.UGCCGCAGGGUUG
+AF368293.1/121-224 CUGACGGAAGCAGCAUUAAGU.GGAU.CAUCAUAUG.UGCCGUAGGGUAG
+AF269814.1/2627-2730 CUGACGGAAGCAGCAUUAAGU.GGAU.CCUCAUAUG.UGCCGUAGGGUAG
+AE007525.1/2612-2714 CGGAAGGAAGCAGCGGUAAGU.GAAA.UCUUCCGUG.UGCCGUGGAUAAA
+D49784.1/399-501 CGGAAGGAAGCAGCGAUAAGC.AGUC.AUUUUCAUG.UGCCGUGGAUACG
+AE006305.1/11176-11252 CUGACGGUAGCAGCACUAAGU.AUGG..AGCUUAUG.UGCUCUUUUU...
+AE014879.1/5303-5375 AGGAAUCCAGCAGCCCUAAGC.GAUG.UAAGCUGUG.UGC.UCU......
+AE007319.1/10471-10547 AGGAAUCCAGCAGCCCUAAGC.GAUU.UGAAUUGUG.UGC.UCUUUUU..
+AE006489.1/4483-4560 AGGAAUCCAGCAGCCCUAAGC.GAUUUUCGGGUGUG.UGC.UCUUUUU..
+U22036.1/386-480 CGAGAGGCAGCAGCCAC.AAC.GAGA.UCACCUCUG.GGUCGUCUG....
+AE009624.1/3419-3517 CGGAAGGAAGCAGCCCU.AAC.GAGC.CACGGCACG.GGUCAUCGUGC..
+AP003006.2/282610-282707 CGGAAGGAAGCAGCCCU.AAC.GAGC.CC.GGAACG.GGUCAUUGUUC..
+AE007951.1/6862-6765 CGGAAGGAAGCAGCCCU.AAC.GAGC.CA.GGCACG.GGUCGCCGUGC..
+AL591782.1/259929-260027 CGGAAGGAAGCAGCCCU.AAC.GAGC.CCCGGCACG.GGUCAUCGUGC..
+AE008680.1/732-813 UGAAAGGAAGCAGCCAG.AGU.GGGA...UUCGAUG.GGUCAUUAC....
+AF203881.1/14955-14875 CGGAAGGAAGCAGCCGU.AAC.GAAU..UUUUAUCG.GGUCGUUCC....
+AL646063.1/55639-55540 GGGAACGAAGCAGCCA.CAGC.CGUU.UUCCGCCAG.UGCCGAGGGUCAG
+AL162755.2/146999-146906 CGGAAGCCAGCAGCCCA.CUC.CGGU...GCGCCAG.UGCCGGGGGUUU.
+AE002450.1/10937-10840 CGGAAGCCAGCAGCCCA.CUC.CAAU...GCGCCAG.UGCCGGGGGUUU.
+AF482014.1/12-103 CGGAAGCCAGCAGCCCA.CUC.CGAU...GCGCCAG.UGCCGGGGGUUU.
+AJ414155.1/123558-123461 CGGAAGGAAGCAGCCGC.AGC.AGGC..GAGGUGUG.UGCCGGGAUGU..
+M31830.1/30-129 CGGAAGGGAGCAGCGGU.AGC.AGUU...GAUGCGGGCGCCGGGGUGUG.
+U32175.1/5757-5660 CGGAAGGAAGCAGCUUG.GGU.UGAA..UUUCUGGG.UGCCGGGAGUC..
+U32795.1/4504-4603 CGGAAGGAAGCAGCCAA.AGU.CGGA.AUUACUGUG.UGCCGAGAAGA.A
+AE006092.1/9479-9578 CGGAAGAAAGCAGCCAA.AGU.CAGA.AUUUCUGUG.UGCCGAGAUCA.A
+X14404.1/126-225 CGGAAGGAAGCAGCCAC.AGC.GGGA..ACAUCGUG.UGCCGGGGUGUG.
+AE004188.1/3986-4083 CGGAAGGAAGCAGCCAC.AGC.GGAU..GAUGUGUG.UGCCGGGAUGU..
+AE012197.1/305-402 CGGAAGGCAGCAACGGU.AUC.GAUU..GAUGCGGG.CGCCGAGGUCA..
+AE003940.1/637-734 CGGAAGGCAGCAACGGU.AUU.GAUU..GAUGCGGG.UGCCGAGAUCA..
+#=GC SS_cons <....>>>..>.>>>>...>>.>>.....>>>>>...>>>.>>>>.....
+
+M31831.1/60-156 UCUUCACGUUU.
+AL939118.1/230082-230163 ............
+AE000759.1/8335-8411 ............
+AE002056.1/2937-3036 UCCGGCAAUGCU
+X12643.1/106-207 GCCGGGGGCGCU
+D11418.1/118-220 CUUGGGCCGAGC
+D11414.1/117-219 CCUGAACCGAGC
+D11415.1/117-219 CCUGGGCCGAGC
+D11419.1/119-221 CCUGGACUGAGC
+D11422.1/117-217 C.UGGGCCGAGC
+D11412.1/117-219 CCUGAACCGAGC
+D11413.1/118-216 CCUGAACCGAGC
+X15523.1/115-217 CCUGGGCUGAGC
+U15684.1/123-224 CCUGGCCCGAGC
+AL596173.1/263872-263770 CCUGGCCCGAGC
+D12926.1/388-490 CCUGCUCUGAGC
+D11421.1/119-221 CCUGGGCCGAGC
+D11420.1/119-221 CCUGGGCUGAGC
+AF368293.1/121-224 CCGAGAUUUAGC
+AF269814.1/2627-2730 CCGAGAUUUAGC
+AE007525.1/2612-2714 UCUGAUUUGAGU
+D49784.1/399-501 UCUGGCUUGAGC
+AE006305.1/11176-11252 ............
+AE014879.1/5303-5375 ............
+AE007319.1/10471-10547 ............
+AE006489.1/4483-4560 ............
+U22036.1/386-480 CCGGUCUCCACC
+AE009624.1/3419-3517 CAGCCUCCCACC
+AP003006.2/282610-282707 CAGCCUCCCACC
+AE007951.1/6862-6765 CAGCCUCCCACC
+AL591782.1/259929-260027 CAGCCUCCCACC
+AE008680.1/732-813 UAG.........
+AF203881.1/14955-14875 GGC.........
+AL646063.1/55639-55540 GCUCGUCCCCC.
+AL162755.2/146999-146906 GGCCCGCC....
+AE002450.1/10937-10840 GGCCCGCCGCCC
+AF482014.1/12-103 GGUCCGC.....
+AJ414155.1/123558-123461 AGCUGGCAGGGC
+M31830.1/30-129 GCUCUUAGAGUC
+U32175.1/5757-5660 GCUGGUAAUACC
+U32795.1/4504-4603 GCUGGGAAGGUU
+AE006092.1/9479-9578 GCUGGGAAGGUU
+X14404.1/126-225 GCUGGCGGGGCC
+AE004188.1/3986-4083 GGCUGGGGUCUC
+AE012197.1/305-402 ACCGGCGGGGAC
+AE003940.1/637-734 ACCGGUGGGGCC
+#=GC SS_cons >>.>>>>.....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00169.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00169.idx
new file mode 100644
index 0000000..3429178
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00169.idx
@@ -0,0 +1,15 @@
+AL023596.1/21933-22018
+AE001298.1/7270-7169
+AE012781.1/271-172
+D90912.1/112591-112684
+U06833.1/215-133
+X53678.1/99-175
+S76009.1/35-113
+AE002112.1/7386-7290
+AE010530.1/10602-10691
+AJ235273.1/216698-216780
+AL139074.2/66646-66744
+AE001441.1/7008-6912
+AE014122.1/13296-13200
+AE001151.1/4236-4333
+AE001187.1/2891-2802
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00169.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00169.raw
new file mode 100644
index 0000000..33f7936
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00169.raw
@@ -0,0 +1,138 @@
+>M31831.1/60-156
+GGCCCCUACGUGGUGUCAUCUCGCUGAACUUCCCCCAGGACCGGAAGGUAGCAAGGGUAG
+GUGGGCUCUGGCAGGUGCGUGAGGGGUCUUCACGUUU
+>AL939118.1/230082-230163
+CCCUCACGCGGCGCUAUCUGACUGAACUCCCCCAGGGCCGGAAGGCAGCAAGGGUAGGUC
+GGCUCUGGCGGGUGCGUGGGGG
+>AE000759.1/8335-8411
+GCCCUGCGGCGGGACAGGGUGAACUCCCCCAGGCCCGAAAGGGAGCAAGGGUAAGCCCGC
+CGUCCCGUGCGCAGGGU
+>AE002056.1/2937-3036
+UUGCUGGUGCAGCGCAGCGCGGACGCCCGAACCUGGUCAGAGCCGGAAGGCAGCAGCCAU
+AAGGGAUGCUUUGCGGGUGCCGUUGCCUUCCGGCAAUGCU
+>X12643.1/106-207
+CCCCCGGUCCAGCGCGGCGGGCCAGGCGUGAACCGGGUCAGGUCCGGAAGGAAGCAGCCC
+UAAGCGCCUCGGUCCGGGCGCCGCUGGGAAGCCGGGGGCGCU
+>D11418.1/118-220
+CGUUUGGGUCCUGCGCAAUGGGAAUUCAUGAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+UAAGUGAAACCUCUCAUGUGCCGCAGGUUGCCUUGGGCCGAGC
+>D11414.1/117-219
+CGUUUGGGUCCUACGCAAUGGGAAUCUGUGAACCCUGUCAGGUCCGGAAGGAAGCAGCAG
+UAAGCAGAACCUCUCAUGUGCCAUGGGGUCGCCUGAACCGAGC
+>D11415.1/117-219
+CGUCUGGGUCCUGCGCAAUGGGAAUUCAUGAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+UAAGUGAAACCUCUCAUGUGCCGCAGGGUUGCCUGGGCCGAGC
+>D11419.1/119-221
+CGUCCGGGUCCUGCGCAAUGGGAAUCCAUGAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+UAAGUGGACACCCCCAUGUGCCGCAGGGUUACCUGGACUGAGC
+>D11422.1/117-217
+CGUUGGGUUCUACGCAACGAAAACCCACGAACCCUGUCAGGUCCGGAAGGAAGCAGCAGU
+AAGUGGCCCCUUUCGUGUGCCGUAGAGUCGCUGGGCCGAGC
+>D11412.1/117-219
+CGUUUGGGUCCUGCGCAACGGGACCCCGUGAACCUUGUCAGGUCCGGAAGGAAGCAGCAA
+UAAGCGGGUCUUCUCGUGUGCCGCAGGAGUGCCUGAACCGAGC
+>D11413.1/118-216
+CGUUUGGGUCCUGCGCAACGGGACCCGUGAACCUUGUCAGGUCCGGAAGGAAGCAGCAAU
+AAGCGGUCUUCUCGUGUGCCGAGAGUGCCUGAACCGAGC
+>X15523.1/115-217
+CGUCUGGGUCCCGCGCAAUGGGAUUCCGUGAACCCUGUCAGGUCCGGAAGGAAGCAGCAG
+UUAGCGGAUGCUCCCAUGUGCCGCGGGGGCGCCUGGGCUGAGC
+>U15684.1/123-224
+AGGUUGGGUCUUGCGCAAUGGGAACCUUGUGAACCAUGUCAGGUCCGGAAGGAAGCAGCA
+UUAAGCAGUGUUCUCAUGUGCCGCGAGUCGCCUGGCCCGAGC
+>AL596173.1/263872-263770
+AGGUUGGGUCUUGCGCAAUGGGAACCUGUGAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+UAAUCAGUGCUUCUCAUGUGCCGCGAGGUUGCCUGGCCCGAGC
+>D12926.1/388-490
+GGAGCGGGUCCUGUGCAACGCGAACCCAUGAACCUGGUCAGGUCCGGAAGGAAGCAGCCA
+UAAGUGGAUCAUCGCGUGUGCCGCAGGGUAGCCUGCUCUGAGC
+>D11421.1/119-221
+CGUUUGGGUCCUGCGCAAUGGGAAUUCAUGAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+UAAGUGAAACCUCUCAUGUGCCGCAGGGUUGCCUGGGCCGAGC
+>D11420.1/119-221
+CGUCUGGGUCCUGCGCAAUGGGAAUUCAUGAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+UAAGUGAAACCUCUCAUGUGCCGCAGGGUUGCCUGGGCUGAGC
+>AF368293.1/121-224
+AGAUUUCGGUCCUAUGCAAUAUGAACCCAUGAACCAUGUCAGGUCCUGACGGAAGCAGCA
+UUAAGUGGAUCAUCAUAUGUGCCGUAGGGUAGCCGAGAUUUAGC
+>AF269814.1/2627-2730
+AGAUUUCGGUCCUAUGCAAUAUGAACCCAUGAACCAUGUCAGGUCCUGACGGAAGCAGCA
+UUAAGUGGAUCCUCAUAUGUGCCGUAGGGUAGCCGAGAUUUAGC
+>AE007525.1/2612-2714
+GAAUUGGGUCCCACGCAACGGAAAUUCAUGAACUCCGUCAGGUCCGGAAGGAAGCAGCGG
+UAAGUGAAAUCUUCCGUGUGCCGUGGAUAAAUCUGAUUUGAGU
+>D49784.1/399-501
+GAGUUGGGCCCCACGCAAUGGAAACCUGUGAACCUCGUCAGGUCCGGAAGGAAGCAGCGA
+UAAGCAGUCAUUUUCAUGUGCCGUGGAUACGUCUGGCUUGAGC
+>AE006305.1/11176-11252
+GGAGCAAUAAGUUUCUUACGAAGCGUGUCAGGACCUGACGGUAGCAGCACUAAGUAUGGA
+GCUUAUGUGCUCUUUUU
+>AE014879.1/5303-5375
+GGAGCAACAGCUUUGCGUGAAGCGGGUCAGGGGAGGAAUCCAGCAGCCCUAAGCGAUGUA
+AGCUGUGUGCUCU
+>AE007319.1/10471-10547
+GGAGCAACAGUUCUGCGUGAAGCGGGUCAGGGGAGGAAUCCAGCAGCCCUAAGCGAUUUG
+AAUUGUGUGCUCUUUUU
+>AE006489.1/4483-4560
+GGAGCAACACUUGUGCGUGAAGUGGGUCAGGGGAGGAAUCCAGCAGCCCUAAGCGAUUUU
+CGGGUGUGUGCUCUUUUU
+>U22036.1/386-480
+GAGAUCGGCGCGGACGGAGUCCUCGCCAACCUGGUCAGGGCCGAGAGGCAGCAGCCACAA
+CGAGAUCACCUCUGGGUCGUCUGCCGGUCUCCACC
+>AE009624.1/3419-3517
+GGAGGUUGGUGGUGGACGAGCCACUCGCCAACCGGGUCAGGUCCGGAAGGAAGCAGCCCU
+AACGAGCCACGGCACGGGUCAUCGUGCCAGCCUCCCACC
+>AP003006.2/282610-282707
+GGAGGUUGGUGGUGGACGAUCCACUCGCCAACCGGGUCAGGUCCGGAAGGAAGCAGCCCU
+AACGAGCCCGGAACGGGUCAUUGUUCCAGCCUCCCACC
+>AE007951.1/6862-6765
+GGAGGUUGGUGGUGGACGAGCCACUCGCCAACCGGGUCAGGUCCGGAAGGAAGCAGCCCU
+AACGAGCCAGGCACGGGUCGCCGUGCCAGCCUCCCACC
+>AL591782.1/259929-260027
+GGAGGUUGGUGGUGGACGAGCCACUCGCCAACCGGGUCAGGUCCGGAAGGAAGCAGCCCU
+AACGAGCCCCGGCACGGGUCAUCGUGCCAGCCUCCCACC
+>AE008680.1/732-813
+GCUAGUAGUGGGCAUUGUACCUGUUUAGUCGGUCAGGUCUGAAAGGAAGCAGCCAGAGUG
+GGAUUCGAUGGGUCAUUACUAG
+>AF203881.1/14955-14875
+GUCGGGCGGACGGUGCUGUCGCCAACCCGGUCAGGUCCGGAAGGAAGCAGCCGUAACGAA
+UUUUUAUCGGGUCGUUCCGGC
+>AL646063.1/55639-55540
+GACGGGCCUCCUCGCAUGGUGGCGCGGUCAACCUGGUCAGGUCGGGAACGAAGCAGCCAC
+AGCCGUUUUCCGCCAGUGCCGAGGGUCAGGCUCGUCCCCC
+>AL162755.2/146999-146906
+GGCGGGUCUCCCCGCAUGGCAAAUCGGAACACCGGGUCAGGGGCGGAAGCCAGCAGCCCA
+CUCCGGUGCGCCAGUGCCGGGGGUUUGGCCCGCC
+>AE002450.1/10937-10840
+GGCGGGUCUCCCCGCAUGGCAAAUCGGAACACCGGGUCAGGGGCGGAAGCCAGCAGCCCA
+CUCCAAUGCGCCAGUGCCGGGGGUUUGGCCCGCCGCCC
+>AF482014.1/12-103
+GCGGGUCUCCCCGCAUGGCAAAUCGGAACACCGGGUCAGGGGCGGAAGCCAGCAGCCCAC
+UCCGAUGCGCCAGUGCCGGGGGUUUGGUCCGC
+>AJ414155.1/123558-123461
+UGUUGGUUCUCCCGCAACACUAACUUGUGAACUCGGUCAGGUCCGGAAGGAAGCAGCCGC
+AGCAGGCGAGGUGUGUGCCGGGAUGUAGCUGGCAGGGC
+>M31830.1/30-129
+CUAUUGGUCCCCUCGCGACGAUAGAUUGUGAACCCCGUCAGGCCCGGAAGGGAGCAGCGG
+UAGCAGUUGAUGCGGGCGCCGGGGUGUGGCUCUUAGAGUC
+>U32175.1/5757-5660
+UUAUUGGUUUCUCGCAGCAGAAUUCAGCUUACUUAGUCAGGGCCGGAAGGAAGCAGCUUG
+GGUUGAAUUUCUGGGUGCCGGGAGUCGCUGGUAAUACC
+>U32795.1/4504-4603
+UUCUCGGUCUCUCGCAACGGUGUCUGGUUUACUCGGUCAGGUCCGGAAGGAAGCAGCCAA
+AGUCGGAAUUACUGUGUGCCGAGAAGAAGCUGGGAAGGUU
+>AE006092.1/9479-9578
+UUCUCGGUUCCUCGCAAUGGUGUCUGGUUUACCCGGUCAGGUUCGGAAGAAAGCAGCCAA
+AGUCAGAAUUUCUGUGUGCCGAGAUCAAGCUGGGAAGGUU
+>X14404.1/126-225
+CUGUCGGUCCCCCCGCAACGAUUACCCGUCAACCUGGUCAGGUCCGGAAGGAAGCAGCCA
+CAGCGGGAACAUCGUGUGCCGGGGUGUGGCUGGCGGGGCC
+>AE004188.1/3986-4083
+CCCUGGUCCUCCCGCAACACUAGUUCGUGAACCUGGUCAGAUCCGGAAGGAAGCAGCCAC
+AGCGGAUGAUGUGUGUGCCGGGAUGUGGCUGGGGUCUC
+>AE012197.1/305-402
+CCGUCGGUCCCUCGCGACGCUAGAUCGAAAAUCCCGCCAGGGCCGGAAGGCAGCAACGGU
+AUCGAUUGAUGCGGGCGCCGAGGUCAACCGGCGGGGAC
+>AE003940.1/637-734
+CUGCCGGUCCCUCGCAACGCUAGAUCGAAAACCCCGCCAGGGCCGGAAGGCAGCAACGGU
+AUUGAUUGAUGCGGGUGCCGAGAUCAACCGGUGGGGCC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00169.test b/benchmarks/cmsearch-rmark/rmark-1/RF00169.test
new file mode 100644
index 0000000..542b35a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00169.test
@@ -0,0 +1,45 @@
+>AL023596.1/21933-22018
+GGACCCCGCGCGGCGUCUAUCCUGUGAACUCCCCUAGGGCCGGAAGGCAGCAAGGGUCAA
+UGGGCUCUGUCGGGUGCGCGGGGUCC
+>AE001298.1/7270-7169
+GCUGGGGACCUCUUAAGAUGAGAGACUUCUGAACCGGGUCAGGAUCGGAAGGUAGCAGCC
+CUAAGGAUAGGCCUUUUGUGCUAGGAGUUUUCUCUGGCUUAC
+>AE012781.1/271-172
+GAGUAAGUCCUAUACAGCAUUCUCUUGCCCAACCAUGUCAGGUCCGGAAGGAAGCAGCAU
+CCGGUAAUGUGAGUGCGUGAUAUAGUCAGCUUGCUCUCCU
+>D90912.1/112591-112684
+GGCUCGGACUCAUGCGAUUACAACGCCCAAAUCUUGUCAGGACCGGAAGGUAGCAGCAAU
+AAGGGAUGCUUGUGGUAGGCGUGAACUCCGGGCU
+>U06833.1/215-133
+GCCUUUAGAACAAUAACCUCAUAACCCGGUCAGGACAGAAAUGGAGCAUCCGCAUUGAGA
+AGUGUUGUGUCUUUAGGUCUUUU
+>X53678.1/99-175
+GCCGCGAUAAGAAUAACAUCUGAACGAGUUAGGACCGGAAGGUAGCAGCUAUAAGGAAAA
+GUGUUCUGUAUUGCGGU
+>S76009.1/35-113
+AGCCGUCACAUCAUUACGGUCGAAUCGUGUCAGGCCAGAAAUGGAGCAGCAUUAAGACUA
+UUUAAUGAGUGUGAUGGUU
+>AE002112.1/7386-7290
+AAUAUAUAUGUCAUUACAAUAUUAAGUAGCGAACCUUGUCAGGCCAGAGAUGGAGCAGCA
+AUAGCAAUAUCUUUUUAUGUGUGAUGACAUAUAUUAA
+>AE010530.1/10602-10691
+GCCCUUAGGGGAUAUGAUAUAUUAUUGUCGAACCGUGUCAGAUCUGGAAGGAAGCAGCAC
+UAAGAUUUAUAGUAUAUGCAUGUCUUCCUA
+>AJ235273.1/216698-216780
+GCUAGUAGUGGGCAUUGCUCUUGCUUAGUUGGUCAGGUCUGAAAAGAAGCAGCCAGGGUA
+AGAUUCUGUGGGUCAUUACUAGU
+>AL139074.2/66646-66744
+UUCUUAGACCUGUGCAAUGCUAUUUUUAAGCACCGCUUCAGGGUGGGAACACAGCAGAGC
+ACUUGAUUUUAGUGUGUGCCGCAGUUAUCUGGGGAAGGG
+>AE001441.1/7008-6912
+UAUUUGGACCUAUGCAAUAGGACUUUAGGGUAACGCUUCAGGGUAGGAAUACAGCAGAGU
+CCCCUAAUUUCUUGUGUGCCUUAGCCAUCUGAAUAGG
+>AE014122.1/13296-13200
+UGUUAGUCCUAAACACUGUUAAAUUGAAUAAUUGGUCAGAUCUGGAAAGAAGCAGCCAAA
+UCAAUCGAUACAGGUGUUUUGAUAUAGCUAACAGAAU
+>AE001151.1/4236-4333
+CCUAGGACCCGUACUAUCAAGUAUUGCUGAAUCCCGUCAGGACUGGAAGGUAGCAGCGGU
+AAGCGAUUUUUUUGAUGAGUACGUAAGUCUUAGGUUUA
+>AE001187.1/2891-2802
+CCGGGGCCGCCCACGAAAUAUCCCCCAAACCCCGCUAGGUCCGGAAGGAAGCAACGGUAG
+GGGGACGCUUCGGUGCGCGAUCCGCCCCGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00170.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00170.ali
new file mode 100644
index 0000000..0f218dd
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00170.ali
@@ -0,0 +1,23 @@
+# STOCKHOLM 1.0
+#=GF ID msr
+#=GF AC RF00170
+#=GF DE Retron msr RNA
+#=GF AU Griffiths-Jones SR
+#=GF GA 11.0
+#=GF NC 0.0
+#=GF TC 11.4
+
+Z12832.1/542-622 GCUCUUUAGCGUUUUAUGGAUUUACCACCUGAUUGGUCA.AAUCUAGUUG
+U02551.1/12-76 ACUCUUUAGCGUU....GGAC.............GGUUA.CGUCUAGUCG
+AF261825.2/44164-44233 ACUCUUUAGCGUUA...GGCUUUG..........AUUUAUAGCCUUGUCG
+AE004309.1/1945-2015 GCUCUUUAGCGAAU...GGACUACAC........AUAUU.AGUCUAGUCG
+AB079134.1/692-757 GCUCUUUAGCUUA....GGACG............AAUUU.CGUCUAGUCG
+#=GC SS_cons ..<<<<<<<....................................<<<<.
+
+Z12832.1/542-622 GGCGUUGCGCA.AACUC..UAAUUUAUUGAUUACA
+U02551.1/12-76 GGUGAUUAGCCAGACUC..UAACUUAUUGAACGUA
+AF261825.2/44164-44233 AGCGUUUCGCCAGACAC..UAACUUAUUGAGUACU
+AE004309.1/1945-2015 GGCGUUUAGCCAGACUG..AAAUUUAUUGAACGAC
+AB079134.1/692-757 GGUGAUUAGCCAGACUC..UAACUUAUUGAACGGG
+#=GC SS_cons <<<<...>>>>.>>>>..........>>>>>.>>.
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00170.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00170.idx
new file mode 100644
index 0000000..0662217
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00170.idx
@@ -0,0 +1,3 @@
+AF427793.1/1040-1105
+X60206.1/2132-2205
+X62583.1/626-698
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00170.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00170.raw
new file mode 100644
index 0000000..9d273a9
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00170.raw
@@ -0,0 +1,15 @@
+>Z12832.1/542-622
+GCUCUUUAGCGUUUUAUGGAUUUACCACCUGAUUGGUCAAAUCUAGUUGGGCGUUGCGCA
+AACUCUAAUUUAUUGAUUACA
+>U02551.1/12-76
+ACUCUUUAGCGUUGGACGGUUACGUCUAGUCGGGUGAUUAGCCAGACUCUAACUUAUUGA
+ACGUA
+>AF261825.2/44164-44233
+ACUCUUUAGCGUUAGGCUUUGAUUUAUAGCCUUGUCGAGCGUUUCGCCAGACACUAACUU
+AUUGAGUACU
+>AE004309.1/1945-2015
+GCUCUUUAGCGAAUGGACUACACAUAUUAGUCUAGUCGGGCGUUUAGCCAGACUGAAAUU
+UAUUGAACGAC
+>AB079134.1/692-757
+GCUCUUUAGCUUAGGACGAAUUUCGUCUAGUCGGGUGAUUAGCCAGACUCUAACUUAUUG
+AACGGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00170.test b/benchmarks/cmsearch-rmark/rmark-1/RF00170.test
new file mode 100644
index 0000000..c2b3cc3
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00170.test
@@ -0,0 +1,9 @@
+>AF427793.1/1040-1105
+UGACAACGGCGAAGGCCGAGCCUAGCAACCCGGGCGGCGGAUCGCCGUCCUUGCAACAAG
+CUCGUU
+>X60206.1/2132-2205
+CACCCUUAGCGAGAGGUUUAUCAUUAAGGUCAACCUCUGGAUGUUGUUUCGGCAUCCUGC
+AUUGAAUCUGAGUU
+>X62583.1/626-698
+AAACUUUUUCGAUAGCAUUAGCUGGUUACAGGUCUGGCGUGUGUUUCGCCAGGCCCAGUU
+GCCACGUAAUGUG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00174.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00174.ali
new file mode 100644
index 0000000..de7eaf6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00174.ali
@@ -0,0 +1,1255 @@
+# STOCKHOLM 1.0
+#=GF ID Cobalamin
+#=GF AC RF00174
+#=GF DE Cobalamin riboswitch
+#=GF AU Barrick JE, Breaker RR, Moxon SJ
+#=GF GA 15.0
+#=GF NC 15.0
+#=GF TC 15.9
+
+Z94723.1/23034-23246 CACACGGCGCCAGUAUCGAGU...GAUGCUAG.............CUCA.
+AE017236.1/265189-265430 AUCGAGCGAAGCAACGUUAGUA..ACGCUU....................
+BX248337.1/276050-275850 GGCAUCGAGCGGGGCAACGAUG..CUUCGC....................
+AL939107.1/133849-134073 AGGCUGGCCCGUGCAGCUGGUU..CGCCCCGUCC...........GCCAG
+AP005029.1/94508-94726 AGGCUGGGUGGUGCAGCUGGUU..CGCCCCGUCC...........GCCAG
+AL939107.1/141879-142126 ACGCUGAUGCCCGCAGUUGGU...UCGCGCCUCCUGUCCGAUCAGGUCUC
+AF263012.1/9229-9015 AGGCUGACCGGUGCAGCUGGUU..CGCCCUGUCC...........GCCAG
+AJ000758.1/1489-1668 CAUAUCGUGCAAAAAAAAGGUG..CGUAAUAUUUA..........CAUU.
+AJ000758.1/1191-1370 UCAAACAGCAACAGUAAAGGU...GCC..................AAGA.
+AE017037.1/59439-59627 CCUUUCAAAAGGAAAAUAGGU...ACACGAAC.............AUUUC
+AE017011.1/46644-46832 CCUUUCAAAAGGAAAAUAGGU...ACACGAAA.............GUUUU
+AE017277.1/42695-42883 CCUUUCAAAAGGAAAAUGGGU...ACACGAACA............GUUUG
+AP001508.1/166824-166626 UUUCAUCGUUUGGGAACAGGU...ACGUUAAGUCACAU.......GAUAG
+AP001512.1/161758-161939 UCGUAUAUCGCGCUGAAGGGU...CGUUCAAU.............GUUU.
+AL591978.1/56481-56658 GUACUAAACAACUAAAUAGGU........................GAAU.
+AL596167.1/202425-202602 GUACUAAACAACUAAAUAGGU........................GAAU.
+AE015938.1/219824-220006 UUAAAUAUUUAUUUAUAAAGU...UUCUUGU..............AAAA.
+AE015938.1/165030-165211 AAUAAUAUGAAUAAAAAAGGU...GAAAUAG..............UUAU.
+AE015941.1/2960-3143 CAUAUUAUGAAUUUUUAUGGU...GUA..................AUUUC
+AP003190.2/44501-44328 AAUAAAAUAAGAGCAUUAGGU...GUU..................UAGU.
+AE015938.1/189936-190117 GAAUAUUAAAAUUUAUAGAGUUA.CCC..................AUUU.
+AE015940.1/273052-272875 AUUUAUAGAAUAAAUUUAGGU...GCU...................UAU.
+AP003189.2/224311-224132 UAAUAUUUUAUAUUUUUAGGU...UUG..................AUUU.
+AE015940.1/279870-279682 UAAUAUAAUAAGACAACAGGU...UUGAAAUAAUAUUUAUU....AUUU.
+AE015938.1/141777-141949 UAUUCAGGUGCCAUUUUAGGU.............................
+AE015939.1/117645-117826 AAAUGUUUUAUGAAAAUAGGU...UUAAUA...............ACUU.
+AE007744.1/3364-3542 AAAUAAUACCAUAUUUUAGGC...ACCUAAU..............CUUA.
+AE015938.1/189808-189620 AAUAGUAAAUGAAAUUUAGGUG..UCCACUUU.............GUAAA
+AE015938.1/166402-166584 UUUAAUAUUAUUUUAUUAGGUG..CUUUAC....................
+AP003185.1/248249-248449 AUUAAAUAUUUAGAAAUAGGU...UAAAUAGUUAC..........AUUUG
+AE015944.1/6900-6723 AUUUAAUAUUAGAUUUUAGGU...GUG..................AUCUU
+AE013010.1/3537-3777 UGAAUAUUAAAGCCUUAUGGU...CCC..................AUGAU
+AE013011.1/30-270 GAAUAUAAAAAGCCUUAUGGU...CCC..................GUGAU
+AE010642.1/9064-8882 AAUAAUUUAUAAUAUUAUUGU...ACACGGGUGC...........AUAU.
+AE010542.1/7559-7740 UUAAUAUCAUGUCAAUUAUGUU..CCUUAUUU.............UUUA.
+AE010499.1/5969-5796 AAUGAUAAGAAACAAAUAGGU...GCU..................UAUU.
+AE005849.1/870-1059 AGCUCUAGCUUCGCGUCAGGU...UCCUC................GAAA.
+AE005721.1/1901-2129 GUCUGUUGCCGUUGUCGUGGU...CUGCGGAC.............GUUCG
+AF306632.1/382-181 GAUAAUCCAAGUCGUCGAGGUU..CUCCGGUUCCC..........AUUGA
+AP005942.1/132143-132345 GAUAAUCCAAGUCGUCGAGGUU..CUCCGGUUCCC..........AUUGA
+AP005952.1/179489-179275 CGUAGAUUGAUCGGUGACGGU...UCUCC................GCAC.
+AP005947.1/24717-24919 AUCCUAGAUGCUCGCGACGGUU..UCCCCC...............GAGA.
+BX572595.1/86162-86360 GCUAGCGUGCCAAGCGAUGGU...CCUUCC...............GUCA.
+BX572594.1/100625-100429 AAUACCGUGACCAGCGACGGU...UCCCG................AAAG.
+BX572608.1/190529-190732 ACUUCUAAUGGCGGUGACGGU...UCCCG................AGAG.
+BX572600.1/273933-274129 CAUAGUGAUCGCCGUCGAGGUU..CUUCGGGCACG..........AUCGU
+BX572599.1/256535-256331 CAAACAUCGCGCGCCGACGGUG..UCCUGUCUUCG..........GACA.
+BX572599.1/247113-247314 UUAACCCGAGGUUGUACCGGUG..CCUCUCG..............CCGA.
+BX572595.1/100553-100338 UUUGAUCGCGCCCGUUCAGGU...GUGCCGG..............GAAUC
+BX572599.1/259196-259407 UGUGGUGCCGCUCGCUUCGGUG..CCCUUCGUU............CGAA.
+BX572596.1/50556-50756 UCUGGUUUUGACGUCUUCGGUG..CCUC.................GCGU.
+AE014432.2/6200-5972 UCGCAAUUUUCAGGAGACGGU...UCCGC................CAUUG
+AE014570.1/13585-13353 CCGUAAUACCGUCAUGACGGU...UCCCCGACC............GAGAG
+AE009726.1/9564-9351 ACCAUAUCUUGUGUUCGAGGUU..CUUUCGAUUC...........GACGA
+AL672113.1/43141-43341 UGAUUGUGCGCAUGUCGUGGUU..CUCCGCGCGG...........CACUG
+AP002997.2/56937-56739 UAUAGUCAUGCAGUCGUCGGU...UCC..................GUUUU
+AP002997.2/104964-105169 CCUAAAUCCGCUCCAGACGGU...CCCUUGCCC............GCAAC
+AP003013.2/206912-207118 CUACGGUGGGUGCGUGAUGGU...CCCCGCGCC............GAAAG
+U45329.1/408-194 CUAAAGUGGCAGCGUAUCGGU...UCUGCAAGUGUC.........AAAAC
+AE008300.1/11923-11714 ACAUUGGUUAGCCAUCGUGGUU..CUGCGGAC.............GAAGG
+AE008981.1/4074-4298 ACUAUAUGUGGUGUUCAAGGUU..CUUCCGAUUC...........GCUAG
+AE008342.1/7843-8078 CUUAUGUGAGAAAGCGACGGU...UCCUACAGCC...........GAAAG
+AE009054.1/2448-2676 GGAUAACAUGUCCGUGAUGGUU..CCUUCCGG.............GCGUU
+AE009228.1/1838-1621 UAAGGGUAAGGGACUGACGGU...CUUUUCCCG............GCAAC
+AF010496.1/39869-39652 GGCACCUUCGCGGCAGAUGGUU..CCCGGCCAA............GCCAC
+AF010496.1/116971-117194 GCUACUCCAACAGGCGAUGGU...UCCC.................AACUG
+AF193754.1/4343-4142 GCAAUGAGGAAGGAUUAAGGUU..CUUUG................UCAUU
+AL646079.1/157144-156965 AUCCCGCCUCACGAUGAUGGUG..CCCUUC....................
+AE016911.1/218236-218501 AUAAUCCGACGAUUCGCAGGUG..UCCGCAGCCGC..........GCAGC
+AE016915.1/175048-174863 AUUCUUGCCAUUCUUGACGGUG..CCCC.................AAAA.
+BX321858.1/81804-81577 UCUGCGCCCCUUGUUUGAGGUG..UCCCAGAUGC...........AUUUG
+BX571869.1/30799-30632 UUAAUACCACACCUUAAUGGU........................GUGG.
+L12006.1/1016-1191 CCAUAACGUAAACCAACAGGUUU.GCCAC................AUUU.
+AE016861.1/295441-295655 CCUUCGCGGCUUGUUUCAGGUG..CUCUGCAAUCCU.........CGAUU
+AE016867.1/99125-99339 CCUGUGCACCUUGUUUCGGGUG..CCCCU................CACG.
+AE004721.1/1433-1242 GUAGCCUUGCCGGUUCGAGGUU..CCUCGCCG.............GCGAC
+AE016786.1/232051-232274 CCUUAUGCCUCGCGUUCAGGUG..CCC..................CUCA.
+AE016787.1/55358-55152 GUAGCCUUGCCACUUCGAGGUU..CUUCG................GCCUG
+AE016780.1/58096-58317 CCUUCGCGGCGUGUUUCAGGUG..CCCUGCCAGCCCC........GACUG
+AE004717.1/4221-4426 CCCAUCCGGCCCGUUCCAGGUG..CCUCCUGCC............GCCGC
+AE016867.1/99066-98842 GUAGCCUUGCCGGUUCGAGGUU..CUUCAUGUGUAAAGC......GUUAC
+AE016783.1/53812-53604 AGAUGCGCGCCAGUUUCAGGUG..CCCUGCGCC............GCCGC
+AE012421.1/6485-6262 UACCAUGCGCGCCCCUGAGGUG..ACUGCCGG.............AAUUC
+AE017248.1/199120-198939 CAAUUUUCAAACCAUACAGGUG..CCGA.................GAUU.
+AE017252.1/282498-282294 AAGGUUAUAGACAAAUAAGGU...UCUUAAAU.............UAAUU
+AK109157.1/8-245 CAGGUGCCCAGCCGUUUCGGU...UC...................AGGAA
+U27616.3/1255-1032 UCGCUCGCUUCAGGAAACGGU...UCUGCC...............CGAGA
+#=GC SS_cons ...............<<<<<<...<<<.......................
+
+Z94723.1/23034-23246 ..........GCAUCGC..GA.GA..GGGAA.C.CC.GGUGA........
+AE017236.1/265189-265430 ............CGU....AA.GA..GGGAA.C.CC.GGUGA........
+BX248337.1/276050-275850 ............GAG........A..GGGAA.C.CU.GGUGA........
+AL939107.1/133849-134073 GCG.....GGAUGCGUCGCAA.GA..GGGAA.C.CC.GGUGG........
+AP005029.1/94508-94726 GCG.....GGAGGCGUCGUAA.GA..GGGAA.C.CC.GGCGG........
+AL939107.1/141879-142126 GGC.....GGCGCGACGC.AA.GA..GGGAA.C.CC.GGUGG........
+AF263012.1/9229-9015 G.......CAGGGUGUCGCAA.GA..GGGAA.C.CC.GGUGG........
+AJ000758.1/1489-1668 ............GCGUU..AA.AU..GGGAA.GUCU.GGUGU........
+AJ000758.1/1191-1370 ...........AGGCUU..AA.UA..GGGAA.A.CU.GGUGA........
+AE017037.1/59439-59627 GU......UUCGUGUUU..AA.AA..GGGAA.GCUU.GGUGA........
+AE017011.1/46644-46832 GU......UUCGUGUUU..AA.AA..GGGAA.GCUU.GGUGA........
+AE017277.1/42695-42883 U.......UUCGUGUUU..AA.AA..GGGAA.GCUU.GGUGA........
+AP001508.1/166824-166626 AC......UUAAUGUUU..AA.AA..GGGAA.U.CC.GGUGC........
+AP001512.1/161758-161939 ..........GAGCGUG..AA.AA..GGGAA.G.UC.GGUGA........
+AL591978.1/56481-56658 .........AUA...UU..AA.UCC.GGGAA.A.GA.GGUGA........
+AL596167.1/202425-202602 .........AUA...UU..AA.UCC.GGGAA.A.GA.GGUGG........
+AE015938.1/219824-220006 ..........GAGAAUU..AA.AA..GGGAA.G.GA.GGCGA........
+AE015938.1/165030-165211 ............UUCUU..AA.AA..GGGAA.GCAU.GGUGA........
+AE015941.1/2960-3143 ........ACAUUACGU..AA.AA..GGGAA.G.CUUGGUGU........
+AP003190.2/44501-44328 ............AACUU..AA.UA..GGGAA.A.....GUUA........
+AE015938.1/189936-190117 .........UUGGGGUU..AA.AA..GGGAA.G.GG.GGUUA........
+AE015940.1/273052-272875 ............AGCUU..AA.UA..GGGAA.G.CA.GGUGA........
+AP003189.2/224311-224132 ............UAAUU..AA.AA..GGGAA.A.GU.GGUUA........
+AE015940.1/279870-279682 ............CAAUU..AA.AA..GGGAA.A.CA.GGUGU........
+AE015938.1/141777-141949 ...............UU..AA.AA..GGGAA.U.GU.GGUUU........
+AE015939.1/117645-117826 ............UAAUU..AA.AA..GGGAA.GUUG.GGUGA........
+AE007744.1/3364-3542 ............GGUUU..AA.UA..GGGAA.A.UU.GGUGA........
+AE015938.1/189808-189620 AA......UGAUGGAUG..AA.AA..GGGAA.U.GU.GGUUC........
+AE015938.1/166402-166584 ............AAGUU..AA.AA..GGGAA.A.GU.GGUGA........
+AP003185.1/248249-248449 UAA.....CUAUAUAUU..AA.AA..GGGAA.GUUG.GGUUU........
+AE015944.1/6900-6723 A.......UAAUUACUU..AA.AA..GAGAA.A.GU.GGUGA........
+AE013010.1/3537-3777 ............GGGUU..AA.AA..GGGAA.GACG.GGUGA........
+AE013011.1/30-270 ............GGGUU..AA.AA..GGGAA.GACG.GGUGA........
+AE010642.1/9064-8882 ............UGCUU..AA.UAG.AGGAA.GAAG.AGUGA........
+AE010542.1/7559-7740 ............AGGCU..AA.GA..GGGAA.U.UU.GGUGA........
+AE010499.1/5969-5796 ............GGCUU..AA.UAA.AGGAA.GUUG.GGUGC........
+AE005849.1/870-1059 ..........GAGGAUG..AA.AA..GGGAA.C.GA.GGUUG........
+AE005721.1/1901-2129 CG......UCCGGAGCU..AA.GA..GGGAA.G.UC.GGUGAGGGCGUGA
+AF306632.1/382-181 ........UCCGGAGCU..AA.GA..GGGAA.G.CC.GGUGC........
+AP005942.1/132143-132345 ........UCCGGAGCU..AA.GA..GGGAA.G.CC.GGUGC........
+AP005952.1/179489-179275 ..........GGAGAUC..AA.AA..GGGAA.C.GU.GGUGCGAGAUUGU
+AP005947.1/24717-24919 ..........GGGGAUG..AA.AA..GGGAA.U.GC.GGUGCGGGGAUGU
+BX572595.1/86162-86360 .........GGAAGGUG..AA.AA..GGGAA.G.CC.GGUGGGAGGCGCG
+BX572594.1/100625-100429 ............GGAUC..AA.UA..GGGAA.C.GC.GGUGCGGGCUUUA
+BX572608.1/190529-190732 ............GGAUG..AA.AA..GGGAA.U.AC.GGUGCGGACGCAG
+BX572600.1/273933-274129 ........CCCGAAGCU..AA.GA..GGGAA.G.CC.GGUGC........
+BX572599.1/256535-256331 ............GGACG..AA.GA..GGGAA.UAUC.GGAAGAUCGCUGC
+BX572599.1/247113-247314 .........GAGAGGUG..AA.AC..GGGAA.U.GC.GGUGCGGGGCGAU
+BX572595.1/100553-100338 GU......CCGGCAC........A..GGGAA.G.CC.GGUGCGGGCCCAA
+BX572599.1/259196-259407 ............GGGUG..AA.AC..GGGAA.U.GC.GGUGCGGCGAGCA
+BX572596.1/50556-50756 .........GCGAGGUG..AA.ACU.GGGAA.U.AC.GGUGCGGUGUUUU
+AE014432.2/6200-5972 ........CGGCGGAUG..AA.AA..GGGAA.C.AC.GGUGAAGCCAUAG
+AE014570.1/13585-13353 CG......AAGGGGAUU..AA.UA..GGGAA.C.AC.GGUGAGGACGACC
+AE009726.1/9564-9351 G.......UCGGGAGCU..AA.GAC.GGGAA.U.CC.GGUGCGCUUGCCC
+AL672113.1/43141-43341 CCGU....AGCGGAGCU..AA.GA..GGGAA.G.CC.GGUGC........
+AP002997.2/56937-56739 ............GGAGCC.AA.GA..GGGAA.U.GC.GGUGCGGGCGAAA
+AP002997.2/104964-105169 G.......GCAGGGGCU..AA.GA..GGGAA.U.GC.GGUGCGGGAUUUC
+AP003013.2/206912-207118 G.......CAAGGGGUG..AA.AA..GGGAA.C.AC.GGUGAGACCUCAA
+U45329.1/408-194 GC......NCGCGGAUG..AA.AA..GGGAA.U.AC.GGUGAGGACGACC
+AE008300.1/11923-11714 ........UCCGGAGCU..AA.GA..GGGAA.U.UC.GGUGAGGGCUUUA
+AE008981.1/4074-4298 GG......UUGGGAGCU..AA.GAC.GGGAA.U.UC.GGUGCGUAACGCC
+AE008342.1/7843-8078 GC......GAAGGGAUU..AA.UA..GGGAA.C.AU.GGUGCGGGCGAUC
+AE009054.1/2448-2676 C.......CGGAAGGUG..AA.AA..GGGAA.C.AC.GAUAGGGACAAAU
+AE009228.1/1838-1621 G.......GGAAAAGCU..AA.GA..GGGAA.C.AC.GGUUCCGCCCCGA
+AF010496.1/39869-39652 GCGC....GGCCGGGUG..AA.AA..GGGAA.U.AC.GGUGUGGUGUAGG
+AF010496.1/116971-117194 ........GACGGGAUU..AA.UA..GGGAA.C.AC.GGUGAGGAUUACC
+AF193754.1/4343-4142 ........GGCAAAGCU..AA.GA..GGGAA.A.CU.GGUGCGAAAGAAU
+AL646079.1/157144-156965 ..........CAGGGUG..AA.AC..GGGAA.C.GC.GGUGC........
+AE016911.1/218236-218501 CACGCGC.GGGCGGAUG..AA.AC..GGGAA.G.CC.GGUGC........
+AE016915.1/175048-174863 ............GGGUG..AA.AC..GGGAA.C.GC.GGUGG........
+BX321858.1/81804-81577 CA......CGAGGGAUG..AA.AC..GGGAA.G.CC.GGUGCGCGCUGGA
+BX571869.1/30799-30632 ...............U.......U..GGGAA.G.GA.GGUGA........
+L12006.1/1016-1191 ..........GUGGU........A..GGGAA.G.GG.GGUGA........
+AE016861.1/295441-295655 ........GGCAGGGUG..AA.ACA.GGGAA.G.CC.GGUGUGGAUCGAC
+AE016867.1/99125-99339 ............GGGUG..AA.AC..GGGAA.A.CC.GGUGCGCUCAACC
+AE004721.1/1433-1242 ........GGCGGGGCU..AA.GA..GGGAA.C.GC.GGUC.........
+AE016786.1/232051-232274 ..........GGGGGUG..AA.AC..GGGAA.A.CC.GGUGCGUCCCAGG
+AE016787.1/55358-55152 ........GCCGAAGCU..AA.GAC.GGGAA.C.GC.GGUAC........
+AE016780.1/58096-58317 ........GGCAGGGUG..AA.ACU.GGGAA.G.CC.GGUGGGCGCCAGC
+AE004717.1/4221-4426 G.......CAGGAGGUG..AA.AC..GGGAA.G.CC.GGUGCGUCACUUC
+AE016867.1/99066-98842 GA......CAUGAAGCU..AA.GAC.GGGAA.U.GC.GGUAC........
+AE016783.1/53812-53604 G.......CGCAGGGUG..AA.AC..GGGAA.A.CC.GGUGCGUCGUGUU
+AE012421.1/6485-6262 ........CGGUGGUUU..AA.AC..GGGAA.U.CC.GGUGCGCGCAUCG
+AE017248.1/199120-198939 ............CGGUU..AA.AA..GGGAA.GCAC.GGUGU........
+AE017252.1/282498-282294 ........UUUAAGAUU..AA.AA..GGGAA.A.CC.GGUGA........
+AK109157.1/8-245 C.......GGCG.GGUU..CA.AC..GGGAA.G.CC.GGUGAGCGCAAGG
+U27616.3/1255-1032 ........GGGUGGAUG..AA.AA..GGGAA.C.AC.GGUGAAGCAUUAA
+#=GC SS_cons ............>>>........<..<<....<.<<.<<...........
+
+Z94723.1/23034-23246 ..................................................
+AE017236.1/265189-265430 ..................................................
+BX248337.1/276050-275850 ..................................................
+AL939107.1/133849-134073 ..................................................
+AP005029.1/94508-94726 ..................................................
+AL939107.1/141879-142126 ..................................................
+AF263012.1/9229-9015 ..................................................
+AJ000758.1/1489-1668 ..................................................
+AJ000758.1/1191-1370 ..................................................
+AE017037.1/59439-59627 ..................................................
+AE017011.1/46644-46832 ..................................................
+AE017277.1/42695-42883 ..................................................
+AP001508.1/166824-166626 ..................................................
+AP001512.1/161758-161939 ..................................................
+AL591978.1/56481-56658 ..................................................
+AL596167.1/202425-202602 ..................................................
+AE015938.1/219824-220006 ..................................................
+AE015938.1/165030-165211 ..................................................
+AE015941.1/2960-3143 ..................................................
+AP003190.2/44501-44328 ..................................................
+AE015938.1/189936-190117 ..................................................
+AE015940.1/273052-272875 ..................................................
+AP003189.2/224311-224132 ..................................................
+AE015940.1/279870-279682 ..................................................
+AE015938.1/141777-141949 ..................................................
+AE015939.1/117645-117826 ..................................................
+AE007744.1/3364-3542 ..................................................
+AE015938.1/189808-189620 ..................................................
+AE015938.1/166402-166584 ..................................................
+AP003185.1/248249-248449 ..................................................
+AE015944.1/6900-6723 ..................................................
+AE013010.1/3537-3777 ..................................................
+AE013011.1/30-270 ..................................................
+AE010642.1/9064-8882 ..................................................
+AE010542.1/7559-7740 ..................................................
+AE010499.1/5969-5796 ..................................................
+AE005849.1/870-1059 ..................................................
+AE005721.1/1901-2129 AACCCU............................................
+AF306632.1/382-181 ..................................................
+AP005942.1/132143-132345 ..................................................
+AP005952.1/179489-179275 CCCAAUGCCGGGAUUGUCCC..............................
+AP005947.1/24717-24919 UUCCCC............................................
+BX572595.1/86162-86360 GUGCGUCUC.........................................
+BX572594.1/100625-100429 GGGCUC............................................
+BX572608.1/190529-190732 ACACUUUCGCGUUC....................................
+BX572600.1/273933-274129 ..................................................
+BX572599.1/256535-256331 CUGCAGCGGU........................................
+BX572599.1/247113-247314 GCCCC.............................................
+BX572595.1/100553-100338 GCUUAUGGCCGCAAACCC................................
+BX572599.1/259196-259407 AUCGCC............................................
+BX572596.1/50556-50756 UCACC.............................................
+AE014432.2/6200-5972 GGCU..............................................
+AE014570.1/13585-13353 CAUCAAGGGGCC......................................
+AE009726.1/9564-9351 AUGGUGGGCGGGC.....................................
+AL672113.1/43141-43341 ..................................................
+AP002997.2/56937-56739 UUCUUGCCC.........................................
+AP002997.2/104964-105169 GAUCUC............................................
+AP003013.2/206912-207118 AAGGUC............................................
+U45329.1/408-194 CAAGUAAGGGCC......................................
+AE008300.1/11923-11714 AUCACAGCCU........................................
+AE008981.1/4074-4298 AUCACGGCGGAGC.....................................
+AE008342.1/7843-8078 UUUUUCGUCC........................................
+AE009054.1/2448-2676 CC................................................
+AE009228.1/1838-1621 GAAAGGGU..........................................
+AF010496.1/39869-39652 CAUCAGCCGCC.......................................
+AF010496.1/116971-117194 CAUCAGGGGCC.......................................
+AF193754.1/4343-4142 UUUC..............................................
+AL646079.1/157144-156965 ..................................................
+AE016911.1/218236-218501 ..................................................
+AE016915.1/175048-174863 ..................................................
+BX321858.1/81804-81577 AUCAGCCAGCGC......................................
+BX571869.1/30799-30632 ..................................................
+L12006.1/1016-1191 ..................................................
+AE016861.1/295441-295655 CGAUCC............................................
+AE016867.1/99125-99339 UGUUGAGC..........................................
+AE004721.1/1433-1242 ..................................................
+AE016786.1/232051-232274 CCCUUCAGCAGGGCCGGAC...............................
+AE016787.1/55358-55152 ..................................................
+AE016780.1/58096-58317 AUGGCGC...........................................
+AE004717.1/4221-4426 GGUGAU............................................
+AE016867.1/99066-98842 ..................................................
+AE016783.1/53812-53604 GCCCACGAC.........................................
+AE012421.1/6485-6262 CCUUGGCGAGACGC....................................
+AE017248.1/199120-198939 ..................................................
+AE017252.1/282498-282294 ..................................................
+AK109157.1/8-245 CGAAGAGCCUCGCGC...................................
+U27616.3/1255-1032 AUUGCU............................................
+#=GC SS_cons ..................................................
+
+Z94723.1/23034-23246 ..................................................
+AE017236.1/265189-265430 ..................................................
+BX248337.1/276050-275850 ..................................................
+AL939107.1/133849-134073 ..................................................
+AP005029.1/94508-94726 ..................................................
+AL939107.1/141879-142126 ..................................................
+AF263012.1/9229-9015 ..................................................
+AJ000758.1/1489-1668 ..................................................
+AJ000758.1/1191-1370 ..................................................
+AE017037.1/59439-59627 ..................................................
+AE017011.1/46644-46832 ..................................................
+AE017277.1/42695-42883 ..................................................
+AP001508.1/166824-166626 ..................................................
+AP001512.1/161758-161939 ..................................................
+AL591978.1/56481-56658 ..................................................
+AL596167.1/202425-202602 ..................................................
+AE015938.1/219824-220006 ..................................................
+AE015938.1/165030-165211 ..................................................
+AE015941.1/2960-3143 ..................................................
+AP003190.2/44501-44328 ..................................................
+AE015938.1/189936-190117 ..................................................
+AE015940.1/273052-272875 ..................................................
+AP003189.2/224311-224132 ..................................................
+AE015940.1/279870-279682 ..................................................
+AE015938.1/141777-141949 ..................................................
+AE015939.1/117645-117826 ..................................................
+AE007744.1/3364-3542 ..................................................
+AE015938.1/189808-189620 ..................................................
+AE015938.1/166402-166584 ..................................................
+AP003185.1/248249-248449 ..................................................
+AE015944.1/6900-6723 ..................................................
+AE013010.1/3537-3777 ..................................................
+AE013011.1/30-270 ..................................................
+AE010642.1/9064-8882 ..................................................
+AE010542.1/7559-7740 ..................................................
+AE010499.1/5969-5796 ..................................................
+AE005849.1/870-1059 ..................................................
+AE005721.1/1901-2129 ..................................................
+AF306632.1/382-181 ..................................................
+AP005942.1/132143-132345 ..................................................
+AP005952.1/179489-179275 ..................................................
+AP005947.1/24717-24919 ..................................................
+BX572595.1/86162-86360 ..................................................
+BX572594.1/100625-100429 ..................................................
+BX572608.1/190529-190732 ..................................................
+BX572600.1/273933-274129 ..................................................
+BX572599.1/256535-256331 ..................................................
+BX572599.1/247113-247314 ..................................................
+BX572595.1/100553-100338 ..................................................
+BX572599.1/259196-259407 ..................................................
+BX572596.1/50556-50756 ..................................................
+AE014432.2/6200-5972 ..................................................
+AE014570.1/13585-13353 ..................................................
+AE009726.1/9564-9351 ..................................................
+AL672113.1/43141-43341 ..................................................
+AP002997.2/56937-56739 ..................................................
+AP002997.2/104964-105169 ..................................................
+AP003013.2/206912-207118 ..................................................
+U45329.1/408-194 ..................................................
+AE008300.1/11923-11714 ..................................................
+AE008981.1/4074-4298 ..................................................
+AE008342.1/7843-8078 ..................................................
+AE009054.1/2448-2676 ..................................................
+AE009228.1/1838-1621 ..................................................
+AF010496.1/39869-39652 ..................................................
+AF010496.1/116971-117194 ..................................................
+AF193754.1/4343-4142 ..................................................
+AL646079.1/157144-156965 ..................................................
+AE016911.1/218236-218501 ..................................................
+AE016915.1/175048-174863 ..................................................
+BX321858.1/81804-81577 ..................................................
+BX571869.1/30799-30632 ..................................................
+L12006.1/1016-1191 ..................................................
+AE016861.1/295441-295655 ..................................................
+AE016867.1/99125-99339 ..................................................
+AE004721.1/1433-1242 ..................................................
+AE016786.1/232051-232274 ..................................................
+AE016787.1/55358-55152 ..................................................
+AE016780.1/58096-58317 ..................................................
+AE004717.1/4221-4426 ..................................................
+AE016867.1/99066-98842 ..................................................
+AE016783.1/53812-53604 ..................................................
+AE012421.1/6485-6262 ..................................................
+AE017248.1/199120-198939 ..................................................
+AE017252.1/282498-282294 ..................................................
+AK109157.1/8-245 ..................................................
+U27616.3/1255-1032 ..................................................
+#=GC SS_cons ..................................................
+
+Z94723.1/23034-23246 ..................................................
+AE017236.1/265189-265430 ..................................................
+BX248337.1/276050-275850 ..................................................
+AL939107.1/133849-134073 ..................................................
+AP005029.1/94508-94726 ..................................................
+AL939107.1/141879-142126 ..................................................
+AF263012.1/9229-9015 ..................................................
+AJ000758.1/1489-1668 ..................................................
+AJ000758.1/1191-1370 ..................................................
+AE017037.1/59439-59627 ..................................................
+AE017011.1/46644-46832 ..................................................
+AE017277.1/42695-42883 ..................................................
+AP001508.1/166824-166626 ..................................................
+AP001512.1/161758-161939 ..................................................
+AL591978.1/56481-56658 ..................................................
+AL596167.1/202425-202602 ..................................................
+AE015938.1/219824-220006 ..................................................
+AE015938.1/165030-165211 ..................................................
+AE015941.1/2960-3143 ..................................................
+AP003190.2/44501-44328 ..................................................
+AE015938.1/189936-190117 ..................................................
+AE015940.1/273052-272875 ..................................................
+AP003189.2/224311-224132 ..................................................
+AE015940.1/279870-279682 ..................................................
+AE015938.1/141777-141949 ..................................................
+AE015939.1/117645-117826 ..................................................
+AE007744.1/3364-3542 ..................................................
+AE015938.1/189808-189620 ..................................................
+AE015938.1/166402-166584 ..................................................
+AP003185.1/248249-248449 ..................................................
+AE015944.1/6900-6723 ..................................................
+AE013010.1/3537-3777 ..................................................
+AE013011.1/30-270 ..................................................
+AE010642.1/9064-8882 ..................................................
+AE010542.1/7559-7740 ..................................................
+AE010499.1/5969-5796 ..................................................
+AE005849.1/870-1059 ..................................................
+AE005721.1/1901-2129 ..................................................
+AF306632.1/382-181 ..................................................
+AP005942.1/132143-132345 ..................................................
+AP005952.1/179489-179275 ..................................................
+AP005947.1/24717-24919 ..................................................
+BX572595.1/86162-86360 ..................................................
+BX572594.1/100625-100429 ..................................................
+BX572608.1/190529-190732 ..................................................
+BX572600.1/273933-274129 ..................................................
+BX572599.1/256535-256331 ..................................................
+BX572599.1/247113-247314 ..................................................
+BX572595.1/100553-100338 ..................................................
+BX572599.1/259196-259407 ..................................................
+BX572596.1/50556-50756 ..................................................
+AE014432.2/6200-5972 ..................................................
+AE014570.1/13585-13353 ..................................................
+AE009726.1/9564-9351 ..................................................
+AL672113.1/43141-43341 ..................................................
+AP002997.2/56937-56739 ..................................................
+AP002997.2/104964-105169 ..................................................
+AP003013.2/206912-207118 ..................................................
+U45329.1/408-194 ..................................................
+AE008300.1/11923-11714 ..................................................
+AE008981.1/4074-4298 ..................................................
+AE008342.1/7843-8078 ..................................................
+AE009054.1/2448-2676 ..................................................
+AE009228.1/1838-1621 ..................................................
+AF010496.1/39869-39652 ..................................................
+AF010496.1/116971-117194 ..................................................
+AF193754.1/4343-4142 ..................................................
+AL646079.1/157144-156965 ..................................................
+AE016911.1/218236-218501 ..................................................
+AE016915.1/175048-174863 ..................................................
+BX321858.1/81804-81577 ..................................................
+BX571869.1/30799-30632 ..................................................
+L12006.1/1016-1191 ..................................................
+AE016861.1/295441-295655 ..................................................
+AE016867.1/99125-99339 ..................................................
+AE004721.1/1433-1242 ..................................................
+AE016786.1/232051-232274 ..................................................
+AE016787.1/55358-55152 ..................................................
+AE016780.1/58096-58317 ..................................................
+AE004717.1/4221-4426 ..................................................
+AE016867.1/99066-98842 ..................................................
+AE016783.1/53812-53604 ..................................................
+AE012421.1/6485-6262 ..................................................
+AE017248.1/199120-198939 ..................................................
+AE017252.1/282498-282294 ..................................................
+AK109157.1/8-245 ..................................................
+U27616.3/1255-1032 ..................................................
+#=GC SS_cons ..................................................
+
+Z94723.1/23034-23246 .......GAAU.CCGG.GACUGU...C.CC..GCAGCGGUAU..GCAGGA
+AE017236.1/265189-265430 .......GAAU.CCGG.GACUGU...C.CC..GCAACGGUAU..GCAGGA
+BX248337.1/276050-275850 .......GAAU.CCGG.GACUGU...C.CC..GCAGCGGUAU..GCAGGA
+AL939107.1/133849-134073 .......GAAU.CCGG.GACUGC...C.CC..GCAGCGGUGA..GCGGGA
+AP005029.1/94508-94726 .......GAAU.CCGG.GACUGC...C.CC..GCAGCGGUGA..GUGGGA
+AL939107.1/141879-142126 .......GAAU.CCGG.GACUGU...C.CC..GCAGCGGUGA..GUGGGA
+AF263012.1/9229-9015 .......AAAU.CCGG.GACUGC...C.CC..GCAGCGGUGA..GUGGGA
+AJ000758.1/1489-1668 .......GAAG.CCAG.CGCGUA...C.CC..GCCACUGUGA..AGA...
+AJ000758.1/1191-1370 .......AAGA.CCAG.UACUGCC..C.CC..GCAACUGUAA..GUGU..
+AE017037.1/59439-59627 .......AACU.CCAA.CACGGU...C.CC..GCCACUGUAA..AUGC..
+AE017011.1/46644-46832 .......AACU.CCAA.CACGGU...C.CC..GCCACUGUAA..AUGC..
+AE017277.1/42695-42883 .......AACU.CCAA.CACGGU...C.CC..GCCACUGUAA..AUGC..
+AP001508.1/166824-166626 .......AAAU.CCGG.AGCGGU...C.CC..GCCACUGUCA..UAGC..
+AP001512.1/161758-161939 .......AAAU.CCGA.CACGGU...C.CC..GCCACUGUAA..AUG...
+AL591978.1/56481-56658 .......AAAU.CCUC.UACAGGC..C.C.UAGCUACUGUAA..UAC...
+AL596167.1/202425-202602 .......AAAU.CCUC.UACAGGC..C.C.UAGCUACUGUAA..UUC...
+AE015938.1/219824-220006 .......AAAU.CCUC.CACGGU...C.CG..GCCACUGUAA..UUGG..
+AE015938.1/165030-165211 .......AAAU.CCAU.CACGGU...C.CC..GCCACUGUAA..UCAGG.
+AE015941.1/2960-3143 .......AAAU.CCAG.CACGGU...C.CC..GCCACUGUAA..GAGA..
+AP003190.2/44501-44328 .......AAAA.C....UGCAGCC..C.CC..GCUACUGUUG..AUAA..
+AE015938.1/189936-190117 .......GAAU.CCUC.CACGGU...C.CG..GCCACUGUAA..UUGG..
+AE015940.1/273052-272875 .......AAAU.CCUG.AACGGU...C.CC..GCCGCUGUGA..UGG...
+AP003189.2/224311-224132 .......AAGU.CCAC.UACAGCC..C.CC..GCUACUGUGA..UAGG..
+AE015940.1/279870-279682 .......AACU.CCUG.UACGGU...C.CC..GCCGCUGUAAU.AAA...
+AE015938.1/141777-141949 .......AAUU.CCAC.AGCAGCC..C.CC..GCUACUGUAA..UUGA..
+AE015939.1/117645-117826 .......AAAU.CCCA.CGCGGU...A.CC..GCCGCUGUAA..GAGAG.
+AE007744.1/3364-3542 .......AAAU.CCAA.UGCAACC..C.CC..GUUACUGUAU..ACAG..
+AE015938.1/189808-189620 .......AAUU.CCAC.AGCAGCC..C.CC..GCUACUGUAA..UAGA..
+AE015938.1/166402-166584 .......AAAU.CCAC.UGCAGCC..CACC..GUUACUGUAA..UGC...
+AP003185.1/248249-248449 .......AAAU.CCCA.CGCGGU...C.CC..GCCGCUGUAA..UAGA..
+AE015944.1/6900-6723 .......AAAU.CCAC.UACAGCC..C.CC..GCUACUGUAA..UAG...
+AE013010.1/3537-3777 .......GAAU.CCCG.CGCAGCC..C.CC..GCUACUGUGA..GGGA..
+AE013011.1/30-270 .......GAAU.CCCG.CGCAGCC..C.CC..GCUACUGUGA..GGGA..
+AE010642.1/9064-8882 .......AAAU.CUCU.CACAGCG..A.AA..GCUACUGUAA..UGU...
+AE010542.1/7559-7740 .......GAUA.CCAA.AACGAG...C.CC..GUCGCUGUAA..UUGA..
+AE010499.1/5969-5796 .......GAAU.CCCA.CACAGC...A.AU..GCUACUGUAU..UGU...
+AE005849.1/870-1059 .......AAGA.CCUC.GGCUGCC..C.CC..GCAACUGUAA..GCGGC.
+AE005721.1/1901-2129 .......GAAU.CCGG.CGCUGCC..C.CC..GCAACUGUGA..GCGGC.
+AF306632.1/382-181 .......AAAUGCCGG.CGCUGC...C.CC..GCAACUGUAA..GUGGC.
+AP005942.1/132143-132345 .......AAAUGCCGG.CUCUGCC..C.CC..GCAACUGUGA..GCGGC.
+AP005952.1/179489-179275 .......AACG.CCAC.GGCUGCC..C.CC..GCAACUGUAA..GCGGU.
+AP005947.1/24717-24919 .......AAUG.CCGC.GGCUGCC..C.CC..GCAACUGUAA..GCGGA.
+BX572595.1/86162-86360 .......GAUC.CCGG.AGCUGCC..C.CC..GCAACUGUAA..GCGA..
+BX572594.1/100625-100429 .......UAUU.CCGC.GGCUGCC..C.CC..GCAACUGUAA..GCGGC.
+BX572608.1/190529-190732 .......UAGG.CCGU.AGCUGUU..C.CC..GCAACUGUAA..GCGGA.
+BX572600.1/273933-274129 .......AAGG.CCGG.CGCUGCC..C.CC..GCAACUGUUA..GCGGU.
+BX572599.1/256535-256331 .......CGCG.CCGA.AGCUGCC..C.CC..GCAACUGUAA..ACGG..
+BX572599.1/247113-247314 .......AAUG.CCGC.AGCUGCC..C.UC..GCAACUGUGG..GCGG..
+BX572595.1/100553-100338 .......AAAU.CCGG.CGCUGCG..C.CC..GCAACUGUGA..GCGGU.
+BX572599.1/259196-259407 .......AAGU.CCGC.GGCUGCC..C.CC..GCAACUGUAA..GCGGA.
+BX572596.1/50556-50756 .......UAAU.CCGU.AGCUGCC..C.CC..GCAACUGUAG..GCGGA.
+AE014432.2/6200-5972 .......GAAA.CCGA.GACUGCC..C.CC..GCAACUGUAA..CCGG..
+AE014570.1/13585-13353 .......GAGA.CCGU.GGCUGCC..C.CC..GCAACUGUAA..GCGGA.
+AE009726.1/9564-9351 .......AAUG.CCGG.AGCUGCC..C.CC..GCAACUGUAA..GCGGCG
+AL672113.1/43141-43341 .......GAUG.CCGG.CGCUGCC..C.CC..GCAACUGUUA..GCGG..
+AP002997.2/56937-56739 .......AAUG.CCGU.GGCUGCC..C.CC..GCAACUGUGU..GCGG..
+AP002997.2/104964-105169 .......AAAU.CCGC.GGCUGUC..C.CC..GCAACUGUAA..GCGA..
+AP003013.2/206912-207118 .......GAGA.CCGU.GGCUGCC..C.CC..GCAACUGUAA..GCGG..
+U45329.1/408-194 .......GAAA.CCGU.GGCUGCC..C.CC..GCAACUGUGA..ACGG..
+AE008300.1/11923-11714 .......GAAU.CCGA.AGCUGCC..C.CC..GCAACUGUAA..GCGAC.
+AE008981.1/4074-4298 .......AAGG.CCGA.AACUGCC..C.CC..GCAACUGUGA..GCGGC.
+AE008342.1/7843-8078 .......AAUG.CCUU.GGCUGCC..C.CC..GCAACUGUAA..GCGGA.
+AE009054.1/2448-2676 .......UCAU.UCGU.GGCUGCC..C.CC..GCAACUGUGA..GCGG..
+AE009228.1/1838-1621 .......CAUU.CCGU.GGCUGCC..C.CC..GCAACUGUAA..GCGG..
+AF010496.1/39869-39652 .......AAAU.CCGU.AACUGCC..C.CC..GCAACUGUAA..GCGG..
+AF010496.1/116971-117194 .......UAAU.CCGU.GGCUGCC..C.CC..GCAACUGUGA..GCGGC.
+AF193754.1/4343-4142 .......AAAG.CCAG.UGCUGCC..C.CC..GCAACUGUAA..ACGG..
+AL646079.1/157144-156965 .......GAUG.CCGC.GGCUGCC..C.CC..GCAACUGUAA..GCGA..
+AE016911.1/218236-218501 .......AAGG.CCGG.CGCUGCC..C.CC..GCAACGGUAA..GGCCUG
+AE016915.1/175048-174863 .......AAUG.CCGC.GGCUGCC..C.CC..GCAACUGUAA..GCGC..
+BX321858.1/81804-81577 .......AAUG.CCGG.CACUGCC..C.CC..GCAACGGUAA..AUGAG.
+BX571869.1/30799-30632 .......AAGU.CCUC.CGCAGCC..C.CC..GCUGCUGUGA..UGC...
+L12006.1/1016-1191 .......AAAU.CCCC.CGCAGCC..C.CC..GCUGCUGUGA..UGC...
+AE016861.1/295441-295655 .......GAUC.CCGG.CGCUGCC..C.CC..GCAACGGUAA..AUGAG.
+AE016867.1/99125-99339 .......AAGU.CCGG.UGCUGCC..C.CC..GCAACGGUAA..GCGA..
+AE004721.1/1433-1242 .......GAUG.CCGC.GGCUGCC..C.CC..GCAACUGUGA..ACGG..
+AE016786.1/232051-232274 .......AAUG.CCGG.UGCUGCC..C.CC..GCAACGGUAA..GCGA..
+AE016787.1/55358-55152 ........AAG.CCGC.GGCUGCC..C.CC..GCAACUGUAA..GCACCG
+AE016780.1/58096-58317 .......GAUU.CCGG.CGCUGCC..C.CC..GCAACGGUGG..AUGAGU
+AE004717.1/4221-4426 .......CAGU.CCGG.CGCUGCC..C.CC..GCAACGGUAA..GCGA..
+AE016867.1/99066-98842 ........AUG.CCGC.AGCUGCC..C.CC..GCAACUGUAA..ACGGU.
+AE016783.1/53812-53604 .......AAGU.CCGG.UGCUGCC..C.CC..GCAACGGUAA..GCGA..
+AE012421.1/6485-6262 .......AAGU.CCGG.AGCUGCC..C.CC..GCAACGGUGG..GCGAG.
+AE017248.1/199120-198939 .......AAUU.CCGU.CACGGU...C.CC..GCCGCUGUAA..GAGAA.
+AE017252.1/282498-282294 .......AAAA.CCGG.CACAGCC..C.CC..GCUACUGUAA..UUG...
+AK109157.1/8-245 .......AAUU.CCGG.CGCUGCC..C.CC..GCAACGGUCA..GCGA..
+U27616.3/1255-1032 .......GAUG.CCGA.GACUGCC..C.CC..GCAACUGUAA..CCGGA.
+#=GC SS_cons ............>>>>.>..<<<.........>>>.<<<.....<<<<..
+
+Z94723.1/23034-23246 ................................................AC
+AE017236.1/265189-265430 ................................................AC
+BX248337.1/276050-275850 ................................................AC
+AL939107.1/133849-134073 ................................................AC
+AP005029.1/94508-94726 ................................................AC
+AL939107.1/141879-142126 ................................................AC
+AF263012.1/9229-9015 ................................................AC
+AJ000758.1/1489-1668 ................................................GG
+AJ000758.1/1191-1370 ................................................GG
+AE017037.1/59439-59627 ................................................UG
+AE017011.1/46644-46832 ................................................UG
+AE017277.1/42695-42883 ................................................UG
+AP001508.1/166824-166626 ................................................UG
+AP001512.1/161758-161939 ................................................GG
+AL591978.1/56481-56658 ................................................GG
+AL596167.1/202425-202602 ................................................GG
+AE015938.1/219824-220006 ................................................UG
+AE015938.1/165030-165211 ................................................GA
+AE015941.1/2960-3143 ................................................GA
+AP003190.2/44501-44328 ................................................GG
+AE015938.1/189936-190117 ................................................UA
+AE015940.1/273052-272875 ................................................GG
+AP003189.2/224311-224132 ................................................AU
+AE015940.1/279870-279682 ................................................AG
+AE015938.1/141777-141949 ................................................GG
+AE015939.1/117645-117826 ................................................AA
+AE007744.1/3364-3542 .................................................U
+AE015938.1/189808-189620 ................................................UG
+AE015938.1/166402-166584 ................................................UG
+AP003185.1/248249-248449 ................................................GG
+AE015944.1/6900-6723 ................................................UG
+AE013010.1/3537-3777 ................................................GG
+AE013011.1/30-270 ................................................GG
+AE010642.1/9064-8882 ................................................GG
+AE010542.1/7559-7740 ..................................................
+AE010499.1/5969-5796 ................................................GG
+AE005849.1/870-1059 ................................................GA
+AE005721.1/1901-2129 ................................................GA
+AF306632.1/382-181 ................................................GA
+AP005942.1/132143-132345 ................................................GA
+AP005952.1/179489-179275 ................................................GA
+AP005947.1/24717-24919 ................................................UA
+BX572595.1/86162-86360 ................................................CG
+BX572594.1/100625-100429 ................................................GA
+BX572608.1/190529-190732 ................................................UC
+BX572600.1/273933-274129 ................................................GA
+BX572599.1/256535-256331 ................................................UG
+BX572599.1/247113-247314 ................................................AU
+BX572595.1/100553-100338 ................................................GA
+BX572599.1/259196-259407 ................................................UC
+BX572596.1/50556-50756 ................................................UC
+AE014432.2/6200-5972 ................................................AG
+AE014570.1/13585-13353 ................................................UU
+AE009726.1/9564-9351 ................................................AG
+AL672113.1/43141-43341 ................................................CG
+AP002997.2/56937-56739 .................................................U
+AP002997.2/104964-105169 ................................................AG
+AP003013.2/206912-207118 ................................................AG
+U45329.1/408-194 ................................................CG
+AE008300.1/11923-11714 ................................................GA
+AE008981.1/4074-4298 ................................................GA
+AE008342.1/7843-8078 ................................................UU
+AE009054.1/2448-2676 ................................................AG
+AE009228.1/1838-1621 ................................................UA
+AF010496.1/39869-39652 ................................................CG
+AF010496.1/116971-117194 ................................................GA
+AF193754.1/4343-4142 ................................................CG
+AL646079.1/157144-156965 ................................................CG
+AE016911.1/218236-218501 GUGCGUAGGCG.....................................CC
+AE016915.1/175048-174863 ................................................AG
+BX321858.1/81804-81577 ................................................UC
+BX571869.1/30799-30632 ................................................UG
+L12006.1/1016-1191 ................................................UG
+AE016861.1/295441-295655 ................................................UC
+AE016867.1/99125-99339 ..................................................
+AE004721.1/1433-1242 ................................................CG
+AE016786.1/232051-232274 ..................................................
+AE016787.1/55358-55152 A...............................................CA
+AE016780.1/58096-58317 ................................................AA
+AE004717.1/4221-4426 .................................................G
+AE016867.1/99066-98842 ................................................CA
+AE016783.1/53812-53604 .................................................G
+AE012421.1/6485-6262 ................................................GU
+AE017248.1/199120-198939 ................................................UA
+AE017252.1/282498-282294 ................................................AG
+AK109157.1/8-245 ................................................GG
+U27616.3/1255-1032 ................................................GA
+#=GC SS_cons ..................................................
+
+Z94723.1/23034-23246 GACCGCCGUCUGGAA...................................
+AE017236.1/265189-265430 GACCGCCGUCACCA....................................
+BX248337.1/276050-275850 GACCGCCGUCUUGGAAGUAGACAA..........................
+AL939107.1/133849-134073 GACCGCCGUCAUAC....................................
+AP005029.1/94508-94726 GAACGCUGUCAUAC....................................
+AL939107.1/141879-142126 GAAAGCCGUCAACA....................................
+AF263012.1/9229-9015 GACCGCCGUCAUAC....................................
+AJ000758.1/1489-1668 AGCUGAUUGCAUUU....................................
+AJ000758.1/1191-1370 ACGAACGAGUAUA.....................................
+AE017037.1/59439-59627 AGAUUUCUUUUUGAU...................................
+AE017011.1/46644-46832 AGAUUUCUUUUUGGU...................................
+AE017277.1/42695-42883 AGAUUUCUUUUUAAU...................................
+AP001508.1/166824-166626 AGUUGUAACGAUAUU...................................
+AP001512.1/161758-161939 AGAGGCUUGCAAGA....................................
+AL591978.1/56481-56658 ACGAAAACCAAACAUAU.................................
+AL596167.1/202425-202602 ACGAAAGCCAAACAUAU.................................
+AE015938.1/219824-220006 AGUUUAUUCCAUAA....................................
+AE015938.1/165030-165211 GUUAGGUUUUA.......................................
+AE015941.1/2960-3143 GUAUAUCAUUAUAU....................................
+AP003190.2/44501-44328 ACGAGAAUAAAAA.....................................
+AE015938.1/189936-190117 AGUUUAUUCCAUAA....................................
+AE015940.1/273052-272875 AGUUUUUUCAAAGUAA..................................
+AP003189.2/224311-224132 ACAAGUUUCUAUUUG...................................
+AE015940.1/279870-279682 AGUAGUGCAGAAUAU...................................
+AE015938.1/141777-141949 ACGAAUCUUUCACAA...................................
+AE015939.1/117645-117826 GUUUUCUUCUAUUAU...................................
+AE007744.1/3364-3542 UACAAAACCAAUG.....................................
+AE015938.1/189808-189620 ACAAGCCUUUAGUA....................................
+AE015938.1/166402-166584 ACGAAAUCUUAUAAAA..................................
+AP003185.1/248249-248449 AGCUUUUUGUACUUUAA.................................
+AE015944.1/6900-6723 GACGAUUCCUAUUA....................................
+AE013010.1/3537-3777 ACGAAGCCCUAGUAA...................................
+AE013011.1/30-270 ACGAAGCCCUAGUAA...................................
+AE010642.1/9064-8882 AUGAAAUCAUAAUAA...................................
+AE010542.1/7559-7740 GUUUUUUCUUGUUUUAU.................................
+AE010499.1/5969-5796 ACGAAAUUACAAUA....................................
+AE005849.1/870-1059 GCUUCGCGUCACAU....................................
+AE005721.1/1901-2129 GCCGCUGUCCGUUUCGU.................................
+AF306632.1/382-181 GCCGCUGUCCAACGAU..................................
+AP005942.1/132143-132345 GCCGCUGUCCGACGAU..................................
+AP005952.1/179489-179275 AUCUUUCGUCAUAU....................................
+AP005947.1/24717-24919 AUCCUUCGUCAGAA....................................
+BX572595.1/86162-86360 AGCCAUUGCCGAG.....................................
+BX572594.1/100625-100429 GCCAUUCGCCACAC....................................
+BX572608.1/190529-190732 GUCUUUCGUCGGAU....................................
+BX572600.1/273933-274129 GCCGACGUUCAGCAAA..................................
+BX572599.1/256535-256331 AGCCGACGCAAUAC....................................
+BX572599.1/247113-247314 CGGAGCGUCCUCGCAU..................................
+BX572595.1/100553-100338 GCGAUCCUUCAAUCG...................................
+BX572599.1/259196-259407 GUCUCCGGUCACUCC...................................
+BX572596.1/50556-50756 UGUCCGGAUCAUGUA...................................
+AE014432.2/6200-5972 AGCUAUCCUCCACAGGCCGCGCAAGCGGCCAAA.................
+AE014570.1/13585-13353 GCCGUUCAUCCUCGUGACGCCGAAAGCGUCAU..................
+AE009726.1/9564-9351 CUUUGCGCCCCAU.....................................
+AL672113.1/43141-43341 AGCCAAGCCCAUUGGU..................................
+AP002997.2/56937-56739 AGUCCUCUCCAUAU....................................
+AP002997.2/104964-105169 AGCCAAGGCCGAAA....................................
+AP003013.2/206912-207118 AGCAAGAUCCGACAU...................................
+U45329.1/408-194 AGCGAUGUCCAUCAU...................................
+AE008300.1/11923-11714 GCGAAAGUCCAUCAU...................................
+AE008981.1/4074-4298 GCAUCGUUCCGAUUUGA.................................
+AE008342.1/7843-8078 GUUGUUCAUCCCAGUGACGCUUGAAGGCGUCAU.................
+AE009054.1/2448-2676 AGCCUGAAACGAAAU...................................
+AE009228.1/1838-1621 AGCCCGCACCGUAAA...................................
+AF010496.1/39869-39652 AGCACCCCCCGGCA....................................
+AF010496.1/116971-117194 GACGACGGUCGAAG....................................
+AF193754.1/4343-4142 AGCAAAGAUCAAAAU...................................
+AL646079.1/157144-156965 AGUCUGCGCCAACCA...................................
+AE016911.1/218236-218501 CAGGCGGCGCAGA.....................................
+AE016915.1/175048-174863 AGUCCACGCCUGAC....................................
+BX321858.1/81804-81577 AAUGAUCUGCACAC....................................
+BX571869.1/30799-30632 ACAACUCCGCUGAU....................................
+L12006.1/1016-1191 ACGACCCCGUAAAGA...................................
+AE016861.1/295441-295655 AAGGCUGUGCAUCGU...................................
+AE016867.1/99125-99339 .GAGAAGGUCUGA.....................................
+AE004721.1/1433-1242 AUCGUUCCCCAAU.....................................
+AE016786.1/232051-232274 GUGAAGCGUCUGU.....................................
+AE016787.1/55358-55152 ACGGAUCGACACA.....................................
+AE016780.1/58096-58317 AAGGCCGCGCAGG.....................................
+AE004717.1/4221-4426 CGAAAUCCUCUUCAG...................................
+AE016867.1/99066-98842 UGUUCAUUGCACA.....................................
+AE016783.1/53812-53604 CGAACCCUUCGAGAU...................................
+AE012421.1/6485-6262 CAGGUGCCGCAACAG...................................
+AE017248.1/199120-198939 GUCUUUUUAAAAUAU...................................
+AE017252.1/282498-282294 UUUGUUUAUCAUAAUGCAUCUAUGUAUUGGAAGCAUAA............
+AK109157.1/8-245 AGCGUGCUGCACGACAC.................................
+U27616.3/1255-1032 GUCAUCCUCCUAUGAUCGUAUCUUACGAUUAUA.................
+#=GC SS_cons ....<<<<<<........................................
+
+Z94723.1/23034-23246 .............GCA..CUGGUCUUAG............AAAA......
+AE017236.1/265189-265430 .............GCA..CUGGUC................GCAA......
+BX248337.1/276050-275850 .............GCA..CUGGUC................UCAA......
+AL939107.1/133849-134073 .............GCA..CUGGGCCCGAC...........GUAC......
+AP005029.1/94508-94726 .............GCA..CUGGGCCC..............AAAA......
+AL939107.1/141879-142126 .............GCA..CUGGGCCCCAG...........AUGA......
+AF263012.1/9229-9015 .............GCA..CUGGGCCC..............GGAC......
+AJ000758.1/1489-1668 ............GCCA..CUG...................UAUU......
+AJ000758.1/1191-1370 ............ACCA..CUGUGAA...............AAAA......
+AE017037.1/59439-59627 ............ACCA..CUGU..................GAAA......
+AE017011.1/46644-46832 ............GCCA..CUGU..................GAAA......
+AE017277.1/42695-42883 ............GCCA..CUGU..................GAAA......
+AP001508.1/166824-166626 ............GUCA..CUGACCGU..............UCAU......
+AP001512.1/161758-161939 ............UCCA..CUGUC.................UAGC......
+AL591978.1/56481-56658 ............GUCA..CUGGAA................GCAA......
+AL596167.1/202425-202602 ............GUCA..CUGGAA................GAAA......
+AE015938.1/219824-220006 ............GCCA..UUGAGA.................UAU......
+AE015938.1/165030-165211 .............CCA..CUGUU.................AAUU......
+AE015941.1/2960-3143 ............GCCA..CUGUUGU...............UUAU......
+AP003190.2/44501-44328 ............GCCA..CUGUGA................UAAA......
+AE015938.1/189936-190117 ............GCCA..UUGAGA.................UAU......
+AE015940.1/273052-272875 ............ACCA..CUGGAUA...............AUAU......
+AP003189.2/224311-224132 ............ACCA..CUGAUUA...............UAUA......
+AE015940.1/279870-279682 ............GCCA..CUGU..................UAAU......
+AE015938.1/141777-141949 ............ACCA..CUCUUUC...............AAAA......
+AE015939.1/117645-117826 ............GCCA..CUGUU.................UUUU......
+AE007744.1/3364-3542 ............UCCA..CUGGAG................UUUU......
+AE015938.1/189808-189620 ............ACCA..CUCUU..................UAA......
+AE015938.1/166402-166584 ............UCCA..CUAGAU................AUAU......
+AP003185.1/248249-248449 ............GCCA..CUGGAAU...............AUAA......
+AE015944.1/6900-6723 ............UCCA..CCAG..................UUAA......
+AE013010.1/3537-3777 ............GCCA..CUGUCCGGCAC...........UCAA......
+AE013011.1/30-270 ............GCCA..CUGUCCGGCAC...........UCAA......
+AE010642.1/9064-8882 ............ACCA..CUGG..................GCAA......
+AE010542.1/7559-7740 ............ACCA..CUGGAU................UUUU......
+AE010499.1/5969-5796 ............GCCA..CUGG..................GAAA......
+AE005849.1/870-1059 ............GCCA..CUGGGCCC..............AAAA......
+AE005721.1/1901-2129 ............GUCA..CUGACGCGC.............CGAA......
+AF306632.1/382-181 ............GUCA..CUGAAGCCU.............GCAC......
+AP005942.1/132143-132345 ............GUCG..CUGAAGCCU.............GCAC......
+AP005952.1/179489-179275 ............GCCA..CUGGGAA...............UCUC......
+AP005947.1/24717-24919 ............GCCA..CUGGG.................UCCU......
+BX572595.1/86162-86360 ............GCCA..CUGGG.................AAUU......
+BX572594.1/100625-100429 ............GCCA..CUGGGC................UUUC......
+BX572608.1/190529-190732 ............GCCA..CUGGGAA...............CCUC......
+BX572600.1/273933-274129 ............GCCA..CUGGGA................GCGA......
+BX572599.1/256535-256331 ............GCCA..CUGGAU.................CAU......
+BX572599.1/247113-247314 ............GCCA..CUGACC................AGAU......
+BX572595.1/100553-100338 ............GCCA..CUGGGCA...............GCAC......
+BX572599.1/259196-259407 ............GCCA..CUGAGUUCGGCAUCC.......UAGA......
+BX572596.1/50556-50756 ............GCCA..CUGACGU...............CCUC......
+AE014432.2/6200-5972 ............GCCA..CUGAAAGCA.............GCAA......
+AE014570.1/13585-13353 ............GCCA..CUGUGC................CCAC......
+AE009726.1/9564-9351 ............GCCA..CUGGC.................GAAA......
+AL672113.1/43141-43341 ............GUCA..CUGAGGC...............GAAC......
+AP002997.2/56937-56739 ............GCCA..CUGAAGAU..............UCGU......
+AP002997.2/104964-105169 ............GCCA..CUGGGA.................CGU......
+AP003013.2/206912-207118 ............GCCA..CUGGCCG...............GCAA......
+U45329.1/408-194 ............GCCA..UUGGCC................CCAC......
+AE008300.1/11923-11714 ............GUCA..CUGAGG................CCGG......
+AE008981.1/4074-4298 ............GCCA..CUGGAGCC..............AAAA......
+AE008342.1/7843-8078 ............GCCA..CUGUUUU...............UUUC......
+AE009054.1/2448-2676 ............GCCA..CUGGCAAGCCAUCUCGCCUCCAUCAA......
+AE009228.1/1838-1621 ............GCCA..CUGAACCU..............UUAU......
+AF010496.1/39869-39652 ............ACCA..CUGGCCC...............CGAC......
+AF010496.1/116971-117194 ............ACCA..CUGGCCCCCCCGA.........UCCA......
+AF193754.1/4343-4142 ............GCCA..CUGAUA................UUAU......
+AL646079.1/157144-156965 ............GCCA..CCGCA..................CGA......
+AE016911.1/218236-218501 ............GCCA..CUGUUUUGGGCGCGUGU.....UCAC......
+AE016915.1/175048-174863 ............GCCA..CUGGCCC...............UUAG......
+BX321858.1/81804-81577 ............GCCA..CUGUGCU...............GUAU......
+BX571869.1/30799-30632 ............GCCA..CUGGUCG...............GAAA......
+L12006.1/1016-1191 .............CCA..CUGAUC................GCAA......
+AE016861.1/295441-295655 ............GCCA..CUGUGU................UUCG......
+AE016867.1/99125-99339 ............UCCA..CUGUGC................UCUG......
+AE004721.1/1433-1242 ............GCCA..CUGCG..................UGA......
+AE016786.1/232051-232274 ............ACCA..CUGUGCCUCGUA..........GUAC......
+AE016787.1/55358-55152 ............GCCA..CUGCGC................CAAC......
+AE016780.1/58096-58317 ............GCCA..CUGGAUG...............CCAG......
+AE004717.1/4221-4426 ............GCCA..CUGUGC................UCCG......
+AE016867.1/99066-98842 ............GCCA..CUGC..................UGCG......
+AE016783.1/53812-53604 ............ACCA..CUGUGC................UCAA......
+AE012421.1/6485-6262 ............GCCA..CUGUGC................ACAC......
+AE017248.1/199120-198939 ............GUCA..CUCGG.................GAAA......
+AE017252.1/282498-282294 ............GCCA..CUGU..................UAAU......
+AK109157.1/8-245 ............GCCA..CUGUGCCCC.............UCUC......
+U27616.3/1255-1032 ............GCCA..CUGAGCAU..............UCGU......
+#=GC SS_cons ............<<<...<<<<<<..........................
+
+Z94723.1/23034-23246 ..................................................
+AE017236.1/265189-265430 ..................................................
+BX248337.1/276050-275850 ..................................................
+AL939107.1/133849-134073 ..................................................
+AP005029.1/94508-94726 ..................................................
+AL939107.1/141879-142126 ..................................................
+AF263012.1/9229-9015 ..................................................
+AJ000758.1/1489-1668 ..................................................
+AJ000758.1/1191-1370 ..................................................
+AE017037.1/59439-59627 ..................................................
+AE017011.1/46644-46832 ..................................................
+AE017277.1/42695-42883 ..................................................
+AP001508.1/166824-166626 ..................................................
+AP001512.1/161758-161939 ..................................................
+AL591978.1/56481-56658 ..................................................
+AL596167.1/202425-202602 ..................................................
+AE015938.1/219824-220006 ..................................................
+AE015938.1/165030-165211 ..................................................
+AE015941.1/2960-3143 ..................................................
+AP003190.2/44501-44328 ..................................................
+AE015938.1/189936-190117 ..................................................
+AE015940.1/273052-272875 ..................................................
+AP003189.2/224311-224132 ..................................................
+AE015940.1/279870-279682 ..................................................
+AE015938.1/141777-141949 ..................................................
+AE015939.1/117645-117826 ..................................................
+AE007744.1/3364-3542 ..................................................
+AE015938.1/189808-189620 ..................................................
+AE015938.1/166402-166584 ..................................................
+AP003185.1/248249-248449 ..................................................
+AE015944.1/6900-6723 ..................................................
+AE013010.1/3537-3777 ..CUGAGCGCGUUAGUAAGGAGAAAAGAGGGAGAGAAAUUGCGUUCAGUU
+AE013011.1/30-270 ..CUGAGCGCGUUAGUAAGGAGAAAAGAGGGAGAGAAAUUGCGUUCAGUU
+AE010642.1/9064-8882 ..................................................
+AE010542.1/7559-7740 ..................................................
+AE010499.1/5969-5796 ..................................................
+AE005849.1/870-1059 ..................................................
+AE005721.1/1901-2129 ..........................................GCUGGUUC
+AF306632.1/382-181 ..................................................
+AP005942.1/132143-132345 ..................................................
+AP005952.1/179489-179275 ..................................................
+AP005947.1/24717-24919 ..................................................
+BX572595.1/86162-86360 ..................................................
+BX572594.1/100625-100429 ..................................................
+BX572608.1/190529-190732 ..................................................
+BX572600.1/273933-274129 ..................................................
+BX572599.1/256535-256331 ..................................................
+BX572599.1/247113-247314 ..................................................
+BX572595.1/100553-100338 ..................................................
+BX572599.1/259196-259407 ..................................................
+BX572596.1/50556-50756 ..................................................
+AE014432.2/6200-5972 .................................................U
+AE014570.1/13585-13353 ..................................................
+AE009726.1/9564-9351 ..................................................
+AL672113.1/43141-43341 ..................................................
+AP002997.2/56937-56739 ..................................................
+AP002997.2/104964-105169 ..................................................
+AP003013.2/206912-207118 ..................................................
+U45329.1/408-194 ..................................................
+AE008300.1/11923-11714 ..................................................
+AE008981.1/4074-4298 ..................................................
+AE008342.1/7843-8078 ..................................................
+AE009054.1/2448-2676 .............................................GGGGG
+AE009228.1/1838-1621 ..................................................
+AF010496.1/39869-39652 ..................................................
+AF010496.1/116971-117194 ..............................................CCGG
+AF193754.1/4343-4142 ..................................................
+AL646079.1/157144-156965 ..................................................
+AE016911.1/218236-218501 ...........GAUCUUUCGCCUGGCGUUGCCGGAAAAGACGGAGAGCAG
+AE016915.1/175048-174863 ..................................................
+BX321858.1/81804-81577 ..................................................
+BX571869.1/30799-30632 ..................................................
+L12006.1/1016-1191 ..................................................
+AE016861.1/295441-295655 ..................................................
+AE016867.1/99125-99339 ..................................................
+AE004721.1/1433-1242 ..................................................
+AE016786.1/232051-232274 ..................................................
+AE016787.1/55358-55152 ..................................................
+AE016780.1/58096-58317 ..................................................
+AE004717.1/4221-4426 ..................................................
+AE016867.1/99066-98842 ..................................................
+AE016783.1/53812-53604 ..................................................
+AE012421.1/6485-6262 ..................................................
+AE017248.1/199120-198939 ..................................................
+AE017252.1/282498-282294 ..................................................
+AK109157.1/8-245 ..................................................
+U27616.3/1255-1032 ..................................................
+#=GC SS_cons ..................................................
+
+Z94723.1/23034-23246 .AUCCGAGAC.UG.G.GA...AGC...GAU..GGCCAUUAGAAGC.....
+AE017236.1/265189-265430 .......GAC.UG.G.GA...AGC...GAC..GGCCACUAGGAAC.UGCC
+BX248337.1/276050-275850 ......CGAC.UG.G.GA...AGC...GAC..GGCCAGUAGGAGC.....
+AL939107.1/133849-134073 ....CGGGCC.CG.G.GA...AGC...GAC..GGCCAGUAGGUGU.....
+AP005029.1/94508-94726 ......GGCC.CG.G.GA...AGC...GAC..GGCCAGUAGGUGU.....
+AL939107.1/141879-142126 .GUUGGAGCC.CG.G.GA...AGC...GAC..GGCCGGUAGGUGC.....
+AF263012.1/9229-9015 .....GGGUC.UG.G.GA...AGC...GAC..GGCCACUAGGUGU.....
+AJ000758.1/1489-1668 ...........CG.G.GA...AGGC..GCA..AUCAAGUGAUGAA.....
+AJ000758.1/1191-1370 .......UCA.CG.G.GA...AGGU..UCU..CAAGUAGAAUGAU.....
+AE017037.1/59439-59627 .........A.CG.G.GA...AGGU.AAAA..GAAAUUAUAUGAA.....
+AE017011.1/46644-46832 .........A.CG.G.GA...AGGU.AAAA..GAAAUUAUAUGAA.....
+AE017277.1/42695-42883 .........A.CG.G.GA...AGGC.GAAA..GAAAUCAUAUGAA.....
+AP001508.1/166824-166626 ......UGGU.UG.G.GA...AGAC..UGU..UGCAAUGUUGAC......
+AP001512.1/161758-161939 ........GA.CG.G.GA...AGGG.GGCA..AGUACUCGAUGAA.....
+AL591978.1/56481-56658 .......UUC.CG.G.GA...AGAC..UGG..UGAGUAGGAUGAU.....
+AL596167.1/202425-202602 .......UUC.CG.G.GA...AGAC..UGG..UGAGUAGGUUGAU.....
+AE015938.1/219824-220006 .......UCU.UG.A.GA...AGGC..GGA..AAUAAAUGAUGAA.....
+AE015938.1/165030-165211 ........AA.CG.G.GA...AGG...AGA..AUCUAUAAAAACU.....
+AE015941.1/2960-3143 .......CAA.UG.G.GA...AGGC..AAU..GAUGUACUAUGA......
+AP003190.2/44501-44328 ....UAGUCA.UG.G.AA...AGGA..UUG..UUUUAGGAUGAU......
+AE015938.1/189936-190117 .......UCU.CG.A.GA...AGGU..GGA..AAUAAAUGAUGAA.....
+AE015940.1/273052-272875 .......AUC.UG.G.GA...AGGU.AUGA..AAAAAUAAUGAA......
+AP003189.2/224311-224132 .......AAU.UG.G.GA...AGGG..AGA..AAUGAGGAUAAG......
+AE015940.1/279870-279682 .........A.UG.G.GA...AGGC.UUUG..UACUAUGUUGAUU.....
+AE015938.1/141777-141949 ....AGGGAA.GG.G.GA...AGGG..AAA..GACAAGGGUGAA......
+AE015939.1/117645-117826 ........AA.UG.G.GA...AGGC..AGA..AGAAAAUUAUGAU.....
+AE007744.1/3364-3542 .......CUC.UG.G.GA...AGGA..UGG..UUGAGGCUAAA.......
+AE015938.1/189808-189620 ........AA.GGAG.GA...AGGU..AAA..GGUUAGAAUGAU......
+AE015938.1/166402-166584 ....UUUAUC.UG.G.GA...AGGU..UAG..AAAUUAGGAAGAA.....
+AP003185.1/248249-248449 .....UAUUU.UG.G.GA...AGGC.CACA..AAAAGUGAUGAU......
+AE015944.1/6900-6723 .........C.UG.G.GA...AGGA..AGG..AUAAGGAAGAAA......
+AE013010.1/3537-3777 GAGUGCCGGG.UG.G.GA...AGGC..AGG..GUGGAGGAUGAG......
+AE013011.1/30-270 GAGUGCCGGA.UG.G.GA...AGGC..AGG..GUGGAGGAUGAG......
+AE010642.1/9064-8882 .........C.UG.G.GA...AGGU..AUG..AAAGUAAGGUGAA.....
+AE010542.1/7559-7740 .......AUU.UG.G.GA...AGGU.AAAG..AAAUAUAAA.........
+AE010499.1/5969-5796 .........C.UG.G.GA...AGGU..GUA..AAAGUAGGUUGAA.....
+AE005849.1/870-1059 ......GGCC.UG.G.GA...AGGC..GAC..GCCCAGAAGCAUU.....
+AE005721.1/1901-2129 GGGGAUGCGU.CG.G.GA...AGGCCAGGG..CAGGGGUGACGAC.....
+AF306632.1/382-181 .....GGCUU.CG.G.GA...AGGC.CGGA..CAGCAGCGAUGAC.....
+AP005942.1/132143-132345 .....GGCUU.CG.G.GA...AGGC.CGGA..CAGCAGCGAUGAC.....
+AP005952.1/179489-179275 .....GGUCC.UG.G.GA...AGGC..GAC..GUAAGGUAACGAC.....
+AP005947.1/24717-24919 ...CGGU.CC.CG.G.GA...AGGC..GAC..GAAGUGGUGACGA.....
+BX572595.1/86162-86360 ........CC.UG.G.GA...AGGC..GGC..GAAUGGCGGCGAC.....
+BX572594.1/100625-100429 ......GUCC.UG.G.GA...AGGC..GGU..GAACGGCAACGAC.....
+BX572608.1/190529-190732 .....GGUCC.UG.G.GA...AGGC..GAC..GGAAGAUCAA........
+BX572600.1/273933-274129 .......UCC.CG.G.GA...AGGU.CGAA..CAAAGGCGAUGAC.....
+BX572599.1/256535-256331 .......AUC.CG.G.GA...AGGC..CGC..GUCGGCGACGAC......
+BX572599.1/247113-247314 ......CGGU.CG.G.GA...AGGC..GGA..CGCGCCGGAUAU......
+BX572595.1/100553-100338 .....UUGCC.CG.G.GA...AGGC..GAA..GGAUUGCGACGAC.....
+BX572599.1/259196-259407 ....GCCGCU.CG.G.GA...AGGC..GAC..CGGGACAAUGU.......
+BX572596.1/50556-50756 .....GGCGU.CG.G.GA...AGGC..GGU..CCAGGCGAUAU.......
+AE014432.2/6200-5972 AUGCUGCAAU.CG.G.GA...AGGC.GGAG..GCAAAGCGAAGAC.....
+AE014570.1/13585-13353 ......GGCA.CG.G.GA...AGGC.AGAU..GGACGGCGAUUAU.....
+AE009726.1/9564-9351 ........GC.CG.G.GA...AGGC..GGG..UGGAAGCGUUGAG.....
+AL672113.1/43141-43341 .....GGCCU.CG.G.GA...AGAC..GGG..CAGAGGCUUUGAC.....
+AP002997.2/56937-56739 .......CUU.CG.G.GA...AGGU..GGG..GAAGGGCGCUGAU.....
+AP002997.2/104964-105169 .......UCC.CG.G.GA...AGGC..GGCACCCAAGGCGAUGAC.....
+AP003013.2/206912-207118 .......GGC.UG.G.GA...AGGC.AGGA..UUGCGCUGAGAC......
+U45329.1/408-194 .......GGC.CG.A.UA...AGGC..GGA..CAAAGCCCAGAC......
+AE008300.1/11923-11714 .......CCU.CG.G.GA...AGAC..GGA..CCAAAGCUAUGAC.....
+AE008981.1/4074-4298 ......GCUC.CG.G.GA...AGGC.UGGA..AUAGAUGUUGUGA.....
+AE008342.1/7843-8078 ....GGAAUG.CG.G.GA...AGGC.AGAU..GAGGGACGCAAAU.....
+AE009054.1/2448-2676 AAGGCAAUGC.CG.G.GA...AGGU..GUU..UCAGGUUUUGAC......
+AE009228.1/1838-1621 ..GAUCGGUU.CG.G.GA...AGGC..GGU..GACAGGGUGUUGA.....
+AF010496.1/39869-39652 ..CGCGGGGC.CG.G.GA...AGGU..GGG..GAAGCCACGAC.......
+AF010496.1/116971-117194 GGAGAACGGC.CG.G.GA...AGGU..GAC..CCGAGUUGAUCGA.....
+AF193754.1/4343-4142 .......UAU.CG.G.GA...AGGC.UGAU..CGGACGCGGUGAC.....
+AL646079.1/157144-156965 ........UGCCG.G.GA...AGGC..GGC..GCCAGGCGAUGAC.....
+AE016911.1/218236-218501 GCUUCCAGAA.UG.G.GA...AGGC..GCG..CCGCCGGCAA........
+AE016915.1/175048-174863 ....CAAGGU.CG.G.GA...AGGC..GGC..GCCCGGACGGCGA.....
+BX321858.1/81804-81577 ......GGCA.CG.G.GA...AGGC..GCA..GAAUCAGGAAAAC.....
+BX571869.1/30799-30632 .......GAC.UG.G.GA...AGGU.UGCG..GGGAAGGGUGAC......
+L12006.1/1016-1191 .......GAU.UG.G.GA...AGG...ACG..GGCGAGGAGGAC......
+AE016861.1/295441-295655 .......ACA.CG.G.GA...AGGC..GCG..CAGCCGGGGUAAC.....
+AE016867.1/99125-99339 .......GCA.UG.G.GA...AGGU..GAC..CUUGAAGGUCUGA.....
+AE004721.1/1433-1242 ........CG.CG.G.GA...AGGC..GGG..GAACCGGCGGAGA.....
+AE016786.1/232051-232274 ......GGCA.UG.G.GA...AGGU..GAC..GCGUUCCAGGAGC.....
+AE016787.1/55358-55152 .......GCG.CG.G.GA...AGGC..GUC..AUCCCGCCAGCCC.....
+AE016780.1/58096-58317 ......CAUC.CG.G.GA...AGGC..GCG..CAGGCCAGGGCCA.....
+AE004717.1/4221-4426 .......GCA.UG.G.GA...AGGC..GAG..GAUUUCACGACCC.....
+AE016867.1/99066-98842 .........G.CG.G.GA...AGGC..GCG..AUGAAUGUGUGUC.....
+AE016783.1/53812-53604 .......GCA.UG.G.GA...AGGU..GAA..GGUUUCAUGCCCC.....
+AE012421.1/6485-6262 .......GCA.UG.G.GA...AGGC..GCG..GUACCGGAAGCGC.....
+AE017248.1/199120-198939 ........UC.GG.G.GA...AGGC..UUA..AAAAGAUGAUGAA.....
+AE017252.1/282498-282294 .........A.UG.G.GA...AGGC..GAU..AAACUUUAAAU.......
+AK109157.1/8-245 .....GGGCA.UG.G.GA...AGGC..GCG..GCAGGCUUGCCAC.....
+U27616.3/1255-1032 .......GUU.CG.G.GA...AGGC..GGA..GGACCGAUGAAGA.....
+#=GC SS_cons .......>>>.>>.>.......>>>..>>>..>>>...............
+
+Z94723.1/23034-23246 .............................................ACCUA
+AE017236.1/265189-265430 CGGCUCCUCGGCGGCCCUUCGGGACCGCAUCGUCGGCCGGGCACGCACCA
+BX248337.1/276050-275850 .............................................ACCCA
+AL939107.1/133849-134073 .........................................CCUCCGGAC
+AP005029.1/94508-94726 ..........................................CCUCCGUA
+AL939107.1/141879-142126 ..............................CCGCCGGUGAUCCGUGUCCC
+AF263012.1/9229-9015 .............................................CUGCC
+AJ000758.1/1489-1668 ..................................................
+AJ000758.1/1191-1370 ..................................................
+AE017037.1/59439-59627 ..................................................
+AE017011.1/46644-46832 ..................................................
+AE017277.1/42695-42883 ..................................................
+AP001508.1/166824-166626 ..................................................
+AP001512.1/161758-161939 ..................................................
+AL591978.1/56481-56658 ..................................................
+AL596167.1/202425-202602 ..................................................
+AE015938.1/219824-220006 ..................................................
+AE015938.1/165030-165211 ..................................................
+AE015941.1/2960-3143 ..................................................
+AP003190.2/44501-44328 ..................................................
+AE015938.1/189936-190117 ..................................................
+AE015940.1/273052-272875 ..................................................
+AP003189.2/224311-224132 ..................................................
+AE015940.1/279870-279682 ..................................................
+AE015938.1/141777-141949 ..................................................
+AE015939.1/117645-117826 ..................................................
+AE007744.1/3364-3542 ..................................................
+AE015938.1/189808-189620 ..................................................
+AE015938.1/166402-166584 ..................................................
+AP003185.1/248249-248449 ..................................................
+AE015944.1/6900-6723 ..................................................
+AE013010.1/3537-3777 ..................................................
+AE013011.1/30-270 ..................................................
+AE010642.1/9064-8882 ..................................................
+AE010542.1/7559-7740 ..................................................
+AE010499.1/5969-5796 ..................................................
+AE005849.1/870-1059 ..................................................
+AE005721.1/1901-2129 ..................................................
+AF306632.1/382-181 ..................................................
+AP005942.1/132143-132345 ..................................................
+AP005952.1/179489-179275 ..................................................
+AP005947.1/24717-24919 ..................................................
+BX572595.1/86162-86360 ..................................................
+BX572594.1/100625-100429 ..................................................
+BX572608.1/190529-190732 ..................................................
+BX572600.1/273933-274129 ..................................................
+BX572599.1/256535-256331 ..................................................
+BX572599.1/247113-247314 ..................................................
+BX572595.1/100553-100338 ..................................................
+BX572599.1/259196-259407 ..................................................
+BX572596.1/50556-50756 ..................................................
+AE014432.2/6200-5972 ..................................................
+AE014570.1/13585-13353 ..................................................
+AE009726.1/9564-9351 ..................................................
+AL672113.1/43141-43341 ..................................................
+AP002997.2/56937-56739 ..................................................
+AP002997.2/104964-105169 ..................................................
+AP003013.2/206912-207118 ..................................................
+U45329.1/408-194 ..................................................
+AE008300.1/11923-11714 ..................................................
+AE008981.1/4074-4298 ..................................................
+AE008342.1/7843-8078 ..................................................
+AE009054.1/2448-2676 ..................................................
+AE009228.1/1838-1621 ..................................................
+AF010496.1/39869-39652 ..................................................
+AF010496.1/116971-117194 ..................................................
+AF193754.1/4343-4142 ..................................................
+AL646079.1/157144-156965 ..................................................
+AE016911.1/218236-218501 ..................................................
+AE016915.1/175048-174863 ..................................................
+BX321858.1/81804-81577 ..................................................
+BX571869.1/30799-30632 ..................................................
+L12006.1/1016-1191 ..................................................
+AE016861.1/295441-295655 ..................................................
+AE016867.1/99125-99339 .........................................ACGCACACG
+AE004721.1/1433-1242 ..................................................
+AE016786.1/232051-232274 ..................................................
+AE016787.1/55358-55152 ............................................GAACGG
+AE016780.1/58096-58317 ..................................................
+AE004717.1/4221-4426 ..................................................
+AE016867.1/99066-98842 ................................GGCAAGGUGUUCAACGCC
+AE016783.1/53812-53604 ..................................................
+AE012421.1/6485-6262 ..................................................
+AE017248.1/199120-198939 ..................................................
+AE017252.1/282498-282294 ..................................................
+AK109157.1/8-245 ......................................GGUGGAUUCGUC
+U27616.3/1255-1032 ..................................................
+#=GC SS_cons ..................................................
+
+Z94723.1/23034-23246 UCCAGUGCGCGCCUGC..GA..GUCCGAAGACCU...GCCGGCUGUGUCG
+AE017236.1/265189-265430 CCCGGUGCGCGCCUGC..GA..GUCCGGAGACCU...GCCAGCUGUGCCG
+BX248337.1/276050-275850 CCGGGUGCGAGCCUGC..GA..GUCCGAAGACCU...GCCAGCCGUGCCG
+AL939107.1/133849-134073 AGGAGGGUGGGCCCGC..GA..GUCCGAAGACCU...GCCACCUGCCCGC
+AP005029.1/94508-94726 CGGAGGGCGUGCUCGC..GA..GUCCGAAGACCU...GCCCGCUGCCCGU
+AL939107.1/141879-142126 CGGUGAGCGCGCCCAC..GA..GUCCGAAGACCU...GCCACUGCGCCCG
+AF263012.1/9229-9015 CGGCAGACGUGCCCGC..GA..GUCCGAAGACCU...GCCCGCUGCCCGC
+AJ000758.1/1489-1668 .............UCG..AA..GUCAGGAAACCA...GCCUUUUUCUAAU
+AJ000758.1/1191-1370 ............ACAC..AA..GUCAGGAGACCU...GUCUUUAUUGUGA
+AE017037.1/59439-59627 ............GCAU..AA..GUCAGGAGACCU...GCCUGUUUUAACA
+AE017011.1/46644-46832 ............GCAU..AA..GUCAGGAGACCU...GCCUGUUUUAACA
+AE017277.1/42695-42883 ............GCAU..AA..GUCAGGAGACCU...GCCUGUUUUAACA
+AP001508.1/166824-166626 ............GCUA..GA..GCCAGGAGACCU...GCCUGUUCUAACA
+AP001512.1/161758-161939 .............CAU..AA..GUCAGGAGACCU...GCCUUUCAGUUUG
+AL591978.1/56481-56658 .............GUU..AA..GUCAGGAGACC....GCUUUUAUAUUCG
+AL596167.1/202425-202602 .............GAU..AA..GUCAGGAGACC....GCUAGUAUAUUCG
+AE015938.1/219824-220006 ............CCAU..AA..GUCAGGAGACCU...GCUUUAUAAGAAU
+AE015938.1/165030-165211 .......AUGAACUGU..AA..GUCAGGAGACCU...GCCUUUUUUUAAU
+AE015941.1/2960-3143 ............UCUC..AA..GUCAGGAGACCU...ACCAUAAAAACUU
+AP003190.2/44501-44328 ............UUAU..UA..GCCAGGAGACCU...GCCUAGUAUGCUA
+AE015938.1/189936-190117 ............CCAU..AA..GUCAGGAGACCU...GCUUUAUAUUUAA
+AE015940.1/273052-272875 .............CCU..AA..GUCAGAAUACCU...ACCUAAAUUAAAU
+AP003189.2/224311-224132 ............CCUU..AA..GUCAGGAUACCU...GCCUAAAGAUCAU
+AE015940.1/279870-279682 .............UUU..AA..GUCAGAAGACCU...GCCUGUUGUUAUA
+AE015938.1/141777-141949 ............UCAU..GA..GCCAGGAGACCU...GCCUGUAUAUGAA
+AE015939.1/117645-117826 ............ACUC..GA..GCCAGAAUAUCU...GCCUAUUUUAUUC
+AE007744.1/3364-3542 ............CUGU..GA..GCCAGGAGACCU...ACCUAAAAUAUUA
+AE015938.1/189808-189620 ............UCUU..AA..GCCAGGAGACCU...GCCUAGAUUGUUA
+AE015938.1/166402-166584 .............GCU..AA..GCCAGGAAACCU...GCCUAAUAAGUGU
+AP003185.1/248249-248449 ............ACUU..GA..GCCAGAAGACCU...GCCUAUUUUUAAA
+AE015944.1/6900-6723 .............CUA..AA..GUCAGGAGAACU...GCCUAAAAUAUAU
+AE013010.1/3537-3777 ............UCCC..GA..GCCAGGAGACCU...GCCAUAAGGUUUU
+AE013011.1/30-270 ............UCCC..GA..GCCAGGAGACCU...GCCAUAAGGUUUU
+AE010642.1/9064-8882 .............GCA..AA..GUCAGGAGACUU...ACCAUUAUAUUAA
+AE010542.1/7559-7740 ............UCAU..AA..GUCAGAAGACCU...GCAUAAUUGAAUU
+AE010499.1/5969-5796 .............ACU..AA..GUCAGGAGACUU...ACCAUUAUUUUAU
+AE005849.1/870-1059 .........GACCCGU..GA..GCCAGGAGACCU...GCCCGGCGCAGUC
+AE005721.1/1901-2129 ............CCGU..GA..GCCAGGAGACCU...GCCUCGACAGAUA
+AF306632.1/382-181 ............CAGC..AA..GCCAGGAGACCG...GCCCCGACAAUAU
+AP005942.1/132143-132345 ............CAGC..AA..GCCAGGAGACCG...GCCCCGACAAUAU
+AP005952.1/179489-179275 ............CCGC..GA..GCCAGGAGACCU...GCCGUCAGCCGUG
+AP005947.1/24717-24919 ...........CCCGC..GA..GCCAGGAGACCU...GCCGUCAGCCGUG
+BX572595.1/86162-86360 ............UCGC..GA..GCCAGGAGACCU...GCCAUCGCGUAUU
+BX572594.1/100625-100429 ............CCGC..GA..GCCAGGAGACCU...GCCGUCAGUCGUG
+BX572608.1/190529-190732 ............CCGC..GA..GCCAGGAGACCU...GCCGUCAUUCGUG
+BX572600.1/273933-274129 ............CCGC..GA..GCCAGGAGACCU...GCCUCGUCGAACG
+BX572599.1/256535-256331 ............CCGU..GA..GCCAGGAGACCU...GCCGUCGCCUGCU
+BX572599.1/247113-247314 ............CCGC..GA..GCCAGGAGACCG...GCCGGUACAAGGU
+BX572595.1/100553-100338 ............CCGU..GA..GCCAGGAGACCG...GCCUGAGUACGUC
+BX572599.1/259196-259407 ............CCGC..GA..GCCAGGAGACCG...GCCGAAGUCCGCA
+BX572596.1/50556-50756 ............CCGU..GA..GCCAGGAGACCG...GCCGAAGACGGGA
+AE014432.2/6200-5972 ............CCGG..AA..GUCAGGAGACCU...GCCGUAUCCGGUC
+AE014570.1/13585-13353 ............CCGC..AA..GCCAGGAGACCU...GCCGUCUUACGUA
+AE009726.1/9564-9351 ............CCGU..GA..GCCAGGAGACCU...GCCUUGAGCGUGA
+AL672113.1/43141-43341 ............CCGC..GA..GCCAGGAGACCU...GCCACGACGAACA
+AP002997.2/56937-56739 ............CCGU..GA..GCCAGGAGACCU...GCCGACGACGGCA
+AP002997.2/104964-105169 ............CCGC..GA..GCCAGGAGACCU...GCCGUCUGCGACA
+AP003013.2/206912-207118 ............CCGC..GA..GCCAGGAGACCU...GCCAUCACUGAGU
+U45329.1/408-194 ............CCGU..GA..GCCAGGAGACCU...GCCGAUAAGCAUG
+AE008300.1/11923-11714 ............CCGC..AA..GCCAGGAGACCU...GCCGCGAUAGAUA
+AE008981.1/4074-4298 ...........CCCGC..AA..GUCAGGAGACCU...GCCUUGAGCGCAA
+AE008342.1/7843-8078 ............CCGU..GA..GCCAGGAGACCU...GCCGUCAAAAUGG
+AE009054.1/2448-2676 ............CCGU..AA..GCCAGGAGACCU...GCCAUCACGGAAA
+AE009228.1/1838-1621 .........UAGCCGC..AA..GCCAGGAGACCU...GCCGUUUCAGGAA
+AF010496.1/39869-39652 ............CCGC..AA..GUCAGGAGACCU...GCCAUCAGCGUCA
+AF010496.1/116971-117194 ...........ACCGC..AA..GUCAGGAGACCU...GCCAUCGCUCUGG
+AF193754.1/4343-4142 ............CCGU.CAA..GUCAGGAGACCU...GCCUUAAACCAAG
+AL646079.1/157144-156965 ............GCGC..GA..GCCAGGAGACCG...GCCAUCUCCUUCU
+AE016911.1/218236-218501 ............GGCC..CA..GCCCGGAGACCG...GCCUGCGUCGCCC
+AE016915.1/175048-174863 ...........CGCGC..GA..GCCAGGAGACCG...GCCGUCAAACGUG
+BX321858.1/81804-81577 .ACAGCUUCCGCUCAU..AA..GUCCGGAGACCG...GCCUGAAGCAAUA
+BX571869.1/30799-30632 .............GCU..AA..GCCAGAAGACCG...ACCUGACAGGCAC
+L12006.1/1016-1191 .............GCU..AA..GCCAGAAGACCU...GCCUGUCGGUGAU
+AE016861.1/295441-295655 ........CCGCUCAU..GA..GCCCGGAGACCG...GCCUGAACCACUC
+AE016867.1/99125-99339 UGUUCAAGCCCCUCGC..GA..GCCCGGAGACCG...GCCCGACAUUUUU
+AE004721.1/1433-1242 .....CGCCAGACCGU..GA..GCCAGGAGACCU...GCCUCGUCGAUCC
+AE016786.1/232051-232274 .CCAGCUCUUCCUCGC..AA..GCCCGGAGACCG...GCCUGGCGUUCAU
+AE016787.1/55358-55152 GGACAUGGAACGGUGC..AA..GCCAGGAGACCU...GCCUCGUCACGUU
+AE016780.1/58096-58317 ....AGGCCCACUCAC..AA..GCCCGGAGACCG...GCCUGAUACUGCC
+AE004717.1/4221-4426 ............UCGC..AA..GCCCGGAGACCG...GCCUGCAACGCCC
+AE016867.1/99066-98842 CGCCACACGCUGCCGU..GA..GCCAGGAGACCU...GCCUCGAACCGGG
+AE016783.1/53812-53604 ............UCGC..AA..GCCCGGAGACCG...GCCUGGAGCUUCA
+AE012421.1/6485-6262 ..AGGCUUCCACUCGC..GA..GCCCGGAGACCG...GCCUGAGGGAUUG
+AE017248.1/199120-198939 ............GCUC.GAA..GUCAGAAUACCU...GCCUGUAAAGGAC
+AE017252.1/282498-282294 .............CAU..AA..GUCAGGAGACCU...GCCUAUUUGUAUU
+AK109157.1/8-245 CGCCGCGGCCACUCGC..AA..GCCCGGAUACCG...GCCUGACGCAAUG
+U27616.3/1255-1032 ...........CCCGG..AA..GUCAGGAGACCU...GCCGUAUCCAGUC
+#=GC SS_cons ............>>>>........>>>....>>>...>>>>>>.......
+
+Z94723.1/23034-23246 GGCGCGCC
+AE017236.1/265189-265430 GGCGCGCC
+BX248337.1/276050-275850 GACGCGCC
+AL939107.1/133849-134073 GCGCGGAC
+AP005029.1/94508-94726 GCGCGACC
+AL939107.1/141879-142126 UACGCGAU
+AF263012.1/9229-9015 ACGCGACC
+AJ000758.1/1489-1668 GCUAAGCU
+AJ000758.1/1191-1370 AGUUUCUA
+AE017037.1/59439-59627 ACACUGAU
+AE017011.1/46644-46832 ACACUGAU
+AE017277.1/42695-42883 ACACUGAU
+AP001508.1/166824-166626 GCACUGCU
+AP001512.1/161758-161939 AGUGUGUA
+AL591978.1/56481-56658 AUAUCCAA
+AL596167.1/202425-202602 AUAUCCAA
+AE015938.1/219824-220006 AAAUAUAC
+AE015938.1/165030-165211 UAAACAUU
+AE015941.1/2960-3143 AUACAAUU
+AP003190.2/44501-44328 UUCUUAUU
+AE015938.1/189936-190117 GAUGCAGC
+AE015940.1/273052-272875 ACACUAUA
+AP003189.2/224311-224132 GAACUAAG
+AE015940.1/279870-279682 GAUCAUAC
+AE015938.1/141777-141949 AGAUAAAC
+AE015939.1/117645-117826 ACUAUAGC
+AE007744.1/3364-3542 UGGAACUU
+AE015938.1/189808-189620 AAAUCCUC
+AE015938.1/166402-166584 UAAUUCUU
+AP003185.1/248249-248449 ACAUCAAG
+AE015944.1/6900-6723 UACUUCGG
+AE013010.1/3537-3777 AGAAGUUC
+AE013011.1/30-270 UAAAAGUU
+AE010642.1/9064-8882 UAUUUAUA
+AE010542.1/7559-7740 ACUCUAUC
+AE010499.1/5969-5796 AUUAAACU
+AE005849.1/870-1059 GUUCAUCG
+AE005721.1/1901-2129 ACGUCCUC
+AF306632.1/382-181 AUUGGUCC
+AP005942.1/132143-132345 AUUGGUCC
+AP005952.1/179489-179275 GUCACACG
+AP005947.1/24717-24919 GUCACACG
+BX572595.1/86162-86360 GUGCUUUG
+BX572594.1/100625-100429 GUCACACG
+BX572608.1/190529-190732 GUCACACG
+BX572600.1/273933-274129 AAACGUCC
+BX572599.1/256535-256331 AUGUUGAC
+BX572599.1/247113-247314 GUGCAACU
+BX572595.1/100553-100338 AUCUUCCA
+BX572599.1/259196-259407 ACCAAGCC
+BX572596.1/50556-50756 AGCAUCUA
+AE014432.2/6200-5972 ACCCAUGC
+AE014570.1/13585-13353 GUCCAUUG
+AE009726.1/9564-9351 ACGUCCAC
+AL672113.1/43141-43341 ACGUCCAC
+AP002997.2/56937-56739 AAACUGAC
+AP002997.2/104964-105169 AAAGAAUC
+AP003013.2/206912-207118 UGACCGGA
+U45329.1/408-194 CGCGAAAG
+AE008300.1/11923-11714 ACGUCCAC
+AE008981.1/4074-4298 AUGUCCAC
+AE008342.1/7843-8078 AAACCAUC
+AE009054.1/2448-2676 UAUCCAUG
+AE009228.1/1838-1621 AAAGCGUC
+AF010496.1/39869-39652 UCAACCGC
+AF010496.1/116971-117194 CGUCGCAA
+AF193754.1/4343-4142 UCAUCCAC
+AL646079.1/157144-156965 GUCGACGU
+AE016911.1/218236-218501 CGGCCGGA
+AE016915.1/175048-174863 UCGACGCA
+BX321858.1/81804-81577 UCAUGUUA
+BX571869.1/30799-30632 GAGACAUU
+L12006.1/1016-1191 AACCAACA
+AE016861.1/295441-295655 AAUGGCAU
+AE016867.1/99125-99339 CCAAUGAC
+AE004721.1/1433-1242 CGUGGCGC
+AE016786.1/232051-232274 GAACACCC
+AE016787.1/55358-55152 UUCGACUU
+AE016780.1/58096-58317 AACGGCAU
+AE004717.1/4221-4426 UGUUGGCA
+AE016867.1/99066-98842 CUGACAAA
+AE016783.1/53812-53604 CUUGGCAA
+AE012421.1/6485-6262 ACCCGGCA
+AE017248.1/199120-198939 UAAGCCUU
+AE017252.1/282498-282294 ACGAAAUC
+AK109157.1/8-245 GGAGCCGG
+U27616.3/1255-1032 ACCCAUGG
+#=GC SS_cons ........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00174.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00174.idx
new file mode 100644
index 0000000..eaee806
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00174.idx
@@ -0,0 +1,66 @@
+BX248356.1/172244-172444
+BX248357.1/28572-28772
+AL583923.1/215513-215333
+AY033236.1/563-353
+AY033235.1/252-496
+AP005033.1/201735-201896
+AL939123.1/7488-7321
+AL939110.1/156680-156867
+AP005044.1/159223-159033
+AL939125.1/243385-243171
+AP005030.1/142199-142427
+AP005046.1/196624-196437
+AJ295339.2/5-215
+AL939130.1/261334-261631
+AL939107.1/140625-140436
+AL939107.1/147400-147583
+AY043208.1/560-782
+AE016933.1/293262-293468
+AE016932.1/22310-22515
+AE016934.1/49817-49625
+AE016934.1/218065-217852
+AE016934.1/101000-101187
+AE017176.1/130222-129963
+AE017174.1/95859-95679
+AE017174.1/143751-143548
+AE017176.1/287850-287663
+AE017174.1/111334-111550
+AE012820.1/3705-3927
+AE012832.1/3064-3332
+AE012858.1/6757-6937
+AE012818.1/1974-2213
+AE012817.1/569-357
+BX569694.1/273573-273792
+AP001508.1/5769-5939
+AP001509.1/273579-273768
+AP001508.1/228774-228971
+AL596167.1/167425-167616
+AE007648.1/1506-1693
+AP003189.2/34729-34907
+AE016952.1/63114-62943
+BX294140.1/211185-211419
+BX294144.1/76053-76292
+AP005947.1/7905-8125
+AP005947.1/21272-21492
+AE014429.2/552-315
+AP003011.2/321703-321523
+AP003005.2/245680-245479
+AE009122.1/6687-6504
+AL591789.1/35311-34896
+AL591785.1/88210-88413
+AF010496.1/105318-105541
+AF193754.1/24966-24788
+AL646070.1/4253-3997
+AE015548.1/1057-1279
+AE015526.1/127-357
+M10112.1/56-247
+AJ414159.1/142249-141989
+M34485.1/360-150
+AE016783.1/50062-49864
+AE004721.1/1492-1697
+AE004716.1/11608-11412
+AE016867.1/236456-236654
+AE004105.1/5235-5438
+AE011604.1/13614-13434
+AE011315.1/3428-3605
+AE017249.1/124649-124462
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00174.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00174.raw
new file mode 100644
index 0000000..a1d5ac9
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00174.raw
@@ -0,0 +1,426 @@
+>Z94723.1/23034-23246
+CACACGGCGCCAGUAUCGAGUGAUGCUAGCUCAGCAUCGCGAGAGGGAACCCGGUGAGAA
+UCCGGGACUGUCCCGCAGCGGUAUGCAGGAACGACCGCCGUCUGGAAGCACUGGUCUUAG
+AAAAAUCCGAGACUGGGAAGCGAUGGCCAUUAGAAGCACCUAUCCAGUGCGCGCCUGCGA
+GUCCGAAGACCUGCCGGCUGUGUCGGGCGCGCC
+>AE017236.1/265189-265430
+AUCGAGCGAAGCAACGUUAGUAACGCUUCGUAAGAGGGAACCCGGUGAGAAUCCGGGACU
+GUCCCGCAACGGUAUGCAGGAACGACCGCCGUCACCAGCACUGGUCGCAAGACUGGGAAG
+CGACGGCCACUAGGAACUGCCCGGCUCCUCGGCGGCCCUUCGGGACCGCAUCGUCGGCCG
+GGCACGCACCACCCGGUGCGCGCCUGCGAGUCCGGAGACCUGCCAGCUGUGCCGGGCGCG
+CC
+>BX248337.1/276050-275850
+GGCAUCGAGCGGGGCAACGAUGCUUCGCGAGAGGGAACCUGGUGAGAAUCCGGGACUGUC
+CCGCAGCGGUAUGCAGGAACGACCGCCGUCUUGGAAGUAGACAAGCACUGGUCUCAACGA
+CUGGGAAGCGACGGCCAGUAGGAGCACCCACCGGGUGCGAGCCUGCGAGUCCGAAGACCU
+GCCAGCCGUGCCGGACGCGCC
+>AL939107.1/133849-134073
+AGGCUGGCCCGUGCAGCUGGUUCGCCCCGUCCGCCAGGCGGGAUGCGUCGCAAGAGGGAA
+CCCGGUGGGAAUCCGGGACUGCCCCGCAGCGGUGAGCGGGAACGACCGCCGUCAUACGCA
+CUGGGCCCGACGUACCGGGCCCGGGAAGCGACGGCCAGUAGGUGUCCUCCGGACAGGAGG
+GUGGGCCCGCGAGUCCGAAGACCUGCCACCUGCCCGCGCGCGGAC
+>AP005029.1/94508-94726
+AGGCUGGGUGGUGCAGCUGGUUCGCCCCGUCCGCCAGGCGGGAGGCGUCGUAAGAGGGAA
+CCCGGCGGGAAUCCGGGACUGCCCCGCAGCGGUGAGUGGGAACGAACGCUGUCAUACGCA
+CUGGGCCCAAAAGGCCCGGGAAGCGACGGCCAGUAGGUGUCCUCCGUACGGAGGGCGUGC
+UCGCGAGUCCGAAGACCUGCCCGCUGCCCGUGCGCGACC
+>AL939107.1/141879-142126
+ACGCUGAUGCCCGCAGUUGGUUCGCGCCUCCUGUCCGAUCAGGUCUCGGCGGCGCGACGC
+AAGAGGGAACCCGGUGGGAAUCCGGGACUGUCCCGCAGCGGUGAGUGGGAACGAAAGCCG
+UCAACAGCACUGGGCCCCAGAUGAGUUGGAGCCCGGGAAGCGACGGCCGGUAGGUGCCCG
+CCGGUGAUCCGUGUCCCCGGUGAGCGCGCCCACGAGUCCGAAGACCUGCCACUGCGCCCG
+UACGCGAU
+>AF263012.1/9229-9015
+AGGCUGACCGGUGCAGCUGGUUCGCCCUGUCCGCCAGGCAGGGUGUCGCAAGAGGGAACC
+CGGUGGAAAUCCGGGACUGCCCCGCAGCGGUGAGUGGGAACGACCGCCGUCAUACGCACU
+GGGCCCGGACGGGUCUGGGAAGCGACGGCCACUAGGUGUCUGCCCGGCAGACGUGCCCGC
+GAGUCCGAAGACCUGCCCGCUGCCCGCACGCGACC
+>AJ000758.1/1489-1668
+CAUAUCGUGCAAAAAAAAGGUGCGUAAUAUUUACAUUGCGUUAAAUGGGAAGUCUGGUGU
+GAAGCCAGCGCGUACCCGCCACUGUGAAGAGGAGCUGAUUGCAUUUGCCACUGUAUUCGG
+GAAGGCGCAAUCAAGUGAUGAAUCGAAGUCAGGAAACCAGCCUUUUUCUAAUGCUAAGCU
+>AJ000758.1/1191-1370
+UCAAACAGCAACAGUAAAGGUGCCAAGAAGGCUUAAUAGGGAAACUGGUGAAAGACCAGU
+ACUGCCCCCGCAACUGUAAGUGUGGACGAACGAGUAUAACCACUGUGAAAAAAUCACGGG
+AAGGUUCUCAAGUAGAAUGAUACACAAGUCAGGAGACCUGUCUUUAUUGUGAAGUUUCUA
+>AE017037.1/59439-59627
+CCUUUCAAAAGGAAAAUAGGUACACGAACAUUUCGUUUCGUGUUUAAAAGGGAAGCUUGG
+UGAAACUCCAACACGGUCCCGCCACUGUAAAUGCUGAGAUUUCUUUUUGAUACCACUGUG
+AAAACGGGAAGGUAAAAGAAAUUAUAUGAAGCAUAAGUCAGGAGACCUGCCUGUUUUAAC
+AACACUGAU
+>AE017011.1/46644-46832
+CCUUUCAAAAGGAAAAUAGGUACACGAAAGUUUUGUUUCGUGUUUAAAAGGGAAGCUUGG
+UGAAACUCCAACACGGUCCCGCCACUGUAAAUGCUGAGAUUUCUUUUUGGUGCCACUGUG
+AAAACGGGAAGGUAAAAGAAAUUAUAUGAAGCAUAAGUCAGGAGACCUGCCUGUUUUAAC
+AACACUGAU
+>AE017277.1/42695-42883
+CCUUUCAAAAGGAAAAUGGGUACACGAACAGUUUGUUUCGUGUUUAAAAGGGAAGCUUGG
+UGAAACUCCAACACGGUCCCGCCACUGUAAAUGCUGAGAUUUCUUUUUAAUGCCACUGUG
+AAAACGGGAAGGCGAAAGAAAUCAUAUGAAGCAUAAGUCAGGAGACCUGCCUGUUUUAAC
+AACACUGAU
+>AP001508.1/166824-166626
+UUUCAUCGUUUGGGAACAGGUACGUUAAGUCACAUGAUAGACUUAAUGUUUAAAAGGGAA
+UCCGGUGCAAAUCCGGAGCGGUCCCGCCACUGUCAUAGCUGAGUUGUAACGAUAUUGUCA
+CUGACCGUUCAUUGGUUGGGAAGACUGUUGCAAUGUUGACGCUAGAGCCAGGAGACCUGC
+CUGUUCUAACAGCACUGCU
+>AP001512.1/161758-161939
+UCGUAUAUCGCGCUGAAGGGUCGUUCAAUGUUUGAGCGUGAAAAGGGAAGUCGGUGAAAA
+UCCGACACGGUCCCGCCACUGUAAAUGGGAGAGGCUUGCAAGAUCCACUGUCUAGCGACG
+GGAAGGGGGCAAGUACUCGAUGAACAUAAGUCAGGAGACCUGCCUUUCAGUUUGAGUGUG
+UA
+>AL591978.1/56481-56658
+GUACUAAACAACUAAAUAGGUGAAUAUAUUAAUCCGGGAAAGAGGUGAAAAUCCUCUACA
+GGCCCUAGCUACUGUAAUACGGACGAAAACCAAACAUAUGUCACUGGAAGCAAUUCCGGG
+AAGACUGGUGAGUAGGAUGAUGUUAAGUCAGGAGACCGCUUUUAUAUUCGAUAUCCAA
+>AL596167.1/202425-202602
+GUACUAAACAACUAAAUAGGUGAAUAUAUUAAUCCGGGAAAGAGGUGGAAAUCCUCUACA
+GGCCCUAGCUACUGUAAUUCGGACGAAAGCCAAACAUAUGUCACUGGAAGAAAUUCCGGG
+AAGACUGGUGAGUAGGUUGAUGAUAAGUCAGGAGACCGCUAGUAUAUUCGAUAUCCAA
+>AE015938.1/219824-220006
+UUAAAUAUUUAUUUAUAAAGUUUCUUGUAAAAGAGAAUUAAAAGGGAAGGAGGCGAAAAU
+CCUCCACGGUCCGGCCACUGUAAUUGGUGAGUUUAUUCCAUAAGCCAUUGAGAUAUUCUU
+GAGAAGGCGGAAAUAAAUGAUGAACCAUAAGUCAGGAGACCUGCUUUAUAAGAAUAAAUA
+UAC
+>AE015938.1/165030-165211
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+>AE016787.1/55358-55152
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+>AE004717.1/4221-4426
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+GACCGGCCUGCAACGCCCUGUUGGCA
+>AE016867.1/99066-98842
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+GAAUGCGGUACAUGCCGCAGCUGCCCCCGCAACUGUAAACGGUCAUGUUCAUUGCACAGC
+CACUGCUGCGGCGGGAAGGCGCGAUGAAUGUGUGUCGGCAAGGUGUUCAACGCCCGCCAC
+ACGCUGCCGUGAGCCAGGAGACCUGCCUCGAACCGGGCUGACAAA
+>AE016783.1/53812-53604
+AGAUGCGCGCCAGUUUCAGGUGCCCUGCGCCGCCGCGCGCAGGGUGAAACGGGAAACCGG
+UGCGUCGUGUUGCCCACGACAAGUCCGGUGCUGCCCCCGCAACGGUAAGCGAGCGAACCC
+UUCGAGAUACCACUGUGCUCAAGCAUGGGAAGGUGAAGGUUUCAUGCCCCUCGCAAGCCC
+GGAGACCGGCCUGGAGCUUCACUUGGCAA
+>AE012421.1/6485-6262
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+CGCGCAUCGCCUUGGCGAGACGCAAGUCCGGAGCUGCCCCCGCAACGGUGGGCGAGGUCA
+GGUGCCGCAACAGGCCACUGUGCACACGCAUGGGAAGGCGCGGUACCGGAAGCGCAGGCU
+UCCACUCGCGAGCCCGGAGACCGGCCUGAGGGAUUGACCCGGCA
+>AE017248.1/199120-198939
+CAAUUUUCAAACCAUACAGGUGCCGAGAUUCGGUUAAAAGGGAAGCACGGUGUAAUUCCG
+UCACGGUCCCGCCGCUGUAAGAGAAUAGUCUUUUUAAAAUAUGUCACUCGGGAAAUCGGG
+GAAGGCUUAAAAAGAUGAUGAAGCUCGAAGUCAGAAUACCUGCCUGUAAAGGACUAAGCC
+UU
+>AE017252.1/282498-282294
+AAGGUUAUAGACAAAUAAGGUUCUUAAAUUAAUUUUUAAGAUUAAAAGGGAAACCGGUGA
+AAAACCGGCACAGCCCCCGCUACUGUAAUUGAGUUUGUUUAUCAUAAUGCAUCUAUGUAU
+UGGAAGCAUAAGCCACUGUUAAUAUGGGAAGGCGAUAAACUUUAAAUCAUAAGUCAGGAG
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+>AK109157.1/8-245
+CAGGUGCCCAGCCGUUUCGGUUCAGGAACGGCGGGUUCAACGGGAAGCCGGUGAGCGCAA
+GGCGAAGAGCCUCGCGCAAUUCCGGCGCUGCCCCCGCAACGGUCAGCGAGGAGCGUGCUG
+CACGACACGCCACUGUGCCCCUCUCGGGCAUGGGAAGGCGCGGCAGGCUUGCCACGGUGG
+AUUCGUCCGCCGCGGCCACUCGCAAGCCCGGAUACCGGCCUGACGCAAUGGGAGCCGG
+>U27616.3/1255-1032
+UCGCUCGCUUCAGGAAACGGUUCUGCCCGAGAGGGUGGAUGAAAAGGGAACACGGUGAAG
+CAUUAAAUUGCUGAUGCCGAGACUGCCCCCGCAACUGUAACCGGAGAGUCAUCCUCCUAU
+GAUCGUAUCUUACGAUUAUAGCCACUGAGCAUUCGUGUUCGGGAAGGCGGAGGACCGAUG
+AAGACCCGGAAGUCAGGAGACCUGCCGUAUCCAGUCACCCAUGG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00174.test b/benchmarks/cmsearch-rmark/rmark-1/RF00174.test
new file mode 100644
index 0000000..418467d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00174.test
@@ -0,0 +1,332 @@
+>BX248356.1/172244-172444
+CUGUACAAAUCGCACCAAGGUGUUAGUGUUGGGUGUGUUGAAGUGAUCGGGAAUGCCAGU
+GCAAUUCUGGCAGCGGACCCCGCCACUGUAACCGCAAAUUAUGCCCAUUUCUAGCCACUG
+CAGUCCUGCGGGAAGGGUAGAAAGACACACUUUUUACUGGGCGCGGUAGCCAGGAGACCG
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+UGUGUUACACAUUGAUUAGGUGCAGCAUAGAACUGCUGCAUGGGAAUCUGGUGAAAAUCC
+AGAGCUGACGCGCAGCGGUGAAGGUGCAAGUGAGUGCUUCAAUGUAGCCACUGAGAGUAU
+AAAAACUCUUGGGAAGGUGAGGCAAUUACUCUCGCGUAGAGCACCCCAGUCCGAAGACCG
+GCCUAAUCAGAAACAUGUGCU
+>AL583923.1/215513-215333
+GUACUAUAUGCGACACUGUGUAUCUGUAAAGGCGAUGACGAUGCAGGAAGUCGGUGCAAA
+GCCGGCGCGGUCCCGCCACUGUAAUCGGGGAGCGACCCUCGUAGGCCACGGCCAUUGGCU
+GGAAGGCGAGGCAAGCGGUGAUCCGAGAGCCAGGAAACUCGCGUCAUCGCGUCCUGCUAA
+C
+>AY033236.1/563-353
+GUGUAGGCUAGUAGUGCUGGUUCGGCUGCCCCACGGCAGUCGUCGCAAGAGGGAAUCCGG
+UGUAAUUCCGGAACUGUCCCGCAGCGGUCAAUGGGAACGACACAACGUAAGGCACUGGGC
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+>AY033235.1/252-496
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+AUCCGGCGCUGUCCCGCAACGGUGAUGGGGCCCGGCCCCGAGUCCGGUCGACUGUGGACG
+UGUCCCCACAUUGCCCCGGCGCAGGGUCAGCCCCACGAGCUGCCUGCGCGUGCACCGCGA
+AGGACGGCCCGUGGAUUUGAGGUUCUUGUCCGAGCCCGCAGGCUCACGAGGGCAGCAGCG
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+>AP005033.1/201735-201896
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+>AL939123.1/7488-7321
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+>AL939110.1/156680-156867
+GGGCCGUGGUGGACUUCCGGGGCCAUCUACGGCGGCAGAAGAGGAAGCCCGGUGCGAAUC
+CGGCGCGGUCCCGCCACUGUGACCGGGGACAGGAUCCCCGGGAGCCAGGAACUCUCGCCG
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+>AP005030.1/142199-142427
+GCCUUGCAGGUGUUCCCAGGUCAGCCCUAGGGUUGGCGGGCCGUGGUGCUCGGGAAGCCG
+GUGACGGCCCCUCAGGGGGUUCAUGCCGGAGCGGCCCUCGCCACUGUGAUCGGGGAGUUC
+CCGUUCCGUGCCGCCGCGGGCGGCGCCACUGGUCCCUCAGGGCCGGGAAGGCAGGGACGG
+GCGCGUGUACCCGUAAGCCAGGAGACCGGCCACGGCAUCUCACGAAGUG
+>AP005046.1/196624-196437
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+GGCGCGGUCCCGCCACUGUCACCGGGGAAGUAAGUCCCCGGGAGCCAGGAACUCUCACCG
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+>AE016932.1/22310-22515
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+>AE016934.1/101000-101187
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+>AE017176.1/130222-129963
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+UGACAUGCGGACUCUUGUCGCUUUCCAAAUGAUGCCACUGUUCAUUCUCCACUAUUAGAG
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+UGUGGGAAGGCGUAGCGAUUUAGGCCGAGUCGGAAGACCUGCCGCACAUAUCUAAAAGAU
+G
+>AE017174.1/143751-143548
+UAUCUUUGCCGUGUCAAUGGUUUUCUACACCGGUUCAUGGAGUGUAGAAUGAAAAGGGAA
+CCCAGUGAAAUUCUGGGACUGUACCCUCAGCUGUAAGUUCAGAUGUAAGGGUUUUGCCAC
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+>AE017176.1/287850-287663
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+>AE012820.1/3705-3927
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+>AE012832.1/3064-3332
+GAGUUCUUUCAGCAUUACGGUGCCGGAUGAAAGAUGCCGGAUAAUAGGGAAGUGCGUGUG
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+CCUCAAAGCCGCAGCCGGUGCACGUCACUGCCAGGCUCCUCCACGGAGCGGGCGGGAAGG
+C
+>AE012818.1/1974-2213
+UUCUUUCUCGCCAUGACAGGUGCCGGUUUAAAAGCCGGAGAAUAGGGAAGUACGUGAGAU
+UCGUACACUGUACCCGCAACUGUACAACGGUUAACCGCCGGGCAAAUUCCGUGGCCACAC
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+>AE012817.1/569-357
+UACUUCAUCCGAUUAUGUGGUGCCCGCCAUGGAAACAUACGGGCUUAAAAGGGAAUCCGG
+UGAGAGUCCGGAACAGUACCCGCUGCUGUAAUUCCGCGCUGGCCGCAAGGCUGGCGACAA
+GGUUUGCCGACAAUGCCACUGUCCCGUUCAGGGAUGGGAAGGCCGGCAGAAUCCGGGAAA
+GUCAGAAGACCUGCCUCAUAUUUUUUGGCUUCG
+>BX569694.1/273573-273792
+CCCCUAGGGUUUGGGUCUGGUUUCAGCGGGGAUCAGCCGCUGAUGGAAACGGGGAAAGAA
+CGGUGCAAAUCCGUCGCUGUCCCGCAGCUGUAAAGCGUCCGGCCCCGCCGGCGUCAGUCA
+GAACGCCCGCCAGGAGCACUACCGACGAGGAUCGACUUUGACCAAUCUUCUGGCUUCUCC
+CCGGCCUCUGCGCCAGGCCGCCGUUGCCGCAUUGGCCUUG
+>AP001508.1/5769-5939
+ACUUUAAUAGGCUUCUUAGGUGCCUCAUUUGUAGGAGAAUAGGGAAGUUCUGAAACGACG
+CGGAGCCCGCCACUGUAGUCGAGGAGCUGCUACAAUACCACUGGGAAACUGGGAAGGUGU
+AGCAUGCGAUGAAUCGGAGCCAGGAGACCUGCCUAAGAAGAUGCGCUGUCA
+>AP001509.1/273579-273768
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+GAAAGUCCAGCACGGUCGCGCCACUGUAAUAAGGAGCUACAUGUGAGGAAACCACUGUCC
+AAAGGAUGGGAAGGUACACAUGGAGUGUUGAUCUUAAGUCAGGAGACCUGCCUAAUGUAU
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+>AP001508.1/228774-228971
+AGUGUUUGUGGACGGUAAGGUGCCCGAAGCGGCUUAAAAGGGAAUCUGGUGCAAAUCCGG
+AGCUGUCCCCGCAACUGUGAGUGCUACGAACGGAACGAUUUGCCACUGUACAUCCUCUAC
+UUCUUGAGAAAUGUAUGGGAAGGCUUCUAAGUAGGUAAAGCACGAGUCAGGAGACCUGCC
+UUACUUCCACAAGUUUCG
+>AL596167.1/167425-167616
+UUAAAUAGGUCUUAUGUUGGUGGAAUGUGUUUGCAUUUCUGAAAGAGGAAUUCGGUAUGA
+AGCCGGAACUGCCCCCGCAACUGUAAGGUGGACAAGAAUUGAAAAUAACCACUGUGCGUU
+UUUGACGUAUGGGAAGGUUCAAUUGUUGAAUGAAGCCAAGUCAGGAUACUCGCCAAAUAA
+GACGGAAGCAAC
+>AE007648.1/1506-1693
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+GAAAAGCCUGAGCGGUCCCGCCACUGUAAUAAAGGAGUUUAAGUACAAUAUGUCACUGGG
+AAACUGGGAAGGCGUACUUAAGCAAUGAUUUUUGAGCCAGGAUACUUGCCAUAUUCUAGU
+AUGUUUUU
+>AP003189.2/34729-34907
+GUUGAUUAACUAAUAAUUGGUGUGAUUUUCGCUUAAUAGGGAAUGAAGUUAAAGUCUUCA
+ACUACCUCAGUAACCGUGAAGCAGACAAAAUCUCAAUAUGUCACUGCAUUUUUUGUGUGG
+GAAGACGAGAUGGAGGAAGAAGCAAAGUCGGGAUACCUGCCUUUUAUUUAAGUACUAUU
+>AE016952.1/63114-62943
+ACGAAGAUACAAUAUAUAUGUACUUAUGAAGUGUCAGGGAAAGAGGUGCGAAUCCUCUAC
+AGACCUACCUACUGUAUGGUGGAUGAAACCAAUAAGACCACAGAUUAUUCUGGAAGGAUU
+GGGAGUAAGAAGAAGCUAAGUCAGGAUACCGGCUUGAUAAGUCUAAUCAUUC
+>BX294140.1/211185-211419
+UCCGAGGUGACUGAUUUGGUUUCUGCCGAGUCAGUGAACAGGGAACUCCGGUGAAAUUCC
+GGGACGGUCCGGCCGCUGUGUGCCGCCAGAGAUCUUCCAAGUGAAGUCUCAUUGUUUGCU
+UUUCUAUUCAGCCAUUGCUCGUGUUUUCGCGUUUCAACGUGAACGUGAGUGAGAAGGCCA
+UGAGCAAACAAAGUGGUGGUGAGUCAGAAGACCUACCUCGUACAAGACGUUUUGG
+>BX294144.1/76053-76292
+GCAACGUUACGUGGUGCCGGUGUUCCAAAUCUUGGAUCACUGGGAACAGGGAACUUCGGU
+GAGAUUCCGAGACGGCCCGGCCGCUGUAUCCGAUGCGAAGUUGCUGACUUGGCAACUUCC
+AAGCAAACAUUCCUCUUGUGCCAUUGUCGUUGAUCGGAAUUAUCCGUGACGGACGAGAAG
+GCGAGCGUUUGCGAGUUUGCAUCGGGAGUCAGAAGACCUACCACGAAACGGACACUAUGU
+>AP005947.1/7905-8125
+AAAUGGUGGCCCGGCGUUGGUUCCUGUCCUAUGACAGGCGAAGAGGGAAUGCGAUAGGGU
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+>AP005947.1/21272-21492
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+GGGGAUGGGCGGACCCAGUUGCGGCGCCCAAAACCCCAGCCGCCCCCGCGACUGUAAGCG
+GUGAGGGGCUCCGAACCGCCACUGGGCCGCAAGGUCCGGGAAGGCCGGAGAACCCCAGUG
+AACCGCGAGCCAGGAGACCGGCCGUGCAUGUUUUGAGGCCA
+>AE014429.2/552-315
+GUGUCAAACCAUGUGACAGGUUUUGCCGGAACGAAUCCCCGGCAAUACCAAAAGGGAAUG
+CGACGGACGGACCCACGCCGGGCGUCUUUAUCGCAGCCGACCCCGCGACUGUAGAGCGGA
+GAGGGAAGAGGCAAGCCGGGCAACCGGCAGCCACUGGAAAUCAGAUAGAUUUCUGGGAAG
+GCGCUUUAUUCCCCAAGACCCGCGAGCCAGGAGACCUGCCUGUUGCAUGAGGGCAUUG
+>AP003011.2/321703-321523
+AGGUCGCCGCCACUGCCUGGUGCCCGCCGCAAGCGGGAGAAUCGGGAACACGGUUGAACU
+CCGUGGCGUGCCCAACGCUGUAAGGGGGACCGCGCCGGUAAAUGCCACUGUCGAUGACGG
+GAAGGCACCGGACGCGGGUUGAUCCCGAGCCAGAAGACCGGCCUGGCAGGCAUCGUCAUC
+C
+>AP003005.2/245680-245479
+UUAGAUCAUGUCAUCUCAGGUGCCGCUUCGUGACGACGGGGCGGAGAAUUGGGAAGCCGG
+UCAAAGUCCGGCGCUGCCCCCGCAACGGUGGUGGAGUUCAAGUCGCAACGGGAGACCACU
+GGGCAAAAGCCUGGGAAGGUGUCGCGACCGUCCGCAAGGACACUCCAGAGCCCGGAAACC
+AGCCCGAGAUUUUUGAACUCGA
+>AE009122.1/6687-6504
+CCAUAGCUUCUCCGGUCAGGUGCCCGCCCUUGCGGCGGGAGAAUCGGGAAUCCGGUGAAA
+GACCGGAACGUGCCCAACGCUGUAAGGCGGAUGCUCUUUUUCUCAUGCCACUGAAGCAAU
+UCGGGAAGGCGAAAGGGGCGGAUGAAGCUUAGUCAGAAGACCGGCCUGGCAGGAUAGACC
+GAAC
+>AL591789.1/35311-34896
+AAUUAACGCAGUAUGGAUGGUUCUCUCGUGCCGAGGUGGGGCGAGGGAGUAAAUGGGAAU
+GCGAAGGGGCGGACCCACGCCGGGCGCCCUUAUCGCAGCCGACCCCGCGACUGUAGAACG
+GUCAGGGUUCGCCAUCGGGCAUUUCGCCGGAUUUCAACGCGCUGCAUGGGCAGUCUCGUG
+AAGUUUGGCGGCAUGUCGGAAAAGCCACUGGCGUGGCAUUGCGAUCAGCCGGGCAGGACG
+CCUCUUCUUCUACGAAUCGUCCGCCUUUCGCGAUGCCGCAAACGCCGGGAAGGCGAGGCG
+AGCCCGUUCGGUCUUUUGCCGCAUCGUUUUUCGGGCCGAGCCGGUCCGGCGAACGUGCGG
+CCAUGAGGAUCGUGACGCCGUGAGCCAGGAGACCUGCCAUCCGUCAGGGCAUUCCG
+>AL591785.1/88210-88413
+UUAGAUGAGGACACUCAAGGUGCCGCCUCGAAGGGAGGGCGGAGAAUUGGGAAGCCGGUC
+AAAUCCCGGCGCUGCCCCCGCAACGGUGGUGGAGCGAACAGCCACGGCAGAAGGCCACUG
+GACACCGCGUCCGGGAAGGCGCCGGGCAGGUCCCUUGCGGACGGCUCCAGAGCCCGGAAA
+CCAGCCUUGAAGCAGAAAUAGACC
+>AF010496.1/105318-105541
+CCACUCAGGGCGGGCGCUGGUUUCUGUCCUAUGACAGGCGAAGAGGGAAUGUGAAGGGAA
+UUGCGACGGCUUUGCCGCGAAACCCGACCGCAGCCGCCCCCGCGACCGUGACCGGAGAGG
+GCGCCCCGAGGCCACUGGCACCAGCCGGGAAGGCGGGGCGACCGUGAGGGGACCCCCCCU
+CGCAUCCGCAAGCCGGGAGACCUGCCAGCGCAUGGAUUUCGGGC
+>AF193754.1/24966-24788
+GGAAAUUUUUUUGCAUAGGGUUUCCUUCGAGUGAAGGAAAAUUGGGAACAAGGUGCAAAA
+CCUUGGCUGCCCCUGCAACUGUAAACAGUUGAAACGCCAAAAAGCCACUGAAUCUAUUCG
+GGAAGGCGGUUGUUUCGAUGCUGUGAGCCAGGAGACCGACCCUAUGUAAUCGUUCCACG
+>AL646070.1/4253-3997
+UUACACUCGCCGCGUCCUGGUGCCCGCAGAGCCGAUCUGCAGUUAAACGGGAAGCAGGGA
+GCGGCCGCCCCAAACGGUGCGCCAACCUGCGCUGCCCCCGCAACGGUAAGCGAACGCCGU
+CGAAGGCCGCGCUACCUCUGGCCAGAAGAGGGCGCGGCGUCGCGCAGGUCCGUCCACAUG
+CCACUGUUCCGCGGAACGGGAAGGCGGCCGGACCCGGUUCGCCAGCCCGGAUACCGGCCA
+GGACAGUGGGUUUCAGA
+>AE015548.1/1057-1279
+CCUAUGCUAUUGCAUUAAGGUCAUAAACGCCGGAUCAACCCAAAUAUAAUAGGGAAUCGG
+GGCGCUGCCCGUCAGCCAGCCCGAACUGUACCCGCAACUGUGAGUAGUUAAAAGAAGCGC
+CUAGAUUCUAGAUUCUAGAUUCUAGAUUCUAGAUUCUAGAUUCUAAAGCCUAGCACCUUC
+UUUUCUACAAGUCAGGAGACCUGCCUAUUGCUGUUUUCGCUGC
+>AE015526.1/127-357
+UUUGAGUCAACCUUCUGUGGUGCUUGCGAUGAUAGCGUCGCGAGAUAAUCGGGAAGCCAG
+UGAAAUUCUGGCACUGCCCCCGCAACGGUAAAAGGUGAGAGACGGCCGCAUUCGAUAGGU
+GUUCACGAUGAACCCGUAAAUCGCAGUGUGCAAAGGUCAGUUUCGCGUUUAUCUCUAGUG
+AGAUGGAUUAUAGCCUAAGUCCGGAGACCGGCCCUAAAGGUGUUUUUGAGA
+>M10112.1/56-247
+CUGUAGCAUCCACUUGCCGGUCCUGUGAGUUAAUAGGGAAUCCAGUGCGAAUCUGGAGCU
+GACGCGCAGCGGUAAGGAAAGGUGCGAUGAUUGCGUUAUGCGGACACUCGCCAUUCGGUG
+GGAAGUCAUCAUCUCUUAGUAUCUUAGAUACCCCUCCAAGCCCGAAGACCUGCCGGCCAA
+CGUCGCAUCUGG
+>AJ414159.1/142249-141989
+UCGUAGCAUUGUGGUCCGGCCUCAUGCUGUUAUUUAAACACCUAAGAGUUAAAAGGGAAU
+CCGGUGUAAAUCCGGAGCUGACGCGCAGCGGUAAGGGGAAGUCACGGCGAUAGGUUUCUA
+ACAGACACUGUCCGCAAGGAUGGGAAGUCAUCGCCUGCUCUAUUUCGCGCCAUUUAUUUA
+UCACAGUAUUUUUACUGUCAUAACCAUGGCCUGAUACCAGAGAUCCUAAGCCCGAAGACC
+UGCCGGUAUUACGUCGCAAUA
+>M34485.1/360-150
+UUUACACAAUUCGUAACAAGUUAAAAGCAUUCGCUUUAGGGAAACUGGUGCAAAUCCAGU
+GCUGCCCCCGCAACGGUAAAAAUGUAAACCAUAUUAAAAAAGUCAUUUAGACUUACGCCA
+CUGCAUGCAUAGAUGUGGGAAGGUGAAUAUGCUUGUCUCUUUUUGAGAUGCCAUUUGAGU
+CCGGAGACCUGCUUGUUACAUCUAUCCACUC
+>AE016783.1/50062-49864
+UCUACCAUGCGGGCCGCCGGUUUCCACCACGGAACUAACAGGGAAUCCCAGGCCUGCCAA
+UACAGGCCAAUCGGAACUGCCCCCGCAACUGUAGGUGCCGAGCCUGCUCCAUCGAUGCCA
+CUGGGCCUGCCGCCCGGGAAGGCCGGAGCCGGGCCGUGACGCACCAGUCAGGAGACCUGC
+CGGCCUACAUUCACCAACC
+>AE004721.1/1492-1697
+CCUAGGCGGGUUGUCCCAGGUGUCUCGUGCCGGCGCGCACGAGGUGAAACGGGAAGCCGG
+UGACGCUCUCCGAGCCAGUCCGGCGCUGCCCCCGCAACGGUAAGCGCAUCGCGCGCGAGC
+CCGGAGACCGGCCUGGAACCUUUCGUUUGAUUCACCCGCGGUGGGCGGGCGCAAGCGUGA
+AGCGGGCCGUCCGGGCCUGUUCCUCG
+>AE004716.1/11608-11412
+GGGCCGAAGAGGGAACACGGAGCCGCGGUCUUUUCGAAGCCCGGGCCUAGCCGUGGCUGC
+CCCCGCAACUGUAUGCAGCCUGUAUUCGCGCCAUUCGCCACUGGAUUACCGGGAAGGCGG
+CGCGAAGCGGAGGUUCCUCCCCCGGGUGGAACGCCGGGCUGCGAGCCAGGAGACCUGCCG
+CCGAAACCAGUCGCGAG
+>AE016867.1/236456-236654
+UUUACCAUGCCGGCCGUCGGUUUCCGAGAGGAACUAACAGGGAAUUCGCCAGCUUUGUUU
+CAAAGGCCAAAACGAAACUGCCCCCGCAACUGUAGGCAUCGAGCCUGCUCCAAGACUGCC
+ACUGGAUUCAGAUCCGGGAAGGCCGGAGCAUGGUGAUGACAUGCCAGUCAGGAGACCUGC
+CGACCCGAUUCAACCAACU
+>AE004105.1/5235-5438
+UACUAUCAGCGCCAAGCUGGUGCUAUUUAGAUGCCUGGAUGGCUAAAAAUGGCUGAAAAG
+GGAAUCCGGUGUAACUCCGGAACUGACGCGCAGCGGUAAGAGAGAACGAACGCUCAAACG
+ACACUGCUUUUCGAGUGGGAAGUCGAGCCAGUAGGCCAACAGUGCUCUCAAGUCCGAAGA
+CCUGCCAGCAACUGAGUUAUGCAG
+>AE011604.1/13614-13434
+GCACAGUUUUUUCAUAGGGUUUAUCUAUGUUUCACAUAGAUAGGAAGACGGUUAAAAUCC
+GUCACGGUAUCCGCCGCUGUAAGAAGGACGAAAGACAUACUAAGCCACUGGGACAACCUG
+GGAAGGCGUGUCGAGUAGAAAGAUUUCAAGUCAGAAUACGACCUAUGAAAAUUCCUGAAA
+G
+>AE011315.1/3428-3605
+UGGAACGGAAAACUUGUUUAUUCUCGUGAUGAGGAAGGGAAUCCGGUUCAAAUCCGGAGC
+UGAACCCGCAGCUGUAAUCGCCGAAUGAGAUUUCGCAAUCAUGCCACUGCGUUAAAUACG
+CGGGAAGGCUGCGAAAUCGGCGAAAGCCAGAAGACCUAACAAGUAAAAAAACAAACUA
+>AE017249.1/124649-124462
+AAUAACGGUUUCGGUCUUGGUGCUCCUUUUAGCUAAGGAGUGAAAAGGGAAUCAGGUGAA
+AGUCCUGAGCAGUCCGGCUGACGUAAGUGAGAGAGUUGUUUUUCAAAAUGCCACUGGUUU
+AUUCCGGGAAGGCGAAAAUCAAUGAUGACCUCCGAGCCGUAAGACCUGCCAAUGACUAUA
+AGGGUAAA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00177.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00177.ali
new file mode 100644
index 0000000..4b48d38
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00177.ali
@@ -0,0 +1,5154 @@
+# STOCKHOLM 1.0
+#=GF ID SSU_rRNA_5
+#=GF AC RF00177
+#=GF DE Small subunit ribosomal RNA, 5' domain
+#=GF AU Griffiths-Jones SR
+#=GF GA 30.0
+#=GF NC 30.0
+#=GF TC 30.0
+
+AF132134.1/1-639 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+U83331.1/18-597 UAGU.CAUA..UGCU....UGU.CUCAAA.GGUUAA..GC.CA..UGC.A
+AF063241.1/21-596 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+U67119.1/1-591 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF129882.1/27-578 UAGU.CAUA..UGCU....UGU.UUGAAA.GAUUAA..GC.CA..UGC.A
+U72542.1/1-582 ...........UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF129883.1/16-610 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUGUACCGC.CA..UGC.A
+X65152.1/21-566 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+Z29440.1/1-571 .....CAUA..UGCU....UGU.CUUAAA.GACUAA..GC.CA..UGC.A
+U17354.1/22-594 UA...CAUA..UGCU....UGU.CUUAAA.GAUUAA..CC.CA..UGC.A
+X71134.1/21-564 UAG..CAUA..UGCU...UUCCUCCUGGA.GAUUAA..GC.CA..UGC.A
+AJ276699.1/40-631 UCGACUCUAGAGGAUCCCCUGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF052190.1/16-601 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF244939.1/20-597 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF076179.1/1-614 ..........................CAA.GAUUAA..GC.CA..UGC.A
+U03478.1/13-652 UAGU.UAUA..UGCU....CGU.CUUCAA.GAUUAA..GC.CA..UGC.A
+AF076171.1/1-569 ......AUA..UGUU....UGU.CUUCAA.GACUAA..GC.CA..UGC.A
+AF076178.1/1-602 .................................UAA..GC.CA..UGC.A
+Z34900.1/19-575 UAGU.GAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+L28812.1/26-692 UGGU.UAUA..UGCU....UCU.UCUAAG.GAUUAA..GC.CA..UGC.A
+U03072.1/1-581 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+X56991.1/21-598 UAUU..AUA..UGCU....GAU.GUUAAA.GAUUAA..GC.CA..UGC.A
+D28490.1/1-572 ......AUA..UGCU....GAU.GUUAAA.GAUUAA..GC.CA..UGC.A
+AF119811.1/1-622 .....CAUA..UUCU....UGU.UUCAAG.GACUAA..UC.CA..UGC.A
+AF242548.1/18-727 UAGU.CAUA..UGCU...CCGA.C.CAAG.GACUAA..GC.CA..UGC.A
+AF150936.1/21-703 UGGU.CGUA..UGCU....UCG.UUCAAG.GGCUAA..GC.CA..UGC.A
+AF090868.1/1-680 ....................CG.AUCAAG.GGCUAA..GC.CA..UGC.A
+AF096991.1/1-630 .............CU...ACNU.U.CAAG.GGCUAA..GC.CA..UGC.A
+AF096992.1/1-778 .....CAUA..UGCU....UCG.UUCAAG.GGCUAA..GC.CA..UGC.A
+AF112871.2/21-757 UAGU.CAUA..UGCU....UUG.UUCAAG.GGCUAA..GC.CA..UGC.A
+U84732.2/21-794 UAGU.CAUA..UGCU....UCG.UUCAAG.GGCUAA..GC.CA..UGC.A
+AF150935.1/21-703 UAGU.CAUA..UGCU....UCG.UUCAAG.GACUAA..GC.CA..UGC.A
+AF090871.1/1-669 .......................UUCAAG.GACUAA..GC.CA..UGC.A
+AF090869.1/1-776 ...................UCG.UUCAAG.GACUAA..GC.CA..UGC.A
+AF061338.1/21-739 UAGU.CAUA..UGCU....CAG.UUCAAG.GGCUAA..GC.CA..UGC.A
+AF090870.1/1-670 ........................UCAAG.GGCUAA..GC.CA..UGC.A
+AF096994.1/1-642 ...............................GCUAA..GC.CA..UGC.A
+AF090377.1/1-640 ........................UCAAG.GAUUAA..GC.CA..UGC.A
+AF112875.1/1-639 .......UA..UGCU....UCU.CUCAAG.GACUAA..GC.CA..UGC.A
+U84731.1/18-642 UUGU.CAUA..UGCU....UCU.UUCAAG.GACUAA..GC.CA..UGC.A
+X76494.1/1-621 ..GU.CAUA..UGCU....UGU.UUCAAG.GACUAA..GC.CA..UGC.A
+AF245381.1/1-638 UAGU.CAUA..UGCU....UGU.UUCAAG.GACUUA..GC.CA..UGC.A
+AB018143.1/1-556 .AAU..AUA..UGCU....UGU.AUCAAA.GAUUAA..GC.CA..UGC.A
+U77662.1/1-559 ........................UCAAA.GAUUAA..GC.CA..UGC.A
+AF007533.1/1-572 .........................CAAA.GAUUAA..GC.CA..UGC.A
+AF113428.1/1-572 .........................CAAA.GAUUAA..GC.CA..UGC.A
+U07937.1/21-574 UAGU.CAUA..U.CU....UGU.UUCAAA.GAUUAA..GC.CA..UGC.A
+U20858.1/21-576 UAGU.CAUA..UGCU....UAG.CUCAAA.GAUUAA..GC.CA..UGC.A
+M18732.1/21-689 UACU..AUA..UGCU....UGU.CUCAAA.GCCUAA..GC.CA..UGC.A
+X94430.1/21-605 UAUU.GAUA..UGCU....UAU.UUCGAA.GAUUAA..GC.CA..UGU.A
+AF099101.1/20-618 UGAU.GAUA..UGCU....UGA.AUUAAA.GAUUAA..GC.CA..UGC.A
+AF001843.1/1-573 ............................A.GAUUAA..GC.CA..UGC.A
+U41399.1/1-566 ............................A.GAUUAA..GC.CA..UGC.A
+U67142.1/1-545 ..................................................
+U67323.1/1-571 .......................CUCAAA.GAUUAA..GC.CA..UGC.A
+U50972.1/1-537 ..................................................
+L76341.1/2-610 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+L81935.1/19-617 UAGC.GAUA..UGCU....CGU.CUUAAA.GAUUAA..GC.CA..UGC.A
+AF057561.1/13-621 UAGU.GAUA..UGCU....UGU.UUUAAA.GACUAA..GC.CA..UGC.A
+X99212.1/6940-7530 UAAU..GUA..CGCU....CGU.CUCAAA.GGUUAA..GC.CA..UGC.A
+U48383.1/1-570 ..........................AAA.GGUUAA..GC.CA..UGC.A
+U07981.1/1-572 ..........................AAA.GGUUAA..GC.CA..UGC.A
+AF121053.1/1-605 ...U..AUA..CGCU....CGU.CUCAAA.GGUUAA..GC.CA..UGC.A
+AJ244408.1/18-634 UAGU.UAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+X89441.1/21-852 UAGU.UAUA..UGCC....UGU.CUCAAU.GAUUAA..GC.CA..UGC.A
+X89495.1/23-616 ..GU.UAUA..UGCU....UGU.CUCAAA.GCUUAA..GC.CA..UGC.A
+X89484.1/23-626 ..GU.CAUA..UGCU....CGU.CUCAAA.GCCUAA..GC.CA..UGC.A
+Z81325.1/1-568 UAGU.GAUA..CGCU....UGU.CUUAAA.GAUUAA..GC.CA..UGC.A
+D14363.1/1-584 ..................................................
+AB013012.1/1-595 UAGU.CAUA.UCGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+Z86122.1/21-610 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+U37526.1/21-600 UAGC.GAUA..UGCU....CGU.CUCAAA.GUUUAA..GC.CA..UGC.A
+U58369.1/21-624 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+D26530.1/1-501 ..................................................
+D84190.1/1-589 .....................U.CUUAAA.GAUUAA..GC.CA..UGC.A
+AJ224787.1/24-651 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AJ224785.1/24-627 UA.U.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF021878.1/21-605 UGCG.UAUA..CGCU....CUU.UUUAAA.GACUAA..GC.CA..UGC.A
+AF085182.1/1-516 ..................................................
+AF085176.1/1-508 ..................................................
+AF001579.1/18-587 UGGU.CAUA..UGCU....CGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF201375.1/1-617 .AGA.AAUA..UGCU....CGU.CUCAAA.GACUAA..GC.CA..UGC.A
+AF201373.1/1-598 .AAU.CAUA..UGCU....UGU.CUCUAA.GAUUAA..GC.CA..UGC.A
+AJ133407.1/1-530 ..................................................
+AF260586.1/1-569 ..........................................A..UGC.A
+AF036611.1/1-551 ..........................................A..UGC.A
+AF202156.1/1-533 ..................................................
+AF036599.1/1-562 ..................................UA..GC.CA..UGC.A
+AF202165.1/1-533 ..................................................
+AF036605.1/1-504 ..................................................
+AF083013.1/1-539 ..........................AAA.GAUUAA..GC.CA..UGC.A
+AF083002.1/1-548 .GCC.GAUA..UGCU....UAC.GUCAAA.GAUUAA..GC.CA..UGC.A
+AF083022.1/1-560 ..............................GAUUAA..GC.CA..UGC.A
+AF083001.1/1-536 ...................................A.UG..CA..UGC.A
+AF082998.1/1-560 CGCU..GUA..UGCU....CAA.GUAAAA.GAUUAA..GC.CA..UGC.A
+AF037369.1/1-530 ..................................................
+AF036600.1/1-568 ........................UCAAA.GAUUAA..GC.CA..UGC.A
+AF036642.1/1-554 ...................................A..GC.CA..UGC.A
+AF124454.1/9-657 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF124463.1/35-631 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AJ228777.1/1-612 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AJ228796.1/1-601 .AGU.UAUA..UGCU....UGU.CUCACA.GACUAA..GC.CA..UGC.A
+AJ012525.1/1-510 ..................................................
+AJ012527.1/1-498 ..................................................
+AF102895.1/21-592 UAGU.CAUA..UGCU....UGU.CUUAAA.GACUAA..GC.CA..UGC.A
+AJ012522.1/1-581 UUGU.CAUA..UGCU....UGU.UUCAAA.GAUUAA..GC.CA..UGC.A
+D83381.1/1-562 ..........................................A..UGC.A
+AJ012524.1/1-496 ..................................................
+AF102892.1/16-581 UAGC..AUA..NGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF102897.1/22-609 UAGC.CAUA..UGCU....UGU.UUCAAA.GACAAA..GC.CA..UGC.A
+AF102894.1/10-597 UAGC.CAUA..UGCU....YGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF051328.1/18-607 UAGU.GAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+D85095.1/1-554 ..............................................GC.A
+AJ228794.1/1-594 .AGU.CAUA..UGCU....UGU.CUCAAA.GACUAA..GC.CA..UGC.A
+AF167420.1/16-625 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF051331.1/16-605 UAGU.CAUA..UGCU....UGU.CUCUAA.GAUUAA..GC.CA..UGC.A
+AF167424.1/1-585 ...........UGCU....UGU.CUCAAA.GACUAA..GC.CA..UGC.A
+AJ012513.1/1-588 UAAU.GAUA..CGCU....CGU.UUCAAA.GAUUAA..GC.CA..UGC.A
+AJ012521.1/1-588 UAAU.GAUA..UGCU....UGC.UUUAAG.GACUAA..GC.CA..UGC.A
+AF051332.1/22-612 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+M58347.1/1-528 ..........................AAA.GAUUAA..GC.CA..UGC.A
+U41281.1/1-588 ...A.AGCU..UGCU....CGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF056024.1/1-515 ..................................................
+K02641.1/21-597 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF093247.1/26-665 UAGU..GUA..UGCU....UUU.CCUAAA.GAUUAA..GC.CA..UGC.A
+X13160.1/21-664 UAGU..GUA..UGCU....UCU.CCUAAA.GACUAA..GC.CA..UGC.A
+L23799.1/21-862 UAGU.CAUA..UGCU....UGU.GUUAAA.GAUUAA..GC.CA..UGC.A
+AF245217.1/19-615 UAGU.GAUA..UGCU....UGU.UUCAAA.GAUUAA..GC.CA..UGC.A
+AF091148.1/21-608 UAGU.CAUA..UACU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AF091145.1/19-597 UAGU.CAUA..UUCU....UGU.CUUAAA.GAUUAA..GC.CA..UGC.A
+AF091146.1/21-594 UAGU.CAUA..CACU....UGU.CUUAAA.GAUUAA..GC.CA..UGC.A
+AF018160.1/21-570 UAGU.CAUA..CGCU....AAC.AUUAAA.GAUUAA..GC.CA..UGC.A
+AF043361.1/22-608 UAGU.UAUA..UGCU....UGU.CUCAAA.GGCUAA..GC.CA..UGC.A
+L26187.1/23-595 .GGU..AUA..GUCU....UGU.CUCAAA.GGUUAA..GC.CA..UGC.A
+AF085261.1/21-574 UGGU..AUA..UGCU....UGU.CUCAAG.GACUAA..GC.CA..UGC.A
+U22936.1/20-601 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+X63519.1/21-607 UAGU.CAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+Z35317.1/19-597 UCGU.GAUA..UGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+Z33462.1/20-589 UAGU.CAUA..CGCU....UUA.AUUCAA.GAUUAA..GC.CA..UGC.A
+AJ130869.1/1-566 .AGU.CAUA..UGCU....UGU.CCUAAA.GAUUAA..GC.CA..UGC.A
+AF185052.1/26-568 UUGU.GAUA..CGCU....UGU.CUUAAA.GAUUAA..GC.CA..UGC.A
+X85398.2/21-602 UAGU.CAUA..CGCU....CGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+AB023499.1/21-585 UAGU.CAUA..CGCU....CGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+U21338.1/23-606 UAGU.CAUA..CGCU....UGU.CUCAAA.GAUUAA..GC.CA..UGC.A
+U37108.1/21-579 UAAU.CAUA..CGCU....CGU.GUCAAA.GAUUAA..GC.CA..UGC.A
+#=GC SS_cons .<<<..<<<..<<<<....<<<.<<<<<..........<<.<...<<<..
+
+AF132134.1/1-639 ..UGUC.UA..AGUA.UAAG.CUUG.........................
+U83331.1/18-597 ..UGUC.UA..AGUU.UAAC.GAU..........................
+AF063241.1/21-596 ..UGUC.UA..AGUU.UAAG.CGAU.........................
+U67119.1/1-591 ..UGUC.UA..AGUA.UAAG.CU...........................
+AF129882.1/27-578 ..AGUC.UA..AGUA.UAAG.UU...........................
+U72542.1/1-582 ..AGUG.AA..AGUA.UAUG.CAUAU........................
+AF129883.1/16-610 ..AGUC.UU..AGUA.UUAG.UU...........................
+X65152.1/21-566 ..UGUG.UG..AGUA.UAAG.U............................
+Z29440.1/1-571 ..UGUC.UA..AGUA.UAAA.U............................
+U17354.1/22-594 ..UGUG.CC..AGU..UCAG.U............................
+X71134.1/21-564 ..UGUC.UA..AGUA.UAAG.UU...........................
+AJ276699.1/40-631 ..UGUC.UG..AGUU.UAAG.CU...........................
+AF052190.1/16-601 ..UGUG.UC..AGAA.UAAA.UU...........................
+AF244939.1/20-597 ..UGUC.UG..AUUGCACAU.CU...........................
+AF076179.1/1-614 ..UGUC.UA..AGUG.AAAA.CC...........................
+U03478.1/13-652 ..UGUC.UA..AGUG.UAAA.CC...........................
+AF076171.1/1-569 ..UGUC.UA..AGAA.UAAU.CA...........................
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+
+AF132134.1/1-639 .............................................UUUAU
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+
+AF132134.1/1-639 A..C................................GGC..GAGAC.UGC
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+#=GC SS_cons .........<<<...........<.<<..<<<<.....<.<.....<<<.
+
+AF132134.1/1-639 .A.UGGUCUCUUU......................CAUU..........U
+U83331.1/18-597 .G.UGACUG..........................CUAA...........
+AF063241.1/21-596 .A.UGGUCG..........................AUUA...........
+U67119.1/1-591 .A.UGGUCU..........................CAUU...........
+AF129882.1/27-578 .A.GAC............................AAUUC...........
+U72542.1/1-582 .A.CAUU............................UUCU...........
+AF129883.1/16-610 .A.AAAUC...........................UAUA...........
+X65152.1/21-566 .U.GAG.............................GCGU...........
+Z29440.1/1-571 .A.UAAUU...........................UUUC...........
+U17354.1/22-594 .A.UAAUUC..........................AAAA...........
+X71134.1/21-564 .A.UAUU............................GUUU...........
+AJ276699.1/40-631 .A.UUGCCU..........................UUGC...........
+AF052190.1/16-601 .G.CAAUG...........................GCCC...........
+AF244939.1/20-597 ...UACUU...........................UGCG...........
+AF076179.1/1-614 .G.UGGUAU...........................AGG...........
+U03478.1/13-652 .G.UGGUA...........................UGGA...........
+AF076171.1/1-569 .N.UGGUGA..........................CUUA...........
+AF076178.1/1-602 .G.AGGU.A..........................UGGA...........
+Z34900.1/19-575 .A.UGG.............................UUCC...........
+L28812.1/26-692 .A.UCGUACGGUA......................GAAA...........
+U03072.1/1-581 .A.UGUUUC..........................CUUA...........
+X56991.1/21-598 .G.UUAG............................UAAA...........
+D28490.1/1-572 .A.UUA.............................GUAC...........
+AF119811.1/1-622 .G.GGAAGGUGC.......................CUUU...........
+AF242548.1/18-727 .G.UAAAGUGCGGCUAGUGCCCAACUGC.......CAGG...........
+AF150936.1/21-703 .A.UAGUGUGUGGCUGGCGCCGCUCCU........GCCA...........
+AF090868.1/1-680 .A.U.CAGUGUGGUUGGCACCACCU........ACCAAA...........
+AF096991.1/1-630 .A.UA.............CAAG..............AGU...........
+AF096992.1/1-778 .AUAGAUGUGAUGUGGUGCCAGCCU....CUCGCCCCAA...........
+AF112871.2/21-757 .A.UAGAGUGUGCUCGGUCAAC.............UUGC.........AA
+U84732.2/21-794 .A.UAGAGUGUGCCUAGCACC..............AACC.......AUUG
+AF150935.1/21-703 .A.UACAGUGUGGACGGUGCCCCUCCU........GCCA...........
+AF090871.1/1-669 .A.UAGAGUGUGGAUGG..................CACC......AUCCC
+AF090869.1/1-776 .A.UAGAGUGUGGAUGGCACCAUCAUCCCAAUCUGGCCAG..........
+AF061338.1/21-739 .A.UAGAGUGUGGAUGAUGCC..............AGAC.......UUCU
+AF090870.1/1-670 .A.UACAGUGAGGUUGAUGCC..............C.CG.........UC
+AF096994.1/1-642 .A.UGAAGUGUGGAC...GCC..............A.CC.........GG
+AF090377.1/1-640 .A.UAAAGAGUGCUUGA.GCA..............A.GG.........U.
+AF112875.1/1-639 .A.CUGUGCACUGGUUGCUUGGGGCC.........CUCG.....UGGUCC
+U84731.1/18-642 .A.CAGCGAGGGUA.....................UUCG...........
+X76494.1/1-621 .A.AACUGUUGCGG.....................UUCA...........
+AF245381.1/1-638 .A.AAAUCUUGCGG.....................UCU............
+AB018143.1/1-556 .A.UAGUACU.........................ACUA...........
+U77662.1/1-559 .A.UGGUAC..........................CUUA...........
+AF007533.1/1-572 .A.UUGUAUCC........................GUUA...........
+AF113428.1/1-572 .A.CAUAUUC.........................UUUA...........
+U07937.1/21-574 .A.CG..............................CUUU...........
+U20858.1/21-576 .A.CAAUUG..........................AGCA...........
+M18732.1/21-689 .C.UGGAA...........................AGUU...........
+X94430.1/21-605 .U.UUUGUUU.........................AUCC...........
+AF099101.1/20-618 .A.UGGUAUUGAGG.....................UUUA...........
+AF001843.1/1-573 .A.UCAUA...........................UGUU...........
+U41399.1/1-566 .A.ACUU............................GCAG...........
+U67142.1/1-545 .A.UCGUAACCGG......................CCCC...........
+U67323.1/1-571 .A.ACGUA...........................CAUC...........
+U50972.1/1-537 .A..CGGA...........................AAGC...........
+L76341.1/2-610 .A.AUAU............................GGUC...........
+L81935.1/19-617 .A.CGGAGA..........................GAUC...........
+AF057561.1/13-621 .C.CGAGACA.........................GUGA...........
+X99212.1/6940-7530 .A.UCAUAUUC........................CCAG...........
+U48383.1/1-570 .A.UCAUAAAC........................UCAG...........
+U07981.1/1-572 .A.CCAUUCUA........................AAAG...........
+AF121053.1/1-605 .A.UCAUCCACCCA.....................CCAG...........
+AJ244408.1/18-634 .AUC.AUAAAA........................ACAG...........
+X89441.1/21-852 .A.CAGUUUACAAAUUUCAGUGAUUUUUGGCGU..CUCGUGCGUCACAAA
+X89495.1/23-616 .A.UAUAUG..........................CCAC...........
+X89484.1/23-626 .A.UCGUACG.........................CAUC...........
+Z81325.1/1-568 .A.GCCAGU..........................ACU............
+D14363.1/1-584 .A.UCUUCGGUCGCGUC..................CUCG...........
+AB013012.1/1-595 .A.UCGUAC...........................CAG...........
+Z86122.1/21-610 .A.UAGUACA.........................UUGC...........
+U37526.1/21-600 .A.UCGUUC..........................CUUA...........
+U58369.1/21-624 .A.UCUUG...........................CACU...........
+D26530.1/1-501 .A.UAAUCUC.........................AAAC...........
+D84190.1/1-589 .A.AGCUGGG.........................CAUU...........
+AJ224787.1/24-651 .G.CGACAC..........................GGCC...........
+AJ224785.1/24-627 .A.UUGUAC..........................UCUCAUA........
+AF021878.1/21-605 .A.UUGU............................UAAG...........
+AF085182.1/1-516 .A.UUGU............................AUAGC..........
+AF085176.1/1-508 .A.UUGU............................CUAC...........
+AF001579.1/18-587 .A.UCGA............................UACA...........
+AF201375.1/1-617 .A.UGAU............................AUAA...........
+AF201373.1/1-598 .A.UUGU............................AUCA...........
+AJ133407.1/1-530 .A.UAGU............................CCUC...........
+AF260586.1/1-569 .AGGAAUAG..........................UAUC...........
+AF036611.1/1-551 .A.UCUC............................UUCU...........
+AF202156.1/1-533 .G....UGAGAU.......................ACCA...........
+AF036599.1/1-562 .A.UCAUGACAC.......................UUUC...........
+AF202165.1/1-533 .U.AUAUG..AU.......................UUAU...........
+AF036605.1/1-504 .G.DUAAA...........................UAUU...........
+AF083013.1/1-539 .A.AG..............................UAGU...........
+AF083002.1/1-548 .A.UU.....A........................AUCC...........
+AF083022.1/1-560 .A.UGUUGACA........................AUCC...........
+AF083001.1/1-536 .G......UUG........................AUCC...........
+AF082998.1/1-560 .A.GA..............................UAUU...........
+AF037369.1/1-530 .U.UCUU............................GAUC...........
+AF036600.1/1-568 .A.UCUUUC..........................CUUC...........
+AF036642.1/1-554 .A.UAUA............................UCCU...........
+AF124454.1/9-657 .A.CUAUAAAU........................CACG...........
+AF124463.1/35-631 .A.UCGUA...........................CCCG...........
+AJ228777.1/1-612 .U.UCAUAUUG........................CCUA...........
+AJ228796.1/1-601 .A.UCGUACGAAAC.....................CCAC...........
+AJ012525.1/1-510 .U.AUAUAGC.........................CUUA...........
+AJ012527.1/1-498 .U.UUAGUAC.........................CCAG...........
+AF102895.1/21-592 .A.CAA..............................GAA...........
+AJ012522.1/1-581 .U.GUGGUUU.........................U..............
+D83381.1/1-562 .C.UGAGUGA.........................CAUU...........
+AJ012524.1/1-496 .U.UGAGUUC.........................CUUG...........
+AF102892.1/16-581 .A..UACAA...........................ACC...........
+AF102897.1/22-609 .U.AUGUCA...........................GAU...........
+AF102894.1/10-597 .A....UAGU........................AAACU...........
+AF051328.1/18-607 .A.UAGUCU............................CC...........
+D85095.1/1-554 .A.UUGU............................UCUC...........
+AJ228794.1/1-594 .A.UCGUG...........................UAUG...........
+AF167420.1/16-625 .A.UGAUAU..........................GUCU...........
+AF051331.1/16-605 .U.CGCAGU...........................UAC...........
+AF167424.1/1-585 .A.U.CUUA..........................C..A...........
+AJ012513.1/1-588 .G.UUCAUAU.........................C..............
+AJ012521.1/1-588 .A.UACUACUAC.......................C..............
+AF051332.1/22-612 .A.CCUUA...........................CC.C...........
+M58347.1/1-528 .A.UCUUACC.........................CAUG...........
+U41281.1/1-588 .A.UCAUA...........................AAUU...........
+AF056024.1/1-515 .A.CAGU............................UAGU...........
+K02641.1/21-597 .A.CUUUCGGGU.......................UUUA...........
+AF093247.1/26-665 .C.A.GCGUUCCGCCCGGCUUCA............GCAA.....UGGGGC
+X13160.1/21-664 .C.AAGCAAGCCGCGUUGUUGCC............GCAA.....GGCGAC
+L23799.1/21-862 .G.UGAUUUG.........................AAAA...........
+AF245217.1/19-615 .A.UGGAUGUAC.......................GAAA...........
+AF091148.1/21-608 .A........AU.......................AAUA...........
+AF091145.1/19-597 .A....AU............................AAN...........
+AF091146.1/21-594 .A....GAUUAC.......................UUUG...........
+AF018160.1/21-570 .G..AAUA...........................CAAA...........
+AF043361.1/22-608 .A.ACGUA..........................CCUUA...........
+L26187.1/23-595 .A.UAGUA...........................AAAG...........
+AF085261.1/21-574 .A.UGAU...........................AU..A...........
+U22936.1/20-601 .A.UGGU............................ACCU...........
+X63519.1/21-607 .A.UGGUCCC.........................CUUG...........
+Z35317.1/19-597 .A.UAGUG...........................CAAC...........
+Z33462.1/20-589 .A.UGGUGGA.........................UCUU...........
+AJ130869.1/1-566 .A.U.GGA...........................GAGA...........
+AF185052.1/26-568 .A.CGAUUC..........................UC.A...........
+X85398.2/21-602 .A.UAAUCC..........................CUUA...........
+AB023499.1/21-585 .G.UGAAG...........................UGUA...........
+U21338.1/23-606 .A.UAUUUAA.........................CUAU...........
+U37108.1/21-579 .A.UAUUA...........................ACUU...........
+#=GC SS_cons .<.<<<............................................
+
+AF132134.1/1-639 UUUAUUA.ACCU.ACU.UGG..AUAAC.CG.UGGUAAU.UCUA.GAGCUA
+U83331.1/18-597 ..........CC.ACA.UGG..AUAAC.CG.UGGUAAU.UCUA.GAGCUA
+AF063241.1/21-596 ..........CU.ACA.AGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+U67119.1/1-591 ..........UU.ACA.UGG..AUAAC.CA.UGGUAAU.UCUA.UGGCUA
+AF129882.1/27-578 ..........UU.CAA.UGG..AUAUC.CA.UGGAAAA.UCUG.AAGCUA
+U72542.1/1-582 ..........AU.AUA.AGG..AUAAC.UA.CGGAAAA.GCUG.UAGCUA
+AF129883.1/16-610 ..........CU.ACA.CGG..AUAAC.CG.UGGUAAU.UCUG.GAGCUA
+X65152.1/21-566 ..........GU.AUA.UGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+Z29440.1/1-571 ..........CU.ACA.AGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+U17354.1/22-594 ..........UU.ACA.UGG..AUAAC.CG.AGCUAAU.UGUU.GGGCUA
+X71134.1/21-564 ..........UU.AUA.UGG..AUAAC.CA.UUGGGAA.ACUA.UGGCUA
+AJ276699.1/40-631 ..........UU.ACA.UGG..AUAAC.UG.UGGUAAU.UCUA.GAGCUA
+AF052190.1/16-601 ..........CU.AAA.UGG..AUACC.UG.UGGUAAU.UCUA.GAGCUA
+AF244939.1/20-597 ..........GU.ACA.UGG..AUAGC.AG.GGGUAAU.UCUA.CAUCUA
+AF076179.1/1-614 ..........CU.ACU.CGG..AUAAC.CG.UAGUAAC.UCUG.UGGCUA
+U03478.1/13-652 ..........CU.ACU.CGG..AUACC.CG.UAGUAAC.UCUG.UGGCUA
+AF076171.1/1-569 ..........CU.ACA.UGG..AUACC.CG.UAGUAAU.UCUA.GAGCUA
+AF076178.1/1-602 ..........CU.ACU.CGG..AUAAC.CG.UAGUAAC.CCUG.UGGCUA
+Z34900.1/19-575 ..........UU.ACU.UGG..AUAAC.CC.GAGUAAU.UCUC.UGGCUA
+L28812.1/26-692 .....AGAAACU.ACG.UGG..AUAAC.CG.UAGGAA...CUA.CAGCUA
+U03072.1/1-581 ..........CU.ACA.UGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+X56991.1/21-598 ..........AU.ACA.AGG..AUAGC.UU.UGUGAAU.GAUA.AAGAUA
+D28490.1/1-572 .........CAU.ACA.AGG.AAUAGC.UU.UGUGAAU.AAUA.AAGAUA
+AF119811.1/1-622 .......UGGGCCCAGUUGG..AUAAC.AA.UGGUAAC.UCCA.UUGCUA
+AF242548.1/18-727 .....GUACUC..AUU.UGG..ACAUC.CU.CCAAAAC.UUGG.UGGCUA
+AF150936.1/21-703 ..AAUGGCGCC..CAU.UGG.GACAUC.CU.CAAAAAC.CUUG.UGGCUA
+AF090868.1/1-680 .....GGUGCC..CAGUUGG..ACAUC.CU.CCAAAAC.CUUG.AGGCUA
+AF096991.1/1-630 .....GAAUCC..AAU.UGG..ACAUC.CA.CUAAAAC.CUAG.UGGCUA
+AF096992.1/1-778 .....GGCCUC..AGU.UGG..AUAUC.UC.UCAAAAC.CUGG.UGGCUA
+AF112871.2/21-757 UGUGUGGAACC.CCUU.UGG..ACAUC.CA.CCAAAAC.CUUG.UGGCUA
+U84732.2/21-794 GCAGGUGCUCA..GAU.CGGACAUAUC.CU.CCAAAAC.CUUG.UGGCUA
+AF150935.1/21-703 ....GGCGCCC..AAU.UGG..AUAUC.CU.CCAAAAC.CUAG.UGGCUA
+AF090871.1/1-669 UGCCAGGUGCC.CGCU.UGG..ACAUC.CU.CCAAAAC.CUAG.UGGCUA
+AF090869.1/1-776 .....GUGCCC..GUC.CGG..ACAUC.CU.CCAAAAC.CUAG.UGGCUA
+AF061338.1/21-739 GCCCAGGCGUC..CCA.UGG..ACAUC.CU.CCAAAAC.CUGG.UGGCUA
+AF090870.1/1-670 ..CCAGGCA.U.CCAA.UGG..ACAUC.CU.CCAAAAC.CUGG.UGGCUA
+AF096994.1/1-642 GAUCAAGGUGGUCAUU.UGG..ACAUC.CU.CCAAAAC.CUAG.UGGCUA
+AF090377.1/1-640 ..GCAUGC..U.CCAA.UGG..ACAUC.CA.CAAUAAC.CUUG.UGGCUG
+AF112875.1/1-639 CCUGUGACAUC.GGUC.CGG..AUAUU.CA.CCUCAAC.UGGG.UGGCUA
+U84731.1/18-642 ...UACCCUCCG.ACG.GGA.UAUAAC.CG.CCCUAAC.CGGG.CAGCUA
+X76494.1/1-621 ......CCGCAUCAAU.UGG..AUACC.CU.GGCGAAA.CGCG.AGGCUA
+AF245381.1/1-638 ......CCGCAA.AAU.UGG..AUAAC.UU.GGCGAAA.CGCC.AAGCUA
+AB018143.1/1-556 ..........CU.ACA.UGG..AUAAC.CG.UGGUAAU.UCUA.GAGCUA
+U77662.1/1-559 ..........CU.ACA.UGG..AUAAC.UG.UGGUAAU.UCUA.GAGCUA
+AF007533.1/1-572 ..........CU.AAU.UGG..AUAAC.CG.UGGUAAU.UCUA.GAGCUA
+AF113428.1/1-572 ..........CU.ACU.UGG..AUAAC.CG.UGGUAAU.UCUA.GAGCUA
+U07937.1/21-574 ..........CA.UUA.CGG..AUAAC.CG.UGGGAAA.CCAA.G.GCUA
+U20858.1/21-576 ..........UU.AC..CGG..AUACC.CG.UAGUAAC.UCUA.GGGCUA
+M18732.1/21-689 ...........U.ACA.AGG..AUACC.AC.CGUUAAC.UGCA.GCGAU.
+X94430.1/21-605 ..........UU.AUA.AGG..AUAAC.GU.UGUCAAA.UGCA.UCGAUA
+AF099101.1/20-618 ...CCUCGAACU.ACA.UGG..AUAAC.UG.UAGUAA..CCUA.GAGCUA
+AF001843.1/1-573 ...........U.AAA.UGG..AUAAC.UG.UGGCAAA.UCUA.GAGCUA
+U41399.1/1-566 ..........UU..CG.UGG..AUAAC.UG.UGGAAAA.CCUA.GAGCUA
+U67142.1/1-545 ....GCGGGGAC.GGU.CGG..AUAAC.UG.UGGUAAU.UCUA.GAGC.A
+U67323.1/1-571 ..........CC.AAG.UGG..AUAAC.CC.UGGCAAU.UCUA.GAGCUA
+U50972.1/1-537 ..........GU.ACC.UGG..AUAAC.UG.UGGCAAU.UCUA.GAGCUA
+L76341.1/2-610 ..........CA.CAA.UGG..AUAAC.UU.UGGCAAU.CCUA.GAGCUA
+L81935.1/19-617 ..........CU.AAU.UGG..AUAAC.UG.UGGCAAU.UCUA.GAGCUA
+AF057561.1/13-621 ...........U.ACA.UGG..AUAAC.UG.UGGUAAU.UUUA.GAGCUA
+X99212.1/6940-7530 ..........U..ACU.UGG..AUAAC.UG.UGGAAAA.UCUA.GAGCUA
+U48383.1/1-570 ..........UU.ACU.UGG..AUAAC.UG.UGGAAAA.UCUA.GAGCUA
+U07981.1/1-572 ..........UU.ACU.UGG..UUAAC.UG.UGGAAAA.UCUA.GAGCUA
+AF121053.1/1-605 ..........UU.ACU.UGG..AUAAC.UG.UGGAAAA.UCCA.GAGCUA
+AJ244408.1/18-634 ..........UU.ACU.UGG..AUAAC.UG.UGGUAAU.UCCA.GAGCUA
+X89441.1/21-852 AUCCGAAAUUGU.UAA.UGG..AUAAC.UG.UGGUAAU.UCUA.GAGCUA
+X89495.1/23-616 ..........UC.ACG.UGG..AUAAC.UG.UGGUAAU.UCUA.GAGCUA
+X89484.1/23-626 ..........CU.ACU.UGG..AUACC.UG.UGGCAAU.UCCA.GAGCUA
+Z81325.1/1-568 ..........UG.AAA.GGG..AUAAC.UC.UGGCAA..ACUG.GAGCUA
+D14363.1/1-584 ...GACUGGACG.UUU.UGG..AUAAC.UG.UGGUAAU.UCUA.GAGCUA
+AB013012.1/1-595 ..........UU.ACA.AGG..AUAAC.UG.UGGCAAU.UCUA.GAGCUA
+Z86122.1/21-610 ..........UU.ACA.UGG..AUAUC.UG.UGGUAAU.UCUA.GAGCUA
+U37526.1/21-600 ..........CC.ACA.UGG..AUACC.CG.UGGUAAU.UCUA.GAGCUA
+U58369.1/21-624 ..........AU.AGU.UGG..AUAAC.UG.UGGCAAN.UCUA.GAGCUA
+D26530.1/1-501 ..........GA.CGG.UGG..AUAAC.UG.UUGUAAA.UCUA.GAGCUA
+D84190.1/1-589 ..........CU.ACU.UGG..AUAAC.UG.UGGCAAU.UCUA.GAGCUA
+AJ224787.1/24-651 ...CUCACGGGCGAAU.CGG..AUAAC.UG.UGGCAAA.UCCA.GAGCUA
+AJ224785.1/24-627 ..........CU.ACU.UGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+AF021878.1/21-605 ..........GU.UAU.UGG..AUAAC.CG.UGGGAAA.UCUA.GAGCUA
+AF085182.1/1-516 ...........C.CAU.UGG..AUAAC.CG.UGGGAAA.UCUA.GAGCUA
+AF085176.1/1-508 ...........C.CAU.UGG..AUAAC.CG.UGGGAAAAUCUA.GAGCUA
+AF001579.1/18-587 ..........UG.CCA.UGG..AUAAC.UG.UGGCAAA.CCUA.GAGCUA
+AF201375.1/1-617 ..........AC..CA.UGG..AUAAC.UA.UGGCAAA.UCUA.UAGCUA
+AF201373.1/1-598 ..........CC.CAU.UGG..AUAAC.CG.UGGGAAA.UCUA.GAGCUA
+AJ133407.1/1-530 .............CAC.UGG..AUAUC.CG.UGGAAAA.UCUA.GAGCCA
+AF260586.1/1-569 ..........CU.ACA.CGG..AUAUC.UG.UAGUAAU.UCUA.GAGCUA
+AF036611.1/1-551 ..........CU.ACU.UGG..AUAAC.UG.UGGUAAU.UCUA.GAGCUA
+AF202156.1/1-533 ..........UU.AAA.UGG..AUAUC.UG.CGGUAAA.UCUG.GAGCUA
+AF036599.1/1-562 ..........CU.AUA.UGG..AUAAC.UG.CGGUAAU.UCUG.GAGCUA
+AF202165.1/1-533 ..........CU.ACA.CGG..AUAAC.UU.UGGCAAU.UCUG.GAGCUA
+AF036605.1/1-504 ..........UU.AGU.UGG..AUAAC.UG.AGGUAAU.UCUU.GAGCUA
+AF083013.1/1-539 ..........CU.CCC.CGG..AUACU.UC.UAGUAAU.UCUG.GAGCUA
+AF083002.1/1-548 ..........UA.CCU.AGG..AUACU.UU.CGAUAAU.CCUG.GAGUCA
+AF083022.1/1-560 ..........U..ACU.UGG..AUAAC.UG.CGGUAAU.UCUG.GAGCUA
+AF083001.1/1-536 ..........C...UU.GGG..AUAAC.UG.CGGAAAU.UCUG.GAGCUA
+AF082998.1/1-560 ..........CU.UAA.UGG..AUAAC.UG.CGGUAAA.UCUG.GAGCUA
+AF037369.1/1-530 ..........CU.AUA.UGG..AUAAC.UG.CGGUAAU.UNUG.GAGCCA
+AF036600.1/1-568 ..........UU.ACA.CGG..AUACC.UG.CGGUAAU.UCUG.GAGCUA
+AF036642.1/1-554 ..........UU.ACA.UGG..AUAAC.UG.UGGUAAU.UCUA.CAGCUA
+AF124454.1/9-657 ..........UU.AUA.UGG..AUAAC.UG.UAAUAAU.UCUA.GAGCUA
+AF124463.1/35-631 ..........UU.AUA.UGG..AUAAC.UG.UAAUAAC.ACUA.GAGCUA
+AJ228777.1/1-612 ..........CU.ACA.UGG..AUAAC.UG.UAGUAAU.UCUA.GAGCUA
+AJ228796.1/1-601 ..........UA.CAC.GGU..AUACC.UG.UAGUAAU.UCUG.GAGCUA
+AJ012525.1/1-510 ...........U.AUA.UGU..AUAAC.CA.CGGUAAC.ACUG.UGGCUA
+AJ012527.1/1-498 ..........UU.AUA.UGA..AUAAC.UG.CGGUAAC.UCUG.CAGCUA
+AF102895.1/21-592 ..........UU.AUA.UGG..AUAAC.UG.CAGUAAC.UCUG.UAGCCA
+AJ012522.1/1-581 ..........CG.AUA.AGG..AUAAC.UG.CGGUAAC.CCUG.CAGAUA
+D83381.1/1-562 ..........CU.ACA.AGA..AUAGC.U..GCGCUAA.CCGC.GUGUUA
+AJ012524.1/1-496 ..........UA.AAA.AGA..AUACC.UG.AGGUAAG.UCUU.CAGUCA
+AF102892.1/16-581 ..........UU.ACU.UGG..AUAAC.UG.UGGUAAC..CUA..AGCUA
+AF102897.1/22-609 ..........CU.AUA.UGG..AUAAC.UG.CGGUAAC.CCUG.CAGCUA
+AF102894.1/10-597 ..........UU.ACU.UGG..AUAAC.UG.CGGUAAC.UCUG.GAGCUA
+AF051328.1/18-607 ..........CC.ACU.CGG..AUAAC.UG.CGGUAAU.UCUG.GAGCUA
+D85095.1/1-554 ..........UU.ACU.UGG..AUAAC.UG.UGGGAAU.UCUA.GAGCUA
+AJ228794.1/1-594 ..........UA.ACA.UGG..AUAAC.UG.UGGGAAU.UCUA.GAGCUA
+AF167420.1/16-625 .......AAA...AGA.AGG..ACAAC.UG.UAGUAAU.UCUA.GAGCUA
+AF051331.1/16-605 ..........CCUAUU.CGG..AUAAC.UG.UAGUAAU.UCUA.GAGCUA
+AF167424.1/1-585 .......CAAUU.ACU.UGG..AUAAC.UG.UAGUAAU.UCUA.GAGCUA
+AJ012513.1/1-588 .........UGACUUGUUGG..AUAAC.UG.UAGUAAU.UCUG.GAGCUA
+AJ012521.1/1-588 .........UCU.ACU.UGG..AUAAC.UG.UAGAAAU.UCUA.GAGCUA
+AF051332.1/22-612 ..........AUUACU.UGG..AUAAC.UA.UAGUAAU.UCUA.GAGCUA
+M58347.1/1-528 ..........AU.ACA.UGG..AUAAC.UA.CAGUAAU.UCUG.GAGCUA
+U41281.1/1-588 ..........CU.AAA.UGG.AAUAAC.CG.AGGAAAA.GCCU.GGGCUA
+AF056024.1/1-515 ..........UU.ACA.UGG..AUAAC.UG.UGGUAAU.UUUA.GAGNUA
+K02641.1/21-597 ..........CC.UUU.UGG..AUAAC.CG.CAGUAAA.UC.G.GGGCUA
+AF093247.1/26-665 CGGGCA..U.U..AUA.UGG..AUAAC.CG.UGGUAAU.UCUG.AGGCUA
+X13160.1/21-664 GGCGCGGUU.C..ACA.GGG..AUAAC.CC.UGGUAAU.UCUG.AGGCUA
+L23799.1/21-862 .........AGU.ACU.UGG..AUAAC.CC.UGUUAAU.UGUA.GAGCUA
+AF245217.1/19-615 .......GCACU.ACA.UGG..AUAUC.CG.UCGAAAU.UCGA.GAGCUA
+AF091148.1/21-608 .......GU.UU.AUG.UGG..AUAAC.UU.UGGAAUU.UCUU.UAGCUA
+AF091145.1/19-597 .......UUUCU.UUG.UGG..AUAAC.UG.CGGGAAU.UUUU.CAGCUA
+AF091146.1/21-594 ...........U.AGG.UGG..AUACC.UG.UGGUAAU.UCUA.GAGCUA
+AF018160.1/21-570 ..........AA.AGA.UGG..AUAUU.AG.UGCUAAU.UCUA.CAAUCA
+AF043361.1/22-608 ..........CU.ACC.UGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+L26187.1/23-595 ..........UU.AAA.CGG.AAUAUC.CG.CAGUAAU.UCUG.GGGUUA
+AF085261.1/21-574 ..........CU.ACU.CGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+U22936.1/20-601 ..........CU.ACU.CGG..AUAAC.CG.UAGGAAA.UCUA.GAGCUA
+X63519.1/21-607 ..........CU.ACU.CGG..AUACC.CG.UAGAAAA.UCUA.GAGCUA
+Z35317.1/19-597 ..........CU.ACU.CGG..AUAAC.CG.UAGUAAC.ACUA.GAGCUA
+Z33462.1/20-589 ..........AU.AUA.UGG..AUACC.UN.UAGGAAU.UCUA.GAGCUA
+AJ130869.1/1-566 ..........UA.UCG.UGG..AUAAC.CG.UGGUAAU.UCUA.UGGCUA
+AF185052.1/26-568 ..........CU.ACA.UGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+X85398.2/21-602 ..........CU.ACU.UGG..AUACC.CG.UAGUAAU.UCUA.GAGCUA
+AB023499.1/21-585 ..........CU.ACU.UGG..AUAAC.CG.UAGUAAU.UCUA.GGGCUA
+U21338.1/23-606 ..........CU.ACA.UGG..AUACU.UG.UGGCAAA.UCUA.GAAACA
+U37108.1/21-579 ..........CU.ACA.AGG..AUAAC.CG.UAGUAAU.UCUA.GAGCUA
+#=GC SS_cons ..............<<.<<.......<.<<.<<<......>>>.>>>...
+
+AF132134.1/1-639 AUA.CAUGCGC.................AAGGUC..CCA....AGCGC.G
+U83331.1/18-597 AUA.CGCGAG..................UAAAGC..ACG....UUU....
+AF063241.1/21-596 AUA.CUUGCAC.................UUCAAA..ACA....C......
+U67119.1/1-591 AUA.CAUGCGC.................AAAGGU..CA.....CCUCC..
+AF129882.1/27-578 AUA.CAUGUCG.................CAUUUC................
+U72542.1/1-582 AUA.CUUGCUU..................UAGCA..CU.....CUUGAU.
+AF129883.1/16-610 AUA.CGUGCAA..................AGCGC..UCG....ACUUU..
+X65152.1/21-566 AUA.CAUGCUG..................GUUGC..G.............
+Z29440.1/1-571 AUA.CUUGCCG..................UUAAC..CUG....ACU....
+U17354.1/22-594 AUA.CAUGCGA.................AAAAAU..CCG....UGU....
+X71134.1/21-564 AUA.CAUGCAU.................AAAGAC..C.............
+AJ276699.1/40-631 AUA.CAUGCAC.................AUGAAC..CUG....ACCU...
+AF052190.1/16-601 AUA.CAUGCAC.................AAUGUU..CCA....ACU....
+AF244939.1/20-597 AUA.CAUGC.C.................CAAUGU..AUG....ACU....
+AF076179.1/1-614 AUA.CGUGCGG...................GAGU..UCC....CCAA...
+U03478.1/13-652 AUA.CGUGCGA.................AUUUCC..CCG....ACUCAUC
+AF076171.1/1-569 AUA.CAUGCGU..................AAACA..CUG...........
+AF076178.1/1-602 AUA.CGUGCGC..................GGUGU..CCC....GACGUC.
+Z34900.1/19-575 AUA.CAUGCGG..................AAGAC..CCU...........
+L28812.1/26-692 AUA.CAUGCUC.................CAUCGC..UUU....UUUUAUA
+U03072.1/1-581 AUA.CAUGCCC...............ACAAAGCC..CCG....AC.....
+X56991.1/21-598 AUA.CUUGAGA.................CGAUCC..AGU....UUGUA..
+D28490.1/1-572 AUA.CUUGAGA.................CGAUCC..UGU....U.CUA..
+AF119811.1/1-622 AUA.CAUGUCC................GAAGAAU..CCA....ACUCGAU
+AF242548.1/18-727 AUA.CACGAUU..............GCCCAGGUC...UG.....CCAUGA
+AF150936.1/21-703 AUA.CCCGUCC..............GCUCCAGUC...AA.....CCUCAG
+AF090868.1/1-680 AUA.CACGAAU..............GCAACGGUC...GG....CCAUAGC
+AF096991.1/1-630 AUA.CACGUUG..............GCAA.AGUG...GG.....CCAUGC
+AF096992.1/1-778 AUA.CACGAUC..............AA.GAGGUC...AG..CCAUGAAUG
+AF112871.2/21-757 AUA.CACGCUC..............GAACCAAGU..CAG.....CCAUGC
+U84732.2/21-794 AUA.CGCGAUC...............GCCAAGGU..CGG....CCAAGUU
+AF150935.1/21-703 AUA.CACGCAA..............GCCAAGGUC...GG.....C.....
+AF090871.1/1-669 AUA.CACGGUU...............GCCCCGGU..CUG.....C..UA.
+AF090869.1/1-776 AUA.CGCGCUU..............GCCCCAGUC...CG....CCACAGC
+AF061338.1/21-739 AUA.CACGGAA...............GCAACAGU..CCC.....CUGUGG
+AF090870.1/1-670 AUA.CACGGAU...............GGAACAGU..CUG.....CCG...
+AF096994.1/1-642 AUA.CACGCAA...............GAGACAGU..........CUGCC.
+AF090377.1/1-640 AUA.CACGCAA...............GCAAGUGU..C.............
+AF112875.1/1-639 AUA.CAUGGAA...............GC.UCAG....AG.....CUGUG.
+U84731.1/18-642 AUA.CCUGGAA...............GACCAAUC..CUG....GACCACU
+X76494.1/1-621 AUA.CAUGAAU................CUCAAGG..GGU....AACUCAG
+AF245381.1/1-638 AUA.CAUGAAC................CAACCGG..AUG....UUCUCUG
+AB018143.1/1-556 AUA.CAUGCAC..................AAACC..UC............
+U77662.1/1-559 AUA.CAUGCCG................AAAAGGC..CCC...........
+AF007533.1/1-572 AUA.CAUGCGC................GAAGGGC..CCG....ACUU...
+AF113428.1/1-572 AUA.CAUGCAA................AAAAACC..CUG....AC.....
+U07937.1/21-574 AUA.CGAGUGA.................AAAGUG..UUG....CUG....
+U20858.1/21-576 AUA.CGUGACA.................AAA.CC..UC............
+M18732.1/21-689 AUA.CUUGUUC..............CCUUCGGGG..UGG....UAAUAGU
+X94430.1/21-605 AUA.CUUGCUC..............UCUUAAACC..UCU....GAA....
+AF099101.1/20-618 AUA.CAUGCAA................AAACAAU..UCA....ACU....
+AF001843.1/1-573 AUA.CAUGUUU................ACAAACU..CUG....ACU....
+U41399.1/1-566 AUA.CAUGCAC.................AAAGUC..CUG....AC.....
+U67142.1/1-545 AUA.CAUGCAA................UCGAGCU..CUG....ACC....
+U67323.1/1-571 AUA.CAUGCAC................CGAAGCU..CCG....ACC....
+U50972.1/1-537 AUA.CAUGCGA................AAAAGCU..CCG....ACC....
+L76341.1/2-610 AUA.CAUGAUU..................AUACG..CCU....CCGC...
+L81935.1/19-617 AUA.CAUGCCU................GUUC.GC..G.......ACCCGC
+AF057561.1/13-621 AUA.CAUGCAA................CCGAGCU..CC.....AGUCGGC
+X99212.1/6940-7530 AUA.CAUGCAA...............AUAAUGCG..AGU....AUC....
+U48383.1/1-570 AUA.CAUGCAU.................CAAACG..GGG....ACC....
+U07981.1/1-572 AUA.CAUGCAU.................AAUGCA..GGA....ACU....
+AF121053.1/1-605 AUA.CAUGCGA.................CAUGCC..GGG....ACUGCGG
+AJ244408.1/18-634 AUA.CAUGCAA................ACAAACA..UGG....AUCACUU
+X89441.1/21-852 AUA.CAUGAAA...............AACGUAUG..UGC....AAAAUGC
+X89495.1/23-616 AUA.CAUGCAA................CCAAGUC..CCG....ACCA...
+X89484.1/23-626 AUA.CAUGCUA...............CAGGUGUC..UCCG...GCCGG..
+Z81325.1/1-568 AUA.CAUGCAU.................UAUACG..GUC....AC.....
+D14363.1/1-584 AUA.CAUGCCU..............GACGCCGUC..GGG....GCC....
+AB013012.1/1-595 AUA.CAUGCGA.................AAAGCG..CUG....ACUGC..
+Z86122.1/21-610 AUA.CAUGCGA.................GAGGUC..CCG....ACC....
+U37526.1/21-600 AUA.CAUGC...................CCAGUC..CCG....ACCG...
+U58369.1/21-624 ACA.CAUGCAA................CAGAGCU..UUC....UUGGAUC
+D26530.1/1-501 AUA.CAUGCAG.................AAAGCU..U.............
+D84190.1/1-589 AUA.CAUGCAC..............GAAACAGCU..UCGC.A.AUCCUCC
+AJ224787.1/24-651 AUA.CGUGCGC...............ACCGAGCC..CCG....ACCCGCC
+AJ224785.1/24-627 AUA.CAUGCGA...............A..AAGUC..CCG....ACU....
+AF021878.1/21-605 AUA.CAUGCA...................CCUCU..CGG.....UGGGAA
+AF085182.1/1-516 AUA.CAUGC.G....................UUU..AAUCGUACAGGUAG
+AF085176.1/1-508 AUA.CAUGCAG...................UUUU..GAG...AUAGCGU.
+AF001579.1/18-587 AUA.CAUGCAA..................AAUUC..UUU....GU.....
+AF201375.1/1-617 AUA.CAUGUGU.................CAGCCG..GGU....UUCCGAG
+AF201373.1/1-598 AUA.CAUGCAG.................UCACAC..CAG....CAUC...
+AJ133407.1/1-530 AUA.CUUGCAC................UGAUAUC..UAA....CAAGCWA
+AF260586.1/1-569 AUA.CGUGCUA................CCAUCAU..CCG....ACU....
+AF036611.1/1-551 AUA.CAUGCAA................CUAAUCC..CCG....AUC....
+AF202156.1/1-533 AUA.CAUGCAAU...............AUA.UGU..UGU....AUAG...
+AF036599.1/1-562 AUA.CAUGCAU................AAAAGCG..GGG....UCA....
+AF202165.1/1-533 AUA.CGUGCAU................UGAUGCC..UAA....C......
+AF036605.1/1-504 AUA.CACGCUU...............UUUAUACC..AC............
+AF083013.1/1-539 AUA.CG...GC.....................GC..AC............
+AF083002.1/1-548 AUACCGUGUC......................CC..UCG....GG.....
+AF083022.1/1-560 AUA.CAUGCAU................CAAAGCU..CUG....AC.....
+AF083001.1/1-536 AUA.CCAUUAA................CAAAGCU..UGG....AA.....
+AF082998.1/1-560 AUA.CAUGCAA................AAAAAGC..UAG.....A.....
+AF037369.1/1-530 AUA.CAUGCAU................C.AAGCC..UCG....GCC....
+AF036600.1/1-568 CUA.CGUGCAU................UAAA.CG..ACA....ACC....
+AF036642.1/1-554 AUA.CACGCAU................CAAAACC..CCG....AC.....
+AF124454.1/9-657 AUA.CAUGCCG................AUAUGCC..CUG....AGCUGAU
+AF124463.1/35-631 AUA.CAUGCCU................CGAAGCC..CUG....ACCCG..
+AJ228777.1/1-612 AUA.CGUGCCU................AGAUGCC..CUG....AGUC...
+AJ228796.1/1-601 AUA.CGUGCCU..............UUGUGUGUG..CAA....UCC....
+AJ012525.1/1-510 AUA.CAAGCGU...............GAGUGAGG..CAC....AGCG...
+AJ012527.1/1-498 AUG.CAUGAAA................AUUG.CU..GGA....CC.....
+AF102895.1/21-592 AUA.CAUGCGA....................CUA..GCC....CUAU...
+AJ012522.1/1-581 AUA.CUUGUAA.................AAU.CUA.CU.....UU.....
+D83381.1/1-562 AUG.CUUGCAG...................AUUG..CUU...........
+AJ012524.1/1-496 AUG.CUUGCAG................AUUG.CU..UGC...........
+AF102892.1/16-581 AUA.CAUGCCA..................UAAGG..GUA.........CA
+AF102897.1/22-609 AUA.CAUGCUA................AGCGCU..AA......UUUC...
+AF102894.1/10-597 AUA.CAUGCCG..................AAACC..CUG....UCC....
+AF051328.1/18-607 AUA.CAUGCGU................UUAAGCC..GCC....UGUA...
+D85095.1/1-554 AUA.CAUGGCC................AAAAGCU..CCG....ACC....
+AJ228794.1/1-594 AUA.CAUGCAU................CAAAGCC..GUG....ACC....
+AF167420.1/16-625 AUA.CUUGCCC...............UCGAUGUC..CUG....ACC....
+AF051331.1/16-605 AUA.CGUGCCA...............ACUAUGUC..CUG....UU.....
+AF167424.1/1-585 AUA.CAUGCCC...............AACAGGCC..GUG....UUC....
+AJ012513.1/1-588 AUA.CAUUAACCGA.............AGAAAGU..CCU....AUC....
+AJ012521.1/1-588 AUA.CAUGCCA..............AUUUAUGCU..UUA....GCC....
+AF051332.1/22-612 AUA.CAUGCC................AAUGUGCC..GUU....GC.....
+M58347.1/1-528 AUA.CAUGCCA...............AUUAUGCC..UUG....GC.....
+U41281.1/1-588 AUA.CAUGCGA.................AAA.UU..CCG....GUA....
+AF056024.1/1-515 AUA.CAUGCAG.................CAAGCC..UUG....ACC....
+K02641.1/21-597 AUA.CAUACAA................GCGAUGG..GUG....ACUG...
+AF093247.1/26-665 AUA.CAUGACA...............CACUAACC..CGU.....CGGGCU
+X13160.1/21-664 AUA.CAAGAAC..................GUACC..ACC.....CGCUUC
+L23799.1/21-862 AUA.CAUGCAC................CGACGGC..CUG....AUCGGGU
+AF245217.1/19-615 AUA.CAUGCAA.................CAACGC..CCG....ACCG...
+AF091148.1/21-608 AUA.CAUGGUA.................CAAUAU..AUA....UAUA...
+AF091145.1/19-597 AUA.CAUGGUA.................CUAUGU..AUA....AAUA...
+AF091146.1/21-594 AUA.CAUGUCG.................CUAAUG..GUA....UAUU...
+AF018160.1/21-570 AUA.CAUUUAU.................AACGUC..UAAU...UUU....
+AF043361.1/22-608 AUA.CAUGCCU.................ACACGC..CCG....AC.....
+L26187.1/23-595 AUA.CGUGAUA.................UGUAGC..CCG....AA.....
+AF085261.1/21-574 AUA.CGUGCCA.................CAAGAC..GAC...........
+U22936.1/20-601 AUA.CGUGCGC..................AAAUC..CCG....ACU....
+X63519.1/21-607 AUA.CGUGCAC.................GAAGGC..CCG....ACC....
+Z35317.1/19-597 AUA.CGUGCGU..................AAAUC..CCG....ACU....
+Z33462.1/20-589 AUA.CAUGCAU..................AAAUC..CUG....ACU....
+AJ130869.1/1-566 AUA.CAUGCA...................GAGCA..GAC...........
+AF185052.1/26-568 AUA.CAUGCGU.................CAAGAC..CC........GC..
+X85398.2/21-602 AUA.CAUGCAU.................CAUAAC..CCG....ACUA...
+AB023499.1/21-585 AUA.CAUGAGA.................AAGUCC..UC............
+U21338.1/23-606 AAA.CAUGCGU................ACAAGAC..GUG....ACU....
+U37108.1/21-579 AUA.CUUGAGA................AAAAAUA..GC............
+#=GC SS_cons ....>>>>........................<<..<<<<<<..<<....
+
+AF132134.1/1-639 GGGGCGGCUCC...........................UCGU........
+U83331.1/18-597 ......................................UCUC........
+AF063241.1/21-596 ......................................UUUU........
+U67119.1/1-591 .......................................UUU........
+AF129882.1/27-578 .......................................AUG........
+U72542.1/1-582 ......................................UUAU........
+AF129883.1/16-610 .......................................ACG........
+X65152.1/21-566 ......................................CAG.........
+Z29440.1/1-571 ......................................UUUC........
+U17354.1/22-594 ......................................CCC.........
+X71134.1/21-564 ......................................UUUG........
+AJ276699.1/40-631 .......................................CAA........
+AF052190.1/16-601 ......................................UCAA........
+AF244939.1/20-597 ......................................UAUU........
+AF076179.1/1-614 ......................................CUCA........
+U03478.1/13-652 C.....................................GAUA........
+AF076171.1/1-569 .....................................UUCAU........
+AF076178.1/1-602 ......................................UUCG........
+Z34900.1/19-575 ......................................UUAC........
+L28812.1/26-692 UAUA..................................UUUG........
+U03072.1/1-581 ......................................GCAA........
+X56991.1/21-598 ......................................UUAG........
+D28490.1/1-572 ......................................UUAC........
+AF119811.1/1-622 UCAACCCCGUGG.........................CCUU.........
+AF242548.1/18-727 CACAUAACCUGGUUUGAGACAGCUG.........................
+AF150936.1/21-703 CACAGGCGCCAG...CCCUCGG............................
+AF090868.1/1-680 AAUAUCGAGACCAUCGGCUGUC............................
+AF096991.1/1-630 ................CCACGG............................
+AF096992.1/1-778 GCAGCUUGGCUUGUGUGAGCAAAGU.........................
+AF112871.2/21-757 GAC.............ACUCGGUUUGCGACUCUUCG..............
+U84732.2/21-794 CAGUUCUUUCUCAACAACCCUGGCUGGGUCCGCGUG..............
+AF150935.1/21-703 ....CUCAGCAUGG.UCUUGCC............................
+AF090871.1/1-669 ......................CAACA.......CAG...U.........
+AF090869.1/1-776 GACGCUC..CAGUGAUGUGGUGC...........................
+AF061338.1/21-739 A...............AGCAUCACAUGGCC..UUUG..............
+AF090870.1/1-670 ..........................CACGCAUGGCCUUGC.........
+AF096994.1/1-642 ......................ACGUCAAGGUUGGUCUGGG.........
+AF090377.1/1-640 .......................UGUCAUGCGAUG...UGG.........
+AF112875.1/1-639 ......................GCCCGUUC..CGGG..............
+U84731.1/18-642 CCACCACCUGCGGGG.......................AAA.........
+X76494.1/1-621 UCAAGGAC..............................UUCG........
+AF245381.1/1-638 UUCC..GGCGGCAGG.......................GCAA........
+AB018143.1/1-556 ......................................CUCG........
+U77662.1/1-559 ......................................UUAC........
+AF007533.1/1-572 ......................................UAUU........
+AF113428.1/1-572 ......................................UUCG........
+U07937.1/21-574 ......................................UCU.........
+U20858.1/21-576 ......................................UCUC........
+M18732.1/21-689 AUUUG..................................UGC........
+X94430.1/21-605 ......................................UUGC........
+AF099101.1/20-618 ......................................UUUU........
+AF001843.1/1-573 ......................................UUCG........
+U41399.1/1-566 ......................................UUCG........
+U67142.1/1-545 ......................................UUCG........
+U67323.1/1-571 ......................................GCAA........
+U50972.1/1-537 ......................................UUCG........
+L76341.1/2-610 ......................................UCCG........
+L81935.1/19-617 ......................................UUCG........
+AF057561.1/13-621 CGC...................................CUCG........
+X99212.1/6940-7530 ......................................GUAA........
+U48383.1/1-570 ......................................UCAC........
+U07981.1/1-572 ......................................GAAA........
+AF121053.1/1-605 GGUG..................................CUUG........
+AJ244408.1/18-634 CC....................................UUCG........
+X89441.1/21-852 CGAUUGUUGUCGUCGUCGACU.................GCAA........
+X89495.1/23-616 ......................................GCGA........
+X89484.1/23-626 ......................................GCAA........
+Z81325.1/1-568 ......................................CUA.........
+D14363.1/1-584 ......................................CGC.........
+AB013012.1/1-595 ......................................UUCG........
+Z86122.1/21-610 .......................................UCU........
+U37526.1/21-600 ......................................CUUG........
+U58369.1/21-624 U.....................................UUCG........
+D26530.1/1-501 ......................................UUCG........
+D84190.1/1-589 CU....................................CUGG........
+AJ224787.1/24-651 ......................................UUUA........
+AJ224785.1/24-627 .......................................CUCG.......
+AF021878.1/21-605 G......................................CUUG.......
+AF085182.1/1-516 C.....................................UUGC........
+AF085176.1/1-508 .......................................NAA........
+AF001579.1/18-587 ......................................UUCG........
+AF201375.1/1-617 ......................................GUAA........
+AF201373.1/1-598 ......................................GCAA........
+AJ133407.1/1-530 ......................................AUGC........
+AF260586.1/1-569 ......................................UGUC........
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+#=GC SS_cons ..................................................
+
+AF132134.1/1-639 ..................................................
+U83331.1/18-597 ..................................................
+AF063241.1/21-596 ..................................................
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+#=GC SS_cons ..................................................
+
+AF132134.1/1-639 ................GG.GUCG..CUCGCAUGU.GCAG.....CGG.GA
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+AF242548.1/18-727 ...GCACCCCAAUGGGCCAAAGUCUCCGGGUGGU...U......GGA.U.
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+AF090868.1/1-680 ......UUCAACGGCAGUUGCCCUGACUCGGUAU.GGU......GGA.UA
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+U84732.2/21-794 CUGUGGUGCUGGCAGUGCACACCAGCUGGGUGUU.UGG......CCG.AU
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+AF090871.1/1-669 CC...AAUCUGCCUUGA............CUGGC.AG.......UGG...
+AF090869.1/1-776 UCCUUGCCAAGCCCACAGGCCCUUCAACCGGCCUCUUGCC....UGACCA
+AF061338.1/21-739 CU.....GCUGACAAGGG..........CCCAGC.AG.......UGG.AU
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+#=GC SS_cons ...................................>>...>>.>>>>.>>
+
+AF132134.1/1-639 U.........GUAU..UU.AUUAAGGUUA.A.A..AACC.AGC.....AU
+U83331.1/18-597 C.........GUGC..AU.GUUU.AUUAGAU.UUAAACC.AAU.....CU
+AF063241.1/21-596 U.........GCAC..UU.AUUA.GAUUC.C.C..CACC.AAU.....GC
+U67119.1/1-591 U.........GUGU..UU.AUUA.GAUAC.A.A..AACC.AAC.....CC
+AF129882.1/27-578 ............CG..UG.AUUG.GUCUU.U.A..GUAA.AAC.....UC
+U72542.1/1-582 U.........GUAC..UU.GUUA.AGCCU.U.A..UAAG.A.......AA
+AF129883.1/16-610 G.........GCAC..UU.AUUA.GAUUG.A.G..AACU.AAU.....AU
+X65152.1/21-566 A.........GCAU..UU.AUUA.GAUAA.A....ACCC.AG......CG
+Z29440.1/1-571 U.........GUAU..UU.AUUA.GAUUU.G.A..AAUC.AUC.....AG
+U17354.1/22-594 U.........GUAU..UU.AUUA.GAUAU.U.A..AACC.AAU.....CU
+X71134.1/21-564 U.........GUAU..UU.AUUA.GUUUU.U.....GCC.........AG
+AJ276699.1/40-631 U.........GUGU..UU.AUUG.AUUUC.A.A..AACC.AAC.....UC
+AF052190.1/16-601 U.........AUGU..UU.ACUA.GUUCC.A.G..AAUC.AAUG....CU
+AF244939.1/20-597 U.........GUGC..UC.UGCC.ACUUC.A.A..AACC..AUC....CU
+AF076179.1/1-614 C.........GUAU..UU.AUUA.GUUAU.A.....AAC.GCUAG...CC
+U03478.1/13-652 C.........GUAU..UU.AUUA.GUUAU.A.....AAC.GCUAGC..CU
+AF076171.1/1-569 G.........GUAU..UU.AUUA.GAUCC.G....AACC.AGC.....CC
+AF076178.1/1-602 U.........GUAC..GU.GUUA.GGUAU.A.....AAC.GCUAA...CC
+Z34900.1/19-575 U.........GUAU..UU.AUUA.GAUCU.U....UACU.AAC.......
+L28812.1/26-692 G.........GGAU..UU.AUUA.GAUCA.A.A..AACC.AGCU....AU
+U03072.1/1-581 U.........GUAU..UU.AUUA.GAUUC.A....AACC.AAC.......
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+AJ228796.1/1-601 CU.AUC.....A.ACUUAC..GAU.GG.UA.GGUA....AUU.UG.CCUA
+AJ012525.1/1-510 CC.AUC.....A.ACCUAA..GAU.GG.UG.GGGU....AAC.GG.CCUA
+AJ012527.1/1-498 CU.AUC.....A.ACCUAU..GAC.GG.UA.GUGU....AAC.GG.ACUA
+AF102895.1/21-592 CC.AUC.....A.ACUUUC..GAC.GG.UA.GUGU....AUU.UG.ACUA
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+D83381.1/1-562 CU.AUC.....A.ACCUAU..GAC.GG.UA.GUGU....AAC.GC.ACUA
+AJ012524.1/1-496 CU.AUC.....A.ACCUAU..GGC.GG.UA.GUGU....AAC.GG.ACUA
+AF102892.1/16-581 CU.AUC.....A.ACUUUG..GAC.GG.UA.GUGU....ACC.GG.ACUA
+AF102897.1/22-609 CU.AUC.....A.ACUACU..GAC.GG.UA.GUGU....AAC.GG.ACUA
+AF102894.1/10-597 CU.AUC.....A.ACUUUG..GAC.GG.UA.GGGU....ACC.GG.CCUA
+AF051328.1/18-607 CU.AUC.....A.ACUGUC..GAC.UG.UG..GCAU...AGA.CG.CCCA
+D85095.1/1-554 CU.AUC.....A.ACUGAC..GAU.GG.UA.CGUU....AUA.UG.CCUA
+AJ228794.1/1-594 CU.AUC.....A.ACUUAC..GUU.GG.UA.GGUU....ACC.UG.CCUA
+AF167420.1/16-625 CU.AUC.....A.GCUUUC..GAC.GG.UA.GGAU....AGU.GG.CCUA
+AF051331.1/16-605 CU.AUC.....A.ACUAUA..GAC.GG.UA.UUAU....AGA.GG.AUUA
+AF167424.1/1-585 CU.AUC.....A.ACUUUC..GAU.GG.UA.GGUG....CUA.UG.CCUA
+AJ012513.1/1-588 CU.AUC.....A.ACU..U..UAU.GG.UA.GGAU....AUA.GG.CCUA
+AJ012521.1/1-588 CU.AUC.....A.ACUA....GAU.GG.UG.AGAU....AAA.GU.CUUA
+AF051332.1/22-612 CU.AUC.....A.ACUUUC..GAU.GG.UA.AGUU....ACA.UG.CUUA
+M58347.1/1-528 CU.AUC.....A.UCUGUC..GAU.GG.UG.AGUU....AAA.CG.CUCA
+U41281.1/1-588 UU.AUC.....A.ACUUUA..GAC.GG.UA.CAUU....AUA.UG.UCUA
+AF056024.1/1-515 UU.AUC.....A.GCUU....GUU.GU.UA.GGUU....AUA.UG.CCUA
+K02641.1/21-597 CU.AUC.....A.ACUUUC..GAU.GG.UA.CGGU....AUU.GG.CCUA
+AF093247.1/26-665 CU.AUC.....A.ACUA....GAC.GG.CA.GCGU...AAGG.GA.CAUG
+X13160.1/21-664 CU.AUC.....A.ACUA....GAU.GG.CA.GCGU...AACG.GA.CAUG
+L23799.1/21-862 CU.AUC.....A.ACUC....GAU.GG.UA.GGAU....AGU.GG.CCUA
+AF245217.1/19-615 CU.AUC.....A.CCUUUC..GAU.GG.UU.CUGU....ACU.GG.ACAG
+AF091148.1/21-608 CU.AUC.....A.GUUA....AUU.AG.UU.GCGU....CUU.GA.UCUU
+AF091145.1/19-597 CU.AUC.....A.GUUA....AUU.AG.UU.GCGU....CUU.GU.ACAA
+AF091146.1/21-594 CU.AUC.....A.GUUA....GUA.AG.UA.GUGU....AUU.GG.ACUA
+AF018160.1/21-570 CC.AUC.....A.GUUGU....UC.UA.UU.AUGU....AGU.GA.AUUA
+AF043361.1/22-608 CU.AUC.....A.ACUUUC..GAU.GG.UA.GAGU....CGU.GG.UCUA
+L26187.1/23-595 CU.AUC.....A.ACUUUG..GAU.UG.UA.GGGU....AGU.GG.CCUA
+AF085261.1/21-574 CU.AUC.....A.ACUUUG..GAU.GG.UA.AGGU....AUU.GU.CUUA
+U22936.1/20-601 CU.AUC.....A.ACUUUC..GAU.GG.UA.GGAU....AGA.GG.CCUA
+X63519.1/21-607 CU.AUC.....A.ACUUUG..GAC.GG.UA.GGAU....AGA.GG.CCUA
+Z35317.1/19-597 CC.AUC.....A.GGUUUC..GAC.UG.UA.GUGU....AUU.GG.ACUA
+Z33462.1/20-589 CU.AUC.....A.AUUUAC..GAU.GG.UA.CGGU....AGU.GG.CGUA
+AJ130869.1/1-566 CU.AUC.....A.ACUGUG..GAC.GG.UA.GGAU....CGA.GG.CCUA
+AF185052.1/26-568 CU.AUU.....A.CUUU.G..UCG.CG..A.GGAU....AUG.GU.CCU.
+X85398.2/21-602 CU.AUU.....A.ACUUCG..GAC.GG.UA.UGGU....AUU.GG.CUUA
+AB023499.1/21-585 CU.AUC.....A.GCUUUC..GAU.GG.UA.GUAU....AUA.GG.CCUA
+U21338.1/23-606 CC.AUC.....A.GUUGUC..GAU.GG.UA.GGGU....AUU.GG.CCUA
+U37108.1/21-579 CU.AUC.....A.GCUUUC..GAU.GG.UA.GUGU....AUU.GG.ACUA
+#=GC SS_cons <<..<........<<<......<<.<<.<<.<<.<........>..>>>>
+
+AF132134.1/1-639 CCA.....UGGU.C..GUAA.CGGGU...........AACGGA.GAAU.U
+U83331.1/18-597 CCG.....UGGC.A..GUGA.CGGGU...........AACGGG.GAAU.U
+AF063241.1/21-596 CCU.....UGGC.U..UUGA.CGGGU...........AACGGA.GAAU.U
+U67119.1/1-591 CCG.....UGGC.A..GUGA.CGGGU...........AACGGG.GAAU.U
+AF129882.1/27-578 CCA.....AGGC.U..AUUA.CAGGU...........GACGGG.GAAU.U
+U72542.1/1-582 ACA.....UGGC.U..UAGA.CGGGU...........AACGGG.GAAU.U
+AF129883.1/16-610 CCG.....UGGC.G..AUGA.CGGGU...........AACGGG.GAAU.U
+X65152.1/21-566 CCA.....UGCC.G..AUGA.CGGGU...........GACGGA.GAAU.U
+Z29440.1/1-571 CCA.....UGAG.G..AUUA.CGGGU............ACGCG.GAAU.U
+U17354.1/22-594 CCA.....UGGC.G..CUCA.CGGGU...........AACGGA.GAAU.U
+X71134.1/21-564 CCA.....AGUC.G..AUCA.CGGGU...........AACGGA.GAAU.U
+AJ276699.1/40-631 CCG.....UGGC.A..AUGA.CGGGU...........GACGGA.GAAU.U
+AF052190.1/16-601 CCA.....UUGC.A..AUGA.CGGGU...........AACGGA.GAAU.U
+AF244939.1/20-597 CCA.....UGGC.A..AUGA.CGGGU...........GACGGG.AGAU.U
+AF076179.1/1-614 CCA.....UGGU.C..UUGA.CGGGU...........AACGGG.GAAU.U
+U03478.1/13-652 CCA.....AAGA.A..AUGA.CGGGU...........AACGGG.GGAU.U
+AF076171.1/1-569 CCG.....UGGC.U..CUAA.CGGGU...........GACGGA.GAAU.U
+AF076178.1/1-602 CCA.....UGGU.C..GUGA.CGGGU...........AACGGG.GGAU.U
+Z34900.1/19-575 CCA.....UGGU.G..ACCA.CGGGU...........AACGGG.GGAU.U
+L28812.1/26-692 CCG.....UGGU.G..UUGA.CGGGU...........AACGGA.GAAU.U
+U03072.1/1-581 CCA.....UGGU.U..UUAA.CGGGU...........GACGGG.GGAU.U
+X56991.1/21-598 CCA.....AGAU.U..AUAA.CGGAU...........AACGAG.GAAU.U
+D28490.1/1-572 CCA.....AGGU.U..AUAA.CGGAU...........AACGAG.AAAU.U
+AF119811.1/1-622 CCG.....UGGC.U..GUAA.CGGGU...........AACGGG.GAAU.U
+AF242548.1/18-727 CAA.....UGGC.A..UUAA.CGGGU...........AACGGA.GAAU.C
+AF150936.1/21-703 CAA.....UGGC.A..GUAA.CGGGU...........AACGGA.GAAU.C
+AF090868.1/1-680 CAA.....UGGC.U..CUUA.CGAGU...........AACGGA.GAAU.C
+AF096991.1/1-630 CAG.....UGGC.C..UUGA.CGGGU...........AACGGA.GAAU.C
+AF096992.1/1-778 CUG.....UGGC.U..ACAA.CGGGU...........AACAGA.GAAU.G
+AF112871.2/21-757 CAG.....UGGC.C..UUGA.CGGGU...........AACGAA.GAAU.C
+U84732.2/21-794 CAG.....UGGC.C..UUGA.CGGGU...........AACGGA.GAAU.C
+AF150935.1/21-703 CCA.....UGGC.G..GUGA.CGGGU...........GACGGA.GAAU.C
+AF090871.1/1-669 CCA.....UGGC.A..GUGA.CGGGU...........AACGGA.GAAU.C
+AF090869.1/1-776 CCA.....UGGC.A..GUGA.CGGGU...........GACGGA.GAAU.C
+AF061338.1/21-739 CAG.....UGGC.C..AUCA.CGGGU...........AACGGA.GAAU.C
+AF090870.1/1-670 CAG.....UGGC.G..GUGA.CGGGU...........AACGGA.GAAU.U
+AF096994.1/1-642 CAG.....UGGC.U..AUGA.CGGGU...........AACGGA.GAAU.U
+AF090377.1/1-640 CAG.....UGGC.C..UUGA.CGGGU...........AACGGA.GAAU.C
+AF112875.1/1-639 CCA.....UGGC.U..AUCA.CGGGU...........AACGGG.AAAU.C
+U84731.1/18-642 CCU.....UGCC.U..CUGA.CGGGU...........AACGGA.GGAU.U
+X76494.1/1-621 CCA.....UGGC.G..UUGA.CGGGA............GCGGG.GGAU.U
+AF245381.1/1-638 CCA.....UGGC.G..UUGA.CGGGA............GCGGG.GGAU.U
+AB018143.1/1-556 CCA.....UGGU.A..GCAA.CGGGU...........AACGGG.GAAU.U
+U77662.1/1-559 CGG.....AGGC.U..UUCA.CGGGU...........AACGGG.GAAU.U
+AF007533.1/1-572 CCA.....UGGC.G..GCAA.CGGGU...........AACGGG.AAAU.C
+AF113428.1/1-572 CAA.....UGCC.U..ACAA.CGGGU...........AACGGG.GAAU.U
+U07937.1/21-574 CCA.....UGGC.G..AUGA.CGGGU...........GACGGG.GAAU.U
+U20858.1/21-576 CCG.....UGGC.U..UUGA.CGGGU...........AACGGG.GAAU.C
+M18732.1/21-689 ACC.....AGGC.U..UUGA.CGGGU............ACGGG.GAAU.C
+X94430.1/21-605 UCA.....UGAC.A..GUAA.CGGAU............ACGGA.UAAU.C
+AF099101.1/20-618 ACA.....UGGU.G..GUAA.CGGGU...........AACGGG.GAAU.U
+AF001843.1/1-573 CCA.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.C
+U41399.1/1-566 CCC.....CGGU.U..GUUA.CGGGU...........GACGGG.AAAU.C
+U67142.1/1-545 UCG.....AGGA.A..ACAA.CGGGU...........AGCGAG.GAAU.C
+U67323.1/1-571 CCA.....UGCU.G..ACAA.CGGGU...........AACGGG.GAAU.C
+U50972.1/1-537 CCG.....UGGU.C..GUUA.CGGGU...........AACGGG.GAAU.C
+L76341.1/2-610 CCA.....UGGU.U..GUGA.CGGGU...........GACGGA.GAAU.C
+L81935.1/19-617 CCG.....UGGU.U..ACCA.CGGGU...........AACGGG.GAAU.C
+AF057561.1/13-621 CCG.....UGGC.U..UUGA.CGGGU...........AACGGG.GAAU.U
+X99212.1/6940-7530 ACA.....UGGU.U..GCAA.CGGGU...........AACGGG.GAAU.C
+U48383.1/1-570 CCA.....UGGU.U..GCAA.CGGGU...........AACGGG.GAAU.C
+U07981.1/1-572 CCA.....UUGU.A..GCUA.CGGGU...........GACGGG.GAAU.C
+AF121053.1/1-605 CCA.....UGGU.U..GCGA.CGGGU...........AACGGG.GAAU.C
+AJ244408.1/18-634 CCA.....UGGU.U..GCAA.CGGGU...........AACGGG.GAAU.C
+X89441.1/21-852 CCA.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.C
+X89495.1/23-616 CCA.....UGGC.G..CUCA.CGGGU...........AACGGG.GAAU.C
+X89484.1/23-626 CCC.....UGGU.G..AUUA.CGGGU...........AACGGG.GAAU.C
+Z81325.1/1-568 CCA.....UGAU.A..GUAA.CGGGU...........AACGGA.GAAU.C
+D14363.1/1-584 CCG.....UGGU.G..AUAA.CGGGU...........AGCGGG.GAAU.A
+AB013012.1/1-595 CCG.....AGGU.U..GUCA.CGGGU...........GACGG..GAAU.C
+Z86122.1/21-610 CCA.....UGGCUU..GUUA.CCGGU...........AACGGAGUAAUCC
+U37526.1/21-600 CCA.....UGGU.C..GUAA.CGGGU...........GACGGA.GAAU.C
+U58369.1/21-624 CCA.....UGGU.U..GUUA.CGGGU...........AACGGA.GAAU.C
+D26530.1/1-501 CCG.....UGGU.U..ACAA.CGGGU...........AACGGG..AAU.C
+D84190.1/1-589 CCA.....UGGU.U..ACAA.CGGGU...........GACGGG.GAAU.C
+AJ224787.1/24-651 CCG.....UGUU.G..ACGA.CGGGU...........AACGGG.GAAU.C
+AJ224785.1/24-627 CCA.....UGGU.U..GCAA.CGGGU...........GACGGA.GAAU.U
+AF021878.1/21-605 CCA.....AGGU.U..UUUA.CGGGU...........AACGGG.GAAU.C
+AF085182.1/1-516 CCA.....AGGU.U..ACAA.CGGGU...........AACGGG.GAAU.C
+AF085176.1/1-508 CCA.....CGGU.U..GCGA.CGGGU...........GACGGG.GAAU.C
+AF001579.1/18-587 CCA.....AGGU.U..UUGA.CGGGU...........AACGGG.GAAU.C
+AF201375.1/1-617 CCA.....AGGU.U..GUGA.CGGGU...........AACGGG.GAAU.C
+AF201373.1/1-598 CCA.....AGGU.U..GUAA.CGGGU...........AACGGG.GAAU.C
+AJ133407.1/1-530 ACA.....AGGU.U..GUAA.CGGGU...........GACGGG.GAAU.C
+AF260586.1/1-569 CCU.....CGGU.U..GUAA.CGGGU...........AACGGA.GGAU.C
+AF036611.1/1-551 CCA.....UGGU.U..GUGA.CGGGU...........AACGGA.GGAU.C
+AF202156.1/1-533 UUA.....UGGU.G..UUGC.CGGGU...........AACGGA.GAAU.U
+AF036599.1/1-562 ACG.....UGGU.U..GUGA.CGGGU...........AACUGA.UAAU.U
+AF202165.1/1-533 AUG.....UGGU.G..UUGA.CGGAU...........AACGGA.GAAU.U
+AF036605.1/1-504 CCA.....UGGU.U..GUGA.CGGAU...........AACGGA.GAAU.U
+AF083013.1/1-539 CCA.....UGGU.U..GUAA.CGGGU...........AACGGA.GAAU.C
+AF083002.1/1-548 CCA.....UGGU.G..AUUA.CGGGU...........AACGGG.GUAU.A
+AF083022.1/1-560 CCA.....UGGU.U..GCAA.CGGGU...........AACGGA.AAAU.A
+AF083001.1/1-536 CCA.....UGGU.U..GUAA.CGGGU...........ACCGGA.GAAU.C
+AF082998.1/1-560 UCA.....UGGU.G..AUAA.CGGGU...........AACGGA.GAAU.A
+AF037369.1/1-530 CCA.....UGGU.G..UUGA.CGGGU...........AACGGA.GAAU.C
+AF036600.1/1-568 CCA.....UGGU.U..GUAA.CGGGU...........AACGGA.GAAU.A
+AF036642.1/1-554 CCA.....UGGU.U..GUAA.CGGGU...........AACGGA.GAAU.C
+AF124454.1/9-657 CCA.....UGGU.G..CUAA.CGGGU...........AACGGG.GAAU.C
+AF124463.1/35-631 CCA.....UGGU.U..AUAA.CGGGU...........AACGGG.GAAU.C
+AJ228777.1/1-612 CCA.....UGGU.U..AUGA.CGGGU...........AACGGG.GAAU.C
+AJ228796.1/1-601 CCA.....UGGU.U..AUGA.CGGGU...........AACGGG.GAAU.C
+AJ012525.1/1-510 CCA.....UGGU.U..GUGA.CGGCU...........AACGGG.GAAU.C
+AJ012527.1/1-498 CCG.....UGGU.U..GUGA.CGGGU...........AACGGG.GAAU.C
+AF102895.1/21-592 CGG.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.A
+AJ012522.1/1-581 CUG.....UGGU.U..UUAA.CGGGU...........GACGGA.GAAU.U
+D83381.1/1-562 CCG.....UGGU.U..GUGA.CGGCU...........AACGGG.GAAU.C
+AJ012524.1/1-496 CCG.....CGGU.U..GUGA.CGGGU...........GACGGG.GAAU.C
+AF102892.1/16-581 CCG.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.C
+AF102897.1/22-609 CCG.....UGGU.U..GUGA.CGGGU...........NACGGG.GAAU.C
+AF102894.1/10-597 CCG.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.C
+AF051328.1/18-607 CAG.....UGGU.U..UUGA.CGGGU...........AACGGG.GAAU.C
+D85095.1/1-554 CCA.....UGGU.G..AUAA.CGGGU...........AACGGA.GAAU.A
+AJ228794.1/1-594 CCA.....CGGU.G..AUCA.CGGGU...........AACGGG.GAAU.C
+AF167420.1/16-625 CCG.....UGGC.G..AUAA.CGGGU...........GACGGG.GAAU.C
+AF051331.1/16-605 CCG.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.C
+AF167424.1/1-585 CCA.....UGGU.G..AUUA.CGGGU...........AACGGG.GGAU.C
+AJ012513.1/1-588 CCA.....UGGU.U..UUUA.CGGGU...........AACGGG.GAAU.C
+AJ012521.1/1-588 CCA.....UGGU.U..AUAA.CGGGU...........AACGGG.GAAU.C
+AF051332.1/22-612 CCA.....UGGU.G..AUGA.CCGGU...........AACGGG.GAAU.C
+M58347.1/1-528 CCA.....UGGA.G..AUAA.CGGGU...........AACGGG.GAAU.C
+U41281.1/1-588 CCG.....UGGU.U..GUAA.CGAGU............ACAGA.GAAU.C
+AF056024.1/1-515 ACA.....AGGC.U..UCAA.CGGGU...........AACGAA.CGAU.C
+K02641.1/21-597 CCA.....UGGU.U..GUAA.CGGGU...........AACGGG.GAAU.U
+AF093247.1/26-665 CUA.....UGGU.A..ACAA.CGGGU............ACAGA.GGAU.U
+X13160.1/21-664 CCA.....UGGU.A..ACAA.CGGGU............ACAGA.GGAU.A
+L23799.1/21-862 CCA.....UGGU.U..AUAA.CGGGU...........AACGGG.GAAU.C
+AF245217.1/19-615 CCA.....UGGC.U..UUAA.CGGGU...........AACGAUAGAAU.C
+AF091148.1/21-608 UUG.....AGGC.A..UUCA.CGGGU...........AACAGA.GAAU.U
+AF091145.1/19-597 UUG.....AGGC.A..UUAA.CGGGU...........AACAGA.GAAU.U
+AF091146.1/21-594 CUG.....AGGC.A..UUGA.CGGGU...........AACAGA.GAAU.U
+AF018160.1/21-570 UUG.....AGGC.U..GAAA.CGGGU...........AGCGGA.GAAU.U
+AF043361.1/22-608 CCA.....UGGU.G..UCGA.CGGGU...........GACGGG.GAAU.U
+L26187.1/23-595 CAA.....UGGU.G..AUUA.CGGGU............ACGGA.GGAU.C
+AF085261.1/21-574 CCA.....UGGU.U..UUGA.CGGGU...........AACGGA.CCGU.G
+U22936.1/20-601 CCA.....UGGU.G..GUAA.CGGGU...........GACGGA.GGAU.U
+X63519.1/21-607 CCG.....UGGU.G..GUGA.CGGGU...........GACGGA.GAAU.C
+Z35317.1/19-597 CAG.....UGCC.U..AUAA.CGGGU...........AGCGGA.GGAU.U
+Z33462.1/20-589 CCA.....UGAU.U..UUUA.CGGGU...........AACGGA.AGAU.U
+AJ130869.1/1-566 CCG.....UGGU.G..GUGA.CGGGU............ACGGG.GAAU.C
+AF185052.1/26-568 CGU.....GAGA.G..UUGA.UGGGU...........AACGGG.GAAU.G
+X85398.2/21-602 CCG.....UGGU.C..AUAA.UGGGU...........AACGAA.UAGU.U
+AB023499.1/21-585 CCA.....UGGC.A..GUAA.CGGGU...........AACGAA.GAAU.U
+U21338.1/23-606 CCA.....UGAC.U..GUAA.CGGGU...........GACGGA.GAAU.C
+U37108.1/21-579 CCA.....UGGC.G..UUAA.CGGGU...........AACGAA.GAAU.U
+#=GC SS_cons >>>.....>>>>.......>..>>>..............<<<<.<<<<..
+
+AF132134.1/1-639 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+U83331.1/18-597 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+AF063241.1/21-596 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.CGAGAAACGGCU.ACCA
+U67119.1/1-591 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF129882.1/27-578 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+U72542.1/1-582 AGA..GUUC.G.UU.AC.CGAG.AGG.GAGCC.UGAGAAAUAGCU.ACCA
+AF129883.1/16-610 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGUAACGGCU.ACCA
+X65152.1/21-566 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+Z29440.1/1-571 AGG..GUUU.GAUUUGC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+U17354.1/22-594 AGG..GUUC.GAUU.CC.GGAG.AAG.GAGCC.UGAGAAACGGCU.ACUA
+X71134.1/21-564 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AJ276699.1/40-631 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AF052190.1/16-601 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGGGAUGGCU.ACCA
+AF244939.1/20-597 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCU.UGCAAAAUGGCU.ACCA
+AF076179.1/1-614 GGC..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+U03478.1/13-652 GGC..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+AF076171.1/1-569 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGUC.UGAGAAACGGCU.ACCA
+AF076178.1/1-602 AGC..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+Z34900.1/19-575 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+L28812.1/26-692 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGAUGGCU.ACCA
+U03072.1/1-581 AGG..GUCU.UAUC.CC.GGAG.AGU.AUGCC.UGAGAGACGGCA.AACA
+X56991.1/21-598 GGG..GUUC.GACA.UC.GGAG.AGG.GAGCU.UUACAGAUGGCU.ACCA
+D28490.1/1-572 AGG..GUUU.GACA.UC.GGAG.AAG.GAGCU.UUCAAAAUGGCU.ACUA
+AF119811.1/1-622 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAA.CGGCU.ACCA
+AF242548.1/18-727 UGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+AF150936.1/21-703 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGAUGGCU.ACCA
+AF090868.1/1-680 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+AF096991.1/1-630 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGACAAACGGCU.ACCA
+AF096992.1/1-778 AGG..GUCU.GAUU.CU.GGAG.AGG.GAGCC.UCAGAGAUGGCU.ACCA
+AF112871.2/21-757 AGG..GUUC.GAUU.UC.GGAG.AGG.GAGCC.UCAGAGACGGCU.ACCA
+U84732.2/21-794 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF150935.1/21-703 AGG..GUUC.GACU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+AF090871.1/1-669 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF090869.1/1-776 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCC.ACCA
+AF061338.1/21-739 UGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGACAUGGCU.ACCA
+AF090870.1/1-670 CGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF096994.1/1-642 UGG..GUUC.GACU.CC.GGAG.AGG.CAGCC.UGAGAAACGGCU.ACCA
+AF090377.1/1-640 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AF112875.1/1-639 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UAAGAAACGGCU.ACCA
+U84731.1/18-642 GGG..GUUC.GAUU.CC.GGAG.AGG.GUGCC.UGAGAAACGGCA.ACCA
+X76494.1/1-621 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AF245381.1/1-638 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUAGCU.ACCA
+AB018143.1/1-556 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+U77662.1/1-559 AGG..GUUC.GAUU.CC.GGAG.AGA.GGGCC.UGAGAAACGGCC.CUCA
+AF007533.1/1-572 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF113428.1/1-572 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+U07937.1/21-574 GGG.GGUUU.GAUU.CC.GGAG.AGG.GCGCC.UGAGAAAUGGCG.ACCA
+U20858.1/21-576 AGG..GUUC.GAUU.CC.GGAG.AGG.CAGCC.UGAGAAACGGCU.ACCA
+M18732.1/21-689 AGU..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUCGCU.ACCA
+X94430.1/21-605 AGU..GUUU.GAUU.CC.GGAG.AAA.GAGCC.UUAAAAACGGCU.ACUA
+AF099101.1/20-618 GGG..GUUC.GAUU.CC.GGAG.AAG.GAGCA.UGAGAAACGGCU.ACUA
+AF001843.1/1-573 AGG..GUUC.GAUU.CC.GGAG.AGA.GAGCA.UGAGAAACGGCU.AUCA
+U41399.1/1-566 GGG..GUUU.UAUU.CC.GGAG.AGA.GGGCA.UGAGAAAUGGCU.GUCA
+U67142.1/1-545 AGG..GUUC.GAUU.UC.GGAG.AGG.GGGCA.UGAGAAAUGGCC.GCCA
+U67323.1/1-571 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCC.ACCA
+U50972.1/1-537 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCA.UGAGAAACGGCU.ACCA
+L76341.1/2-610 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+L81935.1/19-617 AGG..GUUC.GAUU.CC.GGAG.AAG.GAGCC.UGAGAGACGGCU.ACUA
+AF057561.1/13-621 UGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGGU.ACNA
+X99212.1/6940-7530 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+U48383.1/1-570 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+U07981.1/1-572 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UAAGAAAUGGCU.ACCA
+AF121053.1/1-605 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AJ244408.1/18-634 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+X89441.1/21-852 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+X89495.1/23-616 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+X89484.1/23-626 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+Z81325.1/1-568 AGG..GUUU.GACU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.GCCA
+D14363.1/1-584 AGG..GUUC.UAUA.CC.GGAG.AGG.GAGCA.UGAGAAACGGCU.ACCA
+AB013012.1/1-595 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+Z86122.1/21-610 AGG..GUUC.GGUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+U37526.1/21-600 AGG..GUUC.GGUU.CC.GGAG.AGG.GAGCC.CGAGAAAUGGCU.ACCA
+U58369.1/21-624 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UUAGAAACAGCU.CCUA
+D26530.1/1-501 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCA.UGAGAAAUGGCU.GCCA
+D84190.1/1-589 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCA.UGAGAAACGGCU.GCCA
+AJ224787.1/24-651 GGG..GUUC.GGUU.CC.GGAG.AGG.GAGCA.CGAGAAACGGCU.ACCA
+AJ224785.1/24-627 AGG..GUUC.GAUU.CC.AGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF021878.1/21-605 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UUAGAAACGGCU.ACCA
+AF085182.1/1-516 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF085176.1/1-508 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF001579.1/18-587 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF201375.1/1-617 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF201373.1/1-598 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AJ133407.1/1-530 AGG..GUUU.GANU.CC.GGAN.AGG.GAGCA.UGAGAUAUANCU.ACCA
+AF260586.1/1-569 AGG..GUUU.GACU.CC.GGAG.AGG.GAGCA.UGAGAAACGGCU.ACCA
+AF036611.1/1-551 AGG..GUCU.GACU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF202156.1/1-533 AGG..GUUC.GUCU.CC.GGAG.AGA.AUGCC.UUAAAAACGGCU.UUCA
+AF036599.1/1-562 AUG..GUUC.GACU.CC.GGAG.AAA.UAGCC.UGAGAAACGGCU.UUUA
+AF202165.1/1-533 AGG..GUUC.GACU.CC.GGAG.AAA.ACGCC.UGAGAAACGGCG.GUUA
+AF036605.1/1-504 AGG..GUUU.GACU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF083013.1/1-539 AGG..GUUU.GACU.CC.GGAG.AGG.AUGCC.UGAGACACGGCA.ACCA
+AF083002.1/1-548 AGG..GUAU.UACA.CC.GGAG.AGG.AUGCC.UUAGAUACGGCA.ACCA
+AF083022.1/1-560 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF083001.1/1-536 GGG..GUUC.GACU.CC.GGAG.AGG.CAGCC.UUAGAAACGGCU.ACCA
+AF082998.1/1-560 AGG..GUUC.GGCU.CC.GGAG.AGG.GAGCC.UUAGAAACGGCU.ACCA
+AF037369.1/1-530 AGG..GUUU.GACU.CC.GGAG.AGG.GAGCC.UUAGAAACGGCU.ACCA
+AF036600.1/1-568 AGG..GUUC.GACU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF036642.1/1-554 AGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF124454.1/9-657 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCU.UGAGAAAUGGCU.ACCA
+AF124463.1/35-631 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AJ228777.1/1-612 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AJ228796.1/1-601 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AJ012525.1/1-510 UGG..GUUC.GGUU.CC.GGAG.AGG.GGGCC.UGAGAGAUGGCC.ACCA
+AJ012527.1/1-498 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UUAGAAACGGCU.ACCA
+AF102895.1/21-592 AAG..GUNC.GAUU.CC.GGAG.AGG.GAGCU.UGAGAGAUGGCU.ACCA
+AJ012522.1/1-581 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGGAAUGGCU.ACCA
+D83381.1/1-562 AGG..GUUC.GAUU.CC.GGAG.AAG.GAGCC.UGAGAAACGGCU.ACUA
+AJ012524.1/1-496 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCA.CGAGAAACGGCU.ACCA
+AF102892.1/16-581 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF102897.1/22-609 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF102894.1/10-597 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.AC.A
+AF051328.1/18-607 AGG..GUUC.UAUC.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+D85095.1/1-554 AGG..GUUC.GACU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AJ228794.1/1-594 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCA.UGAGAAACGGCU.ACCA
+AF167420.1/16-625 UGG..GUUC.GAUU.CC.GGAG.AGG.CAGCC.UGAGAAACGGCU.ACCA
+AF051331.1/16-605 AGC..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCC.ACCA
+AF167424.1/1-585 AGG..GUCU.GAUU.CC.GGAG.AGG.GAGCC.UUAGAAAUGGCU.ACCA
+AJ012513.1/1-588 AGG..GUUC.GAUU.CC.GGAG.AGG.CAGCC.UGAGAAACGGCU.ACUA
+AJ012521.1/1-588 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UUAGAAACGGCU.ACUA
+AF051332.1/22-612 AUU..GUUC.GAUU.CC.GGAN.ANN.GAGCC.UUAGAAACGGCU.ACCA
+M58347.1/1-528 AGU..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UUAGAAACGGCU.ACCA
+U41281.1/1-588 AGG..GUUU.GGUU.CU.GGAG.AGG.CCGCC.UGAGAAACGGCG.ACCA
+AF056024.1/1-515 GGG..GUCG.GAUA.UC.GGAG.AGG.GAGCU.UGAGAAACGGCU.ACCA
+K02641.1/21-597 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+AF093247.1/26-665 AGG..GUUC.GAUC.CU.GGAG.AGU.GGGCC.UGAGAGAUUGCU.CAUA
+X13160.1/21-664 AGG..GUUC.GAUC.CU.GGAG.AGU.GGGCC.UGAGAGAUUGCU.CACA
+L23799.1/21-862 AGG..GCUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AF245217.1/19-615 ACG..GUUC.GGUU.CC.GGGG.AGG.GCGCU.UGAGAAUUGGAG.ACCA
+AF091148.1/21-608 AGG..GUCC.UGUU.CC.GGAG.AGG.GAGUC.UGCGAAAUAGCU.ACCA
+AF091145.1/19-597 AGG..GUUC.UGUU.CC.GGAG.AGG.GAGUC.UGAGAAAUAGCU.GCCA
+AF091146.1/21-594 AGG..GUUC.UGUU.CC.GGAG.AGG.GAGCC.UGAGGAACAGCU.ACUA
+AF018160.1/21-570 AGG..GUUC.CGUU.CC.GGAG.AAA.GAGCC.UGCGAAACGGCU.ACUA
+AF043361.1/22-608 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+L26187.1/23-595 AGG..GUCU.GAUU.CC.GGAG.AAG.GCGCC.UUAAAAACGGCG.GCUA
+AF085261.1/21-574 GGU..GCGG.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+U22936.1/20-601 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+X63519.1/21-607 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+Z35317.1/19-597 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+Z33462.1/20-589 GAG..GUUU.GAUU.CC.GGAG.AGG.GCGCUUUGAGAGACGGCK.ACCA
+AJ130869.1/1-566 GGG..GUUU.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGAUGGCU.ACCA
+AF185052.1/26-568 UGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+X85398.2/21-602 AGG..GCUA.GAUU.UC.GGAG.AGG.GAGCC.UGAGAAACGGCU.ACCA
+AB023499.1/21-585 UGG..GUUC.GAUU.UC.GGAG.AGG.GAGCC.UGAGAGAUGGCU.ACCA
+U21338.1/23-606 AGG..GUUC.GAUU.CC.GGAG.AGG.GAGCC.UGAGAGACGGCU.ACCA
+U37108.1/21-579 CGG..GUUU.GAUU.UC.GGAG.AGG.GAGCC.UGAGAAAUGGCU.ACCA
+#=GC SS_cons .....>>>>....>.>>.>>>>..<<.<<<<...........>>>.>>>.
+
+AF132134.1/1-639 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U83331.1/18-597 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+AF063241.1/21-596 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U67119.1/1-591 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+AF129882.1/27-578 .CAUCU.AA......GG.G.UGGC..AGC.A.GGC...GCGCAAA..UUA
+U72542.1/1-582 .CAUCU.AA......GG.A.AGGC..AGC.AGGCAGACUCCGUUAAAUUA
+AF129883.1/16-610 .CAUCU.AA......GG.A.UGGC..AGC.A.GGC...GCGCAAA..UUA
+X65152.1/21-566 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+Z29440.1/1-571 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U17354.1/22-594 .CACCU.AC......GG.U.AGGC..AGC.A.GGG...ACGUAAA..UUA
+X71134.1/21-564 .CAGCU.AC......GG.U.AGGC..AGC.A.GGU...GCGUAAA..UUA
+AJ276699.1/40-631 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+AF052190.1/16-601 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+AF244939.1/20-597 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+AF076179.1/1-614 .CUUCU.AA......GG.G.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U03478.1/13-652 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAC..UUA
+AF076171.1/1-569 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+AF076178.1/1-602 .CUACU.AC......GG.G.AGGC..AGC.A.GGC...GCGCAAC..UUA
+Z34900.1/19-575 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+L28812.1/26-692 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U03072.1/1-581 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+X56991.1/21-598 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+D28490.1/1-572 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+AF119811.1/1-622 .CAUCU.AA......GG.A.UGGC..AGC.A.GGU...ACGCAAA..UUG
+AF242548.1/18-727 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF150936.1/21-703 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF090868.1/1-680 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF096991.1/1-630 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF096992.1/1-778 .CUGCU.AC......GG.U.GGGC..AGC.A.GGC...ACGUAAA..UUG
+AF112871.2/21-757 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...ACGCAAA..UUG
+U84732.2/21-794 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGGAAA..UUG
+AF150935.1/21-703 .CUUCU.AA......GG.A.GGGC..AGC.A.GGC...ACGCAAA..UUG
+AF090871.1/1-669 .CUUCU.AA......GG.A.GGGC..AGC.A.GGC...ACGCAAA..UUG
+AF090869.1/1-776 .CUUCC.AA......GG.A.GGGC..AGC.A.GGC...ACGCAAA..UUG
+AF061338.1/21-739 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...ACGCAAA..UUG
+AF090870.1/1-670 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...ACGCAAA..UUG
+AF096994.1/1-642 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF090377.1/1-640 .CUACC.AA......GG.U.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF112875.1/1-639 .UUGCC.AA......GG.C.GAGC..AGC.A.GGC...GCGCAAA..UUG
+U84731.1/18-642 .UGACU.AC......GG.U.CAGC..AGC.A.GGC...GCGCAAA..UUG
+X76494.1/1-621 .CUUCU.AC......GG.A.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AF245381.1/1-638 .CUUCU.AC......GG.A.GGGC..AGC.A.GGC...GCGCAAA..UUG
+AB018143.1/1-556 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U77662.1/1-559 .UAACU.AA......GG.U.UAGC..AGC.A.GGC...GCGCAAA..UUA
+AF007533.1/1-572 .CUUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+AF113428.1/1-572 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U07937.1/21-574 .CGUCU.AA......GG.A.UGGC..AGC.A.GGC...GCGCAAA..UUA
+U20858.1/21-576 .CAUCC.AC......GG.A.AGGC..AGC.A.GGU...GCGCAAA..UUA
+M18732.1/21-689 .CAUCU.AA......GG.A.CGGC..AGC.A.GGC...GCGCAAA..UUA
+X94430.1/21-605 .GUACC.AA......GG.U.UUGC..AAC.A.GGC...GCGAAAA..UUA
+AF099101.1/20-618 .CUUCU.AA......GG.A.AAGC..AGC.A.GGC...GCGCAAA..UUA
+AF001843.1/1-573 .CUUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U41399.1/1-566 .CAUCC.AA......GG.A.UGGC..AGC.A.GGC...GCGCAAA..UUA
+U67142.1/1-545 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
+U67323.1/1-571 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...ACGCAAA..UUA
+U50972.1/1-537 .CCUCC.AA......GG.A.AGGG..AGC.A.GGC...GCGUAAA..UUA
+L76341.1/2-610 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+L81935.1/19-617 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAC..UUA
+AF057561.1/13-621 ..AUCU.AA......GG.A.AGGC..AGC.A.GGC...GGGUAAU..UUA
+X99212.1/6940-7530 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+U48383.1/1-570 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+U07981.1/1-572 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+AF121053.1/1-605 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+AJ244408.1/18-634 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...GCGUAAA..UUA
+X89441.1/21-852 .CAUCU.AA......GG.A.AGGC..AGC.A.GGC...ACACAAA..UUA
+X89495.1/23-616 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...ACGCAAA..UUA
+X89484.1/23-626 .CAUCU.AU......GG.A.AGGC..AGC.A.GGC...ACGCAAA..UUA
+Z81325.1/1-568 .CUUCU.AA......GG.A.UGGC..AGC.A.GGC...GCGCAAA..UUA
+D14363.1/1-584 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...ACGCAAA..UUA
+AB013012.1/1-595 .CAUCC.AA......GG.A.AGGC..AGC.A.GGC...GCGCAAA..UUA
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+
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+#=GC SS_cons ..........<<<...<..<<<.<.<.<...<<<................
+
+AF132134.1/1-639 ..................GACA.......................AGAG.
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+U67119.1/1-591 ...................UUU........................AUG.
+AF129882.1/27-578 ...................UAU.........................UG.
+U72542.1/1-582 ...................AUC........................UGG.
+AF129883.1/16-610 ..................AAUU........................CGU.
+X65152.1/21-566 ...................UUU..........................G.
+Z29440.1/1-571 ...................UAU.......................GAC..
+U17354.1/22-594 ..................UUCU........................UCU.
+X71134.1/21-564 ..................UCAC..........................G.
+AJ276699.1/40-631 ..................UCCA.........................UG.
+AF052190.1/16-601 ..................UUAA.........................UG.
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+AF076179.1/1-614 ..................GGUG.......................AGGU.
+U03478.1/13-652 ...................UGU........................GAU.
+AF076171.1/1-569 ..................UUUG.......................UGGC.
+AF076178.1/1-602 ..................GAGA.......................AGAU.
+Z34900.1/19-575 ..................UUUU..........................G.
+L28812.1/26-692 ..................UUUU......................UUAGG.
+U03072.1/1-581 ...................ACU........................GGG.
+X56991.1/21-598 ..................GUAA.......................AAUC.
+D28490.1/1-572 ..................AACA.........................AA.
+AF119811.1/1-622 ...................UUA..........................G.
+AF242548.1/18-727 ..................CCUG......................UUGCU.
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+AF090868.1/1-680 ..................CU........................CUGUC.
+AF096991.1/1-630 ..................UUCU......................CUGCC.
+AF096992.1/1-778 ..................UCAC......................CGGUC.
+AF112871.2/21-757 ..................UCAA......................UGCCG.
+U84732.2/21-794 ..................UCAA.....................CAUGCC.
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+AF090869.1/1-776 ..................UCAC......................CGACC.
+AF061338.1/21-739 ................UCUCAU....................CAAAGCC.
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+AF090377.1/1-640 ..................U...........................GUG.
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+X76494.1/1-621 ..................UCU.........................GCA.
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+L81935.1/19-617 ..................AUAC.......................CGAUG
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+X99212.1/6940-7530 ..................UUAA.......................CUAUG
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+AJ244408.1/18-634 ..................CAUC.......................CGAGG
+X89441.1/21-852 ..................UGAU........................GAGU
+X89495.1/23-616 ..................AUCC........................GAGG
+X89484.1/23-626 ..................AUCC........................GAGG
+Z81325.1/1-568 ..................AAAU........................UUG.
+D14363.1/1-584 ..................UGAC........................GAGG
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+Z86122.1/21-610 ..................UUAC........................AGG.
+U37526.1/21-600 ..................UUAG.........................GC.
+U58369.1/21-624 ..................GCCU.......................UUGGU
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+D84190.1/1-589 ..................CUAC......................ACGAGG
+AJ224787.1/24-651 ..................GAGU........................CGGG
+AJ224785.1/24-627 ..................UUUU.......................GUAG.
+AF021878.1/21-605 ..................UUAU.........................UG.
+AF085182.1/1-516 ..................GAAU........................GGG.
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+AF201375.1/1-617 ................GUCAAA.........................AG.
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+AJ133407.1/1-530 ..................AAUN.........................GA.
+AF260586.1/1-569 ..................UUCA........................UGCU
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+AF202156.1/1-533 ..................GUAU........................AGAA
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+AF202165.1/1-533 ..................UUUAU.......................GGAA
+AF036605.1/1-504 ..................UUUU........................UAGU
+AF083013.1/1-539 ..................UCU.........................GGGA
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+AF083022.1/1-560 ..................CUUU.........................GAG
+AF083001.1/1-536 ..................UUAG.........................GGG
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+AF036600.1/1-568 ..................UAC.........................GAGG
+AF036642.1/1-554 ..................UAU.........................GAGU
+AF124454.1/9-657 ...................UUAU......................GAAG.
+AF124463.1/35-631 ..................UCAU........................GAGG
+AJ228777.1/1-612 ..................AAAA........................GAGG
+AJ228796.1/1-601 ..................UUUG........................AGG.
+AJ012525.1/1-510 ..................UAGU.........................GG.
+AJ012527.1/1-498 ..................UAAU.........................GG.
+AF102895.1/21-592 ..................UUU.........................CGU.
+AJ012522.1/1-581 ..................UUC..........................GG.
+D83381.1/1-562 ..................UUAA........................UGG.
+AJ012524.1/1-496 ...................UAA.........................AG.
+AF102892.1/16-581 ..................UUAC.........................GU.
+AF102897.1/22-609 ..................UUAC.........................GG.
+AF102894.1/10-597 ..................UUGU.........................GG.
+AF051328.1/18-607 ..................AUCC........................GAGG
+D85095.1/1-554 ..................UAUU........................GAGG
+AJ228794.1/1-594 ..................UUAA.......................UAGG.
+AF167420.1/16-625 ..................AAUA........................GAGG
+AF051331.1/16-605 ....................UU........................UAAG
+AF167424.1/1-585 ..................ACAU........................GAGG
+AJ012513.1/1-588 ...................AUA........................GAGG
+AJ012521.1/1-588 .................UUUAU........................AAGU
+AF051332.1/22-612 ..................AUAAU.......................GAGG
+M58347.1/1-528 ..................UUA........................UGAGG
+U41281.1/1-588 ..................AUA.........................UAGG
+AF056024.1/1-515 ..................UUAG........................UGC.
+K02641.1/21-597 ..................UUUU.........................UG.
+AF093247.1/26-665 ..................UUUAC.........................G.
+X13160.1/21-664 ..................UUAU..........................G.
+L23799.1/21-862 ...................UUU.......................GGUG.
+AF245217.1/19-615 ..................UUUU........................GGG.
+AF091148.1/21-608 ..................GAUU.........................GG.
+AF091145.1/19-597 ..................AUAU.........................GG.
+AF091146.1/21-594 ..................UUAG.........................GG.
+AF018160.1/21-570 ..................UUAG.........................GG.
+AF043361.1/22-608 ...................UUU.......................ACGG.
+L26187.1/23-595 ...................UUU........................GAG.
+AF085261.1/21-574 ...................GAU........................GGG.
+U22936.1/20-601 ...................UUA........................CUG.
+X63519.1/21-607 ...................AU.........................CAG.
+Z35317.1/19-597 ..................UAUU.........................UG.
+Z33462.1/20-589 ...................UAA........................AAG.
+AJ130869.1/1-566 ..................UGAU.........................GG.
+AF185052.1/26-568 ...................CCA........................AUG.
+X85398.2/21-602 ..................UUAC........................AAA.
+AB023499.1/21-585 ...................AUC.........................AG.
+U21338.1/23-606 ..................UUC.........................GGG.
+U37108.1/21-579 ...................UUU........................AAG.
+#=GC SS_cons ..............................................>>>.
+
+AF132134.1/1-639 UCU.UG..UAAUU.GG..................................
+U83331.1/18-597 UUU.UG..UAAUU.GG..................................
+AF063241.1/21-596 UGA.GU..UGAUU.GG..................................
+U67119.1/1-591 CUU.UG..UAAUU.GG..................................
+AF129882.1/27-578 UUU.UA..UGACU.GC..................................
+U72542.1/1-582 CUU.UG..UAAUU.GG..................................
+AF129883.1/16-610 UUU..G..UAAUU.GG..................................
+X65152.1/21-566 UCC.UG..CGAUU.GG..................................
+Z29440.1/1-571 UUA.CG.GCGAUU.AA..................................
+U17354.1/22-594 CUA.CG..GCAUU.GA..................................
+X71134.1/21-564 CU..CA...GACG.CA..................................
+AJ276699.1/40-631 UUU.UG..UAAUU.GG..................................
+AF052190.1/16-601 UCU.UG..UAAUU.GG..................................
+AF244939.1/20-597 UCU.UG..UACUU.GG..................................
+AF076179.1/1-614 CUU.GA..AUCUG.G...................................
+U03478.1/13-652 CUU.GU..AUAGG.G...................................
+AF076171.1/1-569 AGA.GU..UUGUG.A...................................
+AF076178.1/1-602 UUGAAG..UUGCG.G...................................
+Z34900.1/19-575 CUU.UG..CAAUU.GG..................................
+L28812.1/26-692 UUU.AU..UGAUU.GG..................................
+U03072.1/1-581 UUU.UG..CAAUU.GG..................................
+X56991.1/21-598 AAU.UC..UUGAA.GG..................................
+D28490.1/1-572 AAG.AA..UUGAA.GG..................................
+AF119811.1/1-622 UAC.GU..UAGAA.GC..................................
+AF242548.1/18-727 GGU.GG..AACUU.GG..................................
+AF150936.1/21-703 AGU.GG..UCUUU.GG..................................
+AF090868.1/1-680 GGU.GG..GACUU.GG..................................
+AF096991.1/1-630 AGC.AG..GGCUU.GU..................................
+AF096992.1/1-778 GGU.AC..AGCUU.GG..................................
+AF112871.2/21-757 AUG.GG..A.CUU.GG..................................
+U84732.2/21-794 AGU.GG..GACUU.GG..................................
+AF150935.1/21-703 AGU.GG..GACUU.GU..................................
+AF090871.1/1-669 AGU.GG..AACUU.GG..................................
+AF090869.1/1-776 AGC.GG..AACUU.GG..................................
+AF061338.1/21-739 AGC.GG..GAUCU.GU..................................
+AF090870.1/1-670 AGU.GG..GACUU.GC..................................
+AF096994.1/1-642 GGC.UG..AACUU.GG..................................
+AF090377.1/1-640 GGU.UU..GUCUU.GG..................................
+AF112875.1/1-639 GGU.GG..GACUU.UGC.................................
+U84731.1/18-642 UUC.AG..G..AU.GC..................................
+X76494.1/1-621 UUU.AG..GGCUU.UC..................................
+AF245381.1/1-638 AUU.GU..CGUUU.UC..................................
+AB018143.1/1-556 UCU.UG..UAAUC.GG..................................
+U77662.1/1-559 UCU.CC..UAAUU.GG..................................
+AF007533.1/1-572 UCU.GG..GCAUU.GC..................................
+AF113428.1/1-572 UCU.UG..CAAUU.GG..................................
+U07937.1/21-574 .CU.UG..C.UUU.GC..................................
+U20858.1/21-576 UUG.AA...AUUC.GG..................................
+M18732.1/21-689 GGG.GA..G...G.U.......AUUGUC....UUCU....GACGAU..UU
+X94430.1/21-605 UUU.AG..GA..G.U.......ACUGUUUAU..UUU.AUAAUCAGU..UU
+AF099101.1/20-618 UGA.UG..UAAUU.GG..................................
+AF001843.1/1-573 .UC.GG..CAAUU.GG..................................
+U41399.1/1-566 .CC.GA..CAAUU.GA..................................
+U67142.1/1-545 CCC.CG..UAAUU.GG..................................
+U67323.1/1-571 CCC.CG..UAAUU.GG..................................
+U50972.1/1-537 CCU.CA..AGAUC.GG..................................
+L76341.1/2-610 CUC.CG..UGAUU.GG..................................
+L81935.1/19-617 UCU.UG..UGAUC.GU..................................
+AF057561.1/13-621 UCU.CU..CAAAC.GG..................................
+X99212.1/6940-7530 UUC.UG..UAAUU.GG..................................
+U48383.1/1-570 UUC.UG..UAAUU.GG..................................
+U07981.1/1-572 UCU.UA..UAAUU.GG..................................
+AF121053.1/1-605 GUC.CA..UAAUU.GG..................................
+AJ244408.1/18-634 CCC.UG..UAAUU.GG..................................
+X89441.1/21-852 UUC.CG..AAAUC.GG..................................
+X89495.1/23-616 CCC.CG..UAAUC.GG..................................
+X89484.1/23-626 CCC.CG..UAAUC.GG..................................
+Z81325.1/1-568 CUU.AG..UAAUU.GU..................................
+D14363.1/1-584 CUC.CG..UAAUC.GG..................................
+AB013012.1/1-595 CCU.CG..CAAUC.GG..................................
+Z86122.1/21-610 UCU.CG..CAAUC.GG..................................
+U37526.1/21-600 CGU.CG..CAACN.GG..................................
+U58369.1/21-624 UUG.AU..CGAUC.GAG.................................
+D26530.1/1-501 UUC.AG..AGAUC.GU..................................
+D84190.1/1-589 UCC.CG..CAAUU.GA..................................
+AJ224787.1/24-651 CCC.CG..CGGUC.GG..................................
+AJ224785.1/24-627 UCU.UG..UAAUU.GG..................................
+AF021878.1/21-605 UUG.CC..AGUUU.GG..................................
+AF085182.1/1-516 CUA.CU..AGUUU.GG..................................
+AF085176.1/1-508 UCG.CU..AGCUU.GG..................................
+AF001579.1/18-587 AUC.CA..GUACU.GG..................................
+AF201375.1/1-617 CUU.UG..CUAUC.GG..................................
+AF201373.1/1-598 AUG.CG..AUACU.GG..................................
+AJ133407.1/1-530 GUA.GG..AGACC.GA..................................
+AF260586.1/1-569 .CU.CG..UAAUU.GG..................................
+AF036611.1/1-551 .UU.CC..UCAUU.GG..................................
+AF202156.1/1-533 .UN.UA..NCAUU.GG..................................
+AF036599.1/1-562 .CG.GG..UCAUU.GG..................................
+AF202165.1/1-533 .CG.GA..UUAUU.GC..................................
+AF036605.1/1-504 .AU.UU..GGAUU.GA..................................
+AF083013.1/1-539 .AC.AG..UCAUC.GA..................................
+AF083002.1/1-548 .GU.AU..GCAUU.GA..................................
+AF083022.1/1-560 GCC.GG..UUAUC.GG..................................
+AF083001.1/1-536 .UG.GG..GUAUU.UG..................................
+AF082998.1/1-560 .AC.GG..UUAUU.UC..................................
+AF037369.1/1-530 .UC.GG..UUAUU.GG..................................
+AF036600.1/1-568 .UC.CG..ACAUC.GG..................................
+AF036642.1/1-554 .UC.CG..GCAUU.GU..................................
+AF124454.1/9-657 CUC.CG..UAAUC.GG..................................
+AF124463.1/35-631 CUC.CG..UAAUC.GG..................................
+AJ228777.1/1-612 CUC.UG..UAAUC.GA..................................
+AJ228796.1/1-601 CUC..U..GCAAU.CGA.................................
+AJ012525.1/1-510 .UU.UG..UAUUU.GG..................................
+AJ012527.1/1-498 .UU.UG..UAAUU.GG..................................
+AF102895.1/21-592 .AU.UG..UGAUU.GG..................................
+AJ012522.1/1-581 UAU.UG..UGAUC.GG..................................
+D83381.1/1-562 .UU.UA..UAAUG.AG..................................
+AJ012524.1/1-496 GUU.UA..UAAUC.AG..................................
+AF102892.1/16-581 .UC.CG..UAAUU.GG..................................
+AF102897.1/22-609 .GU.UU..CUAUU.GU..................................
+AF102894.1/10-597 .UUUUG..UGAUU.GG..................................
+AF051328.1/18-607 CCC.GG..UAAUC.GG..................................
+D85095.1/1-554 CCU.CG..CAAUU.GG..................................
+AJ228794.1/1-594 CCC.CG..UAAUU.GG..................................
+AF167420.1/16-625 CUU.CG..UAAUU.GG..................................
+AF051331.1/16-605 CCG.GU..AUAUG.GG..................................
+AF167424.1/1-585 CUC.CA..CAAUU.GG..................................
+AJ012513.1/1-588 CUC.CG..UAAUU.GG..................................
+AJ012521.1/1-588 UUC.UG..CAAUC.GG..................................
+AF051332.1/22-612 CCU.UG..CAAUU.GG..................................
+M58347.1/1-528 CCU.UG..CAAUU.GG..................................
+U41281.1/1-588 C.U.GA..UAAUC.GG..................................
+AF056024.1/1-515 CUU.CG..UAAUC.GG..................................
+K02641.1/21-597 GAG.GG..CAAUU.GA..................................
+AF093247.1/26-665 GUG.GG..CAAUU.CA..................................
+X13160.1/21-664 GUG.GG..CAAUU.CA..................................
+L23799.1/21-862 GUU.UU..CCAUU.GG..................................
+AF245217.1/19-615 UCU.GG..UAAUU.GG..................................
+AF091148.1/21-608 UUA.UG..UAAUU.GU..................................
+AF091145.1/19-597 CUA.AA..UAAUU.GU..................................
+AF091146.1/21-594 UUA.AG..UAAUU.GU..................................
+AF018160.1/21-570 UUA.AA..UUAUU.AU..................................
+AF043361.1/22-608 UCU.UC..UAAUU.GG..................................
+L26187.1/23-595 UGU.AC..UAAUU.GG..................................
+AF085261.1/21-574 UUU.UC..UAAUU.GG..................................
+U22936.1/20-601 UCU.GG..UAAUU.GG..................................
+X63519.1/21-607 UUU.GG..CAAUC.GA..................................
+Z35317.1/19-597 UUC.GG..CAAUU.GG..................................
+Z33462.1/20-589 UUU.GG..UAAUU.GG..................................
+AJ130869.1/1-566 CUC.UG..CGACU.GG..................................
+AF185052.1/26-568 GUU.AU..CAUCU.GG..................................
+X85398.2/21-602 UCU.GC..CAAUU.GG..................................
+AB023499.1/21-585 UCU.UG..CAAUU.GG..................................
+U21338.1/23-606 UUU.CC..CAAUG.GG..................................
+U37108.1/21-579 UUC.UG..CAAUU.GG..................................
+#=GC SS_cons >>>.>>..>>.>>.>...................................
+
+AF132134.1/1-639 .......AAUGAGU.AC.AAUUU..AAA.CC...................
+U83331.1/18-597 .......AAUGAGA.AU.GGAGU..AAA.AU...................
+AF063241.1/21-596 .......AAUGAGU.AC.AAUCU..AAA.CA...................
+U67119.1/1-591 .......AAUGAUG.GA.AAUGU..AAA.AC...................
+AF129882.1/27-578 .......AAUGAGU.GA.AAAUU..ACA.UC...................
+U72542.1/1-582 .......AAUGAUG.GG.AAUUU..AAA.AC...................
+AF129883.1/16-610 .......AAUGANU.UA.AAUUU..AAA.CU...................
+X65152.1/21-566 .......AAUGAGU.AC.AACGU..AAA.AU...................
+Z29440.1/1-571 .......AAUGAGA.AC.AAUUU..AAA.UC...................
+U17354.1/22-594 .......AAUGAGA.AC.AGUGU..AAA.UC...................
+X71134.1/21-564 .......AAUGAAC.AC..AUGU..AAG.UA...................
+AJ276699.1/40-631 .......AAUGGAC.AG.AUGUU..AAC.CU...................
+AF052190.1/16-601 .......AAUGAGC.UG.AAUCC..AAA.AA...................
+AF244939.1/20-597 .......AAUGAAU.UG.GGUGU..ACA.AC...................
+AF076179.1/1-614 .......AAUGCAU.CC.AACUU..AAA.CG...................
+U03478.1/13-652 .......AAUGCAU.CC.AAUCU..AAA.CC...................
+AF076171.1/1-569 .......AAUGAGU.GU.AAUGU..AAA.UG...................
+AF076178.1/1-602 .......AAUGCGU.UC.AAUCU..GGA.UC...................
+Z34900.1/19-575 .......AAUGAGU.AC.AAC....UUA.AA...................
+L28812.1/26-692 .......AAUGAGG.AU.AGUUU..ACA.CC...................
+U03072.1/1-581 .......AAUGAGA.AC.AAUUU..AAA.UC...................
+X56991.1/21-598 .......AAUGAGU.AG.GAGGU..AAA.UU...................
+D28490.1/1-572 .......AAUGAAC.GG.AACGU..ACA.UA...................
+AF119811.1/1-622 .......AAUGGAU.GA.UAUCU..AAA.CC...................
+AF242548.1/18-727 .......AAUGGAU.GC.UAUCC..AAA.GU...................
+AF150936.1/21-703 .......AAUGGAU.GC.AACCC..AAA.CA...................
+AF090868.1/1-680 .......AAUGGAU.GC.AAUCC..AAA.CA...................
+AF096991.1/1-630 .......GAUGGAU.GC.AAUCC..AAA.CA...................
+AF096992.1/1-778 .......AAUGGAU.GC.AACCC..AAA.CA...................
+AF112871.2/21-757 .......AAUGGAU.GC.UAUCC..AAA.GA...................
+U84732.2/21-794 .......AAUGGAU.GC.AAUCC..AAA.CA...................
+AF150935.1/21-703 .......AAUGGAUGCAAAAUCC..AAA.AA...................
+AF090871.1/1-669 .......AAUGGAU.GC.AAUCC..AAA.CA...................
+AF090869.1/1-776 .......AAUGGAU.GC.AAUCC..AAA.CA...................
+AF061338.1/21-739 .......AAUGGAU.GC.UAUCC..AAA.CC...................
+AF090870.1/1-670 .......AAUGGAU.GC.UAUCC..AAA.CA...................
+AF096994.1/1-642 .......AAUGGAU.GC.UAUCC..AAA.CA...................
+AF090377.1/1-640 .......AAUGGAU.GC.UAUCC..AAA.CA...................
+AF112875.1/1-639 .......AAUGAAU.GC.UAUCC..AAA.CG...................
+U84731.1/18-642 .......AAUGAUU.UG.UAUCU..AAUACA...................
+X76494.1/1-621 .......AAUGACC.GA.UAUUU..AAA.AC...................
+AF245381.1/1-638 .......AAUGGGG.GA.UAUUU..AAA.CC...................
+AB018143.1/1-556 .......AAUGAGA.AC.AAUUU..AAA.CC...................
+U77662.1/1-559 .......AAUGAGU.AC.AAUCU..AAA.UC...................
+AF007533.1/1-572 .......AAUGAGU.AC.AA.CU..AAA.CC...................
+AF113428.1/1-572 .......AAUGAGU.AC.AAUUU..AAA.UC...................
+U07937.1/21-574 .......AAUGAUA.GG.CGGUU..AAC.UC...................
+U20858.1/21-576 .......AAUGAGA.AC.AAUGU..AAA.AG...................
+M18732.1/21-689 UC.....CAUGAUU.UG.GGUGU..AGA.UA...................
+X94430.1/21-605 AC.....AAUGAUA.AC.GAAUU..AGA.UA...................
+AF099101.1/20-618 .......AAUGAGU.AC.AGU....UUA.AA...................
+AF001843.1/1-573 .......AAUGAGU.AC.AAUCU..AAA.UC...................
+U41399.1/1-566 .......AAUGAGA.AC.ACUGG..AAC.AA...................
+U67142.1/1-545 .......AAUGAGC.AC.AAUUU..AAA.UC...................
+U67323.1/1-571 .......AAUGAGU.GC.AAUUU..AAA.UC...................
+U50972.1/1-537 .......AAUGAGA.CA.AUCUU..AAA.CA...................
+L76341.1/2-610 .......AAUGAGU.AC.ACUCU..AAA.UC...................
+L81935.1/19-617 .......AAUGAGU.GC.GCCGU..AAA.CA...................
+AF057561.1/13-621 .......AAUGAGU.AC.AACGU..GAA.UC...................
+X99212.1/6940-7530 .......AAUGAAU.CA.AGUUU..AAA.UC...................
+U48383.1/1-570 .......AAUGAAU.UA.ACUUU..AAA.UC...................
+U07981.1/1-572 .......AAUGAAU.UA.AGUAU..AAA.UC...................
+AF121053.1/1-605 .......AAUGAGU.UG.AGCAU..AAA.UC...................
+AJ244408.1/18-634 .......AAUGAGU.AC.ACUUU..AAA.UC...................
+X89441.1/21-852 .......AAUGAGU.AC.AAUUU..AAA.UC...................
+X89495.1/23-616 .......AAUGAGA.AC.ACCCU..AAA.UC...................
+X89484.1/23-626 .......AAUGGAU.CC.ACCCU..AAA.CA...................
+Z81325.1/1-568 .......CUUGAGU.GU.GACUU..AAA.AC...................
+D14363.1/1-584 .......AAUGGGC.GU.AGUUU..AAA.UC...................
+AB013012.1/1-595 .......AAUGAGU.AC.ACUUU..AAA.CG...................
+Z86122.1/21-610 .......AAUGAGU.AC.AAUUU..AAA.UC...................
+U37526.1/21-600 .......AAUGAGU.AC.GACCC..AAA.UC...................
+U58369.1/21-624 .......AUGGAGA.UU.GAAAU..AAA.AA...................
+D26530.1/1-501 .......AAUGAAA.UA.AUCGU..AAA.AG...................
+D84190.1/1-589 .......AAUGAGU.AC.ACUCU..AAA.UC...................
+AJ224787.1/24-651 .......AAUGAGC.GC.AGUCC..AAA.CC...................
+AJ224785.1/24-627 .......AAUGAGU.AC.AAUUU..AAA.UC...................
+AF021878.1/21-605 .......AAUGAAA.AC.AAUUU..AAG.UA...................
+AF085182.1/1-516 .......AAUGAAC.GU.GAUUU..AGU.AC...................
+AF085176.1/1-508 .......AAUGGAC.GU.AAUUU..AAG.UA...................
+AF001579.1/18-587 .......AAUGAAC.GA.UAUGU..AAU.CA...................
+AF201375.1/1-617 .......AAUGAAC.GU.AACUU..AUA.UA...................
+AF201373.1/1-598 .......AAUGAGC.AC.AACUU..AAG.AC...................
+AJ133407.1/1-530 .......AAUGGAC.NA.AAUUC..ANG.UC...................
+AF260586.1/1-569 .......AAUGAGA.AC.GCUAU..AAA.UU...................
+AF036611.1/1-551 .......AAUGAGU.AC.AAUCU..AAA.UC...................
+AF202156.1/1-533 .......AAUGGUU.UA.AUUAC..AAA.UU...................
+AF036599.1/1-562 .......AAUGGUU.KG.AAUUU..ACA.AC...................
+AF202165.1/1-533 .......AAUGAUG.UG.AGUUU..AUA.AA...................
+AF036605.1/1-504 .......AAAU.CU.UC.AAGUU..UAA.AU...................
+AF083013.1/1-539 .......AAUGGGU.CU.AACAC..AAA.CC...................
+AF083002.1/1-548 .......AAUGGUU.UU.AAACC..AAA.AC...................
+AF083022.1/1-560 .......AAUGGGU.AC.AAUUU..AAA.CC...................
+AF083001.1/1-536 .......AAUGAGU.GA.AGUUC..AAA.UA...................
+AF082998.1/1-560 .......AAUGAAU.UG.AGCUU..AAA.UA...................
+AF037369.1/1-530 .......AAUGAGU.AC.AAUCC..AGA.CA...................
+AF036600.1/1-568 .......AAUGAAU.AC.AAUUU..AAA.UC...................
+AF036642.1/1-554 .......AAUGGGA.AC.AAUUU..AGA.UC...................
+AF124454.1/9-657 .......AAUGAGU.GA.AAUUU..AAA.UC...................
+AF124463.1/35-631 .......AAUGAGU.GA.GAUUU..AAA.UC...................
+AJ228777.1/1-612 .......AAUGAGU.GC.AUUAU..AAA.UC...................
+AJ228796.1/1-601 .......AAUGAGU.GC.AUUUU..AAA.UC...................
+AJ012525.1/1-510 .......ACUGGUG.AG.AUGUU..AUA.AA...................
+AJ012527.1/1-498 .......AAUGGAA.GU.GAAGU..AAA.AG...................
+AF102895.1/21-592 .......AAUGGAA.UG.AAUGU..AAA.AC...................
+AJ012522.1/1-581 .......AAUGAGA.UG.AACAA..AAC.UA...................
+D83381.1/1-562 .......AAUGGAA.UG.GAUCG..AAA.AG...................
+AJ012524.1/1-496 .......AAUGGAA.AG.GAUGC..AAA.A....................
+AF102892.1/16-581 .......AAUGGGC.AC.AACCC..AAA.CA...................
+AF102897.1/22-609 .......AAUGGAU.GG.AAUUU..AAC.AC...................
+AF102894.1/10-597 .......AAUGGAC.GG.GAUAU..AAA.AA...................
+AF051328.1/18-607 .......AAUGAGU.AC.ACUUU..AAA.UC...................
+D85095.1/1-554 .......AAUGAGC.GC.ACUUU..AAA.UC...................
+AJ228794.1/1-594 .......AAUGAGU.AC.ACCUU..AAA.AG...................
+AF167420.1/16-625 .......AAUGACU.UU.UGCUC..AAA.UA...................
+AF051331.1/16-605 .......AAUGAAU.GA.AGUUU.AAUA.AA...................
+AF167424.1/1-585 .......AAUGGAU.AC.AAUUU..AAA.UC...................
+AJ012513.1/1-588 .......AAUGAAA.GG.ACUUC..AAA.AA...................
+AJ012521.1/1-588 .......CAUGAAU.UG.AAAUA..AUC.UU...................
+AF051332.1/22-612 .......AAUGAAA.AC.AAUUU..AAA.AA...................
+M58347.1/1-528 .......AAUGAGU.AC.AAUUU..AAA.UC...................
+U41281.1/1-588 .......AAUGGAA.AC.ACUGU..AAA.AA...................
+AF056024.1/1-515 .......AAUGAGU.AC.ACUUU..AAA.UC...................
+K02641.1/21-597 .......AAUGAAC.AC.AAAUU..AAA.AC...................
+AF093247.1/26-665 .......AAUGGGU.UU.GUCGU..AAA.CA...................
+X13160.1/21-664 .......AAUGGGA.CU.GUUUU..AAA.CA...................
+L23799.1/21-862 .......AAUGAGC.AG.AAUUC..AAA.CC...................
+AF245217.1/19-615 .......AAUGAGA.AC.AAGUU..AAA.CC...................
+AF091148.1/21-608 .......AUUGAGA.AC.AAUGU..AAA.UA...................
+AF091145.1/19-597 .......AUUGAAA.AA.MAUGU..AGA.AA...................
+AF091146.1/21-594 .......AUUGAGA.AC.AGAGU..AGC.CA...................
+AF018160.1/21-570 .......AUUGAGG.AU.AGAUU..AUU.UA...................
+AF043361.1/22-608 .......AAUGAGA.AA.AAUUU..AAA.UC...................
+L26187.1/23-595 .......AAUGAGA.GA.AAUUU..AAA.UA...................
+AF085261.1/21-574 .......AAUGAGA.AC.AAGGU..AAA.CA...................
+U22936.1/20-601 .......AAUGAGU.AC.AAUCU..AAA.UC...................
+X63519.1/21-607 .......AAUGAGG.GC.AAACU..AAA.CC...................
+Z35317.1/19-597 .......AAUGAGU.AC.AAUUU..AAA.UC...................
+Z33462.1/20-589 .......AAUGAGA.AC.AUUUU..AAA.CA...................
+AJ130869.1/1-566 .......AAUGAGG.AA.AAGAU..AAA.GC...................
+AF185052.1/26-568 .......AAUGAGU.AC.AAUUU..AAA.AG...................
+X85398.2/21-602 .......AAUGAGA.AC.AAUUU..AAA.UC...................
+AB023499.1/21-585 .......AUUGAGA.AC.AAUGU..ACA.AC...................
+U21338.1/23-606 .......AAUGAGA.GC.AAUGU..AAA.UA...................
+U37108.1/21-579 .......AAUGAGUGAC.AAUUA..AAA.UU...................
+#=GC SS_cons ..........<<<<.<<.<<..............................
+
+AF132134.1/1-639 ..................................................
+U83331.1/18-597 ..................................................
+AF063241.1/21-596 ..................................................
+U67119.1/1-591 ..................................................
+AF129882.1/27-578 ..................................................
+U72542.1/1-582 ..................................................
+AF129883.1/16-610 ..................................................
+X65152.1/21-566 ..................................................
+Z29440.1/1-571 ..................................................
+U17354.1/22-594 ..................................................
+X71134.1/21-564 ..................................................
+AJ276699.1/40-631 ..................................................
+AF052190.1/16-601 ..................................................
+AF244939.1/20-597 ..................................................
+AF076179.1/1-614 ..................................................
+U03478.1/13-652 ..................................................
+AF076171.1/1-569 ..................................................
+AF076178.1/1-602 ..................................................
+Z34900.1/19-575 ..................................................
+L28812.1/26-692 ..................................................
+U03072.1/1-581 ..................................................
+X56991.1/21-598 ..................................................
+D28490.1/1-572 ..................................................
+AF119811.1/1-622 ..................................................
+AF242548.1/18-727 ..................................................
+AF150936.1/21-703 ..................................................
+AF090868.1/1-680 ..................................................
+AF096991.1/1-630 ..................................................
+AF096992.1/1-778 ..................................................
+AF112871.2/21-757 ..................................................
+U84732.2/21-794 ..................................................
+AF150935.1/21-703 ..................................................
+AF090871.1/1-669 ..................................................
+AF090869.1/1-776 ..................................................
+AF061338.1/21-739 ..................................................
+AF090870.1/1-670 ..................................................
+AF096994.1/1-642 ..................................................
+AF090377.1/1-640 ..................................................
+AF112875.1/1-639 ..................................................
+U84731.1/18-642 ..................................................
+X76494.1/1-621 ..................................................
+AF245381.1/1-638 ..................................................
+AB018143.1/1-556 ..................................................
+U77662.1/1-559 ..................................................
+AF007533.1/1-572 ..................................................
+AF113428.1/1-572 ..................................................
+U07937.1/21-574 ..................................................
+U20858.1/21-576 ..................................................
+M18732.1/21-689 ..................................................
+X94430.1/21-605 ..................................................
+AF099101.1/20-618 ..................................................
+AF001843.1/1-573 ..................................................
+U41399.1/1-566 ..................................................
+U67142.1/1-545 ..................................................
+U67323.1/1-571 ..................................................
+U50972.1/1-537 ..................................................
+L76341.1/2-610 ..................................................
+L81935.1/19-617 ..................................................
+AF057561.1/13-621 ..................................................
+X99212.1/6940-7530 ..................................................
+U48383.1/1-570 ..................................................
+U07981.1/1-572 ..................................................
+AF121053.1/1-605 ..................................................
+AJ244408.1/18-634 ..................................................
+X89441.1/21-852 ..................................................
+X89495.1/23-616 ..................................................
+X89484.1/23-626 ..................................................
+Z81325.1/1-568 ..................................................
+D14363.1/1-584 ..................................................
+AB013012.1/1-595 ..................................................
+Z86122.1/21-610 ..................................................
+U37526.1/21-600 ..................................................
+U58369.1/21-624 ..................................................
+D26530.1/1-501 ..................................................
+D84190.1/1-589 ..................................................
+AJ224787.1/24-651 ..................................................
+AJ224785.1/24-627 ..................................................
+AF021878.1/21-605 ..................................................
+AF085182.1/1-516 ..................................................
+AF085176.1/1-508 ..................................................
+AF001579.1/18-587 ..................................................
+AF201375.1/1-617 ..................................................
+AF201373.1/1-598 ..................................................
+AJ133407.1/1-530 ..................................................
+AF260586.1/1-569 ..................................................
+AF036611.1/1-551 ..................................................
+AF202156.1/1-533 ..................................................
+AF036599.1/1-562 ..................................................
+AF202165.1/1-533 ..................................................
+AF036605.1/1-504 ..................................................
+AF083013.1/1-539 ..................................................
+AF083002.1/1-548 ..................................................
+AF083022.1/1-560 ..................................................
+AF083001.1/1-536 ..................................................
+AF082998.1/1-560 ..................................................
+AF037369.1/1-530 ..................................................
+AF036600.1/1-568 ..................................................
+AF036642.1/1-554 ..................................................
+AF124454.1/9-657 ..................................................
+AF124463.1/35-631 ..................................................
+AJ228777.1/1-612 ..................................................
+AJ228796.1/1-601 ..................................................
+AJ012525.1/1-510 ..................................................
+AJ012527.1/1-498 ..................................................
+AF102895.1/21-592 ..................................................
+AJ012522.1/1-581 ..................................................
+D83381.1/1-562 ..................................................
+AJ012524.1/1-496 ..................................................
+AF102892.1/16-581 ..................................................
+AF102897.1/22-609 ..................................................
+AF102894.1/10-597 ..................................................
+AF051328.1/18-607 ..................................................
+D85095.1/1-554 ..................................................
+AJ228794.1/1-594 ..................................................
+AF167420.1/16-625 ..................................................
+AF051331.1/16-605 ..................................................
+AF167424.1/1-585 ..................................................
+AJ012513.1/1-588 ..................................................
+AJ012521.1/1-588 ..................................................
+AF051332.1/22-612 ..................................................
+M58347.1/1-528 ..................................................
+U41281.1/1-588 ..................................................
+AF056024.1/1-515 ..................................................
+K02641.1/21-597 ..................................................
+AF093247.1/26-665 ..................................................
+X13160.1/21-664 ..................................................
+L23799.1/21-862 ..................................................
+AF245217.1/19-615 ..................................................
+AF091148.1/21-608 ..................................................
+AF091145.1/19-597 ..................................................
+AF091146.1/21-594 ..................................................
+AF018160.1/21-570 ..................................................
+AF043361.1/22-608 ..................................................
+L26187.1/23-595 ..................................................
+AF085261.1/21-574 ..................................................
+U22936.1/20-601 ..................................................
+X63519.1/21-607 ..................................................
+Z35317.1/19-597 ..................................................
+Z33462.1/20-589 ..................................................
+AJ130869.1/1-566 ..................................................
+AF185052.1/26-568 ..................................................
+X85398.2/21-602 ..................................................
+AB023499.1/21-585 ..................................................
+U21338.1/23-606 ..................................................
+U37108.1/21-579 ..................................................
+#=GC SS_cons ..................................................
+
+AF132134.1/1-639 ..................................................
+U83331.1/18-597 ..................................................
+AF063241.1/21-596 ..................................................
+U67119.1/1-591 ..................................................
+AF129882.1/27-578 ..................................................
+U72542.1/1-582 ..................................................
+AF129883.1/16-610 ..................................................
+X65152.1/21-566 ..................................................
+Z29440.1/1-571 ..................................................
+U17354.1/22-594 ..................................................
+X71134.1/21-564 ..................................................
+AJ276699.1/40-631 ..................................................
+AF052190.1/16-601 ..................................................
+AF244939.1/20-597 ..................................................
+AF076179.1/1-614 ..................................................
+U03478.1/13-652 ..................................................
+AF076171.1/1-569 ..................................................
+AF076178.1/1-602 ..................................................
+Z34900.1/19-575 ..................................................
+L28812.1/26-692 ..................................................
+U03072.1/1-581 ..................................................
+X56991.1/21-598 ..................................................
+D28490.1/1-572 ..................................................
+AF119811.1/1-622 ..................................................
+AF242548.1/18-727 ..................................................
+AF150936.1/21-703 ..................................................
+AF090868.1/1-680 ..................................................
+AF096991.1/1-630 ..................................................
+AF096992.1/1-778 ..................................................
+AF112871.2/21-757 ..................................................
+U84732.2/21-794 ..................................................
+AF150935.1/21-703 ..................................................
+AF090871.1/1-669 ..................................................
+AF090869.1/1-776 ..................................................
+AF061338.1/21-739 ..................................................
+AF090870.1/1-670 ..................................................
+AF096994.1/1-642 ..................................................
+AF090377.1/1-640 ..................................................
+AF112875.1/1-639 ..................................................
+U84731.1/18-642 ..................................................
+X76494.1/1-621 ..................................................
+AF245381.1/1-638 ..................................................
+AB018143.1/1-556 ..................................................
+U77662.1/1-559 ..................................................
+AF007533.1/1-572 ..................................................
+AF113428.1/1-572 ..................................................
+U07937.1/21-574 ..................................................
+U20858.1/21-576 ..................................................
+M18732.1/21-689 ..................................................
+X94430.1/21-605 ..................................................
+AF099101.1/20-618 ..................................................
+AF001843.1/1-573 ..................................................
+U41399.1/1-566 ..................................................
+U67142.1/1-545 ..................................................
+U67323.1/1-571 ..................................................
+U50972.1/1-537 ..................................................
+L76341.1/2-610 ..................................................
+L81935.1/19-617 ..................................................
+AF057561.1/13-621 ..................................................
+X99212.1/6940-7530 ..................................................
+U48383.1/1-570 ..................................................
+U07981.1/1-572 ..................................................
+AF121053.1/1-605 ..................................................
+AJ244408.1/18-634 ..................................................
+X89441.1/21-852 ..................................................
+X89495.1/23-616 ..................................................
+X89484.1/23-626 ..................................................
+Z81325.1/1-568 ..................................................
+D14363.1/1-584 ..................................................
+AB013012.1/1-595 ..................................................
+Z86122.1/21-610 ..................................................
+U37526.1/21-600 ..................................................
+U58369.1/21-624 ..................................................
+D26530.1/1-501 ..................................................
+D84190.1/1-589 ..................................................
+AJ224787.1/24-651 ..................................................
+AJ224785.1/24-627 ..................................................
+AF021878.1/21-605 ..................................................
+AF085182.1/1-516 ..................................................
+AF085176.1/1-508 ..................................................
+AF001579.1/18-587 ..................................................
+AF201375.1/1-617 ..................................................
+AF201373.1/1-598 ..................................................
+AJ133407.1/1-530 ..................................................
+AF260586.1/1-569 ..................................................
+AF036611.1/1-551 ..................................................
+AF202156.1/1-533 ..................................................
+AF036599.1/1-562 ..................................................
+AF202165.1/1-533 ..................................................
+AF036605.1/1-504 ..................................................
+AF083013.1/1-539 ..................................................
+AF083002.1/1-548 ..................................................
+AF083022.1/1-560 ..................................................
+AF083001.1/1-536 ..................................................
+AF082998.1/1-560 ..................................................
+AF037369.1/1-530 ..................................................
+AF036600.1/1-568 ..................................................
+AF036642.1/1-554 ..................................................
+AF124454.1/9-657 ..................................................
+AF124463.1/35-631 ..................................................
+AJ228777.1/1-612 ..................................................
+AJ228796.1/1-601 ..................................................
+AJ012525.1/1-510 ..................................................
+AJ012527.1/1-498 ..................................................
+AF102895.1/21-592 ..................................................
+AJ012522.1/1-581 ..................................................
+D83381.1/1-562 ..................................................
+AJ012524.1/1-496 ..................................................
+AF102892.1/16-581 ..................................................
+AF102897.1/22-609 ..................................................
+AF102894.1/10-597 ..................................................
+AF051328.1/18-607 ..................................................
+D85095.1/1-554 ..................................................
+AJ228794.1/1-594 ..................................................
+AF167420.1/16-625 ..................................................
+AF051331.1/16-605 ..................................................
+AF167424.1/1-585 ..................................................
+AJ012513.1/1-588 ..................................................
+AJ012521.1/1-588 ..................................................
+AF051332.1/22-612 ..................................................
+M58347.1/1-528 ..................................................
+U41281.1/1-588 ..................................................
+AF056024.1/1-515 ..................................................
+K02641.1/21-597 ..................................................
+AF093247.1/26-665 ..................................................
+X13160.1/21-664 ..................................................
+L23799.1/21-862 ..................................................
+AF245217.1/19-615 ..................................................
+AF091148.1/21-608 ..................................................
+AF091145.1/19-597 ..................................................
+AF091146.1/21-594 ..................................................
+AF018160.1/21-570 ..................................................
+AF043361.1/22-608 ..................................................
+L26187.1/23-595 ..................................................
+AF085261.1/21-574 ..................................................
+U22936.1/20-601 ..................................................
+X63519.1/21-607 ..................................................
+Z35317.1/19-597 ..................................................
+Z33462.1/20-589 ..................................................
+AJ130869.1/1-566 ..................................................
+AF185052.1/26-568 ..................................................
+X85398.2/21-602 ..................................................
+AB023499.1/21-585 ..................................................
+U21338.1/23-606 ..................................................
+U37108.1/21-579 ..................................................
+#=GC SS_cons ..................................................
+
+AF132134.1/1-639 ....................CCUUA.ACGAG.U.AA..CAAUUGG.AG.G
+U83331.1/18-597 ....................UGUAU.UCGAU.U.AU..CAAUUGG.AG.G
+AF063241.1/21-596 ....................CCUUA.ACGAA.C..U..CCAUUGG.AG.G
+U67119.1/1-591 ....................CCUUC.CAGAG.U.AA..CAAUUGG.AG.G
+AF129882.1/27-578 ....................GUUUC.ACGAG.U.AA..CAAUUGG.AG.G
+U72542.1/1-582 ....................CUUCC.CAAA..A.UU..CAAUU...AG.G
+AF129883.1/16-610 ....................CCUUA.ACAAA.C.GU..CAAUUGG.AG.G
+X65152.1/21-566 ....................CCUUA.ACGAG.U.AC..CCACUGG.AG.G
+Z29440.1/1-571 ....................ACUUA.ACGAG.U.AU..CAAUUGG.AG.G
+U17354.1/22-594 ....................UCUUA.GCGAG.G.AA..CAAUUGG.AG.G
+X71134.1/21-564 .....................UUGU.GUGUU.......UAAUUGG.AG.G
+AJ276699.1/40-631 ....................UCUCU.GUGAG.U.AU..CAAUUGG.AG.G
+AF052190.1/16-601 ....................CUUUG.UUGAG.U.AG..CCAUUGGGAGGG
+AF244939.1/20-597 ....................UUUCU.CUUAG.U.AU..CAAUUGG.AG.G
+AF076179.1/1-614 ....................CUUGG.AUGAG.G.AU..CGAUUGG.A..G
+U03478.1/13-652 ....................GUUGG.GUGAC.G.AC..CGAUUGG.AG.G
+AF076171.1/1-569 ....................CCUAU.ACGAG.U.AU..CCAUUGG.AG.G
+AF076178.1/1-602 ...................CGUUGA.ACAAU.G.AU..CUCUUGG.AA.G
+Z34900.1/19-575 ..................CCUGUUA.ACGAG.A.AC..CCAUUGG.AG.G
+L28812.1/26-692 ....................CCUUC.ACGAG.G.AU..CCAUUGG.AG.G
+U03072.1/1-581 ....................CCUUA.ACGAG.G.AU..CCAUUAG.AG.G
+X56991.1/21-598 ....................CUCCU.ACGAA.A.U...CAAUUGG.AG.G
+D28490.1/1-572 ....................GUUUU.GUGAA.A.G...CAAUUGG.AG.G
+AF119811.1/1-622 ....................UGUCA.AUGAA.C.A...CAAUUGG.UG.G
+AF242548.1/18-727 ....................CCGCU.AUGAG.U.AC..CAACUGG.AG.G
+AF150936.1/21-703 ....................CAGCC.AUGAG.U.AU..CGACUGG.AG.G
+AF090868.1/1-680 ....................CAGUG.AUGAG.U.AU..CAACUGG.AG.G
+AF096991.1/1-630 ....................CAGUG.AUGAG.U.AU..CAACUGG.AG.G
+AF096992.1/1-778 ....................CAGUG.AUGAG.U.AG..CCACUGG.AG.A
+AF112871.2/21-757 ....................CAGUC.AUGAG.U.AU..CAACUGG.AG.G
+U84732.2/21-794 ....................CAGUG.AUGAG.U.AU..CAACUGG.AG.G
+AF150935.1/21-703 ....................CAGUG.AUGAG.U.AU..CAACUGG.AG.G
+AF090871.1/1-669 ....................CAGUG.AUGAG.U.AU..CAACUGG.AG.G
+AF090869.1/1-776 ....................CAGUG.AUGAG.U.AU..CAACUGG.AG.G
+AF061338.1/21-739 ....................CAGUG.AUGAG.U.AC..CAACUGG.AG.G
+AF090870.1/1-670 ....................CAGUG.AUGAG.U.AC..CAACUGG.AG.G
+AF096994.1/1-642 ....................CAGUG.AUGAG.U.AG..CCACUGG.AG.G
+AF090377.1/1-640 ....................CAGCC.AUGAG.C.AA..CAAGUGG.AG.G
+AF112875.1/1-639 ....................CAGCA.AUGAG.U.AU..CAACUGG.AG.G
+U84731.1/18-642 ....................CACUG.CUGAG.C.AA..CUAUUGG.AG.G
+X76494.1/1-621 ................CAUCGAACA.UCGAG.U.AA..CAAUUGG.AG.G
+AF245381.1/1-638 ................CAUCCAAAA.UCGAG.U.AA..CAAUUGG.AG.G
+AB018143.1/1-556 ....................ACUUA.UCGAG.G.AA..CAAUUGG.AG.G
+U77662.1/1-559 ....................CCUUA.ACGAG.G.AU..CCAUUGG.AG.G
+AF007533.1/1-572 ....................CCUUA.ACGAG.G.AU..CAAUUGG.AG.G
+AF113428.1/1-572 ....................CCUUA.ACGAG.G.AU..CAAUUGG.AG.G
+U07937.1/21-574 ....................UCGCU.UAGAG.U.AA..CAAUUGG.AG.G
+U20858.1/21-576 ....................CCUUA.UCGAC.C.AC..CAAGUGG.AG.G
+M18732.1/21-689 ....................ACCCU.UAGAG.U.AG..CCAUUGG.AG.G
+X94430.1/21-605 ....................UUCGU.UAGAG.A.AA..CAAUUAG.AG.G
+AF099101.1/20-618 ..................ACCCUUA.ACGAG.U.AA..CAAUUAG.AG.G
+AF001843.1/1-573 ....................CUUUA.ACGAG.G.AA..CAAUUGG.AG.G
+U41399.1/1-566 ....................UGUUA.UCGAG.A.AU..CUAUUGG.AG.G
+U67142.1/1-545 ....................CUUUA.GCGAG.G.AU..CUAUUGG.AG.G
+U67323.1/1-571 ....................CUUCA.ACGAG.G.AU..CUAUUGG.AG.G
+U50972.1/1-537 ....................CUUUA.GCAAG.G.AA..CAAUUGG.AG.G
+L76341.1/2-610 ....................CUUUA.ACGAG.G.AU..CUAUUGG.AG.G
+L81935.1/19-617 ....................GGUGU.GCAAU.G.AU..CAAUUGG.AG.G
+AF057561.1/13-621 ....................CUUUA.ACGAG.G.AU..CGACUGG.AG.G
+X99212.1/6940-7530 ....................CUUUA.AUGAG.G.AU..CAAGUGG.AG.G
+U48383.1/1-570 ....................CUUUA.AUGAG.G.AU..CAAGUGG.AG.G
+U07981.1/1-572 ....................UUUUA.ACGAG.G.AC..CAAGUGG.AG.G
+AF121053.1/1-605 ....................CUUCU.ACAAG.G.AU..CCAGUGG.AG.G
+AJ244408.1/18-634 ....................UUUUA.ACAAG.U.AA..CAAUUGG.AG.G
+X89441.1/21-852 ....................CUUUA.ACGAG.G.AG..CUAAUGG.AG.G
+X89495.1/23-616 ....................CUUUA.ACGAG.G.AU..CUAUUGG.AG.G
+X89484.1/23-626 ....................GUUGG.GUGA....AC..CUAUCGG.AG.U
+Z81325.1/1-568 ....................GCCAC.UCAAG.G.AU..CUAUUGG.AG.G
+D14363.1/1-584 ....................CUUCG.ACGAG.G.AU..CAAGUGG.AG.G
+AB013012.1/1-595 ....................CUUUA.ACGAG.U.AU..CCAUUGG.AG.G
+Z86122.1/21-610 ....................CUUUA.ACGAG.G.AU..CCAAUGG.AG.G
+U37526.1/21-600 ....................CUCUA.ACGAG.G.AU..CCAUUGG.AG.G
+U58369.1/21-624 ....................CUCUA.ACGAA.A.G...CAAUUGG.AG.G
+D26530.1/1-501 ....................CUUUA.AUGAA...CG..CAAUUGG.AG.G
+D84190.1/1-589 ....................CUUUA.ACGAG.G.AU..CUAUUGG.AG.G
+AJ224787.1/24-651 ..................CCUGACG.ACGAC.G.AC..CCAUUGG.AG.G
+AJ224785.1/24-627 ....................UCUUA.ACGAG.G.AC..CAAUUGG.AG.G
+AF021878.1/21-605 ....................AUUGAAUUGAG.U.AA..CGACUGG.AG.G
+AF085182.1/1-516 ....................AUCCG.AUGAG.U.AA..CAACUGG.AG.G
+AF085176.1/1-508 ....................AUUCG.AUGAG.U.AA..CAACUGG.AG.G
+AF001579.1/18-587 ....................UUUCG.AUGAG.G.AU..CUACUGG.AG.G
+AF201375.1/1-617 ....................AUUCG.AUGAG.U.AA..CAACUGG.AG.G
+AF201373.1/1-598 ....................AUUUG.UCGAG.U.AA..CAACUGA.AG.G
+AJ133407.1/1-530 ....................CNUUC.GUGAG.U.NA..CANGCAG.AN.G
+AF260586.1/1-569 ....................CGCUA.UCGAG.U.AU..CAAUUGG.AG.G
+AF036611.1/1-551 ....................UUUUA.ACGAG.G.AU..CUAGUGG.AG.G
+AF202156.1/1-533 ....................CAUUA.AAGAU.U.AU..CAAUGAG.AG.G
+AF036599.1/1-562 ....................CUUCC.UAGAU.U.AU..CUAUGAG.AG.G
+AF202165.1/1-533 ....................CCUUA.CAAAU.U.UG..CUAUGAG.AG.G
+AF036605.1/1-504 ....................AA.CU.UGYUG.G..U..AAAGGAA.AG.G
+AF083013.1/1-539 ....................CUUGA.ACGAG.G.AU..CAAUGAG.AG.G
+AF083002.1/1-548 ....................CUUGA.AAGAG.G.AU..CUAUGAG.AG.G
+AF083022.1/1-560 ....................CUUUA.ACGAG.G.AU..CUAUGAG.AG.G
+AF083001.1/1-536 ....................ACUUC.UCGAG.A.AA..CUAAGAG.AG.G
+AF082998.1/1-560 ....................GCUCU.AUGAU.G.AU..CUAGUGG.AG.G
+AF037369.1/1-530 ....................UUUUA.ACGAG.U.AU..CUACGAG.AG.G
+AF036600.1/1-568 ....................CUUUA.AUGAG.G.AU..CUAUUGG.AG.G
+AF036642.1/1-554 ....................CUUUA.UCGAG.G.AU..CUAUUGG.AG.G
+AF124454.1/9-657 ....................CUUUC.ACGAG.G.AU..CUAUUGG.AG.G
+AF124463.1/35-631 ....................CUUUC.ACAAG.G.AU..CAAUUGG.AG.G
+AJ228777.1/1-612 ....................CUACA.ACGAG.G.AU..CUAUUGG.AG.G
+AJ228796.1/1-601 ....................CUUUC.ACGAG.G.AU..CAACUGG.AG.G
+AJ012525.1/1-510 ....................UAUCU.CAG.U.A.AU..CUAGAUC.AG.G
+AJ012527.1/1-498 ....................CUCAC.UUGAU.G.AU..CUAGUGG.AG.G
+AF102895.1/21-592 ....................AUUCU.UUGAG.G.AG..CUAGUGG.AG.G
+AJ012522.1/1-581 ....................CUUCA.UCAAG.G.AU..CAAGUGG.AG.G
+D83381.1/1-562 ....................CUCCA.AUGAU.G.AC..CGAGUAG.AG.G
+AJ012524.1/1-496 ....................GCUCC.UUGAU.G.AA..CGAGUAG.AG.G
+AF102892.1/16-581 ....................AUUGU.GCGAG.U.AA..CAAGUUG.UG.G
+AF102897.1/22-609 ....................AUUCC.AUGAG.G.AU..CUAGUAG.AG.G
+AF102894.1/10-597 ....................CUCCC.GUGAG.G.AU..CUAGUGG.AG.G
+AF051328.1/18-607 ....................CUUUA.GCGAG.G.AA..CCAUUGG.AG.G
+D85095.1/1-554 ....................GUUCG.ACGAG.G.AU..CUAUUGG.AG.G
+AJ228794.1/1-594 ....................CAUUA.ACGAG.U.AC..CAAUUGG.AG.G
+AF167420.1/16-625 ....................CUAUU.AGAAG.U.AU..CUAUUGG.AG.G
+AF051331.1/16-605 ....................ACUUC.AUGAG.U.AU..CCACUGG.AG.G
+AF167424.1/1-585 ....................CUUUA.AUGAG.U.AA..CAAUUGG.AG.G
+AJ012513.1/1-588 ....................GGUUU.UUGAA.G.A...CUAUUGG.AG.G
+AJ012521.1/1-588 .......................UU.UUGAG...AU..CUAACGG.AG.G
+AF051332.1/22-612 ....................CUUUA.UUGAG.U.AU..CAAUUGG.AG.G
+M58347.1/1-528 ....................CUUUA.ACGAG.G.AU..NAAUUGG.CG.G
+U41281.1/1-588 ....................GGUUA.UUGAU.U.AA..CAAUUGG.AG.G
+AF056024.1/1-515 ....................CUAUA.ACGAG.G.AC..CUAUUGG.AG.G
+K02641.1/21-597 ....................UCUUA.AUUAA.C.A...CAAUUGR.AG.G
+AF093247.1/26-665 ....................GGCUC.UCGAG.U.AA..CAAUUAG.AG.G
+X13160.1/21-664 ....................UCCUA.UCGAG.U.AA..CAAUUAG.AG.G
+L23799.1/21-862 ....................CCUCU.GCAAG.U.AA..CAAUUGG.AG.G
+AF245217.1/19-615 ....................CAUUA.UCGAG.G.AU..CCAUUGG.AG.G
+AF091148.1/21-608 ....................UCUUA.UCUAU.A.AG..UUAGUGG.AG.G
+AF091145.1/19-597 ....................UUUUA.UCUAU.A.AG..CUAGUGG.AG.G
+AF091146.1/21-594 ....................UUUUA.UCGAU.A.AA..CUAUUGG.AG.G
+AF018160.1/21-570 ....................UUUAU.ACGAU.U.GA..CUAUAGG.AG.G
+AF043361.1/22-608 ....................CCUUA.UCGAG.G.AU..CCAUUGG.AG.G
+L26187.1/23-595 ....................UGUCA.ACGAU.G.AA..CAAUUGG.AG.G
+AF085261.1/21-574 ....................GCUUA.UCGAG.G.AG..CCAGCAG.AG.G
+U22936.1/20-601 ....................CCUUA.ACGAG.U.AU..CCAUUGG.AG.G
+X63519.1/21-607 ....................CCACA.CCGAG.G.AU..CUAUUGG.AG.G
+Z35317.1/19-597 ....................ACUUA.ACGAG.U.AU..CAAUUGG.AG.G
+Z33462.1/20-589 ....................UCUUA.CCGAG.G.AU..CUAUUGG.AG.G
+AJ130869.1/1-566 ....................GAUUG.ACGAU.U.AA..CGAUUGG.AG.G
+AF185052.1/26-568 ....................CAUUA.ACGAG.U.AU..CAAUUGG.AG.G
+X85398.2/21-602 ....................CCUUA.UCGAG.U.AU..CAAUUGG.AG.G
+AB023499.1/21-585 ....................UCUUA.UCGAU.A.AG..CCAUUGG.AG.G
+U21338.1/23-606 ....................CCUCA.UCGAG.G.AU..CAAUUGG.AG.G
+U37108.1/21-579 ....................CGUUU.ACAA..A.AG..CUAGUAG.UG.G
+#=GC SS_cons ........................>.>>>>>.>.>......<<<<.<<..
+
+AF132134.1/1-639 GCAAG..UC.UGGU..G.CCAGCAGCCGC.G..UAAUUC....CAGC.UC
+U83331.1/18-597 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF063241.1/21-596 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U67119.1/1-591 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CGGC.UC
+AF129882.1/27-578 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U72542.1/1-582 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF129883.1/16-610 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X65152.1/21-566 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+Z29440.1/1-571 GCAAG.UNC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U17354.1/22-594 GCAAG..UC.AGGU..G.CCAGCAGCCGC.GG.UAAUUC....CUGC.UC
+X71134.1/21-564 GCAAG.UUU.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAAC.UC
+AJ276699.1/40-631 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF052190.1/16-601 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF244939.1/20-597 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF076179.1/1-614 GCAAG..AC.UGGU..G.CCAGCAGCCGC.GG.UAAUA.....CAGC.UC
+U03478.1/13-652 GCAAG..AC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGC.UC
+AF076171.1/1-569 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF076178.1/1-602 GCAAG..GC.UGGU..G.CCAGCAGCCGC.GG.UAACAC....CAGC.UC
+Z34900.1/19-575 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+L28812.1/26-692 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U03072.1/1-581 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X56991.1/21-598 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+D28490.1/1-572 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF119811.1/1-622 ACAAG..UC.UGGU..G.CCAGCACCCGC.GG.UAAUUC....CAGC.AC
+AF242548.1/18-727 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF150936.1/21-703 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF090868.1/1-680 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF096991.1/1-630 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF096992.1/1-778 GCAAG..UC.UGGU..G.CCAGCAGUCGC.GG.UAAUUC....CAGC.UC
+AF112871.2/21-757 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+U84732.2/21-794 GCAAG..UC.UGGU..S.CCAGCAGCCGA.GG.UAAUUC....CAGC.UC
+AF150935.1/21-703 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF090871.1/1-669 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF090869.1/1-776 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF061338.1/21-739 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF090870.1/1-670 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF096994.1/1-642 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF090377.1/1-640 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+AF112875.1/1-639 GCAAG..UC.UGGU..G.CCAGCAGCUGC.GG.UAAUUC....CAGC.UC
+U84731.1/18-642 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X76494.1/1-621 ACAAG..UC.UGGU..G.CCAGCACCCGC.GG.UAAUUC....CAGC.UC
+AF245381.1/1-638 ACAAG..UC.UGGU..G.CCAGCACCCGC.GG.UAAUUC....CAGC.UC
+AB018143.1/1-556 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U77662.1/1-559 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF007533.1/1-572 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF113428.1/1-572 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U07937.1/21-574 GCAAG..UC.AGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U20858.1/21-576 GCAAG..CC.UGGU..G.CCAGCAGCCGC.G..UAAUAC....CAGC.UC
+M18732.1/21-689 AAAAG..UC.UGGU..G.CCAGCACCCGC.GG.UAAUUC....CAGC.UC
+X94430.1/21-605 UCAAG..UC.AGGU..G.CCAGCAGCCGC.GG.UAAUUC....CUGC.UC
+AF099101.1/20-618 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF001843.1/1-573 GCAAG.UUC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U41399.1/1-566 GCAAG.UUC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U67142.1/1-545 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U67323.1/1-571 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U50972.1/1-537 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+L76341.1/2-610 GCAAG..UC.UAGU..G.CCAGCAGCCGC.GG.UAAUUC....UAGC.UC
+L81935.1/19-617 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF057561.1/13-621 GCAAG..CC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X99212.1/6940-7530 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U48383.1/1-570 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+U07981.1/1-572 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF121053.1/1-605 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AJ244408.1/18-634 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X89441.1/21-852 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X89495.1/23-616 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+X89484.1/23-626 GCAAG..UC.UGGU..G.CCAGCAGACGCCGG.UAAGUC....CAGC.UC
+Z81325.1/1-568 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+D14363.1/1-584 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AB013012.1/1-595 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+Z86122.1/21-610 GCAAG..UC.UGGU..G.CCAG.AGCCGC.GG.UAAUUC....CAGC.UC
+U37526.1/21-600 GCAAG..UC.UGGU..G.CCAGCAGCCGA.GG.UAAUUC....CAGC.UC
+U58369.1/21-624 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+D26530.1/1-501 GCAAG..UC.UGGU..G.CCAGCAGCCGC.G..CAAUUC....CAGU.UC
+D84190.1/1-589 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AJ224787.1/24-651 GCAAG..CC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AJ224785.1/24-627 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF021878.1/21-605 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF085182.1/1-516 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF085176.1/1-508 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF001579.1/18-587 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF201375.1/1-617 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF201373.1/1-598 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UU
+AJ133407.1/1-530 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF260586.1/1-569 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF036611.1/1-551 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF202156.1/1-533 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF036599.1/1-562 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF202165.1/1-533 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF036605.1/1-504 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGC.UU
+AF083013.1/1-539 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF083002.1/1-548 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGU.UC
+AF083022.1/1-560 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF083001.1/1-536 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF082998.1/1-560 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF037369.1/1-530 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF036600.1/1-568 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF036642.1/1-554 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF124454.1/9-657 GCAAG..UC.UGGU..G.CCAGCAGCCGC.G..UAAC.U....CAGC.U.
+AF124463.1/35-631 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAACUC....CAGC.UC
+AJ228777.1/1-612 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AJ228796.1/1-601 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAACUC....CAGC.UC
+AJ012525.1/1-510 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGCCUG
+AJ012527.1/1-498 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGCCUC
+AF102895.1/21-592 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGCCUU
+AJ012522.1/1-581 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGCCUU
+D83381.1/1-562 GCAAG..UC.UGGU..G.CCAGCA.CC.C.G..UAAUAC....CAGCCUC
+AJ012524.1/1-496 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGCCUC
+AF102892.1/16-581 GCAAG..CC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.GC
+AF102897.1/22-609 GCAAG..UC.UGGU..G.CCAGCANCCGC.GG.UAAUAC....CAGCCUC
+AF102894.1/10-597 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGCCUC
+AF051328.1/18-607 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+D85095.1/1-554 GCAAG..UC.UGGU..G.CCAGCAGCCGC.G..UAAUUC....CAGC.UC
+AJ228794.1/1-594 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF167420.1/16-625 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF051331.1/16-605 GCAAG..UC.UGGU..G.CCARCACCCGC.GG.UAAUUC....CAGC.UC
+AF167424.1/1-585 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AJ012513.1/1-588 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AJ012521.1/1-588 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF051332.1/22-612 GCAAG..UU.UGGU..G.CCANCAGCCGC.GG.UAAUUC....CAGC.UC
+M58347.1/1-528 GCAAG..U..........................................
+U41281.1/1-588 GCAAG..UC.UGGU..G.CCAGCAGCCGC.G..UAAUUC....CAGC.UC
+AF056024.1/1-515 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+K02641.1/21-597 GCAAG..UC.UGGU..G.CCAGCRGCCGC.GG.UAAUUC....CAGC.UC
+AF093247.1/26-665 ACAAG..UC.UGGU..G.CCAGCACCCGC.GG.UAAUUC....CAGC.UC
+X13160.1/21-664 ACAAG..UC.UGGU..G.CCAGCACCCGC.GG.UAAUUC....CAGC.UC
+L23799.1/21-862 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF245217.1/19-615 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGC.UC
+AF091148.1/21-608 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UU
+AF091145.1/19-597 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF091146.1/21-594 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
+AF018160.1/21-570 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUAC....CAGC.UC
+AF043361.1/22-608 GCAAG..UC.UGGU..G.CCAGCAGCCGC.GG.UAAUUC....CAGC.UC
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+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00177.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00177.idx
new file mode 100644
index 0000000..5c97723
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00177.idx
@@ -0,0 +1,21 @@
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diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00177.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00177.raw
new file mode 100644
index 0000000..3811167
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00177.raw
@@ -0,0 +1,1645 @@
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+AGGUGAAACUGCGAAUGGCUCAUUAUAUCAGUUAUUGUUUCUUUGAUAUUAACUUCUACA
+AGGAUAACCGUAGUAAUUCUAGAGCUAAUACUUGAGAAAAAAUAGCGUAAGCUAUGUAAU
+UAUUAGAAUAUAUACCAUUUCCAAGGUGAGUCAUAAUAAAUAUACUGAUCGUCUUUAGGG
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+UGGCGUUAACGGGUAACGAAGAAUUCGGGUUUGAUUUCGGAGAGGGAGCCUGAGAAAUGG
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+GUGACAACAAAUAACAAUGUGGAGCUUUUUAAGUUCUGCAAUUGGAAUGAGUGACAAUUA
+AAAUUCGUUUACAAAAGCUAGUAGUGGGCAAGUAUGGUGCCAGCAGCCGCGGUAAUACCA
+UCAUUACAAGCGUAUAUUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00177.test b/benchmarks/cmsearch-rmark/rmark-1/RF00177.test
new file mode 100644
index 0000000..2c0154f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00177.test
@@ -0,0 +1,223 @@
+>AF255604.1/13-506
+AGGGAACCCCUAUCGGGUUCAGACUAAGCCAUGCGAGUCGGCUGGGGGCACUUGCCCCUG
+GCGGCGCACGGCUCAGUAAUACGCGGUCAACCUACCCUGGGGACUGGGAUAACCUCGGGA
+AACUGAGGCUAAUCCCGGAUAGGUGUGGGGUGCUGAAAUGCCCUCACACCGAAAGUAGGC
+GGGAAAUGGACCGCUGAGGCCCCAGGAUGGGACCGCGGCCUAUCAGGUAGUAGGUGGGGU
+AACGGCCCACCUAGCCUACGACGGGUACGGGCCCUGAGAGGGGGAGCCCGGAGAUGGGCA
+CUGAGACAAGGGUCUAGGCCCUAAGGGGCGCAGCAGGCGCGAAGAUUCCGCAAUGCCCGA
+AAGGGCGACGGAGUGAACCCGAGUGCCACCCGCUGAGGGUGGCUGUUCCCCUGUGUAAAA
+AGCAGGGGGCAGGAAGGGGAGGGCAAGGCUGGUGGCAGCCGCCGCGGUAAAACCAGCUCC
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+>AB019747.1/1-491
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+GGACGGCUGAGUAACACGUAGUCAACCUACCCUAAGGGCGAGGAUAACCUCGGGAAACUG
+AGGACAAUACUCGAUAUGAAAUAAGUACUGGGAUGUCUUAUUUCAGAAAUGGAUAGGGAA
+AUGGCCUUAUUCCACCUUAGGAUGGGACUGCGGAGGAUUAUGGUAGUUGGUGAGGUAAUG
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+>U05662.1/1-532
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+UGAAAGCCUGACCCAGCGACGCCGCGUGCGGGAAGAAGCCCCUCGGGGUGUAAACCGCUG
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+>AF202663.1/1-541
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+UGGGACUGAGACACUGCCCAGACUCCUACGGGAGGCUGCAGUCGAGAAUCUUUCGCAAUG
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+GUCGGGAGUUAGGAAAUGCAGGUGCGUUAAUAGCGCACUUGCUUGACUAAGGCUCCAGAG
+GAAGCCACGGCUUACUCUGUGCCAGCAGCCGCGGUAAUACAGAGGCGGCAAGGCUUGUUC
+G
+>AF077606.1/1-517
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+UAGCAGCGAACGGGUGAGUAAAAUAUAAGAAUCUACUUUUAAGUAAAAAAUACUAUAUAG
+AAAUAUAUAUUAAUAGUUUAUUAAUCCUAAUGGAUAAAGUAUGGGAAAGCCAUAUGCUUA
+AAAAAGAGCUUAUAUCGGAUUAGCUAGUUGUUAAAAUAAACGUUUAACAAGGCUGUGAUC
+CGUAGUUGAUCUUAGAGGAUGAACAACCACAUUGGGACUGAAACACGGCCCAAACUUUUA
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+AGUAAAAAAAAUUUUUUUUUGACGGUAAUUAUUAAAGAAGCACCGGCUAACUUCGUGCCA
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+>AF050599.1/1-509
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+AUAGGAACGUACUUCGAAGCGGGACAUAGCCCCUCGAAAGAGGGGGUAAUUUCCCAUACG
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+GAGGUAACGGCUUACCAAGGCAAUGACGGUUACCGGCUCUUAGCGGAGAGUCCGGCACAA
+UGGGACUGAGACACGGCCCAUACACCUACGGGUGGCAGCAGUUAGGAAUUUUGCGCAAUG
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+UUUUUAGCGGCCAUGAAGGCCACUAGAAUAAGUAGCUACUAACUACGUGCCAGCAGUCGC
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+>X15917.1/24553-25131
+UGAUUUAACGCUAAUCAAAUGCAUUACACACGCAAGUUUUAUUUUACACAAGAACCUUCU
+UCUUUGCUUAAAAUGCAAAGAUCUAGUUUUAAAAUAGCGUAUUGGUGCGUAAAAUAUGUC
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+>L07836.1/21-533
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+CGGAGAAUGAGCAUGAGAGACGGCUCAUAGUUCUAAGGGAGGCAGCAGGCGCGGAAAUUG
+CCCAAUGUACAAACGUACGAGGCAGUGACGAAAAAUCUUGUCCGGCUUAGGCCGGUAUUA
+AGCUGAGYGAAGGYGYACCACAUCGCGAACGCAAUUAGUGGGAGAGCAUGGUGCCAGCAG
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+>U91338.1/25-622
+UGAUUGAACACUGUCAAGUGCUUGACACAUGCUAAUCGAACGUUUUAAUUAAGAGUGGUU
+UAGCUUAUCAUGUAAGUAAUAGGCCUCNCCUCUUCAUAAUUAAAAAGUGGUGUACAGGUG
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+UUAAGUAUUGGGNGNUUAAGAGGAUGAUAAAUAUUUUCGGGAUAGGUAGUAGUGAAGGUU
+AUGUCUUCACUAGCCUUAACUCUCGUAGUCGAAGCUGAAAGGUUGAUCGACCACAUUGGG
+UCUGAAAAAAGCCCAAUGCAAGUUAGUACAGCAGUGAGAAUAUUGGUCAAUGGCCUAACG
+GCUGAACUGGCAACUUGGAGAAGUGUUAAGUCUUUAUUUNNGUAUUGUAAUAGACUACGU
+UUUAAUAAGCUAUAUGUAAAUAUAGUGCUUAGGCGGAGCUUAUUAACACACAAAUUAAAG
+AUUAAAUUAGUAUUGAAUGAAACUUUGUUUAUAUAUCGAUAAUGACGAUAUAUAUAUUAU
+GUCUUGACCAAUUACGUGCCAGCAGUCGCGGUAAUACGUAAGAGACUAGUGUUAUUCA
+>AF056626.1/12-564
+UGAUUGAACGCUGUCCAAAUGCUUGACACAGGCUAAUCGAACGUUUAAUUUUAAAAAAGC
+GUAUUAUAUGUAAUAUGAUAAAAAAUAUUCACUUAAUUAAGCUUAUUAUUAAAAGUGGUG
+AACAGGUGAGUAAAAAAAAAGUAAUUACAACCUACCUUAAAGUUAGGACAAAAUCCCUAA
+UAAUAAAAAAAGGCUUUAACAUUUACAAUCAGUAAUAAGGCUGCUUUAAGAUGAAUCGUA
+AUAGAGUCGGGUUAGGCAGUAGUUAAGGUAAUGGCUUAACUAGCUUACAAUACACGUAGU
+CGAAGCUGAGAGGUUGAUCGACCACAUUGGGGAUGAAAAAAUCCCAAGGCAAGUAGGUAC
+AGCAGUGAGGAAUAUUGGUCAAUGGCCUAACGGCUGAACUGGCAACUUGGAGGAAUGAGA
+GUAAGGUUUACUGAUUAAAUCGAACUUCGAAUAAAAUUCUGUAUGUAUAUGGUAUAAUGA
+CAAUAUAUAUCUUAUGUCUUGACAAAUUUCGUGCCAGCAGUCGCGGUAAUACGAAAGAGA
+CUAGUGUUAUUCA
+>D31785.1/12984-13540
+AGACUAAAUACUAUAUAGAGACAUUACACAUGCAAAUCAAACGAUUAUUUAAAAAUAAAA
+UUGAAAAUAAUUAAGUGGUGUAUUCGUGAGUAAAAGAUAGAAUAAGAACUAAUAAUUCAA
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+UUUAUUAUUAUUCUGAUAGUUCCAACUAAAAUAUGUGCCAGCAGUUGCGGUUAGACAUAG
+GGAGCAAGUAUUAGUCA
+>AF114901.1/315-951
+AGAUUAAGCGCUAAAUAAGGACAUGACACAUGCGAAUCAUACGUUUAUUAUUAAUAAGAU
+AAUAAAUAUGUGGUGUAAACGUGAGUAAUUUAUUCGGAAUUAAUGAACUAUAGAUUAAGC
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+UAAUAUUAUAUUUAUAUGUUUUAUUGUAUAUUUUAAUAGUCCUGACAAAUAUUUGUGCCA
+GCAGUCGCGGUAACACAAAGAGGGCGAGCGUUAAUCA
+>X54421.1/3165-3670
+GGUUAUAACGCUAUCUAGAGAUUUUAACACAUGCAAAUCGAACGAAUCAACAAAAACAAU
+ACAUCCUUUAGGGGAUGUUUGUGUUUUUUUGUGACGUGGUGAACAGGUGAGUAAAAGGGA
+AGAACGGACCUUAAAUUUCGGCUAAAUUCCGAAUAAACACACUCUUUUGGAGUGUUGUGA
+AAGAAGUGAAAACUUUGAUUUAAGACUGGCUUCUUACGAUUAAAGUAGUUGGAGAGGUAA
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+UGAGACAACAGCCAAGAUGAACAUUUAGUUCAUCCAGCAGUGGAGAAUAUUAGUCAAUGA
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+AGAAAAUUUGAUUCUUAAUUUUAUGUAAUUCUUGCCAAUUUCCGUGCCAGCAGCAGCGGU
+UAUACGGAUAGAAUAAGCGUUUAACA
+>X72804.1/34-733
+AGUUUAACAUUAGCUAGACAAUUAACACAUGCUUAUGAAUAUUGAUAAUUAAAAUUAUCA
+UUAUUUGUGUGAAGGUGAGUAAAAAAUUAGUAAUACCCUAAUAAAAUGAAUUAUCUAAUU
+GAAUUCUUAAGAUUUUGUAAAUACAUGCUUUGCAAUUUAUAAUUUACAUAAAUCUAUUGA
+UUAAUCUUUAGAUUAAUCAUUAAAUAAAAAUAAAUACCUAUUAAAUAUCUAUCAUAAUUU
+AUGAAUUAUCAAAUAGAUUAAAUAGAUUAAAUAGAUUAAAAUAUUUUAUAGAAUUGAUCA
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+AAAUUUAAAGGAUUUACUAAUUUGCAAAGAGGUUGUUGGGAUAAUUAAAUAACAUUAUCU
+UUGAUAAUGUGGAGAAUUUGUAUGUAUCUACAAGCCGUUAUUAUUUGUAAUCAACAAUUU
+GAAAGGAUUGUAUCACAUUGGUGUUAAAAGAAACCAAAAUGAAUUUAAUUCAUUCAGCAG
+UGUUGAGAAUUGGUCAAUGUUUUUAAAAAGAAUGAACCAGUGAUCUAGCCUGACGAAACA
+AAAUGUAAAGUCAAAUAAAAAAAGAAAGGAUAACAAAAUAAUCUCAGCCAAUAUAUCGUG
+CCAGCCGCUGCGGUUAAACGAAAGAGAUAAAUGUUAAACA
+>U23935.1/26-531
+UGAAUGAACGCUAGCUAUUGACUUAACACAUGCUAGUCAGAAUUUUUAUUCGGCGUAAAG
+GUGAGUAAAUCUAGGAGAAAAACCAAUGAAGUGAGCCCCCUUCGGGGGUUUUACAUUUUC
+GUUUGGAAAAACUACCUUAUAAAUAGAGUACGGAAACGUGUACGUAUGAAUCAUGUAACA
+GGGUUAAAUCUCUGUAUGGUUAAUACGUUAUGAACUCGUUUAUAAGAUGUGCCUAGAAAG
+GAUUAGAGAAAUCGAUGAUCCUUAGCUGAUCUGAAAGGAUGGUCAGUCACAGUGGAACUG
+AAAUAAGGACCACACAAUCAGAGUAUUGGCAGCAGUGGGGAAUCUUGGACAAUCAGCCAA
+UGCGCUGGAUCCAGUCAAAUAGCAUGGAGAAAAAGCAAUGCUUGAUCUCCUAAAGGAAAU
+GAGGAUAAUGACUGAAAUUUCCUGAAUAGUCCCGGCAAAUCUCGUGCCAGCAGCCGCGGU
+AAUACGAGAGGGGCGAGCGUGAGUCC
+>X93085.1/1-677
+AUGUGUAAGAUCGGCAUAGUUUUGGGAAGAGGUUCGCCUCAACCCUUAUUCAUUGUUAAU
+CUGUGAAAGGCUCAUUAAACAAGUUAUGAAUUUAGCCACCUGGUACAACCCUUCGGGGAU
+GGGAAUAACACUGUCAACUGCAGCGAUAAUGCCUACGAUUACUGUUGAAUUAAGUAGACA
+GUAGACACUAGAGUAAGGGUGAGUCCGCUCUAUUGUUAGCUGGGAGGAUCCAAGAUUCGU
+CGGAAGAUCUGAACAGUUGUCGACCAUUAGAUUUUGCCUUGCUUGCAAGCGAAUGCAGCG
+UGAAUGACUUAGCGUCCUAAUAAGACCUACGGCUUUCUUGUUGACUAGUGGCCAGGAAGA
+UAUGUUUCUAAUCUAUCAGCUCAGUAGUUUCGGUAAAGGCGAAACGAGGCUAUAACGGAU
+ACGGGGGAUUGGUGUCCAACUCCGGAGAGAGAGCCUGAGAAACGGCUAUCACAUCUAAGG
+ACGGCAGCAGGCGCGUAAAUUACCCAAUUCUAAUUCAGAGAGGUAGUGACAAGACAUAGC
+GACUUUACACCAAAUGGUGGAAAGGUACCACUUUGUGGUUUGAAAUGGAUGGAGAUUAAA
+CCUCUCCAUGAGUAGCAAUUAGAGGACAAGUCUGGUGCCAGCACCCGCGGUAAUUCCAGC
+UCUAAAAGUGUAUAUUA
+>AF007261.1/67465-67980
+AGAAUGAACGCUAGCGAUACGCUUAACACAUGCAAGUUGAAUGGGGUAUUCAUAUUGAGU
+AUUCCAUAGCGAACGGGUGAGUAAUACACAAGAACUUGCCUAACAGUCUGGGAUAAGUAU
+AGUAACACUUUAGUGUUACGAAUUAAGAUAGUUUUUUGGAUUAUCUUAAAUAUAAAUACC
+GGAUAUAUUGAAAGAUUAAUCGCUGUUAGAUAGGCUUGUGGAGGAAUAUGGUAGUUGGUA
+GGGUAAUGGCCUACCAAGCCUUUGAUCCUUAGCCGGUCUGAAAGGACGAUCGGCCACACU
+GGGACUGAGACACGGCCCAGACUCCUACGGGAGGCAGCAGUGGGGAAUAUUGGACAAUGG
+GCGAAAGCUUGAUCCAGCGAUAUCGCGUGAGUGAUGAAGGCUCUUUUGGUUGUAAAGCUC
+UUUCGUUGAGGAAGAUAAUGACGGUACUCAAAGAAGAAGCCCCGGCUAACUCCGUGCCAG
+CAGCCGCGGUAAUACGGGGGGGGCUAGUGUUAUUCA
+>AF083018.1/26-559
+UGGUGAUAAGCUUAUGUCCAAGAUUAAGCCAUGCAAGUAAAAGUGCCAGCUACUCGGUUU
+UCGGACCUUAGUUGAACUGCGGAUUACUCAUUGCAAUGUUUUGAAAAAAGCUGAAAAGAC
+GUGUAAGGGAUAUAUACGGCAAAUCUGGGUCUAAUACAGGAUUACGUACACCUAGCUAUG
+GAUAAAGAAAUCGAAGAGAAUGGCCGUCCACUUAUUGCGGAUUGACAGCCGGAACCAACA
+CCAUUUUCUGGUUGGUGGUGUAUUGGUGCAAAUAGGACAAUGGUUGCGGAUGAUAGUUGU
+CGGGCGUCGGAGAAUACGCUUGAGAAACGGCGAAUACUUCUAAGGAAGGCAGCAGGCUCG
+CAAAUUACCCAUACUUCUAAUUUUGAGCGGGUGGUAGUGACAACAAAUACCGAAACUUUC
+CUCAUACGAGGAGCUAUUGGAAUGAUUUUCUUUUAAACCGAGAUCGCAGGAUCUAUGAGA
+GGGCAAGUCUGGUGCCAGCAGCCGCGGUAACUCCAGCUCUUAAAGUUUAUACCA
+>AB032228.1/3-507
+GGAAGCACACUUCGGUCAGGGAUUAAGCCAUGCAAGUGCGAGUUAAAGCAAUGAAACUGC
+GAACAGCUCAUUAACACACUCAGUAUCUAAUUGAUUGCGACAUUAAUGUCUUAUACGGAU
+AGUCGGAGUAAAUCUCGGACUAAUACAUGCUAUUGUUUCAUCAGAACCGAGAUAUGAUGG
+AAAAGUUGACCUUUUAGGCAAAUCAUUGGAUUGAGUGUCCUAUCAGCCAUUAAGUAGGGU
+CUUUACCUAUUUAGGCUAUUACGGGUAACGGGCGGUUGCCGUCGGACUGCCGGAGAAGGC
+GCCUGAGAGAUAGCGACUAUGUCUACGGACAGCAGCAGGCGCGAAACUUACCCACUCGUA
+AAGCACGGAGGUGGUUAUGACCAGUUCUAUAUGGGGCGCAAGUCUCAAGUAGAUAGGAAG
+AUACACAAAGACUAUCUUGAAAUCGAGCAGAGGGCCAGUCUGGUGCCAGCAGCUGCGGUA
+AUUCCAGCUCUGUAAGUGUGCUCCC
+>X15435.1/96-628
+AGAAUGAACGCUAGCCGUAGGCUUAACACAUGCAAGUUGUACGUUUUUUAUAAAUAUAGA
+AAAAGUAGCGAACGGGUGAGUAACGCGUGAGAAUCUGCCUCUUAAACUGCGGAAUAACAU
+UACGUUAGAAUCGUGGAUAAGUAUUUUAUGUUAUAUUUAUAUAAAAUAAAGUAUAAAGAA
+UAAUAUUCGUUAAGAGAUGAGCUUGCGUAAGAUUAGGUAGUUGGUAAGGUAAAGGCUUAC
+CAAGCCAAAGAUCUUUAGCUGGUUUGAGAGAAUGAUCAGCCACAUUGGGACUGAGACACG
+GCCCAAAUACUUUAGAGUAGCAGCAGUGGGGAAUAUUGGACAAUGGGCGCAAGCCUGAUC
+CAGCUAUACGGCAUGAGUGUAGAAGACUGUAUUGGUUGUAAAGCUCUUCGGUGAUAUAUU
+UUUAGAUUAUUUAUAAUUUUAAAGAGCAGAGAUUAUGACAACGUAUCAUCAAAAAGUCCC
+GGCUAAUCUCGUGCCAGCAGCCGCGGUAAUACGAGAGGGGCGAGCGUUAUUCG
+>AF058661.1/10-532
+AGAAUGAACGCUAGCGAUAUGCUUAACACAUGCAAGUCGAACGUUGUUUUCCCGAAAAAG
+UUGAGAAAGUUGAAAACAAAGUGGCGAACGGGUGCGUAAGGCGUGGGAAUCUGCCAAACA
+GUUUGGGCCAAAUCCUGAAUAAACGAAGGCGCGCGUUCGCUUCGAGGAAAGCUAAAAAGC
+GCUGUUUGAUGAGCCUGCGUAGUAUUAGGUAGUUGGUUAGGGAAAGGCUGACCAAGGCGC
+AGAUGCUUAGCUGGUCUUUUCGCACGAUCCGCCACACUGGGACUGAGACACGGCCCGGAC
+UCCUACGGGAGGCAGCAGUGGGGAAUAUUGGACAAUGGGCGAAAGCCUAAUCCAGCAAUA
+UCGCGUGAGUGAGUGGAAGAACGUUGCGUUAGCGAGGAAGAAGGGCAAUGCCGCUUGUAA
+AGCUCUUUCGUCGGGUUCGCGAUUAUGACAAGACUCGAAGAAGAAGCCCCGGCUAACUCC
+GUGCCAGCAGCCGCGGUAAGACGGGGGGGGCAAGUGUUAUUCG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00206.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00206.ali
new file mode 100644
index 0000000..36b629b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00206.ali
@@ -0,0 +1,37 @@
+# STOCKHOLM 1.0
+#=GF ID U54
+#=GF AC RF00206
+#=GF DE Small nucleolar RNA U54
+#=GF AU Griffiths-Jones SR
+#=GF GA 15.5
+#=GF NC 15.5
+#=GF TC 15.9
+
+AJ536406.1/4-85 GGCUCAGUGAUUGUU.GCCAAUCAGAUU..UGGUCAUAUACGCUAUUCUG
+AJ536413.1/1-81 AGCUCAGUGAUUUCA.ACCAGUCACAU...UGGUUUUAUACGCUAUUCUG
+AJ536411.1/4-86 GGCUCAGUGAUUGUU.GCCAAUCAUAUU..UGGUCAUAUACGCUAUUCCG
+AJ536412.1/3-82 UGCUCAAUGAUUAA..CCCAUGCACCA...UGGCAAUACACGCUAUUCUG
+AJ536403.1/3-85 UGCUCAAUGAUUAA..GCCAUGUUAAUCCAUGGCAAUAUGCGCUAUUCUG
+AJ536408.1/2-82 AGCUCAGUGAUUCCA.GCCACUUACGU...UGGCAAUAUACGCUAUACAG
+AJ536405.1/1-81 AGCUCUGUGAUUUCA.ACCAAUCACAU...UGGUUUUAUACGCUAUUCUG
+AJ536407.1/4-86 UGCUCGAUGAUUAA..UCCAUGUUAUGCCAUGGCAAUAUACACUAUUCUG
+AJ536410.1/1-75 AGCUUAGUGAUUGCU.ACCACUCACAU...UGGUUUUAUACGCUAUUCUG
+AJ536404.1/4-80 AGCUCAGUGAUGCA..GCCGUUUUCAU...UGGCAAUAUACGCUAUGCUG
+AJ536409.1/2-82 AGCUCAGUGAUUCCA.GCCACUUACGU...UGGCAAUAUACGCUAUACAG
+AL391146.1/51360-51447 GGCUCUGUGAUUGCU.UCGCCUUA..U...UGGCAAUAUACGCUAUUCUG
+#=GC SS_cons <<<<<.............................................
+
+AJ536406.1/4-85 AUU..UCUAUUGGUGAAAAAGAAAAU.........UUAUGAGAGCU
+AJ536413.1/1-81 AUU..GGAGCUGUUGAAAAAUAAUAC.........UUAUGAGAGCU
+AJ536411.1/4-86 AUU..UCUAUUGGUGGAAAAGAAAAAU........UUAUGAGAGCU
+AJ536412.1/3-82 AAUCAUAUUAAGAUGCCAUA.AACA..........UUAUGAGAGCA
+AJ536403.1/3-85 AAUCAUAUUAAGAUGUCAUA.AACA..........UUAUGAGAGCA
+AJ536408.1/2-82 ACCA.UAGUUUGAUGACCAAUGAGA..........AUAUGAGAGCU
+AJ536405.1/1-81 AUU..GGAGCUGUUGAAAAAUAAGAC.........UUAUGAGAGCU
+AJ536407.1/4-86 AAUCAUAUUAAGAUGCCAUA.AACA..........UUAUGAGAGCA
+AJ536410.1/1-75 AUU..GGAGCUGUUGAAAAC...............UUAUGAGAGCU
+AJ536404.1/4-80 ACU....GUUUGAUGACAAAUAAGA..........AUAUGAGAGCU
+AJ536409.1/2-82 ACCA.UAGUUUGAUGACCAAUGAGA..........AUAUGAGAGCU
+AL391146.1/51360-51447 AAA..UCAGAGUAUGAAAGAUAAACAAACUGUACUUUAUGAGAGCC
+#=GC SS_cons .........................................>>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00206.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00206.idx
new file mode 100644
index 0000000..c19e8c5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00206.idx
@@ -0,0 +1 @@
+X96653.1/1-65
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00206.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00206.raw
new file mode 100644
index 0000000..d678c8b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00206.raw
@@ -0,0 +1,36 @@
+>AJ536406.1/4-85
+GGCUCAGUGAUUGUUGCCAAUCAGAUUUGGUCAUAUACGCUAUUCUGAUUUCUAUUGGUG
+AAAAAGAAAAUUUAUGAGAGCU
+>AJ536413.1/1-81
+AGCUCAGUGAUUUCAACCAGUCACAUUGGUUUUAUACGCUAUUCUGAUUGGAGCUGUUGA
+AAAAUAAUACUUAUGAGAGCU
+>AJ536411.1/4-86
+GGCUCAGUGAUUGUUGCCAAUCAUAUUUGGUCAUAUACGCUAUUCCGAUUUCUAUUGGUG
+GAAAAGAAAAAUUUAUGAGAGCU
+>AJ536412.1/3-82
+UGCUCAAUGAUUAACCCAUGCACCAUGGCAAUACACGCUAUUCUGAAUCAUAUUAAGAUG
+CCAUAAACAUUAUGAGAGCA
+>AJ536403.1/3-85
+UGCUCAAUGAUUAAGCCAUGUUAAUCCAUGGCAAUAUGCGCUAUUCUGAAUCAUAUUAAG
+AUGUCAUAAACAUUAUGAGAGCA
+>AJ536408.1/2-82
+AGCUCAGUGAUUCCAGCCACUUACGUUGGCAAUAUACGCUAUACAGACCAUAGUUUGAUG
+ACCAAUGAGAAUAUGAGAGCU
+>AJ536405.1/1-81
+AGCUCUGUGAUUUCAACCAAUCACAUUGGUUUUAUACGCUAUUCUGAUUGGAGCUGUUGA
+AAAAUAAGACUUAUGAGAGCU
+>AJ536407.1/4-86
+UGCUCGAUGAUUAAUCCAUGUUAUGCCAUGGCAAUAUACACUAUUCUGAAUCAUAUUAAG
+AUGCCAUAAACAUUAUGAGAGCA
+>AJ536410.1/1-75
+AGCUUAGUGAUUGCUACCACUCACAUUGGUUUUAUACGCUAUUCUGAUUGGAGCUGUUGA
+AAACUUAUGAGAGCU
+>AJ536404.1/4-80
+AGCUCAGUGAUGCAGCCGUUUUCAUUGGCAAUAUACGCUAUGCUGACUGUUUGAUGACAA
+AUAAGAAUAUGAGAGCU
+>AJ536409.1/2-82
+AGCUCAGUGAUUCCAGCCACUUACGUUGGCAAUAUACGCUAUACAGACCAUAGUUUGAUG
+ACCAAUGAGAAUAUGAGAGCU
+>AL391146.1/51360-51447
+GGCUCUGUGAUUGCUUCGCCUUAUUGGCAAUAUACGCUAUUCUGAAAUCAGAGUAUGAAA
+GAUAAACAAACUGUACUUUAUGAGAGCC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00206.test b/benchmarks/cmsearch-rmark/rmark-1/RF00206.test
new file mode 100644
index 0000000..11ff649
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00206.test
@@ -0,0 +1,3 @@
+>X96653.1/1-65
+UGGCGAUGAGGAGGUACCUAUUGUGUUGAGUAACGGUGAUAAUUUUAUACGCUAUUCUGA
+GCCGA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00213.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00213.ali
new file mode 100644
index 0000000..3e4a7a6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00213.ali
@@ -0,0 +1,36 @@
+# STOCKHOLM 1.0
+#=GF ID snoR38
+#=GF AC RF00213
+#=GF DE Small nucleolar RNA R38
+#=GF AU Griffiths-Jones SR
+#=GF GA 24.0
+#=GF NC 23.7
+#=GF TC 24.2
+
+Z28081.1/853-955 AAACAUA.AUGAUGAAAAAAAAUUU.UAUCAAACAGUUAUCCCUGUCUGA
+U26013.1/1-74 ...UUGU.AUGAUGAUACUAUUUUU...UUUUACAGUUAUCCCUGUCUAA
+D14606.1/432-512 ACUUUGU.AUGAUGAUACUAUUUUU...UUUUACAGUUAUCCCUGUCUAA
+AJ490371.1/2-91 .GAUGUGGAUGAUGAAAUCACAAGU.GAAAAUACAGUUAUCCCUGUCUGA
+AJ490356.1/2-91 CAAGGUGAAUGAUGAAAUCACAAG...UAAAUACAGUUAUCCCUGUCUGA
+AJ240067.1/1-89 ..UUGUGGAUGAUGAGAACAAAUAU.GAAAAAACAGUUAUCCCUGUCUGA
+AJ276575.1/9-100 ..UUUUGGAUGAUGAGAAACAAAAAUCAAAAUACAGUUAUCCCUGGCUUA
+#=GC SS_cons <<<<<<<...........................................
+
+Z28081.1/853-955 AUGGGUAAUAAUAGGUAACCUCUCAUAUGUUGAUAUUU..GUAUUUCUGA
+U26013.1/1-74 A....................GCAUAGUGUUGAGAAUG..GUAAAUCUGA
+D14606.1/432-512 A....................GCAUAGUGUUGAGAAUG..GUAAAUCUGA
+AJ490371.1/2-91 UUCCU.............UCAUAAGGGUGCUGAGAAUAC.UUUAAUCUGA
+AJ490356.1/2-91 UUCCU.............UUCUAAGGGUGCUGAGAAUAC.UUAAAUCUGA
+AJ240067.1/1-89 GGAUUUU...........AAUCCCUU.UGAUGAUUCAUU.UGUAAUCUGA
+AJ276575.1/9-100 ..GGGUUUA.........AAGCCCGU.UGCUGAGUCUUU.UGUAAUCUGA
+#=GC SS_cons ..................................................
+
+Z28081.1/853-955 UAUGUUU
+U26013.1/1-74 AUA....
+D14606.1/432-512 AUAAUCU
+AJ490371.1/2-91 CACAGU.
+AJ490356.1/2-91 CACAUUA
+AJ240067.1/1-89 CACAA..
+AJ276575.1/9-100 CACACAU
+#=GC SS_cons >>>>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00213.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00213.idx
new file mode 100644
index 0000000..d4b273b
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00213.idx
@@ -0,0 +1,3 @@
+AJ278762.1/1-70
+AJ543326.1/2-79
+AJ543325.1/2-85
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00213.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00213.raw
new file mode 100644
index 0000000..4c9f955
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00213.raw
@@ -0,0 +1,21 @@
+>Z28081.1/853-955
+AAACAUAAUGAUGAAAAAAAAUUUUAUCAAACAGUUAUCCCUGUCUGAAUGGGUAAUAAU
+AGGUAACCUCUCAUAUGUUGAUAUUUGUAUUUCUGAUAUGUUU
+>U26013.1/1-74
+UUGUAUGAUGAUACUAUUUUUUUUUACAGUUAUCCCUGUCUAAAGCAUAGUGUUGAGAAU
+GGUAAAUCUGAAUA
+>D14606.1/432-512
+ACUUUGUAUGAUGAUACUAUUUUUUUUUACAGUUAUCCCUGUCUAAAGCAUAGUGUUGAG
+AAUGGUAAAUCUGAAUAAUCU
+>AJ490371.1/2-91
+GAUGUGGAUGAUGAAAUCACAAGUGAAAAUACAGUUAUCCCUGUCUGAUUCCUUCAUAAG
+GGUGCUGAGAAUACUUUAAUCUGACACAGU
+>AJ490356.1/2-91
+CAAGGUGAAUGAUGAAAUCACAAGUAAAUACAGUUAUCCCUGUCUGAUUCCUUUCUAAGG
+GUGCUGAGAAUACUUAAAUCUGACACAUUA
+>AJ240067.1/1-89
+UUGUGGAUGAUGAGAACAAAUAUGAAAAAACAGUUAUCCCUGUCUGAGGAUUUUAAUCCC
+UUUGAUGAUUCAUUUGUAAUCUGACACAA
+>AJ276575.1/9-100
+UUUUGGAUGAUGAGAAACAAAAAUCAAAAUACAGUUAUCCCUGGCUUAGGGUUUAAAGCC
+CGUUGCUGAGUCUUUUGUAAUCUGACACACAU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00213.test b/benchmarks/cmsearch-rmark/rmark-1/RF00213.test
new file mode 100644
index 0000000..133fb96
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00213.test
@@ -0,0 +1,9 @@
+>AJ278762.1/1-70
+AGCCUAUGAUGGAUUGGUUAUCCCUGUCUGAAGAUUUCAGCUGAGGGAAAAUACUCUAUU
+CUGAGGCUUA
+>AJ543326.1/2-79
+AUGAGCUGAGGAUGAUUUAAAGUUAUCCCUGUCUGAAAUGGUAUCUUUUGUGAGGAGGUC
+UGACUUGCUGAGGCUCAG
+>AJ543325.1/2-85
+CUGAGUCCAUGAUGAUUUCAAGUUAUCCCUGUCUGAAGGCAAAGAAAGGCCUUUCUGUGU
+GGAAUUUGAAUAUCUGAAACUCAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00230.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00230.ali
new file mode 100644
index 0000000..6836918
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00230.ali
@@ -0,0 +1,117 @@
+# STOCKHOLM 1.0
+#=GF ID T-box
+#=GF AC RF00230
+#=GF DE T-box leader
+#=GF AU Bateman A, Vitreschak AG, Gelfand MS
+#=GF GA 26.5
+#=GF NC 26.0
+#=GF TC 26.8
+
+AE017033.1/112538-112287 .GAGAUCACAGUAGUGG.UUAGUCUUACUGUA...ACAGAGAGCUGGUGG
+AE017038.1/76471-76710 .AUCGCAGUAGUAUCUU.AUAUCCCUGUUAC......AGAGAGCUAAUGG
+AE017012.1/60515-60754 .AUCGCAGUAGUAUCUU.AUAUCCCUGUUAC......AGAGAGCUAAUGG
+AE017038.1/76189-76432 .GGAAUACCAGUAGCGA.CUUAUAUCCCUGUC...UCAGAGAACUGAUGG
+AE017033.1/112246-111996 .GGAAAAGCAGUAGUUG.UUGUUUCCCUGUAA....CAGAGAGCUGGUGG
+AE017033.1/110729-110493 .GAGGAAACAGUAGUGC.UUAUCUCACUGUUA....AAGAGAGCUGAUGG
+AE017012.1/60233-60476 .GGAAUACUAGUAGCGA.CUUAUAUCACUGUC...UCAGAGAACUGAUGG
+AE017007.1/179801-179567 .GAGGAAACAGUAGUGC.UUAUCUCACUGUUA....AAGAGAGCUGAUGG
+AE017007.1/181606-181356 .GAGAUCACAGUAGUGG.UUAGUCUUACUGUA...ACAGAGAGCUGGUGG
+AE017007.1/181315-181066 .GGAAAAGCACUAGUUG.UUGUUUCCCUGUAA....CAGAGAGCUGGUGG
+#=GC SS_cons .............<<<<.<<<<....................<<<<<<..
+
+AE017033.1/112538-112287 UU...GGUGUGAACCAGUACAGGG...A.UA.A.U.CAU..GAAU..UAC
+AE017038.1/76471-76710 UC...GGUGGAAAUUGGCACAUAU...A.UA.A.G.UAU..GAAU..UAC
+AE017012.1/60515-60754 UC...GGUGGAAAUUAGCACAUAU...A.UA.A.G.UAU..GAAU..UAC
+AE017038.1/76189-76432 UU...GGUGCAAAUCAGUACAUAU...A.CA.A.G.CGU..GAAU..UAC
+AE017033.1/112246-111996 UC...GGUGUGAACCAGUACAAAA...A.CA.A.G.AGC..GAAU..UAC
+AE017033.1/110729-110493 UA...GGUGUGAAUCAGUACAAAG...A.UA.A.G.CAU..GAAU..UAC
+AE017012.1/60233-60476 UU...GGUGCGAAUCAGUACAUAU...A.CA.A.G.CGU..GAAU..UAC
+AE017007.1/179801-179567 UC...GGUGUGAAUCAGUACAAAG...G.UA.A.G.CAU..GAAU..UAC
+AE017007.1/181606-181356 UU...GGUGUGAACCAGUACAGGG...A.UA.A.U.CAU..GAAU..UAC
+AE017007.1/181315-181066 UU...GGUGCGAACCAGUACAUAA...A.CA.A.G.AGC..GAAU..UAC
+#=GC SS_cons ............>>>>>>.........>.>>.>.>.>>>...........
+
+AE017033.1/112538-112287 AGUCUUGGAGCAUCUUUUUCGUAGUAAAGAUAGUAU..............
+AE017038.1/76471-76710 AAUUCUGGAGCUUUUUUUUCGUAGUGCUUUUA..................
+AE017012.1/60515-60754 AAUUCUGGAGCUUCUUUUUCGUAGUGCUUUUA..................
+AE017038.1/76189-76432 AAUUCUGGAGCUUCUUUCCCGUAAUGCUUUUU..................
+AE017033.1/112246-111996 AGUCCUAGAGCAUCUUUUUCGUAGUAAAGAUAGUAUU.............
+AE017033.1/110729-110493 AGCCUUGGAGCAUCUUUUCCGCCAACUUU.....................
+AE017012.1/60233-60476 AAUUCUGGAGCUUCUUUCCCGUAAUGCUUUUU..................
+AE017007.1/179801-179567 AGCCUUGGAGCAUCUUUCCCGACAACUUU.....................
+AE017007.1/181606-181356 AGUCUUGGAGCAUCUUUUUCGUAAUAAAGAUAGUU...............
+AE017007.1/181315-181066 AGUCCUAGAGCAUCUUUUUCGUAGUAAAGAUAGUAU..............
+#=GC SS_cons ..................................................
+
+AE017033.1/112538-112287 ..................................................
+AE017038.1/76471-76710 ..................................................
+AE017012.1/60515-60754 ..................................................
+AE017038.1/76189-76432 ..................................................
+AE017033.1/112246-111996 ..................................................
+AE017033.1/110729-110493 ..................................................
+AE017012.1/60233-60476 ..................................................
+AE017007.1/179801-179567 ..................................................
+AE017007.1/181606-181356 ..................................................
+AE017007.1/181315-181066 ..................................................
+#=GC SS_cons ..................................................
+
+AE017033.1/112538-112287 ..................................................
+AE017038.1/76471-76710 ..................................................
+AE017012.1/60515-60754 ..................................................
+AE017038.1/76189-76432 ..................................................
+AE017033.1/112246-111996 ..................................................
+AE017033.1/110729-110493 ..................................................
+AE017012.1/60233-60476 ..................................................
+AE017007.1/179801-179567 ..................................................
+AE017007.1/181606-181356 ..................................................
+AE017007.1/181315-181066 ..................................................
+#=GC SS_cons ..................................................
+
+AE017033.1/112538-112287 ......UGUCUUUAUGAAGAAAAAGCGGUCAAUUGAUCGUUAACAGUGAA
+AE017038.1/76471-76710 ..........UGCAUGAAGGAAAAGACGGAGUUUUUCCGUUAUCAUUAAU
+AE017012.1/60515-60754 ..........UGCAUGAAGGAAAAGACGGAAUUUUUCCGUUAUCAUUAAU
+AE017038.1/76189-76432 ..........AUGCAUGAAGAGAAAGACGGAUCUUUCCGUUAUCUUAAAG
+AE017033.1/112246-111996 .....UAUCUUUAUGAAGGGAAAGACGGUCAGAUGAUCGUUAACAAUGAA
+AE017033.1/110729-110493 .............UGGAGGGAAAGACGGUCAAAUGAUCGUUAAAGAAGAA
+AE017012.1/60233-60476 ..........AUGCAUGAAGAGAAAGACGGAUCUUUCCGUUAUCGUAAAG
+AE017007.1/179801-179567 .............UGGAGGGGAAGACGGUCAAACGAUCGUUAAAGAAGAA
+AE017007.1/181606-181356 ......UGUCUUUAUGAGGAAAAAGCGGUCAAUUGAUCGUUAACAGUGAA
+AE017007.1/181315-181066 .....UGUCUUUAUGAAGGGAAAGACGGUCAGAUGAUCGUUAACAAUGAA
+#=GC SS_cons ..................................................
+
+AE017033.1/112538-112287 GAGAGGUAGAC.................................AGAAAU
+AE017038.1/76471-76710 UGAGAUGUAAG.................................UAUCUU
+AE017012.1/60515-60754 UGAGAUGUAAG.................................UAUAUU
+AE017038.1/76189-76432 UGAGUGGUAAA.................................CAAUUA
+AE017033.1/112246-111996 GAGAGGUAGA...................................CGAAA
+AE017033.1/110729-110493 GAGAGGUAGAC.................................AGGUAU
+AE017012.1/60233-60476 UGAGUGGUAAA.................................CAAUUA
+AE017007.1/179801-179567 GAGAGGUAGA...................................CGAAA
+AE017007.1/181606-181356 GAGAGGUAGAC.................................GGAAAG
+AE017007.1/181315-181066 GAGAGGUAGA...................................CGAAA
+#=GC SS_cons ..................................................
+
+AE017033.1/112538-112287 UUAGUCUACAACUAGGGUGGUACCGCGAUAAA...........UAUCGUC
+AE017038.1/76471-76710 UUCACUUACAAAUAGGGUGGUACCGCGAUUC............UUUCGCC
+AE017012.1/60515-60754 UUCACUUACAAAUAGGGUGGUACCGCGAUUC............UUUCGCC
+AE017038.1/76189-76432 CUUGUUUACAAAUAGGGUGGUACCGCGAUUUU...........UAUCGUC
+AE017033.1/112246-111996 GAAGUCUACAACUAGGGUGGUACCGCGAUAAA...........UAUCGUC
+AE017033.1/110729-110493 UUAGUCUACAACUAGGGUGGUACCGCGAUAAA...........UAUCGUC
+AE017012.1/60233-60476 GUUGUUUACAAAUAGGGUGGUACCGCGAUUUU...........UAUCGUC
+AE017007.1/179801-179567 GAAAUCUACAACUAGGGUGGUACCGCGAUAAA...........CAUCGUC
+AE017007.1/181606-181356 UUAGUCUACAACUAGGGUGGUACCGCGAUAAA...........UAUCGUC
+AE017007.1/181315-181066 GAAGUCUACAACUAGGGUGGUACCGCGAUAAA...........UAUCGUC
+#=GC SS_cons .............<<<<.......<<<<.................>>>>>
+
+AE017033.1/112538-112287 CCUACUGAUUUAUU......CAGUAGGGACUUUUUGUAUUU
+AE017038.1/76471-76710 CCUAUCGGAUUUUC......CGAUAGGGGCUUUUUCUAUUU
+AE017012.1/60515-60754 CCUAUCGGAUUUUC......CGAUAGGGGCUUUUUCUAUUU
+AE017038.1/76189-76432 CCUAUCGGAUUUUC......CGAUAGGGACUUUUUUGCGUC
+AE017033.1/112246-111996 CCUACUGAUUGCAU......CAGUAGGGAUUUUUUGUACAA
+AE017033.1/110729-110493 CCUACUGAGCGCUC......AGUAGGGACUUUUUUGUACAA
+AE017012.1/60233-60476 CCUAUCGGAUUUUC......CGAUAGGGACUUUUUUGCGUC
+AE017007.1/179801-179567 CCUACUGAGCGCUC......AGUAGGGACUUUUUUGUACAA
+AE017007.1/181606-181356 CCUACUGAUUUAUU......CAGUAGGGACUUUUUGUAUUU
+AE017007.1/181315-181066 CCUACUGAUUGGAU......CAGUAGGGCUUUUUUGUACAA
+#=GC SS_cons >>>......................................
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00230.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00230.idx
new file mode 100644
index 0000000..c8dda91
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00230.idx
@@ -0,0 +1,35 @@
+AE017003.1/176586-176861
+AE017003.1/200929-201167
+AE017038.1/280255-279893
+AE017001.1/248233-248002
+AE017028.1/222027-221756
+AE017037.1/164927-165160
+AE017002.1/174913-175177
+AE017038.1/176480-176232
+AE017007.1/213076-212822
+AE017012.1/106690-106445
+AE017033.1/144821-144593
+AE017038.1/276196-275930
+AE017012.1/276630-276387
+AE017001.1/297712-297964
+AE017002.1/145236-145479
+AE017012.1/289721-289478
+AL591980.1/26893-26637
+AL596169.1/7629-7387
+AL596169.1/99976-99747
+AL591980.1/26604-26363
+AL596169.1/42587-42347
+AL596169.1/50907-50661
+AL591980.1/61532-61313
+AP003362.3/58771-58965
+AP003362.3/336155-335957
+AF269829.1/2282-2094
+AE007811.1/6864-6593
+AE016948.1/260670-260899
+AE016948.1/46912-47109
+AE016948.1/40974-41225
+AE006377.1/8039-7747
+AE008470.1/7251-7489
+AE008529.1/12481-12234
+AE014898.1/7570-7829
+AE007474.1/7492-7247
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00230.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00230.raw
new file mode 100644
index 0000000..9bda4b3
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00230.raw
@@ -0,0 +1,56 @@
+>AE017033.1/112538-112287
+GAGAUCACAGUAGUGGUUAGUCUUACUGUAACAGAGAGCUGGUGGUUGGUGUGAACCAGU
+ACAGGGAUAAUCAUGAAUUACAGUCUUGGAGCAUCUUUUUCGUAGUAAAGAUAGUAUUGU
+CUUUAUGAAGAAAAAGCGGUCAAUUGAUCGUUAACAGUGAAGAGAGGUAGACAGAAAUUU
+AGUCUACAACUAGGGUGGUACCGCGAUAAAUAUCGUCCCUACUGAUUUAUUCAGUAGGGA
+CUUUUUGUAUUU
+>AE017038.1/76471-76710
+AUCGCAGUAGUAUCUUAUAUCCCUGUUACAGAGAGCUAAUGGUCGGUGGAAAUUGGCACA
+UAUAUAAGUAUGAAUUACAAUUCUGGAGCUUUUUUUUCGUAGUGCUUUUAUGCAUGAAGG
+AAAAGACGGAGUUUUUCCGUUAUCAUUAAUUGAGAUGUAAGUAUCUUUUCACUUACAAAU
+AGGGUGGUACCGCGAUUCUUUCGCCCCUAUCGGAUUUUCCGAUAGGGGCUUUUUCUAUUU
+>AE017012.1/60515-60754
+AUCGCAGUAGUAUCUUAUAUCCCUGUUACAGAGAGCUAAUGGUCGGUGGAAAUUAGCACA
+UAUAUAAGUAUGAAUUACAAUUCUGGAGCUUCUUUUUCGUAGUGCUUUUAUGCAUGAAGG
+AAAAGACGGAAUUUUUCCGUUAUCAUUAAUUGAGAUGUAAGUAUAUUUUCACUUACAAAU
+AGGGUGGUACCGCGAUUCUUUCGCCCCUAUCGGAUUUUCCGAUAGGGGCUUUUUCUAUUU
+>AE017038.1/76189-76432
+GGAAUACCAGUAGCGACUUAUAUCCCUGUCUCAGAGAACUGAUGGUUGGUGCAAAUCAGU
+ACAUAUACAAGCGUGAAUUACAAUUCUGGAGCUUCUUUCCCGUAAUGCUUUUUAUGCAUG
+AAGAGAAAGACGGAUCUUUCCGUUAUCUUAAAGUGAGUGGUAAACAAUUACUUGUUUACA
+AAUAGGGUGGUACCGCGAUUUUUAUCGUCCCUAUCGGAUUUUCCGAUAGGGACUUUUUUG
+CGUC
+>AE017033.1/112246-111996
+GGAAAAGCAGUAGUUGUUGUUUCCCUGUAACAGAGAGCUGGUGGUCGGUGUGAACCAGUA
+CAAAAACAAGAGCGAAUUACAGUCCUAGAGCAUCUUUUUCGUAGUAAAGAUAGUAUUUAU
+CUUUAUGAAGGGAAAGACGGUCAGAUGAUCGUUAACAAUGAAGAGAGGUAGACGAAAGAA
+GUCUACAACUAGGGUGGUACCGCGAUAAAUAUCGUCCCUACUGAUUGCAUCAGUAGGGAU
+UUUUUGUACAA
+>AE017033.1/110729-110493
+GAGGAAACAGUAGUGCUUAUCUCACUGUUAAAGAGAGCUGAUGGUAGGUGUGAAUCAGUA
+CAAAGAUAAGCAUGAAUUACAGCCUUGGAGCAUCUUUUCCGCCAACUUUUGGAGGGAAAG
+ACGGUCAAAUGAUCGUUAAAGAAGAAGAGAGGUAGACAGGUAUUUAGUCUACAACUAGGG
+UGGUACCGCGAUAAAUAUCGUCCCUACUGAGCGCUCAGUAGGGACUUUUUUGUACAA
+>AE017012.1/60233-60476
+GGAAUACUAGUAGCGACUUAUAUCACUGUCUCAGAGAACUGAUGGUUGGUGCGAAUCAGU
+ACAUAUACAAGCGUGAAUUACAAUUCUGGAGCUUCUUUCCCGUAAUGCUUUUUAUGCAUG
+AAGAGAAAGACGGAUCUUUCCGUUAUCGUAAAGUGAGUGGUAAACAAUUAGUUGUUUACA
+AAUAGGGUGGUACCGCGAUUUUUAUCGUCCCUAUCGGAUUUUCCGAUAGGGACUUUUUUG
+CGUC
+>AE017007.1/179801-179567
+GAGGAAACAGUAGUGCUUAUCUCACUGUUAAAGAGAGCUGAUGGUCGGUGUGAAUCAGUA
+CAAAGGUAAGCAUGAAUUACAGCCUUGGAGCAUCUUUCCCGACAACUUUUGGAGGGGAAG
+ACGGUCAAACGAUCGUUAAAGAAGAAGAGAGGUAGACGAAAGAAAUCUACAACUAGGGUG
+GUACCGCGAUAAACAUCGUCCCUACUGAGCGCUCAGUAGGGACUUUUUUGUACAA
+>AE017007.1/181606-181356
+GAGAUCACAGUAGUGGUUAGUCUUACUGUAACAGAGAGCUGGUGGUUGGUGUGAACCAGU
+ACAGGGAUAAUCAUGAAUUACAGUCUUGGAGCAUCUUUUUCGUAAUAAAGAUAGUUUGUC
+UUUAUGAGGAAAAAGCGGUCAAUUGAUCGUUAACAGUGAAGAGAGGUAGACGGAAAGUUA
+GUCUACAACUAGGGUGGUACCGCGAUAAAUAUCGUCCCUACUGAUUUAUUCAGUAGGGAC
+UUUUUGUAUUU
+>AE017007.1/181315-181066
+GGAAAAGCACUAGUUGUUGUUUCCCUGUAACAGAGAGCUGGUGGUUGGUGCGAACCAGUA
+CAUAAACAAGAGCGAAUUACAGUCCUAGAGCAUCUUUUUCGUAGUAAAGAUAGUAUUGUC
+UUUAUGAAGGGAAAGACGGUCAGAUGAUCGUUAACAAUGAAGAGAGGUAGACGAAAGAAG
+UCUACAACUAGGGUGGUACCGCGAUAAAUAUCGUCCCUACUGAUUGGAUCAGUAGGGCUU
+UUUUGUACAA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00230.test b/benchmarks/cmsearch-rmark/rmark-1/RF00230.test
new file mode 100644
index 0000000..4402432
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00230.test
@@ -0,0 +1,200 @@
+>AE017003.1/176586-176861
+AAAGGACGAGUAGUAGUAGGACGUAGUUUAAGCGAGUCAGGGGUGGUGUGAGCCUGAUAC
+GAAGCCUAUUAUGAAGAACCUCCUGGAGUUGCUAACCGAAAUCCUUUAUAGGAAAGUAGA
+CUUAGCCGGGAACUUCGCCGUUACAAGAAGAACAGUAUCGAGAUAUUUCAUCUCCGUAUU
+GUAUAAGUGAGCAACCUCUGUUGCUAAUUUGGGUGGUACCGCGGAACCAAAGCCUUUCGU
+CCCAGUUUUUUGGGAAAGAAGGGCUUUUUUUGUUGG
+>AE017003.1/200929-201167
+AAGGGUAUAGUAGUGAAUAUCUCCCUAUUUCAGAGAGCUGAUGGUUGGUGUGAAUCAGUA
+UAUAGAUUAUUCAUGAAGUUCGUCCUGGAGCAUCUUUCAUAAAUCUCAUAUUUUGAGGAA
+AUGAAAGACGGUAGUUUAUACCGUUAUCAAAUAAAGUGGUGAAGAUUUUUUCACAACUAG
+GGUGGUACCGCGAUAUUUAUCGUCCCUACGUAUUUACGUAGGGACGUUUUUUAUUUAGG
+>AE017038.1/280255-279893
+GCAGUUGCAGCAGGGAUUUUAACGUAUUAUUUACAAAGCCCAGUUGCGAACAAAUAAAAA
+ACUUCUUAUAAUAAGUUGAAGUAUAUUAUAUUAAAAGUUAAAUAACGAAAAACGUUGAUA
+GAGAAGAGUAGCUUACAAAAUCGCCAUAUAGGGAGAGAAUGCCUUAGACUGAAAGCAUUC
+UUAUGGUAGACGGAAGUGAAUUCACCUCUGGAGUUGACGCCAGGACCAUGUAUAUGUAAA
+GGCGUUCCGGUCAGAAUUGAUCGUUAUAACUAAUGAGUGGGCAGACAUGUUCUGUCAAUU
+UAGGGUGGUACCGCGAAUUUACCUCGUCCCUUUUUGGGAGCGAGGUUUUUUUAUUUUUAA
+AAU
+>AE017001.1/248233-248002
+AAAGAAGAGUACAUAUUGAGGCAAUUUCAGAGAGCUUGUGGUUGGUGUGAACAAGUAAUU
+GUACAGUAUGGAAUGGGCUUUUGAGCACCAAACCGAACCGAAAGUAGUAGGCUUUGGCGU
+UAUAUCCAAACGUUAUUAUGGAUUAGAGAGAUUUCACAGUAGUGAAAUAAUUAGGGUGGU
+ACCACGGUCCAUUCGUCCCUAUAGUUUUUGGGAUGAAUGGGCUUUUUUGUUU
+>AE017028.1/222027-221756
+GAGAACGAGUACGUUAUAGAACUGUCCCCCAGAGAGUUGGCGAUUUGCUGAAAGCCAACG
+UUCAGUGCGUAGCCGAAAAUCAUCUCCGAGAAGUAGAACCGAAUGUUGCAGUAAGUUCUU
+ACCGGCUGUCCCCCGUUACAAGGAACACGUAUCAUGUUGUACGUUGCAGAGCCGUAUACA
+UAUAGACUCAUUUCUACAUGUAUAAAUUAGGGUGGUAUCGCGGGUAAAUAUAACUCGUCC
+CUUUCUUUAGGGACGAGUUUUUUGUGUUCUUA
+>AE017037.1/164927-165160
+GAUUUAGUAGUAUUUCGAUUUCUGAUUUCAGAGAGCUGGCGGUCGGUGCGAACCAGUACA
+GAACGAAUUAUGAAUUACCCCCUGGAGCUUCUUUUGCGAAACGUAAGAAGUAGUGAAAGA
+CGGUUAUAGACCGUUAUGUCUAAAGAGUGGUGAAACGAAACUGUUUCACAAUUUAGGGUG
+GUACCGCGAAAUUUUCGUCCCUGCAUAUAUUGCAGGGGCGUUUUUAUUUUAUUA
+>AE017002.1/174913-175177
+GCAAGAAGAGUACGUAUAUUUGAUGCGUUCAGAGAGCUGGGGUUAGGUGGGAGCCCGGUA
+CGAUAAAAUAUACAGAAUGGGCUUGCGAGAGGUAUGUUGAACAUUGUAGUAGGCAAUCCG
+GGUUCCGCCGUUAAAAGGAUAGAGUAUCGGAAUUAUUCCUGUACUUGUACAAGUGGGAUU
+UAUCAAUCCAAUUGAGGUGGUACCCCGGUAUUUACAUUACAUAUAUCGUCCUCUACAUGC
+AUAUUUGCGUGUAGGGGACUUUUUU
+>AE017038.1/176480-176232
+AGGGGAAGAGUAUAACAAGAAACGUCUUCAGAGAGGAGAAUCAUUAGCUGGGAGAUUCUC
+UAGAUAGUUAUGUUAGAAGGUAGCCCUGGAGCAUCUUUUCUGAACGGAAUAGUUCUCAUU
+AGGAAAAGACGGAUUUGUCCGUUAUCAAGUUAAGAGUAUAAGCAAAUUCCUGGAUUUGUU
+UGUAAAUAAAGGUGGUACCGCGAUGUCCCUCGUCCUUUUUUGGAUGAGGGACAUUUUUUA
+UUUUAAGGA
+>AE017007.1/213076-212822
+AUAAAAAAAUUAGAUUGAAAAUCGUUGAAGGGAACUAGUACAUAUGUCUUCUUGCGAAAG
+AGAGUGGAAUUCACCGGCUGAAAGAUUCCUCGUAUAGAAUAUAUCGAACCUAUCCCUGAG
+UCUUAAAUGAAAGUUUAGGCGUUCGCCUGCGUUAUAGGCACCAAGUGGAUAUCUAUGUAU
+AUCAAUUAAGGUGGUACCGCGGAACAAUGACCGUUUCGUCCUUUUUAUUUUAUUAAGGGC
+GAAGCGGUCAUUUUU
+>AE017012.1/106690-106445
+AGAGAAGAGUAAAUGAGACACACAUGGAAAGAGAAGGAAUGUCUUAGGCUGAAAACAUUU
+CUGCAUGAUGACUGAUUGAAUGACACUCUAGAGGUUUCAACUUGAACGGCAUAUAUGCUU
+AGUAGGGAUGAACGCAUAUUUAAGCGUUAUUAAAAAAGUGGAAGCAUACGUGCUUCAAUU
+AGGGUGGCACCACGGGUAUAAUACUCUCGUCCCUACUGUUUAAACAGUAGAGGCGGGAGU
+UUUUUU
+>AE017033.1/144821-144593
+GAAGGGAAAUAGUACAUAUGUCUUCUUGCGAAAGAGAGUGGAAUUCACCGGCUGAAAGAU
+UCCUCGUAUAGAAUAUAUCGAACCUAUCCCUGAGUCUUAAAUGAAAGUUUAGGCGUUCGC
+CUGCGUUAUAGGCACCAAGUGGAUAUCUAUGUAUAUCAAUUAAGGUGGUACCGCGGAACA
+AUGACCGUUUCGUCCUUUUUAUUUUAUGAAGGGCGAAGCGGUCAUUUUU
+>AE017038.1/276196-275930
+AAGGAAAAGUAGUAUAUACUAUAAUCCAAAGCGAGUCAGGGACGGUGAGAGCCUGAUGAG
+GCGGUAUAUGUGAAGAACACCUUGGAGUUGCUAACCGAAAUUGAAUCUUGUAUUCAAGAG
+UAGACUUAGACGGGAAUCCGGCCUGUUACAAACCGGGAAGUAUGUAUUACAUACGAGUUA
+AAGUUGGUCUUUAUGACAAAUUGGGUGGUACCGCGAAGUUUAACCUUUCGUCCCUUUAUG
+GAUGAAAGGUUUUUUUGUAUUUAAAUA
+>AE017012.1/276630-276387
+AGAGAAGAGUAGCUUACAAAAUCGCCAUAUAGGGAGAGAAUGUCGUAGACUGAAAGCAUU
+CUUAUGGUAGACGAAAGUGAAUUCACCUCUGGAGUUGACGCCAGGACCAUGUAUAUGUAA
+AGGCGUUCCGGUCAGAAUUGAUCGUUAUAACUAAUGAGUGGGCAGACAUGUUCUGUCAAU
+UUAGGGUGGUACCGCGAAUUUACCUCGUCCCUUUUUGGGAGCGAGGUUUUUUUAUUUUUA
+AAAU
+>AE017001.1/297712-297964
+GAAGAAGAGUACACAUGAUGAACAUGUCAGAGAGCUGAUGGUUGGUGCGAAUCAGUAUGG
+AAUUGAUGUGGAAUGGGCUUCGGAGCUUCCAAACCGAAACGAAAGAAGUAGGCUUUGGCG
+ACAUGAUCUCAUCGAUACAAGAGACACGUAUUGUUUUUGAUACGGUAAAGUGCGUUACAU
+UUGUAACGAAUUAAGGUGGCACCACGGGAGUACCCGUCCUUUCUAUAGGAUGAGUACUCC
+CUUUUUGUGUAUA
+>AE017002.1/145236-145479
+AGGGAGGAGUAGUUGAUUGUGAAGCCUCACAGAGAGUCGGUGGUUGCUGAAAACCGAUGG
+UUCACGUCGACGAACAUCGCCCUUGAGUGCUAAGCUAAAGCAUUUGUCUAGGCUUAGACG
+GUAGCUCCGUUAUUAGCUAGAUCCAUUUAUGGAUCACUGAGGCAAGAGUAUUCUUGCAAA
+GAAGGGUGGUACCGCGAAAUCUUUCGUCCCUUCAGCACAUAGCUGGAGUGUGGACGUAGG
+AUUU
+>AE017012.1/289721-289478
+GAGGACAUGAGUAGUUUUCUACGAUUUUCAGAGAGGGAAGCCUUAGGGUGUGAGCUUCCU
+AGUACGGGAUUAUUACUUACCACCUCUAAACUUUAGCAGUGAACGGUUUUUCUAGUAAUU
+GCUAACGGACAACACCGUUAUGUUGAACUUGAGCAAUUAACAAUUAUGUUAAUUGGAACA
+AGGGUGGAACCACGAAUUCAACACUCGUCCCUUUUUACGGGAUGAGUGUUUUUUAUUUUG
+AGAA
+>AL591980.1/26893-26637
+GAAGAGUAAGUAGCAUGAUGAAAGUUUUUAGAGAGCUGACGGUUGGUGAAAGUCAGUAGC
+GGACAUGAUGUGAAUGGACUUCUGAGCUCUGAUCUGAAAGGAUUUUCUUAGUAGGAUACA
+GCGAUUAGGCCUUAUCGUUACACAAGGCGCCCAUUCGAAAUUUGGAUGGAUUAAGUGAAC
+UGUUUUUACAGUUAAUCAAGGUGGUACCACGGGUCUCUCGUCCUUGUCUAGUAUAUUUGC
+UAGGCUUGGAGAGAGGC
+>AL596169.1/7629-7387
+AGAGAAAAGUAAGAAAAUCCAUGCUAUACAGAGAAUUUAUCCCAUUUGGCUGAAAGGAUA
+AAGAUAGUCAUAUUUUCCGAAAAGACACUCUCGAGGUUUCUUGUUGAAAACAGUAAACAA
+GAACGUAUUCAGGCGUUAACUGACUUAAGUGAGGACUUAUUAAUAGUUCUAAUUAGGGUG
+GUACCACGGGUGUAAAUAAACUCUCGUCCCUUGUUUUUAUAACAAGUGACGGGGGUUUUU
+CUU
+>AL596169.1/99976-99747
+ACGGACGAAGUAGUUGCUUAUUCUUAUUCCUAGAGAGCUAGUGGUUGGUGGAAACUAGUA
+GAGAUAAGUAGACGAAUUACAUCCCGGAGUCACGCUGCACAGGAUAAUGGUGCGGCCGGU
+GUUGAGCCGUUAUUUUUUGAAGUAGGAUUUUUUCCUAAAAGUAGGGUGGUACCACGUUAA
+UUAAUACGUCCCUUCGCUAAACUGUUUAGCGGAGGGGCGUUUUUUAUGUC
+>AL591980.1/26604-26363
+ACAAGAAUAGUACUUUUUCAUCGAUUUUUAAAGAGAGUUAGCGGUUGGUGGGAGCUAAUA
+AAUAGAUGAUUCAGGAAUGGGCCUUGUGCGUGAUACCUUGAAAUCAAGUAGGGGUGAACG
+GGUGCUCCCGUUAUAGAGCAGCUGCAAAUAUUGCAGCACGGAGAUAGGGUUUAUCCCUAA
+AAUGAGGUGGCACCGCGAUAACUCGUCCUCUGAGAAAGCAUGAUUUUGCGCUUUUUCAGA
+GG
+>AL596169.1/42587-42347
+AGAGGAAGAGUAGGUCAUUUAUUUUUCUAAGAGAGAAAGCGGUCGGUGUAAGCUUUCAAA
+AAUAAUGUCUGAAGGUAGCCUUGGAGCAGUUUUCCUGAAAUAAUAGUAGGGAAUAACCGG
+UAGAUCUCGUCUAUCGUUAACACAAUGAAGUGCCUACAUUUCUUAUUGUAGGUAAAAAGG
+UGGUACCGCGAAUAAUACUCUUUUCGUCCUUUUAUUAGGAUGAGAAGAGUUUUUUAUUUU
+G
+>AL596169.1/50907-50661
+AAAGGACAACCAAUUUAACGGAAAAUUAUAGAGAGGAAGGGCUAGCUGGGAACCUUCUAU
+UGGAACUUAAAUUUGGACCACCUUGGAACUUCUAUUAGGAACGUUUUUUACUAGUAAUAA
+UAGACGGAUCGCUCCGUUACAGGCGACAAGAGUGAAGUAGUUAAUUUUAGCUAUUUCUGA
+AUCUUGGGUGGAACCACGAGCAUAAACUCGUCCCUUGACAACAGGAGGGAUGGGUUUUUU
+AUUUUGC
+>AL591980.1/61532-61313
+GAAUUGGAGUAGUAAUCUGCAUAUUUUGAUGUGAAGAGAGCUGACGGUUGGUGCAAGUCA
+GUCACAAAAUCUGGAUGAACUUACCAUGGAGCUUGGGUGUAUCCCCGUUUUCCGCGUUAA
+GGAAUUGAUAAGUUGAGUGGUCAAACACUAAUGUGGGUGGUACCGCGGGAGAAGCAUCUC
+UCGUCCCAUGGCGAUAAGCCGUUGGGAUGUAGGGAUUUUU
+>AP003362.3/58771-58965
+AAAGAAAUAGUAGCAGAUAUGAAACGUAGCAAAUAGAAAGCUAAUGGGUGAUGGGAAUUA
+GCACGCCAUAUCUUGUGAAUUGGACUUUGGAAAACAAUUGAAUGAGUUUUGAAAGUGAAC
+AUGAAUUAUGUUAACUAAGGUGGCACCACGGUAACGCGUCCUUACAGGUAUAUGCGUUAU
+GUGGUGUCUUUUUAU
+>AP003362.3/336155-335957
+AAAGAUGAGUAGUUAAUGAUUUGUUUAUCAGAGAUGUACUGGUUGGUGAAAAGUACAACA
+AACAUUAGUGAACGCUACUUUAUGCACAACUGUAUAGUCGAUUUAAAGUGAUAAAUGUGU
+UGAAUUGCAUUUAUAACUAGGGUGGUACCGCGAUAACGUUCGUCCCUUUUGAGGAUGGGC
+GUUUUUUAUUUUUUAAUAA
+>AF269829.1/2282-2094
+AUUGAUAGAGUAAUCAUUAUAUUUUGUAGCAAGCAGAAAGCUAAUGGUAGAUGUAAAUUA
+GCACAUGAUAAUAGAUGAAAUGGGCUUUCAAAUUUUAACUUAAUCAUUAAAGUGAACAUA
+UAUGUUAACUAAGGUGGCACCACGGUAACGCGUCCUUAUAGAAUGAUAGCGUUAUUGUGG
+UUUUUUUGA
+>AE007811.1/6864-6593
+AUAGAAGUAGUAGCUAUUAAGAAAUUGGUUAAAGCGAGUCGGGUUAGUGUGAGCCGGUAC
+CGUAGCUUGUAGUGAAUGGAUCUAUGAGACGAUGCUGUGAAAGAGGUAUUCAGUAGUAGC
+AUUCGGAAAGUCUACCGUUAAAAGGACAGGAUAUCGAAAUUGUAAUUUCCGUAUCUGUAA
+AAGAUGAUCUAUUUAUUUACUUAGAUUAAAAUGGGUGGCACCACGGACCACUUCGUCCCA
+UACAAAGGAACGAAGUGGUCUUUUUGCGUUUU
+>AE016948.1/260670-260899
+AGAAAAGCAGUAGAGAAAUAACCACUGUUACAGAAAGCUAGUGGCGCUGGAAACUAGUAC
+ACGUUAUUUAUCGAAUUACAUUCUUGAGCUUCUGCCUACAGGGCACGGGUAACAGCGUUA
+UUUGUUAAGAGGUAUAUAGUAUUUUAAAUAAACUAAACUAUGUAUAAAUUUGGGUGGUAC
+CACGAGAAAUUCGUCCCUAAGUCGUUUCGACGACUUAGGGAUUUUUUGUA
+>AE016948.1/46912-47109
+AUUAGCCCAGUAGGAAAUAGAUGUUUUGUUCAGAAAGUCGAUGGUUGCUGCGAAUCGAUC
+AAGUCUAUUUGUGAAUUACACUAAUAAGUAGUAACAAUUACAUAAUACAUAAGCGAGAAG
+CAAGUAAGCUUCUAAUUAAGGUGGUACCGCGGAGAGAUUCGUCCUUAUUCUUUAAGGAUG
+AAUCUCUCUUUUUAUGUA
+>AE016948.1/40974-41225
+AUAGGAAAGUAAGUACAAGACAGCUGGUAGAGAGACUUUGGUUGGUGAAAAAAGUUAGAU
+GUCUGUAUCGAAAAAUGGCCUAGGAGGAAUUUUUGUCGAAACGUAGGCAAAAACGUAAUG
+UCUUUCGUUAACAAGACCGCUGAUUAUGAUUGUCAGUUGAAGGGAAAGAGUCAUCUUUCC
+GAAAAAAGGUGGUACCGCGAUAAUAAUCGCCCUUUUACUAGUUACGGCUAGUAAAAGGGC
+GUUUUUUUAUAA
+>AE006377.1/8039-7747
+AUCAGAAAAGUAACUCUAUAUCAGAAUUUUUUCAGGAAGUCUGCGGUUGUGCGAGCAGAU
+AAAUUCAUCAGAGCGAAUGGGCUGAUUUGAAAGUCGAGAACGAUUUGUUUUUCGCAAUUU
+GAUUUGAAACAAUAAAAAUCACGGAUGCUCCCGAUACCAAGCGACUUGUUGUUAGACGAG
+GAAAAGAAGAGUUUUUCUAGUAUUUUUUUAAUACUUUUAGGGACUCUUAAAUUACGGUGG
+CACCGCGUGACAUACGCCCGUAGAGUAUUUGAUACUCUACGGGCUUUUUUGUA
+>AE008470.1/7251-7489
+UCAGAAAAGUAAUCAUACAAACUUUUUAGAGAGUCUGUGGUAGCUGAAAACAGAUAAGUG
+GCAAUGAUGAAAAUUGGGCUGAAUGCUAUUUAGAAUUUGAAAUUAUAAAAAUUCGGUAAG
+CACACCUUACAGUGCAUCUCGUUAUUGCGAGACUGAGCGAUAGGGAAAUUCCCUAUAAUU
+GAGGUGGUACCGCGCAUCGACGUCCUCACACAAGUUUUUUGUGUGAGGAUUUUUUUGAU
+>AE008529.1/12481-12234
+AUGGAAAAAUUACAGUUCUUUCUCUCACAGAGAGCUUGUGGUUGCUGGAAACAAGCAGAG
+AAAGCUGUAAAGUUGGGUUCAUCUGAAACGAGAGAAGAAAACAUCAUUCUCAAGGGAGUG
+CCCUUUAUCGCACAGCCUGUUACAGGAGAUAUCUGAGACAGGAAUGAGAGAUAGGAGAAA
+UCCUAUAAUUGAGGUGGCACCGCGAAUUUCGUCCUCACGCAAGUUAUUUUGCGUGGGGAU
+UUUUCAUA
+>AE014898.1/7570-7829
+AUUAGAAAAGUACCAAACCUUUUGUUUUCAGGGAGUCUGUGGGUAUUGUGAACAGGCAGC
+AGAAUUUUGGGAAGUGGGCUGAUUUUUAGAAAGCGAAGAUAAACAAUAUUCUUCCGGUGA
+GCACACCUUAUCGUGCAACUCCUUGUUAGAGGAGAUUAAGAUAACGGGGAAAGACUAUUG
+GUUCCCGUUAAUUGAGGUGGCACCGUGUUAGCUAGAUUUAACGCCCUCACACAGAUUUUC
+UGUGUGAGGUUUUUUGUUAU
+>AE007474.1/7492-7247
+AUCAGAAAAGUAACUAUUUUUGAUCUUCAGGGAGCCUGUGGUGAUUGUGAAUAGGUGGUU
+GGAAGUAGUGAAAGUGGGCUGAUUUUGAAAAUGAAUUUGAAACAAUGAAAAUUCGGUGCG
+CACACCUUACAGUGCAGCUUGUUGUUAAACAAGGCAGAGAUGUAAAGGGAUAGUCCCUUU
+AUAAUUGAGGUGGCACCGCGUUACCAACGCCCUCACACGGAAGUAUAUUCUGUGUGUGGG
+CUUUUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00234.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00234.ali
new file mode 100644
index 0000000..622f0b1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00234.ali
@@ -0,0 +1,69 @@
+# STOCKHOLM 1.0
+#=GF ID glmS
+#=GF AC RF00234
+#=GF DE glmS glucosamine-6-phosphate activated ribozyme
+#=GF AU Winkler WC, Nahvi A, Roth A, Collins JA, Barrick JE, Breaker RR
+#=GF GA 14.9
+#=GF NC 12.8
+#=GF TC 15.0
+
+AB006424.1/2989-3156 CCUAUAAUUAUAGCGCCCGAACUAAGCGCC....................
+AE016998.1/163176-163331 UAAAUUAUAAAAGCGCCAGAACUACA........................
+AE017024.1/157527-157682 UAAAUUAUAGAAGCGCCAGAACUACA........................
+AP001507.1/288766-288933 AUGACAGUUGAAGCGCCAGGACUAUUCCA.....................
+AP004593.1/258876-259044 CUAUAAUCAAAAGCGCCAGGACUAUUCUUC....................
+AL596166.1/50734-50929 AACUGAAUAGAAGCGCCAGAACUGAUUGGG....................
+AF270378.1/2268-2051 UUAAUAAUUAAAGCGCCUGUGCAAAAUACCUAAAUAGUUAUCAAGUAUUA
+AC078934.3/32621-32405 AGUACAGUUAAAGCGCCUGUGCAAAUAAAUAUUUGUAUUUGAAGAUUAA.
+#=GC SS_cons ...................<<<<<<<<<<<....................
+
+AB006424.1/2989-3156 ..................................CGGAAAA.........
+AE016998.1/163176-163331 ....................................AAUAG.........
+AE017024.1/157527-157682 ....................................AGUAG.........
+AP001507.1/288766-288933 ..................................CGGACGGUA.......
+AP004593.1/258876-259044 ..................................GGACGGAUA.......
+AL596166.1/50734-50929 ..................................ACGAAAAUG.......
+AF270378.1/2268-2051 AAA...............................GUUAAAAUA.......
+AC078934.3/32621-32405 ..................................AGGUUAAUA.......
+#=GC SS_cons ..................................................
+
+AB006424.1/2989-3156 ..................................................
+AE016998.1/163176-163331 ..................................................
+AE017024.1/157527-157682 ..................................................
+AP001507.1/288766-288933 ..................................................
+AP004593.1/258876-259044 ..................................................
+AL596166.1/50734-50929 .........................CUUAAAGGUGAAAUUCCUGGAAAGU
+AF270378.1/2268-2051 ...........................GUAGAACUUUUAUAGAUAACGAU
+AC078934.3/32621-32405 .......................UAUGAGUGGCCUUUAUAGAGUGCAAUA
+#=GC SS_cons ..................................................
+
+AB006424.1/2989-3156 .AG.GCUUAGUUGACGAGGAUGGAGG..UUAUCGA.AUU...UCG.CGGA
+AE016998.1/163176-163331 .....UGUAGUUGACGAGGU.GGGGU..UUAUCGA.GAUU..UCGGCGGA
+AE017024.1/157527-157682 .....UGUAGUUGACGAGGU.GGGGU..UUAUCGA.GAUU..UCGGCGGA
+AP001507.1/288766-288933 .ACGGAAUAGUUGACGAGGA.GAGGG.UUUAUCGA.AGGU..UCGGCGGA
+AP004593.1/258876-259044 GGAAGGAUAGUUGACGAGGUAGGAGG..UUAUCGA.AUUU..UCGGCGGG
+AL596166.1/50734-50929 AAACAAUCAGUUGACGAGGA.GGAGA.UUAAUCGA.AAUU..UCGGCGGG
+AF270378.1/2268-2051 UUGGAUUUUGUAGACGAGGA.GGAUAG.UGAUCGA.AUCAGAUCGGCGGA
+AC078934.3/32621-32405 UAUGUAUUUGUAGACGAGGA.GGAUAG.UGAUCGAAUAGA..UCGGCGGA
+#=GC SS_cons .>>>>>>>>>>>.........<<<<<.....<<<<.......>>>>....
+
+AB006424.1/2989-3156 U..CCUCCCGGCUGAGUGUGCAGAUCACAGCCGUAAG.AAUUUCU.UCAA
+AE016998.1/163176-163331 UG.ACUCCCGGUUGU...UCAUC...ACAACCGCAA..GCUUUUACUUAA
+AE017024.1/157527-157682 UG.ACUCCCGGUUGU...UCAUC...ACAACCGCAA..GCUUUUACUUAA
+AP001507.1/288766-288933 UG.CCCUCCGGUUGC...ACAUG...ACAGCCGCAA..GCUUUUGUAAAA
+AP004593.1/258876-259044 UG.CCUCCCGGCUG...UCAUCA....CAGUCGAAA..CUUUAUCACUAA
+AL596166.1/50734-50929 AG.UCUCCCGGCUG...UGCAUG....CAGUCGUUAAGUCUUACUUACAA
+AF270378.1/2268-2051 UGCUAUCCCGGAUG...UGGCA.....CAUUCGUUAG.CUUAUUAAGUAA
+AC078934.3/32621-32405 UGCUAUCCCGGAUG...UGGCU.....CAUUCGUUAG.CUUAUUAAGUAA
+#=GC SS_cons ...>>>>><<<<<<.............>>>>>>.....<<<<<<<<....
+
+AB006424.1/2989-3156 ACCAAGGGGGUGACUCCUUGAACAAAG..AGAAAUCACAUGAUCUU
+AE016998.1/163176-163331 AUCAUUAAGGUGACUUAGUGGACAAAG.GUGAAAGUGUGAUGAGAG
+AE017024.1/157527-157682 AUCAUUAAGGUGACUUAGUGGACAAAG.GUGAAAGUGUGAUGAGAG
+AP001507.1/288766-288933 AACAGAGGGGCGACCUUCUGGACAAAG.GCAAAAGCGUUCAUGCUA
+AP004593.1/258876-259044 AACAGUAGGGUGACCUAUUGCACAAAA.GGAUAAAGAAAGAUGUCU
+AL596166.1/50734-50929 AUCAUUUGGGUGACCAAGUGGACAGAG.UAGUAAUGAAACAUGUGC
+AF270378.1/2268-2051 AUCAUUAAGGUGACUUAGUGGACAAAG.UUAAUAAGAUCGCCAAAC
+AC078934.3/32621-32405 AACAUUAGGGUGACUUAAUGGACAAAG.UUAAUAAGAUCGCCAGAA
+#=GC SS_cons ..<<<<<<<....>>>>>>>........>>>>>>>>..........
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00234.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00234.idx
new file mode 100644
index 0000000..c076712
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00234.idx
@@ -0,0 +1,3 @@
+AE015944.1/292739-292466
+AE013165.1/2616-2459
+AL935254.1/94449-94600
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00234.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00234.raw
new file mode 100644
index 0000000..fcb023a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00234.raw
@@ -0,0 +1,35 @@
+>AB006424.1/2989-3156
+CCUAUAAUUAUAGCGCCCGAACUAAGCGCCCGGAAAAAGGCUUAGUUGACGAGGAUGGAG
+GUUAUCGAAUUUCGCGGAUCCUCCCGGCUGAGUGUGCAGAUCACAGCCGUAAGAAUUUCU
+UCAAACCAAGGGGGUGACUCCUUGAACAAAGAGAAAUCACAUGAUCUU
+>AE016998.1/163176-163331
+UAAAUUAUAAAAGCGCCAGAACUACAAAUAGUGUAGUUGACGAGGUGGGGUUUAUCGAGA
+UUUCGGCGGAUGACUCCCGGUUGUUCAUCACAACCGCAAGCUUUUACUUAAAUCAUUAAG
+GUGACUUAGUGGACAAAGGUGAAAGUGUGAUGAGAG
+>AE017024.1/157527-157682
+UAAAUUAUAGAAGCGCCAGAACUACAAGUAGUGUAGUUGACGAGGUGGGGUUUAUCGAGA
+UUUCGGCGGAUGACUCCCGGUUGUUCAUCACAACCGCAAGCUUUUACUUAAAUCAUUAAG
+GUGACUUAGUGGACAAAGGUGAAAGUGUGAUGAGAG
+>AP001507.1/288766-288933
+AUGACAGUUGAAGCGCCAGGACUAUUCCACGGACGGUAACGGAAUAGUUGACGAGGAGAG
+GGUUUAUCGAAGGUUCGGCGGAUGCCCUCCGGUUGCACAUGACAGCCGCAAGCUUUUGUA
+AAAAACAGAGGGGCGACCUUCUGGACAAAGGCAAAAGCGUUCAUGCUA
+>AP004593.1/258876-259044
+CUAUAAUCAAAAGCGCCAGGACUAUUCUUCGGACGGAUAGGAAGGAUAGUUGACGAGGUA
+GGAGGUUAUCGAAUUUUCGGCGGGUGCCUCCCGGCUGUCAUCACAGUCGAAACUUUAUCA
+CUAAAACAGUAGGGUGACCUAUUGCACAAAAGGAUAAAGAAAGAUGUCU
+>AL596166.1/50734-50929
+AACUGAAUAGAAGCGCCAGAACUGAUUGGGACGAAAAUGCUUAAAGGUGAAAUUCCUGGA
+AAGUAAACAAUCAGUUGACGAGGAGGAGAUUAAUCGAAAUUUCGGCGGGAGUCUCCCGGC
+UGUGCAUGCAGUCGUUAAGUCUUACUUACAAAUCAUUUGGGUGACCAAGUGGACAGAGUA
+GUAAUGAAACAUGUGC
+>AF270378.1/2268-2051
+UUAAUAAUUAAAGCGCCUGUGCAAAAUACCUAAAUAGUUAUCAAGUAUUAAAAGUUAAAA
+UAGUAGAACUUUUAUAGAUAACGAUUUGGAUUUUGUAGACGAGGAGGAUAGUGAUCGAAU
+CAGAUCGGCGGAUGCUAUCCCGGAUGUGGCACAUUCGUUAGCUUAUUAAGUAAAUCAUUA
+AGGUGACUUAGUGGACAAAGUUAAUAAGAUCGCCAAAC
+>AC078934.3/32621-32405
+AGUACAGUUAAAGCGCCUGUGCAAAUAAAUAUUUGUAUUUGAAGAUUAAAGGUUAAUAUA
+UGAGUGGCCUUUAUAGAGUGCAAUAUAUGUAUUUGUAGACGAGGAGGAUAGUGAUCGAAU
+AGAUCGGCGGAUGCUAUCCCGGAUGUGGCUCAUUCGUUAGCUUAUUAAGUAAAACAUUAG
+GGUGACUUAAUGGACAAAGUUAAUAAGAUCGCCAGAA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00234.test b/benchmarks/cmsearch-rmark/rmark-1/RF00234.test
new file mode 100644
index 0000000..fe759c2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00234.test
@@ -0,0 +1,14 @@
+>AE015944.1/292739-292466
+AAAUAUAAUAAAGCGCCAGGACUUAGGUGAUGAAACUCAGACUAUGGUCUGAGUAAGUUC
+GACUAACCAAAUCACAGAUUUGGAGUAAGAUUAAUGAAACUCAGACUAUGGUCUGAGUAA
+GUUCCACCAACCAAAUCACAGAUUUGGGGUGUCACUUAAGUUGACGAGGAUGGGGAGUAU
+CGAAUCUUCGGCGGGUGCCCCACGGUACUGCACUACCGUUAAAGAUUGACAAAACCAAGG
+AGUAAUUUUUGGUACAAAUCAAUCAGGUGUUAAA
+>AE013165.1/2616-2459
+UUUAAUUUAGAAGCGCCUGGACUUAAAGCCUUAAGGCUUUAAGUUGACGAGGGCAGGGUU
+UAUCGAGACAUCGGCGGGUGCCCUGCGGUCUUCCUGCGACCGUUAGAGGACUGGUAAAAC
+CACAGGCGACUGUGGCAUAGAGCAGUCCGGGCAGGAAA
+>AL935254.1/94449-94600
+UAAAGCGGAAUAGCGCCAGGACUUUAGAAUCUAAAGUUGACGAGGAUGACGUUUAUCGAU
+AAUCGACGGGUGACGUCAGGGACUGCACUCUACAGGUCAAUUACAAAAACCGACUGUGAG
+GUUGGUGACAGAUAUAUUGACCACGCAGCUAG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00373.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00373.ali
new file mode 100644
index 0000000..5df9327
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00373.ali
@@ -0,0 +1,405 @@
+# STOCKHOLM 1.0
+#=GF ID RNaseP_arch
+#=GF AC RF00373
+#=GF DE Archaeal RNase P
+#=GF AU Griffiths-Jones SR
+#=GF GA 40.0
+#=GF NC 20.9
+#=GF TC 62.7
+
+AP000060.1/76649-76320 ...GGCGGCGCCGGCCGGCGGCCCA.CGGCCCCCC..............A
+AE001100.1/4619-4391 ........CGGCGGUGGGCGGCUGA.CC......................
+AF121774.1/9-309 ........AGCCGAAGGGCAGCUAC.CGGUUUCUAUAGAU.........U
+AF295979.1/1-293 ........AGCCGAAGGGCAGCUGA.CGGUCCC.................
+AF192356.1/1-310 ACCGGGCAAGCCGAAGGGCAGCUGA.CGGCCCA.................
+AE000894.1/8411-8119 ........AGCCGAAGGGCAGCUGA.CGGUCCC.................
+U42987.1/1-244 ..................................................
+U67518.1/252-503 ........AGGGGGCUGGUGACUUU.CCCCUCU.................
+AF192354.1/6-238 ........AGGGGGCUGGUGACUAU.CC......................
+AF192355.1/6-239 ........AGGGGGCUGGUGACUAU.CC.....................A
+AE010137.1/5091-5420 ..UAGGCGAGGGGGCUGGGGGCUGU.CGGGC...................
+AF192358.1/1-331 ..UAGGCGAGGGGGCUGGGGGCUGC.CGGGC..................U
+AJ248283.1/174477-174806 ..UUGGCGAGGGGGCUGGGGGCUGU.CGGGC...................
+AP000001.1/168172-168500 ..UAGGCGAGGGGGCUGGGGGCCCU.CGGGG...................
+AF192364.1/1-331 ..UAGGCGAGGGGGCUGGGGGCUGU.CGGGC...................
+U42988.1/1-279 ..................................................
+AF192365.1/1-317 ..........GGGGGCUGGGGCCCU.CGGGU..................A
+AF192352.1/9-315 ........AGCCGAAGGGCAGCUAC.CGGUUUCUAUAGAU.........U
+AF192353.1/9-309 ........AGCCGAAGGGCAGCUAC.CGGUUUCUAUAGAU.........U
+AF192361.1/1-243 ..................................................
+#=GC SS_cons ...<<<<<<<<<<<<<<<<<<<....<<<<<<<<<<<<<<....<<<<<.
+
+AP000060.1/76649-76320 GCCA................GGG..GG.GCUGAGGAAACUCCGCCCUC.C
+AE001100.1/4619-4391 GAAA..........................GGAGGAAAGUCCCCCCACCC
+AF121774.1/9-309 UAAU...........GUCUGUAGUUAA.ACUGAGGAAACUCCACCCAU.C
+AF295979.1/1-293 UCAA..................G..GG.GCUGAGGAAACUCCACCCAU.C
+AF192356.1/1-310 UUUU..................U..GG.GCUGAGGAAACUCCACCCAU.C
+AE000894.1/8411-8119 UCAA..................G..GG.GCUGAGGAAACUCCACCCAU.C
+U42987.1/1-244 ...............................GAGGAAAGUCCAGCCAU.C
+U67518.1/252-503 .UUA..................A..GA.GGGGAGGAAGUUCCGCCCACCC
+AF192354.1/6-238 ACUG..........................GGAGGAAGCUCUGCCCACCC
+AF192355.1/6-239 AUUG..........................GGAGGAAGCUCCGCCCACCC
+AE010137.1/5091-5420 UCGU......................G.CCCGAGGAAGUUCCGCCCAC.C
+AF192358.1/1-331 UUAU......................G.CCCGAGGAAGUUCCGCCCAC.C
+AJ248283.1/174477-174806 UCGU......................A.CCCGAGGAAGUUCCGCCCAC.C
+AP000001.1/168172-168500 .UGC......................U.CCCGAGGAAGUUCCGCCCAC.C
+AF192364.1/1-331 UCGU......................A.CCCGAGGAAGUUCCGCCCAC.C
+U42988.1/1-279 ...............................GAGGAAAGUCCAGCCAC.C
+AF192365.1/1-317 UUUG......................A.CCCGAGGAAGUUCCGCCCAC.C
+AF192352.1/9-315 UAAU...........GUCUGUAGUUAA.ACUGAGGAAACUCCACCCAU.C
+AF192353.1/9-309 UAAU...........GUCUGUAGUUAA.ACUGAGGAAACUCCACCCAU.C
+AF192361.1/1-243 ...............................GAGGAAACUCCACCCAU.C
+#=GC SS_cons .....>>>>>.....>>>>>>>>..>>.>>>>....AAA.AAAAA<<<<<
+
+AP000060.1/76649-76320 .CCGCGGC........GGC..CGG....GCCCC..GCAA..GGGGCA.CG
+AE001100.1/4619-4391 ............GCUGUGG..CGG.AAG..................G.CC
+AF121774.1/9-309 .GUACAG........AACC..GUG....AUGUC..CUAA..GACAUC.UG
+AF295979.1/1-293 .AUACAG........AACC..GUG....GUGCC..GUGA..GGCAUC.AG
+AF192356.1/1-310 .AUACAG........AACC..GCG....GUGCC..GUGA..GGCAUC.AG
+AE000894.1/8411-8119 .AUACAG........AACC..GUG....GUGCC..GUGA..GGCAUC.AG
+U42987.1/1-244 .A........CCCUAAACC..CCG....GUGCC..GCAA..GGCAUC.GG
+U67518.1/252-503 ...........CAUUUAUGGGCAG...C..................GUCC
+AF192354.1/6-238 .............AAUUGU..GUA...G..................AUUU
+AF192355.1/6-239 ..............AUUAU..GUGCAAC..................A.AU
+AE010137.1/5091-5420 .GCACCGGG.......GCC..GCG....GUGCC..GUAA..GGCACC.GG
+AF192358.1/1-331 .GCACCGGG.......GCC..GCG....GUGCC..GUAA..GGCACC.UC
+AJ248283.1/174477-174806 .GCACCGGG.......GCC..GCG....GUGCC..GCAA..GGCACC.UC
+AP000001.1/168172-168500 .GCACCGGG.......GCC..GCG....GUGCC..GCAA..GGCACC.UC
+AF192364.1/1-331 .GCACCGGG.......GCC..GCG....GUGCC..GCAA..GGCACC.UC
+U42988.1/1-279 .GCACCGGG.......GCC..GCG....GUGCC..GCAA..GGCACC.UC
+AF192365.1/1-317 .GCACCGGG.......GCC..GCG....GUGCC..GCAA..GGCACC.UC
+AF192352.1/9-315 .AUGCAG........AGCC..GUG....GUGC...CGUA...GCAUC.AG
+AF192353.1/9-309 .GUACAG........AACC..GUG....AUGUC...UAA..GACAUC.UG
+AF192361.1/1-243 .AUACAG........AACC..GUG....AUGCC..AGCA..GGCAUC.UG
+#=GC SS_cons ..BBBBBBBB.......<<<<<<<....<<<<<<......>>>>>><.<<
+
+AP000060.1/76649-76320 GGUGA.A.ACCCGUGGCAACGGC.ACAGAAACGA.CACGGCCCCGGGG..
+AE001100.1/4619-4391 CCUGAGA.AGGGGCGGAGGAGGA.ACAGAAACGA.GACCGGUGCGGGGA.
+AF121774.1/9-309 CU.GAGA..AGCAGGACUCUGGA.GCAGAAACGA.CACGUCUUCUGGUG.
+AF295979.1/1-293 CU.GAGA..GGCUGGACCCUGGA.GCAAAAACGA.CACGUUUCCUGAUG.
+AF192356.1/1-310 CU.GAGA..GGCUGGACCCUGGA.GCAGAAACGA.CACGUCUUCUGGUG.
+AE000894.1/8411-8119 CU.GAGA..GGCUGGACCCUGGA.GCAGAAACGA.CACGUCUCCUGAUG.
+U42987.1/1-244 CC.GAGA..GGCCGGACCCUGGC.GCAGAAACGA.CACGUCUCCCGAUG.
+U67518.1/252-503 CCUGAGA.AGGGGCGGGAGAUGCAGCAGAAACGA.CACGGCUCCGGAAG.
+AF192354.1/6-238 CCUGAGA.AGGAAUGAAUAGGGU.AUAGAAACGA.CACGGUUCUAAGAA.
+AF192355.1/6-239 CCCGAGA.GGGAUUGAAUGGGGC.AUAGAAACGA.CACGGCCUUAAAAC.
+AE010137.1/5091-5420 CC.GAGA..GGCCGGGCAACGGC.ACAGAAACGA.CACGUCCCUCGGGG.
+AF192358.1/1-331 CC.GAGA..GGGAGGGCAACGGC.GCAGAAACGA.CACGUCCUCCGAGG.
+AJ248283.1/174477-174806 CC.GAGA..GGGAGGGCAACGGC.ACAGAAACGA.CACGUCCCUCGGGG.
+AP000001.1/168172-168500 CC.GAGA..GGGAGGGCAACGGC.ACAGAAACGA.CACGCCCCUCGGGG.
+AF192364.1/1-331 CC.GAGA..GGGAGGGCAACGGC.ACAGAAACGA.CACGUCCCUCGGGG.
+U42988.1/1-279 CC.GAGA..GGGAGGGCAACGGC.GCAGAAACGA.CACGUCCCGGCGGA.
+AF192365.1/1-317 CC.GGAA..GGGAGGGCAACGGC.GCAGAAACGA.CACGUCCCUCGGGA.
+AF192352.1/9-315 CU.GAGA..GGCUGGACCCUGGA.GCAGAAACGA.CACGUCUCCUGGUG.
+AF192353.1/9-309 CU.GAGA..GGCAGGACUCUGGA.GCAGAAACGA.CACGUCUUCUGGUG.
+AF192361.1/1-243 CU.GAGA..AGCAGGACACUGGA.GCAGAAACGA.UAUGUUUUCUAAUG.
+#=GC SS_cons <<<.....>>>>>><<<<<<<<<<.............<<<<<<<<<<<<.
+
+AP000060.1/76649-76320 .CGU..GUCGAGGAC...GCGGC...........................
+AE001100.1/4619-4391 .AAU...GCGA.......................................
+AF121774.1/9-309 .GAU..GAACAU......................................
+AF295979.1/1-293 .GAU..GAUAAU......................................
+AF192356.1/1-310 .GAU..GAUAAU......................................
+AE000894.1/8411-8119 .GAU..GAUAAU......................................
+U42987.1/1-244 .GAU..GAUAAU......................................
+U67518.1/252-503 AGAU..GACGAU......................................
+AF192354.1/6-238 AUAU..GACUAU......................................
+AF192355.1/6-239 AGAU..GACGAU......................................
+AE010137.1/5091-5420 .GAU..GUGGAUGAAA..GCGGU...........................
+AF192358.1/1-331 .GAU..GGGAAUGAAA..GCGGU...........................
+AJ248283.1/174477-174806 .GAU..GUGGAUGAAA..GCGGU...........................
+AP000001.1/168172-168500 .GAU..GUGGAUGAAA..GCGGU...........................
+AF192364.1/1-331 .GAU..GUGGAUGAAA..GCGGA...........................
+U42988.1/1-279 .UAU..GGGGAUGAAA..GCGGU...........................
+AF192365.1/1-317 .AAU..GUGGAUGAAA..GCGGU...........................
+AF192352.1/9-315 .GAU..GAUAAU......................................
+AF192353.1/9-309 .GAU..GAACAU......................................
+AF192361.1/1-243 .GAC..GAACAU......................................
+#=GC SS_cons ..................<<<<.<<.<<<<<<<<...>>>>>>>>>>..<
+
+AP000060.1/76649-76320 ..................................................
+AE001100.1/4619-4391 ..................................................
+AF121774.1/9-309 ..................................................
+AF295979.1/1-293 ..................................................
+AF192356.1/1-310 ..................................................
+AE000894.1/8411-8119 ..................................................
+U42987.1/1-244 ..................................................
+U67518.1/252-503 ..................................................
+AF192354.1/6-238 ..................................................
+AF192355.1/6-239 ..................................................
+AE010137.1/5091-5420 ..................................................
+AF192358.1/1-331 ..................................................
+AJ248283.1/174477-174806 ..................................................
+AP000001.1/168172-168500 ..................................................
+AF192364.1/1-331 ..................................................
+U42988.1/1-279 ..................................................
+AF192365.1/1-317 ..................................................
+AF192352.1/9-315 ..................................................
+AF192353.1/9-309 ..................................................
+AF192361.1/1-243 ..................................................
+#=GC SS_cons <<<<<<<<<<.<<<<<<<<<...>>>>>>>>>..<<<.<<<<<<...>>>
+
+AP000060.1/76649-76320 ......................UAGGCC....GC....CCUG.......G
+AE001100.1/4619-4391 ......................UGAUUC....C................G
+AF121774.1/9-309 ......................GAA.GA.....................U
+AF295979.1/1-293 ......................GAA.GC....UU....C.......ACCC
+AF192356.1/1-310 ......................GAA.GC....UU....C.......ACCC
+AE000894.1/8411-8119 ......................GAA.GC....UU....C.......ACCC
+U42987.1/1-244 ......................GAG.GC....CC....C........AAU
+U67518.1/252-503 ......................GAUAGU.....................G
+AF192354.1/6-238 ......................GAU.AU....U...............UU
+AF192355.1/6-239 ......................GAU.AU...................CCG
+AE010137.1/5091-5420 ......................GAA.GG....CU....CCCG.......G
+AF192358.1/1-331 ......................GAA.GG....GG....GCUG.......G
+AJ248283.1/174477-174806 ......................GAA.GG....CU....CCCG.......G
+AP000001.1/168172-168500 ......................GAA.GG....CU....CCUG.......G
+AF192364.1/1-331 ......................GAA.GG....CU....CCUG.......G
+U42988.1/1-279 ......................GAA.GG....GCC...CCG........G
+AF192365.1/1-317 ......................GAA.GG....CU....CCCG.......G
+AF192352.1/9-315 ......................GAA.GC....UU....C.......ACCC
+AF192353.1/9-309 ......................GAA.GA.....................U
+AF192361.1/1-243 ......................GAU.GC....U................U
+#=GC SS_cons >>>..>>>.>>>>>>>>>>><<....<<<<..<<....<<<<<<<<....
+
+AP000060.1/76649-76320 CAA......CAGG......GC....GGCA...GCAA..............
+AE001100.1/4619-4391 CAA.................G....GA.......................
+AF121774.1/9-309 CCG......................UC.......................
+AF295979.1/1-293 UCAA........G......GA....GC.......................
+AF192356.1/1-310 UUAAA.......G......GA....GC.......................
+AE000894.1/8411-8119 UCAA........G......GA....GC.......................
+U42987.1/1-244 UAAA........G......GG....GU.......................
+U67518.1/252-503 AAA......................GU.......................
+AF192354.1/6-238 CAA.................A....AU.......................
+AF192355.1/6-239 AAA......................AU.......................
+AE010137.1/5091-5420 UGA......CGGG......AG....CCGAG..UUAA..............
+AF192358.1/1-331 UGA......CAGC......UC....CCGAG..CUAA..............
+AJ248283.1/174477-174806 CGA......CGGG......AG....CCGAG..CUAA..............
+AP000001.1/168172-168500 UGA......CGGG......GG....CCGAG..UUAA..............
+AF192364.1/1-331 CGA......CAGG......AG....CCGAG..CUAA..............
+U42988.1/1-279 CGA.......CGG.....UGC....CCGAG..AUAA..............
+AF192365.1/1-317 CGA......CGGG......AG....CUGAG..UUAA..............
+AF192352.1/9-315 UCAA........G......GA....GC.......................
+AF192353.1/9-309 CCGU.....................UC.......................
+AF192361.1/1-243 AAA.................U....GC.......................
+#=GC SS_cons .....>>>>>>>>......>>..>>>>...>>....<<<<<<<<......
+
+AP000060.1/76649-76320 .............ACCGCAGAGGAA.........................
+AE001100.1/4619-4391 ..................UGAGG...........................
+AF121774.1/9-309 ..................UGAUUGA.........................
+AF295979.1/1-293 ..................AGACUGA.........................
+AF192356.1/1-310 ..................AGACUGA.........................
+AE000894.1/8411-8119 ..................AGACUGA.........................
+U42987.1/1-244 ..................UGAUUGA.........................
+U67518.1/252-503 ..................UGAGGA..........................
+AF192354.1/6-238 ..................UGAGGA..........................
+AF192355.1/6-239 ..................UGAGGA..........................
+AE010137.1/5091-5420 .............CCCGCAGACAA..........................
+AF192358.1/1-331 .............CCCGCAGACGA..........................
+AJ248283.1/174477-174806 .............CCCGCAGACAA..........................
+AP000001.1/168172-168500 .............CCCGCAGACGA..........................
+AF192364.1/1-331 .............CCCGCAGACAA..........................
+U42988.1/1-279 .............CCCGCAGACGA..........................
+AF192365.1/1-317 .............CCCGCAGACAA..........................
+AF192352.1/9-315 ..................AGACUGA.........................
+AF192353.1/9-309 ..................UGAUUGA.........................
+AF192361.1/1-243 ..................UGAUGGA.........................
+#=GC SS_cons .....>>>>>>>>.>>>>...........<<<<<<<<<<<<...<<<<<<
+
+AP000060.1/76649-76320 ..................................................
+AE001100.1/4619-4391 ..................................................
+AF121774.1/9-309 ..................................................
+AF295979.1/1-293 ..................................................
+AF192356.1/1-310 ..................................................
+AE000894.1/8411-8119 ..................................................
+U42987.1/1-244 ..................................................
+U67518.1/252-503 ..................................................
+AF192354.1/6-238 ..................................................
+AF192355.1/6-239 ..................................................
+AE010137.1/5091-5420 ..................................................
+AF192358.1/1-331 ..................................................
+AJ248283.1/174477-174806 ..................................................
+AP000001.1/168172-168500 ..................................................
+AF192364.1/1-331 ..................................................
+U42988.1/1-279 ..................................................
+AF192365.1/1-317 ..................................................
+AF192352.1/9-315 ..................................................
+AF192353.1/9-309 ..................................................
+AF192361.1/1-243 ..................................................
+#=GC SS_cons .......>>>>>>..<<<<..<<<<<<<<..<<<<<<...>>>>>>>>>>
+
+AP000060.1/76649-76320 ..................................................
+AE001100.1/4619-4391 ..................................................
+AF121774.1/9-309 ..................................................
+AF295979.1/1-293 ..................................................
+AF192356.1/1-310 ..................................................
+AE000894.1/8411-8119 ..................................................
+U42987.1/1-244 ..................................................
+U67518.1/252-503 ..................................................
+AF192354.1/6-238 ..................................................
+AF192355.1/6-239 ..................................................
+AE010137.1/5091-5420 ..................................................
+AF192358.1/1-331 ..................................................
+AJ248283.1/174477-174806 ..................................................
+AP000001.1/168172-168500 ..................................................
+AF192364.1/1-331 ..................................................
+U42988.1/1-279 ..................................................
+AF192365.1/1-317 ..................................................
+AF192352.1/9-315 ..................................................
+AF192353.1/9-309 ..................................................
+AF192361.1/1-243 ..................................................
+#=GC SS_cons >.>>>.<<<<<<<<<<<<<<....>>>>>>>....>>>>>>>>>>>>>>>
+
+AP000060.1/76649-76320 ................................C.CCCGGG..G..A.UGC
+AE001100.1/4619-4391 ...............................UCACCCGCU..C..C...G
+AF121774.1/9-309 ...............................CA.CCAGGA..G..G.AAC
+AF295979.1/1-293 ...............................CA.UCAGGA..G..G.ACC
+AF192356.1/1-310 ...............................CA.CCAGGA..G..G.ACC
+AE000894.1/8411-8119 ...............................CA.UCAGGA..G..G.ACC
+U42987.1/1-244 ...............................CA.UCGGGA..G..G.AUC
+U67518.1/252-503 ...............................CU.UCCGGA..GAAC...C
+AF192354.1/6-238 ...............................UU.CUUAGA..AAAU...C
+AF192355.1/6-239 ...............................GU.UUUAAG..GAAU...C
+AE010137.1/5091-5420 ...............................UC.CCGAGG..G..G.AGC
+AF192358.1/1-331 ...............................CC.UCGGGG..G..G.AUC
+AJ248283.1/174477-174806 ...............................UC.CCGAGG..G..G.AUC
+AP000001.1/168172-168500 ...............................UC.CCGAGG..G..G.AUC
+AF192364.1/1-331 ...............................UC.CCGAGG..G..G.AGC
+U42988.1/1-279 ...............................CC.CGUCGG..G..G.ACC
+AF192365.1/1-317 ...............................UC.CCGAGG..G..G.AGC
+AF192352.1/9-315 ...............................CA.UCAGGA..G..G.ACC
+AF192353.1/9-309 ...............................CA.CCAGGA..G..G.AAC
+AF192361.1/1-243 ...............................CA.UUAGAA..A..AAUAC
+#=GC SS_cons >>>>>>>>......<<<<.....>>>>....>>.>>>>>>..>..>...>
+
+AP000060.1/76649-76320 GGUGAAACG.GCCG..CCCCCG..GCG.GAGCAAGG........CCCCCG
+AE001100.1/4619-4391 GAUGAAACG.GCCUCCUCCCCG..CCGGGUGCAACGC.GU..........
+AF121774.1/9-309 GGUGAAACG.GCCA..AUCCAC..GGG.AUGCAAGGGUAAACA.CUGCC.
+AF295979.1/1-293 GGUGAAACG.GUCA..UUCCAC..GGG.AUGCAAGGACAAAUG.CUGCC.
+AF192356.1/1-310 GGUGAAACG.GCCA..UUCCGC..GGG.AUGCAAGGACAAAUA.CUGCC.
+AE000894.1/8411-8119 GGUGAAACG.GCCA..UUCCAC..GGG.AUGCAAGGACAAAUG.CUGCC.
+U42987.1/1-244 GGUGAAACG.GCCA..AUCCGG..GGG.AUGCAAGGGUGAAAA.UCUGCC
+U67518.1/252-503 GGUGAAACGGGCAUCUCCCCUGCCCGGGGUGCAAGCCGGU..........
+AF192354.1/6-238 GAUGAAACG.ACCUUAUUUUAC..ACGGGUGCAAGC..AU..........
+AF192355.1/6-239 GGUGAAACG.GCCCCAUUCUGC..ACGGGUGCAAGC..AU..........
+AE010137.1/5091-5420 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAGUUAGGGCC.
+AF192358.1/1-331 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAAAGAGGGAC.
+AJ248283.1/174477-174806 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAGUUAGGGCC.
+AP000001.1/168172-168500 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAGUUAGGGCC.
+AF192364.1/1-331 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAGUUAGGGCC.
+U42988.1/1-279 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAGGAAGGGGC.
+AF192365.1/1-317 GGUGAAACG.GCCG..UCCCGC..GGG.GUGCAAGGCCGAGAUAGGGGC.
+AF192352.1/9-315 GGUGAAACG.GCCA..UUCCAC..GGG.AUGCAAGGACAAAUG.CUGCC.
+AF192353.1/9-309 GGUGAAACG.GCCA..AUCCAC..GGG.AUGCAAGGGUAAACA.CUGCC.
+AF192361.1/1-243 AGUGAAACG.GCUA..UUCCAC..GGG.AUGCAAGGACAAAUA.CUGUU.
+#=GC SS_cons >........>>>>>>>>>>>>>>>>>>>>>>...<<<<......<<<<<<
+
+AP000060.1/76649-76320 GGC..................GG.UGAGG......GCCGCGCGAA.....
+AE001100.1/4619-4391 ..................................................
+AF121774.1/9-309 .....................AGU.GAAUC......CUGUAUGA......
+AF295979.1/1-293 .....................GGU.GAUUA......CUGUAGGA......
+AF192356.1/1-310 .....................UGU.GAUUA......CUGUAGGA......
+AE000894.1/8411-8119 .....................GGU.GAUUA......CUGUAGGA......
+U42987.1/1-244 ......................AA...UGA.......UAUGA........
+U67518.1/252-503 ..................................................
+AF192354.1/6-238 ..................................................
+AF192355.1/6-239 ..................................................
+AE010137.1/5091-5420 .....................GAU.GAGUU....CCCGGUGUGA......
+AF192358.1/1-331 .....................GAU.GAGUU....CCCGGUGUGA......
+AJ248283.1/174477-174806 .....................GAU.GAGUU....CCCGGUGUGA......
+AP000001.1/168172-168500 .....................GAU.GAGUU....CCCGGUGUGA......
+AF192364.1/1-331 .....................AAU.GAGUU....CCCGGUGUGA......
+U42988.1/1-279 .....................GAU.GAGUU....CCCGGUGGGA......
+AF192365.1/1-317 .....................UAU.GAGUU....CCCGGUGUGA......
+AF192352.1/9-315 .....................UGU.GAUUA......CUGUAGGA......
+AF192353.1/9-309 .....................AGU.GAAUC......CUGUAUGA......
+AF192361.1/1-243 .....................UAU.GGAUC......CUGUAUGA......
+#=GC SS_cons <<<..<<<<<....>>>>>.....<<<<.....bbbbbbbb>>>>...<<
+
+AP000060.1/76649-76320 ................................................GC
+AE001100.1/4619-4391 ..................................................
+AF121774.1/9-309 ..................................................
+AF295979.1/1-293 ..................................................
+AF192356.1/1-310 ..................................................
+AE000894.1/8411-8119 ..................................................
+U42987.1/1-244 ..................................................
+U67518.1/252-503 ..................................................
+AF192354.1/6-238 ..................................................
+AF192355.1/6-239 ..................................................
+AE010137.1/5091-5420 ..................................................
+AF192358.1/1-331 ..................................................
+AJ248283.1/174477-174806 ..................................................
+AP000001.1/168172-168500 ..................................................
+AF192364.1/1-331 ..................................................
+U42988.1/1-279 ..................................................
+AF192365.1/1-317 ..................................................
+AF192352.1/9-315 ..................................................
+AF192353.1/9-309 ..................................................
+AF192361.1/1-243 ..................................................
+#=GC SS_cons <<<<<<<<<....>>>>>>>>>>><<<<<<<......>>>>>>>....>>
+
+AP000060.1/76649-76320 CCGG.GGG.....GAGA..CCGCUUAGCCCAAUGCCGCC...........
+AE001100.1/4619-4391 ...............AA.GCGGCUCAGUCUAAUGCCGCC...........
+AF121774.1/9-309 ..GG.CAG....AGGUAACUCGCAUAGAUGAAUGCUGCC...........
+AF295979.1/1-293 ..GG.UAG....AGGUAGUUCGCCCAGAUGAAUGCUGCC...........
+AF192356.1/1-310 ..GG.CAG....AGGUAGUCCGCCGAGAUGAAUGCUGCC...........
+AE000894.1/8411-8119 ..GG.CAG....AGGUAGUCCGCCCAGAUGAAUGCUGCC...........
+U42987.1/1-244 .GGC.AGA.....GAUUGCCCGCUUAGAUGAAUGCUGCC...........
+U67518.1/252-503 ...............UUCGGCGCUUAGCCGAAUGUCACC...........
+AF192354.1/6-238 ...............AU..GUGCUAAGCUGAAUGUCACC...........
+AF192355.1/6-239 ...............UA..GCGUUUAGCUGAAUGUCGCC...........
+AE010137.1/5091-5420 ..GG.CCC...GUGGUAGGCCGCUUAGUCGAAUGCUCCC...........
+AF192358.1/1-331 ..GU.CCC...GUGGUUGGCCGCUUAGUCGAAUGCUCCC...........
+AJ248283.1/174477-174806 ..GG.CCC...GUGGUAGGCCGCUUAGUCGAAUGCCCCC...........
+AP000001.1/168172-168500 ..GG.CCC...GUGGUAGGCCGCUUAGUCGAAUGCCCCC...........
+AF192364.1/1-331 ..GG.CCC...GUGGUAGGCCGCUUAGUCGAAUGCCCCC...........
+U42988.1/1-279 ..GU.CCC...GUGUUAGGCCGCUCAGUCGAAUGUCCCC...........
+AF192365.1/1-317 ..GC.CCC...GUGGUAGGCCGCUCAGUCGAAUGCCCCA...........
+AF192352.1/9-315 ..GG.CAG....AGGUAGUCCGCCCAGAUGAAUGCUGCC...........
+AF192353.1/9-309 ..GG.CAG....AGGUAACUCGCAUAGAUGAAUGCUGCC...........
+AF192361.1/1-243 ..AA.CAG....AGGUAGUCCGCAAAGAUGAAUGCUGCU...........
+#=GC SS_cons >>>>.>>>.........>>>>............>>>>>><<<<<<<<.<<
+
+AP000060.1/76649-76320 .......................GAAG......................U
+AE001100.1/4619-4391 ........................GG.......................A
+AF121774.1/9-309 .......................ACC.......................A
+AF295979.1/1-293 ........................GA.......................A
+AF192356.1/1-310 ........................GA.......................A
+AE000894.1/8411-8119 ........................GA.......................A
+U42987.1/1-244 ........................UA.......................A
+U67518.1/252-503 ......................GAAAU......................U
+AF192354.1/6-238 ......................GAAAU......................U
+AF192355.1/6-239 ......................GAAAU......................U
+AE010137.1/5091-5420 .......................GUAG......................U
+AF192358.1/1-331 .......................UUAA......................U
+AJ248283.1/174477-174806 .......................GUAG......................U
+AP000001.1/168172-168500 .......................GUAG......................U
+AF192364.1/1-331 ......................GCAGG......................U
+U42988.1/1-279 .......................UUGA......................U
+AF192365.1/1-317 .......................UUAA......................U
+AF192352.1/9-315 ........................G........................A
+AF192353.1/9-309 .......................ACC.......................A
+AF192361.1/1-243 ........................AA.......................A
+#=GC SS_cons <<...>>>>.<<<<<<<.<<<<.....>>>>..>>>>>>>.>>>>>>>>.
+
+AP000060.1/76649-76320 ACAGAAGGCGGGUUAU.GG.CCGGCGCCGCC......
+AE001100.1/4619-4391 ACAGAAGGGGGCUUAC.UA.CCGCCA...........
+AF121774.1/9-309 ACAGAAGGUGGGUUA..CUCUCGGCA...........
+AF295979.1/1-293 ACAGAAGGUGGGUUA..CUCUCGGCA...........
+AF192356.1/1-310 ACAGAAGGUGGGUUA..CUCUCGGCAUGCCCGGU...
+AE000894.1/8411-8119 ACAGAAGGUGGGUUA..CUCUCGGCA...........
+U42987.1/1-244 ACAGAAGGUGGCUUA......................
+U67518.1/252-503 ACAGAAGGCGGGCUAU.AG.CCCCCA...........
+AF192354.1/6-238 ACAGAAGGCAGGCUAU.AG.CCCCCA...........
+AF192355.1/6-239 ACAGAAGGCGGGCUAU.AG.CCCCCA...........
+AE010137.1/5091-5420 ACAGAAGGCGGGCUAU.AG.CCCCCUCGCCUA.....
+AF192358.1/1-331 ACAGAAGGCGGGCUAU.AG.CCCCCUCGCCUA.....
+AJ248283.1/174477-174806 ACAGAAGGCGGGCUAU.AG.CCCCCUCGCCCA.....
+AP000001.1/168172-168500 ACAGAAGGCGGGCUAU.AG.CCCCCUCGCCUA.....
+AF192364.1/1-331 ACAGAAGGCGGGCUAU.AG.CCCCCUCGCCUA.....
+U42988.1/1-279 ACAGAAGGGGGCUUA......................
+AF192365.1/1-317 ACAGAAGGCGGGCUAU.AG.CCCCCU...........
+AF192352.1/9-315 ACAGAAGGUGGGUUA..CUCUCGGCA...........
+AF192353.1/9-309 ACAGAAGGUGGGUUA..CUCUCGGCA...........
+AF192361.1/1-243 ACAGAAGGUGGGUUA......................
+#=GC SS_cons ......aaaaaaaa...>>.>>>>>>>>>>>......
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00373.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00373.idx
new file mode 100644
index 0000000..7a6a205
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00373.idx
@@ -0,0 +1,13 @@
+AF192350.1/1-267
+AF192349.1/1-262
+AF121773.1/1-303
+AE006662.1/4933-4623
+L13597.1/422-736
+AE005130.1/3770-4144
+U42981.1/1-475
+M61003.1/281-714
+U42980.1/1-474
+U42984.1/1-371
+AL445066.1/122039-121735
+AF192351.1/1-250
+AF192360.1/1-293
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00373.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00373.raw
new file mode 100644
index 0000000..1c5fdb7
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00373.raw
@@ -0,0 +1,128 @@
+>AP000060.1/76649-76320
+GGCGGCGCCGGCCGGCGGCCCACGGCCCCCCAGCCAGGGGGGCUGAGGAAACUCCGCCCU
+CCCCGCGGCGGCCGGGCCCCGCAAGGGGCACGGGUGAAACCCGUGGCAACGGCACAGAAA
+CGACACGGCCCCGGGGCGUGUCGAGGACGCGGCUAGGCCGCCCUGGCAACAGGGCGGCAG
+CAAACCGCAGAGGAACCCCGGGGAUGCGGUGAAACGGCCGCCCCCGGCGGAGCAAGGCCC
+CCGGGCGGUGAGGGCCGCGCGAAGCCCGGGGGGAGACCGCUUAGCCCAAUGCCGCCGAAG
+UACAGAAGGCGGGUUAUGGCCGGCGCCGCC
+>AE001100.1/4619-4391
+CGGCGGUGGGCGGCUGACCGAAAGGAGGAAAGUCCCCCCACCCGCUGUGGCGGAAGGCCC
+CUGAGAAGGGGCGGAGGAGGAACAGAAACGAGACCGGUGCGGGGAAAUGCGAUGAUUCCG
+CAAGGAUGAGGUCACCCGCUCCGGAUGAAACGGCCUCCUCCCCGCCGGGUGCAACGCGUA
+AGCGGCUCAGUCUAAUGCCGCCGGAACAGAAGGGGGCUUACUACCGCCA
+>AF121774.1/9-309
+AGCCGAAGGGCAGCUACCGGUUUCUAUAGAUUUAAUGUCUGUAGUUAAACUGAGGAAACU
+CCACCCAUCGUACAGAACCGUGAUGUCCUAAGACAUCUGCUGAGAAGCAGGACUCUGGAG
+CAGAAACGACACGUCUUCUGGUGGAUGAACAUGAAGAUCCGUCUGAUUGACACCAGGAGG
+AACGGUGAAACGGCCAAUCCACGGGAUGCAAGGGUAAACACUGCCAGUGAAUCCUGUAUG
+AGGCAGAGGUAACUCGCAUAGAUGAAUGCUGCCACCAACAGAAGGUGGGUUACUCUCGGC
+A
+>AF295979.1/1-293
+AGCCGAAGGGCAGCUGACGGUCCCUCAAGGGGCUGAGGAAACUCCACCCAUCAUACAGAA
+CCGUGGUGCCGUGAGGCAUCAGCUGAGAGGCUGGACCCUGGAGCAAAAACGACACGUUUC
+CUGAUGGAUGAUAAUGAAGCUUCACCCUCAAGGAGCAGACUGACAUCAGGAGGACCGGUG
+AAACGGUCAUUCCACGGGAUGCAAGGACAAAUGCUGCCGGUGAUUACUGUAGGAGGUAGA
+GGUAGUUCGCCCAGAUGAAUGCUGCCGAAACAGAAGGUGGGUUACUCUCGGCA
+>AF192356.1/1-310
+ACCGGGCAAGCCGAAGGGCAGCUGACGGCCCAUUUUUGGGCUGAGGAAACUCCACCCAUC
+AUACAGAACCGCGGUGCCGUGAGGCAUCAGCUGAGAGGCUGGACCCUGGAGCAGAAACGA
+CACGUCUUCUGGUGGAUGAUAAUGAAGCUUCACCCUUAAAGGAGCAGACUGACACCAGGA
+GGACCGGUGAAACGGCCAUUCCGCGGGAUGCAAGGACAAAUACUGCCUGUGAUUACUGUA
+GGAGGCAGAGGUAGUCCGCCGAGAUGAAUGCUGCCGAAACAGAAGGUGGGUUACUCUCGG
+CAUGCCCGGU
+>AE000894.1/8411-8119
+AGCCGAAGGGCAGCUGACGGUCCCUCAAGGGGCUGAGGAAACUCCACCCAUCAUACAGAA
+CCGUGGUGCCGUGAGGCAUCAGCUGAGAGGCUGGACCCUGGAGCAGAAACGACACGUCUC
+CUGAUGGAUGAUAAUGAAGCUUCACCCUCAAGGAGCAGACUGACAUCAGGAGGACCGGUG
+AAACGGCCAUUCCACGGGAUGCAAGGACAAAUGCUGCCGGUGAUUACUGUAGGAGGCAGA
+GGUAGUCCGCCCAGAUGAAUGCUGCCGAAACAGAAGGUGGGUUACUCUCGGCA
+>U42987.1/1-244
+GAGGAAAGUCCAGCCAUCACCCUAAACCCCGGUGCCGCAAGGCAUCGGCCGAGAGGCCGG
+ACCCUGGCGCAGAAACGACACGUCUCCCGAUGGAUGAUAAUGAGGCCCCAAUUAAAGGGG
+UUGAUUGACAUCGGGAGGAUCGGUGAAACGGCCAAUCCGGGGGAUGCAAGGGUGAAAAUC
+UGCCAAUGAUAUGAGGCAGAGAUUGCCCGCUUAGAUGAAUGCUGCCUAAACAGAAGGUGG
+CUUA
+>U67518.1/252-503
+AGGGGGCUGGUGACUUUCCCCUCUUUAAGAGGGGAGGAAGUUCCGCCCACCCCAUUUAUG
+GGCAGCGUCCCCUGAGAAGGGGCGGGAGAUGCAGCAGAAACGACACGGCUCCGGAAGAGA
+UGACGAUGAUAGUGAAAGUUGAGGACUUCCGGAGAACCGGUGAAACGGGCAUCUCCCCUG
+CCCGGGGUGCAAGCCGGUUUCGGCGCUUAGCCGAAUGUCACCGAAAUUACAGAAGGCGGG
+CUAUAGCCCCCA
+>AF192354.1/6-238
+AGGGGGCUGGUGACUAUCCACUGGGAGGAAGCUCUGCCCACCCAAUUGUGUAGAUUUCCU
+GAGAAGGAAUGAAUAGGGUAUAGAAACGACACGGUUCUAAGAAAUAUGACUAUGAUAUUU
+UCAAAAUUGAGGAUUCUUAGAAAAUCGAUGAAACGACCUUAUUUUACACGGGUGCAAGCA
+UAUGUGCUAAGCUGAAUGUCACCGAAAUUACAGAAGGCAGGCUAUAGCCCCCA
+>AF192355.1/6-239
+AGGGGGCUGGUGACUAUCCAAUUGGGAGGAAGCUCCGCCCACCCAUUAUGUGCAACAAUC
+CCGAGAGGGAUUGAAUGGGGCAUAGAAACGACACGGCCUUAAAACAGAUGACGAUGAUAU
+CCGAAAAUUGAGGAGUUUUAAGGAAUCGGUGAAACGGCCCCAUUCUGCACGGGUGCAAGC
+AUUAGCGUUUAGCUGAAUGUCGCCGAAAUUACAGAAGGCGGGCUAUAGCCCCCA
+>AE010137.1/5091-5420
+UAGGCGAGGGGGCUGGGGGCUGUCGGGCUCGUGCCCGAGGAAGUUCCGCCCACCGCACCG
+GGGCCGCGGUGCCGUAAGGCACCGGCCGAGAGGCCGGGCAACGGCACAGAAACGACACGU
+CCCUCGGGGGAUGUGGAUGAAAGCGGUGAAGGCUCCCGGUGACGGGAGCCGAGUUAACCC
+GCAGACAAUCCCGAGGGGAGCGGUGAAACGGCCGUCCCGCGGGGUGCAAGGCCGAGUUAG
+GGCCGAUGAGUUCCCGGUGUGAGGCCCGUGGUAGGCCGCUUAGUCGAAUGCUCCCGUAGU
+ACAGAAGGCGGGCUAUAGCCCCCUCGCCUA
+>AF192358.1/1-331
+UAGGCGAGGGGGCUGGGGGCUGCCGGGCUUUAUGCCCGAGGAAGUUCCGCCCACCGCACC
+GGGGCCGCGGUGCCGUAAGGCACCUCCCGAGAGGGAGGGCAACGGCGCAGAAACGACACG
+UCCUCCGAGGGAUGGGAAUGAAAGCGGUGAAGGGGGCUGGUGACAGCUCCCGAGCUAACC
+CGCAGACGACCUCGGGGGGAUCGGUGAAACGGCCGUCCCGCGGGGUGCAAGGCCGAAAGA
+GGGACGAUGAGUUCCCGGUGUGAGUCCCGUGGUUGGCCGCUUAGUCGAAUGCUCCCUUAA
+UACAGAAGGCGGGCUAUAGCCCCCUCGCCUA
+>AJ248283.1/174477-174806
+UUGGCGAGGGGGCUGGGGGCUGUCGGGCUCGUACCCGAGGAAGUUCCGCCCACCGCACCG
+GGGCCGCGGUGCCGCAAGGCACCUCCCGAGAGGGAGGGCAACGGCACAGAAACGACACGU
+CCCUCGGGGGAUGUGGAUGAAAGCGGUGAAGGCUCCCGGCGACGGGAGCCGAGCUAACCC
+GCAGACAAUCCCGAGGGGAUCGGUGAAACGGCCGUCCCGCGGGGUGCAAGGCCGAGUUAG
+GGCCGAUGAGUUCCCGGUGUGAGGCCCGUGGUAGGCCGCUUAGUCGAAUGCCCCCGUAGU
+ACAGAAGGCGGGCUAUAGCCCCCUCGCCCA
+>AP000001.1/168172-168500
+UAGGCGAGGGGGCUGGGGGCCCUCGGGGUGCUCCCGAGGAAGUUCCGCCCACCGCACCGG
+GGCCGCGGUGCCGCAAGGCACCUCCCGAGAGGGAGGGCAACGGCACAGAAACGACACGCC
+CCUCGGGGGAUGUGGAUGAAAGCGGUGAAGGCUCCUGGUGACGGGGGCCGAGUUAACCCG
+CAGACGAUCCCGAGGGGAUCGGUGAAACGGCCGUCCCGCGGGGUGCAAGGCCGAGUUAGG
+GCCGAUGAGUUCCCGGUGUGAGGCCCGUGGUAGGCCGCUUAGUCGAAUGCCCCCGUAGUA
+CAGAAGGCGGGCUAUAGCCCCCUCGCCUA
+>AF192364.1/1-331
+UAGGCGAGGGGGCUGGGGGCUGUCGGGCUCGUACCCGAGGAAGUUCCGCCCACCGCACCG
+GGGCCGCGGUGCCGCAAGGCACCUCCCGAGAGGGAGGGCAACGGCACAGAAACGACACGU
+CCCUCGGGGGAUGUGGAUGAAAGCGGAGAAGGCUCCUGGCGACAGGAGCCGAGCUAACCC
+GCAGACAAUCCCGAGGGGAGCGGUGAAACGGCCGUCCCGCGGGGUGCAAGGCCGAGUUAG
+GGCCAAUGAGUUCCCGGUGUGAGGCCCGUGGUAGGCCGCUUAGUCGAAUGCCCCCGCAGG
+UACAGAAGGCGGGCUAUAGCCCCCUCGCCUA
+>U42988.1/1-279
+GAGGAAAGUCCAGCCACCGCACCGGGGCCGCGGUGCCGCAAGGCACCUCCCGAGAGGGAG
+GGCAACGGCGCAGAAACGACACGUCCCGGCGGAUAUGGGGAUGAAAGCGGUGAAGGGCCC
+CGGCGACGGUGCCCGAGAUAACCCGCAGACGACCCGUCGGGGACCGGUGAAACGGCCGUC
+CCGCGGGGUGCAAGGCCGAGGAAGGGGCGAUGAGUUCCCGGUGGGAGUCCCGUGUUAGGC
+CGCUCAGUCGAAUGUCCCCUUGAUACAGAAGGGGGCUUA
+>AF192365.1/1-317
+GGGGGCUGGGGCCCUCGGGUAUUUGACCCGAGGAAGUUCCGCCCACCGCACCGGGGCCGC
+GGUGCCGCAAGGCACCUCCCGGAAGGGAGGGCAACGGCGCAGAAACGACACGUCCCUCGG
+GAAAUGUGGAUGAAAGCGGUGAAGGCUCCCGGCGACGGGAGCUGAGUUAACCCGCAGACA
+AUCCCGAGGGGAGCGGUGAAACGGCCGUCCCGCGGGGUGCAAGGCCGAGAUAGGGGCUAU
+GAGUUCCCGGUGUGAGCCCCGUGGUAGGCCGCUCAGUCGAAUGCCCCAUUAAUACAGAAG
+GCGGGCUAUAGCCCCCU
+>AF192352.1/9-315
+AGCCGAAGGGCAGCUACCGGUUUCUAUAGAUUUAAUGUCUGUAGUUAAACUGAGGAAACU
+CCACCCAUCAUGCAGAGCCGUGGUGCCGUAGCAUCAGCUGAGAGGCUGGACCCUGGAGCA
+GAAACGACACGUCUCCUGGUGGAUGAUAAUGAAGCUUCACCCUCAAGGAGCAGACUGACA
+UCAGGAGGACCGGUGAAACGGCCAUUCCACGGGAUGCAAGGACAAAUGCUGCCUGUGAUU
+ACUGUAGGAGGCAGAGGUAGUCCGCCCAGAUGAAUGCUGCCGAACAGAAGGUGGGUUACU
+CUCGGCA
+>AF192353.1/9-309
+AGCCGAAGGGCAGCUACCGGUUUCUAUAGAUUUAAUGUCUGUAGUUAAACUGAGGAAACU
+CCACCCAUCGUACAGAACCGUGAUGUCUAAGACAUCUGCUGAGAGGCAGGACUCUGGAGC
+AGAAACGACACGUCUUCUGGUGGAUGAACAUGAAGAUCCGUUCUGAUUGACACCAGGAGG
+AACGGUGAAACGGCCAAUCCACGGGAUGCAAGGGUAAACACUGCCAGUGAAUCCUGUAUG
+AGGCAGAGGUAACUCGCAUAGAUGAAUGCUGCCACCAACAGAAGGUGGGUUACUCUCGGC
+A
+>AF192361.1/1-243
+GAGGAAACUCCACCCAUCAUACAGAACCGUGAUGCCAGCAGGCAUCUGCUGAGAAGCAGG
+ACACUGGAGCAGAAACGAUAUGUUUUCUAAUGGACGAACAUGAUGCUUAAAUGCUGAUGG
+ACAUUAGAAAAAUACAGUGAAACGGCUAUUCCACGGGAUGCAAGGACAAAUACUGUUUAU
+GGAUCCUGUAUGAAACAGAGGUAGUCCGCAAAGAUGAAUGCUGCUAAAACAGAAGGUGGG
+UUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00373.test b/benchmarks/cmsearch-rmark/rmark-1/RF00373.test
new file mode 100644
index 0000000..a4d938c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00373.test
@@ -0,0 +1,95 @@
+>AF192350.1/1-267
+GAGGAAAGUCCCGCCUCCUGGCCUAAAGGAGUCUCUAUAGAGACAAGGGCAACACCCUUG
+GCAACUAUACAGAAACAAGUACCUUGAAAGCUACAUGUGAAAAUGAUUGUGCCCCUUCCU
+CUGGUAACGGAGGAAGAAACAUGAGAGUAGCUUUCAAGGAUGAAAAGAUAGACCUCCUAG
+GAGCAAGUAGAGGGAAAGAUGAGACUAGGCCCGAUUUCCCUCUAGGACGCAUAGCCAAAU
+CCCCCAACCAUUACAAAAGCGGGCUUA
+>AF192349.1/1-262
+GAGGAAAGUCCCGCCUCCAGAUCAAGGGAAGUCCCGCGAGGGACAAGGGUAGUACCCUUG
+GCAACUGCACAGAAAACUUACCCCUAAAUAUUCAAUGAGGAUUUGAUUCGACUCUUACCU
+UGGCGACAAGGUAAGAUAGAUGAAGAGAAUAUUUAGGGGUUGAAACGCAGUCCUUCCCGG
+AGCAAGUAGGGGGGUCAAUGAGAAUGAUCUGAAGACCUCCCUUGACGCAUAGUCGAAUCC
+CCCAAAUACAGAAGCGGGCUUA
+>AF121773.1/1-303
+UAGGGGAGCCUAACAGGGGGCCACGGGAAACUGGGGAAACUCCAGCCUCUCGCCCAGGGG
+GAGUCCCGCGAGGGACGGGGUUAGGUGCUCCGACAACUGCACAGAAACGAGACCUGCGGU
+GGGCCAGAUGAAAAUGAUCAUUUACCCCAUCUGGCGACGGAUGGGAGGGUGUGAGAGACC
+UAUCGUGGGUUGAAACGGCAGAUCUCCCCUUGAGCAAGUAGGGGAGGAUAGGGCAAAAUG
+ACUCCCCUGAUACGCAGAGCCUAAUCCCCCAAGUACAGAAGCUGGGUUAUUGUUAGGCUC
+CCC
+>AE006662.1/4933-4623
+UAUGGGAUCCCUAGCGGGGGUAACGGGGCAAACCCUGAGGAAACUCCGGCCUCCAACCCU
+UACAAGAACCCCGUAAGGGGUAGGGAUAGAAUCCCUGGCUACUACACAGAAACGAAGCCC
+UAAUACUAGAUAGAUGAUUGGACCUACUAGCAAGUAAUUGCUAGUAGUACAUGAUAGAUG
+AAAGUAUUAGGGCUUGAAACGGUAGACCUCUUGGGAGCAAGUUGAAGGGGGAUGAGCAAA
+GGGUUGACUCCUUAUAGUACGCUUAGUCGAAUCCCCUCAGUACAGAAGCCGGGUUAUGCU
+AGGGAUCCCUA
+>L13597.1/422-736
+UAGGGGAGCCUAACAGGGGGUUACGGGAAUAUCCUGAGGAAACUCCAGCCUCCAAGCCUC
+AUGGGAGCAGUUAGAUCUGCAGGGUUAGUGCUCUGGCUACUGCACAGAAACGUAACCGGU
+AUAAUAGGAUAUGAAAAUGAGUUUAUAUGUAGUCUAGGUAACUAGGCUACAUAAAUGAGA
+CCUAUUAUACCGGCUGAAACGGCAGUCCUCCCAGGAGCAAGUAAGGAGGGGAUGAGUUGA
+GGUUCAACCCUCCUAAGGACGCUUAGUAGAAUCCCCCUAAAUACAAAAGCUGGGUUAUUG
+UUAGGCUCCCCUUAU
+>AE005130.1/3770-4144
+GGCAGAGGGAGCCCGGCUCCCGUGCCGUGAGGCAUGAGGAAAGUCCCCCCACCCGUUCGG
+GCACGCGGCCGGACACACGUCCGGGGCGGGAGACCGCCGGCACUGGAACAGACACGACAC
+GUCCCUCCCACACCGAUGAGGCGCGCGACCCACCCCGAAAGGGACGGCAGUUAACCCGCC
+GAGGGCGUGGCCGCCACACCGGCGGCCACGGACCGGUGAUCGACACCCCAAUGGGAGGGG
+AGCGAUGGAACGGCCAACCCCCGCCGGUGCAAGUCCACGCGCGCAUGGUAGCCCGAACCA
+CCCGAAAGGGGCCGCGUGGACGCUCAGCCGAAUGCCGGGCCGAACAGAAGGGGGCUUACU
+CCCCUCAGCUCGUAU
+>U42981.1/1-475
+GGCAGAGAGAGCCCGGCCACCGCGGCGUACCGACAGGCACACACGUGCCAGCGGGUACGC
+ACGCGAGGAAAGUCCCCCCACCGCCGGGCAGGUGACCGGGGAAACCCCGGGACGGGAGAC
+CGUCGGCGCUGGAACAGCAACGAGACCCCUCCACCCGACCGAUGAGGCGCGGGCGGUGGC
+AUCGCCACCGUCUCGGCGCGAGCGGCACGGGGUGCAUCGUGCGCCCCGAAGCGAGCGGGC
+ACCGCCCGCGACGCAGCCGCGAGCGUGCGAACCCGACGCAAAACGGCCACUGGUCGGACA
+AAGCAACGGGGAGCUAACCCGCCGAGGGAUGAGGGUGGAGAACGGAUGGAACGGCGAAUC
+CUCACCGGUGCAAGUCCACGCCACGCGGAUCGGCCGCACGGUAGCCCGGCAGGGACGUGG
+ACGCUCAGCCGAAUGCCGGGGCGAACAGAAGGGGGCUUACUCCUCUCAGCCAUGU
+>M61003.1/281-714
+GGCAGAGAGAGCCCAGUUCCCGUGCCCGAGACGGGCAUGAGGAAAGUCCCCCCACCGUCC
+GAACGGGUGACCGGGCGCAAGCCCGGAGUCGGAGACGGCUGGCGCUGGAACAGAAACGAG
+ACCGCUCGACCCGACCGAUGAUGCGCGCGCGACGGCUCCGCCGUCGCCGGCGCGGCCGUC
+ACGGCCGCGUGCGAACCGACCCGUAAGGGAAGGGAGCUAACCCGCAGAGGGAUGAGGUGG
+CGUCGCCAUCUCCGACGGUCGAGAACGGAUGGAACGGCGAAUCCUCACCGGUGCAAGUCC
+GCGCCGCGAAGGGUAGUUCGGACGGCGCGUCGGGUUCGCCCGUCGCGCCCUCGGGGGGCU
+CGCCCCGAGAAGGACGCGGACGCUGAGCCGAAUGCUGGGACGAACAGAAGGGGGCUUACU
+CCUCUCAGCCGCUU
+>U42980.1/1-474
+GGGAGAGAGAGCCCGGCUGCCGCGGGCGUCGUGCGACGCGCGCGAGGAAAGUCCCCCCAC
+CUGUUCGGGCAGGUGACCAGACGCAAGUCCGGGGCGGGAGACCGCUGGCUCUGGAACAGA
+AACGACACGUCUCGGCCCGACCGAUGAUGCGUGCGAACCCGACCGCGAGGAAGGGGAGUU
+GACCCGCAGAGGGAGUGUGGUCGGUAUCCCGUGGUUCGAAUCCACGGAUUGCGAGCGCGG
+UUCGACGCGUCUCUGACGCGGGACCCGCGACCGAGUGCGACGGCACGAGCCGUCGAACAC
+GCACGGCGCGAUUGACCACACUGAGACGGCCGAGGAGCGAUGGAACGGCGAACCCUCACC
+GGUGCAAGUCCGUGCCGUGGUAGCCCGAACAUCUCGCGGCUCCGCCGCGAACGGCGCGGA
+CGCUUAGCCGAAUGCUGGGACGAACAGAAGGGGGCUUACUCCUCUCACCCGUUU
+>U42984.1/1-371
+CAUGCGAGAGAGGCUGGACGGCUGACGGGCCUUCGGGUCUGAGGAAAGUCUCCCCACCGC
+UCCGGAUACACGAACAUCUGUAAAGGAUGUCGGGCGAGAGCCCGGGCCCUGGCACAGAAA
+CGAUAACCAUCCUCUGAAAAUGCGAUGAUGCGGAAGCUGAGAUCUCAGGGUAAAUGGAUG
+AAACGGCGAACCCUCGUGGGUGCAAGUUGGAAAUCGGGGAGAAGAGAAUUCCGGACUCUC
+CCGGUUGUUUUUGGAAACGCAUAGCCGAAUGCCGUCACUGCAAGAGUCCUCAGGACCAUU
+UCCUCCACUGAUGGGUGAUAGGAAAUCUUUGCAGGAACAGAAGGGAGCUUACGUGCCUCA
+CUCGCAUAAAC
+>AL445066.1/122039-121735
+GGCGGGAAAGCGCGAGGGCAGCUGACGCCCUUGAGGUGAGGAAAGUCCCCCCUCCUCGGC
+GGUAUCCGGCUGGCGCAAGCCAGCAUCCUGAGAGGGAUGGUAAAGGCAAAAGAAAUAAAC
+GGUCUCCGGUAAAGCAUGAUUCCGAAGGGAUGACGUUUCCGGAGGAUCCGAUGGAAAGCC
+UCCCCGGAUGGAGAAAGUCUAAACGGAUCCUGUGAGGCCGCCGUGAGGAUCGGGUAAGAC
+GAACAGUCGAAUGCUGCCAGCCCAUUGGGUGAACAGAAGGGGGCUUACUCCGCGGAUUCC
+CGCCA
+>AF192351.1/1-250
+GAGGAAAGUCCAGCCACCACUGGACACACAGACAUUCCCCCAAGGAUGUAGGGCGAGAGC
+UCUGGCUCUGGCACAGAAACGAGACCGCGCCGCGUAAAGCGAUGAUGCCGCAAGGCUGAG
+GUCGCGCGGGAGGCGGAUGAAACGGCGAAACCCUGUGGGUGCAAGCCAAAAUAGAGCUGA
+GAACGCGGACGUCCAGCCGAGCUCGGGUAUGGCGCUAAGCUGAAUGCCGUCAAAGACAGA
+AGGGGGCUUA
+>AF192360.1/1-293
+GAGGAAAGUCCACCCACCUGCUGAGCGCGCAGCCGUAUGCAAGUACGGGUGGCGAGAGUC
+ACGGCUAUGGCACAGAAACGACACGGCCUGCCCCCAGCCAUGAUGCGAUCGAGUCCAUUC
+GUGGGCAAUGCGUCCGCUCCCAACAAGCGCGGAUGUCUCGCUGAUGCAUAAGGGUAGGUA
+GCGACGAAACGGUGAAUCCUGCGGGUGCAAGCCAAAACAGGGCAACAAGGCUGCUCAGUG
+CCUGCCCGGGUAUGGCGCGUAGCUGAAUUGCCGCACCGACAGAAGCGGGCUUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00379.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00379.ali
new file mode 100644
index 0000000..8ee6db2
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00379.ali
@@ -0,0 +1,240 @@
+# STOCKHOLM 1.0
+#=GF ID ydaO-yuaA
+#=GF AC RF00379
+#=GF DE ydaO/yuaA element
+#=GF AU Moxon SJ
+#=GF GA 20.0
+#=GF NC 0.6
+#=GF TC 20.9
+
+AP005280.2/320767-320608 UUUAGAGAAAUUCU.UUAAA.UCGU..GCGG..................C
+AP005221.1/58254-58086 GGGGAUCGGAUGCA.G..AACACG...AUG...................C
+AP005035.1/170996-170817 GUCGCGUAAGCGCC.G..CA.GGC......A..................G
+AL939125.1/103160-103305 AGUCCCCGUACGGC.GC.GA.GCC...AGG...................G
+AP005030.1/249709-249554 GGACAGUCAUCGCC.G..AG.UCCCC.GUAUGGCGCGAGCCAG.....GG
+AL939115.1/44787-44621 UCGCGUCAAGCGCC.G..AA.GGC......A..................G
+AL939120.1/174742-174619 CCAGGUAAGUCGCC.G..CA.CCG...GUCA..................C
+AL939121.1/140405-140238 AGUCCGGCCUGCCC.G..CA..CG...GCAC..................C
+AP005037.1/250884-250731 CGUGCGCGUGUGCC.G..AA.UCCU..GCAA.................GG
+AL939118.1/280215-280371 CGUGCGCACGCGCC.G..AA.UCCC..GCAA.................GG
+Z99106.2/69881-70024 GAAAACAAAUCGCU.U..AA.UCUG..AAAU.................CA
+Z99119.2/173775-173923 UCUCUUUUACCGCU.U..AA.UCA...AACA..................C
+AE017003.1/243756-243902 UUUUCUAAAUCGCU.G..AA.ACC...GCAU..................G
+AE017030.1/26833-26979 UUUUCUAAAUCGCU.G..AA.ACC...GCAU..................G
+AE017266.1/262400-262545 AACCUAAAAUCGCU.G..AGUUCCA..GAAA.................UG
+AE017274.1/273490-273633 UAAAACCUUUUGCU.G..AG.UCCA..AAAU................UUG
+AE017026.1/179648-179795 UUUUGUAAUACGCU.G..AG.UCCA..AUUA...............UAUG
+AE017008.1/280218-280361 UAAAACCUUUUGCU.G..AG.UCCA..AAUU................UUG
+AE017000.1/129012-129159 UUUUUGUAAACGCU.G..AG.UCCA..AUUA...............UAUG
+AE017266.1/261264-261411 UUUUGUAAUACGCU.G..AG.UCCA..AUUA...............UAUG
+AE017034.1/230440-230582 UAAAACCUUUUGCU.G..AG.UCCA..AAUU................UUG
+AP001509.1/35283-35436 CACCUUUAAUCGCU.G..AA.UCUC..UAUU.................GA
+AP004598.1/207087-207245 CCUUUUUAGUCGCU.G..AA.ACUGUUGCUUUAGUAUUGUG.......CA
+AE015945.1/1135-1257 UAAUAACAUAAGCC.U..AA.GUU....UAA..................A
+AE007636.1/3809-3947 UCCUUAAGAGUGCC.G..AA.UCUUA.AUAA............UAUUUAA
+AE007805.1/1159-1284 UAAUAUCAUUAGCC.U..AAAUU....UUAA...................
+AF299117.1/4182-4326 UGUAGUCAAG.GCU.G..AA.UUUCCCAAAA...............AGGA
+AE013066.1/6212-6337 AGUUAAAACAUGCC.G..AA.UCCCCGAUAA................GGG
+AE013055.1/1499-1628 UUUGCAAUCUUGCC.G..AA.UCC...GAAA..................G
+AE013141.1/12818-12684 UAAUCGUUAUCGCU.G..AA.CCCG..AAAA..................G
+AE013058.1/810-942 ACAUGCUAAACGCU.G..AA.UUCG..UUAA..................G
+#=GC SS_cons ..........<<<<.......<<<.........................>
+
+AP005280.2/320767-320608 G.AGCCGGGGAACCAAA.................................
+AP005221.1/58254-58086 G.AGCCGGGGAACCACAG................................
+AP005035.1/170996-170817 G.AGCGGGGGACCCAAGGUAGGCGCCGGGCCCAG................
+AL939125.1/103160-103305 G.AGCCGGGGACCCAUC.................................
+AP005030.1/249709-249554 G.AGCCGGGGACCCAUC.................................
+AL939115.1/44787-44621 G.AGCGGGGGACCCAAGGUAAGUGCCGCACCGGGCAGUUGAGCCGGAGCG
+AL939120.1/174742-174619 C.ACCGGAG....CG...................................
+AL939121.1/140405-140238 GGAGCCGGGGACCCAACCGA..............................
+AP005037.1/250884-250731 G.AACCGGGGAACCAU..................................
+AL939118.1/280215-280371 G.AACCGGGGAACCA...................................
+Z99106.2/69881-70024 G.AGCGGGGGACCCAAUAGAACGGC.........................
+Z99119.2/173775-173923 G.AACGGGGGAACCAACGAUUGGCUGUU......................
+AE017003.1/243756-243902 G.UACGGGGGACCCG...................................
+AE017030.1/26833-26979 G.UACGGGGGACCCGUUCUUAUGGAUUAG.....................
+AE017266.1/262400-262545 G.AGCGGGGGAACCA...................................
+AE017274.1/273490-273633 G.AGCGGGGGAACCA...................................
+AE017026.1/179648-179795 G.AGCGGAGGAACCAA..................................
+AE017008.1/280218-280361 G.AGCGGGGGAACCA...................................
+AE017000.1/129012-129159 G.AGCGGAGGAACCAA..................................
+AE017266.1/261264-261411 G.AGCGGAGGAACCAA..................................
+AE017034.1/230440-230582 G.AGCGGGGGAACCA...................................
+AP001509.1/35283-35436 G.AGCGGGGGAACCAUACCUGACAGAGUUG....................
+AP004598.1/207087-207245 G.UGCGGGGGACCCAUUUUUGGCAAUAAAA....................
+AE015945.1/1135-1257 A.CGCGGGGGAACCA...................................
+AE007636.1/3809-3947 G.UACGGGGGAACAC...................................
+AE007805.1/1159-1284 A.AACGGGGAAACCA...................................
+AF299117.1/4182-4326 A.AACGGGGGAACCA...................................
+AE013066.1/6212-6337 G.UACGGGGGAUGUA...................................
+AE013055.1/1499-1628 G.UACGGAGGAACCG...................................
+AE013141.1/12818-12684 G.GGCGGGGGACCCA...................................
+AE013058.1/810-942 A.AGCGGGGGACCCA...................................
+#=GC SS_cons >.><<<<<<....<<...................................
+
+AP005280.2/320767-320608 .CGUGU..................UCCUGGGGU.GAG.UUUCCCACAAGG
+AP005221.1/58254-58086 .UGUUC....................CUGGGGU.GAA.UUCUCCAUGAGG
+AP005035.1/170996-170817 .CACUU......GAGGCUGGUCCGGCUAGGGGU.GAAGUCGCGCGCCGGA
+AL939125.1/103160-103305 .GCAGU..................CCCUGGGGU.GAA.UCGGACGCCCGC
+AP005030.1/249709-249554 .GCAGU..................CCCUGGGGU.GAA.UCGGGCACC...
+AL939115.1/44787-44621 GCUAGG...................GGUGGAGCCGAG.UUCCGCGA....
+AL939120.1/174742-174619 ..GCU......................CGGGGU.GAA.GCCGUACCC...
+AL939121.1/140405-140238 .GAACU....................UUGGGGU.GAA.UCGGCCUCACCG
+AP005037.1/250884-250731 .CAACU.....................UGGGGU.GAA.UCACGCGGAUGC
+AL939118.1/280215-280371 .CCACA....................UUGGGGU.GAA.UCGGGCG.....
+Z99106.2/69881-70024 .UUUUU................GCCGUUGGGGU.GAA.UCCU........
+Z99119.2/173775-173923 .UUAUU.............AACAGCCUUGGGGU.GAA.UCUUA.......
+AE017003.1/243756-243902 .UUUUUACGGAUUAGUACAUAAUCCGAUGGGGU.GAA.UCCUU.......
+AE017030.1/26833-26979 .UUCUU..............AAUCCAAUGGGGU.GAA.UCCUU.......
+AE017266.1/262400-262545 .AUUUU........GUGCAUCGUCACUUGGGGU.GAA.UCUUUCA.....
+AE017274.1/273490-273633 .UUUUU.......GUAGCUUUGCUACUUGGGGC.GAA.UCUU........
+AE017026.1/179648-179795 .UUUGU..........GCAGUGUCACUCGGGGU.GAA.UCUUUCA.....
+AE017008.1/280218-280361 .UUUUU.......GUAGCUAUGCUACUUGGGGC.GAA.UCUU........
+AE017000.1/129012-129159 .UUUGU..........GCAGUGUCACUAGGGGU.GAA.UCUUUCA.....
+AE017266.1/261264-261411 .UUUGU..........GCAGUGUCACUAGGGGU.GAA.UCUUUCA.....
+AE017034.1/230440-230582 .CUUUU.......GUAGCUAUGCUACUUGGGGC.GAA.UCUU........
+AP001509.1/35283-35436 .UUUCU.................GUCUUGGGGU.GAA.UCUUAUG.....
+AP004598.1/207087-207245 .CAUUU.................GUCUUGGGGU.GAA.UCUAA.......
+AE015945.1/1135-1257 .UUAAU.....................UGGGGU.GAA.UCACAU......
+AE007636.1/3809-3947 ..AUU......................GUGGGU.GAA.UCUUACGAC...
+AE007805.1/1159-1284 .AUUUU.....................UGGGGU.GAA.UCGCA.......
+AF299117.1/4182-4326 ..UAAU.....................GGGGGU.GAA.UCACUUUUUAGG
+AE013066.1/6212-6337 ..AAUU.....................UGGGGU.GAA.UCCAC.......
+AE013055.1/1499-1628 .CUUUU.....................UGGGGU.UAA.UCUGC.......
+AE013141.1/12818-12684 .CACUU....................UUGGGGC.GAA.UCUCU.......
+AE013058.1/810-942 .CUCUU....................UUGGGGU.GAA.UCCAUCU.....
+#=GC SS_cons ...........................>><<<.......<<<<.......
+
+AP005280.2/320767-320608 G...............................................UU
+AP005221.1/58254-58086 GUCCGAUCAGUAGUCAACCGCGCUGAUCCGGAU...............GG
+AP005035.1/170996-170817 AUCGGCAGA.......................................GG
+AL939125.1/103160-103305 G...............................................CG
+AP005030.1/249709-249554 ................................................CU
+AL939115.1/44787-44621 ................................................GG
+AL939120.1/174742-174619 ................................................GU
+AL939121.1/140405-140238 CCCUCGACGCGAGGACG...............................GU
+AP005037.1/250884-250731 CGCCGUGGCAACACGGCAG.............................GU
+AL939118.1/280215-280371 .................................................U
+Z99106.2/69881-70024 ................................................UU
+Z99119.2/173775-173923 ................................................CU
+AE017003.1/243756-243902 ................................................GA
+AE017030.1/26833-26979 ................................................GA
+AE017266.1/262400-262545 ................................................GU
+AE017274.1/273490-273633 ................................................AU
+AE017026.1/179648-179795 ................................................AU
+AE017008.1/280218-280361 ................................................UU
+AE017000.1/129012-129159 ................................................AG
+AE017266.1/261264-261411 ................................................AU
+AE017034.1/230440-230582 ................................................UU
+AP001509.1/35283-35436 ................................................UU
+AP004598.1/207087-207245 ................................................AU
+AE015945.1/1135-1257 ................................................UU
+AE007636.1/3809-3947 ................................................UA
+AE007805.1/1159-1284 ................................................UA
+AF299117.1/4182-4326 AG..............................................UU
+AE013066.1/6212-6337 ................................................GU
+AE013055.1/1499-1628 ................................................GG
+AE013141.1/12818-12684 ................................................UC
+AE013058.1/810-942 ................................................UU
+#=GC SS_cons ..................................................
+
+AP005280.2/320767-320608 CUCUCGCAGAGAGAGAAGGAG.......UGGGGAU..AGGGG....CCUU
+AP005221.1/58254-58086 AA..........................UGGGGAU..AGGGG....CCUU
+AP005035.1/170996-170817 AAGG........................CGCGCG.GCCGGGCA..ACUCA
+AL939125.1/103160-103305 CACCGCGAGGG.................GGUCCGU..AGGAG...ACCUU
+AP005030.1/249709-249554 CUCCUGAGGG..................AGCCCGU..AGGAG...ACCUU
+AL939115.1/44787-44621 AA..........................CCCGGC...CGGGCA..ACUCA
+AL939120.1/174742-174619 CAGG........................GCACGGC..CGGGC...ACCUC
+AL939121.1/140405-140238 CC............................GCCGU..AGGGCAA.ACCUU
+AP005037.1/250884-250731 AUA.........................CGCGCGU..AGGAG...ACCUU
+AL939118.1/280215-280371 AUGCCGCCGUGGGAACACGGUCGGCAGGCACCCGU..AGGAG...ACCUU
+Z99106.2/69881-70024 UU.............................AGGU..AGGGCUA.ACUCU
+Z99119.2/173775-173923 AA...........................GUAAG...AGGGGGU.ACUCU
+AE017003.1/243756-243902 AA............................AAGGU..AGGGCU..ACUCA
+AE017030.1/26833-26979 AA............................AAGGU..AGGGCU..ACUCA
+AE017266.1/262400-262545 UU..........................UGAAAGU..AGGGCU..ACUCU
+AE017274.1/273490-273633 UU.............................AAGU..AGGGAA..ACUCU
+AE017026.1/179648-179795 UU..........................UGAAAGU..AGGGCU..ACUCU
+AE017008.1/280218-280361 UU.............................AAGU..AGGGAA..ACUCU
+AE017000.1/129012-129159 UU..........................UGAAAGU..AGGGCU..ACUCU
+AE017266.1/261264-261411 UU..........................UGAAAGU..AGGGCU..ACUCU
+AE017034.1/230440-230582 UU.............................AAGU..AGGGA...ACUCU
+AP001509.1/35283-35436 UUU.........................UAUAAG...AAGGGAU.ACUCU
+AP004598.1/207087-207245 AU............................UUAGA..AGGGAU..ACUUU
+AE015945.1/1135-1257 AU..........................UUUGUGU..AGGUUA..GCCUU
+AE007636.1/3809-3947 UU..........................CGUAAGU..AGGGU...GCCUU
+AE007805.1/1159-1284 AUA.........................UAUGCGU..AGGUUUGUGCCUU
+AF299117.1/4182-4326 AAACUUCUU...................GAAGUGA..CGGAAA..GGUAU
+AE013066.1/6212-6337 AU...........................UGUGGU..AGGGUG..GCCCU
+AE013055.1/1499-1628 AUUC........................CCGCAGU..AGGGAU..GCCUU
+AE013141.1/12818-12684 CUACGG......................GAAGAGU..AGGGUU..ACUCC
+AE013058.1/810-942 UAAA........................AGAUGGU..AGGGUU..AUCUU
+#=GC SS_cons ..............................>>>>....<<<<........
+
+AP005280.2/320767-320608 CC..G.......CUCCGAACCCGACAGCUAACUCGGU.C.AGCA....AA
+AP005221.1/58254-58086 CC..G.......CUCCGAAUCCGACAGCUAACCCGGC.A.GACC....AA
+AP005035.1/170996-170817 ACC.G.......GCCCGAACCCGACAGCUCACCUCGU.A.GGCG.U..CG
+AL939125.1/103160-103305 CCA.C.......CUCCGAACCCGUCAGCUAACCCGGU.A.GGCG......
+AP005030.1/249709-249554 CCU.G.......CUCCGAACCCGUCAGCUAACCCGGU.A.GGCG......
+AL939115.1/44787-44621 ACC.G.......GCCCGAACCCGACAGCUCACCUCGC.A.GGCG.U..CG
+AL939120.1/174742-174619 CC..C.......GCCCGAACCCGACAGCUCACCUCGC.A.GGCG.U....
+AL939121.1/140405-140238 CCGCGCCACACCGCCCGAACCCGACAGCUAACCCGGU.A.GGCGGA.GCA
+AP005037.1/250884-250731 CCU.G.......CUCCGAACCCGUCAGCUAACCCGGU.A.GGCC......
+AL939118.1/280215-280371 CCU.G.......CUCCGAACCCGUCAGCUAACCCGGU.A.GGCG....AA
+Z99106.2/69881-70024 CAUAU.......GCCCGAAUCCGUCAGCUAACCUCGU.A.AGCG.U..UC
+Z99119.2/173775-173923 GAA.U.......CCCU.AAUCCGACAGCUAACCUCGU.A.GGCG.U.AUA
+AE017003.1/243756-243902 UA..G.......GCCCGAAUCCGACAGCUAACCUCGU.A.AGCG.U..UA
+AE017030.1/26833-26979 UA..G.......GCCCGAAUCCGACAGCUAACCUCGU.A.AGCG.U..UA
+AE017266.1/262400-262545 UUA.G.......GCCCGAAUCCGACAGCUAACCUCGU.A.AGCG....UU
+AE017274.1/273490-273633 CAC.U.......UCCCGAGUCCGACAGCUAACCUCGU.A.AGCG.UAAUG
+AE017026.1/179648-179795 CAA.A.......GCCCGAAUCCGACAGCUAACUUCGU.A.AGCG.U.CUU
+AE017008.1/280218-280361 CAC.U.......UCCCGAGUCCGACAGCUAACCUCGU.A.AGCG.UAAUG
+AE017000.1/129012-129159 CAA.A.......GUCCGAAUCCGACAGCUAACUUCGU.A.AGCG.U.CUU
+AE017266.1/261264-261411 CAA.A.......GUCCGAAUCCGACAGCUAACUUCGU.A.AGCG.U.CUU
+AE017034.1/230440-230582 CAC.U.......UCCCGAGUCCGACAGCUAACCUCGU.A.AGCG.UAAUG
+AP001509.1/35283-35436 CCA.U.......CCCU.AAUCCGACAGCUAACCUCGU.A.AGCGUU.GAU
+AP004598.1/207087-207245 AU..G.......UCCCUAAUCCGACAGCUAACCUCGU.A.AGCG.U..CA
+AE015945.1/1135-1257 ............UACCGAACCCGUCAGCUAACCCCGU.U.GGUA.....A
+AE007636.1/3809-3947 CA..........ACCCGAAUCCGUAAGCUAACCUCGG.A.GGCAAAAUUG
+AE007805.1/1159-1284 ............UACCGAAUCCGUCAGCUAACCUCGU.A.GAAU....AA
+AF299117.1/4182-4326 CA..........UUCCGAACCCGGCAGCUAACCUCGU.A.AGCG.....U
+AE013066.1/6212-6337 C...........ACCCGAACCCGUCAACUAACCUCGG.A.GGCA......
+AE013055.1/1499-1628 CU..G.......UCCCGCACCCGACAGCUAACUCCGG.A.GGCA.U..UA
+AE013141.1/12818-12684 UUC.G.......ACCCGAGCCCGUCAGCUAACCUCGC.A.AGCG.U..GG
+AE013058.1/810-942 UC..G.......ACCCGAACCCGUCAGCUAACCCCGU.A.AGCG....UU
+#=GC SS_cons ............>>>>...>>>.........>>>>>>...>>>>......
+
+AP005280.2/320767-320608 CAGGAAGAAUUU
+AP005221.1/58254-58086 CAGGAAGAUUUG
+AP005035.1/170996-170817 GUGAGGGGAUCA
+AL939125.1/103160-103305 .AGAGGGAAGGA
+AP005030.1/249709-249554 .AGAAGGAAGGA
+AL939115.1/44787-44621 GUGAGGGGAUCA
+AL939120.1/174742-174619 .AAGGAGAGGGA
+AL939121.1/140405-140238 CUGGAAGGAGUC
+AP005037.1/250884-250731 .AGAAGGAAGGA
+AL939118.1/280215-280371 AGGAAGGAAAGG
+Z99106.2/69881-70024 GUGAGAGGAGAU
+Z99119.2/173775-173923 CAGAGAGGAGGU
+AE017003.1/243756-243902 UAUUGAGAAGGA
+AE017030.1/26833-26979 UAUUGAGAAGGA
+AE017266.1/262400-262545 UAGAGAGGAGGU
+AE017274.1/273490-273633 GGAGAGGAAGGU
+AE017026.1/179648-179795 GAGAGAGGACGG
+AE017008.1/280218-280361 GGAGAGGAAGGU
+AE017000.1/129012-129159 GAGAGAGGACGG
+AE017266.1/261264-261411 GAGAGAGGACGG
+AE017034.1/230440-230582 GGAGAGGAAGGU
+AP001509.1/35283-35436 UCGAGAGAGGGU
+AP004598.1/207087-207245 UAGGGAGAAAAG
+AE015945.1/1135-1257 AAGGAGUGAAUA
+AE007636.1/3809-3947 AUAAAGGAAAUU
+AE007805.1/1159-1284 AAGGAGGAAGAU
+AF299117.1/4182-4326 GUGAACCGUUUU
+AE013066.1/6212-6337 AAGGGGGUAAAU
+AE013055.1/1499-1628 AAGGAAGGAGAU
+AE013141.1/12818-12684 GAAGGAGAAAUA
+AE013058.1/810-942 GAAAGAGAAGGA
+#=GC SS_cons ............
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00379.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00379.idx
new file mode 100644
index 0000000..a31da7e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00379.idx
@@ -0,0 +1,4 @@
+AP005217.1/12977-12824
+BX927150.1/172169-172001
+D90917.1/3743-3872
+AP003596.1/272820-272997
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00379.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00379.raw
new file mode 100644
index 0000000..916fd7d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00379.raw
@@ -0,0 +1,124 @@
+>AP005280.2/320767-320608
+UUUAGAGAAAUUCUUUAAAUCGUGCGGCGAGCCGGGGAACCAAACGUGUUCCUGGGGUGA
+GUUUCCCACAAGGGUUCUCUCGCAGAGAGAGAAGGAGUGGGGAUAGGGGCCUUCCGCUCC
+GAACCCGACAGCUAACUCGGUCAGCAAACAGGAAGAAUUU
+>AP005221.1/58254-58086
+GGGGAUCGGAUGCAGAACACGAUGCGAGCCGGGGAACCACAGUGUUCCUGGGGUGAAUUC
+UCCAUGAGGGUCCGAUCAGUAGUCAACCGCGCUGAUCCGGAUGGAAUGGGGAUAGGGGCC
+UUCCGCUCCGAAUCCGACAGCUAACCCGGCAGACCAACAGGAAGAUUUG
+>AP005035.1/170996-170817
+GUCGCGUAAGCGCCGCAGGCAGGAGCGGGGGACCCAAGGUAGGCGCCGGGCCCAGCACUU
+GAGGCUGGUCCGGCUAGGGGUGAAGUCGCGCGCCGGAAUCGGCAGAGGAAGGCGCGCGGC
+CGGGCAACUCAACCGGCCCGAACCCGACAGCUCACCUCGUAGGCGUCGGUGAGGGGAUCA
+>AL939125.1/103160-103305
+AGUCCCCGUACGGCGCGAGCCAGGGGAGCCGGGGACCCAUCGCAGUCCCUGGGGUGAAUC
+GGACGCCCGCGCGCACCGCGAGGGGGUCCGUAGGAGACCUUCCACCUCCGAACCCGUCAG
+CUAACCCGGUAGGCGAGAGGGAAGGA
+>AP005030.1/249709-249554
+GGACAGUCAUCGCCGAGUCCCCGUAUGGCGCGAGCCAGGGGAGCCGGGGACCCAUCGCAG
+UCCCUGGGGUGAAUCGGGCACCCUCUCCUGAGGGAGCCCGUAGGAGACCUUCCUGCUCCG
+AACCCGUCAGCUAACCCGGUAGGCGAGAAGGAAGGA
+>AL939115.1/44787-44621
+UCGCGUCAAGCGCCGAAGGCAGGAGCGGGGGACCCAAGGUAAGUGCCGCACCGGGCAGUU
+GAGCCGGAGCGGCUAGGGGUGGAGCCGAGUUCCGCGAGGAACCCGGCCGGGCAACUCAAC
+CGGCCCGAACCCGACAGCUCACCUCGCAGGCGUCGGUGAGGGGAUCA
+>AL939120.1/174742-174619
+CCAGGUAAGUCGCCGCACCGGUCACCACCGGAGCGGCUCGGGGUGAAGCCGUACCCGUCA
+GGGCACGGCCGGGCACCUCCCCGCCCGAACCCGACAGCUCACCUCGCAGGCGUAAGGAGA
+GGGA
+>AL939121.1/140405-140238
+AGUCCGGCCUGCCCGCACGGCACCGGAGCCGGGGACCCAACCGAGAACUUUGGGGUGAAU
+CGGCCUCACCGCCCUCGACGCGAGGACGGUCCGCCGUAGGGCAAACCUUCCGCGCCACAC
+CGCCCGAACCCGACAGCUAACCCGGUAGGCGGAGCACUGGAAGGAGUC
+>AP005037.1/250884-250731
+CGUGCGCGUGUGCCGAAUCCUGCAAGGGAACCGGGGAACCAUCAACUUGGGGUGAAUCAC
+GCGGAUGCCGCCGUGGCAACACGGCAGGUAUACGCGCGUAGGAGACCUUCCUGCUCCGAA
+CCCGUCAGCUAACCCGGUAGGCCAGAAGGAAGGA
+>AL939118.1/280215-280371
+CGUGCGCACGCGCCGAAUCCCGCAAGGGAACCGGGGAACCACCACAUUGGGGUGAAUCGG
+GCGUAUGCCGCCGUGGGAACACGGUCGGCAGGCACCCGUAGGAGACCUUCCUGCUCCGAA
+CCCGUCAGCUAACCCGGUAGGCGAAAGGAAGGAAAGG
+>Z99106.2/69881-70024
+GAAAACAAAUCGCUUAAUCUGAAAUCAGAGCGGGGGACCCAAUAGAACGGCUUUUUGCCG
+UUGGGGUGAAUCCUUUUUAGGUAGGGCUAACUCUCAUAUGCCCGAAUCCGUCAGCUAACC
+UCGUAAGCGUUCGUGAGAGGAGAU
+>Z99119.2/173775-173923
+UCUCUUUUACCGCUUAAUCAAACACGAACGGGGGAACCAACGAUUGGCUGUUUUAUUAAC
+AGCCUUGGGGUGAAUCUUACUAAGUAAGAGGGGGUACUCUGAAUCCCUAAUCCGACAGCU
+AACCUCGUAGGCGUAUACAGAGAGGAGGU
+>AE017003.1/243756-243902
+UUUUCUAAAUCGCUGAAACCGCAUGGUACGGGGGACCCGUUUUUACGGAUUAGUACAUAA
+UCCGAUGGGGUGAAUCCUUGAAAAAGGUAGGGCUACUCAUAGGCCCGAAUCCGACAGCUA
+ACCUCGUAAGCGUUAUAUUGAGAAGGA
+>AE017030.1/26833-26979
+UUUUCUAAAUCGCUGAAACCGCAUGGUACGGGGGACCCGUUCUUAUGGAUUAGUUCUUAA
+UCCAAUGGGGUGAAUCCUUGAAAAAGGUAGGGCUACUCAUAGGCCCGAAUCCGACAGCUA
+ACCUCGUAAGCGUUAUAUUGAGAAGGA
+>AE017266.1/262400-262545
+AACCUAAAAUCGCUGAGUUCCAGAAAUGGAGCGGGGGAACCAAUUUUGUGCAUCGUCACU
+UGGGGUGAAUCUUUCAGUUUUGAAAGUAGGGCUACUCUUUAGGCCCGAAUCCGACAGCUA
+ACCUCGUAAGCGUUUAGAGAGGAGGU
+>AE017274.1/273490-273633
+UAAAACCUUUUGCUGAGUCCAAAAUUUGGAGCGGGGGAACCAUUUUUGUAGCUUUGCUAC
+UUGGGGCGAAUCUUAUUUAAGUAGGGAAACUCUCACUUCCCGAGUCCGACAGCUAACCUC
+GUAAGCGUAAUGGGAGAGGAAGGU
+>AE017026.1/179648-179795
+UUUUGUAAUACGCUGAGUCCAAUUAUAUGGAGCGGAGGAACCAAUUUGUGCAGUGUCACU
+CGGGGUGAAUCUUUCAAUUUUGAAAGUAGGGCUACUCUCAAAGCCCGAAUCCGACAGCUA
+ACUUCGUAAGCGUCUUGAGAGAGGACGG
+>AE017008.1/280218-280361
+UAAAACCUUUUGCUGAGUCCAAAUUUUGGAGCGGGGGAACCAUUUUUGUAGCUAUGCUAC
+UUGGGGCGAAUCUUUUUUAAGUAGGGAAACUCUCACUUCCCGAGUCCGACAGCUAACCUC
+GUAAGCGUAAUGGGAGAGGAAGGU
+>AE017000.1/129012-129159
+UUUUUGUAAACGCUGAGUCCAAUUAUAUGGAGCGGAGGAACCAAUUUGUGCAGUGUCACU
+AGGGGUGAAUCUUUCAAGUUUGAAAGUAGGGCUACUCUCAAAGUCCGAAUCCGACAGCUA
+ACUUCGUAAGCGUCUUGAGAGAGGACGG
+>AE017266.1/261264-261411
+UUUUGUAAUACGCUGAGUCCAAUUAUAUGGAGCGGAGGAACCAAUUUGUGCAGUGUCACU
+AGGGGUGAAUCUUUCAAUUUUGAAAGUAGGGCUACUCUCAAAGUCCGAAUCCGACAGCUA
+ACUUCGUAAGCGUCUUGAGAGAGGACGG
+>AE017034.1/230440-230582
+UAAAACCUUUUGCUGAGUCCAAAUUUUGGAGCGGGGGAACCACUUUUGUAGCUAUGCUAC
+UUGGGGCGAAUCUUUUUUAAGUAGGGAACUCUCACUUCCCGAGUCCGACAGCUAACCUCG
+UAAGCGUAAUGGGAGAGGAAGGU
+>AP001509.1/35283-35436
+CACCUUUAAUCGCUGAAUCUCUAUUGAGAGCGGGGGAACCAUACCUGACAGAGUUGUUUC
+UGUCUUGGGGUGAAUCUUAUGUUUUUUAUAAGAAGGGAUACUCUCCAUCCCUAAUCCGAC
+AGCUAACCUCGUAAGCGUUGAUUCGAGAGAGGGU
+>AP004598.1/207087-207245
+CCUUUUUAGUCGCUGAAACUGUUGCUUUAGUAUUGUGCAGUGCGGGGGACCCAUUUUUGG
+CAAUAAAACAUUUGUCUUGGGGUGAAUCUAAAUAUUUAGAAGGGAUACUUUAUGUCCCUA
+AUCCGACAGCUAACCUCGUAAGCGUCAUAGGGAGAAAAG
+>AE015945.1/1135-1257
+UAAUAACAUAAGCCUAAGUUUAAAACGCGGGGGAACCAUUAAUUGGGGUGAAUCACAUUU
+AUUUUGUGUAGGUUAGCCUUUACCGAACCCGUCAGCUAACCCCGUUGGUAAAAGGAGUGA
+AUA
+>AE007636.1/3809-3947
+UCCUUAAGAGUGCCGAAUCUUAAUAAUAUUUAAGUACGGGGGAACACAUUGUGGGUGAAU
+CUUACGACUAUUCGUAAGUAGGGUGCCUUCAACCCGAAUCCGUAAGCUAACCUCGGAGGC
+AAAAUUGAUAAAGGAAAUU
+>AE007805.1/1159-1284
+UAAUAUCAUUAGCCUAAAUUUUAAAAACGGGGAAACCAAUUUUUGGGGUGAAUCGCAUAA
+UAUAUGCGUAGGUUUGUGCCUUUACCGAAUCCGUCAGCUAACCUCGUAGAAUAAAAGGAG
+GAAGAU
+>AF299117.1/4182-4326
+UGUAGUCAAGGCUGAAUUUCCCAAAAAGGAAAACGGGGGAACCAUAAUGGGGGUGAAUCA
+CUUUUUAGGAGUUAAACUUCUUGAAGUGACGGAAAGGUAUCAUUCCGAACCCGGCAGCUA
+ACCUCGUAAGCGUGUGAACCGUUUU
+>AE013066.1/6212-6337
+AGUUAAAACAUGCCGAAUCCCCGAUAAGGGGUACGGGGGAUGUAAAUUUGGGGUGAAUCC
+ACGUAUUGUGGUAGGGUGGCCCUCACCCGAACCCGUCAACUAACCUCGGAGGCAAAGGGG
+GUAAAU
+>AE013055.1/1499-1628
+UUUGCAAUCUUGCCGAAUCCGAAAGGUACGGAGGAACCGCUUUUUGGGGUUAAUCUGCGG
+AUUCCCGCAGUAGGGAUGCCUUCUGUCCCGCACCCGACAGCUAACUCCGGAGGCAUUAAA
+GGAAGGAGAU
+>AE013141.1/12818-12684
+UAAUCGUUAUCGCUGAACCCGAAAAGGGGCGGGGGACCCACACUUUUGGGGCGAAUCUCU
+UCCUACGGGAAGAGUAGGGUUACUCCUUCGACCCGAGCCCGUCAGCUAACCUCGCAAGCG
+UGGGAAGGAGAAAUA
+>AE013058.1/810-942
+ACAUGCUAAACGCUGAAUUCGUUAAGAAGCGGGGGACCCACUCUUUUGGGGUGAAUCCAU
+CUUUUAAAAGAUGGUAGGGUUAUCUUUCGACCCGAACCCGUCAGCUAACCCCGUAAGCGU
+UGAAAGAGAAGGA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00379.test b/benchmarks/cmsearch-rmark/rmark-1/RF00379.test
new file mode 100644
index 0000000..4c12f63
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00379.test
@@ -0,0 +1,16 @@
+>AP005217.1/12977-12824
+CCUUGUAGAAGACUUGCAGACAGGGACGGGGAACCCACCUGCCCACCGCGGGCACCGGAG
+GUAACUCCUUGGGGUGAAGCCGAAGUUCUCCUUCGGCAGGGCACAUCCUCCGCCCUAACC
+CGACAGCUAACCUCGACGGCGACAGAUGAGAGGA
+>BX927150.1/172169-172001
+CAUUCAUGUGGGCCAUAUUGCAGACAGGGACGGGGAAACCACCCACCAUCUUUUCACAAA
+AGAAGGCAUGGAGGCCAACUCCUUGGGGUGAAGCCAGACAUCCACUGGCAGAGCAACUCC
+UCCGCUCUAACCCGACAGCUAACCUCGACGGCGACAAAUGAGAGGAAAA
+>D90917.1/3743-3872
+UCUGAACGGUGGCGUGGAGGGAACAGAAAGCGGGGGAACCAAUUCUGGGGCUUAUUUCUA
+AGUAAAUUAGAAAGGAAAAACUCUCAUUUCUAGCCCGUCAGCUAACCCCGUAGGCAUUGA
+GGGAGGACUA
+>AP003596.1/272820-272997
+AACACCUAUGUGCAGGGUUGAAGCUAGGAACGGAGGAACCAAGUUUGGGGCGUAUCUGCC
+AAAAAAGCUGAAGCUAAAGUAUGAAAAAGAGAUUUCAAAUUUUAGACUUAGAGCAUUUAG
+AGAAGGACAUCUCUCAGUCCUAGCCCGUCAGCUAACUUCGUAGGCAUUGAGAGGAGAU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00380.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00380.ali
new file mode 100644
index 0000000..1b26b71
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00380.ali
@@ -0,0 +1,194 @@
+# STOCKHOLM 1.0
+#=GF ID ykoK
+#=GF AC RF00380
+#=GF DE ykoK element
+#=GF AU Moxon SJ
+#=GF GA 40.0
+#=GF NC 8.8
+#=GF TC 46.0
+
+AL583922.1/170727-170556 CAAGUGCCUC.GUUAGGUGAGGGU.UCUGCAC.GGAUAUAGGCCACUG..
+AL035300.1/11215-11044 CAAGCACCUC.GGUAGGUGAGGCU.UCUGCAU.GGAUAUAGGCCACCGAU
+AE017232.1/157323-157498 CAAGCACCUC.GCUAGGUGAGGCG.UCUGCAC.GGACACAGGCCACUGAC
+AE017239.1/279457-279627 CAAGCACCUC.GGUAGGUGAGGCG.UCUGCAU.GGAUACAGGCCACUGAC
+AE017231.1/117991-118175 UAAGCACCUC.GUUAGGUGAGGCG.UCUACAC.GAAUACAGGCCACUGAC
+BX842577.1/4252-4421 UAAGCACCUC.GUUAGGUGAGGCG.GCUACAC.GAACAUAGGCCACUGAC
+Z99110.2/185182-185347 UAGGAACUUC.GUUAGGUGAGGCU.CCUGUAU.GGAGAUACGCUGCUGCC
+AE017003.1/9137-9302 AUAAGUCUCU.GUUAGGUGAGGCU.CCUGUAU.AGAGAAAUGCUACUGCC
+AE017277.1/179134-179301 UAUGGUCUCU.GUUAGGUGAGGCU.CCUGUAU.AGAGAAACGCUGCUGCC
+AE017011.1/173158-173325 UAUGGUCUCU.GUUAGGUGAGGCU.CCUGUAU.AGAGAAACGCUGCUGCC
+AE017029.1/59597-59762 AUAAGUCUCU.GUUAGGUGAGGCU.CCUGUAU.AGAGAAAUGCUACUGCC
+AP001518.1/50150-49987 CAACCACUUC.GUUAGGUGAGGCU.CCUGUAU.GGAGAUAUGCUGCUGCC
+AP001518.1/50603-50439 AGUUGUCUUC.GUUAGGUGAGGCU.CCUGUGCUGGAGAUACGCUGCUGCC
+AP001513.1/242141-242306 AAUCAUCCUC.GUUAGGUGAGGCU.CCUGUGCUGGAGAUACGCUGCUGCC
+AL591984.1/47104-46938 AGUUUUGCCU.GUUAGGUGAGGCU.CCUAUGC.AAACACAGGCCACUGCC
+AL596173.1/245334-245167 AGUUUUGCCU.GUUAGGUGAGGCU.CCUAUGC.AAACACAGGCCACUGCC
+AE007830.1/2783-2620 AUAAUGUAUU.GUUAGGUGAGGCU.CCUAUAU.AGAUAUAUGCUACUGCC
+AE007583.1/5344-5517 AAAAGUUUUA.GUUAGGUGAGGCU.CCUAUAU.AGAUAUACGCUACUGCC
+AE013192.1/3403-3238 UUAAUACCUC.GUUAGGUGAGGCU.CCUAUAC.AGAUACAGGCUGCUGCC
+AE016951.1/37995-38164 AAUAAGAUUU.GUUAGGUGAGGCU.CCUAUAC.AAACAUAGGCUACUGCC
+AJ250603.1/195-363 UAAUAACCUU.GUUAGGUGAGGCU.CCUAUAC.AAACAUAGGCUAUUGCC
+AE016957.1/74880-75046 AAAUAACCUU.GUUAGGUGAGGCU.CCUAUCC.AAACAUAGGCUAUUGCG
+AF117609.1/346-514 UAAUAACCUU.GUUAGGUGAGGCU.CCUAUAC.AAACAUAGGCUGUUGCC
+AE016950.1/96023-95854 CUUUGUAAUAAGUUAGGUGAGGCU.CCUAUAC.AAACAUAGGCUAUUGCU
+AE016950.1/98937-98770 AUAGAAUCAU.AUUAGGUGAGGUU.ACUCUGAAGAACACAGGUUAUCGCU
+AE016951.1/93020-93187 CUGAAUAAUU.GUUAGGUGAGGCU.CCUAUUU.GGACAAAUGCUGCUGCC
+AE017203.1/167779-167946 CAAAUAAACU.GUUAGGUGAGACU.CCUACGU.AAAUAUAUGCUGAUGCC
+AL935258.1/17651-17488 AUCAGUUGCA.AUUAGGUGAGGUU.ACUUUAA.GAAUAUAGGUUAUCGCC
+AE017200.1/231904-232076 CAAAUAAACU.GUUAGGUGAGACU.CCUACGU.GAACACAUGCUGUCGCC
+AE016921.1/190645-190809 GCAGUGUCUC.GUUCGGCGAGGCU.CCUAUGC.AAACACAGGUCACUGAU
+AY129558.1/14501-14670 GCAACAUCUC.GUUAGGCGAGGCU.CCUGUAU.AAACAAAGGCCACUGAU
+X90691.1/1632-1461 GCAGUAUCUC.GUUAGGCGAGGCU.CCUAUAC.AAACAAAGGUUGCUGAU
+BX571871.1/238808-238637 GCAGUAUCUC.GUUAGGCGAGGCU.CCUAUAC.AAACACAGGUUGCUGAU
+AE004243.1/10079-10208 ACAGCAUCUC.GUUAGGCGAGGCU.CCUGUAC.AAACAUAGGCCACUGAU
+AF031552.1/1396-1226 ACAGCAUCUC.GUUAGGCGAGGCU.CCUGUAC.AAACAUAGGCCACUGAU
+#=GC SS_cons ...<<<<<<<.<<....<<<<<<...<<<<<<.<<......<<<<<<<<<
+
+AL583922.1/170727-170556 ......ACG.UCGAACGA.UGCCCA..GGAGCAGGACAGUUCCU.CCCAG
+AL035300.1/11215-11044 CC.CGGACG.UCGAGAGA.UGCAUC..GGGUCAAGACAACU...CCCAGG
+AE017232.1/157323-157498 CU.CGAACG.UCGAAAGA.CGCCCA..GGGUCAGGACAGCUCCU.CCCGG
+AE017239.1/279457-279627 CC.CGAACG.UCGAGAGA.CGCCCC..GGGUCAGGACAGCUCUU.CCCGG
+AE017231.1/117991-118175 CC.CGAACG.UCGAAAGA.CGCCCC..GGGUCAGGACAGCUCCU.CCCGG
+BX842577.1/4252-4421 CC.CGAACG.UCGAGAGA.CGCCCC..GGGUCAGGACAGCUCUU.CCCGG
+Z99110.2/185182-185347 CA.AAAAUG.UCCAAAGA.CGCCAA..UGGGU.CAACAGAAAUC.AUCGA
+AE017003.1/9137-9302 CA.AAAAUG.UCGAGAGA.CGCCAA..UGGGU.CAACAGGAAU.GAUCGA
+AE017277.1/179134-179301 CA.AAAAUG.UCGAGAGA.CGCCAA..UGGGU.CAACAAGAAA.GGUCGG
+AE017011.1/173158-173325 CA.AAAAUG.UCGAGAGA.CGCCAA..UGGGU.CAACAGGAAA.GGUCGG
+AE017029.1/59597-59762 CA.AAAAUG.UCGAGAGA.CGCCAA..UGGGU.CAACAGGAAU.GAUCGA
+AP001518.1/50150-49987 CA.AAAACG.UCCAAAGA.CGCCAA..UGGGU.CAACAGAAAUC.AUCGA
+AP001518.1/50603-50439 CA.AAAACG.UCCAAAGA.CGCCAA..UGGGU.CAACAGAAAUC.AUCGA
+AP001513.1/242141-242306 CA.AAAACG.UCCAAAGA.CGCCAA..UGGGU.CAACAGAAACC.AUCGA
+AL591984.1/47104-46938 CA.AAAAUG.UCCAAAGA.CGCCAA..UGGGUAGAACAGGGAUU.GUCGG
+AL596173.1/245334-245167 CA.AAAAUG.UCCAAAGA.CGCCAA..UGGGUAGAACAGGGAUU.GUCGG
+AE007830.1/2783-2620 CA.AAAAUA.UCGAAAGA.UGCCAA..UGGGU.UAACAGGUACU.ACCGA
+AE007583.1/5344-5517 CA.GAAACA.UCGAGAGA.UGCCAAAUUGGGU.CAGCAGAUAUU.ACCGA
+AE013192.1/3403-3238 CG.GAAACA.UCGAGAGA.UGGUAA..CGGGU.GAACAGGCAUU.ACCGA
+AE016951.1/37995-38164 CA.AAAAUG.UCGAGAGA.CGCCAA..UGGGUAGAACAGGAACU.GUCGA
+AJ250603.1/195-363 CA.GAAACG.UCGAAAGU.CGCCAA..UGGGUAAAACAGAAACU.GUCGG
+AE016957.1/74880-75046 CA.GAAAUG.UCGAAAGA.CACCAA..UGUGUAAAACAGGAAU.GGUCGA
+AF117609.1/346-514 CA.GAAACG.UCGAAAGU.CGCCAA..UGGGUAAAACAGAAACU.GUCGG
+AE016950.1/96023-95854 CA.GAAAUG.UCGAGAGA.CACCAA..UGAGUAGAACAAGACU.GGUCGA
+AE016950.1/98937-98770 CG.GAAAUG.UCGAGAGA.CAGUAA..CGAGUAAAGCAGGGAUU.GUCGA
+AE016951.1/93020-93187 GC.GAAAGGAUCGAGAGA.CCCUUA.GUUGGUUGAACAGGAAUA.AUCG.
+AE017203.1/167779-167946 CA.GGAACA.UCCAGAGA.UGCCAA..CGGGUCAAACAGGAACU.GUCGA
+AL935258.1/17651-17488 CA.GAAAUG.UCGAGAGA.CAGGAA..UGAGUAAAGCAGAAUUU.GCCGA
+AE017200.1/231904-232076 CA.GCAACA.UCCAGAGA.UGCCAA..CGGGUCAAACAGGGAUC.GUCGA
+AE016921.1/190645-190809 CUGACGACG.UCGAGAGA.CGCCCA..AGGUUAGGACAGGCUUU.AUCGG
+AY129558.1/14501-14670 CUCACGACG.UCGAGAGA.CGCCCA..AGCUCAGGACAGUUUUC.AUCGG
+X90691.1/1632-1461 CUGACGACG.UCGAGAGA.CGCCCA..AGAUUAGGACAGGUUAU.AUCGA
+BX571871.1/238808-238637 CUGACGACG.UCGAGAGA.CGCCCA..AGAUUAGGACAGGAUAU.AUCGA
+AE004243.1/10079-10208 CUCACGACA.UCCAGAGA.UGCCCA..AGAUCAGGACAGUUUUC.AUCGG
+AF031552.1/1396-1226 CUCACGACA.UCCAGAGA.UGCCCA..AGAUCAGGACAGUUUUC.AUCGG
+#=GC SS_cons <<.....<<.<<....>>.>>......>>>>.....>><<<<...<<<..
+
+AL583922.1/170727-170556 A...UUAAGGAGUUU.GAGCC..UAAAUUGUU.UCCGGCUCUCAUUGAGC
+AL035300.1/11215-11044 G...UU..GGG..UCCAAGUC..CAAGUGGUU.UCUGGAC...GUUGGUC
+AE017232.1/157323-157498 A...UUAAGGG..UU.GAGCC..CAAGUGGCU.UCCGGC....UUUUGAC
+AE017239.1/279457-279627 AC..CCAAGGG..UU.GAGCC..CAAGUGGCU.UCCG......GAGCCC.
+AE017231.1/117991-118175 C...UUAAGGG..UU.GAGCC..CAGGUGGCU.UCCGGCUCGGAUUGUCG
+BX842577.1/4252-4421 C...UUAAGGG..UU.GAGCC..CAGGUGGCU.UCCGG.....CUUAC..
+Z99110.2/185182-185347 C...AUAAGGU..GA.UUUUU..AAUGCAGCU.GGAU......GCUU...
+AE017003.1/9137-9302 A...UUAAGGU..UU.UUCUU..AACGUAGCU.GGUA......AUGU...
+AE017277.1/179134-179301 AA..UGAAGGC..CU.UUUUU..AACGUAGCU.GGUU......UCAG...
+AE017011.1/173158-173325 AA..UGAAGGC..CU.UUUUU..AAUGUAGCU.GGUU......UCAG...
+AE017029.1/59597-59762 A...UUAAGGU..UU.UUCUU..AACGUAGCU.GGUA......AUGU...
+AP001518.1/50150-49987 C...AUAAGGU..GA.UUUUU..AAUGUAGCU.GGCA......AUG....
+AP001518.1/50603-50439 C...AUAAGGU..GA.UUUUU..AAUGUAGCU.GGAU......GAU....
+AP001513.1/242141-242306 C...AUAAGGU..GG.UUUUU..AACGUAGCU.GGCU......UCG....
+AL591984.1/47104-46938 A...UUAAGGC..UU.UCCAU..AAUGUGGCU.AAGA......GUAU...
+AL596173.1/245334-245167 A...UUAAGGC..UU.UCCAU..AAUGUGGCU.AAGA......GUAAU..
+AE007830.1/2783-2620 A...UUAAGGU..UU.UACUU..AAUGUAGCU.GGGA......UUA....
+AE007583.1/5344-5517 A...UCAAGGU..UC.UAUCU..AAUGUAGCUGGAUUUAUA..GUUUU..
+AE013192.1/3403-3238 A...UCAAGGU..UU.UGCCU..AAUGCAGCU.GGAG......UUUU...
+AE016951.1/37995-38164 A...UGAAGGC..UU.UUCUU..AAGGUAGCU.AAAAG.....CAAUCGC
+AJ250603.1/195-363 A...UUAAGGC..UU.UUUCC..AA..UAGCU.AAGA......AUGUUU.
+AE016957.1/74880-75046 A...UUAAGGC..UC.UUCUA..AAAAUAGCU.AAGA......GAAA...
+AF117609.1/346-514 A...UUAAGGC..UU.UUUCC..AA..UAGCU.AAGA......AUGUUU.
+AE016950.1/96023-95854 GG..AGAAGGC..UU.UUCUC..AAAAUAGCU.AAGA......GUGA...
+AE016950.1/98937-98770 A...UUAAGGC..UU.UCCU...AAGAUAACU.AGAA......UUUUU..
+AE016951.1/93020-93187 ....UGAAGGU..UA.UUCAU..AAUGUAGCU.GAUAC.....AUGU...
+AE017203.1/167779-167946 G...UUAAGUC..UU.UUCC...CAGUCAGCU.AGUU......GAAAA..
+AL935258.1/17651-17488 A...UUAAGGC..UC.UUUC...AAGAUAACU.AGA.......CUAG...
+AE017200.1/231904-232076 U...AUAAGGC..CC.UCCC...CAGCCAGCU.AGUUAUAUUUUUAUA..
+AE016921.1/190645-190809 A...UUAAGGU..UU.AGCCC..AAAGUGACU.UCC.......AAC....
+AY129558.1/14501-14670 A...UUAAGGU..GU.AAACC..CAAGUGGCU.UCCG......GCAUGC.
+X90691.1/1632-1461 AC..AGAAGGU.A.U.AACCC..GAAGUAACU.UCCCGCAG..UCUGC..
+BX571871.1/238808-238637 A...CCAAGGU.A.U.AUCCC..CAUGUAACU.UUCUG.....AUAAUUC
+AE004243.1/10079-10208 A...UUAAGGU..GU.UAACC..CAAGUGGCU..................
+AF031552.1/1396-1226 A...UUAAGGU..GU.UAACC..CAAGUGGCU.UUCGC.....GUGAG..
+#=GC SS_cons ........>>>.....>>>>......>>>>>..<<<..............
+
+AL583922.1/170727-170556 ........UGUAC.AUGUCGUUUGGUGCCAAAGCUCUGACGAUA.GGGAG
+AL035300.1/11215-11044 ........CAGAU.AUGCUGUGCAGUGCCUAAGCUCCGGCGAUGAGGGGA
+AE017232.1/157323-157498 GGC.....CGGAU.ACGCCGUGUGGUGCCGAAGCUCUGACGAGA.GGGGU
+AE017239.1/279457-279627 ........CGGAU.ACGCCGUGCAGUGCCGAAGCUCCGACGAGA.GGGGU
+AE017231.1/117991-118175 UUCGGGCCAGGAC.ACGUCGUGUGGCGUCAAAGCUCUGACGAGA.GGGGU
+BX842577.1/4252-4421 ........CGGAC.ACGUCGUGUGGUGCCGAAGCUCUGACGAGA.GGGGU
+Z99110.2/185182-185347 ........GUCCU.AUGCCAUACAGUGCUAAAGCUC.UACGAUU.GAAGG
+AE017003.1/9137-9302 .........ACCU.AUGCUAUACAGUGCUAAAACUC.GGUGAGGGAGAGG
+AE017277.1/179134-179301 ........UACCU.AUGCUAUACAGUGCUAAAACUC.AACGAGGGAGAGG
+AE017011.1/173158-173325 ........UACCU.AUGCUAUACAGUGCUAAAACUC.AACGAGGGAGAGG
+AE017029.1/59597-59762 .........ACCU.AUGCUAUACAGUGCUAAAACUC.GGCGAGGGAGAGG
+AP001518.1/50150-49987 .........UCCU.AUGCCAUACAGUGCUAAAGCUC.UACGAAU.GAAGG
+AP001518.1/50603-50439 .........UCCU.AUGCCGCACAGUGCUAAAGCUC.UACGAAU.GGGGG
+AP001513.1/242141-242306 .........UCCU.AUGCCGCACAGUGCUAAAGCUC.UACGAAUGGAGGA
+AL591984.1/47104-46938 ........UCUUU.ACGUUGCAUAGUGCCAAAACUUUAGCGAG..GGGAG
+AL596173.1/245334-245167 ........UCUUU.ACGUUGUAUAGUGCCAAAACUUUAGCGAG..GGGAG
+AE007830.1/2783-2620 .........CCCA.AAGCUAUAUAGUGCUAAAGCUC.AACGAAA.GAUAG
+AE007583.1/5344-5517 ........AAUCU.AAGCUAUAUAGUGCUAAAGCUC.UACUGUC.UAAUU
+AE013192.1/3403-3238 ........CUCCA.AAGCUGUAUAGUGCCAAAGCUC.AACGAAG.GAAAU
+AE016951.1/37995-38164 ........UUUUU.ACGUUGUAUAGUGCUAAAGCUC.AACGAU..AAGAA
+AJ250603.1/195-363 ........UCUUU.ACGUUGUAUAGUGCUAAAACUCGGACGAUGAGAUGA
+AE016957.1/74880-75046 ........UCUUU.ACGUUGGAUAGUGCUAAAGCUCAGACGAU..GAGAA
+AF117609.1/346-514 ........UCUUU.ACGUUGUAUAGUGCUAAAACUCGGACGAUGAGAUGA
+AE016950.1/96023-95854 ........UCUUU.ACGUUGUAUAGUGCUAAAGCUC.AACGUUCAUGUUG
+AE016950.1/98937-98770 ........UUCUU.ACGUCUCAGAAAGCCAAAGCUC.AAUUAUU.GUGAU
+AE016951.1/93020-93187 ........UAUCU.ACGCCCUAUAGUGCUAAAGCUC.AACGAUA.GAGAA
+AE017203.1/167779-167946 ........AACUUUACGUUACGUAGUGUUAAAACUG.AACGACG.AGUAU
+AL935258.1/17651-17488 ........UUCUU.ACGUCUUAAAGUGCUAAAACUC.AAUGAA..UGCGU
+AE017200.1/231904-232076 ........ACCUU.ACGUCACGUAGUGUUAAAACUG.AACGACG.AGUAU
+AE016921.1/190645-190809 .........GGAU.ACGUUGCAUAGUGCCAAAACCUAGACGCG..GAGAU
+AY129558.1/14501-14670 ........CGGAU.ACGUUAUACAGUGCUAAAGCUGGUACGUG..GGGAU
+X90691.1/1632-1461 ........GGGAU.ACGUUGUAUAGUGCUAAACCGA.GACGU...GAGAU
+BX571871.1/238808-238637 ........AGGAU.ACGUUGUAUAGUGCUAAAACCGAGACGUA..GAGAU
+AE004243.1/10079-10208 .................UUC......GC.....GUG.AGCG....AA...
+AF031552.1/1396-1226 ........CGAAU.ACGUUGUGCAGUGCUGAAGCUGGGACUCGG.GGAAU
+#=GC SS_cons .........>>>.....>>>>>>>>.>>.....>>>.>>>.....>>>>>
+
+AL583922.1/170727-170556 GCCGU
+AL035300.1/11215-11044 UGCGU
+AE017232.1/157323-157498 GCCGC
+AE017239.1/279457-279627 GCGAC
+AE017231.1/117991-118175 GCGGA
+BX842577.1/4252-4421 GCGGA
+Z99110.2/185182-185347 CGCCC
+AE017003.1/9137-9302 UCCGU
+AE017277.1/179134-179301 UGCAU
+AE017011.1/173158-173325 UGCAU
+AE017029.1/59597-59762 UCCGU
+AP001518.1/50150-49987 GAAUC
+AP001518.1/50603-50439 ACAGU
+AP001513.1/242141-242306 GUUUG
+AL591984.1/47104-46938 UCUGU
+AL596173.1/245334-245167 UCUGU
+AE007830.1/2783-2620 UGUAU
+AE007583.1/5344-5517 UCGUA
+AE013192.1/3403-3238 UGGAU
+AE016951.1/37995-38164 CGAUU
+AJ250603.1/195-363 UGCUA
+AE016957.1/74880-75046 CCGAU
+AF117609.1/346-514 UGCUA
+AE016950.1/96023-95854 AUGUA
+AE016950.1/98937-98770 UACCC
+AE016951.1/93020-93187 UCUUA
+AE017203.1/167779-167946 UAAAU
+AL935258.1/17651-17488 CGAUG
+AE017200.1/231904-232076 AAAAA
+AE016921.1/190645-190809 CGCUU
+AY129558.1/14501-14670 GAUGA
+X90691.1/1632-1461 AGCCU
+BX571871.1/238808-238637 AGUCG
+AE004243.1/10079-10208 .....
+AF031552.1/1396-1226 GAAGU
+#=GC SS_cons >>...
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00380.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00380.idx
new file mode 100644
index 0000000..0ddb549
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00380.idx
@@ -0,0 +1,3 @@
+AE013401.1/1741-1571
+AE006322.1/9118-9279
+AB089921.1/2048-2202
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00380.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00380.raw
new file mode 100644
index 0000000..32721b3
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00380.raw
@@ -0,0 +1,141 @@
+>AL583922.1/170727-170556
+CAAGUGCCUCGUUAGGUGAGGGUUCUGCACGGAUAUAGGCCACUGACGUCGAACGAUGCC
+CAGGAGCAGGACAGUUCCUCCCAGAUUAAGGAGUUUGAGCCUAAAUUGUUUCCGGCUCUC
+AUUGAGCUGUACAUGUCGUUUGGUGCCAAAGCUCUGACGAUAGGGAGGCCGU
+>AL035300.1/11215-11044
+CAAGCACCUCGGUAGGUGAGGCUUCUGCAUGGAUAUAGGCCACCGAUCCCGGACGUCGAG
+AGAUGCAUCGGGUCAAGACAACUCCCAGGGUUGGGUCCAAGUCCAAGUGGUUUCUGGACG
+UUGGUCCAGAUAUGCUGUGCAGUGCCUAAGCUCCGGCGAUGAGGGGAUGCGU
+>AE017232.1/157323-157498
+CAAGCACCUCGCUAGGUGAGGCGUCUGCACGGACACAGGCCACUGACCUCGAACGUCGAA
+AGACGCCCAGGGUCAGGACAGCUCCUCCCGGAUUAAGGGUUGAGCCCAAGUGGCUUCCGG
+CUUUUGACGGCCGGAUACGCCGUGUGGUGCCGAAGCUCUGACGAGAGGGGUGCCGC
+>AE017239.1/279457-279627
+CAAGCACCUCGGUAGGUGAGGCGUCUGCAUGGAUACAGGCCACUGACCCCGAACGUCGAG
+AGACGCCCCGGGUCAGGACAGCUCUUCCCGGACCCAAGGGUUGAGCCCAAGUGGCUUCCG
+GAGCCCCGGAUACGCCGUGCAGUGCCGAAGCUCCGACGAGAGGGGUGCGAC
+>AE017231.1/117991-118175
+UAAGCACCUCGUUAGGUGAGGCGUCUACACGAAUACAGGCCACUGACCCCGAACGUCGAA
+AGACGCCCCGGGUCAGGACAGCUCCUCCCGGCUUAAGGGUUGAGCCCAGGUGGCUUCCGG
+CUCGGAUUGUCGUUCGGGCCAGGACACGUCGUGUGGCGUCAAAGCUCUGACGAGAGGGGU
+GCGGA
+>BX842577.1/4252-4421
+UAAGCACCUCGUUAGGUGAGGCGGCUACACGAACAUAGGCCACUGACCCCGAACGUCGAG
+AGACGCCCCGGGUCAGGACAGCUCUUCCCGGCUUAAGGGUUGAGCCCAGGUGGCUUCCGG
+CUUACCGGACACGUCGUGUGGUGCCGAAGCUCUGACGAGAGGGGUGCGGA
+>Z99110.2/185182-185347
+UAGGAACUUCGUUAGGUGAGGCUCCUGUAUGGAGAUACGCUGCUGCCCAAAAAUGUCCAA
+AGACGCCAAUGGGUCAACAGAAAUCAUCGACAUAAGGUGAUUUUUAAUGCAGCUGGAUGC
+UUGUCCUAUGCCAUACAGUGCUAAAGCUCUACGAUUGAAGGCGCCC
+>AE017003.1/9137-9302
+AUAAGUCUCUGUUAGGUGAGGCUCCUGUAUAGAGAAAUGCUACUGCCCAAAAAUGUCGAG
+AGACGCCAAUGGGUCAACAGGAAUGAUCGAAUUAAGGUUUUUCUUAACGUAGCUGGUAAU
+GUACCUAUGCUAUACAGUGCUAAAACUCGGUGAGGGAGAGGUCCGU
+>AE017277.1/179134-179301
+UAUGGUCUCUGUUAGGUGAGGCUCCUGUAUAGAGAAACGCUGCUGCCCAAAAAUGUCGAG
+AGACGCCAAUGGGUCAACAAGAAAGGUCGGAAUGAAGGCCUUUUUUAACGUAGCUGGUUU
+CAGUACCUAUGCUAUACAGUGCUAAAACUCAACGAGGGAGAGGUGCAU
+>AE017011.1/173158-173325
+UAUGGUCUCUGUUAGGUGAGGCUCCUGUAUAGAGAAACGCUGCUGCCCAAAAAUGUCGAG
+AGACGCCAAUGGGUCAACAGGAAAGGUCGGAAUGAAGGCCUUUUUUAAUGUAGCUGGUUU
+CAGUACCUAUGCUAUACAGUGCUAAAACUCAACGAGGGAGAGGUGCAU
+>AE017029.1/59597-59762
+AUAAGUCUCUGUUAGGUGAGGCUCCUGUAUAGAGAAAUGCUACUGCCCAAAAAUGUCGAG
+AGACGCCAAUGGGUCAACAGGAAUGAUCGAAUUAAGGUUUUUCUUAACGUAGCUGGUAAU
+GUACCUAUGCUAUACAGUGCUAAAACUCGGCGAGGGAGAGGUCCGU
+>AP001518.1/50150-49987
+CAACCACUUCGUUAGGUGAGGCUCCUGUAUGGAGAUAUGCUGCUGCCCAAAAACGUCCAA
+AGACGCCAAUGGGUCAACAGAAAUCAUCGACAUAAGGUGAUUUUUAAUGUAGCUGGCAAU
+GUCCUAUGCCAUACAGUGCUAAAGCUCUACGAAUGAAGGGAAUC
+>AP001518.1/50603-50439
+AGUUGUCUUCGUUAGGUGAGGCUCCUGUGCUGGAGAUACGCUGCUGCCCAAAAACGUCCA
+AAGACGCCAAUGGGUCAACAGAAAUCAUCGACAUAAGGUGAUUUUUAAUGUAGCUGGAUG
+AUUCCUAUGCCGCACAGUGCUAAAGCUCUACGAAUGGGGGACAGU
+>AP001513.1/242141-242306
+AAUCAUCCUCGUUAGGUGAGGCUCCUGUGCUGGAGAUACGCUGCUGCCCAAAAACGUCCA
+AAGACGCCAAUGGGUCAACAGAAACCAUCGACAUAAGGUGGUUUUUAACGUAGCUGGCUU
+CGUCCUAUGCCGCACAGUGCUAAAGCUCUACGAAUGGAGGAGUUUG
+>AL591984.1/47104-46938
+AGUUUUGCCUGUUAGGUGAGGCUCCUAUGCAAACACAGGCCACUGCCCAAAAAUGUCCAA
+AGACGCCAAUGGGUAGAACAGGGAUUGUCGGAUUAAGGCUUUCCAUAAUGUGGCUAAGAG
+UAUUCUUUACGUUGCAUAGUGCCAAAACUUUAGCGAGGGGAGUCUGU
+>AL596173.1/245334-245167
+AGUUUUGCCUGUUAGGUGAGGCUCCUAUGCAAACACAGGCCACUGCCCAAAAAUGUCCAA
+AGACGCCAAUGGGUAGAACAGGGAUUGUCGGAUUAAGGCUUUCCAUAAUGUGGCUAAGAG
+UAAUUCUUUACGUUGUAUAGUGCCAAAACUUUAGCGAGGGGAGUCUGU
+>AE007830.1/2783-2620
+AUAAUGUAUUGUUAGGUGAGGCUCCUAUAUAGAUAUAUGCUACUGCCCAAAAAUAUCGAA
+AGAUGCCAAUGGGUUAACAGGUACUACCGAAUUAAGGUUUUACUUAAUGUAGCUGGGAUU
+ACCCAAAGCUAUAUAGUGCUAAAGCUCAACGAAAGAUAGUGUAU
+>AE007583.1/5344-5517
+AAAAGUUUUAGUUAGGUGAGGCUCCUAUAUAGAUAUACGCUACUGCCCAGAAACAUCGAG
+AGAUGCCAAAUUGGGUCAGCAGAUAUUACCGAAUCAAGGUUCUAUCUAAUGUAGCUGGAU
+UUAUAGUUUUAAUCUAAGCUAUAUAGUGCUAAAGCUCUACUGUCUAAUUUCGUA
+>AE013192.1/3403-3238
+UUAAUACCUCGUUAGGUGAGGCUCCUAUACAGAUACAGGCUGCUGCCCGGAAACAUCGAG
+AGAUGGUAACGGGUGAACAGGCAUUACCGAAUCAAGGUUUUGCCUAAUGCAGCUGGAGUU
+UUCUCCAAAGCUGUAUAGUGCCAAAGCUCAACGAAGGAAAUUGGAU
+>AE016951.1/37995-38164
+AAUAAGAUUUGUUAGGUGAGGCUCCUAUACAAACAUAGGCUACUGCCCAAAAAUGUCGAG
+AGACGCCAAUGGGUAGAACAGGAACUGUCGAAUGAAGGCUUUUCUUAAGGUAGCUAAAAG
+CAAUCGCUUUUUACGUUGUAUAGUGCUAAAGCUCAACGAUAAGAACGAUU
+>AJ250603.1/195-363
+UAAUAACCUUGUUAGGUGAGGCUCCUAUACAAACAUAGGCUAUUGCCCAGAAACGUCGAA
+AGUCGCCAAUGGGUAAAACAGAAACUGUCGGAUUAAGGCUUUUUCCAAUAGCUAAGAAUG
+UUUUCUUUACGUUGUAUAGUGCUAAAACUCGGACGAUGAGAUGAUGCUA
+>AE016957.1/74880-75046
+AAAUAACCUUGUUAGGUGAGGCUCCUAUCCAAACAUAGGCUAUUGCGCAGAAAUGUCGAA
+AGACACCAAUGUGUAAAACAGGAAUGGUCGAAUUAAGGCUCUUCUAAAAAUAGCUAAGAG
+AAAUCUUUACGUUGGAUAGUGCUAAAGCUCAGACGAUGAGAACCGAU
+>AF117609.1/346-514
+UAAUAACCUUGUUAGGUGAGGCUCCUAUACAAACAUAGGCUGUUGCCCAGAAACGUCGAA
+AGUCGCCAAUGGGUAAAACAGAAACUGUCGGAUUAAGGCUUUUUCCAAUAGCUAAGAAUG
+UUUUCUUUACGUUGUAUAGUGCUAAAACUCGGACGAUGAGAUGAUGCUA
+>AE016950.1/96023-95854
+CUUUGUAAUAAGUUAGGUGAGGCUCCUAUACAAACAUAGGCUAUUGCUCAGAAAUGUCGA
+GAGACACCAAUGAGUAGAACAAGACUGGUCGAGGAGAAGGCUUUUCUCAAAAUAGCUAAG
+AGUGAUCUUUACGUUGUAUAGUGCUAAAGCUCAACGUUCAUGUUGAUGUA
+>AE016950.1/98937-98770
+AUAGAAUCAUAUUAGGUGAGGUUACUCUGAAGAACACAGGUUAUCGCUCGGAAAUGUCGA
+GAGACAGUAACGAGUAAAGCAGGGAUUGUCGAAUUAAGGCUUUCCUAAGAUAACUAGAAU
+UUUUUUCUUACGUCUCAGAAAGCCAAAGCUCAAUUAUUGUGAUUACCC
+>AE016951.1/93020-93187
+CUGAAUAAUUGUUAGGUGAGGCUCCUAUUUGGACAAAUGCUGCUGCCGCGAAAGGAUCGA
+GAGACCCUUAGUUGGUUGAACAGGAAUAAUCGUGAAGGUUAUUCAUAAUGUAGCUGAUAC
+AUGUUAUCUACGCCCUAUAGUGCUAAAGCUCAACGAUAGAGAAUCUUA
+>AE017203.1/167779-167946
+CAAAUAAACUGUUAGGUGAGACUCCUACGUAAAUAUAUGCUGAUGCCCAGGAACAUCCAG
+AGAUGCCAACGGGUCAAACAGGAACUGUCGAGUUAAGUCUUUUCCCAGUCAGCUAGUUGA
+AAAAACUUUACGUUACGUAGUGUUAAAACUGAACGACGAGUAUUAAAU
+>AL935258.1/17651-17488
+AUCAGUUGCAAUUAGGUGAGGUUACUUUAAGAAUAUAGGUUAUCGCCCAGAAAUGUCGAG
+AGACAGGAAUGAGUAAAGCAGAAUUUGCCGAAUUAAGGCUCUUUCAAGAUAACUAGACUA
+GUUCUUACGUCUUAAAGUGCUAAAACUCAAUGAAUGCGUCGAUG
+>AE017200.1/231904-232076
+CAAAUAAACUGUUAGGUGAGACUCCUACGUGAACACAUGCUGUCGCCCAGCAACAUCCAG
+AGAUGCCAACGGGUCAAACAGGGAUCGUCGAUAUAAGGCCCUCCCCAGCCAGCUAGUUAU
+AUUUUUAUAACCUUACGUCACGUAGUGUUAAAACUGAACGACGAGUAUAAAAA
+>AE016921.1/190645-190809
+GCAGUGUCUCGUUCGGCGAGGCUCCUAUGCAAACACAGGUCACUGAUCUGACGACGUCGA
+GAGACGCCCAAGGUUAGGACAGGCUUUAUCGGAUUAAGGUUUAGCCCAAAGUGACUUCCA
+ACGGAUACGUUGCAUAGUGCCAAAACCUAGACGCGGAGAUCGCUU
+>AY129558.1/14501-14670
+GCAACAUCUCGUUAGGCGAGGCUCCUGUAUAAACAAAGGCCACUGAUCUCACGACGUCGA
+GAGACGCCCAAGCUCAGGACAGUUUUCAUCGGAUUAAGGUGUAAACCCAAGUGGCUUCCG
+GCAUGCCGGAUACGUUAUACAGUGCUAAAGCUGGUACGUGGGGAUGAUGA
+>X90691.1/1632-1461
+GCAGUAUCUCGUUAGGCGAGGCUCCUAUACAAACAAAGGUUGCUGAUCUGACGACGUCGA
+GAGACGCCCAAGAUUAGGACAGGUUAUAUCGAACAGAAGGUAUAACCCGAAGUAACUUCC
+CGCAGUCUGCGGGAUACGUUGUAUAGUGCUAAACCGAGACGUGAGAUAGCCU
+>BX571871.1/238808-238637
+GCAGUAUCUCGUUAGGCGAGGCUCCUAUACAAACACAGGUUGCUGAUCUGACGACGUCGA
+GAGACGCCCAAGAUUAGGACAGGAUAUAUCGAACCAAGGUAUAUCCCCAUGUAACUUUCU
+GAUAAUUCAGGAUACGUUGUAUAGUGCUAAAACCGAGACGUAGAGAUAGUCG
+>AE004243.1/10079-10208
+ACAGCAUCUCGUUAGGCGAGGCUCCUGUACAAACAUAGGCCACUGAUCUCACGACAUCCA
+GAGAUGCCCAAGAUCAGGACAGUUUUCAUCGGAUUAAGGUGUUAACCCAAGUGGCUUUCG
+CGUGAGCGAA
+>AF031552.1/1396-1226
+ACAGCAUCUCGUUAGGCGAGGCUCCUGUACAAACAUAGGCCACUGAUCUCACGACAUCCA
+GAGAUGCCCAAGAUCAGGACAGUUUUCAUCGGAUUAAGGUGUUAACCCAAGUGGCUUUCG
+CGUGAGCGAAUACGUUGUGCAGUGCUGAAGCUGGGACUCGGGGAAUGAAGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00380.test b/benchmarks/cmsearch-rmark/rmark-1/RF00380.test
new file mode 100644
index 0000000..3cfe616
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00380.test
@@ -0,0 +1,12 @@
+>AE013401.1/1741-1571
+AGAACUUCCUGUUGGGUGAGGGUAGAUUUGAAACACAGCCUGCCGUUCAAAAGUAUAGGG
+UUGCCAGUAGUAAAGCAGGUAUUAUCAGCUAAGGUUUUACCUGGUUCGGAGGAAUAGAAG
+GAUUUCUAUUUACAUUUGACCAUGCUAAAACUUAACUAGGAAAGAGGCUGU
+>AE006322.1/9118-9279
+CUAACCAUCGGUAGGUGAGGCUACCACAGGGAUACGGGUUGCUGCCGCAGAGUCGUGGAG
+ACACGAUGAGAGGGCCAACAGUUCACGUCGAAAAAAGAAGGCGUGAAAUAGUGCAACAAC
+AUCGCCCUGCGGAGCUAAAGCUUGAACGAUACUGGGUACUUU
+>AB089921.1/2048-2202
+AUGGAAAAUCGGUAGGUGAGGCUUACCAUAAGGAUACGGAUGACUACCGCAAAGCAGUGG
+AGACACUACUCGUUGGUCAACAGUCCUGAUCGCCAAGGUCAAGACUAUGCUCAUUUCAUU
+GCCUUAUGGAGUUAAAGCUUGAACGGUAAAUACUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00448.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00448.ali
new file mode 100644
index 0000000..440531c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00448.ali
@@ -0,0 +1,54 @@
+# STOCKHOLM 1.0
+#=GF ID IRES_EBNA
+#=GF AC RF00448
+#=GF DE Epstein-Barr virus nuclear antigen (EBNA) IRES
+#=GF AU Moxon SJ
+#=GF GA 20.0
+#=GF NC 0.0
+#=GF TC 104.6
+
+AF448220.1/5364-5580 ....UGAGCUGAUCGUUGUUGUUAUUCUUCAAUUUCUGCAG..GUAACUU
+S45894.1/393-608 AAAAGGCGCGGGAUAGCGUGCGCUACCGGAUG....G.CGG..GUAACUU
+M13941.1/146-357 .....GUAAAGUUUUGCCUGAACCUGUGGUUG....GGCAG..GUAACUU
+AY037858.1/48958-49174 ....UCAGCUGAUCGUUGUUGUCAUUCUUCAAUUUUUGCAG..GUAACUC
+M80517.1/67441-67657 ....UGAGCUGAUCGUUGUUGUUAUUCUUCAAUUUCUGCAG..GUAACUU
+M23028.1/456-673 ....GGACCAACCCGGCCCGGGCCCCCCGGUAUCGGGCCAGAGGUAACUU
+M12553.1/318-517 ....AGAGGAUGAAGACUAAGUCACAGGCUUA....GCCAG..GUAACUU
+#=GC SS_cons ....<<<..............>>>..........................
+
+AF448220.1/5364-5580 A.GGAAGCGU....UUCUUGAGCUUCCCUGGGAUGAGCGUUUGGGAGAGC
+S45894.1/393-608 A.GGAAGCGU....UUCUUGAGCUUCCCUGGGAUGAGCGUUUGGGAGAGC
+M13941.1/146-357 A.GGAAGCGU....UUCUUGAGCUUCCCUGGGAUGAGCGUUUGGGAGAGC
+AY037858.1/48958-49174 A.GAAAGCGU....UUCUUGAGCUUCCCGGGGAUGAGCGUCUGGGAGAGC
+M80517.1/67441-67657 A.GGAAGCGU....UUCUUGAGCUUCCCUGGGAUGAGCGUUUGGGAGAGC
+M23028.1/456-673 A.GGAAGCGU....UUCUUGAGCUUCCCUGGGAUGAGCGUUUGGGAGAGC
+M12553.1/318-517 A.GGAAGCGU....UUCUUGAGCUUCCC.............UGGGAGAGC
+#=GC SS_cons ......<<<..........<<<..<<<<..............>>>>....
+
+AF448220.1/5364-5580 UGAUUCUGCAGCCC.AGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGAC
+S45894.1/393-608 UGAUUCUGCAGCCC.AGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGAC
+M13941.1/146-357 UGAUUCUGCAGCCC.AGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGAC
+AY037858.1/48958-49174 UGAUUCUGCAGACC.GGCUAGGAGCCGCAGGGCGUUCUCCGGGGCGCGGC
+M80517.1/67441-67657 UGAUUCUGCAGCCC.AGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGAC
+M23028.1/456-673 UGAUUCUGCAGCCC.AGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGAC
+M12553.1/318-517 UGAUUCUGCAGCCC.AGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGAC
+#=GC SS_cons .<<....<<...<<...............>>>>.>>>>>.<<...<<<..
+
+AF448220.1/5364-5580 CUGUGAYCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACC
+S45894.1/393-608 CUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACC
+M13941.1/146-357 CUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACC
+AY037858.1/48958-49174 CCGAGACCGUCGCGUCGUAGACAGCCAGGAGACCCGGGAGCAGAUUCACC
+M80517.1/67441-67657 CUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACC
+M23028.1/456-673 CUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACC
+M12553.1/318-517 CUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACC
+#=GC SS_cons <<<<<<<......>>>>>>>....<<<<.....>>>>...>>>.....>>
+
+AF448220.1/5364-5580 GCCGCGGCCGUCUCCUUUAAGGUGCUGUG
+S45894.1/393-608 GCCGCGGCCGUCUCCUUUAAGUGUGAAUC
+M13941.1/146-357 GCCGCGGCCGUCUCCUUUAAGUGUGAAUC
+AY037858.1/48958-49174 GCAGCGGCCGUCUCCCUCAAGGUGCUGUG
+M80517.1/67441-67657 GCCGCGGCCGUCUCCUUUAAGGUGCUGUG
+M23028.1/456-673 GCCGCGGCCGUCUCCUUUAAGACCC.ACC
+M12553.1/318-517 GCCGCGGCCGUCUCCUUUAAGACCCCACC
+#=GC SS_cons ..>>>........................
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00448.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00448.idx
new file mode 100644
index 0000000..c8493a7
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00448.idx
@@ -0,0 +1 @@
+AF448220.1/346-565
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00448.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00448.raw
new file mode 100644
index 0000000..75b0e4a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00448.raw
@@ -0,0 +1,35 @@
+>AF448220.1/5364-5580
+UGAGCUGAUCGUUGUUGUUAUUCUUCAAUUUCUGCAGGUAACUUAGGAAGCGUUUCUUGA
+GCUUCCCUGGGAUGAGCGUUUGGGAGAGCUGAUUCUGCAGCCCAGAGAGUAGUCUCAGGG
+CAUCCUCUGGAGCCUGACCUGUGAYCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCA
+GAUUCACCGCCGCGGCCGUCUCCUUUAAGGUGCUGUG
+>S45894.1/393-608
+AAAAGGCGCGGGAUAGCGUGCGCUACCGGAUGGCGGGUAACUUAGGAAGCGUUUCUUGAG
+CUUCCCUGGGAUGAGCGUUUGGGAGAGCUGAUUCUGCAGCCCAGAGAGUAGUCUCAGGGC
+AUCCUCUGGAGCCUGACCUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAG
+AUUCACCGCCGCGGCCGUCUCCUUUAAGUGUGAAUC
+>M13941.1/146-357
+GUAAAGUUUUGCCUGAACCUGUGGUUGGGCAGGUAACUUAGGAAGCGUUUCUUGAGCUUC
+CCUGGGAUGAGCGUUUGGGAGAGCUGAUUCUGCAGCCCAGAGAGUAGUCUCAGGGCAUCC
+UCUGGAGCCUGACCUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUC
+ACCGCCGCGGCCGUCUCCUUUAAGUGUGAAUC
+>AY037858.1/48958-49174
+UCAGCUGAUCGUUGUUGUCAUUCUUCAAUUUUUGCAGGUAACUCAGAAAGCGUUUCUUGA
+GCUUCCCGGGGAUGAGCGUCUGGGAGAGCUGAUUCUGCAGACCGGCUAGGAGCCGCAGGG
+CGUUCUCCGGGGCGCGGCCCGAGACCGUCGCGUCGUAGACAGCCAGGAGACCCGGGAGCA
+GAUUCACCGCAGCGGCCGUCUCCCUCAAGGUGCUGUG
+>M80517.1/67441-67657
+UGAGCUGAUCGUUGUUGUUAUUCUUCAAUUUCUGCAGGUAACUUAGGAAGCGUUUCUUGA
+GCUUCCCUGGGAUGAGCGUUUGGGAGAGCUGAUUCUGCAGCCCAGAGAGUAGUCUCAGGG
+CAUCCUCUGGAGCCUGACCUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCA
+GAUUCACCGCCGCGGCCGUCUCCUUUAAGGUGCUGUG
+>M23028.1/456-673
+GGACCAACCCGGCCCGGGCCCCCCGGUAUCGGGCCAGAGGUAACUUAGGAAGCGUUUCUU
+GAGCUUCCCUGGGAUGAGCGUUUGGGAGAGCUGAUUCUGCAGCCCAGAGAGUAGUCUCAG
+GGCAUCCUCUGGAGCCUGACCUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAG
+CAGAUUCACCGCCGCGGCCGUCUCCUUUAAGACCCACC
+>M12553.1/318-517
+AGAGGAUGAAGACUAAGUCACAGGCUUAGCCAGGUAACUUAGGAAGCGUUUCUUGAGCUU
+CCCUGGGAGAGCUGAUUCUGCAGCCCAGAGAGUAGUCUCAGGGCAUCCUCUGGAGCCUGA
+CCUGUGAUCGUCGCAUCAUAGACCGCCAGUAGACCUGGGAGCAGAUUCACCGCCGCGGCC
+GUCUCCUUUAAGACCCCACC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00448.test b/benchmarks/cmsearch-rmark/rmark-1/RF00448.test
new file mode 100644
index 0000000..58eeaf1
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00448.test
@@ -0,0 +1,5 @@
+>AF448220.1/346-565
+AAAAGGCGCGGGAUAGCGUGCGCUACCGGAUGGCGGGUAAUACAUGCUAUCCUUACAUUU
+UGGCAUUUUGGGCAGCUGGGAGGCGGCGGAUGGGGGUGCUUCUUUUCGCACGGUGUAUGU
+UUGGGGACCCGCAUGCCGGUACUGGGAUAGGCGCACCUCGGGCCGCGCGCCAGGCUCCGA
+GCCGGAAUGCAUUGGGGGCAAUGGGAUUGCGGGGGAUUGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00504.ali b/benchmarks/cmsearch-rmark/rmark-1/RF00504.ali
new file mode 100644
index 0000000..b0a286e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00504.ali
@@ -0,0 +1,675 @@
+# STOCKHOLM 1.0
+#=GF ID gcvT
+#=GF AC RF00504
+#=GF DE gcvT element
+#=GF AU Moxon SJ
+#=GF GA 20.0
+#=GF NC 15.9
+#=GF TC 23.2
+
+AE017232.1/187112-187234 .....UGCCU.CUG.GAAAGCGGUGCCGG...................CC
+AE017232.1/187012-187109 CGCAUUCGAG.CGG.GAGAGUUCCGUGACGGCCA..............GU
+AE000516.2/79275-79185 UGACGCGAUG.UGG.GAGAA.CCUCC......................AU
+AE000516.2/79183-79076 .....CAACU.CUG.GAGACAGGGACG.....................GU
+BX842577.1/344356-344453 CGCUCUAGUG.CGG.GAGAGUUCUGUGGCUG.................CC
+BX842577.1/344457-344587 .....UGCCU.CUG.GAAAGCGGUGGC.....................GA
+AJ301559.2/6784-6876 CGCCUGCGCG...G.GAGAGUUCCGAGGC...................AU
+AJ301559.2/6878-7012 UUCGACAACU.CUG.GAAAGUGGUGGGA....................GC
+AE016822.1/1714418-1714292 .....CCACU.CUG.AAAAGCAGG........................GC
+AE016822.1/1714518-1714420 GAGGCCGAUG.CGG.GAGAGCUGCGGG.....................GG
+AP005048.1/244084-244179 UGACCCCGUG.CGG.GAGAGUCCUCCGGAA..................GU
+AL939108.1/255442-255325 .....UCACU.CUG.GAAAGCAGGGCGGGU..................GU
+AP005032.1/102031-102127 UGAAUCCGCG.CGG.GAGAGUUCCGGG.....................UA
+AL939123.1/278145-278052 UGAAUCCGCG.CGG.GAGAGUCCCCGG......................C
+AP005032.1/102129-102235 .....CACAU.CUG.AAAAGCGGGCCGCU...................GU
+AP005048.1/244181-244295 .....UCACU.CUG.GAAAGCAGGGCGGAU..................GU
+AL939108.1/255539-255444 UGACCCCGCG.CGG.GAGAGUCCUCCGGAC..................AU
+AL939123.1/278050-277936 .....CACAU.CUG.AAAAGCGGACCGCC...................CC
+D84432.1/169999-170100 AUGACAGCAA.GGG.GAGAGACCUGACC....................GA
+AE017271.1/283102-282983 GGACGAAUCU.CUG.GAGAGACUCCCUCUCGCU...............UU
+AE017355.1/2242861-2242742 GGACGAAUCU.CUG.GAGAGACUCCCUCUCGCU...............UU
+AP001516.1/246305-246211 AUGAAAGCAA.GGG.GAGAGACUGC.......................AA
+AP001516.1/246210-246112 .....CAGCU.CUG.GAGAGCGUCU........................A
+AP004599.1/137225-137134 AAGAUUACAA.GGG.GAGAGUUUACAAC....................GA
+AP004599.1/137133-137028 .....CAACU.CUG.GAGAGUGUUUAC.....................GA
+AE017326.1/175321-175412 GUGAAUGUAA.GCA.GAGAGACUGC.......................GA
+AL596168.1/161626-161717 GUGAAUGUAA.ACA.GAGAGACUG........................UG
+AL591978.1/212840-212931 GUGAAUGUAA.GCA.GAGAGACUGC.......................GA
+AE016748.1/54065-53923 UUGAUCAGUA.UUA.GAGAGAAUAGAGA....................UC
+AP003362.3/263674-263577 GUGAUCAGUA.UUA.GAGAGAAUAGAGCGU..................UA
+AP003190.2/169692-169599 .....AGCCU.CUG.GAGAGACUCUU......................UU
+AE015942.1/292344-292250 .....AAACU.CUG.GAGAGACUCUUUU....................UU
+AE007658.1/8894-8810 .....AACCC.UUG.GAGAGACUC........................UU
+AJ276209.1/792-890 AUGAAGAGCA.AAA.GAGAGAAUC........................GU
+AE015942.1/117166-117273 UUGAAGAGUA.UAA.GAGAGAUCCUAU.....................UU
+AE015942.1/292435-292345 AUGAAGGUAA.UAG.GAGAGAGGUC.......................UU
+AE007658.1/8987-8895 AUGAAGUUAG.CGG.GAGAGCUUUGGCU....................UU
+AP003190.2/169771-169693 AUGAAGGUAA.UGG.GAGAGUGAUAUU.....................UU
+AJ312125.1/453-315 AGACGAUACU.CUG.GAGAGACCA........................UA
+AJ312125.1/523-454 AUGAAGGUGG.CAG.GAGAGACCC.........................A
+AE013002.1/8645-8535 AUGAAGAUAG.CGA.GAGAUUAUCUUCC....................AU
+AE013139.1/7699-7613 .....AUAUC.CCG.GAAAG.CCUC.......................UA
+AE013139.1/7801-7700 AUGAAGAAUG.CGG.GAGAGACCC........................UA
+AE013002.1/8534-8441 .....GGCCU.CUG.GAAAGUCUC........................GU
+AL766849.1/65640-65772 AGACGGACUU.CUG.GAGAGACCUA.......................UA
+AE014954.1/5814-5899 UGACGGACUU.CUG.GAGAGACC.........................UA
+AE006566.1/2851-2932 .....GACUU.CUG.GAGAGACCU........................UA
+AE008417.1/5102-5190 GGACGGAACU.CUG.GAGAGACC.........................GU
+AE010545.1/3316-3227 .....AACCU.CUG.GAGAGCUUAUC......................UA
+AE010545.1/3397-3317 AUGAAGAUAU.GAG.GAGAGAUUUCA......................UU
+AE005997.1/1861-1775 UCGACCCUCG.CGG.GAGACAUCGGGA.....................UU
+AE006003.1/9570-9465 .....GAACG.CUG.GAAAGCAGAGCG.....................CG
+AE006003.1/9660-9572 AGGCCUCUCG.CGG.GAGAGAUCGGGC.....................CU
+AE005997.1/1774-1655 UUUAGGAACG.CUG.GAAAGCAGUCUC.....................UC
+BX897699.1/1435871-1435783 .....CAGAU.CUG.GAAAGUCGG........................GA
+BX897699.1/1435970-1435876 .....UUUUG.CGG.GAGAGUGCAGGC.....................UG
+AP005956.1/18481-18576 UUGACAGCAU.CUG.GAAAGAGGCGCC.....................GA
+AP005956.1/18392-18478 ACGGCCACGU.CGG.GAGAGACCGGCUU....................UA
+BX572605.1/160757-160849 CGACUGACAU.CUG.GAAAGAGACCCUGCCGGGC..............GA
+BX572605.1/160670-160756 CUAAGUCGCGUCGG.GAGAGAUCGGCC.....................GC
+AE009691.1/7488-7590 UAAGACAACU.CUG.GAAAGUCGGGGG......................C
+AP003015.2/179374-179460 AGGCUGGA...CGG.GAGAGAUCGGC......................UA
+AP002996.2/13233-13334 .....ACACU.CUG.GAAAGUCGGGGC......................U
+AP002996.2/13144-13230 UACCUGUUUG.CGG.GAGAGAGCAGCG.....................AG
+AP003015.2/179461-179552 .....ACGAU.CUG.GAGAGAGACGCC......................U
+AE008071.1/8587-8502 CGCAUCAUCG.UUGGGAGAAACCGC.......................UU
+AE008071.1/8501-8413 CGACGGAACU.CUG.GAGAGAAGCCAC.....................CU
+AL591787.1/222640-222555 CGACCUCGUU..GG.GAGAAACCGG.......................UU
+BX640439.1/206443-206535 ACGCAUGUCG.CGG.GAGAGAGCGGCCG....................AU
+BX640445.1/160210-160126 ACGUGCAGUU.CGG.GAGAGACCGU.......................CC
+BX640445.1/160122-160016 .....AACAU.CUG.GAGAGUGGCGCGCG...................GU
+BX640439.1/206557-206676 AAACAGCACU.CUG.GAGAGACCUGGCGCGGCCACC............UU
+BX640425.1/120361-120480 AAACAGCACU.CUG.GAGAGACCUGGCGUGGCCACC............UU
+AL646074.1/141575-141672 GCCAUCCAUC.CGG.GAGAGCGCGUCGGCC..................GC
+AL646074.1/141686-141809 CGGCCGCACU.CUG.GAGAGCGGCGCCGC...................GU
+AE016917.1/68424-68339 UCCGGUUCUG.CGG.GAGAGAGGGGCC......................A
+AE016917.1/68334-68236 AUCAAGCCGA.UUG.GAGAGAGGCCGC.....................CC
+AE016922.1/90836-90738 UUCGCGCAAU.CUG.GAGAGCGGCG.......................UC
+AE016922.1/90941-90851 CCGGGUCAUA.CAG.GAGAGAGCGGCU.....................UU
+AE002413.1/3782-3934 .....ACAAU.CUG.GAGAGCGGCGUUGG...................AA
+AL162754.2/59398-59550 .....ACAAU.CUG.GAGAGCGGCGUUGG...................AA
+BX321858.1/45114-45207 .....GCAAU.CUG.GAGAGUGCUG.......................AA
+CR522870.1/1448610-1448703 AUGAACAUAG.CAG.GAGAGAUUUU.......................UC
+CR522870.1/1448704-1448793 .....AGCCU.CUG.GAGAGUCUC........................AU
+AE017311.1/207809-207719 .....AGCCU.CUG.GAGAGACCCC.......................GC
+AE017311.1/207890-207810 AUGACGACAG.CAG.GAGAGACCUCCC.....................CC
+AE015530.1/8809-8928 AUGAAGGUAG.CAG.GAGAGUGGGGA......................AU
+AE015530.1/8929-9047 .....AGCCU.CUG.GAGAGACUACCGAUUGCA...............UU
+BX950851.1/2645260-2645133 CCGCUCCUCG.CAG.GAGAGAGGGCGUGUACUCCAGCAUAC.......UU
+BX950851.1/2645129-2645034 UUGAAGCCAA.CUG.GAGAGAGGUUGC.....................GA
+U32770.1/3564-3455 GGACGAACCC.UUG.GAGAGAUCCAUU.....................UU
+AE017152.1/58537-58646 .....AACCC.UUG.GAGAGAUCCACUCUGUACUAUAGUACA......GA
+U32770.1/3645-3566 AUGAAGGUAG.CUG.GAGAGCGGGAA......................AU
+AE006044.1/6045-6135 AUGAAGGUAG.CUG.GAGAGUAGGGA......................AU
+AE006044.1/6136-6252 .....AACCC.UUG.GAGAGAGCCG.......................UU
+CR543861.1/1990167-1990077 AUGAUUAUUG.CAG.GAGAGAUAUUCU.....................UG
+CR378670.1/15794-15904 .....AGCCU.CUG.GAGAGACCCG.......................UU
+CR378670.1/15611-15793 AUGAAGAUAG.CAG.GAGAGUGGCA.......................UA
+AE004221.1/2485-2350 UUGAAGACUG.CAG.GAGAGUGGUU.......................GU
+AP005079.1/54988-55101 AUGAAGACUG.CAG.GAGAGUGGUUAUUAACCAAACUUUAACAUUUGGUU
+AE004221.1/2349-2255 .....AACCU.CUG.GAGAGAACCG.......................UU
+AE016806.1/33242-33376 AUGAAGGCUA.CAG.GAGAGUGGUAA......................UU
+AP005336.1/138128-137994 AUGAAGGCUA.CAG.GAGAGUGGUAA......................UU
+AP005336.1/137993-137899 .....AACCU.CUG.GAGAGAACCG.......................UU
+AP005079.1/55102-55198 .....AACCU.CUG.GAGAGAACCG.......................UU
+AE011751.1/9538-9457 GCAACACGGU..GG.GAGAA.GCGGC......................AC
+AE012210.1/5968-5859 .....CAACU.CUG.GAGAGACCGG.......................UU
+AE011751.1/9456-9347 .....CAACU.CUG.GAGAGACCGGCC.....................GA
+AE012210.1/6050-5969 GUAACACGGU..GG.GAGAA.GCGGC......................AC
+#=GC SS_cons .....<<<<<.<<<.......<<<<.........................
+
+AE017232.1/187112-187234 CUCGGGCC..........................................
+AE017232.1/187012-187109 CA................................................
+AE000516.2/79275-79185 GUC...............................................
+AE000516.2/79183-79076 CGCACCGACC........................................
+BX842577.1/344356-344453 AGC...............................................
+BX842577.1/344457-344587 CCCCUGGCGGUC......................................
+AJ301559.2/6784-6876 CCAGU.............................................
+AJ301559.2/6878-7012 ACC...............................................
+AE016822.1/1714418-1714292 AGCGUCGACCCUCCGGGUCGAUCCCGCGGGACAUGCU.............
+AE016822.1/1714518-1714420 AGAACCCG..........................................
+AP005048.1/244084-244179 CGU...............................................
+AL939108.1/255442-255325 CGACGGCUUC........................................
+AP005032.1/102031-102127 CGUGUG............................................
+AL939123.1/278145-278052 CGCG..............................................
+AP005032.1/102129-102235 CCAG..............................................
+AP005048.1/244181-244295 CUAUGGCUUC........................................
+AL939108.1/255539-255444 CAC...............................................
+AL939123.1/278050-277936 CGACGG............................................
+D84432.1/169999-170100 AAACCUCGGGA.......................................
+AE017271.1/283102-282983 AUAUAGCGUAGAGGAA..................................
+AE017355.1/2242861-2242742 AAAUAGCGUAGAGGAA..................................
+AP001516.1/246305-246211 GGA...............................................
+AP001516.1/246210-246112 ACA...............................................
+AP004599.1/137225-137134 AUA...............................................
+AP004599.1/137133-137028 AG................................................
+AE017326.1/175321-175412 AAA...............................................
+AL596168.1/161626-161717 AAA...............................................
+AL591978.1/212840-212931 AAA...............................................
+AE016748.1/54065-53923 AAAACUUGAAUCAUUAUAAGUUAAACGUUUUUAGUCUAUUACAAUUUUGA
+AP003362.3/263674-263577 AGA...............................................
+AP003190.2/169692-169599 AAA...............................................
+AE015942.1/292344-292250 AUA...............................................
+AE007658.1/8894-8810 AAA...............................................
+AJ276209.1/792-890 UU................................................
+AE015942.1/117166-117273 UAA...............................................
+AE015942.1/292435-292345 UU................................................
+AE007658.1/8987-8895 UGC...............................................
+AP003190.2/169771-169693 AAA...............................................
+AJ312125.1/453-315 UA................................................
+AJ312125.1/523-454 UGA...............................................
+AE013002.1/8645-8535 AAAUG.............................................
+AE013139.1/7699-7613 AA................................................
+AE013139.1/7801-7700 ACC...............................................
+AE013002.1/8534-8441 AAA...............................................
+AL766849.1/65640-65772 AGUAGCAACAUCUUUGUAUUGACACCAAGAUGUGC...............
+AE014954.1/5814-5899 CUA...............................................
+AE006566.1/2851-2932 UU................................................
+AE008417.1/5102-5190 AAA...............................................
+AE010545.1/3316-3227 AGA...............................................
+AE010545.1/3397-3317 UUA...............................................
+AE005997.1/1861-1775 CGA...............................................
+AE006003.1/9570-9465 CGC...............................................
+AE006003.1/9660-9572 UGC...............................................
+AE005997.1/1774-1655 CACCGGA...........................................
+BX897699.1/1435871-1435783 GG................................................
+BX897699.1/1435970-1435876 CAAGUUUUUGG.......................................
+AP005956.1/18481-18576 CGAGCUUGAGGCUCGGAC................................
+AP005956.1/18392-18478 GGC...............................................
+BX572605.1/160757-160849 UCCCGGGA..........................................
+BX572605.1/160670-160756 AA................................................
+AE009691.1/7488-7590 AAC...............................................
+AP003015.2/179374-179460 CU................................................
+AP002996.2/13233-13334 UG................................................
+AP002996.2/13144-13230 AG................................................
+AP003015.2/179461-179552 CGA...............................................
+AE008071.1/8587-8502 CA................................................
+AE008071.1/8501-8413 UGACUAAAGG........................................
+AL591787.1/222640-222555 CGA...............................................
+BX640439.1/206443-206535 UGC...............................................
+BX640445.1/160210-160126 AGC...............................................
+BX640445.1/160122-160016 AC................................................
+BX640439.1/206557-206676 CGCGGUGCGCAAGCAG..................................
+BX640425.1/120361-120480 CGCGGUGCGCAAGCAG..................................
+AL646074.1/141575-141672 AUACGGCC..........................................
+AL646074.1/141686-141809 CACCAUCGCG........................................
+AE016917.1/68424-68339 CG................................................
+AE016917.1/68334-68236 CGC...............................................
+AE016922.1/90836-90738 CGCGC.............................................
+AE016922.1/90941-90851 CU................................................
+AE002413.1/3782-3934 UAA...............................................
+AL162754.2/59398-59550 UAA...............................................
+BX321858.1/45114-45207 ACAGC.............................................
+CR522870.1/1448610-1448703 CCAUGGCAGUACGGAUGG................................
+CR522870.1/1448704-1448793 UAU...............................................
+AE017311.1/207809-207719 AA................................................
+AE017311.1/207890-207810 AGA...............................................
+AE015530.1/8809-8928 UAA...............................................
+AE015530.1/8929-9047 AACUUGCAAUAAU.....................................
+BX950851.1/2645260-2645133 CAAGCUACAUGUACGUUGGCAUAAAGUAUA....................
+BX950851.1/2645129-2645034 UGC...............................................
+U32770.1/3564-3455 AGA...............................................
+AE017152.1/58537-58646 AAA...............................................
+U32770.1/3645-3566 UGA...............................................
+AE006044.1/6045-6135 UGA...............................................
+AE006044.1/6136-6252 AUAUUAAAAAGAGAUAA.................................
+CR543861.1/1990167-1990077 CAA...............................................
+CR378670.1/15794-15904 AAA...............................................
+CR378670.1/15611-15793 UUAUUCGCUAGCAGAAUCAUUCUGAUACGAGUA.................
+AE004221.1/2485-2350 UAACCAGAUUUUAACAUCUGAGCCAA........................
+AP005079.1/54988-55101 AGA...............................................
+AE004221.1/2349-2255 UAA...............................................
+AE016806.1/33242-33376 AACCAUAUUUUAACAUUUGGUUAGU.........................
+AP005336.1/138128-137994 AACCAUAUUUUAACAUUUGGUUAGU.........................
+AP005336.1/137993-137899 AAA...............................................
+AP005079.1/55102-55198 AAA...............................................
+AE011751.1/9538-9457 UG................................................
+AE012210.1/5968-5859 CA................................................
+AE011751.1/9456-9347 UG................................................
+AE012210.1/6050-5969 UG................................................
+#=GC SS_cons ..................................................
+
+AE017232.1/187112-187234 ..CGCACC.CGCCGAUGGGGA..AA.GGCGG...................
+AE017232.1/187012-187109 ....CGGA.CGCCGAAGGAGC..AACACCUC...................
+AE000516.2/79275-79185 ....GAGG.CGCCGUAGGAGC..AA.UCUCCU..................
+AE000516.2/79183-79076 ..GUGCCU.GACCGAAGGUGU..AGAGCGGC...................
+BX842577.1/344356-344453 ..UACGGA.CGCCGAAGGAGC..AAUACCUC...................
+BX842577.1/344457-344587 ..CUCACC.CGCCGAUGGGGA..AA.GGCGAUU.................
+AJ301559.2/6784-6876 ..CUCGGA.CGCCGAAGGAGC..AAUACCUC...................
+AJ301559.2/6878-7012 ....CACC.CGCCCAAGGGGA..AA.GGUGCCGGU...............
+AE016822.1/1714418-1714292 ..GG.CCU.CGCCCACGGUGA..AA.GCCGC...................
+AE016822.1/1714518-1714420 ..CCCGCGGCACCGAAGGAGC..AA.UCCUC...................
+AP005048.1/244084-244179 ..CGGAGG.CGCCGAAGGAGC..AA.AUCCU...................
+AL939108.1/255442-255325 ..CGCUCU.CACCGACGGUGA..AA.GCCGGGCAGAGC............
+AP005032.1/102031-102127 ..CCCGGA.CGCCGAAGGAGC..AA.GUCCC...................
+AL939123.1/278145-278052 ..CCGGGG.CGCCGAAGGAGC..AA.GUCCC...................
+AP005032.1/102129-102235 ..UGGCUC.CACCCAAGGUGC..AA.GCCAGUG.................
+AP005048.1/244181-244295 ..CGCUCU.CACCGACGGUGA..AA.GCCGGAGC................
+AL939108.1/255539-255444 ..CGGAGG.CGCCGAAGGAGC..AA.AUCCU...................
+AL939123.1/278050-277936 ..CGGUCC.CACCCAAGGUGC..AA.GCCCUGA.................
+D84432.1/169999-170100 ..UACAGG.CGCCGAAGGAGC..AA.ACU.....................
+AE017271.1/283102-282983 ..AACGAG.CACCGAAGGAGC..AAAUCCGC...................
+AE017355.1/2242861-2242742 ..AACGAG.CACCGAAGGAGC..AAAUCCGC...................
+AP001516.1/246305-246211 ...UGCAG.CGCCGAAGGAGC..AA.ACA.....................
+AP001516.1/246210-246112 ..CUAGAC.CACCUACGAAGA..CA.UU......................
+AP004599.1/137225-137134 ....GUAA.CGCCGAAGGAGC..AA.GUG.....................
+AP004599.1/137133-137028 ..GUAAAC.CACCCACGAAGC..AA.AUAUUUGU................
+AE017326.1/175321-175412 ....GCGG.CGCCGACGGGGA..AA.GCAUG...................
+AL596168.1/161626-161717 ..AG.CAG.CGCCGACGGGGA..AA.GCAUAAG.................
+AL591978.1/212840-212931 ....GCAG.CGCCGACGGGGA..AA.GCAUA...................
+AE016748.1/54065-53923 CUCUCUAU.CGCCGAAGGUGC..AA.GUG.....................
+AP003362.3/263674-263577 ..CUCUAU.CGCCGAAGGUGC..AA.GUAAUU..................
+AP003190.2/169692-169599 ..AAAGAG.CACCGAAGGAGC..AA.GGUCAAAUUUU.............
+AE015942.1/292344-292250 ..AAAGAG.CACCGAAGGAGC..AA.GUUGGGUAAA..............
+AE007658.1/8894-8810 .....GAG.CACCGAAGGAGA..AA.GCAUAAA.................
+AJ276209.1/792-890 .....GAU.CGCCGAAGGGAC..AA.GUUUAUAUUU..............
+AE015942.1/117166-117273 ....AGGA.CGCCGAAGGGAC..AA.UCUAUGUUUA..............
+AE015942.1/292435-292345 ....GACC.CACCGAAGAUGC..AAA........................
+AE007658.1/8987-8895 ....CAUA.CACCGAAGAAGU..AA.........................
+AP003190.2/169771-169693 ....UAUC.CACCGAAGAGGG..AA.........................
+AJ312125.1/453-315 .....AGG.CACCGAAGGAGC..AA.AUUUAAUUGAGAUCUUUAUAUAAA
+AJ312125.1/523-454 ...G.GGG.CGCCGAAGAAGU..AA.........................
+AE013002.1/8645-8535 ..GAAGAU.AGCCGAAGGGGA..AA.UACAAAG.................
+AE013139.1/7699-7613 ....GAGG.CACCGAAGGAGC..AA.UUCUUCUAU...............
+AE013139.1/7801-7700 .....GGG.CGCCGAAGGAGC..AA.GCGGGUAUAUGGCCUGUAU.....
+AE013002.1/8534-8441 .....GAG.CACCGAAGGAGC..AA.UACAUAUGGAAG............
+AL766849.1/65640-65772 ..UCUAGG.CGCCGAAGGGGC..AA.GAAGAGUAAAACAA..........
+AE014954.1/5814-5899 ......GG.CGCCGAAGGGGC..AA.GGCUG...................
+AE006566.1/2851-2932 .....AGG.CGCCGAAGGGGC..AA.GGCAU...................
+AE008417.1/5102-5190 ......GG.CACCGAAGGGGC..AA.GGCAG...................
+AE010545.1/3316-3227 ...GAUAA.CACCGAAGGAGC..AA.AGCUAAUUU...............
+AE010545.1/3397-3317 ..AUGAAA.CACCGAAGAAGU..AA.........................
+AE005997.1/1861-1775 ..UCCCGA.GGCCGAAGGCGC..AA.CCG.....................
+AE006003.1/9570-9465 ..CGCUCU.CGCCGAAGGAGC..AA.GGCCU...................
+AE006003.1/9660-9572 ....CCGG.CGCUGAAGGCGA..AA.CCG.....................
+AE005997.1/1774-1655 ..GGGGCU.CGCCGAAGGAGC..AA.GGCCAA..................
+BX897699.1/1435871-1435783 ..GG.CCG.CGCCGAAGGUGU..AA.GCGAA...................
+BX897699.1/1435970-1435876 ..GUCUGC.CGCCGAAGGGGA..AA.AUA.....................
+AP005956.1/18481-18576 ..AGCGUC.CGCCGACGGGAU..AA.........................
+AP005956.1/18392-18478 ..AGCCGG.CGCCGAAGGAGC..AA.CCG.....................
+BX572605.1/160757-160849 ..CGGGUC.CGCCGACGGGAU..AA.........................
+BX572605.1/160670-160756 ..GGCCGG.CGCCGAAGGAGC..AA.CCG.....................
+AE009691.1/7488-7590 ....UCCG.CGCCGAAGGUGU..AA.GUAUGGCUUUAUAUAUA.......
+AP003015.2/179374-179460 ...GCCGA.CGCCGACGGAGC..AA.CCC.....................
+AP002996.2/13233-13334 ..CCCCCG.CGCCGAAGGUGU..AA.GCGCCGCU................
+AP002996.2/13144-13230 ....CUGC.CGCCGAAGGGGA..AA.UC......................
+AP003015.2/179461-179552 ...GCGUC.CACCGAAGGGGA..AA.GCCGGCAGG...............
+AE008071.1/8587-8502 ..UUGCGG.UGCCGAAGGAGC..AA.CCG.....................
+AE008071.1/8501-8413 ..ACGGCU.CGCCGAAGGGAU..AA.........................
+AL591787.1/222640-222555 ...UCCGG.UGCCGAAGGAGC..AA.CCG.....................
+BX640439.1/206443-206535 ..GGCUGC.CGCCGAAGGCGC..AA.UUC.....................
+BX640445.1/160210-160126 ..GGACGG.CGCCGACGGAGC..AA.CCA.....................
+BX640445.1/160122-160016 ..GGCGCC.CACCGAAGGGGA..U..CCCUG...................
+BX640439.1/206557-206676 ..CCCAGG.CGCCGAAGGUGC..AAACCCGC...................
+BX640425.1/120361-120480 ..CCCAGG.CGCCGAAGGUGC..AAACCCGC...................
+AL646074.1/141575-141672 ..AGUCGC.CGCCGAAGGGGU..AG.C.......................
+AL646074.1/141686-141809 ..GGCGCC.CACCGAAGGGGCUCAC.GGAACCG.................
+AE016917.1/68424-68339 ....CCCC.CGCCGAAGACGC..AA.GC......................
+AE016917.1/68334-68236 ..GCGGCC.CACCGAAGGGGC..AA.GUGGCCUAAG..............
+AE016922.1/90836-90738 ..GACGCC.CACCGAAGGGGC..UAACGGCUUA.................
+AE016922.1/90941-90851 ..GGCCGC.CGCCGAAGGCGC..AA.GCGCA...................
+AE002413.1/3782-3934 ....CGUC.CACCGAAGGGGA..GAAGGCCGUCUGAAC............
+AL162754.2/59398-59550 ....CGUC.CACCGAAGGGGA..GAAGGCCGUCUGAAC............
+BX321858.1/45114-45207 ..UUCAGC.CACCGAAGGGGC..AU.GCGGAAAGUU..............
+CR522870.1/1448610-1448703 ..GGAAGG.CACCGAAGAAGU..AA.........................
+CR522870.1/1448704-1448793 .....GGG.CACCGAAGGAGC..AA.GCCAGCGUGUA.............
+AE017311.1/207809-207719 ....GGGG.CACCGAAGGAGC..AA.GCCGC...................
+AE017311.1/207890-207810 ..GGGAGG.CGCCGACGAAGU..AA.........................
+AE015530.1/8809-8928 ....CCCCACACCGACGAGGC..AA.CUUUGUUGUUGGAAGCAU......
+AE015530.1/8929-9047 ..AGGUGG.CGCCGAAGGCGA..AA.GUG.....................
+BX950851.1/2645260-2645133 ..ACGCUC.CGCCGAAGGCGC..AA.AC......................
+BX950851.1/2645129-2645034 ....AACC.CACCGAAGGGGC..AA.GCAGC...................
+U32770.1/3564-3455 ..AAUGGA.CGCCGAA.GCGC..AA.AAGAGCGGUUAAUUUU........
+AE017152.1/58537-58646 ....UGGA.CGCCGAAGGCGC..AA.AUAUA...................
+U32770.1/3645-3566 ....CCCCACACCGACGAUGU..AA.........................
+AE006044.1/6045-6135 ....CCCUACGCCGACGAGGU..AA.........................
+AE006044.1/6136-6252 ..AACGGC.CGCCGAAGGCGC..AA.AAAGA...................
+CR543861.1/1990167-1990077 ..AGGAUA.CGCCGAAGGAGC..AA.CG......................
+CR378670.1/15794-15904 ...UCGGG.CGCCGAAGGAGC..AA.GCUUU...................
+CR378670.1/15611-15793 ..UAAGCC.CGCCGAAGAAGU..AA.GCGUUCUUA...............
+AE004221.1/2485-2350 ..AUAACC.CGCCGAAGAAGU..AA.........................
+AP005079.1/54988-55101 ..UUAACU.CGCCGAAGAAUU..AA.........................
+AE004221.1/2349-2255 ...UCGGU.CGCCGAAGGAGC..AA.GCUCU...................
+AE016806.1/33242-33376 ..CAUACC.CGCCGAAGAAGU..AA.........................
+AP005336.1/138128-137994 ..CAUACC.CGCCGAAGAAGU..AA.........................
+AP005336.1/137993-137899 ...UCGGU.CGCCGAAGGAGC..AA.GUCCU...................
+AP005079.1/55102-55198 ...UCGGU.CGCCGAAGGAGC..AA.GUCCU...................
+AE011751.1/9538-9457 ....CCGC.UGCCGAAGGCGC..AA.CA......................
+AE012210.1/5968-5859 ..CUCCGG.CGCCGAAGGGGC..AC.GGAACGCAGGCAG...........
+AE011751.1/9456-9347 ....CCGG.CGCCGAAGGGGC..AC.GAAACGCAGGCAG...........
+AE012210.1/6050-5969 ....CCGC.UGCCGAAGGCGC..AA.CA......................
+#=GC SS_cons ....>>>>..<<<<<..<<<......<<......................
+
+AE017232.1/187112-187234 ............CCGC..................................
+AE017232.1/187012-187109 ............UCC...................................
+AE000516.2/79275-79185 ............CCCC..................................
+AE000516.2/79183-79076 ............GCCA..................................
+BX842577.1/344356-344453 ............UCC...................................
+BX842577.1/344457-344587 ............CACC..................................
+AJ301559.2/6784-6876 ............CCC...................................
+AJ301559.2/6878-7012 ............GCGC.................................G
+AE016822.1/1714418-1714292 ............GAAC..................................
+AE016822.1/1714518-1714420 ............CCC...................................
+AP005048.1/244084-244179 ............CCCC..................................
+AL939108.1/255442-255325 ............UCCA..................................
+AP005032.1/102031-102127 ............UCCC..................................
+AL939123.1/278145-278052 ............UCCC..................................
+AP005032.1/102129-102235 ............ACCC..................................
+AP005048.1/244181-244295 ............GCCC..................................
+AL939108.1/255539-255444 ............CCCC..................................
+AL939123.1/278050-277936 ............UCGC..................................
+D84432.1/169999-170100 ............GCGG..................................
+AE017271.1/283102-282983 ............UACU..................................
+AE017355.1/2242861-2242742 ............UACU..................................
+AP001516.1/246305-246211 ..................................................
+AP001516.1/246210-246112 ............UCCU..................................
+AP004599.1/137225-137134 ............AAGA..................................
+AP004599.1/137133-137028 ............UCUU..................................
+AE017326.1/175321-175412 ............UAUU..................................
+AL596168.1/161626-161717 ............UUAU..................................
+AL591978.1/212840-212931 ............UAUU..................................
+AE016748.1/54065-53923 ..................................................
+AP003362.3/263674-263577 ............UAUU..................................
+AP003190.2/169692-169599 ............UUGA..................................
+AE015942.1/292344-292250 ............ACCA..................................
+AE007658.1/8894-8810 ............AAAA..................................
+AJ276209.1/792-890 ............GCCA..................................
+AE015942.1/117166-117273 ............UCCC..................................
+AE015942.1/292435-292345 ..................................................
+AE007658.1/8987-8895 ..................................................
+AP003190.2/169771-169693 ..................................................
+AJ312125.1/453-315 UAAAAAAGCUCAUCCC..................................
+AJ312125.1/523-454 ..................................................
+AE013002.1/8645-8535 ............GCCC..................................
+AE013139.1/7699-7613 ............AAAG..................................
+AE013139.1/7801-7700 ............ACUC..................................
+AE013002.1/8534-8441 ............GCCA..................................
+AL766849.1/65640-65772 ............CUCC..................................
+AE014954.1/5814-5899 ............UUUG..................................
+AE006566.1/2851-2932 ............ACUG..................................
+AE008417.1/5102-5190 ............GCAA..................................
+AE010545.1/3316-3227 ............UAGC..................................
+AE010545.1/3397-3317 ..................................................
+AE005997.1/1861-1775 ............CCCC..................................
+AE006003.1/9570-9465 ............GCCG..................................
+AE006003.1/9660-9572 ............CCCC..................................
+AE005997.1/1774-1655 ............ACCC..................................
+BX897699.1/1435871-1435783 ............AACU..................................
+BX897699.1/1435970-1435876 ............GCCC..................................
+AP005956.1/18481-18576 ..................................................
+AP005956.1/18392-18478 ............CCCC..................................
+BX572605.1/160757-160849 ..................................................
+BX572605.1/160670-160756 ............CCCC..................................
+AE009691.1/7488-7590 ............GCCA..................................
+AP003015.2/179374-179460 ............CCCA..................................
+AP002996.2/13233-13334 ............GACA..................................
+AP002996.2/13144-13230 ............GCCC..................................
+AP003015.2/179461-179552 ............CCCG..................................
+AE008071.1/8587-8502 ............CCCC..................................
+AE008071.1/8501-8413 ..................................................
+AL591787.1/222640-222555 ............CCCC..................................
+BX640439.1/206443-206535 ............GCCC..................................
+BX640445.1/160210-160126 ............CCCC..................................
+BX640445.1/160122-160016 ............GCGC..................................
+BX640439.1/206557-206676 ............UCGC..................................
+BX640425.1/120361-120480 ............UCGC..................................
+AL646074.1/141575-141672 ............ACCC..................................
+AL646074.1/141686-141809 ............UCGC..................................
+AE016917.1/68424-68339 ............UCCC..................................
+AE016917.1/68334-68236 ............GCC...................................
+AE016922.1/90836-90738 ............UCCG..................................
+AE016922.1/90941-90851 ............CCC...................................
+AE002413.1/3782-3934 ............CACCAUUCAGACAACCGCGCAAAGCAGUGAGCAGACUG
+AL162754.2/59398-59550 ............CACCAUUCAGACAACCGCGCAAAGCAGUGAGCAGACUG
+BX321858.1/45114-45207 ............GACC..................................
+CR522870.1/1448610-1448703 ..................................................
+CR522870.1/1448704-1448793 ............GCUG..................................
+AE017311.1/207809-207719 ............CCCA..................................
+AE017311.1/207890-207810 ..................................................
+AE015530.1/8809-8928 ............UCCA..................................
+AE015530.1/8929-9047 ............UCGC..................................
+BX950851.1/2645260-2645133 ............UCCC..................................
+BX950851.1/2645129-2645034 ............UCUG..................................
+U32770.1/3564-3455 ............UCAA..................................
+AE017152.1/58537-58646 ............AAGC..................................
+U32770.1/3645-3566 ..................................................
+AE006044.1/6045-6135 ..................................................
+AE006044.1/6136-6252 ............GCGG..................................
+CR543861.1/1990167-1990077 ............ACCC..................................
+CR378670.1/15794-15904 ............CCUU...............................UUU
+CR378670.1/15611-15793 ............AACC...............................GUU
+AE004221.1/2485-2350 ..................................................
+AP005079.1/54988-55101 ..................................................
+AE004221.1/2349-2255 ............GCGC..................................
+AE016806.1/33242-33376 ..................................................
+AP005336.1/138128-137994 ..................................................
+AP005336.1/137993-137899 ............GCCC..................................
+AP005079.1/55102-55198 ............GCAC..................................
+AE011751.1/9538-9457 ............GCCC..................................
+AE012210.1/5968-5859 ............GCCA..................................
+AE011751.1/9456-9347 ............GCCA..................................
+AE012210.1/6050-5969 ............GCCC..................................
+#=GC SS_cons ..................................................
+
+AE017232.1/187112-187234 ........GACAGCAUCGGCCGCCGAAUCUCUCAGGC.............
+AE017232.1/187012-187109 ......................GUCAACCUCUCAGGC.............
+AE000516.2/79275-79185 ......................GAGAAUCUCUCAGGC.............
+AE000516.2/79183-79076 ..........UGAUGCGACGCCGC.AGACUCUCAGGU.............
+BX842577.1/344356-344453 ......................GUCAACCUCUCAGGC.............
+BX842577.1/344457-344587 ....UGACGGUGGACAGAGUCGCCGAAUCUCUCAGGC.............
+AJ301559.2/6784-6876 ......................GUCAAUCUCUCAGGC.............
+AJ301559.2/6878-7012 CAUGUCAGCGCGCCGUGUUCUACCGAAUCUCUCAGGC.............
+AE016822.1/1714418-1714292 ..............GCUUCGCGGUGAAACUCUCAGGC.............
+AE016822.1/1714518-1714420 ......................GACAAUCUCUCAGGU.............
+AP005048.1/244084-244179 ......................GG.AAUCUCUCAGGC.............
+AL939108.1/255442-255325 ...........GGGCUCGCCCGGUGAAGCUCUCAGGU.............
+AP005032.1/102031-102127 ......................UUGAAUCUCUCAGGC.............
+AL939123.1/278145-278052 ......................UUGAAUCUCUCAGGC.............
+AP005032.1/102129-102235 ..........GUGACGGUCAUGGCGAACCUCUCAGGU.............
+AP005048.1/244181-244295 ..........UCGGGCGGACCGGCGAAGCUCUCAGGU.............
+AL939108.1/255539-255444 ......................GG.AAUCUCUCAGGC.............
+AL939123.1/278050-277936 ....CGUACUCCGGUGGCCGUGGCGAACCUCUCAGGU.............
+D84432.1/169999-170100 .....................AGUGAAUCUCUCAGGC.............
+AE017271.1/283102-282983 ................AUAGCGGAUAAUCUCUCAGGU.............
+AE017355.1/2242861-2242742 ................AUAGCGGAUAAUCUCUCAGGU.............
+AP001516.1/246305-246211 ............CAAUUAGGGUGUGAAUCUCUCAGGC.............
+AP001516.1/246210-246112 ......UUUUACGAUAAGGGGAAAGAAACUUUCUGGU.............
+AP004599.1/137225-137134 ......................GCGAAUCUCUCAGGC.............
+AP004599.1/137133-137028 .......UUUUGAAGAAUGAAUAUGCAACUUUCUGGU.............
+AE017326.1/175321-175412 ....................AUGUGAAACUCUCAGGC.............
+AL596168.1/161626-161717 ......................GUGAAACUCUCAGGC.............
+AL591978.1/212840-212931 ....................AUGUGAAACUCUCAGGC.............
+AE016748.1/54065-53923 .................AAAUAACGAAACUCUCAGGC.............
+AP003362.3/263674-263577 ......................ACGAAACUCUCAGGC.............
+AP003190.2/169692-169599 ......................CUGAAACUCUCAGGU.............
+AE015942.1/292344-292250 ......................AUGAAACUCUCAGGU.............
+AE007658.1/8894-8810 ......................GCGAAACUCUCAGGU.............
+AJ276209.1/792-890 ...............AAUAUAAAUGAAAUUCUCAGGC.............
+AE015942.1/117166-117273 ...........AAUAAAACAUAGAGAAAUUCUCAGGC.............
+AE015942.1/292435-292345 .........................AAUCUUUCAGGU.............
+AE007658.1/8987-8895 ..........................AUCUUUCAGGU.............
+AP003190.2/169771-169693 ..........................AUCUUUCAGGU.............
+AJ312125.1/453-315 .UUUUUUAGAUCAAGCGAUUAAAUGAAUCUCUCAGGU.............
+AJ312125.1/523-454 ..........................AGCUUUCAGGC.............
+AE013002.1/8645-8535 ..........GCCAAGCCUUUGUAGAAGCUCUCAGGC.............
+AE013139.1/7699-7613 ......................AAGAAUCUCUCAGGU.............
+AE013139.1/7801-7700 ......................GUGAAACUCUCAGGC.............
+AE013002.1/8534-8441 ..................UAUGUAGAAGCUCUCAGGU.............
+AL766849.1/65640-65772 ......................UCCAAUCUCUCAGGC.............
+AE014954.1/5814-5899 ......................CUCAAACUCUCAGGC.............
+AE006566.1/2851-2932 ......................CUCAAUCUCUCAGGC.............
+AE008417.1/5102-5190 ...................CUGCUCAAACUCUCAGGU.............
+AE010545.1/3316-3227 ......................CU.AAACUCUCAGGU.............
+AE010545.1/3397-3317 ..........................AUCUUUCAGGU.............
+AE005997.1/1861-1775 ......................GG.AAACGCUCAGGC.............
+AE006003.1/9570-9465 ......ACUGUCUGGUCGGCCGCUGAAUCUCUCAGGC.............
+AE006003.1/9660-9572 ......................GG.AAACGCUCAAGC.............
+AE005997.1/1774-1655 ..GUCCGGCAGAGGGGCGAGGCCGGAAUCUCUCAGGC.............
+BX897699.1/1435871-1435783 ................UUUUUCGCGAGUCUCUCAGGU.............
+BX897699.1/1435970-1435876 ......................GU.AAUCUCUCAGGC.............
+AP005956.1/18481-18576 ..........................UACUCUCAGGC.............
+AP005956.1/18392-18478 ......................GG.AAACUCUCAGGC.............
+BX572605.1/160757-160849 ..........................UGCUCUCAGGC.............
+BX572605.1/160670-160756 ......................GG.AAACUCUCAGGC.............
+AE009691.1/7488-7590 .....................UGCGAGUCUCUCAGGC.............
+AP003015.2/179374-179460 ......................AGGAAACUCUCAGGC.............
+AP002996.2/13233-13334 .........GAGUUCCGGUUGCGCGAGUCUCUCAGGC.............
+AP002996.2/13144-13230 ......................GA.AAUCUCUCAGGC.............
+AP003015.2/179461-179552 ......................GUUAAGCUCUCAGGU.............
+AE008071.1/8587-8502 ......................GG.AAACUCUCAGGC.............
+AE008071.1/8501-8413 ..........................CAAUCUCAGGC.............
+AL591787.1/222640-222555 ......................GG.AAACUCUCAGGC.............
+BX640439.1/206443-206535 ......................GG.AAUCGCUCAGGU.............
+BX640445.1/160210-160126 ......................GG.AAACUCUCAGGC.............
+BX640445.1/160122-160016 ....GUUUGCAGCGGCGCACGGGUGAAGCUCUCAGGU.............
+BX640439.1/206557-206676 ...................GCGGGGCAACUCUCAGGC.............
+BX640425.1/120361-120480 ...................GCGGGGCAACUCUCAGGC.............
+AL646074.1/141575-141672 .......................GAAAACUCUCAGGC.............
+AL646074.1/141686-141809 ......ACGCGUUGUGUCGCUUCCCAAUCUCUCAGGU.............
+AE016917.1/68424-68339 ......................AU.AAUCGCUCAGGC.............
+AE016917.1/68334-68236 ......................GCGCAACUCUCAGGU.............
+AE016922.1/90836-90738 ....................GCCGGAAAAUCUCAGGU.............
+AE016922.1/90941-90851 ......................GC.AAUCGCUCAGGC.............
+AE002413.1/3782-3934 GUUUGCCAUCAUGCGGAUACAGCCGAAAAUCUCAGGU.............
+AL162754.2/59398-59550 GUUUGCCAUCAUGCGGAUACGGCCGAAAAUCUCAGGU.............
+BX321858.1/45114-45207 ......................GUAAAACUCUCAGGU.............
+CR522870.1/1448610-1448703 ..........................AUCUUUCAGGU.............
+CR522870.1/1448704-1448793 ......................GUGAACCUCUCAGGU.............
+AE017311.1/207809-207719 ...............UGUGGCGGUGAAACUCUCAGGU.............
+AE017311.1/207890-207810 ..........................AUCUUUCAGGC.............
+AE015530.1/8809-8928 ...............UAAACAAAGCACUCUUUCAGGU.............
+AE015530.1/8929-9047 ......UGUGUUGUUAAGCGACGCGAAACGCUCAGGC.............
+BX950851.1/2645260-2645133 ......................AU.AAUCGCUCAGGC.............
+BX950851.1/2645129-2645034 ..................CUGCGU.AAACUCUCAGGU.............
+U32770.1/3564-3455 ................UCGUUUUUCAAACGCUCAGGC.............
+AE017152.1/58537-58646 ..............AAAUUUAUGUGAAACGCUCAGGC.............
+U32770.1/3645-3566 .........................AAUCUUUCAGGU.............
+AE006044.1/6045-6135 .........................ACUCUUUCAGGC.............
+AE006044.1/6136-6252 ......UUAAUUUUUCCGUUUUUUCAAACGCUCAGGC.............
+CR543861.1/1990167-1990077 ......................CGGAAACUCUCAGGC.............
+CR378670.1/15794-15904 GCUGUUUUAACAUGCAUGGAAAGUGAAACUCUCAGGC.............
+CR378670.1/15611-15793 UGUUACUGUUCAAACACAAGACGUUAAUCUUUCAGGC..ACUGGAUUACA
+AE004221.1/2485-2350 ..........................AUCUUUCAGGUGCAUUAUUCUUAG
+AP005079.1/54988-55101 ..........................CUAUUUCAGGU.............
+AE004221.1/2349-2255 .............AUAUGCAGAGUGAAACUCUCAGGC.............
+AE016806.1/33242-33376 ..........................AUCUUUCAGGU.GCAAUAUUCUUA
+AP005336.1/138128-137994 ..........................AUCUUUCAGGU.GCAAUAUUCUUA
+AP005336.1/137993-137899 .............AUGUGCAGGGUGAAACUCUCAGGC.............
+AP005079.1/55102-55198 ...........AUGUGUGCGGGGUGAAACUCUCAGGC.............
+AE011751.1/9538-9457 .......................GUAAUCGCUCAGGC.............
+AE012210.1/5968-5859 ......CAGGCCAGGCCGCGUUCUUAAACUCUCAGGC.............
+AE011751.1/9456-9347 ......CGCGCCAGGCCGCGUUUUUAAACUCUCAGGC.............
+AE012210.1/6050-5969 .......................GUAAUCGCUCAGGC.............
+#=GC SS_cons ......................>>....>>>>>.>>>.............
+
+AE017232.1/187112-187234 ........GCCCGGCGAACGGGU..GAA.GA.CAGAGGAAGAGGA
+AE017232.1/187012-187109 .......................ACCCG.GA.CCGCGCGAAACAU
+AE000516.2/79275-79185 .......................CCAAG.CA.CCACACCGCCGAG
+AE000516.2/79183-79076 .......................UUCAG.GA.CAGAGCGGGGAGG
+BX842577.1/344356-344453 .......................ACCCG.GA.CCGCGCGAGACUA
+BX842577.1/344457-344587 ........GCCUGGCGUGCAGGU..GAA.GA.CAGAGGGAGAGGG
+AJ301559.2/6784-6876 .......................ACACG.GA.C...GCGUGUGGG
+AJ301559.2/6878-7012 ........GCACGCGUCAGCGAGCACAC.GA.CAGAGGGGGAGGA
+AE016822.1/1714418-1714292 .......................CGGAU.GA.CAGAGGGGGAGUU
+AE016822.1/1714518-1714420 .......................ACGCG.UA.CCGCAUCGGACUG
+AP005048.1/244084-244179 .......................ACACG.UA.CCGCACGGACGAG
+AL939108.1/255442-255325 ......................UGAGAU.GA.CAGAGGGGGAGGC
+AP005032.1/102031-102127 .......................CCCGU.UA.CCGCGCGGGCGAG
+AL939123.1/278145-278052 .......................ACCGU.UA.CCGCGCGGGCGAG
+AP005032.1/102129-102235 ......................UCCGAU.GA.CAGAUGGGGAGGA
+AP005048.1/244181-244295 ......................UGAGAU.GA.CAGAGGGGGAGGC
+AL939108.1/255539-255444 .......................UCACG.UA.CCGCACGGACGAG
+AL939123.1/278050-277936 ......................UCCGAU.GA.CAGAUGGGGAGGA
+D84432.1/169999-170100 .......................AAAAG.AA.CUCUUGCUCGACG
+AE017271.1/283102-282983 .......................AAAAG.GA.CAGAGACAAGCGA
+AE017355.1/2242861-2242742 .......................AAAAG.GA.CAGAGACAAGCGA
+AP001516.1/246305-246211 .......................AAAAA.GA.CUCUUGCUCGACG
+AP001516.1/246210-246112 .......................AACCG.GA.CAGAGCUUUACAC
+AP004599.1/137225-137134 ......................CAAAAA.GA.CUCUUGUAUGACG
+AP004599.1/137133-137028 .......................AUAAG.GA.CAGAGAUUUCUUC
+AE017326.1/175321-175412 .......................AAAAG.GA.UGUUUACGGGACG
+AL596168.1/161626-161717 .......................AAAAG.GA.UGUUUACGGGACG
+AL591978.1/212840-212931 .......................AAAAG.GA.UGUUUACGGGACG
+AE016748.1/54065-53923 .......................AAAAG.GA.UAAUACUGUAACG
+AP003362.3/263674-263577 .......................AAAAG.GA.UAAUACUGUAACG
+AP003190.2/169692-169599 .......................AAAAG.GA.CAGAGGAUAAGGU
+AE015942.1/292344-292250 .......................AAAAG.GA.CAGAGCGUAGAAG
+AE007658.1/8894-8810 .......................AAAAG.GA.CAGGGGACAGAUA
+AJ276209.1/792-890 .......................AAAAG.GA.UUUUGCUUGGACA
+AE015942.1/117166-117273 .......................AAAAG.AA.UUAUACUUUGAUA
+AE015942.1/292435-292345 ........ACCAUUGUUUAUGGC..GAG.GA.CUGUUAUUGGACG
+AE007658.1/8987-8895 ..........AUCUAUUUAAUUAGAGAU.GA.CCGCUAUUGGAUG
+AP003190.2/169771-169693 .......................AUUAG.GA.CCGUUACUGGACG
+AJ312125.1/453-315 .......................AAAAG.GA.CAGAGAACUGAAU
+AJ312125.1/523-454 ......................U..UAG.GA.CUGUCAUCA....
+AE013002.1/8645-8535 .......................GGCAG.GA.UCGCUAUCGGAUA
+AE013139.1/7699-7613 .......................AAACA.GA.CGGGGGAAUAAAA
+AE013139.1/7801-7700 .......................AAAAG.GA.CCGCAUUCGGACC
+AE013002.1/8534-8441 .......................AGAAA.AA.CAGAGGAGUUGUG
+AL766849.1/65640-65772 .......................AAAAG.GA.CAGAAGCUAAAAG
+AE014954.1/5814-5899 .......................AAAAG.GA.CAGAAAAGAAAAA
+AE006566.1/2851-2932 .......................AAAAG.GA.CAGAAGGUAAAAU
+AE008417.1/5102-5190 .......................AAAAG.GA.CAGAGCUAGGAUA
+AE010545.1/3316-3227 .......................AAAAG.GA.CGGAGUAAUUGUG
+AE010545.1/3397-3317 ......................AAAAAG.GA.CUCAUAUUGGACG
+AE005997.1/1861-1775 .......................AAAAG.GA.CCGCGCGGG....
+AE006003.1/9570-9465 ......................GCCAAG.GA.CAGCGGGGGCAGA
+AE006003.1/9660-9572 .......................AGAAG.GA.CCGCGCGAGACGU
+AE005997.1/1774-1655 ......................CCAAGG.GA.CAGCGGGGGCGAC
+BX897699.1/1435871-1435783 ......................U..UGU.AA.CAGAGGGGUGCAG
+BX897699.1/1435970-1435876 ....................UCU..AAG.GA.CCGUAAAAGAAGA
+AP005956.1/18481-18576 .......................ACAGC.GA.CAGAUGGGGCUUC
+AP005956.1/18392-18478 .......................AAAAG.GA.CCG.CGUGG....
+BX572605.1/160757-160849 .......................ACAGC.GA.CAGAUGGGGCUCG
+BX572605.1/160670-160756 .......................AAACG.GA.CCGCGCGGC....
+AE009691.1/7488-7590 ......................C..UGA.GA.CAGAGGGGCACGA
+AP003015.2/179374-179460 .......................AAAAGUGA.CCGC.ACCGCCGA
+AP002996.2/13233-13334 ......................U..UCA.GA.CAGAGGGGCACGG
+AP002996.2/13144-13230 .......................AAAAG.AA.CCGUAGACGGGAA
+AP003015.2/179461-179552 .......................AGCCGAGA.CAGAUUUGGGGAU
+AE008071.1/8587-8502 .......................AAAAG.GACCAGCGAUGA....
+AE008071.1/8501-8413 ......................GACAAG.GA.CAGAGGGGGCUCU
+AL591787.1/222640-222555 .......................CAAAG.GA.CC.AGCAAGGUGC
+BX640439.1/206443-206535 ......................AACCCA.UA.CCGCGACUGCAUC
+BX640445.1/160210-160126 .......................AAAAG.GA.CCGACCUGC....
+BX640445.1/160122-160016 .......................AAAUG.GA.CAGAUGGGGUUGC
+BX640439.1/206557-206676 .......................AAAAG.GA.CAGAGGGGCGGAA
+BX640425.1/120361-120480 .......................AAAAG.GA.CAGAGGGGCGGAA
+AL646074.1/141575-141672 ....................AUC..CAG.GA.CCGGGUGGAUCGG
+AL646074.1/141686-141809 ......................ACCAAG.GA.CAGAGGGGCCACC
+AE016917.1/68424-68339 .......................AACCG.UA.CCGCAGCGCCGUA
+AE016917.1/68334-68236 ......................AAAAAG.GA.CAAGGGGAGAGGC
+AE016922.1/90836-90738 .......................GCAGG.GA.CAGAGGGGUGUGG
+AE016922.1/90941-90851 .......................AAAAG.GA.CUGUAUCAUCGGG
+AE002413.1/3782-3934 .......................UCAAG.GA.CAGAUAGGGUCAU
+AL162754.2/59398-59550 .......................UCAAG.GA.CAGAUAGGGUCAU
+BX321858.1/45114-45207 .......................AAAAG.GA.CAGAGGGGUAAGU
+CR522870.1/1448610-1448703 .......................CAAAG.GA.CUGCUAUGGGACG
+CR522870.1/1448704-1448793 .......................ACAAGGGA.CAGAGUGUAGCAG
+AE017311.1/207809-207719 .......................AAAAG.GA.CAGAGGGAGGGCC
+AE017311.1/207890-207810 .......................GAAAG.GA.CUGCUGUCCGACG
+AE015530.1/8809-8928 .............GCCGCAAGGC..GUG.GA.CUGUUACUGGACG
+AE015530.1/8929-9047 .......................AAAAG.GA.CAGAGGAGAGGAU
+BX950851.1/2645260-2645133 ......................UACCCU.AA.CUGCGAAUU....
+BX950851.1/2645129-2645034 ......................AAAGCG.GA.CAGAGGGAGUGGC
+U32770.1/3564-3455 .......................AAAAG.GA.CAGGGGCAAAAGA
+AE017152.1/58537-58646 .......................AAAAG.GA.CAGGGGAGAAAAG
+U32770.1/3645-3566 .......................GCGAU.GG.CAGGGACUGUUAC
+AE006044.1/6045-6135 ..........GCUGAUUAUAAGC..AGG.GA.CUGUUACUGGACG
+AE006044.1/6136-6252 .......................AAAAG.GA.CAGGGGCAACAAG
+CR543861.1/1990167-1990077 .......................AGAAG.GA.CUGUAAUAAUCGA
+CR378670.1/15794-15904 .......................AAAAG.GA.CAGAGGAGAUAAG
+CR378670.1/15611-15793 UACCUUUUAACAAGGUAUCCGGU..AUG.GA.CUGUUAUUGGAGG
+AE004221.1/2485-2350 CCAUAUAUUGGCAACGAAUAAGC..GAG.GA.CUGUAGUUGGAGG
+AP005079.1/54988-55101 .........GCUACCUUGGUAGC..GGG.GA.CUGUAGUUGGAGG
+AE004221.1/2349-2255 .......................AAAAG.GA.CAGAGGAGUGAAA
+AE016806.1/33242-33376 UUGGUUAUAUCAAGAGAAUAUGC..GAG.GA.CUGUAGUUGGAGG
+AP005336.1/138128-137994 UUGGUUAUAUCAAAAGAAUAUGC..GAG.GA.CUGUAGUUGGAGG
+AP005336.1/137993-137899 .......................AAAAG.GA.CAGAGGAGUGGAA
+AP005079.1/55102-55198 .......................AAAAG.GA.CAGAGGAGUGGAA
+AE011751.1/9538-9457 ......................C..CGA.UA.CC.AUCCGCAGUA
+AE012210.1/5968-5859 .......................AAAAG.GA.CAGAGGGGCGCGA
+AE011751.1/9456-9347 .......................AAAAG.GA.CAGAGGGGCGCGA
+AE012210.1/6050-5969 ......................C..CGA.UA.CC.AUCUUCAACA
+#=GC SS_cons ................................>>>>>>>>.....
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00504.idx b/benchmarks/cmsearch-rmark/rmark-1/RF00504.idx
new file mode 100644
index 0000000..b0c73e4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00504.idx
@@ -0,0 +1,5 @@
+AE017005.1/149900-149799
+AE006566.1/2765-2849
+AL162754.2/59297-59394
+BX321858.1/45005-45113
+CR543861.1/1990073-1989965
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00504.raw b/benchmarks/cmsearch-rmark/rmark-1/RF00504.raw
new file mode 100644
index 0000000..ef1685f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00504.raw
@@ -0,0 +1,343 @@
+>AE017232.1/187112-187234
+UGCCUCUGGAAAGCGGUGCCGGCCCUCGGGCCCGCACCCGCCGAUGGGGAAAGGCGGCCG
+CGACAGCAUCGGCCGCCGAAUCUCUCAGGCGCCCGGCGAACGGGUGAAGACAGAGGAAGA
+GGA
+>AE017232.1/187012-187109
+CGCAUUCGAGCGGGAGAGUUCCGUGACGGCCAGUCACGGACGCCGAAGGAGCAACACCUC
+UCCGUCAACCUCUCAGGCACCCGGACCGCGCGAAACAU
+>AE000516.2/79275-79185
+UGACGCGAUGUGGGAGAACCUCCAUGUCGAGGCGCCGUAGGAGCAAUCUCCUCCCCGAGA
+AUCUCUCAGGCCCAAGCACCACACCGCCGAG
+>AE000516.2/79183-79076
+CAACUCUGGAGACAGGGACGGUCGCACCGACCGUGCCUGACCGAAGGUGUAGAGCGGCGC
+CAUGAUGCGACGCCGCAGACUCUCAGGUUUCAGGACAGAGCGGGGAGG
+>BX842577.1/344356-344453
+CGCUCUAGUGCGGGAGAGUUCUGUGGCUGCCAGCUACGGACGCCGAAGGAGCAAUACCUC
+UCCGUCAACCUCUCAGGCACCCGGACCGCGCGAGACUA
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+>BX897699.1/1435970-1435876
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+>AP003015.2/179374-179460
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+>AP002996.2/13233-13334
+ACACUCUGGAAAGUCGGGGCUUGCCCCCGCGCCGAAGGUGUAAGCGCCGCUGACAGAGUU
+CCGGUUGCGCGAGUCUCUCAGGCUUCAGACAGAGGGGCACGG
+>AP002996.2/13144-13230
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+>AP003015.2/179461-179552
+ACGAUCUGGAGAGAGACGCCUCGAGCGUCCACCGAAGGGGAAAGCCGGCAGGCCCGGUUA
+AGCUCUCAGGUAGCCGAGACAGAUUUGGGGAU
+>AE008071.1/8587-8502
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+CUCUCAGGCAAAAGGACCAGCGAUGA
+>AE008071.1/8501-8413
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+>BX640439.1/206443-206535
+ACGCAUGUCGCGGGAGAGAGCGGCCGAUUGCGGCUGCCGCCGAAGGCGCAAUUCGCCCGG
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+>AE016922.1/90941-90851
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+>CR522870.1/1448610-1448703
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+>CR522870.1/1448704-1448793
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+>AE015530.1/8809-8928
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+>AE015530.1/8929-9047
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+>BX950851.1/2645260-2645133
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+>U32770.1/3645-3566
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+>CR378670.1/15794-15904
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+>CR378670.1/15611-15793
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+AUCUUUCAGGCACUGGAUUACAUACCUUUUAACAAGGUAUCCGGUAUGGACUGUUAUUGG
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+>AP005079.1/54988-55101
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+>AE004221.1/2349-2255
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+CGAAGAAGUAAAUCUUUCAGGUGCAAUAUUCUUAUUGGUUAUAUCAAGAGAAUAUGCGAG
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+>AP005336.1/138128-137994
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+CGAAGAAGUAAAUCUUUCAGGUGCAAUAUUCUUAUUGGUUAUAUCAAAAGAAUAUGCGAG
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+>AP005336.1/137993-137899
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+>AP005079.1/55102-55198
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+GGGUGAAACUCUCAGGCAAAAGGACAGAGGAGUGGAA
+>AE011751.1/9538-9457
+GCAACACGGUGGGAGAAGCGGCACUGCCGCUGCCGAAGGCGCAACAGCCCGUAAUCGCUC
+AGGCCCGAUACCAUCCGCAGUA
+>AE012210.1/5968-5859
+CAACUCUGGAGAGACCGGUUCACUCCGGCGCCGAAGGGGCACGGAACGCAGGCAGGCCAC
+AGGCCAGGCCGCGUUCUUAAACUCUCAGGCAAAAGGACAGAGGGGCGCGA
+>AE011751.1/9456-9347
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+GCGCCAGGCCGCGUUUUUAAACUCUCAGGCAAAAGGACAGAGGGGCGCGA
+>AE012210.1/6050-5969
+GUAACACGGUGGGAGAAGCGGCACUGCCGCUGCCGAAGGCGCAACAGCCCGUAAUCGCUC
+AGGCCCGAUACCAUCUUCAACA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/RF00504.test b/benchmarks/cmsearch-rmark/rmark-1/RF00504.test
new file mode 100644
index 0000000..d3f59dc
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/RF00504.test
@@ -0,0 +1,15 @@
+>AE017005.1/149900-149799
+AUGAACCAUUCAGGAGAAGGUCUAUUGAUCUACCGACGGGGCAAAAAGUUGUUAUACCAG
+CUUUGAAACUCUCAGGUCUUGGUUACAAGUAGAACUGCAUGG
+>AE006566.1/2765-2849
+UGAUGUCAUGCAGGAGAAGAAUUUUUUUCGCCGAAGGAGUUAUACUCUCAGGUGUUCAGU
+UUUUGAACGGGACUGUUUGAUGGAC
+>AL162754.2/59297-59394
+GGGAAAUGUGCAGGAGAGUGUUACACCCAACUACAAUGUAACCACCGAAGGCGCAGACAC
+CCUUAAAUCGCUCAGGUAUCAGGGACUGCACAUUGAAA
+>BX321858.1/45005-45113
+UUCAUCCAGGCAGGAGAGUGCGCUGUAUCAAAAUACAGUGUCACCGAAGGCGUAACCCCC
+CGGAAUCGCUCAGGUGUGGCCAUAAGGCUUGAGUAACUGCUUGUGAUUG
+>CR543861.1/1990073-1989965
+AUAAUCUGGAGAGAAGUAUUUCAAAAAUACUCACCGAAGGGGAUGGUACGUAGAUUUAUG
+GAAAUCUAUAGCUACCGAAGCUCUCAGGUACCCUGACAGAUGGGGCAAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1.chrlist b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.chrlist
new file mode 100644
index 0000000..45dc6d8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.chrlist
@@ -0,0 +1,21 @@
+rmark-1_chr1.fa
+rmark-1_chr2.fa
+rmark-1_chr3.fa
+rmark-1_chr4.fa
+rmark-1_chr5.fa
+rmark-1_chr6.fa
+rmark-1_chr7.fa
+rmark-1_chr8.fa
+rmark-1_chr9.fa
+rmark-1_chr10.fa
+rmark-1_chr11.fa
+rmark-1_chr12.fa
+rmark-1_chr13.fa
+rmark-1_chr14.fa
+rmark-1_chr15.fa
+rmark-1_chr16.fa
+rmark-1_chr17.fa
+rmark-1_chr18.fa
+rmark-1_chr19.fa
+rmark-1_chr20.fa
+
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.ebd
new file mode 100644
index 0000000..f312548
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.ebd
@@ -0,0 +1,450 @@
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diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.fa
new file mode 100644
index 0000000..f228660
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.fa
@@ -0,0 +1,20020 @@
+>pg-1_1
+CUCUUAUAGACUCUUCUCCAGCCUUUCAUCUCUGGAUCGCUGUCAUGUAU
+UACAUGAAACAGGCAGAUGGGGCCAAGACGUAAACUAUAGAUACCAUGCC
+AAUGUAAGGGCAUGCAGCACUAAUUGCUCUUAGCAUCCACCCAAACCGCA
+GCCAACUCAUUGCUAAUACCGCUAUCUACCCGAUAAGAACUGCCAUAUAC
+AUUACAGGAGAUGUACAAUUGGUAUCUCCACAAUUGCGCAUAGAAGGUGA
+ACGUCGAGGAUCUCACCGCAAGACCUUGAGGAACUUAUUGCCGGGUCUGG
+UCUUAACUGUCCUAAUGAAGAUAUAAGGUAACUGAGGAACGGGUACUUUC
+CAAUGUGGUCUCCAGACGCAGGGGUAAUUGGGUGUCCACUGAUUCAUGGG
+CAUUUGGACCAAAUGUCUGGCUUUGAUAGUAGAACGAUUAGUUUGACAGU
+UAAUGAGUAUGUUAUCCUUCCACCACAACAAGCGGCAAGUUUUCCCUGUU
+CUGUUGCCAGCCUGAGGCGUUUCCUUAGCUCUUUAAUGCCCUGGUGGAGU
+CCUAUUACUAGGUUACCACCAUAGCAACUCAUUGUUUGGAGCGGGCACAC
+UCUUAGCAAACUGUCUCAUCAAACUCUCAUAUCCUAUCUAUCACAACCUA
+CAUUGUUUAUGCCACAUAUAGACACAGGUAUUGCUACCCUGGCCCGUUCU
+GCAGCGCGUUUUGAAUCUUUCCAAGGUGAAGUGGAGCGAGAGCCUUAAAA
+CACUUAUACCUUCGCAAAGCAGUAGCGGCGUCUGAAGGCGAGCGAAUCAA
+CUGGCGAAGGACAGAACGGGGGAGUUACACAAUUCCGUCAAUCGGGUUAU
+CAAGGAGAAGUUCUUCACUGAUCCAGUUUCCGUCCCGACUCCUAGGACUA
+AUGUGUACGGUUUUCUAGGCCAAUGUCCUAGCCGUAACACAACACGCCUC
+AAAGCCUACUGGCAGGGGAUUAAAUCACUAGCGAGCGAAGGUUCGCUGAC
+CAAUCAGCCUUCAAAACCAAAGUAGUCGUAAUAGGAGGCCGCUCUAAUUG
+AGAAGACCGGCGUGCAAGUAUCGAUCCGGAAAUUGAUCGUCCAAAAGAAU
+AGGCUACUCUAUCUCUGGAUUUGCCUUGCUCCUGGUACGUCACUAAGGGA
+GCCGUCGGGCGCCGUCCUUCGCUGGACAUUUGUCGCGGAGUGCGCUCCAA
+AUGCCAGCAUAGGACCCCUUUUUUGUAACAUCUACGUAGGGCGGACAUCG
+GACUGCAUAGAUUUUAAUUAACAGGGUUCGGUUAUCCCUAACUAUACCCG
+GAGAUAACACUGAAACACCUCCCAUCGCACAGUUUUAGGGGUGCGACCUU
+CGGCCAUCUUGAGGUUACGUAGAUUGGGGCAUAGUCCCCCGUUAAAAGGA
+GGCUAACGUUCGGCUCACAGGCAGUUUACUCUCCCCUGACCCAAAUCGAA
+UACCCUCGAAGAAUAAGCCGACUGGUGCGUACUCUGUUCGCUAAGCUGUA
+GAUAUGAAAAGUGUCCGUGGCGGCAGGGCCUUCUUGUAUGAACAACCGCC
+CCAGCUCAGUCUGACGCGACUAGUACAUAAUACACUGUGGCGAAUAUCUC
+GGACCCAGAGGCAUUGGCCAUGUGCUUCAUGGAUCCCUUUUUUUAACCAG
+CCGGAGCCGCGAGGAAUAUUCGUCUGCGCAACAUUAUGCUACCAACCGUC
+GGAAGAGCGAACGUGCAGGUUCUAUGUCCGAGGAUGUCCCUUUGCCUCGU
+CAGUUCGCGUCGAAAUCUUAGGGGGUAUCUUCAAGCCUCAUGCCCAGCAC
+CUGUGGACUUCCGAUUGCCUUCGACCUCCAAGGGGAAAGCGGUUCACCAA
+UACAUAUUAUUUGGAUGUCCCGUGCACGGCAAGGUUGACAGUCCACUGGA
+GGAUUUUGUAAAGGUCCACUAAUAUACUUAUAGCAAGCUCUGGAUCACGU
+AACCAGAGGACGUAUUAUGCGCUAAACGGCGCGUAAUGCCGACCUUUCUG
+AGUGGGCUCUGUCCGUUAGAAAUGUUCGUGUCUGUUUAGCCCUUUGCGCG
+GGUCUAUGGAUCGUCCAUCUCGGCCAAUGUUGGUGACCCAGUGAGCCAAA
+AUCAACUGAAUCACCCUACAUAAGAGUGGGCGUCGGUCAUCCCAUGAGCG
+GCGGUUUCCAGGGAGGACCACUUUAUUCGUACAUCUCGUGCUGAUUUGUU
+CACCUCGUAUUAGAGGUUCACCGAUUGAGUCUAGUUAAUGGUUAGGAUUG
+CUGGAAAAGUGCCACAUGGGCUACUAGUAAUUCUGCGUGGUAACUUCAGA
+CUGAUAUGUAUAACCCCGGAUGGAUUCCAGACGGUGUCUACAGCAAUUCC
+AUUGCAGGUUGUUGCUAGCGGUAACUACUCUGAAAGUACACGGCAUAAGU
+GCGGUAUUUUUCCAUUUACAUAGUUCAGAAAAAGAGCUAAAUUCACGACG
+CGGGGUCUAAAUUACCGCACUCUUACGUUAUAUAGUUUCAGUGCGCCGGA
+CACUCUUUUUGGUUGGAUCGAGAUCAGCCAUACGGUGCUCCUAUCGUCCA
+UUCUCAGAAAGCUAACAAGUCCGGUCGCAAAAGUAAGUUUAGGAUGUAUC
+UGCAAUUGAGCCUGAGUUUAGUCCCUUCAACUACUCGAUUGUGUUUAGCU
+UAUUUUCGCACAGCAAUCAGUACGAGACAGUAAUCGAGCAGCUAGGGUGU
+GAUGGUUGUAACGAAAAGAGCUGCAGGCAGACAGAGAGCAAAACAACUUC
+AAUCAUUUAACAAGUAUUUUCUGCCGUCAAACGAGUAGCUCGCGGGAGUG
+UGAGUCUGAAUUCGUCAAGAACACCAACGGGGUGGACCCGGAUGCGCCAG
+UCCUCUGUGAGGCCCUCGGUCACUCGACACACCAGCCUCAGUCAGAGAUG
+CUGACUCCCCGACGUUCGCGGCCCCGAAUUCUGGGCAUUCGAUGGGUUUA
+GUGAACUUGAAUAUUGCCUUCAAUUCCAAGCACUAGAGUCCUGCACGAAU
+GUAAGGUAAUGUUCUUGGGGAAAGACUAGCUCGUCUUAACACCCCGCAUU
+AUUCGCUGGAGAUUUGAUUCGGUUACGGCCGUUGUAACUUUCAUCUAUGU
+UAAGGGUCGCUCCUGCAUGUUGUUGUGGCGCAAAUAACGGUGACUACAGA
+CAACCCAUCUAACUGAACGGGGUUGUCUGAGUAACGUAGGCGUAACUGUG
+CAGACACGAAAGUCUCCGUAAAUCCUCGUUCCGAUCUCCACAGUGUGACC
+GUUACGACACGAGGCCUAGAACCCGGGGUUAUUCGCGGCUUUUCAUGAAC
+CUCAAGACGGGGUUUAUCCCCACUUGUCUACAUUGAGGGCACUGCCGAUA
+CGUCUUCACGAGCAUCGUAACUAAGAUACCAUCAGAAGUGCAGAUCGAAG
+CGUCUCUGCGUAGUAGAGAAGCUCAUCGUGGGGUGUUGGGGAAACGGACC
+AUACGGAAAAACAUUAUGUUGAUUGGUUGCUAGCCACAUAAAUUGGAAAU
+AAGUAGGUCCGGGGUAUAUCAUGGAUGCGUAAGUCGAGAUAGACUAUAUU
+CUGUUAUAGGUGUCAUGAUACUUACACACGGCGUUUACCCGUGAAAAUCU
+AGGCAAUGACUUAGCUGUUGGCUCUACAAACCUUGUCCGAUGUAAGCCGA
+AGCGGCUGACCUUGUAAUAACGCGUUGACUCAGCAAGUCCCAUUAAAGAA
+GGAGCAAGCUCUGACGAGGAUUUUGACAGAAAUAUCGCUUCACGUAAUAC
+AAAUUUUCAUCAGCCCGUUCCGGUUGGGGACGUGGCUGGUACCUUCCAGC
+CGGAGUGGCCGGCGACUGGCUCGGAUAGGUUCGGCAUCGCUGUUACAUGU
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+AACUCGGUCACUGCCUGGAUAUGUAGGGCACUUAGAGGCCGUCCCUCUGG
+UUUUAUUAGUAUGCGUCUAAGGCCCUAGUUCCAUAACCACUCCUCGGGCU
+UUGAGAUAGGGCUGGGCAGGCUAUUGAUAGUCCUCAGUACGAAUCGCCGU
+UCGACUGAGUCCCCAAGCGUCUUAGCCAGAGGUGCUAACCGGUAGUAUGU
+CAGACAGCCUAGCUUUGUUACAAUGCAGACUCGCAUGACCGCCGUUUCGG
+GCUUAAGUCCACAGAGUCUGUUCGUCAGGGUCAACGUAUUUGACACCUAA
+UGUAACUACGCUAAGCACCUGCGCCCUUGACAAUGACACGCAGUACGCUG
+AAUUGCCGGAUCCUUGGACCCGAGCCACACUCGAAGAUGUCAGUGAAAUC
+UUAUCUUCAUGCUAACGCUAGGGCUCAGGAUUCGGCGCAGUCAUGCGCUU
+UAUACAGAGUCGGCUCUCUUAAUUGAGUACGAAGCUGUCUAGCGUUAAAA
+GCACCGUCCAGACUAUGUACUAUGCCGACUUUGUUGCACUCAAGUCCUAU
+CCUCCCUCUCGUGGAUCAUUUAAGAGAAAACACCGACACGCCUCCCUAAA
+UCGGAACCUACAUGGUCCAGUAUUCCUCUCGAUCCCCAAGAUCGUAUGCG
+AACCUGCACGGUUUCUAUUCCUAGCAUCAUCGAUGUCUUCCACUAGAUCC
+CACGAUUUCCCGAUAGCACGUCACCGAACCAGUGUAUGCCGGCUUCAAUC
+ACAAGCAGUUACUCAAGCCUUAUGGCCACACCUGAGCGAUUCCGGGGGGU
+UACGCCUUCGGUGACACUGUAUUUUGAUACAGCGCACUCUCCUGCCUGGA
+UGAAGAUCUACAGUUAUCUUUGCUCCCUGAUCGGUUCCGAAUAGUCAUUC
+CUCUAUCCGGAUUAAAAGGGAAUCGGGUGUAAAUCCCGGACAGUCCCGCU
+GCUGUGAAGCUCCGUCUGAAUUUCCGAUAACAACUGUUGCCACUGGGAUA
+CCUUUUUGUAAAUAGAUAAGGAGUCACCGGGAAGGCGUCGGAAACAAGGA
+GUCAGUCAGAAGACCUGCCGCUUAUCAAAGGCUGUUUAAUCCUGCUCGGA
+UUCAAAUCGCGUGCCCGUUAUUGAAUGUUCCGCUCGAUCCACAUGGAUUU
+UCGCACGUCCGUCCAGCAUGAGCUUUACAUCCCAGUGAUUUCUCUCAGAG
+UACAUGUCGUAGUGUGUGAGAUACGUACACGGACGACAUGUUUCUGCCCA
+CGAACCUAACUUUCAUACCCGCGAGUGAGAUCGAAAUCCAGCAGUACAAG
+UGGAAUCAUAUGCGGCGGCGUACAUUCCGGAAUUCCCGAACCCGCUCGCC
+AUCAGACCGCAGCAUCCGCGACUUGCGUUAACGCUGGUAUAGGAGCGACC
+UUCCGUUGUAGAACGUGUACAUCGACGCCAAAGAUCCAUUGAUUUUUAGU
+AACUAACCUUUGGUUAGUUAAGGGAACGCAUAAUGCGUGUAACUAUUCGA
+GCAACAUAUCGUUGGUCUUUGAGUAAUCUGGACAAUAUAGUGGGGAGUGU
+GUAGCCCGUCCAGCUGACAAACGGUGUAGCAAUUCAAAUAGCUGUCACGA
+CGAAAUAACACGGCGUAGUUGGGCGCAGGGAUCCCUCCAAAGUCUGUAUU
+UUACCUGCCUACAAAAGGAGGAGUCCCCGGCGGACUUCCUCAGUAUUCGC
+AGGUGGGAAAUUCGGUGAAAUCGCUCUGCCCACCAGGGAAAAGGUAAAAC
+UCUCCCUGGUCCUUGGAAGGACUUGUCCUUCUGAGUCUCGUGAGAGAUGC
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+AAAACCACAGGUUCAUAGAUGUAGAGAACUUCCCCCGAGUGACGGCGAAG
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+GGUGGCCGAGUUGCAGUCUAGAGGGAGACACGGAGUGAGACAUGGGUGUU
+CAGAGUCGCUGUGCUUGAGCGGUUACGCCGUUCAGAACGUCCAGGACGAG
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+ACUAGAUUAGCUUUAUUUCCUUAUUCUGCUAUCAAGGGUCUGUACGCGAG
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+CAUUACUCGCACCAACCUGAUCACUCGGGUGCGCUAGACCUUAAAGUGCG
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+CGUCCGGGAGUCUCACCAGAGCAAACGACGUUUCAGGGCCCUGGUAACAG
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+GUGUGUGUGUGUGUGUUUUCUUUAGGAACCUCGGUUCCAACCUCAUCUUG
+ACCUUGAAACUACUUUGACCGCUCCUAGGAGCCCGCUUAAAACAAUAGCG
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+GGCACAUAACAUCUCAGAUGCUUUUCGAAAGGCUAACGAAAAGUGCGAGG
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+ACAUGCCGUAUCCAUCAUAUAGUAAUAUGACAACCAAACAGAGUCAGGCC
+CUGUUCGUGACGUGCAUUCGCGUUGUAGGAGGGAGAGAAAUGAGAUCAAC
+GAGGAUGCGUCCACGAAAAACUCGCGGAUCCCGCACUUUACCGACGGGAG
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+AACCUUACUACGCGCCCACGGUGAGUCUAGCGGCAAAGGUCGUUUCUGAA
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+CAACCUCAUAUAGUAUAACUCCACCCAGGACCCCCUCUGGAAUGCAGAAA
+AACCUGCACCAGUGGGGGGCCCUCUUCGUGCAACGUAUACGUUAAGCUUG
+UCCUUCCACCUACCAACGCGGCUGGCAACCGGCUCCUGCCCGAUCAUCGA
+UAAACGGGCUACGCCGAGAUUGGUUUUUUCGACAAUCUCGUAACCCGAUG
+AUUGAAUGAGUUUGCUCGGCCCCCCUAGUUGAGAAUGAGUUGGUCGUUGC
+UCUGACGUGACCCUAUUCUGGGAUGGAUAGGGUUGCACUAUAGGCCACCA
+GACCGACACCGAAGAGCCGCUAUAGUGUUUGAACGAAUAGGAUAAACACC
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+AUACGCUUGCCGUUUUUUGGUAUCACUUGAAUUUCCUGAUAUGUUCCAUC
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+CAAGUCUAUCGUGGGAUGUAGCCAUUAAGUUAAAUGGCGGAGGGGUUCUA
+UACCAGCGAACGCGGGCGCAAUGGUCUGUACACUAACGCAUAGCCGCCCC
+UCCACGGACCAGAGUGCUGGCGAACGGGCCUCUAAUUCGUACGCCAUCGU
+AUUUCAGUAGUGCCAUAACCCCCAGGUGUCCCGUUGCAUGUUCCCCCUGG
+CGACGACGCUCCUUAGAGGGUGUCCACUAUUCAUACCAUUGACCAAAGGG
+UGGUUUGGUUCGCCUCGUCGCUUUCCAACAGAAGCCCAGCUGGCACGAUU
+GAUACCGGAAGGUAUCAAUCGGCUACAUAGAGGUCUAAAUGCUAAUCCGG
+CGCAAUCAGGAGGUGUGCCUGCGUACCCUACCUGGACUAUCGUUUUUAUC
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+GGACAAACCAUUGGCAGAGAACUUUCCGCACUUAUUGUUUACCCUUGUUG
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+AAAUGGGAUCUACUUCAGAGACGGCCGCUUACUGAGUCACGGUUGCCCGU
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+UUUCAAAUUGUCCUAUUUACGACCCGAGCGAUUUAGACGCGGCCCGACCU
+ACUUAAGCAUGCCUGCGCAAAUCUGACGGCUGAUGGGUCGCAGCGUGGGU
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+CCCCCGAUACGACGUUCCAGACUGUGGGAUUUCUAUCGAAAAAACAUAGC
+CCAAAGUGGAAGUGCACAUAAUUCGCAGUUCUACUACACUUAAAAGAACG
+CCGUACCGAGGGCACCUCUCUCUACCUCCAUCACACAACACGACUGAGUG
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+UCGGGGGCUGAAUAAUCGGCAACUUUCUCCGCUUGGUAUAGGAAGUGAAC
+CAUCUCCUUUUUCAUGCUGCUGAGGGCACGAUAGACUCUCUGACCCACUU
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+UUUAUAAACUGGUCCGACGCUAGAACAACAUGUUACUCAACGCGUCACAA
+ACUGUAUUUAAUAAGUCGUGCAACUCUAGACGCAGUUAGCUGGUCGGGGG
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+UAGACGGACCCAACCCUUUACGGGCACGUUGACACGCAUAAUUAAACCUU
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+UACAAGUGCGCUCAGUGCGCUAGCCUGGCUCAGCCGAUUGACACCCGCGC
+UAAAAAGCAAGCACGGCCGAGAUUUGCGUGGGACUCGACAACCAUACGUA
+GAAGUCCGACCCUGUGCGCCCUUGUGAUCUACAUUUGUUAAACCUAGCCU
+UCCUAGCCCAAGUAUUCCAUCGAGAUGUCAACUAGCAAGAAAUGUUGCCU
+CCAGUUACCCUGAGGGCGGUUAGGGACAAACUGUGAACGGACGAAGGGUA
+GGGGCAGGUCGAUGGGUGGAGUUGCCUGAACCAAUAGGAACCGAGGGGUA
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+AAUGUUGUUAUUGGUAGAUUCUGACACGACUUCACCAUAGUUUAUCCUAC
+GGCCGUCCUAAGUCCGCGAGCGACACCAUUUCUGUCUGGCAUCUAUCAUG
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+UAACGACAUGUUCUACAUGCACUUGCAAUGUCUGGGCCAUGACCACUUAG
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+AACGACCGUUAUCAAGGGAGCGAGAUCGCAGGCACUAAAUAUACAUCCAG
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+UCCCUUUGAUCAACCUGGGGCGGCCUCCAAUGUAAGCACAUGGGUAGGGC
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+GGGUGCCGCGGACGGAACUUUGCUAGGGCGCAACAAAAUGUCCACCAGGG
+UCCCAAAGGCGAAAUAUCGGCUGUGAUCAGGGCUAUCACGGUAACUAUGC
+AUAAUGUAGGCCCAGUGUGGAAGCCAAACAUACCUGUUAAUGUGGGAGAA
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+CAAAUGAACUGCUGCUUACGUUCGCAUUCAAUACGGGCGAUUUGGUAUCA
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+ACUUCGGGAAUCUCUACUGACCCCCUGCCGUCGGAGUUCCGGCGUGAAGG
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+CGUUAAGAUAAAGGGAUCAAAAGGUCACUUUUUGCAAUCGCUACGCGAGC
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+UGUGCUUGACCCCGCUCGCUAUAAGCUCGCGUGUUCAUCGAAGAAUGUGA
+CGUCGGAUGGUCGUUGUGUCCUAUCGGUCGGACUAAACACGGCAGAUCCG
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+AUCUUUCUUACUAGCAGUAUAUAACGCGCGCCAUGGAACUAGAGGUAUUA
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+GUCAUAAAAAGGGUUUCAAGGGAACUUAUUUCUUAAAGGGGGUCACCGCG
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+GGGGGUGACAGAUUUGUGAGGCCGUAGUUUGGGUCAUUGCCAGGCUUAAG
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+GGCUUGGCACAGGGGCUCGAGUCGGGUAAAUUAUAUUCUAAAAGGACCUA
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+ACUGCGAUUAUGAGUAUGAUGCAAGCAUUAAAUAAAUGAACAUGUCGCAA
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+UCCCUGAGUAGCCGCGAUAGCACAGUUACAGCUACUCAGCCGCUAAGAGU
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+AAGCGUCGUCACGCCAGGCACCGACGAUGGUUCGGUCGAUUAUUUGGCGU
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+ACCGUUUGCCACCAGCUUAGCUCCGCUAAAGACGUUGUGUUUGACCGGGC
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+CGUGGUGCCGGUGUCUUAGAGUUCCCCAAAAAGAUACGAACAGACGAAUC
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+UAAGCUACAGCCGACGAAUCGAGAAAUCUCGAAUGAUGAUCCUUGAGGGG
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+CGGGGGUUUUUCUUGCCAACAAGGUAACCGAAGAAUCCGGUUAAAACGCC
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+GGUCGGUUUAGCGUCACGCGAGGCUUAUGUGAAACCACUUAAAGGUCACG
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+GUGCAAGUGAGGACUCAGCCGAUAUUCCGAGAGACCGUCCCCGACGUUCC
+AAAGUCUGCCAGUAUAUUCGAUGUCGUUGCUUUAUUAGAGUAAAUCGUAA
+CUAUCCGUAGGUAUAUCACACAGCCGAGGAUAGAUCUUGGCGCCGUAGUC
+CGGGGGCCCCGUGCACGUGCUUAAUCAGCCACGGCUUAAUCAUCCCUGGU
+CAGCUCUCCUUCAACUAAUGAUCGGUUCUUAGUGCAAUCUAUGCUACGUU
+CGAAAAUGGUCCAGCGCGUGCUGGAGCCCAUUCUGAUUCUCCGAUGUGGU
+GAGGAUCUUAGUCCCGGCUCAAGUCGUCAUAGUCACAGUGUGGACCCAUA
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+GGCAGCGGCUUAAACGUAGCCCAUCCCAGGCUUCAACGAAGGUCGCAUAA
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+GGGUGCGGAGGUGCCUUGCUAACAAUUCGUGGGGUUCUACUGCCCCGCUG
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+CCCUUUACCGUACCUACCUACUACAUAAUGGAAAGCCGGUCCCGCGUCUG
+AUCCUUCACACAGCGGAAAAUAGCAGUUACGUAAAAUACUCAGUGGGGAA
+UCUAGGAGUUGAGAGUGCAGUUAUAGAUGACCUCGUCGCUGGCCACAGAU
+AGUCGGAGGAGGGGCUUUACAAUCAAGUCUAUUCGAGACUCGGACAUUUC
+UUGGUGGGUUACGACUUUCCCCAUAAGAAAACAUGCAAAAGGUGCGACGU
+UAGCGGAUGCCGCGGAGUCGAACUACGGUCGAUCUCGCGUGUCUGCCCAC
+ACGACGGCUGAUAAAAGUGCAGCAGGGCUGUCUCUCGGGUCAGCUGGUCA
+GAGCGCAGUUAAUGUUGGUCUGAGCUAACGCUGGUGGUCCAGCUGCGGGG
+GAGACAGUGUCGCUCUCUAACCCUAAUGUGGGGGCAACGCGGGCCCUUUG
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+UCGUGGGCAGGGUUGGUACCCAUAUGCGCAGUCUAAACGCGCCUUAUUCG
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+GUACAUUGUCGCUUCCGCCUCGAGACCUAUUGUAUAUCUUCCCAGACGAG
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+CAGGAUGUUCGAUGUGGAAAGUAAGCCUCUAAUCGAAGUACCGGGAGUGC
+ACAUAUUCUAGCGUCGACGGGUUUUAUGAUUUAAGCAGCGCGUGCCCUAA
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+GCGAUCAAAACUGCUUCGCUGAAAGGUGUUAAGAACUAUAAUAUCAGAUA
+GCCUGCUAACAGCCUUAAUUACGUCAUGCCAUUUCUCUCGCCGCGAGACG
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+GGUAUGGUUUGUGACAACACCGCGCAUGGUUUUUGGGUUUCGGGUCUGUC
+CGAGGGUCGCUAGAACCGGGAAUGCAUUGCCUAUCGUUUCCAGCGCCGUG
+ACCAUCAACAGGCCCGUCCGGAAAGUGGCUAGUGCCAGGGUACACUAUCA
+UCGGUACUUCACAACCGAGACUACGAAUCCUUAAGUCGCAGAGACCCUGU
+AAUGAGUGGUGCGCAAUAGGGUGCUGUUCUUCCCCCUCACCGCUCUGGAC
+AAGGGAAAUCACUUACAUAAUCACGUAUGCAUUUCACAUCCUUGCCAUAC
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+UACACCGGCUUUCCAUUAACAUACUCAGUGGCAACAGACCUAGCUAUCCC
+>pg-1_8
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+GAAUCGAACAACGGCGACACGAACUUCCCUCUGAAAUCAGUGAAUCGCUA
+CCUCGAUCGAGUCCGUGGGGCUGGCCGACUGAUCGUCGGCCCAUCAACGU
+GACGACAGAGAGUUUCCGGGCUCUUCAGCACUCUAUCGCUUCCAACCUUC
+UCGAGCUCACAUGUUGAAGAUAGUCCGGCAACGCUGCUGUUGGUGGCAGA
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+CCCCUCUGGAUCUUUAUAUGGAAGCGGCCCAUUUAAUCUCGAAUCUAGGA
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+GAGUUGUCAUAAUACAAGGCUCGGAUUCAAACGGACUCACGGACUCCGGC
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+AAAUUUAGCAUCACUAGUGCUUCUUGUGCCCGUUACGGAUACGGUCCAGA
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+CCGUAUUAAGCAGGACCUCGACCAACCUACAGCUACCUUGGGAUUUGGCA
+UACACGAGAGCUUCCUCAGGAUAUUGUCAGGGCGCCGUCUUAAUUUAUGC
+GAGACUUGUUUGCAUCACGAAGCCAUGCACAUCUUCACCCUUCUCGGGAA
+GAUUCGACUUCGGUAGAUUGCUCCGCUGGUCCCAGCCAUGAAAAUAAGAC
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+GUUGCCAUCGACGAGCAUCGCGGUUAUGUCGGUAUGGGCUUAGCAGCACG
+UCCGCUAGGCAGUGUCGAAAGGUCCUGUUUCGAUAGCUGUUCACCAUAGA
+GCUAUAUCAACCAGGUUGUGACGCCACCUAUUACGACAAACCUCACGGGU
+UGAUCAGCCUUGCGCAAACAGCGUAGAACGAUGUCCGUCCACCGCGGAUG
+UUCAGAAAUAGACCUAAUUCUCCUCAGAGCCUAACCCGUAGUCGCAACGG
+GCGAGUCCGCGACUUUUUAUAAUCCUUCCGUCCAUAUAUCAGGCCCAUUA
+UGAACGCGCCCAGUGCGAGCAAAAGGCCUGUGGUAUGAAAUCAGUUCGCA
+UGACAUAUUUAACGCUGCCUACAUGUGCUGCCACGCCUGUAGUGGGCCAU
+CUUUUCUAGAACCCCAGAAGUAGCCCGCAUCACCUCAACGCAUAGCCUAA
+CUGAUGGAUCGUCUCUUGUUUAGUGCACAUCCUUUCGUGCGUUAGCGUAG
+CGAAGGAGUUGAUGCGGAAAUAUAUGAUAAAAUUUGUUGAUCUCAAGCCA
+CAAGCAUUUCGUAGAGAACCAUCCGGAACGGCGAGGCACUGUAGGGAUCU
+AACCGUCGGCGGUUGGCCGAGGGCCCGGAACGGCAUAGGACACUGUCACA
+GGGAGCAAAACAAUUCCUCCCGACGACUUUAGUUUAAGCCUACAAGCCUU
+UGGCUCAAUUUGCGCACACUUCCGCGACUCCAUGUGCGACCUAUUGAUUC
+AGGUAUCGGGCGUAUUAACGUCGGUAACAUCCUGAUUAGAGAGUUCUGGU
+CCUCCGACUGCCUAUCGGGGGACACACCAUUCGUAGUUUAGAUUUAUUUA
+GCUGCUAAAAACAAUCAGCAAACGAAUAAUAGUUGUAAAUAGAAAGUCCA
+AAGUGAUCACGUCUUCGUUCCUUUGGAGAACAUUCUCGUCGGCCCAGUGG
+CCCAACCAGUUCAUAAGAAGGGUGGGGCACAUGUGGUCUCUUUGCAGUGC
+AUUUUUAUGCGCAUGAAUAUCGCCUUCUGUGAUGUUAGCCGGCGCCGGAC
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+AGUAAUGAUGCUUGUAGAUGGAUUACGAGAGCAUCAGUUUCUAAAAGCGG
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+CGAUGCGAGGAAAAGUUUCACUCAAUCGCGUCGGCUGACAUGGCCCGGAC
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+CCCGGGGAUGAGAGGGUUCGCAGUGUCCGAUAUCGUGUCCCGGAUAUACU
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+AGCUAAAGGAGAGUUACUCAAGGAGAAUUGGUGUUGGUCUGUUGGCCCCG
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+CAACAUUGUAAUUUUUUCCUUACUCGGCAAGGAGGCUAUACAAGAGAAGU
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+UCGCGCUGAGAUGCACGUACCGAAUACACUGUAGGGUCAUACAUCUCAAA
+GAAGCCAACUACACUUCAAAUAGAACACUUCCUAAGUAACUCCGUGUUUG
+UUCCCGACGAUACAGUCUUAGUGAGCCCAUCUCGGGACGGGAACAGGAUG
+UACUGUCUGUGUAAGGUUGUUUGGAAGCCACACCACCGACAUUAGACAAU
+CGCCUACGACAGUGGCAUUCCUACUACAAACCUGUUUGCACAAGGAGCGG
+UCGGCGUCAGUCGCACCCUGCUCAGAAAUACAGGUGGGAAAUUCGGUGAA
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+GAGGAAAGCGUUUGGAAUUUAAACGCUUGGACGUUGUCAUCAGAAAUACA
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+ACCGAUGCGAGUGUGAGCACGCGAAACAACUACUUCUAUGUCUGGUCCAA
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+CCUUUGGCGGGGAUGAAGAGCUGUGCAGAAUCGCGCUAACAAAUUCGUCG
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+AAAUCACUUGAAUAUCGCCAUUCUUUACUAGCCAUCUAAUCUGGCUAAUC
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+CCAUAAAUGUUAUAUGCAUGGCCCCGUACGCGGGUAGCCCCCCUACACGU
+AGACGGCUCAGAAGUCCGCGCCAGUGAAACGGGAGAUCCCCAUGUCGCGU
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+UCGCCUUCCGCGAGUUCAAAUUGGGACAGCGACCAUCACGUGACCCCUAA
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+GCGACCCAUGUCCUUCUUUGAACGUUCGCGUCGGUUUCCAUCCAAUCAGC
+UUCGUUGAGUGGCUGGCUGUUGCAGUCGCUCGGGUAUCCCGAGCUAUAAG
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+AAUAGUUUUUGUCUCUAGCGCACAGUGAUUGACGUGGUACGCAGUCUGUG
+UAUCCCGGUCCAGUGUAGUACCUCCCUUGGUUAAUCGGUAGUGGACACUC
+CAGGCAUUUUUUGAGCCAGGAAAUAGAGCGUCGGUUGGUGGAUUCCCAAU
+CCUGGUCAACCCCGCGCGCGGUAACCUUUGGUGAUUUCGUCUGAAACAGC
+CCUCUGUGUUCAGCCGAUACCCCCCGCUAAUAAUUCACCACUAACUUCAA
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+UAGUGGUUGUAUAGAGACUCGCUCGUUUGGCAGAUUGAAAGCUAGUGUCC
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+AGCAAUUUGACGCCCGAACAAGGUUAUUAAUAGAGCCUAAAAUGGCGACG
+GUGUUAAACCGUAAAAAAAUGUGACCGUUUACAGCACAGACGGAAAUCAA
+AUCGAUACGGGCCUAGGGUACCAUGCCUUAAUGCGCUUCUUCUACAAAUA
+UGCUGGCCUUGGCUCGGGCAUCUGAUUCAUUAUAGCGGCCGGGGCGCGCU
+GUCGACAGGUCCUCGGACUGAAGCGAGCACGUGGCAGCGAAAUACGCGAA
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+CCUGCGGCGACAGCGAGCAUGAGCAUACAUCUUGUGCCGGGCCCCGGACA
+GUUUAGCUACGCUUUUUGGCGCCGAUCAACGUAACACACAAACCUAUCGG
+AUAUUACACUGAGCUCAUGAAGCGCCAUGGUAGUCGUGGAUUAGGUCUUG
+UACAGGUGCCGCGCUCGUUUACGUUGUAGAGGUCGAUAGAGAUAGGGUGU
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+GCCGUAUUUCCAGCUGGCAGGUGCCGCUUAGCGGCGGUCAAUGAGGAGAU
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+CGUAGGCUGAAGACAGUGAAUUUUGCAUGAGCUAAUUGCUGCAGCUCUCG
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+AGAAGGUAAUAAGCCGCGUCUCACAACUACACUAACUGACCGCAAGCCCA
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+GGGUCAUUUAAGAGAGCUGGCUUCGACCAAUUCUCGGAGGUCCAAGCGAG
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+CGGACGCGGAAGGGGCGGAAAUCCACUAGGUUCCACUGAUAAAUACACUC
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+GUGGGAGAUUUAAUUAAAUUGACACACCCUGCGGGCGUUUAGAUUUAGAG
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+UAUUUUUCAGGGUAUGAAGCGGGUACACGCAGUCGCUCGUGGCAAAACAC
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+GGCGGUUAUGUUCUUUGGAUACUUAAUCGCUACUCGACGCACAGCGUAGG
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+AACGCAUUUUGCAGUCUCGUGAGCACCCACGCAGGGCCUAUCUUCGACGA
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+ACAGUACCCAAACUUUUUCGAUAGCAUUAGCUGGUUACAGGUCUGGCGUG
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+ACCCGAAUCCGGUUGCAAAGGUCUUGCUCGACACCGGCAGGCCAGGAACC
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+GGGCUAUUAAGCCACGAUACAUGAACGGGCAAAGGCUGCCCUUACAUAAA
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+UUAGGUUAGAAAUAUUGAAGAUUUAUUUUCGAGAACAUCUAACGUAUCUC
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+UCUGCCCCCCCGUUAGGGUUUGAUGCGUAGUAGCAUAACAUCCCUCCGCC
+UCGAAAAAUGGGUUAGACGAAAGCAUUGGGGUCCCCUAAUCUACAUUCGC
+ACUGCAUAGGUCGGCCGCAUACACGAGGCCAAUUCCAAAAGUGGGGCACU
+CCCUCAAAACCAUCCUUUCUACCCCGAAACUCAUAGAUUAGGGGCGUAUG
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+CUCAAUAGUGCCCUGUGCUUCGAGCAGUUAAGUGACAUGGCAUUUUUAUC
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+GGUAAUACCCGCUGCGAUGCAAGUACUUAAAUGGUAUUCCACAACGCGAU
+GUACGGGGCAAUCCCGUAGUAAAACCGCCACUGGGAAUGGCCCGUGCCCA
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+CGGACCCACGGAGCGUGUAAAAGAGCAUAAACGUGUCGGGACAACUGUCG
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+GCUGUCGCGUAUGUGUAAGAACGCCUGACCCAACAGGCUCGCGCAGCCGG
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+CGACCACGAUCGAACAAGCUUGUUCGGAGUUUGCCGUAAAUCUAUUGCCG
+GUUCUAUCGGAGAGGACGCAAAACCACGUCGGUUUCUUAGAUUCAGAAAU
+UUCUUAGUAACGCCACGCAUUGCGCUCUAGGUCGAUUACCCGCGUUUCAC
+AAAGCACCAGGCUGGUGGAGUAAACUAUUGAAGGGUCCGGGACACGUUAU
+AUGUAUGACACAUCAUGCACACGGAUAAGUUUUUACUGCAACACCCGUCG
+CGAAGAAAAGUCAGAUGCUACCGGACACACCGACUCUAGCUACAAAAUAC
+CGGGAGAGGUCAGUCCAGUAUAAGAUGUGGCUAAACAACUAAUACGGAGC
+CGGGGUAAGCGGGCCCAGGAUGUGACUAGAGCGACUAGUAUGUUACUUUU
+AAUCGUGAGAUGAAUACAGUGAAGCCGUGCACGACUGAGGAGAUGAGGUU
+AGGGGUCGCUAAGAGUACAGAAAGAUCGCAAUAAUGUUGGGAUCAUGCUG
+UGACCAUGAUUAGUGGGGUAAUAACCCCAUGUCCAGCCCUCUGUAAAACC
+GAUAGGGGACAGAGUUCCUCCCGAGCUCCGGCCGAUGUCGGCUAUGCGCU
+AGGCAGGAUUGUCCCCUGUUUGUGGCUUCGCGCCCUAGUCACUUAGUCCU
+CUGGGCACUAAACAAUGAAUGCAAUACGUAUAGCUUCCGAAGACAAAGGC
+CAGGCGCUGGAAGUAGGAUAAUCUUUGUGGUUUCGUCUGUCACUAGACAG
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+GGACCAACGCGCUAAUCACAGGCCACGUUGUGCCUCGGAGCUUCUGCAGC
+UACGACCUGGUAAAAAAUAGCAGGGUUUCCCAGGGUGAGAAGCAGACCGG
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+UCGUAAGCCUCGGUCACGUUCACUGAGAGUGGUAGGCUACCCUCUUGUAC
+UUCCUCUGGGUUAUUCAGGACUUUCGCAUUCUACCCUUGACUGGACUCGC
+GAGCCCCGCCCCAAAGGUAAAAUGUGCCCGCCCGAACAGCGGCGUAUGCG
+GGAUCCCACAAGGCGAGCGACCAUGUCAAGUCCCCUCUAAGGUGAGCCCU
+UCAGGUGGUGUCACAUGAUCAAAAACGAUAUAGUGCGUACAGGGGCUAGA
+AGUAAGCCGUGUUAGACCUCUAAUGUUAAACAUACUCUCCGUAAGCAAUC
+CAGGUCUUUGACGCAUGUUUAUCUACCUGCCUACUCUAUUCAAUCUGGGA
+UUAAAACCAAGGUUUGCAAAUAGUUGCGUCCACUUAAGUGACAGGAAUUU
+CCCCGUAUCUCAGCAAGAGAACCCGGGUGGAAAGACAAAGCGUUACACUC
+AGUUAUUUGGGGUUAGCCCAUACCUGAUACACGACAAUCACUCAAGACCC
+UAUAAAGCCAGAAGAAGCUCAGUAGGGGGGUGGGAGUUCGACCUCAAAGC
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+ACUCGAGACUAACCAGGUAGGUCUAGCACAGCGUCUUAGUAGCUUGCUGA
+UGUCGCCUAAGGCGUUACUUUGGAGUACCAUGACUAGAGACAAUCCCGGU
+CAAGAUUGGCUCACAUGGCUUUACUAACGGAUUUCUGGGAGUGCUACCUU
+AAGGACCGACGAUAAUUCAUUGCCGAGAUCUCCGCUAACUUAGCGCUAGG
+GACGAGUAUGCUCACGAGGAACGCGCGAACCGCAAAGCACCACCGACCAC
+GAUCGAUGAACAACCGGUACUGCCUACACUAACAAUUGUUCGAUCUAAUU
+AUUUCCGCGGGCGUACGUAGGCGGGGCCUCGAUAGUCAUUCAGUCUUGAU
+CGUGUAUAUUGCCUGCUGGGUAAGGAUUUGGGGGAAUCGGCACAACUUCC
+AGUCGGGAUUCUGUGAGGGACAGCACUAAGAGUGGAAUUCGUAUGCUCUU
+GGGGGGCGGGCAAAGAAUACAGAGUCUGACAGUGAAAUUAUCCUGGUUAG
+UCAUAAAGCUUUGGUGGGGCAAUGUGCUGCUUGCGCUAACCCCCGGGGUG
+GAGGGUGCGGUCCACACCUAUAGAUGCUAACCGGAAGACAGAGCAGCUAG
+CCUGUCUUCAACGAGUUGCGCUCUCCCUUAACUUGGCGUUGUGUCGUUUA
+GACAAGGAAAUACGCACGAAUCACGCUCUGUCAAUGUUACGCGCACCACA
+GACAAGGCGGGAUAAAUCCGAUGUCUUGGUUUAAACCGCAGAUCUUCCCC
+AAUCUUAUGCUCUUUCUCAUGUGAGUUUCGGUCGAGGGGGCUUGACAACA
+GCUUACGACCCAUGUUAAGAUACCCGGAGUAAUUCCACCGCCAAACGCGG
+GCCGUAUCGCGCUACACCAACACGUCCUAGGCAAACUCCCCAACUCAAUU
+ACGAGUAUUCAAUAAGAGAGCUCCGGGACGUAAUUCUAUAAGCGAGCAAC
+UCAAGCGCAACGCCCAUGCUUCUGUCGAGUCGUCCGACCUCCGAUUAUAU
+AACAGUUGGCUUGACUGAAUGACGGCCGGCUCUGCGCCAAACGUGUGAAA
+UUAGGUGGGGGGGUCUCAGCAUUAACCCAGCGCACACACCCCCAAAACGU
+ACAUCGGGCAGCUAAUUUCCGCAGGAUCACGCUUCUAGCGUAAGCUCCUU
+UGAAGUCACAUUAUGUUCGGUUUUAAUCAAUCAUAUGUGGGUGCAUGCCC
+GAUACCAUUUCAGAACCUUACCGUUCGUUUGGAAAGUAGGAACAGCGACG
+CUUACUUUCCUGGACUAGCAAGUUGACAGUCUCUGAUAACGUGUCAUUAC
+AACCCCCAUACCAUGAGCUUGAGAAGACGAUAGAUCCGUACACUCUUGGA
+CCAUACAGUUUCCUAUGAUUAAGCCUGGAGCUACAAACAGUUUGAGUUCA
+AGUUACGAAAGAAACAGUCGAACCUCGGUAAACAAAUUGUGAAUAGGCUA
+UUCGCGACGGCUUUUCUUGGCCCACAGUCUAAUCUCUCCCGAAAACGCGC
+AAUAUGCGCUUCUGAAGGCAUUAGAACUCACGGCCCAAUGUAAAAACUGA
+UCCAUAGAUGUGUUAUGUGUUAAGACGUGAAAAGGAAGAAAUCUGGGCCU
+AGCCCCAGACCGGAAGGCGACAGGAUUAGUAUGCCUGAUACCCAGGGACU
+GCUCACUCAAGCCUAGUUGAAGGAUUCAGCUGGCGCGCGCUCGGCCUGGA
+AUCAGUGACUCUGAUAAAUGGCAGCAACAACCUUUACUCCUUUCGCCUUC
+UGGUGGAGGUGGGGGGAGUCGAACCCCCGUCCGAAGGUCUCUACGGCGGG
+CCUCUACGCGCGUAGUCCGCGUUUCGCGUGUCCUCCUGGCUUGGCCCGCG
+GACGGGCGGCCAGGAGCGAGCCCCCUUCAAGCUUCGCCCGGGGUUAGAGG
+GCGUGGCCCCGGGCUAGCCGGGUUUGUGUCCCCGCUUCCGGUGAGCCCCC
+GGCAGGGCUACCGGGCGAGGUCGCGGUCAUUAAGCCGCGAGAGCGUAGUU
+GGUGUUGGCAGUUAUGCCGUUGCGGGUUUUUACGAGGCCACCCGCACCUC
+GGCGCGCAGCCACGCCCUCGGCGACCCCCGUCGAGACCGUUUCACCCCCU
+AAUGGCGUUCUUCCAUACCGAUAAGAGACAAUUCUAUGGGUUUGAACAAU
+ACGACGCUCUACAGUCGAAACCUUGGGCUGGUAAUCUGGAUCCCUUCACG
+UAGGGCAGUGGCUGAAACUAAACGUAACAUUAGCAUUAUACAAUCUUUAA
+GCUGCUUUGUGUAUUACUAUGUGCACAAUUUGGUCUAGAGGUCACCAUCU
+UCCUGAAGUUUAGGGUAUUCGAAGGCAAGGGUUGCACUAGGCCUGAUGCU
+AGUCUCGAACGGUACUCCUAUUAGUCGGGGGCGCCCUCACAAAACCGGAG
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+CAACAUUUUCGCCCCGUUGUCACCAUCUAACAUUUGGUCACCACCCUUAA
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+GAGUGAGCCUCUUACGUCAAAUUGAGAUAUGCUGCUACUGUGGUUACUGC
+GGGCCUUUUAAUUAGUCAGCACGUAUUGAGAGUAGUCAGUCUAUGCGGGA
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+AAGGCAGAAUCUCGACCCUCGGGAAGGCGGAGGAGGGACAGAGAACGGUA
+CCUUUUGAGUAAAAAGGUUAAGAUGCGGGAGAGGUUAUGCCGAGCACUUA
+UCAAUUAUCUCAGAGGUAAAGACUUGAGGCUCGGCAGGCGACGGCUUCUA
+AAUGAUCAGUCGUUUCCCCUAGAUCGGUCUCGUAAGACGCUCUAAGUGCA
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+CAGACACAGCUCAGCCUGUGGCCCCAUUAAUAUGAGAUGAGUGUAAGUAC
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+UAUAGGAGACAAAAUAGAUAUCCUGACGGCACCCUGCCUCUUCAAACGCG
+GCUCUUAUUGUUCCUUUAUCUUGGACACCACAGCGCUAAUUCAGAUGCGC
+AAAAUUCAAGGUACGUCGCGAUACCUCGUUGCGCAACCCACUGCUAGCAC
+ACGUUUCUGGCGUCCUGUGGGGUUGAGAGAAUGAAACAGAAAUGUGAUUA
+CCCAGCUCAUUAAUCUGAUUGGGACUCUCGCUUAUGACACUACGAGUGGG
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+AACGGGACCCGGGGGGACACUAGAAAACGGGGCGCAUCGGCGAGGUAAGU
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+CCAUUUCCAAUAAACAAGAAUAGUGCGUGCUUACACCAGUUUAGCCGCGG
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+CGAGGCCAACGGCACCUCGACACGCAACAUCACCUUCAGUUCCCCUGUCG
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+GGCAAUAACUACUCGGUCAACUGAGCCCACGCACCUGCCCCGUAGAGUCG
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+GAGGAGAUGUCUCCUUCGACUAGGGCCAAGCUCUCAAUUGCGAAAGAGCG
+UGGCAGUGUACUAUACUUUCUUCCAGGGCACAUGGAGUCUUUCAUCAAAC
+CGUGUGCUCACGCCAUUUGAAAUGGUCCUCCUCCUUAGAGGACCGCGCGC
+UUGCAUCAAGUUUAGUAACAGUAGCUAGAGUCACGCUCAAAAGCUGCCAU
+GGCCCAUACUGUUACUGUCGACCGCUAUCGCCAUCGCAUGAAACCCCAUC
+UCCGUUCGCACCGGAUCACUUGAUCGGCGUGCUCACCUCGGAGACCUAUC
+AGUCAAAAUAUAGAGCGCUAGGAGCGGCAGAUCAUGUUGACGCUAUUCUG
+CCGACCCGCCACCCCACAUGCGAAGGGGUCAUUCAGCGGGGCGAACACCG
+UCGCAGCUACUUCCACUAAUUGCGGUUGGCCCCGCCGUCAACCUUCUAGA
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+GAAACAGGCAUGUCGUUUCGUCGCUGGUAUUUAAUAGCGCAUAUAAUUAA
+ACAGUCAUAGGCCAGAAAUAACUCGGUGAUAUGAAAUGGUUCGGCCAUGG
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+UGUACGCUUUUACGUUCCACAUUUUGAUCGCCCCGUGAGCGCGUUAUCAG
+CUGCCUCAAGUCAAUUAUUAGGGAGUUCUGGUAUGCCUAUGUGAGGAGCC
+UUAACCAAACAGAGUUGGAAGUGAUCCUCCUUGCUUACUACGCGUCCCUC
+UUACAGUCGGAUACUUCCUACUAGAGACAGUCUUACCACCUAUCCUUGUA
+AAGCGGCCAGAGACAGUUUGUACGGACCGGUCUUAUAGUAGAUGAUCGAC
+UCUACCGGGAGUUCAUGAAUGACCUCCACUAACCUUACGAAGUCUGCCUA
+UCGUAAGUACCUAAUGCGAUUUUGCCGUUCCAAUCAUGAUUUACGAGCCA
+UCUAGUUGCGGUCCUUACCCUCCUACGCUGACGUCUUAAGAACAAAUAUA
+AAAUCCUAGCUAGGAACAAGGUUCAAGGUCGGUACGGGAUCCAGCCCAUA
+CCAAUUGGAGGGACGUCACGCAUUGGGGGGACUACCAACCACUCUCAAGG
+GAGGAAGUCGGUUAGAGAUUGAAUCGCCGGGAGUUGCUAAAGAAGGGUGC
+UGCCUCGUAGUGGGCUUUGGGGAUAAUUGCAGAUGGGUCUUUAGAGGUGA
+UUUCAGAUAAGGUGAAUGCGCGUGCUCGACGAUCCCGGCAUCCCAACGGG
+UCAUAACAUGCUGCACCUACUUCUUAAGCUGAUGUAACAGGUUAAAAUUA
+CUUCUGUGGUCGAUGCAUCUACUGCCGUCUCCUUUUUCAAAUCGCUAGUA
+ACGGAAUAAUCAAUUUUUACACCACAAAUGCGAAAACUGUCAGAGGGGAG
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+CACUUUGUCGUCAUUACGAAGAUAAGUCUUCCGGUAAAGUGGGCAAAAAU
+AUUGCUAAGUGAGACCUUUGCUAUUAAAUGAAAAGGUGCGGUGCUUUGAC
+GGGCCCAUCCGGACAUCUCCACCCGCGCCGUCCUUGAUGUUUGUAUCCCG
+GGCCCUAUACCUUGUUAUACUGGCGCCGGGGGCGAGCCCCUUAUAACAGG
+AUUCACCUAUGUUAACGUUGCUUAUGCGCUUCCGCCAUUGACCUCGACUU
+UACUUACAACUUAUACGAUGCAGUGGUGGGCGACCAAACCCAUAUAGGUA
+AACACACCUUUCAUUUGGUCUCACAUCGGCGUUGCCGGUAUGCAUCGACA
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+UUGAUGGAUUAUGGACUAACUGAACAAGGACGCAAGUGGCUUGAUUGAAC
+ACUGUCAAGUGCUUGACACAUGCUAAUCGAACGUUUUAAUUAAGAGUGGU
+UUAGCUUAUCAUGUAAGUAAUAGGCCUCNCCUCUUCAUAAUUAAAAAGUG
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+AAUAUUUUCGGGAUAGGUAGUAGUGAAGGUUAUGUCUUCACUAGCCUUAA
+CUCUCGUAGUCGAAGCUGAAAGGUUGAUCGACCACAUUGGGUCUGAAAAA
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+GGCUGAACUGGCAACUUGGAGAAGUGUUAAGUCUUUAUUUNNGUAUUGUA
+AUAGACUACGUUUUAAUAAGCUAUAUGUAAAUAUAGUGCUUAGGCGGAGC
+UUAUUAACACACAAAUUAAAGAUUAAAUUAGUAUUGAAUGAAACUUUGUU
+UAUAUAUCGAUAAUGACGAUAUAUAUAUUAUGUCUUGACCAAUUACGUGC
+CAGCAGUCGCGGUAAUACGUAAGAGACUAGUGUUAUUCAUACGAUUCCUG
+UACUAGCUCGGAGGCCCUUAUUAUUCAAUCUUCUUGGUAUCUUGACCCGC
+CGCGGAAAUCAGAAAGACGCCCCACGACUGUAAUAAGUCUGCCCCGGGGG
+CGUCCUGAGCGAAUACACUUAGAUACGACUCAGGGCUAUCGCUAGACUCC
+CGUCAUGCACCAUUCGUCAUGGCUCCUUGGUGCGUAAAUCUCCCGUGACG
+CCAUACUUCUUUCUCGCGAAUCUGUCCCAUGCGAACACCCAGCCUACUGC
+AGUAACGCUUUAGCGAGGUUGUUUUGGAUAGCCCCUUCACGGGCAGAUUG
+GCCUGCUAAAAGGCUUCCCGCUGAUUAUCUUUCGAGGCGUUGCAGAUCAG
+CGCAUUUGGUACUGGUGGGUACGUGAGAGCGUGUUCUGUUUUUGGGAGUG
+CCAACAGGAUCUGACAUACUACCGAUCAGUCGUGGCUCAGGGGGUCUACA
+AACCCUCUCGCACGUCUCCAUAAAUUUUCGCAAGUUUUAGGCGACAGCUA
+AGGAACCGAGGCGGGAAACUGACAUUAAUUGUUCAUAGCGUACCAUCCCG
+CUGGACUCGGAGUGGUGAGUGUCCAACAUAAGCAAAUCUAUGAUAGCUCA
+AACUAAGGGACCCUCCGAAAGAUCUAGCUCCAAUAACUCAACACAGGGUC
+CGUGUCCCACGGUCCUACUAAAAUAACGCUCGUGUACAACUCCGUGCUAC
+CGUCGUGAUAAUAUUUGCUCGCCACCCGCAUGGUUGGUGUUAUAGGGUGC
+CAGUGGGAAUCUACGGGACAGAUACUUCAGGCCAUCGUAGAGACGCAGUA
+CCGAUCAUUUAGUUUUCGUAGAGCAGCCUCAGUGUAGCUCGUGGUGUGGA
+CAUCUGAUCGAGUGAUGCAGAAAAUUCUACGGAGCUGUUCGCCCAGGCUC
+UAUGGCCCUCGCUACCCGGGGAAUCACGAAGCAACUGCUCUGCUCCAGAU
+UAAAGGUCUGUGAGGGUACGAUACCUCUGCUAGCCGUAGGCAAUAUUACG
+AUGUACACGAGAUAUGACCCAUAGGAUGGAAUGCUGCGUCGUGAACAGAG
+CCCACUGCGGCUUUGGGCAGAAUGCGGUCCAAUAGACCCAAAUCCGUACU
+UUGAAUACCAUCUGGAAUGUUAACAGCACGUGAAUGAAUUGGUGAGGCAA
+GGGUCGAUAAUUUUAGAUUGCAACGGCCGGCUAUCCAAUUGUACAAUACU
+AUCAGAUUCCGUUGAUCCAGUACGUCAAUGGGGAGGGUAAAUUGUAAAGG
+CGAAUGACAAGUGGCGAUCGCCCACAACGGAUGUGCGAUAUAGUCUGACA
+GUUGGUCCCCCAGAAUGAAAGGAGCACGGAGCUCACAAGGAGAAUUGAUC
+UACAGUAGGGGUAGCUACCGGGGUUUGGCGGGCUAGAAAUAGAAUGUUCG
+GUGUCGCUAUGACGGUAGUGCGCGAGAAUGUGUCCUACAAUUUUUCGCUA
+CCGGGUGCUGUCAGAAAAGUCUGAAGUCCAUCCCAAGCUCUUUCAACCGU
+GCCAUAUCGGCAAUCAACAGCUAGCCAUACACAUAUAGAGAAGGUUGGUA
+GCCCUGAUUCAAAAAUGGUACAGAUAAUUAACAGGCGAUUCAAGACGAGC
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+GCCGUCGGUGCAGUUCUUCAGAAGUCAAGGACCACUCCUACAUUAAUGGG
+AUUCUCUGGCAAUCGGCUUCGUGAAGUGUUACUUGGAGUUCAUUCCUGCC
+UUUCUAGGCCCAUCAGUCUACGAGUGGGCGGAUUACACGAAACGAAGCUA
+GCCGGAGCUCUGCUCUGUAACCUUCGGGGGCUAACCAGGCUUAGCGGGGA
+GGACGUGGACCAGCGAGGGUGAUUUGCUGCGUUGACGUGGUGCUCUGCUU
+GGCUGUGUGUCGGUGUGGCUUGCCCCCCUGCAGAGGGUGGCGCGGGUCCG
+CCGUUGAAGCGAGGGAACCGGGUCAGGCCGGAAACGGAGCAGCCCACCCC
+ACGCACGUCCGCCGUUGCAGAAUCACACCGCGGAGCAUGUCCGCACUUGA
+GCCCCACGCUUCGUCGCGAAGCCUUUUCCCGGGACCACACUUAUAGGAUA
+ACUCGAGGUUGACAGGACGUCUGUCUGCGAGGAAUGUCUGUUUGAUACGC
+CGCAAGUCCCUCUAACGUUCAUACAAUAAUGUGUCGACAACACCAGAUUA
+UCCAGCUACGCACCAGAGUGCCCCAGGUGGGGCCGUGACAGAAGGCACCU
+CGCGUUGAGUCAAUCUCCACUAUAGACCGAAUUACUCAACAUCCGCGUUG
+CCCCGGUAACUAAGGUGACUGUCGGCACAAGCUCCGCCCCUGCCUCGUAU
+UCCGCACUACGUGGAGACUGAGGUCCUGAUCGGUCGGCAUGGAACAGUAU
+ACAGCCAACUUGACCUUAUAGAAGUUACCAACCCACGAACUUCUUUAUCC
+UCAGAAUCUUUAAGCCGCGGUUUAGCAAAACUCUACGGCAAUGAACGGAG
+GCAAAGGACCAAACUCAAUAAAGAGGAUUCAGUCGUCACUACGGUGGGUG
+GUCUCGGAGCCUUGACCACGAGUACCAAUGCAUGAGGUUCCGCGGCUCUU
+CGCGUCCGACUUUAGUUUGCGUAUAUACCAUCAGCCGCUAGAGGACACAG
+CUCUCCGCCAAGUCAAAUCAGACGUAUGCGCAAUCGCUGCCAGGAGCCCG
+GGGGAUCUGAUUUUAGUUGCUCACGCUCCGCGUAUUAGGAAUGUAGAGCA
+CCGAUAAUUACCACCCGGAGUACUGUCUACCGGGAUGUGCCCGGGGUAAC
+UUACGGGGCCUAUGAGGUAUUUCGUAGGUAGACAGCAGCCCAGUUGCCCC
+UCCGAAACGCGACGUAUACGCCAGAAAAUGAUAUCUACACCCGCGCUGGA
+GCUUGUCACCGGACUACCAUUUGACGCCGCCUGCCGUCCUUCUGUUCGUC
+CCACGGAUUCAAAUUUGCUGCUCUCGUUGCGGCCCAUUAUUUGACACUUU
+CAGUCUCGAGCAUAUUUUAUGCACGAAGAUGGUAAGGUAACUAGCCUCUC
+UUGGAUAAACGUCGUGGGGCCGGGUUUUGUUUUGUCGUAUGAUUGAACCG
+ACAGUAGUUGUUCGACUUUGUCUCUUGAUAGAGUACCCCCACCUGACGCG
+UGACCAAAGGCAGAUCUCGGGCCCGAACGGUCACAUGCGGGGAAAACGAG
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+CCUGGUUGACUACGCCAAACGUCUCUGCUACGUUUUAUGUACAAACACAC
+GAGCACGAACGCCUUAACCAAGACUGGUCGAUUAACUGGAACUCUUGGCA
+UCGGGGAAAAGACGUGCUUACGGGAGAUGUAGGGACACUUGGUCAAAGCU
+UGUUAACAGACGAAGGUUUUAGGUGGAAGUUAGCCUUUGUGCUGAGUCGG
+GUCGAGGGGGUUAACAGAACAAUAAAGCAUGAUGCGUCCUCUGUAGAGGU
+AUCCUAAUCCCCUGCUUUUAGAUAGUCUGUCUUGGUUGGCCCUCGACCGG
+GGCUAUUGUCAGGUAAAAAUAUCGAUACUAAACCCCAUAACGCGCUAUUA
+CGGUCGGUGAGUGAAAGACCAGGGUGUGCGGUCAGAAAUUUCGGAUUGUA
+ACGUUUAAUACAAUACCUAAUAAUGCCGCGCGGAAGUUGACGAUAUACUC
+CGGCUGCGAAUCCUUAGAAAUCGUCGUUUCCUGUGGCCGCGCCCUCAUGA
+CUGUGCACGGACUACAUGGGGUCAACUUGCCCGACUUGCAGACUUCCAUU
+UGGUCUCUCGUACGCUCUCAGCCACCUUUGCUGAUAAACAGGCCGAUAGC
+CAAUUAUGCUAACAACCAGUCCGUAGCAACCUGCCGUCAUAAUACGGUAC
+GCCGCCAUCGCAUAAGGCGUACCUCGGAAAAGUGGAGCUCCGGCCGUUGC
+ACGGCUUCUCCUAGGCGCUGGCACUGGAGGUGGAAGUCAUGCAGAUCAUC
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+UGGGGAGUUGUUGGCGCAGGGCUUAGCUCUCAGGUCCAUUAUACAUGGCA
+UUGAAAUCUCGCAAUACCUAGAAUAUUAGUAGGAUCGAAUCGGAGUUAAG
+GCGGUACCGGAACUCCCCAUGUAUAGGAUGAAAUGGAGGACCUUGUCACU
+GGUUCUAAACAUUCAAGUGCGGGUUCACUAACUUGACCGACCUUCUUCUU
+GAAAUCCGUAUGGAUCGCAGGACUAUGCAAGUAUGUAGCAAGGUUUUUCG
+UAUGGACCUUUCACGUGUUGAUCGCGCCGAACACGAGGAAUCGCCAAACA
+GCUCUACAAUCUGCUUAUGCAGCUAUCAUUUGUAGUCGAUACAUGUAACU
+UACGCUUCAAGCUGAAGAUCUGGGAAGGUAGGAAAGGUUAGUAAGCCAAC
+GCGAGCGUAUGCCGUGGAAGUAUCAGAUGAAUAACUUCAUUGCGACGUCA
+UCUUCGCCCCUGGACGUCAAUAAUCUUUUGUUAAAACACUCCCGAGCCUA
+CAACUAACGUUGUCACCUUGGUACCUCACUCGAAGCCACCAAGCGCCGUC
+AGGGCGUAUAUCAUAUGUUUUGCUCGGACCGAGGAUGGUCGGUAGAAUCA
+AUAGGUUUCGGGCCCUGGCGAGUUCCUAGUGUCAGUGCAGCGUUGAGCCA
+UUUAGUACGGUUUGUCCCCCAUGUAAAUUCCACACGGCAUAACCUUUCUU
+UCAAACUACAUUGCUGUAAUUGAUAUCACUUUAUUCACCAAGAGCCGUCA
+GACGCCAAGAGUAGCCUGAUCGUGAGUAUAGCCACUACUCUCGAUUGGGC
+AGAGAUGUACGUAUCUGUACCUAUAGCCGUAGGCGUGUUUAAGCCGAUGC
+CUAGCCUCAGGUUCUAGAACAUUGCGAUAUUUGAGUCAGCUGUUUGAGGC
+UCCGCCUAUAGGGACCGGGCACAAUGAGGAGGGGAUCUAAGCAAGUUCCU
+GGAACGCAUUCGUAGUAUAGAGGAUGUUAUGCAACUUGCCUGACAUGGGG
+UACGAGUACGGCGAGCCGAACGGUAUGCUACCGUACUAAGUCGAUACACC
+GCUUGAUAUGCGAGGGGGCGUAGAGAAGUCGUGAAAGUAGCACUAGUAAU
+GUUGUAAGCUAGGGUGAGAGAAGGGUCGCAGCUUUCCCUCAAUAUCCGUG
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+CGGCACACUAUCGAACGGGUAAUUGUCGCCAACCGGAAUGGAGAAAUUGU
+ACCGCGAAUCAAUAUGCGAUAGUGGGUUUUAACCCUGAUAGUCAUCAUAG
+GAGGAGAGGGGCCGCAAGCCCUGUAAAACGUGGUUAUCAACCCGCUCGUC
+CAUUUCACUCCCUUGAUUUAGAAUUUUGGCUCUGUUCGGGACUUGAGUAU
+UUCGUGAUCUGCCCCAUUAGUGUGCCCUUACUGAAACCACGCAAUUUAGA
+AGAAACACUGAUUAUGCACUAUACCUGGGGAAACCUGAAUCAUUUAACGG
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+AGCUUCAAUGAUUAGGCGCACCCGGACAUGUGCUGGCGAGCGUUCGACUU
+UGGAAGCGGAUUACACCCGCUGUUCUACCCCUAUCUCGGCAUGGGUUCCA
+AACGACUCUCACCUCGCCAGAGCUUAUCGUCCUCCAUAGUACCCACUCGA
+CUUAUUGUGGAGUCGAAUUUGAUCAAAUUAAGUUCGCACCAUUAUAAGCA
+GCUAUCUCCAUGGUGAUAGCAUUGUGAUGAAAAUGCUCUUAGUACAAUAG
+UCACUGUGGCGCUUGGGACUUUUCCUAUUAAAAGGGCCAUCAGGCAUAUA
+AUCGGAAUAGGUUCGCUUUACAACAUGUCCCCGUAUCCCCGACAACCUUG
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+CGGGUGGUGAACCUUCAGACAUCCUACGCUAUGUGGCGCUCUGUAAUUGC
+CUUAACUGGGUGAUCGACAAAAGCCGGACGGACACUCCAUUUCGGGCCAC
+UGAUCCGAGCGAAUGGCAGAGCAAUCUAUUGUCUCAUGAAUGCAGCCCUU
+AAACAUCGCAAUACCAGUGAGCCAAUCAGUAGCCGUCGUUGUCCUGGUGC
+AGGCCGAAGCUGGUCAUAACUAGCGAAUACCUGUCUGAGUCAAGUGUACU
+GAUUGGGACAUUGCUCUCGCGCUUAUAUCUCUUGAAGGUGUAAAGUGAGG
+UUGCCACGCCAUAUCUAUGCUUUCACAGGCGAAAUUCACGAUAAUAUGUU
+UCUGCGUCUAACGUGUGCGGCUGAUAAUGGGGGUGGCCACAAAGUGUUUA
+ACCCAAUAAAGACAGCUCGGCCCAUAACGGGUCUGAAGUCAACCUGCUUG
+AAAAGAAAGCGUUCCUAUUCUGCGUUGGUAGUUACAGCACGAGUCACCGU
+CGGAUCGCUGAUACGUGACGUACCAUGUCAAAAAUGACAUAAUUCGCAAC
+UGGGGCAGCAGGCUUCCGCAGACUGUAUUCUCUACGUCGCCACGCUCAAG
+GGAGCCAGUGAUAGUAGCCGCUCAGUUUGAAGCCACAGAUGUGCCACCGU
+CUAGUAUAGUCGGUCGUCUUAGUCAUACGAUAUGCGUCGUAGUGAUUGCC
+GAGCGCUGUUACGAGUUGCUUCAGGAGUGACUUAUGUCUAACACUUAGGC
+AAUUCAGCCGCGUGUGGCUUAUAUUCAAUGGUACCACCGCCGAACGACCG
+AGCACCCACUGGGCCAAGGGUCUUUACUAACCCAAAACGAAUAACGUGCC
+GGUCGAGAUCGCCUUUCAGACGUACCAGUCUACUAAAGUACUUCCUGCAA
+GGAGACUAAUUGAGAGUGAGUCACUCCCCCCCCCUCAACCGACGCUCAAC
+UGUUUUACGGUACUGGUAAUUUGUCACCCUGAGUACACCCUAGUACAGAG
+CUGGUAACAGCCCAGCCCUACACGCUGUAGCACGUUGAUAGCGUUAGCGC
+UGGUACCUGUCAAAGUGCUCACAAAGUGUGCCGCUCUCCCCCUAGCCUUC
+UGAACUACUUUGAGCGUCACCAGACUUGCUGUAAGUUUCGUUUGUUAACG
+AGGCCUUCAUAGUAACUUACUCUGCCUAGUUUGAACUGUCUUUCACCCUG
+CAAAGCUAUCAGCGAGUACCUUUAGGACGCACGGGGCUCCGAAUCGUGGU
+>pg-1_14
+AGGAGUCCAUGCAUCCCUGGCGCCUCGAGGGCUAAGGAGGUAGGUGCUCU
+AGAUGAGAGCCCAUAAGAAAGACAGCAGGACUGCACCACCUAUGCCGGUG
+CCACGAGCGCAGUUUGGGCCGUAAUAAGAGCCGAGUCUUCUUAACAAAAC
+UAUAGGGAGUUGUAUCUAUCUUUGGUCUCACAAAUACGUACCCGCUACUC
+CCAGCCAUGACACAUCUUACGUGCGCCGGACUCUAACCUCCUAGCUUAGC
+UCAAGUAUAACCAAAGGAACAAUCUCCCGUUGUUACACGGUAAAGAGACG
+UUAACUCGAAUCUGGUCCUAGCCAUUCUAUAUUCCCCUUCAGUGAGAUAG
+CUCUCCAAGGCGGCACCGCCUUGACAAUCCGGCAUCUCUUAAAUGCAGGA
+CCAGCAAAGAAAAAAAUGAGUUUUUCUUCACUUCGGCGAACGUUCCCUUU
+CAAAGCUUUUCAUUGAAGCUCAUUCUUCUCCAAGCUUUUACUGAUGAAGU
+UCGCACCUCUAUCUUCACUGUUACCCAUACCGAAAUCCAACCGUGAGUAG
+GACCGCAUCCACGGGGCGUAUCGAUCGGUUAGAGGUAGAUAUCAAGGUCC
+AGCGGAAUGACACUUGCUCUGGGGCGCGGGCUACGAACAUAUGGCACGCC
+UAUCGGGUAGCCCCAGGAAUACUACGAACUCGCGACAUGUCCCUCAGAGC
+ACUUUACGGGGAUGAUUCCAUCAAAAUACUGGGCAUUUGCCAACAUAGCA
+GGGACUAGUCCGGAAGGGACUUAUAUAGAUAAGGUACCACGUGGCUCAGA
+UUCCCGAGCCCUCGGCCUGGCACUUCAUGAAGUGAGGACCAUACCCCCAC
+ACCCCGCCUUGAUCGGUAUCAAAUAGGCAGUGUACGAAAGUUUCAUUCAG
+CAAGUGGUAAACCGUUGUGCCAUCAUCUUAAUAAAACCUUUAAUAACAGU
+AAGGAUUGGAUGAGAAGUGUGCUUUAUGGCAUUCCGCGGCGGCUGCGGUA
+CAGAAAAAGUAGAUGUCCCUGAGUCAUAUUUGGAACCAACCGGGUCAACC
+CGGGAACUGAACUUGUGAGUAUACCUCGGAGCCACAGCUCUCUCCUCAAG
+CAAGUUUCGCCAUCGGAAAUGAGGUCUUGCAGAGCGCUAGUCCCCCUCGC
+UCUAAUUGAACGAUAUUAAUGUACUGCGUGAAAGUCUCAAUGGUCUCCGU
+UCCAAGCCAACCGGAGGCUUGCCGUAUUGUCUUCUAGCGGCUUACCCUGA
+UGUCGCGCACUCAUAUUGACUCAUGUUACAGAAGACCGGAGCACUUAGUC
+UAGGGGAUGGUGCGACGAGCCCGUCUAGUGAGAGGCUACUGCCAACGGGU
+GAGUCUACGGGUUUUCCACGUACGGGCGUUUGUAUAUCAGGCCGAAUGGC
+CACCACGUUUCUUUAUUACUAACCGUGAUACCCACUCCUUCGAGGUGAGC
+UGCUAUCUAUCGGUAGACGGUUUAAAUCAAGUCAAGAUAAGGUAGUUUAG
+AGUCGCAGAUACGUACAUUGCCUUGGAUCACAGUAGGGCGUUCCACUGUC
+GGUAAUACUGUUCUUGGAAACGCCCUCAUACAAGAUGCGACUGCGGGACG
+AACUAGAACCUAAGACAUCUUACCCGCCUGUCUUCGUAACAAAAUGAUAA
+UGGUACAUGAACUACAUGGUACUAUCCCGUUCAGGACAGGUCCGUACAUU
+UAGCAUUAAGAGAAACGUUAUGUGAUCUGACUGUGCCACAUCCGUACACG
+CCAUAAGAGACCGCGAGAAAAGCCUUCACGAGGCGUACGAGUCUGCCGAU
+CCGGGUCUGGGCCAUCCGUCUUAUGCGAAUUGUAAUACUGAGAGGUCCAG
+GUUUGUGGUCAUGUACACUCCCGAUGGCGGGGUGAGGGGCAUAACAAAAG
+AGGUCACUCUGCAGGUUGCGCGCAGCUGAGACGGCGUGAUGGCAAGCCCG
+GUAAAGCUGUAUCUUUACUGAACACCCAGGAGCGGUGGAGUUCCCAAGUC
+AGGGAAGAUUAUGACACAGGCGAAGGGUUGAAUAGAGGGCCCGGAAAUUG
+UCUUAUCAUUGAGUUCAUCACAGGGGACUCCAACAACCAUAAGCGGCAUC
+CAGUAGGAACCACGUUUGCGCCUUUGAAGUCAGCCGAGCAGCUAAAUACA
+CUCCCCUCAAGUGCUGGGAACUGACUCUAGUCUUGGCUUCCCCGACAGAU
+GUGGCUUUGAUAUGAGGAACACCACUAGUACCGAGGAAGAAGCUGCGGAU
+ACUAAACAGCUUAAGCAUUUAUGUGCGGCCAUCGAUCUUGAGGCCUUACA
+GACUGACCCGAUUCCAGCCCAUUGGACCUGAGCCAAAGACCCCACCACGA
+UCACCUGACCUGGAGCAAGGACCUCAAGCUGCUAAACUAACACAGGAUUA
+CGAUGUAAAUGGUUUACCCUUUGACUGCAAAUCUUAAGGAUUAGGUUCGA
+UUCCUACGUAAUCCGGUGCAAUGGUCGGCCCUUAUGUUCAACUCGCGCAG
+UCGCUCGAACGUCGGACGACUUAAGCUUAUGUAAACGGUUUGGAUUCCAG
+AUCAAGGGCAGGAUAGCACCCGCAAGACUAGUCUGGCAAUCACACUCGAA
+UACGGGCGGAUGCAGGGACGCGUAUGGUCUUGGCUAUUGGCAUAUAGGGU
+CGUGACCAGGUGGCCUUAGUGUUAUUUACCGGGUCUGAUGUCAGAGACUG
+CCAAUAAAUAGUCUGAGUGCGUACUUUUCUCGAGGCGAGACUGUAAAUCG
+CGGCUGUCAUUAAUGUUCCGAAUUUUGGGCCGUAAUGCUUGACGUUGGUG
+GAUAAUCUACUCUAGUAUAGAGAACCGUCUCCCGGUCCCUGCGUUGUCAU
+AUAGCAAUCGGAGUAGCCAUGUGAUCUUUUGACUCUUAGCCGACACAAGA
+AUAGCAGAAUCACCGGCCGGUAAAAUGUAACACCUCCGCGAAGGAUCCAA
+CGUCUUACCUAGAGGUUGACUGGAACGACAUCCUUUCAGUCAUCUCGGAG
+CAUUCGAGGUCGGGUAUUAGGAUUCCUGCGUCCGCAGCACAUUUUCGACA
+AGAAUCUUUAAAUCAGAUGGGACAUAAAUGCCAAUAGUGCCGAUUGACAC
+CCGUAGGUACGUGUACUUAAGAUCAUCACGAGGAAUGACAGCAGGCUCAA
+UAUACGGGAGGAACAAUUCAGUUAUGCUGUGCGGGGUUUAUUCGGCGCAU
+UUACCCGGCUUUGGGUGGUCAUAGGCGGUGAGAUAAUCUGUGCUGUAGCA
+GAGAGGUCCCCCUACGGCGUAGUCACAUUUCCCCGCUCCAAGGCUUUUAU
+AUGCUCAUAACCUAAAUCCAUUAGAAUGAGGAUUGGGGCGGUUGCCUUGC
+GGGUCACGGCGCUACGACCAUAUUAAGCAGAUUAGCCCCCUGCACAGACA
+CUGCGGACGCAUCUGUGUGGUCCGAAGUUCCCGUGCGGCGCUGCUGCGAG
+AGCACUCUCGAAUUCCAUUGCUUCGAUCGUGCUGUCCUGAAAAAUCGGGG
+AAGUAAUAGAUAUUCGUGCCUUUCAGUUUGGUAUGUUACACUUUAUACAU
+UAUAUCUAGGGAGCGGGGGCCAGCGUGGAAUUCGUGGGGCAGCGCCGCGG
+UGUGUGGGUAGCGUGCAACCUCGACUCCGGCGCGACUGAGCACAGUUCGG
+CAACGAGGCGAGGUUGCUACGAGCAGACAAAGUAGGAAAGCGACUUUUCC
+UGGUGCGUCGACCAAGUGCCAACCCAGAAGUUAACCCGAUUUAUAUCAAU
+GCUGAGUUUCCACAAAGGUUGCUAAGACCACAGGGUGGACCAUGGAACGG
+GCUGCAACAGGGUUAGACUUGAAUAGGCUCCUUCGCAGUACGGUAUUAUA
+CAAUAGAGAUUCACAAGAGAUGGCUUAAUUCCAGACCGCGCAAUCACUGU
+UCCGUGCUAUCGUCAUCAACGACGCCUCUACUGUUCAGCCUGUACGGCAC
+GAGCCGGACCGUAUUUCUCCCGUUCCUAAACUGAUGUGCCCGGGAGCUUG
+UGACUACGUAUGUAUGGAGUCGGAUGUGCCUAUGAGCCACCGUGACGGUU
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+UGUCGUCGCACACCUCUGUAGUCUCUAUCCCCUAUGAUCCAACAUCGAUA
+UACCCUUUCCUUCCGAAUUCUAAAAGCCACGAGGCUACAGUGGCUGACCU
+UAACACGCACGGGCAUAUAGAGAAGAUGAUGCCUAGUGGCGUUGACCUCG
+ACCCUCCAUCUCGAUCAUGAGCUCUCCCUUAGAGACAAUCGUCCAGAGCG
+UUUUCGUGCAUAAACGGGAAUCUUUUUAUGGGGUGUGGGUAACUGCGACU
+UAGCGGAGUUUUCAUCCAGUGAGGUCACUCGCCCCCGCCACCUGGCUUCU
+AGAUUCUUAGUAUUAACGUAGGUUCGUGAGGAGAGGAAUGGUAAGGGGUC
+UAUGUCGACACGCUGAUUCAUCACUACAGCUGCGGCUUUCUCUCGGUCUU
+UCACUGCCAGUGGCCCCAGGAGGACUCCCGAUGUGCGCAGGCUGUCAUAA
+CGGCGAUAAAAACGACAUGGCGAAGCGCUUACUUGAAUCUGCCUAGUUGU
+AACUCAGUUUACCACAGGCCUUCAAUCGUUAAACGCCGAAUGAUUUAGCG
+GUAGAGCGGUGAUGAUCCUCAAACGACACCCCGAUUAUCUCCUUUAUUUA
+UCAUUCAAGUGAGCGGAGUUGAGAGAACACCGCGGUAGUUGGCUAACAAG
+CGUUUUUAAAGAGUUUCUAGCAACUAGUGGCUGUGCGCGAAGUCUAAUAC
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+GCUACUAUGGGCACUUCUUUCACCAUGACCUAAGAUGUUUUGUUCUCGGA
+UCGACGUAUGUAUGUCCUACUUCUACUCUGUGCGAUUGGCACGUUUAACU
+ACUGAUGGCUAGAUUCUGACUUAUGAACUAAUACUGUAUACGGAAUUGCC
+AUCCUUCGAAUAUCUUCACGACAUUAGGGUGCCGGACCUAAUACCUUAGU
+AAUCUUAUAAAUCCGUUGGACUCAUGAACUAUCUUUGUCCCCGCAUUGGU
+UUGCGACUCUCAUCACGAGGGAAGCGAUUAAAAGGGAAUCAGGUGUAAAU
+CCUGAACAGUCCCGCUGCUGUAAGUUCCAUAGAUAUGUUGCGAGCAAUCU
+ACUCAAAGCCACUGGAAAGAAAAUUCCGGGAAGGCGCCCGCAACAGGAAU
+AAGUCAGAAGACCUGCCAUGUAAAAUCCGUUUCACCCCAAUAAAGGGAUC
+UUAAAAAAUGGGCCGACUACUUGUAACGUAUUCCCCGCUACAGGGGUGCA
+CGUCACCCCGGUCAAAGUGUGUAAGCGUGUAGUUUAUUUGUCUCCUUAAA
+CCCCAGGUCUGUCUGCACAUCUCCUGACCCUCGCGGGAUGUCUGUGGUUC
+GUUGUCCGACCCUUAGUUAACGCUAUAAAGCUCGUCUCUGGAAAUGCAUA
+GCUCCCUAGGUAAGUGAGGCUACUGGUAUCGGUAAGACUUUUUCGCUUAA
+UAUCACUGCCGAGUUAAAGCUGCGGUACCGAUCCGCGCUGGGCGAACUAC
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+UUAACUACAGGGUUGUUUCGAAAGUGAUAGGUUAUGGUGGUCUGGCGCCU
+GAGACACUUGGCAGCCUACUAGGGAUCACUAGGAAGUGUUUUUGUGUCCC
+AUGUAUGCUGUAAUCGUAAUUAAGACGCCAAGUGUAGAUUGUCGCUCUUC
+ACGUCAUCGGUACCUCAAAGGGCGCGCGCGGUAACAUGCCUGGGCUUGCU
+AGAGCUUAGCCCCACGGGUUGGGCGUGUCCGCGCAUCACCGAGGUUACAG
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+AUGUGUCACCGUUUAUAUGGACUGGUUGUGUUCAACCGUAUAAACUGUCA
+GAGAGACGAGUCGUAGGGCUCGUAUGCCCCCCGAUCCCAACUCGGUGCCU
+GUAGAAGCUACAAUCAUUUUCCCCUGUUGGAUCUGUAGUCCUUACGAAUC
+CGUGGUUUUGUCGGCCACGGGUGCUACUUUGUUUGGGCAUGUCCGAUGCC
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+UCACUACCUAAGGCUCGCUCUAUGACACUAUAUAGCGAUAGCAGUCUCUC
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+GCAGACCUGGCCUCAGUCUCUGUGACACUGAAAUUAAGCCCCGCGAGCCG
+GGUCUUAGCCACCAACUCUAGUCUGUCUGCGGUCGUUUCACUUGUAUUGA
+CAAAUGGAGAGUUCGAAUACGGUGACCAUCCACGGGGCGACUGCCGGGCA
+GAGCUACGGUAGUAAUGUUAUCAGUUUGCCGCUUGGAGUUUUCUCUGACU
+CUUUGGACGACGGCCGAGAUAAUGCACUCGUGCGUGUCACUUCCUCGAAA
+UCUUCCACCAACUAUACUAACAUAUGAUGAUUAGAACAGCUAAUCUCAUG
+GUAAGUCCAAUGUGCGCACCCCGGCCAAGAACUCGCGGGUUCAUUGAACA
+ACCUCCGUCCCUGCGUCCGGUUUCACUGGAAAGACGGCAUUUAGUCCUGU
+ACGGUCCGUAACGAUCAUACGCUGUCGCUGGUUACCUUACUGACAAAAUC
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+AAGUGUGCUGCCAAUGUGCUCCCGUCAGAAUGGACCGUGUAGGUUGAGCA
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+UCAUCUGACUCACUUAUGGCCACCUGAGUGUGCUUGCUCCGGCGCUGGCA
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+CCGUAACAUAAAUCAUACGCAUCACAGACGAUGCCACGGGAGUGGUGAAA
+GGGAUUCUCCGCAGUCCAAGGUAGGGGAAAUUUUAUGGUCGGUCUACAUG
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+GGGUGGGGCUAUUGUGCCCGCCAUUUGAAAUCUGUACGAGCAUAUAAAAC
+CCGCUUGAGCCUACAUCUGUGAUGCGGGACUUCGUACUAUUCUGCUAGUG
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+ACAACUUGAUAGGAAUCAGGUCGUACAUCUGGUACUGUUCGCAAUUUCUU
+AAGUCUAUACUCAGUAGAGUGGGUGAACCUCUAGUGACCCACACAAUCGG
+UCGAAUGUGUUGAAGGUGGCCCGUGUCCUGACGACACUAGACUCUAAGCA
+CGUUAACGCCCCCUCCUCAAGUCUGUGGGCGCGACAACGUGGCAAUCAUA
+ACUAUCGUGUCUGGAUCAUGGGGCUCUGAUAAUUAAAAAGCCCACAGGCA
+ACGACUUCCAGCAGUUCCCGCAUCAGGACCUAGGUGGGGACUCGGUAACA
+UUCACCGGAUAAAAAUGCGUGUUCGCUCAGCCCGGAUGCAGCAUACACAC
+CCUGUUCGGUCAAUUGAUGAACCGCAUAAAUAGAUAAUUCAUCGAAGUCU
+UGGCGAAACAUCCCGACUACGUUACCUAUGUGCCGCACCCCGCAAUGAUA
+ACGUGAGCUAUAAUGAUUCGAGACAUUGCCGCCCGCGUGAACAAAUCCAC
+ACAUCAGGGCUCAAUCUUGGCCAGGUCGGAUAGACUGGCGCUUAGGCCCG
+GUCUGAUUAUAGCGGUCACCACACACCUACAGCUGGGUCGCACACUUUAC
+AGAGGCCUAACACUAUGAGGCCGGAAAUACAAGGUAUUACAUUUAACGUG
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+GUGUGAUCUACCUUGAGUUACACAAUCUUUAAAACGGGCCAGCUAGAACC
+UACCUGAUGCGUGAACUUGAAUCUAAUGUCUCCCAAGACAGAACGCAUGG
+GAUGAUCGUAAUACAGCCACCGAGAGGCAUUCAUGUGGGAGAGACUUGCC
+GUGGUUUAAUCCUGCAGGCCAGCCACGUCUGGUAUACUCGGCACCCACUG
+ACACGUCCCACAAAGGAACUUACAAAGCGCAAUCCUAAGAGAGUUCUUCU
+AUCGAACUCUAUUGGGUUUGUCAGAGGCACAGGUGGAGACGAAGGGAAAC
+ACUUGGAACCGGUGUUAGCUGUUCUGAAGGACCCGAUGCUCUAGUUUCUU
+AUGACCGGUAGCACCCUAGGUCGUUCCUGUGACUUGCGCCUUCGGUAUCU
+GAGGUGUGCGCAGAAGUCGUAUAAUCGAGGCCGCACGUGAAUAUGUUGAU
+GUAAAUAAGUUGAAAGCGACUGCCCACUGGACACCAGCACGCGAUACCGU
+CCAUCGAGCUUACGGCAAGGUUCCACCCGCCCUCACAUGUGAGCCCCGCG
+AAGUAGGUUAUUUUUGAUCGCCACACGCCCAUGCGGAUCCAUGUGGGGAG
+CGGCAAUUACCCACACUGCAAGCCAUGGAACGAUAAGGUAUGGCUAUGAC
+AACAUCUGUUGCUAUUUCGACGCAGAGUGCUUACUGAUGGAGUCACCGGG
+AUCGUCGACGAUUAAGAUCCAUGCCGUCUGUCAACAUUCUAACUCGUGUC
+GGUAAAAUUAAUUUGUCCUGCGCCGGUUAUGGGCUAACGUAGGCCGUAAU
+GCGACGCGGCAUCUGAGGAUUAGCCUACCCGUGCUCGGACGACCUAACGA
+AACAUCCUUCUUGCAAUCGAAGCACUCCCAUCCUUGACUACAGCACUUGG
+UAGCUGGCCUUAAUUCAACUCUAAAUUUCCUUUAGUAAUUUGAUACAGAU
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+UAGUCGAUUGGAAUACACUUAUUUGGGCUGUCGAGUACUCAGACUGUUCU
+CGCACAUCGCCCGAGGUACGCUGACAUCGCUUAGCUUGAUGAUUAACCCG
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+AAUAGAAGUUAUAUGCACUAUGAUUUAGAAUCGUUGGGGUGGAGGAGCAC
+UUACCGGCGUGCAGCUCGGACAGAAAUUAAGCACGCGUACCUAGGAGGCA
+CCCUUUAGGUUUUCCAUCAUCCGAGCAAAUUUCCACGGUAAAGAUGGAUG
+UACGCAGGGAGCAGCUCUUGCCCACAUUAGAUCAUGAAAGUGCCGUUUCU
+GACGUCUGAGGCAGCCUUCAUGUGAUGUACGACUAUCAAAUAACUGACAA
+GUUCGUGAGCUUCACUCGUGAAGGAUUCUUGCCAAUUGAAUAGUCGAAUC
+AAAUGGACCAUACCCCAUCGGGUCCCGAGUGUCUCACGGGCAGGAGCACA
+CUCCUCACAACGGAGACUGUGCGAUUUAUCCGUCGGAAAUGACGUAUUGG
+GACACGCCCAUUGUGCCGUCUCCACCCAUCGCUGGGCACGUCUUAUCAUG
+UAGAACGCACUGACAUCCGUUUUCUUAUUCAUCUAGCACUAAUCUGCGUC
+GUAAGGUCUUCGGAGUUAAAUAUACGGUAAGCAACUGAAUCCGAGCGACC
+ACCUGAUUUUUGUCAAUCCACUACGUUUGUUGCAUAACCCCAGGCUUGUC
+GCUAACGCGCGACCCUCAAAGUGCACAUUCCUAUUUGUGGUUUUUCUGCG
+UCAACGGCGUUAGUAGUUAUCUGGACCCAGCUUUGCCGCCAUCCGCGUGC
+CGGCUCACUAAAGUAUUAACGGUAUGAAGCACUCGAGAGCCCGUGCUACG
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+GUUCAUGCGACUUGUGAGACGGCUUUCACUUCUAGCAUCCCCCAGCCGCC
+CGUUUAAGGCAUACUUCUUAGCGACGUCAAACUCAGUAUGGGGCCGCUAC
+GGGUGGUGUGUGCGACAAGGAUCGGACUUCUAGUAGUUUCAGGUAAUCCG
+UUCACCAGGCCCGCGGCUCUCAAAAACACCUUUAGGGCCGGUCUCCGGAC
+UUAGGCUAUAAUCCAUCUCACUAGAGAUAAACGCGAAACUGACCUUUGCA
+CACUGCGAUUUACGGGUUCAUCGUGAACACCUAUCGAAUGCGGCCGUCUC
+UCACCUUUUACCGUUGCGGGGGCAGUGCCAGAAUUUCACUGGCUUCCCGA
+UUAUCUCGCGACGCUAUCAUCGCAAGCACCACAGAAGGUUGACUCAAAUG
+GGGGAGGUGUGGGUCACGGUUGCGCCGGGACCUCUGGUCUAAGGAGGAAC
+CUGACGGCCGGCAAAAGGACAACCGCGUAUACACUCUCGGGGCCCCGAUG
+CCCCCACUCUUACUCACAAGAUGGAGAACUCGUUUAUAUAGGGGGAGCCG
+UAGCCAUGUGGCCCCGCUUGAUAGUUGUAUAGAUAUCCUCAUCCGCUUCG
+GACAGUCCUUCGUACUAUCCCAGCCACCAUCAGAAAAGGACCUGGUUUGG
+CAGCAUUUCAGCCCUUCUCAUCAUCCUGCUGAGUCUACUACUGAAAGACU
+CAUGAUAAGAUCCGUUAAAUCGUGGCAAGUUACAAACUGCCACUCGCGGU
+UCUUGCAGCAGUUUAAAUUUUCACAAAAGGUGUUACGAUACUUCCCCCCA
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+ACGAUAUCUGCUAGGCUUAUUAAUAUGCUGCUGAAUGCCCAGGUAUAUUU
+CAAAAAAGGUAAGUCCGAGAUGUGAAAGGUGGUGCAUCUAGAGACGUAAC
+GCGGAGCCAAUACUAAACUACCGGCCAGGACCUGAGACAUUUAAAGCAUC
+AUGAACGCGUGGGUAAGGAUCAGUGAGUGGUGGGACUAAACGGGUUACAU
+GUGUGUUGCUCACUAUCAUACCCCGAAGAAGACGGGCCGUGUGUGGGAAA
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+CUGAGGGAGGAAUUGUCGUGAGGACGCCCGUGUUCUCGCAACCGCCGUAU
+CGCUGCCAUGAGGUCGCUGAUAGAUACUGUUGAAUUGCCAAUUAGAGAUG
+CUCCGCCUGGAACUUCCUAUUUCCACUUAAGAAGGGACUACUUGGGGGCU
+AUGCGCUCUGAUAUAAUAUGAUUUCAACGAGCAGUGGCUGUCCGAGCAAG
+GCCACCUAGGCAUUAGAGUAACAGCCCUAAUCACGGUACCUUUCUUUCUU
+GAGCCCACAUCAACUUUCAGCCUACAACCCGAAGACACCCACAUUAGUUA
+AUGAUUCCACAAAUUUAAUUGUUCGAAAUGCGCUGCAACGGUCGGGGGAG
+AAUCGCUGUCUUCUAGACGCUUAUUGAUGCCGCUGUAUCAUAAGAGUAUC
+GUUUCCAUGGGCGAUGACGGGGCAAGCAGAUGCGCAGGUAUUACAUAUGA
+CUGACAUUGUCAUCACUAAAACAGCACCAGCGCAAUGGAAUCCCCGGCAG
+GAGGGGCGCCUUUGACAAUAGGCUACCACAUAGUGCAAGUCGUGGGCGGG
+CCAGCCUCAUAUGGCAGUAGAUGUAAGUACUAGACAAAUAAGCUGCUACC
+GAACUGAAGUUAUACCACACCUACAUUCGGCUAGUACCGAAUAUGAUGUC
+ACAGCUCUGUUAUAGAGCGAGCAUUGAAGCGUCAGAUAUCAGUGGUGACA
+CCACCACAGGACGAUACGUUAGGCGGAGUACCGAUUGCCGUCACUAAGUG
+AUGGUAGGGGAGGAAGAUUUCACUCCGGCGUCGGCGCCUUCUGCUCUUGG
+CACUGCUCCGCCGAGUACUUGAUACUAUUAAGUGUGAAUACUUGGCCCGC
+AUGGACGUGAUACCCUGCUCUGUUCCGCUAACUAGCUAGCAAAUCCGAAG
+UACACGCCUCACUGCUAGCACCAAACUUCUCGGGGCGGACCACCCCACGA
+UGGUGCUUUCCUAUUUUGCCGGCGGAGUCUAAGUCCCGGCUAUUGUACCA
+AACCAGCUCGAGGACCCUACCCUUGCUCUAUGAGGUGUAUGUCGGCGAGA
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+ACGGCAUUCUCCAUUAAACCGCCUAAGAGGUCUUCCAGUAGUUAUCCUGG
+GCGGACUAUAAUUCUUCCUCCCAACACGGCGCUAGGACGUACGAGGCACU
+GCAAAAUGCCAGCAAAUAUCUAAGGAAGGUAACUUUUCUUAUGCUCUGCC
+UAUUAUGAUGUAGUGCUUGGUGAGGCCCCCAGAACUUACUACGAAGAUGG
+AGUACUGCUUGUGGAAGAUUGUCAUUGCCCUUUUUGACUCGUCACGUAUC
+GGAAGAUCCUAUCUUCUGGAGACGCUUGACAUUAUUUUGUCCACCGGAAA
+UUGUAGGGUACGAACUUUCGGAAGACGGUCGCUCUUUAUAUUCGCAGACA
+UUGACGCCGCAAUAGAUGCCCCGACUGACGUAGGAGUAUUUGAGACUAGA
+GGGUUGGACUAAAAAUGUGCCUUAAUUGUGUAUAUUCGCUAGUCAGCGUG
+CGAUUCUCUUACUAGUUAUACAAAUAUCCAGUAGUGACAAAACGCAAUUC
+CCGCUGUUACAAGGUACAUGAUGUUUCAAAGACGCCCAACAGCACGGGAG
+AGUCCGAAUUACAGGGGAUCUAAAUACGGGUCUGUAGGGUUGCCGUCGCG
+AAUUCACUUUUUUAUUUAUACAUGUGUGAAGUUAUAAGGGCGUCUAGGAA
+CUUCAACUUGGGGAAAGAUGGACAAAGAGGGCAGCCGCGCUACGAUAUCU
+UAACUCAAAGCUGACGUUAUUUGCCUGUACCGAGGACCUUCAUUGAAGAC
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+UGGAACUAGCGUGCUGCCAACAUGUCAAUGGACAAGGUCGACAUAAAACA
+UUGUUUCUAUCUGUGAUGAGUGGUCACAAGGCGUAACCGCUCGCUAAUUG
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+CUAGGACUCGAAUAGGUCGUUUGUGCUGUCAUGAUAUUUGUGCUUUGGUU
+UUCUCCUACCAAAACUGAAGAAAGGUCUAGAAUCCCUCCCAUCACGUCAA
+GCCUUUAGGUUUUUUAUUGUGAGCUAAGCGGCUAUGAUUCACUGAAGCUU
+UGAACGUAGAAACAGUACCUGUGUUGCGGUACCCUAAAUCUUGAUUUCUA
+GAUAUGGUACGCAUGGCCCGGCAGAUUGCGUAAUUCUUCCUAGUCACAAG
+CGUCUUCCGUGACAUACUUGAUAGGGAGAUGGUGUUAGUGUAAUUGUUGG
+UAUUCAUUGCAUGCAACUCCUGAAGUUCGUUAGAAAGGGAUCUGUAGUCC
+GCCCCAUCCCAUACGCAUUUUUCAAAUAAUCUAGUCGCCAGAAACCAAUU
+GGCCCCUUUAGAAACGGAGAAAUCCUACGCUUGUCACAGAGUAUGCGUUA
+CCACACAGAGAGUAGAUUCGAUGCUCGUGCUUGACCGGUCAGAAACCCCU
+CGGAUCGCAAUCUUCCACGGUAGUGACCACCAUCCAGCUUGCACCCUGCU
+CCUUUCAGCAUCAGGGGGUUGAAGCUAAUUGCAGUUCCUCUCGUGCACCC
+AGUUGUUUCUGGCGAGCGCACUCCGGAAUCAUCGUACAACAGGUCCCAAG
+AUACAGAGACAGUUUGCAAAACCCGCGCUCCACAUUGCCCAGACGCGAUA
+AUUUUGUCGCAAGGUUGUCCCAUUCUGACGAUUCUCUCCACAGAAUACGU
+AUCGAGAAACCAUGGUGAGCGGUUAGUCACUUAACGGGAACCGGGUAGAU
+AGUGAUAGGUAUGAUUAGUCACCGUGCAAGUUGCGGGCAGGGUGCCCCUG
+AGUAAGAAUCCACAUCUGCUCUGCCUUGGCAACAGCUUGUUCGUAGACGC
+GCUAGCGUCAUACGCGGCUACUCGAGGUGAAACAACGAUGCGGUACGGCG
+GAGGUAUCUACGACGCAGGGGAAAUCGCAUCUUACGCCCUUUGAGUCACU
+ACGCUGACAGGUGGUCAGAUUGAUCAUAAGAGUAAUGAUGGUGGGGAACC
+UACACAUCUAGAGGUAUAUGGUAGUUCGAAUCCUGCGCUCAACGUAAAUU
+UGACUCCUAAUGUCUGGGAACUAUUUGAACAGAGCCUCCUGCUAUGAUUA
+GCCGCGGUAGAUGUCAUAGCGGAGGGUAUAGCACUGAAGCUUAAGGACUA
+UAUAUUGAACGACGAUAAGAAGUUCUUUACCUGUUAUUAGGAUACUUCUA
+UCUGUUCGUAGGAGCACACGCCAUACCUCAUUAAUCUACUACCAAAGCUA
+GCGCGUAUUACUGGAUGCUAUAUCCCACCUAGACGAUAGACUGCCAAAUA
+GUUCUUACGUCGUGUGAAAGUGACAUGUCGUGAUCGAGCAACGCGCAUUG
+AGUUUCUCUUUUUUUCCUCCAACCCUCCCCCUCUGGCAGGUCGCGUUUAG
+UUGAAUGACAGUCAUGUAACCGCACACGUGUUUCGACCCACUGUGCCAAG
+CCUUUUUUACACGCAGCUAUCCGUGUUUAAGCAACCCGCACAGUCGCCGC
+AGUCGGGUAGGAUAGUUACUCUUACGGUGGUCGUAAGUCAUACAUACCAA
+AUCAUGGAUAUACACUCACCAUCCGGGUCCGUUAUUAAGUCCUUUUCCAU
+UCUGGACUCGUCAGUAUCCCGCCUAGCUUAGGGGAAAACUAGCCUCACCU
+GCUUCUAGACAGCGCUCAGAACUUAUUGACUUAGUCGACGCGAAGCGUAG
+ACGAGUAUAGCAUACGACCCACGUAGGCGGUAUCACCUCACAGACACGGC
+AUCAACCGUGGCUGGUGUGUUGCGAGAGUCAGCAACCGCUCUUCGCAGUA
+UAAACCUCUGGUUCUUAAAAGCUGGGCCCCUUGGACGCCGUUAAGGAGUG
+UAAGGUUUGACCUGGAGUGUGGUUUAUAUGCGGGAUUGCAACGAGAUAGC
+CCUCCAAGAAAAUGAUUUCUUGACAGCCUUACAUUUAUUCAAUGCACGGC
+CAGCAAAUAAUACCGAUGGGGUUUUAUUUGCUUCGGCGACGCUCCCCUUU
+CAGCCUUUUUCACAGAAUCCAUCUUUCUCCAAAGGCAUACUCUUGAAGUU
+CGCACCUCUAUCUUCACCGCCCGGUAGCUUCUCUGCACCUUAGUACGAAA
+GCUAUUUUCCUGACAUCUGCCGGUGACUCCUUAGGGAGAGUCUACGGGAA
+AACAAAAUAGUGAACACAGAGCUUGUCACACUACCAGUCGCCCCACUGCG
+UACACUUGGAAACAUAAUCUCGCUAAUAGGUUACUUAGUGAAACCGUAUG
+CCCUCCCCCAACGUUUAGCCACCUCAACUACGAUCCCGCGAUCUAGUUCG
+AUGGAUUUAGGGUCUGUCUCGGCAGAGCCCGUAUAUGGGGACACCAAGUU
+CCGUUAUCACCGUAGUGAACGGGGGUGUUAAGAUAUGAGACCACUAGCAG
+AGAGGCACGUAAGUACUUCAGCAGUCGAAAGCCCGACACCUGAGACUCGG
+ACGCUGUUCCAGGCAACGCGUUCGUUAGCCAGACAGUACCAGCAUAUUCA
+CGCCAGAAGGGUGCACUCACUAAAUCAAAUGCAAUCUAUCCUUCAUGCCA
+CACUUCUUGUGAUGCUAUUAUUGGGAGGCAUAGCCACCCCAAUGUGAGUG
+CUGAGCCGGGACGGGAGAUGCGGCCGGUAUACCUGGUUGUCCGAGACAGC
+GCAAUGCUGCUAGCCCCAACUACAGCACGAGUGAUAGGAAUACUUGGAAA
+UGUGUAACCCAGCCCAACACUGGCCUAAAUGCGGUCUACUGUACUGUCCC
+AAUAUGGGCGGGUUCAGUCGUCCGAAGCCUUAAUCAGACGGAUUGAUUGA
+CUACUUGGUAACGCCGUGUUGACUUUUACAACCAGGCUAGCUAUGGCGUG
+CGUAAUACUGUAAGAUAUUGGGGCCGCAGGAGCGAUGUCGAUCGAUCACG
+GCAACGCUCGGUAUCCUGUUACUAGAAGUUUGUCUGAGCGGCACACACCU
+GCACAUGAUCCUUCCCCCGCAAUUGGAAGCUCGUACGGUGGGUAUGAGCA
+CUCGUAUCCAGUACGCUCACCUAUCGUGUGGGUAGCAGUCAUUUUUGCGA
+GGUCGACUGGAUUUUCAGCUUUGGAGGAAGAGCGUUCACCUGGACCAGUU
+UAUGAGCCAAAUGCCACCCCUCCUUACUGCCAGACUGAAAUCAUAUCUUC
+GCGUUCUGAGUCGGGUCGAGGGCCGGGCACAUUAACCUUAGACUAGUGCA
+AGUGAGAUUAGUAUCUAUCCGGGAUUCAAGUUAAGUGCAACGAGCUAGAG
+GUAAUCCACGGUACCUCCGCCUCAAAUUCUUGAUGAUGACUAGUUAGUAA
+UCGACCGCUGUCACCUUUUGUGGCGCUUCAAGUGAAAGACGCUAACCACA
+GAGAUGACGCUCACCGUAUAACUUUAUGGUUAACUCUGAGCAGUCAUGCU
+AAAGCUAUAAAGCUUAACGCACGACUACCUUUGGACUCAUAUAUUUCGAG
+GGACGUAUGCAGCAAGUCUGCUCUUGGUUGAGCGCGGUUGCCUCUACGUU
+UGCUGGGGGUGUGUUGGUUUCGACGGGGGCGGUCGAGGUAAAAGUAGCGA
+GCCGAGUUCUCCACCAGCUCGUAAAAAAGGUGGAAAAAAAUAAACGCAGA
+CAGAGAACUCGCUUACGCUGCCUAAUUAAAGGCGGCCGUCCAGCCUGAAA
+UGCCCACGUUUCAGGACUGGGCGUCAAAAGAGUGGGGAACUGGUUUUGCC
+UGCGCCUCGGGGCAAAACCGGAAUAAUGAGGCUACCGAAGCGGUUAUCCU
+GUCGCUGGGAGAACCGCUGAGGGAAAGCUAAAACAGCGACUGCGCUCGGA
+GAAGCUUUUACCGGGACGCCUUCGGACCGGGGUUCGAAUCCCCGCACCUC
+CACCACUACUCCUGGGUGGAAACCCUGUGCGUGGAAGUCCCAAGCCCCGU
+CACGCAAAGGCGAAGGCUAUAACGCAUGAGUUUCUUUAUGCACGCCAUGC
+GGGGACGGGAAAAUUAUAUAGGGCGGGGUGGAGAGGCCUAGACGUUAACG
+ACGCAUGGUCCUUUUGUAAUGCAUAAAUGCAGGUGCAGGCGGGCGGUCGC
+GUCUAAGAGCCCAUAAUUUUAUGCCAGAGGGGACGAUGUGGCUAUGAAAA
+AUCGGUGCUGCCGGGGCCCCAUAGGGCUGGAUUGGCUCGAAUUCGAGGGU
+CGAGAAAUCCCUGGAGCAGCGGGUGGAUACCCAAGCAGGGACCGGGUUUA
+UCGAGUCGUCAGUCUAUGGACUUCGCACAAAGGCCGGUGUAUGUUCUACG
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+AGUGCUUCUACUGGAGCCACAUCGGCGAUAGGCAGCAUACGGCGUAAUUA
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+CCAAUGUGAAGCAGGUGUACCCAGACGGACGAUUAGCGUUGGUAAAGGAA
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+CUAUGUGAACACGCGAUGCAGGAGGAGACUUUAUCUAAGAGCUUUUGUCU
+CGUCAAGCCUCUCUUUUGCAUAUAGAUAUAUGCGACUGUUCUUUUAGCGU
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+GAGUUGGGUGUAAUACGGGGCAAGCAAGAAAUGUCAAAGAGUAUAGACUG
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+ACUCGCAUAUAACUUGGAUCCACUUUAUGCACUCUCCUCUGGCUUUGUGA
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+UAUGGCGUCUACAUGAUGUCUAUUCAAUGCCCUAAGGACACGAACGCGCG
+GCCUGAUGCCUACAAUAGGCCGGUCUACCUAAUUUGAUGAGGUCCUUGUA
+GUCGUUAUGCGGGUUAUCCGUCUUGGGCGUACACACCCAUCUCGCCUCAG
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+UGCACGGGAGUGAAGUGUAUAUAACAAACUCAGGGCUAUGUUUGGUAGGC
+UAUUCCCCUUUUUGUCUAUAUAGUAUCGGCCUGCCUCUUAUCGCAUCGAA
+AAGUGUCGGUUAGCCACUGGUCCAUUCCCCUUAGGGGUGGUUGAAGGUUA
+AUUGAUUAAUCGCGACUCUUUUUGUUGGUAACCGUUCUAUUUGGUGGGUU
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+CACUGAGUCUUAGAAAAGUCAAUUUUCAAUGACGUUAGGGGGUAUUUAAA
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+UGUGGCUAACACAGUCAGAUAGUUCGUUAAUGUUACGACCGGUCUCUGAC
+CGGUUUUUUUCUCGUGGUGUUACGAAAGAUCACGAUCAGCGGCAUGGCAU
+GCGGUCACGCGAACAAGCUAAAAGUGAAAUUUAGUAGAGUGCGGAAACUG
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+GGUCUUAUUUUAGUGGAAACGAGCUGGUGCUCGCGUGUUCUCGGCCACGG
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+UGGAGGGAGAAUAGUUAAACUCGGGGCGGCGUGAAGCAGUACCGCCGGGC
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+GCAGGUUCUUGUGCACGCACACUAUUUUGCGGGGCUUCCGUGAAACGACC
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+UACGGCGUGAGGUUGAUUUGUUAAAACAGGCGUACACUCACUCUAACAGU
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+UUAUUUAGUAUUUGAUAGGUUUAUUAAAAAGAGGAGAAUAUUAAGCACAC
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+UCGCAUGUGCGUCCGUGCGCCCGCGUACGCAAGUUCGACCCGCGCUCGGG
+AUGAUUGAUGGUAUGUCACAGCGUGCGUACCUAAGACUCGUUCCACGGUA
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+UGUGGCGCCCAACCGCGUUUGUUUCCGGAUCGGGAGAUUGGGAAGGUCAA
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+UAUCCAUCCAACGGUACAUAAGAUCUAGGACGUGGUAGCGAACUAUGCUG
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+GAGCUUUCCGAGUCAUCUUUCCAACAUAGCUUCUUAUGUUGGCGCAAUGG
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+GCGUACAUGUUUCCAGGCAUAACUACCGGAACCUGCACGAUAAUGUCUAU
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+AGUUCACGGUGCCGGGUGCUGGCCCACUUUAGAAGCUCCAAAUUUGGACC
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+CCGCGGAGACUAGGAGGCGAGCAUCAUGUAAUCUAAUUAUCAAUAAGUAC
+GAUGGUGCAAGUGUGAACCCGGCUUGCCCAGGAUGUCGAUGAAUUUCACG
+GUAGUACAUGCGAGACGGUCCUCGCCGUAUCCCCGUACUCUGUAGCCCUC
+AUACUAGCUACUAACUAACCAAUUGAGUAGUCAGCAUCCUGGCGACCAGG
+GGAUACGCGGUCCACGUCCACUCAGUGCUUAUAAUUGGCUCAGCGAAUUU
+AGUAGCAGUGUUAAUCGCGGGUAAAAGUGCAGAGCCUUAACGCGAAGGGA
+AACACACCCAGCUGACCGCCAUAACAGGCCGCCCGGGGUGGUAAUGUGAG
+UGUGUCUCUAGUUUGGGCUGAACAUACCAUGCUUCAUAUAGGGGCGGGAU
+UUGGAAGUACCCUCGUGGACACGGGUACCGAUCAACAGCGCUGCCUACAA
+UCGUCAUACUAAGACUUGACUACCUUCUCGAACUAAGCUAAAAGCGCCGA
+UUGAAGUCUACGGGCAAUGUGCAACCGAUAGACGAAGCCGGAAGGGUUAU
+GGGAUAACUGGGAUAGUUCAGCCAUGUCUACCGCGCGAGUUGGAUCGAAC
+GAGGCUCCAGUAGGUACCACAAGUCUCGAAUUGGGACUAAUGUCAGGUCA
+UGGCUUUCAUCCGCAACUUCCAACUCGAGCACAUUUUCGAUGUUUUUAAU
+UUUCUCUUCCAUCGCUUAGCCCUUAAUGUACGUUUGGAUCCUAGAGUACG
+ACCGCAGGCCUCGCACAAAGUUCCGCACAGACUAGAUGCUGUCCCACCGG
+AUCUACUUGCACAAAAACCUUGCAUACCCUCAGGAUAUGCAAAGUUACCC
+AGUAGCUGUUGGACAGCCAAUGGUCGACUUCUGCCGUGCAUUACCGAUUU
+CUCAUUAAGCACGGCCUCCAGUCCAGGCAUGAAUUUUCAUAAUUGGGGCA
+ACGACUAGAGAACACGUGGUACACUAAUUGAGGGCCCCACGUCACAGACC
+UACUCCUGUGAGCCGUGCCGUAUCUAAUCAUAGGGGCGGCCCUUCAAAGG
+UAUGGGCAAUGCUACUCUGGGAACUCCCUAGUGGAUAGGAAAGCCCAUAC
+AAAUUACUGUGUACUUCAACACUUAACGGGAGUCAAACGCAUAGCAGGGU
+CAGAAGUUCGAAAGACCGGUGAAAGACGGUGUGGUGCAGCCCUAGCGAAG
+GGCAAGCCUGGACUGUGCACCCGACUAAUCGGAUCGCCACAUUGUCCUUG
+CUAGCUCUUAGACACUGGCGACCUAAGAGCCUGAAAUGCAUUAACUUCGG
+UGCCUAGUCAGUGUUGCUCAGCCGAGUGACAAGGUCUAAGAUCUAUGCAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1.idx b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.idx
new file mode 100644
index 0000000..5296e03
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1.idx
@@ -0,0 +1,51 @@
+RF00002
+RF00003
+RF00004
+RF00005
+RF00008
+RF00009
+RF00010
+RF00011
+RF00012
+RF00015
+RF00017
+RF00018
+RF00019
+RF00020
+RF00023
+RF00024
+RF00025
+RF00028
+RF00029
+RF00030
+RF00031
+RF00033
+RF00037
+RF00040
+RF00054
+RF00055
+RF00059
+RF00066
+RF00067
+RF00080
+RF00096
+RF00101
+RF00104
+RF00114
+RF00163
+RF00165
+RF00167
+RF00168
+RF00169
+RF00170
+RF00174
+RF00177
+RF00206
+RF00213
+RF00230
+RF00234
+RF00373
+RF00379
+RF00380
+RF00448
+RF00504
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.ebd
new file mode 100644
index 0000000..674fc01
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.ebd
@@ -0,0 +1,24 @@
+RF00059 AB118748.1/319-422 pg-1_1 40848 40951 1
+RF00169 AE001187.1/2891-2802 pg-1_1 21201 21290 0
+RF00080 AE012090.1/10837-10947 pg-1_1 40000 40110 0
+RF00230 AE016948.1/46912-47109 pg-1_1 19108 19305 0
+RF00230 AE017002.1/145236-145479 pg-1_1 31764 32007 1
+RF00230 AE017003.1/200929-201167 pg-1_1 38733 38971 1
+RF00009 AF186219.1/2-333 pg-1_1 5532 5863 0
+RF00031 AF241527.2/359-424 pg-1_1 44713 44778 0
+RF00031 AF274027.1/835-900 pg-1_1 20441 20506 1
+RF00023 AF375574.1/1-307 pg-1_1 35038 35344 1
+RF00174 AL596167.1/167425-167616 pg-1_1 31038 31229 1
+RF00017 AP000058.1/196062-195789 pg-1_1 30633 30906 1
+RF00168 AP001517.1/215539-215348 pg-1_1 22375 22566 0
+RF00080 AP005220.1/114937-114792 pg-1_1 29662 29807 1
+RF00080 AP005280.2/73107-72940 pg-1_1 7200 7367 0
+RF00174 AY043208.1/560-782 pg-1_1 4765 4987 0
+RF00504 BX321858.1/45005-45113 pg-1_1 4646 4754 1
+RF00017 X15364.1/835-1130 pg-1_1 29017 29312 1
+RF00009 X52531.1/47-307 pg-1_1 48261 48521 0
+RF00169 X53678.1/99-175 pg-1_1 26348 26424 0
+RF00017 X56981.1/102-383 pg-1_1 412 693 1
+RF00003 X70869.1/1-161 pg-1_1 12700 12860 0
+RF00031 Y11273.1/1139-1211 pg-1_1 11430 11502 1
+RF00067 Z75112.1/2-111 pg-1_1 15034 15143 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.fa
new file mode 100644
index 0000000..73f4b9f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr1.fa
@@ -0,0 +1,1001 @@
+>pg-1_1
+CUCUUAUAGACUCUUCUCCAGCCUUUCAUCUCUGGAUCGCUGUCAUGUAU
+UACAUGAAACAGGCAGAUGGGGCCAAGACGUAAACUAUAGAUACCAUGCC
+AAUGUAAGGGCAUGCAGCACUAAUUGCUCUUAGCAUCCACCCAAACCGCA
+GCCAACUCAUUGCUAAUACCGCUAUCUACCCGAUAAGAACUGCCAUAUAC
+AUUACAGGAGAUGUACAAUUGGUAUCUCCACAAUUGCGCAUAGAAGGUGA
+ACGUCGAGGAUCUCACCGCAAGACCUUGAGGAACUUAUUGCCGGGUCUGG
+UCUUAACUGUCCUAAUGAAGAUAUAAGGUAACUGAGGAACGGGUACUUUC
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+GCAGCGCGUUUUGAAUCUUUCCAAGGUGAAGUGGAGCGAGAGCCUUAAAA
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+CUGGCGAAGGACAGAACGGGGGAGUUACACAAUUCCGUCAAUCGGGUUAU
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+AUGUGUACGGUUUUCUAGGCCAAUGUCCUAGCCGUAACACAACACGCCUC
+AAAGCCUACUGGCAGGGGAUUAAAUCACUAGCGAGCGAAGGUUCGCUGAC
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+AUGCCAGCAUAGGACCCCUUUUUUGUAACAUCUACGUAGGGCGGACAUCG
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+GAGAUAACACUGAAACACCUCCCAUCGCACAGUUUUAGGGGUGCGACCUU
+CGGCCAUCUUGAGGUUACGUAGAUUGGGGCAUAGUCCCCCGUUAAAAGGA
+GGCUAACGUUCGGCUCACAGGCAGUUUACUCUCCCCUGACCCAAAUCGAA
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+GAUAUGAAAAGUGUCCGUGGCGGCAGGGCCUUCUUGUAUGAACAACCGCC
+CCAGCUCAGUCUGACGCGACUAGUACAUAAUACACUGUGGCGAAUAUCUC
+GGACCCAGAGGCAUUGGCCAUGUGCUUCAUGGAUCCCUUUUUUUAACCAG
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+CAGUUCGCGUCGAAAUCUUAGGGGGUAUCUUCAAGCCUCAUGCCCAGCAC
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+GGUCUAUGGAUCGUCCAUCUCGGCCAAUGUUGGUGACCCAGUGAGCCAAA
+AUCAACUGAAUCACCCUACAUAAGAGUGGGCGUCGGUCAUCCCAUGAGCG
+GCGGUUUCCAGGGAGGACCACUUUAUUCGUACAUCUCGUGCUGAUUUGUU
+CACCUCGUAUUAGAGGUUCACCGAUUGAGUCUAGUUAAUGGUUAGGAUUG
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+UAUUUUCGCACAGCAAUCAGUACGAGACAGUAAUCGAGCAGCUAGGGUGU
+GAUGGUUGUAACGAAAAGAGCUGCAGGCAGACAGAGAGCAAAACAACUUC
+AAUCAUUUAACAAGUAUUUUCUGCCGUCAAACGAGUAGCUCGCGGGAGUG
+UGAGUCUGAAUUCGUCAAGAACACCAACGGGGUGGACCCGGAUGCGCCAG
+UCCUCUGUGAGGCCCUCGGUCACUCGACACACCAGCCUCAGUCAGAGAUG
+CUGACUCCCCGACGUUCGCGGCCCCGAAUUCUGGGCAUUCGAUGGGUUUA
+GUGAACUUGAAUAUUGCCUUCAAUUCCAAGCACUAGAGUCCUGCACGAAU
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+UAAGGGUCGCUCCUGCAUGUUGUUGUGGCGCAAAUAACGGUGACUACAGA
+CAACCCAUCUAACUGAACGGGGUUGUCUGAGUAACGUAGGCGUAACUGUG
+CAGACACGAAAGUCUCCGUAAAUCCUCGUUCCGAUCUCCACAGUGUGACC
+GUUACGACACGAGGCCUAGAACCCGGGGUUAUUCGCGGCUUUUCAUGAAC
+CUCAAGACGGGGUUUAUCCCCACUUGUCUACAUUGAGGGCACUGCCGAUA
+CGUCUUCACGAGCAUCGUAACUAAGAUACCAUCAGAAGUGCAGAUCGAAG
+CGUCUCUGCGUAGUAGAGAAGCUCAUCGUGGGGUGUUGGGGAAACGGACC
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+AACCUGCACGGUUUCUAUUCCUAGCAUCAUCGAUGUCUUCCACUAGAUCC
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+AUCAGACCGCAGCAUCCGCGACUUGCGUUAACGCUGGUAUAGGAGCGACC
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+AACUAACCUUUGGUUAGUUAAGGGAACGCAUAAUGCGUGUAACUAUUCGA
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+CCAACCUCGUCAACUCCUAACAUAUAGGUUGACCCCACAGUGUUGAUCUU
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+GCUUCCCAGAGCCUCCACAAACAGCACCGAGGGUGCCGUGCAAGAACUCG
+UAGGGAACGACACAAUCCUCUUAGGUGUGUCGUUGCCCUAACAUUAAUGG
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+AUGUUAGUCCUACGAUCCCUUGAGUAUACUUUAAAAUGGCUUUUCGUCAG
+AGAGGCCGUCUUCCUUUGGGGAAUUUCGGUGCGGGUAACCGUGGACGUCA
+GAAUGAUGAAGACUUGAGUUAGGAUUGCGCUAAACCGUGCGCUCGAACAG
+CAAAAACAACCCUGGGAGUCUCCCUACCCGGCAGUGGCUGGUCCUCAUGC
+UUACCUUAGAUACAGGGAAUCGGAAGUUGAUCUCGUGUUGAGCCUAUCGA
+AGGAUGUCUAGACCCUGUUAGUCGUACACUCCACUUCCUAAUACACCGAU
+UAAAGCCGAAAUGAGUUAUUGUGUAGAGUAGCUUCGGCAGGUGACAGAUG
+GUCGUACCGUCCGUCCAAGUUUGUGCGAGCGGGAAAUAAUGGUGGGAGGA
+UUAAGUCAUUUGCACGAGAUUUACUCGGCAGUAGUACUCUUAUCGGUCUC
+CGUUCGAGCGUAGGAGGUUUCCUUACUCUUCCCGAAGCCGUUCUACAUCC
+CUGUGGUGGAGAGGUUUUUAGUCGGCGACACACGUAUCUGCCCCCGGGGU
+CCCGUAUUGGAGGGGAGUACCCCACAAGCAGCGUUGAUCGUCAACACGGA
+AAUCAAACUUUAAAGAAUUUUAGGUUGUGAAUUCCCGGUCACACUGGCCC
+AUUUUGUUUUUCAGAUGCAUGUUAGAUGCGUUGAGGGACAAGGGUGGGGG
+AGACCUCCGGUUCUUAAGUAUCGGUGAGUGGGAAAGGUGAGUGCUAGCUC
+UCAUGGGUCUCGUGACUAUUUCGCCAUUGGCAAUGGCGAUUCAUGGGCCU
+CCCGUCUUUCAGUUCUUACCUUGCCUUGGCAUGCGCCCUUUCCGAUGUCU
+CAGAAGCCUUCCAUGUAGGGAAGAUGCCUUGCGUUUGAGUAAGAAUCACA
+AUGUCCCUGUGGCUUCUCCCAGGUAACACCCAACACCCGUUUUAUUUUGA
+GAAUCGACUAUUAGCCUUCUAUCUUUUGGCACUGCUUGAUUCUUCUCUCG
+GCCACUCUAUAUCACGAUGACUGGUUGCACCUGGUCCAAAAGAGUACCCA
+GUACGCUCGUCGUUGUGGGACUACGCGUGUUCAUUAUCUCUGCAUAAAUG
+CCUUUCAGCACUUAAGCCGCAAAAGACGAAUGGCACAUAUAGUGGAUGAA
+GGCCGAGCUAGAUAGUUAUUAUGAGUAUCUUUCACGAUGGCGGAGAAAUU
+GAAACAGAGCCACGAACAGAGUAAAGGAGCGAAUAGGAAUCUGCCUGCUC
+ACCUGCUCCAUUAACUCUCGUAAUACUUUCCCUUAAAGCAACAGUUUCCA
+UAAAUGGUCCUGCUGGAAAGUAUGUUAUCCGUAGUACUACACGUGGUGCA
+GUUCUCCUGACUUAAUACCGAUCGCCUCCGUAGUCGGCUACAUCUAGCUU
+CACGUGAGACCUAAGGACCGAACCGACAAGUUGCGGAGUAGAGUUGUUAU
+CGAAUCGGUUGUAUGCACUUCAGACAGCCAGAGGCAUGCCGAUACAGAGG
+CAACUGUGCGAAAUGGCCUGUGACCCGCUUACCCCUAUAUGAGACUUUUU
+UAUGAACCGUGAGUGCCUCCUGCUUUUAAACUGUUUGCCGGAGGCAGCAA
+AUCGCCUGUCGAAGGCUAGAUUGAGAUCCAGCUCGGGACACCCGCAAUAC
+ACUGAUCUUUCCGCAUCGCAUGUAUCCGACUCCAAACUCCAUCCACCGUG
+AGGACGUACUGCGAUAUACUAGUCACACGCUCGAAUAACUUGGUGAGGCA
+AGGGCACGAAUUUUCACUGAGUGGUCAGGUCUUGAAUCGUUGGACAGGGC
+CAGUCAAGUCAAUAGCGGAACUGUGUUGCAAGAACGGUACAUUGUAAUCC
+AGAUACUAUAGCAGUCGGGAAUACUGAAAAUAUCACUUAACCUUGAGUAA
+UGGUGACCCGGGUAAAAGAUUCUAUCCUGUAGCACGCAGAUCAAACCUAA
+UCAUUUUCUUGGCGUAAACGACGCAUCAUAUUCACUAAGGGUCAUACCAC
+CUAUGAAUAGUUGCAAUAUCGGGAAUUACCGUAUUCAACCGUUCACCAAA
+GGCGGCUUAGUCAGCAACGACAUGGGCGUUCAGUGACAGCAGUAUGACGC
+ACUCAGACCGACAAAUUCAGGAGUUAUACUGCCUAGUAGCGUUCCAAGGG
+UUCUAUUGGCUAUAGGUCUAUGAUGUCACGUGCAGUGUACGACAGCCUUC
+AUUAAACCAUACUUGCGGUGGCUUGGGUGCUCGUCGCCAUAUCUGUAGUC
+CUCCUACGUUGAUGGACUGUACAGACCUGCAGCACUCGUCCGAUGUCAAA
+GAGCCGGGGACAAGUACCUCGAGAGGAAAGGCGCGAAUCAUGGACAAAAA
+AGAUUUAUCCGUCAUUCUUUUACUUCCAUUGCGGGAUAAGUCUCUUUUGC
+UAUCCGUCGUUUUAGCCUCCCUUAAGAAGUCACAAUUGCCAGUUCCCUUC
+AGAGCGGACUGAGUGAGCGUUGUAUACCUACACACGGUGCAGCUGACUGC
+GGUCUAAAGUGAUUUCUCUCCAGGGGCUUAUCACUAAUGUUGGCCCGGAU
+UUUCGCAAUCCUCAGUAGAGGGUGGUAAUUGCGUGGUCGCGUUAGCAUGU
+CUUCCAGAACGGCGGCGAACCCAAAGGUCCCCCUGGGUUAGUUACGGCUC
+UCUUUUGACUCCCAAGUUGUCUAGUAACUCUCCGGUGACCGCUAGUGUGG
+CCUUGCAUGCGAUACGUUGGGGACGCGGCUACACGUCCAGUUAGCUUUCC
+GUAGAGUCUUCGUAAGUAGGAGACGAAUUCGUGCAGGUAUAUACACCCGC
+UCCGAGGGGCGUUUAGCGACCCUUAAGCGGAUCCGCCAUGCGGGACCCGA
+GGGUAUCUAGCGAGGUAAAAUCCCUGUAGCUGUGUGCGAUGGAAUCUUCC
+CUAUGUCUUCCAACCCUCGUUGCAUAACCUUGUCUCCGGGCCUCGGACGA
+ACGACACACAUUAGUUGUUAAACUUAAUUGAUUGCCCUUAUGCUAAGUGU
+CAAACGCGGUUAACCGUGGGUAGACGUGAACCCUUGGUCACGCCGGACUA
+AAUACGGUGGGGAAACCACAGGAGGUAUGGUCUUUCACUUGAUAAUGUGC
+AGUGGCUUGCCAUAUUGAUGCACAUGCUGUCAGUGCCGAGAGAAGUUAGA
+GCCGCUAAUGGAGGUGUCCACUUGCAAGAUAGGAGUCUAGUUCUCACCGU
+ACGACACCAGCCUGCCGUUGCUUCAUUCGUUUUAGCACCACUAACAUGGU
+UCUGGUCUUAUCUCCCGUGCGAUUGUAAUAGGCUAUCCUCGCCGAUACUC
+CGACGCCGGGCGCGAUCAGUCUGAAUCUUAGAAAAGUGACCCGAACAAUG
+GCCUUGUUCCGCACUAGCUCUGGGAACGCGGCCAGUUCAAACACUCGCUG
+ACGGGGACAGUCCCAAUAUAUUACAGCUGAAGUUGCCCUCAAUCGCAUCC
+UAGUGCAACCGCCACCAUGAUAUUAACGGGUUCCGGUCCCAGGCUAAAAC
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+CCAUGGGUAUUCUGAUAGCCCUCCGUGGAGGCGGACGGGUUUACCUGUUU
+AAAGAUCUUUUUAUGUCCAUCCCAUAAUACAUCGGUUGCAGGAAGCGGCG
+CUUGGGUCCACAGUGAGACACCUGUCUUCUGGGUAACGUUACUUCAAGAU
+AGAUAAGAGGUCUCCAACGGUUUCAUUGGGUAGCGAGUUGAAGCAUCACG
+UGCCUCCGGCCACCAAGUUCUAUAGCGCACAGACUCGAUAUACAAGCAAA
+UGCUUGAGUGCACCCUAACCCCGUCAUUUAGCAGGGAGUAAGGCCAAAUC
+UUGUUCGUGUGGGCGUCAUAUUCCUCAGCCGUGUCUGCACUUUCCAGUGU
+CAGGAUAUUUCCUAGUAACCUUGACCCUUCAAGAAUUAAGAGAUUGCUAU
+CCCUCCAGUUUUAGGACCCCCUUGAUGGUACAGUGACUCCUGUCUAUACA
+UAGCGUCUAAACCUAAUUGCUACAAACUUGUCUAGUGUAACUGAAUCGUG
+UACCUAACGACCCAGCAAAAUAGCCAACCCGUUCACAGUUCCAGGAAGUC
+GGGAAGUCUCCCCAUUCUUGCGUAGUGUGAACUCGAUCUAUACAUGGCCG
+AUGAAACCUACCCGUAGAGCGGGGGUGCCACCAGCGCACACGGCAUUCGC
+CCCGAUCCUAUCCAGGGGUAACGUCAAGGAUUUUCUGUGCGUUUGGUGUA
+AUCCCUUGGUGCAGUUCGCAUAAGACUAGCCGGGUAUGUACUCUCAGUAG
+UGCGAGCGGGAUGGGCCUUUGCGAACUAGGCGAGAAGUGCUGGCCUGAUA
+CGCCUUCUAAAACGAAGUAGUCCCUCCUAGUAGGACUCGAAAUAGGGUAA
+UUAACGGUGGCCCAGAACGAGCUUUUGGAAGUUAUCAUCGAAAAGCACAG
+GUGUAACCCGCGGAAGGUCACGCACUACACCUUUUACUGGCAUCGACAGA
+CACCAUAACCUCCGCUCAGCAAUGGGACCGGCCCUAAAUAAAAAACGUCC
+CUACGUAAAUACGUAGGGACGAUAAAUAUCGCGGUACCACCCUAGUUGUG
+AAAAAAUCUUCACCACUUUAUUUGAUAACGGUAUAAACUACCGUCUUUCA
+UUUCCUCAAAAUAUGAGAUUUAUGAAAGAUGCUCCAGGACGAACUUCAUG
+AAUAAUCUAUAUACUGAUUCACACCAACCAUCAGCUCUCUGAAAUAGGGA
+GAUAUUCACUACUAUACCCUUGCAUACUACAGCGGCCUAACGCUCCUUCG
+GGAUGAGUUAUAAUGAGGCAACGCACCAUCUUUGUGCGACUGGGCAUAAU
+CUUUUCUCGUCUGUAACUCGUAGUUAACAAUUGAGUGAUUAGUGGACGUA
+GUGCUGAAAGGAGACAAUACUGUGUUAUAAAUGGCGUUCAAGGUUAGCAG
+CAGUCUGUUGAACGGCGAUUCAUUGGCUCAUAGCAAGAAUAAAUUAGUAA
+CACUCUUCCAGAAGGUUGACUCGGCCCUGGGUCAUUCACAUCUUAAGGUG
+UGGCAAUCAGACUCCUUGUGCGAGCAAAUGAUAUAGGACAAAUGCUAGAC
+GCUCAGAGUACCGGUCUACUAAUAGCUGUUGCCUUAUCAAGCAAGAGAGG
+AGGGCCGUGAACUCUUGAGGGGUCCUCUUUAAGCCCAGGUUAUUGUAAUA
+GCCGUAUUUUCUGCCACAAUCACUACUCGCGCACUCACUUACCUACCACC
+GCAGGCAUUGUCCUAAGAUGCACUAACCUAGACAUAGGGAACCAUUGCGG
+AUUCGGUAUUACCAAGAGGACCUAAGACAAGAGUGGUAAGGUGAUCGGGA
+CCGUUCAAGGAAACCCAAUAGGUAAUCUUGAGGAAUCGUAAGAAAAGCAA
+GAGCUGACAUUUAUUGGCCGACGAUCAUACAAGUCUCCAGUUAGUUCAUC
+UAGAAUUGCUUUUAACGUGCGUCUAUUUAUACACAACCGUGCUCAGCUGG
+AGUUGACUAUCGUGUUUGACACAAACAGUAAUAGUUAGUACCCCGGCUUG
+CCCUCAGUACCUUGUUAGGGCCUGAGACGUGAGCUGGAGUUGUAGUGAUA
+AGCCAGCACCCACCUGUGUUUACCACUCUAGCUCCUGAUACCCAGAUUCG
+UUAUGUUGGGGGGGAUUAUAAUGGAAUAUUGAACGGGUGACGCCUGACAA
+CGCCUUCAGGUUCUCAACAGGUCUGCCACUGUCCUGAACCGACUCAAGGG
+GUGAUACGGCGAUCUCAAUAAUACCACAAAGUUCGGCGAUUGGAUCUUAU
+CGGGCGCAGAAGGGGAGUAGCUCCCAGCGUUGUCGCCGUCAUGACGAGCC
+CGCCAUGUGCAGCGCUCCGGUGCAACGGCAACCGGCCCGGCCGGUUGCGA
+GCGAGACCUUUUUUGAGAAGUGGGCGGUCCUCCGAUGUGAUAGCUCAAAC
+UUAAAAGAGAUAUUACGGAUGUCUUCUUACCGAAUCCGUCUCGCUCUCAC
+AAGACCAUCGGCUCGUAGCAGUAAUGUUUACUAUUUAAAAGUGACCCUCA
+ACCGUAAUUAGUACAAGAGGUACGGGAGCGACAAACCUAUAAGCCGGGAG
+UUCCCGAUGACUGUACGUUCGUCCAUGAACCGGUAUCCACGCUGUGUAGG
+GCGUAACAUGUGAUGAACAGCACAGUUAUAUAGGUCUGGAGUUUCCGCAG
+UUCUGGUUGACCCAAAAGGUUCAUAGCUGCGAUGGCUAUCGUUAUCUACA
+AUCAGAUUUCAAGAAUGCUACCAUAAGUCAUCGGUGUUAGUCAUCCUUAU
+CCUUCCCGAUUUUGGCGCGCGCGCGCGCCCACAUGGUCCGCAGAUGCACA
+UCGGACGAAUCGUCAGCCGCCACUGCUUCCGCGUUUAGCAUCUAACCCAG
+CUGCACACCGCAUGCCAUGAUACGUGCAAGCCCGUCUCCAUCCAUCGAAC
+CCAUUGCACAAGUCUCAUCCCUACCCGACCGCAUGGAUACGAAGGAAAAU
+GCAUCAACGGGGGCACCGGGAGGUCCCGAAGGGUUUUCUCUACUGGAACG
+GGAGAACGUGGUACAAACAAAUCGGUCUAUUGACGGAAGAUUUGUGCCGC
+CUUGGCAGAGUCGUUAGUAGUAGUGGAACGCAACUGAAUAACACUUCAAU
+CAAUGCCACGCAUGUCCUUUCGCUAGUAUUAUCUAGAUCAAGUUAUGACA
+GUAUAAUCUCAGAACGACCGGACUCUGCCUCGUACACCCGGUACCCCUCC
+AGUCCCUAUUGCUUGUCCCACUGGCUAGUUACCCGCGUCUCACACAGCGU
+GCAAUGACUAUACUGGUGGACACUGCAUCGUUCCUGAGAUCCCAGUUGGU
+CGUAACUCGAAGCGAGAUAGUUGACACCCAAAGGUACGAUGGGCUUCACU
+UCGGGAACAUCCACCUGUGGAUCGGCCGGAAGAUGAGGCCAGUCCAAUGG
+CACCGGCAAAUCUCUCGUAGUGAGUAUGGCUUCAACAAAGCCUUACUUUC
+UCUUGCACCGAGGUCGCACUAAUGCAAAAUCCGAUCCUCUCAGGGUCUAC
+GUACAGUCAAGACUUACAUGGUUCCUGGGAUUAUACAAUCCGCUUCUUAA
+UCGUAGCUAUCGCACAUGGGCUCGUAUGGCCUUUGGCCCCCCGGGACCAG
+UCGGCGGGUGGAAACCAGUAUUACCCGCCCUCACAAAAAUGGGUCGAUGU
+UAAGUCUCAUGCGAUCAUAUACACACGGGAGCGUAUUCGAUACACUCGAG
+UCACCGCCAGACCCGAUAGUAGGUGAACCUUCUAGCCCCGCGGAGACAUG
+GGAGCCAUGCUCAGGACAGCCAGCUGAAGUUUGGACGCAUAUCCACAGGU
+GAGAUAGUCCUCCUGUAAUCCGGGCCGGUUAAUUGAACCGGCAUAACAGU
+UUGCGGGAAUCCGAAUAGAACAUAACGUACCGAUCGAAAUACUCCCCCUG
+GUACCAUUCGGGCAUAAAGGGUAGACCAGGCAACUCGGGCGGCUUCGCGC
+UCGUUACGCAGUGCAUGCCCGGUGAUUGGUUCCGUCUUGCCUCGUACGCA
+AGGGGGUUAUACGGCCUGCUUCAGCUUCCCUCUGUCGGCACACCAGAACC
+AUACCCCAUGCGGGCAUAAAAUGCGCUUAAUCCUUAACUACGGGCCGAUG
+CAGAAGGGAAAUGUAUCCCUUUAUCCCGGGAGAUCGAAGCACCUACCCGA
+GAUCCUACGACCCAUUGGGUUAUUUUGCUGACCAAGGCCGACGGUCGGGA
+GUUGUCUUGAGGGCCGGUGCUUACGGUGGACUAUAAAGGCGUAUCAUACC
+CAUGCCAUGGAGUGCGAGGGGCGACCGCAUCGAUUAAUGGGGAUGGAGUG
+UAGGGCCAUACUGAAGGGACAAGUUAAACAACGAUAAAUUAAAGAAGAUA
+AACUUACAGAGGAUAAACGCUCGCUAACAGCCUAGUCAUAUCCUCUUCGG
+AAGGUAUGGAAAGCGAUGAGCCUGGUGAGUUGCCAAAUGUACCUGCCCGC
+UCCGUGUCUCGACGCCUGUCCUGAGCUGGGUAUGUUAGGAGGCUCGGGUA
+GGACUAGUGCGCUUAGGAAGCGGUCAAUUCCGUUUAUUAAAUUGCAAUCG
+ACCGCAUUGUAACGGUUCCGUUGAUAAAACACUUUCCAAUGCGAAGCGGC
+UGAAGCGGGUGGACAUCUAUUCUGCGGAUCCUGUACCGCCUAUCGAGGCG
+GGUCUUAUACGCUCCCGUACGCGCCCCCUCCCUUCGCCGGAAGGGGCCCA
+AUCUAGGCGCCAGGCCCACCGCGCAGCAGCGCGAGUGGUGUCAGCGGUGU
+AUGCAUCAAUUUUUUAAGGUGAGUUAACUUUGUUCCAUAAGCGUGCCUAC
+AGAUCUUAGGGUUUUACCGUCGAAGAAUGUAAAUGUAUGUUGUGCGCAGC
+GCAGCGAAUUACCGAGUCGGCUUUGAUGAAGCGCCGAGUCAAUACCGCCG
+AAGAAAACUGCUGUAGACAGGGGUCCCGAGGUAGGUUUGUAUGAUCUCUC
+AGGUGGAGAUACUUCUUAACGCAUUCGCAUUCCCCCAACGGCCGUGGGCG
+UAUAUAAUGCCCUCCCGCGGGAUCGGCAAGCCGAAUUGAUUGCGAUCAAG
+CGACGCCACCAGGUGUUCUUCCCCUUUGUGCUUCUGCUGCCCGGUUGGAG
+CCAGGUCGAACAUCAAGUACAGAAACACUAACUGCAUCGACCUGUCGCAA
+AGCGUUAACCUAAGGCAGAAGAAUUUCAACAUCCGUUUCCGCCUAUAACC
+AGUAAUCACCCUGCGUUAUCCAUUGGUCCCAGUACAAGAUCUCACACGAG
+CUAUCCGAUGCUAUACAACACCGUUUACCACGACAUAUGGUGGACCGUAC
+UGGGAUAGCAGAGUUCGGGUGCUACUCUAGAGCUAAGGUCUGUACCACGG
+CAUGGGGGUAUUAUCUGUUAGAGUCUCGAAUAACGUUGGCUGACAAGAUU
+UACCGCAACACAAUAGCCCCUGGAGGGCAGUGUUCUUACUUACGUUGUAA
+GUCUCAUGAUAAUUCUCCCAGGGAGCACAUAGGAGGCGUCACAGUACUAG
+GGCCUCGUGUUAUACAGUAGCCCCCCUCUCCACGUGCCUGGCGUGUAAGA
+AUAUCCAGCUAUUUGCGAUCGCACACAGCUCCCCUUGGAUACCAUAGACG
+UGAAGAGCCACGCACCACGACGCUGAUAAUGCACCGGUGGAAUUAAUAGC
+UUGCAUAACUAUCUCAUACCAUCCGAACUUUAGGCUUACAUAACUGUGCA
+GUAGGAUUCUUCAUUAAGCAUACGAGUCGAGCAUGGAUUGAGACCCGGAA
+ACGAACAACCGGUGGAUAGCAACUUUCCGCCUACAGUGUCUUGGCAAACA
+GGUGAGCGAACUUGGUAGGUUAGGAGCGUCACUCCCUCAACUUCGGAGCA
+UAUCAGUCUAAAUCUGGAGUCCCCCGAGGAUCGAUGGUAAGCUACGCAGU
+AAUACUUCCCCCACCAUUCACCUCAUCUACCAGGGCCUGCUUCCGUUAUU
+CUUGAUGAUAGUAGAACAUACGCCGUCAAGGAUUAGAAACCGGCAUGUGG
+GAGUAUUAUCAGCAGCGGGAGCUGAUCAUGAAAAUACCCAGGUUAAUGUA
+GUCGCUUCACUAGAAAUAAACGCUGGUCGAAGAUGGCGGACACCGUAGGU
+UAAACUAACCCGCUACCGUGGAGAAUGCGACACGGAUCAGAGGACUUAUC
+ACUAUUGGAUAAACCGUAUUGACUACGUAUUCCUCUGAACUACUAAACGU
+ACAUUAAUUCCUGGACCGGGUUGCGUCAGACGGCGUGCGAGUUGGCAGCA
+CAGUUGGGUUGGUAGCUCUAGAUGUGUUAAUUGUCCGUAACUUGCCCGAU
+ACAUGAUAAAAACAACAAAACAUAAGAUCAAGAAAGGAUGGAGACUCCAG
+GUAAUACAGACCGCCGGGACUAGUGCACUCUAAUCGUCCAAUUCUAAUUA
+CAUAGUCUGAAAUUGUCCGGGGAGUAUCGUAUCAGGCUGAGGGCUAACCU
+AGGCGGAGCCCAGCCUCUACUCGAGCAAGCCCUCGCUAUUCGUUGCUGCC
+CAUGCCGCCCCAGUGGGCGUCCUGAGGGUGUGUGGCAGUAGACCAUCCUU
+CACCACUUUUCCGUAUUCUCGGGGUCAAGUACUCGGGGUCGCCGUGGUUU
+GUUUCAGCCGCCUCCGUACUUGCAGGCCCGCCUAUCCGACUACCGGUGAU
+AGCGUGACUAUGAAGAUGAAUGCGACUCUAUGUUACUGCAAGAUUUUCUA
+GCUGCCACCGCAGACUAUAAAGAGAGGAACGCAGCCGGAACAUCAGACAC
+GACCCCAACGCACCGAUGGGUCGCAGUCUUACAUGCCCCGUCUAAAGGCC
+UAGGACCAAUGAGAGGGCGUACGUUUUUACCACGGCGCCAGUGGGACGUU
+AGAGUAUUCGCGCGCUGCAUCGAAUUAACAACACCGUGCUGCAGGGUAGC
+CGUAGUCGUUAAGACGAAGCUUGUACGGUUCUUGCAGUCAAGAAUCAAUA
+GUCAACAAUACUGCCGCUUCAUGACAGGAAGGACUGAAAUGUCUUAGACC
+UGUGGUCUUUCCUCGAUGUUCCUGCGGCUAACCGAGGCACAACGCUCUGU
+CUUAAGAGGGGGAAGAUUGGCAUACCAUGCCCACAACAUUAAAUGAGAGA
+CGAGCAGUUACUGAAGCAGAUCCCCCGUUCUCUGUCUCCUCAAUGACUGU
+GGAUAAGCAGUUUCCUACGAAUCCUGGGGGGGUACAGCAAACUUGACUCU
+UGCCCCAUUAUUGCUUGCCGGAGUGGAGGUCGGACUAGAUGGUUUGUCAC
+GGUGGGUUACAGAUAACUGUAGAUGUUCAUUUCCCAUAGUACUCCCUUGU
+CACUGGAUUAGAAGUCCGAAAGGGAACAUACACUCCCCUAACGCCGGGCA
+GAUGGGUUACCCUAAGUUUCGAUACCUUCAGCAUAGACCGACGGCUGCUU
+CCCCGCGGGACAUGUGUGUUGAGCGGGUAUCCGAUAACAUAACCACAGCG
+UUCAUGCAAGAUUGUGCAUAGACCGGCUACAGAUCCACGGGGAGGUUACG
+GGUGCAGGUGCGACUGGUCCCGGUUUUGUUGAUAUGAGAAUUGUAACGUU
+GUAGUUGUCCCUCGUCACUACAGUAGAACAGAACCGCCUACAAUAGACCG
+CUGCGGAGCGCAGCAGGACAACGAAUCUAAAGCUCCAAGCUCAUCAGGGG
+AGGUACACGCGAGUCGGUGGUACUUCCUAGGACGGCGACGGACUCAACCC
+AUUUAACUUUUGGAGGGCUAGGCUUCCUUUUUGCCUAAUGGACUCACCUA
+AGGGACAUUAAAUUCCCAGAUUGGCCGGCGGGGACGGCCACUCUAUCCGG
+CGAAAUUUGGUUUCCUGAAAUGUGUAAGCGAUCCUGAAGUGGCAUCUACU
+GUCUGUGGCGCCGACCAAGAAAAGUCUAGUUCCAGCGAAUUCGACCGGGA
+CUGCGGAAUCAUCUAAGGUGAACAUAACGGGCUUUCGACUACCGGGAAGC
+GAACUCGCUCUCGCCCCUGGACUUGCGGAUAUGGUGCCACGCGGCUGUAG
+UGAAAAAACUGUGCAAUGCGGACGCUGUUCGCGGGGCCAUUCGUAUCUGU
+ACCAGCAGACUCAUAUUCAUGGUCAGAGGGCUCGUUUAAUUUAAUUUGAA
+UGACCUUUCGUUUGGGAGGCUAUUCUUCUUACAGCAACGUGCAUCCCUCA
+AAAUAUGACGUGACUUAGCCUCAUGCUAACUAAUGCGGGUGGGCCCGGUU
+GGACCGGAUGACCGGUAGCAUCCUUAUGUUGGGGUCCUUGAUAUGGCUGA
+UCGCGAAACCCGAAGUACUAAGUAAAGGUCCCAGGAGACCAAUUUUCAAA
+CCGAGUACAUGCACCCUCCCGAGCAAGCUCGCGUAUAGCGGUGUCUUCCU
+UCCGGAUGGUUCAUACUGGCUCAUCAGACCUCAAAACUUGAAAACAAUAU
+UUUCUUUUCCAAGGGCGUGGAUCGCGGCUGGCCUAUGGACUACCGACCUC
+AGGUCGGAUCUGUGCGUUAAUUUGGCGCUUCGUAGAAAGCCGCCGUUCAC
+UUCGUAAACAAACGAGAUAGGAAAUAUGCACUAGACCCUACGCCGGGGUA
+UUGGAAGUUACGCUAAACGAUACCUUCGCGACCGCUUAGAGGACACAUGU
+UUCUUGGACCCACCAUCUGCAGUAAUUUCUUAAUAAAGACGCCCCCGCAC
+GUAUGGAGAAUAUAGCUUAGCCACACGACAAGGAAAGUCCUAGGAGCGCU
+AUUCACAGAUUAGGUAGGCCCACUUGCUGCUGAGAAUAGGAAUUCGGUUC
+ACUUCCGAUGAUUCUUGCGCCCUAUUGAGACUCCUCUUGUCCUCAAGGGU
+UUCCGGCUAAAUACCUCAGCCAAGCGUGGAGCCUAAAAGGUACAUGUGUA
+UUAAAUAGUGUAGGCCGGAUCAAUUUAUAACAAAGACUUGUCGUCCGCGA
+ACAGCUAUACUUCUAAAUCGCGUGGACAUGGAAUCCGCAGUAGCGCUGAA
+CGGCGAUUGACUGGCUUUGCUUGGUGCUUCCAAACGAUACUUAUCACAAA
+ACCAUACGCCCCCCUACCUCCUUUGCCGAGGUUUGGCAUCAGCCCAUGAU
+CGUGUAAAUUACGGCAGCACGAUAAGGAUAACUCCCGUAAUCGCUAGCGU
+GUGCCGCAAUAUGACGUAGGCUAAGCGUCCACUUAAAACGCGGUAGUAUA
+UUUUGAUAAACCGUGGUGUUCACUAAGUGUUUUUCUGUCUAAAUUUCAGU
+CAGGGGAUCGCUCACUUCCAGAGUUGAAAGCAGCGUGAACCACCACUUGG
+GAUGCAGUUUGUGAGACGGGUUAUCGCCAUAGCCAGAGGUGGAAGUAGGG
+UUACCAAUAACCCAGCAUAAGUUGUGUCACUGGGCUUUGACCAGUUUCUG
+ACAAUAGCAUUACACCCGCCACUAGUCUUAGAACGGAUAUUUUCCGACUU
+GGCUUGAGAUUUAGACUGCGGGUGGGGAGGUUCAUCCAUCCGUCUGUGCC
+CUCACACUCUGUAGUGUUAGGAUCCCACUAGCCACCCGCCUAUUGGAGCU
+CGAGAUGGGAGUGAUACCUCUUCAUAAUACGAUUCGAACCGGGGAAACGC
+GCCUUAGCCAUGGAUGGAAAGACCCAGGUUGCAUUCUACCAGCACUAGUC
+CUGAGUAAUGUGACUCGGGUUGUACAGCAUCAGAUUCAGGCUGUACGCCC
+UGAUUAUAGUUUUGAUCGAAGCCUUUCGCAAGAGCUGGAAUGGAUAGACG
+CUCAUUGUAGUAUGACGGGUCGCGGCCGGCAGAAGGGUAUCUCCCAUCAA
+UUCCAUCACUGUAACACGUGUUCCGGUAAUUAUAUCGAUGCUGUGCGCCC
+CUACGAGAAGGACAAAACCUCCUUAUAGCAACCGGGCAUUGCGGCGCUGG
+GAGGACCUGUAACCCGCCAUAGGCCACAUCUACUGCUGACAAUUGCAAAC
+CGAGAAGCCGACUCCCGUUGACGAAGGUGUCACACGUGAUCACAUGAAAG
+UAACUAGAAGUGUGUGGCUAAUCAAAUUCACGCAUGCCCCAGUUGACUCU
+AUAUGCUACGAAGCCGGUUGACUGUAGGUAGGCCUUGGUCAUGAAACGAC
+UUAAACGUAGCGCCGUACUCACAUCGUGGCCGCCCACAUAGCGGUACAAC
+CGCACCAGAAUUGGUUUACAGAGGCUUAUCUAGAAGACGAGUCGGGGUUU
+AUUUCCGACUGGGCACCCGUGCGCCCAUAAUACUAGGGGAAAGUUUCGAG
+ACACGAGCUUAAUGUUAACAUAAAUGAUUACGGUGACUCUUCGGGGCGGC
+CCUGGAAUGGGGCUUCAGUCGGCCAAUCAGGCGCAUCCGGACUGCUCGUU
+UAUCCAUUUGCGGAGGCGGCGGCGAAAGAGGGCGUUUGUACUGUACUUGU
+UGUACCCGUUCCCAUUCAGUAUAUGAACCUGGUACCACGCCCUGUUUACC
+AGUGCGAGACCCUGUUGUGGAGUCCAGCAUCGGUUUAGGUCCUUACCUGA
+GAGGCGCUCCUAUAUAACUUGUGGGCUCGGAGUGGGGCGACAAAAUUUUG
+CGACGUCGCAUACGGACAAACGCCGCACUUCCUCAAAUUCAGACGCACUU
+UUACAAGUGUUACGCGCAUUGAGGGGGUAAGGUCGGAGGAACUUCUUCGU
+UGCAUGCUCGUGAGGAGCGGAGGACGAAAGUCCUGCCGGGUGUACCAGAA
+AUUCGAUCUCUUGGUUCGUCCUUUGAGAUCUUGAAACGCACCCGAGAAGA
+UGUCUUUUAGUGCAAUGUGCGGCACCUGUGAAAAGUCAGGCAACUCGAUU
+CCGACUAAUCUUGUCUGUAUGAUUCCGUAUUGCGUUGUACUAUGAAACGC
+ACCUGAACUCAUGUAGACCUUUAAUUAACCCACUUCGAAAUAUCAAUAGA
+CAAGAUGAGUCGACACCUAAAAUCAGGCCUCCUUUACUCAAACAGCACCA
+UCUAGUAUCAUGCGAAGGGGCCUCGCCGGUGGUCGGCAAGGUCACUUACC
+CUGCUCAUGGCUCACCAUGGCAAAGCAGAGUUCACUAUGAGCGGUGUAGA
+ACUGUGAUAUUGGAUGAAGACCCGUCGGCUCCCCAAGGUUGCCAGCACAU
+GCAUGUGCCCUCAACAUUACGAGUACACACCAGGAACUGACGCACUAACC
+UAGGCUUUUAGGCAUAGGGACAACGCGCGCCUUAAUAACGAUGGAACACC
+ACCUUCGAUGUCAACAGCACCUCUGAGAUAACAUGUGCGAACGCUGCUCA
+UGAUCGGCGACAUUCUCUGAGAGCCGAUACAUCUUGUGCGCCACACAUCG
+CUUGCCGUAACCCUGAAGAACUAAGCUGGCAACGUCGAGACGGGAAUAAG
+CUGGCCGGUUUUCGUUCGGGGAACUUAUUCGUGCCGGGGAGCGUGCGUUC
+AGGUACCAAAGUAAUCCGAAUUGGGGCUACUUCGAUGGUAAAAUUCACAU
+GGCCACAUGUCGUUCAGCAUUGGUCGUCUUAGAAUCCCGCCAAUAGUUGG
+GUGCAUUAUAAGAUUGUGCUAACAUGUGACAAGGGAACAACAUAAGUUGU
+UACUAGUUCCGGUCGGAAAUACUCUGUCGAGGGACAGAGAUUGCGUAGGU
+UGGGGCUGAUACAUACUUUGCUCCAAGCAAGAGGAGGGUCCGGGUCAAGU
+UUAGGACAAUGCACGAUAGUCCUGGUUCUAUGAUGAUAAAAAACGAAAUG
+CCUUGGUACAAAGACGUCCGUGUUUCACCGCGGAGAAGGCCGCACGAGUC
+GGCGGUCGACAGGGUAAAAAUUAACACGUUAACGAGCUCAAAGGUCUGUU
+CUGCCCAAAUGAAUGACUAGAUUGGUACGGAAAAACGUAUUACCUAGCCC
+GUACUUAAAAGAGUGUCAGUCUGCAUCCGGCGUUCGUACGGUAUUAGUGU
+GACAACCCCUUCGAGGAUUCCACCCGACACACUGGACGGCGUCCUGGCAU
+AAAGAUUCUUUGGAUCCGGCAUUUAUAACACAUGCAGCACUAUUAUCCGG
+AGUGUCUUAACUGGACCACCUGCUCGGCAAGUGGUCAAGUCUUCCAUCGU
+AUUCGUUGGCUUUUCGUUAUCGACGACUGGCAGUUGUUGGAAAUUAAUCC
+GAACAUCAGGCCGUCUCUGUUCAAUUGAACCGCUAUAACAUAACCUAAAA
+AGGGAGUUAACGAGACGCUGGACGCAUGAUUACAACGUUCUACUUGAACG
+CUAUGUUCUAUUCGUACGCGAGCUGUAACGCAUUGACCUCUCGCGGGACC
+AAUUUCUGAGUGUCACGUUGGAUUAAUUUACUAAGACCGGAUGUUCUCCG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.ebd
new file mode 100644
index 0000000..38ba2fb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.ebd
@@ -0,0 +1,20 @@
+RF00023 AC074317.5/11254-10896 pg-1_10 23699 24057 0
+RF00380 AE006322.1/9118-9279 pg-1_10 44716 44877 0
+RF00017 AE010387.1/4828-4528 pg-1_10 19880 20180 0
+RF00174 AE012858.1/6757-6937 pg-1_10 47144 47324 1
+RF00174 AE015548.1/1057-1279 pg-1_10 32529 32751 0
+RF00230 AE016948.1/40974-41225 pg-1_10 48283 48534 0
+RF00230 AE017028.1/222027-221756 pg-1_10 39440 39711 0
+RF00230 AE017033.1/144821-144593 pg-1_10 11103 11331 0
+RF00177 AF114901.1/315-951 pg-1_10 17324 17960 1
+RF00009 AF186221.1/1-232 pg-1_10 29770 30001 1
+RF00168 AF269536.1/680-500 pg-1_10 10090 10270 0
+RF00009 AF434764.1/1-252 pg-1_10 35814 36065 1
+RF00213 AJ543326.1/2-79 pg-1_10 34487 34564 1
+RF00174 AL591785.1/88210-88413 pg-1_10 8085 8288 1
+RF00168 AL935254.1/261916-262097 pg-1_10 47849 48030 0
+RF00080 AL939112.1/94442-94322 pg-1_10 31905 32025 0
+RF00174 AP005046.1/196624-196437 pg-1_10 25670 25857 0
+RF00003 X13842.1/1-152 pg-1_10 14248 14399 1
+RF00206 X96653.1/1-65 pg-1_10 4958 5022 0
+RF00028 Z17234.1/2999-3375 pg-1_10 18268 18644 0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.fa
new file mode 100644
index 0000000..d911ca8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr10.fa
@@ -0,0 +1,1001 @@
+>pg-1_10
+CCCCGUCGUUUGACCCCGCGAUAACCGGCACGAUUAGCUGGACGAGAGAA
+AACGAUUGAAACUGAUUGGAUGAUAUGGCUAAUGCUGGGAGGUGGAAUCG
+GAGAUCGCCAGUCGUUACCUUGGGCUGGAGGCCAGGAGAGCUUAAUAAGG
+UGGGCAAUGCGAGUUUUGCAAAGUUAAAGGGAGGACUUGACGUCUAUAUC
+UCGGGCAUGAGAUUGCGCACUUCACCGAGGUCGAUACUGUUCCAUAGCAU
+GGGAUAAUGGCAGUGGUGCUUAGGGUUGCCCUUAAAUAACCAGCGCUCUU
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+CAGAAACAUUAAAGCUCGUGAAACACUGUUCGCGAUUAUACGCGGGUAUA
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+GUGAUCUGAAGUUUGAUUCCACCUAUGGGGACCGAUUUUUAUCUAAGACG
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+AAGAGCAUAUUUAUCCAAGUGAUCAAAAAUGUACCUUCACCUCGUCCUUC
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+GUACAGCACUGACGUCACCUGCCCGCUGAUGAUCUCGCCGGUGUUGGGGU
+GGACUCUCGCGGAUGGACCGUGCCACAGGAAGUGUUUCUAGUCUACAAAC
+GCGGUAGGGUCAACCUAUUCAAAUGGUCCAAAAUCACUAUACAAGCUCCG
+CUUGUAAUGACGACGGUCCGCGCGGAGAUUGACGCCGAUUAGUUCGUCGC
+GUAGCGCCGGAAGACCCGCGCUGCAGUCCGCGGAUUUGACUUUGCAUCUU
+CUCCCUCGCGAGGUCAAUUGACCAUCUAGUUCACUCGGCGAAGUUGUCUA
+AGUUUCAUAUAAGGCGGCUAGGAAAUAGCUAUUAGUCUAAAUGGGGCUUU
+CUAAUCCGUCGGAUGUGGCUUGAAGCCUACAUCCUAGUUCUGAUACUGAC
+UUCAAAGGAAUUAUUGAGCGGUGCGACUGACCAAGUCAUAUACCGUAGUU
+CCUCAGUCAAAAGUCGGAGUUCCAAGGAAGAAUUCAGCCAGACUGCCACG
+AGGGAAGCGCCGCACGCAAAUACUAUUCCCCUGACAAGGAGCUAUAAGAU
+GCGCAUGAUCCCGCUAGGGGAACCCCGACGCCAGCGGAUCCCGCAAUUUC
+GUCUACGAUAGAUAGAUGUAAUAACAGCAAAAUCCCUAAUCUACGUAUUG
+ACAGACGAUUGUCUAUGGUACCCCAGUGACUUGGUAAGGUUCUAAAUCAA
+CCUCAUUUUAUGCUAGGUGCAGAGAACGAUGCAAAGAAAGAGACGUCCUU
+AUCUACGAAGAUACGAGGGUUCACCAGGUACCACAAACUUUAUUGCUGCU
+GACUCGAGCCAGGCCGAGCUUCUAUGCCUACAUCGUACCCCCACCCAUCG
+GCUAAAGCCGACCAUAGUGUUCCAAAAGGCACAUUUCAUCGUUCCUAGCG
+UGUUGUCUUUGAAGCCACGUGACACCAUUUCUUCACAGGACACGGAGUCC
+AGCGGACAAUCGGUUCUCGCAAUACUUACUUACUACUUGCUGCCUGAGUC
+GGGAUAAAAUGGAUCAUCGAUCUGCGACCUAAGUUACCUGAAGACUAGCC
+CGGCAUGACGAUGACCUAAUUCGACCUGCCCUGAUGGCCAAGAGACCAUC
+GCCAUCCCGCAAUUCCGCGAGCUAGUCUGUAUGGAUCUACUUUUGCCUGG
+UAAAGGAGAGGAAUAAAUGCUCGAUUUAAAAUCGUGUACGUUAGGGUGGC
+AGGCUAGAAAACACACGUGGGCACCGACUGAGGGAGCUACCUCUCUAAUA
+UUGUGUUCGAACCCAACCGAUGAAUUUGAUACGGAGCACCAAUACGACUC
+UCGAUUUGCACGAAUGAGGCUAAUAAACCGUUCCUGCACUCAGAUAAUCA
+AGCUCCGGUCCGUCCGCUGAACGUUUCACUUAGAAGUCAAUGUUCGCUGC
+GAAGAAUGUCAGCUCGCAAUAUCCUGGCAGGAGUGUUCUUGACUACGAGG
+GAUGCUGGAGAGUUGAAUCACCCAGCCUGUAACACGUUACCGUUUUGAAC
+CGCUUUGUCCAUGAUACUAAUCGGUUCUGUAAUCUAAAGUUGUCGGUCCG
+GCGUGGGCAUCUAGGUACGGUACUGUACGUUCCUCUUAACCGCUAAGAUG
+AUAGUAUAUUUCGUCAAAGGGUCUGGUAUUUUCCGCGGGCCCACUUAACA
+UCGGAUGGUCAGUCUUCACUGUUCUCGUAACAUGAGCAGCUUUCUGUGCG
+CACGGUGAUCUACGGAGGUUCAUACGGUUCCCUUUGAUCGCAAAGACACA
+AAGACGUGGCUGUGCUUGCAGUUAUCUUUCCAAGGCGGAUCGGGAACCAG
+GUCUCGUCACAAGAGUGGGACCCAUGUCUUGCGCUCAAUAGUGGGAAGAU
+CCAGUCGUCUAAACAUAGGUGCCCACAUCGCUCACCAUUAUAACAUAUAC
+CCAAUCGAUCUAGUGAAUAUUUAGGCUACUUAGCUUUAGGACCUAUGUUA
+UUUGGAAAGUCGGGGUGCCCUAAUAUCUUGGAGUAACCGCGUCCCUGUGC
+GCGCACUCUAGCGAAUUCCUUUUGAAGGAAGUCAUGGCAUUCUGCCGAUA
+GUGCGCCAUAUGGAGCUAUACGUGGUACUCACAAUUGGCAGGUUGGAAUU
+GCGCUUAGGCACAACGGCGGAUCUUACACUAGUAAUUCAAUAUUUGAAAU
+GUCGCUGGCGGACGUUCACUAACAGAGCGAUAAGCCGCGAAUGGCGCCUA
+GUCCCAUGGUGAGAAGCCAUCCCGAAGGGGCAAACUUCUAGUGCUUGGUA
+GCCCGCCUGUGGGUACGCCUCUUGAUUAAGACCUAAAGAAAUAAAAAUUA
+GGUACGGGCGAGUACAAAAUCGUCCGGGCACUUGGGAUACAAACGGACUA
+AACAUCAAUGAUAAGACUCAGCACCAGGAGGUUCGCGGGGGACCCCUGCC
+GUCUCAAACCCUAUAUUGGAUGAGUUGACUGUGGACUUCUUAGAUACAUC
+GACAUUUAUCUUGCACCACUGCACCCGGCGUAAACCGGACCCCUAGAAUU
+GGUUAAUGUGUAAGUAGGUUUCAAGUGCGUGCCCUCGAGCCCUCACCCCG
+CGCCUCAUUCAUCGAUCUAGUCGGAAGACUUCCGCGCACUAUGCCGGAUG
+AAGACCCCAGAUACGCCAAAGCUUUAAUAUUCUUGCUAUACCAAUAGAGG
+CCUAAACCAACUAGAUAACUAGCGCGUUUUUCACUUAACUUUAGUCUUUG
+UCUGGGUGUUAACCGAUCGAUCCUGUCUAGCCCAUAUUUUGGACGUCUCC
+ACACUUGUAGAGCGUAGGAACCGGGCUGGCCUCAGACGCGGAGUCGUUCG
+AGGUUCAUUUGCUUCGCGGUAUGUCUAUCAACUAGCUCGGUAUGACACUG
+UAGUAUUGACACUGCACAGAACCGAAACAUUCAGUUGUAGUUGUGCCAUU
+UAUCACGACAAAGCCGGUUCCCUCGCUAGAUCAAGCGGGGAUUGGUAUUU
+ACCGUAGGGGUUGGGUGUCGUAAUAUAAACAAGCCGCCUGGCCCAUGGAG
+GUAUAUGAAUUCGCGGGACCCCUUCACCUCAACGCUAUGGGUAUACUCGU
+ACAAAGGGGGAUUCUGCGCCGCUUUGGAACUACGGCUCACACGGUUCGUC
+GAAUAAUGGGUUUGUCUAACCAUCGGUAGGUGAGGCUACCACAGGGAUAC
+GGGUUGCUGCCGCAGAGUCGUGGAGACACGAUGAGAGGGCCAACAGUUCA
+CGUCGAAAAAAGAAGGCGUGAAAUAGUGCAACAACAUCGCCCUGCGGAGC
+UAAAGCUUGAACGAUACUGGGUACUUUCCCGAGUCGAUACAGCGAGCUGU
+UGCGCGGCUGCGACCCUCUCUUGUCGGGCAAGGCUGGCGUUCGGAGCAAC
+UGUAGGUCUGUGUUGCUCAUUAGGAGAAUUGGAGAAGGUAGAAAUAACAC
+GAGACGCUUUGAGAGGGGGAGUAAGUGCUAGACCGAAAGAACCGUUAGAU
+GACCUGGUGUCAACUAGCACUAUUCUUGUCUUUCCUCUGCCACAGCGCAC
+UGUAAAUACCUCGGUGUUUAUACUGCUCGAUCACCUUCUGGACAUGCGUU
+CGAAAGGUUUCCUGGAGUAGCCACUACACACUGAUAUGGUUUGAACUAGA
+GAGCCCGUUAUGUAGGGCUUCUCACCUUUGUCACCGCCCUUUGCACGCAA
+CAGCGGCUGGAAGGACUCUGGCAGAGGUCAACUUUUACGCCUGAUCCAGU
+UGUUGGCGCUCGCCGAACAGCGUGCAUAGCGUCAAACAAGAUCAGCAAAG
+UUUGGCCAAACUUAGCUGGGCAUAUAAGUGGAUCGUGCCGGUACGUAGGG
+GUGCUGAUUCAUACUCUUUGACAGCAGCUUGAGCGGCCAGGUUGCCAUGG
+GCUGACAGUCCAGUCCCUUGACUAACGGAUGAGAAAGAGCGGAAAAUAGG
+GCAAUAUCUAGAGUAGAGAAGGAGAUUCCGUCUGCUAUGUGAAGGUCUUC
+CUUCUCCCCCCAGCCUAUCGUGGCGGUGAGUGAUCGCUGGGCACAUCGGU
+GGAGUCAUCACCUAGAUAUGUCAAAGAUAGUGGCAGACGCGGGCCUUACG
+GGAGAAUCUGCUGAAGCGUUAGAUUAUAGAUUGUCUAGAAACAACGAGCU
+UUUGAAUCGUUGUGUCACGUCCUAACUGAGAUGGGUCCAAGUUGCUUGGU
+UGGGGCACUUCGAUCCAUUAUUGCCGACUGGGUGCCUGACCGAUUCUAAG
+UGAAGCUAGGCUAACUCGAGAUGGUUUCCAGUCAAGGGGGUUUUGCUAUU
+CGGUUAGCGAUAUAUGUUAUGCGCUACCCUCCGCAGUUCAAAAGGUCCAC
+CUACGCGCAAUCUUCGACAUGCGGAUUGGGUAUUCUGGCGUGGACAUUAA
+CUGAUACGCAACUGUGUAGAGCUAGACUACGCGUAGCGCUACAGCUCUCG
+GCUUGCCUUGUUACCAUUUUUACCAACGAGACGCCAUAAGUGUUGCGGGU
+CGCGGGCAUAACAAGAGUGGGCAGCAAUAUUUGUUGGGGAGGAUUACAUG
+CGCGACUCCCCGAUCAGGCGUCACUUCAGCCUCAGUUGGCGCUACGGCGU
+UACGCUACAAAAGCGAGGUAAUGAUGCAUAUAUCGGAUGUAUCUUCUCCA
+UCGCCCCCUAUACCGAAAACCUGCGGGGAUCGCCCAGUCAGGUUCCAGGC
+CCAUUGGAUGCUGAGCCCACUUUCAAAUCCGAUUUGCGAGGCAACGUCAG
+GCAAGCCUCGCACCCACGUGUAGCUGUGAGGUAUAUAGGCGGAGCAAGGG
+UCGCGAUUCUGGAUAAGGACGCUUUACCCAGGAAUAUCCGCUUACCGCAU
+GUACUCCCCUGCCCAGGAUGGAAUUCACUCUUACAGUGGUAGCACGGGUG
+UAGAGGCCUUAGGGACCAUUCGGAGACAAGUGAAUAUGGAACAACCGGGU
+UCGUUCGUGUGAAGUGAGUUGCCUUAUCUGGAGGGUUAGUCUGAAGAGGU
+GGGGCCGAUUAAGAUUUCGGGAUCUCUCUCAACCUCGCUAAAUUAGCGUU
+GACCUCUCAGACACGACCUCUCCUCUCUCAAGGAGCUAACGUCCCUGCUU
+UUCAGUCUUGAUCCACAGUCAGGCCGAGUCACUGUUCCCGUAUUGGCUCU
+UUCCUUAGCCCAGAGCAUGAGCUUCAACUUCGUACCUAUUCCUUGGAGAU
+GCUUGGGGCCGACCGUUGCUUAUCUAAAUGCGCUACUGUUACCAGUCGUC
+GUUGAGAUCUCUCGCGUGGCUUUGCAUCGCCGGUCCUGUCGAACAUAAGG
+GAGGUAGAUAUAAUCGCCGACAAUUAGUUAUCAGUUAUGGCAGUCACUGC
+GCAUCGUAAGGAUAGUGGUACGUAUGCCCUUCACCUCCGUAAGGUAGCUG
+CAAGGUCAUCCCUCUGCUCGCGGGCUGGGUGAUCUCUCGUGGGGGUGACC
+UUUGAGUGCGCGUAAGUGCCCAGCCUUGCCGCAUAGUUCGGGAGCCCACA
+GAGCAACGUGCCAAACGGAUAGUCUUGUGCAGGUUUCUUCCGGACGUUCC
+AAGACGAGCCAUAGAGCUUAAGCGACAUACUACCCAUCACUGGGCCUUCC
+CGCCCGCUCCGUGGAGGAGCCUGGCAGUGACGUGCACCGGCUGCGGCUUU
+GAGGCAUGUGGCCAUACCUGCCAGCGGCAGUUUUCCGUUGUACAGUUGCG
+GGUACAGUGUACGAAUCUCACGUACUUCCCUAUUCUCCGGCUUUAAAACC
+GGCACCAGCUAAUCAUGUGAAAGAGCCCUCCAUCAAGGUCAACGCAAGUG
+UACCUAAUUACGUGUCCUUAACCCAGUGGCAUAAAACCAAACUAUUAGGG
+AGUCUUCGAUCCUCAUCUGGAUGUAAAGAUGGAGGUAACCUACUGCCCGG
+GCCGCUCGAGUGGACACCCACCGAGCGUCAGCAAAGGAUCAUGAUUGUCC
+CACGCGGCGCCUAGGAGUUGCGCGUCCGCCGCAUCACCGAUCAAGCAUAG
+CCGUAUUCGCCCACAAUUAAGUGGACUUAGGGCGGUGUGUAGUAACCACA
+UUCCUGGAUAUAAACCGUAAAUGAAGCAGCCAAUAGCACGAAGUUCGGGA
+ACGCCCGAGGCGCUGUGUUAGUGAUCAUUCCUCUCUGCCCUAUCGUGGGU
+AUAUUCAGGCAGUGGUCCAGUCUAGGCGUCCUACCCGUGUGAAGAAUUCA
+CGCCCACUCCGCAGUGAGGUUCUAUCAUGAUAACGCUACCGUCACUAGGG
+AGGCCCAGUGAUUGCACCUGAGGGCGAACUGUAGUUCUCCCCCGAUAUAU
+CGAAAGAAGAGGAUGCGGUUAACAAUAGUAGCCGGCUGGAAGUGGGUCAC
+CACUUAUGAAGGUCAGUGAACGGGGCAACCGCCGAAAUCGAUGGAUCAGU
+GACCGAUUCAUCCGUUGGGCCUUGGUUGAAUAAAUCAUGGACUGUCGCAG
+CUAGAAUAGUUGCGGGGCGCUAUCGACGAUGAUAGGAGUGGGCGCCGUCA
+GGUGCCUUUUUGCCCGUUCCGAGGGGCGUGAGUUGAUUAGAAUCCAUGCA
+AAUAGAUGACAGUCGUGAGCCACAAGGCAUCAUGUCGCGCGUAAAUGGGU
+UGAGCUAUAAUCUUAAAUAUACGGGGAGAAGGCCAGUACCGGGAUUUGCC
+CGGUGUGAUGGCGCAGCGUGGUUUUUUUUACUCAGAUGCACCCUCGCUGG
+CACGACUUAGUUUCCAUAACGCCAGCCAAGAAAUAGGAAAGUAAGUACAA
+GACAGCUGGUAGAGAGACUUUGGUUGGUGAAAAAAGUUAGAUGUCUGUAU
+CGAAAAAUGGCCUAGGAGGAAUUUUUGUCGAAACGUAGGCAAAAACGUAA
+UGUCUUUCGUUAACAAGACCGCUGAUUAUGAUUGUCAGUUGAAGGGAAAG
+AGUCAUCUUUCCGAAAAAAGGUGGUACCGCGAUAAUAAUCGCCCUUUUAC
+UAGUUACGGCUAGUAAAAGGGCGUUUUUUUAUAACGACCAGUAGUAAAUC
+CUCUCAUUGUCAACAUAAUCUCCACUAGAAAACUGAUCCCACAUAGAACA
+CGGGACUAAAAAAUACUUAGCAGAGUAACUCCUUUGAGUCUGCGGAUAUG
+UCCCACUGUAACGGAGUGAACGCGCCGUAUCCCGGUAGGAACAUCGAGGA
+AGUUAGGUCACCCUCGGUGCGUUACUUGGCGAGGAAACGAGGCUCGGUUG
+GAACCUGCAGGCAACCCGGGUUGCGUGUAUGGUCGAAUCCGGGCCAUCUC
+UAAUGUACUAUUUAAGUAUAACGCUGCACCAGGUAUCCUACCUUAACAAU
+AAGUCGGGGUGUUACUCGGCGACGGUUCUCUGUUCGAGUAAGUAGGCACU
+UGCCUUAGGUGGGGUCUAGUUCGUUCUGUGAGCAGACGCUCAAUUUAUGU
+AGCAUACAUAUUCUCUGGCUAGUACCCCGGCGCGUGUAACGGGAGUCACA
+GCUAUUCAGUGAUCUAAUUUUGCACUUACUCCUCAUAUGACGAACUUACU
+CAUUGUUUUGCGGUCAAGAACGGGUACUACUUAGGGGCUUUGCUGGGGAU
+ACUCGGCGCUUAGAUUGUCCCUGGGUACAUCCGUGAAUCCUUUACUUUGC
+CCUUGCUAGUGUGCGAGUUUAGGACGGCAUACGCAACCGGAAUCUUCAUC
+GUCAAGCGGAUACAGGCGAGGCCUCCCUAUACUAGGCUUUACCGGGGGCA
+GAUAUACUUCUAGAUAUCAUUCGAUUGGGAUGAUUACAGCGCGGACAAUU
+AUGUUGCAUGCUACUAUCUGAGUGCAUAAGGGUAGUAAAUGGUCCCGUCA
+ACUUCCAUGCACGUAGAGUUCGGAACUGCCACUAAGGUCCUUUCGGGGCA
+UGCGCGUUAUUACGAUUCGAAGGGGGUCCUAGUGGGACCGAAGCAAGGCG
+UUUUCAAGUCCUGAUAUAGCGACGUUUUUAUGUUCCGAACCCAUGGUGAA
+UAAGGGACUAACAGGCAGCUUUGUGGCAUGCACUAGGUAUUACAAGGUCA
+CCAGCAAACGGUACGCAAAAGACGUACACCAUUGCAACUGCACAACCUAG
+GUACACGGUCGUUUACAUGGCGCUAGCGGUAAACCAGGGAAGCAUCGGUU
+GAGUACGCCUUCGCCCGGAACCCUAUGGUGGGAGUCUACAAAUCGAUGGA
+UUAGAACCCGCAGGGAUGCAUAAUAUGCCGCUGGAUUUAACAUCAAGCAC
+UGCACUCACAACAAUCUUUGAAGGACCAAGACCCGUUUUCUAGACAGCCG
+UGUUCAACGGCCGAGCGGCUCCCCUUUGGUGUAUACGUAAUGCGCCAUAU
+GGUAAACCCUUGCAAGGGCUUGGAGCACGAACUCACAUCAGACAUCGUUG
+UUCGACCACGAAUGAAUUCGAUCUCACGAUGAGAUAAUGGUUCGGCAUCU
+GCCCCAGGUACAAGUAUUUAUGUUCGUUAUCAACAUAGGCCUAAUUUAUA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.ebd
new file mode 100644
index 0000000..92d4c02
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.ebd
@@ -0,0 +1,16 @@
+RF00174 AE016933.1/293262-293468 pg-1_11 14491 14697 0
+RF00031 AF125575.1/5781-5843 pg-1_11 21064 21126 1
+RF00024 AF221934.1/121-565 pg-1_11 10328 10772 1
+RF00080 AL646061.1/184783-184648 pg-1_11 38108 38243 1
+RF00174 AP005033.1/201735-201896 pg-1_11 29436 29597 1
+RF00080 AP005282.1/14081-13967 pg-1_11 31230 31344 0
+RF00023 AY040838.1/1-306 pg-1_11 35554 35859 0
+RF00009 L12750.1/273-601 pg-1_11 15759 16087 0
+RF00031 L28111.1/1299-1365 pg-1_11 33236 33302 0
+RF00066 M26276.1/1-57 pg-1_11 10131 10187 0
+RF00012 U27297.1/2-180 pg-1_11 5254 5432 1
+RF00020 X15504.1/128-242 pg-1_11 13286 13400 1
+RF00028 X55026.1/34496-34721 pg-1_11 44137 44362 0
+RF00170 X62583.1/626-698 pg-1_11 37960 38032 0
+RF00003 X63783.1/598-755 pg-1_11 14856 15013 1
+RF00023 Y15063.1/86-434 pg-1_11 42851 43199 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.fa
new file mode 100644
index 0000000..6c2c2a8
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr11.fa
@@ -0,0 +1,1001 @@
+>pg-1_11
+AAUACAUAUGGUUGGGCCACAUAUCGGUCGCAAUCCGGGCGUCGCCUCCA
+AUGUAGGUUAAAACGGUAACUCAUUUGGAAGGAUGCGAUCAGAUGAUACC
+GGGAGUCGCGCGGCCGUUUUGCCGGGAUCUCGACGCGGAACUUGGAAAGG
+UAUGCAUAACCCCUGAUCCUGUCCAAAUUACUUUCGAUCGUCACUCCUUA
+AAGCACUGCGGGUAUUUUAUCUGGAAAACCCUGAUAUUCUCUGCCAGUAU
+CCUGACAAACGGGAAAUGCGCGAUUACGUUCCACGUACAUAUUGUCUAGC
+CACUUCGCCACUUUUUCCCGUCAUUUGCAAAAAAUUGUGGGAAUAAACGU
+UGGGCACCCAUAAAGUCAUGUCUGAGUUCAAAUGUACGACAUACACUAUC
+GGAUCCCAACAGACGCAUUAUUUAGAUCCGUAGUCAGUUUGUUUCCUACA
+AGCCUGGACGACUUCGGAUGCCGAUUAUCCGCGCUACUUGCUGCACCCGG
+GAAUAGGGGACCUCAUGAGAUCGUUCGCGGAUGCAGACAUUCGGCCAAGU
+UAAUAGACUUUUUCACUAUUAAUCAGGGACCGAACAAGCAGUACUAGCAC
+ACGGUUUGUGCAGCGGCCCAUCCCAUUGCGUACGGGAAUCAGUUUACCGU
+UCUUAGAGUUUCCUAAGAGGGAUCCACGUUGGGACAGAGACAUAGCCCGC
+AGGAGGUGCGGGAUGUGUGGAUGUGUGGCCCUCCUUCAGAUACCCGAGCU
+GAGUUGUCCGCACACCCAAACGCUGUCUGGAAGAGGCUACCACGGCUGCC
+GUCUAACCCGGCCCGCAGUGGGGGUGCGAUUUAGACAAUUUCACGCGAGA
+CGCCGGACACCGUUUAUGCUAUGCGCCAGGCUUAGUAUUCCCGUUUACCA
+GCGAACAGAUUUUAGUAGCGUUGGGAGAAGGGAACACAUCUUUGCAAUUA
+CGGAUCGCUCGGGGUUUCGUGCCCGGUUUCUGGUGGAUGCGAUGUGAUCC
+UGAAUCAUAGGUAGGCAGUGGGAUAGCAGCACCUUUCCUAUCAGUCGUUU
+GGAGAUCCCGAGACUAUUUAAAUCACAUUGCUCCGACGGGCCGCUGUUGG
+CUGAUGCCACGCUAACAAUCAUAAUGACCCAGUUGAUAGGGUACCCGCAA
+AAGUUUUGCGCGAAGGAAUGUAGUGCAGGUGAGUGUUGGAGUGGCAGAAA
+GGAAUCCUUGAUCUGUGACGACACGAGUCACUGAUCCCAUAACGGACUAA
+UAUAACUAUAUGACAUAUCAUCUGCGGCGCGUAUUCCCUUUGAGCAGAAC
+CCGUUCCGGUCUCAACGGCGACACACCAUCGUCAGGGGGUCCUUCCGCCC
+CAUUCAGUAGGAUAGUCUGCUCGAGAAGUGGAUUUGGAAGGGAGGUUGCA
+AUUGCGGUCCCAAGUUCUCUGUUAUCCCCUCUUGCCGCGGCUGGGACGCA
+CUCUCACGGAAUCUCUGCUUCAUAGUCAAUGAACGCCCAUAUUCGGUAUG
+ACGAGACAUUGGUCUCGAGUGAACGUCGGUAGUCUCUGGAAGAAGGUUAA
+CCUACAGCAUAUGACGGUGCACGUAGUCUGUUUUACAGGUUGUCUGAUCU
+UUGCUAUUCUGCCCGCUGGUCACCAUUCAGAAGGGAGCUCUUAGAUAUAG
+AUUUUCCACACGGAUGUGUCCCACUUAAUGUUACUAGUAACCCUUUAACA
+GUUCGGGAUAUGCUUAAUUCCUAAGGUUUGACCGGUCAUGCCUUACGUGG
+CUACUAGAUAGGGUUGCCAAAGGUUAAGGUGUGCACGAUAAUAAUUCUCG
+CCGUUCAUACUAAAGCCAACAUCCGCCUGUGUGAUUCAUCUCGUUGUCAU
+UGCCAUAAUCUACGCUGGCAGAUGCGUAUUGAACAAACAACGCCAAUGAG
+UUGUCAUGGAUCUUUGUUUUGCGACGAUAAACAUGUUACUCGGCACUAUU
+AGUAAUGAUGCUUGUAGAUGGAUUACGAGAGCAUCAGUUUCUAAAAGCGG
+UCUUAGGCCAGUUCGAGAGUCUCGUUUUAGCAGGAGUAGAGUUAGUUCUC
+AGCAUAGCGAAGAUAACCCGGUGACACUGGCCGAUCCAGCGUGUAAUAAC
+CGCCCCAACCGCAAUGACGGACAGGCAAACCGGUCGACAGAUAGCUUUAC
+AAGUUAAAUACGAAUAUGAGUUCAGAUCGGGACGACCUUACAACUCCGGC
+UCUUGAAACCUACCGUUAUGCCAUCCGGUAUCACUGACUCAUUACAGGGG
+AUUGUAAUGCGGACACCUGGCCGAUUCGAGUGUCAAGAGUUUAGGCGACA
+CAGCGACAUGUUGGCCCCAGUGCGCAUCUGCAUUUCAGAUCGUAUAUAAU
+AGAUGGCACAACUUCUACGGGUCUACGUAGCCUACGUGGAUCUGAAAGGG
+UAGUGUAUACUGAGGGAUGGAAUCUGAGAUAAGUGGAUGAUCGUGCCGCA
+AGAAAGGGCCACCUUUUCGCUAUAUUGAACCAGACUGUCGCCAGCCUUUA
+UGCUCCCCGAUUGCGUUCGACUUCUCCUGCGCCGCUAUCUCGACAAAAUA
+AGGUGUCUUGUGCCCACAUUAUCAUCAGAGGAACCGGAGCACUAUUAGCU
+CGGGGGUAAAGAAUGCAGAUUGCAUCGUUUGACAUAAGAGGAGUCACCAU
+AAAAGACGACGCGUUUUCUAAGCGGACCUGACUCACUCACGGCCUGCGUC
+CAAUGGGUAGGUUCCAAUAGCCCAAAGCGUACCAGAUAUGUCCGCUUGAU
+CAAAUAUGGCAGGGGUUGCCCUCGGAGCGGAAUGGGCACCGGUGGGAGUU
+CUUAUUCACAAAUGGUAUGAAAGCAUCCAAUGGCAGCUAGCAGUGACGAA
+UAUGCACCGUGCACAAAUCUAGCAUCGCAAGGUGUAAAAGGGGAAGGUGG
+GUAUGAAACAUAGGUGCACACACACCACGCGGGCUCCGGGGUCUCCGCCU
+UCUUCUGCCCCAGCUAUUCGUGUUCAGAGAAUCCGAACACAUUAAAUAGA
+UCCUCCCUAGGAAUUCCCACCCACGUGUGCACUACUUAAGGUCAUUGCAU
+CAUCCGCACAGUCAAAGGAACACCCGUCAAGCAUUACAACACUAUGUUAC
+CUAGAAUUCGAAGCCUGAUAUGUGCGGCCGGGGUAAAAUGUUGAUUCCGC
+UCGGGAUGUCAGCACGAGGCGGAGUGUAUUUUUCAUUGCUCUGACUCACA
+AGCUGGUCUUACGAUCGUUUUGGAGAGGUCUUAAGGGACAGAAUGUUUCG
+CAUUCAACAUACCAAGAAGAGUCACUCUUGCGGACUGUUCAAAAUGGGUA
+ACGGCAGGUCACUUGAAUCUUCCGCUCCCUUGAAGUCCUUUGCAAACAGG
+CUCGCGACCUCUGGUCGGCUUUCUAGUCCAGCGGAGGGGUAUCGGCUGUG
+CGGGAGCAGAACCCCGUAACUCUUUGUCAGCGCUAGGCUUGGUCUCUUAU
+CAAAGUCUCGGUGUUUAUCAGUCACAGGUACCAAAGCCGACCAAGAACUC
+CCAGACGUACAGCAUCGAUACACUCAAAAACUGAAAGUUGCUUUUGCGGA
+GCUUUAGUAAGGUAAAUCUGGCACUGAGAUCCGGGUAUGUGCGAGAUCAG
+UUAAUCCGGAGUGUGGCGAGACCAAGCGGAGAGCCGUCCAGACGACUACC
+ACUUGCACAGGCCGGGUGGCUGGGGGGCCACUGCCCUAAUUACGAUUCAG
+ACCACCGUGCUCGGCAUAUUUGAGUGCCAAGUAACAAACUUCCUCUUUUA
+CAACGACUGAGAGAGGAACUGGUCGCUAUAGAGUACUAGAUCUUUAUCUA
+ACAUAGUCCAGUUAGGGAAUGGAGGAACCCCACGGCAGCAGCCUUGGCGG
+GCGCGAUCAUAUGAGGUUUUCCAUUCCGCCUAAAAUCGAUAACAUUGUUC
+UGUUUUGCGUGUUUUAGGCAAGGUGUCUGGCGAAGGCAGACUUGGAUAUU
+GUUUAUUCUCUGGCCCGGGCCUGCUUGGCAACGGUGUUGUAGAAGGUAGA
+UGCCACAGCCGCACAAGGCUGUAUUCGCCUCUUGGGACGUUAUCAGCACA
+UAUAGCAGGCCAGGCGUACCCUGGGUCGUCUUCGCGUAGAUGAUGGUGCG
+UGGGGUAUAGUCAGGCAAUGCGUCACCCCCGAGUGCCUUACCAGGAUGAA
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+CCCCAUUGGAUCCCUUAGGCCUUAGUGCACAAGGAUAAUUAUCCUAUGAG
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+CCGUCUGUGGUGCGACCGUAGAGCACCAAGCCUUCUUUACUGUGUGGCGU
+ACCGAUGCGAGUGUGAGCACGCGAAACAACUACUUCUAUGUCUGGUCCAA
+UAUAAGAAAGUAGAGUCGGAGGCAGUAGCGACAGUCCCUUAUCGCUUCUA
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+AAAUCACUUGAAUAUCGCCAUUCUUUACUAGCCAUCUAAUCUGGCUAAUC
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+UCGCCUUCCGCGAGUUCAAAUUGGGACAGCGACCAUCACGUGACCCCUAA
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+CCUGGUCAACCCCGCGCGCGGUAACCUUUGGUGAUUUCGUCUGAAACAGC
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+GUCGACAGGUCCUCGGACUGAAGCGAGCACGUGGCAGCGAAAUACGCGAA
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+GUUUAGCUACGCUUUUUGGCGCCGAUCAACGUAACACACAAACCUAUCGG
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+AGAGCAGCACGAGGAAUAUUUCCCCCAUUAAUACUAUACGCCCAUGUUGG
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+CUGGCUCCUAGAAAACUUACAGGGCUACUUCCUUGAACGGCGACCCCACG
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+GCGCAGCGGGAACGCAAUAGGAGUUACUCGAGUCUUGUAUCUGGUUCUGC
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+CUCUAGCCCUCCAGUUUGCACGGGGAGGACUUCGGCUCCGGACGCCUCUA
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+UGCUAUGGAUGCCGCAAUAACCUGUAAGCUACGAGCACGUAGUAGAUGAG
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+CUAUUUUGAGUAGGUCUUUUCGAGAGUAUAUACCUAUCAGUCCCUUUGGG
+CUCUAACUAAACCAACCUGGAGAAACAAAUUGAAUCCGACGAUCCCAGGG
+UCAGGAUUAUGGAAGAAGUUUACUUGGGGUUGGCUCCUUAGUCUGUGAUG
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+UCGCGCAUAAAUUCAGUGGUUGACUUCGAUUCCUCAGACCACUCAAUCUA
+GCCGUAUUUCCAGCUGGCAGGUGCCGCUUAGCGGCGGUCAAUGAGGAGAU
+AGGCUAUUGCGUUAGCUGUUCCAUUUAAUUUUUUCCGAACAAGUCAUAGU
+CGUAGGCUGAAGACAGUGAAUUUUGCAUGAGCUAAUUGCUGCAGCUCUCG
+GAGCUGUAACGCGAGGGACCUCGACACAAGUAGGCUCUAUGCGAUCAAGA
+GUCGAAUGGCAUGUACAAUGCGUUUCGAGAGCCGAGCGCUUCUGGGGUUU
+AAGCUAAUCCUCCCUAUUUGUAGAUAAUUCGAUACCUGCACCCCAGCAAA
+ACCUCGUAGGUAGAGCAGUAUAGUUGGACCGGUACAAUCUCGUUAAGAAA
+CCAACCUCGGUCAGAGUUAUUGCGCGCAGUCUGUUGCUGAAGGGGAGUAG
+CUCGACAAACGCGGUUGUCGACAUACUGGCACGCAAGAUCUGUGUACCCG
+GCCCACGUGCCUAAAACUAGGUGAGCGAGACCUUCGAGCAGUUCGCGAGC
+AGACUACGCCCCGGGAGGCGUCAAGCGAAGGGAAAUUAAAAUGCCCGACC
+UGGAUGCCGCGUAUUUGACCGGCUCUUCGAGAACCAACACCAUAAGUAUG
+GGGCGCUCCUCUCUAAAGGGCGUUCCUGCUGGUAUCGUACCCCGCGGGAG
+AAAUUGUCUGUAACUGAUGUCGAACAGAUGCUUUAUUCUCAAUAAUAUGC
+GUAGCUUAGGGGUUGGAUAUUCAGAGUGGCAGAGGAUUGGUAUUGAGCUC
+UUUGCAAGCGACACCAUAAUGACGACGUAUCGUAUAAAGGGCUGCUUCAU
+UAUCUUUACCAACCAUGUAUCUAACUUUGGAACUUCGGAUACUGUCUAAU
+GGUAACAGACGCUUGAUAGGAAUCUAUUUGAAAUUUACCGACUGGCAGUC
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+AUCAUACAGGUGAUUAUUUCCAAGACAAUAGCAAAUAGGUGGUAUCAGUC
+CUGUAUCGCUGUACUGCUCCAGUGUUUUGACAUCAAGUACGGAACACAGU
+UAACGAUAGCGAUUGCCGGAUAUGUGUACAUUCAGAACUACAUAGCGCGC
+UCACAACGAAGCAGAGCCACCUACCGGGGCUAUCGUAAUGGGAUGUGGAC
+CAGCUCCCGACGAGCUAGGCAUAAAUUGACUUGCACCAUUCUCUGGGAUC
+GAUCUUUAGCUUGCGACCGCGAUACAACGUCGCACUCCGGAGUCAUGACA
+CCCUCAGCCGGUCCGGUUGUUUACAGAAAAGGAUUCUAACAGCGCCCAGA
+GACCAGUCGUGCGGCCUGAAGGAGUAGGAAGUAUGGUGAGGACGUGGUUU
+GCGCUGCACUUGAGAUGGGACGUCUCCAACAGCUAGACGUGGAUCACAGG
+AAAGACAAUUUUGCAAUCGUAGUCAUAUGGACCCAGCGGCUCGUAAGUAU
+CUCAGCAGUUAGCUUGUCACAAUGCACGUCAUCACCUGGCAAUAUGACCG
+GGCUUUGUUGGAGGGCCGGGCCUGCACGAGUGAAAUAUUGUCACCGUGUC
+GGUUACAGUUCCGGCCGUCAUUAGGUAGUUAUACUAAUCUUAGCCAAAGU
+GUGCGACGACUGCUAUGGCAAUCCACACUUUAUCAUGACCCUUCGGAGGA
+AACCCAUGCUGGGGCCCCGUGUACGGGAAAACAGCCCAUAUUCUCCCAAU
+CCACCAGCGUUUUAUAUUGAGAUCCCGGGUAGUUCCACUCCUAUCCAGUA
+CUGCAGGUGCAUUAAUCGCUGCGGCCAUCCCCGGCUACUAUUUACACUCG
+GAGUGCAUCGCAGAUUGCUCGGAAUUAGCCCUUUCCUGGAUCCUGUCGAA
+UCAAAGCCCAGAUCGAUACAACAUAUGUCCUAAAGCGGUGGCGCAACCGG
+GAAUGCGCGCAUUGCUGAUUACACUCUUCACAGCAUUCCUGAACACUAAU
+UAACACAAAAAAGGGGCGAUGUAAGAUCUUGAAGCCGACGUUUUUCAGCG
+GUAGUAAUUGGCCGACGGUCAACGUUUCAUAGCUUAGGCGCUUCCAACGA
+AGGAAAAUUGUGCUUAGCGCGCUCCGGCAGUAUUCACGGAUUAUGAUUUA
+GCAAGCUGUUCAGGUGGGGUCUGCUCAGCCACGCCGGUCACAUCCGGGUA
+UUGUUACGCGGAUUCUUUCCUUUCGUAUGAAGCGACGGGUCAGGUCCCAC
+CUGGCUUACGGAGAAGAGUUGCUAAGUACGUGGGGCGACGAAAAUGCGGA
+ACUAAAGUGGCGAUACCGUCUUCGACCCAUUUCGCUGGCUCUUGGGGGGA
+UAGGUAUUCACGUCGCCUGCCUAAAGUAUACCCGCGUCGUGAAAUGCUCG
+ACUAACGCGUCCCUGUACUGCGGUCCCUUGGCGAAGCCACUAGAGUGCCU
+GGGGGACGUACAGGGCCAGUCAUCGAUCCAACGGACCACCUUUAGGGUUG
+AAGUGAUGUAAACGGGCCUGACUCCAGUUGGUCUGCUAAUCUCAGCUUGU
+AUAUCCGAUGACUAUCACGCACAGUGGGUUUUGAUCCGUAUGUUCACGGA
+GAUCUGUCUAAAUUCCUAAUCGUUUUGACGCCUCAAAACAGUCUGUCUGU
+AACUCACGGGAAUAGGCAUUACGCAGACGUGCGCUACUAGGCGUCUAGUA
+UCAUUUAAAUAGUUGCGAGUAGGGCUCUUUUAGGCGUCCUAUGGCGAUAU
+UCAGCGUGGGCUAAUUGCUAGUCUAACGUGGAUAAGGUCGUGCAGAGUGG
+CUCUAUUCUUAACGGUCGACACAAAUCCUUUGUUAAUCCACGUCGGUACG
+GAGCAUGAAACAGCUUCGAACCGCGAACAGGCGAGCCAGAUUUUUACAUU
+CUCGUGGCAACAGUCACACUCCACGUAUACAAUGAGUUCUGACAAGUCAG
+CGCUAUUGAAUUAUAUUGGCCGAUACAGUCUGGCUCCCGGUCAUGAUCUU
+AGUCAUAGCUAGGAAACCAAAUCGGAUCGUUCUCGGGACCACAGACACGU
+CCGACUUGACCGAUCGACAUGACUAGCUACCCCUAGUUGUCUUCUUCCAC
+UUGGACCGAUUAAAAUCCGGGCCGUAUACAUACAUUUAACAUUCUUAGGA
+UAGCGCGAGAGGUUCGAGUGUGACUCUAAAGGCCGAGCCGUCUCGGCGAA
+CUCGGAUGUUAUGGCACUCGACAUAUUGCGGUGGGUUCACCAGCACUCGA
+UUAUCACUCCACGUUCCUCCCGCACUGACAACCCUGUAUCCAUAGGGCGG
+CCGUAACACACUGAGUGACCAUGCUGCGAGCAGCGCGCUGCAUUGGAGAA
+CAGAUGCUCGCACACUCCUGUAUGCUGAACUACGUAGUGCCGUUUAGGCU
+UGCUAGGGAUGGUGCGGUAAAGGAGAAAGUCCUGGUGUGACACGAAGGUU
+GAGUGUAGGUAUCUUACGGCUGAACCUAGGUUAGCCUCUACCCAGAGCCA
+UCAUGAAGGCCUGAUUGAGUACUCGGGUGGCUAAUGAGAUAGAGACCCCA
+GGGUUCGUCAUUCCGGCUUUGCGUUCGUAUGAUAAAAUCGGUAGUUCGAA
+GCUGUCCUAGUAGCCUCGGAUACAUGCACCCGUGGCAUGUGAAGCUUGUU
+UAAGCUUCGGGAUCAAGUGGAGACCCCCACUGCUACGGUUCAUCAUCCUU
+GAGUCCCACUUCUGCACAGCGGAAAAAGAGUCUUGAUUAUAAUAAUCUGG
+AAAGGAUUUCCAGUCAAGUUACAAACCGAGAAGUUACCGUGAUUGUGUUU
+UGAUGCCAUUCGAUUGUCGUAUAGUUCUCAGCACUUUCCGCAUUACAAUU
+UUACAGGAGCAAAGACACCAACUGAAUCAUGUUCCAAGCGUGACGCCGAU
+UUUACUGCUAACCAGCUGAAAGUAUUCGCGGAUAUGUCGGAGACUCUCUA
+CCUUAAAUCUCUGAUUACCUUGCUGAAGUCUGCAUAAAAUCAACCCUUAU
+CGGGCCAAGCGUUCCAGACGCGGAACAGGAUCCCAGCCACUAAUUCAAGC
+UAUUGGGACACCUUAGGAGGCGUAGGCCUACAAAUUCUCCCCUUCUCUAU
+CAUUUUACGGGGUGUCUCAAAGUCGCCAUCAGGCUUGGCCCUAUGAUUGA
+GUAGGCUGUUUUAGCGUUUCCGACUGAUAGGCCCCGUUCCCAGCAAUUGA
+GUAUGCGAGAUGCGAAUGCAGCUCGGACACCCUUGCCGUACGGGAUAACU
+CCGCUCGACCUUCGCCUCCCGCCGGUUAAGGAUAUUACCUCGAAAUUUUA
+GUUGCUGAGGACUAAUCGAUAAUGAUCCGAUCGUCUCACGUCUAAGCUGU
+AUAGGUACGUUUCACAGGCUUAUGUUCUUUUCUAAAUCUGUAAUGGAACC
+GAGGACAAGAGUAAGCAGUUACUGUGAGCAAGCGUCUAUCCUAACCGAUU
+GCACUCGCGGCACUCGGGGUCCCCUGCGUAGAUCCACAUUUCUAGAGAUA
+ACUAAUAAAGAAGCGGAUCGUGAAGAUUCUCUUAGGUGCACCCUAGCAAC
+UGUGAAUGUGAUACCACAGACGGGAAGUUACGAACCGGACGCCCUAUAAG
+CUCUGCAGAGGUAGCGAGUCAAGUAUAAUGAUUUCGGACGGGGUCGAUCA
+ACAUAGCGCGUAUUCUGUCCCCCACUUUCAGGGUCGGAAGGGAGUCGAUA
+UACGAUACAUCAAAGUCGAUGUUCAGUCUUAAGCAUGGACACCGAAAGUG
+AUCCGACAGGUGGUGCUAUUCCACGGUUCCCUUAUGCAAGGCGUCGUCUC
+GUAGUGAGAGGUAGCAGACCGUGAGGUUACGCACCAUUGCCCGGUACUUA
+ACACACGGAAGGAGCGGGGGGGCAAGCUUGGCUUUACGGCUCAUUGACUG
+ACAAGUCGUGCCAACAGGUAGCCCAAAUCGAUGACUCAAAACAACGCUUA
+GAAUUACGUAUAUCCAAAGGGCAUGGGAAAGUAGAGUGGCGCACCCCUCA
+CAAAAAGCACGUAUCGACCGCACCCAAUUACUCUUCCUCAAGUCUUAGCG
+GCCCCAGUGUAGUGCCCCCAGCACCCACACAAAUGACUUGGGGCCCUUUA
+CUCCUGGCUGAAAUGUCCGCCCGCAGUUCGUAAGAGAAUCCGGAUCCCGA
+ACGUACUGCAAAAGACCUAGCCCCACAAUUGGGCGGUAUCGCUUCCUGUC
+GGAGAAAAACAAGCACAUAAAGCCGUUGCUGUGCGCCGCCCGUCCGGGGG
+CCGCUCCAAGUAGACUCCAGUUUGGGUAGCUCCGCGAUAGACUGCUGGCC
+AAUUCUUGAACGCUGAAGCGUCGAGCCGACGCAUGCUGGGUUCCCAGUGC
+AAUUCUUCGAGACUAAUCGACUUUCUUAAAUAGUGGGUCAGAGGUUCACA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.ebd
new file mode 100644
index 0000000..6e5c055
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.ebd
@@ -0,0 +1,23 @@
+RF00005 AB042809.1/7700-7764 pg-1_12 2191 2255 1
+RF00023 AE001503.1/7009-6624 pg-1_12 8205 8590 1
+RF00174 AE004105.1/5235-5438 pg-1_12 20762 20965 1
+RF00230 AE007811.1/6864-6593 pg-1_12 32919 33190 0
+RF00167 AE010606.1/4680-4581 pg-1_12 11605 11704 1
+RF00080 AE012978.1/1-99 pg-1_12 31851 31949 0
+RF00177 AF050599.1/1-509 pg-1_12 2776 3284 0
+RF00024 AF221940.1/103-499 pg-1_12 6414 6810 0
+RF00031 AF333036.1/2190-2249 pg-1_12 19497 19556 1
+RF00023 AF375578.1/1-304 pg-1_12 18580 18883 0
+RF00005 AJ011856.1/70824-70908 pg-1_12 35501 35585 0
+RF00504 AL162754.2/59297-59394 pg-1_12 10065 10162 0
+RF00230 AL596169.1/50907-50661 pg-1_12 33602 33848 0
+RF00080 AL646068.1/58739-58896 pg-1_12 25086 25243 1
+RF00379 AP003596.1/272820-272997 pg-1_12 5990 6167 0
+RF00504 CR543861.1/1990073-1989965 pg-1_12 43577 43685 0
+RF00005 S64977.1/800-870 pg-1_12 40168 40238 0
+RF00028 V01416.1/43-384 pg-1_12 17761 18102 0
+RF00017 X01698.1/176-465 pg-1_12 37218 37507 0
+RF00005 X15613.1/59-121 pg-1_12 47299 47361 1
+RF00031 X53463.1/847-903 pg-1_12 10581 10637 0
+RF00029 Z00044.1/1956-1845 pg-1_12 16763 16874 1
+RF00028 Z17234.1/2424-2842 pg-1_12 36566 36984 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.fa
new file mode 100644
index 0000000..ce92bcd
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr12.fa
@@ -0,0 +1,1001 @@
+>pg-1_12
+GCCCUACAGAGAGCUAGACGCAUGAGGGCUGAAAUAUGUUCUGGUUAUGC
+AUCAGUUAGUGCUCGGCAACCUAACCAAUUCUGGUGGUGUGAUAAUGAAA
+AGUGGCGAAGCCCGAUGGGUAACACCUCUAAUUGCAAAAAGUUUGGGAUC
+UUUGGCGUGCGAAGAACUGUCCAUAUUAGUCGUGUUCACCGCCUGCUUGA
+AACAUUGGGGAUAUGCAUAUGUUGUGUGCUAUGAUUCUUGGAUCCGAGGA
+GCGGAGUAGCUUGUUACAUGGAUACCUAGGGACUACCCGAAAUUCGCUAA
+AGCCGAAUGUCACUUAGGUGUGUGACUUUAGAAUUCAAUGCUAAGAGAGA
+UCGAGUCAAUGUGUUAGAUUACAGGGUCGAUGACAGAAUCGUAGAUCCGC
+ACCUCGGGUGUCUCCACGCUAACUAUAACUGUAGCUGGAUCACACGGCAG
+GGCCUCAGGAACUCAGUGUGACAAUGACCAAGGGGGUGCAAUUAGACUAG
+GACUAGUCUACCUAACAACAAGUGUACUACCAGACAGCCUAUUUAACAGA
+GCCGGCCGGAUGUACGAAUGUGGCUGUUGGGAUGACGCGGGGACUUCGCU
+GUUGUGGGGCCAAUGAGCGUAAUUUAAUCACCAGUACAUUUUAAUGCUCG
+AACCGUAAUUUAAGCUCAGCUUAUAUCAUUUUGUCAAGCUAUUUAGCCAG
+GGCCUAGCCCGUAGGCCUUAUUCAAUCGUGGUACUUAUAUGCCCGGGCUA
+GUUGUUGCGCCAGGUGGCUCACACCAUCUACUCGAAGGGCUUACCGCACC
+ACCACACUUUAGCCUGUGUCACGACGAUGAUAUUCCAAAAAAUUACAAUG
+AUUUGCAGUAUCCGCCUGAAGCUCAGAACAACUAUCGUGACAUGUUGAAC
+ACUUGGAUUGUGCUGAGCAAGGGUCGGGCGUAACUACCGGAGGGGGCUAC
+AAGGCAGUGAUAUCUUUUGCAACGUGGCGGAAUCCGGGUCGUCCGAGGUU
+CCAAGUGUAUUUGAUCGUGUGAGUCAUCUGGAUACCGAUAAUUGUACGAC
+GCGAAUCUCUUGACGGGGAAGUCAUCAGUCCGGACGAGUGUGCCUCGCUG
+CGUUUAAGCGAUCUGUGGCAACUGCACCCAUUUUCACACAGUUCUUUUGU
+CAUCGCGUUCUGUGUUUCUCGAGGACUCUAUUCAUGGAUGGAGGACUACA
+AUAUCGGCCUACACACGCCACCCUUACCCGCAUGCGUAUGAAUAGCGCCA
+AGCUCAACCACUCAGGGUAAUCCUAGUAACAUCUUGUUAGAGCACGUAAU
+GAGCCGCUCAGCGACAUAUUCACGCAGGGUGCAAUGCCUCAAUCUUCUGU
+GUCUGUGAGUACAGGGACCUUAUGCCCGUACCCUCGGUACAGGCACCAUG
+GGCGAAUAGCCAAGUGUACUUACAAAGUCGAACGGGGAGAUAUGUCUAUA
+GACUUCAGUUUGUACUAGCGCGGCUCGAGUUCUGGUCGCCUAUUAGUAGU
+CAAUUGAACUCUGCCAUGCGUAAUUUCAAUAGUGUGGCGUGUCCUCCAGA
+UAUGCGGCACAACUUAACUACGACACGUAGGGCAAUUUCUAGCGUCAAGG
+GAAACCAAUUGCGCCACCUGCGGGGGUGACACGAGACAACGGGACACUGA
+UUUCCGGCACCACAGCGGAUAUUGCCGUGUUCCGUGAGUUCUGGGAUAAU
+CAUUACAGCUUUUGGUUAGUGUAGACGUAUGCUAAAGGUCUGGUUGACUA
+UCUGCAUUUUACAGUUUACAACAACCCACUAUCUGUAUAGUAAGCAACAA
+GUUGCAGUGCAUAAGUUAAUUAUCAGAGAUCCAUGGAGAGAUGCAUUAGG
+GAAUGGCACAGCCGUAACAAAUUCAGAUCCAGUGCGUAAAAGUGUACUCC
+ACAGACUCGGGGAAUGUCUACCAAAAUCCGGCGCAGAUCUUCAUCCUUAC
+UCGUGAGUUUCAUCCGGGUCAAUUUCUGCCGACGGUACGUCCUAGCCGUC
+UGCAGCUCAACAGCUCUAGAGAAGGUCGCACCUUAAUUACAUUGUCAAUC
+GCUUAUUACCUAGUACUCAUGGUGAAUCUAUAUCGUUGCAGAACAUCCGU
+AUAGUUCCGUGAGUAACCUGUCCCACAAUCCACGAGCCUGAUGGGUAAUU
+UCUCGUGCUAAAUUUUAUUUAAUCGUUGAUCCUGCAUUGAUCACUAUGGA
+GAUUUUAAGGUCUCUAACUUUAACUUAAAAGGUUAACGCUCUUAGCUUCA
+UAGUGCUGCGCCAUGUCUUUUCCAUAGCAUAACAAGGUAGAUGGCUUAUU
+AGUGGACUCUCUCCUCGAGAUGAUUACGAAGUGAGGCGCCUGUGACUCAC
+UUUUACUCACACACCUACUGUUUCGAUCACUCAGGUUUUGGCAAACAUGC
+GGUUGCACCAUAACAUGUCCAGUGCAAUCGCCCGAUUUCGAGUAUGCCGA
+CGCGGAAUUGACGCCGGCGACAUCGGAUACCCCUGAGCUCGUUGACGCGC
+CUACGAAGAUACCGUGCUCUCGGAGUCCCAGCUGUGGGGGAAUGGAUGGA
+AUCACGGACAUACUUCUGUCACCAGCUCGUCUUCCGUAUAACUUCGGAUC
+UGAGAAACGGACCCAGAUAUGCUCUGAGGGGUAACUAUCUACCCCACGUA
+UUAGUUUACUAGUGCUAUGAGAGUCGCAGUAGCUGCGAGAAAACCGAGAA
+GAUUGUGGGUAAUUGGGCGGUAACACGAGCAGUAAAUCUCCACGGGAACU
+GCCUCGUACAAAAAUGUAAGACGUCGGUGAACGCUGGCGGUGUGCCUAAG
+ACAUGCAAGUCGAACGGGAUUUGUGGUCUUCACUAAGGAGGUUCUCUUCU
+CUUUAGUGAAGAUCGCCAGUUCAGUGGCAAACGGGUGAGUAUAAAAUAGG
+AACGUACUUCGAAGCGGGACAUAGCCCCUCGAAAGAGGGGGUAAUUUCCC
+AUACGCCUACGGGUGAAAGACGCAAGUCACUACGAAAACGGCCUAUUUAC
+UACCAGCUAGUUGGUGAGGUAACGGCUUACCAAGGCAAUGACGGUUACCG
+GCUCUUAGCGGAGAGUCCGGCACAAUGGGACUGAGACACGGCCCAUACAC
+CUACGGGUGGCAGCAGUUAGGAAUUUUGCGCAAUGGACGAAAGUCUGACG
+CAGCGACACCGCGUGGAGGAUGAAGACCUUAGGGUUGUAAACUCCUUUUU
+AGCGGCCAUGAAGGCCACUAGAAUAAGUAGCUACUAACUACGUGCCAGCA
+GUCGCGGUAAUACGUAGGCUACAAGCGUUACUCGUUCGAAAGUUGCUCGA
+CACUCGCGCGUGGAUGACAUCUCUCUAACAUAAACCGACGAACGCAAGGG
+AGACUUAGUACAACACAAUCUGGAAAAGCCAGUAGUGGUGUCGAAUAUUG
+UGCCAUCAUGCCCGUCAUACCGUACGGCUUGGAAGUAUGAUAUAACUCAG
+AGUGAGGUGAUGCCCGACAUUAGGGUGGGUGGAACAGAAAGCCUGUUCGA
+GUAGCUGCCUGCACGGUAGCUUGGUGAGUAACCUGCAUGGUGACGUGCAG
+AGGCUAGCCCCGGCACCUUAGCAGCAACCACGCAGCCCAGCUACAUUCAG
+UUACCUAGGCACUAGGGUAUAUAGUAGGUGUGCCACUUUACGCUAAAACU
+AAAGAUAAACCUUUCCUCGAGCAGGAAAAUUCGAGACGAAGUGCGUAUGG
+GCAGCCAUAAAUGAGUGAGUGCUCCUCCCGAGUUGAACCGCUAACGGAUU
+CCUCACUGGAAGCCGUGCGAGGUAGGGACCCCGUCCUGAAUAGGUAGCUA
+GAUACGUCCUGUAAUUACAACGGCAUAUUUCGCCGUCAGUCUCUUACUGU
+AGGGGUAAGGGCCCUAAUUCAUUGGGUAGAUUUCUUAUUGGUUCUCUUGU
+UGUCUAAUGACCUUCUUUUCGUUGUGUUCUGUUAUUGGUCACAUGCCGAA
+GAUGAACCCGGGUUGAUGUCCUAGUCUGCAGACGAAGGGCCCGUCUGGGG
+AGAUGGGAAGACGUCGAGACGCGCCAAUGGAACUACGUAACCUCUAUACG
+UCUUGGCUCAAGUACGUCCGCUCCUUCGCAGGCGGCGACCUCAUCCGCAU
+AAUGAGCCUACGUACAGUGGCGUAACCUGGACCGCUCCAUUGGUGUGGCU
+UGAAUACAUAGCUGCGGGACGUUUUAAAAAUGGGGGAGUUCAAAUAUCCU
+CUACCACGGUGUUGCAAUCCACGGCGUGCCUUCGGCUCGGAUGCAAGAAU
+GUCGAUGGGUUGGGGUUUCUCAUAGGGACGCGGCACUCCGGAACCUAACC
+CUCCAGACAGCUAUUCGGUUAUCGAACUUUAUGAGUUAGUAAAUUACUUG
+UCAAGGAGGGCUACUCCGCAUACCUGCUCGGCCGCGUUAUGUUCUGCAGA
+GCCGCCCCCUUCAACCCCACUAAUCGUUGGGGUUUGGCGUCUCCGGAUAC
+UUGAUACUGUACGGUCUUCCAGUCAAUAAGUGUGUCACAUCAGUCUCUCC
+ACCGCCUUCCACCGGUCUAAUAAAAAAUUUCUAUGGUCAACUAUCCCGCC
+CUUGUUUUUCGUGAAUACGAUGCCUUCAACGAGAUUCUGGGUAUUUUUCU
+UACGUGGUGCGGUAUUCAAGGGAGAGUACGCAGCCAUGAAUGGAUGAUCU
+CCACUCUUAACUAAAAGCUCGAUAAAUAGACUGUGGACGAGUGCCAGGAG
+UAUCAUACGAUUACUUAAUCACCCCCGCAGCUCCUCAGGGAGGCAGCUUA
+GCUCUUCCGGUACCUUUCAUCAAGGCAAACAAUAUGCAAUUGGGGUGUCU
+AUUUUCAGAACCCCCCACAGAACGAAAUACUAUUCCACAAGAGAAGUGGG
+AGAAAAGAUGCACAUUCCGGACGUGGAAGACUUUCACCCGCUAAGUUGUG
+UCGUCCUGGAAUGGCAUGCCACCGUGUGUGUGGUGGAGUACAAUGGAGAC
+GAUGUCGUACUAGUUCCGACAUCCGCCGUUUGUAUUGGCACGAGUUGCAG
+CGUUCAAUCUACGUUCCGGGGUCCUUCAUGGCAUCCCGGCCAAUAGACUA
+UGGUCAGUAAGUCUAACACGGUUCCCCAGCAGUAGAAGAUUGAAACUAAC
+UUUAGGGUUGAUUUUAUCACACCUUUCGGUGGGUCAUAGCGACUGGUGGC
+UGUUGUGGUUGCGAUGGGUCGGCGGCCUAGGAACUAACGCAAGGAGCGUG
+AGGGAGCGUCCGUUACCUACUUGGACCUUCGUUGAUGCGUGGGCCCCUCA
+CGAUACGUACUUCUUGUCGCCACACGCAAGUUAACUGGGCCGUUUCCAGG
+GGUUGAUAUUUUCCCCAAUAGUUGUAUGUAAGCAGAGUAGCUUGCGAGCU
+CUCUUCCCAAAAACUGUAUGUGGGAGAAAAGGCACCUAUUCUUCGAUUAU
+ACAAUUGGACGGCUAAAAAAUCGUGAAUAAGCUAGCCAGGAGUUCGAUUA
+ACACCUUUCUUUUGGGGCCGGGCGGUGUCAUGCUGCCUAGAUAAUCUGCG
+UACUUUGUACGGCCAAGGUUUUCAGGCCAGACACACUUUUUUUCAAGUCU
+UGCUAAUAUAAGCAUAGACCAAACGUUCAAAGCCCUCACUCAUCAGAGGU
+CCUGCCGAGCCCUAAAAAGACCCGCGUCACUUUUUGUAAAGGCGUUUCAC
+UCCCCGGAACUGAUCACGCUGAAUAAUUAACAAGACCACACACUCGACUG
+CUAAUUUGGUAGGCAUGGAGACCGGUAUUACCAACCUUUCUGUUCUUUGU
+GGUUGGCACACAUGCAACUGAGUUGCUCUUCUACUCGAUUUCAAGCCAUG
+UACUACGAUCUAGCUCGAACGGAGGCCGUGCCGGGCCUGUAAGUUCGUAG
+GGCGAAACCGUAGAGGUGAGAUAACGACUUGUCACCAACAAUGCGGAGGC
+GCCCCACCACAGUCUACACGUUUAUUAUAGGGCGCCGUAUUCCAUGAUCG
+GGCGCACAGAGGUACGCGACAUAUUUACUAGGUCGGGCCAACACCUAUGU
+GCAGGGUUGAAGCUAGGAACGGAGGAACCAAGUUUGGGGCGUAUCUGCCA
+AAAAAGCUGAAGCUAAAGUAUGAAAAAGAGAUUUCAAAUUUUAGACUUAG
+AGCAUUUAGAGAAGGACAUCUCUCAGUCCUAGCCCGUCAGCUAACUUCGU
+AGGCAUUGAGAGGAGAUCUCUUAUUACGAGUCCCCGGCGGAUUAGGCAGG
+AGUACUGAUAUCACUCACAUGAGAAAAAAUUUAUCGCCCCUGCCCCUUUU
+CGAGCCGGCGGUUGACGACACUUUUAGCGGGCCCACCAACGUUGGUUAUG
+ACACUAGGGGUACUCCGAGGGGUGGUUUUCCGUCGGUCCAAAAGAUCGAG
+CAUUCUAGGAGCGCCUGACGUUGCCCGCGAGGGGUAUGAGCCUCUUGGGC
+AUAAUUCUAGAACCCAGCGGUAAUAGGAGAGUUCUAUCCUUCUAACCCUA
+AUGCACAGACCCCUCGCUGCUCUUCAUGCUCGUUGUUUUUCUCGCUGACU
+UUCAGCGGGCGAAAGAGCAAUGGAAGCUCAGGACUAAAAAACGUCAGCCG
+UAGGCUUUCCUAUAGCCGCAGGCCUGCCUGUCAGUGUGCGCGGCCUCUGC
+UCGCAAUGUCCGCAGCGCCUUCCUAUGAGGCCGCAGUCUGCCAAUACCCC
+GGGCAGCCGCGAAGAGCUCGUCUCUGUCAGCCUUUGGCGCUGCGGCGGAG
+UGGGGGAGGCCGCUGAUGGCAGCUGAGAAUAAAGCGAGCCCAGCUGCCCC
+GCUCUGUUCCACUGCCCCUGAGCUGUGGGGUUGGUGAAUUGCAGCAUGGC
+UCCGACAACUAGUUCCUGACAAGAUCGUGAGAGACAAGACGAGGACCUAC
+UAGAUCCGUUGCCGAUCUCGCUACUUAGGUUUGGUGAUUGUUCACACUAG
+CUAGAGUGGGUGCUACCCAGCGCGAGAGUCAAGUAAAAAUCUGAGCAGCA
+CGUGGUUGAGAGUAGUAAGGUGGGAACAGAAGAUUCCGUCUAUGCAACGG
+UCGCGAUCCCUGAAUGAUUCUUGCGGAACACCUGGAGUUUCAGACAGUCG
+CGAAGCAAAGGCUACGUAACAUCUCCAGUAAUAAAGGUUGGAGAAAAUUC
+UUAAACUCAACGGCCCACGUGUAAGGGUUUGCAAUUCUUCUGAGGUGGUC
+GCCGCAUCCGUGGUUGUGAGCGCAUGCGUAUGACCGUUGUCGGAUCCUCA
+CCCGAGGGAGUUGGGAGAUGAACACAUGACGUUGGCAAAAGCCUGUACUG
+CCAAUCAGGUGUCUUCUACGCGCCCAUAAGGUAGUAGCCCGCAGCCUUGC
+UCCGAUGACCGACUCCGAUUUGUCGCUUAAGGAACCACUCACCAAAGUUC
+CCGCGUCAUAAUCACUGGUUGGUCCGCUCGCUCGCUAGUAUUAUCUAACC
+GGGACCCCCAAUACUAUCUCGGGUGUUUCCGGCGAGCAGUGUCCGUCCUU
+UGGCCGCAAAAGACCAUAAUAGCUUGGUUCCUACAUGAUCGCGCGACGCG
+AGCCCAAAGGGACUGUAUCGCGACGUUAGUCCCUGGGCCAGGUCGAGCCG
+CACUCACGCAGAUUCUCCUCUACGAGGUAUCCAACAUCAGUUCUAAAUCG
+UCUAAGACUAGAAAUGCUGUUGCUGUCGCGGAGGGAGGCCGCCAGGCUAC
+GACUGCGUUCAGACUGCGAUGCCUAAUAAGCACCAGACAGUUUUACCCCU
+UACUUUCGCACAACUGACGGAAUACAGCUUUUAUGUGAAGCUAGCCGAAG
+GCAUGAGAUACUGAGUAAGCUCUCAGGGGAAUCAGGUGCAUUACCGAGGC
+AACUGAAACGGGUAGGGGAACAGUCGUGGGGCCUUGUUGCCUCAGCGUAG
+AUGGAGCGAUGUCACGUGUGCGCCGAGCCGUGCAGAGGAUUCUCUCUUUG
+CAGUGAAACCGGCCUUCUGGUGACCGCCUUACGUCCUAUCGUACGAUUGA
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+AAGGCAGAAUCUCGACCCUCGGGAAGGCGGAGGAGGGACAGAGAACGGUA
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+CAGACACAGCUCAGCCUGUGGCCCCAUUAAUAUGAGAUGAGUGUAAGUAC
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+UAUAGGAGACAAAAUAGAUAUCCUGACGGCACCCUGCCUCUUCAAACGCG
+GCUCUUAUUGUUCCUUUAUCUUGGACACCACAGCGCUAAUUCAGAUGCGC
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+CCCAGCUCAUUAAUCUGAUUGGGACUCUCGCUUAUGACACUACGAGUGGG
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+CCUUCUUCGGACGCCUUAACACCUUUCGGGUUAUCUCAGUUCUAUCGGCA
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+GCGUUGCUGCAUAAUUGUAUUGUUAGGCAGCAGAUUUAGGGUACGUCAUU
+UCGGGGGUCCACUGUCUAUAAGCGUGAUAAAUUGUAAUAUCGAAGAGCCA
+GCUGAUGGAAACGGCAAACCGAUGGCCCGCGUCCUACGGACUUUAAAUGU
+AGAGAGGCCUCACAUGGCAGAAUGAUCUUCCCUCACGCGUACCACGGCUC
+UAGUCUAUACUGAACGCACGAGGUGUGAAUUUGUCCGUCCAAUUGACCCU
+GGCUGAGUAAUGUCCCAGAAUUUGCUGCGGGGGGUGUAUACGAUUCACGA
+GGUUUUUAAUUUUUCACUGGCCGCCCUACCUGGUGACAAAGUCCAGGUCU
+UUAAACGAACUGUCUUCAAGUUCAAUCAUGGGCAAGCGUCGCCUGGAGAC
+UCAUUCAACAGGCUGGACUAUCAGCGUAAGCUAGAUCAGGAUCUGCGUUU
+CGUCGUGUUCUGCCAAGGUCUAUGCAAAUCAUUGAAUCAAAUAGCGGCUA
+UGGCCGCAGGCGGCUCGAAAUGAACUUUGAGGGGGAGUACCCACGCUUCC
+CCGGUAUUACUUACUACGUUAUACCGACCCAUGUGCAGGUCAGCCGGGCG
+GCUAGCAACCCGGCGGCGUGUAGCAGCUAGACUACGUACUUGAUGCAGCC
+CACCUGCCUUUAAUUUUUAUUACCGUCCCAAUAAUCUCGGUAUCCAUGCA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.ebd
new file mode 100644
index 0000000..520ae3c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.ebd
@@ -0,0 +1,32 @@
+RF00023 AE001939.1/5041-5389 pg-1_13 25418 25766 1
+RF00168 AE006448.1/6071-6253 pg-1_13 357 539 0
+RF00174 AE012818.1/1974-2213 pg-1_13 26998 27237 0
+RF00101 AE015163.1/5083-4833 pg-1_13 24211 24461 1
+RF00167 AE016809.1/202496-202595 pg-1_13 7829 7928 0
+RF00174 AE016934.1/49817-49625 pg-1_13 30925 31117 1
+RF00230 AE017038.1/176480-176232 pg-1_13 23569 23817 1
+RF00009 AF186232.1/1-262 pg-1_13 16025 16286 1
+RF00080 AF270169.1/2621-2476 pg-1_13 41583 41728 0
+RF00023 AF375582.1/1-319 pg-1_13 13657 13975 0
+RF00005 AF396436.1/47447-47513 pg-1_13 7373 7439 1
+RF00213 AJ543325.1/2-85 pg-1_13 7288 7371 1
+RF00023 AL139078.2/71393-71035 pg-1_13 17049 17407 1
+RF00017 AL354512.3/23429-23155 pg-1_13 44501 44775 0
+RF00174 AL646070.1/4253-3997 pg-1_13 12322 12578 1
+RF00080 AP002564.1/66699-66838 pg-1_13 5881 6020 0
+RF00174 AY033235.1/252-496 pg-1_13 19977 20221 1
+RF00031 AY060611.1/560-627 pg-1_13 8240 8307 0
+RF00028 M22563.1/302-518 pg-1_13 6906 7122 0
+RF00066 M26277.1/1-56 pg-1_13 15131 15186 1
+RF00169 U06833.1/215-133 pg-1_13 29610 29692 1
+RF00010 U28088.1/1-355 pg-1_13 21041 21395 1
+RF00017 U40756.1/3688-3391 pg-1_13 24734 25031 0
+RF00177 U91338.1/25-622 pg-1_13 42092 42689 0
+RF00012 V00190.1/62-269 pg-1_13 30560 30767 0
+RF00005 X03240.1/6071-6134 pg-1_13 28142 28205 1
+RF00002 X53361.2/1206-1368 pg-1_13 2910 3072 1
+RF00028 X55026.1/23712-24006 pg-1_13 8781 9075 0
+RF00031 X84742.1/5239-5302 pg-1_13 32739 32802 0
+RF00031 Y11111.1/1260-1324 pg-1_13 14349 14413 1
+RF00028 Z17234.1/4409-4687 pg-1_13 1918 2196 1
+RF00163 Z69690.1/342-390 pg-1_13 26337 26385 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.fa
new file mode 100644
index 0000000..bbb788c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr13.fa
@@ -0,0 +1,1001 @@
+>pg-1_13
+AAAGAAUUCGGCUGAGAGUUGCUCCUGGACGUGAGUAUAUCGGGGACUAU
+CCCCAUCACGGUCUAUACGGGGUAAGUCGGGUCUGCGACUUUAGAAUCCG
+GCAAGCAGAAAAUAACAUCGCUCUUAGUUUGGUUCUACUGGAGAUGAGUG
+AGGAAUAAUUCAAUGGCCCACGGGCCCUCCACCCCCUCAGAAUGGUGUUG
+CAUCUCGGCGCACGUCUCGUCUGAAUUUAGGAGCUACAUGUAAUUUUCCG
+CAUGACGAGGGGUCUUACGUAUUAAACGUAUUCGUACCAAGGUCAUCCUA
+CACCGUUAGUAUGUGGCUGUGUCGCCCCAGCGAGAGUGUACUGUAGAUAA
+GUCUAGCACAUCGAUAGAGGUCGCAACUGAUAUGAAUCUACGCCGAGUUG
+GAGCACAACAAAGACGCGUAUUUAGAGGAGGAGAGGUUGCCGAAAGAAUU
+UUGUUGCUCAGCAAGGUUCUUGGGCUAGUGAGAAAAACUCACUAGACUGU
+CGCAAAUGGUUAAUAACCAUGCGGAGGGCUAUUCGUUCACCGUGUGUUAG
+GUUCGAAAAAACCGUAUCGCUGGUGGUAUUGAGCAAUCGUGUAGAAGUCA
+CCAAGAAACAGGGAUUGCACGAACGUCGGUAAUGGGCCAUGGCCGUAAGC
+CUACAACGUGUUUGUUAACUGGAUGGCCAUUCGCGGCUCUAUUGAAUGGA
+UUCGAAUAGCGUCGCAACGGGUCGACUUGGCCAGCGCCGAGCAAGGAAAU
+UGUUGGCGGCUAAACGGCCAUCCCGAGCAAACCUUUCCCUACGUGUUCGU
+GUAGUUUGUAAACACAACCUCGCUAUGGCAAUCUUUGCCACCCACGCCUG
+CCACAGCACUGAAAAGAUUUGGCUGUCGUCAUAUUUAAGGAGCCAUCUAA
+AGUUGCCGCGAAUGCGGCUCUUGAAAGCCGUGGCGUCGACGAACAUCUUG
+GAUGUACAAUUUACUGCAACCAAGAGCUCCUAACCACCCGGUAAUACCAG
+ACUGUACACACACUAAGAACCCAAAAAAGAUCGGGAUGAAUGCGUACAGA
+AUGUCAAAGAAAGGUCGGAUAUUACAUUUGGUCCAUUUUGAGUUUGAAUC
+ACACAGAACAAUACUUGGUACCUUGGCGUCUAGUCAGGCACCGGUUCUGU
+AAUUAGGCACGGCCGGGGGGCGCCCGGCGACCUAUAACCACAAUGCAUCG
+GCUGAUAAGAAGUAACGUACACACUCUAGCAUUAAUUACUUUAGAUGUAC
+CCAGGAGAGAGCCAGUUAAGCGCAAAAUACUCUCGCCCUCUGUCCCAAAA
+UGGUGUAACGACGGUCGGUGAAGUGAUAUCAUUAAUAUAUACCGCGUCCG
+GCUAGCCACAGGUUCAGUUCUAUGCUGAACGCAGCAGGUCAGGUCGUGCA
+CCUCUACGUACCCCGGGCGGUCUGGAAAUCGUUCUUCGGUGUACUCGAUU
+UCACACCUUAAAAAGUUAUUCUUCUCAAGCGCUCAUUAGCUGCAGACGCG
+UGAGCUACACUACGAUGUAUUCACGAAACGAGCAAACGAGCAAGUAUAAC
+ACGUACAAAAAUGCACACUGCCGGUACGGGCGCUGCCAAUUGCUAUGUGU
+GGACUUUGCCCCCAUACACGGAGCUACUUUUACCAGCGUCUGCCACAGGC
+UCCAUCGGAAAGUAAUGAUCCUACCGGUGAAAAGGGAACUAGCCUAUGUG
+ACUAGGGAGACCUUCGUGAUCCAAUAUCAGGCCCCGAGUCAGCUGACUAC
+GAUGUGUAGGCCAGCCAAUUAAGUGUCCUGGUUUCGGUUGAUGAUUUGCG
+AGGAACACGACGGAACAAUGAGUCCUCUCAUUCUGCGGGAACGUCGUCAG
+GGAGACUCAAUUGUGCGGUACUCGUGCCAGUGUUGCAAAUACUCUCAUAA
+CCCUCGUCGAAUUGACGCAACGUGUUUCCACGUUGCUCAGACUAUGUCAU
+CAUCUUGGCCAUAUUUACUUAAGCGGGGGUCUAAGUAAAUAUCAAGAUGU
+CGGGCGCUCGUGGCGAGAUUAUUUGACUGAUUUACAUCACUCGCUAGUCG
+UUGAACGUGUACAUCUAUUUUUAUAUUAAUAUCAGUCGAUGUAAUUCGCU
+GCAGGUUAGCAUAGCGUUACGCCUUAGCUUUCAUGCAAUUCACCCAAUGU
+UAGCCCAUUAGUUGCCUAAUAGGAGGCCUACAACUAAGCCUGGACAGGCG
+CGCUAAUCGCUAAAUGGGCAGACCAACCCCUCGCAUGCACACACUACGAU
+GGCUAGACGUAUUCAGUGGGUCGGUGGGGGACGUCUUCCCCAGCGGCAUC
+UGGGCCGACACACCACUUACCCUCUGUAAUAAUUUCGUGGAAAGGGAUAC
+GAUGCCGUUGGGAUAGGUGUCAAAAUCUUUGAGUCUACCGCGCAGUUCUU
+GCCAUCACUGGUUUGAGGGGAGAAAGGGUUAAUAACCACGACUCCCAUCU
+CGACUAUUGUCCACAAGGAAUCUAUUACGACUACGGGCCAUACACCCAGA
+CGUGAUCUUAGCGGAUAUGAUAUCAAAUACAUCCCGUGACAGGGCUUAUA
+GAAAACCUUGUGUGAAGCAGGUAUUUGGUUCAUAGAACGAGUGUGGUUGG
+GCGCCGUACGGAUUUCCGAGUACUUGGCGAACCAGCUUCUGAUAACGCAA
+CUUUCCCGGCGACUCUGAAUCUCUCUCCUUAUCCGCGACUGUGUAGGUGA
+AAGAUUCGGGUGUAGAUUGUGCCCGACGUCUUUAGUUUGGGGCUGGCGUC
+UCAGAUUAUGGGAGCGGGGGCGAUGAAAACCAGUAGAAAGGAUAACCGAC
+AAUAAUCGAUGAAGUUUUAGCUACGACUUGACUUGGGAAUAUCGAGGCGA
+UUUCAUUCUCGUCGGAAUAGGAUGGGCCUGGCCCUCCCCCGGUGAGAAAG
+CCAGAUAAUCAACACUGGCGCACAGGCAGCUCGGGGGGGAACCCCUUGCU
+GGCCAGUUGCGUUCGAAGCUGUUCCUUUGUCCAGAUCACAAGACUCUGCG
+UAUCACCGAACGUAUCGCAAGGCUGCUGUGUCCUUCCUCAGAACCUGGGC
+CAAGACAUCCACCACAACAGGUACCUUGCUCGGGAGUCGUACCAUGUAUU
+AGCCUCUAAUUCGUCAGAGUAGGCGAAAAUCACAUAAGUUCAGGAUACUC
+AGCGACUCAGUUAGUCAAUUGGAGAAUAAGGUACACGUUCUAGCAAGCAA
+GCCCGGUCGUACCAGUAUUUCGUAUAAGUUCUAUACUGGGUUCUUAUAGC
+ACGUCUUCGGCGCAACUUAUCAUCUGAAAAAGGGUUGAUAGAUAUCACCG
+GGCGCAGAUUUGAGGCGCACCUCAGGCAAUUAAUCUACGAUCCGUGUGGA
+CGGGGCUGGCCCCAGGAGUGUGGAUGAAACUUCUCUUUAGUUCAUUCACG
+UAGCGCACUGUCCCGGGCGCGCGUCAUACCUCGCAGGCUCGGAAAUUAAA
+GUCCCCACGGUUUGACAAUCAAAGGGGAUUCAACUACCCGUCUGAUCGAG
+GUCAUGGGGGCGAUAUGCGGGCCAUCACCGGCCGCACCCGACGGAAGGGU
+CAGGGGCAGUAACUCGUCUUAGUUAAACGUUGAAGUUCAGGCGCAUCUCG
+UCCUAAUUUUAAUCCGGAGCGUACCGAUGGAGGACAUAUAGUUAGCUUAU
+ACUGACAUGGAGUGAUUCGUGUGAAGUUGGUUAGCACCCCACCGUGAUAU
+GCCAAGCGUCCGGCGACAUCGCUAGUCCUCCAACUCGAGCCGCAGUACAU
+CUGCCACCCCCUAACUGUAUUCCUGAUAACCCUUUAACAUAGCCAGACUC
+GACCGGUAUACCGAUUACGAACCUAGGUGUCCAUCCCUACUCAGGUUCUG
+UCGCUCCUGUUGUGGAAACACUUACAGCCGCGUUAUUAUGACUGUCAUGA
+AGGCUUGCAUCUAAUCGCCUACAUAAUAGUUGGCCUACGUGCUAUGGGGA
+UGUAGGCGUAUGUUUUCGGAUGUAGCGAGUCAAGGACAACACUCGGCAAC
+CCCCGUCCAGGUCAACAUUAACCCUCUUGUCGCUGACGGCUUCUCCGCAU
+ACAUAACCGACUAACUGCGUGGCCUUUCAUGGCUUGCCCGCGUCUAUUGC
+UGACAAUAAUGUGUUACUUCUGUUUGUCAAGUCGACUUACCUCGUUAGAG
+GUGGUCACGAAGACAGUCUCUUGGCCACGCAGAGCUCAAUCCCCAGCAAC
+UAGAAGCCUGGACUAGACCAAACUCUGGGAGAAAGGUGGGUCAUCGGCGC
+GUGUACUCGAUAAUCUGGCCCCUGAUACAACCACCUCGAGUCAUCUUUGC
+UAGCUUCGGUUCCGAGCUACUUAGGAAAGGCGUUGCUAUAGUCUUAGGAG
+AGCUAUUCUCUACAGAUCGUUGUUUCUUGAGGAGGCGUCUAUGUUUGGGG
+AAAACUAGCCACGUUCCACGUAUUCUAAGACUUUCUAUCGUUGUCGCAGA
+GAAUGGAGUGUUCUGGGGGCAGGAUUCAAUUCGGCCCUGGGCAAAUAGCG
+CUCGCGCUUCUUGCUCUCUCCUAAAAUGAGUGUGGAGCUUGUAACGCGGA
+GAAUGUUACGUCCGAUAUUCAUCGCACCUCACCCUGCGCCCAGUCAGGAG
+CUAAUCAGAUCGGGUGGAAGAUACUCACAAGUAAAGCCCUGUAUCGGAUA
+GAAGCCUCCAUAUGAAUCGUGCGGCACAUCAGGGCAACUGAACAGCUACC
+UUGCUCCCUGCAAUGGAUGUAUGUGCUUAGAACUCCCUUAUACAACUGUG
+CACUCCGUUCUCAUGAAACCGCGCAAAGGUCACGACGCGGGCCCCUGUAC
+GCGUCGGGAUGCGGGAUGAUUUCAUUGGCUGAAUUAUAACCUUGAAUGCG
+GAUGCUCGGAACUGUAUGGCACCUAUCCGGCGACCUACGUGUGUUGGAGC
+CAAUUAGUUCUUACGCUUGCGACGAGUGGGUAAUUUAAUACUCGUGUACA
+CGGUGAGAAUGUUCCACAAUUCGAAAUUGUUGGAAACUCCGCUAACAGCC
+CCGCACGAAGCAUAACGUCUGACAGAUCCGAGGUGUGCAAUCACGAGCAA
+ACGGAAAGCGCGAGCACCCAGAUGGAGCAGAAUCAAAACAGUUGAACAUA
+GUUUUGGUGCAACUUCAUGCUGCAUAUCCCGGGUCUUGCAGCUUCGACUG
+GGGGUCCCCAAGUUUAUCUUCGGUUAUAUGUCAGAAUUCAACAGACUGGA
+CAUACGGUAAAAAUCCAUCAAUUAUGCGGACGGGAACUAGAUCGAAAGUC
+GUCAGUUGGCUGAUCGGGGGCCGCGUCAGUAGGCGUAGAGUACAUAUGUU
+UGCUCGACUGUUACAAUUUCUACCACACAGGCAGGUGAUAGACUAUCCAC
+UAUGUUGUCCACGAAUCCUCACCACGUUUGUGUAAGGCUUUGCGUGUAAC
+CUGGUCUGGCACGCCAUUGAUCCCCACCCAUAAAACGAAAAGAACCUGAC
+CGAAGUUCCCCUCACUGAACUUGAUCUCCCCUGGCCAGGCUAGCGGUGCU
+CUAGCUUUAUUUAAUACACGAGUAACAGACAUUCAAGGGGACCGGUCGCU
+CUUAUGGGCUGAUAUUGAUGCCGAUCACAAGCCAGGUGACUAAGCUUUUC
+ACUGAAUGACCAAUGACAGUCGGGCUUAGUUUGACCCCCCGUCUAUCAUG
+CUGUUAUAUUGGACACCCAUUAGAGGCGUUUAAAAAGCACUCGCAGUGGA
+UCCUUAACGAACGCCUGGCGUUAAAGCGAGCCGCCGUUAACGAAGGUUCA
+UCCAUUCUGCAGAGAGGCUAUCGCACAGGCCUAUGAGGCGCAACCCUAAG
+CUUUUGAAUACGCAUAUACCACGUGAAGACAUAUAUAAUUUCAACCUUUA
+UUUGUGGAUGUACAUAGGGAGUAGCGACGGGUUACCUGCAAAGGGGAGUA
+ACUUCAUUGCCGGUCGAUCGUCAUUACGAUGUGUGAAAAACCACAUCCGG
+UCACCGGGCAACCCGAAAGGAAUACGCAGACGUAUUCCUUUUUUGUUGUA
+AGUGAGACCUUGCCGGAAGGAUCAGAGUGGGCGGCAGUUAAAGGGUCGCC
+CCUUCUGGUAGGUCGCCAUCAGUGCGCUACGUACAGUCGAGGAUUGCUCG
+AAAAUGGCAUGUUUAAAGAAGACUCGCGGCUUCCAAUGAGCGGGGUACUG
+CUAGAACGUACGAUAUCACUUCGGGAUCCCUACAGCUCCCCGCGGAUAAU
+GUUCUAAUAAAUUCUAUCACUUGCUUAGCCUAGUAUGGGCUGCAGCCGUU
+UGUAGGCUAAGUAGCUUAAUAUCCUACCAUCUCGGUUAAUUACACUGCCU
+UCGCCGGGUAUGAGCUUUCCAGUGAUUGACGGUCGCUAAUGACUUGACAU
+AUGGGGCGCCGUCCCUGCAUCCAAGGCACAGCCACAUCCGGGCUCCGCUG
+GACAGUCCGAGAACAGAUCAAUCACCAAAUCAAGGGUUGAGACGGCGCUG
+AGCUGCGUUAGAACUUGUCUUCAGGAAUGUGUAUCGUCAUUCGAGCGCUG
+AUGUACGAUCCAAACUCCCGCACCGUUGUUGGAGCCGCCUGCACUCUAAU
+UCCAGGGGUGACGGUCCUCUGGACCUAAAUGCAUAACACUUGUGUCUCGA
+AGCGCAUCAAACGGCGCGUAGGACGUUGGCGUAGCACGUGCAGGAUGGGG
+AUCUUGGGCAUGUCUGCUGCAAUCGGCAAAGCGCUCUAUCGAUAAGGCAG
+UGGCAUCCCGGCCAUUGUGUUCCGCCGACAAUUACGUCCCUGUGUCAUCA
+GAUAUACGAGAGUCCUGCAGAGCUGCGGACGACCCAGUCCGCAAGUUAAG
+GUACUGUUGUGAGAAACCCGGUAAUCGCGGGACUUGCAGGCGACUGUCAU
+CAUAUACAAACUAAGCUAGCUGUGUGUGCGUCUGAUCCUACUGGAGAGCU
+UUGCUCAACGGACUUAAAAAUUUGAGCUCUUAAUUAAGAAAUUAUUAAGU
+UGCAAACUCUCAAAUUCAGGGAAACCUAAGUUAUUUUUUAUUUGUUUUAA
+AUAAAAAAAAAUAUGGCAAUCCUGAGCCAAGACAAAUCAUUUUGUAUGGU
+GCAGAGACUCGAUGAGAGUUAUCCUAACAUUUAUAAUGAGGAUAAAGGUA
+GAGUCCAAUUCUUUAUCGAAUUUGCCAUAGUACCGCGGUAAGCCAGGAUG
+CGCAGGCAUAUCACUCUCAUAUACUUACCUCCAGCUGUUUAUCAUUAAGU
+CCGCGGGAUUGCUCCGCCUGCGUUGCCCCUGCCCUGCGGGCAUGUUUAAA
+CUCGACCAAAUACAUCUACGAGGAACCUCUGACGUAGCUGAGUUUCAGAU
+AUUCAAAUUCCACACAGAAAGGCCUUUCUUUGCCUUCAGACAGGGAUAAC
+UUGAAAUCAUCAUGGACUCAGAAGCCACUUUAAAGAAUCGAACUUUAUAG
+UUAUGGGAAAUGAGCCCACACCGGAACCAUCCAAGCGGCCGAACGUUCCG
+AUGGACCUUCGGACCGAGCUAUAAGAUUUAAGGUACUUCCCAUCGAUUGG
+GGGAGUCAGUCGGGCGUAUGCGCGCACAAACCAGGACGAGUCAAAGAUCU
+CAUUUGAUGAAGUACCUUUGUCAACCAUUUCUAUGCCUAUAGAGUGGGGA
+GUGUCGCACGAGCUCGCCGCCCCUGGGACUCGGAUUUCUUACAUGGGAGG
+GCAUGAGCACGGUCACCCCCCCACGAUUAGCACUUCGCGAGUGUUCUUCC
+AACAUGGACGACGUGACGGACUUCCCUCGUCCUGCGCUUUCGGAUUCUAG
+GAGUGCCCCUAUAAAAGGCCUCCCAGCUUGAGACAAUGUACCCGGAGAAA
+CAAGCUACAAUUGAGCGUGUCCCUGUAGACUUUCGGCGAUCAACGCUUCA
+UAUAAUCCUAAUGAUAUGGUUUGGGAGUUUCUACCAAGAGCCUUAAACUC
+UUGAUUAUGAAGUCUGUCGCUUUAUCCGGCGUACCCCAAUACUUGUGCCU
+CAAUCCACGGGGAAUAUAGCAGCAUUAUGACUAAAUUCUCAUAACUUGUG
+UACUAUUCGGACUGAAACCUCCGGGCAGUAUUAGCACCGAUCGACUACUG
+UAGCCACACAUAGAGGGCCAAUGCUUAUGCAAUCUUUCGAGGGUCUCAAA
+CCAAACAGUCCCGAACCACCACGGCUGUUGGUGGCGUUAUUCUCUUCGGG
+UUUAUUUACUGUAGUGUCGGUGUAUAUACCUCUAGCUCACGUCCAGCAUG
+AAAGGCGAAAACGGAAAAACAGCAGGGGUUAUAACCACCGUGGCGCUUAU
+GACGCAGUUGUCUUAAACUCGAACUCGAGCGGGCAAUUGCUGAUUACGAU
+UAACCACCUGCUGGGGACCGGAGUGAGGAAGGGUAAUGCGUGAACUUGUA
+UGGUCGAAUCACUCGACCUCAUACCUAAUGGUAGGACCACCCUCCACGCA
+GUUAGUGCAUGCCAGGUAGGCGGUAGAAACCAGGUUGGUUAAAGAAGCCA
+GAAUGAGGGCAUCCUUCUGGCAAAUAGCGUAAUUCUAUGAGCCAACCAGC
+AGUGCACGGCCAGGCCAGCAGGUAAGGCACGGCUUUUAUGUCACAGUGUA
+UGAUAACUUUCCCAAGACAUUACAAUUUUUUUACGACAGGCGGUUGAUGG
+GUCAACGACGUCUCCAUGUUGAUACUGAUCACACCUUCAGGCUGGCAGGG
+GGGAGUACUUUAGAAUCUAGAUCUAACUGCAAACUUUCAAAUCAUCGGUU
+AAUCCUAGCAUGCAACACUUGCAAUUCGGGUCCCGUUAUCCCUUGCAUCG
+CCGCGUUGCCCAGCUUAAUUCGCAGUACCCCUGCAAACAUAAAAAAAUGA
+GAUUAGGUGCCUCACUUUGUUGUGUUAAAGAGCCAAACUCCAAGGAAGCC
+CUAAAGCUCUAAUAACUAAAGAUAAGACGGAAACUUCUUACCUGGCCUCA
+UUAAUGAUUGAGGGUAUAGUAAUAUAAUUAGAGAUUCUAGUAAUAGAAAU
+GGGUGAUCGUGGAUCUAAAUCAGUAAUAUUUUAAAAGAUUAUUGUAAAAG
+AGCAACGAGUAGACGGUUCUUCCAUUAGUUUAAACUAAUGGUAAGGUGUA
+CUCUAGUCGCCAGGAAAGCUGGUUCUAAUAGUGGUUCACGUUGAUACCUU
+GUUAAGAACGCUCAACAUCAAGUGACACUAGUGUUGACCCAGGUGCUCCU
+CGGAUCUGUGGACACUAUAACGGAAAAAAAUGGGCUGGAUAUGGCUAUCA
+AGCAGUUUACCUGAACUCUAUCUGUAUAGUUGGCCCAAGUACUCUCAGUU
+CCCGUUGUUUAAGUCACACCCAGGUGGUGGCAAAAUGAGGAGGUCUCUGA
+GAAGGGGGCGUGGCCCUACAGCUGCAGAACUUAUAUGCAGGCGCCACCUU
+ACUCCAGGGGGGUAGAUCUAGACGUAAGAAGCUCCAACGGACGCUGUCAC
+CGAUACUGGAAAAUCUAGUAAUAGUUUAACGAUUGGACCACCCGCUGCCA
+GAGCUAACUGGUCGGGCGCCGCUGCUUACCCAUGCCUAGCCGUAGGGAUU
+UCCUCAAUCAGAAAUAGCUCGAGGAAAGUCGUUGAUUCUGAAACGAAGCU
+CUCUCUAGAGUUGCUUGGAAGGGCCCACUGGGUCAUCCAUUAGCUAGGAU
+ACAUUAUCGCCCGGCCGUGAGCGGUAUUCAUAUCGGAUACUACGAAACUA
+GUGCCUUCUAACCACGCACUCUACGGGAUACGACAGCCGGGGCCCCAAAC
+CCUCCCGUGGAACCGUUAAAAGGGUUGUUGACGAGCUGCCGGAUCUGCCC
+GAACUAAAUAUGAGAGUUCAGACCGGCCUCGGUACGGUUGGACUCCCAAC
+CGAACCAAGAGCUACGGGACAUGGGUUUUAGACUAAAAAAAGUAUAAACC
+UCGUUGUUUUGUGAGUGGCACGGUUGACCUCUCAUGGCUCCUCGGUAUCU
+ACCUGCUAAUUUUUAUACUACUCACGGUAUGUCGUAUCGUAUGCAUUGUU
+GACCACGCGGCUCACGAGCCCCGUAUGAAUUAUUCGGCCGGUUUACUGUG
+CUCUCGUUCAAGAAAUUAGCGCGCAGGUAAGCUCAGUACCGACCCAAACU
+GAGAAGACGCGGCAUUCGGAUUUUCUACGGUUCUCCAGGUUAGCAAACGG
+AGUUCAAACGCGACGGCAACACAGAGCCCGCUUAUGACGAAUGACCGUCG
+GGUUGAGUUAUUGCGGUCGCCAAACCAGUCGUACAGUACUCCCUCAGCGU
+GGGGAGAGAUGCGGGUAUGUAGGUCCGGUUCUACAUGUAAUUCAUCCGAG
+GGGACUCUUAGGUAACGUUACACGCACGGUCCUGUUUUUAAGCCGAGUAA
+UAGUGCGUAGAUACCAGCUCGCCAGUCUGUGGGAAGUAGCAUGAUACGCC
+AAUGUCUGUGCUUUAUCCAUAGACCUUUCAUCAACACCACUACGCCGUCA
+AAGCCCAAAGCCGGACGCCCAGGGUGUAACCUGCAACCAGGCCACCUACU
+UGGAUGCACUUGUAGGGAAUUAACGCUUUGCGCAAACCGUUUUUGGAGUG
+GGAUUUGAGUAUCGACAAAGAGCGUCCACUCCGGUCUCGAGUUCCGAGUC
+GGUGUAGCCCCCACAGGACGUGGUAUCAAGGGGGGUCUCUUCACGGCAUC
+UCGGUCGAUAACGGGGGCAGCUGCCAAUUGGUUGCUUUGAAUACCCCUAG
+AUUCGGUGGUGUCGACUCCCUCGCGCCUGCCUCGACCCAUCAAGAGUUUC
+AGUCAUCACUGAGCCGCAUCACAGCUGCUAACGCGGUAUGCGUCCUGGAG
+GCUACCCUGUAUAGCGUACCGUAGCAACUGAGCUGCGGAGCGGGCAACAC
+CUGUAUCAUUCUAAAGCCUGCGACGUAACGCUUCAAGUGUUUCCGCUACA
+UACGAUAAAAGUUUGGCGUGCAGAUGGUGCGCUCGUCCGACGUCCGCGAA
+CUAGUUGCCGAGAAGAGAGAGCGAUGGCUGAGUGUUGCCCUAUCCCGAGC
+GGCGUAGUAGACUAGUUGAUUGGGUUUUUGGGUUCAUUAGUCCCUCACGG
+AGACCUAUGUUACAUUCUUCUAGGUGUAAACCAUCCGAUCGCGGAUCCUG
+CGCAGGAUCACCCAUACUCCUGCUAAGGAGGGAUUCGGUAGAGGCAGAUG
+UCUAUGCGUGCAGGCCGGCUUUCCCUCCAGUCAAGGUCUUCUUAGCGAGA
+CUACGAGGGAUUGCCCGAGAGCCGUGACGAAUUCCUAAGGGCUAAUUACG
+AAGCUCUGACGGCGCUUCUGCGGGUCUGUCACUUACAUAUCCGGUCAGGC
+UCCCCGCCGAGCGGGCUUUCCAGCAGCAUUGUCCUUGCCGGUUGGGCAGG
+CGUGGCGUGACGCUUGCUGGCAAGCAUUUAUCGGGAUCCUGCGAUUGUAA
+AACGGGACCCGGGGGGACACUAGAAAACGGGGCGCAUCGGCGAGGUAAGU
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+UGUUAUACUCUUCCCCUAAUUAGACCGAUUGAAUGACGGGGUGCGCGUCC
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+UAUCCUUUUAACUUAAGGUGAGGGGAGGAUCGCUCCGAGUCAGCAUCAUU
+GCACCUGCAUUAAUGUUAAUACUAUAAGUACUUGGAAAAGGUGACGUCUA
+GAGUACGGACAGGGCACGCCUCUGAGUCCGAGUAGACCCGUAUGCGCACU
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+GCAUAUUUAUCUCGGAGACCUGGCGAGUUCAUUAUCAUGCACGGUGUGGA
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+UUAUCUGAACAUAAAACACUAUCAGUAAGUUGGAGUCAUUACCGGUUGAA
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+AGUUCGGUAUCGAUAUGGUGCUCCUGGGGGAGCCCGGGAUCACCAGGUCG
+CCUAAGGAGGGGUGCCCCGGCCCAGGUCGGAAACGAAGCAGGUCAAAGCC
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+AACCUGAGUAACACAGCGGGACUCAGUCUUUUCUCUUAUGGGCUUAAUGA
+CUUCCGACUUGGUGGCUAUCCCCGCUUUAGGAUGAUGAUCCACGAGGAAG
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+GGCUUGUGAGCGACCGUAAAUUCGUGGUUCGAACAUAUUCGGUCAAAAGA
+CGCCUACUGAGCGUGCGUGGACGUCACCCAUUACAAGAAAAGGCGCGAAU
+AGAUGUACGUCCCUCCAACGUGAUCAAGUCGCGGUUUGCCUAGACGAGAG
+GUCGCUUGGGAGUCUAGGAAGACUCCGCGACACCCGGAUGCCUUACGUUU
+CCUCAUGCAUAGCAACAAGGUUGACAUGGUGUAGAAAUCGAUAGCUUUGA
+UGCAUAGUUAGCGGACAACCCUAAAUAAUAUCAUAUCAUCCGGGGGACGU
+GGAUUCGCCUGCACGCUUAAGAGCUAGCUCGACAAAGGGAGCACAACGGU
+UACGUGCACCGUCACAAACACCUUGUUAACCCCCGGCCACAUAAACGCCG
+UCCGUCGACUUUACAUAGCAAGGCAGAGCCGUGGUAAGGGUGCUACCCCU
+GUCAUACCAGAUCGGGAUGUGGGCACCAGGGGUGCCACGGGUUGCGUGGC
+UCAGAAGACCGGAACGAAAUGUAUAAUAGAUUAAGGCCUGUACGAGACUA
+CAUCGCUCGGACAGCAGUAUUAUGGUUGCUUUUCACGUGGUAAGUGUAGA
+ACCGACGGUCAUAAUUUUCCGGGAAUAUGUGCGGUGCUACAUUAGCUCGU
+UCCCUUCCAGAGCAGUCUUUACAAAGCAGCGCCCCAUAUUCAGCAAUAAC
+AAAUCAACAUCCAUCGCGUUUCCAGUGCAAAGUGCCGGGCGGGUGAAAAG
+GGCAUAUAUACACUGUCCCGAUCGGUUAGUGGCUUCAGUGGUUUUCGAAU
+GACUAUCUGACGUGGAUAAAUUGUUAUCGCGCUCUGGUUUAGUGUUGAGG
+AACUCUGGAGCUUCUUUAUCCUGUUGAAUUGUCUGUAUAAUGGCAGGAUA
+ACAUUACUGCGAACAAAACUUUUGGUGUGGAACGCCGAAAAAUCUGGGCC
+AGCGGGUGCUUAGUGAGUACUCAAACAUCUUCGCGUUAAGCUAUAUACGG
+GUUUCAUGAAGUUACCGGGCUAGCCAAGUAUACUUGUCGGUCGGCCUUAA
+CGCAUGAGGAGCAUUUUUGAUGUUAUCUCUUUACUCGUUCCUAGUUCGAA
+CAACCUAGGAUAUAGCUUGAUUAUCUGUGGAAAUCAUACAAAAUUGGUGA
+AGACAAGAAUGUUUCGGGCGAUCCCCCGCCUUAUCCUUUUUAUGCGAUCG
+GAGAGGGGGUGGGAAUUAAGUAAAGAAACCGGGAGUGGAGAUGGCAGCGG
+GAGGAGAUGUCUCCUUCGACUAGGGCCAAGCUCUCAAUUGCGAAAGAGCG
+UGGCAGUGUACUAUACUUUCUUCCAGGGCACAUGGAGUCUUUCAUCAAAC
+CGUGUGCUCACGCCAUUUGAAAUGGUCCUCCUCCUUAGAGGACCGCGCGC
+UUGCAUCAAGUUUAGUAACAGUAGCUAGAGUCACGCUCAAAAGCUGCCAU
+GGCCCAUACUGUUACUGUCGACCGCUAUCGCCAUCGCAUGAAACCCCAUC
+UCCGUUCGCACCGGAUCACUUGAUCGGCGUGCUCACCUCGGAGACCUAUC
+AGUCAAAAUAUAGAGCGCUAGGAGCGGCAGAUCAUGUUGACGCUAUUCUG
+CCGACCCGCCACCCCACAUGCGAAGGGGUCAUUCAGCGGGGCGAACACCG
+UCGCAGCUACUUCCACUAAUUGCGGUUGGCCCCGCCGUCAACCUUCUAGA
+UCACUUCUCCAAGGGAUUGGCCAUGCCGUGGUAGUCACUCCUAGUAUCAU
+GAAACAGGCAUGUCGUUUCGUCGCUGGUAUUUAAUAGCGCAUAUAAUUAA
+ACAGUCAUAGGCCAGAAAUAACUCGGUGAUAUGAAAUGGUUCGGCCAUGG
+GUACGCGCGGCUGUGUUUGAUUAAAACCCGCAUCAUUGAUUGUCGCCGAC
+UGUACGCUUUUACGUUCCACAUUUUGAUCGCCCCGUGAGCGCGUUAUCAG
+CUGCCUCAAGUCAAUUAUUAGGGAGUUCUGGUAUGCCUAUGUGAGGAGCC
+UUAACCAAACAGAGUUGGAAGUGAUCCUCCUUGCUUACUACGCGUCCCUC
+UUACAGUCGGAUACUUCCUACUAGAGACAGUCUUACCACCUAUCCUUGUA
+AAGCGGCCAGAGACAGUUUGUACGGACCGGUCUUAUAGUAGAUGAUCGAC
+UCUACCGGGAGUUCAUGAAUGACCUCCACUAACCUUACGAAGUCUGCCUA
+UCGUAAGUACCUAAUGCGAUUUUGCCGUUCCAAUCAUGAUUUACGAGCCA
+UCUAGUUGCGGUCCUUACCCUCCUACGCUGACGUCUUAAGAACAAAUAUA
+AAAUCCUAGCUAGGAACAAGGUUCAAGGUCGGUACGGGAUCCAGCCCAUA
+CCAAUUGGAGGGACGUCACGCAUUGGGGGGACUACCAACCACUCUCAAGG
+GAGGAAGUCGGUUAGAGAUUGAAUCGCCGGGAGUUGCUAAAGAAGGGUGC
+UGCCUCGUAGUGGGCUUUGGGGAUAAUUGCAGAUGGGUCUUUAGAGGUGA
+UUUCAGAUAAGGUGAAUGCGCGUGCUCGACGAUCCCGGCAUCCCAACGGG
+UCAUAACAUGCUGCACCUACUUCUUAAGCUGAUGUAACAGGUUAAAAUUA
+CUUCUGUGGUCGAUGCAUCUACUGCCGUCUCCUUUUUCAAAUCGCUAGUA
+ACGGAAUAAUCAAUUUUUACACCACAAAUGCGAAAACUGUCAGAGGGGAG
+UAACUUGAGAAUAGUUAUUGAAUGCAUUUAAACCGAUAAUAACUAUUCAA
+CACUUUGUCGUCAUUACGAAGAUAAGUCUUCCGGUAAAGUGGGCAAAAAU
+AUUGCUAAGUGAGACCUUUGCUAUUAAAUGAAAAGGUGCGGUGCUUUGAC
+GGGCCCAUCCGGACAUCUCCACCCGCGCCGUCCUUGAUGUUUGUAUCCCG
+GGCCCUAUACCUUGUUAUACUGGCGCCGGGGGCGAGCCCCUUAUAACAGG
+AUUCACCUAUGUUAACGUUGCUUAUGCGCUUCCGCCAUUGACCUCGACUU
+UACUUACAACUUAUACGAUGCAGUGGUGGGCGACCAAACCCAUAUAGGUA
+AACACACCUUUCAUUUGGUCUCACAUCGGCGUUGCCGGUAUGCAUCGACA
+GUAAAAUGCUCGCCUUUCCCGAGGCGGCUAACUCGUAACAGGCUCCUUCC
+UUGAUGGAUUAUGGACUAACUGAACAAGGACGCAAGUGGCUUGAUUGAAC
+ACUGUCAAGUGCUUGACACAUGCUAAUCGAACGUUUUAAUUAAGAGUGGU
+UUAGCUUAUCAUGUAAGUAAUAGGCCUCNCCUCUUCAUAAUUAAAAAGUG
+GUGUACAGGUGAGUAUAAUAAUAUUUAUGCCGNCCUUAGAGUGAAGAUAA
+AUUCUUCAUAUAAUAAAGGGAUUAAGUAUUGGGNGNUUAAGAGGAUGAUA
+AAUAUUUUCGGGAUAGGUAGUAGUGAAGGUUAUGUCUUCACUAGCCUUAA
+CUCUCGUAGUCGAAGCUGAAAGGUUGAUCGACCACAUUGGGUCUGAAAAA
+AGCCCAAUGCAAGUUAGUACAGCAGUGAGAAUAUUGGUCAAUGGCCUAAC
+GGCUGAACUGGCAACUUGGAGAAGUGUUAAGUCUUUAUUUNNGUAUUGUA
+AUAGACUACGUUUUAAUAAGCUAUAUGUAAAUAUAGUGCUUAGGCGGAGC
+UUAUUAACACACAAAUUAAAGAUUAAAUUAGUAUUGAAUGAAACUUUGUU
+UAUAUAUCGAUAAUGACGAUAUAUAUAUUAUGUCUUGACCAAUUACGUGC
+CAGCAGUCGCGGUAAUACGUAAGAGACUAGUGUUAUUCAUACGAUUCCUG
+UACUAGCUCGGAGGCCCUUAUUAUUCAAUCUUCUUGGUAUCUUGACCCGC
+CGCGGAAAUCAGAAAGACGCCCCACGACUGUAAUAAGUCUGCCCCGGGGG
+CGUCCUGAGCGAAUACACUUAGAUACGACUCAGGGCUAUCGCUAGACUCC
+CGUCAUGCACCAUUCGUCAUGGCUCCUUGGUGCGUAAAUCUCCCGUGACG
+CCAUACUUCUUUCUCGCGAAUCUGUCCCAUGCGAACACCCAGCCUACUGC
+AGUAACGCUUUAGCGAGGUUGUUUUGGAUAGCCCCUUCACGGGCAGAUUG
+GCCUGCUAAAAGGCUUCCCGCUGAUUAUCUUUCGAGGCGUUGCAGAUCAG
+CGCAUUUGGUACUGGUGGGUACGUGAGAGCGUGUUCUGUUUUUGGGAGUG
+CCAACAGGAUCUGACAUACUACCGAUCAGUCGUGGCUCAGGGGGUCUACA
+AACCCUCUCGCACGUCUCCAUAAAUUUUCGCAAGUUUUAGGCGACAGCUA
+AGGAACCGAGGCGGGAAACUGACAUUAAUUGUUCAUAGCGUACCAUCCCG
+CUGGACUCGGAGUGGUGAGUGUCCAACAUAAGCAAAUCUAUGAUAGCUCA
+AACUAAGGGACCCUCCGAAAGAUCUAGCUCCAAUAACUCAACACAGGGUC
+CGUGUCCCACGGUCCUACUAAAAUAACGCUCGUGUACAACUCCGUGCUAC
+CGUCGUGAUAAUAUUUGCUCGCCACCCGCAUGGUUGGUGUUAUAGGGUGC
+CAGUGGGAAUCUACGGGACAGAUACUUCAGGCCAUCGUAGAGACGCAGUA
+CCGAUCAUUUAGUUUUCGUAGAGCAGCCUCAGUGUAGCUCGUGGUGUGGA
+CAUCUGAUCGAGUGAUGCAGAAAAUUCUACGGAGCUGUUCGCCCAGGCUC
+UAUGGCCCUCGCUACCCGGGGAAUCACGAAGCAACUGCUCUGCUCCAGAU
+UAAAGGUCUGUGAGGGUACGAUACCUCUGCUAGCCGUAGGCAAUAUUACG
+AUGUACACGAGAUAUGACCCAUAGGAUGGAAUGCUGCGUCGUGAACAGAG
+CCCACUGCGGCUUUGGGCAGAAUGCGGUCCAAUAGACCCAAAUCCGUACU
+UUGAAUACCAUCUGGAAUGUUAACAGCACGUGAAUGAAUUGGUGAGGCAA
+GGGUCGAUAAUUUUAGAUUGCAACGGCCGGCUAUCCAAUUGUACAAUACU
+AUCAGAUUCCGUUGAUCCAGUACGUCAAUGGGGAGGGUAAAUUGUAAAGG
+CGAAUGACAAGUGGCGAUCGCCCACAACGGAUGUGCGAUAUAGUCUGACA
+GUUGGUCCCCCAGAAUGAAAGGAGCACGGAGCUCACAAGGAGAAUUGAUC
+UACAGUAGGGGUAGCUACCGGGGUUUGGCGGGCUAGAAAUAGAAUGUUCG
+GUGUCGCUAUGACGGUAGUGCGCGAGAAUGUGUCCUACAAUUUUUCGCUA
+CCGGGUGCUGUCAGAAAAGUCUGAAGUCCAUCCCAAGCUCUUUCAACCGU
+GCCAUAUCGGCAAUCAACAGCUAGCCAUACACAUAUAGAGAAGGUUGGUA
+GCCCUGAUUCAAAAAUGGUACAGAUAAUUAACAGGCGAUUCAAGACGAGC
+CUUAGCAAGCGGUGAGAAGGAUACCCAUUAAGUUCCGUAUAAGCGGGUGU
+GCCGUCGGUGCAGUUCUUCAGAAGUCAAGGACCACUCCUACAUUAAUGGG
+AUUCUCUGGCAAUCGGCUUCGUGAAGUGUUACUUGGAGUUCAUUCCUGCC
+UUUCUAGGCCCAUCAGUCUACGAGUGGGCGGAUUACACGAAACGAAGCUA
+GCCGGAGCUCUGCUCUGUAACCUUCGGGGGCUAACCAGGCUUAGCGGGGA
+GGACGUGGACCAGCGAGGGUGAUUUGCUGCGUUGACGUGGUGCUCUGCUU
+GGCUGUGUGUCGGUGUGGCUUGCCCCCCUGCAGAGGGUGGCGCGGGUCCG
+CCGUUGAAGCGAGGGAACCGGGUCAGGCCGGAAACGGAGCAGCCCACCCC
+ACGCACGUCCGCCGUUGCAGAAUCACACCGCGGAGCAUGUCCGCACUUGA
+GCCCCACGCUUCGUCGCGAAGCCUUUUCCCGGGACCACACUUAUAGGAUA
+ACUCGAGGUUGACAGGACGUCUGUCUGCGAGGAAUGUCUGUUUGAUACGC
+CGCAAGUCCCUCUAACGUUCAUACAAUAAUGUGUCGACAACACCAGAUUA
+UCCAGCUACGCACCAGAGUGCCCCAGGUGGGGCCGUGACAGAAGGCACCU
+CGCGUUGAGUCAAUCUCCACUAUAGACCGAAUUACUCAACAUCCGCGUUG
+CCCCGGUAACUAAGGUGACUGUCGGCACAAGCUCCGCCCCUGCCUCGUAU
+UCCGCACUACGUGGAGACUGAGGUCCUGAUCGGUCGGCAUGGAACAGUAU
+ACAGCCAACUUGACCUUAUAGAAGUUACCAACCCACGAACUUCUUUAUCC
+UCAGAAUCUUUAAGCCGCGGUUUAGCAAAACUCUACGGCAAUGAACGGAG
+GCAAAGGACCAAACUCAAUAAAGAGGAUUCAGUCGUCACUACGGUGGGUG
+GUCUCGGAGCCUUGACCACGAGUACCAAUGCAUGAGGUUCCGCGGCUCUU
+CGCGUCCGACUUUAGUUUGCGUAUAUACCAUCAGCCGCUAGAGGACACAG
+CUCUCCGCCAAGUCAAAUCAGACGUAUGCGCAAUCGCUGCCAGGAGCCCG
+GGGGAUCUGAUUUUAGUUGCUCACGCUCCGCGUAUUAGGAAUGUAGAGCA
+CCGAUAAUUACCACCCGGAGUACUGUCUACCGGGAUGUGCCCGGGGUAAC
+UUACGGGGCCUAUGAGGUAUUUCGUAGGUAGACAGCAGCCCAGUUGCCCC
+UCCGAAACGCGACGUAUACGCCAGAAAAUGAUAUCUACACCCGCGCUGGA
+GCUUGUCACCGGACUACCAUUUGACGCCGCCUGCCGUCCUUCUGUUCGUC
+CCACGGAUUCAAAUUUGCUGCUCUCGUUGCGGCCCAUUAUUUGACACUUU
+CAGUCUCGAGCAUAUUUUAUGCACGAAGAUGGUAAGGUAACUAGCCUCUC
+UUGGAUAAACGUCGUGGGGCCGGGUUUUGUUUUGUCGUAUGAUUGAACCG
+ACAGUAGUUGUUCGACUUUGUCUCUUGAUAGAGUACCCCCACCUGACGCG
+UGACCAAAGGCAGAUCUCGGGCCCGAACGGUCACAUGCGGGGAAAACGAG
+CUAACUGGUCCAAGCCAGCGACUCAUAAUGUUUCACGGCGUGUUUCAGAG
+CCUGGUUGACUACGCCAAACGUCUCUGCUACGUUUUAUGUACAAACACAC
+GAGCACGAACGCCUUAACCAAGACUGGUCGAUUAACUGGAACUCUUGGCA
+UCGGGGAAAAGACGUGCUUACGGGAGAUGUAGGGACACUUGGUCAAAGCU
+UGUUAACAGACGAAGGUUUUAGGUGGAAGUUAGCCUUUGUGCUGAGUCGG
+GUCGAGGGGGUUAACAGAACAAUAAAGCAUGAUGCGUCCUCUGUAGAGGU
+AUCCUAAUCCCCUGCUUUUAGAUAGUCUGUCUUGGUUGGCCCUCGACCGG
+GGCUAUUGUCAGGUAAAAAUAUCGAUACUAAACCCCAUAACGCGCUAUUA
+CGGUCGGUGAGUGAAAGACCAGGGUGUGCGGUCAGAAAUUUCGGAUUGUA
+ACGUUUAAUACAAUACCUAAUAAUGCCGCGCGGAAGUUGACGAUAUACUC
+CGGCUGCGAAUCCUUAGAAAUCGUCGUUUCCUGUGGCCGCGCCCUCAUGA
+CUGUGCACGGACUACAUGGGGUCAACUUGCCCGACUUGCAGACUUCCAUU
+UGGUCUCUCGUACGCUCUCAGCCACCUUUGCUGAUAAACAGGCCGAUAGC
+CAAUUAUGCUAACAACCAGUCCGUAGCAACCUGCCGUCAUAAUACGGUAC
+GCCGCCAUCGCAUAAGGCGUACCUCGGAAAAGUGGAGCUCCGGCCGUUGC
+ACGGCUUCUCCUAGGCGCUGGCACUGGAGGUGGAAGUCAUGCAGAUCAUC
+CACCGCGCGGAAGUACUGUCGGCGGUCUCUCGAUGUGUUGCAUAUUGUGA
+UGGGGAGUUGUUGGCGCAGGGCUUAGCUCUCAGGUCCAUUAUACAUGGCA
+UUGAAAUCUCGCAAUACCUAGAAUAUUAGUAGGAUCGAAUCGGAGUUAAG
+GCGGUACCGGAACUCCCCAUGUAUAGGAUGAAAUGGAGGACCUUGUCACU
+GGUUCUAAACAUUCAAGUGCGGGUUCACUAACUUGACCGACCUUCUUCUU
+GAAAUCCGUAUGGAUCGCAGGACUAUGCAAGUAUGUAGCAAGGUUUUUCG
+UAUGGACCUUUCACGUGUUGAUCGCGCCGAACACGAGGAAUCGCCAAACA
+GCUCUACAAUCUGCUUAUGCAGCUAUCAUUUGUAGUCGAUACAUGUAACU
+UACGCUUCAAGCUGAAGAUCUGGGAAGGUAGGAAAGGUUAGUAAGCCAAC
+GCGAGCGUAUGCCGUGGAAGUAUCAGAUGAAUAACUUCAUUGCGACGUCA
+UCUUCGCCCCUGGACGUCAAUAAUCUUUUGUUAAAACACUCCCGAGCCUA
+CAACUAACGUUGUCACCUUGGUACCUCACUCGAAGCCACCAAGCGCCGUC
+AGGGCGUAUAUCAUAUGUUUUGCUCGGACCGAGGAUGGUCGGUAGAAUCA
+AUAGGUUUCGGGCCCUGGCGAGUUCCUAGUGUCAGUGCAGCGUUGAGCCA
+UUUAGUACGGUUUGUCCCCCAUGUAAAUUCCACACGGCAUAACCUUUCUU
+UCAAACUACAUUGCUGUAAUUGAUAUCACUUUAUUCACCAAGAGCCGUCA
+GACGCCAAGAGUAGCCUGAUCGUGAGUAUAGCCACUACUCUCGAUUGGGC
+AGAGAUGUACGUAUCUGUACCUAUAGCCGUAGGCGUGUUUAAGCCGAUGC
+CUAGCCUCAGGUUCUAGAACAUUGCGAUAUUUGAGUCAGCUGUUUGAGGC
+UCCGCCUAUAGGGACCGGGCACAAUGAGGAGGGGAUCUAAGCAAGUUCCU
+GGAACGCAUUCGUAGUAUAGAGGAUGUUAUGCAACUUGCCUGACAUGGGG
+UACGAGUACGGCGAGCCGAACGGUAUGCUACCGUACUAAGUCGAUACACC
+GCUUGAUAUGCGAGGGGGCGUAGAGAAGUCGUGAAAGUAGCACUAGUAAU
+GUUGUAAGCUAGGGUGAGAGAAGGGUCGCAGCUUUCCCUCAAUAUCCGUG
+AUUUAGUCCUUCUCGUGCAUGUUACAAUCCAACUCUAUCCGGGUUUCCGC
+CGGCACACUAUCGAACGGGUAAUUGUCGCCAACCGGAAUGGAGAAAUUGU
+ACCGCGAAUCAAUAUGCGAUAGUGGGUUUUAACCCUGAUAGUCAUCAUAG
+GAGGAGAGGGGCCGCAAGCCCUGUAAAACGUGGUUAUCAACCCGCUCGUC
+CAUUUCACUCCCUUGAUUUAGAAUUUUGGCUCUGUUCGGGACUUGAGUAU
+UUCGUGAUCUGCCCCAUUAGUGUGCCCUUACUGAAACCACGCAAUUUAGA
+AGAAACACUGAUUAUGCACUAUACCUGGGGAAACCUGAAUCAUUUAACGG
+GUCUCAUGGUCUCUUGUCAGUAACAGCGUCUGUUGAGCCCUGGGGCUAAA
+AGCUUCAAUGAUUAGGCGCACCCGGACAUGUGCUGGCGAGCGUUCGACUU
+UGGAAGCGGAUUACACCCGCUGUUCUACCCCUAUCUCGGCAUGGGUUCCA
+AACGACUCUCACCUCGCCAGAGCUUAUCGUCCUCCAUAGUACCCACUCGA
+CUUAUUGUGGAGUCGAAUUUGAUCAAAUUAAGUUCGCACCAUUAUAAGCA
+GCUAUCUCCAUGGUGAUAGCAUUGUGAUGAAAAUGCUCUUAGUACAAUAG
+UCACUGUGGCGCUUGGGACUUUUCCUAUUAAAAGGGCCAUCAGGCAUAUA
+AUCGGAAUAGGUUCGCUUUACAACAUGUCCCCGUAUCCCCGACAACCUUG
+UGCAGUCAUUCUAAUCGCUACCUCAAGCCGCGGAUGGCUUAGUAAGAAAA
+UCCGCCCCGUAUCAACCACUAAAGAGGUCGUAUAGAUCUACACUGCUUAA
+CGGGUGGUGAACCUUCAGACAUCCUACGCUAUGUGGCGCUCUGUAAUUGC
+CUUAACUGGGUGAUCGACAAAAGCCGGACGGACACUCCAUUUCGGGCCAC
+UGAUCCGAGCGAAUGGCAGAGCAAUCUAUUGUCUCAUGAAUGCAGCCCUU
+AAACAUCGCAAUACCAGUGAGCCAAUCAGUAGCCGUCGUUGUCCUGGUGC
+AGGCCGAAGCUGGUCAUAACUAGCGAAUACCUGUCUGAGUCAAGUGUACU
+GAUUGGGACAUUGCUCUCGCGCUUAUAUCUCUUGAAGGUGUAAAGUGAGG
+UUGCCACGCCAUAUCUAUGCUUUCACAGGCGAAAUUCACGAUAAUAUGUU
+UCUGCGUCUAACGUGUGCGGCUGAUAAUGGGGGUGGCCACAAAGUGUUUA
+ACCCAAUAAAGACAGCUCGGCCCAUAACGGGUCUGAAGUCAACCUGCUUG
+AAAAGAAAGCGUUCCUAUUCUGCGUUGGUAGUUACAGCACGAGUCACCGU
+CGGAUCGCUGAUACGUGACGUACCAUGUCAAAAAUGACAUAAUUCGCAAC
+UGGGGCAGCAGGCUUCCGCAGACUGUAUUCUCUACGUCGCCACGCUCAAG
+GGAGCCAGUGAUAGUAGCCGCUCAGUUUGAAGCCACAGAUGUGCCACCGU
+CUAGUAUAGUCGGUCGUCUUAGUCAUACGAUAUGCGUCGUAGUGAUUGCC
+GAGCGCUGUUACGAGUUGCUUCAGGAGUGACUUAUGUCUAACACUUAGGC
+AAUUCAGCCGCGUGUGGCUUAUAUUCAAUGGUACCACCGCCGAACGACCG
+AGCACCCACUGGGCCAAGGGUCUUUACUAACCCAAAACGAAUAACGUGCC
+GGUCGAGAUCGCCUUUCAGACGUACCAGUCUACUAAAGUACUUCCUGCAA
+GGAGACUAAUUGAGAGUGAGUCACUCCCCCCCCCUCAACCGACGCUCAAC
+UGUUUUACGGUACUGGUAAUUUGUCACCCUGAGUACACCCUAGUACAGAG
+CUGGUAACAGCCCAGCCCUACACGCUGUAGCACGUUGAUAGCGUUAGCGC
+UGGUACCUGUCAAAGUGCUCACAAAGUGUGCCGCUCUCCCCCUAGCCUUC
+UGAACUACUUUGAGCGUCACCAGACUUGCUGUAAGUUUCGUUUGUUAACG
+AGGCCUUCAUAGUAACUUACUCUGCCUAGUUUGAACUGUCUUUCACCCUG
+CAAAGCUAUCAGCGAGUACCUUUAGGACGCACGGGGCUCCGAAUCGUGGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.ebd
new file mode 100644
index 0000000..1aafd9d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.ebd
@@ -0,0 +1,30 @@
+RF00169 AE001151.1/4236-4333 pg-1_14 6437 6534 0
+RF00169 AE001441.1/7008-6912 pg-1_14 31628 31724 1
+RF00023 AE002296.1/3595-3178 pg-1_14 43318 43735 1
+RF00017 AE010126.1/9583-9877 pg-1_14 41607 41901 0
+RF00023 AE010567.1/1932-1589 pg-1_14 22270 22613 1
+RF00234 AE013165.1/2616-2459 pg-1_14 27813 27970 0
+RF00174 AE016783.1/50062-49864 pg-1_14 29342 29540 1
+RF00230 AE017002.1/174913-175177 pg-1_14 14206 14470 1
+RF00230 AE017012.1/289721-289478 pg-1_14 16153 16396 1
+RF00174 AE017249.1/124649-124462 pg-1_14 37128 37315 1
+RF00177 AF056626.1/12-564 pg-1_14 19269 19821 1
+RF00009 AF186222.1/3-314 pg-1_14 21771 22082 1
+RF00373 AF192360.1/1-293 pg-1_14 11338 11630 0
+RF00024 AF221908.1/136-584 pg-1_14 30942 31390 1
+RF00024 AF221913.1/109-520 pg-1_14 37939 38350 1
+RF00023 AL646061.1/130228-129869 pg-1_14 4150 4509 1
+RF00174 AL939107.1/140625-140436 pg-1_14 35313 35502 0
+RF00080 AP003186.2/120108-120002 pg-1_14 47213 47319 0
+RF00028 M86534.1/28-414 pg-1_14 26612 26998 1
+RF00168 M93419.1/332-511 pg-1_14 340 519 1
+RF00177 U23935.1/26-531 pg-1_14 8928 9433 1
+RF00373 U42984.1/1-371 pg-1_14 44982 45352 0
+RF00005 X01738.1/122-190 pg-1_14 2396 2464 0
+RF00029 X04465.1/117436-117320 pg-1_14 39817 39933 0
+RF00012 X05498.1/324-651 pg-1_14 43864 44191 1
+RF00005 X15613.1/124-189 pg-1_14 24158 24223 0
+RF00005 X15613.1/1252-1313 pg-1_14 48607 48668 1
+RF00005 X15613.1/1813-1875 pg-1_14 36246 36308 1
+RF00017 X17239.1/14-300 pg-1_14 25649 25935 0
+RF00029 Y08501.2/169475-169584 pg-1_14 37360 37469 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.fa
new file mode 100644
index 0000000..bea667f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr14.fa
@@ -0,0 +1,1001 @@
+>pg-1_14
+AGGAGUCCAUGCAUCCCUGGCGCCUCGAGGGCUAAGGAGGUAGGUGCUCU
+AGAUGAGAGCCCAUAAGAAAGACAGCAGGACUGCACCACCUAUGCCGGUG
+CCACGAGCGCAGUUUGGGCCGUAAUAAGAGCCGAGUCUUCUUAACAAAAC
+UAUAGGGAGUUGUAUCUAUCUUUGGUCUCACAAAUACGUACCCGCUACUC
+CCAGCCAUGACACAUCUUACGUGCGCCGGACUCUAACCUCCUAGCUUAGC
+UCAAGUAUAACCAAAGGAACAAUCUCCCGUUGUUACACGGUAAAGAGACG
+UUAACUCGAAUCUGGUCCUAGCCAUUCUAUAUUCCCCUUCAGUGAGAUAG
+CUCUCCAAGGCGGCACCGCCUUGACAAUCCGGCAUCUCUUAAAUGCAGGA
+CCAGCAAAGAAAAAAAUGAGUUUUUCUUCACUUCGGCGAACGUUCCCUUU
+CAAAGCUUUUCAUUGAAGCUCAUUCUUCUCCAAGCUUUUACUGAUGAAGU
+UCGCACCUCUAUCUUCACUGUUACCCAUACCGAAAUCCAACCGUGAGUAG
+GACCGCAUCCACGGGGCGUAUCGAUCGGUUAGAGGUAGAUAUCAAGGUCC
+AGCGGAAUGACACUUGCUCUGGGGCGCGGGCUACGAACAUAUGGCACGCC
+UAUCGGGUAGCCCCAGGAAUACUACGAACUCGCGACAUGUCCCUCAGAGC
+ACUUUACGGGGAUGAUUCCAUCAAAAUACUGGGCAUUUGCCAACAUAGCA
+GGGACUAGUCCGGAAGGGACUUAUAUAGAUAAGGUACCACGUGGCUCAGA
+UUCCCGAGCCCUCGGCCUGGCACUUCAUGAAGUGAGGACCAUACCCCCAC
+ACCCCGCCUUGAUCGGUAUCAAAUAGGCAGUGUACGAAAGUUUCAUUCAG
+CAAGUGGUAAACCGUUGUGCCAUCAUCUUAAUAAAACCUUUAAUAACAGU
+AAGGAUUGGAUGAGAAGUGUGCUUUAUGGCAUUCCGCGGCGGCUGCGGUA
+CAGAAAAAGUAGAUGUCCCUGAGUCAUAUUUGGAACCAACCGGGUCAACC
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+UGCUCUGUUUGGAACCUUGCAUCACACAAACUUCAACUGGGGUCCGCACG
+GACAGCACGCAGUGCGGGCCGGCCUCACUCAUAACCUGUGACCUCCUGUC
+CUCACUCUAGACUCAAUCUUUAUUAUGCAUACCCUUGUCCUAUGUGCCGG
+AAAUCUCUAGGUGUGAUGAUUGGGAUACGCAUAGUCGGGUUUAAUACCGC
+CCCAUGUCUUGAAUGGCUUUGCAUGACGGCGUACGUCCAGGUGCUGAUCG
+AAGUCCGCUUAUAGGGUUGCGCGCGUCUCUGUCCCAAUUAAUCGGCCAGG
+UAUUACCGGGUGCCCUAAAGAAGCAAUUGCCGCGCGUAUUUUCCACGGGU
+UCAGAUGGGUGUGACGCCAGGGUAUUUAGCAAAGUUUCGGCACGCUCUUA
+CCAUUUGCCGUCCGUCGACAACCGCUCGGGGCACACAAAUGUAAGACCUU
+AUUUGUCUAUUGUAGCUGAUCAGUAUAUCGUUAGGGUAACGGGGUGAAUG
+GCACAUCAAGGCUUGAAACCGUAUCGACGUGAAUUGACACGUAGGCACGA
+CGGAUUCCGGGGGGUCAUAGAGUCCCAAUGGGAGACGCAAGCGCUACUUA
+GAAUUCAGCACACCCCCCUCCUAUAUCCCUGCAAGAAGAGAGAUCCGUCU
+UGGAAUCAUCGCCGAUUGUGUCGCAUGAUCACUGUUCCCCUCGAAUACAA
+CUGGGUGGCAGGUCAUAUAACUCAGUGCUAACGUAUAAUCUCCUAUCGUU
+UGUUGCCGAGCCUAUUCCAUCCUACCAGGGCAGCGCGGACGGGGUGCUAA
+GGCUGACUCAACUUUGCCUUGUUUAGAAGAGAGAUUGCAGGAUUGCUAAG
+GGGUCGGUGAGGCUCGGUAGAUAGGUCGUCUUCUUAACACCUCGUCCCUC
+UAGAUCAUAGUGUAGAGAUUAGCGGACUUAUGGGACUGGACCCGUGUUUG
+UGAUAUCGGACUCUCUCUGGAGGUGGAGAGAUUCGAACUCUCGUCCUUAG
+UAAACUCCCCGCUAACCUCUACAUGCUUAGUUUCUAGAAUAUUUUACGUU
+AUAUCUCCUCAGCUAGAAACCUCUAUAGAGACCAACGACUCUCAUUAAAA
+UUCAAAUUAGUUCCCUUGAGAGUUAAAAGGCCCUAAUUCUAACCAGAUAA
+AUGACGGCGUUUCGAAAACCUCUGGUGGAGCUCGCGAACACCGGGUUACC
+AGUACUUAGGUAACAACUUUGCUAAUUAAGCAGCAACUCUUAGAUCAUUA
+AGAUCAGCGAAGCUGAUAAUUUCGCAUUCAGCCUUAGGUUCGGCAUUUAU
+UGUUUUGUCGGCUUUUUAGGAGGCCAGCCAACGCCCUCCGCAUGCAAUUA
+ACGCUUCAUUUCUAAGUCGAAACCUUUACACCCCCACGCAUGGUAUGAUG
+CAACGCCCGUGUUGGAUAUGGCCGAAAUCAGGGCGGCCCUUGAAUAAUCU
+CUUAAGCGGAGACGGAUAGAGGCAAAUUCUUGCCAACCGACCGGCCCUCU
+CGUUUCUGGGCGAGUCAGACUGCCAUUUGUACCCACCCAUGAAUCCCUAU
+CCUUCCAAAAUGGAAGCACAUAGGAUGGGUCAAGAUCAUCGCGCCAUUAA
+AUAUCGCAACAAAUUCCAAAGGAAGUUAUCACAAUUGCAACGGCAAAGCA
+AAAUUUUAUUCAAAAUUAUAGAUGGCCGAACCGCUAAGGAUUGCGGACCA
+AGCUAAUUUAAAUUCGAUUUCAUUUCCUCACUCUGGGGUACAAAGGUUAU
+GGGGCUCAUCAACCAAGUUGGAUUCAGUGGCUCUUUUGAAGAGUCAAAGA
+GUGACGAUUAAUAUAGAAAUGAUCCUACUGUUGAAUGUGUUUGGCAAGUC
+CCGUGUCGCGCCUUUACGAUGGUAAGUAAAGAUAGUCGUCCAGAAAUAUU
+ACGUUUCUAAAUAACAAAGCGUGUCCUAGACGGCGACUAUUUUUAGCAUU
+UAACGACUUUUGCGCGCAGUAACGGACAGACAACCCCAGUUGCAGUGAAG
+CGGGAUUUGAAAGUGUUAUGCGAUCUCAUUAUGAGUGGUCCUAAUACGAU
+GGGACUACUUCAACGUCGUCUUGGUGUUGCCUAAAGGGCUCAAUUAUUUU
+AUGACUUAGGAGAGAGGCCCACGCAAUUAGCCCCAUUUUCAUGAACCCCC
+AGCUAUUCACGAACGACAUCCUUCAAUACCAGACAUUGAAAUUGGUUGAG
+CGUCUUCCGUACAUGUAGAAAGGCUUGAUCGCCUAUAUCGAUUUAUAAUA
+UUGCUAUUCCAUUUUGUGCGGCUUGCUAACCUGGGCCUUGUUCCAUUUGG
+ACAACUUCACGGCGGGAUUUGCACCCUUACGGCAAUAACGUUUCGGGCUG
+UACAUAGACCCUUACAAGUUAUAUGUAACAAAGACCCACUUAACAGAGCU
+CACAAUGUGUUAGAUCAGAUUGGAACUGUAACUCACUUCCUCGUACUACU
+UGGUGUGGGCAAUUCCUUUUCUCCACUAAACCACGCCCAGCGCAGAAGCC
+CACUUCAACGCGUGGGCCCAUGUUAGAAUGUACCCAACCGCGGGGAGCCU
+UGGCUUCCACGAUUAGCGAUGGAAUUUUAUUUUGACGUCGGUCCCAAAUC
+AAACGGUGCUGUUAACUGGAGCUUUCAUAAUCAUGCGAGAGAGGCUGGAC
+GGCUGACGGGCCUUCGGGUCUGAGGAAAGUCUCCCCACCGCUCCGGAUAC
+ACGAACAUCUGUAAAGGAUGUCGGGCGAGAGCCCGGGCCCUGGCACAGAA
+ACGAUAACCAUCCUCUGAAAAUGCGAUGAUGCGGAAGCUGAGAUCUCAGG
+GUAAAUGGAUGAAACGGCGAACCCUCGUGGGUGCAAGUUGGAAAUCGGGG
+AGAAGAGAAUUCCGGACUCUCCCGGUUGUUUUUGGAAACGCAUAGCCGAA
+UGCCGUCACUGCAAGAGUCCUCAGGACCAUUUCCUCCACUGAUGGGUGAU
+AGGAAAUCUUUGCAGGAACAGAAGGGAGCUUACGUGCCUCACUCGCAUAA
+ACUCAAUAUUGGAGCACGAACAAACUAGUCACCCCUUUAUGCUGUUUCCA
+CCAUGCCCAAAUAAACUGCACAGGGACGGGCCACUCGACGCUCCCCUUAC
+GCUCUGAAACGUAGGUGAAUGACCUCCGAUCAGGACAUGGGGUCAUUACA
+AUUGACGGCCGGUGCUUGCCAAACACCGUUUUUGCUCUCGAAAUGUCCGU
+CCUCGGCGACGAAGUCCGGUACCUUGUCUGCCUCAGCGUCAUCGUUACCG
+CGAAAGAAGAGCAGGGAGGUCGCUUGUCAGUAGUGUUUGACGAGAAGCUU
+UUAAGUGACGCGUGAACCAUUGUAUACAACCGAACAACCGCGAAAGGGAC
+CCAUUGAAUCUCCCCGGGCGCACUGGUUAAUUGGGCUGUCAAGCGCUCGA
+GGCAGACAUGCUGGUUCAACCUGCUCAACUAUUACCUCAAACAUCCCCCA
+GAAAGGGUCGUCCAGUAGGGUAACCGGAUAGCACGCAGCUUAGUUAGAAG
+GUGAAAGCUACCAAAGGCUCCCAGUCGUGGAAGGCCAAUGUGUAUCAGGA
+GACUUGAAGGCCGGAACCGCUCACCCCUAUUACCUGUCAUGUGCAUUGGC
+GUGAAGUUGUCAGCUGAAAGUCAGGGUAGUUCACUAUUCCGUGGGAUAUC
+UGCACCGCCUAUGUAACAGUCAUAUGCUCGUUAUCCCGUUGUCCGAGUUC
+UACAGGGGGAGCCUUAAUACUCGCCUAAUCAUAGCGACCCGGCUUUUAUG
+UCUAUGUCCUCGCAUCGUCGUAAGCACUUUCUUGAAUCCCUCACGGGGUG
+CAGUUGGUACCAAUUAGGCUUUUAUCAGCCCAAAAAAGUUGUGCUUGCCG
+UCUCAAACUCGGAGAACUACUAACUCGGCAUUGGUGUUUUCCGAUUCUAU
+UGAUACGUAUAUGCAUUCUGUUCUGUUUACGGCGUGUUUGCGGCUAUCGA
+UCGGACGCUUCUCACCGUGGUCGGUACAUACCCUCCCAGCUUGAAAGAUG
+ACAUCGCCUUGCGAGUUGUGCACAACGGUCUGAUACUCAGUCGUUCAGCU
+GCAGGUACAAAGUCAAAAGCCUCUGAGUUAGAUAUAGACUGCAAGAUUAC
+CGCUUUAAAGGGCACGUCCAAAAAUAUGGGGGAGUUUUUCAAUCCAGUGG
+AUCCUAUAUGUGUUUCUACCUACUCACCAUCGUAGGCUCUGUUAGCAGAG
+UCUAAGCCCCCGAUGGAACUUAUAGUACUACUUAACAAGGCUAAAGGCUA
+CAUUAAGCGGUCAGCAUCCUGUCCCUGGUGUGUAGUGGCCCAUUAUUCGA
+CGGCUAGACUGGGUAUUCGCUAAGUACUGUAAAACAGGGCGACGCUGCUU
+UAAUAUCUCGAGUAAGUCACACUGACACUACGGUCAGACAGGUUGCCUCA
+GAACCGACGUCUCCCCUUGCGGAUCACUUAAACGUCGGGUCAUAUCAUGC
+GAUUUAUUGAAUCCGAGCCCAAGUGGGAGCUCAUGUAGAGAGCUCCAAUC
+ACUCGUGAACGUCGUAGUAGGAUGCCUCUUUAUCCAACUCGAGUGAAUAU
+GUACUUCAUAGGCGCCUCUAGAAUCUUAGUCCUGUAGCUGAUGAGAGCAA
+GGGUUAUAUAUUCUUCGACAAAACUUUCAGCAACACACAUCCUCACUUAG
+AGCGACCAGUAAGCAUAAAGUUCAGGAAGAAGGAUGCGAUGCCUUCGUAU
+ACCACUUCUCGGUAAUCGAAAGUUCCGCGACUUCGUGUAAUUACAACUGG
+UCCUUGUUCUUAUCACCCAAGAGCAACGACUUUAGCGUCGCAGUGCAAAU
+GCAUUAAGGAAUAGGUGUGAUAACUUUCCUGCAGAAUUCCCUGACAUGAC
+CAAGGGUGGUAUUAUUGUGUUAAGAGGGAGUAGUUGCAAGCUAUAAUAUC
+AACAUCGCGGUUAACGAAAAGUUACCUGGUAUUAUACACCAAUUUGGUUA
+CAAGACUUUUAAUAUAAUCGCAUCAAGUUCGAAUUCUGUCACCGGGUACG
+AACGCCAACCACGCGUUUAACCGGGCAGUUCCAAUGCGAAGCCUAACUUG
+UUAUCAAGUAAUGGGUGUGGUGCGGAAUCGUCGUUAAAGUGAAAGCCCUA
+AUUCGCCCUCAAAAAGUAAAGUUGCGAGUCGUGCGGGCCACAUUAACUUG
+UACCUCUGUCGCGCUCAUGAUCCCGCGAAAGCUCGUGCCCUAACUGUUUC
+CAAUACUGCCUAUAUGUUAGGGGGGCGCCUUAGCGCGUUGGCAGGCUUUG
+GUGCGUCCUACGAUCUCUGUCUGUGUGAAAAUUCAUUGAAAUUUCUGAGA
+CGUCUGUGGUUCUUAAAACAGCCUCGGAUCGUCUGUCUCUUACUGCUUUA
+GUAACUAGGAUUGCCCAGCCAAUUGGUGAAGCCCUCCGGACCGUAGGUAU
+CUUGUAUCUUCAAUUGUCCGCUACAGCCCCGAUUCCCGACUCAUCUGCCC
+GGUUUUUACGGCGGUUAGUGAAAUCGGCCCUGCACCGUCUCUUGUUGUGU
+GUUCCCUAGCAGGAUAAAGUGUAGCCAUGCUGACCGCCAGAUUAUGUGUA
+UUUAUAUAGAAACCCCAAGUGCCAACACCGUCUUUCUCGAAUCGCAGCAA
+GGCCCGGUAACUUCUGAAUGAGACCAUCCGCACCCAGUGCUGUGUCCUCG
+UUUGGGGUAUGCUAUACGUCCGAUCAGUGGGAUUAACUUACUAAGGGCUU
+GAACUUUUCAAGAAAUUGGUGUCGCAGUCACCCGGGGGUCAACAGAAACU
+CCGCCGUUUAACGCCCGAAUCCUUUUAGCAGCUCUUUAGUGUUCGGUUAG
+AUAUGGUUACGAUGACCCUCGGUGACAUAGGAGCAGUGUGCAAUUGUUGC
+CUGUAAUCAGAUUGGGAGCGAUAUUAUGUUUCUUUGCAGAGGCAUUCUCC
+GAAUAGUGCAUCCAGUUGGAAAAUGUCUCUUCCCUACAGACGGGUAUCCU
+AACGAGAAAGCCGCUUCACCUUCAAAGCCCUCUUAAUCUUAAGCUAGGAU
+CCAGCGGGUGGCAAAUUGGUCAGGCUGUACACGGGUCCUCCACAUAGGUA
+AUAUCUACAUCAAACAAGCGGAACACACAGCGAGUGUAAGAGUUCACCUG
+AAAUUAAUUGGCAACCGUUGCACAACAAACAGAUACCUUAAAUCAUCAUG
+CGCUUCCAUAUGUAGCUAGGCUUUCGGAGCUCCAAUUAUGUAAAGCAGAG
+CCUAGUUUCAGGAUGUAUAAGCGACUGACUUGGGCGCGUCCGUACUCUUG
+UUAAGAACCGACGAAGAAAACUCUCACUAUUACUAUAUCACAGUAACCUG
+CUAACGCAGCCCUACCGGCUUUAUGCACUGUGGGGACUAAUGCGCCACCG
+UUGAGCCCGGUGACUCCAGCCAUGCUCGUCUCCCACACACAUUGACUCAA
+AAAGUAGAUCGGGGGCAAACUCUUAAUUAGGGAGGAUCCUGGUUCGUCUA
+UUUAUAGGUUCGUUGAACGAAAUUCCUAAACGAUCGAACUCUCCGGUUAA
+GGGUUCGUAUGCAUUGAACAUGCCGUCCCAACCCCCGGCAGUUUCGGCCC
+UAACGAGACUUAGGGCGGUCGGCGCAGCUGUGGCAUGGAUUUCACGGGAC
+AUAAGAGACACAGCAACCGCGUAUCACGGUUUACGCGUAGCAAUAGUCUG
+AAACAAUCUAAGUACGGGGUUCUUAGGAAAGCAAAUCGCCGACCACCUAA
+UACGCUUACCCUGGUGGACAAUGCGAUUAAUGCUAUGCGCCAUUAGACAU
+CGGUAAUACCCUACAGUUUUUGCCAAUCUACCCUGACACCGGCAAACGCC
+GCUAUACCUCGGGUUCGCACUUGGUUAUUUUUGACAGCCCCAAGUGUCAG
+GUUCUUUAGUCACCGAAGCGUCUCGUUGCUGGUGUUAUCUAGUGUCGCUU
+UUGUGCUCGAAUAAGAUCAUGCGGCCGCCUCCUCAUUGAUAUGACCCGGA
+UAAUCUUAAACAAAACGCCCUUUGUUGAAUCUCGUGUACCAUGCUCCAAU
+GUGCAGGGACUUGGUCAUAAUCCUGUGACAUUGAAGAGGUCUAGCAGCUU
+CGAGUUUACACGCCGCCGGCUCUCUCCUACAACAGAUUAUGCUGAACAAC
+UGGUGCUAGCGAGGCAUCCCGAGCAAGAUCCAACGGUGCCUCUGGCACUA
+UUCCGUCUACUCUUAUUAUGAAUAUAGACUCCGGUGUAGGACGGAACUGC
+GCGUACACGUAACAACUCCCAAUUGGACGCAAUACCGGGAUACCAUUGCA
+AUCGUGAGAUUUACCAUGGGUGCACGCAGUUGCAGCGCGGGGGCGCAUCC
+ACCCUAUCAUAACCCCGCAUUACGUGCGUGGAUAGGUCCUCUUGGCGUCC
+GUUGCGCCAUGCAUUCGUGCGACGGGUGGCAUAAAUCAUCGGGAAUGUCU
+AGAAACACCACGUCCCCAAAAGAACACGUUGUGUCCACAGAACCCAAAAA
+AAUUGGCCUUCGCUCGGCACGGCCAACUUUCUCUGUCAACUUAUACGAGA
+CCAACGUAACCCUACGACGGUCCCUCUUUGUACCUUUGACGAGGGAUGUU
+GGCUACUUAUCUAUGGGUAUGUGCAGAGCAUUUCUAGGUCACAAAGCGAA
+AGCUGUUACAUGGGCGACUCCAGAUUGGCCUUCCAGUUUCGUUUCAGUGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.ebd
new file mode 100644
index 0000000..559097a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.ebd
@@ -0,0 +1,20 @@
+RF00031 AC002327.1/156204-156268 pg-1_15 29619 29683 1
+RF00023 AE013063.1/8484-8834 pg-1_15 35755 36105 0
+RF00174 AE015526.1/127-357 pg-1_15 29168 29398 1
+RF00174 AE016932.1/22310-22515 pg-1_15 23730 23935 0
+RF00168 AE016947.1/224792-224618 pg-1_15 196 370 0
+RF00230 AE017012.1/106690-106445 pg-1_15 38150 38395 0
+RF00174 AE017174.1/95859-95679 pg-1_15 48659 48839 1
+RF00029 AF080083.1/1551-1683 pg-1_15 44382 44514 1
+RF00029 AF243383.1/10225-10322 pg-1_15 41695 41792 1
+RF00017 AL445063.1/194119-194402 pg-1_15 9752 10035 1
+RF00174 AL591789.1/35311-34896 pg-1_15 500 915 0
+RF00174 AP003189.2/34729-34907 pg-1_15 40283 40461 1
+RF00080 AP003586.1/316604-316723 pg-1_15 39982 40101 0
+RF00080 AP005278.1/215513-215679 pg-1_15 17422 17588 1
+RF00174 AP005947.1/21272-21492 pg-1_15 42700 42920 0
+RF00023 AY040836.1/1-317 pg-1_15 14957 15273 1
+RF00168 J03294.1/2297-2476 pg-1_15 34139 34318 1
+RF00017 M22560.1/129-422 pg-1_15 36633 36926 0
+RF00023 U39713.1/7687-8074 pg-1_15 45558 45945 0
+RF00023 U68079.1/22-383 pg-1_15 37611 37972 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.fa
new file mode 100644
index 0000000..e084e9a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr15.fa
@@ -0,0 +1,1001 @@
+>pg-1_15
+UCGCCCUGGCAAUACGCAAACCCCGACCCGUUCAUCACGGGAGCCACGUU
+CGCAGGUGGAAUCGAUCGGCGAUCGGCGCGCACGGUGUAACGGCCAGAAA
+ACGUAUGCAGCUUGCAUAAGCUAUUGAAUGGCUAUAUCUGAAGUCAACCC
+UCGGAACAUACAAAGACCGUGUUCAGACGUGGAAGUAGCCCUCUUAAAAG
+AGGUAGAGGUCGCGGUUUUUAUUACGCUUGUGGAGUGAGAGGACACUGGG
+AAGCAAGUUUAGGAUCAAUCGCCGAAAUGCAUAACGGAGCCUCUUCUGUU
+GUGUGUUGGGACGUAAGUUAAGAGCUUGCGGACUGUCUUAGUAGUGAUGC
+UAAGUUGUGCUAUGUUUCGUACCGGAUACGACUCAAGUAUGUCGUAUGUG
+CUAAGCCUUGCCUAGAGAACGUUGCUUAGCUUGUGAGCAUCCAUUUUUUA
+GCUCCUUCCGGGCAUUAGGCGACGAAAACCUUAUAUUAUACUGGAAGCCA
+AUUAACGCAGUAUGGAUGGUUCUCUCGUGCCGAGGUGGGGCGAGGGAGUA
+AAUGGGAAUGCGAAGGGGCGGACCCACGCCGGGCGCCCUUAUCGCAGCCG
+ACCCCGCGACUGUAGAACGGUCAGGGUUCGCCAUCGGGCAUUUCGCCGGA
+UUUCAACGCGCUGCAUGGGCAGUCUCGUGAAGUUUGGCGGCAUGUCGGAA
+AAGCCACUGGCGUGGCAUUGCGAUCAGCCGGGCAGGACGCCUCUUCUUCU
+ACGAAUCGUCCGCCUUUCGCGAUGCCGCAAACGCCGGGAAGGCGAGGCGA
+GCCCGUUCGGUCUUUUGCCGCAUCGUUUUUCGGGCCGAGCCGGUCCGGCG
+AACGUGCGGCCAUGAGGAUCGUGACGCCGUGAGCCAGGAGACCUGCCAUC
+CGUCAGGGCAUUCCGUAUAAUAGCCAGGACAUUCACUUCUAUUGAUGCGA
+UGGCAAAGUACUGUUGAAGGAGCUUACUGCUUGCCUAUGCCAGGUCUCUA
+AGAGGUGACUUCAACGCGGAGGCGCAGCGACUCCUAAUCGUUAGGACAUA
+CCUAAUGAUUGGGUGGUCCUAAAUUCGCACCACGAAAGAUGCGUCACAAA
+GCGUAGGCUGUCAUUGCCGAACGGGAACUCCGCUAUGCAUGAUCGCGCCG
+AUCUACCUCUUUGCCUCUACUGUCAGUCCCUUGGUCCAAAGCACAUACCA
+AUCCGAUAUUCCGGGCUUAUGAUAGAGCCUAUAAAGUCUCUCCGCAAUCG
+GUACGCAUCGCUAGAAGAUUCCUCGUCCGGCGUGGCACGAACUACUACGC
+CCCUUAUCUUUUCACGUGGUAUUCGGGUUCGAGUAUAGAAAGAGAAAGGA
+CCUUACUAGCAUCGCAGUCCCCGAGCCGCCCUAUCCCCUGCCGAAUUACA
+CACGUGACAGCGCAUUUGUAGCGGACGAGGCAAUCAAGGAUUGGGCCGAU
+GGGGUCACGACGAUAGCCCAACGGUAACUCCAGGCCUCACCGCACUUGUU
+GUCUCGUGUGCAGCUCUCGACCAUUCUCACAAUACUUGCCCUGUAACAAU
+AUCUAUCCAGUAAAAUCCCGGUGGUGCCAAGCUUGGUACUUGCCGUACAG
+GGCUGCUGAAACAAGUGCGAGGAUGCUUUAGCUGGAUUUGAUCUAGAGUG
+AUCUAACCUUCUCCAAGUCUGCUAUUCCUCGCCUGUUAAAGCAUUUGGGC
+AACCGGAUGUUUGUCGGAUCGUUCGUAUAUGCCGUAUAGACCGUCGACUU
+ACUGUUCGCUCAUGCGGAACCGGGUAAGGGAAACCAUCCCUCUCCACGGC
+GGCAGGGGCUAAGGAUUAUUUGAGUGCGCCCUUAGUGUCUUCAGCGGUGA
+UGUGGCUCCAAUGCUUACGUAAUGACAUACUUAUUCGCGAGAUAGUUAAG
+GGAGUAAUAAGAUCUCAUGAUGGUCUCCAGCGAGGUGCUCUAUCUAGCAA
+GUAAGGAGGCCUGUAUACACAGGGACCGGCGACGCUGCGCAAAUGCACCA
+GCCUGUCGACCCUGGCGGAAGAGAGAUGGGAGAAUAUGGCACGAUUUGUA
+CACACAUUGUCUGUUUAAGCCACAUUCUUAAGAGUUAAGGUAAGAGUUGG
+UACCAUUAUGGACUCAGGGAGGUCUCUUGUGGUGUUAGCCGCUAGAUAUU
+AAAUAACGUGAGUCAACCUGUUUAGUAUGUGAAAAAGAGCGCACCACCUC
+AUUGCAUCUGAAGAGAUCCCCCUACGGCGUGGCUGGGUACCAGAGCACGA
+ACAAAACGCGGAUGCUAGCUUUGUCCAUUCCGGUCAUCAUUCUGGCAACU
+UCUGGAAUAAAGCUUAGGAGCCCACGAUCUAUUCUGAUGUCUUAAUAUCU
+CAGACGAACGUGAAUUGCGACAAUUUGAGGCCGGCUACACCCUUCUCUCG
+CGUUCCCGUUUCUGGCCCAGUACUUAAGUAGAAGGAGAGAGUGGAGUGGC
+UUCCAGGUUGGUCGGAGUGAAAGUCUGUUAGGUCGUAAUUUUAGCGGACU
+UGAUCCAUUCGUCCGUCAACGGGGCCCAGAUAGGGAGGGUGAGUUCCGGA
+CCUACAACGCGUGGGGCUAAAGAGUUCUAGUUACCUACAACAGAUCCACC
+CUUUGCGUUGUCCAAUAAAACCGAUGACGAAAAUAGAUGAGAGGUAGUAG
+AGAAGAUAGUUCAGGCACAUCCUCUAAGAGUUGACGCGCCCUAAUCGGCG
+UCCGCCGGAGAAAUGGGUAGGGGGGCUGGUCGAGCAAGGAUUACGGGCGG
+CUCUAACUUAUGGUGUAGUACUACGUGGGUGUCCCUCAUUCACGCGCUCG
+CAACAUAUCUUGACUACCCAUACCGUCCUGUAAGGUCGUGCGAUCCUAGA
+CCGGCAAUGUAGAGAUCUGUGGUCCGAUAUAAUUGAAGCAUGAAUUUUCG
+GACUCACCACUUGUGAUAUAAAAUCCGGGUCCUAUUACCCUUAGCAACAG
+AGAGGAUUGUAAAUUGGCGCUUACGAAGGUUGCUCUGUUGAUUGACGGGC
+UAGCGUGGGCCCUGUGACACAGCCCUCCCCUUCCGCUACUCUAUCGAUAA
+AACGGGAAACUACGUAACCGGAGUCUUCGGGCAUACGCUGAACCCAAUCC
+GCCGAUGAUUAUCAGAUGGUAUGACCUGACGAUGUGCGCUUGCACUCUCU
+GCAGCAUGAGGUAGGGUUUCGUAAUGCGCUCGCCUUUGCCCGACAGAUUC
+AGGACUUCCCUGCUGGAUUGGCGUGAGAGGGCACCCCUUAUAUAAAGCGA
+AGUUACGGAAUCGUUUACACUGAUCGGAUGUCAGUCAAGGCUUCUAAGAC
+CCAUAGGACAAGGGUCUAGCCUGUAAUAAGUUUGGCUUGUGUUUCGGCGG
+CGCCGCGCAUAAUUAACGGAGGUCUGAAAUUAGUCUAGGAUGGUUUUGAC
+AAUUUCCUGAGCAUAAGGAAGGAGUCGUAUCUCAGCCCGGCUGAGCAGUC
+CAAUGUUCUGUAAAAACGAGUAAGCUACUUAGAGGAUAUCGGGCCAUAAG
+UGAUGGCAGACCUUGGACAACGGCCCGCGCUUUAGGCGUCGAUCGUACAA
+GUGUAUGGUCAUGGCGAAGCAUUGCACACCCCAGGACGGAAAUCCGUGCA
+GUAAACAACCGGCCCGCCAUUUGCAUAGGCUCCAGGAGCGGGCUGUGAAA
+ACUACAACAACCCAAGCAUUCAAUUGGCUGUUUGUGACGCGUGCCGAGUU
+GAUCUCCGUAAGAGCGGGUGGCAGUAAGGUGGCUCAUCCCGAACUGCCAC
+AAGCUACACUCGCGGUUGUAGCGGCCGUAGCCGCCGCAAACUGUUGCGAC
+UCCAGACCACUCCGGGAAUCGGAGGGGAGUCGAUGGAUCCUAUCUGAGUC
+AAUGUCGAACUCUGAGUGGCACAAUGCAACUGUGACAUACCAGUCCCACA
+ACUGUUAUCCAUUCUUGAAAGGUAGUUCAGAUUUCAAUUGGUGCAAUCUC
+CUUAGGCUAUAGGGUUGCCGAGGAGCCGAUACGUACUCUAGUUAUAAGUU
+CUCAAACCACGCAUUUACCUAUUCAUGGCCUGACUGACGGGCCUAGCGGG
+UUGCCAGUCUAGAUCCCUCGGAAAAUGCUGCUGUAUAAUUGUGCACUCCG
+GCGCUUCUGCUCUCCUAUUGUACUCGGUGGAUCCCGGAUCCGCACCGUCG
+CUUGUGAACGCCGGAUUACCUAAUUUCGGGUUAAACCAGAAUUUGGGCCU
+CCUCCGAUUACCAGAAUUUGGACACUGGCGUGUAUACACAGGUUACGGUG
+ACGAGCGAAGAGGUACUUAACGUUGUAGAAACCGUUAUAGCAGAAUAACC
+UCAAAAGUACUCAAGACACGCAAAACGCGCGCUGGGGCUACUAGAGUAUU
+UGGGUGCCCUACAUGUCGUUGUGAAUGGCGCUGUGGCUUUGGGAAUCGCC
+CCAAUUGAAACUAGACCAGAUGUGGUACCUUCGAAACCGAAGCUCUAUUU
+AAGAACGUCAUAUCGCUUGGGGGAGCACGGGUUUGCGAAAUUAGCCGAAG
+ACGCAAGAUCUAAUGCUGAACUGUCUCGGAAAAGUAAAGAAACAACCCCA
+CGCCUCGUAAUCCGACCGCUGAUCAACUUCUCGGAAGAACGGAUUUACCG
+CCUUAUGAAGUGGGGCGUCGCUGUUAAAUGAAUGUCUACCCCUGGAACAA
+AUGUGUUUCCACGUUUCUCCUAUCCACGGUUGAGUUCACCCAGACGAGUG
+CAUAGCACUGAGGCACUGUUGUCGCCUACCCGUGCGUUAUCUCUACAUCA
+GCCUAUAGUCACAGGUUAAUCGAGACGCUGAGCGCGUGUUCUUCAUUUAU
+UGCCGUUUUACCACGAAAUCUGGGACACGUUCUAGGCGUAAUAGCACUGU
+UUCAGUGUUUGUUCUUGGUCCGAGCGGUGUAACCAAGUGACUUUGCGCGU
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+GGUGAACUUGCUCCAGUAUGUCGAACAUACCUCAAACAAAAACGAGUCAG
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+UCGACAUGUAAUUGACGAAUCGGGAAACGUAUGUGCGUUCGGGGAGAAGA
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+UGUAAGUUUCUAAUUGGGGCUAAGGGAAAGCUGGAACCAUGGGGCCUCGG
+CAGAAUCUGGAGUUCGAAUUAGGUUAACUUGGCAAGGACGUGAAAUUAAC
+ACAUCAUUAGUGGUACCCACACACUGCAAGCUAGUCGCAUGACAAACACC
+CAACGAGGGUGGAUGAUACAGCGAGACAUCCCCUUCCCCCGGAGAAUCAG
+CGUUAUAAGGUCUACUGAGAUGAGCCGGUGUUUUUUAAGACGCUAGCAUC
+CAUGACUCCGCUCGACGUGUCUUAGUCACAGACACCAAAUAGGCUCGCCU
+GCGGAAGGGAUCGCCGAACCCCGCAACGUCUGCAAGUAAUAAAACGAGGG
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+GUGUCUGAGGGCCAAAACCACCGCAGUCGACCAGAGACGAAACUGAUUUU
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+GGUAUCCUCAUGCGCGGCGUAAUAUGCGAGGAGAACAGCCGACGAUGACA
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+GGACGACGCAAAGGGACAGCCUUAGCCUACUGGCCCAAUGGUCUUAUCUA
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+CCAUCGAGCUUACGGCAAGGUUCCACCCGCCCUCACAUGUGAGCCCCGCG
+AAGUAGGUUAUUUUUGAUCGCCACACGCCCAUGCGGAUCCAUGUGGGGAG
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+CCCUUUAGGUUUUCCAUCAUCCGAGCAAAUUUCCACGGUAAAGAUGGAUG
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+AAAUGGACCAUACCCCAUCGGGUCCCGAGUGUCUCACGGGCAGGAGCACA
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+GUAAGGUCUUCGGAGUUAAAUAUACGGUAAGCAACUGAAUCCGAGCGACC
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+UCAACGGCGUUAGUAGUUAUCUGGACCCAGCUUUGCCGCCAUCCGCGUGC
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+GGGUGGUGUGUGCGACAAGGAUCGGACUUCUAGUAGUUUCAGGUAAUCCG
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+GGGGAGGUGUGGGUCACGGUUGCGCCGGGACCUCUGGUCUAAGGAGGAAC
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+CCCCCACUCUUACUCACAAGAUGGAGAACUCGUUUAUAUAGGGGGAGCCG
+UAGCCAUGUGGCCCCGCUUGAUAGUUGUAUAGAUAUCCUCAUCCGCUUCG
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+CAUGAUAAGAUCCGUUAAAUCGUGGCAAGUUACAAACUGCCACUCGCGGU
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+CUGAGGGAGGAAUUGUCGUGAGGACGCCCGUGUUCUCGCAACCGCCGUAU
+CGCUGCCAUGAGGUCGCUGAUAGAUACUGUUGAAUUGCCAAUUAGAGAUG
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+AUGCGCUCUGAUAUAAUAUGAUUUCAACGAGCAGUGGCUGUCCGAGCAAG
+GCCACCUAGGCAUUAGAGUAACAGCCCUAAUCACGGUACCUUUCUUUCUU
+GAGCCCACAUCAACUUUCAGCCUACAACCCGAAGACACCCACAUUAGUUA
+AUGAUUCCACAAAUUUAAUUGUUCGAAAUGCGCUGCAACGGUCGGGGGAG
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+GUUUCCAUGGGCGAUGACGGGGCAAGCAGAUGCGCAGGUAUUACAUAUGA
+CUGACAUUGUCAUCACUAAAACAGCACCAGCGCAAUGGAAUCCCCGGCAG
+GAGGGGCGCCUUUGACAAUAGGCUACCACAUAGUGCAAGUCGUGGGCGGG
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+GAACUGAAGUUAUACCACACCUACAUUCGGCUAGUACCGAAUAUGAUGUC
+ACAGCUCUGUUAUAGAGCGAGCAUUGAAGCGUCAGAUAUCAGUGGUGACA
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+AUGGUAGGGGAGGAAGAUUUCACUCCGGCGUCGGCGCCUUCUGCUCUUGG
+CACUGCUCCGCCGAGUACUUGAUACUAUUAAGUGUGAAUACUUGGCCCGC
+AUGGACGUGAUACCCUGCUCUGUUCCGCUAACUAGCUAGCAAAUCCGAAG
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+UGGUGCUUUCCUAUUUUGCCGGCGGAGUCUAAGUCCCGGCUAUUGUACCA
+AACCAGCUCGAGGACCCUACCCUUGCUCUAUGAGGUGUAUGUCGGCGAGA
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+ACGGCAUUCUCCAUUAAACCGCCUAAGAGGUCUUCCAGUAGUUAUCCUGG
+GCGGACUAUAAUUCUUCCUCCCAACACGGCGCUAGGACGUACGAGGCACU
+GCAAAAUGCCAGCAAAUAUCUAAGGAAGGUAACUUUUCUUAUGCUCUGCC
+UAUUAUGAUGUAGUGCUUGGUGAGGCCCCCAGAACUUACUACGAAGAUGG
+AGUACUGCUUGUGGAAGAUUGUCAUUGCCCUUUUUGACUCGUCACGUAUC
+GGAAGAUCCUAUCUUCUGGAGACGCUUGACAUUAUUUUGUCCACCGGAAA
+UUGUAGGGUACGAACUUUCGGAAGACGGUCGCUCUUUAUAUUCGCAGACA
+UUGACGCCGCAAUAGAUGCCCCGACUGACGUAGGAGUAUUUGAGACUAGA
+GGGUUGGACUAAAAAUGUGCCUUAAUUGUGUAUAUUCGCUAGUCAGCGUG
+CGAUUCUCUUACUAGUUAUACAAAUAUCCAGUAGUGACAAAACGCAAUUC
+CCGCUGUUACAAGGUACAUGAUGUUUCAAAGACGCCCAACAGCACGGGAG
+AGUCCGAAUUACAGGGGAUCUAAAUACGGGUCUGUAGGGUUGCCGUCGCG
+AAUUCACUUUUUUAUUUAUACAUGUGUGAAGUUAUAAGGGCGUCUAGGAA
+CUUCAACUUGGGGAAAGAUGGACAAAGAGGGCAGCCGCGCUACGAUAUCU
+UAACUCAAAGCUGACGUUAUUUGCCUGUACCGAGGACCUUCAUUGAAGAC
+AUACAUGUGCAUGGUGACCGAACCUCGAGCCAUAUACUCACAGGUUAAGU
+UGGAACUAGCGUGCUGCCAACAUGUCAAUGGACAAGGUCGACAUAAAACA
+UUGUUUCUAUCUGUGAUGAGUGGUCACAAGGCGUAACCGCUCGCUAAUUG
+UCAGUAAGUUGUUCUCAAUAGAGCUGUACCCUGCACUAUGUUGAGAGGGU
+CUAGGACUCGAAUAGGUCGUUUGUGCUGUCAUGAUAUUUGUGCUUUGGUU
+UUCUCCUACCAAAACUGAAGAAAGGUCUAGAAUCCCUCCCAUCACGUCAA
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+GUCUCGGCAGGGGCCUUCCAUGGCGGCCGAAAAUGGGACUACGAGCCUGC
+CGAACUAAUGCUCGUUGGGCCGCUCAUCCAAUGGUGGCUAAGUCGACUUG
+AAGUGUUACUCGUGGGGGCGGCUAAUCUUACAAGCCCCAUAAGGUUACUU
+GAGAACGGGAUUUGAUCCCAUAUUAGAGCAGUAUAACGCAUAUGCCCAUC
+AGCAGUCCCUUCGAUAAAUGAUUCUCCGUUCUUCCUGUGCCUAGGUGUAG
+GGCGUUGUACUCUAUUAAUUACGUCUACUCUCCUCAGAAUCACAAUUCAC
+CAGGAGGCUGUAGCGUCCCCUAGUUUUAGUAUGUGUAUCGGAACGAAAGG
+CUUGAUACUAGUCGUUGUAUGAUCCCAUUCACUCCGAUAGCGACUCGGCA
+GUCAGAGCAAUCCAGGAAGUUCCUGGGGCGAUAUGGGGCAAACAUACAGU
+GCACUUUCUAUGAGGGCUUUGCUAAACCUGCCCGGCCUGCAUCUUAAUUA
+UCUCGCUCCGGUGUCGGCAUAGGAGUGGGUGAGCCGGGUAAAGCGAAAUU
+GGAUGGCUCCACUGGCCGGUCGUUUAGCCACGACGUAUGCUAUCCCAUUU
+UGAAUUCAUGAGCAGUCCGAUAGGUCCACGUUUAAGCUCUUAGGCGUAUC
+UCAGACCCGGCUAGGAGGCAAGUUGAUUUCACGCUAAUACGGGUUCUACG
+GGUACAUCUGGUCCGGUUACAAGUAAUCACAUACAUCAUAUACCUGCUGC
+AUAUCUGACUUGAUACUAACACUCUAAGUAUAUCUCCCCAUGGUCUAUCU
+UUAAGGUAGAAGUAGUGUUUCGAGAAGAUCUAACAUCGGUCCGAGGGAAC
+CUACUGCAUUACAGAACGAUAAGGGACUAGAACUGCCUAGCUGGAACGCC
+AGAACUAGAUGUAUCGAUGACAACAGCUAGGAACUUGAGUGCACUGCAUC
+UAGCCAAGCAUGCUGACCUGGAAGAAAAUUGUCUAACCAGUUACGCGCUU
+UCAGGGCAGUACUGAUGCCGAGUAUGUUUUAACAAGGAUUAUCCCACCGA
+UUCUUUACCGACGGUGUGGAGUUUGGAAGGAGGCGGUAGAGAAGAGUGGA
+CAAGUUUUGUGAUCUAAAUGCAAUGAUAGAGGCUGGACCAUCGAUAGGUC
+CCCGAGCUACAGAUGUGGCCAGUGCAACAGCGGGUGAUCGGUGCUACCGU
+CGUAGACCCCUUACAUAACUCAUGGAGCAACACUAGGCCGAACUCCCAUC
+AGGAGGGCCGAACGUUAGGUUGACAGGGCGUCUAAGGUGUUGGUGUGAUU
+GCAUACGAUGGACUAUCAGUUGCUAAGGUGUAGCCUCCGAAACGCUCCCG
+AUGAGGCAGUUACUCACAGCGGGUUAAGUGACAGAUGGUUCCGCAAACUA
+UGCCUCCCCCUUCUAUAGGUAUCCUUACCAGGCGCACAGCAGACAGGUUA
+AAAGUUCCGCCCGGACUAUAUGACGCAGAAGGAGCUAUCGUGUUCGAUCC
+AGGACGGUACUGGCCACCGCAUCCCUGCAGGGUACGUGCCACGCUCUUGU
+AGAUGCGCGGCGGCGUCCUGCCGCAAACACCCAUGCAGGAACUGAGCCAU
+CGUCAUAUACUUUUAGGCAAAAUGAAUCCCUUUGGGUGAUUUCAGUUUGG
+GGACCAGCAGGGCCGUGGUCCGUGGAACGACUUCCAUUAACCGGUGGACC
+CACGGAGACCGAUGCCCACCCUGCAGGCGCUAAGCCAUCGUAGCUCAUAC
+AACCCGGUUACUUGGCAUGUACGCGACUUAAGCUGGCCAUCUCGAAGCAU
+UGUUCCGACGCUUACCCAGAACACAAUCACAGUGUCGACGGGGAAACUCU
+AUCCGGGUUUACUUGAUAAUCAAAGUUCAUCGUAACUAAACAUCGGCCUG
+GACCACGUGGCCUGCACUUUAUUAGCUGGUCCCGGCCGUCCAUACCCACU
+CUCAAUGCUGGGCCCGGUAUUCGAGGGGUCCCUUCACAGCCCUGCGCAUC
+UCCUGAACCACGGACCCAGCUGCCCCGGCGCUACGUCUGCCUGCGUGACG
+GAAUAGUGUGGAAUGACGGGCCCUCGCUCAGACAACAUAUGGCAUGCAUC
+AUGUCACGCUAAAUUCGCGUAUUAGCACAUGAUGCGUUAGUCAUCCAAGG
+CCUCCGGCUAUAAGCUUUUCUUAGCGGGAGGACGCCACGCGCCCACAUUA
+AUUGUUCUUCCCGAAGAAUACACUGAUGCCGUAGCUUAAAAAAGAAGUAA
+CCUUUUAUAAUCUCGCAAGUCCCCAGACGAAUGGUUAGACUGUAACUUCA
+GGACUGUAAGCGUCCUACAGUAGCCUAUCAGGCAACUUCACAUUCGUCGA
+AAUAAAUUGAACGCUCACAUCCAAUAAGCAGGCAUUAGCGGUCUGCGUGC
+AGGCGACAAUUCAGCGGGAAGGGAACUACAUGUGCGUAAUGAGCCACGGA
+UGCGCAUAGUCCCGCGGAGUAGGCCCAGUACAUCGCAGUUUUUGGCGAUA
+UAUACCUGCGACGACUGGCCGGCCACCAGACCGAUACCAAGAAACUUCAC
+CAAGAUUCCAUCUUUUAGAUAUGUGCGGCAGGUCUUCCGACUCGGCCUAA
+AUCGCUACGCCUUCCCACAUCGAUAUGCAGUGGCAUCGUUCUGUAGCGAC
+AGGUACGACCAUACGGCUACGGGGAUAGUUUUGGCUUUGCACCAAAUUCU
+CUUUUAAUCAUUCGACUGACCUCUCGAUAAAUGAGGAGAUAAAGUUUGUU
+AGUCACUGAAUCUCUAGUGUAAGCACUAACUGUUAGCCCAGACGGAAAUA
+CGGUGAGCCGUUAGGUGGGCCAAACACGAGAGAUCAGCAAUCACUACAUC
+ACGAGGACGGCCUGUUCAGGUAAGACACAGCCCUAUACAGAACCGUUCGC
+GAGUAGUAUCUUAGCUGAAACGGUUUAACAUUCCUGGAUGAACUCCCCAU
+GCCUUUUGCAUCGGUACACAACAGAAGCAACACAGGCUAGCCAUAUCUGU
+ACUGGAAAUUUCGGGGUCACACCUGACGCGUACAGAUGAAAGGAUUCCUC
+CGCAAGAUAAUAGUAGCGGUGUUGCCCCGAGAGAAAAUCGAAAGAUUGGA
+GGCUCUCGGAGUUAUCGGGCUACCAGUUCAUGAAGCUAAAGAGAUACCUC
+CGCGGUGCUGUCGGCGGGGAAUAGGAUAUGGCCUUGCUUACUCAUUGGGU
+AAGUGAGGAAACGUCUCAGCAAGUUGGGCCGACCCGUACGGAGCGUCACC
+UAGCUCCAUGUCAAGACGACAUCUGGCACUCUCUGAUAGGACUGCUGAAG
+CAUAGUCCAUAAGAAGCCCGGUUGUUAUUCGAGCUGUUUUGCUCAGAGCA
+GCAAGACGUUCUGUACCAAACAAGUACCACCUGUAGACCUUGCUCCACAA
+UUUCGCUCAGCAUUCGGUCGUGAAGUUGACGACCUCAUCCUGGGAAUCAG
+UACAUCAUGGGCGACUGUUGAUGCGCCAGUCUUGGUAGGUGUCAUCCUCG
+AUACUGGUACUGGUAUUGUCAUGUUUGCUCGCCUGUGAGGGUUGAAACUG
+UGCCUGGCACCCUUCCGUGCUUAUUCUUCCCGCAAGGCGACGAGCAUUAC
+GAAUAAGGCACACGAACCAGUAAUAUUGCAGGCCAGAGGGAUGUAACCUG
+GGGAUGCUGCUCCCGACUUUAGGAGAAGUCGAAGCGCGAACUUGUUGCGA
+AAGCACUCCAAGUGUAAAGGAAAGACUUAUUUAGUGUUGGUGAUGUAUUC
+GCCCUAAUACCAACCGUUAAAUCUAGGAUAAACACAGUUAACCUCCACUU
+GUUUCCGUAAACGGUCUGUUGUCGUGUGCAUUUCUUUACUGUUAAAACGU
+CUUAGAAAGUUGUCAACAUAUGAGUGACGCCGGAAUGUUCCUCGAAUGCA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.ebd
new file mode 100644
index 0000000..deeea7d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.ebd
@@ -0,0 +1,18 @@
+RF00059 AB111809.1/311-481 pg-1_16 28290 28460 0
+RF00080 AE012997.1/6989-7110 pg-1_16 8995 9116 0
+RF00230 AE014898.1/7570-7829 pg-1_16 22451 22710 0
+RF00174 AE016867.1/236456-236654 pg-1_16 14822 15020 1
+RF00230 AE017038.1/276196-275930 pg-1_16 48159 48425 0
+RF00009 AF186229.1/1-295 pg-1_16 36433 36727 1
+RF00177 AF255604.1/13-506 pg-1_16 16168 16661 0
+RF00174 AJ414159.1/142249-141989 pg-1_16 3389 3649 1
+RF00023 AL583919.1/121055-121422 pg-1_16 4438 4805 0
+RF00230 AL591980.1/26893-26637 pg-1_16 47878 48134 1
+RF00230 AP003362.3/336155-335957 pg-1_16 22020 22218 0
+RF00373 L13597.1/422-736 pg-1_16 17414 17728 1
+RF00169 S76009.1/35-113 pg-1_16 4948 5026 1
+RF00028 X03280.1/927-1118 pg-1_16 9680 9871 1
+RF00017 X17237.1/11-302 pg-1_16 32573 32864 1
+RF00012 X79685.1/140-354 pg-1_16 2665 2879 0
+RF00017 Y08257.1/50512-50799 pg-1_16 6570 6857 1
+RF00031 Y11110.1/1218-1277 pg-1_16 39011 39070 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.fa
new file mode 100644
index 0000000..1b3d67c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr16.fa
@@ -0,0 +1,1001 @@
+>pg-1_16
+CCUGGUCUACUGCUGUGGGGGAGAAGGAUGUCCGAGCGAAUUUAACUACA
+AGGUAACUCCCUCCAGCCCUUGUAUACUAUAUUUAAGCGAAACCACAGGC
+UCAUGAGAGAGGGCUCAUGGUAAGGGACGCGGAGGCAUGGGGCAGGUAUA
+ACCUACGCAUGAUUCUAAAUCUACUGCAGGUAUUGAUGGAUUGAGGAUUC
+UUGUGAACCAGCCCGGCACGUAAACGCAUCGCCCACCUGAUUGCGUGAUC
+UCUAGCGACUCUACCGAGCUGUUGGCUUUUAUAAAGUACAGUUUAGUGGA
+AUGCUUCUCCUGCAGAUGGAUUCUACAGAGGAUUUGAGCUUCGCCGGAUA
+UCGACUACCUGCGACUCGCCUCAUAUACUUCGACUGCUGCCACCUCCAAA
+ACAUCUAUUGCGCCUACAAUGCCUAGUGAGGCGGUAAAAUAUCUUAGUAU
+AUUACUAGUUCCGGUUUGUGAGUAGUGGUGGUCGCGGACUGUGAAAUCCC
+UUAUACCAUAAACAGGUCCCGGAUAAAGGAGGUACCUCACACCGGGUUCG
+CGGAAUUCGAAUUAGUUAGGGCUAUCAGGGGACCUUCGAUUCGCCUCUGU
+AGGUGUAUGCUAUGUCGUGCUGCGCACGGUGGAGGUGUCUAUGCAUAUGA
+GUAUUUGACUCUAUUGGUGUGCCGUUUGAACGAGAUCUGAGAUCGUUUCG
+UAGACAGACAUUUAACAAAUACGAGACGGUGGUGACUCCGUCAAGUAACC
+GAAAAGGACGAACCCUGCAGCCCAGUUUACCAAACUUGUUGUCCACAGGA
+CCUAUCGCCGGGUUGUCCUGCCGAACCACUGAACGGACGUGAACGGCCAC
+ACUAAUUCGUACUGGCGCGAAAACGUCAGGCCAUAGGUAAGCUCUAUUUA
+GCCCGCGCCUUUCUAAUACCCCCUGAAGCACGCGAUUUUACAUGUCUAUA
+AUGUGCCCCCAAAUUCCCGCAGAAACGUAGCUAUGGCGGCGGAGGCUCGG
+GACCCGCAUUUCGAAGGUGAUGGGCUCAGGGGCUAUUUGUCACAGGCGGG
+GAUCGCACCUAACUAGACUGCUUGCGGGGUACCGAUGCUAGACUCGAAUA
+GUAGCGCGUAACUACGUACGCGCACCAUGACGUGUACCCUGGCAGGUAAU
+AUACGGUUAGGGCUAUCACAGAACGUAACAUUGAGGGAUGUUCGGAUGGU
+CGCAAGACAACGCCACUCUAUAGGGUUCGCACACUAAAGUCUUAGUAUUA
+ACAACAAGCCUCGGCUUAAGAAAAAGAACCUGGCCGAGAGUUUGGCUCUU
+CGGUUGCGAGCAAUUUCAACUUAAACCGCGCGAUGAAUCGGUCAUGAGGU
+GUCAUUUAGUCUGGAAUACGGUUGGAUCACAUACCUGAUCCUUGGACGAU
+CGGUUCGGCUAUGGAGGGGCCCUAAGCGGGUCUUUGAUUAGAUGUCCUCG
+CGCGCCGGGCCUUCUACCAAUCGAGAGAUCUAAUGAAGUCUUCUCAAGAU
+CCCCCGCUUACUAUUGAGGCCCACUGAUUAGGGACUCUAAAUGCAUUCGC
+AUGGCAUCGACCUGCGUCUUUGUGUGCUCCUUGGCUGGCGGAUUUCGUCC
+GGAACUCCGCAGCUGGUUACAGGGUGCUUCCUUCGCGGCUGAUACCGUAC
+AGGCCCAGUCUCGGCUUCAGUAAAAAUUUCGCUGCUGCAUUGGCCAAUCA
+CAUAGGUAUACUUAGGAGCAAAGCACCAGAGUCCGCUAACGUCCCGGGAA
+CAUAAAUCAAUGCUCAUUCAAAACAUUGAUUAGCACAAUCUGUAAAAUCU
+GGGACCGUGCGGGCCGGGGACAAAGUACAGCACCGUUGACUGACUUAUAU
+CCAACCACGCAGUACCACAUUUAAGGCUUGAGCGUAUUGUGUGGAGAGCA
+CGUGGCAUUAAAUCUCGUCUAAGAGAUCCUAGGCUCCCAUCGAUGCGUGU
+GACUGACCCAACCACUCGUUGGCCGCUGGCGUCGUUGUUCCUAGCGCCUU
+CGAGACGAACGAUGGUCAUGGGCGGCAAUGCCCACCCAAAUGUAGGGCAA
+GUGUCAUUUGUCGACGACUGAUCUGCUUUUGCUACUAUAUAAAUCGGGCU
+AGCCUCGUAUGAUGGUCAUUGUGAAGACUGAUAGUCGAAGCACGCCCAGC
+CUGAGCCAACGUGUGCGGAACCUCAGGGGAAUGACCUUGCCUAGAUGUAG
+CUUCAUGAUACAUCAUUACAUCAGGCGAUCGAGUGCCACAGCGACCACAG
+CCCAGCGUAGUUUUUUGUUACCCCCGUGACAUUAUCUAAGAAUGCUGCUG
+CCCUUGAGGUUACAGCUCAUCGUGUCGCAGGUGGGCACAGAAGCAUCUAG
+AGUCAGGACUCAGUUCGUAAAGAUUUUGUGACCGGGCUCACAUGAGGGUA
+UAUAGGGUUGGAGUGACAUCUUCCCACAAGCCCAUUGAAGCUAGGCCACA
+CAGGUCAUACAUACCGAUCUUUAAGACUAGUUGUAUAGCCUAGUAUUCUA
+UCGAACUGUCGACUCCCCCCCGGUACAGACUGCAAGAGUGGCGCGAUAGC
+CACGAUCGUGCCCCGUAGUCAUACUGUAACUGACCGAACAGCUAGACGGG
+UUUGGGGCAAGUUAAUGAACUGUGUCUCGGAUUCCGCGUUCGACACUAGC
+CAAACAGGAUCGCUCGACCUUACUUGAACAGGAUCUGUUCUAUAGGCUCG
+UACCGUUGCAUCCUUGACUAAUAAGGAGGCAAGCACUUAAGCUUGGUUGA
+UGACGCAUGACCUGUGGGCCAGAGCGUGAUUAACGGCCGGAUCACUGGCU
+GAUUUGAUCCCACGGCUGUAGAGGAUCGUUUCUUGCCGGGCCUCGCCUGG
+CCAGGAUGGCUCUCAGGUUGUCUGACAGGAUGUGGCCCAAAAAUUGAGGC
+UGAGGACUCAGACGAGAACAACAUAACACUCAUUUAAGCCCUCACUAUUA
+AUCUGAUUUGUCCGCUGUUCCACCUGAUAAGGGGCGGCCCCCUAUUUGAG
+ACCUCCGGUGCCUCUGCGACGCACGGGGAGUAGGCGGUAUCUAGAAGUUA
+CCCUGUAUCUUGGCGAUUGCAUAGCAUUCCCUUUGUUCGUCACUUUGGUG
+ACGCGGCGUCCGCAAGAUCAUCCGUCCAUUUAAAGGGGACCUAGGAGAUA
+UGUUCUCUGAUAAGUCACUUUGAAUAUUUCAGGGGCAGCCUGGUACAUAU
+CGGAUGUAUUACGCAAAACUGAGGACACUGUUCACUAAUAAAGCUGCAGG
+GUUAUGGUAGUACUGAAGCGUAAGGCAGCUAACCCUAACGCUUUUUUCUU
+UCGGUCCGCUGGACACAGGUAGCCCAUGAUCUAGGUUUCAUAGCAAGCAA
+GUUACGUCCCUGUGAAACAUCGUGAACUGCAUAAAUAUUAUUGCGACGUA
+AUACCGGCAGGUCUUCGGGCUUAGGAUCUCUGGUAUCAGGCCAUGGUUAU
+GACAGUAAAAAUACUGUGAUAAAUAAAUGGCGCGAAAUAGAGCAGGCGAU
+GACUUCCCAUCCUUGCGGACAGUGUCUGUUAGAAACCUAUCGCCGUGACU
+UCCCCUUACCGCUGCGCGUCAGCUCCGGAUUUACACCGGAUUCCCUUUUA
+ACUCUUAGGUGUUUAAAUAACAGCAUGAGGCCGGACCACAAUGCUACGAG
+UUCUAGGUGUCGUUGUUAUCGACGACGGGAGAAACCUCCGUGGUCCUGAC
+AAAGACUGGUCGCCGAGGAACUUAGGUGGUGGGGAAAUACUGGCUUAUCC
+CGUUUGCUAAGGAUGAUGAAAGCUGUAUGCACACUUUCAGUGUCGACACA
+CACACCCAAGCUGACUUGCAGAAAUUGUUCGUACGGAGACAGUGGCGUUU
+UCAGGCCCGGUUAACGUGCACGGCAUACCUCUCUCACGGCUAAAAAUUCC
+GGUGGAAGCAUGCUGAGUCUACUUCAGACUCAGCGCUACGCGUACUGCGA
+UUGGGGAGUUUCAAUUCGCGAAGGUAUAACCCCGAAGAUAAACGAGCCAC
+AUACCCUGUUUCCGCGAUUAGCGGCCUCACGGUAAACGAGCUUCUUAAUC
+CACUUGUACUGGCGUGCUGAAAGUACCGCUCCCUGUCACCACCAGUCAAG
+AUAGCCAAUCGAAGCCCCUCAGAGUGGCCAAAAAGGCAGGCCGAGGACGG
+AGUGGCAACAACUAAUGAUAUGUCAUGGUAGGGUUUGUUCUGGCAUUAGA
+AAAAUUAAUUAUGGAAUAAAGUAGCUUGGAAUCAACCCUCUUUCAUUACU
+CAUAAAACGUGCGUUGGUAAGUCGGUGUGCUAAUCGCGAGUGGUUAGAAC
+GAGUCGUCUUAUGCGCACCUGAUUAAGUGGUAGUAAGAUUUCCCUCUGCC
+CUUCGCUUUAGUUUUGAGUCGUGAGUGAUGCAUACCCCAACGGCUUUCUU
+UCUAAUGACACACAUUCCAGGGUUGAUUUGUCCGCUAGGGGCUGAAAGGU
+UUCGACUUCGCGCAUCGAAUCAAGGGAAGCGUGCCGGUGCAGGCAAGAGA
+CCACCGUAAGCGUCGUUGCAGCAAUAUAAGCGCCGAUUCAUAUCAGCGCG
+ACUAUGCUCUCGCUGCCUAAGCGAUGGCUAGUCUGUCAGACCGGGAACGC
+CCUCGUCCCGGAGCCUGGCAUCAGCUAGAGGGAUCUACCGAUGGGUUCGG
+UCGCGGGACUCGUCGGGACACCAACCGCGACUGGGAUCGUCAUCCUGGCU
+AGUUCGCGUGAUCAGGAGAUCCGAGUAGAGGCAUAGCGAACUACGCACGG
+AGAAGCCUUGAGGGAAAUGCCGUAGGACCCGGGUUCGAUUCCCGGCAGCU
+CCACCGUAUGUCCGCGCGGGGCGAAGUCGUUGAAACAUGAGACGUUCUGG
+CUACUUGUCGUUAGUAUUACUUACCACGAAGAACAGGAGCCCGUCCUUCA
+CAGCUACCUUAAGUUGCAUGUCGUUAACGAAGCAAUUUUCGAACCCCAAC
+CAUCACACUCAUUAAAUAGUCUUAAUGCUGCUCCAUUUCUGGCCUGACAC
+GAUUCGACCGUAAUGAUGUGACGGCUCAUGCCAGCCAUAAGCUCCAGCCU
+AAGGUCGCCCCGGGAGAGUGCCGAUUGUAAUUGUUCGCGUUCUAUCCACA
+GUUGGACAGCCAGAAUGUUUGUAUCUAAGUCUUCCGGAAAUAGGUUGCUC
+AGGAGCCCGCAACUCCCUACCACACAAACGCCGUAAUAUCCAAGCGCGGU
+UCCCCUGAACGAAGAGUUCCCAUUCUCCGUCAGCUUGUUGAUGCAAACUC
+UCUCCGACCGAUAGAAGGGGUGAUAGUUGUCAGGGACGCUAGGGGCGUCG
+ACAGGAGCCUCCUACUUGAUGCCAUGCGUAGUGUAGGCAAGCUGCCAGGC
+UUCGACCUAUUUGCGUUGAAGUACGGCAACACAAAGAUCCUACCCGUCGA
+AGGCGUUUUACUACUUCAGCAUAACGAAAUGUAUACUUAGUGCUUUUAGA
+CUAAGCAUCAUGCAUGCAACUGGUGUAUUGGCGGAACGAUACCAGAUUUC
+GCUCAAAUAUGAUAUGGGAACGUCUAAUUCCCUUGCCCGGUUGUCUUGGA
+UGGUGAUCUAUAAGGCAGAGCGCAAACGAUACCGGAGACCACACUAAUAA
+UAUCGUAUCUGCACACCCCUGAGUGAUCAUUUCCGGUAGAAAGCUAAGGC
+CUGUACGCUGGCACUUCCAGGACAGCGUUAAGAUAGCACUUCAGUCCUCA
+UUAGGUACCUACAGGUCUGAAAGACGGGAAUUGGUUAUGCCAUAGUAGUG
+AAGAUGGUUCCGGACCGUACAGUCAUACGAGUACUCCGCUAAAUAGUAUU
+CAGGCCUCGCCCCGCGAGGUUCUGAUCGGCUUUACGUUGCGUAAAGAGAU
+CUCUUUAGAAAAUGCUUCCCCACUUUGCUUUUAUUGCGAGAACGUGCCGU
+GGGUGGUAAAAUCAUCUUCCAAACAUUUAUUGCCCUCCCCUAUGCAAGGA
+GCUGACAAAAGAGGGCGCAUCUAACGGAUUUCCGUUUCACUGUAUAGUAA
+GAAGAGGAAAAUCGACAUGACAUCCGUACGACAAAGCUCUGAAGUCCCUA
+AUAUGAUCGGUAAAUAGACAAUAAGCAUAUGAAUUGGAGUAAAUUACCGA
+GGUCUUGUAGGACCAAGAGUCCAGGGUGUAACCUAUUGAAGACCGCUUCU
+GUUUCAUUAUGCGCCUUACUCCAAUUUCGUGAAGGGUCAAUUUCACGUGA
+AUUUCCUUUCCCCUGUCCGUCUCACAUGGAUAUUGUACUAGGGGUCAGGU
+GAUCUUCUUCGCCGAAGACCCAAUUGCAGCACGCCCGUUGCGAAACACUA
+UUGUCGAUGAUAAGCUCUUAAUCCACGAUCCGUCUCCGUUACAAAUAUCU
+CAAGCAAAACGUUCUUAUUAAGCGUAAAAUUCAAACCGAACAAACCCUAG
+GGGAAUCUACCCCAACGAAUAUCCCCCACAGUUCAUAACGGCCCUGUAAU
+CCACAUGGACCGAGACCCCCGUGGUACCAAGUAAGAUGGUUCCGCGUCUU
+GCAUCUUCGGUCAUACCAGUGUGCCUGGCCGCGCCACAGUUUCCCCUGUU
+ACCCGAAUUGACCGUCUGGCCCCCUACCCCAUGGCCUACCUAUCUAUAGG
+UUUACCCCAGUUUCACUCUGGCUGUUGACCAGCGAACGCUGGCGUCCAGG
+CACGGCUGCUCCCUUCCGGGCCUCGCCGAUUCCCCCAGCUAUCAUGGUAC
+UUUCUCUCCCUCCGGAGAGAAAGCCCAUGACCGCCAAGCCCCGCUGGGCA
+GGCUUCAUCGCUCCACUGGGACCUACAGAUAGGAGACACCAUAGGGUAGG
+AGUUACUGGUGCCCGCAUUACGCCUUGCGGGUAAUAGGGAUUGGCGAGAU
+CCCCCACAUGCCAAGACACACCAAUGUCACCGGAAACGGCAGUUGAGGGA
+AGGGAAGCGUCUUUUCCCCACACAGCUGACCUCCAAUGGAAGACGCAGGC
+ACGUCGACAUACUUAGGACGCCAAAGAUGUGACUACGGAGUGUUGAGAGG
+CCGGCCGGGGGUUAAUAAACAUGCGCUAUGUUAGAGUGAUGUGCAACGUC
+GUACCGACUGCCUUCAUGGUCUUCGAGGGAUACAAUGAACUAUCGUCGUG
+UCGUGUAAGAUAUCUGGGGUAGUCGGUAGCGUGUAUAGAAGGAGGAGAAU
+CCCCGGUAUCCCACGGUCCAGAAGAAACGGCAAGGCUUAGUCGUCCAUUC
+UACUGGGAGAGCAGCGCAACAGCAAACGGAAAAGGUCCCCGUUUUCUUAG
+GGCUAGAGCUAAACUCGAAUCCACCCAACCGUGGGGAAAGAACUAGAUUU
+CCGGAAACAACUCAAACUAGUCCUCGAGGAAGGUGCGGCGCGUUCGCCUU
+CAAACGGUUCCAGACGAAGAUACAUCGGGAGUGUUAGCGGAGAAAACAUC
+GUGUUAUAACAGUUGUGUGCUAUGAGAGUCAGUAGCUCUGUCGCAAUCAU
+GAGGGCUCUUGUCCAAUAAGUAUCACUAGAUGAUUAGGUGAUUUGUACAG
+GGUGCCUUGCUGGAGUCGUAACUUAGCUUAGUUUUCGUGUGGUGGGUAUC
+GAUACAUUAGCUGUCGGGAACAAGCAUAAACACUCUAUGGAUUCCACCUU
+CCUGGAAAACUUUUUAUUGAAAGCGGACUUUUAGGAGAAGGCCGCGCACA
+CUGUCCUCAGACCUUGUUCCUUCGUCCUUAAUUACGACGCCCCCGCAAAA
+AGCCUUGGGCAUUUGCCAGUGAAAAAGCAUGGGGAUCGCCAUAUAUGCUU
+UGACUCACUAUCGGUGGGCAUCAGUAGCAAUUGUAUUUGAUUCUCAGUCC
+CAAAGCUCCAGUAGUUGUUCAGGCGUCUGUUCUUCCGGGCUUUAACAAGU
+GAGCAAACACCUAAUACGAAACUGUCUUAAGCUGGUGGUGUUCUGGGAUA
+AAUGUAGAGCCGGCUAUUUGGGCCGCUUUAAAAAACGGGUCUCUUCAGGC
+CCCCGCUAAUCCCCCCGCAGUUCUCGUUCGCUAAAGUCGUAUGGAGGCGA
+CCCACUUCCCAAUGCUAUCAAGUCAGGCGACUCAGGAAAAGAGUAUAUUC
+GCGGAGCAGGAUAGUGACAGGACCGCUAAACGGCGAUCGACGGUGAUCCC
+AUCUCUAAUUACACUCGCCAGGUGGAUGAACCCUUAUAACUCGACCUGCA
+UGCUGCCUGGGCAUAGGGUUUUGAGGUUUGGUAGCGGACAAAAUUAAAAA
+AGAAGGCAACCCGCUACAAUGCAACAUAACCCCUAUAGAUCCCGUGCAUA
+GGACAAAAAGUCACCUAUAACCCGCCCUUGCUUAGCGUCGGGUUGAUAGU
+CUCCAUGACGUUAGGGCCGUUUCUACUGCAUGGGACGUGGCACUGUUUCG
+UGGUCCCGUCUAGGUGAACCUCCAGCGGGACCGUCUUAUCAACCACAAGG
+UCCUCGCAAGUGUCCGUACCGGAUGAAGUCCCAGCGUUCCACCACGGGGU
+CGAUGGUCAUAAUGAUCUCUGCCUUGCUGUUUAACAUCACUAGGUCCCUU
+CCCAGUCGUACCCUGACUGCUCGGGAAAGAAAAUGACCGAGAGACACAAG
+UACUGUUCGGCGAUACGUGAUCCCUCGUCCUCCUUAAGCCAUCCACUUGC
+ACUUCAGCUUUUGGUCCCACUACAGUAUCGCAUUAAUCGGUGUGUGCCCC
+GGAUCGUUUGAUGUCGCCAGGGACUUUCCAUUCUAGGGGUUAUACAGAUA
+GAGCUCCUAGUUAAACAAUUGAAACGCUGAAUCCGGGGUCUGGUUUACUA
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+AAGUAUCCAAGGCGAAGACAAUAGGCGAUGGGUCUGGGGCCGGGGACGAG
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+AUAACGAACGCAUCGCUCCUUCCGUGAUUCCGAACACAGAACUUAGCAUC
+GAGAGGUCUGUAGCACUGGUAAAUGUAUGCGGGACAGGUCGGAUGGGACC
+AUUAGAAAAGUACCAAACCUUUUGUUUUCAGGGAGUCUGUGGGUAUUGUG
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+GCUUUUCCCCUUCUGAUGCUGAGAGAGGCAGUGGUCCCGGCUGCACUUAC
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+CGCAGCUGAAGUAAGUUCUGCCUGAGGGGGACCAUUCCCGACGACGCGAC
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+GGAAUGCCGGCAGCCGAGCAAGCGGAGGACUCAGCAGGCGCCCAAGGCUC
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+CCCGAACGAGUAAUAUCGUAAGGUGGAAAUUAUAUAGCGGAGUCUAUGAG
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+UGACCUACCGUGUGUCUUGCGCUUGAAGCUCCGUGCUGAUAGUAUGAUAU
+GGCGAUGUAGCAUUAAAUCGGUUGAUUAGUGCCCGAUGAAGUGAGCCUUG
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+UGUGCUUAAGUCCUCUGUUCCCCAUGAUCCUAAACGCCCCCAGCAGGCAG
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+ACCCGGUGCACUGUUGUAUACCGGACACUAACGGAUAGAGCUGAGAUCUC
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+CCAUUGAUUCACAAUUAUUUCGCCCGAUACUUCCCACUUAUCAAACUGCG
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+CCGGCGGUGACAGAUCGAAACACUUUGUGAUCACCGGGGGCGAUUAUGAA
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+CCAAAGGCCGCUGAGGAAUAUUCAAACGAGCAUAAUGGGACCUGAGAACC
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+GCAACGGACACCAUUGGAUAUUGGACUUUACUGCCUGAAAGCCCUGUCUA
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+CCACGGAACCAAAGGGUGACUCAUGGGAAGGUAAACGCUCGAAAUGAACG
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+CUCGACAACCACCCCAGUAGCGGGCGACUUCCACCCUCGUCCAUGCUGUG
+UAAACAACAACUGGUUACCGCUGUGACCUGGUGCUUAAACACUGGGAGCA
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+CACGUUCAGCUGCCACUAUGAACAGUGUUCAACGCGUCAGCAUUAGGGGG
+UGAUUAAAAUUAGUUGAAUGGCUCAUGAAUGCGGUGGUCGAGUUAUAGUA
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+GAGCUCAGCGAAAAUUCAUCGGCGUAUAUCCAUCCCGUCGUCAGCACUAA
+AAAUUCGAAAGGAUACUCCAACCCGUACCGUUCAGCGAAUGUCAAAACAG
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+AUCUCUCUUUCGAAUUUUUAUUGAAGUGACAUCCCGCUCCUAUGUAGGCA
+UGCCGCCCAUUUAAACAUGCGCUGCACCGGAAAAAAAUCUACCAUUGGUG
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+GCGUAGCGCUUCUUUUGUCAGUCGCCUCGGGUCGACCUGCCUUACGGGCG
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+CCGGGGUUAGCCUGCUCCCUUCCGGGCCUGGGCCGUUCCCCCCGGCUAAU
+AUGGCGGACAGCCCCUCCGGGCAGCCCGGCCAUAACCGCCGGCCCUCCGG
+GACGAGGACUCUGCGGUGCCUGGAACCGCUGCCGCCCGCUUGACAGGCCU
+CCCCUCGGCUUCGGCCCCCGCGUAUCGGCGGUUUCGGGUUACAGGGGACG
+CCGAACCCCCCGGCCAGUUAGUUUGUCGUAUGAACGGUCGGGACAAAUCC
+ACCCGCAGCACAAGCUUCCUUCUUUCGAUCAAACCAACGGCCUCCCCCUU
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+UAAGAUGCGUAGGUCAUCUAUGGAGCCGCGGGUAACGAGGAGCGACUUGG
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+CAGUUCCAAUAAAAUUAGAAUUUCUCCCGAGGCAUGCCGUUAGCGGAAGU
+UAUAUUAGAAAGCGUGUAUCGCUAGUGGCUACACUCGUAGAACGCCCGUC
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+ACGGUGCCUUUAGAGCACUAAUCCAUCACCGCCUCUACCGAGGCUCACCG
+AUGAGACUCCGGACGUUUUCUUGAUUUGAAAAUUUGCAACGUUCGUGAAG
+CAAAAGGUCACAUGCUAUAAAAACUGGCUAAUACCAUACCUCAGUGAGAC
+GUUAGAAUCUGGAACCUUAUGUCCGGAACGACUCAAGGGUAGAGUGCAAA
+GCCGGACAAUCUAGGGCGUACCAGUUCUGAUAUCUCCCCGGGGUGCGCAC
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+CAGGAAAUUGACAACCCCGACACUCGUCUACGUACAUAGCCCGUGUAGCG
+AACGAGCCACGGUGACGCCCAUGGGGGCAACUGUAAUCCCUGCUCAACUG
+CGAGCACCGCAGAGAAGAGAACAGGUGUCAUGCUUUCCGAUUAUCGUUCU
+GUUCUCUAGUCUAUGGGAGGUGCGAUAAAUAGGACCAAGUACUUCCAGUU
+UCAACUUAGGACAGUCAUCUCCAGACUCUUUUAUACGCCUGCCGUGUCCU
+CCCGCUUACUCCUAAGUUGGUCAGAGGUAGCGCCAAGCUCCGUGAAUUAG
+GAUUCCCUUCGCGUACCCUACAUGCAGUUGUAUUUAACUCAGAUCGUCCG
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+AUAAACAACUAUAGGAGUUUGAGCUGUACUACCCUGCAUCACCAGACGUA
+CCAGCUCCUAAAAAUGGACGUGAAAAUCUCAUUUCCACCACGACAGGCGU
+CGGCGGUAGGUUGUGAAACCAUACCAGCACGCACCUCGAUCUUUCCGGAC
+AGAACGACCCCGACAAUGAUACAGGAGCCGUUGACUAUAUUGACUCGGGG
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+AACCCUGCCAGGUCGCGAGUGUAACAUCAUUAGCUAAUAGAAUGGACUUU
+GUGAACAAAUCGGAGUCCUAUCGCCCGUUUAGGGGUGAACGAAGAGAUCU
+AGGGAACGGCCUCAAGGUCUGCUCGUCGUUAAAACCUUUACUCCAUAGAC
+UCGUGCUACGGCGUAAUGCCGGGGGGAUAAGGAUGCUCCAUGUCCAUAGG
+UUAUAUACCCCCACUCACGCGACAGACUAGACUAGACCGGCGAUGACCGG
+UAACUUAUCGGUUAAGCGAAUGGAAAUCUCAGCGCACCCGCAAUCGUAAG
+UGCCGCCUGCGAAAGUAGACAGUCAAUAUACAAUACGAGCGAGGGCAGGC
+CAUUCCAUUGAACGGGGGAGUACGGGGAGUUGGUUCACUGCGGUAGGGGC
+GGCCGUCAGGCAUUGCUAUGCCACACGUCAUACGGGUUUUUUAUAACCUC
+GGAGCCUCUGCCGGGCCGCUUAAUGGAAUGUCCCACAGUAUUAUAGCUGC
+CACUCGCCCUCAACGGGAAUCCCCAUGGUUUCCCCGCUGGCGACGAAUAA
+AUCUAACUAAUGUCGGAGGACAGAGGUAUACGAAUCGGCGUUGCGUCGUG
+UUUACUAACGACCACACAGCGUGUGUCACCAAACAGCAGUAUGGUUGGGA
+CAAGGUAAUUUUACGCGCAACUAUUAAGAGGCGCCAGGAAGUUUUAGUCC
+AGGAAGUCCGAUUCAACGAUAAAUGGGAAGGCCGGGGAAUGUGGACCGAU
+CUGAAGGUGCUAACGGUGGUAGAAACCCGGCUCAGCAUCAGACGGCAAGC
+AGCAACAGGCGGGUUAGGUGGCCUCGCGUAUGCAUCCAGUCCUACACUUU
+UCGAGCAAGUCCGCGCUGUAAACCGUUUUGUGGGUUUUAAUCCUUCCAGC
+AACAUAGAGAGUUGAUCUAGUCCGGAUUUUUCAUUGUUCAUGAGAUAUGU
+AGGAGCUUUGAGUAGCUGUGGACCUGAGUUGCGGUGAAGAUUGUAGUCAU
+GUAUCUCAGGCAGCUCCCCGGUCCUUUGGCCUGUGCCAUCGGUCGUAAGC
+CUAAACCCCGCUACGACUCGACUGACGUCUCCGCUUGCCCAGGCUCGGAA
+AUGAUAUCGGCGUUUCUUACAGCCCAUAUGUCAUCUGCUGCGCGUGAUGA
+UUGUAAGGACCAGCGCUAGUCAACACUAGUUGGACAGUAUACUAGCGUAC
+CGUUGUAACUAAAAUUGCUAGAUACUGUGCGGAUCAUUCCGUGAAGGUCA
+UCCUUCAGCCUAUGCGAUUUCCUACUUGAUCCAAAAGGGGUAAACGGACG
+CUUACUGUACAGCCUUAGUGUGAGAUAAGCUUCUCGUCCUGUAUCUGCUU
+CCAAGUCGUCCUUGCUCCUCACGCUUCAUAUCACUAUCGCUGGUUGCGCU
+GCGACGUAAAGUAUUCAAGUUUAGCCCUGGUUGCGAGUCCUUGGCGGGCU
+CCCGCAAAAAUUAUUAGGCACACUAGCAUCGAGGAGCCGCAGUGUAUAAA
+UAGGAUUCUGCAAAAUGGUUGCUUUCGAGGAACAAGUAAUACGUUGUAAU
+GCGUGACCGUAUACUGGAAUAAUGUCCCUGCUCAGGUGUCUCUCAGCCCG
+CGAUGGUCGCAUUACUUAUCUUGUUAUGGCUGGGGACCGCACGACCUCCA
+GCGCACAAUGCAACUGCAGUAAUCUGAGCUGAGCCGCAAUUGAGGUAAAU
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+GAGUUUAGUGGGGGGACCAGAUCCAUUAUCACCACCGCUCCUGCGCAUUC
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+AAUCUGCCUCUCAAGCGUAGUUAAACGGACUCUUCCCGGGAGUGGUAGUU
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+CAUGUUGGAGGACAUUUGUCUGCACUCCGUCUUUACCAUAGUUACUUACC
+ACGAGAAUACGAUAACAUUUCAGUAUGAUCGGAAUCUUGCCCGUGGGGAC
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+UACCGUUUUACGUUUGGUGGGCUGUUUUAUACCCCAUAUACAGGUACCGA
+CCGCCCAACAGAUUUCCGAGCUCGCUCCUCAUGGCUGAACCACCCCAUCA
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.ebd
new file mode 100644
index 0000000..40dfefb
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.ebd
@@ -0,0 +1,25 @@
+RF00023 AE000749.1/2436-2090 pg-1_17 19289 19635 0
+RF00230 AE008470.1/7251-7489 pg-1_17 6880 7118 0
+RF00174 AE011315.1/3428-3605 pg-1_17 20438 20615 0
+RF00174 AE011604.1/13614-13434 pg-1_17 27814 27994 1
+RF00023 AE011783.1/5129-4733 pg-1_17 26650 27046 1
+RF00174 AE016934.1/101000-101187 pg-1_17 37502 37689 0
+RF00059 AE016968.1/6411-6516 pg-1_17 9525 9630 1
+RF00174 AE017174.1/111334-111550 pg-1_17 1978 2194 1
+RF00080 AE017267.1/64114-64220 pg-1_17 16547 16653 1
+RF00009 AF186226.1/1-244 pg-1_17 30374 30617 1
+RF00024 AF221911.1/104-513 pg-1_17 319 728 0
+RF00024 AF221915.1/120-667 pg-1_17 9910 10457 0
+RF00230 AF269829.1/2282-2094 pg-1_17 9314 9502 1
+RF00448 AF448220.1/346-565 pg-1_17 7477 7696 1
+RF00012 AL121770.1/10682-10430 pg-1_17 22929 23181 1
+RF00230 AL591980.1/26604-26363 pg-1_17 42355 42596 1
+RF00234 AL935254.1/94449-94600 pg-1_17 46790 46941 0
+RF00031 AY119185.1/838-902 pg-1_17 30952 31016 0
+RF00009 L12748.1/280-611 pg-1_17 2645 2976 1
+RF00029 M68929.1/7762-7915 pg-1_17 48707 48860 1
+RF00373 U42980.1/1-474 pg-1_17 3641 4114 1
+RF00031 U61947.2/4246-4309 pg-1_17 20635 20698 1
+RF00028 X55026.1/59510-59745 pg-1_17 5751 5986 0
+RF00003 X63783.1/1396-1555 pg-1_17 34818 34977 0
+RF00028 Y00122.1/2763-2968 pg-1_17 40683 40888 0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.fa
new file mode 100644
index 0000000..fa323d5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr17.fa
@@ -0,0 +1,1001 @@
+>pg-1_17
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+CACCACGCAUAGAUUAAGUCAGAUAUCAUGUUGUCUCUGCGAACCCUCAA
+GUAGAGCUCCCUUAGCGCGGUAGAUUGACAUGGAACAGGAUUGCAUUACG
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+UUCUGUCUCGUAAUUCCACUUCGAACUACAUGAGUCGGCUGUCCAACUAC
+AAUUGAUUUCGAAGAGACUUAGCAUAUCUUGUAUCUUCAGGCGCGGCGUG
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+ACCCUGUCGAGGUACUUCUCUUCCAGCAAGGCUAGGACGGCGAUCUAAUG
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+GAUCUUCCCCCUACAAGGUAGAGCAACAUGGCCGUAAGUAAAACAGUUCC
+AACGUGGCAAACAACCUAUGACCAAGGCUAAAGGGCGCUCUAUUCACCAA
+UGAAAAGAGUGUCUCUACUUAGCGGUGGAUAACCAAAGAGUCCGGCGGGC
+GCGAUGUCUGAUUUGCUUCCCGUGAUGCCCUAGCGCAUGCCAUUCGACAU
+ACGGUCCAUCGGAAGUGCGCCUAGUCUAACAAGAAUAGUGAAAGUGGGAU
+GAACUAGGAAGGGUGCGCAUAGCUACAGUUCAAGAGGUUGUACCCUCCAU
+AGGCUUUGUGAGGAAAAAUUGUCCCUAAGGCCAGUCGAAAACGUCAUGCG
+CAGGGACCUAGGGAGGUGCAGAGAGAAGAUCUUGUGCGAGGUAUUCCCCG
+UAGGACCUAGGGAGAUUUUCGAUUUCAUAGGUCCGAAGCUUGGUCAUUUG
+AGUCUAUGAUAGGUUUUAGGUACUCCGUAUCCCGCACGCAUUCGGACCGG
+UAUUUGGUAAAAUGCGUUUAAACGGGCGUGACGGAACAUUGGGAGGUUGG
+UGGAGGGGAAGUUCAAGUCUAUUUCCCAACAAGGAGGCGUCUGUAUGCGG
+CUUGGGCGAUAAUUGCUCGUAGUACCUCUUUUUUCUGCUUUUGGAUCUCC
+UGCCGCUCGACACAGGCCGACCGAGUUUAUUUGGUAGUAUGAUUACUUCC
+UGGCUACCUCACAGUGCUCCCUUGCUCGUAAUGCUUAUGAGUUAACGUAA
+GUCAAGCUCAUGUAAAAUCUGCCUAAAACGGGAAACUCUCACUGAGACAA
+UCCGUUGCUAAAUCAGCAGUAGCUGUAAAUGCCCAACGACUAUCCCUGAU
+GAAUGUAAGGGAGUAGGGUCAAGCGACCCGAAACGGCAGACAACUCUAAG
+AGUUGAAGAUAUAGUCUGAACUGCAUGGUGACAUGCAGCUAGUAUUGAGA
+GCCUGCUUCGUUCGGAGUAAUUCCGGAUCUCCACGACAUGUUUUCAUCUA
+GAUGCAUAGCUCCGUGUCGCGCUGUGGCUGCCGUUCCGUGGACUGCUCAU
+GCUUGAUCACGUGUUCAACGACAAAGAUUCGAAAGGGACGUCUCAAAGAG
+ACUAUACACUGAAGCAGCCGGGGUGGGAUAUUCACUUUCAACUGCCAUCC
+CGAGUCCCUUUUCGGAAGUACCGGUGAUCUGCUUUUAGACUAGCCUAUGG
+GUCAUGCUGCCAUACAAAGAUUCGGCACGAGUCUUGCUUGGAUUACGAGA
+CCGAUAAACGGUAGAGAGGGUGGAGCAGUUGGGGUAUUGGUGUUACGACC
+CUAUAUGCGAACAGGGGCAGUCACGCCAAGACCGAGGGCGGAGCUGUUCA
+AUGGUUGGAAUCGGGGAGCCGAUGCCAUUGACGAAAUAUAUUGAGUUACC
+AAAGGGGUUCUCUUCUCAAUGACGCUUCCGAAACGCAUUGUGGUGCCCCG
+UUUGGCUGACAUUCGUAUGCAGCGGUCCAGCAGAUCGACCAGAUUUUCGU
+CGUACCCGCCGCGCCUGCAGAUCACGGUGACCCGAAACGACUGAUUGUAG
+CCCCUUAGGGUCUGGCGUAAUAGUAUAACUGACCCUCUGAAAUGGACUCG
+UGUCGUAUCUUCUAUCGAAUCUUGGCAAGAUACAAAUCCAUAUGUUUCAA
+CCCAGGUGUGGGUUCCAACUGGGCAGGAGUCGCAUAUUACGUAUGUAUCG
+CAUUCCGUACCGACCUCACGUCCUGUAUCGUCGCGUAAUGGAUGAAUCAG
+AUCUGGGCAUAGGGUGCAGCAGUUUUGUUACCACGCGGGGGGGUUUGCUC
+CCUCUAGGGCUUUGUUCUCGGGGAAGUGCAACUCGUGGUUUCCGACUGUU
+CAAACGUCCAUAACCUAUGAUGACGCCUAAGAAGUUCACUCUCCACUUCU
+GAGCUCGUACAGCCGGCUAAGUCCGCGAUACAAUGAGGUGGACUGGUGGA
+UCAGAUCACACGGCGUAGACACUGUCAAGAGCAGCACCUAGGCUGUCAAC
+AUCUACCGGGAGAGGCCUUGGUGUCGUUUUGGCUUCAUUUGAAUUACCUG
+CUAGGGUCUGGGGUCAGAAAAUCUUUAAGCUUCUCCAAUCGUGGUUUUGA
+CAUGCAGUAUGUCCGCCCCAUUUUUAUUAGUCGUCUGACCAGUUGUGAUG
+CCCCAGGCCCCGUACCAUACAUUCAGCAACCAGUUUAAUCAUGACAUGAA
+UUUCGGGUCACGCCCGUCGCGACCUAGAUUCUUGAUAGCUGCCGUGUUCA
+UUUGUUCGGUUUUUGGAGGGGAAGGUGCCAUUUUGAACGGCGGAAGCCGA
+AUAUUAAUUAGUGAUACAGUUACGAGAGCUUAACGUUGCGCUGGAUCCGU
+UAAAGUAACUAUCCACAUGUGUUCUUGUCUCGGUAUAUGUGAGCCGUGUU
+GCGACCUCUGAAAAAGCGCAAAAUCAUGCUUUCUCAGAGGACGAGUUAUC
+GCGGUGCCACCUCAUUUUAGGGAUAAACCCUAUCUCCGUGCUGCAAUAUU
+UGCAGCUGCUCUAUAACGGGAGCACCCGUUCACCCCUACUUGAUUUCAAG
+GUAUCACGCACAAGGCCCAUUCCUGAAUCAUCUAUUUAUUAGCUCCCACC
+AACCGCUAACUCUCUUUAAAAAUCGAUGAAAAAGUACUAUUCUUGUGAGC
+UGACCCGAGUGCACUACGCCGUAGACUGCGUUUAACAUUCUGGUCACGAG
+UAGCGAUAGGGCCGAAGCGCUUCCCUAGUUCUACUUCCGUUAACUAACUC
+GGAGAAUUCAUUUCAAGAAUGGAGAGUAACACUCAAAGUUCUCACCUUUA
+AUAGCCACUGCCCGACACAACCAAUCAAUACACUCCACGCAGACACGUUU
+ACUGGAAAGCUUCAACGGGGCGACCGAUGAUUGUCGUUUUCAGAGGUUUC
+CCACAUUCCUAGCUGACCUGGUUCCUAAGAUGGGGUGCUUGACCUAGGGU
+CGUGAAAUCAAAUUCGGUCUUUUUGGCAAACUCACUUAAACGCAAUGCCU
+AGCCCACUCAUCUUAUCGAACUUCGGAUAAGUCGCGUCACUCACCCCUAC
+CGCUAGUUUCUAUGGAACGGACCUAUCAGUGUGAUAGUUCCGUUAAAGUC
+GAACGUUGUUGACCUUAAGCGCGGGGCCUGCCGCUCCUACAUUCCCCACG
+GGUCUUGAACAUCACCGUGAGUAGUCGUCGUAAGAAGGCAACAAACGUAC
+ACUUCUGAAUUGAUCGAGCCUCUUGUGUGAUUCCGUGGUGUUGUUUUUUG
+ACAGUAUGCGCUUGCAAGGAUCAGGAGUCAGAGUUAUUAAUUACCCGUUU
+GUGGCUUAGGAUGCCACGAUAUCGUUUAAGAAUGACAUCCUGACCUCUUG
+GGGCACUUGUCCGCUUUCGACCGACCCACUCAACAAGGGCUCGUCCCAUA
+UUAUCGUCACGAUCCAUUUCAAAGGAUAGUGAGGCAUUUCGAAUGCCACA
+GCCUCCUGGAAUGAACGAAGGAUAACGAACCCACAAUGUCCGGUCGUCAA
+AUCGAGGAGAGCUUAUCAAGUUGAAUGGGAUGGGGUGCCGAUGGGGACAA
+GUGAAUAGUCCGGAGUUUGGUUAAUAACUGAUCGGAGUCUGGAAGUGUCU
+CUAUUCGGCGUUGUACUGGGACGUAUAGUGACCGCGGUACCGGGUUGAAC
+AGACUCCUGUGUGAAGAACCUAGGACCACCGACUUUAAACGGGGCAGGGA
+GGUGCAACAACCACCAAUACGAAAAAUCUAGUUGUGCCUCAAGAUAGAUA
+AGGCGACGACAUACGUGCUGGCCGCCUUAUAUCCACAGGGAUCCGGAAAC
+CUAGCGCACGAGUCUAUCUACCCGUCAAUUCAUCUGGAAAUUCAAUAUAG
+AUCAGUCCUGCUUUCAUAAUCUGGGGACAUAGGGCCGGUGGAUUAGAGUA
+CUCAGCACGGUAUGCCGCUCCAGAACCACUACGGGUAAGGGGUCUUUGGA
+ACAAUCGUAAGUAAGAUAUAGCUUUCUGCACUUUGGUCACGCAGAUAAAA
+AAGUUGGCGGGCCCUCCAAUCGUGGGAUCCAUCCGUAAGACUACCCCAUU
+GUCGGACGGUACACCCGAUUAAGUAAGAUGAUCGUGUCGAGUGAGGUUAC
+AAAGUCCUGAUAUUCAUCGACUCAGGUUAUAAUUUCAACAAGGCUAGCCU
+GGAUCCACUUCCGCGCUUCCUUAGUGCUGUCCUAGAGAUCAUGGAGAAAG
+AUGAUCCACCUUCCCCCACUUCGGACGUUAAAUAUCUAAACAGCCAAAGA
+CGUACGAUGGAGUGGUUUGCACUCCGCUUAUUUACUACGGAGCCUCCAAG
+CCUGGAGUAUGUUAAAAGGUCUAUCGAUCGAACAUAUCUAUCGCUGAGUA
+UAGCGGUCUGUCUGUUACCCAGGGCCCGAAAUGAGAAGCAACUUGACCCC
+UUACAGCAAAUUAUAGGUAGGAGUCCGAAGACAUUUAACAUGCAAAGCUG
+UCGGAUCAUUCUGUCAUGUCUCACAGAACCUCCAUUUUAGGCUUGGUGUU
+UGAUCUGCCGUACAUGUUUUCACGGACAGGUGGUCACUUCGGGGACUGCA
+AGCUCAUGCGCACGUGGUGCUCAGCCAACGCUAAAGGACAAAGACCGCGA
+GUUAGACGUGGUGUUCGUUGAUAGGCUGGGAAAAACCCGGUCUUACGUUC
+GCGUCAGAACCGAGGAUCACCCAGACAGCCGGGUUCCCGGUUAUCCGAGC
+GUGGGAAGCGCAUAUACAACAUUCAGGUCGGCGAUAGCAUCCCCACCCAG
+UAUUCACGCGGUCCCUGAUGGUGCUCCGUCGUGCGUGGAUUAGGGCCCCA
+UAGUGGGGUUAUCGAGUAGGCUCUACGGUAAGUCCUGAACAACCGCACAC
+AGUACAUGAGUGAGGUCAUCCAGUGUGAGCGGCACGGACUUUGACAUAUA
+UUUCAUCAUAUACGAGACCCCGUCUAACAUAUCAAGAAAUAAAUCUAUAA
+CAGCAACCUGGUUGGAAGCGCCUUGCUAUGAACUAUGCUAACGGUGGAGC
+AUAUUUUUUCGAGAGUCUAUUUGGCACCCACGAUCUACAAACUUGACAAA
+CUCCAGGGAGUACCAGUUUCAAGCAGCAUGGCUUCCUCUAUGCGGGGAAG
+GACUCUCCGACUCGCAACUCCCGGACCAGUCAGUCUACAUUAAUUCAUUC
+UCAUGAUUAAGGUGAUUAUCCGGGUAUAACAAGAGGCGGUUGCUGCUUUG
+ACUCAUGUUUUGUGCGUAUGAGCCGGGGGCCUCCCUAUUCAACGGGGACU
+UCGGUAGAGAUGAACGGAACCUACUGGUGGGCUAUUUCGGUCGACAUCGA
+GUCCGCAAAGAGGAGAGGAUUAGGAUUAGGGCGAAAGGUUAUCUAAUUAA
+UCUAAACCUAGGUCCGGAAAGCUCGUCACUGUUACAUUAACACCAUAUCU
+UAUCCGUAUCGGUCAACUAAUAAGAGGACAUCCAUAUAAACGACAGGAUG
+UUUGGCGCAUGACCAUGGUUCCAACGGUAGCGGGUGUAGUCCGACUCCUA
+AGGCUCGGACCGAGAGUGUCACCCCAAAUCUUUUUUCCUGUUCGUACCAU
+CCUACAGAUCCGGGUGUUGCUUCAUACCGCAUUUCGAUGCGGGGUUGUUC
+GAAUUACAUUGUCUCACGUUUCUCCCGAACACUCCACCGAGCUAGUCGCG
+UGCUGUAAGGAGUAAUAGAAGGCACUGGUAAGGUAGCCAAUAGACUAGCA
+AUAGGAUAUAUCCGAUACGGCUCGCAAAUUCUCCUAAAGGGCAGGCACUU
+CGUUCUGAAACAGUUUCCGUGGUUAAACGGUUCACUCCCCAUCACCGCGA
+CAGUUCUCUAUUACGCUGAAAGACACAGUUAAUCGUUGCUGGCAUGGAGU
+AUGUAAGCGUCGAUACUUAUACUAUGUCACAGGGGGCCGAUUGCCGGGGA
+UCGGGCGAGUCCGAGGUGCAUCCAACACGACUGGCCCUUAGAAUCCGGAU
+CGUGACAUGCGUAUCCGUCAGAGAACACAGGGUUGACCCGUCUUGUACAU
+UUACCUAAAUUAGGCAUCAAAAAAGCGGGGCCUGACGGUCUGAGGCGAUG
+AGCACCGGAUCAGAUUUGGAGAGAUCCCACCUGCAGUUCAAGUGUGGGAG
+AAGAAUGGGCCGUGCGGCCAUGUACGCAGCGUGGCUUUAAAACGCGUCAC
+UUGUUGGAGAUUAUCAGGAGUUCGGAGGGCAGCGGCUCGCGGAUUUUGGC
+CACUGUACCCUUAAGGUGGUUAGCCACGCGAUAUGUAGUGCUCCCAUAAA
+UUGGUUCGCCCCCGAGCUCGAUGCUUAGUUCUAGUGUCCUAGCUACGAUG
+AUCUACUCACGGUAUUUUCCCGAUCCGGGACCGUAAAACGGGCCCUUAAG
+AGCUGCCUGAAAGGAUGUUAUUGAGGGACGUAUAAUGCGCUAAGGAUUAC
+CAGGAGCCGGCUCCGUCAUAAGAUGAUUAAAGCCCAGGAAGAGGGUGUGG
+UAAAGUAUUCUUGCUGUGUUCACGCGAGGGGAACUAUGCUUUAUUUCUUU
+CGACCUAUGGCCGACAACCGGUAGUCCCCGAGUGCAACACUAUUAUCAAU
+GGUACAAAGCUCAUUUGUGGGAUUAAACGGUUUCGCUACCUAGUAAGCAC
+CUAGCCCAGGUGGGGAUCGAGAAACCCUGGUUAGUCCGCGGUAAUAAUGC
+UCCCGAGAACCAAAAUGUGGGGGUAAGGGUACUAAUGAUGGUCAAGCAUU
+CCUAAAUUUGCGUUUCCAAUAUAUUACUGCCGAUCCUGAUAGUUCACGUC
+UUCAAUCUAUUGUCCGGCGGCGGUUCAGCCUGGCGGUCUGGUUAGAAGUU
+CACUGACCACAGCUAUCUAGUACGUGGCUCGGAGUUGGUUAAAGCGGAAU
+AGCGCCAGGACUUUAGAAUCUAAAGUUGACGAGGAUGACGUUUAUCGAUA
+AUCGACGGGUGACGUCAGGGACUGCACUCUACAGGUCAAUUACAAAAACC
+GACUGUGAGGUUGGUGACAGAUAUAUUGACCACGCAGCUAGUGCGUGUCA
+GUUUUACAUCAAUGAGCACUUAGUGGGGCUUACAGCUGUGGAUCUAUAGG
+GAAUUAUGACAUCUAACUUGCAUCGCCGUGUCAACCACCCAUUAUACUAU
+AAAUACAAACACGGGCAGUCUGGCGCCUGGUUGUAAAAUACCAAAUAUAG
+UGGUUUUUAACAGUAGCUGGUGGAGCUGCCCGGACGUAUGGGUGACAUAC
+CCGUCCAGACUUCCUAUGCCCGGACCAACGUAUAUAUUUCGCAGCGCCUC
+CCUGAGAACAUUACUUCGCGCGGAGGCGACAAAAGACUUGGCACGGGCGU
+GCGAGAUGAACGUUCAGUUGCUUCCUAACUCGCGACUUCCCCCCCUAUCG
+AGCCAUGUUCAAUGUCCUAGAGUAAACACUUGUCCCAAUCCAAAUCGUUC
+CUUUUUGCGGACUUUGAUGCAGAGGGGGUUGUUAACAGAGAGAGACAUCA
+CGGCCACUACGCCAUGAUCAUGAUGUCAAUUGGCUGGCUUCCUCUGCACA
+UGGCCAUUUCUUCAUUCUAAAUGUAGAUAGGGCUAAUCGUACCGUACUGG
+AAUGCGUAGUAGAAACUGGAAUGCGUACUUUGAGAGUGCGUACGCACUGU
+GGGAACUGAUCGCCGUGCGCUAGCACGGAUAACGCUGAGGACCCGAGAGC
+UUUUAGACUGCCGAUCAUGCCCUUUACAUGCUCAUGUACACGACGGCCUG
+UGCUCCCCAGAAAUCUAUUGGAUAUUGACUUUUCUAGGAUUUGAUGCACA
+GGGAACUCCCGGCAAUUUGAGUAAUCAGGGGAGAGCCAGACACACCUAGG
+UAAUUGACUCCCAGAGGAGAGCGCUGAUCGUUCACAUUGUCCUCACAGAA
+AUGACCAUGCUCCUCGUAUCUCCCGUCGUCACUGGACUAACCUAGUUUGU
+CACCAUAUUAAGCUUUUGUAAACUCUGAAACGGACGAACCUAGUCAUCCC
+UGUGCCAAUCCGCGCCGUACACCUCAUAAAGUCGCUUACCAGGCUACUCA
+UGAAUGUGCCUAUGCAAGACCCUUAUGUGGUAUCCAUACCUCAGGGCCGC
+UUUACCUUCGCGUCUCCGCCAAUAAACCGGCUUAAUGUACUCAUUCUGUC
+CCACACCGCCAUAUUAUCGCUUUAGGGUUUAUCUUCCACCACCCCGCUCG
+GUCUAAUACGGUGCUUCCCAGCUUCUCACGGCCGUAUCAUUACUCGGUGA
+UCUUUGGCCAUACUGAGUAGCGGCUGAUUCCGGCAAAGCCGUAGAUGGAU
+CAUCGUAGCUUCCUGGCUGACUCUGCGGCGAGGACGCCUAGCCAAGCUCU
+ACACGGUAGGUGCUUAGUGAGGCAUAGGUGUAACCUAAGUCUCCCCUCCG
+GAUCUCUCAUGAGCAUUGGCUGACCAAUCACCCGGGAUAUCCGCAUUAGA
+CUAGUCGACUGCGCGGCGGCAUCGCGCCGAAAACCGGGUACUACUCACAA
+CUCAGUAACUGUAUUUCUCAGGCACGUAUUGUCUAGCGCAUGUCGUACGG
+AAUUCACCCAGUCGUUAUCGUGGCCUGCUCCGGAACUGAUAGACGACGCC
+GCAUGUGUGGCUCAUGCAGGUCGAUACCUGUUUCCUGCGUUUCUCGGCGC
+GGGAACAUGAGUGCCUGACAGCCGUUCACGUCAUCGAUCAACGGCAAUAU
+UGAGUCGUCGUGGGCCACCUACCAACAGCAGUCUGUUCUCUCUUCGUCGC
+UAGCGCUAGGUGAUUUAUUAGUCUCCUUGAGCUGGGUGGUUAAAUCCCAU
+GCAGCGGUAAGAGAUGGGCCACCAACCUCAACUACCCAAUAAAACCAAGU
+CCUCUGGACUUUCAAGGCGCGGCUUAUACCUUAGUCAUGGUGAUAUUUUC
+AUUAGGUAUCAAUGGCCUUCCUCCGAACCGUACGUGCAAGUCUCCUCGCA
+UACGGCUCUCUAACUUCGAAUGGCCACGUACAACUGCAUAAAUUGUUAUG
+UUCAGACUUCUCCCUGGGCUCCCCAUUAGAUCUUCUAUGCAGUUGCAGAA
+UUAUUUGGAGAUGCACUCCAGUUCCGAUUCCGACUGGCAGGUCCGUGCAU
+CAACCGAGUCGAUUGAUUCGAUGCUGUGUUCGCGGCAUUAUUGGGGAAGC
+GACUCUCUGGACUCUUGACGCGGCUGGUGAGCACUCCUCACUUUUUAUGG
+UAAUCCACGCUUCGUCCGGAUCGAAACAUUGUCUGUGGAGCGACCGGACA
+GCCCAACUCGGAAUACCUUCACUACUCCGGACUAGGGGCUUCGUUCAAUG
+GCCGGUCGUCGAAUGCACCGGUCCCACGCAAUCUCCCUCCCAGCGUUUCG
+AUUAUCCGGUGGUCGGAGGACUAUGGAGUCUUGCUCUCUGAAGGUACGCA
+GACUGUGAUCGAAGGGUGUUACCACCAUUAACGAUGCGCCCUCGUAUUAC
+CGGGUAAUCGCCCUCAAGUACCUAUACAAAGAACUAUUGGGGUGUCCUGU
+GGCGGGAUCGGUAACCGAUUAUCGUGGGCUAACUCUUUGGCACGCGGUAU
+CAGGAGUCCGACAUCUGGUAUCUUUACGCAAACGCUGUCCUUGGUUGGUU
+AAUGGGCCCAAUUCGCCUCUCGGACCUAGCCUGUAAGGUCUAAUAGACGC
+CGUCUGAGGAACAACAACUGCGCCCCCCAUCGAUGAUCUUGUAGCUCCUA
+AGGAGGGGUAUCUCGGGGGGGCACCGAAAGUAUAGUAGUCAAAUACCAAG
+GCAUACUGGUUGCCAUUGUCUAGAGAUCUAUGGUUGGUGACCCCGGUCAA
+UCAUACGCUCAUGCCCCAAGUACCCCGGUCGACGCGCACUGUUGGUGUCA
+CUAAAACAUCUGACACGGCAAAAUAAAGGGACUUUCCAGAGAGGAGCAGU
+GCGUUGAUCUUCUUACCCCCUGAAUACAAAGUGGCCAAGACGAGAGGGUU
+AGAGUCCUCCGAGCCAACAACGCUUUUAGCAGACGCAGGCGAAAUCGACG
+UGGCCACUAGCGUAAAAGGCAAAACCAGGCGGGGCUGAAGGUUCUGGCCA
+AAGUGAAGGCCUACACGAUGAGUAGGUAUCAUUUCCCGGAAAAUGUGACU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.ebd
new file mode 100644
index 0000000..7156093
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.ebd
@@ -0,0 +1,24 @@
+RF00031 AC092237.1/57223-57161 pg-1_18 31851 31913 0
+RF00230 AE006377.1/8039-7747 pg-1_18 49141 49433 1
+RF00023 AE006568.1/801-1145 pg-1_18 28961 29305 0
+RF00174 AE009122.1/6687-6504 pg-1_18 19689 19872 0
+RF00168 AE013039.1/9145-9323 pg-1_18 21397 21575 1
+RF00080 AE016809.1/257790-257673 pg-1_18 4658 4775 0
+RF00230 AE017038.1/280255-279893 pg-1_18 38171 38533 0
+RF00174 AE017176.1/130222-129963 pg-1_18 13165 13424 0
+RF00177 AF077606.1/1-517 pg-1_18 12378 12894 0
+RF00031 AF136399.1/1808-1868 pg-1_18 40951 41011 1
+RF00165 AF207902.1/31022-31083 pg-1_18 36458 36519 1
+RF00024 AF221926.1/103-507 pg-1_18 39286 39690 0
+RF00040 AF259268.1/37-432 pg-1_18 3555 3950 0
+RF00080 AF325827.1/1344-1451 pg-1_18 26069 26176 1
+RF00008 AJ295015.1/58-1 pg-1_18 5180 5237 0
+RF00033 AJ414147.1/52843-52757 pg-1_18 9675 9761 0
+RF00174 BX248356.1/172244-172444 pg-1_18 43325 43525 0
+RF00174 BX569694.1/273573-273792 pg-1_18 2928 3147 1
+RF00005 J01390.1/12177-12258 pg-1_18 29612 29693 1
+RF00029 L43910.1/323-456 pg-1_18 47509 47642 1
+RF00028 M15669.1/335-592 pg-1_18 32775 33032 1
+RF00174 M34485.1/360-150 pg-1_18 46513 46723 1
+RF00028 X86563.2/48991-49433 pg-1_18 22004 22446 1
+RF00023 Z67753.1/95843-96210 pg-1_18 17173 17540 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.fa
new file mode 100644
index 0000000..423169f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr18.fa
@@ -0,0 +1,1001 @@
+>pg-1_18
+GGUAAGAAAUCGUAGUCCCCGGGUACGUACCGAGGAUCCUUCACUAUCCA
+CCUCACUAGGAAAGUUAUAUUGAGUACCGUUGUCCGAUUCGGUACCCAAU
+UUGUGUUAUGGAUUACCUCCGCAGAGGUUACGACGACUCGUUCGUAGCCA
+CUUAGAGUUGCGAGCGUUAAGAAAUGUCCACCGGUAGCGGAGUUAUUUGU
+GAGCUGUAUUAGUGAGUGGCAACUGGUUUACUUUUAGAACAAACUACGUA
+GUGAUUGGGGCGUGAUACGGACGUUCUUUCAAGAGAGGGGGGGGGCUAAC
+GUUUCCACGUCGGGUAGAUCACAAUGCGGGGUCGCUACAACACGUAUGUA
+ACCAAUAGUUUACGUACCAGGGUGCUCUUUGGCUGGCAGAUGGCGUAUUU
+GAACGGAUUUCGUGUACACUCCACAGUGAUGGCACUGUUUGUCAGACUCU
+AUUAGUCGAUGCGGUAUCGACCGAUAUGUUAAGGCGCCCACGCGGACGAC
+GAGCACCACCCGUACACGCGAUCCAACGUAAAGGUCGUCACAGGGUGACA
+UUUGAGCGCAUCAGCGCCUUACGGUCGUUGAGUAGGCAGAAAUGCACGUU
+GAAAACAAGGAAUGGUUAACCUCGUAGGUUAAUAGCUCAGUCUACCUUUC
+UGUAAUGCCGGACGUGCCAGCAACGCGCACGAAAUUUGGGGCUGCAAUCU
+UAUUCUUGAUACUGAGAGUACCCAGGCACCGUGAAACCAGAUUGACCCAA
+CUCGUGAAGAAAUUAUAGUUGGGGAACGACUUGUCGACCGACGACAACGC
+UUGCUCUGAAGGAACCUGGCCAGCUAUUCCAUGGUGGUGACCCUACACCG
+CACGAAGUUACAUAUAUUUCCGCCAGACAUCCGAGUUAGGAAGAAUUGAG
+CGAGCCACCCGGAGCUGCACGUAUCUAGAUUCAUCGCUUUUAUGCAACAG
+GUUUGCCAUCUUGCCUUCACAGGAGUUACACUUGGCGAUAUGUAGAAGUC
+CCGGUUUCACAGGUGCUUUGAUGUCGCGCGCCAAUUGGAGGUGUUAUUAC
+AAGUUUGAAUAGCCGACGCUAGAGACUCCCGGGGCACUCGGCGUGCGGAU
+GAUCAGCCGUUGAAUGUCGCAGCCGUAGAUGAACCAAUACUUAAAUCCUG
+GCCUUAUCCGACCGCCAUUCUGGAUACAUACGAACAAAAACGGCACCUAC
+UAGAGGCACUGAGUGUUAAUAGUUUUGCAGCUGGUGAGUUGCUAGAUCAA
+AUUAGCCACCUCGACCCGAGUAUAGACGACUGACCGUACCUGUUAGGGAC
+AACCACAUAGCACAUAUCCUACAACCCGCUCAUACCGAGAUUCCUAUAGU
+AUACAACCAGUAGCAUUAGAUCCAACCCGGGGCUGCUCCAACAGAAGCGA
+GCUUCGUUACUUGGACCUGACUUAGAACUUGAUUGGUCUUGUGUCCCCGU
+CACUAGGCGGCCGGAAGAGCUUAUCGUUUCAACGGUUAGCAACAGCGCGU
+ACGCUUGGUGGCAACCGGCCUGAGUUGCAUCUUGGGGAGGGUUUAGCCUC
+ACGCUGCCAACCAAAAAACAUCGAAAUGGCUUAUAGUUUGCUCAACUGAU
+AAGUUCUAUCUAUUCUCAUCUAGUGUGCGCUAGGUAGUGUUGGAUAGUGA
+UUCCGGACGCACGUUGGGGCAGAGAAACUCUUUAGCUUAACCGUGUAAUG
+AUCUACAGGGUACAACAUUUAAUCUGGUAAAGCCACACUUCAACAUAUAG
+UGGGAGAAUUGUGCGAGGUCAUCUAUAUACGGUUCCACAAUCAGGAGCGU
+GAUAAAAUGCUGGCGCACCGAAGGAAGGCUAACAGCCUGACAUAAGUGGU
+UAAGGAGAAGCACACAUGUCGGAUCGUCGGGUUGGUCUAUUUUGUGAUCC
+GGUAUGUCCCUGCAAACUGCCAUUUCAACCUACUUCACAUGGGUUGUGCA
+AAACCCUCCCCACAUGAAGCCAUCGAAGUUAGGCUCAGAAAACGGACCAG
+CUUACUGUGCGAAGGGAGAAUUACGACCCCCGGACCUCAGCUCCAUGUGA
+CGUCCGCUCGCUGAGGCUGGCCUCGAUUCGCGUCCGUCGGUAUGACAGGU
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+AACACCAACGACGCGCCAAAACAUGCACUGCACCGGUUGAUAAAAAAUUC
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+UAUAUGUUUCAACGAGAUCCCGUAUAUAGAGUGGGCGAGAGGCCAUUAUU
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+AAAUAGCGUAACGACAACGUUAUGCAGACCCUGUACGAGCGAGAGCAUUA
+AUCUGUGCCCUGAACCGGGUUGAUUCCACGCCGCUUCACUUUGGAAGAUC
+CCGACGUUCAAAGGAAUUCUCCAACUGCGCAGACCAAUAAACGCGUGUGG
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+AGCUGUCGGUUCUAACACAGACUGAUCUAGCGCCAAUUAUGAUCAAGUUG
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+CCUAAGCGUGAUACGAUUUCGCUAAUCGGAACCGAGGGUCUAAUGCCAGG
+AGACUCCGUGUAUAGUUCGUUCAGGUACGGGACUACAACGCGUCGGGAUU
+AAGUGUGGUCGGGGUUGUUACGGAUUCGACAGGCAUUAUGAGGCAUGUUU
+UGCGUCCCAUCGGCAGAUGUAAAUUGCCAGUUAAAUAUAACUGCAAAAAA
+UACAAACUCUUACGCUUUAGCUGCCUAAAAACCAGCUAGCGUGACUUCUA
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+CGAAAUUGUCUAGUUUCGUGACAAGAGAUUGAUAGACUCGCAAACUAAUG
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+GUAGACAAAUAUGUUGGCAGGUGUUUGGACGUGGGUUCGACUCCCACCAG
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+AACCCCUUAGUAACGAGGCUGUUCCACAUAAGAACGUGAUUGCAUCCGGC
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+UUAUUCGCAAUACAGGCAAGGUUGUGGAGAAAAAAGCAUAGCCCCGCGAA
+AGUAAUUCAGCCGGCGCUUUAGACCACCCAAGGACUUUCUAUCUUGGGUA
+ACCUUAGGAAUACGGCCAUAGUUUUACCUGGCAAAGAUUACAGAGUUAGA
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+UGAAAAGUACAGUUCGAUCGAACAGCAUAAGUCUAAUCUCAGUUAGGGUG
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+AAAACCCUAUUUCGUGCCCAACCGAGAGAAUAAAGAUGUCGUUACAUUUC
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+UCGAUGCGGCAUAGAAUUAUGACGAGCGUAUAACGUCGGGAUAUGACGCU
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+UUCAGCGUAAAUAACCAAUAGGGGUGUUCUUUGGCCACGAACUACCUGUC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.ebd
new file mode 100644
index 0000000..8bb45a7
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.ebd
@@ -0,0 +1,12 @@
+RF00080 AE004385.1/7550-7674 pg-1_19 28303 28427 1
+RF00174 AE007648.1/1506-1693 pg-1_19 27293 27480 0
+RF00174 AE016952.1/63114-62943 pg-1_19 353 524 1
+RF00177 AF058661.1/10-532 pg-1_19 17000 17522 1
+RF00009 AF186227.1/8-348 pg-1_19 34027 34367 0
+RF00031 AF195142.1/461-524 pg-1_19 17892 17955 1
+RF00059 AP005029.1/281486-281666 pg-1_19 49271 49451 1
+RF00379 AP005217.1/12977-12824 pg-1_19 1528 1681 1
+RF00005 X05914.1/238-306 pg-1_19 33863 33931 1
+RF00028 X55026.1/85715-85994 pg-1_19 6955 7234 1
+RF00029 Y08501.2/135699-135828 pg-1_19 24698 24827 1
+RF00067 Z34530.1/4257-4400 pg-1_19 25490 25633 0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.fa
new file mode 100644
index 0000000..baa0a68
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr19.fa
@@ -0,0 +1,1001 @@
+>pg-1_19
+CUGAUUCACCGCCCGAUCAUUUCCGGCGCGGUAGUUUUCAAAUAGAAUAC
+UAGAGUAGGAAGAUCUAAGAUUGAUCUCUCGGGUGUAAUGCUUUUUGGCA
+GCUUUGAUCUCUAUUCGCGAUCGUAUCUAGCUAUUCGCAAAUAAGGUGUC
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+AAUAUGAAUUGUCCUGCUGAGGAAUCACAUCCCUGCUUUCAAAUGGGUCA
+AGGUGAUUACAGCCGAGACAAUGUCCAUGGAACAUUAGGCCUGCCAUGUG
+CAGAAUGAUUAGACUUAUCAAGCCGGUAUCCUGACUUAGCUUCUUCUUAC
+UCCCAAUCCUUCCAGAAUAAUCUGUGGUCUUAUUGGUUUCAUCCACCAUA
+CAGUAGGUAGGUCUGUAGAGGAUUCGCACCUCUUUCCCUGACACUUCAUA
+AGUACAUAUAUAUUGUAUCUUCGUUUUUUUUUCGUCACAACCCAGGAAAU
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+UACUAAUAUCUCAAGUCUUACUGUUACCAUCCCCCCGUGCUUUGAUCUAG
+CAGGUUGCUAUAGGCUUGCAACCUUUCAGGUGCCGACCUCUUUGAACCGG
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+CGUCUAGGUUCAGCAUAGUGGGACCACCUGGAAAUGCCGCCUCGUGUUUG
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+AGUUACGAAGGGGAAGAGCCGCUAGUGGCCGGUCAUGUUUGUACGGGUAG
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+UGUUUUUGCCUCGGCUGCUGAAGACUUACUCAAGUGCAAAUUACGCGGCG
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+UAUAUUUAGCCCUCCGAUCGUGGUCGGUCUUCGCGUCUACUAGAGAAUGG
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+UGACGUGACGCAUAUCCCCAGCCACUCAGCACAUGUCCGGAUAUUUAAUG
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+AUCCACCCUACCUGUGUGAGUGGAAGCCCCACCCUCCCCGAGCUACAGGU
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+CUCCCGGUGUAGGGUUUAGCUUAGGAGGAGACCUAAUACCCCCCGCCAUG
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+GUACGAGGACCCCGCUACUCAAUGUAUUCGAACGACCUACCCCCUAGAGC
+UCAUGGCUAGGACAAGGCCGGUGGGUGUGUGGAAACAGCGAGAAAAUUCC
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+UCACGUGUCAACAGUCUUUAACUGGUGUUGUACACAACAUUGUCGCAAAG
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+UGGCUACAGCCCUCAUAAGCUACUCACAUUUUAUACACAACGUGUGAACG
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+UUCGCGAACAACGGUAGUAUGGAUGUGAUCUGGCUCCCUCAGUAGUAAGG
+UGUCGUUGGUGACAUGGGCCACCACUGUGCGUGGCCAGCACCGAUCUCCU
+ACGAGAAGAUUCGGGGGCCGGACCGCAAAGCAGUUUGACAUUGCAUCGGU
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+CGUUGGCAAUCCUUAUAGCAGAAGCUCGUGCCUCGUUUGAUGUUAAUUGC
+AGUCUUGUACGCACAGCGGUUGGGGUGGUCCUCACCUCCGCAACAUAUGU
+GACCUAGCGCCCUAGGCAAGAUGACCUUGAAAGUUGUAGCUGCCGCCCAC
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+UUACCUAUAGGAUCCGUCAACACAUGGUUACAUAUAGCGCUAGGUAAUUU
+GAUAGUCAUCCUAAGACGAAGAUGCCUACUCUCCGGUCUGGUUACGAGGG
+GACAACCAAAGGAAGAUCAUAUCCUUGUAUCGGUGGAAACGACUGUACAG
+CUUAUACCAAUCCUAUGGAAGGGUCCCAUCAGACGAGCCUAGAGCUACCU
+GUGUGCUCGCCACCUAUGUAAUUCUAAGGUGAUCCAAUGCCGUGAGCAUU
+UUAGGCACUAGACGAGUCAAACUUCCACGACGCUUUUAACUGGCAAGGGG
+CAUUACGAGCGGCUCAUCAGGAGACCGCCCCCGACAGAGUACGCGUCAAU
+GCUCGCUCGCAGGGAUCUAAGGCAGAGGUAGAGAAUCUCGUUGUCCCGCC
+GAAGUGACUAUCAAUACUUGCCAAUUCGUCGCCUAGCGUGCUAUAGUGCU
+AUCUGAUUACACCUAGUCUAAUAAGUUCAACAACGUGGAUGGUACGAGAA
+GACCAUCAAUUCAUGCGACUAUACAAUAUGAGGCUAUCGCCCAGUCCAGA
+AGCUAAGUCACAAGAAAUCCAGUCCCAUCACCUUACAGCAGCUUGUAAUA
+AACAUCGCCUUUAGAAUGCCUGGUAACAACCUACCGGGUAAUAGCAGUCU
+UGGAAGGGUAACUAUGUGACCUGUAGUGGCCGUGGUCUCAAGUCCCCUCG
+ACUCCUUAUUCAAACUCGUGAGCUAGAGAAACACGCUUAAGCCCCCAGUU
+AACACGUAAUAAGUUGAUAUGGGUACCCCGCAAUAAUGCGUUUAUGUAUU
+GGAGGGAAGUCCUCGAUCCACACCCAUAGUGACUAUGCCCGCAGGCACGG
+UAUCGGGUGAGUCCAAUCACAUUCAGAAUUGCUGAUGUGUCUUUUGACCA
+GUUAUACGAGUAGGAUGGUGGAUUUUGGAUUAAUCAUCGCUUUUCACCAU
+GACACGUAUCAAUAGAAAUCAUUUACUCAAGGGUUGAGCCCCGCGUCGGC
+GUGGUUAACAGGGGCUCUGAUUUGUGCUCAAGCCUAGAUUGCUACCUUUU
+CCAGGCGCUGAGUAGAUGUACUUUUUUGGAACAAGGCCAAACGGGACACA
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+GGAUCGGUUGCACUAUUCAUCUUGGAAGGGGCAACGUCUCCACAGCGAAA
+GUGAAAGUGAUGACACUCGCGGCCGGUUUUCUGAUACUGACUGGUCCAAA
+GUAUUUGAUCCGGUACCGAUUCUAUUACUCCGACAUAAGAGAGCCCCGUG
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+AAUUAAUAUUUCAUUACAUCGUCCUUCAUAAGCCCAAACCAAGGUCUUCU
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+CCCCUUGAUGUACAUCCGAGACCCCCUACCGCUUCACUGUUUAAUGGUCC
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+CGGGCUCUACGCCACACCUAGGAACAAAGGGGUCAUCCGGCAAUAUAGAU
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+ACCCCGCGUUGGUUAUCCUUCCUUUGUGCUGUACAGUGCGCCAUUUCUCC
+UCUAUUUAAAUUCAUCCAGGUAUUGCCCAAGAUGUGGUUUUUGAAUCGAA
+UGCAAAAGAAAUCACAAGGAUGUCCUUGUCGAGCGGCGCCCCACCGGCAU
+UAAUGAUCUGCUCUGCUCAAAGGUGGGUCGUUCCAAUUUCUCUGACGCUC
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+GCGCCGUCUUAAAGGGGUUUGUCAGUUUACCCCUUCCCUAGAAGUGACUC
+UGAACGCCGAGUGAGCUGGCAGACCCAUUACCCCUUAUGUACCGACCUGA
+UAUAAGAGCCCCUAAGAAUUUUACGGCUGUAGCUGCUACAGGAUCUCUCG
+UUGGUAGGGACCAGGACUAAAAGUUCGUCUGCACGGCCCCGAAUAUCCAG
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+GGGCACCCAUUCCAAUGGAGCUAAGGGAGUAGUUUCACAUGAACGUGGGU
+CUUACGGUCCGAGGUGACGAAAACCGCGCUCCGGUGCUAUGCUAUCCGCG
+GGAUUGGCUGUAUAUAUGGUAGAACACAACACGAGGUCGUAUAGGCCACA
+CAUCUGUUGUUUCUUUAGAGCUCAUUCUUCCUAUCUUAGCGCUGUAGGAC
+UAUGUUAGCGUGGACCGCAGUACCCAUGACUGCACCAGCUCACAAGCCGU
+CGCGAUACGAACAGUGUAUGUUUGUGUAGUCGUCCCCACAACCUAACUCG
+UGGCCGAUGUCGCCUACGCAUAACCUGCGAGACGGGCUCCCUGCGCCGGU
+AUGGUCCGGAUCAGGUUCCAGAGGUCGCUGUCAGGUCCUGCGACCUUCCA
+GCCUCUCAGCCCGACCGUCGACGUCGGCCCGGGCGGAAACCACGUACUCC
+CAGCUUCACGCCAAAGUCGGCUACUCCGGUCGAACUCCCUCGCUCGUCCC
+GGCGACGGGCCUUUGGUUAGUAAAUGACCAAGACGUAACGACCACGAAAG
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+AAUAGGACGUGGCUAAUUAGCAAACAAUGUUGUUUUCGCGCUGCGUAUCU
+AUCUUAGGGAGCCAAUAGGCUUGCUUGCAUGUCAGGUGUGAUUUUCACGU
+UAACCCCGUGAUAGAAUGUUAAGCAUUCCAAGUUCGAUAGCAUGUUUAAG
+CCCCAACCCUGAUCAUGGCCUUAACGAGACAUCCAAUUAGGAUAGAGUUC
+CUCAACGCCCUCGAGCACCUAUAAUAUUGACUAACAGUCGCGUGCGUUUA
+AGUGACAUUUACUAAAAUGAGCAUCCAUUUAAGGUUUGGUCACCUCGAUG
+UGGGGAAUUGCUCCCUCCCAGAUUGAUCCAGAAUAUGAAGUCACCGCAAU
+CGUCUGUGACAGUGGGUACCGAUACUAUAAGAUUGGAGCGCGCGCGAGCC
+ACUCGUUCUUACUGCAUCCACUGGCUGUACCGUUAGUAAUGGCCAUCAUG
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.ebd
new file mode 100644
index 0000000..bfa5210
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.ebd
@@ -0,0 +1,26 @@
+RF00504 AE006566.1/2765-2849 pg-1_2 26455 26539 1
+RF00234 AE015944.1/292739-292466 pg-1_2 45871 46144 0
+RF00018 AE016800.1/50663-51074 pg-1_2 25971 26382 0
+RF00080 AE016953.1/48442-48336 pg-1_2 3465 3571 0
+RF00230 AE017001.1/248233-248002 pg-1_2 19100 19331 1
+RF00230 AE017037.1/164927-165160 pg-1_2 10524 10757 0
+RF00373 AF121773.1/1-303 pg-1_2 30132 30434 0
+RF00009 AF186218.1/1-219 pg-1_2 5263 5481 0
+RF00009 AF186233.1/1-295 pg-1_2 8371 8665 0
+RF00170 AF427793.1/1040-1105 pg-1_2 21092 21157 0
+RF00213 AJ278762.1/1-70 pg-1_2 22199 22268 0
+RF00023 AL162755.2/165198-164836 pg-1_2 4021 4383 0
+RF00080 AL591977.1/131463-131588 pg-1_2 39752 39877 0
+RF00230 AL596169.1/42587-42347 pg-1_2 46628 46868 1
+RF00230 AL596169.1/99976-99747 pg-1_2 31021 31250 1
+RF00174 AL939125.1/243385-243171 pg-1_2 25434 25648 1
+RF00080 AP003187.2/61536-61648 pg-1_2 11771 11883 0
+RF00174 AP005044.1/159223-159033 pg-1_2 22393 22583 0
+RF00169 D90912.1/112591-112684 pg-1_2 44208 44301 1
+RF00023 U20246.1/1-318 pg-1_2 34882 35199 0
+RF00028 X13486.1/3718-4075 pg-1_2 32407 32764 1
+RF00177 X15917.1/24553-25131 pg-1_2 22754 23332 1
+RF00028 X55026.1/82089-82425 pg-1_2 39275 39611 0
+RF00177 X72804.1/34-733 pg-1_2 13691 14390 0
+RF00067 Z34530.1/6444-6594 pg-1_2 27834 27984 0
+RF00080 Z99110.2/200192-200316 pg-1_2 8028 8152 0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.fa
new file mode 100644
index 0000000..d1d95a6
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr2.fa
@@ -0,0 +1,1001 @@
+>pg-1_2
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+CAUACCUUCUACGGUAAUCUCAUUAAAGAAGCGUCCUAAGCUUAGAGUAU
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+UUUAACCUCAUAUCAGAGCAACGGUAGGCGGCGCACGGUACUUCCCACGC
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+GUACAUCUGAAUACUGUGAGUAAGUGAGGGCCUACGCACGGGAUCCGGCU
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+CCUCGUAAACAACUUGAUGUUGGGCGACCACCGACUAAGUCAGUCACGCC
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+CUACGGUAAACCAGAGAAUUGUACCUGGAGGAACCUAAGGCACCAACAAC
+UAUGCGGUCUACUAACCAGCCUACGGCAAAAGACUGAGAAACCUGAAAUG
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+UCGUCGUGGAAAGCCACACUAAGGGUCUUUUUUUUACUUCCCAAUACAUU
+GCAUCACAAGACAGACUAACGUCUCUAGGCGGGCCACGCCCAUUGCAGCU
+GGGACAGCUUGCCUGAUCUCGGAGAGAAUAGGAACCACCAAGUGCAAUAU
+AAGUGCGUCGCUUCCUAGGAUCGGAGUGCGGAUUGCGGCGGUUAAUGCCA
+CAAAACUCCCGCACUUCCUAUCGUGUGCCUCCGGUCAUGCCAUCUGUUCU
+UUCUUUCGUUAUGCUCAACGCAUCCCAGUUAAGCCACGUUAACGGGAAGA
+CGUCUCGCAUAUCUUGAGUGCUAUUCGGGUGCCUGCUAACCUAUACUCCC
+CUAUUGACCCAAGAAUGCCCAAUCGAUCCACAAGACUUCCAUAUGGCAGU
+GGCAAGCGUAUCACAUUGUGCCAACUACUUCAGCCAGGGCCAUAAAUGUU
+CAGCAGCCGAAGCGCAUGCGAUGGCCGGCGGUUCUGGAUGGCCAGCAAGG
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+AUCGCUGAGAAUGGUCCAGUGCUACAAAACGGCAUUGUGCAUGCUAUCAU
+CUGAUGACCAUUUGGCUAGCGGCCAAAAGGUUGUACGGCACGUUGGGCAG
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+GCGCUUCUAUGCCGACGUACCUACGGAACUAUAUCUAGCGGCGCUUCCAA
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+GAGCCGGACUGCCCCGCACAGGACGUGACCGGCUCAGGUCACCGGCAGCC
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+UGCCCAAAAUUCCCCACUUCUGUCCGAGAUAAGGUCUUUCACAUACCUGU
+AUGUGGCUGAUUCUUCUCACAAAUCAGCUAAGCGCAGGAGGCCCAAGUGG
+CCCCCCUUCGAAUUCGAAGCGCUCUAUAUCUUUUUUCCUAUUGGAUCAAA
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+GGACCCUUUAUACUGCGGCCCACUUUGCUACCGAGAGCAGGCGUGGGGGU
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+ACGUUCGCCAAGGGCGGCUGUUUUUAUGACUGGCAAUUAAUCAAAAACGG
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+UAGUCGUCGAUUAUCAUACGUAUCGCGGCUAGUCUAAGCCGGGUUUAGGA
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+GGCUUUCGUUGUUCGCCCUGCUGUGAUGAAUUUUCAAAUAGCGAACGUAG
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+CAACUUGCCUAUUAAGCAAGUACUUAUGGCGUCAUUGAUCUCGCCGCUCC
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+GGUGUCGAAUUUGCUUAGAAAGAAUUUAAAGGAGUAACUUCUGCGUAAUC
+AAUAUUCCACGGUCCUGCAAUGCUAACCCGUAACAUUGUCGCAUUUCGUG
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+CCUGCGUUUUUUUUCAAAGUACCAACAGGUGUUCAGGGUGCUUCUGCUAG
+AUCGCAAGUGUGCUUCGGGCUAUUCACAAUAACACGCUGCCAAGAAUGGG
+UCAGGCCAUUGACCGAGUCCGACGAACAAAGCUUGAAUUCCGUUCUGUGC
+AGUGAGGAGUGUGUAUUCCGUUGGGUGUCGGAACCACGACCUACGAUGCG
+GCCGACGAGUCCACAGAUGGCAGCGAUGGGCGCAUUUAAGGAUCCUCAGU
+UAUGUGAGCCGUGCUGAGAGCUCUUGGGCCUAGCUUUAGCGUUCAUAAGG
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+GUUGCGCCUUUUUUAUCUGACUAGCGUAUUAUAGGGUGCGGGUUACUUAA
+UGCGAAGAUUGUUACCUGUAGCAAGACCUAUUAGACCGCCUAUAGCCGAG
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+CCAGGAGGAUGUCUGGAACUUACAUGACACCGCGCCUUAGCUCGCUUGUA
+AUGGAUACGGAAAUGCGUGAUUUCAACGUACUGGGCCUAAUGGGCUACGU
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+ACGUGACCUUAUGAACUUCCUCCACGACGUUGUACGAGGUGCUGGUAGGG
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+AUGGAAGCAGUAUGCUGGGUUCAUACUCGCAUUUGCUCAAGUAUUUGCUG
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+UGGAUACAAUCUGAGCACACCAUCUUACCGUACGAUGAUCACUCUCCCCU
+GGGCGUUGGAGGUAACGGUCAAGCACUGGGACCACCUCAUGUUGGGCCUC
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+UGGCGACUUAGUCCAUGCCGUCGUUGAAUCGAGCUUCAACUGGUAGCUGG
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+UUCUGGGAUGCCGGUGUACGCCGGAUUCCCUCCGCCUGUAUGCUAGCAUC
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+CGAAUACGCGGACGGGGCCGGAACUCCUAACUUUCGCUUAGAUUCUGCCU
+GACGUUAAGCCCGGAGUUCACGCCUACCACAAGCAUCCCUUAUUGCUGCU
+ACCUUCCGGUCCUGACAAGAUUUGGGCGUUGUAAUCGCAUGAGUCCGAGC
+CAUUAACAUAGAUAGCGACCCAUCUGGAAUCGCAUGGGAGGAAUUUGGGG
+GGUCACUUAGGGUGGGCUAAAUGAAGGGCUAUGCGCUCCACGGAUUACUC
+CCCUCCACUGCGAUGGUUCCAGAAGAAGUCGGGUUGAUUGGAACUGCUGA
+CAACGGUAGGCAUGGCCCGUAAGUGACAGGUAGUCCAAGGUUGUUGAAGC
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+CAGAUGGCGGGAGUAGCUACAGACAAGGUUUCGCCCUGAGGCGCUACAUC
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+AUGCAAUUGAAAGGAACAAGCUAGCGUUCAAUAUCCAGUUUAAUUAGUGC
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+GAGUAUAACGUGAGUCAAUUGUUGCUCUCAGCUGGAUAAGACUACUAAGG
+CCUGGGUAAGUCCGCCCCCGGCAAAGCUAGACGCUAGGAGCCACCGAAGG
+GCCCGAACAGGCGACACGCCAGCGUUCCGCCGCCCGCAAGACGAUACGCC
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+UAAUAUGGCAUACCACCUGCAUACAACUAGCGAUGUCUUAAGACGCACAC
+GUUUGCGUUCUAAGUGGUGUUAAGGACGGCCAGAAAGAUGGGCGCGAGUA
+CCACCCGGGCAGAGUCCACAGGCGUGGGGUCGUUUAAGGUCUACUGAAGG
+GAUUCAAUAGCAGCCAAAACUAGCCCCCCCUGUUUACUAUCAAGUUACUU
+UUACGAGCAAUGAAACCCCAACAGCAUCUUUGAUAUACUUUAUGCGCCGU
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+UUUUUCCCGAAGAUACUCUUCAUACCCAGCCAGGGUCGACUGGUUACAGC
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+ACUCGUGUUGCCUAAAUCUCGGUACCUCUAGCAUUAGAAUUGAUGUUUCG
+ACGAUUAGCUGAAUUUAAGCGAAAGCGAGGUCCCUGCCAGAUUGCCACGU
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+UGAUGGAGUCUUAGCAGCAAACUGUUGCUCGACUCCGUGCCUCCUUGUAC
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+UGGAGUAAGAUUAAUGAAACUCAGACUAUGGUCUGAGUAAGUUCCACCAA
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+AAAACCAAGGAGUAAUUUUUGGUACAAAUCAAUCAGGUGUUAAAAUCUUU
+CCUCACAGUUUGGAAAGAGUCGUUAAAGGGGACAUUUUGCCACUACAACA
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+ACGCAUGACCUAAUCAGCGCAUUGCCAGCCCACGCUCAAUAUGAGGAGGU
+CCUCACAGGCUCUGCCUCGUGUGCCCGUGCCGGGGCGGAUAAGCGCGACU
+ACUGUUAGUGAGCCGAGUACCAGAUUGUGAUCUAUAAGGUGCAGAGAUAC
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+GUCAAACACAAUGAUGGAGCCAGGACCACAAGCGACUACACCACCCGGUC
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+ACAAAGGUCGCCAAACGAUGCAGACCACAAAAUAAAAAACUCUUCUCAUC
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+ACAUUAUUUUUGAAAGCUUACACCGACCGCUUUCUCUCUUAGAAAAAUAA
+AUGACCUACUCUUCCUCUCAACCUCAAGAUGACCAUAGAGCUAUAUAGAG
+CAAUCUUCUCCCCUUAUUUCUGCAACUUCAAACGUUCUUUUUCGGAACCG
+CACAUGAGUUGUAAAGCGCGAGCGGGACAUUAGCCUUUAGGGCCCUUGGG
+CAUAAUGGGCGUAGGUAUUGCUAUCGCGUCCGCAUGCUCCAACAUAUUGA
+CAGCGCCUGUCUGAAGUCGGUCCCCGACCAAAGUGGUGCUUAACGGAGAC
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+GCGCGCUGGGUAGUUCUUGAGUUCGGUACUCUCCACAGAAUUCCUUCCAU
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+CGAUCCCUGACCGCGGACUCCACGAGUGUUGCGCAACACGUUCCAUCCCC
+UCCCCUCCAGAUAAGUGGCAGGGAUAAGUCAACUCCCGGACUGUCGCGGU
+GCAUAGCGAACUACGGGAGCUAUAGGAUAAAAAGUGGAUCCCUCUACUAA
+GUAAAAUUGGUAAACCGGGUCAUAAGGAGAGAAACAUAUGGUCCGAAAUU
+UUUUGGAUAUGGUGUAAAUCUAAGGAGAACCCUAGAAGAAUAGUCUAAGG
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+AAGCUAGGGCGCCUAAUACAAACUACAACAUGGAAAGUCUUGUCCUCCGU
+CCCGCGGACUACCAAUCUACUACAUCCAGAGCUGUAUCACAGUCCGAAUU
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+CCAAGUUCUAGUGACAUACCGGGACAUAGGGAUCUGACCUGAGCCCGAUC
+UGUCAACGUUAAACUGCAAGAUUAUUUGUAGCGGCUAUUGGUAUGGCCAA
+AAUCUCGGCAUUUAUGGCGCCAAUAUUUCGGAUACGCCAAAAGCCUACCG
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+GUUGCGGGUCGUACAUUGUGAACUAUAUACACCCAAACAUCAAGGCUAUA
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+UCCACAAAACUGUAUGUGACGCAGUUAAAACCAUAUAAAAAAGUUCCCGC
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+UGAACAACGGCACAUCGGAGACUUUGGUUCCAGAUGGCUGAGCUUCGGGA
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+AAAUCUCCUACGCUCGAUAAUAUUAUAGGAUUGAUUAGAUUGUAGGCGCC
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+CGCUCCAAUCCGACCCAUGAGUUGCAUUCUCUUAAGUUUGACAACUUCGC
+UAUAACGGUGGGGAUGUCAUGGAAGAACCCGAUUUCAGGCGUUUAUAGUA
+AUCAGACGGGAGGUUUAGACUCAGGGCCACACUGAGGACCUCGAGAUAAA
+ACGCGCCCACACCGAAGGUCCUGUCGCGCGCAUACAGUGAAAAAAAUUAG
+CAGCCAGGAUAUGAUGUGCGGCUAUUGAGUAGACUAGUGCUACAAAUAUC
+AUCAAUGAUAACCUAUAAGUUCACUUAGUAUCCGCUGGGUGCGGGGCCCG
+GACAGAAUAUAGACUCACGCGCCUGCCAUAAAAUCUCUAUACUCAAUUUG
+GGAUCACGGUCGCAGGUUUCGGGGUACAAUUCCAGGCAUUUCUACUGUAG
+CAAACUGGUACGUGGGUGAUGUGUCAUCUUUAGCGAGCAAGAUGGUGUUU
+AUUCGAUAUCAAUCACAGUACCCCGUGGCGCACGAGUUUUAGGAUGAGUU
+CUGUUAUUUUUCCCGUCACCUACUACCCCAACGGACCUUGAUCGCCGAAG
+UUAACGACUAUUGCACCGUCAAGGCCUUAUCGCGCAGUUGACCGCGUUAU
+UAUAGCAAUUUAUACAAUAAGUCUCACGAAGUGUGGGUGAACGACCUCCG
+GGCCACAAAACUGGCUUUAGCAUCCAGGCAGGGCUCAGACGUUUCAGUGC
+UAUUCGGAGUUGGGAUUACCCUAGCUCGCAGCAGAAAAUUUUGCGGUCGC
+UUCACGGAGCCUGAUGAGCUGUAUUCCACAUGUGCAUGAGUGGAUACCGC
+GAAUGCGCCCACUCUUUUGUACUUAGAUCGAUAAUCGUAUUGUUUACAGC
+AUUGCUUGGUAUUACAUCAUGAGACGCAACAGCCCCGCCGGUGGUAGAGC
+UGGCUCAGCUUGAUGCCGCGUCAACCGGUUGGUUACGGCACCUUCCGUAU
+GCCCAGUCCUAAAGAGCUGGUGGAAAGAAUCACCAAUAUGACUGCAUUUG
+CCUUAGCAGUAGGAGAGUACUAAGGCAAAGAGCUCCAACACUUCCUUGUG
+ACCACCCGAAAUCAGACCCAUAUGACGAUGAAAAGGCAAGAAGAUACCAU
+GAGAUAACACCUCACUAUGGGGUCCGGCCAUGUCCGAUUGCCGAGUGGGA
+AUGGUGAGGUCGCGAGACUGACCCGACCUUGGUUACAUUAUUAAAUCCAG
+ACCCAACACCCGUGUCCGUAUCGCAGCACUAUGACUUUCUUAUUCCAUAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.ebd
new file mode 100644
index 0000000..7945522
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.ebd
@@ -0,0 +1,23 @@
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+RF00028 X15850.1/1348-1752 pg-1_20 4778 5182 1
+RF00009 X56558.1/5-317 pg-1_20 36531 36843 0
+RF00177 X93085.1/1-677 pg-1_20 44967 45643 0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.fa
new file mode 100644
index 0000000..771e3de
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr20.fa
@@ -0,0 +1,1001 @@
+>pg-1_20
+CGACCUAGUCCCCUGGGUCACGUGCUCUUCACGAAGCCCGCACAGUACCG
+UAUACAGGAGCGGAAUGUUAAACUAGGUACGUCCACUCAUUCCGACAGAU
+AGUGGGGACUAGAAUGAUCACUGGUAAUGUCUACGGAUGGGUGGUACCUG
+AUCACCUUCACGCGGCUCACAAGUACGGCACCUUUCAAACCGGACUGAAA
+UCAUUAACUGGGUUGCUGCACGUUGUCGGCUAGCUUCAGGAUCUCGCUGC
+UCUUACCACUAUGAUCAAUAACGUCCAAGUGCAACUAUUUAGGCUUCCGA
+GAGGCCUCGAACUCAUAGGAUGGAUACACGAUAACAAACGGAAUUUGACG
+ACUCCUCUAGCGUCUAUUCAACCACUACGUUUAGCGGCGGAAAUAGAGGA
+GGACGUGUCCACUGAUAGUCCGGGAGGUCGUAACACUAUUGCGAAGAUCU
+UCCCCUCAAGAUCUAUUUCUCGCGGAACAGAAGGCCCAACCGUGGAAGAC
+GCGGGAGUUCGUAAUCAUCUGGCAAAAGCUUUAAAAGCUGGCUCAACCUG
+GCUUAACUUAUGAAAAAGUGGUGGAAUGCCCUCAUUACUGAUGCCCCGUU
+CCGAACCUCUCCCAGAAAUGCAGAUUCUAGAGGUUGAACAUCUGCAAUAG
+GCAGUGGCUUGUGCCUUGACGCGCACUCGGCAUCCGAAUCGUCAUAGAUG
+GUCCAGCGGCGUCUAAUACGUAUGUGUGGAAAACAACCAUCUCCUGUAGG
+GCUUUUGAAAAUUUCCAUGCACGUAUCGACGUAGCUUGUUAGUCCUAAAC
+ACUGUUAAAUUGAAUAAUUGGUCAGAUCUGGAAAGAAGCAGCCAAAUCAA
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+UGCCACCCAGUGGAUGGGUGUUUUGUUGACGGUGUAGGUUCUAUUAACGU
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+GAAUAAACCGCCACAAGGGAUGGGUACUCAGGCCGAGCAGUCCACGUCUC
+AGAGACCUACCUGCCCCCUUAUUAUACUCAUGCACUCACUAUGACCCACC
+GAGCUUCGGCGGACCGCUCAUUGGGGUUGAAGCAACUGGUCCGAAAGGUG
+AACCUAGGUCUAUGGCUCGCUUCGAACACAAAUACAAUUUUCAUGACAGU
+ACAAAACAUAGGAUUUCGGCUUCUGUUUUAUGAAAGGGAUUGGUUAGCGA
+UGCUUAAGUGUUGUACGUUUACCCGGUCAGACUCAUGGUGGAAAUGCCGG
+GAGUCGAACCCGGGUCCACACAUUCACAAUGCUUAUAAAUCUACAGUUUA
+UUCCAAUUUUUAAUUGUUGAUUUAAUAGAAAAAAUUGAACAAAAUUCUAU
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+UUUUGUGCCCGCGGCUUUGCCGCGGGCAGCCUUUUGUUGAUAAACUUCCC
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+GUUAUGAGCAGGGUUUUUUUACAUAACGAUCACUCGCUAUGGCGGCAUUG
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+CCCCCUGAAUGUUCUGUGUUGGAGUUGCGGCUCCACAAAACAUCUGCCUG
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+CCUCAAAUCAGGAAGAGAGCUUGCUAUGGCAUAGCGUGCCACGCGUUCGG
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+CCUCGAUCCCGGAUUUCAGCCGGAUCUUUACGGGGAUAGGAGGCGUAAAU
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+UGGGGCAGAUGCAUGUGUCUUCUCUAUAACGAUUAAGAGAACCGUAUGGC
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+UGGGUAGUCCCAUGCGGCAUCGGGUUCGAACGCCAUCGGGCCAAACUCAC
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+CCCCCAUUAAUACCAUAAAUCCUAAUGCAUCUGAUCGAAGGCCUCGACGA
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+ACCCCAUUUGGGCGGUGACCAGUCAGAAUGAAGGACGAAAAUAAGGGUUC
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+GAAUGAUCAGAUAUACGGGCCCCUCGCCUCCCGUAUAAGAGUACGUCGCG
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+UGACUGUGAUGAUCCGCCCACGUACUCGAAAGUGUAACGCGUAUAUCAAG
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+UGCAACGAACGGGGAGAGAUUAUUAUGAUGUCCGAGAUAGCUUAACCCCU
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+GCAUACACUGGCCAAGAACUACAGCCCUGUAGGGGCUCACACUCGCCAGG
+CCCAACGGUGCAGACACGUGGGUAGUUCCACGCCCUGUACCGUACCCCCA
+ACCUGGAUUACGUUUCUUACCUAUCAUUGCUAAACCCCCGCAGAUAAAGA
+GACGACGAGGACCGUGCAGAGUAGCAUGACUGUGUGUAACUAGACUUACC
+GUGGACGACGCUAAAUGCAACCCUAGUAUCGUAUGGAAUACUCAUGAAUC
+ACAAAUGCCGGCGAUACCUUGCCGGGCCUUUUAGCCCGUUCCUUUGAGGU
+AAAACGACCUGCAAAGUUACACAGAUCCCUAAGAAGUCGAGGGAUGGUCC
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+GGACUUUCAGAACUAGUCACGCUCUACGGCAAUAAUAAACGUUGGAACCG
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+UAGAUCCGGCUUGUUAAACGGAUUUAAAUGGUGGGUGCAGAUGUGCUUUG
+UGCCUGGUUACCUUGGAUCUACUGAUGGAGUCGAAUACAGCGAGCAAGGG
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+CAACCCAGGACCACAUUUAAAGAUCGACUAUCUAAACCGUAUCACCCUUG
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+UUAUAUUUUCUCCUGCACUCAGAGAUAAGUGGUGAGGAAAUAGUACGUGA
+UAAGCUUUCUCCGUGCGCUCAAAGGGUGCUCCGUACCGGAAGGAGACUAG
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+UACUUUGGAUACGACAGCAAUAUUGCUUUCAGACUUUUCCCUUAGAACAA
+AUAGGUCUGCUCUCUUACCAUCCACAACUGUCUACGAGCCUCCAGGUCUA
+GUAACGUGGUGAAUGGGACGCGCUAACACGUUAGUUUUUGCAGAUGUGAC
+UGGCCGCUUACGGGUCGGCUUCGCAUAUAUCGUCAGUCCAUUUACGGAAG
+UCUUCCUAAGUAUCAUCUAGCCUCUUAAGGUGGAAACGCAAUCAAUCUGA
+CGCCUCAUGGUUCUGCGAAAUUUUACGACCCCCGGAUUACGGAACGCCGA
+UAGGCCCCCAUAUGAGUGGUCAGGAGCAGGGAGGUCGCGGGUUAUAAUUU
+UCCAUACGAAUCUGCGUUUGGAUUAUACUUAUCUCACUCGCGCUUAGAGU
+AAUCUGGAUCGAGUUGUACAGGACUUAAUAAGGAGUCACCGUGUCCUCCC
+CGACCUAACCGCACCUUUCAACCCUCUCUACUAAUCGAUUCUUGCUAGGG
+UGCUUUUGUCUUGACCCAUAGGCUUGGGACGUCUCGUUUCAACCUGCUGG
+GCAAGAACUUCUCCUCCAAGCAGAUCGGUGGGCUAACGUACCGUCCACAG
+UUUAUAACUACUGCGGUGGUGGUGUGACACAAGUUCACUGGACUCAAAGG
+AGAGGUAGUACUGUUACUGCAAUAGUACUUGUUCUACACAACCUUGUCGC
+AUUGGCAAACAACACAAAGUUCCGAGACCUUCAUUCUUCCGGUUCUCAGC
+GCUAUAGCUUAAGGAACCCAAAUUACACGUUGUACAGGGCUAGAAGGAAU
+ACUAAGAUCACGGGAACUCUAAAAGCGUCUCUCAUGUUUGGUCACCCAUU
+UUAUCUUGUAGAGCUCAGCUUCGACCAACAUGUCCCCCCCAACUGUACGU
+UGUUACUGCUCUAGCUCAAGCCCGGCAGCGUUGGUACUGUUCCGGAUCAU
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+GUCUCUCACGCGUCACAGGCACAUCGCACUACAACCGUAUAGGGUGUCGG
+GUGUCUCUCAACCAACCGGGUAGCUUCCAAAUAGUUCUCCAGCCGAAAUU
+AGUGUGUUCUCGGGCAACUGGUGCGCAGUCAUGUUGUAAACGACCGCACG
+GACUGUAUCACUCAAUUCUCGCGAUUCGCUAACUACGUGAAGACCGGGAA
+UAGCCUUGCCUUCCGGCCCUCACUUGCUGCGAUCCGUGAGCAGUGCUAAG
+CUUCAUGGCUUGGAGUUGGGUGUUUCCUAUCUUAGAAGGCAAGCUACCGU
+UCUUGCGAACCGCUCACCCUCAUGAGUGAUAAGGCUGACUGCCGCCUCGU
+GGGAGAGUUGUUCUGUUCCAUGGACGCCCUAGUCGAACAGUCACAUUUUG
+CUUCCGAGCAACCGGAGAUGGGCCUAGUAAUUGGGCCGGCUGAACAGAAG
+UUGCUACGGUAUCUUCCGCAAUAUCUCCGCGUUGGUGUGGGGGUCGUUGU
+GCGGGUGCGCAUCUCGCGGAUCGAUGCACCCUUUCUUCGUCGCAAUUGUG
+AUCCGUGCGACUGGAACGGCAGCCGCGCAUGGCGAUAGGUCCUCACUCAG
+GGUGUCCGCGCCCUGGUUCGAAGAGCACGGCGGCGAGAGUUCCUGGCUCC
+CGGGGAUCCUGUCCCCGGUCACAGUGGCGGGACCGCGCCGGAUUCGCACC
+GGGCUUCCUCUUCUGCCGCCGUAGAUGGCCCCGGAAGUCCACCACGGCCC
+GCGGCGACCUCAGGGUCAGUAACCACACCGUGGAGCCGCAAAUCAUCUUG
+UGCUCACUUAUGCAGCAGAGGAGUGCAUGUCGGGCUACACCAAUUCUGUC
+AGCUCAGCACGAGGGGCUUACGACGAGUAUCCUUUCUACUAGUUUUAGGA
+CAAAGGUGUGCAGAUGGGUAGGAAGAUAGUGGUGCCCGUCCUGAAUGGCU
+AGAGUCGAAAGAGAUCAUGAAAGAUAGGAGGACAAUAGCUCAAGUCGGCG
+UCAUUCUUGCUGCCUUUCUCUGAAAAUAUAUAUUGCCAACGAUUGCAUGA
+CGAUGUCCCUAUCAGAACCUAAAACGUGAUCAUUGGCCUACAUUACCGAU
+UCUGUCCGCCGCAACAAAACCUGCCUCAGUUGUUCUCAGGGAAAGUCCAG
+UAAUACUGUGGUACACCUAGCAGUUUUCUCCGGACACACCUCUCGGUUGG
+UUUUAAGUAAGAUGUCACGAUUGACGGCAGGACCAAGCGGUUACAGUGUA
+GUUAUGAAACGAGAAGUCGAAAAGAUUUAGCAGGAUUGGGACUCCCUAGA
+AGCCAUCCGGUCAACCGAGUCAUACGGCCUCUGUCAAACGACUAGAGGUC
+UAAACCAUUUGACCACCACCACUCGAAGUCUAUGGCACCCAGCCUUAGGC
+AAGGGCUCACAGCGGUGACUGUGGCUAAAUAGUAGGCGUGCGUCUUGCCC
+ACCUGGCUGAUGAAAAUUUAAGUUUGGUCCUAGCUCGUCAUGUAGAUCCU
+ACUUAAGGUAGUGCGGCAUCCCUCUCACGGACCUGUCAGAAAUGACCUAG
+CAAUGCGGGGUAUGGCUCGUAGACAUUAGUUUCGCCCUAACCGCUGCAGA
+GGUUCGGUCGAACUCCUCAGCGCGGGCGACAUAUUGUAUCUAAUAGGCUG
+GCCAUAGAUAUUAAAUGACGUUCCUUGGAAUUUUGUUCUUUUACACACGU
+AACUUAACUUCACGGAUACACUGUCAACCCCGCGCUGUCGACGCACGGAG
+CCCGGUAUGUCGCGUGACAUAACCUUGAACCCCUUUUAAGGUCAAACGGC
+UCGACUCGCGAAUAACCCGACUUAUGACCUAGCAAAACUUCCCAGGCCGG
+CGCUUAUAUAUUCACCUACCCAUAGUAGUCAUAUGCUCUCUACACUGUGA
+ACCCAUUAGCCCUUAACGAGUUCAGGACACGAAUUUGAUAUCGCUUAUUA
+ACGGAGGAACGCGAGGUAAGACCUUCGCGAGUUUAGCGCCGAUGGCGCUA
+CUAAAUAGCAUGCCUGUGUGGAGAACGAAUGUGCGGGAAGAGGAGUCCAG
+GCUUAUGGAGUCUCUCUAUGACCAACCGUAAAUAAAAUACAAGCGUUGAA
+UGCGGAAAAAGUCGGAGCGCGAUCGUCUGGCGUAAGUAGGCCCGGGACCA
+AGCUAAAACUGUACCACACAUCCCGGGAAACCGAUAGGUUACGGGAAGGC
+ACCCGGUUUACAAUGGGGUGCCAGUACUCCACUCUAACUGGUAAUACAAC
+GCCACCUAUAGUAGGGGGGGCCUUGGCGCGCGACCUAUAGGGCAAGGAGU
+GGUCUCAAAUCCGGAACCUUUGGCUAUACGGUACUUUUACACGUCUGAGC
+GGCGCUCGAUAUCAGCGCAGGUGGCCACCAUAGCCACGAAAAACGCGCAA
+GGGUAGCCGCAUACUAGGUCAACGCUGUGAGCAUCACAAUUCAUCCAGCC
+GGUACUCGCAUACUAGCCACAUUUUGUAGCGAUGUAAUCUGACAAGACCA
+ACCAUCUGUGAGAAAUUGCUGUAGAGGCUUUUCACUGUUUGUGCCUUCGA
+CAUAACAGAUGAAAUGGCAUAUGCCCUCUUGAUUAUUAGAUCAUGUCAUC
+UCAGGUGCCGCUUCGUGACGACGGGGCGGAGAAUUGGGAAGCCGGUCAAA
+GUCCGGCGCUGCCCCCGCAACGGUGGUGGAGUUCAAGUCGCAACGGGAGA
+CCACUGGGCAAAAGCCUGGGAAGGUGUCGCGACCGUCCGCAAGGACACUC
+CAGAGCCCGGAAACCAGCCCGAGAUUUUUGAACUCGAUGUUCACUUUAAA
+CCCUUAGCAAAACAUUCCGUGGAAACAAUUUGGCAAAUAGAGCGCAUACG
+GACGAAUUCACCAUUACCGCAAACAGACUUCGGGCCGAAUAGGAUUUGCG
+AUGGGCUAACCCACCUGUGUAUAAAGAUAGAUGUCAUGGCCGUAUUCCGU
+CGGCACGUUCACCGCGCGAUGCGGGUCUUGAGACUAGCUAGCCGUGCCGA
+GAGUGCAUUAAUUCUUCUGUUGGAGUCCUAGGAAUAAUCUUGGAUAGGUA
+GAACUUGAAGUUGAUACAUGUUACACUGAGUCGAACUGGUCCUUCCAUCA
+CGAAUACAGCAACCUUCGCUGUUAUAUAAACGGCAACCUUUGUCGUAAUU
+CUCAAACUGACUUGAACUAUCUAUGUGCUUCUGGUAAUCGAACGCACAAA
+GAUAGGGACUCAGACCCUGAAGCACCGAGGCUUAAGCAAACAUGGCUGAA
+UUUAGGGGUUAGUAAAUCUCUCUCUGGGUUUAAUGGUCUGGAGCGUUAGU
+ACGGUAAAGUGAAAGAACUAUCCCCAUUAUCUACUUUAAUAUUCUCAUCG
+AUCCGCGGCUACUCGAAAAAUACCUCAAAUGUCGUUGCUGCAGCGCCGCA
+CGUUGUUAUUUCUUGGUUUAGUUCACUCUUACAUGUCUUGCGGGUCCGUU
+ACAGCUCACUUUUUGGCUUUGUCGACUGUAGACGCUUCAUUUCAAAAACU
+CGCUGUGUAUGGUGGAGUCGCCUUUUUAACCCCCGUUGCUCCUUGACACA
+UAUACUCCUUUUAUCAACACUAUGGUAUUCCAUGAGUUGCGCCCUUGAAG
+UGUCUUACCAGAGCGGCCCCAAACUUUCUUUGCUCCGUCGCGAGGUAUCG
+GUCGUCUGGGUCGCAGGCUACGGUCGAAAACUCAUGGUGUUAUACAAGAG
+AUCUGACCUCUAAUAACGGGAAGUAAGAUUUAAUUGACAAUCGUGCUAGU
+GGGUGCACCUUUUGGGCUGAGCAUGCCCUUAAGCUCUGUACCGUAGGAUU
+CAAAAAUGUUUAGAAGAUGUGUAAGAUCGGCAUAGUUUUGGGAAGAGGUU
+CGCCUCAACCCUUAUUCAUUGUUAAUCUGUGAAAGGCUCAUUAAACAAGU
+UAUGAAUUUAGCCACCUGGUACAACCCUUCGGGGAUGGGAAUAACACUGU
+CAACUGCAGCGAUAAUGCCUACGAUUACUGUUGAAUUAAGUAGACAGUAG
+ACACUAGAGUAAGGGUGAGUCCGCUCUAUUGUUAGCUGGGAGGAUCCAAG
+AUUCGUCGGAAGAUCUGAACAGUUGUCGACCAUUAGAUUUUGCCUUGCUU
+GCAAGCGAAUGCAGCGUGAAUGACUUAGCGUCCUAAUAAGACCUACGGCU
+UUCUUGUUGACUAGUGGCCAGGAAGAUAUGUUUCUAAUCUAUCAGCUCAG
+UAGUUUCGGUAAAGGCGAAACGAGGCUAUAACGGAUACGGGGGAUUGGUG
+UCCAACUCCGGAGAGAGAGCCUGAGAAACGGCUAUCACAUCUAAGGACGG
+CAGCAGGCGCGUAAAUUACCCAAUUCUAAUUCAGAGAGGUAGUGACAAGA
+CAUAGCGACUUUACACCAAAUGGUGGAAAGGUACCACUUUGUGGUUUGAA
+AUGGAUGGAGAUUAAACCUCUCCAUGAGUAGCAAUUAGAGGACAAGUCUG
+GUGCCAGCACCCGCGGUAAUUCCAGCUCUAAAAGUGUAUAUUACUGCCAA
+AAAUGUCCUGUACAAUGCAAACUAGUGCACCCCCUUCGGUCACCAGUCUG
+GAUCACCACGAACUUAUAGCGGCUAAGUAAACUCGUUGUUGAGUCCACGU
+ACCCCGGAUCGGUGUCGCAGAAAAAGUAGCCCCCGCUCUAUCUUUAUUUG
+CUGCAGUCGGGCGGUAUGCUAAGAAUAAUCACAAAAAGAGAUCCCGGCUG
+CUGACCCCUUAGAUAUUGGAUAUGGGGUUUCCGGCCUGCGACGAUGUGGC
+AGCGCACUCGAUAGUACGAUCUACUUACCACCAAAUUGUAGGAGCUUAUA
+GGUCUACCUAUAAUCCGCGGUUGGUCGUAACCUUCUCCACCGCAACUCAC
+UGCAGGGAGAUUGGAGGACCAUCCCAUCCGUUUAAUUCGGUAUUACGCCU
+UGAAACGCGUGUUCCCUGCGACUAUGCAUGCCUGUACGCGGAACGCGCAC
+GAGCAGACUAAUAGGUCUGCCAUUAUGAAGUGACACGUUGAUGGGGAUCC
+CCGUCCCAAUCACGGUGGAGAAUUGGCUAGGACAUUGCUGAGGACCGCGA
+CGGAGUUCAUGGUUCCCAGAAGUCUCAUAAUCUAUUAAUGGGAUGCUUAG
+ACGCCAUCAGCUUUGCUCUUUACACUCCGGUUCAGGUCAGAGAUUUCGGU
+ACAGUACAACUGUACUGAUGUUCGCCUGGUAGUUUAGCCUCCCCAACAAA
+AGGCAGGGGCCACUUGCAGUCCGCGCGGUCCGGUGUUCGAACAAUUCCAA
+GGCAGAAUUAUCUCGAUUUUUACCGUGUUUUUCUAUACACUGCUUGCGCA
+UCCGACUCAAUCCGACUCAAAAUAGACCCCGAUCCGGAAAAGAGCUCGAA
+CCGGCCACUGGCUCUCUCUCGUUGUGCGGCCACUCUUGUCGCAAUGCCCG
+AACCAUUACUUCAAUGGUUCUCCUGAUGGGACCCGUAGAUUUACUGCUCC
+UUAAUAUAUAAGCUGCCAUGUUCCAGUAGGCGUUGGCUUUACUCCGCUAG
+CCAAUGAAGGACUGACCAUGGCCCUCAAUGGGAGUGUCCAGUUUCAGUCG
+GUUUCUUUACAAAAUCAUUAUUACCGAGGACUGAAGAUACGCCUCCAAAU
+CUGCCGUGUUUGACUCGGAGUAACGAACUCAUGCCAAAGAUGUAAUUUCA
+GGCCUAGCAUGUAUCGAAUGCGUACAACAACGCCCGGGGCAACGACGACC
+UUAACUGCGGCUGGCAAUAUUUCGCCAUUUGGCGGACUUCCUAAUGUCUA
+UCGCAGUAAAUGUACUGAGUUAACCCUACGUUCCCCAACCGGCGAGGACU
+CAUGUACAGCCGCCGCGACAUUCAAUACGGCCGAGGUGCAGAAUAUGACG
+AAUAACGCUCGCCCCUCUCGUAUUACCGCGGCUGCUGGCACGAGAUUAGC
+CGGGACUUUUUGAUGAUACGUUGUCAUAAUCUCUGCUCUUUAAAAUUAUA
+AAUAAUCUAAAAAUAUAUCACCGAAGAGCUUUACAACCAAUACAGUCUUC
+UACACUCAUGCCGUAUAGCUGGAUCAGGCUUGCGCCCAUUGUCCAAUAUU
+CCCCACUGCUGCUACUCUAAAGUAUUUGGGCCGUGUCUCAGUCCCAAUGU
+GGCUGAUCAUUCUCUCAAACCAGCUAAAGAUCUUUGGCUUGGUAAGCCUU
+UACCUUACCAACUACCUAAUCUUACGCAAGCUCAUCUCUUAACGAAUAUU
+AUUCUUUAUACUUUAUUUUAUAUAAAUAUAACAUAAAAUACUUAUCCACG
+AUUCUAACGUAAUGUUAUUCCGCAGUUUAAGAGGCAGAUUCUCACGCGUU
+ACUCACCCGUUCGCUACUUUUUCUAUAUUUAUAAAAAACGUACAACUUGC
+AUGUGUUAAGCCUACGGCUAGCGUUCAUUCUCCGGAAAACUAGAAGUCCG
+CUUCUUAUUGGCCGUUAGGGACUUAUCGAUAGGGAGGCUGGCAACGCCGA
+CAGAGCACGUACGCCUUCGCCCUACGGAAGCUGGUGGCUCUUACGCUGCU
+CCAUCAGUGAGGAGAAACCCAACGGCCUGGAUCCCCAGUACCUCGAGGAU
+GGCAUACGCGGUCUGAAAGGGGGCCCCGUUUCGCGGCCGAGAUGGGGACA
+UUUAAAUCUUACCCACAUAGAAGUGUGUUCGAACCGUGCGCCACUAUGGA
+CCUCGCGGAACCGCGGGGUCGGUGUAUACCUUUACACAAACGAAGGAGAC
+CGGAAGGCCCCAGCAAACUUUUUACCUAGCCUCACCGGGCGCCUGUUACU
+GGAGAUCGUCCGUCGGGAUUCCAAGGCGUUUGGUGGUCCCGAAUCGAUCU
+AGGACCUGAAGGCUAUAAUAACCUUCGGCUCCCGAGAUUUACAAUGAAGU
+CCAUUGACAGGCUCCUCUUAUAGGAUGCUGCACGCGGCAACCCCUUGGCG
+CUUCCCAACAAAAUCAUCAUUGUGUAUCGAGAGUGACCUCGCCGUAGCUU
+AUGGCGGUGCGCAAAGUGCGGAGUUACGGGCGCUCAAGGUGUCCAUCUUC
+GUUACGUCCUUCACAUGCCCCCAGUCGGAAAUUGGAGUGAUGAUUCUGCU
+AACGUGCCCACAUGUGUCACGUUACGCUUCCGGGGUCAAACAUUUUUACA
+UGUUCGCAGUGGAUGUUAUGCAGCGGACGAAUAAUGACGUACUACGAGAA
+AGACCGCAUGAGAGCGUGACUCCACAGUUGGUAAUACUGGGUAACGAUUU
+AGUUCACGGUGCCGGGUGCUGGCCCACUUUAGAAGCUCCAAAUUUGGACC
+UCUGACUGUGGAACCGAAGGACGCCAUGGAGUUCAAGGCAAAUGAGCAAA
+UUAAAAAUUCGAAACCAAAACAAGAGAGAACAAGAGUCGUCAAACAACCA
+GACCUUUGCUUCCGCACGCCCUAGCGAAGUCUACCAUGCCUUGGAUUAGA
+GGACUGCAACAGGUAAGUGCCUCGGUAGAGCUCAUCAGCAUUAUAUACCA
+GGCACAACGAGCAGAACGCCGUUGAGCUUACCUAAUGGUUAUUGCAAGGU
+CCGCGGAGACUAGGAGGCGAGCAUCAUGUAAUCUAAUUAUCAAUAAGUAC
+GAUGGUGCAAGUGUGAACCCGGCUUGCCCAGGAUGUCGAUGAAUUUCACG
+GUAGUACAUGCGAGACGGUCCUCGCCGUAUCCCCGUACUCUGUAGCCCUC
+AUACUAGCUACUAACUAACCAAUUGAGUAGUCAGCAUCCUGGCGACCAGG
+GGAUACGCGGUCCACGUCCACUCAGUGCUUAUAAUUGGCUCAGCGAAUUU
+AGUAGCAGUGUUAAUCGCGGGUAAAAGUGCAGAGCCUUAACGCGAAGGGA
+AACACACCCAGCUGACCGCCAUAACAGGCCGCCCGGGGUGGUAAUGUGAG
+UGUGUCUCUAGUUUGGGCUGAACAUACCAUGCUUCAUAUAGGGGCGGGAU
+UUGGAAGUACCCUCGUGGACACGGGUACCGAUCAACAGCGCUGCCUACAA
+UCGUCAUACUAAGACUUGACUACCUUCUCGAACUAAGCUAAAAGCGCCGA
+UUGAAGUCUACGGGCAAUGUGCAACCGAUAGACGAAGCCGGAAGGGUUAU
+GGGAUAACUGGGAUAGUUCAGCCAUGUCUACCGCGCGAGUUGGAUCGAAC
+GAGGCUCCAGUAGGUACCACAAGUCUCGAAUUGGGACUAAUGUCAGGUCA
+UGGCUUUCAUCCGCAACUUCCAACUCGAGCACAUUUUCGAUGUUUUUAAU
+UUUCUCUUCCAUCGCUUAGCCCUUAAUGUACGUUUGGAUCCUAGAGUACG
+ACCGCAGGCCUCGCACAAAGUUCCGCACAGACUAGAUGCUGUCCCACCGG
+AUCUACUUGCACAAAAACCUUGCAUACCCUCAGGAUAUGCAAAGUUACCC
+AGUAGCUGUUGGACAGCCAAUGGUCGACUUCUGCCGUGCAUUACCGAUUU
+CUCAUUAAGCACGGCCUCCAGUCCAGGCAUGAAUUUUCAUAAUUGGGGCA
+ACGACUAGAGAACACGUGGUACACUAAUUGAGGGCCCCACGUCACAGACC
+UACUCCUGUGAGCCGUGCCGUAUCUAAUCAUAGGGGCGGCCCUUCAAAGG
+UAUGGGCAAUGCUACUCUGGGAACUCCCUAGUGGAUAGGAAAGCCCAUAC
+AAAUUACUGUGUACUUCAACACUUAACGGGAGUCAAACGCAUAGCAGGGU
+CAGAAGUUCGAAAGACCGGUGAAAGACGGUGUGGUGCAGCCCUAGCGAAG
+GGCAAGCCUGGACUGUGCACCCGACUAAUCGGAUCGCCACAUUGUCCUUG
+CUAGCUCUUAGACACUGGCGACCUAAGAGCCUGAAAUGCAUUAACUUCGG
+UGCCUAGUCAGUGUUGCUCAGCCGAGUGACAAGGUCUAAGAUCUAUGCAC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.ebd
new file mode 100644
index 0000000..dc121a4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.ebd
@@ -0,0 +1,19 @@
+RF00023 AE001118.1/7347-6989 pg-1_3 24649 25007 0
+RF00174 AE004716.1/11608-11412 pg-1_3 33236 33432 1
+RF00174 AE004721.1/1492-1697 pg-1_3 12495 12700 0
+RF00174 AE014429.2/552-315 pg-1_3 9305 9542 1
+RF00168 AE015829.1/4454-4280 pg-1_3 40903 41077 0
+RF00230 AE017012.1/276630-276387 pg-1_3 33787 34030 0
+RF00177 AF007261.1/67465-67980 pg-1_3 5070 5585 0
+RF00167 AP003186.2/121422-121520 pg-1_3 28574 28672 0
+RF00230 AP003362.3/58771-58965 pg-1_3 2889 3083 1
+RF00174 AP005030.1/142199-142427 pg-1_3 4223 4451 1
+RF00174 M10112.1/56-247 pg-1_3 13879 14070 0
+RF00015 M25777.1/131-234 pg-1_3 42277 42380 0
+RF00017 M32222.1/953-1250 pg-1_3 42919 43216 1
+RF00029 M81726.1/5191-5288 pg-1_3 46764 46861 1
+RF00017 U67510.1/7006-7301 pg-1_3 3328 3623 1
+RF00023 U68081.1/22-355 pg-1_3 32419 32752 0
+RF00017 X51658.1/237-504 pg-1_3 15408 15675 1
+RF00003 X55773.1/387-534 pg-1_3 18805 18952 1
+RF00104 Z68760.2/2906-2832 pg-1_3 3794 3868 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.fa
new file mode 100644
index 0000000..08607ad
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr3.fa
@@ -0,0 +1,1001 @@
+>pg-1_3
+AGCAUUGGUUCUAGCACAUCAGCUGAAAUGCUCUAAAUCCGUUACUGUGC
+AAUACAUUCAGAAGAGCGCACGAAUUCUGUCGACGGGCUAUACCCCUCGU
+AUGUUCUUGGGACUUAUAUUUCUAUGCAUCUCAGAUAUUUACGCCCUCGU
+UGCAACGUGCCAAGCGGAAGCAUUGUUAACGCAUGGGCACGAAGUAAGAG
+AUGUCUUGAUUUUCACCUAGACGGUAUAUAAACCGCGGAUCCGAAAAAUA
+GUCACCAAGAGAUUUGCGUGUAGUCAGUAAAACCGAUUAUCAGCUCCUGU
+GCUUAACGACCCUGGCCAGGUCGGAUAAUGCGGGGGAAGAUUGGCGACAU
+UGAACACUCCGAGGCACACUGGCGAUUUGUUAAAUAUCCCUUCGUUUGUG
+AUCAACCAGCACUAUGAUUAGUCCCAUUUAUGUUUUCCUAGGAUUUUUCG
+AUAAGAGACCGCUUGAACAUUGGGGUCGGGAACACGCGGCUGCCAAUUAC
+CCUCUAGAGGUCGGUUACAUCGAAUAUCGUUGGUCUCCACCCCCUUCGUG
+GGUAGGUGGCCGCGACACUGUCCCCCGUCGAGUGUCUCAUCUGGAGUUAA
+ACUGCCGAUGAGUACAGCCUAGUGUAGUCCCAUGAGCGUAACCCAUCGCC
+CACAACGAUCGUGGGAGUAAAUUCUACGGGUAGUGACACGUCAGUCCAUC
+GGUCAGAUCUUCAUUGUCUUUCGCGCAUUUCUGGACGGACACACUAACGG
+UAACCGAAGAUCAGUUUUUCCUCGAAAUGACCUCCCAGUCCUGAGCAAUC
+GCCGGCGGACAUACGAUUGAAGCGGACCUAGGGCGCGUAGGACCUAUUUG
+AUUGGGGUGUCCCUUGCAUACGCUGUACCGAACUAGGUUCGACCACGGCC
+UUCUCCUAGUGGUCCUCAUGCUUACGGCCGCACUUGCACAAACUACCCCC
+CCCGGUAGGAACGAGCUGCAAAGCACAGGUUAGGCAUAGGGUGCAUUCGC
+CGUUGUAGGUAAAGUUGUAUAACCAUUUGAUAAACGGAGAUUUGUGCCUU
+UACAUCUCAGAAGGCUUACCGUGUUAGGCCCAGCCAGUUUUAUCGAUCGU
+UCGCAGGCUGUCCAAGAGUGCCCUAAGAUUGCACCAGCUCGACCCGUGGU
+UUCAUGUACGAAUACACGUACUCUCCAUCCCGCUAGGCAAUGGUGUUGGU
+UAUGAAUUAUUUAACAUGGGGAAAUUCAGACAUUCAGGACCCCGCAACGG
+AUCGGUAGACCACCCCACUACCCCAAGGUCAACAGUAAUCGGCCGGUAGG
+GCGAUUCGAAAUAUAUUUCGAGCGAAAUGUCCAGAAUGCCCAGCCGUUAA
+CCGCGUGCAUUCACUGGCUCUGAGAGUACGUGGACCAGCCUCGACAGAGC
+AGCUUUAAGUUUACCGAGGCAAAUAUGACGACCGUAAAUACGUGUUUCCU
+UUCGCAUAUUCUGAGAACUCGCUACUCGUGGACUCGAACACCCCUAUGUC
+AGGUAUAAUUUCUUAGGUGACAAAGGCGUGAACUAUCCAACUACCUUCAC
+AAAACCACAGGUUCAUAGAUGUAGAGAACUUCCCCCGAGUGACGGCGAAG
+UUGCUCCUCGUUUAGGUGGAAAGUUCUCGACAGGAAACUAGCAAUGUCAC
+ACACCCUGCAUUGGCUCCGGAUUACUCCAUCAUAUUGUAAGCUCAGAUAU
+AACCCUUCAAUUGUGCUGUAUUAAGGUAGAGAUACUAUAGUCCUGAUUGC
+UGUUUGCAUUACCAGCGUUCUUGACUAAUCUGUGCUACGUUCACAGACCG
+AUCCUUGAAUUAGCGGGCGUAUACGUGUAGUGGUGUUCAAGGAUUUCCGU
+GGUGGCCGAGUUGCAGUCUAGAGGGAGACACGGAGUGAGACAUGGGUGUU
+CAGAGUCGCUGUGCUUGAGCGGUUACGCCGUUCAGAACGUCCAGGACGAG
+AAGGAUGCGUGAGCAUCCAGACGCGCGGAUCGCCUGCCAGCGAUGCAUUG
+AACUAAGUUCGAAAUCCCGCAGAUUUUCCAAAUCAAGUGAGCAACUACUC
+UUGUCAUCUCGCGAAAUCGCGCCGGCGACCUAUCAUUACCGCGCUGUCUA
+ACUAGAUUAGCUUUAUUUCCUUAUUCUGCUAUCAAGGGUCUGUACGCGAG
+GAAGGUCGCCGCCUUCGGCCGGCAGUCUCGAGGAACCCUCACCGGUCCAG
+CCCAAGUCCCUAGUAACCGUCCACCUUGCAACUGGUGCCUGGGAGACGGA
+CGAAGCCGCUCUUCCAUUGCCCUUCGAUAAAGAUUAAUAUAUCCUCCAAG
+UAGAGCGAGGAGCCUAGAGAACGGUCCUGGGAAGAAUGGCGUCUGAGCAU
+AAGCACCAAUGGUGGGCACCUAUCGCGCCGUAAUACCGGUGUGUAUAGGC
+UGUGAGGACAUAGUCCGAAUGGUCGCAAGCCUUGGGUCGAGAAAAGGACC
+AUAAUAAACCGACAAUAACGGCUUACCUGCACCGUCGCAUUGGCCGAUUA
+UAUGUAUGCACGAAUAGGUGUGGGCUUGUGUGAGGCUUGCCUAAAGGAAG
+UAUCGAAGGUACGGUAGGUAAAAGUAGACCUUUAAGGCCGUAAACAGAGA
+AAGGAUUCUCAGGGUAGUUAUAUCGGGGCGUAUCGGUCCUGGAACGUAUC
+CUACCUGAAUGAACUUACAGUACAUUAAUGCUGCCUCGUGUGAGGGGCCU
+CUGCUGGUCACACGCGGGUACUCCGAGAGUUCACGGAAACAGAUAAUCCA
+GGAGUACACCGGACUUGUCUCAAGCCCUAGGUAAUCGAAGCGAUCUUGUG
+AAUCCUCCAGGAUCAGACGAGCCCCCGAUGUCUAUACAUCAAAAUGUUUA
+AUCAACUCCGAUGAAUCUUCGAACUCUUACGUUGUUACAUAAAAAGACAC
+CACAUAACGCAUAUACCUGUAAGGACGCGUUACCGUGGUGCCACCUUAGU
+UAACAUAAUUCAUGUUCACUUUCAAAACUCAUUCAAUUGUUUUCCAAAGU
+CCAAUUCACAAGAUAUGGCGUGCUAAUUCCCAUCACCCAUUAGCUUUCUA
+UUUGCUACGUUUCAUAUCUGCUACUAUUUCUUUCCACAAUGAGUCCGACA
+UCCUAGCGAGCUCUGCCAAAUCGCGAAGUUAUAUUUCAAUUCCCGAGUGA
+AGAGAUUCAGAUCCUUAUCCGUACAGGGGCGACUUAAUGCAAAAGGAUCU
+GUUGGCAUCGUUGGUCGUUGCGAUACUUUCUCUCCCGGGAGUCACGCUAU
+CCGAAAGAGUACUUCGGCGAAAAAAGAAACGUCGUCGUACGGCGUAUGGC
+UAUGGGCAGAAUUAGGUCACAAUGACUUCCUUGGGGUGGGCAUGUCCUCC
+AGUCCUCCCUCGCCCCCAGAUUCCUUCUCCGUCCCGCACCCCCGUGAGCG
+CCGACGUCCUGCCUACCGUUGCUCCCUUCCGGGCCUGGCGGGGUUCGGCA
+GGUAAAGGGGGUUACAUCUCCCCUACAGGAGAUGCUCCCCCACCGCCGAG
+CCCCACGGGACGAGACCUCAUCGAGGAGUCUGGGAAGGAAGGACUGGAGG
+ACAUGCCGCCCCCAAGUUUUCGGCCCCCGCAUAAGGGCGAUUUCGGGUUA
+CAGGGGACGCCCAACCCCCCGGCUGCUUCCUCGCCGCCAUUCCAUAGAGG
+GUCCUCGCACAGGGAACUAACGUCCAUACCACUCGUGGGCACACUUAUUG
+ACCUCCGGAGCACCGAUGAGCCUGGUUUAGGUUACUGCGCGCAGUCUAAA
+UCAACUGCAGGAAUCUAGGAUCACCCUCGCACCAGAUAUGAUCUCGCCGU
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+AAGUCGUCGGUCAUUCCCCUUUUUCCCAGAUUCCAGCUGGUACUAACGUA
+UGCUUAGUAAUAGUCCUAGAACCCCUUCGGCCUCACAUAUGCCUUAUACA
+GAGAAGUCCGUAAAUGAGGGCCUCCCAUGGAUUUCCCGACUAUCCCUCCC
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+CCUUACCUUAACAUGACUCUCUAAAUGCUGCUUCACACAGAAGCCUAAUU
+CGCUGAAGAGGUGCCUCGAUGCGCUACAGCGUACAUUAAACUAGGAUGUG
+AACGGUCUCAACUGCCUCCAUAUAACAGCAGAAUACAUUAGCUGGCGUAC
+AGUCCCCGACAACACGGUGGAUAGAACAUUGCAGGUAAUGAUCUCUCAAA
+GUGGGAUGCGCCGGGGAUCCUGAUCACGACCGUUCCUUCUGAGACGAUGU
+UUGUGGAUUCUGUUUCAUGUUCUGGACUUUGUAGAGUGUCUACGAAAUUU
+GCCAAUCCUGUAACGAUUACCGACUGAUCAUGGGUUAGGUCUAACCAGGU
+GCUUGUCGAUGGACCAUUCCACCUUGCUUACUAGCGUGAUGUAUAACUAC
+AUACUUUUCCUACGCUCCCAAUGAUGUUGGGCAAGGCCGAUAAUUCGGUA
+ACAGCACCUUAUAGCAACGAGCCAAAAUCGCCAAAAACCCUUCUACCGCA
+AGGAGCUGUUGUGUUCCAACAAUCGUUCGAUUACGGCAGUGGAUGAUGGG
+CGCCAGUGACUACUGGCAGGAUUAGGAAGGAUCUGCGACGUAGCUGACGG
+UGAUUAUGAGUCUCUAGACUCGCUUCGCUGUCAUAGUAUAAGCGCCUAUG
+AGGUGCCGACUCCGCGCAUGGUCUCCUUGGCGGUCGAAUACUUGUUUUCU
+AAUGAGUUUAAUAUGGGUUGACAGUUAUAGGCGAUCUGUCCGAUUCUCGA
+UUUCCAAUUCUAACAGCUGCACGCAUACCGACAAAAUAGAUAUCACCGGU
+UUGAAGGGACCGGACCCGCUCGGAUAACCCUUAGUGAAAUACGUGUUCCA
+CAAAUAUCGACUGUGUUAUUGUACGAUUUAGCAAGGAGCGUAGAUUGUUU
+AGCGCGUGAUAGUUCAGUUGUGGAGGGGAGUUCGGUAUCGUAGGGGAAGG
+CAAGGUCAUUCGUCCGAAAGAUUUAUAGUCAGUCAUGAUCGGAGAAUGAG
+GGUUAUACGGAUCAACCUCAGUCUUGGUUAGUUCUGCCUUGUCUCUUAAC
+GGAUCCGAACUAGUCAUCUUGCGAAGGCCCCUAUGUAAUAAAGUAGACCG
+AGAAUUCAGCCCCGGGUGUCACCAGCGCGUUAGUAUGGCACGCCAUCCCA
+CGCUACGCACGGGAUUCUGGACCGACACGUACCCCGUGUACCCUAGCUUA
+ACUUUGCUGCCCGUGCCUCACCGACAAGCUUAGGUGGACGUCUGUCAUGG
+UCAUUGGGCGCGUACACCCUCUGACCUCGACUAGUACCGCUGUUUUUAGG
+CAUGGAUCCACAUCGACACAACGGGUUCACGCUUAAGGAGAUAACCGUAC
+AGCCUUGUCGCCAGCCAGCCACCCAUCCUGGUAUCUGCAGUUAUUCCCUU
+ACCCCUGGGGCCACCCCCCGUUGUUUUUGUUCUCGAGCAAGUUCAGGAGC
+UACCCGAGGUUUGAUCCUAAGCGCCUACAGGUUUUGCCAACUAGGAGUGC
+GGCCGGCAUAGCUGAUCUGGGCCAUUCACAUGCAGACGAGCGGCGGCUGG
+UACCGCGGGUGGGCCGGCGCUAAGGGCUACGAAUCUGAAAAUUUUAAGAG
+ACGGGAGUCCUUAACGGCGCUAAGGGAAGGUAGUCCCCCAAUUGAGAAGG
+CACGGGGGGGCUGGCAGGCUGUACGUUAGAGGUCGCAUAAACUAGUGGGA
+AGUUAAUGCGGUCAUUCUACGGCGGUUGAUGCGAUGAUAUCCCCGUCGGU
+CUUAGUGCGCCUCUGCGAUCCAGGCGGAUAGCACAAGCAAGACAAUAUAU
+GCUUCGAUAUCGAAUAGAGUAAAAGGGUCCACCCCGAAACCGACGGGGGU
+ACUAACUAACAGCUGAGUCCUCUCCGAACCGCAGGAGAUAGUUGCCCAUC
+AUACGGCUCACGAAAGACCUUUCGUUGGCAACCAAGUAUCCUCUUCACUU
+GACGAUCGGACGACAAAUAACUGGCCGCUAAUCUAGUACGAUCCCGGGUA
+GUCUCCCUAGUAAUCCGACUGUCAAAACGUGGGAAGCUUAAUCCGUCUGC
+CCCCGAAGUGGUCCUACAGAUAUGCAAGCCGCAGGUGAAAGCCAUUCGAC
+UUGACUAUAGCAACGCGAAGGACCAUCGGAGAGAAUAGGUAUCAAUUAUC
+UGCUUCAGGUAUAUCCCGUUGCCGCAAAAAAGACUCAGUUGGCUCUCAGC
+CAAGAGUGUACUCUGUCUGUCCGCUACCAACAUGCUCGCUUCUCUCCCUU
+ACCUAAUCACGAGUUGUCAAACUUGCCGCGAUUCCUCUCUAAUGCAGGUC
+GUAGUUGUCGUGAUCAUUGGCCUUACAUAAGCAUUACUGCACUUGUUAAU
+ACAUAGUGCUUCCAAGCAAUCGGACUAUCCAAUCGAGGCUUUGCAGCUUU
+CGAGUUGGACGUUCCAUCCGACUGCAAACGUCCGCCUCAUCUCCCGAAGG
+UUAGGGUGCUUACAGACGUUCAUCGAUAGGACGGCGACAACGACCGACAA
+GUACUAUACAAGCUUAGCUGAGAGAGCGCGAGGAACGGGCGAAUGCGCUG
+GUACUUAUGUGAGUCCUUGUUCUGUCAACUUGAUGAUGCAGUCAUAAGAU
+CCGACCAUCAAUGUAAAUUGUAACUGUUCAGAACAUGGAAUUCUUUAACU
+GUUAUUUGCAAGGCCGCUUCAGGAGGAAGCUAAUCACGUUAGACAGUUCA
+AGCUAUCUCCACCGGCCUUAAGGAAUAGACUCUGCACCCAGCAACGGCCA
+AUCGAUCCGUUGUCUGGACCAUGGUUCACAGGGCUUAUUUGCCAGGUACC
+GGGUGACACAGAGCCACAUGCAAACAGUCUGGCUGGUGUCUCUCUAGGAU
+GGGUCGACUGGCUCUACUGCUAUGUUAUGCAGGUGUUUUACUGCAUUAAG
+CCUUCCUGCGCAAUACACGUGCAGUUCUUCUGAGGCGUCACUACUGGCUA
+AUUGACAUAUCCGCAUCCGCUGUGGGACGGCAGCGCAAAGUCGUCUCCCC
+CGAAUGCCCUUUUAAUCACACCCCCGUACGAGAGAUCGAGGGAAGGCUCC
+AAUGACCCUCGCACGUCCGACGCAUUAGUAAGUUAUAUCAUGCGCCGUCG
+GGGCUGAUAUAAGAAUAGGCUAGGGCCGGCGGUGAUUGUACAGAUAGUCA
+CCUGCGGGAGCAGGUCAAGCAAGUCUAGCAUCGGUAUUGUUAGAGCCGAG
+ACGGUCCUGAAUCCUUCCGAUAGCGGUAGAGCGUAUUUACCUUACGUGCU
+CGAUAUACCCAUCGGUCGUUGGUAGCAAUGACGGAGCGUAACUCUGUCUU
+UCGUAAAGGCAACGACUUGUACGUCAGCGGCUAAUGUCUCACUAAACAGA
+UACGCUGGGUCAAAGCAUUGAGGGCAUUCGUCUUCAUAGGGGACAUAUUG
+CACGUGGCGUACAGCCACCCGAAAUCAUGGAACGUAUGUGUACGACGACU
+CUGGACUAUGUCAGAAUCUUGAUAGUUGAUAGGUAGUUCGUUAGCACCAG
+ACGUGGGAAGGCCUUAUUGCGUUCCGUCGUGAGUGCGUAUCGAGAACUUC
+AAUGUUUGGCUAAAGAAGCCCUAAAGAACUAGGUUCGUGCCGAUCACACU
+ACUUAGUUCGGUUUGGGCUAGGGUUAGGAGUGCGAUCAUGGUAGGGGUGU
+ACAAACAAUCGAGCUGGGCCUUGAACUUUUUUGGUAAUGAUUGAGAGCCC
+CCCCUAACUAACUACAAGUAUCCCAGCCGUAAGCUCCCCUUAUCUCUAGC
+UACCAGACUCCAGACAUGAAAUUGUUCGGCUUGUCAGUCACUUUUAAGAG
+UAGAUUGACAAAAAGCGUGCACCUCCUCGACCGCGUUCCUGACACGUGUU
+UUAAGCUCCGGCGUUUUAAAAGUGGAACUCCUUCGAGGCGAUCCGUCGUU
+GGGUGGGAACGAGCUGAAGCGCGCGAUCAAAAACCAGUCAACCCGCGGUU
+UUGACUCCAUGCCAGCUGUGUUCAAGUAUCAUCGCGACUCCCCAGCUAAG
+GUACCCUAGACGCCCUGAACGAAUCUGUUGGGCUUCGAAUUCCUUCGACA
+GUGUGGAACAGACGGUGCUCGCUCAGUUGGACUAUACGCCCGCGUAUCUU
+AGGUAGUGCGAACCGUUGUUGAAUUUACAUCAACGUCAGAAAAUCGCUAC
+CGAUGUACACAUCUUCGUCAGCGCCAUACGAGGGAAGUAGCAAUGUGCUG
+GAUCCCAUGAACCUUUGUCCGCACAUUAUUCCCUAGAAGAGUCUUGCGCC
+CCUCAAACUAGAUAUCUUCAAGGACCGAAUUGGGCAGUAUGUACGCAAUC
+GUGCUGGCCCAAUGUUAUUAAACGCUUGAAGUUUUAAUGAGGAUGCGUAA
+UUCGCGAGGAUCAACAAACUCUACCAACCCGCCUAUUCCUUUCUAAGCUA
+AACUGUCCUAGCGAGCAAGUUCAGAGACUUUGCGAAGACAUGUGUCCUAA
+AAAUAGAGUGAGAGACUGGCUUCCUGCCUUCGCCGCAGAUCUGAGCACCA
+UUUCGGUCGCGCGACAUCCGCGCUAAUCUUCCUAUAUAUGUAAGGAAAGU
+UGAUCCAGGAUCCGCAAUUGUAAAAAUGCAAACCGCGCUCUGGUUACCCA
+CAUCUAUGGGGUCCGUUAUAAGGCAGUAUCUAGGUAUACUGAAGUUGCGC
+AAUGCCGCCUCCAGGGCGCAUUGCCAAACCAAUCCCGACGAAUUAUGGUU
+CGACCCUUGGAAACAAAUGAAAGUCGAUGGAGUGCCGGUAUCAAGGUGGA
+GGUCAUAAAUCCACUCGCGUUCCUCAAGUUCCUCCAGCUGGCGACGGCGA
+UGCUUGUAUAGGACGACGGCGAUAGAGGAAGCUACACUUAUACCCAGGGA
+UCCUUCCCGCGAAUAGCACACACUCACCGUAGGCCACUCGGGGAGUCAAA
+GGGUUAGCUACCUGUUGCAUCUCUGACCCUUCAUCAGAAACGACAUUGAG
+ACAGGUAAAACGUGAAACUUUGAAGUGAUACGUACCCGUUGACGGAAACG
+UCAGCUCCGAAUCAUGCCCUUGCGAUCGGGACAGCAGGCUUCGGAGGAGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.ebd
new file mode 100644
index 0000000..500f051
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.ebd
@@ -0,0 +1,27 @@
+RF00380 AB089921.1/2048-2202 pg-1_4 19448 19602 1
+RF00169 AE001298.1/7270-7169 pg-1_4 10196 10297 1
+RF00373 AE006662.1/4933-4623 pg-1_4 44850 45160 1
+RF00230 AE007474.1/7492-7247 pg-1_4 4411 4656 0
+RF00169 AE010530.1/10602-10691 pg-1_4 23937 24026 1
+RF00174 AE012817.1/569-357 pg-1_4 19866 20078 0
+RF00168 AE013149.1/9167-9356 pg-1_4 37391 37580 1
+RF00080 AE014915.1/3159-3261 pg-1_4 11324 11426 1
+RF00230 AE017001.1/297712-297964 pg-1_4 39188 39440 0
+RF00230 AE017003.1/176586-176861 pg-1_4 43073 43348 1
+RF00504 AE017005.1/149900-149799 pg-1_4 49542 49643 0
+RF00009 AF186230.1/1-232 pg-1_4 13369 13600 0
+RF00024 AF221938.1/105-569 pg-1_4 25313 25777 0
+RF00169 AL139074.2/66646-66744 pg-1_4 21544 21642 1
+RF00230 AL591980.1/61532-61313 pg-1_4 48723 48942 1
+RF00168 AP004598.1/253855-254037 pg-1_4 264 446 1
+RF00080 AP005347.1/94118-94281 pg-1_4 45203 45366 0
+RF00059 BX640423.1/313922-313811 pg-1_4 1540 1651 1
+RF00019 L41730.1/373-476 pg-1_4 5573 5676 0
+RF00025 U10565.1/50-238 pg-1_4 24513 24701 0
+RF00031 X03920.1/1172-1235 pg-1_4 562 625 1
+RF00028 X04465.1/50547-50846 pg-1_4 30122 30421 1
+RF00020 X13427.1/350-192 pg-1_4 1979 2137 0
+RF00005 X15613.1/1106-1175 pg-1_4 26122 26191 1
+RF00005 X16887.1/483-416 pg-1_4 9124 9191 1
+RF00028 X60211.1/393-749 pg-1_4 3715 4071 1
+RF00017 Z34533.1/38786-39082 pg-1_4 41690 41986 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.fa
new file mode 100644
index 0000000..28d62e4
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr4.fa
@@ -0,0 +1,1001 @@
+>pg-1_4
+GGCGUGUCCGCUACCACAAAUCCAACAGGCCCCUAUUGAACCUUUGCGGA
+GCGCUUGACCCAUCUCAGAGGUAAUGCCCCAGGUGGUACGCAAUAUGGAU
+GAUCCGCGUCAGAGUUGACGCCGGAGGCCCGAUCCAGAUCUUCCGAGUUA
+CCUAUCUUGCAUGGUGCGUUGUGUUAGAAUAAUUGUCUUCAAGGCGUGAU
+UGCCCGACGGUUUUAUUGCGACUAAGCCUAUCUGAACGGCCCUGGAUCCC
+GCCUGAGUGAGCGCAGCUCGAUAGCCCUCCAUAUAGUCUCCUAUAUGACA
+GCACUGUUAUUUGUUCAAUAGCAGCACCAACGAGUUAAUGAAUGAGUAUU
+UCACUCGCUUCGGCAGAUUCCCCUUUCCAUACGCUUCACUAGGGCUCAUU
+UCCCUUCCGCGUAUAUACUGAUGGUCUCCGCACCUCUAUCCAAAACAGAG
+UGGUUCAAAGUGUGGCCUGGGUCGUUCAAAGUAGUACAACAUGCCUGCCC
+UGUUACCAUGAAUGACCGACUCUCCUACCAUUAACAUACCGUGCUGUUUC
+AUGGCAGAUACGAUUUUCCUGGAAAUCAGGUGUUUCUCCGUGCAAAUUUA
+GAGGAAACACCAUCAUGGAAGAACCUCGCUCACUUAUACAGUGAAGGUUU
+CUACUAAAGAUCGCGGCUCUCGAGGGAGCCGGACCUCGCCAACGACCCAU
+CGGGACCUUUCGCUGGGGCUCCUCAGCUACCCUUAGUCUGAAUUAUCACA
+UGCCAAUGAUGACCUCCGCAGUACCGUCCGGCCAGUGCCUUAGGAAUGCG
+CAGCCCCUAGGUUCCGCGAUAUGUUACCAGCCGAAUCGACGGGGUUCCGG
+CCCUGGUUCGCGUCCCCUAAGCUCAGCGAAUUAAAUACGGUAUAGUAGUA
+GCUAACUUUCCCCUUCUCCGAAUGAUGAUUGAAUCGUGAUAAGAUUAAAA
+AUGAUAAGAAUCGCUCCUUAUCGACGGAGACUGAGUUUUAGGAGACACAC
+GAAGCUCAAGUUUUUCGGAAGUGUUGCGUUCGUACUAUAAGGCUGUAUUG
+GCGCGAAUUUCGGAGCACCGGGGAUAGCAACUCAAGCGGUCAAGACUGAU
+GAGUAUGAGACCUGACGAUCUCAUACUCGCGUCUCCCGUACGCCUCUUUU
+GGUAUAUUAGGCUAUCUUAUCCGAGAGCGCCCCGUGGAUUGCCCUUAGUC
+AGCCGCGUAGGUCCUCCUCGUGUACAUUGUGGGGCCCCUUCUUGCUGCGU
+AUUUUUCAUGCCCGAGCAACUAUGAAAGCGAUCAUACAAUCUUCAUCCGU
+AUUCCUUAUCAGUACAUUUGUAGGUCUUAUUACGGGUGUCGCAGUAUUUC
+GCAUGCCUAACUAAAGGACAAUGACAUACUGGACUAGCUUUCGAGUCGCC
+CGGUAGACUAAGGCUCAAGUUUAUAGAAUUGAGGCUAACAUAAGACAUCC
+UGAUCUGUUUGAUGCGCGUGUCAAGCUCCAUGAGCUAACCCCAGCAACGU
+CUGAGCGGUAACUUGCCUAACGAUCUCAGGCUUCCUCCACGGCAACUGGA
+AUACGCUCCCAGCAUCGGCAUUAUCCGUACUGGUACGAAGGGACUCUCUC
+AACACGCUGCCGGCCUUGAAGGCGGGACAGCGAGUACCCCUGCGUGAUCC
+UCAGCUUGCCUGUUAGCUAUCUCUAUUUCUCGCCGCGCAUCGCAGUCUAG
+GCCCUCACGAGUCUACGGUCGCGCCCCCUAUCUCACUUGCAACUGUUACA
+AAAUGUCCUCAUAUUGAAGUGAUAUUACGAUACCGUGUACCGUUAGCGUA
+GGAGCAGUGUGUUCUUGUUCUUGGUAUAGGGCGCAUGAGACCGCUAUACG
+UAAUAGUUCACUACAUUCCCUGGUUGGAUCCCUAGCGCUUGAUAGGAAUU
+UAUAGUGGGACUAUCAAUUUACUUGAGCAAGCCCUUACAGAUGGAGGCUC
+UGAUCUGAGCCUGAGCAGUGAUGGAGCGCUUUACAGAUCAAUGGCGGAGG
+GAGGUCAACAUCAAGAACUGUGGGCCUUUUAUUGCCUAUAGAACUUAUAA
+CGAACAUGGUUCUUGCCUUUUACCAGAACCAUCCGGGUGUUGUCUCCAUA
+GAAACAGGUAAAGCUGUCCGUUACUGUGGGCUUGCCAGGACCACGAAAGU
+AUAGUGUGUCCAUUACUUAAACUAUCUUCUUGUAGAAAUGGGGGAACGUA
+UCUCCAUCACCGAUAUUUGGUUUCGGCGAAAACAGACGUUGCAGAAGUGA
+GCAGCAACAAAGAACUAGCUCUGUAGGCCAACACCCUUUUGAGGCUGACA
+CUUUACAGUAGGAAGUACCACCCAGUCUAAUCGCGGCGGCGCUUGUAACA
+UGGCAUCUGGCCUUAACACUGCGGCCUAACUGCCUGUGAAAGGGUUUAGU
+GUGUAGAAUGGGGUCUGCGAAAUACUCGGGCGCCUGUUCAUAGACACUUU
+GUCAUCGAUCAAUGGAAAGUUACUUGUUACAUACCAGUUAAUUGUACAUG
+UAGAGCGUCUCAUUACGGUGAGUGAAGAUCACGAUAGAAAAGAAGGCCGG
+GUCGCCCCUUUUGCGUGAAACUGCGACCUGGUCCUGUAGAAGGUUAAGCG
+CUCAGAUACAACCCCCUCUUAUUAAGUUGCGCUGGCUUCCCGGCACUAGC
+GGCCCUGGUAACUGGCGAGAUCCGUAGUGCUCGCAUAAUACCGUGUAGUG
+CAGUUUAGGGUUAUGAGAAUUACGCUCCGCAGGGGGGUUACCCCAUACAA
+CGAGUCGAAGCGCGCCCCUCUAUGGAGAAGCGGCGCCACGCCCAGAGGGG
+AUAUUUACGGCUCGCCAGGCCAACGAGCCGCAACGUGUCGAGAGACAAAA
+AAAGAAGCGUCUCUCUGUCGAAGUCCCAUCAGCUACUUCGAUUCUUCCCU
+GUUUCUGGAGUGGAUGUAUGUUUGAUUGAUACUCAGAAGGCCGGGUUAAU
+CUCGUAUCUCUCAACUCUACACACCGAAAAAGUGGCUGAAACCGGUGGCG
+GUACCAUCACGACAACAGGGACUAUCUGGUAAGUGCAUCUACGUCUGAUA
+GUGGGCGCCUGUCUCAGAACCCGUAAUGAUGACGUAAACAACAUUAACUU
+AGUUGGGCUGCUACUGUCUUGGACAGACAUUCUAGCUGGCGUUUUGUGUU
+CUGAACUCGUCUGAGGUUUAUGACUGGGAAAUCCCACAGGCGAGGGAAUC
+UGUCACGGCCUUUCUCGUCUCCUCAAUACGGAGUGUACGCAUCCCUUGAC
+GAGGAAGACCGUACGCGGAAAUUAUACUAACACUAACCUUCACAAAGUGG
+UCUAAAAUUUAUAAUCUGUGAGAGUGCUUGUGAAAAUGUUAUACUCAAUU
+AUUUCGAGAAACGGUUCUCAUCGCGAGCAUUCGGAAGGUUUCCAGUAUCA
+ACGGCAAAUCAGUUAACAUUGAUUACUACAAUCCGUACUCGGCCCGAGUG
+AAUUAUAUCGAUGUACGGGAUACAUGGAGUCACCUCCCAGCCUACGACUC
+UGCAAAACCGUGACCCGUUUAACUCCUGUAACGAUUGAUGGAUCUACCCG
+UAUAUGGGUGUUACUUAAUUGGGAGGGAUAAACCCAUACGCUACGCGUAG
+GUAAAACGACCGGCGAAACGACACACGCUUUUUUCCAAAACGUGCUUUUC
+UCGGAGCGCUUGUACGACAAAGAGAAGUGGUGCAUCCCUGUCGGGGGGUA
+UCAACCUCAUGAUGUCACGAUUACUCUCGUUGGGUGGACUAUCUCUUUAU
+AUCGCCUUAAGGAACCGUAUAGUCUCUUCGCCUUCCUCCCGCGUUAGAUC
+CGCCUGCCUUCCCGCCACCACCAAGUUAAUGGGCCACGGUACUACGGUGU
+CUAUCACGGUCGGCUUGGUCGCCAGUCGGGACAUCGAGCCCCUCCUUCGC
+GGUUAGAUCCCAUAGGUCUCGCCGGGUGAAGAUUUAUCGAAAAUUUCGCU
+AAGUCCCACGCCUGCACGAUCCCCGGCUUCGUUUAUCGAUUGCCUUUCGA
+ACGUCACGCCGUUACCUCGGUACGUGUUUUUUGCUCUUAGGUGCCGUUAU
+UCCGUUAUACGAUGACGAGGCUCACGGGUUAACCCUCUCUGGGGCGCAUU
+GUGUGAUAGCUAAUGCGGCAUGCUUCGAAAUAUGAAUACCGCUCGAAUUG
+GGAUUGUAGUCAAGCGAGCAUACUAGGUCGUACGUGAAUCAAAAACGAGG
+UGCUGCUCAGUCAUCGUCCUGCGUAGGUUAAAGCUUUUGCUUUACUAGAU
+GGCAGCGAUUGUUCUGCUCGGAUGAAGGCGCCCCAGAUGGUGGAUUAGUA
+CACAUCUCUUAGGACAUCGCGUGCUGACAGCUGCAUGGGGGGGUAGCAGC
+AACGACUAUUCGACAUAGAAGUCUAUUGGCGACACGGUUUCGCGCAUCGC
+CUGGAUGGAUAUCAGAAAAGUAACUAUUUUUGAUCUUCAGGGAGCCUGUG
+GUGAUUGUGAAUAGGUGGUUGGAAGUAGUGAAAGUGGGCUGAUUUUGAAA
+AUGAAUUUGAAACAAUGAAAAUUCGGUGCGCACACCUUACAGUGCAGCUU
+GUUGUUAAACAAGGCAGAGAUGUAAAGGGAUAGUCCCUUUAUAAUUGAGG
+UGGCACCGCGUUACCAACGCCCUCACACGGAAGUAUAUUCUGUGUGUGGG
+CUUUUUACGUCUCGUACCUUUAGGUCAUGGGGAAUAGUCCGGCUUAAGAG
+AAGCGACGCGUGCAACGAACUUGUACGUAUUCCUCAUUUCUAUGUCUCGG
+GAAGCUGUAGCAACGAACCUAGUGCUUGAGUCCUUGGUGCCUUAUGUUCA
+CAUUACUCGCACCAACCUGAUCACUCGGGUGCGCUAGACCUUAAAGUGCG
+AUAAGACUAACAGGGUCGUCUGUAUUCCGUGCCACCACUUUUAGCCCGUU
+UGCCCGUAUCGACCCAGUCCCGCAUCAUUACCCGGUAUAAGGGGAGAGGU
+GUGACUCUAAUGACGUCCGUUCCUCGACUCGCGGGACAGUUGCGGGUAUC
+CGGUACUAAACGGUAAACUGACGAGACGCGACCUUGGCGAAGGGCUUAGC
+AACUCUACCUGACAGACGUCUACUAGCAUUGUCUUGGGCCGCGCCACGUC
+GGCAAUUAGACUAGAUUCAUGGUGGAAGUAGCGAAUGCGGUUUGCUGCAU
+CUACACAAUUUCGUUAGAGGCAAGGGUACGUUCUAGUAUAGGGGGGGUUG
+GAGGAAAGAGGGCCGUUUCGUGUAAGUUAAACGUUCCCACAGUUUAGAAA
+UUCACCGCGCUCUGUUCCUUACGCACAUACUUCUCCCCACCAUCGGGGGC
+GAAGAAGCCCGUCUACUGUAGAACAGGAAUCUAAUCUGCCAGUUUCCAAG
+AGCUGUCUCAAAGAUUCACUGAGUUGCGCAGUCAAAUUGUCGAAAUUUCA
+GCGGAAGUCUGGCUAGGGACGGCGUGGGCCUCAUAUAGUUACACGUGCCG
+CGACAAACUCCCGUGGCUGAAACGGACGCUGGGUAGUCGUCCUCCAGCUA
+CGUCCGGGAGUCUCACCAGAGCAAACGACGUUUCAGGGCCCUGGUAACAG
+AAGAAUCAAGACAAAGGCAGGCGCUCGGUCCGAGUUUCAUGGUCUCCAAU
+GUGUGUGUGUGUGUGUUUUCUUUAGGAACCUCGGUUCCAACCUCAUCUUG
+ACCUUGAAACUACUUUGACCGCUCCUAGGAGCCCGCUUAAAACAAUAGCG
+GCAUAAGAACUAUUUCGCGCCCAGCGUCUCCGGUAGUGGGCUUUCAUGGG
+CUUGCGGGUAGAAGUUUCGUCAGCACGCAGUCUCGGUCCUUCUAGAAGAA
+GGCACAUAACAUCUCAGAUGCUUUUCGAAAGGCUAACGAAAAGUGCGAGG
+CUAUGUAAAGCAGCAGACUCACAGCAGGACUCUUAGUGCAACCCUUCAGA
+ACAUGCCGUAUCCAUCAUAUAGUAAUAUGACAACCAAACAGAGUCAGGCC
+CUGUUCGUGACGUGCAUUCGCGUUGUAGGAGGGAGAGAAAUGAGAUCAAC
+GAGGAUGCGUCCACGAAAAACUCGCGGAUCCCGCACUUUACCGACGGGAG
+CUCCCGUUCUGCUACGCGAAGUGUCCAUGACCCGGGUAGGCAGGACAACA
+CCUGUAUCCAGCCCAGGUUAAAGAGAGGUCUGCAGCCUUAAAGGAUAGUU
+AACCUUACUACGCGCCCACGGUGAGUCUAGCGGCAAAGGUCGUUUCUGAA
+CGUAAGGAGUGUUGCCUGACAGACACCUUUUCCUUAUCAGACCUACCAUC
+CAACCUCAUAUAGUAUAACUCCACCCAGGACCCCCUCUGGAAUGCAGAAA
+AACCUGCACCAGUGGGGGGCCCUCUUCGUGCAACGUAUACGUUAAGCUUG
+UCCUUCCACCUACCAACGCGGCUGGCAACCGGCUCCUGCCCGAUCAUCGA
+UAAACGGGCUACGCCGAGAUUGGUUUUUUCGACAAUCUCGUAACCCGAUG
+AUUGAAUGAGUUUGCUCGGCCCCCCUAGUUGAGAAUGAGUUGGUCGUUGC
+UCUGACGUGACCCUAUUCUGGGAUGGAUAGGGUUGCACUAUAGGCCACCA
+GACCGACACCGAAGAGCCGCUAUAGUGUUUGAACGAAUAGGAUAAACACC
+UGAUGUUGAUCGCUGGUUUGCAGUAAUAGACCGUCAACUAACCGAGUGUA
+AUACGCUUGCCGUUUUUUGGUAUCACUUGAAUUUCCUGAUAUGUUCCAUC
+GCGUGGUAUAUGCUCUAAGCCACGAUAGCUACCUGUUUCAUCGGCGUCAG
+AGUCUUCAUCUCCAUGGAAAGCGUUAGGUAUCUGCGGGGUCACAUAGUGA
+CAAGUCUAUCGUGGGAUGUAGCCAUUAAGUUAAAUGGCGGAGGGGUUCUA
+UACCAGCGAACGCGGGCGCAAUGGUCUGUACACUAACGCAUAGCCGCCCC
+UCCACGGACCAGAGUGCUGGCGAACGGGCCUCUAAUUCGUACGCCAUCGU
+AUUUCAGUAGUGCCAUAACCCCCAGGUGUCCCGUUGCAUGUUCCCCCUGG
+CGACGACGCUCCUUAGAGGGUGUCCACUAUUCAUACCAUUGACCAAAGGG
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+GGAAUAAUAAACAUCACUCGCAAAGGAGUGUUCUGCCCUAUGAGUCUGGG
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+AAGAAUAUCUACUAGGAGGUGAAAGAAUUCCUUAUACAGGCUCAUUAUUC
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+UUGCGCGUAUAGCGUCAUGGCCAAAAGGCCUUACGGUCCUGUGUAGGGCA
+UUUAACCUUGGAUCAAGAUCUGGUCAUGACCCAGGCGAAAGCUUUAGCUA
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+AAGUCUGCCAAUCGUCUCUCUCCGCGUAGUCUCGAGGUACCGCACACAUG
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+GAUUGGGGCUUUUGGGGACGGAUGACUCCAGGCCCCCAUGCCGCAGAUAG
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+GUCUUCACGACGCUCCGAGACAGCGUCUCCCCGUGGACCCCAUGCAAAGU
+UUCUAAGUGCCAGCAAGAGUUGUCAAAUCGUGCAAUCCCGGCGAGCUAAC
+GAGGGCGUACAUGCGACAUACGGCGCCUCAUGUAAGCCGGCAUGAACCAU
+UCAGGAGAAGGUCUAUUGAUCUACCGACGGGGCAAAAAGUUGUUAUACCA
+GCUUUGAAACUCUCAGGUCUUGGUUACAAGUAGAACUGCAUGGGUCCGGA
+GAUCCAACUACUGAUACAUAAAAAUUGUCACCCAGUUAUCCACGUCGCCG
+UCUGACUUGGUGGGAGCGUGUUUGUGGCAGCGAGCCGUCCAAAAAUCCCU
+CCCUUGGUCCGAGUGCCUAGCAGGCAAGUAGCUUUUGAUUGGCAGAAUCG
+UUUUGCCGAAUUUAGUUCACGUGAUUGCUCGAAGGACCCCGCUUGGGUAU
+UUCUAUAUGUGACGCUACGUAGUCUGGCGAAAAGGGAGCUGGUGGCGGGU
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diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.ebd
new file mode 100644
index 0000000..a7cfa16
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.ebd
@@ -0,0 +1,30 @@
+RF00177 AB032228.1/3-507 pg-1_5 8887 9391 0
+RF00168 AE001799.1/20444-20268 pg-1_5 27993 28169 0
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+RF00168 AE016747.1/182196-182375 pg-1_5 29577 29756 0
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+RF00009 AF186228.1/1-243 pg-1_5 6810 7052 0
+RF00174 AF193754.1/24966-24788 pg-1_5 23772 23950 0
+RF00023 AF375575.1/1-318 pg-1_5 35527 35844 0
+RF00174 AL583923.1/215513-215333 pg-1_5 18551 18731 1
+RF00174 AP001508.1/228774-228971 pg-1_5 30548 30745 1
+RF00168 AP001513.1/19957-19775 pg-1_5 12950 13132 0
+RF00080 AP006583.1/134892-135011 pg-1_5 44042 44161 0
+RF00080 BX248358.1/90582-90421 pg-1_5 8556 8717 1
+RF00030 J03151.1/859-1101 pg-1_5 26871 27113 0
+RF00009 L12745.1/413-775 pg-1_5 44258 44620 0
+RF00031 L14329.1/236-302 pg-1_5 32421 32487 0
+RF00028 M15671.1/27-417 pg-1_5 25121 25511 1
+RF00028 M16898.1/110-597 pg-1_5 10187 10674 0
+RF00168 U00006.1/98763-98567 pg-1_5 30268 30464 0
+RF00177 U05662.1/1-532 pg-1_5 31379 31910 1
+RF00025 U10568.1/27-212 pg-1_5 12004 12189 1
+RF00054 U40654.1/666-735 pg-1_5 47597 47666 0
+RF00009 X04013.1/204-466 pg-1_5 39410 39672 1
+RF00029 X04336.1/3210-3313 pg-1_5 37431 37534 0
+RF00005 X16885.1/553-488 pg-1_5 7841 7906 0
+RF00030 Z11844.1/506-751 pg-1_5 21842 22087 0
+RF00104 Z36753.1/18689-18615 pg-1_5 3792 3866 0
+RF00017 Z99259.1/7742-7997 pg-1_5 15712 15967 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.fa
new file mode 100644
index 0000000..46f527d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr5.fa
@@ -0,0 +1,1001 @@
+>pg-1_5
+CGAUGUGUCACGCGGAGGCAGGCUUGAACUUAGGUGUCUAUCUAACUCCA
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+ACCAAUAAGCCCAACGUCUUACCCUUGCCCACUUCGAAAUGGGUCAAGCC
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+AGACAAAUAUACGCGUAAAACUUGUGGCGGAGACGGCCCCAUCUGAAUCU
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+GAAUUCUCGCAUGGUAACCGUGUUGACGAUCAAUGCCGUGGGUGGGGUAC
+UCCCCUCCAACUACAGUGUGACGUUGGAGCGAAAUAGCCGAUAAAGCAAU
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+UGAUUCAACUUCCUGAAAUCGGCCCGGUGCGUUCGCGGAAGCACACUUCG
+GUCAGGGAUUAAGCCAUGCAAGUGCGAGUUAAAGCAAUGAAACUGCGAAC
+AGCUCAUUAACACACUCAGUAUCUAAUUGAUUGCGACAUUAAUGUCUUAU
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+AACCGAGAUAUGAUGGAAAAGUUGACCUUUUAGGCAAAUCAUUGGAUUGA
+GUGUCCUAUCAGCCAUUAAGUAGGGUCUUUACCUAUUUAGGCUAUUACGG
+GUAACGGGCGGUUGCCGUCGGACUGCCGGAGAAGGCGCCUGAGAGAUAGC
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+ACGGAGGUGGUUAUGACCAGUUCUAUAUGGGGCGCAAGUCUCAAGUAGAU
+AGGAAGAUACACAAAGACUAUCUUGAAAUCGAGCAGAGGGCCAGUCUGGU
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+AAUGCUGACACCUAGAUAGAAUGGUACACUUUAUAGCGAGUUUCUAAGUU
+AGGGGUCGUGUAUUGCUGUAAUGGAGUGAGGUCGGCCCACACUGUUUACU
+GGGGUUAGAGGGCAGUAUCGCCCACCAAUCCCCUUGAUGAACUGACUCUG
+AAGGUCAACGUGAUGAUGACGCUCUGGACGCCUUCAAGGUCUAGUACAUA
+UUUCCGUUGCUACUACACGAACGCCUAGGACCAGCGCUGGCAUUCCGAUG
+AGUAUAGCACCUAGAGUUUUCCGUCCUCUCUGGUGUAGAAAUAUUUUACC
+UGAGCCACGAGAGAUAAGCGCCUGCGUCCUAGACGUGCCGCGCCCAACUU
+CAGGCGCCGACUAAUCCCCGGUUAGGCGAGGGAAUCUCACAGUUUCCACU
+UUCUCCCACCAUGUUAUGGACAAUCGAAUGUGGAACCGCAGAGAACCCUU
+GCCGUAGUUUGCUCGUACCGUCGCCAAGCUUGAGGGUAGACCUCCGCGAC
+AAGCUAAUGCCGCAGCGAUACCCGAGAUCCAACCGCCCCCAGCAUGAGGU
+GCAUACCCUUGUACGAAUGUACCGCCUAGGCUAAAGUGCUGGUAGGGACG
+UAUUAAUCCAUGUGUCUUCCGAACAAGUCACCAGGCGAUGAUACGACGCC
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+UCGGUACAACCUAUCAGAGGAAUCUGCGGUUGUAUUACUUAUAGUAGGGC
+UCCGAGUACGCCAUCCCAGAAAGCACCCAGAGAAUACUACGGACUUAAUU
+GGAUUGAGCCUUGGUAUGGAAACUUACUAAGUGAUCACUUUCAAAUUCAG
+AGAAACCCUGGAAUUAACAAAAAUGGGCAAUCCUGAGCCAAAUCCUGUUU
+UCCGAAAACAAACAAAGGUUCAGAAAAAAAGGAUAGGUGCAGAGACUCAA
+UGGAAGCUAUUCUAACAAAUGGAGUUAAAUGCGUUGGUAGAGGAAUCUUU
+ACAUCGAAACUUCAGAAAGAAAAAGAAUGAAGUGAAGGAUAAACGUAUAU
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+AUGGAAGCUGGUGUAUUGGCGGGUUUGGCUGCCAUGUGCCAAUAUUCAGA
+UUGCGUCAUGUGAUAAAAUAUUUGAUGUUUUGGUCUUGCACUAUGAUGUG
+GAACAUGAAACCUCUCGGGAUUUUCGCAUGACAUUUAGCAGUCACAUAAC
+AAUGGGACUUCGAAAAAUGACCGCUUCGCCCUUAAUAAAAUAAAAAGGAC
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+CAAUCUAAUUUUUUUAUCCCGAACGUAAGAUGCUGUCACUUUGACUCGUA
+UCUAAAAAGACGGAUCCCUGAGACGACCGCAGGUUGUCCCCACAUAUGAC
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+UAGAGUCCAACCAUGGAUCUUAUAGAUCUCCCACACGUCCACCCUUGCUA
+UCGGCUAAGGCUCGCCUGGUUGUCUGCUAAGGACGCGUCAAUUGAUGAAG
+AGGCCAAGCUUGGCUCUCCGGAUCGGAAUCGUCGAUAACCGCUGCGAUGG
+AAGCACGGAAAUCAACAAUGGUUCGGACCCAUCCUGCAUUAUUGGAGGUC
+UGCUUCGUCCAGCAACCACAACACGUGCUGACUGAUGUAGCCAAUGAUGG
+GCAUUUUCGAGAUAGUCAGUACAACAGAUUUUGUGGUCCUGAGACUUUGC
+GAUCUUGAUCAGGAUCCGUCAUCACGCAAACGCCUGAAUUGGAGAGGCGU
+ACGAGAUGUAGUGGUCACAGUGAAGCUGGCUUUUUGAACGUCUUUAACCG
+CGAUCUGUCCUCACUUGUAUGGGACGCGAGAUUGAAAGUACCUAGCGGUC
+AGUUGCCCAAUUUGGUUUCUUGGAAUGCGUGACGUACAUAUUAGCACCUG
+UCUUCUUUAGAGACGUACGAAGAUAUGAGACUCAAAUUGUAUUCAUUUUA
+AACAUCGCUAGUCCGAGAGCGUUGGAACGCGGUGGACUUUAAGAGUCCCA
+CCGAUUUACGGACAGUAUUUCGGUUAACCAUCUAACCACACCUUUCACGA
+AUGAUUUUUGGGGACGCCGAACCUCGGUCGACAAACUCUCCCCUACUGUC
+ACCCCGGUCAGAAAGCUACUUAUAAUGGUCUCCCGCAUCAUUGAGCGCUG
+CACUCUGUGGCUCCCGACCCCAUCUCGCCUGUUAUAGCAACCGUCAUUAU
+CGAGAGCCUUGAUCUGGUGUAAACAAAAAUUCGUAUCCAUCUUGGCGUCG
+UCAUUCGCAUACAACUCACGCAGUCCUGCCCUCGCACGUGGGCCCCUGAG
+UGGCUUUCAGAUAGGUAACUACUUAAGUAAUGCGUAAGACUAAGAAAAUG
+AUGGCACGAGUGCGGGUAAUACCUGUUUCUCCGAUCCUAACAUGUACUCG
+GUUUACGCCCAAGAAAUAUGGAUACUCACCGAUAAUUGUGUCUGAUUUCA
+CCGAUAACCCAUGAGCGGCACACAUGCGGAUGUUCAAAGCCUACCUACAU
+UGUUGUAGGCAGGCGGUCUCCAACCAAGGCCACUAGGGCCGAGUGAUUUU
+GCACACGUCGACCCCUAAGUAUAUUUCAAUCUGGAUGUAGAAUCCUAUAG
+AGUUUGAUGGACGAGACCACAGCGCUCGGAGUUUCCUAAAUUUAGAGAUG
+GAUGGGGAGUAGCCGCCCGCGCUUGCGGGGCAGUCGGUCGUCAACCCGAA
+GCGUUUGCUUCCGGUCGAUUGCAUGUGCCGAGGCACGAUUGGCGAGACCA
+CCACGACGAAAGUACCCUUCGGCUGAGCGACUUUACAAGACUUGCAAAGU
+CCUGUGAAUAUGCGACUAGUGGAACCGAUGUGGCUUCCCACUAUUGCAUG
+GCCGCCCACAGUGGUAAUUCCUACGAUUAAGAAACCUGUUUACAGAAGGA
+UCCCCACCUAUGGGCGGGUUAUCAGAUAUUAUCAGGUGGGAAAUUCGGUG
+GAACACAGUGGAGCCUUGUCCUCCGGGUUAAUGUCGCUUUUGGCAUUGAC
+CCCUGCUCCUGAGAGAAGAAAUAUACUGGGGAACCAGUCUUUACCGACCG
+UUGUUAUCAGAAAUUCACGGAGUUCGGCCUAGGUCGGACUCCGAUGGGAA
+CGGCAACGGUUGUUCCGUUUGACUUGUCGCCCGCUACGGCGUGAGCGUCA
+AGGUCUGUUGAGUGCAAUCGUAGGACGUCAUUUGUGGCGAACCCGAUACC
+GAUUACUGCUGCUGUUCCAGGUCCGAGGAAUUGAUGCCGGCUAGGCUCGG
+UUUAGUACUUUUCAUCGGUCAAUCCUCUUGAGCACCCCGUGUCUGUUGGG
+GGAACUAGCCCCUAAAGCCGAGUGAAUUGUGUGGUUGUAAAGGGGAUAUC
+UAUAAUUGCAGGUACGGGCACAUAUCGACAGAUCCCAGCGCAUUGUGUGC
+AUUCCGAAAACAUUACUGAUCCAAACACGGUCCUCGACGCCGCGAGAUGA
+CCGAGCCAUUUCCAGUUUGGCGCCAUUGCAACGCAUGCGCGGCUGGCUAG
+UUAGGCUCCGCCAUUGCUCGCACAUCAUUAUCCUGAGAGUAUCUGCAAUA
+GGGUGGGCGCUUCUUAGUCUGGCUCAUGACUCUGCAUUUGCAAGUGUUGG
+ACCUCACUCGGCCGAACCGUAUCCCAUUUCACUACCAUGCGUGUGGUACA
+GUCCGGGCGUUUCCCAAUGUUCCGUUCGGUUACUGUUGCGUUGCAUGUGA
+UGAGCAUAGUGAUACAACUAUCUUUUGCACCACACAGGACACCCAGGAUA
+AAGUCACAUCGUUCCCGGGGUGGUACUGUCUUCAUGAACGCUUACGGGCG
+CACUGAAACUCUUUAUAACUCCUCGCCCCUUCCGUAAAGCUGAGAGUGUC
+ACGCCCAGACCUAGGCCGUCUUGUCGGUUCUAUAAACAGGGAACCCUAAG
+GCAGGCUUUCGUAGCGCUAUCCAACAUAAAUUUGGACUUUACUGAAUGGC
+GCGCAUACCGGUAGUCCCGGCAAGCCUGUGAACAUGCAACGCCACUGGAG
+GUAAAGUAGCACCCACACCGGACCGCGUGCGCGGUAUUAAUCUGGAAUCU
+AGACCCCUUCCUGGCACACGUGACACUUCGGUGGUUGCCAAGCGCGCCAU
+GCCCUCUCGUCAAUCACUUCUCCUUUAUGAUAACCUUCUGACUUCGUUCG
+GACCGGAUAGCUUGUGGUCCCUCCGGAAGUACUUUUCUAGCCGCGGGGCA
+AAUAAGAGCUACCCGGUUAUAUUGACUUAUACUGCCGGGACUGUGACGAG
+UACGGGAGCCUACACUAGUCUCGAACCCUAGGAUCAUGUUUUUGCUUCAU
+UAAGCCGGAAACUAACGGAUUGCUUGAUCAAUUCCUUGUUACCUCGGCUU
+AGCAGAUAGAACCUUCCCAUGUUCUUGAAAAACCACCGAUAACUACCUUU
+AAUGGUGUGGUUCCAUCGGAUUUCGUACAACGACUGCCGCUGCUCCGUCA
+AAGUCGACUGAAACUAUCAGAAAAACGUGAUAUCUACGUUUGUCUCGCUG
+GAGACAUGCAACAGGAAGUGUGGGCCACUUGCAGCCUUCCUAGGUCUACU
+GGAGGUCGUGCAAAUUACAAUCUAAUUACUAGAAGUCUUCCACUAGAAGU
+ACAGGACGGCUGGUGAAGGCCUGGCUAAUGAUGUUGAGGCGGACACCGUC
+GUACCUCUUGCGCACCUAGUGACACCACCUGACCCGUGCACCGCAUGCUC
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+UUACGCCUCUGAGGAGAUACUCCGACGCUGCAGGUAUAGGUUGAUUAUCU
+AAAAUCGCUAAUUACAAGUACUUUCCAGUGACCCUGCUCCAAAUAUUAUG
+GUCGCUUCUACGUACGGCUAUAUCAAGAUUAUCCACCUCCGAACCUCAUC
+AGUAAGACCCCUCGUGUUUCACUUGGCGCGACAUUUGAAGGGGGACUUGC
+CAGUUUGCAUAGUUCCUCGCCUCUUAGAUAGGUAACAGGUCCUUAUGAGU
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+AAUGGUCACUGAUCUAGUGUUGAGGAAGAUGCUAAUGAUGCUCAUGAGAC
+AUCGUGUGGCACUUAAUCGCGCGUAGGGAUGAGUUGUUCUUAGUUAAUCG
+UAUAGCGGUAGUUAACCAAUCGAUUGGCCAUGCCUACUCCAUAGAAUCGU
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+UGACUCAGGUGCUCUGUUUGAAUUCGUAUCACAUUUGCGGCUAGGUUCUA
+CCCUAUUACGCCAUAAGGAUAAAAGCUUUCCGCCGGAUGUCUAGAGCAAA
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+UUGGCGUUGCGAUUUUCCUUAGGUCGGGUACUAAGUGGGCCCACAUCUUG
+UUUACUGGCACGUGUUACCCACGAUUGCACCAUAGGACCAGAAAGGGGUG
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+AACCGUGGAAGCAUCAGCCCUGGCCCGCCAGAAAUCGAGGAUCUAUACCU
+UUACUAGCAAUCAGUGGAGAUAAACAGGAUAUUGUGUCGGGACUGGGGGU
+CUGCACUAAAAAUCCAAUGAUCGAAGUCCUCCGUUCCUGUCUGGAACAUG
+CACGAAGGUCUGCACGGCUAUUCUGGCUACAUCAAGCGGCUAACAACGGA
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+UAAAGACCUCACAUGUGCACUCAUGUUCUUCAGUGAAAAUCACGUGGAUU
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+UAGUAGACACAUAGACAUCCCCAGAAUCGCUUGACGAUACCCGACUUACC
+CGAGAGGCGGAGGGGAUUACGGUGUAGAAAUGACAGAUGGCCGGCUUUGG
+GUUCCAUGCGCAUCCUUCGUUCUUACGUACACACUAGUCCCGAAAGCUGG
+CCGCGAUAAUAUUAAGCAUGGUGACAUUUGGCAUCGGAUUGGCGAUCCCC
+UAUGAUGAGGACCUUUUCACAGACCUGUACUGAUAUAUCUGUGAGGAUAA
+GUAACUCUGAGGAGGCCGCUGAUGAAAAGCAGGUCAUCCUAUGAGUAAGU
+UGCCGACUCCGGUUGACAAGGACCGCGAUGAGGGGGUAUUACAGAGUCAG
+UGACAGGCUCGGGAUGACGGUCGCACCGGCCGUCUACAAUAAGAACUCUU
+UCGACGACUUAGAUAUUUCGGGCAACGGUGGAAUUCCCGCCGCGUGUGCU
+AUGUGGAACAAAGGUUUCUGCGGUUUGGAUCUGGUCGCUUUAUAGGUGAC
+CCGAGCCGGCACACGUCUUCAUGAAGCCUGUCAUCUCCCGAAUGGAAUCU
+AGUGCUUUUGUUAAAGGGAAACUUCGCCGCAGGUCAGUAAGGACCGUAAU
+ACUCACGCAUGAUCAGGCCUCGAUUUCGAUAAGGCCGGGUGCAUCCAAUU
+CAUAUUCUAUAUAGUGGACGCGCUUCAUCUAUUCCCGGAGAAUCCCGGGA
+AAGAAGCGUGCGAGUGGCCGAACAGCUCGUAGCUGGGUUCGCCUUCGGAU
+CAGUUGCCGCACAUUCUGUUAUCGGCGACCAUCCGGAACCGAGCGUAAAU
+CACGUUCAAUGUUUACAAGUACCUCAUGGUCUCGAUCGAAUCUGGAAGUA
+AAACACAUAGCUACCAUCUAGGAUUUAAACAAAACAUUCACCCCUGGUCU
+UAUACCCACCCUGUUUUUUUGCCAAAAUGUUUGAUCUUUGGCUAUUGCCG
+AAUGGAGCAACGGCUACUAGCGGACAGCCGAGUCGUGUAUUGGCACACGA
+AUUGAGUCUCACCCUCAGUACCCAUUAAGCGGCAGAUGACUUUCCAAAUC
+UCUGAGCAUGGGCGAGUCUGUUCUUACAGGCGCUAUGGCUGGUACAGUCG
+UGAGUCCGCGCUAGCCAACCAUCAGACGUAGAAGACCAACGACGCUCGAC
+CAUAUCUUCCCCUUCGGAUCUUACUGAUUAGUCGGCCUCGGCAAGGUCAA
+UAAGCCAGCACCACGGGUUAAGUCUGUCCAACUACUCGCCGUACCGAUGA
+AUCUUGCUGUUACGGGCUGGAUUUGAUUAGUGGUAGUAGAUACAGUCCCG
+GUCCACCACCACCACUUCUAGUCCAAAGCGUCGCUGGGGCUGUUAUAACA
+GUUUUAAGCUGUAGUGAACACCCUCAACUCCGCUCAUAGCAAACGCAGCA
+AAUGCGCACCUGGGCGGAAAAGAGCAGUUCAAAUCCGACUUGCCCGAACC
+CUGUAAGGAGUUAUCGCGCAUGUGCCGAGGACAUUAUCUAAACACUCACC
+GGGGCCUCCGGCUCGACUAGAGGUUAUAUCUGGUGGGGUGACGGGCUUAA
+UGAGAGACGUAGUUCCCCGAAGGGUACUGGCACGGGUCACGUGGUGCAGG
+AGUUUACUGACAUGUGGAGCACCGGGAGGCGGUUAGCAAUACCAUUGCCU
+GUACCCGGGCACACUGGAUGGUCUCGUAAGUUUGCCACGCCUGCGCACUA
+UCCUGCUCCCCAAAGAACACGAACAUAGUCGGAACGUGGGGUGGGUCAGG
+GACAUUCAUAAUCACAUUCCUAGAAGAACGAAAAGUUGACAGUGAGAGCC
+UGGAUCAGAACUAUGGGAGCCCGCCUUUGAAACGAGCUCUGCCUCGGUGA
+CUUUGCGUCUGCAAACAUUCGGUCAACCGCCGCCCGCGAGGGUAAGGUCG
+GACAUCCUCGUCAUGGUAUAUACGUAUGUUGACGAAGUGAUGCUGAGUCG
+CAAUCUUGACUCGUGAGGACACACCUAAUGCGCAGUUGUUGGCCUGGUCG
+CGUUAUAAUUAAGAGUAAAACAAAUGGGACCGGAUCAAAUAGAAUUGCAG
+GUAUCUAAGAUUGCAUGAGUCCCAUAACUACACCGACCCAAAAGAUUUGC
+UACGACCUGUACAAUUUGGCCACGGGCCAAGUCGGUAAGACGUUUAAUGU
+GGAGUUAAACGGUGGAGGAGACCGCGAGACGUUGCUGGGUCUAUCAAGUU
+CACGGUUUAAGCAGUGGACAAUGAUGCUGACCGUUUAUCCUGUUGCUCCG
+GCUUGCGCAGAAUUUUCCCUCAUUAAGAGGUAAUUUCAACACCAUAACUC
+GCAAUGCGGGUUGAGGGGUCGUCCGGGUGUUUUCGGAAGGUGGCCACUCU
+ACCAACCUAAAGUUAUUUAGCGUAUCAGAUUUGCUCCGCGCCCAAUGCAC
+UGCAGCUACAAAUUCUCGCAUUUAUGAGAAUAAGCGCAAGGUCGCAAAUC
+UAAUCUUCUGAAAAUGGCGGAGCCGGGGAAAAUGGACAAUCCCGACGUUG
+CCUCAACCGUUCUUGCAUGCUCAAAAUAUAAUCAGCUCUGCAUAAAGAGU
+UUUUGUUGUAGAUACCGGCUUAACGUCCGUUUUAGCACACAGCGGUCAUU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.ebd
new file mode 100644
index 0000000..3434f02
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.ebd
@@ -0,0 +1,12 @@
+RF00169 AE002112.1/7386-7290 pg-1_6 9054 9150 0
+RF00080 AE014727.1/1898-2035 pg-1_6 32264 32401 0
+RF00059 AE014730.1/8718-8610 pg-1_6 7052 7160 1
+RF00174 AE016934.1/218065-217852 pg-1_6 39313 39526 1
+RF00080 AE017028.1/108421-108293 pg-1_6 6923 7051 1
+RF00174 AE017176.1/287850-287663 pg-1_6 8212 8399 0
+RF00174 AF010496.1/105318-105541 pg-1_6 7271 7494 1
+RF00177 AF083018.1/26-559 pg-1_6 22778 23311 0
+RF00174 BX294140.1/211185-211419 pg-1_6 21104 21338 0
+RF00379 D90917.1/3743-3872 pg-1_6 9980 10109 1
+RF00373 M61003.1/281-714 pg-1_6 36654 37087 1
+RF00017 X17238.1/12-306 pg-1_6 25948 26242 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.fa
new file mode 100644
index 0000000..eb59f89
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr6.fa
@@ -0,0 +1,1001 @@
+>pg-1_6
+CCUACCUCUUCGGGUAGCAUGUGCUACUACACGUCUGGAGGAGGCCUGAU
+CCAGCUAUUUAAUGGUAUUGAGGAGGUAGCAGCUCAGACAAUCAUUAUUU
+CCUGAUAUAUUUGAACCAUAAGCCAGGUGCAAGGAGGAUACUCAGGCACU
+AGAAAUGUCACAGCGGUUGGCUGCCGGGACGGAACUUAAGGAUGGAAUUU
+GCUCACUACUGUUUUCCGUAGUGCGAGUUCUGUGGACGAGGAGAAAUCAU
+AGGCCUGAGCAAUACAGAACGAGAGCCUUUGCCGUCCUUACUUUACUUAA
+UCAAAGUUUGUGCCCGACAUGCAACCUGACACAUAGCAAAUGCCAGGCAU
+CAGUAACCUCCUGAACAAGUUACCGAGGCAUCUGAAAUCGAUCGAAGUUG
+AGCACGGCGCGCCUGUUUAGCUGAACGAUCUGACACCACAUCCCUGGGUA
+CUGCAGUAGGUGCCGGCAUUCCGUAUAGUAAUCAUGACCGUCGCCAAGGG
+CAAAGGACGUUGAUAUUUUCGCUUCCCCCGUGAUUCGCCUACCGAAUCAA
+GUCCCGAGAUCUAAGUGGCCCGUUCGAUUUGUAUGAUCCUAGUAGCAAUG
+GUACGACUGUGUUCCAGCGCCCUGUAUGGGCUGAAAACCGUGCUGCCGCC
+CGGGAAAACAGGACCCCACAUCAUGGUGUUAACCUUACAACAUAUCCGCG
+UUGCCUGCGCAUAAGGGAACGCAAGUGGAGAAUGAAGCUCAUUUGGUUCU
+GAGGGAAAAUCGCUAGCCCUAGCUCCUAUGUGCAAAACCGUAAGCGUAUC
+UUCAAACCGUGACUGGGGAGAGGCGCGCUUAGAAGGCUGCUUUAGGAUCG
+AGAAUAAUCACAUGCUGGCCUGCGUAAACUAUUUUUCACCCUAGUACAGA
+GGAGGCCGUGCCGAGCCCGUCAUUCGUCCGUUUUAGGCAGCUGCAUUUGG
+GUGUCCCAUCGUUUCGACGGUGGCUAACAUCCCAGCUACGGAAAUUACGA
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+UAUGCUUAUACGGGGCUUCUCAUCGUUCCUGUAAACUCUCCAACAGACGG
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+GGUUACAGUGCCACAUAGUACCAGAAACGGGCUCCUGCCGCGUGUCAGAG
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+AUCUGGUUCCAUAAGACCGAAACAACUGAUAAGAGUGAGAUGAGAUACUA
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+CGGCAGGUGAACUCCGACGAACCCACGUUAUGCCAAUGUCAGUUAAGGGC
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+CUGAGUUCAGGCAAGGCUGAUGUUCACCGUGGUAUGGAACCCGCAUCCUG
+GUAGGCAAUUAGGGUUAUCGCUCCAUAGCCCUCGUGUUUUAGUAAGCUCU
+UGGUUAUGCCAGCGUGGAGACGUCUGCGGAGCGAUUCUGUUAGUCGUAGU
+CCAAAAGUCUGGUGUAAGUUGCGUACGAUGUCAGAUGUACGCGGGCAAUA
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+UGUUGGUCAUGUGGGCACGUAAGAUUGCGUAGUCCUCCCUCAAUGCCUAC
+GGGGUUAGCUGACGGGCUAGAAAUGAGAGUUUUUCCUUUCUAAUUUACUU
+AGAAAUAAGCCCCAGAAUUGGUUCCCCCGCUUUCUGUUCCCUCCACGCCA
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+CUCUCGCCAUUUAUCUUUAAAAAUGUUAGGCUACACCCGAGUGACUAAGU
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+GAUAGAACUAAGGGUUGGACAAAUUCGCUGAAAUUGUUUCUGAACACAGA
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+UGGCUGUCUCACAGAUUCUGCACCUUACAGCUACUUCACCUCAUAAAAGA
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+AACUAAGGAGGACUCUCCGCCGCGCUACUGACGUUGGAAGGGGCCUCACU
+CCGAGUGGGACCAGCAACUUCGAUUUGAUUGGCUUCUUCCCUAUUCUCUG
+GUGGACCGUCUGCUGCUGUAGGUGUUUGCCCAGCAUUAGGCAAACCAUAC
+UCCAAACGUUCCCCAGCAAGAAUUCAGCAAGUUAAUGGAGCGCCGCUUAG
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+AAUAAGGUGUAUGACGUAAGUUGCAGCUGCCGAGCCCUAUGCCCGAUGAC
+GGACAGUUCCUUAGACACCAUAAGGUGUCUCGUGACAAAGAGUCACAUAG
+CGCGAGCUCCUUAGUACACGUAGCUAAAGAUAAUCCAGGGUUGACGUUUU
+GAUGUGAGGAGAGAAGAGUGUAGUAACAUACGUAGUAAAACUCAAUUGGC
+GUUGGUCGCCCACUGGGUUACUUAGUUUCCGCGAUUGCGCUGAGAGUGCC
+AAUUGUCAUGCCGACAGUUCACACACAAUAAUGGGCGACUGAAUAAUGGC
+ACUCUUCGCCACUAUACCUGAUUUGCAAGCAACGUUCUGCCGCAUAAGUC
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+AAAGUAAUAACAUCUUGGUACGGUGGGGAUUUUGUGUACCACUUCGGUUA
+CCGGUACAUUCGUCUCGAGCGGGCGCCGAAGCUCUUCUCCGGCGAUGCUG
+GAGAUCUUCGAUCAUAUGUGACAUCUAUAUAUCACAUUCUAAUCGACUUU
+UUACUGGGACAAGAUAUGAAAACUACCCCGCUUGCCUCCCCCAGCCUUUA
+CAACCCUGAGGUCCCAUAUUGUGCCAACAUGCUUACGCACCCUGCGGUGC
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+UCUUUCACGGGUAAUUAGAUUCCCUUUAGACGACGGGGGUACGAGGUGAC
+GGAUGGAGAGUUUCGAAUGAGCGGCUGACUGAGAGUGUCUGCUGAAGAAC
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+CGAGCCCGUUUACGCGCCAGCUACGAUUCGGGAGGAACGCAUUAAUCCCA
+AACUACUAGGAUAAGUUAACGUGAAACUCUUUGCGAGUGCCUGUUUCGGC
+GGAUAGCAUCGUGUGGUGGUGCACAGGACGCAAUCAUGUACGCCGUUUUG
+AUAUUGAGAUGCCGGAAAAAGCAGGUAGAUCGGUCGUGGCGUCCAAAAAG
+AAUGGAUCGGUAGUCUCCCCUGCGCUGGGCUGAAACGACACCGCAGUAUC
+CGACAUAUCGGAUGUGGACUGGCGGGCAAGUAUCCCUUUGCCAGUUAACU
+AGCGGUUCGUCGGCGGAACGGGACCUGUCGCGGAUCCAUAUUGAUGAAUA
+GGUUUGGUUAGCUUACACGGCGCGCUAACGCGAACGCCAAAAGCCAACUC
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+UAAGGGGGCCCUAAAACAGGUAUCAUUGUUCUUUUGGGGGCACGCCUGAG
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+GGGAAAAGUCUGCACCUGAACUUCGGACGUCUUUUAAUAAUGACUUUAGA
+UACUCAGAGCCUACGAUAGGUGUUGUACGCACAAUCCGGGAAAACUCCGU
+UCGGUGGCUUCUGUAAAUGACGACUACAGCCGCUUAAAUUCCUCAACGAG
+GGGGUAAGGGCGAGCUGUGUGGGCACUACCCCGUGCUGUGUGACGACUCC
+ACGCCACUCCUUGGGCCCCCUAUUGUUAAGGUGGUAAUAGCUCCGCACAG
+CGCUACGACCGAUACGCAAACCUGGUCUGAGUCACACAACUCUUUACAUU
+UCCGAUGUGUAGCCUGAAGUUAUCAGGGCAAUAGUCUAUGUCCAAUCCUG
+AACGCUGAGUUACUAGUGUCAUGCCGAAUAGUAGCACGAAGGGCCAAGAU
+GUCCCUGGCGGGCCAGCGAGGCGGUUGAGCGUCCCCCCCCACGAGCUUGG
+ACUGAGAUAGCAUUAUUUAAAUUCGGAUGACAUUGUUGCAAAACCAAAAC
+UUCGAUAGGUACGGACUUAUACAGGGUGGGUCACUAGGAAUGUUUCCUGA
+UAGCACCAAAGCUGUAUCUGAGCCUCCAAAGCGAUCUUCCCUGGGAUCAC
+CCUAGCCGCAAAGGAGUUGGCACGUGAAUUGGGAUUAUGGCACUCUGCUA
+GACGCCCCCGUGACACUAACCUUAUAUCCCACCGGAGUAAGAGGCUGGUG
+UGAUGAGUGCCUGUCCCUCUGGUGGACCAUUAAUGCGAUAUCAACGUAUU
+GUCAGUACGGAGUCUGACUACGCUGGCCUGAGUAUACAUUAACUCCAAGC
+AUCUGCUCAUUCGAAGGCGCCGGAUAUAUCUGGAAGUCACAAAGUACGGA
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+GAUUAUAAUGUGCAAGCUGGCUCGUUCUAUUCUCGUUAGUGAUGGUUUGG
+GACAAUCAGGGACCGGACUUCAUAGUCCGCACUUUCUCUGAAGACAGCUG
+ACGCGAUACUCGCGACGUAGUGAAUAGCCGUAGGUAAGCAGUAGGCAAUU
+CGCUUAGUGCAUCGUCUGGCACUAAGUGUGUUUGUCGGUCACCUCUAAUA
+CCACCACCAUUAGUCCCAGCCUACCUGGGGUCCGGGGAUUCGGCCCGCGG
+AAAUGGCGUUGCGGGCAGACACACCAGAGUAAAAGUGCAUCAUCACUCGC
+UACUGUCAUUACAAUGCAUUGCCAUUAUUAAACCCACUGCCCCAGCACUC
+GAGACCCCGGCGGCACUGACCCGAUCCGGGCAACACCCGAUCUUCUGAAC
+CCUGUAGUUGGUCUUCCUGUGCGUGAUACUUGCGACCUAGUUCAUUACUC
+AGCGACUUUACGAGCUGUUUCAAUUCCUAGGCGUAGGCACCAAACAAAUA
+GCUUCCUUCAGACCUUGGGGCGAAAAGGAUGGGCGCAAGACGACUCCACA
+UGCACAUCCUCAUGCUCGCUUCAUCAAGUAGAUCAACUUCAAAAGCCUUU
+UGAAUCUCCACCCAUACCGGAGGAGGCCUGUAUGAAAGAAAGGCCAGAUU
+ACUGUGCUCCCUGAACCACGCGGUGCGGCUGAGUCAUCCGUAUAACCGGU
+CGGCGAUAAUCUAGCAUCAGGCGGUUUUGGUUCAGAUAGCCGGCCAUUUG
+AUCGCGAUUGGCCCCAACGCAUAAUAGGCUGGGUCCGUUCAGAAAUUCAU
+CUAACGCUAUGUUUGUGACGAUCGCUCGUGAGUACAAUGCGGAGUCUAAC
+AGGCCCCAAUAAUAGUGUGGAGCCUUGUCAGGCUCGUCGGUUUUCGCUGC
+GCGAAAGAUGGCCAUGUGGCCUUCUCUCCUUGAUGCGAAUGGUACAUUGC
+AUCCAUACCCCAUACACGGUCACCCACCUAUGAAUUGAAGGUCUUCAAAC
+UAAGGCCGGCGGUGCCUUAUUUCUGUAACAACGGGGGCCUGCUGUACAUU
+GCUACUAGCUAUGUUAUAUAAACGUUUUCCCCAACGGCGAAUCUUGUGAC
+GUAGAGGAGCGCCCCCCCGUAACCGCCAGCAUGCGCACGAAAAGGCUAGU
+UUAUCUCACCCGUACGAGGACGGACCAGUGAAGCUUACCAAAGGAGUGAU
+UACGGAAAGGUGUCUACCGCGGGUGCUGAUUGUACUCUUGGCGGGUAAGA
+CGGAUUAUCGUGUUGAUUCCCAAAAAGCCUAGCGCCUAUCCUAUGGCCGU
+UGUGCCGGACUGGUGCCGUAAUGGGCCCGGAACGUUUGCAUGCUGAUAAG
+GCGAUGUGAGGAACCAGCCUCACGGAUGUCCUCCGUACUGCCGAAAUACG
+GCCGUAGGGAAAAACAAGGAUAUUGUAAGUACGAAAUCCGCUAUGUCGGU
+UAGCGUGCUUCCCUUUUACGCAUCCAUACUCACAAAUGACUAACAUAUUU
+GUGGGGGGUACGACAGAUCACCAGGAGGUAGUCGUUGCCCUAUCACACGU
+GGGGCACACCGCUAUGCCGGGUUUCUACGGAAAGGUCACACGUUAUACCU
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+GUGGGAGCUGCAAGAAUUCACGCGCGUAGGUGUAUAGGGUCAUAGAUAUA
+GAUGCCCGGGUCAUUCCACAUCCCGAUACACAAAUCGUGCUGCUAUUCUG
+UCUUGCGCCGGAUACCACAUGAGAUAACUUUCACAUAUACUGUGGCUGCA
+GAGACCCCUCCAAGGAUCAGUUCUUAACCGUCGAUGGAUAAGCACGGUGA
+ACAACAGCGGACCCACUAAUAGCUCAUAAUUUGCAAGGCAGGACAUGCGU
+AUCUCUAGCUCGCUGGAGAAGCAAACAUUCAUAGUGGCUUCCCCGUCCUA
+UAAGGUUCAUGUAGCCACCAUCGACGGCACCACGAAAUCCUGCAAUCGAU
+GUUCGCAACCGGGAUUUGGUACGUUAUCCGGUGUAUGGCGAGAGCUCUGC
+CCUGAGACUAGCAUACAAUCUGAUGCAAGCCCGUUCCCAGUUACCGUUUU
+GAGACUAUAUCACAGGGCGAGUAGUGCCUUGCGCGGCCGGAUCCCUACCG
+UCAUACCCUGCGGCGAGCGGACUGUUCCAUUGGAUUUCUAUUUUCCAUGG
+UAUCUUGCAGGGGCGUAAGGGAAGAUCUGGAUGAGCAGGGGUUUGCGCUG
+CGACCUAAAACACGCAGCAUCAUUAUUGUGUGCCUUCUGGCUACGUUAUG
+AACGAUUAGCGGCCGUUUUACGUUGCAGCAUUCAAAGGCGCCGUUGAGGG
+GCUGGGCCACGAGAUUCGGGGGCGUCACACAAGCGAAAGAUUCGCACUCU
+CGUACGGGGCCUACUUAACGUAGCGUUUGGUUGAGGUCCCCAGUUUUGAA
+CGUGUCGAGUAGAGUUCUUCGUUUGGCCACGGUGUUCGCCGCUUGGGUAC
+UUCCGAUAACUAUCCAUUGCAGUAUUGUCUGAGGACUGUACUCGUACUUG
+GUGUUAAAGGUUAGACAGGCGCGGCCCGUUUCCGCCUUUACCUAACAGCC
+GCCCCACUGGCUCUAAGAUCAGUCACAGACACGUGCACGUCCCUGUUGAA
+UUCUGGACUAACAAAUCCCUGGCCGGUUAAUGGGUUCCUGUAUGCGAAGU
+CGCGAGCGCAGCGGUGGUUUAAGUACACAAGUUGUCCCAGUAUCGUCGUG
+UCACAAUCAGGCUCUGAAGAUCAAAGUUUCACUGAUGAGUUCAGACUCUG
+GACCCUGUAUUAGCUACGGAAUUCAAAGCAUCUCUCGAAGGGGUAAACAG
+UGGGGCUCCUGCUCUAACGUUGCGGGACAGAAGAAUACAUUCGUUCUACC
+AAAUCCCAACUUGACUGCAAUAUGUGGGGCUGUGCCUACUGCGGCCGAGG
+CAGAUUCGGAGCCUCCUACGCGAUGGUCUCUGCAUUAGAAUGCAUGGGGC
+ACUUCGGGAAUCUCUACUGACCCCCUGCCGUCGGAGUUCCGGCGUGAAGG
+CACCCCCCAUGACGUCGCUUUCUUUGCGCUCCACAAUCCUCUAAUCCACC
+GCAGACAUACUACCAACCUUUAUUUAGCUUAACUAUACGGAGGUUCAUGA
+CCUUGAUGGUCCAGGCUACCUGAAAGACUCCGUCGCGCUAUGGUCUGAUG
+UAGUGUAUUAUAAGAUGAUAUCAGACAAUUUGUCGCCAAGGGGCGUGAAG
+CCCAAGAUACUUCCUCUCGCAUACUAGGCGCCGUCGGGGGUAUCGCCACC
+AGAUGCUCAGUCUGGCUAGAUUGUUCCUGGGAUACACCAAACGAAACUAC
+UCAAGUGCUUCAUCAAUUUCUAUCGUGUAGGGUUGGGAACUCCCCCCUAC
+ACAGGCCUAGAUCCGUCAAACCUAACAAGUCCUGGCACUGUAUAGCUUAU
+GGUUCUGAUGGCUGCACGUGCCGAACAGAAUUGAUACCGACUAACGAACA
+CGGACACGGCUUUAGUAGUUCGUACCGGGCUCCGCCGUUUACGGCCCAGC
+UGCUUCCUAACUACCGUCUGCUCCGACCAAUCAGCAACGGGGAUAUGACC
+ACAAUGACUGUCACGGUAUUCGAUCAGAGUGAGAGCCGUUCAUAUCACGC
+GCUGCGUAGAAUCAGCGCGUUGAGACGCCGGUAAGUGGGGGUAGAUCCAU
+CGUUAAGAUAAAGGGAUCAAAAGGUCACUUUUUGCAAUCGCUACGCGAGC
+GGGGUGGUAAUACGGUAGAGAGUAAGGAGGACUAUCUUACAGUCUCUUGA
+GAUUAACCCCAAUUACUUUCAGUCCCUUCUGGGUAGAAGGGGACAAGACC
+UGUGCUUGACCCCGCUCGCUAUAAGCUCGCGUGUUCAUCGAAGAAUGUGA
+CGUCGGAUGGUCGUUGUGUCCUAUCGGUCGGACUAAACACGGCAGAUCCG
+GCCCGACGAGACGACGCCCGACACCGACCACGAACGUAGAAUGGCUGCCU
+AUCUUUCUUACUAGCAGUAUAUAACGCGCGCCAUGGAACUAGAGGUAUUA
+UUGUAGUCGCCCCAUGGCAGCCACAUUACUUAAUUAUCUUCCCUCUUGUC
+UUGGUAAAACACAUGGGGAAUACAGCAAAGGCUUGGAAUUGCGUUUCAGU
+GUCAUAAAAAGGGUUUCAAGGGAACUUAUUUCUUAAAGGGGGUCACCGCG
+AAGGACGGCGAGCCGAGGGUCAACAGUCACAAAGAGUUCUGAUGAACGGA
+UGUAUAAGCCGGAUUUAUGUUUUUUUGGUCGGUCAUCGCCACCAUUUUAA
+GGGGGUGACAGAUUUGUGAGGCCGUAGUUUGGGUCAUUGCCAGGCUUAAG
+UCGUGGGUUACAGUGCAAUCCGUGGAUGCGAUCCGAGUCGGAGAAUUCAG
+AUCGUAGGGUGCCGACCACAUGAUGGCGUACCCAUGGAGACAGGACUUAU
+GGCUUGGCACAGGGGCUCGAGUCGGGUAAAUUAUAUUCUAAAAGGACCUA
+UGAUGAGGGACGUCGAUCGUGGGCAUUCCGCUACUAACCCAUAUCUUUAA
+GUGCGGGCAAAAGACUCAGCGCGUCUAGCCGGUACGCUUAUUGCAAGAAG
+UGGGCGUUGCAUACAAAUUGACAUCAUCGGCUUACCCGCGAUUCAGAGUU
+GACACACUGAUACAGUGCCAGCUUCCGGUGCGCUAAACCGUGCUCCUAAA
+CUAAUCUCAUCCGCAUAGAGACCAUCCCGCAUACUUGCUUCUAAGAUGCC
+CGAUGGUCGCUUGAACGUGACUGGUAUACAUCCUCCAUGGACAUUUUAUC
+CAACUAAAGUUAUAUAGCGCCUGACCGGUAGACUAUAAAUUUUGAAGCGC
+AUCGACGAAAGGGUCGAAUGAAGCCUGUUUUUAUAUAUUCUGGGUUCGAC
+AUCUUUCCAGUGUAGGCAGAGCCCUUUCAAGUGCGCCAGCACGCGCACCA
+GUUGAGCUACACGAGACAAGGGUGCUGCAACCUCCCGUGCGGGUCGGGCA
+CACCCUGUUCUGGCGACAGACAUCGCUAUGCCACAUUGGCAAAAGACACU
+CAGUGCAAAUCAUCCCGCCCUAAACCGAAGAUGAACCCAUACACAACUCA
+CUCUCCGACGACGAAAGCCAUAACAGACUUAUGCCAAAUCUCCAGUGACC
+GACUGUUAAACUGCAGACAACGUAUUGAGGGGUACCCCAGAUAAGUCUGA
+GGAGGGCUCGCAAUACGUGUCCACACUAUCAAGCACCAAACCAGAAUGAU
+ACCAGAUAAUUAAGAUGCGAAAUUUCGCCUGAGUUUGCUCGACUUUCCGU
+CGAUCUACUUCAAUCAACAGUGAUAUUAAACUCCGUUUUCUGAUGAUACU
+UUACUAGAGCCGGCAAGUUCGGGUGAGCCCCCGCACUAUACAUGAUGGAU
+CAUGUGAUUUGUUUACAUGGCUUAGUAUACUGAUACUAGCGGGGCGCUGG
+AGCCUCGUUCCGUGCUAAAUUUUCGAAGUUUCGGCGGUGCUAUCAAAUAA
+GGUCGACAGAGCUUGACGAGACCGCGCCACUUCAUACCUACAUUAGUACA
+GCCAGCAAAAAUCGGUGGCACCAGUUUGCUAUCUCUCCCGUCCGUUAGCG
+CUUACGAAGAUCUUCCAAUUUUACGCUGGAGGCAUCCGCCCCUUGGCACC
+AACCAAGGGCUUCAGCUUAGACCCAAAAUAGCCUCACCCAGCAGCCAUGA
+GGGCUGCACAGUUACGGGGAACAUCGCUGCAGGUAUUACGGAGUGACCUA
+UGGUUCAAGAAUUGCGACUUCGGAAUGAGGCCGAGCCAACCUACGAUAAG
+AUAGGUGGAUGUCAAUAGCUAGUUGGUUGAUCCGAGGGCACGGGAGGAAU
+UCCGACAUCCAGGUAUUUUAUCGUGCCGAGCAGGCGGCAUGCCUCCCUGU
+GGCCCUCUUCGAAGAAGACCUGAUUUCCGUGACGAUUAACUCUGGAAUGG
+GCUAUGGGCCAGGAAAAUGCUCUCCGAUUUAACUAUUAUGGGAGGAACUU
+UCAAAUAGCGCAAUUUCAGACGGUAUACCCAAAUAGCCACUUAAGGUUAC
+AGCAUACUAUAAACGCAAGACUAGUACCCUGGCUUGUAAACAUGUUCCGC
+CGUGGGCGCACUCCAAGUUUUGCCUGGGAGGGAGGAAUUGCGUAGUUUAA
+ACCUCGCAAGGGUAAAUUAUUGUGCAAAUAUCCACCAUACCGGAACCAGU
+GUUUCAAACUUAAACGGCAGUACACCCGUUCAGCAUAUUAGUCUGGUCUA
+UUUACUAAGUAGUCGAUCAGCAUAUACCAAACGAAUAGUAGCGCGUGUAU
+GCCGGCGCUAAUGCGGUAGUUACGGGCUAACCGAUAUGGCAAACGAAUGC
+UCACUGAUCUUCGCACGCCGACAGGUCAACAGCGCAUUUAGCUCAUCUCG
+GACUCACGGUUACUGAGGAAACGUCCUCCACUGCAAAAAGCUUAGAUCGC
+UAUAGCCUCGCCGCUCGCGACGGUGCCCCGUUGGGUUCUUACAUCGUCCG
+GUUCGAGAAAACUCGUUAUAAUAGCACUUAAAUCAGAAAACCGAACAUUU
+CCGACCUUCGGGUGUGUGUUGCUAGAGAAAGGACUGGAUUCUGGACUUUG
+GUACGAUGUUGAUGCCAGGUGCGACGGGCGCUCGCACGGCAGUCACGCUG
+GUAACGCACUCGCGAUGGGCAUGGCGGUCUGAACACCUGUAAAAUCGCCU
+CGACGGUAAGGUGGACCAACGCUUUAGUGGCCUGUUAUUGGUUGCUGAUA
+UCUACGACUCGUGCCUGAACGCCGUAGGCGGGUUUCAUCCUCGAACCUCG
+CUGUAGCAGGAGCCUCGUUCGGGGAAUCAGACGGGAAUAACCCUACCGGU
+UCCUACUGGUAAUGAUCCCACGCGAUCGCGGGUCAAUUCGUGUUUCAGCG
+GCCACAUAUGGACUGCCGUGAUGGGGACUGUUGUGGGCGUCUCCGAUUGU
+CCCAGAAGCGGGCUUGCGCGCCAUGCCCGAUCUUGCGAGAAUGCAUAAUC
+UGGUGGGCCGGAUAGCACUAUCCGUUAUUGCGAAGGCUAAUUCCAACUUG
+AGAGUCUUUCGUCUGUAAUGGGAGCCCGGAGACAUUUAUACCAGCCCUAC
+UUAGUGGAUCGUUUGAACUUUGAUUGAGUGCGGCAGGGAGGACGUGCGCU
+UGAUCUUGGACUGUAGGAUGUUUCCUACCGUCAGAACCGUGCGCCAGAUG
+CCGUGGAAUGCCCAGUAGAACUGUAGCAGCCUCAAGGGGCAAGCGAUACG
+AGUAAAGGAGUCGGUCCAAUCGCACUUGGUUUCCUGCCUUUAAUUCGAGA
+GAGUUAGUGCACUUUGAGGGUAGUUGUCAUCUCUGUGACGCCCCAAAACU
+CCUCGCUAACCUCGUCGAACAGACGUCGAAAUGACACAGGUAUGCGUGCG
+AAGUUAUGAGCUAUAUAGGAUAUGUCAUCACAUACUCAGCGCCCCGUCGU
+AGGUUGGAAUUGCUACUAGGCUCACCACUUAUUAGGCGUGGUCGACUAGC
+UUUUCAAUGCGUCUUAACAGGACACUGAGGAAGUAUUGUUAAAGUAUCCG
+CAGUCAAACGUGUUAACGAUGCUAGUGCGCUUAACUAACCUUACGUAAGU
+GCUUUAGCAGUGCAAGAUACCAUCUUAAGAGUGGUGACCAGGGUGUUAGU
+UCCUGUGAGAAUCCAGAUUCAACCAAAGGGGGACCCCUCCCCAUGCCAGA
+UAGGUUGGAACACUGGCAGAAAUCUUGGAGCAUCUUACCAUUAAUUAUAC
+UCUCAUCUUUCCUGGAUAGGCUACAACCGUAUUACCCUCGAGAAUGGACC
+UCCAAUUCAGACGUUUCGAAUAAAAGGCAAGGGUUUGUCAAAUUAAUUAG
+UUCAUGCGAUUCGUUUUUAACAAUGGUUCAUCGAUGACUUACUGGGAUCU
+AACAGUCACCUUUGACCCGCCUGAGGGAAGACAACUUCAUAACUCGAGGG
+AAGAACGAGUCAUUUGUGCACAAUACGUACUUGGCUAUGAUGCCGCCUGC
+AAUUCAAGGGUUCAGAGAAUUUUUGUGCAGCGUUCAGUACGGUGCCAUCU
+UCCCUAUGAGACAGUUAAAUGAAUGCGAUUUACCAUUGUCAAUGUCGGGG
+UCUAGCUACAAUACGCAUACCAGCUGUGCAUCGCGAGGUACGGACGCUCA
+UAGACUCUCCAUAUUCUGUUGAACAACGAUGGGCGCUUCGCUUUCCGGUG
+CGGCAAUCUGACUCAUCUCAUUAGCAUUUUCGGAGAAGAAUGGUCCCCCC
+ACCUUUCUUUAUCAUCAUAAUUGCACAGACGACCUAAAAUAUGGAGAACC
+CCAAUCUCGAGGUGAGGUUGCAAACUCGUUGUCUACGUAUUCCUAGAGUU
+GGUUACGAUAGAGCUGGUAGUCGGGACAGUUUAACGCUCUUGUGUGUAUG
+GUAGCCGAAUGUUAACUCACCCGAUAGAAAACUGGAUAAUGAUUUAAUAC
+CGUCACUCCACAUGAGCAAUCGAUUUUGUCUAGAGACCCAGGCGCAACUG
+GGAUUAGAGAGUGUUAGAGUAGGUAUACAUAGGUGCUUAGAGACGCUUGG
+GUGUAUCCGCGCAAUUCUAAUAGAUCAGUUAUUGUACAGUACUAACGCGA
+UUUGUGCGAGAGACGGUCACCAACUGGAGAAAUAAGCUAAGUUGAUCCAA
+AGCUAGCUUCGUUGAUAAGCGUCGUUGUGCAGUCGGGUUUGGAUAACCCG
+UGAGAGCUACAGUCACAAAGAUCAUUUAUUGUAAGCAAGCUCGAGACGUC
+GGCUUGUGAGUAGUAACUUCUCCUAAUUUUCAAGGCAGGCGACACUACUA
+CCGGUUACUCGCUUGAUGUUUUCUCGACCUUUUACGUUCUCCUAAACCGC
+UGAGCUGGGGCGCAAUACGUGCACACUGGGUAAUCCCAUGCUGCAAUGAA
+UUAAAAACUGCAUUAUUACCCCGCCAGACGGUCUGAUCUUGUAAGCGGCC
+UGCAAAGCGAUAAUGGCUGCUUGCACAUCCCGUGUAACUGGGUAAUUUGA
+AGAAACAUGGCCGUUGGGGGCCGCUUAAGCAAUUGAUCAGGUGGUUAAUG
+UAAAGAGCGUCUGAUUCUGUUGCUAACUUCGCCGUGCCCACGCGCGACUG
+UUAGCGAUUCAGGAGUCGCGAAAGACUCGUUUUGUUUGUCUCCGGUGUGA
+UUCUUGCCGGGCAAUCGAGUUCUUAACGCCAGAGCAUAGCACACACCGCU
+AUUAGCUUAACAUUUGCACCAAUGUGAGUAAUCUAGAUCCGCCGGAUCGC
+AGUCCCAUUGAGACGGCUAUUGGCUGUGCCUAUGGUGAUAGAUUAAAACA
+ACCCCAUCGGUCGUGUCGCACGGACAGAUCUGUGCGCUAGGCGUAACGCC
+GGCCAGUUCACAAAUUGGACAGCCUGCCAAUCGCGGUCAGCGUCGUAUGU
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.ebd
new file mode 100644
index 0000000..4cf2c1d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.ebd
@@ -0,0 +1,26 @@
+RF00023 AE002154.1/2543-2131 pg-1_7 37588 38000 0
+RF00114 AE004888.1/2785-2659 pg-1_7 45837 45963 1
+RF00174 AE012820.1/3705-3927 pg-1_7 34796 35018 0
+RF00380 AE013401.1/1741-1571 pg-1_7 21818 21988 1
+RF00080 AE015551.1/8187-8055 pg-1_7 27725 27857 1
+RF00080 AE017205.1/106071-105970 pg-1_7 44205 44306 0
+RF00177 AF202663.1/1-541 pg-1_7 11958 12498 0
+RF00024 AF221914.1/112-589 pg-1_7 8987 9464 0
+RF00024 AF221919.1/107-614 pg-1_7 14607 15114 0
+RF00169 AJ235273.1/216698-216780 pg-1_7 49060 49142 0
+RF00169 AL023596.1/21933-22018 pg-1_7 43763 43848 1
+RF00373 AL445066.1/122039-121735 pg-1_7 22275 22579 0
+RF00230 AL596169.1/7629-7387 pg-1_7 7572 7814 0
+RF00174 AL939123.1/7488-7321 pg-1_7 40952 41119 1
+RF00174 AL939130.1/261334-261631 pg-1_7 31315 31612 1
+RF00174 AP001508.1/5769-5939 pg-1_7 2117 2287 1
+RF00167 AP001509.1/209873-209971 pg-1_7 41986 42084 0
+RF00174 AP001509.1/273579-273768 pg-1_7 20554 20743 0
+RF00005 D10744.1/389-471 pg-1_7 48645 48727 1
+RF00017 M21085.1/9-299 pg-1_7 17334 17624 1
+RF00023 S67602.1/1-411 pg-1_7 27976 28386 0
+RF00011 U39713.1/7664-7293 pg-1_7 46280 46651 0
+RF00177 X54421.1/3165-3670 pg-1_7 17763 18268 0
+RF00028 X55026.1/62111-62519 pg-1_7 13970 14378 1
+RF00170 X60206.1/2132-2205 pg-1_7 23434 23507 0
+RF00020 X67000.1/4-110 pg-1_7 18600 18706 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.fa
new file mode 100644
index 0000000..7557623
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr7.fa
@@ -0,0 +1,1001 @@
+>pg-1_7
+UAAGUGUGUCCUACCUGGCUAUAACUACUUUCCGAUGACUCGGAGGACUU
+AGUGUAAUCAGGGGCUUCGCCAGGUUGACCGGUGUAAUGCUUCCGCCACC
+GCGGGGAGAACCCUGCAAGACUAUAGACCUAGAUGUUACCUGGGAGGAGG
+AACCUUAAUUUGUAAACUUCACUUCAGUUAGCCGUUACCUUUGUAGCUAG
+ACCUCAUCGAUGGCGGCGGGGGAAAUUGGAUGUAUCAUGACCUGCGUCUA
+AAUGCCUGUAAAGUAAAUAAUGCAGAUGGGUAUACCCGCGCGUACCGUCG
+GAGCUGAAAACUCUUUACUGCGGACUUAGCGCGCCAGGCGGACUCAUACG
+UCGAUAAGCCUAUCACUUGCAUCCUGCGCAGAGUUGCUGAUCGGAGUAGU
+UUUCGAGUCCGCCCUUCGGGAGUCGGCCAACCAGGUCCACCCACCAGCAC
+GGUCCUCGCACGAUCGGUGUGCAUGGUAUAUCAAUACAAUACACAUGAGC
+GUAUGUCGUGGCACACUAUGGGUGAAUUACCCCCGUAUAACCGGGUUUCA
+UGGUGCGGCAUGCCUCUGUUAAUGUGAUACUCUGACGUUAGGCCACGUAC
+GACGAUACCAGCACAGAAGAUAGUCGAGGUAUUUCCCAAGUAAUUGUCCC
+ACUGGAUCUUAGUGUAACCCCGUAUUAUUCAUUGGAGAAACGAUUCAGCG
+UGUCUAUUCAUUUAGUCUCUCUGGGAGUUCUAUCGUGCGUAGAGCAGCCC
+GGGAAAGAUAGGAAUACAAUCACAGCAAAUGCGUUAUUUUGGAUCUCGCU
+CACAAAACGAGGACGGAGGAUUGUCAGCUGAGAAAUCCUGUACUGGAGGU
+GUGUACUAUAGAAAUAACCUCUUCUUCCUCGGGAUAUCGUAAGGAUGUCA
+GACUUCGGUCGACCCAGCCCGCUUAAACUACAGUGUUAUAAAAAUAUUUG
+CAGCUGCCGCGAGCUGAGAAAAUACAAGAUCAUAUGCUGGGAACCGCAUU
+CGACCUUAAUGUGCUCCCUCAGACUUCAGGCUCGUGUACAACUCGGUCAG
+UAGCGCUUGCCAGACAAACGAUCUGCGUAUGAAUCCAAUGACCCUUCGUA
+CCGUAACUACUCACAGGUGCAAAGUUGGUUAUUCUUCUAAGUGAGUUUCG
+AUGAGGCGAUCCCCAUCCUUUAUCCGCGAUUAGCAGCCAGACCCUGCUCU
+AACACCGGCCGACCUGUCGUCGGAAUUGAUCUAGUUCGCCCGGUUUUAGC
+AACGGAAGCGCCGCCUUUUUGUCUGGGUUUAUCCAGCCAUUGUUGCAAGG
+AACUUACGGAUAUACGCGCUCACUUGGCGGUGUGGAAAUUAACGAUGAGU
+GGAGGAAUAAGUCCCCGGACCAGGUCUGCUUUUAAUUUGAAAGGUCCGAU
+UGUGCGGCGUUCGCGUGGACAGUCAUAGGUAUAAGACCCAACUCGGGUAU
+UGUUCAACGCUACUUCAAAGUAUCUCAGAAAAGAUAGAGCGAGUGCCGCG
+AUUAGAAACUGGUUUUGGGUCGCUUAGCCAUCAAAUCGCUCUGCCUUCAC
+UAUUGACCGAUACUGACACAGCGCAGAGAACUAUUAAUUCCUGUUUGUUA
+CCAAGACCCUGCAUAUUUCUCUAUUGCAAUGACUAGACCAUCCGCGAAAA
+CGGCUGGAGUCUAUCCCGGUAAUGAGGAUUGAUUCGCGGGUGAAAAUGUG
+CCCAGAUACGUGAGGAGUUGUCCAAACAAGAUUCGCUCCUUACAGAUGUG
+UCCACUCUUCUCGUUUUUUUAUGAAAACGUGUUUUAAUCGAGUUGCCGGA
+UUGCAAAUUGUGCUGGACCCAGUACCAUCUUCGUGAAAAAUAAAAAGUUC
+UGGGAUCACAAAAGAAUAUGGGUGAAGGGCUGCUUGGCUCAGAAAUGCUC
+ACGGAGGGUGCGGACAUCCGGUUAGCGUAUAGCGUUUUCUAUUACUUAAC
+CUGAAGCGACCGGCUUGCACUUCCUAUCUGAUAGGUGCAGUUACUAGGUU
+CAGCUGUUUUAAGCACCAUUAGAGGACCUUAAUGACUUAGGUUCACUGCA
+GCAUGUACAGGUGUAAUCUACCACUAUAAGAUACAAGUUACUGACAGGCG
+UAAGCGUACCAUUACUUGACAGCGCAUCUUCUUAGGCAGGUCUCCUGGCU
+CCGAUUCAUCGCAUGCUACACCUUCCCAGUUUCCCAGUGGUAUUGUAGCA
+GCUCCUCGACUACAGUGGCGGGCUCCGCGUCGUUUCAGAACUUCCCUAUU
+CUCCUACAAAUGAGGCACCUAAGAAGCCUAUUAAAGUUCCAGACUGGAAA
+AAGGACACCCAUGGCCGGCUCCUAUCCGUACUGGUAUAUCUCACCACUAG
+UGACUUUCUUUUGGUAUCGACGUCAGAACUAACCUUGACUGCUAUGAGAC
+GACGAAAUGACGCCUAACAGGAGACCUCCUGGUGAUGCUUACCCCUUAAC
+UUUUAGAUAAAAAAGCUGUAUGCACGAUAGAAUUCCUGUCAAUGUUUUGC
+CAAACGCAUUUACGGAUCACCGCCAACACAUACUUAGUGACGAAAAAGUC
+UGGCCUAGUCUUCAUAUACUGACCCCUAUUUGCAGGUCUAUAACGUAUAA
+CCUGGGCGGGUUAACUCUAGAUUCUCUUUUGGCGUGGACUGUUGUGCUUC
+GCCAAACCUUGACUACAUAUAUCUAUUGGUUACGCUCUGGAAGCUACGUC
+GAGUUGACCCUCUCACGCAAUCGCGCGAAGUGGGCCGUUCCGUAGUAUCC
+CCGGGCGUGGUAAAAGAGCAGAGCAAGGUGAAGAUCCUGCUGUAGCACCC
+CGGUUUUUAACUUGAUAAAGAGCUGAAGGCCUAAGAAAUCCCCGACUAAG
+ACGAGAAGGCCGGUUGUGCUAGCGCGAGGCGUGUCACGAGUGUUGUACGA
+AUCCCGAGUGCCGUUAAUAACCUAUUUGAUAUCUUGCGUUACUGAGCUGG
+UGGCCGUCGCGUCGACGACAGGAGCCGCCCCUCAAAGUGUUAACAAGACU
+UGGUUGCCAUUAAAGUAUUUCGGUAGAACAGGAGGUGUGCCGAGAGCAGG
+CCAUCUUGCAAGACAGAAUUGCUCCCGAGACUGGCACCCCGACGGGCACC
+CAAGUAUUGCGUCGAAGGUGAAACAUCCACAAUAUACACAGCCGAAGAGU
+ACUGCGAUUAUGAGUAUGAUGCAAGCAUUAAAUAAAUGAACAUGUCGCAA
+ACAGCUAGCAAAAGAUGACGGAAGGCCAUCGGAGCAGGAGCCCCGUGGAU
+CGCCUACACCCGCAUUCUGCGGACCGUAGUAUGGGCGGGCUCACUGCCUU
+AUCUAAAGGGCGCCGUUAGAUGGGAUGUAUAUGUGUAGGUGUAUCAGAUC
+AACAUUUUACAAAAGAAGGCUGACUAAAGCACGAGGCGAAUCAAAAAGGC
+UACGGAUACUAUAUAUCGGCGUUGAUGGCCGCAUUCUUCCUUUACCCUGC
+AGGAUAGCAUUAUAUAAUUCCAGAUCGCGCAUCGAUCGUCGAUAGUAAAC
+GGUUAGAGCUAGUCAAGAAGCGAUGUGCAAUGAUAACCCAUGGGUAAGAC
+UGAAGUCUGUUUACUGGGUACCGAUAACUGCCAGCCUGAGCUCCUGGUGU
+GUGAUCCGACACUUACGGGUGAUUCCACCGUUCUUAGCAAUACUCAGCGG
+UGAGCUACACACGUUACGUGGACAAAAAAUUCGCAACUACCCGAAGUGAC
+UGAUGCCUAACGACGCCUCAAUGAAUAAGGAAAGAGGAGACCACAUUACA
+AUUGUACACCUGGCGAUGGUAACGGCCGCCACCAGCCCACGCCGACUGUA
+CCACCUCGAUGCCCACUAGCCUGGGACCCCAGUCCGUUCUCCCGGUUGCA
+GAUACAGGAUGGGCUGAUUUCACCUUAUUUUACGCAAUUCGUGACGGGAU
+UCAAAGUUUGUGGAACGUAUGAUGCCAUCGGCGAGCUUAUACCCAGGUAC
+CGCUUUAAGGUCCAACGUCUCAUCACGGGAGGGCCUAAUGUUAACUCUCA
+CAGCCCUCGUCUGCCACGUUGAGCAUAACGGGGUUUGGACCGACCAUGAC
+CGGGGCGCUGGACAAGAUGACGAUGCACGCUUGAACGGCACGUAUAGUAC
+ACAGACCUUAAAGUAAUGAUUUACUUCAAUGCUCUACCCAAGAGUAGGAU
+AUACAUCCUAUUCGCCACUGGGACCAACCUUAAACCUGCUGGGCGUCGAA
+GGUGUUCUCAUAUCAUCAUAUCCAACCGAUAGUUGUCAUACUUCGCUUCG
+UUAGGCUCUUUUAAGCAUUACUCUUUCGAUGUGGCAGGCUCAUAGUAGUU
+UGUGGUUUAGCCCGGGCCAAAAUUCACACUUCUCACAUGAACAAAGCUUC
+GAUCACUACGUAGCCCCAGCAGCUGUGGAGUCAUCGGGGGAUUAGUAUUG
+AGCGCGGCGGGUUCUACUCCCCUCCAGAUGGAUCCUGACGUUACCCCGUU
+CAGAGCUACAAGCGGCCGCGGGCCGCGAAAAAUUUCCGGCCCACCACUUC
+GUUAUGCCUAACCGACCGAGCAAUGCGGGAGGGGGUCUCUAUUUCCUAGG
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+CAUCUAGCUCUUUCGGAUGGUCUUCAUACCUAGAGUGUUCGACCGAAGCU
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+AUCUUCGAUUCCUAUGAGAGGCUUGGCUUUCUGCGACUGACGCGACUUGU
+GGUGUGCUAUAAGUCCUAUUCCCCGCGAUCUAUGAGGAUGGCUGUGUCGG
+GACUGUCACUUGGAACUCCGUGACGUAACGUCCGGGUUUCUUGCCUUAAA
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+GAGUUAUUCCCCUUUAGCUAGCUAAGGUACGACCUGCUUUAGGACGGUGC
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+CACCCAAGAACCAACCGCGGGAAUAUCGGUUUCCGACUAUCACACUAGCG
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+AAGAUAGUUUCCAAGUGAAUGCCGGCCAACAGGACAGGUCCCGUUAGGUG
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+GGUAUGGUUUGUGACAACACCGCGCAUGGUUUUUGGGUUUCGGGUCUGUC
+CGAGGGUCGCUAGAACCGGGAAUGCAUUGCCUAUCGUUUCCAGCGCCGUG
+ACCAUCAACAGGCCCGUCCGGAAAGUGGCUAGUGCCAGGGUACACUAUCA
+UCGGUACUUCACAACCGAGACUACGAAUCCUUAAGUCGCAGAGACCCUGU
+AAUGAGUGGUGCGCAAUAGGGUGCUGUUCUUCCCCCUCACCGCUCUGGAC
+AAGGGAAAUCACUUACAUAAUCACGUAUGCAUUUCACAUCCUUGCCAUAC
+CAAUACUCGAGCUGAGCUCCUACCCCCGAUUUGCGGUUAAACCACGUUUC
+AUAAUCGCGGGCCAUACCGUGAACGUUUGAUGAGGCAAUAUAAUUGUACC
+UACACCGGCUUUCCAUUAACAUACUCAGUGGCAACAGACCUAGCUAUCCC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.ebd
new file mode 100644
index 0000000..2a9d0fa
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.ebd
@@ -0,0 +1,20 @@
+RF00230 AE008529.1/12481-12234 pg-1_8 15828 16075 0
+RF00174 AE012832.1/3064-3332 pg-1_8 11238 11506 1
+RF00230 AE016948.1/260670-260899 pg-1_8 25026 25255 0
+RF00174 AE017174.1/143751-143548 pg-1_8 43246 43449 1
+RF00023 AF169626.1/1-304 pg-1_8 22530 22833 0
+RF00037 AF171078.1/1416-1442 pg-1_8 29281 29307 0
+RF00009 AF186214.1/1-364 pg-1_8 19186 19549 0
+RF00009 AF186224.1/6-446 pg-1_8 46095 46535 0
+RF00009 AF186225.1/1-234 pg-1_8 25475 25708 1
+RF00373 AF192349.1/1-262 pg-1_8 44477 44738 1
+RF00373 AF192351.1/1-250 pg-1_8 11778 12027 0
+RF00023 AF440351.1/1-322 pg-1_8 42094 42415 0
+RF00174 AP003011.2/321703-321523 pg-1_8 30535 30715 1
+RF00005 J01390.1/6367-6447 pg-1_8 19646 19726 1
+RF00177 L07836.1/21-533 pg-1_8 39512 40024 0
+RF00028 M55084.1/84-519 pg-1_8 17449 17884 1
+RF00031 S79854.1/1605-1666 pg-1_8 43453 43514 0
+RF00023 U30821.1/84810-84519 pg-1_8 38399 38690 1
+RF00373 U42981.1/1-475 pg-1_8 45355 45829 1
+RF00005 X99772.1/7842-7915 pg-1_8 7584 7657 0
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.fa
new file mode 100644
index 0000000..59e464a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr8.fa
@@ -0,0 +1,1001 @@
+>pg-1_8
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+GAAUCGAACAACGGCGACACGAACUUCCCUCUGAAAUCAGUGAAUCGCUA
+CCUCGAUCGAGUCCGUGGGGCUGGCCGACUGAUCGUCGGCCCAUCAACGU
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+AACGUACCGAGUUGAAAUACUGAAUUCUCGCCAGCGUGCCGGCUGCCGGU
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+AGGCCACCUUACUAACGGGACUAGUUCCAUAUGCAUUGUGUAUGCGAGAG
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+ACUAACCUCGGCUUUCUUAACAACCCUUUCAUCAUGUUCUCUUCUCACGG
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+GCCAACGUAACAUACUCGAGAGUAUGCCGGACCACGUGAGGCGCACAGCC
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+AAUCCCAGUAUCCAUCAGGCAAGGUCACUCCUAUGAUCCUGCUGCGGUUA
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+UGGAGAGAACGCCCUUAGUUACAAUUCGAUCGAGGGUUACGCCAGGGGAG
+UGACAAUUGCAUUAAACGUCUAGACUGAAACAUAGAUAUAUCACUUCCUU
+UUGCGUGUUAAUCUGAAUGAGGGGGUUGCUAAACGGGCUUUAGGCAACUU
+CAUAGCACUCGUAGCUGCCAAAGGGCUGUCCCAACAUUCCCCGCAAGUAG
+GCGGAAACUCGAAAGGUAAGCCGUCGAAGCAAUGAGCUGGGAUUUGAGAG
+UAUAAGUCCCCCUCCAGGUUUGCCGGGUAUACCCACUAAGAAGCUAAUAU
+GGGUUAAGCACCAGCCUUUUAAGCUGGAAGCAGGUGACUCCCAACCACCC
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+AUCAACCGUUAUGUUAGAGCCGGUAAAUGUUUAUAACGACUAAACAGGGA
+CCAGAGACUAAAUAUGCAGCUCAACCUUUGCCCAUGAAACAGUAGAAACC
+AAGCUGCUCGUACCAACCAACGACUAAAAGGACUGAGCCGGACGUGAAGC
+CUCGGUGCCAUUAGUCAAAAUAUAGUGUAUGAGUGCCCAUACAGGGAUGC
+UCCGCCAAGGGAUUGUUCUGAGAGAUGUGCGCUCAUAGCUCACAGGCCAG
+UAGAACAAGACGCCCCAAUCCGCUAUUGACGGGUCUGGUGCACCGAAUCU
+AUUUGACUAUUAACUCGGGGGCCACUGCCCGUGAAUCAGCUAUAAUUAAG
+CCCGGUCCGUAAAGUACUUCUCUUUACCUGAAGUCGUUACCAUAGCUCAC
+CGGCCUAUUUCCCGUAGGUAUGCGCCCCGGGCCCUCCACUUUCGGGUCAU
+UCUGCCUGACCGAGCACCCCAAGCACGUCAUCCUCCUAAUGGUGCCAAGU
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+ACGUCACCACGGUACUAUGGGGGAACGGCGGUCGGAGUUAAGUCAUCUCA
+GUCCAAAGGCAUAGGUGUCACUCUCGUAAAUAAUAUAGUGAGAUGAAAGA
+UCCCGCUGCGUACGCAGUUGAGCCAAAUAAUGUACGUAGAGAACAUUUGG
+GCGAGCGGGAGGAUAGCAUCUUAUAUACGUCUUAGAUGGACGAGGCUACC
+CUGUAGGGGACCAAAGUAAAACACCCAACUGAUGCUCAUUCAACUGUAGG
+UUGAUACCCGGGGGCCGGUACAAAUUAUCCCAUGCUAGUAGUCUCAGCAG
+CCGUCUCGGAUCCACAUGCCUGUCUAUAAAAAGAGAUGGCUGACACACGC
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.ebd b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.ebd
new file mode 100644
index 0000000..325a68c
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.ebd
@@ -0,0 +1,23 @@
+RF00023 AB003477.1/1390-1780 pg-1_9 32377 32767 1
+RF00017 AC002512.1/76041-75744 pg-1_9 1074 1371 1
+RF00168 AE010489.1/2647-2468 pg-1_9 29783 29962 1
+RF00169 AE012781.1/271-172 pg-1_9 24112 24211 1
+RF00080 AE015938.1/76711-76816 pg-1_9 26787 26892 0
+RF00004 AF053589.1/90-279 pg-1_9 19957 20146 0
+RF00031 AF096875.1/5504-5568 pg-1_9 8014 8078 0
+RF00024 AF221924.1/105-538 pg-1_9 11472 11905 1
+RF00031 AF322071.1/1577-1642 pg-1_9 21533 21598 0
+RF00023 AF375576.1/1-322 pg-1_9 10116 10437 1
+RF00055 AJ132685.1/1-77 pg-1_9 41865 41941 0
+RF00174 AJ295339.2/5-215 pg-1_9 7349 7559 0
+RF00174 AL939107.1/147400-147583 pg-1_9 34928 35111 0
+RF00080 AP004603.1/147738-147633 pg-1_9 27819 27924 1
+RF00174 BX248357.1/28572-28772 pg-1_9 19500 19700 0
+RF00174 BX294144.1/76053-76292 pg-1_9 804 1043 1
+RF00080 BX842584.1/155440-155547 pg-1_9 44319 44426 1
+RF00379 BX927150.1/172169-172001 pg-1_9 23089 23257 0
+RF00023 U38804.1/23536-23808 pg-1_9 14022 14294 1
+RF00003 X06880.1/1-162 pg-1_9 30869 31030 0
+RF00028 X55026.1/30069-30266 pg-1_9 15281 15478 1
+RF00030 X65942.1/212-429 pg-1_9 42736 42953 1
+RF00023 Z99121.2/35763-35404 pg-1_9 38823 39182 1
diff --git a/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.fa b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.fa
new file mode 100644
index 0000000..85a601e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-1/rmark-1_chr9.fa
@@ -0,0 +1,1001 @@
+>pg-1_9
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+CCCACCCAGAGCGCCGCUGACGCCACGCGCGUGGGCCGCGGGUUACGAGA
+AAGGGCUCUGGUUAUGGACUCAUAGCGAACAUCACGUUUAGUUCCGAUCU
+CGUUGAUGAAGUUAGUGUGCCUUGUCCGCAACUGCAUCCUACCAUUACGG
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+CGCAAACGCUCGCCUUCUCGUCCGUCACGGAUAAUUCCGAUCAACGACAA
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+GUUAAGGGUGGUACGCCAAUGUUUCCGCUUAACUUUUCCGCAGGGUAGAA
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+GUCGCAACAUGUUUUAUGUAUCCUUCCAGUUUUCAUACGUACUCGGUAAA
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+AUCAUUGGAAGUUUGCCUGGAUCGAAUUACAGAAGCAUUUUCCGGGACAU
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+AACAUUCACUAUGUGUUCGUGUGGGCCUGAGGAUUGAGACGGGAUAGAUG
+CCUGGUAGCUUAGUUCGACCUUCUAGCGCAGUUCGCCCACGAGUCGAUUC
+GAGGGAUCCCUCCAUUCACCGUUACCAGGUCGGGCGGGGCUCGAUGAAGA
+CCUGCCCGGUAAGUUACGGACACCAGUCUGCGGUAGUGCAGUACAAGCGC
+GCUACAAUCGACCGUACCAUGACGUUAUAACGUCUGCCGGUUUGGCAAGC
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+CUGGGACUGUGCUUUAUUUAUCAGUACUGUUUACUUUAUAAGCCAACAGA
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+GACAAGUUGAUCACCCGUAUCUUUAGAACACUCGCGCUCAGGUGUUGAUG
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+GUUAUGGUCGCACCGGCACACCAAGGGGUGGGUGUAGAGACUCUGCGCCU
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+GAACGAUGUCCUAUACCAAGCAGGUUCAAUGCUAUAACACUGCGUAAAGA
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+AUACCAUGCGGCUGGCGUCGGCUGGCCGAUGUGGAUUAAGUUUCGUUGGA
+AGCGACCGUGGAAGUUAAAAGCUACACGAUCUUUAAUUAUGCCCAAAUGU
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+UUAGGCUUACCUGUGGUGCGGAUUGCGAACUUGCGUAACAGUAAUCGUCU
+UUUAACGCCGAGGGUGAGCUGAGUGCCGAGCAAUGCUUUAAAGAGGGCAC
+UGCCGAGUUUAACAUUAAGUAUAUCCGGGAGGGUGGGUUUGAUGCAAUUA
+GCAUGGUAGAUGACCCUCGUACUGCCCUUGUAGCGUUAAUCCAACGCAUA
+ACCGCCCUAAGCGGAUUGUACAUCGCUAAUAGGGUCUGGAGCAUUUUGAU
+AGGUCAUACAUCUGUCGAUUUAAAUGGAUCCGUUCUGGAUACAUCCCUAA
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+UGGCCCACGUCUCAGUGCCCGAACCGCCAUUUCCACCCCCUCGGCUGAGG
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+GAGAACCGAACUGAUGGAGGCAUGGUGGCGCCACUAACGGAGGGGGCGGA
+UUUAAUUGGUACAUCGUAGCCCUUCACUUCCACGAGGUCGUUCAGUGAAG
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+AUUAAUCGUCUACAGCUAAUCACGGUUGUCAUCUUGUUAAAGUUUGGUUC
+ACCUGCGCUAACCGCACUAACCUAGGUAAAAGAGAUUAUCCAACGCGGUG
+GUAUCAGAAGGUACCCAAACAUGUCUUCGAAUGUUCCAUUAACGUCGUCU
+AGCAGCCCUAGAACUGCUUAGCCCGCUUAGCAGUCGUGACCCUCAAUUUU
+ACAUUUGCACCAUGCUUUUCGUGCUGACCACCGCCCCCCACCUAACACGG
+CCCCCACAUGUAUGCUCGUCCUCGCUGUCGUCGCAGGGGAAUCCGGUGGA
+AAUCCGGAACUGUCCCGCAACGGUAUGGUUCGCGCUCUUUCGCGCGGCCG
+GAGUCCGAAGACCUGUGGACAGCGCACCCGGUCCGUCCGUUCCGGGUGCC
+ACAGACGUCCGGGCCUCGCGGAGUGGGCCGGUGGACGCGGCGCGCCGCGC
+GUAUCCCGGCUGCGGUAAUUAUAAAUGCAUUCGUAACAUCUCCGACUUUA
+AACUAAAUCGAGAGUCCAUGGACGAUCAUAGUAAUAAACGCGCUCGCUCC
+GACGACCCCUGAUACCUGAUCGAGAAUUGCGUCGGGGACUUGGUUCGGGU
+GGACCUGCAACGAAAACAUAGUGUUUUCAUCACCCCUCUGACCGGUCGCU
+AACUAUUUAUACGGCUCUCAUUGACGAUCUGCUGGGGCAAGUGUGUUAGC
+GAAGCGGCGUCAAUGACAGAACAUGACUUGCGAGGGUAGCUCACGAUUCG
+UUUUAACCAAGUUCGGGCUGCCUAGGAGAAUUAUGCAUACUAUUUGCGCU
+GGCCCUUGCCAUACCCAGACGGAACCUUGCUUUUAUGUUGGUGCAAAUCC
+CAAUCCUGAGAUGUGAUUUUGUUGGACCGAUCAACAUAUCCCAAUAGUUA
+AUUCUAAGAGCUAGUGUGCGAAUGAUAACUACUGACGAAAGAGCUGUCUG
+CUCAGUCUGUGGUUGGAUGUAGUCACACAGCGGAGAAGUCAUUCCCGAGU
+GAUAAGCGCCUCGAUGUAUCAUUCCACCGCACUGGCUCAAAUGCUGAGAC
+AAUACGUUGCCUGAAUCGGAGUCCAGUCGCUAAUCGAAGGGUUCAGUUCG
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+GCUGUUAGACUGUCACAGGUUCUUGGAUCGAGGAUUAGAAGUGUGUUUAG
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+UAUUAUGCAAAUCAGUUAAAGUGCGACCGAGCAGUGGAUCAAAUACGUCC
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+UUUAUAUCGUCUUGUUUCAAAUUAUCCGCUAGGUCAAAGUUUCUGCAGCG
+CCCAUACUUCCGUAUUCAUUUAAGGUAGUAAGUUCCGAAUGGCGGGCAAU
+CCGUCUUGGCCUUACCGAUUGCUGGGACUUAGUGACCGACCACCGGGGUG
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+AGUGCGUAAAGAUCUCGUAGCCGCGACCAUAGAAAACCCUGAAGUAUCGC
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+GCUAAAGAGCAGCCAGCGUAGCUUUAACGAGGCCAUUUAUCCGCUAGCUA
+CGUCUCUCUGUAGUCAAGGGUUCGAUACCGAGCUUAUGCAUAGACCCUCG
+UUUGGCGCGACCUGUGUCUGAAUAACCACCCCUUACUCUAUGAGGAUCUU
+GCCACCACGCAUUUUGACCACGGCUAUAGCCUAGUAUCUCCGGAGAACAG
+GCAUAUACCGCGCGUGACUGCUAGAACUUACCAAGGUAUCCGACCUGGGG
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+UUACCCAACCUGCCUUGGUCCUACUCUGUGUCGGAUCCGCAAGACCCGCU
+ACGUGCAUGGAGGCUAUACCCCCCCCGGCUGCAAAUGGUUAAUCUUUUGU
+UCAAUCGUGGAAUUUAGAUGACCUAUGCGCAGUAGGCGGAAUAGAAAAAC
+UAUUAUUGAUGUCGCAUAUAGCCUUCUCGGGUAUCCUGGGAUCACGUAAC
+GGGGCGGGAAGCCCAUGAGCCUACGUCAGAAUAAUCACAGGAAGUCGAUG
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+GGUAUUAUUCUUAUUAAAGGUCCGUGUUUAUUGGGACCUAUUCUCGAAAA
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+CACGCCCAUUCGAGCCUAAACUAACGAGGCGAACUUAGUACUAGACCCCC
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+AUGAACGGAUGGCAACCCAGGCGCUGUGCUAUGGUUCGAGUACUUCAAUC
+AAAGCUCGACGGAGGCACUACACUUGAGAUCAGACGCAUCGAAGAAAUCG
+AGAUCUGUGUACAGUCGAGCACCCUCCCCUAACACGAACAUCUAGGAGCA
+ACCACGAGCGUGGAGCUCUGCAUCGUCCAUCGGUGGUCACAAUCACAUAG
+CUACUAGUGCGGUGGCGGGCACAGUCCGGACACAAGUUGGAUCUGAUGAC
+CAGUGGUGCAAGCCUGUGGUGCAGCAUUCCGCUAUAUUUCUCAUUCUGGU
+AGCGGUGUUCUGGUCCUCCCCGACUUCUUUCAUAUGCGGUUCUGUAUUCU
+GUGUCAGCCCUCCCGCGGGCCCGGUGUGAAUCACGAACUACUGAAUAACA
+AAACUAGAAGUUACCCCGCCGGAAUAGAGCAUAAGUGUAAAGUCGCACUA
+CCAACCGAUUUACAGGCGUCUAAGCAUAUUGCCCCUCGGAUAUCUACGCU
+CAUAUUCAUACUAUUUAAAUUUCAUCAUUGCAAACGCCGUAUGACAGGGC
+ACCCAGCAAUGACUAACCUGAUUAGUCUCUUCUCGCAACUCCAGGUGGAA
+GCUUUGAGCGUAAGUCCACUAAAUUUAGGACCCAGAUCCAGAACAUGGAC
+GAUCCUGGGAGGAUCUACGUUAAGCGCUUAUUAGGCAGCUAAAGCGUAAG
+AAUUGUUAUUAUUUUUUGCAGUUAUAAUUUAAACUGAGCGUUUUUACGUA
+GACGCAACAUACGAAGCGCAAUCGAACUCAAACUAUAGGCCCUGGUUACG
+CGCAUUUGGCGAAUAAUACGCAUAUGCACUCUACCCUUAAAGGAGGGAGC
+AUGGUUCGGCUUCUGCUAUGCGUAGUAGCAUCGUAUUUGGGUAACGCAUU
+CUCGUGUGCGCACAAUCGACAGUACGGCCAGCACAGUACGCUCUCUCAGG
+GAAAUCCUUGCGACGGAAAGCCGCCCCCGUUGACCAAUAAUGCAUUCAUA
+GUUGGCGAAAGAAAUUGCGGAGACUUUCUUGCCAAUCGUUGCGAUGGUGU
+CACACCAUCUUCACUUGAUGCGGAGCACCGUCCGGCCUAUCCGAACGCGC
+UCGGAGGUUCGUUGGACUACCCAAGGGGUCCCAUCUCCACUUAAAAACCG
+UGUGACAUAGGCGGAUUGUAUGCUAACAGAACGGAUGCGAUAACACUUAU
+UAGUUAGCGAUAAACCCAACGGUCAUUGUCCCUCCCGGGAUCCGGCCGUG
+CUGAAGUGUAAGCAUUGACCGCUCCACGUCGACAGCUUGAAAUAGGAGGU
+UCGAGGCCAGAUGCAGAUUAGUUAAUGUAAUCGUAGACUAUAAGCGAGCA
+GGGCAUCCGCCACAUCUCCUGAUUCACAGAGACAUGGGUUAACUAUGCUC
+CAAACUGUACUGUGGUUAGGGCCGUACAUCUACAAUCUCGGCAAACCAUG
+GAACGCGGCGAGUGGUUAGUAUUGCGAUAUACAGGUACGCCAGAAAGUGG
+GUAACGAGUUUCCAUAGGUGUCAUUUGGGUCGCCAGUGUCGCAUCGCGGA
+GGAUGUUGAUGAUCGCAAACUGCCCUGGGCAGGAUUACAGACAGCACGUA
+GCCAGGUCUCGUGUUGUUACGAGGGAAGGCAGUAAAAAACCCAAACGACC
+GACCCCAACGCCUACAUUGCACAACGUAUUGUUAAACCUGGAAUAUUGCA
+GAAUUCAACCAGUAGGCACAGGGAAGCGCGUCGCUGCGAUUCCUCCGGGA
+AGACUAGUUUCGAGAUAAAAUCGACGUUGUUCCGAAGUAGCUGAGCUAGU
+ACGCGACACACACGGGUGCAAGGGUGUCGAAGCGGCGCCGUCCGCGCAUC
+CCACGGUUGAGGGAAGCGCGGCGGCUGUGCCGAGGACGCCGCUCCGUUUU
+GCUCUGCUGGGGUCCCCGGCGCGGGGACGAGCCCUCUCGCUCCCCACCGC
+CGCCGAGGCUGACAGAGACGAACUCUUCGCGGCGGCAGUGGCGGACACCG
+GCCGACCGCGGCCUCCGUGAAGUGCGGCGGAGGGAGCCUCCGCGGCAGGC
+CCCCGGCUGCGUGGGGGGACGGAGACCCCAGGGCGGGCUGGGCUGGGGAG
+ACCCGUCGCUGACGUUUUUUGAUUGCAAACCCCUUCCCCCCCAGGCGGCU
+CCCCCCGUCCGCUGAAAGUCAGCGAAUAAAACAGCGGACGGGUGCGGGGA
+GCACGGCGGCAGCCAUUAGGGUUAGUGAGACUGGAGCCUCCCCAUCCGCC
+ACGCGCAAUAACGAGGGAUUAUCGGAUAGGCUUUGUGAAGUAGAUUAGCG
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+ACCCAGGGUCAGAGCAGUGUUCCGCCAAUAUCUUGCUAAAUUAGGUUCGG
+GACGUAACAUCGACAAGUUGGAAAACGAGUGUGUGUUUGAGGAUUCUAGU
+UGGAACCGGUGUGAUAUCCCAGUCCCAUGCUCGAUCUUGUCUUGCACUUU
+CAUCCAUAACUGAGUCAGACAUUAGUGAGCACUUGGCUCGGCGGGCGCCC
+UUACCAGGCGUUGAGUGCGGAUGCCAGCUUACAAACGGGGGACAUUGAUU
+AUACCCCUAUCGAGGAGCAGAGUCAGCAACUGGCAUUCACUCCGGGUCCA
+GGGUUAGCGAAACCCGCAGUUUUGACGACCUCAGCUUAGCCAACUUGCAA
+AAGGCGAUUACAUGGCCGGAAUAGUGGGUAUGACUCCAGUAUGACGGGCA
+AUUAAAAGCCUUAAUAACUAACCAAAUUGCUAGAGCAUCAUACCGUCCUA
+CUGCUGUGGCACAAUCCCCGUAUCCAAACGUAGAUCACGUCCAGCGUAGG
+AUAUAAAACGGACGCAAUUGGGAUCGCCCUUGUAUUUCAGCGUCUGGCGA
+AUCUCUAAAGUACUCUGAGGUCGUUAAACUGAAUCCGAGCAGAUUGCGCA
+GUGCCUGGCAGGGGACAAUUUGAUGAGCGUAAGGAUAAUCUAUACGAAUC
+UAGAUCUGGACGGGCUCAAUAGUCUGGGCCUUCCUCAACUCGCCGAUACG
+GCGGUUGCCUUUUUGAUUCUGUCUCAUGCUUUAAAUACAGCGUAAGCUUU
+CGGGAUUUGCGCGUGGAGAUGUUCAUCUCAUCAAGUGGGCUCAAGAUGGC
+GAAAUUUUGCCUGCUAAUUCUCAUUGCGAAAACGGAUAGCCUGCAGCGGA
+CGAUCCCUUAACCGAGCCCGAAUCGGCUUAGAAAGGAGCAAUACACUUAU
+GGUGACCAUUCGUACCACGCAAGCUUCCACAGAAACUGCCGUAAUGGUAG
+AUUUGGCCUCGGCGCUAAUAGGACUACUGCCACAUAUUACCAUUUGGUAU
+CUCCGCUUAAUCUGGCUACGCUUGAUUUGUUCAUAUGCCUCCAACCCAGG
+CAUUCAUUACCACCUCAUUCGUACAUCGUAUGUAGGAGUGCUCCUUUAGA
+AUAACGCCCGGCUUGCAACCUCUGCGCGGUCGAACACCUCGCAUUCUUCG
+GUACCUUAGGGUUACAGGAGCCUGGUUCACCGACAAGCAUCGUUGUUCGG
+GGCUAAUACUUACUACUACACCACAUCCAGGGCUUCCGUUGUGCUUAUAC
+AAGGUGUCAACUUCAGCGGAUAUUCUUACGGAACGUGACCAAGGUGCCGG
+UGGCCUCAUCGACCCCCUCAUCAUAGGCUCGAUACGAUACCGAUCGGCAA
+GAUACGGUGCCUAUAUGCUACUAGGAAACCCCGAUCGAGCACAUCCUAUG
+AAGCAGCGGCUAAUCUUACGAGCUUGGGUUAGACUAUACACGCACCCUUC
+GAGAGCCUCAGCCCGAUAGAUUACAGAUGUGCAAUUCCCCCGCUUUGAAG
+CACGAAAUACUGGUACUAGGUAACAGGUUCCCGACAGGCAUGAGAUGCGU
+CGCCAUGUUGCAAGGAUGAAAGGAGGAACUUAGGGAGGUUCCGAAACCGG
+GCGACCAGAGACCGCCGGUCAGGGAAUGACACAAGAGGAGAAUUUUGGGA
+UCGGAGAACACUCUGCGACCAGCGGCCCCUGCCUGGAUCUAUCAUACCAA
+CCCUCAUACCCUGUGAAUCGUCGCCAUUAUUGGCGUUUAGCCCCACUGUU
+CGGGGCGGUUAAUAAGUAGGUAGGUAAGAUUCACAGGAGGUCCACGCCUA
+UCUGUGCCAGAAGACCCGAACGCAGCCGGGCCCGUCAAUACGACCGGGCU
+CGGGGCUUGGCGCAAGCGAACGUAAAAGGACGGGCCUGUUUACUUCCUUA
+GUUCCAUGUGUGGGAUUGAAACCUCCAUUUUGGCGGGUAAGGUACGACCA
+AUGCACCUCUCUCUUUAAUUGUCUGAUGUGCCGACUAAUUAGACUGUCGU
+CCACGCCUCUGAAGGCUCAAAUGUUACUCGCCGGAGCAGCGGUUACCUCU
+CCUUGCCCUGGUACUAAUCCUCUGACACAAUGCUGUCAGUGACUAAACCU
+CUAACCAGCUUACUCUAACCAUAUUAUAUGUGCGCACCACCCGGAUCCGA
+UAGUUCACGUAGCCGUCACGAAUCUGGCUUCGACUGGACUUAGCAGGAAC
+GUGGGGUUUCGAGCGCACAGAGCUUUCCCCGUAACCCCGAUCAAGUAGUU
+UAUUUAGCGGCAGUUCUCGCGGCUCGUUACCAACUAGAUAAUAGUAUUUG
+UGGUGCUGCACAUUGUUUUGCCGGCCCCUCUAGCUGCGUCGUUCCGAACA
+CUUCGAUACCUAUGAUCCUAGUGAUGACAAGACGACAUUGUCAACCAAUC
+CCCCACAAGGGAAUGAGGACAUGUCCUGCAAUUCUGAAUGGCUAAUUAGC
+GAAUGCUAGGUUCGUAUAGGCUGUGUAUGGGUUACGAACUACUGAAAUGG
+CUGCGGAAGGUGUGAACACGGUCGAUCCUGAUUAAGCCAACUCACGCGCA
+GAUAUUUGUACCGAAAGCGACGCGGGGCGCUGCAAGGCAGCUGAUAUCCA
+GUUGUCAGGUCUUCAGGUUUCUGUAGUGGCUAGAAUUUAGGCUUGUGGGU
+UAGUACUACCGUGUUCCCUCAAGACUGUCUUCGUCAAUGUUGAUCGCCUA
+CAAAGAUAAUGAGUGAUACCAACAUGUGAAUAGUUCGGCUCGAUCGUUGA
+UCUCCCCUCACCGUGCCGCAUCGUCAAGCAAAGGAACAACGACCCACUCA
+CCAAUAUAUUCACAUACUACAUGAGCAUCCCCGCGGGUACUUGAGGGGCG
+UACAAACUCGAUGGGGGUUACAUGGGUUAACUUCAUCUCGACACUCACGU
+CGUUAAAACCAAAACCGCGGUGUCCGGAGCUGUUUCGUCAGUAAAUUUCU
+ACUCAUGACUAUCUGGUGGCAUCGCGUUGUCCCGGUAGGAUCCAUAGGCA
+GAAUCAUCGUCGAUUAAGGGGCGGUCUUCGUACUAUCCACCAAGGUCCCC
+UGCGUUGGGCAACAACGCCAACGCGAAACGAUAAGCAGUAUUAGUUGGGU
+UGCCAAAUGGGCUAACCACUAAGUUUUGAGACGCCUACAUUCCAGGGUCG
+UAUAUAAGUACUUCGGCUGCAGUCCAAUUUAGCAAUGUUUAGGUCCACCA
+AGGCUACGACGUUAGACGUUUAGCCGCGUUCCUUCAGCCCCGUUCAGUUA
+GUCCAUAGAGGAAGAGGUGAAUAACUGUCGAACGGCCAUGAUAUCAUCGG
+CGGAGAGACCACAUAAGCUCCACACACGCGUCUCAGCAAUUUGAAUCUCU
+CCACCGCAAGAUUCUCUCGUUACCGAGGCGCAUCUCUGCGGAUAAGUGGC
+CCGGGGACUUUCCUGGGUCGGAACUUGGACAAGCCCAUAUGACCCAUUCA
+CUUGAACGCUUAAUUCCAACCGUCAUCGGUCAACGAAAUGAGCUUCCUUC
+UCUGCUAGACUUAGUGCGUACGACAGCGUUCAAUUCGUUGAUAGUUACAC
+GCAAGCCUCGCUCACGAGCGUUGGGCUCGGCGCUUGCCAUGACACCAUAC
+UAUACCAUAUGACCCUUCUCUCCCUUCUCCAGCUAUGAUAUAUAACGUUC
+GCAAGUUUGGUAUGCGUCCGCCGCCUAUUAGCCGCAACUCCUGUUAAUGG
+CUGAGGUAUACUAACAUUAAGAAAUGACCACAUCCGUGUUUGAGUUAUAU
+GUAUUAGAAUCCAACUGAGAUGCUACGGCGCCAGAGCGCCAAUACACACA
+UCGGGAGAAUCUAGCCUAGAGGAGCGUAGUGUCUAGCAGAUGUAAUAAGC
+CGGUUGCCCCCACAGGGCGAAACUUCACGCCAUACUCUUAGGGUGCGCAU
+CCCCUCUGGAUCUUUAUAUGGAAGCGGCCCAUUUAAUCUCGAAUCUAGGA
+GAGAUCAUUCGCGCCGGCCGGCAGCCUUUUCAUUCAGCCCACGCUACAUC
+ACUAACGUGGAUUAACUUGUUACGGCACAAGUCGCAGGACGCCUUUACUC
+GAAGAGUCAGGUGCUUACUGCUAGAGAAGCCUUGCUAAGUAAAGUCGACU
+CGGCGAGUGUCCAGAGUAUGCCGCCAAAGCUGAGGCGAAUGGUACUCGCC
+UUUUUAACCGUUCACAGGACAAAGGAAUGCACUGGCACGAAAGCGGCAGC
+UGUUAAUGGACGUGCACCGCUGGAGCAGCCCGUAGAGAAGUAAAACGGAC
+UUGUAGGGUAAGCAUAAAUAUGUCGCCACGCAUAACUUGAAUACCUGUCA
+CACAGAACGCCCUCUCGGUUGAAUGAACGGCGUGUACCCGAUCUAUUGCC
+CCGGCUUCUCAGUCCCUCUGAAAGAGGUCUAAUAAGUAUAAGCUCUCAGG
+CCCUCUCUCAAUCUGAGAAUCAAGCAAUCGGGCGUAGAUCCCCGCUUCAA
+GAUACGGUAUCUACCCUAACUACGUCCUAGAAGUAAAGGAUUAGUCUGGA
+CCCCGGUUAAGUUUCCACACCAAUCCAGUUGAUUUCUCUAAAGGUCUGUU
+UGUUUUCGGAAAGGGUAUAGGGAAUAAACCAGGGCCCCCGGUUCUCAUAG
+AAAAUACUCAAGAGUCUGGGGUCAUCAAAUAGCGUAACGUUUGGACACCG
+GAGGAGUGAAAACGCCACGGGAAGCAAAAGCUAAGCGGCUUUUCCUCAGG
+UAUUGUCUCUCGUAACCGCUCUGCUUUCUUCCUGUCGCACCGAUGCGAUU
+ACUACGACCCCGACCUAUAGGAUUGUGCCGGUUAGGUUGUUGGGACGCGG
+AACCAUUACCGUAUUCCGACAUCGGUCGAAGGUCUCGCCCACCGUUGGUA
+UCAAACGGUUCGCCAGCCGGGCUUUUCGCCAGUAUGUCGACUCGACGAUU
+CGGGACUACUCCCCUUCGCUAACGUCCAUUCCAGCACACCAUGUCCUACG
+GGGGUUACAUAUCGGCCUGUGGGUUAAGGUGUGUUAAGUAGAGUAAGUCU
+ACAUAUAGAUGCAGAGCUGCCGUCUGCAACGUUGCAAGGAAUCCAUUGCA
+ACCGCCUUAUGGUGGUGCGUCUAAUUCACUUGCGAGACCCCGAAUAAUGA
+AGCAUAGGAAUGCAACCGUUUCCACAGAGAAGGACGUGAGUAUCUAUGUG
+AACGCAUCAUCCGACCGCCCCCGCCGCUUACACCUUAGCAACCGGUGAGC
+AGCAGCCGUGAAUUGACGGGCGGAAUGUGGGAGGCUAAACUGUUACAAAA
+GCGUCGAGGGCUAAUGGCUAGUUGGUAUUCGGUAUGCCUUUGAUGCGAAC
+AGCAUAGAUACCCCUUAAGGAAAUUUUCCCGGUCACGAAGUAAAAGCGGA
+UGAUGGGCUUACAGGCAGUCUCACACUAGUACUCAGAGCUUGCUAUAGCA
+CUGACGGGCGUUUUCUUCGUCGAAAGACAAGUAUUCCCGUGAUAUAGAGC
+GCCGAGGUAGGAUUGUCCAGUCCCCGCCCCGACUACUACCCGCUGCCUUC
+GAGUUGUCAUAAUACAAGGCUCGGAUUCAAACGGACUCACGGACUCCGGC
+UCACUAGUUCCAUACGACAAGCGAUUAAGAAAGAAUAAGUGCCGGGCAGA
+CACCCUGGCGGACAUGGACUGCUGCUAAGUACAUAGGGGCUAUUAAACAU
+GGGAAGGCCUAGGCUUCCGCAAAUGCGUCACCCCGAUGAGAGCUUCCCAG
+CGAGCUGUGGGUGGUCUCGGAAAGCCGUGCCUAUCCUAUCACCACGUAAU
+GUGCUGCGAUCGUCGCACCUCUUGAACCCCUGGCGUGGAGGCAAAUUUGU
+UUUUCUAGAUUGCUAGAAUAGGGUAAGCCUAUCGGGGAGUCGUUAUUGCC
+UGAUAUGCGUGUGUAGAUAAGUUGGUGGACUUAAGGACGCCAUUCCUGGU
+CACGAUACCGUAGUCCUGUAUCCCUGCAGUACUGCACAGGUCGUAUGAUA
+AAAUUUAGCAUCACUAGUGCUUCUUGUGCCCGUUACGGAUACGGUCCAGA
+CGCACAGUAAAGGGGCCGCGCCAAUACGACCACAAUGCACCAGACUGUUG
+GUUCAUGAAAAGCGUGGUCAAUUGCCUCACGGCCUAUUCUUUCGCGAAGU
+UCCAUUUGGACCCGUUAGACAAGGAAUUGGAUUGACCGCAUACGCGCAGU
+CCGUAUUAAGCAGGACCUCGACCAACCUACAGCUACCUUGGGAUUUGGCA
+UACACGAGAGCUUCCUCAGGAUAUUGUCAGGGCGCCGUCUUAAUUUAUGC
+GAGACUUGUUUGCAUCACGAAGCCAUGCACAUCUUCACCCUUCUCGGGAA
+GAUUCGACUUCGGUAGAUUGCUCCGCUGGUCCCAGCCAUGAAAAUAAGAC
+AUUGCUCAUUGAGUUAUGGUGAUGACGUAUCGUUAAGCCAUACGUCGCCC
+GUUGCCAUCGACGAGCAUCGCGGUUAUGUCGGUAUGGGCUUAGCAGCACG
+UCCGCUAGGCAGUGUCGAAAGGUCCUGUUUCGAUAGCUGUUCACCAUAGA
+GCUAUAUCAACCAGGUUGUGACGCCACCUAUUACGACAAACCUCACGGGU
+UGAUCAGCCUUGCGCAAACAGCGUAGAACGAUGUCCGUCCACCGCGGAUG
+UUCAGAAAUAGACCUAAUUCUCCUCAGAGCCUAACCCGUAGUCGCAACGG
+GCGAGUCCGCGACUUUUUAUAAUCCUUCCGUCCAUAUAUCAGGCCCAUUA
+UGAACGCGCCCAGUGCGAGCAAAAGGCCUGUGGUAUGAAAUCAGUUCGCA
+UGACAUAUUUAACGCUGCCUACAUGUGCUGCCACGCCUGUAGUGGGCCAU
+CUUUUCUAGAACCCCAGAAGUAGCCCGCAUCACCUCAACGCAUAGCCUAA
+CUGAUGGAUCGUCUCUUGUUUAGUGCACAUCCUUUCGUGCGUUAGCGUAG
+CGAAGGAGUUGAUGCGGAAAUAUAUGAUAAAAUUUGUUGAUCUCAAGCCA
+CAAGCAUUUCGUAGAGAACCAUCCGGAACGGCGAGGCACUGUAGGGAUCU
+AACCGUCGGCGGUUGGCCGAGGGCCCGGAACGGCAUAGGACACUGUCACA
+GGGAGCAAAACAAUUCCUCCCGACGACUUUAGUUUAAGCCUACAAGCCUU
+UGGCUCAAUUUGCGCACACUUCCGCGACUCCAUGUGCGACCUAUUGAUUC
+AGGUAUCGGGCGUAUUAACGUCGGUAACAUCCUGAUUAGAGAGUUCUGGU
+CCUCCGACUGCCUAUCGGGGGACACACCAUUCGUAGUUUAGAUUUAUUUA
+GCUGCUAAAAACAAUCAGCAAACGAAUAAUAGUUGUAAAUAGAAAGUCCA
+AAGUGAUCACGUCUUCGUUCCUUUGGAGAACAUUCUCGUCGGCCCAGUGG
+CCCAACCAGUUCAUAAGAAGGGUGGGGCACAUGUGGUCUCUUUGCAGUGC
+AUUUUUAUGCGCAUGAAUAUCGCCUUCUGUGAUGUUAGCCGGCGCCGGAC
+CCGCCCUACCCAUAAUCUUCGAAACCUGUGCACUUUGCUAAUCGUGUAUG
+AACAGUGGGAUCGUUAAAUGCGCAGCUCAAUAGGGGGCUAUGGCAUGCGG
+GUUCAGGAUACUUAAAGAAAUAAAUUCAACACCAGCUGUUCUGGGAUGGG
+UCAACAAUUGAUAGAAGAGACGUCCGCUAUGCACCUCGAUUCAAAACAAU
+GGUGUUAAACGUGGUCUGAUGGGCUAAGACAAUGUCGAGAAAUAUCAUUG
+AACAUGGACAGUUUCCACGUUUUCAAUCGUACGCAUCGGAUCGCUUUCGU
+UUCAGUUGCUACCAUCCCCCCCCUAAGUUCUAAAAUUUUGACGAACUCAC
+UCUGGAGUUGGUUUACAGCCAAUCGAUGGCCUCCAUCCACAGGUGACGUG
+GGCCUCCUCUCGAAAAUGUAUGCAUCCAUAGAACCCAGUGAAUAAUAAGC
+CGUAGUAGGCAAAAAGGACGAACAACGUUAUAUUCAAACGGUCGCAGCGC
+CAUAGGGUGAUCUAGCGGAUCGGGUCGCGUUUGACCAUAGAGUUUACCCG
+CUGGCCUAUAGCGAUGAGCAAUGCGCUGCCUGAUCCAUCAGCCUUCCCCC
+GGAGGAUCUCCCGAAUACUUUCCAUGCAUGUUUCAACGAACCCUUGGUUU
+UAACCAAGACAGCGCCGCUGUGGGUUGAGCAAUAUACGUUUAAAGAUCGC
+AGUUGCGAGCCGACCAUAAGUGUGUGCUAUAUCCUUGUAAGGAAGGAUGG
+CACGGCAGAUGAUUAACGGGUGCGAGGAGGGUUACGUUGGUUACACAAAU
+AAACCAGCGUUAAAGCCGUAAAGAGUUGUGCCACAGUAGGCCUUAGCCCG
+CUCUCUGCCUAAUAUCUCGUCGAGUACCUAACAAUUGUUUUGCAUCUUGG
+AGUUUACUCUCCACCAUACAACCCAUGCUUCGUUUACGUGUAGGCCCACG
+CGCAGGAGGUCAUGUUCCCCCUCAAGCUUCCUAUGAUUACUUGUUGACGA
+UAGGCUGACACCUGUUAUCGGCCCGAUAGCUCCGUCCAUUCGUCGUGACG
+UCUGAAUUUCGUCAUAACAAUCUCGCCACAUCAAAUGCUUGGCUGCCCCA
+AGAAUUAGCCUGCGGUCGAAACCUGAGGAAGAACGCACCGUAGGUAAGCG
+GUUCCAGGGCUCGUAUCCUGGCUAGACAAUGAGCUCAAGCUGAUACAGGG
+GCGAAGCCGAUGCAAUGCUCGGUUCUUCACAAGGGCUGCCCAAAAUUGAG
+GUCCCAGGCCAGGGAAGUGCAGACGAAUUAAGUAUGGCAUUUCUAUUAAU
+CACAAACCGCAUAUCCACUAUCGAUUUUUCCCCGGGCCUUUCGUUCCCAU
+GCACUCUGAUGUAAAUGGGGUCACUUCCAACUGACCCGAUGAAAAGCAGG
+GCGACUUUGUUGUCUUAGCCACACUGCUUCUAUUCUAAAUAGUUAUCAAA
+AUUUGAUAAGGGUUUACAUGGGAAGAACUACCGACUUUCAUUCGUAUUAC
+AACAGGCUACCUCUAUCCCUGUUACCGCCGUAGCCUCAAGCAUAGUUCGU
+CAUGGGUCGGGAUCAGUUGCCUGGUAUUCCAACGGGCACCAAAACUCCGG
+CCGGUACUCCGUUCUGUACUAGUUUGACGAAAGGAGAGGCUAAGUAGUGG
+UUAAAAUGAAGAAAAGGUAAUCUAGGCAUCCCCACUAUGUUGCCGUAUCC
+ACUCGCCGAGCAUUACAGGACGGGAACGCACCGCGAGAUAAGAUGUGACU
+CAAACAGAAUGCAGUUGCUGGCAUGAGCAAAGAAGUGACUGAGUGUCAGU
+CGCAUGAGAAUUGCAGCGGUAUAUGGUCUCUCUAUAAGGCGUAAGAGACA
+UACUGACCCCGGAGAAGCGGCACGUGGGCUAACCUAAACAAACCAGGCCA
+ACUGGUCAGCCAUGGGAUAGCAACAAAGACGAUCGCAGUAUGGUCGUUUU
+GGUGUGUACACCCAUCCACGACUAAUGAUUGUUAUCAUUGGGUUUCAGAG
+CCGGCAUUACCUCUCAAGCUCCCGGGAACUUCAGAGCGAAAUCUAACACA
+CUUCAUACCUAUGACCCAACCAGCGUGGUUUACCAUGCUACGAACGGCUA
+CUGAUUCGCGUGUUAAACGGCUCUGGGGGUGAACUAUCGACGACUUAUCG
+UUUAUGCAAACCCAGGGCGUCACAACACUAAAUAUAGUCGGGUAAACCAA
+GGGAAAUCUUAUACUACAGCAGGGACUUUCGUAUCAUGGCAAGUACAGCA
+UAACCCACUUGAGGCCUCAAUGAUACACUCUACGAUGCGGUUCCUGCUAU
+GGCGACAUAAAGAAGACUUUUCCGAGUGCGAGGGGACCAAUUGGGGCGAG
+AGUAGGUUAUCCCACCAAUCGGUUGCUUUACUAUUCCCACGAAACGAGCG
+AGCGGUGAGUCCCAGGGUUUCCCUCCGCCAACUUAGCGCUCAGAAGCAAU
+CAGUCUUACCUUUUAUUUUGGGGCAAGACCAUUUGCAUGGGACUUGGCGC
+CUACAUGGAUUUUCGAUCAUCCUUUACACCUCGUCCUGCUUAAUGAAGAG
+AACGGUCCCCAAUAAGUACAGUCAGGGGCCUCACGCGGGUAGAAGCAGGC
+CUUCCAACGUCUAUAGGAAGAAUCCUGAUUGCUGUUGAGGCAUCGUCAAC
+AGAGGUCCCUAGCGCAUACACAAUAGCAGUUAACUGGGAAGCAACCCAUG
+GAUGAUCCCUAGAUGCCCCCGUUCGAAUUAUCCUUAGAGAGACAUUUUCG
+CAGGACAGAGCUACCUCUACCGAGUCCAGCCCCUGUUCACAGAGCGCAUC
+GUUGUCCAACAAUGCCAUUGAAUGUACACUACUUAAAGACGGACAAGUCG
+CCUACACGUUUUCAUUAUGCUGGUUAACAGUUCGGUCGGACUCGUUAUCG
+UGCGCGUGUUGUUGUAAACGCGGUAGUAGGGGAACUAUGGACAAUUAAUA
+ACUUUAGUUGAUAAAUAGGGGGAGAAUGCGUCCAUUAGACUUUUAACGCU
+CAGCGUGACAGACUGUCUCCACCUGAGGAAGGGCCCUUGUUAGAGAUUAU
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00005.ali b/benchmarks/cmsearch-rmark/rmark-test/RF00005.ali
new file mode 100644
index 0000000..0272a45
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00005.ali
@@ -0,0 +1,3255 @@
+# STOCKHOLM 1.0
+#=GF ID tRNA
+#=GF AC RF00005
+#=GF DE tRNA
+#=GF AU Eddy SR, Griffiths-Jones SR, Mifsud W
+#=GF GA 25.0
+#=GF NC 25.0
+#=GF TC 25.0
+
+AP000063.1/59179-59095 GCGG.GGGU.G.CCCGAGCCU.GGCCA.AAGGGG.U.CGGGC.UCAGGAC
+AE006696.1/291-218 GCCG.CCGU.A.GCUCAGCC.CGGG...AGAGCG.C.CCGGC.UGAAGAC
+AE006699.1/3409-3482 GGGC.CCGU.A.GCUUAGCUC.GGU...AGAGCG.C.UCGGC.UCAUAAC
+X06054.1/711-637 GGGC.CCGU.C.GUCUAGCC.UGGUU..AGGACG.C.UGCCC.UGACGCG
+AP000989.1/73279-73354 GCGG.CCGU.C.GUCUAGUCU.GGAUU.AGGACG.C.UGGCC.UUCCAAG
+X14835.1/6927-7002 GCCG.GGGU.C.GCCUAGCC.UGGUCA.AGGGCG.C.CGGAC.UCAUAAU
+AE009773.1/7700-7629 GGGC.CGGU.A.GUCUAGC...GGA...AGGAUG.C.CCGCC.UCGCGCG
+AE009855.1/3683-3767 GCGG.GGGU.G.CCCGAGCCA.GGUCA.AAGGGG.C.AGGGU.UCAGGUC
+X05071.1/204-288 GCGG.GGGU.G.CCCGAGCCA.GGUCA.AAGGGG.C.AGGGC.UCAAGAC
+AE000965.1/156-85 GGGC.UCGU.A.GCUCAGC...GGG...AGAGCG.C.CGCCU.UUGCGAG
+M87833.1/2781-2865 GCAG.GGAU.A.GCCAAGUU.UGGCCA.ACGGCG.C.AGCGU.UCAGGGC
+M87833.1/353-437 GUCG.UGGU.A.GCCAAGCC.UGGCCC.AAGGCG.C.AGGGU.UGCUAAC
+AE005128.1/6659-6734 GCCA.AGGU.G.GCAGAGUU.CGGCCU.AACGCG.G.CGGCC.UGCAGAG
+X02584.1/1-77 GCCA.AGGU.G.GCAGAGUU.CGGCCC.AACGCA.U.CCGCC.UGCAGAG
+K02528.1/1-74 GGGG.CUGU.G.GCCAAUCCC.GGC...AUGGCG.A.CUGAC.UCCAGAU
+AB003409.1/96-167 GGGC.CCAU.A.GCUCAGU...GGU...AGAGUG.C.CUCCU.UUGCAAG
+AE000930.1/11782-11855 GGGC.CCGU.A.GCUCAGAC.UGGG...AGAGCG.C.CGCCC.UUGCAAG
+M32222.1/3110-3183 GGGC.CCAU.A.GCUCAGCC.UGGG...AGAGCG.C.CGCCC.UUGCAAG
+M26978.1/826-899 GCCG.CCGU.A.GCUCAGUA..GGUA..GGAGCG.C.UCGGC.UGUUAAC
+M26978.1/1192-1264 GCCG.GGGU.G.GGGUAGUU..GGCC..AUCCUU.C.GGGAC.UGUGGAU
+M26977.1/379-453 GGGG.CCAU.A.GGGUAGCC.UGGUCU.AUCCUU.U.GGGCU.UUGGGAG
+M26978.1/907-980 GGGC.CCAU.A.GCUUAGCC.AGGU...AGAGCG.C.CCGGC.UCAUAAC
+M26977.1/557-628 GCCC.UGGU.G.GUGUAGU...GGCU..AUCAUG.C.GGGCC.UGUCGAG
+M26978.1/994-1068 GCUC.CGGU.G.GUGUAGCC.CGGCCA.AUCAUU.U.CGGCC.UUUCGAG
+M26977.1/635-708 GGGC.CCGU.A.GCUCAGUC.UGGU...AGAGCG.C.UUGGC.UUUUAAC
+M32222.1/1277-1363 GCCG.GGGU.G.GCCCAGCC.UGGU...AGGGCG.U.CGGCC.UGCUAAG
+M26977.1/276-348 GCCU.CGGU.A.GCUCAGCU..GGU...AGAGCG.C.GAGAC.UUGUAAU
+M26978.1/1092-1174 GCGG.GGGU.G.CCCGAGU...GGUCA.AAGGGG.A.CAGGC.UUAGGAC
+U67517.1/7202-7276 GGGC.CCGU.A.GCUCAGCCU.GGUC..AGAGCG.C.UCGGC.UCAUAAC
+U67537.1/160-234 GGGC.CUGU.G.GGGUAGCCU.GGUCU.AUCCUU.U.GGGAU.UUGGGAU
+U67538.1/10143-10207 ......CAU.G.GUCUAGCU..GGCU..AUGACG.U.CGCCC.UUACAAG
+U67517.1/7412-7496 GCAG.GGGU.C.GCCAAGCCU.GGCCA.AAGGCG.C.UGGGC.CUAGGAC
+U67528.1/1221-1293 AGCC.CGGU.G.GUGUAGU...GGCCU.AUCAUC.C.GGGGC.UUUGGAC
+U67492.1/3149-3223 GCUC.CGGU.G.GUGUAGUCC.GGCCA.AUCAUG.C.GGGCC.UUUCGAG
+U67528.1/1042-969 GCCU.CGGU.A.GCUCAGCCU.GGC...GGAGCG.C.CUGCU.UGGUAAG
+U67517.1/7511-7582 GCCG.GGGU.G.GGGUAGU...GGCC..AUCCUG.G.GGGAC.UGUGGAU
+U67492.1/3051-3122 ...C.CCGU.A.GCCUAGCCU.GGAU..AGGGCA.C.CGGCC.UUCUAAG
+X00916.1/823-889 GCCU.CGGU.G.GCUCAGCCU.GGU...AGAGCG.C.CUGAC.UUGUAAU
+X00916.1/1570-1644 GCCC.UGGU.G.GUGUAGCU.CGGCCU.AUCAUA.C.AGGAC.UGUCACU
+AF108356.1/1-74 GGGC.CCGU.A.GCUUAGUCU.GGU...AGAGCG.C.CUGAC.UUUUAAU
+X00916.1/933-1007 GGGC.CUGU.G.GGGUAGCC.UGGUCC.AUCCUU.U.GGGAU.UUGGGAU
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+X15246.1/425-492 ..CC.CGUU.G.GUCAAGU...GGUU..AAGACA.C.CGCCC.UUUCACG
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+X15245.1/236-309 CGGG.AAGU.G.GCUCAGUU.UGGU...AGAGCA.C.CUGGU.UUGGGAC
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+X61063.1/119-188 GUCG.GUGU.C.GUAUAU....GGU.U.AUUAC..A.GGCCU.UGCCAAG
+X61068.1/880-953 GGCG.GUGU.A.GCUCAGCU..GGCU..AGAGCG.U.GCGGU.UCAUACC
+X61068.1/651-734 GCCC.GGGU.G.GUGAAAUC..GGUA..GACACG.C.AGGAC.UUAAAAU
+X61068.1/477-549 GCCG.AAAU.A.GCUCAAUC..GGU...AGAGCA.A.CUGAU.UUGUAAU
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+X61068.1/961-1034 GGAC.CCGU.A.GCUCAGUU..GGUU..AGAGCU.A.CCGGC.UCAUAAC
+X61065.1/170-242 GGCC.CGUU.G.GAGAAAC...GGUU..AACUCA.C.AUGCC.UUUCACG
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+X03715.1/667-740 GGAC.CCUU.A.GCUCAGUU..GGUU..AGAGCA.U.CCGGC.UCAUAAC
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+X16750.1/2-74 GCGU.AGGU.G.GUGAAGU...GGUU..AACACA.U.CAGGU.UGUGGCU
+X17113.1/351-433 GCCC.AAGU.G.GCGGAAU...GGUA..GACGCA.U.GGGAU.UUAAGAU
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+X16746.1/1-72 GGCA.ACAU.G.GCCAAGC...GGCU..AAGGCA.U.GGGUC.UGCAACA
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+X16752.1/1-74 CGGA.AUAU.A.GCUCAGCU..GGUU..AGAGCA.U.UCCGC.UGAUAAC
+AE000043.2/9216-9133 GGAC.AGGU.A.GCGAAGU...GGCUA.AACGCU.U.CUGAC.UGUAGAU
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+M18050.1/100-172 GCUG.ACUU.A.GCUCAGUU..GGU...AGAGCA.A.UUGAC.UAGUAAU
+X03154.1/801-875 GGCC.CCAU.A.GCGAACGU.UGGUU..AUCGCG.C.CUCCC.UGUCACG
+X16748.1/1-73 GGCC.UGUU.G.GUGAAGC...GGUU..AACACA.C.ACGGU.UUUCAUC
+X03154.1/110-183 GCGC.CCGU.A.GAUCAAUU..GGAU..AGAUCG.C.UUGAC.UACGGAU
+M16450.1/308-380 GGAG.UGUU.A.GCUCAGCU..GGG...AGAGCU.C.CUGCC.UUACAAG
+X03154.1/608-697 GGAA.GAUU.A.CCCAAGUC.CGGCUG.AAGGGA.U.CGGUC.UUGAAAA
+X16745.1/1-74 GGCC.CCAU.A.GCGAAGUU..GGUU..AUCGCG.C.CUCCC.UGUCACG
+X16759.1/1-73 CGCG.GGGU.A.GAGCAGUU..GGU...AGCUCG.C.CGGGC.UCAUAAC
+X03154.1/723-795 CGCG.GGGU.A.GAGCAGUU..GGU...AGCUCG.C.CGGGC.UCAUAAC
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+X16760.1/1-73 GGUC.GUGU.A.GCUCAGUC..GGU...AGAGCA.G.CAGAC.UGAAGCU
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+X03154.1/401-474 GGCG.GGGU.A.GCUCAGUU..GGUU..AGAGCG.U.UCGGU.UCAUACC
+D00547.1/242-315 CGGG.AAGU.G.GCUCAGUU.UGGU...AGAGCA.U.UCGGU.UUGGGAC
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+X16765.1/1-73 GCUG.ACUU.A.GCUCAGCA..GGC...AGAGCA.A.CUGAC.UUGUAAU
+X16754.1/1-86 CCCC.AAGU.G.GCGGAAUA..GGUA..GACGCA.U.UGGAC.UUAAAAU
+D00548.1/191-271 GGAG.GGGU.A.GCGAAGU...GGCUA.AACGCG.G.GUGGC.UGUAACC
+X16758.1/1-74 GGCG.GGGU.A.GCUCAGUU..GGUU..AGAGCG.U.UCGGU.UCAUACC
+X16763.1/1-89 GGAA.GAUU.A.CCCAAGUC.CGGCUG.AAGGGA.U.CGGUC.UUGAAAA
+X16767.1/1-73 AGGG.GCAU.A.GUUCAGUA..GGU...AGAACA.U.CGGUC.UUCAAAA
+L00194.1/685-756 GGGG.CCAU.A.GCUCAGUU..GGU...AGAGCG.C.CUGCU.UUGCAAG
+L00194.1/554-627 AGGC.CUGU.A.GCUCAGGU..GGUU..AGAGCG.U.ACGCC.UGAUAAG
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+AE008996.1/2003-1920 GCCC.AGAU.G.GCGGAAUU..GGUA..GACGCG.C.CAGCU.UCAGGUG
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+X07395.1/103-176 GGGC.CUAU.A.GCUCAGCU..GGCU..AGAGCA.C.ACGCC.UGAUAAG
+X12977.1/317-399 GCGA.AGGU.G.GCGGAAUU..GGUA..GACGCG.C.UAGCU.UCAGGUG
+X12977.1/94-167 GCGC.CCGU.A.GCUCAGCU..GGAU..AGAGCG.C.UGCCC.UCCGGAG
+X12977.1/221-293 GUGG.CUGU.A.GCUCAGUU..GGU...AGAGUC.C.CGGAU.UGUGAUU
+X12977.1/475-548 CGGU.GAUU.A.GCGCAGCC.CGGU...AGCGCA.U.CUGGU.UUGGGAC
+V00334.1/358-430 GCUG.AUAU.G.GCUCAGUU..GGU...AGAGCG.C.ACCCU.UGGUAGG
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+AE005196.1/3290-3363 GGAG.CGGU.A.GUUCAGUC..GGUU..AGAAUA.C.CUGCC.UGUCACG
+AE005414.1/2595-2512 GCCC.GGAU.G.GUGGAAUC..GGUA..GACACA.A.GGGAU.UUAAAAU
+AE005497.1/10137-10064 GCAU.CCGU.A.GCUCAGCU..GGAU..AGAGUA.C.UCGGC.UACGAAC
+AE005245.1/5142-5071 UGGG.GUAU.C.GCCAAGC...GGU...AAGGCA.C.CGGUU.UUUGAUA
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+AE005546.1/4076-3993 GCCG.AGGU.G.GUGGAAUU..GGUA..GACACG.C.UACCU.UGAGGUG
+AE005658.1/7176-7257 GCCG.AAGU.G.GCGAAAUC..GGUA..GACGCA.G.UUGAU.UCAAAAU
+AE005527.1/84-156 GCCC.GGAU.A.GCUCAGUC..GGU...AGAGCA.G.GGGAU.UGAAAAU
+AE005234.1/8154-8227 GCGC.CCUU.A.GCUCAGUU..GGAU..AGAGCA.A.CGACC.UUCUAAG
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+AE005314.1/4287-4216 GGUG.AGGU.G.UCCGAGU...GGCUG.AAGGAG.C.ACGCC.UGGAAAG
+AE005629.1/6992-7073 GGUG.GGGU.U.CCCGAGC...GGCCA.AAGGGA.G.CAGAC.UGUAAAU
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+AB035922.1/6128-6200 AGGG.GCGU.A.GUUCAAUU..GGU...AGAGCA.C.CGGUC.UCCAAAA
+AE005466.1/5965-6036 GUCC.UCUU.A.GUUAAAU...GGAU..AUAACG.A.GCCCC.UCCUAAG
+AE005470.1/8444-8372 GGGG.CUAU.A.GCUCAGCU..GGG...AGAGCG.C.UUGCA.UGGCAUG
+AE005245.1/5337-5264 GGCU.ACGU.A.GCUCAGUU..GGUU..AGAGCA.C.AUCAC.UCAUAAU
+AE005245.1/4818-4747 UGGG.GUAU.C.GCCAAGC...GGU...AAGGCA.C.CGGAU.UCUGAUU
+AF234285.1/261-333 GGGG.CUAU.A.GCUCAGCU..GGG...AGAGCG.C.CUGCU.UUGCACG
+AE008857.1/222-150 GUCC.CCUU.C.GUCUAGA...GGCCC.AGGACA.C.CGCCC.UUUCACG
+AE008893.1/17175-17247 GCCG.ACUU.A.GCUCAGUA..GGU...AGAGCA.A.CUGAC.UUGUAAU
+AE008762.1/276-203 GCGU.UCAU.A.GCUCAGUU..GGUU..AGAGCA.C.CACCU.UGACAUG
+AE008837.1/3449-3522 CGCG.GGGU.G.GAGCAGCC.UGGU...AGCUCG.U.CGGGC.UCAUAAC
+AE008788.1/15048-14962 GGAG.AGAU.G.CCGGAGC...GGCUG.AACGGA.C.CGGUC.UCGAAAA
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+X04163.1/59-131 GGAG.AUGU.U.GUUUUAA...GGU...UAAACU.AUUAGAU.UGCAAAU
+X04163.1/219-289 GUGA.AUAU.A.UUUCAAU...GGU...AGAAAA.U.ACGCU.UGUGGUG
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+X51551.1/101-172 GCUC.GCGU.G.GCGUAAU...GGC...AACGCG.U.CUGAC.UUCUAAU
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+X16885.1/950-882 GGUU.UUGU.A.GUGUAA....UU....AACAUA.U.UAGAU.UGCAAAU
+X16888.1/864-793 UGAG.UUGU.A.GCCUAAU...GGA...AAGGCG.U.UUGGC.CGUUAAC
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+M25321.1/478-410 CAGG.AGAU.A.GUUUAU....UA....AAAAUA.G.UAGCU.UUGGGAG
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+D16387.1/11555-11625 CCUG.GCGG.A.GCUUGAU...AGU...UAAGCA.U.CUCUU.UUACACA
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+X16886.1/1355-1286 CAGA.AAAU.A.GUUUAG....UG....AGAAUG.A.UAGCU.UUGGGAG
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+D16387.1/11397-11328 GAUU.GGGU.G.GCAGAUA...GG....GAUGCG.A.UAGAU.UGUAAAU
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+J04815.1/7401-7469 UGAG.AGUU.A.GUUUAA....GA....AGAACC.C.CUGAU.UUCGGCU
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+J04815.1/1231-1299 CAAA.GAAU.A.GUUUAA....GA....AAAACA.A.CAGCU.UUGGGAG
+J04815.1/2041-2109 ACUC.UAUG.A.GUACAAC.........AGUACC.U.UUGAC.UUCCAAU
+J04815.1/1-73 GCAA.AGGU.A.GCUUAACA..GAUU..AAAGCA.U.AGCAC.UGAAAAU
+J04815.1/1371-1301 UAAG.GAGU.A.GUUUAAU...GGA...AAAACG.A.GGAAC.UUUGACU
+J04815.1/1966-2036 AAUA.AGAU.G.GCUGAGA...GAA...CAAGCG.G.UGGAU.UGUAAAU
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+J04815.1/3159-3231 AGAG.CUUG.C.UCCCAAA...GCU...UGGGUG.U.CUAGC.UGAUAAU
+J04815.1/10228-10159 GGAG.AAGU.G.GCAGAU....AGA...AAUGCA.U.GCGGC.UUGAAAC
+J04815.1/952-1020 GCUC.CUAU.A.GUUGAA....CU....ACAACA.A.GAGCU.UUUCACG
+M37162.1/1211-1282 GCUG.AAAU.A.GCAAAGU...GGUU..AAUGCA.A.AAGAC.UUAGGAU
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+X12631.1/10184-10115 GGAG.AAGU.G.GCACGAUA..GG....AAUGCA.U.GCGGC.UUGAAAC
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+X12631.1/1775-1706 CAAG.GCAU.A.GCUAGUU...AG....UAAGUU.U.CUCCU.UUACACG
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+X12631.1/1937-1868 AGAG.GCCU.A.GUUAAA....CUU...AUAACU.U.UGGGU.UGUCAGG
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+X61674.1/1095-1008 GGAG.AGAU.G.GCUGAGU...GGACU.AAAGCG.G.CGGAU.UGCUAAU
+X13246.1/151-233 GGGA.GAGU.G.GCCGAGC...GGUCA.AAAGCG.A.CAGAC.UGUAAAU
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+X14698.1/250-321 GUCC.CUUU.C.GUCCAGA...GGUU..AGGACA.U.CGUCU.UUUCAUG
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+AB042240.3/84552-84472 GCCU.UGAU.G.GUGAAAU...GGU.A.GACACG.C.GAGAC.UCAAAAU
+X07379.1/305-375 GGCG.GCAU.G.GCCAAGC...GGU...AAGGCA.G.GGGAC.UGCAAAU
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+X13247.1/151-237 GGAU.GGAU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGAAAA
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+X05602.1/210-283 GCGC.UCUU.A.GUUCAGUU.CGGU...AGAACG.U.GUGUC.UCCAAAA
+K02003.1/1-74 GGGG.UGGU.G.GCGCAGUU..GGCU..AGCGCG.U.AGGUC.UCAUAAU
+AB042240.3/82974-82901 GCAU.CCAU.G.GCUGAAU...GGUU..AAAGCG.C.CCAAC.UCAUAAU
+AP000397.1/114390-114319 UGGA.GUAU.A.GCCAAGU...GGU...AAGGCA.U.CGGUU.UUUGGUA
+AP000397.1/130600-130527 GUUC.AGGU.A.GCUCAGCU..GGUU..AGAGCA.A.AGGAC.UGAAAAU
+AP000397.1/130445-130371 CGAG.GUGU.A.GCGCAGUC.UGGUC..AGCGCA.U.CUGUU.UUGGGUA
+K00281.1/1-72 GCCC.CUUU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGUAAG
+J01440.1/394-465 AGGG.GUAU.A.ACUCAGC...GGU...AGAGUG.U.CACCU.UGACGUG
+AJ400848.1/26718-26788 GGCG.GCAU.G.GCCGAGU...GGU...AAGGCG.G.AGGAC.UGCAAAU
+M31489.1/112-183 GCGU.CCAU.A.GUCUAAU...GGAU..AGGACA.U.AGGUC.UUCUAAA
+AJ400848.1/45575-45503 GCCC.GCUU.A.GCUCAGA...GGUU..AGAGCA.U.CGCAU.UUGUAAU
+AJ400848.1/34280-34188 GGAG.AGAU.G.GCUGAGU...GGUUG.AUAGCU.C.CGGUC.UUGAAAA
+AJ400848.1/29178-29105 GGGA.UUGU.A.GUUCAAUU..GGUU..AGAGCA.C.CGCCC.UGUCAAG
+Y00125.1/116-196 GCCU.UGGU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAAAAU
+AJ400848.1/74-1 GCGG.AUGU.A.GCCAAGU...GGAUU.AAGGCA.G.UGGAU.UGUGAAU
+AJ400848.1/50859-50931 ACCU.ACUU.A.ACUCAGC...GGUU..AGAGUA.U.UGCUU.UCAUACG
+AJ400848.1/29803-29731 GCCC.CCAU.C.GUCUAGC...GGUUC.AGGACA.U.CUCUC.UUUCAAG
+AJ400848.1/44024-44110 GGAG.AGAU.G.GCCGAGU...GGUUG.AAGGUG.U.AGCAU.UGGAACU
+X07462.1/14-87 GCAU.CCAU.G.GCUGAAU...GGUU..AAAGCG.C.CCAAC.UCAUAAU
+X87209.1/183-268 ..AG.GUAU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCUAAA
+X73425.1/2369-2440 UCCU.CAGU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUUAAC
+X74126.1/2430-2501 GUCC.CUUU.C.GUCCAGU...GGUU..AGGACA.U.CGUCU.UUUCAUG
+M81884.1/41401-41330 UCCU.CAGU.A.GCUCAGU...GGUA...GAGUG.G.UCGGC.UGUUAAC
+M81884.1/42594-42515 GCCG.CUAU.G.GUGAAAUU..GGUA..GACACG.U.UGCUC.UUAGGAA
+X61368.1/228-301 GGGC.CUGU.A.GAUCAGA...GGAUU.AGAGCA.C.GUGGC.UACGAAC
+X61698.1/1470-1542 ACCU.ACUU.A.ACUCAGU...GGUU..AGAGUA.C.UGCUU.UCAUACG
+Z00044.1/50240-50312 GCCG.GGAU.A.GCUCAGUU..GGU...AGAGCA.G.AGGAC.UGAAAAU
+Z00044.1/68888-68815 GCGC.UCUU.A.GUUCAGUU.CGGU...AGAACG.U.GGGUC.UCCAAAA
+X01017.1/487-417 GCGG.AUAU.G.GUCGAAU...GGU...AAAAUU.U.CUCUU.UGCCAAG
+X01016.1/450-523 AGGG.AUGU.G.GCGCAGCU.UGGU...AGCGCG.U.UUGUU.UUGGGUA
+X02217.1/416-488 GCCC.CCAU.C.GUCUAGU...GGUUU.AGGACA.U.CUCUC.UUUCAAG
+M16912.1/86-157 GCCC.UUUU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGUAAG
+M16897.1/160-88 GCCC.GCUU.A.GCUCAGA...GGUU..AGAGCA.U.CGCAU.UUGUAAU
+X01017.1/116-189 CGCG.GGGU.A.GAGCAGUU.UGGU...AGCUCG.C.AAGGC.UCAUAAC
+X00181.1/495-582 GGAG.AGAU.G.GCUGAGU...GGACU.AAAGCG.G.CGGAU.UGCUAAU
+X00360.1/1-73 CCGA.CCUU.A.GCUCAGUU..GGU...AGAGCG.G.AGGAC.UGUAGAU
+M16869.1/80-166 GGAG.AGAU.G.GCCGAGU...GGUUG.AAGGCG.U.AGCAU.UGGAACU
+K01727.1/129-57 ACCU.ACUU.A.ACUCAGU...GGUU..AGAGUA.C.UGCUU.UCAUACG
+M16909.1/81-161 GCCU.UGGU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAAAAU
+X72895.1/1-72 GGCG.ACAU.G.GCCGAGU...GGU...AAGGCA.G.AGGAC.UGCAAAU
+X00446.1/283-210 GCGG.AUGU.A.GCCAAGU...GGAUC.AAGGCA.G.UGGAU.UGUGAAU
+M23767.1/162-241 GCCG.CUAU.G.GUGAAAUU..GGUA..GACACG.C.UGCUC.UUAGGAA
+X53392.1/97-170 GGGC.UUAU.A.GUUUAAUU..GGUU..GAAACG.U.ACCGC.UCAUAAC
+Y18934.1/3868-3797 AGGG.AUAU.A.ACUCAGC...GGU...AGAGUG.U.CACCU.UGACGUG
+AJ243756.1/1-71 GGCU.AGGU.A.ACAUAAU...GGA...AAUGUA.U.CGGAC.UGCAAAU
+AC122544.1/63069-62986 GUCA.GGAU.G.GCCGAGU...GGUCU.AAGGCG.C.CAGAC.UCAAGUU
+X01120.1/76-149 GGGC.CUGU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACGAAC
+X07922.1/12-85 AGGG.AUGU.A.GCGCAGCU.UGGU...AGCGCG.U.UUGUU.UUGGGUA
+M58319.1/196-282 GGAU.GGAU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGAAAA
+X07125.1/118-191 AGCG.GGGU.A.GAGGAUUU..GGUA..AACUCA.U.CAGGC.UCAUGAC
+AJ271079.2/59828-59899 UGGG.GCGU.G.GCCAAGU...GGU...AAGGCA.A.CGGGU.UUUGGUC
+AJ271079.2/19772-19686 GGAG.AGAU.G.GCCGAGU...GGUUC.AAGGCG.U.AGCAU.UGGAACU
+AJ271079.2/114727-114656 UCCU.CAGU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUUAAC
+X04377.1/307-380 AGCG.GGGU.A.GAGUAGUU..GGUU..AACUCG.U.CAGGC.UCAUGAC
+X03676.1/445-516 GCGG.AAAU.A.GCUUAAU...GGU...AGAGCA.U.AGCCU.UGCCAAG
+AP002983.1/63669-63596 GCGC.UCUU.A.GUUCAGUU.CGGU...AGAACG.C.GGGUC.UCCAAAA
+AP002983.1/121-48 GCGG.AUGU.A.GCCAAGU...GGAUC.AAGGCA.G.UGGAU.UGUGAAU
+M17129.1/151-222 AUCA.GAGU.G.GCGCAGC...GGAA...GCGUG.G.UGGGC.CCAUAAC
+X07377.1/52-124 ACCU.ACUU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAUACG
+AF052653.1/130-203 AGCG.GGGU.A.GAGUAAUU..GGUC..AACUCA.U.CAGGC.UCAUGAC
+X06428.1/229-300 AGGG.AUAU.A.ACUCAGC...GGU...AGAGUG.U.CACCU.UGACGUG
+X07375.1/305-376 GUCC.CUUU.C.GUCCAGU...GGUU..AGGACA.U.CGUCU.UUUCAUG
+X00476.1/1-85 GGGG.AUAU.G.GCGAAAUU..GGUA..GACGCU.A.CGGAC.UUAAAAU
+K00235.1/1-85 GGGG.AUAU.G.GCGAAAUU..GGUA..GACGCU.A.CGGAC.UUAAAAU
+X15059.1/507-589 GGGA.GAGU.G.GCCGAGU...GGUCA.AAAGCG.A.CAGAC.UGUAAAU
+M21542.1/51-134 GUCA.GGAU.G.GCCGAGU...GGUCU.AAGGCG.C.CAGAC.UCAAGUU
+X12857.1/421-494 GCGG.AUGU.A.GCCAAGU...GGAUC.AAGGCA.G.UGGAU.UGUGAAU
+M16863.1/21-94 GGGC.UCGU.A.GCUCAGA...GGAUU.AGAGCA.C.GCGGC.UACGAAC
+X55033.1/412-483 AGGG.GUAU.A.ACUCAGC...GGU...AGAGUG.U.CACCU.UGACGUG
+X05395.1/365-438 GCGC.UCUU.U.GUUCAGUU.CGGU...AGAACG.C.GGGUC.UCCAAAA
+X05394.1/580-653 CGCG.GAGU.A.GAGCAACU.UGGU...AGCUCG.C.AAGGC.UCAUAAC
+X05395.1/122-195 AGGG.AUGU.A.GCGCAGCU.UUGU...AGCGCG.U.UUGUU.UUGGGUA
+AJ002222.1/720-791 GCGG.AAAU.A.GCUUAAU...GGU...AGAGCA.U.AGCCU.UGCCAAG
+M16864.1/642-714 GCCC.CCAU.C.GUCUAGC...GGUUU.AGGACA.U.CUCUC.UUUCAAG
+X05394.1/803-733 GCGG.AUAU.A.GUUGAAU...GGU...AUAAUU.U.CUCUU.UGCCAAG
+X01676.1/804-877 GGGA.UUGU.A.GUUCAAUU..GGUC..AGAGCA.C.CGCCC.UGUCAAG
+X04761.1/963-892 GCCC.UUUU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGUAAG
+M16863.1/456-385 UCCC.CAGU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUUAAC
+M16863.1/577-660 GCCU.UGGU.G.GUGAAAUGGUGGUA..GACACG.C.GAGAC.UCAAAAU
+X51471.1/6754-6681 GCGG.AUGU.A.GCCAAGU...GGAUC.AAGGCA.G.UGGAU.UGUGAAU
+X02444.1/95-15 GCCU.UGGU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAAAAU
+AF487242.1/558-475 GGGU.CGAU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUAAAU
+X66520.1/7-88 GUGG.AAGU.G.GCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGAAAU
+AL162971.1/11752-11825 GGUU.UCGU.G.GUGUAGUU..GGUU..AUCACG.U.CAGUC.UAACACA
+AC002341.3/6810-6881 GGGC.AUUU.G.GUCUAGU...GGU...AUGAUU.C.UCGCU.UAGGGUG
+X12889.1/644-572 ACCU.ACUU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAUACG
+M58320.1/108-194 GGAU.GGAU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGAAAA
+X67736.1/4837-4923 GGAG.AGAU.G.GCCGAGU...GGUUU.AAGGCG.U.AGCAU.UGGAACU
+AC009323.4/37955-37874 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.C.AUAAC.UAGAAAU
+X66414.1/9-82 GCAU.CCAU.G.GCUGAAU...GGUU..AAAGCG.C.CCAAC.UCAUAAU
+X14110.1/261-348 GGAG.GGAU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCUAAA
+AL138651.1/64525-64597 GGGG.AUGU.A.GCUCAUAU..GGU...AGAGCG.C.UCGCU.UUGCAUG
+X57593.1/241-312 GGAU.UCGU.G.GCGCAAU...GGU...AGCGCG.U.CUGAC.UCCAGAU
+AC068900.3/7333-7404 GUCG.UUGU.A.GUAUAGU...GGUA..AGUAUU.C.CCGCC.UGUCACG
+AC009323.4/42522-42441 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGAAAU
+AC018907.5/9587-9517 GCAC.CAGU.G.GUCUAGU...GGU...AGAAUA.G.UACCC.UGCCACG
+AB017063.1/58819-58900 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGAAAU
+AL161496.2/172002-171930 GCGG.GGAU.A.GCUCAGUU..GGG...AGAGCG.U.CAGAC.UGAAGAU
+AC009323.4/14362-14281 GUGG.ACGU.G.CCGGAGU...GGUU..AUCGGG.A.AUGAC.UAGAAAU
+AC009323.4/12825-12742 GUGG.ACAU.G.CCGGAGU...GGUGUUAUCGGG.C.AUAAC.UAGAAAU
+AP000423.1/76-4 GCGG.AUGU.A.GCCAAGU...GGAUU.AAGGCA.G.UGGAU.UGUGAAU
+L35909.1/103-174 GGAU.CCGU.G.GCGCAAU...GGU...AGCGCG.U.CUGAC.UCCAGAU
+X63088.1/299-371 GGGU.GUAU.A.GCUCAGUU..GGU...AGAGCA.U.UGGGC.UUUUAAC
+X13558.1/186-115 UGGG.GCGU.A.GCCAAGC...GGU...AAGGCA.A.CGGGU.UUUGGUC
+X17616.1/380-293 GGAG.AGAU.G.GCUGAGU...GGACU.AAAGCG.U.UGGAU.UGCUAAU
+AF166114.1/53704-53775 GGGU.CGCU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUUAAC
+X52739.1/1-72 GGGC.UAUU.A.GCUCAGU...GGU...AGAGCG.C.GCCCC.UGAUAAG
+M21373.1/208-280 GGGG.GUAU.A.GCUCAGUU..GGU...AGAGCG.U.UGCUU.UUGCAUA
+M21373.1/131-204 GGGC.UAUU.A.GCUCAGUU..GGUU..AGAGCG.C.ACCCC.UGAUAAG
+X15768.1/134-207 GGGC.UAUU.A.GCUCAGUU..GGUU..AGAGCG.C.ACCCC.UGAUAAG
+X15768.1/211-283 GGGG.GUAU.A.GCUCAGUU..GGU...AGAGCG.C.UGCCU.UUGCAAG
+M10671.1/1-72 GACC.UCGU.G.GCGCAAC...GGU...AGCGCG.U.CUGAC.UCCAGAU
+U24159.1/431-359 GGGU.CGUU.A.GCUCAGUC..GGU...AGAGCA.G.CGGAC.UUUUAAU
+X03016.1/3583-3669 GGAG.GCGU.G.GCAGAGU...GGUUU.AAUGCA.C.CGGUC.UUGAAAA
+AF158101.6/72033-71960 GGCC.CUGU.A.GCUCAAU...GGUUA.GCAGCA.G.UCCCC.UCAUAAG
+AF158101.6/72364-72294 GCGG.AUAU.C.GUAUAAU...GGU...AUUACC.U.CAGAC.UUCCAAU
+AF158101.6/72530-72458 UGGG.AAUU.A.GCCAAGUU..GGU...AAGGCA.U.AGCAC.UUUGACU
+AF158101.6/72456-72373 GCGA.GAAU.G.GUCAAAUU..GGUA..AAGGCA.C.AGCAC.UUAAAAU
+X03016.1/4539-4610 GUCC.CGCU.G.GUGUAAU...GGAU..AGCAUA.C.GAUCC.UUCUAAG
+K00277.1/1-73 GCUG.AUUU.A.GCUCAGUA..GGU...AGAGCA.C.CUCAC.UUGUAAU
+K00354.1/1-74 CUCC.GUGU.A.GCUCAGUU.UGGU...AGAGCG.C.CUGAU.UUGGGAU
+AF016404.1/2636-2555 GCCU.UCGU.G.GUGAAAU...GGUA..GACACU.C.AUGAC.UUAAAAU
+#=GC SS_cons <<<<.<<<....<<<<.............>>>>..<.<<<<........>
+
+AP000063.1/59179-59095 CCG.AU..GGC.....GUA...G.....GCCUG..CGUG.GGU.UCA.AA
+AE006696.1/291-218 CGG.GUU........................GU..CCGG.GGU.UCA.AG
+AE006699.1/3409-3482 CGA.GUG........................GU..CAGG.GGU.UCA.AA
+X06054.1/711-637 GCA.GAA........................AU..CCUG.GGU.UCA.AG
+AP000989.1/73279-73354 CCA.GUA........................AU..CCCG.GGU.UCA.AA
+X14835.1/6927-7002 CCG.GUC........................UU..CCCG.GGU.UCG.AA
+AE009773.1/7700-7629 CGG.GAG........................AU..CCCG.GGU.UCG.AA
+AE009855.1/3683-3767 CCU.GU..GGC.....GUA...G.....GCCUG..CGUG.GGU.UCA.AA
+X05071.1/204-288 CCU.GU..GGC.....GUA...G.....GCCUG..CGUG.GGU.UCG.AA
+AE000965.1/156-85 GCG.GAG........................GC..CGCG.GGU.UCA.AA
+M87833.1/2781-2865 GCU.GU..CCC.....GUA...G.....GGGUC..CGCA.GGU.UCA.AA
+M87833.1/353-437 UCU.GU..GGC.....GUA...CA....GCC.U..CCGG.GGU.UCG.AA
+AE005128.1/6659-6734 CCG.CUC........................AU..CGCC.GGU.UCA.AA
+X02584.1/1-77 CGG.AAC........................CC.CCGCC.GGU.UCA.AA
+K02528.1/1-74 CAG.UCG........................AU..CGGG.GGU.UCG.AA
+AB003409.1/96-167 GAG.GAU........................GC..CCUG.GGU.UCG.AA
+AE000930.1/11782-11855 GCG.GAG........................GC..CCCG.GGU.UCA.AA
+M32222.1/3110-3183 GCG.GAG........................GC..CCCG.GGU.UCA.AA
+M26978.1/826-899 CGA.GUG........................GU..CGCA.GGU.UCG.AG
+M26978.1/1192-1264 CCC.GCG........................A...CUCG.GGU.UCA.AA
+M26977.1/379-453 CCU.GAG........................A...CCCC.GGU.UCA.AA
+M26978.1/907-980 CGG.GCG........................GU..CAUG.GGU.UCG.AA
+M26977.1/557-628 CCC.GCG........................A...CUCG.GGU.UCA.AU
+M26978.1/994-1068 CCG.AAG........................A...CUCG.GGU.UCA.AA
+M26977.1/635-708 CAA.GUA........................GU..CGCG.GGU.UCA.AA
+M32222.1/1277-1363 CCG.AU..GAU.CC..GUU...AA..GGAUCG...CGCG.GGU.UCA.AA
+M26977.1/276-348 CUC.GUG........................GU..CGCG.GGU.UCA.AA
+M26978.1/1092-1174 CUG.UU..GGC.....GUU...AG....GCUU...CCAG.GGU.UCG.AA
+U67517.1/7202-7276 CGA.GUG........................GU..CAAG.GGU.UCA.AA
+U67537.1/160-234 CCU.GAG........................A...CCCC.AGU.UCA.AA
+U67538.1/10143-10207 GCG.AAG........................GU..CGCC.GGU.UCG.AA
+U67517.1/7412-7496 CCA.GU..CCC.....GUA...G.....GGGUU..CCAG.GGU.UCA.AA
+U67528.1/1221-1293 CCC.GGG........................A...CCGC.GGU.UCG.AA
+U67492.1/3149-3223 CCC.GCG........................A...CCCG.GGU.UCA.AA
+U67528.1/1042-969 CAG.GAG........................GU..CGCG.GGU.UCA.AA
+U67517.1/7511-7582 CCC.CUG........................A...CCCG.GGU.UCA.AU
+U67492.1/3051-3122 CCG.GGG........................GU..CGGG.GGU.UCA.AA
+X00916.1/823-889 CAG.GUG........................GU..CGGG.GGU.UCG.AA
+X00916.1/1570-1644 CCU.GUG........................A...CUCG.GGU.UCA.AA
+AF108356.1/1-74 CAG.GCG........................GU..CGAG.GGU.UCG.AA
+X00916.1/933-1007 CCU.GAG........................A...CCCC.AGU.UCA.AA
+X00916.1/1018-1091 CCG.CAU........................GU..CGCU.GGU.UCA.AA
+X00083.1/99-171 GCA.GAG........................GC..CGUG.GGU.UCA.AA
+M19342.1/69-141 GCC.GAG........................GC..CUGG.GGU.UCA.AA
+X51423.1/1802-1874 GCG.GAG........................GC..CCUG.GGU.CCG.AA
+AY017179.1/1528-1601 CCG.AAG........................GC..CCCG.GGU.UCG.AA
+X68198.1/9818-9745 CCG.UAG........................AU..CGAU.GGU.UCA.AA
+AF004309.1/87-160 GAA.GAG........................GU..CGUG.GGU.UCA.AA
+X52070.1/777-849 CGG.CAG........................GU..UACU.GGU.UCG.AG
+X65556.1/351-423 GUU.GAG........................GU..CGCG.AGU.UCG.AG
+X53649.1/495-566 CAU.UUA........................G...UCUA.GGU.UCG.AG
+X52070.1/699-771 CGG.CAG........................GU..UACU.GGU.UCG.AG
+X53649.1/160-231 CAG.UUA........................G...UCUA.GGU.UCG.AG
+AF186372.1/596-669 CCA.GAG........................GU..CGCA.GGU.UCA.AA
+X53649.1/604-676 GCG.GUA........................G...CGCC.GGU.UCG.AA
+M32254.1/51-124 UCA.GAG........................GU..CGCA.GGU.UCA.AA
+AB067577.1/1615-1688 GGU.GAG........................GU..CCCU.GGU.UCA.AG
+AF105125.1/104-176 CAG.GAU........................GU..CAGC.GGU.UCG.AG
+D17540.1/1-73 CCG.AGG........................GU..CGCG.GGU.UCG.AG
+X51824.1/190-272 CCG.UU..GGC.....GUA...U.....GCCUU..CGCU.GGU.UCG.AA
+X51824.1/381-453 GGU.GAG........................GU..CGCC.GGU.UCG.AG
+X60981.1/3898-3969 CAG.GAG........................AU..CGCG.GGU.UCG.AU
+AB031214.1/4204-4277 CGU.GAG........................GU..CGGU.GGU.UCG.AG
+AF008220.1/5629-5712 CUA.GU..GUC.U...UUA...C....AGACG...UGGG.GGU.UCA.AG
+K01389.1/345-433 CGU.GU..AGG.CGGUCAA...C.UCCGUCU....CAAG.GGU.UCG.AA
+Z82044.1/16317-16387 CCU.UU.........................AU..CCCC.GGU.UCG.AA
+AF008220.1/6888-6961 CGU.GAG........................GU..CGAU.GGU.UCG.AG
+AF142677.4/47404-47332 CAG.AGG........................GU..CGAA.GGU.UCG.AG
+AF008220.1/6334-6422 CCG.AC..AGG.GUG.UCA...A..AGCCCG....CGGG.GGU.UCG.AA
+AF071855.1/254-326 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+AF008220.1/6713-6785 CUG.GCA........................UU..CGUG.GGU.UCG.AU
+AF008220.1/5322-5394 CAG.AGG........................GU..CGGC.GGU.UCG.AG
+AB013373.1/3754-3825 GUG.GGG........................GU..CGCG.GGU.UCG.AA
+AB031213.1/2203-2276 CAG.GAG........................GU..CGCG.GGU.UCG.AG
+AB001488.1/62222-62293 CCG.UCA........................UG..CGUU.GGU.UCG.AA
+AF008220.1/6172-6245 CGU.GAG........................GU..CGGG.GGU.UCG.AU
+AF142677.4/47045-46960 CCU.GC..GGU.AG..GUG...A...CUACCG...UGCC.GGU.UCA.AG
+AF008220.1/6443-6516 CCG.AAG........................GU..CGCA.GGU.UCA.AA
+X60981.1/3261-3348 CGU.GU..AGG.CGU.GAA...UA.GCGCCU....CAAG.GGU.UCG.AA
+AF008220.1/6975-7046 CGA.UCG........................GU..CGCA.GGU.UCG.AA
+AF008220.1/5997-6070 CAU.GGG........................GU..CGCA.GGU.UCG.AA
+AF008220.1/7053-7140 GGU.GUA.GGU.CGU.GUA...A..GCGGCG....CGAG.GGU.UCA.AA
+X60981.1/3446-3518 CAA.GGG........................GU..CGGC.GGU.UCG.AU
+AB031211.1/7799-7884 CCU.GC..GGU.AG..GUG...A...CUACCG...UGCC.GGU.UCA.AG
+Z82044.1/16031-16103 CUG.GCA........................CU..CGUG.GGU.UCG.AU
+Z99104.2/95646-95728 CUA.GU..GUC.....UUU...AU....GACG...UGGG.GGU.UCA.AG
+Z82044.1/15843-15924 CCG.CU..CCC.....UCA.........GGGUU..CGGC.AGU.UCG.AA
+AB013372.1/8-81 CAA.AAG........................GU..UAGG.GGU.UCG.AC
+X60981.1/3182-3253 CGA.UUG........................GU..CGCA.GGU.UCG.AA
+AF008220.1/6620-6692 CCG.UGU........................GU..CGGC.GGU.UCG.AU
+K01390.1/620-691 GUG.GGG........................GU..CGCG.GGU.UCG.AA
+D89936.1/1231-1150 CGU.GU..UCC.....UUC...U.....GGAG...UGUC.GGU.UCG.AC
+AB031211.1/8065-8137 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+AF008220.1/7169-7240 GCG.GUA........................A...CACG.GGU.UCG.AA
+AB031213.1/2678-2748 CUG.AUG........................U...CGUG.GGU.UCG.AU
+AF008220.1/6251-6324 CGU.CCG........................GU..CGUA.GGU.UCG.AG
+AB031215.1/9125-9195 CCU.CCG........................G...UGUG.GGU.UCG.AU
+X55523.1/17-90 GGU.GAG........................GC..CGUG.GGU.UCA.AA
+AF008220.1/5430-5502 CAG.UAG........................GU..UGGG.GGU.UCA.AG
+Z99104.2/165829-165901 GAA.GAG........................GU..CAGC.GGU.UCG.AG
+AF269787.1/2464-2393 CGA.UCG........................GU..CGUA.GGU.UCG.AA
+AF070678.1/91-163 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+X15245.1/160-231 CAG.GAU........................GU..CGUC.AGU.UCG.AG
+M18744.1/76-164 CCG.CCG.AAC.CAAUGUU...GAAUUGGUG....CGCA.GGU.UCA.AA
+X15246.1/271-344 CAG.AAG........................GU..UGUA.GGU.UCA.AG
+X15246.1/425-492 GCG.GUA........................A...CAUG.GGU.UCA.AA
+X15245.1/588-660 GAG.GAG........................AU..CGCG.GGU.UCA.AA
+AF401668.1/481-552 GUG.GGG........................GU..CGCG.GGU.UCG.AA
+X15245.1/512-584 CAG.AGG........................GU..CACA.GGU.UCG.AG
+X15245.1/236-309 CAG.GGG........................GU..CGCA.GGU.UCA.AA
+X13888.1/63-151 CCG.CCG.AGC.CAAUGUU...GAAUUGGUG....CGCA.GGU.UCA.AA
+X61068.1/1189-1262 CCG.AAG........................GU..CGAU.GGU.UCA.AA
+X61068.1/760-831 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+X61064.1/63-135 CUG.UGG........................GU..CCAC.GGU.UCG.AG
+X61068.1/1364-1437 CCU.CGU........................GU..CAGCCGGU.UCG.AU
+X61067.1/232-303 CCG.UCA........................CU..CGUA.GGU.UCA.AA
+X61067.1/133-205 CCG.ACA........................CU..CGGG.GGU.UCA.AU
+X61067.1/334-415 CUA.GC..GCU.....UUA...C.....GGCA...UGCA.GGU.UCA.AG
+X61066.1/339-412 CAG.GGG........................GU..CGCU.GGU.UCG.AG
+X15508.1/140-211 CCU.UUA........................G...UGUG.GGU.UCG.AA
+X61065.1/77-164 GCG.UUAGACG.GU..UAA...C...CCCGUG...CGAG.GGU.UCA.AA
+X61063.1/119-188 GCU.UAG........................A...CGGC.AGU.UCG.AU
+X61068.1/880-953 CGC.AAG........................GU..CGAG.GGU.UCA.AG
+X61068.1/651-734 CCU.GU..GGC.A...UAA...A....AGCCA...UGUC.GGU.UCA.AG
+X61068.1/477-549 CAG.UAG........................GU..UGCG.GGU.UCA.AU
+X61068.1/1281-1353 CAG.GAG........................AU..CGCG.GGU.UCA.AA
+X61068.1/961-1034 CGG.UCG........................GU..CGUU.GGU.UCG.AG
+X61065.1/170-242 CAU.GCA........................UU..CACG.GGU.UCG.AA
+X61061.1/74-147 CUA.UCG........................GU..CGGG.GGU.UCG.AA
+AF349769.2/1315-1395 CAA.GU..AGU.....GAA...G.....ACUG...UGCU.GGU.UCG.AG
+X61068.1/393-465 CAG.GGG........................GU..CGGC.GGU.UCA.AG
+X61068.1/560-632 CAA.GGU........................GU..CGAU.GGU.UCG.AG
+X61068.1/1060-1145 CCG.ACA.GGG.U...GUA...AA...AGCCG...CGGG.GGU.UCA.AA
+M91385.1/1291-1381 CCG.UUAGAUG.GA..GUA...A...UCCAUG...CAAG.AGU.UCG.AA
+X03715.1/926-998 CCA.AAG........................GU..CGCA.GGU.UCA.AG
+M91385.1/1046-1118 CCG.GGU........................GU..UGUG.GGU.UCA.AG
+X03715.1/1086-1158 CAA.AGU........................GU..CGGC.AGU.UCA.AU
+X03715.1/171-243 CCC.CGA........................U...CGUC.GGU.UCG.AA
+X03715.1/481-553 CAG.GGG........................GU..CGAC.GGU.UCG.AU
+X03715.1/388-461 CGA.GGG........................GU..CGCA.GGU.UCG.AA
+X03715.1/288-361 CAA.AAG........................GU..UGAG.GGU.UCG.AU
+X03715.1/779-868 UUG.ACA.GGC.GGU.GAA...A..GCCGCG....CGGG.GGU.UCG.AA
+X03715.1/1004-1077 GAG.GAG........................AU..CGCG.GGU.UCA.AG
+X03715.1/667-740 CGG.AUG........................GU..CACU.GGU.UCA.AG
+M91385.1/1205-1276 CCG.UAC........................GU..UGUG.GGU.UCA.AG
+X03715.1/589-662 CGG.GAG........................GU..CAAG.AGU.UCA.AG
+U39708.1/2300-2229 CUA.UCA........................UG..CGAU.GGU.UCG.AU
+M18050.1/352-424 CAG.UGG........................GU..CCGG.GGU.UCG.AA
+K00202.1/1-71 CUG.AUU........................G...UGAG.GGU.UCG.AU
+AE000043.2/9006-8935 CAA.AGG........................GU..CCCG.AGU.UCG.AU
+D00559.1/56-142 GUG.UUA.GGU.CGG.UCU......CCGGCG....CGAG.GGU.UCG.AG
+X16750.1/2-74 CUG.ACA........................UA..CGCG.GGU.UCG.AU
+X17113.1/351-433 CCC.AC..GCU.A...GCA...A....UAGCG...UGCC.GGU.UCA.AG
+M18050.1/273-344 CCC.UCA........................UG..CGCC.GGU.UCG.AA
+X03154.1/489-562 CGG.ACG........................GU..CAUU.GGU.UCA.AG
+X16746.1/1-72 CCC.UGA........................U...CAUC.GGU.UCG.AA
+M16450.1/142-214 CGG.UUU........................GU..CACA.GGU.UCG.AG
+X16752.1/1-74 GGA.GAG........................GU..CGUU.GGU.UCA.AG
+AE000043.2/9216-9133 CAG.AC..ACC.....UUC...AU....GGUUU..CGGG.AGU.UCG.AA
+K02974.1/529-600 CCG.AGC........................GU..UGAG.GGU.UCG.AU
+M18050.1/100-172 CAA.UAG........................GU..CGAA.GGU.UCA.AA
+X03154.1/801-875 GAG.GAG........................AU..CACG.GGU.UCG.AG
+X16748.1/1-73 CGU.GGA........................CA..CACG.GGU.UCG.AA
+X03154.1/110-183 CAA.AAG........................GU..UGGG.GGU.UCG.AG
+M16450.1/308-380 CAG.GCG........................GU..CAUA.GGU.UCA.AG
+X03154.1/608-697 CCG.AGA.GUC.GGG.GAA...A..CCCGAG....CGGG.GGU.UCG.AA
+X16745.1/1-74 GAG.GAG........................AU..CACG.GGU.UCG.AG
+X16759.1/1-73 CCG.GAG........................GU..CGCA.GGU.UCG.AG
+X03154.1/723-795 CCG.GAG........................GC..CGCA.GGU.UCG.AG
+AE000043.2/8839-8769 CUG.AUC........................G...UGUC.GGU.UCG.AU
+D00550.1/152-232 CUA.GC..GUC.....UUU.........GACG...UAAG.GGU.UCA.AG
+D00552.1/73-146 CGU.GAG........................GU..CGGA.AGU.UCG.AG
+X16760.1/1-73 CUG.CGU........................GU..CGGC.GGU.UCA.AU
+D00554.1/73-143 CUG.AUU........................G...UGAG.GGU.UCG.AU
+D00558.1/58-130 CAG.UGG........................GU..UGUG.GGU.UCG.AU
+X03154.1/401-474 CGA.AAG........................GU..CGAG.AGU.UCA.AC
+D00547.1/242-315 CGA.AGG........................GU..CGCA.GGU.UCA.AA
+D00547.1/329-401 CAG.GGG........................GU..CGAC.GGU.UCG.AU
+X16765.1/1-73 CAG.UAG........................GU..CGUA.GGU.UCG.AU
+X16754.1/1-86 CCA.AC..GGG.C...UUA...AU...AUCCUG..UGCC.GGU.UCA.AG
+D00548.1/191-271 CAC.UU..CC......UUA...C......GGUU..CGGG.GGU.UCG.AA
+X16758.1/1-74 CGA.AAG........................GU..CGAG.AGU.UCA.AA
+X16763.1/1-89 CCG.AGA.GUC.GG..GGA...AA..CCGAG....CGGG.GGU.UCG.AA
+X16767.1/1-73 CCG.AGU........................GU..CACG.AGU.UCG.AG
+L00194.1/685-756 CAG.GUG........................U...CGUC.GGU.UCG.AA
+L00194.1/554-627 CGU.AAG........................GU..CGGC.AGU.UCG.AG
+AP003004.2/222291-222372 CGU.GU..UCC.....GCA...A.....GGAG...UGGA.GGU.UCG.AG
+AE008996.1/2003-1920 CUG.GU..ACU.C...GAA...A....GGGUG...UGGA.GGU.UCG.AG
+AB066098.1/1687-1760 GGU.GAG........................GU..CACA.AGU.UCA.AG
+AF074839.1/52-124 CAG.GAG........................GU..CAGC.GGU.UCG.AU
+U18089.1/221-293 CAG.GGG........................GU..CAUC.GGU.UCG.AG
+X07395.1/103-176 CGU.GAG........................GU..CAGU.GGU.UCG.AG
+X12977.1/317-399 UUA.GU..GCC.C...CCC........GGGUG...UGAG.GGU.UCG.AG
+X12977.1/94-167 GCA.GAG........................GU..CACA.GGU.UCG.AA
+X12977.1/221-293 CCG.GUU........................GU..CGUG.GGU.UCG.AG
+X12977.1/475-548 CAG.AGG........................GU..CAAA.GGU.UCG.AA
+V00334.1/358-430 GGU.GGG........................GU..CCCC.AGU.UCG.AC
+AE005611.1/1614-1687 GCA.GAG........................GU..CUCA.GGU.UCG.AA
+AE005414.1/2681-2611 CCG.UCU........................A...GUCC.GGU.UCG.AC
+AE005196.1/3290-3363 CAG.GGG........................GU..CGCG.GGU.UCG.AG
+AE005414.1/2595-2512 CCC.UC..GGC.G...UUC...G....CGCUG...UGCG.GGU.UCA.AG
+AE005497.1/10137-10064 CGA.GCG........................GU..CGGA.GGU.UCG.AA
+AE005245.1/5142-5071 CCG.GCA........................UU..CCCU.GGU.UCG.AA
+AE005611.1/1749-1821 CCA.GUU........................GU..CGUG.GGU.UCG.AA
+AE005414.1/2810-2738 GUC.GGG........................GU..CGCG.AGU.UCG.AG
+AE005546.1/4076-3993 GUA.GU..GCC.C...AAU...A....GGGCU...UACG.GGU.UCA.AG
+AE005658.1/7176-7257 CAA.CC..GUA.....GAA...A.....UACG...UGCC.GGU.UCG.AG
+AE005527.1/84-156 CCC.CGU........................GU..CCUU.GGU.UCG.AU
+AE005234.1/8154-8227 UCG.UGG........................GC..CGCA.GGU.UCG.AA
+AE005629.1/7274-7346 GGU.GAG........................GU..CGGC.AGU.UCG.AA
+AE005314.1/4287-4216 UGU.GU.........................A...UACG.GCA.ACG.UA
+AE005629.1/6992-7073 CUG.CC..GUC.....ACA.........GACUU..CGAA.GGU.UCG.AA
+AB035923.1/6106-6178 GGU.GAG........................GU..CCCC.AGU.UCG.AC
+AB035922.1/6128-6200 CCG.GGU........................GU..UGGG.AGU.UCG.AG
+AE005466.1/5965-6036 GGC.UAA........................U...UGCA.GGU.UCG.AU
+AE005470.1/8444-8372 CAA.GAG........................GU..CAGC.GGU.UCG.AU
+AE005245.1/5337-5264 GAU.GGG........................GU..CACA.GGU.UCG.AA
+AE005245.1/4818-4747 CCG.GCA........................UU..CCGA.GGU.UCG.AA
+AF234285.1/261-333 CAG.GAG........................GU..CUGC.GGU.UCG.AU
+AE008857.1/222-150 GCG.GUA........................A...CAGG.GGU.UCG.AA
+AE008893.1/17175-17247 CAG.UAG........................GU..CACC.AGU.UCG.AU
+AE008762.1/276-203 GUG.GGG........................GU..CGUU.GGU.UCG.AG
+AE008837.1/3449-3522 CCG.AAG........................GU..CGUC.GGU.UCA.AA
+AE008788.1/15048-14962 CCG.GA..GUA.GGG.GCA...A..CUCUAC....CGGG.GGU.UCA.AA
+AE008809.1/3263-3335 GAG.GGG........................GU..CGGC.GGU.UCG.AU
+AE008839.1/18078-18008 CUC.UAU........................A...CGAG.GGU.UCG.AU
+AE008829.1/931-842 GGA.GU..AUG.CGGUCAA...AAGCUGCAU....CCGG.GGU.UCG.AA
+AE008799.1/19388-19461 UCG.GGG........................GU..CGGA.GGU.UCA.AA
+AF233324.1/37223-37296 CAG.UGG........................GU..CGGA.GGU.UCG.AA
+AE008731.1/705-777 CAA.UUG........................GU..CGCA.GGU.UCG.AA
+AE008883.1/15626-15696 UUA.GU..GUC.CUU..........ACGGACG...UGGG.GGU.UCA.AG
+AE008848.1/725-797 CGC.UUG........................GU..CGCU.GGU.UCA.AG
+AE008727.1/5966-5885 CUG.GC..GCC.....GCA...A.....GGUG...UGCG.AGU.UCA.AG
+AE008883.1/15399-15472 GCA.GAG........................GU..CUCA.GGU.UCG.AA
+AE008747.1/6317-6401 CCG.GC..GAC.CC..GAA...A...GGGUU....CCAG.AGU.UCG.AA
+AE008710.1/84-156 GCG.AAG........................GU..CGUA.GGU.UCG.AC
+AE008874.1/15640-15730 CCA.GU..UGG.GGCCGCCA..GCGGUCCCG....GGCA.GGU.UCG.AC
+AE008886.1/9662-9735 GGU.GAG........................GU..CGGU.GGU.UCA.AG
+AE008868.1/12130-12057 GAA.GGG........................GU..CGGA.GGU.UCG.AA
+AF069749.1/1422-1494 CCG.UAU........................GU..CACU.GGU.UCG.AG
+U32694.1/2454-2526 GUC.GGG........................GU..CGCG.AGU.UCG.AG
+AF467991.1/42-125 CCC.UC..GCC.UUU..........CGAGGCG...UGCC.AGU.UCA.AG
+AF083212.1/212-284 CAG.GAG........................GU..CAGG.AGU.UCG.AU
+AE004843.1/4972-4900 GGU.GAG........................GU..CAGC.GGU.UCA.AA
+AF127584.1/98-171 GGU.GAG........................GU..CGGC.AGU.UCG.AA
+AE004843.1/5065-4995 CUG.AUG........................A...UGCG.GGU.UCG.AU
+AE004866.1/8982-8910 GAG.AAG........................GU..CGGG.GGU.UCG.AU
+X07950.1/1-81 CUG.AC..GUC.....AUA.........GACUU..CGAA.GGU.UCG.AA
+X12975.1/234-306 CCG.GUU........................GU..CGCG.AGU.UCA.AG
+X52969.1/525-607 CAU.GC..GCC.U...GUA........AGGUG...UGAG.AGU.UCA.AG
+AE004294.1/4314-4241 CAG.AGG........................GU..CGGG.GGU.UCG.AA
+AE004386.1/8370-8441 CUG.AUG........................A...UGCG.GGU.UCG.AU
+AE004237.1/2976-2903 GUG.GGG........................GU..CGGU.GGU.UCG.AG
+Y14522.1/1-81 CUA.UU..GGG.....AUU.........CCCGU..CGCC.GGU.UCG.AU
+X02437.1/274-344 UCG.UUA........................G...CGUG.GGU.UCG.AA
+X16643.1/820-900 CUU.UU..GGG.U...UU.........ACCCG...CGCA.GGU.UCG.AA
+X16643.1/1078-1151 CGC.AAG........................GU..CGUA.GGU.UCG.AU
+AF160864.1/14524-14453 CUG.AAG........................GU..CAUU.GGU.CCG.AU
+M11464.1/1-72 CCC.UUG........................A...CCUG.GGU.UCG.AA
+AF160864.1/20552-20480 CUA.AAG........................GU..CGCG.GGU.UCG.AU
+X04815.1/1-81 CUC.AU..UCC.....AUA.........GGAG...UGCC.GGU.UCG.AU
+L28677.1/8809-8880 CCG.UAA........................A...UUUG.GGU.UCG.AU
+AF396436.1/528-448 CUC.AU..UCC.....UAC.........GGAG...UGCC.GGU.UCG.AC
+K01749.1/2878-2958 CUG.UU..GGU.....AGU.........ACCGU..CGUU.GGU.UCG.AA
+X04175.1/1-71 CUG.AC.........................AU..CGUG.GGU.UCG.AC
+X15917.1/6364-6435 CUA.AAG........................GU..CGUU.GGU.UCA.AU
+AF041468.1/40566-40494 GCA.GAU........................GU..CAGG.GGU.UCG.AG
+AF041468.1/43811-43739 UCU.CUA........................A...UGUA.GGU.UCG.AA
+M22010.1/2624-2705 CCG.CU..AGU.....UCA.........UCUUU..CGCU.GGU.UCG.AA
+M17309.1/774-846 CGA.UCG........................GU..CCUG.GGU.UCG.AA
+Z11874.1/40212-40285 GCA.AGG........................GU..CGCA.GGU.UCG.AA
+M22010.1/3113-3185 UCC.AAU........................GU..UGCG.UGU.UCG.AA
+X70810.2/2089-2011 CAC.AU..GC......AUA...A......GCU...UGCC.GGU.UCG.AG
+X70810.2/30807-30878 GCG.GUG........................GU..CGUC.GGU.UCG.AA
+X70810.2/102679-102606 UAC.GGA........................GU..CAGG.GGU.UCG.AA
+X15240.1/604-676 CCU.UGU........................GU..CACC.AGU.UCA.AA
+X70810.2/60996-61067 CUU.UUA........................UU..CCCC.AGU.UCG.AU
+X70810.2/102843-102771 CAG.AAU........................GU..CAGC.GGU.UCG.AA
+X12890.1/1972-2045 GGU.AAG........................GU..CGCU.AGU.UCA.AG
+M17309.1/99-171 GCG.GAA........................GU..UGCG.GGU.UCG.AG
+V00158.1/276-361 CGA.GU..GUG.UCU.AAU......AAACAC....CGAG.GGU.UCA.AA
+X12890.1/2055-2127 GCA.GAU........................GU..CAGC.GGU.UCG.AG
+X70810.2/100844-100773 CCU.UCA........................UU..CGCG.GGU.UCG.AU
+X70810.2/31388-31317 CUG.UCA........................UU..CGGA.GGU.UCG.AA
+V00160.1/1137-1054 CCU.GU..GUC.....UUU...AU....GAUG...UGAG.AGU.UCG.AG
+M22010.1/2934-3006 CCU.GAU........................GU..AGUA.GGU.UCG.AA
+M18672.1/347-431 CCA.GC..GUA.GU..UUU...U...GCUAC....CGAG.GGU.UCG.AA
+X70810.2/102754-102683 CGA.UCG........................GU..CGUA.GGU.UCG.AA
+V00158.1/694-623 GUU.GAU........................GC..CAUG.GGU.UCG.AG
+X70810.2/30968-31041 CCU.GAA........................GU..CAGA.GGU.UCA.AA
+M22010.1/3034-3106 GAG.GCA........................A...CGGG.GAU.UCG.AA
+Z11884.1/254-326 CUA.CAG........................GU..CGUU.GGU.UCG.AA
+X16590.1/277-349 CGU.GUG........................GU..CGUG.GGU.UCG.AG
+X57046.1/341-271 GUG.GGG........................GU..CGCG.AGU.UCG.AU
+X57045.1/288-359 CAU.CAG........................G...UGUU.GGU.UCG.AA
+X57046.1/121-203 UAU.GC..GGG.UAUCACA...GGGU.........CGCU.GGU.UCG.AU
+X57045.1/503-432 ACG.GAG........................GC..CUAG.GGU.UCA.AA
+X57045.1/606-678 CCA.AAG........................GU..UGCG.GGU.UCG.AG
+AF047724.1/439-367 CGU.GUG........................GU..CGUG.GGU.UCG.AG
+Z11880.1/124-195 CGU.GUG........................GU..CGUG.GGU.UCG.AU
+AF047723.1/4036-4107 CAG.AGG........................GU..UGCA.GGU.UCG.AA
+AF047724.1/711-640 CCG.AAA........................A...CCCA.GGU.UCG.AA
+Z11880.1/281-353 CGA.AAG........................AU..UGCG.GGU.UCG.AG
+X07795.1/26-96 UUA.AGA........................A...UGAG.AAU.UCG.AU
+J01390.1/6161-6231 UAA.GAU........................G...UGUC.GAU.UCG.AA
+J01390.1/12259-12330 UCG.UUA........................U...UUCA.GGA.UCG.AG
+J01390.1/6669-6740 GAU.AUG........................U...UCAG.UGU.UCG.AG
+J01390.1/11859-11931 GUU.AGU........................G...GGGG.AGU.UCA.AU
+J01390.1/13362-13432 UAG.UAU........................A...UCCU.AGU.UCA.AU
+J01390.1/11933-12004 CGA.AGG........................U...CAGG.UGU.UCA.AA
+J01390.1/12505-12576 UUU.AUA........................U...UGGG.UGU.UCG.AG
+J01390.1/6449-6519 UUA.UAU........................U...UCUU.AGU.UCA.AA
+J01390.1/6234-6306 GAA.GUU........................UA..UGCC.GGU.UCA.AG
+J01390.1/6761-6842 UAG.UU..AAG.UU..AAA.......ACUUU....CAUA.UGU.UCG.AA
+J01390.1/12336-12408 GAU.UAG........................GU..UGUA.AGU.UCA.AG
+J01390.1/6861-6932 AAG.AAA........................UU..GUUA.UGU.UCG.AA
+X04161.1/733-803 AUU.UUG........................A...UCUA.AGU.UCG.AG
+J01390.1/12417-12498 GGA.AU..AGU.....CAA.........ACUU...UGCA.AGU.UCA.AG
+J01390.1/12028-12098 CAU.AAU........................A...UUUA.GGU.GCA.AC
+J01390.1/5955-6026 CAU.UCU........................AC..UAUA.GGU.UCG.AG
+J01390.1/12100-12172 GGU.UUG........................AG..UAAA.UGU.UCA.AG
+J01390.1/6035-6106 CGA.AGU........................G...UGUC.GAU.UCG.AA
+J01390.1/11761-11831 CGG.AAU........................A...AACA.AGU.GCG.AU
+J01391.1/18-88 AUU.UUG........................A...UAGA.UGU.UCA.AU
+X05226.1/35-116 CUC.AU..UUC.UU............CGGAAG...CGUC.GGU.UCA.AA
+X03126.1/162-234 GAA.GCA........................GA..UGCC.GGU.UCG.AU
+X14485.1/2-72 UUA.AAG........................A...UGAG.AAU.UCG.AU
+X55026.1/20537-20608 CGG.AAG........................GC..UAUG.AGU.UCG.AA
+X15602.1/102-172 AUU.AUG........................A...UAGA.UGU.UCG.AU
+X03126.1/364-434 UUU.AAU........................U...UCUU.AGU.UCG.AG
+X02710.1/1-73 CUG.AAG........................GU..CGUG.UGU.UCG.AU
+K00144.1/1-72 UUG.CUU........................G...UCAA.GGU.UCA.AA
+X04512.1/2563-2632 AUU.CCG........................A...UUUU.AGU.UCG.AA
+X14821.1/1-72 CAU.CCC........................AU..GUUU.GGU.UCG.AU
+X14822.1/1-73 UUG.GAA........................UU..UGUU.UGU.UCG.AA
+X13823.1/142-214 CUA.CAC........................AU..UUAG.AGU.UCG.AU
+X13824.1/2-83 GUG.UU..AUC.....GCA...A.....GAUA...UGAA.GGU.UCA.AA
+D31785.1/14571-14644 CAA.AA..........UUA............G...UAUA.GGU.UCG.AG
+D31785.1/12211-12283 CAA.UAU........................AG..UGAU.AGU.UCA.AU
+X02167.1/179-251 CGA.AAG........................GU..UUGG.GGU.UCA.AA
+D10743.1/4-73 CAA.AAG........................GU..UUAG.AGU.UCA.AC
+D10744.1/201-272 CAU.UCC........................A...UGUG.AGU.UCG.AU
+X66438.1/1-72 CUU.UUU........................A...UAUA.CGU.UCA.AA
+D31785.1/714-785 AUG.GGA........................G...UACC.AGU.UCG.AU
+D10745.1/410-483 UUG.GCU.U......................AU..GGUG.UGU.UCG.AA
+X66439.1/1-73 GGA.CCU........................A...UCAA.AGU.UCA.AU
+X02167.1/268-340 CGU.UAA........................A...UCUA.AGU.UCG.AU
+X02167.1/345-416 UUG.AAA........................A...UGUU.GGU.UCA.AU
+D31785.1/832-903 UUA.UAC........................AUU.UAGG.G.U.UCG.AU
+X66437.1/1-83 UAA.UU..UAU.U...UUU........AAUAA...UAUG.GGU.UCA.AA
+U46121.1/66-138 CUA.AUU........................A...UAUA.CGU.UCA.AA
+U18917.1/50408-50336 CAG.AAG........................AU..UCCA.GGU.UCA.AG
+M35060.1/1-72 CGA.AGG........................GU..UGCA.GGU.UCA.AU
+Z74387.1/1846-1765 CUU.UU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AG
+L36887.1/535-616 GUA.UU..ACU.....UUA...C.....AGUA...UGAA.GGU.UCA.AG
+Z36079.1/181-110 CUG.UUG........................GU..CCUU.AGU.UCG.AU
+X81069.1/365-436 GUG.GAG........................A...CCGG.GGU.UCG.AC
+X56005.1/1-73 UUA.AUU........................A...UAUA.CGU.UCA.AA
+U22383.1/8197-8124 GCG.GGG........................AU..CAGC.GGU.UCG.AU
+V00695.1/3453-3525 CAU.UUA........................A...UAUG.AGU.UCA.AG
+Z74072.1/3173-3245 GGA.GAG........................GU..CUCC.GGU.UCG.AU
+X04561.1/1-72 CAA.CCC........................A...UGCUUGGU.UCA.AC
+J01470.1/315-386 UUG.AUA........................A...UAUC.GGU.UCG.AU
+AJ404228.1/1559-1631 CGA.AAG........................GU..UUGG.GGU.UCA.AA
+Z35950.1/5070-5141 UGC.CAG........................A...UCGG.GGU.UCA.AU
+L36887.1/4319-4391 CAU.UUA........................A...UAUG.AGU.UCA.AG
+L36887.1/3769-3839 CUA.AUU........................A...UAUA.GGU.UCA.AA
+M26928.1/1266-1194 GAA.GAG........................GU..CAUC.GGU.UCG.AU
+M26096.1/1-72 CGA.GAG........................GC..CCUG.GGU.UCA.AU
+Z71616.1/3983-4056 CGC.AAG........................AU..CGUG.AGU.UCA.AC
+K00287.1/1-73 CGA.AAU........................GU..CAGG.GGU.UCG.AG
+J01373.1/73-144 CCU.GAU........................GU..CCUC.GGA.UCG.AA
+Z28209.1/4569-4498 GCG.GGG........................AU..CGUG.GGU.UCA.AU
+X55339.1/30-104 CUU.GAG........................AU..CGGG.CGU.UCG.AC
+K02232.1/1-72 AUG.GAG........................GA..UGUC.AGU.GCA.AA
+L36887.1/650-721 UUG.GAG........................UU..UGUU.UGU.UCG.AA
+X56506.1/61-144 CUG.UU..GGA.C...GGU...U....GUCCG...CGCG.AGU.UCG.AA
+K01981.1/82-168 AUC.AU..UAG.UCU.UUA...U..UGGCUA....CGUA.GGU.UCA.AA
+U18916.2/60498-60427 GAU.GAA........................A...CCCU.GGU.UCG.AU
+J01478.1/118-188 CGA.AAG........................AU..UAUA.GGU.UCG.A.
+Z71311.1/286-214 GUG.GAG........................AU..CAUC.GGU.UCA.AA
+L36895.1/3467-3537 CAA.UCA........................U...UAGG.AGU.UCG.AA
+X56006.1/1-72 AAA.GAU........................CU..AGUU.AGU.UCG.AG
+K01553.1/1-73 CUG.GAG........................GU..CCUG.UGU.UCG.AU
+L36887.1/1748-1820 AUU.AAU........................AU..UCCA.UGU.UCA.AA
+X69098.1/1-73 GCG.ACC........................GU..CGUG.GGU.UCA.AU
+Z73326.1/1146-1075 CGG.ACA........................A...CCCC.GGU.UCG.AA
+Z49705.1/23030-22957 CAG.AAC........................GU..CCCC.AGU.UCG.AU
+Z75101.1/9634-9705 CCU.GAU........................GU..CCUC.GGA.UCG.AA
+Z74797.1/2502-2432 GUU.GGG........................C...CCCC.GGU.UCG.AU
+K00367.1/1-82 CUC.UU..GGG.C...UCU........GCCCG...CGCU.GGU.UCA.AA
+X66375.1/99-169 CGA.ACA........................A...CCCC.AGU.UCG.AA
+K00368.1/1-82 CUG.UU..GGG.C...UCU........GCCCG...CGCU.GGU.UCA.AA
+K00205.1/1-72 CAU.UGA........................A...UGCG.AGU.UCG.AU
+X04160.1/116-188 CGA.AAG........................AU..UAUA.GGU.UCG.AA
+J05395.1/2325-2252 CAG.AAC........................GU..CCCC.AGU.UCG.AU
+X00892.1/1-74 UAA.AUA........................AU..GUAA.GGU.UCA.AU
+L36887.1/4635-4707 GUA.CAA........................A...UAUA.GGU.UCA.AU
+AJ223323.1/613-684 GAG.AAU........................A...GAUG.GGU.UCA.AU
+X04163.1/59-131 CUA.CUU........................AU..UAAG.AGU.UCG.AU
+X04163.1/219-289 CGU.UAA........................A...UCUG.AGU.UCG.AU
+J01533.1/143-72 CAU.AUU........................A...UCUA.AGU.UCA.AA
+K00228.1/1-82 CAG.GU..AUC.....GUA...A.....GAUG...CAAG.AGU.UCG.AA
+U51030.1/22201-22130 GUG.GAG........................A...CCGG.GGU.UCG.AC
+X51551.1/101-172 CAG.AAG........................AU..UAUG.GGU.UCG.AC
+U33007.1/60769-60697 CAU.AAG........................GU..UAGG.GGU.UCG.AG
+L36889.1/130-201 UUA.UUU........................A...CAUGUAGU.UCG.AU
+X55342.1/30-101 GAG.AAG........................AC..UGCG.GGU.UCG.AG
+X66443.1/1-72 AAA.GAG........................UU..AGUU.AGU.UCG.AU
+X66594.1/1984-2065 GCG.UU..ACU.U...AU.........AAGUA...UAAA.AGU.UCA.AG
+X66440.1/1-74 UUG.GCU.U......................AU..GGUG.UGU.UCG.AG
+X02173.1/522-593 AUA.GAG........................GA..UGUC.AGU.GCA.AA
+X02893.1/57-130 CAA.AUA........................AU..GUAA.GGU.UCA.AA
+X02205.1/668-740 GUA.CCA........................A...UAUA.GGU.UCG.AU
+X02205.1/562-633 CAA.UAG........................A...UAUG.AGU.UCA.AU
+X02172.1/155-228 ACA.UAU........................UA..UCUA.AGU.UCA.AA
+X02173.1/256-326 CAA.CCC........................A...UGCU.GGU.UCG.AA
+X02205.1/471-542 GAG.AAU........................A...CAUA.GGU.UCA.AU
+X02168.1/63-135 CUA.AUU........................A...UAUA.CGU.UCA.AA
+X02205.1/746-816 CAA.UCA........................U...UAAG.AGU.UCG.AA
+X02173.1/441-512 CAU.UGA........................U...UGUG.AGU.UCG.AU
+X02172.1/335-407 CGA.AAG........................AU..UAUA.GGU.UCG.AA
+X02172.1/247-319 CUA.CUU........................AU..UAAG.AGU.UCG.AU
+X02172.1/74-145 UUA.UUU........................A...CAUGUAGU.UCG.AU
+X02173.1/152-223 UUG.GAG........................U...UGUU.UGU.UCG.AA
+X02173.1/718-802 AUC.AU..UAG.UU..UAA...U...AACUA....CGUA.GGU.UCA.AA
+X02173.1/54-135 GUA.UU..ACU.....UUA...U.....AGUA...UGAA.GGU.UCA.AA
+X54421.1/14314-14385 UAG.AUU........................A...UGUU.CGU.UCG.AA
+AL391016.1/2459-2530 GAU.GCG........................A...CCCA.GGU.UCG.AU
+K03079.1/135-206 CCG.UAG........................GU..CCCA.GGA.UCG.AA
+K00369.1/1-82 CUA.AU..GGG.C...UUU........GCCCG...CGCA.GGU.UCA.AA
+AL132798.2/14445-14516 GAC.GCG........................G...UCGG.GGU.UCG.AC
+AL596271.1/1843-1770 GAA.GAG........................GU..CCCA.GAU.UCG.AG
+AL023288.2/21768-21839 GAU.GCG........................G...CGGG.GGU.UCG.AU
+AL590457.2/15409-15481 CAA.GAG........................AU..UCCA.GGU.UCG.AC
+X54552.1/66-137 UAA.GAA........................GU..UCUU.GGU.UCG.AU
+X54552.1/167-241 UGA.GAG........................UU..UGUU.AGU.UCG.AA
+X00239.1/111-183 CAA.GAG........................AU..UCCA.GGU.UCG.AC
+K00344.1/1-73 CUG.UUG........................GU..CAUC.GGU.UCG.AU
+K00570.1/851-921 CUU.GCA........................G...CCCG.GGU.UCG.AA
+X54421.1/15747-15819 UCA.GUC........................UA..UGUA.AGU.UCG.AA
+M57698.1/294-367 UCG.AAU........................GU..CGCC.GGU.UCG.AA
+X54421.1/14394-14476 UUG.UC..GCU.....UUC...G.....AGCG...UGUU.GGU.UCG.AG
+M22563.1/71-141 GAG.GCG........................A...CGGG.GAU.UCG.AA
+X07925.1/53-125 GUU.GAU........................GU..CGCG.CGU.UCG.AA
+M19493.1/263-336 GGU.GAG........................GC..CCCU.GGU.UCG.AA
+M19493.1/340-412 GCA.GAU........................GU..CAGC.GGU.UCG.AG
+X07924.1/110-197 GCU.GU..UUA.AGG.UUU...UC.CCUUAA....CGAG.GGU.UCG.AA
+X69067.1/6022-6086 GCA.UAA........................A...UGGA.U....AA.AA
+K00462.1/57-128 CCA.GAG........................GU..CCGA.GGA.UCG.AA
+AC009742.4/51767-51839 CAC.AAG........................GU..CCCC.GGU.UCG.AA
+AE003556.3/16759-16677 GCA.GU..CUA.C...UCU........GUAGG...CGUG.GGU.UCG.AA
+AE003727.3/195539-195611 UGA.GAG........................GU..ACGG.GGA.UCG.AU
+AF164586.1/1190-1126 UUA.UAU........................A...UGUA.AU..UUU.U.
+U37541.1/1383-1322 UUG.AAG........................G...AGUA.A...GUU...
+AC002512.1/77401-77473 CCA.AGG........................GU..CCAG.GGU.UCA.AG
+X07778.1/115-45 CGG.GCG........................G...CCCG.GGU.UCG.AU
+X00432.1/665-732 GUA.AUA........................A...UAAA.AU..AAU.UU
+X05915.1/238-170 CCA.UUU........................A...UAAA.GGU.UAU.AA
+AF200843.1/1266-1331 CUA.UAA........................A...UAAA.G.A.AAU.UU
+X00432.1/532-596 GAU.AUA........................AU..UGAG.U...AUA.A.
+AE003494.3/240865-240793 CCG.AAG........................AU..UGCA.GGU.UCG.AA
+X03240.1/1267-1333 CUG.UAA........................A...UAAA.GG..GUA.UU
+AC009461.5/128651-128579 CGG.AAG........................GC..CCCC.GGU.UCA.AU
+V00238.1/262-333 CGG.AAG........................G...CCCG.GGU.UCA.AU
+AE003677.3/170128-170056 CAG.AAG........................AU..UCCA.GGU.UCG.AC
+AF200843.1/3014-3079 CUA.UAU........................A...UAAA.GU..AUU.UU
+AC093098.2/67389-67475 CCG.UA..GUC.G...AUU...UG...CGUCG...AAGU.GGU.UCG.AU
+AE003471.3/169154-169225 CGG.AAG........................G...CCCG.GGU.UCA.AU
+AC009395.7/99012-98941 CGA.GAG........................GU..CCCG.GGU.UCA.AA
+AF185056.1/845-774 GAA.AAG........................A...UUUU.UGU.GCA.AA
+X03240.1/1388-1326 UUG.AAG........................G...AGUA.A.A.UUU...
+AC008345.4/147881-147810 CCA.GAG........................GU..CCGA.GGA.UCG.AA
+AC021639.5/181586-181505 CAG.AU..UCC.C...UCU........GGGAG...CGUA.GGU.UCG.AA
+X05914.1/400-337 GUA.AAU........................UA..UGUA.G...GAU.U.
+X00432.1/816-751 GUU.AUG........................G...AGAU.U...AAU.U.
+AE003538.3/103715-103786 CGG.GAG........................A...CCGG.GGU.UCA.AU
+M57910.1/1028-963 CUA.UAU........................A...UAAG.A...UUU.AU
+J01404.1/5140-5204 CAU.AAG........................G...UCUA.UU..AAU.U.
+AJ400907.1/3795-3861 CUA.AAA........................U...UAUU.AA..AUA.A.
+AE003437.3/282636-282708 CUA.AAG........................GU..CCCC.GGU.UCA.AU
+AC099014.1/146549-146620 GUG.GUA........................A...CCCA.GGU.UCG.AA
+X03240.1/1-65 GUA.AAU........................UA..UGCA.G...UUU.U.
+AE003624.2/69897-69824 CAG.GAG........................AU..CGUG.AGU.UCG.AA
+AF164586.1/93-158 CAU.AAG........................A...UAGA.A.U.UUA.AU
+AF200837.1/6039-6103 CAA.AAA........................G...UAUU.G.A.AU..AU
+AF200830.1/9887-9951 UCA.AAA........................A...UAAG.A...UUA.UU
+X05914.1/238-170 CCA.UUU........................A...UAAA.GGU.UUU.AA
+X58913.1/1046-981 CUA.UUU........................A...UAAG.A...AUU.AU
+AF200837.1/5597-5661 CAU.AAG........................G...UCUA.UU..AAU.A.
+AF276832.1/1449-1514 CCA.UAU........................A...UAAA.GU..AUU.UU
+X03924.1/848-782 GUU.GGG........................G...AAAU.U...AUU.UU
+X03924.1/17-83 CAC.AAG........................G...ACUA.AA..UAA.U.
+X01078.1/1396-1463 UUA.UUU........................A...UAUA.AUU.UAA.UU
+X03925.1/1-72 GAA.AAG........................A...AAUU.UGU.GCA.AA
+L76657.1/1-67 GAU.AUA........................AU..UGAA.UA..UUA.U.
+X03924.1/500-567 UAA.AAA........................G...UAUU.GAA.UUU.AA
+M23363.1/611-683 UGA.GAG........................GU..ACCG.GGA.UCG.AU
+K03317.1/4-76 CGA.GAG........................GU..ACCG.GGA.UCG.AU
+X03602.1/660-731 CAG.GAG........................G...CUCG.GGU.UCG.AU
+X13975.1/2575-2637 CAA.AAG........................A....UUG.A...AAU.A.
+X80245.1/11535-11604 CAU.AAG........................AA..AAGA.AGU.UCA.AU
+X13975.1/39-104 CUA.AAA........................A...UAAA.GUU.UUG.A.
+X13975.1/791-854 CUA.AAA........................U...AACU.A...AAA.A.
+X13485.1/5-77 CCG.AAG........................AU..CGAA.GGU.UAA.AA
+U32309.1/158-89 UUA.AGG........................G...UGAG.AGU.UGA.AU
+X17660.1/1002-1069 AUU.AGG........................A...UGGA.CCC.UAG.AA
+X99772.1/11841-11913 CCA.AAA........................AC..UCUU.GGU.GCA.AC
+X99772.1/5276-5204 UAA.GAG........................UU..UAAA.GGA.UCG.AG
+X17661.1/419-487 CAA.GAG........................U...CUGU.GGU.UAA.AG
+X17658.1/140-72 CAG.AAG........................A...UGUG.GGG.UAG.UG
+X99772.1/5062-5131 CCC.UCA........................G...CGGA.GGU.GAA.AA
+X99772.1/9544-9611 CAC.ACG........................G...UCUU.GGU.UAG.AG
+X99772.1/5441-5375 CCA.CAU........................A...CAGA.GGU.UUG.AG
+X99772.1/11702-11770 CUA.AAA........................A...UAGA.GGU.UAA.AC
+AF125213.1/1282-1213 UUA.AGG........................G...UGGG.AGU.UAA.AA
+M81755.1/6-77 CCG.GAA........................GU..CGGA.GGU.UAA.AA
+L29771.1/1004-1071 GUU.AAG........................A...CGGA.CCC.UAG.AA
+M10217.1/7394-7325 CCG.UGU........................A...CAGA.GGU.UCA.AG
+M10217.1/11492-11561 CAC.AAA........................G...UCUU.AGU.UAG.AA
+M10217.1/7154-7086 CAA.UUG........................A...UGUU.GGA.UAA.AA
+M13046.1/2222-2289 GCU.GAG........................A...UGAG.CCC.UAG.AA
+X04821.1/1-73 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+M10217.1/17388-17457 CCG.AAG........................A...UUGA.GGC.UAA.AA
+M10217.1/11905-11973 CAA.CAA........................A...UUAU.GGU.UAA.AC
+M10217.1/7325-7260 CUC.GAG........................A...AGCA.A...ACG.AA
+M10217.1/9038-9106 GCG.AAA........................U...AGCU.GGU.UAG.AC
+M10217.1/5770-5840 GUG.AAA........................UA..UAUG.GGU.UCA.AA
+Y00430.1/2429-2358 UAU.GAG........................GU..CUUG.GGU.UCA.AU
+M10217.1/7015-7083 CCC.UAA........................G...CAGG.AGU.UAG.AA
+K02456.1/141-212 CCA.GAG........................GU..CGAU.GGA.UCG.AA
+M10217.1/2136-2204 GCU.GAG........................A...UGAGCCCU.ACG.AA
+M10217.1/5910-5978 CCA.AAC........................A...UGUU.GGU.UAA.AC
+Y00163.1/254-326 CUG.AGG........................GU..CCAG.GGU.UCA.AG
+M10217.1/13648-13715 CUA.GAG........................U...CAGA.GGU.UAA.AC
+M10217.1/5909-5841 UCU.CAG........................G...UGCA.GGU.UCA.AU
+Y10943.1/948-1016 GAA.ACA........................A...UAUC.UGU.UAA.AC
+U15659.1/246-176 CAG.AGU........................A...UGGG.GGU.UCG.AU
+M10217.1/4724-4798 CUU.UUU........................AU..CAGG.GGU.UCA.AA
+M10217.1/16246-16178 UCA.CAA........................G...UUCU.GGU.UAG.AG
+M10217.1/13781-13846 CCA.GAA........................AC..UCUU.GGU.GCA.AA
+D12695.1/435-369 UCG.AAG........................A...CAGA.GGU.UUG.AG
+D12694.1/2607-2676 CCG.GAG........................AC..UGUA.GCC.UAA.CC
+AF314016.1/365-435 GAG.GCU........................UA..UAGG.GGU.UCA.AA
+D10368.1/1439-1508 CCU.UAA........................G...CGGA.GGU.UAA.AC
+D12695.1/368-304 CCC.AAG........................A...UGCA.GUA.UAA.UA
+D12695.1/203-134 CAG.GAG........................A...UGUA.GGU.UAA.UA
+D12694.1/2745-2677 CCG.GUG........................G...UAAA.GGU.UAA.AG
+D10368.1/338-405 CCA.ACA........................A...UGUU.G.U.UAA.AA
+AF314016.1/506-436 UCU.UAA........................G...UAUA.GGU.UCA.AU
+M57527.1/1-70 GCU.AAG........................A...UGAA.CCC.UAA.AA
+D12694.1/2533-2604 CCA.GCA........................UC..UCUU.GGU.GCA.AG
+AF314018.1/1820-1748 UAA.AAU........................AU..UACG.GGA.UCG.AG
+AF340025.1/630-698 CUA.AAA........................A...UAGG.AGU.UUA.AC
+X52392.1/3967-4040 CUU.UAU........................C...CAGA.GGU.UCA.AA
+X52392.1/16177-16108 CUG.GAG........................A...UGGA.GGU.UUG.AG
+X52392.1/5172-5102 UCU.UCU........................G...UGUA.GGU.UCG.AU
+X16401.1/1-69 ACU.AAA........................U...CACA.GGU.GCA.AA
+J00881.1/210-282 CUC.AGG........................GU..CGUG.GGU.UCG.AG
+X52392.1/16039-16107 CCA.AAA........................AC..UGAA.GAC.UCC.AC
+X52392.1/11128-11195 CAG.CAA........................A...UUAU.AGA.CCC.AC
+X52392.1/13000-13070 CCA.CCU........................A...UCUU.GGU.GCA.AA
+X52392.1/6280-6355 CCU.UAA........................A...UAAG.AGU.UAA.AC
+X52392.1/1228-1297 GCC.AAG........................A...UGGU.AC..CUA.CU
+AF076356.1/60-128 CUU.UAA........................A...AUCU.GGU.AUC.AA
+X52392.1/16775-16708 CCG.UAG........................U...CCUU.GGG.GUC.UA
+X52392.1/2273-2345 UGA.AAG........................A...UACC.CUC.AAC.AG
+X52392.1/5025-5096 GUG.AAC........................A...UAGA.GGU.AUA.AC
+X52392.1/6430-6362 CAG.GAG........................A...UACA.GGU.UAA.UG
+X52392.1/6573-6508 UCG.UUG........................A...UGUA.CAC.UAA.AG
+X52392.1/8258-8184 CAA.CAU........................G...UGAG.GGU.UCG.AU
+X52392.1/6506-6434 UAA.AAU........................UG..UAUG.GGA.UCG.AA
+K01941.1/217-303 CUG.UA..GCU.GU..CUA.......GCGACA...GAGU.GGU.UCA.AU
+X52392.1/5172-5240 CCG.AAA........................A...UGAU.GGU.UUA.AC
+L07095.1/5086-5018 CAA.UAG........................A...UGUA.GGA.UGA.AG
+AJ296990.1/141-209 GUA.AAU........................UA..UAGA.GGU.UCA.AG
+L07095.1/5327-5261 CUA.AAC........................A...CAGA.GGU.UUA.AA
+AB042524.1/5257-5192 UCG.AAG........................G...UGUA.GAG.AAA.U.
+AB049357.1/11673-11743 CCA.AAA........................A...CCUU.GGU.GCA.AA
+L07095.1/15292-15358 CCU.GAA........................A...UGAA.G.A.UCU.UC
+L07095.1/2676-2750 CUU.GUU........................CC..CAGA.GGU.UCA.AA
+X00229.1/1945-2016 GCC.GCG........................G...CCCG.GGU.UCG.AU
+V00711.1/3842-3772 UCU.UAA........................G...UGUA.GGU.UCA.AU
+L07095.1/4950-5016 CCC.UAA........................G...AAAA.C.A.CAC.AA
+AB042524.1/9391-9458 UAG.UAG........................A...UUCU.GAA.UAA.AC
+AB042809.1/5159-5089 UAA.AUU........................UU..CGUA.GGU.UUA.AU
+AC084429.5/20418-20485 CUG.ACA........................A...CAGG.AAA.UAA.AC
+AB042432.1/14140-14072 UCA.UUG........................G...UCGC.AGU.UGA.AU
+U47458.1/87-21 CUG.GUG........................G...UGGG.GA..GUA.GC
+AB049357.1/1-68 GCU.UAG........................A...UGGA.U.A.AUU.GU
+AY012114.1/954-1022 CAG.AAG........................A...UUUC.A.U.GAC.CA
+AB042432.1/3845-3913 CCG.AAA........................A...CGUU.GGU.UUA.AA
+AB042432.1/6942-7011 GUU.AAA........................U...UAUA.GAU.CAA.UA
+J00642.1/462-533 GCA.GCA........................A...CCUC.GGU.UCG.AA
+X00706.1/129-200 CAG.UUG........................A...CCCG.GGU.UCG.AU
+X14848.1/3820-3750 UCU.UAG........................G...UGUA.GGU.UCA.AU
+M22764.1/167-240 CUA.AAA........................GG.UCCCU.GGU.UCG.AU
+J01436.1/1456-1522 CCA.AAA........................A...UGAA.GA..GUC.AG
+X00704.1/131-202 CGG.GAG........................A...CCGG.GGU.UCG.AU
+V00676.1/400-335 CCC.UUA........................G...AAAA.C.A.AAC.AA
+X14848.1/5139-5066 UAA.AUU........................UU..CGUA.GGAAUUU.GA
+AJ428514.1/9797-9864 CAU.UAG........................A...UUAU.GAU.AAU.AA
+K01637.1/819-890 CGA.GAG........................GU..CCUG.GGU.UCA.AA
+V00678.1/193-264 UAA.AUU........................UU..CGUA.GGU.UUG.AA
+J01435.1/264-194 UAA.AUU........................UU..CGUA.GGU.UUG.AA
+V01272.1/2790-2861 GCC.GCG........................G...CCCG.GGU.UCG.AU
+M27315.1/1347-1280 UCG.AAG........................G...UGUA.GAG.AAU.CU
+X14848.1/3824-3891 CCG.AAA........................A...UGUU.GGU.UAA.AC
+V00680.1/447-380 CAG.AAG........................A...AUUC.A.U.AAA.AA
+AJ428514.1/3834-3899 CCG.AAA........................A...UGUU.GGU.CUA.AA
+V00677.1/264-332 UAA.CAG........................A...UGUA.AGA.UAU.AG
+V00676.1/92-159 UCG.AAG........................G...UGUA.GAG.AAU.CU
+X14848.1/1-67 GCU.UAG........................A...UGGA.U.U.CAA.AA
+J01435.1/55-120 CCC.UUA........................G...AAAA.C.A.AAC.AA
+X14848.1/3684-3752 GUA.AAU........................AA..UAGA.GGU.UUA.AA
+V01556.1/306-238 UCA.UUA........................G...UCAC.AGU.UAA.AU
+K00174.1/1-68 GUU.AAG........................U...UAUA.GAC.UUA.AA
+V00676.1/23-88 CUA.AAG........................A...CAGG.GGU.UGA.GC
+K00434.1/154-84 UCU.UAG........................G...UGUA.GGU.UCA.AU
+AJ428514.1/11535-11602 CUA.ACA........................A...CAGG.AAA.UCA.AA
+V01556.1/1456-1523 CCA.AAA........................A...UGAA.GAG.UCA.GC
+J01435.1/4494-4561 CAG.UUA........................A...UUCU.GAA.AAA.AC
+J01435.1/6776-6846 CCA.AAA........................A...CCUU.GGU.GCA.AC
+X14848.1/2654-2728 CUU.GUU........................CC..CAGA.GGU.UCA.AA
+M25659.1/553-621 GCC.UAG........................A...UGGA.U.U.CAC.AC
+D85272.1/587-657 UCA.AAA........................A...CAUU.GGU.GCA.AC
+D85289.1/587-657 UCA.AAA........................A...UAUU.GGU.GCA.AC
+D85271.1/587-657 UCA.AAA........................A...UAUU.GGU.GCA.AC
+M22650.1/459-527 CUA.ACC........................A...UAGA.GAC.UUA.CC
+D85289.1/459-527 CUA.ACU........................A...UAGA.AGC.UUA.CC
+D85275.1/459-527 CUA.ACU........................A...UAGA.GGC.CUA.CC
+D85268.1/459-527 CUA.ACC........................A...UAGA.GAC.UCA.CC
+D38114.1/11688-11758 CCA.AAA........................A...UUUU.GGU.GCA.AC
+D38114.1/11560-11628 CUG.AUA........................A...CAGA.GGC.UCA.CA
+AF346998.1/4403-4470 CCG.AAA........................A...UGUU.GGU.UAU.AC
+AF346999.1/4402-4331 UCU.CAG........................G...GAUG.GGU.UCG.AU
+AC005329.1/7043-6971 CUA.AAG........................GU..CCCU.GGU.UCG.AU
+AC007298.17/145366-145295 CGG.GAG........................A...CCGG.GGU.UCG.AU
+AC004941.2/32735-32806 CAA.GAG........................GU..CCCU.GGU.UCA.AA
+AC093311.2/140036-139968 UCA.UUG........................G...UCGU.GGU.UGU.AG
+M16479.1/42-123 CUG.CC..GUC.....AUC.........GACUU..CGAA.GGU.UCG.AA
+AC092686.3/29631-29561 CGG.GAG........................G...CCCG.GGU.UCG.AU
+AF134583.1/1816-1744 UAA.GUG........................UU..UGUG.GGU.UUA.AG
+AF346992.1/15890-15955 CCG.GAG........................A...UGAA.A...ACC.UU
+K01921.1/234-307 CGA.AAG........................AU..UGGU.GGU.UCG.AG
+L23320.1/77-10 UAA.CUA........................G...UUUU.GAC.AAC.AU
+AC005783.1/27398-27326 CGA.AAG........................GU..CCCC.GGU.UCG.AU
+AF382005.1/581-651 GUU.UAG........................A...CGGG.C.U.CAC.AU
+AP000442.6/2022-1950 CUG.AGG........................GU..CCAG.GGU.UCA.AG
+M15347.1/1040-968 CCA.GGG........................GU..CGCG.AGU.UCA.AU
+AC018638.5/4694-4623 CGA.GAG........................GU..CCCG.GGU.UCA.AA
+AF347015.1/12139-12207 CUG.ACA........................A...CAGA.GGC.UUA.CG
+AL352978.6/119697-119770 GCC.AAG........................GU..CGCG.GGU.UCG.AU
+AC008443.10/8240-8321 CCA.GU..CUC.....UUC...G.....GGGG...CGUG.GGU.UCG.AA
+AC008670.6/83597-83665 CUG.ACA........................A...CAGA.GGC.UCA.CG
+AC008443.10/42590-42518 CUC.AGG........................GU..CGUG.GGU.UCG.AG
+AF347015.1/5827-5762 UCG.AAG........................A...AGCA.GCU.UCA.AA
+J00309.1/356-427 GCC.GCG........................C...CCCG.GGU.UCG.AU
+AF381996.1/4265-4333 GUA.AAU........................AA..UAGG.AGC.UUA.AA
+AC008443.10/9027-8955 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+X04779.1/1-73 CCU.UAG........................GU..CGCU.GGU.UCG.AU
+AF091512.1/37281-37352 CGA.GAG........................GU..CCCG.GGU.UCA.AA
+AC008443.10/38881-38809 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+AF382013.1/10403-10467 CAU.UAA........................A...UUAU.G...AUA.AU
+AF347015.1/1604-1672 UAG.GAG........................A...UUUC.AAC.UUA.AC
+AC024995.8/165717-165798 CCA.UU..GGG.G...UCU........CCCCG...CGCA.GGU.UCG.AA
+AC008443.10/43006-42934 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+M89651.1/39808-39722 CUG.UA..GCU.GU..CUA.......GCGACA...GAGU.GGU.UCA.AU
+AF347005.1/12268-12338 CCA.AAA........................A...UUUU.GGU.GCA.AC
+AC108081.2/59868-59786 GCA.GU..CUC.C...CCU........GGAGG...CGUG.GGU.UCG.AA
+AF347015.1/5892-5827 CUA.AAG........................A...CAGG.GG..UUA.GG
+AF347001.1/16015-15948 CUA.AUG........................G...UGGA.G.U.UAA.AG
+Z54587.1/126-45 CCA.GU..CUC.....UUC...G.....GAGG...CGUG.GGU.UCG.AA
+AC006449.19/196857-196784 CGA.AAG........................GU..UGGU.GGU.UCG.AG
+AL132988.4/95773-95841 CAG.UUG........................A...UGCA.GAG.UGG.GG
+X58792.1/174-245 CCA.GCG........................A...UCCG.AGU.UCA.AA
+AC008670.6/83725-83795 CCA.AAA........................A...UUUU.GGU.GCA.AC
+X93334.1/6942-7009 GUU.AAA........................U...UAUA.GGC.UAA.AU
+AF134583.1/1599-1666 CCC.UCA........................G...UAAG.U.U.GCA.AU
+AL163195.5/3702-3774 CCA.GGG........................GU..CGCG.AGU.UCA.AA
+V00675.1/586-656 CCA.AAA........................A...UUUU.GGU.GCA.AC
+D38115.1/11583-11651 CUA.AUA........................A...UAGG.GCC.CCA.CA
+X99256.1/11558-11626 CUA.ACA........................A...UAGA.GGC.UCG.AA
+M22655.1/587-657 CCA.AAA........................A...CAUU.GGU.GCA.AC
+M22657.1/587-656 CCA.AAA............................AAUU.GGU.GCA.AC
+M22656.1/587-656 CCG.AAA............................AAUU.GGU.GCA.AC
+M22656.1/459-528 CUA.AUA........................A...UAGA.AGC.CCA.AA
+AF155162.1/115-49 UUG.GUG........................G...UGAG.GU..UUA.AU
+M86496.1/1024-1089 UAG.AAG........................A...UUUC.AU..ACA.C.
+M86496.1/1-68 GCC.UAG........................A...UGAG.U.A.UAU.UA
+M86499.1/1-68 GCC.AAG........................A...UGAG.UG..UAC.G.
+M86499.1/1022-1088 UAG.AAG........................A...UUUC.ACA.CAU.C.
+M86501.1/1-68 GCC.UAG........................A...UGAG.U...GUA.UU
+M86501.1/1024-1090 UAG.AAG........................A...UUCC.AUA.CAC.U.
+M86495.1/1026-1092 UAG.AAG........................A...UUUC.ACA.CAC.UA
+M86495.1/1-68 GCC.UAG........................A...UGAG.U.G.CAC.UA
+AF490528.1/4630-4697 GUU.AAG........................U...UACA.AGU.GAA.AG
+AF490528.1/1519-1448 UCU.UAG........................G...AGUA.GGU.UCG.AU
+V00654.1/12038-12108 CCA.AAA............................AAUU.GGU.GCA.AC
+AF490529.1/3010-2943 CUA.AAG........................A...UAGA.GGU.UUG.AC
+AF490529.1/11834-11766 UCA.UUA........................G...UCAU.GGU.UAG.AU
+V00654.1/4197-4265 CCG.AAA........................A...UGUU.GGU.UUA.UA
+K00242.1/1-75 UUU.AUA........................UC..CAGA.GAU.UCA.AA
+V00654.1/15791-15726 UUG.AUG........................G...UGAG.AC..UGC.A.
+AF493542.1/2517-2451 UCA.GAG........................A...AGCA.GCU.UCA.AU
+AF034440.1/1115-1181 GCC.UAG........................A...UGAG.U.C.UCC.CA
+AF493541.1/2418-2346 UAA.AGU........................UU..CGUG.GGG.GUG.GA
+AF493542.1/6654-6722 CAG.CUA........................G...UUUC.GGU.CUA.GU
+AF490529.1/2769-2701 CAA.UUG........................A...UGUA.AGG.UGU.AG
+V00654.1/11907-11976 CUA.ACA........................A...UAGA.AAC.UCA.UU
+AF493541.1/7070-7138 CAU.UAG........................A...UUAU.GAU.UUA.AU
+AJ235316.1/1023-1090 GCC.UAG........................A...UGAG.U.A.CAC.CA
+M86494.1/1026-1092 UAG.AAG........................A...UUUC.ACA.U...AC
+M86493.1/1-68 GCC.UAG........................A...UGAG.U.A.UAU.GA
+M86493.1/1025-1091 UAG.AAG........................A...UUUC.ACA.CAC.C.
+M86498.1/1-69 GCC.UAG........................A...UGAG.U.G.CUC.CA
+M86498.1/1026-1092 UAG.AAG........................A...UUUC.ACC.CAC.C.
+M86500.1/1-68 GCC.UAG........................A...UGAG.U.A.UAU.UA
+M86497.1/1-66 GCC.UAG........................A...UGGG.U.A.UUU.A.
+M86497.1/1020-1086 UAG.AAG........................A...UUUC.ACA.CGC.C.
+AL031229.2/40502-40430 CGA.AAG........................GU..CCCU.GGA.UCA.AA
+AL590385.23/26129-26058 GCC.GCG........................G...CCCG.GGU.UCG.AU
+AL009179.1/106037-106108 CCA.GAG........................GU..CGAU.GGA.UCU.AA
+AL356957.27/121645-121572 CGA.AAG........................GU..UGGU.GGU.UCG.AG
+AL662865.4/12206-12135 CCA.GCG........................A...UCCG.AGU.UCA.AA
+AL590385.23/27782-27864 GCA.GU..CUC.C...CCU........GGAGG...CGUG.GGU.UCG.AA
+Z98744.2/66305-66234 CCA.GAG........................GU..CGAU.GGA.UCG.AA
+AL671879.2/100356-100285 UAU.GAG........................GC..CCCG.GGU.UCG.AU
+AL021808.2/65570-65498 CGA.AAG........................GU..CCCC.GGU.UCG.AA
+AL021918.1/81116-81197 CCA.UU..GGG.G...UUU........CCCCA...CGCA.GGU.UCG.AA
+AL355149.13/15278-15208 CGG.GAG........................A...CCCG.GGU.UCA.AU
+AL021918.1/94597-94678 CCA.UU..GGG.G...UUU........CCCCG...CGCA.GGU.UCG.AA
+AL590385.23/26487-26416 CAG.UUG........................A...CCCG.GGU.UCG.AU
+AL133551.13/12355-12436 CCA.AU..GGG.G...UCU........CCCCG...CGCA.GGU.UCG.AA
+AL021918.1/54817-54736 CCA.UU..GGG.G...UUU........CCCCG...CGCA.GGU.UCG.AA
+AL589879.21/171955-172027 CUG.AGG........................GU..UCAG.GGU.UCA.AG
+X16885.1/811-882 GAG.AAG........................A...AGUU.UGU.GAA.AU
+X16885.1/631-561 UUA.UAA........................A...AAAA.GGU.UUA.AU
+AF217350.1/265-194 UAA.AAG........................AC..AGCA.AGA.UCA.AU
+X16885.1/460-388 UUC.UUU........................AU..CAGA.GGU.UCA.AA
+AF217350.1/193-122 CUC.ACA........................U...CAAA.GGU.UCA.AG
+X16885.1/1030-1101 CAG.ACU........................U...UGAA.AGU.UUA.AC
+X16885.1/779-708 UCA.AAA........................A...UAGAAGGA.UAA.AA
+X16885.1/635-704 CCG.GAG........................U...AACU.GGU.AAACAA
+X16885.1/1019-953 UUU.UCA........................AU..AGAG.AGU.GAA.AC
+X16885.1/950-882 CUA.UAG........................A...UGCG.GCC.AGU.UU
+X16888.1/864-793 UAA.AAG........................AG..AGCA.AGA.UCA.AU
+X16888.1/255-184 UUA.UUU........................A...UAAA.GGU.UUA.AG
+X55514.2/4047-4119 GAG.AAG........................A...AGUU.UGU.GAA.AU
+X16888.1/178-111 CAA.AAG........................G...GCUU.UGU.UAAGAA
+X16888.1/869-940 UCU.UUA........................A...UACA.AGU.GCA.AC
+X16887.1/553-487 UUA.UAG........................G...UUUA.GGU.UGA.AC
+X55514.2/4027-3957 UCA.AGA........................A...UAGAAGGA.UAA.AA
+X55514.2/4257-4189 UUU.UAA........................A...UAAG.AGU.GGA.AC
+X55514.2/4416-4343 CUU.ACA........................U...CAAG.GGU.UCA.AU
+X55514.2/4187-4119 CUA.CAG........................A...UGCG.GUU.AUA.AU
+X55514.2/3882-3954 CCA.AAG........................U...UACU.GGU.AAUCAA
+M25321.1/113-184 CAA.AAC........................U...UGAA.AGU.UUA.AA
+M25321.1/478-410 UUG.UAG........................A...UGCA.AGU.UUA.AU
+X55514.2/3696-3624 UUC.UUU........................AU..CAAG.GGU.UCA.AU
+D16387.1/11555-11625 GAG.CUG........................A...UAUU.UGU.GCA.AA
+D16387.1/276-206 UAA.AUA........................GA..GGAA.GGU.UCG.AA
+X16886.1/1215-1285 UCU.UAA........................A...UAUA.AGU.UCA.AC
+X16886.1/999-1070 CAG.UAA........................C...UCCA.AGU.UUA.AC
+D16387.1/11909-11838 CUA.CGA........................U...CAAG.GGU.UCA.AA
+X16886.1/993-924 CUU.UAA........................A...UAAG.AAU.GGG.AA
+D16387.1/11325-11257 CGA.AAG........................GU..UUUU.GUA.AAC.AA
+X16886.1/923-857 CUA.UAG........................A...UGCG.G.G.UAA.UC
+D16387.1/11403-11471 CUG.GAA........................U...UAUC.UGU.AACCAC
+X16886.1/781-711 UCA.AAA........................A...UGGAAGGA.UAA.AU
+X16886.1/1355-1286 CUG.UUG........................G...UGUA.AGU.AUA.AA
+X16886.1/458-387 UUC.UUU........................AU..CGAA.GGU.UCA.AA
+D16387.1/11397-11328 CUA.GGU........................A...GGAA.GGU.UCA.AG
+U50045.1/216-145 CAG.GAG........................AU..AACA.AGA.UCA.AU
+M37162.1/1352-1420 CUU.UUU........................A...UAAG.AAU.GGA.AA
+J04815.1/7401-7469 CAG.AAG........................G...CUUU.GGU.UAA.AG
+J04815.1/1380-1448 CAA.GAA........................AU..AGUA.GGA.UAA.AA
+J04815.1/1662-1729 CCU.UAG........................A...UGCA.AUU.AGU.UC
+J04815.1/1231-1299 UUG.UAG........................A...CGUA.AGU.GAA.AA
+J04815.1/2041-2109 CAA.AUA........................GC..UCUU.AGC.GAA.AA
+J04815.1/1-73 GCU.UCA........................A...AGAG.AGU.UAA.AG
+J04815.1/1371-1301 UCC.UUG........................U...UGUG.GGU.UCA.AU
+J04815.1/1966-2036 CCA.UAC........................A...CAAA.GGU.UAA.AU
+M37162.1/1557-1488 GAG.GUC........................A...CACU.CGU.GCA.AU
+J04815.1/3159-3231 UAG.ACU........................AU..CAAG.GGU.UAA.AU
+J04815.1/10228-10159 CGU.UGG........................A...UAGA.GGU.UCA.AU
+J04815.1/952-1020 CUC.UAA........................G...UUUG.AGU.UAA.AA
+M37162.1/1211-1282 UUU.UC.........................AU..CGAA.GGU.UCA.AC
+J04815.1/1812-1884 CCA.AGA........................A...UGGAAGGA.UAG.AA
+J04815.1/1592-1523 CAG.AAA........................U...CCUA.AGU.UAA.AU
+J04815.1/1026-1098 CUU.GGA........................G...AGAG.GGU.UAA.AG
+M28270.1/1-73 CUU.CCU........................AU..CAAA.GGU.UCA.AC
+J04815.1/11997-12064 CUG.GAG........................U...AACU.GGU.UAA.AA
+J04815.1/1953-1885 CCA.AAA........................U...UGCU.GGU.UAA.AU
+X12631.1/10184-10115 CGU.UUG........................A...UAGA.GGU.UUC.UU
+X12631.1/1567-1497 CAA.AAG........................U...UCUA.AGU.UAA.AG
+X12631.1/7349-7415 CAG.AUG........................G...UUUU.GGU.UCA.AC
+X12631.1/1426-1497 CUU.UUA........................A...CGAG.GGU.UCA.AC
+X12631.1/2020-2087 CAG.ACA........................G...UCUU.GGU.GAA.AA
+X12631.1/2088-2158 UUU.CCU........................AU..CAAG.GGU.UCA.AC
+X12631.1/1775-1706 GAG.ACC........................A...CACU.CGU.GCA.AU
+X12631.1/1207-1274 UUG.CA.........................A...UGUA.AG..GUA.AG
+X12631.1/3132-3200 UAG.AUU............................UAAG.GGU.UAA.AU
+X12631.1/1937-1868 CCA.AA.........................AU..UGCU.GGU.UAA.AC
+X12631.1/1795-1866 CCA.GGA........................A...UGAA.GGA.UAA.AA
+X12631.1/1014-1084 CCA.GGA........................G...AGAG.GGU.AAA.CU
+X12631.1/1347-1277 UCU.UCU........................G...CUUG.GGU.CCA.UU
+X12631.1/8405-8475 UUA.AAA........................GA..AAUU.AGC.UAA.UA
+X12631.1/939-1009 CUC.UUA........................AG..UUUG.AGU.UAA.AA
+X12631.1/1570-1639 CUU.UAA........................A...CAAG.AAU.UGG.AA
+X12631.1/11945-12013 CUG.AAG........................A...CGCC.AGU.AAA.CU
+X12631.1/1-73 GCU.UCA........................A...AGGG.AGU.UAA.AG
+X12631.1/1944-2014 CCA.UAU........................A...CAAG.GGU.UAG.AC
+AF100664.1/6440-6512 CAG.AAG........................AU..UGCA.GGU.UCG.AA
+AC084571.1/17976-18047 CGA.GAG........................GU..CCCG.GGU.UCA.AU
+M34508.1/318-404 CUG.UA..GGC.G...GUU...AG...CGCCG...CAGU.GGU.UCG.AC
+AC084609.1/20256-20184 CUG.GUU........................GU..CGCG.GGU.UCG.AG
+AF026213.1/13358-13277 CCA.GU..CCC.....UUC...G.....GGGG...CGUG.GGU.UCG.AA
+AC024877.2/101525-101454 CGA.AAG........................GU..UGGG.CGU.UCG.AU
+AC006635.2/21711-21640 UGC.GAG........................A...CCCG.GGU.UCA.AU
+AC084153.1/28467-28538 CCA.GAG........................GU..CGGU.GGA.UCG.AA
+M93388.1/1185-1251 UUG.GAG........................G...UCUC.....UGG.UU
+AF491005.1/5436-5355 CAA.AU..CUC.C...UA.........GGAGG...CGCA.GGU.UCG.AA
+X59583.1/330-410 GCG.UU..CUC.U...UC.........GGAGG...CGCA.GGU.UCG.AA
+X59573.1/314-396 CUC.AU..CC......AUU...C......GGUU..CGCG.AGU.UCG.AA
+M24578.1/1373-1445 CUG.GUG........................GU..CGGG.GGU.UCG.AG
+X03499.1/37-110 CAA.CAG........................GU..CUCG.AGU.UCG.AU
+AF037042.2/2935-2864 CUG.GUA........................C...CUCG.GGU.UCG.AU
+X59563.1/1377-1449 CUG.CAG........................GU..CGUG.GGA.UCG.AG
+X59571.1/319-390 CUG.UUG........................AC..CCUU.GGU.UCG.AU
+X59582.1/477-558 CAG.AU..CCC.U...UC.........GGGGG...CGCA.GGU.UCG.AA
+X59566.1/318-390 CCU.GUA........................A...UCUG.AGU.UCG.AG
+K02322.1/59-130 CUC.GAG........................GU..CCUA.GGA.UCG.AA
+X53444.1/72-144 CGA.GAG........................GU..AAAG.GGU.UCG.AU
+X69660.1/114-186 CUU.GUG........................GU..CGGG.GGU.UCG.AG
+X53443.1/135-206 CGC.UAG........................GU..CCAU.GGU.UCG.AU
+X59562.1/71-144 CGG.UAG........................GU..CUCA.GGU.UCG.AC
+AF067200.1/16-89 GAU.UAG........................GU..CGUG.GGU.UCG.AU
+U25144.1/1062-991 GAA.GAG........................GU..CAUG.AGU.UCG.AU
+X54300.1/29-102 GGU.GAG........................GU..CCCU.GGU.UCA.AA
+D17791.1/52-123 CGA.UUA........................GU..UCCG.GGU.UCG.AG
+X54300.1/105-177 GCA.GAU........................GU..CAGC.GGU.UCG.AA
+X54299.1/1793-1866 GGU.GAG........................GU..CCCU.GGU.UCA.AA
+J01399.1/2867-2939 UUC.GAG........................GU..UGUG.GGU.UCG.AG
+X54408.1/1-73 GAG.AAA........................A...CGCG.GAU.UCG.AA
+L13782.1/442-515 CAU.GGG........................GU..CGGG.GGU.UCG.AA
+X55320.1/1-72 CCA.AGA........................UG..CAUG.GGU.UCG.AA
+J01395.1/2878-2951 GCA.AAA........................GU..CGAA.AGU.UCA.AA
+X51398.1/2-75 CCA.AAG........................GU..UAUC.GGU.UCA.AG
+X62566.1/248-320 CCU.GAU........................GU..CGUG.GGU.UCA.AU
+X55321.1/1-72 CCA.GCU........................AU..CGCA.AGU.UCG.AA
+J01395.1/3006-3078 GCA.GAU........................GU..CAGC.GGU.UCG.AA
+X55319.1/1-74 CUU.GAA........................AU..CGAG.GGU.UCG.AG
+X05693.1/1054-1126 GCA.GAU........................GU..CAGC.GGU.UCG.AG
+X15090.1/41-114 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+X62800.1/3583-3669 CGA.GUA.UAC.AG..CUC...C...CUGUAC...CGAG.GGU.UCG.AA
+X03848.1/3091-3164 GGU.GAG........................GU..CGCU.GAU.UCG.AA
+X04465.1/38367-38438 GCG.UAA........................GU..CAUC.GGU.UCA.AA
+M20947.1/1-74 ACG.GAA........................GU..UGCG.GGU.UCG.AG
+M20969.1/1-74 CCU.AAU........................GU..CGUA.GGU.UCA.AA
+M20958.1/1-80 GCA.GU..GC......UAA...G......GCU...UCUC.GGU.UCG.AA
+X04465.1/29596-29669 CCU.CUA........................CG..CGCG.GGU.UCA.AU
+M20954.1/1-74 UGG.CGA........................AU.UCACA.GGU.UCA.AU
+M68929.1/50694-50622 GGA.AAG........................GC..CUCC.GGU.UCA.AG
+M20960.1/1-74 GCG.AGA........................GU..CAUU.GGU.UCA.AA
+M68929.1/186481-186410 CUG.AAA........................A...CACG.GGU.UCG.AA
+M68929.1/49940-50012 CAU.AAA........................GC..UGUC.GGU.UCA.AA
+M20972.1/1-72 GAG.AAU........................GU..CUAC.GGU.UCA.AA
+M68929.1/182805-182734 CCG.AGA........................AA..CAAA.GGU.UCG.AA
+M20945.1/1-72 CCU.CCA........................G...UAUA.GGU.UCG.AA
+M68929.1/174348-174275 CCU.UGU........................GU..CAGU.GGU.UCG.AA
+M68929.1/17407-17480 UUG.GGG........................GU..UGAG.AGU.UCA.AA
+M68929.1/163972-163902 CAG.AGG........................A...UAUG.GGU.UCG.AU
+M68929.1/1540-1461 CCG.UU..CC......UAU...U......GGU...UAUU.GGU.UCA.AG
+X04465.1/90332-90261 CGA.UUG........................GU..CGUA.GGU.UCA.AA
+M20968.1/1-73 GCG.AUG........................GU..CAUC.GGU.UCG.AC
+M20957.1/1-85 CCG.UU..GGC.UU..UAA.......AGACCG...UGAG.GGU.UCA.AG
+M68929.1/79613-79540 UUG.AUG........................GU..CACA.GGU.UCA.AA
+X04465.1/112638-112565 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+M68929.1/151018-150946 CUG.AAU........................GU..UGUG.GGU.UCG.AA
+M68929.1/152677-152605 UCG.CAC........................A...CGGG.GGU.UCA.AA
+M20948.1/1-71 CCU.UUA........................U...CCCC.AGU.UCA.AA
+M68929.1/79397-79315 CUG.CU..GAA.....GGU...U.....UUCUA..CGUA.GGU.UCG.AA
+M68929.1/18311-18382 GCU.AAG........................GU..UGAG.GGU.UCA.AG
+X04465.1/57877-57950 CAU.GAA........................GU..CAAG.GGU.UCG.AA
+M68929.1/166107-166035 UUA.AAG........................GU..CGCA.GGU.UCA.AG
+X01647.1/2451-2378 CUU.GAG........................GU..CAUA.GGU.UCA.AA
+M68929.1/39446-39374 CCA.AAG........................GU..UAAG.GGU.UCG.AA
+M68929.1/186579-186500 CUG.UU..UCU.....AAU.........GGAA...UAUC.GGU.UCG.AA
+M20959.1/1-72 CGA.CGA........................GU..UCCG.GGU.UCG.AG
+M20966.1/1-88 CCG.AU..AUA.GUUUUUA.....AGAUUAU....CGAG.GGU.UCA.AA
+X04465.1/3679-3758 UUC.GU..GCU.....UAA.........AGCA...UGGA.GGU.UCG.AG
+M68929.1/48611-48684 CCA.GAA........................GU..CGCG.GGU.UCA.AA
+M68929.1/166929-166856 GGU.GAU........................AU..UGUA.GGU.UCG.AG
+M20952.1/1-71 CUA.ACG........................A...UGCG.GGU.UCG.AU
+M20942.1/1-73 GCG.GAU........................GU..CAGC.GGU.UCG.AG
+X04465.1/36643-36562 CCG.CU..GGC.....AAU.........GCCUA..CGCU.GGU.UCA.AA
+M68929.1/36559-36632 CAG.AAA........................GU..UACA.GGU.UCA.AA
+M20964.1/1-88 CCG.UU..GUA.CAAGCUU.....UUUGUAC....CGAG.GGU.UCG.AA
+X04465.1/64788-64715 CAA.AAU........................GU..CGCA.GGU.UCG.AA
+X04465.1/48845-48932 GCU.AU..GUA.GGCUUUU.....GGUCUAU....CGAG.GGU.UCG.AA
+X04465.1/50998-51070 CCU.CGU........................GU..CACC.AGU.UCA.AA
+M20949.1/1-72 CUG.UUA........................UU..CGGA.GGU.UCG.AA
+M68929.1/41917-41989 GAG.AGA........................GU..CAGC.GGU.UCA.AG
+M68929.1/172005-172075 CCU.AUA........................A...AGAU.GGU.UCG.AA
+M68929.1/32684-32756 UAU.UGG........................GU..CGUU.GGU.UCG.AA
+M68929.1/15170-15243 UUG.AAG........................GU..CACA.GGU.UCA.AA
+M68929.1/164824-164907 CCG.AA..GUA.UU..GAG.......AAUAC....CGGG.GGU.UCG.AA
+M20951.1/1-71 GAG.AAU........................A...UGCG.GGU.UCG.AU
+X04465.1/36787-36715 GAG.GCG........................A...CGGG.GAU.UCG.AA
+X04465.1/120306-120235 GUG.GAA........................GU..CAUC.AGU.UCG.AA
+M68929.1/165481-165397 CUG.GU..GAC.CA..UAA.......UGUUCG...UGGG.GGU.UCG.AG
+M68929.1/20078-20150 UCG.AAA........................A...CACG.GGU.UCA.AA
+D17510.1/119065-118992 CCA.CCA........................CG..CGCG.GGU.UCA.AU
+D11467.1/1-72 CUG.UUA........................UU..CGGA.GGU.UCG.AA
+D11467.1/6989-6916 UGGCGAA........................CU..CGCG.GGU.UCA.AU
+X00764.1/173-244 CCU.UUG........................G...UAUA.GGU.UCA.AG
+AF449163.1/604-532 GAG.GCA........................G...CGGG.GAU.UCG.AC
+AJ270287.1/567-495 GAG.GCA........................G...CGGG.GAU.UCG.AC
+D13102.1/342-269 CCC.AAU........................GU..CGUA.GGU.UCA.AA
+X15901.1/15784-15867 UCG.UU..GAC.A...AUA........UGUCUA..CGCU.GGU.UCA.AA
+X15901.1/44438-44524 GCU.AU..GUA.GAC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+X15901.1/105074-105153 GCA.GU..GCU.....CA..........AGCA...UCUC.GGU.UCG.AG
+D13107.1/530-459 UGA.CUG........................GU..CGUA.GGU.UCG.AA
+X15901.1/99287-99217 UGA.CUG........................GU..CGUA.GGU.UCG.AA
+U61165.1/404-477 CUG.AAG........................AC..UGCA.GGU.UCG.AA
+X17318.1/109-39 CCU.UUA........................C...CCCC.AGU.UCA.AA
+M74160.1/2030-2100 CCU.UUA........................U...CCCC.AGU.UCA.AA
+X13704.1/1807-1880 CAA.AAU........................GU..AACG.GGU.UCA.AA
+M58306.1/1-72 GGC.GAG........................GU..CUCU.GGU.UCA.AG
+X86563.2/66129-66056 CAA.AAU........................GU..CACA.GGU.UCA.AA
+X05295.1/313-226 CCG.GU..AUA.GUUCUAG.....GAACUAU....CGAG.GGU.UCG.AA
+L02941.1/716-643 CUU.GAG........................GU..CACG.GGU.UCG.AU
+X86563.2/119998-119925 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+M16907.1/208-137 UGA.CUG........................GU..CGUA.GGU.UCG.AA
+M16333.1/1-74 GGU.GAU........................AU..UGUA.GGU.UCG.AG
+X07380.1/111-198 UCG.AC..AUA.CAA.GAA...GA.UUGUAU....CAUG.GGU.UCG.AA
+J04502.1/2903-2830 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+X86563.2/48153-48081 GCG.AGG........................GU..CAUC.GGU.UCA.AA
+AJ012132.1/54-126 CCU.CGU........................GU..CACC.AGU.UCA.AA
+AJ011900.1/63-136 CUG.AAG........................AC..UGCA.GGU.UCG.AA
+X62453.1/1-74 GCG.GAA........................GC..UGCG.GGU.UCG.AG
+AJ011807.1/2601-2531 GAG.AAG........................A...UACG.GGU.UCG.AU
+X61674.1/1095-1008 CCG.UU..GUA.CAA.UUU...UU.UUGUAC....CGAG.GGU.UCG.AA
+X13246.1/151-233 CUG.UU..GAA.....GGU...U.....UUCUA..CGUA.GGU.UCG.AA
+X15379.1/71-144 CCA.GAA........................GU..CGCG.GGU.UCG.AA
+X14698.1/250-321 UCG.AAG........................A...CACG.GGU.UCG.AU
+M16843.1/2824-2752 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+AB042240.3/15036-15107 GCA.UAA........................GU..CAUC.GGU.UCA.AA
+AB027572.1/4261-4342 UCG.UU..GAC.....AAU.........GUCUA..CGCU.GGU.UCA.AA
+AB042240.3/6758-6687 CCG.UUA........................CU..CGGA.GGU.UCG.AA
+M16839.1/41-111 GAG.AAG........................A...UACG.GGU.UCG.AU
+X15118.1/1470-1542 CCU.CGU........................GU..CACC.AGU.UCA.AA
+AB042240.3/84552-84472 CUC.GU..GCU.....AAA...G.....AGCG...UGGA.GGU.UCG.AG
+X07379.1/305-375 CCU.UUA........................U...CCCC.AGU.UCA.AA
+AB042240.3/36390-36319 CCU.UUG........................G...UAUA.GGU.UCA.AA
+X13247.1/151-237 CCG.AA..GUA.UUG.AUA...G..GAAUAC....CGGG.GGU.UCG.AA
+M55314.1/21-92 UCG.GCA........................UG..CAAA.GGU.UCG.AA
+X05602.1/210-283 CCC.AAU........................GU..CGUA.GGU.UCA.AA
+K02003.1/1-74 CCU.GAG........................GU..CGAG.AGU.UCG.AG
+AB042240.3/82974-82901 UGG.UAA........................AUU.UGCG.GGU.UCA.AU
+AP000397.1/114390-114319 CCG.GCA........................UG..CAAA.GGU.UCG.AA
+AP000397.1/130600-130527 CCU.UGU........................GU..CAGU.GGU.UCG.AA
+AP000397.1/130445-130371 CAG.AGG........................GC..CAUA.GGU.UCG.AA
+K00281.1/1-72 GCG.UAA........................GU..CAUC.GGU.UCA.AA
+J01440.1/394-465 GUG.GAA........................GU..CAUC.AGU.UCG.AG
+AJ400848.1/26718-26788 CCU.UGU........................U...CCCC.AGU.UCA.AA
+M31489.1/112-183 CCU.UUG........................G...UAUA.GGU.UCA.AA
+AJ400848.1/45575-45503 GCG.AUG........................GU..CAUC.GGU.UCG.AG
+AJ400848.1/34280-34188 CCG.GC..AUA.GUUCUUUAUUCAGAACUAU....CGAG.GGU.UCG.AA
+AJ400848.1/29178-29105 GCG.GAA........................GC..UGCG.GGU.UCG.AG
+Y00125.1/116-196 CUC.GU..GCU.....AAA...A.....AGCG...UGGA.GGU.UCG.AG
+AJ400848.1/74-1 CCA.CCA........................UU..CGCG.GGU.UCA.AU
+AJ400848.1/50859-50931 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+AJ400848.1/29803-29731 GAG.ACA........................A...CGGG.GAU.UCG.AC
+AJ400848.1/44024-44110 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+X07462.1/14-87 UGGCGAA........................UU..CGUA.GGU.UCA.AU
+X87209.1/183-268 UCG.AC..AUA.CAA.GAA...GA.UUGUAU....CAUG.GGU.UCA.AA
+X73425.1/2369-2440 UGA.CUG........................GU..CGUA.GGU.UCA.AA
+X74126.1/2430-2501 UCG.AAG........................A...CACG.GGU.UCG.AU
+M81884.1/41401-41330 CGA.UUG........................GC..CGUA.GGU.UCG.AC
+M81884.1/42594-42515 GCA.GU..GCU.....AU..........AGCA...UCUU.GGU.UCG.AG
+X61368.1/228-301 CAC.GGU........................GU..CGUG.GGU.UCG.AA
+X61698.1/1470-1542 GCG.GGA........................GG..CAUU.GGU.UCA.AA
+Z00044.1/50240-50312 CCU.CGU........................GU..CACC.AGU.UCA.AA
+Z00044.1/68888-68815 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+X01017.1/487-417 GAG.AAG........................A...UGCG.GGU.UCG.AU
+X01016.1/450-523 CAA.AAU........................GU..CACA.GGU.UCA.AA
+X02217.1/416-488 GAG.GCA........................G...CGGG.GAU.UCG.AA
+M16912.1/86-157 GCG.UAA........................GU..CAUC.GGU.UCA.AA
+M16897.1/160-88 GCG.AUG........................GU..CAUC.GGU.UCG.AU
+X01017.1/116-189 CUU.GAG........................GU..CACG.GGU.UCA.AA
+X00181.1/495-582 CCG.UU..GUA.CGA.GUU...AA.UCGUAC....CGAG.GGU.UCG.AA
+X00360.1/1-73 CCU.UAG........................GU..CACU.GGU.UCG.AA
+M16869.1/80-166 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+K01727.1/129-57 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+M16909.1/81-161 CUC.GU..GCU.A...AA.........UAGCG...UGGA.GGU.UCG.AG
+X72895.1/1-72 CCU.UUU........................UU..CCCC.AGU.UCA.AA
+X00446.1/283-210 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+M23767.1/162-241 GCA.GU..GC......UAA...U......GCA...UCUC.GGU.UCG.AG
+X53392.1/97-170 GGU.GAU........................AU..UGUA.GGU.UCG.AG
+Y18934.1/3868-3797 GUG.GAA........................GU..CAUC.AGU.UCG.AG
+AJ243756.1/1-71 CCU.GGA........................A...UGAC.GGU.UCG.AC
+AC122544.1/63069-62986 CUG.GU..CCU.CGU..........GAGAGGG...CGUG.GGU.UCA.AA
+X01120.1/76-149 CAC.GAU........................GU..CGGG.GGU.UCG.AA
+X07922.1/12-85 CAA.AAU........................GU..CACG.GGU.UCA.AA
+M58319.1/196-282 CCG.AA..GUA.UUG.AUA...A..GGAUAC....CGGG.GGU.UCG.AA
+X07125.1/118-191 CUG.AAG........................AC..AGCA.GGU.UCG.AA
+AJ271079.2/59828-59899 CCG.CUA........................UU..CGGA.GGU.UCG.AA
+AJ271079.2/19772-19686 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+AJ271079.2/114727-114656 CGA.UUG........................GU..CGUA.GGU.UCG.AA
+X04377.1/307-380 CUG.AAG........................AU..UGCA.GGU.UCG.AA
+X03676.1/445-516 GCU.GAG........................GU..UGAG.GGU.UCA.AG
+AP002983.1/63669-63596 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+AP002983.1/121-48 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+M17129.1/151-222 CCA.CAG........................GU..CCCA.GGA.UCG.AA
+X07377.1/52-124 GCG.GGA........................GU..CAUU.GGU.UCA.AA
+AF052653.1/130-203 CUG.AAG........................AU..UGCA.GGU.UCG.AA
+X06428.1/229-300 GUG.GAA........................GU..UAUC.AGU.UCG.AG
+X07375.1/305-376 UCG.AAG........................A...CACG.GGU.UCG.AU
+X00476.1/1-85 CCG.UC..GAC.U...UAA...GA...AAUCA...UGAG.GGU.UCA.AG
+K00235.1/1-85 CCG.UC..GAC.UU..AAU.......AAAUCA...UGAG.GGU.UCA.AG
+X15059.1/507-589 CUG.UU..GAA.....GUU...U.....UUCUA..CGUA.GGU.UCG.AA
+M21542.1/51-134 CUG.GU..CUU.C...GAG...A....GAGGG...CGUG.GGU.UCA.AA
+X12857.1/421-494 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+M16863.1/21-94 CAC.GGU........................GU..CGGG.GGU.UCG.AA
+X55033.1/412-483 GUG.GAA........................GU..CAUC.AGU.UCG.AA
+X05395.1/365-438 CCC.GAU........................GU..CGUA.GGU.UCA.AA
+X05394.1/580-653 CUU.GAG........................GU..UACG.GGU.UCA.AA
+X05395.1/122-195 CAA.AAU........................GU..CACA.GGU.UCA.AA
+AJ002222.1/720-791 GCU.GAG........................GU..UGAG.GGU.UCA.AG
+M16864.1/642-714 GAG.GCA........................A...CGGG.GAU.UCG.AC
+X05394.1/803-733 GAG.AAG........................A...CGCG.GGU.UCA.AU
+X01676.1/804-877 GCG.GAA........................GC..UGCG.GGU.UCG.AG
+X04761.1/963-892 GCG.UAA........................GU..CGUC.GGU.UCA.AA
+M16863.1/456-385 CGA.UUG........................GU..CGUA.GGU.UCA.AA
+M16863.1/577-660 CUC.GU..GCU.....AAA...C.....AGCG...AGGA.GGU.UCG.AG
+X51471.1/6754-6681 CCA.CCA........................UG..CGCG.GGU.UCA.AU
+X02444.1/95-15 CUC.GU..GCU.....AAA...C.....AGCG...UGGA.GGU.UCG.AG
+AF487242.1/558-475 UCG.UU..GGC.A...AUA........UGUCUA..CGCU.GGU.UCA.AA
+X66520.1/7-88 CAU.GU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
+AL162971.1/11752-11825 CUG.AAG........................GU..CUCC.GGU.UCG.AA
+AC002341.3/6810-6881 CGA.GAG........................GU..CCCG.AGU.UCA.AU
+X12889.1/644-572 GCA.GGA........................GU..CAUU.GGU.UCA.AA
+M58320.1/108-194 CCG.AA..GUA.UUU.CUA...G..GAAUAC....CGGG.GGU.UCG.AA
+X67736.1/4837-4923 GCU.AU..GUA.GGC.UUU...U..GUUUAC....CGAG.GGU.UCG.AA
+AC009323.4/37955-37874 CAU.GU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
+X66414.1/9-82 UGGCGAA........................UU..CGUA.GGU.UCA.AU
+X14110.1/261-348 UCG.AC..AUA.CAA.GAA...GA.UUGUAU....CAUG.GGU.UCG.AA
+AL138651.1/64525-64597 CGA.GAG........................GC..ACAG.GGU.UCG.AU
+X57593.1/241-312 CAG.AAG........................GU..UGCG.UGU.UCG.AU
+AC068900.3/7333-7404 CGG.GUG........................A...CCCG.GGU.UCG.AU
+AC009323.4/42522-42441 CAU.GU..GGG.U...UUU........GCCCG...CGCA.GGU.UCG.AA
+AC018907.5/9587-9517 GUA.CAG........................A...CCCG.GGU.UCG.AU
+AB017063.1/58819-58900 CAU.GU..GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
+AL161496.2/172002-171930 CUG.AAG........................GU..CGCG.UGU.UCG.AU
+AC009323.4/14362-14281 CAU.GGA.GGC.....UUU.........GCCCG..CGCA.CGU.UUG.AA
+AC009323.4/12825-12742 CAU..GU.GGG.C...UUU........GCCCG...CGCA.GGU.UCG.AA
+AP000423.1/76-4 UCA.CCA........................U...CGCG.GGU.UCA.AU
+L35909.1/103-174 CAG.AAG........................GU..UGCG.UGU.UCG.AU
+X63088.1/299-371 CUA.AUG........................GU..CGCA.GGU.UCA.AG
+X13558.1/186-115 CCG.CUA........................UU..CGGA.GGU.UCG.AA
+X17616.1/380-293 CCA.UU..GUA.CGA.GUU...AA.UCGUAC....CGAG.GGU.UCG.AA
+AF166114.1/53704-53775 CGA.CUA........................GU..UCCG.GGU.UCG.AA
+X52739.1/1-72 GGC.GAG........................GU..CUCU.GGU.UCA.AG
+M21373.1/208-280 GCA.GAC........................GU..CAGC.AGU.UCG.AG
+M21373.1/131-204 GGU.GAG........................GG..CCCU.GGU.UCA.AA
+X15768.1/134-207 GGU.GAG........................GU..CUCU.GGU.UCA.AA
+X15768.1/211-283 GCA.GUG........................GU..CAGC.GGU.UCG.AG
+M10671.1/1-72 CAG.AAG........................GC..UGCG.UGU.UCG.AA
+U24159.1/431-359 CCG.UUG........................GU..CGAA.GGU.UCG.AA
+X03016.1/3583-3669 CCG.GC..AGU.CGCUCC......GGCGACU....CAUA.GGU.UCA.AA
+AF158101.6/72033-71960 GGA.AAG........................GU..UACC.AGU.UCA.AA
+AF158101.6/72364-72294 CUG.AUG........................A...UGUG.AGU.UCG.AU
+AF158101.6/72530-72458 GCU.AGA........................UG..CAAA.GGU.UCG.AG
+AF158101.6/72456-72373 GCU.GC..GGA.A...UGA...U....UUCCU...UGUG.GGU.UCG.AG
+X03016.1/4539-4610 UUU.GCG........................G...UCCU.GGU.UCG.AU
+K00277.1/1-73 GAG.GAU........................GU..CGGC.GGU.UCG.AU
+K00354.1/1-74 CAG.GAG........................GU..CCAA.GGU.UCA.AA
+AF016404.1/2636-2555 CAU.GU..GCU.U...AUA........AAGCG...UACC.GGU.UCA.AC
+#=GC SS_cons >>>.>...............................<<<.<<........
+
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+M16333.1/1-74 ..CCCUA.C.UAAGCCC.A
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+J04502.1/2903-2830 ..UCCUA.C.AGAGCGU.G
+X86563.2/48153-48081 ..UCCGA.U.AGUCGGC.U
+AJ012132.1/54-126 ..UCUGG.U.UCCUGGC.A
+AJ011900.1/63-136 ..UCCUG.U.CCCCGCC.U
+X62453.1/1-74 ..CCCCG.U.CAGUCCC.G
+AJ011807.1/2601-2531 ..UCCCG.C.CGCUCGC.C
+X61674.1/1095-1008 ..UCCCU.C.UCUUUCC.G
+X13246.1/151-233 ..UCCUG.C.CUCUCCC.A
+X15379.1/71-144 ..CCCCG.U.UUUCCCC.G
+X14698.1/250-321 ..UCCCG.U.AAGGGAU.A
+M16843.1/2824-2752 ..UCCAA.U.AGUAGGU.A
+AB042240.3/15036-15107 ..UCCGA.U.AAAGGGC.U
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+M16839.1/41-111 ..UCCCG.C.CGCUCGC.C
+X15118.1/1470-1542 ..UCUGG.U.UCCUGGC.A
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+AB042240.3/36390-36319 ..UCCUA.U.UGGACGC.A
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+X05602.1/210-283 ..UCCUA.C.AGAGCGU.G
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+AJ400848.1/29178-29105 ..CCCCG.U.CAGUCCC.G
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+AP002983.1/63669-63596 ..UCCUA.C.AGAGCGU.G
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+X06428.1/229-300 ..CCUGA.U.UAUCCCU.A
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+X05394.1/580-653 ..UCCCG.U.CUCCGCA.C
+X05395.1/122-195 ..UCCUG.U.CAUCCCU.A
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+X04761.1/963-892 ..UCCGA.U.AAAGGGC.U
+M16863.1/456-385 ..UCCUA.U.UUGGGGA.G
+M16863.1/577-660 ..UCCUC.U.UCAAGGC.A
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+X02444.1/95-15 ..UCCUC.U.UCAAGGC.A
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+X12889.1/644-572 ..UCCAA.U.AGUAGGU.A
+M58320.1/108-194 ..UCCCU.C.UCCAUCC.G
+X67736.1/4837-4923 ..UCCCU.C.UCUUUCC.G
+AC009323.4/37955-37874 ..UCCUG.C.CGUUCAC.G
+X66414.1/9-82 ..UCCUA.C.UGGAUGC.A
+X14110.1/261-348 ..UCCCA.U.UUCCUCC.G
+AL138651.1/64525-64597 ..UCCCU.G.CAUCUCC.A
+X57593.1/241-312 ..UCACG.U.CGGGUUC.A
+AC068900.3/7333-7404 ..CCCCG.G.CAACGGC.G
+AC009323.4/42522-42441 ..UCCUG.C.CGUUCAC.G
+AC018907.5/9587-9517 ..UCCCG.G.CUGGUGC.A
+AB017063.1/58819-58900 ..UCCUG.C.CGUUCAC.G
+AL161496.2/172002-171930 ..CCACG.C.UCACCGC.A
+AC009323.4/14362-14281 ..UCUUG.C.CGUUUAC.G
+AC009323.4/12825-12742 ..UCAUG.C.CGUUUAC.G
+AP000423.1/76-4 ..UCCCG.U.CGUUCGC.C
+L35909.1/103-174 ..UCACG.U.CGGGUUC.A
+X63088.1/299-371 ..UCCUG.C.UAUACCC.A
+X13558.1/186-115 ..UCCUU.C.CGUCCCA.G
+X17616.1/380-293 ..UCCCU.C.UCUUUCC.C
+AF166114.1/53704-53775 ..UCCCG.G.GCGACCC.A
+X52739.1/1-72 ..UCCAG.G.AUAGCCC.A
+M21373.1/208-280 ..UCUGC.U.UAUCUCC.A
+M21373.1/131-204 ..UCCAG.G.AUGGCCC.A
+X15768.1/134-207 ..UCCAG.A.AUGGCCC.A
+X15768.1/211-283 ..UCCGC.U.UACCUCC.A
+M10671.1/1-72 ..UCACG.U.CGGGGUC.A
+U24159.1/431-359 ..UCCUU.C.ACGACCC.A
+X03016.1/3583-3669 ..UCCUA.U.CGCCUCC.G
+AF158101.6/72033-71960 ..UCUGG.U.CUGGGUC.A
+AF158101.6/72364-72294 ..UCUCA.U.UAUCCGC.U
+AF158101.6/72530-72458 ..UCCUU.U.AUUCCCA.G
+AF158101.6/72456-72373 ..UCCCA.C.UUCUCGC.A
+X03016.1/4539-4610 ..CCCAG.G.GCGGGAU.A
+K00277.1/1-73 ..UCCGU.C.AAUCAGC.A
+K00354.1/1-74 ..UCCUU.G.UAUGGAG.A
+AF016404.1/2636-2555 ..UCCGG.U.CGAAGGU.A
+#=GC SS_cons ...>>>>.>.>>>>>>>..
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00005.idx b/benchmarks/cmsearch-rmark/rmark-test/RF00005.idx
new file mode 100644
index 0000000..ac50a60
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00005.idx
@@ -0,0 +1,19 @@
+AF396436.1/47447-47513
+J01390.1/6367-6447
+J01390.1/12177-12258
+X01738.1/122-190
+D10744.1/389-471
+AJ011856.1/70824-70908
+X03240.1/6071-6134
+S64977.1/800-870
+X05914.1/238-306
+X99772.1/7842-7915
+AB042809.1/7700-7764
+X16885.1/553-488
+X16887.1/483-416
+X15613.1/59-121
+X15613.1/1106-1175
+M93388.1/1318-1384
+X15613.1/1252-1313
+X15613.1/124-189
+X15613.1/1813-1875
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00005.raw b/benchmarks/cmsearch-rmark/rmark-test/RF00005.raw
new file mode 100644
index 0000000..08fad60
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00005.raw
@@ -0,0 +1,3240 @@
+>AP000063.1/59179-59095
+GCGGGGGUGCCCGAGCCUGGCCAAAGGGGUCGGGCUCAGGACCCGAUGGCGUAGGCCUGC
+GUGGGUUCAAAUCCCACCCCCCGCA
+>AE006696.1/291-218
+GCCGCCGUAGCUCAGCCCGGGAGAGCGCCCGGCUGAAGACCGGGUUGUCCGGGGUUCAAG
+UCCCCGCGGCGGCA
+>AE006699.1/3409-3482
+GGGCCCGUAGCUUAGCUCGGUAGAGCGCUCGGCUCAUAACCGAGUGGUCAGGGGUUCAAA
+UCCCCUCGGGCCCA
+>X06054.1/711-637
+GGGCCCGUCGUCUAGCCUGGUUAGGACGCUGCCCUGACGCGGCAGAAAUCCUGGGUUCAA
+GUCCCAGCGGGCCCA
+>AP000989.1/73279-73354
+GCGGCCGUCGUCUAGUCUGGAUUAGGACGCUGGCCUUCCAAGCCAGUAAUCCCGGGUUCA
+AAUCCCGGCGGCCGCA
+>X14835.1/6927-7002
+GCCGGGGUCGCCUAGCCUGGUCAAGGGCGCCGGACUCAUAAUCCGGUCUUCCCGGGUUCG
+AAUCCCGGCCCCGGCA
+>AE009773.1/7700-7629
+GGGCCGGUAGUCUAGCGGAAGGAUGCCCGCCUCGCGCGCGGGAGAUCCCGGGUUCGAAUC
+CCGGCCGGUCCA
+>AE009855.1/3683-3767
+GCGGGGGUGCCCGAGCCAGGUCAAAGGGGCAGGGUUCAGGUCCCUGUGGCGUAGGCCUGC
+GUGGGUUCAAAUCCCACCCCCCGCA
+>X05071.1/204-288
+GCGGGGGUGCCCGAGCCAGGUCAAAGGGGCAGGGCUCAAGACCCUGUGGCGUAGGCCUGC
+GUGGGUUCGAAUCCCACCCCCCGCA
+>AE000965.1/156-85
+GGGCUCGUAGCUCAGCGGGAGAGCGCCGCCUUUGCGAGGCGGAGGCCGCGGGUUCAAAUC
+CCGCCGAGUCCA
+>M87833.1/2781-2865
+GCAGGGAUAGCCAAGUUUGGCCAACGGCGCAGCGUUCAGGGCGCUGUCCCGUAGGGGUCC
+GCAGGUUCAAAUCCUGCUCCCUGCA
+>M87833.1/353-437
+GUCGUGGUAGCCAAGCCUGGCCCAAGGCGCAGGGUUGCUAACUCUGUGGCGUACAGCCUC
+CGGGGUUCGAAUCCCCGCCACGACG
+>AE005128.1/6659-6734
+GCCAAGGUGGCAGAGUUCGGCCUAACGCGGCGGCCUGCAGAGCCGCUCAUCGCCGGUUCA
+AAUCCGGCCCUUGGCU
+>X02584.1/1-77
+GCCAAGGUGGCAGAGUUCGGCCCAACGCAUCCGCCUGCAGAGCGGAACCCCCGCCGGUUC
+AAAUCCGGCCCUUGGCU
+>K02528.1/1-74
+GGGGCUGUGGCCAAUCCCGGCAUGGCGACUGACUCCAGAUCAGUCGAUCGGGGGUUCGAA
+UCCCUCCGGCCCCA
+>AB003409.1/96-167
+GGGCCCAUAGCUCAGUGGUAGAGUGCCUCCUUUGCAAGGAGGAUGCCCUGGGUUCGAAUC
+CCAGUGGGUCCA
+>AE000930.1/11782-11855
+GGGCCCGUAGCUCAGACUGGGAGAGCGCCGCCCUUGCAAGGCGGAGGCCCCGGGUUCAAA
+UCCCGGUGGGUCCA
+>M32222.1/3110-3183
+GGGCCCAUAGCUCAGCCUGGGAGAGCGCCGCCCUUGCAAGGCGGAGGCCCCGGGUUCAAA
+UCCCGGUGGGUCCA
+>M26978.1/826-899
+GCCGCCGUAGCUCAGUAGGUAGGAGCGCUCGGCUGUUAACCGAGUGGUCGCAGGUUCGAG
+UCCUGCCGGCGGCG
+>M26978.1/1192-1264
+GCCGGGGUGGGGUAGUUGGCCAUCCUUCGGGACUGUGGAUCCCGCGACUCGGGUUCAAAU
+CCCGGCCCUGGCC
+>M26977.1/379-453
+GGGGCCAUAGGGUAGCCUGGUCUAUCCUUUGGGCUUUGGGAGCCUGAGACCCCGGUUCAA
+AUCCGGGUGGCCCCA
+>M26978.1/907-980
+GGGCCCAUAGCUUAGCCAGGUAGAGCGCCCGGCUCAUAACCGGGCGGUCAUGGGUUCGAA
+UCCCAUUGGGCCCA
+>M26977.1/557-628
+GCCCUGGUGGUGUAGUGGCUAUCAUGCGGGCCUGUCGAGCCCGCGACUCGGGUUCAAUUC
+CCGGCCAGGGCG
+>M26978.1/994-1068
+GCUCCGGUGGUGUAGCCCGGCCAAUCAUUUCGGCCUUUCGAGCCGAAGACUCGGGUUCAA
+AUCCCGACCGGAGCA
+>M26977.1/635-708
+GGGCCCGUAGCUCAGUCUGGUAGAGCGCUUGGCUUUUAACCAAGUAGUCGCGGGUUCAAA
+UCCCGUCGGGCCCG
+>M32222.1/1277-1363
+GCCGGGGUGGCCCAGCCUGGUAGGGCGUCGGCCUGCUAAGCCGAUGAUCCGUUAAGGAUC
+GCGCGGGUUCAAAUCCCGUCCCCGGCG
+>M26977.1/276-348
+GCCUCGGUAGCUCAGCUGGUAGAGCGCGAGACUUGUAAUCUCGUGGUCGCGGGUUCAAAU
+CCCGCCCGAGGCU
+>M26978.1/1092-1174
+GCGGGGGUGCCCGAGUGGUCAAAGGGGACAGGCUUAGGACCUGUUGGCGUUAGGCUUCCA
+GGGUUCGAAUCCCUGCCCCCGCA
+>U67517.1/7202-7276
+GGGCCCGUAGCUCAGCCUGGUCAGAGCGCUCGGCUCAUAACCGAGUGGUCAAGGGUUCAA
+AUCCCUUCGGGCCCA
+>U67537.1/160-234
+GGGCCUGUGGGGUAGCCUGGUCUAUCCUUUGGGAUUUGGGAUCCUGAGACCCCAGUUCAA
+AUCUGGGCAGGCCCA
+>U67538.1/10143-10207
+CAUGGUCUAGCUGGCUAUGACGUCGCCCUUACAAGGCGAAGGUCGCCGGUUCGAAUCCGG
+CUGGG
+>U67517.1/7412-7496
+GCAGGGGUCGCCAAGCCUGGCCAAAGGCGCUGGGCCUAGGACCCAGUCCCGUAGGGGUUC
+CAGGGUUCAAAUCCCUGCCCCUGCA
+>U67528.1/1221-1293
+AGCCCGGUGGUGUAGUGGCCUAUCAUCCGGGGCUUUGGACCCCGGGACCGCGGUUCGAAU
+CCGCGCCGGGCUA
+>U67492.1/3149-3223
+GCUCCGGUGGUGUAGUCCGGCCAAUCAUGCGGGCCUUUCGAGCCCGCGACCCGGGUUCAA
+AUCCCGGCCGGAGCA
+>U67528.1/1042-969
+GCCUCGGUAGCUCAGCCUGGCGGAGCGCCUGCUUGGUAAGCAGGAGGUCGCGGGUUCAAA
+CCCCGCCCGAGGCU
+>U67517.1/7511-7582
+GCCGGGGUGGGGUAGUGGCCAUCCUGGGGGACUGUGGAUCCCCUGACCCGGGUUCAAUUC
+CCGGUCCCGGCC
+>U67492.1/3051-3122
+CCCGUAGCCUAGCCUGGAUAGGGCACCGGCCUUCUAAGCCGGGGGUCGGGGGUUCAAAUC
+CCCUCGGGUCCG
+>X00916.1/823-889
+GCCUCGGUGGCUCAGCCUGGUAGAGCGCCUGACUUGUAAUCAGGUGGUCGGGGGUUCGAA
+UCCCCCC
+>X00916.1/1570-1644
+GCCCUGGUGGUGUAGCUCGGCCUAUCAUACAGGACUGUCACUCCUGUGACUCGGGUUCAA
+AUCCCGGCCAGGGCG
+>AF108356.1/1-74
+GGGCCCGUAGCUUAGUCUGGUAGAGCGCCUGACUUUUAAUCAGGCGGUCGAGGGUUCGAA
+UCCCUUCGGGCCCG
+>X00916.1/933-1007
+GGGCCUGUGGGGUAGCCUGGUCCAUCCUUUGGGAUUUGGGAUCCUGAGACCCCAGUUCAA
+AUCUGGGCAGGCCCA
+>X00916.1/1018-1091
+CCCGCGAUAGUUCAGAUUGGUAGAACGGCGGACUGUAGAUCCGCAUGUCGCUGGUUCAAA
+UCCGGCUCGCGGGA
+>X00083.1/99-171
+GGGCCCGUAGCUCAGUUGGGAGAGCGCUGCCCUUGCAAGGCAGAGGCCGUGGGUUCAAAU
+CCCGCCGGGUCCA
+>M19342.1/69-141
+GGGCUCGUAGCUCAGCUGGAAGAGCGCGGCGUUUGCAACGCCGAGGCCUGGGGUUCAAAU
+CCCCACGGGUCCA
+>X51423.1/1802-1874
+GGGCUUGUAGCUCAGCUGGUAGAGCGCCGCCUUUGCAAGGCGGAGGCCCUGGGUCCGAAU
+CCCAGCAAGUCCA
+>AY017179.1/1528-1601
+GGGCCGGUAGCUCAGCCUGGGAGAGCGUCGGCUUUGCAAGCCGAAGGCCCCGGGUUCGAA
+UCCCGGCCGGUCCA
+>X68198.1/9818-9745
+AGCGGGGUGGGGUAGUCAGGAAAUCCGAUGGGCUCAUAACCCGUAGAUCGAUGGUUCAAA
+UCCAUCCCCCGCUA
+>AF004309.1/87-160
+CGGGGUGUGGCGCAGCUUGGUAGCGCGCUUCGUUCGGGACGAAGAGGUCGUGGGUUCAAA
+UCCCGCCACCCCGA
+>X52070.1/777-849
+UCCUCCGUAGCUCAAUUGGCAGAGCAGCCGGCUGUUAACCGGCAGGUUACUGGUUCGAGU
+CCAGUCGGGGGAG
+>X65556.1/351-423
+GCGGACGUAGCUCAGUUGGUAGAGCGCAACCUUGCCAAGGUUGAGGUCGCGAGUUCGAGC
+CUCGUCGUCCGCU
+>X53649.1/495-566
+UGGGCUAUGGUGUAAUUGGCAGCACGAGUGAUUCUGGUUCAUUUAGUCUAGGUUCGAGUC
+CUGGUAGCCCAG
+>X52070.1/699-771
+UCCUCGGUAGCUCAAUUGGCAGAGCAGCCGGCUGUUAACCGGCAGGUUACUGGUUCGAGU
+CCAGUCCGGGGAG
+>X53649.1/160-231
+UGGGCUAUGGUGUAAUUGGCAGCACGACUGAUUCUGGUUCAGUUAGUCUAGGUUCGAGUC
+CUGGUAGCCCAG
+>AF186372.1/596-669
+CGCGGGGUGGAGCAGCUCGGUAGCUCGCUGGGCUCAUAACCCAGAGGUCGCAGGUUCAAA
+UCCUGUCCCCGCUA
+>X53649.1/604-676
+GCCCCCGUUGUGUAGCGGCCUAGCACGCCGCCCUCUCAAGGCGGUAGCGCCGGUUCGAAU
+CCGGUCGGGGGUA
+>M32254.1/51-124
+CGCGGGGUGGAGCAGCUCGGUAGCUCGCUGGGCUCAUAACUCAGAGGUCGCAGGUUCAAA
+UCCUGUCCCCGCUA
+>AB067577.1/1615-1688
+GGGCUAUUAGCUCAGGUGGUUAGAGCGCACCCCUGAUAAGGGUGAGGUCCCUGGUUCAAG
+UCCAGGAUGGCCCA
+>AF105125.1/104-176
+GGGGGUUUAGCUCAGUUGGUAGAGCGCCUGCUUUGCAAGCAGGAUGUCAGCGGUUCGAGU
+CCGCUAACCUCCA
+>D17540.1/1-73
+GCGGGAGUAGCUCAGUUGGUAGAGCAUCGGCUUCCCAAGCCGAGGGUCGCGGGUUCGAGU
+CCCGUCUCCCGCU
+>X51824.1/190-272
+GGGCAGGUGCCCGAGCGGCCAAAGGGGACGGUCUGUAAAACCGUUGGCGUAUGCCUUCGC
+UGGUUCGAAUCCAGCCCUGCCCA
+>X51824.1/381-453
+GCUCGCGUAGCUCAGCAGGUAGAGCACACCCUUGGUAAGGGUGAGGUCGCCGGUUCGAGC
+CCGGCCGCGAGCU
+>X60981.1/3898-3969
+GGUCCCGUAGUGUAGUGGUUAACAUGCCUGCCUGUCACGCAGGAGAUCGCGGGUUCGAUG
+CCGUCGGGACCG
+>AB031214.1/4204-4277
+GGGCCUGUAGCUCAGCUGGUUAGAGCGCACGCCUGAUAAGCGUGAGGUCGGUGGUUCGAG
+UCCACUCAGGCCCA
+>AF008220.1/5629-5712
+GCGGAUGUGGCGGAAUUGGCAGACGCGCUAGAAUCAGGCUCUAGUGUCUUUACAGACGUG
+GGGGUUCAAGUCCCUUCAUCCGCA
+>K01389.1/345-433
+GGAGAGCUGUCCGAGUGGUCGAAGGAGCACGAUUGGAAAUCGUGUAGGCGGUCAACUCCG
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+AAGUGCUCUUG
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+>X14821.1/1-72
+GAGAAUAUUGUUUAAUGGUAAAACAGUUGCCUUUUAAGCAUCCCAUGUUUGGUUCGAUUC
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+GCGGAUGUAGCCAAGUGGAUCAAGGCAGUGGAUUGUGAAUCCACCAUGCGCGGGUUCAAU
+UCCCGUCAUUCGCC
+>M16863.1/21-94
+GGGCUCGUAGCUCAGAGGAUUAGAGCACGCGGCUACGAACCACGGUGUCGGGGGUUCGAA
+UCCCUCCUCGCCCA
+>X55033.1/412-483
+AGGGGUAUAACUCAGCGGUAGAGUGUCACCUUGACGUGGUGGAAGUCAUCAGUUCGAACC
+UGAUUAUCCCUA
+>X05395.1/365-438
+GCGCUCUUUGUUCAGUUCGGUAGAACGCGGGUCUCCAAAACCCGAUGUCGUAGGUUCAAA
+UCCUACAGAGCGUG
+>X05394.1/580-653
+CGCGGAGUAGAGCAACUUGGUAGCUCGCAAGGCUCAUAACCUUGAGGUUACGGGUUCAAA
+UCCCGUCUCCGCAC
+>X05395.1/122-195
+AGGGAUGUAGCGCAGCUUUGUAGCGCGUUUGUUUUGGGUACAAAAUGUCACAGGUUCAAA
+UCCUGUCAUCCCUA
+>AJ002222.1/720-791
+GCGGAAAUAGCUUAAUGGUAGAGCAUAGCCUUGCCAAGGCUGAGGUUGAGGGUUCAAGUC
+CCUCCUUCCGCU
+>M16864.1/642-714
+GCCCCCAUCGUCUAGCGGUUUAGGACAUCUCUCUUUCAAGGAGGCAACGGGGAUUCGACU
+UCCCCUGGGGGUA
+>X05394.1/803-733
+GCGGAUAUAGUUGAAUGGUAUAAUUUCUCUUUGCCAAGGAGAAGACGCGGGUUCAAUUCC
+CGCUAUCCGCC
+>X01676.1/804-877
+GGGAUUGUAGUUCAAUUGGUCAGAGCACCGCCCUGUCAAGGCGGAAGCUGCGGGUUCGAG
+UCCCGUCAGUCCCG
+>X04761.1/963-892
+GCCCUUUUAACUCAGUGGUAGAGUAACGCCAUGGUAAGGCGUAAGUCGUCGGUUCAAAUC
+CGAUAAAGGGCU
+>M16863.1/456-385
+UCCCCAGUAGCUCAGUGGUAGAGCGGUCGGCUGUUAACCGAUUGGUCGUAGGUUCAAAUC
+CUAUUUGGGGAG
+>M16863.1/577-660
+GCCUUGGUGGUGAAAUGGUGGUAGACACGCGAGACUCAAAAUCUCGUGCUAAACAGCGAG
+GAGGUUCGAGUCCUCUUCAAGGCA
+>X51471.1/6754-6681
+GCGGAUGUAGCCAAGUGGAUCAAGGCAGUGGAUUGUGAAUCCACCAUGCGCGGGUUCAAU
+UCCCGUCGUUCGCC
+>X02444.1/95-15
+GCCUUGGUGGUGAAAUGGUAGACACGCGAGACUCAAAAUCUCGUGCUAAACAGCGUGGAG
+GUUCGAGUCCUCUUCAAGGCA
+>AF487242.1/558-475
+GGGUCGAUGCCCGAGCGGUUAAUGGGGACGGACUGUAAAUUCGUUGGCAAUAUGUCUACG
+CUGGUUCAAAUCCAGCUCGGCCCA
+>X66520.1/7-88
+GUGGAAGUGGCGGAGUGGUUAUCGGGCAUGACUAGAAAUCAUGUGGGCUUUGCCCGCGCA
+GGUUCGAAUCCUGCCGUUCACG
+>AL162971.1/11752-11825
+GGUUUCGUGGUGUAGUUGGUUAUCACGUCAGUCUAACACACUGAAGGUCUCCGGUUCGAA
+CCCGGGCGAAGCCA
+>AC002341.3/6810-6881
+GGGCAUUUGGUCUAGUGGUAUGAUUCUCGCUUAGGGUGCGAGAGGUCCCGAGUUCAAUUC
+UCGGAAUGCCCC
+>X12889.1/644-572
+ACCUACUUAACUCAGUGGUUAGAGUAUUGCUUUCAUACGGCAGGAGUCAUUGGUUCAAAU
+CCAAUAGUAGGUA
+>M58320.1/108-194
+GGAUGGAUGUCUGAGCGGUUGAAAGAGUCGGUCUUGAAAACCGAAGUAUUUCUAGGAAUA
+CCGGGGGUUCGAAUCCCUCUCCAUCCG
+>X67736.1/4837-4923
+GGAGAGAUGGCCGAGUGGUUUAAGGCGUAGCAUUGGAACUGCUAUGUAGGCUUUUGUUUA
+CCGAGGGUUCGAAUCCCUCUCUUUCCG
+>AC009323.4/37955-37874
+GUGGACGUGCCGGAGUGGUUAUCGGGCAUAACUAGAAAUCAUGUGGGCUUUGCCCGCGCA
+GGUUCGAAUCCUGCCGUUCACG
+>X66414.1/9-82
+GCAUCCAUGGCUGAAUGGUUAAAGCGCCCAACUCAUAAUUGGCGAAUUCGUAGGUUCAAU
+UCCUACUGGAUGCA
+>X14110.1/261-348
+GGAGGGAUGGCUGAGUGGCUUAAGGCAUUGGUUUGCUAAAUCGACAUACAAGAAGAUUGU
+AUCAUGGGUUCGAAUCCCAUUUCCUCCG
+>AL138651.1/64525-64597
+GGGGAUGUAGCUCAUAUGGUAGAGCGCUCGCUUUGCAUGCGAGAGGCACAGGGUUCGAUU
+CCCUGCAUCUCCA
+>X57593.1/241-312
+GGAUUCGUGGCGCAAUGGUAGCGCGUCUGACUCCAGAUCAGAAGGUUGCGUGUUCGAUUC
+ACGUCGGGUUCA
+>AC068900.3/7333-7404
+GUCGUUGUAGUAUAGUGGUAAGUAUUCCCGCCUGUCACGCGGGUGACCCGGGUUCGAUCC
+CCGGCAACGGCG
+>AC009323.4/42522-42441
+GUGGACGUGCCGGAGUGGUUAUCGGGCAUGACUAGAAAUCAUGUGGGUUUUGCCCGCGCA
+GGUUCGAAUCCUGCCGUUCACG
+>AC018907.5/9587-9517
+GCACCAGUGGUCUAGUGGUAGAAUAGUACCCUGCCACGGUACAGACCCGGGUUCGAUUCC
+CGGCUGGUGCA
+>AB017063.1/58819-58900
+GUGGACGUGCCGGAGUGGUUAUCGGGCAUGACUAGAAAUCAUGUGGGCUUUGCCCGCGCA
+GGUUCGAAUCCUGCCGUUCACG
+>AL161496.2/172002-171930
+GCGGGGAUAGCUCAGUUGGGAGAGCGUCAGACUGAAGAUCUGAAGGUCGCGUGUUCGAUC
+CACGCUCACCGCA
+>AC009323.4/14362-14281
+GUGGACGUGCCGGAGUGGUUAUCGGGAAUGACUAGAAAUCAUGGAGGCUUUGCCCGCGCA
+CGUUUGAAUCUUGCCGUUUACG
+>AC009323.4/12825-12742
+GUGGACAUGCCGGAGUGGUGUUAUCGGGCAUAACUAGAAAUCAUGUGGGCUUUGCCCGCG
+CAGGUUCGAAUCAUGCCGUUUACG
+>AP000423.1/76-4
+GCGGAUGUAGCCAAGUGGAUUAAGGCAGUGGAUUGUGAAUUCACCAUCGCGGGUUCAAUU
+CCCGUCGUUCGCC
+>L35909.1/103-174
+GGAUCCGUGGCGCAAUGGUAGCGCGUCUGACUCCAGAUCAGAAGGUUGCGUGUUCGAUUC
+ACGUCGGGUUCA
+>X63088.1/299-371
+GGGUGUAUAGCUCAGUUGGUAGAGCAUUGGGCUUUUAACCUAAUGGUCGCAGGUUCAAGU
+CCUGCUAUACCCA
+>X13558.1/186-115
+UGGGGCGUAGCCAAGCGGUAAGGCAACGGGUUUUGGUCCCGCUAUUCGGAGGUUCGAAUC
+CUUCCGUCCCAG
+>X17616.1/380-293
+GGAGAGAUGGCUGAGUGGACUAAAGCGUUGGAUUGCUAAUCCAUUGUACGAGUUAAUCGU
+ACCGAGGGUUCGAAUCCCUCUCUUUCCC
+>AF166114.1/53704-53775
+GGGUCGCUAACUCAAUGGUAGAGUACUCGGCUUUUAACCGACUAGUUCCGGGUUCGAAUC
+CCGGGCGACCCA
+>X52739.1/1-72
+GGGCUAUUAGCUCAGUGGUAGAGCGCGCCCCUGAUAAGGGCGAGGUCUCUGGUUCAAGUC
+CAGGAUAGCCCA
+>M21373.1/208-280
+GGGGGUAUAGCUCAGUUGGUAGAGCGUUGCUUUUGCAUAGCAGACGUCAGCAGUUCGAGU
+CUGCUUAUCUCCA
+>M21373.1/131-204
+GGGCUAUUAGCUCAGUUGGUUAGAGCGCACCCCUGAUAAGGGUGAGGGCCCUGGUUCAAA
+UCCAGGAUGGCCCA
+>X15768.1/134-207
+GGGCUAUUAGCUCAGUUGGUUAGAGCGCACCCCUGAUAAGGGUGAGGUCUCUGGUUCAAA
+UCCAGAAUGGCCCA
+>X15768.1/211-283
+GGGGGUAUAGCUCAGUUGGUAGAGCGCUGCCUUUGCAAGGCAGUGGUCAGCGGUUCGAGU
+CCGCUUACCUCCA
+>M10671.1/1-72
+GACCUCGUGGCGCAACGGUAGCGCGUCUGACUCCAGAUCAGAAGGCUGCGUGUUCGAAUC
+ACGUCGGGGUCA
+>U24159.1/431-359
+GGGUCGUUAGCUCAGUCGGUAGAGCAGCGGACUUUUAAUCCGUUGGUCGAAGGUUCGAAU
+CCUUCACGACCCA
+>X03016.1/3583-3669
+GGAGGCGUGGCAGAGUGGUUUAAUGCACCGGUCUUGAAAACCGGCAGUCGCUCCGGCGAC
+UCAUAGGUUCAAAUCCUAUCGCCUCCG
+>AF158101.6/72033-71960
+GGCCCUGUAGCUCAAUGGUUAGCAGCAGUCCCCUCAUAAGGGAAAGGUUACCAGUUCAAA
+UCUGGUCUGGGUCA
+>AF158101.6/72364-72294
+GCGGAUAUCGUAUAAUGGUAUUACCUCAGACUUCCAAUCUGAUGAUGUGAGUUCGAUUCU
+CAUUAUCCGCU
+>AF158101.6/72530-72458
+UGGGAAUUAGCCAAGUUGGUAAGGCAUAGCACUUUGACUGCUAGAUGCAAAGGUUCGAGU
+CCUUUAUUCCCAG
+>AF158101.6/72456-72373
+GCGAGAAUGGUCAAAUUGGUAAAGGCACAGCACUUAAAAUGCUGCGGAAUGAUUUCCUUG
+UGGGUUCGAGUCCCACUUCUCGCA
+>X03016.1/4539-4610
+GUCCCGCUGGUGUAAUGGAUAGCAUACGAUCCUUCUAAGUUUGCGGUCCUGGUUCGAUCC
+CAGGGCGGGAUA
+>K00277.1/1-73
+GCUGAUUUAGCUCAGUAGGUAGAGCACCUCACUUGUAAUGAGGAUGUCGGCGGUUCGAUU
+CCGUCAAUCAGCA
+>K00354.1/1-74
+CUCCGUGUAGCUCAGUUUGGUAGAGCGCCUGAUUUGGGAUCAGGAGGUCCAAGGUUCAAA
+UCCUUGUAUGGAGA
+>AF016404.1/2636-2555
+GCCUUCGUGGUGAAAUGGUAGACACUCAUGACUUAAAAUCAUGUGCUUAUAAAGCGUACC
+GGUUCAACUCCGGUCGAAGGUA
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00005.test b/benchmarks/cmsearch-rmark/rmark-test/RF00005.test
new file mode 100644
index 0000000..1665e59
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00005.test
@@ -0,0 +1,57 @@
+>AF396436.1/47447-47513
+GCCGCUUGGAUGGUUCCGGUGUGGGCUCAUUUCCCAUAACUAUAAAGUUCGAUUCUUUAA
+AGUGGCU
+>J01390.1/6367-6447
+GGGAAAGUUUCCAUGGGUAGGGUAAGAUAUUUGCUAAAUAUUGUGCGUUUGCACAUAGAU
+GUUCGAAUCAUCUCUUUCCCG
+>J01390.1/12177-12258
+AUCCGAGUGCUGGAAUUGGUAGACAGUCUUAGCUUAAGUUUAAGUGACGCAAGUCGUAAA
+CGUUCGAAUCGUUUCUCGGAUA
+>X01738.1/122-190
+GAUUACGAUGUAAAUGGUUUACCCUUUGACUGCAAAUCUUAAGGAUUAGGUUCGAUUCCU
+ACGUAAUCC
+>D10744.1/389-471
+GGAAAAUUGAUCAUCGGCAAGAUAAGUUAUUUACUAAAUAAUAGGAUUUAAUAACCUGGU
+GAGUUCGAAUCUCACAUUUUCCG
+>AJ011856.1/70824-70908
+GGAGGGAUUUUCAAUGUUGGUAGUUGGAGUUGAGCUGUAAACUCAAUGACUUAGGUCUUC
+AUAGGUUCAAUUCCUAUUCCCUUCA
+>X03240.1/6071-6134
+GAAUAUGAAGCGAUUAAUUGCAGUUAGUUUCGACCUAACCUUAGGUAUUAUAUACCCUUA
+UUUU
+>S64977.1/800-870
+CAUUAGAUGACUGAAAGCAAGUACUGGUCUCUUAAACCAUUUUAUAGUAAAUUAGCACUU
+ACUUCUAAUGA
+>X05914.1/238-306
+UAUAUUUUGGUGUACGAUGCACAAAAGUUUUUGAUACUUUUAGUAAUAGUUUAAUUCUAU
+UAAAUAUAA
+>X99772.1/7842-7915
+CACUAAGAAGCUAAUAUGGGUUAAGCACCAGCCUUUUAAGCUGGAAGCAGGUGACUCCCA
+ACCACCCUUAAUGA
+>AB042809.1/7700-7764
+CACUAUGAAGCUAAGAGCGUUAACCUUUUAAGUUAAAGUUAGAGACCUUAAAAUCUCCAU
+AGUGA
+>X16885.1/553-488
+UCUAUUAAUAUAACAGUAUAUUUAGUUUUCCAAAUUAAAAGGCCUGUUAGAAGUCAGGUA
+GUAAAA
+>X16887.1/483-416
+CCUUAAAACUACAAAAAGCAGACAAUCUUGUAAAUUGUAAGAUAAAAGGUUUAAGUCCUU
+UUUAAGGU
+>X15613.1/59-121
+GACGGUAUAGUUUAAGUUGAGAUGUGUGCUCUGCGAGCAUUCGGUAGAGGUUUCUUGCCG
+UUG
+>X15613.1/1106-1175
+GUGCGUGUAGAUUAUAUUUGGUAAAAUCGUAAGGCUGUUAACUUUGAGAUGGUGUGUUUG
+CCCGCGGACG
+>M93388.1/1318-1384
+CUGGGGGUAGCUUAAGAUUAAAGUUUGGAAUUCUUACUUCUAAGAUAUCUGGUUUGGAUU
+CUUCAGG
+>X15613.1/1252-1313
+CCGGUAGGGCUGCGUUAGCAGGUUACUGUGAUAUAGUAAUAGUGAGAGUUUUCUUCGUCG
+GU
+>X15613.1/124-189
+UCAUUUCUAGUCUAGUUAAGGAUGUUGCUUUGUCGUGGCGGUGGGGUAUGUUUUGUACGG
+GAUGAG
+>X15613.1/1813-1875
+AGUGAUCUAGGUUAUUUUGGACUGUCUGUUUUCAAAACAGGAGGUGGCUUUGGUCGGUUG
+CUG
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00031.ali b/benchmarks/cmsearch-rmark/rmark-test/RF00031.ali
new file mode 100644
index 0000000..00c0637
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00031.ali
@@ -0,0 +1,35 @@
+# STOCKHOLM 1.0
+#=GF ID SECIS
+#=GF AC RF00031
+#=GF DE Selenocysteine insertion sequence
+#=GF AU Griffiths-Jones SR
+#=GF GA 13.9
+#=GF NC 13.8
+#=GF TC 13.9
+
+Y11109.1/1272-1330 GUUUCUCA...GUGAAGGCUACAGAU.UAAA..CCUCU....GGC.....
+Y11109.1/927-987 UGUUUAUU..AAUGACGGCUACAGAU.UAAA..CCUUU....AGC.....
+AF021345.1/10097-10160 GUUACAUU..AAUGAGAACAGAAACA.UAAA..CUAUGA.CCUAGG....
+AF288740.1/1291-1357 UUUGCAUU..AAUGAGGAUUACACAG.AAAA.CCUUUGU..UAAGG.A..
+AF390544.1/1076-1142 UUUGCAUU..AAUGAGGAUUACACAG.AAAA.CCUUUGU..UAAGGGU..
+M63574.1/1465-1528 GUUACAUU..GAUGAGAACAGAAACA.UAAA..CUAUGA.CCUAGG....
+AL833575.1/1110-1179 UUUGCGUU..AAUGAAGACUACACAG.AAAA..CCUUUC..UAGGG.A..
+AL833145.1/1479-1545 UUUGCUUU..AAUGAGAAUAGAAACG.UAAA..CUAUGA.CCUAGG....
+D25220.1/1493-1556 CUUGCGUU..AAUGAGAACAGAAACG.AAAA..CUAUAA.CCUAGG....
+AB032826.1/1401-1464 ACUUGCGU.UAAUGAGAACAGAAACG.UAAA..CUAUAA.CCUAGG....
+D88033.1/3186-3249 CUUGCGUU..AAUGAGAACAGAAACG.UAAA..CUAUAA.CCUAGG....
+#=GC SS_cons <<<<<.......<<<<<<<<<<<<<<.......<<<......>>>.....
+
+Y11109.1/1272-1330 ....CUCUGGAGCCAGAU...GCAUU.......GAAAC
+Y11109.1/927-987 ....CUCUGGAGCCAGAU...GCAUUC......AAACA
+AF021345.1/10097-10160 ....GGUUUCUGUUGGAU...AGCUU.......GUAAU
+AF288740.1/1291-1357 ..CUUGUGUAGAUCUGAU...AAUUG.......GCAAA
+AF390544.1/1076-1142 ...UUGUGUCGAUCUGCU...AAUUG.......GCAAA
+M63574.1/1465-1528 ....GGUUUCUGUUGGAU...AGCU.C......GUAAU
+AL833575.1/1110-1179 ..UUUGUGUGGAUCAGAU...ACAUAC...UUGGCAAA
+AL833145.1/1479-1545 ....GGUUUCUGUUGGAU..AAUUAGC.....AGUUUA
+D25220.1/1493-1556 ....GGUUUCUGUUGGAU...GGUUG.......GCAAC
+AB032826.1/1401-1464 ....GGUUUCUGUUGGAU...GGUUG......GCAA..
+D88033.1/3186-3249 ....GGUUUCUGUUGGAU...GGUUG.......GCAAC
+#=GC SS_cons ....>>>>>>>>>>>>>>...............>>>>>
+//
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00031.idx b/benchmarks/cmsearch-rmark/rmark-test/RF00031.idx
new file mode 100644
index 0000000..0b7ad27
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00031.idx
@@ -0,0 +1,24 @@
+AY060611.1/560-627
+AC092237.1/57223-57161
+AY119185.1/838-902
+Y11111.1/1260-1324
+AF322071.1/1577-1642
+L28111.1/1299-1365
+Y11273.1/1139-1211
+AF125575.1/5781-5843
+Y11110.1/1218-1277
+AF274027.1/835-900
+X03920.1/1172-1235
+AF241527.2/359-424
+AF136399.1/1808-1868
+U43285.1/2009-2075
+AF096875.1/5504-5568
+X84742.1/5239-5302
+AF195142.1/461-524
+AC002327.1/156204-156268
+AF333036.1/2190-2249
+S79854.1/1605-1666
+AF195141.1/689-759
+X53463.1/847-903
+U61947.2/4246-4309
+L14329.1/236-302
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00031.raw b/benchmarks/cmsearch-rmark/rmark-test/RF00031.raw
new file mode 100644
index 0000000..1b0b592
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00031.raw
@@ -0,0 +1,32 @@
+>Y11109.1/1272-1330
+GUUUCUCAGUGAAGGCUACAGAUUAAACCUCUGGCCUCUGGAGCCAGAUGCAUUGAAAC
+>Y11109.1/927-987
+UGUUUAUUAAUGACGGCUACAGAUUAAACCUUUAGCCUCUGGAGCCAGAUGCAUUCAAAC
+A
+>AF021345.1/10097-10160
+GUUACAUUAAUGAGAACAGAAACAUAAACUAUGACCUAGGGGUUUCUGUUGGAUAGCUUG
+UAAU
+>AF288740.1/1291-1357
+UUUGCAUUAAUGAGGAUUACACAGAAAACCUUUGUUAAGGACUUGUGUAGAUCUGAUAAU
+UGGCAAA
+>AF390544.1/1076-1142
+UUUGCAUUAAUGAGGAUUACACAGAAAACCUUUGUUAAGGGUUUGUGUCGAUCUGCUAAU
+UGGCAAA
+>M63574.1/1465-1528
+GUUACAUUGAUGAGAACAGAAACAUAAACUAUGACCUAGGGGUUUCUGUUGGAUAGCUCG
+UAAU
+>AL833575.1/1110-1179
+UUUGCGUUAAUGAAGACUACACAGAAAACCUUUCUAGGGAUUUGUGUGGAUCAGAUACAU
+ACUUGGCAAA
+>AL833145.1/1479-1545
+UUUGCUUUAAUGAGAAUAGAAACGUAAACUAUGACCUAGGGGUUUCUGUUGGAUAAUUAG
+CAGUUUA
+>D25220.1/1493-1556
+CUUGCGUUAAUGAGAACAGAAACGAAAACUAUAACCUAGGGGUUUCUGUUGGAUGGUUGG
+CAAC
+>AB032826.1/1401-1464
+ACUUGCGUUAAUGAGAACAGAAACGUAAACUAUAACCUAGGGGUUUCUGUUGGAUGGUUG
+GCAA
+>D88033.1/3186-3249
+CUUGCGUUAAUGAGAACAGAAACGUAAACUAUAACCUAGGGGUUUCUGUUGGAUGGUUGG
+CAAC
diff --git a/benchmarks/cmsearch-rmark/rmark-test/RF00031.test b/benchmarks/cmsearch-rmark/rmark-test/RF00031.test
new file mode 100644
index 0000000..802d53a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/RF00031.test
@@ -0,0 +1,69 @@
+>AY060611.1/560-627
+GUGGCGCUUAUGACGCAGUUGUCUUAAACUCGAACUCGAGCGGGCAAUUGCUGAUUACGA
+UUAACCAC
+>AC092237.1/57223-57161
+CAUUCAACUUAUGAGGAUUAUUUCUUAAAGGCCUCUGGCUCGGAAAUAGUCUGAACCUUA
+UUG
+>AY119185.1/838-902
+GAGCCCUAUGAUCGAUGAUUGGCAAAUCCUCUCGAGGAACCGAUCGUUGAGAACCCCUUU
+GCCUU
+>Y11111.1/1260-1324
+GUGUCUCUGUGAAGUUCGGUUUUUAAAAGGGUCAUCCAGAAAACCGACACUGAUGUUUCC
+GACAC
+>AF322071.1/1577-1642
+AUGUGGUCUUUAUGAAGGCAGGUGCAGAAACUAUGCACUAGUGGUGUCUGUCUGAUGUUU
+GGCCAU
+>L28111.1/1299-1365
+GUGUUUGCAAAUGACGACCGAUUUUGAAAUGGUCUCACGGCCAAAAACUCGUGUCCGACA
+UCAACCC
+>Y11273.1/1139-1211
+UAUUUCUUUGUGAUGACCGAUUUUGAAAUGGGUUUCUCUAAUGCCAGGAAAUCGUGUCUG
+AUGUUGUCAAGUA
+>AF125575.1/5781-5843
+GUGUGUUUAUGAAGAGCACUAACAAAAGAGUAAUUGACUCAGUUGGUGUUCAGAUGCUCU
+CAC
+>Y11110.1/1218-1277
+UAUUUGUCAUGACAGUCACAGCAUAAAGCGCAGACGGCUGUGACCUGAUUUUAGAAAAUA
+>AF274027.1/835-900
+CCGGCACUCAUGAAGGUCUGCUUGAAAACCAGCCUGCUGGUGGGGCAGUCCUGAGGACCU
+GGCGUG
+>X03920.1/1172-1235
+GGUUCUUCCAUGAUGGUGUUUCCUCUAAAUUUGCACGGAGAAACACCUGAUUUCCAGGAA
+AAUC
+>AF241527.2/359-424
+GCCGCUUCAUGACAGGAAGGACUGAAAUGUCUUAGACCUGUGGUCUUUCCUCGAUGUUCC
+UGCGGC
+>AF136399.1/1808-1868
+GUCAGAUGAUGAUGGCCUGGGCAGAAACCCCAUGUGGGCCGCCCAGGUUUGAACCCCUGG
+C
+>U43285.1/2009-2075
+CUCUGAUAAUGAUGUCUCUCCCUCUAACUCCCAGUAAGGACUGGGAGAGGCUGAACAAAC
+CUCAGAG
+>AF096875.1/5504-5568
+GUGUGCGAAUGAUAACUACUGACGAAAGAGCUGUCUGCUCAGUCUGUGGUUGGAUGUAGU
+CACAC
+>X84742.1/5239-5302
+GUGUCUCUAUGAAGGAGGGGCCCGAAGCCCUUGUGGGCGGGCCUCCCCUGAGCCCGUCUG
+UGGU
+>AF195142.1/461-524
+GUCACCGAAUGAUCUGCUCUGGUCAAAUCCUUCUAUGCCAGCCAGGGUGGUGAUGACCCG
+UGAC
+>AC002327.1/156204-156268
+CUCAGCAGGAUGAUGAGAAGGGCUGAAAUGCUGCCAAACCAGGUCCUUUUCUGAUGGUGG
+CUGGG
+>AF333036.1/2190-2249
+CAUGCGUCCAUGAAGUCACUGGCCUCAAGCCCAAGUGGUGGGCAGUGACAGAAGAGCUGC
+>S79854.1/1605-1666
+CACUGCUGAUGACGAACUAUCUCUAACUGGUCUUGACCACGAGCUAGUUCUGAAUUGCAG
+GG
+>AF195141.1/689-759
+GACUGACAUUAUGAAGGCCUGUACUGAAGACAGCAAGCUGUUAGUACAGACCAGAUGCUU
+UCUUGGCAGGC
+>X53463.1/847-903
+UUCACAGAAUGAUGGCACCUUCCUAAACCCUCAUGGGUGGUGUCUGAGAGGCGUGAA
+>U61947.2/4246-4309
+GAGGCAGCUUUGUGACGACCUUUGGCUAAACUCCAUCGUGAGCGCCUCUGGUCUGAUGCG
+CCUC
+>L14329.1/236-302
+CUCGCUAUAUGACGAUGGCAAUCUCAAAUGUUCAUUGGUUGCCAUUUGAUGAAAUCAGUU
+UUGUGUG
diff --git a/benchmarks/cmsearch-rmark/rmark-test/rmark-test.ebd b/benchmarks/cmsearch-rmark/rmark-test/rmark-test.ebd
new file mode 100644
index 0000000..615397f
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/rmark-test.ebd
@@ -0,0 +1,11 @@
+RF00005 AB042809.1/7700-7764 rmark-1_12 2191 2255 1
+RF00005 AJ011856.1/70824-70908 rmark-1_12 35501 35585 0
+RF00005 S64977.1/800-870 rmark-1_12 40168 40238 0
+RF00005 X15613.1/59-121 rmark-1_12 47299 47361 1
+RF00005 AF396436.1/47447-47513 rmark-1_13 7373 7439 1
+RF00005 X03240.1/6071-6134 rmark-1_13 28142 28205 1
+RF00031 AF333036.1/2190-2249 rmark-1_12 19497 19556 1
+RF00031 X53463.1/847-903 rmark-1_12 10581 10637 0
+RF00031 AY060611.1/560-627 rmark-1_13 8240 8307 0
+RF00031 X84742.1/5239-5302 rmark-1_13 32739 32802 0
+RF00031 Y11111.1/1260-1324 rmark-1_13 14349 14413 1
diff --git a/benchmarks/cmsearch-rmark/rmark-test/rmark-test.fa b/benchmarks/cmsearch-rmark/rmark-test/rmark-test.fa
new file mode 100644
index 0000000..bb4918e
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/rmark-test.fa
@@ -0,0 +1,2002 @@
+>rmark-1_12
+GCCCUACAGAGAGCUAGACGCAUGAGGGCUGAAAUAUGUUCUGGUUAUGC
+AUCAGUUAGUGCUCGGCAACCUAACCAAUUCUGGUGGUGUGAUAAUGAAA
+AGUGGCGAAGCCCGAUGGGUAACACCUCUAAUUGCAAAAAGUUUGGGAUC
+UUUGGCGUGCGAAGAACUGUCCAUAUUAGUCGUGUUCACCGCCUGCUUGA
+AACAUUGGGGAUAUGCAUAUGUUGUGUGCUAUGAUUCUUGGAUCCGAGGA
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+UCGAGUCAAUGUGUUAGAUUACAGGGUCGAUGACAGAAUCGUAGAUCCGC
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+GUUGUUGCGCCAGGUGGCUCACACCAUCUACUCGAAGGGCUUACCGCACC
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+AAGGCAGUGAUAUCUUUUGCAACGUGGCGGAAUCCGGGUCGUCCGAGGUU
+CCAAGUGUAUUUGAUCGUGUGAGUCAUCUGGAUACCGAUAAUUGUACGAC
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+CAUCGCGUUCUGUGUUUCUCGAGGACUCUAUUCAUGGAUGGAGGACUACA
+AUAUCGGCCUACACACGCCACCCUUACCCGCAUGCGUAUGAAUAGCGCCA
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+UUAGUUUACUAGUGCUAUGAGAGUCGCAGUAGCUGCGAGAAAACCGAGAA
+GAUUGUGGGUAAUUGGGCGGUAACACGAGCAGUAAAUCUCCACGGGAACU
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+CGAUACGUACUUCUUGUCGCCACACGCAAGUUAACUGGGCCGUUUCCAGG
+GGUUGAUAUUUUCCCCAAUAGUUGUAUGUAAGCAGAGUAGCUUGCGAGCU
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+ACACUAGGGGUACUCCGAGGGGUGGUUUUCCGUCGGUCCAAAAGAUCGAG
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+UCGCAAUGUCCGCAGCGCCUUCCUAUGAGGCCGCAGUCUGCCAAUACCCC
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+GGUGCGAUAGGUUUUAUGUCUGCUAAACGCUUUUAGUACACGGUUCCGCA
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+UGACCUGCGUACGCCCCCUGCGAGUUUUAAAGUCGCCGGGAGAGAAUUAU
+UAUACUGUCCUGGGCGAUAUGCAUUACCCGACGGUCCCUGUAUAUGACCC
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+GGUGCGAUAGGACAGUUCCGUACCAUCGUCCGCUCUCCGGGUCUCCAUGU
+UCGGGUAAUAACUAGGGAAAUGUGCAGGAGAGUGUUACACCCAACUACAA
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+AAUGUAUCGCCGACCAGGUGCGGGGCCCGAAGGCAGCGUAGAGACUUAUA
+CCGUCUCUGGCCAGGCCCAAAUCCUUUGUCCUCUUUCGUCGCAGUUAUGA
+CGACAUCCGUGAAAGAACUCCCUUCUAAUACUUAAGAUUGUAAGCUUCAA
+UAUGGGAUGCCAGGGAUUUCAAGAGAAGCCAAUCCGCUAGAAAGACUGAU
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+UCCUAAACCCUCAUGGGUGGUGUCUGAGAGGCGUGAACCGCAAAGCGCAA
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+GAUGGCUCAAAAUGAAGGUAAUCAUGGUUUGUACUCGUAUGCGUUAUUUC
+CGACGUGAUUUGAAUUGUUCGGUCUAUUAAAAUUGGAGCCAACUCGAAAA
+CGUCGGGAUAAUCAUGGAACAGCACUGCCCCAAUCAUGCGGUACAUGACG
+GGGACGUAGAACUGCUGACGGUGGAUCGAAUGCAGGACGACGGAACCUUU
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+AACUCAGUCGCUGCUAAAGGGGCCCACGUUUAAGGCUCAGGUGGUAAGUG
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+UCUGGCCGUACAGUUAGGGUACAGGAGUACGUCACGACCAGUAGUAGUCC
+GUGAUACGUAUUCCUGCUAGGAGGAGGGGUCACGAGAUCGUAAACACUGG
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+UCUUGCACUUCGGGGGAUUAAAGCACCGCUGCCUCCUCCAGGGUGCACCU
+UACUUUCAGGAACACUUCCAUAUGUGCAAUACCGGUCGCAGAAAAGAAAU
+ACAUAACACAGUAAAACAUUUUUCGUAGCUGGUUAAUUUAUGGUUAACCG
+UAGGGACACCCUUCCAUAUAUUAGGCUUAUACGAAUUUUUAUUAAAAUUA
+UUUAUUAUCAACUUGAGCUAAGUCGGGGAUUAAAAAUGCCGACGGUGCCA
+GCUUUAAAAGCGAGACAAUCGUUCUCCCUUCCUGUUAACUAAUAGAUACA
+AACAGCAUCUUGUAAGAUAAGUCCGUGACGCCGAUCCGGCUCUACCACGC
+CUUAAUUCCACCCGGUGCGUACGCGCUGACGCAUGAGUCUUACAUGUUGC
+UGUGGUAAUUAGCGAUUGCACACAGGUAGCAUACAUCGGUAACCCUACCU
+CCUUUAGCAUCAGAGUUCGAACGUUGCUAGAUCGCGCAGAGUUUCCCACG
+CAAAACGUCAUUCAGAGUCGGCUUAUUUCUGGUUAGUCGCGAUAUGCGCA
+AUCUGCCUCAAGUGAGCAUCGGACCGGCACGUCGCAGUUCCCUGCUGCGG
+UUUAGCUGGAAACGCCCCCAGUAUGGUUUCAAGUACUAAGAGCCUAAUGA
+CUGCGACUACGACGCCACCUUCCCUCACUAUUUGUGUGUAACACUCCUAU
+CUUGUGGAGGCCCGCAUUUAUAUGUUACUAUCCCCUCUAAGAGAGGAUCA
+UACAAGCGGUCUAUGGUGCCAGGUGGGUUCUAUCCGGAGGAACAUAGCGG
+GUAGGGCUACUCACAUGUACACCCGUCUCCACAUCUAUUCCGACCCAAUA
+CCGAUGCUGGGUAAGUGGAAGAAGGCGACUGAAGUCCAACAGGAUUCAAA
+AAUAUCUUACGGAUGCCACCCCAACUCAACUAAUCCAGCUAGGCGCCAUC
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+UGUAGUACCUUCAUUCUCGGCCAGUGAAGCGGUCCUAUUAGGUCGUGUGA
+GGCUGCGCCUAGGACGGAGCUGAGUCGGAUAAAUACACGACUACUGCCAG
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+AGUUCUCCGGGAUUCCCAUUCUCGCCCAAUCUUAUAGUAAGAAUAUGACC
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+UAAAGUUCAGCAGCGGUCCACAUCCUUACGCGUUCGAUCGAUAGUUCGUG
+GUUACAACAUCGGACAUCACUAUGAGGCAAAUCAGGAUAGAAUAUGCCGG
+AAUAGGGAAUCCCGGAAUGGAAAGCCAAGCUUCUAAAUUGUGAGACACAC
+ACGGUAACAACGUUAAUGGCCGGUUUUGGUUUUGUGGUGUCCUUGUAAUG
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+GGGUGACUGUUGCCCGGCCCGGGCGUUGGCCACGUCUAAGCAAUUGCAGG
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+GACGCAAGCGGCCAUGCUUACCAAUUAUGAACCCGAGGUUUCGUGUGCUG
+CCGGGGAGUACCAACCCGCUUCUGUAAAUUAAGCUUUACCUAAGCUCAUU
+GGUCCAAUAUAAACGCUAUGUUAAGCAACAGGGAGCUAUCCAUCACCUAG
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+AUGUAUGAACUAUAAACCAGAGCACUUUCGUAGUUAUUCAUCUCUCGCUC
+UUCAAUAUCGCAACGAUGCGUUGGUAAGUGGGUCGUCACCGCCUACCCCA
+CCUAUUCUUAAGUCGAUGAAGCGUAUCUCCGAGCUAUGUCAAUCUCUUGA
+UGUUUGUUGUAAGCCAGACCGACUGUUGAGAUACGACGUUCUCCCGCGUA
+UACGUAGGCCUAUCCGACAUUAGAUGACUGAAAGCAAGUACUGGUCUCUU
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+AACGGGACCCGGGGGGACACUAGAAAACGGGGCGCAUCGGCGAGGUAAGU
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+ACUCCCACCAAAUCCUGCGUCCUCGUGCCUUAUCUUACAACUAUCAGAAU
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+AAAACGUUACAGUUAAAUAUAACUGCUAAAAACGAAAACAACUCUUACGC
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+CCAUGCUUACUCAGUAUCACACCCGACUUAACCCGUAUGAGGGCAGCGUC
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+GUACCAGGGCGAUUACCCGAGGGAUCGAGCGAUGUUCUACCACAUCUGCC
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+ACGUGGAGGUGCGUUGUGCCUAUCCUUCACGAGAUAGACGCUCUUGUAUG
+UAUAGUGAUUUGAAUUUAUCAUGGCUCACCUCGGACAACUUAGCGCCGAG
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+UUCUUUCCGUUCAACCAAAGAAUUUGACGCAUUGCUGAAUAAUAUGGGCC
+CAGACGAGUCGGGCUUUCCGACUCCAGCUCGGAUCAAAAUGAGAGGAGUG
+GAUUUAGUCUACCCCAGGUGUGGGCAUCCAGGCCGACGUAAGAGUACCGG
+GCAAUGAACUGCCGUUCGGCAACAGUCUGGAUUGGGCACUCGCCUCCGAC
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+GGAUCGAGAGUCCUUGCAAUGAGUUGGUGACCAACAGUUAGUCCCGGUUA
+AGGUUCUUGUAGGACGUCGUAUCACCCCAUUUGGUACCAGAAGAAUCAGG
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+GUCGUUGUUUGGUGAUGGCGCUAAGGGCGAAACACUAACAAGCACCUAGU
+CGUCGGUGUGCGCCGUGUGUGGGCUGAUUUAAUCUGGGAUUAAUGGACGG
+CCUUUUACCCGGCGCCGACUUCGCGAGGCCAACUAGGCGCGUCGUACUGU
+UUCCGGACGCGUGCAUAACACUCGCGCACCCCGAUGUGCGAAUGGCGGAC
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+AAUGUAGAAUCGGGCAUUGAGACGCAAAACCGCAUGUGCGACCGAACACG
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+AGACGAUAGACACUAACAGUAACCUUCAAAUCUAUAAGACUUGUCCUUCG
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+CAGUUGCCUUCCCAUACCAGGUAACUUACGUAACCUGGUUGAUUUCUGAU
+GACAACAACCAUAUGGUCUUGGUUCCCCAAGAUCCCUCCUCACGGAAAAG
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+UCAUGACGACUAACCCAUUGCCGUCCCGCUGAAUUCAUAAGAGAAAUUAC
+AAAGCUGGACCGGUGUCCCUUGACGCGAGCCCGACACACCUGUUUAGCAA
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+ACUCGAAAUUUCCCCCCCGGGAACAUGUGAGCUAAGGCCGAAAGCCGGAG
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+AGGGUAGCUAUUGAUAGUUCCGCACGGCUUAUUUGCUUACGGACUCAUCU
+UAAUUUACGGUUCGGCGGAGAUGCGAUCUCCAGACGCCGUAGCAAGAAAA
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+GUGGCGCGUCGCGAAUGCUAGCCAAGUCCCUGGAGCUGAGAAACGUCUGU
+AGACGCUAUAACUGCCUUCCCAAGGGCAUUACCUAGGCACAGAUUAAUAA
+GGGGCAGGCUGUAGAUAGCGCGUGCACGUGUGAUCCCCGGCUAACUGUGG
+CGACCGCAUCUUAGACAUAUCUGUAUCGUGAGACCCACUCCAGGCCGUAG
+CUAGUCUUCGUCACACUUGAAUAUCAGGAACCCGGGGCGAACAGAGUAAC
+CGUGAGGUGCUGGCAGCCAAGGCUAUUUUAGCUGUUACCCUCUGGUGCUG
+GUGGAAGCGAGGGGAAUCGAACCCCUGUCCAAAAAUAAUCCCACAAAGAC
+CUCUACAUGCUUAGCAAAGAUGACUACUUCACCCUACUUCGCUCAUCUUC
+CAAAACUCAAAAGCAAGGCUAAGACUUUAUUUCACCUCAACGCUUGUCAA
+ACGCAAGGCUACACUAUCAAAAAUGACCGAAAAUUAAGCUAGAUAGUAUG
+ACUUAAAUUUCAGGCUCAACUGAACUUACGCAGCUUUAGCGUAAGCAGGA
+GCGAAUUUAACGUUGUUUGCGUUUAAUUUUAUUUGGGCUUUUUACGCUUU
+GCCCAAAGCGACAUGCCAUCUAAGCAGACUUACUCCUGUCGAAGCCAAGU
+CGCUCCCCUUCACCACUGGUGUGCAGUUUCUCGGUUUUGGGGUAAAGCCA
+UGUCAUUUAACCGAAGUCCGGGAUACGACCAAUGAUUGAACCCGAAGUUC
+GUUCCUUGCAAAGAGGUCCAUCUCUGACCGGUGGCUCAAAGCAAAAGUGU
+AGUGCCCAGCUUCUACCACAUCGGUUGCGGUUAUAAGCGACACAGUAUUG
+GACCGCACAUGAUCACAUACCGCAUUUUAGCGACGAACUUCUCGAAUGUG
+CCGUCGUGACCUCGCAAUCAGUAGUAGUUCGGAGCAGAUGUCCUGGAGGC
+GAUAACUCUAACUGGCUCCGUGACGUUGGGCAGAUCCAGAUAACAUAAAC
+GGCGUAAGUCUUUCUGUUUGGCACUAAAUGAGACCCACAGAAAGUCCGCG
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+GGGGAUCUGAUUUUAGUUGCUCACGCUCCGCGUAUUAGGAAUGUAGAGCA
+CCGAUAAUUACCACCCGGAGUACUGUCUACCGGGAUGUGCCCGGGGUAAC
+UUACGGGGCCUAUGAGGUAUUUCGUAGGUAGACAGCAGCCCAGUUGCCCC
+UCCGAAACGCGACGUAUACGCCAGAAAAUGAUAUCUACACCCGCGCUGGA
+GCUUGUCACCGGACUACCAUUUGACGCCGCCUGCCGUCCUUCUGUUCGUC
+CCACGGAUUCAAAUUUGCUGCUCUCGUUGCGGCCCAUUAUUUGACACUUU
+CAGUCUCGAGCAUAUUUUAUGCACGAAGAUGGUAAGGUAACUAGCCUCUC
+UUGGAUAAACGUCGUGGGGCCGGGUUUUGUUUUGUCGUAUGAUUGAACCG
+ACAGUAGUUGUUCGACUUUGUCUCUUGAUAGAGUACCCCCACCUGACGCG
+UGACCAAAGGCAGAUCUCGGGCCCGAACGGUCACAUGCGGGGAAAACGAG
+CUAACUGGUCCAAGCCAGCGACUCAUAAUGUUUCACGGCGUGUUUCAGAG
+CCUGGUUGACUACGCCAAACGUCUCUGCUACGUUUUAUGUACAAACACAC
+GAGCACGAACGCCUUAACCAAGACUGGUCGAUUAACUGGAACUCUUGGCA
+UCGGGGAAAAGACGUGCUUACGGGAGAUGUAGGGACACUUGGUCAAAGCU
+UGUUAACAGACGAAGGUUUUAGGUGGAAGUUAGCCUUUGUGCUGAGUCGG
+GUCGAGGGGGUUAACAGAACAAUAAAGCAUGAUGCGUCCUCUGUAGAGGU
+AUCCUAAUCCCCUGCUUUUAGAUAGUCUGUCUUGGUUGGCCCUCGACCGG
+GGCUAUUGUCAGGUAAAAAUAUCGAUACUAAACCCCAUAACGCGCUAUUA
+CGGUCGGUGAGUGAAAGACCAGGGUGUGCGGUCAGAAAUUUCGGAUUGUA
+ACGUUUAAUACAAUACCUAAUAAUGCCGCGCGGAAGUUGACGAUAUACUC
+CGGCUGCGAAUCCUUAGAAAUCGUCGUUUCCUGUGGCCGCGCCCUCAUGA
+CUGUGCACGGACUACAUGGGGUCAACUUGCCCGACUUGCAGACUUCCAUU
+UGGUCUCUCGUACGCUCUCAGCCACCUUUGCUGAUAAACAGGCCGAUAGC
+CAAUUAUGCUAACAACCAGUCCGUAGCAACCUGCCGUCAUAAUACGGUAC
+GCCGCCAUCGCAUAAGGCGUACCUCGGAAAAGUGGAGCUCCGGCCGUUGC
+ACGGCUUCUCCUAGGCGCUGGCACUGGAGGUGGAAGUCAUGCAGAUCAUC
+CACCGCGCGGAAGUACUGUCGGCGGUCUCUCGAUGUGUUGCAUAUUGUGA
+UGGGGAGUUGUUGGCGCAGGGCUUAGCUCUCAGGUCCAUUAUACAUGGCA
+UUGAAAUCUCGCAAUACCUAGAAUAUUAGUAGGAUCGAAUCGGAGUUAAG
+GCGGUACCGGAACUCCCCAUGUAUAGGAUGAAAUGGAGGACCUUGUCACU
+GGUUCUAAACAUUCAAGUGCGGGUUCACUAACUUGACCGACCUUCUUCUU
+GAAAUCCGUAUGGAUCGCAGGACUAUGCAAGUAUGUAGCAAGGUUUUUCG
+UAUGGACCUUUCACGUGUUGAUCGCGCCGAACACGAGGAAUCGCCAAACA
+GCUCUACAAUCUGCUUAUGCAGCUAUCAUUUGUAGUCGAUACAUGUAACU
+UACGCUUCAAGCUGAAGAUCUGGGAAGGUAGGAAAGGUUAGUAAGCCAAC
+GCGAGCGUAUGCCGUGGAAGUAUCAGAUGAAUAACUUCAUUGCGACGUCA
+UCUUCGCCCCUGGACGUCAAUAAUCUUUUGUUAAAACACUCCCGAGCCUA
+CAACUAACGUUGUCACCUUGGUACCUCACUCGAAGCCACCAAGCGCCGUC
+AGGGCGUAUAUCAUAUGUUUUGCUCGGACCGAGGAUGGUCGGUAGAAUCA
+AUAGGUUUCGGGCCCUGGCGAGUUCCUAGUGUCAGUGCAGCGUUGAGCCA
+UUUAGUACGGUUUGUCCCCCAUGUAAAUUCCACACGGCAUAACCUUUCUU
+UCAAACUACAUUGCUGUAAUUGAUAUCACUUUAUUCACCAAGAGCCGUCA
+GACGCCAAGAGUAGCCUGAUCGUGAGUAUAGCCACUACUCUCGAUUGGGC
+AGAGAUGUACGUAUCUGUACCUAUAGCCGUAGGCGUGUUUAAGCCGAUGC
+CUAGCCUCAGGUUCUAGAACAUUGCGAUAUUUGAGUCAGCUGUUUGAGGC
+UCCGCCUAUAGGGACCGGGCACAAUGAGGAGGGGAUCUAAGCAAGUUCCU
+GGAACGCAUUCGUAGUAUAGAGGAUGUUAUGCAACUUGCCUGACAUGGGG
+UACGAGUACGGCGAGCCGAACGGUAUGCUACCGUACUAAGUCGAUACACC
+GCUUGAUAUGCGAGGGGGCGUAGAGAAGUCGUGAAAGUAGCACUAGUAAU
+GUUGUAAGCUAGGGUGAGAGAAGGGUCGCAGCUUUCCCUCAAUAUCCGUG
+AUUUAGUCCUUCUCGUGCAUGUUACAAUCCAACUCUAUCCGGGUUUCCGC
+CGGCACACUAUCGAACGGGUAAUUGUCGCCAACCGGAAUGGAGAAAUUGU
+ACCGCGAAUCAAUAUGCGAUAGUGGGUUUUAACCCUGAUAGUCAUCAUAG
+GAGGAGAGGGGCCGCAAGCCCUGUAAAACGUGGUUAUCAACCCGCUCGUC
+CAUUUCACUCCCUUGAUUUAGAAUUUUGGCUCUGUUCGGGACUUGAGUAU
+UUCGUGAUCUGCCCCAUUAGUGUGCCCUUACUGAAACCACGCAAUUUAGA
+AGAAACACUGAUUAUGCACUAUACCUGGGGAAACCUGAAUCAUUUAACGG
+GUCUCAUGGUCUCUUGUCAGUAACAGCGUCUGUUGAGCCCUGGGGCUAAA
+AGCUUCAAUGAUUAGGCGCACCCGGACAUGUGCUGGCGAGCGUUCGACUU
+UGGAAGCGGAUUACACCCGCUGUUCUACCCCUAUCUCGGCAUGGGUUCCA
+AACGACUCUCACCUCGCCAGAGCUUAUCGUCCUCCAUAGUACCCACUCGA
+CUUAUUGUGGAGUCGAAUUUGAUCAAAUUAAGUUCGCACCAUUAUAAGCA
+GCUAUCUCCAUGGUGAUAGCAUUGUGAUGAAAAUGCUCUUAGUACAAUAG
+UCACUGUGGCGCUUGGGACUUUUCCUAUUAAAAGGGCCAUCAGGCAUAUA
+AUCGGAAUAGGUUCGCUUUACAACAUGUCCCCGUAUCCCCGACAACCUUG
+UGCAGUCAUUCUAAUCGCUACCUCAAGCCGCGGAUGGCUUAGUAAGAAAA
+UCCGCCCCGUAUCAACCACUAAAGAGGUCGUAUAGAUCUACACUGCUUAA
+CGGGUGGUGAACCUUCAGACAUCCUACGCUAUGUGGCGCUCUGUAAUUGC
+CUUAACUGGGUGAUCGACAAAAGCCGGACGGACACUCCAUUUCGGGCCAC
+UGAUCCGAGCGAAUGGCAGAGCAAUCUAUUGUCUCAUGAAUGCAGCCCUU
+AAACAUCGCAAUACCAGUGAGCCAAUCAGUAGCCGUCGUUGUCCUGGUGC
+AGGCCGAAGCUGGUCAUAACUAGCGAAUACCUGUCUGAGUCAAGUGUACU
+GAUUGGGACAUUGCUCUCGCGCUUAUAUCUCUUGAAGGUGUAAAGUGAGG
+UUGCCACGCCAUAUCUAUGCUUUCACAGGCGAAAUUCACGAUAAUAUGUU
+UCUGCGUCUAACGUGUGCGGCUGAUAAUGGGGGUGGCCACAAAGUGUUUA
+ACCCAAUAAAGACAGCUCGGCCCAUAACGGGUCUGAAGUCAACCUGCUUG
+AAAAGAAAGCGUUCCUAUUCUGCGUUGGUAGUUACAGCACGAGUCACCGU
+CGGAUCGCUGAUACGUGACGUACCAUGUCAAAAAUGACAUAAUUCGCAAC
+UGGGGCAGCAGGCUUCCGCAGACUGUAUUCUCUACGUCGCCACGCUCAAG
+GGAGCCAGUGAUAGUAGCCGCUCAGUUUGAAGCCACAGAUGUGCCACCGU
+CUAGUAUAGUCGGUCGUCUUAGUCAUACGAUAUGCGUCGUAGUGAUUGCC
+GAGCGCUGUUACGAGUUGCUUCAGGAGUGACUUAUGUCUAACACUUAGGC
+AAUUCAGCCGCGUGUGGCUUAUAUUCAAUGGUACCACCGCCGAACGACCG
+AGCACCCACUGGGCCAAGGGUCUUUACUAACCCAAAACGAAUAACGUGCC
+GGUCGAGAUCGCCUUUCAGACGUACCAGUCUACUAAAGUACUUCCUGCAA
+GGAGACUAAUUGAGAGUGAGUCACUCCCCCCCCCUCAACCGACGCUCAAC
+UGUUUUACGGUACUGGUAAUUUGUCACCCUGAGUACACCCUAGUACAGAG
+CUGGUAACAGCCCAGCCCUACACGCUGUAGCACGUUGAUAGCGUUAGCGC
+UGGUACCUGUCAAAGUGCUCACAAAGUGUGCCGCUCUCCCCCUAGCCUUC
+UGAACUACUUUGAGCGUCACCAGACUUGCUGUAAGUUUCGUUUGUUAACG
+AGGCCUUCAUAGUAACUUACUCUGCCUAGUUUGAACUGUCUUUCACCCUG
+CAAAGCUAUCAGCGAGUACCUUUAGGACGCACGGGGCUCCGAAUCGUGGU
diff --git a/benchmarks/cmsearch-rmark/rmark-test/rmark-test.idx b/benchmarks/cmsearch-rmark/rmark-test/rmark-test.idx
new file mode 100644
index 0000000..cb01826
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark-test/rmark-test.idx
@@ -0,0 +1,2 @@
+RF00005
+RF00031
diff --git a/benchmarks/cmsearch-rmark/rmark.pl b/benchmarks/cmsearch-rmark/rmark.pl
new file mode 100644
index 0000000..d6da21a
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark.pl
@@ -0,0 +1,126 @@
+#! /usr/local/bin/perl
+#
+# Eric Nawrocki 09.26.05
+# rmark.pl
+#
+# Runs a RMARK benchmark, using the search software defined in the
+# .rmm module and options defined in the .rmk file.
+#
+# Usage: perl rmark.pl
+# <.rmm module>
+# <.rmk config file>
+# <seq directory>
+# <index file with fam names; provide path>
+# <genome file; must be seq dir>
+# <output root, for naming output files>
+#
+# Options:
+# -E <x> : use E-values [default], set max E-val to keep as <x> [default: 2]
+# -B <x> : use bit scores, set min score to keep as <x>
+# -P <x> : parallelize using MPI on <x> processors
+#
+# Example: perl rmark.pl infernal.rmm inf-72.rmk rmark-test/ rmark-test.idx
+# rmark-test.fa rmark-test_out
+#
+# The example run above will result in the following files:
+# rmark_test_out.glbf: the glbf output derived from the blast/infernal output.
+# rmark_test_out.time: the running time of the program.
+#
+# The *.glbf file can be transformed into results for several different
+# scoring schemes by rmark_process_glbf.pl
+#
+# For each family name fam listed in X.idx, there must be these files:
+# <seq directory>/fam.idx : list of true positive test seqs
+# <seq directory>/fam.ali : alignment of training seqs
+# <seq directory>/fam.test : FASTA file of test seqs
+# <seq directory>/fam.raw : FASTA file of unaligned (raw) training seqs
+#
+use Getopt::Std;
+$e_cutoff = 2;
+$b_cutoff = 0.0;
+$use_evalues = 1;
+$use_bitscores = 0;
+
+getopts('E:B:P:');
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+if (defined $opt_P) { $nprocs = $opt_P; $do_mpi = 1; }
+
+$usage = "Usage: perl rmark.pl\n\t<.rmm rmark module>\n\t<.rmk rmark config file>\n\t<seq directory with *.ali, *.test, *.idx, *.raw files>\n\t<index file with family names; provide path>\n\t<genome file; must be in seq dir>\n\t<output root, for naming output files>\n";
+$options_usage = "\nOptions:\n\t";
+$options_usage .= "-E <x> : use E-values [default], set max E-val to keep as <x> [default: 2]\n\t";
+$options_usage .= "-B <x> : use bit scores, set min score to keep as <x>\n\n";
+$options_usage .= "-P <x> : parallelize using MPI on <x> processors\n\n";
+
+if(@ARGV != 6)
+{
+ print $usage;
+ print $options_usage;
+ exit();
+}
+
+$rmm = shift;
+$rmk = shift;
+$dir = shift;
+$idx = shift;
+$genome_file = shift;
+$out_root = shift;
+$genome_file = $dir . "/" . $genome_file;
+$total_runtime = 0;
+
+open(GLBF, ">" . $out_root . ".glbf");
+open(TIME, ">" . $out_root . ".time");
+
+($full_bsec, $full_bmin, $full_bhour, $full_bdate, $full_bmonth, $full_byear, $full_bweekday, $full_byearday, $full_bisdst) = localtime;
+open (INDEX,$idx) || die;
+while (<INDEX>) {
+ if (/^(\S+)/) {
+ $fam = $1;
+ printf GLBF (">$fam\n");
+
+ # Run the search module
+ ($bsec, $bmin, $bhour, $bdate, $bmonth, $byear, $bweekday, $byearday, $bisdst) = localtime;
+ if($use_evalues)
+ {
+ $glbfoutput = `perl $rmm -E $e_cutoff $rmk $dir/$fam.idx $dir/$fam.ali $genome_file`;
+ }
+ elsif($use_bitscores)
+ {
+ $glbfoutput = `perl $rmm -B $b_cutoff $rmk $dir/$fam.idx $dir/$fam.ali $genome_file`;
+ }
+ ($esec, $emin, $ehour, $edate, $emonth, $eyear, $eweekday, $eyearday, $eisdst) = localtime;
+ # We calculate run time as the elapsed time with
+ # resolution only at the seconds level. This isn't robust if the month changes during
+ # execution.
+ $ddate = $edate - $bdate;
+ $dhour = $ehour - $bhour;
+ $dmin = $emin - $bmin;
+ $dsec = $esec - $bsec;
+ $sec_runtime = $ddate * 24 * 60 * 60;
+ $sec_runtime += $dhour * 60 * 60;
+ $sec_runtime += $dmin * 60;
+ $sec_runtime += $dsec;
+
+ #print("glbfoutput:\n$glbfoutput\n");
+
+ # GLBF output will have all hits to each sequence
+ # GLBF format is just like GLF format but with bounds of hits
+ # and with orientation of hits (0 for forward strand, 1 for reverse)
+ # <seq name> <score> <start posn> <end posn> <orientation>
+
+ @lines = split(/^/, $glbfoutput);
+ foreach $line (@lines)
+ {
+ print GLBF $line;
+ }
+ printf TIME ("$fam:search_runtime(secs_elapsed): $sec_runtime\n");
+ $total_runtime += $sec_runtime;
+ }
+}
+($full_esec, $full_emin, $full_ehour, $full_edate, $full_emonth, $full_eyear, $full_eweekday, $full_eyearday, $full_eisdst) = localtime;
+
+printf TIME ("total:search_runtime(secs_elapsed): $total_runtime\n");
+
+close(GLBF);
+close(TIME);
+
diff --git a/benchmarks/cmsearch-rmark/rmark_MPI_cmsearch.pl b/benchmarks/cmsearch-rmark/rmark_MPI_cmsearch.pl
new file mode 100644
index 0000000..c600bbf
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark_MPI_cmsearch.pl
@@ -0,0 +1,351 @@
+#!/usr/local/bin/perl
+#
+# EPN, Mon Dec 11 14:27:41 2006
+# rmark_MPI_cmsearch.pl
+#
+# Prepare a MPI enabled cmsearch RMARK benchmark
+# for running on the cluster.
+#
+# Usage: perl rmark_MPI_cmsearch.pl
+# <num procs to use>
+# <.rmm file name>
+# <.rmk file name>
+# <seq dir with *.ali *.idx *.test and *.raw files>
+# <index file with fam names; provide path>
+# <genome root X, X.fa, X.ebd must be in seq dir>
+# <dir with CM files, must have <fam>.cm for each <fam>>
+# <output file root>
+# Options:
+# -E <x> : use E-values [default], set max E-val to keep as <x> [df: 100]
+# -B <x> : use bit scores, set min score to keep as <x>
+# -O <x> : using old, version 0.x Infernal [default: using 1.x Infernal]
+# -A : use all nodes of cluster
+
+# Example: perl rmark_MPI_cmsearch.pl 100 infernal.rmm inf-71.rmk rmark-test/ rmark-test
+# inf-71
+#
+# The example run above will create the following:
+# - a inf-71_rmark-test_out_dir directory with all the files needed to run
+# rmark.pl copied to it (except seq files which stay in <seq dir>)
+#
+# General Strategy
+# (A) Create a script to submit X jobs (one for each family) to the
+# cluster to run cmsearch in MPI mode.
+# (B) Copy all required files into a new directory where the cmsearch jobs
+# will be run (SEE 'IMPORTANT 2:' below).
+# (C) Create a shell script to post-process the results, that will be run
+# locally after all the jobs have finished running.
+#
+# IMPORTANT: This script may need to be modified to suit the user's purposes.
+# See comments below that start with IMPORTANT X, where X is a number
+# for details.
+
+require "sre.pl";
+use Getopt::Std;
+use Cwd;
+$e_cutoff = 100;
+$b_cutoff = 0.0;
+$use_evalues = 1;
+$use_bitscores = 0;
+$pre_version1 = 0;
+$use_all_nodes = 0;
+
+getopts('E:B:O:A');
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+if (defined $opt_O) { $pre_version1 = 1; }
+if (defined $opt_A) { $use_all_nodes = 1; }
+
+$usage = "Usage: perl rmark_MPI_cmsearch.pl\n\t<num processors to use>\n\t<.rmm file name>\n\t<.rmk file name>\n\t<dir with *.ali *.idx *.test and *.raw files>\n\t<index file with family names; provide path>\n\t<genome root X, X.fa, X.ebd must be in seq dir>\n\t<directory with CM files>\n\t<output file root>\n";
+$options_usage = "\nOptions:\n\t";
+$options_usage .= "-E <x> : use E-values [default], set max E-val to keep as <x> [df: 2]\n\t";
+$options_usage .= "-B <x> : use bit scores, set min score to keep as <x>\n\t";
+$options_usage .= "-O <x> : using old, version 0.x Infernal [default: using 1.x Infernal]\n\n";
+$options_usage .= "-A : use all nodes of cluster\n\n";
+
+if(@ARGV != 8)
+{
+ print $usage;
+ print $options_usage;
+ exit();
+}
+
+($nprocs, $rmm, $rmk, $seq_dir, $fam_idx, $genome_root, $cm_dir, $out_file_root) = @ARGV;
+$seq_dir = getcwd() . "\/" . $seq_dir;
+$cm_dir = getcwd() . "\/" . $cm_dir;
+$orig_rmk = getcwd() . "\/" . $rmk;
+
+# Make a new directory where the benchmark will run ($run_dir)
+$run_dir = $out_file_root . "_" . $genome_root . "_out_dir";
+if(! (-e "$run_dir/")) { system("mkdir $run_dir" ); }
+
+# Ensure that files we need are in the seq directory and
+# copy them into the dir we're going to run from.
+#
+# IMPORTANT 2: Non-infernal may not require these files and may require other files,
+# delete those that are not needed and add new ones here!
+#
+$genome_file = $seq_dir . "/" . $genome_root . ".fa";
+$embed_file = $seq_dir . "/" . $genome_root . ".ebd";
+
+if(! (-e ("rmark_process_glbf.pl"))) { die("ERROR, rmark_process_glbf.pl must exist in the current directory."); }
+else { system("cp rmark_process_glbf.pl $run_dir"); }
+if(! (-e ("rmark_times.pl"))) { die("ERROR, rmark_times.pl must exist in the current directory."); }
+else { system("cp rmark_times.pl $run_dir"); }
+if(! (-e ("infernal2time.pl"))) { die("ERROR, infernal2time.pl must exist in the current directory."); }
+else { system("cp infernal2time.pl $run_dir"); }
+if(! (-e ("infernal.pm"))) { die("ERROR, infernal.pm must exist in the current directory."); }
+else { system("cp infernal.pm $run_dir"); }
+if(! (-e ("infernal2glbf.pl"))) { die("ERROR, infernal2glbf.pl must exist in the current directory."); }
+else { system("cp infernal2glbf.pl $run_dir"); }
+if(! (-e ("sre.pl"))) { die("ERROR, sre.pl must exist in the current directory."); }
+else { system("cp sre.pl $run_dir"); }
+
+if(! ( -e ("$genome_file"))) { die("ERROR, $genome_file must exist in $seq_dir") }
+if(! ( -e ("$embed_file"))) { die("ERROR, $embed_file must exist in $seq_dir.") }
+if(! ( -e ("$fam_idx"))) { die("ERROR, $fam_idx must exist in $seq_dir.") }
+if(! (-e ("$rmm"))) { die("ERROR, $rmm doesn't exist."); }
+else { system("cp $rmm $run_dir"); }
+if(! (-e ("$rmk"))) { die("ERROR, $rmk doesn't exist."); }
+else { system("cp $rmk $run_dir"); }
+
+require("$orig_rmk");
+if($cms eq "")
+{
+ die("ERROR, in MPI mode the RMARK config file $orig_rmk\nmust define variable \$cm\n");
+}
+
+#IMPORTANT, we've copied the $rmm and $rmk files, now make sure they
+# don't include a full path to the file, just the name
+$rmm =~ s/.+\///;
+$rmk =~ s/.+\///;
+$fam_idx_root = $fam_idx;
+$fam_idx_root =~ s/.+\///;
+
+# Copy any .prior files we might need.
+system("cp *.pri* $run_dir");
+# Copy any .null files we might need.
+system("cp *.null* $run_dir");
+
+# Read in the roots of the test families
+file_lines_to_arr($fam_idx, \@fam_roots_arr);
+
+# For each family, build a CM using specs in
+# rmk file. THIS IS NO LONGER DONE, WE REQUIRE
+# THE CM ALREADY BUILT. CODE LEFT HERE FOR REFERENCE
+#for($i = 0; $i < scalar(@fam_roots_arr); $i++)
+#{
+# $fam = $fam_roots_arr[$i];
+# $num = $i + 1;
+# $cm_file = $fam . ".cm";
+# $ali_file = $seq_dir . "/" . $fam . ".ali";
+# system("$cmb $fam.cm $ali_file > /dev/null");
+# system("mv $fam.cm $run_dir");
+# printf("mv $fam.cm $run_dir\n");
+#}
+
+# Create the script for the cluster that will submit
+# the cmsearch jobs, one job for each family.
+push(@exec_lines, "#!/bin/sh");
+# For each family...
+for($i = 0; $i < scalar(@fam_roots_arr); $i++)
+{
+ $fam = $fam_roots_arr[$i];
+ $cm = $cm_dir . "/" . $fam . ".cm";
+ if(! (-e "$cm")) { die("ERROR cm $cm does not exist.\n"); }
+ $job_name = "rm-$fam";
+ $cmsearch_name = $run_dir . "\/" . "rm-$fam.cmsearch";
+ $out_name = $run_dir . "\/" . "rm-$fam.out";
+
+ if($pre_version1) { $cmsearch_call = "mpirun -l C $cms --noalign $cm $genome_file"; }
+ else { $cmsearch_call = "mpirun -l C $cms --mpi --noalign $cm $genome_file"; }
+
+ if($use_all_nodes)
+ {
+ $exec_line = "qsub -N $job_name -o $out_name -b y -cwd -V -j y -pe lam-mpi-tight $nprocs \'" . $cmsearch_call . " > $cmsearch_name\'";
+ }
+ else # only use c05-c14
+ {
+ $exec_line = "qsub -q c05.q,c06.q,c07.q,c08.q,c09.q,c10.q,c11.q,c12.q,c13.q,c14.q -N $job_name -o $out_name -b y -cwd -V -j y -pe lam-mpi-tight $nprocs \'" . $cmsearch_call . " > $cmsearch_name\'";
+ }
+ push(@exec_lines, $exec_line);
+}
+
+
+$command_file_name = getcwd() . "\/" . $out_file_root . ".com";
+print_arr_to_file(\@exec_lines, $command_file_name);
+print_out_file_notice($command_file_name, "Command file with " . (scalar(@exec_lines)-1) . " qsub calls for the cluster.");
+
+# 01.22.07 Keep the command file where it is, dammit.
+# Move the command file into the dir we're going to run from:
+#system("mv $command_file_name $run_dir");
+system("cp $command_file_name $run_dir");
+
+# Create a shell script to post-process the results to run after
+# all the jobs have finished running.
+$pp_file = $out_file_root . "_pp.script";
+open(PP, ">" . $pp_file);
+# First we need to get the glbf files:
+$time_name = $run_dir . "\/" . "rm_time.concat";
+print PP ("grep \"time\" " . $run_dir . "\/*.cmsearch > $time_name\n");
+$all_time_out = $out_file_root . ".time";
+print PP ("perl infernal2time.pl $time_name > $run_dir/$all_time_out\n");
+print PP ("cp $run_dir/$all_time_out ./\n");
+
+for($i = 0; $i < scalar(@fam_roots_arr); $i++)
+{
+ $fam = $fam_roots_arr[$i];
+ $cmsearch_name = $run_dir . "\/" . "rm-$fam.cmsearch";
+ $glbf_name = $run_dir . "\/" . "rm-$fam.glbf";
+
+ if($use_evalues)
+ {
+ print PP ("echo '>$fam' > $glbf_name\n");
+ print PP ("perl infernal2glbf.pl -E $e_cutoff $cmsearch_name >> $glbf_name\n");
+ }
+ else
+ {
+ print PP ("echo '>$fam' > $glbf_name\n");
+ print PP ("perl infernal2glbf.pl -B $b_cutoff $cmsearch_name >> $glbf_name\n");
+ }
+}
+
+# Now we build the PP (post-processing) script the same as in
+# rmark_clusterfy.pl.
+print PP ("rm merged_" . $out_file_root . "_hit*\n");
+$all_glbf_out = $out_file_root . "_all_glbf.concat";
+#$all_time_out = $out_file_root . "_all_time.concat";
+print PP ("cat " . $run_dir . "\/" . "*.glbf > $all_glbf_out\n");
+#print PP ("cat " . $run_dir . "\/" . "*.time > $all_time_out\n");
+#11.25.05 - get timing info
+#print PP ("perl rmark_times.pl " . $run_dir . "\/" . "*.time > merged_" . $out_file_root . ".time\n");
+
+# Call rmark_process_glbf.pl with defaults: 'hit' resolution mode and
+# ignore cross-hits on both strands.
+if($use_evalues)
+{
+ $rmark_process_option = "E";
+}
+else
+{
+ $rmark_process_option = "B";
+}
+print PP ("perl rmark_process_glbf.pl $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_hit\n");
+
+# Here's some alternative rmark_process_glbf.pl calls :
+# the following 2 lines get results in 'fnt' and 'nnt' resolution modes
+#print PP ("perl rmark_process_glbf.pl -R fnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_fnt\n");
+#print PP ("perl rmark_process_glbf.pl -R nnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_nnt\n");
+
+#the following rmark_process_glbf.pl calls DON'T IGNORE CROSS HITS!
+#print PP ("perl rmark_process_glbf.pl -I none $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_hit_cross\n");
+#print PP ("perl rmark_process_glbf.pl -I none -R fnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_fnt_cross\n");
+#print PP ("perl rmark_process_glbf.pl -I none -R fnt nnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_nnt_cross\n");
+
+#the followign rmark_process_glbf.pl calls IGNORE CROSS HITS ONLY ON THE SAME STRAND!
+#print PP ("perl rmark_process_glbf.pl -I opp $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_hit_samecross\n");
+#print PP ("perl rmark_process_glbf.pl -I opp -R fnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_fnt_samecross\n");
+#print PP ("perl rmark_process_glbf.pl -I opp -R nnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_nnt_samecross\n");
+
+#print PP ("cp merged_*fam ../\n");
+#print PP ("cp merged_*all ../\n");
+#print PP ("cp merged_*time ../\n");
+#print PP ("cp merged_*roc ../\n");
+close(PP);
+print_out_file_notice($pp_file, "Shell script to merge and process the collective output\n after all the cluster jobs are finished.");
+# 01.22.07 Keep the pp file where it is, dammit.
+#system("mv $pp_file $run_dir");
+system("cp $pp_file $run_dir");
+system("cp $genome_file $run_dir");
+system("cp $fam_idx $run_dir");
+system("cp $embed_file $run_dir");
+
+system("chmod +x $pp_file");
+# END OF SCRIPT
+#################################################################
+
+#################################################################
+# Subroutines called in script:
+#################################################################
+# subroutine : file_lines_to_arr
+# from : M_gen.pm
+#
+# EPN 03.08.05
+#
+# purpose : Open a file, and (after chomping) add each line
+# to an array that was passed in.
+#
+# args (1) $file_in
+# name of file to open and read
+# (2) $arr_ref
+# reference to the array that we'll fill
+#################################################################
+sub file_lines_to_arr
+{
+ ($file_in, $arr_ref) = @_;
+ open(IN, $file_in) || die;
+ while($line = <IN>)
+ {
+ chomp $line;
+ if($line ne "")
+ {
+ push(@{$arr_ref}, $line);
+ }
+ }
+}
+
+#################################################################
+# subroutine : print_arr_to_file
+# from : M_gen.pm
+#
+# EPN 05.25.05
+#
+# purpose : Print to a file the elements of a
+# given array, each on a separate line.
+#
+# args : (1) $arr_ref
+# reference to array to print
+# (2) $out_file
+# name of file to print to
+#################################################################
+sub print_arr_to_file
+{
+ ($arr_ref, $out_file)= @_;
+ open(OUT, ">" . $out_file);
+ for($i = 0; $i < scalar(@{$arr_ref}); $i++)
+ { print OUT "$arr_ref->[$i]\n"; }
+ close(OUT);
+}
+
+#################################################################
+# subroutine : print_out_file_notice
+# from : M_gen.pm
+#
+# EPN 03.03.05
+#
+# purpose : Print an output file 'notice' to standard output
+# given the name of the output file and a short message
+# describing that output file
+#
+# args : (1) $file_name
+# name of file
+# (2) $description
+# description of file
+#################################################################
+sub print_out_file_notice
+{
+ ($file_name, $description) = @_;
+
+ $char = "*";
+ $spec_line = "";
+ for($i = 0; $i < 75; $i++)
+ { $spec_line .= $char; }
+ $spec_line .= "\n";
+ print("$spec_line");
+ print(" Output file notice\n");
+ print(" File name : $file_name\n");
+ print(" description : $description\n");
+ print("$spec_line");
+}
+
+
diff --git a/benchmarks/cmsearch-rmark/rmark_clusterfy.pl b/benchmarks/cmsearch-rmark/rmark_clusterfy.pl
new file mode 100644
index 0000000..3156601
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark_clusterfy.pl
@@ -0,0 +1,341 @@
+#!/usr/local/bin/perl
+#
+# Eric Nawrocki 10.09.05
+# rmark_clusterfy.pl
+#
+# Prepare a RMARK benchmark for running on the cluster.
+# In non-MPI mode: split a RMARK run for X families in Y
+# chromosomes into X*Y separate RMARK runs, one for each
+# family/chromosome pair.
+# In MPI mode (currently only works with Infernal):
+# Split a RMARK run for X families in however many chrom-
+# osomes into X separate 'mpirun' calls followed by
+# a bunch of infernal2glbf calls.
+#
+# Usage: perl rmark_clusterfy.pl
+# <.rmm file name>
+# <.rmk file name>
+# <seq dir with *.ali *.idx *.test and *.raw files>
+# <index file with fam names; provide path>
+# <genome root X, X.fa, X.ebd, and X.chrlist must be in seq dir>
+# <output file root>
+# Options:
+# -E <x> : use E-values [default], set max E-val to keep as <x> [df: 2]
+# -B <x> : use bit scores, set min score to keep as <x>
+# -P <x> : parallelize using MPI on <x> processors
+# Example: perl rmark_clusterfy.pl infernal.rmm inf-72.rmk rmark-test/ rmark-test
+# inf-72
+#
+# The example run above will create the following:
+# - a inf-72_rmark-test_out_dir directory with all the files needed to run
+# rmark.pl copied to it (except seq files which stay in <seq dir>)
+# - the inf-72.com file (in inf-72_rmark-test_out_dir/) a shell script
+# which will submit the benchmark jobs to the cluster when executed
+# - the inf-72_pp.script (in inf-72_rmark-test_out_dir/) a shell script
+# which will post-process and combine the results from all the jobs
+# to be run after all jobs finish running.
+#
+# General Strategy (non-MPI mode)
+# (A) Create a script to execute on a cluster that will execute
+# rmark.pl many times - namely one job for each family/chromosome
+# pair in the full benchmark (SEE 'IMPORTANT 1:' below).
+# (B) Copy all required files into a new directory where the jobs
+# will be run (SEE 'IMPORTANT 2:' below).
+# (C) Create a shell script to post-process the results, that will run
+# after all the jobs have finished running.
+#
+# General Strategy (MPI mode)
+# (A) Create a script to submit X jobs (one for each family) to the
+# cluster to run cmsearch in MPI mode.
+# (B) Copy all required files into a new directory where the jobs
+# will be run (SEE 'IMPORTANT 2:' below).
+# (C) Create a shell script to post-process the results, that will run
+# after all the jobs have finished running.
+#
+# IMPORTANT: This script may need to be modified to suit the user's purposes.
+# See comments below that start with IMPORTANT X, where X is a number
+# for details.
+
+require "sre.pl";
+use Getopt::Std;
+use Cwd;
+$e_cutoff = 2;
+$b_cutoff = 0.0;
+$use_evalues = 1;
+$use_bitscores = 0;
+
+getopts('E:B:P:');
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+if (defined $opt_P) { $nprocs = $opt_P; $do_mpi = 1; }
+
+$usage = "Usage: perl rmark_clusterfy.pl\n\t<.rmm file name>\n\t<.rmk file name>\n\t<dir with *.ali *.idx *.test and *.raw files>\n\t<index file with family names; provide path>\n\t<genome root X, X.chrlist, X.fa, X.ebd must be in seq dir>\n\t<output file root>\n";
+$options_usage = "\nOptions:\n\t";
+$options_usage .= "-E <x> : use E-values [default], set max E-val to keep as <x> [df: 2]\n\t";
+$options_usage .= "-B <x> : use bit scores, set min score to keep as <x>\n\t";
+$options_usage .= "-P <x> : parallelize using MPI on <x> processors\n\n";
+
+if(@ARGV != 6)
+{
+ print $usage;
+ print $options_usage;
+ exit();
+}
+
+($rmm, $rmk, $seq_dir, $fam_idx, $genome_root, $out_file_root) = @ARGV;
+$seq_dir = getcwd() . "\/" . $seq_dir;
+
+$orig_rmk = $rmk;
+
+# Make a new directory where the benchmark will run ($run_dir)
+$run_dir = $out_file_root . "_" . $genome_root . "_out_dir";
+if(! (-e "$run_dir/")) { system("mkdir $run_dir" ); }
+
+# Ensure that files we need are in the seq directory and
+# copy them into the dir we're going to run from.
+#
+# IMPORTANT 2: Non-infernal may not require these files and may require other files,
+# delete those that are not needed and add new ones here!
+#
+$chrom_list = $seq_dir . "/" . $genome_root . ".chrlist";
+$genome_file = $seq_dir . "/" . $genome_root . ".fa";
+$embed_file = $seq_dir . "/" . $genome_root . ".ebd";
+
+if(! (-e ("rmark.pl"))) { die("ERROR, rmark.pl must exist in the current directory."); }
+else { system("cp rmark.pl $run_dir"); }
+if(! (-e ("rmark_process_glbf.pl"))) { die("ERROR, rmark_process_glbf.pl must exist in the current directory."); }
+else { system("cp rmark_process_glbf.pl $run_dir"); }
+if(! (-e ("rmark_times.pl"))) { die("ERROR, rmark_process_glbf.pl must exist in the current directory."); }
+else { system("cp rmark_times.pl $run_dir"); }
+if(! (-e ("infernal.pm"))) { die("ERROR, infernal.pm must exist in the current directory."); }
+else { system("cp infernal.pm $run_dir"); }
+if(! (-e ("infernal2glbf.pl"))) { die("ERROR, infernal2glbf.pl must exist in the current directory."); }
+else { system("cp infernal2glbf.pl $run_dir"); }
+if(! (-e ("sre.pl"))) { die("ERROR, sre.pl must exist in the current directory."); }
+else { system("cp sre.pl $run_dir"); }
+
+if(! ( -e ("$genome_file"))) { die("ERROR, $genome_file must exist in $seq_dir") }
+if(! ( -e ("$embed_file"))) { die("ERROR, $embed_file must exist in $seq_dir.") }
+if(! ( -e ("$chrom_list"))) { die("ERROR, $chrom_list must exist in $seq_dir.") }
+if(! ( -e ("$fam_idx"))) { die("ERROR, $fam_idx must exist in $seq_dir.") }
+if(! (-e ("$rmm"))) { die("ERROR, $rmm doesn't exist."); }
+else { system("cp $rmm $run_dir"); }
+if(! (-e ("$rmk"))) { die("ERROR, $rmk doesn't exist."); }
+else { system("cp $rmk $run_dir"); }
+
+#IMPORTANT, we've copied the $rmm and $rmk files, now make sure they
+# don't include a full path to the file, just the name
+$rmm =~ s/.+\///;
+$rmk =~ s/.+\///;
+$fam_idx_root = $fam_idx;
+$fam_idx_root =~ s/.+\///;
+
+#if(! ( -e ("$genome_file"))) { die("ERROR, $genome_file must exist in the current directory.") }
+#else { system("cp $genome_file $run_dir"); }
+#if(! ( -e ("$embed_file"))) { die("ERROR, $embed_file must exist in the current directory.") }
+#system("cp $embed_file $run_dir");
+#if(! ( -e ("$rmm"))) { die("ERROR, $rmm must exist in the current directory.") }
+#system("cp $rmm $run_dir");
+#if(! ( -e ("$rmk"))) { die("ERROR, $rmk must exist in the current directory.") }
+#system("cp $rmk $run_dir");
+#if(! ( -e ("$fam_idx"))) { die("ERROR, $fam_idx must exist in the current directory.") }
+#if(! ( -e ("$chrom_list"))) { die("ERROR, $chrom_list must exist in the current directory.") }
+
+# Copy any .prior files we might need.
+system("cp *.pri* $run_dir");
+# Copy any .null files we might need.
+system("cp *.null* $run_dir");
+
+# Read in the roots of the chromosomes
+file_lines_to_arr($chrom_list, \@chrom_files_arr);
+
+# Read in the roots of the test families
+file_lines_to_arr($fam_idx, \@fam_roots_arr);
+
+# Create the script for the cluster that will submit
+# all the jobs.
+push(@exec_lines, "#!/bin/sh");
+# For each family...
+for($i = 0; $i < scalar(@fam_roots_arr); $i++)
+{
+ $fam = $fam_roots_arr[$i];
+ $num = $i + 1;
+ $index_file = "$run_dir/INDEX" . $num;
+ # Create a INDEX file for rmark.pl to read.
+ open(OUT, ">" . $index_file);
+ print OUT ("$fam\n");
+ close(OUT);
+ # For each chromosome...
+ for($j = 0; $j < scalar(@chrom_files_arr); $j++)
+ {
+ #Determine the chromosome file, and check that it exists in the test_dir.
+ $chrom_file = $chrom_files_arr[$j];
+ if(! (-e ("$seq_dir" . "\/$chrom_file")))
+ { die("ERROR, $chrom_file must exist in " . $seq_dir. "\n"); }
+ $rmark_output = $out_file_root . "_" . $fam_roots_arr[$i] . "_" . $chrom_files_arr[$j];
+ $cluster_index_file = $index_file;
+ $cluster_index_file =~ s/.+\///;
+ $job_name = "rm-$fam-$j";
+ # Create the rmark.pl executing line for this family, this chromosome.
+ if($use_evalues)
+ {
+ $rmark_call = "rmark.pl -E " . $e_cutoff . " " . $rmm . " " . $rmk . " " . $seq_dir . " " . $cluster_index_file . " " . $chrom_files_arr[$j] . " " . $rmark_output;
+ }
+ elsif($use_bitscores)
+ {
+ $rmark_call = "rmark.pl -B " . $b_cutoff . " " . $rmm . " " . $rmk . " " . $seq_dir . " " . $cluster_index_file . " " . $chrom_files_arr[$j] . " " . $rmark_output;
+ }
+ # Create a command the cluster will make to run rmark.pl
+ # IMPORTANT 1: this is a version 6 SGE qsub command - works at Janelia Farm;
+ # not sure about elsewhere...
+ $exec_line = "qsub -N $job_name -o /dev/null -b y -cwd -V -j y perl " . $rmark_call;
+ push(@exec_lines, $exec_line);
+ }
+}
+$command_file_name = $out_file_root . ".com";
+print_arr_to_file(\@exec_lines, $command_file_name);
+print_out_file_notice($run_dir . "/" . $command_file_name, "Command file with " . (scalar(@exec_lines)-1) . " qsub calls for the cluster.");
+
+# Move the command file into the dir we're going to run from:
+system("mv $command_file_name $run_dir");
+
+# Create a shell script to post-process the results to run after
+# all the jobs have finished running.
+$pp_file = $out_file_root . "_pp.script";
+open(PP, ">" . $pp_file);
+print PP ("rm merged_" . $out_file_root . "*\n");
+$all_glbf_out = $out_file_root . "_all_glbf.concat";
+$all_time_out = $out_file_root . "_all_time.concat";
+print PP ("cat *.glbf > $all_glbf_out\n");
+print PP ("cat *.time > $all_time_out\n");
+#11.25.05 - get timing info
+print PP ("perl rmark_times.pl *.time > merged_" . $out_file_root . ".time\n");
+
+# Call rmark_process_glbf.pl with defaults: 'hit' resolution mode and
+# ignore cross-hits on both strands.
+if($use_evalues)
+{
+ $rmark_process_option = "E";
+}
+else
+{
+ $rmark_process_option = "B";
+}
+print PP ("perl rmark_process_glbf.pl $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_hit\n");
+
+
+# Here's some alternative rmark_process_glbf.pl calls :
+# the following 2 lines get results in 'fnt' and 'nnt' resolution modes
+#print PP ("perl rmark_process_glbf.pl -R fnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_fnt\n");
+#print PP ("perl rmark_process_glbf.pl -R nnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_nnt\n");
+
+#the following rmark_process_glbf.pl calls DON'T IGNORE CROSS HITS!
+#print PP ("perl rmark_process_glbf.pl -I none $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_hit_cross\n");
+#print PP ("perl rmark_process_glbf.pl -I none -R fnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_fnt_cross\n");
+#print PP ("perl rmark_process_glbf.pl -I none -R fnt nnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_nnt_cross\n");
+
+#the followign rmark_process_glbf.pl calls IGNORE CROSS HITS ONLY ON THE SAME STRAND!
+#print PP ("perl rmark_process_glbf.pl -I opp $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_hit_samecross\n");
+#print PP ("perl rmark_process_glbf.pl -I opp -R fnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_fnt_samecross\n");
+#print PP ("perl rmark_process_glbf.pl -I opp -R nnt $rmark_process_option $rmm $rmk $seq_dir $fam_idx_root $genome_root $all_glbf_out merged_" . $out_file_root . "_nnt_samecross\n");
+
+print PP ("cp merged_*fam ../\n");
+print PP ("cp merged_*all ../\n");
+print PP ("cp merged_*time ../\n");
+print PP ("cp merged_*roc ../\n");
+close(PP);
+print_out_file_notice($run_dir . "/" . $pp_file, "Shell script to merge and process the collective output\n after all the cluster jobs are finished.");
+system("mv $pp_file $run_dir");
+system("cp $genome_file $run_dir");
+system("cp $fam_idx $run_dir");
+system("cp $embed_file $run_dir");
+
+system("chmod +x $run_dir/$pp_file");
+# END OF SCRIPT
+#################################################################
+
+#################################################################
+# Subroutines called in script:
+#################################################################
+# subroutine : file_lines_to_arr
+# from : M_gen.pm
+#
+# EPN 03.08.05
+#
+# purpose : Open a file, and (after chomping) add each line
+# to an array that was passed in.
+#
+# args (1) $file_in
+# name of file to open and read
+# (2) $arr_ref
+# reference to the array that we'll fill
+#################################################################
+sub file_lines_to_arr
+{
+ ($file_in, $arr_ref) = @_;
+ open(IN, $file_in) || die;
+ while($line = <IN>)
+ {
+ chomp $line;
+ if($line ne "")
+ {
+ push(@{$arr_ref}, $line);
+ }
+ }
+}
+
+#################################################################
+# subroutine : print_arr_to_file
+# from : M_gen.pm
+#
+# EPN 05.25.05
+#
+# purpose : Print to a file the elements of a
+# given array, each on a separate line.
+#
+# args : (1) $arr_ref
+# reference to array to print
+# (2) $out_file
+# name of file to print to
+#################################################################
+sub print_arr_to_file
+{
+ ($arr_ref, $out_file)= @_;
+ open(OUT, ">" . $out_file);
+ for($i = 0; $i < scalar(@{$arr_ref}); $i++)
+ { print OUT "$arr_ref->[$i]\n"; }
+ close(OUT);
+}
+
+#################################################################
+# subroutine : print_out_file_notice
+# from : M_gen.pm
+#
+# EPN 03.03.05
+#
+# purpose : Print an output file 'notice' to standard output
+# given the name of the output file and a short message
+# describing that output file
+#
+# args : (1) $file_name
+# name of file
+# (2) $description
+# description of file
+#################################################################
+sub print_out_file_notice
+{
+ ($file_name, $description) = @_;
+
+ $char = "*";
+ $spec_line = "";
+ for($i = 0; $i < 75; $i++)
+ { $spec_line .= $char; }
+ $spec_line .= "\n";
+ print("$spec_line");
+ print(" Output file notice\n");
+ print(" File name : $file_name\n");
+ print(" description : $description\n");
+ print("$spec_line");
+}
+
+
diff --git a/benchmarks/cmsearch-rmark/rmark_process_glbf.pl b/benchmarks/cmsearch-rmark/rmark_process_glbf.pl
new file mode 100644
index 0000000..4db7906
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark_process_glbf.pl
@@ -0,0 +1,1700 @@
+#! /usr/bin/perl
+#
+# Eric Nawrocki 10.11.05
+# rmark_process_glbf.pl
+#
+# Usage: perl rmark_process_glbf.pl
+# <'E' if E-values used (lower score is better), 'B' if higher is better>
+# <.rmm file used to get *.glbf>
+# <.rmk used to get *.glbf>
+# <seq directory>
+# <index file with fam names; provide path>
+# <genome root <X>, <X.fa> and <X>.ebd must be seq dir>
+# <concatenated *.glbf files from >= 1 rmark.pl runs; in CWD>
+# <output root>
+#
+# Options:
+# -G : work in BRALIBASE3 Genome benchmark mode
+#
+# Hit resolution options:
+# -R hit : [default] each hit is a single positive/negative
+# -R fnt : treat every nucleotide as a separate positive or negative.
+# -R nnt : treat every non-positive nucleotide as separate negative,
+# and every positive nt as a 1/length(hit) fraction of a hit
+#
+# Ignore cross-hits (hits to fam Y while searching with fam X) options:
+# -I both: [default] ignore cross hits on both strands
+# -I none: don't ignore cross hits on either strand
+# -I opp : don't ignore cross hits on opposite strand
+#
+# Example: perl rmark_process_glbf.pl infernal.rmm inf-72.rmk
+# rmark-test/ rmark-test/rmark-test.idx rmark-test
+# rmark-test_out.glbf rmark-test_out
+#
+# The example run above will result in the following files:
+# rmark_test_out.fam: sorted list of positives and negatives per family along with
+# stats (MER, >noise, etc.) per family from the index file with fam names
+# rmark_test_out.all: sorted list of all positives and negatives along with
+# stats on all hits (across all families)
+# rmark_test_out.roc: list of x,y points for an ROC curve FOR ALL FAMILIES in format:
+# '(x,y)' per line
+#
+#########################################################################################
+# Explanation of the options:
+#########################################################################################
+# The first two options change the hit resolution mode:
+# -F: treat every nucleotide as a separate hit.
+# -N: treat every nucleotide as a 1/length(hit) fraction of a hit
+#
+# There are 3 different hit resolution modes:
+# (1) hit: this is default
+# (2) fnt: enabled with the -F option
+# (3) nnt: enabled with the -N option
+#
+# The differences of these 3 modes is based on how they classify positives and negatives:
+#
+# Classification of positives:
+#
+# If run in 'fnt' mode enabled by the : each nt of the true test ncRNAs (positive sequences) is considered
+# a separate positive. The number of positives + negatives (see 'Classification of negatives:'
+# below) per family is equal to 2 * the genome length (due to 2 orientations) in this mode.
+# So for a benchmark with 51 families and 450 ncRNAs spanning 101,855 nt of a 1 MB pseudo-genome,
+# there are 101,855 positives, and 51 * 2 * 1,000,000 - 101,855 =
+# IF, however the ignore cross hits option is set to "B" (the eigth command line argument)
+# this number of negatives 51 * 2 * (1,000,000 - 101,855) = 91,610,790 negatives (see 'IGNORE
+# CROSS HITS OPTION' below).
+# AND IF, however the ignore cross hits option is set to "Y"
+# this number of negatives 51 * ((2 * 1,000,000) - 101,855) = 96,805,395 negatives (see 'IGNORE
+# CROSS HITS OPTION' below).
+#
+# If run in 'nnt' mode: each nt of the true test ncRNAs (positive sequences) is considered
+# a separate positive, but the weight of a hit is determined by the length of the sequence, each
+# nucleotide counts as 1/len(pos) of a positive sequence. This normalizes for length of different
+# ncRNAs. Without this normalization a method that always detects the longer ncRNAs will seem
+# its better than it really is if we think the importance of detecting the ncRNA length-independent.
+#
+# If run in 'hit' mode: a hit returned by the search procedure is called a positive if
+# it overlaps with an embedded true test sequence and the region of overlap between the
+# hit and that true test sequence is > 50% the length of the shorter of the hit or the true
+# test sequence. Only one hit to each true test sequence, the best hit as determined by the score,
+# is kept. Nucleotides from hits determined to be 'positives' in this way that overhang into
+# 'negative space' (go past the boundary of the true test sequence in the genome) are ignored.
+#
+# Classification of negatives:
+#
+# If run in 'fnt' or 'nnt' mode, each nt of the test sequence that is not part of an embedded
+# positive is considered to be a separate 'negative'.
+# In these modes, for a chromosome of length 10K with 1 positive sequence of length 100nt embedded
+# in it, there are 19,900 true negatives (one for each negative nt in each orientation).
+# For each nucleotide, the script keeps track of the best scoring hit that includes
+# that nucleotide (importantly in nnt mode, only negative hits are considered here, while
+# in fnt mode, a positive hit that bleeds into negative sequence results in negative hits in the
+# bleed over region that have the score of the positive hit). If a nucleotide is hit by
+# zero hits using the search method, it is implicitly treated as having the WORST possible score
+# for that method.
+#
+# If run in 'hit' mode: each entire hit returned by the search method is a separate negative.
+# No two negative hits that overlap significantly are allowed. If a negative hit does overlap
+# significantly with another, the better scoring one is kept, and the lower scoring one is
+# ignored. Two hits 'significantly overlap' if the region of overlap between them is > 50% the
+# length of the shorter of the two hits.
+#
+#########################################################################################
+# The second two options change how the script treat 'cross-hits'
+# -I: don't ignore cross hits (hits to fam Y with fam X)
+# -O: don't ignore cross hits on other strand
+#
+# Decided to ignore cross hits after the embarassing realization that all 17
+# of the negatives for RF00169 for glocal cmsearch were SRP_euk_arch sequences,
+# RF00169 is SRP_bact. Derr...
+#
+# Default behavior is, when searching with fam X, to ignore hits that significantly
+# overlap with EITHER STRAND of true positives from familiy Y (with X!=Y).
+# (doesn't print them AT ALL, and ignores them in MER statistic calculations).
+#
+# Enabling the -I options doesn't ignore any cross-hits.
+# Enabling the -O option only ignores hits to family Y if they're on the opposite
+# strand of the true positive in family Y.
+#
+#########################################################################################
+
+use Getopt::Std;
+$res_opt = "hit";
+$ignore_opt = "both";
+$do_bralibase3 = 0;
+
+getopts('R:I:G');
+if (defined $opt_R) { $res_opt = $opt_R; }
+if (defined $opt_I) { $ignore_opt = $opt_I; }
+if (defined $opt_G) { $do_bralibase3 = 1; }
+
+$usage = "Usage: perl rmark_process_glbf.pl\n\t<'E' if E-values used (lower score is better), 'B' if higher is better>\n\t<.rmm file used>\n\t<.rmk file used>\n\t<seq directory with *.ali, *.test, *.idx, *.raw files>\n\t<index file with family names; provide path>\n\t<genome root <X>, <X>.fa and <X>.ebd must be in seq dir>\n\t<concatenated *.glbf output from >= 1 rmark.pl runs; in CWD>\n\t<output root>\n";
+$options_usage = "\nOptions: (see code for details)\n\t";
+$options_usage .= "-G : operate in BRALIBASE3 Genome benchmark mode (not RMARK.pl)\n\n\t";
+$options_usage .= "Hit resolution options:\n\t";
+$options_usage .= "-R hit : [default] each hit is a single positive/negative\n\t";
+$options_usage .= "-R fnt : treat every nucleotide as a separate positive or negative.\n\t";
+$options_usage .= "-R nnt : treat every non-positive nucleotide as separate negative,\n\t";
+$options_usage .= " and every positive nt as a 1/length(hit) fraction of a hit\n\n\t";
+$options_usage .= "Ignore cross-hits (hits to fam Y while searching with fam X) options:\n\t";
+$options_usage .= "-I both: [default] ignore cross hits on both strands\n\t";
+$options_usage .= "-I none: don't ignore cross hits on either strand\n\t";
+$options_usage .= "-I opp : don't ignore cross hits on opposite strand\n";
+
+if(@ARGV != 8)
+{
+ print $usage;
+ print $options_usage;
+ exit();
+}
+
+$score_method = shift;
+$rmm = shift;
+$rmk = shift;
+$dir = shift;
+$idx = shift;
+$genome_root = shift;
+$glbf_file = shift;
+$out_root = shift;
+
+$genome_file = $dir . "/" . $genome_root . ".fa";
+$embed_file = $dir . "/" . $genome_root . ".ebd";
+if(! (-e ("$genome_file"))) { die("ERROR, genome file $genome_file does not exist."); }
+if(! (-e ("$embed_file"))) { die("ERROR, embed file $embed_file does not exist."); }
+
+if($score_method eq "E")
+{
+ $lower_better = 1;
+ $worst_score = 1000;
+}
+elsif($score_method eq "B")
+{
+ $lower_better = 0;
+ $worst_score = -1;
+}
+
+if($res_opt eq "hit")
+{
+ $fnt = 0;
+ $nnt = 0;
+ $hit = 1;
+}
+elsif($res_opt eq "nnt")
+{
+ $fnt = 0;
+ $nnt = 1;
+ $hit = 0;
+}
+elsif($res_opt eq "fnt")
+{
+ $fnt = 1;
+ $nnt = 0;
+ $hit = 0;
+}
+else
+{
+ print ("INVALID -R option\n");
+ print $usage;
+ print $options_usage;
+ exit();
+}
+if($ignore_opt eq "opp")
+{
+ $ignore_flag = "opposite";
+}
+elsif($ignore_opt eq "none")
+{
+ $ignore_flag = "neither";
+}
+elsif($ignore_opt eq "both")
+{
+ $ignore_flag = "both";
+}
+else
+{
+ print ("INVALID -I option\n");
+ print $usage;
+ print $options_usage;
+ exit();
+}
+
+open(ALL, ">" . $out_root . ".all");
+open(FAM, ">" . $out_root . ".fam");
+open(ROC, ">" . $out_root . ".roc");
+
+if($do_bralibase3)
+{
+ print FAM "BRALIBASE3G benchmark (processed with rmark_process_glbf.pl -G )\n";
+}
+else
+{
+ print FAM "RMARK benchmark (processed with rmark_process_glbf.pl)\n";
+}
+print FAM " module = $rmm\n";
+print FAM " configfile = $rmk\n";
+print FAM " index = $idx\n";
+print FAM " genome = $genome_file\n";
+print FAM " glbf = $glbf_file\n";
+print FAM " mode = $res_opt\n\n";
+
+if($do_bralibase3)
+{
+ print ALL "BRALIBASE3G benchmark (processed with rmark_process_glbf.pl -G )\n";
+}
+else
+{
+ print ALL "RMARK benchmark (processed with rmark_process_glbf.pl)\n";
+}
+print ALL " module = $rmm\n";
+print ALL " configfile = $rmk\n";
+print ALL " index = $idx\n";
+print ALL " genome = $genome_file\n";
+print ALL " glbf = $glbf_file\n";
+print ALL " mode = $res_opt\n\n";
+
+ at fam_roc_pos_arr = ();
+ at fam_roc_sc_arr = ();
+ at fam_roc_x_arr = ();
+ at fam_roc_y_arr = ();
+ at roc_pos_arr = ();
+ at roc_sc_arr = ();
+ at roc_x_arr = ();
+ at roc_y_arr = ();
+
+# We're going to keep track of the summed MER stats across families
+# these are the best possible MER scores; i.e. what we'd get if
+# we had perfect E-values.
+$summed_across_fam_mer_score = 0;
+$summed_across_fam_mer_fp = 0;
+$summed_across_fam_mer_fn = 0;
+
+# Collect information from the genome and embed files that
+# tell us about where the positives are.
+#
+# If we are in fnt mode:
+# Each nt not spanned by a positive is potentially a negative.
+# Each nt that's part of a true test sequence is considered a positive
+#
+# If we are in nnt mode:
+# Each nt not spanned by a positive is potentially a negative.
+#
+# %nt_HAH: a hash of arrays of hashes will keep track of the negatives
+# and positives across all families
+# %pos_nt_HAH: a hash of arrays of hashes that will keep track of which
+# nucleotides are positives
+# %fam_nt_HHAH: a hash of hashes of arrays of hashes will keep track of the
+# positives and negatives within a family.
+#
+# %nt_HAH:
+# key 1D: name of each chromosome.
+# size of array 2D: exactly 2 elements
+# array 2D values : element 0 for forward direction element 1 for reverse direction.
+# key 3D: nt position for key 1D orientation array 2D value
+# value 3D : 'P' is part of a positive hit
+# or a number indicating the best score of any hit to that position.
+# if a given position (key) doesn't exist, this means no hit has
+# been reported to it, and it is an inferred true negative.
+#
+# %fam_nt_HAH is the same as nt_hah but the first dimension is keyed by the family name
+#
+# %pos_nt_HAH:
+# key 1D: name of each chromosome.
+# size of array 2D: exactly 2 elements
+# array 2D values : element 0 for forward direction element 1 for reverse direction.
+# key 3D: nt position for key 1D orientation array 2D value
+# value 3D : family name X of positive indicating this nt position in this orientation and
+# chromosome is a positive for family X.
+#
+
+# Read the genome, just so we know num chromosomes and length of chromosomes.
+%seq_hash = ();
+$genome_file;
+read_fasta($genome_file, \%seq_hash);
+foreach $key (keys(%seq_hash))
+{
+ $genome_length_FR += 2*length($seq_hash{$key});
+}
+
+# Read the family list
+%fam_hash = ();
+open (INDEX,$idx) || die;
+while (<INDEX>)
+{
+ if (/^(\S+)/) {
+ $curr_fam = $1;
+ if($do_bralibase3)
+ {
+ $curr_fam =~ s/.+id//;
+ $curr_fam = "id" . $curr_fam;
+ $curr_fam =~ s/\//\./;
+ }
+ $fam_hash{$curr_fam} = 1;
+ if(!(exists($fam_nt_HHAH{$curr_fam})))
+ {
+ %{$fam_nt_HHAH{$curr_fam}} = ();
+ #print("adding for $curr_fam\n");
+ foreach $chrom_key (keys(%seq_hash))
+ {
+ @{$fam_nt_HHAH{$curr_fam}{$chrom_key}} = ();
+ %{$fam_nt_HHAH{$curr_fam}{$chrom_key}[0]} = ();
+ %{$fam_nt_HHAH{$curr_fam}{$chrom_key}[1]} = ();
+ #print("added fam_nt_HHAH{$curr_fam}{$chrom_key}\n");
+ }
+ }
+ }
+}
+close(INDEX);
+
+#print("total non pos chars = $all_non_pos_chars\n");
+
+# Read the embed file and determine where all the embedded sequences
+# (true positives) are in the pseudo-genome as well as which family
+# each sequence belongs to.
+# We take advantage of fact that true positives cannot overlap
+# based on how we constructed the pseudo-genome.
+open(EBDLIST,"$embed_file") || die;
+$read_a_line = 0;
+while (<EBDLIST>)
+{
+ if (/^(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s+(\S+)/)
+ {
+ $curr_fam = $1;
+ $curr_tp = $2;
+ $curr_chrom = $3;
+ $curr_begin = $4;
+ $curr_end = $5;
+ $curr_orient = $6;
+ #we only care about families from the fam.list file
+ #print("curr fam : $curr_fam\n");
+ if(exists($fam_hash{$curr_fam}))
+ {
+ #printf("ADDING fam: $curr_fam chrom: $curr_chrom tp: $curr_tp, b: $curr_begin e: $curr_end O: $curr_orient\n");
+ $pos_chrom_begin_hash{$curr_fam}{$curr_orient}{$curr_chrom}{$curr_tp} = $curr_begin;
+ $pos_chrom_end_hash{$curr_fam}{$curr_orient}{$curr_chrom}{$curr_tp} = $curr_end;
+ $haspos{$curr_chrom} = 1;
+ $ntrue_perfam{$curr_fam}++;
+ $ntrue_perchrom{$curr_chrom}++;
+ $ntrue_all++;
+
+ # Add the information on this positive to %nt_HHAH (if we're in NT mode)
+ for($i = $curr_begin; $i <= $curr_end; $i++)
+ {
+ $pos_nt_HAH{$curr_chrom}[$curr_orient]{$i} = $curr_fam;
+ $pos_chars_per_fam{$curr_fam}++;
+ $all_pos_chars++;
+ }
+ }
+ $read_a_line = 1;
+ }
+}
+close EBDLIST;
+if(!($read_a_line)) { die("ERROR didn't parse any lines from $embed_file, is it formatted correctly?\n"); }
+
+
+# Read the *.glbf file, and parse it appropriately.
+# We have a separate function for each mode.
+
+#In these functions we fill data structures
+#that its easy to sort by score with.
+#The old structure
+#%fam_nt_hhah was used just to ease implementation.
+#
+#fam_sc_HH is a 2D hash:
+# 1D key = family name
+# 2D key = hit name ($family . "." . $chrom . "." . $orientation . "." position)
+# value = best score to this nt
+#all_sc_H is a 1D hash:
+# key = hit name ($family . "." . $chrom . "." . $orientation . "." position)
+# value = best score to this nt
+#all_is_pos_H is a 1D hash:
+# key = hit name (same as in all_sc_H and fam_sc_HH
+
+if($fnt)
+{
+ parse_glbf_fnt($glbf_file, \%fam_nt_HHAH, \%pos_nt_HAH, \%fam_sc_HH, \%all_sc_H,
+ \%all_is_pos_H, $lower_better, $ignore_flag);
+}
+elsif($nnt)
+{
+ parse_glbf_nnt($glbf_file, \%fam_nt_HHAH, \%pos_nt_HAH, \%pos_chrom_begin_hash,
+ \%pos_chrom_end_hash, \%fam_sc_HH, \%all_sc_H, \%all_is_pos_H,
+ $lower_better, $ignore_flag);
+}
+elsif($hit)
+{
+ parse_glbf_hit($glbf_file, \%pos_chrom_begin_hash,
+ \%pos_chrom_end_hash, \%fam_sc_HH, \%all_sc_H, \%all_is_pos_H,
+ $lower_better, $ignore_flag);
+}
+
+# For each family, write out the results, do this according to the order in the index file:
+
+open (INDEX,$idx) || die;
+while (<INDEX>)
+{
+ if (/^(\S+)/)
+ {
+ $fam = $1;
+ if($do_bralibase3)
+ {
+ $fam =~ s/.+id//;
+ $fam = "id" . $fam;
+ $fam =~ s/\//\./;
+ }
+ if($fnt)
+ {
+ printf FAM ("family: %-15s (%3d pos seqs covering %d nts)\n", $fam, $ntrue_perfam{$fam}, $pos_chars_per_fam{$fam});
+ }
+ else
+ {
+ printf FAM ("family: %-15s (%3d positives)\n", $fam, $ntrue_perfam{$fam});
+ }
+
+ #sort all the family hits by score, and print them out in sorted order
+ $sawnoise = 0;
+ $num_above_noise = 0;
+ $fam_nneg = 0;
+ $fam_npos = 0;
+ #keep track of negative characters for NT mode
+ $all_non_pos_chars += $genome_length_FR;
+ if($ignore_flag eq "neither")
+ {
+ $all_non_pos_chars -= $pos_chars_per_fam{$fam};
+ $fam_non_pos_chars = $genome_length_FR - $pos_chars_per_fam{$fam};
+ }
+ elsif($ignore_flag eq "opposite")
+ {
+ #if we're ignoring cross hits on the other strand,
+ #then we subtract ALL the positive characters
+ $all_non_pos_chars -= $all_pos_chars;
+ $fam_non_pos_chars = $genome_length_FR - $pos_chars_per_fam{$fam};
+ }
+ elsif($ignore_flag eq "both")
+ {
+ #if we're ignoring cross hits on either strand,
+ #then we subtract 2 * ALL the positive characters
+ $all_non_pos_chars -= 2 * $all_pos_chars;
+ }
+ if($lower_better)
+ {
+ @sorted_hits = sort {$fam_sc_HH{$fam}{$a} <=> $fam_sc_HH{$fam}{$b}} keys(%{$fam_sc_HH{$fam}});
+ }
+ else
+ {
+ @sorted_hits = sort {$fam_sc_HH{$fam}{$b} <=> $fam_sc_HH{$fam}{$a}} keys(%{$fam_sc_HH{$fam}});
+ }
+ @fam_roc_pos_arr = ();
+ @fam_roc_sc_arr = ();
+ @fam_roc_x_arr = ();
+ @fam_roc_y_arr = ();
+
+ foreach $hit (@sorted_hits)
+ {
+ if(!(exists($all_is_pos_H{$hit}))) {
+ $plus_or_neg = "-";
+ $fam_nneg++;
+ if(!($sawnoise)) {
+ $sawnoise = 1;
+ $num_above_noise = $fam_npos;
+ }
+ }
+ else {$plus_or_neg = "+"; $fam_npos++; }
+ printf FAM ("%s %-40s %g\n", $plus_or_neg, $hit, $fam_sc_HH{$fam}{$hit});
+ #printf("%s %-40s %g\n", $plus_or_neg, $hit, $fam_sc_HH{$fam}{$hit});
+ push(@fam_roc_pos_arr, (exists($all_is_pos_H{$hit})));
+ push(@fam_roc_sc_arr, $fam_sc_HH{$fam}{$hit});
+ }
+ if(!($sawnoise)) {
+ $num_above_noise = $fam_npos;
+ }
+ if($fnt)
+ {
+ mer_and_roc_points(\@fam_roc_sc_arr, \@fam_roc_pos_arr, \@fam_roc_x_arr, \@fam_roc_y_arr, $pos_chars_per_fam{$fam}, $fam_non_pos_chars, \$mer_thresh, \$mer_score, \$mer_fp, \$mer_fn);
+ }
+ elsif($nnt)
+ {
+ mer_and_roc_points(\@fam_roc_sc_arr, \@fam_roc_pos_arr, \@fam_roc_x_arr, \@fam_roc_y_arr, $ntrue_perfam{$fam}, $fam_non_pos_chars, \$mer_thresh, \$mer_score, \$mer_fp, \$mer_fn);
+ }
+ elsif($hit)
+ {
+ mer_and_roc_points(\@fam_roc_sc_arr, \@fam_roc_pos_arr, \@fam_roc_x_arr, \@fam_roc_y_arr, $ntrue_perfam{$fam}, $fam_nneg, \$mer_thresh, \$mer_score, \$mer_fp, \$mer_fn);
+ }
+ printf FAM ("positives: %d | above noise: %d\n", $fam_npos, $num_above_noise);
+ printf FAM ("negatives: %d\n", $fam_nneg);
+ printf FAM ("MER: %d\n", $mer_score);
+ printf FAM ("MER_fp: %d\n", $mer_fp);
+ printf FAM ("MER_fn: %d\n", $mer_fn);
+ printf FAM ("MER_thresh: %g\n\n", $mer_thresh);
+ $summed_across_fam_mer_score += $mer_score;
+ $summed_across_fam_mer_fp += $mer_fp;
+ $summed_across_fam_mer_fn += $mer_fn;
+ }
+}
+# Next sort all the scores, and print the results to the *.all file.
+$sawnoise = 0;
+printf FAM ("\n\nTotal: (%3d pos seqs covering %d nts)\n", $ntrue_all, $all_pos_chars);
+printf ALL ("\n\nTotal: (%3d pos seqs covering %d nts)\n", $ntrue_all, $all_pos_chars);
+if($lower_better)
+{
+ @sorted_hits = sort {$all_sc_H{$a} <=> $all_sc_H{$b}} keys(%all_sc_H);
+}
+else
+{
+ @sorted_hits = sort {$all_sc_H{$b} <=> $all_sc_H{$a}} keys(%all_sc_H);
+}
+ at roc_pos_arr = ();
+ at roc_sc_arr = ();
+foreach $hit (@sorted_hits)
+{
+ if(!(exists($all_is_pos_H{$hit})))
+ {
+ $plus_or_neg = "-";
+ $nneg++;
+ if(!($sawnoise)) {
+ $sawnoise = 1;
+ $num_above_noise = $npos;
+ }
+ }
+ else {$plus_or_neg = "+"; $npos++;}
+ printf ALL ("%s %-40s %g\n", $plus_or_neg, $hit, $all_sc_H{$hit});
+ push(@roc_pos_arr, (exists($all_is_pos_H{$hit})));
+ push(@roc_sc_arr, $all_sc_H{$hit});
+ #print("pushed $hit sc : $all_sc_H{$hit} to roc_sc_arr\n");
+}
+#now we add the final values to the roc_pos_arr and roc_sc_arr which
+#denote the cutpoint if we set the threshold to the lowest possible
+#score, such that EVERY nt was considered a positive.
+
+# now determine the ROC curve points based on all families combined (full sorted list)
+ at roc_x_arr = ();
+ at roc_y_arr = ();
+if($fnt)
+{
+ mer_and_roc_points(\@roc_sc_arr, \@roc_pos_arr, \@roc_x_arr, \@roc_y_arr, $all_pos_chars, $all_non_pos_chars, \$mer_thresh, \$mer_score, \$mer_fp, \$mer_fn);
+}
+elsif($nnt)
+{
+ mer_and_roc_points(\@roc_sc_arr, \@roc_pos_arr, \@roc_x_arr, \@roc_y_arr, $ntrue_all, $all_non_pos_chars, \$mer_thresh, \$mer_score, \$mer_fp, \$mer_fn);
+}
+elsif($hit)
+{
+ mer_and_roc_points(\@roc_sc_arr, \@roc_pos_arr, \@roc_x_arr, \@roc_y_arr, $ntrue_all, $nneg, \$mer_thresh, \$mer_score, \$mer_fp, \$mer_fn);
+}
+printf ALL ("positives: %d | above noise: %d\n", $npos, $num_above_noise );
+printf ALL ("negatives: %d\n\n", $nneg);
+printf FAM ("positives: %d | above noise: %d\n", $npos, $num_above_noise );
+printf FAM ("negatives: %d\n\n", $nneg);
+
+printf ALL ("MER: %d\n", $mer_score);
+printf ALL ("MER_fp: %d\n", $mer_fp);
+printf ALL ("MER_fn: %d\n", $mer_fn);
+printf ALL ("MER_thresh: %g\n\n", $mer_thresh);
+
+printf FAM ("MER: %d\n", $mer_score);
+printf FAM ("MER_fp: %d\n", $mer_fp);
+printf FAM ("MER_fn: %d\n", $mer_fn);
+printf FAM ("MER_thresh: %g\n\n", $mer_thresh);
+
+printf FAM ("MER statistics summed across all " . scalar(keys(%fam_hash)) . " families:\n");
+printf FAM ("MER (fam sum): %d\n", $summed_across_fam_mer_score);
+printf FAM ("MER_fp (fam sum): %d\n", $summed_across_fam_mer_fp);
+printf FAM ("MER_fn (fam sum): %d\n", $summed_across_fam_mer_fn);
+
+for($i = 0; $i < scalar(@roc_x_arr); $i++)
+{
+ printf ROC ("(" . $roc_x_arr[$i] . ", " . $roc_y_arr[$i] . ")\n");
+}
+close(FAM);
+close(ALL);
+close(ROC);
+
+#################################################################
+# subroutine : overlap
+#
+# EPN 09.15.05
+#
+# purpose : Determine if one hit overlaps significantly with a given
+# region by more than $min_overlap_fract.
+#
+# args : (1) $begin1
+# begin position of region 1
+# (2) $end1
+# end of region 1
+# (3) $begin2
+# begin position of region 2
+# (4) $end2
+# end position of region 2
+# (5) $min_overlap_fract
+# to return TRUE (1) the overlap between region 1 and 2
+# must be > $min_overlap_fract * len(min(len(region1), len(region2))
+#################################################################
+sub overlap
+{
+ if(scalar(@_) != 5)
+ {
+ die "ERROR in overlap, exactly 5 arguments expected.\n";
+ }
+
+ my($begin1, $end1, $begin2, $end2, $min_overlap_fract) = @_;
+ my $overlap = 0;
+ my $overlap_fract = 0;
+ #four mutually exclusive possibilities of actual overlap
+ if(($begin2 <= $begin1) && ($end2 >= $end1))
+ {
+ $overlap = $end1 - $begin1 + 1;
+ }
+ elsif(($begin2 > $begin) && ($end2 >= $end))
+ {
+ $overlap = $end1 - $begin2 + 1;
+ }
+ elsif(($begin2 <= $begin1) && ($end2 < $end1))
+ {
+ $overlap = $end2 - $begin1 + 1;
+ }
+ elsif(($begin2 > $begin1) && ($end2 < $end1))
+ {
+ $overlap = $end2 - $begin2 + 1;
+ }
+ $len1 = $end1-$begin1+1;
+ $len2 = $end2-$begin2+1;
+ $min_len = $len1;
+ if($len2 < $len1) { $min_len = $len2; }
+ $overlap_fract = $overlap / $min_len;
+ if($overlap_fract > $min_overlap_fract)
+ {
+ return 1;
+ }
+ return 0;
+}
+#################################################################
+
+#################################################################
+# subroutine : mer_and_roc_points
+#
+# EPN 09.14.05
+#
+# purpose : Generate (x,y) data points for an ROC curve x=FP fraction
+# y=TP fraction. Given a list of hits sorted by score and
+# information specifying each hit as positive or negative,
+# as well number of positives. Go through list and generate
+# a new data point for member of the list.
+#
+# For each (x,y) point
+# o x = 1-specificity = 1-(TN/(TN+FP))
+# o y = sensitivity = TP/(TP+FN)
+# for some given cut-point
+# see: http://gim.unmc.edu/dxtests/roc1.htm
+# for a good reference (intro to ROC curves)
+#
+# (09.25.05) Also determine the MER threshold and score
+# (minimum error rate).
+# MER thresholed : (a cutpoint in the ranked list) at which
+# the sum of FP and FN is minimized. The MER score is (FP+FN)
+# at the MER threshold.
+#
+# args : (1) $sc_arr_ref
+# reference to array with scores for each hit
+# (2) $pos_arr_ref
+# reference to array where arr[$i]=1 indicates hit $i
+# is a positive, and arr[$i]=0 indicates hit $i is
+# a negative.
+# (3) $x_arr_ref
+# array to fill with x coordinates of roc points
+# (4) $y_arr_ref
+# array to fill with y coordinates of roc points
+# (5) $npos
+# total number of positives (TP+FN)
+# (6) $nneg
+# total number of negatives (TN+FP)
+# (7) $mer_thresh_ref
+# ref to scalar that will hold the MER threshold
+# (8) $mer_score_ref
+# ref to scalar that will hold the MER score (FP+FN at
+# $mer_thresh
+# (9) $mer_fp_ref
+# ref to scalar that will be the number of fp at MER threshold
+# (10) $mer_fn_ref
+# ref to scalar that will be the number of fn at MER threshold
+#################################################################
+sub mer_and_roc_points
+{
+ if(scalar(@_) != 10)
+ {
+ die "ERROR in mer_and_roc_points, exactly 10 arguments expected.\n";
+ }
+
+ my($sc_arr_ref, $pos_arr_ref, $x_arr_ref, $y_arr_ref, $npos, $nneg,
+ $mer_thresh_ref, $mer_score_ref, $mer_fp_ref, $mer_fn_ref) = @_;
+
+ $nhit = scalar(@{$sc_arr_ref});
+ #print("nhit : $nhit\n");
+ #set up our false negative, true negative, false positive, true positive counts
+ $fn = $npos;
+ $tn = $nneg;
+ #printf("init fn : $npos | tn : $nneg\n");
+ $fp = 0;
+ $tp = 0;
+ $prev_was_pos = 1;
+ $prev_was_neg = 1;
+ $mer_thresh = $sc_arr_ref->[0];
+ $mer_score = $fn + $fp;
+ $mer_fp = $fp;
+ $mer_fn = $fn;
+ for($i = 0; $i < ($nhit-1); $i++)
+ {
+ $next_is_pos = $pos_arr_ref->[($i+1)];
+ $next_is_neg = (!($pos_arr_ref->[($i+1)]));
+
+ if($pos_arr_ref->[$i])
+ {
+ #positive
+ $tp++;
+ $fn--;
+ if($prev_was_neg || $next_is_neg)
+ {
+ $add_point = 1;
+ }
+ else
+ {
+ $add_point = 0;
+ }
+ $prev_was_pos = 1;
+ $prev_was_neg = 0;
+ }
+ elsif(!($pos_arr_ref->[$i]))
+ {
+ #negative
+ $fp++;
+ $tn--;
+ if($prev_was_pos || $next_is_pos)
+ {
+ $add_point = 1;
+ }
+ else
+ {
+ $add_point = 0;
+ }
+ $prev_was_pos = 0;
+ $prev_was_neg = 1;
+ }
+ if($add_point)
+ {
+ if(($tn+$fp) > 0)
+ {
+ push(@{$x_arr_ref}, (1-($tn/($tn+$fp))));
+ }
+ else
+ {
+ push(@{$x_arr_ref}, 1);
+ }
+ if(($tp+$fn) > 0)
+ {
+ push(@{$y_arr_ref}, ($tp/($tp+$fn)));
+ }
+ else
+ {
+ push(@{$y_arr_ref}, 0);
+ }
+ }
+ #check if we have a new MER
+ if(($mer_score) > ($fp+$fn))
+ {
+ $mer_score = $fp+$fn;
+ $mer_thresh = $sc_arr_ref->[($i+1)];
+ $mer_fp = $fp;
+ $mer_fn = $fn;
+ }
+ }
+ #now add the final point
+ if($pos_arr_ref->[($nhit-1)])
+ {
+ #positive
+ $tp++;
+ $fn--;
+ }
+ elsif(!($pos_arr_ref->[($nhit-1)]))
+ {
+ #negative
+ $fp++;
+ $tn--;
+ }
+ if(($tn+$fp) > 0)
+ {
+ push(@{$x_arr_ref}, (1-($tn/($tn+$fp))));
+ }
+ else
+ {
+ push(@{$x_arr_ref}, 1);
+ }
+ if(($tp+$fn) > 0)
+ {
+ push(@{$y_arr_ref}, ($tp/($tp+$fn)));
+ }
+ else
+ {
+ push(@{$y_arr_ref}, 0);
+ }
+ #we could have an MER_threshold that is 'below' the final
+ #score on the ranked list, we'll handle this specially
+ if(($mer_score) > ($fp+$fn))
+ {
+ $mer_score = $fp+$fn;
+ #assumes HIGHER score is better
+ $mer_thresh = "<" . $sc_arr_ref->[($i)];
+ $mer_fp = $fp;
+ $mer_fn = $fn;
+ }
+ $$mer_score_ref = $mer_score;
+ $$mer_thresh_ref = $mer_thresh;
+ $$mer_fp_ref = $mer_fp;
+ $$mer_fn_ref = $mer_fn;
+}
+#################################################################
+
+#################################################################
+# from : M_seq.pm
+# subroutine : read_fasta
+# sub class : crw and sequence
+#
+# EPN 03.08.05
+#
+# purpose : Open, read, and store the information in a given
+# .fa (fasta format) file.
+#
+# args : (1) $in_file
+# name of .fa file in current directory
+# (2) $seq_hash_ref
+# reference to the hash that will contain the sequence
+# information. Fasta description line used as key for
+# each sequence, sequence is value.
+#################################################################
+sub read_fasta
+{
+ my($in_file, $seq_hash_ref) = @_;
+ open(IN, $in_file) || die "ERROR in main::read_fasta() could not open $in_file";
+
+ #chomp up beginning blank lines
+ $line = <IN>;
+ while(!($line =~ m/^>/))
+ {
+ $line = <IN>;
+ }
+
+ chomp $line;
+ $seq_name = $line;
+ $seq_name =~ s/^>//;
+ while($line = <IN>)
+ {
+ chomp $line;
+ $seq_hash_ref->{$seq_name} = "";
+ while((!($line =~ m/^>/)) && ($line ne ""))
+ {
+ $seq_hash_ref->{$seq_name} .= $line;
+ $line = <IN>;
+ chomp $line;
+ }
+ chomp $line;
+ $seq_name = $line;
+ $seq_name =~ s/^>//;
+ }
+ #trim_keys_in_hash($seq_hash_ref, DEFAULT_MAX_SEQ_HEADER_LENGTH);
+}
+
+#################################################################
+
+#################################################################
+#
+# subroutine : parse_glbf_fnt
+# sub class : sequence
+#
+# EPN 10.11.05
+#
+# purpose : Open, read, and store the information in a given
+# .glbf file using the fnt (FULL NT) resolution mode.
+#
+# args : (1) $in_file
+# name of .glbf file in current directory
+# (2) $fam_nt_HHAHR
+# reference to a hash of hashes of hashes of arrays of hashes
+# key 1D: family name
+# key 2D: name of each chromosome.
+# size of array 3D: exactly 2 elements
+# array 3D values : element 0 for forward direction element 1 for reverse direction.
+# key 4D: nt position for key 1D orientation array 2D value
+# value 4D : the best score of any hit to that position.
+# if a given position (key) doesn't exist, this means no hit has
+# been reported to it, and it is an inferred true negative.
+# (3) $pos_nt_HAHR
+# reference to a HAH
+# key 1D: name of each chromosome.
+# size of array 2D: exactly 2 elements
+# array 2D values : element 0 for forward direction element 1 for reverse direction.
+# key 3D: nt position for key 1D orientation array 2D value
+# value 3D : family name X of positive indicating this nt position in this orientation and
+# chromosome is a positive for family X.
+# (4) $fam_sc_HHR
+# refererence to a HH (2D hash) TO BE FILLED IN THIS SUB
+# key 1D: name of family
+# key 2D: name of hit ($fam "." $chrom "." $orient "." $position)
+# value : score of hit
+# (5) $all_sc_HR
+# reference to a hash TO BE FILLED IN THIS SUB
+# key : name of hit ($fam "." $chrom "." $orient "." $position)
+# value : score of hit
+# (6) $all_is_pos_HR
+# reference to a hash TO BE FILLED IN THIS SUB
+# key : name of A POSITIVE hit
+# value : 1 (always)
+# (7) $lower_better
+# 1 if a lower score is better, 0 if higher is better.
+# (8) $ignore_flag
+# "opposite" to ignore any 'negative' hit from family X to
+# a true test sequence in family Y, where X != Y on opposite strand only.
+# "both" to ignore any 'negative' hit from family X to
+# a true test sequence in family Y, where X != Y on both strands.
+# "neither" to not ignore any cross hits.
+#
+#################################################################
+sub parse_glbf_fnt
+{
+ if(scalar(@_) != 8)
+ {
+ die "ERROR in main::parse_glbf_fnt(), expecting 8 arguments\n";
+ }
+ my($in_file, $fam_nt_HHAHR, $pos_nt_HAHR, $fam_sc_HHR, $all_sc_HR, $all_is_pos_HR,
+ $lower_better, $ignore_flag) = @_;
+ open(IN, $in_file) || die "ERROR in main::parse_glbf_fnt() could not open $in_file";
+
+ while($line = <IN>)
+ {
+ if ($line =~ /\>(\S+).*/)
+ {
+ $fam = $1;
+ }
+ elsif ($line =~ /(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s*$/)
+ {
+ $chrom = $1;
+ $score = $2;
+ $begin = $3;
+ $end = $4;
+ $orient = $5;
+
+ #its possible that infernal reported the hit as a reverse so
+ #$begin > $end, switch these two in this case.
+ if($begin > $end) { $temp = $end; $end = $begin; $begin = $temp; }
+
+ # Fill in our %nt_HAH and %fam_nt_HHAH with the information
+ # for each nucleotide in the current hit.
+ #
+ # pseudo code:
+ # for each nt in the hit
+ # check to see if a previous hit spanned it.
+ # If yes, we check to see if the old hit's score was better.
+ # If yes, we do nothing.
+ # If no, replace the score with our new score.
+ # If no, this is the first hit to span that nt.
+ # Set score with our new score.
+ #
+ # we'll deal with determining if the hits are positives
+ # or negatives later.
+
+ for ($i = $begin; $i <= $end; $i++)
+ {
+ #print("\ti : $i | chrom $chrom\n");
+
+ if(!(exists($fam_nt_HHAHR->{$fam}{$chrom})))
+ {
+ die "ERROR in rm_process_glbf.pl::main we've got a hit to a chromosome that we didn't even know existed!\n";
+ }
+ if(exists($fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i}))
+ {
+ #we've already seen a hit to this nt
+ $old_sc = $fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i};
+ if((($lower_better) &&
+ ($old_sc < $score))
+ ||
+ ((!($lower_better)) &&
+ ($old_sc > $score)))
+ {
+ #old hit's score is better - do nothing
+ }
+ else
+ {
+ #new score is better, replace old score
+ $fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i} = $score;
+ }
+ }
+ else
+ {
+ #first hit to this nt - store score
+ $fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i} = $score;
+ }
+ }
+ }
+ }
+ #now name all the hits and add them all by name to
+ #the fam_pos_neg_sc_HH and all_pos_neg_sc_H
+ #, this will be a data structure
+ #that its easy to sort by score with. The old structure
+ #%fam_nt_hhah was used just to ease implementation.
+ #
+ #fam_sc_HH is a 2D hash:
+ # 1D key = family name
+ # 2D key = hit name ($family . "." . $chrom . "." . $orientation . "." position)
+ # value = best score to this nt
+ #all_sc_H is a 1D hash:
+ # key = hit name ($family . "." . $chrom . "." . $orientation . "." position)
+ # value = best score to this nt
+ #all_is_pos_H is a 1D hash:
+ # key = hit name (same as in all_sc_H and fam_sc_HH
+ foreach $fam (keys(%{$fam_nt_HHAHR}))
+ {
+ foreach $chrom (keys(%{$fam_nt_HHAHR->{$fam}}))
+ {
+ for($o = 0; $o < scalar(@{$fam_nt_HHAHR->{$fam}{$chrom}}); $o++)
+ {
+ #$o = 0 or 1 (orientation)
+ foreach $posn (keys(%{$fam_nt_HHAHR->{$fam}{$chrom}[$o]}))
+ {
+ #print("posn : $posn\n");
+ $score = $fam_nt_HHAHR->{$fam}{$chrom}[$o]{$posn};
+ $new_key = $fam . "." . $chrom . "." . $o . "." . "$posn";
+ #Add to family specific hash
+ $fam_sc_HHR->{$fam}{$new_key} = $score;
+ #add to master hash
+ $all_sc_HR->{$new_key} = $score;
+ #printf("added hit to fam $fam : $new_key\n");
+ #now if its a positive, add it to all_is_pos_H
+ if(exists($pos_nt_HAHR->{$chrom}[$o]{$posn}) &&
+ $pos_nt_HAHR->{$chrom}[$o]{$posn} eq $fam)
+ {
+ $all_is_pos_HR->{$new_key} = 1;
+ }
+ elsif(exists($pos_nt_HAHR->{$chrom}[$o]{$posn}) &&
+ $pos_nt_HAHR->{$chrom}[$o]{$posn} ne $fam)
+ {
+ #new added 10.17.05
+ #IF WE'RE IGNORING CROSS-FAMILY HITS (hits from family X to family Y)
+ #we want to ignore this hit!
+ if(($ignore_flag eq "opposite" || $ignore_flag eq "both"))
+ {
+ delete($fam_sc_HHR->{$fam}{$new_key});
+ delete($all_sc_HR->{$new_key});
+ }
+ }
+ #new added 10.28.05
+ #If we're ignoring cross-family hits on either strand,
+ #and this hit overlaps with any true test sequence
+ #on the other strand, we ignore this hit.
+ if($ignore_flag eq "both")
+ {
+ if($o == 0) { $other_o = 1;}
+ else { $other_o = 0;}
+ if(exists($pos_nt_HAHR->{$chrom}[$other_o]{$posn}))
+ {
+ delete($fam_sc_HHR->{$fam}{$new_key});
+ delete($all_sc_HR->{$new_key});
+ }
+ }
+ }
+ }
+ }
+ }
+}
+#################################################################
+
+#################################################################
+#
+# subroutine : parse_glbf_nnt
+# sub class : sequence
+#
+# EPN 10.11.05
+#
+# purpose : Open, read, and store the information in a given
+# .glbf file using the nnt resolution mode.
+#
+# args : (1) $in_file
+# name of .glbf file in current directory
+# (2) $fam_nt_HHAHR
+# reference to a hash of hashes of hashes of arrays of hashes
+# key 1D: family name
+# key 2D: name of each chromosome.
+# size of array 3D: exactly 2 elements
+# array 3D values : element 0 for forward direction element 1 for reverse direction.
+# key 4D: nt position for key 1D orientation array 2D value
+# value 4D : the best score of any hit to that position.
+# if a given position (key) doesn't exist, this means no hit has
+# been reported to it, and it is an inferred true negative.
+# (3) $pos_nt_HAHR
+# reference to a HAH
+# key 1D: name of each chromosome.
+# size of array 2D: exactly 2 elements
+# array 2D values : element 0 for forward direction element 1 for reverse direction.
+# key 3D: nt position for key 1D orientation array 2D value
+# value 3D : family name X of positive indicating this nt position in this orientation and
+# chromosome is a positive for family X.
+# (4) $pos_chrom_begin_HHHHR
+# reference to a 4D hash
+# key 1D: name of a family
+# key 2D: name of orientation
+# key 3D: name of chromosome
+# key 4D: name of true test sequence (name from Rfam alignment)
+# value : beginning position of true test sequence
+# (5) $pos_chrom_end_HHHHR
+# reference to a 4D hash
+# key 1D: name of a family
+# key 2D: name of orientation
+# key 3D: name of chromosome
+# key 4D: name of true test sequence (name from Rfam alignment)
+# value : end position of true test sequence
+# (6) $fam_sc_HHR
+# refererence to a HH (2D hash) TO BE FILLED IN THIS SUB
+# key 1D: name of family
+# key 2D: name of hit ($fam "." $chrom "." $orient "." $position)
+# value : score of hit
+# (7) $all_sc_HR
+# reference to a hash TO BE FILLED IN THIS SUB
+# key : name of hit ($fam "." $chrom "." $orient "." $position)
+# value : score of hit
+# (8) $all_is_pos_HR+
+# reference to a hash TO BE FILLED IN THIS SUB
+# key : name of A POSITIVE hit
+# value : 1 (always)
+# (9) $lower_better
+# 1 if a lower score is better, 0 if higher is better.
+# (10) $ignore_flag
+# "opposite" to ignore any 'negative' hit from family X to
+# a true test sequence in family Y, where X != Y on correct strand only.
+# "both" to ignore any 'negative' hit from family X to
+# a true test sequence in family Y, where X != Y on both strands.
+# "neither" to not ignore any cross hits.
+#
+#################################################################
+sub parse_glbf_nnt
+{
+ if(scalar(@_) != 10)
+ {
+ die "ERROR in main::parse_glbf_nnt(), expecting 10 arguments\n";
+ }
+ my($in_file, $fam_nt_HHAHR, $pos_nt_HAHR, $pos_chrom_begin_HHHHR, $pos_chrom_end_HHHHR, $fam_sc_HHR, $all_sc_HR, $all_is_pos_HR, $lower_better, $ignore_flag) = @_;
+ open(IN, $in_file) || die "ERROR in main::parse_glbf_nnt() could not open $in_file";
+
+ $min_overlap_fract = 0.5;
+ while($line = <IN>)
+ {
+ if ($line =~ /\>(\S+).*/)
+ {
+ $fam = $1;
+ }
+ elsif ($line =~ /(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s*$/)
+ {
+ $chrom = $1;
+ $score = $2;
+ $begin = $3;
+ $end = $4;
+ $orient = $5;
+ #printf("\n\nexamining hit : chrom : $chrom | score : $score | begin : $begin | end : $end\n");
+ #its possible that infernal reported the hit as a reverse so
+ #$begin > $end, switch these two in this case.
+ if($begin > $end) { $temp = $end; $end = $begin; $begin = $temp; }
+ #is this a positive hit?
+ $found_pos = 0;
+ foreach $pos_key (keys(%{$pos_chrom_begin_HHHHR->{$fam}{$orient}{$chrom}}))
+ {
+ #print("pos : $pos_key | begin : $pos_chrom_begin_hash{$fam}{$chrom}{$pos_key} | end : $pos_chrom_end_hash{$fam}{$chrom}{$pos_key}\n");
+ #for the overlap call its important $begin and $end of the
+ #hit go first, requiring only that $min_overlap_fract
+ #of the hit must be inside the positive region.
+ if(overlap($begin,
+ $end,
+ $pos_chrom_begin_HHHHR->{$fam}{$orient}{$chrom}{$pos_key},
+ $pos_chrom_end_HHHHR->{$fam}{$orient}{$chrom}{$pos_key},
+ $min_overlap_fract))
+ {
+ if($found_pos) #this means our hit overlaps two positives
+ #not sure what to do here - abort!
+ {
+ die "ERROR in parse_glbf_nnt hit to $chrom : $begin-$end overlaps > 1 positive.\n";
+ }
+ $found_pos = 1;
+ $pos_id = $pos_key;
+ }
+ }
+ if($found_pos)
+ {
+ #printf("found a positive\n");
+ #the current hit overlaps with a positive
+ if(exists($found_pos_hash{$pos_id}))
+ {
+ #a different hit overlaps with the same positive
+ if((($lower_better) &&
+ ($fam_sc_HHR->{$fam}{$pos_id} < $score))
+ ||
+ ((!($lower_better)) &&
+ ($fam_sc_HHR->{$fam}{$pos_id} > $score)))
+ {
+ #the old hit that overlaps with this positive is better!
+ #do nothing
+ #printf("old hit : $pos_id sc : $fam_sc_HHR->{$fam}{$pos_id} is better\n");
+ }
+ else
+ {
+ #new hit has better score, modify score of best hit.
+ #printf("new hit sc $score better than old hit $pos_id sc : $fam_sc_HHR->{$fam}{$pos_id}\n");
+ $fam_sc_HHR->{$fam}{$pos_id} = $score;
+ $all_sc_HR->{$pos_id} = $score;
+ $all_is_pos_HR->{$pos_id} = $score;
+ }
+ }
+ else
+ {
+ #there currently is no hit to this positive hit
+ #add the new one
+ $fam_sc_HHR->{$fam}{$pos_id} = $score;
+ $all_sc_HR->{$pos_id} = $score;
+ $all_is_pos_HR->{$pos_id} = $score;
+ $found_pos_hash{$pos_id} = 1;
+ #printf("no current hit to $pos_id\n");
+ }
+ }
+ else
+ {
+ #this hit does not overlap with a positive, its a negative
+ #new added 10.17.05
+ #IF WE'RE IGNORING CROSS-FAMILY HITS (hits from family X to family Y)
+ #we IGNORE THIS HIT!
+ $ignore_this_seq = 0;
+ if($ignore_flag eq "opposite")
+ {
+ foreach $other_fam(keys(%{$pos_chrom_begin_HHHHR}))
+ {
+ if($other_fam ne $fam)
+ {
+ foreach $pos_key (keys(%{$pos_chrom_begin_HHHHR->{$other_fam}{$orient}{$chrom}}))
+ {
+ if(overlap($begin,
+ $end,
+ $pos_chrom_begin_HHHHR->{$other_fam}{$orient}{$chrom}{$pos_key},
+ $pos_chrom_end_HHHHR->{$other_fam}{$orient}{$chrom}{$pos_key},
+ $min_overlap_fract))
+ {
+ $ignore_this_seq = 1;
+ }
+ }
+ }
+ }
+ }
+
+ #this hit does not overlap with a positive, its a negative
+ #new added 10.28.05
+ #IF WE'RE IGNORING CROSS-FAMILY HITS (hits from family X to family Y)
+ #ON EITHER STRAND we IGNORE THIS HIT!
+ elsif($ignore_flag eq "both")
+ {
+ foreach $other_fam(keys(%{$pos_chrom_begin_HHHHR}))
+ {
+ foreach $orient_key (0,1)
+ {
+ foreach $pos_key (keys(%{$pos_chrom_begin_HHHHR->{$other_fam}{$orient_key}{$chrom}}))
+ {
+ if(overlap($begin,
+ $end,
+ $pos_chrom_begin_HHHHR->{$other_fam}{$orient_key}{$chrom}{$pos_key},
+ $pos_chrom_end_HHHHR->{$other_fam}{$orient_key}{$chrom}{$pos_key},
+ $min_overlap_fract))
+ {
+ $ignore_this_seq = 1;
+ }
+ }
+ }
+ }
+ }
+
+ #now if $ignore_this_seq is 1, we know we have a cross-hit, so we skip the rest
+ if(!($ignore_this_seq))
+ {
+ #print("not a positive but a negative\n");
+ # We've got a negative.
+ # Pseudo-code of how to deal with negatives:
+ # for each nucleotide that this negative hit spans
+ # check to see if a previous negative hit spanned it.
+ # If yes, we check to see if the old hit's score was better.
+ # {
+ # If yes, we do nothing.
+ # If no, replace the score with our new score.
+ # }
+ # If no, this is the first negative to span that nt.
+ # Set score with our new score.
+ #
+ # There is a 'special' case to handle.
+ # If the negative hit bleeds into a positive region
+ # but the hit doesn't qualify as a positive by our
+ # overlap criterion (if it did we wouldn't have entered
+ # this else{ ), then we ignore those nucleotides that bled
+ # into the positive (mainly because I'm not sure how to deal
+ # with them, they're not really negatives...)
+ #
+
+ for ($i = $begin; $i <= $end; $i++)
+ {
+ #print("\ti : $i | chrom $chrom\n");
+
+ if(!(exists($fam_nt_HHAHR->{$fam}{$chrom})))
+ {
+ die "ERROR in parse_glbf_nnt() we've got a hit to a chromosome that we didn't even know existed!\n";
+ }
+ if(exists($fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i}))
+ {
+ #either we've already seen a negative hit to this nt
+ #or its spanned by a positive
+ $old_neg_sc = $fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i};
+ if($pos_nt_HAHR->{$chrom}[$orient]{$i} ne $fam)
+ {
+ #its not a positive for the current family
+ #it must be a negative nt we've already seen a hit to
+ if((($lower_better) &&
+ ($old_neg_sc < $score))
+ ||
+ ((!($lower_better)) &&
+ ($old_neg_sc > $score)))
+ {
+ #old hit's score is better
+ #do nothing
+ }
+ else
+ {
+ #new score is better, replace old score
+ $fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i} = $score;
+ }
+ }
+ else
+ {
+ #curr nt is spanned by a positive, skip.
+ }
+ }
+ else
+ {
+ #no previous negative spanned this nt and its ! a positive
+ $fam_nt_HHAHR->{$fam}{$chrom}[$orient]{$i} = $score;
+ }
+ }
+ }
+ }
+ }
+ }
+ #we've already added the positive hits to %all_sc_H and %fam_sc_H
+ #now name all the NEGATIVE hits and add them all by name to
+ #the fam_pos_neg_sc_HH and all_pos_neg_sc_H
+ #, this will be a data structure
+ #that its easy to sort by score with. The old structure
+ #%fam_nt_hhah was used just to ease implementation.
+ #
+ #fam_sc_HH is a 2D hash:
+ # 1D key = family name
+ # 2D key = hit name ($family . "." . $chrom . "." . $orientation . "." position)
+ # value = best score to this nt
+ #all_sc_H is a 1D hash:
+ # key = hit name ($family . "." . $chrom . "." . $orientation . "." position)
+ # value = best score to this nt
+ #all_is_pos_H is a 1D hash:
+ # key = hit name NAME OF TRUE TEST SEQUENCE FROM RFAM
+ foreach $fam (keys(%{$fam_nt_HHAHR}))
+ {
+ foreach $chrom (keys(%{$fam_nt_HHAHR->{$fam}}))
+ {
+ for($o = 0; $o < scalar(@{$fam_nt_HHAHR->{$fam}{$chrom}}); $o++)
+ {
+ #$o = 0 or 1 (orientation)
+ foreach $posn (keys(%{$fam_nt_HHAHR->{$fam}{$chrom}[$o]}))
+ {
+ #print("posn : $posn\n");
+ $score = $fam_nt_HHAHR->{$fam}{$chrom}[$o]{$posn};
+ $new_key = $fam . "." . $chrom . "." . $o . "." . "$posn";
+ #Add to family specific hash
+ $fam_sc_HHR->{$fam}{$new_key} = $score;
+ #add to master hash
+ $all_sc_HR->{$new_key} = $score;
+ #printf("added hit to fam $fam : $new_key\n");
+ }
+ }
+ }
+ }
+}
+#################################################################
+
+#################################################################
+#
+# subroutine : parse_glbf_hit
+# sub class : sequence
+#
+# EPN 10.11.05
+#
+# purpose : Open, read, and store the information in a given
+# .glbf file using the hit resolution mode.
+#
+# args : (1) $in_file
+# name of .glbf file in current directory
+# (2) $pos_chrom_begin_HHHHR
+# reference to a 4D hash
+# key 1D: name of a family
+# key 2D: name of orientation
+# key 3D: name of chromosome
+# key 4D: name of true test sequence (name from Rfam alignment)
+# value : beginning position of true test sequence
+# (3) $pos_chrom_end_HHHHR
+# reference to a 4D hash
+# key 1D: name of a family
+# key 2D: name of orientation
+# key 3D: name of chromosome
+# key 4D: name of true test sequence (name from Rfam alignment)
+# value : end position of true test sequence
+# (4) $fam_sc_HHR
+# refererence to a HH (2D hash) TO BE FILLED IN THIS SUB
+# key 1D: name of family
+# key 2D: name of hit ($fam "." $chrom "." $orient "." $position)
+# value : score of hit
+# (5) $all_sc_HR
+# reference to a hash TO BE FILLED IN THIS SUB
+# key : name of hit ($fam "." $chrom "." $orient "." $position)
+# value : score of hit
+# (6) $all_is_pos_HR
+# reference to a hash TO BE FILLED IN THIS SUB
+# key : name of A POSITIVE hit
+# value : 1 (always)
+# (7) $lower_better
+# 1 if a lower score is better, 0 if higher is better.
+# (8) $ignore_flag
+# "opposite" to ignore any 'negative' hit from family X to
+# a true test sequence in family Y, where X != Y on correct strand only.
+# "both" to ignore any 'negative' hit from family X to
+# a true test sequence in family Y, where X != Y on both strands.
+# "neither" to not ignore any cross hits.
+#
+#################################################################
+sub parse_glbf_hit
+{
+ if(scalar(@_) != 8)
+ {
+ die "ERROR in main::parse_glbf_hit(), expecting 8 arguments\n";
+ }
+ my($in_file, $pos_chrom_begin_HHHHR, $pos_chrom_end_HHHHR, $fam_sc_HHR, $all_sc_HR,
+ $all_is_pos_HR, $lower_better, $ignore_flag) = @_;
+ open(IN, $in_file) || die "ERROR in main::parse_glbf_hit() could not open $in_file";
+
+ $min_overlap_fract = 0.5;
+ while($line = <IN>)
+ {
+ if ($line =~ /\>(\S+).*/)
+ {
+ $fam = $1;
+ }
+ elsif ($line =~ /(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s+(\S+)\s*$/)
+ {
+ $chrom = $1;
+ $score = $2;
+ $begin = $3;
+ $end = $4;
+ $orient = $5;
+ #printf("fam: $fam examining hit : chrom : $chrom | score : $score | begin : $begin | end : $end\n");
+ #its possible that infernal reported the hit as a reverse so
+ #$begin > $end, switch these two in this case.
+ if($begin > $end) { $temp = $end; $end = $begin; $begin = $temp; }
+ #is this a positive hit?
+ $found_pos = 0;
+ foreach $pos_key (keys(%{$pos_chrom_begin_HHHHR->{$fam}{$orient}{$chrom}}))
+ {
+ #print("pos : $pos_key | begin : $pos_chrom_begin_HHHHR->{$fam}{$orient}{$chrom}{$pos_key} | end : $pos_chrom_end_HHHHR->{$fam}{$orient}{$chrom}{$pos_key}\n");
+ #for the overlap call its important $begin and $end of the
+ #hit go first, requiring only that $min_overlap_fract
+ #of the hit must be inside the positive region.
+ if(overlap($begin,
+ $end,
+ $pos_chrom_begin_HHHHR->{$fam}{$orient}{$chrom}{$pos_key},
+ $pos_chrom_end_HHHHR->{$fam}{$orient}{$chrom}{$pos_key},
+ $min_overlap_fract))
+ {
+ if($found_pos) #this means our hit overlaps two positives
+ #not sure what to do here - abort!
+ {
+ die "ERROR in parse_glbf_hit hit to $chrom : $begin-$end overlaps > 1 positive.\n";
+ }
+ $found_pos = 1;
+ $pos_id = $pos_key;
+ }
+ }
+ if($found_pos)
+ {
+ #printf("found a positive\n");
+ #the current hit overlaps with a positive
+ if(exists($found_pos_hash{$pos_id}))
+ {
+ #a different hit overlaps with the same positive
+ if((($lower_better) &&
+ ($fam_sc_HHR->{$fam}{$pos_id} < $score))
+ ||
+ ((!($lower_better)) &&
+ ($fam_sc_HHR->{$fam}{$pos_id} > $score)))
+ {
+ #the old hit that overlaps with this positive is better!
+ #do nothing
+ #printf("old hit : $pos_id sc : $fam_sc_HHR->{$fam}{$pos_id} is better\n");
+ }
+ else
+ {
+ #new hit has better score, modify score of best hit.
+ #printf("new hit sc $score better than old hit $pos_id sc : $fam_sc_HHR->{$fam}{$pos_id}\n");
+ $fam_sc_HHR->{$fam}{$pos_id} = $score;
+ $all_sc_HR->{$pos_id} = $score;
+ $all_is_pos_HR->{$pos_id} = $score;
+ }
+ }
+ else
+ {
+ #there currently is no hit to this positive hit
+ #add the new one
+ $fam_sc_HHR->{$fam}{$pos_id} = $score;
+ $all_sc_HR->{$pos_id} = $score;
+ $all_is_pos_HR->{$pos_id} = $score;
+ $found_pos_hash{$pos_id} = 1;
+ #printf("no current hit to $pos_id\n");
+ }
+ }
+ else
+ {
+ #IF HIT MODE:
+ @neg_id_arr = ();
+ #this hit does not overlap with a positive, its a negative
+ #IF WE'RE IGNORING CROSS-FAMILY HITS (hits from family X to family Y)
+ #we IGNORE THIS HIT!
+ $ignore_this_seq = 0;
+ if($ignore_flag eq "opposite")
+ {
+ foreach $other_fam(keys(%{$pos_chrom_begin_HHHHR}))
+ {
+ if($other_fam ne $fam)
+ {
+ foreach $pos_key (keys(%{$pos_chrom_begin_HHHHR->{$other_fam}{$orient}{$chrom}}))
+ {
+ if(overlap($begin,
+ $end,
+ $pos_chrom_begin_HHHHR->{$other_fam}{$orient}{$chrom}{$pos_key},
+ $pos_chrom_end_HHHHR->{$other_fam}{$orient}{$chrom}{$pos_key},
+ $min_overlap_fract))
+ {
+ $ignore_this_seq = 1;
+ }
+ }
+ }
+ }
+ }
+ #this hit does not overlap with a positive, its a negative
+ #new added 10.28.05
+ #IF WE'RE IGNORING CROSS-FAMILY HITS (hits from family X to family Y)
+ #ON EITHER STRAND we IGNORE THIS HIT!
+ elsif($ignore_flag eq "both")
+ {
+ foreach $other_fam(keys(%{$pos_chrom_begin_HHHHR}))
+ {
+ foreach $orient_key (0,1)
+ {
+ foreach $pos_key (keys(%{$pos_chrom_begin_HHHHR->{$other_fam}{$orient_key}{$chrom}}))
+ {
+ if(overlap($begin,
+ $end,
+ $pos_chrom_begin_HHHHR->{$other_fam}{$orient_key}{$chrom}{$pos_key},
+ $pos_chrom_end_HHHHR->{$other_fam}{$orient_key}{$chrom}{$pos_key},
+ $min_overlap_fract))
+ {
+ $ignore_this_seq = 1;
+ }
+ }
+ }
+ }
+ }
+
+
+ #now if $ignore_this_seq is 1, we know we have a cross-hit, so we skip the rest
+ if(!($ignore_this_seq))
+ {
+ #we check to see if we already have a negative that overlaps
+ #with this hit significantly (> $min_overlap_fract).
+ $found_neg = 0;
+ foreach $neg_key (keys(%{$neg_chrom_HHHH{$fam}{$orient}{$chrom}}))
+ {
+ #for the overlap call its important $begin and $end of the
+ #hit go first, requiring only that $min_overlap_fract
+ #of the hit must be inside the positive region.
+ if(overlap($begin,
+ $end,
+ $neg_begin_hash{$fam}{$neg_key},
+ $neg_end_hash{$fam}{$neg_key},
+ $min_overlap_fract))
+ {
+ #printf("found overlap with $neg_key\n");
+ #09.19.05 decided to allow multiple hits to same
+ #negative, either we delete them both or keep them both
+ $found_neg = 1;
+ push(@neg_id_arr, $neg_key);
+ #$neg_id = $neg_key;
+ }
+ }
+ if($found_neg)
+ {
+ $keep_old = 0;
+ foreach $neg_id (@neg_id_arr)
+ {
+ #printf("curr hit overlaps with another negative we've already seen\n");
+ #the current hit is negative and overlaps with another negative
+ #we've already seen
+ if((($lower_better) &&
+ ($fam_sc_HHR->{$fam}{$neg_id} < $score))
+ ||
+ ((!($lower_better)) &&
+ ($fam_sc_HHR->{$fam}{$neg_id} > $score)))
+ {
+ #printf("old hit $neg_id sc : $fam_sc_HHR->{$fam}{$neg_id} is better score than $score: do nothing\n");
+ #the old hit that overlaps with this negative is better!
+ $keep_old = 1;
+ #do nothing
+ }
+ else
+ {
+ #printf("old hit $neg_id sc : $fam_sc_HHR->{$fam}{$neg_id} is worse than sc : $score replace it\n");
+ }
+ }
+ if(!($keep_old))
+ {
+ #new hit has better score, delete old hit(s), add new hit
+ foreach $neg_id (@neg_id_arr)
+ {
+ delete($fam_sc_HHR->{$fam}{$neg_id});
+ delete($all_sc_HR->{$neg_id});
+ delete($neg_begin_hash{$fam}{$neg_id});
+ delete($neg_end_hash{$fam}{$neg_id});
+ delete($neg_chrom_HHHH{$fam}{$orient}{$chrom}{$neg_id});
+ }
+ $hit_name = $fam . "." . $chrom . "." . $orient . "." . $begin . "-" . $end;
+ $all_sc_HR->{$hit_name} = $score;
+ $fam_sc_HHR->{$fam}{$hit_name} = $score;
+ $neg_begin_hash{$fam}{$hit_name} = $begin;
+ $neg_end_hash{$fam}{$hit_name} = $end;
+ $neg_chrom_HHHH{$fam}{$orient}{$chrom}{$hit_name} = 1;
+ }
+ }
+ else
+ {
+ #printf("new negative from $begin to $end on $chrom\n");
+ #there currently is no other negative overlapping with this negative
+ #add the new one
+ $hit_name = $fam . "." . $chrom . "." . $orient . "." . $begin . "-" . $end;
+ $fam_sc_HHR->{$fam}{$hit_name} = $score;
+ $all_sc_HR->{$hit_name} = $score;
+ $neg_begin_hash{$fam}{$hit_name} = $begin;
+ $neg_end_hash{$fam}{$hit_name} = $end;
+ $neg_chrom_HHHH{$fam}{$orient}{$chrom}{$hit_name} = 1;
+ }
+ }
+ }
+ }
+ }
+}
diff --git a/benchmarks/cmsearch-rmark/rmark_times.pl b/benchmarks/cmsearch-rmark/rmark_times.pl
new file mode 100644
index 0000000..e891441
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmark_times.pl
@@ -0,0 +1,21 @@
+while(<>)
+{
+ if(/total:search_runtime\(secs_elapsed\): (\S+)/)
+ {
+ $secs{$fam} += $1;
+ $total_secs += $1;
+ }
+ elsif(/(\S+):search_runtime\(secs_elapsed\): (\S+)/)
+ {
+ $fam = $1;
+ }
+}
+foreach $fam (sort keys(%secs))
+{
+ $hrs{$fam} = $secs{$fam} / 3600;
+ $total_hrs += $hrs{$fam};
+ printf("$fam:search_runtime(secs_elapsed): $secs{$fam}\n");
+ printf("$fam:search_runtime(hrs_elapsed): %.4f\n", $hrs{$fam});
+}
+printf("total:search_runtime(secs_elapsed): $total_secs\n");
+printf("total:search_runtime(hrs_elapsed): %.4f\n", $total_hrs);
diff --git a/benchmarks/cmsearch-rmark/rmk_files/blast_w7.rmk b/benchmarks/cmsearch-rmark/rmk_files/blast_w7.rmk
new file mode 100644
index 0000000..6e6f054
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/blast_w7.rmk
@@ -0,0 +1,4 @@
+# blast_w7.rmk : use word length of 7 for wublast.
+$options = " -W 7 ";
+#
+1;
\ No newline at end of file
diff --git a/benchmarks/cmsearch-rmark/rmk_files/inf-55.rmk b/benchmarks/cmsearch-rmark/rmk_files/inf-55.rmk
new file mode 100644
index 0000000..9a18226
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/inf-55.rmk
@@ -0,0 +1,18 @@
+# inf-0.55.rmk: options for a infernal 0.55 rmark benchmark
+# with default options (plus-1 priors, no entropy
+# weighting, and no QDB).
+#
+# This infernal benchmark corresponds to Table 6 row 2, and the
+# "Infernal v0.55, non-banded" ROC curve in Figure 5 of the
+# banded CYK manuscript. To duplicate those results cmsearch-0.55
+# and cmbuild-0.55 must be infernal version 0.55 executables (not
+# included in the version 0.71 distribution). Also, when running
+# this benchmark use the infernal_55_W_t8.rmm file instead of
+# infernal.rmm. (infernal_55_W_t8.rmm presets the W parameter
+# for each model in the benchmark as calc'ed with plus-1 priors
+# and no entropy weighting in cmbuild verion 0.71. cmbuild-0.55
+# required that the user input a sensible W value.)
+#
+$cmb = "cmbuild-0.55";
+$cms = "cmsearch-0.55 --local";
+1;
diff --git a/benchmarks/cmsearch-rmark/rmk_files/inf-72.rmk b/benchmarks/cmsearch-rmark/rmk_files/inf-72.rmk
new file mode 100644
index 0000000..9097a25
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/inf-72.rmk
@@ -0,0 +1,12 @@
+# inf-72.rmk: options for a infernal 0.72 rmark benchmark
+# with default priors, default entropy weighting
+# and no QDB.
+#
+# This infernal benchmark corresponds to Table 6 row 6, and the
+# "Infernal v0.72, non-banded" ROC curve in Figure 5 of the
+# banded cyk manuscript. To duplicate those results, cmsearch
+# and cmbuild must be infernal version 0.72 executables.
+#
+$cmb = "cmbuild";
+$cms = "cmsearch --local --noqdb";
+1;
diff --git a/benchmarks/cmsearch-rmark/rmk_files/inf_noent-72.rmk b/benchmarks/cmsearch-rmark/rmk_files/inf_noent-72.rmk
new file mode 100644
index 0000000..59132c0
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/inf_noent-72.rmk
@@ -0,0 +1,12 @@
+# inf_noent-72.rmk: options for a infernal 0.72 rmark benchmark
+# with default priors, and no entropy weighting
+# ('noent', the cmbuild --effnone option) and
+# no QDB.
+#
+# This infernal benchmark corresponds to Table 6 row 5 of the banded
+# cyk manuscript. To duplicate those results cmsearch and cmbuild
+# must be infernal version 0.72 executables.
+#
+$cmb = "cmbuild --effnone";
+$cms = "cmsearch --local --noqdb";
+1;
diff --git a/benchmarks/cmsearch-rmark/rmk_files/inf_p1-72.rmk b/benchmarks/cmsearch-rmark/rmk_files/inf_p1-72.rmk
new file mode 100644
index 0000000..e22724d
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/inf_p1-72.rmk
@@ -0,0 +1,11 @@
+# inf_p1-72.rmk: options for a infernal 0.72 rmark benchmark
+# with plus-1 priors ('p1'), default entropy
+# weighting, and no QDB.
+#
+# This infernal benchmark corresponds to Table 6 row 4 of the banded
+# cyk manuscript. To duplicate those results cmsearch and cmbuild
+# must be infernal version 0.72 executables.
+#
+$cmb = "cmbuild --priorfile plus1.prior";
+$cms = "cmsearch --local --noqdb";
+1;
diff --git a/benchmarks/cmsearch-rmark/rmk_files/inf_p1_noent-72.rmk b/benchmarks/cmsearch-rmark/rmk_files/inf_p1_noent-72.rmk
new file mode 100644
index 0000000..118b0e0
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/inf_p1_noent-72.rmk
@@ -0,0 +1,12 @@
+# inf_p1_noent-72.rmk: options for a infernal 0.72 rmark benchmark
+# with plus-1 priors ('p1') and no entropy
+# weighting ('noent', the cmbuild --effnone
+# option) and no QDB.
+#
+# This infernal benchmark corresponds to Table 6 row 3 of the banded
+# cyk manuscript. To duplicate those results, cmsearch and cmbuild
+# must be infernal version 0.72 executables.
+#
+$cmb = "cmbuild --priorfile plus1.prior --effnone";
+$cms = "cmsearch --local --noqdb";
+1;
diff --git a/benchmarks/cmsearch-rmark/rmk_files/inf_qdb-72.rmk b/benchmarks/cmsearch-rmark/rmk_files/inf_qdb-72.rmk
new file mode 100644
index 0000000..192a5c5
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/rmk_files/inf_qdb-72.rmk
@@ -0,0 +1,12 @@
+# inf_qdb-72.rmk: options for a infernal 0.72 rmark benchmark
+# with default priors, default entropy weighting
+# and QDB (default in cmsearch 0.72).
+#
+# This infernal benchmark corresponds to Table 7 row 3, and the
+# "Infernal v0.72, with QDB, \beta=1E-7" ROC curve in Figure 5 of the
+# of the banded cyk manuscript. To duplicate those results, cmsearch
+# and cmbuild must be infernal version 0.72 executables.
+#
+$cmb = "cmbuild-0.72 ";
+$cms = "cmsearch-0.72 --local ";
+1;
diff --git a/benchmarks/cmsearch-rmark/sre.pl b/benchmarks/cmsearch-rmark/sre.pl
new file mode 100644
index 0000000..9136717
--- /dev/null
+++ b/benchmarks/cmsearch-rmark/sre.pl
@@ -0,0 +1,176 @@
+# Personal library of Perl functions.
+#
+# Thu Feb 22 09:18:39 1996 -- FASTA reading/writing added.
+
+
+
+package SRE_perlstuff;
+
+require "importenv.pl";
+
+# Function: tempname
+#
+# Returns a unique temporary filename.
+#
+# Should be robust. Uses the pid as part of the temp name
+# to prevent other processes from clashing. A two-letter
+# code is also added, so a given process can request
+# up to 676 temp file names (26*26). An "sre" code is
+# also added to distinguish these temp files from those
+# made by other programs.
+#
+# Returns nothing if it fails to get a temp file name.
+#
+# Normally puts temp files to /tmp. This directory can
+# be overridden by an environment variable TMPDIR
+#
+sub main'tempname {
+ local ($dir, $name);
+ if ($TMPDIR) { $dir = $TMPDIR; } else {$dir = "/tmp";}
+
+ foreach $suffix ("aa".."zz") {
+ $name = "$dir/sre$suffix$$";
+ if (! (-e $name)) {
+ open(TMP,">$name") || die; # Touch it to reserve it.
+ close(TMP);
+ return "$name";
+ }
+ }
+}
+
+
+# Function: alistat(file)
+#
+# Calls 'alistat'.
+# Returns the average, high/low % identities, and length
+# for an the alignment.
+# Dies if 'alistat' fails.
+#
+sub main'alistat {
+ local($file) = @_;
+ local($output, $nseq, $nres, $minlen, $maxlen, $avlen);
+ local($alilen, $id, $high, $low, $outlier);
+ $output = `alistat $file`;
+ die ("alistat failed; died") unless ($? == 0);
+ if ($output =~ /Number of sequences:\s+(\d+)/) { $nseq = $1; }
+ if ($output =~ /Total \# of residues:\s+(\d+)/) { $nres = $1; }
+ if ($output =~ /Smallest:\s+(\d+)/) { $minlen = $1; }
+ if ($output =~ /Largest:\s+(\d+)/) { $maxlen = $1; }
+ if ($output =~ /Average length:\s+(\S+)/) { $avlen = $1; }
+ if ($output =~ /Alignment length:\s+(\d+)/) { $alilen = $1; }
+ if ($output =~ /Average identity:\s+(\d+)%/) { $id = $1; }
+ if ($output =~ /Most related pair:\s+(\d+)%/) { $high = $1; }
+ if ($output =~ /Most unrelated pair:\s+(\d+)%/) { $low = $1; }
+ if ($output =~ /Most distant seq:\s+(\d+)/) { $outlier = $1; }
+ ($nseq, $nres, $minlen, $maxlen, $avlen, $alilen, $id, $high, $low, $outlier);
+}
+
+
+# Function: seqstat(file)
+#
+# Calls 'seqstat'.
+# Returns the number of sequences in the file,
+# and their maximum and minimum length, and their avg. len.
+# Dies if 'seqstat' fails.
+#
+sub main'seqstat {
+ local($file) = @_;
+ local($output, $nseq, $fromlen, $tolen, $avlen);
+ $output = `seqstat $file`;
+ die ("seqstat failed; died") unless ($? == 0);
+ if ($output =~ /Number of sequences:\s+(\d+)/) {$nseq = $1; }
+ if ($output =~ /Smallest:\s+(\d+)/) {$fromlen = $1; }
+ if ($output =~ /Largest:\s+(\d+)/) {$tolen = $1; }
+ if ($output =~ /Average length:\s+(\S+)/) { $avlen = $1;}
+ ($nseq, $fromlen, $tolen, $avlen);
+}
+
+# Function: gdfcount(GDF file)
+#
+# Counts nseqs, ndomains, and nresidues covered in a
+# GDF format file.
+# Usage: ($nseqs, $ndomains, $nresidues) = &gdfcount("foo.gdf");
+#
+sub main'gdfcount {
+ local($file) = @_;
+ local($nseqs, $ndomains, $nresidues, %hmmhit);
+
+ $nseqs = $ndomains = $nresidues = 0;
+ open(TMP,"$file") || die("file open failed for $file");
+ while (<TMP>) {
+ if (/^\s*\S+\s+(\d+)\s+(\d+)\s+(\S+)/) {
+ $ndomains++;
+ $nresidues += $2 - $1 + 1;
+ if (! $hmmhit{$3}) { $nseqs++; }
+ $hmmhit{$3} = 1;
+ }
+ }
+ close(TMP);
+ ($nseqs, $ndomains, $nresidues);
+}
+
+##########################################
+# FASTA reading/writing functions
+##########################################
+
+# Function: open_fasta($filename)
+#
+# Opens a FASTA file. Keeps the open file handle
+# as a package global variable. (I.e. don't open
+# more than one FASTA file at a time.)
+#
+sub main'open_fasta {
+ local($fname) = @_;
+ open(FASTA, $fname) || die("Failed to open FASTA file $fname\n");
+ $SavedLine = "";
+ 1;
+}
+sub main'close_fasta {
+ close(FASTA);
+ 1;
+}
+
+# Function: read_fasta(*name, *desc, *seq)
+#
+# Sequential read of FASTA file.
+# Returns 0 when there are no more sequences.
+#
+sub main'read_fasta {
+ local(*name, *desc, *seq) = @_;
+
+ while (($SavedLine =~ /^>/) || ($SavedLine = <FASTA>))
+ {
+ if (($name, $desc) = ($SavedLine =~ /^>\s*(\S+)\s*(.*)$/))
+ {
+ $seq = "";
+ while ($SavedLine = <FASTA>)
+ {
+ if ($SavedLine =~ /^>/) { last; }
+ $SavedLine =~ s/[ \n\t]//g; # strip whitespace
+ $seq = $seq.$SavedLine;
+ }
+ return 1;
+ }
+ }
+ 0;
+}
+
+# Function: write_fasta(*FILEHANDLE, $name, $desc, $seq)
+#
+sub main'write_fasta {
+ local(*FASTA, $name, $desc, $seq) = @_;
+ local($pos, $line, $length);
+
+ $length = length($seq);
+
+ print FASTA ">$name $desc\n";
+ for ($pos = 0; $pos < $length; $pos += 60)
+ {
+ $line = substr($seq,$pos,60);
+ print FASTA $line, "\n";
+ }
+ 1;
+}
+
+
+1; # This "1" must be here or require fails.
diff --git a/config.guess b/config.guess
new file mode 100644
index 0000000..dd1688b
--- /dev/null
+++ b/config.guess
@@ -0,0 +1,1459 @@
+#! /bin/sh
+# Attempt to guess a canonical system name.
+# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999,
+# 2000, 2001, 2002, 2003 Free Software Foundation, Inc.
+
+timestamp='2004-06-11'
+
+# This file is free software; you can redistribute it and/or modify it
+# under the terms of the GNU General Public License as published by
+# the Free Software Foundation; either version 2 of the License, or
+# (at your option) any later version.
+#
+# This program is distributed in the hope that it will be useful, but
+# WITHOUT ANY WARRANTY; without even the implied warranty of
+# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
+# General Public License for more details.
+#
+# You should have received a copy of the GNU General Public License
+# along with this program; if not, write to the Free Software
+# Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
+#
+# As a special exception to the GNU General Public License, if you
+# distribute this file as part of a program that contains a
+# configuration script generated by Autoconf, you may include it under
+# the same distribution terms that you use for the rest of that program.
+
+# Originally written by Per Bothner <per at bothner.com>.
+# Please send patches to <config-patches at gnu.org>. Submit a context
+# diff and a properly formatted ChangeLog entry.
+#
+# This script attempts to guess a canonical system name similar to
+# config.sub. If it succeeds, it prints the system name on stdout, and
+# exits with 0. Otherwise, it exits with 1.
+#
+# The plan is that this can be called by configure scripts if you
+# don't specify an explicit build system type.
+
+me=`echo "$0" | sed -e 's,.*/,,'`
+
+usage="\
+Usage: $0 [OPTION]
+
+Output the configuration name of the system \`$me' is run on.
+
+Operation modes:
+ -h, --help print this help, then exit
+ -t, --time-stamp print date of last modification, then exit
+ -v, --version print version number, then exit
+
+Report bugs and patches to <config-patches at gnu.org>."
+
+version="\
+GNU config.guess ($timestamp)
+
+Originally written by Per Bothner.
+Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
+Free Software Foundation, Inc.
+
+This is free software; see the source for copying conditions. There is NO
+warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
+
+help="
+Try \`$me --help' for more information."
+
+# Parse command line
+while test $# -gt 0 ; do
+ case $1 in
+ --time-stamp | --time* | -t )
+ echo "$timestamp" ; exit 0 ;;
+ --version | -v )
+ echo "$version" ; exit 0 ;;
+ --help | --h* | -h )
+ echo "$usage"; exit 0 ;;
+ -- ) # Stop option processing
+ shift; break ;;
+ - ) # Use stdin as input.
+ break ;;
+ -* )
+ echo "$me: invalid option $1$help" >&2
+ exit 1 ;;
+ * )
+ break ;;
+ esac
+done
+
+if test $# != 0; then
+ echo "$me: too many arguments$help" >&2
+ exit 1
+fi
+
+trap 'exit 1' 1 2 15
+
+# CC_FOR_BUILD -- compiler used by this script. Note that the use of a
+# compiler to aid in system detection is discouraged as it requires
+# temporary files to be created and, as you can see below, it is a
+# headache to deal with in a portable fashion.
+
+# Historically, `CC_FOR_BUILD' used to be named `HOST_CC'. We still
+# use `HOST_CC' if defined, but it is deprecated.
+
+# Portable tmp directory creation inspired by the Autoconf team.
+
+set_cc_for_build='
+trap "exitcode=\$?; (rm -f \$tmpfiles 2>/dev/null; rmdir \$tmp 2>/dev/null) && exit \$exitcode" 0 ;
+trap "rm -f \$tmpfiles 2>/dev/null; rmdir \$tmp 2>/dev/null; exit 1" 1 2 13 15 ;
+: ${TMPDIR=/tmp} ;
+ { tmp=`(umask 077 && mktemp -d -q "$TMPDIR/cgXXXXXX") 2>/dev/null` && test -n "$tmp" && test -d "$tmp" ; } ||
+ { test -n "$RANDOM" && tmp=$TMPDIR/cg$$-$RANDOM && (umask 077 && mkdir $tmp) ; } ||
+ { tmp=$TMPDIR/cg-$$ && (umask 077 && mkdir $tmp) && echo "Warning: creating insecure temp directory" >&2 ; } ||
+ { echo "$me: cannot create a temporary directory in $TMPDIR" >&2 ; exit 1 ; } ;
+dummy=$tmp/dummy ;
+tmpfiles="$dummy.c $dummy.o $dummy.rel $dummy" ;
+case $CC_FOR_BUILD,$HOST_CC,$CC in
+ ,,) echo "int x;" > $dummy.c ;
+ for c in cc gcc c89 c99 ; do
+ if ($c -c -o $dummy.o $dummy.c) >/dev/null 2>&1 ; then
+ CC_FOR_BUILD="$c"; break ;
+ fi ;
+ done ;
+ if test x"$CC_FOR_BUILD" = x ; then
+ CC_FOR_BUILD=no_compiler_found ;
+ fi
+ ;;
+ ,,*) CC_FOR_BUILD=$CC ;;
+ ,*,*) CC_FOR_BUILD=$HOST_CC ;;
+esac ;'
+
+# This is needed to find uname on a Pyramid OSx when run in the BSD universe.
+# (ghazi at noc.rutgers.edu 1994-08-24)
+if (test -f /.attbin/uname) >/dev/null 2>&1 ; then
+ PATH=$PATH:/.attbin ; export PATH
+fi
+
+UNAME_MACHINE=`(uname -m) 2>/dev/null` || UNAME_MACHINE=unknown
+UNAME_RELEASE=`(uname -r) 2>/dev/null` || UNAME_RELEASE=unknown
+UNAME_SYSTEM=`(uname -s) 2>/dev/null` || UNAME_SYSTEM=unknown
+UNAME_VERSION=`(uname -v) 2>/dev/null` || UNAME_VERSION=unknown
+
+# Note: order is significant - the case branches are not exclusive.
+
+case "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" in
+ *:NetBSD:*:*)
+ # NetBSD (nbsd) targets should (where applicable) match one or
+ # more of the tupples: *-*-netbsdelf*, *-*-netbsdaout*,
+ # *-*-netbsdecoff* and *-*-netbsd*. For targets that recently
+ # switched to ELF, *-*-netbsd* would select the old
+ # object file format. This provides both forward
+ # compatibility and a consistent mechanism for selecting the
+ # object file format.
+ #
+ # Note: NetBSD doesn't particularly care about the vendor
+ # portion of the name. We always set it to "unknown".
+ sysctl="sysctl -n hw.machine_arch"
+ UNAME_MACHINE_ARCH=`(/sbin/$sysctl 2>/dev/null || \
+ /usr/sbin/$sysctl 2>/dev/null || echo unknown)`
+ case "${UNAME_MACHINE_ARCH}" in
+ armeb) machine=armeb-unknown ;;
+ arm*) machine=arm-unknown ;;
+ sh3el) machine=shl-unknown ;;
+ sh3eb) machine=sh-unknown ;;
+ *) machine=${UNAME_MACHINE_ARCH}-unknown ;;
+ esac
+ # The Operating System including object format, if it has switched
+ # to ELF recently, or will in the future.
+ case "${UNAME_MACHINE_ARCH}" in
+ arm*|i386|m68k|ns32k|sh3*|sparc|vax)
+ eval $set_cc_for_build
+ if echo __ELF__ | $CC_FOR_BUILD -E - 2>/dev/null \
+ | grep __ELF__ >/dev/null
+ then
+ # Once all utilities can be ECOFF (netbsdecoff) or a.out (netbsdaout).
+ # Return netbsd for either. FIX?
+ os=netbsd
+ else
+ os=netbsdelf
+ fi
+ ;;
+ *)
+ os=netbsd
+ ;;
+ esac
+ # The OS release
+ # Debian GNU/NetBSD machines have a different userland, and
+ # thus, need a distinct triplet. However, they do not need
+ # kernel version information, so it can be replaced with a
+ # suitable tag, in the style of linux-gnu.
+ case "${UNAME_VERSION}" in
+ Debian*)
+ release='-gnu'
+ ;;
+ *)
+ release=`echo ${UNAME_RELEASE}|sed -e 's/[-_].*/\./'`
+ ;;
+ esac
+ # Since CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM:
+ # contains redundant information, the shorter form:
+ # CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM is used.
+ echo "${machine}-${os}${release}"
+ exit 0 ;;
+ amd64:OpenBSD:*:*)
+ echo x86_64-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ amiga:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ arc:OpenBSD:*:*)
+ echo mipsel-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ cats:OpenBSD:*:*)
+ echo arm-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ hp300:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ luna88k:OpenBSD:*:*)
+ echo m88k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mac68k:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ macppc:OpenBSD:*:*)
+ echo powerpc-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mvme68k:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mvme88k:OpenBSD:*:*)
+ echo m88k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mvmeppc:OpenBSD:*:*)
+ echo powerpc-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ pmax:OpenBSD:*:*)
+ echo mipsel-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ sgi:OpenBSD:*:*)
+ echo mipseb-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ sun3:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ wgrisc:OpenBSD:*:*)
+ echo mipsel-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ *:OpenBSD:*:*)
+ echo ${UNAME_MACHINE}-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ *:ekkoBSD:*:*)
+ echo ${UNAME_MACHINE}-unknown-ekkobsd${UNAME_RELEASE}
+ exit 0 ;;
+ macppc:MirBSD:*:*)
+ echo powerppc-unknown-mirbsd${UNAME_RELEASE}
+ exit 0 ;;
+ *:MirBSD:*:*)
+ echo ${UNAME_MACHINE}-unknown-mirbsd${UNAME_RELEASE}
+ exit 0 ;;
+ alpha:OSF1:*:*)
+ case $UNAME_RELEASE in
+ *4.0)
+ UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $3}'`
+ ;;
+ *5.*)
+ UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $4}'`
+ ;;
+ esac
+ # According to Compaq, /usr/sbin/psrinfo has been available on
+ # OSF/1 and Tru64 systems produced since 1995. I hope that
+ # covers most systems running today. This code pipes the CPU
+ # types through head -n 1, so we only detect the type of CPU 0.
+ ALPHA_CPU_TYPE=`/usr/sbin/psrinfo -v | sed -n -e 's/^ The alpha \(.*\) processor.*$/\1/p' | head -n 1`
+ case "$ALPHA_CPU_TYPE" in
+ "EV4 (21064)")
+ UNAME_MACHINE="alpha" ;;
+ "EV4.5 (21064)")
+ UNAME_MACHINE="alpha" ;;
+ "LCA4 (21066/21068)")
+ UNAME_MACHINE="alpha" ;;
+ "EV5 (21164)")
+ UNAME_MACHINE="alphaev5" ;;
+ "EV5.6 (21164A)")
+ UNAME_MACHINE="alphaev56" ;;
+ "EV5.6 (21164PC)")
+ UNAME_MACHINE="alphapca56" ;;
+ "EV5.7 (21164PC)")
+ UNAME_MACHINE="alphapca57" ;;
+ "EV6 (21264)")
+ UNAME_MACHINE="alphaev6" ;;
+ "EV6.7 (21264A)")
+ UNAME_MACHINE="alphaev67" ;;
+ "EV6.8CB (21264C)")
+ UNAME_MACHINE="alphaev68" ;;
+ "EV6.8AL (21264B)")
+ UNAME_MACHINE="alphaev68" ;;
+ "EV6.8CX (21264D)")
+ UNAME_MACHINE="alphaev68" ;;
+ "EV6.9A (21264/EV69A)")
+ UNAME_MACHINE="alphaev69" ;;
+ "EV7 (21364)")
+ UNAME_MACHINE="alphaev7" ;;
+ "EV7.9 (21364A)")
+ UNAME_MACHINE="alphaev79" ;;
+ esac
+ # A Pn.n version is a patched version.
+ # A Vn.n version is a released version.
+ # A Tn.n version is a released field test version.
+ # A Xn.n version is an unreleased experimental baselevel.
+ # 1.2 uses "1.2" for uname -r.
+ echo ${UNAME_MACHINE}-dec-osf`echo ${UNAME_RELEASE} | sed -e 's/^[PVTX]//' | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
+ exit 0 ;;
+ Alpha*:OpenVMS:*:*)
+ echo alpha-hp-vms
+ exit 0 ;;
+ Alpha\ *:Windows_NT*:*)
+ # How do we know it's Interix rather than the generic POSIX subsystem?
+ # Should we change UNAME_MACHINE based on the output of uname instead
+ # of the specific Alpha model?
+ echo alpha-pc-interix
+ exit 0 ;;
+ 21064:Windows_NT:50:3)
+ echo alpha-dec-winnt3.5
+ exit 0 ;;
+ Amiga*:UNIX_System_V:4.0:*)
+ echo m68k-unknown-sysv4
+ exit 0;;
+ *:[Aa]miga[Oo][Ss]:*:*)
+ echo ${UNAME_MACHINE}-unknown-amigaos
+ exit 0 ;;
+ *:[Mm]orph[Oo][Ss]:*:*)
+ echo ${UNAME_MACHINE}-unknown-morphos
+ exit 0 ;;
+ *:OS/390:*:*)
+ echo i370-ibm-openedition
+ exit 0 ;;
+ *:OS400:*:*)
+ echo powerpc-ibm-os400
+ exit 0 ;;
+ arm:RISC*:1.[012]*:*|arm:riscix:1.[012]*:*)
+ echo arm-acorn-riscix${UNAME_RELEASE}
+ exit 0;;
+ SR2?01:HI-UX/MPP:*:* | SR8000:HI-UX/MPP:*:*)
+ echo hppa1.1-hitachi-hiuxmpp
+ exit 0;;
+ Pyramid*:OSx*:*:* | MIS*:OSx*:*:* | MIS*:SMP_DC-OSx*:*:*)
+ # akee at wpdis03.wpafb.af.mil (Earle F. Ake) contributed MIS and NILE.
+ if test "`(/bin/universe) 2>/dev/null`" = att ; then
+ echo pyramid-pyramid-sysv3
+ else
+ echo pyramid-pyramid-bsd
+ fi
+ exit 0 ;;
+ NILE*:*:*:dcosx)
+ echo pyramid-pyramid-svr4
+ exit 0 ;;
+ DRS?6000:unix:4.0:6*)
+ echo sparc-icl-nx6
+ exit 0 ;;
+ DRS?6000:UNIX_SV:4.2*:7*)
+ case `/usr/bin/uname -p` in
+ sparc) echo sparc-icl-nx7 && exit 0 ;;
+ esac ;;
+ sun4H:SunOS:5.*:*)
+ echo sparc-hal-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ sun4*:SunOS:5.*:* | tadpole*:SunOS:5.*:*)
+ echo sparc-sun-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ i86pc:SunOS:5.*:*)
+ echo i386-pc-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ sun4*:SunOS:6*:*)
+ # According to config.sub, this is the proper way to canonicalize
+ # SunOS6. Hard to guess exactly what SunOS6 will be like, but
+ # it's likely to be more like Solaris than SunOS4.
+ echo sparc-sun-solaris3`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ sun4*:SunOS:*:*)
+ case "`/usr/bin/arch -k`" in
+ Series*|S4*)
+ UNAME_RELEASE=`uname -v`
+ ;;
+ esac
+ # Japanese Language versions have a version number like `4.1.3-JL'.
+ echo sparc-sun-sunos`echo ${UNAME_RELEASE}|sed -e 's/-/_/'`
+ exit 0 ;;
+ sun3*:SunOS:*:*)
+ echo m68k-sun-sunos${UNAME_RELEASE}
+ exit 0 ;;
+ sun*:*:4.2BSD:*)
+ UNAME_RELEASE=`(sed 1q /etc/motd | awk '{print substr($5,1,3)}') 2>/dev/null`
+ test "x${UNAME_RELEASE}" = "x" && UNAME_RELEASE=3
+ case "`/bin/arch`" in
+ sun3)
+ echo m68k-sun-sunos${UNAME_RELEASE}
+ ;;
+ sun4)
+ echo sparc-sun-sunos${UNAME_RELEASE}
+ ;;
+ esac
+ exit 0 ;;
+ aushp:SunOS:*:*)
+ echo sparc-auspex-sunos${UNAME_RELEASE}
+ exit 0 ;;
+ # The situation for MiNT is a little confusing. The machine name
+ # can be virtually everything (everything which is not
+ # "atarist" or "atariste" at least should have a processor
+ # > m68000). The system name ranges from "MiNT" over "FreeMiNT"
+ # to the lowercase version "mint" (or "freemint"). Finally
+ # the system name "TOS" denotes a system which is actually not
+ # MiNT. But MiNT is downward compatible to TOS, so this should
+ # be no problem.
+ atarist[e]:*MiNT:*:* | atarist[e]:*mint:*:* | atarist[e]:*TOS:*:*)
+ echo m68k-atari-mint${UNAME_RELEASE}
+ exit 0 ;;
+ atari*:*MiNT:*:* | atari*:*mint:*:* | atarist[e]:*TOS:*:*)
+ echo m68k-atari-mint${UNAME_RELEASE}
+ exit 0 ;;
+ *falcon*:*MiNT:*:* | *falcon*:*mint:*:* | *falcon*:*TOS:*:*)
+ echo m68k-atari-mint${UNAME_RELEASE}
+ exit 0 ;;
+ milan*:*MiNT:*:* | milan*:*mint:*:* | *milan*:*TOS:*:*)
+ echo m68k-milan-mint${UNAME_RELEASE}
+ exit 0 ;;
+ hades*:*MiNT:*:* | hades*:*mint:*:* | *hades*:*TOS:*:*)
+ echo m68k-hades-mint${UNAME_RELEASE}
+ exit 0 ;;
+ *:*MiNT:*:* | *:*mint:*:* | *:*TOS:*:*)
+ echo m68k-unknown-mint${UNAME_RELEASE}
+ exit 0 ;;
+ m68k:machten:*:*)
+ echo m68k-apple-machten${UNAME_RELEASE}
+ exit 0 ;;
+ powerpc:machten:*:*)
+ echo powerpc-apple-machten${UNAME_RELEASE}
+ exit 0 ;;
+ RISC*:Mach:*:*)
+ echo mips-dec-mach_bsd4.3
+ exit 0 ;;
+ RISC*:ULTRIX:*:*)
+ echo mips-dec-ultrix${UNAME_RELEASE}
+ exit 0 ;;
+ VAX*:ULTRIX*:*:*)
+ echo vax-dec-ultrix${UNAME_RELEASE}
+ exit 0 ;;
+ 2020:CLIX:*:* | 2430:CLIX:*:*)
+ echo clipper-intergraph-clix${UNAME_RELEASE}
+ exit 0 ;;
+ mips:*:*:UMIPS | mips:*:*:RISCos)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+#ifdef __cplusplus
+#include <stdio.h> /* for printf() prototype */
+ int main (int argc, char *argv[]) {
+#else
+ int main (argc, argv) int argc; char *argv[]; {
+#endif
+ #if defined (host_mips) && defined (MIPSEB)
+ #if defined (SYSTYPE_SYSV)
+ printf ("mips-mips-riscos%ssysv\n", argv[1]); exit (0);
+ #endif
+ #if defined (SYSTYPE_SVR4)
+ printf ("mips-mips-riscos%ssvr4\n", argv[1]); exit (0);
+ #endif
+ #if defined (SYSTYPE_BSD43) || defined(SYSTYPE_BSD)
+ printf ("mips-mips-riscos%sbsd\n", argv[1]); exit (0);
+ #endif
+ #endif
+ exit (-1);
+ }
+EOF
+ $CC_FOR_BUILD -o $dummy $dummy.c \
+ && $dummy `echo "${UNAME_RELEASE}" | sed -n 's/\([0-9]*\).*/\1/p'` \
+ && exit 0
+ echo mips-mips-riscos${UNAME_RELEASE}
+ exit 0 ;;
+ Motorola:PowerMAX_OS:*:*)
+ echo powerpc-motorola-powermax
+ exit 0 ;;
+ Motorola:*:4.3:PL8-*)
+ echo powerpc-harris-powermax
+ exit 0 ;;
+ Night_Hawk:*:*:PowerMAX_OS | Synergy:PowerMAX_OS:*:*)
+ echo powerpc-harris-powermax
+ exit 0 ;;
+ Night_Hawk:Power_UNIX:*:*)
+ echo powerpc-harris-powerunix
+ exit 0 ;;
+ m88k:CX/UX:7*:*)
+ echo m88k-harris-cxux7
+ exit 0 ;;
+ m88k:*:4*:R4*)
+ echo m88k-motorola-sysv4
+ exit 0 ;;
+ m88k:*:3*:R3*)
+ echo m88k-motorola-sysv3
+ exit 0 ;;
+ AViiON:dgux:*:*)
+ # DG/UX returns AViiON for all architectures
+ UNAME_PROCESSOR=`/usr/bin/uname -p`
+ if [ $UNAME_PROCESSOR = mc88100 ] || [ $UNAME_PROCESSOR = mc88110 ]
+ then
+ if [ ${TARGET_BINARY_INTERFACE}x = m88kdguxelfx ] || \
+ [ ${TARGET_BINARY_INTERFACE}x = x ]
+ then
+ echo m88k-dg-dgux${UNAME_RELEASE}
+ else
+ echo m88k-dg-dguxbcs${UNAME_RELEASE}
+ fi
+ else
+ echo i586-dg-dgux${UNAME_RELEASE}
+ fi
+ exit 0 ;;
+ M88*:DolphinOS:*:*) # DolphinOS (SVR3)
+ echo m88k-dolphin-sysv3
+ exit 0 ;;
+ M88*:*:R3*:*)
+ # Delta 88k system running SVR3
+ echo m88k-motorola-sysv3
+ exit 0 ;;
+ XD88*:*:*:*) # Tektronix XD88 system running UTekV (SVR3)
+ echo m88k-tektronix-sysv3
+ exit 0 ;;
+ Tek43[0-9][0-9]:UTek:*:*) # Tektronix 4300 system running UTek (BSD)
+ echo m68k-tektronix-bsd
+ exit 0 ;;
+ *:IRIX*:*:*)
+ echo mips-sgi-irix`echo ${UNAME_RELEASE}|sed -e 's/-/_/g'`
+ exit 0 ;;
+ ????????:AIX?:[12].1:2) # AIX 2.2.1 or AIX 2.1.1 is RT/PC AIX.
+ echo romp-ibm-aix # uname -m gives an 8 hex-code CPU id
+ exit 0 ;; # Note that: echo "'`uname -s`'" gives 'AIX '
+ i*86:AIX:*:*)
+ echo i386-ibm-aix
+ exit 0 ;;
+ ia64:AIX:*:*)
+ if [ -x /usr/bin/oslevel ] ; then
+ IBM_REV=`/usr/bin/oslevel`
+ else
+ IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
+ fi
+ echo ${UNAME_MACHINE}-ibm-aix${IBM_REV}
+ exit 0 ;;
+ *:AIX:2:3)
+ if grep bos325 /usr/include/stdio.h >/dev/null 2>&1; then
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <sys/systemcfg.h>
+
+ main()
+ {
+ if (!__power_pc())
+ exit(1);
+ puts("powerpc-ibm-aix3.2.5");
+ exit(0);
+ }
+EOF
+ $CC_FOR_BUILD -o $dummy $dummy.c && $dummy && exit 0
+ echo rs6000-ibm-aix3.2.5
+ elif grep bos324 /usr/include/stdio.h >/dev/null 2>&1; then
+ echo rs6000-ibm-aix3.2.4
+ else
+ echo rs6000-ibm-aix3.2
+ fi
+ exit 0 ;;
+ *:AIX:*:[45])
+ IBM_CPU_ID=`/usr/sbin/lsdev -C -c processor -S available | sed 1q | awk '{ print $1 }'`
+ if /usr/sbin/lsattr -El ${IBM_CPU_ID} | grep ' POWER' >/dev/null 2>&1; then
+ IBM_ARCH=rs6000
+ else
+ IBM_ARCH=powerpc
+ fi
+ if [ -x /usr/bin/oslevel ] ; then
+ IBM_REV=`/usr/bin/oslevel`
+ else
+ IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
+ fi
+ echo ${IBM_ARCH}-ibm-aix${IBM_REV}
+ exit 0 ;;
+ *:AIX:*:*)
+ echo rs6000-ibm-aix
+ exit 0 ;;
+ ibmrt:4.4BSD:*|romp-ibm:BSD:*)
+ echo romp-ibm-bsd4.4
+ exit 0 ;;
+ ibmrt:*BSD:*|romp-ibm:BSD:*) # covers RT/PC BSD and
+ echo romp-ibm-bsd${UNAME_RELEASE} # 4.3 with uname added to
+ exit 0 ;; # report: romp-ibm BSD 4.3
+ *:BOSX:*:*)
+ echo rs6000-bull-bosx
+ exit 0 ;;
+ DPX/2?00:B.O.S.:*:*)
+ echo m68k-bull-sysv3
+ exit 0 ;;
+ 9000/[34]??:4.3bsd:1.*:*)
+ echo m68k-hp-bsd
+ exit 0 ;;
+ hp300:4.4BSD:*:* | 9000/[34]??:4.3bsd:2.*:*)
+ echo m68k-hp-bsd4.4
+ exit 0 ;;
+ 9000/[34678]??:HP-UX:*:*)
+ HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
+ case "${UNAME_MACHINE}" in
+ 9000/31? ) HP_ARCH=m68000 ;;
+ 9000/[34]?? ) HP_ARCH=m68k ;;
+ 9000/[678][0-9][0-9])
+ if [ -x /usr/bin/getconf ]; then
+ sc_cpu_version=`/usr/bin/getconf SC_CPU_VERSION 2>/dev/null`
+ sc_kernel_bits=`/usr/bin/getconf SC_KERNEL_BITS 2>/dev/null`
+ case "${sc_cpu_version}" in
+ 523) HP_ARCH="hppa1.0" ;; # CPU_PA_RISC1_0
+ 528) HP_ARCH="hppa1.1" ;; # CPU_PA_RISC1_1
+ 532) # CPU_PA_RISC2_0
+ case "${sc_kernel_bits}" in
+ 32) HP_ARCH="hppa2.0n" ;;
+ 64) HP_ARCH="hppa2.0w" ;;
+ '') HP_ARCH="hppa2.0" ;; # HP-UX 10.20
+ esac ;;
+ esac
+ fi
+ if [ "${HP_ARCH}" = "" ]; then
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+
+ #define _HPUX_SOURCE
+ #include <stdlib.h>
+ #include <unistd.h>
+
+ int main ()
+ {
+ #if defined(_SC_KERNEL_BITS)
+ long bits = sysconf(_SC_KERNEL_BITS);
+ #endif
+ long cpu = sysconf (_SC_CPU_VERSION);
+
+ switch (cpu)
+ {
+ case CPU_PA_RISC1_0: puts ("hppa1.0"); break;
+ case CPU_PA_RISC1_1: puts ("hppa1.1"); break;
+ case CPU_PA_RISC2_0:
+ #if defined(_SC_KERNEL_BITS)
+ switch (bits)
+ {
+ case 64: puts ("hppa2.0w"); break;
+ case 32: puts ("hppa2.0n"); break;
+ default: puts ("hppa2.0"); break;
+ } break;
+ #else /* !defined(_SC_KERNEL_BITS) */
+ puts ("hppa2.0"); break;
+ #endif
+ default: puts ("hppa1.0"); break;
+ }
+ exit (0);
+ }
+EOF
+ (CCOPTS= $CC_FOR_BUILD -o $dummy $dummy.c 2>/dev/null) && HP_ARCH=`$dummy`
+ test -z "$HP_ARCH" && HP_ARCH=hppa
+ fi ;;
+ esac
+ if [ ${HP_ARCH} = "hppa2.0w" ]
+ then
+ # avoid double evaluation of $set_cc_for_build
+ test -n "$CC_FOR_BUILD" || eval $set_cc_for_build
+ if echo __LP64__ | (CCOPTS= $CC_FOR_BUILD -E -) | grep __LP64__ >/dev/null
+ then
+ HP_ARCH="hppa2.0w"
+ else
+ HP_ARCH="hppa64"
+ fi
+ fi
+ echo ${HP_ARCH}-hp-hpux${HPUX_REV}
+ exit 0 ;;
+ ia64:HP-UX:*:*)
+ HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
+ echo ia64-hp-hpux${HPUX_REV}
+ exit 0 ;;
+ 3050*:HI-UX:*:*)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <unistd.h>
+ int
+ main ()
+ {
+ long cpu = sysconf (_SC_CPU_VERSION);
+ /* The order matters, because CPU_IS_HP_MC68K erroneously returns
+ true for CPU_PA_RISC1_0. CPU_IS_PA_RISC returns correct
+ results, however. */
+ if (CPU_IS_PA_RISC (cpu))
+ {
+ switch (cpu)
+ {
+ case CPU_PA_RISC1_0: puts ("hppa1.0-hitachi-hiuxwe2"); break;
+ case CPU_PA_RISC1_1: puts ("hppa1.1-hitachi-hiuxwe2"); break;
+ case CPU_PA_RISC2_0: puts ("hppa2.0-hitachi-hiuxwe2"); break;
+ default: puts ("hppa-hitachi-hiuxwe2"); break;
+ }
+ }
+ else if (CPU_IS_HP_MC68K (cpu))
+ puts ("m68k-hitachi-hiuxwe2");
+ else puts ("unknown-hitachi-hiuxwe2");
+ exit (0);
+ }
+EOF
+ $CC_FOR_BUILD -o $dummy $dummy.c && $dummy && exit 0
+ echo unknown-hitachi-hiuxwe2
+ exit 0 ;;
+ 9000/7??:4.3bsd:*:* | 9000/8?[79]:4.3bsd:*:* )
+ echo hppa1.1-hp-bsd
+ exit 0 ;;
+ 9000/8??:4.3bsd:*:*)
+ echo hppa1.0-hp-bsd
+ exit 0 ;;
+ *9??*:MPE/iX:*:* | *3000*:MPE/iX:*:*)
+ echo hppa1.0-hp-mpeix
+ exit 0 ;;
+ hp7??:OSF1:*:* | hp8?[79]:OSF1:*:* )
+ echo hppa1.1-hp-osf
+ exit 0 ;;
+ hp8??:OSF1:*:*)
+ echo hppa1.0-hp-osf
+ exit 0 ;;
+ i*86:OSF1:*:*)
+ if [ -x /usr/sbin/sysversion ] ; then
+ echo ${UNAME_MACHINE}-unknown-osf1mk
+ else
+ echo ${UNAME_MACHINE}-unknown-osf1
+ fi
+ exit 0 ;;
+ parisc*:Lites*:*:*)
+ echo hppa1.1-hp-lites
+ exit 0 ;;
+ C1*:ConvexOS:*:* | convex:ConvexOS:C1*:*)
+ echo c1-convex-bsd
+ exit 0 ;;
+ C2*:ConvexOS:*:* | convex:ConvexOS:C2*:*)
+ if getsysinfo -f scalar_acc
+ then echo c32-convex-bsd
+ else echo c2-convex-bsd
+ fi
+ exit 0 ;;
+ C34*:ConvexOS:*:* | convex:ConvexOS:C34*:*)
+ echo c34-convex-bsd
+ exit 0 ;;
+ C38*:ConvexOS:*:* | convex:ConvexOS:C38*:*)
+ echo c38-convex-bsd
+ exit 0 ;;
+ C4*:ConvexOS:*:* | convex:ConvexOS:C4*:*)
+ echo c4-convex-bsd
+ exit 0 ;;
+ CRAY*Y-MP:*:*:*)
+ echo ymp-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*[A-Z]90:*:*:*)
+ echo ${UNAME_MACHINE}-cray-unicos${UNAME_RELEASE} \
+ | sed -e 's/CRAY.*\([A-Z]90\)/\1/' \
+ -e y/ABCDEFGHIJKLMNOPQRSTUVWXYZ/abcdefghijklmnopqrstuvwxyz/ \
+ -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*TS:*:*:*)
+ echo t90-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*T3E:*:*:*)
+ echo alphaev5-cray-unicosmk${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*SV1:*:*:*)
+ echo sv1-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ *:UNICOS/mp:*:*)
+ echo nv1-cray-unicosmp${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ F30[01]:UNIX_System_V:*:* | F700:UNIX_System_V:*:*)
+ FUJITSU_PROC=`uname -m | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
+ FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
+ FUJITSU_REL=`echo ${UNAME_RELEASE} | sed -e 's/ /_/'`
+ echo "${FUJITSU_PROC}-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
+ exit 0 ;;
+ 5000:UNIX_System_V:4.*:*)
+ FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
+ FUJITSU_REL=`echo ${UNAME_RELEASE} | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/ /_/'`
+ echo "sparc-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
+ exit 0 ;;
+ i*86:BSD/386:*:* | i*86:BSD/OS:*:* | *:Ascend\ Embedded/OS:*:*)
+ echo ${UNAME_MACHINE}-pc-bsdi${UNAME_RELEASE}
+ exit 0 ;;
+ sparc*:BSD/OS:*:*)
+ echo sparc-unknown-bsdi${UNAME_RELEASE}
+ exit 0 ;;
+ *:BSD/OS:*:*)
+ echo ${UNAME_MACHINE}-unknown-bsdi${UNAME_RELEASE}
+ exit 0 ;;
+ *:FreeBSD:*:*)
+ # Determine whether the default compiler uses glibc.
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <features.h>
+ #if __GLIBC__ >= 2
+ LIBC=gnu
+ #else
+ LIBC=
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^LIBC=`
+ # GNU/KFreeBSD systems have a "k" prefix to indicate we are using
+ # FreeBSD's kernel, but not the complete OS.
+ case ${LIBC} in gnu) kernel_only='k' ;; esac
+ echo ${UNAME_MACHINE}-unknown-${kernel_only}freebsd`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`${LIBC:+-$LIBC}
+ exit 0 ;;
+ i*:CYGWIN*:*)
+ echo ${UNAME_MACHINE}-pc-cygwin
+ exit 0 ;;
+ i*:MINGW*:*)
+ echo ${UNAME_MACHINE}-pc-mingw32
+ exit 0 ;;
+ i*:PW*:*)
+ echo ${UNAME_MACHINE}-pc-pw32
+ exit 0 ;;
+ x86:Interix*:[34]*)
+ echo i586-pc-interix${UNAME_RELEASE}|sed -e 's/\..*//'
+ exit 0 ;;
+ [345]86:Windows_95:* | [345]86:Windows_98:* | [345]86:Windows_NT:*)
+ echo i${UNAME_MACHINE}-pc-mks
+ exit 0 ;;
+ i*:Windows_NT*:* | Pentium*:Windows_NT*:*)
+ # How do we know it's Interix rather than the generic POSIX subsystem?
+ # It also conflicts with pre-2.0 versions of AT&T UWIN. Should we
+ # UNAME_MACHINE based on the output of uname instead of i386?
+ echo i586-pc-interix
+ exit 0 ;;
+ i*:UWIN*:*)
+ echo ${UNAME_MACHINE}-pc-uwin
+ exit 0 ;;
+ p*:CYGWIN*:*)
+ echo powerpcle-unknown-cygwin
+ exit 0 ;;
+ prep*:SunOS:5.*:*)
+ echo powerpcle-unknown-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ *:GNU:*:*)
+ # the GNU system
+ echo `echo ${UNAME_MACHINE}|sed -e 's,[-/].*$,,'`-unknown-gnu`echo ${UNAME_RELEASE}|sed -e 's,/.*$,,'`
+ exit 0 ;;
+ *:GNU/*:*:*)
+ # other systems with GNU libc and userland
+ echo ${UNAME_MACHINE}-unknown-`echo ${UNAME_SYSTEM} | sed 's,^[^/]*/,,' | tr '[A-Z]' '[a-z]'``echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`-gnu
+ exit 0 ;;
+ i*86:Minix:*:*)
+ echo ${UNAME_MACHINE}-pc-minix
+ exit 0 ;;
+ arm*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ cris:Linux:*:*)
+ echo cris-axis-linux-gnu
+ exit 0 ;;
+ ia64:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ m32r*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ m68*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ mips:Linux:*:*)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #undef CPU
+ #undef mips
+ #undef mipsel
+ #if defined(__MIPSEL__) || defined(__MIPSEL) || defined(_MIPSEL) || defined(MIPSEL)
+ CPU=mipsel
+ #else
+ #if defined(__MIPSEB__) || defined(__MIPSEB) || defined(_MIPSEB) || defined(MIPSEB)
+ CPU=mips
+ #else
+ CPU=
+ #endif
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^CPU=`
+ test x"${CPU}" != x && echo "${CPU}-unknown-linux-gnu" && exit 0
+ ;;
+ mips64:Linux:*:*)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #undef CPU
+ #undef mips64
+ #undef mips64el
+ #if defined(__MIPSEL__) || defined(__MIPSEL) || defined(_MIPSEL) || defined(MIPSEL)
+ CPU=mips64el
+ #else
+ #if defined(__MIPSEB__) || defined(__MIPSEB) || defined(_MIPSEB) || defined(MIPSEB)
+ CPU=mips64
+ #else
+ CPU=
+ #endif
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^CPU=`
+ test x"${CPU}" != x && echo "${CPU}-unknown-linux-gnu" && exit 0
+ ;;
+ ppc:Linux:*:*)
+ echo powerpc-unknown-linux-gnu
+ exit 0 ;;
+ ppc64:Linux:*:*)
+ echo powerpc64-unknown-linux-gnu
+ exit 0 ;;
+ alpha:Linux:*:*)
+ case `sed -n '/^cpu model/s/^.*: \(.*\)/\1/p' < /proc/cpuinfo` in
+ EV5) UNAME_MACHINE=alphaev5 ;;
+ EV56) UNAME_MACHINE=alphaev56 ;;
+ PCA56) UNAME_MACHINE=alphapca56 ;;
+ PCA57) UNAME_MACHINE=alphapca56 ;;
+ EV6) UNAME_MACHINE=alphaev6 ;;
+ EV67) UNAME_MACHINE=alphaev67 ;;
+ EV68*) UNAME_MACHINE=alphaev68 ;;
+ esac
+ objdump --private-headers /bin/sh | grep ld.so.1 >/dev/null
+ if test "$?" = 0 ; then LIBC="libc1" ; else LIBC="" ; fi
+ echo ${UNAME_MACHINE}-unknown-linux-gnu${LIBC}
+ exit 0 ;;
+ parisc:Linux:*:* | hppa:Linux:*:*)
+ # Look for CPU level
+ case `grep '^cpu[^a-z]*:' /proc/cpuinfo 2>/dev/null | cut -d' ' -f2` in
+ PA7*) echo hppa1.1-unknown-linux-gnu ;;
+ PA8*) echo hppa2.0-unknown-linux-gnu ;;
+ *) echo hppa-unknown-linux-gnu ;;
+ esac
+ exit 0 ;;
+ parisc64:Linux:*:* | hppa64:Linux:*:*)
+ echo hppa64-unknown-linux-gnu
+ exit 0 ;;
+ s390:Linux:*:* | s390x:Linux:*:*)
+ echo ${UNAME_MACHINE}-ibm-linux
+ exit 0 ;;
+ sh64*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ sh*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ sparc:Linux:*:* | sparc64:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ x86_64:Linux:*:*)
+ echo x86_64-unknown-linux-gnu
+ exit 0 ;;
+ i*86:Linux:*:*)
+ # The BFD linker knows what the default object file format is, so
+ # first see if it will tell us. cd to the root directory to prevent
+ # problems with other programs or directories called `ld' in the path.
+ # Set LC_ALL=C to ensure ld outputs messages in English.
+ ld_supported_targets=`cd /; LC_ALL=C ld --help 2>&1 \
+ | sed -ne '/supported targets:/!d
+ s/[ ][ ]*/ /g
+ s/.*supported targets: *//
+ s/ .*//
+ p'`
+ case "$ld_supported_targets" in
+ elf32-i386)
+ TENTATIVE="${UNAME_MACHINE}-pc-linux-gnu"
+ ;;
+ a.out-i386-linux)
+ echo "${UNAME_MACHINE}-pc-linux-gnuaout"
+ exit 0 ;;
+ coff-i386)
+ echo "${UNAME_MACHINE}-pc-linux-gnucoff"
+ exit 0 ;;
+ "")
+ # Either a pre-BFD a.out linker (linux-gnuoldld) or
+ # one that does not give us useful --help.
+ echo "${UNAME_MACHINE}-pc-linux-gnuoldld"
+ exit 0 ;;
+ esac
+ # Determine whether the default compiler is a.out or elf
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <features.h>
+ #ifdef __ELF__
+ # ifdef __GLIBC__
+ # if __GLIBC__ >= 2
+ LIBC=gnu
+ # else
+ LIBC=gnulibc1
+ # endif
+ # else
+ LIBC=gnulibc1
+ # endif
+ #else
+ #ifdef __INTEL_COMPILER
+ LIBC=gnu
+ #else
+ LIBC=gnuaout
+ #endif
+ #endif
+ #ifdef __dietlibc__
+ LIBC=dietlibc
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^LIBC=`
+ test x"${LIBC}" != x && echo "${UNAME_MACHINE}-pc-linux-${LIBC}" && exit 0
+ test x"${TENTATIVE}" != x && echo "${TENTATIVE}" && exit 0
+ ;;
+ i*86:DYNIX/ptx:4*:*)
+ # ptx 4.0 does uname -s correctly, with DYNIX/ptx in there.
+ # earlier versions are messed up and put the nodename in both
+ # sysname and nodename.
+ echo i386-sequent-sysv4
+ exit 0 ;;
+ i*86:UNIX_SV:4.2MP:2.*)
+ # Unixware is an offshoot of SVR4, but it has its own version
+ # number series starting with 2...
+ # I am not positive that other SVR4 systems won't match this,
+ # I just have to hope. -- rms.
+ # Use sysv4.2uw... so that sysv4* matches it.
+ echo ${UNAME_MACHINE}-pc-sysv4.2uw${UNAME_VERSION}
+ exit 0 ;;
+ i*86:OS/2:*:*)
+ # If we were able to find `uname', then EMX Unix compatibility
+ # is probably installed.
+ echo ${UNAME_MACHINE}-pc-os2-emx
+ exit 0 ;;
+ i*86:XTS-300:*:STOP)
+ echo ${UNAME_MACHINE}-unknown-stop
+ exit 0 ;;
+ i*86:atheos:*:*)
+ echo ${UNAME_MACHINE}-unknown-atheos
+ exit 0 ;;
+ i*86:syllable:*:*)
+ echo ${UNAME_MACHINE}-pc-syllable
+ exit 0 ;;
+ i*86:LynxOS:2.*:* | i*86:LynxOS:3.[01]*:* | i*86:LynxOS:4.0*:*)
+ echo i386-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ i*86:*DOS:*:*)
+ echo ${UNAME_MACHINE}-pc-msdosdjgpp
+ exit 0 ;;
+ i*86:*:4.*:* | i*86:SYSTEM_V:4.*:*)
+ UNAME_REL=`echo ${UNAME_RELEASE} | sed 's/\/MP$//'`
+ if grep Novell /usr/include/link.h >/dev/null 2>/dev/null; then
+ echo ${UNAME_MACHINE}-univel-sysv${UNAME_REL}
+ else
+ echo ${UNAME_MACHINE}-pc-sysv${UNAME_REL}
+ fi
+ exit 0 ;;
+ i*86:*:5:[78]*)
+ case `/bin/uname -X | grep "^Machine"` in
+ *486*) UNAME_MACHINE=i486 ;;
+ *Pentium) UNAME_MACHINE=i586 ;;
+ *Pent*|*Celeron) UNAME_MACHINE=i686 ;;
+ esac
+ echo ${UNAME_MACHINE}-unknown-sysv${UNAME_RELEASE}${UNAME_SYSTEM}${UNAME_VERSION}
+ exit 0 ;;
+ i*86:*:3.2:*)
+ if test -f /usr/options/cb.name; then
+ UNAME_REL=`sed -n 's/.*Version //p' </usr/options/cb.name`
+ echo ${UNAME_MACHINE}-pc-isc$UNAME_REL
+ elif /bin/uname -X 2>/dev/null >/dev/null ; then
+ UNAME_REL=`(/bin/uname -X|grep Release|sed -e 's/.*= //')`
+ (/bin/uname -X|grep i80486 >/dev/null) && UNAME_MACHINE=i486
+ (/bin/uname -X|grep '^Machine.*Pentium' >/dev/null) \
+ && UNAME_MACHINE=i586
+ (/bin/uname -X|grep '^Machine.*Pent *II' >/dev/null) \
+ && UNAME_MACHINE=i686
+ (/bin/uname -X|grep '^Machine.*Pentium Pro' >/dev/null) \
+ && UNAME_MACHINE=i686
+ echo ${UNAME_MACHINE}-pc-sco$UNAME_REL
+ else
+ echo ${UNAME_MACHINE}-pc-sysv32
+ fi
+ exit 0 ;;
+ pc:*:*:*)
+ # Left here for compatibility:
+ # uname -m prints for DJGPP always 'pc', but it prints nothing about
+ # the processor, so we play safe by assuming i386.
+ echo i386-pc-msdosdjgpp
+ exit 0 ;;
+ Intel:Mach:3*:*)
+ echo i386-pc-mach3
+ exit 0 ;;
+ paragon:*:*:*)
+ echo i860-intel-osf1
+ exit 0 ;;
+ i860:*:4.*:*) # i860-SVR4
+ if grep Stardent /usr/include/sys/uadmin.h >/dev/null 2>&1 ; then
+ echo i860-stardent-sysv${UNAME_RELEASE} # Stardent Vistra i860-SVR4
+ else # Add other i860-SVR4 vendors below as they are discovered.
+ echo i860-unknown-sysv${UNAME_RELEASE} # Unknown i860-SVR4
+ fi
+ exit 0 ;;
+ mini*:CTIX:SYS*5:*)
+ # "miniframe"
+ echo m68010-convergent-sysv
+ exit 0 ;;
+ mc68k:UNIX:SYSTEM5:3.51m)
+ echo m68k-convergent-sysv
+ exit 0 ;;
+ M680?0:D-NIX:5.3:*)
+ echo m68k-diab-dnix
+ exit 0 ;;
+ M68*:*:R3V[5678]*:*)
+ test -r /sysV68 && echo 'm68k-motorola-sysv' && exit 0 ;;
+ 3[345]??:*:4.0:3.0 | 3[34]??A:*:4.0:3.0 | 3[34]??,*:*:4.0:3.0 | 3[34]??/*:*:4.0:3.0 | 4400:*:4.0:3.0 | 4850:*:4.0:3.0 | SKA40:*:4.0:3.0 | SDS2:*:4.0:3.0 | SHG2:*:4.0:3.0)
+ OS_REL=''
+ test -r /etc/.relid \
+ && OS_REL=.`sed -n 's/[^ ]* [^ ]* \([0-9][0-9]\).*/\1/p' < /etc/.relid`
+ /bin/uname -p 2>/dev/null | grep 86 >/dev/null \
+ && echo i486-ncr-sysv4.3${OS_REL} && exit 0
+ /bin/uname -p 2>/dev/null | /bin/grep entium >/dev/null \
+ && echo i586-ncr-sysv4.3${OS_REL} && exit 0 ;;
+ 3[34]??:*:4.0:* | 3[34]??,*:*:4.0:*)
+ /bin/uname -p 2>/dev/null | grep 86 >/dev/null \
+ && echo i486-ncr-sysv4 && exit 0 ;;
+ m68*:LynxOS:2.*:* | m68*:LynxOS:3.0*:*)
+ echo m68k-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ mc68030:UNIX_System_V:4.*:*)
+ echo m68k-atari-sysv4
+ exit 0 ;;
+ TSUNAMI:LynxOS:2.*:*)
+ echo sparc-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ rs6000:LynxOS:2.*:*)
+ echo rs6000-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ PowerPC:LynxOS:2.*:* | PowerPC:LynxOS:3.[01]*:* | PowerPC:LynxOS:4.0*:*)
+ echo powerpc-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ SM[BE]S:UNIX_SV:*:*)
+ echo mips-dde-sysv${UNAME_RELEASE}
+ exit 0 ;;
+ RM*:ReliantUNIX-*:*:*)
+ echo mips-sni-sysv4
+ exit 0 ;;
+ RM*:SINIX-*:*:*)
+ echo mips-sni-sysv4
+ exit 0 ;;
+ *:SINIX-*:*:*)
+ if uname -p 2>/dev/null >/dev/null ; then
+ UNAME_MACHINE=`(uname -p) 2>/dev/null`
+ echo ${UNAME_MACHINE}-sni-sysv4
+ else
+ echo ns32k-sni-sysv
+ fi
+ exit 0 ;;
+ PENTIUM:*:4.0*:*) # Unisys `ClearPath HMP IX 4000' SVR4/MP effort
+ # says <Richard.M.Bartel at ccMail.Census.GOV>
+ echo i586-unisys-sysv4
+ exit 0 ;;
+ *:UNIX_System_V:4*:FTX*)
+ # From Gerald Hewes <hewes at openmarket.com>.
+ # How about differentiating between stratus architectures? -djm
+ echo hppa1.1-stratus-sysv4
+ exit 0 ;;
+ *:*:*:FTX*)
+ # From seanf at swdc.stratus.com.
+ echo i860-stratus-sysv4
+ exit 0 ;;
+ *:VOS:*:*)
+ # From Paul.Green at stratus.com.
+ echo hppa1.1-stratus-vos
+ exit 0 ;;
+ mc68*:A/UX:*:*)
+ echo m68k-apple-aux${UNAME_RELEASE}
+ exit 0 ;;
+ news*:NEWS-OS:6*:*)
+ echo mips-sony-newsos6
+ exit 0 ;;
+ R[34]000:*System_V*:*:* | R4000:UNIX_SYSV:*:* | R*000:UNIX_SV:*:*)
+ if [ -d /usr/nec ]; then
+ echo mips-nec-sysv${UNAME_RELEASE}
+ else
+ echo mips-unknown-sysv${UNAME_RELEASE}
+ fi
+ exit 0 ;;
+ BeBox:BeOS:*:*) # BeOS running on hardware made by Be, PPC only.
+ echo powerpc-be-beos
+ exit 0 ;;
+ BeMac:BeOS:*:*) # BeOS running on Mac or Mac clone, PPC only.
+ echo powerpc-apple-beos
+ exit 0 ;;
+ BePC:BeOS:*:*) # BeOS running on Intel PC compatible.
+ echo i586-pc-beos
+ exit 0 ;;
+ SX-4:SUPER-UX:*:*)
+ echo sx4-nec-superux${UNAME_RELEASE}
+ exit 0 ;;
+ SX-5:SUPER-UX:*:*)
+ echo sx5-nec-superux${UNAME_RELEASE}
+ exit 0 ;;
+ SX-6:SUPER-UX:*:*)
+ echo sx6-nec-superux${UNAME_RELEASE}
+ exit 0 ;;
+ Power*:Rhapsody:*:*)
+ echo powerpc-apple-rhapsody${UNAME_RELEASE}
+ exit 0 ;;
+ *:Rhapsody:*:*)
+ echo ${UNAME_MACHINE}-apple-rhapsody${UNAME_RELEASE}
+ exit 0 ;;
+ *:Darwin:*:*)
+ case `uname -p` in
+ *86) UNAME_PROCESSOR=i686 ;;
+ powerpc) UNAME_PROCESSOR=powerpc ;;
+ esac
+ echo ${UNAME_PROCESSOR}-apple-darwin${UNAME_RELEASE}
+ exit 0 ;;
+ *:procnto*:*:* | *:QNX:[0123456789]*:*)
+ UNAME_PROCESSOR=`uname -p`
+ if test "$UNAME_PROCESSOR" = "x86"; then
+ UNAME_PROCESSOR=i386
+ UNAME_MACHINE=pc
+ fi
+ echo ${UNAME_PROCESSOR}-${UNAME_MACHINE}-nto-qnx${UNAME_RELEASE}
+ exit 0 ;;
+ *:QNX:*:4*)
+ echo i386-pc-qnx
+ exit 0 ;;
+ NSR-?:NONSTOP_KERNEL:*:*)
+ echo nsr-tandem-nsk${UNAME_RELEASE}
+ exit 0 ;;
+ *:NonStop-UX:*:*)
+ echo mips-compaq-nonstopux
+ exit 0 ;;
+ BS2000:POSIX*:*:*)
+ echo bs2000-siemens-sysv
+ exit 0 ;;
+ DS/*:UNIX_System_V:*:*)
+ echo ${UNAME_MACHINE}-${UNAME_SYSTEM}-${UNAME_RELEASE}
+ exit 0 ;;
+ *:Plan9:*:*)
+ # "uname -m" is not consistent, so use $cputype instead. 386
+ # is converted to i386 for consistency with other x86
+ # operating systems.
+ if test "$cputype" = "386"; then
+ UNAME_MACHINE=i386
+ else
+ UNAME_MACHINE="$cputype"
+ fi
+ echo ${UNAME_MACHINE}-unknown-plan9
+ exit 0 ;;
+ *:TOPS-10:*:*)
+ echo pdp10-unknown-tops10
+ exit 0 ;;
+ *:TENEX:*:*)
+ echo pdp10-unknown-tenex
+ exit 0 ;;
+ KS10:TOPS-20:*:* | KL10:TOPS-20:*:* | TYPE4:TOPS-20:*:*)
+ echo pdp10-dec-tops20
+ exit 0 ;;
+ XKL-1:TOPS-20:*:* | TYPE5:TOPS-20:*:*)
+ echo pdp10-xkl-tops20
+ exit 0 ;;
+ *:TOPS-20:*:*)
+ echo pdp10-unknown-tops20
+ exit 0 ;;
+ *:ITS:*:*)
+ echo pdp10-unknown-its
+ exit 0 ;;
+ SEI:*:*:SEIUX)
+ echo mips-sei-seiux${UNAME_RELEASE}
+ exit 0 ;;
+ *:DragonFly:*:*)
+ echo ${UNAME_MACHINE}-unknown-dragonfly`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`
+ exit 0 ;;
+esac
+
+#echo '(No uname command or uname output not recognized.)' 1>&2
+#echo "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" 1>&2
+
+eval $set_cc_for_build
+cat >$dummy.c <<EOF
+#ifdef _SEQUENT_
+# include <sys/types.h>
+# include <sys/utsname.h>
+#endif
+main ()
+{
+#if defined (sony)
+#if defined (MIPSEB)
+ /* BFD wants "bsd" instead of "newsos". Perhaps BFD should be changed,
+ I don't know.... */
+ printf ("mips-sony-bsd\n"); exit (0);
+#else
+#include <sys/param.h>
+ printf ("m68k-sony-newsos%s\n",
+#ifdef NEWSOS4
+ "4"
+#else
+ ""
+#endif
+ ); exit (0);
+#endif
+#endif
+
+#if defined (__arm) && defined (__acorn) && defined (__unix)
+ printf ("arm-acorn-riscix"); exit (0);
+#endif
+
+#if defined (hp300) && !defined (hpux)
+ printf ("m68k-hp-bsd\n"); exit (0);
+#endif
+
+#if defined (NeXT)
+#if !defined (__ARCHITECTURE__)
+#define __ARCHITECTURE__ "m68k"
+#endif
+ int version;
+ version=`(hostinfo | sed -n 's/.*NeXT Mach \([0-9]*\).*/\1/p') 2>/dev/null`;
+ if (version < 4)
+ printf ("%s-next-nextstep%d\n", __ARCHITECTURE__, version);
+ else
+ printf ("%s-next-openstep%d\n", __ARCHITECTURE__, version);
+ exit (0);
+#endif
+
+#if defined (MULTIMAX) || defined (n16)
+#if defined (UMAXV)
+ printf ("ns32k-encore-sysv\n"); exit (0);
+#else
+#if defined (CMU)
+ printf ("ns32k-encore-mach\n"); exit (0);
+#else
+ printf ("ns32k-encore-bsd\n"); exit (0);
+#endif
+#endif
+#endif
+
+#if defined (__386BSD__)
+ printf ("i386-pc-bsd\n"); exit (0);
+#endif
+
+#if defined (sequent)
+#if defined (i386)
+ printf ("i386-sequent-dynix\n"); exit (0);
+#endif
+#if defined (ns32000)
+ printf ("ns32k-sequent-dynix\n"); exit (0);
+#endif
+#endif
+
+#if defined (_SEQUENT_)
+ struct utsname un;
+
+ uname(&un);
+
+ if (strncmp(un.version, "V2", 2) == 0) {
+ printf ("i386-sequent-ptx2\n"); exit (0);
+ }
+ if (strncmp(un.version, "V1", 2) == 0) { /* XXX is V1 correct? */
+ printf ("i386-sequent-ptx1\n"); exit (0);
+ }
+ printf ("i386-sequent-ptx\n"); exit (0);
+
+#endif
+
+#if defined (vax)
+# if !defined (ultrix)
+# include <sys/param.h>
+# if defined (BSD)
+# if BSD == 43
+ printf ("vax-dec-bsd4.3\n"); exit (0);
+# else
+# if BSD == 199006
+ printf ("vax-dec-bsd4.3reno\n"); exit (0);
+# else
+ printf ("vax-dec-bsd\n"); exit (0);
+# endif
+# endif
+# else
+ printf ("vax-dec-bsd\n"); exit (0);
+# endif
+# else
+ printf ("vax-dec-ultrix\n"); exit (0);
+# endif
+#endif
+
+#if defined (alliant) && defined (i860)
+ printf ("i860-alliant-bsd\n"); exit (0);
+#endif
+
+ exit (1);
+}
+EOF
+
+$CC_FOR_BUILD -o $dummy $dummy.c 2>/dev/null && $dummy && exit 0
+
+# Apollos put the system type in the environment.
+
+test -d /usr/apollo && { echo ${ISP}-apollo-${SYSTYPE}; exit 0; }
+
+# Convex versions that predate uname can use getsysinfo(1)
+
+if [ -x /usr/convex/getsysinfo ]
+then
+ case `getsysinfo -f cpu_type` in
+ c1*)
+ echo c1-convex-bsd
+ exit 0 ;;
+ c2*)
+ if getsysinfo -f scalar_acc
+ then echo c32-convex-bsd
+ else echo c2-convex-bsd
+ fi
+ exit 0 ;;
+ c34*)
+ echo c34-convex-bsd
+ exit 0 ;;
+ c38*)
+ echo c38-convex-bsd
+ exit 0 ;;
+ c4*)
+ echo c4-convex-bsd
+ exit 0 ;;
+ esac
+fi
+
+cat >&2 <<EOF
+$0: unable to guess system type
+
+This script, last modified $timestamp, has failed to recognize
+the operating system you are using. It is advised that you
+download the most up to date version of the config scripts from
+
+ ftp://ftp.gnu.org/pub/gnu/config/
+
+If the version you run ($0) is already up to date, please
+send the following data and any information you think might be
+pertinent to <config-patches at gnu.org> in order to provide the needed
+information to handle your system.
+
+config.guess timestamp = $timestamp
+
+uname -m = `(uname -m) 2>/dev/null || echo unknown`
+uname -r = `(uname -r) 2>/dev/null || echo unknown`
+uname -s = `(uname -s) 2>/dev/null || echo unknown`
+uname -v = `(uname -v) 2>/dev/null || echo unknown`
+
+/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null`
+/bin/uname -X = `(/bin/uname -X) 2>/dev/null`
+
+hostinfo = `(hostinfo) 2>/dev/null`
+/bin/universe = `(/bin/universe) 2>/dev/null`
+/usr/bin/arch -k = `(/usr/bin/arch -k) 2>/dev/null`
+/bin/arch = `(/bin/arch) 2>/dev/null`
+/usr/bin/oslevel = `(/usr/bin/oslevel) 2>/dev/null`
+/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null`
+
+UNAME_MACHINE = ${UNAME_MACHINE}
+UNAME_RELEASE = ${UNAME_RELEASE}
+UNAME_SYSTEM = ${UNAME_SYSTEM}
+UNAME_VERSION = ${UNAME_VERSION}
+EOF
+
+exit 1
+
+# Local variables:
+# eval: (add-hook 'write-file-hooks 'time-stamp)
+# time-stamp-start: "timestamp='"
+# time-stamp-format: "%:y-%02m-%02d"
+# time-stamp-end: "'"
+# End:
diff --git a/config.sub b/config.sub
new file mode 100644
index 0000000..ba33103
--- /dev/null
+++ b/config.sub
@@ -0,0 +1,1549 @@
+#! /bin/sh
+# Configuration validation subroutine script.
+# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999,
+# 2000, 2001, 2002, 2003 Free Software Foundation, Inc.
+
+timestamp='2004-03-12'
+
+# This file is (in principle) common to ALL GNU software.
+# The presence of a machine in this file suggests that SOME GNU software
+# can handle that machine. It does not imply ALL GNU software can.
+#
+# This file is free software; you can redistribute it and/or modify
+# it under the terms of the GNU General Public License as published by
+# the Free Software Foundation; either version 2 of the License, or
+# (at your option) any later version.
+#
+# This program is distributed in the hope that it will be useful,
+# but WITHOUT ANY WARRANTY; without even the implied warranty of
+# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+# GNU General Public License for more details.
+#
+# You should have received a copy of the GNU General Public License
+# along with this program; if not, write to the Free Software
+# Foundation, Inc., 59 Temple Place - Suite 330,
+# Boston, MA 02111-1307, USA.
+
+# As a special exception to the GNU General Public License, if you
+# distribute this file as part of a program that contains a
+# configuration script generated by Autoconf, you may include it under
+# the same distribution terms that you use for the rest of that program.
+
+# Please send patches to <config-patches at gnu.org>. Submit a context
+# diff and a properly formatted ChangeLog entry.
+#
+# Configuration subroutine to validate and canonicalize a configuration type.
+# Supply the specified configuration type as an argument.
+# If it is invalid, we print an error message on stderr and exit with code 1.
+# Otherwise, we print the canonical config type on stdout and succeed.
+
+# This file is supposed to be the same for all GNU packages
+# and recognize all the CPU types, system types and aliases
+# that are meaningful with *any* GNU software.
+# Each package is responsible for reporting which valid configurations
+# it does not support. The user should be able to distinguish
+# a failure to support a valid configuration from a meaningless
+# configuration.
+
+# The goal of this file is to map all the various variations of a given
+# machine specification into a single specification in the form:
+# CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM
+# or in some cases, the newer four-part form:
+# CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM
+# It is wrong to echo any other type of specification.
+
+me=`echo "$0" | sed -e 's,.*/,,'`
+
+usage="\
+Usage: $0 [OPTION] CPU-MFR-OPSYS
+ $0 [OPTION] ALIAS
+
+Canonicalize a configuration name.
+
+Operation modes:
+ -h, --help print this help, then exit
+ -t, --time-stamp print date of last modification, then exit
+ -v, --version print version number, then exit
+
+Report bugs and patches to <config-patches at gnu.org>."
+
+version="\
+GNU config.sub ($timestamp)
+
+Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
+Free Software Foundation, Inc.
+
+This is free software; see the source for copying conditions. There is NO
+warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
+
+help="
+Try \`$me --help' for more information."
+
+# Parse command line
+while test $# -gt 0 ; do
+ case $1 in
+ --time-stamp | --time* | -t )
+ echo "$timestamp" ; exit 0 ;;
+ --version | -v )
+ echo "$version" ; exit 0 ;;
+ --help | --h* | -h )
+ echo "$usage"; exit 0 ;;
+ -- ) # Stop option processing
+ shift; break ;;
+ - ) # Use stdin as input.
+ break ;;
+ -* )
+ echo "$me: invalid option $1$help"
+ exit 1 ;;
+
+ *local*)
+ # First pass through any local machine types.
+ echo $1
+ exit 0;;
+
+ * )
+ break ;;
+ esac
+done
+
+case $# in
+ 0) echo "$me: missing argument$help" >&2
+ exit 1;;
+ 1) ;;
+ *) echo "$me: too many arguments$help" >&2
+ exit 1;;
+esac
+
+# Separate what the user gave into CPU-COMPANY and OS or KERNEL-OS (if any).
+# Here we must recognize all the valid KERNEL-OS combinations.
+maybe_os=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\2/'`
+case $maybe_os in
+ nto-qnx* | linux-gnu* | linux-dietlibc | linux-uclibc* | uclinux-uclibc* | uclinux-gnu* | \
+ kfreebsd*-gnu* | knetbsd*-gnu* | netbsd*-gnu* | storm-chaos* | os2-emx* | rtmk-nova*)
+ os=-$maybe_os
+ basic_machine=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\1/'`
+ ;;
+ *)
+ basic_machine=`echo $1 | sed 's/-[^-]*$//'`
+ if [ $basic_machine != $1 ]
+ then os=`echo $1 | sed 's/.*-/-/'`
+ else os=; fi
+ ;;
+esac
+
+### Let's recognize common machines as not being operating systems so
+### that things like config.sub decstation-3100 work. We also
+### recognize some manufacturers as not being operating systems, so we
+### can provide default operating systems below.
+case $os in
+ -sun*os*)
+ # Prevent following clause from handling this invalid input.
+ ;;
+ -dec* | -mips* | -sequent* | -encore* | -pc532* | -sgi* | -sony* | \
+ -att* | -7300* | -3300* | -delta* | -motorola* | -sun[234]* | \
+ -unicom* | -ibm* | -next | -hp | -isi* | -apollo | -altos* | \
+ -convergent* | -ncr* | -news | -32* | -3600* | -3100* | -hitachi* |\
+ -c[123]* | -convex* | -sun | -crds | -omron* | -dg | -ultra | -tti* | \
+ -harris | -dolphin | -highlevel | -gould | -cbm | -ns | -masscomp | \
+ -apple | -axis)
+ os=
+ basic_machine=$1
+ ;;
+ -sim | -cisco | -oki | -wec | -winbond)
+ os=
+ basic_machine=$1
+ ;;
+ -scout)
+ ;;
+ -wrs)
+ os=-vxworks
+ basic_machine=$1
+ ;;
+ -chorusos*)
+ os=-chorusos
+ basic_machine=$1
+ ;;
+ -chorusrdb)
+ os=-chorusrdb
+ basic_machine=$1
+ ;;
+ -hiux*)
+ os=-hiuxwe2
+ ;;
+ -sco5)
+ os=-sco3.2v5
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco4)
+ os=-sco3.2v4
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco3.2.[4-9]*)
+ os=`echo $os | sed -e 's/sco3.2./sco3.2v/'`
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco3.2v[4-9]*)
+ # Don't forget version if it is 3.2v4 or newer.
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco*)
+ os=-sco3.2v2
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -udk*)
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -isc)
+ os=-isc2.2
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -clix*)
+ basic_machine=clipper-intergraph
+ ;;
+ -isc*)
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -lynx*)
+ os=-lynxos
+ ;;
+ -ptx*)
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-sequent/'`
+ ;;
+ -windowsnt*)
+ os=`echo $os | sed -e 's/windowsnt/winnt/'`
+ ;;
+ -psos*)
+ os=-psos
+ ;;
+ -mint | -mint[0-9]*)
+ basic_machine=m68k-atari
+ os=-mint
+ ;;
+esac
+
+# Decode aliases for certain CPU-COMPANY combinations.
+case $basic_machine in
+ # Recognize the basic CPU types without company name.
+ # Some are omitted here because they have special meanings below.
+ 1750a | 580 \
+ | a29k \
+ | alpha | alphaev[4-8] | alphaev56 | alphaev6[78] | alphapca5[67] \
+ | alpha64 | alpha64ev[4-8] | alpha64ev56 | alpha64ev6[78] | alpha64pca5[67] \
+ | am33_2.0 \
+ | arc | arm | arm[bl]e | arme[lb] | armv[2345] | armv[345][lb] | avr \
+ | c4x | clipper \
+ | d10v | d30v | dlx | dsp16xx \
+ | fr30 | frv \
+ | h8300 | h8500 | hppa | hppa1.[01] | hppa2.0 | hppa2.0[nw] | hppa64 \
+ | i370 | i860 | i960 | ia64 \
+ | ip2k | iq2000 \
+ | m32r | m32rle | m68000 | m68k | m88k | mcore \
+ | mips | mipsbe | mipseb | mipsel | mipsle \
+ | mips16 \
+ | mips64 | mips64el \
+ | mips64vr | mips64vrel \
+ | mips64orion | mips64orionel \
+ | mips64vr4100 | mips64vr4100el \
+ | mips64vr4300 | mips64vr4300el \
+ | mips64vr5000 | mips64vr5000el \
+ | mipsisa32 | mipsisa32el \
+ | mipsisa32r2 | mipsisa32r2el \
+ | mipsisa64 | mipsisa64el \
+ | mipsisa64r2 | mipsisa64r2el \
+ | mipsisa64sb1 | mipsisa64sb1el \
+ | mipsisa64sr71k | mipsisa64sr71kel \
+ | mipstx39 | mipstx39el \
+ | mn10200 | mn10300 \
+ | msp430 \
+ | ns16k | ns32k \
+ | openrisc | or32 \
+ | pdp10 | pdp11 | pj | pjl \
+ | powerpc | powerpc64 | powerpc64le | powerpcle | ppcbe \
+ | pyramid \
+ | sh | sh[1234] | sh[23]e | sh[34]eb | shbe | shle | sh[1234]le | sh3ele \
+ | sh64 | sh64le \
+ | sparc | sparc64 | sparc86x | sparclet | sparclite | sparcv8 | sparcv9 | sparcv9b \
+ | strongarm \
+ | tahoe | thumb | tic4x | tic80 | tron \
+ | v850 | v850e \
+ | we32k \
+ | x86 | xscale | xstormy16 | xtensa \
+ | z8k)
+ basic_machine=$basic_machine-unknown
+ ;;
+ m6811 | m68hc11 | m6812 | m68hc12)
+ # Motorola 68HC11/12.
+ basic_machine=$basic_machine-unknown
+ os=-none
+ ;;
+ m88110 | m680[12346]0 | m683?2 | m68360 | m5200 | v70 | w65 | z8k)
+ ;;
+
+ # We use `pc' rather than `unknown'
+ # because (1) that's what they normally are, and
+ # (2) the word "unknown" tends to confuse beginning users.
+ i*86 | x86_64)
+ basic_machine=$basic_machine-pc
+ ;;
+ # Object if more than one company name word.
+ *-*-*)
+ echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
+ exit 1
+ ;;
+ # Recognize the basic CPU types with company name.
+ 580-* \
+ | a29k-* \
+ | alpha-* | alphaev[4-8]-* | alphaev56-* | alphaev6[78]-* \
+ | alpha64-* | alpha64ev[4-8]-* | alpha64ev56-* | alpha64ev6[78]-* \
+ | alphapca5[67]-* | alpha64pca5[67]-* | arc-* \
+ | arm-* | armbe-* | armle-* | armeb-* | armv*-* \
+ | avr-* \
+ | bs2000-* \
+ | c[123]* | c30-* | [cjt]90-* | c4x-* | c54x-* | c55x-* | c6x-* \
+ | clipper-* | cydra-* \
+ | d10v-* | d30v-* | dlx-* \
+ | elxsi-* \
+ | f30[01]-* | f700-* | fr30-* | frv-* | fx80-* \
+ | h8300-* | h8500-* \
+ | hppa-* | hppa1.[01]-* | hppa2.0-* | hppa2.0[nw]-* | hppa64-* \
+ | i*86-* | i860-* | i960-* | ia64-* \
+ | ip2k-* | iq2000-* \
+ | m32r-* | m32rle-* \
+ | m68000-* | m680[012346]0-* | m68360-* | m683?2-* | m68k-* \
+ | m88110-* | m88k-* | mcore-* \
+ | mips-* | mipsbe-* | mipseb-* | mipsel-* | mipsle-* \
+ | mips16-* \
+ | mips64-* | mips64el-* \
+ | mips64vr-* | mips64vrel-* \
+ | mips64orion-* | mips64orionel-* \
+ | mips64vr4100-* | mips64vr4100el-* \
+ | mips64vr4300-* | mips64vr4300el-* \
+ | mips64vr5000-* | mips64vr5000el-* \
+ | mipsisa32-* | mipsisa32el-* \
+ | mipsisa32r2-* | mipsisa32r2el-* \
+ | mipsisa64-* | mipsisa64el-* \
+ | mipsisa64r2-* | mipsisa64r2el-* \
+ | mipsisa64sb1-* | mipsisa64sb1el-* \
+ | mipsisa64sr71k-* | mipsisa64sr71kel-* \
+ | mipstx39-* | mipstx39el-* \
+ | msp430-* \
+ | none-* | np1-* | nv1-* | ns16k-* | ns32k-* \
+ | orion-* \
+ | pdp10-* | pdp11-* | pj-* | pjl-* | pn-* | power-* \
+ | powerpc-* | powerpc64-* | powerpc64le-* | powerpcle-* | ppcbe-* \
+ | pyramid-* \
+ | romp-* | rs6000-* \
+ | sh-* | sh[1234]-* | sh[23]e-* | sh[34]eb-* | shbe-* \
+ | shle-* | sh[1234]le-* | sh3ele-* | sh64-* | sh64le-* \
+ | sparc-* | sparc64-* | sparc86x-* | sparclet-* | sparclite-* \
+ | sparcv8-* | sparcv9-* | sparcv9b-* | strongarm-* | sv1-* | sx?-* \
+ | tahoe-* | thumb-* \
+ | tic30-* | tic4x-* | tic54x-* | tic55x-* | tic6x-* | tic80-* \
+ | tron-* \
+ | v850-* | v850e-* | vax-* \
+ | we32k-* \
+ | x86-* | x86_64-* | xps100-* | xscale-* | xstormy16-* \
+ | xtensa-* \
+ | ymp-* \
+ | z8k-*)
+ ;;
+ # Recognize the various machine names and aliases which stand
+ # for a CPU type and a company and sometimes even an OS.
+ 386bsd)
+ basic_machine=i386-unknown
+ os=-bsd
+ ;;
+ 3b1 | 7300 | 7300-att | att-7300 | pc7300 | safari | unixpc)
+ basic_machine=m68000-att
+ ;;
+ 3b*)
+ basic_machine=we32k-att
+ ;;
+ a29khif)
+ basic_machine=a29k-amd
+ os=-udi
+ ;;
+ abacus)
+ basic_machine=abacus-unknown
+ ;;
+ adobe68k)
+ basic_machine=m68010-adobe
+ os=-scout
+ ;;
+ alliant | fx80)
+ basic_machine=fx80-alliant
+ ;;
+ altos | altos3068)
+ basic_machine=m68k-altos
+ ;;
+ am29k)
+ basic_machine=a29k-none
+ os=-bsd
+ ;;
+ amd64)
+ basic_machine=x86_64-pc
+ ;;
+ amd64-*)
+ basic_machine=x86_64-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ amdahl)
+ basic_machine=580-amdahl
+ os=-sysv
+ ;;
+ amiga | amiga-*)
+ basic_machine=m68k-unknown
+ ;;
+ amigaos | amigados)
+ basic_machine=m68k-unknown
+ os=-amigaos
+ ;;
+ amigaunix | amix)
+ basic_machine=m68k-unknown
+ os=-sysv4
+ ;;
+ apollo68)
+ basic_machine=m68k-apollo
+ os=-sysv
+ ;;
+ apollo68bsd)
+ basic_machine=m68k-apollo
+ os=-bsd
+ ;;
+ aux)
+ basic_machine=m68k-apple
+ os=-aux
+ ;;
+ balance)
+ basic_machine=ns32k-sequent
+ os=-dynix
+ ;;
+ c90)
+ basic_machine=c90-cray
+ os=-unicos
+ ;;
+ convex-c1)
+ basic_machine=c1-convex
+ os=-bsd
+ ;;
+ convex-c2)
+ basic_machine=c2-convex
+ os=-bsd
+ ;;
+ convex-c32)
+ basic_machine=c32-convex
+ os=-bsd
+ ;;
+ convex-c34)
+ basic_machine=c34-convex
+ os=-bsd
+ ;;
+ convex-c38)
+ basic_machine=c38-convex
+ os=-bsd
+ ;;
+ cray | j90)
+ basic_machine=j90-cray
+ os=-unicos
+ ;;
+ cr16c)
+ basic_machine=cr16c-unknown
+ os=-elf
+ ;;
+ crds | unos)
+ basic_machine=m68k-crds
+ ;;
+ cris | cris-* | etrax*)
+ basic_machine=cris-axis
+ ;;
+ crx)
+ basic_machine=crx-unknown
+ os=-elf
+ ;;
+ da30 | da30-*)
+ basic_machine=m68k-da30
+ ;;
+ decstation | decstation-3100 | pmax | pmax-* | pmin | dec3100 | decstatn)
+ basic_machine=mips-dec
+ ;;
+ decsystem10* | dec10*)
+ basic_machine=pdp10-dec
+ os=-tops10
+ ;;
+ decsystem20* | dec20*)
+ basic_machine=pdp10-dec
+ os=-tops20
+ ;;
+ delta | 3300 | motorola-3300 | motorola-delta \
+ | 3300-motorola | delta-motorola)
+ basic_machine=m68k-motorola
+ ;;
+ delta88)
+ basic_machine=m88k-motorola
+ os=-sysv3
+ ;;
+ dpx20 | dpx20-*)
+ basic_machine=rs6000-bull
+ os=-bosx
+ ;;
+ dpx2* | dpx2*-bull)
+ basic_machine=m68k-bull
+ os=-sysv3
+ ;;
+ ebmon29k)
+ basic_machine=a29k-amd
+ os=-ebmon
+ ;;
+ elxsi)
+ basic_machine=elxsi-elxsi
+ os=-bsd
+ ;;
+ encore | umax | mmax)
+ basic_machine=ns32k-encore
+ ;;
+ es1800 | OSE68k | ose68k | ose | OSE)
+ basic_machine=m68k-ericsson
+ os=-ose
+ ;;
+ fx2800)
+ basic_machine=i860-alliant
+ ;;
+ genix)
+ basic_machine=ns32k-ns
+ ;;
+ gmicro)
+ basic_machine=tron-gmicro
+ os=-sysv
+ ;;
+ go32)
+ basic_machine=i386-pc
+ os=-go32
+ ;;
+ h3050r* | hiux*)
+ basic_machine=hppa1.1-hitachi
+ os=-hiuxwe2
+ ;;
+ h8300hms)
+ basic_machine=h8300-hitachi
+ os=-hms
+ ;;
+ h8300xray)
+ basic_machine=h8300-hitachi
+ os=-xray
+ ;;
+ h8500hms)
+ basic_machine=h8500-hitachi
+ os=-hms
+ ;;
+ harris)
+ basic_machine=m88k-harris
+ os=-sysv3
+ ;;
+ hp300-*)
+ basic_machine=m68k-hp
+ ;;
+ hp300bsd)
+ basic_machine=m68k-hp
+ os=-bsd
+ ;;
+ hp300hpux)
+ basic_machine=m68k-hp
+ os=-hpux
+ ;;
+ hp3k9[0-9][0-9] | hp9[0-9][0-9])
+ basic_machine=hppa1.0-hp
+ ;;
+ hp9k2[0-9][0-9] | hp9k31[0-9])
+ basic_machine=m68000-hp
+ ;;
+ hp9k3[2-9][0-9])
+ basic_machine=m68k-hp
+ ;;
+ hp9k6[0-9][0-9] | hp6[0-9][0-9])
+ basic_machine=hppa1.0-hp
+ ;;
+ hp9k7[0-79][0-9] | hp7[0-79][0-9])
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k78[0-9] | hp78[0-9])
+ # FIXME: really hppa2.0-hp
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k8[67]1 | hp8[67]1 | hp9k80[24] | hp80[24] | hp9k8[78]9 | hp8[78]9 | hp9k893 | hp893)
+ # FIXME: really hppa2.0-hp
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k8[0-9][13679] | hp8[0-9][13679])
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k8[0-9][0-9] | hp8[0-9][0-9])
+ basic_machine=hppa1.0-hp
+ ;;
+ hppa-next)
+ os=-nextstep3
+ ;;
+ hppaosf)
+ basic_machine=hppa1.1-hp
+ os=-osf
+ ;;
+ hppro)
+ basic_machine=hppa1.1-hp
+ os=-proelf
+ ;;
+ i370-ibm* | ibm*)
+ basic_machine=i370-ibm
+ ;;
+# I'm not sure what "Sysv32" means. Should this be sysv3.2?
+ i*86v32)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-sysv32
+ ;;
+ i*86v4*)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-sysv4
+ ;;
+ i*86v)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-sysv
+ ;;
+ i*86sol2)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-solaris2
+ ;;
+ i386mach)
+ basic_machine=i386-mach
+ os=-mach
+ ;;
+ i386-vsta | vsta)
+ basic_machine=i386-unknown
+ os=-vsta
+ ;;
+ iris | iris4d)
+ basic_machine=mips-sgi
+ case $os in
+ -irix*)
+ ;;
+ *)
+ os=-irix4
+ ;;
+ esac
+ ;;
+ isi68 | isi)
+ basic_machine=m68k-isi
+ os=-sysv
+ ;;
+ m88k-omron*)
+ basic_machine=m88k-omron
+ ;;
+ magnum | m3230)
+ basic_machine=mips-mips
+ os=-sysv
+ ;;
+ merlin)
+ basic_machine=ns32k-utek
+ os=-sysv
+ ;;
+ mingw32)
+ basic_machine=i386-pc
+ os=-mingw32
+ ;;
+ miniframe)
+ basic_machine=m68000-convergent
+ ;;
+ *mint | -mint[0-9]* | *MiNT | *MiNT[0-9]*)
+ basic_machine=m68k-atari
+ os=-mint
+ ;;
+ mips3*-*)
+ basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`
+ ;;
+ mips3*)
+ basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`-unknown
+ ;;
+ mmix*)
+ basic_machine=mmix-knuth
+ os=-mmixware
+ ;;
+ monitor)
+ basic_machine=m68k-rom68k
+ os=-coff
+ ;;
+ morphos)
+ basic_machine=powerpc-unknown
+ os=-morphos
+ ;;
+ msdos)
+ basic_machine=i386-pc
+ os=-msdos
+ ;;
+ mvs)
+ basic_machine=i370-ibm
+ os=-mvs
+ ;;
+ ncr3000)
+ basic_machine=i486-ncr
+ os=-sysv4
+ ;;
+ netbsd386)
+ basic_machine=i386-unknown
+ os=-netbsd
+ ;;
+ netwinder)
+ basic_machine=armv4l-rebel
+ os=-linux
+ ;;
+ news | news700 | news800 | news900)
+ basic_machine=m68k-sony
+ os=-newsos
+ ;;
+ news1000)
+ basic_machine=m68030-sony
+ os=-newsos
+ ;;
+ news-3600 | risc-news)
+ basic_machine=mips-sony
+ os=-newsos
+ ;;
+ necv70)
+ basic_machine=v70-nec
+ os=-sysv
+ ;;
+ next | m*-next )
+ basic_machine=m68k-next
+ case $os in
+ -nextstep* )
+ ;;
+ -ns2*)
+ os=-nextstep2
+ ;;
+ *)
+ os=-nextstep3
+ ;;
+ esac
+ ;;
+ nh3000)
+ basic_machine=m68k-harris
+ os=-cxux
+ ;;
+ nh[45]000)
+ basic_machine=m88k-harris
+ os=-cxux
+ ;;
+ nindy960)
+ basic_machine=i960-intel
+ os=-nindy
+ ;;
+ mon960)
+ basic_machine=i960-intel
+ os=-mon960
+ ;;
+ nonstopux)
+ basic_machine=mips-compaq
+ os=-nonstopux
+ ;;
+ np1)
+ basic_machine=np1-gould
+ ;;
+ nv1)
+ basic_machine=nv1-cray
+ os=-unicosmp
+ ;;
+ nsr-tandem)
+ basic_machine=nsr-tandem
+ ;;
+ op50n-* | op60c-*)
+ basic_machine=hppa1.1-oki
+ os=-proelf
+ ;;
+ or32 | or32-*)
+ basic_machine=or32-unknown
+ os=-coff
+ ;;
+ os400)
+ basic_machine=powerpc-ibm
+ os=-os400
+ ;;
+ OSE68000 | ose68000)
+ basic_machine=m68000-ericsson
+ os=-ose
+ ;;
+ os68k)
+ basic_machine=m68k-none
+ os=-os68k
+ ;;
+ pa-hitachi)
+ basic_machine=hppa1.1-hitachi
+ os=-hiuxwe2
+ ;;
+ paragon)
+ basic_machine=i860-intel
+ os=-osf
+ ;;
+ pbd)
+ basic_machine=sparc-tti
+ ;;
+ pbb)
+ basic_machine=m68k-tti
+ ;;
+ pc532 | pc532-*)
+ basic_machine=ns32k-pc532
+ ;;
+ pentium | p5 | k5 | k6 | nexgen | viac3)
+ basic_machine=i586-pc
+ ;;
+ pentiumpro | p6 | 6x86 | athlon | athlon_*)
+ basic_machine=i686-pc
+ ;;
+ pentiumii | pentium2 | pentiumiii | pentium3)
+ basic_machine=i686-pc
+ ;;
+ pentium4)
+ basic_machine=i786-pc
+ ;;
+ pentium-* | p5-* | k5-* | k6-* | nexgen-* | viac3-*)
+ basic_machine=i586-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pentiumpro-* | p6-* | 6x86-* | athlon-*)
+ basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pentiumii-* | pentium2-* | pentiumiii-* | pentium3-*)
+ basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pentium4-*)
+ basic_machine=i786-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pn)
+ basic_machine=pn-gould
+ ;;
+ power) basic_machine=power-ibm
+ ;;
+ ppc) basic_machine=powerpc-unknown
+ ;;
+ ppc-*) basic_machine=powerpc-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ppcle | powerpclittle | ppc-le | powerpc-little)
+ basic_machine=powerpcle-unknown
+ ;;
+ ppcle-* | powerpclittle-*)
+ basic_machine=powerpcle-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ppc64) basic_machine=powerpc64-unknown
+ ;;
+ ppc64-*) basic_machine=powerpc64-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ppc64le | powerpc64little | ppc64-le | powerpc64-little)
+ basic_machine=powerpc64le-unknown
+ ;;
+ ppc64le-* | powerpc64little-*)
+ basic_machine=powerpc64le-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ps2)
+ basic_machine=i386-ibm
+ ;;
+ pw32)
+ basic_machine=i586-unknown
+ os=-pw32
+ ;;
+ rom68k)
+ basic_machine=m68k-rom68k
+ os=-coff
+ ;;
+ rm[46]00)
+ basic_machine=mips-siemens
+ ;;
+ rtpc | rtpc-*)
+ basic_machine=romp-ibm
+ ;;
+ s390 | s390-*)
+ basic_machine=s390-ibm
+ ;;
+ s390x | s390x-*)
+ basic_machine=s390x-ibm
+ ;;
+ sa29200)
+ basic_machine=a29k-amd
+ os=-udi
+ ;;
+ sb1)
+ basic_machine=mipsisa64sb1-unknown
+ ;;
+ sb1el)
+ basic_machine=mipsisa64sb1el-unknown
+ ;;
+ sei)
+ basic_machine=mips-sei
+ os=-seiux
+ ;;
+ sequent)
+ basic_machine=i386-sequent
+ ;;
+ sh)
+ basic_machine=sh-hitachi
+ os=-hms
+ ;;
+ sh64)
+ basic_machine=sh64-unknown
+ ;;
+ sparclite-wrs | simso-wrs)
+ basic_machine=sparclite-wrs
+ os=-vxworks
+ ;;
+ sps7)
+ basic_machine=m68k-bull
+ os=-sysv2
+ ;;
+ spur)
+ basic_machine=spur-unknown
+ ;;
+ st2000)
+ basic_machine=m68k-tandem
+ ;;
+ stratus)
+ basic_machine=i860-stratus
+ os=-sysv4
+ ;;
+ sun2)
+ basic_machine=m68000-sun
+ ;;
+ sun2os3)
+ basic_machine=m68000-sun
+ os=-sunos3
+ ;;
+ sun2os4)
+ basic_machine=m68000-sun
+ os=-sunos4
+ ;;
+ sun3os3)
+ basic_machine=m68k-sun
+ os=-sunos3
+ ;;
+ sun3os4)
+ basic_machine=m68k-sun
+ os=-sunos4
+ ;;
+ sun4os3)
+ basic_machine=sparc-sun
+ os=-sunos3
+ ;;
+ sun4os4)
+ basic_machine=sparc-sun
+ os=-sunos4
+ ;;
+ sun4sol2)
+ basic_machine=sparc-sun
+ os=-solaris2
+ ;;
+ sun3 | sun3-*)
+ basic_machine=m68k-sun
+ ;;
+ sun4)
+ basic_machine=sparc-sun
+ ;;
+ sun386 | sun386i | roadrunner)
+ basic_machine=i386-sun
+ ;;
+ sv1)
+ basic_machine=sv1-cray
+ os=-unicos
+ ;;
+ symmetry)
+ basic_machine=i386-sequent
+ os=-dynix
+ ;;
+ t3e)
+ basic_machine=alphaev5-cray
+ os=-unicos
+ ;;
+ t90)
+ basic_machine=t90-cray
+ os=-unicos
+ ;;
+ tic54x | c54x*)
+ basic_machine=tic54x-unknown
+ os=-coff
+ ;;
+ tic55x | c55x*)
+ basic_machine=tic55x-unknown
+ os=-coff
+ ;;
+ tic6x | c6x*)
+ basic_machine=tic6x-unknown
+ os=-coff
+ ;;
+ tx39)
+ basic_machine=mipstx39-unknown
+ ;;
+ tx39el)
+ basic_machine=mipstx39el-unknown
+ ;;
+ toad1)
+ basic_machine=pdp10-xkl
+ os=-tops20
+ ;;
+ tower | tower-32)
+ basic_machine=m68k-ncr
+ ;;
+ tpf)
+ basic_machine=s390x-ibm
+ os=-tpf
+ ;;
+ udi29k)
+ basic_machine=a29k-amd
+ os=-udi
+ ;;
+ ultra3)
+ basic_machine=a29k-nyu
+ os=-sym1
+ ;;
+ v810 | necv810)
+ basic_machine=v810-nec
+ os=-none
+ ;;
+ vaxv)
+ basic_machine=vax-dec
+ os=-sysv
+ ;;
+ vms)
+ basic_machine=vax-dec
+ os=-vms
+ ;;
+ vpp*|vx|vx-*)
+ basic_machine=f301-fujitsu
+ ;;
+ vxworks960)
+ basic_machine=i960-wrs
+ os=-vxworks
+ ;;
+ vxworks68)
+ basic_machine=m68k-wrs
+ os=-vxworks
+ ;;
+ vxworks29k)
+ basic_machine=a29k-wrs
+ os=-vxworks
+ ;;
+ w65*)
+ basic_machine=w65-wdc
+ os=-none
+ ;;
+ w89k-*)
+ basic_machine=hppa1.1-winbond
+ os=-proelf
+ ;;
+ xps | xps100)
+ basic_machine=xps100-honeywell
+ ;;
+ ymp)
+ basic_machine=ymp-cray
+ os=-unicos
+ ;;
+ z8k-*-coff)
+ basic_machine=z8k-unknown
+ os=-sim
+ ;;
+ none)
+ basic_machine=none-none
+ os=-none
+ ;;
+
+# Here we handle the default manufacturer of certain CPU types. It is in
+# some cases the only manufacturer, in others, it is the most popular.
+ w89k)
+ basic_machine=hppa1.1-winbond
+ ;;
+ op50n)
+ basic_machine=hppa1.1-oki
+ ;;
+ op60c)
+ basic_machine=hppa1.1-oki
+ ;;
+ romp)
+ basic_machine=romp-ibm
+ ;;
+ rs6000)
+ basic_machine=rs6000-ibm
+ ;;
+ vax)
+ basic_machine=vax-dec
+ ;;
+ pdp10)
+ # there are many clones, so DEC is not a safe bet
+ basic_machine=pdp10-unknown
+ ;;
+ pdp11)
+ basic_machine=pdp11-dec
+ ;;
+ we32k)
+ basic_machine=we32k-att
+ ;;
+ sh3 | sh4 | sh[34]eb | sh[1234]le | sh[23]ele)
+ basic_machine=sh-unknown
+ ;;
+ sh64)
+ basic_machine=sh64-unknown
+ ;;
+ sparc | sparcv8 | sparcv9 | sparcv9b)
+ basic_machine=sparc-sun
+ ;;
+ cydra)
+ basic_machine=cydra-cydrome
+ ;;
+ orion)
+ basic_machine=orion-highlevel
+ ;;
+ orion105)
+ basic_machine=clipper-highlevel
+ ;;
+ mac | mpw | mac-mpw)
+ basic_machine=m68k-apple
+ ;;
+ pmac | pmac-mpw)
+ basic_machine=powerpc-apple
+ ;;
+ *-unknown)
+ # Make sure to match an already-canonicalized machine name.
+ ;;
+ *)
+ echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
+ exit 1
+ ;;
+esac
+
+# Here we canonicalize certain aliases for manufacturers.
+case $basic_machine in
+ *-digital*)
+ basic_machine=`echo $basic_machine | sed 's/digital.*/dec/'`
+ ;;
+ *-commodore*)
+ basic_machine=`echo $basic_machine | sed 's/commodore.*/cbm/'`
+ ;;
+ *)
+ ;;
+esac
+
+# Decode manufacturer-specific aliases for certain operating systems.
+
+if [ x"$os" != x"" ]
+then
+case $os in
+ # First match some system type aliases
+ # that might get confused with valid system types.
+ # -solaris* is a basic system type, with this one exception.
+ -solaris1 | -solaris1.*)
+ os=`echo $os | sed -e 's|solaris1|sunos4|'`
+ ;;
+ -solaris)
+ os=-solaris2
+ ;;
+ -svr4*)
+ os=-sysv4
+ ;;
+ -unixware*)
+ os=-sysv4.2uw
+ ;;
+ -gnu/linux*)
+ os=`echo $os | sed -e 's|gnu/linux|linux-gnu|'`
+ ;;
+ # First accept the basic system types.
+ # The portable systems comes first.
+ # Each alternative MUST END IN A *, to match a version number.
+ # -sysv* is not here because it comes later, after sysvr4.
+ -gnu* | -bsd* | -mach* | -minix* | -genix* | -ultrix* | -irix* \
+ | -*vms* | -sco* | -esix* | -isc* | -aix* | -sunos | -sunos[34]*\
+ | -hpux* | -unos* | -osf* | -luna* | -dgux* | -solaris* | -sym* \
+ | -amigaos* | -amigados* | -msdos* | -newsos* | -unicos* | -aof* \
+ | -aos* \
+ | -nindy* | -vxsim* | -vxworks* | -ebmon* | -hms* | -mvs* \
+ | -clix* | -riscos* | -uniplus* | -iris* | -rtu* | -xenix* \
+ | -hiux* | -386bsd* | -knetbsd* | -mirbsd* | -netbsd* | -openbsd* \
+ | -ekkobsd* | -kfreebsd* | -freebsd* | -riscix* | -lynxos* \
+ | -bosx* | -nextstep* | -cxux* | -aout* | -elf* | -oabi* \
+ | -ptx* | -coff* | -ecoff* | -winnt* | -domain* | -vsta* \
+ | -udi* | -eabi* | -lites* | -ieee* | -go32* | -aux* \
+ | -chorusos* | -chorusrdb* \
+ | -cygwin* | -pe* | -psos* | -moss* | -proelf* | -rtems* \
+ | -mingw32* | -linux-gnu* | -linux-uclibc* | -uxpv* | -beos* | -mpeix* | -udk* \
+ | -interix* | -uwin* | -mks* | -rhapsody* | -darwin* | -opened* \
+ | -openstep* | -oskit* | -conix* | -pw32* | -nonstopux* \
+ | -storm-chaos* | -tops10* | -tenex* | -tops20* | -its* \
+ | -os2* | -vos* | -palmos* | -uclinux* | -nucleus* \
+ | -morphos* | -superux* | -rtmk* | -rtmk-nova* | -windiss* \
+ | -powermax* | -dnix* | -nx6 | -nx7 | -sei* | -dragonfly*)
+ # Remember, each alternative MUST END IN *, to match a version number.
+ ;;
+ -qnx*)
+ case $basic_machine in
+ x86-* | i*86-*)
+ ;;
+ *)
+ os=-nto$os
+ ;;
+ esac
+ ;;
+ -nto-qnx*)
+ ;;
+ -nto*)
+ os=`echo $os | sed -e 's|nto|nto-qnx|'`
+ ;;
+ -sim | -es1800* | -hms* | -xray | -os68k* | -none* | -v88r* \
+ | -windows* | -osx | -abug | -netware* | -os9* | -beos* \
+ | -macos* | -mpw* | -magic* | -mmixware* | -mon960* | -lnews*)
+ ;;
+ -mac*)
+ os=`echo $os | sed -e 's|mac|macos|'`
+ ;;
+ -linux-dietlibc)
+ os=-linux-dietlibc
+ ;;
+ -linux*)
+ os=`echo $os | sed -e 's|linux|linux-gnu|'`
+ ;;
+ -sunos5*)
+ os=`echo $os | sed -e 's|sunos5|solaris2|'`
+ ;;
+ -sunos6*)
+ os=`echo $os | sed -e 's|sunos6|solaris3|'`
+ ;;
+ -opened*)
+ os=-openedition
+ ;;
+ -os400*)
+ os=-os400
+ ;;
+ -wince*)
+ os=-wince
+ ;;
+ -osfrose*)
+ os=-osfrose
+ ;;
+ -osf*)
+ os=-osf
+ ;;
+ -utek*)
+ os=-bsd
+ ;;
+ -dynix*)
+ os=-bsd
+ ;;
+ -acis*)
+ os=-aos
+ ;;
+ -atheos*)
+ os=-atheos
+ ;;
+ -syllable*)
+ os=-syllable
+ ;;
+ -386bsd)
+ os=-bsd
+ ;;
+ -ctix* | -uts*)
+ os=-sysv
+ ;;
+ -nova*)
+ os=-rtmk-nova
+ ;;
+ -ns2 )
+ os=-nextstep2
+ ;;
+ -nsk*)
+ os=-nsk
+ ;;
+ # Preserve the version number of sinix5.
+ -sinix5.*)
+ os=`echo $os | sed -e 's|sinix|sysv|'`
+ ;;
+ -sinix*)
+ os=-sysv4
+ ;;
+ -tpf*)
+ os=-tpf
+ ;;
+ -triton*)
+ os=-sysv3
+ ;;
+ -oss*)
+ os=-sysv3
+ ;;
+ -svr4)
+ os=-sysv4
+ ;;
+ -svr3)
+ os=-sysv3
+ ;;
+ -sysvr4)
+ os=-sysv4
+ ;;
+ # This must come after -sysvr4.
+ -sysv*)
+ ;;
+ -ose*)
+ os=-ose
+ ;;
+ -es1800*)
+ os=-ose
+ ;;
+ -xenix)
+ os=-xenix
+ ;;
+ -*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
+ os=-mint
+ ;;
+ -aros*)
+ os=-aros
+ ;;
+ -kaos*)
+ os=-kaos
+ ;;
+ -none)
+ ;;
+ *)
+ # Get rid of the `-' at the beginning of $os.
+ os=`echo $os | sed 's/[^-]*-//'`
+ echo Invalid configuration \`$1\': system \`$os\' not recognized 1>&2
+ exit 1
+ ;;
+esac
+else
+
+# Here we handle the default operating systems that come with various machines.
+# The value should be what the vendor currently ships out the door with their
+# machine or put another way, the most popular os provided with the machine.
+
+# Note that if you're going to try to match "-MANUFACTURER" here (say,
+# "-sun"), then you have to tell the case statement up towards the top
+# that MANUFACTURER isn't an operating system. Otherwise, code above
+# will signal an error saying that MANUFACTURER isn't an operating
+# system, and we'll never get to this point.
+
+case $basic_machine in
+ *-acorn)
+ os=-riscix1.2
+ ;;
+ arm*-rebel)
+ os=-linux
+ ;;
+ arm*-semi)
+ os=-aout
+ ;;
+ c4x-* | tic4x-*)
+ os=-coff
+ ;;
+ # This must come before the *-dec entry.
+ pdp10-*)
+ os=-tops20
+ ;;
+ pdp11-*)
+ os=-none
+ ;;
+ *-dec | vax-*)
+ os=-ultrix4.2
+ ;;
+ m68*-apollo)
+ os=-domain
+ ;;
+ i386-sun)
+ os=-sunos4.0.2
+ ;;
+ m68000-sun)
+ os=-sunos3
+ # This also exists in the configure program, but was not the
+ # default.
+ # os=-sunos4
+ ;;
+ m68*-cisco)
+ os=-aout
+ ;;
+ mips*-cisco)
+ os=-elf
+ ;;
+ mips*-*)
+ os=-elf
+ ;;
+ or32-*)
+ os=-coff
+ ;;
+ *-tti) # must be before sparc entry or we get the wrong os.
+ os=-sysv3
+ ;;
+ sparc-* | *-sun)
+ os=-sunos4.1.1
+ ;;
+ *-be)
+ os=-beos
+ ;;
+ *-ibm)
+ os=-aix
+ ;;
+ *-wec)
+ os=-proelf
+ ;;
+ *-winbond)
+ os=-proelf
+ ;;
+ *-oki)
+ os=-proelf
+ ;;
+ *-hp)
+ os=-hpux
+ ;;
+ *-hitachi)
+ os=-hiux
+ ;;
+ i860-* | *-att | *-ncr | *-altos | *-motorola | *-convergent)
+ os=-sysv
+ ;;
+ *-cbm)
+ os=-amigaos
+ ;;
+ *-dg)
+ os=-dgux
+ ;;
+ *-dolphin)
+ os=-sysv3
+ ;;
+ m68k-ccur)
+ os=-rtu
+ ;;
+ m88k-omron*)
+ os=-luna
+ ;;
+ *-next )
+ os=-nextstep
+ ;;
+ *-sequent)
+ os=-ptx
+ ;;
+ *-crds)
+ os=-unos
+ ;;
+ *-ns)
+ os=-genix
+ ;;
+ i370-*)
+ os=-mvs
+ ;;
+ *-next)
+ os=-nextstep3
+ ;;
+ *-gould)
+ os=-sysv
+ ;;
+ *-highlevel)
+ os=-bsd
+ ;;
+ *-encore)
+ os=-bsd
+ ;;
+ *-sgi)
+ os=-irix
+ ;;
+ *-siemens)
+ os=-sysv4
+ ;;
+ *-masscomp)
+ os=-rtu
+ ;;
+ f30[01]-fujitsu | f700-fujitsu)
+ os=-uxpv
+ ;;
+ *-rom68k)
+ os=-coff
+ ;;
+ *-*bug)
+ os=-coff
+ ;;
+ *-apple)
+ os=-macos
+ ;;
+ *-atari*)
+ os=-mint
+ ;;
+ *)
+ os=-none
+ ;;
+esac
+fi
+
+# Here we handle the case where we know the os, and the CPU type, but not the
+# manufacturer. We pick the logical manufacturer.
+vendor=unknown
+case $basic_machine in
+ *-unknown)
+ case $os in
+ -riscix*)
+ vendor=acorn
+ ;;
+ -sunos*)
+ vendor=sun
+ ;;
+ -aix*)
+ vendor=ibm
+ ;;
+ -beos*)
+ vendor=be
+ ;;
+ -hpux*)
+ vendor=hp
+ ;;
+ -mpeix*)
+ vendor=hp
+ ;;
+ -hiux*)
+ vendor=hitachi
+ ;;
+ -unos*)
+ vendor=crds
+ ;;
+ -dgux*)
+ vendor=dg
+ ;;
+ -luna*)
+ vendor=omron
+ ;;
+ -genix*)
+ vendor=ns
+ ;;
+ -mvs* | -opened*)
+ vendor=ibm
+ ;;
+ -os400*)
+ vendor=ibm
+ ;;
+ -ptx*)
+ vendor=sequent
+ ;;
+ -tpf*)
+ vendor=ibm
+ ;;
+ -vxsim* | -vxworks* | -windiss*)
+ vendor=wrs
+ ;;
+ -aux*)
+ vendor=apple
+ ;;
+ -hms*)
+ vendor=hitachi
+ ;;
+ -mpw* | -macos*)
+ vendor=apple
+ ;;
+ -*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
+ vendor=atari
+ ;;
+ -vos*)
+ vendor=stratus
+ ;;
+ esac
+ basic_machine=`echo $basic_machine | sed "s/unknown/$vendor/"`
+ ;;
+esac
+
+echo $basic_machine$os
+exit 0
+
+# Local variables:
+# eval: (add-hook 'write-file-hooks 'time-stamp)
+# time-stamp-start: "timestamp='"
+# time-stamp-format: "%:y-%02m-%02d"
+# time-stamp-end: "'"
+# End:
diff --git a/configure b/configure
new file mode 100755
index 0000000..e3987dd
--- /dev/null
+++ b/configure
@@ -0,0 +1,10280 @@
+#! /bin/sh
+# Guess values for system-dependent variables and create Makefiles.
+# Generated by GNU Autoconf 2.63 for Infernal 1.0.2.
+#
+# Report bugs to <eddys at janelia.hhmi.org>.
+#
+# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1998, 1999, 2000, 2001,
+# 2002, 2003, 2004, 2005, 2006, 2007, 2008 Free Software Foundation, Inc.
+# This configure script is free software; the Free Software Foundation
+# gives unlimited permission to copy, distribute and modify it.
+## --------------------- ##
+## M4sh Initialization. ##
+## --------------------- ##
+
+# Be more Bourne compatible
+DUALCASE=1; export DUALCASE # for MKS sh
+if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
+ emulate sh
+ NULLCMD=:
+ # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
+ # is contrary to our usage. Disable this feature.
+ alias -g '${1+"$@"}'='"$@"'
+ setopt NO_GLOB_SUBST
+else
+ case `(set -o) 2>/dev/null` in
+ *posix*) set -o posix ;;
+esac
+
+fi
+
+
+
+
+# PATH needs CR
+# Avoid depending upon Character Ranges.
+as_cr_letters='abcdefghijklmnopqrstuvwxyz'
+as_cr_LETTERS='ABCDEFGHIJKLMNOPQRSTUVWXYZ'
+as_cr_Letters=$as_cr_letters$as_cr_LETTERS
+as_cr_digits='0123456789'
+as_cr_alnum=$as_cr_Letters$as_cr_digits
+
+as_nl='
+'
+export as_nl
+# Printing a long string crashes Solaris 7 /usr/bin/printf.
+as_echo='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo$as_echo
+if (test "X`printf %s $as_echo`" = "X$as_echo") 2>/dev/null; then
+ as_echo='printf %s\n'
+ as_echo_n='printf %s'
+else
+ if test "X`(/usr/ucb/echo -n -n $as_echo) 2>/dev/null`" = "X-n $as_echo"; then
+ as_echo_body='eval /usr/ucb/echo -n "$1$as_nl"'
+ as_echo_n='/usr/ucb/echo -n'
+ else
+ as_echo_body='eval expr "X$1" : "X\\(.*\\)"'
+ as_echo_n_body='eval
+ arg=$1;
+ case $arg in
+ *"$as_nl"*)
+ expr "X$arg" : "X\\(.*\\)$as_nl";
+ arg=`expr "X$arg" : ".*$as_nl\\(.*\\)"`;;
+ esac;
+ expr "X$arg" : "X\\(.*\\)" | tr -d "$as_nl"
+ '
+ export as_echo_n_body
+ as_echo_n='sh -c $as_echo_n_body as_echo'
+ fi
+ export as_echo_body
+ as_echo='sh -c $as_echo_body as_echo'
+fi
+
+# The user is always right.
+if test "${PATH_SEPARATOR+set}" != set; then
+ PATH_SEPARATOR=:
+ (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {
+ (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||
+ PATH_SEPARATOR=';'
+ }
+fi
+
+# Support unset when possible.
+if ( (MAIL=60; unset MAIL) || exit) >/dev/null 2>&1; then
+ as_unset=unset
+else
+ as_unset=false
+fi
+
+
+# IFS
+# We need space, tab and new line, in precisely that order. Quoting is
+# there to prevent editors from complaining about space-tab.
+# (If _AS_PATH_WALK were called with IFS unset, it would disable word
+# splitting by setting IFS to empty value.)
+IFS=" "" $as_nl"
+
+# Find who we are. Look in the path if we contain no directory separator.
+case $0 in
+ *[\\/]* ) as_myself=$0 ;;
+ *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ test -r "$as_dir/$0" && as_myself=$as_dir/$0 && break
+done
+IFS=$as_save_IFS
+
+ ;;
+esac
+# We did not find ourselves, most probably we were run as `sh COMMAND'
+# in which case we are not to be found in the path.
+if test "x$as_myself" = x; then
+ as_myself=$0
+fi
+if test ! -f "$as_myself"; then
+ $as_echo "$as_myself: error: cannot find myself; rerun with an absolute file name" >&2
+ { (exit 1); exit 1; }
+fi
+
+# Work around bugs in pre-3.0 UWIN ksh.
+for as_var in ENV MAIL MAILPATH
+do ($as_unset $as_var) >/dev/null 2>&1 && $as_unset $as_var
+done
+PS1='$ '
+PS2='> '
+PS4='+ '
+
+# NLS nuisances.
+LC_ALL=C
+export LC_ALL
+LANGUAGE=C
+export LANGUAGE
+
+# Required to use basename.
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+if (basename -- /) >/dev/null 2>&1 && test "X`basename -- / 2>&1`" = "X/"; then
+ as_basename=basename
+else
+ as_basename=false
+fi
+
+
+# Name of the executable.
+as_me=`$as_basename -- "$0" ||
+$as_expr X/"$0" : '.*/\([^/][^/]*\)/*$' \| \
+ X"$0" : 'X\(//\)$' \| \
+ X"$0" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X/"$0" |
+ sed '/^.*\/\([^/][^/]*\)\/*$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+
+# CDPATH.
+$as_unset CDPATH
+
+
+if test "x$CONFIG_SHELL" = x; then
+ if (eval ":") 2>/dev/null; then
+ as_have_required=yes
+else
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+}
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+}
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+}
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+
+if as_func_ret_success; then
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+\`configure' configures Infernal 1.0.2 to adapt to many kinds of systems.
+
+Usage: $0 [OPTION]... [VAR=VALUE]...
+
+To assign environment variables (e.g., CC, CFLAGS...), specify them as
+VAR=VALUE. See below for descriptions of some of the useful variables.
+
+Defaults for the options are specified in brackets.
+
+Configuration:
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+For better control, use the options below.
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+Fine tuning of the installation directories:
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+ --sbindir=DIR system admin executables [EPREFIX/sbin]
+ --libexecdir=DIR program executables [EPREFIX/libexec]
+ --sysconfdir=DIR read-only single-machine data [PREFIX/etc]
+ --sharedstatedir=DIR modifiable architecture-independent data [PREFIX/com]
+ --localstatedir=DIR modifiable single-machine data [PREFIX/var]
+ --libdir=DIR object code libraries [EPREFIX/lib]
+ --includedir=DIR C header files [PREFIX/include]
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+ --datarootdir=DIR read-only arch.-independent data root [PREFIX/share]
+ --datadir=DIR read-only architecture-independent data [DATAROOTDIR]
+ --infodir=DIR info documentation [DATAROOTDIR/info]
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+_ACEOF
+
+ cat <<\_ACEOF
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+System types:
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+_ACEOF
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+Optional Features:
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+ --disable-FEATURE do not include FEATURE (same as --enable-FEATURE=no)
+ --enable-FEATURE[=ARG] include FEATURE [ARG=yes]
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+ --with-gsl use the GSL, GNU Scientific Library
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+ LIBS libraries to pass to the linker, e.g. -l<library>
+ CPPFLAGS C/C++/Objective C preprocessor flags, e.g. -I<include dir> if
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+ MPICC MPI C compiler command
+ CPP C preprocessor
+
+Use these variables to override the choices made by `configure' or to help
+it to find libraries and programs with nonstandard names/locations.
+
+Report bugs to <eddys at janelia.hhmi.org>.
+_ACEOF
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+if test "$ac_init_help" = "recursive"; then
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+Infernal configure 1.0.2
+generated by GNU Autoconf 2.63
+
+Copyright (C) 1992, 1993, 1994, 1995, 1996, 1998, 1999, 2000, 2001,
+2002, 2003, 2004, 2005, 2006, 2007, 2008 Free Software Foundation, Inc.
+This configure script is free software; the Free Software Foundation
+gives unlimited permission to copy, distribute and modify it.
+_ACEOF
+ exit
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+cat >config.log <<_ACEOF
+This file contains any messages produced by compilers while
+running configure, to aid debugging if configure makes a mistake.
+
+It was created by Infernal $as_me 1.0.2, which was
+generated by GNU Autoconf 2.63. Invocation command line was
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+ $ $0 $@
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+_ACEOF
+exec 5>>config.log
+{
+cat <<_ASUNAME
+## --------- ##
+## Platform. ##
+## --------- ##
+
+hostname = `(hostname || uname -n) 2>/dev/null | sed 1q`
+uname -m = `(uname -m) 2>/dev/null || echo unknown`
+uname -r = `(uname -r) 2>/dev/null || echo unknown`
+uname -s = `(uname -s) 2>/dev/null || echo unknown`
+uname -v = `(uname -v) 2>/dev/null || echo unknown`
+
+/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null || echo unknown`
+/bin/uname -X = `(/bin/uname -X) 2>/dev/null || echo unknown`
+
+/bin/arch = `(/bin/arch) 2>/dev/null || echo unknown`
+/usr/bin/arch -k = `(/usr/bin/arch -k) 2>/dev/null || echo unknown`
+/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null || echo unknown`
+/usr/bin/hostinfo = `(/usr/bin/hostinfo) 2>/dev/null || echo unknown`
+/bin/machine = `(/bin/machine) 2>/dev/null || echo unknown`
+/usr/bin/oslevel = `(/usr/bin/oslevel) 2>/dev/null || echo unknown`
+/bin/universe = `(/bin/universe) 2>/dev/null || echo unknown`
+
+_ASUNAME
+
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ $as_echo "PATH: $as_dir"
+done
+IFS=$as_save_IFS
+
+} >&5
+
+cat >&5 <<_ACEOF
+
+
+## ----------- ##
+## Core tests. ##
+## ----------- ##
+
+_ACEOF
+
+
+# Keep a trace of the command line.
+# Strip out --no-create and --no-recursion so they do not pile up.
+# Strip out --silent because we don't want to record it for future runs.
+# Also quote any args containing shell meta-characters.
+# Make two passes to allow for proper duplicate-argument suppression.
+ac_configure_args=
+ac_configure_args0=
+ac_configure_args1=
+ac_must_keep_next=false
+for ac_pass in 1 2
+do
+ for ac_arg
+ do
+ case $ac_arg in
+ -no-create | --no-c* | -n | -no-recursion | --no-r*) continue ;;
+ -q | -quiet | --quiet | --quie | --qui | --qu | --q \
+ | -silent | --silent | --silen | --sile | --sil)
+ continue ;;
+ *\'*)
+ ac_arg=`$as_echo "$ac_arg" | sed "s/'/'\\\\\\\\''/g"` ;;
+ esac
+ case $ac_pass in
+ 1) ac_configure_args0="$ac_configure_args0 '$ac_arg'" ;;
+ 2)
+ ac_configure_args1="$ac_configure_args1 '$ac_arg'"
+ if test $ac_must_keep_next = true; then
+ ac_must_keep_next=false # Got value, back to normal.
+ else
+ case $ac_arg in
+ *=* | --config-cache | -C | -disable-* | --disable-* \
+ | -enable-* | --enable-* | -gas | --g* | -nfp | --nf* \
+ | -q | -quiet | --q* | -silent | --sil* | -v | -verb* \
+ | -with-* | --with-* | -without-* | --without-* | --x)
+ case "$ac_configure_args0 " in
+ "$ac_configure_args1"*" '$ac_arg' "* ) continue ;;
+ esac
+ ;;
+ -* ) ac_must_keep_next=true ;;
+ esac
+ fi
+ ac_configure_args="$ac_configure_args '$ac_arg'"
+ ;;
+ esac
+ done
+done
+$as_unset ac_configure_args0 || test "${ac_configure_args0+set}" != set || { ac_configure_args0=; export ac_configure_args0; }
+$as_unset ac_configure_args1 || test "${ac_configure_args1+set}" != set || { ac_configure_args1=; export ac_configure_args1; }
+
+# When interrupted or exit'd, cleanup temporary files, and complete
+# config.log. We remove comments because anyway the quotes in there
+# would cause problems or look ugly.
+# WARNING: Use '\'' to represent an apostrophe within the trap.
+# WARNING: Do not start the trap code with a newline, due to a FreeBSD 4.0 bug.
+trap 'exit_status=$?
+ # Save into config.log some information that might help in debugging.
+ {
+ echo
+
+ cat <<\_ASBOX
+## ---------------- ##
+## Cache variables. ##
+## ---------------- ##
+_ASBOX
+ echo
+ # The following way of writing the cache mishandles newlines in values,
+(
+ for ac_var in `(set) 2>&1 | sed -n '\''s/^\([a-zA-Z_][a-zA-Z0-9_]*\)=.*/\1/p'\''`; do
+ eval ac_val=\$$ac_var
+ case $ac_val in #(
+ *${as_nl}*)
+ case $ac_var in #(
+ *_cv_*) { $as_echo "$as_me:$LINENO: WARNING: cache variable $ac_var contains a newline" >&5
+$as_echo "$as_me: WARNING: cache variable $ac_var contains a newline" >&2;} ;;
+ esac
+ case $ac_var in #(
+ _ | IFS | as_nl) ;; #(
+ BASH_ARGV | BASH_SOURCE) eval $ac_var= ;; #(
+ *) $as_unset $ac_var ;;
+ esac ;;
+ esac
+ done
+ (set) 2>&1 |
+ case $as_nl`(ac_space='\'' '\''; set) 2>&1` in #(
+ *${as_nl}ac_space=\ *)
+ sed -n \
+ "s/'\''/'\''\\\\'\'''\''/g;
+ s/^\\([_$as_cr_alnum]*_cv_[_$as_cr_alnum]*\\)=\\(.*\\)/\\1='\''\\2'\''/p"
+ ;; #(
+ *)
+ sed -n "/^[_$as_cr_alnum]*_cv_[_$as_cr_alnum]*=/p"
+ ;;
+ esac |
+ sort
+)
+ echo
+
+ cat <<\_ASBOX
+## ----------------- ##
+## Output variables. ##
+## ----------------- ##
+_ASBOX
+ echo
+ for ac_var in $ac_subst_vars
+ do
+ eval ac_val=\$$ac_var
+ case $ac_val in
+ *\'\''*) ac_val=`$as_echo "$ac_val" | sed "s/'\''/'\''\\\\\\\\'\'''\''/g"`;;
+ esac
+ $as_echo "$ac_var='\''$ac_val'\''"
+ done | sort
+ echo
+
+ if test -n "$ac_subst_files"; then
+ cat <<\_ASBOX
+## ------------------- ##
+## File substitutions. ##
+## ------------------- ##
+_ASBOX
+ echo
+ for ac_var in $ac_subst_files
+ do
+ eval ac_val=\$$ac_var
+ case $ac_val in
+ *\'\''*) ac_val=`$as_echo "$ac_val" | sed "s/'\''/'\''\\\\\\\\'\'''\''/g"`;;
+ esac
+ $as_echo "$ac_var='\''$ac_val'\''"
+ done | sort
+ echo
+ fi
+
+ if test -s confdefs.h; then
+ cat <<\_ASBOX
+## ----------- ##
+## confdefs.h. ##
+## ----------- ##
+_ASBOX
+ echo
+ cat confdefs.h
+ echo
+ fi
+ test "$ac_signal" != 0 &&
+ $as_echo "$as_me: caught signal $ac_signal"
+ $as_echo "$as_me: exit $exit_status"
+ } >&5
+ rm -f core *.core core.conftest.* &&
+ rm -f -r conftest* confdefs* conf$$* $ac_clean_files &&
+ exit $exit_status
+' 0
+for ac_signal in 1 2 13 15; do
+ trap 'ac_signal='$ac_signal'; { (exit 1); exit 1; }' $ac_signal
+done
+ac_signal=0
+
+# confdefs.h avoids OS command line length limits that DEFS can exceed.
+rm -f -r conftest* confdefs.h
+
+# Predefined preprocessor variables.
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_NAME "$PACKAGE_NAME"
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_TARNAME "$PACKAGE_TARNAME"
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_VERSION "$PACKAGE_VERSION"
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_STRING "$PACKAGE_STRING"
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_BUGREPORT "$PACKAGE_BUGREPORT"
+_ACEOF
+
+
+# Let the site file select an alternate cache file if it wants to.
+# Prefer an explicitly selected file to automatically selected ones.
+ac_site_file1=NONE
+ac_site_file2=NONE
+if test -n "$CONFIG_SITE"; then
+ ac_site_file1=$CONFIG_SITE
+elif test "x$prefix" != xNONE; then
+ ac_site_file1=$prefix/share/config.site
+ ac_site_file2=$prefix/etc/config.site
+else
+ ac_site_file1=$ac_default_prefix/share/config.site
+ ac_site_file2=$ac_default_prefix/etc/config.site
+fi
+for ac_site_file in "$ac_site_file1" "$ac_site_file2"
+do
+ test "x$ac_site_file" = xNONE && continue
+ if test -r "$ac_site_file"; then
+ { $as_echo "$as_me:$LINENO: loading site script $ac_site_file" >&5
+$as_echo "$as_me: loading site script $ac_site_file" >&6;}
+ sed 's/^/| /' "$ac_site_file" >&5
+ . "$ac_site_file"
+ fi
+done
+
+if test -r "$cache_file"; then
+ # Some versions of bash will fail to source /dev/null (special
+ # files actually), so we avoid doing that.
+ if test -f "$cache_file"; then
+ { $as_echo "$as_me:$LINENO: loading cache $cache_file" >&5
+$as_echo "$as_me: loading cache $cache_file" >&6;}
+ case $cache_file in
+ [\\/]* | ?:[\\/]* ) . "$cache_file";;
+ *) . "./$cache_file";;
+ esac
+ fi
+else
+ { $as_echo "$as_me:$LINENO: creating cache $cache_file" >&5
+$as_echo "$as_me: creating cache $cache_file" >&6;}
+ >$cache_file
+fi
+
+# Check that the precious variables saved in the cache have kept the same
+# value.
+ac_cache_corrupted=false
+for ac_var in $ac_precious_vars; do
+ eval ac_old_set=\$ac_cv_env_${ac_var}_set
+ eval ac_new_set=\$ac_env_${ac_var}_set
+ eval ac_old_val=\$ac_cv_env_${ac_var}_value
+ eval ac_new_val=\$ac_env_${ac_var}_value
+ case $ac_old_set,$ac_new_set in
+ set,)
+ { $as_echo "$as_me:$LINENO: error: \`$ac_var' was set to \`$ac_old_val' in the previous run" >&5
+$as_echo "$as_me: error: \`$ac_var' was set to \`$ac_old_val' in the previous run" >&2;}
+ ac_cache_corrupted=: ;;
+ ,set)
+ { $as_echo "$as_me:$LINENO: error: \`$ac_var' was not set in the previous run" >&5
+$as_echo "$as_me: error: \`$ac_var' was not set in the previous run" >&2;}
+ ac_cache_corrupted=: ;;
+ ,);;
+ *)
+ if test "x$ac_old_val" != "x$ac_new_val"; then
+ # differences in whitespace do not lead to failure.
+ ac_old_val_w=`echo x $ac_old_val`
+ ac_new_val_w=`echo x $ac_new_val`
+ if test "$ac_old_val_w" != "$ac_new_val_w"; then
+ { $as_echo "$as_me:$LINENO: error: \`$ac_var' has changed since the previous run:" >&5
+$as_echo "$as_me: error: \`$ac_var' has changed since the previous run:" >&2;}
+ ac_cache_corrupted=:
+ else
+ { $as_echo "$as_me:$LINENO: warning: ignoring whitespace changes in \`$ac_var' since the previous run:" >&5
+$as_echo "$as_me: warning: ignoring whitespace changes in \`$ac_var' since the previous run:" >&2;}
+ eval $ac_var=\$ac_old_val
+ fi
+ { $as_echo "$as_me:$LINENO: former value: \`$ac_old_val'" >&5
+$as_echo "$as_me: former value: \`$ac_old_val'" >&2;}
+ { $as_echo "$as_me:$LINENO: current value: \`$ac_new_val'" >&5
+$as_echo "$as_me: current value: \`$ac_new_val'" >&2;}
+ fi;;
+ esac
+ # Pass precious variables to config.status.
+ if test "$ac_new_set" = set; then
+ case $ac_new_val in
+ *\'*) ac_arg=$ac_var=`$as_echo "$ac_new_val" | sed "s/'/'\\\\\\\\''/g"` ;;
+ *) ac_arg=$ac_var=$ac_new_val ;;
+ esac
+ case " $ac_configure_args " in
+ *" '$ac_arg' "*) ;; # Avoid dups. Use of quotes ensures accuracy.
+ *) ac_configure_args="$ac_configure_args '$ac_arg'" ;;
+ esac
+ fi
+done
+if $ac_cache_corrupted; then
+ { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+ { $as_echo "$as_me:$LINENO: error: changes in the environment can compromise the build" >&5
+$as_echo "$as_me: error: changes in the environment can compromise the build" >&2;}
+ { { $as_echo "$as_me:$LINENO: error: run \`make distclean' and/or \`rm $cache_file' and start over" >&5
+$as_echo "$as_me: error: run \`make distclean' and/or \`rm $cache_file' and start over" >&2;}
+ { (exit 1); exit 1; }; }
+fi
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+{ $as_echo "$as_me:$LINENO: Configuring Infernal for your system." >&5
+$as_echo "$as_me: Configuring Infernal for your system." >&6;}
+
+
+################################################################
+# 3. Info on the package
+#
+# The four AC_INIT args set these output variables and preprocessor symbols:
+# PACKAGE_NAME <package> e.g. "Infernal"
+# PACKAGE_VERSION <version> e.g. "1.0"
+# PACKAGE_BUGREPORT <bug-report> e.g. "eddys at janelia.hhmi.org"
+# PACKAGE_TARNAME <tarname> e.g. "infernal"
+# From them, it derives one more:
+# PACKAGE_STRING <package> <version>, e.g. "Infernal 1.0"
+# We also define additional variables:
+# PACKAGE_RELCODE unique CVS tag without .'s: e.g. "infernal1_0"
+# PACKAGE_DATE release date: e.g. "October 2007"
+# PACKAGE_COPYRIGHT one-line copyright string
+# PACKAGE_LICENSE one-line license string
+# PACKAGE_LICENSETAG which license to bundle from Licenses/ subdirectory.
+# PACKAGE_VERSION copy of version code, e.g. "1.0"
+# PACKAGE_URL URL home.
+# And we have to define the relevant package variables for Easel as well.
+#
+################################################################
+
+PACKAGE_DATE="October 2009"
+PACKAGE_COPYRIGHT="Copyright (C) 2009 HHMI Janelia Farm Research Campus"
+PACKAGE_LICENSE="Freely distributed under the GNU General Public License (GPLv3)"
+PACKAGE_LICENSETAG=gnu
+PACKAGE_VERSION=$PACKAGE_VERSION
+PACKAGE_URL="http://infernal.janelia.org/"
+
+EASEL_DATE="October 2009"
+EASEL_COPYRIGHT="Copyright (C) 2009 HHMI Janelia Farm Research Campus"
+EASEL_LICENSE="Freely distributed under the Janelia Software License."
+EASEL_LICENSETAG=jsl
+EASEL_VERSION="i$PACKAGE_VERSION"
+EASEL_URL="http://bioeasel.org/"
+
+# Output variables (AC_OUTPUT replaces @var@ in input files, such as Makefiles)
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+# Preprocessor symbols (replace #undefs in p7config.h)
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_DATE "$PACKAGE_DATE"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_COPYRIGHT "$PACKAGE_COPYRIGHT"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_LICENSE "$PACKAGE_LICENSE"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_VERSION "$PACKAGE_VERSION"
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_DATE "$EASEL_DATE"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_COPYRIGHT "$EASEL_COPYRIGHT"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_LICENSE "$EASEL_LICENSE"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_VERSION "$EASEL_VERSION"
+_ACEOF
+
+
+cat >>confdefs.h <<\_ACEOF
+#define eslLIBRARY 1
+_ACEOF
+
+
+# Figure out what host we're compiling on.
+# Three GNU scripts must be included in the distro:
+# install.sh, config.guess, config.sub
+# This sets four shell variables:
+# host example: i686-pc-linux-gnu
+# host_cpu example: i686
+# host_vendor example: pc
+# host_os example: linux-gnu
+#
+# These are used later in the configure by the ACX_PTHREAD macro to determine
+# system-specific details of threads libraries.
+#
+ac_aux_dir=
+for ac_dir in "$srcdir" "$srcdir/.." "$srcdir/../.."; do
+ if test -f "$ac_dir/install-sh"; then
+ ac_aux_dir=$ac_dir
+ ac_install_sh="$ac_aux_dir/install-sh -c"
+ break
+ elif test -f "$ac_dir/install.sh"; then
+ ac_aux_dir=$ac_dir
+ ac_install_sh="$ac_aux_dir/install.sh -c"
+ break
+ elif test -f "$ac_dir/shtool"; then
+ ac_aux_dir=$ac_dir
+ ac_install_sh="$ac_aux_dir/shtool install -c"
+ break
+ fi
+done
+if test -z "$ac_aux_dir"; then
+ { { $as_echo "$as_me:$LINENO: error: cannot find install-sh or install.sh in \"$srcdir\" \"$srcdir/..\" \"$srcdir/../..\"" >&5
+$as_echo "$as_me: error: cannot find install-sh or install.sh in \"$srcdir\" \"$srcdir/..\" \"$srcdir/../..\"" >&2;}
+ { (exit 1); exit 1; }; }
+fi
+
+# These three variables are undocumented and unsupported,
+# and are intended to be withdrawn in a future Autoconf release.
+# They can cause serious problems if a builder's source tree is in a directory
+# whose full name contains unusual characters.
+ac_config_guess="$SHELL $ac_aux_dir/config.guess" # Please don't use this var.
+ac_config_sub="$SHELL $ac_aux_dir/config.sub" # Please don't use this var.
+ac_configure="$SHELL $ac_aux_dir/configure" # Please don't use this var.
+
+
+# Make sure we can run config.sub.
+$SHELL "$ac_aux_dir/config.sub" sun4 >/dev/null 2>&1 ||
+ { { $as_echo "$as_me:$LINENO: error: cannot run $SHELL $ac_aux_dir/config.sub" >&5
+$as_echo "$as_me: error: cannot run $SHELL $ac_aux_dir/config.sub" >&2;}
+ { (exit 1); exit 1; }; }
+
+{ $as_echo "$as_me:$LINENO: checking build system type" >&5
+$as_echo_n "checking build system type... " >&6; }
+if test "${ac_cv_build+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_build_alias=$build_alias
+test "x$ac_build_alias" = x &&
+ ac_build_alias=`$SHELL "$ac_aux_dir/config.guess"`
+test "x$ac_build_alias" = x &&
+ { { $as_echo "$as_me:$LINENO: error: cannot guess build type; you must specify one" >&5
+$as_echo "$as_me: error: cannot guess build type; you must specify one" >&2;}
+ { (exit 1); exit 1; }; }
+ac_cv_build=`$SHELL "$ac_aux_dir/config.sub" $ac_build_alias` ||
+ { { $as_echo "$as_me:$LINENO: error: $SHELL $ac_aux_dir/config.sub $ac_build_alias failed" >&5
+$as_echo "$as_me: error: $SHELL $ac_aux_dir/config.sub $ac_build_alias failed" >&2;}
+ { (exit 1); exit 1; }; }
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_build" >&5
+$as_echo "$ac_cv_build" >&6; }
+case $ac_cv_build in
+*-*-*) ;;
+*) { { $as_echo "$as_me:$LINENO: error: invalid value of canonical build" >&5
+$as_echo "$as_me: error: invalid value of canonical build" >&2;}
+ { (exit 1); exit 1; }; };;
+esac
+build=$ac_cv_build
+ac_save_IFS=$IFS; IFS='-'
+set x $ac_cv_build
+shift
+build_cpu=$1
+build_vendor=$2
+shift; shift
+# Remember, the first character of IFS is used to create $*,
+# except with old shells:
+build_os=$*
+IFS=$ac_save_IFS
+case $build_os in *\ *) build_os=`echo "$build_os" | sed 's/ /-/g'`;; esac
+
+
+{ $as_echo "$as_me:$LINENO: checking host system type" >&5
+$as_echo_n "checking host system type... " >&6; }
+if test "${ac_cv_host+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "x$host_alias" = x; then
+ ac_cv_host=$ac_cv_build
+else
+ ac_cv_host=`$SHELL "$ac_aux_dir/config.sub" $host_alias` ||
+ { { $as_echo "$as_me:$LINENO: error: $SHELL $ac_aux_dir/config.sub $host_alias failed" >&5
+$as_echo "$as_me: error: $SHELL $ac_aux_dir/config.sub $host_alias failed" >&2;}
+ { (exit 1); exit 1; }; }
+fi
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_host" >&5
+$as_echo "$ac_cv_host" >&6; }
+case $ac_cv_host in
+*-*-*) ;;
+*) { { $as_echo "$as_me:$LINENO: error: invalid value of canonical host" >&5
+$as_echo "$as_me: error: invalid value of canonical host" >&2;}
+ { (exit 1); exit 1; }; };;
+esac
+host=$ac_cv_host
+ac_save_IFS=$IFS; IFS='-'
+set x $ac_cv_host
+shift
+host_cpu=$1
+host_vendor=$2
+shift; shift
+# Remember, the first character of IFS is used to create $*,
+# except with old shells:
+host_os=$*
+IFS=$ac_save_IFS
+case $host_os in *\ *) host_os=`echo "$host_os" | sed 's/ /-/g'`;; esac
+
+
+
+# Check if we're a binary distribution.
+# Trigger is existence of binaries/, nonexistence of src/.
+#
+# For binary distro, we do minimal configuration, setting version information
+# and installation path names, making ./configure independent of having a working
+# C compiler.
+#
+# Implements a sneaky if statement that wraps most of the configure.ac M4 code.
+#
+if ((! test -d binaries) && test -d src); then
+{ $as_echo "$as_me:$LINENO: Full Infernal source distribution - using full configuration" >&5
+$as_echo "$as_me: Full Infernal source distribution - using full configuration" >&6;}
+
+################################################################
+# Process the ./configure command line
+################################################################
+
+# --enable-debugging=x - set debugging level to <x> (1-3)
+#
+# At all levels, including 0, replaces CFLAGS w/ "-g -Wall" (so it assumes gcc).
+# Sets the p7_DEBUGLEVEL preprocessor symbol to <x>
+#
+# Check whether --enable-debugging was given.
+if test "${enable_debugging+set}" = set; then
+ enableval=$enable_debugging; enable_debugging=$enableval
+else
+ enable_debugging=no
+fi
+
+
+case $enable_debugging in
+ yes) cat >>confdefs.h <<\_ACEOF
+#define cm_DEBUGLEVEL 0
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 0
+_ACEOF
+
+ ;;
+ 1) cat >>confdefs.h <<\_ACEOF
+#define cm_DEBUGLEVEL 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 1
+_ACEOF
+
+ ;;
+ 2) cat >>confdefs.h <<\_ACEOF
+#define cm_DEBUGLEVEL 2
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 2
+_ACEOF
+
+ ;;
+ 3) cat >>confdefs.h <<\_ACEOF
+#define cm_DEBUGLEVEL 3
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 3
+_ACEOF
+
+ ;;
+ no) cat >>confdefs.h <<\_ACEOF
+#define cm_DEBUGLEVEL 0
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 0
+_ACEOF
+
+ ;;
+ *) { { $as_echo "$as_me:$LINENO: error: Unknown argument to --enable-debugging: $enable_debugging" >&5
+$as_echo "$as_me: error: Unknown argument to --enable-debugging: $enable_debugging" >&2;}
+ { (exit 1); exit 1; }; };;
+esac
+
+# --enable-gcov - compile for code coverage testing
+#
+# Replaces CC with "gcc" and CFLAGS with "-g -Wall -fprofile-arcs -ftest-coverage".
+# Running programs (notably the test suite) will then generate .gcda files,
+# which the gcov tool can read.
+#
+# Check whether --enable-gcov was given.
+if test "${enable_gcov+set}" = set; then
+ enableval=$enable_gcov; ok=$enableval
+else
+ ok=no
+fi
+
+if test "$ok" = "yes"; then
+ { $as_echo "$as_me:$LINENO: Compiling with gcov instrumentation." >&5
+$as_echo "$as_me: Compiling with gcov instrumentation." >&6;}
+ CC="gcc"
+ CFLAGS="-g -Wall -fprofile-arcs -ftest-coverage"
+ sre_cflags_env_set=yes
+fi
+
+# Check whether --enable-sse was given.
+if test "${enable_sse+set}" = set; then
+ enableval=$enable_sse; enable_sse=$enableval
+else
+ enable_sse=check
+fi
+
+# Check whether --enable-vmx was given.
+if test "${enable_vmx+set}" = set; then
+ enableval=$enable_vmx; enable_vmx=$enableval
+else
+ enable_vmx=check
+fi
+
+
+# Check whether --with-gsl was given.
+if test "${with_gsl+set}" = set; then
+ withval=$with_gsl; with_gsl=$withval
+else
+ with_gsl=no
+fi
+
+# Check whether --enable-mpi was given.
+if test "${enable_mpi+set}" = set; then
+ enableval=$enable_mpi; enable_mpi=$enableval
+else
+ enable_mpi=no
+fi
+
+
+# end of optionally configured features
+################################################################
+
+################################################################
+# 4. Checks for programs
+################################################################
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+if test -n "$ac_tool_prefix"; then
+ # Extract the first word of "${ac_tool_prefix}gcc", so it can be a program name with args.
+set dummy ${ac_tool_prefix}gcc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_CC="${ac_tool_prefix}gcc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+fi
+if test -z "$ac_cv_prog_CC"; then
+ ac_ct_CC=$CC
+ # Extract the first word of "gcc", so it can be a program name with args.
+set dummy gcc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_ac_ct_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$ac_ct_CC"; then
+ ac_cv_prog_ac_ct_CC="$ac_ct_CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_ac_ct_CC="gcc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+ac_ct_CC=$ac_cv_prog_ac_ct_CC
+if test -n "$ac_ct_CC"; then
+ { $as_echo "$as_me:$LINENO: result: $ac_ct_CC" >&5
+$as_echo "$ac_ct_CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+ if test "x$ac_ct_CC" = x; then
+ CC=""
+ else
+ case $cross_compiling:$ac_tool_warned in
+yes:)
+{ $as_echo "$as_me:$LINENO: WARNING: using cross tools not prefixed with host triplet" >&5
+$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
+ac_tool_warned=yes ;;
+esac
+ CC=$ac_ct_CC
+ fi
+else
+ CC="$ac_cv_prog_CC"
+fi
+
+if test -z "$CC"; then
+ if test -n "$ac_tool_prefix"; then
+ # Extract the first word of "${ac_tool_prefix}cc", so it can be a program name with args.
+set dummy ${ac_tool_prefix}cc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_CC="${ac_tool_prefix}cc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ fi
+fi
+if test -z "$CC"; then
+ # Extract the first word of "cc", so it can be a program name with args.
+set dummy cc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+ ac_prog_rejected=no
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ if test "$as_dir/$ac_word$ac_exec_ext" = "/usr/ucb/cc"; then
+ ac_prog_rejected=yes
+ continue
+ fi
+ ac_cv_prog_CC="cc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+if test $ac_prog_rejected = yes; then
+ # We found a bogon in the path, so make sure we never use it.
+ set dummy $ac_cv_prog_CC
+ shift
+ if test $# != 0; then
+ # We chose a different compiler from the bogus one.
+ # However, it has the same basename, so the bogon will be chosen
+ # first if we set CC to just the basename; use the full file name.
+ shift
+ ac_cv_prog_CC="$as_dir/$ac_word${1+' '}$@"
+ fi
+fi
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+fi
+if test -z "$CC"; then
+ if test -n "$ac_tool_prefix"; then
+ for ac_prog in cl.exe
+ do
+ # Extract the first word of "$ac_tool_prefix$ac_prog", so it can be a program name with args.
+set dummy $ac_tool_prefix$ac_prog; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_CC="$ac_tool_prefix$ac_prog"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ test -n "$CC" && break
+ done
+fi
+if test -z "$CC"; then
+ ac_ct_CC=$CC
+ for ac_prog in cl.exe
+do
+ # Extract the first word of "$ac_prog", so it can be a program name with args.
+set dummy $ac_prog; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_ac_ct_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$ac_ct_CC"; then
+ ac_cv_prog_ac_ct_CC="$ac_ct_CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_ac_ct_CC="$ac_prog"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+ac_ct_CC=$ac_cv_prog_ac_ct_CC
+if test -n "$ac_ct_CC"; then
+ { $as_echo "$as_me:$LINENO: result: $ac_ct_CC" >&5
+$as_echo "$ac_ct_CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ test -n "$ac_ct_CC" && break
+done
+
+ if test "x$ac_ct_CC" = x; then
+ CC=""
+ else
+ case $cross_compiling:$ac_tool_warned in
+yes:)
+{ $as_echo "$as_me:$LINENO: WARNING: using cross tools not prefixed with host triplet" >&5
+$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
+ac_tool_warned=yes ;;
+esac
+ CC=$ac_ct_CC
+ fi
+fi
+
+fi
+
+
+test -z "$CC" && { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: no acceptable C compiler found in \$PATH
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: no acceptable C compiler found in \$PATH
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+
+# Provide some information about the compiler.
+$as_echo "$as_me:$LINENO: checking for C compiler version" >&5
+set X $ac_compile
+ac_compiler=$2
+{ (ac_try="$ac_compiler --version >&5"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compiler --version >&5") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }
+{ (ac_try="$ac_compiler -v >&5"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compiler -v >&5") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }
+{ (ac_try="$ac_compiler -V >&5"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compiler -V >&5") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }
+
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+ac_clean_files_save=$ac_clean_files
+ac_clean_files="$ac_clean_files a.out a.out.dSYM a.exe b.out"
+# Try to create an executable without -o first, disregard a.out.
+# It will help us diagnose broken compilers, and finding out an intuition
+# of exeext.
+{ $as_echo "$as_me:$LINENO: checking for C compiler default output file name" >&5
+$as_echo_n "checking for C compiler default output file name... " >&6; }
+ac_link_default=`$as_echo "$ac_link" | sed 's/ -o *conftest[^ ]*//'`
+
+# The possible output files:
+ac_files="a.out conftest.exe conftest a.exe a_out.exe b.out conftest.*"
+
+ac_rmfiles=
+for ac_file in $ac_files
+do
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM | *.o | *.obj ) ;;
+ * ) ac_rmfiles="$ac_rmfiles $ac_file";;
+ esac
+done
+rm -f $ac_rmfiles
+
+if { (ac_try="$ac_link_default"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link_default") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; then
+ # Autoconf-2.13 could set the ac_cv_exeext variable to `no'.
+# So ignore a value of `no', otherwise this would lead to `EXEEXT = no'
+# in a Makefile. We should not override ac_cv_exeext if it was cached,
+# so that the user can short-circuit this test for compilers unknown to
+# Autoconf.
+for ac_file in $ac_files ''
+do
+ test -f "$ac_file" || continue
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM | *.o | *.obj )
+ ;;
+ [ab].out )
+ # We found the default executable, but exeext='' is most
+ # certainly right.
+ break;;
+ *.* )
+ if test "${ac_cv_exeext+set}" = set && test "$ac_cv_exeext" != no;
+ then :; else
+ ac_cv_exeext=`expr "$ac_file" : '[^.]*\(\..*\)'`
+ fi
+ # We set ac_cv_exeext here because the later test for it is not
+ # safe: cross compilers may not add the suffix if given an `-o'
+ # argument, so we may need to know it at that point already.
+ # Even if this section looks crufty: it has the advantage of
+ # actually working.
+ break;;
+ * )
+ break;;
+ esac
+done
+test "$ac_cv_exeext" = no && ac_cv_exeext=
+
+else
+ ac_file=''
+fi
+
+{ $as_echo "$as_me:$LINENO: result: $ac_file" >&5
+$as_echo "$ac_file" >&6; }
+if test -z "$ac_file"; then
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+{ { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: C compiler cannot create executables
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: C compiler cannot create executables
+See \`config.log' for more details." >&2;}
+ { (exit 77); exit 77; }; }; }
+fi
+
+ac_exeext=$ac_cv_exeext
+
+# Check that the compiler produces executables we can run. If not, either
+# the compiler is broken, or we cross compile.
+{ $as_echo "$as_me:$LINENO: checking whether the C compiler works" >&5
+$as_echo_n "checking whether the C compiler works... " >&6; }
+# FIXME: These cross compiler hacks should be removed for Autoconf 3.0
+# If not cross compiling, check that we can run a simple program.
+if test "$cross_compiling" != yes; then
+ if { ac_try='./$ac_file'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ cross_compiling=no
+ else
+ if test "$cross_compiling" = maybe; then
+ cross_compiling=yes
+ else
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot run C compiled programs.
+If you meant to cross compile, use \`--host'.
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot run C compiled programs.
+If you meant to cross compile, use \`--host'.
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+ fi
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: yes" >&5
+$as_echo "yes" >&6; }
+
+rm -f -r a.out a.out.dSYM a.exe conftest$ac_cv_exeext b.out
+ac_clean_files=$ac_clean_files_save
+# Check that the compiler produces executables we can run. If not, either
+# the compiler is broken, or we cross compile.
+{ $as_echo "$as_me:$LINENO: checking whether we are cross compiling" >&5
+$as_echo_n "checking whether we are cross compiling... " >&6; }
+{ $as_echo "$as_me:$LINENO: result: $cross_compiling" >&5
+$as_echo "$cross_compiling" >&6; }
+
+{ $as_echo "$as_me:$LINENO: checking for suffix of executables" >&5
+$as_echo_n "checking for suffix of executables... " >&6; }
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; then
+ # If both `conftest.exe' and `conftest' are `present' (well, observable)
+# catch `conftest.exe'. For instance with Cygwin, `ls conftest' will
+# work properly (i.e., refer to `conftest.exe'), while it won't with
+# `rm'.
+for ac_file in conftest.exe conftest conftest.*; do
+ test -f "$ac_file" || continue
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM | *.o | *.obj ) ;;
+ *.* ) ac_cv_exeext=`expr "$ac_file" : '[^.]*\(\..*\)'`
+ break;;
+ * ) break;;
+ esac
+done
+else
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot compute suffix of executables: cannot compile and link
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot compute suffix of executables: cannot compile and link
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+fi
+
+rm -f conftest$ac_cv_exeext
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_exeext" >&5
+$as_echo "$ac_cv_exeext" >&6; }
+
+rm -f conftest.$ac_ext
+EXEEXT=$ac_cv_exeext
+ac_exeext=$EXEEXT
+{ $as_echo "$as_me:$LINENO: checking for suffix of object files" >&5
+$as_echo_n "checking for suffix of object files... " >&6; }
+if test "${ac_cv_objext+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.o conftest.obj
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; then
+ for ac_file in conftest.o conftest.obj conftest.*; do
+ test -f "$ac_file" || continue;
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM ) ;;
+ *) ac_cv_objext=`expr "$ac_file" : '.*\.\(.*\)'`
+ break;;
+ esac
+done
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+{ { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot compute suffix of object files: cannot compile
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot compute suffix of object files: cannot compile
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+fi
+
+rm -f conftest.$ac_cv_objext conftest.$ac_ext
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_objext" >&5
+$as_echo "$ac_cv_objext" >&6; }
+OBJEXT=$ac_cv_objext
+ac_objext=$OBJEXT
+{ $as_echo "$as_me:$LINENO: checking whether we are using the GNU C compiler" >&5
+$as_echo_n "checking whether we are using the GNU C compiler... " >&6; }
+if test "${ac_cv_c_compiler_gnu+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+#ifndef __GNUC__
+ choke me
+#endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_compiler_gnu=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_compiler_gnu=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ac_cv_c_compiler_gnu=$ac_compiler_gnu
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_compiler_gnu" >&5
+$as_echo "$ac_cv_c_compiler_gnu" >&6; }
+if test $ac_compiler_gnu = yes; then
+ GCC=yes
+else
+ GCC=
+fi
+ac_test_CFLAGS=${CFLAGS+set}
+ac_save_CFLAGS=$CFLAGS
+{ $as_echo "$as_me:$LINENO: checking whether $CC accepts -g" >&5
+$as_echo_n "checking whether $CC accepts -g... " >&6; }
+if test "${ac_cv_prog_cc_g+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_save_c_werror_flag=$ac_c_werror_flag
+ ac_c_werror_flag=yes
+ ac_cv_prog_cc_g=no
+ CFLAGS="-g"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_g=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ CFLAGS=""
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_c_werror_flag=$ac_save_c_werror_flag
+ CFLAGS="-g"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_g=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ ac_c_werror_flag=$ac_save_c_werror_flag
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_g" >&5
+$as_echo "$ac_cv_prog_cc_g" >&6; }
+if test "$ac_test_CFLAGS" = set; then
+ CFLAGS=$ac_save_CFLAGS
+elif test $ac_cv_prog_cc_g = yes; then
+ if test "$GCC" = yes; then
+ CFLAGS="-g -O2"
+ else
+ CFLAGS="-g"
+ fi
+else
+ if test "$GCC" = yes; then
+ CFLAGS="-O2"
+ else
+ CFLAGS=
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO C89" >&5
+$as_echo_n "checking for $CC option to accept ISO C89... " >&6; }
+if test "${ac_cv_prog_cc_c89+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_prog_cc_c89=no
+ac_save_CC=$CC
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdarg.h>
+#include <stdio.h>
+#include <sys/types.h>
+#include <sys/stat.h>
+/* Most of the following tests are stolen from RCS 5.7's src/conf.sh. */
+struct buf { int x; };
+FILE * (*rcsopen) (struct buf *, struct stat *, int);
+static char *e (p, i)
+ char **p;
+ int i;
+{
+ return p[i];
+}
+static char *f (char * (*g) (char **, int), char **p, ...)
+{
+ char *s;
+ va_list v;
+ va_start (v,p);
+ s = g (p, va_arg (v,int));
+ va_end (v);
+ return s;
+}
+
+/* OSF 4.0 Compaq cc is some sort of almost-ANSI by default. It has
+ function prototypes and stuff, but not '\xHH' hex character constants.
+ These don't provoke an error unfortunately, instead are silently treated
+ as 'x'. The following induces an error, until -std is added to get
+ proper ANSI mode. Curiously '\x00'!='x' always comes out true, for an
+ array size at least. It's necessary to write '\x00'==0 to get something
+ that's true only with -std. */
+int osf4_cc_array ['\x00' == 0 ? 1 : -1];
+
+/* IBM C 6 for AIX is almost-ANSI by default, but it replaces macro parameters
+ inside strings and character constants. */
+#define FOO(x) 'x'
+int xlc6_cc_array[FOO(a) == 'x' ? 1 : -1];
+
+int test (int i, double x);
+struct s1 {int (*f) (int a);};
+struct s2 {int (*f) (double a);};
+int pairnames (int, char **, FILE *(*)(struct buf *, struct stat *, int), int, int);
+int argc;
+char **argv;
+int
+main ()
+{
+return f (e, argv, 0) != argv[0] || f (e, argv, 1) != argv[1];
+ ;
+ return 0;
+}
+_ACEOF
+for ac_arg in '' -qlanglvl=extc89 -qlanglvl=ansi -std \
+ -Ae "-Aa -D_HPUX_SOURCE" "-Xc -D__EXTENSIONS__"
+do
+ CC="$ac_save_CC $ac_arg"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_c89=$ac_arg
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ test "x$ac_cv_prog_cc_c89" != "xno" && break
+done
+rm -f conftest.$ac_ext
+CC=$ac_save_CC
+
+fi
+# AC_CACHE_VAL
+case "x$ac_cv_prog_cc_c89" in
+ x)
+ { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ xno)
+ { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ *)
+ CC="$CC $ac_cv_prog_cc_c89"
+ { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_c89" >&5
+$as_echo "$ac_cv_prog_cc_c89" >&6; } ;;
+esac
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+# MPI : set @CC@ to mpicc, sets @MPILIBS@, defines HAVE_MPI.
+if test "$enable_mpi" = "yes"; then
+
+
+
+
+
+
+ for ac_prog in mpicc hcc mpxlc_r mpxlc mpcc cmpicc
+do
+ # Extract the first word of "$ac_prog", so it can be a program name with args.
+set dummy $ac_prog; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_MPICC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$MPICC"; then
+ ac_cv_prog_MPICC="$MPICC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_MPICC="$ac_prog"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+MPICC=$ac_cv_prog_MPICC
+if test -n "$MPICC"; then
+ { $as_echo "$as_me:$LINENO: result: $MPICC" >&5
+$as_echo "$MPICC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ test -n "$MPICC" && break
+done
+test -n "$MPICC" || MPICC="$CC"
+
+ acx_mpi_save_CC="$CC"
+ CC="$MPICC"
+
+
+
+if test x = x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for MPI_Init" >&5
+$as_echo_n "checking for MPI_Init... " >&6; }
+if test "${ac_cv_func_MPI_Init+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define MPI_Init to an innocuous variant, in case <limits.h> declares MPI_Init.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define MPI_Init innocuous_MPI_Init
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char MPI_Init (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef MPI_Init
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char MPI_Init ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_MPI_Init || defined __stub___MPI_Init
+choke me
+#endif
+
+int
+main ()
+{
+return MPI_Init ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_func_MPI_Init=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_func_MPI_Init=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_func_MPI_Init" >&5
+$as_echo "$ac_cv_func_MPI_Init" >&6; }
+if test "x$ac_cv_func_MPI_Init" = x""yes; then
+ MPILIBS=" "
+fi
+
+fi
+
+if test x = x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for MPI_Init in -lmpi" >&5
+$as_echo_n "checking for MPI_Init in -lmpi... " >&6; }
+if test "${ac_cv_lib_mpi_MPI_Init+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_check_lib_save_LIBS=$LIBS
+LIBS="-lmpi $LIBS"
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char MPI_Init ();
+int
+main ()
+{
+return MPI_Init ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_lib_mpi_MPI_Init=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_lib_mpi_MPI_Init=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+LIBS=$ac_check_lib_save_LIBS
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_lib_mpi_MPI_Init" >&5
+$as_echo "$ac_cv_lib_mpi_MPI_Init" >&6; }
+if test "x$ac_cv_lib_mpi_MPI_Init" = x""yes; then
+ MPILIBS="-lmpi"
+fi
+
+fi
+if test x = x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for MPI_Init in -lmpich" >&5
+$as_echo_n "checking for MPI_Init in -lmpich... " >&6; }
+if test "${ac_cv_lib_mpich_MPI_Init+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_check_lib_save_LIBS=$LIBS
+LIBS="-lmpich $LIBS"
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char MPI_Init ();
+int
+main ()
+{
+return MPI_Init ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_lib_mpich_MPI_Init=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_lib_mpich_MPI_Init=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+LIBS=$ac_check_lib_save_LIBS
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_lib_mpich_MPI_Init" >&5
+$as_echo "$ac_cv_lib_mpich_MPI_Init" >&6; }
+if test "x$ac_cv_lib_mpich_MPI_Init" = x""yes; then
+ MPILIBS="-lmpich"
+fi
+
+fi
+
+if test x != x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for mpi.h" >&5
+$as_echo_n "checking for mpi.h... " >&6; }
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <mpi.h>
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ { $as_echo "$as_me:$LINENO: result: yes" >&5
+$as_echo "yes" >&6; }
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ MPILIBS=""
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+
+CC="$acx_mpi_save_CC"
+
+
+
+# Finally, execute ACTION-IF-FOUND/ACTION-IF-NOT-FOUND:
+if test x = x"$MPILIBS"; then
+ { { $as_echo "$as_me:$LINENO: error: MPI library not found for --enable-mpi" >&5
+$as_echo "$as_me: error: MPI library not found for --enable-mpi" >&2;}
+ { (exit 1); exit 1; }; }
+ :
+else
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_MPI 1
+_ACEOF
+
+ :
+fi
+
+ CC=$MPICC
+fi
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+{ $as_echo "$as_me:$LINENO: checking how to run the C preprocessor" >&5
+$as_echo_n "checking how to run the C preprocessor... " >&6; }
+# On Suns, sometimes $CPP names a directory.
+if test -n "$CPP" && test -d "$CPP"; then
+ CPP=
+fi
+if test -z "$CPP"; then
+ if test "${ac_cv_prog_CPP+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ # Double quotes because CPP needs to be expanded
+ for CPP in "$CC -E" "$CC -E -traditional-cpp" "/lib/cpp"
+ do
+ ac_preproc_ok=false
+for ac_c_preproc_warn_flag in '' yes
+do
+ # Use a header file that comes with gcc, so configuring glibc
+ # with a fresh cross-compiler works.
+ # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ # <limits.h> exists even on freestanding compilers.
+ # On the NeXT, cc -E runs the code through the compiler's parser,
+ # not just through cpp. "Syntax error" is here to catch this case.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+ Syntax error
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Broken: fails on valid input.
+continue
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+ # OK, works on sane cases. Now check whether nonexistent headers
+ # can be detected and how.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <ac_nonexistent.h>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ # Broken: success on invalid input.
+continue
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Passes both tests.
+ac_preproc_ok=:
+break
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+done
+# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
+rm -f conftest.err conftest.$ac_ext
+if $ac_preproc_ok; then
+ break
+fi
+
+ done
+ ac_cv_prog_CPP=$CPP
+
+fi
+ CPP=$ac_cv_prog_CPP
+else
+ ac_cv_prog_CPP=$CPP
+fi
+{ $as_echo "$as_me:$LINENO: result: $CPP" >&5
+$as_echo "$CPP" >&6; }
+ac_preproc_ok=false
+for ac_c_preproc_warn_flag in '' yes
+do
+ # Use a header file that comes with gcc, so configuring glibc
+ # with a fresh cross-compiler works.
+ # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ # <limits.h> exists even on freestanding compilers.
+ # On the NeXT, cc -E runs the code through the compiler's parser,
+ # not just through cpp. "Syntax error" is here to catch this case.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+ Syntax error
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Broken: fails on valid input.
+continue
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+ # OK, works on sane cases. Now check whether nonexistent headers
+ # can be detected and how.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <ac_nonexistent.h>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ # Broken: success on invalid input.
+continue
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Passes both tests.
+ac_preproc_ok=:
+break
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+done
+# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
+rm -f conftest.err conftest.$ac_ext
+if $ac_preproc_ok; then
+ :
+else
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: C preprocessor \"$CPP\" fails sanity check
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: C preprocessor \"$CPP\" fails sanity check
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+fi
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+{ $as_echo "$as_me:$LINENO: checking for C compiler vendor" >&5
+$as_echo_n "checking for C compiler vendor... " >&6; }
+if test "${ax_cv_c_compiler_vendor+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ax_cv_c_compiler_vendor=unknown
+ # note: don't check for gcc first since some other compilers define __GNUC__
+ for ventest in intel:__ICC,__ECC,__INTEL_COMPILER ibm:__xlc__,__xlC__,__IBMC__,__IBMCPP__ pathscale:__PATHCC__,__PATHSCALE__ gnu:__GNUC__ sun:__SUNPRO_C,__SUNPRO_CC hp:__HP_cc,__HP_aCC dec:__DECC,__DECCXX,__DECC_VER,__DECCXX_VER borland:__BORLANDC__,__TURBOC__ comeau:__COMO__ cray:_CRAYC kai:__KCC lcc:__LCC__ metrowerks:__MWERKS__ sgi:__sgi,sgi microsoft:_MSC_VER watcom:__WATCOMC__ portland:__PGI; do
+ vencpp="defined("`echo $ventest | cut -d: -f2 | sed 's/,/) || defined(/g'`")"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+#if !($vencpp)
+ thisisanerror;
+#endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_compiler_vendor=`echo $ventest | cut -d: -f1`; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ done
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_c_compiler_vendor" >&5
+$as_echo "$ax_cv_c_compiler_vendor" >&6; }
+
+# AC_PROG_CC_STDC wants to append -c99 to icc; icc doesn't like this.
+if test "$ax_cv_c_compiler_vendor" != "intel"; then
+ case $ac_cv_prog_cc_stdc in
+ no) ac_cv_prog_cc_c99=no; ac_cv_prog_cc_c89=no ;;
+ *) { $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO C99" >&5
+$as_echo_n "checking for $CC option to accept ISO C99... " >&6; }
+if test "${ac_cv_prog_cc_c99+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_prog_cc_c99=no
+ac_save_CC=$CC
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdarg.h>
+#include <stdbool.h>
+#include <stdlib.h>
+#include <wchar.h>
+#include <stdio.h>
+
+// Check varargs macros. These examples are taken from C99 6.10.3.5.
+#define debug(...) fprintf (stderr, __VA_ARGS__)
+#define showlist(...) puts (#__VA_ARGS__)
+#define report(test,...) ((test) ? puts (#test) : printf (__VA_ARGS__))
+static void
+test_varargs_macros (void)
+{
+ int x = 1234;
+ int y = 5678;
+ debug ("Flag");
+ debug ("X = %d\n", x);
+ showlist (The first, second, and third items.);
+ report (x>y, "x is %d but y is %d", x, y);
+}
+
+// Check long long types.
+#define BIG64 18446744073709551615ull
+#define BIG32 4294967295ul
+#define BIG_OK (BIG64 / BIG32 == 4294967297ull && BIG64 % BIG32 == 0)
+#if !BIG_OK
+ your preprocessor is broken;
+#endif
+#if BIG_OK
+#else
+ your preprocessor is broken;
+#endif
+static long long int bignum = -9223372036854775807LL;
+static unsigned long long int ubignum = BIG64;
+
+struct incomplete_array
+{
+ int datasize;
+ double data[];
+};
+
+struct named_init {
+ int number;
+ const wchar_t *name;
+ double average;
+};
+
+typedef const char *ccp;
+
+static inline int
+test_restrict (ccp restrict text)
+{
+ // See if C++-style comments work.
+ // Iterate through items via the restricted pointer.
+ // Also check for declarations in for loops.
+ for (unsigned int i = 0; *(text+i) != '\0'; ++i)
+ continue;
+ return 0;
+}
+
+// Check varargs and va_copy.
+static void
+test_varargs (const char *format, ...)
+{
+ va_list args;
+ va_start (args, format);
+ va_list args_copy;
+ va_copy (args_copy, args);
+
+ const char *str;
+ int number;
+ float fnumber;
+
+ while (*format)
+ {
+ switch (*format++)
+ {
+ case 's': // string
+ str = va_arg (args_copy, const char *);
+ break;
+ case 'd': // int
+ number = va_arg (args_copy, int);
+ break;
+ case 'f': // float
+ fnumber = va_arg (args_copy, double);
+ break;
+ default:
+ break;
+ }
+ }
+ va_end (args_copy);
+ va_end (args);
+}
+
+int
+main ()
+{
+
+ // Check bool.
+ _Bool success = false;
+
+ // Check restrict.
+ if (test_restrict ("String literal") == 0)
+ success = true;
+ char *restrict newvar = "Another string";
+
+ // Check varargs.
+ test_varargs ("s, d' f .", "string", 65, 34.234);
+ test_varargs_macros ();
+
+ // Check flexible array members.
+ struct incomplete_array *ia =
+ malloc (sizeof (struct incomplete_array) + (sizeof (double) * 10));
+ ia->datasize = 10;
+ for (int i = 0; i < ia->datasize; ++i)
+ ia->data[i] = i * 1.234;
+
+ // Check named initializers.
+ struct named_init ni = {
+ .number = 34,
+ .name = L"Test wide string",
+ .average = 543.34343,
+ };
+
+ ni.number = 58;
+
+ int dynamic_array[ni.number];
+ dynamic_array[ni.number - 1] = 543;
+
+ // work around unused variable warnings
+ return (!success || bignum == 0LL || ubignum == 0uLL || newvar[0] == 'x'
+ || dynamic_array[ni.number - 1] != 543);
+
+ ;
+ return 0;
+}
+_ACEOF
+for ac_arg in '' -std=gnu99 -std=c99 -c99 -AC99 -xc99=all -qlanglvl=extc99
+do
+ CC="$ac_save_CC $ac_arg"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_c99=$ac_arg
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ test "x$ac_cv_prog_cc_c99" != "xno" && break
+done
+rm -f conftest.$ac_ext
+CC=$ac_save_CC
+
+fi
+# AC_CACHE_VAL
+case "x$ac_cv_prog_cc_c99" in
+ x)
+ { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ xno)
+ { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ *)
+ CC="$CC $ac_cv_prog_cc_c99"
+ { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_c99" >&5
+$as_echo "$ac_cv_prog_cc_c99" >&6; } ;;
+esac
+if test "x$ac_cv_prog_cc_c99" != xno; then
+ ac_cv_prog_cc_stdc=$ac_cv_prog_cc_c99
+else
+ { $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO C89" >&5
+$as_echo_n "checking for $CC option to accept ISO C89... " >&6; }
+if test "${ac_cv_prog_cc_c89+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_prog_cc_c89=no
+ac_save_CC=$CC
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdarg.h>
+#include <stdio.h>
+#include <sys/types.h>
+#include <sys/stat.h>
+/* Most of the following tests are stolen from RCS 5.7's src/conf.sh. */
+struct buf { int x; };
+FILE * (*rcsopen) (struct buf *, struct stat *, int);
+static char *e (p, i)
+ char **p;
+ int i;
+{
+ return p[i];
+}
+static char *f (char * (*g) (char **, int), char **p, ...)
+{
+ char *s;
+ va_list v;
+ va_start (v,p);
+ s = g (p, va_arg (v,int));
+ va_end (v);
+ return s;
+}
+
+/* OSF 4.0 Compaq cc is some sort of almost-ANSI by default. It has
+ function prototypes and stuff, but not '\xHH' hex character constants.
+ These don't provoke an error unfortunately, instead are silently treated
+ as 'x'. The following induces an error, until -std is added to get
+ proper ANSI mode. Curiously '\x00'!='x' always comes out true, for an
+ array size at least. It's necessary to write '\x00'==0 to get something
+ that's true only with -std. */
+int osf4_cc_array ['\x00' == 0 ? 1 : -1];
+
+/* IBM C 6 for AIX is almost-ANSI by default, but it replaces macro parameters
+ inside strings and character constants. */
+#define FOO(x) 'x'
+int xlc6_cc_array[FOO(a) == 'x' ? 1 : -1];
+
+int test (int i, double x);
+struct s1 {int (*f) (int a);};
+struct s2 {int (*f) (double a);};
+int pairnames (int, char **, FILE *(*)(struct buf *, struct stat *, int), int, int);
+int argc;
+char **argv;
+int
+main ()
+{
+return f (e, argv, 0) != argv[0] || f (e, argv, 1) != argv[1];
+ ;
+ return 0;
+}
+_ACEOF
+for ac_arg in '' -qlanglvl=extc89 -qlanglvl=ansi -std \
+ -Ae "-Aa -D_HPUX_SOURCE" "-Xc -D__EXTENSIONS__"
+do
+ CC="$ac_save_CC $ac_arg"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_c89=$ac_arg
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ test "x$ac_cv_prog_cc_c89" != "xno" && break
+done
+rm -f conftest.$ac_ext
+CC=$ac_save_CC
+
+fi
+# AC_CACHE_VAL
+case "x$ac_cv_prog_cc_c89" in
+ x)
+ { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ xno)
+ { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ *)
+ CC="$CC $ac_cv_prog_cc_c89"
+ { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_c89" >&5
+$as_echo "$ac_cv_prog_cc_c89" >&6; } ;;
+esac
+if test "x$ac_cv_prog_cc_c89" != xno; then
+ ac_cv_prog_cc_stdc=$ac_cv_prog_cc_c89
+else
+ ac_cv_prog_cc_stdc=no
+fi
+
+
+fi
+
+ ;;
+esac
+ { $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO Standard C" >&5
+$as_echo_n "checking for $CC option to accept ISO Standard C... " >&6; }
+ if test "${ac_cv_prog_cc_stdc+set}" = set; then
+ $as_echo_n "(cached) " >&6
+fi
+
+ case $ac_cv_prog_cc_stdc in
+ no) { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ '') { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ *) { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_stdc" >&5
+$as_echo "$ac_cv_prog_cc_stdc" >&6; } ;;
+esac
+
+
+fi
+if test -n "$ac_tool_prefix"; then
+ # Extract the first word of "${ac_tool_prefix}ranlib", so it can be a program name with args.
+set dummy ${ac_tool_prefix}ranlib; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_RANLIB+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$RANLIB"; then
+ ac_cv_prog_RANLIB="$RANLIB" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_RANLIB="${ac_tool_prefix}ranlib"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+RANLIB=$ac_cv_prog_RANLIB
+if test -n "$RANLIB"; then
+ { $as_echo "$as_me:$LINENO: result: $RANLIB" >&5
+$as_echo "$RANLIB" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+fi
+if test -z "$ac_cv_prog_RANLIB"; then
+ ac_ct_RANLIB=$RANLIB
+ # Extract the first word of "ranlib", so it can be a program name with args.
+set dummy ranlib; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_ac_ct_RANLIB+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$ac_ct_RANLIB"; then
+ ac_cv_prog_ac_ct_RANLIB="$ac_ct_RANLIB" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_ac_ct_RANLIB="ranlib"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+ac_ct_RANLIB=$ac_cv_prog_ac_ct_RANLIB
+if test -n "$ac_ct_RANLIB"; then
+ { $as_echo "$as_me:$LINENO: result: $ac_ct_RANLIB" >&5
+$as_echo "$ac_ct_RANLIB" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+ if test "x$ac_ct_RANLIB" = x; then
+ RANLIB=":"
+ else
+ case $cross_compiling:$ac_tool_warned in
+yes:)
+{ $as_echo "$as_me:$LINENO: WARNING: using cross tools not prefixed with host triplet" >&5
+$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
+ac_tool_warned=yes ;;
+esac
+ RANLIB=$ac_ct_RANLIB
+ fi
+else
+ RANLIB="$ac_cv_prog_RANLIB"
+fi
+
+# Extract the first word of "ar", so it can be a program name with args.
+set dummy ar; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_path_AR+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ case $AR in
+ [\\/]* | ?:[\\/]*)
+ ac_cv_path_AR="$AR" # Let the user override the test with a path.
+ ;;
+ *)
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+as_dummy="$PATH:/usr/ccs/bin:/usr/xpg4/bin"
+for as_dir in $as_dummy
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_path_AR="$as_dir/$ac_word$ac_exec_ext"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+ test -z "$ac_cv_path_AR" && ac_cv_path_AR=":"
+ ;;
+esac
+fi
+AR=$ac_cv_path_AR
+if test -n "$AR"; then
+ { $as_echo "$as_me:$LINENO: result: $AR" >&5
+$as_echo "$AR" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+
+ { $as_echo "$as_me:$LINENO: checking whether your make is GNU make" >&5
+$as_echo_n "checking whether your make is GNU make... " >&6; }
+ foundGNUmake='nope, assuming sysv make.' ;
+ EXEC_DEPENDENCY=\$\$\@.o ;
+ if ( make --version nothing 2> /dev/null | grep GNU > /dev/null ) ; then
+ foundGNUmake='yes, it is.' ;
+ EXEC_DEPENDENCY='%: %.o' ;
+ fi
+ { $as_echo "$as_me:$LINENO: result: $foundGNUmake" >&5
+$as_echo "$foundGNUmake" >&6; }
+
+
+
+# Select our optimization level in CFLAGS.
+if test "$enable_debugging" != "no"; then
+ if test "$GCC" = "yes" && test "$sre_cflags_env_set" = "no"; then
+ CFLAGS="-g -Wall"
+ fi
+else
+ sre_save_ac_test_cflags="$ac_test_CFLAGS"
+ if test "$sre_cflags_env_set" = "no"; then
+ ac_test_CFLAGS=""
+ fi
+
+
+
+
+
+# Check whether --enable-portable-binary was given.
+if test "${enable_portable_binary+set}" = set; then
+ enableval=$enable_portable_binary; acx_maxopt_portable=$withval
+else
+ acx_maxopt_portable=no
+fi
+
+
+# Try to determine "good" native compiler flags if none specified via CFLAGS
+if test "$ac_test_CFLAGS" != "set"; then
+ CFLAGS=""
+ case $ax_cv_c_compiler_vendor in
+ dec) CFLAGS="-newc -w0 -O5 -ansi_alias -ansi_args -tune host"
+# CFLAGS="-newc -w0 -O5 -ansi_alias -ansi_args -fp_reorder -tune host"
+ if test "x$acx_maxopt_portable" = xno; then
+ CFLAGS="$CFLAGS -arch host"
+ fi;;
+
+ sun) CFLAGS="-native -xO5 -dalign"
+# CFLAGS="-native -fast -xO5 -dalign"
+ if test "x$acx_maxopt_portable" = xyes; then
+ CFLAGS="$CFLAGS -xarch=generic"
+ fi;;
+
+ hp) CFLAGS="+Oall +Optrs_ansi +DSnative"
+ if test "x$acx_maxopt_portable" = xyes; then
+ CFLAGS="$CFLAGS +DAportable"
+ fi;;
+
+ ibm) if test "x$acx_maxopt_portable" = xno; then
+ xlc_opt="-qarch=auto -qtune=auto"
+ else
+ xlc_opt="-qtune=auto"
+ fi
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $xlc_opt" >&5
+$as_echo_n "checking whether C compiler accepts $xlc_opt... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$xlc_opt"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$xlc_opt" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$xlc_opt" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$xlc_opt" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ CFLAGS="-O3 -qansialias -w $xlc_opt"
+else
+ CFLAGS="-O3 -qansialias -w"
+ echo "******************************************************"
+ echo "* You seem to have the IBM C compiler. It is *"
+ echo "* recommended for best performance that you use: *"
+ echo "* *"
+ echo "* CFLAGS=-O3 -qarch=xxx -qtune=xxx -qansialias -w *"
+ echo "* ^^^ ^^^ *"
+ echo "* where xxx is pwr2, pwr3, 604, or whatever kind of *"
+ echo "* CPU you have. (Set the CFLAGS environment var. *"
+ echo "* and re-run configure.) For more info, man cc. *"
+ echo "******************************************************"
+fi
+
+ ;;
+
+ intel) CFLAGS="-O3 -ansi_alias"
+ if test "x$acx_maxopt_portable" = xno; then
+ icc_archflag=unknown
+ icc_flags=""
+ case $host_cpu in
+ i686*|x86_64*)
+ # icc accepts gcc assembly syntax, so these should work:
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 0 output" >&5
+$as_echo_n "checking for x86 cpuid 0 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_0+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_0=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 0, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_0=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_0=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_0" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_0" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 1 output" >&5
+$as_echo_n "checking for x86 cpuid 1 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_1+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_1=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 1, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_1=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_1=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_1" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_1" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+ case $ax_cv_gcc_x86_cpuid_0 in # see AX_GCC_ARCHFLAG
+ *:756e6547:*:*) # Intel
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *6a?:*[234]:*:*|*6[789b]?:*:*:*) icc_flags="-xK";;
+ *f3[347]:*:*:*|*f41347:*:*:*) icc_flags="-xP -xN -xW -xK";;
+ *f??:*:*:*) icc_flags="-xN -xW -xK";;
+ esac ;;
+ esac ;;
+ esac
+ if test "x$icc_flags" != x; then
+ for flag in $icc_flags; do
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $flag" >&5
+$as_echo_n "checking whether C compiler accepts $flag... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$flag"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ icc_archflag=$flag; break
+else
+ :
+fi
+
+ done
+ fi
+ { $as_echo "$as_me:$LINENO: checking for icc architecture flag" >&5
+$as_echo_n "checking for icc architecture flag... " >&6; }
+ { $as_echo "$as_me:$LINENO: result: $icc_archflag" >&5
+$as_echo "$icc_archflag" >&6; }
+ if test "x$icc_archflag" != xunknown; then
+ CFLAGS="$CFLAGS $icc_archflag"
+ fi
+ fi
+ ;;
+
+ gnu)
+ # default optimization flags for gcc on all systems
+ CFLAGS="-O3 -fomit-frame-pointer"
+
+ # -malign-double for x86 systems
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -malign-double" >&5
+$as_echo_n "checking whether C compiler accepts -malign-double... " >&6; }
+if test "${ax_cv_c_flags__malign_double+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-malign-double"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__malign_double=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__malign_double=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__malign_double
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ CFLAGS="$CFLAGS -malign-double"
+else
+ :
+fi
+
+
+ # -fstrict-aliasing for gcc-2.95+
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -fstrict-aliasing" >&5
+$as_echo_n "checking whether C compiler accepts -fstrict-aliasing... " >&6; }
+if test "${ax_cv_c_flags__fstrict_aliasing+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-fstrict-aliasing"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__fstrict_aliasing=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__fstrict_aliasing=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__fstrict_aliasing
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ CFLAGS="$CFLAGS -fstrict-aliasing"
+else
+ :
+fi
+
+
+ # note that we enable "unsafe" fp optimization with other compilers, too
+ # SRE: no, that's a bad idea, don't use this
+# AX_CHECK_COMPILER_FLAGS(-ffast-math, CFLAGS="$CFLAGS -ffast-math")
+
+
+
+
+
+# Check whether --with-gcc-arch was given.
+if test "${with_gcc_arch+set}" = set; then
+ withval=$with_gcc_arch; ax_gcc_arch=$withval
+else
+ ax_gcc_arch=yes
+fi
+
+
+{ $as_echo "$as_me:$LINENO: checking for gcc architecture flag" >&5
+$as_echo_n "checking for gcc architecture flag... " >&6; }
+{ $as_echo "$as_me:$LINENO: result: " >&5
+$as_echo "" >&6; }
+if test "${ax_cv_gcc_archflag+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ax_cv_gcc_archflag="unknown"
+
+if test "$GCC" = yes; then
+
+if test "x$ax_gcc_arch" = xyes; then
+ax_gcc_arch=""
+if test "$cross_compiling" = no; then
+case $host_cpu in
+ i[3456]86*|x86_64*) # use cpuid codes, in part from x86info-1.7 by D. Jones
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 0 output" >&5
+$as_echo_n "checking for x86 cpuid 0 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_0+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_0=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 0, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_0=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_0=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_0" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_0" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 1 output" >&5
+$as_echo_n "checking for x86 cpuid 1 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_1+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_1=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 1, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_1=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_1=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_1" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_1" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+ case $ax_cv_gcc_x86_cpuid_0 in
+ *:756e6547:*:*) # Intel
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *5[48]?:*:*:*) ax_gcc_arch="pentium-mmx pentium" ;;
+ *5??:*:*:*) ax_gcc_arch=pentium ;;
+ *6[3456]?:*:*:*) ax_gcc_arch="pentium2 pentiumpro" ;;
+ *6a?:*[01]:*:*) ax_gcc_arch="pentium2 pentiumpro" ;;
+ *6a?:*[234]:*:*) ax_gcc_arch="pentium3 pentiumpro" ;;
+ *6[9d]?:*:*:*) ax_gcc_arch="pentium-m pentium3 pentiumpro" ;;
+ *6[78b]?:*:*:*) ax_gcc_arch="pentium3 pentiumpro" ;;
+ *6??:*:*:*) ax_gcc_arch=pentiumpro ;;
+ *f3[347]:*:*:*|*f41347:*:*:*)
+ case $host_cpu in
+ x86_64*) ax_gcc_arch="nocona pentium4 pentiumpro" ;;
+ *) ax_gcc_arch="prescott pentium4 pentiumpro" ;;
+ esac ;;
+ *f??:*:*:*) ax_gcc_arch="pentium4 pentiumpro";;
+ esac ;;
+ *:68747541:*:*) # AMD
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *5[67]?:*:*:*) ax_gcc_arch=k6 ;;
+ *5[8d]?:*:*:*) ax_gcc_arch="k6-2 k6" ;;
+ *5[9]?:*:*:*) ax_gcc_arch="k6-3 k6" ;;
+ *60?:*:*:*) ax_gcc_arch=k7 ;;
+ *6[12]?:*:*:*) ax_gcc_arch="athlon k7" ;;
+ *6[34]?:*:*:*) ax_gcc_arch="athlon-tbird k7" ;;
+ *67?:*:*:*) ax_gcc_arch="athlon-4 athlon k7" ;;
+ *6[68a]?:*:*:*)
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 0x80000006 output" >&5
+$as_echo_n "checking for x86 cpuid 0x80000006 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_0x80000006+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_0x80000006=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 0x80000006, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_0x80000006=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_0x80000006=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_0x80000006" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_0x80000006" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+ # L2 cache size
+ case $ax_cv_gcc_x86_cpuid_0x80000006 in
+ *:*:*[1-9a-f]??????:*) # (L2 = ecx >> 16) >= 256
+ ax_gcc_arch="athlon-xp athlon-4 athlon k7" ;;
+ *) ax_gcc_arch="athlon-4 athlon k7" ;;
+ esac ;;
+ *f[4cef8b]?:*:*:*) ax_gcc_arch="athlon64 k8" ;;
+ *f5?:*:*:*) ax_gcc_arch="opteron k8" ;;
+ *f7?:*:*:*) ax_gcc_arch="athlon-fx opteron k8" ;;
+ *f??:*:*:*) ax_gcc_arch="k8" ;;
+ esac ;;
+ *:746e6543:*:*) # IDT
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *54?:*:*:*) ax_gcc_arch=winchip-c6 ;;
+ *58?:*:*:*) ax_gcc_arch=winchip2 ;;
+ *6[78]?:*:*:*) ax_gcc_arch=c3 ;;
+ *69?:*:*:*) ax_gcc_arch="c3-2 c3" ;;
+ esac ;;
+ esac
+ if test x"$ax_gcc_arch" = x; then # fallback
+ case $host_cpu in
+ i586*) ax_gcc_arch=pentium ;;
+ i686*) ax_gcc_arch=pentiumpro ;;
+ esac
+ fi
+ ;;
+
+ sparc*)
+ # Extract the first word of "prtdiag", so it can be a program name with args.
+set dummy prtdiag; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_path_PRTDIAG+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ case $PRTDIAG in
+ [\\/]* | ?:[\\/]*)
+ ac_cv_path_PRTDIAG="$PRTDIAG" # Let the user override the test with a path.
+ ;;
+ *)
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+as_dummy="$PATH:/usr/platform/`uname -i`/sbin/:/usr/platform/`uname -m`/sbin/"
+for as_dir in $as_dummy
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_path_PRTDIAG="$as_dir/$ac_word$ac_exec_ext"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+ test -z "$ac_cv_path_PRTDIAG" && ac_cv_path_PRTDIAG="prtdiag"
+ ;;
+esac
+fi
+PRTDIAG=$ac_cv_path_PRTDIAG
+if test -n "$PRTDIAG"; then
+ { $as_echo "$as_me:$LINENO: result: $PRTDIAG" >&5
+$as_echo "$PRTDIAG" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ cputype=`(((grep cpu /proc/cpuinfo | cut -d: -f2) ; ($PRTDIAG -v |grep -i sparc) ; grep -i cpu /var/run/dmesg.boot ) | head -n 1) 2> /dev/null`
+ cputype=`echo "$cputype" | tr -d ' -' |tr $as_cr_LETTERS $as_cr_letters`
+ case $cputype in
+ *ultrasparciv*) ax_gcc_arch="ultrasparc4 ultrasparc3 ultrasparc v9" ;;
+ *ultrasparciii*) ax_gcc_arch="ultrasparc3 ultrasparc v9" ;;
+ *ultrasparc*) ax_gcc_arch="ultrasparc v9" ;;
+ *supersparc*|*tms390z5[05]*) ax_gcc_arch="supersparc v8" ;;
+ *hypersparc*|*rt62[056]*) ax_gcc_arch="hypersparc v8" ;;
+ *cypress*) ax_gcc_arch=cypress ;;
+ esac ;;
+
+ alphaev5) ax_gcc_arch=ev5 ;;
+ alphaev56) ax_gcc_arch=ev56 ;;
+ alphapca56) ax_gcc_arch="pca56 ev56" ;;
+ alphapca57) ax_gcc_arch="pca57 pca56 ev56" ;;
+ alphaev6) ax_gcc_arch=ev6 ;;
+ alphaev67) ax_gcc_arch=ev67 ;;
+ alphaev68) ax_gcc_arch="ev68 ev67" ;;
+ alphaev69) ax_gcc_arch="ev69 ev68 ev67" ;;
+ alphaev7) ax_gcc_arch="ev7 ev69 ev68 ev67" ;;
+ alphaev79) ax_gcc_arch="ev79 ev7 ev69 ev68 ev67" ;;
+
+ powerpc*)
+ cputype=`((grep cpu /proc/cpuinfo | head -n 1 | cut -d: -f2 | cut -d, -f1 | sed 's/ //g') ; /usr/bin/machine ; /bin/machine; grep CPU /var/run/dmesg.boot | head -n 1 | cut -d" " -f2) 2> /dev/null`
+ cputype=`echo $cputype | sed -e 's/ppc//g;s/ *//g'`
+ case $cputype in
+ *750*) ax_gcc_arch="750 G3" ;;
+ *740[0-9]*) ax_gcc_arch="$cputype 7400 G4" ;;
+ *74[4-5][0-9]*) ax_gcc_arch="$cputype 7450 G4" ;;
+ *74[0-9][0-9]*) ax_gcc_arch="$cputype G4" ;;
+ *970*) ax_gcc_arch="970 G5 power4";;
+ *POWER4*|*power4*|*gq*) ax_gcc_arch="power4 970";;
+ *POWER5*|*power5*|*gr*|*gs*) ax_gcc_arch="power5 power4 970";;
+ 603ev|8240) ax_gcc_arch="$cputype 603e 603";;
+ *) ax_gcc_arch=$cputype ;;
+ esac
+ ax_gcc_arch="$ax_gcc_arch powerpc"
+ ;;
+esac
+fi # not cross-compiling
+fi # guess arch
+
+if test "x$ax_gcc_arch" != x -a "x$ax_gcc_arch" != xno; then
+for arch in $ax_gcc_arch; do
+ if test "x$acx_maxopt_portable" = xyes; then # if we require portable code
+ flags="-mtune=$arch"
+ # -mcpu=$arch and m$arch generate nonportable code on every arch except
+ # x86. And some other arches (e.g. Alpha) don't accept -mtune. Grrr.
+ case $host_cpu in i*86|x86_64*) flags="$flags -mcpu=$arch -m$arch";; esac
+ else
+ flags="-march=$arch -mcpu=$arch -m$arch"
+ fi
+ for flag in $flags; do
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $flag" >&5
+$as_echo_n "checking whether C compiler accepts $flag... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$flag"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ ax_cv_gcc_archflag=$flag; break
+else
+ :
+fi
+
+ done
+ test "x$ax_cv_gcc_archflag" = xunknown || break
+done
+fi
+
+fi # $GCC=yes
+
+fi
+
+{ $as_echo "$as_me:$LINENO: checking for gcc architecture flag" >&5
+$as_echo_n "checking for gcc architecture flag... " >&6; }
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_archflag" >&5
+$as_echo "$ax_cv_gcc_archflag" >&6; }
+if test "x$ax_cv_gcc_archflag" = xunknown; then
+ :
+else
+ CFLAGS="$CFLAGS $ax_cv_gcc_archflag"
+fi
+
+ ;;
+ esac
+
+ if test -z "$CFLAGS"; then
+ echo ""
+ echo "********************************************************"
+ echo "* WARNING: Don't know the best CFLAGS for this system *"
+ echo "* Use ./configure CFLAGS=... to specify your own flags *"
+ echo "* (otherwise, a default of CFLAGS=-O3 will be used) *"
+ echo "********************************************************"
+ echo ""
+ CFLAGS="-O3"
+ fi
+
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $CFLAGS" >&5
+$as_echo_n "checking whether C compiler accepts $CFLAGS... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$CFLAGS"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$CFLAGS" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$CFLAGS" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$CFLAGS" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ :
+else
+
+ echo ""
+ echo "********************************************************"
+ echo "* WARNING: The guessed CFLAGS don't seem to work with *"
+ echo "* your compiler. *"
+ echo "* Use ./configure CFLAGS=... to specify your own flags *"
+ echo "********************************************************"
+ echo ""
+ CFLAGS=""
+
+fi
+
+
+fi
+
+ ac_test_CFLAGS="$sre_save_ac_test_cflags"
+ # That was a workaround. AX_CC_MAXOPT apparently thinks that
+ # $ac_test_CFLAGS only gets set if ${CFLAGS} was set by the
+ # user (in the environment), but that's not so; it gets set
+ # by AC_PROG_CC. Instead of rewriting AX_CC_MAXOPT, we fool
+ # it.
+fi
+
+
+# SSE: figure out our @SIMD_CFLAGS@, define HAVE_SSE2
+# The AC_RUN_IFELSE() is there because it's possible to have
+# hardware that doesn't support SSE2 instructions, yet the
+# compiler can generate them: example AMD Athlons with gcc.
+# So we need to test that an SSE2 program actually runs without
+# generating an "illegal instruction" error. The program
+# here is sufficient [xref J3/127].
+if test "$enable_sse" = "check" && test "$enable_vmx" != "yes"; then
+
+{ $as_echo "$as_me:$LINENO: checking for grep that handles long lines and -e" >&5
+$as_echo_n "checking for grep that handles long lines and -e... " >&6; }
+if test "${ac_cv_path_GREP+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -z "$GREP"; then
+ ac_path_GREP_found=false
+ # Loop through the user's path and test for each of PROGNAME-LIST
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH$PATH_SEPARATOR/usr/xpg4/bin
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_prog in grep ggrep; do
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ ac_path_GREP="$as_dir/$ac_prog$ac_exec_ext"
+ { test -f "$ac_path_GREP" && $as_test_x "$ac_path_GREP"; } || continue
+# Check for GNU ac_path_GREP and select it if it is found.
+ # Check for GNU $ac_path_GREP
+case `"$ac_path_GREP" --version 2>&1` in
+*GNU*)
+ ac_cv_path_GREP="$ac_path_GREP" ac_path_GREP_found=:;;
+*)
+ ac_count=0
+ $as_echo_n 0123456789 >"conftest.in"
+ while :
+ do
+ cat "conftest.in" "conftest.in" >"conftest.tmp"
+ mv "conftest.tmp" "conftest.in"
+ cp "conftest.in" "conftest.nl"
+ $as_echo 'GREP' >> "conftest.nl"
+ "$ac_path_GREP" -e 'GREP$' -e '-(cannot match)-' < "conftest.nl" >"conftest.out" 2>/dev/null || break
+ diff "conftest.out" "conftest.nl" >/dev/null 2>&1 || break
+ ac_count=`expr $ac_count + 1`
+ if test $ac_count -gt ${ac_path_GREP_max-0}; then
+ # Best one so far, save it but keep looking for a better one
+ ac_cv_path_GREP="$ac_path_GREP"
+ ac_path_GREP_max=$ac_count
+ fi
+ # 10*(2^10) chars as input seems more than enough
+ test $ac_count -gt 10 && break
+ done
+ rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
+esac
+
+ $ac_path_GREP_found && break 3
+ done
+ done
+done
+IFS=$as_save_IFS
+ if test -z "$ac_cv_path_GREP"; then
+ { { $as_echo "$as_me:$LINENO: error: no acceptable grep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&5
+$as_echo "$as_me: error: no acceptable grep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+else
+ ac_cv_path_GREP=$GREP
+fi
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_path_GREP" >&5
+$as_echo "$ac_cv_path_GREP" >&6; }
+ GREP="$ac_cv_path_GREP"
+
+
+{ $as_echo "$as_me:$LINENO: checking for egrep" >&5
+$as_echo_n "checking for egrep... " >&6; }
+if test "${ac_cv_path_EGREP+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if echo a | $GREP -E '(a|b)' >/dev/null 2>&1
+ then ac_cv_path_EGREP="$GREP -E"
+ else
+ if test -z "$EGREP"; then
+ ac_path_EGREP_found=false
+ # Loop through the user's path and test for each of PROGNAME-LIST
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH$PATH_SEPARATOR/usr/xpg4/bin
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_prog in egrep; do
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ ac_path_EGREP="$as_dir/$ac_prog$ac_exec_ext"
+ { test -f "$ac_path_EGREP" && $as_test_x "$ac_path_EGREP"; } || continue
+# Check for GNU ac_path_EGREP and select it if it is found.
+ # Check for GNU $ac_path_EGREP
+case `"$ac_path_EGREP" --version 2>&1` in
+*GNU*)
+ ac_cv_path_EGREP="$ac_path_EGREP" ac_path_EGREP_found=:;;
+*)
+ ac_count=0
+ $as_echo_n 0123456789 >"conftest.in"
+ while :
+ do
+ cat "conftest.in" "conftest.in" >"conftest.tmp"
+ mv "conftest.tmp" "conftest.in"
+ cp "conftest.in" "conftest.nl"
+ $as_echo 'EGREP' >> "conftest.nl"
+ "$ac_path_EGREP" 'EGREP$' < "conftest.nl" >"conftest.out" 2>/dev/null || break
+ diff "conftest.out" "conftest.nl" >/dev/null 2>&1 || break
+ ac_count=`expr $ac_count + 1`
+ if test $ac_count -gt ${ac_path_EGREP_max-0}; then
+ # Best one so far, save it but keep looking for a better one
+ ac_cv_path_EGREP="$ac_path_EGREP"
+ ac_path_EGREP_max=$ac_count
+ fi
+ # 10*(2^10) chars as input seems more than enough
+ test $ac_count -gt 10 && break
+ done
+ rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
+esac
+
+ $ac_path_EGREP_found && break 3
+ done
+ done
+done
+IFS=$as_save_IFS
+ if test -z "$ac_cv_path_EGREP"; then
+ { { $as_echo "$as_me:$LINENO: error: no acceptable egrep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&5
+$as_echo "$as_me: error: no acceptable egrep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+else
+ ac_cv_path_EGREP=$EGREP
+fi
+
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_path_EGREP" >&5
+$as_echo "$ac_cv_path_EGREP" >&6; }
+ EGREP="$ac_cv_path_EGREP"
+
+
+{ $as_echo "$as_me:$LINENO: checking for ANSI C header files" >&5
+$as_echo_n "checking for ANSI C header files... " >&6; }
+if test "${ac_cv_header_stdc+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdlib.h>
+#include <stdarg.h>
+#include <string.h>
+#include <float.h>
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_header_stdc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_header_stdc=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+
+if test $ac_cv_header_stdc = yes; then
+ # SunOS 4.x string.h does not declare mem*, contrary to ANSI.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <string.h>
+
+_ACEOF
+if (eval "$ac_cpp conftest.$ac_ext") 2>&5 |
+ $EGREP "memchr" >/dev/null 2>&1; then
+ :
+else
+ ac_cv_header_stdc=no
+fi
+rm -f conftest*
+
+fi
+
+if test $ac_cv_header_stdc = yes; then
+ # ISC 2.0.2 stdlib.h does not declare free, contrary to ANSI.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdlib.h>
+
+_ACEOF
+if (eval "$ac_cpp conftest.$ac_ext") 2>&5 |
+ $EGREP "free" >/dev/null 2>&1; then
+ :
+else
+ ac_cv_header_stdc=no
+fi
+rm -f conftest*
+
+fi
+
+if test $ac_cv_header_stdc = yes; then
+ # /bin/cc in Irix-4.0.5 gets non-ANSI ctype macros unless using -ansi.
+ if test "$cross_compiling" = yes; then
+ :
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <ctype.h>
+#include <stdlib.h>
+#if ((' ' & 0x0FF) == 0x020)
+# define ISLOWER(c) ('a' <= (c) && (c) <= 'z')
+# define TOUPPER(c) (ISLOWER(c) ? 'A' + ((c) - 'a') : (c))
+#else
+# define ISLOWER(c) \
+ (('a' <= (c) && (c) <= 'i') \
+ || ('j' <= (c) && (c) <= 'r') \
+ || ('s' <= (c) && (c) <= 'z'))
+# define TOUPPER(c) (ISLOWER(c) ? ((c) | 0x40) : (c))
+#endif
+
+#define XOR(e, f) (((e) && !(f)) || (!(e) && (f)))
+int
+main ()
+{
+ int i;
+ for (i = 0; i < 256; i++)
+ if (XOR (islower (i), ISLOWER (i))
+ || toupper (i) != TOUPPER (i))
+ return 2;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ :
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ac_cv_header_stdc=no
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_header_stdc" >&5
+$as_echo "$ac_cv_header_stdc" >&6; }
+if test $ac_cv_header_stdc = yes; then
+
+cat >>confdefs.h <<\_ACEOF
+#define STDC_HEADERS 1
+_ACEOF
+
+fi
+
+# On IRIX 5.3, sys/types and inttypes.h are conflicting.
+
+
+
+
+
+
+
+
+
+for ac_header in sys/types.h sys/stat.h stdlib.h string.h memory.h strings.h \
+ inttypes.h stdint.h unistd.h
+do
+as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+
+#include <$ac_header>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval "$as_ac_Header=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_Header=no"
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+
+done
+
+
+if test "${ac_cv_header_emmintrin_h+set}" = set; then
+ { $as_echo "$as_me:$LINENO: checking for emmintrin.h" >&5
+$as_echo_n "checking for emmintrin.h... " >&6; }
+if test "${ac_cv_header_emmintrin_h+set}" = set; then
+ $as_echo_n "(cached) " >&6
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_header_emmintrin_h" >&5
+$as_echo "$ac_cv_header_emmintrin_h" >&6; }
+else
+ # Is the header compilable?
+{ $as_echo "$as_me:$LINENO: checking emmintrin.h usability" >&5
+$as_echo_n "checking emmintrin.h usability... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+#include <emmintrin.h>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_header_compiler=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_compiler=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_compiler" >&5
+$as_echo "$ac_header_compiler" >&6; }
+
+# Is the header present?
+{ $as_echo "$as_me:$LINENO: checking emmintrin.h presence" >&5
+$as_echo_n "checking emmintrin.h presence... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <emmintrin.h>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ ac_header_preproc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_preproc=no
+fi
+
+rm -f conftest.err conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_preproc" >&5
+$as_echo "$ac_header_preproc" >&6; }
+
+# So? What about this header?
+case $ac_header_compiler:$ac_header_preproc:$ac_c_preproc_warn_flag in
+ yes:no: )
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: accepted by the compiler, rejected by the preprocessor!" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: accepted by the compiler, rejected by the preprocessor!" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: proceeding with the compiler's result" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: proceeding with the compiler's result" >&2;}
+ ac_header_preproc=yes
+ ;;
+ no:yes:* )
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: present but cannot be compiled" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: present but cannot be compiled" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: check for missing prerequisite headers?" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: check for missing prerequisite headers?" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: see the Autoconf documentation" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: see the Autoconf documentation" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: section \"Present But Cannot Be Compiled\"" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: section \"Present But Cannot Be Compiled\"" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: proceeding with the preprocessor's result" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: proceeding with the preprocessor's result" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: in the future, the compiler will take precedence" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: in the future, the compiler will take precedence" >&2;}
+ ( cat <<\_ASBOX
+## ------------------------------------- ##
+## Report this to eddys at janelia.hhmi.org ##
+## ------------------------------------- ##
+_ASBOX
+ ) | sed "s/^/$as_me: WARNING: /" >&2
+ ;;
+esac
+{ $as_echo "$as_me:$LINENO: checking for emmintrin.h" >&5
+$as_echo_n "checking for emmintrin.h... " >&6; }
+if test "${ac_cv_header_emmintrin_h+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_header_emmintrin_h=$ac_header_preproc
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_header_emmintrin_h" >&5
+$as_echo "$ac_cv_header_emmintrin_h" >&6; }
+
+fi
+if test "x$ac_cv_header_emmintrin_h" = x""yes; then
+
+ { $as_echo "$as_me:$LINENO: checking if platform can run SSE/SSE2 instructions" >&5
+$as_echo_n "checking if platform can run SSE/SSE2 instructions... " >&6; }
+ if test "$cross_compiling" = yes; then
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot run test program while cross compiling
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot run test program while cross compiling
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <emmintrin.h>
+int
+main ()
+{
+__m128i v = _mm_set1_epi8(0);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ { $as_echo "$as_me:$LINENO: result: yes" >&5
+$as_echo "yes" >&6; }
+ enable_sse=yes
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+{ $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+
+
+fi
+if test "$enable_sse" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ case $ax_cv_c_compiler_vendor in
+ gnu) { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -msse2" >&5
+$as_echo_n "checking whether C compiler accepts -msse2... " >&6; }
+if test "${ax_cv_c_flags__msse2+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-msse2"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__msse2=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__msse2=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__msse2
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-msse2"
+else
+ :
+fi
+;;
+ *) ;;
+ esac
+ fi
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_SSE2 1
+_ACEOF
+
+fi
+
+# VMX/Altivec (not autodetected yet; must use --enable-vmx to enable)
+if test "$enable_vmx" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ if test "$GCC" = "yes"; then
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -faltivec" >&5
+$as_echo_n "checking whether C compiler accepts -faltivec... " >&6; }
+if test "${ax_cv_c_flags__faltivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-faltivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__faltivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__faltivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__faltivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-faltivec"
+else
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -maltivec -mabi=altivec" >&5
+$as_echo_n "checking whether C compiler accepts -maltivec -mabi=altivec... " >&6; }
+if test "${ax_cv_c_flags__maltivec__mabi_altivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-maltivec -mabi=altivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__maltivec__mabi_altivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__maltivec__mabi_altivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__maltivec__mabi_altivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-maltivec -mabi=altivec"
+else
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -fvec" >&5
+$as_echo_n "checking whether C compiler accepts -fvec... " >&6; }
+if test "${ax_cv_c_flags__fvec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-fvec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__fvec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__fvec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__fvec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-fvec"
+else
+ { { $as_echo "$as_me:$LINENO: error: Need a version of gcc with -maltivec" >&5
+$as_echo "$as_me: error: Need a version of gcc with -maltivec" >&2;}
+ { (exit 1); exit 1; }; }
+fi
+
+fi
+
+fi
+
+ elif test "${ax_cv_c_compiler_vendor}" = "ibm"; then
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -qaltivec" >&5
+$as_echo_n "checking whether C compiler accepts -qaltivec... " >&6; }
+if test "${ax_cv_c_flags__qaltivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-qaltivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__qaltivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__qaltivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__qaltivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-qaltivec"
+else
+ :
+fi
+
+ else
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -faltivec" >&5
+$as_echo_n "checking whether C compiler accepts -faltivec... " >&6; }
+if test "${ax_cv_c_flags__faltivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-faltivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__faltivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__faltivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__faltivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-faltivec"
+else
+ :
+fi
+
+ fi
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_VMX 1
+_ACEOF
+
+ fi
+fi
+
+
+
+# Checks for libraries
+#
+LIBGSL=
+if test "x$with_gsl" != xno; then
+ { $as_echo "$as_me:$LINENO: checking for gsl_expm1 in -lgsl" >&5
+$as_echo_n "checking for gsl_expm1 in -lgsl... " >&6; }
+if test "${ac_cv_lib_gsl_gsl_expm1+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_check_lib_save_LIBS=$LIBS
+LIBS="-lgsl -lgslcblas
+ $LIBS"
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char gsl_expm1 ();
+int
+main ()
+{
+return gsl_expm1 ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_lib_gsl_gsl_expm1=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_lib_gsl_gsl_expm1=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+LIBS=$ac_check_lib_save_LIBS
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_lib_gsl_gsl_expm1" >&5
+$as_echo "$ac_cv_lib_gsl_gsl_expm1" >&6; }
+if test "x$ac_cv_lib_gsl_gsl_expm1" = x""yes; then
+ LIBGSL="-lgsl -lgslcblas"
+
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_LIBGSL 1
+_ACEOF
+
+
+else
+ if test "x$with_gsl" != xcheck; then
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: --with-gsl was given, but GSL library was not found
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: --with-gsl was given, but GSL library was not found
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+ fi
+
+fi
+
+fi
+
+
+# Checks for headers
+#
+
+
+
+
+for ac_header in sys/types.h unistd.h stdint.h inttypes.h
+do
+as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ { $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+else
+ # Is the header compilable?
+{ $as_echo "$as_me:$LINENO: checking $ac_header usability" >&5
+$as_echo_n "checking $ac_header usability... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+#include <$ac_header>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_header_compiler=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_compiler=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_compiler" >&5
+$as_echo "$ac_header_compiler" >&6; }
+
+# Is the header present?
+{ $as_echo "$as_me:$LINENO: checking $ac_header presence" >&5
+$as_echo_n "checking $ac_header presence... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <$ac_header>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ ac_header_preproc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_preproc=no
+fi
+
+rm -f conftest.err conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_preproc" >&5
+$as_echo "$ac_header_preproc" >&6; }
+
+# So? What about this header?
+case $ac_header_compiler:$ac_header_preproc:$ac_c_preproc_warn_flag in
+ yes:no: )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&5
+$as_echo "$as_me: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the compiler's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the compiler's result" >&2;}
+ ac_header_preproc=yes
+ ;;
+ no:yes:* )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: present but cannot be compiled" >&5
+$as_echo "$as_me: WARNING: $ac_header: present but cannot be compiled" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: check for missing prerequisite headers?" >&5
+$as_echo "$as_me: WARNING: $ac_header: check for missing prerequisite headers?" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: see the Autoconf documentation" >&5
+$as_echo "$as_me: WARNING: $ac_header: see the Autoconf documentation" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&5
+$as_echo "$as_me: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the preprocessor's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the preprocessor's result" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: in the future, the compiler will take precedence" >&5
+$as_echo "$as_me: WARNING: $ac_header: in the future, the compiler will take precedence" >&2;}
+ ( cat <<\_ASBOX
+## ------------------------------------- ##
+## Report this to eddys at janelia.hhmi.org ##
+## ------------------------------------- ##
+_ASBOX
+ ) | sed "s/^/$as_me: WARNING: /" >&2
+ ;;
+esac
+{ $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ eval "$as_ac_Header=\$ac_header_preproc"
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+
+fi
+as_val=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+
+done
+
+
+# altivec.h requires the simd cflags
+# For reasons I don't understand, this needs to come after any other CHECK_HEADERS().
+if test "$enable_vmx" = "yes"; then
+ sre_save_CFLAGS="$CFLAGS"
+ sre_save_CPPFLAGS="$CPPFLAGS"
+ CFLAGS="$CFLAGS $SIMD_CFLAGS"
+ CPPFLAGS="$CPPFLAGS $SIMD_CFLAGS"
+
+for ac_header in altivec.h
+do
+as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ { $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+else
+ # Is the header compilable?
+{ $as_echo "$as_me:$LINENO: checking $ac_header usability" >&5
+$as_echo_n "checking $ac_header usability... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+#include <$ac_header>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_header_compiler=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_compiler=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_compiler" >&5
+$as_echo "$ac_header_compiler" >&6; }
+
+# Is the header present?
+{ $as_echo "$as_me:$LINENO: checking $ac_header presence" >&5
+$as_echo_n "checking $ac_header presence... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <$ac_header>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ ac_header_preproc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_preproc=no
+fi
+
+rm -f conftest.err conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_preproc" >&5
+$as_echo "$ac_header_preproc" >&6; }
+
+# So? What about this header?
+case $ac_header_compiler:$ac_header_preproc:$ac_c_preproc_warn_flag in
+ yes:no: )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&5
+$as_echo "$as_me: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the compiler's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the compiler's result" >&2;}
+ ac_header_preproc=yes
+ ;;
+ no:yes:* )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: present but cannot be compiled" >&5
+$as_echo "$as_me: WARNING: $ac_header: present but cannot be compiled" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: check for missing prerequisite headers?" >&5
+$as_echo "$as_me: WARNING: $ac_header: check for missing prerequisite headers?" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: see the Autoconf documentation" >&5
+$as_echo "$as_me: WARNING: $ac_header: see the Autoconf documentation" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&5
+$as_echo "$as_me: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the preprocessor's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the preprocessor's result" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: in the future, the compiler will take precedence" >&5
+$as_echo "$as_me: WARNING: $ac_header: in the future, the compiler will take precedence" >&2;}
+ ( cat <<\_ASBOX
+## ------------------------------------- ##
+## Report this to eddys at janelia.hhmi.org ##
+## ------------------------------------- ##
+_ASBOX
+ ) | sed "s/^/$as_me: WARNING: /" >&2
+ ;;
+esac
+{ $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ eval "$as_ac_Header=\$ac_header_preproc"
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+
+fi
+as_val=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+
+done
+
+ CFLAGS="$sre_save_CFLAGS"
+ CPPFLAGS="$sre_save_CPPFLAGS"
+fi
+
+# Checks for types
+#
+
+ { $as_echo "$as_me:$LINENO: checking whether byte ordering is bigendian" >&5
+$as_echo_n "checking whether byte ordering is bigendian... " >&6; }
+if test "${ac_cv_c_bigendian+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_bigendian=unknown
+ # See if we're dealing with a universal compiler.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#ifndef __APPLE_CC__
+ not a universal capable compiler
+ #endif
+ typedef int dummy;
+
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+
+ # Check for potential -arch flags. It is not universal unless
+ # there are some -arch flags. Note that *ppc* also matches
+ # ppc64. This check is also rather less than ideal.
+ case "${CC} ${CFLAGS} ${CPPFLAGS} ${LDFLAGS}" in #(
+ *-arch*ppc*|*-arch*i386*|*-arch*x86_64*) ac_cv_c_bigendian=universal;;
+ esac
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ if test $ac_cv_c_bigendian = unknown; then
+ # See if sys/param.h defines the BYTE_ORDER macro.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ #include <sys/param.h>
+
+int
+main ()
+{
+#if ! (defined BYTE_ORDER && defined BIG_ENDIAN \
+ && defined LITTLE_ENDIAN && BYTE_ORDER && BIG_ENDIAN \
+ && LITTLE_ENDIAN)
+ bogus endian macros
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ # It does; now see whether it defined to BIG_ENDIAN or not.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ #include <sys/param.h>
+
+int
+main ()
+{
+#if BYTE_ORDER != BIG_ENDIAN
+ not big endian
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_c_bigendian=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_c_bigendian=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ fi
+ if test $ac_cv_c_bigendian = unknown; then
+ # See if <limits.h> defines _LITTLE_ENDIAN or _BIG_ENDIAN (e.g., Solaris).
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <limits.h>
+
+int
+main ()
+{
+#if ! (defined _LITTLE_ENDIAN || defined _BIG_ENDIAN)
+ bogus endian macros
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ # It does; now see whether it defined to _BIG_ENDIAN or not.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <limits.h>
+
+int
+main ()
+{
+#ifndef _BIG_ENDIAN
+ not big endian
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_c_bigendian=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_c_bigendian=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ fi
+ if test $ac_cv_c_bigendian = unknown; then
+ # Compile a test program.
+ if test "$cross_compiling" = yes; then
+ # Try to guess by grepping values from an object file.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+short int ascii_mm[] =
+ { 0x4249, 0x4765, 0x6E44, 0x6961, 0x6E53, 0x7953, 0 };
+ short int ascii_ii[] =
+ { 0x694C, 0x5454, 0x656C, 0x6E45, 0x6944, 0x6E61, 0 };
+ int use_ascii (int i) {
+ return ascii_mm[i] + ascii_ii[i];
+ }
+ short int ebcdic_ii[] =
+ { 0x89D3, 0xE3E3, 0x8593, 0x95C5, 0x89C4, 0x9581, 0 };
+ short int ebcdic_mm[] =
+ { 0xC2C9, 0xC785, 0x95C4, 0x8981, 0x95E2, 0xA8E2, 0 };
+ int use_ebcdic (int i) {
+ return ebcdic_mm[i] + ebcdic_ii[i];
+ }
+ extern int foo;
+
+int
+main ()
+{
+return use_ascii (foo) == use_ebcdic (foo);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ if grep BIGenDianSyS conftest.$ac_objext >/dev/null; then
+ ac_cv_c_bigendian=yes
+ fi
+ if grep LiTTleEnDian conftest.$ac_objext >/dev/null ; then
+ if test "$ac_cv_c_bigendian" = unknown; then
+ ac_cv_c_bigendian=no
+ else
+ # finding both strings is unlikely to happen, but who knows?
+ ac_cv_c_bigendian=unknown
+ fi
+ fi
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+
+ /* Are we little or big endian? From Harbison&Steele. */
+ union
+ {
+ long int l;
+ char c[sizeof (long int)];
+ } u;
+ u.l = 1;
+ return u.c[sizeof (long int) - 1] == 1;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ac_cv_c_bigendian=no
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ac_cv_c_bigendian=yes
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_bigendian" >&5
+$as_echo "$ac_cv_c_bigendian" >&6; }
+ case $ac_cv_c_bigendian in #(
+ yes)
+ cat >>confdefs.h <<\_ACEOF
+#define WORDS_BIGENDIAN 1
+_ACEOF
+;; #(
+ no)
+ ;; #(
+ universal)
+
+cat >>confdefs.h <<\_ACEOF
+#define AC_APPLE_UNIVERSAL_BUILD 1
+_ACEOF
+
+ ;; #(
+ *)
+ { { $as_echo "$as_me:$LINENO: error: unknown endianness
+ presetting ac_cv_c_bigendian=no (or yes) will help" >&5
+$as_echo "$as_me: error: unknown endianness
+ presetting ac_cv_c_bigendian=no (or yes) will help" >&2;}
+ { (exit 1); exit 1; }; } ;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int8_t" >&5
+$as_echo_n "checking for int8_t... " >&6; }
+if test "${ac_cv_c_int8_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int8_t=no
+ for ac_type in 'int8_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (8 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (8 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (8 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int8_t) ac_cv_c_int8_t=yes ;;
+ *) ac_cv_c_int8_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int8_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int8_t" >&5
+$as_echo "$ac_cv_c_int8_t" >&6; }
+ case $ac_cv_c_int8_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int8_t $ac_cv_c_int8_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int16_t" >&5
+$as_echo_n "checking for int16_t... " >&6; }
+if test "${ac_cv_c_int16_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int16_t=no
+ for ac_type in 'int16_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (16 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (16 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (16 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int16_t) ac_cv_c_int16_t=yes ;;
+ *) ac_cv_c_int16_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int16_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int16_t" >&5
+$as_echo "$ac_cv_c_int16_t" >&6; }
+ case $ac_cv_c_int16_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int16_t $ac_cv_c_int16_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int32_t" >&5
+$as_echo_n "checking for int32_t... " >&6; }
+if test "${ac_cv_c_int32_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int32_t=no
+ for ac_type in 'int32_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (32 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (32 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (32 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int32_t) ac_cv_c_int32_t=yes ;;
+ *) ac_cv_c_int32_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int32_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int32_t" >&5
+$as_echo "$ac_cv_c_int32_t" >&6; }
+ case $ac_cv_c_int32_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int32_t $ac_cv_c_int32_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int64_t" >&5
+$as_echo_n "checking for int64_t... " >&6; }
+if test "${ac_cv_c_int64_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int64_t=no
+ for ac_type in 'int64_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (64 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (64 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (64 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int64_t) ac_cv_c_int64_t=yes ;;
+ *) ac_cv_c_int64_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int64_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int64_t" >&5
+$as_echo "$ac_cv_c_int64_t" >&6; }
+ case $ac_cv_c_int64_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int64_t $ac_cv_c_int64_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint8_t" >&5
+$as_echo_n "checking for uint8_t... " >&6; }
+if test "${ac_cv_c_uint8_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint8_t=no
+ for ac_type in 'uint8_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (8 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint8_t) ac_cv_c_uint8_t=yes ;;
+ *) ac_cv_c_uint8_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint8_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint8_t" >&5
+$as_echo "$ac_cv_c_uint8_t" >&6; }
+ case $ac_cv_c_uint8_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<\_ACEOF
+#define _UINT8_T 1
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint8_t $ac_cv_c_uint8_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint16_t" >&5
+$as_echo_n "checking for uint16_t... " >&6; }
+if test "${ac_cv_c_uint16_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint16_t=no
+ for ac_type in 'uint16_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (16 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint16_t) ac_cv_c_uint16_t=yes ;;
+ *) ac_cv_c_uint16_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint16_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint16_t" >&5
+$as_echo "$ac_cv_c_uint16_t" >&6; }
+ case $ac_cv_c_uint16_t in #(
+ no|yes) ;; #(
+ *)
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint16_t $ac_cv_c_uint16_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint32_t" >&5
+$as_echo_n "checking for uint32_t... " >&6; }
+if test "${ac_cv_c_uint32_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint32_t=no
+ for ac_type in 'uint32_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (32 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint32_t) ac_cv_c_uint32_t=yes ;;
+ *) ac_cv_c_uint32_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint32_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint32_t" >&5
+$as_echo "$ac_cv_c_uint32_t" >&6; }
+ case $ac_cv_c_uint32_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<\_ACEOF
+#define _UINT32_T 1
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint32_t $ac_cv_c_uint32_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint64_t" >&5
+$as_echo_n "checking for uint64_t... " >&6; }
+if test "${ac_cv_c_uint64_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint64_t=no
+ for ac_type in 'uint64_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (64 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint64_t) ac_cv_c_uint64_t=yes ;;
+ *) ac_cv_c_uint64_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint64_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint64_t" >&5
+$as_echo "$ac_cv_c_uint64_t" >&6; }
+ case $ac_cv_c_uint64_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<\_ACEOF
+#define _UINT64_T 1
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint64_t $ac_cv_c_uint64_t
+_ACEOF
+;;
+ esac
+
+{ $as_echo "$as_me:$LINENO: checking for off_t" >&5
+$as_echo_n "checking for off_t... " >&6; }
+if test "${ac_cv_type_off_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_type_off_t=no
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+if (sizeof (off_t))
+ return 0;
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+if (sizeof ((off_t)))
+ return 0;
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_type_off_t=yes
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_type_off_t" >&5
+$as_echo "$ac_cv_type_off_t" >&6; }
+if test "x$ac_cv_type_off_t" = x""yes; then
+ :
+else
+
+cat >>confdefs.h <<_ACEOF
+#define off_t long int
+_ACEOF
+
+fi
+
+
+# Checks for functions, defining HAVE_FOO when foo is found
+#
+
+for ac_func in mkstemp
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+
+for ac_func in popen
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+
+for ac_func in strcasecmp
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+
+for ac_func in times
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+{ $as_echo "$as_me:$LINENO: checking for _LARGEFILE_SOURCE value needed for large files" >&5
+$as_echo_n "checking for _LARGEFILE_SOURCE value needed for large files... " >&6; }
+if test "${ac_cv_sys_largefile_source+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ while :; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h> /* for off_t */
+ #include <stdio.h>
+int
+main ()
+{
+int (*fp) (FILE *, off_t, int) = fseeko;
+ return fseeko (stdin, 0, 0) && fp (stdin, 0, 0);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_sys_largefile_source=no; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#define _LARGEFILE_SOURCE 1
+#include <sys/types.h> /* for off_t */
+ #include <stdio.h>
+int
+main ()
+{
+int (*fp) (FILE *, off_t, int) = fseeko;
+ return fseeko (stdin, 0, 0) && fp (stdin, 0, 0);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_sys_largefile_source=1; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+ ac_cv_sys_largefile_source=unknown
+ break
+done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_largefile_source" >&5
+$as_echo "$ac_cv_sys_largefile_source" >&6; }
+case $ac_cv_sys_largefile_source in #(
+ no | unknown) ;;
+ *)
+cat >>confdefs.h <<_ACEOF
+#define _LARGEFILE_SOURCE $ac_cv_sys_largefile_source
+_ACEOF
+;;
+esac
+rm -rf conftest*
+
+# We used to try defining _XOPEN_SOURCE=500 too, to work around a bug
+# in glibc 2.1.3, but that breaks too many other things.
+# If you want fseeko and ftello with glibc, upgrade to a fixed glibc.
+if test $ac_cv_sys_largefile_source != unknown; then
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_FSEEKO 1
+_ACEOF
+
+fi
+
+
+#
+# 11. System services
+#
+# Check whether --enable-largefile was given.
+if test "${enable_largefile+set}" = set; then
+ enableval=$enable_largefile;
+fi
+
+if test "$enable_largefile" != no; then
+
+ { $as_echo "$as_me:$LINENO: checking for special C compiler options needed for large files" >&5
+$as_echo_n "checking for special C compiler options needed for large files... " >&6; }
+if test "${ac_cv_sys_largefile_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_sys_largefile_CC=no
+ if test "$GCC" != yes; then
+ ac_save_CC=$CC
+ while :; do
+ # IRIX 6.2 and later do not support large files by default,
+ # so use the C compiler's -n32 option if that helps.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ CC="$CC -n32"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_largefile_CC=' -n32'; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ break
+ done
+ CC=$ac_save_CC
+ rm -f conftest.$ac_ext
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_largefile_CC" >&5
+$as_echo "$ac_cv_sys_largefile_CC" >&6; }
+ if test "$ac_cv_sys_largefile_CC" != no; then
+ CC=$CC$ac_cv_sys_largefile_CC
+ fi
+
+ { $as_echo "$as_me:$LINENO: checking for _FILE_OFFSET_BITS value needed for large files" >&5
+$as_echo_n "checking for _FILE_OFFSET_BITS value needed for large files... " >&6; }
+if test "${ac_cv_sys_file_offset_bits+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ while :; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_file_offset_bits=no; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#define _FILE_OFFSET_BITS 64
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_file_offset_bits=64; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ ac_cv_sys_file_offset_bits=unknown
+ break
+done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_file_offset_bits" >&5
+$as_echo "$ac_cv_sys_file_offset_bits" >&6; }
+case $ac_cv_sys_file_offset_bits in #(
+ no | unknown) ;;
+ *)
+cat >>confdefs.h <<_ACEOF
+#define _FILE_OFFSET_BITS $ac_cv_sys_file_offset_bits
+_ACEOF
+;;
+esac
+rm -rf conftest*
+ if test $ac_cv_sys_file_offset_bits = unknown; then
+ { $as_echo "$as_me:$LINENO: checking for _LARGE_FILES value needed for large files" >&5
+$as_echo_n "checking for _LARGE_FILES value needed for large files... " >&6; }
+if test "${ac_cv_sys_large_files+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ while :; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_large_files=no; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#define _LARGE_FILES 1
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_large_files=1; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ ac_cv_sys_large_files=unknown
+ break
+done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_large_files" >&5
+$as_echo "$ac_cv_sys_large_files" >&6; }
+case $ac_cv_sys_large_files in #(
+ no | unknown) ;;
+ *)
+cat >>confdefs.h <<_ACEOF
+#define _LARGE_FILES $ac_cv_sys_large_files
+_ACEOF
+;;
+esac
+rm -rf conftest*
+ fi
+fi
+
+
+# Done.
+# Config subdirs and files (except main Makefile, which we defer)
+#
+
+ac_config_headers="$ac_config_headers src/config.h"
+
+
+# Write Infernal's config.h header
+#
+ac_config_files="$ac_config_files src/Makefile"
+
+ac_config_files="$ac_config_files testsuite/Makefile"
+
+ac_config_headers="$ac_config_headers easel/esl_config.h"
+
+ac_config_files="$ac_config_files easel/miniapps/Makefile"
+
+ac_config_files="$ac_config_files easel/testsuite/Makefile"
+
+ac_config_files="$ac_config_files easel/Makefile"
+
+
+
+################################################################
+# 13. AC_OUTPUT
+################################################################
+# remember that sneaky if statement that wraps the source
+# configuration? well, it ends here.
+else
+ { $as_echo "$as_me:$LINENO: This is a precompiled binary distribution - using abbreviated config" >&5
+$as_echo "$as_me: This is a precompiled binary distribution - using abbreviated config" >&6;}
+fi
+ac_config_files="$ac_config_files Makefile"
+
+cat >confcache <<\_ACEOF
+# This file is a shell script that caches the results of configure
+# tests run on this system so they can be shared between configure
+# scripts and configure runs, see configure's option --config-cache.
+# It is not useful on other systems. If it contains results you don't
+# want to keep, you may remove or edit it.
+#
+# config.status only pays attention to the cache file if you give it
+# the --recheck option to rerun configure.
+#
+# `ac_cv_env_foo' variables (set or unset) will be overridden when
+# loading this file, other *unset* `ac_cv_foo' will be assigned the
+# following values.
+
+_ACEOF
+
+# The following way of writing the cache mishandles newlines in values,
+# but we know of no workaround that is simple, portable, and efficient.
+# So, we kill variables containing newlines.
+# Ultrix sh set writes to stderr and can't be redirected directly,
+# and sets the high bit in the cache file unless we assign to the vars.
+(
+ for ac_var in `(set) 2>&1 | sed -n 's/^\([a-zA-Z_][a-zA-Z0-9_]*\)=.*/\1/p'`; do
+ eval ac_val=\$$ac_var
+ case $ac_val in #(
+ *${as_nl}*)
+ case $ac_var in #(
+ *_cv_*) { $as_echo "$as_me:$LINENO: WARNING: cache variable $ac_var contains a newline" >&5
+$as_echo "$as_me: WARNING: cache variable $ac_var contains a newline" >&2;} ;;
+ esac
+ case $ac_var in #(
+ _ | IFS | as_nl) ;; #(
+ BASH_ARGV | BASH_SOURCE) eval $ac_var= ;; #(
+ *) $as_unset $ac_var ;;
+ esac ;;
+ esac
+ done
+
+ (set) 2>&1 |
+ case $as_nl`(ac_space=' '; set) 2>&1` in #(
+ *${as_nl}ac_space=\ *)
+ # `set' does not quote correctly, so add quotes (double-quote
+ # substitution turns \\\\ into \\, and sed turns \\ into \).
+ sed -n \
+ "s/'/'\\\\''/g;
+ s/^\\([_$as_cr_alnum]*_cv_[_$as_cr_alnum]*\\)=\\(.*\\)/\\1='\\2'/p"
+ ;; #(
+ *)
+ # `set' quotes correctly as required by POSIX, so do not add quotes.
+ sed -n "/^[_$as_cr_alnum]*_cv_[_$as_cr_alnum]*=/p"
+ ;;
+ esac |
+ sort
+) |
+ sed '
+ /^ac_cv_env_/b end
+ t clear
+ :clear
+ s/^\([^=]*\)=\(.*[{}].*\)$/test "${\1+set}" = set || &/
+ t end
+ s/^\([^=]*\)=\(.*\)$/\1=${\1=\2}/
+ :end' >>confcache
+if diff "$cache_file" confcache >/dev/null 2>&1; then :; else
+ if test -w "$cache_file"; then
+ test "x$cache_file" != "x/dev/null" &&
+ { $as_echo "$as_me:$LINENO: updating cache $cache_file" >&5
+$as_echo "$as_me: updating cache $cache_file" >&6;}
+ cat confcache >$cache_file
+ else
+ { $as_echo "$as_me:$LINENO: not updating unwritable cache $cache_file" >&5
+$as_echo "$as_me: not updating unwritable cache $cache_file" >&6;}
+ fi
+fi
+rm -f confcache
+
+test "x$prefix" = xNONE && prefix=$ac_default_prefix
+# Let make expand exec_prefix.
+test "x$exec_prefix" = xNONE && exec_prefix='${prefix}'
+
+DEFS=-DHAVE_CONFIG_H
+
+ac_libobjs=
+ac_ltlibobjs=
+for ac_i in : $LIBOBJS; do test "x$ac_i" = x: && continue
+ # 1. Remove the extension, and $U if already installed.
+ ac_script='s/\$U\././;s/\.o$//;s/\.obj$//'
+ ac_i=`$as_echo "$ac_i" | sed "$ac_script"`
+ # 2. Prepend LIBOBJDIR. When used with automake>=1.10 LIBOBJDIR
+ # will be set to the directory where LIBOBJS objects are built.
+ ac_libobjs="$ac_libobjs \${LIBOBJDIR}$ac_i\$U.$ac_objext"
+ ac_ltlibobjs="$ac_ltlibobjs \${LIBOBJDIR}$ac_i"'$U.lo'
+done
+LIBOBJS=$ac_libobjs
+
+LTLIBOBJS=$ac_ltlibobjs
+
+
+
+
+: ${CONFIG_STATUS=./config.status}
+ac_write_fail=0
+ac_clean_files_save=$ac_clean_files
+ac_clean_files="$ac_clean_files $CONFIG_STATUS"
+{ $as_echo "$as_me:$LINENO: creating $CONFIG_STATUS" >&5
+$as_echo "$as_me: creating $CONFIG_STATUS" >&6;}
+cat >$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+#! $SHELL
+# Generated by $as_me.
+# Run this file to recreate the current configuration.
+# Compiler output produced by configure, useful for debugging
+# configure, is in config.log if it exists.
+
+debug=false
+ac_cs_recheck=false
+ac_cs_silent=false
+SHELL=\${CONFIG_SHELL-$SHELL}
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+## --------------------- ##
+## M4sh Initialization. ##
+## --------------------- ##
+
+# Be more Bourne compatible
+DUALCASE=1; export DUALCASE # for MKS sh
+if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
+ emulate sh
+ NULLCMD=:
+ # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
+ # is contrary to our usage. Disable this feature.
+ alias -g '${1+"$@"}'='"$@"'
+ setopt NO_GLOB_SUBST
+else
+ case `(set -o) 2>/dev/null` in
+ *posix*) set -o posix ;;
+esac
+
+fi
+
+
+
+
+# PATH needs CR
+# Avoid depending upon Character Ranges.
+as_cr_letters='abcdefghijklmnopqrstuvwxyz'
+as_cr_LETTERS='ABCDEFGHIJKLMNOPQRSTUVWXYZ'
+as_cr_Letters=$as_cr_letters$as_cr_LETTERS
+as_cr_digits='0123456789'
+as_cr_alnum=$as_cr_Letters$as_cr_digits
+
+as_nl='
+'
+export as_nl
+# Printing a long string crashes Solaris 7 /usr/bin/printf.
+as_echo='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo$as_echo
+if (test "X`printf %s $as_echo`" = "X$as_echo") 2>/dev/null; then
+ as_echo='printf %s\n'
+ as_echo_n='printf %s'
+else
+ if test "X`(/usr/ucb/echo -n -n $as_echo) 2>/dev/null`" = "X-n $as_echo"; then
+ as_echo_body='eval /usr/ucb/echo -n "$1$as_nl"'
+ as_echo_n='/usr/ucb/echo -n'
+ else
+ as_echo_body='eval expr "X$1" : "X\\(.*\\)"'
+ as_echo_n_body='eval
+ arg=$1;
+ case $arg in
+ *"$as_nl"*)
+ expr "X$arg" : "X\\(.*\\)$as_nl";
+ arg=`expr "X$arg" : ".*$as_nl\\(.*\\)"`;;
+ esac;
+ expr "X$arg" : "X\\(.*\\)" | tr -d "$as_nl"
+ '
+ export as_echo_n_body
+ as_echo_n='sh -c $as_echo_n_body as_echo'
+ fi
+ export as_echo_body
+ as_echo='sh -c $as_echo_body as_echo'
+fi
+
+# The user is always right.
+if test "${PATH_SEPARATOR+set}" != set; then
+ PATH_SEPARATOR=:
+ (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {
+ (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||
+ PATH_SEPARATOR=';'
+ }
+fi
+
+# Support unset when possible.
+if ( (MAIL=60; unset MAIL) || exit) >/dev/null 2>&1; then
+ as_unset=unset
+else
+ as_unset=false
+fi
+
+
+# IFS
+# We need space, tab and new line, in precisely that order. Quoting is
+# there to prevent editors from complaining about space-tab.
+# (If _AS_PATH_WALK were called with IFS unset, it would disable word
+# splitting by setting IFS to empty value.)
+IFS=" "" $as_nl"
+
+# Find who we are. Look in the path if we contain no directory separator.
+case $0 in
+ *[\\/]* ) as_myself=$0 ;;
+ *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ test -r "$as_dir/$0" && as_myself=$as_dir/$0 && break
+done
+IFS=$as_save_IFS
+
+ ;;
+esac
+# We did not find ourselves, most probably we were run as `sh COMMAND'
+# in which case we are not to be found in the path.
+if test "x$as_myself" = x; then
+ as_myself=$0
+fi
+if test ! -f "$as_myself"; then
+ $as_echo "$as_myself: error: cannot find myself; rerun with an absolute file name" >&2
+ { (exit 1); exit 1; }
+fi
+
+# Work around bugs in pre-3.0 UWIN ksh.
+for as_var in ENV MAIL MAILPATH
+do ($as_unset $as_var) >/dev/null 2>&1 && $as_unset $as_var
+done
+PS1='$ '
+PS2='> '
+PS4='+ '
+
+# NLS nuisances.
+LC_ALL=C
+export LC_ALL
+LANGUAGE=C
+export LANGUAGE
+
+# Required to use basename.
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+if (basename -- /) >/dev/null 2>&1 && test "X`basename -- / 2>&1`" = "X/"; then
+ as_basename=basename
+else
+ as_basename=false
+fi
+
+
+# Name of the executable.
+as_me=`$as_basename -- "$0" ||
+$as_expr X/"$0" : '.*/\([^/][^/]*\)/*$' \| \
+ X"$0" : 'X\(//\)$' \| \
+ X"$0" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X/"$0" |
+ sed '/^.*\/\([^/][^/]*\)\/*$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+
+# CDPATH.
+$as_unset CDPATH
+
+
+
+ as_lineno_1=$LINENO
+ as_lineno_2=$LINENO
+ test "x$as_lineno_1" != "x$as_lineno_2" &&
+ test "x`expr $as_lineno_1 + 1`" = "x$as_lineno_2" || {
+
+ # Create $as_me.lineno as a copy of $as_myself, but with $LINENO
+ # uniformly replaced by the line number. The first 'sed' inserts a
+ # line-number line after each line using $LINENO; the second 'sed'
+ # does the real work. The second script uses 'N' to pair each
+ # line-number line with the line containing $LINENO, and appends
+ # trailing '-' during substitution so that $LINENO is not a special
+ # case at line end.
+ # (Raja R Harinath suggested sed '=', and Paul Eggert wrote the
+ # scripts with optimization help from Paolo Bonzini. Blame Lee
+ # E. McMahon (1931-1989) for sed's syntax. :-)
+ sed -n '
+ p
+ /[$]LINENO/=
+ ' <$as_myself |
+ sed '
+ s/[$]LINENO.*/&-/
+ t lineno
+ b
+ :lineno
+ N
+ :loop
+ s/[$]LINENO\([^'$as_cr_alnum'_].*\n\)\(.*\)/\2\1\2/
+ t loop
+ s/-\n.*//
+ ' >$as_me.lineno &&
+ chmod +x "$as_me.lineno" ||
+ { $as_echo "$as_me: error: cannot create $as_me.lineno; rerun with a POSIX shell" >&2
+ { (exit 1); exit 1; }; }
+
+ # Don't try to exec as it changes $[0], causing all sort of problems
+ # (the dirname of $[0] is not the place where we might find the
+ # original and so on. Autoconf is especially sensitive to this).
+ . "./$as_me.lineno"
+ # Exit status is that of the last command.
+ exit
+}
+
+
+if (as_dir=`dirname -- /` && test "X$as_dir" = X/) >/dev/null 2>&1; then
+ as_dirname=dirname
+else
+ as_dirname=false
+fi
+
+ECHO_C= ECHO_N= ECHO_T=
+case `echo -n x` in
+-n*)
+ case `echo 'x\c'` in
+ *c*) ECHO_T=' ';; # ECHO_T is single tab character.
+ *) ECHO_C='\c';;
+ esac;;
+*)
+ ECHO_N='-n';;
+esac
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+rm -f conf$$ conf$$.exe conf$$.file
+if test -d conf$$.dir; then
+ rm -f conf$$.dir/conf$$.file
+else
+ rm -f conf$$.dir
+ mkdir conf$$.dir 2>/dev/null
+fi
+if (echo >conf$$.file) 2>/dev/null; then
+ if ln -s conf$$.file conf$$ 2>/dev/null; then
+ as_ln_s='ln -s'
+ # ... but there are two gotchas:
+ # 1) On MSYS, both `ln -s file dir' and `ln file dir' fail.
+ # 2) DJGPP < 2.04 has no symlinks; `ln -s' creates a wrapper executable.
+ # In both cases, we have to default to `cp -p'.
+ ln -s conf$$.file conf$$.dir 2>/dev/null && test ! -f conf$$.exe ||
+ as_ln_s='cp -p'
+ elif ln conf$$.file conf$$ 2>/dev/null; then
+ as_ln_s=ln
+ else
+ as_ln_s='cp -p'
+ fi
+else
+ as_ln_s='cp -p'
+fi
+rm -f conf$$ conf$$.exe conf$$.dir/conf$$.file conf$$.file
+rmdir conf$$.dir 2>/dev/null
+
+if mkdir -p . 2>/dev/null; then
+ as_mkdir_p=:
+else
+ test -d ./-p && rmdir ./-p
+ as_mkdir_p=false
+fi
+
+if test -x / >/dev/null 2>&1; then
+ as_test_x='test -x'
+else
+ if ls -dL / >/dev/null 2>&1; then
+ as_ls_L_option=L
+ else
+ as_ls_L_option=
+ fi
+ as_test_x='
+ eval sh -c '\''
+ if test -d "$1"; then
+ test -d "$1/.";
+ else
+ case $1 in
+ -*)set "./$1";;
+ esac;
+ case `ls -ld'$as_ls_L_option' "$1" 2>/dev/null` in
+ ???[sx]*):;;*)false;;esac;fi
+ '\'' sh
+ '
+fi
+as_executable_p=$as_test_x
+
+# Sed expression to map a string onto a valid CPP name.
+as_tr_cpp="eval sed 'y%*$as_cr_letters%P$as_cr_LETTERS%;s%[^_$as_cr_alnum]%_%g'"
+
+# Sed expression to map a string onto a valid variable name.
+as_tr_sh="eval sed 'y%*+%pp%;s%[^_$as_cr_alnum]%_%g'"
+
+
+exec 6>&1
+
+# Save the log message, to keep $[0] and so on meaningful, and to
+# report actual input values of CONFIG_FILES etc. instead of their
+# values after options handling.
+ac_log="
+This file was extended by Infernal $as_me 1.0.2, which was
+generated by GNU Autoconf 2.63. Invocation command line was
+
+ CONFIG_FILES = $CONFIG_FILES
+ CONFIG_HEADERS = $CONFIG_HEADERS
+ CONFIG_LINKS = $CONFIG_LINKS
+ CONFIG_COMMANDS = $CONFIG_COMMANDS
+ $ $0 $@
+
+on `(hostname || uname -n) 2>/dev/null | sed 1q`
+"
+
+_ACEOF
+
+case $ac_config_files in *"
+"*) set x $ac_config_files; shift; ac_config_files=$*;;
+esac
+
+case $ac_config_headers in *"
+"*) set x $ac_config_headers; shift; ac_config_headers=$*;;
+esac
+
+
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+# Files that config.status was made for.
+config_files="$ac_config_files"
+config_headers="$ac_config_headers"
+
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+ac_cs_usage="\
+\`$as_me' instantiates files from templates according to the
+current configuration.
+
+Usage: $0 [OPTION]... [FILE]...
+
+ -h, --help print this help, then exit
+ -V, --version print version number and configuration settings, then exit
+ -q, --quiet, --silent
+ do not print progress messages
+ -d, --debug don't remove temporary files
+ --recheck update $as_me by reconfiguring in the same conditions
+ --file=FILE[:TEMPLATE]
+ instantiate the configuration file FILE
+ --header=FILE[:TEMPLATE]
+ instantiate the configuration header FILE
+
+Configuration files:
+$config_files
+
+Configuration headers:
+$config_headers
+
+Report bugs to <bug-autoconf at gnu.org>."
+
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ac_cs_version="\\
+Infernal config.status 1.0.2
+configured by $0, generated by GNU Autoconf 2.63,
+ with options \\"`$as_echo "$ac_configure_args" | sed 's/^ //; s/[\\""\`\$]/\\\\&/g'`\\"
+
+Copyright (C) 2008 Free Software Foundation, Inc.
+This config.status script is free software; the Free Software Foundation
+gives unlimited permission to copy, distribute and modify it."
+
+ac_pwd='$ac_pwd'
+srcdir='$srcdir'
+test -n "\$AWK" || AWK=awk
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+# The default lists apply if the user does not specify any file.
+ac_need_defaults=:
+while test $# != 0
+do
+ case $1 in
+ --*=*)
+ ac_option=`expr "X$1" : 'X\([^=]*\)='`
+ ac_optarg=`expr "X$1" : 'X[^=]*=\(.*\)'`
+ ac_shift=:
+ ;;
+ *)
+ ac_option=$1
+ ac_optarg=$2
+ ac_shift=shift
+ ;;
+ esac
+
+ case $ac_option in
+ # Handling of the options.
+ -recheck | --recheck | --rechec | --reche | --rech | --rec | --re | --r)
+ ac_cs_recheck=: ;;
+ --version | --versio | --versi | --vers | --ver | --ve | --v | -V )
+ $as_echo "$ac_cs_version"; exit ;;
+ --debug | --debu | --deb | --de | --d | -d )
+ debug=: ;;
+ --file | --fil | --fi | --f )
+ $ac_shift
+ case $ac_optarg in
+ *\'*) ac_optarg=`$as_echo "$ac_optarg" | sed "s/'/'\\\\\\\\''/g"` ;;
+ esac
+ CONFIG_FILES="$CONFIG_FILES '$ac_optarg'"
+ ac_need_defaults=false;;
+ --header | --heade | --head | --hea )
+ $ac_shift
+ case $ac_optarg in
+ *\'*) ac_optarg=`$as_echo "$ac_optarg" | sed "s/'/'\\\\\\\\''/g"` ;;
+ esac
+ CONFIG_HEADERS="$CONFIG_HEADERS '$ac_optarg'"
+ ac_need_defaults=false;;
+ --he | --h)
+ # Conflict between --help and --header
+ { $as_echo "$as_me: error: ambiguous option: $1
+Try \`$0 --help' for more information." >&2
+ { (exit 1); exit 1; }; };;
+ --help | --hel | -h )
+ $as_echo "$ac_cs_usage"; exit ;;
+ -q | -quiet | --quiet | --quie | --qui | --qu | --q \
+ | -silent | --silent | --silen | --sile | --sil | --si | --s)
+ ac_cs_silent=: ;;
+
+ # This is an error.
+ -*) { $as_echo "$as_me: error: unrecognized option: $1
+Try \`$0 --help' for more information." >&2
+ { (exit 1); exit 1; }; } ;;
+
+ *) ac_config_targets="$ac_config_targets $1"
+ ac_need_defaults=false ;;
+
+ esac
+ shift
+done
+
+ac_configure_extra_args=
+
+if $ac_cs_silent; then
+ exec 6>/dev/null
+ ac_configure_extra_args="$ac_configure_extra_args --silent"
+fi
+
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+if \$ac_cs_recheck; then
+ set X '$SHELL' '$0' $ac_configure_args \$ac_configure_extra_args --no-create --no-recursion
+ shift
+ \$as_echo "running CONFIG_SHELL=$SHELL \$*" >&6
+ CONFIG_SHELL='$SHELL'
+ export CONFIG_SHELL
+ exec "\$@"
+fi
+
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+exec 5>>config.log
+{
+ echo
+ sed 'h;s/./-/g;s/^.../## /;s/...$/ ##/;p;x;p;x' <<_ASBOX
+## Running $as_me. ##
+_ASBOX
+ $as_echo "$ac_log"
+} >&5
+
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+
+# Handling of arguments.
+for ac_config_target in $ac_config_targets
+do
+ case $ac_config_target in
+ "src/config.h") CONFIG_HEADERS="$CONFIG_HEADERS src/config.h" ;;
+ "src/Makefile") CONFIG_FILES="$CONFIG_FILES src/Makefile" ;;
+ "testsuite/Makefile") CONFIG_FILES="$CONFIG_FILES testsuite/Makefile" ;;
+ "easel/esl_config.h") CONFIG_HEADERS="$CONFIG_HEADERS easel/esl_config.h" ;;
+ "easel/miniapps/Makefile") CONFIG_FILES="$CONFIG_FILES easel/miniapps/Makefile" ;;
+ "easel/testsuite/Makefile") CONFIG_FILES="$CONFIG_FILES easel/testsuite/Makefile" ;;
+ "easel/Makefile") CONFIG_FILES="$CONFIG_FILES easel/Makefile" ;;
+ "Makefile") CONFIG_FILES="$CONFIG_FILES Makefile" ;;
+
+ *) { { $as_echo "$as_me:$LINENO: error: invalid argument: $ac_config_target" >&5
+$as_echo "$as_me: error: invalid argument: $ac_config_target" >&2;}
+ { (exit 1); exit 1; }; };;
+ esac
+done
+
+
+# If the user did not use the arguments to specify the items to instantiate,
+# then the envvar interface is used. Set only those that are not.
+# We use the long form for the default assignment because of an extremely
+# bizarre bug on SunOS 4.1.3.
+if $ac_need_defaults; then
+ test "${CONFIG_FILES+set}" = set || CONFIG_FILES=$config_files
+ test "${CONFIG_HEADERS+set}" = set || CONFIG_HEADERS=$config_headers
+fi
+
+# Have a temporary directory for convenience. Make it in the build tree
+# simply because there is no reason against having it here, and in addition,
+# creating and moving files from /tmp can sometimes cause problems.
+# Hook for its removal unless debugging.
+# Note that there is a small window in which the directory will not be cleaned:
+# after its creation but before its name has been assigned to `$tmp'.
+$debug ||
+{
+ tmp=
+ trap 'exit_status=$?
+ { test -z "$tmp" || test ! -d "$tmp" || rm -fr "$tmp"; } && exit $exit_status
+' 0
+ trap '{ (exit 1); exit 1; }' 1 2 13 15
+}
+# Create a (secure) tmp directory for tmp files.
+
+{
+ tmp=`(umask 077 && mktemp -d "./confXXXXXX") 2>/dev/null` &&
+ test -n "$tmp" && test -d "$tmp"
+} ||
+{
+ tmp=./conf$$-$RANDOM
+ (umask 077 && mkdir "$tmp")
+} ||
+{
+ $as_echo "$as_me: cannot create a temporary directory in ." >&2
+ { (exit 1); exit 1; }
+}
+
+# Set up the scripts for CONFIG_FILES section.
+# No need to generate them if there are no CONFIG_FILES.
+# This happens for instance with `./config.status config.h'.
+if test -n "$CONFIG_FILES"; then
+
+
+ac_cr='
'
+ac_cs_awk_cr=`$AWK 'BEGIN { print "a\rb" }' </dev/null 2>/dev/null`
+if test "$ac_cs_awk_cr" = "a${ac_cr}b"; then
+ ac_cs_awk_cr='\\r'
+else
+ ac_cs_awk_cr=$ac_cr
+fi
+
+echo 'BEGIN {' >"$tmp/subs1.awk" &&
+_ACEOF
+
+
+{
+ echo "cat >conf$$subs.awk <<_ACEOF" &&
+ echo "$ac_subst_vars" | sed 's/.*/&!$&$ac_delim/' &&
+ echo "_ACEOF"
+} >conf$$subs.sh ||
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+ac_delim_num=`echo "$ac_subst_vars" | grep -c '$'`
+ac_delim='%!_!# '
+for ac_last_try in false false false false false :; do
+ . ./conf$$subs.sh ||
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+
+ ac_delim_n=`sed -n "s/.*$ac_delim\$/X/p" conf$$subs.awk | grep -c X`
+ if test $ac_delim_n = $ac_delim_num; then
+ break
+ elif $ac_last_try; then
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+ else
+ ac_delim="$ac_delim!$ac_delim _$ac_delim!! "
+ fi
+done
+rm -f conf$$subs.sh
+
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+cat >>"\$tmp/subs1.awk" <<\\_ACAWK &&
+_ACEOF
+sed -n '
+h
+s/^/S["/; s/!.*/"]=/
+p
+g
+s/^[^!]*!//
+:repl
+t repl
+s/'"$ac_delim"'$//
+t delim
+:nl
+h
+s/\(.\{148\}\).*/\1/
+t more1
+s/["\\]/\\&/g; s/^/"/; s/$/\\n"\\/
+p
+n
+b repl
+:more1
+s/["\\]/\\&/g; s/^/"/; s/$/"\\/
+p
+g
+s/.\{148\}//
+t nl
+:delim
+h
+s/\(.\{148\}\).*/\1/
+t more2
+s/["\\]/\\&/g; s/^/"/; s/$/"/
+p
+b
+:more2
+s/["\\]/\\&/g; s/^/"/; s/$/"\\/
+p
+g
+s/.\{148\}//
+t delim
+' <conf$$subs.awk | sed '
+/^[^""]/{
+ N
+ s/\n//
+}
+' >>$CONFIG_STATUS || ac_write_fail=1
+rm -f conf$$subs.awk
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+_ACAWK
+cat >>"\$tmp/subs1.awk" <<_ACAWK &&
+ for (key in S) S_is_set[key] = 1
+ FS = ""
+
+}
+{
+ line = $ 0
+ nfields = split(line, field, "@")
+ substed = 0
+ len = length(field[1])
+ for (i = 2; i < nfields; i++) {
+ key = field[i]
+ keylen = length(key)
+ if (S_is_set[key]) {
+ value = S[key]
+ line = substr(line, 1, len) "" value "" substr(line, len + keylen + 3)
+ len += length(value) + length(field[++i])
+ substed = 1
+ } else
+ len += 1 + keylen
+ }
+
+ print line
+}
+
+_ACAWK
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+if sed "s/$ac_cr//" < /dev/null > /dev/null 2>&1; then
+ sed "s/$ac_cr\$//; s/$ac_cr/$ac_cs_awk_cr/g"
+else
+ cat
+fi < "$tmp/subs1.awk" > "$tmp/subs.awk" \
+ || { { $as_echo "$as_me:$LINENO: error: could not setup config files machinery" >&5
+$as_echo "$as_me: error: could not setup config files machinery" >&2;}
+ { (exit 1); exit 1; }; }
+_ACEOF
+
+# VPATH may cause trouble with some makes, so we remove $(srcdir),
+# ${srcdir} and @srcdir@ from VPATH if srcdir is ".", strip leading and
+# trailing colons and then remove the whole line if VPATH becomes empty
+# (actually we leave an empty line to preserve line numbers).
+if test "x$srcdir" = x.; then
+ ac_vpsub='/^[ ]*VPATH[ ]*=/{
+s/:*\$(srcdir):*/:/
+s/:*\${srcdir}:*/:/
+s/:*@srcdir@:*/:/
+s/^\([^=]*=[ ]*\):*/\1/
+s/:*$//
+s/^[^=]*=[ ]*$//
+}'
+fi
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+fi # test -n "$CONFIG_FILES"
+
+# Set up the scripts for CONFIG_HEADERS section.
+# No need to generate them if there are no CONFIG_HEADERS.
+# This happens for instance with `./config.status Makefile'.
+if test -n "$CONFIG_HEADERS"; then
+cat >"$tmp/defines.awk" <<\_ACAWK ||
+BEGIN {
+_ACEOF
+
+# Transform confdefs.h into an awk script `defines.awk', embedded as
+# here-document in config.status, that substitutes the proper values into
+# config.h.in to produce config.h.
+
+# Create a delimiter string that does not exist in confdefs.h, to ease
+# handling of long lines.
+ac_delim='%!_!# '
+for ac_last_try in false false :; do
+ ac_t=`sed -n "/$ac_delim/p" confdefs.h`
+ if test -z "$ac_t"; then
+ break
+ elif $ac_last_try; then
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_HEADERS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_HEADERS" >&2;}
+ { (exit 1); exit 1; }; }
+ else
+ ac_delim="$ac_delim!$ac_delim _$ac_delim!! "
+ fi
+done
+
+# For the awk script, D is an array of macro values keyed by name,
+# likewise P contains macro parameters if any. Preserve backslash
+# newline sequences.
+
+ac_word_re=[_$as_cr_Letters][_$as_cr_alnum]*
+sed -n '
+s/.\{148\}/&'"$ac_delim"'/g
+t rset
+:rset
+s/^[ ]*#[ ]*define[ ][ ]*/ /
+t def
+d
+:def
+s/\\$//
+t bsnl
+s/["\\]/\\&/g
+s/^ \('"$ac_word_re"'\)\(([^()]*)\)[ ]*\(.*\)/P["\1"]="\2"\
+D["\1"]=" \3"/p
+s/^ \('"$ac_word_re"'\)[ ]*\(.*\)/D["\1"]=" \2"/p
+d
+:bsnl
+s/["\\]/\\&/g
+s/^ \('"$ac_word_re"'\)\(([^()]*)\)[ ]*\(.*\)/P["\1"]="\2"\
+D["\1"]=" \3\\\\\\n"\\/p
+t cont
+s/^ \('"$ac_word_re"'\)[ ]*\(.*\)/D["\1"]=" \2\\\\\\n"\\/p
+t cont
+d
+:cont
+n
+s/.\{148\}/&'"$ac_delim"'/g
+t clear
+:clear
+s/\\$//
+t bsnlc
+s/["\\]/\\&/g; s/^/"/; s/$/"/p
+d
+:bsnlc
+s/["\\]/\\&/g; s/^/"/; s/$/\\\\\\n"\\/p
+b cont
+' <confdefs.h | sed '
+s/'"$ac_delim"'/"\\\
+"/g' >>$CONFIG_STATUS || ac_write_fail=1
+
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ for (key in D) D_is_set[key] = 1
+ FS = ""
+}
+/^[\t ]*#[\t ]*(define|undef)[\t ]+$ac_word_re([\t (]|\$)/ {
+ line = \$ 0
+ split(line, arg, " ")
+ if (arg[1] == "#") {
+ defundef = arg[2]
+ mac1 = arg[3]
+ } else {
+ defundef = substr(arg[1], 2)
+ mac1 = arg[2]
+ }
+ split(mac1, mac2, "(") #)
+ macro = mac2[1]
+ prefix = substr(line, 1, index(line, defundef) - 1)
+ if (D_is_set[macro]) {
+ # Preserve the white space surrounding the "#".
+ print prefix "define", macro P[macro] D[macro]
+ next
+ } else {
+ # Replace #undef with comments. This is necessary, for example,
+ # in the case of _POSIX_SOURCE, which is predefined and required
+ # on some systems where configure will not decide to define it.
+ if (defundef == "undef") {
+ print "/*", prefix defundef, macro, "*/"
+ next
+ }
+ }
+}
+{ print }
+_ACAWK
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+ { { $as_echo "$as_me:$LINENO: error: could not setup config headers machinery" >&5
+$as_echo "$as_me: error: could not setup config headers machinery" >&2;}
+ { (exit 1); exit 1; }; }
+fi # test -n "$CONFIG_HEADERS"
+
+
+eval set X " :F $CONFIG_FILES :H $CONFIG_HEADERS "
+shift
+for ac_tag
+do
+ case $ac_tag in
+ :[FHLC]) ac_mode=$ac_tag; continue;;
+ esac
+ case $ac_mode$ac_tag in
+ :[FHL]*:*);;
+ :L* | :C*:*) { { $as_echo "$as_me:$LINENO: error: invalid tag $ac_tag" >&5
+$as_echo "$as_me: error: invalid tag $ac_tag" >&2;}
+ { (exit 1); exit 1; }; };;
+ :[FH]-) ac_tag=-:-;;
+ :[FH]*) ac_tag=$ac_tag:$ac_tag.in;;
+ esac
+ ac_save_IFS=$IFS
+ IFS=:
+ set x $ac_tag
+ IFS=$ac_save_IFS
+ shift
+ ac_file=$1
+ shift
+
+ case $ac_mode in
+ :L) ac_source=$1;;
+ :[FH])
+ ac_file_inputs=
+ for ac_f
+ do
+ case $ac_f in
+ -) ac_f="$tmp/stdin";;
+ *) # Look for the file first in the build tree, then in the source tree
+ # (if the path is not absolute). The absolute path cannot be DOS-style,
+ # because $ac_f cannot contain `:'.
+ test -f "$ac_f" ||
+ case $ac_f in
+ [\\/$]*) false;;
+ *) test -f "$srcdir/$ac_f" && ac_f="$srcdir/$ac_f";;
+ esac ||
+ { { $as_echo "$as_me:$LINENO: error: cannot find input file: $ac_f" >&5
+$as_echo "$as_me: error: cannot find input file: $ac_f" >&2;}
+ { (exit 1); exit 1; }; };;
+ esac
+ case $ac_f in *\'*) ac_f=`$as_echo "$ac_f" | sed "s/'/'\\\\\\\\''/g"`;; esac
+ ac_file_inputs="$ac_file_inputs '$ac_f'"
+ done
+
+ # Let's still pretend it is `configure' which instantiates (i.e., don't
+ # use $as_me), people would be surprised to read:
+ # /* config.h. Generated by config.status. */
+ configure_input='Generated from '`
+ $as_echo "$*" | sed 's|^[^:]*/||;s|:[^:]*/|, |g'
+ `' by configure.'
+ if test x"$ac_file" != x-; then
+ configure_input="$ac_file. $configure_input"
+ { $as_echo "$as_me:$LINENO: creating $ac_file" >&5
+$as_echo "$as_me: creating $ac_file" >&6;}
+ fi
+ # Neutralize special characters interpreted by sed in replacement strings.
+ case $configure_input in #(
+ *\&* | *\|* | *\\* )
+ ac_sed_conf_input=`$as_echo "$configure_input" |
+ sed 's/[\\\\&|]/\\\\&/g'`;; #(
+ *) ac_sed_conf_input=$configure_input;;
+ esac
+
+ case $ac_tag in
+ *:-:* | *:-) cat >"$tmp/stdin" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; } ;;
+ esac
+ ;;
+ esac
+
+ ac_dir=`$as_dirname -- "$ac_file" ||
+$as_expr X"$ac_file" : 'X\(.*[^/]\)//*[^/][^/]*/*$' \| \
+ X"$ac_file" : 'X\(//\)[^/]' \| \
+ X"$ac_file" : 'X\(//\)$' \| \
+ X"$ac_file" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X"$ac_file" |
+ sed '/^X\(.*[^/]\)\/\/*[^/][^/]*\/*$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)[^/].*/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+ { as_dir="$ac_dir"
+ case $as_dir in #(
+ -*) as_dir=./$as_dir;;
+ esac
+ test -d "$as_dir" || { $as_mkdir_p && mkdir -p "$as_dir"; } || {
+ as_dirs=
+ while :; do
+ case $as_dir in #(
+ *\'*) as_qdir=`$as_echo "$as_dir" | sed "s/'/'\\\\\\\\''/g"`;; #'(
+ *) as_qdir=$as_dir;;
+ esac
+ as_dirs="'$as_qdir' $as_dirs"
+ as_dir=`$as_dirname -- "$as_dir" ||
+$as_expr X"$as_dir" : 'X\(.*[^/]\)//*[^/][^/]*/*$' \| \
+ X"$as_dir" : 'X\(//\)[^/]' \| \
+ X"$as_dir" : 'X\(//\)$' \| \
+ X"$as_dir" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X"$as_dir" |
+ sed '/^X\(.*[^/]\)\/\/*[^/][^/]*\/*$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)[^/].*/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+ test -d "$as_dir" && break
+ done
+ test -z "$as_dirs" || eval "mkdir $as_dirs"
+ } || test -d "$as_dir" || { { $as_echo "$as_me:$LINENO: error: cannot create directory $as_dir" >&5
+$as_echo "$as_me: error: cannot create directory $as_dir" >&2;}
+ { (exit 1); exit 1; }; }; }
+ ac_builddir=.
+
+case "$ac_dir" in
+.) ac_dir_suffix= ac_top_builddir_sub=. ac_top_build_prefix= ;;
+*)
+ ac_dir_suffix=/`$as_echo "$ac_dir" | sed 's|^\.[\\/]||'`
+ # A ".." for each directory in $ac_dir_suffix.
+ ac_top_builddir_sub=`$as_echo "$ac_dir_suffix" | sed 's|/[^\\/]*|/..|g;s|/||'`
+ case $ac_top_builddir_sub in
+ "") ac_top_builddir_sub=. ac_top_build_prefix= ;;
+ *) ac_top_build_prefix=$ac_top_builddir_sub/ ;;
+ esac ;;
+esac
+ac_abs_top_builddir=$ac_pwd
+ac_abs_builddir=$ac_pwd$ac_dir_suffix
+# for backward compatibility:
+ac_top_builddir=$ac_top_build_prefix
+
+case $srcdir in
+ .) # We are building in place.
+ ac_srcdir=.
+ ac_top_srcdir=$ac_top_builddir_sub
+ ac_abs_top_srcdir=$ac_pwd ;;
+ [\\/]* | ?:[\\/]* ) # Absolute name.
+ ac_srcdir=$srcdir$ac_dir_suffix;
+ ac_top_srcdir=$srcdir
+ ac_abs_top_srcdir=$srcdir ;;
+ *) # Relative name.
+ ac_srcdir=$ac_top_build_prefix$srcdir$ac_dir_suffix
+ ac_top_srcdir=$ac_top_build_prefix$srcdir
+ ac_abs_top_srcdir=$ac_pwd/$srcdir ;;
+esac
+ac_abs_srcdir=$ac_abs_top_srcdir$ac_dir_suffix
+
+
+ case $ac_mode in
+ :F)
+ #
+ # CONFIG_FILE
+ #
+
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+# If the template does not know about datarootdir, expand it.
+# FIXME: This hack should be removed a few years after 2.60.
+ac_datarootdir_hack=; ac_datarootdir_seen=
+
+ac_sed_dataroot='
+/datarootdir/ {
+ p
+ q
+}
+/@datadir@/p
+/@docdir@/p
+/@infodir@/p
+/@localedir@/p
+/@mandir@/p
+'
+case `eval "sed -n \"\$ac_sed_dataroot\" $ac_file_inputs"` in
+*datarootdir*) ac_datarootdir_seen=yes;;
+*@datadir@*|*@docdir@*|*@infodir@*|*@localedir@*|*@mandir@*)
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_file_inputs seems to ignore the --datarootdir setting" >&5
+$as_echo "$as_me: WARNING: $ac_file_inputs seems to ignore the --datarootdir setting" >&2;}
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ ac_datarootdir_hack='
+ s&@datadir@&$datadir&g
+ s&@docdir@&$docdir&g
+ s&@infodir@&$infodir&g
+ s&@localedir@&$localedir&g
+ s&@mandir@&$mandir&g
+ s&\\\${datarootdir}&$datarootdir&g' ;;
+esac
+_ACEOF
+
+# Neutralize VPATH when `$srcdir' = `.'.
+# Shell code in configure.ac might set extrasub.
+# FIXME: do we really want to maintain this feature?
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ac_sed_extra="$ac_vpsub
+$extrasub
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+:t
+/@[a-zA-Z_][a-zA-Z_0-9]*@/!b
+s|@configure_input@|$ac_sed_conf_input|;t t
+s&@top_builddir@&$ac_top_builddir_sub&;t t
+s&@top_build_prefix@&$ac_top_build_prefix&;t t
+s&@srcdir@&$ac_srcdir&;t t
+s&@abs_srcdir@&$ac_abs_srcdir&;t t
+s&@top_srcdir@&$ac_top_srcdir&;t t
+s&@abs_top_srcdir@&$ac_abs_top_srcdir&;t t
+s&@builddir@&$ac_builddir&;t t
+s&@abs_builddir@&$ac_abs_builddir&;t t
+s&@abs_top_builddir@&$ac_abs_top_builddir&;t t
+$ac_datarootdir_hack
+"
+eval sed \"\$ac_sed_extra\" "$ac_file_inputs" | $AWK -f "$tmp/subs.awk" >$tmp/out \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+
+test -z "$ac_datarootdir_hack$ac_datarootdir_seen" &&
+ { ac_out=`sed -n '/\${datarootdir}/p' "$tmp/out"`; test -n "$ac_out"; } &&
+ { ac_out=`sed -n '/^[ ]*datarootdir[ ]*:*=/p' "$tmp/out"`; test -z "$ac_out"; } &&
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_file contains a reference to the variable \`datarootdir'
+which seems to be undefined. Please make sure it is defined." >&5
+$as_echo "$as_me: WARNING: $ac_file contains a reference to the variable \`datarootdir'
+which seems to be undefined. Please make sure it is defined." >&2;}
+
+ rm -f "$tmp/stdin"
+ case $ac_file in
+ -) cat "$tmp/out" && rm -f "$tmp/out";;
+ *) rm -f "$ac_file" && mv "$tmp/out" "$ac_file";;
+ esac \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+ ;;
+ :H)
+ #
+ # CONFIG_HEADER
+ #
+ if test x"$ac_file" != x-; then
+ {
+ $as_echo "/* $configure_input */" \
+ && eval '$AWK -f "$tmp/defines.awk"' "$ac_file_inputs"
+ } >"$tmp/config.h" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+ if diff "$ac_file" "$tmp/config.h" >/dev/null 2>&1; then
+ { $as_echo "$as_me:$LINENO: $ac_file is unchanged" >&5
+$as_echo "$as_me: $ac_file is unchanged" >&6;}
+ else
+ rm -f "$ac_file"
+ mv "$tmp/config.h" "$ac_file" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+ else
+ $as_echo "/* $configure_input */" \
+ && eval '$AWK -f "$tmp/defines.awk"' "$ac_file_inputs" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create -" >&5
+$as_echo "$as_me: error: could not create -" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+ ;;
+
+
+ esac
+
+done # for ac_tag
+
+
+{ (exit 0); exit 0; }
+_ACEOF
+chmod +x $CONFIG_STATUS
+ac_clean_files=$ac_clean_files_save
+
+test $ac_write_fail = 0 ||
+ { { $as_echo "$as_me:$LINENO: error: write failure creating $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: write failure creating $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+
+
+# configure is writing to config.log, and then calls config.status.
+# config.status does its own redirection, appending to config.log.
+# Unfortunately, on DOS this fails, as config.log is still kept open
+# by configure, so config.status won't be able to write to it; its
+# output is simply discarded. So we exec the FD to /dev/null,
+# effectively closing config.log, so it can be properly (re)opened and
+# appended to by config.status. When coming back to configure, we
+# need to make the FD available again.
+if test "$no_create" != yes; then
+ ac_cs_success=:
+ ac_config_status_args=
+ test "$silent" = yes &&
+ ac_config_status_args="$ac_config_status_args --quiet"
+ exec 5>/dev/null
+ $SHELL $CONFIG_STATUS $ac_config_status_args || ac_cs_success=false
+ exec 5>>config.log
+ # Use ||, not &&, to avoid exiting from the if with $? = 1, which
+ # would make configure fail if this is the last instruction.
+ $ac_cs_success || { (exit 1); exit 1; }
+fi
+if test -n "$ac_unrecognized_opts" && test "$enable_option_checking" != no; then
+ { $as_echo "$as_me:$LINENO: WARNING: unrecognized options: $ac_unrecognized_opts" >&5
+$as_echo "$as_me: WARNING: unrecognized options: $ac_unrecognized_opts" >&2;}
+fi
+
+
diff --git a/configure.ac b/configure.ac
new file mode 100644
index 0000000..2286789
--- /dev/null
+++ b/configure.ac
@@ -0,0 +1,365 @@
+# Process this file with autoconf to produce the HMMER configure script.
+#
+# Note that this is synchronized with Easel's configure script,
+# so that HMMER configures Easel in addition to itself; this saves
+# having to do a separate ./configure in Easel. That is,
+# everything that appears in Easel's configure script must also
+# appear here.
+#
+# reminders to save re-reading autoconf manual for the n'th time:
+# - output variables:
+# are defined here as normal shell variables, e.g. FOO="my string"
+# are made into output variables by calling AC_SUBST(FOO)
+# any occurrence of @FOO@ in an output file is then substituted
+# I think this only happens in files we assign w/ AC_CONFIG_FILES;
+# that's the Makefile.in's.
+#
+# - C preprocessor symbols:
+# are defined here by calling AC_DEFINE(FOO) or AC_DEFINE(FOO, [42])
+# then #undef FOO lines in easel.h.in become #define FOO or #define FOO 42
+# I think this only happens in header files that we assign
+# w/ AC_CONFIG_HEADERS -- which means, easel.h.in
+#
+# SRE, Mon Oct 5 14:55:45 1998
+# SVN $Id: configure.ac 3020 2009-10-30 17:28:46Z eddys $
+# xref autoconf macro archive: //www.gnu.org/software/ac-archive/
+#
+# GNU recommends the following order:
+# 1. autoconf requirements
+# 2. AC_INIT
+# 3. info on the package
+# 4. checks for programs
+# 5. checks for libraries
+# 6. checks for header files
+# 7. checks for types
+# 8. checks for structures
+# 9. checks for compiler characteristics
+# 10. checks for library functions
+# 11. checks for system services
+# 12. AC_CONFIG_FILES
+# 13. AC_OUTPUT
+
+
+AC_PREREQ(2.60)
+AC_INIT(Infernal, 1.0.2, eddys at janelia.hhmi.org, infernal)
+AC_MSG_NOTICE([Configuring Infernal for your system.])
+
+
+################################################################
+# 3. Info on the package
+#
+# The four AC_INIT args set these output variables and preprocessor symbols:
+# PACKAGE_NAME <package> e.g. "Infernal"
+# PACKAGE_VERSION <version> e.g. "1.0"
+# PACKAGE_BUGREPORT <bug-report> e.g. "eddys at janelia.hhmi.org"
+# PACKAGE_TARNAME <tarname> e.g. "infernal"
+# From them, it derives one more:
+# PACKAGE_STRING <package> <version>, e.g. "Infernal 1.0"
+# We also define additional variables:
+# PACKAGE_RELCODE unique CVS tag without .'s: e.g. "infernal1_0"
+# PACKAGE_DATE release date: e.g. "October 2007"
+# PACKAGE_COPYRIGHT one-line copyright string
+# PACKAGE_LICENSE one-line license string
+# PACKAGE_LICENSETAG which license to bundle from Licenses/ subdirectory.
+# PACKAGE_VERSION copy of version code, e.g. "1.0"
+# PACKAGE_URL URL home.
+# And we have to define the relevant package variables for Easel as well.
+#
+################################################################
+
+PACKAGE_DATE="October 2009"
+PACKAGE_COPYRIGHT="Copyright (C) 2009 HHMI Janelia Farm Research Campus"
+PACKAGE_LICENSE="Freely distributed under the GNU General Public License (GPLv3)"
+PACKAGE_LICENSETAG=gnu
+PACKAGE_VERSION=$PACKAGE_VERSION
+PACKAGE_URL="http://infernal.janelia.org/"
+
+EASEL_DATE="October 2009"
+EASEL_COPYRIGHT="Copyright (C) 2009 HHMI Janelia Farm Research Campus"
+EASEL_LICENSE="Freely distributed under the Janelia Software License."
+EASEL_LICENSETAG=jsl
+EASEL_VERSION="i$PACKAGE_VERSION"
+EASEL_URL="http://bioeasel.org/"
+
+# Output variables (AC_OUTPUT replaces @var@ in input files, such as Makefiles)
+AC_SUBST(PACKAGE_RELCODE)
+AC_SUBST(PACKAGE_DATE)
+AC_SUBST(PACKAGE_COPYRIGHT)
+AC_SUBST(PACKAGE_LICENSE)
+AC_SUBST(PACKAGE_LICENSETAG)
+AC_SUBST(PACKAGE_VERSION)
+AC_SUBST(PACKAGE_URL)
+
+AC_SUBST(EASEL_RELCODE)
+AC_SUBST(EASEL_DATE)
+AC_SUBST(EASEL_COPYRIGHT)
+AC_SUBST(EASEL_LICENSE)
+AC_SUBST(EASEL_LICENSETAG)
+AC_SUBST(EASEL_VERSION)
+AC_SUBST(EASEL_URL)
+
+# Preprocessor symbols (replace #undefs in p7config.h)
+AC_DEFINE_UNQUOTED(PACKAGE_DATE, "$PACKAGE_DATE")
+AC_DEFINE_UNQUOTED(PACKAGE_COPYRIGHT, "$PACKAGE_COPYRIGHT")
+AC_DEFINE_UNQUOTED(PACKAGE_LICENSE, "$PACKAGE_LICENSE")
+AC_DEFINE_UNQUOTED(PACKAGE_VERSION, "$PACKAGE_VERSION")
+
+AC_DEFINE_UNQUOTED(EASEL_DATE, "$EASEL_DATE")
+AC_DEFINE_UNQUOTED(EASEL_COPYRIGHT, "$EASEL_COPYRIGHT")
+AC_DEFINE_UNQUOTED(EASEL_LICENSE, "$EASEL_LICENSE")
+AC_DEFINE_UNQUOTED(EASEL_VERSION, "$EASEL_VERSION")
+
+AC_DEFINE(eslLIBRARY)
+
+# Figure out what host we're compiling on.
+# Three GNU scripts must be included in the distro:
+# install.sh, config.guess, config.sub
+# This sets four shell variables:
+# host example: i686-pc-linux-gnu
+# host_cpu example: i686
+# host_vendor example: pc
+# host_os example: linux-gnu
+#
+# These are used later in the configure by the ACX_PTHREAD macro to determine
+# system-specific details of threads libraries.
+#
+AC_CANONICAL_HOST
+
+# Check if we're a binary distribution.
+# Trigger is existence of binaries/, nonexistence of src/.
+#
+# For binary distro, we do minimal configuration, setting version information
+# and installation path names, making ./configure independent of having a working
+# C compiler.
+#
+# Implements a sneaky if statement that wraps most of the configure.ac M4 code.
+#
+if ((! test -d binaries) && test -d src); then
+AC_MSG_NOTICE([Full Infernal source distribution - using full configuration])
+
+################################################################
+# Process the ./configure command line
+################################################################
+
+# --enable-debugging=x - set debugging level to <x> (1-3)
+#
+# At all levels, including 0, replaces CFLAGS w/ "-g -Wall" (so it assumes gcc).
+# Sets the p7_DEBUGLEVEL preprocessor symbol to <x>
+#
+AC_ARG_ENABLE(debugging,
+[AS_HELP_STRING([--enable-debugging],[include debugging code])
+AS_HELP_STRING([--enable-debugging=x],[also set diagnostics verbosity level to <x> (1-3)])],
+enable_debugging=$enableval, enable_debugging=no)
+
+case $enable_debugging in
+ yes) AC_DEFINE(cm_DEBUGLEVEL, 0)
+ AC_DEFINE(eslDEBUGLEVEL, 0)
+ ;;
+ 1) AC_DEFINE(cm_DEBUGLEVEL, 1)
+ AC_DEFINE(eslDEBUGLEVEL, 1)
+ ;;
+ 2) AC_DEFINE(cm_DEBUGLEVEL, 2)
+ AC_DEFINE(eslDEBUGLEVEL, 2)
+ ;;
+ 3) AC_DEFINE(cm_DEBUGLEVEL, 3)
+ AC_DEFINE(eslDEBUGLEVEL, 3)
+ ;;
+ no) AC_DEFINE(cm_DEBUGLEVEL, 0)
+ AC_DEFINE(eslDEBUGLEVEL, 0)
+ ;;
+ *) AC_MSG_ERROR([Unknown argument to --enable-debugging: $enable_debugging]);;
+esac
+
+# --enable-gcov - compile for code coverage testing
+#
+# Replaces CC with "gcc" and CFLAGS with "-g -Wall -fprofile-arcs -ftest-coverage".
+# Running programs (notably the test suite) will then generate .gcda files,
+# which the gcov tool can read.
+#
+AC_ARG_ENABLE(gcov,[AS_HELP_STRING([--enable-gcov],[compile for code coverage testing])], ok=$enableval, ok=no)
+if test "$ok" = "yes"; then
+ AC_MSG_NOTICE([Compiling with gcov instrumentation.])
+ CC="gcc"
+ CFLAGS="-g -Wall -fprofile-arcs -ftest-coverage"
+ sre_cflags_env_set=yes
+fi
+
+AC_ARG_ENABLE(sse,[AS_HELP_STRING([--enable-sse],[enable SSE optimizations])] , enable_sse=$enableval, enable_sse=check)
+AC_ARG_ENABLE(vmx,[AS_HELP_STRING([--enable-vmx],[enable Altivec/VMX optimizations])], enable_vmx=$enableval, enable_vmx=check)
+AC_ARG_WITH(gsl,[AS_HELP_STRING([--with-gsl],[use the GSL, GNU Scientific Library])], with_gsl=$withval, with_gsl=no)
+AC_ARG_ENABLE(mpi,[AS_HELP_STRING([--enable-mpi],[enable MPI parallelization])], enable_mpi=$enableval, enable_mpi=no)
+
+# end of optionally configured features
+################################################################
+
+################################################################
+# 4. Checks for programs
+################################################################
+
+AC_PROG_CC
+# MPI : set @CC@ to mpicc, sets @MPILIBS@, defines HAVE_MPI.
+if test "$enable_mpi" = "yes"; then
+ ACX_MPI(,AC_MSG_ERROR([MPI library not found for --enable-mpi]))
+ CC=$MPICC
+fi
+AC_PROG_CPP
+AX_COMPILER_VENDOR
+# AC_PROG_CC_STDC wants to append -c99 to icc; icc doesn't like this.
+if test "$ax_cv_c_compiler_vendor" != "intel"; then
+ AC_PROG_CC_STDC
+fi
+AC_PROG_RANLIB
+AC_PATH_PROG([AR], [ar], [:], [$PATH:/usr/ccs/bin:/usr/xpg4/bin])
+CHECK_GNU_MAKE
+
+# Select our optimization level in CFLAGS.
+if test "$enable_debugging" != "no"; then
+ if test "$GCC" = "yes" && test "$sre_cflags_env_set" = "no"; then
+ CFLAGS="-g -Wall"
+ fi
+else
+ sre_save_ac_test_cflags="$ac_test_CFLAGS"
+ if test "$sre_cflags_env_set" = "no"; then
+ ac_test_CFLAGS=""
+ fi
+ AX_CC_MAXOPT
+ ac_test_CFLAGS="$sre_save_ac_test_cflags"
+ # That was a workaround. AX_CC_MAXOPT apparently thinks that
+ # $ac_test_CFLAGS only gets set if ${CFLAGS} was set by the
+ # user (in the environment), but that's not so; it gets set
+ # by AC_PROG_CC. Instead of rewriting AX_CC_MAXOPT, we fool
+ # it.
+fi
+
+
+# SSE: figure out our @SIMD_CFLAGS@, define HAVE_SSE2
+# The AC_RUN_IFELSE() is there because it's possible to have
+# hardware that doesn't support SSE2 instructions, yet the
+# compiler can generate them: example AMD Athlons with gcc.
+# So we need to test that an SSE2 program actually runs without
+# generating an "illegal instruction" error. The program
+# here is sufficient [xref J3/127].
+if test "$enable_sse" = "check" && test "$enable_vmx" != "yes"; then
+ AC_CHECK_HEADER([emmintrin.h],[
+ AC_MSG_CHECKING([if platform can run SSE/SSE2 instructions])
+ AC_RUN_IFELSE([AC_LANG_PROGRAM( [[#include <emmintrin.h>]],
+ [[__m128i v = _mm_set1_epi8(0);]])],
+ [AC_MSG_RESULT([yes])
+ enable_sse=yes],
+ [AC_MSG_RESULT([no])])])
+fi
+if test "$enable_sse" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ case $ax_cv_c_compiler_vendor in
+ gnu) AX_CHECK_COMPILER_FLAGS(-msse2,[SIMD_CFLAGS="-msse2"],[]);;
+ *) ;;
+ esac
+ fi
+ AC_DEFINE(HAVE_SSE2,1,[Support SSE2 (Streaming SIMD Extensions 2) instructions])
+fi
+
+# VMX/Altivec (not autodetected yet; must use --enable-vmx to enable)
+if test "$enable_vmx" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ if test "$GCC" = "yes"; then
+ AX_CHECK_COMPILER_FLAGS(-faltivec, [SIMD_CFLAGS="-faltivec"],
+ [AX_CHECK_COMPILER_FLAGS(-maltivec -mabi=altivec,
+ [SIMD_CFLAGS="-maltivec -mabi=altivec"],
+ [AX_CHECK_COMPILER_FLAGS(-fvec, [SIMD_CFLAGS="-fvec"],
+ [AC_MSG_ERROR([Need a version of gcc with -maltivec])])])])
+ elif test "${ax_cv_c_compiler_vendor}" = "ibm"; then
+ AX_CHECK_COMPILER_FLAGS(-qaltivec, [SIMD_CFLAGS="-qaltivec"],[])
+ else
+ AX_CHECK_COMPILER_FLAGS(-faltivec, [SIMD_CFLAGS="-faltivec"],[])
+ fi
+ AC_DEFINE(HAVE_VMX,1,[Support Altivec/VMX vector instructions])
+ fi
+fi
+AC_SUBST(SIMD_CFLAGS)
+
+
+# Checks for libraries
+#
+LIBGSL=
+AS_IF([test "x$with_gsl" != xno],
+ [AC_CHECK_LIB([gsl], [gsl_expm1],
+ [AC_SUBST([LIBGSL], ["-lgsl -lgslcblas"])
+ AC_DEFINE([HAVE_LIBGSL], [1], [Define if you have libgsl])
+ ],
+ [if test "x$with_gsl" != xcheck; then
+ AC_MSG_FAILURE(
+ [--with-gsl was given, but GSL library was not found])
+ fi
+ ],
+ [-lgslcblas]
+ )])
+
+# Checks for headers
+#
+AC_CHECK_HEADERS([sys/types.h unistd.h stdint.h inttypes.h])
+
+# altivec.h requires the simd cflags
+# For reasons I don't understand, this needs to come after any other CHECK_HEADERS().
+if test "$enable_vmx" = "yes"; then
+ sre_save_CFLAGS="$CFLAGS"
+ sre_save_CPPFLAGS="$CPPFLAGS"
+ CFLAGS="$CFLAGS $SIMD_CFLAGS"
+ CPPFLAGS="$CPPFLAGS $SIMD_CFLAGS"
+ AC_CHECK_HEADERS([altivec.h])
+ CFLAGS="$sre_save_CFLAGS"
+ CPPFLAGS="$sre_save_CPPFLAGS"
+fi
+
+# Checks for types
+#
+AC_C_BIGENDIAN
+AC_TYPE_INT8_T
+AC_TYPE_INT16_T
+AC_TYPE_INT32_T
+AC_TYPE_INT64_T
+AC_TYPE_UINT8_T
+AC_TYPE_UINT16_T
+AC_TYPE_UINT32_T
+AC_TYPE_UINT64_T
+AC_TYPE_OFF_T
+
+# Checks for functions, defining HAVE_FOO when foo is found
+#
+AC_CHECK_FUNCS(mkstemp)
+AC_CHECK_FUNCS(popen)
+AC_CHECK_FUNCS(strcasecmp)
+AC_CHECK_FUNCS(times)
+AC_FUNC_FSEEKO
+
+#
+# 11. System services
+#
+AC_SYS_LARGEFILE
+
+# Done.
+# Config subdirs and files (except main Makefile, which we defer)
+#
+
+AC_CONFIG_HEADERS(src/config.h)
+
+# Write Infernal's config.h header
+#
+AC_CONFIG_FILES(src/Makefile)
+AC_CONFIG_FILES(testsuite/Makefile)
+AC_CONFIG_HEADERS([easel/esl_config.h])
+AC_CONFIG_FILES([easel/miniapps/Makefile])
+AC_CONFIG_FILES([easel/testsuite/Makefile])
+AC_CONFIG_FILES([easel/Makefile])
+
+
+################################################################
+# 13. AC_OUTPUT
+################################################################
+# remember that sneaky if statement that wraps the source
+# configuration? well, it ends here.
+else
+ AC_MSG_NOTICE([This is a precompiled binary distribution - using abbreviated config])
+fi
+AC_CONFIG_FILES([Makefile])
+AC_OUTPUT
+
diff --git a/documentation/manpages/cm2hmm.man b/documentation/manpages/cm2hmm.man
new file mode 100644
index 0000000..cba3a51
--- /dev/null
+++ b/documentation/manpages/cm2hmm.man
@@ -0,0 +1,93 @@
+.TH "cm2hmm" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cm2hmm - build a rigorous HMM-based filter from an existing covariance model (CM)
+
+.SH SYNOPSIS
+.B cm2hmm
+.I cmfile
+.I hmmfile
+.I background [background parameters]
+.I HMMtype
+.I optimizer [optimizer parameters]
+
+.SH DESCRIPTION
+
+.B cm2hmm
+reads a covariance model (CM) from
+.I cmfile,
+constructs a hidden-Markov model (HMM) that preserves some
+information of the CM
+and saves the HMM to
+.I hmmfile.
+The HMM can be used as a rigorous pre-filtering step to
+searching with the CM.
+
+.PP
+The CM file must be in the standard format output used by Infernal.
+
+
+.SH OPTIONS
+
+.TP
+.B --help
+Print brief help; includes summary of command-line parameters.
+
+.TP
+.BI background " [background parameters]"
+Select the model of background sequence.
+.B uniform
+gives all bases equal probability (25%).
+.BI gc " <fraction>"
+specifies the G+C content.
+.I <fraction>
+should be a number between 0 and 1.
+.BI file " <filename>"
+loads the base distribution from a file in a specific format.
+
+.TP
+.B HMMtype
+Specify the type of HMM to be used; options are
+.B compact
+and
+.B expanded.
+Compact-type models are generally faster, but expanded-type
+models may provide better filtering.
+
+.TP
+.BI optimizer " [optimizer parameters]"
+Specify which mathematical optimizer is to be used to create
+the final model. Currently the only option is
+.B cfsqp
+which takes two paramters:
+.I <B> <C>.
+B=0, C=1 are reasonable choices. (See the CFSQP manual for
+further details.)
+
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cm2hmmsearch.man b/documentation/manpages/cm2hmmsearch.man
new file mode 100644
index 0000000..eccb96b
--- /dev/null
+++ b/documentation/manpages/cm2hmmsearch.man
@@ -0,0 +1,97 @@
+.TH "cmsearch" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmsearch - search a sequence database for RNAs homologous to a CM,
+using an HMM as a pre-filtering step to increase speed.
+
+.SH SYNOPSIS
+.B cmsearch
+.I window length
+.I score threshold
+.I cmfile
+.I compact-type HMM
+.I expanded-type HMM
+.I seqfile
+.I runsearch
+
+.SH DESCRIPTION
+
+.B cm2hmmsearch
+uses the
+covariance model (CM) in
+.I cmfile
+to search for homologous RNAs in
+.I seqfile,
+and outputs high-scoring alignments. A
+.I compact-type HMM
+and/or
+.I expanded-type HMM
+is used as a pre-filtering step, which usually
+increases the overall speed of the search. HMMs created
+with
+.B cm2hmm
+are rigorous, meaning that no new false negatives are
+introduced by using the filter.
+
+.PP
+The sequence file is assumed to be in FASTA format.
+
+.PP
+CM files are profiles of RNA consensus secondary structure. A
+CM file is produced by the
+.B cmbuild
+program, from a given RNA sequence alignment of known
+consensus structure.
+
+.PP
+HMM files are profiles of RNA consensus primary sequence, produced by
+.B cm2hmm
+from a given CM file.
+
+.SH OPTIONS
+
+.TP
+.B --help
+Print brief help; includes summary of parameters.
+
+.TP
+.B window length
+
+.TP
+.B score threshold
+
+.TP
+.B runsearch
+Indicate whether cmsearch should actually be run.
+.I 1
+will run the cmsearch and output hits.
+.I 0
+will report on the filtering fraction that was achieved
+with the HMM filters.
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmalign.man b/documentation/manpages/cmalign.man
new file mode 100644
index 0000000..9b3c107
--- /dev/null
+++ b/documentation/manpages/cmalign.man
@@ -0,0 +1,588 @@
+.TH "cmalign" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmalign - use a CM to make a structured RNA multiple alignment
+
+.SH SYNOPSIS
+
+.TP
+Align sequences to a CM:
+.B cmalign
+.I [options]
+.I cmfile
+.I seqfile
+
+.TP
+Merge two alignments:
+.B cmalign --merge
+.I [options]
+.I cmfile
+.I msafile1
+.I msafile2
+
+.SH DESCRIPTION
+
+.B cmalign
+aligns the RNA sequences in
+.I seqfile
+to the covariance model (CM) in
+.I cmfile,
+and outputs a multiple sequence alignment.
+Alternatively, with the
+.B --merge
+option,
+.B cmalign
+merges the two alignments
+.I msafile1
+and
+.I msafile2
+created by previous runs of
+.B cmalign
+with
+.I cmfile
+into a single alignment.
+
+.PP
+The sequence file
+.I seqfile
+must be in FASTA, EMBL, or Genbank format.
+
+.PP
+CMs are profiles of RNA consensus sequence and secondary structure. A
+CM file is produced by the
+.B cmbuild
+program, from a given RNA sequence alignment of known
+consensus structure.
+
+.PP
+The alignment that
+.B cmalign
+makes is written in Stockholm format.
+It can be redirected to a file
+using the
+.B -o
+option.
+
+.PP
+.B cmalign
+uses an HMM banding technique to accelerate alignment by default as
+described below for the
+.B --hbanded
+option. HMM banding can be turned off with the
+.B --nonbanded
+option.
+
+.PP
+By default,
+.B cmalign
+computes the alignment with maximum
+expected accuracy that is consistent with constraints (bands) derived
+from an HMM, using a banded version of the Durbin/Holmes optimal accuracy algorithm.
+This behavior can be changed, as described below and in
+the User's Guide, with
+the
+.B --cyk,
+.B --sample,
+or
+.B --viterbi
+options.
+
+.PP
+It is possible to include the fixed training alignment used to build
+the CM within the output alignment of
+.B cmalign.
+This is done using the
+.B --withali
+option, as described below and in the User's Guide.
+
+.SH OUTPUT
+
+.B cmalign
+first outputs tabular information on the scores of each sequence being
+aligned, then the alignment itself is printed. The alignment can be
+redirected to an output file
+.I <f>
+with the
+.BI -o " <f>"
+option.
+The tabular output section
+includes one line per sequences and seven fields per line: "seq idx":
+the index of the sequence in the input file, "seq name": the
+sequence name, "len": the length of the sequence, "total": the total
+bit score of the sequence, "struct": an approximation of the
+contribution of the secondary structure to the bit score, "avg prob":
+the average posterior probability (confidence estimate) of each
+aligned residue, and "elapsed": the wall time spent aligning the
+sequence.
+
+The fields can change if different options are selected. For example
+if the
+.B "--cyk"
+option is enabled, the "avg prob" field disappears because
+posterior probabilities are not calculated by the CYK algorithm.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -o " <f>"
+Save the alignment in Stockholm format to a file
+.I <f>.
+The default is to write it to standard output.
+
+.TP
+.B -l
+Turn on the local alignment algorithm, which allows the alignment
+to span two or more subsequences if necessary (e.g. if the structures
+of the query model and target sequence are only partially shared),
+allowing certain large insertions and deletions in the structure
+to be penalized differently than normal indels.
+The default is to globally align the query model to the target
+sequences.
+
+.TP
+.BI -p
+Annotate the alignment with posterior probabilities calculated using
+the Inside and Outside algorithms.
+The
+.B -p
+option causes additional annotation to appear in the output alignment,
+but does not modify the alignment itself (that is, the relative positions of
+the residues are unchanged).
+Two characters for each residue are used to annotate the posterior
+probability that the corresponding residue aligns at the corresponding
+position in the Stockholm alignment. These characters have the Stockholm
+markup tags "#=GR <seq name> POSTX." and "#=GR <seq name> POST.X", and can only have the
+values: "0-9", "*" or ".". They indicate the tens and ones
+place for the posterior probability: an "8" for "POSTX." and a "3" for "POST.X"
+indicates that the posterior probability is between 0.83 and 0.84. A
+"*" for both "POSTX." and "POST.X" indicates that the confidence
+estimate is "very nearly" 1.0 (it's hard to be exact here due to
+numerical precision issues) A "."
+in both "POSTX." and "POST.X" indicates that that column aligns to
+a gap. When used in combination with
+.B --nonbanded,
+the calculation of the posterior probabilities considers all possible
+alignments of the target sequence to the CM. Without
+.B --nonbanded
+(in HMM banded mode), the calculation considers only possible
+alignments within the HMM bands.
+
+.TP
+.B -q
+Quiet; suppress the verbose banner, and only print the resulting
+alignment to stdout. This allows piping the alignment to the input
+of other programs, for example.
+
+.TP
+.B -1
+Output the alignment in pfam format, a non-interleaved Stockholm
+format in which each sequence is on a single line.
+
+.TP
+.BI --informat " <s>"
+Assert that the input
+.I seqfile
+is in format
+.I <s>.
+Do not run Babelfish format autodection. This increases
+the reliability of the program somewhat, because
+the Babelfish can make mistakes; particularly
+recommended for unattended, high-throughput runs
+of Infernal.
+Acceptable formats are: FASTA, EMBL, UNIPROT, GENBANK, and DDBJ.
+.I <s>
+is case-insensitive.
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below, are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.TP
+.BI --mpi
+Run as an MPI parallel program. This option will only be available if
+Infernal
+has been configured and built with the "--enable-mpi" flag (see User's
+Guide for details).
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --optacc
+Align sequences using the Durbin/Holmes optimal accuracy
+algorithm. This is default behavior, so this option is probably useless.
+The optimal accuracy alignment will be constrained by HMM bands for acceleration
+unless the
+.B --nonbanded
+option is enabled.
+The optimal accuracy algorithm determines the alignment that
+maximizes the posterior probabilities of the aligned residues within it.
+The posterior probabilites are determined using (possibly HMM banded)
+variants of the Inside and Outside algorithms.
+
+.TP
+.B --cyk
+Do not use the Durbin/Holmes optimal accuracy alignment to align the
+sequences, instead use the CYK algorithm which determines the
+optimally scoring alignment of the sequence to the model.
+
+.TP
+.B --sample
+Sample an alignment from the posterior distribution of alignments.
+The posterior distribution is determined using an HMM banded (unless
+.B --nonbanded)
+variant of the Inside algorithm.
+
+.TP
+.BI -s " <n>"
+Set the random number generator seed to
+.I <n>,
+where
+.I <n>
+is a positive integer. This option can only be used in
+combination with
+.B --sample.
+The default is to use time() to
+generate a different seed for each run, which means that two different
+runs of
+.B cmalign --sample
+on the same alignment will give slightly different
+results. You can use this option to generate reproducible results.
+
+.TP
+.B --viterbi
+Do not use the CM to align the sequences, instead use
+the HMM Viterbi algorithm to align with a CM Plan 9 HMM. The HMM is
+automatically constructed to be maximally similar to the CM.
+This HMM alignment is faster than CM alignment, but can be less accurate because the
+structure of the RNA family is ignored.
+
+.TP
+.BI --sub
+Turn on the sub model construction and alignment procedure. For each
+sequence, an HMM is first used to predict the model start and end
+consensus columns, and a new sub CM is constructed that only models
+consensus columns from start to end. The sequence is then aligned to this sub CM.
+This option is useful for aligning sequences that are known to
+truncated, non-full length sequences.
+This "sub CM" procedure is not the same as the "sub CMs" described by
+Weinberg and Ruzzo.
+
+.TP
+.B --small
+Use the divide and conquer CYK alignment algorithm described in SR
+Eddy, BMC Bioinformatics 3:18, 2002. The
+.B --nonbanded
+option must be used in combination with this options.
+Also, it is recommended whenever
+.B --nonbanded
+is used that
+.B --small
+is also used because standard CM alignment without HMM banding requires a lot of
+memory, especially for large RNAs.
+.B --small
+allows CM alignment within practical memory limits,
+reducing the memory required for alignment LSU rRNA, the largest known
+RNAs, from 150 Gb to less than 300 Mb.
+This option can only be used in combination with
+.B --nonbanded
+and
+.B --cyk.
+
+.TP
+.B --hbanded
+This option is turned on by default.
+Accelerate alignment by pruning away regions of the CM DP matrix that
+are deemed negligible by an HMM.
+First, each sequence is scored with a CM plan 9 HMM derived from the CM
+using the Forward and Backward HMM algorithms and calculate posterior
+probabilities that each residue aligns to each state of the HMM. These
+posterior probabilities are used to derive constraints (bands) on the CM DP
+matrix. Finally, the target sequence is aligned to the CM using the
+banded DP matrix, during which cells outside the bands are ignored. Usually most
+of the full DP matrix lies outside the bands
+(often more than 95%), making this technique faster because
+fewer DP calculations are required, and more memory efficient because
+only cells within the bands need be allocated.
+
+Importantly, HMM banding sacrifices the guarantee of determining the
+optimally accurarte or optimal alignment, which will be missed if it lies outside the
+bands. The tau paramater (analagous to the beta parameter for QDB
+calculation in
+.B cmsearch
+) is the amount of probability mass
+considered negligible during HMM band calculation; lower
+values of tau yield greater speedups but also a greater chance of missing
+the optimal alignment. The default tau is 1E-7, determined
+empirically as a good tradeoff between sensitivity and speed, though
+this value can be changed with the
+.B --tau " <x>"
+option. The level of acceleration increases with both the
+length and primary sequence conservation level of the family. For
+example, with
+the default tau of 1E-7, tRNA models (low primary sequence
+conservation with length of about 75 residues) show about 10X acceleration,
+and SSU bacterial rRNA models (high primary sequence conservation with
+length of about 1500 residues) show about 700X.
+HMM banding can be turned off with the
+.B --nonbanded
+option.
+
+.TP
+.B --nonbanded
+Turns off HMM banding. The returned alignment is guaranteed to be the
+globally optimally accurate one (by default) or the globally optimally
+scoring one (if
+.B --cyk
+is enabled).
+The
+.B --small
+option is recommended in combination with this option, because
+standard alignment without HMM banding requires a lot of memory (see
+.B --small
+).
+
+.TP
+.BI --tau " <x>"
+Set the tail loss probability used during HMM band calculation to
+.I <x>.
+This is the amount of probability mass within the HMM posterior
+probabilities that is considered negligible. The default value is 1E-7.
+In general, higher values will result in greater acceleration, but
+increase the chance of missing the optimal alignment due to the HMM
+bands.
+
+.TP
+.BI --mxsize " <x>"
+Set the maximum allowable DP matrix size to
+.I <x>
+megabytes. By default this size is 2,048 Mb.
+This should be large enough for the vast majority of alignments,
+however if it is not
+.B cmalign
+will exit prematurely and report an error message that
+the matrix exceeded it's maximum allowable size. In this case, the
+.B --mxsize
+can be used to raise the limit.
+This is most likely to occur when the
+.B --nonbanded
+option is used without the
+.B --small
+option, but can still occur when
+.B --nonbanded
+is not used.
+
+.TP
+.BI --rna
+Output the alignments as RNA sequence alignments. This is true by default.
+
+.TP
+.BI --dna
+Output the alignments as DNA sequence alignments.
+
+.TP
+.B --matchonly
+Only include match columns in the output alignment, do not include
+any insertions relative to the consensus model.
+
+.TP
+.B --resonly
+Only include match columns in the output alignment that
+have at least 1 residue (non-gap character) in them. By default all match columns are
+printed to the alignment, even those that are 100% gaps.
+.B --resonly
+replicates the default behavior of previous versions of
+.B cmalign.
+
+.TP
+.B --fins
+Change the
+behavior of how insert emissions are placed in the alignment.
+By default, all contiguous blocks of inserts are split in half, and
+half the residues are flushed left against the nearest consensus
+column to the left, and half are flushed right against the nearest
+consensus column on the right. With
+.B --fins
+inserts are not split in half, instead all inserted residues from IL
+states are flushed left, and all inserted residues from IR states are
+flushed right.
+.B --fins
+replicates the default behavior of previous versions of
+.B cmalign.
+
+.TP
+.B --onepost
+Modifies behavior of the
+.B -p
+option. Use only one character instead of two to annotate the
+posterior probability of each aligned residue. Specifically, only the "#=GR
+<seq name> POSTX." tag is printed to the alignment. An "8" for
+"POSTX." indicates a posterior probability between 0.8 and 0.9 for the
+corresponding residue.
+
+.TP
+.B --merge
+With
+.B --merge
+the usage of cmalign changes to
+.B cmalign --merge
+.I [options]
+.I cmfile
+.I msafile1
+.I msafile2.
+Merge the two alignments in
+.I msafile1
+and
+.I msafile2
+created by previous runs of
+.B cmalign
+with
+.I cmfile
+together into a single alignment and exit.
+.I msafile1
+and
+.I msafile2
+must only have one alignment per file.
+This option allows the user to split up large sequence files into many
+smaller files, align them independently to
+.I cmfile
+on different computers to get many small alignments, and then merge them
+into a single large alignment.
+
+.TP
+.BI --withali " <f>"
+Reads an alignment from file
+.I <f>
+and aligns it as a single object to the CM; e.g. the alignment in
+.I <f>
+is held fixed.
+This allows you to align sequences to a model with
+.B cmalign
+and view them in the context of an existing trusted multiple alignment.
+The alignment in the file
+.I <f>
+must be exactly the alignment that the CM was built from, or a subset
+of it with the following special property: the definition of consensus
+columns and consensus secondary structure must be identical between
+.I <f>
+and the alignment the CM was built from. One easy way to achieve this
+is to use the
+.B --rf
+option to
+.B cmbuild
+(see man page for
+.B cmbuild
+) and to maintain the "#=GC RF" annotation in the alignment when
+removing sequences to create the subset alignment
+.I <f>.
+To specify that the
+.B --rf
+option to
+.B cmbuild
+was used, enable the
+.B --rf
+option to
+.B cmalign
+(see
+.B --rf
+below).
+
+.TP
+.B --withpknots
+Must be used in combination with
+.BI --withali " <f>".
+Propogate structural information for any pseudoknots that exist in
+.I <f>
+to the output alignment.
+
+.TP
+.B --rf
+Must be used in combination with
+.BI --withali " <f>".
+Specify that the alignment in
+.I <f>
+has the same "#=GC RF" annotation as the alignment file the CM was
+built from using
+.B cmbuild
+and further that the
+.B --rf
+option was supplied to
+.B cmbuild
+when the CM was constructed.
+
+.TP
+.BI --gapthresh " <x>"
+Must be used in combination with
+.BI --withali " <f>".
+Specify that the
+.BI --gapthresh " <x>"
+option was supplied to
+.B cmbuild
+when the CM was constructed from the alignment file
+.I <f>.
+
+.TP
+.BI --tfile " <f>"
+Dump tabular sequence tracebacks for each individual
+sequence to a file
+.I <f>.
+Primarily useful for debugging.
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmbuild.man b/documentation/manpages/cmbuild.man
new file mode 100644
index 0000000..27872ed
--- /dev/null
+++ b/documentation/manpages/cmbuild.man
@@ -0,0 +1,587 @@
+.TH "cmbuild" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmbuild - construct a CM from an RNA multiple sequence alignment
+
+.SH SYNOPSIS
+.B cmbuild
+.I [options]
+.I cmfile
+.I alifile
+
+.SH DESCRIPTION
+
+.B cmbuild
+read an RNA multiple sequence alignment from
+.I alifile,
+constructs a covariance model (CM),
+and saves the CM to
+.I cmfile.
+
+.PP
+The alignment file must be in Stockholm format, and
+must contain consensus secondary structure annotation.
+.B cmbuild
+uses the consensus structure to determine the architecture
+of the CM.
+
+.PP
+The alignment file may be a database containing more than one
+alignment. If so, the resulting
+.I cmfile
+will be a database of CMs, one per alignment.
+
+.PP
+The expert options
+.B --ctarget, --cmindiff,
+and
+.B --call
+result in multiple CMs being built from each alignment in
+.I alifile
+as described below.
+
+.SH OUTPUT
+The default output from
+.B cmbuild
+is tabular, with a single line printed for each model . Each line has
+the following fields:
+.B aln:
+the index of the alignment used to build the CM,
+.B "cm idx:"
+the index of the CM in the
+.I cmfile;
+.B name:
+the name of the CM,
+.B nseq:
+the number of sequences in the
+alignment used to build the CM,
+.B eff_nseq:
+the effective number of
+sequences used to build the model (see the User Guide);
+.B alen:
+the length of the alignment used to build the CM;
+.B clen:
+the number of columns from the alignment defined as consensus columns;
+.B "rel entropy, CM:"
+the total relative entropy of the model divided by
+the number of consensus columns;
+.B "rel entropy, HMM:"
+the total relative entropy of the model
+.I ignoring secondary structure
+divided by the number of consensus columns.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -n " <s>"
+Name the covariance model
+.I <s>.
+(Does not work if
+.I alifile
+contains more than one alignment).
+The default is to use the name of the alignment
+(given by the #=GF ID tag, in Stockholm format),
+or if that is not present, to use the name of
+the alignment file minus any file type extension plus a "-" and a positive
+integer indicating the position of that alignment in the file
+(that is, the first alignment in a file "myrnas.sto" would give
+a CM named "myrnas-1", the second alignment would give a CM named "myrnas-2").
+
+.TP
+.BI -A
+Append the CM to
+.I cmfile,
+if
+.I cmfile
+already exists.
+
+.TP
+.BI -F
+Allow
+.I cmfile
+to be overwritten. Normally, if
+.I cmfile
+already exists,
+.B cmbuild
+exits with an error unless the
+.I -A
+or
+.I -F
+option is set.
+
+.TP
+.BI -v
+Run in verbose output mode instead of using the
+default single line tabular format. This output format is similar to
+that used by older versions of Infernal.
+
+.TP
+.B --iins
+Allow informative insert emissions for the CM.
+By default, all CM insert emission scores are set to 0.0 bits.
+The motivation for zero bit scores is
+to avoid high-scoring hits to low complexity sequence favored by high
+insert state emission scores.
+
+.TP
+.BI --Wbeta "<x>"
+Set the beta tail loss probability for query-dependent banding (QDB) to
+.I "<x>"
+The QDB algorithm is used to determine the maximium length of a hit to
+the model. For more information on QDB see
+(Nawrocki and Eddy, PLoS Computational Biology 3(3): e56).
+The beta paramater is the amount of
+probability mass considered negligible during band calculation, lower
+values of beta will result in shorter maximum hit lengths, which will
+yield faster searches.
+The default beta is 1E-7: determined
+empirically as a good tradeoff between sensitivity, specificity and speed.
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below. They are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --rsearch " <f>"
+Parameterize emission scores a la RSEARCH, using the RIBOSUM
+matrix in file
+.I <f>.
+(Actually, the emission scores will not be identical to RIBOSUM scores
+due of differences in the modelling strategy between Infernal and
+RSEARCH, but they will be as similar as possible.)
+RIBOSUM matrix files are included with Infernal in the "matrices/"
+subdirectory of the top-level Infernal directory.
+RIBOSUM matrices are substitution score matrices trained specifically
+for structural RNAs with separate single stranded residue and base pair
+substitution scores. For more information see the RSEARCH publication
+(Klein and Eddy, BMC Bioinformatics 4:44, 2003). Actually, the
+emission scores will not exactly
+
+With
+.B --rsearch
+enabled, all alignments in
+.I alifile
+must contain exactly one sequence or the
+.B --call
+option must also be enabled.
+
+.TP
+.BI --binary
+Save the model in a compact binary format. The default
+is a more readable ASCII text format.
+
+.TP
+.B --rf
+Use reference coordinate annotation (#=GC RF line, in Stockholm)
+to determine which columns are consensus, and which are inserts.
+Any non-gap character indicates a consensus column. (For example,
+mark consensus columns with "x", and insert columns with ".".)
+The default is to determine this automatically; if the
+frequency of gap characters in a column is
+greater than a threshold, gapthresh (default 0.5), the column
+is called an insertion.
+
+.TP
+.BI --gapthresh " <x>"
+Set the gap threshold (used for determining which columns
+are insertions versus consensus; see
+.B --rf
+above) to
+.I <x>.
+The default is 0.5.
+
+.TP
+.B --ignorant
+Strip all base pair secondary structure information from all input
+alignments in
+.I alifile
+before building the CM(s). All resulting CM(s) will
+have zero MATP (base pair) nodes, with zero bifurcations.
+
+.TP
+.B --wgsc
+Use the Gerstein/Sonnhammer/Chothia (GSC) weighting algorithm. This is the
+default unless the number of sequences in the alignment exceeds a
+cutoff (see
+.B --pbswitch),
+in which case the default becomes the faster Henikoff position-based
+weighting scheme.
+
+.TP
+.B --wblosum
+Use the BLOSUM filtering algorithm to weight the sequences,
+instead of the default GSC weighting.
+Cluster the sequences at a given percentage identity (see
+.B --wid);
+assign each cluster a total weight of 1.0, distributed equally
+amongst the members of that cluster.
+
+.TP
+.B --wpb
+Use the Henikoff position-based weighting scheme. This weighting
+scheme is automatically used (overriding
+.B --wgsc
+and
+.B --wblosum)
+if the number of sequences in the alignment exceeds a cutoff (see
+.B --pbswitch).
+
+.TP
+.B --wnone
+Turn sequence weighting off; e.g. explicitly set all
+sequence weights to 1.0.
+
+.TP
+.B --wgiven
+Use sequence weights as given in annotation in the input alignment
+file. If no weights were given, assume they are all 1.0. The default
+is to determine new sequence weights by the
+Gerstein/Sonnhammer/Chothia algorithm, ignoring any annotated weights.
+
+.TP
+.BI --pbswitch " <n>"
+Set the cutoff for automatically switching the weighting method to the Henikoff
+position-based weighting scheme to
+.I <n>.
+If the number of sequences in the alignment exceeds
+.I <n>
+Henikoff weighting is used.
+By default
+.I <n>
+is 5000.
+
+.TP
+.BI --wid " <x>"
+Controls the behavior of the
+.I --wblosum
+weighting option by setting the percent identity for clustering the
+alignment to
+.I <x>.
+
+.TP
+.B --eent
+Use the entropy weighting strategy to determine the effective sequence
+number that gives a target mean match state relative entropy. This option
+is the default, and can be turned off with
+.B --enone.
+The default target mean match state relative entropy is 0.59 bits but can be
+changed with
+.B --ere.
+The default of 0.59 bits is automatically changed if the total
+relative entropy of the model (summed match state relative entropy)
+is less than a cutoff, which is
+is 6.0 bits by default, but can be changed with the expert, undocumented
+.B --eX
+option. If you really want to play with that option, consult the
+source code.
+
+.TP
+.B --enone
+Turn off the entropy weighting strategy. The effective sequence number
+is just the number of sequences in the alignment.
+
+.TP
+.BI --ere " <x>"
+Set the target mean match state relative entropy as
+.I <x>.
+By default the target relative entropy per match position is 0.59 bits.
+
+.TP
+.BI --null " <f>"
+Read a null model from
+.I <f>.
+The null model defines the probability of each RNA nucleotide in
+background sequence, the default is to use 0.25 for each nucleotide.
+The format of null files is documented in the User's Guide.
+
+.TP
+.BI --prior " <f>"
+Read a Dirichlet prior from
+.I <f>,
+replacing the default mixture Dirichlet.
+The format of prior files is documented in the User's Guide.
+
+.TP
+.BI --ctarget " <n>"
+Cluster each alignment in
+.I alifile
+by percent identity. Find a cutoff percent id threshold
+that gives exactly
+.I <n>
+clusters and build a separate CM from each cluster. If
+.I <n>
+is greater than the number of sequences in the alignment
+the program will not complain, and each sequence in the alignment
+will be its own cluster. Each CM will have a positive integer
+appended to its name indicating the order in which it was built. For
+example, if
+.B cmbuild --ctarget 3
+is called with
+.I alifile
+"myrnas.sto", and "myrnas.sto" has exactly one Stockholm alignment in
+it with no #=GF ID tag annotation, three CMs will be built, the first
+will be named "myrnas-1.1", the second, "myrnas-1.2", and the third "myrnas-1.3".
+(As explained above for the
+.B -n
+option, the first number "1" after "myrnas" indicates the
+CM was built from the first alignment in "myrnas.sto".)
+
+.TP
+.BI --cmaxid " <x>"
+Cluster each sequence alignment in
+.I alifile
+by percent identity. Define clusters at the cutoff fractional id similarity
+of
+.I <x>
+and build a separate CM from each cluster.
+No two sequences will be be more than
+.I <x>
+fractionally identical (
+.I <x>
+* 100 percent identical) if those two sequences are in different
+clusters.
+The CMs are named as described above for
+.B --ctarget.
+
+.TP
+.B --call
+Build a separate CM from each sequence in each alignment in
+.I alifile.
+Naming of CMs takes place as described above for
+.B --ctarget.
+Using this option in combination with
+.B --rsearch
+causes a separate CM to be built and parameterized using a RIBOSUM
+matrix for each sequence in
+.I alifile.
+
+.TP
+.B --corig
+After building multiple CMs using
+.B --ctarget, --cmindiff
+or
+.B --call
+as described above, build a final CM using the complete original
+alignment from
+.I alifile.
+The CMs are named as described above for
+.B --ctarget
+with the exception of the final CM built from the original alignment
+which is named in the default manner, without an appended integer.
+
+.TP
+.BI --cdump "<f>"
+Dump the multiple alignments of each cluster to
+.I <f>
+in Stockholm format.
+This option only works in combination with
+.B --ctarget, --cmindiff
+or
+.B --call.
+
+.TP
+.BI --refine " <f>"
+Attempt to refine the alignment before building the CM using
+expectation-maximization (EM). A CM is first built from the initial
+alignment as usual. Then, the sequences in the alignment are realigned
+optimally (with the HMM banded CYK algorithm, optimal means optimal
+given the bands) to the CM, and a new CM is built
+from the resulting alignment. The
+sequences are then realigned to the new CM, and a new CM is built from
+that alignment. This is continued until convergence, specifically when
+the alignments for two successive iterations are not significantly
+different (the summed bit scores of all the sequences in the alignment
+changes less than 1% between two successive iterations). The final
+alignment (the alignment used to build the CM that gets written to
+.I cmfile)
+is written to
+.I <f>.
+
+.TP
+.B --gibbs
+Modifies the behavior of
+.B --refine
+so Gibbs sampling is used instead of EM. The difference is that
+during the alignment stage the alignment is not necessarily optimal,
+instead an alignment (parsetree) for each sequences is sampled from the
+posterior distribution of alignments as determined by the Inside
+algorithm. Due to this sampling step
+.B --gibbs
+is non-deterministic, so different runs with the same alignment may
+yield different results. This is not true when
+.B --refine
+is used without the
+.B --gibbs
+option, in which case the final alignment and CM will always be the
+same. When
+.B --gibbs
+is enabled, the
+.B -s " <n>"
+option can be used to seed the random number generator predictably,
+making the results reproducible.
+The goal of the
+.B --gibbs
+option is to help expert RNA alignment curators refine structural
+alignments by allowing them to observe alternative high scoring
+alignments.
+
+.TP
+.BI -s " <n>"
+Set the random seed to
+.I <n>,
+where
+.I <n>
+is a positive integer. This option can only be used in
+combination with
+.B --gibbs.
+The default is to use time() to
+generate a different seed for each run, which means that two different
+runs of
+.B cmbuild --refine
+.I <f>
+--gibbs
+on the same alignment will give slightly different
+results. You can use this option to generate reproducible results.
+
+.TP
+.B -l
+With
+.B --refine,
+turn on the local alignment algorithm, which allows the alignment
+to span two or more subsequences if necessary (e.g. if the structures
+of the query model and target sequence are only partially shared),
+allowing certain large insertions and deletions in the structure
+to be penalized differently than normal indels.
+The default is to globally align the query model to the target
+sequences.
+
+.TP
+.B -a
+With
+.B --refine,
+print the scores of each individual sequence alignment.
+
+.TP
+.B --cyk
+With
+.B --refine,
+align with the CYK algorithm. By default the optimal accuracy
+algorithm is used. There is more information on this in the
+.B cmalign
+manual page.
+
+.TP
+.BI --sub
+With
+.B --refine,
+turn on the sub model construction and alignment procedure. For each
+sequence to be realigned an HMM is first used to predict the model start and end
+consensus columns, and a new sub CM is constructed that only models
+consensus columns from start to end. The sequence is then aligned to this sub CM.
+This option is useful for building CMs for alignments with sequences that are known to
+truncated, non-full length sequences. This option is experimental and
+not rigorously tested, use at your own risk.
+This "sub CM" procedure is not the same
+as the "sub CMs" described by Weinberg and Ruzzo.
+
+.TP
+.BI --nonbanded
+With
+.B --refine,
+do not use HMM bands to accelerate alignment. Use the
+full CYK algorithm which is guaranteed to give the optimal alignment.
+This will slow down the run significantly, especially for large models.
+
+.TP
+.BI --tau " <x>"
+With
+.B --refine,
+set the tail loss probability used during HMM band calculation to
+.I <f>.
+This is the amount of probability mass within the HMM posterior
+probabilities that is considered negligible. The default value is 1E-7.
+In general, higher values will result in greater acceleration, but
+increase the chance of missing the optimal alignment due to the HMM
+bands.
+
+.TP
+.B --fins
+With
+.B --refine,
+change the
+behavior of how insert emissions are placed in the alignment.
+By default, all contiguous blocks of inserts are split in half, and
+half the residues are flushed left against the nearest consensus
+column to the left, and half are flushed right against the nearest
+consensus column on the right. With
+.B --fins
+inserts are not split in half, instead all inserted residues from IL
+states are flushed left, instead all inserted residues from IR states are
+flushed right. This was the default behavior of previous versions of
+Infernal.
+
+.TP
+.BI --mxsize " <x>"
+With
+.B --refine,
+set the maximum allowable matrix size for alignment to
+.I <x>
+megabytes. By default this size is 2 Gb.
+This should be large enough for the vast majority of alignments,
+however it is possible that when run with
+.B --refine, cmbuild
+will exit prematurely, reporting an error message that
+the matrix exceeded it's maximum allowable size. In this case, the
+.B --mxsize
+can be used to raise the limit.
+
+.TP
+.BI --rdump "<x>"
+With
+.B --refine,
+output the intermediate alignments at each iteration of the refinement
+procedure (as described above for
+.B --refine
+) to file
+.I <f>.
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmcalibrate.man b/documentation/manpages/cmcalibrate.man
new file mode 100644
index 0000000..3f22bad
--- /dev/null
+++ b/documentation/manpages/cmcalibrate.man
@@ -0,0 +1,547 @@
+.TH "cmcalibrate" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmcalibrate - fit exponential tails for E-values and determine HMM
+ filter thresholds for a CM
+
+.SH SYNOPSIS
+.B cmcalibrate
+.I [options]
+.I cmfile
+
+.SH DESCRIPTION
+
+.B cmcalibrate
+calibrates E-value statistics and HMM filter thresholds for the
+covariance models (CMs) in
+.I cmfile.
+The E-values and HMM filter threshold statistics are added to the
+.I cmfile
+and are used by
+.B cmsearch
+for increased sensitivity and acceleration in RNA homology search.
+
+.PP
+CMs are profiles of RNA consensus sequence and secondary structure. A
+CM file is produced by the
+.B cmbuild
+program, from a given RNA sequence alignment of known
+consensus structure.
+
+.B cmcalibrate
+is very slow. It takes several hours
+to calibrate a single average sized CM.
+.B cmcalibrate
+can be run in parallel with MPI.
+To do this, use the
+.B --mpi
+option and run cmsearch inside a MPI wrapper program such as
+.B mpirun.
+For example:
+.B mpirun C
+.B cmcalibrate
+.I --mpi
+.I [other options]
+.I cmfile.
+Note that
+.B cmcalibrate
+must have been compiled in MPI mode to use the
+.I --mpi
+option. See the Installation seciton of the user's guide for
+instructions on how to compile in MPI mode.
+
+The
+.BI --forecast " <n>"
+option can be used to estimate how long the program will take to run
+on
+.I <n>
+processors. Unless you plan on running
+.B cmcalibrate
+in MPI mode,
+.I <n>
+should be set as 1.
+
+.PP
+.B cmcalibrate
+performs two main tasks. The first is to calibrate E-value
+statistics. This is done by generating random
+sequences and searching them with the CM and collecting hits. The histogram of the bit
+scores of the hits is fit to an exponential tail, and the parameters
+of the fitted tail are saved to the CM file. The exponential tail is
+used to predict the expected number of hits (E-values) at a given bit score in
+.B cmsearch.
+The random sequences are generated by an HMM that was
+trained on real genomic sequences with various GC contents. The goal
+is to have the GC distributions in the random sequences to be similar
+to actual genomic sequences.
+
+The second task is to determine appropriate HMM filter
+thresholds for the CM over the possible range of final CM bit score
+thresholds. This is done by sampling 10,000 sequences from the CM
+itself and searching them with the CM and HMM. The appropriate HMM bit
+score threshold for a given CM threshold is set as the HMM threshold that
+will recognize 99.5% of the hits that score above the CM threshold. This
+HMM threshold is calculated over the range of reasonable CM
+thresholds.
+
+Both tasks must be performed for each configuration and
+algorithm that
+.B cmsearch
+might use. These include HMM Viterbi, HMM Forward, CM CYK and CM
+Inside algorithms for E-value calibration, and CM CYK and CM Inside
+algorithms for HMM filter thresholds. Additionally, for each
+algorithm, each task must be performed twice, once for a locally
+configured model and once for a globally configured model.
+
+The E-values and HMM filter thresholds determined by
+.B cmcalibrate
+are only used by the
+.B cmsearch
+program.
+If you are not going to use
+.B cmsearch,
+do not waste time calibrating your models.
+
+The majority of the options to
+.B cmcalibrate
+fall into one of two categories, depending on which of the two main
+tasks they're associated with. Options that affect the
+exponential tail E-value fitting are prefixed with
+.B --exp.
+Options that affect the HMM filter threshold determination are
+prefixed with
+.B --fil.
+
+The calibration of E-value statistics takes the majority of the
+running time of
+.B cmcalibrate.
+This is because CM search algorithms are slow, and the random
+sequences that must be searched have to be long enough to include enough
+random hits that can be binned into a histogram to which an
+exponential tail can be reliably fit. By default the random sequence
+length for CM searches is 1.5 megabases (Mb), for all search modes,
+but 1.5 can be changed to
+.I <x>
+with
+.BI --exp-cmL-glc " <x>"
+or
+.BI --exp-cmL-loc " <x>"
+options
+for glocal and local CM search calibrations respectively.
+Because
+.B cmsearch
+uses HMM search algorithms to filter,
+.B cmcalibrate
+must also fit exponential tails for HMM search algorithms. HMMs are
+much faster than CMs so it is possible to search much longer random
+sequence than 1.5 MB and not significantly increase the running time
+of
+.B cmcalibrate.
+The length of sequence searched with the HMM is controlled by the
+.BI --exp-fract " <x>",
+.BI --exp-hmmLn-glc " <x>",
+.BI --exp-hmmLn-loc " <x>",
+and the
+.BI --exp-hmmLx " <x>"
+options.
+By default, the sequence length for HMM calibration is set as the
+length that will require 0.10 times the number of dynamic programming
+calculations as a CM E-value calibration step. (The value 0.10 can be
+changed to
+.I <x>
+with the
+.BI --exp-fract " <x>"
+option).
+If this sequence length is less than a minimum value, which by default is
+15.0 MB, then the minimum value is used. The minimum value can be
+changed to
+.I <x>
+with
+.BI --exp-hmmLn-glc " <x>"
+and
+.BI --exp-hmmLn-loc " <x>"
+for glocal and local HMM search calibrations separately. Similarily if this value is more than a maximum value, which by default is
+1000.0 MB, then the maximum value is used. The maximum value can be
+changed to
+.I <x>
+with the
+.BI --exp-hmmLx " <x>"
+option.
+
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -s " <n>"
+Set the random number generator seed to
+.I <n>,
+where
+.I <n>
+is a positive integer.
+The default is to use time() to
+generate a different seed for each run, which means that two different
+runs of
+.B cmcalibrate
+on the same CM will give slightly different
+E-value and HMM filter threshold parameters. You can use this option
+to generate reproducible results.
+
+.TP
+.BI --forecast " <n>"
+Predict the running time of the calibration for
+.I cmfile
+and provided options
+and exit, DO NOT perform the calibration.
+The predictions should be used as rough
+estimates. The value
+.I <n>
+is the number of processors the calibration will be run on, so
+.I <n>
+equal to 1 is appropriate unless you will run
+.B cmcalibrate
+in parallel with MPI.
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below, are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.TP
+.BI --mpi
+Run as an MPI parallel program. This option will only be available if
+Infernal
+has been configured and built with the "--enable-mpi" flag (see User's
+Guide for details).
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --exp-cmL-glc " <x>"
+Set the length of random sequence to search for the CM
+.B glocal
+exponential tail fits to
+.I <x>
+megabases (Mb). By default,
+.I <x> is
+1.5 Mb. Searching more sequences will make the exponential tail fits
+more precise, but will take longer: using
+.I <x>
+of 3.0 instead of the default of 1.5 will cause the running time of
+.B cmcalibrate
+to increase by roughly 50%.
+
+.TP
+.BI --exp-cmL-loc " <x>"
+Set the length of random sequence to search for the CM
+.B local
+exponential tail fits to
+.I <x>
+megabases (Mb). By default,
+.I <x> is
+1.5 Mb. Searching more sequences will make the exponential tail fits
+more precise, but will take longer: using
+.I <x>
+of 3.0 instead of the default of 1.5 will cause the running time of
+.B cmcalibrate
+to increase by roughly 50%.
+
+.TP
+.BI --exp-hmmLn-glc " <x>"
+Set the minimum random sequence length to search for the HMM
+.B glocal
+exponential tail fits to
+.I <x>
+megabases (Mb). By default,
+.I <x>
+is 15.0.
+For more information, see the explanation regarding sequence lengths
+for E-value calibration above before the Options section.
+
+.TP
+.BI --exp-hmmLn-loc " <x>"
+Set the minimum random sequence length to search for the HMM
+.B local
+exponential tail fits to
+.I <x>
+megabases (Mb). By default,
+.I <x>
+is 15.0.
+For more information, see the explanation regarding sequence lengths
+for E-value calibration above before the Options section.
+
+.TP
+.BI --exp-hmmLx " <x>"
+Set the maximum random sequence length to search when determining HMM
+E-values to
+.I <x>
+megabases (Mb). By default,
+.I <x>
+is 1000.0.
+For more information, see the explanation regarding sequence lengths
+for E-value calibration above before the Options section.
+
+.TP
+.BI --exp-fract " <x>"
+Set the HMM/CM fraction of dynamic programming calculations to
+.I <x>.
+By default,
+.I <x>
+is 0.10.
+For more information, see the explanation regarding sequence lengths
+for E-value calibration above before the Options section.
+
+.TP
+.BI --exp-tailn-cglc " <x>"
+During E-value calibration of
+.B glocal CM
+search modes fit the exponential tail to the high scores in the
+histogram tail that includes
+.I <x>
+hits per Mb searched.
+By default this
+.I <x>
+is 25. The value 25 was chosen because it works well empirically
+for glocal CM modes relative to other values.
+
+.TP
+.BI --exp-tailn-cloc " <x>"
+During E-value calibration of
+.B local CM
+search modes fit the exponential tail to the high scores in the
+histogram tail that includes
+.I <x>
+hits per Mb searched.
+By default this
+.I <x>
+is 75. The value 75 was chosen because it works well empirically
+for local CM modes relative to other values.
+
+.TP
+.BI --exp-tailn-hglc " <x>"
+During E-value calibration of
+.B glocal HMM
+search modes fit the exponential tail to the high scores in the
+histogram tail that includes
+.I <x>
+hits per Mb searched.
+By default this
+.I <x>
+is 250. The value 250 was chosen because it works well empirically
+for glocal HMM modes relative to other values.
+
+.TP
+.BI --exp-tailn-hloc " <x>"
+During E-value calibration of
+.B local HMM
+search modes fit the exponential tail to the high scores in the
+histogram tail that includes
+.I <x>
+hits per Mb searched.
+By default this
+.I <x>
+is 750. The value 750 was chosen because it works well empirically
+for glocal HMM modes relative to other values.
+
+.TP
+.BI --exp-tailp " <x>"
+Ignore the
+.B --exp-tailn
+prefixed options and fit the
+.I <x>
+fraction right tail of the histogram to exponential tails, for all
+search modes.
+
+.TP
+.BI --exp-tailxn " <n>"
+With
+.B --exp-tailp
+enforce that the maximum number of hits in the tail that is fit is
+.I <n>.
+
+.TP
+.BI --exp-beta " <x>"
+During E-value calibration, by default query-dependent banding (QDB)
+is used to accelerate the CM search algorithms with a beta tail loss
+probability of 1E-15.
+This beta value can be changed to
+.I <x>
+using the
+.BI --exp-beta " <x>"
+option. The beta parameter is the amount of probability mass excluded
+during band calculation, higher values of beta give greater speedups
+but sacrifice more accuracy than lower values. A recommended value is
+1E-7 (0.00001\%). QDB is explained in more detail in the manual page
+for
+.B cmsearch
+and in (Nawrocki and Eddy, PLoS Computational Biology 3(3): e56).
+
+.TP
+.B --exp-no-qdb
+Turn of QDB during E-value calibration. This will slow down
+calibration, and is not recommended unless you plan on using
+.B --no-qdb
+in
+.B cmsearch.
+
+.TP
+.BI --exp-hfile " <f>"
+Save the histograms fit for the E-value calibration to file
+.I <f>.
+The format of this file is two tab delimited columns. The first column
+is the x-axis values of bit scores of each bin. The second column is the y-axis
+values of number of hits per bin. Each series is delimited by a line
+with a single character "&". The file will contain one series for each
+exponential tail fit, i.e. one series of empirical data for each line of output from
+.B cmcalibrate
+that begins with "exp tail".
+
+.TP
+.BI --exp-sfile " <f>"
+Save a survival plot for the E-value calibration to file
+.I <f>.
+The format of this file is two tab delimited columns. The first column
+is the x-axis values of bit scores of each bin. The second column is the y-axis
+values of fraction of hits that meet or exceed the score for each
+bin. Each series is delimited by a line with a single character "&".
+The file will contain three series' of data for each
+exponential tail fit, i.e. three series for each line of output from
+.B cmcalibrate
+that begins with "exp tail".
+The first series is the empirical survival plot from the histogram of hits
+to the random sequence. The second series is the exponential tail fit
+to the empirical distribution. The third series is the exponential
+tail fit if lambda were fixed and set as the natural log of 2 (0.691314718).
+
+.TP
+.BI --exp-qqfile " <f>"
+Save a quantile-quantile plot for the E-value calibration to file
+.I <f>.
+The format of this file is two tab delimited columns. The first column
+is the x-axis values, and the second column is the y-axis
+values. The distance of the points from the identity line (y=x) is a
+measure of how good the exponential tail fit is, the closer the points
+are to the identity line, the better the fit is.
+Each series is delimited by a line with a single character "&".
+The file will contain one series of empirical data for each
+exponential tail fit, i.e. one series for each line of output from
+.B cmcalibrate
+that begins with "exp tail".
+
+.TP
+.BI --exp-ffile " <f>"
+Save statistics on the exponential tail statistics to file
+.I <f>.
+The file will contain the lambda and mu values for exponential tails
+fit to tails of different sizes. For example, by default
+.B cmcalibrate
+fits exponential tails to the rightmost 0.01 (1\%) of the score histogram and
+stores the parameters of that exponential tail to the CM file.
+(The value of 0.01 can be changed to
+.I <x>
+with the
+.BI --exp-tailp " <x>"
+option).
+When
+.BI --exp-ffile " <f>"
+is used the file
+.I " <f>"
+will include the exponential tail parameters for fits to various
+fractions of the histogram tail, instead of just to 0.01.
+
+.TP
+.BI --fil-N " <n>"
+Set the number of sequences sampled and searched for the HMM filter
+threshold calibration to
+.I <n>.
+By default,
+.I <n>
+is 10,000.
+
+.TP
+.BI --fil-F " <x>"
+Set the fraction of sample sequences the HMM filter must be able to
+recognize, and allow to survive, to
+.I <x>,
+where
+.I <x>
+is a positive real number less than or equal to 1.0.
+By default,
+.I <x>
+is 0.993.
+
+.TP
+.BI --fil-tau " <x>"
+Set the tail loss probability during HMM band calculation for HMM
+filter threshold calibration to
+.I <x>.
+This is the amount of probability mass within the HMM posterior
+probabilities that is considered negligible. The default value is 1E-7.
+In general, higher values will result in greater acceleration, but
+increase the chance of missing the optimal alignment due to the HMM
+bands.
+
+.TP
+.B --fil-gemit
+During HMM filter calibration, always sample sequences from a globally
+configured CM, even when calibrating local modes. By default,
+sequences are sampled from a globally configured CM when calibrating
+the global search modes, and sampled from a locally configured CM
+when calibrating the local search modes.
+
+.TP
+.BI --fil-dfile " <f>"
+Save statistics on filter threshold calibration, including HMM and CM scores for all sampled sequences,
+to file
+.I <f>.
+
+.TP
+.BI --mxsize " <x>"
+Set the maximum allowable DP matrix size to
+.I <x>
+megabytes. By default this size is 2,048 Mb.
+This should be large enough for the vast majority of calibrations,
+however if it is not
+.B cmcalibrate
+will exit prematurely and report an error message that
+the matrix exceeded it's maximum allowable size. In this case, the
+.B --mxsize
+can be used to raise the limit.
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmemit.man b/documentation/manpages/cmemit.man
new file mode 100644
index 0000000..a0fe0e9
--- /dev/null
+++ b/documentation/manpages/cmemit.man
@@ -0,0 +1,189 @@
+.TH "cmemit" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmemit - generate sequences from a covariance model
+
+.SH SYNOPSIS
+.B cmemit
+.I [options]
+.I cmfile
+.I seqfile
+
+.SH DESCRIPTION
+
+.B cmemit
+reads the covariance model(s) (CMs) in
+.I cmfile
+and generates a number of sequences from the CM(s);
+or if the
+.B -c
+option is selected, generates a single majority-rule
+consensus. This can be useful for various application in which one
+needs a simulation of sequences consistent with a sequence family
+consensus. By default,
+.B cmemit
+generates 10 sequences and outputs them in FASTA (unaligned) format to
+.I seqfile.
+
+.SH GENERAL OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -o " <f>"
+Save the synthetic sequences to file
+.I <f>
+rather than writing them to stdout.
+
+.TP
+.BI -n " <n>"
+Generate
+.I <n>
+sequences. Default is 10.
+
+.TP
+.B -u
+Write the generated sequences in unaligned format (FASTA). This is the
+default, so this option is probably useless.
+
+.TP
+.B -a
+Write the generated sequences in an aligned format (STOCKHOLM) with
+consensus structure annotation rather than FASTA.
+
+.TP
+.B -c
+Predict a single majority-rule consensus sequence instead of sampling
+sequences from the CM\'s probability distribution. Highly conserved
+residues (base paired residues that score higher than 3.0 bits, or
+single stranded residues that score higher than 1.0 bits) are shown in
+upper case; others are shown in lower case.
+
+.TP
+.B -l
+Configure the CMs into local mode before emitting sequences. See the
+User's Guide for more information on locally configured CMs.
+
+.TP
+.BI -s " <n>"
+Set the random seed to
+.I <n>,
+where <n> is a positive integer. The default is to use time() to
+generate a different seed for each run, which means that two different
+runs of
+.B cmemit
+on the same CM will give different
+results. You can use this option to generate reproducible results.
+
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below, are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --rna
+Specify that the emitted sequences be output as RNA sequences. This is true by default.
+
+.TP
+.BI --dna
+Specify that the emitted sequences be output as DNA sequences. By default,
+the output alphabet is RNA.
+
+.TP
+.BI --tfile " <f>"
+Dump tabular sequence parsetrees (tracebacks) for each
+emitted sequence to file
+.I <f>.
+Primarily useful for debugging.
+
+.TP
+.BI --exp " <x>"
+Exponentiate the emission and transition probabilities of the CM by
+.I <x>
+and then renormalize those distributions before emitting
+sequences. This option changes the CM probability distribution of
+parsetrees relative to default. With
+.I <x>
+less than 1.0 the emitted sequences will tend to have
+lower bit scores upon alignment to the CM with
+.B cmalign.
+With <x> greater than 1.0, the emitted sequences will tend
+to have higher bit scores upon alignment to
+the CM. This bit score difference will increase as <x> moves
+further away from 1.0 in either direction.
+If <x> equals 1.0, this option has no effect relative to default.
+This option is useful for generating sequences that are either
+difficult (
+.I <x>
+< 1.0) or easy (
+.I <x>
+> 1.0) for the CM to
+distinguish as homologous from background, random sequence.
+
+.TP
+.BI --begin " <n>"
+Truncate the resulting alignment by removing all residues before consensus column
+.I <n>,
+where <n> is a positive integer no greater than the consensus length of
+the CM. Must be used in combination with
+.B --end
+and either
+.B -a
+or
+.B --shmm
+(a developer option).
+
+.TP
+.BI --end " <n>"
+Truncate the resulting alignment by removing all residues after consensus column
+.I <n>,
+where <n> is a positive integer no greater than the consensus length of
+the CM. Must be used in combination with
+.B --begin
+and either
+.B -a
+or
+.B --shmm
+(a developer option).
+
+
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmscore.man b/documentation/manpages/cmscore.man
new file mode 100644
index 0000000..e054744
--- /dev/null
+++ b/documentation/manpages/cmscore.man
@@ -0,0 +1,468 @@
+.TH "cmscore" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmscore - align and score one or more sequences to a CM
+
+.SH SYNOPSIS
+.B cmscore
+.I [options]
+.I cmfile
+.I seqfile
+
+.SH DESCRIPTION
+
+.B cmscore
+uses the
+covariance model (CM) in
+.I cmfile
+to align and score the sequences in
+.I seqfile,
+and output summary statistics on timings and scores.
+.B cmscore
+is a testbed
+for new CM alignment algorithms, and it is also used by the testsuite.
+It is not intended to be particularly useful in the real world. Documentation
+is provided for completeness, and to aid our own memories.
+
+.PP
+CMs are profiles of RNA consensus sequence and secondary structure. A
+CM file is produced by the
+.B cmbuild
+program, from a given RNA sequence alignment of known
+consensus structure.
+
+.PP
+.B cmscore
+aligns the sequence(s) in
+.I seqfile
+using two
+alignment algorithms and compares the scores and timings of each algorithm. By
+default the two algorithms compared are the divide and conquer (D&C) CYK algorithm
+(SR Eddy, BMC Bioinformatics 3:18, 2002), and the HMM banded standard
+CYK algorithm.
+When the
+.B --nonbanded
+option is enabled D&C CYK is compared with the standard CYK alignment algorithm.
+In this case, because both algorithms should find the optimal
+alignment the parsetree scores should be nearly identical (within 0.01
+bits), if this is not the case for any sequence
+.B cmscore
+exits and prints an error message.
+When the
+.B --viterbi
+option is enabled D&C CYK is compared with Viterbi alignment to a CM
+Plan 9 HMM constructed to be maximally similar to the CM.
+
+While non-banded CYK variants are guaranteed to find the optimal
+alignment and score of each sequence, HMM banded CYK sacrifices
+this guarantee for acceleration. The level of acceleration can be
+controlled by the tau parameter, which is set with the
+.BI --tau " <x>"
+option. This is described in more detail in the man page for
+.B cmalign,
+but in short,
+.I <x>
+is a rough estimate at the probability that the optimal alignment will be
+missed. The greater
+.I <x>
+is, the greater the acceleration, but the greater the chance of
+missing the optimal alignment. By default tau is set as 1E-7.
+.B cmscore
+is useful for testing for values of tau that give the best
+trade-off between acceleration versus accuracy.
+To make this testing easier, multiple tau values can be tested within
+a single cmscore call. The
+.BI --taus " <x>"
+and
+.BI --taue " <x>"
+option combination allow the user to specify a beginning tau
+value and an ending tau value. For example,
+.BI --taus " 3"
+and
+and
+.BI --taue " 5"
+would first align the sequences in
+.I seqfile
+with non-banded D&C CYK, and then perform 3 additional HMM banded alignments, first with
+tau=1E-3, next with tau=1E-4 and finally with
+tau=1E-5. Currently, only
+values of 1E-<x> can be used. Summary statistics on timings and how
+often the optimal alignment is missed for each value or tau are
+printed to stdout.
+
+.PP
+When comparing the non-banded standard CYK and D&C CYK
+algorithms with the
+.B --nonbanded
+option, the two parse trees
+should usually be identical for any sequence, because the optimal alignment
+score is guaranteed. However, there can be cases of ties, where two or
+more different parse trees have identical scores. In such cases, it is
+possible for the two parse trees to differ. The parse tree selected
+as "optimal" from amongst the ties is arbitrary, dependent on order of
+evaluation in the DP traceback, and the order of evaluation for D&C
+vs. standard CYK is different. Thus, in its testsuite role,
+.B cmscore
+checks that the scores are within 0.01 bits of each other, but
+does not check that the parse trees are absolutely identical.
+
+.PP
+The alignment algorithms can be run in "search" mode within
+.B cmscore
+by using the
+.B --search
+option.
+When
+.B --search
+is enabled,
+.B --inside
+specifies that the Inside algorithm be used instead of CYK
+and
+.B --forward
+specifies that the HMM Forward algorithm be used instead of CYK.
+
+.PP
+The sequences are treated as single stranded RNAs; that is,
+only the given strand of each sequence is aligned and scored, and
+no reverse complementing is done.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -n " <n>"
+Set the number of sequences to generate and align to
+.I <n>.
+This option is incompatible with the
+.B --infile
+option.
+
+.TP
+.B -l
+Turn on the local alignment algorithm, which allows the alignment
+to span two or more subsequences if necessary (e.g. if the structures
+of the query model and target sequence are only partially shared),
+allowing certain large insertions and deletions in the structure
+to be penalized differently than normal indels.
+The default is to globally align the query model to the target
+sequences.
+
+
+.TP
+.BI -s " <n>"
+Set the random seed to
+.I <n>,
+where <n> is a positive integer. The default is to use time() to
+generate a different seed for each run, which means that two different
+runs of
+.B cmscore
+on the same CM will give different
+results. You can use this option to generate reproducible results.
+The random number generator is used to generate sequences to score,
+so
+.B -s
+is incompatible with the
+.B --infile
+option which supplies the sequences to score in an input file.
+
+.TP
+.B -a
+Print individual timings and score comparisons for each sequence in
+.I seqfile.
+By default only summary statistics are printed.
+
+.TP
+.B --sub
+Turn on the sub model construction and alignment procedure. For each
+sequence, an HMM is first used to predict the model start and end
+consensus columns, and a new sub CM is constructed that only models
+consensus columns from start to end. The sequence is then aligned to this sub CM.
+This option is useful for aligning sequences that are known to
+truncated, non-full length sequences.
+This "sub CM" procedure is not the same as the "sub CMs" described by
+Weinberg and Ruzzo.
+When used in combination with
+.B --tfile
+the parsetree printed is not the sub CM parsetree, but rather the sub
+CM parstree mapped onto the topology of the original CM. This mapped
+parsetree will likely have a different score (sometimes much worse)
+than the sub CM parsetree, both of those scores are printed to the
+parsetree file for each sequence.
+
+.TP
+.BI --mxsize " <x>"
+Set the maximum allowable DP matrix size to
+.I <x>
+megabytes. By default this size is 2048 Mb.
+This should be large enough for the most alignments,
+however if it is not
+.B cmscore
+will exit prematurely and report an error message that
+the matrix exceeded it's maximum allowable size. In this case, the
+.B --mxsize
+can be used to raise the limit, or if
+.B --nonbanded
+is enabled, the
+.B --scoreonly
+option will solve the memory issue.
+This memory error is most likely to occur when the
+.B --nonbanded
+option is used without the
+.B --scoreonly
+option, but can still occur when
+.B --nonbanded
+is not used.
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below, are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.TP
+.B --mpi
+Run as an MPI parallel program.
+This option will only be available if
+Infernal
+has been configured
+and built with the
+.B --enable-mpi
+flag (see User's Guide for details).
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --emit
+Generate sequences to score by sampling from the CM.
+This option is on by default. The number of sequences generated is
+10 by default but can be changed with the
+.B -n
+option. The sequences generated from the CM can be saved to an output file
+in FASTA format with the
+.B --outfile
+option.
+
+.TP
+.B --random
+Generate sequences to score by sampling from the CMs null
+distribution. This option turns the
+.B --emit
+option off.
+By default the CM distribution will be 0.25 for each of the
+four RNA nucleotides, but it may be different if the
+.B --null
+option was used when
+.B cmbuild
+created the
+.I cmfile.
+By default, the length of the sequences generated is sampled from the length
+distribution of the CM. The average length of the random sequences
+will be the consensus length of the RNA family modelled by
+the CM (or very close to it).
+Alternatively, the
+.BI --Lmin " <n>"
+and
+.BI --Lmax " <n>"
+options can be used to specify a length distribution.
+The number of sequences generated is
+10 by default but can be changed with the
+.B -n
+option. The random sequences generated can be saved to an output file
+in FASTA format with the
+.B --outfile
+option.
+
+.TP
+.BI --infile " <f>"
+Sequences to score are read from the file
+.I <f>.
+All the sequences from
+.I <f> are read and scored, the
+.B -n
+and
+.B -s
+options are incompatible with
+.B --infile.
+
+.TP
+.BI --outfile " <f>"
+Save generated sequences that are scored to the file
+.I <f>
+in FASTA format.
+This option is incompatible with the
+.B --infile
+option.
+
+.TP
+.BI --Lmin " <n1>"
+Must be used in combination with
+.B --random
+and
+.BI --Lmax " <n2>."
+The lengths of the random sequences generated and scored will be
+uniform between the range of
+.I <n1>..<n2>.
+
+.TP
+.BI --Lmax " <n2>"
+Must be used in combination with
+.B --random
+and
+.BI --Lmin " <n1>".
+The lengths of the random sequences generated and scored will be
+uniform between the range of
+.I <n1>..<n2>.
+
+.TP
+.B --pad
+Must be used in combination with
+.B --emit
+and
+.B --search.
+Add
+.I <n>
+cm->W (max hit length) minus L (sequence <x> length) residues to the 5'
+and 3' end of each emitted sequence <x>.
+
+.TP
+.B --hbanded
+Specify that the second stage alignment algorithm be HMM banded CYK.
+This option is on by default. For more information on this option,
+see the description of the
+.B --hbanded
+option in the man page for
+.B cmalign.
+
+.TP
+.BI --tau " <x>"
+For stage 2 alignment, set the tail loss probability used during HMM band calculation to
+.I <x>.
+This is the amount of probability mass within the HMM posterior
+probabilities that is considered negligible. The default value is 1E-7.
+In general, higher values will result in greater acceleration, but
+increase the chance of missing the optimal alignment due to the HMM
+bands.
+
+.TP
+.B --aln2bands
+With
+.B --search,
+when calculating HMM bands, use an HMM alignment algorithm instead of
+an HMM search algorithm. In general, using this option will result in
+greater acceleration, but will increase the chance of missing the
+optimal alignment.
+
+.TP
+.B --hsafe
+For stage 2 HMM banded alignment,
+realign any sequences with a negative alignment
+score using non-banded CYK to guarantee finding the optimal
+alignment.
+
+.TP
+.B --nonbanded
+Specify that the second stage alignment algorithm be standard,
+non-banded, non-D&C CYK. When
+.B --nonbanded
+is enabled, the program fails with a non-zero exit code and prints an
+error message if the parsetree
+score for any sequence from stage 1 D&C alignment and stage 2
+alignment differs by more than 0.01 bits. In theory, this should never
+happen as both algorithms are guaranteed to determine the optimal parsetree.
+For larger RNAs (more than 300 residues) if memory is limiting,
+.B --nonbanded
+should be used in combination with
+.B --scoreonly.
+
+.TP
+.B --scoreonly
+With
+.B --nonbanded
+during the second stage standard non-banded CYK alignment, use the "score only" variant
+of the algorithm to save memory, and don't recover a parse tree.
+
+.TP
+.B --viterbi
+Specify that the second stage alignment algorithm be Viterbi to a CM
+Plan 9 HMM.
+.TP
+
+.TP
+.B --search
+Run all algorithms in scanning mode, not alignment mode. This means
+the highest scoring subsequence within each sequence is returned as
+the score, not necessarily the score of an alignment of the full sequence.
+
+.TP
+.B --inside
+With
+.B --search
+Compare the non-banded scanning Inside algorithm to the HMM banded
+scanning Inside algorith, instead of using CYK versions.
+
+.TP
+.B --forward
+With
+.B --search
+Compare the scanning Forward scoring algorithm against CYK.
+
+.TP
+.BI --taus " <n>"
+Specify the first alignment algorithm as non-banded D&C CYK, and
+multiple stages of HMM banded CYK alignment. The first HMM banded
+alignment will use tau=1E-<x>, which will be the highest value of tau
+used. Must be used in combination with
+.B --taue.
+
+.TP
+.BI --taue " <n>"
+Specify the first alignment algorithm as non-banded D&C CYK, and
+multiple stages of HMM banded CYK alignment. The final HMM banded
+alignment will use tau=1E-<x>, which will be the lowest value of tau
+used. Must be used in combination with
+.B --taus.
+
+
+.TP
+.BI --tfile " <f>"
+Print the parsetrees for each alignment of each sequence to file
+.I <f>.
+
+
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmsearch.man b/documentation/manpages/cmsearch.man
new file mode 100644
index 0000000..8f806da
--- /dev/null
+++ b/documentation/manpages/cmsearch.man
@@ -0,0 +1,758 @@
+.TH "cmsearch" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmsearch - search a sequence database for RNAs homologous to a CM
+
+.SH SYNOPSIS
+.B cmsearch
+.I [options]
+.I cmfile
+.I seqfile
+
+.SH DESCRIPTION
+
+.B cmsearch
+uses the
+covariance model (CM) in
+.I cmfile
+to search for homologous RNAs in
+.I seqfile,
+and outputs high-scoring alignments.
+
+.PP
+Currently, the sequence file must be in FASTA format.
+
+.PP
+CMs are profiles of RNA consensus sequence and secondary structure. A
+CM file is produced by the
+.B cmbuild
+program, from a given RNA sequence alignment of known
+consensus structure.
+CM files can be calibrated prior to running
+.B cmsearch
+with the
+.B cmcalibrate
+program. Searches with calibrated CM files will include
+E-values and will use appropriate filter thresholds for
+acceleration. It is strongly recommended to calibrate your
+CM files before using
+.B cmsearch.
+CM calibration is described in more detail below
+and in chapters 5 and 6 of the User's Guide.
+
+.PP
+.B cmsearch
+output consists of alignments of all hits in the database
+sorted by decreasing score per sequence
+and per strand. That is, all hits for the same sequence and the same
+(Watson or Crick) strand are sorted, but hits across sequences or
+strands are not sorted.
+
+.PP
+The threshold for reporting scores is different depending on whether
+the CM file has been calibrated or not.
+If the CM file has been calibrated, the default reporting threshold is
+an E-value of 1.0. This is the threshold at which 1 hit is
+expected by chance. It is possible to manually set the threshold to
+bit score
+.I <x>
+using the
+.BI -T " <x>"
+option as described below, or to E-value
+.I <x>
+using the
+.BI -E " <x>"
+option. The
+.B -E
+option will only work if the CM file has been calibrated.
+
+.PP
+RNA homology search with CMs is slow.
+To speed it up,
+.B cmsearch
+by default uses two rounds of filters with faster algorithms to prune the
+database prior to searching with the slow CM algorithm.
+The first round of filtering is faster but less strict
+than the second round. First, the full database is searched with the
+first round filter, then any hits that survive the first round
+are searched with the second round
+filter. Finally any hits that survive the first and second round of
+filtering are searched with the final round search strategy.
+During the filter rounds, hits are padded with a short stretch of
+residues on either side prior to searching with the subsequent round.
+The exact number of residues is dependent on the size of the model
+being searched with.
+
+The first round of filtering is performed with an HMM. If the CM file
+is calibrated, the threshold for the HMM filter will be automatically
+chosen as an appropriate one as determined in
+.B cmcalibrate.
+The minimum threshold that will automatically be chosen is the threshold
+that will allow a predicted fraction (0.02 by default, changeable to
+.I <x>
+with
+.BI --fil-Smin-hmm " <x>"
+) of the database to survive the filter.
+The maximum threshold that will automatically be chosen is the
+threshold that will allow a predicted fraction (0.5 by default,
+changeable to
+.I <x>
+with
+.BI --fil-Smax-hmm " <x>"
+) of the database to survive the filter. If the threshold from
+.B cmcalibrate
+is greater than this maximum fraction, the HMM filter will be turned off and not used.
+To ensure that the HMM filter is never turned off and
+always uses a threshold that gives this maximum fraction you must use the
+.B --fil-A-hmm
+option.
+If the model is not calibrated, the default HMM filter threshold is
+3.0 bits. The HMM filter threshold can be manually set to bit score
+.I <x>
+using the
+.BI --fil-T-hmm " <x>"
+option as described below, or to E-value
+.I <x>
+using the
+.BI --fil-E-hmm " <x>"
+option, or to the bit score that will allow a predicted database fraction of
+.I <x>
+to survive the filter using the
+.BI --fil-S-hmm " <x>"
+option. The
+.B --fil-E-hmm
+and
+.B --fil-S-hmm
+options will only work if the CM file has been calibrated.
+The HMM filter can be turned off with the
+.B --fil-no-hmm
+option.
+
+The second round of filtering is performed with the CM CYK algorithm
+(not an HMM) using query-dependent banding (QDB) for acceleration.
+Briefly, QDB precalculates regions of the dynamic
+programming matrix that have negligible probability based on the query
+CM's transition probabilities.
+During search, these regions of the
+matrix are ignored to make searches faster.
+For more information on QDB see
+(Nawrocki and Eddy, PLoS Computational Biology 3(3): e56).
+The beta paramater is the amount of
+probability mass considered negligible during band calculation, lower
+values of beta yield greater speedups but also a greater chance of missing
+the optimal alignment. The default beta is 1E-10: determined
+empirically as a good tradeoff between sensitivity and speed, though
+this value can be changed with the
+.BI --fil-beta " <x>"
+option.
+If the CM file has been calibrated, the QDB filter threshold will be
+automatic set to an appropriate value using an ad-hoc procedure (see
+the User's Guide). If the CM file has not been calibrated, the default
+QDB filter threshold is 0.0 bits.
+The QDB filter threshold can be manually set to bit score
+.I <x>
+using the
+.BI --fil-T-qdb " <x>"
+option as described below, or to E-value
+.I <x>
+using the
+.BI --fil-E-qdb " <x>"
+option. The
+.B --fil-E-qdb
+option will only work if the CM file has been calibrated.
+The QDB filter can be turned off with the
+.B --fil-no-qdb
+option.
+
+Another way to accelerate
+.B cmsearch
+is to run it in parallel with MPI on multiple computers.
+To do this, use the
+.B --mpi
+option and run
+.B cmsearch
+inside a MPI wrapper program such as
+.B mpirun.
+For example:
+.B mpirun C
+.B cmsearch
+.I --mpi
+.I [other options]
+.I cmfile
+.I seqfile.
+The
+.B cmsearch
+program must have been compiled in MPI mode for this to work.
+See the Installation section of the User's Guide for more information.
+
+The
+.BI --forecast " <n>"
+option will estimate how long a search will take for your
+.I cmfile
+and
+.I seqfile
+on
+.I <n>
+processors. Unless you plan on running
+.B cmsearch
+in MPI mode,
+.I <n>
+should be set as 1.
+
+.PP
+Another technique for accelerated CM homology search with HMM filters
+is the construction and use of a "rigorous filter" HMM which was
+developed by Zasha Weinberg and Larry Ruzzo. All hits above a certain
+CM bit score threshold are guaranteed to survive the HMM filtering
+step. Their implementation of rigorous filters has been included in
+previous versions of Infernal, but not in the current version. For
+more information see the User's Guide.
+
+.SH OUTPUT
+By default,
+.B cmsearch
+outputs the alignments of search hits that score above the final search
+round threshold. The format of this output is described in the "Tutorial"
+section of the User's Guide. This format has purposefully not
+been changed from the 0.x versions of Infernal so as not to break
+existing parsers. However, it can be augmented with a line of
+output that marks non-compensatory (negative scoring) basepairs with
+an 'x' by using the
+.B -x
+option. Alternatively, only negative scoring non-canonical basepairs
+(those other than A:U, U:A, C:G, G:C, U:G, and G:U) are marked if the
+.B -v
+option is enabled. These two options were added to facilitate quick
+analysis of the secondary structure of hits by eye. Additionally, the
+.B -p
+option can be used to annotate the posterior probability of each
+aligned residue in the hit alignments as described below.
+
+The
+.BI --tabfile " <f>"
+outputs a tabular representation of the hits found by
+.B cmsearch
+to the file
+.I <f>.
+Each non-\# prefixed line of this file corresponds to a hit, and each
+such line has 9 fields: "model name" the name of the CM used for the
+search, "target name" the name of the target sequence
+the hit was found in, "target coord - start": the start position of
+the hit in the target sequence, "target coord - stop": the end position of
+hit in the target sequence, "query coord - start":
+the start position of the hit in the query model, "query coord - stop": the end position of
+hit in the query sequence, "bit sc": the bit score of the hit, "E-value":
+the E-value of the hit (if available, "-" if not), and "GC\%" the
+percentage of G and C residues in the hit within the target sequence.
+.B cmsearch
+tab files can be used as input to the Easel miniapp
+.B esl-sfetch
+(included in the easel/miniapp/ subdirectory of infernal) with the
+.B -C -f --tabfile
+options to extract all the hits from the target database file to a new
+FASTA file. This file can then be aligned to a CM with
+.B cmalign.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -o " <f>"
+Save the high-scoring alignments of hits to a file
+.I <f>.
+The default is to write them to standard output.
+
+.TP
+.BI -g " <f>"
+Turn on the 'glocal' alignment algorithm, local with respect to the
+target database, and global with respect to the model. By default,
+the local alignment algorithm is used which is local with respect to
+both the target sequence and the model. In local mode, the alignment
+to span two or more subsequences if necessary (e.g. if the structures
+of the query model and target sequence are only partially shared),
+allowing certain large insertions and deletions in the structure
+to be penalized differently than normal indels.
+Local mode performs better on empirical benchmarks and is
+significantly more sensitive for remote homology detection.
+Empirically, glocal searches return many fewer hits than
+local searches, so glocal may be desired for some applications.
+
+.TP
+.B -p
+Append posterior probabilities to alignments of hits. For more
+information on posterior probabilities see the description of the
+.B -p
+option in the manual page for
+.B cmalign.
+
+.TP
+.B -x
+Annotate negative scoring basepairs and basepairs that include a gap
+in the left or right half of the pair (but not both) with x's in the
+alignments of hits. The x's appear above the structural annotation in
+the alignment output. Basepairs without x's above them are
+compensatory with respect to the model. Compensatory mutations are
+good evidence for structural homology.
+
+.TP
+.B -v
+Very similar to -x, but only mark negative scoring basepairs that are
+non-canonical basepairs (not an A:U, U:A, C:G, G:C, G:U or U:G), and
+mark them with a 'v' instead of an 'x' in the output.
+
+.TP
+.BI -Z " <x>"
+Calculate E-values as if the target database size was
+.I <x>
+megabases (Mb). Ignore the actual size of the database. This option
+is only valid if the CM file has been calibrated. Warning: the
+predictions for timings and survival fractions will be calculated as
+if the database was of size
+.I <x>
+Mb, which means they will be inaccurate.
+
+.TP
+.B --toponly
+Only search the top (Watson) strand of the sequences in
+.I seqfile.
+By default, both strands are searched.
+
+.TP
+.B --bottomonly
+Only search the bottom (Crick) strand of the sequences in
+.I seqfile.
+By default, both strands are searched.
+
+.TP
+.BI --forecast " <n>"
+Predict the running time of the search with provided files and options
+and exit,
+.B DO NOT
+perform the search. This option is only available
+with calibrated CM files. The predictions should be used as rough
+estimates and can be fairly inaccurate, especially for highly biased
+target databases (for example 80% AT genomes). The value for
+.I <n>
+is the number of processors the search will be run on, so
+.I <n>
+equal to 1 is appropriate unless you will run
+.B cmsearch
+in parallel with MPI.
+
+
+.TP
+.BI --informat " <s>"
+Assert that the input
+.I seqfile
+is in format
+.I <s>.
+Do not run Babelfish format autodection. This increases
+the reliability of the program somewhat, because
+the Babelfish can make mistakes; particularly
+recommended for unattended, high-throughput runs
+of Infernal.
+.I <s>
+is case-insensitive.
+Acceptable formats are: FASTA, EMBL, UNIPROT, GENBANK, and DDBJ.
+.I <s>
+is case-insensitive.
+
+.TP
+.BI --mxsize " <x>"
+Set the maximum allowable DP matrix size to
+.I <x>
+megabytes. By default this size is 2,048 Mb.
+This should be large enough for the vast majority of alignments,
+however if it is not
+.B cmsearch
+will exit prematurely and report an error message that
+the matrix exceeded it's maximum allowable size. In this case, the
+.B --mxsize
+can be used to raise the limit.
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below, are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.TP
+.B --mpi
+Run as an MPI parallel program. This option will only be available if
+Infernal
+has been configured and built with the "--enable-mpi" flag (see User's
+Guide for details).
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --inside
+Use the Inside algorithm for the final round of searching. This is
+true by default.
+
+.TP
+.B --cyk
+Use the CYK algorithm for the final round of searching.
+
+.TP
+.B --forward
+Search only with an HMM. This is much faster but less sensitive than a
+CM search. Use the Forward algorithm for the HMM search.
+
+.TP
+.B --viterbi
+Search only with an HMM. This is much faster but less sensitive than a
+CM search. Use the Viterbi algorithm for the HMM search.
+
+.TP
+.BI -E " <x>"
+Set the E-value cutoff for the per-sequence/strand ranked hit list to
+.I <x>,
+where
+.I <x>
+is a positive real number. Hits with E-values
+better than (less than) or equal to this threshold will be shown. This
+option is only available if the CM file has been calibrated. This
+threshold is relevant only to the final round of searching performed
+after all filters have been used, not to the filter rounds themselves.
+
+.TP
+.BI -T " <x>"
+Set the bit score cutoff for the per-sequence ranked hit list to
+.I <x>,
+where
+.I <x>
+is a positive real number.
+Hits with bit scores better than (greater than) this threshold
+will be shown. This
+threshold is relevant only to the final round of searching performed
+after all filters have been used, not to the filter rounds themselves.
+
+.TP
+.B --nc
+Set the bit score cutoff as the NC cutoff value used by Rfam curators
+as the noise cutoff score. This is the highest scoring hit found by
+this model during Rfam curation that the Rfam curators defined as a
+noise (false positive) sequence.
+The NC cutoff is defined as
+.I <x>
+bits in the original
+Stockholm alignment the model was built from
+with a line:
+.I "#=GF NC <x>"
+positioned before the sequence alignment. If such a line existed in the
+alignment provided to
+.B cmbuild
+then the
+.B --nc
+option will be available in
+.B cmsearch.
+If no such line existed when
+.B cmbuild
+was run, then using the
+.B --nc
+option to
+.B cmsearch
+will cause the program to print an error message and exit.
+
+.TP
+.B --ga
+Set the bit score cutoff as the GA cutoff value used by Rfam curators
+as the gathering threshold. The GA cutoff is defined in a stockholm
+file used to build the model in the same way as the NC cutoff (see above),
+but with a line:
+.I "#=GF GA <x>"
+.
+
+.TP
+.B --tc
+Set the bit score cutoff as the TC cutoff value used by Rfam curators
+as the trusted cutoff. The TC cutoff is defined in the stockholm file
+used to build the model in the same way as the NC cutoff (see above),
+but with a line:
+.I "#=GF TC <x>"
+.
+
+.TP
+.B --no-qdb
+Do not use query-dependent banding (QDB) for the final round of
+search. By default, QDB is used in the final round of search with
+beta = 1E-15, after all filtering is finished.
+
+.TP
+.BI --beta " <x>"
+For query-dependent banding (QDB) during the final round of search,
+set the beta parameter to
+.I <x>
+where
+.I <x>
+is any positive real number less than 1.0. Beta is the probability
+mass considered negligible during band calculation. The default beta
+for the final round of search is 1E-15.
+
+.TP
+.B --hbanded
+Use HMM bands to accelerate the final round of search. Constraints for
+the CM search are derived from posterior probabilities from an HMM.
+This is an experimental option and it is not recommended for use
+unless you know exactly what you're doing.
+
+.TP
+.BI --tau " <x>"
+Set the tail loss probability during HMM band calculation to
+.I <x>.
+This is the amount of probability mass within the HMM posterior
+probabilities that is considered negligible. The default value is 1E-7.
+In general, higher values will result in greater acceleration, but
+increase the chance of missing the optimal alignment due to the HMM
+bands. This option only makes sense in combination with
+.B --hbanded
+.
+
+.TP
+.B --fil-no-hmm
+Turn the HMM filter off.
+
+.TP
+.B --fil-no-qdb
+Turn the QDB filter off.
+
+.TP
+.B --fil-beta
+For the QDB filter,
+set the beta parameter to
+.I <x>
+where
+.I <x>
+is any positive real number less than 1.0. Beta is the probability
+mass considered negligible during band calculation. The default beta
+for the QDB filter round of search is 1E-10.
+
+.TP
+.BI --fil-T-qdb " <x>"
+Set the bit score cutoff for the QDB filter round to
+.I <x>,
+where
+.I <x>
+is a positive real number.
+Hits with bit scores better than (greater than) this threshold
+will survive the QDB filter and be passed to the final round.
+
+.TP
+.BI --fil-T-hmm " <x>"
+Set the bit score cutoff for the HMM filter round to
+.I <x>,
+where
+.I <x>
+is a positive real number.
+Hits with bit scores better than (greater than) this threshold
+will survive the HMM filter and be passed to the next round, either
+a QDB filter round, or if the QDB filter is disabled, to
+the final round of search.
+
+.TP
+.BI --fil-E-qdb " <x>"
+Set the E-value cutoff for the QDB filter round.
+.I <x>,
+where
+.I <x>
+is a positive real number. Hits with E-values
+better than (less than) or equal to this threshold will survive and be
+passed to the final round. This
+option is only available if the CM file has been calibrated.
+
+.TP
+.BI --fil-E-hmm " <x>"
+Set the E-value cutoff for the HMM filter round.
+.I <x>,
+where
+.I <x>
+is a positive real number. Hits with E-values
+better than (less than) or equal to this threshold will survive and be
+passed to the next round, either a QDB filter round, or if the
+QDB filter is disable, to the final round of search. This
+option is only available if the CM file has been calibrated.
+
+
+.TP
+.BI --fil-S-hmm " <x>"
+Set the bit score cutoff for the HMM filter round as the score that
+will allow a predicted
+.I <x>
+fraction of the database to survive the HMM filter round,
+where
+.I <x>
+is a positive real number between 0 and 1.
+
+.TP
+.BI --fil-Smax-hmm " <x>"
+When using automatically calibrated HMM thresholds for a CM file
+calibrated with
+.B cmcalibrate,
+set the maximum HMM filter threshold as the score that will allow a
+predicted
+.I <x>
+fraction of the database to survive the filter. If the automatic
+threshold from
+.B cmcalibrate
+exceeds this value, turn the HMM filter off and do not use it for the
+search. By default, this option is ON with the default value of 0.5
+used for
+.I <x>.
+To modify the behavior of this
+option so it does not turn off the HMM filter if exceeded use the
+.B --fil-A-hmm
+option described below.
+
+.TP
+.BI --fil-Smin-hmm " <x>"
+When using automatically calibrated HMM thresholds for a CM file
+calibrated with
+.B cmcalibrate,
+set the minimum HMM filter threshold as the score that will allow a
+predicted
+.I <x>
+fraction of the database to survive the filter. By default, this
+option is ON with the default value of 0.02 used for
+.I <x>.
+Setting
+.I <x> lower will only accelerate the majority of
+searches by a small amount.
+
+.TP
+.B --fil-A-hmm
+Always enforce the maximum HMM filter threshold of
+.I <x>
+from
+.BI --fil-Smax-hmm " <x>".
+That is, never turn off the HMM filter, or set its threshold above the
+score that will allow a predicted
+.I <x>
+fraction of the database to survive. This option is OFF by default.
+
+.TP
+.BI --hmm-W " <n>"
+Set the HMM window size W (maximum size of a hit) to
+.I <n>.
+This option only works in combination with
+.B --forward
+or
+.B --viterbi.
+By default, W is calculated automatically, but this automatic calculation is
+time consuming for large models.
+
+.TP
+.BI --hmm-cW " <x>"
+Set the HMM window size W (maximum size of a hit) as
+.I <x>
+times the consensus length of the CM. The consensus length (clen) of the CM
+can be determined using the
+.B cmstat
+program. This option only works in combination with
+.B --forward
+or
+.B --viterbi.
+By default, W is calculated automatically, but this automatic calculation is
+time consuming for large models. To find potential full length hits to
+the model
+.B <x>
+should be greater than 1.0, but values above 2.0 are probably wasteful.
+
+.TP
+.B --noalign
+Do not calculate and print alignments of each hit, only print locations
+and scores.
+
+.TP
+.B --aln-hbanded
+Use HMM bands to accelerate alignment during the hit alignment stage.
+
+.TP
+.B --aln-optacc
+Calculate alignments of hits from final round of search using the
+optimal accuracy algorithm which computes the alignment that maximizes
+the summed posterior probability of all aligned residues
+given the model, which can be different from the highest
+scoring one.
+
+.TP
+.BI --tabfile " <f>"
+Create a new output file
+.I <f>
+and print tabular results to it.
+The format of the tabular results is listed in the
+.B OUTPUT
+section. The tabular results can be more easily parsed by scripts than
+the default
+.B cmsearch
+output. The
+.B esl-sfetch
+miniapp included in the easel/miniapps/ subdirectory of infernal has a
+.B --tabfile
+option that allows it to read
+.B cmsearch
+tab files and fetch the hits reported within them from the target
+database into a new sequence file.
+
+.TP
+.BI --gcfile " <f>"
+Create a new output file
+.I <f>
+and print statistics of the GC content of the sequences in
+.I seqfile
+to it.
+The sequences are partitioned into 100 nt non-overlapping windows, and
+the GC percentage of each window is calculated. A normalized histogram
+of those GC percentages is then printed to
+.I <f>
+.
+This file can be generated even if
+.B cmsearch
+is run with
+.B --forecast
+and no search is performed.
+
+.TP
+.B --rna
+Output the hit alignments as RNA sequences alignments. This is true by default.
+
+.TP
+.B --dna
+Output the hit alignments as DNA sequence alignments.
+
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/cmstat.man b/documentation/manpages/cmstat.man
new file mode 100644
index 0000000..f43af71
--- /dev/null
+++ b/documentation/manpages/cmstat.man
@@ -0,0 +1,376 @@
+.TH "cmstat" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+cmstat - display summary statistics for a CM
+
+.SH SYNOPSIS
+.B cmstat
+.I [options]
+.I cmfile
+
+.SH DESCRIPTION
+
+.B cmstat
+calculates and displays various types of statistics describing the
+covariance models (CMs) in
+.I cmfile.
+
+.PP
+CMs are profiles of RNA consensus sequence and secondary structure. A
+CM file is produced by the
+.B cmbuild
+program, from a given RNA sequence alignment of known
+consensus structure.
+CM files can be calibrated with the
+.B cmcalibrate
+program. Searches with calibrated CM files will include
+E-values and will use appropriate filter thresholds for
+faster speed. It is strongly recommended to calibrate your
+CM files before using
+.B cmsearch.
+CM calibration is described in more detail below
+and in chapters 5 and 6 of the User's Guide.
+.B cmstat
+is useful for determining statistics on calibrated or
+non-calibrated CM files.
+
+By default,
+.B cmstat
+prints general statistics of the model and the alignment it was built
+from. If the model(s) in
+.I cmfile
+have been calibrated with
+.B cmcalibrate
+the
+.B --le
+and
+.B --ge
+options can be used to print statistics on the
+the exponential tails used for calculating E-values for the various
+possible search modes for locally (
+.B --le
+) and globally configured (
+.B --ge
+) models in
+.B cmsearch.
+If
+.I cmfile
+is calibrated, HMM filter threshold statistics can be printed for
+local inside CM search with
+.B --lfi,
+for glocal inside CM search with
+.B --gfi,
+for local CYK CM search with
+.B --lfc,
+and for glocal CYK CM search with
+.B --gfc.
+
+The
+.B --search
+option causes
+.B cmstat
+performing a timing experiment for homology search. Statistics will be
+printed on how many kilobases can be scanned per second for the
+different possible algorithms in
+.B cmsearch.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.B -g
+Turn on the 'glocal' alignment algorithm, local with respect to the
+target database, and global with respect to the model. By default,
+the model is configured for local alignment which is local with respect to
+both the target sequence and the model.
+
+.TP
+.B -m
+print general statistics on the models in
+.I cmfile
+and the alignment it was built from.
+
+.TP
+.BI -Z " <x>"
+Calculate E-values as if the target database size was
+.I <x>
+megabases (Mb). Ignore the actual size of the database. This option
+is only valid if the CM file has been calibrated.
+
+.TP
+.B --all
+print all available statistics
+
+.TP
+.B --le
+print local E-value statistics. This option only works if
+.I cmfile
+has been calibrated with
+.B cmcalibrate.
+
+.TP
+.B --ge
+print glocal E-value statistics. This option only works if
+.I cmfile
+has been calibrated with
+.B cmcalibrate.
+
+.TP
+.BI --beta " <x>"
+With the
+.B --search
+option set the beta parameter for the query-dependent banding
+algorithm stages to
+.I <x>
+.
+Beta is the probability
+mass considered negligible during band calculation.
+The default is 1E-7.
+
+
+.TP
+.BI --qdbfile " <f>"
+Save the query-dependent bands (QDBs) for each state to
+file
+.I <f>
+.
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --lfi
+Print the HMM filter thresholds for the range of relevant CM bit score
+cutoffs for searches with locally configured models using the Inside algorithm.
+
+.TP
+.B --gfi
+Print the HMM filter thresholds for the range of relevant CM bit score
+cutoffs for searches with globally configured models using the Inside algorithm.
+
+.TP
+.B --lfc
+Print the HMM filter thresholds for the range of relevant CM bit score
+cutoffs for searches with locally configured models using the CYK algorithm.
+
+.TP
+.B --gfc
+Print the HMM filter thresholds for the range of relevant CM bit score
+cutoffs for searches with globally configured models using the CYK algorithm.
+
+.TP
+.BI -E " <x>"
+Print filter threshold statistics for an HMM filter if a final CM E-value
+cutoff of
+.I <x>
+were to be used for a run of
+.B cmsearch
+on 1 MB of sequence. (Remember
+.B cmsearch
+considers a 500,000 nucleotide
+sequence file as 1 MB of sequence because by default
+both strands of the sequence are searched).
+The size 1 MB of sequence can be changed to the size of a given
+database in file
+.I <f>
+using the
+.BI --seqfile " <f>"
+option.
+
+.TP
+.BI -T " <x>"
+Print filter threshold statistics for an HMM filter if a final CM bit
+score cutoff of
+.I <x>
+were to be used for a run of
+.B cmsearch.
+
+.TP
+.B --nc
+Print filter threshold statistics for an HMM filter if a CM bit score cutoff
+equal to the Rfam NC cutoff were to be used for a run of
+.B cmsearch.
+The NC cutoff is defined as
+.I <x>
+bits in the original
+Stockholm alignment the model was built from
+with a line:
+.I "#=GF NC <x>"
+positioned before the sequence alignment. If such a line existed in the
+alignment provided to
+.B cmbuild
+then the
+.B --nc
+option will be available in
+.B cmstat
+If no such line existed when
+.B cmbuild
+was run, then using the
+.B --nc
+option to
+.B cmstat
+will cause the program to print an error message and exit.
+
+.TP
+.B --ga
+Print filter threshold statistics for an HMM filter if a CM bit score
+cutoff of Rfam GA cutoff value were to be used for a run of
+.B cmsearch.
+The GA cutoff is defined in a stockholm
+file used to build the model in the same way as the NC cutoff (see above),
+but with a line:
+.I "#=GF GA <x>"
+.
+
+.TP
+.B --tc
+Print filter threshold statistics for an HMM filter if a CM bit score
+cutoff equal to the Rfam TC cutoff value were to be used for a run of
+.B cmsearch.
+The TC cutoff is defined in a stockholm
+file used to build the model in the same way as the NC cutoff (see above),
+but with a line:
+.I "#=GF TC <x>"
+.
+
+.TP
+.BI --seqfile " <x>"
+With the
+.B "-E"
+option, use the database size of the database in
+.I <x>
+instead of the default database size of 1 MB.
+.
+
+.TP
+.B --toponly
+In combination with
+.BI --seqfile " <x>"
+option, only consider the top strand of the database in
+.I <x>
+instead of both strands.
+
+
+.B --search
+perform an experiment to determine how fast the CM(s) can search with
+different search algorithms.
+
+.TP
+.BI --cmL " <n>"
+With the
+.B --search
+option set the length of sequence to search with CM algorithms as
+.I <n>
+residues. By default,
+.I <n>
+is 1000.
+
+.TP
+.BI --hmmL " <n>"
+With the
+.B --search
+option set the length of sequence to search with HMM algorithms as
+.I <n>
+residues. By default,
+.I <n>
+is 100,000.
+
+.TP
+.BI --efile " <f>"
+Save a plot of
+.B cmsearch
+HMM filter E value cutoffs versus CM E value cutoffs in
+xmgrace format to file
+.I <f>.
+This option must be used in combination with
+.B --lfi, --gfi, --lfc
+or
+.B --gfc.
+
+.TP
+.BI --bfile " <f>"
+Save a plot of
+.B cmsearch
+HMM bit score cutoffs versus CM bit score cutoffs in
+xmgrace format to file
+.I <f>.
+This option must be used in combination with
+.B --lfi, --gfi, --lfc
+or
+.B --gfc.
+
+.TP
+.BI --sfile " <f>"
+Save a plot of
+.B cmsearch
+predicted survival fraction from the HMM filter versus CM
+E value cutoff in xmgrace format to file
+.I <f>.
+This option must be used in combination with
+.B --lfi, --gfi, --lfc
+or
+.B --gfc.
+
+.TP
+.BI --xfile " <f>"
+Save a plot of 'xhmm' versus CM
+E value cutoff in xmgrace format to file
+.I <f>
+ 'xhmm' is the ratio of the number of dynamic programming calculations
+predicted to be required for the HMM filter and the CM search of the
+filter survivors versus the number of dynamic programming calculations
+for the filter alone. So, an 'xhmm' value of 2.0 means the filter
+stage of a search requires the same number of calculations as the CM search
+of the filter survivors does.
+This option must be used in combination with
+.B --lfi, --gfi, --lfc
+or
+.B --gfc.
+
+.TP
+.BI --afile " <f>"
+Save a plot of the predicted acceleration for an HMM filtered search versus
+CM E value cutoff in xmgrace format to file
+.I <f>.
+This option must be used in combination with
+.B --lfi, --gfi, --lfc
+or
+.B --gfc.
+
+.TP
+.BI --bits
+With
+.B --efile, --sfile, --xfile,
+and
+.B --afile
+use CM bit score cutoffs instead of CM E value cutoffs for the x-axis
+values of the plot.
+
+.SH SEE ALSO
+
+For complete documentation, see the User's Guide (Userguide.pdf) that
+came with the distribution; or see the Infernal web page,
+http://infernal.janelia.org/.
+
+.SH COPYRIGHT
+
+.nf
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+Freely distributed under the GNU General Public License (GPLv3).
+.fi
+See the file COPYING that came with the source
+for details on redistribution conditions.
+
+.SH AUTHOR
+
+.nf
+Eric Nawrocki, Diana Kolbe, and Sean Eddy
+HHMI Janelia Farm Research Campus
+19700 Helix Drive
+Ashburn VA 20147
+http://selab.janelia.org/
+
diff --git a/documentation/manpages/trcyk.man b/documentation/manpages/trcyk.man
new file mode 100644
index 0000000..a3d956e
--- /dev/null
+++ b/documentation/manpages/trcyk.man
@@ -0,0 +1,25 @@
+.TH "trcyk" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+trcyk - align sequences to a CM under the TrCYK model
+
+.SH SYNOPSIS
+.B trcyk
+.I cmfile
+.I seqfile
+
+.SH DESCRIPTION
+
+.B trcyk
+reads the covariance model (CM) in
+.I cmfile
+and aligns the sequences in
+.I seqfile
+to that CM using the TrCYK model for incomplete data.
+
+.PP
+The output gives the name of each aligned sequence,
+the score for the alignment, and the alignment itself.
+The '~' character in the sequence indicates residues
+that have been treated as missing data.
diff --git a/documentation/manpages/truncyk_check.man b/documentation/manpages/truncyk_check.man
new file mode 100644
index 0000000..290be44
--- /dev/null
+++ b/documentation/manpages/truncyk_check.man
@@ -0,0 +1,53 @@
+.TH "trcyk" 1 "October 2009" "Infernal 1.0.2" "Infernal Manual"
+
+.SH NAME
+.TP
+truncyk_check - check alignment under the TrCYK model
+
+.SH SYNOPSIS
+.B truncyk_check
+.I [options]
+.I cmfile
+.I seqfile
+
+.SH DESCRIPTION
+
+.B trcyk
+reads the covariance model (CM) in
+.I cmfile
+and aligns the sequences in
+.I seqfile
+to that CM using the TrCYK model for incomplete data,
+using both the full-memory and divide-and-conquer
+approaches. It checks that the scores from both
+methods match, that the alignments from both methods
+match, and that the score of each alignment matches
+the score returned by the program.
+
+.PP
+Because it does use the full-memory implementation of
+TrCYK it can be extremely memory intensive; checking
+only the scores with the
+.I --scoreonly
+option or only the divide-and-conquer approach with the
+.I --smallonly
+option is advised for large models and/or long sequences.
+
+.SH OPTIONS
+
+.TP
+.B -h
+show help
+
+.TP
+.B --scoreonly
+Check only the scores, not the alignments (saves memory).
+
+.TP
+.B --smallonly
+Check only divide-and-conquer, not the full memory implementation
+(saves memory).
+
+.TP
+.B --stringent
+Require the two parsetrees to be identical.
diff --git a/documentation/release-notes/RELEASE-0.53 b/documentation/release-notes/RELEASE-0.53
new file mode 100644
index 0000000..14130b6
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.53
@@ -0,0 +1,4 @@
+0.53 SRE, Thu Jan 2 14:32:53 2003
+ - bug #i1 (vault/bad SS_cons) fixed.
+ - ssdk (development toolkit) added.
+
diff --git a/documentation/release-notes/RELEASE-0.54 b/documentation/release-notes/RELEASE-0.54
new file mode 100644
index 0000000..46e2d85
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.54
@@ -0,0 +1,2 @@
+0.54 SRE, Sun Jan 5 17:44:39 2003
+ - bug #i2 fixed (cmalign memory leak)
\ No newline at end of file
diff --git a/documentation/release-notes/RELEASE-0.55 b/documentation/release-notes/RELEASE-0.55
new file mode 100644
index 0000000..3071bbd
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.55
@@ -0,0 +1,18 @@
+0.55 SRE, Wed Apr 2 18:06:40 2003
+
+Significant changes:
+ - Infernal now has a user documentation guide (Userguide.pdf).
+ - Man pages for each program are now available in documentation/manpages.
+ - All secondary structure annotation is now in the new WUSS notation.
+
+Bugfixes:
+ - bug #i3 fixed (crashing on local begins starting at inserts)
+ - fixed ssi.c compile warning
+ - Changes structure annotation to new WUSS notation in intro/ examples.
+ - "make ftpdist" fixed.
+ - better comments in smallcyk.c:outside(), at a place that confused Robbie.
+
+In progress:
+ - Banded CYK partly underway.
+
+
diff --git a/documentation/release-notes/RELEASE-0.6 b/documentation/release-notes/RELEASE-0.6
new file mode 100644
index 0000000..6d6828f
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.6
@@ -0,0 +1,26 @@
+Infernal 0.6
+SRE, Mon Oct 31 13:10:06 2005
+
+
+Significant changes:
+ - Model parameterization is greatly improved, resulting in greater
+ search sensitivity and specificity, using mixture Dirichlet priors.
+ Mixture Dirichlet priors are now the default.
+
+New options (partial list):
+ - 'cmbuild --ignorant' ignores structural annotation and builds
+ Infernal's closest approximation to a profile HMM; useful for
+ running structureless control experiments.
+
+ - 'cmbuild --null <f>' allows you to provide a customized null
+ sequence model in a file.
+
+Sneak peeks at coming features:
+ - Banded alignment acceleration is now available, in 'cmsearch --banded'.
+
+ - Zasha Weinberg and Larry Ruzzo's "rigorous filters" acceleration
+ is available, in the optional "cm2hmm" and "cm2hmmsearch" programs.
+ You need to have the CFSQP library installed. CFSQP is not free.
+ See <http://www.aemdesign.com/FSQPwhatis.htm> for information.
+ './configure --enable-rigfilters' enables Zasha's stuff.
+
diff --git a/documentation/release-notes/RELEASE-0.7 b/documentation/release-notes/RELEASE-0.7
new file mode 100644
index 0000000..21fad8b
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.7
@@ -0,0 +1,28 @@
+Infernal 0.7
+SRE, Tue Dec 13 08:38:46 2005
+
+Significant changes
+-------------------
+Two parameterization changes were made that increase search
+sensitivity and specificity:
+
+ - Parameterization now uses an "entropy weighting" technique
+ to calculate an effective sequence number. This reduces the
+ information content of models, and increases performance.
+ See cmbuild options --effent, --effnone, -effloss.
+
+ - Parameterization of local alignment ends (the EL self-transition)
+ has been changed to 0.94, resulting in fewer alignments that
+ stretch across long artifactual internal insertions.
+
+Minor changes
+-------------
+ - CM i/o is now backwards compatible with previous Infernal
+ releases, including the 0.55 format files in Rfam 7.0.
+
+ - Several minor fixes for portability to Microsoft platforms
+ and to new gcc.
+
+
+
+
diff --git a/documentation/release-notes/RELEASE-0.71 b/documentation/release-notes/RELEASE-0.71
new file mode 100644
index 0000000..745161e
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.71
@@ -0,0 +1,53 @@
+Infernal 0.71
+SRE, Thu Nov 30 09:25:41 2006
+
+This is the version of Infernal that accompanies Nawrocki & Eddy,
+"Query-Dependent Banding (QDB) for Faster RNA Similarity Searches",
+2007 (submitted).
+
+New features:
+-------------
+
+- QDB (an acceleration by banded dynamic programming) is now the
+ default in cmsearch, resulting in about a 4x average speedup, and
+ a reduction in the average compute time complexity from
+ LN^2.4 to LN^1.3 for a target sequence of length L and a query RNA
+ of length N. QDB is optional in cmalign and cmscore; use the
+ --qdb switch.
+
+- a "null2" correction for biased composition sequences has been
+ incorporated from HMMER.
+
+- A new executable, cmemit, samples sequences from a CM.
+
+- The benchmark described in Nawrocki & Eddy (2007) is included
+ in the distribution, in benchmarks/cmsearch-rmark. See the
+ 00README in that directory for instructions.
+
+Features from 0.70:
+-------------------
+
+- cmbuild uses mixture Dirichlet priors for parameterization,
+ increasing sensitivity and specificity relative to previous
+ versions.
+
+- cmbuild uses "entropy weighting" to calculate effective sequence
+ number for the input alignment, reducing information content and
+ increasing sensitivity and specificity on more remote homologs.
+
+
+Bug fixes:
+-----------
+
+- cmio.c now removes a parse ambiguity (a design error) involving
+ insert states just prior to an END; these inserts are virtually
+ removed, by setting transition to them to be 0. Regression tests
+ between versions <=0.7 and >=0.71 that look at that transition
+ (which will be a * in save files >= 0.71) will fail.
+
+
+
+
+
+
+
diff --git a/documentation/release-notes/RELEASE-0.72 b/documentation/release-notes/RELEASE-0.72
new file mode 100644
index 0000000..2d9f64f
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.72
@@ -0,0 +1,60 @@
+Infernal 0.72
+SRE, Sat Jan 27 09:46:28 2007
+
+This is the version of Infernal that accompanies the final version of
+Nawrocki & Eddy, "Query-Dependent Banding (QDB) for Faster RNA
+Similarity Searches", PLoS Computational Biology, in press, 2007.
+
+This differs only by minor bugfixes and changes from version 0.71
+which accompanied the submitted version of the manuscript.
+
+Specifically:
+
+:: a display bug in cmsearch default output was fixed.
+:: --learninserts option to cmsearch was fixed
+:: benchmarking fix: infernal.pm can't read hits > 1000
+:: in benchmarking scripts, add rmark-times.pl
+:: benchmarking 00READMEs revised and clarified
+:: i10 bug fixed, cmsearch-W without modifying dmin and dmax
+:: CP9 construction check for psi[v] != 0. unless detached insert
+:: a bugfix involving HMM banding was incorporated from trunk
+:: i11 bug fixed, involving detaching inserts in zero consensus
+ length hairpins
+:: main for loops in BandedCYKScan() modified to go up to
+ a precalculated curr_dmax (optimization)
+
+
+==================================================
+General release notes for the 0.7 Infernal series:
+==================================================
+
+Infernal 0.7 incorporates new features that improve speed,
+sensitivity, and specificity. Most of these changes are described in
+Nawrocki & Eddy, "Query-Dependent Banding (QDB) for Faster RNA
+Similarity Searches", PLoS Computational Biology (in press) 2007.
+
+- QDB (an acceleration by banded dynamic programming) is now the
+ default in cmsearch, resulting in about a 4x average speedup, and
+ a reduction in the average compute time complexity from
+ LN^2.4 to LN^1.3 for a target sequence of length L and a query RNA
+ of length N. QDB is optional in cmalign and cmscore; use the
+ --qdb switch.
+
+- a "null2" correction for biased composition sequences has been
+ incorporated from HMMER.
+
+- A new executable, cmemit, samples sequences from a CM.
+
+- The benchmark described in Nawrocki & Eddy (2007) is included
+ in the distribution, in benchmarks/cmsearch-rmark. See the
+ 00README in that directory for instructions.
+
+- cmbuild uses mixture Dirichlet priors for parameterization,
+ increasing sensitivity and specificity relative to previous
+ versions.
+
+- cmbuild uses "entropy weighting" to calculate effective sequence
+ number for the input alignment, reducing information content and
+ increasing sensitivity and specificity on more remote homologs.
+
+
diff --git a/documentation/release-notes/RELEASE-0.8 b/documentation/release-notes/RELEASE-0.8
new file mode 100644
index 0000000..efe82ce
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.8
@@ -0,0 +1,26 @@
+Infernal 0.8
+SRE, Sun Apr 29 10:32:47 2007
+
+This is an interim release.
+
+The major features it adds are E-values, MPI parallelization, and
+HMM-banded acceleration of cmsearch and cmalign. E-values and MPI
+parallelization were features of Robbie Klein's RSEARCH program (which
+forked off of Infernal several years ago); they have finally been
+integrated back into Infernal.
+
+- mpi-cmsearch and mpi-cmalign are MPI parallelized versions of
+ cmsearch and cmalign. MPI is optionally enabled at compilation time,
+ using ./configure --enable-mpi. You must have an MPI library
+ installed already.
+
+- "cmsearch --hmmfilter" and "cmalign --hbanded" activate an
+ experimental HMM-banded acceleration. Controlling the filtering (a
+ tradeoff of speed vs. sensitivity) is discussed in the User's Guide.
+
+- E-values are now optionally available. (Optional, because they
+ are computed by a time-consuming simulation.) "cmsearch -E10"
+ tells cmsearch to run that simulation first to calibrate E-value
+ parameters, then run your database search, and report all hits
+ better than E=10.
+
diff --git a/documentation/release-notes/RELEASE-0.81 b/documentation/release-notes/RELEASE-0.81
new file mode 100644
index 0000000..47e0f42
--- /dev/null
+++ b/documentation/release-notes/RELEASE-0.81
@@ -0,0 +1,33 @@
+Infernal 0.81
+SRE, Tue May 1 10:53:49 2007
+
+0.81 fixes some typos in 0.8:
+ - "make install" failed because of a typo
+ - MacOS/X compilation failed because of a typo
+
+
+
+Release notes for 0.8:
+======================
+
+The major features it adds are E-values, MPI parallelization, and
+HMM-banded acceleration of cmsearch and cmalign. E-values and MPI
+parallelization were features of Robbie Klein's RSEARCH program (which
+forked off of Infernal several years ago); they have finally been
+integrated back into Infernal.
+
+- mpi-cmsearch and mpi-cmalign are MPI parallelized versions of
+ cmsearch and cmalign. MPI is optionally enabled at compilation time,
+ using ./configure --enable-mpi. You must have an MPI library
+ installed already.
+
+- "cmsearch --hmmfilter" and "cmalign --hbanded" activate an
+ experimental HMM-banded acceleration. Controlling the filtering (a
+ tradeoff of speed vs. sensitivity) is discussed in the User's Guide.
+
+- E-values are now optionally available. (Optional, because they
+ are computed by a time-consuming simulation.) "cmsearch -E10"
+ tells cmsearch to run that simulation first to calibrate E-value
+ parameters, then run your database search, and report all hits
+ better than E=10.
+
diff --git a/documentation/release-notes/RELEASE-1.0 b/documentation/release-notes/RELEASE-1.0
new file mode 100644
index 0000000..e3376de
--- /dev/null
+++ b/documentation/release-notes/RELEASE-1.0
@@ -0,0 +1,118 @@
+Infernal 1.0
+SRE, Tue Jan 13 14:09:59 2009
+
+Infernal 1.0 is the first non-development release of Infernal. The
+main differences relative to the last development release (0.8/0.81):
+
+- The cmsearch program is greatly accelerated. It uses HMM and QDB
+ filtering methods by default.
+
+- The cmcalibrate program calibrates CM files to give
+ reasonably accurate E-values when searching. This is an
+ analog of HMMER2's hmmcalibrate program.
+
+- Infernal now depends only on the Easel library.
+ Dependencies to the old Squid and SSDK libraries are gone.
+
+- Because of the new filtering methods, we have removed support for
+ Weinberg "rigorous filters"; this code was problematic because of
+ a dependency on a commercial code library.
+
+
+Release candidate 1 (1.0rc1) was released 20 June 2008.
+
+Release candidate 2 (1.0rc2; 12 July 2008) fixed four bugs:
+
+ - rc1 binaries didn't work on 32-bit systems using gcc compilers.
+
+ - MPI configuration didn't work because of an error in our
+ autoconf configure script.
+
+ - cmemit could erroneously check for a nonexistent --hmmbuild option.
+
+ - cmbuild's help list was incorrectly formatted.
+
+Release candidate 3 (1.0rc3; 24 Sept 2008) fixed several bugs, including:
+
+ - fixed a bug in degenerate residue handling in basepairs;
+ previously a pair involving one and only one degenerate residue
+ was receiving an IMPOSSIBLE score.
+
+ - bugs fixed in subCM creating in cmalign --sub
+
+ - bugs fixed in posterior probability labeling reported by cmalign
+
+ - cmalign --merge option added
+
+ - some passages in the user guide improved, based on feedback from
+ Sanger Institute.
+
+ - configuration script improved to deal with older AMD Athlons;
+ previously would erroneously detect the Athlon as supporting SSE2
+ instructions, but it doesn't.
+
+Release candidate 4 (1.0rc4; 24 Nov 2008) bugfixes and changes include:
+
+ - fixed a bug with cmsearch --fil-T-hmm <x> and --fil-E-hmm
+ <x>. With --fil-T-hmm, the HMM filter bit score threshold was
+ properly set and reported in the 'Pre-search info', but the HMM
+ E-value cutoff was incorrectly set and reported. With
+ --fil-E-hmm, the HMM filter E-value cutoff was properly set and
+ reported, but the bit score was incorrectly set and reported.
+
+ - added --hmm-W <n> and --hmm-cW <x> options that can only be used
+ in combination with --viterbi or --forward. --hmm-W <n> sets W
+ for the search as <n>. --hmm-cW <x> sets W as <x> * the consensus
+ length of the model. Both options allow cmsearch to skip the
+ expensive step of defining W with the QDB band definition
+ algorithm.
+
+ - bug fixes in MPI implementation to cleanly exit on errors in
+ initialization.
+
+ - Posterior probabilities are now normalized so that the summed
+ probability that each residue is emitted is exactly 1.0. This
+ 'fixes' a problem due to the limitation of float point precision
+ that resulted in posterior probabilities above 1.0 (up to
+ 1.03!). This is only known to occur in parsetrees that have a
+ insert of >100 residues, usually near the beginning or end of the
+ model (v close to 0 or v close to cm->M).
+
+ - ':' now only appears in cmsearch markup for positively
+ scoring basepairs. ' ' appears for negatively scoring basepairs, and
+ '+' now never appears for base pairs.
+
+ - cmemit --tfile <f> now prints parsetree scores to <f> along with
+ actual parsetrees.
+
+ - trcyk and truncyk_check added. Infernal 1.0 will be
+ "supplementary material" for the Kolbe & Eddy trCYK paper.
+
+ - small but important fix, in rare case where sub CM predicted start
+ point > predicted end point I was setting epos to cm->cp9->M, which
+ was invalid, I should've set it to orig_hmm->M.
+
+ - Fixed and logged a bug as i13 in infernal/Bugs/BUGTRAX. This was
+ logged in
+ ~/notebook/8_0930_inf_1rc3_sub_illegal_cm/00LOG. Briefly the bug
+ had to do with rare cases of low-scoring sequences with 'cmalign
+ --sub' when using a CM1 that has 0 length consensus loop(s) (two
+ positions i and i+1 that are basepaired to each other).
+
+Release candidate 5 (1.0rc5; 17 Dec 2008) bugfix:
+
+ - Fixed a bug in cm_mx.c:UpdateGammHitMxCM(). When matrix score
+ reporting strategy is greedy (default when reporting threshold is
+ negative), top scoring hits were not being reported correctly.
+ Code was not correctly accounting for null3 score correction when
+ deciding if a given hit should be reported based on previously
+ reported hit scores.
+
+Release candidate 5 was upgraded to 1.0 status: 13 January 2009.
+
+--------------------------
+For more information, see http://infernal.janelia.org
+
+
+
+
diff --git a/documentation/release-notes/RELEASE-1.0.1 b/documentation/release-notes/RELEASE-1.0.1
new file mode 100644
index 0000000..a2d26c7
--- /dev/null
+++ b/documentation/release-notes/RELEASE-1.0.1
@@ -0,0 +1,164 @@
+Infernal 1.0
+SRE, Wed Oct 21 16:53:54 2009
+
+Infernal 1.0.1 is a minor bugfix release of 1.0. It is not intended
+to be a "public" Infernal release. It accompanies Eric Nawrocki's
+Ph.D. thesis "Structural RNA Homology Search and Alignment Using
+Covariance Models" (Washington University School of Medicine, 2009).
+This version of Infernal is for reproducing the results described in
+Eric's thesis.
+
+Notable changes from 1.0:
+
+- cmsearch: changed how filter thresholds are controlled by
+ command-line options.
+
+- cmcalibrate: changed the range of predicted survival fractions that
+ FST thresholds are calculated for. They can now be set by the user
+ as well.
+
+- cmsearch: defaults changed to match thesis, chapter 4.
+
+- cmalign now has a -1 option, to make output in Xfam (one-block
+ Stockholm) format.
+
+- cmsearch now has a -v option, which annotates negative scoring,
+ noncanonical basepairs (non {A:U,U:A,C:G,G:C,G:U,U:G}) with a 'v' in
+ the cmsearch output.
+
+- man pages and documentation updated to reflect the changes above.
+
+- easel/miniapps now includes esl-ssdraw and esl-alimanip
+ applications.
+
+
+- Userguide.pdf should now be make-able from source on most systems.
+ We include a local.bib extracted from our lab bibliography database,
+ and apalike.sty for systems that lack it. Debian Linux requested
+ this change.
+
+- fixed bug #i14: cmalign --enone seg fault; optimal accuracy zero
+ length parsetrees.
+
+
+
+
+================================================================
+For completeness, the release notes for Infernal 1.0 follow:
+================================================================
+
+Infernal 1.0 is the first non-development release of Infernal. The
+main differences relative to the last development release (0.8/0.81):
+
+- The cmsearch program is greatly accelerated. It uses HMM and QDB
+ filtering methods by default.
+
+- The cmcalibrate program calibrates CM files to give
+ reasonably accurate E-values when searching. This is an
+ analog of HMMER2's hmmcalibrate program.
+
+- Infernal now depends only on the Easel library.
+ Dependencies to the old Squid and SSDK libraries are gone.
+
+- Because of the new filtering methods, we have removed support for
+ Weinberg "rigorous filters"; this code was problematic because of
+ a dependency on a commercial code library.
+
+
+Release candidate 1 (1.0rc1) was released 20 June 2008.
+
+Release candidate 2 (1.0rc2; 12 July 2008) fixed four bugs:
+
+ - rc1 binaries didn't work on 32-bit systems using gcc compilers.
+
+ - MPI configuration didn't work because of an error in our
+ autoconf configure script.
+
+ - cmemit could erroneously check for a nonexistent --hmmbuild option.
+
+ - cmbuild's help list was incorrectly formatted.
+
+Release candidate 3 (1.0rc3; 24 Sept 2008) fixed several bugs, including:
+
+ - fixed a bug in degenerate residue handling in basepairs;
+ previously a pair involving one and only one degenerate residue
+ was receiving an IMPOSSIBLE score.
+
+ - bugs fixed in subCM creating in cmalign --sub
+
+ - bugs fixed in posterior probability labeling reported by cmalign
+
+ - cmalign --merge option added
+
+ - some passages in the user guide improved, based on feedback from
+ Sanger Institute.
+
+ - configuration script improved to deal with older AMD Athlons;
+ previously would erroneously detect the Athlon as supporting SSE2
+ instructions, but it doesn't.
+
+Release candidate 4 (1.0rc4; 24 Nov 2008) bugfixes and changes include:
+
+ - fixed a bug with cmsearch --fil-T-hmm <x> and --fil-E-hmm
+ <x>. With --fil-T-hmm, the HMM filter bit score threshold was
+ properly set and reported in the 'Pre-search info', but the HMM
+ E-value cutoff was incorrectly set and reported. With
+ --fil-E-hmm, the HMM filter E-value cutoff was properly set and
+ reported, but the bit score was incorrectly set and reported.
+
+ - added --hmm-W <n> and --hmm-cW <x> options that can only be used
+ in combination with --viterbi or --forward. --hmm-W <n> sets W
+ for the search as <n>. --hmm-cW <x> sets W as <x> * the consensus
+ length of the model. Both options allow cmsearch to skip the
+ expensive step of defining W with the QDB band definition
+ algorithm.
+
+ - bug fixes in MPI implementation to cleanly exit on errors in
+ initialization.
+
+ - Posterior probabilities are now normalized so that the summed
+ probability that each residue is emitted is exactly 1.0. This
+ 'fixes' a problem due to the limitation of float point precision
+ that resulted in posterior probabilities above 1.0 (up to
+ 1.03!). This is only known to occur in parsetrees that have a
+ insert of >100 residues, usually near the beginning or end of the
+ model (v close to 0 or v close to cm->M).
+
+ - ':' now only appears in cmsearch markup for positively
+ scoring basepairs. ' ' appears for negatively scoring basepairs, and
+ '+' now never appears for base pairs.
+
+ - cmemit --tfile <f> now prints parsetree scores to <f> along with
+ actual parsetrees.
+
+ - trcyk and truncyk_check added. Infernal 1.0 will be
+ "supplementary material" for the Kolbe & Eddy trCYK paper.
+
+ - small but important fix, in rare case where sub CM predicted start
+ point > predicted end point I was setting epos to cm->cp9->M, which
+ was invalid, I should've set it to orig_hmm->M.
+
+ - Fixed and logged a bug as i13 in infernal/Bugs/BUGTRAX. This was
+ logged in
+ ~/notebook/8_0930_inf_1rc3_sub_illegal_cm/00LOG. Briefly the bug
+ had to do with rare cases of low-scoring sequences with 'cmalign
+ --sub' when using a CM1 that has 0 length consensus loop(s) (two
+ positions i and i+1 that are basepaired to each other).
+
+Release candidate 5 (1.0rc5; 17 Dec 2008) bugfix:
+
+ - Fixed a bug in cm_mx.c:UpdateGammHitMxCM(). When matrix score
+ reporting strategy is greedy (default when reporting threshold is
+ negative), top scoring hits were not being reported correctly.
+ Code was not correctly accounting for null3 score correction when
+ deciding if a given hit should be reported based on previously
+ reported hit scores.
+
+Release candidate 5 was upgraded to 1.0 status: 13 January 2009.
+
+--------------------------
+For more information, see http://infernal.janelia.org
+
+
+
+
diff --git a/documentation/release-notes/RELEASE-1.0.2 b/documentation/release-notes/RELEASE-1.0.2
new file mode 100644
index 0000000..bfbdd86
--- /dev/null
+++ b/documentation/release-notes/RELEASE-1.0.2
@@ -0,0 +1,177 @@
+Infernal 1.0.2
+SRE, Fri Oct 30 13:17:06 2009
+
+Infernal 1.0.2 is the first update release for Infernal 1.0.
+
+[There is no "public" infernal version 1.0.1. The Infernal 1.0.1
+release was for enabling exact reproduction of results in Eric
+Nawrocki's thesis.]
+
+
+Notable changes from 1.0:
+
+- Tab file output (from cmsearch --tabfile) has a new field (the first
+ field) for the model name. The tab file format now has 9 separate
+ tokens on each non-commented (non-#-prefixed line).
+
+- cmsearch: changed how filter thresholds are controlled by
+ command-line options.
+
+- cmcalibrate: changed the range of predicted survival fractions that
+ FST thresholds are calculated for. They can now be set by the user
+ as well.
+
+- cmsearch: defaults changed to match thesis, chapter 4.
+
+- cmalign now has a -1 option, to make output in Xfam (one-block
+ Stockholm) format.
+
+- cmsearch now has a -v option, which annotates negative scoring,
+ noncanonical basepairs (non {A:U,U:A,C:G,G:C,G:U,U:G}) with a 'v' in
+ the cmsearch output.
+
+- Thresholds for cmsearch's default filtering strategy have been
+ slightly modified based on benchmarking (as described in
+ Nawrocki09).
+
+- easel/miniapps now includes esl-ssdraw and esl-alimanip
+ applications.
+
+- man pages and documentation updated to reflect the changes above.
+
+- Userguide.pdf should now be make-able from source on most systems.
+ We include a local.bib extracted from our lab bibliography database,
+ and apalike.sty for systems that lack it. Debian Linux requested
+ this change.
+
+- fixed bug #i14: cmalign --enone seg fault; optimal accuracy zero
+ length parsetrees.
+
+- A cmsearch bug that caused it to sometimes inappropriately use an
+ HMM filter has been fixed.
+
+- A bug concerning how the HMM filter determines if a hit survives to
+ the next round and its interplay with the null3 model has been
+ fixed.
+
+
+
+================================================================
+For completeness, the release notes for Infernal 1.0 follow:
+================================================================
+
+Infernal 1.0 is the first non-development release of Infernal. The
+main differences relative to the last development release (0.8/0.81):
+
+- The cmsearch program is greatly accelerated. It uses HMM and QDB
+ filtering methods by default.
+
+- The cmcalibrate program calibrates CM files to give
+ reasonably accurate E-values when searching. This is an
+ analog of HMMER2's hmmcalibrate program.
+
+- Infernal now depends only on the Easel library.
+ Dependencies to the old Squid and SSDK libraries are gone.
+
+- Because of the new filtering methods, we have removed support for
+ Weinberg "rigorous filters"; this code was problematic because of
+ a dependency on a commercial code library.
+
+
+Release candidate 1 (1.0rc1) was released 20 June 2008.
+
+Release candidate 2 (1.0rc2; 12 July 2008) fixed four bugs:
+
+ - rc1 binaries didn't work on 32-bit systems using gcc compilers.
+
+ - MPI configuration didn't work because of an error in our
+ autoconf configure script.
+
+ - cmemit could erroneously check for a nonexistent --hmmbuild option.
+
+ - cmbuild's help list was incorrectly formatted.
+
+Release candidate 3 (1.0rc3; 24 Sept 2008) fixed several bugs, including:
+
+ - fixed a bug in degenerate residue handling in basepairs;
+ previously a pair involving one and only one degenerate residue
+ was receiving an IMPOSSIBLE score.
+
+ - bugs fixed in subCM creating in cmalign --sub
+
+ - bugs fixed in posterior probability labeling reported by cmalign
+
+ - cmalign --merge option added
+
+ - some passages in the user guide improved, based on feedback from
+ Sanger Institute.
+
+ - configuration script improved to deal with older AMD Athlons;
+ previously would erroneously detect the Athlon as supporting SSE2
+ instructions, but it doesn't.
+
+Release candidate 4 (1.0rc4; 24 Nov 2008) bugfixes and changes include:
+
+ - fixed a bug with cmsearch --fil-T-hmm <x> and --fil-E-hmm
+ <x>. With --fil-T-hmm, the HMM filter bit score threshold was
+ properly set and reported in the 'Pre-search info', but the HMM
+ E-value cutoff was incorrectly set and reported. With
+ --fil-E-hmm, the HMM filter E-value cutoff was properly set and
+ reported, but the bit score was incorrectly set and reported.
+
+ - added --hmm-W <n> and --hmm-cW <x> options that can only be used
+ in combination with --viterbi or --forward. --hmm-W <n> sets W
+ for the search as <n>. --hmm-cW <x> sets W as <x> * the consensus
+ length of the model. Both options allow cmsearch to skip the
+ expensive step of defining W with the QDB band definition
+ algorithm.
+
+ - bug fixes in MPI implementation to cleanly exit on errors in
+ initialization.
+
+ - Posterior probabilities are now normalized so that the summed
+ probability that each residue is emitted is exactly 1.0. This
+ 'fixes' a problem due to the limitation of float point precision
+ that resulted in posterior probabilities above 1.0 (up to
+ 1.03!). This is only known to occur in parsetrees that have a
+ insert of >100 residues, usually near the beginning or end of the
+ model (v close to 0 or v close to cm->M).
+
+ - ':' now only appears in cmsearch markup for positively
+ scoring basepairs. ' ' appears for negatively scoring basepairs, and
+ '+' now never appears for base pairs.
+
+ - cmemit --tfile <f> now prints parsetree scores to <f> along with
+ actual parsetrees.
+
+ - trcyk and truncyk_check added. Infernal 1.0 will be
+ "supplementary material" for the Kolbe & Eddy trCYK paper.
+
+ - small but important fix, in rare case where sub CM predicted start
+ point > predicted end point I was setting epos to cm->cp9->M, which
+ was invalid, I should've set it to orig_hmm->M.
+
+ - Fixed and logged a bug as i13 in infernal/Bugs/BUGTRAX. This was
+ logged in
+ ~/notebook/8_0930_inf_1rc3_sub_illegal_cm/00LOG. Briefly the bug
+ had to do with rare cases of low-scoring sequences with 'cmalign
+ --sub' when using a CM1 that has 0 length consensus loop(s) (two
+ positions i and i+1 that are basepaired to each other).
+
+Release candidate 5 (1.0rc5; 17 Dec 2008) bugfix:
+
+ - Fixed a bug in cm_mx.c:UpdateGammHitMxCM(). When matrix score
+ reporting strategy is greedy (default when reporting threshold is
+ negative), top scoring hits were not being reported correctly.
+ Code was not correctly accounting for null3 score correction when
+ deciding if a given hit should be reported based on previously
+ reported hit scores.
+
+Release candidate 5 was upgraded to 1.0 status: 13 January 2009.
+
+--------------------------
+For more information, see http://infernal.janelia.org
+
+
+
+
diff --git a/documentation/userguide/Figures/cm_graph.ai b/documentation/userguide/Figures/cm_graph.ai
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+ /AGMUTIL_GSTATE_clr_comps 12 array def
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+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 add def} repeat pop
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+ AGMUTIL_GSTATE_ml setmiterlimit
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+ AGMUTIL_GSTATE_ht /HalftoneType get dup 9 eq exch 100 eq or
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+ AGMUTIL_GSTATE_flt setflat
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+ begin
+ currentdict /MultipleDataSources known not
+ {/MultipleDataSources false def} if
+ MultipleDataSources
+ {
+ 1 dict begin
+ /flushbuffer Width cvi string def
+ 1 1 Height cvi
+ {
+ pop
+ 0 1 DataSource length 1 sub
+ {
+ DataSource exch get
+ dup type dup
+ /filetype eq
+ {
+ exch flushbuffer readstring pop pop
+ }if
+ /arraytype eq
+ {
+ exec pop
+ }if
+ }for
+ }for
+ end
+ }
+ {
+ /DataSource load type dup
+ /filetype eq
+ {
+ 1 dict begin
+ /flushbuffer Width Decode length 2 div mul cvi string def
+ 1 1 Height { pop DataSource flushbuffer readstring pop pop} for
+ end
+ }if
+ /arraytype eq
+ {
+ 1 1 Height { pop DataSource pop } for
+ }if
+ }ifelse
+ end
+}bdf
+/addprocs
+{
+ 2{/exec load}repeat
+ 3 1 roll
+ [ 5 1 roll ] bind cvx
+}def
+/modify_halftone_xfer
+{
+ currenthalftone dup length dict copy begin
+ currentdict 2 index known{
+ 1 index load dup length dict copy begin
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end def
+ currentdict end sethalftone
+ }{
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end sethalftone
+ pop
+ }ifelse
+}def
+/doc_setup{
+ Adobe_AGM_Utils begin
+}bdf
+/doc_trailer{
+ currentdict Adobe_AGM_Utils eq{
+ end
+ }if
+}bdf
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_AGM_Core 2.0 0
+%%Version: 2.0 0
+%%Copyright: Copyright (C) 1997-1999 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Core 205 dict dup begin put
+/nd{
+ null def
+}bind def
+/Adobe_AGM_Core_Id /Adobe_AGM_Core_2.0_0 def
+/AGMCORE_str256 256 string def
+/AGMCORE_src256 256 string def
+/AGMCORE_save nd
+/AGMCORE_graphicsave nd
+/AGMCORE_c 0 def
+/AGMCORE_m 0 def
+/AGMCORE_y 0 def
+/AGMCORE_k 0 def
+/AGMCORE_cmykbuf 4 array def
+/AGMCORE_screen [currentscreen] cvx def
+/AGMCORE_tmp 0 def
+/AGMCORE_&setgray nd
+/AGMCORE_&setcolor nd
+/AGMCORE_&setcolorspace nd
+/AGMCORE_&setcmykcolor nd
+/AGMCORE_cyan_plate nd
+/AGMCORE_magenta_plate nd
+/AGMCORE_yellow_plate nd
+/AGMCORE_black_plate nd
+/AGMCORE_plate_ndx nd
+/AGMCORE_get_ink_data nd
+/AGMCORE_is_cmyk_sep nd
+/AGMCORE_host_sep nd
+/AGMCORE_will_host_sep nd
+/AGMCORE_avoid_L2_sep_space nd
+/AGMCORE_distilling nd
+/AGMCORE_composite_job nd
+/AGMCORE_producing_seps nd
+/AGMCORE_ps_level -1 def
+/AGMCORE_ps_version -1 def
+/AGMCORE_environ_ok nd
+/AGMCORE_CSA_cache 0 dict def
+/AGMCORE_CSD_cache 0 dict def
+/AGMCORE_pattern_cache 0 dict def
+/AGMCORE_currentoverprint false def
+/AGMCORE_deltaX nd
+/AGMCORE_deltaY nd
+/AGMCORE_name nd
+/AGMCORE_sep_special nd
+/AGMCORE_err_strings 4 dict def
+/AGMCORE_cur_err nd
+/AGMCORE_ovp nd
+/AGMCORE_current_spot_alias false def
+/AGMCORE_inverting false def
+/AGMCORE_feature_dictCount nd
+/AGMCORE_feature_opCount nd
+/AGMCORE_feature_ctm nd
+/AGMCORE_ConvertToProcess false def
+/AGMCORE_Default_CTM matrix def
+/knockout_unitsq nd
+/AGMCORE_CRD_cache where{
+ pop
+}{
+ /AGMCORE_CRD_cache 0 dict def
+}ifelse
+/AGMCORE_key_known
+{
+ where{
+ /Adobe_AGM_Core_Id known
+ }{
+ false
+ }ifelse
+}ndf
+/flushinput
+{
+ save
+ /CompareBuffer 3 -1 roll def
+ /readbuffer 256 string def
+ mark
+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
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+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
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+%%EndPageComments
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+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
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+%%Trailer
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+ AGMUTIL_GSTATE_lj setlinejoin
+ AGMUTIL_GSTATE_ml setmiterlimit
+ AGMUTIL_GSTATE_da AGMUTIL_GSTATE_do setdash
+ AGMUTIL_GSTATE_sa setstrokeadjust
+
+ AGMUTIL_GSTATE_clr_rnd setcolorrendering
+ AGMUTIL_GSTATE_op setoverprint
+ AGMUTIL_GSTATE_bg cvx setblackgeneration
+ AGMUTIL_GSTATE_ucr cvx setundercolorremoval
+ AGMUTIL_GSTATE_r_xfer cvx AGMUTIL_GSTATE_g_xfer cvx AGMUTIL_GSTATE_b_xfer cvx
+ AGMUTIL_GSTATE_gy_xfer cvx setcolortransfer
+
+ AGMUTIL_GSTATE_ht /HalftoneType get dup 9 eq exch 100 eq or
+ {
+ currenthalftone /HalftoneType get AGMUTIL_GSTATE_ht /HalftoneType get ne
+ {
+ mark AGMUTIL_GSTATE_ht {sethalftone} stopped cleartomark
+ } if
+ }{
+ AGMUTIL_GSTATE_ht sethalftone
+ } ifelse
+
+ AGMUTIL_GSTATE_flt setflat
+ end
+}def
+/AGMUTIL_str256 256 string def
+/AGMUTIL_src256 256 string def
+/AGMUTIL_dst64 64 string def
+/AGMUTIL_srcLen nd
+/AGMUTIL_ndx nd
+/rdline
+{
+ currentfile AGMUTIL_str256 readline pop
+} bdf
+/rdcmntline
+{
+ currentfile AGMUTIL_str256 readline pop
+ (%) anchorsearch {pop} if
+} bdf
+/filter_cmyk
+{
+ dup type /filetype ne{
+ 0 () /SubFileDecode filter
+ }if
+ [
+ exch
+ {
+ AGMUTIL_src256 readstring pop
+ dup length /AGMUTIL_srcLen exch def
+ /AGMUTIL_ndx 0 def
+
+ AGMCORE_plate_ndx 4 AGMUTIL_srcLen 1 sub{
+ 1 index exch get
+ AGMUTIL_dst64 AGMUTIL_ndx 3 -1 roll put
+ /AGMUTIL_ndx AGMUTIL_ndx 1 add def
+ }for
+ pop
+ AGMUTIL_dst64 0 AGMUTIL_ndx getinterval
+ }
+ bind
+ /exec cvx
+ ] cvx
+} bdf
+/AGMUTIL_imagefile nd
+/AGMUTIL_imbuf nd
+/read_image_file
+{
+ AGMUTIL_imagefile 0 setfileposition
+ dup /DataSource {AGMUTIL_imagefile AGMUTIL_imbuf readstring pop} put
+ exch
+ load exec
+}def
+/write_image_file
+{
+ begin
+ { (AGMUTIL_imagefile) (w+) file } stopped{
+ false
+ }{
+ Adobe_AGM_Utils/AGMUTIL_imagefile xddf
+ Adobe_AGM_Utils/AGMUTIL_imbuf Width BitsPerComponent mul 7 add 8 idiv string ddf
+ 1 1 Height {
+ pop
+ DataSource dup type /filetype eq{
+ AGMUTIL_imbuf readstring pop
+ }{
+ exec
+ } ifelse
+ AGMUTIL_imagefile exch writestring
+ }for
+ true
+ }ifelse
+ end
+}def
+/close_image_file
+{
+ AGMUTIL_imagefile closefile (AGMUTIL_imagefile) deletefile
+}def
+/consumeimagedata
+{
+ begin
+ currentdict /MultipleDataSources known not
+ {/MultipleDataSources false def} if
+ MultipleDataSources
+ {
+ 1 dict begin
+ /flushbuffer Width cvi string def
+ 1 1 Height cvi
+ {
+ pop
+ 0 1 DataSource length 1 sub
+ {
+ DataSource exch get
+ dup type dup
+ /filetype eq
+ {
+ exch flushbuffer readstring pop pop
+ }if
+ /arraytype eq
+ {
+ exec pop
+ }if
+ }for
+ }for
+ end
+ }
+ {
+ /DataSource load type dup
+ /filetype eq
+ {
+ 1 dict begin
+ /flushbuffer Width Decode length 2 div mul cvi string def
+ 1 1 Height { pop DataSource flushbuffer readstring pop pop} for
+ end
+ }if
+ /arraytype eq
+ {
+ 1 1 Height { pop DataSource pop } for
+ }if
+ }ifelse
+ end
+}bdf
+/addprocs
+{
+ 2{/exec load}repeat
+ 3 1 roll
+ [ 5 1 roll ] bind cvx
+}def
+/modify_halftone_xfer
+{
+ currenthalftone dup length dict copy begin
+ currentdict 2 index known{
+ 1 index load dup length dict copy begin
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end def
+ currentdict end sethalftone
+ }{
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end sethalftone
+ pop
+ }ifelse
+}def
+/doc_setup{
+ Adobe_AGM_Utils begin
+}bdf
+/doc_trailer{
+ currentdict Adobe_AGM_Utils eq{
+ end
+ }if
+}bdf
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_AGM_Core 2.0 0
+%%Version: 2.0 0
+%%Copyright: Copyright (C) 1997-1999 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Core 205 dict dup begin put
+/nd{
+ null def
+}bind def
+/Adobe_AGM_Core_Id /Adobe_AGM_Core_2.0_0 def
+/AGMCORE_str256 256 string def
+/AGMCORE_src256 256 string def
+/AGMCORE_save nd
+/AGMCORE_graphicsave nd
+/AGMCORE_c 0 def
+/AGMCORE_m 0 def
+/AGMCORE_y 0 def
+/AGMCORE_k 0 def
+/AGMCORE_cmykbuf 4 array def
+/AGMCORE_screen [currentscreen] cvx def
+/AGMCORE_tmp 0 def
+/AGMCORE_&setgray nd
+/AGMCORE_&setcolor nd
+/AGMCORE_&setcolorspace nd
+/AGMCORE_&setcmykcolor nd
+/AGMCORE_cyan_plate nd
+/AGMCORE_magenta_plate nd
+/AGMCORE_yellow_plate nd
+/AGMCORE_black_plate nd
+/AGMCORE_plate_ndx nd
+/AGMCORE_get_ink_data nd
+/AGMCORE_is_cmyk_sep nd
+/AGMCORE_host_sep nd
+/AGMCORE_will_host_sep nd
+/AGMCORE_avoid_L2_sep_space nd
+/AGMCORE_distilling nd
+/AGMCORE_composite_job nd
+/AGMCORE_producing_seps nd
+/AGMCORE_ps_level -1 def
+/AGMCORE_ps_version -1 def
+/AGMCORE_environ_ok nd
+/AGMCORE_CSA_cache 0 dict def
+/AGMCORE_CSD_cache 0 dict def
+/AGMCORE_pattern_cache 0 dict def
+/AGMCORE_currentoverprint false def
+/AGMCORE_deltaX nd
+/AGMCORE_deltaY nd
+/AGMCORE_name nd
+/AGMCORE_sep_special nd
+/AGMCORE_err_strings 4 dict def
+/AGMCORE_cur_err nd
+/AGMCORE_ovp nd
+/AGMCORE_current_spot_alias false def
+/AGMCORE_inverting false def
+/AGMCORE_feature_dictCount nd
+/AGMCORE_feature_opCount nd
+/AGMCORE_feature_ctm nd
+/AGMCORE_ConvertToProcess false def
+/AGMCORE_Default_CTM matrix def
+/knockout_unitsq nd
+/AGMCORE_CRD_cache where{
+ pop
+}{
+ /AGMCORE_CRD_cache 0 dict def
+}ifelse
+/AGMCORE_key_known
+{
+ where{
+ /Adobe_AGM_Core_Id known
+ }{
+ false
+ }ifelse
+}ndf
+/flushinput
+{
+ save
+ /CompareBuffer 3 -1 roll def
+ /readbuffer 256 string def
+ mark
+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
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+ {
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+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
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+ }
+ addprocs
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+ end
+ } def
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+ {
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+
+ {
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+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
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+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
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+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
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+ currentdict imageormask
+ }{
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+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
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+ }{
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+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
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+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
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+
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+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
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+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
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+ {
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+ begin
+ currentdict
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+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
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+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
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+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
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+ begin
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+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
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+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/space
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+/colon
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+06da> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 32 /space put
+dup 58 /colon put
+dup 99 /c put
+dup 100 /d put
+dup 101 /e put
+dup 103 /g put
+dup 105 /i put
+dup 110 /n put
+dup 111 /o put
+dup 114 /r put
+dup 115 /s put
+dup 116 /t put
+dup 117 /u put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
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+/B /.notdef /D /E /F /G /.notdef /I
+2{/.notdef}repeat /L /M /N /O /P /.notdef /R
+/.notdef /T 14{/.notdef}repeat /c /d /e /.notdef /g
+/.notdef /i 4{/.notdef}repeat /n /o 2{/.notdef}repeat /r /s
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+] /Helvetica nfnt
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+0 33.738 mov
+(consensus structure:) sh
+231 33.738 mov
+(guide tree:) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
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+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
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+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
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+def
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+def
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+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 add def} repeat pop
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+ AGMUTIL_GSTATE_flt setflat
+ end
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+{
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+ AGMUTIL_imagefile closefile (AGMUTIL_imagefile) deletefile
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+}bdf
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+ 3 1 roll
+ [ 5 1 roll ] bind cvx
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+ addprocs /TransferFunction xdf
+ currentdict end def
+ currentdict end sethalftone
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+ pop
+ }ifelse
+}def
+/doc_setup{
+ Adobe_AGM_Utils begin
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+}bdf
+systemdict /setpacking known
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+%%EndResource
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+userdict /Adobe_AGM_Core 205 dict dup begin put
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+/AGMCORE_feature_opCount nd
+/AGMCORE_feature_ctm nd
+/AGMCORE_ConvertToProcess false def
+/AGMCORE_Default_CTM matrix def
+/knockout_unitsq nd
+/AGMCORE_CRD_cache where{
+ pop
+}{
+ /AGMCORE_CRD_cache 0 dict def
+}ifelse
+/AGMCORE_key_known
+{
+ where{
+ /Adobe_AGM_Core_Id known
+ }{
+ false
+ }ifelse
+}ndf
+/flushinput
+{
+ save
+ /CompareBuffer 3 -1 roll def
+ /readbuffer 256 string def
+ mark
+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: input_alignment.ai 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
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+0 0 0 1 cmyk
+f
+0 0 0 1 cmyk
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/seven
+<10bf31702094ca827fc7642099017663cef908cd301efa28ee1bfc120575
+9bf89f8b49c3c14274> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 55 /seven put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+32{/.notdef}repeat /space 12{/.notdef}repeat /hyphen /period /.notdef /zero /one
+/two 2{/.notdef}repeat /five /.notdef /seven /eight /.notdef /colon
+/.notdef /less /.notdef /greater 2{/.notdef}repeat /A /.notdef /C
+3{/.notdef}repeat /G 13{/.notdef}repeat /U 5{/.notdef}repeat /bracketleft /.notdef /bracketright
+/.notdef /underscore /.notdef /a /.notdef /c /.notdef /e
+/.notdef /g /h /i 2{/.notdef}repeat /l /m /n
+/o /p /.notdef /r /s /t /u 2{/.notdef}repeat
+/x 135{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [12 0 0 -12 0 0 ]mfnt sfnt
+407.002 20.4819 mov
+(U) sh
+413.002 9.73193 mov
+(U) sh
+425.502 9.73193 mov
+(C) sh
+431.666 20.4819 mov
+(G) sh
+435.002 69.2319 mov
+(U) sh
+404.332 68.2319 mov
+(A) sh
+396.332 77.2319 mov
+(A) sh
+/Helvetica*1 findfont [6 0 0 -6 0 0 ]mfnt sfnt
+391.169 79.9961 mov
+(2) sh
+406.669 49.9961 mov
+(5) sh
+439.971 23.3203 mov
+(10) sh
+441.971 61.3203 mov
+(15) sh
+465.971 99.8203 mov
+(25) sh
+439.471 99.3203 mov
+(27) sh
+487.669 65.4961 mov
+(21) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
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+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: parsetrees.pdf 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
+Adobe_AGM_Core/AGMCORE_save save ddf
+1 -1 scale 0 -191.906 translate
+[1 0 0 1 0 0 ] concat
+mark
+/0
+[/DeviceGray] add_csa
+/CSA /0
+/1
+[/DeviceCMYK] add_csa
+/CSA /1
+/2
+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
+800 path_rez
+% page clip
+gsave
+newpath
+gsave % PSGState
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+/M 2{/.notdef}repeat /P /.notdef /R /S /.notdef /U
+11{/.notdef}repeat /a /.notdef /c /.notdef /e 2{/.notdef}repeat /h
+4{/.notdef}repeat /m /n /o 2{/.notdef}repeat /r /s /.notdef
+/u 138{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [12 0 0 -12 0 0 ]mfnt sfnt
+0 9.73193 mov
+(human:) sh
+174 9.73193 mov
+(mouse:) sh
+349 9.73193 mov
+(orc:) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
+%!PS-Adobe-3.0 EPSF-3.0
+%%Creator: Adobe Illustrator(R) 10.0
+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (parsetrees.eps)
+%%CreationDate: 3/26/03 11:01 AM
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200.898 246.324 200.169 245.565 199.656 244.566 c
199.144 243.567 198.887 242.396 198.887 241.054 c
198.887 239.823 199.114 238.672 199.568 237.599 c
200.022 236.526 200.685 235.707 201.555 235.142 c
202.425 234.576 203.554 234.293 204.943 234.293 c
206.285 234.293 207.42 234.661 208.349 235.396 c
209.277 236.131 209.92 237.198 210.278 238.599 c
208.575 239.029 l
208.34 237.944 207.893 237.125 207.231 236.574 c
h
S
BT
/TT0 1 Tf
18 0 0 18 222.4956 234.5117 Tm
(G)Tj
ET
233.699 239.559 m
233.699 237.15 l
233.335 236.826 232.803 236.521 232.1 236.236 c
231.397 235.951 230.677 235.809 229.939 235.809 c
229.09 235.809 228.288 235.997 227.533 236.373 c
226.777 236.749 226.202 237.325 225.807 238.102 c
225.412 238.877 225.214 239.841 225.214 240.993 c
225.214 241.928 225.378 242.795 225.706 243.594 c
225.899 244.059 226.17 244.484 226.519 244.872 c
226.867 245.26 227.325 245.573 227.893 245.812 c
228.461 246.049 229.134 246.168 229.913 246.168 c
230.563 246.168 231.154 246.055 231.687 245.828 c
232.22 245.602 232.63 245.3 232.917 244.924 c
233.204 244.547 233.444 244.029 233.637 243.372 c
235.177 243.794 l
234.954 244.662 234.629 245.365 234.201 245.905 c
233.773 246.445 233.183 246.866 232.429 247.168 c
231.676 247.471 230.833 247.621 229.902 247.621 c
228.618 247.621 227.484 247.357 226.5 246.83 c
225.515 246.303 224.76 245.495 224.235 244.408 c
223.711 243.32 223.449 242.15 223.449 240.896 c
223.449 239.63 223.712 238.484 224.24 237.458 c
224.767 236.433 225.548 235.648 226.583 235.106 c
227.617 234.564 228.768 234.293 230.034 234.293 c
230.972 234.293 231.886 234.462 232.777 234.798 c
233.667 235.134 234.532 235.636 235.371 236.303 c
235.371 241.074 l
229.917 241.074 l
229.917 239.559 l
233.699 239.559 l
h
S
BT
/TT0 1 Tf
18 0 0 18 197.9966 170.5117 Tm
(C)Tj
ET
207.231 172.574 m
206.569 172.022 205.761 171.746 204.807 171.746 c
204.022 171.746 203.293 171.949 202.62 172.354 c
201.947 172.759 201.45 173.37 201.131 174.189 c
200.812 175.008 200.653 175.966 200.653 177.063 c
200.653 177.914 200.788 178.739 201.057 179.541 c
201.327 180.342 201.794 180.979 202.459 181.455 c
203.124 181.931 203.952 182.168 204.942 182.168 c
205.803 182.168 206.518 181.954 207.086 181.525 c
207.655 181.098 208.088 180.414 208.387 179.475 c
210.059 179.871 l
209.713 181.06 209.101 181.981 208.222 182.638 c
207.343 183.293 206.259 183.621 204.97 183.621 c
203.833 183.621 202.791 183.362 201.845 182.844 c
200.898 182.324 200.169 181.565 199.656 180.566 c
199.144 179.567 198.887 178.396 198.887 177.054 c
198.887 175.823 199.114 174.672 199.568 173.599 c
200.022 172.526 200.685 171.707 201.555 171.142 c
202.425 170.576 203.554 170.293 204.943 170.293 c
206.285 170.293 207.42 170.661 208.349 171.396 c
209.277 172.131 209.92 173.198 210.278 174.599 c
208.575 175.029 l
208.34 173.944 207.893 173.125 207.231 172.574 c
h
S
BT
/TT0 1 Tf
18 0 0 18 222.4956 170.5117 Tm
(G)Tj
ET
233.699 175.559 m
233.699 173.15 l
233.335 172.826 232.803 172.521 232.1 172.236 c
231.397 171.951 230.677 171.809 229.939 171.809 c
229.09 171.809 228.288 171.997 227.533 172.373 c
226.777 172.749 226.202 173.325 225.807 174.102 c
225.412 174.877 225.214 175.841 225.214 176.993 c
225.214 177.928 225.378 178.795 225.706 179.594 c
225.899 180.059 226.17 180.484 226.519 180.872 c
226.867 181.26 227.325 181.573 227.893 181.812 c
228.461 182.049 229.134 182.168 229.913 182.168 c
230.563 182.168 231.154 182.055 231.687 181.828 c
232.22 181.602 232.63 181.3 232.917 180.924 c
233.204 180.547 233.444 180.029 233.637 179.372 c
235.177 179.794 l
234.954 180.662 234.629 181.365 234.201 181.905 c
233.773 182.445 233.183 182.866 232.429 183.168 c
231.676 183.471 230.833 183.621 229.902 183.621 c
228.618 183.621 227.484 183.357 226.5 182.83 c
225.515 182.303 224.76 181.495 224.235 180.408 c
223.711 179.32 223.449 178.15 223.449 176.896 c
223.449 175.63 223.712 174.484 224.24 173.458 c
224.767 172.433 225.548 171.648 226.583 171.106 c
227.617 170.564 228.768 170.293 230.034 170.293 c
230.972 170.293 231.886 170.462 232.777 170.798 c
233.667 171.134 234.532 171.636 235.371 172.303 c
235.371 177.074 l
229.917 177.074 l
229.917 175.559 l
233.699 175.559 l
h
S
BT
/TT0 1 Tf
18 0 0 18 198.9897 154.5117 Tm
(A)Tj
ET
200.771 154.512 m
202.182 158.418 l
207.599 158.418 l
209.083 154.512 l
211.025 154.512 l
205.771 167.402 l
203.923 167.402 l
198.968 154.512 l
200.771 154.512 l
h
204.097 163.582 m
204.392 164.397 204.625 165.224 204.794 166.059 c
205 165.354 205.305 164.459 205.708 163.373 c
207.066 159.809 l
202.667 159.809 l
204.097 163.582 l
h
S
BT
/TT0 1 Tf
18 0 0 18 198.9897 122.5117 Tm
(A)Tj
ET
200.771 122.512 m
202.182 126.418 l
207.599 126.418 l
209.083 122.512 l
211.025 122.512 l
205.771 135.402 l
203.923 135.402 l
198.968 122.512 l
200.771 122.512 l
h
204.097 131.582 m
204.392 132.397 204.625 133.224 204.794 134.059 c
205 133.354 205.305 132.459 205.708 131.373 c
207.066 127.809 l
202.667 127.809 l
204.097 131.582 l
h
S
BT
/TT0 1 Tf
18 0 0 18 222.9966 122.5117 Tm
(U)Tj
ET
232.84 127.96 m
232.84 126.341 232.574 125.247 232.041 124.678 c
231.508 124.109 230.615 123.824 229.362 123.824 c
228.63 123.824 228.011 123.968 227.505 124.256 c
226.998 124.543 226.641 124.952 226.433 125.483 c
226.225 126.014 226.122 126.839 226.122 127.96 c
226.122 135.402 l
224.418 135.402 l
224.418 127.956 l
224.418 126.59 224.582 125.513 224.91 124.725 c
225.238 123.936 225.785 123.334 226.552 122.918 c
227.319 122.502 228.306 122.293 229.512 122.293 c
230.752 122.293 231.755 122.532 232.519 123.01 c
233.283 123.487 233.812 124.107 234.104 124.869 c
234.397 125.632 234.543 126.66 234.543 127.956 c
234.543 135.402 l
232.84 135.402 l
232.84 127.96 l
h
S
BT
/TT0 1 Tf
18 0 0 18 149.9966 74.5117 Tm
(U)Tj
ET
159.84 79.96 m
159.84 78.341 159.574 77.247 159.041 76.678 c
158.508 76.109 157.615 75.824 156.362 75.824 c
155.63 75.824 155.011 75.968 154.505 76.256 c
153.998 76.543 153.641 76.952 153.433 77.483 c
153.225 78.014 153.122 78.839 153.122 79.96 c
153.122 87.402 l
151.418 87.402 l
151.418 79.956 l
151.418 78.59 151.582 77.513 151.91 76.725 c
152.238 75.936 152.785 75.334 153.552 74.918 c
154.319 74.502 155.306 74.293 156.512 74.293 c
157.752 74.293 158.755 74.532 159.519 75.01 c
160.283 75.487 160.812 76.107 161.104 76.869 c
161.397 77.632 161.543 78.66 161.543 79.956 c
161.543 87.402 l
159.84 87.402 l
159.84 79.96 l
h
S
BT
/TT0 1 Tf
18 0 0 18 150.9897 47.5117 Tm
(A)Tj
ET
152.771 47.512 m
154.182 51.418 l
159.599 51.418 l
161.083 47.512 l
163.025 47.512 l
157.771 60.402 l
155.923 60.402 l
150.968 47.512 l
152.771 47.512 l
h
156.097 56.582 m
156.392 57.397 156.625 58.224 156.794 59.059 c
157 58.354 157.305 57.459 157.708 56.373 c
159.066 52.809 l
154.667 52.809 l
156.097 56.582 l
h
S
BT
/TT0 1 Tf
18 0 0 18 133.9966 74.5117 Tm
(C)Tj
ET
143.231 76.574 m
142.569 76.022 141.761 75.746 140.807 75.746 c
140.022 75.746 139.293 75.949 138.62 76.354 c
137.947 76.759 137.45 77.37 137.131 78.189 c
136.812 79.008 136.653 79.966 136.653 81.063 c
136.653 81.914 136.788 82.739 137.057 83.541 c
137.327 84.342 137.794 84.979 138.459 85.455 c
139.124 85.931 139.952 86.168 140.942 86.168 c
141.803 86.168 142.518 85.954 143.086 85.525 c
143.655 85.098 144.088 84.414 144.387 83.475 c
146.059 83.871 l
145.713 85.06 145.101 85.981 144.222 86.638 c
143.343 87.293 142.259 87.621 140.97 87.621 c
139.833 87.621 138.791 87.362 137.845 86.844 c
136.898 86.324 136.169 85.565 135.656 84.566 c
135.144 83.567 134.887 82.396 134.887 81.054 c
134.887 79.823 135.114 78.672 135.568 77.599 c
136.022 76.526 136.685 75.707 137.555 75.142 c
138.425 74.576 139.554 74.293 140.943 74.293 c
142.285 74.293 143.42 74.661 144.349 75.396 c
145.277 76.131 145.92 77.198 146.278 78.599 c
144.575 79.029 l
144.34 77.944 143.893 77.125 143.231 76.574 c
h
S
BT
/TT0 1 Tf
18 0 0 18 133.4956 47.5117 Tm
(G)Tj
ET
144.699 52.559 m
144.699 50.15 l
144.335 49.826 143.803 49.521 143.1 49.236 c
142.397 48.951 141.677 48.809 140.939 48.809 c
140.09 48.809 139.288 48.997 138.533 49.373 c
137.777 49.749 137.202 50.325 136.807 51.102 c
136.412 51.877 136.214 52.841 136.214 53.993 c
136.214 54.928 136.378 55.795 136.706 56.594 c
136.899 57.059 137.17 57.484 137.519 57.872 c
137.867 58.26 138.325 58.573 138.893 58.812 c
139.461 59.049 140.134 59.168 140.913 59.168 c
141.563 59.168 142.154 59.055 142.687 58.828 c
143.22 58.602 143.63 58.3 143.917 57.924 c
144.204 57.547 144.444 57.029 144.637 56.372 c
146.177 56.794 l
145.954 57.662 145.629 58.365 145.201 58.905 c
144.773 59.445 144.183 59.866 143.429 60.168 c
142.676 60.471 141.833 60.621 140.902 60.621 c
139.618 60.621 138.484 60.357 137.5 59.83 c
136.515 59.303 135.76 58.495 135.235 57.408 c
134.711 56.32 134.449 55.15 134.449 53.896 c
134.449 52.63 134.712 51.484 135.24 50.458 c
135.767 49.433 136.548 48.648 137.583 48.106 c
138.617 47.564 139.768 47.293 141.034 47.293 c
141.972 47.293 142.886 47.462 143.777 47.798 c
144.667 48.134 145.532 48.636 146.371 49.303 c
146.371 54.074 l
140.917 54.074 l
140.917 52.559 l
144.699 52.559 l
h
S
BT
/TT0 1 Tf
18 0 0 18 70.9897 74.5117 Tm
(A)Tj
ET
72.771 74.512 m
74.182 78.418 l
79.599 78.418 l
81.083 74.512 l
83.025 74.512 l
77.771 87.402 l
75.923 87.402 l
70.968 74.512 l
72.771 74.512 l
h
76.097 83.582 m
76.392 84.397 76.625 85.224 76.794 86.059 c
77 85.354 77.305 84.459 77.708 83.373 c
79.066 79.809 l
74.667 79.809 l
76.097 83.582 l
h
S
BT
/TT0 1 Tf
18 0 0 18 69.9966 47.5117 Tm
(U)Tj
ET
79.84 52.96 m
79.84 51.341 79.574 50.247 79.041 49.678 c
78.508 49.109 77.615 48.824 76.362 48.824 c
75.63 48.824 75.011 48.968 74.505 49.256 c
73.998 49.543 73.641 49.952 73.433 50.483 c
73.225 51.014 73.122 51.839 73.122 52.96 c
73.122 60.402 l
71.418 60.402 l
71.418 52.956 l
71.418 51.59 71.582 50.513 71.91 49.725 c
72.238 48.936 72.785 48.334 73.552 47.918 c
74.319 47.502 75.306 47.293 76.512 47.293 c
77.752 47.293 78.755 47.532 79.519 48.01 c
80.283 48.487 80.812 49.107 81.104 49.869 c
81.397 50.632 81.543 51.66 81.543 52.956 c
81.543 60.402 l
79.84 60.402 l
79.84 52.96 l
h
S
BT
/TT0 1 Tf
18 0 0 18 277.0249 74.5117 Tm
(C)Tj
ET
286.259 76.574 m
285.598 76.022 284.79 75.746 283.835 75.746 c
283.05 75.746 282.322 75.949 281.648 76.354 c
280.975 76.759 280.479 77.37 280.16 78.189 c
279.84 79.008 279.681 79.966 279.681 81.063 c
279.681 81.914 279.816 82.739 280.085 83.541 c
280.355 84.342 280.822 84.979 281.487 85.455 c
282.152 85.931 282.98 86.168 283.97 86.168 c
284.832 86.168 285.546 85.954 286.115 85.525 c
286.683 85.098 287.117 84.414 287.416 83.475 c
289.087 83.871 l
288.742 85.06 288.129 85.981 287.25 86.638 c
286.371 87.293 285.287 87.621 283.998 87.621 c
282.861 87.621 281.819 87.362 280.873 86.844 c
279.927 86.324 279.197 85.565 278.685 84.566 c
278.172 83.567 277.916 82.396 277.916 81.054 c
277.916 79.823 278.143 78.672 278.597 77.599 c
279.051 76.526 279.713 75.707 280.583 75.142 c
281.453 74.576 282.583 74.293 283.971 74.293 c
285.313 74.293 286.448 74.661 287.377 75.396 c
288.306 76.131 288.949 77.198 289.306 78.599 c
287.603 79.029 l
287.369 77.944 286.921 77.125 286.259 76.574 c
h
S
BT
/TT0 1 Tf
18 0 0 18 276.5239 47.5117 Tm
(G)Tj
ET
287.727 52.559 m
287.727 50.15 l
287.364 49.826 286.831 49.521 286.128 49.236 c
285.426 48.951 284.706 48.809 283.968 48.809 c
283.119 48.809 282.316 48.997 281.561 49.373 c
280.806 49.749 280.23 50.325 279.835 51.102 c
279.44 51.877 279.243 52.841 279.243 53.993 c
279.243 54.928 279.406 55.795 279.734 56.594 c
279.928 57.059 280.198 57.484 280.547 57.872 c
280.895 58.26 281.354 58.573 281.921 58.812 c
282.489 59.049 283.163 59.168 283.941 59.168 c
284.591 59.168 285.183 59.055 285.715 58.828 c
286.248 58.602 286.658 58.3 286.945 57.924 c
287.232 57.547 287.472 57.029 287.666 56.372 c
289.205 56.794 l
288.982 57.662 288.657 58.365 288.229 58.905 c
287.801 59.445 287.211 59.866 286.458 60.168 c
285.705 60.471 284.862 60.621 283.93 60.621 c
282.646 60.621 281.512 60.357 280.528 59.83 c
279.543 59.303 278.788 58.495 278.264 57.408 c
277.739 56.32 277.477 55.15 277.477 53.896 c
277.477 52.63 277.741 51.484 278.268 50.458 c
278.795 49.433 279.577 48.648 280.611 48.106 c
281.646 47.564 282.796 47.293 284.062 47.293 c
285 47.293 285.914 47.462 286.805 47.798 c
287.696 48.134 288.561 48.636 289.399 49.303 c
289.399 54.074 l
283.946 54.074 l
283.946 52.559 l
287.727 52.559 l
h
S
BT
/TT0 1 Tf
18 0 0 18 291.9956 74.5117 Tm
(U)Tj
ET
301.839 79.96 m
301.839 78.341 301.573 77.247 301.04 76.678 c
300.507 76.109 299.614 75.824 298.361 75.824 c
297.629 75.824 297.01 75.968 296.504 76.256 c
295.997 76.543 295.64 76.952 295.432 77.483 c
295.224 78.014 295.121 78.839 295.121 79.96 c
295.121 87.402 l
293.417 87.402 l
293.417 79.956 l
293.417 78.59 293.581 77.513 293.909 76.725 c
294.237 75.936 294.784 75.334 295.551 74.918 c
296.318 74.502 297.305 74.293 298.511 74.293 c
299.751 74.293 300.754 74.532 301.518 75.01 c
302.282 75.487 302.811 76.107 303.103 76.869 c
303.396 77.632 303.542 78.66 303.542 79.956 c
303.542 87.402 l
301.839 87.402 l
301.839 79.96 l
h
S
BT
/TT0 1 Tf
18 0 0 18 292.9888 47.5117 Tm
(A)Tj
ET
294.77 47.512 m
296.181 51.418 l
301.598 51.418 l
303.083 47.512 l
305.024 47.512 l
299.77 60.402 l
297.922 60.402 l
292.967 47.512 l
294.77 47.512 l
h
298.096 56.582 m
298.391 57.397 298.624 58.224 298.793 59.059 c
299 58.354 299.304 57.459 299.708 56.373 c
301.065 52.809 l
296.666 52.809 l
298.096 56.582 l
h
S
BT
/TT0 1 Tf
18 0 0 18 307.9956 74.5117 Tm
(U)Tj
ET
317.839 79.96 m
317.839 78.341 317.573 77.247 317.04 76.678 c
316.507 76.109 315.614 75.824 314.361 75.824 c
313.629 75.824 313.01 75.968 312.504 76.256 c
311.997 76.543 311.64 76.952 311.432 77.483 c
311.224 78.014 311.121 78.839 311.121 79.96 c
311.121 87.402 l
309.417 87.402 l
309.417 79.956 l
309.417 78.59 309.581 77.513 309.909 76.725 c
310.237 75.936 310.784 75.334 311.551 74.918 c
312.318 74.502 313.305 74.293 314.511 74.293 c
315.751 74.293 316.754 74.532 317.518 75.01 c
318.282 75.487 318.811 76.107 319.103 76.869 c
319.396 77.632 319.542 78.66 319.542 79.956 c
319.542 87.402 l
317.839 87.402 l
317.839 79.96 l
h
S
BT
/TT0 1 Tf
18 0 0 18 308.9888 47.5117 Tm
(A)Tj
ET
310.77 47.512 m
312.181 51.418 l
317.598 51.418 l
319.083 47.512 l
321.024 47.512 l
315.77 60.402 l
313.922 60.402 l
308.967 47.512 l
310.77 47.512 l
h
314.096 56.582 m
314.391 57.397 314.624 58.224 314.793 59.059 c
315 58.354 315.304 57.459 315.708 56.373 c
317.065 52.809 l
312.666 52.809 l
314.096 56.582 l
h
S
BT
/TT0 1 Tf
18 0 0 18 324.5239 74.5117 Tm
(G)Tj
ET
335.727 79.559 m
335.727 77.15 l
335.364 76.826 334.831 76.521 334.128 76.236 c
333.426 75.951 332.706 75.809 331.968 75.809 c
331.119 75.809 330.316 75.997 329.561 76.373 c
328.806 76.749 328.23 77.325 327.835 78.102 c
327.44 78.877 327.243 79.841 327.243 80.993 c
327.243 81.928 327.406 82.795 327.734 83.594 c
327.928 84.059 328.198 84.484 328.547 84.872 c
328.895 85.26 329.354 85.573 329.921 85.812 c
330.489 86.049 331.163 86.168 331.941 86.168 c
332.591 86.168 333.183 86.055 333.715 85.828 c
334.248 85.602 334.658 85.3 334.945 84.924 c
335.232 84.547 335.472 84.029 335.666 83.372 c
337.205 83.794 l
336.982 84.662 336.657 85.365 336.229 85.905 c
335.801 86.445 335.211 86.866 334.458 87.168 c
333.705 87.471 332.862 87.621 331.93 87.621 c
330.646 87.621 329.512 87.357 328.528 86.83 c
327.543 86.303 326.788 85.495 326.264 84.408 c
325.739 83.32 325.477 82.15 325.477 80.896 c
325.477 79.63 325.741 78.484 326.268 77.458 c
326.795 76.433 327.577 75.648 328.611 75.106 c
329.646 74.564 330.796 74.293 332.062 74.293 c
333 74.293 333.914 74.462 334.805 74.798 c
335.696 75.134 336.561 75.636 337.399 76.303 c
337.399 81.074 l
331.946 81.074 l
331.946 79.559 l
335.727 79.559 l
h
S
BT
/TT0 1 Tf
18 0 0 18 325.0249 47.5117 Tm
(C)Tj
ET
334.259 49.574 m
333.598 49.022 332.79 48.746 331.835 48.746 c
331.05 48.746 330.322 48.949 329.648 49.354 c
328.975 49.759 328.479 50.37 328.16 51.189 c
327.84 52.008 327.681 52.966 327.681 54.063 c
327.681 54.914 327.816 55.739 328.085 56.541 c
328.355 57.342 328.822 57.979 329.487 58.455 c
330.152 58.931 330.98 59.168 331.97 59.168 c
332.832 59.168 333.546 58.954 334.115 58.525 c
334.683 58.098 335.117 57.414 335.416 56.475 c
337.087 56.871 l
336.742 58.06 336.129 58.981 335.25 59.638 c
334.371 60.293 333.287 60.621 331.998 60.621 c
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/TT0 1 Tf
18 0 0 18 41.4956 49.8574 Tm
(G)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 25.4956 49.8574 Tm
(G)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 13.9966 55.5146 Tm
(U)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 53.9966 57.5146 Tm
(C)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 261.4946 92.5146 Tm
(G)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 249.9888 105.5146 Tm
(A)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 235.9956 119.5146 Tm
(C)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 260.9976 57.5146 Tm
(C)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 357.4897 84.5146 Tm
(u)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 386.9771 93.5146 Tm
(A)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 372.5249 91.5146 Tm
(a)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 400.4575 87.5146 Tm
(A)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 404.9976 70.5146 Tm
(U)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 371.9956 51.8574 Tm
(C)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 385.9956 49.8574 Tm
(C)Tj
ET
BT
/TT0 1 Tf
18 0 0 18 398.4966 55.5146 Tm
(G)Tj
ET
1 1 1 rg
BT
/TT0 1 Tf
18 0 0 18 197.9966 244.5146 Tm
(C)Tj
ET
0.137 0.122 0.125 RG
0.75 w 4 M 0 j 0 J []0 d
207.231 246.577 m
206.569 246.025 205.761 245.749 204.807 245.749 c
204.022 245.749 203.293 245.952 202.62 246.356 c
201.947 246.762 201.45 247.373 201.131 248.192 c
200.812 249.011 200.653 249.969 200.653 251.066 c
200.653 251.917 200.788 252.742 201.057 253.544 c
201.327 254.345 201.794 254.982 202.459 255.458 c
203.124 255.934 203.952 256.171 204.942 256.171 c
205.803 256.171 206.518 255.957 207.086 255.528 c
207.655 255.101 208.088 254.417 208.387 253.478 c
210.059 253.874 l
209.713 255.063 209.101 255.984 208.222 256.641 c
207.343 257.296 206.259 257.624 204.97 257.624 c
203.833 257.624 202.791 257.365 201.845 256.847 c
200.898 256.327 200.169 255.568 199.656 254.569 c
199.144 253.57 198.887 252.399 198.887 251.057 c
198.887 249.826 199.114 248.675 199.568 247.602 c
200.022 246.529 200.685 245.71 201.555 245.145 c
202.425 244.579 203.554 244.296 204.943 244.296 c
206.285 244.296 207.42 244.664 208.349 245.398 c
209.277 246.134 209.92 247.201 210.278 248.602 c
208.575 249.032 l
208.34 247.947 207.893 247.128 207.231 246.577 c
h
S
BT
/TT0 1 Tf
18 0 0 18 222.4956 244.5146 Tm
(G)Tj
ET
233.699 249.562 m
233.699 247.153 l
233.335 246.829 232.803 246.524 232.1 246.239 c
231.397 245.954 230.677 245.812 229.939 245.812 c
229.09 245.812 228.288 246 227.533 246.376 c
226.777 246.752 226.202 247.328 225.807 248.104 c
225.412 248.88 225.214 249.844 225.214 250.996 c
225.214 251.931 225.378 252.798 225.706 253.597 c
225.899 254.062 226.17 254.487 226.519 254.875 c
226.867 255.263 227.325 255.576 227.893 255.814 c
228.461 256.052 229.134 256.171 229.913 256.171 c
230.563 256.171 231.154 256.058 231.687 255.831 c
232.22 255.604 232.63 255.303 232.917 254.927 c
233.204 254.55 233.444 254.032 233.637 253.375 c
235.177 253.797 l
234.954 254.665 234.629 255.368 234.201 255.908 c
233.773 256.448 233.183 256.869 232.429 257.171 c
231.676 257.474 230.833 257.624 229.902 257.624 c
228.618 257.624 227.484 257.36 226.5 256.833 c
225.515 256.306 224.76 255.498 224.235 254.411 c
223.711 253.323 223.449 252.153 223.449 250.898 c
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224.767 246.436 225.548 245.651 226.583 245.109 c
227.617 244.567 228.768 244.296 230.034 244.296 c
230.972 244.296 231.886 244.465 232.777 244.801 c
233.667 245.137 234.532 245.639 235.371 246.306 c
235.371 251.077 l
229.917 251.077 l
229.917 249.562 l
233.699 249.562 l
h
S
BT
/TT0 1 Tf
18 0 0 18 197.9966 180.5146 Tm
(C)Tj
ET
207.231 182.577 m
206.569 182.025 205.761 181.749 204.807 181.749 c
204.022 181.749 203.293 181.952 202.62 182.356 c
201.947 182.762 201.45 183.373 201.131 184.192 c
200.812 185.011 200.653 185.969 200.653 187.066 c
200.653 187.917 200.788 188.742 201.057 189.544 c
201.327 190.345 201.794 190.982 202.459 191.458 c
203.124 191.934 203.952 192.171 204.942 192.171 c
205.803 192.171 206.518 191.957 207.086 191.528 c
207.655 191.101 208.088 190.417 208.387 189.478 c
210.059 189.874 l
209.713 191.063 209.101 191.984 208.222 192.641 c
207.343 193.296 206.259 193.624 204.97 193.624 c
203.833 193.624 202.791 193.365 201.845 192.847 c
200.898 192.327 200.169 191.568 199.656 190.569 c
199.144 189.57 198.887 188.399 198.887 187.057 c
198.887 185.826 199.114 184.675 199.568 183.602 c
200.022 182.529 200.685 181.71 201.555 181.145 c
202.425 180.579 203.554 180.296 204.943 180.296 c
206.285 180.296 207.42 180.664 208.349 181.398 c
209.277 182.134 209.92 183.201 210.278 184.602 c
208.575 185.032 l
208.34 183.947 207.893 183.128 207.231 182.577 c
h
S
BT
/TT0 1 Tf
18 0 0 18 222.4956 180.5146 Tm
(G)Tj
ET
233.699 185.562 m
233.699 183.153 l
233.335 182.829 232.803 182.524 232.1 182.239 c
231.397 181.954 230.677 181.812 229.939 181.812 c
229.09 181.812 228.288 182 227.533 182.376 c
226.777 182.752 226.202 183.328 225.807 184.104 c
225.412 184.88 225.214 185.844 225.214 186.996 c
225.214 187.931 225.378 188.798 225.706 189.597 c
225.899 190.062 226.17 190.487 226.519 190.875 c
226.867 191.263 227.325 191.576 227.893 191.814 c
228.461 192.052 229.134 192.171 229.913 192.171 c
230.563 192.171 231.154 192.058 231.687 191.831 c
232.22 191.604 232.63 191.303 232.917 190.927 c
233.204 190.55 233.444 190.032 233.637 189.375 c
235.177 189.797 l
234.954 190.665 234.629 191.368 234.201 191.908 c
233.773 192.448 233.183 192.869 232.429 193.171 c
231.676 193.474 230.833 193.624 229.902 193.624 c
228.618 193.624 227.484 193.36 226.5 192.833 c
225.515 192.306 224.76 191.498 224.235 190.411 c
223.711 189.323 223.449 188.153 223.449 186.898 c
223.449 185.633 223.712 184.487 224.24 183.461 c
224.767 182.436 225.548 181.651 226.583 181.109 c
227.617 180.567 228.768 180.296 230.034 180.296 c
230.972 180.296 231.886 180.465 232.777 180.801 c
233.667 181.137 234.532 181.639 235.371 182.306 c
235.371 187.077 l
229.917 187.077 l
229.917 185.562 l
233.699 185.562 l
h
S
BT
/TT0 1 Tf
18 0 0 18 198.9897 164.5146 Tm
(A)Tj
ET
200.771 164.515 m
202.182 168.421 l
207.599 168.421 l
209.083 164.515 l
211.025 164.515 l
205.771 177.405 l
203.923 177.405 l
198.968 164.515 l
200.771 164.515 l
h
204.097 173.585 m
204.392 174.4 204.625 175.227 204.794 176.062 c
205 175.357 205.305 174.462 205.708 173.376 c
207.066 169.812 l
202.667 169.812 l
204.097 173.585 l
h
S
BT
/TT0 1 Tf
18 0 0 18 198.9897 132.5146 Tm
(A)Tj
ET
200.771 132.515 m
202.182 136.421 l
207.599 136.421 l
209.083 132.515 l
211.025 132.515 l
205.771 145.405 l
203.923 145.405 l
198.968 132.515 l
200.771 132.515 l
h
204.097 141.585 m
204.392 142.4 204.625 143.227 204.794 144.062 c
205 143.357 205.305 142.462 205.708 141.376 c
207.066 137.812 l
202.667 137.812 l
204.097 141.585 l
h
S
BT
/TT0 1 Tf
18 0 0 18 222.9966 132.5146 Tm
(U)Tj
ET
232.84 137.963 m
232.84 136.344 232.574 135.25 232.041 134.681 c
231.508 134.112 230.615 133.827 229.362 133.827 c
228.63 133.827 228.011 133.971 227.505 134.259 c
226.998 134.546 226.641 134.955 226.433 135.486 c
226.225 136.017 226.122 136.842 226.122 137.963 c
226.122 145.405 l
224.418 145.405 l
224.418 137.959 l
224.418 136.593 224.582 135.516 224.91 134.728 c
225.238 133.938 225.785 133.337 226.552 132.921 c
227.319 132.505 228.306 132.296 229.512 132.296 c
230.752 132.296 231.755 132.535 232.519 133.013 c
233.283 133.49 233.812 134.11 234.104 134.872 c
234.397 135.635 234.543 136.663 234.543 137.959 c
234.543 145.405 l
232.84 145.405 l
232.84 137.963 l
h
S
BT
/TT0 1 Tf
18 0 0 18 149.9966 84.5146 Tm
(U)Tj
ET
159.84 89.963 m
159.84 88.344 159.574 87.25 159.041 86.681 c
158.508 86.112 157.615 85.827 156.362 85.827 c
155.63 85.827 155.011 85.971 154.505 86.259 c
153.998 86.546 153.641 86.955 153.433 87.486 c
153.225 88.017 153.122 88.842 153.122 89.963 c
153.122 97.405 l
151.418 97.405 l
151.418 89.959 l
151.418 88.593 151.582 87.516 151.91 86.728 c
152.238 85.938 152.785 85.337 153.552 84.921 c
154.319 84.505 155.306 84.296 156.512 84.296 c
157.752 84.296 158.755 84.535 159.519 85.013 c
160.283 85.49 160.812 86.11 161.104 86.872 c
161.397 87.635 161.543 88.663 161.543 89.959 c
161.543 97.405 l
159.84 97.405 l
159.84 89.963 l
h
S
BT
/TT0 1 Tf
18 0 0 18 150.9897 57.5146 Tm
(A)Tj
ET
152.771 57.515 m
154.182 61.421 l
159.599 61.421 l
161.083 57.515 l
163.025 57.515 l
157.771 70.405 l
155.923 70.405 l
150.968 57.515 l
152.771 57.515 l
h
156.097 66.585 m
156.392 67.4 156.625 68.227 156.794 69.062 c
157 68.357 157.305 67.462 157.708 66.376 c
159.066 62.812 l
154.667 62.812 l
156.097 66.585 l
h
S
BT
/TT0 1 Tf
18 0 0 18 133.9966 84.5146 Tm
(C)Tj
ET
143.231 86.577 m
142.569 86.025 141.761 85.749 140.807 85.749 c
140.022 85.749 139.293 85.952 138.62 86.356 c
137.947 86.762 137.45 87.373 137.131 88.192 c
136.812 89.011 136.653 89.969 136.653 91.066 c
136.653 91.917 136.788 92.742 137.057 93.544 c
137.327 94.345 137.794 94.982 138.459 95.458 c
139.124 95.934 139.952 96.171 140.942 96.171 c
141.803 96.171 142.518 95.957 143.086 95.528 c
143.655 95.101 144.088 94.417 144.387 93.478 c
146.059 93.874 l
145.713 95.063 145.101 95.984 144.222 96.641 c
143.343 97.296 142.259 97.624 140.97 97.624 c
139.833 97.624 138.791 97.365 137.845 96.847 c
136.898 96.327 136.169 95.568 135.656 94.569 c
135.144 93.57 134.887 92.399 134.887 91.057 c
134.887 89.826 135.114 88.675 135.568 87.602 c
136.022 86.529 136.685 85.71 137.555 85.145 c
138.425 84.579 139.554 84.296 140.943 84.296 c
142.285 84.296 143.42 84.664 144.349 85.398 c
145.277 86.134 145.92 87.201 146.278 88.602 c
144.575 89.032 l
144.34 87.947 143.893 87.128 143.231 86.577 c
h
S
BT
/TT0 1 Tf
18 0 0 18 133.4956 57.5146 Tm
(G)Tj
ET
144.699 62.562 m
144.699 60.153 l
144.335 59.829 143.803 59.524 143.1 59.239 c
142.397 58.954 141.677 58.812 140.939 58.812 c
140.09 58.812 139.288 59 138.533 59.376 c
137.777 59.752 137.202 60.328 136.807 61.104 c
136.412 61.88 136.214 62.844 136.214 63.996 c
136.214 64.931 136.378 65.798 136.706 66.597 c
136.899 67.062 137.17 67.487 137.519 67.875 c
137.867 68.263 138.325 68.576 138.893 68.814 c
139.461 69.052 140.134 69.171 140.913 69.171 c
141.563 69.171 142.154 69.058 142.687 68.831 c
143.22 68.604 143.63 68.303 143.917 67.927 c
144.204 67.55 144.444 67.032 144.637 66.375 c
146.177 66.797 l
145.954 67.665 145.629 68.368 145.201 68.908 c
144.773 69.448 144.183 69.869 143.429 70.171 c
142.676 70.474 141.833 70.624 140.902 70.624 c
139.618 70.624 138.484 70.36 137.5 69.833 c
136.515 69.306 135.76 68.498 135.235 67.411 c
134.711 66.323 134.449 65.153 134.449 63.898 c
134.449 62.633 134.712 61.487 135.24 60.461 c
135.767 59.436 136.548 58.651 137.583 58.109 c
138.617 57.567 139.768 57.296 141.034 57.296 c
141.972 57.296 142.886 57.465 143.777 57.801 c
144.667 58.137 145.532 58.639 146.371 59.306 c
146.371 64.077 l
140.917 64.077 l
140.917 62.562 l
144.699 62.562 l
h
S
BT
/TT0 1 Tf
18 0 0 18 70.9897 84.5146 Tm
(A)Tj
ET
72.771 84.515 m
74.182 88.421 l
79.599 88.421 l
81.083 84.515 l
83.025 84.515 l
77.771 97.405 l
75.923 97.405 l
70.968 84.515 l
72.771 84.515 l
h
76.097 93.585 m
76.392 94.4 76.625 95.227 76.794 96.062 c
77 95.357 77.305 94.462 77.708 93.376 c
79.066 89.812 l
74.667 89.812 l
76.097 93.585 l
h
S
BT
/TT0 1 Tf
18 0 0 18 69.9966 57.5146 Tm
(U)Tj
ET
79.84 62.963 m
79.84 61.344 79.574 60.25 79.041 59.681 c
78.508 59.112 77.615 58.827 76.362 58.827 c
75.63 58.827 75.011 58.971 74.505 59.259 c
73.998 59.546 73.641 59.955 73.433 60.486 c
73.225 61.017 73.122 61.842 73.122 62.963 c
73.122 70.405 l
71.418 70.405 l
71.418 62.959 l
71.418 61.593 71.582 60.516 71.91 59.728 c
72.238 58.938 72.785 58.337 73.552 57.921 c
74.319 57.505 75.306 57.296 76.512 57.296 c
77.752 57.296 78.755 57.535 79.519 58.013 c
80.283 58.49 80.812 59.11 81.104 59.872 c
81.397 60.635 81.543 61.663 81.543 62.959 c
81.543 70.405 l
79.84 70.405 l
79.84 62.963 l
h
S
BT
/TT0 1 Tf
18 0 0 18 277.0249 84.5146 Tm
(C)Tj
ET
286.259 86.577 m
285.598 86.025 284.79 85.749 283.835 85.749 c
283.05 85.749 282.322 85.952 281.648 86.356 c
280.975 86.762 280.479 87.373 280.16 88.192 c
279.84 89.011 279.681 89.969 279.681 91.066 c
279.681 91.917 279.816 92.742 280.085 93.544 c
280.355 94.345 280.822 94.982 281.487 95.458 c
282.152 95.934 282.98 96.171 283.97 96.171 c
284.832 96.171 285.546 95.957 286.115 95.528 c
286.683 95.101 287.117 94.417 287.416 93.478 c
289.087 93.874 l
288.742 95.063 288.129 95.984 287.25 96.641 c
286.371 97.296 285.287 97.624 283.998 97.624 c
282.861 97.624 281.819 97.365 280.873 96.847 c
279.927 96.327 279.197 95.568 278.685 94.569 c
278.172 93.57 277.916 92.399 277.916 91.057 c
277.916 89.826 278.143 88.675 278.597 87.602 c
279.051 86.529 279.713 85.71 280.583 85.145 c
281.453 84.579 282.583 84.296 283.971 84.296 c
285.313 84.296 286.448 84.664 287.377 85.398 c
288.306 86.134 288.949 87.201 289.306 88.602 c
287.603 89.032 l
287.369 87.947 286.921 87.128 286.259 86.577 c
h
S
BT
/TT0 1 Tf
18 0 0 18 276.5239 57.5146 Tm
(G)Tj
ET
287.727 62.562 m
287.727 60.153 l
287.364 59.829 286.831 59.524 286.128 59.239 c
285.426 58.954 284.706 58.812 283.968 58.812 c
283.119 58.812 282.316 59 281.561 59.376 c
280.806 59.752 280.23 60.328 279.835 61.104 c
279.44 61.88 279.243 62.844 279.243 63.996 c
279.243 64.931 279.406 65.798 279.734 66.597 c
279.928 67.062 280.198 67.487 280.547 67.875 c
280.895 68.263 281.354 68.576 281.921 68.814 c
282.489 69.052 283.163 69.171 283.941 69.171 c
284.591 69.171 285.183 69.058 285.715 68.831 c
286.248 68.604 286.658 68.303 286.945 67.927 c
287.232 67.55 287.472 67.032 287.666 66.375 c
289.205 66.797 l
288.982 67.665 288.657 68.368 288.229 68.908 c
287.801 69.448 287.211 69.869 286.458 70.171 c
285.705 70.474 284.862 70.624 283.93 70.624 c
282.646 70.624 281.512 70.36 280.528 69.833 c
279.543 69.306 278.788 68.498 278.264 67.411 c
277.739 66.323 277.477 65.153 277.477 63.898 c
277.477 62.633 277.741 61.487 278.268 60.461 c
278.795 59.436 279.577 58.651 280.611 58.109 c
281.646 57.567 282.796 57.296 284.062 57.296 c
285 57.296 285.914 57.465 286.805 57.801 c
287.696 58.137 288.561 58.639 289.399 59.306 c
289.399 64.077 l
283.946 64.077 l
283.946 62.562 l
287.727 62.562 l
h
S
BT
/TT0 1 Tf
18 0 0 18 291.9956 84.5146 Tm
(U)Tj
ET
301.839 89.963 m
301.839 88.344 301.573 87.25 301.04 86.681 c
300.507 86.112 299.614 85.827 298.361 85.827 c
297.629 85.827 297.01 85.971 296.504 86.259 c
295.997 86.546 295.64 86.955 295.432 87.486 c
295.224 88.017 295.121 88.842 295.121 89.963 c
295.121 97.405 l
293.417 97.405 l
293.417 89.959 l
293.417 88.593 293.581 87.516 293.909 86.728 c
294.237 85.938 294.784 85.337 295.551 84.921 c
296.318 84.505 297.305 84.296 298.511 84.296 c
299.751 84.296 300.754 84.535 301.518 85.013 c
302.282 85.49 302.811 86.11 303.103 86.872 c
303.396 87.635 303.542 88.663 303.542 89.959 c
303.542 97.405 l
301.839 97.405 l
301.839 89.963 l
h
S
BT
/TT0 1 Tf
18 0 0 18 292.9888 57.5146 Tm
(A)Tj
ET
294.77 57.515 m
296.181 61.421 l
301.598 61.421 l
303.083 57.515 l
305.024 57.515 l
299.77 70.405 l
297.922 70.405 l
292.967 57.515 l
294.77 57.515 l
h
298.096 66.585 m
298.391 67.4 298.624 68.227 298.793 69.062 c
299 68.357 299.304 67.462 299.708 66.376 c
301.065 62.812 l
296.666 62.812 l
298.096 66.585 l
h
S
BT
/TT0 1 Tf
18 0 0 18 307.9956 84.5146 Tm
(U)Tj
ET
317.839 89.963 m
317.839 88.344 317.573 87.25 317.04 86.681 c
316.507 86.112 315.614 85.827 314.361 85.827 c
313.629 85.827 313.01 85.971 312.504 86.259 c
311.997 86.546 311.64 86.955 311.432 87.486 c
311.224 88.017 311.121 88.842 311.121 89.963 c
311.121 97.405 l
309.417 97.405 l
309.417 89.959 l
309.417 88.593 309.581 87.516 309.909 86.728 c
310.237 85.938 310.784 85.337 311.551 84.921 c
312.318 84.505 313.305 84.296 314.511 84.296 c
315.751 84.296 316.754 84.535 317.518 85.013 c
318.282 85.49 318.811 86.11 319.103 86.872 c
319.396 87.635 319.542 88.663 319.542 89.959 c
319.542 97.405 l
317.839 97.405 l
317.839 89.963 l
h
S
BT
/TT0 1 Tf
18 0 0 18 308.9888 57.5146 Tm
(A)Tj
ET
310.77 57.515 m
312.181 61.421 l
317.598 61.421 l
319.083 57.515 l
321.024 57.515 l
315.77 70.405 l
313.922 70.405 l
308.967 57.515 l
310.77 57.515 l
h
314.096 66.585 m
314.391 67.4 314.624 68.227 314.793 69.062 c
315 68.357 315.304 67.462 315.708 66.376 c
317.065 62.812 l
312.666 62.812 l
314.096 66.585 l
h
S
BT
/TT0 1 Tf
18 0 0 18 324.5239 84.5146 Tm
(G)Tj
ET
335.727 89.562 m
335.727 87.153 l
335.364 86.829 334.831 86.524 334.128 86.239 c
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+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
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+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
+Adobe_AGM_Core/AGMCORE_save save ddf
+1 -1 scale 0 -164.239 translate
+[1 0 0 1 0 0 ] concat
+mark
+/0
+[/DeviceGray] add_csa
+/CSA /0
+/1
+[/DeviceCMYK] add_csa
+/CSA /1
+/2
+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
+800 path_rez
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+0 0 mo
+0 164.239 li
+352.537 164.239 li
+352.537 0 li
+clp
+[1 0 0 1 0 0 ] concat
+%ADOBeginClientInjection: BeginPageContent "AI10"
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+gsave % PSGState
+0 0 mo
+353 0 li
+353 164 li
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+false sop
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+%!FontType1
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+/Notice (Copyright (c) 1989, 1990, 1991, 1992, 1993, 1996, 1997, 1998 Adobe Systems Incorporated. All Rights Reserved.) def
+/version (004.000) def
+/FullName (Courier) def
+/FamilyName (Courier) def
+/Weight (Medium) def
+/ItalicAngle 0 def
+/isFixedPitch true def
+/UnderlinePosition -224 def
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+0 1 255 {1 index exch /.notdef put} for
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+/FontMatrix [0.001 0 0 0.001 0 0 ] def
+/FontBBox { -6 -249 639 803 } def
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+<10bf317005b6d50bd3b903bc9f60e6e804630266f839393d56ae50a85fbe
+ffec110deebde9f8a007323688ac> ND
+/space
+<10bf317079c7734bf7> ND
+/hyphen
+<10bf31705995db6ed81c8e93e5d1d568f767c41aee4b2647d0> ND
+/a
+<10bf31705d64e193f9f1f8a567d03549fa73483ae9b672d7b7797200c526
+6d55e0abf05d082c89da2ef3d2f91996aeea18b52bf494757c5251c9374c
+9401f98b0cace0d4875f7ed6fd1c3b2afb70e988b112b201a9d47e0c13f4
+1047852d209bb94beef969307b8c216c427c9903125ecb96a03389115b44
+edc7e2e2478a1fd25f07acc3624f3ed1b5defe5adc0d2b5c9f2461afba44
+82f331b79ca3a770e50164bc5ea7976dee8e016d390d83fcc1fa4202137b
+503516f93235eba4c56226d091ad7f8be6c874f34a5fb2592031776db147
+88325910cfdd12dfbef218194f528860b4df22c468e92140ddaed77110f7
+ac35f3eb45ccb9aa77fa9fad75c6eb6c0fb7ca> ND
+/b
+<10bf31703e65fd7e1217c9f29c64bb1b9e17851bf25dd0466fa484e27564
+2ef62da05fc0e561425aa7c0cf759f2df2fed9f5cab4e563d9d485ca6e49
+6a23023cc7d5336a38ed163f6d25eac0416c891913363ad8aab5312feed7
+de0b0bbcc0db8b66958d96174480f5040af2cfb1590a9410022fc6398cb1
+d4435f6325a11aad4c77347983eb4748b4ada02263a3> ND
+/c
+<10bf317040c2e74a5fc1787aadb34082a8ba9190bcda4e6309e8a2068a81
+15bfd146d0733468211951e54d63b47a4bb20769a10fe2c7ab6af1003e92
+c307e62580c4fc4fcb30f321670fe8ea6fc382860db4ab478167543744c2
+7eee42bb190b50ff8a3de3702b096b5a0dbc687d9934d27330861f8f151c
+46c0261f0a9972bb3873263c80a2161987b9c9> ND
+/d
+<10bf31705fc19346123ea144938c3fcda937cd4a672f67877e80be643ef8
+5a01cff57f62859595ad9c2a1ef16f4c22144c6fc4d200f23642de52d57f
+47e47c78a8b6713f5cb6dcd4a475047f70e7386f0baddd9f1c37f1598f60
+1bc5b6005acf2115ed4aa52ed6ed621e5045f115e6c8ed146247e81ce086
+3c881ef71e6e234403d5f37c528c6ebb0616bbdc05a29ca9d830ed27448f
+> ND
+/e
+<10bf3170422fdb64737aa996af2c16aa574465e2c930c2d6c70f2c72ffe1
+f5ae975a706a2cc8ae00b6163837b6e50d4221eaf76eb409c442c6352c58
+b6f53cd585b0d4d507cc48acee66f883df189a3c8bf101622dd4022876bd
+14603c08f3944b80e2f5e4e7a62999282a391fd9d657c5f0af2673747752
+c83501ca742ca70911b84f52143e873794bcaff697373392d39b09bb> ND
+/g
+<10bf3170599a82ae9f38a9e935b4e0f3d7776326ecd8d725592828643987
+c2e996bcd7d71545c3eb62141100b3029b5db47d5a1c74ff1f384da4be0e
+6cf0ee7a06a6ed308265b547c61245dd74ea50abb0d2d3cd2399420ee06e
+7956a28a86fe6b998b8722a5746802f533a367725615f062015db919f3df
+3c1161274e44726519555c137d48159ae02477eb468fd9fc7a3d8570c8a3
+e043f93c86fb8138e2b07c9d11fc45f70eb798bfa21ffadc315e7d76733b
+5b2c49936a2059f2200afe935aa8ae6d77bf03212f2cde46> ND
+/h
+<10bf31703f932f5ecb68c849e33d1fed17c766a03dcb89fd4259247501b2
+92adfc2297be69c7091e34ced000096d0ca29850717d0ee8abe567011317
+96a4072dab7df40090735d5712990fb13b0847093cc929cc1cd64c87dd80
+565b94c081eb> ND
+/i
+<10bf31703f9c43ec382ac71b0be91f29c503cae1b1e6095503cc0fe0ac65
+3b18436e1776> ND
+/l
+<10bf31703962bf7b2e903c47f674adcdf4f2bfaa638a> ND
+/m
+<10bf31703f92f56d921ff977e5d6963369571a0659b0c0d4b90a5d6fb9cf
+6faeef66a6b161cb3d25beb050c083e79f2022ade1c13065af4f750db4fe
+1ad2e1c991cb72a1a606eb51e0d41e91fb4441b42920d1b3a1093a55a67e
+1a1fd7d653f510dbcf49e0790e917a5508d455454558a59585ba63bcbeb1
+95200dede71b995b075a583acbe0294673e1e62af20184e1e4ef7c875961
+9374c008bd7ea0a3f8> ND
+/n
+<10bf31703f932f5ecb68c849e33d657776fc326fe2f54f4bc03b7f3fa95b
+3e37550287a3822f66bab52dc802d77dcc608442caba0a099550a895735f
+067f96366abd71cd4bfcf52bc4da085550e8eac7df2e04a58377ae472993
+06a8805e14d9bcbf32aaef31> ND
+/o
+<10bf31705e921373942a1df751ebc6db4ec72c05404f7de2844dacd3e4cf
+31126a38f288b6ae9b7d8f2dfbc6da8ac0d7c81b1e33f3b0d42a36c4711f
+eaf8cb9fa6d4a4a92b6ac2214800466fb64367d9087f85fe66540f2cdace
+637f2d8f1a779e763ea7643d7ab1f37b5e7c3da5a24dc2e927da3937c07b
+4fef169bc767237647c3151dea42fc9d1c> ND
+/p
+<10bf31703f932f5ecb85f9f26ec0d7d79e55a006319a903b4934e0296676
+bb7a5df970714192f29a85860f4cb191aa4b83ebc5b58328ecf58ed9d6ff
+d0d3a63dd21733d64450e3abce2a149390b0894b2fb0fce1ee78d045f446
+04c31c787e13fdae7e79785a1956f734ed54b976e123646b63ce5bee0b68
+59b26a26c2ad993325ab7bd77cdd1be893a8ccd1451854fed772889a0d7d
+7791ac97d81ac7> ND
+/r
+<10bf31703e6aa4be08d01c511eaadd0473a3483c7b936ed6e6cf91cffcbd
+a815b8df60ae150c20432c17a46c0682480f6226770a8905e960aec3fe5e
+934f4cc994b08abf0fc9d432168086e4> ND
+/s
+<10bf3170586c182310772ef569c52e8a28e70ab0d8a07df40f23a570f6b8
+110b6ca531096c401daf049a20dcabf79d56164e73db3a474a30573096a7
+404eb97e5ce29f730842fc393ad09b95ed0671e10fb71efb1a363521b013
+915cc88b3ac6f0ba589395594814da911281623368756fb16579fa9358a8
+75b177830c9cbc6555453d35bc648383a53ae4cf9040fc62716099ee082d
+9b7578cf9dde30b64249b8b9795ff42c9c8ae9907909c29f306594b1c23c
+555bcd231348fd1800442f0eb86aff30c0e412f71e22a228c30832473ba4
+3b655be973df9c78943b851583a400b4a0e41168da8a907e9f2f> ND
+/t
+<10bf31706fd71d386b6c99b1d09bb1ad104eda9ab80d9f94a735d54116f5
+9c58b6bda429b5392910a11f88b68881d1c7fdb07e40a06d14aa641d6e68
+4a64544555b97e482a6c7cb4aa6fb83472e09b52ff42b290b85900fae15f
+7904eb69f44b98bcd014> ND
+/u
+<10bf3170396d6c263643d7ba7494b52feb74e74b6fa68562a82a97fbbf5e
+bed8907781d8ac84572229182c5c4b88be68c16550f8f2c56a1aafc9bc96
+2dd9615eeaed29124f4b67a26151f4cd2e0ab6ff1b11f4d5d3a9d63d9288
+f75e43ea4479033e77ce4d726627ff6cb14d9150> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/ArialMT findfont /Encoding get
+dup 32 /space put
+dup 45 /hyphen put
+dup 97 /a put
+dup 98 /b put
+dup 99 /c put
+dup 100 /d put
+dup 101 /e put
+dup 103 /g put
+dup 104 /h put
+dup 105 /i put
+dup 108 /l put
+dup 109 /m put
+dup 110 /n put
+dup 111 /o put
+dup 112 /p put
+dup 114 /r put
+dup 115 /s put
+dup 116 /t put
+dup 117 /u put
+pop
+%ADOEndSubsetFont
+/ArialMT*1
+[
+32{/.notdef}repeat /space 12{/.notdef}repeat /hyphen 51{/.notdef}repeat /a /b /c
+/d /e /.notdef /g /h /i 2{/.notdef}repeat /l
+/m /n /o /p /.notdef /r /s /t
+/u 138{/.notdef}repeat
+] /ArialMT nfnt
+/ArialMT*1 findfont [11 0 0 -11 0 0 ]mfnt sfnt
+225.967 11 mov
+(unstructured single strand) sh
+119.633 75.3335 mov
+(multi-branched loop) sh
+274.967 43.8335 mov
+(b) sh
+281.348 43.8335 mov
+(ulge loop) sh
+189.633 156.001 mov
+(stem) sh
+256.967 160.667 mov
+(interior loop) sh
+294.967 75.3335 mov
+(hairpin loop) sh
+226.967 14 mo
+225.3 24.3335 li
+0 0 0 rgb
+s
+225.936 26.8286 mo
+226.691 25.2759 227.317 24.2881 228.054 23.063 cv
+223.074 22.2603 li
+223.221 22.7646 223.672 24.7886 223.9 26.5 cv
+224.146 28.332 224.252 29.9746 224.216 31.0225 cv
+224.51 30.0161 225.126 28.4902 225.936 26.8286 cv
+0 0 0 rgb
+f
+272.3 47 mo
+254.279 60.3345 li
+0 0 0 rgb
+s
+252.963 62.5474 mo
+254.597 61.9849 255.737 61.7295 257.124 61.3853 cv
+254.174 57.2939 li
+253.92 57.7544 252.807 59.5034 251.758 60.8755 cv
+250.636 62.3438 249.548 63.5791 248.78 64.2935 cv
+249.7 63.7905 251.216 63.1484 252.963 62.5474 cv
+0 0 0 rgb
+f
+307.331 79.5049 mo
+305.664 89.8389 li
+0 0 0 rgb
+s
+306.3 92.333 mo
+307.056 90.7803 307.682 89.7939 308.418 88.5674 cv
+303.438 87.7646 li
+303.585 88.2686 304.035 90.2939 304.265 92.0049 cv
+304.511 93.8369 304.616 95.4795 304.58 96.5283 cv
+304.874 95.5205 305.49 93.9951 306.3 92.333 cv
+0 0 0 rgb
+f
+205.244 79.9995 mo
+211.74 88.2061 li
+0 0 0 rgb
+s
+214.01 89.4229 mo
+213.375 87.8174 213.068 86.6885 212.663 85.3174 cv
+208.707 88.4482 li
+209.179 88.6807 210.976 89.7158 212.393 90.7021 cv
+213.91 91.7568 215.192 92.7881 215.941 93.5244 cv
+215.397 92.6279 214.688 91.1416 214.01 89.4229 cv
+0 0 0 rgb
+f
+200.245 145.54 mo
+203.499 135.591 li
+0 0 0 rgb
+s
+203.259 133.028 mo
+202.271 134.444 201.499 135.321 200.581 136.417 cv
+205.375 137.985 li
+205.309 137.464 205.179 135.396 205.218 133.669 cv
+205.26 131.819 205.411 130.181 205.611 129.151 cv
+205.163 130.101 204.317 131.513 203.259 133.028 cv
+0 0 0 rgb
+f
+279.886 148.997 mo
+274.867 139.812 li
+0 0 0 rgb
+s
+272.835 138.231 mo
+273.189 139.921 273.301 141.085 273.47 142.503 cv
+277.896 140.085 li
+277.472 139.776 275.875 138.454 274.645 137.243 cv
+273.326 135.946 272.236 134.714 271.623 133.862 cv
+272.007 134.839 272.456 136.421 272.835 138.231 cv
+0 0 0 rgb
+f
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
+%!PS-Adobe-3.0 EPSF-3.0
+%%Creator: Adobe Illustrator(R) 10.0
+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (rna_elements.eps)
+%%CreationDate: 3/27/03 8:56 AM
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+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: rnaseP-bsu-alignment.pdf 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
+Adobe_AGM_Core/AGMCORE_save save ddf
+1 -1 scale 0 -354.935 translate
+[1 0 0 1 0 0 ] concat
+mark
+/0
+[/DeviceGray] add_csa
+/CSA /0
+/1
+[/DeviceCMYK] add_csa
+/CSA /1
+/2
+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
+72 path_rez
+% page clip
+gsave
+newpath
+gsave % PSGState
+0 0 mo
+0 354.935 li
+381.998 354.935 li
+381.998 0 li
+clp
+[1 0 0 1 0 0 ] concat
+%ADOBeginClientInjection: BeginPageContent "AI10"
+%ADOEndClientInjection: BeginPageContent "AI10"
+gsave % PSGState
+0 0 mo
+382 0 li
+382 355 li
+0 355 li
+0 0 li
+clp
+false sop
+0 0 0 rgb
+%ADOBeginSubsetFont: Times-Roman Initial
+11 dict begin
+/FontName /Times-Roman def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/space
+<10bf317079c757bf91> ND
+/one
+<10bf317005ace4116f46739a291c133ef5c0ce2c8299d65de3756bb6940c
+b4355dc475faba14c0bd0d8c1136c951297252e0da77fbc30bfee79150d7
+5cee48> ND
+/six
+<10bf31704faaa95022859bfa4d40a634d16b5c6e27e8179786696c20efcf
+f2088b8d3116daaeb3f47f771c5b59cc0afd89139a7c37c605cf8b53dc27
+380249aa5ea705e51497228cbe7f92dfdb05cb2c745bfad479a4a6102917
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+b878427e68d526f4869e604a9c89abace85b55824dfe246365ef13eb1536
+bf4a0f83> ND
+/eight
+<10bf31704ab2181850c1a88d3f8fa202c5e0a8894b70ce17f00448b7f184
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+91aef33a637784e5f5c64baf9cca7942dfc3> ND
+/A
+<10bf31706d7ae346bffe29e0fb34e18312ccbb6302af22689ec4f2127a0d
+d6baf4773826f8362914832b0b84ca343a443e2c16a9118637ad6f1a2e1f
+aa1ebb04f7f1ef2a790258bcc86d11f5b7f6caa72bc1d0e46a538a95ab48
+ad3395878de6486f82> ND
+/N
+<10bf3170586d3968505ff87264be7ec883920688cca7d9d7ebef6b14adb4
+12cf47613ab238b5314909eaae4b807ef31a587fe4a79c426c98f895ee29
+85238abac441a7e05459a2603f6d28e75fb6badfa6e81418c0a638> ND
+/P
+<10bf3170599a82ae9dc9593cad300b7f3884414bb0569fe483f3acb617a1
+5ef395ef32cf0d220dc8440aff02a21bdf7646dba480081013ff057e6243
+9a50cbea5f9cb9a46c125151fa2dc458d75a798f192be2eb1f436a0d9567
+1d70b037f2931437b8312c06f4962bec94fe952154308850b7049bbc3ac6
+9301> ND
+/R
+<10bf3170422e6230a952872b5ad1dc4f16e3fc1704a02c61c5e992942e1e
+814f5a036cc714a19b83d8f9ec92957b9cc9c81e547da8ae77f074c9bd10
+73009734e431fccfd615ceda2428e8dccd0571a77f416f593adb1cae7381
+f103392cf96199bef077b31adee38fb7ba883b119f4671e1c9bf208bfda7
+5a094838b33f6ae85649043746a99b52c2cd46025fa2b9d4b4471e> ND
+/a
+<10bf3170599a125eccdb6ec27d3afe07da389ecbb305faf429012f717ba5
+d7a504001b7d2cf7722bd949e4b4b2e77bccdf0b2b1586d9915715766da7
+59741fe65bc64d6863ec1039a27d8da5681073bc991e2c740d0bf14aed2b
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+85dff5319dcca32104c930e0a4e2e49b8750bab4a9149ef2d730bda10f91
+592a2a46cc0c629469d818798f634569b83f99cf> ND
+/b
+<10bf31705374882f7387637dcbb704d72f8bd63b0bf65f4612fe0f27d529
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+24b3215bec7af3c0b61e074082f1ba3141f39f480c2c5a76fd396a487a9d
+6a25d6aa36deda9c976e791661015e179d4f36b29dae4f0f04128d0e5ac3
+dde66d561d7806d481796866491fb9de890bfe> ND
+/c
+<10bf3170435d9d6bdc818a55004ae1aad80b146ef4640b9f7a82d0286ef2
+5db6c5bd65a97018eac616ec8d7499054c6ff6544566113eb456a3efeddc
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+5f5d623e9d44cd8703af9d371c430fcdb02e500bdbbffe37e3e86fac9735
+d4759aa66b0f12007edc114a586e0532e684a856c1> ND
+/e
+<10bf31705d647142da77f80383b39a2be6c45bc647b72e319ff73d610d1e
+62332d342ae09e16e6dc01192625d1af66f730c2b02413523b998639a5ab
+b7a878766d5d5ccb302e4a2339fd457ff9223aaf50bbf100079c44acb716
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+b94e763732c48dfc9ec49ad18a7a0f2ba5d9d70264> ND
+/i
+<10bf31705fce6507854bfd5453e743735818d40d67ec1532d846ec6eb57b
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+f139f48a1383fdef993f3563bc63dd976a127ddf8d3d4d> ND
+/l
+<10bf31705863e503408ecf9ecbcc5d318bb6318525c5b52ab08ec840ccd6
+ad0d498b316284b1f457be2054e4989ef3a09e1de6c846> ND
+/n
+<10bf3170573e563cfd092bc7aac9e949b8f7a4827fe0f5ce67cfeb547cc4
+0324c0c45558a88f1ea6ca3d00c7850dbdd4b3c992012bc75b427cf6ac8c
+46f4b1290c6a0924e21bd8fe2684be248ea4bd907856e7ca65331eac2fb6
+c7d64a4c51041fcdcbf442862c40d772e99c9a3d2660da8f8d1225eb9a38
+a0939af5d1> ND
+/o
+<10bf3170422f93576c717ee99d6736f12ef20213595672a3889f39fd79b8
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+be4f84a5e6c035be86b4155b925e09a04220f0eb68246a69ca538a270f95
+b47c12aaed3b0426c82ce7bd8f92> ND
+/s
+<10bf317050d9b80120c19d821533341643354852ea9df97a99fd4ba774b7
+08c1fae708745f9328a1a9a5d21e169ff77ecdcd42f945703d067165d10e
+35df5f72d35341f01fb3026c906bf5dc9a4d1bcd00cb4fd389804aaed0c5
+179606cadf715c7fa2d902f17112979a83434b773005e3a14720c0ac9ccf
+50f62928be58f2d774787655c3e51c4ad2772c2dacd3e4a9b3e3d07c0e79
+b3bf6755ddd2a9f85c3008b885abd5da2aea4dd26daf39a061> ND
+/u
+<10bf31705374882f7c934ecd3b5e82940591cc2da5136b726bd97deea59d
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+51a03c79c508334f1146b564507198b89948780cf4b60418521ed73bbe7d
+3e228dcb5a9c016f8058dab9750074512ee3321a1b934119d8b6bef7f816
+c990fbfb206a15a63a5b88> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Roman findfont /Encoding get
+dup 32 /space put
+dup 49 /one put
+dup 54 /six put
+dup 56 /eight put
+dup 65 /A put
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+dup 82 /R put
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+dup 101 /e put
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+dup 110 /n put
+dup 111 /o put
+dup 115 /s put
+dup 117 /u put
+pop
+%ADOEndSubsetFont
+/Times-Roman*1
+[
+32{/.notdef}repeat /space 16{/.notdef}repeat /one 4{/.notdef}repeat /six /.notdef /eight
+8{/.notdef}repeat /A 12{/.notdef}repeat /N /.notdef /P /.notdef /R
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+2{/.notdef}repeat /l /.notdef /n /o 3{/.notdef}repeat /s /.notdef
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+/Times-Roman*1 findfont [11.2 0 0 -11.2 0 0 ]mfnt sfnt
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+(Ribonuclease P RNA) sh
+%ADOBeginSubsetFont: Times-Italic Initial
+11 dict begin
+/FontName /Times-Italic def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
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+/FontType 1 def
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+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
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+/BlueValues [-15 0 600 650] def
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+/ND {def} def
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+<10bf317079bb21e4> ND
+/space
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+/B
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+/a
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+d6878cc714f800a67c3909395a6179cde4244303983fcb7be7e1a5e7> ND
+/b
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+2cfd58ba2803a7f732e93dff70aa0b49357be72109830dc30de601> ND
+/c
+<10bf317040c23fc2eee4f57240df62f1391a1250ca71eb42052c6832a234
+04baa9e4ef1dec279a752431a80f654f5e0351e445249e6beb05a973cc41
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+d18d8daa29a3daa3e72edebd8ca6c6c1ffadc0e7cfd675d1eb71cae83aa4
+bb0d1ad30e10be4b78f720e6585f94cee8adb3f7cfca78> ND
+/i
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+828dc964cb2f6eb442e0262df25f627edd720f9619db59fd5a8cd100c968
+4c5f4db9889b35c63fc8c08e> ND
+/l
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+7292a0b167075ca805f5ad895e8e3b1ab4dbdd185639273e5baedc164de3
+0d0ee9bfd604> ND
+/s
+<10bf317050d9b8012f166408318a0ef0c2b3fc2c4bf046f43a31a13138cb
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+/t
+<10bf3170524a2d224620d65b924216aad176698198f7dbdeefeee3b7e580
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+/u
+<10bf31705374882f7cad45500b0e5fc1923f9474edf8ae7c2afa92f5965f
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+d391d6a97d97f2cb7c5822b12cf29083fbc643424ffc38d228> ND
+end
+end
+put
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+dup /FontName get exch definefont pop
+end
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+ /OrigFontType /TrueType def
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+systemdict begin
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+/A
+<10bf31706c4d8e6db23e4e7dd1042123534442eb7f8cee32689ada63ee09
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+c65da4f461c503d44126b09469> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Helvetica findfont /Encoding get
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+%ADOEndSubsetFont
+/Helvetica*1
+[
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+
+systemdict begin
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+75870b1cf019> ND
+/U
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+10f8a868d77a647ceb09c04b8925af88dc46f95d195f8683dbe20f41ec> ND
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+/Helvetica findfont /Encoding get
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+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
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+/Helvetica findfont /Encoding get
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+%ADOEndSubsetFont
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+ee96d26cb12918588e0f074cbe4a50dbd8dee265fdf797758e390f627882
+1a348c2c9d448eec97692b7ef491db5d02d45177dd87c13938d098649ebe
+a4cc2faaaed0c7a2761825de7c345f0bfb9041ae2e00092351fa02c4> ND
+/three
+<10bf3170448bf7f9ab87993b613b3ec6872bb5d966efcdf9c783f7efc718
+a4be64d1751f3265cb60d9b5276469b557ce9ac8e0b3e36526e436641c45
+b03e0bbf21c62cc9320f6e43ee7f4cf80e4ba99cbef004b4c841b62fef40
+eb9e06429ecc6610f2f9981d2ba816746969ed66b8d8f4a43f88a0481912
+4ea05d3482e732407a96b011398ff3c43e92014a09adb230efe31fae5890
+b709d22daa136899f6cee93c165c965053839c1761be399dc17d19e6190c
+d1189af61ffb99fcba33a54bf70a760eb14d549829e16b73f3286e65e570
+e9c68df30501c2fc3708531fc7b7a7> ND
+/P
+<10bf31705ac93459811df9cbd49c2bf4b1dedea8f02dfae7024000d592d8
+626efab6b45ce7d12609750117a8b9f45cec5fbc19dabdf498132ae3871f
+7b30c381d86c65ed3471fcdb55def6123a3407152978bf6a0a519b305da6
+114f0efe0bd3c68f68cac1672ee085498a8e6fd32638d9a60604b744ec7d
+adf8080c> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Bold findfont /Encoding get
+dup 49 /one put
+dup 50 /two put
+dup 51 /three put
+dup 80 /P put
+pop
+%ADOEndSubsetFont
+/Times-Bold*1
+[
+49{/.notdef}repeat /one /two /three 28{/.notdef}repeat /P 175{/.notdef}repeat
+] /Times-Bold nfnt
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+186.851 313.041 mov
+(P1) sh
+215.246 301.041 mov
+(P2) sh
+184.047 246.641 mov
+(P3) sh
+252.001 265.041 mo
+264.001 265.041 li
+264.001 255.44 li
+252.001 255.44 li
+252.001 265.041 li
+1 1 1 rgb
+ef
+0 0 0 rgb
+%ADOBeginSubsetFont: Times-Bold AddGlyphs
+
+systemdict begin
+/Times-Bold
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/period
+<10bf317031d60d0d96d24999f918f780e1d8a9a0f7af8ae84fc38c94ec58
+3135f88e9212> ND
+/zero
+<10bf31705e925b80b4c8f1fcfb5b2fe440a74f62c796f3c02eb2da9ee8cf
+3e749c77619068400ca89c7ff72323032874cc719b493cec13438cfd7c60
+1a938141b249a6344fe7adba210563b145c5c7fdeb53dd40d430a2aa7888
+168bd4bf2698d90932777f16b7e6a801d452cb01444444badd4929588478
+5c2db1fce381dd65450cfad1ad35a39b11fd66b6c6b2> ND
+/four
+<10bf31705e925b80b4d4cbc4e928debcbc9ca1ce5a446752e420eab5615d
+cef61aee7d97d9eff1670763252051f2be6419a384475d66237624abe7df
+bf6e4102d5fa21a734cd00f0c9525ffcfc3a0b5db0af7e642e07c3025b71
+28> ND
+/five
+<10bf31704c1fb570da2787659fe061824d11502990202c6ca9b1b5da7d96
+0cdc349fd36ba74c839bb1f6ad5b2036aeda9f35d253d86da9773dd61de0
+422dfd536357960cb12f0db9ec77f07242af63d3096a64c3445c4655da1d
+3f19cb4456eb43ca711a9ea13df4ad219690fec0405819e631b49a78e94e
+67647654af6c2c1b1a75609742d0f8441ecfc35136febc44d8aae59aaf7d
+8b88b3651059> ND
+/seven
+<10bf31704e7ce76dc241686bc20501ea6e7c96a17170122b38ebad2a9949
+f6af8d4a89b98118652167542a74de2ba301ca2bc45e339e3ae683f4931f
+043d89fd8fa9850065> ND
+/eight
+<10bf3170599acabf992f0757d5e6110d0b202583f1f37eaa3993e2f1cd0f
+6e2622e3038d71367894f4d7032548bfcfce20f6b689fcb6b5a6254cd40a
+57f3279a61197186e879de36aa303e142e3645176933121430692e7d7ebb
+506cc17ee9a0b5fcbbc35b4e0ca4bc539673a52c07e974690d1b4e3e7b30
+414514c9c4a69719fb0eb20a52293f89414475f52809d90dbe81091c74fb
+4c4dadbb0d931073181f5593d9dca742706d4ab9098d680bf1c84eb32b33
+f14a05583e424b60d3cbfbb323701a5b41e6da60d0f26788ef39cc3d0958
+7823ca82721fbddff3435b5a34de0e71ff21dda5df3656efd4419938b2c4
+470fe8e64677cb89eb7c4f1b21ac33694d> ND
+/nine
+<10bf31705d64a97b18e1d0c26252f36d43809f58e8523f9ddf78e8047717
+f29066dc4d29840ee57ae4b42a94d32fb40701e46b2363001bb79897b78f
+07a6186b92686a103837d7cdc6e3e3744245ff59de2a1d399ca8540f1c30
+c9a8541a5212f9caf65fbd8253c13d1a37e50b3c931f53d63eebadb9b257
+d82f4a0ddd6c07d70303ef7dcaedbf224ad7acf31f562053f842644420fd
+b779b2493077d34338a3116b99be03d0552359238e501a8016fcea411abd
+1d0406> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Times-Bold findfont /Encoding get
+dup 46 /period put
+dup 48 /zero put
+dup 52 /four put
+dup 53 /five put
+dup 55 /seven put
+dup 56 /eight put
+dup 57 /nine put
+pop
+%ADOEndSubsetFont
+/Times-Bold*1
+[
+46{/.notdef}repeat /period /.notdef /zero /one /two /three /four
+/five /.notdef /seven /eight /nine 22{/.notdef}repeat /P 175{/.notdef}repeat
+] /Times-Bold nfnt
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+252.051 262.64 mov
+(P4) sh
+196.451 127.451 mov
+(P5) sh
+/Times-Bold*1 findfont [0 -9.59949 -9.59949 0 0 0 ]mfnt sfnt
+171.601 190.64 mov
+(P5.1) sh
+/Times-Bold*1 findfont [8.43655 4.5777 4.57771 -8.43655 0 0 ]mfnt sfnt
+166.698 119.245 mov
+(P7) sh
+/Times-Bold*1 findfont [4.40726 -8.52861 -8.52859 -4.40726 0 0 ]mfnt sfnt
+108.938 148.31 mov
+(P8) sh
+/Times-Bold*1 findfont [9.5262 1.17877 1.17879 -9.5262 0 0 ]mfnt sfnt
+89.8564 125.389 mov
+(P9) sh
+/Times-Bold*1 findfont [8.29105 4.83913 4.83914 -8.29105 0 0 ]mfnt sfnt
+51.8052 62.5894 mov
+(P10.1) sh
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+165.25 111.04 mov
+(P10) sh
+/Times-Bold*1 findfont [7.0179 -6.55133 -6.55132 -7.0179 0 0 ]mfnt sfnt
+155.015 75.9165 mov
+(P11) sh
+/Times-Bold*1 findfont [8.74768 -3.95201 -3.952 -8.74768 0 0 ]mfnt sfnt
+240.226 16.2783 mov
+(P12) sh
+156.65 108.64 mo
+162.05 106.24 li
+162.45 109.84 li
+156.65 108.64 li
+0 0 0 rgb
+ef
+162.05 106.24 mo
+162.25 106.24 li
+162.25 106.44 li
+156.85 108.84 li
+156.65 108.84 li
+156.65 108.64 li
+0 0 0 rgb
+ef
+162.05 106.24 mo
+162.25 106.24 li
+162.45 108.04 li
+162.45 108.24 li
+162.251 108.24 li
+162.05 106.44 li
+0 0 0 rgb
+ef
+162.25 108.04 mo
+162.45 108.04 li
+162.65 109.84 li
+162.65 110.04 li
+162.45 110.04 li
+162.25 108.24 li
+0 0 0 rgb
+ef
+156.65 108.64 mo
+156.85 108.64 li
+162.65 109.84 li
+162.65 110.04 li
+162.45 110.04 li
+156.65 108.84 li
+0 0 0 rgb
+ef
+0 0 0 rgb
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+246.851 127.64 mov
+(P15) sh
+264.446 169.033 mov
+(P15.1) sh
+/Times-Bold*1 findfont [9.28151 2.44775 2.44777 -9.28151 0 0 ]mfnt sfnt
+261.931 225.923 mov
+(P18) sh
+/Times-Bold*1 findfont [4.92249 -8.24107 -8.24106 -4.92249 0 0 ]mfnt sfnt
+282.65 274.964 mov
+(P19) sh
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/space
+<10bf317079c7734bf7> ND
+/zero
+<10bf317040c2af124ea0a49a7bf41805b177f7c4498811bf81dd3becc7ca
+7a1e61bf5af20f14d3ba25cb845719681beff0dff1a88dee7823f826e8f0
+739d88e303e838311be2a57d9230228fb7> ND
+/one
+<10bf31702ce19e53b6f609b518076fe734884313e5cd7a86613dc6f2450b
+061a1ad1> ND
+/two
+<10bf31703a9b9e75ea81f4b86404c8c5b0ed48d346c9f9e1e61d1793fdf1
+09ba72c7c73f875dce1fed070846350ddda457812602713b0534321d272a
+eafbfd522ef367dbdfbcee610ab8b5> ND
+/three
+<10bf31703e65fd7e38478bb8cdc815f2e0f3a21edd060d037e033213cc37
+fb113e86d3e99697f293fc1e5b8128b557be09627a0c26ff6b1d5f3ab710
+a440daae1f921170ca40a3017a7e6559500868f56ea75da7c8a99018d093
+7b39791cb8dcd57666a113cd8b1bba494f8c69> ND
+/four
+<10bf317031d92f340665f9d57abf5ced23436d6488bc83fc9796703022f0
+1e775102213885082db74038803d6498914e3031d93bfd3b1dfe31f0e50f
+d402c8473500b13ddfa3fc45fa> ND
+/six
+<10bf317031d92f3425eda9786fee0115802f83ee2bdc48b38e5dc519e1dc
+c6118ccdf0f2a993ca95234f42293633db35d04ead9322d56bd4640afe6e
+cf0a84796425fe5cfb964a1b2eb8674fb6753c7544b8406bb3b18dd4e069
+08dc126a28d499cefa9312cde8e70aaf4f> ND
+/seven
+<10bf31702094ca827fc7642099017663cef908cd301efa28ee1bfc120575
+9bf89f8b49c3c14274> ND
+/bracketleft
+<10bf317010725340705c81366dc59ce1165f0649bc1a5038b23bc770834a
+d2c494e303> ND
+/bracketright
+<10bf317054ad3ad6de103c2ea88e0729d320fbf5c609d558099ba537941b
+a08d02> ND
+/n
+<10bf31702094ca827fd8441c0957d83ffd389f80f745b17010cbaca850e4
+b5efc2c5c2791c4590a7de7a9402e7d11d5027e291035e04625f59b98678
+9ec2395f091b27a1f72e02bb3010b5af4e13d941a458bc1fdf210f5db8e5
+879f> ND
+/t
+<10bf317065f8e1c4514de29c8c0648dd97151e5185bd64bac354fa8d1cf3
+eb2247ee5cd86f648e7a19bc8381fd380e262f145408a19e3e35c8745c47
+2d1157413020406b> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 32 /space put
+dup 48 /zero put
+dup 49 /one put
+dup 50 /two put
+dup 51 /three put
+dup 52 /four put
+dup 54 /six put
+dup 55 /seven put
+dup 91 /bracketleft put
+dup 93 /bracketright put
+dup 110 /n put
+dup 116 /t put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+32{/.notdef}repeat /space 15{/.notdef}repeat /zero /one /two /three /four
+/.notdef /six /seven 9{/.notdef}repeat /A /.notdef /C 3{/.notdef}repeat
+/G 13{/.notdef}repeat /U 5{/.notdef}repeat /bracketleft /.notdef /bracketright 16{/.notdef}repeat
+/n 5{/.notdef}repeat /t 139{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [12.8 0 0 -12.8 0 0 ]mfnt sfnt
+0 127.44 mov
+([102 nt]) sh
+313.601 17.8394 mov
+([37 nt]) sh
+330.401 145.84 mov
+([64 nt]) sh
+.113725 .054902 .501961 rgb
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/e
+<10bf31704ab2503030fec2f45e7e5cf47fc11d962739122c4e54474eff0e
+1255b3d1b22aec657aaa4e7d1bfca6994595e2e49e2858d732f38a805696
+e0fca4d794509958e8d5ada6b628c05ea9d2142ac2e719bc3979eacbf36c
+3a74f5814616cda1f804403494184f51057654c0eede1c814f65> ND
+/i
+<10bf317027e610bfa7f58864b8a844d682ae31b94e523457aa42d5ac0fca
+407a62ede509> ND
+/o
+<10bf317047276c4999ccbb3f4b024eb7736fff85ee898fa8dc5c493d73de
+8f82f4b642c44d2a87361f6250688ccf63358fd216a840baa63411d79901
+d9fada0454d7f87cd033ea90c8fac0d323> ND
+/r
+<10bf317036de1a736fd7044d328eb56610489f58e06f422d5d8826e2d999
+7d6966a26c649da538df984b0bc9f0adb2b3db3855728badd951de41862e
+1b15565642d18788d50ce6c0c354fae871a5368c291e4f40af513579> ND
+/s
+<10bf317040c2e74a50db8320b72aa362422c5115d7e36f2a575bee6ef5a9
+5b7f1ec07cceb340b8eafc033516a6d135450caf6b182cd4d156d706dadf
+7b0d04532d42adc5f90e3e8d4d7190e1e817490bbb6dc111a5ff60467263
+6f73f40380972f48fccf2a1a1743a966452a2354835f236c08012007bc24
+28ac92747a4323c158f91e70df679842ba2879a730649268d53d90ae684f
+619220009223761a805f27384176224b326fc5f1d462619e9a> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 101 /e put
+dup 105 /i put
+dup 111 /o put
+dup 114 /r put
+dup 115 /s put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+32{/.notdef}repeat /space 15{/.notdef}repeat /zero /one /two /three /four
+/.notdef /six /seven 9{/.notdef}repeat /A /.notdef /C 3{/.notdef}repeat
+/G 13{/.notdef}repeat /U 5{/.notdef}repeat /bracketleft /.notdef /bracketright 7{/.notdef}repeat
+/e 3{/.notdef}repeat /i 4{/.notdef}repeat /n /o 2{/.notdef}repeat /r
+/s /t 139{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [12.8 0 0 -12.8 0 0 ]mfnt sfnt
+301.601 308.24 mov
+(40 nt insertion) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
+%!PS-Adobe-3.0 EPSF-3.0
+%%Creator: Adobe Illustrator(R) 10.0
+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (rnaseP-bsu-alignment.eps)
+%%CreationDate: 3/27/03 11:47 AM
+%AI9_DataStream
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+%k1@@s#_BHOHM2t5r;?6#I,u0sk"d%Icgh#C0a0(bod?a<,VpA9^@T<nq=W?`1p1TqqR-r&I?r=!Gi%=A*+$UjcTTsb?Cn>A!6sj.
+%nb#sZTDb%ce0fb at GjZY:E9?]Ujbpl<N-RVar4fu*dc\LYJ,\`6^GF2cIf&WPrZb41rt#-6Y5dqa]6O,,hqu);?bUe.)SCCpeLTF'
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+
+ /AGMUTIL_GSTATE_clr_rnd currentcolorrendering def
+ /AGMUTIL_GSTATE_op currentoverprint def
+ /AGMUTIL_GSTATE_bg currentblackgeneration cvlit def
+ /AGMUTIL_GSTATE_ucr currentundercolorremoval cvlit def
+ currentcolortransfer cvlit /AGMUTIL_GSTATE_gy_xfer xdf cvlit /AGMUTIL_GSTATE_b_xfer xdf
+ cvlit /AGMUTIL_GSTATE_g_xfer xdf cvlit /AGMUTIL_GSTATE_r_xfer xdf
+ /AGMUTIL_GSTATE_ht currenthalftone def
+ /AGMUTIL_GSTATE_flt currentflat def
+ end
+}def
+/set_gstate
+{
+ AGMUTIL_GSTATE begin
+ AGMUTIL_GSTATE_clr_spc setcolorspace
+ AGMUTIL_GSTATE_clr_indx {AGMUTIL_GSTATE_clr_comps AGMUTIL_GSTATE_clr_indx 1 sub get
+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 sub def} repeat setcolor
+ AGMUTIL_GSTATE_fnt setfont
+ AGMUTIL_GSTATE_lw setlinewidth
+ AGMUTIL_GSTATE_lc setlinecap
+ AGMUTIL_GSTATE_lj setlinejoin
+ AGMUTIL_GSTATE_ml setmiterlimit
+ AGMUTIL_GSTATE_da AGMUTIL_GSTATE_do setdash
+ AGMUTIL_GSTATE_sa setstrokeadjust
+
+ AGMUTIL_GSTATE_clr_rnd setcolorrendering
+ AGMUTIL_GSTATE_op setoverprint
+ AGMUTIL_GSTATE_bg cvx setblackgeneration
+ AGMUTIL_GSTATE_ucr cvx setundercolorremoval
+ AGMUTIL_GSTATE_r_xfer cvx AGMUTIL_GSTATE_g_xfer cvx AGMUTIL_GSTATE_b_xfer cvx
+ AGMUTIL_GSTATE_gy_xfer cvx setcolortransfer
+
+ AGMUTIL_GSTATE_ht /HalftoneType get dup 9 eq exch 100 eq or
+ {
+ currenthalftone /HalftoneType get AGMUTIL_GSTATE_ht /HalftoneType get ne
+ {
+ mark AGMUTIL_GSTATE_ht {sethalftone} stopped cleartomark
+ } if
+ }{
+ AGMUTIL_GSTATE_ht sethalftone
+ } ifelse
+
+ AGMUTIL_GSTATE_flt setflat
+ end
+}def
+/AGMUTIL_str256 256 string def
+/AGMUTIL_src256 256 string def
+/AGMUTIL_dst64 64 string def
+/AGMUTIL_srcLen nd
+/AGMUTIL_ndx nd
+/rdline
+{
+ currentfile AGMUTIL_str256 readline pop
+} bdf
+/rdcmntline
+{
+ currentfile AGMUTIL_str256 readline pop
+ (%) anchorsearch {pop} if
+} bdf
+/filter_cmyk
+{
+ dup type /filetype ne{
+ 0 () /SubFileDecode filter
+ }if
+ [
+ exch
+ {
+ AGMUTIL_src256 readstring pop
+ dup length /AGMUTIL_srcLen exch def
+ /AGMUTIL_ndx 0 def
+
+ AGMCORE_plate_ndx 4 AGMUTIL_srcLen 1 sub{
+ 1 index exch get
+ AGMUTIL_dst64 AGMUTIL_ndx 3 -1 roll put
+ /AGMUTIL_ndx AGMUTIL_ndx 1 add def
+ }for
+ pop
+ AGMUTIL_dst64 0 AGMUTIL_ndx getinterval
+ }
+ bind
+ /exec cvx
+ ] cvx
+} bdf
+/AGMUTIL_imagefile nd
+/AGMUTIL_imbuf nd
+/read_image_file
+{
+ AGMUTIL_imagefile 0 setfileposition
+ dup /DataSource {AGMUTIL_imagefile AGMUTIL_imbuf readstring pop} put
+ exch
+ load exec
+}def
+/write_image_file
+{
+ begin
+ { (AGMUTIL_imagefile) (w+) file } stopped{
+ false
+ }{
+ Adobe_AGM_Utils/AGMUTIL_imagefile xddf
+ Adobe_AGM_Utils/AGMUTIL_imbuf Width BitsPerComponent mul 7 add 8 idiv string ddf
+ 1 1 Height {
+ pop
+ DataSource dup type /filetype eq{
+ AGMUTIL_imbuf readstring pop
+ }{
+ exec
+ } ifelse
+ AGMUTIL_imagefile exch writestring
+ }for
+ true
+ }ifelse
+ end
+}def
+/close_image_file
+{
+ AGMUTIL_imagefile closefile (AGMUTIL_imagefile) deletefile
+}def
+/consumeimagedata
+{
+ begin
+ currentdict /MultipleDataSources known not
+ {/MultipleDataSources false def} if
+ MultipleDataSources
+ {
+ 1 dict begin
+ /flushbuffer Width cvi string def
+ 1 1 Height cvi
+ {
+ pop
+ 0 1 DataSource length 1 sub
+ {
+ DataSource exch get
+ dup type dup
+ /filetype eq
+ {
+ exch flushbuffer readstring pop pop
+ }if
+ /arraytype eq
+ {
+ exec pop
+ }if
+ }for
+ }for
+ end
+ }
+ {
+ /DataSource load type dup
+ /filetype eq
+ {
+ 1 dict begin
+ /flushbuffer Width Decode length 2 div mul cvi string def
+ 1 1 Height { pop DataSource flushbuffer readstring pop pop} for
+ end
+ }if
+ /arraytype eq
+ {
+ 1 1 Height { pop DataSource pop } for
+ }if
+ }ifelse
+ end
+}bdf
+/addprocs
+{
+ 2{/exec load}repeat
+ 3 1 roll
+ [ 5 1 roll ] bind cvx
+}def
+/modify_halftone_xfer
+{
+ currenthalftone dup length dict copy begin
+ currentdict 2 index known{
+ 1 index load dup length dict copy begin
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end def
+ currentdict end sethalftone
+ }{
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end sethalftone
+ pop
+ }ifelse
+}def
+/doc_setup{
+ Adobe_AGM_Utils begin
+}bdf
+/doc_trailer{
+ currentdict Adobe_AGM_Utils eq{
+ end
+ }if
+}bdf
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_AGM_Core 2.0 0
+%%Version: 2.0 0
+%%Copyright: Copyright (C) 1997-1999 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Core 205 dict dup begin put
+/nd{
+ null def
+}bind def
+/Adobe_AGM_Core_Id /Adobe_AGM_Core_2.0_0 def
+/AGMCORE_str256 256 string def
+/AGMCORE_src256 256 string def
+/AGMCORE_save nd
+/AGMCORE_graphicsave nd
+/AGMCORE_c 0 def
+/AGMCORE_m 0 def
+/AGMCORE_y 0 def
+/AGMCORE_k 0 def
+/AGMCORE_cmykbuf 4 array def
+/AGMCORE_screen [currentscreen] cvx def
+/AGMCORE_tmp 0 def
+/AGMCORE_&setgray nd
+/AGMCORE_&setcolor nd
+/AGMCORE_&setcolorspace nd
+/AGMCORE_&setcmykcolor nd
+/AGMCORE_cyan_plate nd
+/AGMCORE_magenta_plate nd
+/AGMCORE_yellow_plate nd
+/AGMCORE_black_plate nd
+/AGMCORE_plate_ndx nd
+/AGMCORE_get_ink_data nd
+/AGMCORE_is_cmyk_sep nd
+/AGMCORE_host_sep nd
+/AGMCORE_will_host_sep nd
+/AGMCORE_avoid_L2_sep_space nd
+/AGMCORE_distilling nd
+/AGMCORE_composite_job nd
+/AGMCORE_producing_seps nd
+/AGMCORE_ps_level -1 def
+/AGMCORE_ps_version -1 def
+/AGMCORE_environ_ok nd
+/AGMCORE_CSA_cache 0 dict def
+/AGMCORE_CSD_cache 0 dict def
+/AGMCORE_pattern_cache 0 dict def
+/AGMCORE_currentoverprint false def
+/AGMCORE_deltaX nd
+/AGMCORE_deltaY nd
+/AGMCORE_name nd
+/AGMCORE_sep_special nd
+/AGMCORE_err_strings 4 dict def
+/AGMCORE_cur_err nd
+/AGMCORE_ovp nd
+/AGMCORE_current_spot_alias false def
+/AGMCORE_inverting false def
+/AGMCORE_feature_dictCount nd
+/AGMCORE_feature_opCount nd
+/AGMCORE_feature_ctm nd
+/AGMCORE_ConvertToProcess false def
+/AGMCORE_Default_CTM matrix def
+/knockout_unitsq nd
+/AGMCORE_CRD_cache where{
+ pop
+}{
+ /AGMCORE_CRD_cache 0 dict def
+}ifelse
+/AGMCORE_key_known
+{
+ where{
+ /Adobe_AGM_Core_Id known
+ }{
+ false
+ }ifelse
+}ndf
+/flushinput
+{
+ save
+ /CompareBuffer 3 -1 roll def
+ /readbuffer 256 string def
+ mark
+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
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+ /MappedCSA null
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+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
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+ }ndf
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+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
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+ }bdf
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+ {
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+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
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+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
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+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
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+ {
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+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
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+ }
+ addprocs
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+ end
+ } def
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+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
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+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
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+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
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+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
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+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
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+ }{
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+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
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+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
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+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
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+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
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+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
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+ }{
+
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+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
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+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
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+} if
+%%EndResource
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+%ADOEndClientInjection: DocumentProlog End "AI10"
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+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
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+%ADOEndClientInjection: PageSetup Start "AI10"
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+Adobe_AGM_Image/page_setup get exec
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+%ADOEndClientInjection: PageSetup End "AI10"
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+b4c15e4612e28d2142e015e9b34526719a1671f68e0202443eff71303477
+43d1a7a6e7b2a9371dc8418b687da58c1e33c99f8930ca86ef07a3b3ec43
+50197c8090ae40568025cd75df947eee06d039359090b4659bdedae20a2e
+32bef9ba6327edc3577a042c8a22d1cb6fbd64fd64754891> ND
+/i
+<10bf31705fce6507854bfd5453e743735818d40d67ec1532d846ec6eb57b
+a379fb65a427f99b32d98a51f57658ac9b227989b26d151d43cea1c989bf
+f139f48a1383fdef993f3563bc63dd976a127ddf8d3d4d> ND
+/l
+<10bf31705863e503408ecf9ecbcc5d318bb6318525c5b52ab08ec840ccd6
+ad0d498b316284b1f457be2054e4989ef3a09e1de6c846> ND
+/m
+<10bf31705ac86a49312a9fd9216ac187bbece8fcca49aeeba8345c5dcb8d
+22e2f311041729efa574dc4f8cea66ff62b9f7875e438aaac2bc968c833c
+59433c927d77707a4793dc203fe495345b66acf70bf0e3c6739b10493656
+320226d1aab14145580caac5297051c2cbc1275bf490dbfb37069939d4a8
+fe2e511651276f25977617430a1fd815f73c447cb770501a519db54db5ee
+ff6657ac892d36d74b68b770f457c3a3ce13a3df663f087684614f2f64cf
+19538a331f9664c459dc237b> ND
+/n
+<10bf3170573e563cfd092bc7aac9e949b8f7a4827fe0f5ce67cfeb547cc4
+0324c0c45558a88f1ea6ca3d00c7850dbdd4b3c992012bc75b427cf6ac8c
+46f4b1290c6a0924e21bd8fe2684be248ea4bd907856e7ca65331eac2fb6
+c7d64a4c51041fcdcbf442862c40d772e99c9a3d2660da8f8d1225eb9a38
+a0939af5d1> ND
+/o
+<10bf3170422f93576c717ee99d6736f12ef20213595672a3889f39fd79b8
+f8e03db4067972748506dd3e394e1ed21612adf9955de5d344645439263d
+16fe05d9f8432033df436bdbe971bdd0b4ca20ec935003ac05958f3374d5
+be4f84a5e6c035be86b4155b925e09a04220f0eb68246a69ca538a270f95
+b47c12aaed3b0426c82ce7bd8f92> ND
+/p
+<10bf317054a23a3541e41e8ecb0847e60b1e31523529115b6758aa977454
+1325eaa79edb9799a0d9e00066067ae6bea37a698c98886274e3f41cd1b8
+578a94c225b0f3c0e92bf5f3f03ed0de98ddd26367108da99886260beb08
+1a3b0855a0e35e3b0e73b0cca3d170c7bbff6a8ac29076da97e9fbc9239b
+bfc88f95a8a50d51b6e1e0fb3f034ff0bb5e891e2b09f42b118fb4882d97
+e05b> ND
+/q
+<10bf31705c36e774c01818b567b3a30f54c9e6843777a6accc2cafc6d62c
+32f03e649a76106692b272964d44887a71a37c0f41a3ac706672abddcb3a
+b2e1842622d684c349659112fdabf6c782aae0bac9563f28fac625d64bf5
+97c35d79be6aacdfddbd7b27dbac2a70805734e90e835d9f4394cb64de19
+8ebedd5445420cad3d2f380bf1ef914ef97d6a6c> ND
+/r
+<10bf3170537b448baee17d92f49ac0a05a119905783ad31b1335f4ce098c
+c861eb004143dfac510557c0ec68b61a660779041049a2f8adbd8b72e40b
+d877d7d4b313643f2fa4d7581b23becdec85b7d7582f7e2f50f829ff3515
+fa749796aaa74d2ed647eccf740e962946> ND
+/s
+<10bf317050d9b80120c19d821533341643354852ea9df97a99fd4ba774b7
+08c1fae708745f9328a1a9a5d21e169ff77ecdcd42f945703d067165d10e
+35df5f72d35341f01fb3026c906bf5dc9a4d1bcd00cb4fd389804aaed0c5
+179606cadf715c7fa2d902f17112979a83434b773005e3a14720c0ac9ccf
+50f62928be58f2d774787655c3e51c4ad2772c2dacd3e4a9b3e3d07c0e79
+b3bf6755ddd2a9f85c3008b885abd5da2aea4dd26daf39a061> ND
+/t
+<10bf3170524a2d22499482a58e0ac04293f60f52cf55d017afd6304f1340
+86ad48ad6f4b3f79315e33aa34c07371b994fceb8da4492a987edfdf026d
+4bc55acf283ac30b> ND
+/u
+<10bf31705374882f7c934ecd3b5e82940591cc2da5136b726bd97deea59d
+b5951369571544034f93f6e9e9bef396feae60a5b9c3456da1182921d60f
+51a03c79c508334f1146b564507198b89948780cf4b60418521ed73bbe7d
+3e228dcb5a9c016f8058dab9750074512ee3321a1b934119d8b6bef7f816
+c990fbfb206a15a63a5b88> ND
+/w
+<10bf3170638a0228cce16401e2a1320493ec75c1c4d2465d588dcde2174a
+6f5049d20d2b454d3f053b001bf9bfb825dea634ce9d3fb5dfdd04855e7e
+dc0d6e4dde355956359d5dc6a40d2c9c8826366d53049d947ee8dde95074
+627941c33de4220aaa3a8af2bf2b00299fde9211e4d408bef1eb22bc89d1
+241b0be5a1bbaa> ND
+/y
+<10bf3170776bfd988a56ee8fe50a75c214c009776a321e560c933ea18fd8
+2d83bbeace10512da5973877666f325826dc5af29e15691888b572f52587
+df0337c16f0b24682fde99afae5ef409919e6bb4ac7d35dd8790071ba79e
+f7780d09de33b41d6b48fb9a59a16a0e5807adc0fa47d6b5e690567815e0
+dc2ee9936d7e839639b3888218268a73> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Times-Roman findfont /Encoding get
+dup 32 /space put
+dup 40 /parenleft put
+dup 41 /parenright put
+dup 44 /comma put
+dup 45 /hyphen put
+dup 46 /period put
+dup 47 /slash put
+dup 48 /zero put
+dup 49 /one put
+dup 50 /two put
+dup 54 /six put
+dup 55 /seven put
+dup 56 /eight put
+dup 57 /nine put
+dup 58 /colon put
+dup 65 /A put
+dup 66 /B put
+dup 67 /C put
+dup 72 /H put
+dup 73 /I put
+dup 74 /J put
+dup 75 /K put
+dup 78 /N put
+dup 80 /P put
+dup 82 /R put
+dup 83 /S put
+dup 86 /V put
+dup 87 /W put
+dup 97 /a put
+dup 98 /b put
+dup 99 /c put
+dup 100 /d put
+dup 101 /e put
+dup 103 /g put
+dup 105 /i put
+dup 108 /l put
+dup 109 /m put
+dup 110 /n put
+dup 111 /o put
+dup 112 /p put
+dup 113 /q put
+dup 114 /r put
+dup 115 /s put
+dup 116 /t put
+dup 117 /u put
+dup 119 /w put
+dup 121 /y put
+pop
+%ADOEndSubsetFont
+/Times-Roman*1
+[
+32{/.notdef}repeat /space 7{/.notdef}repeat /parenleft /parenright 2{/.notdef}repeat /comma /hyphen
+/period /slash /zero /one /two /three /.notdef /five
+/six /seven /eight /nine /colon 6{/.notdef}repeat /A /B
+/C 4{/.notdef}repeat /H /I /J /K 2{/.notdef}repeat /N
+/.notdef /P /.notdef /R /S 2{/.notdef}repeat /V /W
+9{/.notdef}repeat /a /b /c /d /e /.notdef /g
+/.notdef /i 2{/.notdef}repeat /l /m /n /o /p
+/q /r /s /t /u /.notdef /w /.notdef
+/y 47{/.notdef}repeat /quotesingle 86{/.notdef}repeat
+] /Times-Roman nfnt
+/Times-Roman*1 findfont [14 0 0 -14 0 0 ]mfnt sfnt
+207.939 50.2998 mov
+(Ribonuclease P RNA) sh
+%ADOBeginSubsetFont: Times-Italic Initial
+11 dict begin
+/FontName /Times-Italic def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/space
+<10bf317079c757bf91> ND
+/E
+<10bf3170422fec138c7230ff7e19baeab789ca5bef7c283ccb09551e5920
+152b68f4ae9202c0b3dc9ce436192c9236bd3660f1a4c31e38f86b098ad4
+0faea873d69e67fba9e58ca6cfef84d9c04bf5ed0211af7c47b992754a0b
+77dd10b8c2dee46b4bbd80a3899e09c65b8aa861d24429fb9db82951837a
+3a1283595735> ND
+/a
+<10bf317040c2e74a508d6139dce14e3948d239d0634bbfaabf9e8d3c7573
+ed6fbf5dbea53ff369f531ee4a35d5d774411d751e898d06a82fb104c24e
+2e288c130578a51898d70e768e70e25015126de9836190adddf115525009
+d0b5cf5799cade59015ed746a61eea4e41b65101d4ece488aeb0eae27176
+fd995d93360fcb186f66fe5f540946011237ad8713367061b7184db6a67a
+996b98e53ecb5c8feb0582a80d88d56027b3ffcc55dfb4dc1ac3446fc8ff
+d6878cc714f800a67c3909395a6179cde4244303983fcb7be7e1a5e7> ND
+/c
+<10bf317040c23fc2eee4f57240df62f1391a1250ca71eb42052c6832a234
+04baa9e4ef1dec279a752431a80f654f5e0351e445249e6beb05a973cc41
+d8ead12d95f7556c161073e2684409ef6f29244cba09a6bb43b3bcffdfba
+d18d8daa29a3daa3e72edebd8ca6c6c1ffadc0e7cfd675d1eb71cae83aa4
+bb0d1ad30e10be4b78f720e6585f94cee8adb3f7cfca78> ND
+/e
+<10bf3170422f4b41880651ec3b4d2eb65a011be62466a01dda4961f1da28
+4c346a77169bc4c4a7ede011b56ed8c3d1f00f116ed11b99eb4b26ce1c6c
+5397d8f41586907ab2a423b80824b99dfa062fa0ba9e37fea1ae4a5117f6
+72d95befd94dae78a32300bbe65f34382c0e9700cfbfa7edeefaf81da1bc
+b5d10d3e54194c0dc1ac22d93bd61b9e6bbb3969e1> ND
+/h
+<10bf317054a23a3555fb5ead131bc59828cc7f1eacd86033cc680ee8cbd6
+7a73727285e80cbc40f01dbc40114116b796f4f49cc581dd1b7f53c5108d
+be6d1077ff4095e8abd9a2db119ca521dceefb8e4db76cb40c3c2aa5db93
+42df5f61b9bb5861f54e93f8082a054a7e07b5d2512f24d8cdb5ad0ac428
+d185c91cf0e62b83c527874a0e41499f1504cd67f9c86334> ND
+/i
+<10bf31705c397059959e269bc482cc232fb2cd355b1741c991d08977a1c7
+62a5e2889a63c2e040e22ffbaf41c04400cc31c3de7dcf350f3cdfb3edfa
+828dc964cb2f6eb442e0262df25f627edd720f9619db59fd5a8cd100c968
+4c5f4db9889b35c63fc8c08e> ND
+/l
+<10bf3170599590e4eca19c589f591b28c79c3ad915d374f9f929618cfd7b
+7292a0b167075ca805f5ad895e8e3b1ab4dbdd185639273e5baedc164de3
+0d0ee9bfd604> ND
+/o
+<10bf3170435d457c3b609d0dfdc745bd7c1663c0a805d91da8e9d0cc4d99
+e22f87ada7af2132f6337504f703ddd93c8cdde4699cbdaf64ef14809e56
+7a42bb836080942124ca1aef0e63f807aefc933c8563b48027e9d8f1c1e1
+8352efa85eedc9ca490791a4e46850c09204d72255ce696daee7dc1a2862
+811f44c6c89facfd801c3e6416cabfcd> ND
+/r
+<10bf3170599a5b3c2e2dd28b3b10b75075330d11e34ae538e91b40e1b802
+82d48b2a59637d6e097ee2f6d5ecf0c595e0fe2ca2c786a62d5a15f78248
+8110425023e201d5535dfbe489642fedd613d0fa1856971b95976bddeb41
+6a333657ac733756ce26ea5bc0c9c1685f2222cc6612850d6389e5c3f1da
+> ND
+/s
+<10bf317050d9b8012f166408318a0ef0c2b3fc2c4bf046f43a31a13138cb
+3edd33b1e05a71393e8603bde246c06cf021e377498e36cd112cac2862cb
+d733c3012351e466a2c60874be76f3ffb0e88de0326be4951815ceb6e2b4
+a1c764b8b4750919db41ba568a843704ee79cbe791dd797a967fc4bf780b
+33396195d9608a7596aadb157b1c31c1f97e4cad9c00804f33d10c4f9e5f
+1e6e986043994c17686677d39f7196085e4700caad44794150> ND
+/t
+<10bf3170524a2d224620d65b924216aad176698198f7dbdeefeee3b7e580
+1e8252c00721d9a34af4c93982914cf535dd1a9978155b129f9b67696bf0
+657d3fef2c6bfe965ee59c94b9f93fb72b6a44> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Italic findfont /Encoding get
+dup 32 /space put
+dup 69 /E put
+dup 97 /a put
+dup 99 /c put
+dup 101 /e put
+dup 104 /h put
+dup 105 /i put
+dup 108 /l put
+dup 111 /o put
+dup 114 /r put
+dup 115 /s put
+dup 116 /t put
+pop
+%ADOEndSubsetFont
+/Times-Italic*1
+[
+32{/.notdef}repeat /space 36{/.notdef}repeat /E 27{/.notdef}repeat /a /.notdef /c
+/.notdef /e 2{/.notdef}repeat /h /i 2{/.notdef}repeat /l 2{/.notdef}repeat
+/o 2{/.notdef}repeat /r /s /t 139{/.notdef}repeat
+] /Times-Italic nfnt
+/Times-Italic*1 findfont [14 0 0 -14 0 0 ]mfnt sfnt
+207.939 64.2998 mov
+(Escherichia coli) sh
+/Times-Roman*1 findfont [14 0 0 -14 0 0 ]mfnt sfnt
+299.316 64.2998 mov
+( K-12 W3110) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+207.939 88.2998 mov
+(Sequence : V00338, Reed, ) sh
+/Times-Italic*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+316.799 88.2998 mov
+(et al) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+334.189 88.2998 mov
+(., 1982 Cell ) sh
+/Times-Bold*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+383.439 88.2998 mov
+(30) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+393.439 88.2998 mov
+(:627) sh
+207.939 100.3 mov
+(Structure : Harris, ) sh
+/Times-Italic*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+282.439 100.3 mov
+(et al) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+299.939 100.3 mov
+(., RNA \(in press\)) sh
+207.999 124.3 mov
+(Image created 10/3/00 by JWBrown) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
+%!PS-Adobe-3.0 EPSF-3.0
+%%Creator: Adobe Illustrator(R) 10.0
+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (rnaseP-ecoli.eps)
+%%CreationDate: 3/27/03 11:44 AM
+%AI9_DataStream
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181787
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diff --git a/documentation/userguide/Figures/trna1-DF6280.eps b/documentation/userguide/Figures/trna1-DF6280.eps
new file mode 100644
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+%%+ procset Adobe_CoolType_Utility_MAKEOCF (1.13 0)
+%%+ procset Adobe_CoolType_Core (2.12 0)
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+%ADOBeginClientInjection: DocumentProlog Start "AI10"
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+%%BeginResource: procset Adobe_AGM_Utils 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Utils 60 dict dup begin put
+/bdf
+{
+ bind def
+} bind def
+/nd{
+ null def
+}bdf
+/xdf
+{
+ exch def
+}bdf
+/ldf
+{
+ load def
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+/xddf
+{
+ 3 -1 roll put
+}bdf
+/xpt
+{
+ exch put
+}bdf
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+
+ exch dup where{
+ pop pop pop
+ }{
+ xdf
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/bdict
+{
+ mark
+}bdf
+/edict
+{
+ counttomark 2 idiv dup dict begin {def} repeat pop currentdict end
+}def
+
+/ps_level
+ /languagelevel where{
+ pop systemdict /languagelevel get exec
+ }{
+ 1
+ }ifelse
+def
+/level2
+ ps_level 2 ge
+def
+/level3
+ ps_level 3 ge
+def
+/ps_version
+ {version cvr} stopped {
+ -1
+ }if
+def
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+{
+ /packedarray where{
+ pop packedarray
+ }{
+ array astore readonly
+ }ifelse
+}bdf
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+ }{
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+ }{
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+ dup /Magenta eq{
+ pop (_Magenta_)
+ }{
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+ }{
+ dup /Black eq{
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+ dup () cvn eq{
+ pop (Process)
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+ }if
+}bdf
+/AGMUTIL_GSTATE 22 dict def
+/get_gstate
+{
+ AGMUTIL_GSTATE begin
+ /AGMUTIL_GSTATE_clr_spc currentcolorspace def
+ /AGMUTIL_GSTATE_clr_indx 0 def
+ /AGMUTIL_GSTATE_clr_comps 12 array def
+ mark currentcolor counttomark
+ {AGMUTIL_GSTATE_clr_comps AGMUTIL_GSTATE_clr_indx 3 -1 roll put
+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 add def} repeat pop
+ /AGMUTIL_GSTATE_fnt rootfont def
+ /AGMUTIL_GSTATE_lw currentlinewidth def
+ /AGMUTIL_GSTATE_lc currentlinecap def
+ /AGMUTIL_GSTATE_lj currentlinejoin def
+ /AGMUTIL_GSTATE_ml currentmiterlimit def
+ currentdash /AGMUTIL_GSTATE_do xdf /AGMUTIL_GSTATE_da xdf
+ /AGMUTIL_GSTATE_sa currentstrokeadjust def
+
+ /AGMUTIL_GSTATE_clr_rnd currentcolorrendering def
+ /AGMUTIL_GSTATE_op currentoverprint def
+ /AGMUTIL_GSTATE_bg currentblackgeneration cvlit def
+ /AGMUTIL_GSTATE_ucr currentundercolorremoval cvlit def
+ currentcolortransfer cvlit /AGMUTIL_GSTATE_gy_xfer xdf cvlit /AGMUTIL_GSTATE_b_xfer xdf
+ cvlit /AGMUTIL_GSTATE_g_xfer xdf cvlit /AGMUTIL_GSTATE_r_xfer xdf
+ /AGMUTIL_GSTATE_ht currenthalftone def
+ /AGMUTIL_GSTATE_flt currentflat def
+ end
+}def
+/set_gstate
+{
+ AGMUTIL_GSTATE begin
+ AGMUTIL_GSTATE_clr_spc setcolorspace
+ AGMUTIL_GSTATE_clr_indx {AGMUTIL_GSTATE_clr_comps AGMUTIL_GSTATE_clr_indx 1 sub get
+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 sub def} repeat setcolor
+ AGMUTIL_GSTATE_fnt setfont
+ AGMUTIL_GSTATE_lw setlinewidth
+ AGMUTIL_GSTATE_lc setlinecap
+ AGMUTIL_GSTATE_lj setlinejoin
+ AGMUTIL_GSTATE_ml setmiterlimit
+ AGMUTIL_GSTATE_da AGMUTIL_GSTATE_do setdash
+ AGMUTIL_GSTATE_sa setstrokeadjust
+
+ AGMUTIL_GSTATE_clr_rnd setcolorrendering
+ AGMUTIL_GSTATE_op setoverprint
+ AGMUTIL_GSTATE_bg cvx setblackgeneration
+ AGMUTIL_GSTATE_ucr cvx setundercolorremoval
+ AGMUTIL_GSTATE_r_xfer cvx AGMUTIL_GSTATE_g_xfer cvx AGMUTIL_GSTATE_b_xfer cvx
+ AGMUTIL_GSTATE_gy_xfer cvx setcolortransfer
+
+ AGMUTIL_GSTATE_ht /HalftoneType get dup 9 eq exch 100 eq or
+ {
+ currenthalftone /HalftoneType get AGMUTIL_GSTATE_ht /HalftoneType get ne
+ {
+ mark AGMUTIL_GSTATE_ht {sethalftone} stopped cleartomark
+ } if
+ }{
+ AGMUTIL_GSTATE_ht sethalftone
+ } ifelse
+
+ AGMUTIL_GSTATE_flt setflat
+ end
+}def
+/AGMUTIL_str256 256 string def
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+/AGMUTIL_dst64 64 string def
+/AGMUTIL_srcLen nd
+/AGMUTIL_ndx nd
+/rdline
+{
+ currentfile AGMUTIL_str256 readline pop
+} bdf
+/rdcmntline
+{
+ currentfile AGMUTIL_str256 readline pop
+ (%) anchorsearch {pop} if
+} bdf
+/filter_cmyk
+{
+ dup type /filetype ne{
+ 0 () /SubFileDecode filter
+ }if
+ [
+ exch
+ {
+ AGMUTIL_src256 readstring pop
+ dup length /AGMUTIL_srcLen exch def
+ /AGMUTIL_ndx 0 def
+
+ AGMCORE_plate_ndx 4 AGMUTIL_srcLen 1 sub{
+ 1 index exch get
+ AGMUTIL_dst64 AGMUTIL_ndx 3 -1 roll put
+ /AGMUTIL_ndx AGMUTIL_ndx 1 add def
+ }for
+ pop
+ AGMUTIL_dst64 0 AGMUTIL_ndx getinterval
+ }
+ bind
+ /exec cvx
+ ] cvx
+} bdf
+/AGMUTIL_imagefile nd
+/AGMUTIL_imbuf nd
+/read_image_file
+{
+ AGMUTIL_imagefile 0 setfileposition
+ dup /DataSource {AGMUTIL_imagefile AGMUTIL_imbuf readstring pop} put
+ exch
+ load exec
+}def
+/write_image_file
+{
+ begin
+ { (AGMUTIL_imagefile) (w+) file } stopped{
+ false
+ }{
+ Adobe_AGM_Utils/AGMUTIL_imagefile xddf
+ Adobe_AGM_Utils/AGMUTIL_imbuf Width BitsPerComponent mul 7 add 8 idiv string ddf
+ 1 1 Height {
+ pop
+ DataSource dup type /filetype eq{
+ AGMUTIL_imbuf readstring pop
+ }{
+ exec
+ } ifelse
+ AGMUTIL_imagefile exch writestring
+ }for
+ true
+ }ifelse
+ end
+}def
+/close_image_file
+{
+ AGMUTIL_imagefile closefile (AGMUTIL_imagefile) deletefile
+}def
+/consumeimagedata
+{
+ begin
+ currentdict /MultipleDataSources known not
+ {/MultipleDataSources false def} if
+ MultipleDataSources
+ {
+ 1 dict begin
+ /flushbuffer Width cvi string def
+ 1 1 Height cvi
+ {
+ pop
+ 0 1 DataSource length 1 sub
+ {
+ DataSource exch get
+ dup type dup
+ /filetype eq
+ {
+ exch flushbuffer readstring pop pop
+ }if
+ /arraytype eq
+ {
+ exec pop
+ }if
+ }for
+ }for
+ end
+ }
+ {
+ /DataSource load type dup
+ /filetype eq
+ {
+ 1 dict begin
+ /flushbuffer Width Decode length 2 div mul cvi string def
+ 1 1 Height { pop DataSource flushbuffer readstring pop pop} for
+ end
+ }if
+ /arraytype eq
+ {
+ 1 1 Height { pop DataSource pop } for
+ }if
+ }ifelse
+ end
+}bdf
+/addprocs
+{
+ 2{/exec load}repeat
+ 3 1 roll
+ [ 5 1 roll ] bind cvx
+}def
+/modify_halftone_xfer
+{
+ currenthalftone dup length dict copy begin
+ currentdict 2 index known{
+ 1 index load dup length dict copy begin
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end def
+ currentdict end sethalftone
+ }{
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end sethalftone
+ pop
+ }ifelse
+}def
+/doc_setup{
+ Adobe_AGM_Utils begin
+}bdf
+/doc_trailer{
+ currentdict Adobe_AGM_Utils eq{
+ end
+ }if
+}bdf
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_AGM_Core 2.0 0
+%%Version: 2.0 0
+%%Copyright: Copyright (C) 1997-1999 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Core 205 dict dup begin put
+/nd{
+ null def
+}bind def
+/Adobe_AGM_Core_Id /Adobe_AGM_Core_2.0_0 def
+/AGMCORE_str256 256 string def
+/AGMCORE_src256 256 string def
+/AGMCORE_save nd
+/AGMCORE_graphicsave nd
+/AGMCORE_c 0 def
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+/AGMCORE_k 0 def
+/AGMCORE_cmykbuf 4 array def
+/AGMCORE_screen [currentscreen] cvx def
+/AGMCORE_tmp 0 def
+/AGMCORE_&setgray nd
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+/AGMCORE_distilling nd
+/AGMCORE_composite_job nd
+/AGMCORE_producing_seps nd
+/AGMCORE_ps_level -1 def
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+/AGMCORE_CSA_cache 0 dict def
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+/AGMCORE_name nd
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+/AGMCORE_err_strings 4 dict def
+/AGMCORE_cur_err nd
+/AGMCORE_ovp nd
+/AGMCORE_current_spot_alias false def
+/AGMCORE_inverting false def
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+/AGMCORE_feature_opCount nd
+/AGMCORE_feature_ctm nd
+/AGMCORE_ConvertToProcess false def
+/AGMCORE_Default_CTM matrix def
+/knockout_unitsq nd
+/AGMCORE_CRD_cache where{
+ pop
+}{
+ /AGMCORE_CRD_cache 0 dict def
+}ifelse
+/AGMCORE_key_known
+{
+ where{
+ /Adobe_AGM_Core_Id known
+ }{
+ false
+ }ifelse
+}ndf
+/flushinput
+{
+ save
+ /CompareBuffer 3 -1 roll def
+ /readbuffer 256 string def
+ mark
+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: trna1-DF6280.ai 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
+Adobe_AGM_Core/AGMCORE_save save ddf
+1 -1 scale 0 -353.354 translate
+[1 0 0 1 0 0 ] concat
+mark
+/0
+[/DeviceGray] add_csa
+/CSA /0
+/1
+[/DeviceCMYK] add_csa
+/CSA /1
+/2
+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
+800 path_rez
+% page clip
+gsave
+newpath
+gsave % PSGState
+0 0 mo
+0 353.354 li
+277.316 353.354 li
+277.316 0 li
+clp
+[1 0 0 1 0 0 ] concat
+%ADOBeginClientInjection: BeginPageContent "AI10"
+%ADOEndClientInjection: BeginPageContent "AI10"
+gsave % PSGState
+0 0 mo
+277 0 li
+277 353 li
+0 353 li
+0 0 li
+clp
+false sop
+0 0 0 rgb
+%ADOBeginSubsetFont: ArialMT Initial
+11 dict begin
+/FontName /ArialMT def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 1296 dict dup begin
+/.notdef
+<10bf317005b6d50bd3b903bc9f60e6e804630266f839393d56ae50a85fbe
+ffec110deebde9f8a007323688ac> ND
+/A
+<10bf3170789bec1ccf5fb017e1dd1362ac54cb2fa3a278c1c5e8b8e0184d
+7cbeaa35d4ddaa02f35f83f589e53f609414a1e8dd86a2916a5d28875546
+282a3c313b2605b04804> ND
+/U
+<10bf31702819c97bed0771866d6f6e4b5d808a62a968b85d231a0eb8e402
+4d132e7e5f4f0774e52ea7ca2947d76cb6d91e5a49bfa24e8dbb70178037
+670107e5c5ec344c839ecf8a09e3ebbb33f834e608ca891bbd12e5864287
+c5461e81e0b9ea158473ff6b117e14cc8296> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/ArialMT findfont /Encoding get
+dup 65 /A put
+dup 85 /U put
+pop
+%ADOEndSubsetFont
+/ArialMT*1
+[
+65{/.notdef}repeat /A 19{/.notdef}repeat /U 170{/.notdef}repeat
+] /ArialMT nfnt
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+121.623 281.652 mov
+(A) sh
+143.56 281.652 mov
+(U) sh
+134.576 275.98 mo
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+0 0 0 rgb
+f
+1 lw
+0 lc
+0 lj
+4 ml
+[] 0 dsh
+true sadj
+134.576 275.98 mo
+142.276 275.98 li
+0 0 0 rgb
+s
+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+121.623 250.502 mov
+(A) sh
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+(U) sh
+134.576 244.83 mo
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+0 0 0 rgb
+f
+134.576 244.83 mo
+142.276 244.83 li
+0 0 0 rgb
+s
+0 0 0 rgb
+%ADOBeginSubsetFont: ArialMT AddGlyphs
+
+systemdict begin
+/ArialMT
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/C
+<10bf31704fab892742fc2c6be78329c0825c84c392f40122153ca9a91165
+96e2ea405597ca7f292098a14c92b8766b957d29536d6a74922bce6efa67
+d7fa67d47a8ae997e897ea42f1e923c09a3ad5b1aa2186622859ef03a213
+f7c26727c45c24d289e1bf8fa6a719352242839e565e8af9cb5c48758232
+20530e01b09cb28b590a86024fb341940ed5d19a7e036981d38ceef64334
+a577636f4f149330a371e1> ND
+/G
+<10bf317032094fc341dd3fe1e9917e7219e2faf83af778bdd7ec0c55098b
+e0e9b7739ea63012a93f617db4a54ea175a87f3963b18d82408a4b4aca07
+c62fb2e9535e5b6e8c7ae61eda2a1953530b7a1c20e1c613736eaa239c10
+515a07f3aa0b6d64123373a1e5a99a624259a238e115671adf7333dd41a7
+8ab39a78f4284786c4df0d20429167addc89fc078c7c417063dcfe0d52c4
+81387bcf48cb4c7455f1384c6dd065c8e657f42b246b3a7cb37a89589130
+dac20b879178be4ff3a9d7cba8> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/ArialMT findfont /Encoding get
+dup 67 /C put
+dup 71 /G put
+pop
+%ADOEndSubsetFont
+/ArialMT*1
+[
+65{/.notdef}repeat /A /.notdef /C 3{/.notdef}repeat /G 13{/.notdef}repeat /U
+170{/.notdef}repeat
+] /ArialMT nfnt
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+121.158 234.928 mov
+(C) sh
+143.09 234.928 mov
+(G) sh
+134.574 229.255 mo
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+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
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+(C) sh
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+134.574 213.68 mo
+142.274 213.68 li
+0 0 0 rgb
+f
+134.574 213.68 mo
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+0 0 0 rgb
+s
+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+121.158 266.077 mov
+(G) sh
+144.026 266.077 mov
+(C) sh
+135.042 260.404 mo
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+0 0 0 rgb
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+135.042 260.404 mo
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+0 0 0 rgb
+s
+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+126.017 62.4604 mov
+(G) sh
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+(C) sh
+139.901 56.7881 mo
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+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+126.482 94.1938 mov
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+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+126.017 46.5942 mov
+(C) sh
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+(G) sh
+139.433 40.9214 mo
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+0 0 0 rgb
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+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
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+(G) sh
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+(C) sh
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+0 0 0 rgb
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+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
+126.483 125.927 mov
+(U) sh
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+139.898 120.254 mo
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+0 0 0 rgb
+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
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+/ArialMT*1 findfont [16.7999 0 0 -16.7999 0 0 ]mfnt sfnt
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+cleartomark
+/TimesNewRomanPSMT findfont /Encoding get
+dup 32 /space put
+dup 40 /parenleft put
+dup 41 /parenright put
+dup 45 /hyphen put
+dup 49 /one put
+dup 65 /A put
+dup 78 /N put
+dup 80 /P put
+dup 82 /R put
+dup 89 /Y put
+dup 97 /a put
+dup 101 /e put
+dup 104 /h put
+dup 115 /s put
+dup 116 /t put
+pop
+%ADOEndSubsetFont
+/TimesNewRomanPSMT*1
+[
+32{/.notdef}repeat /space 7{/.notdef}repeat /parenleft /parenright 3{/.notdef}repeat /hyphen 3{/.notdef}repeat
+/one 15{/.notdef}repeat /A 12{/.notdef}repeat /N /.notdef /P /.notdef
+/R 6{/.notdef}repeat /Y 7{/.notdef}repeat /a 3{/.notdef}repeat /e 2{/.notdef}repeat
+/h 10{/.notdef}repeat /s /t 139{/.notdef}repeat
+] /TimesNewRomanPSMT nfnt
+/TimesNewRomanPSMT*1 findfont [12 0 0 -12 0 0 ]mfnt sfnt
+197.433 254.848 mov
+1.19989 0 101 -1.19989 0 (Yea) awsh
+215.552 254.848 mov
+-0.419861 0 78 (st tRNA-Phe) wsh
+197.433 269.348 mov
+-0.419861 0 78 (\(tRNA1\)) wsh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
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+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (trna1-DF6280.eps)
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+%qe!*jBi!?C2B`HP514;](aI&!*J9KGe!NWbdVW7]IU\sQ[f&0EMq5kY=5.oG[Zrr>Y"aq_GL=]Qb[Gtm/]ZOG+nk3T0#f5TD(Ch\
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diff --git a/documentation/userguide/Figures/trna1-DF6280.pdf b/documentation/userguide/Figures/trna1-DF6280.pdf
new file mode 100644
index 0000000..92fcd44
Binary files /dev/null and b/documentation/userguide/Figures/trna1-DF6280.pdf differ
diff --git a/documentation/userguide/Makefile b/documentation/userguide/Makefile
new file mode 100644
index 0000000..2a9c9cd
--- /dev/null
+++ b/documentation/userguide/Makefile
@@ -0,0 +1,51 @@
+# Makefile for producing the Infernal documentation
+# SVN $Id: Makefile 2586 2008-09-18 14:23:38Z nawrockie $
+#
+# Preparation notes.
+# - Install latex2html (version 98-1p1)
+# - latex2html.config is customized for HMMER User Guide (beware)
+# - Install PolyglotMan (version 3.0.5)
+# - need a copy of wulogo.gif for putting in HTML directory.
+###########
+
+MANPAGES = cmalign cmbuild cmcalibrate cmemit cmscore cmsearch cmstat
+AIFIGURES = stl9-63
+
+# pdf:
+# Make the PDF copy of the user's guide, including converted
+# man pages.
+#
+pdf:
+ make ai2pdf
+ make manpages
+ pdflatex main
+ bibtex main
+ pdflatex main
+ pdflatex main
+
+# manpages:
+# Convert man pages to LaTeX chapter in User Guide.
+# uses PolyglotMan 3.0.5 "rman", and rmanprocess.pl script in ssdk.
+manpages:
+# write the manpages.tex "chapter" by conversion
+ @echo "%% This chapter automatically generated. Do not edit." > manpages.tex
+ @echo "\section{Manual pages}" >> manpages.tex
+ for file in $(MANPAGES); do\
+ rman -f LaTeX2e ../manpages/$$file.man | ../../easel/devkit/rmanprocess.pl >> manpages.tex;\
+ done
+
+# ai2pdf:
+# For any figures that we have only as .ai files, make symlinks
+# to .pdf files to fool pdflatex into importing them correctly.
+ai2pdf:
+ for fig in ${AIFIGURES}; do\
+ if test ! -e Figures/$$fig.pdf && test -e Figures/$$fig.ai; then (cd Figures; ln -s $$fig.ai $$fig.pdf); fi;\
+ done
+
+clean:
+ -rm -f *~ main.aux main.bbl main.blg main.dvi main.log main.out main.toc
+
+distclean:
+ -rm -f *~ main.aux main.bbl main.blg main.dvi main.log main.out main.toc
+ -rm -f main.pdf
+ -rm -f manpages.tex
diff --git a/documentation/userguide/apalike.sty b/documentation/userguide/apalike.sty
new file mode 100644
index 0000000..fc5fefa
--- /dev/null
+++ b/documentation/userguide/apalike.sty
@@ -0,0 +1,30 @@
+\def\@cite#1#2{(#1\if at tempswa , #2\fi)}
+\def\@biblabel#1{}
+
+\newlength{\bibhang}
+\setlength{\bibhang}{2em}
+
+\@ifundefined{chapter}{\def\thebibliography#1{\section*{\refname\@mkboth
+ {\sl\uppercase{\refname}}{\sl\uppercase{\refname}}}\list
+ {\relax}{\setlength{\labelsep}{0em}
+ \setlength{\itemindent}{-\bibhang}
+ \setlength{\leftmargin}{\bibhang}}
+ \def\newblock{\hskip .11em plus .33em minus .07em}
+ \sloppy\clubpenalty4000\widowpenalty4000
+ \sfcode`\.=1000\relax}}%
+{\def\thebibliography#1{\chapter*{\bibname\@mkboth
+ {\sl\uppercase{\bibname}}{\sl\uppercase{\bibname}}}\list
+ {\relax}{\setlength{\labelsep}{0em}
+ \setlength{\itemindent}{-\bibhang}
+ \setlength{\leftmargin}{\bibhang}}
+ \def\newblock{\hskip .11em plus .33em minus .07em}
+ \sloppy\clubpenalty4000\widowpenalty4000
+ \sfcode`\.=1000\relax}}
+
+\def\@citex[#1]#2{\if at filesw\immediate\write\@auxout{\string\citation{#2}}\fi
+ \def\@citea{}\@cite{\@for\@citeb:=#2\do
+ {\@citea\def\@citea{; }\@ifundefined
+ {b@\@citeb}{{\bf ?}\@warning
+ {Citation `\@citeb' on page \thepage \space undefined}}%
+{\csname b@\@citeb\endcsname}}}{#1}}
+
diff --git a/documentation/userguide/cmbuild.tex b/documentation/userguide/cmbuild.tex
new file mode 100644
index 0000000..29305da
--- /dev/null
+++ b/documentation/userguide/cmbuild.tex
@@ -0,0 +1,590 @@
+\section{Profile SCFG construction: the \texttt{cmbuild} program}
+
+\software{infernal} builds a model of consensus RNA secondary
+structure using a formalism called a \emph{covariance model} (CM),
+which is a type of \emph{profile stochastic context-free grammar}
+(profile SCFG) \cite{Eddy94,Durbin98,Eddy02b}.
+
+What follows is a technical description of what a CM is, how it
+corresponds to a known RNA secondary structure, and how it is built
+and parameterized.\footnote{Much of this text is taken from
+\cite{Eddy02b}.} You certainly don't have to understand the technical
+details of CMs to understand \prog{cmbuild} or \software{infernal},
+but it will probably help to at least skim this part. After that is a
+description of what the \prog{cmbuild} program does to build a CM from
+an input RNA multiple alignment, and how to control the behavior of
+the program.
+
+\subsection{Technical description of a covariance model}
+
+\subsubsection{Definition of a stochastic context free grammar}
+
+A stochastic context free grammar (SCFG) consists of the following:
+
+\begin{itemize}
+\item $M$ different nonterminals (here called \emph{states}). I will use capital
+ letters to refer to specific nonterminals; $V$ and $Y$ will be used
+ to refer generically to unspecified nonterminals.
+\item $K$ different terminal symbols (e.g. the observable alphabet,
+ {a,c,g,u} for RNA). I will use small letters $a,b$ to refer
+ generically to terminal symbols.
+\item a number of \emph{production rules} of the form: $V \rightarrow
+\gamma$, where $\gamma$ can be any string of nonterminal and/or
+terminal symbols, including (as a special case) the empty string
+$\epsilon$.
+\item Each production rule is associated with a probability, such that
+ the sum of the production probabilities for any given
+ nonterminal $V$ is equal to 1.
+\end{itemize}
+
+\subsubsection{SCFG productions allowed in CMs}
+
+A CM is a specific, repetitive SCFG architecture consisting of groups
+of model states that are associated with base pairs and
+single-stranded positions in an RNA secondary structure consensus. A
+CM has seven types of states and production rules:
+
+\vspace{0.5em}
+\begin{center}
+\begin{tabular}{lllll}
+State type & Description & Production & Emission & Transition\\ \hline
+P & (pair emitting) & $P \rightarrow a Y b$ & $e_v(a,b)$ & $t_v(Y)$ \\
+L & (left emitting) & $L \rightarrow a Y$ & $e_v(a)$ & $t_v(Y)$ \\
+R & (right emitting) & $R \rightarrow Y a$ & $e_v(a)$ & $t_v(Y)$ \\
+B & (bifurcation) & $B \rightarrow S S$ & 1 & 1 \\
+D & (delete) & $D \rightarrow Y$ & 1 & $t_v(Y)$ \\
+S & (start) & $S \rightarrow Y$ & 1 & $t_v(Y)$ \\
+E & (end) & $E \rightarrow \epsilon$ & 1 & 1 \\
+\end{tabular}
+\end{center}
+\vspace{0.5em}
+
+Each overall production probability is the independent product of an
+emission probability $e_v$ and a transition probability $t_v$, both of
+which are position-dependent parameters that depend on the state $v$
+(analogous to hidden Markov models). For example, a particular pair
+(P) state $v$ produces two correlated letters $a$ and $b$ (e.g. one of
+16 possible base pairs) with probability $e_v(a,b)$ and transits to
+one of several possible new states $Y$ of various types with
+probability $t_v(Y)$. A bifurcation (B) state splits into two new
+start ($S$) states with probability 1. The E state is a special case
+$\epsilon$ production that terminates a derivation.
+
+A CM consists of many states of these seven basic types, each with its
+own emission and transition probability distributions, and its own set
+of states that it can transition to. Consensus base pairs will be
+modeled by P states, consensus single stranded residues by L and R
+states, insertions relative to the consensus by more L and R states,
+deletions relative to consensus by D states, and the branching
+topology of the RNA secondary structure by B, S, and E states. The
+procedure for starting from an input multiple alignment and
+determining how many states, what types of states, and how they are
+interconnected by transition probabilities is described next.
+
+\subsubsection{From consensus structural alignment to guide tree}
+
+Figure~\ref{fig:input_alignment} shows an example input file: a
+multiple sequence alignment of homologous RNAs, with a line in WUSS
+notation that describes the consensus RNA secondary structure. The
+first step of building a CM is to produce a binary \emph{guide tree}
+of \emph{nodes} representing the consensus secondary structure. The
+guide tree is a parse tree for the consensus structure, with nodes as
+nonterminals and alignment columns as terminals.
+
+\begin{figure}[t]
+\begin{center}
+\includegraphics[scale=0.8]{Figures/input_alignment}
+\end{center}
+\caption{\small\textbf{An example RNA sequence family.} Left: a toy multiple
+alignment of three sequences, with 28 total columns, 24 of which will
+be modeled as consensus positions. The [structure] line annotates the
+consensus secondary structure in WUSS notation.
+Right: the secondary structure of the ``human'' sequence.}
+\label{fig:input_alignment}
+\end{figure}
+
+The guide tree has eight types of nodes:
+
+\vspace{0.5em}
+\begin{center}
+\begin{tabular}{lll}
+Node & Description & Main state type \\ \hline
+MATP & (pair) & P \\
+MATL & (single strand, left) & L \\
+MATR & (single strand, right) & R \\
+BIF & (bifurcation) & B \\
+ROOT & (root) & S \\
+BEGL & (begin, left) & S \\
+BEGR & (begin, right) & S \\
+END & (end) & E \\
+\end{tabular}
+\end{center}
+\vspace{0.5em}
+
+These consensus node types correspond closely with the CM's final
+state types. Each node will eventually contain one or more states. The
+guide tree deals with the consensus structure. For individual
+sequences, we will need to deal with insertions and deletions with
+respect to this consensus. The guide tree is the skeleton on which we
+will organize the CM. For example, a MATP node will contain a P-type
+state to model a consensus base pair; but it will also contain several
+other states to model infrequent insertions and deletions at or
+adjacent to this pair.
+
+The input alignment is first used to construct a consensus secondary
+structure (Figure~\ref{fig:cm_nodetree}) that defines which aligned
+columns will be ignored as non-consensus (and later modeled as
+insertions relative to the consensus), and which consensus alignment
+columns are base-paired to each other. For the purposes of this
+description, I assume that both the structural annotation and the
+labeling of insert versus consensus columns is given in the input
+file, as shown in the alignment in Figure~\ref{fig:input_alignment},
+where both are are indicated by the WUSS notation in the [structure]
+line (where, e.g., insert columns are marked with \verb+.+). (In
+practice, \prog{cmbuild} does need secondary structure annotation, but
+it doesn't require insert/consensus annotation or full WUSS notation
+in its input alignment files; this would require a lot of manual
+annotation. More on this later.)
+
+\begin{figure}[t]
+\begin{center}
+\includegraphics[width=5in]{Figures/cm_nodetree}
+\end{center}
+\caption{\small\textbf{The structural alignment is converted to a guide
+tree.} Left: the consensus secondary structure is derived from the
+annotated alignment in Figure~\ref{fig:input_alignment}. Numbers in
+the circles indicate alignment column coordinates: e.g. column 4 base
+pairs with column 14, and so on. Right: the CM guide tree
+corresponding to this consensus structure. The nodes of the tree are
+numbered 1..24 in preorder traversal (see text). MATP, MATL, and MATR
+nodes are associated with the columns they generate: e.g., node 6 is a
+MATP (pair) node that is associated with the base-paired columns 4 and
+14.}
+\label{fig:cm_nodetree}
+\end{figure}
+
+Given the consensus structure, consensus base pairs are assigned to
+MATP nodes and consensus unpaired columns are assigned to MATL or MATR
+nodes. One ROOT node is used at the head of the tree. Multifurcation
+loops and/or multiple stems are dealt with by assigning one or more
+BIF nodes that branch to subtrees starting with BEGL or BEGR head
+nodes. (ROOT, BEGL, and BEGR start nodes are labeled differently
+because they will be expanded to different groups of states; this has
+to do with avoiding ambiguous parse trees for individual sequences, as
+described below.) Alignment columns that are considered to be
+insertions relative to the consensus structure are ignored at this
+stage.
+
+In general there will be more than one possible guide tree for any
+given consensus structure. Almost all of this ambiguity is eliminated
+by three conventions: (1) MATL nodes are always used instead of MATR
+nodes where possible, for instance in hairpin loops; (2) in describing
+interior loops, MATL nodes are used before MATR nodes; and (3) BIF
+nodes are only invoked where necessary to explain branching secondary
+structure stems (as opposed to unnecessarily bifurcating in single
+stranded sequence). One source of ambiguity remains. In invoking a
+bifurcation to explain alignment columns $i..j$ by two substructures
+on columns $i..k$ and $k+1..j$, there will be more than one possible
+choice of $k$ if $i..j$ is a multifurcation loop containing three or
+more stems. The choice of $k$ impacts the performance of the divide
+and conquer algorithm; for optimal time performance, we will want
+bifurcations to split into roughly equal sized alignment problems, so
+I choose the $k$ that makes $i..k$ and $k+1..j$ as close to the same
+length as possible.
+
+The result of this procedure is the guide tree. The nodes of the guide
+tree are numbered in preorder traversal (e.g. a recursion of ``number
+the current node, visit its left child, visit its right child'': thus
+parent nodes always have lower indices than their children). The guide
+tree corresponding to the input multiple alignment in
+Figure~\ref{fig:input_alignment} is shown in
+Figure~\ref{fig:cm_nodetree}.
+
+\subsubsection{From guide tree to covariance model}
+
+A CM must deal with insertions and deletions in individual sequences
+relative to the consensus structure. For example, for a consensus base
+pair, either partner may be deleted leaving a single unpaired residue,
+or the pair may be entirely deleted; additionally, there may be
+inserted nonconsensus residues between this pair and the next pair in
+the stem. Accordingly, each node in the master tree is expanded into
+one or more \emph{states} in the CM as follows:
+
+\vspace{0.5em}
+\begin{center}
+\begin{tabular}{llccc}
+ & & total \#& \# of split& \# of insert\\
+Node & States & states & states & states \\ \hline
+MATP & [MP ML MR D] IL IR & 6 & 4 & 2 \\
+MATL & [ML D] IL & 3 & 2 & 1 \\
+MATR & [MR D] IR & 3 & 2 & 1 \\
+BIF & [B] & 1 & 1 & 0 \\
+ROOT & [S] IL IR & 3 & 1 & 2 \\
+BEGL & [S] & 1 & 1 & 0 \\
+BEGR & [S] IL & 2 & 1 & 1 \\
+END & [E] & 1 & 1 & 0 \\ \hline
+\end{tabular}
+\end{center}
+\vspace{0.5em}
+
+Here we distinguish between consensus (``M'', for ``match'') states
+and insert (``I'') states. ML and IL, for example, are both L type
+states with L type productions, but they will have slightly different
+properties, as described below.
+
+The states are grouped into a \emph{split set} of 1-4 states (shown in
+brackets above) and an \emph{insert set} of 0-2 insert states. The
+split set includes the main consensus state, which by convention is
+first. One and only one of the states in the split set must be visited
+in every parse tree (and this fact will be exploited by the divide and
+conquer algorithm). The insert state(s) are not obligately visited,
+and they have self-transitions, so they will be visited zero or more
+times in any given parse tree.
+
+State transitions are then assigned as follows. For bifurcation nodes,
+the B state makes obligate transitions to the S states of the child
+BEGL and BEGR nodes. For other nodes, each state in a split set has a
+possible transition to every insert state in the \emph{same} node, and
+to every state in the split set of the \emph{next} node. An IL state
+makes a transition to itself, to the IR state in the same node (if
+present), and to every state in the split set of the next node. An IR
+state makes a transition to itself and to every state in the split set
+of the next node.
+
+There is one exception to this arrangement of transitions: insert
+states that are immediately before an END node are effectively
+\emph{detached} from the model by making transitions into them
+impossible. This inelegant solution was imposed on the CM model
+building procedure to fix a design flaw that allowed an ambiguity in
+the determination of a parsetree given a structure. The detachment of
+these special insert states removes this ambiguity.
+
+This arrangement of transitions guarantees that (given the guide tree)
+there is unambiguously one and only one parse tree for any given
+individual structure. This is important. The algorithm will find a
+maximum likelihood parse tree for a given sequence, and we wish to
+interpret this result as a maximum likelihood structure, so there must
+be a one to one relationship between parse trees and secondary
+structures \cite{Giegerich00}.
+
+The final CM is an array of $M$ states, connected as a directed graph
+by transitions $t_v(y)$ (or probability 1 transitions $v \rightarrow
+(y,z)$ for bifurcations) with the states numbered such that $(y,z)
+\geq v$. There are no cycles in the directed graph other than cycles
+of length one (e.g. the self-transitions of the insert states). We can
+think of the CM as an array of states in which all transition
+dependencies run in one direction; we can do an iterative dynamic
+programming calculation through the model states starting with the
+last numbered end state $M$ and ending in the root state $1$. An
+example CM, corresponding to the input alignment of
+Figure~\ref{fig:input_alignment}, is shown in
+Figure~\ref{fig:cm_graph}.
+
+As a convenient side effect of the construction procedure, it is
+guaranteed that the transitions from any state are to a
+\emph{contiguous} set of child states, so the transitions for state
+$v$ may be kept as an offset and a count. For example, in
+Figure~\ref{fig:cm_graph}, state 12 (an MP) connects to states 16, 17,
+18, 19, 20, and 21. We can store this as an offset of 4 to the first
+connected state, and a total count of 6 connected states. We know
+that the offset is the distance to the next non-split state in the
+current node; we also know that the count is equal to the number of
+insert states in the current node, plus the number of split set states
+in the next node. These properties make establishing the connectivity
+of the CM trivial. Similarly, all the parents of any given state are
+also contiguously numbered, and can be determined analogously. We are
+also guaranteed that the states in a split set are numbered
+contiguously. This contiguity is exploited by the divide and conquer
+implementation.
+
+\begin{figure}[tp]
+\begin{center}
+\includegraphics[width=5in]{Figures/cm_graph}
+\end{center}
+\caption{\small\textbf{A complete covariance model.} Right: the CM
+corresponding to the alignment in Figure~\ref{fig:input_alignment}.
+The model has 81 states (boxes, stacked in a vertical array). Each
+state is associated with one of the 24 nodes of the guide tree (text
+to the right of the state array). States corresponding to the
+consensus are in white. States responsible for insertions and
+deletions are gray. The transitions from bifurcation state B10 to
+start states S11 and S46 are in bold because they are special: they
+are an obligate (probability 1) bifurcation. All other transitions
+(thin arrows) are associated with transition probabilities. Emission
+probability distributions are not represented in the figure. Left: the
+states are also arranged according to the guide tree. A blow up of
+part of the model corresponding to nodes 6, 7, and 8 shows
+more clearly the logic of the connectivity of transition probabilities
+(see main text), and also shows why any parse tree must transit through
+one and only one state in each ``split set''.}
+\label{fig:cm_graph}
+\end{figure}
+
+\subsubsection{Parameterization}
+
+Using the guide tree and the final CM, each individual sequence in the
+input multiple alignment can be converted unambiguously to a CM parse
+tree, as shown in Figure~\ref{fig:parsetrees}. Weighted counts for
+observed state transitions and singlet/pair emissions are then
+collected from these parse trees. These counts are converted to
+transition and emission probabilities, as maximum \emph{a posteriori}
+estimates using mixture Dirichlet priors.
+
+\begin{figure}[t]
+\begin{center}
+\includegraphics[width=5in]{Figures/parsetrees}
+\end{center}
+\caption{\small\textbf{Example parse trees.} Parse trees are shown for the
+three sequences/structures from Figure~\ref{fig:input_alignment},
+given the CM in Figure~\ref{fig:cm_graph}. For each sequence, each
+residue must be associated with a state in the parse tree. (The
+sequences can be read off its parse tree by starting at the upper left
+and reading counterclockwise around the edge of parse tree.) Each
+parse tree corresponds directly to a secondary structure -- base pairs
+are pairs of residues aligned to MP states. A collection of parse
+trees also corresponds to a multiple alignment, by aligning residues
+that are associated with the same state -- for example, all three
+trees have a residue aligned to state ML4, so these three residues
+would be aligned together. Insertions and deletions relative to the
+consensus use nonconsensus states, shown in gray.}
+\label{fig:parsetrees}
+\end{figure}
+
+\subsubsection{Comparison to profile HMMs}
+
+The relationship between an SCFG and a covariance model is analogous
+to the relationship of hidden Markov models (HMMs) and profile HMMs
+for modeling multiple sequence alignments
+\cite{Krogh94,Durbin98,Eddy98}. A comparison may be instructive to
+readers familiar with profile HMMs. A profile HMM is a repetitive HMM
+architecture that associates each consensus column of a multiple
+alignment with a single type of model node -- a MATL node, in the
+above notation. Each node contains a ``match'', ``delete'', and
+``insert'' HMM state -- ML, IL, and D states, in the above notation.
+The profile HMM also has special begin and end states. Profile HMMs
+could therefore be thought of as a special case of CMs. An
+unstructured RNA multiple alignment would be modeled by a guide tree
+of all MATL nodes, and converted to an unbifurcated CM that would
+essentially be identical to a profile HMM. (The only difference is
+trivial; the CM root node includes a IR state, whereas the start node
+of a profile HMM does not.) All the other node types (especially MATP,
+MATR, and BIF) and state types (e.g. MP, MR, IR, and B) are SCFG
+augmentations necessary to extend profile HMMs to deal with RNA
+secondary structure.
+
+
+\subsection{The \prog{cmbuild} program, step by step}
+%\addtocontents{faq}{\textbf{Questions about using cmbuild:}}
+
+The \prog{cmbuild} command line syntax is:
+
+\user{cmbuild <options> [cmfile] [alifile]}
+
+where \prog{[alifile]} is the name of the input alignment file, and
+\prog{[cmfile]} is the name of the output CM file. What follows
+describes the steps that \prog{cmbuild} goes through, and the most
+important options that can be chosen to affect its behavior.
+
+\subsubsection{Alignment input file}
+
+The input alignment file must be in Stockholm format, and it must have
+a consensus secondary structure annotation line (\verb+#=GC SS_cons+).
+
+The program is actually capable of reading many common multiple
+alignment formats (ClustalW, PHYLIP, GCG MSF, and others) but no other
+format currently supports consensus RNA secondary structure
+annotation. This may change in the future, either when other formats
+allow structure annotation, or when \prog{cmbuild} is capable of
+inferring consensus structure from the alignment by automated
+comparative analysis, as the earlier \software{COVE} suite was capable
+of \cite{Eddy94}.
+
+If the file does not exist, is not readable, or is not in a recognized
+format, the program exits with a ``Alignment file doesn't exist or is
+not readable'' error. If the file does not have consensus secondary
+structure annotation, the program exits with a ``no consensus
+structure annotation'' error. This includes all non-Stockholm
+alignment files.
+
+% EPN, Wed Apr 2 12:47:54 2008, the cat my.sto | cmbuild command
+% in this faq no longer works.
+\begin{comment}
+\begin{srefaq}{Why does \prog{cmbuild} have a \prog{--informat} option, if it only
+accepts Stockholm?} If you don't specify \prog{--informat}, the
+software has to autodetect the file format. Autodetection of file
+formats doesn't work in certain advanced/nonstandard cases, for
+instance if you're reading the alignment from standard input instead
+of from a file. The \prog{--informat} allows you to override
+autodetection; e.g. \prog{cat my.sto | cmbuild --informat Stockholm
+my.cm -} is an example of reading the alignment from piped standard
+input.
+\end{srefaq}
+\end{comment}
+
+\subsubsection{Parsing secondary structure annotation}
+
+The structure annotation line only needs to indicate which columns are
+base paired to which. It does not have to be in full WUSS notation.
+Even if it is, the details of the notation are largely ignored.
+Nested pairs of \verb+<>+, \verb+()+, \verb+[]+, or \verb+{}+ symbols
+are interpreted as base paired columns. All other columns marked with
+the symbols \verb+:,_-.~+ are interpreted as single stranded columns.
+
+A simple minimal annotation is therefore to use \verb+<>+ symbols to
+mark base pairs and \verb+.+ for single stranded columns.
+
+If a secondary structure annotation line is in WUSS notation and it
+contains valid pseudoknot annotation (e.g.\ additional non-nested
+stems marked with AAA,aaa or BBB,bbb, etc.), this annotation is
+ignored because \software{infernal} cannot handle
+pseudoknots. Internally, these columns are treated as if they were
+marked with \verb+.+ symbols.
+
+\begin{srefaq}{How should I choose to annotate pseudoknots?}
+\software{infernal} can only deal with nested base pairs. If there is
+a pseudoknot, you have to make a choice of which stem to annotate as
+normal nested structure (thus including it in the model) and which
+stem to call additional ``pseudoknotted'' structure (thus ignoring it
+in the model). For example, for a simple two-stem pseudoknot, should
+you annotate it as \verb+AAAA.<<<<aaaa....>>>>+, or
+\verb+<<<<.AAAA>>>>....aaaa+? From an RNA structure viewpoint, which
+stem I label as the pseudoknotted one is an arbitrary choice; but
+since one of the stems in the pseudoknot will have to be modeled as a
+single stranded region by \software{infernal}, the choice makes a
+slight difference in the performance of your model. You want your
+model to capture as much information content as possible. Thus, since
+the information content of the model is a sum of the sequence
+conservation plus the additional information contributed by pairwise
+correlations in base-paired positions, you should tend to annotate the
+shorter stem as the ``pseudoknot'' (modeling as many base pairs as
+possible), and you should also annotate the stem with the more
+conserved primary sequence as the ``pseudoknot'' (if one stem is more
+conserved at the sequence level, you won't lose as much by modeling
+that one as primary sequence consensus only).
+\end{srefaq}
+
+If (aside from any ignored pseudoknot annotation) the structure
+annotation line contains characters other than \verb+<>()[]{}:_-,.~+
+then those characters are ignored (treated as \verb+.+) and a warning
+is printed.
+
+If, after this ``data cleaning'', the structure annotation is
+inconsistent with a secondary structure (for example, if the number of
+\verb+<+ and \verb+>+ characters isn't the same), then the program
+exits with a ``failed to parse consensus structure annotation'' error.
+
+\subsubsection{Sequence weighting}
+
+By default, the input sequences are weighted in two ways to compensate
+for biased sampling (phylogenetic correlations). Relative sequence
+weights are calculated by the Gerstein/Chothia/Sonnhammer method
+\cite{Gerstein94}. (The \prog{--wgsc} option forces GSC weights, but
+is redundant since that's the default.) To turn relative weighting
+off (e.g. set all weights to 1.0), use the \prog{--wnone} option.
+
+Some alignment file formats allow relative sequence weights to be
+given in the file. This includes Stockholm format, which has
+\verb+#=GS WT+ weight annotations. Normally \prog{cmbuild} ignores any
+such input weights. The \prog{--wgiven} option tells \prog{cmbuild}
+to use them. This lets you set the weights with any external
+procedure you like; for example, the \prog{weight} utility program in
+\software{squid} implements some common weighting algorithms,
+including the fast $O(N)$ Henikoff position-based weights
+\cite{Henikoff94b}.
+
+Absolute weights (the ``effective sequence number'') is calculate by
+``entropy weighting'' \cite{Karplus98}. This sets the balance between
+the prior and the data, and affects the information content of the
+model. Entropy weighting reduces the effective sequence number (the
+total sum of the weights) and increases the entropy (degrading the
+information content) of the model until a threshold is reached. The
+default entropy is 1.41 bits per position (roughly 0.59 bits of
+information, relative to uniform base composition). This threshold can
+be changed with the \prog{--ere <x>} option. Entropy weighting may
+be turned off entirely with the \prog{--enone} option.
+
+
+\subsubsection{Architecture construction}
+
+The CM architecture is now constructed from your input alignment and
+your secondary structure annotation, as described in the previous
+section.
+
+The program needs to determine which columns are consensus (match)
+columns, and which are insert columns. (Remember that although WUSS
+notation allows insertions to be annotated in the secondary structure
+line, \prog{cmbuild} is only paying attention to annotated base
+pairs.) By default, it does this by a simple rule based on the
+frequency of gaps in a column. If the frequency of gaps is greater
+than a threshold, the column is considered to be an insertion.
+
+The threshold defaults to 0.5. It can be changed to another number
+\verb+<x>+ (from 0 to 1.0) by the \prog{--gapthresh <x>} option. The
+higher the number, the more columns are included in the model. At
+\prog{--gapthresh 1.0}, all the columns are considered to be part of
+the consensus. At \prog{--gapthresh 0.0}, only columns with no gaps are.
+
+You can also manually specify which columns are consensus versus
+insert by including reference coordinate annotation (e.g. a
+\verb+#=GC RF+ line, in Stockholm format) and using the \prog{--rf}
+option. Any columns marked by non-gap symbols become consensus
+columns. (The simplest thing to do is mark consensus columns with x's,
+and insert columns with \verb+.+'s. Remember that spaces aren't
+allowed in alignments in Stockholm format.) If you set the \prog{--rf}
+option but your file doesn't have reference coordinate annotation, the
+program exits with an error.
+
+\subsubsection{Parameterization}
+
+Weighted observed emission and transition counts are then collected
+from the alignment data. These count vectors $c$ are then converted to
+estimated probabilities $p$ using mixture Dirichlet priors. The
+default mixture priors are described in \cite{NawrockiEddy07}. You can
+provide your own prior as a file, using the \prog{--prior <f>}
+option.
+
+\subsubsection{Naming the model}
+
+Each CM gets a name. Stockholm format allows the alignment to have a
+name, provided in the \verb+#=GF ID+ tag. If this name is provided,
+it is used as the CM name.
+
+Stockholm format allows more than one alignment per file, and
+\prog{cmbuild} supports this: CM files can contain more than one
+model, and if you say e.g.\ \prog{cmbuild Rfam.cm Rfam.sto} where
+\verb+Rfam.sto+ contains a whole database of alignments,
+\prog{cmbuild} will create a database of CMs in the \prog{Rfam.cm} file,
+one per alignment.
+
+If a name or names are not provided in the Stockholm \verb+#=GF ID+
+annotation, the name given to each CM is the input filename plus a ``-''
+character and an integer indicating the position of that alignment
+within the alignment file. For example, if you build a model from a
+single alignment in alignment file \prog{RNaseP.sto}, the model will
+be named RNaseP-1.
+
+If the \prog{--cmaxid, --ctarget} or \prog{--call} options are used to
+split each input alignment into several alignments (see the
+Tutorial for an example), then an additional extension of ``.''
+plus an integer indicating the order in which the model was
+constructed from the alignment is added to the name. For example, if
+you run \prog{cmbuild --ctarget 3} with the alignment file
+\prog{RNaseP.sto}, \prog{cmbuild} will cluster the alignment by
+sequence identity into 3 clusters and build 3 CMs, one from each
+cluster. These CMs will be named: RNaseP-1.1, RNaseP-1.2 and RNaseP-1.3.
+
+If the alignment file only has 1 alignment in it, you can override the
+automatic naming conventions and provide your own name with the \prog{-n <s>}
+option, where \prog{<s>} is any string.
+
+\subsubsection{Saving the model}
+
+The model is now saved to a file, according to the filename specified
+on the command line. By default, a new file is created, and the model
+is saved in a portable ASCII text format.
+
+If the cmfile already exists, the program exits with an error. The
+\prog{-F} option causes the new model to overwrite an existing
+cmfile. The \prog{-A} option causes the new model to be appended to
+an existing cmfile (creating a growing CM database, perhaps).
+
diff --git a/documentation/userguide/copyright.tex b/documentation/userguide/copyright.tex
new file mode 100644
index 0000000..a813f97
--- /dev/null
+++ b/documentation/userguide/copyright.tex
@@ -0,0 +1,10 @@
+\vspace*{\fill}
+\begin{flushleft}
+Copyright (C) 2009 HHMI Janelia Farm Research Campus.
+
+\vspace{2em}
+
+\software{infernal}'s source code and documentation are freely
+redistributable and modifiable under the terms of the GNU General
+Public License (GPL), version 3.
+\end{flushleft}
diff --git a/documentation/userguide/filter.tex b/documentation/userguide/filter.tex
new file mode 100644
index 0000000..90c9340
--- /dev/null
+++ b/documentation/userguide/filter.tex
@@ -0,0 +1,915 @@
+\section{How \texttt{cmsearch} uses filters to accelerate search}
+
+A major limitation to the practical use of CMs is the slow running
+time of homology search implementations. \prog{cmsearch} has two
+acceleration strategies for alleviating this. In this section we'll
+briefly describe these two strategies and how they're employed within
+\prog{cmsearch}. For more information on the \prog{cmsearch} filtering
+pipeline, see chapter 4 of my thesis \cite{Nawrocki09b}, available
+from \htmladdnormallink{http://selab.janelia.org/publications.html}.
+
+The two acceleration strategies are both filtering approaches. The
+main idea of filtering is to use a fast algorithm to do a first-pass
+scan of the database that hopefully allows everything that
+could possibly be a good hit to survive and eliminating everything
+that is very unlikely to be a good hit. After the filter is run, the
+expensive CM algorithms are run only on the surviving fraction of the
+database.
+
+The first filtering approach uses an HMM as the fast first-pass
+algorithm. HMM filtering for CM homology search was introduced by
+Weinberg and Ruzzo
+\cite{WeinbergRuzzo04,WeinbergRuzzo04b,WeinbergRuzzo06}. We use a
+specific type of HMM architecture, essentially a reimplementation of
+Weinberg and Ruzzo's maximum-likelihood HMMs \cite{WeinbergRuzzo06},
+that we call CM plan 9 HMMs or CP9 HMMs (to distinguish them from the
+plan 7, or p7 HMMs of the \software{HMMER} software package
+\htmladdnormallink{http://hmmer.janelia.org}{http://hmmer.janelia.org}). HMMs
+are unable to model the interactions between base-paired columns that
+a CM can model, which makes them less sensitive and specific for RNA
+sequence analysis, but in exchange they are more efficient to compute
+with, so they're faster than CMs and useful for filtering.
+
+The second filtering approach is a banded dynamic programming
+technique called query-dependent banding (QDB). QDB precalculates
+regions of the CM dynamic programming matrix that have negligible
+probability and can be skipped to save time
+\cite{NawrockiEddy07}. This calculation is dependent only on the query
+CM itself, it's independent of the database being search, so it only
+has to be done once per model.
+
+\prog{cmsearch} uses both of these filtering strategies in
+combination. HMM filtering is faster but less specific than QDB
+filtering, so it is used first. Any hit that scores above the HMM
+filter threshold survives the HMM filter and is then searched with the
+QDB filter. Any hit that surives both filters is reevaluated again
+using the Inside algorithm, which is the slowest but most specific
+algorithm we have, which determines the final scores of the hits in
+the database.
+
+The previous section discussed how \prog{cmcalibrate} calibrates
+models, a step which we highly recommend before searching.
+\prog{cmsearch} can be run with non-calibrated models but the
+filters are employed differently than for calibrated models. Next,
+we'll discuss how filters are used for searches with calibrated
+models, and then we'll discuss how they're used for searches with
+non-calibrated models.
+
+\subsection{Filtered searches with calibrated models}
+
+\subsubsection{determining appropriate HMM filter score thresholds with \prog{cmcalibrate}}
+A goal of our filtering approach is to sacrifice only a small amount
+of sensitivity for the win in speed. In other words, we want faster
+searches, but only if they won't miss potential homologs that a slow,
+non-filtered search would have found. Weinberg's rigorous HMM filters
+addressed this very nicely, by guaranteeing that all hits above a
+certain CM threshold will survive the filter
+\cite{WeinbergRuzzo04}. Our approach takes a slightly different tack,
+and relaxes the 100\% guarantee to a predicted 99.3\% probability using a
+empirical sampling technique. That is, we estimate our HMM filter will
+cause us to miss 0.7\% of the hits that a non-filtered search would have
+found. This sampling technique is performed by \prog{cmcalibrate} and
+takes advantage of the CM as a generative probabilistic model.
+Sequences are generated, or emitted, from the model and searched with
+both an expensive CM algorithm (either CYK or Inside) and the faster
+HMM Forward search algorithm. The HMM scores are ranked and the HMM
+filter threshold is set as $x$, the 99.3\% worst score. If we assume
+the sample of sequences we drew from the HMM is representative of real
+RNA homologs of the family we're modeling, then using an HMM filter
+and a cutoff of $x$ will allow 99.3\% of the real homologs to
+survive.
+Of course, this is a strong and potentially dangerous
+assumption to make, but it essentially underlies our entire modeling
+approach - we are assuming our CM is a good model of the family
+we're trying to model. In other words, if this assumption is wrong,
+we'll get poor performance for a variety of reasons, and an
+inappropriate filter threshold would be a relatively weak concern. In
+the future, as CMs get better due to improved parameterization, etc.,
+the assumption will become more true, and this filtering strategy will
+improve as well.
+
+When you calibrate a model with \prog{cmcalibrate} the HMM filter
+thresholds are calculated using the sampling technique and printed to
+the CM file. (HMM filter threshold determination is one of two
+purposes of \prog{cmcalibrate}, the other is fitting exponential tails
+for E-value calculation as described in section 5).
+
+\subsubsection{how \prog{cmsearch} sets filter thresholds}
+When \prog{cmsearch} sets its thresholds for each round of the
+search, it first sets the final round threshold. This is because the
+determination of the filter thresholds depends heavily on the final
+threshold. By default, the final round threshold used for calibrated
+model searches is $E=1$ (see ``manually setting filter and final
+thresholds'' for information on how to change this).
+This E-value is then converted to a bit score based on the database
+size by using the exponential tail fit parameters stored in the CM
+file by \prog{cmcalibrate}. \prog{cmsearch} then sets the HMM filter
+threshold and then the QDB filter threshold based on the final round
+bit score threshold. In general, the more strict the final round
+threshold the more strict the filter thresholds will be.
+
+\prog{cmcalibrate} automatically determines the appropriate HMM filter
+score threshold as described above by generating sequences from the
+model and scoring them. During search, the appropriate threshold is
+automatically chosen dependent on the final bit score search threshold
+and set as the HMM filter score threshold for that search.
+%Importantly, the final bit score threshold is dependent on
+%both the final E-value threshold ($0.1$ by default) \emph{and} the
+%database size.
+If using this automatically determined threshold is predicted to allow
+less than a minimum fraction of $0.02$ of the database to survive, then the
+threshold that is predicted to allow exactly $0.02$ of the database to
+survive is used instead. This is done because using a stricter
+threshold will only accelerate the search by a small amount, so it is
+not really worth the potential loss of sensitivity.
+The default value of $0.02$ can be changed to \prog{<x>} using the
+\prog{--fil-Smin-hmm <x>} option.
+In some cases, it is determined that HMM filtering is a
+bad idea because the expected survival fraction is close to $1.0$,
+which mean the filter would save little if any time. In these cases,
+the HMM filter is turned off. (By default the HMM filter is turned off
+if the expected survival fraction is above $0.5$, though this value
+can be changed to \prog{<x>} using \prog{--fil-Smax-hmm <x>}.)
+This usually happens when searching
+small databases, using low final bit score thresholds (or high final E
+value thresholds), or when searching with a model that has very little
+primary sequence conservation.
+
+\prog{cmsearch} sets the QDB filter threshold based on the final round
+threshold in an \emph{ad hoc} way that seems to work well
+empirically. Our goal with the QDB filter is the same as with the HMM
+filter, we want the filter to accelerate searches as much as possible
+while minimizing sensitivity loss. Our \emph{ad hoc} approach
+sets the QDB filter threshold so that the following two conditions are
+met:
+
+\begin{enumerate}
+\item
+Our QDB filter will always allow hits with E-values of $100$ times our
+final E-value threshold to survive.
+\item
+The final round of search will require at least $3\%$ of the total
+predicted number of dynamic programming (DP) calculations for the
+entire search (filters plus final round).
+\end{enumerate}
+
+The reasoning here is that the vast majority of hits that will score
+below our final round threshold should satisfy condition 1, so
+our sensitivity loss from using filter will be small. Empirically we
+observe this to be true on internal benchmarks (data not shown).
+However, condition 2 states that we're also always willing to perform
+at least $3\%$ of our overall number of DP calculations in the final
+round. The number of DP calculations in the final round can be
+predicted based on the size of the model and on the QDB E-value
+cutoff. So given the E-value $x$ that satisfies condition 1, we can
+predict the fraction $f(x)$ of the total number of DP calculations that will
+occur in the final round. If $f(x)$ is \emph{less} than $0.03$ we can
+raise our QDB E-value cutoff to the value $y$ that satisfies $f(y) = 0.03$, and
+still meet both of our conditions. In raising the E-value cutoff to
+$y$, we're making the filter less strict, which can only reduce our
+potential sensitivity loss, but only slowing down the search a small
+amount because we've increased the number of calculations by at most
+$3\%$. The value $3\%$ was chosen as a good tradeoff between speed
+and sensitivity in our benchmarks.
+
+One final point: if the predicted survival fraction for the QDB filter
+E-value thresold as calculated above is greater than the predicted
+survival filter for the HMM filter then \prog{cmsearch} will turn off
+the QDB filter mode and use only the HMM filter and the final round
+for searching.
+
+\begin{srefaq}{I ran \prog{cmsearch} with a calibrated model, but HMM
+ filters were not used for accleration. How come?} This is because
+ \prog{cmcalibrate} has determined that it's not ``safe'' to use
+ an HMM filter for the search you're running. This means that with
+ the final threshold you're using, if you used an HMM filter,
+ to miss no more than 1\% of the hits below your final threshold,
+ the filter would have to let nearly the entire database
+ survive. In this case \prog{cmsearch} judges it's not worth it to
+ use the HMM filter and skips that step of the search. If you
+ really want to use an HMM filter you can either (A) make your
+ final threshold stricter (\prog{cmstat} can help you determine
+ what effect this will have, see below) or (B) manually set the HMM
+ filter threshold as explained in the ``manually setting filter
+ and final thresholds'' section.
+\end{srefaq}
+
+\begin{srefaq}{I used \prog{cmsearch} twice with the same model and
+ the same E-value cutoff on two different databases, but the filter
+ thresholds were set differently. Why?} The reason is that the
+ databases were different size. The filter thresholds are set based
+ on the bit score cutoff of the final round of the search you're
+ performing. The bit score is dependent on both the E-value and the
+ database size. For example, if you search two databases of size $1$
+ Mb and $100$ Mb respectively and use an E-value cutoff of $0.1$ for both
+ searches, the bit score cutoff for the 1 Mb database may be $20$
+ bits, but it is $27$ bits for the $100$ Mb database. The filters
+ can be more strict for the $100$ Mb search because they only have
+ to allow all hits that might score above $27$ bits to
+ survive instead of all hits that might score above $20$ bits.
+\end{srefaq}
+
+\subsubsection{filtered versus non-filtered search}
+
+Let's see an example of the filters in action. Then we'll compare the
+results to a search without using the filters. We'll use a calibrated
+CM from the tutorial section, the \prog{purine.2.c.cm} file, a
+calibrated Purine riboswitch model, and we'll use it to search the
+\emph{Colwellia psycherythraea} genome. In contrast to the tutorial,
+we'll use a more strict E-value cutoff of 0.001.
+
+\user{cmsearch -E 0.001 purine.2.c.cm C.psychrerythraea.genome.fa}
+
+In the tutorial we were only concerned with the hits reported by the
+program, but in this section we're interested in the rest of the
+output. Let's look at the header and pre-search info section:
+
+\newpage
+
+\begin{sreoutput}
+# command: ../../src/cmsearch -E 0.001 ../purine.2.c.cm ../C.psychrerythraea.genome.fa
+# date: Sat Oct 24 10:58:55 2009
+# num seqs: 1
+# dbsize(Mb): 10.746360
+#
+# Pre-search info for CM 1: purine.2-1
+#
+# cutoffs predictions
+# ------------------- --------------------
+# rnd mod alg cfg beta E value bit sc surv run time
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ 1 hmm fwd loc - 3830.368 6.64 0.0513 00:02:16.62
+ 2 cm cyk loc 1e-10 108.710 8.73 0.0015 00:02:52.02
+ 3 cm ins loc 1e-15 1.0e-03 28.91 8.9e-09 00:00:21.27
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ all - - - - - - - 00:05:29.92
+#
+\end{sreoutput}
+
+First comes the command used and date of execution. Then the database
+size is printed in number of nucleotides. Remember, by default,
+\prog{cmsearch} searches both strands of the database, so even though
+the sequence in \prog{C.psychrerythraea.genome.fa} is only about 5 Mb
+long, the database size according to \prog{cmsearch} is twice that,
+about 10 Mb. Following that is the number of sequences in the
+database. Then comes the tabular output section summarizing the
+filtering search strategy that \prog{cmsearch} will use in this
+search. Here are descriptions of the different columns:
+
+\begin{wideitem}
+\item[\emprog{rnd}] the round of searching each row pertains
+ to. In this search there's three rounds, two filter rounds plus
+ the final round. The hits reported by \prog{cmsearch} are those that
+ survive both filters and the final round of searching.
+
+\item[\emprog{mod}] the model each round of searching will use. For
+ the first round we'll use a CP9 HMM to filter, for the last two
+ rounds the CM is used.
+
+\item[\emprog{alg}] the search algorithm used by each round.
+ The HMM filter round always uses the Forward (``fwd'') HMM algorithm.
+ The QDB filter round always uses the CYK CM algorithm. The final
+ round uses the Inside (``ins'') CM algorithm by default, but the
+ CYK algorithm can be used instead with the \prog{--cyk} option.
+
+\item[\emprog{cfg}] the configuration of the model during each
+ round. In this case they are all locally configured. Glocal
+ configuration is enabled with the \prog{-g} option (see the tutorial).
+
+\item[\emprog{beta}] the tail loss probability for the QDB
+ calculation. This is the amount of probability mass allowed outside
+ each band on the DP matrix. For round 2, the QDB filter round, this
+ value is 1e-10, so 99.9999999\% of the probability mass is within each
+ band. For the final round of searching, the bands are less strict,
+ with beta values of 1e-15. For more information on this see
+ \cite{NawrockiEddy07}.
+
+\item[\emprog{cutoffs}] the cutoffs used for each round of searching,
+ in \emprog{E value} and in \prog{bit sc}. Notice how the E-values go
+ down and the bit scores go up as you progress through the rounds,
+ this means the cutoffs are getting stricter in each successive
+ round.
+
+\item[\emprog{predictions}] the predicted survival fraction
+ (\emprog{surv}) and running time (\emprog{run time}) for each
+ round. These are based on the E-value cutoffs, and are just
+ predictions. A survival fraction of 0.0282 means that our E-values
+ predict that 97.18\% of the database will be removed by the HMM
+ filter round. We observe these predictions are often inaccurate by up
+ to five-fold, but they are the best predictions
+ that we can make currently.
+\end{wideitem}
+
+Look at the pre-search info for this search: the final round (round 3)
+E-value cutoff is set as $0.001$ (we manually set it to this) which
+translates to bit score of $28.91$ in a database of this size. (If we
+had not used the \prog{-E} options, the E-value cutoff would have been
+the default value of $1$ used when searching with a calibrated
+model). The HMM filter cutoff is a bit score of $6.64$ bits which has
+an E-value of about $3830$. That seems high, but the \prog{surv}
+column tells us that if $3830$ hits survive the HMM filter, we'll
+filter out about $95\%$ of the database. The QDB CYK filter threshold
+is $8.73$ bits which has an E-value of about $109$. This threshold has
+been set with our \emph{ad hoc} method as a presumably safe bet to
+allow any hit that would exceed our final round threshold of $28.91$
+bits with the Inside algorithm to survive. These thresholds have all
+been set using the default methods in \prog{cmsearch} for calibrated
+models \cite{Nawrocki09b}, but if you want, you can change any or all
+of them using command-line options as described below in ``Manually
+setting filter and final thresholds''.
+
+After about five minutes the search finishes, a single hit is output
+to the screen (see the tutorial for more on this), and the
+``Post-search info'' section is printed:
+
+\begin{sreoutput}
+# Post-search info for CM 1: purine.2-1
+#
+# number of hits surv fraction
+# ------------------- -----------------
+# rnd mod alg cfg beta expected actual expected actual
+# --- --- --- --- ----- ---------- ------- -------- -------
+ 1 hmm fwd loc - 3830.368 2988 0.0513 0.0434
+ 2 cm cyk loc 1e-10 108.710 41 0.0015 0.0006
+ 3 cm ins loc 1e-15 1.0e-03 1 8.9e-09 6.2e-06
+#
+# expected time actual time
+# ------------- -------------
+ 00:05:29.92 00:04:31.00
+\end{sreoutput}
+
+Much of this information we already saw in the pre-search info, except
+the columns labelled \emprog{actual}. Our predictions were not very
+accurate, but they are within an order of magnitude for the most
+part. One striking disparity is the number of actual hits to survive
+round 2, the QDB filter round. We predicted that about $109$ hits
+would survive, but only $41$ did. One explanation for this is
+that the calculation of the expected number ignores the fact that the
+HMM filter will be run first, and remove much of the database. In
+reality, the QDB filter was only run on $4.34\%$ of the full
+database, but the $109$ estimate is based on searching the full
+database. (You might think that a better prediction would be to
+multiply our expected QDB hits of $109$ by $0.0513$, our expected
+survival fraction from round 1, but this is wrong - the fraction that
+survives the HMM filter is not just a random $5.13\%$ of the database,
+it's the $5.13\%$ that scores highest with our HMM, and there's no good
+theory we can come up with for predicting how many hits we'll get in a
+biased fraction of the database like that).
+
+\begin{srefaq}{Why are the \prog{cmsearch} ``run time'' predictions
+ so inaccurate?} Short answer: our E-values are not perfect. In fact,
+ they're far from perfect. We're working on making E-values in
+ \software{infernal} more accurate and easier to calculate. For now,
+ this is the best we can do. Another reason is that for rounds 2 and
+ 3 of \prog{cmsearch}, the search is being performed on the biased
+ fraction of the database that has survived all the previous rounds,
+ which makes it harder to predict the actual number of hits that will
+ survive with accuracy (see above).
+\end{srefaq}
+
+So, did our filters do a good job? Well, it's hard to say from what
+we've seen. Using an E-value cutoff of 0.001 they allowed a single hit
+through that looks like a real Purine riboswitch (see the secondary
+structure figure of the tutorial). That's good, but who knows, we may
+have missed 100 others! And it's impossible to say how much time
+they've saved us. Well in this case, the experiment that answers both
+of these questions is easy enough to perform, we can run
+\prog{cmsearch} with the filters turned off
+to get the non-filtered running time and to see if anything else
+is found. The command to do that is:
+
+\scriptuser{cmsearch -E 0.001 --fil-no-hmm --fil-no-qdb purine.2.c.cm C.psychrerythraea.genome.fa}\\
+
+To save you the time of actually doing this we've saved the
+output of this search in the file\\
+ \prog{purine.2.nofilter.cmsearch},
+but feel free to run it on your own. Take a look at the file. Here is
+the post-search information:
+
+
+{\samepage
+\begin{sreoutput}
+# Post-search info for CM 1: purine2-1
+#
+# number of hits surv fraction
+# ------------------- -----------------
+# rnd mod alg cfg beta expected actual expected actual
+# --- --- --- --- ----- ---------- ------- -------- -------
+ 1 cm ins loc 1e-15 1.0e-03 1 8.9e-09 6.2e-06
+#
+# expected time actual time
+# ------------- -------------
+ 03:13:25.22 03:55:36.00
+\end{sreoutput}
+}
+
+The non-filtered search only finds this one hit below our E-value
+cutoff also. Looks like our filters did a good job in this case!
+Notice the time it took to run, about four hours, compared to about five
+minutes for our filtered search, so our filters give us an
+acceleration of about 50 fold.
+
+\begin{srefaq}{I just did a search and it took about as long as a
+ non-filtered search. How come I didn't see a significant speedup?}
+ The speedup does vary a lot depending on the model you're using and
+ the size of the database you're searching. \prog{cmcalibrate}
+ estimates a HMM filter score cutoff that will accelerate the search
+ as much as possible with without losing appreciable
+ sensitivity. Sometimes this cutoff is very strict, leading to very
+ effective filters, and sometimes it's not. As you might expect, in
+ general we find that we can use HMM filters effectively for models
+ with regions of high primary sequence similarity, and not so
+ effectively for models lacking such regions. You can determine how
+ how well an HMM can filter for your model \emph{after} you've
+ calibrated it using the \prog{cmstat} program as described below.
+\end{srefaq}
+
+
+\subsubsection{using \prog{cmstat} to get information on HMM filters}
+
+The \prog{cmstat} program can be used to predict how effective an
+HMM filter will be for searches with a calibrated CM file. The
+\prog{--lfi, --gfi, --lfc} and \prog{--gfc} options will display stats on
+HMM filtering for the four different final round search strategies:
+local Inside, glocal Inside, local CYK and glocal CYK modes
+respectively (by default \prog{cmsearch} uses local Inside as the
+final round search strategy). The \prog{--seqfile <f>} option can be
+used to specify the target database you want predictions for.
+Here's an example:
+
+\newpage
+
+\user{cmstat --lfi --seqfile C.psychrerythraea.genome.fa purine.2.c.cm}
+
+\begin{sreoutput}
+# local Inside filter threshold stats for all filter cutoffs in CM file
+#
+#
+# idx name clen F nseq db (Mb) always?
+# ---- ---------- ----- ------ ------- ------- -------
+ 1 purine.2-1 103 0.9930 10000 10.7 no
+#
+#
+# CM E-value cutoff / HMM Forward E-value filter cutoff pairs:
+#
+# idx cm E cm bit hmm E hmmbit surv xhmm speedup
+# ---- ---------- ------ ---------- ------ ------ ------- -------
+ 1 1.192 17.6 55749.465 2.5 0.7465 54.9 1.3
+ 2 0.644 18.6 49242.617 2.7 0.6593 48.6 1.5
+ 3 0.463 19.1 43356.402 2.8 0.5805 42.9 1.7
+ 4 0.400 19.4 38640.543 3.0 0.5174 38.3 1.9
+ 5 0.228 20.3 32971.695 3.3 0.4415 32.9 2.2
+ 6 0.204 20.4 29555.068 3.4 0.3957 29.6 2.4
+ 7 0.180 20.6 26323.566 3.6 0.3525 26.4 2.7
+ 8 0.118 21.3 23565.693 3.8 0.3155 23.8 3.0
+ 9 0.089 21.8 21123.762 4.0 0.2828 21.4 3.4
+ 10 0.065 22.3 18983.373 4.1 0.2542 19.3 3.7
+ 11 0.056 22.5 16799.928 4.3 0.2249 17.2 4.2
+ 12 0.040 23.0 14650.513 4.5 0.1962 15.2 4.8
+ 13 0.024 23.9 13157.557 4.7 0.1762 13.7 5.3
+ 14 0.019 24.2 11644.254 4.9 0.1559 12.2 5.9
+ 15 0.010 25.2 10134.964 5.1 0.1357 10.8 6.7
+ 16 8.20e-03 25.6 9102.167 5.3 0.1219 9.8 7.4
+ 17 7.16e-03 25.8 8158.995 5.5 0.1092 8.9 8.1
+ 18 4.55e-03 26.5 7248.348 5.6 0.0971 8.0 9.0
+ 19 3.63e-03 26.9 6410.541 5.8 0.0858 7.2 10.0
+ 20 2.70e-03 27.3 5753.615 6.0 0.0770 6.6 11.0
+ 21 1.82e-03 28.0 4982.292 6.2 0.0667 5.8 12.4
+ 22 1.32e-03 28.5 4372.723 6.4 0.0585 5.2 13.8
+ 23 1.19e-03 28.6 3830.368 6.6 0.0513 4.7 15.3
+ 24 8.97e-04 29.1 3069.805 7.0 0.0411 4.0 18.2
+ 25 7.37e-04 29.4 2656.572 7.2 0.0356 3.6 20.2
+ 26 5.07e-04 30.0 2230.865 7.5 0.0299 3.2 22.9
+ 27 3.80e-04 30.5 1973.010 7.7 0.0264 2.9 24.8
+ 28 2.85e-04 30.9 1766.300 7.9 0.0236 2.7 26.7
+ 29 2.66e-04 31.0 1509.104 8.1 0.0202 2.5 29.4
+ 30 2.25e-04 31.3 1262.418 8.4 0.0169 2.2 32.5
+ 31 1.99e-04 31.5 1090.390 8.6 0.0146 2.1 35.1
+ 32 1.76e-04 31.7 1035.182 8.7 0.0139 2.0 36.1
+ 33 1.08e-07 43.5 333.883 10.5 0.0045 1.3 54.6
+ 34 6.14e-08 44.4 261.495 10.8 0.0035 1.3 57.6
+ 35 1.78e-08 46.3 103.518 12.3 0.0014 1.1 65.6
+\end{sreoutput}
+
+The first non-\# prefixed line includes information about our
+calibrated CM. There are seven columns, here's what each one
+means:
+
+\begin{wideitem}
+
+\item[\emprog{idx}] simply the index of the model this row pertains to in
+ the CM file. In this case we have only 1 CM.
+
+\item[\emprog{name}] name of the model.
+
+\item[\emprog{F}] this is the fraction of hits \prog{cmcalibrate}
+ required the HMM to be able to recognize during filter threshold
+ calculation. By default this number is $0.993$ as I mentioned above,
+ but can be changed with the \prog{-F} option to \prog{cmcalibrate}
+ (see the manual page). This means that we expect the HMM filter to miss
+ $0.7\%$ of the hits that a non-filtered search would find.
+
+\item[\emprog{nseq}] this is the number of sequences generated in \prog{cmcalibrate}
+ and searched with the CM and HMM during filter threshold
+ calculation. In this case, 10,000 sequences were generated and
+ searched, and the HMM must have been able to recognize $99.3\%$ of the
+ sequences above any given CM score threshold.
+
+\item[\emprog{db (Mb)}] the database size in megabases (Mb) the
+ statistics in the next section (see below) pertain to.
+
+\item[\emprog{always?}] \prog{cmcalibrate} determines if it is always
+ possible to use an HMM filter for the model it is calibrating, no
+ matter what the database size and final round CM E value cutoff
+ is. If it is, this column reads ``yes'', if not it reads ``no''.
+
+\end{wideitem}
+
+After the CM information is a section with a heading labelled ``CM
+E-value cutoff / HMM Forward E-value filter cutoff pairs''. This
+section explains how effective the HMM filter is predicted to be if
+particular CM E-value cutoffs are used for the search in our sequence file
+\prog{C.psychrerythraea.genome.fa}. Here's a description of each column:
+\begin{wideitem}
+
+\item[\emprog{idx}] simply the row number.
+
+\item[\emprog{cm E}] final round CM E-value cutoff this row of stats pertains
+ to.
+
+\item[\emprog{cm bit}] the bit score the E-value corresponds to in a
+ database of this size ($10.7$ Mb in this case).
+
+\item[\emprog{hmm bit}] the HMM filter bit score threshold that would
+ be used for this search.
+
+\item[\emprog{surv}] the \textit{predicted} survival fraction of the database
+ that would survive the HMM filter.
+
+\item[\emprog{xhmm}] the \emph{predicted} ratio of millions of dynamic programming (DP)
+ calculations required for an HMM filtered search using the cutoff
+ given in the ``hmmbit'' column to the millions of DP calcs required
+ by a search with only the HMM. For row 1, this means our filtered search
+ (that's the HMM filter plus the CM Inside scan of the predicted
+ 74.65\% surviving fraction of the database) should take
+ roughly 55 times the amount of time an HMM only search would take.
+
+\item[\emprog{speedup}] the \textit{predicted} speedup of the HMM filtered
+ search versus a non-filtered scan with just the CM Inside algorithm.
+
+\end{wideitem}
+
+There are 35 rows of this data, each row shows the characteristics
+that would be used if a particaular CM E-value cutoff were used when
+searching \prog{C.psychrerythraea.genome.fa}. When searching with a
+CM E-value cutoff that falls between that of two rows, the HMM filter
+from the bordering row with the lower cutoff is used. For example, we
+just ran a search with a $0.001$ E-value cutoff and our HMM filter was
+predicted to have a survival fraction of $0.0513$. This corresonds to
+row 23 of the data above.
+
+Using \prog{cmstat} in this way allows the user to see how effective
+an HMM filter is predicted to be over the choice of different E-value
+thresholds. If running time is a primary concern, the CM E-value for
+which the HMM filter that gives an appropriately high speedup can be
+chosen.
+
+\subsubsection{using \prog{cmstat} to predict running times for
+ filtered searches with Rfam cutoffs}
+%Section X explains how \prog{cmcalibrate} determines HMM filter
+%thresholds to use to accelerate \prog{cmsearch}. These filter
+%thresholds are dependent on the final threshold used in
+%\prog{cmsearch}, in general, the stricter the final threshold the
+%stricter the filter threshold and the greater the acceleration from
+%the filter.
+Section 5 describes how the Rfam curators set GA, NC and TC bit score
+cutoffs for each Rfam model. Because these cutoffs are relatively
+strict it is often possible to achieve large speedups of up to
+100-fold or more when using an Rfam cutoff as the final threshold. The
+\prog{cmstat} can print these predicted speedups with the \prog{--ga,
+ --nc} and \prog{--tc} options. Here's an example, using the
+\prog{rfam10.c.cm} CM file from the tutorial directory that includes
+10 randomly chosen Rfam 8.1 models, that have been calibrated with
+default parameters to cmcalibrate:
+
+\user{cmstat --ga --lfi rfam10.c.cm}\\
+
+\begin{sreoutput}
+# local Inside filter threshold stats for Rfam GA gathering cutoff from CM file
+#
+# idx name clen cm E cm bit hmmbit surv xhmm speedup
+# ---- --------------- ----- -------- ------ ------ ------ ------- -------
+ 1 Retroviral_psi 118 2.76e-05 27.0 5.9 0.0173 2.0 28.9
+ 2 snoR43 73 2.37e-07 40.0 11.1 0.0016 1.1 58.6
+ 3 snoMe28S-U3344 82 5.01e-10 50.0 10.9 0.0015 1.1 61.5
+ 4 SNORD36 79 5.93e-04 28.0 11.5 0.0014 1.1 62.9
+ 5 snoMe18S-Um1356 86 1.71e-09 46.0 11.0 0.0015 1.1 60.0
+ 6 SNORND104 70 6.65e-07 35.0 9.9 0.0017 1.1 54.7
+ 7 HgcC 130 1.40e-04 24.0 9.8 0.0043 2.0 115.9
+ 8 SL1 103 1.47e-04 30.0 7.6 0.0166 2.0 30.2
+ 9 sroH 161 2.81e-13 50.0 6.9 0.0158 2.0 31.7
+ 10 snoR9 128 1.97e-11 50.0 8.2 0.0012 1.1 78.3
+# ---- --------------- ----- -------- ------ ------ ------ ------- -------
+ - *Average* 103 9.08e-05 38.0 9.3 0.0063 1.5 58.3
+ - *Total* - - - - - 1.5 56.5
+\end{sreoutput}
+
+The last two lines that report the average and total statistics are
+new, they appear with the \prog{--lfi, --lfc, --gfi, --gfc} if the
+CM file you're running \prog{cmstat} on includes more than 1 model.
+Notice that we're predict about a 57-fold speedup when searching with
+all 10 of these models, which means our CM search would be only about
+1.5X slower than an HMM search.
+
+\subsection{Filtered searches with non-calibrated models}
+
+It is possible to run \prog{cmsearch} with models that are not
+calibrated. Results from searches with non-calibrated models will not
+include E-values and will not be automatically accelerated with
+appropriate HMM filter thresholds. The tradeoff is that calibration is
+expensive, so skipping it can save you time.
+
+When using a non-calibrated model \prog{cmsearch} will by default use
+an HMM filter with a cutoff threshold of $3.0$ bits, and a QDB filter
+with a cutoff threshold of $0.0$ bits, although these thresholds can
+be changed using command-line options. Let's walk through a quick
+example of default search with a non-calibrated version of the tRNA model
+from the tutorial. We'll assume here that you've gone through tutorial
+section of the guide and the examples earlier in this section (if not,
+this part may not make sense). First, build a model from the
+\prog{tRNA.5.sto} Stockholm file (from the \prog{/tutorial/}
+subdirectory of \software{infernal}). We'll use the \prog{-F} option
+which allows us to overwrite the file \prog{my.cm} if it exists.
+
+\user{cmbuild -F my.cm trna.5.sto}\\
+
+Now, let's redo the search from the tutorial of the 300 Kb database,
+but this time our model is not calibrated. First, let's try to use
+\prog{--forecast} to predict the run time:
+
+\user{cmsearch --forecast 1 my.cm tosearch.300Kb.db}\\
+
+You'll get an error message saying that you can't use
+\prog{--forecast} for a non-calibrated model. The reason is because
+\prog{cmsearch} has no E-value statistics and thus no good way of
+estimating how many hits will survive the HMM filter with a threshold
+of $3.0$ bits.
+
+Let's run the actual search:
+
+\user{cmsearch my.cm tosearch.300Kb.db}\\
+
+First, the ``Pre-search'' info is printed to the screen, which has
+less information than it would if the model were calibrated (see
+earlier examples in this section):
+
+\begin{sreoutput}
+# Pre-search info for CM 1: trna.5-1
+#
+# rnd mod alg cfg beta bit sc cut
+# --- --- --- --- ----- ----------
+ 1 hmm fwd loc - 3.00
+ 2 cm cyk loc 1e-10 0.00
+ 3 cm ins loc 1e-15 0.00
+\end{sreoutput}
+
+Then about 340 hits are printed to the screen. There's so many because
+our cutoff was set as final cutoff was set as $0.0$ bits. Notice that
+the top hit is still the real tRNA from $101$ to $173$, and it
+has the same bit score as in the search with the calibrated model,
+which it must, but there's no E-value reported. In this case, it's
+pretty clear that the sequence is a good hit to the model, both
+because of the high bit score and because of the primary sequence and
+structural similarity apparent in the \prog{cmsearch} alignment.
+
+After all the hits, the ``Post-search'' information is printed showing
+you how many hits survived each round:
+
+\begin{sreoutput}
+# Post-search info for CM 1: trna.5-1
+#
+# rnd mod alg cfg beta bit sc cut num hits surv fract
+# --- --- --- --- ----- ---------- -------- ----------
+ 1 hmm fwd loc - 3.00 908 0.1625
+ 2 cm cyk loc 1e-10 0.00 295 0.0683
+ 3 cm ins loc 1e-15 0.00 339 0.0193
+#
+# run time
+# -----------
+ 00:00:44
+\end{sreoutput}
+
+\begin{srefaq}{My search results say that more hits were found in the
+final round than in a previous filter round, how is this possible?}
+The reason this can happen is because the filter
+rounds detect hits and then extend the boundaries of the hit to
+include a short stretch of neighboring residues because
+we don't want to rely on the filter's definition of the hit end
+points. Some hits in the filter rounds can overlap following the
+extension, in which case the hits are merged into one single hit. In the
+final round it's possible to find more than one hit in the regions that
+were overlapping and merged, so you can get more than one final hit in a
+region counted as just one hit in a filter round. This is what happens
+in the above example. Notice that even though there's more hits in
+round 3 than round 2, the survival fraction is less in round 3 than
+round 2. Again, this is because hit boundaries are extended in the
+filter round to allow subsequent rounds to refine the endpoints,
+whereas hit boundaries are not extended in the final round.
+\end{srefaq}
+
+You may be thinking that some of these thresholds are
+inappropriate. For example, you may not want to look at all 342 hits
+that have a bit score above $0.0$ bits, because most of them are
+clearly not tRNAs. You're right, and these default thresholds for
+non-calibrated models are usually inappropriate.
+Without E-values it's difficult to automatically predict appropriate
+thresholds so \prog{cmsearch} doesn't even try.
+\prog{cmsearch} does have several command-line options that allow
+the user to manipulate the thresholds to their liking. This is
+described next.
+
+\subsection{Manually setting filter and final thresholds}
+We described above how \prog{cmsearch} will automatically pick filter
+and final thresholds differently depending on if the query model is
+calibrated or not. For calibrated models the HMM filter threshold
+that will theoretically maximize speed while maintaining 99.3\% sensitivity
+is chosen (sometimes this means turning HMM filtering off if the
+predicted speedup is insignificant). The QDB threshold is set in
+a more \emph{ad hoc} way, that works well empirically. For
+non-calibrated models, the thresholds are automatically set in a very
+simplistic way with a $3.0$ bit threshold for the HMM filter and $0.0$
+bit threshold for the QDB filter and final round.
+
+Regardless of whether you're searching with a calibrated or
+non-calibrated model, \prog{cmsearch} offers you several options
+manually overriding these automatic choices of thresholds. Here's a list:
+
+{\samepage
+Final threshold related options:
+
+\small
+\begin{tabular}{lll}
+ & & \\
+ & sets final round & \\
+option & threshold to & requirements \\ \hline
+\prog{-E <x>} & E-value of \prog{<x>} & model must be calibrated with \prog{cmcalibrate}\\
+\prog{-T <x>} & bit score of \prog{<x>} & none \\
+\prog{--ga} & Rfam GA bit score & \verb+#=GF GA+ annotation in model training alignment to \prog{cmbuild} \\
+\prog{--tc} & Rfam TC bit score & \verb+#=GF TC+ annotation in model training alignment to \prog{cmbuild} \\
+\prog{--nc} & Rfam NC bit score & \verb+#=GF NC+ annotation in model training alignment to \prog{cmbuild} \\ \hline
+ & & \\
+\end{tabular}
+}
+\normalsize
+
+{\samepage
+HMM filter threshold related options:
+
+\small
+\begin{tabular}{lll}
+ & & \\
+option & effect & requirements \\ \hline
+\prog{--fil-no-hmm <x>} & turn HMM filter off & none \\
+\prog{--fil-E-hmm <x>} & sets HMM threshold as E-value \prog{<x>} & model must be calibrated \\
+\prog{--fil-T-hmm <x>} & sets HMM threshold as bit score \prog{<x>} & none \\
+\prog{--fil-S-hmm <x>} & sets HMM E-value threshold as that which gives & model must be calibrated \\
+ & predicted survival fraction of \prog{<x>} & \\ \hline
+\prog{--fil-Smin-hmm <x>} & sets minimum allowable HMM E-value threshold as & model must be calibrated \\
+ & that which gives predicted survival fraction of \prog{<x>} & \\
+ & (by default, this value is $0.02$) & \\
+\prog{--fil-Smax-hmm <x>} & sets maximum allowable HMM E-value threshold as & model must be calibrated \\
+ & that which gives predicted survival fraction of \prog{<x>} & \\
+ & (by default, this value is $0.5$) & \\
+\prog{--fil-A-hmm} & the HMM filter is always used, by enforcing that the & model must be calibrated \\
+ & maximum HMM E-value threshold used is that & \\
+ & which gives a predicted survival fraction of \prog{<x>} & \\
+ & from \prog{--fil-Smax-hmm <x>} & \\ \hline
+ & & \\
+\end{tabular}
+}
+\normalsize
+
+{\samepage
+QDB filter threshold related options:
+
+\small
+\begin{tabular}{lll}
+ & & \\
+option & effect & requirements \\ \hline
+\prog{--fil-no-qdb <x>} & turn QDB filter off & none \\
+\prog{--fil-E-qdb <x>} & sets threshold as E-value \prog{<x>} & model must be calibrated \\
+\prog{--fil-T-qdb <x>} & sets threshold as bit score \prog{<x>} & none \\ \hline
+\prog{--fil-beta <x>} & sets $\beta$ value for QDB calculation as \prog{<x>} & none \\ \hline
+ & & \\
+\end{tabular}
+}
+\normalsize
+
+You can use either 0 or 1 of the options from the top part of each
+table in a search. For example, you may use one of
+\prog{--fil-no-hmm}, \prog{--fil-E-hmm}, \prog{--fil-T-hmm},
+\prog{--fil-S-hmm} for HMM filtering. The options in the bottom part
+of each table are supplementary options, each of which can be used in
+addition to one from the top part. (Note: the table for final
+thresholds only has a top part; there are no supplementary options
+listed.) The Rfam \prog{--ga, --tc} and \prog{--nc} options are
+explained more in section 5.
+
+We'll go through some examples of using these options with our tRNA
+model. First, with a calibrated or non-calibrated model, you can set the HMM
+filter cutoff to $5.0$ bits, the QDB filter cutoff to $10.0$ bits and the final
+cutoff to $15.0$ bits with::
+
+\user{cmsearch --fil-T-hmm 5 --fil-T-qdb 10 -T 15 my.cm tosearch.300Kb.db} \\
+
+\begin{sreoutput}
+# Pre-search info for CM 1: trna.5-1
+#
+# rnd mod alg cfg beta bit sc cut
+# --- --- --- --- ----- ----------
+ 1 hmm fwd loc - 5.00
+ 2 cm cyk loc 1e-10 10.00
+ 3 cm ins loc 1e-15 15.00
+\end{sreoutput}
+
+If your model is calibrated there are several more options available
+to you. First, let's look at what the default filtering strategy would
+be with the calibrated tRNA model on our 300 Kb database:
+
+\user{cmsearch my.c.cm tosearch.300Kb.db}\\
+
+\begin{sreoutput}
+# Pre-search info for CM 1: trna.5-1
+#
+# cutoffs predictions
+# ------------------- --------------------
+# rnd mod alg cfg beta E value bit sc surv run time
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ 1 cm cyk loc 1e-10 129.125 3.54 0.0236 00:01:52.30
+ 2 cm ins loc 1e-15 1.000 11.85 0.0001 00:00:13.04
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ all - - - - - - - 00:02:05.35
+\end{sreoutput}
+
+By default, the HMM filter is turned off. This is because the
+predicted survival fraction for this search with an HMM filter
+threshold determined by \prog{cmcalibrate} to find $99.3$\% of the
+hits that a non-filtered search would find, is greater than our
+maximum ($0.5$). We could change this maximum to \prog{<x>} with the
+\prog{--fil-Smax-hmm <x>} option.
+
+Another thing we can do is specify that the HMM filter should
+\emph{always} be used, to give a maximum predicted survival fraction
+of \prog{<x>}, by using the \prog{--fil-A-hmm} option. By default,
+\prog{<x>} is $0.5$ but it can be changed with the
+\prog{--fil-Smax-hmm <x>} option. For example:
+
+\user{cmsearch --fil-A-hmm --fil-Smax-hmm 0.2 my.c.cm tosearch.300Kb.db}\\
+
+\begin{sreoutput}
+# Pre-search info for CM 1: trna.5-1
+#
+# cutoffs predictions
+# ------------------- --------------------
+# rnd mod alg cfg beta E value bit sc surv run time
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ 1 hmm fwd loc - 1094.483 2.92 0.2000 00:00:05.62
+ 2 cm cyk loc 1e-10 100.000 3.87 0.0183 00:00:22.46
+ 3 cm ins loc 1e-15 1.000 11.85 0.0001 00:00:10.10
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ all - - - - - - - 00:00:38.19
+#
+\end{sreoutput}
+
+Note that the search is now predicted to take about 40 seconds, down
+from about 2 minutes with the default strategy.
+
+Another option is to force the HMM filter threshold to be set to
+achieve a specific predicted survival fraction of \prog{<x>} with
+\prog{--fil-S-hmm <x>}. To try it:
+
+\user{cmsearch --fil-S-hmm 0.001 my.c.cm tosearch.300Kb.db}\\
+
+\begin{sreoutput}
+# Pre-search info for CM 1: trna.5-1
+#
+# cutoffs predictions
+# ------------------- --------------------
+# rnd mod alg cfg beta E value bit sc surv run time
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ 1 hmm fwd loc - 5.472 11.42 0.0010 00:00:05.33
+ 2 cm ins loc 1e-15 1.000 11.85 0.0001 00:00:00.55
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ all - - - - - - - 00:00:05.88
+\end{sreoutput}
+
+Notice that the HMM filter round 1 cutoff was set as the E-value that
+corresponds to predicted survival fraction of 0.001. In this case, the
+HMM filter is predicted to remove such a large fraction of the
+database ($0.999$) that \prog{cmsearch} automatically turns off the
+second filter, the QDB CYK filter, because using the final Inside
+algorithm on $0.001$ fraction of the database will be sufficiently
+fast that using the QDB CYK filter would not accelerate the search by an
+appreciable amount.
+
+
diff --git a/documentation/userguide/format_prior.tex b/documentation/userguide/format_prior.tex
new file mode 100644
index 0000000..534bd1c
--- /dev/null
+++ b/documentation/userguide/format_prior.tex
@@ -0,0 +1,162 @@
+% Documentation of Infernal's Dirichlet prior file format
+%
+% Uses no sectioning commands, so it may be included as a subsection of
+% a section, or a section in a chapter of file formats.
+% The .tex file that includes this one provides the \section{} header.
+%
+% SRE, Wed Apr 6 13:46:43 2005
+% SVN $Id$
+
+A prior file is parsed into a number of whitespace-delimited,
+non-comment fields. These fields are then interpreted in order. The
+order and number of the fields is important. This is not a robust,
+tag-value save file format.
+
+All whitespace is ignored, including newlines. The number of fields
+per line is unimportant.
+
+Comments begin with a \verb+#+ character. The remainder of any line
+following a \verb+#+ is ignored.
+
+The Infernal source distribution includes an example prior file,
+\prog{default.pri}. This prior is identical to the hardcoded default
+prior used by Infernal. The following text may only make sense if
+you're looking at that example while you read.
+
+The order of the fields in the prior file is as follows:
+
+\begin{description}
+\item[\textbf{Strategy.}] The first field is the keyword
+ \emprog{Dirichlet}. Currently Dirichlet priors (mixture or not)
+ are the only prior strategy used by Infernal.
+
+\item[\textbf{Transition prior section.}] The next field is the number
+ \emprog{74}, the number of different types of transition
+ distributions. (See Figure~\ref{fig:magic74} for an explanation of
+ where the number 74 comes from.) Then, for each of these 74
+ distributions:
+
+ \begin{description}
+ \item{\emprog{<from-uniqstate> <to-node>}:} Two fields give the
+ transition type: from a unique state identifier, to a node
+ identifier. Example: \emprog{MATP\_MP MATP}.
+
+ \item{\emprog{<n>}:} One field gives the number of transition
+ probabilities for this transition type; that is, the number of
+ Dirichlet parameter vector $\alpha^q_1..\alpha^q_n$ for each mixture
+ component $q$.
+
+ \item{\emprog{<nq>}:} One field gives the number of mixture
+ Dirichlet components for this transition type's prior. Then,
+ for each of these \emprog{nq} Dirichlet components:
+
+ \begin{description}
+ \item{\emprog{p(q)}:} One field gives the mixture coefficient $p(q)$,
+ the prior probability of this component $q$. For a single-component
+ ``mixture'', this is always 1.0.
+
+ \item{$\mathbf{\alpha^q_1..\alpha^q_n}$:} The next $n$ fields give the
+ Dirichlet parameter vector for this mixture component $q$.
+ \end{description}
+ \end{description}
+
+\item[\textbf{Base pair emission prior section.}] This next section is
+ the prior for MATP\_MP emissions. One field gives \emprog{<K>}, the
+ ``alphabet size'' -- the number of base pair emission probabilities
+ -- which is always 16 (4x4), for RNA. The next field gives \emprog{<nq>}, the
+ number of mixture components. Then, for each of these \emprog{nq}
+ Dirichlet components:
+ \begin{description}
+ \item{\emprog{p(q)}:} One field gives the mixture coefficient $p(q)$,
+ the prior probability of this component $q$. For a single-component
+ ``mixture'', this is always 1.0.
+
+ \item{$\mathbf{\alpha^q_{AA}..\alpha^q_{UU}}$:} The next 16 fields give the
+ Dirichlet parameter vector for this mixture component, in alphabetical
+ order (AA, AC, AG, AU, CA \ldots GU, UA, UC, UG, UU).
+ \end{description}
+
+\item[\textbf{Consensus singlet base emission prior section.}] This
+ next section is the prior for MATL\_ML and MATR\_MR emissions. One
+ field gives \emprog{<K>}, the ``alphabet size'' -- the number of
+ singlet emission probabilities -- which is always 4, for RNA. The
+ next field gives \emprog{<nq>}, the number of mixture components. Then,
+ for each of these \emprog{nq} Dirichlet components:
+ \begin{description}
+ \item{\emprog{p(q)}:} One field gives the mixture coefficient $p(q)$,
+ the prior probability of this component $q$. For a single-component
+ ``mixture'', this is always 1.0.
+
+ \item{$\mathbf{\alpha^q_A..\alpha^q_U}$:} The next 4 fields give the
+ Dirichlet parameter vector for this mixture component, in alphabetical
+ order (A, C, G, U).
+ \end{description}
+
+\item[\textbf{Nonconsensus singlet base emission prior section.}] This
+ next section is the prior for insertions (MATP\_IL, MATP\_IR,
+ MATL\_IL, MATR\_IR, ROOT\_IL, ROOT\_IR, BEGR\_IL) as well as
+ nonconsensus singlets (MATP\_ML, MATP\_MR).
+ One field gives \emprog{<K>}, the ``alphabet size'' -- the number of
+ singlet emission probabilities -- which is always 4, for RNA.
+ The next field gives \emprog{<nq>}, the
+ number of mixture components. Then, for each of these \emprog{nq}
+ Dirichlet components:
+ \begin{description}
+ \item{\emprog{p(q)}:} One field gives the mixture coefficient $p(q)$,
+ the prior probability of this component $q$. For a single-component
+ ``mixture'', this is always 1.0.
+
+ \item{$\mathbf{\alpha^q_A..\alpha^q_U}$:} The next 4 fields give the
+ Dirichlet parameter vector for this mixture component, in alphabetical
+ order (A, C, G, U).
+ \end{description}
+\end{description}
+
+
+\begin{figure}[htp]
+\begin{center}
+\includegraphics{Figures/stl9-63}
+\end{center}
+\caption{\small\textbf{Where does the magic number of 74 transition
+distribution types come from?} The transition distributions are
+indexed in a 2D array, from a unique statetype (20 possible) to a
+downstream node (8 possible), so the total conceivable number of
+different distributions is $20 \times 8 = 160$. The grid represents
+these possibilities by showing the $8 \times 8$ array of all node
+types to all node types; each starting node contains 1 or more unique
+states (number in parentheses to the left).
+Two rows are impossible (gray): bifurcations automatically transit to
+determined BEGL, BEGR states with probability 1, and end nodes have no
+transitions. Three columns are impossible (gray): BEGL and BEGR can
+only be reached by probability 1 transitions from a bifurcation, and
+the ROOT node is special and can only start a model.
+Eight individual cells of the grid are unused (black) because of the
+way \prog{cmbuild} (almost) unambiguously constructs a guide tree from
+a consensus structure. These cases are numbered as follows. (1) BEGL
+and BEGR never transit to END; this would imply an empty
+substructure. A bifurcation is only used if both sides of the split
+contain at least one consensus pair (MATP). (2) ROOT never transits to
+END; this would imply an alignment with zero consensus
+columns. Infernal models assume $\geq 1$ consensus columns. (3) MATR
+never transits to END. Infernal always uses MATL for unpaired columns
+whenever possible. MATR is only used for internal loops,
+multifurcation loops, and 3' bulges, so MATR must always be followed
+by a BIF, MATP, or another MATR. (4) BEGL never transits to MATR. The
+single stranded region between two bifurcated stems is unambiguously
+assigned to MATL nodes on the right side of the split, not to MATR
+nodes on the left. (5) MATR never transits to MATL. The only place
+where this could arise (given that we already specified that MATL is
+used whenever possible) is in an interior loop; there, by unambiguous
+convention, MATL nodes precede MATR nodes. (6) BEGL nodes never
+transit to MATL, and BEGR nodes never transit to MATR. By convention,
+at any bifurcated subsequence $i,j$, $i$ and $j$ are paired but not to
+each other. That is, the smallest possible subsequence is bifurcated,
+so that any single stranded stretches to the left and right are
+assigned to MATL and MATR nodes above the bifurcation, instead of MATL
+nodes below the BEGL and MATR nodes below the BEGR.
+Thus, the total number 74 comes from multiplying, for each row, the
+number of unique states in each starting node by the number of
+possible downstream nodes (white), and summing these up, as shown to
+the left of the grid.}
+\label{fig:magic74}
+\end{figure}
\ No newline at end of file
diff --git a/documentation/userguide/formats.tex b/documentation/userguide/formats.tex
new file mode 100644
index 0000000..99bdcfa
--- /dev/null
+++ b/documentation/userguide/formats.tex
@@ -0,0 +1,515 @@
+\section{File and output formats}
+
+\subsection{RNA secondary structures: WUSS notation}
+
+\software{infernal} annotates RNA secondary structures using a linear
+string representation called ``WUSS notation'' (Washington University
+Secondary Structure notation).
+
+The symbology is extended from the common bracket notation for RNA
+secondary structures, where open- and close-bracket symbols (or
+parentheses) are used to annotate base pairing partners: for example,
+\verb+((((...))))+ indicates a four-base stem with a three-base loop.
+Bracket notation is difficult for humans to interpret, for anything
+much larger than a simple stem-loop. WUSS notation makes it somewhat
+easier to interpret the annotation for larger structures.
+
+The following figure shows an example with the key elements of WUSS
+notation. At the top left is an example RNA structure. At the top
+right is the same structure, with different RNA structural elements
+marked. Below both structure pictures : the WUSS notation string for
+the structure.
+
+\begin{center}
+\includegraphics[scale=0.8]{Figures/rna_elements}
+\end{center}
+\begin{center}
+\begin{BVerbatim}
+ ::((((,<<<___>>>,,,<<-<<____>>-->>,))-))
+ AACGGAACCAACAUGGAUUCAUGCUUCGGCCCUGGUCGCG
+\end{BVerbatim}
+\end{center}
+
+\subsubsection{Full (output) WUSS notation}
+
+In detail, symbols used by WUSS notation in \emph{output} structure
+annotation strings are as follows:
+
+\begin{sreitems}{\textbf{Bulge, interior loops}}
+\item[\textbf{Base pairs}]
+ Base pairs are annotated by nested matching pairs of symbols
+ \verb+<>+, \verb+()+, \verb+[]+, or \verb+{}+.
+ The different symbols indicate the ``depth'' of the
+ helix in the RNA structure as follows:
+ \verb+<>+ are used for simple terminal stems;
+ \verb+()+ are used for ``internal'' helices enclosing a multifurcation of
+ all terminal stems; \verb+[]+ are used for internal helices
+ enclosing a multifurcation that includes at least one annotated
+ \verb+()+ stem already; and \verb+{}+ are used for all internal
+ helices enclosing deeper multifurcations.
+
+\item[\textbf{Hairpin loops}]
+ Hairpin loop residues are indicated by underscores, \verb+_+.
+ Simple stem loops stand out as, e.g.\ \verb+<<<<____>>>>+.
+
+\item[\textbf{Bulge, interior loops}]
+ Bulge and interior loop residues are indicated by dashes, \verb+-+.
+
+\item[\textbf{Multifurcation loops}]
+ Multifurcation loop residues are indicated by commas, \verb+,+.
+ The mnemonic is ``stem 1, stem2'', e.g.\ \verb+<<<___>>>,,<<<___>>>+.
+
+\item[\textbf{External residues}]
+ Unstructured single stranded residues completely outside the
+ structure (unenclosed by any base pairs) are annotated by
+ colons, \verb+:+.
+
+\item[\textbf{Insertions}]
+ Insertions relative to a known structure are indicated by periods,
+ \verb+.+. Regions where local structural alignment was invoked,
+ leaving regions of both target and query sequence unaligned,
+ are indicated by tildes, \verb+~+. These symbols only appear in
+ alignments of a known (query) structure annotation to a target
+ sequence of unknown structure.
+
+\item[\textbf{Pseudoknots}]
+ WUSS notation allows pseudoknots to be annotated as pairs of
+ upper case/lower case letters: for example,
+ \verb+<<<<_AAAA____>>>>aaaa+ annotates a simple pseudoknot;
+ additional pseudoknotted stems could be annotated by \verb+Bb+,
+ \verb+Cc+, etc. \software{infernal} cannot handle pseudoknots, however;
+ pseudoknot notation never appears in \software{infernal} output; it
+ is accepted in input files, but ignored.
+\end{sreitems}
+
+An example of WUSS notation for a complicated structure
+(\emph{E. coli} RNase P) is shown in Figure~\ref{fig:RNaseP}. An
+example of WUSS notation for a local \software{infernal} alignment of
+\emph{B. subtilis} RNase P to \emph{E. coli} RNase P, illustrating the
+use of local alignment annotation symbols, is in
+Figure~\ref{fig:bsu-alignment}.
+
+\begin{figure}[tp]
+\begin{center}
+\includegraphics[scale=0.6]{Figures/rnaseP-ecoli}
+\end{center}
+\begin{center}
+{\scriptsize
+\begin{BVerbatim}
+ {{{{{{{{{{{{{{{{{{,<<<<<<<<<<<<<-<<<<<____>>>>>>>>>->>>>>>>>
+ 1 GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUCUUCGGGGGAGACGGGCGGAGGG 60
+
+ >,,,,,,,,,,,,,[[[[--------[[[[[<<<<<_____>>>>><<<<____>>>->(
+ 61 GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG 120
+
+ (---(((((,,,,,,,,,,,,<<<<<--<<<<<<<<____>>>>>->>>>>>-->>,,,,
+ 121 ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA 180
+
+ ,,,<<<<<<_______>>>>>><<<<<<<<<____>>>->>>>>->,,)))--))))]]]
+ 181 AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC 240
+
+ ]]]]]],,,<<<<------<<<<<<----<<<<<_____>>>>>>>>>>>----->>>>,
+ 241 CCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG 300
+
+ ,,,,,<<<<<<<<____>>>>>>>>,,,,,,,,,,}}}}}}}------------------
+ 301 CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU 360
+
+ -}-}}}}}}}}}}::::
+ 361 AUCGGUCAGUUUCACCU 377
+\end{BVerbatim}
+}
+\end{center}
+\caption{\small \textbf{Example of WUSS notation.} Top: Secondary
+structure of \emph{E. coli} RNase P, from Jim Brown's RNase P database
+\cite{Brown99}. Bottom: WUSS notation for the same structure,
+annotating the \emph{E. coli} RNase P sequence. The P4 and P6
+pseudoknots are not annotated in this example.}
+\label{fig:RNaseP}
+\end{figure}
+
+\begin{figure}[tp]
+\begin{center}
+\includegraphics[scale=0.6]{Figures/rnaseP-bsu-alignment}
+\end{center}
+\begin{center}
+{\scriptsize
+\begin{BVerbatim}
+hit 0 : 4 399 52.56 bits
+ {{{{{{{{{{{{{{{{{{,<<<<<<<<<<<<<-<<<<<____>>>>>>>>>->>>>>>>>
+ 1 ggAGuggGgcaGgCaguCGCugcuucggccuuGuucaguuaacugaaaaggAccgaagga 60
+ +: :::G::C:GG:A:UCGCU+C:::: U+ ::::G+A
+ 4 CUUAACGUUCGGGUAAUCGCUGCAGAUC-----------UUG----------AAUCUGUA 42
+
+ >,,,,,,,,,,,,,[[[.[--------[[[[[~~~~~~~((---(((((,,,,~~~~~~)
+ 61 GAGGAAAGUCCGGGCUC.CACAGGGCAgGGUG*[ 29]*GGAAAGUGCCACAG*[96]*G 229
+ GAGGAAAGUCC GCUC C A GG :G G :GAAAGUGCCACAG G
+ 43 GAGGAAAGUCCAUGCUCgC--ACGGUGCUGAG*[102]*UGAAAGUGCCACAG*[37]*G 226
+
+ ))--))))]]]]]].]]],,,~~~~~~,,,,,,,,,,}}}}}}}--..............
+ 230 GUAAACCCCACCcG.GAGCAA*[77]*CuAGAUGAAUGacuGcCCA.............. 344
+ GUAAACC:C C: G GAG AA UAGAU++AUGA:U:CC
+ 227 GUAAACCCCUCGAGcGAGAAA*[64]*GUAGAUAGAUGAUUGCC--gccugaguacgagg 342
+
+ ..........................-----------------}-}}}}}}}}}}::::
+ 345 ..........................CGACAGAACCCGGCUUAuagcCccaCUccucuu 377
+ ACA AAC GGCUUA:AG::C::: :+ C
+ 343 ugaugagccguuugcaguacgaugga--ACAAAACAUGGCUUACAGAACGUUAGACCAC 399
+\end{BVerbatim}
+}
+\end{center}
+\caption{\small \textbf{Local alignment annotation example.} Top:
+Secondary
+structure of \emph{B. subtilis} RNase P, from Jim Brown's RNase P
+database \cite{Brown99}. Residues in red are those that \software{infernal} aligns
+to a CM of \emph{E. coli} type RNase P's. The local structural
+alignment is in four pieces; three regions of the
+structure (102, 37, and 64 nt long) are skipped over. One additional
+stem is treated as a 40 nt insertion. Bottom: the \software{infernal}
+output, showing the \emph{E. coli} query structure aligned to the
+\emph{B. subtilis} sequence.}
+\label{fig:bsu-alignment}
+\end{figure}
+
+\subsubsection{Shorthand (input) WUSS notation}
+
+While WUSS notation makes it easier to visually interpret
+\software{infernal} \emph{output} structural annotation, it would be
+painful to be required to \emph{input} all structures in full WUSS
+notation. Therefore when \software{infernal} reads input secondary
+structure annotation, it uses simpler rules:
+
+\begin{sreitems}{\textbf{Single stranded residues}}
+\item [\textbf{Base pairs}]
+ Any matching nested pair of \verb+()+, \verb+()+, \verb+[]+, \verb+{}+
+ symbols indicates a base pair; the exact choice of symbol has no
+ meaning, so long as the left and right partners match up.
+
+\item [\textbf{Single stranded residues}]
+ All other symbols \verb+_-,:.~+
+ indicate single stranded residues.
+ The choice of symbol has no special meaning.
+ Annotated pseudoknots (nested matched pairs of upper/lower case
+ alphabetic characters) are also interpreted as single
+ stranded residue in \software{infernal} input.
+\end{sreitems}
+
+Thus, for instance, \verb+<<<<....>>>>+ and \verb+((((____))))+ and
+\verb+<(<(._._)>)>+ all indicate a four base stem with a four base
+loop (the last example is legal but weird).
+
+Remember that the key property of canonical (nonpseudoknotted) RNA
+secondary structure is that the pairs are \emph{nested}.
+\verb+((<<....))>>+ is not a legal annotation string: the pair symbols
+don't match up properly. \software{infernal} will reject such an
+annotation and report an input format error, suspecting a problem with
+your annotation. If you want to annotate pseudoknots, WUSS notation
+allows alphabetic symbols Aa, Bb, etc.\, see above; but remember that
+\software{infernal} ignores pseudoknotted stems and treats them as
+single stranded residues.
+
+Because many other RNA secondary structure analysis programs use a
+simple bracket notation for annotating structure,
+\software{infernal}'s ability to input this format makes it easier to
+use data generated by other RNA software packages. Conversely,
+converting \software{infernal} output WUSS notation to simple bracket
+notation is a matter of a simple Perl or sed script, substituting the
+symbols appropriately.
+
+\subsection{Multiple alignments: Stockholm format}
+\label{pg:stockholm}
+
+The Pfam consortium developed an annotated alignment format called
+``Stockholm format'', and this format has been adopted as the standard
+alignment format in \software{hmmer} and \software{infernal}, and by
+the Rfam consortium. The reasons for inventing a new alignment format
+were two-fold. First, there really is no standard accepted format for
+multiple sequence alignment files, so we don't feel guilty about
+inventing a new one. Second, the formats of popular multiple alignment
+software (e.g. CLUSTAL, GCG MSF, PHYLIP) do not support rich
+documentation and markup of the alignment. Stockholm format was
+developed to support extensible markup of multiple sequence
+alignments, and we use this capability extensively in both RNA work
+(with structural markup) and the Pfam database (with extensive use of
+both annotation and markup).
+
+\subsubsection{A minimal Stockholm file}
+\begin{sreoutput}
+# STOCKHOLM 1.0
+
+seq1 ACDEF...GHIKL
+seq2 ACDEF...GHIKL
+seq3 ...EFMNRGHIKL
+
+seq1 MNPQTVWY
+seq2 MNPQTVWY
+seq3 MNPQT...
+\end{sreoutput}
+
+The simplest Stockholm file is pretty intuitive, easily generated in a
+text editor. It is usually easy to convert alignment formats into a
+``least common denominator'' Stockholm format. For instance, SELEX,
+GCG's MSF format, and the output of the CLUSTAL multiple alignment
+programs are all similar interleaved formats.
+
+The first line in the file must be \verb+# STOCKHOLM 1.x+, where
+\verb+x+ is a minor version number for the format specification (and
+which currently has no effect on my parsers, other than identifying
+the file as Stockholm format). This line allows a parser to instantly
+identify the file format.
+
+In the alignment, each line contains a name, followed by the aligned
+sequence. A dash or period denotes a gap. If the alignment is too long
+to fit on one line, the alignment may be split into multiple blocks,
+with blocks separated by blank lines. The number of sequences, their
+order, and their names must be the same in every block. Within a given
+block, each (sub)sequence (and any associated \verb+#=GR+ and
+\verb+#=GC+ markup, see below) is of equal length, called the
+\textit{block length}. Block lengths may differ from block to block;
+the block length must be at least one residue, and there is no
+maximum.
+
+The sequence names must be unique. (They are used to associate markup
+tags with the sequences.)
+
+Other blank lines are ignored. You can add comments to the file on
+lines starting with a \verb+#+.
+
+All other annotation is added using a tag/value comment style. The
+tag/value format is inherently extensible, and readily made
+backwards-compatible; unrecognized tags will simply be ignored. Extra
+annotation includes consensus and individual RNA or protein secondary
+structure, sequence weights, a reference coordinate system for the
+columns, and database source information including name, accession
+number, and coordinates (for subsequences extracted from a longer
+source sequence) See below for details.
+
+\subsubsection{Syntax of Stockholm markup}
+
+There are four types of Stockholm markup annotation, for per-file,
+per-sequence, per-column, and per-residue annotation:
+
+\begin{sreitems}{\prog{\#=GR <seqname> <tag> <s>}}
+\item [\emprog{\#=GF <tag> <s>}]
+ Per-file annotation. \prog{<s>} is a free format text line
+ of annotation type \prog{<tag>}. For example, \prog{\#=GF DATE
+ April 1, 2000}. Can occur anywhere in the file, but usually
+ all the \prog{\#=GF} markups occur in a header.
+
+\item [\emprog{\#=GS <seqname> <tag> <s>}]
+ Per-sequence annotation. \prog{<s>} is a free format text line
+ of annotation type \prog{tag} associated with the sequence
+ named \prog{<seqname>}. For example, \prog{\#=GS seq1
+ SPECIES\_SOURCE Caenorhabditis elegans}. Can occur anywhere
+ in the file, but in single-block formats (e.g. the Pfam
+ distribution) will typically follow on the line after the
+ sequence itself, and in multi-block formats (e.g. HMMER
+ output), will typically occur in the header preceding the
+ alignment but following the \prog{\#=GF} annotation.
+
+\item [\emprog{\#=GC <tag> <s>}]
+ Per-column annotation. \prog{<s>} is an aligned text line
+ of annotation type \prog{<tag>}.
+ \verb+#=GC+ lines are
+ associated with a sequence alignment block; \prog{<s>}
+ is aligned to the residues in the alignment block, and has
+ the same length as the rest of the block.
+ Typically \verb+#=GC+ lines are placed at the end of each block.
+
+\item [\emprog{\#=GR <seqname> <tag> <s>}]
+ Per-residue annotation. \prog{<s>} is an aligned text line
+ of annotation type \prog{<tag>}, associated with the sequence
+ named \prog{<seqname>}.
+ \verb+#=GR+ lines are
+ associated with one sequence in a sequence alignment block;
+ \prog{<s>}
+ is aligned to the residues in that sequence, and has
+ the same length as the rest of the block.
+ Typically
+ \verb+#=GR+ lines are placed immediately following the
+ aligned sequence they annotate.
+\end{sreitems}
+
+\subsubsection{Semantics of Stockholm markup}
+
+Any Stockholm parser will accept syntactically correct files, but is
+not obligated to do anything with the markup lines. It is up to the
+application whether it will attempt to interpret the meaning (the
+semantics) of the markup in a useful way. At the two extremes are the
+Belvu alignment viewer and the HMMER profile hidden Markov model
+software package.
+
+Belvu simply reads Stockholm markup and displays it, without trying to
+interpret it at all. The tag types (\prog{\#=GF}, etc.) are sufficient
+to tell Belvu how to display the markup: whether it is attached to the
+whole file, sequences, columns, or residues.
+
+\software{hmmer} and \software{infernal} use Stockholm markup to pick
+up a variety of information from the multiple alignment files. The
+Pfam and Rfam consortiums therefore agree on additional syntax for
+certain tag types, so software can parse some markups for useful (or
+necessary) information. This additional syntax is imposed by Pfam,
+\software{hmmer}, \software{infernal}, and other software of mine, not
+by Stockholm format per se. You can think of Stockholm as akin to XML,
+and what my software reads as akin to an XML DTD, if you're into that
+sort of structured data format lingo.
+
+The Stockholm markup tags that are parsed semantically by my software
+are as follows:
+
+\subsubsection{Recognized \#=GF annotations}
+\begin{sreitems}{\emprog{AU <s>}}
+\item [\emprog{ID <s>}]
+ Identifier. \emprog{<s>} is a name for the alignment;
+ e.g. ``RNaseP. Mandatory, if the file is an alignment
+ database used as input for \prog{cmbuild}, because
+ each CM must get a unique name. One word. Unique in file.
+
+\item [\emprog{AC <s>}]
+ Accession. \emprog{<s>} is a unique accession number for the
+ alignment; e.g.
+ ``PF00001''. Used by the Rfam database, for instance.
+ Often a alphabetical prefix indicating the database
+ (e.g. ``RF'') followed by a unique numerical accession.
+ One word. Unique in file.
+
+\item [\emprog{DE <s>}]
+ Description. \emprog{<s>} is a free format line giving
+ a description of the alignment; e.g.
+ ``Ribonuclease P RNA''. One line. Unique in file.
+
+\item [\emprog{AU <s>}]
+ Author. \emprog{<s>} is a free format line listing the
+ authors responsible for an alignment; e.g.
+ ``Bateman A''. One line. Unique in file.
+\end{sreitems}
+
+\subsubsection{Recognized \#=GS annotations}
+
+\begin{sreitems}{\emprog{WT <f>}}
+\item [\emprog{WT <f>}]
+ Sequence weight. \emprog{<f>} is a positive real number giving the
+ relative weight for a sequence, usually used to compensate
+ for biased representation by downweighting similar sequences.
+ Usually the weights average 1.0 (e.g. the weights sum to
+ the number of sequences in the alignment) but this is not
+ required. Either every sequence must have a weight annotated,
+ or none of them can.
+
+\item [\emprog{AC <s>}]
+ Accession. \emprog{<s>} is a database accession number for
+ this sequence. (Compare the \prog{\#=GF AC} markup, which gives
+ an accession for the whole alignment.) One word.
+
+\item [\emprog{DE <s>}]
+ Description. \emprog{<s>} is one line giving a description for
+ this sequence. (Compare the \prog{\#=GF DE} markup, which gives
+ a description for the whole alignment.)
+\end{sreitems}
+
+\subsubsection{Recognized \#=GC annotations}
+
+\begin{sreitems}{\emprog{SS\_cons}}
+\item [\emprog{RF}]
+ Reference line. Any character is accepted as a markup for a
+ column. The intent is to allow labeling the columns with some
+ sort of mark. \prog{cmbuild} uses this annotation to
+ determine which columns are consensus versus insertion;
+ insertion columns are annotated by a gap symbol, and consensus
+ columns by any non-gap symbol.
+
+\item [\emprog{SS\_cons}]
+ Secondary structure consensus.
+ When this line is generated by \software{infernal}, it is generated in full WUSS
+ notation.
+ When it is read by \prog{cmbuild}, it is interpreted more
+ loosely, in shorthand (input) WUSS notation:
+ pairs of symbols \verb+<>+, \verb+()+, \verb+[]+, or \verb+[]+ mark
+ consensus base pairs, and symbols \verb+:_-,.~+ mark single
+ stranded columns.
+\end{sreitems}
+
+\subsubsection{Recognized \#=GR annotations}
+
+\begin{sreitems}{\emprog{SS}}
+\item [\emprog{SS}]
+ Secondary structure for this sequence. See \prog{\#=GC
+ SS\_cons} above.
+\end{sreitems}
+
+\subsection{Sequence files: FASTA format}
+
+FASTA is probably the simplest of formats for unaligned sequences.
+FASTA files are easily created in a text editor. Each sequence is
+preceded by a line starting with \verb+>+. The first word on this line
+is the name of the sequence. The rest of the line is a description of
+the sequence (free format). The remaining lines contain the sequence
+itself. You can put as many letters on a sequence line as you want.
+For example:
+
+\begin{sreoutput}
+>seq1 This is the description of my first sequence.
+AGTACGTAGTAGCTGCTGCTACGTGCGCTAGCTAGTACGTCA CGACGTAGATGCTAGCTGACTCGATGC
+>seq2 This is a description of my second sequence.
+CGATCGATCGTACGTCGACTGATCGTAGCTACGTCGTACGTAG CATCGTCAGTTACTGCATGCTCG
+CATCAGGCATGCTGCTGACTGATCGTACG
+\end{sreoutput}
+
+For better or worse, FASTA is not a documented standard. Minor (and
+major) variants are in widespread use in the bioinformatics community,
+all of which are called ``FASTA format''. My software attempts to
+cater to all of them, and is tolerant of common deviations in FASTA
+format. Certainly anything that is accepted by the database formatting
+programs in NCBI BLAST or WU-BLAST (e.g. setdb, pressdb, xdformat)
+will also be accepted by my software. Blank lines in a FASTA file are
+ignored, and so are spaces or other gap symbols (dashes, underscores,
+periods) in a sequence. Other non-amino or non-nucleic acid symbols in
+the sequence are also silently ignored, mostly because some people
+seem to think that ``*'' or ``.'' should be added to protein sequences
+to (redundantly) indicate the end of the sequence. The parser will
+also accept unlimited line lengths, which allows it to accomodate the
+enormous description lines in the NCBI NR databases.
+
+(On the other hand, any FASTA files \emph{generated} by my software
+adhere closely to community standards, and should be usable by other
+software packages (BLAST, FASTA, etc.) that are more picky about
+parsing their input files. That means you can run a sloppy FASTA file
+thru the \prog{sreformat} utility program to clean it up.)
+
+Partly because of this tolerance, the software may have a difficult
+time dealing with files that are \textit{not} in FASTA format,
+especially if you're relying on file format autodetection (the
+``Babelfish''). Some (now mercifully uncommon) file formats are so
+similar to FASTA format that they be erroneously called FASTA by the
+Babelfish and then quietly and lethally misparsed. An example is the
+old NBRF file format. If you're afraid of this, you can use the
+\prog{--informat fasta} option to bypass the Babelfish and improve
+robustness. However, it is still possible to construct files
+perversely similar to FASTA that will still confuse the parser. (The
+gist of these caveats applies to all formats, not just FASTA.)
+
+\subsection{CM file format}
+
+The default CM file format is a simple, extensible tag-value format.
+The format being used right now is tentative and likely to
+change. Therefore, it is not currently documented here. If you
+absolutely need to interpret it, see the file \verb+cm_io.c+ in the
+source code.
+
+\subsection{Null model file format}
+
+The Infernal source distribution includes an example prior file,
+\prog{rna.null}. This null model is identical to the hardcoded default
+prior used by Infernal, all four RNA nucleotides are equiprobable in
+the null, background model.
+
+A null model file must contain exactly four non-comment lines. A
+comment line begins with a ``\# ``, that is a \# followed by a single
+space. Each of the four non-comment lines must contain a single floating point
+number, the four of which sum to 1.0. The first non-comment line is interpreted as
+the background probability of an ``A'' residue, the second, third, and
+fourth non-comment lines are interpreted as the background
+probabilities of a ``C'', ``G'' and ``U'' respectively.
+
+
+
+
diff --git a/documentation/userguide/install.tex b/documentation/userguide/install.tex
new file mode 100644
index 0000000..dfc556c
--- /dev/null
+++ b/documentation/userguide/install.tex
@@ -0,0 +1,190 @@
+\section{Installation}
+
+\subsection{Quick installation instructions}
+
+Download the source tarball (\prog{infernal.tar.gz}) from
+\htmladdnormallink{ftp://selab.janelia.org/pub/software/infernal/}
+ {ftp://selab.janelia.org/pub/software/infernal/}
+or \\
+\htmladdnormallink{http://infernal.janelia.org}
+ {http://infernal.janelia.org}.
+
+Unpack the software:
+
+\user{tar xvf infernal.tar.gz}
+
+Go into the newly created top-level directory (named either
+\prog{infernal}, or \prog{infernal-xx} where \prog{xx} is a release
+number):
+
+\user{cd infernal}
+
+Configure for your system, and build the programs:
+
+\user{./configure}\\
+\user{make}
+
+Run the automated testsuite. This is optional. All these tests should
+pass:
+
+\user{make check}
+
+The programs are now in the \prog{src/} subdirectory. The user's guide
+(this document) is in the \\
+\prog{documentation/userguide}
+subdirectory. The man pages are in the \prog{documentation/manpages}
+subdirectory. You can manually move or copy all of these to
+appropriate locations if you want. You will want the programs to be in
+your \$PATH.
+
+Optionally, you can install the man pages and programs in system-wide
+directories. If you are happy with the default (programs in
+\prog{/usr/local/bin/} and man pages in \prog{/usr/local/man/man1}),
+do:
+
+\user{make install}
+
+That's all. More complete instructions follow, including how to
+change the default installation directories for \prog{make install}.
+
+\subsection{More detailed installation notes}
+
+\software{infernal} is distributed as ANSI C source code. It is
+designed to be built and used on UNIX platforms. It is developed on
+Intel GNU/Linux systems, and intermittently tested on a variety of
+other UNIX platforms. It is not currently tested on either Microsoft
+Windows or Apple OS/X, but it should work there; it should be possible
+to build it on any platform with an ANSI C compiler. The software
+itself is vanilla POSIX-compliant ANSI C. You may need to work around
+the configuration scripts and Makefiles to get it built on a non-UNIX
+platform.
+
+The GNU configure script that comes with \software{infernal} has a
+number of options. You can see them all by doing:
+
+\user{./configure --help}
+
+All customizations can and should be done at the \prog{./configure}
+command line, unless you're a guru delving into the details of the
+source code.
+
+\subsubsection{setting installation targets}
+
+The most important options are those that let you set the installation
+directories for \prog{make install} to be appropriate to your system.
+What you need to know is that \software{infernal} installs only two
+types of files: programs and man pages. It installs the programs in
+\prog{--bindir} (which defaults to \prog{/usr/local/bin}), and the man pages in the
+\prog{man1} subdirectory of \prog{--mandir} (default
+\prog{/usr/local/man}). Thus, say you want \prog{make install} to install programs
+in \prog{/usr/bioprogs/bin/} and man pages in
+\prog{/usr/share/man/man1}; you would configure with:
+
+\user{./configure --mandir=/usr/share/man --bindir=/usr/bioprogs/bin}
+
+That's really all you need to know, since \software{infernal} installs
+so few files. But just so you know; GNU configure is very flexible,
+and has shortcuts that accomodates several standard conventions for
+where programs get installed. One common strategy is to install all
+files under one directory, like the default \prog{/usr/local}. To
+change this prefix to something else, say \prog{/usr/mylocal/}
+(so that programs go in \prog{/usr/mylocal/bin} and man pages in
+\prog{/usr/mylocal/man/man1}, you can use the \prog{--prefix}
+option:
+
+\user{./configure --prefix=/usr/mylocal}
+
+Another common strategy (especially in multiplatform environments) is
+to put programs in an architecture-specific directory like
+\prog{/usr/share/Linux/bin} while keeping man pages in a shared,
+architecture-independent directory like \prog{/usr/share/man/man1}.
+GNU configure uses \prog{--exec-prefix} to set the path to
+architecture dependent files; normally it defaults to being the same
+as \prog{--prefix}. You could change this, for example, by:
+
+\user{./configure --prefix=/usr/share --exec-prefix=/usr/share/Linux/}\\
+
+In summary, a complete list of the \prog{./configure} installation
+options that affect \software{infernal}:
+
+\begin{tabular}{lll}
+Option & Meaning & Default\\ \hline
+\prog{--prefix=PREFIX} & architecture independent files & \prog{/usr/local/} \\
+\prog{--exec-prefix=EPREFIX} & architecture dependent files & EPREFIX\\
+\prog{--bindir=DIR} & programs & PREFIX/bin/\\
+\prog{--mandir=DIR} & man pages & PREFIX/man/\\
+\end{tabular}
+
+
+\subsubsection{setting compiler and compiler flags}
+
+By default, \prog{configure} searches first for the GNU C compiler
+\prog{gcc}, and if that is not found, for a compiler called \prog{cc}.
+This can be overridden by specifying your compiler with the \prog{CC}
+environment variable.
+
+By default, the compiler's optimization flags are set to
+\prog{-g -O2} for \prog{gcc}, or \prog{-g} for other compilers.
+This can be overridden by specifying optimization flags with the
+\prog{CFLAGS} environment variable.
+
+For example, to use an Intel C compiler in
+\prog{/usr/intel/ia32/bin/icc} with
+optimization flags \prog{-O3 -ipo}, you would do:
+
+\user{env CC=/usr/intel/ia32/bin/icc CFLAGS="-O3 -ipo" ./configure}
+
+which is the one-line shorthand for:
+
+\user{setenv CC /usr/intel/ia32/bin/icc}\\
+\user{setenv CFLAGS "-O3 -ipo"}\\
+\user{./configure}
+
+If you are using a non-GNU compiler, you will almost certainly want to
+set \prog{CFLAGS} to some sensible optimization flags for your
+platform and compiler. The \prog{-g} default generated unoptimized
+code. At a minimum, turn on your compiler's default optimizations with
+\prog{CFLAGS=-O}.
+
+\subsubsection{turning on Message Passing Interface (MPI) support}
+
+\software{infernal} includes four programs \prog{cmsearch}, \prog{cmcalibrate},
+\prog{cmalign} and \prog{cmscore} that optionally use MPI
+parallelization by invoking the \prog{--mpi} option.
+To enable the option to use MPI in these four executables, add
+\prog{--enable-mpi} to the configuration command:
+
+\user{./configure --enable-mpi}
+
+To run a program in MPI mode, you must run them
+in an MPI environment with \prog{mpirun} or \prog{mpiexec}, with
+the \prog{--mpi} option enabled. For example,
+in our LAM environment:
+
+\user{mpirun C cmsearch --mpi query.cm target.fa}
+
+Other environments besides LAM MPI should work also, but may
+require different command syntax.
+
+\subsubsection{No longer supported: rigorous filters}
+
+Previous versions of \software{infernal} included programs by Zasha
+Weinberg that implement rigorous filtering. The 1.0 release does not
+include these programs. If you'd like to use them you can either
+download Zasha's own implementation in \textsc{RaveNnA} from
+\htmladdnormallink{http://bliss.biology.yale.edu/~zasha/ravenna/},
+download an older 0.x version of \software{infernal}, or try to modify
+this version to work with rigorous filters (the code is still included in
+\texttt{rigfilters/}).
+
+\subsection{Example configuration}
+
+The Intel GNU/Linux version installed at Janelia Farm is configured as
+follows:
+
+{\scriptuser{env CFLAGS="-O3" ./configure --enable-mpi --enable-lfs --prefix=/usr/local/infernal-1}}
+
+
+
+
+
diff --git a/documentation/userguide/intro.tex b/documentation/userguide/intro.tex
new file mode 100644
index 0000000..56e1fe9
--- /dev/null
+++ b/documentation/userguide/intro.tex
@@ -0,0 +1,56 @@
+\section{Introduction}
+
+\software{infernal} is a software package that allows you to make
+consensus RNA secondary structure profiles, and use them to search
+nucleic acid sequence databases for homologous RNAs, or to create new
+structure-based multiple sequence alignments.
+
+To make a profile, you need to have a multiple sequence alignment of
+an RNA sequence family, and the alignment must be annotated with a
+consensus RNA secondary structure. The program \prog{cmbuild} takes an
+annotated multiple alignment as input, and outputs a profile.
+
+You can then use that profile to search a sequence database for homologs,
+using the program \prog{cmsearch}.
+
+You can also use the profile to align a set of unaligned sequences to
+the profile, producing a structural alignment, using the program
+\prog{cmalign}. This allows you to build hand-curated representative
+alignments of RNA sequence families, then use a profile to
+automatically align any number of sequences to that profile. This
+seed alignment/full alignment strategy combines the strength of
+stable, carefully human-curated alignments with the power of automated
+updating of complete alignments as sequence databases grow. This is
+the strategy used to maintain the \database{Rfam} database of RNA
+multiple alignments and profiles.
+
+\software{infernal} is comparable to \software{hmmer}
+(\htmladdnormallink{http://hmmer.janelia.org}{http://hmmer.janelia.org}).
+The \software{hmmer} software package builds profile hidden Markov
+models (profile HMMs) of multiple sequence alignments. Profile HMMs
+capture only primary sequence consensus features. \software{infernal}
+models are profile stochastic context-free grammars (profile SCFGs).
+Profile SCFGs include both sequence and RNA secondary structure
+consensus information.
+
+\software{infernal} is slow and CPU-intensive. You will probably need
+a large number of CPUs in order to use it for serious work.
+
+For more information on \software{infernal}, see
+\cite{Eddy94,Durbin98,Eddy02b,NawrockiEddy07,KolbeEddy09,Nawrocki09,Nawrocki09b}.
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
diff --git a/documentation/userguide/local.bib b/documentation/userguide/local.bib
new file mode 100644
index 0000000..7a087d7
--- /dev/null
+++ b/documentation/userguide/local.bib
@@ -0,0 +1,201 @@
+
+ at Article{Eddy94,
+ author = "S. R. Eddy and R. Durbin",
+ title = "{RNA} Sequence Analysis Using Covariance Models",
+ journal = NAR,
+ year = 1994,
+ volume = 22,
+ pages = "2079--2088",
+ pmid = 8029015,
+ preprinturl= "http://www.pubmedcentral.nih.gov/articlerender.fcgi?tool=pubmed&pubmedid=8029015",
+}
+
+
+ at Article{KleinEddy03,
+ author = {R. J. Klein and S. R. Eddy},
+ title = {{RSEARCH:} Finding Homologs of Single Structured {RNA} Sequences},
+ journal = {BMC Bioinformatics},
+ year = 2003,
+ volume = 4,
+ pages = 44,
+ pmid = 14499004,
+ reprinturl = {http://www.biomedcentral.com/1471-2105/4/44/},
+}
+
+ at Book{Durbin98,
+ author = {R. Durbin and S. R. Eddy and A. Krogh and G. J. Mitchison},
+ title = {Biological Sequence Analysis: Probabilistic Models
+ of Proteins and Nucleic Acids},
+ publisher = {Cambridge University Press},
+ address = {Cambridge UK},
+ year = 1998,
+ isbn = 0521629713,
+ website = {http://selab.janelia.org/cupbook.html},
+}
+
+ at Article{Eddy02b,
+ author = {S. R. Eddy},
+ title = {A Memory-Efficient Dynamic Programming Algorithm for
+ Optimal Alignment of a Sequence to an {RNA}
+ Secondary Structure},
+ journal = {BMC Bioinformatics},
+ year = 2002,
+ volume = 3,
+ pages = 18,
+ pmid = 12095421,
+ reprinturl = {http://www.biomedcentral.com/1471-2105/3/18/},
+}
+
+ at InProceedings{Giegerich00,
+ author = "R. Giegerich",
+ title = "Explaining and Controlling Ambiguity in Dynamic Programming",
+ booktitle = "Proceedings of the 11th Annual Symposium on Combinatorial Pattern Matching",
+ number = 1848,
+ publisher = "Springer-Verlag, Berlin",
+ address = "Montr{\'e}al, Canada",
+ editor = "R. Giancarlo and D. Sankoff",
+ pages = "46--59",
+ year = 2000,
+}
+
+ at Article{Krogh94,
+ author = {A. Krogh and M. Brown and I. S. Mian and
+ K. Sj\"olander and D. Haussler},
+ title = "Hidden {M}arkov Models in Computational Biology:
+ Applications to Protein Modeling",
+ journal = JMB,
+ year = 1994,
+ volume = 235,
+ pages = "1501-1531",
+ pmid = 8107089,
+ muid = 94149699,
+}
+
+ at Article{Eddy98,
+ author = {S. R. Eddy},
+ title = {Profile Hidden {M}arkov Models},
+ journal = {Bioinformatics},
+ year = 1998,
+ volume = 14,
+ pages = {755--763},
+ pmid = 9918945,
+ reprinturl = {http://bioinformatics.oupjournals.org/cgi/content/abstract/14/9/755},
+}
+
+ at Article{Gerstein94,
+ author = "M. Gerstein and E. L. L. Sonnhammer and C. Chothia",
+ title = "Volume Changes in Protein Evolution",
+ journal = JMB,
+ year = 1994,
+ volume = 235,
+ pages = "1067-1078"
+}
+
+ at Article{Henikoff94b,
+ author = "Steven Henikoff and Jorja G. Henikoff",
+ title = "Position-based Sequence Weights",
+ journal = JMB,
+ year = 1994,
+ volume = 243,
+ pages = "574-578"
+}
+
+ at Article{Karplus98,
+ author = {K. Karplus and C. Barrett and R. Hughey},
+ title = {Hidden {M}arkov Models for Detecting Remote Protein Homologies},
+ journal = {Bioinformatics},
+ year = 1998,
+ volume = 14,
+ pages = {846--856},
+ pmid = 9927713,
+}
+
+ at Article{NawrockiEddy07,
+ author = {E. P. Nawrocki and S. R. Eddy},
+ title = {Query-Dependent Banding ({QDB}) for Faster {RNA} Similarity Searches},
+ journal = {PLoS Comput. Biol.},
+ year = 2007,
+ volume = 3,
+ pages = {e56},
+ pmid = 17397253,
+ reprinturl = {http://compbiol.plosjournals.org/perlserv/?request=get-document&doi=10.1371/journal.pcbi.0030056},
+}
+
+ at Article{WeinbergRuzzo04,
+ author = {Z. Weinberg and W. L. Ruzzo},
+ title = {Exploiting Conserved Structure for Faster Annotation
+ of Non-Coding {RNAs} Without Loss of Accuracy},
+ journal = {Bioinformatics},
+ year = 2004,
+ volume = {20 Suppl. 1},
+ pages = {I334--I341},
+ pmid = 15262817
+}
+
+ at Article{WeinbergRuzzo04b,
+ author = {Z. Weinberg and W. L. Ruzzo},
+ title = {Faster Genome Annotation of Non-coding {RNA}
+ Families Without Loss of Accuracy},
+ journal = {RECOMB '04},
+ year = 2004,
+ volume = {},
+ pages = {243-251}
+}
+
+ at Article{WeinbergRuzzo06,
+ author = {Z. Weinberg and W. L. Ruzzo},
+ title = {Sequence-Based Heuristics for Faster Annotation of
+ Non-Coding {RNA} Families},
+ journal = {Bioinformatics},
+ year = 2006,
+ volume = 22,
+ pages = {35--39},
+ pmid = 16267089
+}
+
+ at Article{Brown99,
+ author = {J. W. Brown},
+ title = {The Ribonuclease {P} Database},
+ journal = NAR,
+ year = 1999,
+ volume = 27,
+ pages = 314,
+ pmid = 9847214,
+}
+
+ at Article{Nawrocki09,
+ author = {E. P. Nawrocki and D. L. Kolbe and S. R. Eddy},
+ title = {Infernal 1.0: Inference of {RNA} Alignments},
+ journal = {Bioinformatics},
+ year = 2009,
+ volume = 25,
+ pages = {1335-1337},
+ pmid = 19307242,
+ reprinturl = {http://bioinformatics.oxfordjournals.org/cgi/content/abstract/btp157v1}
+}
+
+ at Article{KolbeEddy09,
+ author = {D. L. Kolbe and S. R. Eddy},
+ title = {Local {RNA} Structure Alignment With Incomplete Sequence},
+ journal = {Bioinformatics},
+ year = 2009,
+ volume = 25,
+ pages = {1236--1243},
+ pmid = 19304875,
+ reprinturl = {http://bioinformatics.oxfordjournals.org/cgi/content/abstract/btp154v1}
+}
+
+ at Unpublished{NawrockiEddy09,
+ author = {E. P. Nawrocki and S. R. Eddy},
+ title = {Computational Identification of Functional {RNA}
+ Homologs in Metagenomic Data},
+ note = {Manuscript submitted},
+ year = 2009
+}
+
+ at PhdThesis{Nawrocki09b,
+ author = {E. P. Nawrocki},
+ title = {Structural {RNA} Homology Search and Alignment Using Covariance Models},
+ school = {Washington University School of Medicine},
+ year = 2009
+}
diff --git a/documentation/userguide/macros.tex b/documentation/userguide/macros.tex
new file mode 100644
index 0000000..c5cf210
--- /dev/null
+++ b/documentation/userguide/macros.tex
@@ -0,0 +1,77 @@
+% customizations used in the User's Guide
+
+
+% Description-like environment for documenting functions/APIs.
+% puts the description label in a minipage with a large hanging
+% indent.
+% Good christ this took a long time to develop.
+% hanging indent trick stolen from Peter Wilson's hanging.sty @CTAN
+% minipage allows multi-line label, and puts item on next line.
+% customized list inspired by Kopka/Daly _Guide to LaTeX_ p.213
+% SRE, Wed Dec 27 11:37:18 2000
+%
+\newenvironment{sreapi}{%
+ \begin{list}{}{%
+ \renewcommand{\makelabel}[1]{%
+ \begin{minipage}{\textwidth}%
+ \hangindent10em\hangafter1\noindent%
+ {\bfseries\texttt{##1}\vspace{0.8em}}%
+ \end{minipage}%
+ }}}%
+ {\end{list}}
+
+% Description-like environment for producing lists like:
+%
+% label stuff, stuff, stuff
+%
+% label2 more stuff, more stuff,
+% more stuff.
+% \begin{sreitems}{Longest label} \item[label] stuff, ... \end{sreitems}
+% SRE, Wed Dec 27 11:59:43 2000
+%
+\newenvironment{sreitems}[1]{%
+ \begin{list}{}{%
+ \settowidth{\labelwidth}{#1}%
+ \setlength{\leftmargin}{\labelwidth}%
+ \addtolength{\leftmargin}{\labelsep}%
+ }}
+ {\end{list}}
+
+\DefineVerbatimEnvironment{sreoutput}{Verbatim}{fontsize=\scriptsize,xleftmargin=2.0\parindent}%
+
+\makeatletter
+\newcommand{\listoffaqs}{\@starttoc{faq}}
+\newenvironment{srefaq}[1]
+{\addcontentsline{faq}{faq}{#1}\begin{sloppypar}\noindent\slshape\small\begin{quote}\textbf{$\triangleright$ #1}}
+{\end{quote}\end{sloppypar}}
+\newcommand{\l at faq}[2]{\@dottedtocline{0}{0pt}{0pt}{#1}{#2}}
+\makeatother
+
+
+% Consistent font styles
+% \software{} for the name of a software package
+% \database{} for the name of a database
+% \prog{} for a program or file name
+% \emprog{} for an emphasized program or file name
+% \user{} for a typed user command
+
+\newcommand{\software}[1]{\textsc{#1}}
+\newcommand{\database}[1]{\textsc{#1}}
+\newcommand{\prog}[1]{{\small\bfseries\texttt{#1}}}
+\newcommand{\emprog}[1]{{\small\bfseries\texttt{#1}}}
+\newcommand{\user}[1]{\indent\indent{\small\bfseries\texttt{> #1}}}
+\newcommand{\scriptuser}[1]{\indent\indent{\scriptsize\bfseries\texttt{> #1}}}
+
+% The ``wideitem'' environment is mostly obsolete, but
+% it gets used in converted manpages.
+\newenvironment{wideitem}{\begin{list}
+ {}
+ { \setlength{\labelwidth}{2in}\setlength{\leftmargin}{1.5in}}}
+ {\end{list}}
+
+
+% The following are used as temp vars in how man pages are
+% converted into LaTeX w/ rman; see ``make manpages'' in Makefile.
+\newlength{\sresavei}
+\newlength{\sresaves}
+
diff --git a/documentation/userguide/main.faq b/documentation/userguide/main.faq
new file mode 100644
index 0000000..60120d6
--- /dev/null
+++ b/documentation/userguide/main.faq
@@ -0,0 +1,18 @@
+\contentsline {faq}{Can I build a model from a single sequence?}{11}
+\contentsline {faq}{Can I build a model from unaligned sequences?}{11}
+\contentsline {faq}{Do I really have to calibrate my model?}{11}
+\contentsline {faq}{How come the dbsize reported by {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfs [...]
+\contentsline {faq}{I used the {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfseries \texttt {cmbuil [...]
+\contentsline {faq}{How come my fixed alignment didn't stay fixed in the {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \ [...]
+\contentsline {faq}{I'd like to use the {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfseries \textt [...]
+\contentsline {faq}{How should I choose to annotate pseudoknots?}{37}
+\contentsline {faq}{What does it mean when I have a negative bit score, but a good E-value?}{40}
+\contentsline {faq}{Why do I get a different E-value when I search against a file containing my sequence, than I got when I searched the database?}{41}
+\contentsline {faq}{Why are you talking about HMM algorithms. I thought CMs were more appropriate for structural RNA sequence analysis than HMMs, isn't that the whole reason you've developed \textsc {infernal}?}{44}
+\contentsline {faq}{Why is {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfseries \texttt {cmcalibrat [...]
+\contentsline {faq}{Why isn't sequence X included in a Rfam full alignment? It has a significant score!}{45}
+\contentsline {faq}{I ran {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfseries \texttt {cmsearch}} [...]
+\contentsline {faq}{I used {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfseries \texttt {cmsearch}} [...]
+\contentsline {faq}{Why are the {\relax \fontsize {10}{12}\selectfont \abovedisplayskip 10\p@ plus2\p@ minus5\p@ \abovedisplayshortskip \z@ plus3\p@ \belowdisplayshortskip 6\p@ plus3\p@ minus3\p@ \def \leftmargin \leftmargini \parsep 4.5\p@ plus2\p@ minus\p@ \topsep 9\p@ plus3\p@ minus5\p@ \itemsep 4.5\p@ plus2\p@ minus\p@ {\leftmargin \leftmargini \topsep 6\p@ plus2\p@ minus2\p@ \parsep 3\p@ plus2\p@ minus\p@ \itemsep \parsep }\belowdisplayskip \abovedisplayskip \bfseries \texttt {cmsea [...]
+\contentsline {faq}{I just did a search and it took about as long as a non-filtered search. How come I didn't see a significant speedup?}{55}
+\contentsline {faq}{My search results say that more hits were found in the final round than in a previous filter round, how is this possible?}{59}
diff --git a/documentation/userguide/main.tex b/documentation/userguide/main.tex
new file mode 100644
index 0000000..f0d20d8
--- /dev/null
+++ b/documentation/userguide/main.tex
@@ -0,0 +1,53 @@
+% Organizing document for the Infernal User's Guide
+%
+% SVN $Id: main.tex 2713 2009-01-16 21:39:01Z nawrockie $
+
+\documentclass[11pt]{article}
+\usepackage[pdftex]{graphicx}
+\usepackage{html} % From the LaTeX2html translator
+\usepackage{apalike}
+\usepackage{fullpage}
+\usepackage{times}
+\usepackage{fancyvrb}
+\usepackage{verbatim}
+
+\setcounter{secnumdepth}{1}
+
+\input{macros}
+
+\begin{document}
+
+\bibliographystyle{apalike}
+
+\input{titlepage}
+\input{copyright}
+\newpage
+\tableofcontents
+
+\newpage
+\input{intro}
+\newpage
+\input{install}
+\newpage
+\input{tutorial}
+\newpage
+\input{cmbuild}
+\newpage
+\input{scores}
+\newpage
+\input{filter}
+\newpage
+\input{formats}
+\subsection{Dirichlet prior files}
+\input{format_prior}
+\newpage
+\input{manpages}
+
+\newpage
+\section*{Index of frequently asked questions}
+\listoffaqs
+
+\newpage
+%\bibliography{master,lab}
+\bibliography{local}
+\end{document}
diff --git a/documentation/userguide/rigfilters_doc.html b/documentation/userguide/rigfilters_doc.html
new file mode 100644
index 0000000..d1cc007
--- /dev/null
+++ b/documentation/userguide/rigfilters_doc.html
@@ -0,0 +1,106 @@
+<html>
+ <head>
+ <title>README for cm2hmm</title></head>
+ <body>
+ <H1>README for cm2hmm</H1>
+ <P>This program implements the techniques described in Z. Weinberg and W.L.
+ Ruzzo (2004) "Faster genome annotation of non-coding RNA families without loss
+ of accuracy", in <EM>Proc. Eighth Annual International Conference on Research in
+ Computational Molecular Biology (RECOMB),</EM> ACM Press, 243-251.</P>
+ <H2>
+ <H2>Licensing</H2>
+ </H2>
+ <P>The source code for cm2hmm and cm2hmmsearch is
+ copyright 2004 by Zasha Weinberg and distributed under the BSD license.
+ </P>
+ <P>The source depends on the cfsqp 3rd-party library. CFSQP is
+ distributed by <A href="http://www.aemdesign.com">www.aemdesign.com</A>.
+ It is not freely available, but is available on request for free for
+ academic institutions.</P>
+ <H2>Installation</H2>
+ <P>Installation is handled as an integrated part of the Infernal package.</P>
+ <P>To include rigorous filters when building Infernal, first configure the package</P>
+ <pre>./configure --with-rigfilters --with-cfsqp=/path/to/cfsqp</pre>
+ <P>The first option specifies that cm2hmm should be compiled (off by default), and the
+ second specifies the location of the cfsqp source code. Alternatively, you may
+ copy the source code into infernal-x.xx/rigfilters/cfsqp/ and omit the second
+ option.</P>
+ <P>Following a successful configure, type <pre>make</pre></P>
+ <H2>Usage</H2>
+ <P><tt>cm2hmm</tt> creates a compact- or expanded-type HMM from a given CM.
+ <tt>cm2hmmsearch</tt> searches a FASTA sequence file using a CM and profile HMM
+ rigorous filters created using cm2hmm. Both programs display simple usage
+ instructions when run without any parameters.</P>
+ <P> The input format for cm2hmm is:</P>
+ <pre>
+cm2hmm <input CM file name> <output HMM file name> <0th-order Markov model specification> <HMM type & output format> <solver specification>
+ <input CM file name> : file name of a CM in Infernal format.
+ <output HMM file name> : file name of HMM to create.
+ <0th-order Markov model specification> : one of the following:
+ uniform : use a uniform 0th-order model (all nucleotides have probability 0.25)
+ gc <fraction> : the G+C content is <fraction>, a number from 0 to 1.
+ file <file name> : load it from a file (logic to create these files from an input sequence may or may not be implemented in distribution.
+ <HMM type & output format> : one of the following:
+ compact : create a compact-type profile HMM in the default text format.
+ expanded : create an expanded-type profile HMM in the default text format.
+ <solver-specification> : one option currently:
+ cfsqp <B> <C> : use CFSQP, sending solver parameters B&C. <B>=0, <C>=1 are reasonable parameters. Refer to the CFSQP manual for details.
+ </pre>
+ <P>The input format for cm2hmmsearch is:</P>
+ <pre>
+cm2hmmsearch <window len> <score threshold> <CM file name> <compact profile HMM file name> <expanded profile HMM file name> <sequence file> <run CM?>
+ <window len> : window length parameter for CM scan.
+ <score threshold> : hits below this threshold will be ignored (and likely filtered out by the profile HMMs).
+ <CM file name> : file name of a CM in Infernal format.
+ <compact profile HMM file name> : name of a profile HMM to do filtering, or "-" (a single dash) to not use this HMM. Although this HMM is presumed to be compact type, this is not enforced.
+ <expanded profile HMM file name> : similar idea to previous field, but for the expanded profile HMM.
+ <sequence file> : name of a sequence file in FASTA format.
+ <run CM?> : if "0" do NOT actually run the CM, just do the filtering and report the filtering fraction. If "1", run the CM to find hits.
+ </pre>
+ <P>Here's an example of creating both compact- and expanded-type HMMs for RF00095,
+ and scanning the <EM>Pyrococcus abyssi</EM> genome.</P>
+ <P>From infernal-x.xx/rigfilters/cm2hmm, enter the following commands (which each take a minute or so to complete):</P>
+ <tt>
+ <P>cm2hmm data/RF00095.cm data/RF00095_compact.hmm file data/Ecoli_0mm.mm
+ compact cfsqp 0 1</P>
+ <P>cm2hmm data/RF00095.cm data/RF00095_expanded.hmm file
+ data/Ecoli_0mm.mm expanded cfsqp 0 1</P>
+ <P>cm2hmmsearch 150 23.5 data/RF00095.cm data/RF00095_compact.hmm
+ data/RF00095_expanded.hmm data/AL096836.fna 1</P>
+ </tt>
+ <P>The first two commands create the HMMs given the CM in data/RF00095.cm.
+ They are both optimized based on a 0th-order Markov model of the <EM>E. coli</EM>
+ K-12 genome. The last command uses these HMMs to accelerate a search of
+ the <EM>Pyrococcus abyssi</EM> genome (data/AL096836.fna). The
+ search outputs the family members found in basically the same format as
+ Infernal. An important new piece of information is the 'frac let thru so
+ far', which gives the filtering fraction measured on this genome. The
+ reported filtering fraction is for the 2nd HMM, i.e. the expanded-type
+ one. (2d-fracLetsThru is a measure of the filtering fraction that
+ attempts to reflect the fact that the dynamic programming algorithm for CMs has
+ an extra dimension, so the filtering fraction is a somewhat pessimistic
+ estimate of the actual speed-up).
+ </P>
+ <H3>What 0th-order Markov model to use?</H3>
+ <P>The choice of Markov model in the infinite-length forward algorithm does not
+ usually affect the filtering fraction that much, but a good choice
+ can yield a modest improvement in filtering fraction (typically
+ around 10%). In general, it's best to use the 0th-order model of the
+ genome that has the highest (worst) filtering fraction. To estimate this,
+ create a compact-type HMM from any model, and run it on the <EM>Bordetella</EM>,
+ <EM>E. coli</EM> and <EM>S. aureus</EM> genomes.</P>
+ <H3>Using compact- or expanded-type HMMs, or both</H3>
+ <P>Once you've picked a 0th-order Markov model, the easiest thing to do is to
+ create both compact- and expanded-type HMMs, and run them on the three
+ genomes. This yields an estimate of the filtering fraction for the two
+ HMMs. If the filtering fraction of the compact-type HMMs is above 0.25,
+ it's probably not worth using it (this is based on a rule of thumb that the
+ expanded-type HMM runs 30% slower than the compact-type HMM, so if the
+ compact-type fraction is above 0.25, it's not worth using it). If the
+ compact-type HMM filtering fraction is low, there's no need to use the
+ expanded-type HMM, but it can't hurt.</P>
+ <P>The difference in speed between the CM and the HMMs is mainly dependent on the
+ window length W. The HMM is faster than the CM by a factor of usually a
+ bit over W. So, if the filtering fraction is significantly below 1/W,
+ then the search time is dominated by the HMM's search time, and there's no
+ point in getting a better filtering fraction.</P>
diff --git a/documentation/userguide/scores.tex b/documentation/userguide/scores.tex
new file mode 100644
index 0000000..a503e11
--- /dev/null
+++ b/documentation/userguide/scores.tex
@@ -0,0 +1,708 @@
+\section{How \texttt{cmsearch} scores alignments and determines significance}
+
+The \prog{cmsearch} program gives you a ranked list of hits in a
+sequence database. Which ones are likely to be true homologues and
+which ones are likely to be nonhomologous to your query CM?
+
+\software{infernal} gives you at least two scoring criteria to judge
+by: the \software{infernal} raw score, and an E-value. Additionally,
+Rfam models carry a third set of criteria: three expert-calibrated raw
+score cutoffs that the Rfam database maintainers set. How should you
+interpret all this information?
+
+\subsection{Executive summary}
+
+\begin{itemize}
+\item The best criterion of statistical significance is the E-value.
+The E-value is calculated from the bit score. It tells you how many
+false positives you would have expected to see at or above this bit
+score. Therefore a low E-value is best; an E-value of 0.1, for
+instance, means that there's only a 10\% chance that you would've seen
+a hit this good in a target database of random sequences of the same
+size as the one you're searching. {\em
+Typically, I trust the results of searches at about E=0.1 and below,
+and I examine the hits manually down to E=10 or so.} However, be
+alert; \software{infernal} E-values are not perfect.
+
+\item \software{infernal} bit scores are a stricter criterion: they
+ reflect whether the sequence is a better match to the profile model
+ (positive score) or to the null model of nonhomologous sequences
+ (negative score). A bit score above $\log_2$ of the size of the
+ target database is likely to be a true
+ homologue. For a 10 Mb genome, this rule-of-thumb number is on
+ the order of 24 bits (remember a 10 Mb genome is really 20 Mb when
+ you search both strands). Whereas the E-value measures how
+ statistically significant the bit score is, the bit score itself is
+ telling you how well the sequence matches your model. Because these
+ things should be strongly correlated, usually, true homologues will
+ have both a good bit score and a good E-value. However, sometimes
+ (and these are the interesting cases), you will find remote
+ homologues which do not match the model well (and so do not have
+ good bit scores -- possibly even negative), but which nonetheless
+ have significant E-values, indicating that the bit score, though
+ ``bad'', is still better than you would've expected by chance, so it
+ is suggestive of homology. However, as above, be alert; it is
+ possible to get artifactually high bit scores simply because of
+ highly biased residue composition.
+
+\item For Rfam CMs, you can also examine three other numbers that
+ represent bit score thresholds: a TC (trusted cutoff) score, a GA
+(gathering) score, and a NC (noise cutoff) score. The meaning of
+these numbers is described below.
+\end{itemize}
+
+\begin{srefaq}{What does it mean when I have a negative bit score,
+ but a good E-value?} The negative bit score means that the sequence is
+ not a good match to the model. The good E-value means that it's still
+ a better score than you would've expected from a random sequence. The
+ usual interpretation is that the sequence is homologous to the
+ sequence family modeled by the CM, but it's not ``within'' the family
+ - it's a distant homologue of some sort. This happens most often with
+ CMs built from ``tight'' families of high sequence identity, aligned
+ to remote homologues outside the family. For example, a bacterial SRP
+ CM aligned to a eukaryotic SRP may show this behavior - the bit
+ score says the sequence isn't a bacterial SRP (correct) but the E-value says
+ it is significantly related to the bacterial SRP family (also correct).
+\end{srefaq}
+
+\subsection{In more detail: \software{infernal} bit scores}
+
+The bit score is a log-odds score in log base two (thus, in units of
+{\em bits}). Specifically, it is:
+
+\[
+S = \log_2 \frac {P( \mbox{seq} | \mbox{CM})} { P (\mbox{seq} |
+ \mbox{null})}.
+\]
+
+$P( \mbox{seq} | \mbox{CM})$ is the probability of the target
+sequence according to your CM. $ P (\mbox{seq} | \mbox{null}) $ is
+the probability of the target sequence given a ``null hypothesis''
+model of the statistics of random sequence. In \software{infernal}, this null model
+is a simple one-state CM that says that random sequences are i.i.d.
+sequences with a specific residue composition, which by default is
+equiprobable across the four RNA nucleotides ($P(A) = P(C) = P(G) =
+P(U) = 0.25$). This ``null model distribution'' is part of the CM save
+file, and it can be altered when you run \prog{cmbuild}.
+
+Thus, a positive score means the CM is a better model of the target
+sequence than the null model is (e.g. the CM gives a higher
+probability).
+
+You can specify the E-value or bit score cutoff to the \prog{cmsearch}
+program. By default, for calibrated models (see below) the E-value
+cutoff is set as 1.0, and for non-calibrated models (for which
+E-values are not available) the cutoff is set as a bit score of 0.0
+bits. (This is discussed in more detail in section 6). Alternatively,
+for a specific sensible use cutoffs, read about how the Rfam
+TC/NC/GA cutoffs are set and used (below).
+
+\subsection{In more detail: \software{infernal} E-values}
+
+The E-value is the expected number of false positives with scores at
+least as high as your hit.
+
+Unlike the raw score, the E-value is dependent on the size of the
+database you search. If you detect a hit of length 100 residues
+with an E-value of 0.1 in a search of a sequence database of size 100
+Mb, then you happen to re-score the sequence all by itself, you will
+get an E-value 1 million times better. The E-value is quite literally
+the expected number of false positives at this raw score; the larger
+the database you search, the greater the number of expected false
+positives.
+
+\begin{srefaq}{Why do I get a different E-value when I search
+against a file containing my sequence, than I got when I searched the
+database?} See above. This behavior is shared with BLAST and FASTA
+ P-value and E-values, so it should not be unfamiliar to most users.
+ However, it can cause consternation: a related phenomenon is that a
+hit that is marginally significant this year may no longer be
+significant next year, when the database is twice as large.
+\end{srefaq}
+
+To calculate E-values, models must be calibrated with the
+\prog{cmcalibrate} program. Unfortunately, \prog{cmcalibrate} is
+painfully slow. We're working on making it faster, but for now, it is
+highly recommended that you spend the compute time to calibrate your
+models before searching with them. Not only will calibrated models
+report E-values, but they are often much faster at searching. This is
+because, in addition to calibrating E-value statistics, \prog{cmcalibrate}
+also determines appropriate HMM filter cutoffs to use for each model, as
+explained in section 6.
+
+\prog{cmcalibrate} writes several parameters into your CM file on
+lines with labels starting with ``E-''. Among these parameters are the
+$\mu$ (location) and $\lambda$ (scale) parameters of an exponential
+tail that best fits a histogram of scores calculated on randomly
+generated sequences. You only need to do this calibration once
+for a given CM. All the Rfam CMs come pre-calibrated.
+
+\subsubsection{\textsc{Warning:} Using negative bit score thresholds for local searches}
+If the bit score threshold you use with local searches lower than
+ $-5$, you may begin to observe some strange
+behavior. At a $-10$ bit threshold, \prog{cmsearch} will start to report
+hits of a single residue in the target, that are clearly not
+homologous sequences. This is because the local
+alignment of a single residue to an average sized CM scores about $-10$
+bits. In general, for local searches the lowest recommended bit score
+cutoff is about $-5$ bits. If you commonly use
+E-value cutoffs for local searches, be sure to check that the bit
+score threshold that corresponds to your E-value cutoff is at least $-5$
+bits. In practice this should only happen if you use a high E-value
+cutoff for a small target database, for example an E-value cutoff of
+$1000$ for a $1000$ nucleotide database. This issue is specific
+to local searches, and does not apply to glocal searches (enabled with the
+ \prog{-g} option).
+
+\subsubsection{fitting exponential tails to \software{infernal} score histograms}
+
+The \prog{cmcalibrate} program fits exponential tails to scores of the
+model against random sequences. When \prog{cmsearch} is run and hits
+are found, the exponential tail parameters are used to calculate
+E-value for the hits. \prog{cmsearch} implements different search
+algorithms and allows searching with both local and glocally
+configured models. Importantly, the configuration and algorithm used
+affect the scores reported, so \prog{cmcalibrate} must fit separate
+exponential tails for each. In total,
+\prog{cmcalibrate} fits 8 different exponential tail
+distributions. These are listed by the program as it proceeds through
+each of the 8 stages. Because \prog{cmcalibrate} is so slow, it
+has a \prog{--forecast} option which will list each stage and predict
+it's required running time. Let's examine the output with this option
+for the \prog{my.cm} model from the tutorial:
+
+\user{cmcalibrate --forecast 1 my.cm}\\
+
+\begin{sreoutput}
+# Forecasting time for 1 processor(s) to calibrate CM 1: trna.5-1
+#
+# stage mod cfg alg expL (Mb) filN predicted time
+# -------- --- --- --- --------- ------ --------------
+ exp tail hmm glc vit 15.00 - 00:02:29
+ exp tail hmm glc fwd 15.00 - 00:04:44
+ exp tail cm glc cyk 1.50 - 00:07:25
+ exp tail cm glc ins 1.50 - 00:23:34
+ filter - glc - - 10000 00:02:22
+ exp tail hmm loc vit 15.00 - 00:02:45
+ exp tail hmm loc fwd 15.00 - 00:05:44
+ exp tail cm loc cyk 1.50 - 00:06:43
+ exp tail cm loc ins 1.50 - 00:23:32
+ filter - loc - - 10000 00:06:24
+# -------- --- --- --- --------- ----- --------------
+# all - - - - - 01:25:47
+\end{sreoutput}
+
+
+Let's go through what each column of the output is telling us:
+
+\begin{wideitem}
+\item[\emprog{stage}]
+ what type of stage this row pertains to, either
+ ``exp tail'' for exponential tail fitting, or ``filter'' for filter
+ threshold calculation. For now we're just focusing on the exponential tail
+ stages.
+
+\item[\emprog{mod}]
+ the model we're fitting an exponential tail for,
+ either the CM or a CP9 HMM. We use the HMM exponential tails during
+ HMM filtering for faster searches.
+
+\item[\emprog{cfg}]
+ the configuration of the model for this stage,
+ either ``glc'' for glocal or ``loc'' for local. \prog{cmcalibrate}
+ has to calibrate exponential tails \emph{separately} for glocal and
+ local modes.
+
+\item[\emprog{alg}]
+ the search algorithm for this stage. There are two
+ algorithms that need to be separately calibrated for each the CM and
+ HMM. These are explained in more detail in section 6.
+
+\item[\emprog{expL}]
+ the length of random sequence we'll search for
+ this stage. For CM stages, this length is 1,500,000 residues (1.5 Mb)
+ by default. For HMM stages, this length is is the minimum
+ of 15 Mb and a length $x$, where $x$ is the length that will cause
+ this HMM stage to require 10\% as much compute time as a CM
+ calibration stage. The reasoning behind this is that longer sequence
+ lengths tend to result in more accurate E-values.
+ % Mb, but can be more if the program calculates that searching a
+% longer sequence with the HMM (which will lead to more accurate
+% E-values) will not increase the calibration time of this stage to more
+% than 10\% the total calibration time.
+
+\item[\emprog{filN}]
+ the number of random sequences that will be
+ searched for the HMM filter threshold calculation. This isn't
+ relevant now; see section 6 for more on HMM filter threshold
+ calculation.
+
+\item[\emprog{predicted time}]
+ the predicted run time of this stage.
+
+\end{wideitem}
+
+
+As you can see, \prog{cmcalibrate} will fit separate exponential tails
+for each combination of model and algorithm (4 choices) and configuration
+(2 choices) that's $4*2=8$ exponential
+tails. We explained the difference between local versus glocal
+configuration in the tutorial, now we'll discuss different search algorithms.
+
+\subsection{In more detail: different search algorithms in \software{infernal}}
+\prog{cmsearch} implements four several different search
+algorithms, Inside and CYK for profile SCFG search with CMs, and
+Forward and Viterbi for profile HMM search with CP9 HMMs.
+These algorithms
+differ in the meaning of the score that they calculate. Above we
+oversimplified an \software{infernal} bit score as:
+\[
+ S = \log_2 \frac {P( \mbox{seq} | \mbox{CM})} { P (\mbox{seq} |
+ \mbox{null})}.
+\]
+
+This is actually only correct for the Inside
+algorithm. The other three algorithms listed above are calculating
+something slightly different in the \emph{numerator} (only) of the
+above equation, as follows:
+
+\begin{wideitem}
+\item[\em{Inside}] $P(\mbox{seq} | \mbox{CM})$
+\item[\em{CYK}] $P(\mbox{seq},\pi | \mbox{CM})$
+\item[\em{Forward}] $P(\mbox{seq} | \mbox{HMM})$
+\item[\em{Viterbi}] $P(\mbox{seq},\pi | \mbox{HMM})$
+\end{wideitem}
+
+Here, $\pi$ represents the optimal (most probable) parse, or
+alignment, of the sequence to the model. So, the CYK and Viterbi
+algorithms report the log-odds score for the optimal alignment
+of the sequence given the model (either CM or HMM respectively), while
+the Inside and Forward algorithms report the log odds score for the
+sequence \emph{summed over all possible alignments} of the sequence to
+the model.
+
+From a probabilistic inference standpoint, the Inside and Forward
+scores are giving us what we want to know, the log-odds score that the
+sequence we're looking at is a homolog of the family we're
+modelling. The specific alignment $\pi$ to the model is a nuisance
+variable that is appropriately integrated out. Not only are Inside and
+Forward better in theory, but empirically, benchmarks show that
+they're more sensitive than CYK and Viterbi. So, why use CYK and
+Viterbi at all? Actually, we rarely use Viterbi really, it's
+only implemented for testing purposes (it's okay; calibrating Viterbi
+E-values takes a very small fraction of the running time of
+\prog{cmcalibrate}, you can see for yourself in the previous
+example). CYK \emph{is} used, but mainly as a filter in
+\prog{cmsearch}. CYK makes a good filter for two reasons. First, it can be
+more efficiently implemented than the Inside
+algorithm. \software{infernal}'s current implementation of CYK is
+about three times faster than Inside (you can see this in the
+predicted run times in the \prog{--forecast} example). Secondly,
+high scoring CYK hits, the ones where interested in, tend to have a
+single well-defined alignment and consequently approximate Inside
+scores well. Combined, these two features mean we can safely and
+effectively filter with CYK, and have the speed of CYK and sensitivity
+of Inside. You can read more about how we use CYK as a filter in
+\prog{cmsearch} in section 6.
+
+
+\begin{srefaq}{Why are you talking about HMM algorithms. I thought CMs
+ were more appropriate for structural RNA sequence analysis than
+ HMMs, isn't that the whole reason you've developed \textsc{infernal}?}
+ We've implemented HMMs in \textsc{infernal} to help accelerate CM
+ algorithms. As described in section 6, HMMs are used as filters to
+ speedup database searches with \prog{cmsearch}. They're also used to develop
+ constraints for CM alignment with \prog{cmalign}.
+\end{srefaq}
+
+%This is the main reason \prog{cmcalibrate} is taking so
+%long. Trust us, we'd love to be able to cut down on these stages and
+%accelerate calibration, but currently if we cut out any stages, we get
+%inadequate performance. We're working on it though.
+
+\begin{srefaq}{Why is \prog{cmcalibrate} so slow?} The
+ necessity of doing 8 separate exponential tail fitting stages
+ (see above), and the fact that CM search algorithms scale more
+ than $LN^2$ with sequence length $L$ and model consensus length
+ $N$ make the program excruciatingly slow. Notice that some of the
+ 8 stages are much faster than others. The two Inside stages usually
+ take a large majority of the total run time. You might argue this
+ means we shouldn't use Inside, but it's the most sensitive
+ algorithm we have; and sensitivity trumps speed in our design
+ goals.
+\end{srefaq}
+
+\subsection{Accuracy of E-values}
+
+The E-values reported by \prog{cmsearch} are not extremely accurate.
+This is because CM scores don't fit the exponential tail distribution
+extremely well. Empirically, local alignment scores returned from
+local searches fit exponential tails fairly well, and glocal alignment
+scores fit less well. We will continue to work on making E-values more
+accurate in future versions of \software{infernal}.
+
+One important factor in the accuracy of E-values is the GC content of
+the target database. This is because many CMs are biased towards
+particular GC content (usually low GC), in many cases giving A-rich
+sequence high scores simply due to their high composition of
+As. \prog{cmsearch} partially alleviates the problem of biased
+composition using a post-hoc correction called null3 (see ``Biased
+composition filtering: the null3 model below''). However, the problem
+still persists and is particularly evident when the target database
+being searched has a very low (about 25\%) or very high (about 65\%)
+GC content. \prog{cmcalibrate} calibrates the E-value statistics for a
+genome composition of about 46\% GC (based on an average measure from
+a sampling of genomes from the three domains of life). When a target
+database with GC content lower than 46\% is searched, the effect is
+that there are usually more high scoring hits than the calibrated CM
+expects, and lower E-values for random hits can result (that is you
+might observe 5-25 hits with an E-value less than 1 for
+example). Conversely, when a target database with GC content above
+46\% is searched, the effect is the opposite, and higher E-values
+often result (you might observe only 1-5 hits with an E-value less than
+25). These effects are the average case, but different models will
+give different results. We consider the E-values in \software{infernal} a
+work in progress, so feel free to report examples of particularly bad
+(or good) performance of E-values to us.
+
+\subsection{In more detail: Rfam TC/NC/GA cutoffs}
+
+When a Rfam model is built, the Rfam curation team keeps track of
+scores of every hit in a large nonredundant database. They record
+three types of score cutoffs on Rfam CM files:
+
+\begin{wideitem}
+\item[GA (gathering cutoff)]: the score used as cutoff in
+constructing Rfam. All database hits that score at or above the
+GA bit score will be included in the Rfam ``full alignment''.
+
+\item[TC (trusted cutoff)]: the scores of the lowest-scoring hit(s)
+that were included as true member(s) of the Rfam family. Hits above
+the TC score are ``within'' the Rfam family and almost certainly
+members.
+
+\item[NC (noise cutoff)]: the score of the highest-scoring hit(s) that
+were \textit{not} included as true members of the Rfam family, because
+they were considered to be the top of the noise. Hits above the NC
+cutoff are above the top scoring noise in the Rfam NR database search,
+so are likely homologues, but not as trustworthy as hits over the GA
+or TC cutoffs.
+\end{wideitem}
+
+In order of increasing conservativeness, the cutoffs rank: NC, GA, and
+TC.
+
+The GA cutoff, being the actual cutoff used in constructing Rfam,
+are a very good choice to use to collate large-scale automated data,
+like counting RNA family members in a sequenced genome.
+
+The TC and NC cutoffs are less useful, and only really there as
+documentation of Rfam construction. In general, the TC cutoff would
+be a extremely conservative cutoff to use in a database search, more
+conservative than GA. The NC cutoff is less conservative than GA.
+
+Why use GA (or the other cutoffs) instead of the E-value? Rfam
+artificially imposes a ``flat'', nonhierarchical structure on RNA
+sequence space. Rfam asserts that no Rfam family is related to any
+other Rfam family. This is obvious nonsense: many Rfam families are in
+fact homologous. The different SRP families are one example; the
+different RNaseP families are another. \software{infernal} often
+detect significant relationships between families that Rfam chooses to
+suppress. In these cases, the Rfam GA cutoff will be elevated to
+artifically separate two homologous but distantly related subgroups of
+the same structural superfamily.
+
+\begin{srefaq}{Why isn't sequence X included in a Rfam full alignment?
+It has a significant score!} For the reasons above, the sequences in
+Rfam full alignments are harvested using curated GA thresholds, rather
+than using score or E-value thresholds. Please don't go writing a
+paper that claims CMs don't detect some similarity until you've done
+the experiment with CMs (and E-values) instead of just looking at
+curated Rfam classifications.
+\end{srefaq}
+
+The mechanism that \software{infernal} uses to incorporate up these cutoffs is
+general: Stockholm format multiple sequence alignments can carry
+appropriate TC, NC, and GA markup lines. This means that you can use a
+Rfam-like cutoff system if you like, just by adding the appropriate
+Stockholm markup to your collection of alignments. When these numbers
+are available in the CM, \prog{cmsearch} provides options
+for setting search cutoffs to GA, TC, or NC automatically (these options
+are \prog{--ga, --tc} and \prog{--nc}).
+
+\subsubsection{Predicting running times for searches with Rfam cutoffs}
+The next section explains how \prog{cmcalibrate} determines HMM filter
+thresholds to use to accelerate \prog{cmsearch}. These filter
+thresholds are dependent on the final threshold used in
+\prog{cmsearch}, in general, the stricter the final threshold the
+stricter the filter threshold and the greater the acceleration from
+the filter. Because the Rfam GA/NC/TC cutoffs are relatively strict it
+is often possible to achieve large speedups of up to 100-fold or more
+when they're used as the final threshold. Section 6 explains this in
+more detail, and shows an example of predicting the running time of
+filtered searches with Rfam cutoffs using the \prog{cmstat} program.
+
+\subsection{Biased composition filtering: the null3 model}
+
+I've lied. \software{infernal} bit scores are actually calculated as
+log odds scores relative to \emph{two} null hypotheses. The first is the null model
+built into the CM when it was built with \prog{cmbuild}.
+The second, called \emph{null3}, is an \emph{ad hoc} model calculated
+on the fly for each alignment, from the characteristics of that
+alignment. (Why null3? To differentiate it from the null2 model used
+by the \software{HMMER} software package). The purpose of null3 is to
+compensate for false positive hits caused by simple biased composition
+regions in the target sequence.
+
+Common biased composition filters like XNU, DUST, and SEG are
+qualitative filters -- if a region is detected as biased composition,
+it is masked (the residues are converted to X's). The
+\software{infernal} composition filter is a quantitative filter, that
+tests whether the sequence is a better match to the CM, the
+null (random composition) model, or a null3 model of biased nucleotide
+composition.
+
+This is a Good Thing, but on the other hand, the null3 model is not
+very sophisticated. It is a single-state HMM just like the main null
+model, which means it only captures residue composition, like DUST; no
+attempt is made in \software{infernal} to filter short-period repetitive sequences
+like the XNU algorithm does.
+
+The null3 model was motivated by the observation that many
+high-scoring false positive hits in \prog{cmsearch} are to regions of
+the target database with with highly biased residue composition, in
+particular regions with high percentages of A and U residues. The
+first null model used by \software{infernal} is by default 25\% A, C,
+G, and U (this model can be changed with the \prog{--null} option to
+\prog{cmbuild}). If a model has a bias for a particular residue, for
+example A, and a target regions is composed of an overrepresentation
+of that residue then it will receive a high score simply because it is
+A-rich.
+
+
+A different null3 model is calculated for every alignment. The 4
+emission probabilities of the null3 model are calculated as
+simply their occurence within the region of the hit. For example, if
+the hit is 50 residues long and contains $20$ As, $5$ Cs, $5$ Gs and $20$ Us,
+then the null3 model probabilitiles will be calculated as $(0.4, 0.1,
+0.1, 0.4)$.
+
+But now we've got \emph{two} null hypotheses. We said we report a bit
+score that's a log-odds ratio of our model likelihood and \emph{one}
+null hypothesis likelihood. How do we calculate a score if we have
+more than one null hypothesis? \software{infernal} does a bit of algebraic sleight
+of hand here, to arrive at an additive correction to the original
+score that it calls the ``null3 score correction''.
+
+\subsubsection{derivation of the null3 score correction}
+
+We arrived at the parameters of the null3 model in a very \emph{ad
+hoc} way. However, after that, the way \software{infernal} arrives at the final bit
+score once the null3 parameters have been determined is clean
+(e.g. derivable) Bayesian probability theory. It is analagous to the
+way \software{HMMER} uses the \emph{null2} score correction.
+
+If we take the Bayesian view, we're interested in the probability of a
+hypothesis $H$ given some observed data $D$:
+
+\[
+ P(H | D) = \frac{P(D | H) P(H)}{\sum_{H_i} P(D | H_i) P(H_i)},
+\]
+
+an equation which forces us to state explicit probabilistic models not
+just for the hypothesis we want to test, but also for the alternative
+hypotheses we want to test against. Up until now, we've considered two
+hypotheses for an observed sequence $D$: either it came from our
+CM (call that model $M$), or it came from our null hypothesis
+for random, unrelated sequences (call that model $N$). If these are
+the only two models we consider, the Bayesian posterior for the model
+$M$ is:
+
+\[
+ P(M | D) = \frac{P(D | M) P(M)}{P(D | M) P(M) + P(D | N) P(N)}
+\]
+
+Recall that the log odds score reported by \software{infernal}'s alignment
+algorithms is
+
+\[
+ s = \log \frac{P(D | M)}{P(D | N)}.
+\]
+
+Let's assume for simplicity that \emph{a priori}, the profile and the
+null model are equiprobable, so the priors $P(M)$ and $P(N)$
+cancel. Then the log odds score $s$ is related to the Bayesian
+posterior by a sigmoid function,
+
+\[
+ P(M | D) = \frac{e^s}{e^s + 1}.
+\]
+
+(We don't have to assume that the two hypotheses are equiprobable;
+keeping these around would just add an extra $\pi = \log P(M) / P(N)$
+factor to $s$. We'll reintroduce these prior log odds scores $\pi$
+shortly.)
+
+The simple sigmoid relationship between the posterior and the log odds
+score suggests a plausible basis for calculating a score that includes
+contributions of more than one null hypothesis: \textbf{we desire a
+generalized score $S$ such that:}
+
+\[
+ \frac{e^S}{e^S + 1} = P(M | D),
+\]
+
+\textbf{for \emph{any} number of alternative hypotheses under consideration.}
+
+So, let $N_i$ represent any number of alternative null models
+$N_i$. Then, by algebraic rearrangement of Bayes' theorem,
+
+\[
+ S = \log \frac{P(S | M) P(M)}{ \sum_{i} P(S | N_i) P(N_i)}.
+\]
+
+We saw above that \software{infernal} internally calculates a log odds score $s$, of
+the model relative to the first null hypothesis. Let's now call that
+$s_M$, the alignment score of the model. \software{infernal} extends that same
+scoring system to all additional competing hypotheses, calculating a
+log odds score relative to the first null hypothesis for any
+additional null hypotheses $i > 1$:
+
+\[
+ s_i = \log \frac{P(D | N_i)}{P(D | N_1)}
+\]
+
+We can also state prior scores $\pi_i$ for how relatively likely
+each null hypothesis is, relative to the main one:
+
+\[
+ \pi_i = \log \frac{P(N_i)}{P(N_1)}
+\]
+
+(Remember that we assumed $\pi_M = 0$; but we're going to put it back
+in anyway now.)
+
+Now we can express $S$ in terms of the internal scores $s$ and
+prior scores $\pi$:
+
+\[
+ S = \log \frac{e^{s_M + \pi_M}} { 1 + \sum_{i>1} e^{s_i + \pi_i}},
+\]
+
+which therefore simply amounts to an additive correction of the
+original score, $(s_M + \pi_M)$:
+
+\[
+ S = (s_M + \pi_M) - \log \left( 1 + \sum_{i>1} e^{s_i + \pi_i} \right)
+\]
+
+So, to calculate its reported score, \software{infernal} uses four quantities:
+
+\begin{enumerate}
+\item [$s_M$] The (simple, uncorrected) log odds score for the model,
+calculated by optimal alignment of the model to the sequence.
+
+\item [$\pi_M$] The log odds of the priors, $\log P(M)/P(N_1)$. \software{infernal}
+ implicitly assumes this factor to be 0.
+
+\item [$s_2$] The (simple, uncorrected) log odds score
+ for the null3 hypothesis, calculated by rescoring the residues
+ of the alignment under the null3 model.
+
+\item [$\pi_2$] The log odds of the priors, $\log P(N_2)/P(N_1)$.
+\software{infernal} arbitrarily assumes that the null3 model is
+$\frac{1}{32}$ as likely as the main null model, so this factor
+is -5 bits.
+\end{enumerate}
+
+The code that calculates the null3 correction is in
+\prog{cm\_parsetree.c:ScoreCorrectionNull3()}.
+
+The null3 correction is usually close to zero, for random sequences,
+but becomes a significant quantitative penalty on biased composition
+sequences. It gets added to the original alignment score to form
+\software{infernal}'s final bit score.
+
+The null3 score correction is introduced in version 1.0 and was not
+present in any of the 0.x versions of \software{infernal}. This can
+lead to large differences in the scores reported by 1.0 and previous
+versions.
+
+The following table shows the penalty for a $100$ nucleotide hit with
+varying compositions of A, C, G, and U residues. This table is included to give you
+an idea of how severe the null3 correction is, and can be useful for
+comparing bit scores from \software{infernal} 1.0 to previous
+versions (which did not use the null3 correction). These are just a
+sample of the possible composition of hits you might see. Again, these
+scores are for $100$ nucleotide hits, to determine the correction for
+a hit of length $x$ simply multiply the corresponding correction below
+by $x/100$. For example, a $35$\% A, $15$\% C, $15$\% G, $35$\% U hit
+of length $100$ nt would receive a $6.88$ bit penalty from
+null3 (row 4). A $200$ nt hit of the same composition would
+receive a penalty of $13.76$ bits. A $50$ nt hit of the same
+composition would receive a $3.44$ bit penalty.
+
+\vspace{0.5in}
+
+\begin{center}
+\begin{tabular}{r|rrrr|c}
+ & & & & & NULL3 \\
+ GC\%& A\% & C\% & G\% & U\% & correction (bits) \\ \hline
+ 0.0 & 50.0 & 0.0 & 0.0 & 50.0 & 95.00 \\
+ 10.0 & 45.0 & 5.0 & 5.0 & 45.0 & 48.10 \\
+ 20.0 & 40.0 & 10.0 & 10.0 & 40.0 & 22.81 \\
+ 30.0 & 35.0 & 15.0 & 15.0 & 35.0 & 6.88 \\
+ 35.0 & 32.5 & 17.5 & 17.5 & 32.5 & 2.01 \\
+ 40.0 & 30.0 & 20.0 & 20.0 & 30.0 & 0.30 \\
+ 45.0 & 27.5 & 22.5 & 22.5 & 27.5 & 0.07 \\
+ 50.0 & 25.0 & 25.0 & 25.0 & 25.0 & 0.04 \\
+ 55.0 & 22.5 & 27.5 & 27.5 & 22.5 & 0.07 \\
+ 60.0 & 20.0 & 30.0 & 30.0 & 20.0 & 0.30 \\
+ 65.0 & 17.5 & 32.5 & 32.5 & 17.5 & 2.01 \\
+ 70.0 & 15.0 & 35.0 & 35.0 & 15.0 & 6.88 \\
+ 80.0 & 10.0 & 40.0 & 40.0 & 10.0 & 22.81 \\
+ 90.0 & 5.0 & 45.0 & 45.0 & 5.0 & 48.10 \\
+100.0 & 0.0 & 50.0 & 50.0 & 0.0 & 95.00 \\
+
+\end{tabular}
+\end{center}
+
+\vspace{0.5in}
+
+
+% obtained using esl-null3 a specialized easel miniapp
+% created basically solely to make this table.
+% A frozen copy of the version used to make this table
+% (with -l option)
+% is : /groups/eddy/home/nawrockie/infernal/easel/miniapps/bkups/8_0619-1/esl-null3
+%
+% raw output:
+% > esl-null3 -l
+% GC A C G U correction (bits)
+%----- ----- ----- ----- ----- -----------------
+%100.0 0.0 50.0 50.0 0.0 95.00
+% 90.0 5.0 45.0 45.0 5.0 48.10
+% 80.0 10.0 40.0 40.0 10.0 22.81
+% 70.0 15.0 35.0 35.0 15.0 6.88
+% 65.0 17.5 32.5 32.5 17.5 2.01
+% 60.0 20.0 30.0 30.0 20.0 0.30
+% 55.0 22.5 27.5 27.5 22.5 0.07
+% 50.0 25.0 25.0 25.0 25.0 0.04
+% 45.0 27.5 22.5 22.5 27.5 0.07
+% 40.0 30.0 20.0 20.0 30.0 0.30
+% 35.0 32.5 17.5 17.5 32.5 2.01
+% 30.0 35.0 15.0 15.0 35.0 6.88
+% 20.0 40.0 10.0 10.0 40.0 22.81
+% 10.0 45.0 5.0 5.0 45.0 48.10
+% 0.0 50.0 0.0 0.0 50.0 95.00
+
+By default, the null3 score correction is used by \prog{cmcalibrate,
+cmsearch} and \prog{cmalign}. It can be turned off in any of these
+programs by using the \prog{--no-null3} option (which can only be seen
+in the list of options if \prog{--devhelp} is invoked)). However, be careful,
+the E-values for models that are calibrated with \prog{--no-null3} are
+only valid when \prog{--no-null3} is also used with
+\prog{cmsearch}. Likewise, if \prog{--no-null3} is \emph{not} used
+during calibration, it should not be used during search.
+
+
diff --git a/documentation/userguide/titlepage.tex b/documentation/userguide/titlepage.tex
new file mode 100644
index 0000000..b479137
--- /dev/null
+++ b/documentation/userguide/titlepage.tex
@@ -0,0 +1,39 @@
+\begin{titlepage}
+{\Large
+
+\vspace*{\fill}
+
+\begin{latexonly}
+\noindent
+{\Huge \textsf{INFERNAL User's Guide}} \\
+\rule[2pt]{\textwidth}{1pt} \\
+\hspace*{\fill} {\large \textsf{Sequence analysis using profiles of RNA secondary structure consensus}\\}
+\end{latexonly}
+
+\begin{htmlonly}
+\begin{center}
+{\Huge \textbf{INFERNAL User's Guide}}\\
+{\large \textbf{Sequence analysis using profiles of RNA secondary
+structure consensus}}\\
+\end{center}
+\end{htmlonly}
+
+\vspace*{\fill}
+
+\begin{center}
+\textsl{\htmladdnormallink{http://infernal.janelia.org/}{http://infernal.janelia.org/}}\\
+Version 1.0.2; October 2009 \\
+
+\vspace*{\fill}
+
+Eric P. Nawrocki, Diana L. Kolbe, and Sean R. Eddy\\
+HHMI Janelia Farm\\
+19700 Helix Drive\\
+Ashburn VA 20147\\
+\textsl{\htmladdnormallink{http://selab.janelia.org/}{http://selab.janelia.org}} \\
+\end{center}
+
+\vspace*{\fill}
+
+}
+\end{titlepage}
diff --git a/documentation/userguide/trna.5.c.cm b/documentation/userguide/trna.5.c.cm
new file mode 100644
index 0000000..4dce8a6
--- /dev/null
+++ b/documentation/userguide/trna.5.c.cm
@@ -0,0 +1,329 @@
+INFERNAL-1 [1.0]
+NAME trna.5-1
+STATES 230
+NODES 61
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 5
+EFFNSEQ 2.435
+CLEN 72
+BCOM cmbuild -F my.cm tobuild.sto
+BDATE Thu Mar 27 16:11:28 2008
+CCOM cmcalibrate --mpi --exp-gc /groups/eddy/home/nawrockie/infernal/src/1Mb.fa -s 1206648758 my.c.cm
+CDATE Thu Mar 27 16:12:38 2008
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.77870 -4.31790 1.59601 1000000 177340 0.0100
+E-GC 0 0.40164 -13.90430 -2.43829 1000000 45917 0.0100
+E-LI 0 0.63773 -3.42615 3.79500 1000000 139862 0.0100
+E-GI 0 0.49247 -6.83125 2.52000 1000000 33627 0.0100
+E-LV 0 0.54264 -2.99466 5.49200 10161648 89572 0.0100
+E-GV 0 0.51238 -3.70576 5.28200 10161648 87767 0.0100
+E-LF 0 0.61654 1.06165 8.53100 10161648 88121 0.0100
+E-GF 0 0.58760 -0.24627 7.59100 10161648 87719 0.0100
+FT-LC 35 0.99000 10000 1000000 0
+ 0.00777323 0.00381499 0.0015751 0.000994644 0.000444801 0.000361708 0.000267077 0.000174447 8.62222e-05 5.60781e-05 3.40553e-05 2.92877e-05 2.39e-05 1.49383e-05 5.37034e-06 3.95778e-06 2.89616e-06 1.50499e-06 1.15248e-06 9.44525e-07 5.57913e-07 3.43127e-07 2.62307e-07 1.94403e-07 1.36947e-07 1.08399e-07 7.58363e-08 5.34733e-08 4.68433e-08 4.35244e-08 3.99263e-12 2.13126e-12 2.00601e-12 1.38401e-12 6.34761e-13
+ 4370.62 3863.59 3434.38 3058.51 2723.77 2382.68 2074.05 1864.22 1651.01 1473.94 1292.55 1129.99 1011.3 903.954 799.58 712.509 625.595 561.61 505.415 444.036 398.375 338.952 304.848 272.155 242.668 216.242 193.051 173.734 156.254 153.795 136.182 39.7804 25.4729 20.7195 16.0222
+FT-LI 35 0.99000 10000 1000000 0
+ 0.0587884 0.0430775 0.0198423 0.0112053 0.00647183 0.00510879 0.0034613 0.00255297 0.00204969 0.00144212 0.000870404 0.000822136 0.000733557 0.000496436 0.000286367 0.000218079 0.000150902 9.6452e-05 8.10061e-05 6.16529e-05 5.2164e-05 3.96225e-05 3.12682e-05 1.92424e-05 1.63601e-05 1.41058e-05 8.2889e-06 6.5422e-06 6.26435e-06 5.87587e-06 5.15225e-09 3.29089e-09 3.07705e-09 2.35287e-09 9.68419e-10
+ 4370.62 3863.59 3476.99 3058.51 2723.77 2382.68 2074.05 1864.22 1651.01 1473.94 1285.4 1129.99 1011.3 903.954 799.087 712.509 625.595 561.61 505.415 444.036 398.375 349.78 314.586 281.368 248.42 219.601 193.051 173.734 156.254 153.795 136.182 39.7804 25.4729 20.7195 16.0222
+FT-GC 35 0.99000 10000 1000000 0
+ 0.0687979 0.0520144 0.0399121 0.0333242 0.0283542 0.0200523 0.0166406 0.0136153 0.0113604 0.00977747 0.00904062 0.00806517 0.00677165 0.00540847 0.00383713 0.00275753 0.00223729 0.00197111 0.00165995 0.00145843 0.00135794 0.00114342 0.000786187 0.000747098 0.000628782 0.000471191 0.00043083 0.000361363 0.000322836 0.000292777 0.000260498 0.00025234 1.1614e-06 9.09847e-07 8.32926e-07
+ 4479.7 4022.99 3619.21 3233.09 2866.18 2528.99 2271.16 1965.49 1706.97 1533.84 1379.9 1221.14 1094.07 979.648 857.821 768.106 655.42 587.908 527.04 464.219 414.449 371.54 331.122 296.491 264.082 237.159 211.857 185.62 166.305 147.258 131.548 121.978 24.4609 20.983 12.1978
+FT-GI 35 0.99000 10000 1000000 0
+ 0.039505 0.0240256 0.0184055 0.0140495 0.0129045 0.00883489 0.00729757 0.00533437 0.00470544 0.00418721 0.00338384 0.00294764 0.00249869 0.00176923 0.00140311 0.00111249 0.000752975 0.000674852 0.000524082 0.000361174 0.000334937 0.000306562 0.000191983 0.00018047 0.000131275 0.0001042 9.8929e-05 8.68798e-05 7.76517e-05 7.09352e-05 4.83948e-05 4.48109e-05 1.01654e-07 8.07432e-08 6.82791e-08
+ 4479.7 4022.99 3619.21 3233.09 2866.18 2528.99 2271.16 1965.49 1706.97 1533.84 1379.9 1221.14 1094.07 979.648 857.821 768.106 689.392 613.675 547.881 476.097 428.313 378.37 331.122 296.491 264.082 237.159 211.857 185.62 166.305 148.126 131.548 121.978 24.4609 21.8898 12.1978
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.043 -8.288 -0.071 -4.742
+ IL 1 1 2 1 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 1 ]
+ MR 3 2 3 5 5 -7.252 -0.035 -7.068 -7.280 -8.171 0.547 -1.137 0.259 -0.172
+ D 4 2 3 5 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 5 5 3 5 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 6 5 3 10 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.036 -3.377 -4.557 0.973 -3.818 -4.616 0.949 -4.252 -4.168 2.747 -4.058 -0.769 1.859 -4.002 -0.918 -3.208
+ ML 7 5 3 10 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 8 5 3 10 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 9 5 3 10 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 10 10 5 10 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 11 11 6 11 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 12 11 6 16 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.908 -4.625 -4.385 0.180 -3.590 -4.956 3.238 -4.542 -5.429 1.094 -4.396 -1.542 0.911 -5.103 -0.694 -3.755
+ ML 13 11 6 16 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 14 11 6 16 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 15 11 6 16 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 16 16 5 16 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 17 17 6 17 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 4 ]
+ MP 18 17 6 22 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.810 -3.497 -4.053 0.980 -3.123 -4.426 2.271 -3.901 -4.116 1.633 -4.000 0.386 1.729 -3.825 -0.506 -2.884
+ ML 19 17 6 22 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 20 17 6 22 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 21 17 6 22 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 22 22 5 22 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 23 23 6 23 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 5 ]
+ MP 24 23 6 28 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.878 -3.220 -4.295 1.159 -3.684 -4.408 1.957 -4.012 -4.050 2.399 -3.870 0.395 0.985 -3.845 -0.778 -3.043
+ ML 25 23 6 28 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 26 23 6 28 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 27 23 6 28 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 28 28 5 28 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 29 29 6 29 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 6 ]
+ MP 30 29 6 34 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -2.780 -0.499 -3.173 2.353 -3.063 -3.314 0.500 -2.886 -2.974 2.111 -3.003 -0.349 0.548 -2.756 -0.020 -2.309
+ ML 31 29 6 34 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 32 29 6 34 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 33 29 6 34 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 34 34 5 34 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 35 35 6 35 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 7 ]
+ MP 36 35 6 40 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.810 -3.739 -4.037 0.820 -2.936 -4.533 2.140 -3.951 -4.193 1.448 -4.168 -0.945 2.127 -3.884 0.537 -2.866
+ ML 37 35 6 40 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 38 35 6 40 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 39 35 6 40 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 40 40 5 40 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 41 41 6 41 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 8 ]
+ MP 42 41 6 46 4 -7.141 -7.349 -0.046 -5.763 -3.767 -3.155 -4.350 3.045 -3.853 -4.651 0.592 -3.817 -4.069 1.115 -4.287 -0.877 1.243 -4.053 -1.135 -3.050
+ ML 43 41 6 46 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 44 41 6 46 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 45 41 6 46 4 -4.568 -4.250 -2.265 -0.520
+ IL 46 46 5 46 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 47 47 6 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 48 47 6 50 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 49 47 6 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 51 50 3 53 2 -8.571 -0.004 0.995 -1.440 0.127 -0.871
+ D 52 50 3 53 2 -8.445 -0.004
+ IL 53 53 3 53 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 11 ]
+ B 54 53 3 124 55
+ [ BEGR 42 ]
+ S 55 54 1 56 3 -8.145 -0.018 -6.799
+ IL 56 56 2 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 57 56 2 59 3 -8.145 -0.018 -6.799 1.465 -1.663 -1.722 -0.690
+ D 58 56 2 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 60 59 3 62 3 -8.145 -0.018 -6.799 -1.538 -2.665 1.701 -2.017
+ D 61 59 3 62 3 -6.174 -1.687 -0.566
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 63 62 3 65 3 -8.145 -0.409 -2.040 0.363 -1.537 0.888 -0.948
+ D 64 62 3 65 3 -6.174 -1.687 -0.566
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 66 65 3 68 3 -7.760 -0.024 -6.414 -0.715 -1.256 -1.498 1.388
+ D 67 65 3 68 3 -7.962 -0.321 -2.354
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 69 68 3 71 5 -7.252 -0.035 -7.068 -7.280 -8.171 -0.796 1.182 -1.646 -0.259
+ D 70 68 3 71 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 71 71 3 71 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 48 ]
+ MP 72 71 3 76 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.802 -4.617 -4.344 0.988 -3.517 -4.948 3.243 -4.503 -5.326 0.279 -4.393 -1.558 0.930 -5.022 -0.695 -3.697
+ ML 73 71 3 76 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 74 71 3 76 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 75 71 3 76 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 76 76 5 76 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 77 77 6 77 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 49 ]
+ MP 78 77 6 82 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.612 -3.344 -4.011 1.015 -3.124 -4.380 1.424 -3.845 -3.908 2.133 -3.926 -0.756 1.984 -3.693 0.623 -2.839
+ ML 79 77 6 82 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 80 77 6 82 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 81 77 6 82 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 82 82 5 82 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 83 83 6 83 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
+ MP 84 83 6 88 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.918 -3.284 -4.360 1.115 -3.716 -4.480 1.686 -4.077 -4.101 2.593 -3.949 -0.685 0.960 -3.912 0.395 -3.101
+ ML 85 83 6 88 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 86 83 6 88 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 87 83 6 88 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 88 88 5 88 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 89 89 6 89 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 51 ]
+ MP 90 89 6 94 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.993 -3.058 -4.659 1.605 -4.383 -4.374 0.610 -4.261 -4.037 2.936 -3.810 -0.592 1.002 -3.876 -1.198 -3.230
+ ML 91 89 6 94 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 92 89 6 94 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 93 89 6 94 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 94 94 5 94 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 95 95 6 95 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 52 ]
+ MP 96 95 6 100 4 -7.141 -7.349 -0.046 -5.763 -5.677 -3.643 -6.326 0.149 -6.139 -4.378 -0.793 -5.617 -4.723 3.673 -4.333 -1.208 -0.817 -4.245 -2.476 -4.591
+ ML 97 95 6 100 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 98 95 6 100 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 99 95 6 100 4 -4.568 -4.250 -2.265 -0.520
+ IL 100 100 5 100 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 101 101 6 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 102 101 6 104 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 103 101 6 104 3 -6.174 -1.687 -0.566
+ IL 104 104 3 104 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 105 104 3 107 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 106 104 3 107 3 -6.174 -1.687 -0.566
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 108 107 3 110 3 -8.145 -0.018 -6.799 -1.609 1.651 -2.442 -1.526
+ D 109 107 3 110 3 -6.174 -1.687 -0.566
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 111 110 3 113 3 -8.145 -0.018 -6.799 -0.473 -1.993 1.401 -1.371
+ D 112 110 3 113 3 -6.174 -1.687 -0.566
+ IL 113 113 3 113 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 114 113 3 116 3 -8.145 -0.018 -6.799 1.785 -2.661 -2.584 -2.122
+ D 115 113 3 116 3 -6.174 -1.687 -0.566
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 117 116 3 119 3 -8.145 -0.018 -6.799 -0.777 -0.635 -1.604 1.289
+ D 118 116 3 119 3 -6.174 -1.687 -0.566
+ IL 119 119 3 119 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
+ ML 120 119 3 122 2 * 0.000 -0.538 -0.024 -1.375 0.958
+ D 121 119 3 122 2 * 0.000
+ IL 122 122 3 122 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 60 ]
+ E 123 122 3 -1 0
+ [ BEGL 12 ]
+ S 124 54 1 125 1 0.000
+ [ BIF 13 ]
+ B 125 124 1 126 173
+ [ BEGL 14 ]
+ S 126 125 1 127 4 -0.042 -6.934 -6.342 -6.982
+ [ MATP 15 ]
+ MP 127 126 1 131 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.798 -3.320 -5.486 0.666 -5.481 -4.257 -0.369 -4.977 -4.362 3.464 -4.032 0.155 -0.409 -4.007 -2.067 -3.978
+ ML 128 126 1 131 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 129 126 1 131 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 130 126 1 131 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 131 131 5 131 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 132 132 6 132 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 16 ]
+ MP 133 132 6 137 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.260 -4.435 -4.158 0.274 -3.112 -4.817 2.986 -4.307 -4.797 0.314 -4.359 -1.438 1.994 -4.509 -0.543 -3.305
+ ML 134 132 6 137 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 135 132 6 137 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 136 132 6 137 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 137 137 5 137 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 138 138 6 138 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 139 138 6 143 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.059 -3.365 -4.590 0.973 -3.878 -4.602 0.905 -4.276 -4.174 2.797 -4.051 -0.767 1.793 -4.005 -0.954 -3.234
+ ML 140 138 6 143 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 141 138 6 143 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 142 138 6 143 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 143 143 5 143 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 144 144 6 144 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 145 144 6 149 4 -7.141 -7.349 -0.046 -5.763 -3.160 -3.415 -3.258 0.351 -2.441 -3.777 2.896 -3.379 -3.572 0.365 -3.494 -1.281 1.346 -3.271 0.400 -0.356
+ ML 146 144 6 149 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 147 144 6 149 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 148 144 6 149 4 -4.568 -4.250 -2.265 -0.520
+ IL 149 149 5 149 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 150 150 6 150 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 151 150 6 153 3 -8.145 -0.018 -6.799 1.785 -2.661 -2.584 -2.122
+ D 152 150 6 153 3 -6.174 -1.687 -0.566
+ IL 153 153 3 153 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 154 153 3 156 3 -8.145 -0.018 -6.799 0.363 -1.537 0.888 -0.948
+ D 155 153 3 156 3 -6.174 -1.687 -0.566
+ IL 156 156 3 156 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 157 156 3 159 3 -2.124 -0.393 -6.799 -0.777 -0.635 -1.604 1.289
+ D 158 156 3 159 3 -6.174 -1.687 -0.566
+ IL 159 159 3 159 3 -2.115 -0.447 -4.815 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 160 159 3 162 3 -8.145 -0.018 -6.799 -1.538 -2.665 1.701 -2.017
+ D 161 159 3 162 3 -6.174 -1.687 -0.566
+ IL 162 162 3 162 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 163 162 3 165 3 -8.145 -0.018 -6.799 -1.538 -2.665 1.701 -2.017
+ D 164 162 3 165 3 -6.174 -1.687 -0.566
+ IL 165 165 3 165 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 166 165 3 168 3 -2.073 -0.409 -6.799 -0.373 -0.397 -0.555 0.838
+ D 167 165 3 168 3 -6.174 -1.687 -0.566
+ IL 168 168 3 168 3 -2.134 -0.440 -4.834 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 169 168 3 171 2 * 0.000 1.785 -2.661 -2.584 -2.122
+ D 170 168 3 171 2 * 0.000
+ IL 171 171 3 171 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 26 ]
+ E 172 171 3 -1 0
+ [ BEGR 27 ]
+ S 173 125 1 174 3 -8.145 -0.018 -6.799
+ IL 174 174 2 174 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 175 174 2 177 5 -7.252 -0.035 -7.068 -7.280 -8.171 0.293 -1.565 0.947 -0.974
+ D 176 174 2 177 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 177 177 3 177 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 178 177 3 182 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.652 -3.338 -3.864 0.973 -3.081 -4.203 2.267 -3.708 -3.927 1.666 -3.827 0.322 1.324 -3.632 0.529 -2.825
+ ML 179 177 3 182 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 180 177 3 182 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 181 177 3 182 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 182 182 5 182 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 183 183 6 183 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 184 183 6 188 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.392 -4.225 -4.306 0.555 -3.279 -4.844 2.846 -4.324 -4.847 1.279 -4.379 -1.217 1.687 -4.518 -0.520 -3.301
+ ML 185 183 6 188 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 186 183 6 188 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 187 183 6 188 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 188 188 5 188 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 189 189 6 189 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 190 189 6 194 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.804 -3.422 -4.239 2.362 -3.346 -4.624 1.796 -3.956 -4.151 1.233 -4.204 -0.834 1.637 -3.988 -0.637 -2.963
+ ML 191 189 6 194 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 192 189 6 194 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 193 189 6 194 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 194 194 5 194 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 195 195 6 195 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 32 ]
+ MP 196 195 6 200 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.867 -3.246 -4.257 1.141 -3.615 -4.413 2.034 -3.988 -4.055 2.302 -3.882 0.474 1.030 -3.844 -0.739 -3.025
+ ML 197 195 6 200 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 198 195 6 200 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 199 195 6 200 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 200 200 5 200 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 201 201 6 201 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 33 ]
+ MP 202 201 6 206 4 -7.141 -7.349 -0.046 -5.763 -4.007 -3.393 -4.400 1.962 -3.647 -4.658 2.134 -4.098 -4.269 1.873 -4.093 -0.735 1.109 -4.094 -0.681 -3.082
+ ML 203 201 6 206 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 204 201 6 206 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 205 201 6 206 4 -4.568 -4.250 -2.265 -0.520
+ IL 206 206 5 206 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 207 207 6 207 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 208 207 6 210 3 -8.145 -0.018 -6.799 -0.511 0.669 -1.354 0.397
+ D 209 207 6 210 3 -6.174 -1.687 -0.566
+ IL 210 210 3 210 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 211 210 3 213 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 212 210 3 213 3 -6.174 -1.687 -0.566
+ IL 213 213 3 213 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 214 213 3 216 3 -8.145 -0.018 -6.799 -0.551 -1.271 0.791 0.230
+ D 215 213 3 216 3 -6.174 -1.687 -0.566
+ IL 216 216 3 216 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 217 216 3 219 3 -8.145 -0.018 -6.799 0.165 -0.390 -0.396 0.439
+ D 218 216 3 219 3 -6.174 -1.687 -0.566
+ IL 219 219 3 219 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 220 219 3 222 3 -8.145 -0.018 -6.799 0.444 0.624 -1.299 -0.531
+ D 221 219 3 222 3 -6.174 -1.687 -0.566
+ IL 222 222 3 222 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 223 222 3 225 3 -8.145 -0.018 -6.799 1.006 -1.443 0.109 -0.874
+ D 224 222 3 225 3 -6.174 -1.687 -0.566
+ IL 225 225 3 225 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 226 225 3 228 2 * 0.000 0.986 -0.054 -1.323 -0.609
+ D 227 225 3 228 2 * 0.000
+ IL 228 228 3 228 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 41 ]
+ E 229 228 3 -1 0
+//
diff --git a/documentation/userguide/tutorial.tex b/documentation/userguide/tutorial.tex
new file mode 100644
index 0000000..3c78ac5
--- /dev/null
+++ b/documentation/userguide/tutorial.tex
@@ -0,0 +1,1466 @@
+\section{Tutorial}
+
+Here's a tutorial walk-through of some small projects with
+\software{infernal}. This section should be sufficient to get
+you started on work of your own, and you can (at least temporarily)
+skip the rest of the Guide.
+
+\subsection {The programs in INFERNAL}
+
+There are seven programs supported in the \software{infernal} 1.0 package:
+
+\begin{wideitem}
+\item[\emprog{cmalign}] Align sequences to an existing model.
+\item[\emprog{cmbuild}] Build a model from a multiple sequence alignment.
+\item[\emprog{cmcalibrate}] Determine expectation value scores
+ (E-values) for more sensitive searches and appropriate HMM filter
+ score cutoffs for faster searches.
+\item[\emprog{cmemit}] Emit sequences probabilistically from a model.
+\item[\emprog{cmscore}] Test the efficacy of different alignment
+ algorithms. (Mainly useful for development and testing).
+\item[\emprog{cmsearch}] Search a sequence database for matches to a model.
+\item[\emprog{cmstat}] Report statistics on a model.
+\end{wideitem}
+
+\subsection{Files used in the tutorial}
+
+The subdirectory \prog{/tutorial} in the \software{infernal} distribution contains the
+files used in the tutorial, as well as a number of examples of various
+file formats that \software{infernal} reads. The important files for the tutorial
+are:
+
+ \begin{sreitems}{}
+ \item[\prog{trna.5.sto}] A multiple alignment of five tRNA
+ sequences. This file is a simple example of \emph{Stockholm
+ format} that \software{infernal} uses for structurally-annotated alignments.
+ \item[\prog{tosearch.300Kb.db}] A 300,000 nt sequence ``database''
+ that contains a tRNA. The file is
+ in FASTA format, which \software{infernal} uses for unaligned sequence
+ data.
+ \item[\prog{toalign.3.fa}] Three tRNA sequences
+ %, two are authentic
+ % tRNA sequences not in \prog{trna.5.sto}, the other is the first
+ % sequence from \prog{trna.5.sto} with an internal deletion (to
+ % demonstrate local alignment). The sequences are in unaligned
+ in unaligned FASTA format.
+ \item[\prog{toalign.1trunc.fa}] A truncated tRNA sequence, actually
+ the first sequence from \prog{toalign.3.fa} with some 5' and 3'
+ residues removed to demonstrate alignment of truncated
+ sequences.
+ \item[\prog{toalign.1.fa}] The first tRNA sequence from toalign.3.fa.
+ \item[\prog{my.c.cm}] A calibrated version of a model built from
+ \prog{trna.5.sto}, included to save time.
+ \end{sreitems}
+
+Create a new directory that you can work in, and copy all the files in
+\prog{tutorial/} there. I'll assume for the following examples that you've
+installed the \software{infernal} programs in your path; if not, you'll need to give
+a complete path name to the programs (e.g. something like
+\newline
+\prog{/usr/people/nawrocki/infernal-1/src/cmbuild}
+instead of just \prog{cmbuild}).
+
+\subsection{Format of a simple input RNA alignment file}
+
+Look at the alignment file \prog{trna.5.sto} in the \prog{tutorial/}
+subdirectory of the \software{infernal} distribution. It is shown
+below, with a secondary structure of the first sequence shown to the
+right for reference (yeast Phe tRNA, labeled as ``tRNA1'' in the
+file):
+
+\vspace{1em}
+\begin{minipage}{4.7in}
+\begin{sreoutput}[xleftmargin=0em]
+# STOCKHOLM 1.0
+
+tRNA1 GCGGAUUUAGCUCAGUUGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCUAUCACAUCACGCUUUCACCGUGGAGA.CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUCAGAAUGGGCGCUUGUCGCGUGCCAGA.UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUUGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+#=GC SS_cons <<<<<<<..<<<<.........>>>>.<<<<<.......>>>>>.....<
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+#=GC SS_cons <<<<.......>>>>>>>>>>>>.
+//
+\end{sreoutput}
+\end{minipage}
+\begin{minipage}{1.5in}
+\includegraphics[scale=0.4]{Figures/trna1-DF6280}
+\end{minipage}
+\vspace{1em}
+
+This is a simple example of a multiple RNA sequence alignment with
+secondary structure annotation, in \emph{Stockholm format}. Stockholm
+format, the native alignment format used by \software{hmmer} and
+\software{infernal} and the \database{Pfam} and \database{Rfam}
+databases, is documented in detail later in the guide.
+
+For now, what you need to know about the key features of the input file is:
+\begin{itemize}
+\item The alignment is in an interleaved format, like other
+common alignment file formats such as \software{clustalw}.
+Lines consist of a name, followed by an aligned sequence;
+long alignments are split into blocks separated by blank lines.
+\item Each sequence must have a unique name that has zero spaces in it. (This is important!)
+\item For residues, any one-letter IUPAC nucleotide code is accepted,
+ including ambiguous nucleotides. Case is ignored; residues
+ may be either upper or lower case.
+\item Gaps are indicated by the characters ., \_, -, or \verb+~+.
+ (Blank space is not allowed.)
+\item A special line starting with {\small\verb+#=GC SS_cons+} indicates
+ the secondary structure consensus. Gap characters annotate
+ unpaired (single-stranded) columns. Base pairs are indicated
+ by any of the following pairs: \verb+<>+, \verb+()+, \verb+[]+,
+ or \verb+[]+. No pseudoknots are allowed; the
+ open/close-brackets notation is only unambiguous for strictly
+ nested base-pairing interactions.
+\item The file begins with the special tag line
+ {\small\verb+# STOCKHOLM 1.0+}, and ends with {\small\verb+//+}.
+\end{itemize}
+
+\subsection{Building a model with \prog{cmbuild}}
+
+To build a model from this alignment, do:
+
+\user{cmbuild my.cm trna.5.sto}\\
+
+Almost instantly, \prog{cmbuild} reads in the alignment, constructs a
+model, and saves that model to the new file \prog{my.cm}. It is a
+convention to use the \prog{.cm} suffix for model files; CM stands for
+``covariance model'', another name for the profile SCFG architecture
+used by \software{infernal} \cite{Eddy94}.
+
+The output from \prog{cmbuild} contains information about the size of your
+input alignment (in aligned columns and \# of sequences), and some statistics
+describing the model that was constructed. You don't need to understand this to
+use the model, so for now we'll skip describing the output, and
+revisit it in the ``Profile SCFG construction'' section.
+
+The result, the model file in \prog{my.cm} is a text file. You can
+look at it (e.g. \prog{> more my.cm}) if you like, but it isn't really
+designed to be human-interpretable. You can treat \prog{.cm} files as
+compiled models of your RNA alignment.
+
+\begin{srefaq}{Can I build a model from a single sequence?}
+Yes. But a structure for the sequence must still be supplied.
+With single sequences, you can also build a \software{rsearch} \cite{KleinEddy03} CM
+using the \prog{--rsearch} option to \prog{cmbuild}. There's more on
+this in a later section.
+\end{srefaq}
+
+\begin{srefaq}{Can I build a model from unaligned sequences?}
+In principle, CMs can be trained from unaligned sequences;
+however, this functionality is not yet implemented in \software{infernal}. I
+recommend CLUSTALW as an excellent, freely available multiple sequence
+alignment program. The original \prog{covet} CM training
+program from COVE, the predecessor of \software{infernal} is also
+still available by
+\htmladdnormallink{ftp}{ftp://selab.janelia.org/pub/software/cove/cove-2.4.4.tar.Z}.
+\end{srefaq}
+
+\subsection{Calibrate the model with \prog{cmcalibrate}}
+
+This step is optional, but we strongly recommend it because it will
+increase the sensitivity of your database search and potentially make
+it much faster.
+
+When you search a sequence database, it is useful to get ``E-values''
+(expectation values) in addition to raw scores. When you see a
+database hit that scores $x$, an E-value tells you the number of hits
+you would've expected to score $x$ or more just by chance in a
+sequence database of this size.
+
+Additionally, for some searches with some models it is possible to use
+an HMM filter to accelerate the search at a very small (theoretical)
+cost to sensitivity. Besides calibrating E-values, the
+\prog{cmcalibrate} program determines when this acceleration is
+possible, and a ``calibrated'' model will automatically employ the HMM
+filter during search.
+
+If a non-calibrated model is used to search a database, E-values will not
+be calculated, and a default HMM filter will be used at an unknown
+cost to sensitivity. There's an example of this in section 6.
+
+\emph{Importantly, if you're not going to use a model for searching,
+there is no need to calibrate it.} For example, if you are only going
+to build alignments with a model of a large family like small subunit
+ribosomal RNA, don't waste time calibrating it. \prog{cmsearch} is the
+only \software{infernal} program that uses E-values and HMM filters,
+so if you won't use it, don't calibrate your model.
+
+\begin{srefaq}{Do I really have to calibrate my model?} No, but we
+ recommend it in most situations. Importantly, if you're not going to
+ search with your model, then don't calibrate it (see above). If you
+ are going to search with your model, you still are not required to
+ calibrate your model. If you choose not to calibrate, you'll have to
+ settle for default filter threshold cutoffs which will compromise
+ sensitivity to an unknown degree and possibly not accelerate your
+ search as much as possible. An example of
+ searching with non-calibrated models is in section 6.
+\end{srefaq}
+
+CM calibration takes a long time, but it only has
+to be done once per model, and can potentially save a lot of time
+during database searches. The amount of time the calibration takes
+varies widely, but depends mainly on the size of the RNA family being
+modeled.
+%\prog{cmcalibrate} will predict it's own runtime (and finish
+%without performing the calibration) if the \prog{--forecast} option is
+%used.
+So you can know what kind of a wait you're in for, the
+\prog{cmcalibrate} has a \prog{--forecast <n>} option which reports an
+estimate of the running time (\prog{<n>} is the number of processors
+you'll use for calibration, for now \prog{<n>}
+is 1, but if you're using MPI it could be higher). To estimate the
+time required for calibration of your tRNA
+model, type:
+
+\user{cmcalibrate --forecast 1 my.cm}\\
+
+The program will dump about fifty lines to standard output but
+don't worry about any of it now except the line with ``all'' in the
+``stage'' column towards the end:
+
+\begin{sreoutput}
+# all - - - - - 01:22:36
+\end{sreoutput}
+
+This line gives the total predicted time of this run of
+\prog{cmcalibrate}, about 1 hour and twenty minutes. So that you
+don't have to wait an hour to do this step, we've included the file
+\prog{my.c.cm}, a calibrated version of \prog{my.cm}. The
+\prog{my.c.cm} file was created with the same \prog{cmbuild} command
+you just performed (except \prog{my.c.cm} was used as the output file
+instead of \prog{my.cm}) and then calibrated with:
+
+\user{cmcalibrate my.c.cm}\\
+
+When \prog{cmcalibrate} finished, the \prog{my.c.cm} file had
+been updated to include information about E-values and HMM filter
+thresholds. More detail on what \prog{cmcalibrate} does can be found
+in sections 5 and 6. To make things simpler for our tutorial, copy over
+the \prog{my.cm} file you just made with the calibrated version:
+
+\user{cp my.c.cm my.cm}.\\
+
+\subsection{Searching a sequence database with \prog{cmsearch}}
+
+You can use your model to search for new homologues of your RNA
+family. The file \prog{tosearch.300Kb.db} contains an example sequence
+``database'': one 300,000 nt sequence, with yeast tRNA-Phe embedded at
+position 101\ldots173. The \prog{cmsearch} also has a
+\prog{--forecast} option to predict running times, which is useful if
+you're searching large database files. Since this database is
+relatively small, we'll just do the search:
+
+\user{cmsearch my.cm tosearch.300Kb.db}\\
+
+First, the program will print a header and ``Pre-search info'' to the
+screen. This output is explained in detail later in section 6, don't
+worry about it right now. The search should take about 2 minutes.
+
+\begin{comment}
+# cmsearch :: search a sequence database with an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmsearch my.cm ../tosearch.300Kb.db
+# date: Sat Oct 24 07:35:56 2009
+# num seqs: 1
+# dbsize(Mb): 0.600000
+#
+# Pre-search info for CM 1: trna.5-1
+#
+# cutoffs predictions
+# ------------------- --------------------
+# rnd mod alg cfg beta E value bit sc surv run time
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ 1 cm cyk loc 1e-10 129.125 3.54 0.0236 00:01:36.26
+ 2 cm ins loc 1e-15 1.000 11.85 0.0001 00:00:13.45
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ all - - - - - - - 00:01:49.71
+#
+\end{comment}
+
+\prog{cmsearch} now searches both strands of each sequence in the
+target database, and returns alignments for high scoring hits. In
+this case 3 hits are returned. Look at the first hit:
+\begin{sreoutput}
+CM: trna.5-1
+>example
+
+ Plus strand results:
+
+ Query = 1 - 72, Target = 101 - 173
+ Score = 78.06, E = 3.086e-21, P = 2.987e-26, GC = 53
+
+ (((((((,,<<<<___.____>>>>,<<<<<_______>>>>>,,,,,<<<<<_______
+ 1 gCcgacAUaGcgcAgU.GGuAgcgCgccagccUgucAagcuggAGgUCCgggGUUCGAUu 59
+ GC::A::UAGC:CAGU GG AG:GCGCCAG:CUG+++A:CUGGAGGUCC:G:GUUCGAU
+ 101 GCGGAUUUAGCUCAGUuGGGAGAGCGCCAGACUGAAGAUCUGGAGGUCCUGUGUUCGAUC 160
+
+ >>>>>))))))):
+ 60 CcccGUgucgGca 72
+ C:C:G::U::GCA
+ 161 CACAGAAUUCGCA 173
+
+\end{sreoutput}
+\begin{comment}
+# number of hits surv fraction
+# ------------------- -----------------
+# rnd mod alg cfg beta expected actual expected actual
+# --- --- --- --- ----- ---------- ------- -------- -------
+ 1 cm cyk loc 1e-10 129.125 120 0.0236 0.0269
+ 2 cm ins loc 1e-15 1.000 3 0.0001 0.0003
+#
+# expected time actual time
+# ------------- -------------
+ 00:01:49.71 00:01:48.00
+\end{comment}
+
+The first line gives the name of the CM (this can be defined in the
+input Stockholm alignment file or as an option to \prog{cmbuild}, as
+described later). Next comes the results section, the name of each
+target sequence in the target database is given starting with a
+\prog{$>$}, in this case there is only one: \prog{example}. Next, all
+the hits to the top (Watson) strand of \prog{example} are given, in
+this example there is a single hit from position 101 to 173 with a
+score of 78.06 bits. The E-value of this hit is $3.086e-21$, this is
+the number hits we expect to find with a bit score of 78.06 or better
+if we were searching a database of random sequences of total length
+300,000. So this is a really good hit. Bit scores and E-values are
+discussed in more detail in section 5.
+
+The alignment is shown in a BLAST-like format, augmented by secondary
+structure annotation.
+
+The top line shows the predicted secondary structure of the target
+sequence. The format is a little fancier and more informative than the
+simple least-common-denominator format we used in the input alignment
+file. It's designed to make it easier to see the
+secondary structure by eye. The format is described in detail later;
+for now, here's all you need to know. Base pairs in simple stem loops
+are annotated with \verb+<>+ characters. Base pairs enclosing
+multifurcations (multiple stem loops) are annotated with \verb+()+,
+such as the tRNA acceptor stem in this example. In more complicated
+structures, \verb+[]+ and \verb+{}+ annotations also show up, to
+reflect deeper nestings of multifurcations. For single stranded
+residues, \verb+_+ characters mark hairpin loops; \verb+-+ characters mark
+interior loops and bulges; \verb+,+ characters mark single-stranded residues
+in multifurcation loops; and \verb+:+ characters mark single stranded
+residues external to any secondary structure. Insertions relative to
+this consensus are annotated by a \verb+.+ character.
+
+The second line shows that consensus of the query model. The highest
+scoring residue sequence is shown. Upper case residues are highly
+conserved. Lower case residues are weakly conserved or unconserved.
+
+The third line shows where the alignment score is coming from. For a
+consensus base pair, if the observed pair is the highest-scoring
+possible pair according to the consensus, both residues are shown in
+upper case; if a pair has a score of $\geq 0$, both residues are
+annotated by : characters (indicating an acceptable compensatory base
+pair); else, there is a space, indicating that a negative contribution
+of this pair to the alignment score. For a single-stranded consensus
+residue, if the observed residue is the highest scoring possibility,
+the residue is shown in upper case; if the observed residue has a
+score of $\geq 0$, a \verb at +@ character is shown; else there is a
+space, indicating a negative contribution to the alignment score.
+
+Finally, the fourth line is the target sequence.
+
+After the alignment is post-search information. This is explained
+later in section 6.
+
+\begin{srefaq}{How come the dbsize reported by \prog{cmsearch} is
+twice the length of my database?} This is because by default
+ \prog{cmsearch} searches both strands of the database, so according
+ to the program your database is twice the size you might think it
+ is. You may have noticed this in the tutorial example, the 300 Kb
+ database is reported as 600 Kb in the beginning of the
+ \prog{cmsearch} output. You can optionally search only the top
+ strand or the bottom strand of your target database with the
+ \prog{--toponly} and \prog{--bottomonly} options to \prog{cmsearch}
+ respectively.
+\end{srefaq}
+
+\subsection{Creating new multiple alignments with \prog{cmalign}}
+
+You can also use a model to structurally align any number of new RNA
+sequences to your consensus structure. This is how the \database{Rfam}
+database is constructed: we start with a ``seed'' alignment, build a CM
+of it, and use that CM to align all known members of the sequence
+family and create a ``full'' alignment. This allows us to maintain
+representative seed alignments that are stable and small enough to be
+human-curated, while still being able to automatically incorporate and
+align all homologues detected in the rapidly growing public sequence
+databases.
+
+An example of three unaligned tRNA sequences are in the file
+\prog{toalign.3.fa}. The first two sequences are real tRNAs. The third
+sequence, tRNA8 was created by deleting some residues out of the middle
+of the tRNA1 sequence from the file \prog{trna.5.sto}. (tRNA8 will be used a little later to
+demonstrate local alignment.)
+
+To align these sequences to the model we made in \prog{my.cm}, do:
+
+\user{cmalign my.cm toalign.3.fa}\\
+
+The output of cmalign is described later in detail. For now let's only
+look at the alignment:
+
+{\samepage
+\begin{comment}
+# cmalign :: align sequences to an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmalign my.cm ../toalign.3.fa
+# date: Sat Oct 24 07:40:19 2009
+#
+# cm name algorithm config sub bands tau
+# ------------------------- --------- ------ --- ----- ------
+# trna.5-1 opt acc global no hmm 1e-07
+#
+# bit scores
+# ------------------
+# seq idx seq name len total struct avg prob elapsed
+# ------- -------- ----- -------- -------- -------- -----------
+ 1 tRNA6 72 45.48 27.13 0.986 00:00:00.02
+ 2 tRNA7 71 31.33 38.47 0.950 00:00:00.02
+ 3 tRNA8 63 52.30 23.33 0.939 00:00:00.01
+\end{comment}
+\begin{sreoutput}
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0.2
+
+tRNA6 GUCCCGCUGGUGUAAU.GGAuAGCAUACGAUCCUUCUAAGUUUGCGG-UC
+tRNA7 ACUUUUAAAGGAUAGU.AGUuUAUCCGUUGGUCUUAGGAACCAAAAAA--
+tRNA8 GCGGAUUUAGCUCAGUuGGG.AGAGCGC------CAGAC----GAGGUCC
+#=GC SS_cons (((((((,,<<<<___.___._>>>>,<<<<<_______>>>>>,,,,,<
+#=GC RF gCcgacAUaGcgcAgU.GGu.AgcgCgccagccUgucAagcuggAGgUCC
+
+tRNA6 CUGGUUCGAUCCCAGGGCGGGAUA
+tRNA7 UUGGUGCAACUCCAAAUAAAAGUA
+tRNA8 UGUGUUCGAUCCACAGAAUUCGCA
+#=GC SS_cons <<<<_______>>>>>))))))):
+#=GC RF gggGUUCGAUuCcccGUgucgGca
+//
+\end{sreoutput}
+}
+
+In the aligned sequences, a \verb at .@ character indicates an inserted
+column relative to consensus; the \verb at .@ character is an alignment
+pad. A \verb+-+ character is a deletion relative to consensus.
+
+The symbols in the consensus secondary structure annotation line have
+the same meaning that they did in a pairwise alignment from
+\prog{cmsearch}.
+
+The {\small\verb+#=GC RF+} line is \emph{reference
+annotation}. Non-gap characters in this line mark consensus columns;
+\prog{cmalign} uses the residues of the consensus sequence here, with
+upper case denoting strongly conserved residues, and lower case
+denoting weakly conserved residues. Gap characters (specifically, the
+\verb+.+ pads) mark insertions relative to consensus. As described
+below, \prog{cmbuild} is capable of reading these RF lines, so you can
+specify which columns are consensus and which are inserts (otherwise,
+\prog{cmbuild} makes an automated guess, based on the frequency of
+gaps in each column).
+
+If you want to save the alignment to a file, you can use the \prog{-o}
+option:
+
+\user{cmalign -o my.sto my.cm toalign.3.fa}\\
+
+\subsection{Local versus glocal alignment in \prog{cmsearch} and \prog{cmalign}}
+
+The programs \prog{cmsearch} and \prog{cmalign} can be run in two
+different modes. Glocal alignment requires that the entire model match
+a subsequence of the target (global with respect to the query model,
+local with respect to the target sequence). Local alignment allows
+only part of the model to match a subsequence of the target. Local
+alignment is useful when a homologous RNA structure has undergone
+enough changes that parts of the its structure cannot be aligned to
+the full consensus model. Empirically, local alignment is often a more
+sensitive search strategy so by default \prog{cmsearch} uses local
+alignment. Glocal mode can be turned on in \prog{cmsearch} using the
+\prog{-g} option. Conversely, \prog{cmalign} uses glocal alignment by
+default, and the local alignment mode can be switched on using the the
+\prog{-l} option.
+
+First let's look at an example of local alignment in \prog{cmsearch}:
+
+\user{cmsearch my.cm toalign.3.fa}\\
+
+Look at the alignment for the target sequence tRNA8 (the last alignment in the output):
+
+{\samepage
+\begin{sreoutput}
+>tRNA8
+
+ Plus strand results:
+
+ Query = 1 - 72, Target = 1 - 63
+ Score = 54.39, E = 4.553e-17, P = 6.412e-19, GC = 56
+
+ (((((((,,<<<<___.____>>>>,<~~~~~~>,,,,,<<<<<_______>>>>>))))
+ 1 gCcgacAUaGcgcAgU.GGuAgcgCgc*[15]*gAGgUCCgggGUUCGAUuCcccGUguc 68
+ GC::A::UAGC:CAGU GG AG:GCGC GAGGUCC:G:GUUCGAU C:C:G::U:
+ 1 GCGGAUUUAGCUCAGUuGGGAGAGCGC*[ 5]*GAGGUCCUGUGUUCGAUCCACAGAAUU 59
+
+ ))):
+ 69 gGca 72
+ :GCA
+ 60 CGCA 63
+\end{sreoutput}
+}
+
+The \verb+*[15]*+ and \verb+*[5]*+ in the query and target,
+respectively, indicate that 15 consensus residues and 5 target
+residues were left unaligned; the target does not appear to have the
+consensus structure in this region. (Not surprising, since I made the
+tRNA8 example sequence by deleting part of the anticodon stem.) The
+structure annotation line is marked with \verb+~~~~~~+ to indicate the
+gap in the alignment, and to distinguish local alignment induced gaps
+from normal insertions (which are marked with \verb+.+ characters).
+
+You can activate local alignment in \prog{cmalign} with the \prog{-l}
+option:
+
+\user{cmalign -l my.cm toalign.3.fa}\\
+
+This results in the following alignment:
+\footnote{The discontinuity of structural local alignment presents a
+quandary for representing multiple alignments. On the one hand, you
+might not want to even show the unaligned target residues in the gap
+(e.g., cagac) -- they aren't aligned to the model. On the other hand,
+you sort of expect that if you pull an RNA sequence out of a multiple
+alignment, it represents a true subsequence of a larger sequence, not
+a concatenation of disjoint subsequences -- you'd at least like some
+indication of where some residues have gone missing. One option would
+be to leave a *[5]* in the gap, as in the pairwise
+representation; but one of the nice properties of Stockholm format is
+that it's easy to interconvert it to other alignment formats just by
+stripping off everything by the name/sequence part of the alignment,
+and sticking non-sequence characters like *[5]* in the
+alignment would prevent that.}
+
+{\samepage
+\begin{sreoutput}
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0.2
+
+tRNA6 GUCCCGCUGGUGUAAU.GGAuAGCAUACGAUCCUUCUAA.....GUUUGC
+tRNA7 ACUUUUAAAGGAUAGU.AGUuUAUCCGUUGGUCUUAGGA.....ACCAAA
+tRNA8 GCGGAUUUAGCUCAGUuGGG.AGAGCGC-----------cagac----GA
+#=GC SS_cons (((((((,,<<<<___.___._>>>>,<<<<<_______~~~~~>>>>>,
+#=GC RF gCcgacAUaGcgcAgU.GGu.AgcgCgccagccUgucAa~~~~~gcuggA
+
+tRNA6 GG-UCCUGGUUCGAUCCCAGGGCGGGAUA
+tRNA7 AAA--UUGGUGCAACUCCAAAUAAAAGUA
+tRNA8 GGUCCUGUGUUCGAUCCACAGAAUUCGCA
+#=GC SS_cons ,,,,<<<<<_______>>>>>))))))):
+#=GC RF GgUCCgggGUUCGAUuCcccGUgucgGca
+//
+\end{sreoutput}
+}
+
+Note how the local alignment is represented for tRNA8. The deleted
+consensus columns are marked by - characters. The unaligned
+``insertion'' is shown in its own columns; those columns are again
+marked with \verb+~+ characters in the consensus secondary structure
+annotation and the reference (RF) annotation lines.
+
+Now you have successfully built a CM, calibrated it and used it search
+for and align new sequences using \software{infernal} programs.
+These programs have some useful options that you haven't seen
+yet, which we discuss and in some cases demonstrate next. Before you
+start using \software{infernal}, we strongly urge you to at
+least skim this part.
+
+\subsection{Important options to \prog{cmbuild}}
+
+\subsubsection{using optional annotation to completely specify model architecture}
+
+\prog{cmbuild} needs to know two things to convert your alignment into
+a profile SCFG.
+
+First, it needs to know the consensus secondary structure. It reads
+this from the {\small\verb+#=GC SS_cons+} line, as described
+above. This annotation is mandatory.
+
+It also needs to know which columns are consensus, and which columns
+are insertions relative to consensus. By default, it will determine
+this by a simple rule: if a column contains more than a certain
+fraction of gap characters (by default $>$50\%, but this can be changed
+with the \prog{--gapthresh} option), the column is called an
+insertion. This may not be what you want; for instance, maybe you are
+trying to iteratively build models based on larger and larger numbers
+of sequences (based on an \database{Rfam} seed, say), but you don't
+want the curated consensus model architecture to change just because
+you added some new sequences to the alignment.
+
+You can optionally override that default and specify the complete
+architecture of the model, using both a {\small\verb+#=GC SS_cons+}
+structure annotation line and a {\small\verb+#=GC RF+} reference
+column annotation line. To do this, you use the \prog{--rf} option to
+\prog{cmbuild}.
+
+For example, if \prog{trna.5.sto} had {\small\verb+#=GC RF+}
+annotation, to build a model from it called \prog{second.cm}
+ith architecture dictated by the RF annotation, you
+would do:
+
+\user{cmbuild --rf second.cm trna.5.sto}\\
+
+Since \prog{cmalign} leaves an RF line on the alignments it generates,
+the \prog{--rf} option allows you to propagate your consensus
+structure into new, larger alignments. The RF line is also handy when
+you want the model's coordinate system to be the same as a canonical,
+well-studied single sequence: you can simply use that sequence as the
+RF line, or manually create any consensus coordinate system you like.
+(This is the origin of RF as the ``reference line'', e.g.\ giving a
+reference coordinate system.) The only thing that matters in the RF
+line is nongap versus gap characters: the line can be as simple as x's
+marking consensus columns, \verb+.+'s for insert columns.
+
+\subsubsection{creating multiple models from a single alignment}
+\prog{cmbuild} has the ability to cluster and partition the input training
+alignment into several alignments based on sequence identity and build
+a separate CM from each of those alignments. This can be viewed as splitting
+the input alignment of a single RNA family into ``subfamilies'' based on
+sequence identity, each cluster being a subfamily of sequences more
+similar to each other than to those in other clusters.
+Performing homology search with these several models
+collectively may be a more sensitive search strategy than a single
+search with one model built from the entire alignment (although it
+will take longer). The most important options affecting this behavior
+are the \prog{--cmaxid <f>} and \prog{--ctarget <n>} options. With
+\prog{--cmaxid <f>} the clusters are defined such that no two
+sequences in \emph{different} clusters are more than \prog{<f>}
+fractionally identical. With \prog{--ctarget <n>}, a fractional identity
+cutoff is found that partitions the alignment into exactly \prog{<n>}
+clusters. The \prog{--cdump <f>} option can be used in combination
+with either of these options to cause \prog{cmbuild} to dump each
+cluster alignment to the file \prog{<f>}. Let's try the
+\prog{--cmaxid} option:
+
+{\samepage
+\user{cmbuild --cmaxid 0.6 --cdump my.cmaxid60.sto my.cmaxid60.cm trna.5.sto}\\
+\begin{comment}
+# cmbuild :: build RNA covariance model(s) from alignment
+# INFERNAL 1.0 (June 2008)
+# Copyright (C) 2001-2008 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPL)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: cmbuild --cmaxid 0.6 --cdump my.cmaxid60.sto my.cmaxid60.cm trna.5.sto
+# date: Tue Jun 10 14:47:33 2008
+#
+\end{comment}
+\begin{sreoutput}
+# Alignment split into 3 clusters; each will be used to train a CM.
+# Maximum identity b/t any 2 seqs in different clusters: 0.60
+#
+# rel entropy
+# ------------
+# aln cm idx name nseq eff_nseq alen clen bps bifs CM HMM
+# ---- ------ ---------- -------- -------- ------ ----- ---- ---- ----- -----
+ 1 1 trna.5-1.1 1 1.00 74 73 21 2 0.693 0.409
+ 1 2 trna.5-1.2 2 1.31 74 73 21 2 0.696 0.395
+ 1 3 trna.5-1.3 2 1.41 74 72 21 2 0.704 0.407
+\end{sreoutput}
+}
+\begin{comment}
+# Alignments for each cluster saved in file my.cmaxid60.sto.
+#
+# CPU time: 0.47u 0.00s 00:00:00.47 Elapsed: 00:00:00
+\end{comment}
+
+In this case, the input alignment was split into three
+clusters, of 1 sequence, 2 sequences and 2 sequences. The file
+\prog{my.cmaxid60.sto} includes these three alignments. The CM file
+\prog{my.cmaxid60.cm} is a database of three CMs, one built from
+each of these three alignments.
+
+The \prog{--corig} option in combination with the \prog{--ctarget} or
+\prog{--cmaxid} options will cause \prog{cmbuild} to build one extra
+model, the original default model from the entire alignment, and add
+it to the end of the cluster models. The \prog{--call} option can be
+used instead of the \prog{--ctarget} or \prog{--cmaxid} options to
+build a separate model for each sequence in the training alignment.
+
+\subsubsection{refining the training alignment prior to building a model}
+Constructing structural RNA alignments is not easy. \prog{cmbuild}
+offers one experimental option to potentially help automate this
+procedure. The \prog{--refine <f>} option will cause \prog{cmbuild} to
+go through a two step iterative procedure to realign the sequences in
+the input alignment before building the model. First, a model is built
+from the initial given alignment. This model is then used to optimally
+align all the sequences, giving a new alignment. The new alignment is
+used to build a new model and the sequences are realigned to the new
+model. This two step build/align procedure repeats until convergence,
+when two successive iterations yield identical (or very nearly
+identical) alignments. The final alignment is used to build a model
+which is saved to the CM file and saved to file
+\prog{<f>}. Importantly, the \prog{--refine} option will not change
+the consensus structure of the initial alignment, so this is not a
+structure prediction tool. The \prog{--gibbs} option can be used in
+combination with \prog{--refine} to modify it's behavior. Instead of
+choosing the optimal alignment during alignment refinement, with
+\prog{--gibbs} an alignment is sampled from the posterior distribution
+of alignments given the current model.
+
+\subsubsection{building RSEARCH models}
+The \software{rsearch} program \cite{KleinEddy03} implements a special case of
+homology search with covariance models in which only one training
+sequence/structure is known. \software{rsearch} had forked from
+\software{infernal} a few years ago, but has been reintegrated.
+The main difference between \software{rsearch}
+and \software{infernal} is the determination of the model scoring
+parameters. Whereas \software{infernal} uses mean posterior estimates
+(see the ``parameterization'' subsection of section 4),
+\software{rsearch} uses a RIBOSUM scoring matrix to determine
+emission scores. You can build CMs parameterized with
+RIBOSUM scores using the \prog{--rsearch <f>} option where \prog{<f>}
+is the RIBOSUM matrix file to use . (The matrix files are in the
+\prog{/matrices} subdirectory of \software{infernal}). For more on how
+these matrices were created see \cite{KleinEddy03}. Importantly, you
+can only use the \prog{--rsearch} option if the input training
+alignment has only 1 sequence, or if you use it in combination with
+the \prog{--call} option which causes \prog{cmbuild} to build a
+separate model from each sequence in the input alignment file.
+
+Here's an example of building five \prog{rsearch} CMs for tRNA:
+
+{\samepage
+\user{cmbuild -F --rsearch ~/infernal/matrices/RIBOSUM85-60.mat --call my.rsearch.cm trna.5.sto}\\
+\begin{comment}
+# cmbuild :: build RNA covariance model(s) from alignment
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmbuild -F --rsearch ../../matrices/RIBOSUM85-60.mat --call my.rsearch.cm ../trna.5.sto
+# date: Sat Oct 24 07:47:11 2009
+#
+\end{comment}
+\begin{sreoutput}
+# Alignment split into 5 clusters; each comprised of exactly 1 sequence
+#
+# rel entropy
+# ------------
+# aln cm idx name nseq eff_nseq alen clen bps bifs CM HMM
+# ---- ------ ---------- -------- -------- ------ ----- ---- ---- ----- -----
+ 1 1 trna.5-1.1 1 1.00 74 73 21 2 1.022 0.739
+ 1 2 trna.5-1.2 1 1.00 74 72 21 2 1.033 0.758
+ 1 3 trna.5-1.3 1 1.00 74 72 21 2 1.035 0.777
+ 1 4 trna.5-1.4 1 1.00 74 72 21 2 1.016 0.741
+ 1 5 trna.5-1.5 1 1.00 74 73 21 2 1.014 0.752
+\end{sreoutput}
+}
+\begin{comment}
+#
+# CPU time: 0.04u 0.00s 00:00:00.04 Elapsed: 00:00:00
+\end{comment}
+
+\begin{srefaq}{I used the \prog{cmbuild --rsearch} option and tested my
+results against the \software{rsearch} program, and the scores didn't
+match. Why?} \software{infernal} can't build models quite exactly the
+same as \software{rsearch} does. The main reason is because
+\software{infernal} uses probabilistic transition scores while
+\software{rsearch} does not. This difference leads to large
+differences in the bit scores from the programs, but the E-values of
+those scores should be similar (see section 5 for more on bit scores
+and E-values.)
+\end{srefaq}
+
+\newpage
+\subsection{Important options to \prog{cmalign}}
+
+\subsubsection{including a fixed alignment within the output alignment}
+When aligning sequences to a model, \prog{cmalign} allows you to
+include the initial training alignment used to build the model within
+its output alignment. This could be useful if you're updating
+the training alignment with new homologs, or just to easily see how
+new sequences align in the context of the original alignment. To
+turn on this behavior, use the \prog{--withali <f>} option to
+\prog{cmalign}, where \prog{<f>} is the existing fixed alignment to
+include. Note, if you used the \prog{--rf} or \prog{--gapthresh <x>}
+options to \prog{cmbuild} when you built the model, you must use those
+same options to \prog{cmalign}. Here is an example:
+
+{\samepage
+\user{cmalign --withali trna.5.sto my.cm toalign.3.fa}\\
+\begin{comment}
+# cmalign :: align sequences to an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmalign --withali ../trna.5.sto my.cm ../toalign.3.fa
+# date: Sat Oct 24 07:48:22 2009
+#
+# cm name algorithm config sub bands tau
+# ------------------------- --------- ------ --- ----- ------
+# trna.5-1 opt acc global no hmm 1e-07
+#
+# bit scores
+# ------------------
+# seq idx seq name len total struct avg prob elapsed
+# ------- -------- ----- -------- -------- -------- -----------
+ 1 tRNA6 72 45.48 27.13 0.986 00:00:00.01
+ 2 tRNA7 71 31.33 38.47 0.950 00:00:00.02
+ 3 tRNA8 63 52.30 23.33 0.939 00:00:00.01
+
+\end{comment}
+\begin{sreoutput}
+
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0.2
+
+tRNA1 GCGGAUUUAGCUCAGUuGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCuAUCACAUCACGCUUUCACCGUGGAGA-CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUcAGAAUGGGCGCUUGUCGCGUGCCAGA-UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUuGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+tRNA6 GUCCCGCUGGUGUAAU.GGAuAGCAUACGAUCCUUCUAAGUUUGCGG-UC
+tRNA7 ACUUUUAAAGGAUAGU.AGUuUAUCCGUUGGUCUUAGGAACCAAAAAA--
+tRNA8 GCGGAUUUAGCUCAGUuGGG.AGAGCGC------CAGAC----GAGGUCC
+#=GC SS_cons (((((((,,<<<<___.___._>>>>,<<<<<_______>>>>>,,,,,<
+#=GC RF gCcgacAUaGcgcAgU.GGu.AgcgCgccagccUgucAagcuggAGgUCC
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+tRNA6 CUGGUUCGAUCCCAGGGCGGGAUA
+tRNA7 UUGGUGCAACUCCAAAUAAAAGUA
+tRNA8 UGUGUUCGAUCCACAGAAUUCGCA
+#=GC SS_cons <<<<_______>>>>>))))))):
+#=GC RF gggGUUCGAUuCcccGUgucgGca
+//
+\end{sreoutput}
+}
+\begin{comment}
+#
+# CPU time: 0.05u 0.00s 00:00:00.05 Elapsed: 00:00:00
+\end{comment}
+
+The top five sequences are from the training alignment \prog{trna.5.sto}
+and the bottom three sequence are from \prog{toalign.3.fa}.
+
+\begin{srefaq}{How come my fixed alignment didn't stay fixed in the
+\prog{cmalign} output?} It is possible for the \prog{--withali} alignment
+to change slightly when it is output from \prog{cmalign}, but only
+residues that are insertions (i.e. present in non-consensus columns)
+should move around. This is a feature, not a bug, of the program; it is
+impossible for \prog{cmalign} to always keep inserted residues in one sequence fixed
+with respect to inserted residues in another sequence. For more
+information on insertion columns versus consensus columns see the
+\prog{cmbuild} section.
+\end{srefaq}
+
+\begin{srefaq}{I'd like to use the \prog{--withali} option to
+ \prog{cmalign} but my training alignment is hundreds of sequences deep
+ which makes the cmalign output difficult to read, is there a way
+ to include a subset of the training alignment in the output
+ alignment?} Yes. You can remove as many sequences as you like
+ from the training alignment if it you add {\small\verb+#=GC RF+}
+ annotation that defines the consensus columns the same way they
+ were defined in \prog{cmbuild} using the full alignment. Also, in
+ this case you must specify the \prog{--rf} option to
+ \prog{cmalign}.
+ \end{srefaq}
+
+\subsubsection{aligning truncated sequences}
+By default, the \prog{cmalign} program assumes that the target
+sequences it is aligning are full length as they appear in their genomic
+context. However some sequences you want to align may be truncated,
+i.e. have missing residues at the 5' and/or 3' end . For example,
+sequences from shotgun sequencing projects or 16S SSU ribosomal RNA
+sequences from PCR based environmental surveys are often truncated. If
+you think the sequences you're aligning are potentially truncated, you
+should use the \prog{--sub} option to \prog{cmalign}. Without this
+option, truncated sequences are often terribly misaligned.
+
+Here is an example with a single, artificially truncated tRNA
+sequence. The file \prog{toalign.1trunc.fa} includes a truncated
+version the sequence in \prog{toalign.1.fa} (residues 1-20 and 57-72
+were removed) that was aligned as the example above for
+the \prog{--withali} option. If we align the truncated sequence
+\textbf{without} the \prog{--sub} option:
+
+\user{cmalign --withali trna.5.sto my.cm toalign.1trunc.fa}\\
+\begin{comment}
+# cmalign :: align sequences to an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmalign --withali ../trna.5.sto my.cm ../toalign.1trunc.fa
+# date: Sat Oct 24 07:49:40 2009
+#
+# cm name algorithm config sub bands tau
+# ------------------------- --------- ------ --- ----- ------
+# trna.5-1 opt acc global no hmm 1e-07
+#
+# bit scores
+# ------------------
+# seq idx seq name len total struct avg prob elapsed
+# ------- ----------- ----- -------- -------- -------- -----------
+ 1 tRNA6-trunc 35 -19.29 7.33 0.777 00:00:00.02
+\end{comment}
+
+{\samepage
+\begin{sreoutput}
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0.2
+
+tRNA1 GCGGAUUUAGCUCAGUuGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCuAUCACAUCACGCUUUCACCGUGGAGA-CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUcAGAAUGGGCGCUUGUCGCGUGCCAGA-UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUuGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+tRNA6-trunc A---------------.-GC.A---UACGAUCCUUCUAAGUUUGCGGUCC
+#=GC SS_cons (((((((,,<<<<___.___._>>>>,<<<<<_______>>>>>,,,,,<
+#=GC RF gCcgacAUaGcgcAgU.GGu.AgcgCgccagccUgucAagcuggAGgUCC
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+tRNA6-trunc ----------U---GG-----UUC
+#=GC SS_cons <<<<_______>>>>>))))))):
+#=GC RF gggGUUCGAUuCcccGUgucgGca
+//
+\end{sreoutput}
+}
+
+\begin{comment}
+#
+# CPU time: 0.03u 0.00s 00:00:00.03 Elapsed: 00:00:00
+\end{comment}
+
+We know the alignment of the truncated sequence
+\prog{tRNA6-trunc} is wrong because we saw the correct alignment
+of the full tRNA6 sequence in the example above. Particularly striking
+is the misalignment of the 3' end (\prog{UGGUUC}) which you'd think
+based on the other sequences would be easily alignable.
+
+Here's what happens with the \prog{--sub} option turned on:
+
+\user{cmalign --sub --withali trna.5.sto my.cm toalign.1trunc.fa}\\
+\begin{comment}
+# cmalign :: align sequences to an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmalign --sub --withali ../trna.5.sto my.cm ../toalign.1trunc.fa
+# date: Sat Oct 24 07:50:29 2009
+#
+# cm name algorithm config sub bands tau
+# ------------------------- --------- ------ --- ----- ------
+# trna.5-1 opt acc global yes hmm 1e-07
+#
+# bit scores
+# ------------------
+# seq idx seq name len total struct avg prob elapsed
+# ------- ----------- ----- -------- -------- -------- -----------
+ 1 tRNA6-trunc 35 15.78 3.79 0.965 00:00:00.01
+
+\end{comment}
+
+{\samepage
+\begin{sreoutput}
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0.2
+
+tRNA1 GCGGAUUUAGCUCAGUuGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCuAUCACAUCACGCUUUCACCGUGGAGA-CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUcAGAAUGGGCGCUUGUCGCGUGCCAGA-UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUuGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+tRNA6-trunc ----------------.---.AGCAUACGAUCCUUCUAAGUUUGCGG-UC
+#=GC SS_cons (((((((,,<<<<___.___._>>>>,<<<<<_______>>>>>,,,,,<
+#=GC RF gCcgacAUaGcgcAgU.GGu.AgcgCgccagccUgucAagcuggAGgUCC
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+tRNA6-trunc CUGGUUC-----------------
+#=GC SS_cons <<<<_______>>>>>))))))):
+#=GC RF gggGUUCGAUuCcccGUgucgGca
+//
+\end{sreoutput}
+}
+\begin{comment}
+#
+# CPU time: 0.02u 0.00s 00:00:00.02 Elapsed: 00:00:00
+\end{comment}
+
+This is much better. Briefly, the \prog{--sub} option uses an HMM to
+predict where the start and end points of the alignment are and then
+restructures the model to only align between that start and end. This
+is a hack that usually works, but there's more well-principled ways of
+doing this, which we're currently working on.
+
+\subsubsection{alignment confidence estimates}
+\prog{cmalign} has the ability to estimate the confidence of the
+alignment at each residue for each sequence. These confidence estimates
+are actually posterior probabilities, which can be added to
+the output alignment using the \prog{-p} option. We'll demonstrate
+this with alignment of a single sequence:
+
+\user{cmalign -p my.cm toalign.1.fa}\\
+\begin{comment}
+# cmalign :: align sequences to an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: ../../src/cmalign -p my.cm ../toalign.1.fa
+# date: Sat Oct 24 07:51:28 2009
+#
+# cm name algorithm config sub bands tau
+# ------------------------- --------- ------ --- ----- ------
+# trna.5-1 opt acc global no hmm 1e-07
+#
+# bit scores
+# ------------------
+# seq idx seq name len total struct avg prob elapsed
+# ------- -------- ----- -------- -------- -------- -----------
+ 1 tRNA6 72 45.48 27.13 0.986 00:00:00.01
+\end{comment}
+
+{\samepage
+\begin{sreoutput}
+
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0.2
+
+tRNA6 GUCCCGCUGGUGUAAUGGAuAGCAUACGAUCCUUCUAAGUUUGCGG-UCC
+#=GR tRNA6 POSTX. 9999999999999999887799999999999999999999999999-899
+#=GR tRNA6 POST.X 9999999999999999119999999999999999999999999999-977
+#=GC SS_cons (((((((,,<<<<______._>>>>,<<<<<_______>>>>>,,,,,<<
+#=GC RF gCcgacAUaGcgcAgUGGu.AgcgCgccagccUgucAagcuggAGgUCCg
+
+tRNA6 UGGUUCGAUCCCAGGGCGGGAUA
+#=GR tRNA6 POSTX. 99999999999999999999999
+#=GR tRNA6 POST.X 89999999999999999999999
+#=GC SS_cons <<<_______>>>>>))))))):
+#=GC RF ggGUUCGAUuCcccGUgucgGca
+//
+\end{sreoutput}
+}
+
+\begin{comment}
+#
+# CPU time: 0.02u 0.00s 00:00:00.02 Elapsed: 00:00:00
+\end{comment}
+
+The \prog{-p} option adds {\small\verb+#=GR tRNA6 POSTX.+} and
+{\small\verb+#=GR tRNA6 POST.X+} markup to the output stockholm
+alignment. The {\small\verb+POSTX.+} row indicates the 'tens' place of
+the confidence estimate while {\small\verb+POST.X+} row indicates the
+'ones' place. So the confidence estimate for the final \prog{C} in the
+first row of the alignment to two significant digits is 97\%. This
+means that if you sampled alignments from the posterior distribution
+of all possible alignments of this sequence to the model, about 97\%
+of the time that \prog{C} would appear in that position of the
+alignment. One special case: if the posterior probability is ``very
+nearly'' 100\% (it's difficult to be more precise on the exact
+percentage due to numerical precision issues) the annotated posterior
+values will be ``*'' characters in both the tens and ones places.
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+% BEGIN ITERATIVE SEARCH SECTION
+\newpage
+\subsection{Putting it all together: an example of iterative search}
+
+Now that you've seen some useful features of \prog{cmbuild} and
+\prog{cmalign}, we're ready to go through an example of an iterative
+search with a CM with real sequence data. Iterative search is a powerful
+technique for finding homologs consisting of three main steps:
+\begin{enumerate}
+\item
+ Build and calibrate a model from current alignment of homologs.
+\item
+ Search genomes (or databases) for new homologs.
+\item
+ Add the new homologs to the alignment.
+\item
+ Go back to step 1.
+\end{enumerate}
+
+You can iterate over these steps as long as you'd like or until
+until you stop finding new homologs in step 2. The example we present
+here starts with only 1 training sequence/structure in the first
+iteration. In this case, with few sequences in the training alignment,
+it's smart to carefully select the genomes you search in step 2,
+picking ones that are rather closely related to the organisms
+represented in your alignment. Then, if you're able to find homologs
+in these closely related genomes, you can build a new alignment
+in step 3 which, because it's built from a deeper alignment, will have
+a more knowledge of the sequence divergence of the family than
+the initial model. You can then search genomes a bit further away on
+the tree of life in the next iteration. Then realign any new homologs
+you find and build a new model, and so on.
+
+\subsubsection{files used in the iterative search example}
+
+Let's work through an example of iterative search with a Purine
+riboswitch model. Here's a list of the files we'll use, from the
+\prog{/tutorial} subdirectory of \software{infernal}:
+
+ \begin{sreitems}{}
+ \item[\prog{purine.1.sto}] A Stockholm alignment file with a single
+ Purine riboswitch sequence and structure.
+ \item[\prog{purine.1.c.cm}] A calibrated version of a model built
+ from \prog{purine.1.sto}, included to save time.
+ \item[\prog{T.tengcongensis.genome.fa}]: the 2.5 Mb genome of the bacteria
+ \emph{Thermoanaerobacter tengcongensis}, in
+ FASTA format, downloaded from the NCBI CoreNucleotide database
+ (accession: NC\_003869).
+ \item[\prog{C.psychrerythraea.genome.fa}]: the 5 Mb genome of the bacteria
+ \emph{Colwellia psychrereythraea}, in
+ FASTA format, downloaded from the NCBI CoreNucleotide database
+ (accession: CP000083).
+ \item[\prog{purine.teng.fa}] A putative Purine riboswitch in FASTA format.
+ \item[\prog{purine.psych.fa}] A different putative Purine riboswitch in FASTA format.
+ \end{sreitems}
+
+\subsubsection{iteration 1, step 1: build and calibrate a model}
+
+Look at the \prog{purine.1.sto} stockholm file. It contains exactly
+one sequence and predicted structure of a Purine riboswitch from the
+genome of \emph{Streptococcus pneumoniae}, a member of the Firmicutes
+division of the Bacterial domain. The structure from the
+{\small\verb+#=GC SS_cons+}
+annotation for the sequence is shown on the right.
+(This sequence is part of the Rfam 8.1 Purine RF00167 ``full''
+alignment).
+
+{\samepage
+\vspace{1em}
+\begin{minipage}{4.7in}
+\begin{sreoutput}
+# STOCKHOLM 1.0
+#=GF ID Purine
+#=GF AU Boese B, Barrick JE, Breaker RR
+
+Purine1 AAAAUUGAAUAUCGUUUUACUUGUUUAUGUCGUGAAUUGGCACGACGUUU
+#=GC SS_cons .................<<<<<<<<...<<<<<<......>>>>>>....
+
+Purine1 CUACAAGGUGCCGGAACACCUAACAAUAAGUAAGUCAGCAGUGAGAU
+#=GC SS_cons ....<<<<<<......>>>>>>..>>>>>>>>...............
+//
+\end{sreoutput}
+\end{minipage}
+\begin{minipage}{1.5in}
+\includegraphics[scale=0.37]{Figures/purine1_full}
+\end{minipage}
+\vspace{1em}
+}
+
+First we build the model:
+
+\user{cmbuild purine.1.cm purine.1.sto}\\
+
+Now we want to calibrate it. As before, we can use \prog{--forecast}
+to see the predicted running time:
+
+\user{cmcalibrate --forecast 1 purine.1.cm}\\
+
+It should take about two hours. Feel free to calibrate the model yourself if you want
+to, but to save time we've included \prog{purine.1.c.cm} a
+calibrated version of the single sequence Purine model. To use our
+calibrated model, copy it over the model you just built with:
+
+\user{cp purine.1.c.cm purine.1.cm}\\
+
+Now we're ready to search genomes. As mentioned earlier, at early
+stages of iterative search if you've built a model from very few
+training sequences you should carefully pick target genomes to search that are
+not too evolutionarily distant from the genomes of your training
+sequences. In this case let's search another Firmicutes bacteria,
+\emph{Thermoanerobacteria tengcongensis}, the genome of which is in \newline
+\prog{T.tengcongensis.genome.fa}:
+
+\subsubsection{iteration 1, step 2: search a genome}
+
+\user{cmsearch purine.1.cm T.tengcongensis.genome.fa}\\
+
+This will take about 25 five minutes for \prog{cmsearch} to search the 5 Mb
+genome. (If you don't want to wait, please continue reading.)
+Let's look at the first hit:
+
+{\samepage
+\begin{sreoutput}
+>gi|20806542|ref|NC_003869.1|
+
+ Plus strand results:
+
+ Query = 1 - 97, Target = 586366 - 586467
+ Score = 35.67, E = 6.512e-06, P = 5.57e-12, GC = 40
+
+ :::::::::::::::::((((((((,,,<<<<<<.______..>>>>>>,,,,,,,,<<<
+ 1 AAAAUUGAAUAUCGUUUuaCuuguuUAUGuCGuG.AAUUGG..CaCGaCGUUUCUACaaG 57
+ AAAAUU AAUA G :ACU::U:UA ::C::: AAU G :::G::GU UCUAC:::
+ 586366 AAAAUUUAAUAA-GAAGCACUCAUAUAAUCCCGAgAAUAUGgcUCGGGAGUCUCUACCGA 586424
+
+ <<<.______..>>>>>>,,)))))))):::::::::::::::
+ 58 GuG.CCGGAA..CaCCuaACaauaaGuaAGUCAGCAGUGAGAU 97
+ ::: CCG AA ::::::AC:A::AGU:A G A AG
+ 586425 ACAaCCGUAAauUGUUCGACUAUGAGUGAAAGUGUACCUAGGG 586467
+\end{sreoutput}
+}
+
+The E-value of this hit is 6.512e-06, which means we'd expect about
+0.000006512 hits of this score in searching a 5 Mb database of random
+sequence. Obviously an E-value by itself doesn't prove this is a
+homologous sequence, but this is a good hit, and it warrants closer
+scrutiny.
+%One effective way to judge the plausibility of a \prog{cmsearch} hit
+%is to look at it's secondary structure in relation to the model. Some
+%questions you might ask are, are important regions
+Let's look at the structure more closely and how it relates to our
+initial training sequence. As we saw earlier in the tutorial, the
+\prog{cmsearch} output is showing us where the high score is coming
+from. Included below is another view of the secondary structures. The
+figure on the left is the structure of the \emph{Streptococcus
+pneumoniae} Purine riboswitch that we built our model from (this exact
+figure is also shown above). The figure on the right is our putative
+homolog from \emph{Thermoanaerobacter tengcongensis}. Base-paired
+residues that are different from the training sequence are indicated
+as hollow outlined letters. Insertions relative to the consensus model
+are in lowercase (these residues are also lower case in
+the \prog{cmsearch} alignment above). Notice that all the base-paired
+residues that are different between the sequences are putative
+\emph{compensatory mutations} from one Watson-Crick (A-U, U-A, C-G,
+G-C) or U-G/G-U base-pair to another. You can also see this above in
+the \prog{cmsearch} output. This is very strong evidence that these
+two sequences are homologous as they share strong structural
+similarity despite weak conservation at the primary sequence level
+(55\% identity).
+
+\begin{center}
+\includegraphics[scale=0.5]{Figures/purine1_full}
+\includegraphics[scale=0.5]{Figures/purine2_full}
+\end{center}
+
+\subsubsection{iteration 1, step 3: add new homolog to training alignment}
+Let's assume that you've convinced yourself our putative homolog is a real Purine
+riboswitch. Now we can use knowledge of this new homolog to increase
+our power in the search for new ones. First we need to add our new
+sequence to our initial training alignment. This requires extracting
+the hit from the genome. We've already done this for you, the single
+hit from the \emph{Thermoanerobacteria} genome is in unaligned FASTA format
+in the file \prog{purine.teng.fa}. Let's align it to our training
+sequence, and output both sequences aligned together using the
+\prog{--withali} option. We'll save the output alignment to
+\prog{purine.2.sto}:
+
+\prog{cmalign -o purine.2.sto --withali purine.1.sto purine.1.cm purine.teng.fa}
+
+Now we've completed one round of the iterative search strategy listed
+above and we're ready to do another round, armed with an alignment of
+two examples of the Purine riboswitch. First, we build a new model:
+
+\subsubsection{iteration 2, step 1: build and calibrate a new model}
+\user{cmbuild purine.2.cm purine.2.sto}\\
+
+Once again the calibration step is a bottleneck. We've provided a
+calibrated file so you can proceed with this tutorial in
+\prog{purine.2.c.cm}, copy this file over your own model:
+
+\user{cp purine.2.c.cm purine.2.cm}\\
+
+\subsubsection{iteration 2, step 2: search a genome}
+
+Now we're at the search stage. In the previous iteration we searched a
+Firmicutes genome mainly because we only had one training sequence, from
+Firmicutes. Now we have two training sequences, both from Firmicutes,
+but actually they're pretty divergent at the sequence level. Let's do a
+more ambitious search this time, and look for Purine riboswitch
+homologs in the genome of \emph{Colwellia psychrerythraea}, a member of the
+Bacterial $\gamma$-proteobacteria division:
+
+\user{cmsearch purine.2.cm C.psychrerythraea.genome.fa}\\
+
+This search will take about an hour. Let's look at the first,
+highest-scoring hit:
+
+{\samepage
+\begin{sreoutput}
+>gi|71143482|gb|CP000083.1|
+
+ Plus strand results:
+
+ Query = 19 - 87, Target = 1401709 - 1401775
+ Score = 39.23, E = 1.539e-06, P = 5.847e-13, GC = 45
+
+ (((((((,,,<<<-<<<_______>>>->>>,,,,,,,,<<<<<<_________>>>>>>
+ 19 ACucauaUAagcCcGaGAAUAUGGCuCgGgcGUuUCUACcgggcgACCGuAAAucgcccg 78
+ ::UC:UAUAA:CCC: : AUAUGG: :GGG:GU+UCUACC:GG: C UAA :CC:G
+ 1401709 CUUCGUAUAACCCCAGUGAUAUGGAUUGGGGGUCUCUACCAGGAACCAAUAA--AUCCUG 1401766
+
+ ,,)))))))
+ 79 ACuaugaGU 87
+ A UA:GA::
+ 1401767 AUUACGAAG 1401775
+\end{sreoutput}
+}
+
+This hit looks very promising. As before, even with a good E-value
+(this one is 1.539e-06), a hit is not necessarily a real homolog, but
+this hit is definitely worth looking at more closely. The
+\prog{cmsearch} alignment is showing us that the loop regions have
+high primary sequence conservation and the stems exhibit
+compensatory mutations. The figure below on the left shows the
+sequence and structure of the putative homolog. To me (and hopefully to you) this
+hit is convincing.
+
+\subsubsection{iteration 2, step 3: add new homolog to training alignment}
+To save time we've extracted this sequence from the genome and saved
+it as \prog{purine.psych.fa}. Let's align it our model:
+
+\user{cmalign -o purine.3.sto --withali purine.2.sto purine.2.cm purine.psych.fa}\\
+
+This alignment is depicted in the structure on the right below. Each
+column of the alignment is represented by a residue. Lowercase
+residues indicate positions where are least one sequence is a gap.
+For single-stranded residues: Ns denote any column that does not have
+identical residues in all three sequences, and non-Ns indicate all
+three sequence are identical. Any base-pair for which at least two
+distinct Watson-Crick or U-G/G-U pairs are present are indicated by
+open circles. Notice that 16 of the 20 base pairs show compensatory
+mutations between at least two of our three sequences.
+
+Now that we've added a new homolog, we're ready for another round of
+iterative search. However, this is as far as we'll go with the guided
+tutorial.
+
+This example was contrived to showcase the power of CMs to detect
+homologous structural RNAs with very little primary sequence
+conservation. The iterative approach is a powerful one, and we'd love
+to be able to automate it, but we haven't tried. Mainly because we're
+seriously impeded by the incredibly slow calibration step. As E-values
+for CMs become more completely understood, we hope to be able to
+streamline calibration and implement automated iterative search
+routines.
+
+\includegraphics[scale=0.5]{Figures/purine3_full}
+\includegraphics[scale=0.5]{Figures/purineC_full}
+
+%Now that you've seen some examples of what
+%\software{infernal} can do, you're ready to do your own RNA sequence
+%analysis with CMs.
+
+% END ITERATIVE SEARCH SECTION
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\subsection{Parallelizing search, alignment and calibration with Message Passing
+ Interface (MPI)}
+As mentioned in the Installation section, four of
+the seven \software{infernal} programs can be run in parallel using
+MPI: \prog{cmalign}, \prog{cmcalibrate}, \prog{cmscore} and \prog{cmsearch}.
+These programs must be run using \prog{mpirun}. These MPI programs are
+under current development, and we have only tested them using the LAM
+and OpenMPI implementations of MPI\@. Here are example runs using LAM:
+
+\user{mpirun C cmsearch --mpi query.cm target.fa}\\
+
+\user{mpirun C cmcalibrate --mpi query.cm}\\
+
+\user{mpirun C cmalign --mpi query.cm target.fa}\\
+
+\user{mpirun C cmscore --mpi query.cm}\\
+
+\subsection{Getting more information}
+
+For a quick refresher on the command line usage of any program and its
+commonly used options, just type the name of the program with no other
+arguments: e.g.\
+
+\user{cmemit}\\
+
+and you'll get a brief help:
+
+\begin{sreoutput}
+> cmemit
+Incorrect number of command line arguments.
+Usage: cmemit [-options] <cmfile> <sequence output file>
+
+ where basic options are:
+ -h : show brief help on version and usage
+ -n <n> : generate <n> sequences [10] (n>0)
+ -u : write generated sequences as unaligned FASTA [default]
+ -a : write generated sequences as a STOCKHOLM alignment
+ -c : generate a single "consensus" sequence only
+ -l : local; emit from a locally configured model
+ -s <n> : set random number generator seed to <n> (n>0)
+ --devhelp : show list of otherwise undocumented developer options
+
+To see more help on other available options, do cmemit -h
+\end{sreoutput}
+To see more help on other available options, do \prog{cmemit -h}
+
+\user{cmemit -h}\\
+
+\begin{sreoutput}
+<[my_tutorial]> ../../src/cmemit -h
+# cmemit :: generate sequences from a covariance model
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+Usage: cmemit [-options] <cmfile> <sequence output file>
+
+where general options are:
+ -h : show brief help on version and usage
+ -n <n> : generate <n> sequences [10] (n>0)
+ -u : write generated sequences as unaligned FASTA [default]
+ -a : write generated sequences as a STOCKHOLM alignment
+ -c : generate a single "consensus" sequence only
+ -l : local; emit from a locally configured model
+ -s <n> : set random number generator seed to <n> (n>0)
+ --devhelp : show list of otherwise undocumented developer options
+
+miscellaneous output options are:
+ --rna : output alignment as RNA sequence data [default]
+ --dna : output alignment as DNA (not RNA) sequence data
+ --tfile <f> : dump parsetrees to file <f>
+
+expert options:
+ --exp <x> : exponentiate CM probabilities by <x> before emitting (x>0)
+ --begin <n> : truncate alignment, begin at match column <n> (n>=1)
+ --end <n> : truncate alignment, end at match column <n> (n>=1)
+\end{sreoutput}
+
+More detailed information on usage and command line options is
+available in UNIX manual pages. If they have been installed for your
+system, you can see this information with, e.g.:
+
+\user{man cmalign}\\
+
+If they have not been installed, you can open them by specifying the
+full path to the manual page files, for example:
+
+\user{man ../infernal-1.0.2/documentation/manpages/cmalign.man}\\
+
+Copies of the man pages are also provided at the end of this guide.
+
+
diff --git a/easel/00README b/easel/00README
new file mode 100644
index 0000000..44b5b02
--- /dev/null
+++ b/easel/00README
@@ -0,0 +1,34 @@
+Easel - a library of C functions for biological sequence analysis
+http://easel.janelia.org/
+Version @EASEL_VERSION@; @EASEL_DATE@
+ at EASEL_COPYRIGHT@
+------------------------------------------------------------------
+
+Easel is a C code library for computational analysis of biological
+sequences using probabilistic models. Easel is used by HMMER, the
+profile hidden Markov model software that underlies the Pfam protein
+families database, and by Infernal, the profile stochastic
+context-free grammar software that underlies the Rfam RNA family
+database. Like any code library, Easel aims to make applications more
+robust and easier to develop, by providing a set of reusable,
+documented, and well-tested functions.
+
+Other files to read in the top-level source directory:
+
+ INSTALL Brief installation instructions.
+ Userguide.pdf The Easel User's Guide.
+ RELEASE-NOTES Notes for this release.
+ COPYRIGHT Copyright and license information.
+ LICENSE The Janelia Farm Software License.
+
+To get started after installation, see the Easel User's Guide
+(Userguide.pdf).
+
+------------------------------------------------------------------
+Sean Eddy
+HHMI Janelia Farm Research Campus
+
+
+
+
+
diff --git a/easel/COPYRIGHT b/easel/COPYRIGHT
new file mode 100644
index 0000000..f6f51cc
--- /dev/null
+++ b/easel/COPYRIGHT
@@ -0,0 +1,27 @@
+Easel - a library of C functions for biological sequence analysis
+ at EASEL_COPYRIGHT@
+
+Additional copyrights apply to the package:
+Copyright (C) 2004-2008 Sean R. Eddy
+Copyright (C) 2006-2008 Howard Hughes Medical Institute
+
+Easel also includes pieces of copyrighted and licensed code from a
+variety of sources and contributors, as noted in the appropriate
+places in individual files. Copyright holders and contributors
+include:
+
+ Free Software Foundation, Inc. configure
+ Matteo Frigo aclocal.m4
+ Steven G. Johnson aclocal.m4
+ Stephen Moshier esl_sse.c,esl_vmx.c
+ Julien Pommier esl_sse.c,esl_vmx.c
+ Christophe Tournayre aclocal.m4
+ David Wheeler easel.c::esl_tmpfile()
+ University of Toronto esl_regexp.c
+
+The Easel library is freely modifiable and redistributable under the
+Janelia Farm Software License, a BSD license. See the file LICENSE for
+details.
+
+
+
diff --git a/easel/INSTALL b/easel/INSTALL
new file mode 100644
index 0000000..4d991fe
--- /dev/null
+++ b/easel/INSTALL
@@ -0,0 +1,31 @@
+Brief installation instructions
+Easel @EASEL_VERSION@; @EASEL_DATE@
+SRE, Mon Mar 24 09:05:20 2008
+-------------------------------------------------------------
+
+Starting from a source distribution, easel- at EASEL_VERSION@.tar.gz:
+ Uncompress: uncompress easel- at EASEL_VERSION@.tar.gz
+ Unpack: tar xf easel- at EASEL_VERSION@.tar
+ Move into new directory: cd easel- at EASEL_VERSION@
+ Configure: ./configure
+ Build: make
+ Automated tests: make check
+ Automated install: make install
+
+
+For information on more expert customization options available to you
+in the configuration and the Makefiles, see the Installation chapter
+in the Easel User's Guide (Userguide.pdf).
+
+Easel is developed on Linux, and tested on a variety of UNIX and
+UNIX-like operating systems, including Apple OS/X. It is written in
+ANSI C99 and should build cleanly on any system with an ANSI C99
+compiler, including Microsoft Windows.
+
+-------------------------------------------------------------
+
+
+
+
+
+
diff --git a/easel/LICENSE b/easel/LICENSE
new file mode 100644
index 0000000..49eacb7
--- /dev/null
+++ b/easel/LICENSE
@@ -0,0 +1,32 @@
+The Janelia Farm Software License
+
+Redistribution and use in source and binary forms, with or without
+modification, are permitted provided that the following conditions are
+met:
+
+ 1. Redistributions of source code must retain the above copyright
+ notice, this list of conditions and the following disclaimer.
+
+ 2. Redistributions in binary form must reproduce the above copyright
+ notice, this list of conditions and the following disclaimer in
+ the documentation and/or other materials provided with the
+ distribution.
+
+ 3. Neither the name of the Howard Hughes Medical Institute nor the
+ names of its contributors may be used to endorse or promote
+ products derived from this software without specific prior written
+ permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
+"AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
+LIMITED TO, ANY IMPLIED WARRANTIES OF MERCHANTABILITY,
+NON-INFRINGEMENT, OR FITNESS FOR A PARTICULAR PURPOSE ARE
+DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE
+LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
+CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
+SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS;
+REASONABLE ROYALTIES; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON
+ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR
+TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE
+USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH
+DAMAGE.
diff --git a/easel/LICENSE.csh.in b/easel/LICENSE.csh.in
new file mode 100644
index 0000000..53674f1
--- /dev/null
+++ b/easel/LICENSE.csh.in
@@ -0,0 +1,5 @@
+setenv EASEL_VERSION @EASEL_VERSION@
+setenv EASEL_DATE "@EASEL_DATE@"
+setenv EASEL_COPYRIGHT "@EASEL_COPYRIGHT@"
+setenv EASEL_LICENSE "@EASEL_LICENSE@"
+
diff --git a/easel/Makefile.in b/easel/Makefile.in
new file mode 100644
index 0000000..ad5f7e4
--- /dev/null
+++ b/easel/Makefile.in
@@ -0,0 +1,279 @@
+# Makefile for Easel
+# SVN $Id: Makefile.in 398 2009-10-11 22:12:49Z nawrockie $
+SHELL = /bin/sh
+
+# Installation targets
+#
+prefix = @prefix@
+exec_prefix = @exec_prefix@
+datarootdir = @datarootdir@
+LIBDIR = @libdir@
+INCLUDEDIR = @includedir@
+BINDIR = @bindir@
+MANDIR = @mandir@
+PDFDIR = @pdfdir@
+
+# Compiler configuration
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+AR = @AR@ rcv
+LN = ln
+RANLIB = @RANLIB@
+LDFLAGS = -static @LDFLAGS@
+SIMDFLAGS= @SIMD_CFLAGS@
+CPPFLAGS = @CPPFLAGS@
+LIBGSL = @LIBGSL@
+
+#######
+## You should not need to modify below this line.
+#######
+
+PACKAGE = @PACKAGE_NAME@
+BASENAME = @PACKAGE_TARNAME@
+RELEASE = @EASEL_VERSION@
+RELEASEDATE = "@EASEL_DATE@"
+COPYRIGHT = "@EASEL_COPYRIGHT@"
+LICENSELINE = "@EASEL_LICENSE@"
+COMPRESS = gzip
+
+# Code manifests
+#
+HEADERS = \
+ easel.h\
+ esl_alphabet.h\
+ esl_cluster.h\
+ esl_dirichlet.h\
+ esl_distance.h\
+ esl_dmatrix.h\
+ esl_exponential.h\
+ esl_fileparser.h\
+ esl_gamma.h\
+ esl_getopts.h\
+ esl_gev.h\
+ esl_gumbel.h\
+ esl_histogram.h\
+ esl_hyperexp.h\
+ esl_keyhash.h\
+ esl_minimizer.h\
+ esl_mixgev.h\
+ esl_mpi.h\
+ esl_msa.h\
+ esl_msacluster.h\
+ esl_msashuffle.h\
+ esl_msaweight.h\
+ esl_normal.h\
+ esl_paml.h\
+ esl_random.h\
+ esl_randomseq.h\
+ esl_ratematrix.h\
+ esl_regexp.h\
+ esl_rootfinder.h\
+ esl_scorematrix.h\
+ esl_sq.h\
+ esl_sqio.h\
+ esl_sse.h\
+ esl_ssi.h\
+ esl_stack.h\
+ esl_stats.h\
+ esl_stopwatch.h\
+ esl_stretchexp.h\
+ esl_swat.h\
+ esl_tree.h\
+ esl_vectorops.h\
+ esl_vmx.h\
+ esl_weibull.h\
+ esl_wuss.h
+
+OBJS = \
+ easel.o\
+ esl_alphabet.o\
+ esl_cluster.o\
+ esl_dirichlet.o\
+ esl_distance.o\
+ esl_dmatrix.o\
+ esl_exponential.o\
+ esl_fileparser.o\
+ esl_gamma.o\
+ esl_getopts.o\
+ esl_gev.o\
+ esl_gumbel.o\
+ esl_histogram.o\
+ esl_hyperexp.o\
+ esl_keyhash.o\
+ esl_minimizer.o\
+ esl_mixgev.o\
+ esl_mpi.o\
+ esl_msa.o\
+ esl_msacluster.o\
+ esl_msashuffle.o\
+ esl_msaweight.o\
+ esl_normal.o\
+ esl_paml.o\
+ esl_random.o\
+ esl_randomseq.o\
+ esl_ratematrix.o\
+ esl_regexp.o\
+ esl_rootfinder.o\
+ esl_scorematrix.o\
+ esl_sq.o\
+ esl_sqio.o\
+ esl_sse.o\
+ esl_ssi.o\
+ esl_stack.o\
+ esl_stats.o\
+ esl_stopwatch.o\
+ esl_stretchexp.o\
+ esl_swat.o\
+ esl_tree.o\
+ esl_vectorops.o\
+ esl_vmx.o\
+ esl_weibull.o\
+ esl_wuss.o
+
+all: libeasel.a
+ (cd miniapps; make)
+
+.c.o:
+ ${CC} -I. ${CFLAGS} ${SIMDFLAGS} ${DEFS} -c $<
+
+libeasel.a: $(OBJS)
+ $(AR) libeasel.a $(OBJS)
+ $(RANLIB) libeasel.a
+ chmod 644 libeasel.a
+
+# install: installs libeasel.a in LIBDIR/
+# installs Easel headers in INCLUDEDIR/
+# installs miniapp binaries in BINDIR/
+#
+# All install paths are prefaced with DESTDIR/ to facilitate
+# building RPMS in Linux distros. Usually DESTDIR is empty.
+#
+install:
+ mkdir -p ${DESTDIR}${LIBDIR}
+ mkdir -p ${DESTDIR}${INCLUDEDIR}
+ mkdir -p ${DESTDIR}${BINDIR}
+ cp libeasel.a ${DESTDIR}${LIBDIR}/
+ for file in ${HEADERS}; do\
+ cp $$file ${DESTDIR}${INCLUDEDIR}/;\
+ done
+ (cd miniapps; make install)
+
+# `make check`: run user testsuite
+check:
+ (cd testsuite; make check)
+
+
+clean:
+ -rm -f ${OBJS} libeasel.a
+ -rm -f *~ TAGS
+ -rm -f *.gcno *.gcda *.gcov
+ -rm -f core.[0-9]*
+ -rm -f config.log config.status
+ -rm -f example test testdrive stats
+ if test -d documentation; then (cd documentation; make clean); fi
+ if test -d testsuite; then (cd testsuite; make clean); fi
+ if test -d miniapps; then (cd miniapps; make clean); fi
+
+distclean:
+ make clean
+ -rm esl_config.h
+ -rm -rf autom4te.cache
+ if test -d documentation; then (cd documentation; make distclean); fi
+ if test -d testsuite; then (cd testsuite; make distclean); fi
+ if test -d miniapps; then (cd miniapps; make distclean); fi
+ -rm LICENSE.csh
+ -rm Makefile
+
+#######
+## Targets below this line are meant for developers, not users.
+## Some may only work in context of a developer's Subversion working directory.
+#######
+
+# 'make REPOSITORY=... dist' : create a new distribution tarball
+#
+dist:
+ # Make sure we pointed the make dist to a subversion repository
+ @if test x${REPOSITORY} = 'x'; then\
+ echo "REPOSITORY isn't set; use make REPOSITORY=... dist";\
+ exit 1;\
+ fi
+ # Delete any old versions of the same release
+ @if test -d ../${BASENAME}-${RELEASE}; then rm -rf ../${BASENAME}-${RELEASE}; fi
+ @if test -e ../${BASENAME}-${RELEASE}.tar; then rm -f ../${BASENAME}-${RELEASE}.tar; fi
+ @if test -e ../${BASENAME}-${RELEASE}.tar.Z; then rm -f ../${BASENAME}-${RELEASE}.tar.Z; fi
+ @if test -e ../${BASENAME}-${RELEASE}.tar.gz; then rm -f ../${BASENAME}-${RELEASE}.tar.gz; fi
+ # Export the release from Subversion control
+ svn export ${REPOSITORY} ../${BASENAME}-${RELEASE}
+ # Make the configure script from configure.ac
+ (cd ../${BASENAME}-${RELEASE}; autoconf)
+ # We'll need some basic Makefiles
+ (cd ../${BASENAME}-${RELEASE}/; ./configure)
+ # Set file permissions.
+ find ../${BASENAME}-${RELEASE} -type f -exec chmod +r {} \;
+ chmod +x ../${BASENAME}-${RELEASE}/devkit/sqc
+ chmod +x ../${BASENAME}-${RELEASE}/devkit/autodoc
+ # Compile the PDF documentation and move it to top level dir
+ (cd ../${BASENAME}-${RELEASE}/documentation/; make pdf)
+ mv ../${BASENAME}-${RELEASE}/documentation/current.pdf ../${BASENAME}-${RELEASE}/Userguide.pdf
+ # Attach license stamps by replacing LICENSE keyword everywhere
+ find ../${BASENAME}-${RELEASE} -type f -exec devkit/sedition-pp LICENSE LICENSE.tag {} \;
+ # Other keyword replacements
+ devkit/sedition RELEASE ${RELEASE} RELEASEDATE ${RELEASEDATE} COPYRIGHT ${COPYRIGHT} ../${BASENAME}-${RELEASE}/00README
+ devkit/sedition RELEASE ${RELEASE} ../${BASENAME}-${RELEASE}/INSTALL
+ # Cleanup
+ (cd ../${BASENAME}-${RELEASE}/; make implode)
+ (cd ../${BASENAME}-${RELEASE}/; make distclean)
+ # Packaging
+ (cd ..; tar cvf ${BASENAME}-${RELEASE}.tar ${BASENAME}-${RELEASE})
+ (cd ..; ${COMPRESS} ${BASENAME}-${RELEASE}.tar)
+
+# `make dcheck`: run developer testsuite, save output in testsuite/dcheck.report
+dcheck:
+ (cd testsuite; make dcheck)
+
+# The "implode" target is used when we've got Easel as a subdirectory
+# of a larger project, like Infernal or HMMER, and we're building a
+# distribution for that larger project. We remove any "personal
+# information" from Easel. Eventually that'd include our bug tracking,
+# for instance, but right now there's nothing to do.
+implode:
+ -rm -f 00CHECKLIST
+ -rm -f LICENSE.tag
+
+tags:
+ etags *.c *.h *.tex documentation/*.tex miniapps/*.c miniapps/*.man Makefile.in
+
+# "supertags": a tags table for all Easel, HMMER, Infernal source.
+# This lets me make changes in Easel, then propagate
+# necessary modifications throughout code that depends
+# on Easel.
+# The target depends on how I have my source directories
+# laid out (~src/hmmer, ~src/infernal)
+supertags:
+ etags *.c *.h *.tex documentation/*.tex
+ etags -a miniapps/*.c miniapps/*.man Makefile.in
+ etags -a ~/src/hmmer/src/*.c ~/src/hmmer/src/*.h
+ etags -a ~/src/hmmer/Makefile.in ~/src/hmmer/src/Makefile.in
+ etags -a ~/src/infernal/src/*.c ~/src/infernal/src/*.h
+ etags -a ~/src/infernal/testsuite/*.c
+ etags -a ~/src/infernal/Makefile.in ~/src/infernal/src/Makefile.in
+
+# magic SVN for setting keyword ID replacement on a new module foo:
+# svn propset svn:keywords "Id" foo.[ch]
+
+#################################################################
+## For building as a library with an SSU-ALIGN distribution.
+##
+ssu:
+ cp miniapps/esl-alimanip miniapps/ssu-esl-alimanip
+ cp miniapps/esl-seqstat miniapps/ssu-esl-seqstat
+ cp miniapps/esl-sfetch miniapps/ssu-esl-sfetch
+ cp miniapps/esl-ssdraw miniapps/ssu-esl-ssdraw
+ cp miniapps/esl-weight miniapps/ssu-esl-weight
+
+################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+################################################################
diff --git a/easel/aclocal.m4 b/easel/aclocal.m4
new file mode 100644
index 0000000..4e31df0
--- /dev/null
+++ b/easel/aclocal.m4
@@ -0,0 +1,833 @@
+# aclocal.m4 contains custom macros used for creating HMMER's
+# configuration script.
+#
+# SRE, Sun Apr 22 09:26:38 2007 [Janelia]
+# SVN $Id: aclocal.m4 279 2008-07-12 13:17:06Z eddys $
+
+#################################################################
+# Macro: CHECK_GNU_MAKE
+# Usage: CHECK_GNU_MAKE
+# Author: John Darrington <j.darrington at elvis.murdoch.edu.au>
+# Modified from the original.
+#
+# Sets the format of makefile dependency lines for executables.
+#
+# We need this because GNU make and SYSV make use different systems
+# specifying variables for dependencies: $$@ in sysv, %: %.o in GNU.
+# Would love to hear a better way of doing this.
+#
+# I use two different conventions in my Makefiles. Sometimes
+# executable "foo" has a file "foo.c" - this is the HMMER, Easel, Infernal convention.
+# Sometimes executable "foo" has a file "foo_main.c" - this is
+# the SQUID convention. The configure script sets the
+# EXEC_DEPENDENCY appropriately: here, HMMER style.
+#
+# Sets an output variable EXEC_DEPENDENCY.
+# This is used in the src/Makefile.in.
+#
+AC_DEFUN(CHECK_GNU_MAKE,[
+ AC_MSG_CHECKING(whether your make is GNU make)
+ foundGNUmake='nope, assuming sysv make.' ;
+ EXEC_DEPENDENCY=[\$\$\@.o] ;
+ if ( make --version nothing 2> /dev/null | grep GNU > /dev/null ) ; then
+ foundGNUmake='yes, it is.' ;
+ EXEC_DEPENDENCY='%: %.o' ;
+ fi
+ AC_MSG_RESULT($foundGNUmake)
+ AC_SUBST(EXEC_DEPENDENCY)
+])
+
+
+################################################################
+# Macro: ACX_MPI
+# Usage: ACX_MPI([ACTION-IF-FOUND[, ACTION-IF-NOT-FOUND]])
+# Authors: Steven G. Johnson and Julian C. Cummings
+# Version: 2006-10-22
+# Unmodified from the original; can be replaced with new version.
+#
+# xref http://autoconf-archive.cryp.to/acx_mpi.html
+# Sets MPICC, MPILIBS output variable.
+# If ACTION-IF-FOUND is not specified, default action defines HAVE_MPI.
+#
+AC_DEFUN([ACX_MPI], [
+AC_PREREQ(2.50) dnl for AC_LANG_CASE
+
+AC_LANG_CASE([C], [
+ AC_REQUIRE([AC_PROG_CC])
+ AC_ARG_VAR(MPICC,[MPI C compiler command])
+ AC_CHECK_PROGS(MPICC, mpicc hcc mpxlc_r mpxlc mpcc cmpicc, $CC)
+ acx_mpi_save_CC="$CC"
+ CC="$MPICC"
+ AC_SUBST(MPICC)
+],
+[C++], [
+ AC_REQUIRE([AC_PROG_CXX])
+ AC_ARG_VAR(MPICXX,[MPI C++ compiler command])
+ AC_CHECK_PROGS(MPICXX, mpic++ mpicxx mpiCC hcp mpxlC_r mpxlC mpCC cmpic++, $CXX)
+ acx_mpi_save_CXX="$CXX"
+ CXX="$MPICXX"
+ AC_SUBST(MPICXX)
+],
+[Fortran 77], [
+ AC_REQUIRE([AC_PROG_F77])
+ AC_ARG_VAR(MPIF77,[MPI Fortran 77 compiler command])
+ AC_CHECK_PROGS(MPIF77, mpif77 hf77 mpxlf_r mpxlf mpf77 cmpifc, $F77)
+ acx_mpi_save_F77="$F77"
+ F77="$MPIF77"
+ AC_SUBST(MPIF77)
+],
+[Fortran], [
+ AC_REQUIRE([AC_PROG_FC])
+ AC_ARG_VAR(MPIFC,[MPI Fortran compiler command])
+ AC_CHECK_PROGS(MPIFC, mpif90 mpxlf95_r mpxlf90_r mpxlf95 mpxlf90 mpf90 cmpif90c, $FC)
+ acx_mpi_save_FC="$FC"
+ FC="$MPIFC"
+ AC_SUBST(MPIFC)
+])
+
+if test x = x"$MPILIBS"; then
+ AC_LANG_CASE([C], [AC_CHECK_FUNC(MPI_Init, [MPILIBS=" "])],
+ [C++], [AC_CHECK_FUNC(MPI_Init, [MPILIBS=" "])],
+ [Fortran 77], [AC_MSG_CHECKING([for MPI_Init])
+ AC_LINK_IFELSE([AC_LANG_PROGRAM([],[ call MPI_Init])],[MPILIBS=" "
+ AC_MSG_RESULT(yes)], [AC_MSG_RESULT(no)])],
+ [Fortran], [AC_MSG_CHECKING([for MPI_Init])
+ AC_LINK_IFELSE([AC_LANG_PROGRAM([],[ call MPI_Init])],[MPILIBS=" "
+ AC_MSG_RESULT(yes)], [AC_MSG_RESULT(no)])])
+fi
+AC_LANG_CASE([Fortran 77], [
+ if test x = x"$MPILIBS"; then
+ AC_CHECK_LIB(fmpi, MPI_Init, [MPILIBS="-lfmpi"])
+ fi
+ if test x = x"$MPILIBS"; then
+ AC_CHECK_LIB(fmpich, MPI_Init, [MPILIBS="-lfmpich"])
+ fi
+],
+[Fortran], [
+ if test x = x"$MPILIBS"; then
+ AC_CHECK_LIB(fmpi, MPI_Init, [MPILIBS="-lfmpi"])
+ fi
+ if test x = x"$MPILIBS"; then
+ AC_CHECK_LIB(mpichf90, MPI_Init, [MPILIBS="-lmpichf90"])
+ fi
+])
+if test x = x"$MPILIBS"; then
+ AC_CHECK_LIB(mpi, MPI_Init, [MPILIBS="-lmpi"])
+fi
+if test x = x"$MPILIBS"; then
+ AC_CHECK_LIB(mpich, MPI_Init, [MPILIBS="-lmpich"])
+fi
+
+dnl We have to use AC_TRY_COMPILE and not AC_CHECK_HEADER because the
+dnl latter uses $CPP, not $CC (which may be mpicc).
+AC_LANG_CASE([C], [if test x != x"$MPILIBS"; then
+ AC_MSG_CHECKING([for mpi.h])
+ AC_TRY_COMPILE([#include <mpi.h>],[],[AC_MSG_RESULT(yes)], [MPILIBS=""
+ AC_MSG_RESULT(no)])
+fi],
+[C++], [if test x != x"$MPILIBS"; then
+ AC_MSG_CHECKING([for mpi.h])
+ AC_TRY_COMPILE([#include <mpi.h>],[],[AC_MSG_RESULT(yes)], [MPILIBS=""
+ AC_MSG_RESULT(no)])
+fi],
+[Fortran 77], [if test x != x"$MPILIBS"; then
+ AC_MSG_CHECKING([for mpif.h])
+ AC_COMPILE_IFELSE([AC_LANG_PROGRAM([],[ include 'mpif.h'])],[AC_MSG_RESULT(yes)], [MPILIBS=""
+ AC_MSG_RESULT(no)])
+fi],
+[Fortran], [if test x != x"$MPILIBS"; then
+ AC_MSG_CHECKING([for mpif.h])
+ AC_COMPILE_IFELSE([AC_LANG_PROGRAM([],[ include 'mpif.h'])],[AC_MSG_RESULT(yes)], [MPILIBS=""
+ AC_MSG_RESULT(no)])
+fi])
+
+AC_LANG_CASE([C], [CC="$acx_mpi_save_CC"],
+ [C++], [CXX="$acx_mpi_save_CXX"],
+ [Fortran 77], [F77="$acx_mpi_save_F77"],
+ [Fortran], [FC="$acx_mpi_save_FC"])
+
+AC_SUBST(MPILIBS)
+
+# Finally, execute ACTION-IF-FOUND/ACTION-IF-NOT-FOUND:
+if test x = x"$MPILIBS"; then
+ $2
+ :
+else
+ ifelse([$1],,[AC_DEFINE(HAVE_MPI,1,[Define if you have the MPI library.])],[$1])
+ :
+fi
+])dnl ACX_MPI
+
+
+
+#################################################################
+# Macro: ACX_PTHREAD
+# Usage: ACX_PTHREAD([ACTION-IF-FOUND[, ACTION-IF-NOT-FOUND]])
+# Authors: Steven G. Johnson <stevenj at alum.mit.edu>
+# Alejandro Forero Cuervo <bachue at bachue.com>
+# Version: 1.9 (2004/02/23)
+# Source: http://www.gnu.org/software/ac-archive/htmldoc/acx_pthread.html
+# Everything below is verbatim from the archive. DO NOT MODIFY IT.
+#
+dnl Available from the GNU Autoconf Macro Archive at:
+dnl http://www.gnu.org/software/ac-archive/htmldoc/acx_pthread.html
+dnl
+AC_DEFUN([ACX_PTHREAD], [
+AC_REQUIRE([AC_CANONICAL_HOST])
+AC_LANG_SAVE
+AC_LANG_C
+acx_pthread_ok=no
+
+# We used to check for pthread.h first, but this fails if pthread.h
+# requires special compiler flags (e.g. on True64 or Sequent).
+# It gets checked for in the link test anyway.
+
+# First of all, check if the user has set any of the PTHREAD_LIBS,
+# etcetera environment variables, and if threads linking works using
+# them:
+if test x"$PTHREAD_LIBS$PTHREAD_CFLAGS" != x; then
+ save_CFLAGS="$CFLAGS"
+ CFLAGS="$CFLAGS $PTHREAD_CFLAGS"
+ save_LIBS="$LIBS"
+ LIBS="$PTHREAD_LIBS $LIBS"
+ AC_MSG_CHECKING([for pthread_join in LIBS=$PTHREAD_LIBS with CFLAGS=$PTHREAD_CFLAGS])
+ AC_TRY_LINK_FUNC(pthread_join, acx_pthread_ok=yes)
+ AC_MSG_RESULT($acx_pthread_ok)
+ if test x"$acx_pthread_ok" = xno; then
+ PTHREAD_LIBS=""
+ PTHREAD_CFLAGS=""
+ fi
+ LIBS="$save_LIBS"
+ CFLAGS="$save_CFLAGS"
+fi
+
+# We must check for the threads library under a number of different
+# names; the ordering is very important because some systems
+# (e.g. DEC) have both -lpthread and -lpthreads, where one of the
+# libraries is broken (non-POSIX).
+
+# Create a list of thread flags to try. Items starting with a "-" are
+# C compiler flags, and other items are library names, except for "none"
+# which indicates that we try without any flags at all, and "pthread-config"
+# which is a program returning the flags for the Pth emulation library.
+
+acx_pthread_flags="pthreads none -Kthread -kthread lthread -pthread -pthreads -mthreads pthread --thread-safe -mt pthread-config"
+
+# The ordering *is* (sometimes) important. Some notes on the
+# individual items follow:
+
+# pthreads: AIX (must check this before -lpthread)
+# none: in case threads are in libc; should be tried before -Kthread and
+# other compiler flags to prevent continual compiler warnings
+# -Kthread: Sequent (threads in libc, but -Kthread needed for pthread.h)
+# -kthread: FreeBSD kernel threads (preferred to -pthread since SMP-able)
+# lthread: LinuxThreads port on FreeBSD (also preferred to -pthread)
+# -pthread: Linux/gcc (kernel threads), BSD/gcc (userland threads)
+# -pthreads: Solaris/gcc
+# -mthreads: Mingw32/gcc, Lynx/gcc
+# -mt: Sun Workshop C (may only link SunOS threads [-lthread], but it
+# doesn't hurt to check since this sometimes defines pthreads too;
+# also defines -D_REENTRANT)
+# pthread: Linux, etcetera
+# --thread-safe: KAI C++
+# pthread-config: use pthread-config program (for GNU Pth library)
+
+case "${host_cpu}-${host_os}" in
+ *solaris*)
+
+ # On Solaris (at least, for some versions), libc contains stubbed
+ # (non-functional) versions of the pthreads routines, so link-based
+ # tests will erroneously succeed. (We need to link with -pthread or
+ # -lpthread.) (The stubs are missing pthread_cleanup_push, or rather
+ # a function called by this macro, so we could check for that, but
+ # who knows whether they'll stub that too in a future libc.) So,
+ # we'll just look for -pthreads and -lpthread first:
+
+ acx_pthread_flags="-pthread -pthreads pthread -mt $acx_pthread_flags"
+ ;;
+esac
+
+if test x"$acx_pthread_ok" = xno; then
+for flag in $acx_pthread_flags; do
+
+ case $flag in
+ none)
+ AC_MSG_CHECKING([whether pthreads work without any flags])
+ ;;
+
+ -*)
+ AC_MSG_CHECKING([whether pthreads work with $flag])
+ PTHREAD_CFLAGS="$flag"
+ ;;
+
+ pthread-config)
+ AC_CHECK_PROG(acx_pthread_config, pthread-config, yes, no)
+ if test x"$acx_pthread_config" = xno; then continue; fi
+ PTHREAD_CFLAGS="`pthread-config --cflags`"
+ PTHREAD_LIBS="`pthread-config --ldflags` `pthread-config --libs`"
+ ;;
+
+ *)
+ AC_MSG_CHECKING([for the pthreads library -l$flag])
+ PTHREAD_LIBS="-l$flag"
+ ;;
+ esac
+
+ save_LIBS="$LIBS"
+ save_CFLAGS="$CFLAGS"
+ LIBS="$PTHREAD_LIBS $LIBS"
+ CFLAGS="$CFLAGS $PTHREAD_CFLAGS"
+
+ # Check for various functions. We must include pthread.h,
+ # since some functions may be macros. (On the Sequent, we
+ # need a special flag -Kthread to make this header compile.)
+ # We check for pthread_join because it is in -lpthread on IRIX
+ # while pthread_create is in libc. We check for pthread_attr_init
+ # due to DEC craziness with -lpthreads. We check for
+ # pthread_cleanup_push because it is one of the few pthread
+ # functions on Solaris that doesn't have a non-functional libc stub.
+ # We try pthread_create on general principles.
+ AC_TRY_LINK([#include <pthread.h>],
+ [pthread_t th; pthread_join(th, 0);
+ pthread_attr_init(0); pthread_cleanup_push(0, 0);
+ pthread_create(0,0,0,0); pthread_cleanup_pop(0); ],
+ [acx_pthread_ok=yes])
+
+ LIBS="$save_LIBS"
+ CFLAGS="$save_CFLAGS"
+
+ AC_MSG_RESULT($acx_pthread_ok)
+ if test "x$acx_pthread_ok" = xyes; then
+ break;
+ fi
+
+ PTHREAD_LIBS=""
+ PTHREAD_CFLAGS=""
+done
+fi
+
+# Various other checks:
+if test "x$acx_pthread_ok" = xyes; then
+ save_LIBS="$LIBS"
+ LIBS="$PTHREAD_LIBS $LIBS"
+ save_CFLAGS="$CFLAGS"
+ CFLAGS="$CFLAGS $PTHREAD_CFLAGS"
+
+ # Detect AIX lossage: threads are created detached by default
+ # and the JOINABLE attribute has a nonstandard name (UNDETACHED).
+ AC_MSG_CHECKING([for joinable pthread attribute])
+ AC_TRY_LINK([#include <pthread.h>],
+ [int attr=PTHREAD_CREATE_JOINABLE;],
+ ok=PTHREAD_CREATE_JOINABLE, ok=unknown)
+ if test x"$ok" = xunknown; then
+ AC_TRY_LINK([#include <pthread.h>],
+ [int attr=PTHREAD_CREATE_UNDETACHED;],
+ ok=PTHREAD_CREATE_UNDETACHED, ok=unknown)
+ fi
+ if test x"$ok" != xPTHREAD_CREATE_JOINABLE; then
+ AC_DEFINE(PTHREAD_CREATE_JOINABLE, $ok,
+ [Define to the necessary symbol if this constant
+ uses a non-standard name on your system.])
+ fi
+ AC_MSG_RESULT(${ok})
+ if test x"$ok" = xunknown; then
+ AC_MSG_WARN([we do not know how to create joinable pthreads])
+ fi
+
+ AC_MSG_CHECKING([if more special flags are required for pthreads])
+ flag=no
+ case "${host_cpu}-${host_os}" in
+ *-aix* | *-freebsd*) flag="-D_THREAD_SAFE";;
+ *solaris* | *-osf* | *-hpux*) flag="-D_REENTRANT";;
+ esac
+ AC_MSG_RESULT(${flag})
+ if test "x$flag" != xno; then
+ PTHREAD_CFLAGS="$flag $PTHREAD_CFLAGS"
+ fi
+
+ LIBS="$save_LIBS"
+ CFLAGS="$save_CFLAGS"
+
+ # More AIX lossage: must compile with cc_r
+ AC_CHECK_PROG(PTHREAD_CC, cc_r, cc_r, ${CC})
+else
+ PTHREAD_CC="$CC"
+fi
+
+AC_SUBST(PTHREAD_LIBS)
+AC_SUBST(PTHREAD_CFLAGS)
+AC_SUBST(PTHREAD_CC)
+
+# Finally, execute ACTION-IF-FOUND/ACTION-IF-NOT-FOUND:
+if test x"$acx_pthread_ok" = xyes; then
+ ifelse([$1],,AC_DEFINE(HAVE_PTHREAD,1,[Define if you have POSIX threads libraries and header files.]),[$1])
+ :
+else
+ acx_pthread_ok=no
+ $2
+fi
+AC_LANG_RESTORE
+])dnl ACX_PTHREAD
+#
+# ACX_PTHREAD macro end.
+# ****************************************************************
+# ****************************************************************
+
+
+
+#################################################################
+# Macro: AX_CHECK_COMPILER_FLAGS
+# Usage: AX_CHECK_COMPILER_FLAGS(FLAGS, [ACTION-SUCCESS], [ACTION-FAILURE])
+# Authors: Copyright (C) 2007 Steven G. Johnson <stevenj at alum.mit.edu>
+# Copyright (C) 2007 Matteo Frigo.
+# Version: 2007-07-29
+# Source: http://autoconf-archive.cryp.to/ax_check_compiler_flags.html
+#
+# Check whether the given compiler FLAGS work with the current language's compiler,
+# or whether they give an error. (Warnings, however, are ignored.)
+# ACTION-SUCCESS/ACTION-FAILURE are shell commands to execute on success/failure.
+#
+# Everything below is verbatim from the archive. DO NOT MODIFY IT.
+#
+AC_DEFUN([AX_CHECK_COMPILER_FLAGS],
+[AC_PREREQ(2.59) dnl for _AC_LANG_PREFIX
+AC_MSG_CHECKING([whether _AC_LANG compiler accepts $1])
+dnl Some hackery here since AC_CACHE_VAL can't handle a non-literal varname:
+AS_LITERAL_IF([$1],
+ [AC_CACHE_VAL(AS_TR_SH(ax_cv_[]_AC_LANG_ABBREV[]_flags_$1), [
+ ax_save_FLAGS=$[]_AC_LANG_PREFIX[]FLAGS
+ _AC_LANG_PREFIX[]FLAGS="$1"
+ AC_COMPILE_IFELSE([AC_LANG_PROGRAM()],
+ AS_TR_SH(ax_cv_[]_AC_LANG_ABBREV[]_flags_$1)=yes,
+ AS_TR_SH(ax_cv_[]_AC_LANG_ABBREV[]_flags_$1)=no)
+ _AC_LANG_PREFIX[]FLAGS=$ax_save_FLAGS])],
+ [ax_save_FLAGS=$[]_AC_LANG_PREFIX[]FLAGS
+ _AC_LANG_PREFIX[]FLAGS="$1"
+ AC_COMPILE_IFELSE([AC_LANG_PROGRAM()],
+ eval AS_TR_SH(ax_cv_[]_AC_LANG_ABBREV[]_flags_$1)=yes,
+ eval AS_TR_SH(ax_cv_[]_AC_LANG_ABBREV[]_flags_$1)=no)
+ _AC_LANG_PREFIX[]FLAGS=$ax_save_FLAGS])
+eval ax_check_compiler_flags=$AS_TR_SH(ax_cv_[]_AC_LANG_ABBREV[]_flags_$1)
+AC_MSG_RESULT($ax_check_compiler_flags)
+if test "x$ax_check_compiler_flags" = xyes; then
+ m4_default([$2], :)
+else
+ m4_default([$3], :)
+fi
+])dnl AX_CHECK_COMPILER_FLAGS
+#
+# AX_CHECK_COMPILER_FLAGS macro end.
+# ****************************************************************
+# ****************************************************************
+
+
+
+
+#################################################################
+# Macro: AX_GCC_X86_CPUID
+# Usage: AX_GCC_X86_CPUID(OP)
+# Authors: Copyright (C) 2007 Steven G. Johnson <stevenj at alum.mit.edu>
+# Copyright (C) 2007 Matteo Frigo
+# Version: 2007-07-29
+# Source: http://autoconf-archive.cryp.to/ax_gcc_x86_cpuid.html
+#
+# Runs 'cpuid' with opcode 'OP'.
+# Sets cache variable ax_cv_gcc_x86_cpuid_OP to "eax:ebx:ecx:edx"
+# where these are the registers set by 'cpuid'.
+# If cpuid fails, variable is set to the string "unknown".
+# This macro is required by AX_EXT; see below.
+#
+# Everything below is verbatim from the archive. DO NOT MODIFY IT.
+#
+AC_DEFUN([AX_GCC_X86_CPUID],
+[AC_REQUIRE([AC_PROG_CC])
+AC_LANG_PUSH([C])
+AC_CACHE_CHECK(for x86 cpuid $1 output, ax_cv_gcc_x86_cpuid_$1,
+ [AC_RUN_IFELSE([AC_LANG_PROGRAM([#include <stdio.h>], [
+ int op = $1, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+])],
+ [ax_cv_gcc_x86_cpuid_$1=`cat conftest_cpuid`; rm -f conftest_cpuid],
+ [ax_cv_gcc_x86_cpuid_$1=unknown; rm -f conftest_cpuid],
+ [ax_cv_gcc_x86_cpuid_$1=unknown])])
+AC_LANG_POP([C])
+])
+
+
+
+#################################################################
+# Macro: AX_COMPILER_VENDOR
+# Usage: AX_COMPILER_VENDOR
+# Authors: Copyright (C) 2007 Steven G. Johnson <stevenj at alum.mit.edu>
+# Copyright (C) 2007 Matteo Frigo
+# Version: 2007-08-01
+# Source: http://autoconf-archive.cryp.to/ax_compiler_vendor.html
+#
+# Sets $ax_cv_c_compiler_vendor to gnu, intel, ibm, sun, hp, borland,
+# comeau, dec, cray, kai, lcc, metrowerks, sgi, microsoft, watcom, etc.
+#
+# Everything below is verbatim from the archive. DO NOT MODIFY IT.
+AC_DEFUN([AX_COMPILER_VENDOR],
+[
+AC_CACHE_CHECK([for _AC_LANG compiler vendor], ax_cv_[]_AC_LANG_ABBREV[]_compiler_vendor,
+ [ax_cv_[]_AC_LANG_ABBREV[]_compiler_vendor=unknown
+ # note: don't check for gcc first since some other compilers define __GNUC__
+ for ventest in intel:__ICC,__ECC,__INTEL_COMPILER ibm:__xlc__,__xlC__,__IBMC__,__IBMCPP__ pathscale:__PATHCC__,__PATHSCALE__ gnu:__GNUC__ sun:__SUNPRO_C,__SUNPRO_CC hp:__HP_cc,__HP_aCC dec:__DECC,__DECCXX,__DECC_VER,__DECCXX_VER borland:__BORLANDC__,__TURBOC__ comeau:__COMO__ cray:_CRAYC kai:__KCC lcc:__LCC__ metrowerks:__MWERKS__ sgi:__sgi,sgi microsoft:_MSC_VER watcom:__WATCOMC__ portland:__PGI; do
+ vencpp="defined("`echo $ventest | cut -d: -f2 | sed 's/,/) || defined(/g'`")"
+ AC_COMPILE_IFELSE([AC_LANG_PROGRAM(,[
+#if !($vencpp)
+ thisisanerror;
+#endif
+])], [ax_cv_]_AC_LANG_ABBREV[_compiler_vendor=`echo $ventest | cut -d: -f1`; break])
+ done
+ ])
+])
+#
+# AX_COMPILER_VENDOR macro end.
+# ****************************************************************
+# ****************************************************************
+
+
+
+#################################################################
+# Macro: AX_GCC_ARCHFLAG
+# Usage: AX_GCC_ARCHFLAG([PORTABLE?], [ACTION-SUCCESS], [ACTION-FAILURE])
+# Authors: Copyright (C) 2007 Steven G. Johnson <stevenj at alum.mit.edu>
+# Copyright (C) 2007 Matteo Frigo
+# Version: 2007-07-29
+# Source: http://autoconf-archive.cryp.to/ax_gcc_archflag.html
+#
+# This macro tries to guess the "native" arch corresponding to the
+# target architecture for use with gcc's -march=arch or -mtune=arch
+# flags. If found, the cache variable $ax_cv_gcc_archflag is set to this
+# flag and ACTION-SUCCESS is executed; otherwise $ax_cv_gcc_archflag is
+# is set to "unknown" and ACTION-FAILURE is executed. The default
+# ACTION-SUCCESS is to add $ax_cv_gcc_archflag to the end of $CFLAGS.
+#
+# PORTABLE? should be either [yes] (default) or [no]. In the former
+# case, the flag is set to -mtune (or equivalent) so that the
+# architecture is only used for tuning, but the instruction set used is
+# still portable. In the latter case, the flag is set to -march (or
+# equivalent) so that architecture-specific instructions are enabled.
+#
+# The user can specify --with-gcc-arch=<arch> in order to override the
+# macro's choice of architecture, or --without-gcc-arch to disable this.
+#
+# When cross-compiling, or if $CC is not gcc, then ACTION-FAILURE is
+# called unless the user specified --with-gcc-arch manually.
+#
+# Everything below is verbatim from the archive. DO NOT MODIFY IT.
+#
+AC_DEFUN([AX_GCC_ARCHFLAG],
+[AC_REQUIRE([AC_PROG_CC])
+AC_REQUIRE([AC_CANONICAL_HOST])
+
+AC_ARG_WITH(gcc-arch, [AC_HELP_STRING([--with-gcc-arch=<arch>], [use architecture <arch> for gcc -march/-mtune, instead of guessing])],
+ ax_gcc_arch=$withval, ax_gcc_arch=yes)
+
+AC_MSG_CHECKING([for gcc architecture flag])
+AC_MSG_RESULT([])
+AC_CACHE_VAL(ax_cv_gcc_archflag,
+[
+ax_cv_gcc_archflag="unknown"
+
+if test "$GCC" = yes; then
+
+if test "x$ax_gcc_arch" = xyes; then
+ax_gcc_arch=""
+if test "$cross_compiling" = no; then
+case $host_cpu in
+ i[[3456]]86*|x86_64*) # use cpuid codes, in part from x86info-1.7 by D. Jones
+ AX_GCC_X86_CPUID(0)
+ AX_GCC_X86_CPUID(1)
+ case $ax_cv_gcc_x86_cpuid_0 in
+ *:756e6547:*:*) # Intel
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *5[[48]]?:*:*:*) ax_gcc_arch="pentium-mmx pentium" ;;
+ *5??:*:*:*) ax_gcc_arch=pentium ;;
+ *6[[3456]]?:*:*:*) ax_gcc_arch="pentium2 pentiumpro" ;;
+ *6a?:*[[01]]:*:*) ax_gcc_arch="pentium2 pentiumpro" ;;
+ *6a?:*[[234]]:*:*) ax_gcc_arch="pentium3 pentiumpro" ;;
+ *6[[9d]]?:*:*:*) ax_gcc_arch="pentium-m pentium3 pentiumpro" ;;
+ *6[[78b]]?:*:*:*) ax_gcc_arch="pentium3 pentiumpro" ;;
+ *6??:*:*:*) ax_gcc_arch=pentiumpro ;;
+ *f3[[347]]:*:*:*|*f4[1347]:*:*:*)
+ case $host_cpu in
+ x86_64*) ax_gcc_arch="nocona pentium4 pentiumpro" ;;
+ *) ax_gcc_arch="prescott pentium4 pentiumpro" ;;
+ esac ;;
+ *f??:*:*:*) ax_gcc_arch="pentium4 pentiumpro";;
+ esac ;;
+ *:68747541:*:*) # AMD
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *5[[67]]?:*:*:*) ax_gcc_arch=k6 ;;
+ *5[[8d]]?:*:*:*) ax_gcc_arch="k6-2 k6" ;;
+ *5[[9]]?:*:*:*) ax_gcc_arch="k6-3 k6" ;;
+ *60?:*:*:*) ax_gcc_arch=k7 ;;
+ *6[[12]]?:*:*:*) ax_gcc_arch="athlon k7" ;;
+ *6[[34]]?:*:*:*) ax_gcc_arch="athlon-tbird k7" ;;
+ *67?:*:*:*) ax_gcc_arch="athlon-4 athlon k7" ;;
+ *6[[68a]]?:*:*:*)
+ AX_GCC_X86_CPUID(0x80000006) # L2 cache size
+ case $ax_cv_gcc_x86_cpuid_0x80000006 in
+ *:*:*[[1-9a-f]]??????:*) # (L2 = ecx >> 16) >= 256
+ ax_gcc_arch="athlon-xp athlon-4 athlon k7" ;;
+ *) ax_gcc_arch="athlon-4 athlon k7" ;;
+ esac ;;
+ *f[[4cef8b]]?:*:*:*) ax_gcc_arch="athlon64 k8" ;;
+ *f5?:*:*:*) ax_gcc_arch="opteron k8" ;;
+ *f7?:*:*:*) ax_gcc_arch="athlon-fx opteron k8" ;;
+ *f??:*:*:*) ax_gcc_arch="k8" ;;
+ esac ;;
+ *:746e6543:*:*) # IDT
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *54?:*:*:*) ax_gcc_arch=winchip-c6 ;;
+ *58?:*:*:*) ax_gcc_arch=winchip2 ;;
+ *6[[78]]?:*:*:*) ax_gcc_arch=c3 ;;
+ *69?:*:*:*) ax_gcc_arch="c3-2 c3" ;;
+ esac ;;
+ esac
+ if test x"$ax_gcc_arch" = x; then # fallback
+ case $host_cpu in
+ i586*) ax_gcc_arch=pentium ;;
+ i686*) ax_gcc_arch=pentiumpro ;;
+ esac
+ fi
+ ;;
+
+ sparc*)
+ AC_PATH_PROG([PRTDIAG], [prtdiag], [prtdiag], [$PATH:/usr/platform/`uname -i`/sbin/:/usr/platform/`uname -m`/sbin/])
+ cputype=`(((grep cpu /proc/cpuinfo | cut -d: -f2) ; ($PRTDIAG -v |grep -i sparc) ; grep -i cpu /var/run/dmesg.boot ) | head -n 1) 2> /dev/null`
+ cputype=`echo "$cputype" | tr -d ' -' |tr $as_cr_LETTERS $as_cr_letters`
+ case $cputype in
+ *ultrasparciv*) ax_gcc_arch="ultrasparc4 ultrasparc3 ultrasparc v9" ;;
+ *ultrasparciii*) ax_gcc_arch="ultrasparc3 ultrasparc v9" ;;
+ *ultrasparc*) ax_gcc_arch="ultrasparc v9" ;;
+ *supersparc*|*tms390z5[[05]]*) ax_gcc_arch="supersparc v8" ;;
+ *hypersparc*|*rt62[[056]]*) ax_gcc_arch="hypersparc v8" ;;
+ *cypress*) ax_gcc_arch=cypress ;;
+ esac ;;
+
+ alphaev5) ax_gcc_arch=ev5 ;;
+ alphaev56) ax_gcc_arch=ev56 ;;
+ alphapca56) ax_gcc_arch="pca56 ev56" ;;
+ alphapca57) ax_gcc_arch="pca57 pca56 ev56" ;;
+ alphaev6) ax_gcc_arch=ev6 ;;
+ alphaev67) ax_gcc_arch=ev67 ;;
+ alphaev68) ax_gcc_arch="ev68 ev67" ;;
+ alphaev69) ax_gcc_arch="ev69 ev68 ev67" ;;
+ alphaev7) ax_gcc_arch="ev7 ev69 ev68 ev67" ;;
+ alphaev79) ax_gcc_arch="ev79 ev7 ev69 ev68 ev67" ;;
+
+ powerpc*)
+ cputype=`((grep cpu /proc/cpuinfo | head -n 1 | cut -d: -f2 | cut -d, -f1 | sed 's/ //g') ; /usr/bin/machine ; /bin/machine; grep CPU /var/run/dmesg.boot | head -n 1 | cut -d" " -f2) 2> /dev/null`
+ cputype=`echo $cputype | sed -e 's/ppc//g;s/ *//g'`
+ case $cputype in
+ *750*) ax_gcc_arch="750 G3" ;;
+ *740[[0-9]]*) ax_gcc_arch="$cputype 7400 G4" ;;
+ *74[[4-5]][[0-9]]*) ax_gcc_arch="$cputype 7450 G4" ;;
+ *74[[0-9]][[0-9]]*) ax_gcc_arch="$cputype G4" ;;
+ *970*) ax_gcc_arch="970 G5 power4";;
+ *POWER4*|*power4*|*gq*) ax_gcc_arch="power4 970";;
+ *POWER5*|*power5*|*gr*|*gs*) ax_gcc_arch="power5 power4 970";;
+ 603ev|8240) ax_gcc_arch="$cputype 603e 603";;
+ *) ax_gcc_arch=$cputype ;;
+ esac
+ ax_gcc_arch="$ax_gcc_arch powerpc"
+ ;;
+esac
+fi # not cross-compiling
+fi # guess arch
+
+if test "x$ax_gcc_arch" != x -a "x$ax_gcc_arch" != xno; then
+for arch in $ax_gcc_arch; do
+ if test "x[]m4_default([$1],yes)" = xyes; then # if we require portable code
+ flags="-mtune=$arch"
+ # -mcpu=$arch and m$arch generate nonportable code on every arch except
+ # x86. And some other arches (e.g. Alpha) don't accept -mtune. Grrr.
+ case $host_cpu in i*86|x86_64*) flags="$flags -mcpu=$arch -m$arch";; esac
+ else
+ flags="-march=$arch -mcpu=$arch -m$arch"
+ fi
+ for flag in $flags; do
+ AX_CHECK_COMPILER_FLAGS($flag, [ax_cv_gcc_archflag=$flag; break])
+ done
+ test "x$ax_cv_gcc_archflag" = xunknown || break
+done
+fi
+
+fi # $GCC=yes
+])
+AC_MSG_CHECKING([for gcc architecture flag])
+AC_MSG_RESULT($ax_cv_gcc_archflag)
+if test "x$ax_cv_gcc_archflag" = xunknown; then
+ m4_default([$3],:)
+else
+ m4_default([$2], [CFLAGS="$CFLAGS $ax_cv_gcc_archflag"])
+fi
+])
+#
+# AX_GCC_ARCHFLAG macro end.
+# ****************************************************************
+# ****************************************************************
+
+
+#################################################################
+# Macro: AX_CC_MAXOPT
+# Usage: AX_CC_MAXOPT
+# Authors: Copyright (C) 2007 Steven G. Johnson <stevenj at alum.mit.edu>
+# Copyright (C) 2007 Matteo Frigo
+# Version: 2007-07-29
+# Source: http://autoconf-archive.cryp.to/ax_cc_maxopt.html
+#
+# Try to turn on "good" C optimization flags for various compilers and
+# architectures, for some definition of "good".
+#
+# The user can override the flags by setting the CFLAGS environment
+# variable. The user can also specify --enable-portable-binary in
+# order to disable any optimization flags that might result in a
+# binary that only runs on the host architecture.
+#
+# Note also that the flags assume that ANSI C aliasing rules are
+# followed by the code (e.g. for gcc's -fstrict-aliasing), and that
+# floating-point computations can be re-ordered as needed.
+#
+# SRE: I've made modifications as follows.
+# - HMMER relies on IEEE754-compliant math. Don't enable
+# any options that break compliance; for example, gcc -ffast-math
+#
+AC_DEFUN([AX_CC_MAXOPT],
+[
+AC_REQUIRE([AC_PROG_CC])
+AC_REQUIRE([AX_COMPILER_VENDOR])
+AC_REQUIRE([AC_CANONICAL_HOST])
+
+AC_ARG_ENABLE(portable-binary, [AC_HELP_STRING([--enable-portable-binary], [disable compiler optimizations that would produce unportable binaries])],
+ acx_maxopt_portable=$withval, acx_maxopt_portable=no)
+
+# Try to determine "good" native compiler flags if none specified via CFLAGS
+if test "$ac_test_CFLAGS" != "set"; then
+ CFLAGS=""
+ case $ax_cv_c_compiler_vendor in
+ dec) CFLAGS="-newc -w0 -O5 -ansi_alias -ansi_args -tune host"
+# CFLAGS="-newc -w0 -O5 -ansi_alias -ansi_args -fp_reorder -tune host"
+ if test "x$acx_maxopt_portable" = xno; then
+ CFLAGS="$CFLAGS -arch host"
+ fi;;
+
+ sun) CFLAGS="-native -xO5 -dalign"
+# CFLAGS="-native -fast -xO5 -dalign"
+ if test "x$acx_maxopt_portable" = xyes; then
+ CFLAGS="$CFLAGS -xarch=generic"
+ fi;;
+
+ hp) CFLAGS="+Oall +Optrs_ansi +DSnative"
+ if test "x$acx_maxopt_portable" = xyes; then
+ CFLAGS="$CFLAGS +DAportable"
+ fi;;
+
+ ibm) if test "x$acx_maxopt_portable" = xno; then
+ xlc_opt="-qarch=auto -qtune=auto"
+ else
+ xlc_opt="-qtune=auto"
+ fi
+ AX_CHECK_COMPILER_FLAGS($xlc_opt,
+ CFLAGS="-O3 -qansialias -w $xlc_opt",
+ [CFLAGS="-O3 -qansialias -w"
+ echo "******************************************************"
+ echo "* You seem to have the IBM C compiler. It is *"
+ echo "* recommended for best performance that you use: *"
+ echo "* *"
+ echo "* CFLAGS=-O3 -qarch=xxx -qtune=xxx -qansialias -w *"
+ echo "* ^^^ ^^^ *"
+ echo "* where xxx is pwr2, pwr3, 604, or whatever kind of *"
+ echo "* CPU you have. (Set the CFLAGS environment var. *"
+ echo "* and re-run configure.) For more info, man cc. *"
+ echo "******************************************************"])
+ ;;
+
+ intel) CFLAGS="-O3 -ansi_alias"
+ if test "x$acx_maxopt_portable" = xno; then
+ icc_archflag=unknown
+ icc_flags=""
+ case $host_cpu in
+ i686*|x86_64*)
+ # icc accepts gcc assembly syntax, so these should work:
+ AX_GCC_X86_CPUID(0)
+ AX_GCC_X86_CPUID(1)
+ case $ax_cv_gcc_x86_cpuid_0 in # see AX_GCC_ARCHFLAG
+ *:756e6547:*:*) # Intel
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *6a?:*[[234]]:*:*|*6[[789b]]?:*:*:*) icc_flags="-xK";;
+ *f3[[347]]:*:*:*|*f4[1347]:*:*:*) icc_flags="-xP -xN -xW -xK";;
+ *f??:*:*:*) icc_flags="-xN -xW -xK";;
+ esac ;;
+ esac ;;
+ esac
+ if test "x$icc_flags" != x; then
+ for flag in $icc_flags; do
+ AX_CHECK_COMPILER_FLAGS($flag, [icc_archflag=$flag; break])
+ done
+ fi
+ AC_MSG_CHECKING([for icc architecture flag])
+ AC_MSG_RESULT($icc_archflag)
+ if test "x$icc_archflag" != xunknown; then
+ CFLAGS="$CFLAGS $icc_archflag"
+ fi
+ fi
+ ;;
+
+ gnu)
+ # default optimization flags for gcc on all systems
+ CFLAGS="-O3 -fomit-frame-pointer"
+
+ # -malign-double for x86 systems
+ AX_CHECK_COMPILER_FLAGS(-malign-double, CFLAGS="$CFLAGS -malign-double")
+
+ # -fstrict-aliasing for gcc-2.95+
+ AX_CHECK_COMPILER_FLAGS(-fstrict-aliasing,
+ CFLAGS="$CFLAGS -fstrict-aliasing")
+
+ # note that we enable "unsafe" fp optimization with other compilers, too
+ # SRE: no, that's a bad idea, don't use this
+# AX_CHECK_COMPILER_FLAGS(-ffast-math, CFLAGS="$CFLAGS -ffast-math")
+
+ AX_GCC_ARCHFLAG($acx_maxopt_portable)
+ ;;
+ esac
+
+ if test -z "$CFLAGS"; then
+ echo ""
+ echo "********************************************************"
+ echo "* WARNING: Don't know the best CFLAGS for this system *"
+ echo "* Use ./configure CFLAGS=... to specify your own flags *"
+ echo "* (otherwise, a default of CFLAGS=-O3 will be used) *"
+ echo "********************************************************"
+ echo ""
+ CFLAGS="-O3"
+ fi
+
+ AX_CHECK_COMPILER_FLAGS($CFLAGS, [], [
+ echo ""
+ echo "********************************************************"
+ echo "* WARNING: The guessed CFLAGS don't seem to work with *"
+ echo "* your compiler. *"
+ echo "* Use ./configure CFLAGS=... to specify your own flags *"
+ echo "********************************************************"
+ echo ""
+ CFLAGS=""
+ ])
+
+fi
+])
+#
+# AX_CC_MAXOPT macro end.
+# ****************************************************************
+# ****************************************************************
diff --git a/easel/config.guess b/easel/config.guess
new file mode 100644
index 0000000..dd1688b
--- /dev/null
+++ b/easel/config.guess
@@ -0,0 +1,1459 @@
+#! /bin/sh
+# Attempt to guess a canonical system name.
+# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999,
+# 2000, 2001, 2002, 2003 Free Software Foundation, Inc.
+
+timestamp='2004-06-11'
+
+# This file is free software; you can redistribute it and/or modify it
+# under the terms of the GNU General Public License as published by
+# the Free Software Foundation; either version 2 of the License, or
+# (at your option) any later version.
+#
+# This program is distributed in the hope that it will be useful, but
+# WITHOUT ANY WARRANTY; without even the implied warranty of
+# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
+# General Public License for more details.
+#
+# You should have received a copy of the GNU General Public License
+# along with this program; if not, write to the Free Software
+# Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.
+#
+# As a special exception to the GNU General Public License, if you
+# distribute this file as part of a program that contains a
+# configuration script generated by Autoconf, you may include it under
+# the same distribution terms that you use for the rest of that program.
+
+# Originally written by Per Bothner <per at bothner.com>.
+# Please send patches to <config-patches at gnu.org>. Submit a context
+# diff and a properly formatted ChangeLog entry.
+#
+# This script attempts to guess a canonical system name similar to
+# config.sub. If it succeeds, it prints the system name on stdout, and
+# exits with 0. Otherwise, it exits with 1.
+#
+# The plan is that this can be called by configure scripts if you
+# don't specify an explicit build system type.
+
+me=`echo "$0" | sed -e 's,.*/,,'`
+
+usage="\
+Usage: $0 [OPTION]
+
+Output the configuration name of the system \`$me' is run on.
+
+Operation modes:
+ -h, --help print this help, then exit
+ -t, --time-stamp print date of last modification, then exit
+ -v, --version print version number, then exit
+
+Report bugs and patches to <config-patches at gnu.org>."
+
+version="\
+GNU config.guess ($timestamp)
+
+Originally written by Per Bothner.
+Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
+Free Software Foundation, Inc.
+
+This is free software; see the source for copying conditions. There is NO
+warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
+
+help="
+Try \`$me --help' for more information."
+
+# Parse command line
+while test $# -gt 0 ; do
+ case $1 in
+ --time-stamp | --time* | -t )
+ echo "$timestamp" ; exit 0 ;;
+ --version | -v )
+ echo "$version" ; exit 0 ;;
+ --help | --h* | -h )
+ echo "$usage"; exit 0 ;;
+ -- ) # Stop option processing
+ shift; break ;;
+ - ) # Use stdin as input.
+ break ;;
+ -* )
+ echo "$me: invalid option $1$help" >&2
+ exit 1 ;;
+ * )
+ break ;;
+ esac
+done
+
+if test $# != 0; then
+ echo "$me: too many arguments$help" >&2
+ exit 1
+fi
+
+trap 'exit 1' 1 2 15
+
+# CC_FOR_BUILD -- compiler used by this script. Note that the use of a
+# compiler to aid in system detection is discouraged as it requires
+# temporary files to be created and, as you can see below, it is a
+# headache to deal with in a portable fashion.
+
+# Historically, `CC_FOR_BUILD' used to be named `HOST_CC'. We still
+# use `HOST_CC' if defined, but it is deprecated.
+
+# Portable tmp directory creation inspired by the Autoconf team.
+
+set_cc_for_build='
+trap "exitcode=\$?; (rm -f \$tmpfiles 2>/dev/null; rmdir \$tmp 2>/dev/null) && exit \$exitcode" 0 ;
+trap "rm -f \$tmpfiles 2>/dev/null; rmdir \$tmp 2>/dev/null; exit 1" 1 2 13 15 ;
+: ${TMPDIR=/tmp} ;
+ { tmp=`(umask 077 && mktemp -d -q "$TMPDIR/cgXXXXXX") 2>/dev/null` && test -n "$tmp" && test -d "$tmp" ; } ||
+ { test -n "$RANDOM" && tmp=$TMPDIR/cg$$-$RANDOM && (umask 077 && mkdir $tmp) ; } ||
+ { tmp=$TMPDIR/cg-$$ && (umask 077 && mkdir $tmp) && echo "Warning: creating insecure temp directory" >&2 ; } ||
+ { echo "$me: cannot create a temporary directory in $TMPDIR" >&2 ; exit 1 ; } ;
+dummy=$tmp/dummy ;
+tmpfiles="$dummy.c $dummy.o $dummy.rel $dummy" ;
+case $CC_FOR_BUILD,$HOST_CC,$CC in
+ ,,) echo "int x;" > $dummy.c ;
+ for c in cc gcc c89 c99 ; do
+ if ($c -c -o $dummy.o $dummy.c) >/dev/null 2>&1 ; then
+ CC_FOR_BUILD="$c"; break ;
+ fi ;
+ done ;
+ if test x"$CC_FOR_BUILD" = x ; then
+ CC_FOR_BUILD=no_compiler_found ;
+ fi
+ ;;
+ ,,*) CC_FOR_BUILD=$CC ;;
+ ,*,*) CC_FOR_BUILD=$HOST_CC ;;
+esac ;'
+
+# This is needed to find uname on a Pyramid OSx when run in the BSD universe.
+# (ghazi at noc.rutgers.edu 1994-08-24)
+if (test -f /.attbin/uname) >/dev/null 2>&1 ; then
+ PATH=$PATH:/.attbin ; export PATH
+fi
+
+UNAME_MACHINE=`(uname -m) 2>/dev/null` || UNAME_MACHINE=unknown
+UNAME_RELEASE=`(uname -r) 2>/dev/null` || UNAME_RELEASE=unknown
+UNAME_SYSTEM=`(uname -s) 2>/dev/null` || UNAME_SYSTEM=unknown
+UNAME_VERSION=`(uname -v) 2>/dev/null` || UNAME_VERSION=unknown
+
+# Note: order is significant - the case branches are not exclusive.
+
+case "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" in
+ *:NetBSD:*:*)
+ # NetBSD (nbsd) targets should (where applicable) match one or
+ # more of the tupples: *-*-netbsdelf*, *-*-netbsdaout*,
+ # *-*-netbsdecoff* and *-*-netbsd*. For targets that recently
+ # switched to ELF, *-*-netbsd* would select the old
+ # object file format. This provides both forward
+ # compatibility and a consistent mechanism for selecting the
+ # object file format.
+ #
+ # Note: NetBSD doesn't particularly care about the vendor
+ # portion of the name. We always set it to "unknown".
+ sysctl="sysctl -n hw.machine_arch"
+ UNAME_MACHINE_ARCH=`(/sbin/$sysctl 2>/dev/null || \
+ /usr/sbin/$sysctl 2>/dev/null || echo unknown)`
+ case "${UNAME_MACHINE_ARCH}" in
+ armeb) machine=armeb-unknown ;;
+ arm*) machine=arm-unknown ;;
+ sh3el) machine=shl-unknown ;;
+ sh3eb) machine=sh-unknown ;;
+ *) machine=${UNAME_MACHINE_ARCH}-unknown ;;
+ esac
+ # The Operating System including object format, if it has switched
+ # to ELF recently, or will in the future.
+ case "${UNAME_MACHINE_ARCH}" in
+ arm*|i386|m68k|ns32k|sh3*|sparc|vax)
+ eval $set_cc_for_build
+ if echo __ELF__ | $CC_FOR_BUILD -E - 2>/dev/null \
+ | grep __ELF__ >/dev/null
+ then
+ # Once all utilities can be ECOFF (netbsdecoff) or a.out (netbsdaout).
+ # Return netbsd for either. FIX?
+ os=netbsd
+ else
+ os=netbsdelf
+ fi
+ ;;
+ *)
+ os=netbsd
+ ;;
+ esac
+ # The OS release
+ # Debian GNU/NetBSD machines have a different userland, and
+ # thus, need a distinct triplet. However, they do not need
+ # kernel version information, so it can be replaced with a
+ # suitable tag, in the style of linux-gnu.
+ case "${UNAME_VERSION}" in
+ Debian*)
+ release='-gnu'
+ ;;
+ *)
+ release=`echo ${UNAME_RELEASE}|sed -e 's/[-_].*/\./'`
+ ;;
+ esac
+ # Since CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM:
+ # contains redundant information, the shorter form:
+ # CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM is used.
+ echo "${machine}-${os}${release}"
+ exit 0 ;;
+ amd64:OpenBSD:*:*)
+ echo x86_64-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ amiga:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ arc:OpenBSD:*:*)
+ echo mipsel-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ cats:OpenBSD:*:*)
+ echo arm-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ hp300:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ luna88k:OpenBSD:*:*)
+ echo m88k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mac68k:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ macppc:OpenBSD:*:*)
+ echo powerpc-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mvme68k:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mvme88k:OpenBSD:*:*)
+ echo m88k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ mvmeppc:OpenBSD:*:*)
+ echo powerpc-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ pmax:OpenBSD:*:*)
+ echo mipsel-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ sgi:OpenBSD:*:*)
+ echo mipseb-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ sun3:OpenBSD:*:*)
+ echo m68k-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ wgrisc:OpenBSD:*:*)
+ echo mipsel-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ *:OpenBSD:*:*)
+ echo ${UNAME_MACHINE}-unknown-openbsd${UNAME_RELEASE}
+ exit 0 ;;
+ *:ekkoBSD:*:*)
+ echo ${UNAME_MACHINE}-unknown-ekkobsd${UNAME_RELEASE}
+ exit 0 ;;
+ macppc:MirBSD:*:*)
+ echo powerppc-unknown-mirbsd${UNAME_RELEASE}
+ exit 0 ;;
+ *:MirBSD:*:*)
+ echo ${UNAME_MACHINE}-unknown-mirbsd${UNAME_RELEASE}
+ exit 0 ;;
+ alpha:OSF1:*:*)
+ case $UNAME_RELEASE in
+ *4.0)
+ UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $3}'`
+ ;;
+ *5.*)
+ UNAME_RELEASE=`/usr/sbin/sizer -v | awk '{print $4}'`
+ ;;
+ esac
+ # According to Compaq, /usr/sbin/psrinfo has been available on
+ # OSF/1 and Tru64 systems produced since 1995. I hope that
+ # covers most systems running today. This code pipes the CPU
+ # types through head -n 1, so we only detect the type of CPU 0.
+ ALPHA_CPU_TYPE=`/usr/sbin/psrinfo -v | sed -n -e 's/^ The alpha \(.*\) processor.*$/\1/p' | head -n 1`
+ case "$ALPHA_CPU_TYPE" in
+ "EV4 (21064)")
+ UNAME_MACHINE="alpha" ;;
+ "EV4.5 (21064)")
+ UNAME_MACHINE="alpha" ;;
+ "LCA4 (21066/21068)")
+ UNAME_MACHINE="alpha" ;;
+ "EV5 (21164)")
+ UNAME_MACHINE="alphaev5" ;;
+ "EV5.6 (21164A)")
+ UNAME_MACHINE="alphaev56" ;;
+ "EV5.6 (21164PC)")
+ UNAME_MACHINE="alphapca56" ;;
+ "EV5.7 (21164PC)")
+ UNAME_MACHINE="alphapca57" ;;
+ "EV6 (21264)")
+ UNAME_MACHINE="alphaev6" ;;
+ "EV6.7 (21264A)")
+ UNAME_MACHINE="alphaev67" ;;
+ "EV6.8CB (21264C)")
+ UNAME_MACHINE="alphaev68" ;;
+ "EV6.8AL (21264B)")
+ UNAME_MACHINE="alphaev68" ;;
+ "EV6.8CX (21264D)")
+ UNAME_MACHINE="alphaev68" ;;
+ "EV6.9A (21264/EV69A)")
+ UNAME_MACHINE="alphaev69" ;;
+ "EV7 (21364)")
+ UNAME_MACHINE="alphaev7" ;;
+ "EV7.9 (21364A)")
+ UNAME_MACHINE="alphaev79" ;;
+ esac
+ # A Pn.n version is a patched version.
+ # A Vn.n version is a released version.
+ # A Tn.n version is a released field test version.
+ # A Xn.n version is an unreleased experimental baselevel.
+ # 1.2 uses "1.2" for uname -r.
+ echo ${UNAME_MACHINE}-dec-osf`echo ${UNAME_RELEASE} | sed -e 's/^[PVTX]//' | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
+ exit 0 ;;
+ Alpha*:OpenVMS:*:*)
+ echo alpha-hp-vms
+ exit 0 ;;
+ Alpha\ *:Windows_NT*:*)
+ # How do we know it's Interix rather than the generic POSIX subsystem?
+ # Should we change UNAME_MACHINE based on the output of uname instead
+ # of the specific Alpha model?
+ echo alpha-pc-interix
+ exit 0 ;;
+ 21064:Windows_NT:50:3)
+ echo alpha-dec-winnt3.5
+ exit 0 ;;
+ Amiga*:UNIX_System_V:4.0:*)
+ echo m68k-unknown-sysv4
+ exit 0;;
+ *:[Aa]miga[Oo][Ss]:*:*)
+ echo ${UNAME_MACHINE}-unknown-amigaos
+ exit 0 ;;
+ *:[Mm]orph[Oo][Ss]:*:*)
+ echo ${UNAME_MACHINE}-unknown-morphos
+ exit 0 ;;
+ *:OS/390:*:*)
+ echo i370-ibm-openedition
+ exit 0 ;;
+ *:OS400:*:*)
+ echo powerpc-ibm-os400
+ exit 0 ;;
+ arm:RISC*:1.[012]*:*|arm:riscix:1.[012]*:*)
+ echo arm-acorn-riscix${UNAME_RELEASE}
+ exit 0;;
+ SR2?01:HI-UX/MPP:*:* | SR8000:HI-UX/MPP:*:*)
+ echo hppa1.1-hitachi-hiuxmpp
+ exit 0;;
+ Pyramid*:OSx*:*:* | MIS*:OSx*:*:* | MIS*:SMP_DC-OSx*:*:*)
+ # akee at wpdis03.wpafb.af.mil (Earle F. Ake) contributed MIS and NILE.
+ if test "`(/bin/universe) 2>/dev/null`" = att ; then
+ echo pyramid-pyramid-sysv3
+ else
+ echo pyramid-pyramid-bsd
+ fi
+ exit 0 ;;
+ NILE*:*:*:dcosx)
+ echo pyramid-pyramid-svr4
+ exit 0 ;;
+ DRS?6000:unix:4.0:6*)
+ echo sparc-icl-nx6
+ exit 0 ;;
+ DRS?6000:UNIX_SV:4.2*:7*)
+ case `/usr/bin/uname -p` in
+ sparc) echo sparc-icl-nx7 && exit 0 ;;
+ esac ;;
+ sun4H:SunOS:5.*:*)
+ echo sparc-hal-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ sun4*:SunOS:5.*:* | tadpole*:SunOS:5.*:*)
+ echo sparc-sun-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ i86pc:SunOS:5.*:*)
+ echo i386-pc-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ sun4*:SunOS:6*:*)
+ # According to config.sub, this is the proper way to canonicalize
+ # SunOS6. Hard to guess exactly what SunOS6 will be like, but
+ # it's likely to be more like Solaris than SunOS4.
+ echo sparc-sun-solaris3`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ sun4*:SunOS:*:*)
+ case "`/usr/bin/arch -k`" in
+ Series*|S4*)
+ UNAME_RELEASE=`uname -v`
+ ;;
+ esac
+ # Japanese Language versions have a version number like `4.1.3-JL'.
+ echo sparc-sun-sunos`echo ${UNAME_RELEASE}|sed -e 's/-/_/'`
+ exit 0 ;;
+ sun3*:SunOS:*:*)
+ echo m68k-sun-sunos${UNAME_RELEASE}
+ exit 0 ;;
+ sun*:*:4.2BSD:*)
+ UNAME_RELEASE=`(sed 1q /etc/motd | awk '{print substr($5,1,3)}') 2>/dev/null`
+ test "x${UNAME_RELEASE}" = "x" && UNAME_RELEASE=3
+ case "`/bin/arch`" in
+ sun3)
+ echo m68k-sun-sunos${UNAME_RELEASE}
+ ;;
+ sun4)
+ echo sparc-sun-sunos${UNAME_RELEASE}
+ ;;
+ esac
+ exit 0 ;;
+ aushp:SunOS:*:*)
+ echo sparc-auspex-sunos${UNAME_RELEASE}
+ exit 0 ;;
+ # The situation for MiNT is a little confusing. The machine name
+ # can be virtually everything (everything which is not
+ # "atarist" or "atariste" at least should have a processor
+ # > m68000). The system name ranges from "MiNT" over "FreeMiNT"
+ # to the lowercase version "mint" (or "freemint"). Finally
+ # the system name "TOS" denotes a system which is actually not
+ # MiNT. But MiNT is downward compatible to TOS, so this should
+ # be no problem.
+ atarist[e]:*MiNT:*:* | atarist[e]:*mint:*:* | atarist[e]:*TOS:*:*)
+ echo m68k-atari-mint${UNAME_RELEASE}
+ exit 0 ;;
+ atari*:*MiNT:*:* | atari*:*mint:*:* | atarist[e]:*TOS:*:*)
+ echo m68k-atari-mint${UNAME_RELEASE}
+ exit 0 ;;
+ *falcon*:*MiNT:*:* | *falcon*:*mint:*:* | *falcon*:*TOS:*:*)
+ echo m68k-atari-mint${UNAME_RELEASE}
+ exit 0 ;;
+ milan*:*MiNT:*:* | milan*:*mint:*:* | *milan*:*TOS:*:*)
+ echo m68k-milan-mint${UNAME_RELEASE}
+ exit 0 ;;
+ hades*:*MiNT:*:* | hades*:*mint:*:* | *hades*:*TOS:*:*)
+ echo m68k-hades-mint${UNAME_RELEASE}
+ exit 0 ;;
+ *:*MiNT:*:* | *:*mint:*:* | *:*TOS:*:*)
+ echo m68k-unknown-mint${UNAME_RELEASE}
+ exit 0 ;;
+ m68k:machten:*:*)
+ echo m68k-apple-machten${UNAME_RELEASE}
+ exit 0 ;;
+ powerpc:machten:*:*)
+ echo powerpc-apple-machten${UNAME_RELEASE}
+ exit 0 ;;
+ RISC*:Mach:*:*)
+ echo mips-dec-mach_bsd4.3
+ exit 0 ;;
+ RISC*:ULTRIX:*:*)
+ echo mips-dec-ultrix${UNAME_RELEASE}
+ exit 0 ;;
+ VAX*:ULTRIX*:*:*)
+ echo vax-dec-ultrix${UNAME_RELEASE}
+ exit 0 ;;
+ 2020:CLIX:*:* | 2430:CLIX:*:*)
+ echo clipper-intergraph-clix${UNAME_RELEASE}
+ exit 0 ;;
+ mips:*:*:UMIPS | mips:*:*:RISCos)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+#ifdef __cplusplus
+#include <stdio.h> /* for printf() prototype */
+ int main (int argc, char *argv[]) {
+#else
+ int main (argc, argv) int argc; char *argv[]; {
+#endif
+ #if defined (host_mips) && defined (MIPSEB)
+ #if defined (SYSTYPE_SYSV)
+ printf ("mips-mips-riscos%ssysv\n", argv[1]); exit (0);
+ #endif
+ #if defined (SYSTYPE_SVR4)
+ printf ("mips-mips-riscos%ssvr4\n", argv[1]); exit (0);
+ #endif
+ #if defined (SYSTYPE_BSD43) || defined(SYSTYPE_BSD)
+ printf ("mips-mips-riscos%sbsd\n", argv[1]); exit (0);
+ #endif
+ #endif
+ exit (-1);
+ }
+EOF
+ $CC_FOR_BUILD -o $dummy $dummy.c \
+ && $dummy `echo "${UNAME_RELEASE}" | sed -n 's/\([0-9]*\).*/\1/p'` \
+ && exit 0
+ echo mips-mips-riscos${UNAME_RELEASE}
+ exit 0 ;;
+ Motorola:PowerMAX_OS:*:*)
+ echo powerpc-motorola-powermax
+ exit 0 ;;
+ Motorola:*:4.3:PL8-*)
+ echo powerpc-harris-powermax
+ exit 0 ;;
+ Night_Hawk:*:*:PowerMAX_OS | Synergy:PowerMAX_OS:*:*)
+ echo powerpc-harris-powermax
+ exit 0 ;;
+ Night_Hawk:Power_UNIX:*:*)
+ echo powerpc-harris-powerunix
+ exit 0 ;;
+ m88k:CX/UX:7*:*)
+ echo m88k-harris-cxux7
+ exit 0 ;;
+ m88k:*:4*:R4*)
+ echo m88k-motorola-sysv4
+ exit 0 ;;
+ m88k:*:3*:R3*)
+ echo m88k-motorola-sysv3
+ exit 0 ;;
+ AViiON:dgux:*:*)
+ # DG/UX returns AViiON for all architectures
+ UNAME_PROCESSOR=`/usr/bin/uname -p`
+ if [ $UNAME_PROCESSOR = mc88100 ] || [ $UNAME_PROCESSOR = mc88110 ]
+ then
+ if [ ${TARGET_BINARY_INTERFACE}x = m88kdguxelfx ] || \
+ [ ${TARGET_BINARY_INTERFACE}x = x ]
+ then
+ echo m88k-dg-dgux${UNAME_RELEASE}
+ else
+ echo m88k-dg-dguxbcs${UNAME_RELEASE}
+ fi
+ else
+ echo i586-dg-dgux${UNAME_RELEASE}
+ fi
+ exit 0 ;;
+ M88*:DolphinOS:*:*) # DolphinOS (SVR3)
+ echo m88k-dolphin-sysv3
+ exit 0 ;;
+ M88*:*:R3*:*)
+ # Delta 88k system running SVR3
+ echo m88k-motorola-sysv3
+ exit 0 ;;
+ XD88*:*:*:*) # Tektronix XD88 system running UTekV (SVR3)
+ echo m88k-tektronix-sysv3
+ exit 0 ;;
+ Tek43[0-9][0-9]:UTek:*:*) # Tektronix 4300 system running UTek (BSD)
+ echo m68k-tektronix-bsd
+ exit 0 ;;
+ *:IRIX*:*:*)
+ echo mips-sgi-irix`echo ${UNAME_RELEASE}|sed -e 's/-/_/g'`
+ exit 0 ;;
+ ????????:AIX?:[12].1:2) # AIX 2.2.1 or AIX 2.1.1 is RT/PC AIX.
+ echo romp-ibm-aix # uname -m gives an 8 hex-code CPU id
+ exit 0 ;; # Note that: echo "'`uname -s`'" gives 'AIX '
+ i*86:AIX:*:*)
+ echo i386-ibm-aix
+ exit 0 ;;
+ ia64:AIX:*:*)
+ if [ -x /usr/bin/oslevel ] ; then
+ IBM_REV=`/usr/bin/oslevel`
+ else
+ IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
+ fi
+ echo ${UNAME_MACHINE}-ibm-aix${IBM_REV}
+ exit 0 ;;
+ *:AIX:2:3)
+ if grep bos325 /usr/include/stdio.h >/dev/null 2>&1; then
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <sys/systemcfg.h>
+
+ main()
+ {
+ if (!__power_pc())
+ exit(1);
+ puts("powerpc-ibm-aix3.2.5");
+ exit(0);
+ }
+EOF
+ $CC_FOR_BUILD -o $dummy $dummy.c && $dummy && exit 0
+ echo rs6000-ibm-aix3.2.5
+ elif grep bos324 /usr/include/stdio.h >/dev/null 2>&1; then
+ echo rs6000-ibm-aix3.2.4
+ else
+ echo rs6000-ibm-aix3.2
+ fi
+ exit 0 ;;
+ *:AIX:*:[45])
+ IBM_CPU_ID=`/usr/sbin/lsdev -C -c processor -S available | sed 1q | awk '{ print $1 }'`
+ if /usr/sbin/lsattr -El ${IBM_CPU_ID} | grep ' POWER' >/dev/null 2>&1; then
+ IBM_ARCH=rs6000
+ else
+ IBM_ARCH=powerpc
+ fi
+ if [ -x /usr/bin/oslevel ] ; then
+ IBM_REV=`/usr/bin/oslevel`
+ else
+ IBM_REV=${UNAME_VERSION}.${UNAME_RELEASE}
+ fi
+ echo ${IBM_ARCH}-ibm-aix${IBM_REV}
+ exit 0 ;;
+ *:AIX:*:*)
+ echo rs6000-ibm-aix
+ exit 0 ;;
+ ibmrt:4.4BSD:*|romp-ibm:BSD:*)
+ echo romp-ibm-bsd4.4
+ exit 0 ;;
+ ibmrt:*BSD:*|romp-ibm:BSD:*) # covers RT/PC BSD and
+ echo romp-ibm-bsd${UNAME_RELEASE} # 4.3 with uname added to
+ exit 0 ;; # report: romp-ibm BSD 4.3
+ *:BOSX:*:*)
+ echo rs6000-bull-bosx
+ exit 0 ;;
+ DPX/2?00:B.O.S.:*:*)
+ echo m68k-bull-sysv3
+ exit 0 ;;
+ 9000/[34]??:4.3bsd:1.*:*)
+ echo m68k-hp-bsd
+ exit 0 ;;
+ hp300:4.4BSD:*:* | 9000/[34]??:4.3bsd:2.*:*)
+ echo m68k-hp-bsd4.4
+ exit 0 ;;
+ 9000/[34678]??:HP-UX:*:*)
+ HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
+ case "${UNAME_MACHINE}" in
+ 9000/31? ) HP_ARCH=m68000 ;;
+ 9000/[34]?? ) HP_ARCH=m68k ;;
+ 9000/[678][0-9][0-9])
+ if [ -x /usr/bin/getconf ]; then
+ sc_cpu_version=`/usr/bin/getconf SC_CPU_VERSION 2>/dev/null`
+ sc_kernel_bits=`/usr/bin/getconf SC_KERNEL_BITS 2>/dev/null`
+ case "${sc_cpu_version}" in
+ 523) HP_ARCH="hppa1.0" ;; # CPU_PA_RISC1_0
+ 528) HP_ARCH="hppa1.1" ;; # CPU_PA_RISC1_1
+ 532) # CPU_PA_RISC2_0
+ case "${sc_kernel_bits}" in
+ 32) HP_ARCH="hppa2.0n" ;;
+ 64) HP_ARCH="hppa2.0w" ;;
+ '') HP_ARCH="hppa2.0" ;; # HP-UX 10.20
+ esac ;;
+ esac
+ fi
+ if [ "${HP_ARCH}" = "" ]; then
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+
+ #define _HPUX_SOURCE
+ #include <stdlib.h>
+ #include <unistd.h>
+
+ int main ()
+ {
+ #if defined(_SC_KERNEL_BITS)
+ long bits = sysconf(_SC_KERNEL_BITS);
+ #endif
+ long cpu = sysconf (_SC_CPU_VERSION);
+
+ switch (cpu)
+ {
+ case CPU_PA_RISC1_0: puts ("hppa1.0"); break;
+ case CPU_PA_RISC1_1: puts ("hppa1.1"); break;
+ case CPU_PA_RISC2_0:
+ #if defined(_SC_KERNEL_BITS)
+ switch (bits)
+ {
+ case 64: puts ("hppa2.0w"); break;
+ case 32: puts ("hppa2.0n"); break;
+ default: puts ("hppa2.0"); break;
+ } break;
+ #else /* !defined(_SC_KERNEL_BITS) */
+ puts ("hppa2.0"); break;
+ #endif
+ default: puts ("hppa1.0"); break;
+ }
+ exit (0);
+ }
+EOF
+ (CCOPTS= $CC_FOR_BUILD -o $dummy $dummy.c 2>/dev/null) && HP_ARCH=`$dummy`
+ test -z "$HP_ARCH" && HP_ARCH=hppa
+ fi ;;
+ esac
+ if [ ${HP_ARCH} = "hppa2.0w" ]
+ then
+ # avoid double evaluation of $set_cc_for_build
+ test -n "$CC_FOR_BUILD" || eval $set_cc_for_build
+ if echo __LP64__ | (CCOPTS= $CC_FOR_BUILD -E -) | grep __LP64__ >/dev/null
+ then
+ HP_ARCH="hppa2.0w"
+ else
+ HP_ARCH="hppa64"
+ fi
+ fi
+ echo ${HP_ARCH}-hp-hpux${HPUX_REV}
+ exit 0 ;;
+ ia64:HP-UX:*:*)
+ HPUX_REV=`echo ${UNAME_RELEASE}|sed -e 's/[^.]*.[0B]*//'`
+ echo ia64-hp-hpux${HPUX_REV}
+ exit 0 ;;
+ 3050*:HI-UX:*:*)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <unistd.h>
+ int
+ main ()
+ {
+ long cpu = sysconf (_SC_CPU_VERSION);
+ /* The order matters, because CPU_IS_HP_MC68K erroneously returns
+ true for CPU_PA_RISC1_0. CPU_IS_PA_RISC returns correct
+ results, however. */
+ if (CPU_IS_PA_RISC (cpu))
+ {
+ switch (cpu)
+ {
+ case CPU_PA_RISC1_0: puts ("hppa1.0-hitachi-hiuxwe2"); break;
+ case CPU_PA_RISC1_1: puts ("hppa1.1-hitachi-hiuxwe2"); break;
+ case CPU_PA_RISC2_0: puts ("hppa2.0-hitachi-hiuxwe2"); break;
+ default: puts ("hppa-hitachi-hiuxwe2"); break;
+ }
+ }
+ else if (CPU_IS_HP_MC68K (cpu))
+ puts ("m68k-hitachi-hiuxwe2");
+ else puts ("unknown-hitachi-hiuxwe2");
+ exit (0);
+ }
+EOF
+ $CC_FOR_BUILD -o $dummy $dummy.c && $dummy && exit 0
+ echo unknown-hitachi-hiuxwe2
+ exit 0 ;;
+ 9000/7??:4.3bsd:*:* | 9000/8?[79]:4.3bsd:*:* )
+ echo hppa1.1-hp-bsd
+ exit 0 ;;
+ 9000/8??:4.3bsd:*:*)
+ echo hppa1.0-hp-bsd
+ exit 0 ;;
+ *9??*:MPE/iX:*:* | *3000*:MPE/iX:*:*)
+ echo hppa1.0-hp-mpeix
+ exit 0 ;;
+ hp7??:OSF1:*:* | hp8?[79]:OSF1:*:* )
+ echo hppa1.1-hp-osf
+ exit 0 ;;
+ hp8??:OSF1:*:*)
+ echo hppa1.0-hp-osf
+ exit 0 ;;
+ i*86:OSF1:*:*)
+ if [ -x /usr/sbin/sysversion ] ; then
+ echo ${UNAME_MACHINE}-unknown-osf1mk
+ else
+ echo ${UNAME_MACHINE}-unknown-osf1
+ fi
+ exit 0 ;;
+ parisc*:Lites*:*:*)
+ echo hppa1.1-hp-lites
+ exit 0 ;;
+ C1*:ConvexOS:*:* | convex:ConvexOS:C1*:*)
+ echo c1-convex-bsd
+ exit 0 ;;
+ C2*:ConvexOS:*:* | convex:ConvexOS:C2*:*)
+ if getsysinfo -f scalar_acc
+ then echo c32-convex-bsd
+ else echo c2-convex-bsd
+ fi
+ exit 0 ;;
+ C34*:ConvexOS:*:* | convex:ConvexOS:C34*:*)
+ echo c34-convex-bsd
+ exit 0 ;;
+ C38*:ConvexOS:*:* | convex:ConvexOS:C38*:*)
+ echo c38-convex-bsd
+ exit 0 ;;
+ C4*:ConvexOS:*:* | convex:ConvexOS:C4*:*)
+ echo c4-convex-bsd
+ exit 0 ;;
+ CRAY*Y-MP:*:*:*)
+ echo ymp-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*[A-Z]90:*:*:*)
+ echo ${UNAME_MACHINE}-cray-unicos${UNAME_RELEASE} \
+ | sed -e 's/CRAY.*\([A-Z]90\)/\1/' \
+ -e y/ABCDEFGHIJKLMNOPQRSTUVWXYZ/abcdefghijklmnopqrstuvwxyz/ \
+ -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*TS:*:*:*)
+ echo t90-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*T3E:*:*:*)
+ echo alphaev5-cray-unicosmk${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ CRAY*SV1:*:*:*)
+ echo sv1-cray-unicos${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ *:UNICOS/mp:*:*)
+ echo nv1-cray-unicosmp${UNAME_RELEASE} | sed -e 's/\.[^.]*$/.X/'
+ exit 0 ;;
+ F30[01]:UNIX_System_V:*:* | F700:UNIX_System_V:*:*)
+ FUJITSU_PROC=`uname -m | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz'`
+ FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
+ FUJITSU_REL=`echo ${UNAME_RELEASE} | sed -e 's/ /_/'`
+ echo "${FUJITSU_PROC}-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
+ exit 0 ;;
+ 5000:UNIX_System_V:4.*:*)
+ FUJITSU_SYS=`uname -p | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/\///'`
+ FUJITSU_REL=`echo ${UNAME_RELEASE} | tr 'ABCDEFGHIJKLMNOPQRSTUVWXYZ' 'abcdefghijklmnopqrstuvwxyz' | sed -e 's/ /_/'`
+ echo "sparc-fujitsu-${FUJITSU_SYS}${FUJITSU_REL}"
+ exit 0 ;;
+ i*86:BSD/386:*:* | i*86:BSD/OS:*:* | *:Ascend\ Embedded/OS:*:*)
+ echo ${UNAME_MACHINE}-pc-bsdi${UNAME_RELEASE}
+ exit 0 ;;
+ sparc*:BSD/OS:*:*)
+ echo sparc-unknown-bsdi${UNAME_RELEASE}
+ exit 0 ;;
+ *:BSD/OS:*:*)
+ echo ${UNAME_MACHINE}-unknown-bsdi${UNAME_RELEASE}
+ exit 0 ;;
+ *:FreeBSD:*:*)
+ # Determine whether the default compiler uses glibc.
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <features.h>
+ #if __GLIBC__ >= 2
+ LIBC=gnu
+ #else
+ LIBC=
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^LIBC=`
+ # GNU/KFreeBSD systems have a "k" prefix to indicate we are using
+ # FreeBSD's kernel, but not the complete OS.
+ case ${LIBC} in gnu) kernel_only='k' ;; esac
+ echo ${UNAME_MACHINE}-unknown-${kernel_only}freebsd`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`${LIBC:+-$LIBC}
+ exit 0 ;;
+ i*:CYGWIN*:*)
+ echo ${UNAME_MACHINE}-pc-cygwin
+ exit 0 ;;
+ i*:MINGW*:*)
+ echo ${UNAME_MACHINE}-pc-mingw32
+ exit 0 ;;
+ i*:PW*:*)
+ echo ${UNAME_MACHINE}-pc-pw32
+ exit 0 ;;
+ x86:Interix*:[34]*)
+ echo i586-pc-interix${UNAME_RELEASE}|sed -e 's/\..*//'
+ exit 0 ;;
+ [345]86:Windows_95:* | [345]86:Windows_98:* | [345]86:Windows_NT:*)
+ echo i${UNAME_MACHINE}-pc-mks
+ exit 0 ;;
+ i*:Windows_NT*:* | Pentium*:Windows_NT*:*)
+ # How do we know it's Interix rather than the generic POSIX subsystem?
+ # It also conflicts with pre-2.0 versions of AT&T UWIN. Should we
+ # UNAME_MACHINE based on the output of uname instead of i386?
+ echo i586-pc-interix
+ exit 0 ;;
+ i*:UWIN*:*)
+ echo ${UNAME_MACHINE}-pc-uwin
+ exit 0 ;;
+ p*:CYGWIN*:*)
+ echo powerpcle-unknown-cygwin
+ exit 0 ;;
+ prep*:SunOS:5.*:*)
+ echo powerpcle-unknown-solaris2`echo ${UNAME_RELEASE}|sed -e 's/[^.]*//'`
+ exit 0 ;;
+ *:GNU:*:*)
+ # the GNU system
+ echo `echo ${UNAME_MACHINE}|sed -e 's,[-/].*$,,'`-unknown-gnu`echo ${UNAME_RELEASE}|sed -e 's,/.*$,,'`
+ exit 0 ;;
+ *:GNU/*:*:*)
+ # other systems with GNU libc and userland
+ echo ${UNAME_MACHINE}-unknown-`echo ${UNAME_SYSTEM} | sed 's,^[^/]*/,,' | tr '[A-Z]' '[a-z]'``echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`-gnu
+ exit 0 ;;
+ i*86:Minix:*:*)
+ echo ${UNAME_MACHINE}-pc-minix
+ exit 0 ;;
+ arm*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ cris:Linux:*:*)
+ echo cris-axis-linux-gnu
+ exit 0 ;;
+ ia64:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ m32r*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ m68*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ mips:Linux:*:*)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #undef CPU
+ #undef mips
+ #undef mipsel
+ #if defined(__MIPSEL__) || defined(__MIPSEL) || defined(_MIPSEL) || defined(MIPSEL)
+ CPU=mipsel
+ #else
+ #if defined(__MIPSEB__) || defined(__MIPSEB) || defined(_MIPSEB) || defined(MIPSEB)
+ CPU=mips
+ #else
+ CPU=
+ #endif
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^CPU=`
+ test x"${CPU}" != x && echo "${CPU}-unknown-linux-gnu" && exit 0
+ ;;
+ mips64:Linux:*:*)
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #undef CPU
+ #undef mips64
+ #undef mips64el
+ #if defined(__MIPSEL__) || defined(__MIPSEL) || defined(_MIPSEL) || defined(MIPSEL)
+ CPU=mips64el
+ #else
+ #if defined(__MIPSEB__) || defined(__MIPSEB) || defined(_MIPSEB) || defined(MIPSEB)
+ CPU=mips64
+ #else
+ CPU=
+ #endif
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^CPU=`
+ test x"${CPU}" != x && echo "${CPU}-unknown-linux-gnu" && exit 0
+ ;;
+ ppc:Linux:*:*)
+ echo powerpc-unknown-linux-gnu
+ exit 0 ;;
+ ppc64:Linux:*:*)
+ echo powerpc64-unknown-linux-gnu
+ exit 0 ;;
+ alpha:Linux:*:*)
+ case `sed -n '/^cpu model/s/^.*: \(.*\)/\1/p' < /proc/cpuinfo` in
+ EV5) UNAME_MACHINE=alphaev5 ;;
+ EV56) UNAME_MACHINE=alphaev56 ;;
+ PCA56) UNAME_MACHINE=alphapca56 ;;
+ PCA57) UNAME_MACHINE=alphapca56 ;;
+ EV6) UNAME_MACHINE=alphaev6 ;;
+ EV67) UNAME_MACHINE=alphaev67 ;;
+ EV68*) UNAME_MACHINE=alphaev68 ;;
+ esac
+ objdump --private-headers /bin/sh | grep ld.so.1 >/dev/null
+ if test "$?" = 0 ; then LIBC="libc1" ; else LIBC="" ; fi
+ echo ${UNAME_MACHINE}-unknown-linux-gnu${LIBC}
+ exit 0 ;;
+ parisc:Linux:*:* | hppa:Linux:*:*)
+ # Look for CPU level
+ case `grep '^cpu[^a-z]*:' /proc/cpuinfo 2>/dev/null | cut -d' ' -f2` in
+ PA7*) echo hppa1.1-unknown-linux-gnu ;;
+ PA8*) echo hppa2.0-unknown-linux-gnu ;;
+ *) echo hppa-unknown-linux-gnu ;;
+ esac
+ exit 0 ;;
+ parisc64:Linux:*:* | hppa64:Linux:*:*)
+ echo hppa64-unknown-linux-gnu
+ exit 0 ;;
+ s390:Linux:*:* | s390x:Linux:*:*)
+ echo ${UNAME_MACHINE}-ibm-linux
+ exit 0 ;;
+ sh64*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ sh*:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ sparc:Linux:*:* | sparc64:Linux:*:*)
+ echo ${UNAME_MACHINE}-unknown-linux-gnu
+ exit 0 ;;
+ x86_64:Linux:*:*)
+ echo x86_64-unknown-linux-gnu
+ exit 0 ;;
+ i*86:Linux:*:*)
+ # The BFD linker knows what the default object file format is, so
+ # first see if it will tell us. cd to the root directory to prevent
+ # problems with other programs or directories called `ld' in the path.
+ # Set LC_ALL=C to ensure ld outputs messages in English.
+ ld_supported_targets=`cd /; LC_ALL=C ld --help 2>&1 \
+ | sed -ne '/supported targets:/!d
+ s/[ ][ ]*/ /g
+ s/.*supported targets: *//
+ s/ .*//
+ p'`
+ case "$ld_supported_targets" in
+ elf32-i386)
+ TENTATIVE="${UNAME_MACHINE}-pc-linux-gnu"
+ ;;
+ a.out-i386-linux)
+ echo "${UNAME_MACHINE}-pc-linux-gnuaout"
+ exit 0 ;;
+ coff-i386)
+ echo "${UNAME_MACHINE}-pc-linux-gnucoff"
+ exit 0 ;;
+ "")
+ # Either a pre-BFD a.out linker (linux-gnuoldld) or
+ # one that does not give us useful --help.
+ echo "${UNAME_MACHINE}-pc-linux-gnuoldld"
+ exit 0 ;;
+ esac
+ # Determine whether the default compiler is a.out or elf
+ eval $set_cc_for_build
+ sed 's/^ //' << EOF >$dummy.c
+ #include <features.h>
+ #ifdef __ELF__
+ # ifdef __GLIBC__
+ # if __GLIBC__ >= 2
+ LIBC=gnu
+ # else
+ LIBC=gnulibc1
+ # endif
+ # else
+ LIBC=gnulibc1
+ # endif
+ #else
+ #ifdef __INTEL_COMPILER
+ LIBC=gnu
+ #else
+ LIBC=gnuaout
+ #endif
+ #endif
+ #ifdef __dietlibc__
+ LIBC=dietlibc
+ #endif
+EOF
+ eval `$CC_FOR_BUILD -E $dummy.c 2>/dev/null | grep ^LIBC=`
+ test x"${LIBC}" != x && echo "${UNAME_MACHINE}-pc-linux-${LIBC}" && exit 0
+ test x"${TENTATIVE}" != x && echo "${TENTATIVE}" && exit 0
+ ;;
+ i*86:DYNIX/ptx:4*:*)
+ # ptx 4.0 does uname -s correctly, with DYNIX/ptx in there.
+ # earlier versions are messed up and put the nodename in both
+ # sysname and nodename.
+ echo i386-sequent-sysv4
+ exit 0 ;;
+ i*86:UNIX_SV:4.2MP:2.*)
+ # Unixware is an offshoot of SVR4, but it has its own version
+ # number series starting with 2...
+ # I am not positive that other SVR4 systems won't match this,
+ # I just have to hope. -- rms.
+ # Use sysv4.2uw... so that sysv4* matches it.
+ echo ${UNAME_MACHINE}-pc-sysv4.2uw${UNAME_VERSION}
+ exit 0 ;;
+ i*86:OS/2:*:*)
+ # If we were able to find `uname', then EMX Unix compatibility
+ # is probably installed.
+ echo ${UNAME_MACHINE}-pc-os2-emx
+ exit 0 ;;
+ i*86:XTS-300:*:STOP)
+ echo ${UNAME_MACHINE}-unknown-stop
+ exit 0 ;;
+ i*86:atheos:*:*)
+ echo ${UNAME_MACHINE}-unknown-atheos
+ exit 0 ;;
+ i*86:syllable:*:*)
+ echo ${UNAME_MACHINE}-pc-syllable
+ exit 0 ;;
+ i*86:LynxOS:2.*:* | i*86:LynxOS:3.[01]*:* | i*86:LynxOS:4.0*:*)
+ echo i386-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ i*86:*DOS:*:*)
+ echo ${UNAME_MACHINE}-pc-msdosdjgpp
+ exit 0 ;;
+ i*86:*:4.*:* | i*86:SYSTEM_V:4.*:*)
+ UNAME_REL=`echo ${UNAME_RELEASE} | sed 's/\/MP$//'`
+ if grep Novell /usr/include/link.h >/dev/null 2>/dev/null; then
+ echo ${UNAME_MACHINE}-univel-sysv${UNAME_REL}
+ else
+ echo ${UNAME_MACHINE}-pc-sysv${UNAME_REL}
+ fi
+ exit 0 ;;
+ i*86:*:5:[78]*)
+ case `/bin/uname -X | grep "^Machine"` in
+ *486*) UNAME_MACHINE=i486 ;;
+ *Pentium) UNAME_MACHINE=i586 ;;
+ *Pent*|*Celeron) UNAME_MACHINE=i686 ;;
+ esac
+ echo ${UNAME_MACHINE}-unknown-sysv${UNAME_RELEASE}${UNAME_SYSTEM}${UNAME_VERSION}
+ exit 0 ;;
+ i*86:*:3.2:*)
+ if test -f /usr/options/cb.name; then
+ UNAME_REL=`sed -n 's/.*Version //p' </usr/options/cb.name`
+ echo ${UNAME_MACHINE}-pc-isc$UNAME_REL
+ elif /bin/uname -X 2>/dev/null >/dev/null ; then
+ UNAME_REL=`(/bin/uname -X|grep Release|sed -e 's/.*= //')`
+ (/bin/uname -X|grep i80486 >/dev/null) && UNAME_MACHINE=i486
+ (/bin/uname -X|grep '^Machine.*Pentium' >/dev/null) \
+ && UNAME_MACHINE=i586
+ (/bin/uname -X|grep '^Machine.*Pent *II' >/dev/null) \
+ && UNAME_MACHINE=i686
+ (/bin/uname -X|grep '^Machine.*Pentium Pro' >/dev/null) \
+ && UNAME_MACHINE=i686
+ echo ${UNAME_MACHINE}-pc-sco$UNAME_REL
+ else
+ echo ${UNAME_MACHINE}-pc-sysv32
+ fi
+ exit 0 ;;
+ pc:*:*:*)
+ # Left here for compatibility:
+ # uname -m prints for DJGPP always 'pc', but it prints nothing about
+ # the processor, so we play safe by assuming i386.
+ echo i386-pc-msdosdjgpp
+ exit 0 ;;
+ Intel:Mach:3*:*)
+ echo i386-pc-mach3
+ exit 0 ;;
+ paragon:*:*:*)
+ echo i860-intel-osf1
+ exit 0 ;;
+ i860:*:4.*:*) # i860-SVR4
+ if grep Stardent /usr/include/sys/uadmin.h >/dev/null 2>&1 ; then
+ echo i860-stardent-sysv${UNAME_RELEASE} # Stardent Vistra i860-SVR4
+ else # Add other i860-SVR4 vendors below as they are discovered.
+ echo i860-unknown-sysv${UNAME_RELEASE} # Unknown i860-SVR4
+ fi
+ exit 0 ;;
+ mini*:CTIX:SYS*5:*)
+ # "miniframe"
+ echo m68010-convergent-sysv
+ exit 0 ;;
+ mc68k:UNIX:SYSTEM5:3.51m)
+ echo m68k-convergent-sysv
+ exit 0 ;;
+ M680?0:D-NIX:5.3:*)
+ echo m68k-diab-dnix
+ exit 0 ;;
+ M68*:*:R3V[5678]*:*)
+ test -r /sysV68 && echo 'm68k-motorola-sysv' && exit 0 ;;
+ 3[345]??:*:4.0:3.0 | 3[34]??A:*:4.0:3.0 | 3[34]??,*:*:4.0:3.0 | 3[34]??/*:*:4.0:3.0 | 4400:*:4.0:3.0 | 4850:*:4.0:3.0 | SKA40:*:4.0:3.0 | SDS2:*:4.0:3.0 | SHG2:*:4.0:3.0)
+ OS_REL=''
+ test -r /etc/.relid \
+ && OS_REL=.`sed -n 's/[^ ]* [^ ]* \([0-9][0-9]\).*/\1/p' < /etc/.relid`
+ /bin/uname -p 2>/dev/null | grep 86 >/dev/null \
+ && echo i486-ncr-sysv4.3${OS_REL} && exit 0
+ /bin/uname -p 2>/dev/null | /bin/grep entium >/dev/null \
+ && echo i586-ncr-sysv4.3${OS_REL} && exit 0 ;;
+ 3[34]??:*:4.0:* | 3[34]??,*:*:4.0:*)
+ /bin/uname -p 2>/dev/null | grep 86 >/dev/null \
+ && echo i486-ncr-sysv4 && exit 0 ;;
+ m68*:LynxOS:2.*:* | m68*:LynxOS:3.0*:*)
+ echo m68k-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ mc68030:UNIX_System_V:4.*:*)
+ echo m68k-atari-sysv4
+ exit 0 ;;
+ TSUNAMI:LynxOS:2.*:*)
+ echo sparc-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ rs6000:LynxOS:2.*:*)
+ echo rs6000-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ PowerPC:LynxOS:2.*:* | PowerPC:LynxOS:3.[01]*:* | PowerPC:LynxOS:4.0*:*)
+ echo powerpc-unknown-lynxos${UNAME_RELEASE}
+ exit 0 ;;
+ SM[BE]S:UNIX_SV:*:*)
+ echo mips-dde-sysv${UNAME_RELEASE}
+ exit 0 ;;
+ RM*:ReliantUNIX-*:*:*)
+ echo mips-sni-sysv4
+ exit 0 ;;
+ RM*:SINIX-*:*:*)
+ echo mips-sni-sysv4
+ exit 0 ;;
+ *:SINIX-*:*:*)
+ if uname -p 2>/dev/null >/dev/null ; then
+ UNAME_MACHINE=`(uname -p) 2>/dev/null`
+ echo ${UNAME_MACHINE}-sni-sysv4
+ else
+ echo ns32k-sni-sysv
+ fi
+ exit 0 ;;
+ PENTIUM:*:4.0*:*) # Unisys `ClearPath HMP IX 4000' SVR4/MP effort
+ # says <Richard.M.Bartel at ccMail.Census.GOV>
+ echo i586-unisys-sysv4
+ exit 0 ;;
+ *:UNIX_System_V:4*:FTX*)
+ # From Gerald Hewes <hewes at openmarket.com>.
+ # How about differentiating between stratus architectures? -djm
+ echo hppa1.1-stratus-sysv4
+ exit 0 ;;
+ *:*:*:FTX*)
+ # From seanf at swdc.stratus.com.
+ echo i860-stratus-sysv4
+ exit 0 ;;
+ *:VOS:*:*)
+ # From Paul.Green at stratus.com.
+ echo hppa1.1-stratus-vos
+ exit 0 ;;
+ mc68*:A/UX:*:*)
+ echo m68k-apple-aux${UNAME_RELEASE}
+ exit 0 ;;
+ news*:NEWS-OS:6*:*)
+ echo mips-sony-newsos6
+ exit 0 ;;
+ R[34]000:*System_V*:*:* | R4000:UNIX_SYSV:*:* | R*000:UNIX_SV:*:*)
+ if [ -d /usr/nec ]; then
+ echo mips-nec-sysv${UNAME_RELEASE}
+ else
+ echo mips-unknown-sysv${UNAME_RELEASE}
+ fi
+ exit 0 ;;
+ BeBox:BeOS:*:*) # BeOS running on hardware made by Be, PPC only.
+ echo powerpc-be-beos
+ exit 0 ;;
+ BeMac:BeOS:*:*) # BeOS running on Mac or Mac clone, PPC only.
+ echo powerpc-apple-beos
+ exit 0 ;;
+ BePC:BeOS:*:*) # BeOS running on Intel PC compatible.
+ echo i586-pc-beos
+ exit 0 ;;
+ SX-4:SUPER-UX:*:*)
+ echo sx4-nec-superux${UNAME_RELEASE}
+ exit 0 ;;
+ SX-5:SUPER-UX:*:*)
+ echo sx5-nec-superux${UNAME_RELEASE}
+ exit 0 ;;
+ SX-6:SUPER-UX:*:*)
+ echo sx6-nec-superux${UNAME_RELEASE}
+ exit 0 ;;
+ Power*:Rhapsody:*:*)
+ echo powerpc-apple-rhapsody${UNAME_RELEASE}
+ exit 0 ;;
+ *:Rhapsody:*:*)
+ echo ${UNAME_MACHINE}-apple-rhapsody${UNAME_RELEASE}
+ exit 0 ;;
+ *:Darwin:*:*)
+ case `uname -p` in
+ *86) UNAME_PROCESSOR=i686 ;;
+ powerpc) UNAME_PROCESSOR=powerpc ;;
+ esac
+ echo ${UNAME_PROCESSOR}-apple-darwin${UNAME_RELEASE}
+ exit 0 ;;
+ *:procnto*:*:* | *:QNX:[0123456789]*:*)
+ UNAME_PROCESSOR=`uname -p`
+ if test "$UNAME_PROCESSOR" = "x86"; then
+ UNAME_PROCESSOR=i386
+ UNAME_MACHINE=pc
+ fi
+ echo ${UNAME_PROCESSOR}-${UNAME_MACHINE}-nto-qnx${UNAME_RELEASE}
+ exit 0 ;;
+ *:QNX:*:4*)
+ echo i386-pc-qnx
+ exit 0 ;;
+ NSR-?:NONSTOP_KERNEL:*:*)
+ echo nsr-tandem-nsk${UNAME_RELEASE}
+ exit 0 ;;
+ *:NonStop-UX:*:*)
+ echo mips-compaq-nonstopux
+ exit 0 ;;
+ BS2000:POSIX*:*:*)
+ echo bs2000-siemens-sysv
+ exit 0 ;;
+ DS/*:UNIX_System_V:*:*)
+ echo ${UNAME_MACHINE}-${UNAME_SYSTEM}-${UNAME_RELEASE}
+ exit 0 ;;
+ *:Plan9:*:*)
+ # "uname -m" is not consistent, so use $cputype instead. 386
+ # is converted to i386 for consistency with other x86
+ # operating systems.
+ if test "$cputype" = "386"; then
+ UNAME_MACHINE=i386
+ else
+ UNAME_MACHINE="$cputype"
+ fi
+ echo ${UNAME_MACHINE}-unknown-plan9
+ exit 0 ;;
+ *:TOPS-10:*:*)
+ echo pdp10-unknown-tops10
+ exit 0 ;;
+ *:TENEX:*:*)
+ echo pdp10-unknown-tenex
+ exit 0 ;;
+ KS10:TOPS-20:*:* | KL10:TOPS-20:*:* | TYPE4:TOPS-20:*:*)
+ echo pdp10-dec-tops20
+ exit 0 ;;
+ XKL-1:TOPS-20:*:* | TYPE5:TOPS-20:*:*)
+ echo pdp10-xkl-tops20
+ exit 0 ;;
+ *:TOPS-20:*:*)
+ echo pdp10-unknown-tops20
+ exit 0 ;;
+ *:ITS:*:*)
+ echo pdp10-unknown-its
+ exit 0 ;;
+ SEI:*:*:SEIUX)
+ echo mips-sei-seiux${UNAME_RELEASE}
+ exit 0 ;;
+ *:DragonFly:*:*)
+ echo ${UNAME_MACHINE}-unknown-dragonfly`echo ${UNAME_RELEASE}|sed -e 's/[-(].*//'`
+ exit 0 ;;
+esac
+
+#echo '(No uname command or uname output not recognized.)' 1>&2
+#echo "${UNAME_MACHINE}:${UNAME_SYSTEM}:${UNAME_RELEASE}:${UNAME_VERSION}" 1>&2
+
+eval $set_cc_for_build
+cat >$dummy.c <<EOF
+#ifdef _SEQUENT_
+# include <sys/types.h>
+# include <sys/utsname.h>
+#endif
+main ()
+{
+#if defined (sony)
+#if defined (MIPSEB)
+ /* BFD wants "bsd" instead of "newsos". Perhaps BFD should be changed,
+ I don't know.... */
+ printf ("mips-sony-bsd\n"); exit (0);
+#else
+#include <sys/param.h>
+ printf ("m68k-sony-newsos%s\n",
+#ifdef NEWSOS4
+ "4"
+#else
+ ""
+#endif
+ ); exit (0);
+#endif
+#endif
+
+#if defined (__arm) && defined (__acorn) && defined (__unix)
+ printf ("arm-acorn-riscix"); exit (0);
+#endif
+
+#if defined (hp300) && !defined (hpux)
+ printf ("m68k-hp-bsd\n"); exit (0);
+#endif
+
+#if defined (NeXT)
+#if !defined (__ARCHITECTURE__)
+#define __ARCHITECTURE__ "m68k"
+#endif
+ int version;
+ version=`(hostinfo | sed -n 's/.*NeXT Mach \([0-9]*\).*/\1/p') 2>/dev/null`;
+ if (version < 4)
+ printf ("%s-next-nextstep%d\n", __ARCHITECTURE__, version);
+ else
+ printf ("%s-next-openstep%d\n", __ARCHITECTURE__, version);
+ exit (0);
+#endif
+
+#if defined (MULTIMAX) || defined (n16)
+#if defined (UMAXV)
+ printf ("ns32k-encore-sysv\n"); exit (0);
+#else
+#if defined (CMU)
+ printf ("ns32k-encore-mach\n"); exit (0);
+#else
+ printf ("ns32k-encore-bsd\n"); exit (0);
+#endif
+#endif
+#endif
+
+#if defined (__386BSD__)
+ printf ("i386-pc-bsd\n"); exit (0);
+#endif
+
+#if defined (sequent)
+#if defined (i386)
+ printf ("i386-sequent-dynix\n"); exit (0);
+#endif
+#if defined (ns32000)
+ printf ("ns32k-sequent-dynix\n"); exit (0);
+#endif
+#endif
+
+#if defined (_SEQUENT_)
+ struct utsname un;
+
+ uname(&un);
+
+ if (strncmp(un.version, "V2", 2) == 0) {
+ printf ("i386-sequent-ptx2\n"); exit (0);
+ }
+ if (strncmp(un.version, "V1", 2) == 0) { /* XXX is V1 correct? */
+ printf ("i386-sequent-ptx1\n"); exit (0);
+ }
+ printf ("i386-sequent-ptx\n"); exit (0);
+
+#endif
+
+#if defined (vax)
+# if !defined (ultrix)
+# include <sys/param.h>
+# if defined (BSD)
+# if BSD == 43
+ printf ("vax-dec-bsd4.3\n"); exit (0);
+# else
+# if BSD == 199006
+ printf ("vax-dec-bsd4.3reno\n"); exit (0);
+# else
+ printf ("vax-dec-bsd\n"); exit (0);
+# endif
+# endif
+# else
+ printf ("vax-dec-bsd\n"); exit (0);
+# endif
+# else
+ printf ("vax-dec-ultrix\n"); exit (0);
+# endif
+#endif
+
+#if defined (alliant) && defined (i860)
+ printf ("i860-alliant-bsd\n"); exit (0);
+#endif
+
+ exit (1);
+}
+EOF
+
+$CC_FOR_BUILD -o $dummy $dummy.c 2>/dev/null && $dummy && exit 0
+
+# Apollos put the system type in the environment.
+
+test -d /usr/apollo && { echo ${ISP}-apollo-${SYSTYPE}; exit 0; }
+
+# Convex versions that predate uname can use getsysinfo(1)
+
+if [ -x /usr/convex/getsysinfo ]
+then
+ case `getsysinfo -f cpu_type` in
+ c1*)
+ echo c1-convex-bsd
+ exit 0 ;;
+ c2*)
+ if getsysinfo -f scalar_acc
+ then echo c32-convex-bsd
+ else echo c2-convex-bsd
+ fi
+ exit 0 ;;
+ c34*)
+ echo c34-convex-bsd
+ exit 0 ;;
+ c38*)
+ echo c38-convex-bsd
+ exit 0 ;;
+ c4*)
+ echo c4-convex-bsd
+ exit 0 ;;
+ esac
+fi
+
+cat >&2 <<EOF
+$0: unable to guess system type
+
+This script, last modified $timestamp, has failed to recognize
+the operating system you are using. It is advised that you
+download the most up to date version of the config scripts from
+
+ ftp://ftp.gnu.org/pub/gnu/config/
+
+If the version you run ($0) is already up to date, please
+send the following data and any information you think might be
+pertinent to <config-patches at gnu.org> in order to provide the needed
+information to handle your system.
+
+config.guess timestamp = $timestamp
+
+uname -m = `(uname -m) 2>/dev/null || echo unknown`
+uname -r = `(uname -r) 2>/dev/null || echo unknown`
+uname -s = `(uname -s) 2>/dev/null || echo unknown`
+uname -v = `(uname -v) 2>/dev/null || echo unknown`
+
+/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null`
+/bin/uname -X = `(/bin/uname -X) 2>/dev/null`
+
+hostinfo = `(hostinfo) 2>/dev/null`
+/bin/universe = `(/bin/universe) 2>/dev/null`
+/usr/bin/arch -k = `(/usr/bin/arch -k) 2>/dev/null`
+/bin/arch = `(/bin/arch) 2>/dev/null`
+/usr/bin/oslevel = `(/usr/bin/oslevel) 2>/dev/null`
+/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null`
+
+UNAME_MACHINE = ${UNAME_MACHINE}
+UNAME_RELEASE = ${UNAME_RELEASE}
+UNAME_SYSTEM = ${UNAME_SYSTEM}
+UNAME_VERSION = ${UNAME_VERSION}
+EOF
+
+exit 1
+
+# Local variables:
+# eval: (add-hook 'write-file-hooks 'time-stamp)
+# time-stamp-start: "timestamp='"
+# time-stamp-format: "%:y-%02m-%02d"
+# time-stamp-end: "'"
+# End:
diff --git a/easel/config.sub b/easel/config.sub
new file mode 100644
index 0000000..ba33103
--- /dev/null
+++ b/easel/config.sub
@@ -0,0 +1,1549 @@
+#! /bin/sh
+# Configuration validation subroutine script.
+# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999,
+# 2000, 2001, 2002, 2003 Free Software Foundation, Inc.
+
+timestamp='2004-03-12'
+
+# This file is (in principle) common to ALL GNU software.
+# The presence of a machine in this file suggests that SOME GNU software
+# can handle that machine. It does not imply ALL GNU software can.
+#
+# This file is free software; you can redistribute it and/or modify
+# it under the terms of the GNU General Public License as published by
+# the Free Software Foundation; either version 2 of the License, or
+# (at your option) any later version.
+#
+# This program is distributed in the hope that it will be useful,
+# but WITHOUT ANY WARRANTY; without even the implied warranty of
+# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+# GNU General Public License for more details.
+#
+# You should have received a copy of the GNU General Public License
+# along with this program; if not, write to the Free Software
+# Foundation, Inc., 59 Temple Place - Suite 330,
+# Boston, MA 02111-1307, USA.
+
+# As a special exception to the GNU General Public License, if you
+# distribute this file as part of a program that contains a
+# configuration script generated by Autoconf, you may include it under
+# the same distribution terms that you use for the rest of that program.
+
+# Please send patches to <config-patches at gnu.org>. Submit a context
+# diff and a properly formatted ChangeLog entry.
+#
+# Configuration subroutine to validate and canonicalize a configuration type.
+# Supply the specified configuration type as an argument.
+# If it is invalid, we print an error message on stderr and exit with code 1.
+# Otherwise, we print the canonical config type on stdout and succeed.
+
+# This file is supposed to be the same for all GNU packages
+# and recognize all the CPU types, system types and aliases
+# that are meaningful with *any* GNU software.
+# Each package is responsible for reporting which valid configurations
+# it does not support. The user should be able to distinguish
+# a failure to support a valid configuration from a meaningless
+# configuration.
+
+# The goal of this file is to map all the various variations of a given
+# machine specification into a single specification in the form:
+# CPU_TYPE-MANUFACTURER-OPERATING_SYSTEM
+# or in some cases, the newer four-part form:
+# CPU_TYPE-MANUFACTURER-KERNEL-OPERATING_SYSTEM
+# It is wrong to echo any other type of specification.
+
+me=`echo "$0" | sed -e 's,.*/,,'`
+
+usage="\
+Usage: $0 [OPTION] CPU-MFR-OPSYS
+ $0 [OPTION] ALIAS
+
+Canonicalize a configuration name.
+
+Operation modes:
+ -h, --help print this help, then exit
+ -t, --time-stamp print date of last modification, then exit
+ -v, --version print version number, then exit
+
+Report bugs and patches to <config-patches at gnu.org>."
+
+version="\
+GNU config.sub ($timestamp)
+
+Copyright (C) 1992, 1993, 1994, 1995, 1996, 1997, 1998, 1999, 2000, 2001
+Free Software Foundation, Inc.
+
+This is free software; see the source for copying conditions. There is NO
+warranty; not even for MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE."
+
+help="
+Try \`$me --help' for more information."
+
+# Parse command line
+while test $# -gt 0 ; do
+ case $1 in
+ --time-stamp | --time* | -t )
+ echo "$timestamp" ; exit 0 ;;
+ --version | -v )
+ echo "$version" ; exit 0 ;;
+ --help | --h* | -h )
+ echo "$usage"; exit 0 ;;
+ -- ) # Stop option processing
+ shift; break ;;
+ - ) # Use stdin as input.
+ break ;;
+ -* )
+ echo "$me: invalid option $1$help"
+ exit 1 ;;
+
+ *local*)
+ # First pass through any local machine types.
+ echo $1
+ exit 0;;
+
+ * )
+ break ;;
+ esac
+done
+
+case $# in
+ 0) echo "$me: missing argument$help" >&2
+ exit 1;;
+ 1) ;;
+ *) echo "$me: too many arguments$help" >&2
+ exit 1;;
+esac
+
+# Separate what the user gave into CPU-COMPANY and OS or KERNEL-OS (if any).
+# Here we must recognize all the valid KERNEL-OS combinations.
+maybe_os=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\2/'`
+case $maybe_os in
+ nto-qnx* | linux-gnu* | linux-dietlibc | linux-uclibc* | uclinux-uclibc* | uclinux-gnu* | \
+ kfreebsd*-gnu* | knetbsd*-gnu* | netbsd*-gnu* | storm-chaos* | os2-emx* | rtmk-nova*)
+ os=-$maybe_os
+ basic_machine=`echo $1 | sed 's/^\(.*\)-\([^-]*-[^-]*\)$/\1/'`
+ ;;
+ *)
+ basic_machine=`echo $1 | sed 's/-[^-]*$//'`
+ if [ $basic_machine != $1 ]
+ then os=`echo $1 | sed 's/.*-/-/'`
+ else os=; fi
+ ;;
+esac
+
+### Let's recognize common machines as not being operating systems so
+### that things like config.sub decstation-3100 work. We also
+### recognize some manufacturers as not being operating systems, so we
+### can provide default operating systems below.
+case $os in
+ -sun*os*)
+ # Prevent following clause from handling this invalid input.
+ ;;
+ -dec* | -mips* | -sequent* | -encore* | -pc532* | -sgi* | -sony* | \
+ -att* | -7300* | -3300* | -delta* | -motorola* | -sun[234]* | \
+ -unicom* | -ibm* | -next | -hp | -isi* | -apollo | -altos* | \
+ -convergent* | -ncr* | -news | -32* | -3600* | -3100* | -hitachi* |\
+ -c[123]* | -convex* | -sun | -crds | -omron* | -dg | -ultra | -tti* | \
+ -harris | -dolphin | -highlevel | -gould | -cbm | -ns | -masscomp | \
+ -apple | -axis)
+ os=
+ basic_machine=$1
+ ;;
+ -sim | -cisco | -oki | -wec | -winbond)
+ os=
+ basic_machine=$1
+ ;;
+ -scout)
+ ;;
+ -wrs)
+ os=-vxworks
+ basic_machine=$1
+ ;;
+ -chorusos*)
+ os=-chorusos
+ basic_machine=$1
+ ;;
+ -chorusrdb)
+ os=-chorusrdb
+ basic_machine=$1
+ ;;
+ -hiux*)
+ os=-hiuxwe2
+ ;;
+ -sco5)
+ os=-sco3.2v5
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco4)
+ os=-sco3.2v4
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco3.2.[4-9]*)
+ os=`echo $os | sed -e 's/sco3.2./sco3.2v/'`
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco3.2v[4-9]*)
+ # Don't forget version if it is 3.2v4 or newer.
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -sco*)
+ os=-sco3.2v2
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -udk*)
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -isc)
+ os=-isc2.2
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -clix*)
+ basic_machine=clipper-intergraph
+ ;;
+ -isc*)
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-pc/'`
+ ;;
+ -lynx*)
+ os=-lynxos
+ ;;
+ -ptx*)
+ basic_machine=`echo $1 | sed -e 's/86-.*/86-sequent/'`
+ ;;
+ -windowsnt*)
+ os=`echo $os | sed -e 's/windowsnt/winnt/'`
+ ;;
+ -psos*)
+ os=-psos
+ ;;
+ -mint | -mint[0-9]*)
+ basic_machine=m68k-atari
+ os=-mint
+ ;;
+esac
+
+# Decode aliases for certain CPU-COMPANY combinations.
+case $basic_machine in
+ # Recognize the basic CPU types without company name.
+ # Some are omitted here because they have special meanings below.
+ 1750a | 580 \
+ | a29k \
+ | alpha | alphaev[4-8] | alphaev56 | alphaev6[78] | alphapca5[67] \
+ | alpha64 | alpha64ev[4-8] | alpha64ev56 | alpha64ev6[78] | alpha64pca5[67] \
+ | am33_2.0 \
+ | arc | arm | arm[bl]e | arme[lb] | armv[2345] | armv[345][lb] | avr \
+ | c4x | clipper \
+ | d10v | d30v | dlx | dsp16xx \
+ | fr30 | frv \
+ | h8300 | h8500 | hppa | hppa1.[01] | hppa2.0 | hppa2.0[nw] | hppa64 \
+ | i370 | i860 | i960 | ia64 \
+ | ip2k | iq2000 \
+ | m32r | m32rle | m68000 | m68k | m88k | mcore \
+ | mips | mipsbe | mipseb | mipsel | mipsle \
+ | mips16 \
+ | mips64 | mips64el \
+ | mips64vr | mips64vrel \
+ | mips64orion | mips64orionel \
+ | mips64vr4100 | mips64vr4100el \
+ | mips64vr4300 | mips64vr4300el \
+ | mips64vr5000 | mips64vr5000el \
+ | mipsisa32 | mipsisa32el \
+ | mipsisa32r2 | mipsisa32r2el \
+ | mipsisa64 | mipsisa64el \
+ | mipsisa64r2 | mipsisa64r2el \
+ | mipsisa64sb1 | mipsisa64sb1el \
+ | mipsisa64sr71k | mipsisa64sr71kel \
+ | mipstx39 | mipstx39el \
+ | mn10200 | mn10300 \
+ | msp430 \
+ | ns16k | ns32k \
+ | openrisc | or32 \
+ | pdp10 | pdp11 | pj | pjl \
+ | powerpc | powerpc64 | powerpc64le | powerpcle | ppcbe \
+ | pyramid \
+ | sh | sh[1234] | sh[23]e | sh[34]eb | shbe | shle | sh[1234]le | sh3ele \
+ | sh64 | sh64le \
+ | sparc | sparc64 | sparc86x | sparclet | sparclite | sparcv8 | sparcv9 | sparcv9b \
+ | strongarm \
+ | tahoe | thumb | tic4x | tic80 | tron \
+ | v850 | v850e \
+ | we32k \
+ | x86 | xscale | xstormy16 | xtensa \
+ | z8k)
+ basic_machine=$basic_machine-unknown
+ ;;
+ m6811 | m68hc11 | m6812 | m68hc12)
+ # Motorola 68HC11/12.
+ basic_machine=$basic_machine-unknown
+ os=-none
+ ;;
+ m88110 | m680[12346]0 | m683?2 | m68360 | m5200 | v70 | w65 | z8k)
+ ;;
+
+ # We use `pc' rather than `unknown'
+ # because (1) that's what they normally are, and
+ # (2) the word "unknown" tends to confuse beginning users.
+ i*86 | x86_64)
+ basic_machine=$basic_machine-pc
+ ;;
+ # Object if more than one company name word.
+ *-*-*)
+ echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
+ exit 1
+ ;;
+ # Recognize the basic CPU types with company name.
+ 580-* \
+ | a29k-* \
+ | alpha-* | alphaev[4-8]-* | alphaev56-* | alphaev6[78]-* \
+ | alpha64-* | alpha64ev[4-8]-* | alpha64ev56-* | alpha64ev6[78]-* \
+ | alphapca5[67]-* | alpha64pca5[67]-* | arc-* \
+ | arm-* | armbe-* | armle-* | armeb-* | armv*-* \
+ | avr-* \
+ | bs2000-* \
+ | c[123]* | c30-* | [cjt]90-* | c4x-* | c54x-* | c55x-* | c6x-* \
+ | clipper-* | cydra-* \
+ | d10v-* | d30v-* | dlx-* \
+ | elxsi-* \
+ | f30[01]-* | f700-* | fr30-* | frv-* | fx80-* \
+ | h8300-* | h8500-* \
+ | hppa-* | hppa1.[01]-* | hppa2.0-* | hppa2.0[nw]-* | hppa64-* \
+ | i*86-* | i860-* | i960-* | ia64-* \
+ | ip2k-* | iq2000-* \
+ | m32r-* | m32rle-* \
+ | m68000-* | m680[012346]0-* | m68360-* | m683?2-* | m68k-* \
+ | m88110-* | m88k-* | mcore-* \
+ | mips-* | mipsbe-* | mipseb-* | mipsel-* | mipsle-* \
+ | mips16-* \
+ | mips64-* | mips64el-* \
+ | mips64vr-* | mips64vrel-* \
+ | mips64orion-* | mips64orionel-* \
+ | mips64vr4100-* | mips64vr4100el-* \
+ | mips64vr4300-* | mips64vr4300el-* \
+ | mips64vr5000-* | mips64vr5000el-* \
+ | mipsisa32-* | mipsisa32el-* \
+ | mipsisa32r2-* | mipsisa32r2el-* \
+ | mipsisa64-* | mipsisa64el-* \
+ | mipsisa64r2-* | mipsisa64r2el-* \
+ | mipsisa64sb1-* | mipsisa64sb1el-* \
+ | mipsisa64sr71k-* | mipsisa64sr71kel-* \
+ | mipstx39-* | mipstx39el-* \
+ | msp430-* \
+ | none-* | np1-* | nv1-* | ns16k-* | ns32k-* \
+ | orion-* \
+ | pdp10-* | pdp11-* | pj-* | pjl-* | pn-* | power-* \
+ | powerpc-* | powerpc64-* | powerpc64le-* | powerpcle-* | ppcbe-* \
+ | pyramid-* \
+ | romp-* | rs6000-* \
+ | sh-* | sh[1234]-* | sh[23]e-* | sh[34]eb-* | shbe-* \
+ | shle-* | sh[1234]le-* | sh3ele-* | sh64-* | sh64le-* \
+ | sparc-* | sparc64-* | sparc86x-* | sparclet-* | sparclite-* \
+ | sparcv8-* | sparcv9-* | sparcv9b-* | strongarm-* | sv1-* | sx?-* \
+ | tahoe-* | thumb-* \
+ | tic30-* | tic4x-* | tic54x-* | tic55x-* | tic6x-* | tic80-* \
+ | tron-* \
+ | v850-* | v850e-* | vax-* \
+ | we32k-* \
+ | x86-* | x86_64-* | xps100-* | xscale-* | xstormy16-* \
+ | xtensa-* \
+ | ymp-* \
+ | z8k-*)
+ ;;
+ # Recognize the various machine names and aliases which stand
+ # for a CPU type and a company and sometimes even an OS.
+ 386bsd)
+ basic_machine=i386-unknown
+ os=-bsd
+ ;;
+ 3b1 | 7300 | 7300-att | att-7300 | pc7300 | safari | unixpc)
+ basic_machine=m68000-att
+ ;;
+ 3b*)
+ basic_machine=we32k-att
+ ;;
+ a29khif)
+ basic_machine=a29k-amd
+ os=-udi
+ ;;
+ abacus)
+ basic_machine=abacus-unknown
+ ;;
+ adobe68k)
+ basic_machine=m68010-adobe
+ os=-scout
+ ;;
+ alliant | fx80)
+ basic_machine=fx80-alliant
+ ;;
+ altos | altos3068)
+ basic_machine=m68k-altos
+ ;;
+ am29k)
+ basic_machine=a29k-none
+ os=-bsd
+ ;;
+ amd64)
+ basic_machine=x86_64-pc
+ ;;
+ amd64-*)
+ basic_machine=x86_64-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ amdahl)
+ basic_machine=580-amdahl
+ os=-sysv
+ ;;
+ amiga | amiga-*)
+ basic_machine=m68k-unknown
+ ;;
+ amigaos | amigados)
+ basic_machine=m68k-unknown
+ os=-amigaos
+ ;;
+ amigaunix | amix)
+ basic_machine=m68k-unknown
+ os=-sysv4
+ ;;
+ apollo68)
+ basic_machine=m68k-apollo
+ os=-sysv
+ ;;
+ apollo68bsd)
+ basic_machine=m68k-apollo
+ os=-bsd
+ ;;
+ aux)
+ basic_machine=m68k-apple
+ os=-aux
+ ;;
+ balance)
+ basic_machine=ns32k-sequent
+ os=-dynix
+ ;;
+ c90)
+ basic_machine=c90-cray
+ os=-unicos
+ ;;
+ convex-c1)
+ basic_machine=c1-convex
+ os=-bsd
+ ;;
+ convex-c2)
+ basic_machine=c2-convex
+ os=-bsd
+ ;;
+ convex-c32)
+ basic_machine=c32-convex
+ os=-bsd
+ ;;
+ convex-c34)
+ basic_machine=c34-convex
+ os=-bsd
+ ;;
+ convex-c38)
+ basic_machine=c38-convex
+ os=-bsd
+ ;;
+ cray | j90)
+ basic_machine=j90-cray
+ os=-unicos
+ ;;
+ cr16c)
+ basic_machine=cr16c-unknown
+ os=-elf
+ ;;
+ crds | unos)
+ basic_machine=m68k-crds
+ ;;
+ cris | cris-* | etrax*)
+ basic_machine=cris-axis
+ ;;
+ crx)
+ basic_machine=crx-unknown
+ os=-elf
+ ;;
+ da30 | da30-*)
+ basic_machine=m68k-da30
+ ;;
+ decstation | decstation-3100 | pmax | pmax-* | pmin | dec3100 | decstatn)
+ basic_machine=mips-dec
+ ;;
+ decsystem10* | dec10*)
+ basic_machine=pdp10-dec
+ os=-tops10
+ ;;
+ decsystem20* | dec20*)
+ basic_machine=pdp10-dec
+ os=-tops20
+ ;;
+ delta | 3300 | motorola-3300 | motorola-delta \
+ | 3300-motorola | delta-motorola)
+ basic_machine=m68k-motorola
+ ;;
+ delta88)
+ basic_machine=m88k-motorola
+ os=-sysv3
+ ;;
+ dpx20 | dpx20-*)
+ basic_machine=rs6000-bull
+ os=-bosx
+ ;;
+ dpx2* | dpx2*-bull)
+ basic_machine=m68k-bull
+ os=-sysv3
+ ;;
+ ebmon29k)
+ basic_machine=a29k-amd
+ os=-ebmon
+ ;;
+ elxsi)
+ basic_machine=elxsi-elxsi
+ os=-bsd
+ ;;
+ encore | umax | mmax)
+ basic_machine=ns32k-encore
+ ;;
+ es1800 | OSE68k | ose68k | ose | OSE)
+ basic_machine=m68k-ericsson
+ os=-ose
+ ;;
+ fx2800)
+ basic_machine=i860-alliant
+ ;;
+ genix)
+ basic_machine=ns32k-ns
+ ;;
+ gmicro)
+ basic_machine=tron-gmicro
+ os=-sysv
+ ;;
+ go32)
+ basic_machine=i386-pc
+ os=-go32
+ ;;
+ h3050r* | hiux*)
+ basic_machine=hppa1.1-hitachi
+ os=-hiuxwe2
+ ;;
+ h8300hms)
+ basic_machine=h8300-hitachi
+ os=-hms
+ ;;
+ h8300xray)
+ basic_machine=h8300-hitachi
+ os=-xray
+ ;;
+ h8500hms)
+ basic_machine=h8500-hitachi
+ os=-hms
+ ;;
+ harris)
+ basic_machine=m88k-harris
+ os=-sysv3
+ ;;
+ hp300-*)
+ basic_machine=m68k-hp
+ ;;
+ hp300bsd)
+ basic_machine=m68k-hp
+ os=-bsd
+ ;;
+ hp300hpux)
+ basic_machine=m68k-hp
+ os=-hpux
+ ;;
+ hp3k9[0-9][0-9] | hp9[0-9][0-9])
+ basic_machine=hppa1.0-hp
+ ;;
+ hp9k2[0-9][0-9] | hp9k31[0-9])
+ basic_machine=m68000-hp
+ ;;
+ hp9k3[2-9][0-9])
+ basic_machine=m68k-hp
+ ;;
+ hp9k6[0-9][0-9] | hp6[0-9][0-9])
+ basic_machine=hppa1.0-hp
+ ;;
+ hp9k7[0-79][0-9] | hp7[0-79][0-9])
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k78[0-9] | hp78[0-9])
+ # FIXME: really hppa2.0-hp
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k8[67]1 | hp8[67]1 | hp9k80[24] | hp80[24] | hp9k8[78]9 | hp8[78]9 | hp9k893 | hp893)
+ # FIXME: really hppa2.0-hp
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k8[0-9][13679] | hp8[0-9][13679])
+ basic_machine=hppa1.1-hp
+ ;;
+ hp9k8[0-9][0-9] | hp8[0-9][0-9])
+ basic_machine=hppa1.0-hp
+ ;;
+ hppa-next)
+ os=-nextstep3
+ ;;
+ hppaosf)
+ basic_machine=hppa1.1-hp
+ os=-osf
+ ;;
+ hppro)
+ basic_machine=hppa1.1-hp
+ os=-proelf
+ ;;
+ i370-ibm* | ibm*)
+ basic_machine=i370-ibm
+ ;;
+# I'm not sure what "Sysv32" means. Should this be sysv3.2?
+ i*86v32)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-sysv32
+ ;;
+ i*86v4*)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-sysv4
+ ;;
+ i*86v)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-sysv
+ ;;
+ i*86sol2)
+ basic_machine=`echo $1 | sed -e 's/86.*/86-pc/'`
+ os=-solaris2
+ ;;
+ i386mach)
+ basic_machine=i386-mach
+ os=-mach
+ ;;
+ i386-vsta | vsta)
+ basic_machine=i386-unknown
+ os=-vsta
+ ;;
+ iris | iris4d)
+ basic_machine=mips-sgi
+ case $os in
+ -irix*)
+ ;;
+ *)
+ os=-irix4
+ ;;
+ esac
+ ;;
+ isi68 | isi)
+ basic_machine=m68k-isi
+ os=-sysv
+ ;;
+ m88k-omron*)
+ basic_machine=m88k-omron
+ ;;
+ magnum | m3230)
+ basic_machine=mips-mips
+ os=-sysv
+ ;;
+ merlin)
+ basic_machine=ns32k-utek
+ os=-sysv
+ ;;
+ mingw32)
+ basic_machine=i386-pc
+ os=-mingw32
+ ;;
+ miniframe)
+ basic_machine=m68000-convergent
+ ;;
+ *mint | -mint[0-9]* | *MiNT | *MiNT[0-9]*)
+ basic_machine=m68k-atari
+ os=-mint
+ ;;
+ mips3*-*)
+ basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`
+ ;;
+ mips3*)
+ basic_machine=`echo $basic_machine | sed -e 's/mips3/mips64/'`-unknown
+ ;;
+ mmix*)
+ basic_machine=mmix-knuth
+ os=-mmixware
+ ;;
+ monitor)
+ basic_machine=m68k-rom68k
+ os=-coff
+ ;;
+ morphos)
+ basic_machine=powerpc-unknown
+ os=-morphos
+ ;;
+ msdos)
+ basic_machine=i386-pc
+ os=-msdos
+ ;;
+ mvs)
+ basic_machine=i370-ibm
+ os=-mvs
+ ;;
+ ncr3000)
+ basic_machine=i486-ncr
+ os=-sysv4
+ ;;
+ netbsd386)
+ basic_machine=i386-unknown
+ os=-netbsd
+ ;;
+ netwinder)
+ basic_machine=armv4l-rebel
+ os=-linux
+ ;;
+ news | news700 | news800 | news900)
+ basic_machine=m68k-sony
+ os=-newsos
+ ;;
+ news1000)
+ basic_machine=m68030-sony
+ os=-newsos
+ ;;
+ news-3600 | risc-news)
+ basic_machine=mips-sony
+ os=-newsos
+ ;;
+ necv70)
+ basic_machine=v70-nec
+ os=-sysv
+ ;;
+ next | m*-next )
+ basic_machine=m68k-next
+ case $os in
+ -nextstep* )
+ ;;
+ -ns2*)
+ os=-nextstep2
+ ;;
+ *)
+ os=-nextstep3
+ ;;
+ esac
+ ;;
+ nh3000)
+ basic_machine=m68k-harris
+ os=-cxux
+ ;;
+ nh[45]000)
+ basic_machine=m88k-harris
+ os=-cxux
+ ;;
+ nindy960)
+ basic_machine=i960-intel
+ os=-nindy
+ ;;
+ mon960)
+ basic_machine=i960-intel
+ os=-mon960
+ ;;
+ nonstopux)
+ basic_machine=mips-compaq
+ os=-nonstopux
+ ;;
+ np1)
+ basic_machine=np1-gould
+ ;;
+ nv1)
+ basic_machine=nv1-cray
+ os=-unicosmp
+ ;;
+ nsr-tandem)
+ basic_machine=nsr-tandem
+ ;;
+ op50n-* | op60c-*)
+ basic_machine=hppa1.1-oki
+ os=-proelf
+ ;;
+ or32 | or32-*)
+ basic_machine=or32-unknown
+ os=-coff
+ ;;
+ os400)
+ basic_machine=powerpc-ibm
+ os=-os400
+ ;;
+ OSE68000 | ose68000)
+ basic_machine=m68000-ericsson
+ os=-ose
+ ;;
+ os68k)
+ basic_machine=m68k-none
+ os=-os68k
+ ;;
+ pa-hitachi)
+ basic_machine=hppa1.1-hitachi
+ os=-hiuxwe2
+ ;;
+ paragon)
+ basic_machine=i860-intel
+ os=-osf
+ ;;
+ pbd)
+ basic_machine=sparc-tti
+ ;;
+ pbb)
+ basic_machine=m68k-tti
+ ;;
+ pc532 | pc532-*)
+ basic_machine=ns32k-pc532
+ ;;
+ pentium | p5 | k5 | k6 | nexgen | viac3)
+ basic_machine=i586-pc
+ ;;
+ pentiumpro | p6 | 6x86 | athlon | athlon_*)
+ basic_machine=i686-pc
+ ;;
+ pentiumii | pentium2 | pentiumiii | pentium3)
+ basic_machine=i686-pc
+ ;;
+ pentium4)
+ basic_machine=i786-pc
+ ;;
+ pentium-* | p5-* | k5-* | k6-* | nexgen-* | viac3-*)
+ basic_machine=i586-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pentiumpro-* | p6-* | 6x86-* | athlon-*)
+ basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pentiumii-* | pentium2-* | pentiumiii-* | pentium3-*)
+ basic_machine=i686-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pentium4-*)
+ basic_machine=i786-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ pn)
+ basic_machine=pn-gould
+ ;;
+ power) basic_machine=power-ibm
+ ;;
+ ppc) basic_machine=powerpc-unknown
+ ;;
+ ppc-*) basic_machine=powerpc-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ppcle | powerpclittle | ppc-le | powerpc-little)
+ basic_machine=powerpcle-unknown
+ ;;
+ ppcle-* | powerpclittle-*)
+ basic_machine=powerpcle-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ppc64) basic_machine=powerpc64-unknown
+ ;;
+ ppc64-*) basic_machine=powerpc64-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ppc64le | powerpc64little | ppc64-le | powerpc64-little)
+ basic_machine=powerpc64le-unknown
+ ;;
+ ppc64le-* | powerpc64little-*)
+ basic_machine=powerpc64le-`echo $basic_machine | sed 's/^[^-]*-//'`
+ ;;
+ ps2)
+ basic_machine=i386-ibm
+ ;;
+ pw32)
+ basic_machine=i586-unknown
+ os=-pw32
+ ;;
+ rom68k)
+ basic_machine=m68k-rom68k
+ os=-coff
+ ;;
+ rm[46]00)
+ basic_machine=mips-siemens
+ ;;
+ rtpc | rtpc-*)
+ basic_machine=romp-ibm
+ ;;
+ s390 | s390-*)
+ basic_machine=s390-ibm
+ ;;
+ s390x | s390x-*)
+ basic_machine=s390x-ibm
+ ;;
+ sa29200)
+ basic_machine=a29k-amd
+ os=-udi
+ ;;
+ sb1)
+ basic_machine=mipsisa64sb1-unknown
+ ;;
+ sb1el)
+ basic_machine=mipsisa64sb1el-unknown
+ ;;
+ sei)
+ basic_machine=mips-sei
+ os=-seiux
+ ;;
+ sequent)
+ basic_machine=i386-sequent
+ ;;
+ sh)
+ basic_machine=sh-hitachi
+ os=-hms
+ ;;
+ sh64)
+ basic_machine=sh64-unknown
+ ;;
+ sparclite-wrs | simso-wrs)
+ basic_machine=sparclite-wrs
+ os=-vxworks
+ ;;
+ sps7)
+ basic_machine=m68k-bull
+ os=-sysv2
+ ;;
+ spur)
+ basic_machine=spur-unknown
+ ;;
+ st2000)
+ basic_machine=m68k-tandem
+ ;;
+ stratus)
+ basic_machine=i860-stratus
+ os=-sysv4
+ ;;
+ sun2)
+ basic_machine=m68000-sun
+ ;;
+ sun2os3)
+ basic_machine=m68000-sun
+ os=-sunos3
+ ;;
+ sun2os4)
+ basic_machine=m68000-sun
+ os=-sunos4
+ ;;
+ sun3os3)
+ basic_machine=m68k-sun
+ os=-sunos3
+ ;;
+ sun3os4)
+ basic_machine=m68k-sun
+ os=-sunos4
+ ;;
+ sun4os3)
+ basic_machine=sparc-sun
+ os=-sunos3
+ ;;
+ sun4os4)
+ basic_machine=sparc-sun
+ os=-sunos4
+ ;;
+ sun4sol2)
+ basic_machine=sparc-sun
+ os=-solaris2
+ ;;
+ sun3 | sun3-*)
+ basic_machine=m68k-sun
+ ;;
+ sun4)
+ basic_machine=sparc-sun
+ ;;
+ sun386 | sun386i | roadrunner)
+ basic_machine=i386-sun
+ ;;
+ sv1)
+ basic_machine=sv1-cray
+ os=-unicos
+ ;;
+ symmetry)
+ basic_machine=i386-sequent
+ os=-dynix
+ ;;
+ t3e)
+ basic_machine=alphaev5-cray
+ os=-unicos
+ ;;
+ t90)
+ basic_machine=t90-cray
+ os=-unicos
+ ;;
+ tic54x | c54x*)
+ basic_machine=tic54x-unknown
+ os=-coff
+ ;;
+ tic55x | c55x*)
+ basic_machine=tic55x-unknown
+ os=-coff
+ ;;
+ tic6x | c6x*)
+ basic_machine=tic6x-unknown
+ os=-coff
+ ;;
+ tx39)
+ basic_machine=mipstx39-unknown
+ ;;
+ tx39el)
+ basic_machine=mipstx39el-unknown
+ ;;
+ toad1)
+ basic_machine=pdp10-xkl
+ os=-tops20
+ ;;
+ tower | tower-32)
+ basic_machine=m68k-ncr
+ ;;
+ tpf)
+ basic_machine=s390x-ibm
+ os=-tpf
+ ;;
+ udi29k)
+ basic_machine=a29k-amd
+ os=-udi
+ ;;
+ ultra3)
+ basic_machine=a29k-nyu
+ os=-sym1
+ ;;
+ v810 | necv810)
+ basic_machine=v810-nec
+ os=-none
+ ;;
+ vaxv)
+ basic_machine=vax-dec
+ os=-sysv
+ ;;
+ vms)
+ basic_machine=vax-dec
+ os=-vms
+ ;;
+ vpp*|vx|vx-*)
+ basic_machine=f301-fujitsu
+ ;;
+ vxworks960)
+ basic_machine=i960-wrs
+ os=-vxworks
+ ;;
+ vxworks68)
+ basic_machine=m68k-wrs
+ os=-vxworks
+ ;;
+ vxworks29k)
+ basic_machine=a29k-wrs
+ os=-vxworks
+ ;;
+ w65*)
+ basic_machine=w65-wdc
+ os=-none
+ ;;
+ w89k-*)
+ basic_machine=hppa1.1-winbond
+ os=-proelf
+ ;;
+ xps | xps100)
+ basic_machine=xps100-honeywell
+ ;;
+ ymp)
+ basic_machine=ymp-cray
+ os=-unicos
+ ;;
+ z8k-*-coff)
+ basic_machine=z8k-unknown
+ os=-sim
+ ;;
+ none)
+ basic_machine=none-none
+ os=-none
+ ;;
+
+# Here we handle the default manufacturer of certain CPU types. It is in
+# some cases the only manufacturer, in others, it is the most popular.
+ w89k)
+ basic_machine=hppa1.1-winbond
+ ;;
+ op50n)
+ basic_machine=hppa1.1-oki
+ ;;
+ op60c)
+ basic_machine=hppa1.1-oki
+ ;;
+ romp)
+ basic_machine=romp-ibm
+ ;;
+ rs6000)
+ basic_machine=rs6000-ibm
+ ;;
+ vax)
+ basic_machine=vax-dec
+ ;;
+ pdp10)
+ # there are many clones, so DEC is not a safe bet
+ basic_machine=pdp10-unknown
+ ;;
+ pdp11)
+ basic_machine=pdp11-dec
+ ;;
+ we32k)
+ basic_machine=we32k-att
+ ;;
+ sh3 | sh4 | sh[34]eb | sh[1234]le | sh[23]ele)
+ basic_machine=sh-unknown
+ ;;
+ sh64)
+ basic_machine=sh64-unknown
+ ;;
+ sparc | sparcv8 | sparcv9 | sparcv9b)
+ basic_machine=sparc-sun
+ ;;
+ cydra)
+ basic_machine=cydra-cydrome
+ ;;
+ orion)
+ basic_machine=orion-highlevel
+ ;;
+ orion105)
+ basic_machine=clipper-highlevel
+ ;;
+ mac | mpw | mac-mpw)
+ basic_machine=m68k-apple
+ ;;
+ pmac | pmac-mpw)
+ basic_machine=powerpc-apple
+ ;;
+ *-unknown)
+ # Make sure to match an already-canonicalized machine name.
+ ;;
+ *)
+ echo Invalid configuration \`$1\': machine \`$basic_machine\' not recognized 1>&2
+ exit 1
+ ;;
+esac
+
+# Here we canonicalize certain aliases for manufacturers.
+case $basic_machine in
+ *-digital*)
+ basic_machine=`echo $basic_machine | sed 's/digital.*/dec/'`
+ ;;
+ *-commodore*)
+ basic_machine=`echo $basic_machine | sed 's/commodore.*/cbm/'`
+ ;;
+ *)
+ ;;
+esac
+
+# Decode manufacturer-specific aliases for certain operating systems.
+
+if [ x"$os" != x"" ]
+then
+case $os in
+ # First match some system type aliases
+ # that might get confused with valid system types.
+ # -solaris* is a basic system type, with this one exception.
+ -solaris1 | -solaris1.*)
+ os=`echo $os | sed -e 's|solaris1|sunos4|'`
+ ;;
+ -solaris)
+ os=-solaris2
+ ;;
+ -svr4*)
+ os=-sysv4
+ ;;
+ -unixware*)
+ os=-sysv4.2uw
+ ;;
+ -gnu/linux*)
+ os=`echo $os | sed -e 's|gnu/linux|linux-gnu|'`
+ ;;
+ # First accept the basic system types.
+ # The portable systems comes first.
+ # Each alternative MUST END IN A *, to match a version number.
+ # -sysv* is not here because it comes later, after sysvr4.
+ -gnu* | -bsd* | -mach* | -minix* | -genix* | -ultrix* | -irix* \
+ | -*vms* | -sco* | -esix* | -isc* | -aix* | -sunos | -sunos[34]*\
+ | -hpux* | -unos* | -osf* | -luna* | -dgux* | -solaris* | -sym* \
+ | -amigaos* | -amigados* | -msdos* | -newsos* | -unicos* | -aof* \
+ | -aos* \
+ | -nindy* | -vxsim* | -vxworks* | -ebmon* | -hms* | -mvs* \
+ | -clix* | -riscos* | -uniplus* | -iris* | -rtu* | -xenix* \
+ | -hiux* | -386bsd* | -knetbsd* | -mirbsd* | -netbsd* | -openbsd* \
+ | -ekkobsd* | -kfreebsd* | -freebsd* | -riscix* | -lynxos* \
+ | -bosx* | -nextstep* | -cxux* | -aout* | -elf* | -oabi* \
+ | -ptx* | -coff* | -ecoff* | -winnt* | -domain* | -vsta* \
+ | -udi* | -eabi* | -lites* | -ieee* | -go32* | -aux* \
+ | -chorusos* | -chorusrdb* \
+ | -cygwin* | -pe* | -psos* | -moss* | -proelf* | -rtems* \
+ | -mingw32* | -linux-gnu* | -linux-uclibc* | -uxpv* | -beos* | -mpeix* | -udk* \
+ | -interix* | -uwin* | -mks* | -rhapsody* | -darwin* | -opened* \
+ | -openstep* | -oskit* | -conix* | -pw32* | -nonstopux* \
+ | -storm-chaos* | -tops10* | -tenex* | -tops20* | -its* \
+ | -os2* | -vos* | -palmos* | -uclinux* | -nucleus* \
+ | -morphos* | -superux* | -rtmk* | -rtmk-nova* | -windiss* \
+ | -powermax* | -dnix* | -nx6 | -nx7 | -sei* | -dragonfly*)
+ # Remember, each alternative MUST END IN *, to match a version number.
+ ;;
+ -qnx*)
+ case $basic_machine in
+ x86-* | i*86-*)
+ ;;
+ *)
+ os=-nto$os
+ ;;
+ esac
+ ;;
+ -nto-qnx*)
+ ;;
+ -nto*)
+ os=`echo $os | sed -e 's|nto|nto-qnx|'`
+ ;;
+ -sim | -es1800* | -hms* | -xray | -os68k* | -none* | -v88r* \
+ | -windows* | -osx | -abug | -netware* | -os9* | -beos* \
+ | -macos* | -mpw* | -magic* | -mmixware* | -mon960* | -lnews*)
+ ;;
+ -mac*)
+ os=`echo $os | sed -e 's|mac|macos|'`
+ ;;
+ -linux-dietlibc)
+ os=-linux-dietlibc
+ ;;
+ -linux*)
+ os=`echo $os | sed -e 's|linux|linux-gnu|'`
+ ;;
+ -sunos5*)
+ os=`echo $os | sed -e 's|sunos5|solaris2|'`
+ ;;
+ -sunos6*)
+ os=`echo $os | sed -e 's|sunos6|solaris3|'`
+ ;;
+ -opened*)
+ os=-openedition
+ ;;
+ -os400*)
+ os=-os400
+ ;;
+ -wince*)
+ os=-wince
+ ;;
+ -osfrose*)
+ os=-osfrose
+ ;;
+ -osf*)
+ os=-osf
+ ;;
+ -utek*)
+ os=-bsd
+ ;;
+ -dynix*)
+ os=-bsd
+ ;;
+ -acis*)
+ os=-aos
+ ;;
+ -atheos*)
+ os=-atheos
+ ;;
+ -syllable*)
+ os=-syllable
+ ;;
+ -386bsd)
+ os=-bsd
+ ;;
+ -ctix* | -uts*)
+ os=-sysv
+ ;;
+ -nova*)
+ os=-rtmk-nova
+ ;;
+ -ns2 )
+ os=-nextstep2
+ ;;
+ -nsk*)
+ os=-nsk
+ ;;
+ # Preserve the version number of sinix5.
+ -sinix5.*)
+ os=`echo $os | sed -e 's|sinix|sysv|'`
+ ;;
+ -sinix*)
+ os=-sysv4
+ ;;
+ -tpf*)
+ os=-tpf
+ ;;
+ -triton*)
+ os=-sysv3
+ ;;
+ -oss*)
+ os=-sysv3
+ ;;
+ -svr4)
+ os=-sysv4
+ ;;
+ -svr3)
+ os=-sysv3
+ ;;
+ -sysvr4)
+ os=-sysv4
+ ;;
+ # This must come after -sysvr4.
+ -sysv*)
+ ;;
+ -ose*)
+ os=-ose
+ ;;
+ -es1800*)
+ os=-ose
+ ;;
+ -xenix)
+ os=-xenix
+ ;;
+ -*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
+ os=-mint
+ ;;
+ -aros*)
+ os=-aros
+ ;;
+ -kaos*)
+ os=-kaos
+ ;;
+ -none)
+ ;;
+ *)
+ # Get rid of the `-' at the beginning of $os.
+ os=`echo $os | sed 's/[^-]*-//'`
+ echo Invalid configuration \`$1\': system \`$os\' not recognized 1>&2
+ exit 1
+ ;;
+esac
+else
+
+# Here we handle the default operating systems that come with various machines.
+# The value should be what the vendor currently ships out the door with their
+# machine or put another way, the most popular os provided with the machine.
+
+# Note that if you're going to try to match "-MANUFACTURER" here (say,
+# "-sun"), then you have to tell the case statement up towards the top
+# that MANUFACTURER isn't an operating system. Otherwise, code above
+# will signal an error saying that MANUFACTURER isn't an operating
+# system, and we'll never get to this point.
+
+case $basic_machine in
+ *-acorn)
+ os=-riscix1.2
+ ;;
+ arm*-rebel)
+ os=-linux
+ ;;
+ arm*-semi)
+ os=-aout
+ ;;
+ c4x-* | tic4x-*)
+ os=-coff
+ ;;
+ # This must come before the *-dec entry.
+ pdp10-*)
+ os=-tops20
+ ;;
+ pdp11-*)
+ os=-none
+ ;;
+ *-dec | vax-*)
+ os=-ultrix4.2
+ ;;
+ m68*-apollo)
+ os=-domain
+ ;;
+ i386-sun)
+ os=-sunos4.0.2
+ ;;
+ m68000-sun)
+ os=-sunos3
+ # This also exists in the configure program, but was not the
+ # default.
+ # os=-sunos4
+ ;;
+ m68*-cisco)
+ os=-aout
+ ;;
+ mips*-cisco)
+ os=-elf
+ ;;
+ mips*-*)
+ os=-elf
+ ;;
+ or32-*)
+ os=-coff
+ ;;
+ *-tti) # must be before sparc entry or we get the wrong os.
+ os=-sysv3
+ ;;
+ sparc-* | *-sun)
+ os=-sunos4.1.1
+ ;;
+ *-be)
+ os=-beos
+ ;;
+ *-ibm)
+ os=-aix
+ ;;
+ *-wec)
+ os=-proelf
+ ;;
+ *-winbond)
+ os=-proelf
+ ;;
+ *-oki)
+ os=-proelf
+ ;;
+ *-hp)
+ os=-hpux
+ ;;
+ *-hitachi)
+ os=-hiux
+ ;;
+ i860-* | *-att | *-ncr | *-altos | *-motorola | *-convergent)
+ os=-sysv
+ ;;
+ *-cbm)
+ os=-amigaos
+ ;;
+ *-dg)
+ os=-dgux
+ ;;
+ *-dolphin)
+ os=-sysv3
+ ;;
+ m68k-ccur)
+ os=-rtu
+ ;;
+ m88k-omron*)
+ os=-luna
+ ;;
+ *-next )
+ os=-nextstep
+ ;;
+ *-sequent)
+ os=-ptx
+ ;;
+ *-crds)
+ os=-unos
+ ;;
+ *-ns)
+ os=-genix
+ ;;
+ i370-*)
+ os=-mvs
+ ;;
+ *-next)
+ os=-nextstep3
+ ;;
+ *-gould)
+ os=-sysv
+ ;;
+ *-highlevel)
+ os=-bsd
+ ;;
+ *-encore)
+ os=-bsd
+ ;;
+ *-sgi)
+ os=-irix
+ ;;
+ *-siemens)
+ os=-sysv4
+ ;;
+ *-masscomp)
+ os=-rtu
+ ;;
+ f30[01]-fujitsu | f700-fujitsu)
+ os=-uxpv
+ ;;
+ *-rom68k)
+ os=-coff
+ ;;
+ *-*bug)
+ os=-coff
+ ;;
+ *-apple)
+ os=-macos
+ ;;
+ *-atari*)
+ os=-mint
+ ;;
+ *)
+ os=-none
+ ;;
+esac
+fi
+
+# Here we handle the case where we know the os, and the CPU type, but not the
+# manufacturer. We pick the logical manufacturer.
+vendor=unknown
+case $basic_machine in
+ *-unknown)
+ case $os in
+ -riscix*)
+ vendor=acorn
+ ;;
+ -sunos*)
+ vendor=sun
+ ;;
+ -aix*)
+ vendor=ibm
+ ;;
+ -beos*)
+ vendor=be
+ ;;
+ -hpux*)
+ vendor=hp
+ ;;
+ -mpeix*)
+ vendor=hp
+ ;;
+ -hiux*)
+ vendor=hitachi
+ ;;
+ -unos*)
+ vendor=crds
+ ;;
+ -dgux*)
+ vendor=dg
+ ;;
+ -luna*)
+ vendor=omron
+ ;;
+ -genix*)
+ vendor=ns
+ ;;
+ -mvs* | -opened*)
+ vendor=ibm
+ ;;
+ -os400*)
+ vendor=ibm
+ ;;
+ -ptx*)
+ vendor=sequent
+ ;;
+ -tpf*)
+ vendor=ibm
+ ;;
+ -vxsim* | -vxworks* | -windiss*)
+ vendor=wrs
+ ;;
+ -aux*)
+ vendor=apple
+ ;;
+ -hms*)
+ vendor=hitachi
+ ;;
+ -mpw* | -macos*)
+ vendor=apple
+ ;;
+ -*mint | -mint[0-9]* | -*MiNT | -MiNT[0-9]*)
+ vendor=atari
+ ;;
+ -vos*)
+ vendor=stratus
+ ;;
+ esac
+ basic_machine=`echo $basic_machine | sed "s/unknown/$vendor/"`
+ ;;
+esac
+
+echo $basic_machine$os
+exit 0
+
+# Local variables:
+# eval: (add-hook 'write-file-hooks 'time-stamp)
+# time-stamp-start: "timestamp='"
+# time-stamp-format: "%:y-%02m-%02d"
+# time-stamp-end: "'"
+# End:
diff --git a/easel/configure b/easel/configure
new file mode 100755
index 0000000..a3f59ef
--- /dev/null
+++ b/easel/configure
@@ -0,0 +1,10249 @@
+#! /bin/sh
+# Guess values for system-dependent variables and create Makefiles.
+# Generated by GNU Autoconf 2.63 for Easel 0.1.snap20080611.
+#
+# Report bugs to <eddys at janelia.hhmi.org>.
+#
+# Copyright (C) 1992, 1993, 1994, 1995, 1996, 1998, 1999, 2000, 2001,
+# 2002, 2003, 2004, 2005, 2006, 2007, 2008 Free Software Foundation, Inc.
+# This configure script is free software; the Free Software Foundation
+# gives unlimited permission to copy, distribute and modify it.
+## --------------------- ##
+## M4sh Initialization. ##
+## --------------------- ##
+
+# Be more Bourne compatible
+DUALCASE=1; export DUALCASE # for MKS sh
+if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
+ emulate sh
+ NULLCMD=:
+ # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
+ # is contrary to our usage. Disable this feature.
+ alias -g '${1+"$@"}'='"$@"'
+ setopt NO_GLOB_SUBST
+else
+ case `(set -o) 2>/dev/null` in
+ *posix*) set -o posix ;;
+esac
+
+fi
+
+
+
+
+# PATH needs CR
+# Avoid depending upon Character Ranges.
+as_cr_letters='abcdefghijklmnopqrstuvwxyz'
+as_cr_LETTERS='ABCDEFGHIJKLMNOPQRSTUVWXYZ'
+as_cr_Letters=$as_cr_letters$as_cr_LETTERS
+as_cr_digits='0123456789'
+as_cr_alnum=$as_cr_Letters$as_cr_digits
+
+as_nl='
+'
+export as_nl
+# Printing a long string crashes Solaris 7 /usr/bin/printf.
+as_echo='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo$as_echo
+if (test "X`printf %s $as_echo`" = "X$as_echo") 2>/dev/null; then
+ as_echo='printf %s\n'
+ as_echo_n='printf %s'
+else
+ if test "X`(/usr/ucb/echo -n -n $as_echo) 2>/dev/null`" = "X-n $as_echo"; then
+ as_echo_body='eval /usr/ucb/echo -n "$1$as_nl"'
+ as_echo_n='/usr/ucb/echo -n'
+ else
+ as_echo_body='eval expr "X$1" : "X\\(.*\\)"'
+ as_echo_n_body='eval
+ arg=$1;
+ case $arg in
+ *"$as_nl"*)
+ expr "X$arg" : "X\\(.*\\)$as_nl";
+ arg=`expr "X$arg" : ".*$as_nl\\(.*\\)"`;;
+ esac;
+ expr "X$arg" : "X\\(.*\\)" | tr -d "$as_nl"
+ '
+ export as_echo_n_body
+ as_echo_n='sh -c $as_echo_n_body as_echo'
+ fi
+ export as_echo_body
+ as_echo='sh -c $as_echo_body as_echo'
+fi
+
+# The user is always right.
+if test "${PATH_SEPARATOR+set}" != set; then
+ PATH_SEPARATOR=:
+ (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {
+ (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||
+ PATH_SEPARATOR=';'
+ }
+fi
+
+# Support unset when possible.
+if ( (MAIL=60; unset MAIL) || exit) >/dev/null 2>&1; then
+ as_unset=unset
+else
+ as_unset=false
+fi
+
+
+# IFS
+# We need space, tab and new line, in precisely that order. Quoting is
+# there to prevent editors from complaining about space-tab.
+# (If _AS_PATH_WALK were called with IFS unset, it would disable word
+# splitting by setting IFS to empty value.)
+IFS=" "" $as_nl"
+
+# Find who we are. Look in the path if we contain no directory separator.
+case $0 in
+ *[\\/]* ) as_myself=$0 ;;
+ *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ test -r "$as_dir/$0" && as_myself=$as_dir/$0 && break
+done
+IFS=$as_save_IFS
+
+ ;;
+esac
+# We did not find ourselves, most probably we were run as `sh COMMAND'
+# in which case we are not to be found in the path.
+if test "x$as_myself" = x; then
+ as_myself=$0
+fi
+if test ! -f "$as_myself"; then
+ $as_echo "$as_myself: error: cannot find myself; rerun with an absolute file name" >&2
+ { (exit 1); exit 1; }
+fi
+
+# Work around bugs in pre-3.0 UWIN ksh.
+for as_var in ENV MAIL MAILPATH
+do ($as_unset $as_var) >/dev/null 2>&1 && $as_unset $as_var
+done
+PS1='$ '
+PS2='> '
+PS4='+ '
+
+# NLS nuisances.
+LC_ALL=C
+export LC_ALL
+LANGUAGE=C
+export LANGUAGE
+
+# Required to use basename.
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+if (basename -- /) >/dev/null 2>&1 && test "X`basename -- / 2>&1`" = "X/"; then
+ as_basename=basename
+else
+ as_basename=false
+fi
+
+
+# Name of the executable.
+as_me=`$as_basename -- "$0" ||
+$as_expr X/"$0" : '.*/\([^/][^/]*\)/*$' \| \
+ X"$0" : 'X\(//\)$' \| \
+ X"$0" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X/"$0" |
+ sed '/^.*\/\([^/][^/]*\)\/*$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+
+# CDPATH.
+$as_unset CDPATH
+
+
+if test "x$CONFIG_SHELL" = x; then
+ if (eval ":") 2>/dev/null; then
+ as_have_required=yes
+else
+ as_have_required=no
+fi
+
+ if test $as_have_required = yes && (eval ":
+(as_func_return () {
+ (exit \$1)
+}
+as_func_success () {
+ as_func_return 0
+}
+as_func_failure () {
+ as_func_return 1
+}
+as_func_ret_success () {
+ return 0
+}
+as_func_ret_failure () {
+ return 1
+}
+
+exitcode=0
+if as_func_success; then
+ :
+else
+ exitcode=1
+ echo as_func_success failed.
+fi
+
+if as_func_failure; then
+ exitcode=1
+ echo as_func_failure succeeded.
+fi
+
+if as_func_ret_success; then
+ :
+else
+ exitcode=1
+ echo as_func_ret_success failed.
+fi
+
+if as_func_ret_failure; then
+ exitcode=1
+ echo as_func_ret_failure succeeded.
+fi
+
+if ( set x; as_func_ret_success y && test x = \"\$1\" ); then
+ :
+else
+ exitcode=1
+ echo positional parameters were not saved.
+fi
+
+test \$exitcode = 0) || { (exit 1); exit 1; }
+
+(
+ as_lineno_1=\$LINENO
+ as_lineno_2=\$LINENO
+ test \"x\$as_lineno_1\" != \"x\$as_lineno_2\" &&
+ test \"x\`expr \$as_lineno_1 + 1\`\" = \"x\$as_lineno_2\") || { (exit 1); exit 1; }
+") 2> /dev/null; then
+ :
+else
+ as_candidate_shells=
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in /bin$PATH_SEPARATOR/usr/bin$PATH_SEPARATOR$PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ case $as_dir in
+ /*)
+ for as_base in sh bash ksh sh5; do
+ as_candidate_shells="$as_candidate_shells $as_dir/$as_base"
+ done;;
+ esac
+done
+IFS=$as_save_IFS
+
+
+ for as_shell in $as_candidate_shells $SHELL; do
+ # Try only shells that exist, to save several forks.
+ if { test -f "$as_shell" || test -f "$as_shell.exe"; } &&
+ { ("$as_shell") 2> /dev/null <<\_ASEOF
+if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
+ emulate sh
+ NULLCMD=:
+ # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
+ # is contrary to our usage. Disable this feature.
+ alias -g '${1+"$@"}'='"$@"'
+ setopt NO_GLOB_SUBST
+else
+ case `(set -o) 2>/dev/null` in
+ *posix*) set -o posix ;;
+esac
+
+fi
+
+
+:
+_ASEOF
+}; then
+ CONFIG_SHELL=$as_shell
+ as_have_required=yes
+ if { "$as_shell" 2> /dev/null <<\_ASEOF
+if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
+ emulate sh
+ NULLCMD=:
+ # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
+ # is contrary to our usage. Disable this feature.
+ alias -g '${1+"$@"}'='"$@"'
+ setopt NO_GLOB_SUBST
+else
+ case `(set -o) 2>/dev/null` in
+ *posix*) set -o posix ;;
+esac
+
+fi
+
+
+:
+(as_func_return () {
+ (exit $1)
+}
+as_func_success () {
+ as_func_return 0
+}
+as_func_failure () {
+ as_func_return 1
+}
+as_func_ret_success () {
+ return 0
+}
+as_func_ret_failure () {
+ return 1
+}
+
+exitcode=0
+if as_func_success; then
+ :
+else
+ exitcode=1
+ echo as_func_success failed.
+fi
+
+if as_func_failure; then
+ exitcode=1
+ echo as_func_failure succeeded.
+fi
+
+if as_func_ret_success; then
+ :
+else
+ exitcode=1
+ echo as_func_ret_success failed.
+fi
+
+if as_func_ret_failure; then
+ exitcode=1
+ echo as_func_ret_failure succeeded.
+fi
+
+if ( set x; as_func_ret_success y && test x = "$1" ); then
+ :
+else
+ exitcode=1
+ echo positional parameters were not saved.
+fi
+
+test $exitcode = 0) || { (exit 1); exit 1; }
+
+(
+ as_lineno_1=$LINENO
+ as_lineno_2=$LINENO
+ test "x$as_lineno_1" != "x$as_lineno_2" &&
+ test "x`expr $as_lineno_1 + 1`" = "x$as_lineno_2") || { (exit 1); exit 1; }
+
+_ASEOF
+}; then
+ break
+fi
+
+fi
+
+ done
+
+ if test "x$CONFIG_SHELL" != x; then
+ for as_var in BASH_ENV ENV
+ do ($as_unset $as_var) >/dev/null 2>&1 && $as_unset $as_var
+ done
+ export CONFIG_SHELL
+ exec "$CONFIG_SHELL" "$as_myself" ${1+"$@"}
+fi
+
+
+ if test $as_have_required = no; then
+ echo This script requires a shell more modern than all the
+ echo shells that I found on your system. Please install a
+ echo modern shell, or manually run the script under such a
+ echo shell if you do have one.
+ { (exit 1); exit 1; }
+fi
+
+
+fi
+
+fi
+
+
+
+(eval "as_func_return () {
+ (exit \$1)
+}
+as_func_success () {
+ as_func_return 0
+}
+as_func_failure () {
+ as_func_return 1
+}
+as_func_ret_success () {
+ return 0
+}
+as_func_ret_failure () {
+ return 1
+}
+
+exitcode=0
+if as_func_success; then
+ :
+else
+ exitcode=1
+ echo as_func_success failed.
+fi
+
+if as_func_failure; then
+ exitcode=1
+ echo as_func_failure succeeded.
+fi
+
+if as_func_ret_success; then
+ :
+else
+ exitcode=1
+ echo as_func_ret_success failed.
+fi
+
+if as_func_ret_failure; then
+ exitcode=1
+ echo as_func_ret_failure succeeded.
+fi
+
+if ( set x; as_func_ret_success y && test x = \"\$1\" ); then
+ :
+else
+ exitcode=1
+ echo positional parameters were not saved.
+fi
+
+test \$exitcode = 0") || {
+ echo No shell found that supports shell functions.
+ echo Please tell bug-autoconf at gnu.org about your system,
+ echo including any error possibly output before this message.
+ echo This can help us improve future autoconf versions.
+ echo Configuration will now proceed without shell functions.
+}
+
+
+
+ as_lineno_1=$LINENO
+ as_lineno_2=$LINENO
+ test "x$as_lineno_1" != "x$as_lineno_2" &&
+ test "x`expr $as_lineno_1 + 1`" = "x$as_lineno_2" || {
+
+ # Create $as_me.lineno as a copy of $as_myself, but with $LINENO
+ # uniformly replaced by the line number. The first 'sed' inserts a
+ # line-number line after each line using $LINENO; the second 'sed'
+ # does the real work. The second script uses 'N' to pair each
+ # line-number line with the line containing $LINENO, and appends
+ # trailing '-' during substitution so that $LINENO is not a special
+ # case at line end.
+ # (Raja R Harinath suggested sed '=', and Paul Eggert wrote the
+ # scripts with optimization help from Paolo Bonzini. Blame Lee
+ # E. McMahon (1931-1989) for sed's syntax. :-)
+ sed -n '
+ p
+ /[$]LINENO/=
+ ' <$as_myself |
+ sed '
+ s/[$]LINENO.*/&-/
+ t lineno
+ b
+ :lineno
+ N
+ :loop
+ s/[$]LINENO\([^'$as_cr_alnum'_].*\n\)\(.*\)/\2\1\2/
+ t loop
+ s/-\n.*//
+ ' >$as_me.lineno &&
+ chmod +x "$as_me.lineno" ||
+ { $as_echo "$as_me: error: cannot create $as_me.lineno; rerun with a POSIX shell" >&2
+ { (exit 1); exit 1; }; }
+
+ # Don't try to exec as it changes $[0], causing all sort of problems
+ # (the dirname of $[0] is not the place where we might find the
+ # original and so on. Autoconf is especially sensitive to this).
+ . "./$as_me.lineno"
+ # Exit status is that of the last command.
+ exit
+}
+
+
+if (as_dir=`dirname -- /` && test "X$as_dir" = X/) >/dev/null 2>&1; then
+ as_dirname=dirname
+else
+ as_dirname=false
+fi
+
+ECHO_C= ECHO_N= ECHO_T=
+case `echo -n x` in
+-n*)
+ case `echo 'x\c'` in
+ *c*) ECHO_T=' ';; # ECHO_T is single tab character.
+ *) ECHO_C='\c';;
+ esac;;
+*)
+ ECHO_N='-n';;
+esac
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+rm -f conf$$ conf$$.exe conf$$.file
+if test -d conf$$.dir; then
+ rm -f conf$$.dir/conf$$.file
+else
+ rm -f conf$$.dir
+ mkdir conf$$.dir 2>/dev/null
+fi
+if (echo >conf$$.file) 2>/dev/null; then
+ if ln -s conf$$.file conf$$ 2>/dev/null; then
+ as_ln_s='ln -s'
+ # ... but there are two gotchas:
+ # 1) On MSYS, both `ln -s file dir' and `ln file dir' fail.
+ # 2) DJGPP < 2.04 has no symlinks; `ln -s' creates a wrapper executable.
+ # In both cases, we have to default to `cp -p'.
+ ln -s conf$$.file conf$$.dir 2>/dev/null && test ! -f conf$$.exe ||
+ as_ln_s='cp -p'
+ elif ln conf$$.file conf$$ 2>/dev/null; then
+ as_ln_s=ln
+ else
+ as_ln_s='cp -p'
+ fi
+else
+ as_ln_s='cp -p'
+fi
+rm -f conf$$ conf$$.exe conf$$.dir/conf$$.file conf$$.file
+rmdir conf$$.dir 2>/dev/null
+
+if mkdir -p . 2>/dev/null; then
+ as_mkdir_p=:
+else
+ test -d ./-p && rmdir ./-p
+ as_mkdir_p=false
+fi
+
+if test -x / >/dev/null 2>&1; then
+ as_test_x='test -x'
+else
+ if ls -dL / >/dev/null 2>&1; then
+ as_ls_L_option=L
+ else
+ as_ls_L_option=
+ fi
+ as_test_x='
+ eval sh -c '\''
+ if test -d "$1"; then
+ test -d "$1/.";
+ else
+ case $1 in
+ -*)set "./$1";;
+ esac;
+ case `ls -ld'$as_ls_L_option' "$1" 2>/dev/null` in
+ ???[sx]*):;;*)false;;esac;fi
+ '\'' sh
+ '
+fi
+as_executable_p=$as_test_x
+
+# Sed expression to map a string onto a valid CPP name.
+as_tr_cpp="eval sed 'y%*$as_cr_letters%P$as_cr_LETTERS%;s%[^_$as_cr_alnum]%_%g'"
+
+# Sed expression to map a string onto a valid variable name.
+as_tr_sh="eval sed 'y%*+%pp%;s%[^_$as_cr_alnum]%_%g'"
+
+
+
+exec 7<&0 </dev/null 6>&1
+
+# Name of the host.
+# hostname on some systems (SVR3.2, Linux) returns a bogus exit status,
+# so uname gets run too.
+ac_hostname=`(hostname || uname -n) 2>/dev/null | sed 1q`
+
+#
+# Initializations.
+#
+ac_default_prefix=/usr/local
+ac_clean_files=
+ac_config_libobj_dir=.
+LIBOBJS=
+cross_compiling=no
+subdirs=
+MFLAGS=
+MAKEFLAGS=
+SHELL=${CONFIG_SHELL-/bin/sh}
+
+# Identity of this package.
+PACKAGE_NAME='Easel'
+PACKAGE_TARNAME='easel'
+PACKAGE_VERSION='0.1.snap20080611'
+PACKAGE_STRING='Easel 0.1.snap20080611'
+PACKAGE_BUGREPORT='eddys at janelia.hhmi.org'
+
+# Factoring default headers for most tests.
+ac_includes_default="\
+#include <stdio.h>
+#ifdef HAVE_SYS_TYPES_H
+# include <sys/types.h>
+#endif
+#ifdef HAVE_SYS_STAT_H
+# include <sys/stat.h>
+#endif
+#ifdef STDC_HEADERS
+# include <stdlib.h>
+# include <stddef.h>
+#else
+# ifdef HAVE_STDLIB_H
+# include <stdlib.h>
+# endif
+#endif
+#ifdef HAVE_STRING_H
+# if !defined STDC_HEADERS && defined HAVE_MEMORY_H
+# include <memory.h>
+# endif
+# include <string.h>
+#endif
+#ifdef HAVE_STRINGS_H
+# include <strings.h>
+#endif
+#ifdef HAVE_INTTYPES_H
+# include <inttypes.h>
+#endif
+#ifdef HAVE_STDINT_H
+# include <stdint.h>
+#endif
+#ifdef HAVE_UNISTD_H
+# include <unistd.h>
+#endif"
+
+ac_subst_vars='LTLIBOBJS
+LIBOBJS
+LIBGSL
+SIMD_CFLAGS
+EGREP
+GREP
+MPILIBS
+MPICC
+PRTDIAG
+EXEC_DEPENDENCY
+AR
+RANLIB
+CPP
+OBJEXT
+EXEEXT
+ac_ct_CC
+CPPFLAGS
+LDFLAGS
+CFLAGS
+CC
+host_os
+host_vendor
+host_cpu
+host
+build_os
+build_vendor
+build_cpu
+build
+EASEL_URL
+EASEL_VERSION
+EASEL_LICENSE
+EASEL_COPYRIGHT
+EASEL_DATE
+target_alias
+host_alias
+build_alias
+LIBS
+ECHO_T
+ECHO_N
+ECHO_C
+DEFS
+mandir
+localedir
+libdir
+psdir
+pdfdir
+dvidir
+htmldir
+infodir
+docdir
+oldincludedir
+includedir
+localstatedir
+sharedstatedir
+sysconfdir
+datadir
+datarootdir
+libexecdir
+sbindir
+bindir
+program_transform_name
+prefix
+exec_prefix
+PACKAGE_BUGREPORT
+PACKAGE_STRING
+PACKAGE_VERSION
+PACKAGE_TARNAME
+PACKAGE_NAME
+PATH_SEPARATOR
+SHELL'
+ac_subst_files=''
+ac_user_opts='
+enable_option_checking
+enable_modular
+enable_debugging
+enable_gcov
+enable_sse
+enable_vmx
+with_gsl
+enable_mpi
+enable_portable_binary
+with_gcc_arch
+enable_largefile
+'
+ ac_precious_vars='build_alias
+host_alias
+target_alias
+CC
+CFLAGS
+LDFLAGS
+LIBS
+CPPFLAGS
+CPP
+MPICC'
+
+
+# Initialize some variables set by options.
+ac_init_help=
+ac_init_version=false
+ac_unrecognized_opts=
+ac_unrecognized_sep=
+# The variables have the same names as the options, with
+# dashes changed to underlines.
+cache_file=/dev/null
+exec_prefix=NONE
+no_create=
+no_recursion=
+prefix=NONE
+program_prefix=NONE
+program_suffix=NONE
+program_transform_name=s,x,x,
+silent=
+site=
+srcdir=
+verbose=
+x_includes=NONE
+x_libraries=NONE
+
+# Installation directory options.
+# These are left unexpanded so users can "make install exec_prefix=/foo"
+# and all the variables that are supposed to be based on exec_prefix
+# by default will actually change.
+# Use braces instead of parens because sh, perl, etc. also accept them.
+# (The list follows the same order as the GNU Coding Standards.)
+bindir='${exec_prefix}/bin'
+sbindir='${exec_prefix}/sbin'
+libexecdir='${exec_prefix}/libexec'
+datarootdir='${prefix}/share'
+datadir='${datarootdir}'
+sysconfdir='${prefix}/etc'
+sharedstatedir='${prefix}/com'
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+ -exec-prefix | --exec_prefix | --exec-prefix | --exec-prefi \
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+ -htmldir | --htmldir | --htmldi | --htmld | --html | --htm | --ht)
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+ -htmldir=* | --htmldir=* | --htmldi=* | --htmld=* | --html=* | --htm=* \
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+ htmldir=$ac_optarg ;;
+
+ -includedir | --includedir | --includedi | --included | --include \
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+ ac_prev=includedir ;;
+ -includedir=* | --includedir=* | --includedi=* | --included=* | --include=* \
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+ includedir=$ac_optarg ;;
+
+ -infodir | --infodir | --infodi | --infod | --info | --inf)
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+ infodir=$ac_optarg ;;
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+ ac_prev=libdir ;;
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+
+ -libexecdir | --libexecdir | --libexecdi | --libexecd | --libexec \
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+ ac_prev=libexecdir ;;
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+ libexecdir=$ac_optarg ;;
+
+ -localedir | --localedir | --localedi | --localed | --locale)
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+ localedir=$ac_optarg ;;
+
+ -localstatedir | --localstatedir | --localstatedi | --localstated \
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+ ac_prev=localstatedir ;;
+ -localstatedir=* | --localstatedir=* | --localstatedi=* | --localstated=* \
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+ localstatedir=$ac_optarg ;;
+
+ -mandir | --mandir | --mandi | --mand | --man | --ma | --m)
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+ no_create=yes ;;
+
+ -no-recursion | --no-recursion | --no-recursio | --no-recursi \
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+ no_recursion=yes ;;
+
+ -oldincludedir | --oldincludedir | --oldincludedi | --oldincluded \
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+ oldincludedir=$ac_optarg ;;
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+ program_prefix=$ac_optarg ;;
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+ -program-suffix | --program-suffix | --program-suffi | --program-suff \
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+ ac_prev=sharedstatedir ;;
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+ -sysconfdir | --sysconfdir | --sysconfdi | --sysconfd | --sysconf \
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+# Double slashes in file names in object file debugging info
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+ # This message is too long to be a string in the A/UX 3.1 sh.
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+\`configure' configures Easel 0.1.snap20080611 to adapt to many kinds of systems.
+
+Usage: $0 [OPTION]... [VAR=VALUE]...
+
+To assign environment variables (e.g., CC, CFLAGS...), specify them as
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+
+Defaults for the options are specified in brackets.
+
+Configuration:
+ -h, --help display this help and exit
+ --help=short display options specific to this package
+ --help=recursive display the short help of all the included packages
+ -V, --version display version information and exit
+ -q, --quiet, --silent do not print \`checking...' messages
+ --cache-file=FILE cache test results in FILE [disabled]
+ -C, --config-cache alias for \`--cache-file=config.cache'
+ -n, --no-create do not create output files
+ --srcdir=DIR find the sources in DIR [configure dir or \`..']
+
+Installation directories:
+ --prefix=PREFIX install architecture-independent files in PREFIX
+ [$ac_default_prefix]
+ --exec-prefix=EPREFIX install architecture-dependent files in EPREFIX
+ [PREFIX]
+
+By default, \`make install' will install all the files in
+\`$ac_default_prefix/bin', \`$ac_default_prefix/lib' etc. You can specify
+an installation prefix other than \`$ac_default_prefix' using \`--prefix',
+for instance \`--prefix=\$HOME'.
+
+For better control, use the options below.
+
+Fine tuning of the installation directories:
+ --bindir=DIR user executables [EPREFIX/bin]
+ --sbindir=DIR system admin executables [EPREFIX/sbin]
+ --libexecdir=DIR program executables [EPREFIX/libexec]
+ --sysconfdir=DIR read-only single-machine data [PREFIX/etc]
+ --sharedstatedir=DIR modifiable architecture-independent data [PREFIX/com]
+ --localstatedir=DIR modifiable single-machine data [PREFIX/var]
+ --libdir=DIR object code libraries [EPREFIX/lib]
+ --includedir=DIR C header files [PREFIX/include]
+ --oldincludedir=DIR C header files for non-gcc [/usr/include]
+ --datarootdir=DIR read-only arch.-independent data root [PREFIX/share]
+ --datadir=DIR read-only architecture-independent data [DATAROOTDIR]
+ --infodir=DIR info documentation [DATAROOTDIR/info]
+ --localedir=DIR locale-dependent data [DATAROOTDIR/locale]
+ --mandir=DIR man documentation [DATAROOTDIR/man]
+ --docdir=DIR documentation root [DATAROOTDIR/doc/easel]
+ --htmldir=DIR html documentation [DOCDIR]
+ --dvidir=DIR dvi documentation [DOCDIR]
+ --pdfdir=DIR pdf documentation [DOCDIR]
+ --psdir=DIR ps documentation [DOCDIR]
+_ACEOF
+
+ cat <<\_ACEOF
+
+System types:
+ --build=BUILD configure for building on BUILD [guessed]
+ --host=HOST cross-compile to build programs to run on HOST [BUILD]
+_ACEOF
+fi
+
+if test -n "$ac_init_help"; then
+ case $ac_init_help in
+ short | recursive ) echo "Configuration of Easel 0.1.snap20080611:";;
+ esac
+ cat <<\_ACEOF
+
+Optional Features:
+ --disable-option-checking ignore unrecognized --enable/--with options
+ --disable-FEATURE do not include FEATURE (same as --enable-FEATURE=no)
+ --enable-FEATURE[=ARG] include FEATURE [ARG=yes]
+ --enable-modular compile and prepare modules for standalone use
+ --enable-debugging include debugging code
+ --enable-debugging=x also set diagnostics verbosity level to <x> (1-3)
+ --enable-gcov compile for code coverage testing
+ --enable-sse enable SSE optimizations
+ --enable-vmx enable Altivec/VMX optimizations
+ --enable-mpi enable MPI parallelization
+ --enable-portable-binary
+ disable compiler optimizations that would produce
+ unportable binaries
+ --disable-largefile omit support for large files
+
+Optional Packages:
+ --with-PACKAGE[=ARG] use PACKAGE [ARG=yes]
+ --without-PACKAGE do not use PACKAGE (same as --with-PACKAGE=no)
+ --with-gsl use the GSL, GNU Scientific Library
+ --with-gcc-arch=<arch> use architecture <arch> for gcc -march/-mtune,
+ instead of guessing
+
+Some influential environment variables:
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+ CFLAGS C compiler flags
+ LDFLAGS linker flags, e.g. -L<lib dir> if you have libraries in a
+ nonstandard directory <lib dir>
+ LIBS libraries to pass to the linker, e.g. -l<library>
+ CPPFLAGS C/C++/Objective C preprocessor flags, e.g. -I<include dir> if
+ you have headers in a nonstandard directory <include dir>
+ CPP C preprocessor
+ MPICC MPI C compiler command
+
+Use these variables to override the choices made by `configure' or to help
+it to find libraries and programs with nonstandard names/locations.
+
+Report bugs to <eddys at janelia.hhmi.org>.
+_ACEOF
+ac_status=$?
+fi
+
+if test "$ac_init_help" = "recursive"; then
+ # If there are subdirs, report their specific --help.
+ for ac_dir in : $ac_subdirs_all; do test "x$ac_dir" = x: && continue
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+ { cd "$srcdir" && ac_pwd=`pwd` && srcdir=. && test -d "$ac_dir"; } ||
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+ac_abs_builddir=$ac_pwd$ac_dir_suffix
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+case $srcdir in
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+ ac_srcdir=.
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+ ac_abs_top_srcdir=$ac_pwd ;;
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+ ac_abs_top_srcdir=$ac_pwd/$srcdir ;;
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+ac_abs_srcdir=$ac_abs_top_srcdir$ac_dir_suffix
+
+ cd "$ac_dir" || { ac_status=$?; continue; }
+ # Check for guested configure.
+ if test -f "$ac_srcdir/configure.gnu"; then
+ echo &&
+ $SHELL "$ac_srcdir/configure.gnu" --help=recursive
+ elif test -f "$ac_srcdir/configure"; then
+ echo &&
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+ $as_echo "$as_me: WARNING: no configuration information is in $ac_dir" >&2
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+
+test -n "$ac_init_help" && exit $ac_status
+if $ac_init_version; then
+ cat <<\_ACEOF
+Easel configure 0.1.snap20080611
+generated by GNU Autoconf 2.63
+
+Copyright (C) 1992, 1993, 1994, 1995, 1996, 1998, 1999, 2000, 2001,
+2002, 2003, 2004, 2005, 2006, 2007, 2008 Free Software Foundation, Inc.
+This configure script is free software; the Free Software Foundation
+gives unlimited permission to copy, distribute and modify it.
+_ACEOF
+ exit
+fi
+cat >config.log <<_ACEOF
+This file contains any messages produced by compilers while
+running configure, to aid debugging if configure makes a mistake.
+
+It was created by Easel $as_me 0.1.snap20080611, which was
+generated by GNU Autoconf 2.63. Invocation command line was
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+ $ $0 $@
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+_ACEOF
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+## --------- ##
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+hostname = `(hostname || uname -n) 2>/dev/null | sed 1q`
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+uname -s = `(uname -s) 2>/dev/null || echo unknown`
+uname -v = `(uname -v) 2>/dev/null || echo unknown`
+
+/usr/bin/uname -p = `(/usr/bin/uname -p) 2>/dev/null || echo unknown`
+/bin/uname -X = `(/bin/uname -X) 2>/dev/null || echo unknown`
+
+/bin/arch = `(/bin/arch) 2>/dev/null || echo unknown`
+/usr/bin/arch -k = `(/usr/bin/arch -k) 2>/dev/null || echo unknown`
+/usr/convex/getsysinfo = `(/usr/convex/getsysinfo) 2>/dev/null || echo unknown`
+/usr/bin/hostinfo = `(/usr/bin/hostinfo) 2>/dev/null || echo unknown`
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+/usr/bin/oslevel = `(/usr/bin/oslevel) 2>/dev/null || echo unknown`
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+_ASUNAME
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+
+cat >&5 <<_ACEOF
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+
+## ----------- ##
+## Core tests. ##
+## ----------- ##
+
+_ACEOF
+
+
+# Keep a trace of the command line.
+# Strip out --no-create and --no-recursion so they do not pile up.
+# Strip out --silent because we don't want to record it for future runs.
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+ echo
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+ cat <<\_ASBOX
+## ----------------- ##
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+_ACEOF
+
+
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+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
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+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define PACKAGE_STRING "$PACKAGE_STRING"
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
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+for ac_site_file in "$ac_site_file1" "$ac_site_file2"
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+ { (exit 1); exit 1; }; }
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+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+ac_ext=c
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+{ $as_echo "$as_me:$LINENO: Configuring the Easel library for your system." >&5
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+
+# remember if the user is overriding CFLAGS
+if test x"$CFLAGS" = x; then
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+fi
+
+################################################################
+# 3. Info on the package
+################################################################
+
+EASEL_DATE="June 2008"
+EASEL_COPYRIGHT="Copyright (C) 2008 Howard Hughes Medical Institute"
+EASEL_LICENSE="Freely distributed under the Janelia Farm Software License."
+EASEL_VERSION=$PACKAGE_VERSION
+EASEL_URL="http://easel.janelia.org/"
+
+# Output variables.
+# (AC_OUTPUT replaces instances of @var@ in input files.)
+
+
+
+
+
+
+# Preprocessor symbols.
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+cat >>confdefs.h <<_ACEOF
+#define EASEL_DATE "$EASEL_DATE"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_COPYRIGHT "$EASEL_COPYRIGHT"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_LICENSE "$EASEL_LICENSE"
+_ACEOF
+
+cat >>confdefs.h <<_ACEOF
+#define EASEL_VERSION "$EASEL_VERSION"
+_ACEOF
+
+
+# Figure out what host we're compiling on.
+# Three GNU scripts must be included in the distro:
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+# These three variables are undocumented and unsupported,
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+# whose full name contains unusual characters.
+ac_config_guess="$SHELL $ac_aux_dir/config.guess" # Please don't use this var.
+ac_config_sub="$SHELL $ac_aux_dir/config.sub" # Please don't use this var.
+ac_configure="$SHELL $ac_aux_dir/configure" # Please don't use this var.
+
+
+# Make sure we can run config.sub.
+$SHELL "$ac_aux_dir/config.sub" sun4 >/dev/null 2>&1 ||
+ { { $as_echo "$as_me:$LINENO: error: cannot run $SHELL $ac_aux_dir/config.sub" >&5
+$as_echo "$as_me: error: cannot run $SHELL $ac_aux_dir/config.sub" >&2;}
+ { (exit 1); exit 1; }; }
+
+{ $as_echo "$as_me:$LINENO: checking build system type" >&5
+$as_echo_n "checking build system type... " >&6; }
+if test "${ac_cv_build+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_build_alias=$build_alias
+test "x$ac_build_alias" = x &&
+ ac_build_alias=`$SHELL "$ac_aux_dir/config.guess"`
+test "x$ac_build_alias" = x &&
+ { { $as_echo "$as_me:$LINENO: error: cannot guess build type; you must specify one" >&5
+$as_echo "$as_me: error: cannot guess build type; you must specify one" >&2;}
+ { (exit 1); exit 1; }; }
+ac_cv_build=`$SHELL "$ac_aux_dir/config.sub" $ac_build_alias` ||
+ { { $as_echo "$as_me:$LINENO: error: $SHELL $ac_aux_dir/config.sub $ac_build_alias failed" >&5
+$as_echo "$as_me: error: $SHELL $ac_aux_dir/config.sub $ac_build_alias failed" >&2;}
+ { (exit 1); exit 1; }; }
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_build" >&5
+$as_echo "$ac_cv_build" >&6; }
+case $ac_cv_build in
+*-*-*) ;;
+*) { { $as_echo "$as_me:$LINENO: error: invalid value of canonical build" >&5
+$as_echo "$as_me: error: invalid value of canonical build" >&2;}
+ { (exit 1); exit 1; }; };;
+esac
+build=$ac_cv_build
+ac_save_IFS=$IFS; IFS='-'
+set x $ac_cv_build
+shift
+build_cpu=$1
+build_vendor=$2
+shift; shift
+# Remember, the first character of IFS is used to create $*,
+# except with old shells:
+build_os=$*
+IFS=$ac_save_IFS
+case $build_os in *\ *) build_os=`echo "$build_os" | sed 's/ /-/g'`;; esac
+
+
+{ $as_echo "$as_me:$LINENO: checking host system type" >&5
+$as_echo_n "checking host system type... " >&6; }
+if test "${ac_cv_host+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "x$host_alias" = x; then
+ ac_cv_host=$ac_cv_build
+else
+ ac_cv_host=`$SHELL "$ac_aux_dir/config.sub" $host_alias` ||
+ { { $as_echo "$as_me:$LINENO: error: $SHELL $ac_aux_dir/config.sub $host_alias failed" >&5
+$as_echo "$as_me: error: $SHELL $ac_aux_dir/config.sub $host_alias failed" >&2;}
+ { (exit 1); exit 1; }; }
+fi
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_host" >&5
+$as_echo "$ac_cv_host" >&6; }
+case $ac_cv_host in
+*-*-*) ;;
+*) { { $as_echo "$as_me:$LINENO: error: invalid value of canonical host" >&5
+$as_echo "$as_me: error: invalid value of canonical host" >&2;}
+ { (exit 1); exit 1; }; };;
+esac
+host=$ac_cv_host
+ac_save_IFS=$IFS; IFS='-'
+set x $ac_cv_host
+shift
+host_cpu=$1
+host_vendor=$2
+shift; shift
+# Remember, the first character of IFS is used to create $*,
+# except with old shells:
+host_os=$*
+IFS=$ac_save_IFS
+case $host_os in *\ *) host_os=`echo "$host_os" | sed 's/ /-/g'`;; esac
+
+
+
+
+################################################################
+# 3b. ./configure command line options, for optional config
+# of the package
+################################################################
+
+# --enable-modular - configure for use of standalone modules
+#
+# Default is to enable all augmentations and compile entire library.
+# With --enable-modular, any desired augmentations must be set
+# at compile-time by the user.
+#
+# Check whether --enable-modular was given.
+if test "${enable_modular+set}" = set; then
+ enableval=$enable_modular;
+ { $as_echo "$as_me:$LINENO: Compiling for standalone (independent) use of modules." >&5
+$as_echo "$as_me: Compiling for standalone (independent) use of modules." >&6;}
+
+else
+
+ { $as_echo "$as_me:$LINENO: Compiling the full Easel library, with all augmentations." >&5
+$as_echo "$as_me: Compiling the full Easel library, with all augmentations." >&6;}
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_ALPHABET 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_DMATRIX 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_FILEPARSER 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_GEV 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_GUMBEL 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_HISTOGRAM 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_KEYHASH 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_MINIMIZER 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_MSA 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_RANDOM 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_SSI 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslAUGMENT_STATS 1
+_ACEOF
+
+ cat >>confdefs.h <<\_ACEOF
+#define eslLIBRARY 1
+_ACEOF
+
+
+fi
+
+
+# --enable-debugging - enable basic debugging code
+# --enable-debugging=x - also set verbosity level to <x> (1-3)
+#
+# At all levels, including 0, replaces CFLAGS w/ "-g -Wall" (so it assumes gcc).
+# Sets the eslDEBUGLEVEL preprocessor symbol to <x>
+#
+# Check whether --enable-debugging was given.
+if test "${enable_debugging+set}" = set; then
+ enableval=$enable_debugging; enable_debugging=$enableval
+else
+ enable_debugging=no
+fi
+
+
+case $enable_debugging in
+ yes) cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 0
+_ACEOF
+;;
+ 1) cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 1
+_ACEOF
+;;
+ 2) cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 2
+_ACEOF
+;;
+ 3) cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 3
+_ACEOF
+;;
+ no) cat >>confdefs.h <<\_ACEOF
+#define eslDEBUGLEVEL 0
+_ACEOF
+;;
+ *) { { $as_echo "$as_me:$LINENO: error: Unknown argument to --enable-debugging: $enable_debugging" >&5
+$as_echo "$as_me: error: Unknown argument to --enable-debugging: $enable_debugging" >&2;}
+ { (exit 1); exit 1; }; };;
+esac
+
+# Check whether --enable-gcov was given.
+if test "${enable_gcov+set}" = set; then
+ enableval=$enable_gcov; enable_gcov=$enableval
+else
+ enable_gcov=no
+fi
+
+# Check whether --enable-sse was given.
+if test "${enable_sse+set}" = set; then
+ enableval=$enable_sse; enable_sse=$enableval
+else
+ enable_sse=check
+fi
+
+# Check whether --enable-vmx was given.
+if test "${enable_vmx+set}" = set; then
+ enableval=$enable_vmx; enable_vmx=$enableval
+else
+ enable_vmx=check
+fi
+
+
+# Check whether --with-gsl was given.
+if test "${with_gsl+set}" = set; then
+ withval=$with_gsl; with_gsl=$withval
+else
+ with_gsl=no
+fi
+
+# Check whether --enable-mpi was given.
+if test "${enable_mpi+set}" = set; then
+ enableval=$enable_mpi; enable_mpi=$enableval
+else
+ enable_mpi=no
+fi
+
+
+
+
+################################################################
+# 4. Checks for programs
+################################################################
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+if test -n "$ac_tool_prefix"; then
+ # Extract the first word of "${ac_tool_prefix}gcc", so it can be a program name with args.
+set dummy ${ac_tool_prefix}gcc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_CC="${ac_tool_prefix}gcc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+fi
+if test -z "$ac_cv_prog_CC"; then
+ ac_ct_CC=$CC
+ # Extract the first word of "gcc", so it can be a program name with args.
+set dummy gcc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_ac_ct_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$ac_ct_CC"; then
+ ac_cv_prog_ac_ct_CC="$ac_ct_CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_ac_ct_CC="gcc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+ac_ct_CC=$ac_cv_prog_ac_ct_CC
+if test -n "$ac_ct_CC"; then
+ { $as_echo "$as_me:$LINENO: result: $ac_ct_CC" >&5
+$as_echo "$ac_ct_CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+ if test "x$ac_ct_CC" = x; then
+ CC=""
+ else
+ case $cross_compiling:$ac_tool_warned in
+yes:)
+{ $as_echo "$as_me:$LINENO: WARNING: using cross tools not prefixed with host triplet" >&5
+$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
+ac_tool_warned=yes ;;
+esac
+ CC=$ac_ct_CC
+ fi
+else
+ CC="$ac_cv_prog_CC"
+fi
+
+if test -z "$CC"; then
+ if test -n "$ac_tool_prefix"; then
+ # Extract the first word of "${ac_tool_prefix}cc", so it can be a program name with args.
+set dummy ${ac_tool_prefix}cc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_CC="${ac_tool_prefix}cc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ fi
+fi
+if test -z "$CC"; then
+ # Extract the first word of "cc", so it can be a program name with args.
+set dummy cc; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+ ac_prog_rejected=no
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ if test "$as_dir/$ac_word$ac_exec_ext" = "/usr/ucb/cc"; then
+ ac_prog_rejected=yes
+ continue
+ fi
+ ac_cv_prog_CC="cc"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+if test $ac_prog_rejected = yes; then
+ # We found a bogon in the path, so make sure we never use it.
+ set dummy $ac_cv_prog_CC
+ shift
+ if test $# != 0; then
+ # We chose a different compiler from the bogus one.
+ # However, it has the same basename, so the bogon will be chosen
+ # first if we set CC to just the basename; use the full file name.
+ shift
+ ac_cv_prog_CC="$as_dir/$ac_word${1+' '}$@"
+ fi
+fi
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+fi
+if test -z "$CC"; then
+ if test -n "$ac_tool_prefix"; then
+ for ac_prog in cl.exe
+ do
+ # Extract the first word of "$ac_tool_prefix$ac_prog", so it can be a program name with args.
+set dummy $ac_tool_prefix$ac_prog; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$CC"; then
+ ac_cv_prog_CC="$CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_CC="$ac_tool_prefix$ac_prog"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+CC=$ac_cv_prog_CC
+if test -n "$CC"; then
+ { $as_echo "$as_me:$LINENO: result: $CC" >&5
+$as_echo "$CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ test -n "$CC" && break
+ done
+fi
+if test -z "$CC"; then
+ ac_ct_CC=$CC
+ for ac_prog in cl.exe
+do
+ # Extract the first word of "$ac_prog", so it can be a program name with args.
+set dummy $ac_prog; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_ac_ct_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$ac_ct_CC"; then
+ ac_cv_prog_ac_ct_CC="$ac_ct_CC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_ac_ct_CC="$ac_prog"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+ac_ct_CC=$ac_cv_prog_ac_ct_CC
+if test -n "$ac_ct_CC"; then
+ { $as_echo "$as_me:$LINENO: result: $ac_ct_CC" >&5
+$as_echo "$ac_ct_CC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ test -n "$ac_ct_CC" && break
+done
+
+ if test "x$ac_ct_CC" = x; then
+ CC=""
+ else
+ case $cross_compiling:$ac_tool_warned in
+yes:)
+{ $as_echo "$as_me:$LINENO: WARNING: using cross tools not prefixed with host triplet" >&5
+$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
+ac_tool_warned=yes ;;
+esac
+ CC=$ac_ct_CC
+ fi
+fi
+
+fi
+
+
+test -z "$CC" && { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: no acceptable C compiler found in \$PATH
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: no acceptable C compiler found in \$PATH
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+
+# Provide some information about the compiler.
+$as_echo "$as_me:$LINENO: checking for C compiler version" >&5
+set X $ac_compile
+ac_compiler=$2
+{ (ac_try="$ac_compiler --version >&5"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compiler --version >&5") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }
+{ (ac_try="$ac_compiler -v >&5"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compiler -v >&5") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }
+{ (ac_try="$ac_compiler -V >&5"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compiler -V >&5") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }
+
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+ac_clean_files_save=$ac_clean_files
+ac_clean_files="$ac_clean_files a.out a.out.dSYM a.exe b.out"
+# Try to create an executable without -o first, disregard a.out.
+# It will help us diagnose broken compilers, and finding out an intuition
+# of exeext.
+{ $as_echo "$as_me:$LINENO: checking for C compiler default output file name" >&5
+$as_echo_n "checking for C compiler default output file name... " >&6; }
+ac_link_default=`$as_echo "$ac_link" | sed 's/ -o *conftest[^ ]*//'`
+
+# The possible output files:
+ac_files="a.out conftest.exe conftest a.exe a_out.exe b.out conftest.*"
+
+ac_rmfiles=
+for ac_file in $ac_files
+do
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM | *.o | *.obj ) ;;
+ * ) ac_rmfiles="$ac_rmfiles $ac_file";;
+ esac
+done
+rm -f $ac_rmfiles
+
+if { (ac_try="$ac_link_default"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link_default") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; then
+ # Autoconf-2.13 could set the ac_cv_exeext variable to `no'.
+# So ignore a value of `no', otherwise this would lead to `EXEEXT = no'
+# in a Makefile. We should not override ac_cv_exeext if it was cached,
+# so that the user can short-circuit this test for compilers unknown to
+# Autoconf.
+for ac_file in $ac_files ''
+do
+ test -f "$ac_file" || continue
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM | *.o | *.obj )
+ ;;
+ [ab].out )
+ # We found the default executable, but exeext='' is most
+ # certainly right.
+ break;;
+ *.* )
+ if test "${ac_cv_exeext+set}" = set && test "$ac_cv_exeext" != no;
+ then :; else
+ ac_cv_exeext=`expr "$ac_file" : '[^.]*\(\..*\)'`
+ fi
+ # We set ac_cv_exeext here because the later test for it is not
+ # safe: cross compilers may not add the suffix if given an `-o'
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+ break;;
+ * )
+ break;;
+ esac
+done
+test "$ac_cv_exeext" = no && ac_cv_exeext=
+
+else
+ ac_file=''
+fi
+
+{ $as_echo "$as_me:$LINENO: result: $ac_file" >&5
+$as_echo "$ac_file" >&6; }
+if test -z "$ac_file"; then
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+{ { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: C compiler cannot create executables
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+See \`config.log' for more details." >&2;}
+ { (exit 77); exit 77; }; }; }
+fi
+
+ac_exeext=$ac_cv_exeext
+
+# Check that the compiler produces executables we can run. If not, either
+# the compiler is broken, or we cross compile.
+{ $as_echo "$as_me:$LINENO: checking whether the C compiler works" >&5
+$as_echo_n "checking whether the C compiler works... " >&6; }
+# FIXME: These cross compiler hacks should be removed for Autoconf 3.0
+# If not cross compiling, check that we can run a simple program.
+if test "$cross_compiling" != yes; then
+ if { ac_try='./$ac_file'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
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+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ cross_compiling=no
+ else
+ if test "$cross_compiling" = maybe; then
+ cross_compiling=yes
+ else
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot run C compiled programs.
+If you meant to cross compile, use \`--host'.
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot run C compiled programs.
+If you meant to cross compile, use \`--host'.
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+ fi
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: yes" >&5
+$as_echo "yes" >&6; }
+
+rm -f -r a.out a.out.dSYM a.exe conftest$ac_cv_exeext b.out
+ac_clean_files=$ac_clean_files_save
+# Check that the compiler produces executables we can run. If not, either
+# the compiler is broken, or we cross compile.
+{ $as_echo "$as_me:$LINENO: checking whether we are cross compiling" >&5
+$as_echo_n "checking whether we are cross compiling... " >&6; }
+{ $as_echo "$as_me:$LINENO: result: $cross_compiling" >&5
+$as_echo "$cross_compiling" >&6; }
+
+{ $as_echo "$as_me:$LINENO: checking for suffix of executables" >&5
+$as_echo_n "checking for suffix of executables... " >&6; }
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; then
+ # If both `conftest.exe' and `conftest' are `present' (well, observable)
+# catch `conftest.exe'. For instance with Cygwin, `ls conftest' will
+# work properly (i.e., refer to `conftest.exe'), while it won't with
+# `rm'.
+for ac_file in conftest.exe conftest conftest.*; do
+ test -f "$ac_file" || continue
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM | *.o | *.obj ) ;;
+ *.* ) ac_cv_exeext=`expr "$ac_file" : '[^.]*\(\..*\)'`
+ break;;
+ * ) break;;
+ esac
+done
+else
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot compute suffix of executables: cannot compile and link
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+$as_echo "$as_me: error: cannot compute suffix of executables: cannot compile and link
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+fi
+
+rm -f conftest$ac_cv_exeext
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_exeext" >&5
+$as_echo "$ac_cv_exeext" >&6; }
+
+rm -f conftest.$ac_ext
+EXEEXT=$ac_cv_exeext
+ac_exeext=$EXEEXT
+{ $as_echo "$as_me:$LINENO: checking for suffix of object files" >&5
+$as_echo_n "checking for suffix of object files... " >&6; }
+if test "${ac_cv_objext+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.o conftest.obj
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; then
+ for ac_file in conftest.o conftest.obj conftest.*; do
+ test -f "$ac_file" || continue;
+ case $ac_file in
+ *.$ac_ext | *.xcoff | *.tds | *.d | *.pdb | *.xSYM | *.bb | *.bbg | *.map | *.inf | *.dSYM ) ;;
+ *) ac_cv_objext=`expr "$ac_file" : '.*\.\(.*\)'`
+ break;;
+ esac
+done
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+{ { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot compute suffix of object files: cannot compile
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot compute suffix of object files: cannot compile
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+fi
+
+rm -f conftest.$ac_cv_objext conftest.$ac_ext
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_objext" >&5
+$as_echo "$ac_cv_objext" >&6; }
+OBJEXT=$ac_cv_objext
+ac_objext=$OBJEXT
+{ $as_echo "$as_me:$LINENO: checking whether we are using the GNU C compiler" >&5
+$as_echo_n "checking whether we are using the GNU C compiler... " >&6; }
+if test "${ac_cv_c_compiler_gnu+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+#ifndef __GNUC__
+ choke me
+#endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_compiler_gnu=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_compiler_gnu=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ac_cv_c_compiler_gnu=$ac_compiler_gnu
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_compiler_gnu" >&5
+$as_echo "$ac_cv_c_compiler_gnu" >&6; }
+if test $ac_compiler_gnu = yes; then
+ GCC=yes
+else
+ GCC=
+fi
+ac_test_CFLAGS=${CFLAGS+set}
+ac_save_CFLAGS=$CFLAGS
+{ $as_echo "$as_me:$LINENO: checking whether $CC accepts -g" >&5
+$as_echo_n "checking whether $CC accepts -g... " >&6; }
+if test "${ac_cv_prog_cc_g+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_save_c_werror_flag=$ac_c_werror_flag
+ ac_c_werror_flag=yes
+ ac_cv_prog_cc_g=no
+ CFLAGS="-g"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_g=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ CFLAGS=""
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_c_werror_flag=$ac_save_c_werror_flag
+ CFLAGS="-g"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_g=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ ac_c_werror_flag=$ac_save_c_werror_flag
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_g" >&5
+$as_echo "$ac_cv_prog_cc_g" >&6; }
+if test "$ac_test_CFLAGS" = set; then
+ CFLAGS=$ac_save_CFLAGS
+elif test $ac_cv_prog_cc_g = yes; then
+ if test "$GCC" = yes; then
+ CFLAGS="-g -O2"
+ else
+ CFLAGS="-g"
+ fi
+else
+ if test "$GCC" = yes; then
+ CFLAGS="-O2"
+ else
+ CFLAGS=
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO C89" >&5
+$as_echo_n "checking for $CC option to accept ISO C89... " >&6; }
+if test "${ac_cv_prog_cc_c89+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_prog_cc_c89=no
+ac_save_CC=$CC
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdarg.h>
+#include <stdio.h>
+#include <sys/types.h>
+#include <sys/stat.h>
+/* Most of the following tests are stolen from RCS 5.7's src/conf.sh. */
+struct buf { int x; };
+FILE * (*rcsopen) (struct buf *, struct stat *, int);
+static char *e (p, i)
+ char **p;
+ int i;
+{
+ return p[i];
+}
+static char *f (char * (*g) (char **, int), char **p, ...)
+{
+ char *s;
+ va_list v;
+ va_start (v,p);
+ s = g (p, va_arg (v,int));
+ va_end (v);
+ return s;
+}
+
+/* OSF 4.0 Compaq cc is some sort of almost-ANSI by default. It has
+ function prototypes and stuff, but not '\xHH' hex character constants.
+ These don't provoke an error unfortunately, instead are silently treated
+ as 'x'. The following induces an error, until -std is added to get
+ proper ANSI mode. Curiously '\x00'!='x' always comes out true, for an
+ array size at least. It's necessary to write '\x00'==0 to get something
+ that's true only with -std. */
+int osf4_cc_array ['\x00' == 0 ? 1 : -1];
+
+/* IBM C 6 for AIX is almost-ANSI by default, but it replaces macro parameters
+ inside strings and character constants. */
+#define FOO(x) 'x'
+int xlc6_cc_array[FOO(a) == 'x' ? 1 : -1];
+
+int test (int i, double x);
+struct s1 {int (*f) (int a);};
+struct s2 {int (*f) (double a);};
+int pairnames (int, char **, FILE *(*)(struct buf *, struct stat *, int), int, int);
+int argc;
+char **argv;
+int
+main ()
+{
+return f (e, argv, 0) != argv[0] || f (e, argv, 1) != argv[1];
+ ;
+ return 0;
+}
+_ACEOF
+for ac_arg in '' -qlanglvl=extc89 -qlanglvl=ansi -std \
+ -Ae "-Aa -D_HPUX_SOURCE" "-Xc -D__EXTENSIONS__"
+do
+ CC="$ac_save_CC $ac_arg"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_c89=$ac_arg
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ test "x$ac_cv_prog_cc_c89" != "xno" && break
+done
+rm -f conftest.$ac_ext
+CC=$ac_save_CC
+
+fi
+# AC_CACHE_VAL
+case "x$ac_cv_prog_cc_c89" in
+ x)
+ { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ xno)
+ { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ *)
+ CC="$CC $ac_cv_prog_cc_c89"
+ { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_c89" >&5
+$as_echo "$ac_cv_prog_cc_c89" >&6; } ;;
+esac
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+{ $as_echo "$as_me:$LINENO: checking how to run the C preprocessor" >&5
+$as_echo_n "checking how to run the C preprocessor... " >&6; }
+# On Suns, sometimes $CPP names a directory.
+if test -n "$CPP" && test -d "$CPP"; then
+ CPP=
+fi
+if test -z "$CPP"; then
+ if test "${ac_cv_prog_CPP+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ # Double quotes because CPP needs to be expanded
+ for CPP in "$CC -E" "$CC -E -traditional-cpp" "/lib/cpp"
+ do
+ ac_preproc_ok=false
+for ac_c_preproc_warn_flag in '' yes
+do
+ # Use a header file that comes with gcc, so configuring glibc
+ # with a fresh cross-compiler works.
+ # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ # <limits.h> exists even on freestanding compilers.
+ # On the NeXT, cc -E runs the code through the compiler's parser,
+ # not just through cpp. "Syntax error" is here to catch this case.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+ Syntax error
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Broken: fails on valid input.
+continue
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+ # OK, works on sane cases. Now check whether nonexistent headers
+ # can be detected and how.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <ac_nonexistent.h>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ # Broken: success on invalid input.
+continue
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Passes both tests.
+ac_preproc_ok=:
+break
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+done
+# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
+rm -f conftest.err conftest.$ac_ext
+if $ac_preproc_ok; then
+ break
+fi
+
+ done
+ ac_cv_prog_CPP=$CPP
+
+fi
+ CPP=$ac_cv_prog_CPP
+else
+ ac_cv_prog_CPP=$CPP
+fi
+{ $as_echo "$as_me:$LINENO: result: $CPP" >&5
+$as_echo "$CPP" >&6; }
+ac_preproc_ok=false
+for ac_c_preproc_warn_flag in '' yes
+do
+ # Use a header file that comes with gcc, so configuring glibc
+ # with a fresh cross-compiler works.
+ # Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ # <limits.h> exists even on freestanding compilers.
+ # On the NeXT, cc -E runs the code through the compiler's parser,
+ # not just through cpp. "Syntax error" is here to catch this case.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+ Syntax error
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Broken: fails on valid input.
+continue
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+ # OK, works on sane cases. Now check whether nonexistent headers
+ # can be detected and how.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <ac_nonexistent.h>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ # Broken: success on invalid input.
+continue
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ # Passes both tests.
+ac_preproc_ok=:
+break
+fi
+
+rm -f conftest.err conftest.$ac_ext
+
+done
+# Because of `break', _AC_PREPROC_IFELSE's cleaning code was skipped.
+rm -f conftest.err conftest.$ac_ext
+if $ac_preproc_ok; then
+ :
+else
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: C preprocessor \"$CPP\" fails sanity check
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: C preprocessor \"$CPP\" fails sanity check
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+fi
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+
+{ $as_echo "$as_me:$LINENO: checking for C compiler vendor" >&5
+$as_echo_n "checking for C compiler vendor... " >&6; }
+if test "${ax_cv_c_compiler_vendor+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ax_cv_c_compiler_vendor=unknown
+ # note: don't check for gcc first since some other compilers define __GNUC__
+ for ventest in intel:__ICC,__ECC,__INTEL_COMPILER ibm:__xlc__,__xlC__,__IBMC__,__IBMCPP__ pathscale:__PATHCC__,__PATHSCALE__ gnu:__GNUC__ sun:__SUNPRO_C,__SUNPRO_CC hp:__HP_cc,__HP_aCC dec:__DECC,__DECCXX,__DECC_VER,__DECCXX_VER borland:__BORLANDC__,__TURBOC__ comeau:__COMO__ cray:_CRAYC kai:__KCC lcc:__LCC__ metrowerks:__MWERKS__ sgi:__sgi,sgi microsoft:_MSC_VER watcom:__WATCOMC__ portland:__PGI; do
+ vencpp="defined("`echo $ventest | cut -d: -f2 | sed 's/,/) || defined(/g'`")"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+#if !($vencpp)
+ thisisanerror;
+#endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_compiler_vendor=`echo $ventest | cut -d: -f1`; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ done
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_c_compiler_vendor" >&5
+$as_echo "$ax_cv_c_compiler_vendor" >&6; }
+
+# AC_PROG_CC_STDC wants to append -c99 to icc; icc doesn't like this.
+if test "$ax_cv_c_compiler_vendor" != "intel"; then
+ case $ac_cv_prog_cc_stdc in
+ no) ac_cv_prog_cc_c99=no; ac_cv_prog_cc_c89=no ;;
+ *) { $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO C99" >&5
+$as_echo_n "checking for $CC option to accept ISO C99... " >&6; }
+if test "${ac_cv_prog_cc_c99+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_prog_cc_c99=no
+ac_save_CC=$CC
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdarg.h>
+#include <stdbool.h>
+#include <stdlib.h>
+#include <wchar.h>
+#include <stdio.h>
+
+// Check varargs macros. These examples are taken from C99 6.10.3.5.
+#define debug(...) fprintf (stderr, __VA_ARGS__)
+#define showlist(...) puts (#__VA_ARGS__)
+#define report(test,...) ((test) ? puts (#test) : printf (__VA_ARGS__))
+static void
+test_varargs_macros (void)
+{
+ int x = 1234;
+ int y = 5678;
+ debug ("Flag");
+ debug ("X = %d\n", x);
+ showlist (The first, second, and third items.);
+ report (x>y, "x is %d but y is %d", x, y);
+}
+
+// Check long long types.
+#define BIG64 18446744073709551615ull
+#define BIG32 4294967295ul
+#define BIG_OK (BIG64 / BIG32 == 4294967297ull && BIG64 % BIG32 == 0)
+#if !BIG_OK
+ your preprocessor is broken;
+#endif
+#if BIG_OK
+#else
+ your preprocessor is broken;
+#endif
+static long long int bignum = -9223372036854775807LL;
+static unsigned long long int ubignum = BIG64;
+
+struct incomplete_array
+{
+ int datasize;
+ double data[];
+};
+
+struct named_init {
+ int number;
+ const wchar_t *name;
+ double average;
+};
+
+typedef const char *ccp;
+
+static inline int
+test_restrict (ccp restrict text)
+{
+ // See if C++-style comments work.
+ // Iterate through items via the restricted pointer.
+ // Also check for declarations in for loops.
+ for (unsigned int i = 0; *(text+i) != '\0'; ++i)
+ continue;
+ return 0;
+}
+
+// Check varargs and va_copy.
+static void
+test_varargs (const char *format, ...)
+{
+ va_list args;
+ va_start (args, format);
+ va_list args_copy;
+ va_copy (args_copy, args);
+
+ const char *str;
+ int number;
+ float fnumber;
+
+ while (*format)
+ {
+ switch (*format++)
+ {
+ case 's': // string
+ str = va_arg (args_copy, const char *);
+ break;
+ case 'd': // int
+ number = va_arg (args_copy, int);
+ break;
+ case 'f': // float
+ fnumber = va_arg (args_copy, double);
+ break;
+ default:
+ break;
+ }
+ }
+ va_end (args_copy);
+ va_end (args);
+}
+
+int
+main ()
+{
+
+ // Check bool.
+ _Bool success = false;
+
+ // Check restrict.
+ if (test_restrict ("String literal") == 0)
+ success = true;
+ char *restrict newvar = "Another string";
+
+ // Check varargs.
+ test_varargs ("s, d' f .", "string", 65, 34.234);
+ test_varargs_macros ();
+
+ // Check flexible array members.
+ struct incomplete_array *ia =
+ malloc (sizeof (struct incomplete_array) + (sizeof (double) * 10));
+ ia->datasize = 10;
+ for (int i = 0; i < ia->datasize; ++i)
+ ia->data[i] = i * 1.234;
+
+ // Check named initializers.
+ struct named_init ni = {
+ .number = 34,
+ .name = L"Test wide string",
+ .average = 543.34343,
+ };
+
+ ni.number = 58;
+
+ int dynamic_array[ni.number];
+ dynamic_array[ni.number - 1] = 543;
+
+ // work around unused variable warnings
+ return (!success || bignum == 0LL || ubignum == 0uLL || newvar[0] == 'x'
+ || dynamic_array[ni.number - 1] != 543);
+
+ ;
+ return 0;
+}
+_ACEOF
+for ac_arg in '' -std=gnu99 -std=c99 -c99 -AC99 -xc99=all -qlanglvl=extc99
+do
+ CC="$ac_save_CC $ac_arg"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_c99=$ac_arg
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ test "x$ac_cv_prog_cc_c99" != "xno" && break
+done
+rm -f conftest.$ac_ext
+CC=$ac_save_CC
+
+fi
+# AC_CACHE_VAL
+case "x$ac_cv_prog_cc_c99" in
+ x)
+ { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ xno)
+ { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ *)
+ CC="$CC $ac_cv_prog_cc_c99"
+ { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_c99" >&5
+$as_echo "$ac_cv_prog_cc_c99" >&6; } ;;
+esac
+if test "x$ac_cv_prog_cc_c99" != xno; then
+ ac_cv_prog_cc_stdc=$ac_cv_prog_cc_c99
+else
+ { $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO C89" >&5
+$as_echo_n "checking for $CC option to accept ISO C89... " >&6; }
+if test "${ac_cv_prog_cc_c89+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_prog_cc_c89=no
+ac_save_CC=$CC
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdarg.h>
+#include <stdio.h>
+#include <sys/types.h>
+#include <sys/stat.h>
+/* Most of the following tests are stolen from RCS 5.7's src/conf.sh. */
+struct buf { int x; };
+FILE * (*rcsopen) (struct buf *, struct stat *, int);
+static char *e (p, i)
+ char **p;
+ int i;
+{
+ return p[i];
+}
+static char *f (char * (*g) (char **, int), char **p, ...)
+{
+ char *s;
+ va_list v;
+ va_start (v,p);
+ s = g (p, va_arg (v,int));
+ va_end (v);
+ return s;
+}
+
+/* OSF 4.0 Compaq cc is some sort of almost-ANSI by default. It has
+ function prototypes and stuff, but not '\xHH' hex character constants.
+ These don't provoke an error unfortunately, instead are silently treated
+ as 'x'. The following induces an error, until -std is added to get
+ proper ANSI mode. Curiously '\x00'!='x' always comes out true, for an
+ array size at least. It's necessary to write '\x00'==0 to get something
+ that's true only with -std. */
+int osf4_cc_array ['\x00' == 0 ? 1 : -1];
+
+/* IBM C 6 for AIX is almost-ANSI by default, but it replaces macro parameters
+ inside strings and character constants. */
+#define FOO(x) 'x'
+int xlc6_cc_array[FOO(a) == 'x' ? 1 : -1];
+
+int test (int i, double x);
+struct s1 {int (*f) (int a);};
+struct s2 {int (*f) (double a);};
+int pairnames (int, char **, FILE *(*)(struct buf *, struct stat *, int), int, int);
+int argc;
+char **argv;
+int
+main ()
+{
+return f (e, argv, 0) != argv[0] || f (e, argv, 1) != argv[1];
+ ;
+ return 0;
+}
+_ACEOF
+for ac_arg in '' -qlanglvl=extc89 -qlanglvl=ansi -std \
+ -Ae "-Aa -D_HPUX_SOURCE" "-Xc -D__EXTENSIONS__"
+do
+ CC="$ac_save_CC $ac_arg"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_prog_cc_c89=$ac_arg
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ test "x$ac_cv_prog_cc_c89" != "xno" && break
+done
+rm -f conftest.$ac_ext
+CC=$ac_save_CC
+
+fi
+# AC_CACHE_VAL
+case "x$ac_cv_prog_cc_c89" in
+ x)
+ { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ xno)
+ { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ *)
+ CC="$CC $ac_cv_prog_cc_c89"
+ { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_c89" >&5
+$as_echo "$ac_cv_prog_cc_c89" >&6; } ;;
+esac
+if test "x$ac_cv_prog_cc_c89" != xno; then
+ ac_cv_prog_cc_stdc=$ac_cv_prog_cc_c89
+else
+ ac_cv_prog_cc_stdc=no
+fi
+
+
+fi
+
+ ;;
+esac
+ { $as_echo "$as_me:$LINENO: checking for $CC option to accept ISO Standard C" >&5
+$as_echo_n "checking for $CC option to accept ISO Standard C... " >&6; }
+ if test "${ac_cv_prog_cc_stdc+set}" = set; then
+ $as_echo_n "(cached) " >&6
+fi
+
+ case $ac_cv_prog_cc_stdc in
+ no) { $as_echo "$as_me:$LINENO: result: unsupported" >&5
+$as_echo "unsupported" >&6; } ;;
+ '') { $as_echo "$as_me:$LINENO: result: none needed" >&5
+$as_echo "none needed" >&6; } ;;
+ *) { $as_echo "$as_me:$LINENO: result: $ac_cv_prog_cc_stdc" >&5
+$as_echo "$ac_cv_prog_cc_stdc" >&6; } ;;
+esac
+
+
+fi
+if test -n "$ac_tool_prefix"; then
+ # Extract the first word of "${ac_tool_prefix}ranlib", so it can be a program name with args.
+set dummy ${ac_tool_prefix}ranlib; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_RANLIB+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$RANLIB"; then
+ ac_cv_prog_RANLIB="$RANLIB" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_RANLIB="${ac_tool_prefix}ranlib"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+RANLIB=$ac_cv_prog_RANLIB
+if test -n "$RANLIB"; then
+ { $as_echo "$as_me:$LINENO: result: $RANLIB" >&5
+$as_echo "$RANLIB" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+fi
+if test -z "$ac_cv_prog_RANLIB"; then
+ ac_ct_RANLIB=$RANLIB
+ # Extract the first word of "ranlib", so it can be a program name with args.
+set dummy ranlib; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_ac_ct_RANLIB+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$ac_ct_RANLIB"; then
+ ac_cv_prog_ac_ct_RANLIB="$ac_ct_RANLIB" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_ac_ct_RANLIB="ranlib"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+ac_ct_RANLIB=$ac_cv_prog_ac_ct_RANLIB
+if test -n "$ac_ct_RANLIB"; then
+ { $as_echo "$as_me:$LINENO: result: $ac_ct_RANLIB" >&5
+$as_echo "$ac_ct_RANLIB" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+ if test "x$ac_ct_RANLIB" = x; then
+ RANLIB=":"
+ else
+ case $cross_compiling:$ac_tool_warned in
+yes:)
+{ $as_echo "$as_me:$LINENO: WARNING: using cross tools not prefixed with host triplet" >&5
+$as_echo "$as_me: WARNING: using cross tools not prefixed with host triplet" >&2;}
+ac_tool_warned=yes ;;
+esac
+ RANLIB=$ac_ct_RANLIB
+ fi
+else
+ RANLIB="$ac_cv_prog_RANLIB"
+fi
+
+# Extract the first word of "ar", so it can be a program name with args.
+set dummy ar; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_path_AR+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ case $AR in
+ [\\/]* | ?:[\\/]*)
+ ac_cv_path_AR="$AR" # Let the user override the test with a path.
+ ;;
+ *)
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+as_dummy="$PATH:/usr/ccs/bin:/usr/xpg4/bin"
+for as_dir in $as_dummy
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_path_AR="$as_dir/$ac_word$ac_exec_ext"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+ test -z "$ac_cv_path_AR" && ac_cv_path_AR=":"
+ ;;
+esac
+fi
+AR=$ac_cv_path_AR
+if test -n "$AR"; then
+ { $as_echo "$as_me:$LINENO: result: $AR" >&5
+$as_echo "$AR" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+
+ { $as_echo "$as_me:$LINENO: checking whether your make is GNU make" >&5
+$as_echo_n "checking whether your make is GNU make... " >&6; }
+ foundGNUmake='nope, assuming sysv make.' ;
+ EXEC_DEPENDENCY=\$\$\@.o ;
+ if ( make --version nothing 2> /dev/null | grep GNU > /dev/null ) ; then
+ foundGNUmake='yes, it is.' ;
+ EXEC_DEPENDENCY='%: %.o' ;
+ fi
+ { $as_echo "$as_me:$LINENO: result: $foundGNUmake" >&5
+$as_echo "$foundGNUmake" >&6; }
+
+
+
+# Select our default optimization flags in CFLAGS.
+#
+if test "$sre_cflags_env_set" = "no"; then
+if test "$enable_gcov" = "yes"; then
+ # --enable-gcov overrides CC too.
+ CC="gcc"
+ CFLAGS="-g -Wall -fprofile-arcs -ftest-coverage"
+elif test "$enable_debugging" != "no"; then
+ if test "$GCC" = "yes"; then
+ CFLAGS="-g -Wall"
+ fi
+else
+ sre_save_ac_test_cflags="$ac_test_CFLAGS"
+ if test "$sre_cflags_env_set" = "no"; then
+ ac_test_CFLAGS=""
+ fi
+
+
+
+
+
+# Check whether --enable-portable-binary was given.
+if test "${enable_portable_binary+set}" = set; then
+ enableval=$enable_portable_binary; acx_maxopt_portable=$withval
+else
+ acx_maxopt_portable=no
+fi
+
+
+# Try to determine "good" native compiler flags if none specified via CFLAGS
+if test "$ac_test_CFLAGS" != "set"; then
+ CFLAGS=""
+ case $ax_cv_c_compiler_vendor in
+ dec) CFLAGS="-newc -w0 -O5 -ansi_alias -ansi_args -tune host"
+# CFLAGS="-newc -w0 -O5 -ansi_alias -ansi_args -fp_reorder -tune host"
+ if test "x$acx_maxopt_portable" = xno; then
+ CFLAGS="$CFLAGS -arch host"
+ fi;;
+
+ sun) CFLAGS="-native -xO5 -dalign"
+# CFLAGS="-native -fast -xO5 -dalign"
+ if test "x$acx_maxopt_portable" = xyes; then
+ CFLAGS="$CFLAGS -xarch=generic"
+ fi;;
+
+ hp) CFLAGS="+Oall +Optrs_ansi +DSnative"
+ if test "x$acx_maxopt_portable" = xyes; then
+ CFLAGS="$CFLAGS +DAportable"
+ fi;;
+
+ ibm) if test "x$acx_maxopt_portable" = xno; then
+ xlc_opt="-qarch=auto -qtune=auto"
+ else
+ xlc_opt="-qtune=auto"
+ fi
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $xlc_opt" >&5
+$as_echo_n "checking whether C compiler accepts $xlc_opt... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$xlc_opt"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$xlc_opt" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$xlc_opt" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$xlc_opt" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ CFLAGS="-O3 -qansialias -w $xlc_opt"
+else
+ CFLAGS="-O3 -qansialias -w"
+ echo "******************************************************"
+ echo "* You seem to have the IBM C compiler. It is *"
+ echo "* recommended for best performance that you use: *"
+ echo "* *"
+ echo "* CFLAGS=-O3 -qarch=xxx -qtune=xxx -qansialias -w *"
+ echo "* ^^^ ^^^ *"
+ echo "* where xxx is pwr2, pwr3, 604, or whatever kind of *"
+ echo "* CPU you have. (Set the CFLAGS environment var. *"
+ echo "* and re-run configure.) For more info, man cc. *"
+ echo "******************************************************"
+fi
+
+ ;;
+
+ intel) CFLAGS="-O3 -ansi_alias"
+ if test "x$acx_maxopt_portable" = xno; then
+ icc_archflag=unknown
+ icc_flags=""
+ case $host_cpu in
+ i686*|x86_64*)
+ # icc accepts gcc assembly syntax, so these should work:
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 0 output" >&5
+$as_echo_n "checking for x86 cpuid 0 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_0+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_0=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 0, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_0=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_0=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_0" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_0" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 1 output" >&5
+$as_echo_n "checking for x86 cpuid 1 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_1+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_1=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 1, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_1=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_1=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_1" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_1" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+ case $ax_cv_gcc_x86_cpuid_0 in # see AX_GCC_ARCHFLAG
+ *:756e6547:*:*) # Intel
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *6a?:*[234]:*:*|*6[789b]?:*:*:*) icc_flags="-xK";;
+ *f3[347]:*:*:*|*f41347:*:*:*) icc_flags="-xP -xN -xW -xK";;
+ *f??:*:*:*) icc_flags="-xN -xW -xK";;
+ esac ;;
+ esac ;;
+ esac
+ if test "x$icc_flags" != x; then
+ for flag in $icc_flags; do
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $flag" >&5
+$as_echo_n "checking whether C compiler accepts $flag... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$flag"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ icc_archflag=$flag; break
+else
+ :
+fi
+
+ done
+ fi
+ { $as_echo "$as_me:$LINENO: checking for icc architecture flag" >&5
+$as_echo_n "checking for icc architecture flag... " >&6; }
+ { $as_echo "$as_me:$LINENO: result: $icc_archflag" >&5
+$as_echo "$icc_archflag" >&6; }
+ if test "x$icc_archflag" != xunknown; then
+ CFLAGS="$CFLAGS $icc_archflag"
+ fi
+ fi
+ ;;
+
+ gnu)
+ # default optimization flags for gcc on all systems
+ CFLAGS="-O3 -fomit-frame-pointer"
+
+ # -malign-double for x86 systems
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -malign-double" >&5
+$as_echo_n "checking whether C compiler accepts -malign-double... " >&6; }
+if test "${ax_cv_c_flags__malign_double+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-malign-double"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__malign_double=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__malign_double=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__malign_double
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ CFLAGS="$CFLAGS -malign-double"
+else
+ :
+fi
+
+
+ # -fstrict-aliasing for gcc-2.95+
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -fstrict-aliasing" >&5
+$as_echo_n "checking whether C compiler accepts -fstrict-aliasing... " >&6; }
+if test "${ax_cv_c_flags__fstrict_aliasing+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-fstrict-aliasing"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__fstrict_aliasing=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__fstrict_aliasing=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__fstrict_aliasing
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ CFLAGS="$CFLAGS -fstrict-aliasing"
+else
+ :
+fi
+
+
+ # note that we enable "unsafe" fp optimization with other compilers, too
+ # SRE: no, that's a bad idea, don't use this
+# AX_CHECK_COMPILER_FLAGS(-ffast-math, CFLAGS="$CFLAGS -ffast-math")
+
+
+
+
+
+# Check whether --with-gcc-arch was given.
+if test "${with_gcc_arch+set}" = set; then
+ withval=$with_gcc_arch; ax_gcc_arch=$withval
+else
+ ax_gcc_arch=yes
+fi
+
+
+{ $as_echo "$as_me:$LINENO: checking for gcc architecture flag" >&5
+$as_echo_n "checking for gcc architecture flag... " >&6; }
+{ $as_echo "$as_me:$LINENO: result: " >&5
+$as_echo "" >&6; }
+if test "${ax_cv_gcc_archflag+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ax_cv_gcc_archflag="unknown"
+
+if test "$GCC" = yes; then
+
+if test "x$ax_gcc_arch" = xyes; then
+ax_gcc_arch=""
+if test "$cross_compiling" = no; then
+case $host_cpu in
+ i[3456]86*|x86_64*) # use cpuid codes, in part from x86info-1.7 by D. Jones
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 0 output" >&5
+$as_echo_n "checking for x86 cpuid 0 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_0+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_0=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 0, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_0=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_0=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_0" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_0" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 1 output" >&5
+$as_echo_n "checking for x86 cpuid 1 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_1+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_1=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 1, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_1=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_1=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_1" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_1" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+
+ case $ax_cv_gcc_x86_cpuid_0 in
+ *:756e6547:*:*) # Intel
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *5[48]?:*:*:*) ax_gcc_arch="pentium-mmx pentium" ;;
+ *5??:*:*:*) ax_gcc_arch=pentium ;;
+ *6[3456]?:*:*:*) ax_gcc_arch="pentium2 pentiumpro" ;;
+ *6a?:*[01]:*:*) ax_gcc_arch="pentium2 pentiumpro" ;;
+ *6a?:*[234]:*:*) ax_gcc_arch="pentium3 pentiumpro" ;;
+ *6[9d]?:*:*:*) ax_gcc_arch="pentium-m pentium3 pentiumpro" ;;
+ *6[78b]?:*:*:*) ax_gcc_arch="pentium3 pentiumpro" ;;
+ *6??:*:*:*) ax_gcc_arch=pentiumpro ;;
+ *f3[347]:*:*:*|*f41347:*:*:*)
+ case $host_cpu in
+ x86_64*) ax_gcc_arch="nocona pentium4 pentiumpro" ;;
+ *) ax_gcc_arch="prescott pentium4 pentiumpro" ;;
+ esac ;;
+ *f??:*:*:*) ax_gcc_arch="pentium4 pentiumpro";;
+ esac ;;
+ *:68747541:*:*) # AMD
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *5[67]?:*:*:*) ax_gcc_arch=k6 ;;
+ *5[8d]?:*:*:*) ax_gcc_arch="k6-2 k6" ;;
+ *5[9]?:*:*:*) ax_gcc_arch="k6-3 k6" ;;
+ *60?:*:*:*) ax_gcc_arch=k7 ;;
+ *6[12]?:*:*:*) ax_gcc_arch="athlon k7" ;;
+ *6[34]?:*:*:*) ax_gcc_arch="athlon-tbird k7" ;;
+ *67?:*:*:*) ax_gcc_arch="athlon-4 athlon k7" ;;
+ *6[68a]?:*:*:*)
+
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+{ $as_echo "$as_me:$LINENO: checking for x86 cpuid 0x80000006 output" >&5
+$as_echo_n "checking for x86 cpuid 0x80000006 output... " >&6; }
+if test "${ax_cv_gcc_x86_cpuid_0x80000006+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test "$cross_compiling" = yes; then
+ ax_cv_gcc_x86_cpuid_0x80000006=unknown
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdio.h>
+int
+main ()
+{
+
+ int op = 0x80000006, eax, ebx, ecx, edx;
+ FILE *f;
+ __asm__("cpuid"
+ : "=a" (eax), "=b" (ebx), "=c" (ecx), "=d" (edx)
+ : "a" (op));
+ f = fopen("conftest_cpuid", "w"); if (!f) return 1;
+ fprintf(f, "%x:%x:%x:%x\n", eax, ebx, ecx, edx);
+ fclose(f);
+ return 0;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ax_cv_gcc_x86_cpuid_0x80000006=`cat conftest_cpuid`; rm -f conftest_cpuid
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ax_cv_gcc_x86_cpuid_0x80000006=unknown; rm -f conftest_cpuid
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_x86_cpuid_0x80000006" >&5
+$as_echo "$ax_cv_gcc_x86_cpuid_0x80000006" >&6; }
+ac_ext=c
+ac_cpp='$CPP $CPPFLAGS'
+ac_compile='$CC -c $CFLAGS $CPPFLAGS conftest.$ac_ext >&5'
+ac_link='$CC -o conftest$ac_exeext $CFLAGS $CPPFLAGS $LDFLAGS conftest.$ac_ext $LIBS >&5'
+ac_compiler_gnu=$ac_cv_c_compiler_gnu
+
+ # L2 cache size
+ case $ax_cv_gcc_x86_cpuid_0x80000006 in
+ *:*:*[1-9a-f]??????:*) # (L2 = ecx >> 16) >= 256
+ ax_gcc_arch="athlon-xp athlon-4 athlon k7" ;;
+ *) ax_gcc_arch="athlon-4 athlon k7" ;;
+ esac ;;
+ *f[4cef8b]?:*:*:*) ax_gcc_arch="athlon64 k8" ;;
+ *f5?:*:*:*) ax_gcc_arch="opteron k8" ;;
+ *f7?:*:*:*) ax_gcc_arch="athlon-fx opteron k8" ;;
+ *f??:*:*:*) ax_gcc_arch="k8" ;;
+ esac ;;
+ *:746e6543:*:*) # IDT
+ case $ax_cv_gcc_x86_cpuid_1 in
+ *54?:*:*:*) ax_gcc_arch=winchip-c6 ;;
+ *58?:*:*:*) ax_gcc_arch=winchip2 ;;
+ *6[78]?:*:*:*) ax_gcc_arch=c3 ;;
+ *69?:*:*:*) ax_gcc_arch="c3-2 c3" ;;
+ esac ;;
+ esac
+ if test x"$ax_gcc_arch" = x; then # fallback
+ case $host_cpu in
+ i586*) ax_gcc_arch=pentium ;;
+ i686*) ax_gcc_arch=pentiumpro ;;
+ esac
+ fi
+ ;;
+
+ sparc*)
+ # Extract the first word of "prtdiag", so it can be a program name with args.
+set dummy prtdiag; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_path_PRTDIAG+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ case $PRTDIAG in
+ [\\/]* | ?:[\\/]*)
+ ac_cv_path_PRTDIAG="$PRTDIAG" # Let the user override the test with a path.
+ ;;
+ *)
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+as_dummy="$PATH:/usr/platform/`uname -i`/sbin/:/usr/platform/`uname -m`/sbin/"
+for as_dir in $as_dummy
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_path_PRTDIAG="$as_dir/$ac_word$ac_exec_ext"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+ test -z "$ac_cv_path_PRTDIAG" && ac_cv_path_PRTDIAG="prtdiag"
+ ;;
+esac
+fi
+PRTDIAG=$ac_cv_path_PRTDIAG
+if test -n "$PRTDIAG"; then
+ { $as_echo "$as_me:$LINENO: result: $PRTDIAG" >&5
+$as_echo "$PRTDIAG" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ cputype=`(((grep cpu /proc/cpuinfo | cut -d: -f2) ; ($PRTDIAG -v |grep -i sparc) ; grep -i cpu /var/run/dmesg.boot ) | head -n 1) 2> /dev/null`
+ cputype=`echo "$cputype" | tr -d ' -' |tr $as_cr_LETTERS $as_cr_letters`
+ case $cputype in
+ *ultrasparciv*) ax_gcc_arch="ultrasparc4 ultrasparc3 ultrasparc v9" ;;
+ *ultrasparciii*) ax_gcc_arch="ultrasparc3 ultrasparc v9" ;;
+ *ultrasparc*) ax_gcc_arch="ultrasparc v9" ;;
+ *supersparc*|*tms390z5[05]*) ax_gcc_arch="supersparc v8" ;;
+ *hypersparc*|*rt62[056]*) ax_gcc_arch="hypersparc v8" ;;
+ *cypress*) ax_gcc_arch=cypress ;;
+ esac ;;
+
+ alphaev5) ax_gcc_arch=ev5 ;;
+ alphaev56) ax_gcc_arch=ev56 ;;
+ alphapca56) ax_gcc_arch="pca56 ev56" ;;
+ alphapca57) ax_gcc_arch="pca57 pca56 ev56" ;;
+ alphaev6) ax_gcc_arch=ev6 ;;
+ alphaev67) ax_gcc_arch=ev67 ;;
+ alphaev68) ax_gcc_arch="ev68 ev67" ;;
+ alphaev69) ax_gcc_arch="ev69 ev68 ev67" ;;
+ alphaev7) ax_gcc_arch="ev7 ev69 ev68 ev67" ;;
+ alphaev79) ax_gcc_arch="ev79 ev7 ev69 ev68 ev67" ;;
+
+ powerpc*)
+ cputype=`((grep cpu /proc/cpuinfo | head -n 1 | cut -d: -f2 | cut -d, -f1 | sed 's/ //g') ; /usr/bin/machine ; /bin/machine; grep CPU /var/run/dmesg.boot | head -n 1 | cut -d" " -f2) 2> /dev/null`
+ cputype=`echo $cputype | sed -e 's/ppc//g;s/ *//g'`
+ case $cputype in
+ *750*) ax_gcc_arch="750 G3" ;;
+ *740[0-9]*) ax_gcc_arch="$cputype 7400 G4" ;;
+ *74[4-5][0-9]*) ax_gcc_arch="$cputype 7450 G4" ;;
+ *74[0-9][0-9]*) ax_gcc_arch="$cputype G4" ;;
+ *970*) ax_gcc_arch="970 G5 power4";;
+ *POWER4*|*power4*|*gq*) ax_gcc_arch="power4 970";;
+ *POWER5*|*power5*|*gr*|*gs*) ax_gcc_arch="power5 power4 970";;
+ 603ev|8240) ax_gcc_arch="$cputype 603e 603";;
+ *) ax_gcc_arch=$cputype ;;
+ esac
+ ax_gcc_arch="$ax_gcc_arch powerpc"
+ ;;
+esac
+fi # not cross-compiling
+fi # guess arch
+
+if test "x$ax_gcc_arch" != x -a "x$ax_gcc_arch" != xno; then
+for arch in $ax_gcc_arch; do
+ if test "x$acx_maxopt_portable" = xyes; then # if we require portable code
+ flags="-mtune=$arch"
+ # -mcpu=$arch and m$arch generate nonportable code on every arch except
+ # x86. And some other arches (e.g. Alpha) don't accept -mtune. Grrr.
+ case $host_cpu in i*86|x86_64*) flags="$flags -mcpu=$arch -m$arch";; esac
+ else
+ flags="-march=$arch -mcpu=$arch -m$arch"
+ fi
+ for flag in $flags; do
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $flag" >&5
+$as_echo_n "checking whether C compiler accepts $flag... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$flag"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$flag" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ ax_cv_gcc_archflag=$flag; break
+else
+ :
+fi
+
+ done
+ test "x$ax_cv_gcc_archflag" = xunknown || break
+done
+fi
+
+fi # $GCC=yes
+
+fi
+
+{ $as_echo "$as_me:$LINENO: checking for gcc architecture flag" >&5
+$as_echo_n "checking for gcc architecture flag... " >&6; }
+{ $as_echo "$as_me:$LINENO: result: $ax_cv_gcc_archflag" >&5
+$as_echo "$ax_cv_gcc_archflag" >&6; }
+if test "x$ax_cv_gcc_archflag" = xunknown; then
+ :
+else
+ CFLAGS="$CFLAGS $ax_cv_gcc_archflag"
+fi
+
+ ;;
+ esac
+
+ if test -z "$CFLAGS"; then
+ echo ""
+ echo "********************************************************"
+ echo "* WARNING: Don't know the best CFLAGS for this system *"
+ echo "* Use ./configure CFLAGS=... to specify your own flags *"
+ echo "* (otherwise, a default of CFLAGS=-O3 will be used) *"
+ echo "********************************************************"
+ echo ""
+ CFLAGS="-O3"
+ fi
+
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts $CFLAGS" >&5
+$as_echo_n "checking whether C compiler accepts $CFLAGS... " >&6; }
+ax_save_FLAGS=$CFLAGS
+ CFLAGS="$CFLAGS"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval `$as_echo "ax_cv_c_flags_$CFLAGS" | $as_tr_sh`=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval `$as_echo "ax_cv_c_flags_$CFLAGS" | $as_tr_sh`=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+eval ax_check_compiler_flags=$`$as_echo "ax_cv_c_flags_$CFLAGS" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ :
+else
+
+ echo ""
+ echo "********************************************************"
+ echo "* WARNING: The guessed CFLAGS don't seem to work with *"
+ echo "* your compiler. *"
+ echo "* Use ./configure CFLAGS=... to specify your own flags *"
+ echo "********************************************************"
+ echo ""
+ CFLAGS=""
+
+fi
+
+
+fi
+
+ ac_test_CFLAGS="$sre_save_ac_test_cflags"
+ # That was a workaround. AX_CC_MAXOPT apparently thinks that
+ # $ac_test_CFLAGS only gets set if ${CFLAGS} was set by the
+ # user (in the environment), but that's not so; it gets set
+ # by AC_PROG_CC. Instead of rewriting AX_CC_MAXOPT, we fool
+ # it.
+fi
+fi
+
+# MPI : set @CC@ to mpicc, sets @MPILIBS@, defines HAVE_MPI.
+if test "$enable_mpi" = "yes"; then
+
+
+
+
+
+ for ac_prog in mpicc hcc mpxlc_r mpxlc mpcc cmpicc
+do
+ # Extract the first word of "$ac_prog", so it can be a program name with args.
+set dummy $ac_prog; ac_word=$2
+{ $as_echo "$as_me:$LINENO: checking for $ac_word" >&5
+$as_echo_n "checking for $ac_word... " >&6; }
+if test "${ac_cv_prog_MPICC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -n "$MPICC"; then
+ ac_cv_prog_MPICC="$MPICC" # Let the user override the test.
+else
+as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ if { test -f "$as_dir/$ac_word$ac_exec_ext" && $as_test_x "$as_dir/$ac_word$ac_exec_ext"; }; then
+ ac_cv_prog_MPICC="$ac_prog"
+ $as_echo "$as_me:$LINENO: found $as_dir/$ac_word$ac_exec_ext" >&5
+ break 2
+ fi
+done
+done
+IFS=$as_save_IFS
+
+fi
+fi
+MPICC=$ac_cv_prog_MPICC
+if test -n "$MPICC"; then
+ { $as_echo "$as_me:$LINENO: result: $MPICC" >&5
+$as_echo "$MPICC" >&6; }
+else
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+
+ test -n "$MPICC" && break
+done
+test -n "$MPICC" || MPICC="$CC"
+
+ acx_mpi_save_CC="$CC"
+ CC="$MPICC"
+
+
+
+if test x = x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for MPI_Init" >&5
+$as_echo_n "checking for MPI_Init... " >&6; }
+if test "${ac_cv_func_MPI_Init+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define MPI_Init to an innocuous variant, in case <limits.h> declares MPI_Init.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define MPI_Init innocuous_MPI_Init
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char MPI_Init (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef MPI_Init
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char MPI_Init ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_MPI_Init || defined __stub___MPI_Init
+choke me
+#endif
+
+int
+main ()
+{
+return MPI_Init ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_func_MPI_Init=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_func_MPI_Init=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_func_MPI_Init" >&5
+$as_echo "$ac_cv_func_MPI_Init" >&6; }
+if test "x$ac_cv_func_MPI_Init" = x""yes; then
+ MPILIBS=" "
+fi
+
+fi
+
+if test x = x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for MPI_Init in -lmpi" >&5
+$as_echo_n "checking for MPI_Init in -lmpi... " >&6; }
+if test "${ac_cv_lib_mpi_MPI_Init+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_check_lib_save_LIBS=$LIBS
+LIBS="-lmpi $LIBS"
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char MPI_Init ();
+int
+main ()
+{
+return MPI_Init ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_lib_mpi_MPI_Init=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_lib_mpi_MPI_Init=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+LIBS=$ac_check_lib_save_LIBS
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_lib_mpi_MPI_Init" >&5
+$as_echo "$ac_cv_lib_mpi_MPI_Init" >&6; }
+if test "x$ac_cv_lib_mpi_MPI_Init" = x""yes; then
+ MPILIBS="-lmpi"
+fi
+
+fi
+if test x = x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for MPI_Init in -lmpich" >&5
+$as_echo_n "checking for MPI_Init in -lmpich... " >&6; }
+if test "${ac_cv_lib_mpich_MPI_Init+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_check_lib_save_LIBS=$LIBS
+LIBS="-lmpich $LIBS"
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char MPI_Init ();
+int
+main ()
+{
+return MPI_Init ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_lib_mpich_MPI_Init=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_lib_mpich_MPI_Init=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+LIBS=$ac_check_lib_save_LIBS
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_lib_mpich_MPI_Init" >&5
+$as_echo "$ac_cv_lib_mpich_MPI_Init" >&6; }
+if test "x$ac_cv_lib_mpich_MPI_Init" = x""yes; then
+ MPILIBS="-lmpich"
+fi
+
+fi
+
+if test x != x"$MPILIBS"; then
+ { $as_echo "$as_me:$LINENO: checking for mpi.h" >&5
+$as_echo_n "checking for mpi.h... " >&6; }
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <mpi.h>
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ { $as_echo "$as_me:$LINENO: result: yes" >&5
+$as_echo "yes" >&6; }
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ MPILIBS=""
+ { $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+
+CC="$acx_mpi_save_CC"
+
+
+
+# Finally, execute ACTION-IF-FOUND/ACTION-IF-NOT-FOUND:
+if test x = x"$MPILIBS"; then
+ { { $as_echo "$as_me:$LINENO: error: MPI library not found for --enable-mpi" >&5
+$as_echo "$as_me: error: MPI library not found for --enable-mpi" >&2;}
+ { (exit 1); exit 1; }; }
+ :
+else
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_MPI 1
+_ACEOF
+
+ :
+fi
+
+ CC=$MPICC
+fi
+
+
+# SSE: figure out our @SIMD_CFLAGS@, define HAVE_SSE2
+# The AC_RUN_IFELSE() is there because it's possible to have
+# hardware that doesn't support SSE2 instructions, yet the
+# compiler can generate them: example AMD Athlons with gcc.
+# So we need to test that an SSE2 program actually runs without
+# generating an "illegal instruction" error. The program
+# here is sufficient [xref J3/127].
+if test "$enable_sse" = "check" && test "$enable_vmx" != "yes"; then
+
+{ $as_echo "$as_me:$LINENO: checking for grep that handles long lines and -e" >&5
+$as_echo_n "checking for grep that handles long lines and -e... " >&6; }
+if test "${ac_cv_path_GREP+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if test -z "$GREP"; then
+ ac_path_GREP_found=false
+ # Loop through the user's path and test for each of PROGNAME-LIST
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH$PATH_SEPARATOR/usr/xpg4/bin
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_prog in grep ggrep; do
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ ac_path_GREP="$as_dir/$ac_prog$ac_exec_ext"
+ { test -f "$ac_path_GREP" && $as_test_x "$ac_path_GREP"; } || continue
+# Check for GNU ac_path_GREP and select it if it is found.
+ # Check for GNU $ac_path_GREP
+case `"$ac_path_GREP" --version 2>&1` in
+*GNU*)
+ ac_cv_path_GREP="$ac_path_GREP" ac_path_GREP_found=:;;
+*)
+ ac_count=0
+ $as_echo_n 0123456789 >"conftest.in"
+ while :
+ do
+ cat "conftest.in" "conftest.in" >"conftest.tmp"
+ mv "conftest.tmp" "conftest.in"
+ cp "conftest.in" "conftest.nl"
+ $as_echo 'GREP' >> "conftest.nl"
+ "$ac_path_GREP" -e 'GREP$' -e '-(cannot match)-' < "conftest.nl" >"conftest.out" 2>/dev/null || break
+ diff "conftest.out" "conftest.nl" >/dev/null 2>&1 || break
+ ac_count=`expr $ac_count + 1`
+ if test $ac_count -gt ${ac_path_GREP_max-0}; then
+ # Best one so far, save it but keep looking for a better one
+ ac_cv_path_GREP="$ac_path_GREP"
+ ac_path_GREP_max=$ac_count
+ fi
+ # 10*(2^10) chars as input seems more than enough
+ test $ac_count -gt 10 && break
+ done
+ rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
+esac
+
+ $ac_path_GREP_found && break 3
+ done
+ done
+done
+IFS=$as_save_IFS
+ if test -z "$ac_cv_path_GREP"; then
+ { { $as_echo "$as_me:$LINENO: error: no acceptable grep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&5
+$as_echo "$as_me: error: no acceptable grep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+else
+ ac_cv_path_GREP=$GREP
+fi
+
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_path_GREP" >&5
+$as_echo "$ac_cv_path_GREP" >&6; }
+ GREP="$ac_cv_path_GREP"
+
+
+{ $as_echo "$as_me:$LINENO: checking for egrep" >&5
+$as_echo_n "checking for egrep... " >&6; }
+if test "${ac_cv_path_EGREP+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ if echo a | $GREP -E '(a|b)' >/dev/null 2>&1
+ then ac_cv_path_EGREP="$GREP -E"
+ else
+ if test -z "$EGREP"; then
+ ac_path_EGREP_found=false
+ # Loop through the user's path and test for each of PROGNAME-LIST
+ as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH$PATH_SEPARATOR/usr/xpg4/bin
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ for ac_prog in egrep; do
+ for ac_exec_ext in '' $ac_executable_extensions; do
+ ac_path_EGREP="$as_dir/$ac_prog$ac_exec_ext"
+ { test -f "$ac_path_EGREP" && $as_test_x "$ac_path_EGREP"; } || continue
+# Check for GNU ac_path_EGREP and select it if it is found.
+ # Check for GNU $ac_path_EGREP
+case `"$ac_path_EGREP" --version 2>&1` in
+*GNU*)
+ ac_cv_path_EGREP="$ac_path_EGREP" ac_path_EGREP_found=:;;
+*)
+ ac_count=0
+ $as_echo_n 0123456789 >"conftest.in"
+ while :
+ do
+ cat "conftest.in" "conftest.in" >"conftest.tmp"
+ mv "conftest.tmp" "conftest.in"
+ cp "conftest.in" "conftest.nl"
+ $as_echo 'EGREP' >> "conftest.nl"
+ "$ac_path_EGREP" 'EGREP$' < "conftest.nl" >"conftest.out" 2>/dev/null || break
+ diff "conftest.out" "conftest.nl" >/dev/null 2>&1 || break
+ ac_count=`expr $ac_count + 1`
+ if test $ac_count -gt ${ac_path_EGREP_max-0}; then
+ # Best one so far, save it but keep looking for a better one
+ ac_cv_path_EGREP="$ac_path_EGREP"
+ ac_path_EGREP_max=$ac_count
+ fi
+ # 10*(2^10) chars as input seems more than enough
+ test $ac_count -gt 10 && break
+ done
+ rm -f conftest.in conftest.tmp conftest.nl conftest.out;;
+esac
+
+ $ac_path_EGREP_found && break 3
+ done
+ done
+done
+IFS=$as_save_IFS
+ if test -z "$ac_cv_path_EGREP"; then
+ { { $as_echo "$as_me:$LINENO: error: no acceptable egrep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&5
+$as_echo "$as_me: error: no acceptable egrep could be found in $PATH$PATH_SEPARATOR/usr/xpg4/bin" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+else
+ ac_cv_path_EGREP=$EGREP
+fi
+
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_path_EGREP" >&5
+$as_echo "$ac_cv_path_EGREP" >&6; }
+ EGREP="$ac_cv_path_EGREP"
+
+
+{ $as_echo "$as_me:$LINENO: checking for ANSI C header files" >&5
+$as_echo_n "checking for ANSI C header files... " >&6; }
+if test "${ac_cv_header_stdc+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdlib.h>
+#include <stdarg.h>
+#include <string.h>
+#include <float.h>
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_header_stdc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_header_stdc=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+
+if test $ac_cv_header_stdc = yes; then
+ # SunOS 4.x string.h does not declare mem*, contrary to ANSI.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <string.h>
+
+_ACEOF
+if (eval "$ac_cpp conftest.$ac_ext") 2>&5 |
+ $EGREP "memchr" >/dev/null 2>&1; then
+ :
+else
+ ac_cv_header_stdc=no
+fi
+rm -f conftest*
+
+fi
+
+if test $ac_cv_header_stdc = yes; then
+ # ISC 2.0.2 stdlib.h does not declare free, contrary to ANSI.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <stdlib.h>
+
+_ACEOF
+if (eval "$ac_cpp conftest.$ac_ext") 2>&5 |
+ $EGREP "free" >/dev/null 2>&1; then
+ :
+else
+ ac_cv_header_stdc=no
+fi
+rm -f conftest*
+
+fi
+
+if test $ac_cv_header_stdc = yes; then
+ # /bin/cc in Irix-4.0.5 gets non-ANSI ctype macros unless using -ansi.
+ if test "$cross_compiling" = yes; then
+ :
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <ctype.h>
+#include <stdlib.h>
+#if ((' ' & 0x0FF) == 0x020)
+# define ISLOWER(c) ('a' <= (c) && (c) <= 'z')
+# define TOUPPER(c) (ISLOWER(c) ? 'A' + ((c) - 'a') : (c))
+#else
+# define ISLOWER(c) \
+ (('a' <= (c) && (c) <= 'i') \
+ || ('j' <= (c) && (c) <= 'r') \
+ || ('s' <= (c) && (c) <= 'z'))
+# define TOUPPER(c) (ISLOWER(c) ? ((c) | 0x40) : (c))
+#endif
+
+#define XOR(e, f) (((e) && !(f)) || (!(e) && (f)))
+int
+main ()
+{
+ int i;
+ for (i = 0; i < 256; i++)
+ if (XOR (islower (i), ISLOWER (i))
+ || toupper (i) != TOUPPER (i))
+ return 2;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ :
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ac_cv_header_stdc=no
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_header_stdc" >&5
+$as_echo "$ac_cv_header_stdc" >&6; }
+if test $ac_cv_header_stdc = yes; then
+
+cat >>confdefs.h <<\_ACEOF
+#define STDC_HEADERS 1
+_ACEOF
+
+fi
+
+# On IRIX 5.3, sys/types and inttypes.h are conflicting.
+
+
+
+
+
+
+
+
+
+for ac_header in sys/types.h sys/stat.h stdlib.h string.h memory.h strings.h \
+ inttypes.h stdint.h unistd.h
+do
+as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+
+#include <$ac_header>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ eval "$as_ac_Header=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_Header=no"
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+
+done
+
+
+if test "${ac_cv_header_emmintrin_h+set}" = set; then
+ { $as_echo "$as_me:$LINENO: checking for emmintrin.h" >&5
+$as_echo_n "checking for emmintrin.h... " >&6; }
+if test "${ac_cv_header_emmintrin_h+set}" = set; then
+ $as_echo_n "(cached) " >&6
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_header_emmintrin_h" >&5
+$as_echo "$ac_cv_header_emmintrin_h" >&6; }
+else
+ # Is the header compilable?
+{ $as_echo "$as_me:$LINENO: checking emmintrin.h usability" >&5
+$as_echo_n "checking emmintrin.h usability... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+#include <emmintrin.h>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_header_compiler=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_compiler=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_compiler" >&5
+$as_echo "$ac_header_compiler" >&6; }
+
+# Is the header present?
+{ $as_echo "$as_me:$LINENO: checking emmintrin.h presence" >&5
+$as_echo_n "checking emmintrin.h presence... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <emmintrin.h>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ ac_header_preproc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_preproc=no
+fi
+
+rm -f conftest.err conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_preproc" >&5
+$as_echo "$ac_header_preproc" >&6; }
+
+# So? What about this header?
+case $ac_header_compiler:$ac_header_preproc:$ac_c_preproc_warn_flag in
+ yes:no: )
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: accepted by the compiler, rejected by the preprocessor!" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: accepted by the compiler, rejected by the preprocessor!" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: proceeding with the compiler's result" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: proceeding with the compiler's result" >&2;}
+ ac_header_preproc=yes
+ ;;
+ no:yes:* )
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: present but cannot be compiled" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: present but cannot be compiled" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: check for missing prerequisite headers?" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: check for missing prerequisite headers?" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: see the Autoconf documentation" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: see the Autoconf documentation" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: section \"Present But Cannot Be Compiled\"" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: section \"Present But Cannot Be Compiled\"" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: proceeding with the preprocessor's result" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: proceeding with the preprocessor's result" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: emmintrin.h: in the future, the compiler will take precedence" >&5
+$as_echo "$as_me: WARNING: emmintrin.h: in the future, the compiler will take precedence" >&2;}
+ ( cat <<\_ASBOX
+## ------------------------------------- ##
+## Report this to eddys at janelia.hhmi.org ##
+## ------------------------------------- ##
+_ASBOX
+ ) | sed "s/^/$as_me: WARNING: /" >&2
+ ;;
+esac
+{ $as_echo "$as_me:$LINENO: checking for emmintrin.h" >&5
+$as_echo_n "checking for emmintrin.h... " >&6; }
+if test "${ac_cv_header_emmintrin_h+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_header_emmintrin_h=$ac_header_preproc
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_header_emmintrin_h" >&5
+$as_echo "$ac_cv_header_emmintrin_h" >&6; }
+
+fi
+if test "x$ac_cv_header_emmintrin_h" = x""yes; then
+
+ { $as_echo "$as_me:$LINENO: checking if platform can run SSE/SSE2 instructions" >&5
+$as_echo_n "checking if platform can run SSE/SSE2 instructions... " >&6; }
+ if test "$cross_compiling" = yes; then
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: cannot run test program while cross compiling
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: cannot run test program while cross compiling
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <emmintrin.h>
+int
+main ()
+{
+__m128i v = _mm_set1_epi8(0);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ { $as_echo "$as_me:$LINENO: result: yes" >&5
+$as_echo "yes" >&6; }
+ enable_sse=yes
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+{ $as_echo "$as_me:$LINENO: result: no" >&5
+$as_echo "no" >&6; }
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+fi
+
+
+fi
+if test "$enable_sse" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ case $ax_cv_c_compiler_vendor in
+ gnu) { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -msse2" >&5
+$as_echo_n "checking whether C compiler accepts -msse2... " >&6; }
+if test "${ax_cv_c_flags__msse2+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-msse2"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__msse2=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__msse2=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__msse2
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-msse2"
+else
+ :
+fi
+;;
+ *) ;;
+ esac
+ fi
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_SSE2 1
+_ACEOF
+
+fi
+
+
+
+# VMX/Altivec (not autodetected yet; must use --enable-vmx to enable)
+if test "$enable_vmx" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ if test "$GCC" = "yes"; then
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -faltivec" >&5
+$as_echo_n "checking whether C compiler accepts -faltivec... " >&6; }
+if test "${ax_cv_c_flags__faltivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-faltivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__faltivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__faltivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__faltivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-faltivec"
+else
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -maltivec -mabi=altivec" >&5
+$as_echo_n "checking whether C compiler accepts -maltivec -mabi=altivec... " >&6; }
+if test "${ax_cv_c_flags__maltivec__mabi_altivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-maltivec -mabi=altivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__maltivec__mabi_altivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__maltivec__mabi_altivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__maltivec__mabi_altivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-maltivec -mabi=altivec"
+else
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -fvec" >&5
+$as_echo_n "checking whether C compiler accepts -fvec... " >&6; }
+if test "${ax_cv_c_flags__fvec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-fvec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__fvec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__fvec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__fvec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-fvec"
+else
+ { { $as_echo "$as_me:$LINENO: error: Need a version of gcc with -maltivec" >&5
+$as_echo "$as_me: error: Need a version of gcc with -maltivec" >&2;}
+ { (exit 1); exit 1; }; }
+fi
+
+fi
+
+fi
+
+ elif test "${ax_cv_c_compiler_vendor}" = "ibm"; then
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -qaltivec" >&5
+$as_echo_n "checking whether C compiler accepts -qaltivec... " >&6; }
+if test "${ax_cv_c_flags__qaltivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-qaltivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__qaltivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__qaltivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__qaltivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-qaltivec"
+else
+ :
+fi
+
+ else
+ { $as_echo "$as_me:$LINENO: checking whether C compiler accepts -faltivec" >&5
+$as_echo_n "checking whether C compiler accepts -faltivec... " >&6; }
+if test "${ax_cv_c_flags__faltivec+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+
+ ax_save_FLAGS=$CFLAGS
+ CFLAGS="-faltivec"
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ax_cv_c_flags__faltivec=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ax_cv_c_flags__faltivec=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ CFLAGS=$ax_save_FLAGS
+fi
+
+eval ax_check_compiler_flags=$ax_cv_c_flags__faltivec
+{ $as_echo "$as_me:$LINENO: result: $ax_check_compiler_flags" >&5
+$as_echo "$ax_check_compiler_flags" >&6; }
+if test "x$ax_check_compiler_flags" = xyes; then
+ SIMD_CFLAGS="-faltivec"
+else
+ :
+fi
+
+ fi
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_VMX 1
+_ACEOF
+
+ fi
+fi
+
+
+
+# 5. Checks for libraries.
+LIBGSL=
+if test "x$with_gsl" != xno; then
+ { $as_echo "$as_me:$LINENO: checking for gsl_expm1 in -lgsl" >&5
+$as_echo_n "checking for gsl_expm1 in -lgsl... " >&6; }
+if test "${ac_cv_lib_gsl_gsl_expm1+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_check_lib_save_LIBS=$LIBS
+LIBS="-lgsl -lgslcblas
+ $LIBS"
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char gsl_expm1 ();
+int
+main ()
+{
+return gsl_expm1 ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_lib_gsl_gsl_expm1=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_lib_gsl_gsl_expm1=no
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+LIBS=$ac_check_lib_save_LIBS
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_lib_gsl_gsl_expm1" >&5
+$as_echo "$ac_cv_lib_gsl_gsl_expm1" >&6; }
+if test "x$ac_cv_lib_gsl_gsl_expm1" = x""yes; then
+ LIBGSL="-lgsl -lgslcblas"
+
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_LIBGSL 1
+_ACEOF
+
+
+else
+ if test "x$with_gsl" != xcheck; then
+ { { $as_echo "$as_me:$LINENO: error: in \`$ac_pwd':" >&5
+$as_echo "$as_me: error: in \`$ac_pwd':" >&2;}
+{ { $as_echo "$as_me:$LINENO: error: --with-gsl was given, but GSL library was not found
+See \`config.log' for more details." >&5
+$as_echo "$as_me: error: --with-gsl was given, but GSL library was not found
+See \`config.log' for more details." >&2;}
+ { (exit 1); exit 1; }; }; }
+ fi
+
+fi
+
+fi
+
+
+# 6. Checks for header files.
+# Defines preprocessor symbols like HAVE_UNISTD_H
+
+
+
+
+for ac_header in sys/types.h unistd.h stdint.h inttypes.h
+do
+as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ { $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+else
+ # Is the header compilable?
+{ $as_echo "$as_me:$LINENO: checking $ac_header usability" >&5
+$as_echo_n "checking $ac_header usability... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+#include <$ac_header>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_header_compiler=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_compiler=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_compiler" >&5
+$as_echo "$ac_header_compiler" >&6; }
+
+# Is the header present?
+{ $as_echo "$as_me:$LINENO: checking $ac_header presence" >&5
+$as_echo_n "checking $ac_header presence... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <$ac_header>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ ac_header_preproc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_preproc=no
+fi
+
+rm -f conftest.err conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_preproc" >&5
+$as_echo "$ac_header_preproc" >&6; }
+
+# So? What about this header?
+case $ac_header_compiler:$ac_header_preproc:$ac_c_preproc_warn_flag in
+ yes:no: )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&5
+$as_echo "$as_me: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the compiler's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the compiler's result" >&2;}
+ ac_header_preproc=yes
+ ;;
+ no:yes:* )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: present but cannot be compiled" >&5
+$as_echo "$as_me: WARNING: $ac_header: present but cannot be compiled" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: check for missing prerequisite headers?" >&5
+$as_echo "$as_me: WARNING: $ac_header: check for missing prerequisite headers?" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: see the Autoconf documentation" >&5
+$as_echo "$as_me: WARNING: $ac_header: see the Autoconf documentation" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&5
+$as_echo "$as_me: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the preprocessor's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the preprocessor's result" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: in the future, the compiler will take precedence" >&5
+$as_echo "$as_me: WARNING: $ac_header: in the future, the compiler will take precedence" >&2;}
+ ( cat <<\_ASBOX
+## ------------------------------------- ##
+## Report this to eddys at janelia.hhmi.org ##
+## ------------------------------------- ##
+_ASBOX
+ ) | sed "s/^/$as_me: WARNING: /" >&2
+ ;;
+esac
+{ $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ eval "$as_ac_Header=\$ac_header_preproc"
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+
+fi
+as_val=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+
+done
+
+
+# altivec.h requires the simd cflags
+# For reasons I don't understand, this needs to come after any other CHECK_HEADERS().
+if test "$enable_vmx" = "yes"; then
+ sre_save_CFLAGS="$CFLAGS"
+ sre_save_CPPFLAGS="$CPPFLAGS"
+ CFLAGS="$CFLAGS $SIMD_CFLAGS"
+ CPPFLAGS="$CPPFLAGS $SIMD_CFLAGS"
+
+for ac_header in altivec.h
+do
+as_ac_Header=`$as_echo "ac_cv_header_$ac_header" | $as_tr_sh`
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ { $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+else
+ # Is the header compilable?
+{ $as_echo "$as_me:$LINENO: checking $ac_header usability" >&5
+$as_echo_n "checking $ac_header usability... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+#include <$ac_header>
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_header_compiler=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_compiler=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_compiler" >&5
+$as_echo "$ac_header_compiler" >&6; }
+
+# Is the header present?
+{ $as_echo "$as_me:$LINENO: checking $ac_header presence" >&5
+$as_echo_n "checking $ac_header presence... " >&6; }
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <$ac_header>
+_ACEOF
+if { (ac_try="$ac_cpp conftest.$ac_ext"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_cpp conftest.$ac_ext") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } >/dev/null && {
+ test -z "$ac_c_preproc_warn_flag$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ }; then
+ ac_header_preproc=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_header_preproc=no
+fi
+
+rm -f conftest.err conftest.$ac_ext
+{ $as_echo "$as_me:$LINENO: result: $ac_header_preproc" >&5
+$as_echo "$ac_header_preproc" >&6; }
+
+# So? What about this header?
+case $ac_header_compiler:$ac_header_preproc:$ac_c_preproc_warn_flag in
+ yes:no: )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&5
+$as_echo "$as_me: WARNING: $ac_header: accepted by the compiler, rejected by the preprocessor!" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the compiler's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the compiler's result" >&2;}
+ ac_header_preproc=yes
+ ;;
+ no:yes:* )
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: present but cannot be compiled" >&5
+$as_echo "$as_me: WARNING: $ac_header: present but cannot be compiled" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: check for missing prerequisite headers?" >&5
+$as_echo "$as_me: WARNING: $ac_header: check for missing prerequisite headers?" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: see the Autoconf documentation" >&5
+$as_echo "$as_me: WARNING: $ac_header: see the Autoconf documentation" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&5
+$as_echo "$as_me: WARNING: $ac_header: section \"Present But Cannot Be Compiled\"" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: proceeding with the preprocessor's result" >&5
+$as_echo "$as_me: WARNING: $ac_header: proceeding with the preprocessor's result" >&2;}
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_header: in the future, the compiler will take precedence" >&5
+$as_echo "$as_me: WARNING: $ac_header: in the future, the compiler will take precedence" >&2;}
+ ( cat <<\_ASBOX
+## ------------------------------------- ##
+## Report this to eddys at janelia.hhmi.org ##
+## ------------------------------------- ##
+_ASBOX
+ ) | sed "s/^/$as_me: WARNING: /" >&2
+ ;;
+esac
+{ $as_echo "$as_me:$LINENO: checking for $ac_header" >&5
+$as_echo_n "checking for $ac_header... " >&6; }
+if { as_var=$as_ac_Header; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ eval "$as_ac_Header=\$ac_header_preproc"
+fi
+ac_res=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+
+fi
+as_val=`eval 'as_val=${'$as_ac_Header'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_header" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+
+done
+
+ CFLAGS="$sre_save_CFLAGS"
+ CPPFLAGS="$sre_save_CPPFLAGS"
+fi
+
+
+
+# 7. Checks for types.
+# - Define WORDS_BIGENDIAN on bigendian platforms.
+# - Make sure we have C99 exact-size integer types;
+# ssi uses 16, 32, and 64-bit ints, and we
+# use 8-bit unsigned chars for digitized sequence.
+# - Make sure we have off_t.
+#
+
+ { $as_echo "$as_me:$LINENO: checking whether byte ordering is bigendian" >&5
+$as_echo_n "checking whether byte ordering is bigendian... " >&6; }
+if test "${ac_cv_c_bigendian+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_bigendian=unknown
+ # See if we're dealing with a universal compiler.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#ifndef __APPLE_CC__
+ not a universal capable compiler
+ #endif
+ typedef int dummy;
+
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+
+ # Check for potential -arch flags. It is not universal unless
+ # there are some -arch flags. Note that *ppc* also matches
+ # ppc64. This check is also rather less than ideal.
+ case "${CC} ${CFLAGS} ${CPPFLAGS} ${LDFLAGS}" in #(
+ *-arch*ppc*|*-arch*i386*|*-arch*x86_64*) ac_cv_c_bigendian=universal;;
+ esac
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ if test $ac_cv_c_bigendian = unknown; then
+ # See if sys/param.h defines the BYTE_ORDER macro.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ #include <sys/param.h>
+
+int
+main ()
+{
+#if ! (defined BYTE_ORDER && defined BIG_ENDIAN \
+ && defined LITTLE_ENDIAN && BYTE_ORDER && BIG_ENDIAN \
+ && LITTLE_ENDIAN)
+ bogus endian macros
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ # It does; now see whether it defined to BIG_ENDIAN or not.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ #include <sys/param.h>
+
+int
+main ()
+{
+#if BYTE_ORDER != BIG_ENDIAN
+ not big endian
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_c_bigendian=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_c_bigendian=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ fi
+ if test $ac_cv_c_bigendian = unknown; then
+ # See if <limits.h> defines _LITTLE_ENDIAN or _BIG_ENDIAN (e.g., Solaris).
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <limits.h>
+
+int
+main ()
+{
+#if ! (defined _LITTLE_ENDIAN || defined _BIG_ENDIAN)
+ bogus endian macros
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ # It does; now see whether it defined to _BIG_ENDIAN or not.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <limits.h>
+
+int
+main ()
+{
+#ifndef _BIG_ENDIAN
+ not big endian
+ #endif
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_c_bigendian=yes
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_c_bigendian=no
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ fi
+ if test $ac_cv_c_bigendian = unknown; then
+ # Compile a test program.
+ if test "$cross_compiling" = yes; then
+ # Try to guess by grepping values from an object file.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+short int ascii_mm[] =
+ { 0x4249, 0x4765, 0x6E44, 0x6961, 0x6E53, 0x7953, 0 };
+ short int ascii_ii[] =
+ { 0x694C, 0x5454, 0x656C, 0x6E45, 0x6944, 0x6E61, 0 };
+ int use_ascii (int i) {
+ return ascii_mm[i] + ascii_ii[i];
+ }
+ short int ebcdic_ii[] =
+ { 0x89D3, 0xE3E3, 0x8593, 0x95C5, 0x89C4, 0x9581, 0 };
+ short int ebcdic_mm[] =
+ { 0xC2C9, 0xC785, 0x95C4, 0x8981, 0x95E2, 0xA8E2, 0 };
+ int use_ebcdic (int i) {
+ return ebcdic_mm[i] + ebcdic_ii[i];
+ }
+ extern int foo;
+
+int
+main ()
+{
+return use_ascii (foo) == use_ebcdic (foo);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ if grep BIGenDianSyS conftest.$ac_objext >/dev/null; then
+ ac_cv_c_bigendian=yes
+ fi
+ if grep LiTTleEnDian conftest.$ac_objext >/dev/null ; then
+ if test "$ac_cv_c_bigendian" = unknown; then
+ ac_cv_c_bigendian=no
+ else
+ # finding both strings is unlikely to happen, but who knows?
+ ac_cv_c_bigendian=unknown
+ fi
+ fi
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+
+ /* Are we little or big endian? From Harbison&Steele. */
+ union
+ {
+ long int l;
+ char c[sizeof (long int)];
+ } u;
+ u.l = 1;
+ return u.c[sizeof (long int) - 1] == 1;
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && { ac_try='./conftest$ac_exeext'
+ { (case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_try") 2>&5
+ ac_status=$?
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); }; }; then
+ ac_cv_c_bigendian=no
+else
+ $as_echo "$as_me: program exited with status $ac_status" >&5
+$as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+( exit $ac_status )
+ac_cv_c_bigendian=yes
+fi
+rm -rf conftest.dSYM
+rm -f core *.core core.conftest.* gmon.out bb.out conftest$ac_exeext conftest.$ac_objext conftest.$ac_ext
+fi
+
+
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_bigendian" >&5
+$as_echo "$ac_cv_c_bigendian" >&6; }
+ case $ac_cv_c_bigendian in #(
+ yes)
+ cat >>confdefs.h <<\_ACEOF
+#define WORDS_BIGENDIAN 1
+_ACEOF
+;; #(
+ no)
+ ;; #(
+ universal)
+
+cat >>confdefs.h <<\_ACEOF
+#define AC_APPLE_UNIVERSAL_BUILD 1
+_ACEOF
+
+ ;; #(
+ *)
+ { { $as_echo "$as_me:$LINENO: error: unknown endianness
+ presetting ac_cv_c_bigendian=no (or yes) will help" >&5
+$as_echo "$as_me: error: unknown endianness
+ presetting ac_cv_c_bigendian=no (or yes) will help" >&2;}
+ { (exit 1); exit 1; }; } ;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int8_t" >&5
+$as_echo_n "checking for int8_t... " >&6; }
+if test "${ac_cv_c_int8_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int8_t=no
+ for ac_type in 'int8_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (8 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (8 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (8 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int8_t) ac_cv_c_int8_t=yes ;;
+ *) ac_cv_c_int8_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int8_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int8_t" >&5
+$as_echo "$ac_cv_c_int8_t" >&6; }
+ case $ac_cv_c_int8_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int8_t $ac_cv_c_int8_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int16_t" >&5
+$as_echo_n "checking for int16_t... " >&6; }
+if test "${ac_cv_c_int16_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int16_t=no
+ for ac_type in 'int16_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (16 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (16 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (16 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int16_t) ac_cv_c_int16_t=yes ;;
+ *) ac_cv_c_int16_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int16_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int16_t" >&5
+$as_echo "$ac_cv_c_int16_t" >&6; }
+ case $ac_cv_c_int16_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int16_t $ac_cv_c_int16_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int32_t" >&5
+$as_echo_n "checking for int32_t... " >&6; }
+if test "${ac_cv_c_int32_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int32_t=no
+ for ac_type in 'int32_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (32 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (32 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (32 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int32_t) ac_cv_c_int32_t=yes ;;
+ *) ac_cv_c_int32_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int32_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int32_t" >&5
+$as_echo "$ac_cv_c_int32_t" >&6; }
+ case $ac_cv_c_int32_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int32_t $ac_cv_c_int32_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for int64_t" >&5
+$as_echo_n "checking for int64_t... " >&6; }
+if test "${ac_cv_c_int64_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_int64_t=no
+ for ac_type in 'int64_t' 'int' 'long int' \
+ 'long long int' 'short int' 'signed char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(0 < ($ac_type) (((($ac_type) 1 << (64 - 2)) - 1) * 2 + 1))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) (((($ac_type) 1 << (64 - 2)) - 1) * 2 + 1)
+ < ($ac_type) (((($ac_type) 1 << (64 - 2)) - 1) * 2 + 2))];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ case $ac_type in
+ int64_t) ac_cv_c_int64_t=yes ;;
+ *) ac_cv_c_int64_t=$ac_type ;;
+esac
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_int64_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_int64_t" >&5
+$as_echo "$ac_cv_c_int64_t" >&6; }
+ case $ac_cv_c_int64_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<_ACEOF
+#define int64_t $ac_cv_c_int64_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint8_t" >&5
+$as_echo_n "checking for uint8_t... " >&6; }
+if test "${ac_cv_c_uint8_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint8_t=no
+ for ac_type in 'uint8_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (8 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint8_t) ac_cv_c_uint8_t=yes ;;
+ *) ac_cv_c_uint8_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint8_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint8_t" >&5
+$as_echo "$ac_cv_c_uint8_t" >&6; }
+ case $ac_cv_c_uint8_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<\_ACEOF
+#define _UINT8_T 1
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint8_t $ac_cv_c_uint8_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint16_t" >&5
+$as_echo_n "checking for uint16_t... " >&6; }
+if test "${ac_cv_c_uint16_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint16_t=no
+ for ac_type in 'uint16_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (16 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint16_t) ac_cv_c_uint16_t=yes ;;
+ *) ac_cv_c_uint16_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint16_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint16_t" >&5
+$as_echo "$ac_cv_c_uint16_t" >&6; }
+ case $ac_cv_c_uint16_t in #(
+ no|yes) ;; #(
+ *)
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint16_t $ac_cv_c_uint16_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint32_t" >&5
+$as_echo_n "checking for uint32_t... " >&6; }
+if test "${ac_cv_c_uint32_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint32_t=no
+ for ac_type in 'uint32_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (32 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint32_t) ac_cv_c_uint32_t=yes ;;
+ *) ac_cv_c_uint32_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint32_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint32_t" >&5
+$as_echo "$ac_cv_c_uint32_t" >&6; }
+ case $ac_cv_c_uint32_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<\_ACEOF
+#define _UINT32_T 1
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint32_t $ac_cv_c_uint32_t
+_ACEOF
+;;
+ esac
+
+
+ { $as_echo "$as_me:$LINENO: checking for uint64_t" >&5
+$as_echo_n "checking for uint64_t... " >&6; }
+if test "${ac_cv_c_uint64_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_c_uint64_t=no
+ for ac_type in 'uint64_t' 'unsigned int' 'unsigned long int' \
+ 'unsigned long long int' 'unsigned short int' 'unsigned char'; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+static int test_array [1 - 2 * !(($ac_type) -1 >> (64 - 1) == 1)];
+test_array [0] = 0
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ case $ac_type in
+ uint64_t) ac_cv_c_uint64_t=yes ;;
+ *) ac_cv_c_uint64_t=$ac_type ;;
+esac
+
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ test "$ac_cv_c_uint64_t" != no && break
+ done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_c_uint64_t" >&5
+$as_echo "$ac_cv_c_uint64_t" >&6; }
+ case $ac_cv_c_uint64_t in #(
+ no|yes) ;; #(
+ *)
+
+cat >>confdefs.h <<\_ACEOF
+#define _UINT64_T 1
+_ACEOF
+
+
+cat >>confdefs.h <<_ACEOF
+#define uint64_t $ac_cv_c_uint64_t
+_ACEOF
+;;
+ esac
+
+{ $as_echo "$as_me:$LINENO: checking for off_t" >&5
+$as_echo_n "checking for off_t... " >&6; }
+if test "${ac_cv_type_off_t+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_type_off_t=no
+cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+if (sizeof (off_t))
+ return 0;
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+$ac_includes_default
+int
+main ()
+{
+if (sizeof ((off_t)))
+ return 0;
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ :
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ ac_cv_type_off_t=yes
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_type_off_t" >&5
+$as_echo "$ac_cv_type_off_t" >&6; }
+if test "x$ac_cv_type_off_t" = x""yes; then
+ :
+else
+
+cat >>confdefs.h <<_ACEOF
+#define off_t long int
+_ACEOF
+
+fi
+
+
+# 8. Checks for structures - none
+
+################################################################
+# 10. Checks for library functions: define HAVE_FOO
+################################################################
+
+
+for ac_func in mkstemp
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+
+for ac_func in popen
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+
+for ac_func in strcasecmp
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+
+for ac_func in times
+do
+as_ac_var=`$as_echo "ac_cv_func_$ac_func" | $as_tr_sh`
+{ $as_echo "$as_me:$LINENO: checking for $ac_func" >&5
+$as_echo_n "checking for $ac_func... " >&6; }
+if { as_var=$as_ac_var; eval "test \"\${$as_var+set}\" = set"; }; then
+ $as_echo_n "(cached) " >&6
+else
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+/* Define $ac_func to an innocuous variant, in case <limits.h> declares $ac_func.
+ For example, HP-UX 11i <limits.h> declares gettimeofday. */
+#define $ac_func innocuous_$ac_func
+
+/* System header to define __stub macros and hopefully few prototypes,
+ which can conflict with char $ac_func (); below.
+ Prefer <limits.h> to <assert.h> if __STDC__ is defined, since
+ <limits.h> exists even on freestanding compilers. */
+
+#ifdef __STDC__
+# include <limits.h>
+#else
+# include <assert.h>
+#endif
+
+#undef $ac_func
+
+/* Override any GCC internal prototype to avoid an error.
+ Use char because int might match the return type of a GCC
+ builtin and then its argument prototype would still apply. */
+#ifdef __cplusplus
+extern "C"
+#endif
+char $ac_func ();
+/* The GNU C library defines this for functions which it implements
+ to always fail with ENOSYS. Some functions are actually named
+ something starting with __ and the normal name is an alias. */
+#if defined __stub_$ac_func || defined __stub___$ac_func
+choke me
+#endif
+
+int
+main ()
+{
+return $ac_func ();
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ eval "$as_ac_var=yes"
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+ eval "$as_ac_var=no"
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+fi
+ac_res=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ { $as_echo "$as_me:$LINENO: result: $ac_res" >&5
+$as_echo "$ac_res" >&6; }
+as_val=`eval 'as_val=${'$as_ac_var'}
+ $as_echo "$as_val"'`
+ if test "x$as_val" = x""yes; then
+ cat >>confdefs.h <<_ACEOF
+#define `$as_echo "HAVE_$ac_func" | $as_tr_cpp` 1
+_ACEOF
+
+fi
+done
+
+{ $as_echo "$as_me:$LINENO: checking for _LARGEFILE_SOURCE value needed for large files" >&5
+$as_echo_n "checking for _LARGEFILE_SOURCE value needed for large files... " >&6; }
+if test "${ac_cv_sys_largefile_source+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ while :; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h> /* for off_t */
+ #include <stdio.h>
+int
+main ()
+{
+int (*fp) (FILE *, off_t, int) = fseeko;
+ return fseeko (stdin, 0, 0) && fp (stdin, 0, 0);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_sys_largefile_source=no; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#define _LARGEFILE_SOURCE 1
+#include <sys/types.h> /* for off_t */
+ #include <stdio.h>
+int
+main ()
+{
+int (*fp) (FILE *, off_t, int) = fseeko;
+ return fseeko (stdin, 0, 0) && fp (stdin, 0, 0);
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext conftest$ac_exeext
+if { (ac_try="$ac_link"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_link") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest$ac_exeext && {
+ test "$cross_compiling" = yes ||
+ $as_test_x conftest$ac_exeext
+ }; then
+ ac_cv_sys_largefile_source=1; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -rf conftest.dSYM
+rm -f core conftest.err conftest.$ac_objext conftest_ipa8_conftest.oo \
+ conftest$ac_exeext conftest.$ac_ext
+ ac_cv_sys_largefile_source=unknown
+ break
+done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_largefile_source" >&5
+$as_echo "$ac_cv_sys_largefile_source" >&6; }
+case $ac_cv_sys_largefile_source in #(
+ no | unknown) ;;
+ *)
+cat >>confdefs.h <<_ACEOF
+#define _LARGEFILE_SOURCE $ac_cv_sys_largefile_source
+_ACEOF
+;;
+esac
+rm -rf conftest*
+
+# We used to try defining _XOPEN_SOURCE=500 too, to work around a bug
+# in glibc 2.1.3, but that breaks too many other things.
+# If you want fseeko and ftello with glibc, upgrade to a fixed glibc.
+if test $ac_cv_sys_largefile_source != unknown; then
+
+cat >>confdefs.h <<\_ACEOF
+#define HAVE_FSEEKO 1
+_ACEOF
+
+fi
+
+
+
+
+# 11. Checks for system services
+# Check whether --enable-largefile was given.
+if test "${enable_largefile+set}" = set; then
+ enableval=$enable_largefile;
+fi
+
+if test "$enable_largefile" != no; then
+
+ { $as_echo "$as_me:$LINENO: checking for special C compiler options needed for large files" >&5
+$as_echo_n "checking for special C compiler options needed for large files... " >&6; }
+if test "${ac_cv_sys_largefile_CC+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ ac_cv_sys_largefile_CC=no
+ if test "$GCC" != yes; then
+ ac_save_CC=$CC
+ while :; do
+ # IRIX 6.2 and later do not support large files by default,
+ # so use the C compiler's -n32 option if that helps.
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ CC="$CC -n32"
+ rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_largefile_CC=' -n32'; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext
+ break
+ done
+ CC=$ac_save_CC
+ rm -f conftest.$ac_ext
+ fi
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_largefile_CC" >&5
+$as_echo "$ac_cv_sys_largefile_CC" >&6; }
+ if test "$ac_cv_sys_largefile_CC" != no; then
+ CC=$CC$ac_cv_sys_largefile_CC
+ fi
+
+ { $as_echo "$as_me:$LINENO: checking for _FILE_OFFSET_BITS value needed for large files" >&5
+$as_echo_n "checking for _FILE_OFFSET_BITS value needed for large files... " >&6; }
+if test "${ac_cv_sys_file_offset_bits+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ while :; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_file_offset_bits=no; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#define _FILE_OFFSET_BITS 64
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_file_offset_bits=64; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ ac_cv_sys_file_offset_bits=unknown
+ break
+done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_file_offset_bits" >&5
+$as_echo "$ac_cv_sys_file_offset_bits" >&6; }
+case $ac_cv_sys_file_offset_bits in #(
+ no | unknown) ;;
+ *)
+cat >>confdefs.h <<_ACEOF
+#define _FILE_OFFSET_BITS $ac_cv_sys_file_offset_bits
+_ACEOF
+;;
+esac
+rm -rf conftest*
+ if test $ac_cv_sys_file_offset_bits = unknown; then
+ { $as_echo "$as_me:$LINENO: checking for _LARGE_FILES value needed for large files" >&5
+$as_echo_n "checking for _LARGE_FILES value needed for large files... " >&6; }
+if test "${ac_cv_sys_large_files+set}" = set; then
+ $as_echo_n "(cached) " >&6
+else
+ while :; do
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_large_files=no; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ cat >conftest.$ac_ext <<_ACEOF
+/* confdefs.h. */
+_ACEOF
+cat confdefs.h >>conftest.$ac_ext
+cat >>conftest.$ac_ext <<_ACEOF
+/* end confdefs.h. */
+#define _LARGE_FILES 1
+#include <sys/types.h>
+ /* Check that off_t can represent 2**63 - 1 correctly.
+ We can't simply define LARGE_OFF_T to be 9223372036854775807,
+ since some C++ compilers masquerading as C compilers
+ incorrectly reject 9223372036854775807. */
+#define LARGE_OFF_T (((off_t) 1 << 62) - 1 + ((off_t) 1 << 62))
+ int off_t_is_large[(LARGE_OFF_T % 2147483629 == 721
+ && LARGE_OFF_T % 2147483647 == 1)
+ ? 1 : -1];
+int
+main ()
+{
+
+ ;
+ return 0;
+}
+_ACEOF
+rm -f conftest.$ac_objext
+if { (ac_try="$ac_compile"
+case "(($ac_try" in
+ *\"* | *\`* | *\\*) ac_try_echo=\$ac_try;;
+ *) ac_try_echo=$ac_try;;
+esac
+eval ac_try_echo="\"\$as_me:$LINENO: $ac_try_echo\""
+$as_echo "$ac_try_echo") >&5
+ (eval "$ac_compile") 2>conftest.er1
+ ac_status=$?
+ grep -v '^ *+' conftest.er1 >conftest.err
+ rm -f conftest.er1
+ cat conftest.err >&5
+ $as_echo "$as_me:$LINENO: \$? = $ac_status" >&5
+ (exit $ac_status); } && {
+ test -z "$ac_c_werror_flag" ||
+ test ! -s conftest.err
+ } && test -s conftest.$ac_objext; then
+ ac_cv_sys_large_files=1; break
+else
+ $as_echo "$as_me: failed program was:" >&5
+sed 's/^/| /' conftest.$ac_ext >&5
+
+
+fi
+
+rm -f core conftest.err conftest.$ac_objext conftest.$ac_ext
+ ac_cv_sys_large_files=unknown
+ break
+done
+fi
+{ $as_echo "$as_me:$LINENO: result: $ac_cv_sys_large_files" >&5
+$as_echo "$ac_cv_sys_large_files" >&6; }
+case $ac_cv_sys_large_files in #(
+ no | unknown) ;;
+ *)
+cat >>confdefs.h <<_ACEOF
+#define _LARGE_FILES $ac_cv_sys_large_files
+_ACEOF
+;;
+esac
+rm -rf conftest*
+ fi
+fi
+
+
+
+
+# 12. Write out esl_config.h header and the Makefiles
+ac_config_headers="$ac_config_headers esl_config.h"
+
+ac_config_files="$ac_config_files miniapps/Makefile"
+
+ac_config_files="$ac_config_files testsuite/Makefile"
+
+ac_config_files="$ac_config_files Makefile"
+
+if test -e "LICENSE.csh.in"; then
+ ac_config_files="$ac_config_files LICENSE.csh"
+
+fi
+
+
+# 13. voila!
+cat >confcache <<\_ACEOF
+# This file is a shell script that caches the results of configure
+# tests run on this system so they can be shared between configure
+# scripts and configure runs, see configure's option --config-cache.
+# It is not useful on other systems. If it contains results you don't
+# want to keep, you may remove or edit it.
+#
+# config.status only pays attention to the cache file if you give it
+# the --recheck option to rerun configure.
+#
+# `ac_cv_env_foo' variables (set or unset) will be overridden when
+# loading this file, other *unset* `ac_cv_foo' will be assigned the
+# following values.
+
+_ACEOF
+
+# The following way of writing the cache mishandles newlines in values,
+# but we know of no workaround that is simple, portable, and efficient.
+# So, we kill variables containing newlines.
+# Ultrix sh set writes to stderr and can't be redirected directly,
+# and sets the high bit in the cache file unless we assign to the vars.
+(
+ for ac_var in `(set) 2>&1 | sed -n 's/^\([a-zA-Z_][a-zA-Z0-9_]*\)=.*/\1/p'`; do
+ eval ac_val=\$$ac_var
+ case $ac_val in #(
+ *${as_nl}*)
+ case $ac_var in #(
+ *_cv_*) { $as_echo "$as_me:$LINENO: WARNING: cache variable $ac_var contains a newline" >&5
+$as_echo "$as_me: WARNING: cache variable $ac_var contains a newline" >&2;} ;;
+ esac
+ case $ac_var in #(
+ _ | IFS | as_nl) ;; #(
+ BASH_ARGV | BASH_SOURCE) eval $ac_var= ;; #(
+ *) $as_unset $ac_var ;;
+ esac ;;
+ esac
+ done
+
+ (set) 2>&1 |
+ case $as_nl`(ac_space=' '; set) 2>&1` in #(
+ *${as_nl}ac_space=\ *)
+ # `set' does not quote correctly, so add quotes (double-quote
+ # substitution turns \\\\ into \\, and sed turns \\ into \).
+ sed -n \
+ "s/'/'\\\\''/g;
+ s/^\\([_$as_cr_alnum]*_cv_[_$as_cr_alnum]*\\)=\\(.*\\)/\\1='\\2'/p"
+ ;; #(
+ *)
+ # `set' quotes correctly as required by POSIX, so do not add quotes.
+ sed -n "/^[_$as_cr_alnum]*_cv_[_$as_cr_alnum]*=/p"
+ ;;
+ esac |
+ sort
+) |
+ sed '
+ /^ac_cv_env_/b end
+ t clear
+ :clear
+ s/^\([^=]*\)=\(.*[{}].*\)$/test "${\1+set}" = set || &/
+ t end
+ s/^\([^=]*\)=\(.*\)$/\1=${\1=\2}/
+ :end' >>confcache
+if diff "$cache_file" confcache >/dev/null 2>&1; then :; else
+ if test -w "$cache_file"; then
+ test "x$cache_file" != "x/dev/null" &&
+ { $as_echo "$as_me:$LINENO: updating cache $cache_file" >&5
+$as_echo "$as_me: updating cache $cache_file" >&6;}
+ cat confcache >$cache_file
+ else
+ { $as_echo "$as_me:$LINENO: not updating unwritable cache $cache_file" >&5
+$as_echo "$as_me: not updating unwritable cache $cache_file" >&6;}
+ fi
+fi
+rm -f confcache
+
+test "x$prefix" = xNONE && prefix=$ac_default_prefix
+# Let make expand exec_prefix.
+test "x$exec_prefix" = xNONE && exec_prefix='${prefix}'
+
+DEFS=-DHAVE_CONFIG_H
+
+ac_libobjs=
+ac_ltlibobjs=
+for ac_i in : $LIBOBJS; do test "x$ac_i" = x: && continue
+ # 1. Remove the extension, and $U if already installed.
+ ac_script='s/\$U\././;s/\.o$//;s/\.obj$//'
+ ac_i=`$as_echo "$ac_i" | sed "$ac_script"`
+ # 2. Prepend LIBOBJDIR. When used with automake>=1.10 LIBOBJDIR
+ # will be set to the directory where LIBOBJS objects are built.
+ ac_libobjs="$ac_libobjs \${LIBOBJDIR}$ac_i\$U.$ac_objext"
+ ac_ltlibobjs="$ac_ltlibobjs \${LIBOBJDIR}$ac_i"'$U.lo'
+done
+LIBOBJS=$ac_libobjs
+
+LTLIBOBJS=$ac_ltlibobjs
+
+
+
+
+: ${CONFIG_STATUS=./config.status}
+ac_write_fail=0
+ac_clean_files_save=$ac_clean_files
+ac_clean_files="$ac_clean_files $CONFIG_STATUS"
+{ $as_echo "$as_me:$LINENO: creating $CONFIG_STATUS" >&5
+$as_echo "$as_me: creating $CONFIG_STATUS" >&6;}
+cat >$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+#! $SHELL
+# Generated by $as_me.
+# Run this file to recreate the current configuration.
+# Compiler output produced by configure, useful for debugging
+# configure, is in config.log if it exists.
+
+debug=false
+ac_cs_recheck=false
+ac_cs_silent=false
+SHELL=\${CONFIG_SHELL-$SHELL}
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+## --------------------- ##
+## M4sh Initialization. ##
+## --------------------- ##
+
+# Be more Bourne compatible
+DUALCASE=1; export DUALCASE # for MKS sh
+if test -n "${ZSH_VERSION+set}" && (emulate sh) >/dev/null 2>&1; then
+ emulate sh
+ NULLCMD=:
+ # Pre-4.2 versions of Zsh do word splitting on ${1+"$@"}, which
+ # is contrary to our usage. Disable this feature.
+ alias -g '${1+"$@"}'='"$@"'
+ setopt NO_GLOB_SUBST
+else
+ case `(set -o) 2>/dev/null` in
+ *posix*) set -o posix ;;
+esac
+
+fi
+
+
+
+
+# PATH needs CR
+# Avoid depending upon Character Ranges.
+as_cr_letters='abcdefghijklmnopqrstuvwxyz'
+as_cr_LETTERS='ABCDEFGHIJKLMNOPQRSTUVWXYZ'
+as_cr_Letters=$as_cr_letters$as_cr_LETTERS
+as_cr_digits='0123456789'
+as_cr_alnum=$as_cr_Letters$as_cr_digits
+
+as_nl='
+'
+export as_nl
+# Printing a long string crashes Solaris 7 /usr/bin/printf.
+as_echo='\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\'
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo
+as_echo=$as_echo$as_echo$as_echo$as_echo$as_echo$as_echo
+if (test "X`printf %s $as_echo`" = "X$as_echo") 2>/dev/null; then
+ as_echo='printf %s\n'
+ as_echo_n='printf %s'
+else
+ if test "X`(/usr/ucb/echo -n -n $as_echo) 2>/dev/null`" = "X-n $as_echo"; then
+ as_echo_body='eval /usr/ucb/echo -n "$1$as_nl"'
+ as_echo_n='/usr/ucb/echo -n'
+ else
+ as_echo_body='eval expr "X$1" : "X\\(.*\\)"'
+ as_echo_n_body='eval
+ arg=$1;
+ case $arg in
+ *"$as_nl"*)
+ expr "X$arg" : "X\\(.*\\)$as_nl";
+ arg=`expr "X$arg" : ".*$as_nl\\(.*\\)"`;;
+ esac;
+ expr "X$arg" : "X\\(.*\\)" | tr -d "$as_nl"
+ '
+ export as_echo_n_body
+ as_echo_n='sh -c $as_echo_n_body as_echo'
+ fi
+ export as_echo_body
+ as_echo='sh -c $as_echo_body as_echo'
+fi
+
+# The user is always right.
+if test "${PATH_SEPARATOR+set}" != set; then
+ PATH_SEPARATOR=:
+ (PATH='/bin;/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 && {
+ (PATH='/bin:/bin'; FPATH=$PATH; sh -c :) >/dev/null 2>&1 ||
+ PATH_SEPARATOR=';'
+ }
+fi
+
+# Support unset when possible.
+if ( (MAIL=60; unset MAIL) || exit) >/dev/null 2>&1; then
+ as_unset=unset
+else
+ as_unset=false
+fi
+
+
+# IFS
+# We need space, tab and new line, in precisely that order. Quoting is
+# there to prevent editors from complaining about space-tab.
+# (If _AS_PATH_WALK were called with IFS unset, it would disable word
+# splitting by setting IFS to empty value.)
+IFS=" "" $as_nl"
+
+# Find who we are. Look in the path if we contain no directory separator.
+case $0 in
+ *[\\/]* ) as_myself=$0 ;;
+ *) as_save_IFS=$IFS; IFS=$PATH_SEPARATOR
+for as_dir in $PATH
+do
+ IFS=$as_save_IFS
+ test -z "$as_dir" && as_dir=.
+ test -r "$as_dir/$0" && as_myself=$as_dir/$0 && break
+done
+IFS=$as_save_IFS
+
+ ;;
+esac
+# We did not find ourselves, most probably we were run as `sh COMMAND'
+# in which case we are not to be found in the path.
+if test "x$as_myself" = x; then
+ as_myself=$0
+fi
+if test ! -f "$as_myself"; then
+ $as_echo "$as_myself: error: cannot find myself; rerun with an absolute file name" >&2
+ { (exit 1); exit 1; }
+fi
+
+# Work around bugs in pre-3.0 UWIN ksh.
+for as_var in ENV MAIL MAILPATH
+do ($as_unset $as_var) >/dev/null 2>&1 && $as_unset $as_var
+done
+PS1='$ '
+PS2='> '
+PS4='+ '
+
+# NLS nuisances.
+LC_ALL=C
+export LC_ALL
+LANGUAGE=C
+export LANGUAGE
+
+# Required to use basename.
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+if (basename -- /) >/dev/null 2>&1 && test "X`basename -- / 2>&1`" = "X/"; then
+ as_basename=basename
+else
+ as_basename=false
+fi
+
+
+# Name of the executable.
+as_me=`$as_basename -- "$0" ||
+$as_expr X/"$0" : '.*/\([^/][^/]*\)/*$' \| \
+ X"$0" : 'X\(//\)$' \| \
+ X"$0" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X/"$0" |
+ sed '/^.*\/\([^/][^/]*\)\/*$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\/\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+
+# CDPATH.
+$as_unset CDPATH
+
+
+
+ as_lineno_1=$LINENO
+ as_lineno_2=$LINENO
+ test "x$as_lineno_1" != "x$as_lineno_2" &&
+ test "x`expr $as_lineno_1 + 1`" = "x$as_lineno_2" || {
+
+ # Create $as_me.lineno as a copy of $as_myself, but with $LINENO
+ # uniformly replaced by the line number. The first 'sed' inserts a
+ # line-number line after each line using $LINENO; the second 'sed'
+ # does the real work. The second script uses 'N' to pair each
+ # line-number line with the line containing $LINENO, and appends
+ # trailing '-' during substitution so that $LINENO is not a special
+ # case at line end.
+ # (Raja R Harinath suggested sed '=', and Paul Eggert wrote the
+ # scripts with optimization help from Paolo Bonzini. Blame Lee
+ # E. McMahon (1931-1989) for sed's syntax. :-)
+ sed -n '
+ p
+ /[$]LINENO/=
+ ' <$as_myself |
+ sed '
+ s/[$]LINENO.*/&-/
+ t lineno
+ b
+ :lineno
+ N
+ :loop
+ s/[$]LINENO\([^'$as_cr_alnum'_].*\n\)\(.*\)/\2\1\2/
+ t loop
+ s/-\n.*//
+ ' >$as_me.lineno &&
+ chmod +x "$as_me.lineno" ||
+ { $as_echo "$as_me: error: cannot create $as_me.lineno; rerun with a POSIX shell" >&2
+ { (exit 1); exit 1; }; }
+
+ # Don't try to exec as it changes $[0], causing all sort of problems
+ # (the dirname of $[0] is not the place where we might find the
+ # original and so on. Autoconf is especially sensitive to this).
+ . "./$as_me.lineno"
+ # Exit status is that of the last command.
+ exit
+}
+
+
+if (as_dir=`dirname -- /` && test "X$as_dir" = X/) >/dev/null 2>&1; then
+ as_dirname=dirname
+else
+ as_dirname=false
+fi
+
+ECHO_C= ECHO_N= ECHO_T=
+case `echo -n x` in
+-n*)
+ case `echo 'x\c'` in
+ *c*) ECHO_T=' ';; # ECHO_T is single tab character.
+ *) ECHO_C='\c';;
+ esac;;
+*)
+ ECHO_N='-n';;
+esac
+if expr a : '\(a\)' >/dev/null 2>&1 &&
+ test "X`expr 00001 : '.*\(...\)'`" = X001; then
+ as_expr=expr
+else
+ as_expr=false
+fi
+
+rm -f conf$$ conf$$.exe conf$$.file
+if test -d conf$$.dir; then
+ rm -f conf$$.dir/conf$$.file
+else
+ rm -f conf$$.dir
+ mkdir conf$$.dir 2>/dev/null
+fi
+if (echo >conf$$.file) 2>/dev/null; then
+ if ln -s conf$$.file conf$$ 2>/dev/null; then
+ as_ln_s='ln -s'
+ # ... but there are two gotchas:
+ # 1) On MSYS, both `ln -s file dir' and `ln file dir' fail.
+ # 2) DJGPP < 2.04 has no symlinks; `ln -s' creates a wrapper executable.
+ # In both cases, we have to default to `cp -p'.
+ ln -s conf$$.file conf$$.dir 2>/dev/null && test ! -f conf$$.exe ||
+ as_ln_s='cp -p'
+ elif ln conf$$.file conf$$ 2>/dev/null; then
+ as_ln_s=ln
+ else
+ as_ln_s='cp -p'
+ fi
+else
+ as_ln_s='cp -p'
+fi
+rm -f conf$$ conf$$.exe conf$$.dir/conf$$.file conf$$.file
+rmdir conf$$.dir 2>/dev/null
+
+if mkdir -p . 2>/dev/null; then
+ as_mkdir_p=:
+else
+ test -d ./-p && rmdir ./-p
+ as_mkdir_p=false
+fi
+
+if test -x / >/dev/null 2>&1; then
+ as_test_x='test -x'
+else
+ if ls -dL / >/dev/null 2>&1; then
+ as_ls_L_option=L
+ else
+ as_ls_L_option=
+ fi
+ as_test_x='
+ eval sh -c '\''
+ if test -d "$1"; then
+ test -d "$1/.";
+ else
+ case $1 in
+ -*)set "./$1";;
+ esac;
+ case `ls -ld'$as_ls_L_option' "$1" 2>/dev/null` in
+ ???[sx]*):;;*)false;;esac;fi
+ '\'' sh
+ '
+fi
+as_executable_p=$as_test_x
+
+# Sed expression to map a string onto a valid CPP name.
+as_tr_cpp="eval sed 'y%*$as_cr_letters%P$as_cr_LETTERS%;s%[^_$as_cr_alnum]%_%g'"
+
+# Sed expression to map a string onto a valid variable name.
+as_tr_sh="eval sed 'y%*+%pp%;s%[^_$as_cr_alnum]%_%g'"
+
+
+exec 6>&1
+
+# Save the log message, to keep $[0] and so on meaningful, and to
+# report actual input values of CONFIG_FILES etc. instead of their
+# values after options handling.
+ac_log="
+This file was extended by Easel $as_me 0.1.snap20080611, which was
+generated by GNU Autoconf 2.63. Invocation command line was
+
+ CONFIG_FILES = $CONFIG_FILES
+ CONFIG_HEADERS = $CONFIG_HEADERS
+ CONFIG_LINKS = $CONFIG_LINKS
+ CONFIG_COMMANDS = $CONFIG_COMMANDS
+ $ $0 $@
+
+on `(hostname || uname -n) 2>/dev/null | sed 1q`
+"
+
+_ACEOF
+
+case $ac_config_files in *"
+"*) set x $ac_config_files; shift; ac_config_files=$*;;
+esac
+
+case $ac_config_headers in *"
+"*) set x $ac_config_headers; shift; ac_config_headers=$*;;
+esac
+
+
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+# Files that config.status was made for.
+config_files="$ac_config_files"
+config_headers="$ac_config_headers"
+
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+ac_cs_usage="\
+\`$as_me' instantiates files from templates according to the
+current configuration.
+
+Usage: $0 [OPTION]... [FILE]...
+
+ -h, --help print this help, then exit
+ -V, --version print version number and configuration settings, then exit
+ -q, --quiet, --silent
+ do not print progress messages
+ -d, --debug don't remove temporary files
+ --recheck update $as_me by reconfiguring in the same conditions
+ --file=FILE[:TEMPLATE]
+ instantiate the configuration file FILE
+ --header=FILE[:TEMPLATE]
+ instantiate the configuration header FILE
+
+Configuration files:
+$config_files
+
+Configuration headers:
+$config_headers
+
+Report bugs to <bug-autoconf at gnu.org>."
+
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ac_cs_version="\\
+Easel config.status 0.1.snap20080611
+configured by $0, generated by GNU Autoconf 2.63,
+ with options \\"`$as_echo "$ac_configure_args" | sed 's/^ //; s/[\\""\`\$]/\\\\&/g'`\\"
+
+Copyright (C) 2008 Free Software Foundation, Inc.
+This config.status script is free software; the Free Software Foundation
+gives unlimited permission to copy, distribute and modify it."
+
+ac_pwd='$ac_pwd'
+srcdir='$srcdir'
+test -n "\$AWK" || AWK=awk
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+# The default lists apply if the user does not specify any file.
+ac_need_defaults=:
+while test $# != 0
+do
+ case $1 in
+ --*=*)
+ ac_option=`expr "X$1" : 'X\([^=]*\)='`
+ ac_optarg=`expr "X$1" : 'X[^=]*=\(.*\)'`
+ ac_shift=:
+ ;;
+ *)
+ ac_option=$1
+ ac_optarg=$2
+ ac_shift=shift
+ ;;
+ esac
+
+ case $ac_option in
+ # Handling of the options.
+ -recheck | --recheck | --rechec | --reche | --rech | --rec | --re | --r)
+ ac_cs_recheck=: ;;
+ --version | --versio | --versi | --vers | --ver | --ve | --v | -V )
+ $as_echo "$ac_cs_version"; exit ;;
+ --debug | --debu | --deb | --de | --d | -d )
+ debug=: ;;
+ --file | --fil | --fi | --f )
+ $ac_shift
+ case $ac_optarg in
+ *\'*) ac_optarg=`$as_echo "$ac_optarg" | sed "s/'/'\\\\\\\\''/g"` ;;
+ esac
+ CONFIG_FILES="$CONFIG_FILES '$ac_optarg'"
+ ac_need_defaults=false;;
+ --header | --heade | --head | --hea )
+ $ac_shift
+ case $ac_optarg in
+ *\'*) ac_optarg=`$as_echo "$ac_optarg" | sed "s/'/'\\\\\\\\''/g"` ;;
+ esac
+ CONFIG_HEADERS="$CONFIG_HEADERS '$ac_optarg'"
+ ac_need_defaults=false;;
+ --he | --h)
+ # Conflict between --help and --header
+ { $as_echo "$as_me: error: ambiguous option: $1
+Try \`$0 --help' for more information." >&2
+ { (exit 1); exit 1; }; };;
+ --help | --hel | -h )
+ $as_echo "$ac_cs_usage"; exit ;;
+ -q | -quiet | --quiet | --quie | --qui | --qu | --q \
+ | -silent | --silent | --silen | --sile | --sil | --si | --s)
+ ac_cs_silent=: ;;
+
+ # This is an error.
+ -*) { $as_echo "$as_me: error: unrecognized option: $1
+Try \`$0 --help' for more information." >&2
+ { (exit 1); exit 1; }; } ;;
+
+ *) ac_config_targets="$ac_config_targets $1"
+ ac_need_defaults=false ;;
+
+ esac
+ shift
+done
+
+ac_configure_extra_args=
+
+if $ac_cs_silent; then
+ exec 6>/dev/null
+ ac_configure_extra_args="$ac_configure_extra_args --silent"
+fi
+
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+if \$ac_cs_recheck; then
+ set X '$SHELL' '$0' $ac_configure_args \$ac_configure_extra_args --no-create --no-recursion
+ shift
+ \$as_echo "running CONFIG_SHELL=$SHELL \$*" >&6
+ CONFIG_SHELL='$SHELL'
+ export CONFIG_SHELL
+ exec "\$@"
+fi
+
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+exec 5>>config.log
+{
+ echo
+ sed 'h;s/./-/g;s/^.../## /;s/...$/ ##/;p;x;p;x' <<_ASBOX
+## Running $as_me. ##
+_ASBOX
+ $as_echo "$ac_log"
+} >&5
+
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+
+# Handling of arguments.
+for ac_config_target in $ac_config_targets
+do
+ case $ac_config_target in
+ "esl_config.h") CONFIG_HEADERS="$CONFIG_HEADERS esl_config.h" ;;
+ "miniapps/Makefile") CONFIG_FILES="$CONFIG_FILES miniapps/Makefile" ;;
+ "testsuite/Makefile") CONFIG_FILES="$CONFIG_FILES testsuite/Makefile" ;;
+ "Makefile") CONFIG_FILES="$CONFIG_FILES Makefile" ;;
+ "LICENSE.csh") CONFIG_FILES="$CONFIG_FILES LICENSE.csh" ;;
+
+ *) { { $as_echo "$as_me:$LINENO: error: invalid argument: $ac_config_target" >&5
+$as_echo "$as_me: error: invalid argument: $ac_config_target" >&2;}
+ { (exit 1); exit 1; }; };;
+ esac
+done
+
+
+# If the user did not use the arguments to specify the items to instantiate,
+# then the envvar interface is used. Set only those that are not.
+# We use the long form for the default assignment because of an extremely
+# bizarre bug on SunOS 4.1.3.
+if $ac_need_defaults; then
+ test "${CONFIG_FILES+set}" = set || CONFIG_FILES=$config_files
+ test "${CONFIG_HEADERS+set}" = set || CONFIG_HEADERS=$config_headers
+fi
+
+# Have a temporary directory for convenience. Make it in the build tree
+# simply because there is no reason against having it here, and in addition,
+# creating and moving files from /tmp can sometimes cause problems.
+# Hook for its removal unless debugging.
+# Note that there is a small window in which the directory will not be cleaned:
+# after its creation but before its name has been assigned to `$tmp'.
+$debug ||
+{
+ tmp=
+ trap 'exit_status=$?
+ { test -z "$tmp" || test ! -d "$tmp" || rm -fr "$tmp"; } && exit $exit_status
+' 0
+ trap '{ (exit 1); exit 1; }' 1 2 13 15
+}
+# Create a (secure) tmp directory for tmp files.
+
+{
+ tmp=`(umask 077 && mktemp -d "./confXXXXXX") 2>/dev/null` &&
+ test -n "$tmp" && test -d "$tmp"
+} ||
+{
+ tmp=./conf$$-$RANDOM
+ (umask 077 && mkdir "$tmp")
+} ||
+{
+ $as_echo "$as_me: cannot create a temporary directory in ." >&2
+ { (exit 1); exit 1; }
+}
+
+# Set up the scripts for CONFIG_FILES section.
+# No need to generate them if there are no CONFIG_FILES.
+# This happens for instance with `./config.status config.h'.
+if test -n "$CONFIG_FILES"; then
+
+
+ac_cr='
'
+ac_cs_awk_cr=`$AWK 'BEGIN { print "a\rb" }' </dev/null 2>/dev/null`
+if test "$ac_cs_awk_cr" = "a${ac_cr}b"; then
+ ac_cs_awk_cr='\\r'
+else
+ ac_cs_awk_cr=$ac_cr
+fi
+
+echo 'BEGIN {' >"$tmp/subs1.awk" &&
+_ACEOF
+
+
+{
+ echo "cat >conf$$subs.awk <<_ACEOF" &&
+ echo "$ac_subst_vars" | sed 's/.*/&!$&$ac_delim/' &&
+ echo "_ACEOF"
+} >conf$$subs.sh ||
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+ac_delim_num=`echo "$ac_subst_vars" | grep -c '$'`
+ac_delim='%!_!# '
+for ac_last_try in false false false false false :; do
+ . ./conf$$subs.sh ||
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+
+ ac_delim_n=`sed -n "s/.*$ac_delim\$/X/p" conf$$subs.awk | grep -c X`
+ if test $ac_delim_n = $ac_delim_num; then
+ break
+ elif $ac_last_try; then
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+ else
+ ac_delim="$ac_delim!$ac_delim _$ac_delim!! "
+ fi
+done
+rm -f conf$$subs.sh
+
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+cat >>"\$tmp/subs1.awk" <<\\_ACAWK &&
+_ACEOF
+sed -n '
+h
+s/^/S["/; s/!.*/"]=/
+p
+g
+s/^[^!]*!//
+:repl
+t repl
+s/'"$ac_delim"'$//
+t delim
+:nl
+h
+s/\(.\{148\}\).*/\1/
+t more1
+s/["\\]/\\&/g; s/^/"/; s/$/\\n"\\/
+p
+n
+b repl
+:more1
+s/["\\]/\\&/g; s/^/"/; s/$/"\\/
+p
+g
+s/.\{148\}//
+t nl
+:delim
+h
+s/\(.\{148\}\).*/\1/
+t more2
+s/["\\]/\\&/g; s/^/"/; s/$/"/
+p
+b
+:more2
+s/["\\]/\\&/g; s/^/"/; s/$/"\\/
+p
+g
+s/.\{148\}//
+t delim
+' <conf$$subs.awk | sed '
+/^[^""]/{
+ N
+ s/\n//
+}
+' >>$CONFIG_STATUS || ac_write_fail=1
+rm -f conf$$subs.awk
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+_ACAWK
+cat >>"\$tmp/subs1.awk" <<_ACAWK &&
+ for (key in S) S_is_set[key] = 1
+ FS = ""
+
+}
+{
+ line = $ 0
+ nfields = split(line, field, "@")
+ substed = 0
+ len = length(field[1])
+ for (i = 2; i < nfields; i++) {
+ key = field[i]
+ keylen = length(key)
+ if (S_is_set[key]) {
+ value = S[key]
+ line = substr(line, 1, len) "" value "" substr(line, len + keylen + 3)
+ len += length(value) + length(field[++i])
+ substed = 1
+ } else
+ len += 1 + keylen
+ }
+
+ print line
+}
+
+_ACAWK
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+if sed "s/$ac_cr//" < /dev/null > /dev/null 2>&1; then
+ sed "s/$ac_cr\$//; s/$ac_cr/$ac_cs_awk_cr/g"
+else
+ cat
+fi < "$tmp/subs1.awk" > "$tmp/subs.awk" \
+ || { { $as_echo "$as_me:$LINENO: error: could not setup config files machinery" >&5
+$as_echo "$as_me: error: could not setup config files machinery" >&2;}
+ { (exit 1); exit 1; }; }
+_ACEOF
+
+# VPATH may cause trouble with some makes, so we remove $(srcdir),
+# ${srcdir} and @srcdir@ from VPATH if srcdir is ".", strip leading and
+# trailing colons and then remove the whole line if VPATH becomes empty
+# (actually we leave an empty line to preserve line numbers).
+if test "x$srcdir" = x.; then
+ ac_vpsub='/^[ ]*VPATH[ ]*=/{
+s/:*\$(srcdir):*/:/
+s/:*\${srcdir}:*/:/
+s/:*@srcdir@:*/:/
+s/^\([^=]*=[ ]*\):*/\1/
+s/:*$//
+s/^[^=]*=[ ]*$//
+}'
+fi
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+fi # test -n "$CONFIG_FILES"
+
+# Set up the scripts for CONFIG_HEADERS section.
+# No need to generate them if there are no CONFIG_HEADERS.
+# This happens for instance with `./config.status Makefile'.
+if test -n "$CONFIG_HEADERS"; then
+cat >"$tmp/defines.awk" <<\_ACAWK ||
+BEGIN {
+_ACEOF
+
+# Transform confdefs.h into an awk script `defines.awk', embedded as
+# here-document in config.status, that substitutes the proper values into
+# config.h.in to produce config.h.
+
+# Create a delimiter string that does not exist in confdefs.h, to ease
+# handling of long lines.
+ac_delim='%!_!# '
+for ac_last_try in false false :; do
+ ac_t=`sed -n "/$ac_delim/p" confdefs.h`
+ if test -z "$ac_t"; then
+ break
+ elif $ac_last_try; then
+ { { $as_echo "$as_me:$LINENO: error: could not make $CONFIG_HEADERS" >&5
+$as_echo "$as_me: error: could not make $CONFIG_HEADERS" >&2;}
+ { (exit 1); exit 1; }; }
+ else
+ ac_delim="$ac_delim!$ac_delim _$ac_delim!! "
+ fi
+done
+
+# For the awk script, D is an array of macro values keyed by name,
+# likewise P contains macro parameters if any. Preserve backslash
+# newline sequences.
+
+ac_word_re=[_$as_cr_Letters][_$as_cr_alnum]*
+sed -n '
+s/.\{148\}/&'"$ac_delim"'/g
+t rset
+:rset
+s/^[ ]*#[ ]*define[ ][ ]*/ /
+t def
+d
+:def
+s/\\$//
+t bsnl
+s/["\\]/\\&/g
+s/^ \('"$ac_word_re"'\)\(([^()]*)\)[ ]*\(.*\)/P["\1"]="\2"\
+D["\1"]=" \3"/p
+s/^ \('"$ac_word_re"'\)[ ]*\(.*\)/D["\1"]=" \2"/p
+d
+:bsnl
+s/["\\]/\\&/g
+s/^ \('"$ac_word_re"'\)\(([^()]*)\)[ ]*\(.*\)/P["\1"]="\2"\
+D["\1"]=" \3\\\\\\n"\\/p
+t cont
+s/^ \('"$ac_word_re"'\)[ ]*\(.*\)/D["\1"]=" \2\\\\\\n"\\/p
+t cont
+d
+:cont
+n
+s/.\{148\}/&'"$ac_delim"'/g
+t clear
+:clear
+s/\\$//
+t bsnlc
+s/["\\]/\\&/g; s/^/"/; s/$/"/p
+d
+:bsnlc
+s/["\\]/\\&/g; s/^/"/; s/$/\\\\\\n"\\/p
+b cont
+' <confdefs.h | sed '
+s/'"$ac_delim"'/"\\\
+"/g' >>$CONFIG_STATUS || ac_write_fail=1
+
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ for (key in D) D_is_set[key] = 1
+ FS = ""
+}
+/^[\t ]*#[\t ]*(define|undef)[\t ]+$ac_word_re([\t (]|\$)/ {
+ line = \$ 0
+ split(line, arg, " ")
+ if (arg[1] == "#") {
+ defundef = arg[2]
+ mac1 = arg[3]
+ } else {
+ defundef = substr(arg[1], 2)
+ mac1 = arg[2]
+ }
+ split(mac1, mac2, "(") #)
+ macro = mac2[1]
+ prefix = substr(line, 1, index(line, defundef) - 1)
+ if (D_is_set[macro]) {
+ # Preserve the white space surrounding the "#".
+ print prefix "define", macro P[macro] D[macro]
+ next
+ } else {
+ # Replace #undef with comments. This is necessary, for example,
+ # in the case of _POSIX_SOURCE, which is predefined and required
+ # on some systems where configure will not decide to define it.
+ if (defundef == "undef") {
+ print "/*", prefix defundef, macro, "*/"
+ next
+ }
+ }
+}
+{ print }
+_ACAWK
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+ { { $as_echo "$as_me:$LINENO: error: could not setup config headers machinery" >&5
+$as_echo "$as_me: error: could not setup config headers machinery" >&2;}
+ { (exit 1); exit 1; }; }
+fi # test -n "$CONFIG_HEADERS"
+
+
+eval set X " :F $CONFIG_FILES :H $CONFIG_HEADERS "
+shift
+for ac_tag
+do
+ case $ac_tag in
+ :[FHLC]) ac_mode=$ac_tag; continue;;
+ esac
+ case $ac_mode$ac_tag in
+ :[FHL]*:*);;
+ :L* | :C*:*) { { $as_echo "$as_me:$LINENO: error: invalid tag $ac_tag" >&5
+$as_echo "$as_me: error: invalid tag $ac_tag" >&2;}
+ { (exit 1); exit 1; }; };;
+ :[FH]-) ac_tag=-:-;;
+ :[FH]*) ac_tag=$ac_tag:$ac_tag.in;;
+ esac
+ ac_save_IFS=$IFS
+ IFS=:
+ set x $ac_tag
+ IFS=$ac_save_IFS
+ shift
+ ac_file=$1
+ shift
+
+ case $ac_mode in
+ :L) ac_source=$1;;
+ :[FH])
+ ac_file_inputs=
+ for ac_f
+ do
+ case $ac_f in
+ -) ac_f="$tmp/stdin";;
+ *) # Look for the file first in the build tree, then in the source tree
+ # (if the path is not absolute). The absolute path cannot be DOS-style,
+ # because $ac_f cannot contain `:'.
+ test -f "$ac_f" ||
+ case $ac_f in
+ [\\/$]*) false;;
+ *) test -f "$srcdir/$ac_f" && ac_f="$srcdir/$ac_f";;
+ esac ||
+ { { $as_echo "$as_me:$LINENO: error: cannot find input file: $ac_f" >&5
+$as_echo "$as_me: error: cannot find input file: $ac_f" >&2;}
+ { (exit 1); exit 1; }; };;
+ esac
+ case $ac_f in *\'*) ac_f=`$as_echo "$ac_f" | sed "s/'/'\\\\\\\\''/g"`;; esac
+ ac_file_inputs="$ac_file_inputs '$ac_f'"
+ done
+
+ # Let's still pretend it is `configure' which instantiates (i.e., don't
+ # use $as_me), people would be surprised to read:
+ # /* config.h. Generated by config.status. */
+ configure_input='Generated from '`
+ $as_echo "$*" | sed 's|^[^:]*/||;s|:[^:]*/|, |g'
+ `' by configure.'
+ if test x"$ac_file" != x-; then
+ configure_input="$ac_file. $configure_input"
+ { $as_echo "$as_me:$LINENO: creating $ac_file" >&5
+$as_echo "$as_me: creating $ac_file" >&6;}
+ fi
+ # Neutralize special characters interpreted by sed in replacement strings.
+ case $configure_input in #(
+ *\&* | *\|* | *\\* )
+ ac_sed_conf_input=`$as_echo "$configure_input" |
+ sed 's/[\\\\&|]/\\\\&/g'`;; #(
+ *) ac_sed_conf_input=$configure_input;;
+ esac
+
+ case $ac_tag in
+ *:-:* | *:-) cat >"$tmp/stdin" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; } ;;
+ esac
+ ;;
+ esac
+
+ ac_dir=`$as_dirname -- "$ac_file" ||
+$as_expr X"$ac_file" : 'X\(.*[^/]\)//*[^/][^/]*/*$' \| \
+ X"$ac_file" : 'X\(//\)[^/]' \| \
+ X"$ac_file" : 'X\(//\)$' \| \
+ X"$ac_file" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X"$ac_file" |
+ sed '/^X\(.*[^/]\)\/\/*[^/][^/]*\/*$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)[^/].*/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+ { as_dir="$ac_dir"
+ case $as_dir in #(
+ -*) as_dir=./$as_dir;;
+ esac
+ test -d "$as_dir" || { $as_mkdir_p && mkdir -p "$as_dir"; } || {
+ as_dirs=
+ while :; do
+ case $as_dir in #(
+ *\'*) as_qdir=`$as_echo "$as_dir" | sed "s/'/'\\\\\\\\''/g"`;; #'(
+ *) as_qdir=$as_dir;;
+ esac
+ as_dirs="'$as_qdir' $as_dirs"
+ as_dir=`$as_dirname -- "$as_dir" ||
+$as_expr X"$as_dir" : 'X\(.*[^/]\)//*[^/][^/]*/*$' \| \
+ X"$as_dir" : 'X\(//\)[^/]' \| \
+ X"$as_dir" : 'X\(//\)$' \| \
+ X"$as_dir" : 'X\(/\)' \| . 2>/dev/null ||
+$as_echo X"$as_dir" |
+ sed '/^X\(.*[^/]\)\/\/*[^/][^/]*\/*$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)[^/].*/{
+ s//\1/
+ q
+ }
+ /^X\(\/\/\)$/{
+ s//\1/
+ q
+ }
+ /^X\(\/\).*/{
+ s//\1/
+ q
+ }
+ s/.*/./; q'`
+ test -d "$as_dir" && break
+ done
+ test -z "$as_dirs" || eval "mkdir $as_dirs"
+ } || test -d "$as_dir" || { { $as_echo "$as_me:$LINENO: error: cannot create directory $as_dir" >&5
+$as_echo "$as_me: error: cannot create directory $as_dir" >&2;}
+ { (exit 1); exit 1; }; }; }
+ ac_builddir=.
+
+case "$ac_dir" in
+.) ac_dir_suffix= ac_top_builddir_sub=. ac_top_build_prefix= ;;
+*)
+ ac_dir_suffix=/`$as_echo "$ac_dir" | sed 's|^\.[\\/]||'`
+ # A ".." for each directory in $ac_dir_suffix.
+ ac_top_builddir_sub=`$as_echo "$ac_dir_suffix" | sed 's|/[^\\/]*|/..|g;s|/||'`
+ case $ac_top_builddir_sub in
+ "") ac_top_builddir_sub=. ac_top_build_prefix= ;;
+ *) ac_top_build_prefix=$ac_top_builddir_sub/ ;;
+ esac ;;
+esac
+ac_abs_top_builddir=$ac_pwd
+ac_abs_builddir=$ac_pwd$ac_dir_suffix
+# for backward compatibility:
+ac_top_builddir=$ac_top_build_prefix
+
+case $srcdir in
+ .) # We are building in place.
+ ac_srcdir=.
+ ac_top_srcdir=$ac_top_builddir_sub
+ ac_abs_top_srcdir=$ac_pwd ;;
+ [\\/]* | ?:[\\/]* ) # Absolute name.
+ ac_srcdir=$srcdir$ac_dir_suffix;
+ ac_top_srcdir=$srcdir
+ ac_abs_top_srcdir=$srcdir ;;
+ *) # Relative name.
+ ac_srcdir=$ac_top_build_prefix$srcdir$ac_dir_suffix
+ ac_top_srcdir=$ac_top_build_prefix$srcdir
+ ac_abs_top_srcdir=$ac_pwd/$srcdir ;;
+esac
+ac_abs_srcdir=$ac_abs_top_srcdir$ac_dir_suffix
+
+
+ case $ac_mode in
+ :F)
+ #
+ # CONFIG_FILE
+ #
+
+_ACEOF
+
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+# If the template does not know about datarootdir, expand it.
+# FIXME: This hack should be removed a few years after 2.60.
+ac_datarootdir_hack=; ac_datarootdir_seen=
+
+ac_sed_dataroot='
+/datarootdir/ {
+ p
+ q
+}
+/@datadir@/p
+/@docdir@/p
+/@infodir@/p
+/@localedir@/p
+/@mandir@/p
+'
+case `eval "sed -n \"\$ac_sed_dataroot\" $ac_file_inputs"` in
+*datarootdir*) ac_datarootdir_seen=yes;;
+*@datadir@*|*@docdir@*|*@infodir@*|*@localedir@*|*@mandir@*)
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_file_inputs seems to ignore the --datarootdir setting" >&5
+$as_echo "$as_me: WARNING: $ac_file_inputs seems to ignore the --datarootdir setting" >&2;}
+_ACEOF
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ ac_datarootdir_hack='
+ s&@datadir@&$datadir&g
+ s&@docdir@&$docdir&g
+ s&@infodir@&$infodir&g
+ s&@localedir@&$localedir&g
+ s&@mandir@&$mandir&g
+ s&\\\${datarootdir}&$datarootdir&g' ;;
+esac
+_ACEOF
+
+# Neutralize VPATH when `$srcdir' = `.'.
+# Shell code in configure.ac might set extrasub.
+# FIXME: do we really want to maintain this feature?
+cat >>$CONFIG_STATUS <<_ACEOF || ac_write_fail=1
+ac_sed_extra="$ac_vpsub
+$extrasub
+_ACEOF
+cat >>$CONFIG_STATUS <<\_ACEOF || ac_write_fail=1
+:t
+/@[a-zA-Z_][a-zA-Z_0-9]*@/!b
+s|@configure_input@|$ac_sed_conf_input|;t t
+s&@top_builddir@&$ac_top_builddir_sub&;t t
+s&@top_build_prefix@&$ac_top_build_prefix&;t t
+s&@srcdir@&$ac_srcdir&;t t
+s&@abs_srcdir@&$ac_abs_srcdir&;t t
+s&@top_srcdir@&$ac_top_srcdir&;t t
+s&@abs_top_srcdir@&$ac_abs_top_srcdir&;t t
+s&@builddir@&$ac_builddir&;t t
+s&@abs_builddir@&$ac_abs_builddir&;t t
+s&@abs_top_builddir@&$ac_abs_top_builddir&;t t
+$ac_datarootdir_hack
+"
+eval sed \"\$ac_sed_extra\" "$ac_file_inputs" | $AWK -f "$tmp/subs.awk" >$tmp/out \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+
+test -z "$ac_datarootdir_hack$ac_datarootdir_seen" &&
+ { ac_out=`sed -n '/\${datarootdir}/p' "$tmp/out"`; test -n "$ac_out"; } &&
+ { ac_out=`sed -n '/^[ ]*datarootdir[ ]*:*=/p' "$tmp/out"`; test -z "$ac_out"; } &&
+ { $as_echo "$as_me:$LINENO: WARNING: $ac_file contains a reference to the variable \`datarootdir'
+which seems to be undefined. Please make sure it is defined." >&5
+$as_echo "$as_me: WARNING: $ac_file contains a reference to the variable \`datarootdir'
+which seems to be undefined. Please make sure it is defined." >&2;}
+
+ rm -f "$tmp/stdin"
+ case $ac_file in
+ -) cat "$tmp/out" && rm -f "$tmp/out";;
+ *) rm -f "$ac_file" && mv "$tmp/out" "$ac_file";;
+ esac \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+ ;;
+ :H)
+ #
+ # CONFIG_HEADER
+ #
+ if test x"$ac_file" != x-; then
+ {
+ $as_echo "/* $configure_input */" \
+ && eval '$AWK -f "$tmp/defines.awk"' "$ac_file_inputs"
+ } >"$tmp/config.h" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+ if diff "$ac_file" "$tmp/config.h" >/dev/null 2>&1; then
+ { $as_echo "$as_me:$LINENO: $ac_file is unchanged" >&5
+$as_echo "$as_me: $ac_file is unchanged" >&6;}
+ else
+ rm -f "$ac_file"
+ mv "$tmp/config.h" "$ac_file" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create $ac_file" >&5
+$as_echo "$as_me: error: could not create $ac_file" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+ else
+ $as_echo "/* $configure_input */" \
+ && eval '$AWK -f "$tmp/defines.awk"' "$ac_file_inputs" \
+ || { { $as_echo "$as_me:$LINENO: error: could not create -" >&5
+$as_echo "$as_me: error: could not create -" >&2;}
+ { (exit 1); exit 1; }; }
+ fi
+ ;;
+
+
+ esac
+
+done # for ac_tag
+
+
+{ (exit 0); exit 0; }
+_ACEOF
+chmod +x $CONFIG_STATUS
+ac_clean_files=$ac_clean_files_save
+
+test $ac_write_fail = 0 ||
+ { { $as_echo "$as_me:$LINENO: error: write failure creating $CONFIG_STATUS" >&5
+$as_echo "$as_me: error: write failure creating $CONFIG_STATUS" >&2;}
+ { (exit 1); exit 1; }; }
+
+
+# configure is writing to config.log, and then calls config.status.
+# config.status does its own redirection, appending to config.log.
+# Unfortunately, on DOS this fails, as config.log is still kept open
+# by configure, so config.status won't be able to write to it; its
+# output is simply discarded. So we exec the FD to /dev/null,
+# effectively closing config.log, so it can be properly (re)opened and
+# appended to by config.status. When coming back to configure, we
+# need to make the FD available again.
+if test "$no_create" != yes; then
+ ac_cs_success=:
+ ac_config_status_args=
+ test "$silent" = yes &&
+ ac_config_status_args="$ac_config_status_args --quiet"
+ exec 5>/dev/null
+ $SHELL $CONFIG_STATUS $ac_config_status_args || ac_cs_success=false
+ exec 5>>config.log
+ # Use ||, not &&, to avoid exiting from the if with $? = 1, which
+ # would make configure fail if this is the last instruction.
+ $ac_cs_success || { (exit 1); exit 1; }
+fi
+if test -n "$ac_unrecognized_opts" && test "$enable_option_checking" != no; then
+ { $as_echo "$as_me:$LINENO: WARNING: unrecognized options: $ac_unrecognized_opts" >&5
+$as_echo "$as_me: WARNING: unrecognized options: $ac_unrecognized_opts" >&2;}
+fi
+
+
+
+echo "
+
+Easel configuration:
+
+ compiler: ${CC} ${CFLAGS} ${SIMD_CFLAGS}
+"
diff --git a/easel/configure.ac b/easel/configure.ac
new file mode 100644
index 0000000..8536836
--- /dev/null
+++ b/easel/configure.ac
@@ -0,0 +1,355 @@
+# Process this file with autoconf to produce the Easel configuration script.
+#
+# reminders to save re-reading autoconf manual for the n'th time:
+# - output variables:
+# are defined here as normal shell variables, e.g. FOO="my string"
+# are made into output variables by calling AC_SUBST(FOO)
+# any occurrence of @FOO@ in an output file is then substituted
+# I think this only happens in files we assign w/ AC_CONFIG_FILES;
+# that's the Makefile.in's.
+#
+# - C preprocessor symbols:
+# are defined here by calling AC_DEFINE(FOO) or AC_DEFINE(FOO, [42])
+# then #undef FOO lines in easel.h.in become #define FOO or #define FOO 42
+# I think this only happens in header files that we assign
+# w/ AC_CONFIG_HEADERS -- which means, easel.h.in
+#
+# SRE, Mon Feb 14 10:51:07 2005
+# SVN $Id: configure.ac 292 2008-09-17 21:58:50Z eddys $
+#
+# xref autoconf macro archive at: http://www.gnu.org/software/ac-archive/
+#
+# GNU recommends the following order:
+# 1. autoconf requirements
+# 2. AC_INIT
+# 3. info on the package
+# 4. checks for programs
+# 5. checks for libraries
+# 6. checks for header files
+# 7. checks for types
+# 8. checks for structures
+# 9. checks for compiler characteristics
+# 10. checks for library functions
+# 11. checks for system services
+# 12. AC_CONFIG_FILES
+# 13. AC_OUTPUT
+
+
+# AC_INIT information
+#
+# The four AC_INIT args set the following output variables and preprocessor
+# symbols:
+# PACKAGE_NAME <package> e.g. "Easel"
+# PACKAGE_VERSION <version> e.g. "0.1"
+# PACKAGE_BUGREPORT <bug-report> e.g. "eddys at janelia.hhmi.org"
+# PACKAGE_TARNAME <tarname> e.g. "easel"
+# From them, AC_INIT automatically derives one more:
+# PACKAGE_STRING <package> <version>, e.g. "Easel 0.1"
+# Then we define some of our own:
+# EASEL_DATE release date: e.g. "February 2005"
+# EASEL_COPYRIGHT one-line copyright string
+# EASEL_LICENSE one-line license string
+# EASEL_LICENSETAG which license to bundle from Licenses/ subdirectory.
+# EASEL_URL URL home for Easel.
+#
+# Because Easel is designed to be a library and must coexist with
+# packages that include it as a subdirectory (HMMER, Infernal...),
+# we don't want to use AC_INIT's PACKAGE_ variables as preprocessor
+# symbols to put version info into executables; we'll get name clashes,
+# plus we might want to have both Easel version info and main package
+# version info. So, we use the PACKAGE_ stuff to make a
+# new preprocessor symbol of our own:
+# EASEL_VERSION e.g. "1.9a"
+#
+AC_PREREQ(2.60)
+AC_INIT(Easel, 0.1.snap20080611, eddys at janelia.hhmi.org, easel)
+AC_MSG_NOTICE([Configuring the Easel library for your system.])
+
+# remember if the user is overriding CFLAGS
+if test x"$CFLAGS" = x; then
+ sre_cflags_env_set=no
+fi
+
+################################################################
+# 3. Info on the package
+################################################################
+
+EASEL_DATE="June 2008"
+EASEL_COPYRIGHT="Copyright (C) 2008 Howard Hughes Medical Institute"
+EASEL_LICENSE="Freely distributed under the Janelia Farm Software License."
+EASEL_VERSION=$PACKAGE_VERSION
+EASEL_URL="http://easel.janelia.org/"
+
+# Output variables.
+# (AC_OUTPUT replaces instances of @var@ in input files.)
+AC_SUBST(EASEL_DATE)
+AC_SUBST(EASEL_COPYRIGHT)
+AC_SUBST(EASEL_LICENSE)
+AC_SUBST(EASEL_VERSION)
+AC_SUBST(EASEL_URL)
+
+# Preprocessor symbols.
+# adds a -Dvar=value to @DEFS@;
+# replace #undef's in easel.h.in
+AC_DEFINE_UNQUOTED(EASEL_DATE, "$EASEL_DATE")
+AC_DEFINE_UNQUOTED(EASEL_COPYRIGHT, "$EASEL_COPYRIGHT")
+AC_DEFINE_UNQUOTED(EASEL_LICENSE, "$EASEL_LICENSE")
+AC_DEFINE_UNQUOTED(EASEL_VERSION, "$EASEL_VERSION")
+
+# Figure out what host we're compiling on.
+# Three GNU scripts must be included in the distro:
+# install.sh, config.guess, config.sub
+# This sets four shell variables:
+# host example: i686-pc-linux-gnu
+# host_cpu example: i686
+# host_vendor example: pc
+# host_os example: linux-gnu
+AC_CANONICAL_HOST
+
+
+################################################################
+# 3b. ./configure command line options, for optional config
+# of the package
+################################################################
+
+# --enable-modular - configure for use of standalone modules
+#
+# Default is to enable all augmentations and compile entire library.
+# With --enable-modular, any desired augmentations must be set
+# at compile-time by the user.
+#
+AC_ARG_ENABLE(modular,[AS_HELP_STRING([--enable-modular],[compile and prepare modules for standalone use])],
+ [
+ AC_MSG_NOTICE([Compiling for standalone (independent) use of modules.])
+ ],
+ [
+ AC_MSG_NOTICE([Compiling the full Easel library, with all augmentations.])
+ AC_DEFINE(eslAUGMENT_ALPHABET)
+ AC_DEFINE(eslAUGMENT_DMATRIX)
+ AC_DEFINE(eslAUGMENT_FILEPARSER)
+ AC_DEFINE(eslAUGMENT_GEV)
+ AC_DEFINE(eslAUGMENT_GUMBEL)
+ AC_DEFINE(eslAUGMENT_HISTOGRAM)
+ AC_DEFINE(eslAUGMENT_KEYHASH)
+ AC_DEFINE(eslAUGMENT_MINIMIZER)
+ AC_DEFINE(eslAUGMENT_MSA)
+ AC_DEFINE(eslAUGMENT_RANDOM)
+ AC_DEFINE(eslAUGMENT_SSI)
+ AC_DEFINE(eslAUGMENT_STATS)
+ AC_DEFINE(eslLIBRARY)
+ ])
+
+# --enable-debugging - enable basic debugging code
+# --enable-debugging=x - also set verbosity level to <x> (1-3)
+#
+# At all levels, including 0, replaces CFLAGS w/ "-g -Wall" (so it assumes gcc).
+# Sets the eslDEBUGLEVEL preprocessor symbol to <x>
+#
+AC_ARG_ENABLE(debugging,
+[AS_HELP_STRING([--enable-debugging],[include debugging code])
+AS_HELP_STRING([--enable-debugging=x],[also set diagnostics verbosity level to <x> (1-3)])],
+enable_debugging=$enableval, enable_debugging=no)
+
+case $enable_debugging in
+ yes) AC_DEFINE(eslDEBUGLEVEL, 0);;
+ 1) AC_DEFINE(eslDEBUGLEVEL, 1);;
+ 2) AC_DEFINE(eslDEBUGLEVEL, 2);;
+ 3) AC_DEFINE(eslDEBUGLEVEL, 3);;
+ no) AC_DEFINE(eslDEBUGLEVEL, 0);;
+ *) AC_MSG_ERROR([Unknown argument to --enable-debugging: $enable_debugging]);;
+esac
+
+AC_ARG_ENABLE(gcov,[AS_HELP_STRING([--enable-gcov],[compile for code coverage testing])], enable_gcov=$enableval, enable_gcov=no)
+AC_ARG_ENABLE(sse,[AS_HELP_STRING([--enable-sse],[enable SSE optimizations])] , enable_sse=$enableval, enable_sse=check)
+AC_ARG_ENABLE(vmx,[AS_HELP_STRING([--enable-vmx],[enable Altivec/VMX optimizations])], enable_vmx=$enableval, enable_vmx=check)
+AC_ARG_WITH(gsl,[AS_HELP_STRING([--with-gsl],[use the GSL, GNU Scientific Library])], with_gsl=$withval, with_gsl=no)
+AC_ARG_ENABLE(mpi,[AS_HELP_STRING([--enable-mpi],[enable MPI parallelization])], enable_mpi=$enableval, enable_mpi=no)
+
+
+
+################################################################
+# 4. Checks for programs
+################################################################
+
+AC_PROG_CC
+AC_PROG_CPP
+AX_COMPILER_VENDOR
+# AC_PROG_CC_STDC wants to append -c99 to icc; icc doesn't like this.
+if test "$ax_cv_c_compiler_vendor" != "intel"; then
+ AC_PROG_CC_STDC
+fi
+AC_PROG_RANLIB
+AC_PATH_PROG([AR], [ar], [:], [$PATH:/usr/ccs/bin:/usr/xpg4/bin])
+CHECK_GNU_MAKE
+
+# Select our default optimization flags in CFLAGS.
+#
+if test "$sre_cflags_env_set" = "no"; then
+if test "$enable_gcov" = "yes"; then
+ # --enable-gcov overrides CC too.
+ CC="gcc"
+ CFLAGS="-g -Wall -fprofile-arcs -ftest-coverage"
+elif test "$enable_debugging" != "no"; then
+ if test "$GCC" = "yes"; then
+ CFLAGS="-g -Wall"
+ fi
+else
+ sre_save_ac_test_cflags="$ac_test_CFLAGS"
+ if test "$sre_cflags_env_set" = "no"; then
+ ac_test_CFLAGS=""
+ fi
+ AX_CC_MAXOPT
+ ac_test_CFLAGS="$sre_save_ac_test_cflags"
+ # That was a workaround. AX_CC_MAXOPT apparently thinks that
+ # $ac_test_CFLAGS only gets set if ${CFLAGS} was set by the
+ # user (in the environment), but that's not so; it gets set
+ # by AC_PROG_CC. Instead of rewriting AX_CC_MAXOPT, we fool
+ # it.
+fi
+fi
+
+# MPI : set @CC@ to mpicc, sets @MPILIBS@, defines HAVE_MPI.
+if test "$enable_mpi" = "yes"; then
+ ACX_MPI(,AC_MSG_ERROR([MPI library not found for --enable-mpi]))
+ CC=$MPICC
+fi
+
+
+# SSE: figure out our @SIMD_CFLAGS@, define HAVE_SSE2
+# The AC_RUN_IFELSE() is there because it's possible to have
+# hardware that doesn't support SSE2 instructions, yet the
+# compiler can generate them: example AMD Athlons with gcc.
+# So we need to test that an SSE2 program actually runs without
+# generating an "illegal instruction" error. The program
+# here is sufficient [xref J3/127].
+if test "$enable_sse" = "check" && test "$enable_vmx" != "yes"; then
+ AC_CHECK_HEADER([emmintrin.h],[
+ AC_MSG_CHECKING([if platform can run SSE/SSE2 instructions])
+ AC_RUN_IFELSE([AC_LANG_PROGRAM( [[#include <emmintrin.h>]],
+ [[__m128i v = _mm_set1_epi8(0);]])],
+ [AC_MSG_RESULT([yes])
+ enable_sse=yes],
+ [AC_MSG_RESULT([no])])])
+fi
+if test "$enable_sse" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ case $ax_cv_c_compiler_vendor in
+ gnu) AX_CHECK_COMPILER_FLAGS(-msse2,[SIMD_CFLAGS="-msse2"],[]);;
+ *) ;;
+ esac
+ fi
+ AC_DEFINE(HAVE_SSE2,1,[Support SSE2 (Streaming SIMD Extensions 2) instructions])
+fi
+
+
+
+# VMX/Altivec (not autodetected yet; must use --enable-vmx to enable)
+if test "$enable_vmx" = "yes"; then
+ if test "x$SIMD_CFLAGS" = x; then
+ if test "$GCC" = "yes"; then
+ AX_CHECK_COMPILER_FLAGS(-faltivec, [SIMD_CFLAGS="-faltivec"],
+ [AX_CHECK_COMPILER_FLAGS(-maltivec -mabi=altivec,
+ [SIMD_CFLAGS="-maltivec -mabi=altivec"],
+ [AX_CHECK_COMPILER_FLAGS(-fvec, [SIMD_CFLAGS="-fvec"],
+ [AC_MSG_ERROR([Need a version of gcc with -maltivec])])])])
+ elif test "${ax_cv_c_compiler_vendor}" = "ibm"; then
+ AX_CHECK_COMPILER_FLAGS(-qaltivec, [SIMD_CFLAGS="-qaltivec"],[])
+ else
+ AX_CHECK_COMPILER_FLAGS(-faltivec, [SIMD_CFLAGS="-faltivec"],[])
+ fi
+ AC_DEFINE(HAVE_VMX,1,[Support Altivec/VMX vector instructions])
+ fi
+fi
+AC_SUBST(SIMD_CFLAGS)
+
+
+# 5. Checks for libraries.
+LIBGSL=
+AS_IF([test "x$with_gsl" != xno],
+ [AC_CHECK_LIB([gsl], [gsl_expm1],
+ [AC_SUBST([LIBGSL], ["-lgsl -lgslcblas"])
+ AC_DEFINE([HAVE_LIBGSL], [1], [Define if you have libgsl])
+ ],
+ [if test "x$with_gsl" != xcheck; then
+ AC_MSG_FAILURE(
+ [--with-gsl was given, but GSL library was not found])
+ fi
+ ],
+ [-lgslcblas]
+ )])
+
+# 6. Checks for header files.
+# Defines preprocessor symbols like HAVE_UNISTD_H
+AC_CHECK_HEADERS([sys/types.h unistd.h stdint.h inttypes.h])
+
+# altivec.h requires the simd cflags
+# For reasons I don't understand, this needs to come after any other CHECK_HEADERS().
+if test "$enable_vmx" = "yes"; then
+ sre_save_CFLAGS="$CFLAGS"
+ sre_save_CPPFLAGS="$CPPFLAGS"
+ CFLAGS="$CFLAGS $SIMD_CFLAGS"
+ CPPFLAGS="$CPPFLAGS $SIMD_CFLAGS"
+ AC_CHECK_HEADERS([altivec.h])
+ CFLAGS="$sre_save_CFLAGS"
+ CPPFLAGS="$sre_save_CPPFLAGS"
+fi
+
+
+
+# 7. Checks for types.
+# - Define WORDS_BIGENDIAN on bigendian platforms.
+# - Make sure we have C99 exact-size integer types;
+# ssi uses 16, 32, and 64-bit ints, and we
+# use 8-bit unsigned chars for digitized sequence.
+# - Make sure we have off_t.
+#
+AC_C_BIGENDIAN
+AC_TYPE_INT8_T
+AC_TYPE_INT16_T
+AC_TYPE_INT32_T
+AC_TYPE_INT64_T
+AC_TYPE_UINT8_T
+AC_TYPE_UINT16_T
+AC_TYPE_UINT32_T
+AC_TYPE_UINT64_T
+AC_TYPE_OFF_T
+
+# 8. Checks for structures - none
+
+################################################################
+# 10. Checks for library functions: define HAVE_FOO
+################################################################
+
+AC_CHECK_FUNCS(mkstemp)
+AC_CHECK_FUNCS(popen)
+AC_CHECK_FUNCS(strcasecmp)
+AC_CHECK_FUNCS(times)
+AC_FUNC_FSEEKO
+
+
+
+# 11. Checks for system services
+AC_SYS_LARGEFILE
+
+
+
+# 12. Write out esl_config.h header and the Makefiles
+AC_CONFIG_HEADERS([esl_config.h])
+AC_CONFIG_FILES([miniapps/Makefile])
+AC_CONFIG_FILES([testsuite/Makefile])
+AC_CONFIG_FILES([Makefile])
+if test -e "LICENSE.csh.in"; then
+ AC_CONFIG_FILES(LICENSE.csh)
+fi
+
+
+# 13. voila!
+AC_OUTPUT
+
+
+echo "
+
+Easel configuration:
+
+ compiler: ${CC} ${CFLAGS} ${SIMD_CFLAGS}
+"
diff --git a/easel/devkit/autodoc b/easel/devkit/autodoc
new file mode 100755
index 0000000..045ce36
--- /dev/null
+++ b/easel/devkit/autodoc
@@ -0,0 +1,310 @@
+#! /usr/bin/perl
+
+# Usage:
+# ./autodoc_functions <C file>
+#
+# Input is a C .c file with my structured function header convention.
+# Output is .tex file suitable for inclusion in my LaTeX documentation.
+#
+# Requirements:
+# 1. .tex file needs to have \sreapi environment defined;
+# see hmmer, squid, infernal, etc. "macro.tex" to get a copy.
+#
+# 2. .tex file needs to have \ccode command defined, to produce
+# courier (or whatever) computerese font for variables, macros,
+# etc.
+#
+# 3. Functions must use headers according to my conventions, for example:
+# (defined as sre-insert-my-function-header() in .emacs LISP)
+#
+# /* Function: function()
+# * Synopsis: A short (half-line) description.
+# * Incept: SRE, Tue Nov 30 19:36:17 2004 [St. Louis]
+# *
+# * Purpose: Given an <argument>, carry out an important
+# * function, and return an answer.
+# *
+# * Args: argument - some text, or NULL
+# *
+# * Returns: <SRE_SUCCESS> on success; <SRE_FAILED> on failure.
+# *
+# * Throws: <SRE_MALLOC_FAILED> on an allocation failure.
+# *
+# * Xref: STL8/p.159.
+# */
+# int
+# function(char *argument)
+# {
+# etc.
+#
+# The Function and Purpose blocks are required.
+# Only the Function, Synopsis, Purpose, Returns, and Throws blocks are used.
+#
+# The exact spacing of the beginning of each line is important;
+# for example, the parser depends on seeing "/* Function" at the beginning,
+# " * \S" on a line starting a new block of info, and " * " or
+# " */" on a line that continues a previous info block. The exact
+# spacing style of "int\nfunction(char *argument)\n{" is also essential.
+#
+#
+# SRE, Tue Nov 30 19:43:47 2004
+
+require "getopts.pl";
+&Getopts('n:t');
+$cfile = shift;
+
+if ($opt_t) { $show_api_table = 1; }
+if ($opt_n) { $modulename = $opt_n; } else {
+ if ($cfile eq "easel") { $modulename = "easel"; }
+ elsif ($cfile =~ /esl_(\S+)\.c/) { $modulename = $1; }
+ else { $modulename = "foo"; }
+}
+
+$text = `cat $cfile`;
+$nfuncs = &parse_function_documentation($text);
+$nsections = &parse_api_subheads($text);
+
+if ($show_api_table)
+{
+ $j = -1;
+ printf("%% Table generated by autodoc -t $cfile (so don't edit here, edit $cfile:)\n");
+ printf("\\begin{table}[hbp]\n");
+ printf("\\begin{center}\n");
+ printf("{\\small\n");
+ printf("\\begin{tabular}{|ll|}\\hline\n");
+ for ($i = 0; $i < $nfuncs; $i++)
+ {
+ if ($insection{$function[$i]} != $j)
+ {
+ $j = $insection{$function[$i]};
+ printf("\\apisubhead{%s}\\\\\n", $apisubheads[$j]);
+ }
+
+ if ($synopsis[$i] ne "") {
+ printf("\\hyperlink{func:%s()}{\\ccode{%s()}} & %s\\\\\n",
+ $function[$i], $pfunction[$i], $synopsis[$i]);
+ } else {
+ printf("\\hyperlink{func:%s()}{\\ccode{%s()}} & Description.\\\\\n",
+ $function[$i], $pfunction[$i]);
+ }
+ }
+ printf("\\hline\n");
+ printf("\\end{tabular}\n");
+ printf("}\n");
+ printf("\\end{center}\n");
+ printf("\\caption{The \\eslmod{%s} API.}\n", $modulename);
+ printf("\\label{tbl:%s_api}\n", $modulename);
+ printf("\\end{table}\n");
+}
+else
+{
+ print "\\begin{sreapi}\n";
+ for ($i = 0; $i < $nfuncs; $i++)
+ {
+ printf("\\hypertarget{func:%s()}\n{", $function[$i]);
+ printf "\\item[%s %s(%s)]",
+ $returntype[$i],
+ $pfunction[$i],
+ $args[$i];
+ printf("}\n");
+
+
+ print "\n";
+ print $purpose[$i], "\n";
+ print "Returns ", $returns[$i], "\n" unless ($returns[$i] eq "");
+ print "Throws ", $throws[$i], "\n" unless ($throws[$i] eq "");
+ print "\n\n";
+ }
+ print "\\end{sreapi}\n\n";
+}
+exit;
+
+# Function: parse_function_documentation
+#
+# Purpose: Given <text> from a .c file, parse it for my structured
+# function documentation. Returns <n>, the number of
+# documented functions found; and it populates the following
+# global arrays:
+# function - verbatim name of the function
+# pfunction - name of the function, protected for LaTeX (\_ not _, for example)
+# returntype - C return type; for example, "int"
+# args - C argument list, from the func def'n
+# purpose - Text documenting the function
+# synopsis - OPTIONAL: short half-line description, else ""
+# incept - OPTIONAL: date/name/place, else ""
+# argdocs - OPTIONAL: table documenting the args, else ""
+# returns - OPTIONAL: documentation of returned
+# information or codes; else "";
+# throws - OPTIONAL: documentation of returned
+# abnormal error codes
+#
+# Each of these is an array indexed <0..n-1>, for the <n>
+# documented functions.
+#
+sub
+parse_function_documentation
+{
+ my ($text) = @_;
+ my ($comment, $n, $first_funcname);
+
+ $n = 0;
+ # /* Function: text \n double \n foo ( args ) \n{
+ while ($text =~ m|(/\*\s*Function:\s*.+?\*/)\s*\n(.+?)\s*\n(\S+)\((.+?)\)\s*\n\{|gms) {
+ $comment = $1;
+ $returntype[$n] = $2;
+ $function[$n] = $3;
+ $args[$n] = $4;
+
+ # Delimit end of each block in the comments with a \n@*, for
+ # convenience in getting out the individual blocks.
+ $comment =~ s|\n \* (\S)|\n@\* \1|g;
+ $comment =~ s|\n \*/|\n@\*/|g;
+
+ # Remove leading comment symbols and spacing.
+ $comment =~ s|\n[ \t]*\*[ \t]*|\n|g;
+
+ # Now, grab all the individual blocks of info from a structured
+ # function header comment. Required fields:
+ # Function:
+ # Purpose:
+ # the function and its args.
+ #
+ if ($comment =~ m|/\* Function:\s*(.+?)\n@\*|ms) { $first_funcname = $1; }
+ else {next;}
+ if ($first_funcname =~ /^(\S+)\(\)/) { $first_funcname = $1; }
+ if ($first_funcname ne $function[$n]) { die "parse error; $first_funcname != $function[$n]";}
+
+ if ($comment =~ m|\n@\* Synopsis:\s*(.+?)\n@\*|ms) { $synopsis[$n] = &process_comment_text($1); }
+ else {$synopsis[$n] = ""; }
+
+ if ($comment =~ m|\n@\* Incept:\s*(.+?)\n@\*|ms) { $incept[$n] = &process_comment_text($1); }
+ else {$incept[$n] = ""; }
+
+ if ($comment =~ m|\n@\* Purpose:\s*(.+?)\n@\*|ms) { $purpose[$n] = &process_comment_text($1); }
+ else {next;}
+
+ if ($comment =~ m|\n@\* Args:\s*(.+?)\n@\*|ms) { $argdocs[$n] = $1; }
+ else {$argdocs = ""; }
+
+ if ($comment =~ m|\n@\* Returns:\s*(.+?)\n@\*|ms) { $returns[$n] = &process_comment_text($1); }
+ else {$returns[$n] = ""; }
+
+ if ($comment =~ m|\n@\* Throws:\s*(.+?)\n@\*|ms) { $throws[$n] = &process_comment_text($1); }
+ else {$throws[$n] = ""; }
+
+ # protect _ characters. $function contains original name, for use as
+ # hypertarget tag; $pfunction contains the protected function name, for output.
+ $pfunction[$n] = &latex_safe($function[$n]);
+ $returntype[$n] = &latex_safe($returntype[$n]);
+ $args[$n] = &latex_safe($args[$n]);
+
+ $n++;
+ }
+ $n;
+}
+
+
+# Function: process_comment_text
+#
+sub
+process_comment_text
+{
+ my ($text) = @_;
+ my (@s); # old text, as chars
+ my (@s2); # new text, as chars
+ my ($newtext);
+ my ($n);
+ my ($i);
+ my ($state); # 0 = text; 1 = math; 2 = code. Finite automaton.
+
+ @s = split(//,$text);
+ $n = $#s + 1;
+
+ $state = 0; # start in text state
+ for ($i = 0; $i < $n; $i++)
+ {
+ # State transitions in the text/math/code mode automaton
+ #
+ if ($state == 0 && $s[$i] eq '$') { $state = 1; push(@s2, '$'); } # enter math state
+ elsif ($state == 0 && $s[$i] eq '<') { $state = 2; push(@s2, split(//, "\\ccode{")); } # enter code state
+ elsif ($state == 1 && $s[$i] eq '$') { $state = 0; push(@s2, '$'); } # back to text state
+ elsif ($state == 2 && $s[$i] eq '>' && $s[$i-1] ne '-')
+ { $state = 0; push(@s2, '}'); } # back to text state on >, unless it was ->
+
+ # No state transition; deal with processing other characters according to state.
+ #
+ elsif ($state == 2 && $s[$i] eq '_') { push(@s2, '\\'); push(@s2, '_'); }
+ elsif ($state == 2 && $s[$i] eq '%') { push(@s2, '\\'); push(@s2, '%'); }
+ else { push(@s2, $s[$i]); }
+ }
+
+ $newtext = join('', at s2);
+}
+
+
+# Function: latex_safe
+#
+# Purpose: Given a <string>, substitute any unacceptable characters
+# for LaTeX, as follows:
+# _ becomes \_
+# % becomes \%
+#
+sub
+latex_safe
+{
+ my ($string) = @_;
+
+ $string =~ s/_/\\_/g;
+ $string =~ s/%/\\%/g;
+ $string;
+}
+
+
+# Function: parse_api_subheads
+#
+# Purpose: Given <text> from a .c file, parse it
+# for structured API subheading documentation:
+#
+# /********************************************
+# *# 1. The <ESL_RANDOMNESS> object.
+# ********************************************/
+#
+# Keys off of the /***** line, followed by a line
+# starting with " *#" followed by a number and a period;
+# the rest of the line is taken to be the title.
+#
+# The title is processed, so <> and math mode are allowed.
+#
+# Returns n, the number of subheadings found;
+# and it populates two global arrays:
+# apisubheads<0..n-1> : one-line section subheadings
+# insection{$funcname} : which api subhead $funcname is under
+#
+sub
+parse_api_subheads
+{
+ my ($text) = @_;
+ my (@lines) = split(/^/, $text);
+
+ $n = 0;
+ $armed = 0;
+ foreach $line (@lines)
+ {
+ if ($armed && $line =~ /^ \*\#\s*\d+\.\s*(.+)$/)
+ {
+ $apisubheads[$n] = &process_comment_text($1);
+ $n++;
+ $armed = 0;
+
+ }
+
+ if ($line =~ /^\/\* Function:\s*(.+)\(\)/)
+ {
+ $insection{$1} = $n-1;
+ }
+
+ if ($line =~ /^\/\*{12}/) { $armed = 1; } # can expect a subhead line next,
+ else { $armed = 0; } # or not.
+ }
+ $n;
+}
diff --git a/easel/devkit/cexcerpt b/easel/devkit/cexcerpt
new file mode 100755
index 0000000..b1da0c0
--- /dev/null
+++ b/easel/devkit/cexcerpt
@@ -0,0 +1,100 @@
+#! /usr/bin/perl
+
+# cexcerpt <file.c> <dir>
+#
+# Extract tagged code chunks from a C source file for verbatim
+# inclusion in LaTeX documentation.
+#
+# Processes C source file <file.c>; extracts tagged excerpts,
+# and puts them in a file in directory <dir>.
+#
+# An excerpt is marked with special comments in the C file:
+#
+# /*::cexcerpt::my_example::begin::*/
+# while (esl_sq_Read(sqfp, sq) == eslOK)
+# { n++; }
+# /*::cexcerpt::my_example::end::*/
+#
+# The tag's format is "::cexcerpt::<tag>::begin::" (or end).
+# We match it with:
+# ^\s*\/\*::cexcerpt::(\S+)::begin::\*\/
+#
+# The tag is used to construct the file name, as <tag>.tex.
+# In the example, the tag my_example creates a file my_example.tex
+# in <dir>.
+#
+# All the text between the cexcerpt tags is put in the file.
+# In addition, this text is wrapped in a {cchunk} environment.
+# So in the example above, my_example.tex will contain:
+# \begin{cchunk}
+# while (esl_sq_Read(sqfp, sq) == eslOK)
+# { n++; }
+# \end{cchunk}
+#
+# This file can then be included in a LaTeX file, with
+# \input{<dir>/<tag>}
+#
+# For best results, the C source should be free of TAB characters.
+# "M-x untabify" on the region to clean them out.
+#
+# Cexcerpts can't overlap or nest in any way in the C file; only
+# one can be active at any given time.
+#
+# SRE, Fri Feb 25 08:40:19 2005
+# SVN $Id: cexcerpt 1531 2005-12-13 20:53:46Z eddy $
+
+
+$usage = "cexcerpt <file.c> <dir>";
+die("Wrong number of command line arguments.\nUsage: $usage\n") unless ($#ARGV+1 == 2);
+
+$cfile = shift;
+$dir = shift;
+die("C source file $cfile doesn't exist.\n") unless -e $cfile;
+die("C source file $cfile isn't readable.\n") unless -r $cfile;
+die("Directory $dir doesn't exist.\n") unless -e $dir;
+die("$dir isn't a directory.\n") unless -d $dir;
+die("Can't write files to directory $dir.\n") unless -w $dir;
+
+open(CFILE,$cfile) || die("Couldn't open C file $cfile.\n");
+$in_cexcerpt = 0;
+$linenumber = 1;
+while (<CFILE>)
+{
+ if (/^\s*\/\*::cexcerpt::(\S+)::begin::\*\//)
+ {
+ if ($in_cexcerpt) {
+ die("Can't start $1 at line $linenumber; $tag started at line $startline.\n");
+ }
+ if (($n = grep(/$1/, @taglist)) > 0) {
+ die("Already saw tag $1 in this C file ($n); tags must be unique.\n");
+ }
+
+ $tag = $1;
+ $in_cexcerpt = 1;
+ $startline = $linenumber;
+ $outfile = "$dir/$tag.tex";
+ push(@taglist, $tag);
+ print (" extracting $tag.tex...\n");
+ open(OUTFILE,">$outfile") || die("Couldn't open $outfile for writing.");
+ print OUTFILE "\\begin{cchunk}\n";
+ }
+ elsif (/^\s*\/\*::cexcerpt::(\S+)::end::\*\//)
+ {
+ if (!$in_cexcerpt) {
+ die("cexcerpt $1 can't end (line $linenumber) because it never started.\n");
+ }
+ if ($tag ne $1) {
+ die("tried to end $1 at line $linenumber, but $tag is active (from line $startline).\n");
+ }
+
+ $in_cexcerpt = 0;
+ print OUTFILE "\\end{cchunk}\n";
+ close(OUTFILE);
+ }
+ elsif ($in_cexcerpt)
+ {
+ print OUTFILE $_;
+ }
+ $linenumber++;
+}
+close(CFILE);
diff --git a/easel/devkit/cexcerpt.man b/easel/devkit/cexcerpt.man
new file mode 100644
index 0000000..d04a075
--- /dev/null
+++ b/easel/devkit/cexcerpt.man
@@ -0,0 +1,73 @@
+.TH "cexcerpt" 1 "@SSDK_DATE@" "SSDK @SSDK_VERSION@" "SSDK"
+
+.SH NAME
+.TP
+cexcerpt - extract tagged code chunks for verbatim inclusion in documentation
+
+
+.SH SYNOPSIS
+.B cexcerpt
+.I file.c
+.I dir
+
+
+
+.SH DESCRIPTION
+
+.I cexcerpt
+processes a C source file
+.I file.c,
+extracts tagged excerpts,
+and puts these excerpts in a file in directory
+.I dir.
+
+.PP
+An excerpt is marked with special comments in the C file, as in
+this example:
+
+.nf
+/*::cexcerpt::my_example::begin::*/
+ while (esl_sq_Read(sqfp, sq) == eslOK)
+ { n++; }
+/*::cexcerpt::my_example::end::*/
+.fi
+
+.PP
+The tag's format is "::cexcerpt::<tag>::begin::" (or end).
+The tag is used to construct the file name, as
+.I <tag>.tex.
+In the example, the tag my_example creates a file
+.I my_example.tex
+in
+.I dir.
+
+.PP
+All the text between the cexcerpt tags is put in the file.
+In addition, this text is wrapped in a {cchunk} environment.
+So in the example above,
+.I my_example.tex
+will contain:
+
+.nf
+ \\begin{cchunk}
+ while (esl_sq_Read(sqfp, sq) == eslOK)
+ { n++; }
+ \\end{cchunk}
+.fi
+
+.PP
+This file can then be included in a LaTeX file, with
+\\input{<dir>/<tag>}.
+
+.PP
+For best results, the C source should be free of TAB characters.
+"M-x untabify" on the region to clean them out.
+
+.PP
+Cexcerpts can't overlap or nest in any way in the C file; only
+one can be active at any given time.
+
+.SH OPTIONS
+
+Currently none.
+
diff --git a/easel/devkit/esl-dependencies b/easel/devkit/esl-dependencies
new file mode 100755
index 0000000..a4dc126
--- /dev/null
+++ b/easel/devkit/esl-dependencies
@@ -0,0 +1,155 @@
+#! /usr/bin/perl
+
+# esl-dependencies :: determines module dependencies in Easel source code
+#
+# Usage: esl-dependencies [options] <Easel .c file> [<additional Easel .c file>...]
+#
+# Options:
+# -1 : show one-line summary of module # required, # required in testdriver, # augmentable
+# -r : list of required modules (used in Makefile to construct test driver compilation lines)
+# -a : list of augmentation modules (used in Makefile to construct test driver compilation lines)
+# -f : list of augmentation flags (used in Makefile to construct test driver compilation lines)
+#
+# SRE, Mon Jun 11 11:15:31 2007
+# SVN $Id$
+
+require "getopts.pl"
+&Getopts('1afr');
+
+if ($opt_1) { $show_summary_table = 1; }
+if ($opt_a) { $list_augfiles = 1; }
+if ($opt_f) { $list_augflags = 1; }
+if ($opt_r) { $list_reqfiles = 1; }
+
+while ($cfile = shift) {
+ $past_start = 0;
+ $in_testdriver = 0;
+ %included_module = ();
+ %with_module = ();
+ %driver_module = ();
+ %required_module = ();
+ %augmented_module = ();
+ %driver_required_module = ();
+ $nrequired = 0;
+ $ndriver_required = 0;
+ $naugmented = 0;
+
+ if ($cfile =~ /esl_(\S+)\.c/) { $thismodule = $1; }
+ elsif ($cfile =~ /(easel)\.c/) { $thismodule = $1; }
+ else { die "Can't open $cfile\n"; }
+
+# Set $included_module{} hash to 1 for every module that this .c file
+# includes (both required and augmented), except easel itself.
+#
+ open(INCLUDES, $cfile) || die;
+ while (<INCLUDES>) {
+ if (!$past_start && /^\#include [<"]esl_(\S+).h[>"]/) {
+ $module = $1;
+ if ($module eq $thismodule) { next; }
+ if ($module eq "config") { next; }
+ if ($module eq "mpi") { $with_module{"mpi"} = 1; next; } # special case of HAVE_MPI instead of AUGMENT_
+ $included_module{$module} = 1;
+ }
+
+ if (/^\{/) { $past_start = 1; } # Stop looking at headers when we see the first function start.
+
+ if (/^\#ifdef (esl.+_TESTDRIVE)/) { $in_testdriver = 1; $flag = $1; }
+ if ($in_testdriver && /^\#endif \/\*\s*$flag/) { $in_testdriver = 0; }
+
+ if ($in_testdriver && /^\#include [<"]esl_(\S+).h[>"]/) {
+ $module = $1;
+ if ($module eq $thismodule) { next; }
+ $driver_module{$module} = 1;
+ }
+ }
+ close INCLUDES;
+
+# Set $augmented_module{} hash to 1 for every module that this .c file
+# might be augmented with.
+#
+ open(AUGMENTS, "cat $cfile | grep \'^#ifdef\' |") || die;
+ while (<AUGMENTS>) {
+ if (/^\#ifdef eslAUGMENT_(\S+)/) {
+ $module = $1;
+ $module =~ tr/[A-Z]/[a-z]/;
+ $augmented_module{$module} = 1;
+ }
+ }
+ close AUGMENTS;
+
+# Set $required_module{} hash to 1 for every module that this .c file
+# requires, except easel itself.
+#
+ foreach $m (keys(%included_module)) {
+ if (! $augmented_module{$m}) {
+ $required_module{$m} = 1;
+ $nrequired ++;
+ }
+ }
+
+# Set $driver_required_module{} hash to 1 for every module that the .c
+# file includes inside a TESTDRIVE ifdef, but is not an augmentation
+# or a module requirement.
+ foreach $m (keys(%driver_module)) {
+ if (! $augmented_module{$m} && ! $with_module{$m} && ! $required_module{$m}) {
+ $driver_required_module{$m} = 1;
+ $ndriver_required++;
+ }
+ }
+
+# Count the different augmentations
+#
+ foreach $m (keys(%augmented_module)) {
+ $naugmented++;
+ }
+
+
+ if ($show_summary_table)
+ {
+ $req = join(',', sort(keys(%required_module)));
+ $dreq = join(',', sort(keys(%driver_required_module)));
+ $augreq = join(',', sort(keys(%augmented_module)));
+
+ printf("%-12s %3d %3d %3d %-20s %-20s %-20s\n",
+ $thismodule, $nrequired, $ndriver_required, $naugmented,
+ $req, $dreq, $augreq);
+ }
+ elsif ($list_reqfiles)
+ {
+ foreach $m (keys(%required_module)) { print "esl_$m.c "; }
+ foreach $m (keys(%driver_required_module)) { print "esl_$m.c "; }
+ print "\n";
+ }
+ elsif ($list_augfiles)
+ {
+ foreach $m (keys(%augmented_module)) { print "esl_$m.c "; }
+ print "\n";
+ }
+ elsif ($list_augflags)
+ {
+ foreach $m (keys(%augmented_module)) { $m =~ tr/[a-z]/[A-Z]/; print "-DeslAUGMENT_$m "; }
+ print "\n";
+ }
+ else
+ {
+
+ print "Module requires:\n";
+ foreach $m (keys(%required_module)) {
+ print $m, "\n";
+ }
+
+ print "Driver requires:\n";
+ foreach $m (keys(%driver_required_module)) {
+ print $m, "\n";
+ }
+
+ print "Augmentable with:\n";
+ foreach $m (keys(%augmented_module)) {
+ print $m, "\n";
+ }
+ foreach $m (keys(%with_module)) {
+ print $m, "\n";
+ }
+ }
+}
+
diff --git a/easel/devkit/rmanprocess.pl b/easel/devkit/rmanprocess.pl
new file mode 100755
index 0000000..9d9e7e0
--- /dev/null
+++ b/easel/devkit/rmanprocess.pl
@@ -0,0 +1,72 @@
+#! /usr/bin/perl
+
+# rmanprocess.pl <rman LaTeX2e output>
+#
+# Example:
+# rman -f LaTeX2e foo.man | rmanprocess.pl > foo.tex
+#
+# Converts a man page to a HMMER User's Guide section.
+# Written to operate with PolyglotMan v3.0.5, by Thomas Phelps
+# Obtain from ftp.cs.berkeley.edu:/ucb/people/phelps/tcltk/rman.tar.Z
+#
+# - removes document declarations
+# - removes See Also and Author sections, if present
+# - converts sections to subsections
+# - adds a section declaration for program name
+#
+#
+# SRE, Mon May 25 11:06:58 1998
+# SVN $Id: rmanprocess.pl 1531 2005-12-13 20:53:46Z eddy $
+
+while (<>)
+{
+ if (/--/) { s/--/{-}{-}/g; }
+
+ if (/^\\documentclass/) {
+ print "\\setlength{\\sresavei}{\\parindent}\n";
+ print "\\setlength{\\sresaves}{\\parskip}\n";
+ next;
+ }
+ if (/^\\begin\{document\}/) { next; }
+
+ if (/^\s*\\section\{See/ || /^\\end\{document\}/) {
+ print "\\setlength{\\parindent}{\\sresavei}\n";
+ print "\\setlength{\\parskip}{\\sresaves}\n";
+ print "\\newpage";
+ last;
+ }
+
+ if (/\\begin\{itemize\}/ || /\\end\{itemize\}/) {
+ s/itemize/wideitem/;
+ print;
+ next;
+ }
+
+ if (/^\\section\{Name/) {
+ while ($line = <>) {
+ if ($line =~ /\\begin\{itemize\}/) { last; }
+ }
+ while ($line = <>) { # get item
+ if ($line =~ /^\\item\s*\[(\S+)\s*-\s*(.+)\]/) {
+ print "\\subsection{\\texttt{$1} - $2}\n";
+ last;
+ } elsif ($line =~ /^\\item\s*\[(\S+)\s*-\s*(.+)/) {
+ print "\\subsection{\\texttt{$1} - $2}\n";
+ last;
+ }
+ }
+ while (<>) {
+ if (/\\end\{itemize\}/) { last; }
+ }
+ next;
+ }
+
+ if (/^\\section/) {
+ s/section/subsubsection/;
+ print;
+ next;
+ }
+
+ print;
+
+}
diff --git a/easel/devkit/sedition b/easel/devkit/sedition
new file mode 100755
index 0000000..4037075
--- /dev/null
+++ b/easel/devkit/sedition
@@ -0,0 +1,67 @@
+#! /usr/bin/perl
+
+# sedition <keyword> <replacement> [<key2> <replace2>]... <file>
+#
+# A wrapper for "sed", allowing editing a file in place
+# instead of in a stream.
+#
+# Replace all instances of @keyword@ with <replacement>,
+# @key2@ with <replace2>, etc.
+#
+# Note that all keywords to be replaced are enclosed by @@ in
+# the text where they are to be replaced, but the @@ delimiters
+# are not in the sedition command line. This allows you to run
+# sedition on scripts and Makefiles that themselves contain sedition
+# command lines, without inadvertently clobbering those command lines.
+#
+# Replacement strings should generally be one-liners.
+# See sedition-pp for a paragraph-wise replacement script.
+#
+# Note the restricted command line use: sedition, unlike
+# sed, must be run on a single specified file.
+#
+# Example:
+# sedition FOO "foo replacement" BAR "bar replacement" myfile
+# converts all instances of
+# @FOO@
+# to
+# foo replacement
+#
+# Moved to ssdk, SRE, Mon Mar 31 19:24:19 2003
+# SVN $Id: sedition 1531 2005-12-13 20:53:46Z eddy $
+
+sub choke {
+ my ($mesg) = @_;
+
+ if (-e "$filename.sed.tmp") { system "mv $filename.sed.tmp $filename"; }
+ die ($mesg, ", stopped");
+}
+
+
+$filename = pop;
+if (! -e $filename) { die "$filename doesn't exist"; }
+if ( -e "$filename.sed.tmp") { die "already have a tmp file $filename.sed.tmp"; }
+
+$sedargs = "";
+while (@ARGV) {
+ $key = shift;
+ $replace = shift;
+ $sedargs .= " -e 's!\@$key\@!$replace!g'";
+}
+
+if (-w $filename) { $writable = 1; }
+
+system("cp $filename $filename.sed.tmp");
+if ($? != 0) {die "failed to make tmp copy"; }
+if (! $writable) {
+ system("chmod +w $filename");
+ if ($? != 0) { choke "failed to make $filename temporarily writable"; }
+}
+system("sed $sedargs $filename.sed.tmp > $filename");
+if ($? != 0) {choke "sed failed"; }
+if (! $writable) {
+ system("chmod -w $filename");
+ if ($? != 0) { choke "failed to make $filename temporarily writable"; }
+}
+unlink "$filename.sed.tmp";
+
diff --git a/easel/devkit/sedition-pp b/easel/devkit/sedition-pp
new file mode 100755
index 0000000..8d2b3f6
--- /dev/null
+++ b/easel/devkit/sedition-pp
@@ -0,0 +1,89 @@
+#! /usr/bin/perl
+
+# sedition-pp <keyword> <ppfile> <source file>
+#
+# Replaces occurrences of @<keyword>@ in the source file
+# with the text found in <ppfile>. <ppfile> may contain
+# multiple lines of text. In the <source file>, the @<keyword>@
+# must be on a line of its own - it may have leading and
+# trailing comment delimiters, but that's all. That's because these
+# delimiters will be replicated in the multiline substitution;
+# see below.
+#
+# Note that the <keyword> is surrounded by @@ in the text
+# where it's to be replaced. These delimiters do not appear in the command
+# line; this allows you to run sedition-pp on scripts and Makefiles
+# that themselves contain sedition-pp command lines, without clobbering
+# those commands.
+#
+# sedition-pp preserves and replicates leading and trailing context,
+# permitting language-independent substitution within comments.
+# For example,
+# sedition-pp FOO foofile foo.c
+# finds in foo.c (C code) a line like
+# * @FOO@
+# and replaces it with the text of "foofile", which might
+# result in:
+# * An example license for foo.
+# * Copyright (C) ...
+#
+# Whereas a (shell or Perl script) line like
+# # @FOO@
+# would become
+# # An example license for foo.
+# # Copyright (C) ...
+#
+# And an HTML section like
+# <!--
+# -- @FOO@
+# -->
+# is replaced with
+# <!--
+# -- An example license for foo.
+# -- Copyright (C) ...
+# -->
+#
+# modified from licenseadd.pl in ssdk; SRE, Mon Mar 31 19:39:50 2003
+# SVN $Id: sedition-pp 1531 2005-12-13 20:53:46Z eddy $
+#
+
+$keyword = shift;
+$ppfile = shift;
+$sourcefile = shift;
+
+if (! -e $sourcefile) { die "no such file $sourcefile"; }
+($dev,$ino,$mode) = stat($sourcefile);
+
+open(PP,$ppfile) || die;
+$nlines = 0;
+while (<PP>)
+{
+ chomp;
+ $ppline[$nlines] = $_;
+ $nlines++;
+}
+close(PP);
+
+open(TMPFILE,">/tmp/tmp.pp.sedition") || die "Fatal: can't open /tmp/tmp.pp.sedition : $!\n";
+open(SOURCE,$sourcefile) || die;
+while (<SOURCE>)
+{
+ if (/^(.*)\@$keyword\@(.*)$/)
+ {
+ $start = $1;
+ $end = $2;
+ foreach $line (@ppline)
+ {
+ print TMPFILE "$start$line$end\n";
+ }
+ } else { print TMPFILE $_;}
+}
+close SOURCE;
+close TMPFILE;
+
+# Replace the original file with the new one, and restore the original
+# file's mode.
+#
+unlink $sourcefile;
+system("mv /tmp/tmp.pp.sedition $sourcefile");
+chmod $mode, $sourcefile;
diff --git a/easel/devkit/sqc b/easel/devkit/sqc
new file mode 100755
index 0000000..81d03de
--- /dev/null
+++ b/easel/devkit/sqc
@@ -0,0 +1,525 @@
+#! /usr/bin/perl
+
+# sqc
+# quality control script for exercising code, regression testing,
+# and benchmarking.
+#
+# Usage: sqc [options] <level> <command file> <bindir> [<bindir>...]
+# level - an integer >= 0. Higher = more testing, more time.
+# command file - an sqc command file. See below for format.
+# bindir - path to executables to test. Optionally, more
+# than one bindir may be given.
+#
+# Available options:
+# -m - "exercise" tests are examined for memory leaks,
+# in addition to testing exit status. Executables
+# must be compiled with ccmalloc for leaks to be detected.
+# If ccmalloc instrumentation is not present,
+# this has no effect.
+# -p <prepdir> - optional path to binaries for "prep" commands
+# (more than one -p can be used)
+# -r <olddir> - path to old binaries for regression tests.
+# mandatory if >=1 regression test is in the
+# command file; unused for other tests.
+# (More than one -r can be used; the list
+# should mirror the list of bindirs in the command
+# line, for the new version of the binaries.)
+# Example:
+# sqc -p ../squid 2 exercises.sqc ../src
+# sqc -p ../squid -r ../infernal-0.3/src 2 regressions.sqc ../src
+#
+# For each (non-prep) test in the command file, a one-line summary
+# of the result is printed. The format of this line is:
+# <testtype> <test #> [<test name>]... <status>
+# where <testtype> is exercise, regression, benchmark, or fail;
+# <test #> is a counter, separate for each type;
+# <test name> is the one-word name for this test;
+# and <status> is the result of the test. The format for <status>
+# is described later.
+#
+# Format of sqc file:
+# Blank lines are ignored. Lines beginning with # are comments and
+# are ignored. All other lines have format:
+# <level> <type> <name> <command>
+#
+# level: an integer >= 0. If the sqc level is less than this test's
+# level, the command is skipped. This allows quick, less
+# extensive tests and long, extensive tests to be configured
+# in one command file.
+#
+# type: One of the following keywords:
+# prep, exercise, regression, benchmark, fail
+# See below for description of each.
+#
+# name: One word, <=20 characters, naming this test.
+# Makes it easier to track down a failed test.
+# sqc does not verify that names are unique, but it's
+# a good idea.
+#
+# command: Command template to run. (remainder of line, usually
+# more than one token/word).
+# A command template is subjected to: filename substitution,
+# regression filename substitution, path substitution,
+# and output redirection:
+#
+# filename substitution:
+# Any token enclosed in %% in the template is interpreted
+# as a temporary file that is created by the sqc run,
+# which sqc is responsible for deleting. sqc substitutes
+# a unique tmp file name for each unique token. A given
+# token will always map to the same real file name, so
+# a token may be used in more than one command (for example,
+# a "prep" command can create a file that subsequent
+# "exercise" commands need as input).
+# For example, %FOO% might be substituted by /tmp/sqc-FOO.
+#
+# No token may contain the string REGRESSION; this is
+# reserved for regression tests (see below).
+#
+# In general, a command template should not explicitly name any
+# tmp files; if it does, they won't be deleted properly by sqc.
+#
+# regression filename substitution:
+# A "regression" command must be able to take a command
+# line argument "--regress <f>", where <f> is the name of
+# a regression datafile (e.g. a datafile that should be
+# absolutely identical between releases of the code).
+# Filename substitution is performed as if the command
+# template contained "--regress %REGRESSION%" immediately
+# after the first token (which is assumed to be the name
+# of the executable).
+#
+# path substitution:
+# Any token enclosed in @@ in the template is subjected
+# to path substitution.
+# The <bindir> argument(s) set one or more possible paths
+# to executables to be tested. Prep commands might also
+# be found in <prepdir>, or in the $PATH. Regression commands
+# are found in <bindir> for the new code, and <olddir> for
+# the old code.
+# A @token@ in the command template is assumed to
+# be the name of an executable. This executable is searched
+# for in one or more directories, as above, until it is
+# found, and the @token@ is replaced by the fully qualified path.
+# Normally the first token in the template is a @@ token:
+# @cmbuild@ %TRNA.CM% test.sto
+# An exception is bug driving scripts, which need to have
+# full executable paths passed to them:
+# ./bug1 @cmbuild@ @cmsearch@
+# The order of search is:
+# for prep: <prepdir>, <bindir>, then $PATH
+# for regression: <bindir> for new version; <olddir> for old
+# for others: <bindir> only
+#
+# output redirection:
+# ">/dev/null 2> [tmpfile]" are appended to the command
+# template, to redirect all output away, and save
+# STDERR diagnostics to a tmpfile (for instance, ccmalloc
+# report goes to this file).
+# If the command template already includes a ">", only
+# the STDERR redirection is done; it is assumed that the command
+# is deliberately keeping its output (probably in a tmpfile).
+# If redirection is done explicitly in the command template,
+# the template is responsible for stdout. sqc always handles
+# stderr itself.
+#
+# Types of tests:
+#
+# prep: Creates tmp files that other tests will need.
+# If a prep command fails for any reason with nonzero
+# exit status, sqc dies at that point.
+# prep commands create no output lines.
+#
+# exercise: Run a command that is expected to succeed with zero
+# exit status.
+# Return status is tested; if nonzero, a failure is
+# recorded. Crashes versus clean failures are reported
+# differently in the output message.
+# If -m option is selected, ccmalloc instrumentation is
+# assumed to be present; ccmalloc report is examined for
+# memory leaks.
+# The format for the status in the output line is:
+# ok.
+# FAILED [nonzero code %d]
+# FAILED [leak, %d bytes] (only with sqc -m)
+# FAILED [crash!]
+#
+# regression: Runs a command twice: once using a new binary in
+# <bindir>, then again using old binary in <olddir>,
+# saving regression data files from each run. Tests
+# that the two data files are identical.
+# Records a failure if either command fails, or if
+# the data files are not identical.
+# Possible results for output line status are:
+# ok.
+# FAILED [regressions differ]
+# FAILED [new code %d]
+# FAILED [old code %d]
+# FAILED [new crashed!]
+# FAILED [old crashed!]
+#
+# benchmark: Runs a command in <bindir> and measures how long it takes.
+# The output status field is the user CPU time in seconds.
+# Like a prep command, if a benchmark command fails, sqc
+# dies immediately at that point.
+#
+# fail: Run a command that is expected to exit cleanly with
+# *nonzero* exit status (for example, testing that a program
+# successfully detects bad input, rather than crashing).
+# Possible results for output line status are:
+# ok.
+# FAILED [0 status]
+# FAILED [crash!]
+#
+#
+################################################################
+# SRE, Tue Aug 6 11:16:39 2002
+# SVN $Id: sqc 1796 2007-01-03 22:36:44Z eddys $
+
+require "getopts.pl";
+require "importenv.pl";
+
+# Parse our command line
+#
+&Getopts('mp:r:v');
+if ($opt_m) { $do_memtest = 1; }
+if ($opt_p) { push @prepdirs, $opt_p; }
+if ($opt_r) { push @olddirs, $opt_r; }
+if ($opt_v) { $verbose = 1; }
+
+if ($#ARGV < 2) {
+ die "Usage: sqc [options] <level> <commandfile> <bindir>...\n";
+}
+
+$setlevel = shift;
+$commandfile = shift;
+ at bindirs = @ARGV;
+
+$tmp = &tempname;
+$| = 1;
+
+print "sqc: running $commandfile.\n" if $verbose;
+
+open(COMMANDS, $commandfile) || die;
+$nmem = $nbench = $ntest = $badtest = 0;
+$tot_benchtime_cpu = $tot_benchtime_wall = 0.;
+$linenum = 0;
+while (<COMMANDS>) {
+ $linenum++;
+ if (/^\#/) { next; }
+ if (/^\s*$/) { next; }
+
+
+ chomp;
+ print "sqc: evaluating line: $_\n" if $verbose;
+ ($testlevel, $testtype, $testname, $cmdtemplate) = split(' ', $_, 4);
+ if ($setlevel < $testlevel) { next; }
+
+
+ # Make sure it's a valid test type;
+ # print the first part of the output line.
+ #
+ if ($testtype eq "exercise" ||
+ $testtype eq "regression" ||
+ $testtype eq "fail" ||
+ $testtype eq "benchmark")
+ {
+ $ntest++;
+ printf(" %10s %4d [%20s] ... ", $testtype, $ntest, $testname);
+ }
+ elsif ($testtype ne "prep")
+ {
+ die "No such test type $testtype at line $linenum of command file\n";
+ }
+
+ # Filename substitution.
+ $cmd = &filename_substitution($tmp, $cmdtemplate);
+ print "sqc: after filename subst, cmd is: $cmd\n" if $verbose;
+
+ # Regression substitutions, $cmd splits into $cmd (new) and $cmd2 (old)
+ if ($testtype eq "regression") {
+ ($cmd, $cmd2) = ®ression_substitution($tmp, $cmd);
+ }
+
+ # Path substitutions.
+ if ($testtype eq "prep") {
+ ($foundit, $cmd) = &path_substitution($cmd, @prepdirs, @bindirs);
+ } elsif ($testtype eq "regression") {
+ ($foundit, $cmd) = &path_substitution($cmd, @bindirs);
+ if (! $foundit) {
+ die("\nDidn't find new executable for cmd at line $linenum\n");
+ }
+ ($foundit, $cmd2) = &path_substitution($cmd2, @olddirs);
+ if (! $foundit) {
+ die("\nDidn't find old executable for cmd at line $linenum\n");
+ }
+ } else {
+ ($foundit, $cmd) = &path_substitution($cmd, @bindirs);
+ if (! $foundit) {
+ die("\nDidn't find executable for cmd at line $linenum\n");
+ }
+ }
+ print "sqc: after path subst, cmd is: $cmd\n" if $verbose;
+
+ # Output redirection substitution.
+ # stdout is sent to /dev/null unless command already is handling it.
+ # stderr is saved in a tmp file.
+ # (stderr from the old cmd2 of a regression test is sent to /dev/null)
+ #
+ if ($cmd !~ />/) {
+ $cmd = "$cmd > /dev/null";
+ $cmd2 = "$cmd2 > /dev/null" if ($testtype eq "regression");
+ }
+ $cmd = "$cmd 2> $tmp.stderr";
+ $cmd2 = "$cmd2 2> /dev/null" if ($testtype eq "regression");
+ print "sqc: after output subst, cmd is: $cmd\n" if $verbose;
+
+ # Run the commands and collect exit status.
+ $startwall = time;
+ $startcpu = (times)[2];
+ print "sqc: running cmd: $cmd\n" if $verbose;
+ system "$cmd";
+ $status1 = $?;
+ if ($testtype eq "regression") {
+ system "$cmd2";
+ $status2 = $?;
+ }
+ $stopwall = time;
+ $stopcpu = (times)[2];
+
+ # Deal with exit status and output.
+ if ($testtype eq "prep") {
+ if ($status1 != 0) {
+ die "prep command [$testname] at line $linenum failed with status $status1\n";
+ }
+ } elsif ($testtype eq "exercise") {
+ if ($do_memtest) {
+ ($have_ccmalloc, $garbage) = &check_ccmalloc_status("$tmp.stderr");
+ $nmem++ if ($have_ccmalloc);
+ if ($garbage != 0) {
+ print "FAILED [leak, $garbage bytes]\n";
+ $badtest++;
+ next;
+ }
+ } elsif (($status1&255) != 0) {
+ print "FAILED [crash!]\n";
+ $badtest++;
+ next;
+ } elsif (($status1>>8) != 0) {
+ $code = ($status1 >>8);
+ print "FAILED [nonzero code $code]\n";
+ $badtest++;
+ next;
+ }
+ print "ok.\n";
+ } elsif ($testtype eq "regression") {
+ if (($status1&255) != 0) {
+ print "FAILED [new crashed!]\n";
+ $badtest++;
+ next;
+ } elsif (($status1>>8) != 0) {
+ $code = ($status1 >>8);
+ print "FAILED [new code $code]\n";
+ $badtest++;
+ next;
+ } elsif (($status2&255) != 0) {
+ print "FAILED [old crashed!]\n";
+ $badtest++;
+ next;
+ } elsif (($status2>>8) != 0) {
+ $code = ($status2 >>8);
+ print "FAILED [old code $code]\n";
+ $badtest++;
+ next;
+ }
+
+ system("diff $tmp.REGRESSION.1 $tmp.REGRESSION.2 > /dev/null");
+ if ($? != 0) {
+ print "FAILED [regressions differ]\n";
+ $badtest++;
+ next;
+ }
+ print "ok.\n";
+ } elsif ($testtype eq "benchmark") {
+ if ($status1 != 0) {
+ die "benchmark at line $linenum failed with status $status1\n";
+ }
+ $cpu_elapsed = $stopcpu - $startcpu;
+ $wall_elapsed = $stopwall - $startwall;
+ printf "%6.1f cpu %4d wall\n", $cpu_elapsed, $wall_elapsed;
+ $tot_benchtime_cpu += $cpu_elapsed;
+ $tot_benchtime_wall += $wall_elapsed;
+ $nbench++;
+ } elsif ($testtype eq "fail") {
+ if (($status1&255) != 0) {
+ print "FAILED [crash!]\n";
+ $badtest++;
+ next;
+ } elsif (($status1>>8) == 0) {
+ print "FAILED [0 status]\n";
+ $badtest++;
+ next;
+ }
+ print "ok.\n";
+ }
+}
+
+# Summarize output.
+if ($badtest > 0) {
+ print "\n$badtest of $ntest exercises at level <= $setlevel FAILED.\n";
+} else {
+ print "\nAll $ntest exercises at level <= $setlevel passed.\n";
+}
+if ($nbench > 0) {
+ printf "\nTotal of %d benchmarks: %.1f cpu %d wall\n",
+ $nbench, $tot_benchtime_cpu, $tot_benchtime_wall;
+}
+if ($do_memtest && $nmem == 0) {
+ print "warning: -m selected, but no ccmalloc reports found\n";
+}
+
+# Print info on system, date, etc.
+#
+print "\n\nSystem information:\n";
+print `date`;
+print `uname -a`;
+
+
+# Clean up.
+#
+foreach $tmpfile (keys(%used_tmpfile)) {
+ unlink $tmpfile if -e $tmpfile;
+}
+unlink $tmp if -e $tmp;
+unlink "$tmp.stderr" if -e "$tmp.stderr";
+
+
+
+# filename_substitution(tmpprefix, command_template)
+#
+# Uses a global, %used_tmpfile, which is a hash
+# that is TRUE for each tmpfile names that we'll
+# try to delete upon exit.
+sub
+filename_substitution
+{
+ my ($tmp, $com) = @_;
+ my ($token, $newname);
+
+ while ($com =~ /%(\S+)%/) {
+ $token = $1;
+ $newname = "$tmp.$token";
+ $com =~ s/%$token%/$newname/g;
+ $used_tmpfile{$newname} = 1;
+ }
+ return $com;
+}
+
+sub
+regression_substitution
+{
+ my ($tmp, $com) = @_;
+ my ($executable, $args, $cmd1, $cmd2);
+
+ ($executable, $args) = split(' ', $com, 2);
+ $cmd1 = "$executable --regress $tmp.REGRESSION.1 $args";
+ $cmd2 = "$executable --regress $tmp.REGRESSION.2 $args";
+ $used_tmpfile{"$tmp.REGRESSION.1"} = 1;
+ $used_tmpfile{"$tmp.REGRESSION.2"} = 1;
+ return ($cmd1, $cmd2);
+}
+
+sub
+path_substitution
+{
+ my ($com, @dirs) = @_;
+
+ $foundit = 0;
+ while ($com =~ /\@(\S+)\@/) {
+ $token = $1;
+ $foundit = 0;
+ foreach $dir (@dirs) {
+ if (-x "$dir/$token") {
+ $newname = "$dir/$token";
+ $com =~ s/\@$token\@/$newname/;
+ $foundit = 1;
+ last;
+ }
+ }
+ if (! $foundit) { last; }
+ }
+ return ($foundit, $com);
+}
+
+# Function: check_ccmalloc_status
+#
+# Look at a file containing stderr from an executed command;
+# find ccmalloc report; if present, parse out the number of
+# bytes leaked (e.g. garbage).
+#
+# Return ($has_ccmalloc, $garbage):
+# $has_ccmalloc: 1 if report is present; else 0
+# $garbage: number of bytes leaked (0 if none)
+#
+# If $file isn't present, returns (0,0) - e.g. that problem is
+# silently ignored. The caller may realize that something's wrong
+# if it expected $has_ccmalloc to be 1.
+#
+# We can't check ccmalloc on all sqc exercises, because some
+# of them (particularly bug tests) are scripts that cannot be
+# instrumented by ccmalloc.
+sub
+check_ccmalloc_status
+{
+ my ($file) = @_;
+ my ($has_ccmalloc, $has_garbage, $garbage);
+
+ open(CCMALLOC, "$file") || return (0,0);
+ $has_ccmalloc = $has_garbage = $garbage = 0;
+ while (<CCMALLOC>) {
+ if (/^\|=+ *ccmalloc-/) { $has_ccmalloc = 1; }
+ if (/^\|\s*bytes\s*\|\s*\d+\s*\|\s*\d+\s*\|\s*(\d+)\s*\|/) {
+ $has_garbage = 1;
+ $garbage = $1;
+ }
+ }
+ close CCMALLOC;
+
+ # must have successfully parsed garbage line, in addition to
+ # ccmalloc header, to count as a present ccmalloc report.
+ #
+ if (! $has_garbage) { $has_ccmalloc = 0; }
+ return ($has_ccmalloc, $garbage);
+}
+
+# Function: tempname
+#
+# Returns a unique temporary filename.
+#
+# Should be robust. Uses the pid as part of the temp name
+# to prevent other processes from clashing. A two-letter
+# code is also added, so a given process can request
+# up to 676 temp file names (26*26). An "esltmp" code is
+# also added to distinguish these temp files from those
+# made by other programs.
+#
+# Returns nothing if it fails to get a temp file name.
+#
+# If TMPDIR is set, that directory is prepended to the
+# name.
+#
+sub tempname {
+ my ($dir, $name, $suffix);
+ if ($TMPDIR) { $dir = $TMPDIR."/"; } else {$dir = "";}
+
+ foreach $suffix ("aa".."zz") {
+ $name = "$dir"."esltmp".$suffix.$$;
+ if (! (-e $name)) {
+ open(TMP,">$name") || die; # Touch it to reserve it.
+ close(TMP);
+ return "$name";
+ }
+ }
+}
+
+
diff --git a/easel/documentation/Makefile b/easel/documentation/Makefile
new file mode 100644
index 0000000..4a9593e
--- /dev/null
+++ b/easel/documentation/Makefile
@@ -0,0 +1,96 @@
+AUTODOC = ../devkit/autodoc
+CEXCERPT = ../devkit/cexcerpt
+
+
+# Each module in this list obeys three documentation conventions:
+#
+# 1. It has a .tex file documenting its API.
+# These are handwritten, in the source directory with
+# the .c and .h files.
+#
+# 2. It can be processed with autodoc_functions to
+# produce the function documentation appendix to
+# each module. These appendices go to the
+# autotext/ subdir.
+#
+# 3. It can be processed with cexcerpts to extract
+# verbatim code fragments for inclusion in the
+# documentation. These fragments go to the cexcerpts/
+# subdir.
+#
+MODULES = easel\
+ esl_alphabet\
+ esl_cluster\
+ esl_dirichlet\
+ esl_distance\
+ esl_dmatrix\
+ esl_exponential\
+ esl_fileparser\
+ esl_gamma\
+ esl_getopts\
+ esl_gev\
+ esl_gumbel\
+ esl_histogram\
+ esl_hyperexp\
+ esl_keyhash\
+ esl_minimizer\
+ esl_mixgev\
+ esl_mpi\
+ esl_msa\
+ esl_msacluster\
+ esl_msaweight\
+ esl_normal\
+ esl_paml\
+ esl_random\
+ esl_randomseq\
+ esl_ratematrix\
+ esl_regexp\
+ esl_rootfinder\
+ esl_scorematrix\
+ esl_sq\
+ esl_sqio\
+ esl_sse\
+ esl_ssi\
+ esl_stack\
+ esl_stats\
+ esl_stopwatch\
+ esl_stretchexp\
+ esl_swat\
+ esl_tree\
+ esl_vectorops\
+ esl_weibull\
+ esl_wuss
+
+pdf:
+ make autodoc
+ make cexcerpt
+ pdflatex main
+ bibtex main
+ pdflatex main
+ pdflatex main
+ mv main.pdf current.pdf
+
+autodoc:
+ mkdir -p autotext
+ for module in ${MODULES}; do\
+ ${AUTODOC} ../$$module.c > autotext/$${module}_functions.tex;\
+ done
+
+cexcerpt:
+ mkdir -p cexcerpts
+ for module in ${MODULES}; do\
+ ${CEXCERPT} ../$$module.c cexcerpts;\
+ ${CEXCERPT} ../$$module.h cexcerpts;\
+ done
+
+clean:
+ -rm *~ TAGS
+ -rm main.log main.out main.pdf main.aux main.toc
+ -rm main.bbl main.blg main.brf
+ -rm typography.log typography.aux typography.out
+ -rm autotext/*.tex
+
+distclean:
+ -rm -rf cexcerpts
+ -rm -rf autotext
+ make clean
diff --git a/easel/documentation/codestyle.tex b/easel/documentation/codestyle.tex
new file mode 100644
index 0000000..344f7d7
--- /dev/null
+++ b/easel/documentation/codestyle.tex
@@ -0,0 +1,1069 @@
+
+This chapter describes Easel from a developer's perspective: how a new
+module's source code is written, organized, and documented. Besides
+providing specifications for implementing new modules, it may also
+help in understanding the structure of existing ones.
+
+Easel is not overly concerned with foolish consistency. Nonetheless,
+Easel modules are organized in similar ways, and similar functions are
+channeled towards common \esldef{interfaces} that provide guidelines
+for a shared behavior and a shared naming convention. These shared
+patterns have been established as a result of experience. Common
+interface designs help reduce the apparent complexity of the library,
+by making many functions behave in predictable ways, so it is easier
+to learn for a programmer to use new Easel modules.
+
+Because this chapter represents specifications, some language conveys
+legalistic meaning:
+
+\begin{itemize}
+\item \emph{Must} indicates a requirement: noncompliance means the
+code is broken.
+
+\item \emph{Shall} means a requirement for \emph{new and revised}
+Easel code, but older Easel code is ``grandfathered in'' and may not
+necessarily measure up to the spec. These are specs that Easel is
+evolving towards. \footnote{In RFC2119, ``must'', ``required'', and
+``shall'' mean the same thing. RFC2119 does not define terms suitable
+for an evolving specification.}
+
+\item \emph{Should} means a best practice, a preferred or recommended
+choice among compliant alternatives.
+
+\item \emph{May} means a non-preferred or less frequent choice among
+compliant alternatives.
+
+\item Any other statement, such as ``Each module consists of three
+files'' indicates a fact with few or no exceptions.
+\end{itemize}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel module}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+Each module consists of three files: a .c source code file, a .h
+header file, and a .tex documentation file. These filenames are
+constructed from the module name. For example, the \eslmod{dmatrix}
+module is implemented in \ccode{esl\_dmatrix.c},
+\ccode{esl\_dmatrix.h}, and \ccode{esl\_dmatrix.tex}.
+
+\subsection{Naming a module}
+
+Module names should be ten characters or less.\footnote{sqc assumes
+ this in its output formatting, for example.}
+
+If a module is organized around an object, they should have the same
+name: for example, the \eslmod{alphabet} module implements the
+\ccode{ESL\_ALPHABET} object.\footnote{An exception is the
+\ccode{ESL\_RANDOMNESS} object in the \eslmod{random} module. Also,
+some modules implement more than one object: \eslmod{getopts} and
+\eslmod{dmatrix}, for example.}
+
+Like \emph{Drosophila} gene names, the module should also have a
+three-letter abbreviation. For instance, the \eslmod{alphabet} module
+is also known by the abbreviation \eslmod{abc}. The three-letter code
+is used to construct shorter function and macro names. The module may
+use a four-letter abbreviation\footnote{An example of a four-letter
+abbreviation is \ccode{\_root\_} for functions in the
+\eslmod{rootfinder} module.} or no abbreviation, in some
+cases.\footnote{An example of a module with no abbreviation is the
+\eslmod{stack} module.}
+
+\subsection{Driver programs}
+
+Each module contains one or more \ccode{main()} functions for testing
+and example purposes, enclosed in \ccode{\#ifdef}'s to control
+conditional compilation. These \esldef{drivers} implement small
+programs for various purposes including unit testing, examples, and
+benchmarking. Drivers are programs that are compiled on demand, rather
+than being installed as applications.
+
+Putting the driver programs right into the module \ccode{.c} file
+under conditional compilation flags is Easel's solution to a common
+problem of managing code reuse. One finds oneself writing many small
+one-off programs that use the library in simple ways, for tasks that
+aren't worth writing a permanent application for. However, one-off
+programs are easily misplaced, and suffer bit
+rot,\footnote{\emph{``bit rot /n./ Also bit decay. Hypothetical
+disease, the existence of which has been deduced from the observation
+that unused programs or features will often stop working after
+sufficient time has passed, even if `nothing has changed'.''} [The
+Jargon File, \url{http://catb.org/esr/jargon/}]} so one finds oneself
+writing the same small program repeatedly and sloppily. Instead,
+Easel accumulates these useful pieces of functionality in its
+permanent drivers, where they can be continually reused, improved, and
+retested.
+
+There are currently five different types of drivers used in Easel:
+
+\begin{description}
+
+\item[\textbf{Automated test driver.}] Each module has one (and only
+ one) \ccode{main()} that runs the unit tests and any other automated
+ for the module. The test driver is compiled and run by the testsuite
+ in \ccode{testsuite/testsuite.sqc} when one does a \ccode{make
+ check} on the package. It is also run by several of the automated
+ tools used in development, including the coverage (\ccode{gcov}) and
+ memory (\ccode{valgrind}) tests. The test driver is enclosed by
+ \ccode{\#ifdef eslFOO\_TESTDRIVE} tags.
+
+\item[\textbf{Regression/comparison tests.}] (Optional.) These tests
+ link to at least one other existing library that provides comparable
+ functionality, such as the old SQUID library or the GNU Scientific
+ Library, and test that Easel's functionality performs at least as
+ well as the 'competition'. These tests are run on demand, and not
+ included in automated testing, because the other libraries may only
+ be present on a subset of our development machines. They are
+ enclosed by \ccode{\#ifdef eslFOO\_REGRESSION} tags.
+
+\item[\textbf{Benchmark tests.}] (Optional.) These tests run a
+ standardized performance benchmark and collect time and/or memory
+ statistics. They may generate output suitable for graphing. They are
+ run on demand, not by automated tools. They are enclosed by
+ \ccode{\#ifdef eslFOO\_BENCHMARK} tags.
+
+\item[\textbf{Statistics generators.}] (Optional.) These tests collect
+ statistics used to characterize the module's scientific performance,
+ such as its accuracy at some task. They may generate graphing
+ output. They are run on demand, not by automated tools. They are
+ enclosed by \ccode{\#ifdef eslFOO\_STATS} tags.
+
+\item[\textbf{Examples.}] Every module has at least one example
+ \ccode{main()} that provides a ``hello world'' level example of
+ using the module's API. Examples are enclosed in \ccode{cexcerpt}
+ tags for extraction and verbatim inclusion in the documentation.
+ They are enclosed by \ccode{\#ifdef eslFOO\_EXAMPLE} tags, where
+ \ccode{FOO} is the name of the module.
+\end{description}
+
+All modules have at least one test driver and one example. Other tests
+and examples are optional. When there is more than one \ccode{main()}
+of a given type, the additional tags are numbered starting from 2: for
+example, a module with three example \ccode{main()'s} would have three
+tags for conditional compilation, \ccode{eslFOO\_EXAMPLE},
+\ccode{eslFOO\_EXAMPLE2}, and \ccode{eslFOO\_EXAMPLE3}.
+
+The format of the conditional compilation tags for all the drivers
+(including test and example drivers) must be obeyed. Some test scripts
+are scanning the .c files and identifying these tags
+automatically. For instance, the driver compilation test identify any
+tag named
+\ccode{esl\$(MODULENAME)\_\{TESTDRIVE,EXAMPLE,REGRESSION,BENCHMARK,STATS\}*}
+and attempt to compile the code with that tag defined.
+
+Which driver is compiled (if any) is controlled by conditional
+compilation of the module's \ccode{.c} file with the appropriate
+tag. For example, to compile and run the \eslmod{sqio} test driver as
+a standalone module:
+
+\begin{cchunk}
+ % gcc -g -Wall -I. -o test -DeslSQIO_TESTDRIVE esl_sqio.c easel.c -lm
+ % ./test
+\end{cchunk}
+
+or to compile and run it in full library configuration:
+
+\begin{cchunk}
+ % gcc -g -Wall -I. -L. -o test -DeslSQIO_TESTDRIVE esl_sqio.c -leasel -lm
+ % ./test
+\end{cchunk}
+
+
+\subsection{Organization of the .c file}
+
+The .c file starts with a block comment that contains a line stating
+the module's purpose; a table of contents listing the sections the
+file is organized into (see below); an incept stamp (initials and
+date) to help track the provenance of this file \footnote{The physical
+place where the code was started and the music we were listening to
+may also be nostalgically noted on the incept line.}; and an
+\ccode{SVN \$Id\$} tag that is filled in by Subversion. For example,
+from the \eslmod{msa} module:
+
+\input{cexcerpts/header_example}
+
+Included headers are next. The \ccode{esl\_config.h} header must
+always be first, because it contains platform-independent
+configuration code that may affect even the standard library header
+files. Standard headers like \ccode{stdio.h} come next, then Easel's
+main header \ccode{easel.h}; then headers of any other Easel modules
+this module depends on; then any headers for modules this module can
+be augmented with, surrounded by appropriate \ccode{\#ifdef}'s; then
+the module's own header. For example, the \ccode{\#include}'s in the
+\eslmod{msa} module look like:
+
+\input{cexcerpts/include_example}
+
+The rest of the file is split into sections, which are numbered and
+given one-line titles that appear in the table of contents, comments
+in front of each code section in the .c file, and comments in front of
+that section's declarations in the .h file. Because of the numbering
+and titling, a particular section of code can be located by searching
+on the number or title. A common section structure includes the
+following, in this order:
+
+\begin{description}
+
+\item[\textbf{The \ccode{FOOBAR} object.}]
+ These routines create and destroy objects, and include
+ other object manipulation functions that follow common interfaces.
+
+\item[\textbf{Debugging/dev code.}]
+ Most objects can be validated or dumped to an output stream
+ for inspection.
+
+\item[\textbf{The rest of the API.}]
+ Everything else that is part of the API for this module in its
+ baseline (unaugmented) form. Usually these functions don't follow
+ any particular common interface. These might be split across
+ multiple sections.
+
+\item[\textbf{Augmented API, if any.}]
+ Any functions that are only available with one or more augmentations
+ are split into separate sections.
+
+\item[\textbf{Private functions.}]
+ Easel isn't rigorous about where private (non-exposed) functions go,
+ but they often go in a separate section in about the middle of the
+ \ccode{.c} file, after the API and before the drivers.
+
+\item[\textbf{Optional drivers}] Stats, benchmark, and regression
+ drivers, if any.
+
+\item [\textbf{Unit tests.}]
+ The unit tests are internal controls that test that the module's API
+ works as advertised.
+
+\item [\textbf{Test driver.}]
+ All modules have an automated test driver is a \ccode{main()} that
+ runs the unit tests.
+
+\item [\textbf{Example code.}]
+ All modules have at least one \ccode{main()} showing an example of
+ how to use the main features of the module.
+
+\item [\textbf{Copyright/license information.}] Each file ends with a
+ \ccode{ This copyrighted source code is freely distributed } tag. This placeholder is automatically replaced by
+ \ccode{ under the terms of the GNU General Public License. See} tag. This placeholder is automatically replaced by
+ \ccode{ the files COPYRIGHT and LICENSE for details.} tag. This placeholder is automatically replaced by
+ the correct license statement at packaging time. This gives us the
+ ability to package specially licensed versions, in addition to the
+ usual open source version.
+\end{description}
+
+
+ \subsection{Organization of the .h header file}
+
+...
+
+ \subsection{Organization of the .tex documentation file}
+...
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel function}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\subsection{Naming a function}
+
+Function names are tripartite, constructed as
+\ccode{esl\_\{tag\}\_\{name\}}. The \ccode{\{tag\}} is either an
+object name, the module's full name, or the module's three-letter
+abbreviation. The function \ccode{\{name\}} can be anything, but some
+names are standard and indicate the use of a common interface.
+
+In a module that implements one or more objects, different tags are
+used to indicate functions that operate directly on objects via common
+interfaces, versus other functions in the exposed API. Functions that
+act directly on an object using a common interface should be named by
+the object name, such as
+\ccode{esl\_alphabet\_Create()}.\footnote{This is a clumsy C version
+of what C++ would do with namespaces, object methods, and
+constructors/destructors.} Other functions in the API of a module
+should be named by the three-letter code, such as
+\ccode{esl\_abc\_Digitize()}.
+
+In modules that implement no objects, a single tag is used. The
+\ccode{\{tag\}} can either be the full module name or the three-letter
+abbreviation. Whichever is used, that choice should be used
+consistently in all exposed functions in a given module.
+
+Only exposed (\ccode{extern}) functions must follow these rules. In
+general, private (\ccode{static}) functions can have any name.
+
+Sometimes essentially the same function must be provided for different
+data types, in which case one-letter prefixes are used to indicate
+datatype:
+
+\begin{tabular}{ll}
+\ccode{C} & \ccode{char} type, or a standard C string \\
+\ccode{X} & \ccode{ESL\_DSQ} type, or an Easel digitized sequence\\
+\ccode{I} & \ccode{int} type \\
+\ccode{F} & \ccode{float} type \\
+\ccode{D} & \ccode{double} type \\
+\end{tabular}
+
+For example, \eslmod{vectorops} uses this convention heavily;
+\ccode{esl\_vec\_FNorm()} normalizes a vector of floats and
+\ccode{esl\_vec\_DNorm()} normalizes a vector of doubles. A second
+example is in \eslmod{random}, which provides routines for shuffling
+either text strings or digitized sequences, such as
+\ccode{esl\_rnd\_CShuffle()} and \ccode{esl\_rnd\_XShuffle()}.
+
+
+\subsection{Conventions for argument names}
+
+When using pointers in C, it can be hard to tell which arguments are
+for input data (which are provided by the caller and will not be
+modified), output data (which are created and returned by the
+function), and modified data (which are both input and output).
+
+For output consisting of pointers to nonscalar types such as objects
+or arrays, it also can be hard to distinguish when the caller is
+supposed to provide pre-allocated storage for the result, versus the
+storage being newly allocated by the function.\footnote{A common
+strategy in C library design is to strive for \emph{no} allocation in
+the library, so the caller is always responsible for explicit
+alloc/free pairs. I feel this puts a tedious burden of allocation code
+on an application.}
+
+When functions return more than one kind of result, it is convenient
+to make all the individual results optional, so the caller doesn't
+have to deal with managing storage for results it isn't interested in.
+In Easel, an optional result pointer is passed as \ccode{NULL} to
+indicate a possible result is not wanted (and is not allocated, if
+returning that result required new allocation).
+
+Easel uses a prefix convention on pointer argument names to indicate
+these situations:
+
+\begin{table}[h]
+\begin{center}
+{\small
+\begin{tabular}{cp{2.5in}p{3in}}
+ \textbf{prefix} & \textbf{argument type} & \textbf{allocation (if any):}\\
+none & If qualified as \ccode{const}, a pointer
+ to input data, not modified by the call.
+ If unqualified, a pointer to data modified
+ by the call (it's both input and output). & by caller\\
+\ccode{ret\_} & Pointer to result. & in the function \\
+\ccode{opt\_} & Pointer to optional result.
+ If non-\ccode{NULL}, result is obtained. & in the function \\
+\end{tabular}
+}
+\end{center}
+\end{table}
+
+
+\subsection{Documentation: the structured comment header}
+
+The documentation for Easel's functions is embedded in the source code
+itself, rather than being in separate files. A homegrown documentation
+extraction tool (\prog{autodoc}) is used to process the source files
+and extract and format the documentation.
+
+An important part of the documentation is the documentation for
+individual functions. Each Easel function is preceded by
+documentation in the form of a structured comment header that is
+parsed by \prog{autodoc}. For example:
+
+\input{cexcerpts/function_comment_example}
+
+\prog{autodoc} can do one of three things with the text that follows
+these tags: it can ignore it, use it verbatim, or process
+it. \esldef{Ignored} text is documentation that resides only in the
+source code, like the incept date and the notebook
+crossreferences.\footnote{Eventually, we will probably process the
+\ccode{Args:} part of the header, but for now it is ignored.}
+\esldef{Verbatim} text is picked up by \prog{autodoc} and formatted as
+\verb+\ccode{}+ in the \LaTeX\ documentation. \esldef{Processed} text
+is interpeted as \LaTeX\ code, with a special addition that angle
+brackets are used to enclose C code words, such as the argument names.
+\prog{autodoc} recognizes the angle brackets and formats the enclosed
+text as \verb+\ccode{}+. Unprotected underscore characters are
+allowed inside these angle brackets; \prog{autodoc} protects them
+appropriately when it generates the \LaTeX. Citations, such as
+\verb+\citep{MolerVanLoan03}+, are formatted for the \LaTeX\
+\verb+natbib+ package.
+
+The various fields are:
+
+\begin{sreitems}{\textbf{Function:}}
+\item[\textbf{Function:}]
+ The name of the function. \prog{autodoc} uses this line to
+ determine that it's supposed to generate a documentation entry here.
+ \prog{autodoc} checks that it matches the name of the immediately
+ following C function. One line; verbatim; required.
+
+\item[\textbf{Synopsis:}]
+ A short one-line summary of the function. \ccode{autodoc -t} uses this
+ line to generate the API summary tables that appear in this guide.
+ One line; processed; not required for \prog{autodoc} itself, but
+ required by \ccode{autodoc -t}.
+
+\item[\textbf{Incept:}] Records the author/date of first
+ draft. \prog{autodoc} doesn't use this line. Used to help track
+ development history. The definition of ``incept'' is often fuzzy,
+ because Easel is a palimpsest of rewritten code. This line often
+ also includes a location, such as \ccode{[AA 673 over Greenland]},
+ for no reason other than to remember how many weird places I've
+ managed to get work done in..
+
+\item[\textbf{Purpose:}] The main body. \prog{autodoc} processes this
+ to produce the \TeX documentation. It explains the purpose of the
+ function, then precisely defines what the caller must provide in
+ each input argument, and what the caller will get back in each
+ output argument. It should be written and referenced as if it will
+ appear in the user guide (because it will). Multiline; processed by
+ \prog{autodoc}; required.
+
+\item[\textbf{Args:}] A tabular-ish summary of each argument. Not
+ picked up by \prog{autodoc}, at least not at present. The
+ \ccode{Purpose:} section instead documents each option in free text.
+ Multiline and tabular-ish; ignored by \prog{autodoc}; optional.
+
+\item[\textbf{Returns:}] The possible return values from the function,
+ starting with what happens on successful completion (usually, return
+ of an \ccode{eslOK} code). Also indicates codes for unsuccessful
+ calls that are normal (returned) errors. If there are output
+ argument pointers, documents what they will contain upon successful
+ and unsuccessful return, and whether any of the output involved
+ allocating memory that the caller must free.
+
+\item[\textbf{Throws:}] The possible exceptions thrown by the
+ function, listing what a program that's handling its own exceptions
+ will have to deal with. (Programs should never assume that this list
+ is complete.) Programs that are letting Easel handle exceptions do
+ not have to worry about any of the thrown codes. The state of
+ output argument pointers is documented -- generally, all output is
+ set to \ccode{NULL} or \ccode{0} values when exceptions happen.
+ After a thrown exception, there is never any memory allocation in
+ output pointers that the caller must free.
+
+\item[\textbf{Xref:}] Crossreferences to notebooks (paper or
+ electronic) and to literature, to help track the history of the
+ function's development and rationale.\footnote{A typical reference
+ to one of SRE's notebooks is \ccode{STL10/143}, indicating St. Louis
+ notebook 10, page 143.} Personal developer notebooks are of course
+ not immediately available to all developers (especially bound paper
+ ones) but still, these crossreferences can be traced if necessary.
+\end{sreitems}
+
+
+
+\subsection{Common function interfaces}
+
+Some function names are shared and have common behaviors across
+modules, like \ccode{\_Get*()} and \ccode{\_Set*()} functions. These
+special names are called \esldef{common interfaces}.
+
+ \subsubsection{Creating and destroying new objects}
+
+Most Easel objects are allocated and free'd by
+\ccode{\_Create()/\_Destroy()} interface. Creating an object often
+just means allocating space for it, so that some other routine can
+fill data into it. It does not necessarily mean that the object
+contains valid data.
+
+\begin{sreapi}
+\hypertarget{ifc:Create}
+{\item[\_Create(N)]}
+
+A \ccode{\_Create()} interface takes any necessary initialization or
+size information as arguments (there may not be any), and it returns a
+pointer to the newly allocated object. If an (optional) number of
+elements \ccode{N} is provided, this specifies the number of elements
+that the object is going to contain (thus, creating a fixed-size
+object; contrast the \ccode{\_CreateGrowable()} interface). In the
+event of any failure, the procedure throws \ccode{NULL}.
+
+\hypertarget{ifc:Destroy}
+{\item[\_Destroy(obj)]}
+A \ccode{\_Destroy()} interface takes an object pointer as an
+argument, and frees all the memory associated with it.
+\end{sreapi}
+
+For example:
+\begin{cchunk}
+ ESL_SQ *sq;
+ sq = esl_sq_Create();
+ esl_sq_Destroy(sq);
+\end{cchunk}
+
+ \subsubsection{Opening and closing input streams}
+
+Some objects (such as \ccode{ESL\_SQFILE} and \ccode{ESL\_MSAFILE})
+correspond to open input streams -- usually an open file, but possibly
+reading from a pipe. Such objects are \ccode{\_Open()}'ed and
+\ccode{\_Close()'d}, not created and destroyed.
+
+Input stream objects have to be capable of handling normal failures,
+because of bad user input. Input stream objects contain an
+\ccode{errbuf[eslERRBUFSIZE]} field to capture informative parse error
+messages.
+
+\begin{sreapi}
+\hypertarget{ifc:Open}
+{\item[\_Open(file, formatcode, \&ret\_obj)]}
+
+Opens the \ccode{file}, which is in a format indicated by
+\ccode{formatcode} for reading; return the open input object in
+\ccode{ret\_obj}. A \ccode{formatcode} of 0 typically means unknown,
+in which case the \ccode{\_Open()} procedure attempts to autodetect
+the format. If the \ccode{file} is \ccode{"-"}, the object is
+configured to read from the \ccode{stdin} stream instead of opening a
+file. If the \ccode{file} ends in a \ccode{.gz} suffix, the object is
+configured to read from a pipe from \ccode{gzip -dc}. Returns
+\ccode{eslENOTFOUND} if \ccode{file} cannot be opened, and
+\ccode{eslEFORMAT} if autodetection is attempted but the format cannot
+be determined.
+
+\hypertarget{ifc:Close}
+{\item[\_Close(obj)]}
+
+Closes the input stream \ccode{obj}. Returns \ccode{void}.
+\end{sreapi}
+
+
+For example:
+
+\begin{cchunk}
+ char *seqfile = "foo.fa";
+ ESL_SQFILE *sqfp;
+
+ esl_sqio_Open(seqfile, eslSQFILE_FASTA, NULL, &sqfp);
+ esl_sqio_Close(sqfp);
+\end{cchunk}
+
+
+ \subsubsection{Growable objects}
+
+Some objects need to be reallocated and expanded during their use.
+These objects are called \esldef{growable}.
+
+In some cases, the whole purpose of the object is to have elements
+added to it, such as \ccode{ESL\_STACK} (pushdown stacks) and
+\ccode{ESL\_HISTOGRAM} (histograms). In these cases, the normal
+\ccode{\_Create()} interface performs an initial allocation, and the
+object keeps track of both its current contents size (often
+\ccode{obj->N}) and the current allocation size (often
+\ccode{obj->nalloc}).
+
+In some other cases, objects might be either growable or not,
+depending on how they're being used. This happens, for instance, when
+we have routines for parsing input data to create a new object, and we
+need to dynamically reallocate as we go because the input doesn't tell
+us the total size when we start. For instance, with \ccode{ESL\_TREE}
+(phylogenetic trees), sometimes we know exactly the size of the tree
+we need to create (because we're making a tree ourselves), and
+sometimes we need to create a growable object (because we're reading a
+tree from a file). In these cases, the normal \ccode{\_Create()}
+interface creates a static, nongrowable object of known size, and a
+\ccode{\_CreateGrowable()} interface specifies an initial allocation
+for a growable object.
+
+Easel usually handles its own reallocation of growable objects. For
+instance, many growable objects have an interface called something
+like \ccode{\_Add()} or \ccode{\_Push()} for storing the next element
+in the object, and this interface will deal with increasing allocation
+size as needed. In a few cases, a public \ccode{\_Grow()} interface
+is provided for reallocating an object to a larger size, in cases
+where a caller might need to grow the object itself. \ccode{\_Grow()}
+only increases an allocation when it is necessary, so that a caller
+can call \ccode{\_Grow()} before every attempt to add a new
+element. An example of where a public \ccode{\_Grow()} interface is
+generally provided is when an object might be input from different
+file formats, and an application may need to create its own
+parser. Although creating an input parser requires familiarity with
+the Easel object's internal data structures, at least the
+\ccode{\_Grow()} interface frees the caller from having to understand
+its memory management.
+
+Growable objects waste memory, because they are overallocated in order
+to reduce the number of calls to \ccode{malloc()}. The wastage is
+bounded (to a maximum of two-fold, for the default doubling
+strategies, once an object has exceeded its initial allocation size)
+but nonetheless may not always be tolerable.
+
+In summary:
+
+\begin{sreapi}
+\hypertarget{ifc:CreateGrowable}
+{\item[\_CreateGrowable(nalloc)]}
+
+A \ccode{\_CreateGrowable()} interface creates a growable
+\ccode{obj}. If a size argument like \ccode{nalloc} is provided, it
+specifies an initial allocation size, not the number of elements.
+
+\hypertarget{ifc:Grow}
+{\item[\_Grow(obj)]}
+
+Check to see if \ccode{obj} can hold another element. If not, increase
+the allocation, according to internally stored rules on reallocation
+strategy (usually, by doubling).
+
+\hypertarget{ifc:CreateCustom}
+{\item[\_CreateCustom(my\_nalloc)]}
+
+A \ccode{\_CreateCustom()} interface to a growable object might enable
+a caller to alter the object's default initial allocation size, for
+cases where the \ccode{Create()} interface uses a hardcoded default
+size and this default size might not suffice for all applications.
+
+\hypertarget{ifc:SetGrowth}
+{\item[\_SetGrowth(obj, nfactor)]}
+
+Growable objects are usually reallocated by increasing the current
+allocation by some factor. The default reallocation factor is usually
+2, so that objects usually grow by doubling. The API may provide a
+\ccode{\_SetGrowth()} interface for changing the reallocation factor
+for \ccode{obj} to \ccode{nfactor} at any time.
+\end{sreapi}
+
+
+ \subsubsection{Reusable objects}
+
+Memory allocation is computationally expensive. An application needs
+to minimize \ccode{malloc()/free()} calls in performance-critical
+regions. In loops where one \ccode{\_Destroy()}'s an old object only
+to \ccode{\_Create()} the next one, such as a sequential input loop
+that processes objects from a file one at a time, one generally wants
+to \ccode{\_Reuse()} the same object instead:
+
+\begin{sreapi}
+\hypertarget{ifc:Reuse}
+{\item[\_Reuse(obj)]}
+
+A \ccode{\_Reuse()} interface takes an existing object and
+reinitializes it as a new object, while reusing as much memory as
+possible. It replaces a \ccode{\_Destroy()/\_Create()} pair. A
+\ccode{\_Reuse()} interface does not care whether the object was
+originally created by a \ccode{\_Create()} or a \ccode{\_Inflate()}
+call (see below), or whether the object is growable or not (if it was
+growable, it remains growable).
+\end{sreapi}
+
+For example:
+
+\begin{cchunk}
+ ESL_SQFILE *sqfp;
+ ESL_SQ *sq;
+
+ esl_sqfile_Open(\"foo.fa\", eslSQFILE_FASTA, NULL, &sqfp);
+ sq = esl_sq_Create();
+ while (esl_sqio_Read(sqfp, sq) == eslOK)
+ {
+ /* do stuff with this sq */
+ esl_sq_Reuse(sq);
+ }
+ esl_sq_Destroy(sq);
+\end{cchunk}
+
+
+ \subsubsection{Stack-allocated objects}
+
+Most of Easel's objects are allocated on the heap; that is,
+\ccode{malloc()'ed} memory accessed exclusively via pointers. Less
+often, an interface may allow the shell of an object to be allocated
+on the stack instead, using \ccode{\_Inflate(),\_Deflate()}. The only
+difference between \ccode{\_Inflate(),\_Deflate()} and
+\ccode{\_Create(),\_Destroy()} is whether the object shell itself
+needs to be allocated, or not:
+
+\begin{sreapi}
+\hypertarget{ifc:Inflate}
+{\item[\_Inflate()]}
+
+An \ccode{\_Inflate(\&foo)} interface is the on-stack version of
+\ccode{foo = \_Create()}. The contents of an existing object shell
+are allocated just as in \ccode{\_Create()}.
+
+\hypertarget{ifc:Deflate}
+{\item[\_Deflate()]}
+
+A \ccode{\_Deflate(\&foo)} interface is the on-stack version of
+\ccode{\_Destroy(foo)}. The contents of an object shell are free'd,
+just as in \ccode{\_Destroy()}.
+\end{sreapi}
+
+For example:
+
+\begin{cchunk}
+ ESL_SQ sq;
+
+ esl_sq_Inflate(&sq);
+ esl_sq_Deflate(&sq);
+\end{cchunk}
+
+
+ \subsubsection{Manipulating and accessing objects}
+
+\begin{sreapi}
+\hypertarget{ifc:Copy}
+{\item[\ccode{\_Copy(src, dest)}]}
+
+Copies \ccode{src} object into \ccode{dest}, where the caller has
+already created an appropriately allocated and empty \ccode{dest}
+object. Returns \ccode{ESL\_OK} on success; throws
+\ccode{ESL\_EINCOMPAT} if the objects are not compatible (for example,
+two matrices that are not the same size).
+
+Note that the order of the arguments is always \ccode{src}
+$\rightarrow$ \ccode{dest} (unlike the C library's \ccode{strcpy()}
+convention, which is the opposite order).
+
+\hypertarget{ifc:Clone}
+{\item[\ccode{\_Clone(obj)}] }
+
+Creates and returns a pointer to a duplicate of \ccode{obj}.
+Equivalent to (and is a shortcut for) \ccode{dest = \_Create();
+\_Copy(src, dest)}. Caller is responsible for free'ing the duplicate
+object, just as if it had been \ccode{\_Create}'d. Throws NULL if
+allocation fails.
+
+\hypertarget{ifc:Set}
+{\item[\ccode{\_Set*(obj, value...)}]}
+
+Initializes some value(s) in \ccode{obj} to
+\ccode{value}. \ccode{\_Set} functions have some appropriate longer
+name, like \ccode{\_SetZero()} (set something in an object to
+zero(s)), or \ccode{esl\_dmatrix\_SetIdentity()} (set a dmatrix to an
+identity matrix).
+
+\hypertarget{ifc:Get}
+{\item[\ccode{value = \_Get*(obj, ...)}]}
+
+Retrieves some specified data from \ccode{obj} and returns it
+directly. Because no error code can be returned, a \ccode{\_Get()}
+call must be a simple access call within the object, guaranteed to
+succeed. \ccode{\_Get()} methods may often be implemented as macros.
+(\ccode{\_Fetch()} interfaces are for more complex access methods that
+might fail, and require an error code return.)
+
+\hypertarget{ifc:Fetch}
+{\item[\ccode{\_Fetch*(obj, ..., \&ret\_value)}]}
+
+Retrieves some specified data from \ccode{obj} and puts it in
+\ccode{ret\_value}.
+
+\hypertarget{ifc:Compare}
+{\item[\ccode{\_Compare*(obj1, obj2...)}]}
+
+Compares \ccode{obj1} to \ccode{obj2}. Returns \ccode{eslOK} if the
+contents are judged to be identical, and \ccode{eslFAIL} if they
+differ. When the comparison involves floating point scalar
+comparisons, a fractional tolerance argument \ccode{tol} is also
+passed.
+
+% examples: esl_dmatrix_Compare(), static msa_compare(),
+% esl_tree_Compare(), esl_vec_{DFI}Compare().
+\end{sreapi}
+
+
+
+\subsubsection{Debugging, testing, development interfaces}
+
+\begin{sreapi}
+\hypertarget{ifc:Dump}
+{\item[\ccode{\_Dump*(FILE *fp, obj...)}]}
+
+Prints the internals of an object in human-readable, easily parsable
+tabular ASCII form. Useful during debugging and development to view
+the entire object at a glance. Returns \ccode{eslOK} on success.
+
+\hypertarget{ifc:Validate}
+{\item[\ccode{\_Validate*(obj, errbuf...)}]}
+
+Checks that the internals of \ccode{obj} are all right. Returns
+\ccode{eslOK} if they are, and returns \ccode{eslFAIL} if they
+aren't. Additionally, if the caller provides a non-\ccode{NULL}
+message buffer \ccode{errbuf}, on failure, an informative message
+describing the reason for the failure is formatted and left in
+\ccode{errbuf}. If the caller provides this message buffer, it must
+allocate it for at least \ccode{p7\_ERRBUFSIZE} characters.
+
+Because a \ccode{\_Validate()} call is primarily intended for
+debugging, failures are classified as normal (returned) errors.
+(Throwing exceptions instead would give the caller no flexibility in
+dealing with failed validations.) The caller can then print an
+appropriately informative failure message, using the \ccode{errbuf},
+for example. (A \ccode{\_Validate()} call might also be included in
+production code, so it needs to use the \ccode{errbuf} mechanism to
+return its informative failure message; it cannot, for instance, call
+\ccode{esl\_fatal()} or the like directly, because that would mean
+crashing out of production code.)
+
+\end{sreapi}
+
+
+
+\subsubsection{Other interfaces}
+
+\begin{sreapi}
+\hypertarget{ifc:Describe}
+{\item[\ccode{\_DescribeXXX()}]}
+
+Given an internal code (an \ccode{enum} or \ccode{\#define} constant),
+return a pointer to an informative string, for diagnostics and other
+output. The string is static.
+\end{sreapi}
+
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel macro}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+ \subsection{Naming a macro}
+
+Macro names start with \ccode{ESL\_} and are all upper case, as in
+\ccode{ESL\_EXCEPTION()}.
+
+Macros that only become available when debugging hooks are activated
+at compile time are prefixed\ccode{ESL\_D} and end with the debugging
+level, as in the \ccode{ESL\_DPRINTF2()} macro that is activated at
+level 2 debugging.
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel object}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+...
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel constant}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+ \subsection{Naming a constant}
+
+Constants (including both \ccode{\#define}'s and \ccode{enum}'s) start
+with \ccode{esl} followed by all upper case, as in
+\ccode{eslINFINITY}.
+
+Error codes are \ccode{eslE} followed by upper case, as in
+\ccode{eslEDIVZERO}, except for \ccode{eslOK} and \ccode{eslFAIL}.
+
+Magic mathematical constants start with \ccode{eslCONST\_} followed by
+an upper case name, as in \ccode{eslCONST\_PI}.
+
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel unit test}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+Unit tests are called by the test driver (see below). There is often
+one unit test assigned to each exposed function in the API. Sometimes,
+it makes sense to test several exposed functions in a single unit test
+function.
+
+Like the test driver, the unit test section is wrapped in a
+\ccode{\#ifdef eslFOO\_TESTDRIVE}, so it is conditionally compiled only
+for testing purposes.
+
+A unit test for \ccode{esl\_foo\_Baz()} is named \ccode{static void
+utest\_Baz()}.
+
+Upon success, unit tests return void. The test driver just calls
+unit tests one after another.
+
+Upon any failure, a unit test calls \ccode{esl\_fatal()} with an error
+message, and terminates. It should not use any other error-catching
+mechanism; it aids debugging if the test program terminates
+immediately, using a single function that we can easily breakpoint at
+(\ccode{break esl\_fatal} in GDB). It must not use \ccode{abort()},
+for example, because this will screw up the output of scripts running
+automated tests in \ccode{make check} and \ccode{make dcheck}. These
+scripts trap \ccode{stderr} from \ccode{esl\_fatal()} correctly. A
+unit test must not use \ccode{exit(1)} either, because that leaves no
+error message, so someone running a test program on the command line
+can't easily tell that it failed.
+
+Unit tests shall attempt to deliberately generate exceptions and
+failures, and test that the appropriate error code is returned. This
+test code must be enclosed in \ccode{\#ifdef eslTEST\_THROWING} tags.
+Exception testing cannot be done with the default fatal exception
+handler installed, because exceptions would cause the program to
+terminate with a nonzero code, and this would look like a test failure
+to an automated test harness.
+
+Unit tests shall test all possible combinations of augmentations that
+may affect a function.
+
+Every function, procedure, and macro in the exposed API shall be
+tested by one or more unit tests. The unit tests aim for complete code
+coverage. This is measured by code coverage tests using GCOV.
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{An Easel test driver}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+
+\subsection{Using statistical sampling tests}
+% First instituted in stats: SRE, Sun May 27 09:31:12 2007
+
+Some routines are tested on statistical samples. For example, we test
+a maximum likelihood parameter fitting routine by fitting to samples
+generated with known parameters, and testing that the estimated
+parameters are close enough to the true parameters. The trouble is
+defining ``close enough''. There is always a finite probability that
+such a test will fail. We don't want tests to fail due to expected
+statistical deviations, but neither do we want to set p-values so
+loose that a flaw escapes notice.
+
+Easel tests drivers that use statistical sampling assign a
+\emph{fixed} random number seed by default, to make the statistical
+sample invariant across runs. This makes statistical tests more like
+regression tests. Manually, we use the test driver to determine that
+the test passes; in subsequent automatic use, we just check that we
+get the same answer.
+
+To facilitate the manual testing phase, these test drivers often take
+optional arguments. A \ccode{-v} option toggles verbose mode, so unit
+tests display internal information. A \ccode{-r} option toggles
+``random'' mode, seeding the random number generator with the current
+time. A \ccode{-s <n>} option sets the random number seed to
+\ccode{<n>}.
+
+
+\subsection{Using temporary files in test drivers}
+
+If a unit test or testdriver needs to create a named temporary file
+(to test i/o), the tmpfile is created with
+\ccode{esl\_tmpfile\_named()}:
+
+\begin{cchunk}
+ char tmpfile[16] = "esltmpXXXXXX";
+ FILE *fp;
+
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal("failed to create tmpfile");
+ write_stuff_to(fp);
+ fclose(fp);
+
+ if ((fp = fopen(tmpfile)) == NULL) esl_fatal("failed to open tmpfile");
+ read_stuff_from(fp);
+ fclose(fp);
+
+ remove(tmpfile);
+\end{cchunk}
+
+Thus tmp files created by Easel's test suite have a common naming
+convention, and are put in the current working directory. On a test
+failure, the tmp file remains, to assist debugging; on a test success,
+the tmp file is removed. The \ccode{make clean} targets in Makefiles
+are looking to remove files matching the target \ccode{esltmp??????}.
+
+\subsection{Using GCOV to measure test coverage}
+
+We use the GNU \textsc{gcov} program to measure code
+coverage. \textsc{gcov} works best with unoptimized code, so that the
+optimizer doesn't combine any lines of code, and it is only compatible
+with the \textsc{gcc} compiler. An example of measuring code coverage
+for the \eslmod{msa} module in full library configuration:
+
+\begin{cchunk}
+ % make distclean
+ % ./configure --enable-debugging
+ % make
+ % gcc -fprofile-arcs -ftest-coverage -g -Wall -o test -L. -I. -DeslMSA_TESTDRIVE esl_msa.c -leasel -lm
+ % ./test
+ % gcov esl_msa.c
+ File `esl_msa.c'
+ Lines executed:65.30% of 1317
+ esl_msa.c:creating `esl_msa.c.gcov'
+\end{cchunk}
+
+The file \ccode{esl\_msa.c.gcov} contains an annotated source listing
+of the \ccode{.c} file, showing which lines were and weren't covered
+by the test suite.
+
+The \ccode{coverage\_test.pl} script in testsuite automates coverage
+testing for all Easel modules. To run it:
+
+\begin{cchunk}
+ % testsuite/coverage_test.pl
+\end{cchunk}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{Easel documentation tools}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\subsection{autodoc - formatting API documentation from C source}
+
+
+\subsection{cexcerpt - extracting C source snippets}
+
+This book includes many examples of C code that are extracted verbatim
+from Easel's C source files, using \prog{cexcerpt}, which is part of
+the SSDK.
+
+The \ccode{documentation/Makefile} runs \prog{cexcerpt} on every
+module .c and .h file. The extracted cexcerpts are placed in .tex
+files in the temporary \ccode{cexcerpts/} subdirectory.
+
+Usage: \ccode{cexcerpt <file.c> <dir>}. Processes C source file
+\ccode{file.c}; extracts all tagged excerpts, and puts them in a file
+in directory \ccode{<dir>}.
+
+An excerpt is marked with special comments in the C file:
+\begin{cchunk}
+/*::cexcerpt::my_example::begin::*/
+ while (esl_sq_Read(sqfp, sq) == eslOK)
+ { n++; }
+/*::cexcerpt::my_example::end::*/
+\end{cchunk}
+
+The cexcerpt marker's format is \ccode{::cexcerpt::<tag>::begin::} (or
+end). A comment containing a cexcerpt marker must be the first text on
+the source line. A cexcerpt comment may be followed on the line by
+whitespace or a second comment.
+
+The \ccode{<tag>} is used to construct the file name, as
+\ccode{<tag>.tex}. In the example, the tag \ccode{my\_example} creates
+a file \ccode{my\_example.tex} in \ccode{<dir>}.
+
+All the text between the cexcerpt markers is put in the file. In
+addition, this text is wrapped in a \ccode{cchunk} environment. This
+file can then be included in a \LaTeX\ file.
+
+For best results, the C source should be free of TAB characters.
+"M-x untabify" on the region to clean them out.
+
+Cexcerpts can't overlap or nest in any way in the C file. Only one tag
+can be active at a time.
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\section{Development environment}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+Easel is developed on GNU/Linux systems with the following freely
+available tools installed:
+
+{\small
+\begin{tabular}{ll}
+GNU gcc & Compiler \\
+GNU gdb & Debugger\\
+GNU autoconf & Platform-independent Makefile generator\\
+GNU make & Make utility\\
+GNU emacs & Editor \\
+GNU gprof & Profiling and optimization tool \\
+GNU gcov & Code coverage analysis\\
+Perl & Scripting language\\
+LaTeX & Typesetting\\
+Subversion & Revision control\\
+Valgrind & Memory bounds and leak checking\\
+\end{tabular}
+}
+
+
+
diff --git a/easel/documentation/copyright.tex b/easel/documentation/copyright.tex
new file mode 100644
index 0000000..3e7d54a
--- /dev/null
+++ b/easel/documentation/copyright.tex
@@ -0,0 +1,17 @@
+\vspace*{\fill}
+\begin{flushleft}
+Copyright (C) 2008 Howard Hughes Medical Institute.
+
+\vspace{2em}
+
+Easel's source code and documentation are freely redistributable and
+modifiable under the terms of the Janelia Farm Software License.
+\end{flushleft}
+
+
+
+
+
+
+
+
diff --git a/easel/documentation/doctricks.tex b/easel/documentation/doctricks.tex
new file mode 100644
index 0000000..895d598
--- /dev/null
+++ b/easel/documentation/doctricks.tex
@@ -0,0 +1,49 @@
+\section{Tricks used to produce the documentation}
+
+\subsection{autodoc - extraction of function documentation}
+
+
+\subsection{cexcerpt - extraction of verbatim code examples}
+
+This guide includes many examples of C code from Easel. These examples
+are extracted verbatim from C source files using SSDK's
+\prog{cexcerpt} program. The \prog{cexcerpt} program extracts tagged
+code chunks from a C source file for verbatim inclusion in LaTeX
+documentation.
+
+The \ccode{documentation/Makefile} runs \prog{cexcerpt} on every
+module .c and .h file. The cexcerpts are stored in the temporary
+\ccode{cexcerpts/} subdirectory.
+
+Usage: \ccode{cexcerpt <file.c> <dir>}. Processes C source file
+\ccode{file.c}; extracts all tagged excerpts, and puts them in a file
+in directory \ccode{<dir>}.
+
+An excerpt is marked with special comments in the C file:
+\begin{cchunk}
+/*::cexcerpt::my_example::begin::*/
+ while (esl_sq_Read(sqfp, sq) == eslOK)
+ { n++; }
+/*::cexcerpt::my_example::end::*/
+\end{cchunk}
+
+The cexcerpt marker's format is \ccode{::cexcerpt::<tag>::begin::} (or
+end). A comment containing a cexcerpt marker must be the first text on
+the source line. A cexcerpt comment may be followed on the line by
+whitespace or a second comment.
+
+The \ccode{<tag>} is used to construct the file name, as
+\ccode{<tag>.tex}. In the example, the tag \ccode{my\_example} creates
+a file \ccode{my\_example.tex} in \ccode{<dir>}.
+
+All the text between the cexcerpt markers is put in the file. In
+addition, this text is wrapped in a \ccode{cchunk} environment. This
+file can then be included in a \LaTeX\ file.
+
+For best results, the C source should be free of TAB characters.
+"M-x untabify" on the region to clean them out.
+
+Cexcerpts can't overlap or nest in any way in the C file. Only one can
+be active at any given time.
+
+
diff --git a/easel/documentation/figures/evd_basic.pdf b/easel/documentation/figures/evd_basic.pdf
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diff --git a/easel/documentation/figures/rna_elements.ai b/easel/documentation/figures/rna_elements.ai
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+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: rna_elements.pdf 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
+Adobe_AGM_Core/AGMCORE_save save ddf
+1 -1 scale 0 -164.239 translate
+[1 0 0 1 0 0 ] concat
+mark
+/0
+[/DeviceGray] add_csa
+/CSA /0
+/1
+[/DeviceCMYK] add_csa
+/CSA /1
+/2
+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
+800 path_rez
+% page clip
+gsave
+newpath
+gsave % PSGState
+0 0 mo
+0 164.239 li
+352.537 164.239 li
+352.537 0 li
+clp
+[1 0 0 1 0 0 ] concat
+%ADOBeginClientInjection: BeginPageContent "AI10"
+%ADOEndClientInjection: BeginPageContent "AI10"
+gsave % PSGState
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+Adobe_AGM_Core/page_trailer get exec
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+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
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+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
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+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 add def} repeat pop
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+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: rnaseP-bsu-alignment.pdf 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
+Adobe_AGM_Core/AGMCORE_save save ddf
+1 -1 scale 0 -354.935 translate
+[1 0 0 1 0 0 ] concat
+mark
+/0
+[/DeviceGray] add_csa
+/CSA /0
+/1
+[/DeviceCMYK] add_csa
+/CSA /1
+/2
+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
+72 path_rez
+% page clip
+gsave
+newpath
+gsave % PSGState
+0 0 mo
+0 354.935 li
+381.998 354.935 li
+381.998 0 li
+clp
+[1 0 0 1 0 0 ] concat
+%ADOBeginClientInjection: BeginPageContent "AI10"
+%ADOEndClientInjection: BeginPageContent "AI10"
+gsave % PSGState
+0 0 mo
+382 0 li
+382 355 li
+0 355 li
+0 0 li
+clp
+false sop
+0 0 0 rgb
+%ADOBeginSubsetFont: Times-Roman Initial
+11 dict begin
+/FontName /Times-Roman def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/space
+<10bf317079c757bf91> ND
+/one
+<10bf317005ace4116f46739a291c133ef5c0ce2c8299d65de3756bb6940c
+b4355dc475faba14c0bd0d8c1136c951297252e0da77fbc30bfee79150d7
+5cee48> ND
+/six
+<10bf31704faaa95022859bfa4d40a634d16b5c6e27e8179786696c20efcf
+f2088b8d3116daaeb3f47f771c5b59cc0afd89139a7c37c605cf8b53dc27
+380249aa5ea705e51497228cbe7f92dfdb05cb2c745bfad479a4a6102917
+98805f1e4ffd1913dac316084a3ad05d6714a918c36f9d6d45844ed149be
+369d7108e7fb694a36f8c56232e1bee9c1bea2fe67ff99030d5c6f5a581f
+b878427e68d526f4869e604a9c89abace85b55824dfe246365ef13eb1536
+bf4a0f83> ND
+/eight
+<10bf31704ab2181850c1a88d3f8fa202c5e0a8894b70ce17f00448b7f184
+829e93577c1d58c14cc019460ebe7600631f8f4acc93b4dd884803c9e3f1
+eb26f7c2cd1094133dc32c948b33940b19fa747b701ca51c9ee927a38f52
+04f2614165cbc422ca4714c03eef07c163ee39fa7bbff5cde214fd39a16b
+09cf85564b587c881bfef98a02ad1cc0a265a943373623af31c74485a733
+18d0f6f7f1d5ed232a51a44983dace620c95820f016744af813aa536566c
+47af1e2278efd37fbb5379807dfaa2e69d27f2b4a59d46b7d8d8efdb20e9
+60c77ba7077adbe4d33c0181893b161aacd6499116f6cdc8c2ee52d69d4b
+91aef33a637784e5f5c64baf9cca7942dfc3> ND
+/A
+<10bf31706d7ae346bffe29e0fb34e18312ccbb6302af22689ec4f2127a0d
+d6baf4773826f8362914832b0b84ca343a443e2c16a9118637ad6f1a2e1f
+aa1ebb04f7f1ef2a790258bcc86d11f5b7f6caa72bc1d0e46a538a95ab48
+ad3395878de6486f82> ND
+/N
+<10bf3170586d3968505ff87264be7ec883920688cca7d9d7ebef6b14adb4
+12cf47613ab238b5314909eaae4b807ef31a587fe4a79c426c98f895ee29
+85238abac441a7e05459a2603f6d28e75fb6badfa6e81418c0a638> ND
+/P
+<10bf3170599a82ae9dc9593cad300b7f3884414bb0569fe483f3acb617a1
+5ef395ef32cf0d220dc8440aff02a21bdf7646dba480081013ff057e6243
+9a50cbea5f9cb9a46c125151fa2dc458d75a798f192be2eb1f436a0d9567
+1d70b037f2931437b8312c06f4962bec94fe952154308850b7049bbc3ac6
+9301> ND
+/R
+<10bf3170422e6230a952872b5ad1dc4f16e3fc1704a02c61c5e992942e1e
+814f5a036cc714a19b83d8f9ec92957b9cc9c81e547da8ae77f074c9bd10
+73009734e431fccfd615ceda2428e8dccd0571a77f416f593adb1cae7381
+f103392cf96199bef077b31adee38fb7ba883b119f4671e1c9bf208bfda7
+5a094838b33f6ae85649043746a99b52c2cd46025fa2b9d4b4471e> ND
+/a
+<10bf3170599a125eccdb6ec27d3afe07da389ecbb305faf429012f717ba5
+d7a504001b7d2cf7722bd949e4b4b2e77bccdf0b2b1586d9915715766da7
+59741fe65bc64d6863ec1039a27d8da5681073bc991e2c740d0bf14aed2b
+81d80e811057a7a261d77619d9bcb0c3ef91c90a394016d3a96727d1d488
+dda1e7b4d3ff0a77767d899306fd13aca7aad2910e6e3aad69f172e3d8e3
+85dff5319dcca32104c930e0a4e2e49b8750bab4a9149ef2d730bda10f91
+592a2a46cc0c629469d818798f634569b83f99cf> ND
+/b
+<10bf31705374882f7387637dcbb704d72f8bd63b0bf65f4612fe0f27d529
+60722d7a45438cfde1168810ce04c91811250545cdbd6c10a87a474df160
+24b3215bec7af3c0b61e074082f1ba3141f39f480c2c5a76fd396a487a9d
+6a25d6aa36deda9c976e791661015e179d4f36b29dae4f0f04128d0e5ac3
+dde66d561d7806d481796866491fb9de890bfe> ND
+/c
+<10bf3170435d9d6bdc818a55004ae1aad80b146ef4640b9f7a82d0286ef2
+5db6c5bd65a97018eac616ec8d7499054c6ff6544566113eb456a3efeddc
+ccc8eb022ae4ed32a1cae1639526dcd4d63a5e0b6438bcaa9089a840ecbe
+5f5d623e9d44cd8703af9d371c430fcdb02e500bdbbffe37e3e86fac9735
+d4759aa66b0f12007edc114a586e0532e684a856c1> ND
+/e
+<10bf31705d647142da77f80383b39a2be6c45bc647b72e319ff73d610d1e
+62332d342ae09e16e6dc01192625d1af66f730c2b02413523b998639a5ab
+b7a878766d5d5ccb302e4a2339fd457ff9223aaf50bbf100079c44acb716
+0f80282571552fa2e287b218275ab71b88c3093968065977f1def2e827fa
+b94e763732c48dfc9ec49ad18a7a0f2ba5d9d70264> ND
+/i
+<10bf31705fce6507854bfd5453e743735818d40d67ec1532d846ec6eb57b
+a379fb65a427f99b32d98a51f57658ac9b227989b26d151d43cea1c989bf
+f139f48a1383fdef993f3563bc63dd976a127ddf8d3d4d> ND
+/l
+<10bf31705863e503408ecf9ecbcc5d318bb6318525c5b52ab08ec840ccd6
+ad0d498b316284b1f457be2054e4989ef3a09e1de6c846> ND
+/n
+<10bf3170573e563cfd092bc7aac9e949b8f7a4827fe0f5ce67cfeb547cc4
+0324c0c45558a88f1ea6ca3d00c7850dbdd4b3c992012bc75b427cf6ac8c
+46f4b1290c6a0924e21bd8fe2684be248ea4bd907856e7ca65331eac2fb6
+c7d64a4c51041fcdcbf442862c40d772e99c9a3d2660da8f8d1225eb9a38
+a0939af5d1> ND
+/o
+<10bf3170422f93576c717ee99d6736f12ef20213595672a3889f39fd79b8
+f8e03db4067972748506dd3e394e1ed21612adf9955de5d344645439263d
+16fe05d9f8432033df436bdbe971bdd0b4ca20ec935003ac05958f3374d5
+be4f84a5e6c035be86b4155b925e09a04220f0eb68246a69ca538a270f95
+b47c12aaed3b0426c82ce7bd8f92> ND
+/s
+<10bf317050d9b80120c19d821533341643354852ea9df97a99fd4ba774b7
+08c1fae708745f9328a1a9a5d21e169ff77ecdcd42f945703d067165d10e
+35df5f72d35341f01fb3026c906bf5dc9a4d1bcd00cb4fd389804aaed0c5
+179606cadf715c7fa2d902f17112979a83434b773005e3a14720c0ac9ccf
+50f62928be58f2d774787655c3e51c4ad2772c2dacd3e4a9b3e3d07c0e79
+b3bf6755ddd2a9f85c3008b885abd5da2aea4dd26daf39a061> ND
+/u
+<10bf31705374882f7c934ecd3b5e82940591cc2da5136b726bd97deea59d
+b5951369571544034f93f6e9e9bef396feae60a5b9c3456da1182921d60f
+51a03c79c508334f1146b564507198b89948780cf4b60418521ed73bbe7d
+3e228dcb5a9c016f8058dab9750074512ee3321a1b934119d8b6bef7f816
+c990fbfb206a15a63a5b88> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Roman findfont /Encoding get
+dup 32 /space put
+dup 49 /one put
+dup 54 /six put
+dup 56 /eight put
+dup 65 /A put
+dup 78 /N put
+dup 80 /P put
+dup 82 /R put
+dup 97 /a put
+dup 98 /b put
+dup 99 /c put
+dup 101 /e put
+dup 105 /i put
+dup 108 /l put
+dup 110 /n put
+dup 111 /o put
+dup 115 /s put
+dup 117 /u put
+pop
+%ADOEndSubsetFont
+/Times-Roman*1
+[
+32{/.notdef}repeat /space 16{/.notdef}repeat /one 4{/.notdef}repeat /six /.notdef /eight
+8{/.notdef}repeat /A 12{/.notdef}repeat /N /.notdef /P /.notdef /R
+14{/.notdef}repeat /a /b /c /.notdef /e 3{/.notdef}repeat /i
+2{/.notdef}repeat /l /.notdef /n /o 3{/.notdef}repeat /s /.notdef
+/u 138{/.notdef}repeat
+] /Times-Roman nfnt
+/Times-Roman*1 findfont [11.2 0 0 -11.2 0 0 ]mfnt sfnt
+9.6001 249.84 mov
+(Ribonuclease P RNA) sh
+%ADOBeginSubsetFont: Times-Italic Initial
+11 dict begin
+/FontName /Times-Italic def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/space
+<10bf317079c757bf91> ND
+/B
+<10bf31705d64d6cdd42bb9779be0e86f5463c50d39de4503a32a38432ef8
+03a82a198b57beba7d0e2cf1d169145c2fca29b941cd17eafb5127041a74
+4a42576c7ff804f144d8bac08830b984ff926f24c5ddc9d00af1f894ec60
+3a2f23b643e29ac1f79dcce3af9e0ba10b5f5ff9b631da0c21a11f0df8a9
+4a828ab5b3643d53851b0ff3fa42263b6174cf356840266da421770fb34e
+5a8782a1be3b9bd73e011ad0d21ddfd98f7bdba645cbc23007be2f42f4ec
+cd3eceec9d8357ad5017a49b620b8c4e3fa80f69ef> ND
+/a
+<10bf317040c2e74a508d6139dce14e3948d239d0634bbfaabf9e8d3c7573
+ed6fbf5dbea53ff369f531ee4a35d5d774411d751e898d06a82fb104c24e
+2e288c130578a51898d70e768e70e25015126de9836190adddf115525009
+d0b5cf5799cade59015ed746a61eea4e41b65101d4ece488aeb0eae27176
+fd995d93360fcb186f66fe5f540946011237ad8713367061b7184db6a67a
+996b98e53ecb5c8feb0582a80d88d56027b3ffcc55dfb4dc1ac3446fc8ff
+d6878cc714f800a67c3909395a6179cde4244303983fcb7be7e1a5e7> ND
+/b
+<10bf317050d929b04597d2887aaa3cb39da082bdf3ea60f85b72994c4851
+f08f3ee5204ae05f7d492a066ff24f84ba90afa1a601eeee0fe55a909ade
+2457ed9ad90a8f8cd020799924efeb4529d822d4bddca197310d22f8a6ff
+e732ca9da8e33fee470039f98bbf7aec1427462ba404fd435cadc484857c
+2cfd58ba2803a7f732e93dff70aa0b49357be72109830dc30de601> ND
+/c
+<10bf317040c23fc2eee4f57240df62f1391a1250ca71eb42052c6832a234
+04baa9e4ef1dec279a752431a80f654f5e0351e445249e6beb05a973cc41
+d8ead12d95f7556c161073e2684409ef6f29244cba09a6bb43b3bcffdfba
+d18d8daa29a3daa3e72edebd8ca6c6c1ffadc0e7cfd675d1eb71cae83aa4
+bb0d1ad30e10be4b78f720e6585f94cee8adb3f7cfca78> ND
+/i
+<10bf31705c397059959e269bc482cc232fb2cd355b1741c991d08977a1c7
+62a5e2889a63c2e040e22ffbaf41c04400cc31c3de7dcf350f3cdfb3edfa
+828dc964cb2f6eb442e0262df25f627edd720f9619db59fd5a8cd100c968
+4c5f4db9889b35c63fc8c08e> ND
+/l
+<10bf3170599590e4eca19c589f591b28c79c3ad915d374f9f929618cfd7b
+7292a0b167075ca805f5ad895e8e3b1ab4dbdd185639273e5baedc164de3
+0d0ee9bfd604> ND
+/s
+<10bf317050d9b8012f166408318a0ef0c2b3fc2c4bf046f43a31a13138cb
+3edd33b1e05a71393e8603bde246c06cf021e377498e36cd112cac2862cb
+d733c3012351e466a2c60874be76f3ffb0e88de0326be4951815ceb6e2b4
+a1c764b8b4750919db41ba568a843704ee79cbe791dd797a967fc4bf780b
+33396195d9608a7596aadb157b1c31c1f97e4cad9c00804f33d10c4f9e5f
+1e6e986043994c17686677d39f7196085e4700caad44794150> ND
+/t
+<10bf3170524a2d224620d65b924216aad176698198f7dbdeefeee3b7e580
+1e8252c00721d9a34af4c93982914cf535dd1a9978155b129f9b67696bf0
+657d3fef2c6bfe965ee59c94b9f93fb72b6a44> ND
+/u
+<10bf31705374882f7cad45500b0e5fc1923f9474edf8ae7c2afa92f5965f
+0bcd11cd39523ee039e5e47c732c2518eda5c63dbd537ee19396aa26dd3c
+9ca855b0af8601c8b03b7e99bc36c7e0756956abf922576b217fe237e605
+762d82cb64db160c556120838a3052e5b985f50e155c87442e0844e52fd7
+d391d6a97d97f2cb7c5822b12cf29083fbc643424ffc38d228> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Italic findfont /Encoding get
+dup 32 /space put
+dup 66 /B put
+dup 97 /a put
+dup 98 /b put
+dup 99 /c put
+dup 105 /i put
+dup 108 /l put
+dup 115 /s put
+dup 116 /t put
+dup 117 /u put
+pop
+%ADOEndSubsetFont
+/Times-Italic*1
+[
+32{/.notdef}repeat /space 33{/.notdef}repeat /B 30{/.notdef}repeat /a /b /c
+5{/.notdef}repeat /i 2{/.notdef}repeat /l 6{/.notdef}repeat /s /t /u
+138{/.notdef}repeat
+] /Times-Italic nfnt
+/Times-Italic*1 findfont [11.2 0 0 -11.2 0 0 ]mfnt sfnt
+9.6001 261.041 mov
+(Bacillus subtilis) sh
+/Times-Roman*1 findfont [11.2 0 0 -11.2 0 0 ]mfnt sfnt
+81.4819 261.041 mov
+( 168) sh
+.980392 .0509804 .0431373 rgb
+%ADOBeginSubsetFont: Helvetica Initial
+11 dict begin
+/FontName /Helvetica def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/A
+<10bf31706c4d8e6db23e4e7dd1042123534442eb7f8cee32689ada63ee09
+58823f2b2bd80b8cb54f7e8af1e8d4f10b0e131d22e003ae536d56abc669
+c65da4f461c503d44126b09469> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Helvetica findfont /Encoding get
+dup 65 /A put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+65{/.notdef}repeat /A 190{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+184.851 217.841 mov
+(A) sh
+300.651 200.04 mo
+307.051 200.04 li
+307.051 191.24 li
+300.651 191.24 li
+300.651 200.04 li
+1 1 1 rgb
+ef
+0 0 0 rgb
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+301.451 197.64 mov
+(A) sh
+.5 lw
+0 lc
+0 lj
+10 ml
+[] 0 dsh
+true sadj
+222.201 185.64 mo
+258.001 223.24 li
+258.001 344.641 li
+0 0 0 rgb
+s
+0 0 0 rgb
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/G
+<10bf317035a2615cb512b1acd8c36b3946ad235417226e7c6feda1fdef74
+15451c61806a71e65b7a339d50f1974c1bc4c34c3f930da0a6e9e3c37b22
+0a6e14e87efbddbec74bbcb62a658f0ec4a2c98ab177326480af33b18698
+75870b1cf019> ND
+/U
+<10bf31701b9d2e0e75dc1c6f9b5aea75bc3cfacfd128a955802855ea36c9
+10f8a868d77a647ceb09c04b8925af88dc46f95d195f8683dbe20f41ec> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 71 /G put
+dup 85 /U put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+65{/.notdef}repeat /A 5{/.notdef}repeat /G 13{/.notdef}repeat /U 170{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+121.65 322.44 mov
+(G) sh
+130.449 322.44 mov
+2.80081 0 (UU) ash
+.980392 .0509804 .0431373 rgb
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/C
+<10bf317030aa083cc281922089bc4994328331af6a654615083cfa8a590d
+c2a9c54536c70731aa752343a37dd604c4c28cec579aa316cc528b15cac7
+afb36b45f7a20bc9d34701f1c9f2574363d062989f34915e0d1f708b6ecd
+63a000a0329329f07c> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 67 /C put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+65{/.notdef}repeat /A /.notdef /C 3{/.notdef}repeat /G 13{/.notdef}repeat /U
+170{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+146.447 322.44 mov
+(C) sh
+154.454 322.642 mov
+(U) sh
+158.385 326.625 mo
+158.385 327.508 157.668 328.225 156.785 328.225 cv
+155.901 328.225 155.185 327.508 155.185 326.625 cv
+155.185 325.741 155.901 325.024 156.785 325.024 cv
+157.668 325.024 158.385 325.741 158.385 326.625 cv
+0 0 0 rgb
+ef
+.980392 .0509804 .0431373 rgb
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+161.65 322.641 mov
+(U) sh
+164.401 324.44 mo
+164.401 329.641 li
+0 0 0 rgb
+s
+.980392 .0509804 .0431373 rgb
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+168.851 322.641 mov
+(A) sh
+171.601 324.44 mo
+171.601 329.641 li
+0 0 0 rgb
+s
+.980392 .0509804 .0431373 rgb
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+176.05 322.641 mov
+(A) sh
+178.801 324.44 mo
+178.801 329.641 li
+0 0 0 rgb
+s
+.980392 .0509804 .0431373 rgb
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+183.25 322.641 mov
+(C) sh
+186.001 324.44 mo
+186.001 329.641 li
+0 0 0 rgb
+s
+.980392 .0509804 .0431373 rgb
+/Helvetica*1 findfont [7.2 0 0 -7.2 0 0 ]mfnt sfnt
+189.65 322.641 mov
+(G) sh
+193.201 324.44 mo
+193.201 329.641 li
+0 0 0 rgb
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+ce7e21940182217d317dbb078d97be05356c56d5596c7eb8d464dec1827e
+46a37273fc66> ND
+/quotesingle
+<10bf317031d6cb38314a48a25f917a0bc84fa8560a9dde3392b0598a064d
+d972a4e02d28ccddbc17> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Times-Roman findfont /Encoding get
+dup 51 /three put
+dup 53 /five put
+dup 169 /quotesingle put
+pop
+%ADOEndSubsetFont
+/Times-Roman*1
+[
+32{/.notdef}repeat /space 16{/.notdef}repeat /one /.notdef /three /.notdef /five
+/six /.notdef /eight 8{/.notdef}repeat /A 12{/.notdef}repeat /N /.notdef
+/P /.notdef /R 14{/.notdef}repeat /a /b /c /.notdef
+/e 3{/.notdef}repeat /i 2{/.notdef}repeat /l /.notdef /n /o
+3{/.notdef}repeat /s /.notdef /u 51{/.notdef}repeat /quotesingle 86{/.notdef}repeat
+] /Times-Roman nfnt
+/Times-Roman*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+115.65 316.641 mov
+(5\251 ) sh
+93.4468 335.839 mov
+-2.39987 0 32 (3 \251) wsh
+230.401 348.44 mo
+230.401 344.641 li
+291.401 344.641 li
+291.401 348.44 li
+0 0 0 rgb
+s
+218.251 151.44 mo
+222.051 151.44 li
+222.051 217.24 li
+218.251 217.24 li
+0 0 0 rgb
+s
+0 0 0 rgb
+%ADOBeginSubsetFont: Times-Bold Initial
+11 dict begin
+/FontName /Times-Bold def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/one
+<10bf317016a461215dc2bc58955b35661fa832109bbf588b04481bf3cd7d
+6757617e8c0c9816948b05a2f38fa7d575d87daf4173819092e8a31c5c40
+e448> ND
+/two
+<10bf31704e7ce76dc21d92ed768461702e89179315ec586ed23b84b600e7
+3a8f14adaeefbd1a8ef4ea75ecc881acaee461c169f9135deb6066d93b22
+ee96d26cb12918588e0f074cbe4a50dbd8dee265fdf797758e390f627882
+1a348c2c9d448eec97692b7ef491db5d02d45177dd87c13938d098649ebe
+a4cc2faaaed0c7a2761825de7c345f0bfb9041ae2e00092351fa02c4> ND
+/three
+<10bf3170448bf7f9ab87993b613b3ec6872bb5d966efcdf9c783f7efc718
+a4be64d1751f3265cb60d9b5276469b557ce9ac8e0b3e36526e436641c45
+b03e0bbf21c62cc9320f6e43ee7f4cf80e4ba99cbef004b4c841b62fef40
+eb9e06429ecc6610f2f9981d2ba816746969ed66b8d8f4a43f88a0481912
+4ea05d3482e732407a96b011398ff3c43e92014a09adb230efe31fae5890
+b709d22daa136899f6cee93c165c965053839c1761be399dc17d19e6190c
+d1189af61ffb99fcba33a54bf70a760eb14d549829e16b73f3286e65e570
+e9c68df30501c2fc3708531fc7b7a7> ND
+/P
+<10bf31705ac93459811df9cbd49c2bf4b1dedea8f02dfae7024000d592d8
+626efab6b45ce7d12609750117a8b9f45cec5fbc19dabdf498132ae3871f
+7b30c381d86c65ed3471fcdb55def6123a3407152978bf6a0a519b305da6
+114f0efe0bd3c68f68cac1672ee085498a8e6fd32638d9a60604b744ec7d
+adf8080c> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Bold findfont /Encoding get
+dup 49 /one put
+dup 50 /two put
+dup 51 /three put
+dup 80 /P put
+pop
+%ADOEndSubsetFont
+/Times-Bold*1
+[
+49{/.notdef}repeat /one /two /three 28{/.notdef}repeat /P 175{/.notdef}repeat
+] /Times-Bold nfnt
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+186.851 313.041 mov
+(P1) sh
+215.246 301.041 mov
+(P2) sh
+184.047 246.641 mov
+(P3) sh
+252.001 265.041 mo
+264.001 265.041 li
+264.001 255.44 li
+252.001 255.44 li
+252.001 265.041 li
+1 1 1 rgb
+ef
+0 0 0 rgb
+%ADOBeginSubsetFont: Times-Bold AddGlyphs
+
+systemdict begin
+/Times-Bold
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/period
+<10bf317031d60d0d96d24999f918f780e1d8a9a0f7af8ae84fc38c94ec58
+3135f88e9212> ND
+/zero
+<10bf31705e925b80b4c8f1fcfb5b2fe440a74f62c796f3c02eb2da9ee8cf
+3e749c77619068400ca89c7ff72323032874cc719b493cec13438cfd7c60
+1a938141b249a6344fe7adba210563b145c5c7fdeb53dd40d430a2aa7888
+168bd4bf2698d90932777f16b7e6a801d452cb01444444badd4929588478
+5c2db1fce381dd65450cfad1ad35a39b11fd66b6c6b2> ND
+/four
+<10bf31705e925b80b4d4cbc4e928debcbc9ca1ce5a446752e420eab5615d
+cef61aee7d97d9eff1670763252051f2be6419a384475d66237624abe7df
+bf6e4102d5fa21a734cd00f0c9525ffcfc3a0b5db0af7e642e07c3025b71
+28> ND
+/five
+<10bf31704c1fb570da2787659fe061824d11502990202c6ca9b1b5da7d96
+0cdc349fd36ba74c839bb1f6ad5b2036aeda9f35d253d86da9773dd61de0
+422dfd536357960cb12f0db9ec77f07242af63d3096a64c3445c4655da1d
+3f19cb4456eb43ca711a9ea13df4ad219690fec0405819e631b49a78e94e
+67647654af6c2c1b1a75609742d0f8441ecfc35136febc44d8aae59aaf7d
+8b88b3651059> ND
+/seven
+<10bf31704e7ce76dc241686bc20501ea6e7c96a17170122b38ebad2a9949
+f6af8d4a89b98118652167542a74de2ba301ca2bc45e339e3ae683f4931f
+043d89fd8fa9850065> ND
+/eight
+<10bf3170599acabf992f0757d5e6110d0b202583f1f37eaa3993e2f1cd0f
+6e2622e3038d71367894f4d7032548bfcfce20f6b689fcb6b5a6254cd40a
+57f3279a61197186e879de36aa303e142e3645176933121430692e7d7ebb
+506cc17ee9a0b5fcbbc35b4e0ca4bc539673a52c07e974690d1b4e3e7b30
+414514c9c4a69719fb0eb20a52293f89414475f52809d90dbe81091c74fb
+4c4dadbb0d931073181f5593d9dca742706d4ab9098d680bf1c84eb32b33
+f14a05583e424b60d3cbfbb323701a5b41e6da60d0f26788ef39cc3d0958
+7823ca82721fbddff3435b5a34de0e71ff21dda5df3656efd4419938b2c4
+470fe8e64677cb89eb7c4f1b21ac33694d> ND
+/nine
+<10bf31705d64a97b18e1d0c26252f36d43809f58e8523f9ddf78e8047717
+f29066dc4d29840ee57ae4b42a94d32fb40701e46b2363001bb79897b78f
+07a6186b92686a103837d7cdc6e3e3744245ff59de2a1d399ca8540f1c30
+c9a8541a5212f9caf65fbd8253c13d1a37e50b3c931f53d63eebadb9b257
+d82f4a0ddd6c07d70303ef7dcaedbf224ad7acf31f562053f842644420fd
+b779b2493077d34338a3116b99be03d0552359238e501a8016fcea411abd
+1d0406> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Times-Bold findfont /Encoding get
+dup 46 /period put
+dup 48 /zero put
+dup 52 /four put
+dup 53 /five put
+dup 55 /seven put
+dup 56 /eight put
+dup 57 /nine put
+pop
+%ADOEndSubsetFont
+/Times-Bold*1
+[
+46{/.notdef}repeat /period /.notdef /zero /one /two /three /four
+/five /.notdef /seven /eight /nine 22{/.notdef}repeat /P 175{/.notdef}repeat
+] /Times-Bold nfnt
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+252.051 262.64 mov
+(P4) sh
+196.451 127.451 mov
+(P5) sh
+/Times-Bold*1 findfont [0 -9.59949 -9.59949 0 0 0 ]mfnt sfnt
+171.601 190.64 mov
+(P5.1) sh
+/Times-Bold*1 findfont [8.43655 4.5777 4.57771 -8.43655 0 0 ]mfnt sfnt
+166.698 119.245 mov
+(P7) sh
+/Times-Bold*1 findfont [4.40726 -8.52861 -8.52859 -4.40726 0 0 ]mfnt sfnt
+108.938 148.31 mov
+(P8) sh
+/Times-Bold*1 findfont [9.5262 1.17877 1.17879 -9.5262 0 0 ]mfnt sfnt
+89.8564 125.389 mov
+(P9) sh
+/Times-Bold*1 findfont [8.29105 4.83913 4.83914 -8.29105 0 0 ]mfnt sfnt
+51.8052 62.5894 mov
+(P10.1) sh
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+165.25 111.04 mov
+(P10) sh
+/Times-Bold*1 findfont [7.0179 -6.55133 -6.55132 -7.0179 0 0 ]mfnt sfnt
+155.015 75.9165 mov
+(P11) sh
+/Times-Bold*1 findfont [8.74768 -3.95201 -3.952 -8.74768 0 0 ]mfnt sfnt
+240.226 16.2783 mov
+(P12) sh
+156.65 108.64 mo
+162.05 106.24 li
+162.45 109.84 li
+156.65 108.64 li
+0 0 0 rgb
+ef
+162.05 106.24 mo
+162.25 106.24 li
+162.25 106.44 li
+156.85 108.84 li
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+156.65 108.64 li
+0 0 0 rgb
+ef
+162.05 106.24 mo
+162.25 106.24 li
+162.45 108.04 li
+162.45 108.24 li
+162.251 108.24 li
+162.05 106.44 li
+0 0 0 rgb
+ef
+162.25 108.04 mo
+162.45 108.04 li
+162.65 109.84 li
+162.65 110.04 li
+162.45 110.04 li
+162.25 108.24 li
+0 0 0 rgb
+ef
+156.65 108.64 mo
+156.85 108.64 li
+162.65 109.84 li
+162.65 110.04 li
+162.45 110.04 li
+156.65 108.84 li
+0 0 0 rgb
+ef
+0 0 0 rgb
+/Times-Bold*1 findfont [9.59949 0 0 -9.59949 0 0 ]mfnt sfnt
+246.851 127.64 mov
+(P15) sh
+264.446 169.033 mov
+(P15.1) sh
+/Times-Bold*1 findfont [9.28151 2.44775 2.44777 -9.28151 0 0 ]mfnt sfnt
+261.931 225.923 mov
+(P18) sh
+/Times-Bold*1 findfont [4.92249 -8.24107 -8.24106 -4.92249 0 0 ]mfnt sfnt
+282.65 274.964 mov
+(P19) sh
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/space
+<10bf317079c7734bf7> ND
+/zero
+<10bf317040c2af124ea0a49a7bf41805b177f7c4498811bf81dd3becc7ca
+7a1e61bf5af20f14d3ba25cb845719681beff0dff1a88dee7823f826e8f0
+739d88e303e838311be2a57d9230228fb7> ND
+/one
+<10bf31702ce19e53b6f609b518076fe734884313e5cd7a86613dc6f2450b
+061a1ad1> ND
+/two
+<10bf31703a9b9e75ea81f4b86404c8c5b0ed48d346c9f9e1e61d1793fdf1
+09ba72c7c73f875dce1fed070846350ddda457812602713b0534321d272a
+eafbfd522ef367dbdfbcee610ab8b5> ND
+/three
+<10bf31703e65fd7e38478bb8cdc815f2e0f3a21edd060d037e033213cc37
+fb113e86d3e99697f293fc1e5b8128b557be09627a0c26ff6b1d5f3ab710
+a440daae1f921170ca40a3017a7e6559500868f56ea75da7c8a99018d093
+7b39791cb8dcd57666a113cd8b1bba494f8c69> ND
+/four
+<10bf317031d92f340665f9d57abf5ced23436d6488bc83fc9796703022f0
+1e775102213885082db74038803d6498914e3031d93bfd3b1dfe31f0e50f
+d402c8473500b13ddfa3fc45fa> ND
+/six
+<10bf317031d92f3425eda9786fee0115802f83ee2bdc48b38e5dc519e1dc
+c6118ccdf0f2a993ca95234f42293633db35d04ead9322d56bd4640afe6e
+cf0a84796425fe5cfb964a1b2eb8674fb6753c7544b8406bb3b18dd4e069
+08dc126a28d499cefa9312cde8e70aaf4f> ND
+/seven
+<10bf31702094ca827fc7642099017663cef908cd301efa28ee1bfc120575
+9bf89f8b49c3c14274> ND
+/bracketleft
+<10bf317010725340705c81366dc59ce1165f0649bc1a5038b23bc770834a
+d2c494e303> ND
+/bracketright
+<10bf317054ad3ad6de103c2ea88e0729d320fbf5c609d558099ba537941b
+a08d02> ND
+/n
+<10bf31702094ca827fd8441c0957d83ffd389f80f745b17010cbaca850e4
+b5efc2c5c2791c4590a7de7a9402e7d11d5027e291035e04625f59b98678
+9ec2395f091b27a1f72e02bb3010b5af4e13d941a458bc1fdf210f5db8e5
+879f> ND
+/t
+<10bf317065f8e1c4514de29c8c0648dd97151e5185bd64bac354fa8d1cf3
+eb2247ee5cd86f648e7a19bc8381fd380e262f145408a19e3e35c8745c47
+2d1157413020406b> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 32 /space put
+dup 48 /zero put
+dup 49 /one put
+dup 50 /two put
+dup 51 /three put
+dup 52 /four put
+dup 54 /six put
+dup 55 /seven put
+dup 91 /bracketleft put
+dup 93 /bracketright put
+dup 110 /n put
+dup 116 /t put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+32{/.notdef}repeat /space 15{/.notdef}repeat /zero /one /two /three /four
+/.notdef /six /seven 9{/.notdef}repeat /A /.notdef /C 3{/.notdef}repeat
+/G 13{/.notdef}repeat /U 5{/.notdef}repeat /bracketleft /.notdef /bracketright 16{/.notdef}repeat
+/n 5{/.notdef}repeat /t 139{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [12.8 0 0 -12.8 0 0 ]mfnt sfnt
+0 127.44 mov
+([102 nt]) sh
+313.601 17.8394 mov
+([37 nt]) sh
+330.401 145.84 mov
+([64 nt]) sh
+.113725 .054902 .501961 rgb
+%ADOBeginSubsetFont: Helvetica AddGlyphs
+
+systemdict begin
+/Helvetica
+findfont dup
+/Private get begin
+/CharStrings get begin
+systemdict /gcheck known {currentglobal currentdict gcheck setglobal} if
+/e
+<10bf31704ab2503030fec2f45e7e5cf47fc11d962739122c4e54474eff0e
+1255b3d1b22aec657aaa4e7d1bfca6994595e2e49e2858d732f38a805696
+e0fca4d794509958e8d5ada6b628c05ea9d2142ac2e719bc3979eacbf36c
+3a74f5814616cda1f804403494184f51057654c0eede1c814f65> ND
+/i
+<10bf317027e610bfa7f58864b8a844d682ae31b94e523457aa42d5ac0fca
+407a62ede509> ND
+/o
+<10bf317047276c4999ccbb3f4b024eb7736fff85ee898fa8dc5c493d73de
+8f82f4b642c44d2a87361f6250688ccf63358fd216a840baa63411d79901
+d9fada0454d7f87cd033ea90c8fac0d323> ND
+/r
+<10bf317036de1a736fd7044d328eb56610489f58e06f422d5d8826e2d999
+7d6966a26c649da538df984b0bc9f0adb2b3db3855728badd951de41862e
+1b15565642d18788d50ce6c0c354fae871a5368c291e4f40af513579> ND
+/s
+<10bf317040c2e74a50db8320b72aa362422c5115d7e36f2a575bee6ef5a9
+5b7f1ec07cceb340b8eafc033516a6d135450caf6b182cd4d156d706dadf
+7b0d04532d42adc5f90e3e8d4d7190e1e817490bbb6dc111a5ff60467263
+6f73f40380972f48fccf2a1a1743a966452a2354835f236c08012007bc24
+28ac92747a4323c158f91e70df679842ba2879a730649268d53d90ae684f
+619220009223761a805f27384176224b326fc5f1d462619e9a> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Helvetica findfont /Encoding get
+dup 101 /e put
+dup 105 /i put
+dup 111 /o put
+dup 114 /r put
+dup 115 /s put
+pop
+%ADOEndSubsetFont
+/Helvetica*1
+[
+32{/.notdef}repeat /space 15{/.notdef}repeat /zero /one /two /three /four
+/.notdef /six /seven 9{/.notdef}repeat /A /.notdef /C 3{/.notdef}repeat
+/G 13{/.notdef}repeat /U 5{/.notdef}repeat /bracketleft /.notdef /bracketright 7{/.notdef}repeat
+/e 3{/.notdef}repeat /i 4{/.notdef}repeat /n /o 2{/.notdef}repeat /r
+/s /t 139{/.notdef}repeat
+] /Helvetica nfnt
+/Helvetica*1 findfont [12.8 0 0 -12.8 0 0 ]mfnt sfnt
+301.601 308.24 mov
+(40 nt insertion) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
+%!PS-Adobe-3.0 EPSF-3.0
+%%Creator: Adobe Illustrator(R) 10.0
+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (rnaseP-bsu-alignment.eps)
+%%CreationDate: 3/27/03 11:47 AM
+%AI9_DataStream
+%GatkKCTec!Q)=A*"8i[BJ2UeF`_tSI1=P-.Bihi"mP8T[oaD8HLl at .S#udXWUg/'VqX=#<\^05';Uom`N+Ik$\%G,1ore%K=DR"/
+%Idj[F?b[T,?[hOO=+C+h6]B2U%eZO^gI&+-g$K#/prDR4SSu7 at V9bHrr8M@7$Tm6P5?jGenrriONm$kZIdsFfrT/G&p,B0^p%dap
+%cX4A1p%lp/*e++_p@@1om0c*l&-)BOn`&*64oFY8l[Sa*2nsb5nh&bta8+_uoBl/+r9So_q#0e;kF3Rnm+%$an`sPqD(hLTO5Kd#
+%X"W5NNt:usYJ9r!`Uc+hs#KFAJ$o4=Qd9$_?bUjbAUF;N57?)4q+oTorpq)sNSF*oO73,6AUj7CR(qT4kP3SoI/`:)AGt!Mick"]
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+%ADOBeginClientInjection: DocumentProlog Start "AI10"
+%ADOEndClientInjection: DocumentProlog Start "AI10"
+%%BeginResource: procset Adobe_AGM_Utils 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Utils 60 dict dup begin put
+/bdf
+{
+ bind def
+} bind def
+/nd{
+ null def
+}bdf
+/xdf
+{
+ exch def
+}bdf
+/ldf
+{
+ load def
+}bdf
+/ddf
+{
+ put
+}bdf
+/xddf
+{
+ 3 -1 roll put
+}bdf
+/xpt
+{
+ exch put
+}bdf
+/ndf
+{
+
+ exch dup where{
+ pop pop pop
+ }{
+ xdf
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/bdict
+{
+ mark
+}bdf
+/edict
+{
+ counttomark 2 idiv dup dict begin {def} repeat pop currentdict end
+}def
+
+/ps_level
+ /languagelevel where{
+ pop systemdict /languagelevel get exec
+ }{
+ 1
+ }ifelse
+def
+/level2
+ ps_level 2 ge
+def
+/level3
+ ps_level 3 ge
+def
+/ps_version
+ {version cvr} stopped {
+ -1
+ }if
+def
+/makereadonlyarray
+{
+ /packedarray where{
+ pop packedarray
+ }{
+ array astore readonly
+ }ifelse
+}bdf
+/map_reserved_ink_name
+{
+ dup type /stringtype eq{
+ dup /Red eq{
+ pop (_Red_)
+ }{
+ dup /Green eq{
+ pop (_Green_)
+ }{
+ dup /Blue eq{
+ pop (_Blue_)
+ }{
+ dup /Cyan eq{
+ pop (_Cyan_)
+ }{
+ dup /Magenta eq{
+ pop (_Magenta_)
+ }{
+ dup /Yellow eq{
+ pop (_Yellow_)
+ }{
+ dup /Black eq{
+ pop (_Black_)
+ }{
+ dup () cvn eq{
+ pop (Process)
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }if
+}bdf
+/AGMUTIL_GSTATE 22 dict def
+/get_gstate
+{
+ AGMUTIL_GSTATE begin
+ /AGMUTIL_GSTATE_clr_spc currentcolorspace def
+ /AGMUTIL_GSTATE_clr_indx 0 def
+ /AGMUTIL_GSTATE_clr_comps 12 array def
+ mark currentcolor counttomark
+ {AGMUTIL_GSTATE_clr_comps AGMUTIL_GSTATE_clr_indx 3 -1 roll put
+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 add def} repeat pop
+ /AGMUTIL_GSTATE_fnt rootfont def
+ /AGMUTIL_GSTATE_lw currentlinewidth def
+ /AGMUTIL_GSTATE_lc currentlinecap def
+ /AGMUTIL_GSTATE_lj currentlinejoin def
+ /AGMUTIL_GSTATE_ml currentmiterlimit def
+ currentdash /AGMUTIL_GSTATE_do xdf /AGMUTIL_GSTATE_da xdf
+ /AGMUTIL_GSTATE_sa currentstrokeadjust def
+
+ /AGMUTIL_GSTATE_clr_rnd currentcolorrendering def
+ /AGMUTIL_GSTATE_op currentoverprint def
+ /AGMUTIL_GSTATE_bg currentblackgeneration cvlit def
+ /AGMUTIL_GSTATE_ucr currentundercolorremoval cvlit def
+ currentcolortransfer cvlit /AGMUTIL_GSTATE_gy_xfer xdf cvlit /AGMUTIL_GSTATE_b_xfer xdf
+ cvlit /AGMUTIL_GSTATE_g_xfer xdf cvlit /AGMUTIL_GSTATE_r_xfer xdf
+ /AGMUTIL_GSTATE_ht currenthalftone def
+ /AGMUTIL_GSTATE_flt currentflat def
+ end
+}def
+/set_gstate
+{
+ AGMUTIL_GSTATE begin
+ AGMUTIL_GSTATE_clr_spc setcolorspace
+ AGMUTIL_GSTATE_clr_indx {AGMUTIL_GSTATE_clr_comps AGMUTIL_GSTATE_clr_indx 1 sub get
+ /AGMUTIL_GSTATE_clr_indx AGMUTIL_GSTATE_clr_indx 1 sub def} repeat setcolor
+ AGMUTIL_GSTATE_fnt setfont
+ AGMUTIL_GSTATE_lw setlinewidth
+ AGMUTIL_GSTATE_lc setlinecap
+ AGMUTIL_GSTATE_lj setlinejoin
+ AGMUTIL_GSTATE_ml setmiterlimit
+ AGMUTIL_GSTATE_da AGMUTIL_GSTATE_do setdash
+ AGMUTIL_GSTATE_sa setstrokeadjust
+
+ AGMUTIL_GSTATE_clr_rnd setcolorrendering
+ AGMUTIL_GSTATE_op setoverprint
+ AGMUTIL_GSTATE_bg cvx setblackgeneration
+ AGMUTIL_GSTATE_ucr cvx setundercolorremoval
+ AGMUTIL_GSTATE_r_xfer cvx AGMUTIL_GSTATE_g_xfer cvx AGMUTIL_GSTATE_b_xfer cvx
+ AGMUTIL_GSTATE_gy_xfer cvx setcolortransfer
+
+ AGMUTIL_GSTATE_ht /HalftoneType get dup 9 eq exch 100 eq or
+ {
+ currenthalftone /HalftoneType get AGMUTIL_GSTATE_ht /HalftoneType get ne
+ {
+ mark AGMUTIL_GSTATE_ht {sethalftone} stopped cleartomark
+ } if
+ }{
+ AGMUTIL_GSTATE_ht sethalftone
+ } ifelse
+
+ AGMUTIL_GSTATE_flt setflat
+ end
+}def
+/AGMUTIL_str256 256 string def
+/AGMUTIL_src256 256 string def
+/AGMUTIL_dst64 64 string def
+/AGMUTIL_srcLen nd
+/AGMUTIL_ndx nd
+/rdline
+{
+ currentfile AGMUTIL_str256 readline pop
+} bdf
+/rdcmntline
+{
+ currentfile AGMUTIL_str256 readline pop
+ (%) anchorsearch {pop} if
+} bdf
+/filter_cmyk
+{
+ dup type /filetype ne{
+ 0 () /SubFileDecode filter
+ }if
+ [
+ exch
+ {
+ AGMUTIL_src256 readstring pop
+ dup length /AGMUTIL_srcLen exch def
+ /AGMUTIL_ndx 0 def
+
+ AGMCORE_plate_ndx 4 AGMUTIL_srcLen 1 sub{
+ 1 index exch get
+ AGMUTIL_dst64 AGMUTIL_ndx 3 -1 roll put
+ /AGMUTIL_ndx AGMUTIL_ndx 1 add def
+ }for
+ pop
+ AGMUTIL_dst64 0 AGMUTIL_ndx getinterval
+ }
+ bind
+ /exec cvx
+ ] cvx
+} bdf
+/AGMUTIL_imagefile nd
+/AGMUTIL_imbuf nd
+/read_image_file
+{
+ AGMUTIL_imagefile 0 setfileposition
+ dup /DataSource {AGMUTIL_imagefile AGMUTIL_imbuf readstring pop} put
+ exch
+ load exec
+}def
+/write_image_file
+{
+ begin
+ { (AGMUTIL_imagefile) (w+) file } stopped{
+ false
+ }{
+ Adobe_AGM_Utils/AGMUTIL_imagefile xddf
+ Adobe_AGM_Utils/AGMUTIL_imbuf Width BitsPerComponent mul 7 add 8 idiv string ddf
+ 1 1 Height {
+ pop
+ DataSource dup type /filetype eq{
+ AGMUTIL_imbuf readstring pop
+ }{
+ exec
+ } ifelse
+ AGMUTIL_imagefile exch writestring
+ }for
+ true
+ }ifelse
+ end
+}def
+/close_image_file
+{
+ AGMUTIL_imagefile closefile (AGMUTIL_imagefile) deletefile
+}def
+/consumeimagedata
+{
+ begin
+ currentdict /MultipleDataSources known not
+ {/MultipleDataSources false def} if
+ MultipleDataSources
+ {
+ 1 dict begin
+ /flushbuffer Width cvi string def
+ 1 1 Height cvi
+ {
+ pop
+ 0 1 DataSource length 1 sub
+ {
+ DataSource exch get
+ dup type dup
+ /filetype eq
+ {
+ exch flushbuffer readstring pop pop
+ }if
+ /arraytype eq
+ {
+ exec pop
+ }if
+ }for
+ }for
+ end
+ }
+ {
+ /DataSource load type dup
+ /filetype eq
+ {
+ 1 dict begin
+ /flushbuffer Width Decode length 2 div mul cvi string def
+ 1 1 Height { pop DataSource flushbuffer readstring pop pop} for
+ end
+ }if
+ /arraytype eq
+ {
+ 1 1 Height { pop DataSource pop } for
+ }if
+ }ifelse
+ end
+}bdf
+/addprocs
+{
+ 2{/exec load}repeat
+ 3 1 roll
+ [ 5 1 roll ] bind cvx
+}def
+/modify_halftone_xfer
+{
+ currenthalftone dup length dict copy begin
+ currentdict 2 index known{
+ 1 index load dup length dict copy begin
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end def
+ currentdict end sethalftone
+ }{
+ currentdict/TransferFunction known{
+ /TransferFunction load
+ }{
+ currenttransfer
+ }ifelse
+ addprocs /TransferFunction xdf
+ currentdict end sethalftone
+ pop
+ }ifelse
+}def
+/doc_setup{
+ Adobe_AGM_Utils begin
+}bdf
+/doc_trailer{
+ currentdict Adobe_AGM_Utils eq{
+ end
+ }if
+}bdf
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_AGM_Core 2.0 0
+%%Version: 2.0 0
+%%Copyright: Copyright (C) 1997-1999 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Core 205 dict dup begin put
+/nd{
+ null def
+}bind def
+/Adobe_AGM_Core_Id /Adobe_AGM_Core_2.0_0 def
+/AGMCORE_str256 256 string def
+/AGMCORE_src256 256 string def
+/AGMCORE_save nd
+/AGMCORE_graphicsave nd
+/AGMCORE_c 0 def
+/AGMCORE_m 0 def
+/AGMCORE_y 0 def
+/AGMCORE_k 0 def
+/AGMCORE_cmykbuf 4 array def
+/AGMCORE_screen [currentscreen] cvx def
+/AGMCORE_tmp 0 def
+/AGMCORE_&setgray nd
+/AGMCORE_&setcolor nd
+/AGMCORE_&setcolorspace nd
+/AGMCORE_&setcmykcolor nd
+/AGMCORE_cyan_plate nd
+/AGMCORE_magenta_plate nd
+/AGMCORE_yellow_plate nd
+/AGMCORE_black_plate nd
+/AGMCORE_plate_ndx nd
+/AGMCORE_get_ink_data nd
+/AGMCORE_is_cmyk_sep nd
+/AGMCORE_host_sep nd
+/AGMCORE_will_host_sep nd
+/AGMCORE_avoid_L2_sep_space nd
+/AGMCORE_distilling nd
+/AGMCORE_composite_job nd
+/AGMCORE_producing_seps nd
+/AGMCORE_ps_level -1 def
+/AGMCORE_ps_version -1 def
+/AGMCORE_environ_ok nd
+/AGMCORE_CSA_cache 0 dict def
+/AGMCORE_CSD_cache 0 dict def
+/AGMCORE_pattern_cache 0 dict def
+/AGMCORE_currentoverprint false def
+/AGMCORE_deltaX nd
+/AGMCORE_deltaY nd
+/AGMCORE_name nd
+/AGMCORE_sep_special nd
+/AGMCORE_err_strings 4 dict def
+/AGMCORE_cur_err nd
+/AGMCORE_ovp nd
+/AGMCORE_current_spot_alias false def
+/AGMCORE_inverting false def
+/AGMCORE_feature_dictCount nd
+/AGMCORE_feature_opCount nd
+/AGMCORE_feature_ctm nd
+/AGMCORE_ConvertToProcess false def
+/AGMCORE_Default_CTM matrix def
+/knockout_unitsq nd
+/AGMCORE_CRD_cache where{
+ pop
+}{
+ /AGMCORE_CRD_cache 0 dict def
+}ifelse
+/AGMCORE_key_known
+{
+ where{
+ /Adobe_AGM_Core_Id known
+ }{
+ false
+ }ifelse
+}ndf
+/flushinput
+{
+ save
+ /CompareBuffer 3 -1 roll def
+ /readbuffer 256 string def
+ mark
+ {
+ currentfile readbuffer {readline} stopped
+ {cleartomark mark}
+ {
+ not
+ {pop exit}
+ if
+ CompareBuffer eq
+ {exit}
+ if
+ }ifelse
+ }loop
+ cleartomark
+ restore
+}bdf
+/getspotfunction
+{
+ AGMCORE_screen exch pop exch pop
+ dup type /dicttype eq{
+ dup /HalftoneType get 1 eq{
+ /SpotFunction get
+ }{
+ dup /HalftoneType get 2 eq{
+ /GraySpotFunction get
+ }{
+ pop
+ {
+ abs exch abs 2 copy add 1 gt{
+ 1 sub dup mul exch 1 sub dup mul add 1 sub
+ }{
+ dup mul exch dup mul add 1 exch sub
+ }ifelse
+ }bind
+ }ifelse
+ }ifelse
+ }if
+} def
+/clp_npth
+{
+ clip newpath
+} def
+/eoclp_npth
+{
+ eoclip newpath
+} def
+/stkpath_clp_npth
+{
+ strokepath clip newpath
+} def
+/stk_n_clp_npth
+{
+ gsave stroke grestore clip newpath
+} def
+/npth_clp
+{
+ newpath clip
+} def
+/graphic_setup
+{
+ /AGMCORE_graphicsave save def
+ concat
+ 0 setgray
+ 0 setlinecap
+ 0 setlinejoin
+ 1 setlinewidth
+ [] 0 setdash
+ 10 setmiterlimit
+ newpath
+ false setoverprint
+ false setstrokeadjust
+ Adobe_AGM_Core/spot_alias get exec
+ /Adobe_AGM_Image where {
+ pop
+ Adobe_AGM_Image/spot_alias 2 copy known{
+ get exec
+ }{
+ pop pop
+ }ifelse
+ } if
+ 100 dict begin
+ /showpage {} def
+ mark
+} def
+/graphic_cleanup
+{
+ cleartomark
+ end
+ AGMCORE_graphicsave restore
+} def
+/compose_error_msg
+{
+ grestoreall initgraphics
+ /Helvetica findfont 10 scalefont setfont
+
+ /AGMCORE_deltaY 100 def
+ /AGMCORE_deltaX 310 def
+
+ clippath pathbbox newpath pop pop 36 add exch 36 add exch moveto
+ 0 AGMCORE_deltaY rlineto AGMCORE_deltaX 0 rlineto
+ 0 AGMCORE_deltaY neg rlineto AGMCORE_deltaX neg 0 rlineto closepath
+ 0 AGMCORE_&setgray
+ gsave 1 AGMCORE_&setgray fill grestore
+ 1 setlinewidth gsave stroke grestore
+
+ currentpoint AGMCORE_deltaY 15 sub add exch 8 add exch moveto
+
+ /AGMCORE_deltaY 12 def
+ /AGMCORE_tmp 0 def
+ AGMCORE_err_strings exch get
+ {
+ dup 32 eq
+ {
+ pop
+ AGMCORE_str256 0 AGMCORE_tmp getinterval
+ stringwidth pop currentpoint pop add AGMCORE_deltaX 28 add gt
+ {
+ currentpoint AGMCORE_deltaY sub exch pop
+ clippath pathbbox pop pop pop 44 add exch moveto
+ } if
+ AGMCORE_str256 0 AGMCORE_tmp getinterval show ( ) show
+
+ 0 1 AGMCORE_str256 length 1 sub
+ {
+ AGMCORE_str256 exch 0 put
+ }for
+ /AGMCORE_tmp 0 def
+ }
+ {
+ AGMCORE_str256 exch AGMCORE_tmp exch put
+ /AGMCORE_tmp AGMCORE_tmp 1 add def
+ } ifelse
+ } forall
+} bdf
+/doc_setup{
+ Adobe_AGM_Core begin
+
+ /AGMCORE_will_host_separate xdf
+ /AGMCORE_ps_version xdf
+ /AGMCORE_ps_level xdf
+
+ errordict /AGM_handleerror known not{
+ errordict /AGM_handleerror errordict /handleerror get put
+ errordict /handleerror {
+ Adobe_AGM_Core begin
+ $error /newerror get AGMCORE_cur_err null ne and{
+ $error /newerror false put
+ AGMCORE_cur_err compose_error_msg
+ }if
+ $error /newerror true put
+ end
+ errordict /AGM_handleerror get exec
+ } bind put
+ }if
+
+ /AGMCORE_environ_ok
+ ps_level AGMCORE_ps_level ge
+ ps_version AGMCORE_ps_version ge and
+ AGMCORE_ps_level -1 eq or
+ def
+
+ AGMCORE_environ_ok not
+ {/AGMCORE_cur_err /AGMCORE_bad_environ def} if
+
+ /AGMCORE_&setgray systemdict/setgray get def
+ level2{
+ /AGMCORE_&setcolor systemdict/setcolor get def
+ /AGMCORE_&setcolorspace systemdict/setcolorspace get def
+ }if
+ /AGMCORE_distilling
+ /product where{
+ pop systemdict/setdistillerparams known product (Adobe PostScript Parser) ne and
+ }{
+ false
+ }ifelse
+ def
+ /AGMCORE_in_rip_sep
+ /AGMCORE_in_rip_sep where{
+ pop AGMCORE_in_rip_sep
+ }{
+ AGMCORE_distilling
+ {
+ false
+ }{
+ userdict/Adobe_AGM_OnHost_Seps known{
+ false
+ }{
+ level2{
+ currentpagedevice/Separations 2 copy known{
+ get
+ }{
+ pop pop false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ level2 not{
+ /xput{
+ dup load dup length exch maxlength eq{
+ dup dup load dup
+ length dup 0 eq {pop 1} if 2 mul dict copy def
+ }if
+ load begin
+ def
+ end
+ }def
+ }{
+ /xput{
+ load 3 1 roll put
+ }def
+ }ifelse
+ /AGMCORE_GSTATE AGMCORE_key_known not{
+ /AGMCORE_GSTATE 21 dict def
+ /AGMCORE_gstack 32 array def
+ /AGMCORE_gstackptr 0 def
+ /AGMCORE_gstacksaveptr 0 def
+ /AGMCORE_gstackframekeys 8 def
+
+ /AGMCORE_&gsave /gsave ldf
+ /AGMCORE_&grestore /grestore ldf
+ /AGMCORE_&grestoreall /grestoreall ldf
+ /AGMCORE_&save /save ldf
+ /AGMCORE_gdictcopy {
+ begin
+ { def } forall
+ end
+ }def
+ /AGMCORE_gput {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ 3 1 roll
+ put
+ }def
+ /AGMCORE_gget {
+ AGMCORE_gstack AGMCORE_gstackptr get
+ exch
+ get
+ }def
+ /gsave {
+ AGMCORE_&gsave
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ /grestore {
+ AGMCORE_&grestore
+ AGMCORE_gstackptr 1 sub
+ dup AGMCORE_gstacksaveptr lt {1 add} if
+ Adobe_AGM_Core exch
+ /AGMCORE_gstackptr exch put
+ }def
+ /grestoreall {
+ AGMCORE_&grestoreall
+ Adobe_AGM_Core
+ /AGMCORE_gstackptr AGMCORE_gstacksaveptr put
+ }def
+ /save {
+ AGMCORE_&save
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gstackptr 1 add
+ dup 32 ge {limitcheck} if
+ Adobe_AGM_Core begin
+ /AGMCORE_gstackptr exch def
+ /AGMCORE_gstacksaveptr AGMCORE_gstackptr def
+ end
+ AGMCORE_gstack AGMCORE_gstackptr get
+ AGMCORE_gdictcopy
+ }def
+ 0 1 AGMCORE_gstack length 1 sub {
+ AGMCORE_gstack exch AGMCORE_gstackframekeys dict put
+ } for
+ }if
+ /currentcmykcolor [0 0 0 0] AGMCORE_gput
+ /currentstrokeadjust false AGMCORE_gput
+ /currentcolorspace [/DeviceGray] AGMCORE_gput
+ /sep_tint 0 AGMCORE_gput
+ /sep_colorspace_dict null AGMCORE_gput
+ /indexed_colorspace_dict null AGMCORE_gput
+ /currentcolor_intent () AGMCORE_gput
+ /customcolor_tint 1 AGMCORE_gput
+ end
+}def
+/page_setup
+{
+ /setcmykcolor where{
+ pop
+ Adobe_AGM_Core/AGMCORE_&setcmykcolor /setcmykcolor load put
+ }if
+ Adobe_AGM_Core begin
+ /setcmykcolor
+ {
+ 4 copy AGMCORE_cmykbuf astore /currentcmykcolor exch AGMCORE_gput
+ 1 sub 4 1 roll
+ 3 {
+ 3 index add neg dup 0 lt {
+ pop 0
+ } if
+ 3 1 roll
+ } repeat
+ setrgbcolor pop
+ }ndf
+ /currentcmykcolor
+ {
+ /currentcmykcolor AGMCORE_gget aload pop
+ }ndf
+ /setoverprint
+ {
+ pop
+ }ndf
+ /currentoverprint
+ {
+ false
+ }ndf
+ /AGMCORE_deviceDPI 72 0 matrix defaultmatrix dtransform dup mul exch dup mul add sqrt def
+ /AGMCORE_cyan_plate 1 0 0 0 test_cmyk_color_plate def
+ /AGMCORE_magenta_plate 0 1 0 0 test_cmyk_color_plate def
+ /AGMCORE_yellow_plate 0 0 1 0 test_cmyk_color_plate def
+ /AGMCORE_black_plate 0 0 0 1 test_cmyk_color_plate def
+ /AGMCORE_plate_ndx
+ AGMCORE_cyan_plate{
+ 0
+ }{
+ AGMCORE_magenta_plate{
+ 1
+ }{
+ AGMCORE_yellow_plate{
+ 2
+ }{
+ AGMCORE_black_plate{
+ 3
+ }{
+ 4
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /AGMCORE_composite_job
+ AGMCORE_cyan_plate AGMCORE_magenta_plate and AGMCORE_yellow_plate and AGMCORE_black_plate and def
+
+ /AGMCORE_producing_seps AGMCORE_composite_job not AGMCORE_in_rip_sep or def
+
+ /AGMCORE_host_sep AGMCORE_producing_seps AGMCORE_in_rip_sep not and def
+
+ /AGM_preserve_spots
+ /AGM_preserve_spots where{
+ pop AGM_preserve_spots
+ }{
+ AGMCORE_distilling AGMCORE_producing_seps or
+ }ifelse
+ def
+ /AGM_is_distiller_preserving_spotimages
+ {
+ currentdistillerparams/PreserveOverprintSettings known
+ {
+ currentdistillerparams/PreserveOverprintSettings get
+ {
+ currentdistillerparams/ColorConversionStrategy known
+ {
+ currentdistillerparams/ColorConversionStrategy get
+ /LeaveColorUnchanged eq
+ }{
+ true
+ }ifelse
+ }{
+ false
+ }ifelse
+ }{
+ false
+ }ifelse
+ }def
+ /convert_spot_to_process where {pop}{
+ /convert_spot_to_process
+ {
+ dup dup (None) eq exch (All) eq or
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ gsave
+ 1 0 0 0 setcmykcolor currentgray 1 exch sub
+ 0 1 0 0 setcmykcolor currentgray 1 exch sub
+ 0 0 1 0 setcmykcolor currentgray 1 exch sub
+ 0 0 0 1 setcmykcolor currentgray 1 exch sub
+ add add add 0 eq
+ {
+ pop false
+ }{
+ false setoverprint
+ 1 1 1 1 5 -1 roll findcmykcustomcolor 1 setcustomcolor
+ currentgray 0 eq
+ }ifelse
+ grestore
+ }{
+ AGMCORE_distilling
+ {
+ pop AGM_is_distiller_preserving_spotimages not
+ }{
+ Adobe_AGM_Core/AGMCORE_name xddf
+ false
+ currentpagedevice/OverrideSeparations known
+ {
+ currentpagedevice/OverrideSeparations get
+ {
+ /HqnSpots /ProcSet resourcestatus
+ {
+ pop pop pop true
+ }if
+ }if
+ }if
+ {
+ AGMCORE_name /HqnSpots /ProcSet findresource /TestSpot get exec not
+ }{
+ gsave
+ [/Separation AGMCORE_name /DeviceGray {}]setcolorspace
+ false
+ currentpagedevice/SeparationColorNames 2 copy known
+ {
+ get
+ { AGMCORE_name eq or}forall
+ not
+ }{
+ pop pop pop true
+ }ifelse
+ grestore
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ /convert_to_process where {pop}{
+ /convert_to_process
+ {
+ dup length 0 eq
+ {
+ pop false
+ }{
+ AGMCORE_host_sep
+ {
+ true exch
+ {
+ convert_spot_to_process and
+ }
+ forall
+ }{
+ false exch
+ {
+ convert_spot_to_process or
+ }
+ forall
+ }ifelse
+ }ifelse
+ }def
+ }ifelse
+ AGMCORE_host_sep AGMCORE_will_host_separate not and {
+ /AGMCORE_cur_err /AGMCORE_color_space_onhost_seps def
+ AGMCORE_color_space_onhost_seps
+ }if
+ /AGMCORE_avoid_L2_sep_space
+ version cvr 2012 lt
+ level2 and
+ AGMCORE_producing_seps not and
+ def
+ /AGMCORE_is_cmyk_sep
+ AGMCORE_cyan_plate AGMCORE_magenta_plate or AGMCORE_yellow_plate or AGMCORE_black_plate or
+ def
+ /AGM_avoid_0_cmyk where{
+ pop AGM_avoid_0_cmyk
+ }{
+ AGM_preserve_spots
+ userdict/Adobe_AGM_OnHost_Seps known
+ userdict/Adobe_AGM_InRip_Seps known or
+ not and
+ }ifelse
+ {
+ /setcmykcolor[
+ {
+ 4 copy add add add 0 eq currentoverprint and{
+ pop 0.0005
+ }if
+ }/exec cvx
+ /AGMCORE_&setcmykcolor load dup type/operatortype ne{
+ /exec cvx
+ }if
+ ]cvx def
+ }if
+ AGMCORE_host_sep{
+ /AGMCORE_get_ink_data
+ AGMCORE_cyan_plate{
+ {pop pop pop}
+ }{
+ AGMCORE_magenta_plate{
+ {4 3 roll pop pop pop}
+ }{
+ AGMCORE_yellow_plate{
+ {4 2 roll pop pop pop}
+ }{
+ {4 1 roll pop pop pop}
+ }ifelse
+ }ifelse
+ }ifelse
+ def
+ /clip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&clip /clip load put
+ /clip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&clip
+ }def
+ }if
+ /eoclip AGMCORE_key_known not{
+ Adobe_AGM_Core/AGMCORE_&eoclip /eoclip load put
+ /eoclip
+ {
+ current_spot_alias{
+ currentdict/InksUsed known{
+ [
+ InksUsed{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }forall
+ ]
+ /InksUsed xdf
+ }if
+ }if
+ AGMCORE_&eoclip
+ }def
+ }if
+ }if
+ AGMCORE_in_rip_sep{
+ /setcustomcolor
+ {
+ exch aload pop
+ dup 7 1 roll inRip_spot_has_ink not {
+ 4 {4 index mul 4 1 roll}
+ repeat
+ /DeviceCMYK setcolorspace
+ 6 -2 roll pop pop
+ }{
+ Adobe_AGM_Core begin
+ /AGMCORE_k xdf /AGMCORE_y xdf /AGMCORE_m xdf /AGMCORE_c xdf
+ end
+ [/Separation 4 -1 roll /DeviceCMYK
+ {dup AGMCORE_c mul exch dup AGMCORE_m mul exch dup AGMCORE_y mul exch AGMCORE_k mul}
+ ]
+ setcolorspace
+ }ifelse
+ setcolor
+ }ndf
+ /setseparationgray
+ {
+ [/Separation (All) /DeviceGray {}] setcolorspace_opt
+ 1 exch sub setcolor
+ }ndf
+ }{
+ /setseparationgray
+ {
+ AGMCORE_&setgray
+ }ndf
+ }ifelse
+ /findcmykcustomcolor
+ {
+ 5 makereadonlyarray
+ }ndf
+ /setcustomcolor
+ {
+ exch aload pop pop
+ 4 {4 index mul 4 1 roll} repeat
+ setcmykcolor pop
+ }ndf
+
+ /has_color
+ /colorimage where{
+ AGMCORE_producing_seps{
+ pop true
+ }{
+ systemdict eq
+ }ifelse
+ }{
+ false
+ }ifelse
+ def
+
+ /map_index
+ {
+ 1 index mul exch getinterval {255 div} forall
+ }def
+
+ level2{
+ /mo /moveto ldf
+ /li /lineto ldf
+ /cv /curveto ldf
+ /knockout_unitsq
+ {
+ 1 setgray
+ 0 0 1 1 rectfill
+ }def
+ /level2ScreenFreq{
+ begin
+ 60
+ HalftoneType 1 eq{
+ pop Frequency
+ }if
+ HalftoneType 2 eq{
+ pop GrayFrequency
+ }if
+ HalftoneType 5 eq{
+ pop Default level2ScreenFreq
+ }if
+ end
+ }def
+ /currentScreenFreq{
+ currenthalftone level2ScreenFreq
+ }def
+ level2 /setcolorspace AGMCORE_key_known not and{
+
+ /AGMCORE_&&&setcolorspace /setcolorspace ldf
+ /AGMCORE_ReplaceMappedColor
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get dup /Separation eq
+ {
+ pop
+ dup length array copy
+ dup dup 1 get
+ current_spot_alias
+ {
+ dup map_alias
+ {
+ begin
+ /sep_colorspace_dict currentdict AGMCORE_gput
+ pop pop pop
+
+ [
+ /Separation Name
+ CSA map_csa
+ dup /MappedCSA xdf
+ /sep_colorspace_proc load
+ ]
+ dup Name
+ end
+ }if
+ }if
+ map_reserved_ink_name 1 exch put
+ }{
+ /DeviceN eq
+ {
+ dup length array copy
+ dup dup 1 get [
+ exch {
+ current_spot_alias{
+ dup map_alias{
+ /Name get exch pop
+ }if
+ }if
+ map_reserved_ink_name
+ } forall
+ ] 1 exch put
+ }if
+ }ifelse
+ }if
+ }def
+ /setcolorspace
+ {
+ dup type dup /arraytype eq exch /packedarraytype eq or
+ {
+ dup 0 get /Indexed eq
+ {
+ AGMCORE_distilling
+ {
+ /PhotoshopDuotoneList where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }{
+ true
+ }ifelse
+ {
+ aload pop 3 -1 roll
+ AGMCORE_ReplaceMappedColor
+ 3 1 roll 4 array astore
+ }if
+ }{
+ AGMCORE_ReplaceMappedColor
+ }ifelse
+ }if
+ AGMCORE_&&&setcolorspace
+ }def
+ }if
+ }{
+
+ /adj
+ {
+ currentstrokeadjust{
+ transform
+ 0.25 sub round 0.25 add exch
+ 0.25 sub round 0.25 add exch
+ itransform
+ }if
+ }def
+ /mo{
+ adj moveto
+ }def
+ /li{
+ adj lineto
+ }def
+ /cv{
+ 6 2 roll adj
+ 6 2 roll adj
+ 6 2 roll adj curveto
+ }def
+ /knockout_unitsq
+ {
+ 1 setgray
+ 8 8 1 [8 0 0 8 0 0] {<ffffffffffffffff>} image
+ }def
+ /currentstrokeadjust{
+ /currentstrokeadjust AGMCORE_gget
+ }def
+ /setstrokeadjust{
+ /currentstrokeadjust exch AGMCORE_gput
+ }def
+ /currentScreenFreq{
+ currentscreen pop pop
+ }def
+ /setcolorspace
+ {
+ /currentcolorspace exch AGMCORE_gput
+ } def
+
+ /currentcolorspace
+ {
+ /currentcolorspace AGMCORE_gget
+ } def
+
+ /n_color_components
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop 1
+ }{
+ /DeviceCMYK eq{
+ 4
+ }{
+ 3
+ }ifelse
+ }ifelse
+ } def
+
+ /setcolor_devicecolor
+ {
+ dup type /arraytype eq{
+ 0 get
+ }if
+ dup /DeviceGray eq{
+ pop setgray
+ }{
+ /DeviceCMYK eq{
+ setcmykcolor
+ }{
+ setrgbcolor
+ }ifelse
+ }ifelse
+ }def
+
+ /setcolor
+ {
+ currentcolorspace 0 get
+ dup /DeviceGray ne{
+ dup /DeviceCMYK ne{
+ dup /DeviceRGB ne{
+ dup /Separation eq{
+ pop
+ currentcolorspace 3 get exec
+ currentcolorspace 2 get
+ }{
+ dup /Indexed eq{
+ pop
+ currentcolorspace 3 get dup type /stringtype eq{
+ currentcolorspace 1 get n_color_components
+ 3 -1 roll map_index
+ }{
+ exec
+ }ifelse
+ currentcolorspace 1 get
+ }{
+ /AGMCORE_cur_err /AGMCORE_invalid_color_space def
+ AGMCORE_invalid_color_space
+ }ifelse
+ }ifelse
+ }if
+ }if
+ }if
+ setcolor_devicecolor
+ } def
+ }ifelse
+
+ /sop /setoverprint ldf
+ /lw /setlinewidth ldf
+ /lc /setlinecap ldf
+ /lj /setlinejoin ldf
+ /ml /setmiterlimit ldf
+ /dsh /setdash ldf
+ /sadj /setstrokeadjust ldf
+ /gry /setgray ldf
+ /rgb /setrgbcolor ldf
+ /cmyk /setcmykcolor ldf
+ /sep /setsepcolor ldf
+ /idx /setindexedcolor ldf
+ /colr /setcolor ldf
+ /csacrd /set_csa_crd ldf
+ /sepcs /setsepcolorspace ldf
+ /idxcs /setindexedcolorspace ldf
+ /cp /closepath ldf
+ /clp /clp_npth ldf
+ /eclp /eoclp_npth ldf
+ /spclp /stkpath_clp_npth ldf
+ /f /fill ldf
+ /ef /eofill ldf
+ /s /stroke ldf
+ /sclp /stk_n_clp_npth ldf
+ /nclp /npth_clp ldf
+ /gset /graphic_setup ldf
+ /gcln /graphic_cleanup ldf
+
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and {
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer{
+}def
+systemdict /findcolorrendering known{
+ /findcolorrendering systemdict /findcolorrendering get def
+}if
+systemdict /setcolorrendering known{
+ /setcolorrendering systemdict /setcolorrendering get def
+}if
+/test_cmyk_color_plate
+{
+ gsave
+ setcmykcolor currentgray 1 ne
+ grestore
+}def
+/inRip_spot_has_ink
+{
+ dup Adobe_AGM_Core/AGMCORE_name xddf
+ convert_spot_to_process not
+}def
+/current_ink
+{
+ dup length 0 eq{
+ pop true
+ }{
+ Adobe_AGM_Core/ink_result false put
+ {
+ dup /ProcessCyan eq{
+ AGMCORE_cyan_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessMagenta eq{
+ AGMCORE_magenta_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessYellow eq{
+ AGMCORE_yellow_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /ProcessBlack eq{
+ AGMCORE_black_plate ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ dup /sep_colorspace_dict AGMCORE_gget dup null eq{
+ pop false ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ /Name get eq{
+ 1 setsepcolor
+ currentgray 1 ne ink_result or Adobe_AGM_Core/ink_result xddf
+ }{
+ false ink_result or Adobe_AGM_Core/ink_result xddf
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ pop
+ } forall
+ ink_result
+ }ifelse
+}def
+/map255_to_range
+{
+ 1 index sub
+ 3 -1 roll 255 div mul add
+}def
+/set_csa_crd
+{
+ /sep_colorspace_dict null AGMCORE_gput
+ begin
+ CSA map_csa setcolorspace_opt
+ set_crd
+ end
+}
+def
+/setsepcolor
+{
+
+ /sep_colorspace_dict AGMCORE_gget begin
+ dup /sep_tint exch AGMCORE_gput
+ TintProc
+ end
+} def
+/sep_colorspace_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ currentdict/Components known{
+ Components aload pop
+ TintMethod/Lab eq{
+ 2 {AGMCORE_tmp mul NComponents 1 roll} repeat
+ LMax sub AGMCORE_tmp mul LMax add NComponents 1 roll
+ }{
+ TintMethod/Subtractive eq{
+ NComponents{
+ AGMCORE_tmp mul NComponents 1 roll
+ }repeat
+ }{
+ NComponents{
+ 1 sub AGMCORE_tmp mul 1 add NComponents 1 roll
+ } repeat
+ }ifelse
+ }ifelse
+ }{
+ ColorLookup AGMCORE_tmp ColorLookup length 1 sub mul round cvi get
+ aload pop
+ }ifelse
+ end
+} def
+/sep_colorspace_gray_proc
+{
+ Adobe_AGM_Core/AGMCORE_tmp xddf
+ /sep_colorspace_dict AGMCORE_gget begin
+ GrayLookup AGMCORE_tmp GrayLookup length 1 sub mul round cvi get
+ end
+} def
+/sep_proc_name
+{
+ dup 0 get
+ dup /DeviceRGB eq exch /DeviceCMYK eq or level2 not and has_color not and{
+ pop [/DeviceGray]
+ /sep_colorspace_gray_proc
+ }{
+ /sep_colorspace_proc
+ }ifelse
+} def
+/setsepcolorspace
+{
+
+ current_spot_alias{
+ dup begin
+ Name map_alias{
+ exch pop
+ }if
+ end
+ }if
+ dup /sep_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ Adobe_AGM_Core/AGMCORE_sep_special Name dup () eq exch (All) eq or ddf
+
+ AGMCORE_avoid_L2_sep_space{
+ [/Indexed MappedCSA sep_proc_name 255 exch
+ { 255 div } /exec cvx 3 -1 roll [ 4 1 roll load /exec cvx ] cvx
+ ] setcolorspace_opt
+ /TintProc {
+ 255 mul round cvi setcolor
+ }bdf
+ }{
+ MappedCSA 0 get /DeviceCMYK eq
+ currentdict/Components known and
+ AGMCORE_sep_special not and{
+ /TintProc [
+ Components aload pop Name findcmykcustomcolor
+ /exch cvx /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ AGMCORE_host_sep Name (All) eq and{
+ /TintProc {
+ 1 exch sub setseparationgray
+ }bdf
+ }{
+ AGMCORE_in_rip_sep MappedCSA 0 get /DeviceCMYK eq and
+ AGMCORE_host_sep or
+ Name () eq and{
+ /TintProc [
+ MappedCSA sep_proc_name exch 0 get /DeviceCMYK eq{
+ cvx /setcmykcolor cvx
+ }{
+ cvx /setgray cvx
+ }ifelse
+ ] cvx bdf
+ }{
+ AGMCORE_producing_seps MappedCSA 0 get dup /DeviceCMYK eq exch /DeviceGray eq or and AGMCORE_sep_special not and{
+ /TintProc [
+ /dup cvx
+ MappedCSA sep_proc_name cvx exch
+ 0 get /DeviceGray eq{
+ 1 /exch cvx /sub cvx 0 0 0 4 -1 /roll cvx
+ }if
+ /Name cvx /findcmykcustomcolor cvx /exch cvx
+
+ AGMCORE_host_sep{
+ AGMCORE_is_cmyk_sep
+ }{
+ Name inRip_spot_has_ink not
+ }ifelse
+ {
+ /pop cvx 1
+ }if
+ /setcustomcolor cvx
+ ] cvx bdf
+ }{
+ /TintProc /setcolor ldf
+
+ [/Separation Name MappedCSA sep_proc_name load ] setcolorspace_opt
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ set_crd
+ setsepcolor
+ end
+} def
+/setindexedcolorspace
+{
+ dup /indexed_colorspace_dict exch AGMCORE_gput
+ begin
+ /MappedCSA CSA map_csa def
+ AGMCORE_host_sep level2 not and{
+ 0 0 0 0 setcmykcolor
+ }{
+ [/Indexed MappedCSA
+ level2 not has_color not and{
+ dup 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or{
+ pop [/DeviceGray]
+ }if
+ HiVal GrayLookup
+ }{
+ HiVal
+ currentdict/RangeArray known{
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ Lookup exch
+ dup HiVal gt{
+ pop HiVal
+ }if
+ NComponents mul NComponents getinterval {} forall
+ NComponents 1 sub -1 0{
+ RangeArray exch 2 mul 2 getinterval aload pop map255_to_range
+ NComponents 1 roll
+ }for
+ end
+ } bind
+ }{
+ Lookup
+ }ifelse
+ }ifelse
+ ] setcolorspace_opt
+
+ set_crd
+ }ifelse
+ end
+}def
+/setindexedcolor
+{
+ AGMCORE_host_sep{
+ /indexed_colorspace_dict AGMCORE_gget/Lookup get 4 3 -1 roll map_index setcmykcolor
+ }{
+ setcolor
+ }ifelse
+} def
+/ignoreimagedata
+{
+ currentoverprint not{
+ gsave
+ dup begin
+ 1 setgray
+ 0 0 ImageMatrix itransform
+ Width Height ImageMatrix idtransform rectfill
+ end
+ grestore
+ }if
+ consumeimagedata
+}def
+/add_csa
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSA_cache xput
+ end
+}def
+/map_csa
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSA_cache get exch get
+ }if
+}def
+/add_csd
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_cache xput
+ end
+}def
+/get_csd
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_CSD_cache get exch get
+ }if
+}def
+/get_csd_by_name
+{
+ dup type dup /nametype eq exch /stringtype eq or{
+ Adobe_AGM_Core begin
+ /AGMCORE_CSD_Name xdf
+ AGMCORE_CSD_cache
+ {
+ dup /Name get AGMCORE_CSD_Name eq
+ {
+ exch pop exit
+ }{
+ pop
+ }ifelse
+ pop
+ }forall
+ end
+ }if
+}def
+/cachepattern_level2
+{
+ 4 dict begin
+ /comparebuffer exch def
+ /holdbuffer exch def
+ /readbuffer 1024 string def
+ /LZWFilter holdbuffer /LZWEncode filter def
+ {
+ currentfile readbuffer readline not
+ {pop exit}
+ if
+ dup LZWFilter exch writestring
+ LZWFilter (\n) writestring
+ comparebuffer eq
+ {exit}
+ if
+ }loop
+ LZWFilter closefile
+ end
+}def
+/cachepattern_level3
+{
+ 3 dict begin
+ /comparebuffer exch def
+ /readbuffer 1024 string def
+ /DoEOL false def
+ {
+ DoEOL
+ {
+ (\n)
+ /DoEOL false def
+ }
+ {
+ currentfile readbuffer readline not
+ {pop ()}
+ {
+ dup length 0 eq
+ { pop(\n)}
+ {
+ dup comparebuffer eq
+ {pop ()}
+ {/DoEOL true def}
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ }
+ ifelse
+ } /ReusableStreamDecode filter
+ end
+}def
+/add_pattern
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_pattern_cache xput
+ end
+}def
+/get_pattern
+{
+ dup type /nametype eq{
+ Adobe_AGM_Core/AGMCORE_pattern_cache get exch get
+ }if
+}def
+/make_pattern
+{
+ dup matrix currentmatrix matrix concatmatrix 0 0 3 2 roll itransform
+ exch 3 index /XStep get 1 index exch 2 copy div cvi mul sub sub
+ exch 3 index /YStep get 1 index exch 2 copy div cvi mul sub sub
+ matrix translate exch matrix concatmatrix
+ makepattern
+}def
+/set_pattern
+{
+ dup /PatternType get 1 eq{
+ dup /PaintType get 1 eq{
+ false sop [/DeviceGray] setcolorspace 0 setgray
+ }if
+ }if
+ setpattern
+}def
+/setcolorspace_opt
+{
+ dup currentcolorspace eq{
+ pop
+ }{
+ setcolorspace
+ }ifelse
+}def
+/updatecolorrendering
+{
+
+ currentcolorrendering/Intent known{
+ currentcolorrendering/Intent get
+ }{
+ null
+ }ifelse
+
+ Intent ne{
+ false
+ Intent
+ AGMCORE_CRD_cache {
+ exch pop
+ begin
+ dup Intent eq{
+ currentdict setcolorrendering_opt
+ end
+ exch pop true exch
+ exit
+ }if
+ end
+ } forall
+ pop
+ not{
+ systemdict /findcolorrendering known{
+ Intent findcolorrendering pop
+ /ColorRendering findresource
+ dup length dict copy
+ setcolorrendering_opt
+ }if
+ }if
+ }if
+} def
+/add_crd
+{
+ AGMCORE_CRD_cache 3 1 roll put
+}def
+/set_crd
+{
+ AGMCORE_host_sep not level2 and{
+ currentdict/CRD known{
+ AGMCORE_CRD_cache CRD get dup null ne{
+ setcolorrendering_opt
+ }{
+ pop
+ }ifelse
+ }{
+ currentdict/Intent known{
+ updatecolorrendering
+ }if
+ }ifelse
+ }if
+}def
+/setcolorrendering_opt
+{
+ dup currentcolorrendering eq{
+ pop
+ }{
+ begin
+ /Intent Intent def
+ currentdict
+ end
+ setcolorrendering
+ }ifelse
+}def
+/cdndf
+{
+ exch dup currentdict exch known{
+ pop pop
+ }{
+ exch def
+ }ifelse
+}def
+/cpaint_gcomp
+{
+ convert_to_process Adobe_AGM_Core/AGMCORE_ConvertToProcess xddf
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get not
+ {
+ (%end_cpaint_gcomp) flushinput
+ }if
+}def
+/cpaint_gsep
+{
+ Adobe_AGM_Core/AGMCORE_ConvertToProcess get
+ {
+ (%end_cpaint_gsep) flushinput
+ }if
+}def
+/cpaint_gend
+{
+ newpath
+}def
+/AGMCORE_ctm_stack bdict
+ /push_ctm {
+ stack length size le{
+ stack dup length 2 mul array
+ dup /stack exch def
+ copy pop
+ }if
+ stack size 3 -1 roll put
+ /size size 1 add def
+ }
+ /pop_ctm {
+ /size size 1 sub def
+ size 0 lt{
+ /size 0 def
+ }if
+ stack size get
+ }
+ /stack 1 array
+ /size 0
+edict
+def
+/save_ctm
+{
+ matrix currentmatrix AGMCORE_ctm_stack begin
+ push_ctm
+ end
+}def
+/restore_ctm
+{
+ AGMCORE_ctm_stack begin
+ pop_ctm
+ end
+ setmatrix
+}def
+/path_rez
+{
+ dup 0 ne{
+ AGMCORE_deviceDPI exch div
+ dup 1 lt{
+ pop 1
+ }if
+ setflat
+ }{
+ pop
+ }ifelse
+}def
+/rdcmntline {
+ currentfile AGMCORE_str256 readline pop
+ (%) anchorsearch {pop} if
+} def
+/set_spot_alias_ary
+{
+ /AGMCORE_SpotAliasAry where{
+ pop pop
+ }{
+ Adobe_AGM_Core/AGMCORE_SpotAliasAry xddf
+ true set_spot_alias
+ }ifelse
+}def
+/set_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias 3 -1 roll put
+ }{
+ pop
+ }ifelse
+}def
+/current_spot_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ /AGMCORE_current_spot_alias get
+ }{
+ false
+ }ifelse
+}def
+/map_alias
+{
+ /AGMCORE_SpotAliasAry where{
+ begin
+ /AGMCORE_name xdf
+ false
+ AGMCORE_SpotAliasAry{
+ dup/Name get AGMCORE_name eq{
+ save exch
+ /Adobe_AGM_Core currentdict def
+ /CSD get get_csd
+ exch restore
+ exch pop true
+ exit
+ }{
+ pop
+ }ifelse
+ }forall
+ end
+ }{
+ pop false
+ }ifelse
+}bdf
+/spot_alias
+{
+ true set_spot_alias
+
+ /AGMCORE_&setcustomcolor AGMCORE_key_known not {
+ Adobe_AGM_Core/AGMCORE_&setcustomcolor /setcustomcolor load put
+ } if
+ /customcolor_tint 1 AGMCORE_gput
+
+ Adobe_AGM_Core begin
+ /setcustomcolor
+ {
+
+ dup /customcolor_tint exch AGMCORE_gput
+
+ current_spot_alias{
+ 1 index 4 get map_alias{
+ mark 3 1 roll
+ setsepcolorspace
+ counttomark 0 ne{
+ setsepcolor
+ }if
+ pop
+ pop
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }{
+ AGMCORE_&setcustomcolor
+ }ifelse
+ }bdf
+ end
+}def
+/begin_feature
+{
+ Adobe_AGM_Core/AGMCORE_feature_dictCount countdictstack put
+ count Adobe_AGM_Core/AGMCORE_feature_opCount 3 -1 roll put
+ {Adobe_AGM_Core/AGMCORE_feature_ctm matrix currentmatrix put}if
+}def
+/end_feature
+{
+ 2 dict begin
+ /spd /setpagedevice load def
+ /setpagedevice { get_gstate spd set_gstate } def
+ stopped{$error/newerror false put}if
+ end
+ count Adobe_AGM_Core/AGMCORE_feature_opCount get sub dup 0 gt{{pop}repeat}{pop}ifelse
+ countdictstack Adobe_AGM_Core/AGMCORE_feature_dictCount get sub dup 0 gt{{end}repeat}{pop}ifelse
+ {Adobe_AGM_Core/AGMCORE_feature_ctm get setmatrix}if
+}def
+/set_negative
+{
+ Adobe_AGM_Core begin
+ /AGMCORE_inverting exch def
+ level2{
+ currentpagedevice/NegativePrint known{
+ currentpagedevice/NegativePrint get Adobe_AGM_Core/AGMCORE_inverting get ne{
+ true begin_feature true{
+ bdict /NegativePrint Adobe_AGM_Core/AGMCORE_inverting get edict setpagedevice
+ }end_feature
+ }if
+ /AGMCORE_inverting false def
+ }if
+ }if
+ AGMCORE_inverting{
+ [{1 exch sub}/exec load dup currenttransfer exch]cvx bind settransfer
+ gsave newpath clippath 1 /setseparationgray where{pop setseparationgray}{setgray}ifelse
+ fill grestore
+ }if
+ end
+}def
+/lw_save_restore_override {
+ /md where {
+ pop
+ md begin
+ /pmSVsetup{} def
+ /endp{}def
+ /pse{}def
+ /psb{}def
+ /orig_showpage where
+ {pop}
+ {/orig_showpage /showpage load def}
+ ifelse
+ /showpage {orig_showpage gR} def
+ end
+ }if
+}def
+/pscript_showpage_override {
+ /NTPSOct95 where
+ {
+ begin
+ showpage
+ save
+ /showpage /restore load def
+ /restore {exch pop}def
+ end
+ }if
+}def
+/driver_media_override
+{
+ /md where {
+ pop
+ md /initializepage known {
+ md /initializepage {} put
+ } if
+ md /rC known {
+ md /rC {4{pop}repeat} put
+ } if
+ }if
+
+ Adobe_AGM_Core /AGMCORE_Default_CTM matrix currentmatrix put
+}def
+/driver_check_media_override
+{
+ Adobe_AGM_Core /AGMCORE_Default_CTM get matrix currentmatrix ne
+ {
+ Adobe_AGM_Core /AGMCORE_Default_CTM get setmatrix
+ }if
+}def
+AGMCORE_err_strings begin
+ /AGMCORE_bad_environ (Environment not satisfactory for this job. Ensure that the PPD is correct or that the PostScript level requested is supported by this printer. ) def
+ /AGMCORE_color_space_onhost_seps (This job contains colors that will not separate with on-host methods. ) def
+ /AGMCORE_invalid_color_space (This job contains an invalid color space. ) def
+end
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Core 2.12 0
+%%Copyright: Copyright 1997-2001 Adobe Systems Incorporated. All Rights Reserved.
+%%Version: 2.12 0
+userdict/Adobe_CoolType_Core 60 dict dup begin put/Level2? systemdict
+/languagelevel known dup{pop systemdict/languagelevel get 2 ge}if def Level2?
+not{/currentglobal false def/setglobal/pop load def/gcheck{pop false}bind def
+/currentpacking false def/setpacking/pop load def/SharedFontDirectory 0 dict
+def}if currentpacking true setpacking/@_SaveStackLevels{Adobe_CoolType_Data
+begin @opStackCountByLevel @opStackLevel 2 copy known not{2 copy 3 dict dup
+/args 7 index 5 add array put put get}{get dup/args get dup length 3 index lt{
+dup length 5 add array exch 1 index exch 0 exch putinterval 1 index exch/args
+exch put}{pop}ifelse}ifelse begin count 2 sub 1 index lt{pop count 1 sub}if
+dup/argCount exch def dup 0 gt{exch 1 index 2 add 1 roll args exch 0 exch
+getinterval astore pop}{pop}ifelse count 1 sub/restCount exch def end
+/@opStackLevel @opStackLevel 1 add def countdictstack 1 sub
+ at dictStackCountByLevel exch @dictStackLevel exch put/@dictStackLevel
+ at dictStackLevel 1 add def end}bind def/@_RestoreStackLevels{
+Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub def
+ at opStackCountByLevel @opStackLevel get begin count restCount sub dup 0 gt{{pop
+}repeat}{pop}ifelse args 0 argCount getinterval{}forall end/@dictStackLevel
+ at dictStackLevel 1 sub def @dictStackCountByLevel @dictStackLevel get end
+countdictstack exch sub dup 0 gt{{end}repeat}{pop}ifelse}bind def
+/@_PopStackLevels{Adobe_CoolType_Data begin/@opStackLevel @opStackLevel 1 sub
+def/@dictStackLevel @dictStackLevel 1 sub def end}bind def/@Raise{exch cvx
+exch errordict exch get exec stop}bind def/@ReRaise{cvx $error/errorname get
+errordict exch get exec stop}bind def/@Stopped{0 @#Stopped}bind def/@#Stopped{
+ at _SaveStackLevels stopped{@_RestoreStackLevels true}{@_PopStackLevels false}
+ifelse}bind def/@Arg{Adobe_CoolType_Data begin @opStackCountByLevel
+ at opStackLevel 1 sub get/args get exch get end}bind def/doc_setup{
+Adobe_CoolType_Core begin/mov/moveto load def/nfnt/newencodedfont load def
+/mfnt/makefont load def/sfnt/setfont load def/ufnt/undefinefont load def/chp
+/charpath load def/awsh/awidthshow load def/wsh/widthshow load def/ash/ashow
+load def/sh/show load def end userdict/Adobe_CoolType_Data 6 dict dup begin
+/AddWidths? false def/CC 0 def/charcode 2 string def/@opStackCountByLevel 32
+dict def/@opStackLevel 0 def/@dictStackCountByLevel 32 dict def
+/@dictStackLevel 0 def end put}bind def/doc_trailer{currentdict
+Adobe_CoolType_Core eq{end}if}bind def/page_setup{Adobe_CoolType_Core begin}
+bind def/page_trailer{end}bind def/unload{systemdict/languagelevel known{
+systemdict/languagelevel get 2 ge{userdict/Adobe_CoolType_Core 2 copy known{
+undef}{pop pop}ifelse}if}if}bind def/ndf{1 index where{pop pop pop}{dup xcheck
+{bind}if def}ifelse}def/findfont dup systemdict begin userdict begin
+/globaldict where{/globaldict get begin}if dup where pop exch get/globaldict
+where{pop end}if end end def/systemfindfont/findfont load def/undefinefont{pop
+}ndf/copyfont{currentglobal 3 1 roll 1 index gcheck setglobal dup null eq{0}{
+dup length}ifelse 2 index length add 1 add dict begin exch{1 index/FID eq{pop
+pop}{def}ifelse}forall dup null eq{pop}{{def}forall}ifelse currentdict end
+exch setglobal}bind def/copyarray{currentglobal exch dup gcheck setglobal dup
+length array copy exch setglobal}bind def/newencodedfont{currentglobal{
+SharedFontDirectory 3 index known{SharedFontDirectory 3 index get
+/FontReferenced known}{false}ifelse}{FontDirectory 3 index known{FontDirectory
+3 index get/FontReferenced known}{SharedFontDirectory 3 index known{
+SharedFontDirectory 3 index get/FontReferenced known}{false}ifelse}ifelse}
+ifelse dup{3 index findfont/FontReferenced get 2 index findfont ne{pop false}
+if}if{pop 1 index findfont/Encoding get exch 0 1 255{2 copy get 3 index 3 1
+roll put}for pop pop pop}{findfont dup dup maxlength 2 add dict begin exch{1
+index/FID ne{def}{pop pop}ifelse}forall/FontReferenced exch def/Encoding exch
+dup length array copy def/FontName 1 index dup type/stringtype eq{cvn}if def
+currentdict end definefont pop}ifelse}bind def/SetSubstituteStrategy{
+$SubstituteFont begin dup type/dicttype ne{0 dict}if currentdict/$Strategies
+known{exch $Strategies exch 2 copy known{get 2 copy maxlength exch maxlength
+add dict begin{def}forall{def}forall currentdict dup/$Init known{dup/$Init get
+exec}if end/$Strategy exch def}{pop pop pop}ifelse}{pop pop}ifelse end}bind
+def/scff{$SubstituteFont begin dup type/stringtype eq{dup length exch}{null}
+ifelse/$sname exch def/$slen exch def end{findfont}@Stopped{dup length dup 21
+add string dup 4 3 roll 0 exch 128 string cvs putinterval exch 1 index exch
+(_was-malformed-so-was)putinterval cvn{findfont}@Stopped{pop/Courier findfont}
+if}if $SubstituteFont begin/$sname null def/$slen 0 def end}bind def
+/isWidthsOnlyFont{dup/WidthsOnly known{pop pop true}{dup/FDepVector known{
+/FDepVector get{isWidthsOnlyFont dup{exit}if}forall}{dup/FDArray known{
+/FDArray get{isWidthsOnlyFont dup{exit}if}forall}{pop}ifelse}ifelse}ifelse}
+bind def/?set{$SubstituteFont begin/$substituteFound false def/$fontname 4
+index def/$doSmartSub false def end 3 index findfont $SubstituteFont begin
+$substituteFound{false}{dup/FontName known{dup/FontName get $fontname eq 1
+index/DistillerFauxFont known not and/currentdistillerparams where{pop false 2
+index isWidthsOnlyFont not and}if}{false}ifelse}ifelse exch pop/$doSmartSub
+true def end{exch pop exch pop exch 2 dict dup/Found 3 index put exch findfont
+exch}{exch exec exch findfont 2 dict dup/Downloaded 6 5 roll put}ifelse dup
+/FontName 4 index put copyfont definefont pop}bind def/?str1 256 string def
+/?str2 256 string def/?add{1 index type/integertype eq{exch true 4 2}{false 3
+1}ifelse roll 1 index findfont dup/Widths known{Adobe_CoolType_Data/AddWidths?
+true put gsave dup 1000 scalefont setfont}if/Downloaded known{exec exch{exch
+?str2 cvs exch findfont/Downloaded get 1 dict begin/Downloaded 1 index def
+?str1 cvs length ?str1 1 index 1 add 3 index putinterval exch length 1 add 1
+index add ?str1 2 index(*)putinterval ?str1 0 2 index getinterval cvn findfont
+?str1 3 index(+)putinterval 2 dict dup/FontName ?str1 0 6 index getinterval
+cvn put dup/Downloaded Downloaded put end copyfont dup/FontName get exch
+definefont pop pop pop}{pop}ifelse}{pop exch{findfont dup/Found get dup length
+exch ?str1 cvs pop ?str1 1 index(+)putinterval ?str1 1 index 1 add 4 index
+?str2 cvs putinterval ?str1 exch 0 exch 5 4 roll ?str2 cvs length 1 add add
+getinterval cvn 1 dict exch 1 index exch/FontName exch put copyfont dup
+/FontName get exch definefont pop}{pop}ifelse}ifelse Adobe_CoolType_Data
+/AddWidths? get{grestore Adobe_CoolType_Data/AddWidths? false put}if}bind def
+/?sh{currentfont/Downloaded known{exch}if pop}bind def/?chp{currentfont
+/Downloaded known{pop}{false chp}ifelse}bind def/?mv{currentfont/Downloaded
+known{moveto pop pop}{pop pop moveto}ifelse}bind def setpacking userdict
+/$SubstituteFont 25 dict put 1 dict begin/SubstituteFont dup $error exch 2
+copy known{get}{pop pop{pop/Courier}bind}ifelse def/currentdistillerparams
+where dup{pop pop currentdistillerparams/CannotEmbedFontPolicy 2 copy known{
+get/Error eq}{pop pop false}ifelse}if not{countdictstack array dictstack 0 get
+begin userdict begin $SubstituteFont begin/$str 128 string def/$fontpat 128
+string def/$slen 0 def/$sname null def/$match false def/$fontname null def
+/$substituteFound false def/$doSmartSub true def/$depth 0 def/$fontname null
+def/$italicangle 26.5 def/$dstack null def/$Strategies 10 dict dup begin
+/$Type3Underprint{currentglobal exch false setglobal 11 dict begin/UseFont
+exch $WMode 0 ne{dup length dict copy dup/WMode $WMode put/UseFont exch
+definefont}if def/FontName $fontname dup type/stringtype eq{cvn}if def
+/FontType 3 def/FontMatrix[.001 0 0 .001 0 0]def/Encoding 256 array dup 0 1
+255{/.notdef put dup}for pop def/FontBBox[0 0 0 0]def/CCInfo 7 dict dup begin
+/cc null def/x 0 def/y 0 def end def/BuildChar{exch begin CCInfo begin 1
+string dup 0 3 index put exch pop/cc exch def UseFont 1000 scalefont setfont
+cc stringwidth/y exch def/x exch def x y setcharwidth $SubstituteFont
+/$Strategy get/$Underprint get exec 0 0 moveto cc show x y moveto end end}bind
+def currentdict end exch setglobal}bind def/$GetaTint 2 dict dup begin
+/$BuildFont{dup/WMode known{dup/WMode get}{0}ifelse/$WMode exch def $fontname
+exch dup/FontName known{dup/FontName get dup type/stringtype eq{cvn}if}{
+/unnamedfont}ifelse exch $deepcopyfont exch 1 index exch/FontBasedOn exch put
+dup/FontName $fontname dup type/stringtype eq{cvn}if put definefont}bind def
+/$Underprint{gsave x abs y abs gt{/y 1000 def}{/x -1000 def 500 120 translate}
+ifelse Level2?{[/Separation(All)/DeviceCMYK{0 0 0 1 pop}]setcolorspace}{0
+setgray}ifelse 10 setlinewidth x .8 mul[7 3]{y mul 8 div 120 sub x 10 div exch
+moveto 0 y 4 div neg rlineto dup 0 rlineto 0 y 4 div rlineto closepath gsave
+Level2?{.2 setcolor}{.8 setgray}ifelse fill grestore stroke}forall pop
+grestore}bind def end def/$Oblique 1 dict dup begin/$BuildFont{currentglobal
+exch dup gcheck setglobal null copyfont begin/FontBasedOn currentdict/FontName
+known{FontName dup type/stringtype eq{cvn}if}{/unnamedfont}ifelse def/FontName
+$fontname dup type/stringtype eq{cvn}if def/currentdistillerparams where{pop}{
+/FontInfo currentdict/FontInfo known{FontInfo null copyfont}{2 dict}ifelse dup
+begin/ItalicAngle $italicangle def/FontMatrix FontMatrix[1 0 ItalicAngle dup
+sin exch cos div 1 0 0]matrix concatmatrix readonly end 4 2 roll def def}
+ifelse FontName currentdict end definefont exch setglobal}bind def end def
+/$None 1 dict dup begin/$BuildFont{}bind def end def end def/$Oblique
+SetSubstituteStrategy/$findfontByEnum{dup type/stringtype eq{cvn}if dup
+/$fontname exch def $sname null eq{$str cvs dup length $slen sub $slen
+getinterval}{pop $sname}ifelse $fontpat dup 0(fonts/*)putinterval exch 7 exch
+putinterval/$match false def $SubstituteFont/$dstack countdictstack array
+dictstack put mark{$fontpat 0 $slen 7 add getinterval{/$match exch def exit}
+$str filenameforall}stopped{cleardictstack currentdict true $SubstituteFont
+/$dstack get{exch{1 index eq{pop false}{true}ifelse}{begin false}ifelse}forall
+pop}if cleartomark/$slen 0 def $match false ne{$match(fonts/)anchorsearch pop
+pop cvn}{/Courier}ifelse}bind def/$ROS 1 dict dup begin/Adobe 4 dict dup begin
+/Japan1[/Ryumin-Light/HeiseiMin-W3/GothicBBB-Medium/HeiseiKakuGo-W5
+/HeiseiMaruGo-W4/Jun101-Light]def/Korea1[/HYSMyeongJo-Medium/HYGoThic-Medium]
+def/GB1[/STSong-Light/STHeiti-Regular]def/CNS1[/MKai-Medium/MHei-Medium]def
+end def end def/$cmapname null def/$deepcopyfont{dup/FontType get 0 eq{1 dict
+dup/FontName/copied put copyfont begin/FDepVector FDepVector copyarray 0 1 2
+index length 1 sub{2 copy get $deepcopyfont dup/FontName/copied put/copied
+exch definefont 3 copy put pop pop}for def currentdict end}{$Strategies
+/$Type3Underprint get exec}ifelse}bind def/$buildfontname{length $str 1 index
+(-)putinterval 1 add $str 1 index $cmapname $fontpat cvs putinterval $cmapname
+length add $str exch 0 exch getinterval cvn}bind def/$findfontByROS{/$fontname
+exch def $ROS Registry 2 copy known{get Ordering 2 copy known{get}{pop pop[]}
+ifelse}{pop pop[]}ifelse false exch{dup/CIDFont resourcestatus{pop pop save 1
+index/CIDFont findresource dup/WidthsOnly known{dup/WidthsOnly get}{false}
+ifelse exch pop exch restore{pop}{exch pop true exit}ifelse}{pop}ifelse}forall
+{$str cvs $buildfontname}{false(*){save exch dup/CIDFont findresource dup
+/WidthsOnly known{dup/WidthsOnly get not}{true}ifelse exch/CIDSystemInfo get
+dup/Registry get Registry eq exch/Ordering get Ordering eq and and{exch
+restore exch pop true exit}{pop restore}ifelse}$str/CIDFont resourceforall{
+$buildfontname}{$fontname $findfontByEnum}ifelse}ifelse}bind def end end
+currentdict/$error known currentdict/languagelevel known and dup{pop $error
+/SubstituteFont known}if dup{$error}{Adobe_CoolType_Core}ifelse begin{
+/SubstituteFont/CMap/Category resourcestatus{pop pop{$SubstituteFont begin
+/$substituteFound true def dup length $slen gt $sname null ne or $slen 0 gt
+and{$sname null eq{dup $str cvs dup length $slen sub $slen getinterval cvn}{
+$sname}ifelse dup/CMap resourcestatus{pop pop dup/$cmapname exch def/CMap
+findresource/CIDSystemInfo get{def}forall $findfontByROS}{128 string cvs dup
+(-)search{3 1 roll search{3 1 roll pop{dup cvi}stopped{pop pop pop pop pop
+$findfontByEnum}{4 2 roll pop pop exch length exch 2 index length 2 index sub
+exch 1 sub -1 0{$str cvs dup length 4 index 0 4 index 4 3 roll add getinterval
+exch 1 index exch 3 index exch putinterval dup/CMap resourcestatus{pop pop 4 1
+roll pop pop pop dup/$cmapname exch def/CMap findresource/CIDSystemInfo get{
+def}forall $findfontByROS true exit}{pop}ifelse}for dup type/booleantype eq{
+pop}{pop pop $findfontByEnum}ifelse}ifelse}{pop pop pop $findfontByEnum}ifelse
+}{pop pop $findfontByEnum}ifelse}ifelse}{//SubstituteFont exec}ifelse/$slen 0
+def end}}{{$SubstituteFont begin/$substituteFound true def dup length $slen gt
+$sname null ne or $slen 0 gt and{$findfontByEnum}{//SubstituteFont exec}ifelse
+end}}ifelse bind readonly def Adobe_CoolType_Core/scfindfont/systemfindfont
+load put}{/scfindfont{$SubstituteFont begin dup systemfindfont dup/FontName
+known{dup/FontName get dup 3 index ne}{/noname true}ifelse dup{
+/$origfontnamefound 2 index def/$origfontname 4 index def/$substituteFound
+true def}if exch pop{$slen 0 gt $sname null ne 3 index length $slen gt or and{
+pop dup $findfontByEnum findfont dup maxlength 1 add dict begin{1 index/FID eq
+{pop pop}{def}ifelse}forall currentdict end definefont dup/FontName known{dup
+/FontName get}{null}ifelse $origfontnamefound ne{$origfontname $str cvs print
+( substitution revised, using )print dup/FontName known{dup/FontName get}{
+(unspecified font)}ifelse $str cvs print(.
+)print}if}{exch pop}ifelse}{exch pop}ifelse end}bind def}ifelse end end
+Adobe_CoolType_Core/findfont{$SubstituteFont begin $depth 0 eq{/$fontname 1
+index dup type/stringtype ne{$str cvs}if def/$substituteFound false def}if
+/$depth $depth 1 add def end scfindfont $SubstituteFont begin/$depth $depth 1
+sub def $substituteFound $depth 0 eq and $doSmartSub and{currentdict/$Strategy
+known{$Strategy/$BuildFont get exec}if}if end}bind put}if end end
+%%EndResource
+%%BeginResource: procset Adobe_CoolType_Utility_MAKEOCF 1.13 0
+%%Copyright: Copyright 1987-2001 Adobe Systems Incorporated.
+%%Version: 1.13 0
+systemdict/languagelevel known dup{currentglobal false setglobal}{false}ifelse
+exch userdict/Adobe_CoolType_Utility 2 copy known{2 copy get dup maxlength 25
+add dict copy}{25 dict}ifelse put Adobe_CoolType_Utility begin/ct_Level2? exch
+def/ct_Clone? 1183615869 internaldict dup/CCRun known not exch/eCCRun known
+not ct_Level2? and or def/ct_UseNativeCapability? systemdict/composefont known
+def/ct_MakeOCF 35 dict def/ct_Vars 25 dict def/ct_GlyphDirProcs 6 dict def
+/ct_BuildCharDict 15 dict dup begin/charcode 2 string def/dst_string 1500
+string def/nullstring()def/usewidths? true def end def ct_Level2?{setglobal}{
+pop}ifelse ct_GlyphDirProcs begin/GetGlyphDirectory{systemdict/languagelevel
+known{pop/CIDFont findresource/GlyphDirectory get}{1 index/CIDFont
+findresource/GlyphDirectory get dup type/dicttype eq{dup dup maxlength exch
+length sub 2 index lt{dup length 2 index add dict copy 2 index/CIDFont
+findresource/GlyphDirectory 2 index put}if}if exch pop exch pop}ifelse +}def/+
+{systemdict/languagelevel known{currentglobal false setglobal 3 dict begin/vm
+exch def}{1 dict begin}ifelse/$ exch def systemdict/languagelevel known{vm
+setglobal/gvm currentglobal def $ gcheck setglobal}if ?{$ begin}if}def/?{$
+type/dicttype eq}def/|{userdict/Adobe_CoolType_Data known{Adobe_CoolType_Data
+/AddWidths? known{currentdict Adobe_CoolType_Data begin begin AddWidths?{
+Adobe_CoolType_Data/CC 3 index put ?{def}{$ 3 1 roll put}ifelse CC charcode
+exch 1 index 0 2 index 256 idiv put 1 index exch 1 exch 256 mod put
+stringwidth 2 array astore currentfont/Widths get exch CC exch put}{?{def}{$ 3
+1 roll put}ifelse}ifelse end end}{?{def}{$ 3 1 roll put}ifelse}ifelse}{?{def}{
+$ 3 1 roll put}ifelse}ifelse}def/!{?{end}if systemdict/languagelevel known{gvm
+setglobal}if end}def/:{string currentfile exch readstring pop}executeonly def
+end ct_MakeOCF begin/ct_cHexEncoding[/c00/c01/c02/c03/c04/c05/c06/c07/c08/c09
+/c0A/c0B/c0C/c0D/c0E/c0F/c10/c11/c12/c13/c14/c15/c16/c17/c18/c19/c1A/c1B/c1C
+/c1D/c1E/c1F/c20/c21/c22/c23/c24/c25/c26/c27/c28/c29/c2A/c2B/c2C/c2D/c2E/c2F
+/c30/c31/c32/c33/c34/c35/c36/c37/c38/c39/c3A/c3B/c3C/c3D/c3E/c3F/c40/c41/c42
+/c43/c44/c45/c46/c47/c48/c49/c4A/c4B/c4C/c4D/c4E/c4F/c50/c51/c52/c53/c54/c55
+/c56/c57/c58/c59/c5A/c5B/c5C/c5D/c5E/c5F/c60/c61/c62/c63/c64/c65/c66/c67/c68
+/c69/c6A/c6B/c6C/c6D/c6E/c6F/c70/c71/c72/c73/c74/c75/c76/c77/c78/c79/c7A/c7B
+/c7C/c7D/c7E/c7F/c80/c81/c82/c83/c84/c85/c86/c87/c88/c89/c8A/c8B/c8C/c8D/c8E
+/c8F/c90/c91/c92/c93/c94/c95/c96/c97/c98/c99/c9A/c9B/c9C/c9D/c9E/c9F/cA0/cA1
+/cA2/cA3/cA4/cA5/cA6/cA7/cA8/cA9/cAA/cAB/cAC/cAD/cAE/cAF/cB0/cB1/cB2/cB3/cB4
+/cB5/cB6/cB7/cB8/cB9/cBA/cBB/cBC/cBD/cBE/cBF/cC0/cC1/cC2/cC3/cC4/cC5/cC6/cC7
+/cC8/cC9/cCA/cCB/cCC/cCD/cCE/cCF/cD0/cD1/cD2/cD3/cD4/cD5/cD6/cD7/cD8/cD9/cDA
+/cDB/cDC/cDD/cDE/cDF/cE0/cE1/cE2/cE3/cE4/cE5/cE6/cE7/cE8/cE9/cEA/cEB/cEC/cED
+/cEE/cEF/cF0/cF1/cF2/cF3/cF4/cF5/cF6/cF7/cF8/cF9/cFA/cFB/cFC/cFD/cFE/cFF]def
+/ct_CID_STR_SIZE 8000 def/ct_mkocfStr100 100 string def/ct_defaultFontMtx[.001
+0 0 .001 0 0]def/ct_1000Mtx[1000 0 0 1000 0 0]def/ct_raise{exch cvx exch
+errordict exch get exec stop}bind def/ct_reraise{cvx $error/errorname get
+(Error: )print dup( )cvs print errordict exch get exec stop
+}bind def/ct_cvnsi{1 index add 1 sub 1 exch 0 4 1 roll{2 index exch get exch 8
+bitshift add}for exch pop}bind def/ct_GetInterval{Adobe_CoolType_Utility
+/ct_BuildCharDict get begin/dst_index 0 def dup dst_string length gt{dup
+string/dst_string exch def}if 1 index ct_CID_STR_SIZE idiv/arrayIndex exch def
+2 index arrayIndex get 2 index arrayIndex ct_CID_STR_SIZE mul sub{dup 3 index
+add 2 index length le{2 index getinterval dst_string dst_index 2 index
+putinterval length dst_index add/dst_index exch def exit}{1 index length 1
+index sub dup 4 1 roll getinterval dst_string dst_index 2 index putinterval
+pop dup dst_index add/dst_index exch def sub/arrayIndex arrayIndex 1 add def 2
+index dup length arrayIndex gt{arrayIndex get}{pop exit}ifelse 0}ifelse}loop
+pop pop pop dst_string 0 dst_index getinterval end}bind def ct_Level2?{
+/ct_resourcestatus currentglobal mark true setglobal{/unknowninstancename
+/Category resourcestatus}stopped{cleartomark setglobal true}{cleartomark
+currentglobal not exch setglobal}ifelse{{mark 3 1 roll/Category findresource
+begin ct_Vars/vm currentglobal put({ResourceStatus} stopped)0()/SubFileDecode
+filter cvx exec{cleartomark false}{{3 2 roll pop true}{cleartomark false}
+ifelse}ifelse ct_Vars/vm get setglobal end}}{{resourcestatus}}ifelse bind def
+/CIDFont/Category ct_resourcestatus{pop pop}{currentglobal true setglobal
+/Generic/Category findresource dup length dict copy dup/InstanceType/dicttype
+put/CIDFont exch/Category defineresource pop setglobal}ifelse
+ct_UseNativeCapability?{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CIDSystemInfo 3 dict dup begin/Registry(Adobe)def/Ordering(Identity)
+def/Supplement 0 def end def/CMapName/Identity-H def/CMapVersion 1 def
+/CMapType 1 def 1 begincodespacerange<0000><ffff>endcodespacerange 1
+begincidrange<0000><ffff>0 endcidrange endcmap CMapName currentdict/CMap
+defineresource pop end end}if}{/ct_Category 2 dict begin/CIDFont 10 dict def
+/ProcSet 2 dict def currentdict end def/defineresource{ct_Category 1 index 2
+copy known{get dup dup maxlength exch length eq{dup length 10 add dict copy
+ct_Category 2 index 2 index put}if 3 index 3 index put pop exch pop}{pop pop
+/defineresource/undefined ct_raise}ifelse}bind def/findresource{ct_Category 1
+index 2 copy known{get 2 index 2 copy known{get 3 1 roll pop pop}{pop pop
+/findresource/undefinedresource ct_raise}ifelse}{pop pop/findresource
+/undefined ct_raise}ifelse}bind def/resourcestatus{ct_Category 1 index 2 copy
+known{get 2 index known exch pop exch pop{0 -1 true}{false}ifelse}{pop pop
+/findresource/undefined ct_raise}ifelse}bind def/ct_resourcestatus
+/resourcestatus load def}ifelse/ct_CIDInit 2 dict begin/ct_cidfont_stream_init
+{{dup(Binary)eq{pop null currentfile ct_Level2?{{cid_BYTE_COUNT()
+/SubFileDecode filter}stopped{pop pop pop}if}if/readstring load exit}if dup
+(Hex)eq{pop currentfile ct_Level2?{{null exch/ASCIIHexDecode filter/readstring
+}stopped{pop exch pop(>)exch/readhexstring}if}{(>)exch/readhexstring}ifelse
+load exit}if/StartData/typecheck ct_raise}loop cid_BYTE_COUNT ct_CID_STR_SIZE
+le{2 copy cid_BYTE_COUNT string exch exec pop 1 array dup 3 -1 roll 0 exch put
+}{cid_BYTE_COUNT ct_CID_STR_SIZE div ceiling cvi dup array exch 2 sub 0 exch 1
+exch{2 copy 5 index ct_CID_STR_SIZE string 6 index exec pop put pop}for 2
+index cid_BYTE_COUNT ct_CID_STR_SIZE mod string 3 index exec pop 1 index exch
+1 index length 1 sub exch put}ifelse cid_CIDFONT exch/GlyphData exch put 2
+index null eq{pop pop pop}{pop/readstring load 1 string exch{3 copy exec pop
+dup length 0 eq{pop pop pop pop pop true exit}if 4 index eq{pop pop pop pop
+false exit}if}loop pop}ifelse}bind def/StartData{mark{currentdict dup/FDArray
+get 0 get/FontMatrix get 0 get .001 eq{dup/CDevProc known not{/CDevProc
+1183615869 internaldict/stdCDevProc 2 copy known{get}{pop pop{pop pop pop pop
+pop 0 -1000 7 index 2 div 880}}ifelse def}if}{/CDevProc{pop pop pop pop pop 0
+1 cid_temp/cid_CIDFONT get/FDArray get 0 get/FontMatrix get 0 get div 7 index
+2 div 1 index .88 mul}def}ifelse/cid_temp 15 dict def cid_temp begin
+/cid_CIDFONT exch def 3 copy pop dup/cid_BYTE_COUNT exch def 0 gt{
+ct_cidfont_stream_init FDArray{/Private get dup/SubrMapOffset known{begin
+/Subrs SubrCount array def Subrs SubrMapOffset SubrCount SDBytes ct_Level2?{
+currentdict dup/SubrMapOffset undef dup/SubrCount undef/SDBytes undef}if end
+/cid_SD_BYTES exch def/cid_SUBR_COUNT exch def/cid_SUBR_MAP_OFFSET exch def
+/cid_SUBRS exch def cid_SUBR_COUNT 0 gt{GlyphData cid_SUBR_MAP_OFFSET
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi 0 1 cid_SUBR_COUNT 1 sub{
+exch 1 index 1 add cid_SD_BYTES mul cid_SUBR_MAP_OFFSET add GlyphData exch
+cid_SD_BYTES ct_GetInterval 0 cid_SD_BYTES ct_cvnsi cid_SUBRS 4 2 roll
+GlyphData exch 4 index 1 index sub ct_GetInterval dup length string copy put}
+for pop}if}{pop}ifelse}forall}if cleartomark pop pop end CIDFontName
+currentdict/CIDFont defineresource pop end end}stopped{cleartomark/StartData
+ct_reraise}if}bind def currentdict end def/ct_saveCIDInit{/CIDInit/ProcSet
+ct_resourcestatus{true}{/CIDInitC/ProcSet ct_resourcestatus}ifelse{pop pop
+/CIDInit/ProcSet findresource ct_UseNativeCapability?{pop null}{/CIDInit
+ct_CIDInit/ProcSet defineresource pop}ifelse}{/CIDInit ct_CIDInit/ProcSet
+defineresource pop null}ifelse ct_Vars exch/ct_oldCIDInit exch put}bind def
+/ct_restoreCIDInit{ct_Vars/ct_oldCIDInit get dup null ne{/CIDInit exch/ProcSet
+defineresource pop}{pop}ifelse}bind def/ct_BuildCharSetUp{1 index begin
+CIDFont begin Adobe_CoolType_Utility/ct_BuildCharDict get begin/ct_dfCharCode
+exch def/ct_dfDict exch def CIDFirstByte ct_dfCharCode add dup CIDCount ge{pop
+0}if/cid exch def{GlyphDirectory cid 2 copy known{get}{pop pop nullstring}
+ifelse dup length FDBytes sub 0 gt{dup FDBytes 0 ne{0 FDBytes ct_cvnsi}{pop 0}
+ifelse/fdIndex exch def dup length FDBytes sub FDBytes exch getinterval
+/charstring exch def exit}{pop cid 0 eq{/charstring nullstring def exit}if/cid
+0 def}ifelse}loop}def/ct_SetCacheDevice{0 0 moveto dup stringwidth 3 -1 roll
+true charpath pathbbox 0 -1000 7 index 2 div 880 setcachedevice2 0 0 moveto}
+def/ct_CloneSetCacheProc{1 eq{stringwidth pop -2 div -880 0 -1000 setcharwidth
+moveto}{usewidths?{currentfont/Widths get cid 2 copy known{get exch pop aload
+pop}{pop pop stringwidth}ifelse}{stringwidth}ifelse setcharwidth 0 0 moveto}
+ifelse}def/ct_Type3ShowCharString{ct_FDDict fdIndex 2 copy known{get}{
+currentglobal 3 1 roll 1 index gcheck setglobal ct_Type1FontTemplate dup
+maxlength dict copy begin FDArray fdIndex get dup/FontMatrix 2 copy known{get}
+{pop pop ct_defaultFontMtx}ifelse/FontMatrix exch dup length array copy def
+/Private get/Private exch def/Widths rootfont/Widths get def/CharStrings 1
+dict dup/.notdef<d841272cf18f54fc13>dup length string copy put def currentdict
+end/ct_Type1Font exch definefont dup 5 1 roll put setglobal}ifelse dup
+/CharStrings get 1 index/Encoding get ct_dfCharCode get charstring put
+rootfont/WMode 2 copy known{get}{pop pop 0}ifelse exch 1000 scalefont setfont
+ct_str1 0 ct_dfCharCode put ct_str1 exch ct_dfSetCacheProc ct_SyntheticBold{
+currentpoint ct_str1 show newpath moveto ct_str1 true charpath ct_StrokeWidth
+setlinewidth stroke}{ct_str1 show}ifelse}def/ct_Type4ShowCharString{ct_dfDict
+ct_dfCharCode charstring FDArray fdIndex get dup/FontMatrix get dup
+ct_defaultFontMtx ct_matrixeq not{ct_1000Mtx matrix concatmatrix concat}{pop}
+ifelse/Private get Adobe_CoolType_Utility/ct_Level2? get not{ct_dfDict/Private
+3 -1 roll{put}1183615869 internaldict/superexec get exec}if 1183615869
+internaldict Adobe_CoolType_Utility/ct_Level2? get{1 index}{3 index/Private
+get mark 6 1 roll}ifelse dup/RunInt known{/RunInt get}{pop/CCRun}ifelse get
+exec Adobe_CoolType_Utility/ct_Level2? get not{cleartomark}if}bind def
+/ct_BuildCharIncremental{{Adobe_CoolType_Utility/ct_MakeOCF get begin
+ct_BuildCharSetUp ct_ShowCharString}stopped{stop}if end end end end}bind def
+/BaseFontNameStr(BF00)def/ct_Type1FontTemplate 14 dict begin/FontType 1 def
+/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def/Encoding
+ct_cHexEncoding def/PaintType 0 def currentdict end def/BaseFontTemplate 11
+dict begin/FontMatrix[.001 0 0 .001 0 0]def/FontBBox[-250 -250 1250 1250]def
+/Encoding ct_cHexEncoding def/BuildChar/ct_BuildCharIncremental load def
+ct_Clone?{/FontType 3 def/ct_ShowCharString/ct_Type3ShowCharString load def
+/ct_dfSetCacheProc/ct_CloneSetCacheProc load def/ct_SyntheticBold false def
+/ct_StrokeWidth 1 def}{/FontType 4 def/Private 1 dict dup/lenIV 4 put def
+/CharStrings 1 dict dup/.notdef<d841272cf18f54fc13>put def/PaintType 0 def
+/ct_ShowCharString/ct_Type4ShowCharString load def}ifelse/ct_str1 1 string def
+currentdict end def/BaseFontDictSize BaseFontTemplate length 5 add def
+/ct_matrixeq{true 0 1 5{dup 4 index exch get exch 3 index exch get eq and dup
+not{exit}if}for exch pop exch pop}bind def/ct_makeocf{15 dict begin exch/WMode
+exch def exch/FontName exch def/FontType 0 def/FMapType 2 def/FontMatrix
+matrix def/bfCount 1 index/CIDCount get 256 idiv 1 add dup 256 gt{pop 256}if
+def/Encoding 256 array 0 1 bfCount 1 sub{2 copy dup put pop}for bfCount 1 255{
+2 copy bfCount put pop}for def/FDepVector bfCount dup 256 lt{1 add}if array
+def BaseFontTemplate BaseFontDictSize dict copy begin/CIDFont exch def CIDFont
+/FontBBox known{CIDFont/FontBBox get/FontBBox exch def}if CIDFont/CDevProc
+known{CIDFont/CDevProc get/CDevProc exch def}if currentdict end
+BaseFontNameStr 3(0)putinterval 0 1 bfCount dup 256 eq{1 sub}if{FDepVector
+exch 2 index BaseFontDictSize dict copy begin dup/CIDFirstByte exch 256 mul
+def FontType 3 eq{/ct_FDDict 2 dict def}if currentdict end 1 index 16
+BaseFontNameStr 2 2 getinterval cvrs pop BaseFontNameStr exch definefont put}
+for ct_Clone?{/Widths 1 index/CIDFont get/GlyphDirectory get length dict def}
+if FontName currentdict end definefont ct_Clone?{gsave dup 1000 scalefont
+setfont ct_BuildCharDict begin/usewidths? false def currentfont/Widths get
+begin exch/CIDFont get/GlyphDirectory get{pop dup charcode exch 1 index 0 2
+index 256 idiv put 1 index exch 1 exch 256 mod put stringwidth 2 array astore
+def}forall end/usewidths? true def end grestore}{exch pop}ifelse}bind def
+/ct_ComposeFont{ct_UseNativeCapability?{2 index/CMap ct_resourcestatus{pop pop
+exch pop}{/CIDInit/ProcSet findresource begin 12 dict begin begincmap/CMapName
+3 index def/CMapVersion 1 def/CMapType 1 def exch/WMode exch def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{3 2 roll pop 0 get/CIDFont findresource ct_makeocf}ifelse}
+bind def/ct_MakeIdentity{ct_UseNativeCapability?{1 index/CMap
+ct_resourcestatus{pop pop}{/CIDInit/ProcSet findresource begin 12 dict begin
+begincmap/CMapName 2 index def/CMapVersion 1 def/CMapType 1 def/CIDSystemInfo
+3 dict dup begin/Registry(Adobe)def/Ordering CMapName ct_mkocfStr100 cvs
+(Adobe-)search{pop pop(-)search{dup length string copy exch pop exch pop}{pop
+(Identity)}ifelse}{pop(Identity)}ifelse def/Supplement 0 def end def 1
+begincodespacerange<0000><ffff>endcodespacerange 1 begincidrange<0000><ffff>0
+endcidrange endcmap CMapName currentdict/CMap defineresource pop end end}
+ifelse composefont}{exch pop 0 get/CIDFont findresource ct_makeocf}ifelse}bind
+def currentdict readonly pop end end
+%%EndResource
+Adobe_CoolType_Core begin /$Oblique SetSubstituteStrategy end
+%%BeginResource: procset Adobe_AGM_Image 1.0 0
+%%Version: 1.0 0
+%%Copyright: Copyright (C) 2000-2000 Adobe Systems, Inc. All Rights Reserved.
+systemdict /setpacking known
+{
+ currentpacking
+ true setpacking
+} if
+userdict /Adobe_AGM_Image 65 dict dup begin put
+/Adobe_AGM_Image_Id /Adobe_AGM_Image_1.0_0 def
+/nd{
+ null def
+}bind def
+/AGMIMG_&image nd
+/AGMIMG_&colorimage nd
+%%don't initialize AGMIMG_&customcolorimage, it wrecks havoc in a nested environment
+%%AGMIMG_ccimage_exists not {/AGMIMG_&customcolorimage nd} if
+/AGMIMG_&imagemask nd
+/AGMIMG_mbuf () def
+/AGMIMG_ybuf () def
+/AGMIMG_kbuf () def
+/AGMIMG_c 0 def
+/AGMIMG_m 0 def
+/AGMIMG_y 0 def
+/AGMIMG_k 0 def
+/AGMIMG_tmp nd
+/AGMIMG_imagestring0 nd
+/AGMIMG_imagestring1 nd
+/AGMIMG_imagestring2 nd
+/AGMIMG_imagestring3 nd
+/AGMIMG_imagestring4 nd
+/AGMIMG_imagestring5 nd
+/AGMIMG_cnt nd
+/AGMIMG_fsave nd
+/AGMIMG_colorAry nd
+/AGMIMG_override nd
+/AGMIMG_name nd
+/invert_image_samples nd
+/knockout_image_samples nd
+/img nd
+/sepimg nd
+/idximg nd
+/doc_setup
+{
+ Adobe_AGM_Core begin
+ Adobe_AGM_Image begin
+ /AGMIMG_&image systemdict/image get def
+ /AGMIMG_&imagemask systemdict/imagemask get def
+ /colorimage where{
+ pop
+ /AGMIMG_&colorimage /colorimage ldf
+ }if
+ end
+ end
+}def
+/page_setup
+{
+ Adobe_AGM_Image begin
+ /AGMIMG_ccimage_exists {/customcolorimage where
+ {
+ pop
+ /Adobe_AGM_OnHost_Seps where
+ {
+ pop false
+ }{
+ /Adobe_AGM_InRip_Seps where
+ {
+ pop false
+ }{
+ true
+ }ifelse
+ }ifelse
+ }{
+ false
+ }ifelse
+ }bdf
+ level2{
+ /invert_image_samples
+ {
+ Adobe_AGM_Image/AGMIMG_tmp Decode length ddf
+ /Decode [ Decode 1 get Decode 0 get] def
+ }def
+ /knockout_image_samples
+ {
+ Operator/imagemask ne{
+ /Decode [1 1] def
+ }if
+ }def
+ }{
+ /invert_image_samples
+ {
+ {1 exch sub} currenttransfer addprocs settransfer
+ }def
+ /knockout_image_samples
+ {
+ { pop 1 } currenttransfer addprocs settransfer
+ }def
+ }ifelse
+ /img /imageormask ldf
+ /sepimg /sep_imageormask ldf
+ /idximg /indexed_imageormask ldf
+ currentdict{
+ dup xcheck 1 index type dup /arraytype eq exch /packedarraytype eq or and{
+ bind
+ }if
+ def
+ }forall
+}def
+/page_trailer
+{
+ end
+}def
+/doc_trailer
+{
+}def
+/imageormask_sys
+{
+ begin
+ save mark
+ level2{
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMIMG_&imagemask
+ }{
+ BitsPerComponent ImageMatrix /DataSource load
+ AGMIMG_&image
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/overprint_plate
+{
+ currentoverprint{
+ 0 get
+ dup /DeviceGray eq{
+ pop AGMCORE_black_plate not
+ }{
+ /DeviceCMYK eq{
+ AGMCORE_is_cmyk_sep not
+ }if
+ }ifelse
+ }{
+ false
+ }ifelse
+}def
+/imageormask
+{
+ begin
+ SkipImageProc not{
+ save mark
+ level2 AGMCORE_host_sep not and{
+ currentdict
+ Operator /imagemask eq{
+ imagemask
+ }{
+ AGMCORE_in_rip_sep currentoverprint and currentcolorspace 0 get /DeviceGray eq and{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ /Decode [ Decode 1 get Decode 0 get ] def
+ }if
+ image
+ }ifelse
+ }{
+ Width Height
+ Operator /imagemask eq{
+ Decode 0 get 1 eq Decode 1 get 0 eq and
+ ImageMatrix /DataSource load
+ AGMCORE_host_sep{
+ currentgray 1 ne{
+ currentdict imageormask_sys
+ }{
+ currentoverprint not{
+ 1 AGMCORE_&setgray
+ knockout_image_samples
+ currentdict imageormask_sys
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }ifelse
+ }{
+ imagemask
+ }ifelse
+ }{
+ BitsPerComponent ImageMatrix
+ MultipleDataSources{
+ 0 1 NComponents 1 sub{
+ DataSource exch get
+ }for
+ }{
+ /DataSource load
+ }ifelse
+ Operator /colorimage eq{
+ AGMCORE_host_sep{
+ MultipleDataSources level2 or NComponents 4 eq and{
+ MultipleDataSources{
+ 4 {pop} repeat
+ /DataSource [
+ DataSource 0 get /exec cvx
+ DataSource 1 get /exec cvx
+ DataSource 2 get /exec cvx
+ DataSource 3 get /exec cvx
+ /AGMCORE_get_ink_data cvx
+ ] cvx def
+ }{
+ /DataSource /DataSource load filter_cmyk 0 () /SubFileDecode filter def
+ }ifelse
+
+ /Decode [ Decode 0 get Decode 1 get ] def
+ /MultipleDataSources false def
+ /NComponents 1 def
+ /Operator /image def
+ AGMCORE_is_cmyk_sep{
+ currentoverprint InksUsed current_ink not and{
+ currentdict consumeimagedata
+ }{
+ invert_image_samples
+ 1 AGMCORE_&setgray
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict ignoreimagedata
+ }ifelse
+ }{
+
+ MultipleDataSources NComponents AGMIMG_&colorimage
+ }ifelse
+ }{
+ true NComponents colorimage
+ }ifelse
+ }{
+ Operator /image eq{
+ AGMCORE_host_sep{
+ /DoImage true def
+ HostSepColorImage{
+ invert_image_samples
+ }{
+ AGMCORE_black_plate not{
+ /DoImage false def
+ currentdict ignoreimagedata
+ }if
+ }ifelse
+ 1 AGMCORE_&setgray
+ DoImage
+ {currentdict imageormask_sys} if
+ }{
+ image
+ }ifelse
+ }{
+ Operator/knockout eq{
+ pop pop pop pop pop
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentcolorspace overprint_plate not{
+ knockout_unitsq
+ }if
+ }ifelse
+ }if
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+}def
+/sep_imageormask
+{
+ /sep_colorspace_dict AGMCORE_gget begin
+ /MappedCSA CSA map_csa def
+ begin
+ SkipImageProc not{
+ save mark
+
+ AGMCORE_avoid_L2_sep_space{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ }if
+ AGMIMG_ccimage_exists
+ MappedCSA 0 get /DeviceCMYK eq and
+ currentdict/Components known and
+ Name () ne and
+ Name (All) ne and
+ Operator /image eq and
+ AGMCORE_producing_seps not and
+ level2 not and
+ {
+ Width Height BitsPerComponent ImageMatrix
+ [
+ /DataSource load /exec cvx
+ {
+ 0 1 2 index length 1 sub{
+ 1 index exch
+ 2 copy get 255 xor put
+ }for
+ } /exec cvx
+ ] cvx bind
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+ Name findcmykcustomcolor
+ customcolorimage
+ }{
+ AGMCORE_producing_seps not{
+ level2{
+ AGMCORE_avoid_L2_sep_space not currentcolorspace 0 get /Separation ne and{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentdict imageormask
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask
+ }{
+ sep_imageormask_lev1
+ }ifelse
+ }ifelse
+ }{
+ AGMCORE_host_sep{
+ Operator/knockout eq{
+ currentoverprint InksUsed current_ink not and{
+ }{
+ currentdict/ImageMatrix get concat
+ knockout_unitsq
+ }ifelse
+ }{
+ currentgray 1 ne{
+ AGMCORE_is_cmyk_sep Name (All) ne and{
+ level2{
+ [ /Separation Name [/DeviceGray]
+ {
+ sep_colorspace_proc AGMCORE_get_ink_data
+ 1 exch sub
+ } bind
+ ] AGMCORE_&setcolorspace
+ /sep_tint AGMCORE_gget AGMCORE_&setcolor
+ currentdict imageormask_sys
+ }{
+ currentdict
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ sep_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ Operator/imagemask ne{
+ invert_image_samples
+ }if
+ currentdict imageormask_sys
+ }ifelse
+ }{
+ currentdict consumeimagedata
+ currentoverprint not Name (All) eq or{
+ gsave
+ knockout_unitsq
+ grestore
+ }if
+ }ifelse
+ }ifelse
+ }{
+ currentcolorspace 0 get /Separation ne{
+ [/Separation Name MappedCSA sep_proc_name exch 0 get exch load ] setcolorspace_opt
+ /sep_tint AGMCORE_gget setcolor
+ }if
+ currentoverprint
+ MappedCSA 0 get /DeviceCMYK eq and
+ Name inRip_spot_has_ink not and
+ Name (All) ne and {
+ imageormask_l2_overprint
+ }{
+ currentdict imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ }if
+ end
+ end
+}def
+/imageormask_l2_overprint
+{
+
+ currentdict
+ currentcmykcolor add add add 0 eq{
+ currentdict consumeimagedata
+ }{
+ level3{
+
+ currentcmykcolor
+ /AGMIMG_k xdf
+ /AGMIMG_y xdf
+ /AGMIMG_m xdf
+ /AGMIMG_c xdf
+ Operator/imagemask eq{
+ [/DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ] /DeviceCMYK {}] setcolorspace
+
+ AGMIMG_c 0 ne {AGMIMG_c} if
+ AGMIMG_m 0 ne {AGMIMG_m} if
+ AGMIMG_y 0 ne {AGMIMG_y} if
+ AGMIMG_k 0 ne {AGMIMG_k} if
+ setcolor
+ }{
+ /Decode [ Decode 0 get 255 mul Decode 1 get 255 mul ] def
+ [/Indexed
+ [
+ /DeviceN [
+ AGMIMG_c 0 ne {/Cyan} if
+ AGMIMG_m 0 ne {/Magenta} if
+ AGMIMG_y 0 ne {/Yellow} if
+ AGMIMG_k 0 ne {/Black} if
+ ]
+ /DeviceCMYK {
+ AGMIMG_k 0 eq {0} if
+ AGMIMG_y 0 eq {0 exch} if
+ AGMIMG_m 0 eq {0 3 1 roll} if
+ AGMIMG_c 0 eq {0 4 1 roll} if
+ }
+ ]
+ 255
+ {
+ 255 div
+
+ mark exch
+ dup dup dup
+
+
+ AGMIMG_k 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 1 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_y 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 2 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_m 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec 4 3 roll pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+
+ AGMIMG_c 0 ne{
+ /sep_tint AGMCORE_gget mul MappedCSA sep_proc_name exch pop load exec pop pop pop
+ counttomark 1 roll
+ }{
+ pop
+ }ifelse
+ counttomark 1 add -1 roll pop
+ }
+ ] setcolorspace
+ }ifelse
+
+ imageormask_sys
+ }{
+ write_image_file{
+ currentcmykcolor
+ 0 ne{
+ [/Separation /Black /DeviceGray {}] setcolorspace
+ gsave
+ /Black
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 1 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Yellow /DeviceGray {}] setcolorspace
+ gsave
+ /Yellow
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 2 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Magenta /DeviceGray {}] setcolorspace
+ gsave
+ /Magenta
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {4 3 roll pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ }if
+ 0 ne{
+ [/Separation /Cyan /DeviceGray {}] setcolorspace
+ gsave
+ /Cyan
+ [{1 exch sub /sep_tint AGMCORE_gget mul} /exec cvx MappedCSA sep_proc_name cvx exch pop {pop pop pop 1 exch sub} /exec cvx]
+ cvx modify_halftone_xfer
+ Operator currentdict read_image_file
+ grestore
+ } if
+ close_image_file
+ }{
+ imageormask
+ }ifelse
+ }ifelse
+ }ifelse
+} def
+/indexed_imageormask
+{
+ begin
+ save mark
+
+ currentdict
+ AGMCORE_host_sep{
+
+ Operator/knockout eq{
+ /indexed_colorspace_dict AGMCORE_gget /CSA get map_csa overprint_plate not{
+ knockout_unitsq
+ }if
+ }{
+ AGMCORE_is_cmyk_sep{
+ Operator /imagemask eq{
+ imageormask_sys
+ }{
+ level2{
+ indexed_image_lev2_sep
+ }{
+ indexed_image_lev1_sep
+ }ifelse
+ }ifelse
+ }{
+ currentoverprint not{
+ knockout_image_samples
+ imageormask_sys
+ }{
+ currentdict consumeimagedata
+ }ifelse
+ }ifelse
+ }ifelse
+ }{
+ level2{
+ imageormask
+ }{
+ Operator /imagemask eq{
+ imageormask
+ }{
+ indexed_imageormask_lev1
+ }ifelse
+ }ifelse
+ }ifelse
+ cleartomark restore
+ end
+}def
+/indexed_image_lev2_sep
+{
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+
+ currentcolorspace
+ dup 1 /DeviceGray put
+ dup 3 [
+ currentcolorspace 3 get
+ {
+ exch 4 mul 4 getinterval {} forall
+ AGMCORE_get_ink_data 255 div 1 exch sub
+ } /exec cvx
+ ] cvx put
+ setcolorspace
+
+ currentdict
+ Operator /imagemask eq{
+ AGMIMG_&imagemask
+ }{
+ AGMIMG_&image
+ }ifelse
+
+ end end
+}def
+/OPIimage
+{
+ dup type /dicttype ne{
+ 10 dict begin
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /ImageType 1 def
+ /Decode [0 1 def]
+ currentdict
+ end
+ }if
+ dup begin
+ /NComponents 1 cdndf
+ /MultipleDataSources false cdndf
+ /SkipImageProc {false} cdndf
+ /HostSepColorImage false cdndf
+ /Decode [
+ 0
+ currentcolorspace 0 get /Indexed eq{
+ 2 BitsPerComponent exp 1 sub
+ }{
+ 1
+ }ifelse
+ ] cdndf
+ /Operator /image cdndf
+ end
+ /sep_colorspace_dict AGMCORE_gget null eq{
+ imageormask
+ }{
+ gsave
+ dup begin invert_image_samples end
+ sep_imageormask
+ grestore
+ }ifelse
+}def
+/spot_alias
+{
+ /mapto_sep_imageormask
+ {
+ dup type /dicttype ne{
+ 12 dict begin
+ /ImageType 1 def
+ /DataSource xdf
+ /ImageMatrix xdf
+ /BitsPerComponent xdf
+ /Height xdf
+ /Width xdf
+ /MultipleDataSources false def
+ }{
+ begin
+ }ifelse
+ /Decode [/customcolor_tint AGMCORE_gget 0] def
+ /Operator /image def
+ /HostSepColorImage false def
+ /InksUsed [] def
+ /SkipImageProc {false} def
+ currentdict
+ end
+ sep_imageormask
+ }bdf
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_colorAry xddf
+ /customcolor_tint AGMCORE_gget
+ bdict
+ /Name AGMIMG_colorAry 4 get
+ /CSA [ /DeviceCMYK ]
+ /TintMethod /Subtractive
+ /TintProc null
+ /MappedCSA null
+ /NComponents 4
+ /Components [ AGMIMG_colorAry aload pop pop ]
+ edict
+ setsepcolorspace
+ mapto_sep_imageormask
+ }ndf
+ Adobe_AGM_Image/AGMIMG_&customcolorimage /customcolorimage load put
+ /customcolorimage
+ {
+ Adobe_AGM_Image/AGMIMG_override false put
+ dup 4 get map_alias{
+ /customcolor_tint AGMCORE_gget exch setsepcolorspace
+ pop
+ mapto_sep_imageormask
+ }{
+ AGMIMG_&customcolorimage
+ }ifelse
+ }bdf
+}def
+level2 not{
+ /colorbuf
+ {
+ 0 1 2 index length 1 sub{
+ dup 2 index exch get
+ 255 exch sub
+ 2 index
+ 3 1 roll
+ put
+ }for
+ }def
+ /tint_image_to_color
+ {
+ begin
+ Width Height BitsPerComponent ImageMatrix
+ /DataSource load
+ end
+ Adobe_AGM_Image begin
+ /AGMIMG_mbuf 0 string def
+ /AGMIMG_ybuf 0 string def
+ /AGMIMG_kbuf 0 string def
+ {
+ colorbuf dup length AGMIMG_mbuf length ne
+ {
+ dup length dup dup
+ /AGMIMG_mbuf exch string def
+ /AGMIMG_ybuf exch string def
+ /AGMIMG_kbuf exch string def
+ } if
+ dup AGMIMG_mbuf copy AGMIMG_ybuf copy AGMIMG_kbuf copy pop
+ }
+ addprocs
+ {AGMIMG_mbuf}{AGMIMG_ybuf}{AGMIMG_kbuf} true 4 colorimage
+ end
+ } def
+ /sep_imageormask_lev1
+ {
+ begin
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {
+ 255 mul round cvi GrayLookup exch get
+ } currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ MappedCSA 0 get /DeviceCMYK eq{
+ Components aload pop
+ }{
+ 0 0 0 Components aload pop 1 exch sub
+ }ifelse
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ AGMIMG_y 0.0 eq AGMIMG_m 0.0 eq and AGMIMG_c 0.0 eq and{
+ {AGMIMG_k mul 1 exch sub} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+
+ currentcolortransfer
+ {AGMIMG_k mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_y mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_m mul 1 exch sub} exch addprocs 4 1 roll
+ {AGMIMG_c mul 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {255 mul round cvi ColorLookup exch get 0 get} currenttransfer addprocs settransfer
+ currentdict imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 2 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 1 get} exch addprocs 4 1 roll
+ {255 mul round cvi ColorLookup exch get 0 get} exch addprocs 4 1 roll
+ setcolortransfer
+ currentdict tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ }ifelse
+ end
+ }def
+ /sep_image_lev1_sep
+ {
+ begin
+ /sep_colorspace_dict AGMCORE_gget/Components known{
+ Components aload pop
+
+ Adobe_AGM_Image/AGMIMG_k xddf
+ Adobe_AGM_Image/AGMIMG_y xddf
+ Adobe_AGM_Image/AGMIMG_m xddf
+ Adobe_AGM_Image/AGMIMG_c xddf
+
+ {AGMIMG_c mul 1 exch sub}
+ {AGMIMG_m mul 1 exch sub}
+ {AGMIMG_y mul 1 exch sub}
+ {AGMIMG_k mul 1 exch sub}
+ }{
+ {255 mul round cvi ColorLookup exch get 0 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 1 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 2 get 1 exch sub}
+ {255 mul round cvi ColorLookup exch get 3 get 1 exch sub}
+ }ifelse
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end
+ }def
+ /indexed_imageormask_lev1
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ currentdict
+ MappedCSA 0 get dup /DeviceRGB eq exch /DeviceCMYK eq or has_color not and{
+
+ {HiVal mul round cvi GrayLookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+
+ MappedCSA 0 get /DeviceGray eq {
+ {HiVal mul round cvi Lookup exch get HiVal div} currenttransfer addprocs settransfer
+ imageormask
+ }{
+ MappedCSA 0 get /DeviceCMYK eq {
+ currentcolortransfer
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }{
+ currentcolortransfer
+ {pop 1} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 2 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi 1 add Lookup exch get HiVal div} exch addprocs 4 1 roll
+ {3 mul HiVal mul round cvi Lookup exch get HiVal div} exch addprocs 4 1 roll
+ setcolortransfer
+ tint_image_to_color
+ }ifelse
+ }ifelse
+ }ifelse
+ end end
+ }def
+ /indexed_image_lev1_sep
+ {
+ /indexed_colorspace_dict AGMCORE_gget begin
+ begin
+ {4 mul HiVal mul round cvi Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 1 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 2 add Lookup exch get HiVal div 1 exch sub}
+ {4 mul HiVal mul round cvi 3 add Lookup exch get HiVal div 1 exch sub}
+
+ AGMCORE_get_ink_data currenttransfer addprocs settransfer
+
+ currentdict imageormask_sys
+
+ end end
+ }def
+}if
+end
+systemdict /setpacking known
+{
+ setpacking
+} if
+%%EndResource
+%ADOBeginClientInjection: DocumentProlog End "AI10"
+%ADOEndClientInjection: DocumentProlog End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndProlog
+%%BeginSetup
+%ADOBeginClientInjection: DocumentSetup Start "AI10"
+%ADOEndClientInjection: DocumentSetup Start "AI10"
+Adobe_AGM_Utils begin
+2 2010 true Adobe_AGM_Core/doc_setup get exec
+Adobe_CoolType_Core/doc_setup get exec
+Adobe_AGM_Image/doc_setup get exec
+%ADOBeginClientInjection: DocumentSetup End "AI10"
+%ADOEndClientInjection: DocumentSetup End "AI10"
+currentdict Adobe_AGM_Utils eq {end} if
+%%EndSetup
+%%Page: rnaseP-ecoli.pdf 1
+%%EndPageComments
+%%BeginPageSetup
+%ADOBeginClientInjection: PageSetup Start "AI10"
+%ADOEndClientInjection: PageSetup Start "AI10"
+Adobe_AGM_Utils begin
+Adobe_AGM_Core/page_setup get exec
+Adobe_CoolType_Core/page_setup get exec
+Adobe_AGM_Image/page_setup get exec
+%ADOBeginClientInjection: PageSetup End "AI10"
+%ADOEndClientInjection: PageSetup End "AI10"
+%%EndPageSetup
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+[/DeviceGray] add_csa
+/CSA /0
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+[/DeviceCMYK] add_csa
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+[/DeviceRGB] add_csa
+/CSA /2
+cleartomark
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+% page clip
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+[1 0 0 1 0 0 ] concat
+%ADOBeginClientInjection: BeginPageContent "AI10"
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+<10bf3170599a125eccdb6ec27d3afe07da389ecbb305faf429012f717ba5
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+59741fe65bc64d6863ec1039a27d8da5681073bc991e2c740d0bf14aed2b
+81d80e811057a7a261d77619d9bcb0c3ef91c90a394016d3a96727d1d488
+dda1e7b4d3ff0a77767d899306fd13aca7aad2910e6e3aad69f172e3d8e3
+85dff5319dcca32104c930e0a4e2e49b8750bab4a9149ef2d730bda10f91
+592a2a46cc0c629469d818798f634569b83f99cf> ND
+/b
+<10bf31705374882f7387637dcbb704d72f8bd63b0bf65f4612fe0f27d529
+60722d7a45438cfde1168810ce04c91811250545cdbd6c10a87a474df160
+24b3215bec7af3c0b61e074082f1ba3141f39f480c2c5a76fd396a487a9d
+6a25d6aa36deda9c976e791661015e179d4f36b29dae4f0f04128d0e5ac3
+dde66d561d7806d481796866491fb9de890bfe> ND
+/c
+<10bf3170435d9d6bdc818a55004ae1aad80b146ef4640b9f7a82d0286ef2
+5db6c5bd65a97018eac616ec8d7499054c6ff6544566113eb456a3efeddc
+ccc8eb022ae4ed32a1cae1639526dcd4d63a5e0b6438bcaa9089a840ecbe
+5f5d623e9d44cd8703af9d371c430fcdb02e500bdbbffe37e3e86fac9735
+d4759aa66b0f12007edc114a586e0532e684a856c1> ND
+/d
+<10bf31705d64a97b172062c3429fc21eef6c195efed3b68a891c1c3f4782
+b3b8f0493f2e3f2184ac9ec14961282178962a45d0e1282fdb9be01eb4d9
+330ed40623df12b195cf16105bcc4a841d7c3ce2fe9e2c90d1cb4d19d886
+f71e50c5fdac49f7a3f6cbb8e9cfef3e1d497b6f65def5b587b04c30a0ca
+285981fa3ef98a35eaa48c3406f03812dc4d26551eeab2e7192ffd8e06d5
+582446be7a8c0a3f13a5> ND
+/e
+<10bf31705d647142da77f80383b39a2be6c45bc647b72e319ff73d610d1e
+62332d342ae09e16e6dc01192625d1af66f730c2b02413523b998639a5ab
+b7a878766d5d5ccb302e4a2339fd457ff9223aaf50bbf100079c44acb716
+0f80282571552fa2e287b218275ab71b88c3093968065977f1def2e827fa
+b94e763732c48dfc9ec49ad18a7a0f2ba5d9d70264> ND
+/g
+<10bf317051174587f37a05df23e24e32408217bf8db3b328f0f5146daeaa
+1ea0b93eefbeb881d5cb9ffa3155e0f4e76e202ca89aac26fddfcffe019d
+b4c15e4612e28d2142e015e9b34526719a1671f68e0202443eff71303477
+43d1a7a6e7b2a9371dc8418b687da58c1e33c99f8930ca86ef07a3b3ec43
+50197c8090ae40568025cd75df947eee06d039359090b4659bdedae20a2e
+32bef9ba6327edc3577a042c8a22d1cb6fbd64fd64754891> ND
+/i
+<10bf31705fce6507854bfd5453e743735818d40d67ec1532d846ec6eb57b
+a379fb65a427f99b32d98a51f57658ac9b227989b26d151d43cea1c989bf
+f139f48a1383fdef993f3563bc63dd976a127ddf8d3d4d> ND
+/l
+<10bf31705863e503408ecf9ecbcc5d318bb6318525c5b52ab08ec840ccd6
+ad0d498b316284b1f457be2054e4989ef3a09e1de6c846> ND
+/m
+<10bf31705ac86a49312a9fd9216ac187bbece8fcca49aeeba8345c5dcb8d
+22e2f311041729efa574dc4f8cea66ff62b9f7875e438aaac2bc968c833c
+59433c927d77707a4793dc203fe495345b66acf70bf0e3c6739b10493656
+320226d1aab14145580caac5297051c2cbc1275bf490dbfb37069939d4a8
+fe2e511651276f25977617430a1fd815f73c447cb770501a519db54db5ee
+ff6657ac892d36d74b68b770f457c3a3ce13a3df663f087684614f2f64cf
+19538a331f9664c459dc237b> ND
+/n
+<10bf3170573e563cfd092bc7aac9e949b8f7a4827fe0f5ce67cfeb547cc4
+0324c0c45558a88f1ea6ca3d00c7850dbdd4b3c992012bc75b427cf6ac8c
+46f4b1290c6a0924e21bd8fe2684be248ea4bd907856e7ca65331eac2fb6
+c7d64a4c51041fcdcbf442862c40d772e99c9a3d2660da8f8d1225eb9a38
+a0939af5d1> ND
+/o
+<10bf3170422f93576c717ee99d6736f12ef20213595672a3889f39fd79b8
+f8e03db4067972748506dd3e394e1ed21612adf9955de5d344645439263d
+16fe05d9f8432033df436bdbe971bdd0b4ca20ec935003ac05958f3374d5
+be4f84a5e6c035be86b4155b925e09a04220f0eb68246a69ca538a270f95
+b47c12aaed3b0426c82ce7bd8f92> ND
+/p
+<10bf317054a23a3541e41e8ecb0847e60b1e31523529115b6758aa977454
+1325eaa79edb9799a0d9e00066067ae6bea37a698c98886274e3f41cd1b8
+578a94c225b0f3c0e92bf5f3f03ed0de98ddd26367108da99886260beb08
+1a3b0855a0e35e3b0e73b0cca3d170c7bbff6a8ac29076da97e9fbc9239b
+bfc88f95a8a50d51b6e1e0fb3f034ff0bb5e891e2b09f42b118fb4882d97
+e05b> ND
+/q
+<10bf31705c36e774c01818b567b3a30f54c9e6843777a6accc2cafc6d62c
+32f03e649a76106692b272964d44887a71a37c0f41a3ac706672abddcb3a
+b2e1842622d684c349659112fdabf6c782aae0bac9563f28fac625d64bf5
+97c35d79be6aacdfddbd7b27dbac2a70805734e90e835d9f4394cb64de19
+8ebedd5445420cad3d2f380bf1ef914ef97d6a6c> ND
+/r
+<10bf3170537b448baee17d92f49ac0a05a119905783ad31b1335f4ce098c
+c861eb004143dfac510557c0ec68b61a660779041049a2f8adbd8b72e40b
+d877d7d4b313643f2fa4d7581b23becdec85b7d7582f7e2f50f829ff3515
+fa749796aaa74d2ed647eccf740e962946> ND
+/s
+<10bf317050d9b80120c19d821533341643354852ea9df97a99fd4ba774b7
+08c1fae708745f9328a1a9a5d21e169ff77ecdcd42f945703d067165d10e
+35df5f72d35341f01fb3026c906bf5dc9a4d1bcd00cb4fd389804aaed0c5
+179606cadf715c7fa2d902f17112979a83434b773005e3a14720c0ac9ccf
+50f62928be58f2d774787655c3e51c4ad2772c2dacd3e4a9b3e3d07c0e79
+b3bf6755ddd2a9f85c3008b885abd5da2aea4dd26daf39a061> ND
+/t
+<10bf3170524a2d22499482a58e0ac04293f60f52cf55d017afd6304f1340
+86ad48ad6f4b3f79315e33aa34c07371b994fceb8da4492a987edfdf026d
+4bc55acf283ac30b> ND
+/u
+<10bf31705374882f7c934ecd3b5e82940591cc2da5136b726bd97deea59d
+b5951369571544034f93f6e9e9bef396feae60a5b9c3456da1182921d60f
+51a03c79c508334f1146b564507198b89948780cf4b60418521ed73bbe7d
+3e228dcb5a9c016f8058dab9750074512ee3321a1b934119d8b6bef7f816
+c990fbfb206a15a63a5b88> ND
+/w
+<10bf3170638a0228cce16401e2a1320493ec75c1c4d2465d588dcde2174a
+6f5049d20d2b454d3f053b001bf9bfb825dea634ce9d3fb5dfdd04855e7e
+dc0d6e4dde355956359d5dc6a40d2c9c8826366d53049d947ee8dde95074
+627941c33de4220aaa3a8af2bf2b00299fde9211e4d408bef1eb22bc89d1
+241b0be5a1bbaa> ND
+/y
+<10bf3170776bfd988a56ee8fe50a75c214c009776a321e560c933ea18fd8
+2d83bbeace10512da5973877666f325826dc5af29e15691888b572f52587
+df0337c16f0b24682fde99afae5ef409919e6bb4ac7d35dd8790071ba79e
+f7780d09de33b41d6b48fb9a59a16a0e5807adc0fa47d6b5e690567815e0
+dc2ee9936d7e839639b3888218268a73> ND
+systemdict /gcheck known {setglobal} if end end
+end
+/Times-Roman findfont /Encoding get
+dup 32 /space put
+dup 40 /parenleft put
+dup 41 /parenright put
+dup 44 /comma put
+dup 45 /hyphen put
+dup 46 /period put
+dup 47 /slash put
+dup 48 /zero put
+dup 49 /one put
+dup 50 /two put
+dup 54 /six put
+dup 55 /seven put
+dup 56 /eight put
+dup 57 /nine put
+dup 58 /colon put
+dup 65 /A put
+dup 66 /B put
+dup 67 /C put
+dup 72 /H put
+dup 73 /I put
+dup 74 /J put
+dup 75 /K put
+dup 78 /N put
+dup 80 /P put
+dup 82 /R put
+dup 83 /S put
+dup 86 /V put
+dup 87 /W put
+dup 97 /a put
+dup 98 /b put
+dup 99 /c put
+dup 100 /d put
+dup 101 /e put
+dup 103 /g put
+dup 105 /i put
+dup 108 /l put
+dup 109 /m put
+dup 110 /n put
+dup 111 /o put
+dup 112 /p put
+dup 113 /q put
+dup 114 /r put
+dup 115 /s put
+dup 116 /t put
+dup 117 /u put
+dup 119 /w put
+dup 121 /y put
+pop
+%ADOEndSubsetFont
+/Times-Roman*1
+[
+32{/.notdef}repeat /space 7{/.notdef}repeat /parenleft /parenright 2{/.notdef}repeat /comma /hyphen
+/period /slash /zero /one /two /three /.notdef /five
+/six /seven /eight /nine /colon 6{/.notdef}repeat /A /B
+/C 4{/.notdef}repeat /H /I /J /K 2{/.notdef}repeat /N
+/.notdef /P /.notdef /R /S 2{/.notdef}repeat /V /W
+9{/.notdef}repeat /a /b /c /d /e /.notdef /g
+/.notdef /i 2{/.notdef}repeat /l /m /n /o /p
+/q /r /s /t /u /.notdef /w /.notdef
+/y 47{/.notdef}repeat /quotesingle 86{/.notdef}repeat
+] /Times-Roman nfnt
+/Times-Roman*1 findfont [14 0 0 -14 0 0 ]mfnt sfnt
+207.939 50.2998 mov
+(Ribonuclease P RNA) sh
+%ADOBeginSubsetFont: Times-Italic Initial
+11 dict begin
+/FontName /Times-Italic def
+/FontMatrix [1 1000 div 0 0 1 1000 div 0 0 ] def
+/Encoding 256 array 0 1 255 {1 index exch /.notdef put} for def
+/PaintType 0 def
+/FontType 1 def
+/FontBBox { 0 0 0 0 } def
+/FontInfo 1 dict dup begin
+ /OrigFontType /TrueType def
+end readonly def
+currentdict
+end
+
+systemdict begin
+dup /Private 7 dict dup begin
+/BlueValues [-15 0 600 650] def
+/MinFeature {16 16} def
+/password 5839 def
+/ND {def} def
+/NP {put} def
+/RD {string currentfile exch readhexstring pop} def
+2 index /CharStrings 230 dict dup begin
+/.notdef
+<10bf317079bb21e4> ND
+/space
+<10bf317079c757bf91> ND
+/E
+<10bf3170422fec138c7230ff7e19baeab789ca5bef7c283ccb09551e5920
+152b68f4ae9202c0b3dc9ce436192c9236bd3660f1a4c31e38f86b098ad4
+0faea873d69e67fba9e58ca6cfef84d9c04bf5ed0211af7c47b992754a0b
+77dd10b8c2dee46b4bbd80a3899e09c65b8aa861d24429fb9db82951837a
+3a1283595735> ND
+/a
+<10bf317040c2e74a508d6139dce14e3948d239d0634bbfaabf9e8d3c7573
+ed6fbf5dbea53ff369f531ee4a35d5d774411d751e898d06a82fb104c24e
+2e288c130578a51898d70e768e70e25015126de9836190adddf115525009
+d0b5cf5799cade59015ed746a61eea4e41b65101d4ece488aeb0eae27176
+fd995d93360fcb186f66fe5f540946011237ad8713367061b7184db6a67a
+996b98e53ecb5c8feb0582a80d88d56027b3ffcc55dfb4dc1ac3446fc8ff
+d6878cc714f800a67c3909395a6179cde4244303983fcb7be7e1a5e7> ND
+/c
+<10bf317040c23fc2eee4f57240df62f1391a1250ca71eb42052c6832a234
+04baa9e4ef1dec279a752431a80f654f5e0351e445249e6beb05a973cc41
+d8ead12d95f7556c161073e2684409ef6f29244cba09a6bb43b3bcffdfba
+d18d8daa29a3daa3e72edebd8ca6c6c1ffadc0e7cfd675d1eb71cae83aa4
+bb0d1ad30e10be4b78f720e6585f94cee8adb3f7cfca78> ND
+/e
+<10bf3170422f4b41880651ec3b4d2eb65a011be62466a01dda4961f1da28
+4c346a77169bc4c4a7ede011b56ed8c3d1f00f116ed11b99eb4b26ce1c6c
+5397d8f41586907ab2a423b80824b99dfa062fa0ba9e37fea1ae4a5117f6
+72d95befd94dae78a32300bbe65f34382c0e9700cfbfa7edeefaf81da1bc
+b5d10d3e54194c0dc1ac22d93bd61b9e6bbb3969e1> ND
+/h
+<10bf317054a23a3555fb5ead131bc59828cc7f1eacd86033cc680ee8cbd6
+7a73727285e80cbc40f01dbc40114116b796f4f49cc581dd1b7f53c5108d
+be6d1077ff4095e8abd9a2db119ca521dceefb8e4db76cb40c3c2aa5db93
+42df5f61b9bb5861f54e93f8082a054a7e07b5d2512f24d8cdb5ad0ac428
+d185c91cf0e62b83c527874a0e41499f1504cd67f9c86334> ND
+/i
+<10bf31705c397059959e269bc482cc232fb2cd355b1741c991d08977a1c7
+62a5e2889a63c2e040e22ffbaf41c04400cc31c3de7dcf350f3cdfb3edfa
+828dc964cb2f6eb442e0262df25f627edd720f9619db59fd5a8cd100c968
+4c5f4db9889b35c63fc8c08e> ND
+/l
+<10bf3170599590e4eca19c589f591b28c79c3ad915d374f9f929618cfd7b
+7292a0b167075ca805f5ad895e8e3b1ab4dbdd185639273e5baedc164de3
+0d0ee9bfd604> ND
+/o
+<10bf3170435d457c3b609d0dfdc745bd7c1663c0a805d91da8e9d0cc4d99
+e22f87ada7af2132f6337504f703ddd93c8cdde4699cbdaf64ef14809e56
+7a42bb836080942124ca1aef0e63f807aefc933c8563b48027e9d8f1c1e1
+8352efa85eedc9ca490791a4e46850c09204d72255ce696daee7dc1a2862
+811f44c6c89facfd801c3e6416cabfcd> ND
+/r
+<10bf3170599a5b3c2e2dd28b3b10b75075330d11e34ae538e91b40e1b802
+82d48b2a59637d6e097ee2f6d5ecf0c595e0fe2ca2c786a62d5a15f78248
+8110425023e201d5535dfbe489642fedd613d0fa1856971b95976bddeb41
+6a333657ac733756ce26ea5bc0c9c1685f2222cc6612850d6389e5c3f1da
+> ND
+/s
+<10bf317050d9b8012f166408318a0ef0c2b3fc2c4bf046f43a31a13138cb
+3edd33b1e05a71393e8603bde246c06cf021e377498e36cd112cac2862cb
+d733c3012351e466a2c60874be76f3ffb0e88de0326be4951815ceb6e2b4
+a1c764b8b4750919db41ba568a843704ee79cbe791dd797a967fc4bf780b
+33396195d9608a7596aadb157b1c31c1f97e4cad9c00804f33d10c4f9e5f
+1e6e986043994c17686677d39f7196085e4700caad44794150> ND
+/t
+<10bf3170524a2d224620d65b924216aad176698198f7dbdeefeee3b7e580
+1e8252c00721d9a34af4c93982914cf535dd1a9978155b129f9b67696bf0
+657d3fef2c6bfe965ee59c94b9f93fb72b6a44> ND
+end
+end
+put
+put
+dup /FontName get exch definefont pop
+end
+/Times-Italic findfont /Encoding get
+dup 32 /space put
+dup 69 /E put
+dup 97 /a put
+dup 99 /c put
+dup 101 /e put
+dup 104 /h put
+dup 105 /i put
+dup 108 /l put
+dup 111 /o put
+dup 114 /r put
+dup 115 /s put
+dup 116 /t put
+pop
+%ADOEndSubsetFont
+/Times-Italic*1
+[
+32{/.notdef}repeat /space 36{/.notdef}repeat /E 27{/.notdef}repeat /a /.notdef /c
+/.notdef /e 2{/.notdef}repeat /h /i 2{/.notdef}repeat /l 2{/.notdef}repeat
+/o 2{/.notdef}repeat /r /s /t 139{/.notdef}repeat
+] /Times-Italic nfnt
+/Times-Italic*1 findfont [14 0 0 -14 0 0 ]mfnt sfnt
+207.939 64.2998 mov
+(Escherichia coli) sh
+/Times-Roman*1 findfont [14 0 0 -14 0 0 ]mfnt sfnt
+299.316 64.2998 mov
+( K-12 W3110) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+207.939 88.2998 mov
+(Sequence : V00338, Reed, ) sh
+/Times-Italic*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+316.799 88.2998 mov
+(et al) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+334.189 88.2998 mov
+(., 1982 Cell ) sh
+/Times-Bold*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+383.439 88.2998 mov
+(30) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+393.439 88.2998 mov
+(:627) sh
+207.939 100.3 mov
+(Structure : Harris, ) sh
+/Times-Italic*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+282.439 100.3 mov
+(et al) sh
+/Times-Roman*1 findfont [10.0006 0 0 -10.0006 0 0 ]mfnt sfnt
+299.939 100.3 mov
+(., RNA \(in press\)) sh
+207.999 124.3 mov
+(Image created 10/3/00 by JWBrown) sh
+grestore % PSGState
+%ADOBeginClientInjection: EndPageContent "AI10"
+userdict /annotatepage 2 copy known {get exec}{pop pop} ifelse
+%ADOEndClientInjection: EndPageContent "AI10"
+% page clip
+grestore
+grestore % PSGState
+Adobe_AGM_Core/AGMCORE_save get restore
+%%PageTrailer
+%ADOBeginClientInjection: PageTrailer Start "AI10"
+%ADOEndClientInjection: PageTrailer Start "AI10"
+Adobe_AGM_Image/page_trailer get exec
+Adobe_CoolType_Core/page_trailer get exec
+Adobe_AGM_Core/page_trailer get exec
+currentdict Adobe_AGM_Utils eq {end} if
+%ADOBeginClientInjection: PageTrailer End "AI10"
+%ADOEndClientInjection: PageTrailer End "AI10"
+%%Trailer
+%ADOBeginClientInjection: DocumentTrailer Start "AI10"
+%ADOEndClientInjection: DocumentTrailer Start "AI10"
+Adobe_AGM_Image/doc_trailer get exec
+Adobe_CoolType_Core/doc_trailer get exec
+Adobe_AGM_Core/doc_trailer get exec
+%ADOBeginClientInjection: DocumentTrailer End "AI10"
+%ADOEndClientInjection: DocumentTrailer End "AI10"
+%%EOF
+%AI9_PrintingDataEnd
+
+userdict /AI9_read_buffer 256 string put
+userdict begin
+/ai9_skip_data
+{
+ mark
+ {
+ currentfile AI9_read_buffer { readline } stopped
+ {
+ }
+ {
+ not
+ {
+ exit
+ } if
+ (%AI9_PrivateDataEnd) eq
+ {
+ exit
+ } if
+ } ifelse
+ } loop
+ cleartomark
+} def
+end
+userdict /ai9_skip_data get exec
+%AI9_PrivateDataBegin
+%!PS-Adobe-3.0 EPSF-3.0
+%%Creator: Adobe Illustrator(R) 10.0
+%%AI8_CreatorVersion: 10.0
+%%For: (Sean R Eddy) (Washington University)
+%%Title: (rnaseP-ecoli.eps)
+%%CreationDate: 3/27/03 11:44 AM
+%AI9_DataStream
+%GatkKCTec!Q)=A*"8i[BJ21MB`_sf&,;];C0"8GT(fqT`X*Oc`0I#O$'1J$5P#Bt-keGI8j?A>88QF6q1R:V(ZS-T\=R08])mRu:
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diff --git a/easel/documentation/figures/rnaseP-ecoli.pdf b/easel/documentation/figures/rnaseP-ecoli.pdf
new file mode 100644
index 0000000..832cf21
Binary files /dev/null and b/easel/documentation/figures/rnaseP-ecoli.pdf differ
diff --git a/easel/documentation/format_stockholm.tex b/easel/documentation/format_stockholm.tex
new file mode 100644
index 0000000..04c58b7
--- /dev/null
+++ b/easel/documentation/format_stockholm.tex
@@ -0,0 +1,252 @@
+
+Stockholm format was developed by the Pfam Consortium to support
+extensible markup and annotation of multiple sequence alignments.
+
+Why yet another alignment file format? Most importantly, the existing
+formats of popular multiple alignment software (e.g. CLUSTAL, GCG MSF,
+PHYLIP) do not support rich documentation and markup of the
+alignment. And since there is not yet a standard accepted format for
+multiple sequence alignment files, we don't feel too guilty about
+inventing a new one.
+
+\subsection{A minimal Stockholm file}
+\begin{cchunk}
+# STOCKHOLM 1.0
+
+seq1 ACDEF...GHIKL
+seq2 ACDEF...GHIKL
+seq3 ...EFMNRGHIKL
+
+seq1 MNPQTVWY
+seq2 MNPQTVWY
+seq3 MNPQT...
+//
+\end{cchunk}
+
+The first line in the file must be \ccode{\# STOCKHOLM x.y}, where
+\ccode{x.y} is a major/minor version number for the format
+specification. This line allows a parser to instantly identify the
+file format. There is currently only one version of Stockholm format,
+\ccode{1.0}.
+
+In the alignment, each line contains a name followed by the aligned
+sequence. Neither the name nor the aligned sequence may contain
+whitespace characters. Stockholm does not enforce any other character
+conventions on the name or the aligned sequence. Typically, gaps
+(indels) are indicated in an aligned sequence by a dash or period, but
+Stockholm format does not require this.
+
+If the alignment is too long to fit on one line, the alignment may be
+split into multiple blocks, with blocks separated by blank lines. The
+number of sequences, their order, and their names must be the same in
+every block. Within a given block, each (sub)sequence (and any
+associated \ccode{\#=GR} and \ccode{\#=GC} markup, see below) is of
+equal length, called the \emph{block length}. Block lengths may differ
+from block to block; the block length must be at least one residue,
+and there is no maximum.
+
+Any line starting with a \ccode{\#} is considered to be a comment, and
+is ignored.
+
+Other blank lines in the file are ignored.
+
+All other annotation is added using a tag/value comment style. The
+tag/value format is inherently extensible, and readily made
+backwards-compatible; unrecognized tags will simply be ignored. Extra
+annotation includes consensus and individual RNA or protein secondary
+structure, sequence weights, a reference coordinate system for the
+columns, and database source information including name, accession
+number, and coordinates (for subsequences extracted from a longer
+source sequence) See below for details.
+
+It is usually easy to convert other alignment formats into a least
+common denominator Stockholm format. For instance, SELEX, GCG's MSF
+format, and the output of the CLUSTALW multiple alignment program are
+all closely related interleaved formats.
+
+
+
+\subsection{Syntax of Stockholm markup}
+
+There are four types of Stockholm markup annotation, for per-file,
+per-sequence, per-column, and per-residue annotation:
+
+\begin{sreitems}{\emcode{\#=GR <seqname> <tag> <.....s.....>}}
+\item [\emcode{\#=GF <tag> <s>}]
+ Per-file annotation. \ccode{<s>} is a free format text line
+ of annotation type \ccode{<tag>}. For example, \ccode{\#=GF DATE
+ April 1, 2000}. Can occur anywhere in the file, but usually
+ all the \ccode{\#=GF} markups occur in a header.
+
+\item [\emcode{\#=GS <seqname> <tag> <s>}]
+ Per-sequence annotation. \ccode{<s>} is a free format text line
+ of annotation type \ccode{<tag>} associated with the sequence
+ named \ccode{<seqname>}. For example, \ccode{\#=GS seq1
+ SPECIES\_SOURCE Caenorhabditis elegans}. Can occur anywhere
+ in the file, but in single-block formats (e.g. the Pfam
+ distribution) will typically follow on the line after the
+ sequence itself, and in multi-block formats (e.g. HMMER
+ output), will typically occur in the header preceding the
+ alignment but following the \ccode{\#=GF} annotation.
+
+\item [\emcode{\#=GC <tag> <..s..>}]
+ Per-column annotation. \ccode{<..s..>} is an aligned text line
+ of annotation type \ccode{<tag>}.
+ \ccode{\#=GC} lines are
+ associated with a sequence alignment block; \ccode{<..s..>}
+ is aligned to the residues in the alignment block, and has
+ the same length as the rest of the block.
+ Typically \ccode{\#=GC} lines are placed at the end of each block.
+
+\item [\emcode{\#=GR <seqname> <tag> <..s..>}]
+ Per-residue annotation. \ccode{<..s..>} is an aligned text line
+ of annotation type \ccode{<tag>}, associated with the sequence
+ named \ccode{<seqname>}.
+ \ccode{\#=GR} lines are
+ associated with one sequence in a sequence alignment block;
+ \ccode{<..s..>}
+ is aligned to the residues in that sequence, and has
+ the same length as the rest of the block.
+ Typically
+ \ccode{\#=GR} lines are placed immediately following the
+ aligned sequence they annotate.
+\end{sreitems}
+
+\subsection{Semantics of Stockholm markup}
+
+Any Stockholm parser will accept syntactically correct files, but is
+not obligated to do anything with the markup lines. It is up to the
+application whether it will attempt to interpret the meaning (the
+semantics) of the markup in a useful way. At the two extremes are the
+Belvu alignment viewer and the HMMER profile hidden Markov model
+software package.
+
+Belvu simply reads Stockholm markup and displays it, without trying to
+interpret it at all. The tag types (\ccode{\#=GF}, etc.) are sufficient
+to tell Belvu how to display the markup: whether it is attached to the
+whole file, sequences, columns, or residues.
+
+HMMER uses Stockholm markup to pick up a variety of information from
+the Pfam multiple alignment database. The Pfam consortium therefore
+agrees on additional syntax for certain tag types, so HMMER can parse
+some markups for useful information. This additional syntax is imposed
+by Pfam, HMMER, and other software of mine, not by Stockholm format
+per se. You can think of Stockholm as akin to XML, and what my
+software reads as akin to an XML DTD, if you're into that sort of
+structured data format lingo.
+
+The Stockholm markup tags that are parsed semantically by my software
+are as follows:
+
+\subsubsection{Recognized \#=GF annotations}
+\begin{sreitems}{\emcode{TC <f> <f>}}
+\item [\emcode{ID <s>}]
+ Identifier. \ccode{<s>} is a name for the alignment;
+ e.g. ``rrm''. One word. Unique in file.
+
+\item [\emcode{AC <s>}]
+ Accession. \ccode{<s>} is a unique accession number for the
+ alignment; e.g.
+ ``PF00001''. Used by the Pfam database, for instance.
+ Often a alphabetical prefix indicating the database
+ (e.g. ``PF'') followed by a unique numerical accession.
+ One word. Unique in file.
+
+\item [\emcode{DE <s>}]
+ Description. \ccode{<s>} is a free format line giving
+ a description of the alignment; e.g.
+ ``RNA recognition motif proteins''. One line. Unique in file.
+
+\item [\emcode{AU <s>}]
+ Author. \emcode{<s>} is a free format line listing the
+ authors responsible for an alignment; e.g.
+ ``Bateman A''. One line. Unique in file.
+
+\item [\emcode{GA <f> <f>}]
+ Gathering thresholds. Two real numbers giving HMMER bit score
+ per-sequence and per-domain cutoffs used in gathering the
+ members of Pfam full alignments. See Pfam and HMMER
+ documentation for more detail.
+
+\item [\emcode{NC <f> <f>}]
+ Noise cutoffs. Two real numbers giving HMMER bit score
+ per-sequence and per-domain cutoffs, set according to the
+ highest scores seen for unrelated sequences when gathering
+ members of Pfam full alignments. See Pfam and HMMER
+ documentation for more detail.
+
+\item [\emcode{TC <f> <f>}]
+ Trusted cutoffs. Two real numbers giving HMMER bit score
+ per-sequence and per-domain cutoffs, set according to the
+ lowest scores seen for true homologous sequences that
+ were above the GA gathering thresholds, when gathering
+ members of Pfam full alignments. See Pfam and HMMER
+ documentation for more detail.
+\end{sreitems}
+
+\subsection{Recognized \#=GS annotations}
+
+\begin{sreitems}{\emcode{WT <f>}}
+\item [\emcode{WT <f>}]
+ Weight. \ccode{<f>} is a nonnegative real number giving the
+ relative weight for a sequence, usually used to compensate
+ for biased representation by downweighting similar sequences.
+ Usually the weights average 1.0 (e.g. the weights sum to
+ the number of sequences in the alignment) but this is not
+ required. Either every sequence must have a weight annotated,
+ or none of them can.
+
+\item [\emcode{AC <s>}]
+ Accession. \ccode{<s>} is a database accession number for
+ this sequence. (Contrast to \ccode{\#=GF AC} markup, which gives
+ an accession for the whole alignment.) One word.
+
+\item [\emcode{DE <s>}]
+ Description. \ccode{<s>} is one line giving a description for
+ this sequence. (Contrast to \ccode{\#=GF DE} markup, which gives
+ a description for the whole alignment.)
+\end{sreitems}
+
+
+\subsection{Recognized \#=GC annotations}
+
+\begin{sreitems}{\emcode{SA\_cons}}
+\item [\emcode{RF}]
+ Reference line. Any character is accepted as a markup for a
+ column. The intent is to allow labeling the columns with some
+ sort of mark.
+
+\item [\emcode{SS\_cons}]
+ Secondary structure consensus. For protein
+ alignments, DSSP codes or gaps are accepted as markup:
+ \ccode{[HGIEBTSCX.-\_]}, where H is alpha helix, G is
+ 3/10-helix, I is p-helix, E is extended strand, B is a residue
+ in an isolated b-bridge, T is a turn, S is a bend, C is a
+ random coil or loop, and X is unknown (for instance, a residue
+ that was not resolved in a crystal structure). For RNA
+ alignments, the annotation is in WUSS format. Minimally, the
+ symbols \ccode{<} and \ccode{>} indicate a base pair,
+ \ccode{.} indicate single-stranded positions, and RNA
+ pseudoknots are represented by alphabetic characters, with
+ upper case letters representing the 5' side of the helix and
+ lower case letters representing the 3' side. Note that this
+ limits the annotation to a maximum of 26 pseudoknots per
+ sequence.
+
+\item [\emcode{SA\_cons}]
+ Surface accessibility consensus. 0-9, gap symbols, or X are
+ accepted as markup. 0 means $<$10\% accessible residue surface
+ area, 1 means $<$20\%, 9 means $<$100\%, etc. X means unknown
+ structure.
+\end{sreitems}
+
+\subsection{Recognized \#=GR annotations}
+
+\begin{sreitems}{\emcode{SA}}
+\item [\emcode{SS}]
+ Secondary structure consensus. See \ccode{\#=GC SS\_cons} above.
+\item [\emcode{SA}]
+ Surface accessibility consensus. See \ccode{\#=GC SA\_cons} above.
+\end{sreitems}
+
+
diff --git a/easel/documentation/format_wuss.tex b/easel/documentation/format_wuss.tex
new file mode 100644
index 0000000..f5c2ccf
--- /dev/null
+++ b/easel/documentation/format_wuss.tex
@@ -0,0 +1,216 @@
+% Expects to be a section; whoever is including must
+% provide section header.
+
+Easel supports RNA secondary structure annotation using a linear
+string representation called ``WUSS notation'' (Washington University
+Secondary Structure notation), as originally developed for Infernal
+and the Rfam database.
+
+WUSS notation extends the common bracket notation for RNA secondary
+structures, where open- and close-bracket symbols (or parentheses) are
+used to annotate base pairing partners: for example,
+\verb+((((...))))+ indicates a four-base stem with a three-base loop.
+Bracket notation is difficult for humans to look at, for anything much
+larger than a simple stem-loop. WUSS notation makes it somewhat easier
+to interpret the annotation for larger structures -- such as in
+structural alignments output by Infernal.
+
+The following figure shows an example with the key elements of WUSS
+notation. At the top left is an example RNA structure. At the top
+right is the same structure, with different RNA structural elements
+marked. Below is the WUSS notation string for the structure, aligned
+to the sequence.
+
+\begin{center}
+\includegraphics[scale=0.8]{figures/rna_elements}
+\end{center}
+\begin{center}
+\begin{BVerbatim}
+ ::((((,<<<___>>>,,,<<-<<____>>-->>,))-))
+ AACGGAACCAACAUGGAUUCAUGCUUCGGCCCUGGUCGCG
+\end{BVerbatim}
+\end{center}
+
+\subsection{Full (output) WUSS notation}
+
+In detail, symbols used by WUSS notation in \emph{output} structure
+annotation strings are as follows:
+
+\begin{sreitems}{\textbf{Bulge, interior loops}}
+\item[\textbf{Base pairs}]
+ Base pairs are annotated by nested matching pairs of symbols
+ \verb+<>+, \verb+()+, \verb+[]+, or \verb+{}+.
+ The different symbols indicate the ``depth'' of the
+ helix in the RNA structure as follows:
+ \verb+<>+ are used for simple terminal stems;
+ \verb+()+ are used for ``internal'' helices enclosing a multifurcation of
+ all terminal stems; \verb+[]+ are used for internal helices
+ enclosing a multifurcation that includes at least one annotated
+ \verb+()+ stem already; and \verb+{}+ are used for all internal
+ helices enclosing deeper multifurcations.
+
+\item[\textbf{Hairpin loops}]
+ Hairpin loop residues are indicated by underscores, \verb+_+.
+ Simple stem loops stand out as, e.g.\ \verb+<<<<____>>>>+.
+
+\item[\textbf{Bulge, interior loops}]
+ Bulge and interior loop residues are indicated by dashes, \verb+-+.
+
+\item[\textbf{Multifurcation loops}]
+ Multifurcation loop residues are indicated by commas, \verb+,+.
+ The mnemonic is ``stem 1, stem2'', e.g.\ \verb+<<<___>>>,,<<<___>>>+.
+
+\item[\textbf{External residues}]
+ Unstructured single stranded residues completely outside the
+ structure (unenclosed by any base pairs) are annotated by
+ colons, \verb+:+.
+
+\item[\textbf{Insertions}]
+ Insertions relative to a known structure are indicated by periods,
+ \verb+.+. Regions where local structural alignment was invoked,
+ leaving regions of both target and query sequence unaligned,
+ are indicated by tildes, \verb+~+. These symbols only appear in
+ alignments of a known (query) structure annotation to a target
+ sequence of unknown structure.
+
+\item[\textbf{Pseudoknots}]
+ WUSS notation allows pseudoknots to be annotated as pairs of
+ upper case/lower case letters: for example,
+ \verb+<<<<_AAAA____>>>>aaaa+ annotates a simple pseudoknot;
+ additional pseudoknotted stems could be annotated by \verb+Bb+,
+ \verb+Cc+, etc.
+
+ This is not a fully general notation. It is possible to come up with
+ pseudoknotted structures that could not be represented with 26
+ levels of nesting ($>$26th order pseudoknot, in the sense of
+ \citep{RivasEddy99}). However, it is unlikely you will ever see one
+ in nature. I believe the highest order pseudoknot known is the S1
+ (alpha operon) pseudoknot, which is 3rd order.
+\end{sreitems}
+
+An example of WUSS notation for a complicated structure
+(\emph{E. coli} RNase P) is shown in Figure~\ref{fig:RNaseP}. An
+example of WUSS notation for a local alignment of \emph{B. subtilis}
+RNase P to \emph{E. coli} RNase P, illustrating the use of local
+alignment annotation symbols, is in Figure~\ref{fig:bsu-alignment}.
+
+\begin{figure}[tp]
+\begin{center}
+\includegraphics[scale=0.6]{figures/rnaseP-ecoli}
+\end{center}
+\begin{center}
+{\scriptsize
+\begin{BVerbatim}
+ {{{{{{{{{{{{{{{{{{,<<<<<<<<<<<<<-<<<<<____>>>>>>>>>->>>>>>>>
+ 1 GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUCUUCGGGGGAGACGGGCGGAGGG 60
+
+ >,,,,AAA-AAAAA[[[[---BBBB-[[[[[<<<<<_____>>>>><<<<____>>>->(
+ 61 GAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAACGCCUGGGGGGGAAACCCACG 120
+
+ (---(((((,,,,,,,,,,,,<<<<<--<<<<<<<<____>>>>>->>>>>>-->>,,,,
+ 121 ACCAGUGCAACAGAGAGCAAACCGCCGAUGGCCCGCGCAAGCGGGAUCAGGUAAGGGUGA 180
+
+ ,,,<<<<<<_______>>>>>><<<<<<<<<____>>>->>>>>->,,)))--))))]]]
+ 181 AAGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCAC 240
+
+ ]]]]]],,,<<<<------<<<<<<----<<<<<_bbbb>>>>>>>>>>>----->>>>,
+ 241 CCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG 300
+
+ ,,,,,<<<<<<<<____>>>>>>>>,,,,,,,,,,}}}}}}}----------aaaaaaaa
+ 301 CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAGAACCCGGCUU 360
+
+ -}-}}}}}}}}}}::::
+ 361 AUCGGUCAGUUUCACCU 377
+\end{BVerbatim}
+}
+\end{center}
+\caption{\small \textbf{Example of WUSS notation.} Top: Secondary
+structure of \emph{E. coli} RNase P, from Jim Brown's RNase P database
+\citep{Brown99}. Bottom: WUSS notation for the same structure,
+annotating the \emph{E. coli} RNase P sequence. Note that the P4 and P6
+pseudoknots are annotated, as A's and B's.}
+\label{fig:RNaseP}
+\end{figure}
+
+\begin{figure}[tp]
+\begin{center}
+\includegraphics[scale=0.6]{figures/rnaseP-bsu-alignment}
+\end{center}
+\begin{center}
+{\scriptsize
+\begin{BVerbatim}
+hit 0 : 4 399 52.56 bits
+ {{{{{{{{{{{{{{{{{{,<<<<<<<<<<<<<-<<<<<____>>>>>>>>>->>>>>>>>
+ 1 ggAGuggGgcaGgCaguCGCugcuucggccuuGuucaguuaacugaaaaggAccgaagga 60
+ +: :::G::C:GG:A:UCGCU+C:::: U+ ::::G+A
+ 4 CUUAACGUUCGGGUAAUCGCUGCAGAUC-----------UUG----------AAUCUGUA 42
+
+ >,,,,,,,,,,,,,[[[.[--------[[[[[~~~~~~~((---(((((,,,,~~~~~~)
+ 61 GAGGAAAGUCCGGGCUC.CACAGGGCAgGGUG*[ 29]*GGAAAGUGCCACAG*[96]*G 229
+ GAGGAAAGUCC GCUC C A GG :G G :GAAAGUGCCACAG G
+ 43 GAGGAAAGUCCAUGCUCgC--ACGGUGCUGAG*[102]*UGAAAGUGCCACAG*[37]*G 226
+
+ ))--))))]]]]]].]]],,,~~~~~~,,,,,,,,,,}}}}}}}--..............
+ 230 GUAAACCCCACCcG.GAGCAA*[77]*CuAGAUGAAUGacuGcCCA.............. 344
+ GUAAACC:C C: G GAG AA UAGAU++AUGA:U:CC
+ 227 GUAAACCCCUCGAGcGAGAAA*[64]*GUAGAUAGAUGAUUGCC--gccugaguacgagg 342
+
+ ..........................-----------------}-}}}}}}}}}}::::
+ 345 ..........................CGACAGAACCCGGCUUAuagcCccaCUccucuu 377
+ ACA AAC GGCUUA:AG::C::: :+ C
+ 343 ugaugagccguuugcaguacgaugga--ACAAAACAUGGCUUACAGAACGUUAGACCAC 399
+\end{BVerbatim}
+}
+\end{center}
+\caption{\small \textbf{Local alignment annotation example.} Top:
+Secondary structure of \emph{B. subtilis} RNase P, from Jim Brown's
+RNase P database \citep{Brown99}. Residues in red are those that
+Infernal aligns to a CM of \emph{E. coli} type RNase
+P's. The local structural alignment is in four pieces; three regions
+of the structure (102, 37, and 64 nt long) are skipped over. One
+additional stem is treated as a 40 nt insertion. Bottom: the
+Infernal output, showing the \emph{E. coli} query structure
+aligned to the \emph{B. subtilis} sequence.}
+\label{fig:bsu-alignment}
+\end{figure}
+
+\subsection{Shorthand (input) WUSS notation}
+
+While WUSS notation makes it easier to visually interpret Infernal
+\emph{output} structural annotation, it would be painful to require
+people to \emph{input} all structures in full WUSS notation. Therefore
+when software like Infernal reads input secondary structure
+annotation, it also allows simpler rules:
+
+\begin{sreitems}{\textbf{Single stranded residues}}
+\item [\textbf{Base pairs}]
+ Any matching nested pair of \verb+()+, \verb+()+, \verb+[]+, \verb+{}+
+ symbols indicates a base pair; the exact choice of symbol has no
+ meaning, so long as the left and right partners match up.
+ Similarly, pseudoknotted pairs can also be annotated by matching nested
+ pairs of any alphabet character, such as \verb+Aa+, \verb+Bb+, etc.
+
+\item [\textbf{Single stranded residues}]
+ All other symbols \verb+_-,:.~+
+ indicate single stranded residues.
+ The choice of symbol has no special meaning.
+ Annotated pseudoknots (nested matched pairs of upper/lower case
+ alphabetic characters) are also interpreted as single
+ stranded residues in Infernal input.
+\end{sreitems}
+
+Thus, for instance, \verb+<<<<....>>>>+ and \verb+((((____))))+ and
+\verb+<(<(._._)>)>+ all indicate a four base stem with a four base
+loop (the last example is legal but weird).
+
+Remember that the key property of canonical (nonpseudoknotted) RNA
+secondary structure is that the pairs are \emph{nested}.
+\verb+((<<....))>>+ is not a legal annotation string: the pair symbols
+don't match up properly.
+
+Because many other RNA secondary structure analysis programs use a
+simple bracket notation for annotating structure, the ability to input
+the simple format makes it easier to use data generated by other RNA
+software packages. Conversely, converting output WUSS notation to
+simple bracket notation is a matter of a simple Perl or sed script,
+substituting the symbols appropriately.
diff --git a/easel/documentation/install.tex b/easel/documentation/install.tex
new file mode 100644
index 0000000..aab3908
--- /dev/null
+++ b/easel/documentation/install.tex
@@ -0,0 +1,18 @@
+
+\subsection{Make targets}
+
+\begin{description}
+
+\item[\emcode{make clean}]
+
+Deletes all files created by \ccode{make}, such as \ccode{.o} files
+and executables; also deletes files normally created in editing the
+source, such as emacs \ccode{~} files and \ccode{TAGS}.
+
+
+
+
+
+
+
+
diff --git a/easel/documentation/installation.tex b/easel/documentation/installation.tex
new file mode 100644
index 0000000..a716fb4
--- /dev/null
+++ b/easel/documentation/installation.tex
@@ -0,0 +1,5 @@
+\label{chapter:installation}
+
+\subsection{Configuration options}
+
+
diff --git a/easel/documentation/intro.tex b/easel/documentation/intro.tex
new file mode 100644
index 0000000..d0a49ee
--- /dev/null
+++ b/easel/documentation/intro.tex
@@ -0,0 +1,424 @@
+
+
+\Easel\ is a C code library for computational analysis of biological
+sequences using probabilistic models. \Easel\ is used by \HMMER\
+\citep{hmmer,Eddy98}, the profile hidden Markov model software that
+underlies the \Pfam\ protein family database
+\citep{Finn06,Sonnhammer97} and several other protein family
+databases. \Easel\ is also used by \Infernal\
+\citep{infernal,NawrockiEddy07}, the covariance model software that
+underlies the \Rfam\ RNA family database
+\citep{Griffiths-Jones05}.
+
+Like any code library, \Easel\ aims to make applications more robust
+and easier to develop, by providing a set of reusable, documented, and
+well-tested functions.
+
+\Easel\ is not meant to be a comprehensive biosequence analysis code
+library, at least not for the moment. There are other libraries that
+aspire to comprehensiveness, in a variety of languages
+\citep{Vahrson96,Pitt01,Mangalam02,Butt05,Dutheil06,Giancarlo07,Doring08}.
+\Easel's functionality is for supporting what's needed in
+probabilistic modeling of biological sequences, in applications like
+\HMMER\ and \Infernal. It includes code for generative probabilistic
+models of sequences, phylogenetic models of evolution, bioinformatics
+tools for sequence manipulation and annotation, numerical computing,
+as well as some basic utilities.
+
+\Easel\ is written in ANSI/ISO C because its primary goal is high
+performance. That said, \Easel\ aims to provide an ease of use
+reasonably close to what you'd do in Perl or Python code. This is a
+somewhat different emphasis from biosequence libraries written in Perl
+or Python where ease-of-use is the primary goal, and where the library
+aims to provide performance reasonably close to C.
+
+\Easel\ reflects some personal views about code reuse in research
+software development. It is not intended to be a black box library
+that you just link to (though you may certainly use it that way;
+\HMMER\ and \Infernal\ do). I tend to only use black box libraries for
+routine functions, tangential to my research questions. Whenever
+something directly touches on my research, I want to see and
+completely control the relevant source code. (And no, in the wet lab I
+don't like to use molecular biology kits either.) Idealistic
+engineering views of code reuse and modularity clash with the
+necessity for rigorous, paranoid control of confounding variables in
+research. No matter how much software engineers may hate it, I don't
+think it's unnatural at all to treat other people's code like using
+their toothbrush; god only knows what they've done to it. I treat
+other people's experimental protocols with the same wary eye. It's
+entirely natural in a research environment that people act like
+magpies, studying, borrowing, and stealing shiny bits of other
+people's source code to weave them into our own personal nest. \Easel\
+is therefore written to be studied and borrowed from, piecewise.
+
+\Easel\ also reflects some personal views about publishing research
+results based on software engineering. The \Easel\ source code itself
+is intended to be supplementary material for our research papers,
+aiming to make our work reproducible and extensible by others.
+\Easel\ is therefore written and documented as well as any other
+supplementary research data we distribute.
+
+These considerations dictate many of the decisions made in \Easel's
+design. \Easel's documentation includes tutorial examples to make it
+easy to understand any given \Easel\ module, independent of other
+parts of \Easel. \Easel\ is modular, in a way that helps you extract
+individual files or functions for use in your own code, without having
+to use (or disentangle) the entire library. \Easel\ uses some precepts
+of object-oriented design, but its objects are simple C structures
+with visible, documented contents. The \Easel\ open source license
+allows you to freely modify and redistribute any part of it for any
+purpose, including commercial use. Finally, \Easel's source code is
+consciously designed to be read, as a reference work. It reflects, in
+a modest way, my agreement with some of the principles of ``literate
+programming'' espoused by Donald Knuth. \Easel\ code and documentation
+are intimately interwoven; most of this book, in fact, has been
+autogenerated from \Easel's source code.
+
+\section{Quick start}
+
+Let's start with a quick tour. If you're like me, you're deciding
+whether \Easel\ is going to be useful to you or not. You can compile
+\Easel\ and try it out without permanently installing it.
+
+\subsection{Compiling Easel}
+
+After you obtain an \Easel\ source tarball
+\footnote{From \url{http://selab.janelia.org/easel}, for example.}, it
+should compile cleanly on any UNIX, Linux, or Mac OS/X operating
+system\footnote{You need an ANSI C99 compilation environment, which you might
+not have. If not, install a C compiler first, such as the free GNU gcc
+compiler, or see your local system guru.} with this incantation (where
+\ccode{xxx} is a version number):
+
+\begin{cchunk}
+% tar zxf easel-xxx.tar.gz
+% cd easel-xxx
+% ./configure
+% make
+% make check
+\end{cchunk}
+
+The \ccode{make check} command is optional. It runs a battery of
+quality control tests. All of these should pass. You should now see
+\ccode{libeasel.a} in the directory.
+
+There are more complicated things you can do to customize the
+\ccode{./configure} step for your needs. If you decide you want to
+install \Easel\ permanently, see the full installation instructions in
+chapter~\ref{chapter:installation}.
+
+\subsection{Cribbing from code examples}
+
+Every source code module (that is, each \ccode{.c} file) ends with one
+or more \esldef{driver programs}, including programs for unit tests
+and benchmarks. These are \ccode{main()} functions that can be
+conditionally included when the module is compiled. The very end of
+each module is always at least one \esldef{example driver} that shows
+you how to use the module. You can find the example code in a module
+\eslmod{foo} by searching the \ccode{esl\_foo.c} file for the tag
+\ccode{eslFOO\_EXAMPLE}, or just navigating to the end of the file. To
+compile the example for module \eslmod{foo} as a working program, do:
+
+\begin{cchunk}
+ % cc -o example -L. -I. -DeslFOO_EXAMPLE esl_foo.c -leasel -lm
+\end{cchunk}
+
+You may need to replace the standard C compiler \ccode{cc} with a
+different compiler name, depending on your system. Linking to the
+standard math library (\ccode{-lm}) may not be necessary, depending on
+what module you're compiling, but it won't hurt. Replace \ccode{foo}
+with the name of a module you want to play with, and you can compile
+any of Easel's example drivers this way.
+
+To run it, read the source code (or the corresponding section in this
+book) to see if it needs any command line arguments, like the name of
+a file to open, then:
+
+\begin{cchunk}
+ % ./example <any args needed>
+\end{cchunk}
+
+You can edit the example driver to play around with it, if you like,
+but it's better to make a copy of it in your own file (say,
+\ccode{foo\_example.c}) so you're not changing \Easel's code. When you
+extract the code into a file, copy what's between the \ccode{\#ifdef
+eslFOO\_EXAMPLE} and \ccode{\#endif /*eslFOO\_EXAMPLE*/} flags that
+conditionally include the example driver (don't copy the flags
+themselves). Then compile your example code and link to \Easel\ like
+this:
+
+\begin{cchunk}
+ % cc -o foo_example -L. -I. foo_example.c -leasel -lm
+\end{cchunk}
+
+\subsection{Cribbing from Easel miniapplications}
+
+The \ccode{miniapps} directory contains \Easel's
+\esldef{miniapplications}: several utility programs that \Easel\
+installs, in addition to the library \ccode{libeasel.a} and its header
+files.
+
+The miniapplications are described in more detail later, but for the
+purpose of getting used to how \Easel\ is used, they provide you some
+more useful examples of small \Easel-based applications that are a
+little more complicated than individual module example drivers.
+
+You can probably get a long way into \Easel\ just by browsing the
+source code of the modules' examples and the miniapplications. If
+you're the type (like me) that prefers to learn by example, you're
+done, you can close this book now.
+
+
+
+\section{Overview of Easel's modules}
+
+Possibly your next question is, does \Easel\ provide any functionality
+you're interested in?
+
+Each \ccode{.c} file in \Easel\ corresponds to one \Easel\
+\esldef{module}. A module consists of a group of functions for some
+task. For example, the \eslmod{sqio} module can automatically parse
+many common unaligned sequence formats, and the \eslmod{msa} module
+can parse many common multiple alignment formats.
+
+There are modules concerned with manipulating biological sequences and
+sequence files (including a full-fledged parser for Stockholm multiple
+alignment format and all its complex and powerful annotation markup):
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{sq} & Single biological sequences \\
+\eslmod{msa} & Multiple sequence alignments and i/o \\
+\eslmod{alphabet} & Digitized biosequence alphabets \\
+\eslmod{randomseq}& Sampling random sequences \\
+\eslmod{sqio} & Sequence file i/o \\
+\eslmod{ssi} & Indexing large sequence files for rapid random access \\
+\end{tabular}
+\end{center}
+
+There are modules implementing common operations on multiple sequence
+alignments (including many published sequence weighting algorithms,
+and a memory-efficient single linkage sequence clustering algorithm):
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{msacluster} & Efficient single linkage clustering of aligned sequences by \% identity\\
+\eslmod{msaweight} & Sequence weighting algorithms \\
+\end{tabular}
+\end{center}
+
+There are modules for probabilistic modeling of sequence residue
+alignment scores (including routines for solving for the implicit
+probabilistic basis of arbitrary score matrices):
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{scorematrix} & Pairwise residue alignment scoring systems\\
+\eslmod{ratematrix} & Standard continuous-time Markov models of residue evolution\\
+\eslmod{paml} & Reading PAML data files (including rate matrices)\\
+\end{tabular}
+\end{center}
+
+There is a module for sequence annotation:
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{wuss} & ASCII RNA secondary structure annotation strings\\
+\end{tabular}
+\end{center}
+
+There are modules implementing some standard scientific numerical
+computing concepts (including a free, fast implementation of conjugate
+gradient optimization):
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{vectorops} & Vector operations\\
+\eslmod{dmatrix} & 2D matrix operations\\
+\eslmod{minimizer} & Numerical optimization by conjugate gradient descent\\
+\eslmod{rootfinder}& One-dimensional root finding (Newton/Raphson)\\
+\end{tabular}
+\end{center}
+
+There are modules implementing phylogenetic trees and evolutionary
+distance calculations:
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{tree} & Manipulating phylogenetic trees\\
+\eslmod{distance} & Pairwise evolutionary sequence distance calculations\\
+\end{tabular}
+\end{center}
+
+There are a number of modules that implement routines for many common
+probability distributions (including maximum likelihood fitting
+routines):
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{stats} & Basic routines and special statistics functions\\
+\eslmod{histogram} & Collecting and displaying histograms\\
+\eslmod{dirichlet} & Beta, Gamma, and Dirichlet distributions\\
+\eslmod{exponential} & Exponential distributions\\
+\eslmod{gamma} & Gamma distributions\\
+\eslmod{gev} & Generalized extreme value distributions\\
+\eslmod{gumbel} & Gumbel (Type I extreme value) distributions\\
+\eslmod{hyperexp} & Hyperexponential distributions\\
+\eslmod{mixdchlet} & Mixture Dirichlet distributions and priors\\
+\eslmod{mixgev} & Mixture generalized extreme value distributions\\
+\eslmod{normal} & Normal (Gaussian) distributions\\
+\eslmod{stretchexp} & Stretched exponential distributions\\
+\eslmod{weibull} & Weibull distributions\\
+\end{tabular}
+\end{center}
+
+There are several modules implementing some common utilities
+(including a good portable random number generator and a powerful
+command line parser):
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{cluster} & Efficient single linkage clustering\\
+\eslmod{fileparser} & Parsing simple token-based (tab/space-delimited) files\\
+\eslmod{getopts} & Parsing command line arguments and options.\\
+\eslmod{keyhash} & Hash tables for emulating Perl associative arrays\\
+\eslmod{random} & Pseudorandom number generation and sampling\\
+\eslmod{regexp} & Regular expression matching\\
+\eslmod{stack} & Pushdown stacks for integers, chars, pointers\\
+\eslmod{stopwatch} & Timing parts of programs\\
+\end{tabular}
+\end{center}
+
+There are some specialized modules in support of accelerated and/or parallel computing:
+
+\begin{center}
+\begin{tabular}{p{1in}p{3.7in}}
+\eslmod{sse} & Routines for SSE (Streaming SIMD Intrinsics) vector computation support on Intel/AMD platforms\\
+\eslmod{vmx} & Routines for Altivec/VMX vector computation support on PowerPC platforms\\
+\eslmod{mpi} & Routines for MPI (message passing interface) support\\
+\end{tabular}
+\end{center}
+
+\section{Navigating documentation and source code}
+
+The quickest way to learn about what each module provides is to go to
+the corresponding chapter in this document. Each chapter starts with a
+brief introduction of what the module does, and highlights anything
+that \Easel's implementation does that we think is particularly
+useful, unique, or powerful. That's followed by a table describing
+each function provided by the module, and at least one example code
+listing of how the module can be used. The chapter might then go into
+more detail about the module's functionality, though many chapters do
+not, because the functionality is straightforward or self-explanatory.
+Finally, each chapter ends with detailed documentation on each
+function.
+
+\Easel's source code is designed to be read. Indeed, most of this
+documentation is generated automatically from the source code itself
+-- in particular, the table listing the available functions, the
+example code snippets, and the documentation of the individual
+functions.
+
+Each module \ccode{.c} file starts with a table of contents to help
+you navigate.\footnote{\Easel\ source files are designed as complete
+free-standing documents, so they tend to be larger than most people's
+\ccode{.c} files; the more usual practice in C programming is to have
+a smaller number of functions per file.} The first section will often
+define how to create one or more \esldef{objects} (C structures) that
+the module uses. The next section will typically define the rest of
+the module's exposed API. Following that are any private (internal)
+functions used in the module. Last are the drivers, including
+benchmarks, unit tests, and one or more examples.
+
+Each function has a structured comment header that describes how it is
+called and used, including what arguments it takes, what it returns,
+and what error conditions it may raise. These structured comments are
+extracted for inclusion in this document, so what you read here for
+each function's documentation is identical to what is in the source
+code.
+
+\section{Modularity, reuse, and ``augmentation''}
+
+The usual use of libraries as monolithic black boxes means that users
+have to install one or more third party libraries before installing
+\HMMER\ and \Infernal, or that we would incorporate third party
+libraries into our source trees. Though this isn't too impossible --
+modern software installation tools automate the process of installing
+dependencies, and modern code repository tools like Subversion
+simplify the process of tracking third party code -- it often seems
+awfully burdensome, because in many cases all I want from a third
+party library is a function or two. Biosequence code libraries
+invariably provide a bunch of routines that you could care less about
+(nobody needs another Smith/Waterman algorithm implementation, but
+every library is going to provide one -- \Easel\ is no exception), and
+they invariably use bewilderingly complicated structures or objects
+that you'd rather not have to learn about just to call one little
+calculation that really could have operated on a simple C datatype
+instead (everyone has their own sequence object, full of rich and
+complicated information -- \Easel\ is no exception).
+
+You would normally use \Easel\ as a monolithic C library
+(\ccode{libeasel.a}) that you just link with your code, but \Easel\ is
+also designed to be sufficiently modular that you can grab individual
+source files out of the library and use them directly in your own
+code. For example, to get Easel's sequence file i/o API, for example,
+you can take the sqio module (the C source \ccode{esl\_sqio.c} and the
+header \ccode{esl\_sqio.h}), plus the always-obligatory \Easel\
+foundation (\ccode{easel.c} and \ccode{easel.h}). Many of Easel's
+modules are free-standing, and only depend on the foundation
+\eslmod{easel} module. More complex modules will depend on a few other
+modules, but the total number of modules you have to take to get any
+particular \Easel\ API is always small, because \Easel's dependencies
+are constrained in a hierarchy. Each module's documentation shows its
+required dependencies.
+
+There is necessarily a tradeoff between modularity and power. A fully
+modular design would mean that no Easel module would be able to take
+advantage of functionality in any other module.
+
+To minimize the number of modules you need to take to get some part of
+Easel into your code, \Easel\ uses something it calls
+\esldef{augmentation}. Each module provides a base functionality that
+is as simple as possible, and which depends on as few other modules as
+possible. When more powerful functionality would require additional
+modules, where possible, \Easel\ tries to isolate that functionality
+and make it optional. You need to \emph{augment} the module to
+activate these more powerful optional abilities by providing the
+appropriate modules; or you can just leave the optional modules out
+and use the core functionality. For example, if you use only the
+\eslmod{sqio} module, you get the ability to read unaligned sequence
+files like FASTA or Genbank; but if you augment \eslmod{sqio} with the
+\eslmod{msa} multiple alignment module, you gain the ability to read
+individual sequences from multiple alignment files sequentially. At
+compile-time, you declare (by means of \ccode{\#define} flags in
+\ccode{easel.h}) what modules you've got, and this list is what
+defines what augmentations are possible. Each module's documentation
+shows what optional augmentations are activated by other modules. Of
+course, when \Easel\ is used as a complete \ccode{libeasel.a} library,
+all modules are fully augmented by default.
+
+There are also tradeoffs inherent in using objects. So long as you
+know how to create and use an object, it becomes a powerful
+organizational tool. But objects necessarily add a layer of complexity
+that impedes code reuse; for example, instead of just calling a
+sequence alignment routine on two C text strings, you'll have to know
+how to create sequence objects first, and you have to carry along
+whatever extra code is involved in dealing with the
+object. Additionally, nobody likes each others' objects.
+
+\Easel\ assumes you don't like my objects any more than I like yours,
+and that you are going to prefer to use \Easel\ objects only when
+calling \Easel\ functions, not your own, so you will probably build
+simple interfaces to exchange data between your code and \Easel. Thus,
+\Easel\ is designed to provide obvious ways to create new \Easel\
+objects from elemental C data types, and to extract elemental C data
+types from \Easel\ objects. Especially for purposes of extracting
+data, \Easel\ objects are \esldef{translucent}; often, some of their
+internal data fields are stable and documented, and (contrary to some
+key principles of object-oriented design) in these cases, you are
+encouraged to reach into an object and access elemental data
+directly. \Easel\ functions also try to minimize dependencies on
+\Easel\ objects as much as possible, preferring to pass elemental C
+data types as arguments where feasible.
+
+
diff --git a/easel/documentation/macros.tex b/easel/documentation/macros.tex
new file mode 100644
index 0000000..a78319e
--- /dev/null
+++ b/easel/documentation/macros.tex
@@ -0,0 +1,57 @@
+% Typography.
+\newcommand{\ccode}[1]{{\smaller\texttt{#1}}}
+\newcommand{\emcode}[1]{{\smaller\texttt{\textbf{#1}}}}
+\newcommand{\esldef}[1]{\textbf{#1}} % Define/introduce a term (to be indexed)
+\newcommand{\prog}[1]{{\smaller\textsc{#1}}}
+\newcommand{\eslmod}[1]{{\smaller\textsf{\textup{\textbf{#1}}}}}
+
+\newcommand{\Easel} {{\smaller\textsc{easel}}}
+\newcommand{\HMMER} {{\smaller\textsc{hmmer}}}
+\newcommand{\Infernal}{{\smaller\textsc{infernal}}}
+\newcommand{\Pfam} {{\smaller\textsc{pfam}}}
+\newcommand{\Rfam} {{\smaller\textsc{rfam}}}
+
+% \api* functions are for the API summary tables.
+\newcommand{\apisubhead}[1]{\multicolumn{2}{|c|}{\rule[-0.4em]{0em}{1.5em}\textbf{#1}}}
+
+\def\argmax{\mathop{\mathrm{argmax}}\limits}
+\def\argmin{\mathop{\mathrm{argmin}}\limits}
+
+\DefineVerbatimEnvironment{cchunk}{Verbatim}{fontsize=\scriptsize,xleftmargin=1.0\parindent}%
+
+% Description-like environment for documenting functions/APIs.
+% puts the description label in a minipage with a large hanging
+% indent.
+% Good christ this took a long time to develop.
+% hanging indent trick stolen from Peter Wilson's hanging.sty @CTAN
+% minipage allows multi-line label, and puts item on next line.
+% customized list inspired by Kopka/Daly _Guide to LaTeX_ p.213
+% SRE, Wed Dec 27 11:37:18 2000
+%
+\newenvironment{sreapi}{%
+ \begin{list}{}{%
+ \renewcommand{\makelabel}[1]{%
+ \begin{minipage}{\textwidth}%
+ \hangindent10em\hangafter1\noindent%
+ {\bfseries\texttt{##1}\vspace{0.8em}}%
+ \end{minipage}%
+ }}}%
+ {\end{list}}
+
+
+% Description-like environment for producing lists like:
+%
+% label stuff, stuff, stuff
+%
+% label2 more stuff, more stuff,
+% more stuff.
+% \begin{sreitems}{Longest label} \item[label] stuff, ... \end{sreitems}
+% SRE, Wed Dec 27 11:59:43 2000
+%
+\newenvironment{sreitems}[1]{%
+ \begin{list}{}{%
+ \settowidth{\labelwidth}{#1}%
+ \setlength{\leftmargin}{\labelwidth}%
+ \addtolength{\leftmargin}{\labelsep}%
+ }}
+ {\end{list}}
diff --git a/easel/documentation/main.tex b/easel/documentation/main.tex
new file mode 100644
index 0000000..2bc8481
--- /dev/null
+++ b/easel/documentation/main.tex
@@ -0,0 +1,428 @@
+\documentclass[10pt]{book}
+% alternative fonts:
+% times, mathptmx, mathpazo, newcent, bookman
+% xref http://www.ce.cmu.edu/~kijoo/latex2pdf.pdf
+\usepackage{times}
+
+
+
+
+%\usepackage{fullpage}
+\usepackage{relsize} % the \smaller command, used in \ccode for example
+\usepackage{fancyvrb}
+\usepackage[numbers,sort&compress]{natbib}
+\usepackage[pdftex]{graphicx}
+\usepackage[backref,colorlinks]{hyperref}
+
+\input{macros}
+
+\setcounter{secnumdepth}{1}
+
+\begin{document}
+
+\input{titlepage}
+\input{copyright}
+\newpage
+\tableofcontents
+
+% A \sloppy command helps a lot with line justification;
+% we have a lot of \texttt's in this thing, and they screw up justification.
+\sloppy
+
+\newpage
+\chapter{Introduction}
+\begin{quote}
+ \emph{...using another person's software is sometimes treated like
+ using their toothbrush.}\\
+\hspace*{1em}\hfill - Webb Miller \citep{Miller01}
+\end{quote}
+\input{intro}
+
+
+\newpage
+\chapter{\eslmod{easel}: the foundation}
+\begin{quote}
+\emph{Lack of skill dictates economy of style.}
+\hspace*{1em}\hfill -- Joey Ramone
+\end{quote}
+\input{../easel}
+\section{Functions in the easel module}
+\input{autotext/easel_functions}
+\vspace*{\fill}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Biosequence data modules}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\newpage
+\section{\eslmod{sq}: single biological sequences}
+\input{../esl_sq}
+\subsection{Functions in the sq module}
+\input{autotext/esl_sq_functions}
+
+\newpage
+\section{\eslmod{msa}: Multiple sequence alignments and i/o}
+\input{../esl_msa}
+\subsection{Functions in the msa module}
+\input{autotext/esl_msa_functions}
+
+\newpage
+\section{\eslmod{alphabet}: digitized biosequences}
+\input{../esl_alphabet}
+\subsection{Functions in the alphabet module}
+\input{autotext/esl_alphabet_functions}
+
+\newpage
+\section{\eslmod{randomseq}: sampling random sequences}
+\input{../esl_randomseq}
+\subsection{Functions in the randomseq module}
+\input{autotext/esl_randomseq_functions}
+
+\newpage
+\section{\eslmod{sqio}: i/o of unaligned sequence files}
+\input{../esl_sqio}
+\subsection{Functions in the sqio module}
+\input{autotext/esl_sqio_functions}
+
+\newpage
+\section{\eslmod{ssi}: indexing flatfiles for record retrieval}
+\input{../esl_ssi}
+\subsection{Functions in the ssi module}
+\input{autotext/esl_ssi_functions}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Multiple sequence alignment modules}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\newpage
+\section{\eslmod{msacluster}: Clustering aligned sequence families}
+\input{../esl_msacluster}
+\subsection{Functions in the msacluster module}
+\input{autotext/esl_msacluster_functions}
+
+\newpage
+\section{\eslmod{msaweight}: Ad hoc sequence weighting}
+\begin{quote}
+ \emph{... as if someone were to buy several copies of the morning
+ newspaper to assure himself that what is said is true.}\\
+\hspace*{1em}\hfill -- Ludwig Wittgenstein \citep[cited in]{Altschul89}
+\end{quote}
+\input{../esl_msaweight}
+\subsection{Functions in the msaweight module}
+\input{autotext/esl_msaweight_functions}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Pairwise sequence alignment}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\begin{quote}
+ \emph{And how will it ever end?\\
+ unless the day finally arrives\\
+ when we have compared everything in the world\\
+ to everything else in the world,\\
+ and there is nothing left to do\\
+ but quietly close our notebooks\\
+ and sit with our hands folded on our desks.}\\
+\hspace*{1em}\hfill -- Billy Collins, \emph{The Trouble with Poetry}
+\end{quote}
+
+\newpage
+\section{\eslmod{swat}: Smith/Waterman local alignment}
+\input{../esl_swat}
+\subsection{Functions in the swat module}
+\input{autotext/esl_swat_functions}
+
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Probabilistic modeling modules}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\begin{quote}
+ \emph{Probability theory is nothing but common sense reduced to
+ calculation.}\\
+\hspace*{1em}\hfill -- Laplace
+\end{quote}
+
+\newpage
+\section{\eslmod{scorematrix}: Pairwise alignment scores}
+\input{../esl_scorematrix}
+\subsection{Functions in the scorematrix module}
+\input{autotext/esl_scorematrix_functions}
+
+\newpage
+\section{\eslmod{ratematrix}: Continuous-time Markov models of evolution}
+\input{../esl_ratematrix}
+\subsection{Functions in the ratematrix module}
+\input{autotext/esl_ratematrix_functions}
+
+\newpage
+\section{\eslmod{paml}: Reading data files from PAML}
+\input{../esl_paml}
+\subsection{Functions in the paml module}
+\input{autotext/esl_paml_functions}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Sequence annotation}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\newpage
+\section{\eslmod{wuss}: RNA secondary structure annotation}
+\input{../esl_wuss}
+\subsection{Functions in the wuss module}
+\input{autotext/esl_wuss_functions}
+
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Numerical computing}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\newpage
+\section{\eslmod{vectorops}: Vector operations}
+\input{../esl_vectorops}
+\subsection{Functions in the vectorops module}
+\input{autotext/esl_vectorops_functions}
+
+\newpage
+\section{\eslmod{dmatrix}: 2D matrices and linear algebra}
+\input{../esl_dmatrix}
+\subsection{Functions in the dmatrix module}
+\input{autotext/esl_dmatrix_functions}
+
+\newpage
+\section{\eslmod{minimizer}: Conjugate gradient descent}
+\input{../esl_minimizer}
+\subsection{Functions in the minimizer module}
+\input{autotext/esl_minimizer_functions}
+
+\newpage
+\section{\eslmod{rootfinder}: One-dimensional rootfinding}
+\input{../esl_rootfinder}
+\subsection{Functions in the rootfinder module}
+\input{autotext/esl_rootfinder_functions}
+
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Phylogenetic inference modules}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\newpage
+\section{\eslmod{tree}: Phylogenetic trees}
+\input{../esl_tree}
+\subsection{Functions in the tree module}
+\input{autotext/esl_tree_functions}
+
+\newpage
+\section{\eslmod{distance}: Distance calculations}
+\input{../esl_distance}
+\subsection{Functions in the distance module}
+\input{autotext/esl_distance_functions}
+
+
+
+
+
+
+\newpage
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Statistics modules}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\input{statistics}
+
+\newpage
+\section{\eslmod{stats}: Basic statistics routines}
+\input{../esl_stats}
+\subsection{Functions in the stats module}
+\input{autotext/esl_stats_functions}
+
+\newpage
+\section{\eslmod{histogram}: Collecting histograms}
+\input{../esl_histogram}
+\subsection{Functions in the histogram module}
+\input{autotext/esl_histogram_functions}
+
+\newpage
+\section{\eslmod{dirichlet}: Beta, Gamma, Dirichlet densities and priors}
+\input{../esl_dirichlet}
+\subsection{Functions in the dirichlet module}
+\input{autotext/esl_dirichlet_functions}
+
+\newpage
+\section{\eslmod{exponential}: Exponential distributions}
+\input{../esl_exponential}
+\subsection{Functions in the exponential module}
+\input{autotext/esl_exponential_functions}
+
+\newpage
+\section{\eslmod{gamma}: Gamma distributions}
+\input{../esl_gamma}
+\subsection{Functions in the gamma module}
+\input{autotext/esl_gamma_functions}
+
+\newpage
+\section{\eslmod{gev}: Generalized extreme value distributions}
+\input{../esl_gev}
+\subsection{Functions in the gev module}
+\input{autotext/esl_gev_functions}
+
+\newpage
+\section{\eslmod{gumbel}: Type I extreme value (Gumbel) statistics}
+\input{../esl_gumbel}
+\subsection{Functions in the gumbel module}
+\input{autotext/esl_gumbel_functions}
+
+\newpage
+\section{\eslmod{hyperexp}: Hyperexponential distributions}
+\input{../esl_hyperexp}
+\subsection{Functions in the hyperexp module}
+\input{autotext/esl_hyperexp_functions}
+
+\newpage
+\section{\eslmod{mixdchlet}: Mixture Dirichlet distributions}
+%\input{../esl_mixdchlet}
+\subsection{Functions in the mixdchlet module}
+%\input{autotext/esl_mixdchlet_functions}
+
+\newpage
+\section{\eslmod{mixgev}: Mixture generalized extreme value distributions}
+%\input{../esl_mixgev}
+\subsection{Functions in the mixgev module}
+\input{autotext/esl_mixgev_functions}
+
+\newpage
+\section{\eslmod{normal}: Normal (Gaussian) distributions}
+\input{../esl_normal}
+\subsection{Functions in the normal module}
+\input{autotext/esl_normal_functions}
+
+\newpage
+\section{\eslmod{stretchexp}: Stretched exponential distributions}
+\input{../esl_stretchexp}
+\subsection{Functions in the stretchexp module}
+\input{autotext/esl_stretchexp_functions}
+
+\newpage
+\section{\eslmod{weibull}: Weibull distributions}
+\input{../esl_weibull}
+\subsection{Functions in the weibull module}
+\input{autotext/esl_weibull_functions}
+
+\newpage
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Utility modules}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\chapter{Core modules}
+
+\newpage
+\section{\eslmod{cluster}: single linkage clustering}
+\input{../esl_cluster}
+\subsection{Functions in the cluster module}
+\input{autotext/esl_cluster_functions}
+
+\newpage
+\section{\eslmod{fileparser}: token-based data file input}
+\input{../esl_fileparser}
+\subsection{Functions in the fileparser module}
+\input{autotext/esl_fileparser_functions}
+
+\newpage
+\section{\eslmod{getopts}: command line parsing}
+\input{../esl_getopts}
+\subsection{Functions in the getopts module}
+\input{autotext/esl_getopts_functions}
+
+\newpage
+\section{\eslmod{keyhash}: associative hashes}
+\input{../esl_keyhash}
+\subsection{Functions in the keyhash module}
+\input{autotext/esl_keyhash_functions}
+
+\newpage
+\section{\eslmod{random}: pseudorandom numbers and sampling}
+\begin{quote}
+\emph{Nec Babylonios temptaris numeros.} \hspace{3em} -- Horace, Ode
+1.11. \\
+\end{quote}
+\input{../esl_random}
+\subsection{Functions in the random (rnd) module}
+\input{autotext/esl_random_functions}
+\vspace*{\fill}
+
+\newpage
+\section{\eslmod{regexp}: regular expression matching}
+\input{../esl_regexp}
+\subsection{Functions in the regexp module}
+\input{autotext/esl_regexp_functions}
+
+\newpage
+\section{\eslmod{stack}: pushdown stacks for integers, chars, and pointers}
+\input{../esl_stack}
+\subsection{Functions in the stack module}
+\input{autotext/esl_stack_functions}
+
+\newpage
+\section{\eslmod{stopwatch}: timing parts of programs}
+\input{../esl_stopwatch}
+\subsection{Functions in the stopwatch module}
+\input{autotext/esl_stopwatch_functions}
+
+
+
+\newpage
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{Optional parallel computing support}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\newpage
+\section{\eslmod{sse}: SIMD minivectors on Intel and AMD }
+\input{../esl_sse}
+\subsection{Functions in the sse module}
+\input{autotext/esl_sse_functions}
+
+
+\newpage
+\section{\eslmod{mpi}: MPI parallelization}
+\input{../esl_mpi}
+\subsection{Functions in the MPI module}
+\input{autotext/esl_mpi_functions}
+
+
+
+\newpage
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+\chapter{File formats}
+%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+
+\section{Stockholm format for multiple sequence alignments}
+\input{format_stockholm.tex}
+
+
+
+\newpage
+\section{WUSS notation for RNA secondary structures}
+\input{format_wuss.tex}
+
+
+\newpage
+\chapter{Developer's guide}
+\input{codestyle}
+
+\newpage
+\chapter{Installation instructions}
+\input{installation}
+
+\newpage
+\chapter{Credits and acknowledgements}
+\begin{quote}
+\emph{There are every year works published whose contents show them to
+ be by real lunatics.}
+\hspace*{1em}\hfill -- William James, \emph{The Principles of Psychology}
+\end{quote}
+
+\newpage
+\newcommand{\bibfont}{\footnotesize}
+\bibliographystyle{abbrvnat}
+\bibliography{master,lab,books}
+
+\end{document}
+
diff --git a/easel/documentation/statistics.tex b/easel/documentation/statistics.tex
new file mode 100644
index 0000000..d38135c
--- /dev/null
+++ b/easel/documentation/statistics.tex
@@ -0,0 +1,103 @@
+
+\section{Overview of all the statistics modules}
+
+All statistics modules require the \eslmod{stats} module, in addition
+to the core \eslmod{easel} module.
+
+Sampling routines require augmentation with the \eslmod{random}
+module. Using histograms (including the \ccode{*\_Plot} functions and
+parameter fitting to binned data) requires augmentation with the
+\eslmod{histogram} module. Some parameter fitting functions require
+augmentation with the \eslmod{minimizer} module.
+
+\vspace{1em}
+\begin{tabular}{ll}\hline
+ \multicolumn{2}{c}{\textbf{Core support:}}\\
+\eslmod{stats} & Shared and special functions. \\
+ \multicolumn{2}{c}{\textbf{Distributions:}}\\
+\eslmod{dirichlet} & Dirichlet densities. \\
+\eslmod{exponential} & Exponential densities.\\
+\eslmod{gamma} & Gamma densities.\\
+\eslmod{gev} & Generalized extreme value densities.\\
+\eslmod{gumbel} & Gumbel densities.\\
+\eslmod{hyperexp} & Hyperexponential densities.\\
+\eslmod{mixdchlet} & Mixture Dirichlet densities.\\
+\eslmod{mixgev} & Mixtures of generalized extreme value densities.\\
+\eslmod{stretchexp} & Stretched exponential densities.\\
+\eslmod{weibull} & Weibull densities.\\
+\hline
+\end{tabular}
+
+\subsection{Available densities and distributions}
+
+Every module implements seven functions:
+
+\begin{tabular}{lll}
+\ccode{esl\_*\_pdf} & $P(X=x)$ & probability density function\\
+\ccode{esl\_*\_logpdf} & $\log P(X=x)$ & natural log of the PDF \\
+\ccode{esl\_*\_cdf} & $P(X \leq x)$ & cumulative distribution function\\
+\ccode{esl\_*\_logcdf} & $\log P(X \leq x)$ & natural log of the CDF\\
+\ccode{esl\_*\_surv} & $P(X > x)$ & survival function (right tail mass) \\
+\ccode{esl\_*\_logsurv} & $\log P(X > x)$ & natural log of the survival function\\
+\ccode{esl\_*\_invcdf} & ${ x \mid P(X \leq x) = p }$ & inverse CDF (often useful for sampling)\\
+\end{tabular}
+
+\subsubsection{Overview of parameters}
+
+A summary of the parameters of the elemental distributions is as
+follows:
+
+\begin{tabular}{lcccc} \hline
+\textbf{Distribution}& \textbf{Location} & \textbf{Scale} & \textbf{Shape} & \textbf{PDF} \\\hline
+\eslmod{dirichlet} & \multicolumn{3}{c}{ $\alpha_i > 0$, $i=1..K$ } &
+ $\frac{\Gamma{\sum_i \alpha_i}}{\prod_i \Gamma(\alpha_i)} \prod_i p_i^{\alpha_i-1}$\\
+\eslmod{exponential} & $\mu$ & $\lambda$ & - &
+ $\lambda e^{-\lambda (x - \mu)}$\\
+\eslmod{gamma} & $\mu$ & $\lambda$ & $\tau$ &
+ $ \frac{\lambda^{\tau}}{\Gamma(\tau)} (x-\mu)^{\tau-1} e^{-\lambda (x - \mu)} $\\
+\eslmod{gev} & $\mu$ & $\lambda$ & $\alpha$ &
+ $ \lambda \left[ 1 + \alpha \lambda (x - \mu) \right]^{-\frac{\alpha+1}{\alpha}}
+ \exp \left\{ - \left[ 1 + \alpha \lambda (x - \mu)
+ \right]^{-\frac{1}{\alpha}} \right\} $\\
+\eslmod{gumbel} & $\mu$ & $\lambda$ & - &
+ $ \lambda \exp \left[ -\lambda (x - \mu) - e^{- \lambda (x - \mu)} \right] $\\
+\eslmod{stretchexp} & $\mu$ & $\lambda$ & $\tau$ &
+ $ \frac{\lambda \tau}{\Gamma(\frac{1}{\tau})} e^{- [\lambda(x-\mu)]^{\tau}} $\\
+\eslmod{weibull} & $\mu$ & $\lambda$ & $\tau$ &
+ $ \lambda \tau [\lambda(x - \mu)]^{\tau-1} e^{- [\lambda(x-\mu)]^{\tau}}$\\
+\hline
+\end{tabular}
+
+Additionally, there are \textbf{mixture distributions} composed of a
+sum of one of the above elemental densities:
+
+\vspace{1em}
+\begin{tabular}{ll} \hline
+\textbf{Distribution} & \textbf{PDF}\\ \hline
+\eslmod{hyperexp} & $\sum_k q_k P(x \mid \mbox{exponential:}\mu^k,\lambda^k)$\\
+\eslmod{mixdchlet} & $\sum_k q_k P(\vec{p} \mid \mbox{Dirichlet:}\vec{\alpha}^k)$\\
+\eslmod{mixgev} & $\sum_k q_k P(x \mid \mbox{GEV:}\mu^k,\lambda^k,\alpha^k)$\\
+\hline
+\end{tabular}
+
+\subsubsection{Dynamic range}
+
+
+\subsection{Using histograms}
+
+\subsection{Parameter fitting}
+\subsubsection{Complete data}
+\subsubsection{Binned data}
+\subsubsection{Censored data}
+\subsubsection{Truncated data}
+
+
+
+\subsection{Sampling}
+
+
+
+
+
+
+
diff --git a/easel/documentation/titlepage.tex b/easel/documentation/titlepage.tex
new file mode 100644
index 0000000..f9ddd9d
--- /dev/null
+++ b/easel/documentation/titlepage.tex
@@ -0,0 +1,29 @@
+\begin{titlepage}
+{\Large
+
+\vspace*{\fill}
+
+\noindent
+{\Huge{Easel}} \\
+\rule[2pt]{\textwidth}{1pt} \\
+\hspace*{\fill} {\large {A library of C functions for
+ biological sequence analysis} \\ }
+
+\vspace*{\fill}
+
+\begin{center}
+\url{http://selab.janelia.org/easel/}\\
+Version 0.1; March 2008 \\
+
+\vspace*{\fill}
+
+Sean R. Eddy\\
+HHMI Janelia Farm Research Campus\\
+19700 Helix Drive\\
+Ashburn VA 20147\\
+\url{http://selab.janelia.org/}\\
+\end{center}
+
+\vspace*{\fill}
+}
+\end{titlepage}
diff --git a/easel/documentation/typography.tex b/easel/documentation/typography.tex
new file mode 100644
index 0000000..672c857
--- /dev/null
+++ b/easel/documentation/typography.tex
@@ -0,0 +1,35 @@
+\documentclass[10pt]{book}
+\usepackage{bookman}
+
+\usepackage{relsize} % the \smaller command, used in \ccode for example
+\usepackage{fancyvrb}
+\usepackage[numbers,sort&compress]{natbib}
+\usepackage[pdftex]{graphicx}
+\usepackage[backref,colorlinks]{hyperref}
+
+\input{macros}
+
+\begin{document}
+
+This is a test document for looking at alternatives for typography in
+Easel.
+
+C code such as {\smaller\ttfamily esl\_foo\_function()} is set in
+smaller, tt font.
+
+Emphasized C code such as {\smaller\ttfamily\bfseries
+esl\_foo\_function()} is set in smaller, tt, bold font.
+
+A {\bfseries new term} is set in bold font when first defined.
+
+Names of programs like {\scshape HMMER} and {\scshape BLAST} and
+{\scshape Easel} are set in small caps.
+
+Names of Easel's modules, such as
+{\smaller\sffamily\bfseries alphabet} or
+{\smaller\sffamily\bfseries MSA},
+are set in small, sans-serif, bold font.
+
+
+\end{document}
+
diff --git a/easel/easel.c b/easel/easel.c
new file mode 100644
index 0000000..8a35e6a
--- /dev/null
+++ b/easel/easel.c
@@ -0,0 +1,1435 @@
+/* Easel's foundation.
+ *
+ * Contents:
+ * 1. Error handling conventions.
+ * 2. Memory allocation/deallocation conventions.
+ * 3. Standard banner for Easel miniapplications.
+ * 4. Replacements for some C library functions.
+ * 5. File path/name manipulation, including tmpfiles.
+ * 6. Typed comparison functions.
+ * 7. Commonly used background composition (iid) frequencies.
+ * 8. Unit tests [need to be written]
+ * 9. Test driver [needs to be written]
+ * 10. Examples. [need to be written]
+ * 11. Copyright and license.
+ *
+ * SRE, Tue Oct 28 08:29:17 2003 [St. Louis]
+ * SVN $Id: easel.c 255 2008-05-30 17:49:15Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <stdarg.h>
+#include <unistd.h>
+#include <string.h>
+#include <math.h>
+#include <ctype.h>
+#include <sys/stat.h>
+#include <sys/types.h>
+
+#include "easel.h"
+
+
+/*****************************************************************
+ * 1. Error handling.
+ *****************************************************************/
+static esl_exception_handler_f esl_exception_handler = NULL;
+
+void
+esl_exception_SetHandler(void (*handler)(int code, char *file, int line,
+ char *format, va_list argp))
+{
+ esl_exception_handler = handler;
+}
+
+void
+esl_exception_ResetDefaultHandler(void)
+{
+ esl_exception_handler = NULL;
+}
+
+void
+esl_exception(int code, char *file, int line, char *format, ...)
+{
+ va_list argp;
+
+ if (esl_exception_handler != NULL) {
+ va_start(argp, format);
+ (*esl_exception_handler)(code, file, line, format, argp);
+ va_end(argp);
+ return;
+ } else {
+ fprintf(stderr, "Fatal exception (source file %s, line %d):\n", file, line);
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ fprintf(stderr, "\n");
+ fflush(stderr);
+ abort();
+ }
+}
+
+void
+esl_fatal(char *format, ...)
+{
+ va_list argp;
+
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ fprintf(stderr, "\n");
+ fflush(stderr);
+ exit(1);
+}
+
+/* esl_nonfatal_handler()
+ * SRE, Fri Sep 8 10:59:14 2006 [Janelia]
+ *
+ * This stub is here to support the test harnesses, when they
+ * have eslTEST_THROWING turned on to test that thrown errors
+ * are handled properly when a nonfatal error handler is
+ * registered by the application.
+ */
+void
+esl_nonfatal_handler(int code, char *file, int line, char *format, va_list argp)
+{
+ return;
+}
+/*---------------- end, error handling conventions --------------*/
+
+
+
+
+/*****************************************************************
+ * 2. Memory allocation/deallocation conventions.
+ *****************************************************************/
+
+/* Function: esl_Free2D()
+ * Incept: squid's Free2DArray(), 1999.
+ *
+ * Purpose: Free a 2D pointer array <p>, where first dimension is
+ * <dim1>. (That is, the array is <p[0..dim1-1][]>.)
+ * Tolerates any of the pointers being NULL, to allow
+ * sparse arrays.
+ *
+ * Returns: void.
+ */
+void
+esl_Free2D(void **p, int dim1)
+{
+ int i;
+ if (p != NULL) {
+ for (i = 0; i < dim1; i++)
+ if (p[i] != NULL) free(p[i]);
+ free(p);
+ }
+ return;
+}
+
+/* Function: esl_Free3D()
+ * Incept: squid's Free3DArray(), 1999.
+ *
+ * Purpose: Free a 3D pointer array <p>, where first and second
+ * dimensions are <dim1>,<dim2>. (That is, the array is
+ * <p[0..dim1-1][0..dim2-1][]>.) Tolerates any of the
+ * pointers being NULL, to allow sparse arrays.
+ *
+ * Returns: void.
+ */
+void
+esl_Free3D(void ***p, int dim1, int dim2)
+{
+ int i, j;
+
+ if (p != NULL) {
+ for (i = 0; i < dim1; i++)
+ if (p[i] != NULL) {
+ for (j = 0; j < dim2; j++)
+ if (p[i][j] != NULL) free(p[i][j]);
+ free(p[i]);
+ }
+ free(p);
+ }
+}
+/*------------- end, memory allocation conventions --------------*/
+
+
+
+/*****************************************************************
+ * 3. Standard banner for Easel miniapplications.
+ *****************************************************************/
+
+/* Function: esl_banner()
+ * Synopsis: print standard Easel application output header
+ * Incept: SRE, Mon Feb 14 11:26:56 2005 [St. Louis]
+ *
+ * Purpose: Print the standard Easel command line application banner
+ * to <fp>, constructing it from <progname> (the name of the
+ * program) and a short one-line description <banner>.
+ * For example,
+ * <esl_banner(stdout, "compstruct", "compare RNA structures");>
+ * might result in:
+ *
+ * \begin{cchunk}
+ * # compstruct :: compare RNA structures
+ * # Easel 0.1 (February 2005)
+ * # Copyright (C) 2004-2007 HHMI Janelia Farm Research Campus
+ * # Freely licensed under the Janelia Software License.
+ * # - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+ * \end{cchunk}
+ *
+ * <progname> would typically be an application's
+ * <argv[0]>, rather than a fixed string. This allows the
+ * program to be renamed, or called under different names
+ * via symlinks. Any path in the <progname> is discarded;
+ * for instance, if <progname> is "/usr/local/bin/esl-compstruct",
+ * "esl-compstruct" is used as the program name.
+ *
+ * Note:
+ * Needs to pick up preprocessor #define's from easel.h,
+ * as set by ./configure:
+ *
+ * symbol example
+ * ------ ----------------
+ * EASEL_VERSION "0.1"
+ * EASEL_DATE "May 2007"
+ * EASEL_COPYRIGHT "Copyright (C) 2004-2007 HHMI Janelia Farm Research Campus"
+ * EASEL_LICENSE "Freely licensed under the Janelia Software License."
+ *
+ * Returns: (void)
+ */
+void
+esl_banner(FILE *fp, char *progname, char *banner)
+{
+ char *appname = NULL;
+
+ if (esl_FileTail(progname, FALSE, &appname) != eslOK) appname = progname;
+
+ fprintf(fp, "# %s :: %s\n", appname, banner);
+ fprintf(fp, "# Easel %s (%s)\n", EASEL_VERSION, EASEL_DATE);
+ fprintf(fp, "# %s\n", EASEL_COPYRIGHT);
+ fprintf(fp, "# %s\n", EASEL_LICENSE);
+ fprintf(fp, "# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -\n");
+
+ if (appname != NULL) free(appname);
+ return;
+}
+
+
+/* Function: esl_usage()
+ * Synopsis: print standard Easel application usage help line
+ * Incept: SRE, Wed May 16 09:04:42 2007 [Janelia]
+ *
+ * Purpose: Given a usage string <usage> and the name of the program
+ * <progname>, output a standardized usage/help
+ * message. <usage> is minimally a one line synopsis like
+ * "[options] <filename>", but it may extend to multiple
+ * lines to explain the command line arguments in more
+ * detail. It should not describe the options; that's the
+ * job of the getopts module, and its <esl_opt_DisplayHelp()>
+ * function.
+ *
+ * This is used by the Easel miniapps, and may be useful in
+ * other applications as well.
+ *
+ * As in <esl_banner()>, the <progname> is typically passed
+ * as <argv[0]>, and any path prefix is ignored.
+ *
+ * For example, if <argv[0]> is </usr/local/bin/esl-compstruct>,
+ * then
+ *
+ * \begin{cchunk}
+ * esl_usage(stdout, argv[0], "[options] <trusted file> <test file>">
+ * \end{cchunk}
+ *
+ * produces
+ *
+ * \begin{cchunk}
+ * Usage: esl-compstruct [options] <trusted file> <test file>
+ * \end{cchunk}
+ *
+ * Returns: (void).
+ */
+void
+esl_usage(FILE *fp, char *progname, char *usage)
+{
+ char *appname = NULL;
+
+ if (esl_FileTail(progname, FALSE, &appname) != eslOK) appname = progname;
+ fprintf(fp, "Usage: %s %s\n", appname, usage);
+ if (appname != NULL) free(appname);
+ return;
+}
+
+
+/*-------------------- end, standard miniapp banner --------------------------*/
+
+
+
+
+/******************************************************************************
+ * 4. Replacements for C library functions
+ * fgets() -> esl_fgets() fgets() with dynamic allocation
+ * strdup() -> esl_strdup() strdup() is not ANSI
+ * strcat() -> esl_strcat() strcat() with dynamic allocation
+ * strtok() -> esl_strtok() threadsafe strtok()
+ *****************************************************************************/
+
+/* Function: esl_fgets()
+ * Date: SRE, Thu May 13 10:56:28 1999 [St. Louis]
+ *
+ * Purpose: Dynamic allocation version of fgets(),
+ * capable of reading almost unlimited line lengths.
+ *
+ * Args: buf - ptr to a string (may be reallocated)
+ * n - ptr to current allocated length of buf,
+ * (may be changed)
+ * fp - open file ptr for reading
+ *
+ * Before the first call to esl_parse_fgets(),
+ * initialize buf to NULL and n to 0.
+ * They're a linked pair, so don't muck with the
+ * allocation of buf or the value of n while
+ * you're still doing esl_parse_fgets() calls with them.
+ *
+ * Returns: <eslOK> on success.
+ * Returns <eslEOF> on normal end-of-file.
+ *
+ * When <eslOK>:
+ * <*buf> points to a <NUL>-terminated line from the file.
+ * <*n> contains the current allocated length for <*buf>.
+ *
+ * Caller must free <*buf> eventually.
+ *
+ * Throws: <eslEMEM> on an allocation failure.
+ *
+ * Example: char *buf;
+ * int n;
+ * FILE *fp;
+ *
+ * fp = fopen("my_file", "r");
+ * buf = NULL;
+ * n = 0;
+ * while (esl_fgets(&buf, &n, fp) == eslOK)
+ * {
+ * do stuff with buf;
+ * }
+ * if (buf != NULL) free(buf);
+ */
+int
+esl_fgets(char **buf, int *n, FILE *fp)
+{
+ int status;
+ void *p;
+ char *s;
+ int len;
+ int pos;
+
+ if (*n == 0)
+ {
+ ESL_ALLOC(*buf, sizeof(char) * 128);
+ *n = 128;
+ }
+
+ /* Simple case 1. We're sitting at EOF, or there's an error.
+ * fgets() returns NULL, so we return EOF.
+ */
+ if (fgets(*buf, *n, fp) == NULL) return eslEOF;
+
+ /* Simple case 2. fgets() got a string, and it reached EOF doing it.
+ * return success status, so caller can use
+ * the last line; on the next call we'll
+ * return the 0 for the EOF.
+ */
+ if (feof(fp)) return eslOK;
+
+ /* Simple case 3. We got a complete string, with \n,
+ * and don't need to extend the buffer.
+ */
+ len = strlen(*buf);
+ if ((*buf)[len-1] == '\n') return eslOK;
+
+ /* The case we're waiting for. We have an incomplete string,
+ * and we have to extend the buffer one or more times. Make
+ * sure we overwrite the previous fgets's \0 (hence +(n-1)
+ * in first step, rather than 128, and reads of 129, not 128).
+ */
+ pos = (*n)-1;
+ while (1) {
+ ESL_RALLOC(*buf, p, sizeof(char) * (*n+128));
+ *n += 128;
+ s = *buf + pos;
+ if (fgets(s, 129, fp) == NULL) return eslOK;
+ len = strlen(s);
+ if (s[len-1] == '\n') return eslOK;
+ pos += 128;
+ }
+ /*NOTREACHED*/
+ return eslOK;
+
+ ERROR:
+ if (*buf != NULL) free(*buf);
+ *buf = NULL;
+ *n = 0;
+ return status;
+}
+
+/* Function: esl_strdup()
+ * Date: SRE, Wed May 19 17:57:28 1999 [St. Louis]
+ *
+ * Purpose: Makes a duplicate of string <s>, puts it in <ret_dup>.
+ * Caller can pass string length <n>, if it's known,
+ * to save a strlen() call; else pass -1 to have the string length
+ * determined.
+ *
+ * Tolerates <s> being <NULL>; in which case,
+ * returns <eslOK> with <*ret_dup> set to <NULL>.
+ *
+ * Args: s - string to duplicate (NUL-terminated)
+ * n - length of string, if known; -1 if unknown.
+ * ret_dup - RETURN: duplicate of <s>.
+ *
+ * Returns: <eslOK> on success, and <ret_dup> is valid.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_strdup(const char *s, int64_t n, char **ret_dup)
+{
+ int status;
+ char *new = NULL;
+
+ if (ret_dup != NULL) *ret_dup = NULL;
+ if (s == NULL) return eslOK;
+ if (n < 0) n = strlen(s);
+
+ ESL_ALLOC(new, sizeof(char) * (n+1));
+ strcpy(new, s);
+
+ if (ret_dup != NULL) *ret_dup = new; else free(new);
+ return eslOK;
+
+ ERROR:
+ if (new != NULL) free(new);
+ if (ret_dup != NULL) *ret_dup = NULL;
+ return status;
+}
+
+
+/* Function: esl_strcat()
+ * Date: SRE, Thu May 13 09:36:32 1999 [St. Louis]
+ *
+ * Purpose: Dynamic memory version of strcat().
+ * Appends <src> to the string that <dest> points to,
+ * extending allocation for dest if necessary. Caller
+ * can optionally provide the length of <*dest> in
+ * <ldest>, and the length of <src> in <lsrc); if
+ * either of these is -1, <esl_strcat()> calls <strlen()>
+ * to determine the length. Providing length information,
+ * if known, accelerates the routine.
+ *
+ * <*dest> may be <NULL>, in which case this is equivalent
+ * to a <strdup()> of <src> (that is, <*dest> is allocated
+ * rather than reallocated).
+ *
+ * <src> may be <NULL>, in which case <dest> is unmodified.
+ *
+ * Note: One timing experiment (100 successive appends of
+ * 1-255 char) shows sre_strcat() has about a 20%
+ * overhead relative to strcat(). If optional
+ * length info is passed, sre_strcat() is about 30%
+ * faster than strcat().
+ *
+ * Args: dest - ptr to string (char **), '\0' terminated
+ * ldest - length of dest, if known; or -1 if length unknown.
+ * src - string to append to dest, '\0' terminated
+ * lsrc - length of src, if known; or -1 if length unknown.
+ *
+ * Returns: <eslOK> on success; <*dest> is (probably) reallocated,
+ * modified, and nul-terminated.
+ *
+ * Throws: <eslEMEM> on allocation failure; initial state of <dest>
+ * is unaffected.
+ */
+int
+esl_strcat(char **dest, int64_t ldest, const char *src, int64_t lsrc)
+{
+ void *p;
+ int status;
+ int64_t len1, len2;
+
+ if (ldest < 0) len1 = ((*dest == NULL) ? 0 : strlen(*dest));
+ else len1 = ldest;
+
+ if (lsrc < 0) len2 = (( src == NULL) ? 0 : strlen(src));
+ else len2 = lsrc;
+
+ if (len2 == 0) return eslOK;
+
+ if (*dest == NULL) ESL_ALLOC(*dest, sizeof(char) * (len2+1));
+ else ESL_RALLOC(*dest, p, sizeof(char) * (len1+len2+1));
+
+ memcpy((*dest)+len1, src, len2+1);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_strtok()
+ * Date: SRE, Wed May 19 16:30:20 1999 [St. Louis]
+ *
+ * Purpose: Thread-safe version of strtok() for parsing next token in
+ * a string. Increments <*s> while <**s> is a character in
+ * <delim>, then stops; the first non-<delim> character
+ * defines the beginning of a token. Increments <*s> until it
+ * reaches the next delim character (or <NUL>); this defines
+ * the end of the token, and this character is replaced with
+ * <NUL>. <*s> is then reset to point to the next character
+ * after the <NUL> that was written, so successive calls can
+ * extract tokens in succession. Sets <*ret_tok> to point at
+ * the beginning of the token, and <*ret_token> to the
+ * number of characters in the token (exclusive of the
+ * <NUL>), and returns <eslOK>.
+ *
+ * If a token is not found -- if <*s> already points to
+ * <NUL>, or is a string composed entirely of characters in
+ * <delim> -- then returns <eslEOL>; <*ret_tok> is set to
+ * NULL, and <*ret_toklen> is set to 0.
+ *
+ * Note that <*s> can't be a constant string, since we write
+ * <NUL>'s to it; caller must be willing to have this string
+ * modified. And since we walk <*s> through the string
+ * as we parse, the caller wants to use a tmp pointer <*s>,
+ * not the string itself.
+ *
+ * Example:
+ * char *tok;
+ * int len;
+ * char *s;
+ * char buf[50] = "This is a sentence.";
+ *
+ * s = buf;
+ * esl_strtok(&s, " ", &tok, &len);
+ * tok is "This"; s is "is a sentence."; len is 4.
+ * esl_strtok(&s, " ", &tok, &len);
+ * tok is "is"; s is " a sentence."; len is 2.
+ * esl_strtok(&s, " ", &tok, &len);
+ * tok is "a"; s is "sentence."; len is 1.
+ * esl_strtok(&s, " ", &tok, &len);
+ * tok is "sentence."; s is "\0"; len is 9.
+ * esl_strtok(&s, " ", &tok, &len);
+ * this returned eslEOL;
+ * tok is NULL; s is "\0", len is 0.
+ *
+ * Args: s - a tmp, modifiable ptr to string
+ * delim - characters that delimits tokens
+ * tok - RETURN: ptr to \0-terminated token string
+ * len - optRETURN: length of token; pass NULL if not wanted
+ *
+ * Returns: <eslOK> on success: token points to next token, toklen is its len.
+ * <eslEOL> on end of line.
+ */
+int
+esl_strtok(char **s, char *delim, char **ret_tok, int *ret_toklen)
+{
+ char *begin, *end;
+ int n;
+
+ if (ret_tok != NULL) *ret_tok = NULL;
+ if (ret_toklen != NULL) *ret_toklen = 0;
+
+ begin = *s;
+ begin += strspn(begin, delim);
+ if (! *begin) return eslEOL;
+
+ n = strcspn(begin, delim);
+ end = begin + n;
+ if (*end == '\0') { *s = end;}
+ else {
+ *end = '\0';
+ *s = end+1;
+ }
+
+ if (ret_tok != NULL) *ret_tok = begin;
+ if (ret_toklen != NULL) *ret_toklen = n;
+ return eslOK;
+}
+
+
+/*****************************************************************
+ * Easel's optional replacements for common but non-ANSI C functions.
+ * These alternatives are only compiled in when we need them,
+ * and their inclusion is controlled by #define's in easel.h.
+ * strcasecmp() -> may be define'd to be esl_strcasecmp()
+ */
+
+#ifndef HAVE_STRCASECMP
+/* Function: esl_strcasecmp()
+ * Incept: SRE, Sat Dec 10 09:44:13 2005 [St. Louis]
+ *
+ * Purpose: Compare strings <s1> and <s2>. Return -1 if
+ * <s1> is alphabetically less than <s2>, 0 if they
+ * match, and 1 if <s1> is alphabetically greater
+ * than <s2>. All matching is case-insensitive.
+ *
+ * Args: s1 - string 1, \0 terminated
+ * s2 - string 2, \0 terminated
+ *
+ * Returns: -1, 0, or 1, if <s1> is less than, equal, or
+ * greater than <s2>, case-insensitively.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_strcasecmp(const char *s1, const char *s2)
+{
+ int i, c1, c2;
+
+ for (i = 0; s1[i] != '\0' && s2[i] != '\0'; i++)
+ {
+ c1 = s1[i]; /* total paranoia. don't trust toupper() to */
+ c2 = s2[i]; /* leave the original unmodified; make a copy. */
+
+ if (islower(c1)) c1 = toupper(c1);
+ if (islower(c2)) c2 = toupper(c2);
+
+ if (c1 < c2) return -1;
+ else if (c1 > c2) return 1;
+ }
+
+ if (s1[i] != '\0') return 1; /* prefixes match, but s1 is longer */
+ else if (s2[i] != '\0') return -1; /* prefixes match, s2 is longer */
+
+ return 0; /* else, a case-insensitive match. */
+}
+#endif /* ! HAVE_STRCASECMP */
+
+
+/*****************************************************************
+ * and some extra str*() functions...
+ *****************************************************************/
+
+/* Function: esl_strchop()
+ * Incept: SRE, Mon Apr 3 10:24:14 2006 [St. Louis]
+ *
+ * Purpose: Chops trailing whitespace off of a string <s> (or if <s>
+ * is NULL, do nothing).
+ * <n> is the length of the input string, if known; or pass <n=-1>
+ * if length is unknown.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: (no abnormal error conditions)
+ *
+ * Xref: from squid's StringChop().
+ */
+int
+esl_strchop(char *s, int64_t n)
+{
+ int i;
+ if (s == NULL) return eslOK;
+ if (n < 0) n = strlen(s);
+ for (i = n-1; i>=0 && isspace((int) s[i]); i--);
+ s[i+1] = '\0';
+ return eslOK;
+}
+
+
+/* Function: esl_strdealign()
+ * Synopsis: Dealign a string according to gaps in a reference aseq.
+ * Incept: SRE, Thu Feb 17 15:12:26 2005 [St. Louis]
+ *
+ * Purpose: Dealign string <s> in place, by removing any characters
+ * aligned to gaps in <aseq>. Gap characters are defined in the
+ * string <gapstring>; for example, <-_.>. Optionally return the
+ * unaligned length of <s> in characters in <*opt_rlen>.
+ *
+ * By providing a reference <aseq> to dealign against, this
+ * function can dealign aligned annotation strings, such as
+ * secondary structure or surface accessibility strings.
+ * If <s> is the same as <aseq>, then the aligned sequence
+ * itself is dealigned in place.
+ *
+ * To dealign both annotations and sequence, do the
+ * sequence last, since you need it as the reference <aseq>
+ * when doing the annotations.
+ *
+ * It is safe to pass a <NULL> <s> (an unset optional
+ * annotation), in which case the function no-ops and
+ * returns <eslOK>.
+ *
+ * Args: s - string to dealign
+ * aseq - reference aligned sequence seq
+ * gapchars - definition of gap characters ("-_." for example)
+ * opt_rlen - optRETURN: number of residues in <s> after dealign
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_strdealign(char *s, const char *aseq, const char *gapchars, int64_t *opt_rlen)
+{
+ int64_t n = 0;
+ int64_t apos;
+
+ if (s == NULL) return eslOK;
+
+ for (apos = 0; aseq[apos] != '\0'; apos++)
+ if (strchr(gapchars, aseq[apos]) == NULL)
+ s[n++] = s[apos];
+ s[n] = '\0';
+
+ if (opt_rlen != NULL) *opt_rlen = n;
+ return eslOK;
+}
+
+
+
+
+
+/*----------------- end, C library replacements -------------------------*/
+
+
+
+
+/******************************************************************************
+ * 5. File path/name manipulation functions, including tmpfiles
+ *
+ * Sufficiently widespread in the modules that we make them core.
+ * (Should be moved to their own module eventually)
+ *****************************************************************************/
+
+/* Function: esl_FileExists()
+ * Incept: SRE, Sat Jan 22 09:07:24 2005 [St. Louis]
+ *
+ * Purpose: Returns TRUE if <filename> exists, else FALSE.
+ *
+ * Note: Testing a read-only fopen() is the only portable ANSI C
+ * I'm aware of. We could also use a POSIX func here, since
+ * we have a ESL_POSIX_AUGMENTATION flag in the code.
+ *
+ * Xref: squid's FileExists().
+ */
+int
+esl_FileExists(const char *filename)
+{
+ FILE *fp;
+ if ((fp = fopen(filename, "r"))) { fclose(fp); return TRUE; }
+ return FALSE;
+}
+
+
+/* Function: esl_FileTail()
+ * Incept: SRE, Tue Mar 7 08:30:00 2006 [St. Louis]
+ *
+ * Purpose: Given a full pathname <path>, extract the filename
+ * without the directory path; return it via
+ * <ret_filename>. <ret_filename> space is allocated
+ * here, and must be free'd by the caller.
+ * For example:
+ * </foo/bar/baz.1> becomes <baz.1>;
+ * <foo/bar> becomes <bar>;
+ * <foo> becomes <foo>; and
+ * </> becomes the empty string.
+ *
+ * If <nosuffix> is <TRUE>, the rightmost trailing ".foo" extension
+ * is removed too. The suffix is defined as everything following
+ * the rightmost period in the filename in <path>:
+ * with <nosuffix> <TRUE>,
+ * <foo.2/bar.idx> becomes <bar>,
+ * <foo.2/bar> becomes <bar>, and
+ * <foo.2/bar.1.3> becomes <bar.1>.
+ *
+ * Args: path - full pathname to process, "/foo/bar/baz.1"
+ * nosuffix - TRUE to remove rightmost suffix from the filename
+ * ret_file - RETURN: filename portion of the path.
+ *
+ * Returns: <eslOK> on success, and <ret_file> points to a newly
+ * allocated string containing the filename.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_FileTail(const char *path, int nosuffix, char **ret_file)
+{
+ int status;
+ char *tail = NULL;
+ char *lastslash;
+ char *lastdot;
+ /* remove directory prefix */
+ lastslash = strrchr(path, eslDIRSLASH);
+ ESL_ALLOC(tail, sizeof(char) * (strlen(path)+1)); /* a little overkill */
+ if (lastslash == NULL) strcpy(tail, path);
+ else strcpy(tail, lastslash+1);
+ /* remove trailing suffix */
+ if (nosuffix) {
+ if ((lastdot = strrchr(tail, '.')) != NULL)
+ *lastdot = '\0';
+ }
+ *ret_file = tail;
+ return eslOK;
+
+ ERROR:
+ if (tail != NULL) free(tail);
+ *ret_file = NULL;
+ return status;
+}
+
+/* Function: esl_FileConcat()
+ * Incept: SRE, Sat Jan 22 07:28:46 2005 [St. Louis]
+ *
+ * Purpose: Concatenates directory path prefix <dir> and a filename
+ * <file>, and returns the new full pathname through
+ * <ret_path>. If <dir> does not already end in the
+ * appropriate delimiter (e.g. / for UNIX), one is added.
+ *
+ * If <dir> is NULL, then <ret_path> is just the same as
+ * <file>. Similarly, if <file> already appears to be a
+ * full path (because its first character is a /), then
+ * <dir> is ignored and <ret_path> is the same as
+ * <file>. It wouldn't normally make sense for a caller to
+ * call this function with such arguments.
+ *
+ * <file> may be a relative path. For example,
+ * if <dir> is "/usr/local" and <file> is "lib/myapp/data",
+ * <ret_path> will be "/usr/local/lib/myapp/data".
+ *
+ * Returns: <eslOK> on success, and puts the path
+ * in <ret_path>; this string is allocated here,
+ * and must be free'd by caller with <free()>.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINVAL> on bad argument.
+ * In either case, <ret_path> is returned NULL.
+ *
+ * Xref: squid's FileConcat().
+ */
+int
+esl_FileConcat(const char *dir, const char *file, char **ret_path)
+{
+ char *path = NULL;
+ int nd, nf;
+ int status;
+
+ if (ret_path != NULL) *ret_path = NULL;
+ if (file == NULL) ESL_EXCEPTION(eslEINVAL, "null file");
+
+ nd = (dir != NULL)? strlen(dir) : 0;
+ nf = strlen(file);
+ ESL_ALLOC(path, sizeof(char) * (nd+nf+2));
+
+ if (dir == NULL) /* 1. silly caller didn't give a path */
+ strcpy(path, file);
+ else if (*file == eslDIRSLASH) /* 2. <file> is already a path? */
+ strcpy(path, file);
+ else if (dir[nd-1] == eslDIRSLASH) /* 3. <dir><file> (dir is / terminated) */
+ sprintf(path, "%s%s", dir, file);
+ else /* 4. <dir>/<file> (usual case) */
+ sprintf(path, "%s%c%s", dir, eslDIRSLASH, file);
+
+ *ret_path = path;
+ return eslOK;
+
+ ERROR:
+ if (path != NULL) free(path);
+ if (ret_path != NULL) *ret_path = NULL;
+ return status;
+}
+
+
+/* Function: esl_FileNewSuffix()
+ * Incept: SRE, Sat Jan 22 10:04:08 2005 [St. Louis]
+ *
+ * Purpose: Add a file suffix <sfx> to <filename>; or if <filename>
+ * already has a suffix, replace it with <sfx>. A suffix is
+ * usually 2-4 letters following a '.' character. Returns
+ * an allocated string containing the result in <ret_newpath>.
+ *
+ * For example, if <filename> is "foo" and <sfx> is "ssi",
+ * returns "foo.ssi". If <filename> is "foo.db" and <sfx>
+ * is "idx", returns "foo.idx".
+ *
+ * Returns: <eslOK> on success, and <ret_newpath> is set
+ * string "<base_filename>.<sfx>". Caller must <free()>
+ * this string.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: squid's FileAddSuffix().
+ */
+int
+esl_FileNewSuffix(const char *filename, const char *sfx, char **ret_newpath)
+{
+ char *new = NULL;
+ char *lastdot;
+ int nf;
+ int status;
+
+ if (ret_newpath != NULL) *ret_newpath = NULL;
+
+ lastdot = strrchr(filename, '.'); /* check for suffix to replace */
+ if (lastdot != NULL &&
+ strchr(lastdot, eslDIRSLASH) != NULL)
+ lastdot = NULL; /*foo.1/filename case - don't be fooled.*/
+ nf = (lastdot == NULL)? strlen(filename) : lastdot-filename;
+
+ ESL_ALLOC(new, sizeof(char) * (nf+strlen(sfx)+2)); /* '.' too */
+ strncpy(new, filename, nf);
+ *(new+nf) = '.';
+ strcpy(new+nf+1, sfx);
+
+ if (ret_newpath != NULL) *ret_newpath = new; else free(new);
+ return eslOK;
+
+ ERROR:
+ if (new != NULL) free(new);
+ if (ret_newpath != NULL) *ret_newpath = NULL;
+ return status;
+}
+
+
+
+/* Function: esl_FileEnvOpen()
+ * Incept: SRE, Sat Jan 22 08:41:48 2005 [St. Louis]
+ *
+ * Purpose: Looks for a file <fname> in a colon-separated list of
+ * directories that is configured in an environment variable
+ * <env>. The first occurrence of file <fname> in this directory
+ * list is opened read-only. The open file ptr is returned
+ * through <opt_fp>, and the full path name to the file
+ * that was opened is returned through <opt_path>.
+ * Caller can pass NULL in place of <opt_fp> or <opt_path>
+ * if it is not interested in one or both of these.
+ *
+ * Does not look in the current directory unless "." is
+ * explicitly in the directory list provided by <env>.
+ *
+ * Note: One reason to pass <opt_path> back to the caller is that
+ * sometimes we're opening the first in a group of files
+ * (for example, a database and its SSI index), and we want
+ * to make sure that after we find the main file, the
+ * caller can look for the auxiliary file(s) in exactly the
+ * same directory.
+ *
+ * Examples: % setenv BLASTDB /nfs/databases/blast-db:/nfs/databases/nr/
+ *
+ * FILE *fp;
+ * char *path;
+ * int status;
+ * status = esl_FileEnvOpen("swiss42", "BLASTDB", &fp, &path);
+ *
+ * Returns: <eslOK> on success, and provides <opt_fp> and <opt_path>;
+ * <opt_fp> is opened here, and must be <fclose()>'d by caller;
+ * <opt_path> is allocated here, and must be <free()>'d by caller.
+ *
+ * Returns <eslENOTFOUND> if the file not found in any directory,
+ * or if <env> does not contain any directories to look in.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: squid's EnvFileOpen().
+ */
+int
+esl_FileEnvOpen(const char *fname, const char *env, FILE **opt_fp, char **opt_path)
+{
+ FILE *fp;
+ char *dirlist; /* :-separated list of directories */
+ char *s, *s2; /* ptrs into elems in env list */
+ char *path = NULL;
+ int np;
+ int status;
+
+ fp = NULL;
+ if (opt_fp != NULL) *opt_fp = NULL;
+ if (opt_path != NULL) *opt_path = NULL;
+
+ if (env == NULL) return eslENOTFOUND;
+ if ((s = getenv(env)) == NULL) return eslENOTFOUND;
+ if (esl_strdup(s, -1, &dirlist) != eslOK) return eslEMEM;
+
+ np = strlen(fname) + strlen(s) + 2; /* upper bound on full path len */
+ ESL_ALLOC(path, sizeof(char) * np);
+
+ s = dirlist;
+ while (s != NULL)
+ {
+ if ((s2 = strchr(s, ':')) != NULL) { *s2 = '\0'; s2++;} /* ~=strtok() */
+ sprintf(path, "%s%c%s", s, eslDIRSLASH, fname); /* // won't hurt */
+ if ((fp = fopen(path, "r")) != NULL) break;
+ s = s2;
+ }
+ if (fp == NULL) { free(path); free(dirlist); return eslENOTFOUND; }
+
+ if (opt_path != NULL) { *opt_path = path; } else free(path);
+ if (opt_fp != NULL) { *opt_fp = fp; } else fclose(fp);
+ free(dirlist);
+ return eslOK;
+
+ ERROR:
+ if (path != NULL) free(path);
+ if (fp != NULL) fclose(fp);
+ if (dirlist != NULL) free(dirlist);
+ if (opt_path != NULL) *opt_path = NULL;
+ if (opt_fp != NULL) *opt_fp = NULL;
+ return status;
+}
+
+/* Function: esl_tmpfile()
+ * Incept: SRE, Wed Sep 6 08:15:15 2006 [Janelia]
+ *
+ * Purpose: Open a secure temporary <FILE *> handle and return it in
+ * <ret_fp>. The file is opened in read-write mode (<w+b>)
+ * with permissions 0600, as an atomic operation using the
+ * POSIX <mkstemp()> function.
+ *
+ * The <basename6X> argument is a modifiable string that must
+ * end in "XXXXXX" (for example, "esltmpXXXXXX"). The
+ * <basename6X> is used to construct a unique tmpfile name.
+ *
+ * The file is opened in a standard temporary file
+ * directory. The path is obtained from the environment
+ * variable <TMPDIR>; failing that, from the environment
+ * variable <TMP>; and failing that, </tmp> is used. If the
+ * process is running <setuid> or <setgid>, then the
+ * environment variables are ignored, and the temp file is
+ * always created in </tmp>.
+ *
+ * The created tmpfile is not persistent and is not visible
+ * to a directory listing. The caller may <rewind()> the
+ * <ret_fp> and do cycles of reading and/or writing, but
+ * once the <ret_fp> is closed, the file disappears. The
+ * caller does not need to <remove()> or <unlink()> it (and
+ * in fact, cannot do so, because it does not know the
+ * tmpfile's name).
+ *
+ * This function is a secure replacement for ANSI C
+ * <tmpfile()>, which is said to be insecurely implemented on
+ * some platforms.
+ *
+ * Returns: <eslOK> on success, and now <ret_fp> points to a new <FILE *>
+ * stream for the opened tempfile.
+ *
+ * Throws: <eslESYS> if a system call (including the <mkstemp()> call)
+ * fails, and and <ret_fp> is returned NULL. One possible
+ * problem is if the temporary directory doesn't exist or
+ * is not writable. This is considered to be a system
+ * error, not a user error, so Easel handles it as an exception.
+ *
+ * Xref: STL11/85. Substantially copied from David Wheeler,
+ * "Secure Programming for Linux and Unix HOWTO",
+ * http://www.dwheeler.com/secure-programs/Secure-Programs-HOWTO/introduction.html.
+ * Copyright (C) 1999-2001 David A. Wheeler.
+ * Licensed under the MIT license; see Appendix C of the HOWTO.
+ * Thanks, David, for the clearest explanation of the issues
+ * that I've seen.
+ *
+ * I also referred to H. Chen, D. Dean, and D. Wagner,
+ * "Model checking one million lines of C code",
+ * In: Network and Distributed System Security Symposium, pp 171-185,
+ * San Diego, CA, February 2004;
+ * http://www.cs.ucdavis.edu/~hchen/paper/ndss04.pdf.
+ * Wheeler's implementation obeys Chen et al's "Property 5",
+ * governing secure use of tempfiles.
+ */
+int
+esl_tmpfile(char *basename6X, FILE **ret_fp)
+{
+ char *tmpdir = NULL;
+ char *path = NULL;
+ FILE *fp = NULL;
+ int fd;
+ int status;
+ mode_t old_mode;
+
+ /* Determine what tmp directory to use, and construct the
+ * file name.
+ */
+ if (getuid() == geteuid() && getgid() == getegid())
+ {
+ tmpdir = getenv("TMPDIR");
+ if (tmpdir == NULL) tmpdir = getenv("TMP");
+ }
+ if (tmpdir == NULL) tmpdir = "/tmp";
+ if ((status = esl_FileConcat(tmpdir, basename6X, &path)) != eslOK) goto ERROR;
+
+ old_mode = umask(077);
+ if ((fd = mkstemp(path)) < 0) ESL_XEXCEPTION(eslESYS, "mkstemp() failed.");
+ umask(old_mode);
+ if ((fp = fdopen(fd, "w+b")) == NULL) ESL_XEXCEPTION(eslESYS, "fdopen() failed.");
+ if (unlink(path) < 0) ESL_XEXCEPTION(eslESYS, "unlink() failed.");
+
+ *ret_fp = fp;
+ free(path);
+ return eslOK;
+
+ ERROR:
+ if (path != NULL) free(path);
+ if (fp != NULL) fclose(fp);
+ *ret_fp = NULL;
+ return status;
+}
+
+/* Function: esl_tmpfile_named()
+ * Incept: SRE, Sat Nov 11 09:13:25 2006 [Janelia]
+ *
+ * Purpose: Open a persistent temporary file relative to the current
+ * working directory. The file name is constructed from the
+ * <basename6X> argument, which must be a modifiable string
+ * ending in the six characters "XXXXXX". These are
+ * replaced by a unique character string by a call to POSIX
+ * <mkstemp()>. For example, <basename6X> might be
+ * <esltmpXXXXXX> on input, and <esltmp12ab34> on return; or, to
+ * put the tmp file in a subdirectory under the current
+ * working directory, something like <my_subdir/esltmpXXXXXX>
+ * on input resulting in something like
+ * <my_subdir/esltmp12ab34> on return. The tmpfile is opened
+ * for reading and writing (in mode <w+b> with permissions
+ * 0600) and the opened <FILE *> handle is returned through
+ * <ret_fp>.
+ *
+ * The created tmpfile is persistent: it will be visible in
+ * a directory listing, and will remain after program
+ * termination unless the caller explicitly removes it by a
+ * <remove()> or <unlink()> call.
+ *
+ * To use this function securely, if you reopen the
+ * tmpfile, you must only reopen it for reading, not
+ * writing, and you must not trust the contents.
+ *
+ * Because the <basename6X> will be modified, it cannot be
+ * a string constant (especially on a picky compiler like
+ * gcc). You have to declare it with something like
+ * <char tmpfile[32] = "esltmpXXXXXX";>
+ * not
+ * <char *tmpfile = "esltmpXXXXXX";>
+ * because a compiler is allowed to make the <*tmpfile> version
+ * a constant.
+ *
+ * Returns: <eslOK> on success, <basename6X> contains the name of the
+ * tmpfile, and <ret_fp> contains a new <FILE *> stream for the
+ * opened file.
+ *
+ * <eslFAIL> on failure, and <ret_fp> is returned NULL and
+ * the contents of <basename6X> are undefined. The most
+ * common reason for a failure will be that the caller does
+ * not have write permission for the directory that
+ * <basename6X> is in. Easel handles this as a normal (user)
+ * failure, not an exception, because these permissions are
+ * most likely in the user's control (in contrast to
+ * <esl_tmpfile()>, which always uses a system <TMPDIR>
+ * that should always be user-writable on a properly
+ * configured POSIX system).
+ *
+ * Xref: STL11/85.
+ */
+int
+esl_tmpfile_named(char *basename6X, FILE **ret_fp)
+{
+ FILE *fp;
+ mode_t old_mode;
+ int fd;
+
+ *ret_fp = NULL;
+ old_mode = umask(077);
+ if ((fd = mkstemp(basename6X)) < 0) return eslFAIL;
+ umask(old_mode);
+ if ((fp = fdopen(fd, "w+b")) == NULL) return eslFAIL;
+
+ *ret_fp = fp;
+ return eslOK;
+}
+
+
+/*----------------- end of file path/name functions ------------------------*/
+
+
+
+
+/*****************************************************************
+ * 6. Typed comparison routines.
+ *****************************************************************/
+
+/* Function: esl_DCompare()
+ * Incept: SRE, Mon Nov 6 10:11:47 2006 [Janelia]
+ *
+ * Purpose: Compare two floating point scalars <a> and <b> for approximate equality.
+ * Return <eslOK> if equal, <eslFAIL> if not.
+ *
+ * Equality is defined by being within a relative
+ * epsilon <tol>, as <2*fabs(a-b)/(a+b)> $\leq$ <tol>.
+ * Additionally, we catch the special cases where <a>
+ * and/or <b> are 0 or -0. If both are, return <eslOK>; if
+ * one is, check that the absolute value of the other is
+ * $\leq$ <tol>.
+ *
+ * <esl_DCompare()> and <esl_FCompare()> work on <double> and <float>
+ * scalars, respectively.
+ */
+int
+esl_DCompare(double a, double b, double tol)
+{
+ if (a == b) return eslOK;
+ if (fabs(a) == 0. && fabs(b) <= tol) return eslOK;
+ if (fabs(b) == 0. && fabs(a) <= tol) return eslOK;
+ if (2.*fabs(a-b) / fabs(a+b) <= tol) return eslOK;
+ return eslFAIL;
+}
+int
+esl_FCompare(float a, float b, float tol)
+{
+ if (a == b) return eslOK;
+ if (fabs(a) == 0. && fabs(b) <= tol) return eslOK;
+ if (fabs(b) == 0. && fabs(a) <= tol) return eslOK;
+ if (2.*fabs(a-b) / fabs(a+b) <= tol) return eslOK;
+ return eslFAIL;
+}
+
+/* Function: esl_CCompare()
+ * Synopsis: Compare two optional strings for equality.
+ * Incept: SRE, Wed Jun 13 10:25:06 2007 [Janelia]
+ *
+ * Purpose: Compare two optional strings <s1> and <s2>
+ * for equality.
+ *
+ * If they're non-<NULL> and identical up to their
+ * <NUL>-terminator, return <eslOK>.
+ *
+ * If they're both <NULL> (unset), return <eslOK>.
+ *
+ * Otherwise, they're not identical; return <eslFAIL>.
+ */
+int
+esl_CCompare(char *s1, char *s2)
+{
+ if (s1 == NULL && s2 == NULL) return eslOK;
+ if (s1 == NULL || s2 == NULL) return eslFAIL;
+ if (strcmp(s1, s2) != 0) return eslFAIL;
+ return eslOK;
+}
+
+
+/*-------------- end, typed comparison routines --------------------*/
+
+
+
+
+/*****************************************************************
+ * 7. Commonly used background composition (iid) frequencies.
+ *****************************************************************/
+
+/* Function: esl_composition_BL62()
+ * Incept: SRE, Fri Apr 13 16:00:34 2007 [Janelia]
+ *
+ * Purpose: Sets <f> to the background frequencies used in
+ * \citep{Henikoff92} to calculate the BLOSUM62
+ * substitution matrix. Caller provides space in <f>
+ * allocated for at least 20 doubles. The entries are in
+ * alphabetic order A..Y, same as the standard Easel amino
+ * acid alphabet order.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_composition_BL62(double *f)
+{
+ f[0] = 0.074;
+ f[1] = 0.025;
+ f[2] = 0.054;
+ f[3] = 0.054;
+ f[4] = 0.047;
+ f[5] = 0.074;
+ f[6] = 0.026;
+ f[7] = 0.068;
+ f[8] = 0.058;
+ f[9] = 0.099;
+ f[10] = 0.025;
+ f[11] = 0.045;
+ f[12] = 0.039;
+ f[13] = 0.034;
+ f[14] = 0.052;
+ f[15] = 0.057;
+ f[16] = 0.051;
+ f[17] = 0.073;
+ f[18] = 0.013;
+ f[19] = 0.032;
+ return eslOK;
+}
+
+/* Function: esl_composition_WAG()
+ * Incept: SRE, Fri Apr 13 16:02:48 2007 [Janelia]
+ *
+ * Purpose: Sets <f> to the background frequencies used in
+ * \citep{WhelanGoldman01} to calculate the WAG rate
+ * matrix. Caller provides space in <f> allocated for at
+ * least 20 doubles. The entries are in alphabetic order
+ * A..Y, same as the standard Easel amino acid alphabet
+ * order.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_composition_WAG(double *f)
+{
+ f[0] = 0.086628; /* A */
+ f[1] = 0.019308; /* C */
+ f[2] = 0.057045; /* D */
+ f[3] = 0.058059; /* E */
+ f[4] = 0.038432; /* F */
+ f[5] = 0.083252; /* G */
+ f[6] = 0.024431; /* H */
+ f[7] = 0.048466; /* I */
+ f[8] = 0.062029; /* K */
+ f[9] = 0.086209; /* L */
+ f[10] = 0.019503; /* M */
+ f[11] = 0.039089; /* N */
+ f[12] = 0.045763; /* P */
+ f[13] = 0.036728; /* Q */
+ f[14] = 0.043972; /* R */
+ f[15] = 0.069518; /* S */
+ f[16] = 0.061013; /* T */
+ f[17] = 0.070896; /* V */
+ f[18] = 0.014386; /* W */
+ f[19] = 0.035274; /* Y */
+ return eslOK;
+}
+
+/* Function: esl_composition_SW34()
+ * Incept: SRE, Fri Apr 13 16:03:46 2007 [Janelia]
+ *
+ * Purpose: Sets <f> to the background frequencies observed in
+ * Swissprot release 34 (21.2M residues). Caller provides
+ * space in <f> allocated for at least 20 doubles. The
+ * entries are in alphabetic order A..Y, same as the
+ * standard Easel amino acid alphabet order.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_composition_SW34(double *f)
+{
+ f[0] = 0.075520; /* A */
+ f[1] = 0.016973; /* C */
+ f[2] = 0.053029; /* D */
+ f[3] = 0.063204; /* E */
+ f[4] = 0.040762; /* F */
+ f[5] = 0.068448; /* G */
+ f[6] = 0.022406; /* H */
+ f[7] = 0.057284; /* I */
+ f[8] = 0.059398; /* K */
+ f[9] = 0.093399; /* L */
+ f[10] = 0.023569; /* M */
+ f[11] = 0.045293; /* N */
+ f[12] = 0.049262; /* P */
+ f[13] = 0.040231; /* Q */
+ f[14] = 0.051573; /* R */
+ f[15] = 0.072214; /* S */
+ f[16] = 0.057454; /* T */
+ f[17] = 0.065252; /* V */
+ f[18] = 0.012513; /* W */
+ f[19] = 0.031985; /* Y */
+ return eslOK;
+}
+/*-------------- end, background compositions -------------------*/
+
+
+
+/*****************************************************************
+ * 8. Unit tests.
+ *****************************************************************/
+#ifdef eslEASEL_TESTDRIVE
+
+static void
+utest_tmpfile_named(void)
+{
+ char *msg = "tmpfile_named unit test failed";
+ char tmpfile[32] = "esltmpXXXXXX";
+ FILE *fp = NULL;
+ char buf[256];
+
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal(msg);
+ fprintf(fp, "Unit test.\n");
+ fclose(fp);
+ if ((fp = fopen(tmpfile, "r")) == NULL) esl_fatal(msg);
+ if (fgets(buf, 256, fp) == NULL) esl_fatal(msg);
+ if (strcmp(buf, "Unit test.\n") != 0) esl_fatal(msg);
+ fclose(fp);
+ remove(tmpfile);
+ return;
+}
+
+#endif /*eslEASEL_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 9. Test driver.
+ *****************************************************************/
+
+#ifdef eslEASEL_TESTDRIVE
+/* gcc -g -Wall -o test -I. -L. -DeslEASEL_TESTDRIVE easel.c -leasel -lm
+ * ./test
+ */
+#include "easel.h"
+
+int main(void)
+{
+
+#ifdef eslTEST_THROWING
+ esl_exception_SetHandler(&esl_nonfatal_handler);
+#endif
+
+ utest_tmpfile_named();
+ return eslOK;
+}
+#endif /*eslEASEL_TESTDRIVE*/
+
+/*****************************************************************
+ * 10. Examples.
+ *****************************************************************/
+
+#ifdef eslEASEL_EXAMPLE2
+/*::cexcerpt::easel_example_tmpfiles::begin::*/
+/* gcc -g -Wall -o example -I. -L. -DeslEASEL_EXAMPLE_TMPFILES easel.c -leasel -lm
+ * ./example
+ */
+#include "easel.h"
+
+int main(void)
+{
+ char tmpfile1[32] = "esltmpXXXXXX"; /* a transient, secure tmpfile: 6 X's are important */
+ char tmpfile2[32] = "esltmpXXXXXX"; /* a named tmpfile */
+ FILE *fp = NULL;
+ char buf[256];
+
+ /* Example of using a secure, unnamed tmpfile.
+ * Note, the new tmpfile is automatically deleted, so to cleanup, just fclose() the FILE */
+ esl_tmpfile(tmpfile1, &fp);
+ fprintf(fp, "Hello world!\n");
+ rewind(fp);
+ fgets(buf, 256, fp);
+ printf("first temp file says: %s\n", buf);
+ fclose(fp);
+
+ /* Example of reasonably securely using a named tmpfile.
+ * To cleanup, must both fclose() the FILE and remove() the file by name */
+ esl_tmpfile_named(tmpfile2, &fp);
+ fprintf(fp, "Hello insecure world!\n");
+ fclose(fp); /* tmpfile2 now exists on disk and can be closed/reopened */
+
+ fp = fopen(tmpfile2, "r");
+ fgets(buf, 256, fp);
+ printf("second temp file says: %s\n", buf);
+ fclose(fp);
+ remove(tmpfile2); /* disk file cleanup necessary with this version. */
+
+ return eslOK;
+}
+/*::cexcerpt::easel_example_tmpfiles::end::*/
+#endif /*eslEASEL_EXAMPLE2*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/easel.h b/easel/easel.h
new file mode 100644
index 0000000..2d18223
--- /dev/null
+++ b/easel/easel.h
@@ -0,0 +1,336 @@
+/* Easel's foundation.
+ *
+ * Core functionality of easel: errors, memory allocations, constants,
+ * and configuration for portability.
+ *
+ * SRE, Wed Jul 7 09:43:28 2004 [St. Louis]
+ * SVN $Id: easel.h 255 2008-05-30 17:49:15Z eddys $
+ */
+#ifndef eslEASEL_INCLUDED
+#define eslEASEL_INCLUDED
+
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h> /* for FILE */
+#include <stdarg.h> /* for va_list */
+#ifdef HAVE_STDINT_H
+#include <stdint.h> /* for uint32_t and the like (C99) */
+#endif
+#ifdef HAVE_INTTYPES_H
+#include <inttypes.h> /* some systems allegedly put uints here */
+#endif
+
+/*****************************************************************
+ * Macros implementing Easel's error handling conventions
+ *****************************************************************/
+/* Many objects contain a fixed length "errbuf" for failure
+ * diagnostics: ESL_FAIL() and ESL_XFAIL() fill this buffer.
+ */
+#define eslERRBUFSIZE 128
+
+/* ESL_FAIL() - return an error message, without cleanup.
+ * ESL_XFAIL() - return an error message, with cleanup.
+ * ESL_EXCEPTION() - throwing an exception, without cleanup.
+ * ESL_XEXCEPTION() - throwing an exception, with cleanup.
+ *
+ * The X versions (with cleanup) require the caller to have an
+ * <int status> variable and a <ERROR:> goto target in scope.
+ *
+ * Wrapping these macros in <while(0)> loops allows a statement:
+ * if (something) ESL_XEXCEPTION(code,mesg);
+ * without the trailing semicolon becoming a null statement after
+ * macro expansion.
+ */
+/*::cexcerpt::error_macros::begin::*/
+#define ESL_FAIL(code, errbuf, ...) do {\
+ if (errbuf != NULL) snprintf(errbuf, eslERRBUFSIZE, __VA_ARGS__);\
+ return code; }\
+ while (0)
+
+#define ESL_XFAIL(code, errbuf, ...) do {\
+ status = code;\
+ if (errbuf != NULL) snprintf(errbuf, eslERRBUFSIZE, __VA_ARGS__);\
+ goto ERROR; }\
+ while (0)
+
+#define ESL_EXCEPTION(code, ...) do {\
+ esl_exception(code, __FILE__, __LINE__, __VA_ARGS__);\
+ return code; }\
+ while (0)
+
+#define ESL_XEXCEPTION(code, ...) do {\
+ status = code;\
+ esl_exception(code, __FILE__, __LINE__, __VA_ARGS__);\
+ goto ERROR; }\
+ while (0)
+/*::cexcerpt::error_macros::end::*/
+
+
+/* Return codes for error handler
+ */
+/*::cexcerpt::statuscodes::begin::*/
+#define eslOK 0 /* no error/success */
+#define eslFAIL 1 /* failure */
+#define eslEOL 2 /* end-of-line (often normal) */
+#define eslEOF 3 /* end-of-file (often normal) */
+#define eslEOD 4 /* end-of-data (often normal) */
+#define eslEMEM 5 /* malloc or realloc failed */
+#define eslENOTFOUND 6 /* file or key not found */
+#define eslEFORMAT 7 /* file format not correct */
+#define eslEAMBIGUOUS 8 /* an ambiguity of some sort */
+#define eslEDIVZERO 9 /* attempted div by zero */
+#define eslEINCOMPAT 10 /* incompatible parameters */
+#define eslEINVAL 11 /* invalid argument/parameter */
+#define eslESYS 12 /* generic system call failure */
+#define eslECORRUPT 13 /* unexpected data corruption */
+#define eslEINCONCEIVABLE 14 /* "can't happen" error */
+#define eslESYNTAX 15 /* invalid user input syntax */
+#define eslERANGE 16 /* value out of allowed range */
+#define eslEDUP 17 /* saw a duplicate of something */
+#define eslENOHALT 18 /* a failure to converge */
+#define eslENORESULT 19 /* no result was obtained */
+#define eslENODATA 20 /* no data provided, file empty */
+#define eslETYPE 21 /* invalid type of argument */
+/*::cexcerpt::statuscodes::end::*/
+
+
+
+
+
+
+/*****************************************************************
+ * Macros implementing Easel's memory allocation conventions
+ *****************************************************************/
+/* ESL_ALLOC(), ESL_RALLOC():
+ *
+ * Allocation and reallocation wrappers.
+ * Both require <int status> in scope, and <ERROR:> goto target.
+ * ESL_RALLOC() also requires <void *> ptr to be provided as <tmp>.
+ */
+/*::cexcerpt::alloc_macros::begin::*/
+#define ESL_ALLOC(p, size) do {\
+ if (((p) = malloc(size)) == NULL) {\
+ status = eslEMEM;\
+ esl_exception(eslEMEM, __FILE__, __LINE__, "malloc of size %d failed", size);\
+ goto ERROR;\
+ }} while (0)
+
+#define ESL_RALLOC(p, tmp, newsize) do {\
+ if ((p) == NULL) { (tmp) = malloc(newsize); }\
+ else { (tmp) = realloc((p), (newsize)); }\
+ if ((tmp) != NULL) (p) = (tmp);\
+ else {\
+ status = eslEMEM;\
+ esl_exception(eslEMEM, __FILE__, __LINE__, "realloc for size %d failed", newsize);\
+ goto ERROR;\
+ }} while (0)
+/*::cexcerpt::alloc_macros::end::*/
+
+
+
+
+/*****************************************************************
+ * Macros implementing Easel's debugging output conventions
+ *****************************************************************/
+/* Debugging hooks, w/ three levels (1-3).
+ */
+#if eslDEBUGLEVEL >= 1 /* for ESL_DASSERT() macros */
+#include <assert.h>
+#endif
+
+#if (eslDEBUGLEVEL >= 1)
+#define ESL_DPRINTF1(x) printf x
+#define ESL_DASSERT1(x) assert x
+#else
+#define ESL_DPRINTF1(x)
+#define ESL_DASSERT1(x)
+#endif
+#if (eslDEBUGLEVEL >= 2)
+#define ESL_DPRINTF2(x) printf x
+#define ESL_DASSERT2(x) assert x
+#else
+#define ESL_DPRINTF2(x)
+#define ESL_DASSERT2(x)
+#endif
+#if (eslDEBUGLEVEL >= 3)
+#define ESL_DPRINTF3(x) printf x
+#define ESL_DASSERT3(x) assert x
+#else
+#define ESL_DPRINTF3(x)
+#define ESL_DASSERT3(x)
+#endif
+
+
+
+
+/*****************************************************************
+ * Defined constants
+ *****************************************************************/
+/* Making sure TRUE/FALSE are defined, for convenience */
+#ifndef TRUE
+#define TRUE 1
+#endif
+#ifndef FALSE
+#define FALSE 0
+#endif
+
+/* Some basic mathematical constants.
+ * Assuming IEEE754 math with 64-bit doubles (53-bit mantissas), we
+ * want 17 significant decimal digits in our constants. More is
+ * a waste (but we do it for some anyway).
+ */
+#define eslCONST_E 2.71828182845904523536028747135
+#define eslCONST_PI 3.14159265358979323846264338328
+#define eslCONST_EULER 0.57721566490153286060651209008
+#define eslCONST_GOLD 1.61803398874989484820458683437
+#define eslCONST_LOG2 0.69314718055994529
+#define eslCONST_LOG2R 1.44269504088896341
+
+/* Define <eslINFINITY>, <eslNaN> portably. Harder than it looks.
+ * We assume we're in an IEEE 754 environment.
+ * We assume that HUGE_VAL in a IEEE754 environment is infinity.
+ * If we don't have HUGE_VAL set, we assume we can get infinity
+ * by division by zero. (But if we don't have HUGE_VAL, we probably
+ * have other problems; HUGE_VAL is required by ANSI C spec.)
+ * We can't portably get infinity by overflow (e.g. 1e9999);
+ * some compilers (Microsoft) will complain.
+ */
+#ifdef HUGE_VAL
+#define eslINFINITY HUGE_VAL /* assume IEEE754 HUGE_VAL = infinity. ok? */
+#else
+#define eslINFINITY (1.0/0.0) /* portable? */
+#endif
+#define eslNaN (eslINFINITY/eslINFINITY) /* portably make a IEEE754 NaN */
+
+/* Define crossovers for numerical approximations.
+ */
+/* log(1+x) ~ x and 1-e^x = -x approximation.
+ * Same threshold appears to be optimal for float or double x. xref STL9/138.
+ */
+#define eslSMALLX1 5e-9
+
+
+
+
+/*****************************************************************
+ * Basic support for Easel's digitized biosequences.
+ *****************************************************************/
+
+/* Most of this support is in the alphabet module, but we externalize
+ * some into the easel foundation because ESL_INMAP is used in unaugmented
+ * sqio, msa modules.
+ *
+ * A digital sequence residue (ESL_DSQ) is an unsigned 8-bit type
+ * (0..255). A valid digital residue has a value in the range 0..127
+ * (Easel can represent alphabets of up to 128 different characters).
+ * Values 128..255 are reserved for flags.
+ *
+ * An "inmap" is ESL_DSQ[128], or *ESL_DSQ allocated for 128 values;
+ * it is a many-to-one construct for mapping 7-bit ASCII chars (in
+ * range 0..127) either to new ASCII chars (in the case of raw
+ * sequence input in sqio, msa) or to digital codes (in the alphabet
+ * module). Valid mapped values are 0..127; any value in range
+ * 128..255 is some kind of flag.
+ */
+typedef uint8_t ESL_DSQ;
+#define eslDSQ_SENTINEL 255 /* sentinel bytes 0,L+1 in a dsq */
+#define eslDSQ_ILLEGAL 254 /* input symbol is unmapped and unexpected */
+#define eslDSQ_IGNORED 253 /* input symbol is unmapped and ignored */
+#define eslDSQ_EOL 252 /* input symbol marks end of a line */
+#define eslDSQ_EOD 251 /* input symbol marks end of a seq record */
+
+/* If you try to test sym > 0 && sym <= 127 below, instead of isascii(sym),
+ * you'll get a compiler warning for an always-successful test regardless
+ * of whether a char is signed or unsigned. So we trust that isascii() is
+ * doing the Right Thing.
+ */
+#define esl_inmap_IsValid(inmap, sym) (isascii(sym) && (inmap)[(int)sym] <= 127)
+
+
+/*****************************************************************
+ * Miscellaneous.
+ *****************************************************************/
+/* A placeholder for helping w/ portability of filenames/paths.
+ * I think, but have not tested, that:
+ * VMS: #define DIRSLASH ']'
+ * MacOS: #define DIRSLASH ':'
+ * DOS: #define DIRSLASH '\\'
+ * Setting DIRSLASH correctly is probably not the only thing
+ * that would need to be done to port to other OS's, but it's
+ * probably a start.
+ *
+ * The code assumes that '.' is used for file name extensions,
+ * such as "foo.bar".
+ *
+ * This gets used in easel.c's *_File*() functions.
+ */
+#define eslDIRSLASH '/' /* UNIX directory paths have /foo/bar */
+
+/* Some generic macros for swapping, min, and max.
+ */
+#define ESL_SWAP(x, y, type) do { type tmpxyz = (x); (x) = (y); (y) = tmpxyz; } while (0)
+#define ESL_MIN(a,b) (((a)<(b))?(a):(b))
+#define ESL_MAX(a,b) (((a)>(b))?(a):(b))
+
+
+
+/*****************************************************************
+ * The API declarations for easel.c
+ *****************************************************************/
+
+/* 1. Error handling. */
+typedef void (*esl_exception_handler_f)(int code, char *file, int line,
+ char *format, va_list argp);
+extern void esl_exception(int code, char *file, int line, char *format, ...);
+extern void esl_exception_SetHandler(esl_exception_handler_f);
+extern void esl_exception_ResetDefaultHandler(void);
+extern void esl_fatal(char *format, ...);
+extern void esl_nonfatal_handler(int code, char *file, int line, char *format, va_list argp);
+
+/* 2. Memory allocation/deallocation conventions. */
+extern void esl_Free2D(void **p, int dim1);
+extern void esl_Free3D(void ***p, int dim1, int dim2);
+
+/* 3. Standard banner for Easel miniapplications. */
+extern void esl_banner(FILE *fp, char *progname, char *banner);
+extern void esl_usage (FILE *fp, char *progname, char *usage);
+
+/* 4. Replacements, additions to C library functions */
+extern int esl_strdup(const char *s, int64_t n, char **ret_dup);
+extern int esl_strcat(char **dest, int64_t ldest, const char *src, int64_t lsrc);
+extern int esl_fgets(char **buf, int *n, FILE *fp);
+extern int esl_strtok(char **s, char *delim, char **ret_tok, int *ret_toklen);
+extern int esl_strchop(char *s, int64_t n);
+extern int esl_strdealign(char *s, const char *aseq, const char *gapchars, int64_t *opt_rlen);
+#ifndef HAVE_STRCASECMP
+#ifdef _MSC_VER
+#define strcasecmp stricmp
+#else
+extern int esl_strcasecmp(const char *s1, const char *s2);
+#define strcasecmp esl_strcasecmp
+#endif
+#endif
+
+/* 5. File path/name manipulation functions, including tmpfiles */
+extern int esl_FileExists(const char *filename);
+extern int esl_FileTail(const char *path, int nosuffix, char **ret_file);
+extern int esl_FileConcat(const char *dir, const char *file, char **ret_path);
+extern int esl_FileNewSuffix(const char *filename, const char *sfx, char **ret_newpath);
+extern int esl_FileEnvOpen(const char *fname, const char *env,
+ FILE **ret_fp, char **ret_path);
+extern int esl_tmpfile(char *basename6X, FILE **ret_fp);
+extern int esl_tmpfile_named(char *basename6X, FILE **ret_fp);
+
+/* 6. Typed comparison routines. */
+extern int esl_DCompare(double a, double b, double tol);
+extern int esl_FCompare(float a, float b, float tol);
+extern int esl_CCompare(char *s1, char *s2);
+
+/* 7. Commonly used background composition (iid) frequencies. */
+extern int esl_composition_BL62(double *f);
+extern int esl_composition_WAG(double *f);
+extern int esl_composition_SW34(double *f);
+
+
+#endif /*eslEASEL_INCLUDED*/
diff --git a/easel/easel.tex b/easel/easel.tex
new file mode 100644
index 0000000..35dc71b
--- /dev/null
+++ b/easel/easel.tex
@@ -0,0 +1,413 @@
+The easel (esl) module implements a small set of functionality shared
+by all the modules: notably, the error-handling system.
+
+\section{Error handling conventions}
+
+Easel might be used in applications ranging from small command line
+utilities to complex graphical user interfaces and parallel
+systems. Simple and complex applications have different needs for how
+errors should be handled by a library.
+
+In a simple application, we don't want to write a lot of code to
+checking return codes for unexpected problems. We would prefer to have
+Easel crash out with an appropriate message to \ccode{stderr} -- after
+all, that's all a simple application would do anyway.
+
+On the other hand, there are certain problems that even the simplest
+command-line applications should handle gracefully. Errors involving
+user input (including typos in command line arguments, bad file
+formats, nonexistent files, or bad file permissions) are ``normal''
+and should be expected. Users will do anything.
+
+In a complex application, we may want to guarantee that execution
+never terminates within a library routine. In this case, library
+functions always need to return control to the application, even in
+the most unexpected circumstances, so the application can fail
+gracefully. A failure in an Easel routine should not suddenly crash a
+whole graphical user environment, for example. Additionally, because a
+complex application may not even be associated with a terminal, a
+library cannot count on printing error messages directly to
+\ccode{stderr}.
+
+These considerations motivate Easel's error handling conventions.
+Most Easel procedures return an integer status code. An \ccode{eslOK}
+code indicates that the procedure succeeded. A nonzero code indicates
+an error. Easel distinguishes two kinds of errors:
+
+\begin{itemize}
+\item \textbf{Failures} include normal ``errors'' (like a read failing
+ when the end of a file is reached), and errors that are the user's
+ fault, such as bad input (which are also normal, because users will
+ do anything.) We say that failures are \textbf{returned} by Easel
+ functions. All applications should check the return status of any
+ Easel function that might return a failure code. Relatively few
+ Easel functions can return failure codes. The ones that do are
+ generally functions having to do with reading user input.
+
+\item \textbf{Exceptions} are errors that are the fault of Easel (bugs
+in my code) or your application (bugs in your code) or the system
+(resource allocation failures). We say that exceptions are
+\textbf{thrown} by Easel functions. By default, exceptions result in
+immediate termination of your program. Optionally, you may provide
+your own exception handler, in which case Easel functions may return
+nonzero exception codes (in addition to any nonzero failure codes).
+\end{itemize}
+
+The documentation for each Easel function lists what failure codes it
+may return, as well as what exception codes it may throw (if a
+nonfatal exception handler has been registered), in addition to the
+\ccode{eslOK} normal status code. The list of possible status codes is
+shown in Table~\ref{tbl:statuscodes}. There is no intrinsic
+distinction between failure codes and exception codes. Codes that
+indicate failures in one function may indicate exceptions in another
+function.
+
+\begin{table}
+\begin{center}
+\input{cexcerpts/statuscodes}
+\end{center}
+\caption{List of all status codes that might be returned by Easel functions.}
+\label{tbl:statuscodes}
+\end{table}
+
+Not all Easel functions return status codes. \ccode{*\_Create()}
+functions that allocate and create new objects usually follow a
+convention of returning a valid pointer on success, and \ccode{NULL}
+on failure; these are functions that only fail by memory allocation
+failure. Destructor functions (\ccode{*\_Destroy()}) always return
+\ccode{void}, and must have no points of failure of their own, because
+destructors can be called when we're already handling an
+exception. Functions with names containing \ccode{Is}, such as
+\ccode{esl\_abc\_XIsValid()}, are tests that return \ccode{TRUE} or
+\ccode{FALSE}. Finally, there are some ``true'' functions that simply
+return an answer, rather than a status code; these must be functions
+that have no points of failure.
+
+\subsection{Failure messages}
+
+When failures occur, often the failure status code is sufficient for
+your application to know what went wrong. For instance, \ccode{eslEOF}
+means end-of-file, so your application might report \ccode{"premature
+end of file"} if it receives such a status code unexpectedly. But for
+failures involving a file format syntax problem (for instance) a terse
+\ccode{eslESYNTAX} return code is not as useful as knowing
+\ccode{"Parse failed at line 42 of file foo.data, where I expected to
+see an integer, but I saw nothing"}. When your application might want
+more information to format an informative failure message for the
+user, the Easel API provides (somewhere) a message buffer called
+\ccode{errbuf[]}.
+
+In many cases, file parsers in Easel are encapsulated in objects. In
+these cases, the object itself allocates an \ccode{errbuf[]} message
+string. (For instance, see the \eslmod{sqio} module and its
+\ccode{ESL\_SQFILE} object for sequence file parsing.) In a few
+cases, the \ccode{errbuf[]} is part of the procedure's call API, and
+space is provided by the caller. In such cases, the caller either
+passes \ccode{NULL} (no failure message is requested) or a pointer to
+allocated space for at least \ccode{eslERRBUFSIZE} chars. (For
+instance, see the \eslmod{tree} module and the
+\ccode{esl\_tree\_ReadNewick()} parser.)
+
+Easel uses \ccode{sprintf()} to format the messages in
+\ccode{errbuf[]}'s. Each individual call guarantees that the size of
+its message cannot overflow \ccode{eslERRBUFSIZE} chars, so none of
+these \ccode{sprintf()} calls represent possible security
+vulnerabilities (buffer overrun attacks).
+
+
+\subsection{Exception handling}
+
+Easel's default exception handler prints a message to \ccode{stderr}
+and aborts execution of your program, as in:
+
+\begin{cchunk}
+ Easel exception: Memory allocation failed.
+ Aborted at file sqio.c, line 42.
+\end{cchunk}
+
+Therefore, by default, Easel handles its own exceptions internally,
+and exception status codes are not returned to your
+application. Simple applications don't need to worry about checking
+for exceptions.
+
+If your application wants to handle exceptions itself -- for instance,
+if you want a guarantee that execution will never terminate from
+within Easel -- or even if you simply want to change the format of
+these messages, you can register a custom exception handler which will
+catch the information from Easel and react appropriately. If your
+exception handler prints a message and exits, Easel will still just
+abort without returning exception codes. If your exception handler is
+nonfatal (returning \ccode{void}), Easel procedures then percolate the
+exception code up through the call stack until the exception code is
+returned to your application.
+
+To provide your own exception handler, you define your exception
+handler with the following prototype:
+
+\begin{cchunk}
+extern void my_exception_handler(int code, char *file, int line, char *format, va_list arg);
+\end{cchunk}
+
+An example implementation of a nonfatal exception handler:
+
+\begin{cchunk}
+#include <stdarg.h>
+
+void
+my_exception_handler(int code, char *file, int line, char *format, va_list arg)
+{
+ fprintf(stderr, ``Easel threw an exception (code %d):\n'', code);
+ if (format != NULL) vfprintf(stderr, format, arg);
+ fprintf(stderr, ``at line %d, file %s\b'', line, file);
+ return;
+}
+\end{cchunk}
+
+The \ccode{code}, \ccode{file}, and \ccode{line} are always
+present. The formatted message (the \ccode{format} and \ccode{va\_list
+arg}) is optional; the \ccode{format} might be
+\ccode{NULL}. (\ccode{NULL} messages are used when percolating
+exceptions up a stack trace, for example.)
+
+Then, to register your exception handler, you call
+\ccode{esl\_exception\_SetHandler(\&my\_error\_handler)} in your
+application. Normally you would do this before calling any other Easel
+functions. However, in principle, you can change error handlers at any
+time. You can also restore the default handler at any time with
+\ccode{esl\_exception\_RestoreDefaultHandler()}.
+
+The implementation of the exception handler relies on a static
+function pointer that is not threadsafe. If you are writing a threaded
+program, you need to make sure that multiple threads do not try to
+change the handler at the same time.
+
+Because Easel functions call other Easel functions, the function that
+first throws an exception may not be the function that your
+application called. If you implement a nonfatal handler, an exception
+may result in a partial or complete stack trace of exceptions, as the
+original exception percolates back to your application. Your exception
+handler should be able to deal with a stack trace. The first exception
+code and message will be the most relevant. Subsequent codes and
+messages arise from that exception percolating upwards.
+
+For example, a sophisticated replacement exception handler might push
+each code/message pair into a FIFO queue. When your application
+receives an exception code from an Easel call, your application can
+might then access this queue, and see where the exception occurred in
+Easel, and what messages Easel left for you. A less sophisticated
+replacement exception handler might just register the first
+code/message pair, and ignore the subsequent exceptions from
+percolating up the stack trace. Note the difference between the
+exception handler that you register with Easel (which operates inside
+Easel, and must obey Easel's conventions) and any error handling you
+do in your own application after Easel returns a nonzero status code
+to you (which is your own business).
+
+Although each function's documentation \emph{in principle} lists all
+thrown exceptions, \emph{in practice}, you should not trust this
+list. Because of exceptions percolating up from other Easel calls, it
+is too easy to forget to document all possible exception
+codes.\footnote{Someday we should combine a static code analyzer with
+a script that understands Easel's exception conventions, and automate
+the enumeration of all possible codes.} If you are catching
+exceptions, you should program defensively here, and always have a
+failsafe catch for any nonzero return status. For example, a minimal
+try/catch idiom for an application calling a Easel function is
+something like:
+
+\begin{cchunk}
+ int status;
+ if ((status = esl_foo_function()) != eslOK) my_failure();
+\end{cchunk}
+
+Or, a little more complex one that catches some specific errors, but
+has a failsafe for everything else, is:
+
+\begin{cchunk}
+ int status;
+ status = esl_foo_function();
+ if (status == eslEMEM) my_failure("Memory allocation failure");
+ else if (status != eslOK) my_failure("Unexpected exception %d\n\", status);
+\end{cchunk}
+
+
+\subsection{Violations}
+
+Internally, Easel also distinguishes a third class of error, termed a
+\textbf{fatal violation}. Violations never arise in production code;
+they are used to catch bugs during development and testing. Violations
+always result in immediate program termination. They are generated by
+two mechanisms: from assertions that can be optionally enabled in
+development code, or from test harnesses that call the always-fatal
+\ccode{esl\_fatal()} function when they detect a problem they're
+testing for.
+
+
+\subsection{Internal API for error handling}
+
+You only need to understand this section if you want to understand
+Easel's source code (or other code that uses Easel conventions, like
+HMMER), or if you want to use Easel's error conventions in your own
+source code.
+
+The potentially tricky design issue is the following. One the one
+hand, you want to be able to return an error or throw an exception
+``quickly'' (in less than a line of code). On the other hand, it might
+require several lines of code to free any resources, set an
+appropriate return state, and set the appropriate nonzero status code
+before leaving the function.
+
+Easel uses the following error-handling macros:
+
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\ccode{ESL\_FAIL(code, errbuf, mesg, ...)} & Format errbuf, return failure code. \\
+\ccode{ESL\_EXCEPTION(code, mesg, ...)} & Throw an exception, return exception code. \\
+\ccode{ESL\_XFAIL(code, errbuf, mesg, ...)} & A failure message, with cleanup convention.\\
+\ccode{ESL\_XEXCEPTION(code, mesg, ...)} & An exception, with cleanup convention.\\
+\hline
+\end{tabular}
+}
+\end{center}
+
+They are implementated in \ccode{easel.h} as:
+
+\input{cexcerpts/error_macros}
+
+The \ccode{ESL\_FAIL} and \ccode{ESL\_XFAIL} macros are only used when
+a failure message needs to be formatted. For the simpler case where we
+just return an error code, Easel simply uses \ccode{return code;} or
+\ccode{status = code; goto ERROR;}, respectively.
+
+The \ccode{X} versions, with the cleanup convention, are sure to
+offend some programmers' sensibilities. They require the function to
+provide an \ccode{int status} variable in scope, and they require an
+\ccode{ERROR:} target for a \ccode{goto}. But if you can stomach that,
+they provide for a fairly clean idiom for catching exceptions and
+cleaning up, and cleanly setting different return variable states on
+success versus failure, as illustrated by this pseudoexample:
+
+\begin{cchunk}
+int
+foo(char **ret_buf, char **ret_fp)
+{
+ int status;
+ char *buf = NULL;
+ FILE *fp = NULL;
+
+ if ((buf = malloc(100)) == NULL) ESL_XEXCEPTION(eslEMEM, "malloc failed");
+ if ((fp = fopen("foo")) == NULL) ESL_XEXCEPTION(eslENOTFOUND, "file open failed");
+
+ *ret_buf = buf;
+ *ret_fp = fp;
+ return eslOK;
+
+ ERROR:
+ if (buf != NULL) free(buf); *ret_buf = NULL;
+ if (fp != NULL) fclose(fp); *ret_fp = NULL;
+ return status;
+}
+\end{cchunk}
+
+Additionally, for memory allocation and reallocation, Easel implements
+two macros \ccode{ESL\_ALLOC()} and \ccode{ESL\_RALLOC()}, which
+encapsulate standard \ccode{malloc()} and \ccode{realloc()} calls
+inside Easel's exception-throwing convention.
+
+
+\vspace*{\fill}
+\begin{quote}
+\emph{Only a complete outsider could ask your question. Are there
+control authorities? There are nothing but control authorities. Of
+course, their purpose is not to uncover errors in the ordinary meaning
+of the word, since errors do not occur and even when an error does in
+fact occur, as in your case, who can say conclusively that it is an
+error?}\\ \hspace*{\fill} -- Franz Kafka, \emph{The Castle}
+\end{quote}
+
+
+\section{Memory management}
+
+
+\section{Replacements for C library functions}
+
+
+\section{Standard banner for Easel miniapplications}
+
+
+\section{File and path name manipulation}
+
+
+\subsection{Secure temporary files}
+
+A program may need to write and read temporary files. Many of the
+methods for creating temporary files, even using standard library
+calls, are known to create exploitable security holes
+\citep{Wheeler03,ChenDeanWagner04}.
+
+Easel provides a secure and portable POSIX procedure for obtaining an
+open temporary file handle, \ccode{esl\_tmpfile()}. This replaces the
+ANSI C \ccode{tmpfile()} function, which is said to be insecurely
+implemented on some platforms. Because closing and reopening a
+temporary file can create an exploitable race condition under certain
+circumstances, \ccode{esl\_tmpfile()} does not return the name of the
+invisible file it creates, only an open \ccode{FILE *} handle to
+it. The tmpfile is not persistent, meaning that it automatically
+vanishes when the \ccode{FILE *} handle is closed. The tmpfile is
+created in the usual system world-writable temporary directory, as
+indicated by \ccode{TMPDIR} or \ccode{TMP} environment variables, or
+\ccode{/tmp} if neither environment variable is defined.
+
+Still, it is sometimes useful, even necessary, to close and reopen a
+temporary file. For example, Easel's own test suites generate a
+variety of input files for testing input parsers. Easel also provides
+the \ccode{esl\_tmpfile\_named()} procedure for creating a persistent
+tmpfile, which returns both an open \ccode{<FILE *>} handle and the
+name of the file. Because the tmpfile name is known, the file may be
+closed and reopened. \ccode{esl\_tmpfile\_named()} creates its files
+relative to the current working directory, not in \ccode{TMPDIR}, in
+order to reduce the chances of creating the file in a shared directory
+where a race condition might be exploited. Nonetheless, secure use of
+\ccode{esl\_tmpfile\_named()} requires that you must only reopen a
+tmpfile for reading only, not for writing, and moreover, you must not
+trust the contents. (It may be possible for an attacker to replace
+the tmpfile with a symlink to another file.)
+
+An example that shows both tmpfile mechanisms:
+
+\input{cexcerpts/easel_example_tmpfiles}
+
+\section{Internals}
+
+\subsection{Input maps}
+
+An \esldef{input map} is for converting input ASCII symbols to
+internal encodings. It is a many-to-one mapping of the 128 7-bit ASCII
+symbol codes (0..127) onto new ASCII symbol codes. It is defined as
+an \ccode{unsigned char inmap[128]} or a \ccode{unsigned char *}
+allocated for 128 entries.
+
+Input maps are used in two contexts: for filtering ASCII text input
+into internal text strings, and for converting ASCII input or internal
+ASCII strings into internal digitized sequences (an \eslmod{alphabet}
+object contains an input map that it uses for digitization).
+
+The rationale for input maps is the following. The ASCII strings that
+represent biosequence data require frequent massaging. An input file
+might have sequence data mixed up with numerical coordinates and
+punctuation for human readability. We might want to distinguish
+characters that represent residues (that should be input) from
+characters for coordinates and punctuation (that should be ignored)
+from characters that aren't supposed to be present at all (that should
+trigger an error or warning). Also, in representing a sequence string
+internally, we might want to map the symbols in an input string onto a
+smaller internal alphabet. For example, we might want to be
+case-insensitive (allow both T and t to represent thymine), or we
+might want to allow an input T to mean U in a program that deals with
+RNA sequence analysis, so that input files can either contain RNA or
+DNA sequence data. Easel reuses the input map concept in routines
+involved in reading and representing input character sequences, for
+example in the \eslmod{alphabet}, \eslmod{sqio}, and \eslmod{msa}
+modules.
+
diff --git a/easel/esl_alphabet.c b/easel/esl_alphabet.c
new file mode 100644
index 0000000..8fbb82a
--- /dev/null
+++ b/easel/esl_alphabet.c
@@ -0,0 +1,2239 @@
+/* Implements the standard digitized alphabets for biosequences.
+ *
+ * 1. ESL_ALPHABET object for digital alphabets.
+ * 2. Digitized sequences (ESL_DSQ *).
+ * 3. Other routines in the API.
+ * 4. Unit tests.
+ * 5. Test driver.
+ * 6. Examples.
+ * 7. Copyright notice and license.
+ *
+ * SVN $Id: esl_alphabet.c 255 2008-05-30 17:49:15Z eddys $
+ * SRE, Tue Dec 7 13:49:43 2004
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+
+
+/*****************************************************************
+ * 1. The ESL_ALPHABET object
+ *****************************************************************/
+
+static ESL_ALPHABET *create_dna(void);
+static ESL_ALPHABET *create_rna(void);
+static ESL_ALPHABET *create_amino(void);
+
+
+/* Function: esl_alphabet_Create()
+ * Synopsis: Create alphabet of a standard type.
+ * Incept: SRE, Mon Dec 20 10:21:54 2004 [Zaragoza]
+ *
+ * Purpose: Creates one of the three standard bio alphabets:
+ * <eslDNA>, <eslRNA>, or <eslAMINO>, and returns
+ * a pointer to it.
+ *
+ * Args: type - <eslDNA>, <eslRNA>, or <eslAMINO>.
+ *
+ * Returns: pointer to the new alphabet.
+ *
+ * Throws: <NULL> if any allocation or initialization fails.
+ */
+ESL_ALPHABET *
+esl_alphabet_Create(int type)
+{
+ int status;
+ ESL_ALPHABET *a;
+
+ switch(type) {
+ case eslAMINO: a = create_amino(); break;
+ case eslDNA: a = create_dna(); break;
+ case eslRNA: a = create_rna(); break;
+ default:
+ ESL_XEXCEPTION(eslEINVAL, "Standard alphabets include only DNA, RNA, protein.");
+ }
+ return a;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: esl_alphabet_CreateCustom()
+ * Synopsis: Create a custom alphabet.
+ * Incept: SRE, Mon Dec 20 09:18:28 2004 [Zaragoza]
+ *
+ * Purpose: Creates a customized biosequence alphabet,
+ * and returns a ptr to it. The alphabet type is set
+ * to <eslNONSTANDARD>.
+ *
+ * <alphabet> is the internal alphabet string;
+ * <K> is the size of the base alphabet;
+ * <Kp> is the total size of the alphabet string.
+ *
+ * In the alphabet string, residues <0..K-1> are the base alphabet;
+ * residue <K> is the canonical gap (indel) symbol;
+ * residues <K+1..Kp-3> are additional degeneracy symbols (possibly 0 of them);
+ * residue <Kp-2> is an "any" symbol (such as N or X);
+ * and residue <Kp-1> is a "missing data" gap symbol.
+ *
+ * The two gap symbols and the "any" symbol are mandatory even for
+ * nonstandard alphabets, so <Kp> $\geq$ <K+3>.
+ *
+ * Args: alphabet - internal alphabet; example "ACGT-RYMKSWHBVDN~"
+ * K - base size; example 4
+ * Kp - total size, including gap, degeneracies; example 17
+ *
+ * Returns: pointer to new <ESL_ALPHABET> structure.
+ *
+ * Throws: <NULL> if any allocation or initialization fails.
+ */
+ESL_ALPHABET *
+esl_alphabet_CreateCustom(const char *alphabet, int K, int Kp)
+{
+ ESL_ALPHABET *a;
+ int c,x,y;
+ int status;
+
+ /* Argument checks.
+ */
+ if (strlen(alphabet) != Kp) ESL_XEXCEPTION(eslEINVAL, "alphabet length != Kp");
+ if (Kp < K+3) ESL_XEXCEPTION(eslEINVAL, "Kp too small in alphabet");
+
+ /* Allocation/init, level 1.
+ */
+ ESL_ALLOC(a, sizeof(ESL_ALPHABET));
+ a->sym = NULL;
+ a->degen = NULL;
+ a->ndegen = NULL;
+
+ /* Allocation/init, level 2.
+ */
+ ESL_ALLOC(a->sym, sizeof(char) * (Kp+1));
+ ESL_ALLOC(a->degen, sizeof(char *) * Kp);
+ ESL_ALLOC(a->ndegen, sizeof(int) * Kp);
+ a->degen[0] = NULL;
+
+ /* Allocation/init, level 3.
+ */
+ ESL_ALLOC(a->degen[0], sizeof(char) * (Kp*K));
+ for (x = 1; x < Kp; x++)
+ a->degen[x] = a->degen[0]+(K*x);
+
+ /* Initialize the internal alphabet:
+ */
+ a->type = eslNONSTANDARD;
+ a->K = K;
+ a->Kp = Kp;
+ strcpy(a->sym, alphabet);
+
+ /* Initialize the input map, mapping ASCII seq chars to digital codes,
+ * and eslDSQ_ILLEGAL for everything else.
+ */
+ for (c = 0; c < 128; c++) a->inmap[c] = eslDSQ_ILLEGAL;
+ for (x = 0; x < a->Kp; x++) a->inmap[(int) a->sym[x]] = x;
+
+ /* Initialize the degeneracy map:
+ * Base alphabet (first K syms) are automatically
+ * mapped uniquely; last character (Kp-2) is assumed to be
+ * the "any" character; other degen chars (K+1..Kp-3) are
+ * unset; gap, missing character are unmapped (ndegen=0)
+ */
+ for (x = 0; x < a->Kp; x++) /* clear everything */
+ {
+ a->ndegen[x] = 0;
+ for (y = 0; y < a->K; y++) a->degen[x][y] = 0;
+ }
+ for (x = 0; x < a->K; x++) /* base alphabet */
+ {
+ a->ndegen[x] = 1;
+ a->degen[x][x] = 1;
+ }
+ /* "any" character */
+ a->ndegen[Kp-2] = K;
+ for (x = 0; x < a->K; x++) a->degen[Kp-2][x] = 1;
+
+ a->complement = NULL;
+ return a;
+
+ ERROR:
+ esl_alphabet_Destroy(a);
+ return NULL;
+}
+
+
+/* define_complementarity()
+ * Builds the "complement" lookup table for DNA, RNA alphabets.
+ */
+static int
+define_complementarity(ESL_ALPHABET *a)
+{
+ int status;
+
+ ESL_ALLOC(a->complement, sizeof(ESL_DSQ) * a->Kp);
+ a->complement[0] = 3; /* A->T */
+ a->complement[1] = 2; /* C->G */
+ a->complement[2] = 1; /* G->C */
+ a->complement[3] = 0; /* T->A */
+ a->complement[4] = 4; /* - - */
+ a->complement[5] = 6; /* R->Y */
+ a->complement[6] = 5; /* Y->R */
+ a->complement[7] = 8; /* M->K */
+ a->complement[8] = 7; /* K->M */
+ a->complement[9] = 9; /* S S */
+ a->complement[10]= 10; /* W W */
+ a->complement[11]= 14; /* H->D */
+ a->complement[12]= 13; /* B->V */
+ a->complement[13]= 12; /* V->B */
+ a->complement[14]= 11; /* D->H */
+ a->complement[15]= 15; /* N N */
+ a->complement[16]= 16; /* ~ ~ */
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+
+/* create_dna():
+ * creates and returns a standard DNA alphabet.
+ */
+static ESL_ALPHABET *
+create_dna(void)
+{
+ ESL_ALPHABET *a;
+
+ /* Create the fundamental alphabet.
+ */
+ if ((a = esl_alphabet_CreateCustom("ACGT-RYMKSWHBVDN~", 4, 17)) == NULL) return NULL;
+ a->type = eslDNA;
+
+ /* Add desired synonyms in the input map.
+ */
+ esl_alphabet_SetEquiv(a, 'U', 'T'); /* read U as a T */
+ esl_alphabet_SetEquiv(a, 'X', 'N'); /* read X as an N (many seq maskers use X) */
+ esl_alphabet_SetEquiv(a, '_', '-'); /* allow _ as a gap too */
+ esl_alphabet_SetEquiv(a, '.', '-'); /* allow . as a gap too */
+ esl_alphabet_SetCaseInsensitive(a); /* allow lower case input */
+
+ /* Define IUBMB degenerate symbols other than the N.
+ */
+ esl_alphabet_SetDegeneracy(a, 'R', "AG");
+ esl_alphabet_SetDegeneracy(a, 'Y', "CT");
+ esl_alphabet_SetDegeneracy(a, 'M', "AC");
+ esl_alphabet_SetDegeneracy(a, 'K', "GT");
+ esl_alphabet_SetDegeneracy(a, 'S', "CG");
+ esl_alphabet_SetDegeneracy(a, 'W', "AT");
+ esl_alphabet_SetDegeneracy(a, 'H', "ACT");
+ esl_alphabet_SetDegeneracy(a, 'B', "CGT");
+ esl_alphabet_SetDegeneracy(a, 'V', "ACG");
+ esl_alphabet_SetDegeneracy(a, 'D', "AGT");
+
+ if (define_complementarity(a) != eslOK) return NULL;
+ return a;
+}
+
+
+/* create_rna():
+ * Creates a standard RNA alphabet.
+ */
+static ESL_ALPHABET *
+create_rna(void)
+{
+ ESL_ALPHABET *a;
+
+ /* Create the fundamental alphabet
+ */
+ if ((a = esl_alphabet_CreateCustom("ACGU-RYMKSWHBVDN~", 4, 17)) == NULL) return NULL;
+ a->type = eslRNA;
+
+ /* Add desired synonyms in the input map.
+ */
+ esl_alphabet_SetEquiv(a, 'T', 'U'); /* read T as a U */
+ esl_alphabet_SetEquiv(a, 'X', 'N'); /* read X as an N (many seq maskers use X) */
+ esl_alphabet_SetEquiv(a, '_', '-'); /* allow _ as a gap too */
+ esl_alphabet_SetEquiv(a, '.', '-'); /* allow . as a gap too */
+ esl_alphabet_SetCaseInsensitive(a); /* allow lower case input */
+
+ /* Define degenerate symbols.
+ */
+ esl_alphabet_SetDegeneracy(a, 'R', "AG");
+ esl_alphabet_SetDegeneracy(a, 'Y', "CU");
+ esl_alphabet_SetDegeneracy(a, 'M', "AC");
+ esl_alphabet_SetDegeneracy(a, 'K', "GU");
+ esl_alphabet_SetDegeneracy(a, 'S', "CG");
+ esl_alphabet_SetDegeneracy(a, 'W', "AU");
+ esl_alphabet_SetDegeneracy(a, 'H', "ACU");
+ esl_alphabet_SetDegeneracy(a, 'B', "CGU");
+ esl_alphabet_SetDegeneracy(a, 'V', "ACG");
+ esl_alphabet_SetDegeneracy(a, 'D', "AGU");
+
+ if (define_complementarity(a) != eslOK) return NULL;
+ return a;
+}
+
+
+/* create_amino():
+ * Creates a new standard amino acid alphabet.
+ */
+static ESL_ALPHABET *
+create_amino(void)
+{
+ ESL_ALPHABET *a = NULL;
+
+ /* Create the internal alphabet
+ */
+ if ((a = esl_alphabet_CreateCustom("ACDEFGHIKLMNPQRSTVWY-BJZOUX~", 20, 28)) == NULL) return NULL;
+ a->type = eslAMINO;
+
+ /* Add desired synonyms in the input map.
+ */
+ esl_alphabet_SetEquiv(a, '_', '-'); /* allow _ as a gap too */
+ esl_alphabet_SetEquiv(a, '.', '-'); /* allow . as a gap too */
+ esl_alphabet_SetCaseInsensitive(a); /* allow lower case input */
+
+ /* Define IUPAC degenerate symbols other than the X.
+ */
+ esl_alphabet_SetDegeneracy(a, 'B', "ND");
+ esl_alphabet_SetDegeneracy(a, 'J', "IL");
+ esl_alphabet_SetDegeneracy(a, 'Z', "QE");
+
+ /* Define unusual residues as one-to-one degeneracies.
+ */
+ esl_alphabet_SetDegeneracy(a, 'U', "C"); /* selenocysteine is scored as cysteine */
+ esl_alphabet_SetDegeneracy(a, 'O', "K"); /* pyrrolysine is scored as lysine */
+
+ return a;
+}
+
+
+/* Function: esl_alphabet_SetEquiv()
+ * Synopsis: Define an equivalent symbol.
+ * Incept: SRE, Mon Dec 20 10:40:33 2004 [Zaragoza]
+ *
+ * Purpose: Maps an additional input alphabetic symbol <sym> to
+ * an internal alphabet symbol <c>; for example,
+ * we might map T to U for an RNA alphabet, so that we
+ * allow for reading input DNA sequences.
+ *
+ * Args: sym - symbol to allow in the input alphabet; 'T' for example
+ * c - symbol to map <sym> to in the internal alphabet; 'U' for example
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <c> is not in the internal alphabet, or if <sym> is.
+ */
+int
+esl_alphabet_SetEquiv(ESL_ALPHABET *a, char sym, char c)
+{
+ char *sp = NULL;
+ ESL_DSQ x;
+
+ /* Contract checks */
+ if ((sp = strchr(a->sym, sym)) != NULL)
+ ESL_EXCEPTION(eslEINVAL, "symbol %c is already in internal alphabet, can't equivalence it", sym);
+ if ((sp = strchr(a->sym, c)) == NULL)
+ ESL_EXCEPTION(eslEINVAL, "char %c not in the alphabet, can't map to it", c);
+
+ x = sp - a->sym;
+ a->inmap[(int) sym] = x;
+ return eslOK;
+}
+
+/* Function: esl_alphabet_SetCaseInsensitive()
+ * Synopsis: Make an alphabet's input map case-insensitive.
+ * Incept: SRE, Mon Dec 20 15:31:12 2004 [Zaragoza]
+ *
+ * Purpose: Given a custom alphabet <a>, with all equivalences set,
+ * make the input map case-insensitive: for every
+ * letter that is mapped in either lower or upper
+ * case, map the other case to the same internal
+ * residue.
+ *
+ * For the standard alphabets, this is done automatically.
+ *
+ * Args: a - alphabet to make case-insensitive.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslECORRUPT> if any lower/uppercase symbol pairs
+ * are already both mapped to different symbols.
+ */
+int
+esl_alphabet_SetCaseInsensitive(ESL_ALPHABET *a)
+{
+ int lc, uc;
+
+ for (lc = 'a'; lc <= 'z'; lc++)
+ {
+ uc = toupper(lc);
+
+ if (esl_abc_CIsValid(a, lc) && ! esl_abc_CIsValid(a, uc)) a->inmap[uc] = a->inmap[lc];
+ else if (esl_abc_CIsValid(a, uc) && ! esl_abc_CIsValid(a, lc)) a->inmap[lc] = a->inmap[uc];
+ else if (esl_abc_CIsValid(a, lc) && esl_abc_CIsValid(a, uc) && a->inmap[uc] != a->inmap[lc])
+ ESL_EXCEPTION(eslECORRUPT, "symbols %c and %c map differently already (%c vs. %c)",
+ lc, uc, a->inmap[lc], a->inmap[uc]);
+ }
+ return eslOK;
+}
+
+/* Function: esl_alphabet_SetDegeneracy()
+ * Synopsis: Define degenerate symbol in custom alphabet.
+ * Incept: SRE, Mon Dec 20 15:42:23 2004 [Zaragoza]
+ *
+ * Purpose: Given an alphabet under construction,
+ * define the degenerate character <c> to mean
+ * any of the characters in the string <ds>.
+ *
+ * <c> must exist in the digital alphabet, as
+ * one of the optional degenerate residues (<K+1>..<Kp-3>).
+ * All the characters in the <ds> string must exist
+ * in the canonical alphabet (<0>..<K-1>).
+ *
+ * You may not redefine the mandatory all-degenerate character
+ * (typically <N> or <X>; <Kp-2> in the digital alphabet).
+ * It is defined automatically in all alphabets.
+ *
+ * Args: a - an alphabet under construction.
+ * c - degenerate character code; example: 'R'
+ * ds - string of base characters for c; example: "AG"
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <c> or <ds> arguments aren't valid.
+ */
+int
+esl_alphabet_SetDegeneracy(ESL_ALPHABET *a, char c, char *ds)
+{
+ char *sp;
+ ESL_DSQ x,y;
+
+ if ((sp = strchr(a->sym, c)) == NULL)
+ ESL_EXCEPTION(eslEINVAL, "no such degenerate character");
+ x = sp - a->sym;
+
+ /* A degenerate character must have code K+1..Kp-3.
+ * Kp-2, the all-degenerate character, is automatically
+ * created, and can't be remapped.
+ */
+ if (x == a->Kp-2)
+ ESL_EXCEPTION(eslEINVAL, "can't redefine all-degenerate char %c", c);
+ if (x < a->K+1 || x >= a->Kp-1)
+ ESL_EXCEPTION(eslEINVAL, "char %c isn't in expected position in alphabet", c);
+
+ while (*ds != '\0') {
+ if ((sp = strchr(a->sym, *ds)) == NULL) ESL_EXCEPTION(eslEINVAL, "no such base character");
+ y = sp - a->sym;
+ if (! esl_abc_XIsCanonical(a, y)) ESL_EXCEPTION(eslEINVAL, "can't map degeneracy to noncanonical character");
+
+ a->degen[x][y] = 1;
+ a->ndegen[x]++;
+ ds++;
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_alphabet_SetIgnored()
+ * Synopsis: Define a set of characters to be ignored in input.
+ * Incept: SRE, Tue Sep 19 15:08:27 2006 [Janelia]
+ *
+ * Purpose: Given an alphabet <a> (either standard or custom), define
+ * all the characters in string <ignoredchars> to be
+ * unmapped: valid, but ignored when converting input text.
+ *
+ * By default, the standard alphabets do not define any
+ * ignored characters.
+ *
+ * The most common ignored characters would be space, tab,
+ * and digits, to skip silently over whitespace and
+ * sequence coordinates when parsing loosely-defined
+ * sequence file formats.
+ *
+ * Args: a - alphabet to modify
+ * ignoredchars - string listing characters to ignore; i.e. " \t"
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_alphabet_SetIgnored(ESL_ALPHABET *a, const char *ignoredchars)
+{
+ int i;
+ for (i = 0; ignoredchars[i] != '\0'; i++) a->inmap[(int)ignoredchars[i]] = eslDSQ_IGNORED;
+ return eslOK;
+}
+
+
+/* Function: esl_alphabet_Destroy()
+ * Synopsis: Frees an alphabet object.
+ * Incept: SRE, Mon Dec 20 10:27:23 2004 [Zaragoza]
+ *
+ * Purpose: Free's an <ESL_ALPHABET> structure.
+ *
+ * Args: a - the <ESL_ALPHABET> to free.
+ *
+ * Returns: (void).
+ */
+void
+esl_alphabet_Destroy(ESL_ALPHABET *a)
+{
+ if (a == NULL) return;
+
+ if (a->sym != NULL) free(a->sym);
+ if (a->ndegen != NULL) free(a->ndegen);
+ if (a->degen != NULL)
+ {
+ if (a->degen[0] != NULL) free(a->degen[0]);
+ free(a->degen);
+ }
+ if (a->complement != NULL) free(a->complement);
+ free(a);
+}
+/*--------------- end, ESL_ALPHABET object ----------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 2. Digitized sequences (ESL_DSQ *)
+ *****************************************************************/
+/* Design note: SRE, Mon Sep 18 09:11:41 2006
+ *
+ * An ESL_DSQ is considered to a special string type, equivalent to
+ * <char *>, and is not considered to be an Easel "object". Thus it
+ * does not have a standard object API. Rather, the caller deals with
+ * an ESL_DSQ directly: allocate for <(L+2)*sizeof(ESL_DSQ)> to leave
+ * room for sentinels at <0> and <L+1>.
+ *
+ * Additionally, an ESL_DSQ is considered to be "trusted"
+ * data: we're 'guaranteed' that anything in an ESL_DSQ is a valid
+ * symbol, so we don't need to error-check. Anything else is a programming
+ * error.
+ */
+
+/* Function: esl_abc_CreateDsq()
+ * Synopsis: Digitizes a sequence into new space.
+ * Incept: SRE, Mon Sep 18 09:15:02 2006 [Janelia]
+ *
+ * Purpose: Given an alphabet <a> and an ASCII sequence <seq>,
+ * digitize the sequence into newly allocated space, and
+ * return a pointer to that space in <ret_dsq>.
+ *
+ * Args: a - internal alphabet
+ * seq - text sequence to be digitized
+ * ret_dsq - RETURN: the new digital sequence
+ *
+ * Returns: <eslOK> on success, and <ret_dsq> contains the digitized
+ * sequence; caller is responsible for free'ing this
+ * memory. Returns <eslEINVAL> if <seq> contains
+ * one or more characters that are not in the input map of
+ * alphabet <a>. If this happens, <ret_dsq> is still valid upon
+ * return: invalid characters are replaced by full ambiguities
+ * (typically X or N).
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: STL11/63
+ */
+int
+esl_abc_CreateDsq(const ESL_ALPHABET *a, const char *seq, ESL_DSQ **ret_dsq)
+{
+ ESL_DSQ *dsq = NULL;
+ int status;
+ int64_t L;
+
+ L = strlen(seq);
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ status = esl_abc_Digitize(a, seq, dsq);
+
+ if (ret_dsq != NULL) *ret_dsq = dsq; else free(dsq);
+ return status;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ if (ret_dsq != NULL) *ret_dsq = NULL;
+ return status;
+}
+
+
+/* Function: esl_abc_Digitize()
+ * Synopsis: Digitizes a sequence into existing space.
+ * Incept: SRE, Sun Aug 27 11:18:56 2006 [Leesburg]
+ *
+ * Purpose: Given an alphabet <a> and a nul-terminated ASCII sequence
+ * <seq>, digitize the sequence and put it in <dsq>. Caller
+ * provides space in <dsq> allocated for at least <L+2>
+ * <ESL_DSQ> residues, where <L> is the length of <seq>.
+ *
+ * Args: a - internal alphabet
+ * seq - text sequence to be digitized (\0-terminated)
+ * dsq - RETURN: the new digital sequence (caller allocates,
+ * at least <(L+2) * sizeof(ESL_DSQ)>).
+ *
+ * Returns: <eslOK> on success.
+ * Returns <eslEINVAL> if <seq> contains one or more characters
+ * that are not recognized in the alphabet <a>. (This is classed
+ * as a normal error, because the <seq> may be untrusted user input.)
+ * If this happens, the digital sequence <dsq> is still valid upon
+ * return; invalid ASCII characters are replaced by ambiguities
+ * (X or N).
+ */
+int
+esl_abc_Digitize(const ESL_ALPHABET *a, const char *seq, ESL_DSQ *dsq)
+{
+ int status;
+ int64_t i; /* position in seq */
+ int64_t j; /* position in dsq */
+ ESL_DSQ x;
+
+ status = eslOK;
+ dsq[0] = eslDSQ_SENTINEL;
+ for (i = 0, j = 1; seq[i] != '\0'; i++)
+ {
+ x = a->inmap[(int) seq[i]];
+ if (x == eslDSQ_IGNORED) continue;
+
+ if (esl_abc_XIsValid(a, x))
+ dsq[j] = x;
+ else
+ {
+ status = eslEINVAL;
+ dsq[j] = esl_abc_XGetUnknown(a);
+ }
+ j++;
+ }
+ dsq[j] = eslDSQ_SENTINEL;
+ return status;
+}
+
+/* Function: esl_abc_Textize()
+ * Synopsis: Convert digital sequence to text.
+ * Incept: SRE, Sun Aug 27 11:14:58 2006 [Leesburg]
+ *
+ * Purpose: Make an ASCII sequence <seq> by converting a digital
+ * sequence <dsq> of length <L> back to text, according to
+ * the digital alphabet <a>.
+ *
+ * Caller provides space in <seq> allocated for at least
+ * <L+1> bytes (<(L+1) * sizeof(char)>).
+ *
+ * Args: a - internal alphabet
+ * dsq - digital sequence to be converted (1..L)
+ * L - length of dsq
+ * seq - RETURN: the new text sequence (caller allocated
+ * space, at least <(L+1) * sizeof(char)>).
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_abc_Textize(const ESL_ALPHABET *a, const ESL_DSQ *dsq, int64_t L, char *seq)
+{
+ int64_t i;
+
+ for (i = 0; i < L; i++)
+ seq[i] = a->sym[dsq[i+1]];
+ seq[i] = '\0';
+ return eslOK;
+}
+
+
+/* Function: esl_abc_TextizeN()
+ * Synopsis: Convert subsequence from digital to text.
+ * Incept: SRE, Tue Sep 5 09:28:38 2006 [Janelia] STL11/54.
+ *
+ * Purpose: Similar in semantics to <strncpy()>, this procedure takes
+ * a window of <L> residues in a digitized sequence
+ * starting at the residue pointed to by <dptr>,
+ * converts them to ASCII text representation, and
+ * copies them into the buffer <buf>.
+ *
+ * <buf> must be at least <L> residues long; <L+1>, if the
+ * caller needs to NUL-terminate it.
+ *
+ * If a sentinel byte is encountered in the digitized
+ * sequence before <L> residues have been copied, <buf> is
+ * NUL-terminated there. Otherwise, like <strncpy()>, <buf>
+ * will not be NUL-terminated.
+ *
+ * Note that because digital sequences are indexed <1..N>,
+ * not <0..N-1>, the caller must be careful about
+ * off-by-one errors in <dptr>. For example, to copy from
+ * the first residue of a digital sequence <dsq>, you must
+ * pass <dptr=dsq+1>, not <dptr=dsq>. The text in <buf>
+ * on the other hand is a normal C string indexed <0..L-1>.
+ *
+ * Args: a - reference to an internal alphabet
+ * dptr - ptr to starting residue in a digital sequence
+ * L - number of residues to convert and copy
+ * buf - text buffer to store the <L> converted residues in
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_abc_TextizeN(const ESL_ALPHABET *a, const ESL_DSQ *dptr, int64_t L, char *buf)
+{
+ int64_t i;
+
+ for (i = 0; i < L; i++)
+ {
+ if (dptr[i] == eslDSQ_SENTINEL)
+ {
+ buf[i] = '\0';
+ return eslOK;
+ }
+ buf[i] = a->sym[dptr[i]];
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_abc_dsqcpy()
+ * Incept: SRE, Fri Feb 23 08:45:10 2007 [Casa de Gatos]
+ *
+ * Purpose: Given a digital sequence <dsq> of length <L>,
+ * make a copy of it in <dcopy>. Caller provides
+ * storage in <dcopy> for at least <L+2> <ESL_DSQ>
+ * residues.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_abc_dsqcpy(const ESL_DSQ *dsq, int64_t L, ESL_DSQ *dcopy)
+{
+ memcpy(dcopy, dsq, sizeof(ESL_DSQ) * (L+2));
+ return eslOK;
+}
+
+
+/* Function: esl_abc_dsqdup()
+ * Synopsis: Duplicate a digital sequence.
+ * Incept: SRE, Tue Aug 29 13:51:05 2006 [Janelia]
+ *
+ * Purpose: Like <esl_strdup()>, but for digitized sequences:
+ * make a duplicate of <dsq> and leave it in <ret_dup>.
+ * Caller can pass the string length <L> if it's known, saving
+ * some overhead; else pass <-1> and the length will be
+ * determined for you.
+ *
+ * Tolerates <dsq> being <NULL>; in which case, returns
+ * <eslOK> with <*ret_dup> set to <NULL>.
+ *
+ * Args: dsq - digital sequence to duplicate (w/ sentinels at 0,L+1)
+ * L - length of dsq in residues, if known; -1 if unknown
+ * ret_dup - RETURN: allocated duplicate of <dsq>, which caller will
+ * free.
+ *
+ * Returns: <eslOK> on success, and leaves a pointer in <ret_dup>.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: STL11/48
+ */
+int
+esl_abc_dsqdup(const ESL_DSQ *dsq, int64_t L, ESL_DSQ **ret_dup)
+{
+ int status;
+ ESL_DSQ *new = NULL;
+
+ if (ret_dup == NULL) return eslOK; /* no-op. */
+
+ *ret_dup = NULL;
+ if (dsq == NULL) return eslOK;
+ if (L < 0) L = esl_abc_dsqlen(dsq);
+
+ ESL_ALLOC(new, sizeof(ESL_DSQ) * (L+2));
+ memcpy(new, dsq, sizeof(ESL_DSQ) * (L+2));
+
+ *ret_dup = new;
+ return eslOK;
+
+ ERROR:
+ if (new != NULL) free(new);
+ if (ret_dup != NULL) *ret_dup = NULL;
+ return status;
+}
+
+
+/* Function: esl_abc_dsqcat()
+ * Synopsis: Concatenate digital sequences.
+ * Incept: SRE, Tue Aug 29 14:01:59 2006 [Janelia]
+ *
+ * Purpose: Like <esl_strcat()>, except specialized for digitizing a
+ * biosequence text string and appending it to a growing
+ * digital sequence. The growing digital sequence is <dsq>,
+ * currently of length <L> residues; we append <s> to it,
+ * of length <n> symbols, after digitization. Upon return,
+ * <dsq> has been reallocated and <L> is set to the new
+ * length (which is why both must be passed by reference).
+ *
+ * Note that the final <L> is not necessarily the initial
+ * <L> plus <n>, because the text string <s> may contain
+ * symbols that are defined to be ignored
+ * (<eslDSQ_IGNORED>) in the input map of this alphabet.
+ * (The final <L> is guaranteed to be $\leq$ <L+n> though.>
+ *
+ * If the initial <L> is unknown, pass <-1>, and it will be
+ * determined by counting the residues in <dsq>.
+ *
+ * Similarly, if <n> is unknown, pass <-1> and it will be
+ * determined by counting the symbols in <s>
+ *
+ * <dsq> may be <NULL>, in which case this call is
+ * equivalent to an allocation and digitization just of
+ * <s>.
+ *
+ * <s> may also be <NULL>, in which case <dsq> is
+ * unmodified; <L> would be set to the correct length of
+ * <dsq> if it was passed as <-1> (unknown).
+ *
+ * Args: abc - digital alphabet to use
+ * dsq - reference to the current digital seq to append to
+ * (with sentinel bytes at 0,L+1); may be <NULL>.
+ * Upon return, this will probably have
+ * been reallocated, and it will contain the original
+ * <dsq> with <s> digitized and appended.
+ * L - reference to the current length of <dsq> in residues;
+ * may be <-1> if unknown. Upon return, <L> is set to
+ * the new length of <dsq>, after <s> is appended.
+ * s - NUL-terminated ASCII text sequence to append. May
+ * contain ignored text characters (flagged with
+ * <eslDSQ_IGNORED> in the input map of alphabet <abc>).
+ * n - Length of <s> in characters, if known; or <-1> if
+ * unknown.
+ *
+ * Returns: <eslOK> on success; <dsq> contains the result of digitizing
+ * and appending <s> to the original <dsq>; and <L> contains
+ * the new length of the <dsq> result in residues.
+ *
+ * If any of the characters in <s> are illegal in the alphabet
+ * <abc>, these characters are digitized as unknown residues,
+ * and the function returns <eslEINVAL>. The caller might want
+ * to call <esl_abc_ValidateSeq()> on <s> if it wants to figure
+ * out where digitization goes awry and get a more informative
+ * error report. This is a normal error, because the string <s>
+ * might be user input.
+ *
+ * Throws: <eslEMEM> on allocation or reallocation failure;
+ *
+ * Xref: STL11/48.
+ */
+int
+esl_abc_dsqcat(const ESL_ALPHABET *a, ESL_DSQ **dsq, int64_t *L, const char *s, int64_t n)
+{
+ int status;
+ void *p;
+ int64_t newL;
+ int64_t xpos, cpos;
+ ESL_DSQ x;
+
+ if (*L < 0) newL = ((*dsq == NULL) ? 0 : esl_abc_dsqlen(*dsq));
+ else newL = *L;
+
+ if (n < 0) n = ((s == NULL) ? 0 : strlen(s));
+
+ /* below handles weird case of empty s (including empty dsq and empty s):
+ * just hand dsq and its length right back to the caller.
+ */
+ if (n == 0) { *L = newL; return eslOK; }
+
+ if (*dsq == NULL) { /* an entirely new dsq must be allocated *and* initialized with left sentinel. */
+ ESL_ALLOC(*dsq, sizeof(ESL_DSQ) * (n+2));
+ (*dsq)[0] = eslDSQ_SENTINEL;
+ } else /* else, existing dsq is just reallocated; left sentinel already in place. */
+ ESL_RALLOC(*dsq, p, sizeof(ESL_DSQ) * (newL+n+2)); /* most we'll need */
+
+ /* Watch these coords. Start in the 0..n-1 text string at 0;
+ * start in the 1..L dsq at L+1, overwriting its terminal
+ * sentinel byte.
+ */
+ status = eslOK;
+ for (xpos = newL+1, cpos = 0; s[cpos] != '\0'; cpos++)
+ {
+ x = a->inmap[(int) s[cpos]];
+ if (esl_abc_XIsValid(a, x))
+ (*dsq)[xpos++] = x;
+ else if (x == eslDSQ_IGNORED)
+ ;
+ else
+ {
+ (*dsq)[xpos++] = esl_abc_XGetUnknown(a);
+ status = eslEINVAL;
+ }
+ }
+ (*dsq)[xpos] = eslDSQ_SENTINEL;
+ *L = xpos-1;
+ return status;
+
+ ERROR:
+ *L = newL;
+ return status;
+}
+
+/* Function: esl_abc_dsqlen()
+ * Synopsis: Returns the length of a digital sequence.
+ * Incept: SRE, Tue Aug 29 13:49:02 2006 [Janelia]
+ *
+ * Purpose: Returns the length of digitized sequence <dsq> in
+ * positions (including gaps, if any). The <dsq> must be
+ * properly terminated by a sentinel byte
+ * (<eslDSQ_SENTINEL>).
+ */
+int64_t
+esl_abc_dsqlen(const ESL_DSQ *dsq)
+{
+ int64_t n = 0;
+ while (dsq[n+1] != eslDSQ_SENTINEL) n++;
+ return n;
+}
+
+/* Function: esl_abc_dsqrlen()
+ * Synopsis: Returns the number of residues in a digital seq.
+ * Incept: SRE, Sat Nov 4 09:41:40 2006 [Janelia]
+ *
+ * Purpose: Returns the unaligned length of digitized sequence
+ * <dsq>, in residues, not counting any gaps or
+ * missing data symbols.
+ */
+int64_t
+esl_abc_dsqrlen(const ESL_ALPHABET *abc, const ESL_DSQ *dsq)
+{
+ int64_t n = 0;
+ int64_t i;
+
+ for (i = 1; dsq[i] != eslDSQ_SENTINEL; i++)
+ if (esl_abc_XIsResidue(abc, dsq[i])) n++;
+ return n;
+}
+
+/* Function: esl_abc_CDealign()
+ * Synopsis: Dealigns a text string, using a reference digital aseq.
+ * Incept: SRE, Sun Mar 30 13:14:05 2008 [Casa de Gatos]
+ *
+ * Purpose: Dealigns <s> in place by removing characters aligned to
+ * gaps in the reference digital aligned sequence
+ * <ref_ax>. Gaps in <ref_ax> are defined by its digital
+ * alphabet <abc>.
+ *
+ * <s> is typically going to be some kind of textual
+ * annotation string (secondary structure, consensus, or
+ * surface accessibility).
+ *
+ * Be supercareful of off-by-one errors here! The <ref_ax>
+ * is a digital sequence that is indexed <1..L>. The
+ * annotation string <s> is assumed to be <0..L-1> (a
+ * normal C string), off by one with respect to <ref_ax>.
+ * In a sequence object, ss annotation is actually stored
+ * <1..L> -- so if you're going to <esl_abc_CDealign()> a
+ * <sq->ss>, pass <sq->ss+1> as the argument <s>.
+ *
+ * Returns: Returns <eslOK> on success; optionally returns the number
+ * of characters in the dealigned <s> in <*opt_rlen>.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_abc_CDealign(const ESL_ALPHABET *abc, char *s, const ESL_DSQ *ref_ax, int64_t *opt_rlen)
+{
+ int64_t apos;
+ int64_t n = 0;
+
+ if (s == NULL) return eslOK;
+
+ for (n=0, apos=1; ref_ax[apos] != eslDSQ_SENTINEL; apos++)
+ if (! esl_abc_XIsGap(abc, ref_ax[apos]))
+ s[n++] = s[apos-1]; /* apos-1 because we assume s was 0..alen-1, whereas ref_ax was 1..alen */
+ s[n] = '\0';
+
+ if (opt_rlen != NULL) *opt_rlen = n;
+ return eslOK;
+}
+
+/* Function: esl_abc_XDealign()
+ * Synopsis: Dealigns a digital string, using a reference digital aseq.
+ * Incept: SRE, Sun Mar 30 13:19:16 2008 [Casa de Gatos]
+ *
+ * Purpose: Dealigns <x> in place by removing characters aligned to
+ * gaps in the reference digital aligned sequence
+ * <ref_ax>. Gaps in <ref_ax> are defined by its digital
+ * alphabet <abc>.
+ *
+ * Returns: Returns <eslOK> on success; optionally returns the number
+ * of characters in the dealigned <x> in <*opt_rlen>.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_abc_XDealign(const ESL_ALPHABET *abc, ESL_DSQ *x, const ESL_DSQ *ref_ax, int64_t *opt_rlen)
+{
+ int64_t apos;
+ int64_t n = 0;
+
+ if (x == NULL) return eslOK;
+
+ x[0] = eslDSQ_SENTINEL;
+ for (n=1, apos=1; ref_ax[apos] != eslDSQ_SENTINEL; apos++)
+ if (! esl_abc_XIsGap(abc, ref_ax[apos]))
+ x[n++] = x[apos];
+ x[n] = eslDSQ_SENTINEL;
+
+ if (opt_rlen != NULL) *opt_rlen = n-1;
+ return eslOK;
+}
+
+/*-------------- end, digital sequences (ESL_DSQ) ---------------*/
+
+
+/*****************************************************************
+ * 3. Other routines in the API.
+ *****************************************************************/
+
+/* Function: esl_abc_GuessAlphabet()
+ * Synopsis: Guess alphabet type from residue composition.
+ * Incept: SRE, Wed May 16 11:08:29 2007 [Janelia]
+ *
+ * Purpose: Guess the alphabet type from a residue composition.
+ * The input <ct[0..25]> array contains observed counts of
+ * the letters A..Z, case-insensitive.
+ *
+ * Provided that the compositions contains more than 10
+ * residues, the composition is called <eslDNA> if it
+ * consists only of the residues ACGTN and all four of ACGT
+ * occur (and analogously for <eslRNA>, ACGU$+$N); and it
+ * calls the sequence <eslAMINO> either if it contains an
+ * amino-specific letter (EFIJLOPQZ), or if it contains at
+ * least 15 of the 20 canonical amino acids and consists
+ * only of canonical amino acids or X.
+ *
+ *
+ * Returns: <eslOK> on success, and <*ret_type> is set to
+ * <eslAMINO>, <eslRNA>, or <eslDNA>.
+ *
+ * Returns <eslEAMBIGUOUS> if unable to determine the
+ * alphabet type; in this case, <*ret_type> is set to
+ * <eslUNKNOWN>.
+ */
+int
+esl_abc_GuessAlphabet(const int64_t *ct, int *ret_type)
+{
+ int type = eslUNKNOWN;
+ char aaonly[] = "EFIJLOPQZ";
+ char allcanon[] = "ACG";
+ char aacanon[] = "DHKMRSVWY";
+ int64_t n1, n2, n3, nn, nt, nu, nx, n; /* n's are counts */
+ int x1, x2, x3, xn, xt, xu; /* x's are how many different residues are represented */
+ int i, x;
+
+ x1 = x2 = x3 = xn = xt = xu = 0;
+ n1 = n2 = n3 = n = 0;
+ for (i = 0; i < 26; i++) n += ct[i];
+ for (i = 0; aaonly[i] != '\0'; i++) { x = ct[aaonly[i] - 'A']; if (x > 0) { n1 += x; x1++; } }
+ for (i = 0; allcanon[i] != '\0'; i++) { x = ct[allcanon[i] - 'A']; if (x > 0) { n2 += x; x2++; } }
+ for (i = 0; aacanon[i] != '\0'; i++) { x = ct[aacanon[i] - 'A']; if (x > 0) { n3 += x; x3++; } }
+ nt = ct['T' - 'A']; xt = (nt > 0) ? 1 : 0;
+ nu = ct['U' - 'A']; xu = (nu > 0) ? 1 : 0;
+ nx = ct['X' - 'A'];
+ nn = ct['N' - 'A'];
+
+ if (n <= 10) type = eslUNKNOWN;
+ else if (n1 > 0) type = eslAMINO; /* contains giveaway, aa-only chars */
+ else if (n2+nt+nn == n && x2+xt == 4) type = eslDNA; /* all DNA canon (or N), all four seen */
+ else if (n2+nu+nn == n && x2+xu == 4) type = eslRNA; /* all RNA canon (or N), all four seen */
+ else if (n1+n2+n3+nn+nt+nx == n && n3>n2 && x1+x2+x3+xn+xt >= 15) type = eslAMINO; /* all aa canon (or X); more aa canon than ambig; all 20 seen */
+
+ *ret_type = type;
+ if (type == eslUNKNOWN) return eslEAMBIGUOUS;
+ else return eslOK;
+}
+
+
+
+/* Function: esl_abc_Match()
+ * Synopsis: Returns the probability that two symbols match.
+ * Incept: SRE, Sun Sep 17 11:46:32 2006 [Janelia]
+ *
+ * Purpose: Given two digital symbols <x> and <y> in alphabet
+ * <abc>, calculate and return the probability that
+ * <x> and <y> match, taking degenerate residue codes
+ * into account.
+ *
+ * If <p> residue probability vector is NULL, the
+ * calculation is a simple average. For example, for DNA,
+ * R/A gives 0.5, C/N gives 0.25, N/R gives 0.25, R/R gives
+ * 0.5.
+ *
+ * If <p> residue probability vector is non-NULL, it gives
+ * a 0..K-1 array of background frequencies, and the
+ * returned match probability is an expectation (weighted
+ * average) given those residue frequencies.
+ *
+ * <x> and <y> should only be residue codes. Any other
+ * comparison, including comparisons involving gap or
+ * missing data characters, or even comparisons involving
+ * illegal digital codes, returns 0.0.
+ *
+ * Note that comparison of residues from "identical"
+ * sequences (even a self-comparison) will not result in an
+ * identity of 1.0, if the sequence(s) contain degenerate
+ * residue codes.
+ *
+ * Args: abc - digtal alphabet to use
+ * x,y - two symbols to compare
+ * p - NULL, or background probabilities of the
+ * canonical residues in this alphabet [0..K-1]
+ *
+ * Returns: the probability of an identity (match) between
+ * residues <x> and <y>.
+ */
+double
+esl_abc_Match(const ESL_ALPHABET *abc, ESL_DSQ x, ESL_DSQ y, double *p)
+{
+ int i;
+ double prob;
+ double sx, sy;
+
+ /* Easy cases */
+ if (esl_abc_XIsCanonical(abc, x) && esl_abc_XIsCanonical(abc, y))
+ {
+ if (x==y) return 1.0; else return 0.0;
+ }
+ if ( ! esl_abc_XIsResidue(abc, x) || ! esl_abc_XIsResidue(abc, x)) return 0.0;
+
+ /* Else, we have at least one degenerate residue, so calc an average or expectation.
+ */
+ if (p != NULL)
+ {
+ prob = sx = sy = 0.;
+ for (i = 0; i < abc->K; i++)
+ {
+ if (abc->degen[(int)x][i]) sx += p[i];
+ if (abc->degen[(int)y][i]) sy += p[i];
+ if (abc->degen[(int)x][i] && abc->degen[(int)x][i]) prob += p[i] * p[i];
+ }
+ prob = prob / (sx*sy);
+ }
+ else
+ {
+ double uniformp = 1. / (double) abc->K;
+ prob = sx = sy = 0.;
+ for (i = 0; i < abc->K; i++)
+ {
+ if (abc->degen[(int)x][i]) sx += uniformp;
+ if (abc->degen[(int)y][i]) sy += uniformp;
+ if (abc->degen[(int)x][i] && abc->degen[(int)x][i]) prob += uniformp * uniformp;
+ }
+ prob = prob / (sx*sy);
+ }
+ return prob;
+}
+
+
+
+/* Function: esl_abc_IAvgScore()
+ * Synopsis: Returns average score for degenerate residue.
+ * Incept: SRE, Tue Dec 21 10:53:57 2004 [Zaragoza]
+ *
+ * Purpose: Given a residue code <x> in alphabet <a>, and an array of
+ * integer scores <sc> for the residues in the base
+ * alphabet, calculate and return the average score
+ * (rounded to nearest integer).
+ *
+ * <x> would usually be a degeneracy code, but it
+ * may also be a canonical residue. It must not
+ * be a gap, missing data, or illegal symbol; if it
+ * is, these functions return a score of 0 without
+ * raising an error.
+ *
+ * <esl_abc_FAvgScore()> and <esl_abc_DAvgScore()> do the
+ * same, but for float and double scores instead of integers
+ * (and for real-valued scores, no rounding is done).
+ *
+ * Args: a - digital alphabet to use
+ * x - a symbol to score
+ * sc - score vector for canonical residues [0..K-1]
+ *
+ * Returns: average score for symbol <x>
+ */
+int
+esl_abc_IAvgScore(const ESL_ALPHABET *a, ESL_DSQ x, const int *sc)
+{
+ float result = 0.;
+ int i;
+
+ if (! esl_abc_XIsResidue(a, x)) return 0;
+ for (i = 0; i < a->K; i++)
+ if (a->degen[(int) x][i]) result += (float) sc[i];
+ result /= (float) a->ndegen[(int) x];
+ if (result < 0) return (int) (result - 0.5);
+ else return (int) (result + 0.5);
+}
+float
+esl_abc_FAvgScore(const ESL_ALPHABET *a, ESL_DSQ x, const float *sc)
+{
+ float result = 0.;
+ int i;
+
+ if (! esl_abc_XIsResidue(a, x)) return 0.;
+ for (i = 0; i < a->K; i++)
+ if (a->degen[(int) x][i]) result += sc[i];
+ result /= (float) a->ndegen[(int) x];
+ return result;
+}
+double
+esl_abc_DAvgScore(const ESL_ALPHABET *a, ESL_DSQ x, const double *sc)
+{
+ double result = 0.;
+ int i;
+
+ if (! esl_abc_XIsResidue(a, x)) return 0.;
+ for (i = 0; i < a->K; i++)
+ if (a->degen[(int) x][i]) result += sc[i];
+ result /= (double) a->ndegen[(int) x];
+ return result;
+}
+
+
+/* Function: esl_abc_IExpectScore()
+ * Synopsis: Returns expected score for degenerate residue.
+ * Incept: SRE, Tue Dec 21 11:02:46 2004 [Zaragoza]
+ *
+ * Purpose: Given a residue code <x> in alphabet <a>, an
+ * array of integer scores <sc> for the residues in the base
+ * alphabet, and background frequencies <p> for the
+ * occurrence frequencies of the residues in the base
+ * alphabet, calculate and return the expected score
+ * (weighted by the occurrence frequencies <p>).
+ *
+ * <x> would usually be a degeneracy code, but it
+ * may also be a canonical residue. It must not
+ * be a gap, missing data, or illegal symbol; if it
+ * is, these functions return a score of 0 without
+ * raising an error.
+ *
+ * <esl_abc_FExpectScore()> and <esl_abc_DExpectScore()> do the
+ * same, but for float and double scores instead of integers
+ * (for real-valued scores, no rounding is done).
+ *
+ * Args: a - digital alphabet to use
+ * x - a symbol to score
+ * sc - score vector for canonical residues [0..K-1]
+ * p - background prob's of canonicals [0..K-1]
+ *
+ * Returns: average score for symbol <x>
+ */
+int
+esl_abc_IExpectScore(const ESL_ALPHABET *a, ESL_DSQ x, const int *sc, const float *p)
+{
+ float result = 0.;
+ float denom = 0.;
+ int i;
+
+ if (! esl_abc_XIsResidue(a, x)) return 0;
+ for (i = 0; i < a->K; i++)
+ if (a->degen[(int) x][i]) {
+ result += (float) sc[i] * p[i];
+ denom += p[i];
+ }
+ result /= denom;
+ if (result < 0) return (int) (result - 0.5);
+ else return (int) (result + 0.5);
+}
+float
+esl_abc_FExpectScore(const ESL_ALPHABET *a, ESL_DSQ x, const float *sc, const float *p)
+{
+ float result = 0.;
+ float denom = 0.;
+ int i;
+
+ if (! esl_abc_XIsResidue(a, x)) return 0.;
+ for (i = 0; i < a->K; i++)
+ if (a->degen[(int) x][i]) {
+ result += sc[i] * p[i];
+ denom += p[i];
+ }
+ result /= denom;
+ return result;
+}
+double
+esl_abc_DExpectScore(const ESL_ALPHABET *a, ESL_DSQ x, const double *sc, const double *p)
+{
+ double result = 0.;
+ double denom = 0.;
+ int i;
+
+ if (! esl_abc_XIsResidue(a, x)) return 0.;
+ for (i = 0; i < a->K; i++)
+ if (a->degen[(int) x][i]) {
+ result += sc[i] * p[i];
+ denom += p[i];
+ }
+ result /= denom;
+ return result;
+}
+
+/* Function: esl_abc_IAvgScVec()
+ * Synopsis: Fill out score vector with average degenerate scores.
+ * Incept: SRE, Thu Apr 6 12:12:25 2006 [AA890 enroute to Boston]
+ *
+ * Purpose: Given an alphabet <a> and a score vector <sc> of length
+ * <a->Kp> that contains integer scores for the base
+ * alphabet (<0..a->K-1>), fill out the rest of the score
+ * vector, calculating average scores for
+ * degenerate residues using <esl_abc_IAvgScore()>.
+ *
+ * The score, if any, for a gap character <K> and the missing
+ * data character <Kp-1> are untouched by this function. Only
+ * the degenerate scores <K+1..Kp-2> are filled in.
+ *
+ * <esl_abc_FAvgScVec()> and <esl_abc_DAvgScVec()> do
+ * the same, but for score vectors of floats or doubles,
+ * respectively.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_abc_IAvgScVec(const ESL_ALPHABET *a, int *sc)
+{
+ ESL_DSQ x;
+ for (x = a->K+1; x <= a->Kp-2; x++)
+ sc[x] = esl_abc_IAvgScore(a, x, sc);
+ return eslOK;
+}
+int
+esl_abc_FAvgScVec(const ESL_ALPHABET *a, float *sc)
+{
+ ESL_DSQ x;
+ for (x = a->K+1; x <= a->Kp-2; x++)
+ sc[x] = esl_abc_FAvgScore(a, x, sc);
+ return eslOK;
+}
+int
+esl_abc_DAvgScVec(const ESL_ALPHABET *a, double *sc)
+{
+ ESL_DSQ x;
+ for (x = a->K+1; x <= a->Kp-2; x++)
+ sc[x] = esl_abc_DAvgScore(a, x, sc);
+ return eslOK;
+}
+
+/* Function: esl_abc_IExpectScVec()
+ * Synopsis: Fill out score vector with average expected scores.
+ * Incept: SRE, Thu Apr 6 12:23:52 2006 [AA 890 enroute to Boston]
+ *
+ * Purpose: Given an alphabet <a>, a score vector <sc> of length
+ * <a->Kp> that contains integer scores for the base
+ * alphabet (<0..a->K-1>), and residue occurrence probabilities
+ * <p[0..a->K-1]>; fill in the scores for the
+ * degenerate residues <K+1..Kp-2> using <esl_abc_IExpectScore()>.
+ *
+ * The score, if any, for a gap character <K> and the missing
+ * data character <Kp-1> are untouched by this function. Only
+ * the degenerate scores <K+1..Kp-2> are filled in.
+ *
+ * <esl_abc_FExpectScVec()> and <esl_abc_DExpectScVec()> do
+ * the same, but for score vectors of floats or doubles,
+ * respectively. The probabilities <p> are floats for the
+ * integer and float versions, and doubles for the double
+ * version.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_abc_IExpectScVec(const ESL_ALPHABET *a, int *sc, const float *p)
+{
+ ESL_DSQ x;
+ for (x = a->K+1; x <= a->Kp-2; x++)
+ sc[x] = esl_abc_IExpectScore(a, x, sc, p);
+ return eslOK;
+}
+int
+esl_abc_FExpectScVec(const ESL_ALPHABET *a, float *sc, const float *p)
+{
+ ESL_DSQ x;
+ for (x = a->K+1; x <= a->Kp-2; x++)
+ sc[x] = esl_abc_FExpectScore(a, x, sc, p);
+ return eslOK;
+}
+int
+esl_abc_DExpectScVec(const ESL_ALPHABET *a, double *sc, const double *p)
+{
+ ESL_DSQ x;
+ for (x = a->K+1; x <= a->Kp-2; x++)
+ sc[x] = esl_abc_DExpectScore(a, x, sc, p);
+ return eslOK;
+}
+
+
+/* Function: esl_abc_FCount()
+ * Synopsis: Count a degenerate symbol into a count vector.
+ * Incept: SRE, Wed Apr 12 17:16:35 2006 [St. Louis]
+ *
+ * Purpose: Count a possibly degenerate digital symbol <x> (0..Kp-1)
+ * into a counts array <ct> for base symbols (0..K-1).
+ * Assign the symbol a weight of <wt> (often just 1.0).
+ * The count weight of a degenerate symbol is divided equally
+ * across the possible base symbols.
+ *
+ * <x> can be a gap; if so, <ct> must be allocated 0..K,
+ * not 0..K-1. If <x> is a missing data symbol, nothing
+ * is done.
+ *
+ * <esl_abc_DCount()> does the same, but for double-precision
+ * count vectors and weights.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_abc_FCount(const ESL_ALPHABET *abc, float *ct, ESL_DSQ x, float wt)
+{
+ ESL_DSQ y;
+
+ if (esl_abc_XIsCanonical(abc, x) || esl_abc_XIsGap(abc, x))
+ ct[x] += wt;
+ else if (esl_abc_XIsMissing(abc, x))
+ return eslOK;
+ else
+ for (y = 0; y < abc->K; y++) {
+ if (abc->degen[x][y])
+ ct[y] += wt / (float) abc->ndegen[x];
+ }
+ return eslOK;
+}
+int
+esl_abc_DCount(const ESL_ALPHABET *abc, double *ct, ESL_DSQ x, double wt)
+{
+ ESL_DSQ y;
+
+ if (esl_abc_XIsCanonical(abc, x) || esl_abc_XIsGap(abc, x))
+ ct[x] += wt;
+ else if (esl_abc_XIsMissing(abc, x))
+ return eslOK;
+ else
+ for (y = 0; y < abc->K; y++) {
+ if (abc->degen[x][y])
+ ct[y] += wt / (double) abc->ndegen[x];
+ }
+ return eslOK;
+}
+
+/* Function: esl_abc_DescribeType()
+ * Synopsis: Returns descriptive string for alphabet type code.
+ * Incept: SRE, Wed Apr 12 12:23:24 2006 [St. Louis]
+ *
+ * Purpose: For diagnostics and other output: given an internal
+ * alphabet code <type> (<eslRNA>, for example), return
+ * pointer to an internal string ("RNA", for example).
+ */
+char *
+esl_abc_DescribeType(int type)
+{
+ switch (type) {
+ case eslUNKNOWN: return "unknown";
+ case eslRNA: return "RNA";
+ case eslDNA: return "DNA";
+ case eslAMINO: return "amino";
+ case eslNONSTANDARD: return "custom";
+ default: return "BOGUS";
+ }
+}
+
+
+/* Function: esl_abc_ValidateSeq()
+ * Synopsis: Assure that a text sequence can be digitized.
+ * Incept: SRE, Sat Aug 26 17:40:00 2006 [St. Louis]
+ *
+ * Purpose: Check that sequence <seq> of length <L> can be digitized
+ * without error; all its symbols are valid in alphabet
+ * <a>. If so, return <eslOK>. If not, return <eslEINVAL>.
+ *
+ * <errbuf> is either passed as <NULL>, or a pointer to an
+ * error string buffer allocated by the caller for
+ * <eslERRBUFSIZE> characters. If <errbuf> is non-NULL, and
+ * the sequence is invalid, an error message is placed in
+ * <errbuf>.
+ *
+ * Args: a - digital alphabet
+ * seq - sequence to validate [0..L-1]; NUL-termination unnecessary
+ * L - length of <seq>
+ * errbuf - NULL, or ptr to <eslERRBUFSIZE> chars of allocated space
+ * for an error message.
+ *
+ * Returns: <eslOK> if <seq> is valid; <eslEINVAL> if not.
+ *
+ * Throws: (no abnormal error conditions).
+ */
+int
+esl_abc_ValidateSeq(const ESL_ALPHABET *a, const char *seq, int64_t L, char *errbuf)
+{
+ int status;
+ int64_t i;
+ int64_t firstpos = -1;
+ int64_t nbad = 0;
+
+ if (errbuf) *errbuf = 0;
+ for (i = 0; i < L; i++) {
+ if (! esl_abc_CIsValid(a, seq[i])) {
+ if (firstpos == -1) firstpos = i;
+ nbad++;
+ }
+ }
+ if (nbad > 0) ESL_XFAIL(eslEINVAL, errbuf, "%" PRId64 " bad chars (including bad %c at pos %" PRId64 " )",
+ nbad, seq[firstpos], firstpos);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+/*---------------- end, other API functions ---------------------*/
+
+
+
+/*****************************************************************
+ * 4. Unit tests.
+ *****************************************************************/
+#ifdef eslALPHABET_TESTDRIVE
+#include "esl_vectorops.h"
+
+static int
+utest_Create(void)
+{
+ char msg[] = "esl_alphabet_Create() unit test failed";
+ int types[] = { eslDNA, eslRNA, eslAMINO };
+ int Karr[] = { 4, 4, 20 };
+ int Kparr[] = { 17, 17, 28 };
+ int i;
+ ESL_ALPHABET *a;
+ ESL_DSQ x;
+
+ for (i = 0; i < 3; i++)
+ {
+ if ((a = esl_alphabet_Create(types[i])) == NULL) esl_fatal(msg);
+ if (a->type != types[i]) esl_fatal(msg);
+ if (a->K != Karr[i]) esl_fatal(msg);
+ if (a->Kp != Kparr[i]) esl_fatal(msg);
+ if (strlen(a->sym) != a->Kp) esl_fatal(msg);
+
+ x = esl_abc_XGetGap(a);
+ if (a->ndegen[x] != 0) esl_fatal(msg);
+
+ x = esl_abc_XGetUnknown(a);
+ if (a->ndegen[x] != a->K) esl_fatal(msg);
+
+ x = esl_abc_XGetMissing(a);
+ if (a->ndegen[x] != 0) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ }
+
+ /* Thrown errors
+ */
+#ifdef eslTEST_THROWING
+ if (esl_alphabet_Create(-1) != NULL) esl_fatal(msg);
+ if (esl_alphabet_Create(eslUNKNOWN) != NULL) esl_fatal(msg);
+ if (esl_alphabet_Create(eslNONSTANDARD) != NULL) esl_fatal(msg);
+#endif
+
+ return eslOK;
+}
+
+static int
+utest_CreateCustom(void)
+{
+ char msg[] = "esl_alphabet_CreateCustom() unit test failed";
+ ESL_ALPHABET *a;
+ char *testseq = "AaU-~Z";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 0, 0, 15, 20, 25, 23, eslDSQ_SENTINEL };
+ ESL_DSQ *dsq;
+
+ if ((a = esl_alphabet_CreateCustom("ACDEFGHIKLMNPQRSTVWY-BJZX~", 20, 26)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetEquiv(a, 'O', 'K') != eslOK) esl_fatal(msg); /* read pyrrolysine O as lysine K */
+ if (esl_alphabet_SetEquiv(a, 'U', 'S') != eslOK) esl_fatal(msg); /* read selenocys U as serine S */
+ if (esl_alphabet_SetCaseInsensitive(a) != eslOK) esl_fatal(msg); /* allow lower case input */
+ if (esl_alphabet_SetDegeneracy(a, 'Z', "QE") != eslOK) esl_fatal(msg);
+
+ if (esl_abc_CreateDsq(a, testseq, &dsq) != eslOK) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (strlen(testseq)+2)) != 0) esl_fatal(msg);
+
+ free(dsq);
+ esl_alphabet_Destroy(a);
+
+#ifdef eslTEST_THROWING
+ if (esl_alphabet_CreateCustom("ACGT-RYMKSWHBVDN~", 4, 20) != NULL) esl_fatal(msg); /* Kp mismatches string length */
+#endif
+
+ return eslOK;
+}
+
+static int
+utest_SetEquiv(void)
+{
+ char msg[] = "esl_alphabet_SetEquiv() unit test failed";
+ ESL_ALPHABET *a;
+ char *testseq = "a1&";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 0, 4, 6, eslDSQ_SENTINEL };
+ ESL_DSQ *dsq;
+
+ if ((a = esl_alphabet_CreateCustom("ACGT-N~", 4, 7)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetEquiv(a, 'a', 'A') != eslOK) esl_fatal(msg);
+ if (esl_alphabet_SetEquiv(a, '1', '-') != eslOK) esl_fatal(msg);
+ if (esl_alphabet_SetEquiv(a, '&', '~') != eslOK) esl_fatal(msg);
+
+#ifdef eslTEST_THROWING
+ if (esl_alphabet_SetEquiv(a, 'G', 'C') != eslEINVAL) esl_fatal(msg); /* sym is already in internal alphabet */
+ if (esl_alphabet_SetEquiv(a, '2', 'V') != eslEINVAL) esl_fatal(msg); /* c is not in internal alphabet */
+#endif
+
+ if (esl_abc_CreateDsq(a, testseq, &dsq) != eslOK) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (strlen(testseq)+2)) != 0) esl_fatal(msg);
+ free(dsq);
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+static int
+utest_SetCaseInsensitive(void)
+{
+ char msg[] = "esl_alphabet_SetCaseInsensitive() unit test failed";
+ ESL_ALPHABET *a;
+ char *testseq = "ACGT";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 0, 1, 2, 3, eslDSQ_SENTINEL };
+ ESL_DSQ *dsq;
+
+ if ((a = esl_alphabet_CreateCustom("acgt-n~", 4, 7)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetCaseInsensitive(a) != eslOK) esl_fatal(msg);
+ if (esl_abc_CreateDsq(a, testseq, &dsq) != eslOK) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (strlen(testseq)+2)) != 0) esl_fatal(msg);
+ free(dsq);
+ esl_alphabet_Destroy(a);
+
+#ifdef TEST_THROWING
+ if ((a = esl_alphabet_CreateCustom("acgt-n~", 4, 7)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetEquiv(a, 'A', 'c') != eslOK) esl_fatal(msg); /* now input A maps to internal c */
+ if (esl_alphabet_SetCaseInsensitive(a) != eslECORRUPT) esl_fatal(msg); /* and this fails, can't remap A */
+ esl_alphabet_Destroy(a);
+#endif
+
+ return eslOK;
+}
+
+static int
+utest_SetDegeneracy(void)
+{
+ char msg[] = "esl_alphabet_SetDegeneracy() unit test failed";
+ ESL_ALPHABET *a;
+ char *testseq = "yrn";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 6, 5, 7, eslDSQ_SENTINEL };
+ ESL_DSQ *dsq;
+ ESL_DSQ x;
+
+ if ((a = esl_alphabet_CreateCustom("ACGT-RYN~", 4, 9)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetDegeneracy(a, 'R', "AG") != eslOK) esl_fatal(msg);
+ if (esl_alphabet_SetDegeneracy(a, 'Y', "CT") != eslOK) esl_fatal(msg);
+ if (esl_alphabet_SetCaseInsensitive(a) != eslOK) esl_fatal(msg);
+
+ if (esl_abc_CreateDsq(a, testseq, &dsq) != eslOK) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (strlen(testseq)+2)) != 0) esl_fatal(msg);
+
+ x = esl_abc_DigitizeSymbol(a, 'a'); if (a->ndegen[x] != 1) esl_fatal(msg);
+ x = esl_abc_DigitizeSymbol(a, 'r'); if (a->ndegen[x] != 2) esl_fatal(msg);
+ x = esl_abc_DigitizeSymbol(a, 'y'); if (a->ndegen[x] != 2) esl_fatal(msg);
+ x = esl_abc_DigitizeSymbol(a, 'n'); if (a->ndegen[x] != 4) esl_fatal(msg);
+
+ free(dsq);
+ esl_alphabet_Destroy(a);
+
+#ifdef TEST_THROWING
+ if ((a = esl_alphabet_CreateCustom("ACGT-RYN~", 4, 9)) == NULL) esl_fatal(msg);
+ if (esl_abc_SetDegeneracy(a, 'z', "AC") != eslEINVAL) esl_fatal(msg); /* can't map char not in alphabet */
+ if (esl_abc_SetDegeneracy(a, 'N', "ACGT") != eslEINVAL) esl_fatal(msg); /* can't remap N */
+ if (esl_abc_SetDegeneracy(a, 'A', "GT") != eslEINVAL) esl_fatal(msg); /* can't map a nondegen character */
+ if (esl_abc_SetDegeneracy(a, '-', "GT") != eslEINVAL) esl_fatal(msg); /* ... or a gap... */
+ if (esl_abc_SetDegeneracy(a, '~', "GT") != eslEINVAL) esl_fatal(msg); /* ... or missing data. */
+ if (esl_abc_SetDegeneracy(a, 'R', "XY") != eslEINVAL) esl_fatal(msg); /* can't map to unknown chars... */
+ if (esl_abc_SetDegeneracy(a, 'R', "YN") != eslEINVAL) esl_fatal(msg); /* ... nor to noncanonical chars... */
+ esl_alphabet_Destroy(a);
+#endif
+ return eslOK;
+}
+
+static int
+utest_SetIgnored(void)
+{
+ char msg[] = "esl_alphabet_SetIgnored() unit test failed";
+ ESL_ALPHABET *a;
+ char *testseq = "y \trn";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 6, 5, 15, eslDSQ_SENTINEL };
+ int L = 5;
+ ESL_DSQ *dsq;
+
+ if ((a = esl_alphabet_Create(eslRNA)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetIgnored(a, " \t") != eslOK) esl_fatal(msg);
+
+ if (esl_abc_CreateDsq(a, testseq, &dsq) != eslOK) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * L) != 0) esl_fatal(msg);
+ free(dsq);
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+
+static int
+utest_Destroy(void)
+{
+ char msg[] = "esl_alphabet_Destroy() unit test failed";
+ ESL_ALPHABET *a;
+
+ if ((a = esl_alphabet_CreateCustom("ACGT-RYN~", 4, 9)) == NULL) esl_fatal(msg);
+ esl_alphabet_Destroy(a);
+ esl_alphabet_Destroy(NULL); /* should be robust against NULL pointers */
+ return eslOK;
+}
+
+static int
+utest_CreateDsq(void)
+{
+ char msg[] = "esl_abc_CreateDsq() unit test failed";
+ ESL_ALPHABET *a;
+ char goodseq[] = "ACDEF";
+ char badseq[] = "1@%34";
+ ESL_DSQ *dsq;
+ ESL_DSQ x;
+
+ if ((a = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+
+ if (esl_abc_CreateDsq(a, goodseq, &dsq) != eslOK) esl_fatal(msg);
+ if (dsq[1] != 0 || dsq[2] != 1) esl_fatal(msg); /* spot check */
+ free(dsq);
+
+ if (esl_abc_CreateDsq(a, badseq, &dsq) != eslEINVAL) esl_fatal(msg);
+ x = esl_abc_XGetUnknown(a);
+ if (dsq[1] != x || dsq[2] != x) esl_fatal(msg); /* bad chars all X's now, upon failure */
+ free(dsq);
+
+ if (esl_abc_CreateDsq(a, goodseq, NULL) != eslOK) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+static int
+utest_Digitize(void)
+{
+ char msg[] = "esl_abc_Digitize() unit test failed";
+ ESL_ALPHABET *a;
+ char goodseq[] = "ACDEF";
+ char badseq[] = "1@%34";
+ ESL_DSQ *dsq;
+ ESL_DSQ x;
+ int status;
+
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (strlen(goodseq)+2));
+
+ if ((a = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ esl_abc_Digitize(a, goodseq, dsq);
+ if (dsq[1] != 0 || dsq[2] != 1) esl_fatal(msg); /* spot check */
+
+ esl_abc_Digitize(a, badseq, dsq);
+ x = esl_abc_XGetUnknown(a);
+ if (dsq[1] != x || dsq[2] != x) esl_fatal(msg); /* bad chars all X's now, upon failure */
+
+ free(dsq);
+ esl_alphabet_Destroy(a);
+ return eslOK;
+
+ ERROR:
+ esl_fatal(msg);
+ return status;
+}
+
+static int
+utest_Textize(void)
+{
+ char msg[] = "esl_abc_Textize() unit test failed";
+ ESL_ALPHABET *a;
+ char goodseq[] = "acdef";
+ char *newseq;
+ ESL_DSQ *dsq;
+ int L;
+ int status;
+
+ L = strlen(goodseq);
+ ESL_ALLOC(newseq, sizeof(char) * (L+1));
+ if ((a = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_abc_CreateDsq(a, goodseq, &dsq) != eslOK) esl_fatal(msg);
+ if (esl_abc_Textize(a, dsq, L, newseq ) != eslOK) esl_fatal(msg);
+ if (strcmp(newseq, "ACDEF") != 0) esl_fatal(msg);
+ free(dsq);
+ free(newseq);
+ esl_alphabet_Destroy(a);
+ return eslOK;
+
+ ERROR:
+ esl_fatal(msg);
+ return status;
+}
+
+static int
+utest_TextizeN(void)
+{
+ char msg[] = "esl_abc_TextizeN() unit test failed";
+ ESL_ALPHABET *a;
+ char goodseq[] = "acdefrynacdef";
+ ESL_DSQ *dsq;
+ ESL_DSQ *dptr;
+ int L;
+ int W;
+
+ L = strlen(goodseq);
+ if ((a = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_abc_CreateDsq(a, goodseq, &dsq) != eslOK) esl_fatal(msg);
+
+ dptr = dsq+6; /* points to "r", residue 6 */
+ W = 5; /* copy/convert 5 residues "rynac" */
+ if (esl_abc_TextizeN(a, dptr, W, goodseq) != eslOK) esl_fatal(msg);
+ if (strcmp(goodseq, "RYNACrynacdef") != 0) esl_fatal(msg);
+
+ /* test a case where we hit eslDSQ_SENTINEL, and nul-terminate */
+ dptr = dsq+10; /* points to "c", residue 10 */
+ W = 20; /* copy/convert remaining residues "cdef" */
+ if (esl_abc_TextizeN(a, dptr, W, goodseq) != eslOK) esl_fatal(msg);
+ if (strcmp(goodseq, "CDEF") != 0) esl_fatal(msg);
+
+ free(dsq);
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+static int
+utest_dsqdup(void)
+{
+ char msg[] = "esl_abc_dsqdup() unit test failed";
+ ESL_ALPHABET *a;
+ char goodseq[] = "ACGt";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 0, 1, 2, 3, eslDSQ_SENTINEL };
+ ESL_DSQ *d1, *d2;
+ int L;
+
+ L = strlen(goodseq);
+ if ((a = esl_alphabet_Create(eslRNA)) == NULL) esl_fatal(msg);
+ if (esl_abc_CreateDsq(a, goodseq, &d1) != eslOK) esl_fatal(msg);
+
+ if (esl_abc_dsqdup(d1, -1, &d2) != eslOK) esl_fatal(msg);
+ if (memcmp(d2, expect, sizeof(ESL_DSQ) * (L+2)) != 0) esl_fatal(msg);
+ free(d2);
+
+ if (esl_abc_dsqdup(d1, L, &d2) != eslOK) esl_fatal(msg);
+ if (memcmp(d2, expect, sizeof(ESL_DSQ) * (L+2)) != 0) esl_fatal(msg);
+ free(d2);
+
+ free(d1);
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+static int
+utest_dsqcat(void)
+{
+ char msg[] = "esl_abc_dsqcat() unit test failed";
+ ESL_ALPHABET *a;
+ char goodseq[] = "ACGt";
+ char addseq[] = "RYMK";
+ ESL_DSQ expect[] = { eslDSQ_SENTINEL, 0, 1, 2, 3, 5, 6, 7, 8, eslDSQ_SENTINEL };
+ ESL_DSQ *dsq;
+ int64_t L1, L2;
+
+ L1 = strlen(goodseq);
+ L2 = strlen(addseq);
+ if ((a = esl_alphabet_Create(eslRNA)) == NULL) esl_fatal(msg);
+
+ if (esl_abc_CreateDsq(a, goodseq, &dsq) != eslOK) esl_fatal(msg);
+ if (esl_abc_dsqcat(a, &dsq, &L1, addseq, L2) != eslOK) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (L1+2)) != 0) esl_fatal(msg);
+ free(dsq);
+
+ L1 = -1;
+ if (esl_abc_CreateDsq(a, goodseq, &dsq) != eslOK) esl_fatal(msg);
+ if (esl_abc_dsqcat(a, &dsq, &L1, addseq, -1) != eslOK) esl_fatal(msg);
+ if (L1 != esl_abc_dsqlen(dsq)) esl_fatal(msg);
+ if (L1 != strlen(goodseq) + strlen(addseq)) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (L1+2)) != 0) esl_fatal(msg);
+ free(dsq);
+
+ dsq = NULL;
+ L1 = 0;
+ if (esl_abc_dsqcat(a, &dsq, &L1, goodseq, -1) != eslOK) esl_fatal(msg);
+ if (esl_abc_dsqcat(a, &dsq, &L1, addseq, -1) != eslOK) esl_fatal(msg);
+ if (L1 != esl_abc_dsqlen(dsq)) esl_fatal(msg);
+ if (L1 != strlen(goodseq) + strlen(addseq)) esl_fatal(msg);
+ if (memcmp(dsq, expect, sizeof(ESL_DSQ) * (L1+2)) != 0) esl_fatal(msg);
+ free(dsq);
+
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+/* dsqlen unit test goes here */
+/* dsqrlen unit test goes here */
+/* utest_Match goes here */
+
+/* This serves to unit test multiple functions:
+ * esl_abc_IAvgScore()
+ * esl_abc_IExpectScore()
+ */
+static int
+degeneracy_integer_scores(void)
+{
+ char *msg = "degeneracy_integer_scores unit test failed";
+ ESL_ALPHABET *a;
+ ESL_DSQ x;
+ float p[] = {0.4, 0.1, 0.1, 0.4}; /* A/T biased background */
+ int sc[] = { -1, -6, 6, 1};
+ int val;
+
+ a = esl_alphabet_Create(eslDNA);
+
+ x = esl_abc_DigitizeSymbol(a, 'N'); /* any: A/C/G/T */
+ val = esl_abc_IAvgScore(a, x, sc);
+ /* average of -1,-6,6,1 = 0 */
+ if (val != 0) esl_fatal(msg);
+
+ x = esl_abc_DigitizeSymbol(a, 'M'); /* M = A/C */
+ val = esl_abc_IExpectScore(a, x, sc, p);
+ /* expectation of -1,-6 given p = 0.4,0.1 = -2 */
+ if (val != -2) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+/* This serves to unit test multiple functions:
+ * esl_abc_FAvgScore()
+ * esl_abc_FExpectScore()
+ */
+static int
+degeneracy_float_scores(void)
+{
+ char *msg = "degeneracy_float_scores unit test failed";
+ ESL_ALPHABET *a;
+ ESL_DSQ x;
+ float p[] = {0.4, 0.1, 0.1, 0.4}; /* A/T biased background */
+ float sc[] = { -1., -6., 6., 1.};
+ float val;
+
+ a = esl_alphabet_Create(eslRNA);
+
+ x = esl_abc_DigitizeSymbol(a, 'N'); /* any: A/C/G/T */
+ val = esl_abc_FAvgScore(a, x, sc);
+ /* average of -1,-6,6,1 = 0 */
+ if (fabs(val - 0.) > 0.0001) esl_fatal(msg);
+
+ x = esl_abc_DigitizeSymbol(a, 'M'); /* M = A/C */
+ val = esl_abc_FExpectScore(a, x, sc, p);
+ /* expectation of -1,-6 given p = 0.4,0.1 = -2 */
+ if (fabs(val + 2.) > 0.0001) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+/* This serves to unit test multiple functions:
+ * esl_abc_DAvgScore()
+ * esl_abc_DExpectScore()
+ */
+
+static int
+degeneracy_double_scores(void)
+{
+ char *msg = "degeneracy_double_scores unit test failed";
+ ESL_ALPHABET *a;
+ ESL_DSQ x;
+ double p[] = {0.4, 0.1, 0.1, 0.4}; /* A/T biased background */
+ double sc[] = { -1., -6., 6., 1.};
+ double val;
+
+ a = esl_alphabet_Create(eslRNA);
+
+ x = esl_abc_DigitizeSymbol(a, 'N'); /* any: A/C/G/T */
+ val = esl_abc_DAvgScore(a, x, sc);
+ /* average of -1,-6,6,1 = 0 */
+ if (fabs(val - 0.) > 0.0001) esl_fatal(msg);
+
+ x = esl_abc_DigitizeSymbol(a, 'M'); /* M = A/C */
+ val = esl_abc_DExpectScore(a, x, sc, p);
+ /* expectation of -1,-6 given p = 0.4,0.1 = -2 */
+ if (fabs(val + 2.) > 0.0001) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ return eslOK;
+}
+
+/* utest_IAvgScVec */
+/* utest_FAvgScVec */
+/* utest_DAvgScVec */
+/* utest_IExpectScVec */
+/* utest_FExpectScVec */
+/* utest_DExpectScVec */
+
+static int
+utest_FCount(void)
+{
+ char *msg = "FCount unit test failure";
+ ESL_ALPHABET *a = NULL;
+ ESL_DSQ x;
+ char *teststring = "X~-Z.UAX";
+ char *s;
+ int status;
+
+ /* 0.1 from 2 X's; U -> +1 C; A -> +1 A; Z-> +0.5 Q,E; ~ ignored; .,- -> +2 gaps */
+ /* A C D E F G H I K L M N P Q R S T V W Y - */
+ float expect[21] = { 1.1, 1.1, 0.1, 0.6, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.6, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 2.0 };
+ float *vec;
+
+ a = esl_alphabet_Create(eslAMINO);
+ ESL_ALLOC(vec, sizeof(float) * (a->K+1)); /* include gap char for this test */
+ esl_vec_FSet(vec, a->K+1, 0.);
+ for (s = teststring; *s != '\0'; s++)
+ {
+ x = esl_abc_DigitizeSymbol(a, *s);
+ if (esl_abc_FCount(a, vec, x, 1.0) != eslOK) esl_fatal(msg);
+ }
+ if (esl_vec_FCompare(vec, expect, a->K+1, 0.0001) != eslOK) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ free(vec);
+ return eslOK;
+
+ ERROR:
+ esl_fatal("allocation failed");
+ return status;
+}
+
+static int
+utest_DCount(void)
+{
+ char *msg = "DCount unit test failure";
+ ESL_ALPHABET *a = NULL;
+ ESL_DSQ x;
+ char *teststring = "X~-Z.UAX";
+ char *s;
+ int status;
+
+ /* 0.1 from 2 X's; U -> +1 C; A -> +1 A; Z-> +0.5 Q,E; ~ ignored; .,- -> +2 gaps */
+ /* A C D E F G H I K L M N P Q R S T V W Y - */
+ double expect[21] = { 1.1, 1.1, 0.1, 0.6, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 0.6, 0.1, 0.1, 0.1, 0.1, 0.1, 0.1, 2.0 };
+ double *vec;
+
+ a = esl_alphabet_Create(eslAMINO);
+ ESL_ALLOC(vec, sizeof(double) * (a->K+1)); /* include gap char for this test */
+ esl_vec_DSet(vec, a->K+1, 0.);
+ for (s = teststring; *s != '\0'; s++)
+ {
+ x = esl_abc_DigitizeSymbol(a, *s);
+ if (esl_abc_DCount(a, vec, x, 1.0) != eslOK) esl_fatal(msg);
+ }
+ if (esl_vec_DCompare(vec, expect, a->K+1, 0.0001) != eslOK) esl_fatal(msg);
+
+ esl_alphabet_Destroy(a);
+ free(vec);
+ return eslOK;
+
+ ERROR:
+ esl_fatal("allocation failed");
+ return status;
+}
+#endif /* eslALPHABET_TESTDRIVE*/
+/*-------------------- end, unit tests --------------------------*/
+
+
+
+
+/*****************************************************************
+ * 5. Test driver.
+ *****************************************************************/
+
+/* gcc -g -Wall -I. -o test -DeslALPHABET_TESTDRIVE esl_alphabet.c easel.c -lm
+ * gcc -g -Wall -I. -L. -o test -DeslALPHABET_TESTDRIVE esl_alphabet.c -leasel
+ * ./test
+ * valgrind ./test
+ */
+#ifdef eslALPHABET_TESTDRIVE
+static int basic_examples(void);
+
+#include "easel.h"
+#include "esl_alphabet.h"
+
+int
+main(void)
+{
+
+ utest_Create();
+ utest_CreateCustom();
+ utest_SetEquiv();
+ utest_SetCaseInsensitive();
+ utest_SetDegeneracy();
+ utest_SetIgnored();
+ utest_Destroy();
+
+ utest_CreateDsq();
+ utest_Digitize();
+ utest_Textize();
+ utest_TextizeN();
+ utest_dsqdup();
+ utest_dsqcat();
+
+ utest_FCount();
+ utest_DCount();
+
+ basic_examples();
+ degeneracy_integer_scores();
+ degeneracy_float_scores();
+ degeneracy_double_scores();
+
+ return eslOK;
+}
+
+static int
+basic_examples(void)
+{
+ char *msg = "basic alphabet example tests failed";
+ ESL_ALPHABET *a1, *a2;
+ char dnaseq[] = "GARYtcN";
+ char aaseq[] = "EFILqzU";
+ int L;
+ ESL_DSQ *dsq, *dsq2;
+ int i;
+
+ /* Example 1.
+ * Create a DNA alphabet; digitize a DNA sequence.
+ */
+ if ((a1 = esl_alphabet_Create(eslDNA)) == NULL) esl_fatal(msg);
+ L = strlen(dnaseq);
+ if ((dsq = malloc(sizeof(ESL_DSQ) * (L+2))) == NULL) esl_fatal(msg);
+ if (esl_abc_Digitize(a1, dnaseq, dsq) != eslOK) esl_fatal(msg);
+ if (esl_abc_dsqlen(dsq) != L) esl_fatal(msg);
+ esl_alphabet_Destroy(a1);
+
+ /* Example 2.
+ * Create an RNA alphabet; digitize the same DNA sequence;
+ * make sure it is equal to the dsq above (so T=U were
+ * correctly synonymous on input).
+ */
+ if ((a2 = esl_alphabet_Create(eslRNA)) == NULL) esl_fatal(msg);
+ if ((dsq2 = malloc(sizeof(ESL_DSQ) * (L+2))) == NULL) esl_fatal(msg);
+ if (esl_abc_Digitize(a2, dnaseq, dsq2) != eslOK) esl_fatal(msg);
+ for (i = 1; i <= L; i++)
+ if (dsq[i] != dsq2[i]) esl_fatal(msg);
+ esl_alphabet_Destroy(a2);
+
+ /* Example 3.
+ * Create an amino alphabet; digitize a protein sequence,
+ * while reusing memory already allocated in dsq.
+ */
+ if ((a1 = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_abc_Digitize(a1, aaseq, dsq) != eslOK) esl_fatal(msg);
+
+ /* Example 4.
+ * Create a custom alphabet almost the same as the amino
+ * acid alphabet; digitize the same protein seq, reusing
+ * memory in dsq2; check that seqs are identical.
+ */
+ if ((a2 = esl_alphabet_CreateCustom("ACDEFGHIKLMNPQRSTVWY-BJZOUX~", 20, 28)) == NULL) esl_fatal(msg);
+ if (esl_alphabet_SetCaseInsensitive(a2) != eslOK) esl_fatal(msg); /* allow lower case input */
+ if (esl_alphabet_SetDegeneracy(a2, 'Z', "QE") != eslOK) esl_fatal(msg);
+
+ if (esl_abc_Digitize(a2, aaseq, dsq2) != eslOK) esl_fatal(msg);
+ for (i = 1; i <= L; i++)
+ if (dsq[i] != dsq2[i]) esl_fatal(msg);
+
+ /* clean up.
+ */
+ esl_alphabet_Destroy(a1);
+ esl_alphabet_Destroy(a2);
+ free(dsq);
+ free(dsq2);
+ return eslOK;
+}
+
+
+#endif /*eslALPHABET_TESTDRIVE*/
+
+/*****************************************************************
+ * 6. Examples.
+ *****************************************************************/
+
+/* gcc -g -Wall -o example -I. -DeslALPHABET_EXAMPLE esl_alphabet.c easel.c
+ */
+#ifdef eslALPHABET_EXAMPLE
+/*::cexcerpt::alphabet_example::begin::*/
+#include "easel.h"
+#include "esl_alphabet.h"
+int main(void)
+{
+ ESL_ALPHABET *a;
+ char dnaseq[] = "GARYTC";
+ int L = 6;
+ ESL_DSQ *dsq;
+
+ a = esl_alphabet_Create(eslDNA);
+
+ if ((dsq = malloc(sizeof(ESL_DSQ) * (L+2))) == NULL)
+ esl_fatal("malloc failed");
+
+ if (esl_abc_Digitize(a, dnaseq, dsq) != eslOK)
+ esl_fatal("failed to digitize the sequence");
+
+ free(dsq);
+ esl_alphabet_Destroy(a);
+ return 0;
+}
+/*::cexcerpt::alphabet_example::end::*/
+#endif /*eslALPHABET_EXAMPLE*/
+
+
+/* gcc -g -Wall -o example -I. -DeslALPHABET_EXAMPLE2 esl_alphabet.c easel.c
+ */
+#ifdef eslALPHABET_EXAMPLE2
+/*::cexcerpt::alphabet_example2::begin::*/
+#include "easel.h"
+#include "esl_alphabet.h"
+int main(void)
+{
+ ESL_ALPHABET *a;
+
+ /* 1. Create the base alphabet structure. */
+ a = esl_alphabet_CreateCustom("ACDEFGHIKLMNOPQRSTUVWY-BJZX~", 22, 28);
+
+ /* 2. Set your equivalences in the input map. */
+ esl_alphabet_SetEquiv(a, '.', '-'); /* allow . as a gap character too */
+
+ /* 3. After all synonyms are set, (optionally) make map case-insensitive. */
+ esl_alphabet_SetCaseInsensitive(a); /* allow lower case input too */
+
+ /* 4. Define your optional degeneracy codes in the alphabet, one at a time.
+ * The 'any' character X was automatically set up. */
+ esl_alphabet_SetDegeneracy(a, 'B', "DN"); /* read B as {D|N} */
+ esl_alphabet_SetDegeneracy(a, 'J', "IL"); /* read B as {I|L} */
+ esl_alphabet_SetDegeneracy(a, 'Z', "QE"); /* read Z as {Q|E} */
+
+ /* 5. (do your stuff) */
+
+ /* 6. Remember to free it when you're done with it. */
+ esl_alphabet_Destroy(a);
+ return 0;
+}
+/*::cexcerpt::alphabet_example2::end::*/
+#endif /*eslALPHABET_EXAMPLE2*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_alphabet.h b/easel/esl_alphabet.h
new file mode 100644
index 0000000..4dbeb5f
--- /dev/null
+++ b/easel/esl_alphabet.h
@@ -0,0 +1,122 @@
+/*
+ * Digital representation of biosequence symbols in Easel.
+ * SVN $Id: esl_alphabet.h 255 2008-05-30 17:49:15Z eddys $
+ * SRE, Tue Nov 23 19:44:01 2004 [St. Louis]
+ */
+#ifndef ESL_ALPHABET_INCLUDED
+#define ESL_ALPHABET_INCLUDED
+
+#include <ctype.h> /* isascii() */
+#include "easel.h"
+
+/* Flags for alphabet types.
+ */
+#define eslUNKNOWN 0 /* 0=unknown is easel-wide convention; don't change */
+#define eslRNA 1
+#define eslDNA 2
+#define eslAMINO 3
+#define eslNONSTANDARD 4
+
+/* Structure: ESL_ALPHABET
+ */
+typedef struct {
+ int type; /* eslDNA, eslRNA, eslAMINO, or eslNONSTANDARD */
+ int K; /* uniq alphabet size: 4 or 20 */
+ int Kp; /* total size: alphabet + degen + gap + missing */
+ char *sym; /* "ACGT-RYMKSWHBVDN~", for instance [0..Kp-1] */
+ ESL_DSQ inmap[128]; /* inmap['A'] = 0, etc: dsq[] index for a symbol */
+ char **degen; /* 1/0, which syms inc which res [0..Kp-1][0..K-1] */
+ int *ndegen; /* # of degenerate residues per code [0..Kp-1] */
+ ESL_DSQ *complement; /* map a digital symbol to its complement [0..Kp-1]*/
+} ESL_ALPHABET;
+
+
+
+
+/* 1. An ESL_ALPHABET object.
+ */
+extern ESL_ALPHABET *esl_alphabet_Create(int type);
+extern ESL_ALPHABET *esl_alphabet_CreateCustom(const char *alphabet, int K, int Kp);
+extern int esl_alphabet_SetEquiv(ESL_ALPHABET *a, char sym, char c);
+extern int esl_alphabet_SetCaseInsensitive(ESL_ALPHABET *a);
+extern int esl_alphabet_SetDegeneracy(ESL_ALPHABET *a, char c, char *ds);
+extern int esl_alphabet_SetIgnored(ESL_ALPHABET *a, const char *ignoredchars);
+extern void esl_alphabet_Destroy(ESL_ALPHABET *a);
+
+/* 2. Digitized sequences.
+ */
+extern int esl_abc_CreateDsq(const ESL_ALPHABET *a, const char *seq, ESL_DSQ **ret_dsq);
+extern int esl_abc_Digitize (const ESL_ALPHABET *a, const char *seq, ESL_DSQ *dsq);
+extern int esl_abc_Textize (const ESL_ALPHABET *a, const ESL_DSQ *dsq, int64_t L, char *seq);
+extern int esl_abc_TextizeN (const ESL_ALPHABET *a, const ESL_DSQ *dptr, int64_t L, char *buf);
+extern int esl_abc_dsqcpy(const ESL_DSQ *dsq, int64_t L, ESL_DSQ *dcopy);
+extern int esl_abc_dsqdup(const ESL_DSQ *dsq, int64_t L, ESL_DSQ **ret_dup);
+extern int esl_abc_dsqcat(const ESL_ALPHABET *a, ESL_DSQ **dsq, int64_t *L, const char *s, int64_t n);
+extern int64_t esl_abc_dsqlen(const ESL_DSQ *dsq);
+extern int64_t esl_abc_dsqrlen(const ESL_ALPHABET *a, const ESL_DSQ *dsq);
+extern int esl_abc_CDealign(const ESL_ALPHABET *abc, char *s, const ESL_DSQ *ref_ax, int64_t *opt_rlen);
+extern int esl_abc_XDealign(const ESL_ALPHABET *abc, ESL_DSQ *x, const ESL_DSQ *ref_ax, int64_t *opt_rlen);
+
+
+/* 3. Other routines in the API.
+ */
+extern int esl_abc_GuessAlphabet(const int64_t *ct, int *ret_type);
+extern double esl_abc_Match (const ESL_ALPHABET *a, ESL_DSQ x, ESL_DSQ y, double *p);
+extern int esl_abc_IAvgScore (const ESL_ALPHABET *a, ESL_DSQ x, const int *sc);
+extern float esl_abc_FAvgScore (const ESL_ALPHABET *a, ESL_DSQ x, const float *sc);
+extern double esl_abc_DAvgScore (const ESL_ALPHABET *a, ESL_DSQ x, const double *sc);
+extern int esl_abc_IExpectScore(const ESL_ALPHABET *a, ESL_DSQ x, const int *sc, const float *p);
+extern float esl_abc_FExpectScore(const ESL_ALPHABET *a, ESL_DSQ x, const float *sc, const float *p);
+extern double esl_abc_DExpectScore(const ESL_ALPHABET *a, ESL_DSQ x, const double *sc, const double *p);
+
+extern int esl_abc_IAvgScVec (const ESL_ALPHABET *a, int *sc);
+extern int esl_abc_FAvgScVec (const ESL_ALPHABET *a, float *sc);
+extern int esl_abc_DAvgScVec (const ESL_ALPHABET *a, double *sc);
+extern int esl_abc_IExpectScVec(const ESL_ALPHABET *a, int *sc, const float *p);
+extern int esl_abc_FExpectScVec(const ESL_ALPHABET *a, float *sc, const float *p);
+extern int esl_abc_DExpectScVec(const ESL_ALPHABET *a, double *sc, const double *p);
+extern int esl_abc_FCount (const ESL_ALPHABET *a, float *ct, ESL_DSQ x, float wt);
+extern int esl_abc_DCount (const ESL_ALPHABET *a, double *ct, ESL_DSQ x, double wt);
+extern char *esl_abc_DescribeType(int type);
+extern int esl_abc_ValidateSeq(const ESL_ALPHABET *a, const char *seq, int64_t L, char *errbuf);
+
+/* In the tests below, remember the rules of order in internal alphabets:
+ * Canonical alphabet Gap Degeneracies (X/N) Missing data
+ * 0..K-1 K K+1..Kp-2 (Kp-2) Kp-1
+ * ACGT - RYMKSWHBVD N ~ DNA: K=4 Kp=17
+ * ACDEFGHIKLMNPQRSTVWY - BJZOU X ~ protein: K=20 Kp=28
+ *
+ * ESL_DSQ is an unsigned 8-bit type, so don't test for >= 0 or compilers will complain.
+ */
+#define esl_abc_DigitizeSymbol(a, c) ((a)->inmap[(int)c])
+#define esl_abc_XIsValid(a, x) ((x) < (a)->Kp)
+#define esl_abc_XIsResidue(a, x) ((x) < (a)->K || ((x) > (a)->K && (x) < (a)->Kp-1))
+#define esl_abc_XIsCanonical(a, x) ((x) < (a)->K)
+#define esl_abc_XIsGap(a, x) ((x) == (a)->K)
+#define esl_abc_XIsDegenerate(a, x) ((x) > (a)->K && (x) < (a)->Kp-1)
+#define esl_abc_XIsUnknown(a, x) ((x) == (a)->Kp-2)
+#define esl_abc_XIsMissing(a, x) ((x) == (a)->Kp-1)
+#define esl_abc_XGetGap(a) ((a)->K)
+#define esl_abc_XGetUnknown(a) ((a)->Kp-2)
+#define esl_abc_XGetMissing(a) ((a)->Kp-1)
+
+
+#define esl_abc_CIsValid(a, c) (isascii(c) && (a)->inmap[(int)c] < (a)->Kp)
+#define esl_abc_CIsResidue(a, c) ((a)->inmap[(int)c] < (a)->K || ((a)->inmap[(int)c] > (a)->K && (a)->inmap[(int)c] < (a)->Kp-1))
+#define esl_abc_CIsCanonical(a, c) ((a)->inmap[(int)c] < (a)->K)
+#define esl_abc_CIsGap(a, c) ((a)->inmap[(int)c] == (a)->K)
+#define esl_abc_CIsDegenerate(a, c) ((a)->inmap[(int)c] > (a)->K && (a)->inmap[(int)c] < (a)->Kp-1)
+#define esl_abc_CIsUnknown(a, c) ((a)->inmap[(int)c] == (a)->Kp-2)
+#define esl_abc_CIsMissing(a, c) ((a)->inmap[(int)c] == (a)->Kp-1)
+#define esl_abc_CGetGap(a) ((a)->inmap[(int)(a)->K])
+#define esl_abc_CGetUnknown(a) ((a)->inmap[(int)(a)->Kp-2])
+#define esl_abc_CGetMissing(a) ((a)->inmap[(int)(a)->Kp-1])
+
+
+#endif /*!ESL_ALPHABET_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_alphabet.tex b/easel/esl_alphabet.tex
new file mode 100644
index 0000000..5bdd6a0
--- /dev/null
+++ b/easel/esl_alphabet.tex
@@ -0,0 +1,490 @@
+The \eslmod{alphabet} module contains routines for digitizing
+alphabetic biosequences.
+
+It is convenient to represent nucleotides and amino acids as array
+indices 0..3 or 0..19, respectively, for efficiency as well as other
+reasons. It is also convenient to index biosequences in 1..L
+coordinates instead of the C language's 0..L-1 array representation,
+in part for human readability, and also because some codes (dynamic
+programming alignment algorithms, for example) have boundary
+conditions where initializing a boundary at coordinate 0 is
+convenient.
+
+Real biosequences do not consist of just four or twenty different
+canonical symbols, though. The \eslmod{alphabet} module also provides
+mechanisms for dealing with several other biosequence coding issues:
+
+\begin{itemize}
+ \item Degenerate residue symbols representing uncertainties,
+ including both IUPAC/IUBMB standard one-letter nomenclature
+ and nonstandard extensions such as the use of \ccode{J} to
+ mean isoleucine or leucine (\ccode{I|L}) in protein sequences
+ determined by mass spec;
+
+ \item Standard and nonstandard symbols for unusual residues, such as
+ selenocysteine (\ccode{U}) and pyrrolysine (\ccode{O}) in
+ proteins;
+
+ \item \emph{Ad hoc} symbols representing modified residues, such as
+ the slew of one-letter codes used to annotate
+ posttranscriptionally modified nucleotides in the Sprinzl tRNA
+ database \citep{Sprinzl98};
+
+ \item Case-insensitivity of input sequences, for instance allowing
+ both \ccode{a} and \ccode{A} to mean alanine in amino acid
+ sequences;
+
+ \item Tolerating common malpractices in the field, like the use of
+ \ccode{X} instead of \ccode{N} as a degeneracy code in nucleic
+ acid sequence;
+
+ \item The semantic difference between a gap symbol and a missing
+ data symbol in sequence alignments.
+\end{itemize}
+
+The \eslmod{alphabet} module provides standard defaults for protein,
+RNA, and DNA alphabets which follow both community standards and
+IUPAC/IUBMB nomenclature for representing sequence residues in
+one-letter ASCII characters. Additionally, the design of the
+\eslmod{alphabet} module is flexible enough to allow an application to
+customize its own alphabet, to deal with these issues almost any way
+it chooses.
+
+Table~\ref{tbl:alphabet_api} lists the functions in the
+\eslmod{alphabet} API. Easel maintains alphabet information in an
+\ccode{ESL\_ALPHABET} structure. An application usually creates its
+alphabet once, possibly even as a global variable. A digitized
+sequence \ccode{dsq} is an \ccode{unsigned char *} array of length
+\ccode{L+2}, where \ccode{dsq[1..L]} are digitized residues, and
+\ccode{dsq[0]} and \ccode{dsq[L+1]} are sentinel bytes (of value
+\ccode{eslSENTINEL}, 127).
+
+\begin{table}[hbp]
+\begin{center}
+\begin{tabular}{ll}\hline
+ \multicolumn{2}{c}{\textbf{The \ccode{ESL\_ALPHABET} object}}\\
+\ccode{esl\_alphabet\_Create()} & Create alphabet of standard type. \\
+\ccode{esl\_alphabet\_CreateCustom()} & Create a custom alphabet. \\
+\ccode{esl\_alphabet\_SetEquiv()} & Define an equivalent symbol. \\
+\ccode{esl\_alphabet\_SetCaseInsensitive()} & Make an alphabet's input map case insensitive. \\
+\ccode{esl\_alphabet\_SetDegeneracy()} & Define degenerate symbol in custom alphabet. \\
+\ccode{esl\_alphabet\_Destroy()} & Frees an alphabet object. \\
+ \multicolumn{2}{c}{\textbf{Digitized sequences}}\\
+\ccode{esl\_abc\_CreateDsq()} & Digitize a sequence into new \ccode{dsq} space. \\
+\ccode{esl\_abc\_Digitize()} & Digitize a sequence into existing \ccode{dsq} space. \\
+ \multicolumn{2}{c}{\textbf{Other functions}}\\
+\ccode{esl\_abc\_\{I,F,D\}AvgScore()} & Calculate avg score of degenerate residue.\\
+\ccode{esl\_abc\_\{I,F,D\}ExpectScore()} & Calculate expected score of degenerate residue.\\
+\ccode{esl\_abc\_Type()} & Convert internal alphabet type code to output string.\\
+\ccode{esl\_abc\_\{F,D\}Count()} & Count a digital symbol towards a countvector.\\
+\ccode{esl\_abc\_DigitizeSymbol()} & Returns digital code for one ASCII character.\\
+\ccode{esl\_abc\_XIsDegenerate()} & Returns TRUE given code for a degeneracy.\\
+\ccode{esl\_abc\_XIsBasic()} & Returns TRUE given code for a fundamental residue.\\
+\ccode{esl\_abc\_XIsGap()} & Returns TRUE given code for a gap.\\
+\ccode{esl\_abc\_CIsDegenerate()} & Returns TRUE given a degenerate character.\\
+\ccode{esl\_abc\_CIsBasic()} & Returns TRUE given a fundamental residue.\\
+\ccode{esl\_abc\_CIsGap()} & Returns TRUE given a gap character.\\
+
+\hline
+\end{tabular}
+\end{center}
+\caption{The \eslmod{alphabet} API.}
+\label{tbl:alphabet_api}
+\end{table}
+
+\subsection{An example of using the alphabet API}
+
+Figure~\ref{fig:alphabet_example} shows an example of creating a DNA
+alphabet and digitizing a short DNA sequence.
+
+\begin{figure}
+\input{cexcerpts/alphabet_example}
+\caption{An example of using the \eslmod{alphabet} module.}
+\label{fig:alphabet_example}
+\end{figure}
+
+\begin{itemize}
+\item A standard biosequence alphabet is created using
+\ccode{esl\_alphabet\_Create(type)}, where \ccode{type} can be
+\ccode{eslDNA}, \ccode{eslRNA}, or \ccode{eslAMINO}.
+
+\item An input sequence \ccode{seq} of length \ccode{L} is digitized
+according to alphabet \ccode{a}, creating a newly allocated digital
+sequence \ccode{dsq}, by calling \ccode{esl\_dsq\_Create(a, seq, L,
+\&dsq)}. The caller must free \ccode{dsq} using \ccode{free(dsq)}.
+Alternatively, if the caller has already allocated \ccode{L+2} (or
+more) bytes in \ccode{dsq}, it can call \ccode{esl\_dsq\_Set(a, seq,
+L, dsq)}, which is the non-allocating version of
+\ccode{esl\_dsq\_Create()}.
+
+\item For an input sequence of length \ccode{L}, the digitized
+sequence \ccode{dsq} is a \ccode{char *} array of \ccode{L+2}
+bytes. \ccode{dsq[0]} and \ccode{dsq[L+1]} contain a sentinel byte of
+value \ccode{eslSENTINEL} (127). Positions \ccode{1..L} hold the
+residues, where values \ccode{0..3} encode \ccode{ACGT} in DNA
+sequences, \ccode{0..3} encode \ccode{ACGU} in RNA sequences, and
+\ccode{0..19} encode \ccode{AC..WY} in amino acid sequences.
+
+\item Both sequence-digitizing functions return \ccode{eslEINVAL} if
+the input sequence contains characters that are not in the
+alphabet. Because input sequences are often provided by a user (not
+the program), this is a common error that the application must check
+for.
+\end{itemize}
+
+\subsection{Concepts and terminology}
+
+A \esldef{symbol} is a 7-bit ASCII input character, representing a
+residue, gap, or degeneracy. A \esldef{code} is the digital internal
+representation of the symbol as an \ccode{unsigned char} in the range
+$0..127$, suitable for use as an array index. The \eslmod{alphabet}
+module translates input symbols into internal digital codes.
+
+We distinguish between an input alphabet, an internal alphabet, and a
+canonical alphabet. The \esldef{input alphabet} consists of all the
+symbols that Easel allows in an input biosequence character
+string. The \esldef{internal alphabet} is the standardized one-letter
+alphabet that Easel deals with. The \esldef{canonical alphabet} is the
+fundamental set of 4 nucleotides or 20 amino acids.
+
+Easel deals with all of the complications of sequence encoding using
+two concepts, equivalency and degeneracy. \esldef{Equivalency}
+defines how the input alphabet maps to the internal
+alphabet. \esldef{Degeneracy} defines how the internal alphabet maps
+to the canonical alphabet.
+
+Equivalent residues are symbols that are accepted in an input sequence
+character string and silently translated into an appropriate internal
+code. Characters in the input alphabet are mapped many-to-one to the
+internal alphabet using an \esldef{input map}. One use of equivalency
+is to map both lower and upper case input to the same internal
+symbol. Another use is to allow several different input characters to
+mean a gap. Another use is to silently accept and ``fix'' nonstandard
+but common input ``errors'', such as tolerating the use of X to mean N
+in nucleic acid sequences.
+
+Degenerate residues are codes in the internal alphabet that are mapped
+one-to-many onto canonical residue codes, using a \esldef{degeneracy
+map}. In addition to mapping the degeneracy codes onto the canonical
+alphabet, the degeneracy mechanism is also used to deal with unusual
+and modified residues. Selenocysteine, for instance, is represented by
+default as a \ccode{U}, but treated as a degenerate code for \ccode{C}
+(cysteine). The rationale for this will be described in more detail
+below.
+
+\subsubsection{The internal alphabet}
+
+Easel's internal alphabet is a string (\ccode{a->sym}) of length
+\ccode{Kp}, which contains:
+
+\begin{itemize}
+ \item the \ccode{K} symbols of the canonical alphabet;
+ \item a standard gap symbol;
+ \item (optionally) any other degenerate, unusual, or modified residue codes;
+ \item a mandatory ``any'' symbol (a completely degenerate residue);
+ \item a standard ``missing data'' symbol.
+\end{itemize}
+
+Residues \ccode{0..K-1} must be the canonical alphabet. Residue
+\ccode{K} must be the gap symbol. Residues \ccode{K+1..Kp-3} must be
+the degenerate and modified residue symbols (there can be zero of
+these). Residue \ccode{Kp-2} must be the completely degenerate symbol
+(such as \ccode{X} for protein sequence or \ccode{N} for nucleic acid
+sequence); all alphabets must have such a symbol. Residue \ccode{Kp-1}
+must be the missing data symbol. Because the completely-degenerate
+symbol and the two kinds of gap symbols are mandatory in any alphabet,
+\ccode{Kp} $\geq$ \ccode {K+3}. Aside from these constraints, symbols
+may occur in any order.
+
+The digital code used for each residue is then the index of a residue
+in this string, \ccode{0..Kp-1}. The only other value that can appear
+in a digitized sequence is \ccode{eslSENTINEL} (127), the sentinel
+byte in positions \ccode{0} and \ccode{L+1} of a digitized sequence of
+length \ccode{L}.
+
+The rationale for the ordering is the following. Most applications
+will define residue scores in vectors and matrices that are smaller
+than the full range of the internal alphabet; for instance, it's
+common to only have \ccode{K} scores for the canonical residues. As
+much as possible, we want array indices to be the same whether we're
+accessing the full internal alphabet or a smaller score vector or
+matrix. So: we expect many applications to have score vectors or
+matrices that only contain the \ccode{K} canonical residues, so the
+canonical residues go first. We expect some applications to treat
+gaps as an extra symbol, and provide \ccode{K+1} position-specific
+scores or a \ccode{K+1} $\times$ \ccode{K+1} score matrix, so the gap
+character is next. We expect a few applications to optimize degeneracy
+scoring by precalculating them in \ccode{Kp-1} vectors or $Kp-1 \times Kp-1$
+matrices, so the degeneracies go next (the gap character at $K$ might
+then go unused in the score vectors and matrices, but that's a minor
+inefficiency). The missing data symbol is expected to always require
+special handling when it occurs, rather than appearing in a score
+vector or matrix, so it's put last.
+
+\subsection{The standard alphabets: DNA, RNA, protein}
+
+The three standard internal alphabets are:
+
+\begin{table}[h]
+\begin{tabular}{llccrr}
+\textbf{Type} & \ccode{sym} & \textbf{equivs} & \textbf{gaps} & \ccode{K} & \ccode{Kp} \\
+\ccode{eslRNA} & \ccode{ACGU-RYMKSWHBVDN\~} & T=U; X=N & \ccode{-\_.} & 4 & 17 \\
+\ccode{eslDNA} & \ccode{ACGT-RYMKSWHBVDN\~} & U=T; X=N & \ccode{-\_.} & 4 & 17 \\
+\ccode{eslAMINO} & \ccode{ACDEFGHIKLMNPQRSTVWY-BJZOUX\~} & & \ccode{-\_.} & 20 & 28 \\
+\end{tabular}
+\end{table}
+
+The \ccode{sym} string contains all the symbols that can be handled
+internally, and all the residues that can be represented when a
+digitized sequence is converted back to text. An application might
+still convert some characters for its own purposes before displaying
+an alphabetic string; for instance, to use different gap symbols for
+insertions versus deletions, or to use upper/lower case conventions to
+represent match/insert positions in a profile HMM alignment.
+
+The standard DNA and RNA alphabets follow published IUBMB
+recommendations (``Nomenclature for incompletely specified bases in
+nucleic acid'' \citep{IUBMB85}), with an addition of X as an
+equivalence for N (acquiescing to the \emph{de facto} BLAST filter
+standard of using X's to mask residues), and equivalencing T to U in
+RNA sequences (and vice versa in DNA).
+
+The one-letter code for amino acids follows section 3AA-21 of the
+IUPAC recommendations \citep{IUPAC84}. The code is augmented by U for
+selenocysteine, as recommended in 1999 by the JCBN/NC-IUBMB Newsletter
+(\url{http://www.chem.qmul.ac.uk/iubmb/newsletter/1999/item3.html}).
+It is also augmented by O for pyrrolysine and J for a
+leucine/isoleucine ambiguity (from a mass spectrometry experiment),
+following usage in the RESID database
+(\url{http://www.ebi.ac.uk/RESID/}).
+
+
+\subsection{Degenerate residues}
+
+The symbols from \ccode{K+1..Kp-3} in the internal alphabet are all
+treated as degenerate residues.
+
+When creating a custom alphabet, each degenerate symbol is initialized
+by calling \ccode{esl\_alphabet\_SetDegeneracy(alphabet, c, syms)} to
+assign degenerate alphabetic symbol \ccode{c} to the alphabetic
+symbols in the string \ccode{syms}. For example,
+\ccode{esl\_alphabet\_SetDegeneracy(a, 'R', \"AG\")} assigns R
+(purine) to mean A or G. For the standard biosequence alphabets, this
+is done automatically to define the proper degeneracy codes.
+
+For amino acid alphabets, the default code is:
+
+\begin{cchunk}
+ esl_alphabet_SetDegeneracy(a, 'B', "ND");
+ esl_alphabet_SetDegeneracy(a, 'J', "IL");
+ esl_alphabet_SetDegeneracy(a, 'Z', "QE");
+\end{cchunk}
+
+For RNA alphabets, the default code is:
+
+\begin{cchunk}
+ esl_alphabet_SetDegeneracy(a, 'R', "AG");
+ esl_alphabet_SetDegeneracy(a, 'Y', "CU");
+ esl_alphabet_SetDegeneracy(a, 'M', "AC");
+ esl_alphabet_SetDegeneracy(a, 'K', "GU");
+ esl_alphabet_SetDegeneracy(a, 'S', "CG");
+ esl_alphabet_SetDegeneracy(a, 'W', "AU");
+ esl_alphabet_SetDegeneracy(a, 'H', "ACU");
+ esl_alphabet_SetDegeneracy(a, 'B', "CGU");
+ esl_alphabet_SetDegeneracy(a, 'V', "ACG");
+ esl_alphabet_SetDegeneracy(a, 'D', "AGU");
+\end{cchunk}
+
+For DNA alphabets, the calls are is the same as for RNA code, but with
+\ccode{T} in place of \ccode{U}.
+
+
+\subsubsection{Implementation: the degeneracy map}
+
+The alphabet's degeneracy map is implemented in an array
+\ccode{a->degen[0..Kp-1][0..K-1]} of 1/0 (TRUE/FALSE) flags.
+\ccode{a->degen[x][y] == TRUE} indicates that the residue set $D(x)$
+for degeneracy code \ccode{x} contains base residue \ccode{y}.
+\ccode{a->ndegen[x]} contains the cardinality $|D(x)|$, how many base
+residues are represented by degeneracy code \ccode{x}.
+
+For the two kinds of gap symbols, the degeneracy map is empty; all
+flags are FALSE and the cardinality is 0.
+
+Because character \ccode{Kp-3} in the internal alphabet is
+automatically assumed to be an ``any'' character (such as 'N' for DNA
+or RNA, 'X' for protein), \ccode{a->degen[Kp-3][i] = 1} for all
+$i=0..K-1$, and \ccode{a->ndegen[Kp-3] = K}.
+
+The storage of the degeneracy map is a little wasteful. We really only
+need rows \ccode{a->degen[K+1..Kp-3]}, but optimizing this would
+create some index translation hassles, and it doesn't seem worth it.
+
+
+\subsection{Equivalent residues}
+
+The concept of equivalent residues allows an input symbol to be mapped
+to a different internal symbol. One use of equivalence is to map both
+lower and upper case input to the same internal representation.
+Another use is to allow several different input characters to mean a
+gap. Another use is to silently accept and ``fix'' nonstandard but
+common input ``errors'', such as the use of T instead of U in RNA
+sequences (or vice versa in DNA), or the use of X instead of N as an
+ambiguity code in nucleic acid sequences.
+
+The call \ccode{esl\_alphabet\_SetEquiv(a, 'U', 'T')}, for example,
+makes an alphabet interpret \ccode{U} as a \ccode{T} (encoding both as
+\ccode{3}, in the case of the standard DNA and RNA alphabets).
+
+All three standard alphabets accept \ccode{\_} or \ccode{.} symbols
+as equivalences for the standard gap symbol \ccode{-}. An application
+can define additional gap characters, such as \ccode{,}, by calling
+\ccode{esl\_alphabet\_SetSynonym(a, ',', '-')} on one of the standard
+alphabets to define additional equivalences (that is, you don't have
+to create a custom alphabet to add new equivalences).
+
+\ccode{esl\_alphabet\_SetCaseInsensitive()} maps both upper case and
+lower case input alphabetic characters map to their equivalent in the
+internal alphabet in a case-insensitive manner. This function works
+only on residues that have already been declared to be part of the
+alphabet, so when defining a custom alphabet, it must be called after
+all individual equivalences have been defined. The standard alphabets
+are always set to be case insensitive.
+
+\subsubsection{Implementation of equivalent residues: the input map}
+
+Internally, an \textbf{input map}, \ccode{a->inmap[0..127]}, specifies
+how an input ASCII 7-bit text symbol is converted to digital
+code. \ccode{a->inmap['T'] = 3} in the standard DNA alphabet, for
+example, and the call \ccode{esl\_alphabet\_SetSynonym(a, 'U', 'T')}
+sets \ccode{a->inmap['U'] = a->inmap['T']}.
+
+The elements in input maps are of type \ccode{unsigned char}. Legal
+values are 0..127 (values that can be cast to the \ccode{unsigned
+char} codes in a digitized sequence) and two additional flags with
+negative values, \ccode{eslILLEGAL\_CHAR} (255) and
+\ccode{eslIGNORED\_CHAR} (254).
+
+\subsection{Unusual or modified residues}
+
+In addition to the canonical 4 or 20 residues and their ambiguity
+codes, there are many unusual and/or modified residues. For instance,
+there are many posttranscriptional or posttranslational modifications
+on residues in RNAs and proteins. Some databases try to capture this
+information in a single-letter alphabetic code, such as the Sprinzl
+transfer RNA database \cite{Sprinzl98}.
+
+Additionally, and perhaps more importantly, proteins are known to
+contain at least two additional genetically encoded amino acids,
+selenocysteine and pyrrolysine. Selenocysteine is represented by a
+\ccode{U} according to the IUPAC standard, and pyrrolysine is
+represented by a \ccode{O} in the RESID database at EBI.
+
+Unusual one-letter residue codes pose a tradeoff issue for sequence
+analysis applications. On the one hand, an application should
+recognize symbols for unusual or modified residues, and be able to
+represent them both internally and in any sequence output. For
+example, no application should read an input selenocysteine residue
+(\ccode{U}) and output it as a cysteine (\ccode{C}) -- this changes
+the original sequence and causes data corruption.\footnote{However, at
+least one the main public protein databases (Uniprot) has already
+chosen to replace all selenocysteines with \ccode{C} and all
+pyrrolysines with \ccode{K}, for fear of breaking legacy sequence
+analysis software. So, this data corruption is already a fact of
+life.} On the other hand, most sequence analysis applications would
+not want to take the trouble to define a canonical alphabet larger
+than the usual 4 or 20 residues, and then have to parameterize that
+alphabet, just to be able to handle a few rare residues. (Pyrrolysine,
+for example, has only been found in a handful of proteins in a few
+Archaea.) It is useful to be able to deal with probability parameters
+and scores only for the canonical alphabet. However (on yet another
+hand!) in some cases one \emph{would} want to write a specialized
+application that parameterizes unusual residues as part of its
+canonical alphabet -- for instance, an application for analyzing
+posttranscriptional tRNA modifications, for example.
+
+Therefore, Easel must not force an input selenocysteine or pyrrolysine
+(or any other unusual residue) to be recoded as an arbitrary symbol
+(such as cysteine or lysine). That is, unusual symbols cannot be
+treated as equivalences, but must be allowed to be part of the
+internal alphabet. However, Easel \emph{can} allow unusual symbols to
+be treated as noncanonical, and \emph{score} them as some other
+arbitrary residue, as a reasonable approximation. Thus for most
+purposes, unusual symbols are best handled as a special kind of
+degeneracy, with a one-to-one degeneracy map from the unusual symbol
+to the ``closest'' canonical residue.
+
+Therefore, the default amino acid alphabet accepts selenocysteine
+(\ccode{U}) and pyrrolysine symbols (\ccode{O}) and represents them in
+the internal alphabet, and maps them as ``degeneracies'' onto cysteine
+(\ccode{C}) and lysine (\ccode{K}), respectively.
+
+When that behavior is not suitable, an application can also define any
+custom alphabet it chooses, as described below.
+
+
+\subsection{Creating a custom alphabet}
+
+Figure~\ref{fig:alphabet_example2} shows an example of creating a
+customized 22-letter amino acid alphabet that includes the \ccode{U}
+selenocysteine code and the \ccode{O} pyrrolysine code.
+
+\begin{figure}
+\input{cexcerpts/alphabet_example2}
+\caption{An example of creating a custom alphabet.}
+\label{fig:alphabet_example2}
+\end{figure}
+
+
+
+\subsection{Scoring degenerate residues}
+
+To score a degenerate residue code $x$, Easel provides two strategies.
+One set of functions assigns an average score:
+
+\[
+ S(x) = \frac{\sum_{y \in D(x)} S(y) } { |D(x)| },
+\]
+
+where $D(x)$ is the set of residues $y$ represented by degeneracy code
+$x$ (for example, $D(\mbox{R}) = \{ \mbox{A,G} \}$), $| D(x) |$ is the
+number of residues that the degeneracy code includes, and $S(y)$ is
+the score of a base residue $y$. Because scores $S(y)$ are commonly
+kept as integers, floats, or doubles, depending on the application,
+three functions are provided that differ only in the storage type of
+the scores: \ccode{esl\_abc\_IAvgScore(a,x,sc)},
+\ccode{esl\_abc\_FAvgScore(a,x,sc)}, and
+\ccode{esl\_abc\_DAvgScore(a,x,sc)} calculate and return the average
+score of residue \ccode{x} in alphabet \ccode{a} given a base score
+vector \ccode{sc[0]..sc[K-1]} for integers, floats, and doubles,
+respectively.
+
+A second set of functions assigns an expected score, weighted by an
+expected occurrence probability $p_y$ of the residues $y$ (often the
+random background frequencies):
+
+\[
+ S(x) = \frac{\sum_{y \in D(x)} p_y S(y) } { \sum_{y \in D(x)} p_y },
+\]
+
+These three functions are \ccode{esl\_abc\_IExpectScore(a,x,sc,p)},
+\ccode{esl\_abc\_FExpectScore(a,x,sc,p)}, and
+\ccode{esl\_abc\_DExpectScore(a,x,sc,p)}. For the integer and float
+versions, the probability vector is in floats; for the double version,
+the probability vector is in doubles.
+
+For efficiency reasons, an application might choose to preculate
+scores for all possible degenerate codes it might see. HMMER, for
+example, turns probability vectors of length \ccode{K} into score
+residues of length \ccode{Kp}.
+
+An application might also choose to score residues on-the-fly, using
+score vectors of length \ccode{K}. Each input residue \ccode{x} would
+then have to be tested to see if it is degenerate, before scoring it
+appropriately. \ccode{esl\_abc\_IsBasic(a, x)} returns \ccode{TRUE}
+if \ccode{x} is in the basic set of \ccode{K} residues in alphabet
+\ccode{a}, and \ccode{FALSE} otherwise. Similarly,
+\ccode{esl\_abc\_IsGap(a,x)} tests whether $x$ is a gap, and
+\ccode{esl\_abc\_IsDegenerate(a,x)} tests whether $x$ is a degenerate
+residue.
+
diff --git a/easel/esl_cluster.c b/easel/esl_cluster.c
new file mode 100644
index 0000000..c83a8c1
--- /dev/null
+++ b/easel/esl_cluster.c
@@ -0,0 +1,347 @@
+/* Generalized single linkage clustering.
+ *
+ * Table of contents:
+ * 1. Single linkage clustering, generalized
+ * 2. Unit tests
+ * 3. Test driver
+ * 4. Example
+ * 5. Copyright and license
+ *
+ * SRE, Mon Jan 7 09:21:56 2008 [Janelia] [HHGTTG]
+ * SVN $Id: esl_cluster.c 269 2008-06-19 13:47:41Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_cluster.h"
+
+
+/*****************************************************************
+ * 1. Single linkage clustering, generalized
+ *****************************************************************/
+
+/* Function: esl_cluster_SingleLinkage()
+ * Synopsis: Generalized single linkage clustering.
+ * Incept: SRE, Mon Jan 7 08:35:10 2008 [Janelia]
+ *
+ * Purpose: Given a set of vertices, cluster them by single-linkage
+ * clustering.
+ *
+ * The data describing each vertex is provided in an array
+ * starting at <base>, consisting of <n> vertices. Each
+ * vertex can be of any type (structure, scalar, pointer)
+ * so long as each vertex element is of fixed size <n>
+ * bytes.
+ *
+ * A pointer to the clustering function is provided in
+ * <(*linkfunc)()>, and a pointer to any necessary
+ * parameters for that function (for example, any
+ * thresholds) is provided in <param>.
+ *
+ * The <int (*linkfunc)()> must be written by the
+ * caller. It takes arguments <(void *v1, void *v2, void
+ * *param, int *ret_link)>: pointers to two vertices to
+ * test for linkage and a pointer to any necessary
+ * parameters, and it passes the answer <TRUE> (1) or
+ * <FALSE> (0) back in <*ret_link>. The <(*linkfunc)()>
+ * returns <eslOK> (0) on success, and a nonzero error code
+ * on failure (see <easel.h> for a list of Easel's error
+ * codes).
+ *
+ * The caller provides an allocated <workspace> with space
+ * for at least <2n> integers. (Allocation in the caller
+ * allows the caller to reuse memory and save
+ * allocation/free cycles, if it has many rounds of
+ * clustering to do.)
+ *
+ * The caller also provides allocated space in
+ * <assignments> for <n> integers which, upon successful
+ * return, contains assignments of the <0..n-1> vertices to
+ * <0..C-1> clusters. That is, if <assignments[42] = 1>,
+ * that means vertex 42 is assigned to cluster 1. The
+ * total number of clusters is returned in <ret_C>.
+ *
+ * The algorithm runs in $O(N)$ memory; importantly, it
+ * does not require a $O(N^2)$ adjacency matrix. Worst case
+ * time complexity is $O(N^2)$ (multiplied by any
+ * additional complexity in the <(*linkfunc()> itself), but
+ * the worst case (no links at all; <C=n> clusters) should
+ * be unusual. More typically, time scales as about $N \log
+ * N$. Best case is $N$, for a completely connected graph
+ * in which all vertices group into one cluster. (More
+ * precisely, best case complexity arises when vertex 0 is
+ * connected to all other <n-1> vertices.)
+ *
+ * Notes: I don't know if this algorithm is published. I
+ * haven't seen it in graph theory books, but that might
+ * be because it's so obvious that nobody's bothered.
+ *
+ * In brief, we're going to do a breadth-first search of the
+ * graph, and we're going to calculate links on the fly
+ * rather than precalculating them into a standard adjacency
+ * matrix.
+ *
+ * While working, we keep two stacks of maximum length N:
+ * a : list of vertices that are still unconnected.
+ * b : list of vertices that we've connected to
+ * in our current breadth level, but we haven't
+ * yet tested for other connections to a.
+ * The current length (number of elements in) a and b are
+ * kept in na, nb.
+ *
+ * We store our results in an array of length N:
+ * c : assigns each vertex to a component. for example
+ * c[4] = 1 means that vertex 4 is in component 1.
+ * nc is the number of components. Components
+ * are numbered from 0 to nc-1. We return c and nc
+ * to our caller.
+ *
+ * The algorithm is:
+ *
+ * Initialisation:
+ * a <-- all the vertices
+ * na <-- N
+ * b <-- empty set
+ * nb <-- 0
+ * nc <-- 0
+ *
+ * Then:
+ * while (a is not empty)
+ * pop a vertex off a, push onto b
+ * while (b is not empty)
+ * pop vertex v off b
+ * assign c[v] = nc
+ * for each vertex w in a:
+ * compare v,w. If w is linked to v, remove w
+ * from a, push onto b.
+ * nc++
+ * q.e.d.
+ *
+ * Args: base - pointer to array of n fixed-size vertices to be clustered.
+ * n - number of vertices
+ * size - size of each vertex element
+ * linkfunc - pointer to caller's function for defining linked pairs
+ * param - pointer to any data that needs to be provided to <(*linkfunc)>
+ * workspace - caller provides at least 2n*sizeof(int) of workspace
+ * assignments - RETURN: assignments to clusters (caller provides n*sizeof(int) space)
+ * ret_C - RETURN: number of clusters
+ *
+ * Returns: <eslOK> on success; <assignments[0..n-1]> contains cluster assigments
+ * <0..C-1> for each vertex, and <*ret_C> contains the number of clusters
+ * <C>
+ *
+ * Throws: status codes from the caller's <(*linkfunc)> on failure; in this case,
+ * the contents of <*assignments> is undefined, and <*ret_C> is 0.
+ */
+int
+esl_cluster_SingleLinkage(void *base, size_t n, size_t size,
+ int (*linkfunc)(const void *, const void *, const void *, int *), void *param,
+ int *workspace, int *assignments, int *ret_C)
+{
+ int na, *a = NULL; /* stack of available vertices (still unconnected) */
+ int nb, *b = NULL; /* stack of connected but unextended vertices */
+ int nc, *c = NULL; /* array of results: # clusters, assignments to clusters */
+ int v,w; /* indices of vertices */
+ int i; /* counter over the available list */
+ int do_link;
+ int status;
+
+ a = workspace;
+ b = workspace + n;
+ c = assignments;
+
+ for (v = 0; v < n; v++) a[v] = n-v-1; /* initialize by pushing all vertices onto available list (backwards) */
+ na = n;
+ nb = 0;
+ nc = 0;
+
+ while (na > 0) /* while vertices remain unexamined or unclustered: */
+ {
+ v = a[na-1]; na--; /* pop a vertex off a, */
+ b[nb] = v; nb++; /* and push it onto b */
+
+ while (nb > 0) /* while vertices remain unextended: */
+ {
+ v = b[nb-1]; nb--; /* pop vertex off b */
+ c[v] = nc; /* assign it to cluster nc */
+ for (i = na-1; i >= 0; i--) /* backwards, because of deletion/swapping we do*/
+ {
+ if ((status = (*linkfunc)( (char *) base + v*size, (char *) base + a[i]*size, param, &do_link)) != eslOK) goto ERROR;
+ if (do_link)
+ {
+ w = a[i]; a[i] = a[na-1]; na--; /* delete w from a */
+ b[nb] = w; nb++; /* and push it onto b */
+ }
+ }
+ }
+ nc++;
+ }
+
+ *ret_C = nc;
+ return eslOK;
+
+ ERROR:
+ *ret_C = 0;
+ return status;
+}
+/*------------------ end, single linkage clustering -------------*/
+
+
+
+
+
+
+/*****************************************************************
+ * 2. Unit tests
+ *****************************************************************/
+#ifdef eslCLUSTER_TESTDRIVE
+#include <math.h>
+
+static int
+test_linkage_definition(const void *v1, const void *v2, const void *param, int *ret_link)
+{
+ double a = *((double *) v1); /* you have to cast a void ptr before you can dereference it */
+ double b = *((double *) v2);
+ double threshold = *((double *) param);
+
+ *ret_link = ((fabs(a-b) <= threshold) ? TRUE : FALSE);
+ return eslOK;
+}
+
+static void
+utest_singlelinkage(double *testdata, int n, double threshold, int *correct_assignment, int correct_C)
+{
+ int *workspace;
+ int *assignment;
+ int C;
+ int v;
+
+ if ((workspace = malloc(sizeof(int) * n * 2)) == NULL) esl_fatal("allocation failed");
+ if ((assignment = malloc(sizeof(int) * n)) == NULL) esl_fatal("allocation failed");
+
+ if (esl_cluster_SingleLinkage(testdata, n, sizeof(double),
+ test_linkage_definition, &threshold,
+ workspace, assignment, &C) != eslOK) esl_fatal("single linkage clustering failed");
+
+ if (C != correct_C) esl_fatal("expected %d clusters, but got %d\n", correct_C, C);
+ for (v = 0; v < n; v++)
+ if (correct_assignment[v] != assignment[v])
+ esl_fatal("expected vertex %d to be in cluster %d, but it's in %d\n", v, correct_assignment[v], assignment[v]);
+
+ free(workspace);
+ free(assignment);
+}
+#endif /* eslCLUSTER_TESTDRIVE */
+
+
+
+
+/*****************************************************************
+ * 3. Test driver
+ *****************************************************************/
+#ifdef eslCLUSTER_TESTDRIVE
+/* gcc -g -Wall -o test -I. -L. -DeslCLUSTER_TESTDRIVE esl_cluster.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_cluster.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for cluster module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ double vertex[] = { 1.0, 2.0, 4.0, 5.0, 7.0, 8.0 };
+ int na1 = 3, a1[] = { 0, 0, 1, 1, 2, 2 }; /* correct answer when threshold = 1.5 */
+ int na2 = 6, a2[] = { 0, 1, 2, 3, 4, 5 }; /* correct answer when threshold < 1.0 */
+ int na3 = 1, a3[] = { 0, 0, 0, 0, 0, 0 }; /* correct answer when threshold > 2.0 */
+ int n = sizeof(vertex) / sizeof(double);
+
+ utest_singlelinkage(vertex, n, 1.5, a1, na1);
+ utest_singlelinkage(vertex, n, 0.5, a2, na2);
+ utest_singlelinkage(vertex, n, 2.5, a3, na3);
+
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /* eslCLUSTER_TESTDRIVE*/
+
+
+
+
+
+/*****************************************************************
+ * 4. Example
+ *****************************************************************/
+#ifdef eslCLUSTER_EXAMPLE
+/*::cexcerpt::cluster_example::begin::*/
+/* gcc -g -Wall -o example -I. -L. -DeslCLUSTER_EXAMPLE esl_cluster.c easel.c -lm */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_cluster.h"
+
+static int
+my_linkage_definition(const void *v1, const void *v2, const void *param, int *ret_link)
+{
+ double a = *((double *) v1); /* you have to cast a void ptr before you can dereference it */
+ double b = *((double *) v2);
+ double threshold = *((double *) param);
+
+ *ret_link = ((fabs(a-b) <= threshold) ? TRUE : FALSE);
+ return eslOK;
+}
+
+int
+main(int argc, char **argv)
+{
+ double vertex[] = { 1.0, 2.0, 4.0, 5.0, 7.0, 8.0 };
+ int n = sizeof(vertex) / sizeof(double);
+ double threshold = 1.5;
+ int *workspace;
+ int *assignment;
+ int C;
+ int v;
+
+ workspace = malloc(sizeof(int) * n * 2);
+ assignment = malloc(sizeof(int) * n);
+
+ esl_cluster_SingleLinkage(vertex, n, sizeof(double),
+ my_linkage_definition, &threshold,
+ workspace, assignment, &C);
+
+ printf("There are %d clusters.\n", C);
+ for (v = 0; v < n; v++) printf("vertex %d is in cluster %d\n", v, assignment[v]);
+
+ free(workspace);
+ free(assignment);
+ return 0;
+}
+/*::cexcerpt::cluster_example::end::*/
+#endif /*eslCLUSTER_EXAMPLE*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_cluster.h b/easel/esl_cluster.h
new file mode 100644
index 0000000..5f8baa2
--- /dev/null
+++ b/easel/esl_cluster.h
@@ -0,0 +1,12 @@
+/* Generalized single linkage clustering.
+ *
+ * SRE, Mon Jan 7 09:40:06 2008 [Janelia]
+ * SVN $Id: esl_cluster.h 231 2008-03-25 14:43:57Z eddys $
+ */
+#ifndef ESL_CLUSTER_INCLUDED
+#define ESL_CLUSTER_INCLUDED
+
+extern int esl_cluster_SingleLinkage(void *base, size_t n, size_t size,
+ int (*linkfunc)(const void *, const void *, const void *, int *), void *param,
+ int *workspace, int *assignments, int *ret_C);
+#endif /*ESL_CLUSTER_INCLUDED*/
diff --git a/easel/esl_cluster.tex b/easel/esl_cluster.tex
new file mode 100644
index 0000000..8db8c65
--- /dev/null
+++ b/easel/esl_cluster.tex
@@ -0,0 +1,53 @@
+The \eslmod{cluster} module implements a generalized, efficient
+discrete single linkage clustering algorithm.
+
+The clustering algorithm tests for links on the fly, thus avoiding
+construction of an $O(N^2)$ adjacency matrix. This results in an
+algorithm of $O(N)$ memory, $O(N^2)$ time worst-case complexity for
+$N$ vertices. Average case behavior typically scales much better than
+this, as efficiently as $O(N)$ for a densely connected graph that
+forms a single cluster.
+
+In order to work on generalized vertices of any data type, the
+implementation uses an interface akin to that of the C \ccode{qsort()}
+utility: the caller provides a void pointer to an untyped array of
+vertices, the number of vertices, and the size of each vertex data
+element, and a function that can take untyped pointers to two vertices
+and compute whether they are linked or not.
+
+The API is summarized in Table~\ref{tbl:cluster_api}. Only the
+\eslmod{easel} module is required.
+
+% Table generated by autodoc -t esl_cluster.c (so don't edit here, edit esl_cluster.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_cluster_SingleLinkage()}{\ccode{esl\_cluster\_SingleLinkage()}} & Generalized single linkage clustering.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{cluster} API.}
+\label{tbl:cluster_api}
+\end{table}
+
+\subsection{Example of using the msacluster API}
+
+An example of clustering some numbers together, according to their
+difference:
+
+\input{cexcerpts/cluster_example}
+
+The thing to pay most attention to here is the mechanism of dealing
+with vertices via generic untyped pointers; in particular, the way the
+caller-provided linkage-determining function takes its \ccode{void *}
+arguments and immediately casts them back to data types that the
+caller wants to use in computing whether the two vertices are linked.
+
+In the example here, the linkage function needs only one parameter
+from the caller, so a pointer to \ccode{threshold} itself is passed
+into the API. If your linkage function needs more parameters, you
+would define a structure that bundles them together, then pass a
+pointer to that structure into \ccode{esl\_cluster\_SingleLinkage()}.
+
diff --git a/easel/esl_config.h.in b/easel/esl_config.h.in
new file mode 100644
index 0000000..5770ae4
--- /dev/null
+++ b/easel/esl_config.h.in
@@ -0,0 +1,127 @@
+/* esl_config.h.in [input to configure]
+ *
+ * System-dependent configuration of Easel, by autoconf.
+ *
+ * This file should be included in all Easel .c files before
+ * anything else, because it may set #define's that control
+ * behaviour of system includes and system libraries. An example
+ * is large file support.
+ *
+ * SVN $Id$
+ * SRE, Fri Mar 3 08:03:32 2006 [St. Louis]
+ */
+#ifndef ESL_CONFIG_INCLUDED
+#define ESL_CONFIG_INCLUDED
+
+/* Version info.
+ */
+#undef EASEL_VERSION
+#undef EASEL_DATE
+#undef EASEL_COPYRIGHT
+#undef EASEL_LICENSE
+
+/* Large file support
+ * Must precede any header file inclusion.
+ */
+#undef _FILE_OFFSET_BITS
+#undef _LARGE_FILES
+#undef _LARGEFILE_SOURCE
+
+/* Debugging verbosity (0=none;3=most verbose)
+ */
+#undef eslDEBUGLEVEL
+
+/* System headers
+ */
+#undef HAVE_UNISTD_H
+#undef HAVE_STDINT_H
+#undef HAVE_INTTYPES_H
+#undef HAVE_SYS_TYPES_H
+
+/* Types
+ */
+#undef WORDS_BIGENDIAN
+#undef int8_t
+#undef int16_t
+#undef int32_t
+#undef int64_t
+#undef uint8_t
+#undef uint16_t
+#undef uint32_t
+#undef uint64_t
+#undef off_t
+
+/* Optional packages
+ */
+#undef HAVE_LIBGSL
+
+/* Optional parallel implementation support
+ */
+#undef HAVE_SSE2
+#undef HAVE_VMX
+#undef HAVE_MPI
+
+/* Functions
+ */
+#undef HAVE_MKSTEMP
+#undef HAVE_POPEN
+#undef HAVE_STRCASECMP
+#undef HAVE_TIMES
+#undef HAVE_FSEEKO
+
+/*****************************************************************
+ * Available augmentations.
+ *
+ * If you grab a single module from Easel to use it by itself,
+ * leave all these #undef'd; you have no augmentations.
+ *
+ * If you grab additional Easel .c files, you can enable any
+ * augmentations they provide to other modules by #defining the
+ * modules you have below. Alternatively, you can -D them on
+ * the compile line, as in cc -DeslAUGMENT_SSI -DeslAUGMENT_MSA.
+ *
+ * If you compile and install the complete Easel library, all of these
+ * get #defined automatically by ./configure, plus the eslLIBRARY flag
+ * which means the full library with all augmentations is
+ * available. So, if you steal files from an installed library, just
+ * set these all back to #undef (depending on which files you have).
+ *****************************************************************/
+#undef eslLIBRARY
+
+#ifndef eslLIBRARY
+#undef eslAUGMENT_ALPHABET
+#undef eslAUGMENT_DMATRIX
+#undef eslAUGMENT_FILEPARSER
+#undef eslAUGMENT_GEV
+#undef eslAUGMENT_GUMBEL
+#undef eslAUGMENT_HISTOGRAM
+#undef eslAUGMENT_KEYHASH
+#undef eslAUGMENT_MINIMIZER
+#undef eslAUGMENT_MSA
+#undef eslAUGMENT_RANDOM
+#undef eslAUGMENT_SSI
+#undef eslAUGMENT_STATS
+#endif
+
+#ifdef eslLIBRARY
+#define eslAUGMENT_ALPHABET
+#define eslAUGMENT_DMATRIX
+#define eslAUGMENT_FILEPARSER
+#define eslAUGMENT_GEV
+#define eslAUGMENT_GUMBEL
+#define eslAUGMENT_HISTOGRAM
+#define eslAUGMENT_KEYHASH
+#define eslAUGMENT_MINIMIZER
+#define eslAUGMENT_MSA
+#define eslAUGMENT_RANDOM
+#define eslAUGMENT_SSI
+#define eslAUGMENT_STATS
+#endif
+
+
+#endif /*ESL_CONFIG_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_dirichlet.c b/easel/esl_dirichlet.c
new file mode 100644
index 0000000..c8ab8ca
--- /dev/null
+++ b/easel/esl_dirichlet.c
@@ -0,0 +1,638 @@
+/* esl_dirichlet.c
+ * Functions relevant to Beta, Gamma, and Dirichlet densities,
+ * and simple and mixture Dirichlet priors.
+ *
+ * SRE, Tue Nov 2 13:42:59 2004 [St. Louis]
+ * SVN $Id: esl_dirichlet.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include <esl_config.h>
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_FILEPARSER
+#include "esl_fileparser.h"
+#endif
+#include "esl_vectorops.h"
+#include "esl_stats.h"
+#include "esl_dirichlet.h"
+
+
+/* Function: esl_mixdchlet_Create()
+ * Incept: SRE, Fri Apr 8 10:44:34 2005 [St. Louis]
+ *
+ * Purpose: Create a new mixture Dirichlet prior with <N> components,
+ * each with <K> parameters.
+ *
+ * Returns: initialized <ESL_MIXDCHLET *> on success.
+ *
+ * Throws: NULL on allocation failure.
+ */
+ESL_MIXDCHLET *
+esl_mixdchlet_Create(int N, int K)
+{
+ int status;
+ ESL_MIXDCHLET *pri = NULL;
+ int q;
+
+ ESL_ALLOC(pri, sizeof(ESL_MIXDCHLET));
+ pri->pq = NULL;
+ pri->alpha = NULL;
+
+ ESL_ALLOC(pri->pq, sizeof(double) * N);
+ ESL_ALLOC(pri->alpha, sizeof(double *) * N);
+ pri->alpha[0] = NULL;
+
+ ESL_ALLOC(pri->alpha[0], sizeof(double) * N * K);
+ for (q = 1; q < N; q++)
+ pri->alpha[q] = pri->alpha[0] + q*K;
+
+ pri->N = N;
+ pri->K = K;
+ return pri;
+
+ ERROR:
+ esl_mixdchlet_Destroy(pri);
+ return NULL;
+}
+
+/* Function: esl_mixdchlet_Destroy()
+ * Incept: SRE, Fri Apr 8 11:00:19 2005 [St. Louis]
+ *
+ * Purpose: Free's the mixture Dirichlet <pri>.
+ */
+void
+esl_mixdchlet_Destroy(ESL_MIXDCHLET *pri)
+{
+ if (pri == NULL) return;
+ if (pri->pq != NULL) free(pri->pq);
+ if (pri->alpha != NULL) {
+ if (pri->alpha[0] != NULL) free(pri->alpha[0]);
+ free(pri->alpha);
+ }
+ free(pri);
+}
+
+
+/* Function: esl_mixdchlet_MPParameters()
+ * Incept: SRE, Sat Apr 9 14:28:26 2005 [St. Louis]
+ *
+ * Purpose: Parameter estimation for a count vector <c> of cardinality
+ * <K>, and a mixture Dirichlet prior <pri>. Calculates
+ * mean posterior estimates for probability parameters, and
+ * returns them in <p>. Also returns the posterior probabilities
+ * of each Dirichlet mixture component, $P(q \mid c)$, in <mix>.
+ * Caller must provide allocated space for <mix> and <p>, both
+ * of length <K>.
+ *
+ * Returns: <eslOK> on success; <mix> contains posterior probabilities of
+ * the Dirichlet components, and <p> contains mean posterior
+ * probability parameter estimates.
+ *
+ * Throws: <esl_EINCOMPAT> if <pri> has different cardinality than <c>.
+ */
+int
+esl_mixdchlet_MPParameters(double *c, int K, ESL_MIXDCHLET *pri, double *mix, double *p)
+{
+ int q; /* counter over mixture components */
+ int x;
+ double val;
+ double totc;
+ double tota;
+
+ if (K != pri->K) ESL_EXCEPTION(eslEINCOMPAT, "cvec's K != mixture Dirichlet's K");
+
+ /* Calculate mix[], the posterior probability
+ * P(q | c) of mixture component q given the count vector c.
+ */
+ for (q = 0; q < pri->N; q++)
+ if (pri->pq[q] > 0.0)
+ {
+ esl_dirichlet_LogProbData(c, pri->alpha[q], K, &val);
+ mix[q] = val + log(pri->pq[q]);
+ }
+ else
+ mix[q] = -HUGE_VAL;
+ esl_vec_DLogNorm(mix, pri->N); /* mix[q] is now P(q|c) */
+
+ totc = esl_vec_DSum(c, K);
+ esl_vec_DSet(p, K, 0.);
+ for (x = 0; x < K; x++)
+ for (q = 0; q < pri->N; q++)
+ {
+ tota = esl_vec_DSum(pri->alpha[q], K);
+ p[x] += mix[q] * (c[x] + pri->alpha[q][x]) / (totc + tota);
+ }
+ /* should be normalized already, but for good measure: */
+ esl_vec_DNorm(p, K);
+ return eslOK;
+}
+
+
+/* Function: esl_dirichlet_LogProbData()
+ * Incept: SRE, Tue Nov 2 14:22:37 2004 [St. Louis]
+ *
+ * Purpose: Given an observed count vector $c[0..K-1]$,
+ * and a simple Dirichlet density parameterized by
+ * $\alpha[0..K-1]$;
+ * calculate $\log P(c \mid \alpha)$.
+ *
+ * This is $\int P(c \mid p) P(p \mid \alpha) dp$,
+ * an integral that can be solved analytically.
+ *
+ * Args: c - count vector, [0..K-1]
+ * alpha - Dirichlet parameters, [0..K-1]
+ * K - size of c, alpha vectors
+ * ret_answer - RETURN: log P(c | \alpha)
+ *
+ * Returns: <eslOK> on success, and puts result $\log P(c \mid \alpha)$
+ * in <ret_answer>.
+ */
+int
+esl_dirichlet_LogProbData(double *c, double *alpha, int K, double *ret_answer)
+{
+ double lnp;
+ double sum1, sum2, sum3;
+ double a1, a2, a3;
+ int x;
+
+ sum1 = sum2 = sum3 = lnp = 0.0;
+ for (x = 0; x < K; x++)
+ {
+ sum1 += c[x] + alpha[x];
+ sum2 += alpha[x];
+ sum3 += c[x];
+ esl_stats_LogGamma(alpha[x] + c[x], &a1);
+ esl_stats_LogGamma(c[x] + 1., &a2);
+ esl_stats_LogGamma(alpha[x], &a3);
+ lnp += a1 - a2 - a3;
+ }
+ esl_stats_LogGamma(sum1, &a1);
+ esl_stats_LogGamma(sum2, &a2);
+ esl_stats_LogGamma(sum3 + 1., &a3);
+ lnp += a2 + a3 - a1;
+
+ *ret_answer = lnp;
+ return eslOK;
+}
+
+
+/* Function: esl_dirichlet_LogProbProbs()
+ * Incept: SRE, Sat Apr 9 14:35:17 2005 [St. Louis]
+ *
+ * Purpose: Given Dirichlet parameter vector <alpha> and a probability
+ * vector <p>, both of cardinality <K>; return
+ * $\log P(p \mid alpha)$.
+ *
+ * Returns: <eslOK> on success, and the result is in <ret_answer>.
+ *
+ * Xref: Sjolander (1996) appendix, lemma 2.
+ */
+int
+esl_dirichlet_LogProbProbs(double *p, double *alpha, int K, double *ret_answer)
+{
+ double sum; /* for Gammln(|alpha|) in Z */
+ double logp; /* RETURN: log P(p|alpha) */
+ double val;
+ int x;
+
+ sum = logp = 0.0;
+ for (x = 0; x < K; x++)
+ if (p[x] > 0.0) /* any param that is == 0.0 doesn't exist */
+ {
+ esl_stats_LogGamma(alpha[x], &val);
+ logp -= val;
+ logp += (alpha[x]-1.0) * log(p[x]);
+ sum += alpha[x];
+ }
+ esl_stats_LogGamma(sum, &val);
+ logp += val;
+ *ret_answer = logp;
+ return eslOK;
+}
+
+
+
+
+
+
+
+
+/*****************************************************************
+ * Sampling code:
+ * only included when augmented by esl_random module.
+ *****************************************************************
+ */
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_dirichlet_DSample()
+ * Incept: SRE, Tue Nov 2 14:30:31 2004 [St. Louis]
+ *
+ * Purpose: Given a Dirichlet density parameterized by $\alpha[0..K-1]$,
+ * sample a probability vector $p[0..K-1]$ from
+ * $P(p \mid \alpha)$.
+ *
+ * Args: r - random number generation object
+ * alpha - parameters of Dirichlet density [0..K-1]
+ * K - vector size
+ * p - RETURN: sampled probability vector
+ * (caller allocates 0..K-1).
+ *
+ * Returns: <eslOK>, and <p> will contain the sampled vector.
+ */
+int
+esl_dirichlet_DSample(ESL_RANDOMNESS *r, double *alpha, int K, double *p)
+{
+ int x;
+
+ for (x = 0; x < K; x++)
+ p[x] = esl_rnd_Gamma(r, alpha[x]);
+ esl_vec_DNorm(p, K);
+ return eslOK;
+}
+
+/* Function: esl_dirichlet_FSample()
+ * Incept: SRE, Sat Jan 6 17:09:05 2007 [Casa de Gatos]
+ *
+ * Purpose: Same as <esl_dirichlet_DSample()>, except it
+ * works in single-precision floats, not doubles.
+ */
+int
+esl_dirichlet_FSample(ESL_RANDOMNESS *r, float *alpha, int K, float *p)
+{
+ int x;
+
+ for (x = 0; x < K; x++)
+ p[x] = (float) esl_rnd_Gamma(r, (double) alpha[x]);
+ esl_vec_FNorm(p, K);
+ return eslOK;
+}
+
+/* Function: esl_dirichlet_DSampleUniform()
+ * Incept: SRE, Thu Aug 11 10:12:49 2005 [St. Louis]
+ *
+ * Purpose: Sample a probability vector $p[0..K-1]$ uniformly, by
+ * sampling from a Dirichlet of $\alpha_i = 1.0 \forall i$.
+ *
+ * Args: r - source of random numbers
+ * K - vector size
+ * p - RETURN: sampled prob vector, caller alloc'ed 0..K-1
+ *
+ * Returns: <eslOK>, and <p> will contain the sampled vector.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_dirichlet_DSampleUniform(ESL_RANDOMNESS *r, int K, double *p)
+{
+ int x;
+ for (x = 0; x < K; x++)
+ p[x] = esl_rnd_Gamma(r, 1.0);
+ esl_vec_DNorm(p, K);
+ return eslOK;
+}
+
+/* Function: esl_dirichlet_FSampleUniform()
+ * Incept: SRE, Sat Jan 6 17:10:54 2007 [Casa de Gatos]
+ *
+ * Purpose: Same as <esl_dirichlet_DSampleUniform()>, except it
+ * works in single-precision floats, not doubles.
+ */
+int
+esl_dirichlet_FSampleUniform(ESL_RANDOMNESS *r, int K, float *p)
+{
+ int x;
+ for (x = 0; x < K; x++)
+ p[x] = (float) esl_rnd_Gamma(r, 1.0);
+ esl_vec_FNorm(p, K);
+ return eslOK;
+}
+
+
+/* Function: esl_dirichlet_SampleBeta()
+ * Incept: SRE, Sat Oct 25 12:20:31 2003 [Stanford]
+ *
+ * Purpose: Samples from a Beta(theta1, theta2) density, leaves answer
+ * in <ret_answer>. (Special case of sampling Dirichlet.)
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_dirichlet_SampleBeta(ESL_RANDOMNESS *r, double theta1, double theta2, double *ret_answer)
+{
+ double p, q;
+
+ p = esl_rnd_Gamma(r, theta1);
+ q = esl_rnd_Gamma(r, theta2);
+ *ret_answer = p / (p+q);
+ return eslOK;
+}
+#endif /*eslAUGMENT_RANDOM*/
+
+
+
+/*****************************************************************
+ * File input code:
+ * only included when augmented by esl_fileparser module.
+ *****************************************************************
+ */
+#ifdef eslAUGMENT_FILEPARSER
+/* Function: esl_mixdchlet_Read()
+ * Incept: SRE, Fri Apr 8 12:47:03 2005 [St. Louis]
+ *
+ * Purpose: Reads a mixture Dirichlet from an open stream <efp>, using the
+ * <ESL_FILEPARSER> token-based parser.
+ *
+ * The first two tokens are <K>, the length of the Dirichlet parameter
+ * vector(s), and <N>, the number of mixture components. Then for
+ * each of the <N> mixture components <i>, it reads a mixture coefficient
+ * <pq[i]> followed by <K> Dirichlet parameters <alpha[i][0..K-1]>.
+ *
+ * This function may be called more than once on the same open file,
+ * to read multiple different mixture Dirichlets from it (transitions,
+ * match emissions, insert emissions, for example).
+ *
+ * Note: One reason this function takes an ESL_FILEPARSER instead of
+ * a filename or an open FILE pointer is that file format errors
+ * in Easel are non-fatal "normal" errors, and we want to record
+ * an informative error message. The ESL_FILEPARSER has an error
+ * buffer for this purpose.
+ *
+ * Returns: <eslOK> on success, and <ret_pri> contains a new <ESL_MIXDCHLET> object
+ * that the caller is responsible for free'ing.
+ *
+ * <eslEFORMAT> on 'normal' parse failure, in which case <efp->errbuf>
+ * contains an informative diagnostic message, and <efp->linenumber>
+ * contains the linenumber at which the parse failed.
+ */
+int
+esl_mixdchlet_Read(ESL_FILEPARSER *efp, ESL_MIXDCHLET **ret_pri)
+{
+ ESL_MIXDCHLET *pri;
+ int K; /* Dirichlet param vector size */
+ int N; /* number of mixture components */
+ char *tok; /* ptr to a whitespace-delim, noncomment token */
+ int toklen; /* length of a parsed token */
+ int status; /* return status of an Easel call */
+ int q; /* counter over mixture components (0..N-1) */
+ int i; /* counter over params (0..K-1) */
+
+ *ret_pri = pri = NULL;
+
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) goto ERROR;
+ K = atoi(tok);
+ if (K < 1) { sprintf(efp->errbuf, "Bad vector size %.32s", tok); goto ERROR; }
+
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) goto ERROR;
+ N = atoi(tok);
+ if (N < 1) { sprintf(efp->errbuf, "Bad mixture number %.32s", tok); goto ERROR; }
+
+ pri = esl_mixdchlet_Create(N, K);
+ if (pri == NULL) { sprintf(efp->errbuf, "mxdchlet alloc failed"); goto ERROR; }
+
+ for (q = 0; q < N; q++)
+ {
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) goto ERROR;
+ pri->pq[q] = atof(tok);
+ if (pri->pq[q] < 0.0 || pri->pq[q] > 1.0)
+ { sprintf(efp->errbuf, "bad mixture coefficient %.32s", tok); goto ERROR; }
+
+ for (i = 0; i < K; i++)
+ {
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) goto ERROR;
+ pri->alpha[q][i] = atof(tok);
+ if (pri->alpha[q][i] <= 0.0)
+ { sprintf(efp->errbuf, "Dirichlet params must be positive, got %.32s", tok); goto ERROR; }
+ }
+ }
+ esl_vec_DNorm(pri->pq, N);
+ *ret_pri = pri;
+ return eslOK;
+
+ ERROR:
+ esl_mixdchlet_Destroy(pri);
+ return eslEFORMAT;
+}
+#endif /* eslAUGMENT_FILEPARSER */
+
+
+
+
+/*****************************************************************
+ * Example main():
+ *****************************************************************/
+#ifdef eslDIRICHLET_EXAMPLE
+/*::cexcerpt::dirichlet_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslDIRICHLET_EXAMPLE\
+ -DeslAUGMENT_RANDOM -DeslAUGMENT_FILEPARSER esl_random.c esl_fileparser.c\
+ esl_vectorops.c esl_dirichlet.c easel.c -lm
+ * run: ./example <mixture Dirichlet file>
+ */
+#include <stdlib.h>
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_fileparser.h"
+#include "esl_vectorops.h"
+#include "esl_dirichlet.h"
+
+int
+main(int argc, char **argv)
+{
+ FILE *fp;
+ ESL_FILEPARSER *efp;
+ ESL_RANDOMNESS *r;
+ ESL_MIXDCHLET *pri;
+ int c,i,q,qused;
+ double *counts, *probs, *iq, *ip;
+
+ /* Read in a mixture Dirichlet from a file. */
+ fp = fopen(argv[1], "r");
+ efp = esl_fileparser_Create(fp);
+ if (esl_mixdchlet_Read(efp, &pri) != eslOK) {
+ fprintf(stderr, "%s;\ndirichlet file %s parse failed at line %d\n",
+ efp->errbuf, argv[1], efp->linenumber);
+ exit(1);
+ }
+ esl_fileparser_Destroy(efp);
+ fclose(fp);
+
+ /* Allocate some working spaces */
+ probs = malloc(sizeof(double) * pri->K);
+ counts = malloc(sizeof(double) * pri->K);
+ iq = malloc(sizeof(double) * pri->N);
+ ip = malloc(sizeof(double) * pri->K);
+
+ /* Sample a probability vector from it. */
+ r = esl_randomness_CreateTimeseeded(); /* init the random generator */
+ qused = esl_rnd_DChoose(r, pri->pq, pri->N); /* sample a component */
+ esl_dirichlet_DSample(r, pri->alpha[qused], pri->K, probs);
+
+ printf("Component %2d: p[] = ", qused);
+ for (i = 0; i < pri->K; i++) printf("%.3f ", probs[i]);
+ printf("\n");
+
+ /* Sample a count vector from that prob vector. */
+ esl_vec_DSet(counts, pri->K, 0.);
+ for (c = 0; c < 20; c++)
+ counts[esl_rnd_DChoose(r, probs, pri->K)] += 1.;
+
+ printf(" c[] = ");
+ for (i = 0; i < pri->K; i++) printf("%5.0f ", counts[i]);
+ printf("\n");
+
+ /* Estimate a probability vector (ip) from those counts, and
+ * also get back the posterior prob P(q|c) of each component (iq). */
+ esl_mixdchlet_MPParameters(counts, pri->K, pri, iq, ip);
+
+ printf(" reestimated p[] = ");
+ for (i = 0; i < pri->K; i++) printf("%.3f ", ip[i]);
+ printf("\n");
+
+ q = esl_vec_DArgMax(iq, pri->N);
+ printf("probably generated by component %d; P(q%d | c) = %.3f\n",
+ q, q, iq[q]);
+
+ esl_mixdchlet_Destroy(pri);
+ esl_randomness_Destroy(r);
+ free(probs); free(counts); free(iq); free(ip);
+ return 0;
+}
+/*::cexcerpt::dirichlet_example::end::*/
+#endif /*eslDIRICHLET_EXAMPLE*/
+
+/*****************************************************************
+ * Test driver:
+ * gcc -g -Wall -I. -o dirichlet_utest -DeslDIRICHLET_TESTDRIVE -DeslAUGMENT_FILEPARSER\
+ * -DeslAUGMENT_RANDOM esl_fileparser.c esl_random.c esl_vectorops.c\
+ * esl_dirichlet.c easel.c -lm
+ * or
+ * gcc -g -Wall -I. -L. -o dirichlet_utest -DeslDIRICHLET_TESTDRIVE esl_dirichlet.c -leasel -lm
+ * ./dirichlet_utest
+ *****************************************************************/
+#ifdef eslDIRICHLET_TESTDRIVE
+#define NCOMPONENTS 2
+#define NALPHA 6 /* dice example, 6 faces */
+#define NCOUNTS 1000
+#define NTRIALS 100
+
+#include "easel.h"
+#include "esl_fileparser.h"
+#include "esl_random.h"
+#include "esl_dirichlet.h"
+
+int
+main(void)
+{
+ ESL_FILEPARSER *efp = NULL;
+ ESL_RANDOMNESS *r = NULL;
+ ESL_MIXDCHLET *d1 = NULL,
+ *d2 = NULL;
+ FILE *fp = NULL;
+ char tmpfile[] = "esltmpXXXXXX";
+ int q, i, c, t;
+
+ double pq[NCOMPONENTS] = {0.5, 0.5};
+ double alpha[NCOMPONENTS][NALPHA] = { {1.0, 1.0, 1.0, 1.0, 1.0, 1.0},
+ {0.1, 0.1, 0.1, 0.1, 0.1, 0.1} };
+ double counts[NALPHA];
+ double probs[NALPHA];
+ double iq[NCOMPONENTS]; /* inferred posterior probs over components */
+ double ip[NALPHA]; /* inferred probability parameters */
+ int qused;
+ int qguess; /* inferred guess at which component */
+ double maxdeviation;
+
+ /* Get hold of some reproducible randomness.
+ * (It has to be reproducible, because we need to be able
+ * to guarantee that the tests will succeed, even though
+ * we're doing a stochastic sampling procedure.)
+ */
+ if ((r = esl_randomness_Create(42)) == NULL) abort();
+
+ /* Create a named tmpfile
+ */
+
+
+ /* Create a mixture Dirichlet file, as a named tmpfile.
+ */
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal("Failed to open tmp file for writing.");
+ fprintf(fp, "%d %d\n", NALPHA, NCOMPONENTS);
+ for (q = 0; q < NCOMPONENTS; q++)
+ {
+ fprintf(fp, "%.3f ", pq[q]);
+ for (i = 0; i < NALPHA; i++)
+ fprintf(fp, "%.3f ", alpha[q][i]);
+ fprintf(fp, "\n");
+ }
+ fclose(fp);
+
+ /* Read it back in.
+ */
+ if ((fp = fopen(tmpfile, "r")) == NULL) esl_fatal("Failed to reopen the tmp file.");
+ if ((efp = esl_fileparser_Create(fp)) == NULL) esl_fatal("Failed to create fileparser");
+ if (esl_mixdchlet_Read(efp, &d1) != eslOK) esl_fatal("Failed to read Dirichlet mixture file");
+ esl_fileparser_Destroy(efp);
+ fclose(fp);
+
+ /* Make a copy of it - artificially testing the _Create() call.
+ */
+ if ((d2 = esl_mixdchlet_Create(d1->N, d1->K)) == NULL) esl_fatal("Failed to create mixture Dirichlet object");
+ esl_vec_DCopy(d1->pq, d1->N, d2->pq);
+ for (q = 0; q < d1->N; q++)
+ esl_vec_DCopy(d1->alpha[q], d1->K, d2->alpha[q]);
+
+ /* Sample from it.
+ */
+ for (t = 0; t < NTRIALS; t++)
+ {
+ qused = esl_rnd_DChoose(r, d2->pq, d2->N); /* sample a component */
+ esl_dirichlet_DSample(r, d2->alpha[qused], d2->K, probs);
+ esl_vec_DSet(counts, NALPHA, 0.);
+ for (c = 0; c < NCOUNTS; c++)
+ {
+ i = esl_rnd_DChoose(r, probs, NALPHA);
+ counts[i] += 1.;
+ }
+ /* printf("%1d ", qused); */
+
+ /* Classify by posterior inference on the sampled probability vector.
+ */
+ for (q = 0; q < d2->N; q++)
+ {
+ esl_dirichlet_LogProbProbs(probs, d2->alpha[q], d2->K, &(iq[q]));
+ iq[q] += log(d2->pq[q]);
+ }
+ esl_vec_DLogNorm(iq, d2->N);
+ qguess = esl_vec_DArgMax(iq, d2->N); /* the MP guess from the probs */
+ /* printf("%1d ", qguess); */
+ if (qused != qguess) esl_fatal("inference test failed");
+
+ /* Classify by posterior inference on the sampled count vector;
+ * and attempt to estimate the probability vector.
+ */
+ esl_mixdchlet_MPParameters(counts, d2->K, d2, iq, ip);
+ qguess = esl_vec_DArgMax(iq, d2->N); /* the MP guess from the counts */
+ /* printf("%1d ", qguess); */
+ if (qused != qguess) esl_fatal("inference test failed");
+
+ for (i = 0; i < d2->K; i++)
+ ip[i] = fabs(ip[i] - probs[i]); /* ip[] is now the differences rel to probs */
+ maxdeviation = esl_vec_DMax(ip, d2->K);
+ /* printf("%.3f\n", maxdeviation); */
+ if (maxdeviation > 0.05) esl_fatal("inference test failed");
+
+ }
+
+ remove(tmpfile);
+ esl_randomness_Destroy(r);
+ esl_mixdchlet_Destroy(d1);
+ esl_mixdchlet_Destroy(d2);
+ return 0;
+}
+#endif /*eslDIRICHLET_TESTDRIVE*/
diff --git a/easel/esl_dirichlet.h b/easel/esl_dirichlet.h
new file mode 100644
index 0000000..426eb7f
--- /dev/null
+++ b/easel/esl_dirichlet.h
@@ -0,0 +1,58 @@
+/* esl_dirichlet.h
+ * Functions relevant to Beta, gamma, and Dirichlet densities,
+ * and simple and mixture Dirichlet priors.
+ *
+ * SRE, Tue Nov 2 14:35:06 2004 [St. Louis]
+ * SVN $Id: esl_dirichlet.h 147 2007-01-07 00:44:19Z eddys $
+ */
+#ifndef ESL_DIRICHLET_INCLUDED
+#define ESL_DIRICHLET_INCLUDED
+
+
+/* Structure: MIXDCHLET
+ *
+ * A mixture Dirichlet density, usually used as a prior
+ * for a multinomial model (turning count vectors into probability
+ * parameters).
+ */
+typedef struct {
+ /*::cexcerpt::dirichlet_mixdchlet::begin::*/
+ double *pq; /* mixture coefficients pq[0..N-1] */
+ double **alpha; /* Dirichlet params alpha[0..N-1][0..K-1] */
+ int N; /* number of mixtures, e.g. 9 for Sjolander */
+ int K; /* alphabet size, e.g. 20 */
+ /*::cexcerpt::dirichlet_mixdchlet::end::*/
+} ESL_MIXDCHLET;
+
+extern ESL_MIXDCHLET *esl_mixdchlet_Create(int N, int K);
+extern void esl_mixdchlet_Destroy(ESL_MIXDCHLET *pri);
+extern int esl_mixdchlet_MPParameters(double *c, int K,
+ ESL_MIXDCHLET *pri, double *mix,
+ double *p);
+
+extern int esl_dirichlet_LogProbData(double *c, double *alpha, int K,
+ double *ret_answer);
+extern int esl_dirichlet_LogProbProbs(double *p, double *alpha, int K,
+ double *ret_answer);
+
+/* Optional sampling code, when augmented by random module.
+ */
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+extern int esl_dirichlet_DSample(ESL_RANDOMNESS *r, double *alpha, int K, double *p);
+extern int esl_dirichlet_FSample(ESL_RANDOMNESS *r, float *alpha, int K, float *p);
+extern int esl_dirichlet_DSampleUniform(ESL_RANDOMNESS *r, int K, double *p);
+extern int esl_dirichlet_FSampleUniform(ESL_RANDOMNESS *r, int K, float *p);
+extern int esl_dirichlet_SampleBeta(ESL_RANDOMNESS *r, double theta1,
+ double theta2, double *ret_answer);
+#endif /*eslAUGMENT_RANDOM*/
+
+/* Optional file input code, when augmented by fileparser module
+ */
+#ifdef eslAUGMENT_FILEPARSER
+#include <esl_fileparser.h>
+extern int esl_mixdchlet_Read(ESL_FILEPARSER *efp, ESL_MIXDCHLET **ret_pri);
+#endif /*eslAUGMENT_FILEPARSER*/
+
+
+#endif /*ESL_DIRICHLET_INCLUDED*/
diff --git a/easel/esl_dirichlet.tex b/easel/esl_dirichlet.tex
new file mode 100644
index 0000000..3be33e9
--- /dev/null
+++ b/easel/esl_dirichlet.tex
@@ -0,0 +1,63 @@
+
+The dirichlet module contains routines for using Beta, Gamma, and
+Dirichlet densities. In particular, it implements mixture Dirichlet
+priors, which are useful in a variety of parameter estimation tasks.
+
+The Dirichlet PDF is:
+
+\begin{equation}
+ P(\vec{p}) = \frac{\Gamma{\sum_i \alpha_i}}{\prod_i \Gamma(\alpha_i)} \prod_i p_i^{\alpha_i-1}
+\end{equation}
+
+
+\subsection{The dirichlet API}
+
+The module implements one object, \ccode{ESL\_MIXDCHLET}, which holds
+a mixture Dirichlet prior.
+
+The API consists of the following functions:
+
+\vspace{1em}
+\begin{tabular}{ll}\hline
+ \multicolumn{2}{c}{\textbf{mixture Dirichlet priors}}\\
+\ccode{esl\_mixdchlet\_Create()} & Allocates a new mixture Dirichlet.\\
+\ccode{esl\_mixdchlet\_Destroy()} & Free's a mixture Dirichlet.\\
+\ccode{esl\_mixdchlet\_MPParameters()} & Mean posterior probability parameter estimation.\\
+ \multicolumn{2}{c}{\textbf{Dirichlet, Gamma density routines}}\\
+\ccode{esl\_dirichlet\_LogProbData()} & $\log P( \mbox{count vector} \mid \mbox{mixture Dirichlet}$.\\
+\ccode{esl\_dirichlet\_LogProbProbs()} & $\log P( \mbox{prob vector} \mid \mbox{mixture Dirichlet}$.\\
+\ccode{esl\_dirichlet\_LogGamma()} & $\log \Gamma(x)$.\\
+ \multicolumn{2}{c}{\textbf{Sampling code (requires augmentation w/ random)}}\\
+\ccode{esl\_dirichlet\_\{D,F\}Sample()} & Sample a probability vector from a Dirichlet.\\
+\ccode{esl\_dirichlet\_\{D,F\}SampleUniform()} & Sample a probability vector uniformly.\\
+\ccode{esl\_dirichlet\_SampleBeta()} & Sample from Beta$(\theta_1, \theta_2$).\\
+ \multicolumn{2}{c}{\textbf{Input from file (requires augmentation w/ fileparser)}}\\
+\ccode{esl\_mixdchlet\_Read()} & Input of a mixture Dirichlet from a file.\\ \hline
+\end{tabular}
+
+\subsection{Example of using the dirichlet API}
+
+An example that reads a mixture Dirichlet prior from a file, samples a
+probability vector from it, samples a count vector from the
+probability vector, then infers which mixture component generated the
+data and uses mean posterior estimation to reestimate the probability
+vector from the counts:
+
+\input{cexcerpts/dirichlet_example}
+
+\subsection{Accessing information in the ESL\_MIXDCHLET object}
+
+You may need to access the information in the \ccode{ESL\_MIXDCHLET}
+object. The data fields inside this structure are:
+
+\input{cexcerpts/dirichlet_mixdchlet}
+
+
+\subsection{Augmentations}
+
+The \ccode{esl\_dirichlet\_Sample*()} functions are only available
+when the module is augmented with the \ccode{random} module.
+
+The \ccode{esl\_dirichlet\_Read()} function is only available when the
+module is augmented with the \ccode{fileparser} module.
+
diff --git a/easel/esl_distance.c b/easel/esl_distance.c
new file mode 100644
index 0000000..27af96f
--- /dev/null
+++ b/easel/esl_distance.c
@@ -0,0 +1,1374 @@
+/* Pairwise identities, distances, and distance matrices.
+ *
+ * Contents:
+ * 1. Pairwise distances for aligned text sequences.
+ * 2. Pairwise distances for aligned digital seqs. [alphabet]
+ * 3. Distance matrices for aligned text sequences. [dmatrix]
+ * 4. Distance matrices for aligned digital sequences. [alphabet,dmatrix]
+ * 5. Average pairwise identity for multiple alignments. [alphabet,random]
+ * 6. Private (static) functions.
+ * 7. Unit tests.
+ * 8. Test driver.
+ * 9. Example.
+ * 10. Copyright notice and license.
+ *
+ * SVN $Id: esl_distance.c 269 2008-06-19 13:47:41Z eddys $
+ * SRE, Mon Apr 17 20:05:43 2006 [St. Louis]
+ */
+#include "esl_config.h"
+
+#include <ctype.h>
+#include <string.h>
+#include <math.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#ifdef eslAUGMENT_DMATRIX
+#include "esl_dmatrix.h"
+#endif
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#include "esl_distance.h"
+
+/* Forward declaration of our static functions.
+ */
+static int jukescantor(int n1, int n2, int alphabet_size, double *opt_distance, double *opt_variance);
+
+
+/*****************************************************************
+ * 1. Pairwise distances for aligned text sequences.
+ *****************************************************************/
+
+/* Function: esl_dst_CPairId()
+ * Synopsis: Pairwise identity of two aligned text strings.
+ * Incept: SRE, Mon Apr 17 20:06:07 2006 [St. Louis]
+ *
+ * Purpose: Calculates pairwise fractional identity between two
+ * aligned character strings <asq1> and <asq2>.
+ * Return this distance in <opt_pid>; return the
+ * number of identities counted in <opt_nid>; and
+ * return the denominator <MIN(len1,len2)> in
+ * <opt_n>.
+ *
+ * Alphabetic symbols <[a-zA-Z]> are compared
+ * case-insensitively for identity. Any nonalphabetic
+ * character is assumed to be a gap symbol.
+ *
+ * This simple comparison rule is unaware of synonyms and
+ * degeneracies in biological alphabets. For a more
+ * sophisticated and biosequence-aware comparison, use
+ * digitized sequences and the <esl_dst_XPairId()> function
+ * instead.
+ *
+ * Args: asq1 - aligned character string 1
+ * asq2 - aligned character string 2
+ * opt_pid - optRETURN: pairwise identity, 0<=x<=1
+ * opt_nid - optRETURN: # of identities
+ * opt_n - optRETURN: denominator MIN(len1,len2)
+ *
+ * Returns: <eslOK> on success. <opt_pid>, <opt_nid>, <opt_n>
+ * contain the answers (for whichever were passed non-NULL).
+ *
+ * Throws: <eslEINVAL> if the strings are different lengths
+ * (not aligned).
+ */
+int
+esl_dst_CPairId(const char *asq1, const char *asq2,
+ double *opt_pid, int *opt_nid, int *opt_n)
+{
+ int status;
+ int idents; /* total identical positions */
+ int len1, len2; /* lengths of seqs */
+ int i; /* position in aligned seqs */
+
+ idents = len1 = len2 = 0;
+ for (i = 0; asq1[i] != '\0' && asq2[i] != '\0'; i++)
+ {
+ if (isalpha(asq1[i])) len1++;
+ if (isalpha(asq2[i])) len2++;
+ if (isalpha(asq1[i]) && isalpha(asq2[i])
+ && toupper(asq1[i]) == toupper(asq2[i]))
+ idents++;
+ }
+ if (asq1[i] != '\0' || asq2[i] != '\0')
+ ESL_XEXCEPTION(eslEINVAL, "strings not same length, not aligned");
+
+ if (opt_pid != NULL) *opt_pid = ( len1==0 ? 0. : (double) idents / (double) ESL_MIN(len1,len2));
+ if (opt_nid != NULL) *opt_nid = idents;
+ if (opt_n != NULL) *opt_n = len1;
+ return eslOK;
+
+ ERROR:
+ if (opt_pid != NULL) *opt_pid = 0.;
+ if (opt_nid != NULL) *opt_nid = 0;
+ if (opt_n != NULL) *opt_n = 0;
+ return status;
+}
+
+
+/* Function: esl_dst_CJukesCantor()
+ * Synopsis: Jukes-Cantor distance for two aligned strings.
+ * Incept: SRE, Tue Apr 18 14:00:37 2006 [St. Louis]
+ *
+ * Purpose: Calculate the generalized Jukes-Cantor distance between
+ * two aligned character strings <as1> and <as2>, in
+ * substitutions/site, for an alphabet of <K> residues
+ * (<K=4> for nucleic acid, <K=20> for proteins). The
+ * maximum likelihood estimate for the distance is
+ * optionally returned in <opt_distance>. The large-sample
+ * variance for the distance estimate is
+ * optionally returned in <opt_variance>.
+ *
+ * Alphabetic symbols <[a-zA-Z]> are compared
+ * case-insensitively to count the number of identities
+ * (<n1>) and mismatches (<n2>>). Any nonalphabetic
+ * character is assumed to be a gap symbol, and aligned
+ * columns containing gap symbols are ignored. The
+ * fractional difference <D> used to calculate the
+ * Jukes/Cantor distance is <n2/n1+n2>.
+ *
+ * Args: K - size of the alphabet (4 or 20)
+ * as1 - 1st aligned seq, 0..L-1, \0-terminated
+ * as2 - 2nd aligned seq, 0..L-1, \0-terminated
+ * opt_distance - optRETURN: ML estimate of distance d
+ * opt_variance - optRETURN: large-sample variance of d
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Infinite distances are possible, in which case distance
+ * and variance are both <HUGE_VAL>. Caller has to deal
+ * with this case as it sees fit, perhaps by enforcing
+ * an arbitrary maximum distance.
+ *
+ * Throws: <eslEINVAL> if the two strings aren't the same length (and
+ * thus can't have been properly aligned).
+ * <eslEDIVZERO> if no aligned residues were counted.
+ * On either failure, distance and variance are both returned
+ * as <HUGE_VAL>.
+ */
+int
+esl_dst_CJukesCantor(int K, const char *as1, const char *as2,
+ double *opt_distance, double *opt_variance)
+{
+ int status;
+ int n1, n2; /* number of observed identities, substitutions */
+ int i; /* position in aligned seqs */
+
+ /* 1. Count identities, mismatches.
+ */
+ n1 = n2 = 0;
+ for (i = 0; as1[i] != '\0' && as2[i] != '\0'; i++)
+ {
+ if (isalpha(as1[i]) && isalpha(as2[i]))
+ {
+ if (toupper(as1[i]) == toupper(as2[i])) n1++; else n2++;
+ }
+ }
+ if (as1[i] != '\0' || as2[i] != '\0')
+ ESL_XEXCEPTION(eslEINVAL, "strings not same length, not aligned");
+
+ return jukescantor(n1, n2, K, opt_distance, opt_variance); /* can throw eslEDIVZERO */
+
+ ERROR:
+ if (opt_distance != NULL) *opt_distance = HUGE_VAL;
+ if (opt_variance != NULL) *opt_variance = HUGE_VAL;
+ return status;
+}
+
+/*------- end, pairwise distances for aligned text seqs ---------*/
+
+
+
+
+
+/*****************************************************************
+ * 2. Pairwise distances for aligned digitized sequences. [alphabet]
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+
+/* Function: esl_dst_XPairId()
+ * Synopsis: Pairwise identity of two aligned digital seqs.
+ * Incept: SRE, Tue Apr 18 09:24:05 2006 [St. Louis]
+ *
+ * Purpose: Digital version of <esl_dst_PairId()>: <adsq1> and
+ * <adsq2> are digitized aligned sequences, in alphabet
+ * <abc>. Otherwise, same as <esl_dst_PairId()>.
+ *
+ * Args: abc - digital alphabet in use
+ * ax1 - aligned digital seq 1
+ * ax2 - aligned digital seq 2
+ * opt_pid - optRETURN: pairwise identity, 0<=x<=1
+ * opt_nid - optRETURN: # of identities
+ * opt_n - optRETURN: denominator MIN(len1,len2)
+ *
+ * Returns: <eslOK> on success. <opt_distance>, <opt_nid>, <opt_n>
+ * contain the answers, for any of these that were passed
+ * non-<NULL> pointers.
+ *
+ * Throws: <eslEINVAL> if the strings are different lengths (not aligned).
+ */
+int
+esl_dst_XPairId(const ESL_ALPHABET *abc, const ESL_DSQ *ax1, const ESL_DSQ *ax2,
+ double *opt_distance, int *opt_nid, int *opt_n)
+{
+ int status;
+ int idents; /* total identical positions */
+ int len1, len2; /* lengths of seqs */
+ int i; /* position in aligned seqs */
+
+ idents = len1 = len2 = 0;
+ for (i = 1; ax1[i] != eslDSQ_SENTINEL && ax2[i] != eslDSQ_SENTINEL; i++)
+ {
+ if (esl_abc_XIsCanonical(abc, ax1[i])) len1++;
+ if (esl_abc_XIsCanonical(abc, ax2[i])) len2++;
+
+ if (esl_abc_XIsCanonical(abc, ax1[i]) && esl_abc_XIsCanonical(abc, ax2[i])
+ && ax1[i] == ax2[i])
+ idents++;
+ }
+ if (len2 < len1) len1 = len2;
+
+ if (ax1[i] != eslDSQ_SENTINEL || ax2[i] != eslDSQ_SENTINEL)
+ ESL_XEXCEPTION(eslEINVAL, "strings not same length, not aligned");
+
+ if (opt_distance != NULL) *opt_distance = ( len1==0 ? 0. : (double) idents / (double) len1 );
+ if (opt_nid != NULL) *opt_nid = idents;
+ if (opt_n != NULL) *opt_n = len1;
+ return eslOK;
+
+ ERROR:
+ if (opt_distance != NULL) *opt_distance = 0.;
+ if (opt_nid != NULL) *opt_nid = 0;
+ if (opt_n != NULL) *opt_n = 0;
+ return status;
+}
+
+
+/* Function: esl_dst_XJukesCantor()
+ * Synopsis: Jukes-Cantor distance for two aligned digitized seqs.
+ * Incept: SRE, Tue Apr 18 15:26:51 2006 [St. Louis]
+ *
+ * Purpose: Calculate the generalized Jukes-Cantor distance between two
+ * aligned digital strings <ax> and <ay>, in substitutions/site,
+ * using alphabet <abc> to evaluate identities and differences.
+ * The maximum likelihood estimate for the distance is optionally returned in
+ * <opt_distance>. The large-sample variance for the distance
+ * estimate is optionally returned in <opt_variance>.
+ *
+ * Identical to <esl_dst_CJukesCantor()>, except that it takes
+ * digital sequences instead of character strings.
+ *
+ * Args: abc - bioalphabet to use for comparisons
+ * ax - 1st digital aligned seq
+ * ay - 2nd digital aligned seq
+ * opt_distance - optRETURN: ML estimate of distance d
+ * opt_variance - optRETURN: large-sample variance of d
+ *
+ * Returns: <eslOK> on success. As in <esl_dst_CJukesCantor()>, the
+ * distance and variance may be infinite, in which case they
+ * are returned as <HUGE_VAL>.
+ *
+ * Throws: <eslEINVAL> if the two strings aren't the same length (and
+ * thus can't have been properly aligned).
+ * <eslEDIVZERO> if no aligned residues were counted.
+ * On either failure, the distance and variance are set
+ * to <HUGE_VAL>.
+ */
+int
+esl_dst_XJukesCantor(const ESL_ALPHABET *abc, const ESL_DSQ *ax, const ESL_DSQ *ay,
+ double *opt_distance, double *opt_variance)
+{
+ int status;
+ int n1, n2; /* number of observed identities, substitutions */
+ int i; /* position in aligned seqs */
+
+ n1 = n2 = 0;
+ for (i = 1; ax[i] != eslDSQ_SENTINEL && ay[i] != eslDSQ_SENTINEL; i++)
+ {
+ if (esl_abc_XIsCanonical(abc, ax[i]) && esl_abc_XIsCanonical(abc, ay[i]))
+ {
+ if (ax[i] == ay[i]) n1++;
+ else n2++;
+ }
+ }
+ if (ax[i] != eslDSQ_SENTINEL || ay[i] != eslDSQ_SENTINEL)
+ ESL_XEXCEPTION(eslEINVAL, "strings not same length, not aligned");
+
+ return jukescantor(n1, n2, abc->K, opt_distance, opt_variance);
+
+ ERROR:
+ if (opt_distance != NULL) *opt_distance = HUGE_VAL;
+ if (opt_variance != NULL) *opt_variance = HUGE_VAL;
+ return status;
+}
+
+#endif /*eslAUGMENT_ALPHABET*/
+/*---------- end pairwise distances, digital seqs --------------*/
+
+
+
+
+/*****************************************************************
+ * 3. Distance matrices for aligned text sequences.
+ *****************************************************************/
+#ifdef eslAUGMENT_DMATRIX
+
+/* Function: esl_dst_CPairIdMx()
+ * Synopsis: NxN identity matrix for N aligned text sequences.
+ * Incept: SRE, Thu Apr 27 08:46:08 2006 [New York]
+ *
+ * Purpose: Given a multiple sequence alignment <as>, consisting
+ * of <N> aligned character strings; calculate
+ * a symmetric fractional pairwise identity matrix by $N(N-1)/2$
+ * calls to <esl_dst_CPairId()>, and return it in
+ * <ret_D>.
+ *
+ * Args: as - aligned seqs (all same length), [0..N-1]
+ * N - # of aligned sequences
+ * ret_S - RETURN: symmetric fractional identity matrix
+ *
+ * Returns: <eslOK> on success, and <ret_S> contains the fractional
+ * identity matrix. Caller free's <S> with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEINVAL> if a seq has a different
+ * length than others. On failure, <ret_D> is returned <NULL>
+ * and state of inputs is unchanged.
+ */
+int
+esl_dst_CPairIdMx(char **as, int N, ESL_DMATRIX **ret_S)
+{
+ ESL_DMATRIX *S = NULL;
+ int status;
+ int i,j;
+
+ if (( S = esl_dmatrix_Create(N,N) ) == NULL) goto ERROR;
+
+ for (i = 0; i < N; i++)
+ {
+ S->mx[i][i] = 1.;
+ for (j = i+1; j < N; j++)
+ {
+ status = esl_dst_CPairId(as[i], as[j], &(S->mx[i][j]), NULL, NULL);
+ if (status != eslOK)
+ ESL_XEXCEPTION(status, "Pairwise identity calculation failed at seqs %d,%d\n", i,j);
+ S->mx[j][i] = S->mx[i][j];
+ }
+ }
+ if (ret_S != NULL) *ret_S = S; else esl_dmatrix_Destroy(S);
+ return eslOK;
+
+ ERROR:
+ if (S != NULL) esl_dmatrix_Destroy(S);
+ if (ret_S != NULL) *ret_S = NULL;
+ return status;
+}
+
+
+/* Function: esl_dst_CDiffMx()
+ * Synopsis: NxN difference matrix for N aligned text sequences.
+ * Incept: SRE, Fri Apr 28 06:27:20 2006 [New York]
+ *
+ * Purpose: Same as <esl_dst_CPairIdMx()>, but calculates
+ * the fractional difference <d=1-s> instead of the
+ * fractional identity <s> for each pair.
+ *
+ * Args: as - aligned seqs (all same length), [0..N-1]
+ * N - # of aligned sequences
+ * ret_D - RETURN: symmetric fractional difference matrix
+ *
+ * Returns: <eslOK> on success, and <ret_D> contains the
+ * fractional difference matrix. Caller free's <D> with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEINVAL> if any seq has a different
+ * length than others. On failure, <ret_D> is returned <NULL>
+ * and state of inputs is unchanged.
+ */
+int
+esl_dst_CDiffMx(char **as, int N, ESL_DMATRIX **ret_D)
+{
+ ESL_DMATRIX *D = NULL;
+ int status;
+ int i,j;
+
+ status = esl_dst_CPairIdMx(as, N, &D);
+ if (status != eslOK) goto ERROR;
+
+ for (i = 0; i < N; i++)
+ {
+ D->mx[i][i] = 0.;
+ for (j = i+1; j < N; j++)
+ {
+ D->mx[i][j] = 1. - D->mx[i][j];
+ D->mx[j][i] = D->mx[i][j];
+ }
+ }
+
+ if (ret_D != NULL) *ret_D = D; else esl_dmatrix_Destroy(D);
+ return eslOK;
+
+ ERROR:
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ if (ret_D != NULL) *ret_D = NULL;
+ return status;
+
+}
+
+/* Function: esl_dst_CJukesCantorMx()
+ * Synopsis: NxN Jukes/Cantor distance matrix for N aligned text seqs.
+ * Incept: SRE, Tue Apr 18 16:00:16 2006 [St. Louis]
+ *
+ * Purpose: Given a multiple sequence alignment <aseq>, consisting of
+ * <nseq> aligned character sequences in an alphabet of
+ * <K> letters (usually 4 for DNA, 20 for protein);
+ * calculate a symmetric Jukes/Cantor pairwise distance
+ * matrix for all sequence pairs, and optionally return the distance
+ * matrix in <ret_D>, and optionally return a symmetric matrix of the
+ * large-sample variances for those ML distance estimates
+ * in <ret_V>.
+ *
+ * Infinite distances (and variances) are possible; they
+ * are represented as <HUGE_VAL> in <D> and <V>. Caller must
+ * be prepared to deal with them as appropriate.
+ *
+ * Args: K - size of the alphabet (usually 4 or 20)
+ * aseq - aligned sequences [0.nseq-1][0..L-1]
+ * nseq - number of aseqs
+ * opt_D - optRETURN: [0..nseq-1]x[0..nseq-1] symmetric distance mx
+ * opt_V - optRETURN: matrix of variances.
+ *
+ * Returns: <eslOK> on success. <D> and <V> contain the
+ * distance matrix (and variances); caller frees these with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEINVAL> if any pair of sequences have differing lengths
+ * (and thus cannot have been properly aligned).
+ * <eslEDIVZERO> if some pair of sequences had no aligned
+ * residues. On failure, <D> and <V> are both returned <NULL>
+ * and state of inputs is unchanged.
+ */
+int
+esl_dst_CJukesCantorMx(int K, char **aseq, int nseq,
+ ESL_DMATRIX **opt_D, ESL_DMATRIX **opt_V)
+{
+ int status;
+ ESL_DMATRIX *D = NULL;
+ ESL_DMATRIX *V = NULL;
+ int i,j;
+
+ if (( D = esl_dmatrix_Create(nseq, nseq) ) == NULL) goto ERROR;
+ if (( V = esl_dmatrix_Create(nseq, nseq) ) == NULL) goto ERROR;
+
+ for (i = 0; i < nseq; i++)
+ {
+ D->mx[i][i] = 0.;
+ V->mx[i][i] = 0.;
+ for (j = i+1; j < nseq; j++)
+ {
+ status = esl_dst_CJukesCantor(K, aseq[i], aseq[j],
+ &(D->mx[i][j]), &(V->mx[i][j]));
+ if (status != eslOK)
+ ESL_XEXCEPTION(status, "J/C calculation failed at seqs %d,%d", i,j);
+
+ D->mx[j][i] = D->mx[i][j];
+ V->mx[j][i] = V->mx[i][j];
+ }
+ }
+ if (opt_D != NULL) *opt_D = D; else esl_dmatrix_Destroy(D);
+ if (opt_V != NULL) *opt_V = V; else esl_dmatrix_Destroy(V);
+ return eslOK;
+
+ ERROR:
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ if (V != NULL) esl_dmatrix_Destroy(V);
+ if (opt_D != NULL) *opt_D = NULL;
+ if (opt_V != NULL) *opt_V = NULL;
+ return status;
+}
+
+#endif /*eslAUGMENT_DMATRIX*/
+/*----------- end, distance matrices for aligned text seqs ---------*/
+
+
+
+
+/*****************************************************************
+ * 4. Distance matrices for aligned digital sequences.
+ *****************************************************************/
+#if defined(eslAUGMENT_ALPHABET) && defined(eslAUGMENT_DMATRIX)
+
+
+/* Function: esl_dst_XPairIdMx()
+ * Synopsis: NxN identity matrix for N aligned digital seqs.
+ * Incept: SRE, Thu Apr 27 09:08:11 2006 [New York]
+ *
+ * Purpose: Given a digitized multiple sequence alignment <ax>, consisting
+ * of <N> aligned digital sequences in alphabet <abc>; calculate
+ * a symmetric pairwise fractional identity matrix by $N(N-1)/2$
+ * calls to <esl_dst_XPairId()>, and return it in <ret_S>.
+ *
+ * Args: abc - digital alphabet in use
+ * ax - aligned dsq's, [0..N-1][1..alen]
+ * N - number of aligned sequences
+ * ret_S - RETURN: NxN matrix of fractional identities
+ *
+ * Returns: <eslOK> on success, and <ret_S> contains the distance
+ * matrix. Caller is obligated to free <S> with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEINVAL> if a seq has a different
+ * length than others. On failure, <ret_S> is returned <NULL>
+ * and state of inputs is unchanged.
+ */
+int
+esl_dst_XPairIdMx(const ESL_ALPHABET *abc, ESL_DSQ **ax, int N, ESL_DMATRIX **ret_S)
+{
+ int status;
+ ESL_DMATRIX *S = NULL;
+ int i,j;
+
+ if (( S = esl_dmatrix_Create(N,N) ) == NULL) goto ERROR;
+
+ for (i = 0; i < N; i++)
+ {
+ S->mx[i][i] = 1.;
+ for (j = i+1; j < N; j++)
+ {
+ status = esl_dst_XPairId(abc, ax[i], ax[j], &(S->mx[i][j]), NULL, NULL);
+ if (status != eslOK)
+ ESL_XEXCEPTION(status, "Pairwise identity calculation failed at seqs %d,%d\n", i,j);
+ S->mx[j][i] = S->mx[i][j];
+ }
+ }
+ if (ret_S != NULL) *ret_S = S; else esl_dmatrix_Destroy(S);
+ return eslOK;
+
+ ERROR:
+ if (S != NULL) esl_dmatrix_Destroy(S);
+ if (ret_S != NULL) *ret_S = NULL;
+ return status;
+}
+
+
+/* Function: esl_dst_XDiffMx()
+ * Synopsis: NxN difference matrix for N aligned digital seqs.
+ * Incept: SRE, Fri Apr 28 06:37:29 2006 [New York]
+ *
+ * Purpose: Same as <esl_dst_XPairIdMx()>, but calculates fractional
+ * difference <1-s> instead of fractional identity <s> for
+ * each pair.
+ *
+ * Args: abc - digital alphabet in use
+ * ax - aligned dsq's, [0..N-1][1..alen]
+ * N - number of aligned sequences
+ * ret_D - RETURN: NxN matrix of fractional differences
+ *
+ * Returns: <eslOK> on success, and <ret_D> contains the difference
+ * matrix; caller is obligated to free <D> with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEINVAL> if a seq has a different
+ * length than others. On failure, <ret_D> is returned <NULL>
+ * and state of inputs is unchanged.
+ */
+int
+esl_dst_XDiffMx(const ESL_ALPHABET *abc, ESL_DSQ **ax, int N, ESL_DMATRIX **ret_D)
+{
+ int status;
+ ESL_DMATRIX *D = NULL;
+ int i,j;
+
+ status = esl_dst_XPairIdMx(abc, ax, N, &D);
+ if (status != eslOK) goto ERROR;
+
+ for (i = 0; i < N; i++)
+ {
+ D->mx[i][i] = 0.;
+ for (j = i+1; j < N; j++)
+ {
+ D->mx[i][j] = 1. - D->mx[i][j];
+ D->mx[j][i] = D->mx[i][j];
+ }
+ }
+ if (ret_D != NULL) *ret_D = D; else esl_dmatrix_Destroy(D);
+ return eslOK;
+
+ ERROR:
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ if (ret_D != NULL) *ret_D = NULL;
+ return status;
+}
+
+/* Function: esl_dst_XJukesCantorMx()
+ * Synopsis: NxN Jukes/Cantor distance matrix for N aligned digital seqs.
+ * Incept: SRE, Thu Apr 27 08:38:08 2006 [New York City]
+ *
+ * Purpose: Given a digitized multiple sequence alignment <ax>,
+ * consisting of <nseq> aligned digital sequences in
+ * bioalphabet <abc>, calculate a symmetric Jukes/Cantor
+ * pairwise distance matrix for all sequence pairs;
+ * optionally return the distance matrix in <ret_D> and
+ * a matrix of the large-sample variances for those ML distance
+ * estimates in <ret_V>.
+ *
+ * Infinite distances (and variances) are possible. They
+ * are represented as <HUGE_VAL> in <D> and <V>. Caller must
+ * be prepared to deal with them as appropriate.
+ *
+ * Args: abc - bioalphabet for <aseq>
+ * ax - aligned digital sequences [0.nseq-1][1..L]
+ * nseq - number of aseqs
+ * opt_D - optRETURN: [0..nseq-1]x[0..nseq-1] symmetric distance mx
+ * opt_V - optRETURN: matrix of variances.
+ *
+ * Returns: <eslOK> on success. <D> (and optionally <V>) contain the
+ * distance matrix (and variances). Caller frees these with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEINVAL> if any pair of sequences have differing lengths
+ * (and thus cannot have been properly aligned).
+ * <eslEDIVZERO> if some pair of sequences had no aligned
+ * residues. On failure, <D> and <V> are both returned <NULL>
+ * and state of inputs is unchanged.
+ */
+int
+esl_dst_XJukesCantorMx(const ESL_ALPHABET *abc, ESL_DSQ **ax, int nseq,
+ ESL_DMATRIX **opt_D, ESL_DMATRIX **opt_V)
+{
+ ESL_DMATRIX *D = NULL;
+ ESL_DMATRIX *V = NULL;
+ int status;
+ int i,j;
+
+ if (( D = esl_dmatrix_Create(nseq, nseq) ) == NULL) goto ERROR;
+ if (( V = esl_dmatrix_Create(nseq, nseq) ) == NULL) goto ERROR;
+
+ for (i = 0; i < nseq; i++)
+ {
+ D->mx[i][i] = 0.;
+ V->mx[i][i] = 0.;
+ for (j = i+1; j < nseq; j++)
+ {
+ status = esl_dst_XJukesCantor(abc, ax[i], ax[j],
+ &(D->mx[i][j]), &(V->mx[i][j]));
+ if (status != eslOK)
+ ESL_XEXCEPTION(status, "J/C calculation failed at digital aseqs %d,%d", i,j);
+
+ D->mx[j][i] = D->mx[i][j];
+ V->mx[j][i] = V->mx[i][j];
+ }
+ }
+ if (opt_D != NULL) *opt_D = D; else esl_dmatrix_Destroy(D);
+ if (opt_V != NULL) *opt_V = V; else esl_dmatrix_Destroy(V);
+ return eslOK;
+
+ ERROR:
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ if (V != NULL) esl_dmatrix_Destroy(V);
+ if (opt_D != NULL) *opt_D = NULL;
+ if (opt_V != NULL) *opt_V = NULL;
+ return status;
+}
+#endif /*eslAUGMENT_ALPHABET && eslAUGMENT_DMATRIX*/
+/*------- end, distance matrices for digital alignments ---------*/
+
+
+
+/*****************************************************************
+ * 5. Average pairwise identity for multiple alignments
+ *****************************************************************/
+
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_dst_CAverageId()
+ * Synopsis: Calculate avg identity for multiple alignment
+ * Incept: SRE, Fri May 18 15:02:38 2007 [Janelia]
+ *
+ * Purpose: Calculates the average pairwise fractional identity in
+ * a multiple sequence alignment <as>, consisting of <N>
+ * aligned character sequences of identical length.
+ *
+ * If an exhaustive calculation would require more than
+ * <max_comparisons> pairwise comparisons, then instead of
+ * looking at all pairs, calculate the average over a
+ * stochastic sample of <max_comparisons> random pairs.
+ * This allows the routine to work efficiently even on very
+ * deep MSAs.
+ *
+ * Each fractional pairwise identity (range $[0..$ pid $..1]$
+ * is calculated using <esl_dsq_CPairId()>.
+ *
+ * Returns: <eslOK> on success, and <*ret_id> contains the average
+ * fractional identity.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINVAL> if any of the aligned sequence pairs aren't
+ * of the same length.
+ * In either case, <*ret_id> is set to 0.
+ */
+int
+esl_dst_CAverageId(char **as, int N, int max_comparisons, double *ret_id)
+{
+ int status;
+ double id;
+ double sum;
+ int i,j,n;
+
+ if (N <= 1) { *ret_id = 1.; return eslOK; }
+ *ret_id = 0.;
+
+ /* Is nseq small enough that we can average over all pairwise comparisons? */
+ if ((N * (N-1) / 2) <= max_comparisons)
+ {
+ for (i = 0; i < N; i++)
+ for (j = i+1; j < N; j++)
+ {
+ if ((status = esl_dst_CPairId(as[i], as[j], &id, NULL, NULL)) != eslOK) return status;
+ sum += id;
+ }
+ id /= (double) (N * (N-1) / 2);
+ }
+
+ /* If nseq is large, calculate average over a stochastic sample. */
+ else
+ {
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+
+ for (n = 0; n < max_comparisons; n++)
+ {
+ do { i = esl_rnd_Roll(r, N); j = esl_rnd_Roll(r, N); } while (j == i); /* make sure j != i */
+ if ((status = esl_dst_CPairId(as[i], as[j], &id, NULL, NULL)) != eslOK) return status;
+ sum += id;
+ }
+ id /= (double) max_comparisons;
+ esl_randomness_Destroy(r);
+ }
+
+ *ret_id = id;
+ return eslOK;
+}
+#endif /* eslAUGMENT_RANDOM */
+
+#if defined(eslAUGMENT_RANDOM) && defined(eslAUGMENT_ALPHABET)
+/* Function: esl_dst_XAverageId()
+ * Synopsis: Calculate avg identity for digital MSA
+ * Incept: SRE, Fri May 18 15:19:14 2007 [Janelia]
+ *
+ * Purpose: Calculates the average pairwise fractional identity in
+ * a digital multiple sequence alignment <ax>, consisting of <N>
+ * aligned digital sequences of identical length.
+ *
+ * If an exhaustive calculation would require more than
+ * <max_comparisons> pairwise comparisons, then instead of
+ * looking at all pairs, calculate the average over a
+ * stochastic sample of <max_comparisons> random pairs.
+ * This allows the routine to work efficiently even on very
+ * deep MSAs.
+ *
+ * Each fractional pairwise identity (range $[0..$ pid $..1]$
+ * is calculated using <esl_dsq_XPairId()>.
+ *
+ * Returns: <eslOK> on success, and <*ret_id> contains the average
+ * fractional identity.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINVAL> if any of the aligned sequence pairs aren't
+ * of the same length.
+ * In either case, <*ret_id> is set to 0.
+ */
+int
+esl_dst_XAverageId(const ESL_ALPHABET *abc, ESL_DSQ **ax, int N, int max_comparisons, double *ret_id)
+{
+ int status;
+ double id;
+ double sum;
+ int i,j,n;
+
+ if (N <= 1) { *ret_id = 1.; return eslOK; }
+ *ret_id = 0.;
+
+ /* Is N small enough that we can average over all pairwise comparisons?
+ watch out for numerical overflow in this: Pfam N's easily overflow when squared
+ */
+ if (N <= max_comparisons &&
+ N <= sqrt(2. * max_comparisons) &&
+ (N * (N-1) / 2) <= max_comparisons)
+ {
+ for (i = 0; i < N; i++)
+ for (j = i+1; j < N; j++)
+ {
+ if ((status = esl_dst_XPairId(abc, ax[i], ax[j], &id, NULL, NULL)) != eslOK) return status;
+ sum += id;
+ }
+ sum /= (double) (N * (N-1) / 2);
+ }
+
+ /* If nseq is large, calculate average over a stochastic sample. */
+ else
+ {
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+
+ for (n = 0; n < max_comparisons; n++)
+ {
+ do { i = esl_rnd_Roll(r, N); j = esl_rnd_Roll(r, N); } while (j == i); /* make sure j != i */
+ if ((status = esl_dst_XPairId(abc, ax[i], ax[j], &id, NULL, NULL)) != eslOK) return status;
+ sum += id;
+ }
+ sum /= (double) max_comparisons;
+ esl_randomness_Destroy(r);
+ }
+
+ *ret_id = sum;
+ return eslOK;
+}
+#endif /* eslAUGMENT_RANDOM && eslAUGMENT_ALPHABET */
+
+
+
+
+
+/*****************************************************************
+ * 6. Private (static) functions
+ *****************************************************************/
+
+/* jukescantor()
+ *
+ * The generalized Jukes/Cantor distance calculation.
+ * Given <n1> identities and <n2> differences, for a
+ * base alphabet size of <alphabet_size> (4 or 20);
+ * calculate J/C distance in substitutions/site and
+ * return it in <ret_distance>; calculate large-sample
+ * variance and return it in <ret_variance>.
+ *
+ * Returns <eslEDIVZERO> if there are no data (<n1+n2=0>).
+ */
+static int
+jukescantor(int n1, int n2, int alphabet_size, double *opt_distance, double *opt_variance)
+{
+ int status;
+ double D, K, N;
+ double x;
+ double distance, variance;
+
+ ESL_DASSERT1( (n1 >= 0) );
+ ESL_DASSERT1( (n2 >= 0) );
+ ESL_DASSERT1( (alphabet_size >= 0) );
+
+ if (n1+n2 == 0) { status = eslEDIVZERO; goto ERROR; }
+
+ K = (double) alphabet_size;
+ D = (double) n2 / (double) (n1+n2);
+ N = (double) (n1+n2);
+
+ x = 1. - D * K/(K-1.);
+ if (x <= 0.)
+ {
+ distance = HUGE_VAL;
+ variance = HUGE_VAL;
+ }
+ else
+ {
+ distance = -log(x) * K/(K-1);
+ variance = exp( 2.*K*distance/(K-1) ) * D * (1.-D) / N;
+ }
+ if (opt_distance != NULL) *opt_distance = distance;
+ if (opt_variance != NULL) *opt_variance = variance;
+ return eslOK;
+
+ ERROR:
+ if (opt_distance != NULL) *opt_distance = HUGE_VAL;
+ if (opt_variance != NULL) *opt_variance = HUGE_VAL;
+ return status;
+}
+/*--------------- end of private functions ----------------------*/
+
+
+/*****************************************************************
+ * 7. Unit tests.
+ *****************************************************************/
+#ifdef eslDISTANCE_TESTDRIVE
+
+/* Each unit test is given an alignment with certain known
+ * properties:
+ * seqs 0,1 are identical
+ * seqs 0,2 are completely different
+ * seqs 3..N are random
+ * The alignment may contain gaps, so don't assume that the
+ * # of compared residues == alignment length. The alignment
+ * contains only canonical residues, because one of our tests
+ * is that C and X functions give the same results.
+ */
+static int
+utest_CPairId(char **as, int N)
+{
+ double pid;
+ int nid;
+ int nres;
+ int L;
+ int i,j;
+
+ /* Self comparison gives identity = 1. */
+ L = strlen(as[0]);
+ if (esl_dst_CPairId(as[0], as[0], &pid, &nid, &nres) != eslOK) abort();
+ if (pid != 1.0 || nid != L || nres > L) abort();
+
+ /* So does 0,1 comparison */
+ if (esl_dst_CPairId(as[0], as[1], &pid, &nid, &nres) != eslOK) abort();
+ if (pid != 1.0 || nid != L || nres > L) abort();
+
+ /* 0,2 comparison gives 0.0, 0 */
+ if (esl_dst_CPairId(as[0], as[2], &pid, &nid, &nres) != eslOK) abort();
+ if (pid != 0.0 || nid != 0 || nres > L) abort();
+
+ /* remaining comparisons shouldn't fail */
+ for (i = 3; i < N; i++)
+ for (j = i; j < N; j++)
+ {
+ if (esl_dst_CPairId(as[i], as[j], &pid, &nid, &nres) != eslOK) abort();
+ if (pid < 0. || pid > 1. || nid < 0 || nid > L || nres > L) abort();
+ }
+
+ /* API should accept NULL for return values */
+ if (esl_dst_CPairId(as[0], as[0], NULL, NULL, NULL) != eslOK) abort();
+ return eslOK;
+}
+
+static int
+utest_CJukesCantor(int K, char **as, int N)
+{
+ double d, V;
+ int i,j;
+
+ /* Self comparison gives distance = 0. */
+ if (esl_dst_CJukesCantor(K, as[0], as[0], &d, &V) != eslOK) abort();
+ if (d != 0.0) abort();
+
+ /* So does 0,1 comparison */
+ if (esl_dst_CJukesCantor(K, as[0], as[1], &d, &V) != eslOK) abort();
+ if (d != 0.0) abort();
+
+ /* 0,2 comparison gives infinite distance (HUGE_VAL) */
+ if (esl_dst_CJukesCantor(K, as[0], as[2], &d, &V) != eslOK) abort();
+ if (d != HUGE_VAL) abort();
+
+ /* remaining comparisons shouldn't fail */
+ for (i = 3; i < N; i++)
+ for (j = i; j < N; j++)
+ if (esl_dst_CJukesCantor(K, as[i], as[j], &d, &V) != eslOK) abort();
+
+ /* API should accept NULL for return values */
+ if (esl_dst_CJukesCantor(K, as[0], as[0], NULL, NULL) != eslOK) abort();
+ return eslOK;
+}
+
+#ifdef eslAUGMENT_ALPHABET
+static int
+utest_XPairId(ESL_ALPHABET *abc, char **as, ESL_DSQ **ax, int N)
+{
+ double pid, pid2;
+ int nid, nid2;
+ int nres, nres2;
+ int dL, L;
+ int i,j;
+
+ /* Self comparison gives identity = 1. */
+ dL = esl_abc_dsqlen(ax[0]);
+ L = strlen(as[0]);
+ if (dL != L) abort();
+ if (esl_dst_XPairId(abc, ax[0], ax[0], &pid, &nid, &nres) != eslOK) abort();
+ if (pid != 1.0 || nid != L || nres > dL) abort();
+
+ /* So does 0,1 comparison */
+ if (esl_dst_XPairId(abc, ax[0], ax[1], &pid, &nid, &nres) != eslOK) abort();
+ if (pid != 1.0 || nid != L || nres > L) abort();
+
+ /* 0,2 comparison gives 0.0, 0 */
+ if (esl_dst_XPairId(abc, ax[0], ax[2], &pid, &nid, &nres) != eslOK) abort();
+ if (pid != 0.0 || nid != 0 || nres > L) abort();
+
+ /* remaining comparisons shouldn't fail, and should be identical to text mode */
+ for (i = 3; i < N; i++)
+ for (j = i; j < N; j++)
+ {
+ if (esl_dst_XPairId(abc, ax[i], ax[j], &pid, &nid, &nres) != eslOK) abort();
+ if (esl_dst_CPairId(as[i], as[j], &pid2, &nid2, &nres2) != eslOK) abort();
+ if (pid < 0. || pid > 1. || nid < 0 || nid > L || nres > L) abort();
+ if (pid != pid2 || nid != nid2 || nres != nres2) abort();
+ }
+
+ /* API should accept NULL for return values */
+ if (esl_dst_XPairId(abc, ax[0], ax[0], NULL, NULL, NULL) != eslOK) abort();
+ return eslOK;
+
+}
+
+static int
+utest_XJukesCantor(ESL_ALPHABET *abc, char **as, ESL_DSQ **ax, int N)
+{
+ double d, V;
+ int i,j;
+
+ /* Self comparison gives distance = 0. */
+ if (esl_dst_XJukesCantor(abc, ax[0], ax[0], &d, &V) != eslOK) abort();
+ if (d != 0.0) abort();
+
+ /* So does 0,1 comparison */
+ if (esl_dst_XJukesCantor(abc, ax[0], ax[1], &d, &V) != eslOK) abort();
+ if (d != 0.0) abort();
+
+ /* 0,2 comparison gives infinite distance (HUGE_VAL) */
+ if (esl_dst_XJukesCantor(abc, ax[0], ax[2], &d, &V) != eslOK) abort();
+ if (d != HUGE_VAL) abort();
+
+ /* remaining comparisons shouldn't fail */
+ for (i = 3; i < N; i++)
+ for (j = i; j < N; j++)
+ if (esl_dst_XJukesCantor(abc, ax[i], ax[j], &d, &V) != eslOK) abort();
+
+ /* API should accept NULL for return values */
+ if (esl_dst_XJukesCantor(abc, ax[0], ax[0], NULL, NULL) != eslOK) abort();
+ return eslOK;
+
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+
+#ifdef eslAUGMENT_DMATRIX
+static int
+utest_CPairIdMx(char **as, int N)
+{
+ ESL_DMATRIX *S;
+ int i,j;
+ double pid;
+
+ if (esl_dst_CPairIdMx(as, N, &S) != eslOK) abort();
+
+ for (i = 0; i < N; i++)
+ if (S->mx[i][i] != 1.0) abort();
+
+ pid = 0.;
+ for (i = 3; i < N; i++)
+ for (j = i+1; j < N; j++)
+ pid += S->mx[i][j];
+ pid /= (double) ((N-3) * (N-4) / 2); /* first 3 don't count */
+ if (pid < 0.15 || pid > 0.35) abort(); /* should be 0.25 */
+
+ esl_dmatrix_Destroy(S);
+ return eslOK;
+}
+
+static int
+utest_CDiffMx(char **as, int N)
+{
+ ESL_DMATRIX *D;
+ int i,j;
+ double diff;
+
+ if (esl_dst_CDiffMx(as, N, &D) != eslOK) abort();
+
+ for (i = 0; i < N; i++)
+ if (D->mx[i][i] != 0.0) abort();
+
+ diff = 0.;
+ for (i = 3; i < N; i++)
+ for (j = i+1; j < N; j++)
+ diff += D->mx[i][j];
+ diff /= (double) ((N-3) * (N-4) / 2); /* first 3 don't count */
+ if (diff < 0.65 || diff > 0.85) abort(); /* should be 0.75 */
+
+ esl_dmatrix_Destroy(D);
+ return eslOK;
+}
+
+static int
+utest_CJukesCantorMx(int K, char **as, int N)
+{
+ ESL_DMATRIX *D, *V;
+ /* just a crash test */
+ if (esl_dst_CJukesCantorMx(K, as, N, &D, &V) != eslOK) abort();
+ esl_dmatrix_Destroy(D);
+ esl_dmatrix_Destroy(V);
+ return eslOK;
+}
+#endif /*eslAUGMENT_DMATRIX*/
+
+#if defined (eslAUGMENT_ALPHABET) && defined (eslAUGMENT_DMATRIX)
+
+static int
+utest_XPairIdMx(ESL_ALPHABET *abc, char **as, ESL_DSQ **ax, int N)
+{
+ ESL_DMATRIX *S, *S2;
+ int i, j;
+
+ if (esl_dst_XPairIdMx(abc, ax, N, &S) != eslOK) abort();
+ if (esl_dst_CPairIdMx(as, N, &S2) != eslOK) abort();
+
+ for (i = 0; i < N; i++)
+ for (j = i; j < N; j++)
+ if (fabs(S->mx[i][j] - S2->mx[j][i]) > 0.01) abort();
+
+ esl_dmatrix_Destroy(S);
+ esl_dmatrix_Destroy(S2);
+ return eslOK;
+}
+
+static int
+utest_XDiffMx(ESL_ALPHABET *abc, char **as, ESL_DSQ **ax, int N)
+{
+ ESL_DMATRIX *D, *D2;
+ int i, j;
+
+ if (esl_dst_XDiffMx(abc, ax, N, &D) != eslOK) abort();
+ if (esl_dst_CDiffMx(as, N, &D2) != eslOK) abort();
+
+ for (i = 0; i < N; i++)
+ for (j = i; j < N; j++)
+ if (fabs(D->mx[i][j] - D2->mx[j][i]) > 0.01) abort();
+
+ esl_dmatrix_Destroy(D);
+ esl_dmatrix_Destroy(D2);
+ return eslOK;
+}
+
+static int
+utest_XJukesCantorMx(ESL_ALPHABET *abc, char **as, ESL_DSQ **ax, int N)
+{
+ ESL_DMATRIX *D, *D2, *V, *V2;
+ int i, j;
+
+ if (esl_dst_XJukesCantorMx(abc, ax, N, &D, &V) != eslOK) abort();
+ if (esl_dst_CJukesCantorMx(abc->K, as, N, &D2, &V2) != eslOK) abort();
+
+ for (i = 0; i < N; i++)
+ for (j = i; j < N; j++)
+ {
+ if (fabs(D->mx[i][j] - D2->mx[j][i]) > 0.01) abort();
+ if (fabs(V->mx[i][j] - V2->mx[j][i]) > 0.01) abort();
+ }
+
+ esl_dmatrix_Destroy(D);
+ esl_dmatrix_Destroy(D2);
+ esl_dmatrix_Destroy(V);
+ esl_dmatrix_Destroy(V2);
+ return eslOK;
+}
+#endif /*eslAUGMENT_ALPHABET && eslAUGMENT_DMATRIX*/
+
+/*------------------ end of unit tests --------------------------*/
+#endif /* eslDISTANCE_TESTDRIVE */
+
+
+
+/*****************************************************************
+ * 8. Test driver.
+ *****************************************************************/
+
+/*
+ gcc -g -Wall -o testdriver -I. -DeslDISTANCE_TESTDRIVE esl_distance.c esl_getopts.c esl_random.c easel.c -lm
+
+ gcc -g -Wall -o testdriver -I. -DeslDISTANCE_TESTDRIVE\
+ -DeslAUGMENT_ALPHABET \
+ esl_distance.c esl_getopts.c esl_random.c \
+ esl_alphabet.c easel.c -lm
+
+ gcc -g -Wall -o testdriver -I. -DeslDISTANCE_TESTDRIVE\
+ -DeslAUGMENT_DMATRIX \
+ esl_distance.c esl_getopts.c esl_random.c \
+ esl_dmatrix.c easel.c -lm
+
+ gcc -g -Wall -o testdriver -I. -DeslDISTANCE_TESTDRIVE\
+ -DeslALPHABET -DeslAUGMENT_DMATRIX \
+ esl_distance.c esl_getopts.c esl_random.c \
+ esl_alphabet.c esl_dmatrix.c easel.c -lm
+
+ gcc -g -Wall -o testdriver -I. -L. -DeslDISTANCE_TESTDRIVE esl_distance.c -leasel -lm
+ */
+#ifdef eslDISTANCE_TESTDRIVE
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_distance.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#ifdef eslAUGMENT_DMATRIX
+#include "esl_dmatrix.h"
+#endif
+
+static ESL_OPTIONS options[] = {
+ /* name type def env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0},
+ { "-N", eslARG_INT, "10", NULL,"n>3", NULL, NULL, NULL, "number of iid seqs in alignment",0},
+ { "-L", eslARG_INT, "50", NULL,"n>0", NULL, NULL, NULL, "length of seqs in alignment", 0},
+ { "--seed", eslARG_INT, "42", NULL,"n>0", NULL, NULL, NULL, "random # seed", 0},
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "Usage: ./testdrive-distance [-options]";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL;
+ ESL_RANDOMNESS *r = NULL;
+ char **as = NULL; /* aligned character seqs (random, iid) */
+ int N,L; /* # of seqs, and their aligned lengths */
+ int seed;
+ int i,j;
+ int status;
+ double p[4]; /* ACGT probabilities */
+#ifdef eslAUGMENT_ALPHABET
+ ESL_DSQ **ax = NULL; /* digitized alignment */
+ ESL_ALPHABET *abc = NULL;
+#endif
+
+ /* Process command line
+ */
+ go = esl_getopts_Create(options);
+ esl_opt_ProcessCmdline(go, argc, argv);
+ esl_opt_VerifyConfig(go);
+ if (esl_opt_GetBoolean(go, "-h") == TRUE) {
+ puts(usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ return 0;
+ }
+ L = esl_opt_GetInteger(go, "-L");
+ N = esl_opt_GetInteger(go, "-N");
+ seed = esl_opt_GetInteger(go, "--seed");
+ if (esl_opt_ArgNumber(go) != 0) {
+ puts("Incorrect number of command line arguments.");
+ puts(usage);
+ return 1;
+ }
+ esl_getopts_Destroy(go);
+
+ /* Create a random DNA alignment;
+ * force it to obey the conventions of the unit tests:
+ * 0,1 are identical
+ * 0,2 are completely dissimilar
+ */
+ r = esl_randomness_Create(seed);
+ for (i = 0; i < 4; i++) p[i] = 0.25;
+ ESL_ALLOC(as, sizeof(char *) * N);
+ for (i = 0; i < N; i++)
+ ESL_ALLOC(as[i], sizeof(char) * (L+1));
+ esl_rsq_IID(r, "ACGT", p, 4, L, as[0]);
+ strcpy(as[1], as[0]);
+ esl_rsq_IID(r, "ACGT", p, 4, L, as[2]);
+ for (j = 0; j < L; j++)
+ while (as[2][j] == as[0][j])
+ as[2][j] = "ACGT"[esl_rnd_Roll(r, 4)];
+ for (i = 3; i < N; i++)
+ esl_rsq_IID(r, "ACGT", p, 4, L, as[i]);
+
+#ifdef eslAUGMENT_ALPHABET
+ abc = esl_alphabet_Create(eslDNA);
+ ESL_ALLOC(ax, sizeof(ESL_DSQ *) * N);
+ for (i = 0; i < N; i++)
+ esl_abc_CreateDsq(abc, as[i], &(ax[i]));
+#endif /*eslAUGMENT_ALPHABET*/
+
+
+ /* Unit tests
+ */
+ if (utest_CPairId(as, N) != eslOK) return eslFAIL;
+ if (utest_CJukesCantor(4, as, N) != eslOK) return eslFAIL;
+
+#ifdef eslAUGMENT_ALPHABET
+ if (utest_XPairId(abc, as, ax, N) != eslOK) return eslFAIL;
+ if (utest_XJukesCantor(abc, as, ax, N) != eslOK) return eslFAIL;
+#endif /*eslAUGMENT_ALPHABET*/
+
+#ifdef eslAUGMENT_DMATRIX
+ if (utest_CPairIdMx(as, N) != eslOK) return eslFAIL;
+ if (utest_CDiffMx(as, N) != eslOK) return eslFAIL;
+ if (utest_CJukesCantorMx(4, as, N) != eslOK) return eslFAIL;
+#endif /* eslAUGMENT_DMATRIX*/
+
+#if defined (eslAUGMENT_ALPHABET) && defined (eslAUGMENT_DMATRIX)
+ if (utest_XPairIdMx(abc, as, ax, N) != eslOK) return eslFAIL;
+ if (utest_XDiffMx(abc, as, ax, N) != eslOK) return eslFAIL;
+ if (utest_XJukesCantorMx(abc, as, ax, N) != eslOK) return eslFAIL;
+#endif
+
+ esl_randomness_Destroy(r);
+ esl_Free2D((void **) as, N);
+#ifdef eslAUGMENT_ALPHABET
+ esl_alphabet_Destroy(abc);
+ esl_Free2D((void **) ax, N);
+#endif
+ return eslOK;
+
+ ERROR:
+ return eslFAIL;
+}
+#endif /*eslDISTANCE_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * 9. Example.
+ *****************************************************************/
+
+#ifdef eslDISTANCE_EXAMPLE
+/*::cexcerpt::distance_example::begin::*/
+/* gcc -g -Wall -o example -I. -DeslDISTANCE_EXAMPLE esl_distance.c\
+ esl_dmatrix.c esl_msa.c easel.c -lm
+ ./example <msa file>
+ */
+#include "easel.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_msa.h"
+
+int main(int argc, char **argv)
+{
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ ESL_DMATRIX *P;
+ int status;
+ int i,j;
+ double min, avg, max;
+
+ esl_msafile_Open(argv[1], eslMSAFILE_UNKNOWN, NULL, &afp);
+ esl_msa_Read(afp, &msa);
+
+ esl_dst_CPairIdMx(msa->aseq, msa->nseq, &P);
+
+ min = 1.0;
+ max = 0.0;
+ avg = 0.0;
+ for (i = 0; i < msa->nseq; i++)
+ for (j = i+1; j < msa->nseq; j++)
+ {
+ avg += P->mx[i][j];
+ if (P->mx[i][j] < min) min = P->mx[i][j];
+ if (P->mx[i][j] > max) max = P->mx[i][j];
+ }
+ avg /= (double) (msa->nseq * (msa->nseq-1) / 2);
+
+ printf("Average pairwise %% id: %.1f%%\n", avg * 100.);
+ printf("Minimum pairwise %% id: %.1f%%\n", min * 100.);
+ printf("Maximum pairwise %% id: %.1f%%\n", max * 100.);
+
+ esl_dmatrix_Destroy(P);
+ esl_msa_Destroy(msa);
+ esl_msafile_Close(afp);
+ return 0;
+}
+/*::cexcerpt::distance_example::end::*/
+#endif /*eslDISTANCE_EXAMPLE*/
+
+
+ /*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+
diff --git a/easel/esl_distance.h b/easel/esl_distance.h
new file mode 100644
index 0000000..0ae7781
--- /dev/null
+++ b/easel/esl_distance.h
@@ -0,0 +1,72 @@
+/* esl_distance.h
+ * Distances between aligned sequences, including both
+ * probabilistic evolutionary models and ad hoc measures.
+ *
+ * SVN $Id: esl_distance.h 192 2007-06-12 15:06:22Z eddys $
+ * SRE, Fri Apr 28 06:41:13 2006 [New York]
+ */
+#ifndef ESL_DISTANCE_INCLUDED
+#define ESL_DISTANCE_INCLUDED
+
+#include "easel.h" /* ESL_DSQ declaration */
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h" /* ESL_ALPHABET declaration */
+#endif
+#ifdef eslAUGMENT_DMATRIX
+#include "esl_dmatrix.h" /* ESL_DMATRIX declaration */
+#endif
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+
+/* 1. Pairwise distances for aligned text sequences.
+ */
+extern int esl_dst_CPairId(const char *asq1, const char *asq2,
+ double *opt_pid, int *opt_nid, int *opt_n);
+extern int esl_dst_CJukesCantor(int K, const char *as1, const char *as2,
+ double *opt_distance, double *opt_variance);
+
+/* 2. Pairwise distances for aligned digital seqs.
+ */
+#ifdef eslAUGMENT_ALPHABET
+extern int esl_dst_XPairId(const ESL_ALPHABET *abc, const ESL_DSQ *ax1, const ESL_DSQ *ax2,
+ double *opt_pid, int *opt_nid, int *opt_n);
+extern int esl_dst_XJukesCantor(const ESL_ALPHABET *abc, const ESL_DSQ *ax, const ESL_DSQ *ay,
+ double *opt_distance, double *opt_variance);
+#endif
+
+
+/* 3. Distance matrices for aligned text sequences.
+ */
+#ifdef eslAUGMENT_DMATRIX
+extern int esl_dst_CPairIdMx (char **as, int N, ESL_DMATRIX **ret_S);
+extern int esl_dst_CDiffMx (char **as, int N, ESL_DMATRIX **ret_D);
+extern int esl_dst_CJukesCantorMx(int K, char **as, int N, ESL_DMATRIX **opt_D, ESL_DMATRIX **opt_V);
+#endif
+
+/* 4. Distance matrices for aligned digital sequences.
+ */
+#if defined(eslAUGMENT_DMATRIX) && defined(eslAUGMENT_ALPHABET)
+extern int esl_dst_XPairIdMx(const ESL_ALPHABET *abc, ESL_DSQ **ax, int N, ESL_DMATRIX **ret_S);
+extern int esl_dst_XDiffMx (const ESL_ALPHABET *abc, ESL_DSQ **ax, int N, ESL_DMATRIX **ret_D);
+
+extern int esl_dst_XJukesCantorMx(const ESL_ALPHABET *abc, ESL_DSQ **ax, int nseq,
+ ESL_DMATRIX **opt_D, ESL_DMATRIX **opt_V);
+#endif
+
+/* 5. Average pairwise identity for multiple alignments.
+ */
+#ifdef eslAUGMENT_RANDOM
+extern int esl_dst_CAverageId(char **as, int nseq, int max_comparisons, double *ret_id);
+#endif
+#if defined(eslAUGMENT_RANDOM) && defined(eslAUGMENT_ALPHABET)
+extern int esl_dst_XAverageId(const ESL_ALPHABET *abc, ESL_DSQ **ax, int N, int max_comparisons, double *ret_id);
+#endif
+
+
+#endif /*ESL_DISTANCE_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_distance.tex b/easel/esl_distance.tex
new file mode 100644
index 0000000..199f4b3
--- /dev/null
+++ b/easel/esl_distance.tex
@@ -0,0 +1,149 @@
+
+The \eslmod{distance} module implements routines for inferring
+mutational distances between pairs of aligned sequences.
+
+Augmentation with the \eslmod{alphabet} module provides distance
+routines for digitized sequences, in addition to text sequences.
+
+Augmentation with the \eslmod{dmatrix} module provides routines for
+constructing distance matrices from multiple sequence alignments.
+
+The API for the \eslmod{distance} module is summarized in
+Table~\ref{tbl:distance_api}.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+ \apisubhead{Pairwise distances for aligned text sequences}\\
+\hyperlink{func:esl_dst_CPairId()}{\ccode{esl\_dst\_CPairId()}} & Pairwise identity of two aligned text strings.\\
+\hyperlink{func:esl_dst_CJukesCantor()}{\ccode{esl\_dst\_CJukesCantor()}} & Jukes-Cantor distance for two aligned strings.\\
+ \apisubhead{Pairwise distances for aligned digital seqs [\eslmod{alphabet}]}\\
+\hyperlink{func:esl_dst_XPairId()}{\ccode{esl\_dst\_XPairId()}} & Pairwise identity of two aligned digital seqs.\\
+\hyperlink{func:esl_dst_XJukesCantor()}{\ccode{esl\_dst\_XJukesCantor()}} & Jukes-Cantor distance for two aligned digitized seqs.\\
+ \apisubhead{Distance matrices for aligned text sequences [\eslmod{dmatrix}]}\\
+\hyperlink{func:esl_dst_CPairIdMx()}{\ccode{esl\_dst\_CPairIdMx()}} & NxN identity matrix for N aligned text sequences. \\
+\hyperlink{func:esl_dst_CDiffMx()}{\ccode{esl\_dst\_CDiffMx()}} & NxN difference matrix for N aligned text sequences.\\
+\hyperlink{func:esl_dst_CJukesCantorMx()}{\ccode{esl\_dst\_CJukesCantorMx()}} & NxN Jukes/Cantor distance matrix for N aligned text seqs.\\
+ \apisubhead{Distance matrices for aligned digital sequences [\eslmod{dmatrix}$,$\eslmod{alphabet}]}\\
+\hyperlink{func:esl_dst_XPairIdMx()}{\ccode{esl\_dst\_XPairIdMx()}} & NxN identity matrix for N aligned digital seqs.\\
+\hyperlink{func:esl_dst_XDiffMx()}{\ccode{esl\_dst\_XDiffMx()}} & NxN difference matrix for N aligned digital seqs.\\
+\hyperlink{func:esl_dst_XJukesCantorMx()}{\ccode{esl\_dst\_XJukesCantorMx()}} & NxN Jukes/Cantor distance matrix for N aligned digital seqs.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{distance} API. Requires: \eslmod{easel}. Optional augmentation: \eslmod{alphabet}, \eslmod{dmatrix}.}
+\label{tbl:distance_api}
+\end{table}
+
+
+\subsection{Example of using the distance API}
+
+The example code below opens a multiple sequence alignment file and
+reads an alignment from it, then uses one of the routines from the
+\eslmod{distance} module to calculate a fractional identity matrix
+from it. The example then finds the average, minimum, and maximum of
+the values in the identity matrix.
+
+\input{cexcerpts/distance_example}
+
+\subsection{Definition of pairwise identity and pairwise difference}
+
+Given a pairwise sequence alignment of length $L$, between two
+sequences of $n_1$ and $n_2$ residues ($n_1 \leq L$, $n_2 \leq L$),
+where the $L$ aligned symbol pairs are classified and counted as
+$c_{\mbox{ident}}$ identities, $c_{\mbox{mismat}}$ mismatches, and
+$c_{\mbox{indel}}$ pairs that have a gap symbol in either or both
+sequences ($c_{\mbox{ident}} + c_{\mbox{mismat}} + c_{\mbox{indel}} =
+L$), \esldef{pairwise sequence identity} is defined as:
+
+\[
+ \mbox{pid} = \frac{c_{\mbox{ident}}}{\mbox{MIN}(n_1, n_2)},
+\]
+
+and \esldef{pairwise sequence difference} is defined as
+\[
+ \mbox{diff} = 1 - \mbox{pid} = \frac{\mbox{MIN}(n_1,n_2) - c_{\mbox{ident}}}{\mbox{MIN}(n_1, n_2)}.
+\]
+
+Both pid and diff range from 0 to 1.
+
+In the unusual case where $\mbox{MIN}(n_1,n_2)=0$ -- that is, one of
+the aligned sequences consists entirely of gaps -- the percent
+identity $0/0$ is defined as 0. The calculation is robust against
+length 0 sequences, which do arise in real applications. (Not just in
+bad input, either. For example, this arises when dealing with subsets
+of the columns of a multiple alignment.)
+
+There are many ways that pairwise identity might be calculated,
+because there are a variety of choices for the denominator. In Easel,
+identity calculations are used primarily in \emph{ad hoc} sequence
+weight calculations for multiple sequence alignments, as part of
+profile HMM or profile SCFG construction. Multiple alignments will
+often contain short sequence fragments. We want to deal robustly with
+cases where two short fragments may have little overlap, or none at
+all. The most obvious calculation of pairwise identity,
+$c_{\mbox{ident}} / c_{\mbox{ident}} + c_{\mbox{mismat}}$, is not
+robust, because alignments with few aligned residues (either because
+they are highly gappy, or they are partially overlapping fragments)
+may receive artifactually high identities. Other definitions,
+$c_{\mbox{ident}} / L$ or $c_{\mbox{ident}} / \mbox{MEAN}(n_1, n_2)$
+or $c_{\mbox{ident}} / \mbox{MAX}(n_1, n_2)$ are also not robust,
+sharing the disadvantage that good alignments of fragments to longer
+sequences would be scored as artifactually low identities.
+
+
+\subsection{Generalized Jukes-Cantor distances}
+
+The Jukes-Cantor model of DNA sequence evolution assumes that all
+substitutions occur at the same rate $\alpha$
+\citep{JukesCantor69}. It is a reversible, multiplicative evolutionary
+model. It implies equiprobable stationary probabilities. The
+\esldef{Jukes/Cantor distance} is the maximum likelihood estimate of
+the number of substitutions per site that have occurred between the
+two sequences, correcting for multiple substitutions that may have
+occurred the same site. Given an ungapped pairwise alignment of length
+$L$ consisting of $c_{\mbox{ident}}$ identities and
+$c_{\mbox{mismat}}$ mismatches (observed substitutions)
+($c_{\mbox{ident}} + c_{\mbox{mismat}} = L$, the fractional observed
+difference $D$ is defined as
+
+\[
+ D = \frac{c_{\mbox{mismat}}}{c_{\mbox{ident}} + c_{\mbox{mismat}}},
+\]
+
+and the Jukes-Cantor distance $d$ is defined in terms of $D$ as:
+
+\[
+ d = -\frac{3}{4} \log \left( 1 - \frac{4}{3} D \right)
+\]
+
+The Jukes/Cantor model does not allow insertions or deletions. When
+calculating ``Jukes/Cantor distances'' for gapped alignments, gap
+symbols are simply ignored, and the same calculations above are
+applied.
+
+The Jukes-Cantor model readily generalizes from the four-letter DNA
+alphabet to any alphabet size $K$, using the same definition of
+observed fractional difference $D$. A \esldef{generalized Jukes-Cantor
+distance} is:
+
+\[
+ d = -\frac{K-1}{K} \log \left( 1 - \frac{K}{K-1} D \right).
+\]
+
+The large-sample variance of this estimate $d$ is:
+
+\[
+ \sigma^2 = e^\frac{2Kd}{K-1} \frac{D(1-D)}{L'}
+\]
+
+where $L'$ is the total number of columns counted, exclusive of gaps,
+$L' = c_{\mbox{ident}} + c_{\mbox{mismat}}$.
+
+If the observed $D \geq \frac{K-1}{K}$, the maximum likelihood
+Jukes-Cantor distance is infinity, as is the variance. In this case,
+both $d$ and $V$ are returned as \ccode{HUGE\_VAL}.
+
+
diff --git a/easel/esl_dmatrix.c b/easel/esl_dmatrix.c
new file mode 100644
index 0000000..afe66ea
--- /dev/null
+++ b/easel/esl_dmatrix.c
@@ -0,0 +1,1412 @@
+/* Linear algebra operations in double-precision matrices.
+ *
+ * Implements ESL_DMATRIX (double-precision matrix) and
+ * ESL_PERMUTATION (permutation matrix) objects.
+ *
+ * Table of contents:
+ * 1. The ESL_DMATRIX object
+ * 2. Debugging/validation code for ESL_DMATRIX
+ * 3. The ESL_PERMUTATION object
+ * 4. Debugging/validation code for ESL_PERMUTATION
+ * 5. The rest of the dmatrix API
+ * 6. Optional: Interoperability with GSL
+ * 7. Optional: Interfaces to LAPACK
+ * 8. Unit tests
+ * 9. Test driver
+ * 10. Examples
+ * 11. Copyright and license
+ *
+ * To do:
+ * - eventually probably want additional matrix types
+ * - unit tests poor
+ *
+ * SRE, Tue Jul 13 14:42:14 2004 [St. Louis]
+ * SVN $Id: esl_dmatrix.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+#include "esl_dmatrix.h"
+
+
+/*****************************************************************
+ * 1. The ESL_DMATRIX object.
+ *****************************************************************/
+
+/* Function: esl_dmatrix_Create()
+ *
+ * Purpose: Creates a general <n> x <m> matrix (<n> rows, <m>
+ * columns).
+ *
+ * Args: <n> - number of rows; $>= 1$
+ * <m> - number of columns; $>= 1$
+ *
+ * Returns: a pointer to a new <ESL_DMATRIX> object. Caller frees
+ * with <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <NULL> if an allocation failed.
+ */
+ESL_DMATRIX *
+esl_dmatrix_Create(int n, int m)
+{
+ ESL_DMATRIX *A = NULL;
+ int r;
+ int status;
+
+ ESL_ALLOC(A, sizeof(ESL_DMATRIX));
+ A->mx = NULL;
+ A->n = n;
+ A->m = m;
+
+ ESL_ALLOC(A->mx, sizeof(double *) * n);
+ A->mx[0] = NULL;
+
+ ESL_ALLOC(A->mx[0], sizeof(double) * n * m);
+ for (r = 1; r < n; r++)
+ A->mx[r] = A->mx[0] + r*m;
+
+ A->type = eslGENERAL;
+ A->ncells = n * m;
+ return A;
+
+ ERROR:
+ esl_dmatrix_Destroy(A);
+ return NULL;
+}
+
+
+/* Function: esl_dmatrix_CreateUpper()
+ * Incept: SRE, Wed Feb 28 08:45:45 2007 [Janelia]
+ *
+ * Purpose: Creates a packed upper triangular matrix of <n> rows and
+ * <n> columns. Caller may only access cells $i \leq j$.
+ * Cells $i > j$ are not stored and are implicitly 0.
+ *
+ * Not all matrix operations in Easel can work on packed
+ * upper triangular matrices.
+ *
+ * Returns: a pointer to a new <ESL_DMATRIX> object of type
+ * <eslUPPER>. Caller frees with <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <NULL> if allocation fails.
+ *
+ * Xref: J1/10
+ */
+ESL_DMATRIX *
+esl_dmatrix_CreateUpper(int n)
+{
+ int status;
+ ESL_DMATRIX *A = NULL;
+ int r; /* counter over rows */
+ int nc; /* cell counter */
+
+ /* matrix structure allocation */
+ ESL_ALLOC(A, sizeof(ESL_DMATRIX));
+ A->mx = NULL;
+ A->n = n;
+ A->m = n;
+
+ /* n row ptrs */
+ ESL_ALLOC(A->mx, sizeof(double *) * n);
+ A->mx[0] = NULL;
+
+ /* cell storage */
+ ESL_ALLOC(A->mx[0], sizeof(double) * n * (n+1) / 2);
+
+ /* row pointers set in a tricksy overlapping way, so
+ * mx[i][j] access works normally but only i<=j are valid.
+ * xref J1/10.
+ */
+ nc = n; /* nc is the number of valid cells assigned to rows so far */
+ for (r = 1; r < n; r++) {
+ A->mx[r] = A->mx[0] + nc - r; /* -r overlaps this row w/ previous row */
+ nc += n-r;
+ }
+ A->type = eslUPPER;
+ A->ncells = n * (n+1) / 2;
+ return A;
+
+ ERROR:
+ esl_dmatrix_Destroy(A);
+ return NULL;
+}
+
+
+
+/* Function: esl_dmatrix_Destroy()
+ *
+ * Purpose: Frees an <ESL_DMATRIX> object <A>.
+ */
+int
+esl_dmatrix_Destroy(ESL_DMATRIX *A)
+{
+ if (A != NULL && A->mx != NULL && A->mx[0] != NULL) free(A->mx[0]);
+ if (A != NULL && A->mx != NULL) free(A->mx);
+ if (A != NULL) free(A);
+ return eslOK;
+}
+
+
+/* Function: esl_dmatrix_Copy()
+ *
+ * Purpose: Copies <src> matrix into <dest> matrix. <dest> must
+ * be allocated already by the caller.
+ *
+ * You may copy to a matrix of a different type, so long as
+ * the copy makes sense. If <dest> matrix is a packed type
+ * and <src> is not, the values that should be zeros must
+ * be zero in <src>, else the routine throws
+ * <eslEINCOMPAT>. If the <src> matrix is a packed type and
+ * <dest> is not, the values that are implicitly zeros are
+ * set to zeros in the <dest> matrix.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINCOMPAT> if <src>, <dest> are different sizes,
+ * or if their types differ and <dest> cannot represent
+ * <src>.
+ */
+int
+esl_dmatrix_Copy(const ESL_DMATRIX *src, ESL_DMATRIX *dest)
+{
+ int i,j;
+
+ if (dest->n != src->n || dest->m != src->m)
+ ESL_EXCEPTION(eslEINCOMPAT, "matrices of different size");
+
+ if (src->type == dest->type) /* simple case. */
+ memcpy(dest->mx[0], src->mx[0], src->ncells * sizeof(double));
+
+ else if (src->type == eslGENERAL && dest->type == eslUPPER)
+ {
+ for (i = 1; i < src->n; i++)
+ for (j = 0; j < i; j++)
+ if (src->mx[i][j] != 0.)
+ ESL_EXCEPTION(eslEINCOMPAT, "general matrix isn't upper triangular, can't be copied/packed");
+ for (i = 0; i < src->n; i++)
+ for (j = i; j < src->m; j++)
+ dest->mx[i][j] = src->mx[i][j];
+ }
+
+ else if (src->type == eslUPPER && dest->type == eslGENERAL)
+ {
+ for (i = 1; i < src->n; i++)
+ for (j = 0; j < i; j++)
+ dest->mx[i][j] = 0.;
+ for (i = 0; i < src->n; i++)
+ for (j = i; j < src->m; j++)
+ dest->mx[i][j] = src->mx[i][j];
+ }
+
+ return eslOK;
+}
+
+
+/* Function: esl_dmatrix_Clone()
+ * Incept: SRE, Tue May 2 14:38:45 2006 [St. Louis]
+ *
+ * Purpose: Duplicates matrix <A>, making a copy in newly
+ * allocated space.
+ *
+ * Returns: a pointer to the copy. Caller frees with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_DMATRIX *
+esl_dmatrix_Clone(const ESL_DMATRIX *A)
+{
+ ESL_DMATRIX *new;
+
+ switch (A->type) {
+ case eslUPPER: if ( (new = esl_dmatrix_CreateUpper(A->n)) == NULL) return NULL; break;
+ default: case eslGENERAL: if ( (new = esl_dmatrix_Create(A->n, A->m)) == NULL) return NULL; break;
+ }
+ esl_dmatrix_Copy(A, new);
+ return new;
+}
+
+
+/* Function: esl_dmatrix_Compare()
+ *
+ * Purpose: Compares matrix <A> to matrix <B> element by element,
+ * using <esl_DCompare()> on each cognate element pair,
+ * with equality defined by a fractional tolerance <tol>.
+ * If all elements are equal, return <eslOK>; if any
+ * elements differ, return <eslFAIL>.
+ *
+ * <A> and <B> may be of different types; for example,
+ * a packed upper triangular matrix A is compared to
+ * a general matrix B by assuming <A->mx[i][j] = 0.> for
+ * all $i>j$.
+ */
+int
+esl_dmatrix_Compare(const ESL_DMATRIX *A, const ESL_DMATRIX *B, double tol)
+{
+ int i,j,c;
+ double x1,x2;
+
+ if (A->n != B->n) return eslFAIL;
+ if (A->m != B->m) return eslFAIL;
+
+ if (A->type == B->type)
+ { /* simple case. */
+ for (c = 0; c < A->ncells; c++) /* can deal w/ packed or unpacked storage */
+ if (esl_DCompare(A->mx[0][c], B->mx[0][c], tol) == eslFAIL) return eslFAIL;
+ }
+ else
+ { /* comparing matrices of different types */
+ for (i = 0; i < A->n; i++)
+ for (j = 0; j < A->m; j++)
+ {
+ if (A->type == eslUPPER && i > j) x1 = 0.;
+ else x1 = A->mx[i][j];
+
+ if (B->type == eslUPPER && i > j) x2 = 0.;
+ else x2 = B->mx[i][j];
+
+ if (esl_DCompare(x1, x2, tol) == eslFAIL) return eslFAIL;
+ }
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_dmatrix_Set()
+ *
+ * Purpose: Set all elements $a_{ij}$ in matrix <A> to <x>,
+ * and returns <eslOK>.
+ */
+int
+esl_dmatrix_Set(ESL_DMATRIX *A, double x)
+{
+ int i;
+ for (i = 0; i < A->ncells; i++) A->mx[0][i] = x;
+ return eslOK;
+}
+
+
+/* Function: esl_dmatrix_SetZero()
+ *
+ * Purpose: Sets all elements $a_{ij}$ in matrix <A> to 0,
+ * and returns <eslOK>.
+ */
+int
+esl_dmatrix_SetZero(ESL_DMATRIX *A)
+{
+ int i;
+ for (i = 0; i < A->ncells; i++) A->mx[0][i] = 0.;
+ return eslOK;
+}
+
+
+/* Function: esl_dmatrix_SetIdentity()
+ *
+ * Purpose: Given a square matrix <A>, sets all diagonal elements
+ * $a_{ii}$ to 1, and all off-diagonal elements $a_{ij},
+ * j \ne i$ to 0. Returns <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if the matrix isn't square.
+ */
+int
+esl_dmatrix_SetIdentity(ESL_DMATRIX *A)
+{
+ int i;
+
+ if (A->n != A->m) ESL_EXCEPTION(eslEINVAL, "matrix isn't square");
+ esl_dmatrix_SetZero(A);
+ for (i = 0; i < A->n; i++) A->mx[i][i] = 1.;
+ return eslOK;
+}
+
+
+
+/* Function: esl_dmatrix_Dump()
+ * Incept: SRE, Mon Nov 29 19:21:20 2004 [St. Louis]
+ *
+ * Purpose: Given a matrix <A>, dump it to output stream <ofp> in human-readable
+ * format.
+ *
+ * If <rowlabel> or <collabel> are non-NULL, they specify a
+ * string of single-character labels to put on the rows and
+ * columns, respectively. (For example, these might be a
+ * sequence alphabet for a 4x4 or 20x20 rate matrix or
+ * substitution matrix.) Numbers <1..ncols> or <1..nrows> are
+ * used if <collabel> or <rowlabel> are passed as <NULL>.
+ *
+ * Args: ofp - output file pointer; stdout, for example.
+ * A - matrix to dump.
+ * rowlabel - optional: NULL, or character labels for rows
+ * collabel - optional: NULL, or character labels for cols
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_dmatrix_Dump(FILE *ofp, const ESL_DMATRIX *A, const char *rowlabel, const char *collabel)
+{
+ int a,b;
+
+ fprintf(ofp, " ");
+ if (collabel != NULL)
+ for (b = 0; b < A->m; b++) fprintf(ofp, " %c ", collabel[b]);
+ else
+ for (b = 0; b < A->m; b++) fprintf(ofp, "%8d ", b+1);
+ fprintf(ofp, "\n");
+
+ for (a = 0; a < A->n; a++) {
+ if (rowlabel != NULL) fprintf(ofp, " %c ", rowlabel[a]);
+ else fprintf(ofp, "%5d ", a+1);
+
+ for (b = 0; b < A->m; b++) {
+ switch (A->type) {
+ case eslUPPER:
+ if (a > b) fprintf(ofp, "%8s ", "");
+ else fprintf(ofp, "%8.4f ", A->mx[a][b]);
+ break;
+
+ default: case eslGENERAL:
+ fprintf(ofp, "%8.4f ", A->mx[a][b]);
+ break;
+ }
+ }
+ fprintf(ofp, "\n");
+ }
+ return eslOK;
+}
+
+/*****************************************************************
+ * 3. The ESL_PERMUTATION object.
+ *****************************************************************/
+
+/* Function: esl_permutation_Create()
+ *
+ * Purpose: Creates a new permutation "matrix" of size <n> for
+ * permuting <n> x <n> square matrices; returns a
+ * pointer to it.
+ *
+ * A permutation matrix consists of 1's and 0's such that
+ * any given row or column contains only one 1. We store it
+ * more efficiently as a vector; each value $p_i$
+ * represents the column $j$ that has the 1. Thus, on
+ * initialization, $p_i = i$ for all $i = 0..n-1$.
+ *
+ * Returns: a pointer to a new <ESL_PERMUTATION> object. Free with
+ * <esl_permutation_Destroy()>.
+ *
+ * Throws: <NULL> if allocation fails.
+ */
+ESL_PERMUTATION *
+esl_permutation_Create(int n)
+{
+ int status;
+ ESL_PERMUTATION *P = NULL;
+
+ ESL_ALLOC(P, sizeof(ESL_PERMUTATION));
+ P->pi = NULL;
+ P->n = n;
+ ESL_ALLOC(P->pi, sizeof(int) * n);
+
+ esl_permutation_Reuse(P); /* initialize it */
+ return P;
+
+ ERROR:
+ esl_permutation_Destroy(P);
+ return NULL;
+}
+
+/* Function: esl_permutation_Destroy()
+ *
+ * Purpose: Frees an <ESL_PERMUTATION> object <P>.
+ */
+int
+esl_permutation_Destroy(ESL_PERMUTATION *P)
+{
+ if (P != NULL && P->pi != NULL) free(P->pi);
+ if (P != NULL) free(P);
+ return eslOK;
+}
+
+/* Function: esl_permutation_Reuse()
+ *
+ * Purpose: Resets a permutation matrix <P> to
+ * $p_i = i$ for all $i = 0..n-1$.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_permutation_Reuse(ESL_PERMUTATION *P)
+{
+ int i;
+ for (i = 0; i < P->n; i++)
+ P->pi[i] = i;
+ return eslOK;
+}
+
+
+/*****************************************************************
+ * 4. Debugging/validation for ESL_PERMUTATION.
+ *****************************************************************/
+
+/* Function: esl_permutation_Dump()
+ *
+ * Purpose: Given a permutation matrix <P>, dump it to output stream <ofp>
+ * in human-readable format.
+ *
+ * If <rowlabel> or <collabel> are non-NULL, they represent
+ * single-character labels to put on the rows and columns,
+ * respectively. (For example, these might be a sequence
+ * alphabet for a 4x4 or 20x20 rate matrix or substitution
+ * matrix.) Numbers 1..ncols or 1..nrows are used if
+ * <collabel> or <rowlabel> are NULL.
+ *
+ * Args: ofp - output file pointer; stdout, for example
+ * P - permutation matrix to dump
+ * rowlabel - optional: NULL, or character labels for rows
+ * collabel - optional: NULL, or character labels for cols
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_permutation_Dump(FILE *ofp, const ESL_PERMUTATION *P, const char *rowlabel, const char *collabel)
+{
+ int i,j;
+
+ fprintf(ofp, " ");
+ if (collabel != NULL)
+ for (j = 0; j < P->n; j++) fprintf(ofp, " %c ", collabel[j]);
+ else
+ for (j = 0; j < P->n; j++) fprintf(ofp, "%3d ", j+1);
+ fprintf(ofp, "\n");
+
+ for (i = 0; i < P->n; i++) {
+ if (rowlabel != NULL) fprintf(ofp, " %c ", rowlabel[i]);
+ else fprintf(ofp, "%3d ", i+1);
+
+ for (j = 0; j < P->n; j++)
+ fprintf(ofp, "%3d ", (j == P->pi[i]) ? 1 : 0);
+ fprintf(ofp, "\n");
+ }
+ return eslOK;
+}
+
+/*****************************************************************
+ * 5. The rest of the dmatrix API.
+ *****************************************************************/
+
+
+
+/* Function: esl_dmx_Max()
+ * Incept: SRE, Thu Mar 1 14:46:48 2007 [Janelia]
+ *
+ * Purpose: Returns the maximum value of all the elements $a_{ij}$ in matrix <A>.
+ */
+double
+esl_dmx_Max(const ESL_DMATRIX *A)
+{
+ int i;
+ double best;
+
+ best = A->mx[0][0];
+ for (i = 0; i < A->ncells; i++)
+ if (A->mx[0][i] > best) best = A->mx[0][i];
+ return best;
+}
+
+/* Function: esl_dmx_Min()
+ * Incept: SRE, Thu Mar 1 14:49:29 2007 [Janelia]
+ *
+ * Purpose: Returns the minimum value of all the elements $a_{ij}$ in matrix <A>.
+ */
+double
+esl_dmx_Min(const ESL_DMATRIX *A)
+{
+ int i;
+ double best;
+
+ best = A->mx[0][0];
+ for (i = 0; i < A->ncells; i++)
+ if (A->mx[0][i] < best) best = A->mx[0][i];
+ return best;
+}
+
+
+/* Function: esl_dmx_MinMax()
+ * Incept: SRE, Wed Mar 14 16:58:03 2007 [Janelia]
+ *
+ * Purpose: Finds the maximum and minimum values of the
+ * elements $a_{ij}$ in matrix <A>, and returns
+ * them in <ret_min> and <ret_max>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ */
+int
+esl_dmx_MinMax(const ESL_DMATRIX *A, double *ret_min, double *ret_max)
+{
+ double min, max;
+ int i;
+
+ min = max = A->mx[0][0];
+ for (i = 0; i < A->ncells; i++) {
+ if (A->mx[0][i] < min) min = A->mx[0][i];
+ if (A->mx[0][i] > max) max = A->mx[0][i];
+ }
+ *ret_min = min;
+ *ret_max = max;
+ return eslOK;
+}
+
+
+
+/* Function: esl_dmx_Sum()
+ * Incept: SRE, Thu Mar 1 16:45:16 2007
+ *
+ * Purpose: Returns the scalar sum of all the elements $a_{ij}$ in matrix <A>,
+ * $\sum_{ij} a_{ij}$.
+ */
+double
+esl_dmx_Sum(const ESL_DMATRIX *A)
+{
+ int i;
+ double sum = 0.;
+
+ for (i = 0; i < A->ncells; i++)
+ sum += A->mx[0][i];
+ return sum;
+}
+
+
+/* Function: esl_dmx_FrobeniusNorm()
+ * Incept: SRE, Thu Mar 15 17:59:35 2007 [Janelia]
+ *
+ * Purpose: Calculates the Frobenius norm of a matrix, which
+ * is the element-wise equivalant of a
+ * Euclidean vector norm:
+ * $ = \sqrt(\sum a_{ij}^2)$
+ *
+ * Args: A - matrix
+ * ret_fnorm - Frobenius norm.
+ *
+ * Returns: <eslOK> on success, and the Frobenius norm
+ * is in <ret_fnorm>.
+ */
+int
+esl_dmx_FrobeniusNorm(const ESL_DMATRIX *A, double *ret_fnorm)
+{
+ double F = 0.;
+ int i;
+
+ for (i = 0; i < A->ncells; i++)
+ F += A->mx[0][i] * A->mx[0][i];
+ *ret_fnorm = sqrt(F);
+ return eslOK;
+}
+
+
+/* Function: esl_dmx_Multiply()
+ *
+ * Purpose: Matrix multiplication: calculate <AB>, store result in <C>.
+ * <A> is $n times m$; <B> is $m \times p$; <C> is $n \times p$.
+ * Matrix <C> must be allocated appropriately by the caller.
+ *
+ * Not supported for anything but general (<eslGENERAL>)
+ * matrix type, at present.
+ *
+ * Throws: <eslEINVAL> if matrices don't have compatible dimensions,
+ * or if any of them isn't a general (<eslGENERAL>) matrix.
+ */
+int
+esl_dmx_Multiply(const ESL_DMATRIX *A, const ESL_DMATRIX *B, ESL_DMATRIX *C)
+{
+ int i, j, k;
+
+ if (A->m != B->n) ESL_EXCEPTION(eslEINVAL, "can't multiply A,B");
+ if (A->n != C->n) ESL_EXCEPTION(eslEINVAL, "A,C # of rows not equal");
+ if (B->m != C->m) ESL_EXCEPTION(eslEINVAL, "B,C # of cols not equal");
+ if (A->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "A isn't of type eslGENERAL");
+ if (B->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "B isn't of type eslGENERAL");
+ if (C->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "B isn't of type eslGENERAL");
+
+ /* i,k,j order should optimize stride, relative to a more textbook
+ * order for the indices
+ */
+ esl_dmatrix_SetZero(C);
+ for (i = 0; i < A->n; i++)
+ for (k = 0; k < A->m; k++)
+ for (j = 0; j < B->m; j++)
+ C->mx[i][j] += A->mx[i][k] * B->mx[k][j];
+
+ return eslOK;
+}
+
+
+/*::cexcerpt::function_comment_example::begin::*/
+/* Function: esl_dmx_Exp()
+ * Synopsis: Calculates matrix exponential $\mathbf{P} = e^{t\mathbf{Q}}$.
+ * Incept: SRE, Thu Mar 8 18:41:38 2007 [Janelia]
+ *
+ * Purpose: Calculates the matrix exponential $\mathbf{P} = e^{t\mathbf{Q}}$,
+ * using a scaling and squaring algorithm with
+ * the Taylor series approximation \citep{MolerVanLoan03}.
+ *
+ * <Q> must be a square matrix of type <eslGENERAL>.
+ * Caller provides an allocated <P> matrix of the same size and type as <Q>.
+ *
+ * A typical use of this function is to calculate a
+ * conditional substitution probability matrix $\mathbf{P}$
+ * (whose elements $P_{xy}$ are conditional substitution
+ * probabilities $\mathrm{Prob}(y \mid x, t)$ from time $t$
+ * and instantaneous rate matrix $\mathbf{Q}$.
+ *
+ * Args: Q - matrix to exponentiate (an instantaneous rate matrix)
+ * t - time units
+ * P - RESULT: $e^{tQ}$.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: J1/19.
+ */
+int
+esl_dmx_Exp(const ESL_DMATRIX *Q, double t, ESL_DMATRIX *P)
+{
+/*::cexcerpt::function_comment_example::end::*/
+ int status;
+ ESL_DMATRIX *Qz = NULL; /* Q/2^z rescaled matrix*/
+ ESL_DMATRIX *Qpow = NULL; /* keeps running product Q^k */
+ ESL_DMATRIX *C = NULL; /* tmp storage for matrix multiply result */
+ double factor = 1.0;
+ double fnorm;
+ int z;
+ double zfac;
+ int k;
+
+ /* Contract checks */
+ if (Q->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "Q isn't general");
+ if (Q->n != Q->m) ESL_EXCEPTION(eslEINVAL, "Q isn't square");
+ if (P->type != Q->type) ESL_EXCEPTION(eslEINVAL, "P isn't of same type as Q");
+ if (P->n != P->m) ESL_EXCEPTION(eslEINVAL, "P isn't square");
+ if (P->n != Q->n) ESL_EXCEPTION(eslEINVAL, "P isn't same size as Q");
+
+ /* Allocation of working space */
+ if ((Qz = esl_dmatrix_Create(Q->n, Q->n)) == NULL) goto ERROR;
+ if ((Qpow = esl_dmatrix_Create(Q->n, Q->n)) == NULL) goto ERROR;
+ if ((C = esl_dmatrix_Create(Q->n, Q->n)) == NULL) goto ERROR;
+
+ /* Figure out how much to scale the matrix down by. This is not
+ * magical; we're just knocking its magnitude down in an ad hoc way.
+ */
+ esl_dmx_FrobeniusNorm(Q, &fnorm);
+ zfac = 1.;
+ z = 0;
+ while (t*fnorm*zfac > 0.1) { zfac /= 2.; z++; }
+
+ /* Make a scaled-down copy of Q in Qz.
+ */
+ esl_dmatrix_Copy(Q, Qz);
+ esl_dmx_Scale(Qz, zfac);
+
+ /* Calculate e^{t Q_z} by the Taylor, to complete convergence. */
+ esl_dmatrix_SetIdentity(P);
+ esl_dmatrix_Copy(Qz, Qpow); /* Qpow is now Qz^1 */
+ for (k = 1; k < 100; k++)
+ {
+ factor *= t/k;
+ esl_dmatrix_Copy(P, C); /* C now holds the previous P */
+ esl_dmx_AddScale(P, factor, Qpow); /* P += factor*Qpow */
+ if (esl_dmatrix_Compare(C, P, 0.) == eslOK) break;
+
+ esl_dmx_Multiply(Qpow, Qz, C); /* C = Q^{k+1} */
+ esl_dmatrix_Copy(C, Qpow); /* Qpow = C = Q^{k+1} */
+ }
+
+ /* Now square it back up: e^{tQ} = [e^{tQ_z}]^{2^z} */
+ while (z--) {
+ esl_dmx_Multiply(P, P, C);
+ esl_dmatrix_Copy(C, P);
+ }
+
+ esl_dmatrix_Destroy(Qz);
+ esl_dmatrix_Destroy(Qpow);
+ esl_dmatrix_Destroy(C);
+ return eslOK;
+
+ ERROR:
+ if (Qz != NULL) esl_dmatrix_Destroy(Qz);
+ if (Qpow != NULL) esl_dmatrix_Destroy(Qpow);
+ if (C != NULL) esl_dmatrix_Destroy(C);
+ return status;
+}
+
+
+/* Function: esl_dmx_Transpose()
+ *
+ * Purpose: Transpose a square matrix <A> in place.
+ *
+ * <A> must be a general (<eslGENERAL>) matrix type.
+ *
+ * Throws: <eslEINVAL> if <A> isn't square, or if it isn't
+ * of type <eslGENERAL>.
+ */
+int
+esl_dmx_Transpose(ESL_DMATRIX *A)
+{
+ int i,j;
+ double swap;
+
+ if (A->n != A->m) ESL_EXCEPTION(eslEINVAL, "matrix isn't square");
+ if (A->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "A isn't of type eslGENERAL");
+
+ for (i = 0; i < A->n; i++)
+ for (j = i+1; j < A->m; j++)
+ { swap = A->mx[i][j]; A->mx[i][j] = A->mx[j][i]; A->mx[j][i] = swap; }
+ return eslOK;
+}
+
+
+/* Function: esl_dmx_Add()
+ *
+ * Purpose: <A = A+B>; adds matrix <B> to matrix <A> and leaves result
+ * in matrix <A>.
+ *
+ * <A> and <B> may be of any type. However, if <A> is a
+ * packed upper triangular matrix (type
+ * <eslUPPER>), all values $i>j$ in <B> must be
+ * zero (i.e. <B> must also be upper triangular, though
+ * not necessarily packed upper triangular).
+ *
+ * Throws: <eslEINVAL> if matrices aren't the same dimensions, or
+ * if <A> is <eslUPPER> and any cell $i>j$ in
+ * <B> is nonzero.
+ */
+int
+esl_dmx_Add(ESL_DMATRIX *A, const ESL_DMATRIX *B)
+{
+ int i,j;
+
+ if (A->n != B->n) ESL_EXCEPTION(eslEINVAL, "matrices of different size");
+ if (A->m != B->m) ESL_EXCEPTION(eslEINVAL, "matrices of different size");
+
+ if (A->type == B->type) /* in this case, can just add cell by cell */
+ {
+ for (i = 0; i < A->ncells; i++)
+ A->mx[0][i] += B->mx[0][i];
+ }
+ else if (A->type == eslUPPER || B->type == eslUPPER)
+ {
+ /* Logic is: if either matrix is upper triangular, then the operation is
+ * to add upper triangles only. If we try to add a general matrix <B>
+ * to packed UT <A>, make sure all lower triangle entries in <B> are zero.
+ */
+ if (B->type != eslUPPER) {
+ for (i = 1; i < A->n; i++)
+ for (j = 0; j < i; j++)
+ if (B->mx[i][j] != 0.) ESL_EXCEPTION(eslEINVAL, "<B> has nonzero cells in lower triangle");
+ }
+ for (i = 0; i < A->n; i++)
+ for (j = i; j < A->m; j++)
+ A->mx[i][j] += B->mx[i][j];
+ }
+ return eslOK;
+}
+
+/* Function: esl_dmx_Scale()
+ *
+ * Purpose: Calculates <A = kA>: multiply matrix <A> by scalar
+ * <k> and leave answer in <A>.
+ */
+int
+esl_dmx_Scale(ESL_DMATRIX *A, double k)
+{
+ int i;
+
+ for (i = 0; i < A->ncells; i++) A->mx[0][i] *= k;
+ return eslOK;
+}
+
+
+/* Function: esl_dmx_AddScale()
+ *
+ * Purpose: Calculates <A + kB>, leaves answer in <A>.
+ *
+ * Only defined for matrices of the same type (<eslGENERAL>
+ * or <eslUPPER>).
+ *
+ * Throws: <eslEINVAL> if matrices aren't the same dimensions, or
+ * of different types.
+ */
+int
+esl_dmx_AddScale(ESL_DMATRIX *A, double k, const ESL_DMATRIX *B)
+{
+ int i;
+
+ if (A->n != B->n) ESL_EXCEPTION(eslEINVAL, "matrices of different size");
+ if (A->m != B->m) ESL_EXCEPTION(eslEINVAL, "matrices of different size");
+ if (A->type != A->type) ESL_EXCEPTION(eslEINVAL, "matrices of different type");
+
+ for (i = 0; i < A->ncells; i++) A->mx[0][i] += k * B->mx[0][i];
+ return eslOK;
+}
+
+
+/* Function: esl_dmx_Permute_PA()
+ *
+ * Purpose: Computes <B = PA>: do a row-wise permutation of a square
+ * matrix <A>, using the permutation matrix <P>, and put
+ * the result in a square matrix <B> that the caller has
+ * allocated.
+ *
+ * Throws: <eslEINVAL> if <A>, <B>, <P> do not have compatible dimensions,
+ * or if <A> or <B> is not of type <eslGENERAL>.
+ */
+int
+esl_dmx_Permute_PA(const ESL_PERMUTATION *P, const ESL_DMATRIX *A, ESL_DMATRIX *B)
+{
+ int i,ip,j;
+
+ if (A->n != P->n) ESL_EXCEPTION(eslEINVAL, "matrix dimensions not compatible");
+ if (A->n != B->n) ESL_EXCEPTION(eslEINVAL, "matrix dimensions not compatible");
+ if (A->n != A->m) ESL_EXCEPTION(eslEINVAL, "matrix dimensions not compatible");
+ if (B->n != B->m) ESL_EXCEPTION(eslEINVAL, "matrix dimensions not compatible");
+ if (A->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix A not of type eslGENERAL");
+ if (B->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix B not of type eslGENERAL");
+
+ for (i = 0; i < A->n; i++)
+ {
+ ip = P->pi[i];
+ for (j = 0; j < A->m; j++)
+ B->mx[i][j] = A->mx[ip][j];
+ }
+ return eslOK;
+}
+
+/* Function: esl_dmx_LUP_decompose()
+ *
+ * Purpose: Calculates a permuted LU decomposition of square matrix
+ * <A>; upon return, <A> is replaced by this decomposition,
+ * where <U> is in the lower triangle (inclusive of the
+ * diagonal) and <L> is the upper triangle (exclusive of
+ * diagonal, which is 1's by definition), and <P> is the
+ * permutation matrix. Caller provides an allocated
+ * permutation matrix <P> compatible with the square matrix
+ * <A>.
+ *
+ * Implements Gaussian elimination with pivoting
+ * \citep[p.~759]{Cormen99}.
+ *
+ * Throws: <eslEINVAL> if <A> isn't square, or if <P> isn't the right
+ * size for <A>, or if <A> isn't of general type.
+ */
+int
+esl_dmx_LUP_decompose(ESL_DMATRIX *A, ESL_PERMUTATION *P)
+{
+ int i,j,k,kpiv;
+ double max;
+ double swap;
+
+ if (A->n != A->m) ESL_EXCEPTION(eslEINVAL, "matrix isn't square");
+ if (P->n != A->n) ESL_EXCEPTION(eslEINVAL, "permutation isn't the right size");
+ if (A->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix isn't of general type");
+ esl_permutation_Reuse(P);
+
+ for (k = 0; k < A->n-1; k++)
+ {
+ /* Identify our pivot;
+ * find row with maximum value in col[k].
+ */
+ max = 0.;
+ for (i = k; i < A->n; i++)
+ if (fabs(A->mx[i][k]) > max) {
+ max = fabs(A->mx[i][k]);
+ kpiv = i;
+ }
+ if (max == 0.) ESL_EXCEPTION(eslEDIVZERO, "matrix is singular");
+
+ /* Swap those rows (k and kpiv);
+ * and keep track of that permutation in P. (misuse j for swapping integers)
+ */
+ j = P->pi[k]; P->pi[k] = P->pi[kpiv]; P->pi[kpiv] = j;
+ for (j = 0; j < A->m; j++)
+ { swap = A->mx[k][j]; A->mx[k][j] = A->mx[kpiv][j]; A->mx[kpiv][j] = swap; }
+
+ /* Gaussian elimination for all rows k+1..n.
+ */
+ for (i = k+1; i < A->n; i++)
+ {
+ A->mx[i][k] /= A->mx[k][k];
+ for (j = k+1; j < A->m; j++)
+ A->mx[i][j] -= A->mx[i][k] * A->mx[k][j];
+ }
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_dmx_LU_separate()
+ *
+ * Purpose: Separate a square <LU> decomposition matrix into its two
+ * triangular matrices <L> and <U>. Caller provides two
+ * allocated <L> and <U> matrices of same size as <LU> for
+ * storing the results.
+ *
+ * <U> may be an upper triangular matrix in either unpacked
+ * (<eslGENERAL>) or packed (<eslUPPER>) form.
+ * <LU> and <L> must be of <eslGENERAL> type.
+ *
+ * Throws: <eslEINVAL> if <LU>, <L>, <U> are not of compatible dimensions,
+ * or if <LU> or <L> aren't of general type.
+ */
+int
+esl_dmx_LU_separate(const ESL_DMATRIX *LU, ESL_DMATRIX *L, ESL_DMATRIX *U)
+{
+ int i,j;
+
+ if (LU->n != LU->m) ESL_EXCEPTION(eslEINVAL, "LU isn't square");
+ if (L->n != L->m) ESL_EXCEPTION(eslEINVAL, "L isn't square");
+ if (U->n != U->m) ESL_EXCEPTION(eslEINVAL, "U isn't square");
+ if (LU->n != L->n) ESL_EXCEPTION(eslEINVAL, "LU, L have incompatible dimensions");
+ if (LU->n != U->n) ESL_EXCEPTION(eslEINVAL, "LU, U have incompatible dimensions");
+ if (LU->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix isn't of general type");
+ if (L->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix isn't of general type");
+
+ esl_dmatrix_SetZero(L);
+ esl_dmatrix_SetZero(U);
+
+ for (i = 0; i < LU->n; i++)
+ for (j = i; j < LU->m; j++)
+ U->mx[i][j] = LU->mx[i][j];
+
+ for (i = 0; i < LU->n; i++)
+ {
+ L->mx[i][i] = 1.;
+ for (j = 0; j < i; j++)
+ L->mx[i][j] = LU->mx[i][j];
+ }
+ return eslOK;
+}
+
+/* Function: esl_dmx_Invert()
+ *
+ * Purpose: Calculates the inverse of square matrix <A>, and stores the
+ * result in matrix <Ai>. Caller provides an allocated
+ * matrix <Ai> of same dimensions as <A>. Both must be
+ * of type <eslGENERAL>.
+ *
+ * Peforms the inversion by LUP decomposition followed by
+ * forward/back-substitution \citep[p.~753]{Cormen99}.
+ *
+ * Throws: <eslEINVAL> if <A>, <Ai> do not have same dimensions,
+ * if <A> isn't square, or if either isn't of
+ * type <eslGENERAL>.
+ * <eslEMEM> if internal allocations (for LU, and some other
+ * bookkeeping) fail.
+ */
+int
+esl_dmx_Invert(const ESL_DMATRIX *A, ESL_DMATRIX *Ai)
+{
+ ESL_DMATRIX *LU = NULL;
+ ESL_PERMUTATION *P = NULL;
+ double *y = NULL; /* column vector, intermediate calculation */
+ double *b = NULL; /* column vector of permuted identity matrix */
+ int i,j,k;
+ int status;
+
+ if (A->n != A->m) ESL_EXCEPTION(eslEINVAL, "matrix isn't square");
+ if (A->n != Ai->n || A->m != Ai->m) ESL_EXCEPTION(eslEINVAL, "matrices are different size");
+ if (A->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix A not of general type");
+ if (Ai->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "matrix B not of general type");
+
+ /* Copy A to LU, and do an LU decomposition.
+ */
+ if ((LU = esl_dmatrix_Create(A->n, A->m)) == NULL) goto ERROR;
+ if ((P = esl_permutation_Create(A->n)) == NULL) goto ERROR;
+ if ( esl_dmatrix_Copy(A, LU) != eslOK) goto ERROR;
+ if ( esl_dmx_LUP_decompose(LU, P) != eslOK) goto ERROR;
+
+ /* Now we have:
+ * PA = LU
+ *
+ * to invert a matrix A, we want A A^-1 = I;
+ * that's PAx = Pb, for columns x of A^-1 and b of the identity matrix;
+ * and that's n equations LUx = Pb;
+ *
+ * so, solve Ly = Pb for y by forward substitution;
+ * then Ux = y by back substitution;
+ * x is then a column of A^-1.
+ *
+ * Do that for all columns.
+ */
+ ESL_ALLOC(b, sizeof(double) * A->n);
+ ESL_ALLOC(y, sizeof(double) * A->n);
+
+ for (k = 0; k < A->m; k++) /* for each column... */
+ {
+ /* build Pb for column j of the identity matrix */
+ for (i = 0; i < A->n; i++)
+ if (P->pi[i] == k) b[i] = 1.; else b[i] = 0.;
+
+ /* forward substitution
+ */
+ for (i = 0; i < A->n; i++)
+ {
+ y[i] = b[i];
+ for (j = 0; j < i; j++) y[i] -= LU->mx[i][j] * y[j];
+ }
+
+ /* back substitution
+ */
+ for (i = A->n-1; i >= 0; i--)
+ {
+ Ai->mx[i][k] = y[i];
+ for (j = i+1; j < A->n; j++) Ai->mx[i][k] -= LU->mx[i][j] * Ai->mx[j][k];
+ Ai->mx[i][k] /= LU->mx[i][i];
+ }
+ }
+
+ free(b);
+ free(y);
+ esl_dmatrix_Destroy(LU);
+ esl_permutation_Destroy(P);
+ return eslOK;
+
+ ERROR:
+ if (y != NULL) free(y);
+ if (b != NULL) free(b);
+ if (LU != NULL) esl_dmatrix_Destroy(LU);
+ if (P != NULL) esl_permutation_Destroy(P);
+ return status;
+}
+
+
+/*****************************************************************
+ * 6. Optional: interoperability with GSL
+ *****************************************************************/
+#ifdef HAVE_LIBGSL
+
+#include <gsl/gsl_matrix.h>
+
+int
+esl_dmx_MorphGSL(const ESL_DMATRIX *E, gsl_matrix **ret_G)
+{
+ gsl_matrix *G = NULL;
+ int i,j;
+
+ if (E->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "can only morph general matrices to GSL right now");
+
+ G = gsl_matrix_alloc(E->m, E->n);
+ for (i = 0; i < E->m; i++)
+ for (j = 0; j < E->n; j++)
+ gsl_matrix_set(G, i, j, E->mx[i][j]);
+ *ret_G = G;
+ return eslOK;
+}
+
+int
+esl_dmx_UnmorphGSL(const gsl_matrix *G, ESL_DMATRIX **ret_E)
+{
+ ESL_DMATRIX *E = NULL;
+ int i,j;
+
+ if ((E = esl_dmatrix_Create(G->size1, G->size2)) == NULL) return eslEMEM;
+ for (i = 0; i < G->size1; i++)
+ for (j = 0; j < G->size2; j++)
+ E->mx[i][j] = gsl_matrix_get(G, i, j);
+ *ret_E = E;
+ return eslOK;
+}
+
+#endif /*HAVE_LIBGSL*/
+
+/*****************************************************************
+ * 7. Optional: Interfaces to LAPACK
+ *****************************************************************/
+#ifdef HAVE_LIBLAPACK
+
+/* To include LAPACK code, you need to:
+ * 1. declare the C interface to the Fortran routine,
+ * appending _ to the Fortran routine's name (dgeev becomes dgeev_)
+ *
+ * 2. Remember to transpose matrices into column-major
+ * Fortran form
+ *
+ * 3. everything must be passed by reference, not by value
+ *
+ * 4. you don't need any include files, just lapack.a
+ *
+ * 5. Add -llapack to the compile line.
+ * (It doesn't appear that blas or g2c are needed?)
+ */
+
+/* Declare the C interface to the Fortran77 dgeev routine
+ * provided by the LAPACK library:
+ */
+extern void dgeev_(char *jobvl, char *jobvr, int *n, double *a,
+ int *lda, double *wr, double *wi, double *vl,
+ int *ldvl, double *vr, int *ldvr,
+ double *work, int *lwork, int *info);
+
+
+/* Function: esl_dmx_Diagonalize()
+ * Incept: SRE, Thu Mar 15 09:28:03 2007 [Janelia]
+ *
+ * Purpose: Given a square real matrix <A>, diagonalize it:
+ * solve for $U^{-1} A U = diag(\lambda_1... \lambda_n)$.
+ *
+ * Upon return, <ret_Er> and <ret_Ei> are vectors
+ * containing the real and complex parts of the eigenvalues
+ * $\lambda_i$; <ret_UL> is the $U^{-1}$ matrix containing
+ * the left eigenvectors; and <ret_UR> is the $U$ matrix
+ * containing the right eigenvectors.
+ *
+ * <ret_UL> and <ret_UR> are optional; pass <NULL> for
+ * either if you don't want that set of eigenvectors.
+ *
+ * This is a C interface to the <dgeev()> routine in the
+ * LAPACK linear algebra library.
+ *
+ * Args: A - square nxn matrix to diagonalize
+ * ret_Er - RETURN: real part of eigenvalues (0..n-1)
+ * ret_Ei - RETURN: complex part of eigenvalues (0..n-1)
+ * ret_UL - optRETURN: nxn matrix of left eigenvectors
+ * ret_UR - optRETURN:
+ *
+ * Returns: <eslOK> on success.
+ * <ret_Er> and <ret_Ei> (and <ret_UL>,<ret_UR> when they are
+ * requested) are allocated here, and must be free'd by the caller.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * In this case, the four return pointers are returned <NULL>.
+ *
+ * Xref: J1/19.
+ */
+int
+esl_dmx_Diagonalize(const ESL_DMATRIX *A, double **ret_Er, double **ret_Ei,
+ ESL_DMATRIX **ret_UL, ESL_DMATRIX **ret_UR)
+{
+ int status;
+ double *Er = NULL;
+ double *Ei = NULL;
+ ESL_DMATRIX *At = NULL;
+ ESL_DMATRIX *UL = NULL;
+ ESL_DMATRIX *UR = NULL;
+ double *work = NULL;
+ char jobul, jobur;
+ int lda;
+ int ldul, ldur;
+ int lwork;
+ int info;
+
+ if (A->n != A->m) ESL_EXCEPTION(eslEINVAL, "matrix isn't square");
+
+ if ((At = esl_dmatrix_Clone(A)) == NULL) { status = eslEMEM; goto ERROR; }
+ if ((UL = esl_dmatrix_Create(A->n,A->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ if ((UR = esl_dmatrix_Create(A->n,A->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ ESL_ALLOC(Er, sizeof(double) * A->n);
+ ESL_ALLOC(Ei, sizeof(double) * A->n);
+ ESL_ALLOC(work, sizeof(double) * 8 * A->n);
+
+ jobul = (ret_UL == NULL) ? 'N' : 'V'; /* do we want left eigenvectors? */
+ jobur = (ret_UR == NULL) ? 'N' : 'V'; /* do we want right eigenvectors? */
+ lda = A->n;
+ ldul = A->n;
+ ldur = A->n;
+ lwork = 8*A->n;
+
+ /* Fortran convention is colxrow, not rowxcol; so transpose
+ * a copy of A before passing it to a Fortran routine.
+ */
+ esl_dmx_Transpose(At);
+
+ /* The Fortran77 interface call to LAPACK's dgeev().
+ * All args must be passed by reference.
+ * Fortran 2D arrays are 1D: so pass the A[0] part of a DSMX.
+ */
+ dgeev_(&jobul, &jobur, &(At->n), At->mx[0], &lda, Er, Ei,
+ UL->mx[0], &ldul, UR->mx[0], &ldur, work, &lwork, &info);
+ if (info < 0) ESL_XEXCEPTION(eslEINVAL, "argument %d to LAPACK dgeev is invalid", -info);
+ if (info > 0) ESL_XEXCEPTION(eslEINVAL,
+ "diagonalization failed; only eigenvalues %d..%d were computed",
+ info+1, At->n);
+
+ /* Now, UL, UR are transposed (col x row), so transpose them back to
+ * C language convention.
+ */
+ esl_dmx_Transpose(UL);
+ esl_dmx_Transpose(UR);
+
+ esl_dmatrix_Destroy(At);
+ if (ret_UL != NULL) *ret_UL = UL; else esl_dmatrix_Destroy(UL);
+ if (ret_UR != NULL) *ret_UR = UR; else esl_dmatrix_Destroy(UR);
+ if (ret_Er != NULL) *ret_Er = Er; else free(Er);
+ if (ret_Ei != NULL) *ret_Ei = Ei; else free(Ei);
+ free(work);
+ return eslOK;
+
+ ERROR:
+ if (ret_UL != NULL) *ret_UL = NULL;
+ if (ret_UR != NULL) *ret_UR = NULL;
+ if (ret_Er != NULL) *ret_Er = NULL;
+ if (ret_Ei != NULL) *ret_Ei = NULL;
+ if (At != NULL) esl_dmatrix_Destroy(At);
+ if (UL != NULL) esl_dmatrix_Destroy(UL);
+ if (UR != NULL) esl_dmatrix_Destroy(UR);
+ if (Er != NULL) free(Er);
+ if (Ei != NULL) free(Ei);
+ if (work != NULL) free(work);
+ return status;
+}
+
+
+#endif /*HAVE_LIBLAPACK*/
+
+/*****************************************************************
+ * 8. Unit tests
+ *****************************************************************/
+#ifdef eslDMATRIX_TESTDRIVE
+
+static void
+utest_misc_ops(void)
+{
+ char *msg = "miscellaneous unit test failed";
+ ESL_DMATRIX *A, *B, *C;
+ int n = 20;
+
+ if ((A = esl_dmatrix_Create(n,n)) == NULL) esl_fatal(msg);
+ if ((B = esl_dmatrix_Create(n,n)) == NULL) esl_fatal(msg);
+ if ((C = esl_dmatrix_Create(n,n)) == NULL) esl_fatal(msg);
+
+ if (esl_dmatrix_SetIdentity(A) != eslOK) esl_fatal(msg); /* A=I */
+ if (esl_dmx_Invert(A, B) != eslOK) esl_fatal(msg); /* B=I^-1=I */
+ if (esl_dmx_Multiply(A,B,C) != eslOK) esl_fatal(msg); /* C=I */
+ if (esl_dmx_Transpose(A) != eslOK) esl_fatal(msg); /* A=I still */
+
+ if (esl_dmx_Scale(A, 0.5) != eslOK) esl_fatal(msg); /* A= 0.5I */
+ if (esl_dmx_AddScale(B, -0.5, C) != eslOK) esl_fatal(msg); /* B= 0.5I */
+
+ if (esl_dmx_Add(A,B) != eslOK) esl_fatal(msg); /* A=I */
+ if (esl_dmx_Scale(B, 2.0) != eslOK) esl_fatal(msg); /* B=I */
+
+ if (esl_dmatrix_Compare(A, B, 1e-12) != eslOK) esl_fatal(msg);
+ if (esl_dmatrix_Compare(A, C, 1e-12) != eslOK) esl_fatal(msg);
+ if (esl_dmatrix_Copy(B, C) != eslOK) esl_fatal(msg);
+ if (esl_dmatrix_Compare(A, C, 1e-12) != eslOK) esl_fatal(msg);
+
+ esl_dmatrix_Destroy(A);
+ esl_dmatrix_Destroy(B);
+ esl_dmatrix_Destroy(C);
+ return;
+}
+
+
+static void
+utest_Invert(ESL_DMATRIX *A)
+{
+ char *msg = "Failure in matrix inversion unit test";
+ ESL_DMATRIX *Ai = NULL;
+ ESL_DMATRIX *B = NULL;
+ ESL_DMATRIX *I = NULL;
+
+ if ((Ai = esl_dmatrix_Create(A->n, A->m)) == NULL) esl_fatal(msg);
+ if ((B = esl_dmatrix_Create(A->n, A->m)) == NULL) esl_fatal(msg);
+ if ((I = esl_dmatrix_Create(A->n, A->m)) == NULL) esl_fatal(msg);
+ if (esl_dmx_Invert(A, Ai) != eslOK) esl_fatal("matrix inversion failed");
+ if (esl_dmx_Multiply(A,Ai,B) != eslOK) esl_fatal(msg);
+ if (esl_dmatrix_SetIdentity(I) != eslOK) esl_fatal(msg);
+ if (esl_dmatrix_Compare(B,I, 1e-12) != eslOK) esl_fatal("inverted matrix isn't right");
+
+ esl_dmatrix_Destroy(Ai);
+ esl_dmatrix_Destroy(B);
+ esl_dmatrix_Destroy(I);
+ return;
+}
+
+
+#endif /*eslDMATRIX_TESTDRIVE*/
+
+
+
+/*****************************************************************
+ * 9. Test driver
+ *****************************************************************/
+
+/* gcc -g -Wall -o test -I. -L. -DeslDMATRIX_TESTDRIVE esl_dmatrix.c -leasel -lm
+ */
+#ifdef eslDMATRIX_TESTDRIVE
+#include "easel.h"
+#include "esl_dmatrix.h"
+#include "esl_random.h"
+
+int main(void)
+{
+ ESL_RANDOMNESS *r;
+ ESL_DMATRIX *A;
+ int n = 30;
+ int seed = 42;
+ int i,j;
+ double range = 100.;
+
+ /* Create a square matrix with random values from -range..range */
+ if ((r = esl_randomness_Create(seed)) == NULL) esl_fatal("failed to create random source");
+ if ((A = esl_dmatrix_Create(n, n)) == NULL) esl_fatal("failed to create matrix");
+ for (i = 0; i < n; i++)
+ for (j = 0; j < n; j++)
+ A->mx[i][j] = esl_random(r) * range * 2.0 - range;
+
+ utest_misc_ops();
+ utest_Invert(A);
+
+ esl_randomness_Destroy(r);
+ esl_dmatrix_Destroy(A);
+ return 0;
+}
+#endif /*eslDMATRIX_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 10. Examples
+ *****************************************************************/
+
+/* gcc -g -Wall -o example -I. -DeslDMATRIX_EXAMPLE esl_dmatrix.c easel.c -lm
+ */
+#ifdef eslDMATRIX_EXAMPLE
+/*::cexcerpt::dmatrix_example::begin::*/
+#include "easel.h"
+#include "esl_dmatrix.h"
+
+int main(void)
+{
+ ESL_DMATRIX *A, *B, *C;
+
+ A = esl_dmatrix_Create(4,4);
+ B = esl_dmatrix_Create(4,4);
+ C = esl_dmatrix_Create(4,4);
+
+ esl_dmatrix_SetIdentity(A);
+ esl_dmatrix_Copy(A, B);
+
+ esl_dmx_Multiply(A,B,C);
+
+ esl_dmatrix_Dump(stdout, C, NULL, NULL);
+
+ esl_dmatrix_Destroy(A);
+ esl_dmatrix_Destroy(B);
+ esl_dmatrix_Destroy(C);
+ return 0;
+}
+/*::cexcerpt::dmatrix_example::end::*/
+#endif /*eslDMATRIX_EXAMPLE*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_dmatrix.h b/easel/esl_dmatrix.h
new file mode 100644
index 0000000..e6aeef3
--- /dev/null
+++ b/easel/esl_dmatrix.h
@@ -0,0 +1,87 @@
+/* dmatrix.h
+ *
+ * SRE, Tue Jul 13 14:41:07 2004 [St. Louis]
+ * SVN $Id: esl_dmatrix.h 159 2007-03-22 18:07:24Z eddys $
+ */
+#ifndef ESL_DMATRIX_INCLUDED
+#define ESL_DMATRIX_INCLUDED
+
+#include <stdio.h>
+
+typedef struct {
+ /*mx, mx[0] are allocated. */
+/*::cexcerpt::dmatrix_obj::begin::*/
+ double **mx; /* mx[i][j] is i'th row, j'th col */
+ int n; /* rows */
+ int m; /* columns */
+ enum { eslGENERAL, eslUPPER } type;
+/*::cexcerpt::dmatrix_obj::end::*/
+ int ncells; /* number of valid cells (nxm in standard matrix) */
+} ESL_DMATRIX;
+
+typedef struct {
+ int *pi;
+ int n;
+} ESL_PERMUTATION;
+
+/* 1. The ESL_DMATRIX object. */
+extern ESL_DMATRIX *esl_dmatrix_Create(int n, int m);
+extern ESL_DMATRIX *esl_dmatrix_CreateUpper(int n);
+extern int esl_dmatrix_Destroy(ESL_DMATRIX *A);
+extern int esl_dmatrix_Copy (const ESL_DMATRIX *src, ESL_DMATRIX *dest);
+extern ESL_DMATRIX *esl_dmatrix_Clone (const ESL_DMATRIX *old);
+extern int esl_dmatrix_Compare(const ESL_DMATRIX *A, const ESL_DMATRIX *B, double tol);
+extern int esl_dmatrix_Set (ESL_DMATRIX *A, double x);
+extern int esl_dmatrix_SetZero(ESL_DMATRIX *A);
+extern int esl_dmatrix_SetIdentity(ESL_DMATRIX *A);
+
+/* 2. Debugging/validation for ESL_DMATRIX. */
+extern int esl_dmatrix_Dump(FILE *ofp, const ESL_DMATRIX *A,
+ const char *rowlabel, const char *collabel);
+
+/* 3. The ESL_PERMUTATION object. */
+extern ESL_PERMUTATION *esl_permutation_Create(int n);
+extern int esl_permutation_Destroy(ESL_PERMUTATION *P);
+extern int esl_permutation_Reuse(ESL_PERMUTATION *P);
+
+/* 4. Debugging/validation for ESL_PERMUTATION. */
+extern int esl_permutation_Dump(FILE *ofp, const ESL_PERMUTATION *P,
+ const char *rowlabel, const char *collabel);
+
+/* 5. The rest of the dmatrix API. */
+extern double esl_dmx_Max (const ESL_DMATRIX *A);
+extern double esl_dmx_Min (const ESL_DMATRIX *A);
+extern double esl_dmx_Sum (const ESL_DMATRIX *A);
+extern int esl_dmx_MinMax(const ESL_DMATRIX *A, double *ret_min, double *ret_max);
+extern int esl_dmx_FrobeniusNorm(const ESL_DMATRIX *A, double *ret_fnorm);
+extern int esl_dmx_Multiply(const ESL_DMATRIX *A, const ESL_DMATRIX *B, ESL_DMATRIX *C);
+extern int esl_dmx_Exp(const ESL_DMATRIX *Q, double t, ESL_DMATRIX *P);
+extern int esl_dmx_Transpose(ESL_DMATRIX *A);
+extern int esl_dmx_Add(ESL_DMATRIX *A, const ESL_DMATRIX *B);
+extern int esl_dmx_Scale(ESL_DMATRIX *A, double k);
+extern int esl_dmx_AddScale(ESL_DMATRIX *A, double k, const ESL_DMATRIX *B);
+extern int esl_dmx_Permute_PA(const ESL_PERMUTATION *P, const ESL_DMATRIX *A, ESL_DMATRIX *B);
+extern int esl_dmx_LUP_decompose(ESL_DMATRIX *A, ESL_PERMUTATION *P);
+extern int esl_dmx_LU_separate(const ESL_DMATRIX *LU, ESL_DMATRIX *L, ESL_DMATRIX *U);
+extern int esl_dmx_Invert(const ESL_DMATRIX *A, ESL_DMATRIX *Ai);
+
+/* 6. Optional: interoperability with GSL */
+#ifdef HAVE_LIBGSL
+#include <gsl/gsl_matrix.h>
+extern int esl_dmx_MorphGSL(const ESL_DMATRIX *E, gsl_matrix **ret_G);
+extern int esl_dmx_UnmorphGSL(const gsl_matrix *G, ESL_DMATRIX **ret_E);
+#endif
+
+/* 7. Optional: interfaces to LAPACK */
+#ifdef HAVE_LIBLAPACK
+extern int esl_dmx_Diagonalize(const ESL_DMATRIX *A, double **ret_Er, double **ret_Ei, ESL_DMATRIX **ret_UL, ESL_DMATRIX **ret_UR);
+#endif
+
+#endif /*ESL_DMATRIX_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_dmatrix.tex b/easel/esl_dmatrix.tex
new file mode 100644
index 0000000..47956a4
--- /dev/null
+++ b/easel/esl_dmatrix.tex
@@ -0,0 +1,187 @@
+The \eslmod{dmatrix} module implements 2D matrices and linear algebra
+operations.
+
+There are two objects. The main one is a \ccode{ESL\_DMATRIX}, a 2D
+real-valued matrix of n rows and m columns. There is also
+\ccode{ESL\_PERMUTATION}, a special matrix used in LU decompositions.
+
+It is straightforward to call standard BLAS and LAPACK linear algebra
+routines on the data in an \ccode{ESL\_DMATRIX}.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_dmatrix_Create()}{\ccode{esl\_dmatrix\_Create()}} & Create general matrix.\\
+\hyperlink{func:esl_dmatrix_CreateUpper()}{\ccode{esl\_dmatrix\_CreateUpper()}} & Create packed upper triangular matrix.\\
+\hyperlink{func:esl_dmatrix_Destroy()}{\ccode{esl\_dmatrix\_Destroy()}} & Free a matrix.\\
+\hyperlink{func:esl_dmatrix_Dump()}{\ccode{esl\_dmatrix\_Dump()}} & Dump matrix internals to output stream.\\
+\hyperlink{func:esl_dmatrix_Copy()}{\ccode{esl\_dmatrix\_Copy()}} & Make a copy of a matrix (no new allocation).\\
+\hyperlink{func:esl_dmatrix_Clone()}{\ccode{esl\_dmatrix\_Clone()}} & Duplicate a matrix (allocate new storage).\\
+\hyperlink{func:esl_dmatrix_Compare()}{\ccode{esl\_dmatrix\_Compare()}} & Compare two matrices for equality.\\
+\hyperlink{func:esl_dmatrix_Set()}{\ccode{esl\_dmatrix\_Set()}} & Set all cells in matrix to same scalar value.\\
+\hyperlink{func:esl_dmatrix_SetZero()}{\ccode{esl\_dmatrix\_SetZero()}} & Set all cells in matrix to zero.\\
+\hyperlink{func:esl_dmatrix_SetIdentity()}{\ccode{esl\_dmatrix\_SetIdentity()}} & Set diagonal elements to 1, all others to zero.\\
+\hyperlink{func:esl_dmx_Max()}{\ccode{esl\_dmx\_Max()}} &Returns maximum element value.\\
+\hyperlink{func:esl_dmx_Min()}{\ccode{esl\_dmx\_Min()}} &Returns maximum element value.\\
+\hyperlink{func:esl_dmx_Sum()}{\ccode{esl\_dmx\_Sum()}} &Returns sum of all elements.\\
+\hyperlink{func:esl_permutation_Create()}{\ccode{esl\_permutation\_Create()}} & Create a permutation matrix.\\
+\hyperlink{func:esl_permutation_Destroy()}{\ccode{esl\_permutation\_Destroy()}} & Free a permutation matrix.\\
+\hyperlink{func:esl_permutation_Reuse()}{\ccode{esl\_permutation\_Reuse()}} & Reuse a permutation matrix.\\
+\hyperlink{func:esl_permutation_Dump()}{\ccode{esl\_permutation\_Dump()}} & Dump permutation matrix internals to output stream.\\
+\hyperlink{func:esl_dmx_Multiply()}{\ccode{esl\_dmx\_Multiply()}} & Matrix multiplication.\\
+\hyperlink{func:esl_dmx_Transpose()}{\ccode{esl\_dmx\_Transpose()}} & Matrix transpostion.\\
+\hyperlink{func:esl_dmx_Add()}{\ccode{esl\_dmx\_Add()}} & Matrix addition.\\
+\hyperlink{func:esl_dmx_Scale()}{\ccode{esl\_dmx\_Scale()}} & Multiply a matrix by a scalar.\\
+\hyperlink{func:esl_dmx_AddScale()}{\ccode{esl\_dmx\_AddScale()}} & $A + kB$ \\
+\hyperlink{func:esl_dmx_Permute_PA()}{\ccode{esl\_dmx\_Permute\_PA()}} & $B = PA$, a row-wise permutation of $A$.\\
+\hyperlink{func:esl_dmx_LUP_decompose()}{\ccode{esl\_dmx\_LUP\_decompose()}} & Permuted LU decomposition.\\
+\hyperlink{func:esl_dmx_LU_separate()}{\ccode{esl\_dmx\_LU\_separate()}} & Get answers from a LU decomposition.\\
+\hyperlink{func:esl_dmx_Invert()}{\ccode{esl\_dmx\_Invert()}} & Matrix inversion.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{dmatrix} API.}
+\label{tbl:dmatrix_api}
+\end{table}
+
+
+\subsection{Example of using the dmatrix API}
+
+A toy example that demonstrates the syntax of creating three 4x4
+square matrices and doing some simple operations on them:
+
+\input{cexcerpts/dmatrix_example}
+
+
+\subsection{Accessing matrix values}
+
+The accessible internals of the \ccode{ESL\_DMATRIX} structure are:
+
+\input{cexcerpts/dmatrix_obj}
+
+The matrix is stored in row-major orientation: the value in cell
+$(i,j)$ in row $i$ and column $j$ is in \ccode{mx->mx[i][j]}.
+
+Elements are stored in a single array \ccode{mx->mx[0]}. This is
+important for interoperability with BLAS and LAPACK; see below. The
+row pointers \ccode{mx->mx[i]} are initialized so that elements may be
+accessed simply as \ccode{mx->mx[i][j]}, rather than by pointer
+arithmetic \ccode{mx->mx[0] + i*mx->m + j}.
+
+\subsection{Specialized matrix types}
+
+Normally matrices are created with \ccode{esl\_dmatrix\_Create()},
+which allocates storage for all $n \times m$ cells. Easel calls this a
+matrix of type \ccode{eslGENERAL}.
+
+Matrices may have more restricted forms, which may constrain certain
+values and may allow packed storage. For example, an upper triangular
+matrix is one in which all elements $i>j$ have a value of zero. When
+we calculate the minimum in such a matrix with
+\ccode{esl\_dmatrix\_Min()}, we probably don't want to consider the
+$i>j$ elements. We also can save almost two-fold in storage by not
+storing the $i>j$ elements at all. Other types include square, lower
+triagonal, and symmetric matrices.
+
+We expect to need to expand Easel's implementation of different matrix
+types in the future, but right now, Easel has just one other matrix
+type, \ccode{eslUPPER}, for packed upper triangular matrices.
+
+\subsubsection{\ccode{eslUPPER}: packed upper triangular matrices}
+
+An \ccode{eslUPPER} matrix is created with
+\ccode{esl\_dmatrix\_CreateUpper(int n)}. It is necessarily square $n
+\times n$, so only one dimension argument is passed. Most but not all
+functions in \eslmod{dmatrix} can operate on \ccode{eslUPPER} matrix
+types in addition to the usual \ccode{eslGENERAL} type.
+
+The caller must not access any cell $i>j$ in an \ccode{eslUPPER}
+matrix. Setting a cell $i>j$ will corrupt the matrix. Accessing cell
+$i>j$ will return an incorrect value, not zero.
+
+The $n (n+1) / 2$ elements of the upper triagonal matrix are packed
+into an array \ccode{mx->mx[0]}. You can access element $i,j$ by
+pointer arithmetic at \ccode{mx->mx[j + i(2*mx->m-i-1)/2]} if you
+like, but it is easier to access element $i,j$ by the usual
+\ccode{mx->mx[i][j]}. This is made possible because the row pointers
+\ccode{mx->mx[i]} in an \ccode{eslUPPER} matrix are tricksily
+initialized in an overlapping fashion so that \ccode{mx->mx[i][j]}
+does the right thing for $i \leq j$. This overlapping is also the
+reason why \ccode{mx->mx[i][j]} accesses the wrong element when $i>j$.
+
+\subsubsection{Notes on the current implementation of matrix types}
+
+Easel matrix types conflate packing and element validity together. For
+example, an upper triangular matrix may be stored either in an
+\ccode{eslGENERAL} matrix type (in which case elements $i>j$ are set
+to zero) or the packed \ccode{eslUPPER} matrix type (in which case
+elements $i>j$ aren't even stored). Using the \ccode{eslUPPER} matrix
+type is 2x more space efficient, and also, operations like
+\ccode{esl\_dmatrix\_Min()} and \ccode{esl\_dmatrix\_Max()} will
+examine all elements in an \ccode{eslGENERAL} matrix (including the
+zeros), but only the elements $i \leq j$ in a \ccode{eslUPPER} matrix.
+
+This design is provisional. We may adopt a system more closely akin to
+BLAS/LAPACK in the future, which distinguish between matrix type and
+matrix storage. For example, BLAS has matrices of form \ccode{TR} and
+\ccode{TP} for triangular and packed triangular. Easel's
+implementation seems sufficient for the moment, and should also extend
+to lower diagonal and symmetric matrices without difficulty when and
+if they become needed. In any future development, look to BLAS and
+LAPACK for guidance.
+
+\subsection{Interoperability with BLAS and LAPACK}
+
+The BLAS and LAPACK libraries provide optimized, standardized linear
+algebra routines. The storage in \ccode{ESL\_DMATRIX} is designed so
+you can call routines in these libraries. The \ccode{mx->mx[0]} array
+is a valid matrix for BLAS and LAPACK so long as you know the right
+incantations. These are summarized here:
+
+{\small
+\begin{tabular}{llllll}
+Easel type & \ccode{CBLAS\_ORDER} & stride & \ccode{CBLAS\_UPLO} & type & code \\ \hline
+\ccode{eslGENERAL} & \ccode{CblasRowMajor} & \ccode{mx->m} & n/a & double & \ccode{GE} (GEneral) \\
+\ccode{eslUPPER} & \ccode{CBlasRowMajor} & \ccode{mx->m} & \ccode{CblasUpper} & double & \ccode{TP} (Triangular Packed) \\
+\end{tabular}
+}
+
+For example, to call the CBLAS (C implementation of BLAS) for an
+operation on an Easel matrix of type \ccode{eslGENERAL}, you look for
+a routine that starts with prefix \ccode{cblas\_dge*} (\ccode{d} for
+double, \ccode{ge} for general). An example is
+\ccode{cblas\_dgemm()}, the matrix multiplication (\ccode{mm})
+routine, which computes $C = \alpha \mathit{op}(A) \mathit{op}(B) +
+\beta C$ for matrices $A,B,C$ and scalars $\alpha,\beta$, where
+$\mathit{op}(A)$ means $A$, $A^T$ (the transpose), or $A^H$ (the
+conjugate transpose). $\mathit{op}(A)$ is an $M \times K$ matrix,
+$\mathit{op}(B)$ is $K \times N$ matrix, and the result $C$ is $M
+\times N$. The prototype for \ccode{cblas\_dgemm} is:
+
+\begin{cchunk}
+ void
+ cblas_dgemm (const enum CBLAS_ORDER Order, const enum CBLAS_TRANSPOSE TransA,
+ const enum CBLAS_TRANSPOSE TransB, const int M, const int N,
+ const int K, const double alpha, const double *A, const int lda,
+ const double *B, const int ldb, const double beta, double *C,
+ const int ldc)
+\end{cchunk}
+
+The \ccode{Order} argument is always \ccode{CblasRowMajor} for Easel
+matrices. The \ccode{TransA} and \ccode{TransB} arguments specify
+$\mathit{op}()$: \ccode{CblasNoTrans} means just the matrix
+itself. The \ccode{ld*} arguments are the major strides for each
+matrix: the number of elements in each row, for our row-major
+matrices. So, we could call:
+
+\begin{cchunk}
+ cblas_dgemm (CblasRowMajor, CblasNoTrans, CblasNoTrans,
+ A->n, B->m, A->m,
+ 1.0, A->mx[0], A->m,
+ B->mx[0], B->m,
+ 1.0, C->mx[0], C->m);
+\end{cchunk}
+
+
diff --git a/easel/esl_exponential.c b/easel/esl_exponential.c
new file mode 100644
index 0000000..5b6fb9c
--- /dev/null
+++ b/easel/esl_exponential.c
@@ -0,0 +1,689 @@
+/* Statistical routines for exponential distributions.
+ *
+ * Contents:
+ * 1. Routines for evaluating densities and distributions
+ * 2. Generic API routines: for general interface w/ histogram module
+ * 3. Routines for dumping plots for files
+ * 4. Routines for sampling (requires random module)
+ * 5. Maximum likelihood fitting
+ * 6. Stats driver
+ * 7. Unit tests
+ * 8. Test driver
+ * 9. Example
+ * 10. Copyright and license information
+ *
+ * SRE, Wed Aug 10 08:15:57 2005 [St. Louis]
+ * xref STL9/138
+ * SVN $Id: esl_exponential.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_exponential.h"
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_HISTOGRAM
+#include "esl_histogram.h"
+#endif
+
+/****************************************************************************
+ * 1. Routines for evaluating densities and distributions
+ ****************************************************************************/
+/* lambda > 0
+ * mu <= x < infinity
+ *
+ * watch out:
+ * - any lambda > 0 is valid... including infinity. Fitting code
+ * may try to test such lambdas, and it must get back valid numbers,
+ * never an NaN, or it will fail. IEEE754 allows us
+ * to calculate log(inf) = inf, exp(-inf) = 0, and exp(inf) = inf.
+ * But inf-inf = NaN, so Don't Do That.
+ */
+
+/* Function: esl_exp_pdf()
+ * Incept: SRE, Wed Aug 10 08:30:46 2005 [St. Louis]
+ *
+ * Purpose: Calculates the probability density function for the
+ * exponential, $P(X=x)$, given value <x>, offset <mu>,
+ * and decay parameter <lambda>.
+ */
+double
+esl_exp_pdf(double x, double mu, double lambda)
+{
+ if (x < mu) return 0.;
+ return (lambda * exp(-lambda*(x-mu)));
+}
+
+/* Function: esl_exp_logpdf()
+ * Incept: SRE, Wed Aug 10 08:35:06 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log probability density function for the
+ * exponential, $P(X=x)$, given value <x>, offset <mu>,
+ * and decay parameter <lambda>.
+ */
+double
+esl_exp_logpdf(double x, double mu, double lambda)
+{
+ if (x < mu) return -eslINFINITY;
+
+ if (lambda == eslINFINITY)
+ { /* limit as lambda->inf: avoid inf-inf! */
+ if (x == mu) return eslINFINITY;
+ else return -eslINFINITY;
+ }
+ return (log(lambda) - lambda*(x-mu));
+}
+
+/* Function: esl_exp_cdf()
+ * Incept: SRE, Wed Aug 10 08:36:04 2005 [St. Louis]
+ *
+ * Purpose: Calculates the cumulative distribution function for the
+ * exponential, $P(X \leq x)$, given value <x>, offset <mu>,
+ * and decay parameter <lambda>.
+ */
+double
+esl_exp_cdf(double x, double mu, double lambda)
+{
+ double y = lambda*(x-mu); /* y>=0 because lambda>0 and x>=mu */
+
+ if (x < mu) return 0.;
+
+ /* 1-e^-y ~ y for small |y| */
+ if (y < eslSMALLX1) return y;
+ else return 1 - exp(-y);
+}
+
+/* Function: esl_exp_logcdf()
+ * Incept: SRE, Wed Aug 10 10:03:28 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log of the cumulative distribution function
+ * for the exponential, $log P(X \leq x)$, given value <x>,
+ * offset <mu>, and decay parameter <lambda>.
+ */
+double
+esl_exp_logcdf(double x, double mu, double lambda)
+{
+ double y = lambda * (x-mu);
+ double ey = exp(-y);
+
+ if (x < mu) return -eslINFINITY;
+
+ /* When y is small, 1-e^-y = y, so answer is log(y);
+ * when y is large, exp(-y) is small, log(1-exp(-y)) = -exp(-y).
+ */
+ if (y == 0) return -eslINFINITY; /* don't allow NaN */
+ else if (y < eslSMALLX1) return log(y);
+ else if (ey < eslSMALLX1) return -ey;
+ else return log(1-ey);
+}
+
+/* Function: esl_exp_surv()
+ * Incept: SRE, Wed Aug 10 10:14:49 2005 [St. Louis]
+ *
+ * Purpose: Calculates the survivor function, $P(X>x)$ (that is, 1-CDF,
+ * the right tail probability mass) for an exponential distribution,
+ * given value <x>, offset <mu>, and decay parameter <lambda>.
+ */
+double
+esl_exp_surv(double x, double mu, double lambda)
+{
+ if (x < mu) return 1.0;
+ return exp(-lambda * (x-mu));
+}
+
+/* Function: esl_exp_logsurv()
+ * Incept: SRE, Wed Aug 10 10:14:49 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log survivor function, $\log P(X>x)$ (that is,
+ * log(1-CDF), the log of the right tail probability mass) for an
+ * exponential distribution, given value <x>, offset <mu>, and
+ * decay parameter <lambda>.
+ */
+double
+esl_exp_logsurv(double x, double mu, double lambda)
+{
+ if (x < mu) return 0.0;
+ return -lambda * (x-mu);
+}
+
+
+/* Function: esl_exp_invcdf()
+ * Incept: SRE, Sun Aug 21 12:22:24 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse of the CDF; given a <cdf> value
+ * $0 <= p < 1$, returns the value $x$ at which the CDF
+ * has that value.
+ */
+double
+esl_exp_invcdf(double p, double mu, double lambda)
+{
+ return mu - 1/lambda * log(1. - p);
+}
+/*------------------ end of densities and distributions --------------------*/
+
+
+
+
+/*****************************************************************
+ * 2. Generic API routines: for general interface w/ histogram module
+ *****************************************************************/
+
+/* Function: esl_exp_generic_pdf()
+ * Incept: SRE, Thu Aug 25 07:58:34 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of PDF.
+ */
+double
+esl_exp_generic_pdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_exp_pdf(x, p[0], p[1]);
+}
+
+/* Function: esl_exp_generic_cdf()
+ * Incept: SRE, Sun Aug 21 12:25:25 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of CDF.
+ */
+double
+esl_exp_generic_cdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_exp_cdf(x, p[0], p[1]);
+}
+
+/* Function: esl_exp_generic_surv()
+ * Incept: SRE, Thu Aug 25 07:59:05 2005[St. Louis]
+ *
+ * Purpose: Generic-API version of survival function.
+ */
+double
+esl_exp_generic_surv(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_exp_surv(x, p[0], p[1]);
+}
+
+/* Function: esl_exp_generic_invcdf()
+ * Incept: SRE, Sun Aug 21 12:25:59 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of inverse CDF.
+ */
+double
+esl_exp_generic_invcdf(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_exp_invcdf(p, v[0], v[1]);
+}
+/*------------------------- end of generic API --------------------------*/
+
+
+
+/****************************************************************************
+ * 3. Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_exp_Plot()
+ * Incept: SRE, Sun Aug 21 13:16:26 2005 [St. Louis]
+ *
+ * Purpose: Plot some exponential function <func> (for instance,
+ * <esl_exp_pdf()>) for parameters <mu> and <lambda>, for
+ * a range of values x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_exp_Plot(FILE *fp, double mu, double lambda,
+ double (*func)(double x, double mu, double lambda),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mu, lambda));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+/****************************************************************************
+ * 4. Routines for sampling (requires augmentation w/ random module)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+
+/* Function: esl_exp_Sample()
+ * Incept: SRE, Wed Aug 10 10:46:51 2005 [St. Louis]
+ *
+ * Purpose: Sample an exponential random variate
+ * by the transformation method, given offset <mu>
+ * and decay parameter <lambda>.
+ */
+double
+esl_exp_Sample(ESL_RANDOMNESS *r, double mu, double lambda)
+{
+ double p, x;
+ p = esl_rnd_UniformPositive(r);
+
+ x = mu - 1./lambda * log(p); /* really log(1-p), but if p uniform on 0..1
+ * then so is 1-p.
+ */
+ return x;
+}
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+
+
+/****************************************************************************
+ * 5. Maximum likelihood fitting
+ ****************************************************************************/
+
+/* Function: esl_exp_FitComplete()
+ * Incept: SRE, Wed Aug 10 10:53:47 2005 [St. Louis]
+ *
+ * Purpose: Given an array of <n> samples <x[0]..x[n-1]>, fit
+ * them to an exponential distribution.
+ * Return maximum likelihood parameters <ret_mu> and <ret_lambda>.
+ *
+ * Args: x - complete exponentially-distributed data [0..n-1]
+ * n - number of samples in <x>
+ * ret_mu - lower bound of the distribution (all x_i >= mu)
+ * ret_lambda - RETURN: maximum likelihood estimate of lambda
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Xref: STL9/138.
+ */
+int
+esl_exp_FitComplete(double *x, int n, double *ret_mu, double *ret_lambda)
+{
+ double mu, mean;
+ int i;
+
+ /* ML mu is the lowest score. mu=x is ok in the exponential.
+ */
+ mu = x[0];
+ for (i = 1; i < n; i++) if (x[i] < mu) mu = x[i];
+
+ mean = 0.;
+ for (i = 0; i < n; i++) mean += x[i] - mu;
+ mean /= (double) n;
+
+ *ret_mu = mu;
+ *ret_lambda = 1./mean; /* ML estimate trivial & analytic */
+ return eslOK;
+}
+
+/* Function: esl_exp_FitCompleteScale()
+ * Incept: SRE, Wed Apr 25 11:18:22 2007 [Janelia]
+ *
+ * Purpose: Given an array of <n> samples <x[0]..x[n-1]>, fit
+ * them to an exponential distribution of known location
+ * parameter <mu>. Return maximum likelihood scale
+ * parameter <ret_lambda>.
+ *
+ * All $x_i \geq \mu$.
+ *
+ * Args: x - complete exponentially-distributed data [0..n-1]
+ * n - number of samples in <x>
+ * mu - lower bound of the distribution (all x_i >= mu)
+ * ret_lambda - RETURN: maximum likelihood estimate of lambda
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Xref: J1/49.
+ */
+int
+esl_exp_FitCompleteScale(double *x, int n, double mu, double *ret_lambda)
+{
+ double mean;
+ int i;
+
+ mean = 0.;
+ for (i = 0; i < n; i++) mean += x[i] - mu;
+ mean /= (double) n;
+
+ *ret_lambda = 1./mean; /* ML estimate trivial & analytic */
+ return eslOK;
+}
+
+
+#ifdef eslAUGMENT_HISTOGRAM
+/* Function: esl_exp_FitCompleteBinned()
+ * Incept: SRE, Sun Aug 21 13:07:22 2005 [St. Louis]
+ *
+ * Purpose: Fit a complete exponential distribution to the observed
+ * binned data in a histogram <g>, where each
+ * bin i holds some number of observed samples x with values from
+ * lower bound l to upper bound u (that is, $l < x \leq u$);
+ * find maximum likelihood parameters $\mu,\lambda$ and
+ * return them in <*ret_mu>, <*ret_lambda>.
+ *
+ * If the binned data in <g> were set to focus on
+ * a tail by virtual censoring, the "complete" exponential is
+ * fitted to this tail. The caller then also needs to
+ * remember what fraction of the probability mass was in this
+ * tail.
+ *
+ * The ML estimate for $mu$ is the smallest observed
+ * sample. For complete data, <ret_mu> is generally set to
+ * the smallest observed sample value, except in the
+ * special case of a "rounded" complete dataset, where
+ * <ret_mu> is set to the lower bound of the smallest
+ * occupied bin. For tails, <ret_mu> is set to the cutoff
+ * threshold <phi>, where we are guaranteed that <phi> is
+ * at the lower bound of a bin (by how the histogram
+ * object sets tails).
+ *
+ * The ML estimate for <ret_lambda> has an analytical
+ * solution, so this routine is fast.
+ *
+ * If all the data are in one bin, the ML estimate of
+ * $\lambda$ will be $\infty$. This is mathematically correct,
+ * but is probably a situation the caller wants to avoid, perhaps
+ * by choosing smaller bins.
+ *
+ * This function currently cannot fit an exponential tail
+ * to truly censored, binned data, because it assumes that
+ * all bins have equal width, but in true censored data, the
+ * lower cutoff <phi> may fall anywhere in the first bin.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if dataset is true-censored.
+ */
+int
+esl_exp_FitCompleteBinned(ESL_HISTOGRAM *g, double *ret_mu, double *ret_lambda)
+{
+ int i;
+ double ai, bi, delta;
+ double sa, sb;
+ double mu = 0.;
+
+ if (g->dataset_is == COMPLETE)
+ {
+ if (g->is_rounded) mu = esl_histogram_Bin2LBound(g, g->imin);
+ else mu = g->xmin;
+ }
+ else if (g->dataset_is == VIRTUAL_CENSORED) /* i.e., we'll fit to tail */
+ mu = g->phi;
+ else if (g->dataset_is == TRUE_CENSORED)
+ ESL_EXCEPTION(eslEINVAL, "can't fit true censored dataset");
+
+ delta = g->w;
+ sa = sb = 0.;
+ for (i = g->cmin; i <= g->imax; i++) /* for each occupied bin */
+ {
+ if (g->obs[i] == 0) continue;
+ ai = esl_histogram_Bin2LBound(g,i);
+ bi = esl_histogram_Bin2UBound(g,i);
+ sa += g->obs[i] * (ai-mu);
+ sb += g->obs[i] * (bi-mu);
+ }
+ *ret_mu = mu;
+ *ret_lambda = 1/delta * (log(sb) - log(sa));
+ return eslOK;
+}
+#endif /*eslAUGMENT_HISTOGRAM*/
+
+
+/****************************************************************************
+ * 6. Stats driver
+ ****************************************************************************/
+#ifdef eslEXPONENTIAL_STATS
+/* Compiles statistics on the accuracy of ML estimation of an exponential tail.
+ * compile: gcc -g -O2 -Wall -I. -L. -o stats -DeslEXPONENTIAL_STATS esl_exponential.c -leasel -lm
+ * run: ./stats > stats.out
+ *
+ * Output is, for each trial:
+ * <trial #> <fitted mu> <fitted lambda>
+ *
+ * To get mean, stddev of lambda estimates:
+ * % ./stats | avg -f2
+ */
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_exponential.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ int ntrials; /* number of estimates to gather */
+ int N; /* number of samples collected to make each estimate */
+ double mu, lambda; /* parametric location, scale */
+ double est_mu, est_lambda; /* estimated location, scale */
+ int trial;
+ int i;
+ double *x;
+
+ /* Configuration: (change & recompile as needed)
+ */
+ ntrials = 1000;
+ mu = 0.;
+ lambda = 0.693;
+ N = 95;
+
+ x = malloc(sizeof(double) *N);
+ for (trial = 0; trial < ntrials; trial++)
+ {
+ for (i = 0; i < N; i++)
+ x[i] = esl_exp_Sample(r, mu, lambda);
+ esl_exp_FitComplete(x, N, &est_mu, &est_lambda);
+
+ /*
+ est_mu = mu;
+ esl_exp_FitCompleteScale(x, N, est_mu, &est_lambda);
+ */
+ printf("%4d %8.4f %8.4f\n", i, est_mu, est_lambda);
+ }
+ free(x);
+ return 0;
+}
+#endif /*eslEXPONENTIAL_STATS*/
+
+
+
+
+
+/****************************************************************************
+ * 7. Unit tests
+ ****************************************************************************/
+
+/****************************************************************************
+ * 8. Test driver
+ ****************************************************************************/
+#ifdef eslEXPONENTIAL_TESTDRIVE
+/* Compile:
+ gcc -g -Wall -I. -L. -o test -DeslEXPONENTIAL_TESTDRIVE esl_exponential.c -leasel -lm
+*/
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_exponential.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_HISTOGRAM *h;
+ ESL_RANDOMNESS *r;
+ double mu = 10.0;
+ double lambda = 1.0;
+ int n = 10000;
+ double binwidth = 0.1;
+ double emu, elambda;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+
+ int opti;
+ int be_verbose = FALSE;
+ char *plotfile = NULL;
+ FILE *pfp = stdout;
+ int plot_pdf = FALSE;
+ int plot_logpdf = FALSE;
+ int plot_cdf = FALSE;
+ int plot_logcdf = FALSE;
+ int plot_surv = FALSE;
+ int plot_logsurv = FALSE;
+ int xmin_set = FALSE;
+ double xmin;
+ int xmax_set = FALSE;
+ double xmax;
+ int xstep_set = FALSE;
+ double xstep;
+
+ for (opti = 1; opti < argc && *(argv[opti]) == '-'; opti++)
+ {
+ if (strcmp(argv[opti], "-m") == 0) mu = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-l") == 0) lambda = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-n") == 0) n = atoi(argv[++opti]);
+ else if (strcmp(argv[opti], "-o") == 0) plotfile = argv[++opti];
+ else if (strcmp(argv[opti], "-v") == 0) be_verbose = TRUE;
+ else if (strcmp(argv[opti], "-w") == 0) binwidth = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-C") == 0) plot_cdf = TRUE;
+ else if (strcmp(argv[opti], "-LC") == 0) plot_logcdf = TRUE;
+ else if (strcmp(argv[opti], "-P") == 0) plot_pdf = TRUE;
+ else if (strcmp(argv[opti], "-LP") == 0) plot_logpdf = TRUE;
+ else if (strcmp(argv[opti], "-S") == 0) plot_surv = TRUE;
+ else if (strcmp(argv[opti], "-LS") == 0) plot_logsurv = TRUE;
+ else if (strcmp(argv[opti], "-XL") == 0) { xmin_set = TRUE; xmin = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XH") == 0) { xmax_set = TRUE; xmax = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XS") == 0) { xstep_set = TRUE; xstep = atof(argv[++opti]); }
+ else ESL_EXCEPTION(eslEINVAL, "bad option");
+ }
+
+ if (be_verbose)
+ printf("Parametric: mu = %f lambda = %f\n", mu, lambda);
+
+ r = esl_randomness_CreateTimeseeded();
+ h = esl_histogram_CreateFull(mu, 100., binwidth);
+ if (plotfile != NULL) {
+ if ((pfp = fopen(plotfile, "w")) == NULL)
+ ESL_EXCEPTION(eslFAIL, "Failed to open plotfile");
+ }
+ if (! xmin_set) xmin = mu;
+ if (! xmax_set) xmax = mu+20* (1./lambda);
+ if (! xstep_set) xstep = 0.1;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_exp_Sample(r, mu, lambda);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ esl_exp_FitComplete(data, ndata, &emu, &elambda);
+ if (be_verbose)
+ printf("Complete data fit: mu = %f lambda = %f\n", emu, elambda);
+ if (fabs( (emu-mu)/mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted mu > 1%\n");
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted lambda > 10%\n");
+
+ esl_exp_FitCompleteBinned(h, &emu, &elambda);
+ if (be_verbose)
+ printf("Binned data fit: mu = %f lambda = %f\n", emu, elambda);
+ if (fabs( (emu-mu)/mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted mu > 1%\n");
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted lambda > 10%\n");
+
+ if (plot_pdf) esl_exp_Plot(pfp, mu, lambda, &esl_exp_pdf, xmin, xmax, xstep);
+ if (plot_logpdf) esl_exp_Plot(pfp, mu, lambda, &esl_exp_logpdf, xmin, xmax, xstep);
+ if (plot_cdf) esl_exp_Plot(pfp, mu, lambda, &esl_exp_cdf, xmin, xmax, xstep);
+ if (plot_logcdf) esl_exp_Plot(pfp, mu, lambda, &esl_exp_logcdf, xmin, xmax, xstep);
+ if (plot_surv) esl_exp_Plot(pfp, mu, lambda, &esl_exp_surv, xmin, xmax, xstep);
+ if (plot_logsurv) esl_exp_Plot(pfp, mu, lambda, &esl_exp_logsurv, xmin, xmax, xstep);
+
+ if (plotfile != NULL) fclose(pfp);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ return 0;
+}
+#endif /*eslEXPONENTIAL_TESTDRIVE*/
+
+
+/****************************************************************************
+ * 9. Example
+ ****************************************************************************/
+#ifdef eslEXPONENTIAL_EXAMPLE
+/*::cexcerpt::exp_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslEXPONENTIAL_EXAMPLE\
+ -DeslAUGMENT_HISTOGRAM -DeslAUGMENT_RANDOM -DeslAUGMENT_STATS\
+ esl_exponential.c esl_histogram.c esl_random.c esl_stats.c easel.c -lm
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_exponential.h"
+
+int
+main(int argc, char **argv)
+{
+ double mu = -50.0;
+ double lambda = 0.5;
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(mu, 100., 0.1);
+ int n = 10000;
+ double emu, elambda;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_exp_Sample(r, mu, lambda);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ /* Plot the empirical (sampled) and expected survivals */
+ esl_histogram_PlotSurvival(stdout, h);
+ esl_exp_Plot(stdout, mu, lambda,
+ &esl_exp_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to complete data, and plot fitted survival curve */
+ esl_exp_FitComplete(data, ndata, &emu, &elambda);
+ esl_exp_Plot(stdout, emu, elambda,
+ &esl_exp_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to binned data, plot fitted survival curve */
+ esl_exp_FitCompleteBinned(h, &emu, &elambda);
+ esl_exp_Plot(stdout, emu, elambda,
+ &esl_exp_surv, h->xmin, h->xmax, 0.1);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ return 0;
+}
+/*::cexcerpt::exp_example::end::*/
+#endif /*eslEXPONENTIAL_EXAMPLE*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_exponential.h b/easel/esl_exponential.h
new file mode 100644
index 0000000..27263b6
--- /dev/null
+++ b/easel/esl_exponential.h
@@ -0,0 +1,52 @@
+/* esl_exponential.h
+ * Exponential distributions.
+ *
+ * SRE, Wed Aug 10 08:32:45 2005 [St. Louis]
+ * SVN $Id: esl_exponential.h 172 2007-04-26 00:54:53Z eddys $
+ */
+#ifndef ESL_EXP_INCLUDED
+#define ESL_EXP_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+#ifdef eslAUGMENT_HISTOGRAM
+#include <esl_histogram.h>
+#endif
+
+extern double esl_exp_pdf (double x, double mu, double lambda);
+extern double esl_exp_logpdf (double x, double mu, double lambda);
+extern double esl_exp_cdf (double x, double mu, double lambda);
+extern double esl_exp_logcdf (double x, double mu, double lambda);
+extern double esl_exp_surv (double x, double mu, double lambda);
+extern double esl_exp_logsurv(double x, double mu, double lambda);
+extern double esl_exp_invcdf (double p, double mu, double lambda);
+
+extern double esl_exp_generic_pdf (double x, void *params);
+extern double esl_exp_generic_cdf (double x, void *params);
+extern double esl_exp_generic_surv (double x, void *params);
+extern double esl_exp_generic_invcdf(double p, void *params);
+
+extern int esl_exp_Plot(FILE *fp, double mu, double lambda,
+ double (*func)(double x, double mu, double lambda),
+ double xmin, double xmax, double xstep);
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_exp_Sample(ESL_RANDOMNESS *r, double mu, double lambda);
+#endif
+
+extern int esl_exp_FitComplete (double *x, int n, double *ret_mu, double *ret_lambda);
+extern int esl_exp_FitCompleteScale(double *x, int n, double mu, double *ret_lambda);
+
+#ifdef eslAUGMENT_HISTOGRAM
+extern int esl_exp_FitCompleteBinned(ESL_HISTOGRAM *h,
+ double *ret_mu, double *ret_lambda);
+#endif
+
+
+#endif /*ESL_EXP_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_exponential.tex b/easel/esl_exponential.tex
new file mode 100644
index 0000000..55cb448
--- /dev/null
+++ b/easel/esl_exponential.tex
@@ -0,0 +1,41 @@
+
+\begin{tabular}{lcll}\hline
+Variate & $x$ & \ccode{double} & $\mu \leq x < \infty$ \\
+Location & $\mu$ & \ccode{double} & $-\infty < \mu < \infty$\\
+Scale & $\lambda$ & \ccode{double} & $\lambda > 0$ \\ \hline
+\end{tabular}
+
+The probability density function (PDF) is:
+
+\begin{equation}
+P(X=x) = \lambda e^{-\lambda (x - \mu)}
+\end{equation}
+
+The cumulative distribution function (CDF) is:
+
+\begin{equation}
+P(X \leq x) = 1 - e^{-\lambda (x - \mu)}
+\end{equation}
+
+
+\subsection{Sampling}
+
+An exponentially distributed sample $x$ is generated by the
+transformation method, using the fact that if $R$ is uniformly
+distributed on $(0,1]$, $1-R$ is uniformly distributed on $[0,1)$:
+
+\[
+ R = \mbox{uniform positive sample in (0,1]}\\
+ x = \mu - \frac{1}{lambda} \log(R)
+\]
+
+\subsection{Maximum likelihood fitting}
+
+The maximum likelihood estimate $\hat{\lambda}$ is $\frac{1}{\sum_i
+x_i}$. The distribution of $\frac{\lambda}{\hat{\lambda}}$ is
+approximately normal with mean 1 and standard error $\frac{1}{\sqrt{N}}$
+\citep{Lawless82}.
+
+% xref J1/p49 for derivation of standard error.
+
+
diff --git a/easel/esl_fileparser.c b/easel/esl_fileparser.c
new file mode 100644
index 0000000..6f6ab41
--- /dev/null
+++ b/easel/esl_fileparser.c
@@ -0,0 +1,593 @@
+/* A simple token-based file parsing system.
+ *
+ * Contents:
+ * 1. The ESL_FILEPARSER object and its API.
+ * 2. Private functions.
+ * 3. Unit tests.
+ * 4. Test driver.
+ * 5. Examples.
+ * 6. Copyright/license information.
+ *
+ * SRE, Tue Jul 13 14:41:52 2004 [St. Louis]
+ * SVN $Id: esl_fileparser.c 255 2008-05-30 17:49:15Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_fileparser.h"
+
+static int nextline(ESL_FILEPARSER *efp);
+
+/*****************************************************************
+ * 1. The ESL_FILEPARSER object and its API.
+ *****************************************************************/
+
+/* Function: esl_fileparser_Open()
+ * Incept: SRE, Tue Apr 3 08:09:56 2007 [Janelia]
+ *
+ * Purpose: Opens <filename> for reading.
+ *
+ * As a special case, if <filename> is "-", set up the
+ * fileparser to read and parse <stdin>.
+ *
+ * Returns: <eslOK> on success, and <ret_fp> points
+ * to a new <ESL_FILEPARSER> object.
+ *
+ * Returns <eslENOTFOUND> if <filename> can't
+ * be opened for reading, and <ret_fp> is set
+ * to <NULL>.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_fileparser_Open(const char *filename, ESL_FILEPARSER **ret_efp)
+{
+ int status;
+ ESL_FILEPARSER *efp = NULL;
+
+ if ((efp = esl_fileparser_Create(NULL)) == NULL) { status = eslEMEM; goto ERROR; }
+
+ if (strcmp(filename, "-") == 0)
+ efp->fp = stdin;
+ else {
+ if ((efp->fp = fopen(filename, "r")) == NULL) { status = eslENOTFOUND; goto ERROR; }
+ }
+ *ret_efp = efp;
+ return eslOK;
+
+ ERROR:
+ esl_fileparser_Close(efp);
+ *ret_efp = NULL;
+ return status;
+}
+
+
+/* Function: esl_fileparser_Create()
+ * Incept: SRE, Fri Jul 9 12:50:29 2004 [St. Louis]
+ *
+ * Purpose: Take an open file <fp>, and transform it to
+ * a fileparser object -- preparing to parse it
+ * one whitespace-delimited field at a time.
+ *
+ * Args: fp - open FILE to parse
+ *
+ * Returns: a new <ESL_FILEPARSER> object, which must be
+ * free'd by the caller with <esl_fileparser_Destroy()>.
+ *
+ * Throws: <eslEMEM> if an allocation failed.
+ *
+ * Xref: STL8 p.56.
+ */
+ESL_FILEPARSER *
+esl_fileparser_Create(FILE *fp)
+{
+ int status;
+ ESL_FILEPARSER *efp = NULL;
+
+ ESL_ALLOC(efp, sizeof(ESL_FILEPARSER));
+ efp->fp = fp;
+ efp->buf = NULL;
+ efp->buflen = 0;
+ efp->s = NULL;
+ efp->commentchar = '\0';
+ efp->tok = NULL;
+ efp->toklen = 0;
+ efp->linenumber = 0;
+ efp->errbuf[0] = '\0';
+
+ return efp;
+
+ ERROR:
+ esl_fileparser_Destroy(efp);
+ return NULL;
+}
+
+
+
+
+/* Function: esl_fileparser_SetCommentChar()
+ * Incept: SRE, Sat Jul 10 10:18:35 2004 [St. Louis]
+ *
+ * Purpose: Defines a single character <c> for comments. Anything
+ * on a line following this character is ignored
+ * when parsing.
+ *
+ * Args: efp - open fileparser
+ * c - comment character ('#', for example)
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_fileparser_SetCommentChar(ESL_FILEPARSER *efp, char c)
+{
+ efp->commentchar = c;
+ return eslOK;
+}
+
+
+/* Function: esl_fileparser_NextLine()
+ * Incept: SRE, Tue Apr 3 08:27:22 2007 [Janelia]
+ *
+ * Purpose: Advance the parser to the next non-blank, non-comment
+ * data line that contains at least one token.
+ *
+ * Returns: <eslOK> on success.
+ * <eslEOF> if no more tokens remain in the file.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_fileparser_NextLine(ESL_FILEPARSER *efp)
+{
+ int status;
+ char *tok = NULL;
+ int toklen = 0;
+ int tokcode;
+
+ while ((status = nextline(efp)) == eslOK)
+ {
+ tokcode = esl_strtok(&(efp->s), " \t\r\n", &tok, &toklen);
+ if (tokcode == eslEOL || (tokcode == eslOK && *tok == efp->commentchar)) continue; /* no tokens on line */
+ if (tokcode != eslOK) ESL_XFAIL(tokcode, efp->errbuf, "esl_strtok() failed");
+ break;
+ }
+ if (status == eslEOF) return eslEOF;
+ if (status != eslOK) ESL_XFAIL(status, efp->errbuf, "nextline() failed");
+
+ /* Remember this token. The next GetToken call will regurgitate it instead
+ * of finding its own. efp->s now points to the character after tok ends.
+ */
+ efp->tok = tok;
+ efp->toklen = toklen;
+ return eslOK;
+
+ ERROR:
+ efp->tok = NULL;
+ efp->toklen = 0;
+ return status;
+}
+
+
+/* Function: esl_fileparser_GetToken()
+ * Incept: SRE, Fri Jul 9 13:03:50 2004 [St. Louis]
+ *
+ * Purpose: Sets a pointer to the next field in the
+ * file we're parsing.
+ *
+ * The <opt_tok> pointer is into an internal line buffer
+ * that may be invalidated upon the next call to a
+ * <fileparser> function. If you want to store it, make a
+ * copy.
+ *
+ * Args: efp - open fileparser
+ * opt_tok - optRETURN: ptr to next field
+ * opt_toklen - optRETURN: length of tok.
+ *
+ * Returns: <eslOK> if <tok>, <toklen> contain valid data.
+ * <eslEOF> on normal end-of-file.
+ *
+ * Throws: <eslEMEM> if an allocation fails.
+ *
+ * Xref: STL8 p.56.
+ */
+int
+esl_fileparser_GetToken(ESL_FILEPARSER *efp, char **opt_tok, int *opt_toklen)
+{
+ char *tok = NULL;
+ int toklen = 0;
+ int tokcode;
+ int fcode;
+ int goodtok;
+
+ if (opt_tok != NULL) *opt_tok = NULL;
+ if (opt_toklen != NULL) *opt_toklen = 0;
+
+ /* Do we already have a token from a NextLine() call? */
+ if (efp->tok != NULL) {
+ if (opt_tok != NULL) *opt_tok = efp->tok;
+ if (opt_toklen != NULL) *opt_toklen = efp->toklen;
+ efp->tok = NULL;
+ efp->toklen = 0;
+ return eslOK;
+ }
+
+ /* If not, then find next token.
+ */
+
+ /* First, make sure we have a line loaded.
+ * On the first call to GetToken, we won't.
+ */
+ if (efp->buf == NULL) {
+ fcode = nextline(efp);
+ if (fcode != eslOK) return fcode;
+ }
+
+ /* Start strtok()'ing this line to try to find token.
+ * If we don't find one, keep loading lines until we
+ * do, or we run out of data.
+ */
+ do {
+ goodtok = FALSE;
+ tokcode = esl_strtok(&(efp->s), " \t\r\n", &tok, &toklen);
+ if (tokcode == eslEOL ||
+ (tokcode == eslOK && *tok == efp->commentchar))
+ {
+ fcode = nextline(efp);
+ if (fcode != eslOK) return fcode;
+ }
+ else if (tokcode == eslOK) goodtok = TRUE;
+ else
+ { sprintf(efp->errbuf, "esl_strtok() failed"); return tokcode;}
+ } while (! goodtok);
+
+ if (opt_tok != NULL) *opt_tok = tok;
+ if (opt_toklen != NULL) *opt_toklen = toklen;
+ return eslOK;
+}
+
+/* Function: esl_fileparser_GetTokenOnLine()
+ * Incept: SRE, Tue Apr 3 08:46:59 2007 [Janelia]
+ *
+ * Purpose: Same as <esl_fileparser_GetToken()>, except that it only
+ * retrieves tokens from the line that the parser is
+ * on. When it runs out of tokens on the line, it returns
+ * <eslEOL>. This allows a caller to count the tokens on a
+ * line (whereas <GetToken()> reads through newlines
+ * silently).
+ *
+ * The <opt_tok> pointer is into an internal line buffer
+ * that may be invalidated upon the next call to a
+ * <fileparser> function. If you want to store it, make a
+ * copy.
+ *
+ * Normally, a call to <esl_fileparser_GetTokenOnLine()>
+ * would be preceded by <esl_fileparser_NextLine()> to
+ * position the parser on the next data line with at least
+ * one token on it. However, you could also conceivably
+ * call <esl_fileparser_GetTokenOnLine()> after one or more
+ * calls to <esl_fileparser_GetToken()>, to get remaining
+ * tokens from a given line. What you can't do is to call
+ * <esl_fileparser_GetTokenOnLine()> immediately after
+ * opening a file; the parser won't have a line loaded yet.
+ * (In this case, it would return <eslEOL>.)
+ *
+ * Returns: <eslOK> on success, and the token and its length are
+ * in <opt_tok> and <opt_toklen>.
+ *
+ * Returns <eslEOL> if no more tokens exist on the line;
+ * in this case <opt_tok> is set to <NULL> and <opt_toklen>
+ * to 0.
+ */
+int
+esl_fileparser_GetTokenOnLine(ESL_FILEPARSER *efp, char **opt_tok, int *opt_toklen)
+{
+ int status;
+ char *tok = NULL;
+ int toklen = 0;
+
+ /* Do we already have a token from a NextLine() call? */
+ if (efp->tok != NULL) {
+ if (opt_tok != NULL) *opt_tok = efp->tok;
+ if (opt_toklen != NULL) *opt_toklen = efp->toklen;
+ efp->tok = NULL;
+ efp->toklen = 0;
+ return eslOK;
+ }
+
+ /* No line loaded? Then we can't find any token on it. */
+ if (efp->buf == NULL) { status = eslEOL; goto ERROR; }
+
+ /* Find next token in the line loaded in the parser. */
+ status = esl_strtok(&(efp->s), " \t\r\n", &tok, &toklen);
+ if (status == eslEOL) goto ERROR;
+ if (status != eslOK) goto ERROR;
+ if (status == eslOK && *tok == efp->commentchar) { status = eslEOL; goto ERROR; }
+
+ if (opt_tok != NULL) *opt_tok = tok;
+ if (opt_toklen != NULL) *opt_toklen = toklen;
+ return eslOK;
+
+ ERROR:
+ if (opt_tok != NULL) *opt_tok = NULL;
+ if (opt_toklen != NULL) *opt_toklen = 0;
+ return status;
+}
+
+
+/* Function: esl_fileparser_Destroy()
+ * Incept: SRE, Fri Jul 9 13:22:36 2004 [St. Louis]
+ *
+ * Purpose: Frees an open <ESL_FILEPARSER>. The original fp is
+ * still open - whoever opened it is still
+ * responsible for closing it.
+ *
+ * Xref: STL8 p.56.
+ */
+void
+esl_fileparser_Destroy(ESL_FILEPARSER *efp)
+{
+ if (efp->buf != NULL) free(efp->buf);
+ free(efp);
+}
+
+/* Function: esl_fileparser_Close()
+ * Incept: SRE, Tue Apr 3 08:18:11 2007 [Janelia]
+ *
+ * Purpose: Closes an open <ESL_FILEPARSER>, including the
+ * file it opened.
+ */
+void
+esl_fileparser_Close(ESL_FILEPARSER *efp)
+{
+ if (efp == NULL) return;
+
+ if (efp->fp != NULL && efp->fp != stdin) fclose(efp->fp);
+ esl_fileparser_Destroy(efp);
+}
+
+
+
+/*****************************************************************
+ * 2. Private functions
+ *****************************************************************/
+
+/* nextline()
+ *
+ * Purpose: Skip the file parser to the next line (for instance,
+ * if an end-of-line comment is found). The new line might
+ * have no tokens on it.
+ *
+ * Args: efp - open file parser
+ *
+ * Returns: eslOK: success
+ * eslEOF: normal end of file
+ *
+ * Throws: <eslEMEM> if a reallocation failed in fgets()
+ *
+ * Xref: STL8 p.56
+ */
+static int
+nextline(ESL_FILEPARSER *efp)
+{
+ int status;
+
+ if ((status = esl_fgets(&(efp->buf), &(efp->buflen), efp->fp)) != eslOK)
+ { sprintf(efp->errbuf, "esl_fgets() failed"); return status;}
+ efp->s = efp->buf;
+ efp->linenumber++;
+ return eslOK;
+}
+
+
+
+/*****************************************************************
+ * 3. Unit tests.
+ *****************************************************************/
+#ifdef eslFILEPARSER_TESTDRIVE
+/* test the interface for getting all tokens in a file, regardless
+ * of newlines. Also, uses the Create/Destroy interface instead of
+ * Open/Close.
+ */
+static void
+utest_GetToken(char *filename)
+{
+ int status;
+ ESL_FILEPARSER *efp = NULL;
+ FILE *fp = NULL;
+ char *tok = NULL;
+ int toklen = 0;
+ int ntok = 0;
+
+ if ((fp = fopen(filename, "r")) == NULL) esl_fatal("File open failed");
+ if ((efp = esl_fileparser_Create(fp)) == NULL) esl_fatal("Failed to associate stream with fileparser");
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) == eslOK)
+ {
+ if (toklen != 6) esl_fatal("bad token %s", tok);
+ if (strncmp(tok, "token", 5) != 0) esl_fatal("bad token %s", tok);
+ ntok++;
+ }
+ if (status != eslEOF) esl_fatal("Abnormal parse termination");
+ if (ntok != 5) esl_fatal("bad total token number %d\n", ntok);
+
+ esl_fileparser_Destroy(efp);
+ fclose(fp);
+ return;
+}
+
+/* test the NextLine and GetTokenOnLine interface, as well as the
+ * Open/Close interface.
+ */
+static void
+utest_GetTokenOnLine(char *filename)
+{
+ int status;
+ ESL_FILEPARSER *efp = NULL;
+ char *tok = NULL;
+ int toklen = 0;
+ int ntok = 0;
+ int nlines = 0;
+ char expect[32];
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) esl_fatal("File open failed");
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while ((status = esl_fileparser_NextLine(efp)) == eslOK)
+ {
+ nlines++;
+ while ((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) == eslOK)
+ {
+ ntok++;
+ sprintf(expect, "token%d", ntok);
+ if (toklen != 6) esl_fatal("bad token length for %s", tok);
+ if (strcmp(expect, tok) != 0) esl_fatal("bad token %s", tok);
+ }
+ if (status != eslEOL) esl_fatal("Unexpected code in place of end-of-line");
+ }
+ if (status != eslEOF) esl_fatal("Unexpected code in place of end-of-file.");
+
+ if (nlines != 3) esl_fatal("expected to parse 3 lines; parsed %d", nlines);
+ if (ntok != 5) esl_fatal("expected to parse 5 tokens; parsed %d", ntok);
+
+ esl_fileparser_Close(efp);
+ return;
+}
+#endif /*eslFILEPARSER_TESTDRIVE*/
+
+/*****************************************************************
+ * 4. Test driver.
+ *****************************************************************/
+
+/*
+ gcc -g -Wall -I. -o test -DeslFILEPARSER_TESTDRIVE esl_fileparser.c easel.c
+ ./test
+*/
+#ifdef eslFILEPARSER_TESTDRIVE
+#include <stdio.h>
+#include <string.h>
+#include "easel.h"
+#include "esl_fileparser.h"
+
+int
+main(int argc, char **argv)
+{
+ char tmpfile[32] = "esltmpXXXXXX";
+ FILE *fp;
+
+ /* Create a test file to read.
+ */
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal("File open failed");
+ fprintf(fp, "# Full line comment\n");
+ fprintf(fp, "token1 # Trailing comment\n");
+ fprintf(fp, "\n"); /* blank line */
+ fprintf(fp, " \n"); /* whitespace line */
+ fprintf(fp, " # sowing comment/whitespace confusion...\n");
+ fprintf(fp, "token2\ttoken3 token4\n");
+ fprintf(fp, "token5"); /* file ends w/ no \n */
+ fclose(fp);
+
+ /* Run unit tests using that file.
+ * Unit tests have hardwired knowledge of what's supposed to be in the file.
+ */
+ utest_GetToken(tmpfile);
+ utest_GetTokenOnLine(tmpfile);
+
+ remove(tmpfile);
+ return 0;
+}
+#endif /*eslFILEPARSER_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 5. Examples.
+ *****************************************************************/
+
+/* The first example shows the simplest interface: get all tokens
+ * in the file, one at a time.
+ *
+ gcc -g -Wall -I. -o example -DeslFILEPARSER_EXAMPLE esl_fileparser.c easel.c
+ ./example <any file>
+ */
+#ifdef eslFILEPARSER_EXAMPLE
+/*::cexcerpt::fileparser_example::begin::*/
+#include <stdio.h>
+#include "easel.h"
+#include "esl_fileparser.h"
+
+int
+main(int argc, char **argv)
+{
+ char *filename = argv[1];
+ int ntok = 1;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ int toklen;
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) esl_fatal("File open failed");
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while (esl_fileparser_GetToken(efp, &tok, &toklen) == eslOK) {
+ printf("%5d %3d %s\n", ntok, toklen, tok);
+ ntok++;
+ }
+ esl_fileparser_Close(efp);
+ return 0;
+}
+/*::cexcerpt::fileparser_example::end::*/
+#endif /*eslFILEPARSER_EXAMPLE*/
+
+/* The second example shows the more line-oriented interface
+ * of NextLine(), GetTokenOnLine().
+ gcc -g -Wall -I. -o example -DeslFILEPARSER_EXAMPLE2 esl_fileparser.c easel.c
+ ./example <any file>
+ */
+#ifdef eslFILEPARSER_EXAMPLE2
+/*::cexcerpt::fileparser_example2::begin::*/
+#include <stdio.h>
+#include "easel.h"
+#include "esl_fileparser.h"
+
+int
+main(int argc, char **argv)
+{
+ char *filename = argv[1];
+ int nline = 1;
+ int ntok;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ int toklen;
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) esl_fatal("File open failed");
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ ntok = 0;
+ while (esl_fileparser_GetTokenOnLine(efp, &tok, &toklen) == eslOK)
+ ntok++;
+ printf("Line %d in the file (%d non-blank, non-comment) contains %d tokens...\n",
+ efp->linenumber, nline, ntok);
+ nline++;
+ }
+ esl_fileparser_Close(efp);
+ return 0;
+}
+/*::cexcerpt::fileparser_example2::end::*/
+#endif /*eslFILEPARSER_EXAMPLE*/
+
+
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_fileparser.h b/easel/esl_fileparser.h
new file mode 100644
index 0000000..446abbf
--- /dev/null
+++ b/easel/esl_fileparser.h
@@ -0,0 +1,37 @@
+/* A simple token-based file parsing system.
+ *
+ * SRE, Tue Jul 13 14:40:35 2004 [St. Louis]
+ * SVN $Id: esl_fileparser.h 255 2008-05-30 17:49:15Z eddys $
+ */
+
+#ifndef ESL_FILEPARSER_INCLUDED
+#define ESL_FILEPARSER_INCLUDED
+
+#include <stdio.h>
+#include "easel.h"
+
+typedef struct {
+ FILE *fp; /* open file pointer, for reading */
+ char *buf; /* current line; will be modified by esl_strtok(). */
+ int buflen; /* current allocated length of buf */
+ char *s; /* used by esl_strtok(); current position in buf. */
+ char commentchar; /* often '#' */
+
+ char *tok; /* _NextLine() may remember a token... */
+ int toklen; /* ... and its length */
+
+ int linenumber; /* what line is loaded into buf; 1..nlines */
+ char errbuf[eslERRBUFSIZE]; /* for holding error diagnostics */
+} ESL_FILEPARSER;
+
+extern int esl_fileparser_Open(const char *filename, ESL_FILEPARSER **ret_efp);
+extern ESL_FILEPARSER *esl_fileparser_Create(FILE *fp);
+extern int esl_fileparser_SetCommentChar(ESL_FILEPARSER *efp, char c);
+extern int esl_fileparser_NextLine(ESL_FILEPARSER *efp);
+extern int esl_fileparser_GetToken(ESL_FILEPARSER *efp,
+ char **opt_tok, int *opt_toklen);
+extern int esl_fileparser_GetTokenOnLine(ESL_FILEPARSER *efp, char **opt_tok, int *opt_toklen);
+extern void esl_fileparser_Destroy(ESL_FILEPARSER *efp);
+extern void esl_fileparser_Close(ESL_FILEPARSER *efp);
+
+#endif /*ESL_FILEPARSER_INCLUDED */
diff --git a/easel/esl_fileparser.tex b/easel/esl_fileparser.tex
new file mode 100644
index 0000000..679bbf3
--- /dev/null
+++ b/easel/esl_fileparser.tex
@@ -0,0 +1,97 @@
+
+The \eslmod{fileparser} module parses simple input text data files
+that consist of whitespace-delimited tokens.
+
+Data files can contain blank lines and comments. Comments are defined
+by a single character; for instance, a \verb+#+ character commonly
+means that everything following the \verb+#+ on the line is a comment.
+
+Two different styles of token input are supported. The simplest style
+reads tokens one at a time, regardless of what line they occur on,
+until the file ends. You can also read in a line-oriented way, in
+which you get one data line at a time, then read all the tokens on
+that line; this style lets you count how many tokens occur on a data
+line, which allows better checking of your input.
+
+The module implements one object, an \ccode{ESL\_FILEPARSER}, that
+holds the open input stream and the state of the parser. The
+functions in the API are summarized in Table~\ref{tbl:fileparser_api}.
+
+\begin{table}[hbp]
+\begin{center}
+{\scriptsize
+\begin{tabular}{|lp{3.5in}|}\hline
+\hyperlink{func:esl_fileparser_Open()}{\ccode{esl\_fileparser\_Open()}}
+& Open a file for parsing.\\
+\hyperlink{func:esl_fileparser_Create()}{\ccode{esl\_fileparser\_Create()}}
+& Associate already open stream with a new parser.\\
+\hyperlink{func:esl_fileparser_SetCommentChar()}{\ccode{esl\_fileparser\_SetCommentChar()}}
+& Set character that defines start of a comment.\\
+\hyperlink{func:esl_fileparser_NextLine()}{\ccode{esl\_fileparser\_NextLine()}}
+& Advance the parser to next line containing a token.\\
+\hyperlink{func:esl_fileparser_GetToken()}{\ccode{esl\_fileparser\_GetToken()}}
+& Get the next token in the file.\\
+\hyperlink{func:esl_fileparser_GetTokenOnLine()}{\ccode{esl\_fileparser\_GetTokenOnLine()}}
+& Get the next token on the current line.\\
+\hyperlink{func:esl_fileparser_Destroy()}{\ccode{esl\_fileparser\_Destroy()}}
+& Deallocate a parser that was \ccode{Create()}'d.\\
+\hyperlink{func:esl_fileparser_Close()}{\ccode{esl\_fileparser\_Close()}}
+& Close a parser that was \ccode{Open()}'d.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{fileparser} API.}
+\label{tbl:fileparser_api}
+\end{table}
+
+\subsection{Example of using the fileparser API}
+
+An example that opens a file, reads all its tokens one at a time, and
+prints out token number, token length, and the token itself:
+
+\input{cexcerpts/fileparser_example}
+
+A single character can be defined to serve as a comment character
+(often \ccode{\#}), using the \ccode{esl\_fileparser\_SetCommentChar()}
+call. The parser will ignore the comment character, and the remainder
+of any line following a comment character.
+
+Each call to \ccode{esl\_fileparser\_GetToken()} retrieves one
+whitespace-delimited token from the input stream; the call returns
+\ccode{eslOK} if a token is parsed, and \ccode{eslEOF} when there are
+no more tokens in the file. Whitespace is defined as space, tab,
+newline, or carriage return (\verb+" \t\n\r"+).
+
+When the caller is done, the fileparser is closed with
+\ccode{esl\_fileparser\_Close()}.
+
+\subsection{A second example: line-oriented parsing}
+
+The \ccode{esl\_fileparser\_GetToken()} call provides a simple style
+of parsing a file: read one token at a time until the file ends,
+regardless of what line the tokens are on. However, you may want to
+know how many tokens are on a given data line, either because you know
+how many there should be (and you want to verify) or because you don't
+(and you need to allocate some variable-size data structure
+appropriately). The following is an example that reads a file line by
+line:
+
+\input{cexcerpts/fileparser_example2}
+
+The output from this example is, for each data line, the actual line
+number (starting from 1), the data line number (a count that excludes
+comments and blank lines), and the number of tokens on the line.
+
+Note the use of \ccode{efp->linenumber} to obtain the current line in
+the file. You can use this to produce informative error messages. If
+a token is not what you expected, you probably want to provide some
+diagnostic output to the user, and \ccode{efp->linenumber} lets you
+direct the user to the line that the failure occurred at.
+
+
+
+
+
+
+
diff --git a/easel/esl_gamma.c b/easel/esl_gamma.c
new file mode 100644
index 0000000..395dd92
--- /dev/null
+++ b/easel/esl_gamma.c
@@ -0,0 +1,643 @@
+/* esl_gamma.c
+ * Statistical routines for gamma distributions.
+ *
+ * SRE, Sun Nov 13 16:41:10 2005 [HHMI HQ]
+ * xref STL10/65
+ * SVN $Id: esl_gamma.c 269 2008-06-19 13:47:41Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_gamma.h"
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+
+static int tau_by_moments(double *x, int n, double mu, double *ret_tau,
+ double *ret_mean, double *ret_logsum);
+static double tau_function(double tau, double mean, double logsum);
+
+
+/****************************************************************************
+ * Routines for evaluating densities and distributions
+ ****************************************************************************/
+
+/* Function: esl_gam_pdf()
+ * Incept: SRE, Sun Nov 13 16:42:43 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates the gamma PDF $P(X=x)$ given value <x>,
+ * location parameter <mu>, scale parameter <lambda>, and shape
+ * parameter <tau>.
+ */
+double
+esl_gam_pdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x - mu);
+ double gamtau;
+ double val;
+
+ if (y < 0.) return 0.;
+
+ esl_stats_LogGamma(tau, &gamtau);
+ val = tau*log(lambda) + (tau-1.)*log(x-mu) - gamtau - y;
+ return exp(val);
+}
+
+/* Function: esl_gam_logpdf()
+ * Incept: SRE, Mon Nov 14 12:45:36 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates log of the probability density function
+ * for the gamma, $\log P(X=x)$, given value <x>,
+ * location parameter <mu>, scale parameter <lambda>, and
+ * shape parameter <tau>.
+ */
+double
+esl_gam_logpdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x - mu);
+ double gamtau;
+ double val;
+
+ if (x < 0.) return -eslINFINITY;
+
+ esl_stats_LogGamma(tau, &gamtau);
+ val = tau*log(lambda) + (tau-1.)*log(x-mu) - gamtau - y;
+ return val;
+}
+
+/* Function: esl_gam_cdf()
+ * Incept: SRE, Mon Nov 14 12:47:36 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates the cumulative distribution function
+ * for the gamma, $P(X \leq x)$, given value <x>,
+ * location parameter <mu>, scale parameter <lambda>, and
+ * shape parameter <tau>.
+ *
+ * (For $\mu=0$, $\lambda = 1$, this is the
+ * incomplete Gamma function $P(\tau,x)$.)
+ */
+double
+esl_gam_cdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x - mu);
+ double val;
+
+ if (y <= 0.) return 0.;
+
+ esl_stats_IncompleteGamma(tau, y, &val, NULL);
+ return val;
+}
+
+/* Function: esl_gam_logcdf()
+ * Incept: SRE, Mon Nov 14 13:10:21 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates the log of the cumulative distribution function
+ * for the gamma, $\log P(X \leq x)$, given value <x>, location
+ * parameter <mu>, scale parameter <lambda>, and shape
+ * parameter <tau>.
+ */
+double
+esl_gam_logcdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x - mu);
+ double val;
+
+ if (y <= 0.) return -eslINFINITY;
+
+ esl_stats_IncompleteGamma(tau, y, &val, NULL);
+ return log(val);
+}
+
+/* Function: esl_gam_surv()
+ * Incept: SRE, Mon Nov 14 13:13:51 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates the survival function for the gamma, $P(X > x)$,
+ * given value <x>, location parameter <mu>, scale parameter
+ * <lambda>, and shape parameter <tau>.
+ */
+double
+esl_gam_surv(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x - mu);
+ double val;
+
+ if (y <= 0.) return 1.0;
+
+ esl_stats_IncompleteGamma(tau, y, NULL, &val);
+ return val;
+}
+
+
+/* Function: esl_gam_logsurv()
+ * Incept: SRE, Mon Nov 14 13:14:05 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates the log of the survival function for the gamma,
+ * $\log P(X > x)$, given value <x>, location parameter <mu>,
+ * scale parameter <lambda>, and shape parameter <tau>.
+ *
+ * Relies on <esl_stats_IncompleteGamma()>, which has limited
+ * dynamic range. Any result of < -700 or so will be -infinity.
+ * To fix this, we need a log version of <esl_stats_IncompleteGamma()>.
+ */
+double
+esl_gam_logsurv(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x - mu);
+ double val;
+
+ if (y <= 0.) return 0.;
+
+ esl_stats_IncompleteGamma(tau, y, NULL, &val);
+ return log(val);
+}
+
+
+/* Function: esl_gam_invcdf()
+ * Incept: SRE, Mon Nov 14 13:15:02 2005 [HHMI HQ]
+ *
+ * Purpose: Calculates the inverse CDF for a gamma with location
+ * parameter <mu>, scale parameter <lambda> and shape
+ * parameter <tau>, returning the value <x> at which the
+ * CDF is <p>.
+ *
+ * This inverse CDF is solved by a computationally expensive,
+ * brute force bisection search on the CDF of <x>.
+ */
+double
+esl_gam_invcdf(double p, double mu, double lambda, double tau)
+{
+ double x1, x2, xm; /* low, high guesses at x */
+ double f2, fm;
+ double tol = 1e-6;
+
+ x1 = 0.;
+ x2 = tau / lambda;
+ do { /* bracket */
+ x2 = x2*2.;
+ f2 = esl_gam_cdf(x2, mu, lambda, tau);
+ } while (f2 < p);
+
+ do { /* bisection */
+ xm = (x1+x2)/ 2.;
+ fm = esl_gam_cdf(xm, mu, lambda, tau);
+
+ if (fm > p) x2 = xm;
+ else if (fm < p) x1 = xm;
+ else return xm; /* unlikely exact fm==p */
+ } while ( (x2-x1)/(x1+x2) > tol);
+
+ xm = (x1+x2)/2.;
+ return xm;
+}
+/*-------------------- end densities & distributions ------------------------*/
+
+
+
+
+/****************************************************************************
+ * Generic API routines: for general interface w/ histogram module
+ ****************************************************************************/
+
+/* Function: esl_gam_generic_pdf()
+ * Incept: SRE, Mon Nov 14 13:32:47 2005 [HHMI HQ]
+ *
+ * Purpose: Generic-API wrapper around <esl_gam_pdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_gam_generic_pdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gam_pdf(x, p[0], p[1], p[2]);
+}
+
+
+/* Function: esl_gam_generic_cdf()
+ * Incept: SRE, Mon Nov 14 13:37:28 2005 [HHMI HQ]
+ *
+ * Purpose: Generic-API wrapper around <esl_gam_cdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_gam_generic_cdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gam_cdf(x, p[0], p[1], p[2]);
+}
+
+
+/* Function: esl_gam_generic_surv()
+ * Incept: SRE, Mon Nov 14 13:35:30 2005 [HHMI HQ]
+ *
+ * Purpose: Generic-API wrapper around <esl_gam_surv()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_gam_generic_surv(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gam_surv(x, p[0], p[1], p[2]);
+}
+
+
+/* Function: esl_gam_generic_invcdf()
+ * Incept: SRE, Mon Nov 14 13:36:48 2005 [HHMI HQ]
+ *
+ * Purpose: Generic-API wrapper around <esl_gam_invcdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_gam_generic_invcdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gam_invcdf(x, p[0], p[1], p[2]);
+}
+/*------------------------ end generic API ---------------------------------*/
+
+
+
+/****************************************************************************
+ * Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_gam_Plot()
+ * Incept: SRE, Mon Nov 14 13:38:27 2005 [HHMI HQ]
+ *
+ * Purpose: Plot some gamma distribution function <func> (for instance,
+ * <esl_gam_pdf()>) for parameters <mu>, <lambda>, and <tau>, for
+ * a range of values x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_gam_Plot(FILE *fp, double mu, double lambda, double tau,
+ double (*func)(double x, double mu, double lambda, double tau),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mu, lambda, tau));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+/****************************************************************************
+ * Routines for sampling (requires augmentation w/ random module)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_gam_Sample()
+ * Incept: SRE, Mon Nov 14 13:40:46 2005 [HHMI HQ]
+ *
+ * Purpose: Sample a gamma-distributed random variate.
+ */
+double
+esl_gam_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double tau)
+{
+ double x;
+
+ x = esl_rnd_Gamma(r, tau);
+ return (mu + x / lambda);
+}
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+
+/****************************************************************************
+ * Maximum likelihood fitting
+ ****************************************************************************/
+
+/* Function: esl_gam_FitComplete()
+ * Incept: SRE, Wed Nov 16 17:27:37 2005 [St. Louis]
+ *
+ * Purpose: Given complete data consisting of <n> samples <x[0]..x[n-1]>,
+ * and a known location parameter <mu>, determine and return
+ * maximum likelihood parameters <ret_lambda> and <ret_tau>.
+ *
+ * Args: x - complete gamma-distributed data [0..n-1]
+ * n - number of samples in <x>
+ * mu - known location parameter
+ * ret_lambda - RETURN: ML estimate of lambda
+ * ret_tau - RETURN: ML estimate of tau
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if bracketing or bisection fails;
+ * <eslEINVAL> if data cannot be gamma distributed (some <x[i] < mu>,
+ * or zero variance in x).
+ *
+ * Xref: STL10/65.
+ */
+int
+esl_gam_FitComplete(double *x, int n, double mu, double *ret_lambda, double *ret_tau)
+{
+ double mean, logsum;
+ int i;
+ double c, fc;
+ double a, fa;
+ double b, fb;
+ int status;
+
+ if ((status = tau_by_moments(x, n, mu, &c, &mean, &logsum) != eslOK)) return status;
+ a = b = c;
+ fa=fb=fc = tau_function(c, mean, logsum);
+
+ /* Rootfinding, 1.: bracketing the root with points a,b.
+ */
+ if (fc > 0.) /* fx>0 means tau is too small, search right */
+ {
+ for (i = 0; i < 100; i++) /* 100 = max iterations */
+ {
+ b = a * 2.;
+ fb = tau_function(b, mean, logsum);
+ if (fb < 0.) break; /* a,b now bracket */
+ a = b; fa = fb; /* else fb>0, so b is a better left bracket than a */
+ }
+ if (i == 100) ESL_EXCEPTION(eslENOHALT, "failed to bracket");
+ }
+ else if (fc < 0.) /* fx<0 means tau is too large, search left */
+ {
+ for (i = 0; i < 100; i++)
+ {
+ a = b/2.;
+ fa = tau_function(a, mean, logsum);
+ if (fa > 0.) break; /* a,b now bracket */
+ b = a; fb = fa; /* else fa<0, so a is a better right bracket than b */
+ }
+ if (i == 100) ESL_EXCEPTION(eslENOHALT, "failed to bracket");
+ }
+
+ /* Rootfinding, 2.: Bisection search.
+ * We have the root in interval (a,b).
+ */
+ for (i = 0; i < 100; i++)
+ {
+ c = (a+b)/2.; /* bisection */
+ fc = tau_function(c, mean, logsum);
+ if (fc > 0.) { a = c; fa = fc; }
+ else if (fc < 0.) { b = c; fb = fc; }
+ else break; /* unlikely event that we nail it */
+
+ if ((b-a) <= 2.* DBL_EPSILON) {
+ c = (a+b)/2.;
+ break;
+ }
+ }
+ if (i == 100) ESL_EXCEPTION(eslENOHALT, "bisection search failed");
+
+ *ret_lambda = c / mean;
+ *ret_tau = c;
+ return eslOK;
+}
+
+/* tau_by_moments()
+ *
+ * Obtain an initial estimate for tau by
+ * matching moments. Also returns mean and
+ * logsum, which we need for ML fitting.
+ * To obtain a lambda estimate, use
+ * lambda = tau / mean.
+ */
+static int
+tau_by_moments(double *x, int n, double mu, double *ret_tau, double *ret_mean, double *ret_logsum)
+{
+ int i;
+ double mean, var, logsum;
+
+ mean = var = logsum = 0.;
+ for (i = 0; i < n; i++)
+ {
+ if (x[i] < mu) ESL_EXCEPTION(eslEINVAL, "No x[i] can be < mu in gamma data");
+ mean += x[i] - mu; /* mean is temporarily just the sum */
+ logsum += log(x[i] - mu);
+ var += (x[i]-mu)*(x[i]-mu); /* var is temporarily the sum of squares */
+ }
+ var = (var - mean*mean/(double)n) / ((double)n-1); /* now var is the variance */
+ mean /= (double) n; /* and now mean is the mean */
+ logsum /= (double) n;
+
+ if (var == 0.) /* and if mean = 0, var = 0 anyway. */
+ ESL_EXCEPTION(eslEINVAL, "Zero variance in allegedly gamma-distributed dataset");
+
+ if (ret_tau != NULL) *ret_tau = mean * mean / var;
+ if (ret_mean != NULL) *ret_mean = mean;
+ if (ret_logsum != NULL) *ret_logsum = logsum;
+ return eslOK;
+}
+
+
+
+/* tau_function()
+ *
+ * This is the rootfinding equation for tau...
+ * \ref{eqn:gamma_tau_root} in the documentation.
+ * mean is 1/N \sum (x_i - \mu)
+ * logsum is 1/N \sum \log (x_i - \mu)
+ * These are both independent of tau, and dependent
+ * on all data points, so we require the caller to
+ * precalculate them for us.
+ *
+ * This is a decreasing function of tau:
+ * the return value is > 0 when tau is too small,
+ * and < 0 when tau is too large.
+ */
+static double
+tau_function(double tau, double mean, double logsum)
+{
+ double psitau;
+
+ esl_stats_Psi(tau, &psitau);
+ return (log(tau) - psitau - log(mean) + logsum);
+}
+
+
+/****************************************************************************
+ * Example main()
+ ****************************************************************************/
+#ifdef eslGAMMA_EXAMPLE
+/*::cexcerpt::gam_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslGAMMA_EXAMPLE\
+ -DeslAUGMENT_RANDOM -DeslAUGMENT_HISTOGRAM\
+ esl_gamma.c esl_random.c esl_histogram.c esl_stats.c easel.c -lm
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gamma.h"
+
+int
+main(int argc, char **argv)
+{
+ double mu = -5.0;
+ double lambda = 2.0;
+ double tau = 0.7;
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(mu, 100., 0.1);
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ int n = 10000;
+ double elam, etau;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+
+ /* Take <n> gamma-distributed random samples. */
+ for (i = 0; i < n; i++)
+ {
+ x = esl_gam_Sample(r, mu, lambda, tau);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ /* Plot the empirical (sampled) and expected survivals */
+ esl_histogram_PlotSurvival(stdout, h);
+ esl_gam_Plot(stdout, mu, lambda, tau,
+ &esl_gam_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to complete data, and plot fitted survival curve */
+ esl_gam_FitComplete(data, ndata, mu, &elam, &etau);
+ esl_gam_Plot(stdout, mu, elam, etau,
+ &esl_gam_surv, h->xmin, h->xmax, 0.1);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ return 0;
+}
+/*::cexcerpt::gam_example::end::*/
+#endif /*eslGAMMA_EXAMPLE*/
+
+
+
+/****************************************************************************
+ * Test driver
+ ****************************************************************************/
+#ifdef eslGAMMA_TESTDRIVE
+/* Compile:
+ gcc -g -Wall -I. -I ~/src/easel -L ~/src/easel -o test -DeslGAMMA_TESTDRIVE\
+ esl_gamma.c -leasel -lm
+*/
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gamma.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_HISTOGRAM *h;
+ ESL_RANDOMNESS *r;
+ double mu = -5.0;
+ double lambda = 2.0;
+ double tau = 0.7;
+ int n = 10000;
+ double binwidth = 0.1;
+ double elambda, etau;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+
+ int opti;
+ int be_verbose = FALSE;
+ char *plotfile = NULL;
+ FILE *pfp = stdout;
+ int plot_pdf = FALSE;
+ int plot_logpdf = FALSE;
+ int plot_cdf = FALSE;
+ int plot_logcdf = FALSE;
+ int plot_surv = FALSE;
+ int plot_logsurv = FALSE;
+ int xmin_set = FALSE;
+ double xmin;
+ int xmax_set = FALSE;
+ double xmax;
+ int xstep_set = FALSE;
+ double xstep;
+
+ for (opti = 1; opti < argc && *(argv[opti]) == '-'; opti++)
+ {
+ if (strcmp(argv[opti], "-m") == 0) mu = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-l") == 0) lambda = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-n") == 0) n = atoi(argv[++opti]);
+ else if (strcmp(argv[opti], "-o") == 0) plotfile = argv[++opti];
+ else if (strcmp(argv[opti], "-t") == 0) tau = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-v") == 0) be_verbose = TRUE;
+ else if (strcmp(argv[opti], "-w") == 0) binwidth = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-C") == 0) plot_cdf = TRUE;
+ else if (strcmp(argv[opti], "-LC") == 0) plot_logcdf = TRUE;
+ else if (strcmp(argv[opti], "-P") == 0) plot_pdf = TRUE;
+ else if (strcmp(argv[opti], "-LP") == 0) plot_logpdf = TRUE;
+ else if (strcmp(argv[opti], "-S") == 0) plot_surv = TRUE;
+ else if (strcmp(argv[opti], "-LS") == 0) plot_logsurv = TRUE;
+ else if (strcmp(argv[opti], "-XL") == 0) { xmin_set = TRUE; xmin = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XH") == 0) { xmax_set = TRUE; xmax = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XS") == 0) { xstep_set = TRUE; xstep = atof(argv[++opti]); }
+ else ESL_EXCEPTION(eslEINVAL, "bad option");
+ }
+
+ if (be_verbose)
+ printf("Parametric: mu = %f lambda = %f tau = %f\n", mu, lambda, tau);
+
+ r = esl_randomness_CreateTimeseeded();
+ h = esl_histogram_CreateFull(mu, 100., binwidth);
+ if (plotfile != NULL) {
+ if ((pfp = fopen(plotfile, "w")) == NULL)
+ ESL_EXCEPTION(eslFAIL, "Failed to open plotfile");
+ }
+ if (! xmin_set) xmin = mu;
+ if (! xmax_set) xmax = mu+40*(1./lambda);
+ if (! xstep_set) xstep = 0.1;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_gam_Sample(r, mu, lambda, tau);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ esl_gam_FitComplete(data, ndata, mu, &elambda, &etau);
+ if (be_verbose)
+ printf("Complete data fit: mu = %f lambda = %f tau = %f\n",
+ mu, elambda, etau);
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted lambda > 10%\n");
+ if (fabs( (etau-tau)/tau ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted tau > 10%\n");
+
+ if (plot_pdf) esl_gam_Plot(pfp, mu, lambda, tau, &esl_gam_pdf, xmin, xmax, xstep);
+ if (plot_logpdf) esl_gam_Plot(pfp, mu, lambda, tau, &esl_gam_logpdf, xmin, xmax, xstep);
+ if (plot_cdf) esl_gam_Plot(pfp, mu, lambda, tau, &esl_gam_cdf, xmin, xmax, xstep);
+ if (plot_logcdf) esl_gam_Plot(pfp, mu, lambda, tau, &esl_gam_logcdf, xmin, xmax, xstep);
+ if (plot_surv) esl_gam_Plot(pfp, mu, lambda, tau, &esl_gam_surv, xmin, xmax, xstep);
+ if (plot_logsurv) esl_gam_Plot(pfp, mu, lambda, tau, &esl_gam_logsurv, xmin, xmax, xstep);
+
+ if (plotfile != NULL) fclose(pfp);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ return 0;
+}
+#endif /*eslGAMMA_TESTDRIVE*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_gamma.h b/easel/esl_gamma.h
new file mode 100644
index 0000000..218faca
--- /dev/null
+++ b/easel/esl_gamma.h
@@ -0,0 +1,37 @@
+/* esl_gamma.h
+ * Gamma distributions.
+ *
+ * SRE, Wed Nov 16 19:15:33 2005 [St. Louis]
+ * SVN $Id: esl_gamma.h 83 2005-12-13 20:54:07Z eddy $
+ */
+#ifndef ESL_GAMMA_INCLUDED
+#define ESL_GAMMA_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+
+double esl_gam_pdf (double x, double mu, double lambda, double tau);
+double esl_gam_logpdf (double x, double mu, double lambda, double tau);
+double esl_gam_cdf (double x, double mu, double lambda, double tau);
+double esl_gam_logcdf (double x, double mu, double lambda, double tau);
+double esl_gam_surv (double x, double mu, double lambda, double tau);
+double esl_gam_logsurv(double x, double mu, double lambda, double tau);
+double esl_gam_invcdf (double p, double mu, double lambda, double tau);
+
+double esl_gam_generic_pdf (double x, void *params);
+double esl_gam_generic_cdf (double x, void *params);
+double esl_gam_generic_surv (double x, void *params);
+double esl_gam_generic_invcdf(double x, void *params);
+
+extern int esl_gam_Plot(FILE *fp, double mu, double lambda, double tau,
+ double (*func)(double x, double mu, double lambda, double tau),
+ double xmin, double xmax, double xstep);
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_gam_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double tau);
+#endif
+
+extern int esl_gam_FitComplete(double *x, int n, double mu, double *ret_lambda, double *ret_tau);
+
+#endif /*ESL_GAMMA_INCLUDED*/
diff --git a/easel/esl_gamma.tex b/easel/esl_gamma.tex
new file mode 100644
index 0000000..8990000
--- /dev/null
+++ b/easel/esl_gamma.tex
@@ -0,0 +1,53 @@
+
+\begin{tabular}{lcll}\hline
+Variate & $x$ & \ccode{double} & $\mu \leq x < \infty$ \\
+Location & $\mu$ & \ccode{double} & $-\infty < \mu < \infty$\\
+Scale & $\lambda$ & \ccode{double} & $\lambda > 0$ \\
+Shape & $\tau$ & \ccode{double} & $\tau > 0$ \\ \hline
+\end{tabular}
+
+The probability density function (PDF) is:
+
+\begin{equation}
+P(X=x) = \frac{\lambda^{\tau}}{\Gamma(\tau)} (x-\mu)^{\tau-1} e^{-\lambda (x - \mu)}
+\label{eqn:gamma_pdf}
+\end{equation}
+
+The cumulative distribution function (CDF) does not have an analytical
+expression. It is calculated numerically, using the incomplete Gamma
+function (\ccode{esl\_stats\_IncompleteGamma()}).
+
+The ``standard Gamma distribution'' has $\mu = 0$, $\lambda = 1$.
+
+\subsection{Sampling}
+
+
+
+\subsection{Parameter estimation}
+
+\subsubsection{Complete data; known location}
+
+We usually know the location $\mu$. It is often 0, or in the case of
+fitting a gamma density to a right tail, we know the threshold $\mu$
+at which we truncated the tail.
+
+Given a complete dataset of $N$ observed samples $x_i$ ($i=1..N$) and
+a \emph{known} location parameter $\mu$, maximum likelihood estimation
+of $\lambda$ and $\tau$ is performed by first solving this rootfinding
+equation for $\hat{\tau}$ by binary search:
+
+\begin{equation}
+ \log \hat{\tau}
+ - \Psi(\hat{\tau})
+ - \log \left[ \frac{1}{N} \sum_{i=1}^{N} (x_i - \mu) \right]
+ + \frac{1}{N} \sum_{i=1}^N \log (x_i - \mu)
+\label{eqn:gamma_tau_root}
+\end{equation}
+
+then using that to obtain $\hat{\lambda}$:
+
+\begin{equation}
+\hat{\lambda} = \frac{N \hat{\tau}} {\sum_{i=1}^{N} (x_i - \mu)}
+\end{equation}
+
+Equation~\ref{eqn:gamma_tau_root} decreases as $\tau$ increases.
diff --git a/easel/esl_getopts.c b/easel/esl_getopts.c
new file mode 100644
index 0000000..18f9b75
--- /dev/null
+++ b/easel/esl_getopts.c
@@ -0,0 +1,1915 @@
+/* Implements a somewhat more powerful command line getopt interface
+ * than the standard UNIX/POSIX call.
+ *
+ * Contents:
+ * 1. The ESL_GETOPTS object.
+ * 2. Setting and testing a configuration.
+ * 3. Retrieving option settings and command line args.
+ * 4. Formatting option help.
+ * 5. Private functions.
+ * 6. Test driver.
+ * 7. Example.
+ *
+ * SVN $Id: esl_getopts.c 241 2008-04-01 19:01:52Z eddys $
+ * SRE, Sat Jan 1 08:50:21 2005 [Panticosa, Spain]
+ * xref STL8/p152; STL9/p5.
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+
+/* Forward declarations of private functions. */
+static int set_option(ESL_GETOPTS *g, int opti, char *optarg,
+ int setby, int do_alloc);
+static int get_optidx_exactly(const ESL_GETOPTS *g, char *optname, int *ret_opti);
+static int get_optidx_abbrev(ESL_GETOPTS *g, char *optname, int n,
+ int *ret_opti);
+static int esl_getopts(ESL_GETOPTS *g, int *ret_opti, char **ret_optarg);
+static int process_longopt(ESL_GETOPTS *g, int *ret_opti, char **ret_optarg);
+static int process_stdopt(ESL_GETOPTS *g, int *ret_opti, char **ret_optarg);
+static int verify_type_and_range(ESL_GETOPTS *g, int i, char *val, int setby);
+static int is_integer(char *s);
+static int is_real(char *s);
+static int verify_integer_range(char *arg, char *range);
+static int verify_real_range(char *arg, char *range);
+static int verify_char_range(char *arg, char *range);
+static int parse_rangestring(char *range, char c, char **ret_lowerp,
+ int *ret_geq, char **ret_upperp, int *ret_leq);
+static int process_optlist(ESL_GETOPTS *g, char **ret_s, int *ret_opti);
+
+
+
+/*****************************************************************
+ * 1. The ESL_GETOPTS object
+ *****************************************************************/
+
+/* Function: esl_getopts_Create()
+ * Synopsis: Create a new <ESL_GETOPTS> object.
+ * Incept: SRE, Tue Jan 11 11:24:16 2005 [St. Louis]
+ *
+ * Purpose: Creates an <ESL_GETOPTS> object, given the
+ * array of valid options <opt> (NULL-element-terminated).
+ * Sets default values for all config
+ * options (as defined in <opt>).
+ *
+ * Returns: ptr to the new <ESL_GETOPTS> object.
+ *
+ * Throws: NULL on failure, including allocation failures or
+ * an invalid <ESL_OPTIONS> structure.
+ */
+ESL_GETOPTS *
+esl_getopts_Create(ESL_OPTIONS *opt)
+{
+ ESL_GETOPTS *g = NULL;
+ int status;
+ int i;
+
+ ESL_ALLOC(g, sizeof(ESL_GETOPTS));
+
+ g->opt = opt;
+ g->argc = 0;
+ g->argv = NULL;
+ g->optind = 1;
+ g->nfiles = 0;
+ g->val = NULL;
+ g->setby = NULL;
+ g->valloc = NULL;
+ g->optstring = NULL;
+ g->errbuf[0] = '\0';
+
+ /* Figure out the number of options.
+ *
+ * Using the NULL-terminated structure array is a design decision.
+ * Alternatively, the caller could provide us with noptions, and use
+ * a #define noptions (sizeof(options) / sizeof(ESL_GETOPTS)) idiom.
+ * Note that we can't use sizeof() here, because now <opt> is just a
+ * pointer.
+ *
+ * A drawback of requiring NULL termination is, what happens when
+ * the caller forgets? Thus the check for a leading '-' on all
+ * options; if we start straying into memory, that check should
+ * catch us.
+ */
+ g->nopts = 0;
+ while (g->opt[g->nopts].name != NULL) {
+ if (g->opt[g->nopts].name[0] != '-')
+ ESL_XEXCEPTION(eslEINVAL, "option %d didn't start with '-';\nyou may have forgotten to NULL-terminate the ESL_OPTIONS array", g->nopts);
+ g->nopts++;
+ }
+
+ /* Set default values for all options.
+ * Note the valloc[] setting: we only need to dup strings
+ * into allocated space if the value is volatile memory, and
+ * that only happens in config files; not in defaults, cmdline,
+ * or environment.
+ */
+ ESL_ALLOC(g->val, sizeof(char *) * g->nopts);
+ ESL_ALLOC(g->setby, sizeof(int) * g->nopts);
+ ESL_ALLOC(g->valloc, sizeof(int) * g->nopts);
+
+ for (i = 0; i < g->nopts; i++)
+ {
+ g->val[i] = g->opt[i].defval;
+ g->setby[i] = eslARG_SETBY_DEFAULT;
+ g->valloc[i] = 0;
+ }
+
+ /* Verify type/range of the defaults, even though it's
+ * an application error (not user error) if they're invalid.
+ */
+ for (i = 0; i < g->nopts; i++)
+ if (verify_type_and_range(g, i, g->val[i], eslARG_SETBY_DEFAULT) != eslOK)
+ ESL_XEXCEPTION(eslEINVAL, "%s\n", g->errbuf);
+ return g;
+
+ ERROR:
+ esl_getopts_Destroy(g);
+ return NULL;
+}
+
+/* Function: esl_getopts_CreateDefaultApp()
+ * Synopsis: Initialize a "standard" Easel application.
+ * Incept: SRE, Wed Jun 13 16:21:22 2007 [Janelia]
+ *
+ * Purpose: Carry out the usual sequence of events in initializing a
+ * small Easel-based application: parses the command line,
+ * process the <-h> option to produce a (single-sectioned)
+ * help page, and check that the number of command line
+ * options is right.
+ *
+ * <options> is an array of <ESL_OPTIONS> structures describing
+ * the options, terminated by an all-<NULL> structure.
+ * <nargs> is the number of command-line arguments
+ * expected. <argc> and <argv> are the command line
+ * arguments (number and pointer array) from <main()>.
+ *
+ * <banner> is an optional one-line description of the
+ * program's function, such as <"compare RNA structures">.
+ * When the <-h> help option is selected, this description
+ * will be combined with the program's name (the tail of
+ * <argv[0]>) and Easel's copyright and license information
+ * to give a header like:
+ *
+ * \begin{cchunk}
+ * # esl-compstruct :: compare RNA structures
+ * # Easel 0.1 (February 2005)
+ * # Copyright (C) 2004-2007 HHMI Janelia Farm Research Campus
+ * # Freely licensed under the Janelia Software License.
+ * # - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+ * \end{cchunk}
+ *
+ * <usage> is an optional one-line description of command
+ * line usage (without the command name), such as
+ * <"[options] <trusted file> <test file>">. On errors, or
+ * on the help page, this usage string is combined with
+ * the program's name to give a usage line like:
+ *
+ * \begin{cchunk}
+ * Usage: esl-compstruct [options] <trusted file> <test file>
+ * \end{cchunk}
+ *
+ * <banner> and <usage> are optional, meaning that either
+ * can be provided as <NULL> and they won't be shown.
+ *
+ * Returns: a pointer to a new <ESL_GETOPTS> object, which contains
+ * all the option settings and command line arguments.
+ *
+ * On command line errors, this routine exits with abnormal
+ * (1) status.
+ *
+ * If the <-h> help option is seen, this routine exits with
+ * normal (0) status after printing a help page.
+ *
+ */
+ESL_GETOPTS *
+esl_getopts_CreateDefaultApp(ESL_OPTIONS *options, int nargs, int argc, char **argv, char *banner, char *usage)
+{
+ ESL_GETOPTS *go = NULL;
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ if (usage != NULL) esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ if (banner != NULL) esl_banner(stdout, argv[0], banner);
+ if (usage != NULL) esl_usage (stdout, argv[0], usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != nargs)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ return go;
+}
+
+
+
+/* Function: esl_getopts_Destroy()
+ * Synopsis: Destroys an <ESL_GETOPTS> object.
+ * Incept: SRE, Thu Jan 13 08:55:10 2005 [St. Louis]
+ *
+ * Purpose: Free's a created <ESL_GETOPTS> object.
+ *
+ * Returns: void.
+ */
+void
+esl_getopts_Destroy(ESL_GETOPTS *g)
+{
+ int i;
+
+ if (g != NULL)
+ {
+ if (g->val != NULL)
+ {
+ /* A few of our vals may have been allocated.
+ */
+ for (i = 0; i < g->nopts; i++)
+ if (g->valloc[i] > 0)
+ free(g->val[i]);
+ free(g->val);
+ }
+ if (g->setby != NULL) free(g->setby);
+ if (g->valloc != NULL) free(g->valloc);
+ free(g);
+ }
+}
+
+
+/* Function: esl_getopts_Dump()
+ * Synopsis: Dumps a summary of a <ESL_GETOPTS> configuration.
+ * Incept: SRE, Tue Jan 18 09:11:39 2005 [St. Louis]
+ *
+ * Purpose: Dump the state of <g> to an output stream
+ * <ofp>, often stdout or stderr.
+ */
+void
+esl_getopts_Dump(FILE *ofp, ESL_GETOPTS *g)
+{
+ int i;
+
+ fprintf(ofp, "%12s %12s %9s\n", "Option", "Setting", "Set by");
+ fprintf(ofp, "------------ ------------ ---------\n");
+
+ for (i = 0; i < g->nopts; i++)
+ {
+ fprintf(ofp, "%-12s ", g->opt[i].name);
+
+ fprintf(ofp, "%-12s ", g->val[i]);
+
+ if (g->setby[i] == eslARG_SETBY_DEFAULT) fprintf(ofp, "(default) ");
+ else if (g->setby[i] == eslARG_SETBY_CMDLINE) fprintf(ofp, "cmdline ");
+ else if (g->setby[i] == eslARG_SETBY_ENV) fprintf(ofp, "environ ");
+ else if (g->setby[i] >= eslARG_SETBY_CFGFILE) fprintf(ofp, "cfgfile ");
+
+ fprintf(ofp, "\n");
+ }
+ return;
+}
+
+
+/*****************************************************************
+ * 2. Setting and testing a configuration
+ *****************************************************************/
+
+/* Function: esl_opt_ProcessConfigfile()
+ * Synopsis: Parses options in a config file.
+ * Incept: SRE, Thu Jan 13 10:25:43 2005 [St. Louis]
+ *
+ * Purpose: Given an open configuration file <fp> (and
+ * its name <filename>, for error reporting),
+ * parse it and set options in <g> accordingly.
+ * Anything following a <\#> in the file is a
+ * comment. Blank (or all-comment) lines are
+ * ignored. Data lines contain one option and
+ * its optional argument: for example <--foo arg>
+ * or <-a>. All option arguments are type and
+ * range checked, as specified in <g>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Returns <eslESYNTAX> on parse or format error in the
+ * file, or f option argument fails a type or range check,
+ * or if an option is set twice by the same config file.
+ * In any of these "normal" (user) error cases, <g->errbuf>
+ * is set to a useful error message to indicate the error.
+ *
+ * Throws: <eslEMEM> on allocation problem.
+ */
+int
+esl_opt_ProcessConfigfile(ESL_GETOPTS *g, char *filename, FILE *fp)
+{
+ char *buf = NULL;
+ int n = 0;
+ char *s;
+ char *optname; /* tainted: from user's input file */
+ char *optarg; /* tainted: from user's input file */
+ char *comment;
+ int line;
+ int opti;
+ int status;
+
+ line = 0;
+ while ((status = esl_fgets(&buf, &n, fp)) != eslEOF)
+ {
+ if (status != eslOK) return status; /* esl_fgets() failed (EMEM) */
+
+ line++;
+ optname = NULL;
+ optarg = NULL;
+
+ /* First token is the option, e.g. "--foo"
+ */
+ s = buf;
+ esl_strtok(&s, " \t\n", &optname, NULL);
+ if (optname == NULL) continue; /* blank line */
+ if (*optname == '#') continue; /* comment line */
+ if (*optname != '-')
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Parse failed at line %d of cfg file %.24s (saw %.24s, not an option)\n",
+ line, filename, optname);
+
+ /* Second token, if present, is the arg
+ */
+ if (*s == '"') esl_strtok(&s, "\"", &optarg, NULL); /* quote-delimited arg */
+ else esl_strtok(&s, " \t\n", &optarg, NULL); /* space-delimited arg */
+
+ /* Anything else on the line had better be a comment
+ */
+ esl_strtok(&s, " \t\n", &comment, NULL);
+ if (comment != NULL && *comment != '#')
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Parse failed at line %d of cfg file %.24s (saw %.24s, not a comment)\n",
+ line, filename, comment);
+
+ /* Now we've got an optname and an optional optarg;
+ * figure out what option this is.
+ */
+ if (get_optidx_exactly(g, optname, &opti) != eslOK)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "%.24s is not a recognized option (config file %.24s, line %d)\n",
+ optname, filename, line);
+
+ /* Set that option.
+ * Pass TRUE to set_option's do_alloc flag, because our buffer
+ * is volatile memory that's going away soon - set_option needs
+ * to strdup the arg, not just point to it.
+ */
+ status = set_option(g, opti, optarg,
+ eslARG_SETBY_CFGFILE+g->nfiles,
+ TRUE);
+ if (status != eslOK) return status;
+ }
+
+ if (buf != NULL) free(buf);
+ g->nfiles++;
+ return eslOK;
+}
+
+
+
+
+/* Function: esl_opt_ProcessEnvironment()
+ * Synopsis: Parses options in the environment.
+ * Incept: SRE, Thu Jan 13 10:17:58 2005 [St. Louis]
+ *
+ * Purpose: For any option defined in <g> that can be modified
+ * by an environment variable, check the environment
+ * and set that option accordingly. The value provided
+ * by the environment is type and range checked.
+ * When an option is turned on that has other options
+ * toggle-tied to it, those options are turned off.
+ * An option's state may only be changed once by the
+ * environment (even indirectly thru toggle-tying);
+ * else an error is generated.
+ *
+ * Returns: <eslOK> on success, and <g> is loaded with all
+ * options specified in the environment.
+ * Returns <eslEINVAL> on user input problems,
+ * including type/range check failures, and
+ * sets <g->errbuf> to a useful error message.
+ *
+ * Throws: <eslEMEM> on allocation problem.
+ */
+int
+esl_opt_ProcessEnvironment(ESL_GETOPTS *g)
+{
+ int i;
+ char *optarg;
+ int status;
+
+ for (i = 0; i < g->nopts; i++)
+ if (g->opt[i].envvar != NULL &&
+ (optarg = getenv(g->opt[i].envvar)) != NULL)
+ {
+ status = set_option(g, i, optarg, eslARG_SETBY_ENV, FALSE);
+ if (status != eslOK) return status;
+ }
+ return eslOK;
+}
+
+
+
+/* Function: esl_opt_ProcessCmdline()
+ * Synopsis: Parses options from the command line.
+ * Incept: SRE, Wed Jan 12 10:12:43 2005 [St. Louis]
+ *
+ * Purpose: Process a command line (<argc> and <argv>), parsing out
+ * and setting application options in <g>. Option arguments
+ * are type and range checked before they are set, if type
+ * and range information was set when <g> was created.
+ * When an option is set, if it has any other options
+ * "toggle-tied" to it, those options are also turned off.
+ *
+ * Any given option can only change state (on/off) once
+ * per command line; trying to set the same option more than
+ * once generates an error.
+ *
+ * On successful return, <g> contains settings of all
+ * command line options and their option arguments, for
+ * subsequent retrieval by <esl_opt_Get*()>
+ * functions. <g> also contains an <optind> state variable
+ * pointing to the next <argv[]> element that is not an
+ * option. <esl_opt_GetArg()> needs this to know
+ * where the options end and command line arguments begin
+ * in <argv[0]>.
+ *
+ * The parser starts with <argv[1]> and reads <argv[]> elements
+ * in order until it reaches an element that is not an option;
+ * at this point, all subsequent <argv[]> elements are
+ * interpreted as arguments to the application.
+ *
+ * Any <argv[]> element encountered in the command line that
+ * starts with <- > is an option, except <- > or <-- > by
+ * themselves. <- > by itself is interpreted as a command
+ * line argument (usually meaning ``read from stdin instead
+ * of a filename''). <-- > by itself is interpreted as
+ * ``end of options''; all subsequent <argv[]> elements are
+ * interpreted as command-line arguments even if they
+ * begin with <- >.
+ *
+ * Returns: <eslOK> on success. <g> is loaded with
+ * all option settings specified on the cmdline.
+ * Returns <eslEINVAL> on any cmdline parsing problem,
+ * including option argument type/range check failures,
+ * and sets <g->errbuf> to a useful error message for
+ * the user.
+ *
+ * Throws: <eslEMEM> on allocation problem.
+ */
+int
+esl_opt_ProcessCmdline(ESL_GETOPTS *g, int argc, char **argv)
+{
+ int opti;
+ char *optarg;
+ int status, setstatus;
+
+ g->argc = argc;
+ g->argv = argv;
+ g->optind = 1; /* start at argv[1] */
+ g->optstring = NULL; /* not in a -abc optstring yet */
+
+ /* Walk through each option in the command line using esl_getopts(),
+ * which advances g->optind as the index of the next argv element we need
+ * to look at.
+ */
+ while ((status = esl_getopts(g, &opti, &optarg)) == eslOK)
+ {
+ setstatus = set_option(g, opti, optarg, eslARG_SETBY_CMDLINE, FALSE);
+ if (setstatus != eslOK) return setstatus;
+ }
+ if (status == eslEOD) return eslOK;
+ else return status;
+}
+
+
+
+/* Function: esl_opt_VerifyConfig()
+ * Synopsis: Validates configuration after options are set.
+ * Incept: SRE, Wed Jan 12 10:21:46 2005 [St. Louis]
+ *
+ * Purpose: Given a <g> that we think is fully configured now --
+ * from config file(s), environment, and command line --
+ * verify that the configuration is self-consistent:
+ * for every option that is set, make sure that any
+ * required options are also set, and that no
+ * incompatible options are set. ``Set'' means
+ * the configured value is non-default and non-NULL (including booleans),
+ * and ``not set'' means the value is default or NULL. (That is,
+ * we don't go solely by <setby>, which refers to who
+ * determined the state of an option, even if
+ * it is turned off.)
+ *
+ * Returns: <eslOK> on success.
+ * <eslESYNTAX> if a required option is not set, or
+ * if an incompatible option is set; in this case, sets
+ * <g->errbuf> to contain a useful error message for
+ * the user.
+ *
+ * Throws: <eslEINVAL> if something's wrong with the <ESL_OPTIONS>
+ * structure itself -- a coding error in the application.
+ */
+int
+esl_opt_VerifyConfig(ESL_GETOPTS *g)
+{
+ int i,reqi,incompati;
+ char *s;
+ int status;
+
+ /* For all options that are set (not in default configuration,
+ * and turned on with non-NULL vals),
+ * verify that all their required_opts are set.
+ */
+ for (i = 0; i < g->nopts; i++)
+ {
+ if (g->setby[i] != eslARG_SETBY_DEFAULT && g->val[i] != NULL)
+ {
+ s = g->opt[i].required_opts;
+ while ((status = process_optlist(g, &s, &reqi)) != eslEOD)
+ {
+ if (status != eslOK) ESL_EXCEPTION(eslEINVAL, "something's wrong with format of optlist: %s\n", s);
+ if (g->val[reqi] == NULL)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s requires (or has no effect without) option(s) %.24s",
+ g->opt[i].name, g->opt[i].required_opts);
+ }
+ }
+ }
+
+ /* For all options that are set (turned on with non-NULL vals),
+ * verify that no incompatible options are set to non-default
+ * values (notice the setby[incompati] check)
+ */
+ for (i = 0; i < g->nopts; i++)
+ {
+ if (g->setby[i] != eslARG_SETBY_DEFAULT && g->val[i] != NULL)
+ {
+ s = g->opt[i].incompat_opts;
+ while ((status = process_optlist(g, &s, &incompati)) != eslEOD)
+ {
+ if (status != eslOK) ESL_EXCEPTION(eslEINVAL, "something's wrong with format of optlist: %s\n", s);
+ if (incompati != i && (g->setby[incompati] != eslARG_SETBY_DEFAULT && g->val[incompati] != NULL))
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s is incompatible with option(s) %.24s",
+ g->opt[i].name, g->opt[i].incompat_opts);
+ }
+ }
+ }
+ return eslOK;
+}
+
+/* Function: esl_opt_ArgNumber()
+ * Synopsis: Returns number of command line arguments.
+ * Incept: SRE, Mon May 28 09:18:52 2007 [Janelia]
+ *
+ * Purpose: Returns the number of command line arguments.
+ *
+ * Caller must have already called
+ * <esl_opt_ProcessCmdline()>, in order for all the options
+ * to be parsed first. Everything left on the command line
+ * is taken to be an argument.
+ */
+int
+esl_opt_ArgNumber(const ESL_GETOPTS *g)
+{
+ return ((g)->argc - (g)->optind);
+}
+
+
+/*****************************************************************
+ * 3. Retrieving option settings and command line args
+ *****************************************************************/
+
+/* Function: esl_opt_IsDefault()
+ * Synopsis: Returnes <TRUE> if option remained at default setting.
+ * Incept: SRE, Wed Jan 3 11:19:25 2007 [Janelia]
+ *
+ * Purpose: Returns <TRUE> if option <optname> remained at its
+ * default state; returns <FALSE> if <optname> was
+ * set on the command line, in the environment, or in
+ * a configuration file (even if it was reset to the
+ * default value).
+ */
+int
+esl_opt_IsDefault(const ESL_GETOPTS *g, char *optname)
+{
+ int opti;
+
+ if (get_optidx_exactly(g, optname, &opti) != eslOK) esl_fatal("no such option %s\n", optname);
+ if (g->setby[opti] == eslARG_SETBY_DEFAULT) return TRUE;
+ return FALSE;
+}
+
+/* Function: esl_opt_GetBoolean()
+ * Synopsis: Retrieve <TRUE>/<FALSE> for a boolean option.
+ * Incept: SRE, Wed Jan 12 13:46:09 2005 [St. Louis]
+ *
+ * Purpose: Retrieves the configured TRUE/FALSE value for option <optname>
+ * from <g>.
+ */
+int
+esl_opt_GetBoolean(const ESL_GETOPTS *g, char *optname)
+{
+ int opti;
+
+ if (get_optidx_exactly(g, optname, &opti) == eslENOTFOUND)
+ esl_fatal("no such option %s\n", optname);
+ if (g->opt[opti].type != eslARG_NONE)
+ esl_fatal("option %s is not a boolean", optname);
+
+ if (g->val[opti] == NULL) return FALSE;
+ else return TRUE;
+}
+
+/* Function: esl_opt_GetInteger()
+ * Synopsis: Retrieve value of an integer option.
+ * Incept: SRE, Wed Jan 12 11:37:28 2005 [St. Louis]
+ *
+ * Purpose: Retrieves the configured value for option <optname>
+ * from <g>.
+ */
+int
+esl_opt_GetInteger(const ESL_GETOPTS *g, char *optname)
+{
+ int opti;
+
+ if (get_optidx_exactly(g, optname, &opti) == eslENOTFOUND)
+ esl_fatal("no such option %s\n", optname);
+ if (g->opt[opti].type != eslARG_INT)
+ esl_fatal("option %s does not take an integer arg", optname);
+ return atoi(g->val[opti]);
+}
+
+/* Function: esl_opt_GetReal()
+ * Synopsis: Retrieve value of a real-valued option.
+ * Incept: SRE, Wed Jan 12 13:46:27 2005 [St. Louis]
+ *
+ * Purpose: Retrieves the configured value for option <optname>
+ * from <g>.
+ */
+double
+esl_opt_GetReal(const ESL_GETOPTS *g, char *optname)
+{
+ int opti;
+
+ if (get_optidx_exactly(g, optname, &opti) == eslENOTFOUND)
+ esl_fatal("no such option %s\n", optname);
+ if (g->opt[opti].type != eslARG_REAL)
+ esl_fatal("option %s does not take a real-valued arg", optname);
+
+ return (atof(g->val[opti]));
+}
+
+/* Function: esl_opt_GetChar()
+ * Synopsis: Retrieve value of a character option.
+ * Incept: SRE, Wed Jan 12 13:47:36 2005 [St. Louis]
+ *
+ * Purpose: Retrieves the configured value for option <optname>
+ * from <g>.
+ */
+char
+esl_opt_GetChar(const ESL_GETOPTS *g, char *optname)
+{
+ int opti;
+
+ if (get_optidx_exactly(g, optname, &opti) == eslENOTFOUND)
+ esl_fatal("no such option %s\n", optname);
+ if (g->opt[opti].type != eslARG_CHAR)
+ esl_fatal("option %s does not take a char arg", optname);
+
+ return (*g->val[opti]);
+}
+
+/* Function: esl_opt_GetString()
+ * Synopsis: Retrieve value of a string option.
+ * Incept: SRE, Wed Jan 12 13:47:36 2005 [St. Louis]
+ *
+ * Purpose: Retrieves the configured value for option <optname>
+ * from <g>.
+ *
+ * This retrieves options of type <eslARG_STRING>,
+ * obviously, but also options of type <eslARG_INFILE>
+ * and <eslARG_OUTFILE>.
+ */
+char *
+esl_opt_GetString(const ESL_GETOPTS *g, char *optname)
+{
+ int opti;
+
+ if (get_optidx_exactly(g, optname, &opti) == eslENOTFOUND)
+ esl_fatal("no such option %s\n", optname);
+ if (g->opt[opti].type != eslARG_STRING &&
+ g->opt[opti].type != eslARG_INFILE &&
+ g->opt[opti].type != eslARG_OUTFILE)
+ esl_fatal("option %s does not take a string arg", optname);
+
+ return g->val[opti];
+}
+
+
+/* Function: esl_opt_GetArg()
+ * Synopsis: Retrieve numbered command line argument.
+ * Incept: SRE, Thu Jan 13 09:21:34 2005 [St. Louis]
+ *
+ * Purpose: Returns a pointer to command line argument number
+ * <which>, where <which> ranges from <1..n> for <n>
+ * total arguments.
+ *
+ * If the caller has already verified that <n> arguments
+ * exist by testing <esl_opt_ArgNumber(g) == n>,
+ * <esl_opt_GetArg()> is guaranteed to return non-<NULL>
+ * arguments for <which = 1..n>.
+ *
+ * Caller is responsible for verifying that the argument
+ * makes sense for what it's supposed to be.
+ *
+ * Returns: A pointer to command line argument <which> on success, or
+ * <NULL> if there is no such argument.
+ */
+char *
+esl_opt_GetArg(const ESL_GETOPTS *g, int which)
+{
+ if (which <= 0) return NULL;
+ if (g->optind+which-1 >= g->argc) return NULL;
+ return g->argv[g->optind+which-1];
+}
+
+
+/*****************************************************************
+ * 4. Formatting option help
+ *****************************************************************/
+
+/* Function: esl_opt_DisplayHelp()
+ * Synopsis: Formats one-line help for each option.
+ * Incept: SRE, Sun Feb 26 12:36:07 2006 [St. Louis]
+ *
+ * Purpose: For each option in <go>, print one line of brief
+ * documentation for it, consisting of the option name
+ * (and argument, if any) and the help string. If space
+ * allows, default values for the options (if any) are
+ * shown in brackets. If space still allows, range restrictions
+ * for the options (if any) are shown in parentheses.
+ *
+ * If <docgroup> is non-zero, help lines are only printed
+ * for options with the matching <go->opt[i].docgrouptag>.
+ * This allows the caller to group option documentation
+ * into multiple sections with different headers. To
+ * print all options in one call, pass 0 for <docgroup>.
+ *
+ * <indent> specifies how many spaces to prefix each line with.
+ *
+ * <textwidth> specifies the maximum text width for the
+ * line. This would typically be 80 characters. Lines are
+ * not allowed to exceed this length. If a line does exceed
+ * this length, range restriction display is silently
+ * dropped (for all options). If any line still exceeds
+ * <textwidth>, the default value display is silently dropped,
+ * for all options. If any line still exceeds <textwidth>, even
+ * though it now consists almost solely of the option name and
+ * its help string, an <eslEINVAL> error is thrown. The
+ * caller should either shorten the help string(s) or
+ * increase the <textwidth>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if one or more help lines are too long for
+ * the specified <textwidth>.
+ */
+int
+esl_opt_DisplayHelp(FILE *ofp, ESL_GETOPTS *go, int docgroup, int indent,
+ int textwidth)
+{
+ int optwidth = 0; /* maximum width for "-foo <n>" options */
+ int helpwidth[3] = {0,0,0}; /* 0=everything; 1=with defaults, no range; 2=help string only */
+ int show_defaults;
+ int show_ranges;
+ int i, n;
+
+ /* Figure out the field widths we need in the output.
+ */
+ for (i = 0; i < go->nopts; i++)
+ if (! docgroup || docgroup == go->opt[i].docgrouptag)
+ {
+ n = strlen(go->opt[i].name); /* "--foo" */
+ if (go->opt[i].type != eslARG_NONE) n += 4; /* + " <n>" */
+ if (n > optwidth) optwidth = n;
+
+ n = 2; /* init with " : " */
+ if (go->opt[i].help != NULL)
+ n = strlen(go->opt[i].help) + 1; /* include " " in width */
+ if (n > helpwidth[2]) helpwidth[2] = n;
+
+ if (go->opt[i].defval != NULL)
+ n += strlen(go->opt[i].defval) + 4; /* include " []" in width */
+ if (n > helpwidth[1]) helpwidth[1] = n;
+
+ if (go->opt[i].range != NULL)
+ n += strlen(go->opt[i].range) + 4; /* include " ()" in width */
+ if (n > helpwidth[0]) helpwidth[0] = n;
+ }
+
+ /* Figure out what we have room for.
+ */
+ if (indent + optwidth + helpwidth[0] <= textwidth)
+ {
+ show_defaults = TRUE;
+ show_ranges = TRUE;
+ }
+ else if (indent + optwidth + helpwidth[1] <= textwidth)
+ {
+ show_defaults = TRUE;
+ show_ranges = FALSE;
+ }
+ else if (indent + optwidth + helpwidth[2] <= textwidth)
+ {
+ show_defaults = FALSE;
+ show_ranges = FALSE;
+ }
+ else
+ ESL_EXCEPTION(eslEINVAL, "Help line too long");
+
+
+ /* Format and print the options in this docgroup.
+ */
+ for (i = 0; i < go->nopts; i++)
+ if (! docgroup || docgroup == go->opt[i].docgrouptag)
+ {
+ fprintf(ofp, "%*s", indent, "");
+ n = 0;
+ fprintf(ofp, "%s", go->opt[i].name);
+ n += strlen(go->opt[i].name);
+
+ switch (go->opt[i].type) {
+ case eslARG_NONE: break;
+ case eslARG_INT: fprintf(ofp, " <n>"); n += 4; break;
+ case eslARG_REAL: fprintf(ofp, " <x>"); n += 4; break;
+ case eslARG_CHAR: fprintf(ofp, " <c>"); n += 4; break;
+ case eslARG_STRING: fprintf(ofp, " <s>"); n += 4; break;
+ case eslARG_INFILE: fprintf(ofp, " <f>"); n += 4; break;
+ case eslARG_OUTFILE: fprintf(ofp, " <f>"); n += 4; break;
+ }
+
+ fprintf(ofp, "%*s", optwidth-n, "");
+ fprintf(ofp, " :");
+
+ if (go->opt[i].help != NULL)
+ fprintf(ofp, " %s", go->opt[i].help);
+
+ if (show_defaults && go->opt[i].defval != NULL)
+ if (go->opt[i].type != eslARG_CHAR || *(go->opt[i].defval) != '\0')
+ fprintf(ofp, " [%s]", go->opt[i].defval);
+
+ if (show_ranges && go->opt[i].range != NULL)
+ fprintf(ofp, " (%s)", go->opt[i].range);
+
+ fprintf(ofp, "\n");
+ }
+
+ /* Fini.
+ */
+ return eslOK;
+}
+
+
+
+/*------------------ end of the public API -----------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 5. Miscellaneous private functions
+ *****************************************************************/
+
+/* set_option()
+ *
+ * Turn option <opti> ON (if it's a boolean) or set its option
+ * argument to <optarg>. Record that it was set by <setby> (e.g.
+ * <eslARG_SETBY_CMDLINE>).
+ *
+ * <do_alloc> is a TRUE/FALSE flag. If <arg> is a pointer to a string
+ * that isn't going to go away (e.g. into argv[], or into the
+ * environment) we can get away with just pointing our option's val
+ * at <arg>. But if <arg> is pointing to something volatile (e.g.
+ * the line buffer as we're reading a file) then we need to
+ * strdup the arg -- and remember that we did that, so we free()
+ * it when we destroy the getopts object.
+ *
+ * All user errors (problems with optarg) are normal (returned) errors of
+ * type <eslESYNTAX>, which leave an error message in <g->errbuf>.
+ *
+ * May also throw <eslEMEM> on allocation failure, or <eslEINVAL>
+ * if something's wrong internally, usually indicating a coding error
+ * in the application's <ESL_OPTIONS> structure.
+ */
+int
+set_option(ESL_GETOPTS *g, int opti, char *optarg, int setby, int do_alloc)
+{
+ int arglen;
+ char *where;
+ char *s;
+ int togi;
+ int status;
+ void *tmp;
+
+ if (setby == eslARG_SETBY_DEFAULT) where = "as default";
+ else if (setby == eslARG_SETBY_CMDLINE) where = "on cmdline";
+ else if (setby == eslARG_SETBY_ENV) where = "in env";
+ else if (setby >= eslARG_SETBY_CFGFILE) where = "in cfgfile";
+
+ /* Have we already set this option? */
+ if (g->setby[opti] == setby)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s has already been set %s.",
+ g->opt[opti].name, where);
+
+ /* Type and range check the option argument.
+ */
+ if (verify_type_and_range(g, opti, optarg, setby) != eslOK) return eslESYNTAX;
+
+ /* Set the option, being careful about when val
+ * is alloc'ed vs. not.
+ */
+ g->setby[opti] = setby;
+ if (g->opt[opti].type == eslARG_NONE) /* booleans: any non-NULL is TRUE... */
+ g->val[opti] = (char *) TRUE; /* so 0x1 will do fine. */
+ else
+ {
+ /* If do_alloc is FALSE or the optarg is NULL, then:
+ * - free any previous alloc;
+ * - set the pointer.
+ */
+ if (!do_alloc || optarg == NULL)
+ {
+ if (g->valloc[opti] > 0) { free(g->val[opti]); g->valloc[opti] = 0; }
+ g->val[opti] = optarg;
+ }
+ /* else do_alloc is TRUE, so:
+ * - make sure we have enough room, either reallocating or allocating
+ * - copy the arg.
+ */
+ else
+ {
+ arglen = strlen(optarg);
+ if (g->valloc[opti] < arglen+1)
+ {
+ if (g->valloc[opti] == 0) ESL_ALLOC (g->val[opti], sizeof(char) * (arglen+1));
+ else ESL_RALLOC(g->val[opti], tmp, sizeof(char) * (arglen+1));
+ g->valloc[opti] = arglen+1;
+ }
+ strcpy(g->val[opti], optarg);
+ }
+ }
+
+ /* Unset all options toggle-tied to this one.
+ */
+ s = g->opt[opti].toggle_opts;
+ while ((status = process_optlist(g, &s, &togi)) != eslEOD)
+ {
+ if (status != eslOK) ESL_EXCEPTION(eslEINVAL, "something's wrong with format of optlist: %s\n", s);
+ if (togi == opti) continue; /* ignore ourself, so we can have one toggle list per group */
+ if (g->val[togi] == NULL) continue; /* it's already off; don't touch it */
+
+ if (g->setby[togi] == setby)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Options %.24s and %.24s conflict, toggling each other.",
+ g->opt[togi].name, g->opt[opti].name);
+
+ g->setby[togi] = setby; /* indirectly, but still */
+ if (g->valloc[togi] > 0) /* careful about val's that were alloc'ed */
+ { free(g->val[togi]); g->valloc[togi] = 0; }
+ g->val[togi] = NULL; /* ok for false booleans too */
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* get_optidx_exactly():
+ *
+ * Find option named <optname> in <g>; set <ret_opti> to be
+ * the index of the option, and return eslOK. <optname>
+ * must exactly match one of the options in <g>.
+ *
+ * If the option is not found, return eslENOTFOUND.
+ */
+static int
+get_optidx_exactly(const ESL_GETOPTS *g, char *optname, int *ret_opti)
+{
+ int i;
+
+ for (i = 0; i < g->nopts; i++)
+ if (strcmp(optname, g->opt[i].name) == 0) { *ret_opti = i; return eslOK; }
+ return eslENOTFOUND;
+}
+
+/* get_optidx_abbrev():
+ *
+ * Find option named <optname> in <g>; set <ret_opti> to be the index
+ * of the option, and return eslOK. Allow <optname> to be an
+ * abbreviation of one of the option names in <g>, so long as it is
+ * unambiguous. If <n> is >0, the <optname> has an attached argument
+ * (--foo=arg) and <n> is the # of characters before the = character
+ * that we should match to find the option (5, in this example).
+ *
+ * If the option is not found, return <eslENOTFOUND>.
+ * If <optname> ambiguously matches two or more options in <g>,
+ * return <eslEAMBIGUOUS>.
+ */
+static int
+get_optidx_abbrev(ESL_GETOPTS *g, char *optname, int n, int *ret_opti)
+{
+ int nmatch = 0;
+ int i;
+
+ if (n == 0) /* unless we're told otherwise: */
+ n = strlen(optname); /* all of optname abbrev must match against the real name */
+
+ for (i = 0; i < g->nopts; i++)
+ if (strncmp(g->opt[i].name, optname, n) == 0)
+ {
+ nmatch++;
+ *ret_opti = i;
+ if (n == strlen(g->opt[i].name)) break; /* an exact match; can stop now */
+ }
+ if (nmatch > 1) return eslEAMBIGUOUS;
+ if (nmatch == 0) return eslENOTFOUND;
+ return eslOK;
+}
+/*----------- end of private functions for retrieving option indices -------------*/
+
+
+
+/*****************************************************************
+ * Private functions for processing options out of a command line
+ *****************************************************************/
+
+/* esl_getopts():
+ *
+ * Get the next option in argv[], and its argument (if any),
+ * and pass this information back via <ret_opti> (index of
+ * next option) and <ret_optarg).
+ *
+ * Return <eslOK> on success, <eslEOD> if we're out of
+ * options.
+ *
+ * Returns <eslESYNTAX> and sets <g->errbuf> to a useful error
+ * message if something's wrong with one of the user's options.
+ *
+ * Throws <eslEINVAL> if something's wrong internally with the
+ * <ESL_OPTIONS> structure.
+ */
+static int
+esl_getopts(ESL_GETOPTS *g, int *ret_opti, char **ret_optarg)
+{
+ *ret_optarg = NULL;
+
+ /* Check to see if we've run out of options.
+ * A '-' by itself is an argument (e.g. "read from stdin"), not an option.
+ */
+ if (g->optstring == NULL &&
+ (g->optind >= g->argc || g->argv[g->optind][0] != '-' || strcmp(g->argv[g->optind], "-") == 0))
+ return eslEOD; /* normal end-of-data (end of options) return */
+
+ /* Check to see if we're being told that this is the end
+ * of the options with the special "--" flag.
+ */
+ if (g->optstring == NULL &&
+ strcmp(g->argv[g->optind], "--") == 0)
+ {
+ g->optind++;
+ return eslEOD; /* also a normal end-of-data return */
+ }
+
+ /* We have an option: an argv element that starts with -, but is
+ * not "-" or "--".
+ *
+ * We know the strncmp() test is ok for 2 chars, because if the option was
+ * 1 char, we would've already caught it above (either it's a bare "-"
+ * or it's a single non-option char, and in either case it's not an option
+ * and we returned eslEOD.
+ *
+ * Watch out for the case where we're in the middle of a concatenated optstring
+ * of single-letter options, a la -abc
+ */
+ if (g->optstring == NULL && strncmp(g->argv[g->optind], "--", 2) == 0)
+ return process_longopt(g, ret_opti, ret_optarg);
+ else
+ return process_stdopt(g, ret_opti, ret_optarg);
+}
+
+/* process_longopt():
+ *
+ * optind is sitting on a long option, w/ syntax of one of these forms:
+ * --foo
+ * --foo arg
+ * --foo=arg
+ * (GNU getopt long option syntax.)
+ *
+ * Allow unambiguous abbreviations of long options when matching;
+ * e.g. --foo is ok for matching a long option --foobar.
+ *
+ * Returns <eslOK> on success, returning the option number through
+ * <ret_opti>, and a ptr to its argument through <ret_optarg> (or NULL
+ * if this option takes no argument.) Internally, g->optind is
+ * advanced to next argv element (+1, +2, +1, respectively, for --foo,
+ * --foo arg, --foo=arg).
+ *
+ * Returns <eslESYNTAX> and sets a useful error mesg in <g->errbuf> if:
+ * 1. Option can't be found in opt[].
+ * 2. Option abbreviation is ambiguous, matching opt[] nonuniquely.
+ * 3. Option takes an argument, but no argument found.
+ * 4. Option does not take an argument, but one was provided by =arg syntax.
+ * All of these are user input errors.
+
+ */
+static int
+process_longopt(ESL_GETOPTS *g, int *ret_opti, char **ret_optarg)
+{
+ int opti; /* option number found */
+ char *argptr; /* ptr to arg in --foo=arg syntax */
+ int n; /* length of argv elem's option part (up to = or \0) */
+ int status;
+
+ /* Deal with options of syntax "--foo=arg" w/o modifying argv.
+ */
+ if ((argptr = strchr(g->argv[g->optind], '=')) != NULL)
+ { n = argptr - g->argv[g->optind]; argptr++; } /* bump argptr off the = to the arg itself */
+ else
+ { n = strlen(g->argv[g->optind]); } /* and argptr == NULL from above. */
+
+ /* Figure out which option this is.
+ * The trick here is to allow abbreviations, and identify
+ * ambiguities while we're doing it. (GNU getopt allows abbrevs.)
+ */
+ status = get_optidx_abbrev(g, g->argv[g->optind], n, &opti);
+ if (status == eslEAMBIGUOUS)
+ ESL_FAIL(eslESYNTAX, g->errbuf, "Abbreviated option \"%.24s\" is ambiguous.", g->argv[g->optind]);
+ else if (status == eslENOTFOUND)
+ ESL_FAIL(eslESYNTAX, g->errbuf, "No such option \"%.24s\".", g->argv[g->optind]);
+ else if (status != eslOK)
+ ESL_EXCEPTION(eslEINCONCEIVABLE, g->errbuf, "Something went wrong with option \"%.24s\".", g->argv[g->optind]);
+
+ *ret_opti = opti;
+ g->optind++; /* optind was on the option --foo; advance the counter to next argv element */
+
+ /* Find the argument, if there is supposed to be one.
+ */
+ if (g->opt[opti].type != eslARG_NONE)
+ {
+ if (argptr != NULL) /* if --foo=arg syntax, then we already found it */
+ *ret_optarg = argptr;
+ else if (g->optind >= g->argc)
+ ESL_FAIL(eslESYNTAX, g->errbuf, "Option %.24s requires an argument.", g->opt[opti].name);
+ else { /* "--foo 666" style, with a space */
+ *ret_optarg = g->argv[g->optind++]; /* assign optind as the arg, advance counter */
+
+ /* Watch out for options masquerading as missing arguments. */
+ if ((g->opt[opti].type == eslARG_STRING || g->opt[opti].type == eslARG_INFILE || g->opt[opti].type == eslARG_OUTFILE)
+ && **ret_optarg == '-')
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Arg looks like option? Use %.24s=%.24s if you really mean it.",
+ g->opt[opti].name, *ret_optarg);
+ }
+ }
+ else /* if there's not supposed to be an arg, but there is, then die */
+ {
+ if (argptr != NULL)
+ ESL_FAIL(eslESYNTAX, g->errbuf, "Option %.24s does not take an argument.", g->opt[opti].name);
+ *ret_optarg = NULL;
+ }
+ return eslOK;
+}
+
+/* process_stdopt():
+ *
+ * Either we're in the middle of working on an optstring (and optind
+ * is sitting on the next argv element, which may be an argument of
+ * the last char in the optstring), or optind is sitting on a "-"
+ * option and we should start working on a new optstring. That is,
+ * we're dealing with standard one-char options, which may be
+ * concatenated into an optstring.
+ *
+ * Only the last optchar in a optstring may take an argument. The argument
+ * is either the remainder of the argv element (if any) or if not, the
+ * next argv element.
+ *
+ * Examples of syntax:
+ * -a
+ * -W arg
+ * -Warg
+ * -abc
+ * -abcW arg
+ * -abcWarg
+ *
+ * Process next optchar; return <eslOK> on success, returning option
+ * number through <ret_opti> and a pointer to any argument through
+ * <ret_optarg>. Internally, optind is advanced to the next argv element;
+ * either 0, +1, or +2, depending on whether we're still processing an
+ * optstring from a prev optind, starting a new optstring, or reading
+ * a "-W arg" form, respectively.
+ *
+ * Returns <eslESYNTAX> and sets <g->errbuf> to a helpful error mesg if:
+ * 1. The option doesn't exist.
+ * 2. The option takes an argument, but none was found.
+ * 3. The option takes an untypechecked argument (eslARG_STRING,
+ * eslARG_INFILE, or eslARG_OUTFILE), the argument is unattached
+ * (space-delimited), and it appears to be an option instead of
+ * an argument, because it starts with '-'.
+ * All these are user input errors.
+ */
+static int
+process_stdopt(ESL_GETOPTS *g, int *ret_opti, char **ret_optarg)
+{
+ int opti;
+
+ /* Do we need to start a new optstring in a new argv element?
+ * (as opposed to still being in an optstring from a prev parse)
+ */
+ if (g->optstring == NULL)
+ g->optstring = g->argv[g->optind++]+1; /* init optstring on first option char; advance optind */
+
+ /* Figure out what option this optchar is
+ */
+ for (opti = 0; opti < g->nopts; opti++)
+ if (*(g->optstring) == g->opt[opti].name[1]) break; /* this'll also fail appropriately for long opts. */
+ if (opti == g->nopts)
+ ESL_FAIL(eslESYNTAX, g->errbuf, "No such option \"-%c\".", *(g->optstring));
+ *ret_opti = opti;
+
+ /* Find the argument, if there's supposed to be one */
+ if (g->opt[opti].type != eslARG_NONE)
+ {
+ if (*(g->optstring+1) != '\0') /* attached argument case, a la -Warg */
+ *ret_optarg = g->optstring+1;
+ else if (g->optind < g->argc) { /* unattached argument; assign optind, advance counter */
+ *ret_optarg = g->argv[g->optind++];
+
+ /* Watch out for options masquerading as missing arguments. */
+ if ((g->opt[opti].type == eslARG_STRING || g->opt[opti].type == eslARG_INFILE || g->opt[opti].type == eslARG_OUTFILE)
+ && **ret_optarg == '-')
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Arg looks like option? Use %.24s%.24s if you really mean it.",
+ g->opt[opti].name, *ret_optarg);
+ } else
+ ESL_FAIL(eslESYNTAX, "Option %.24s requires an argument", g->opt[opti].name);
+
+ g->optstring = NULL; /* An optchar that takes an arg must terminate an optstring. */
+ }
+ else /* if there's not supposed to be an argument, then check if we're still in an optstring */
+ {
+ *ret_optarg = NULL;
+ if (*(g->optstring+1) != '\0') /* yup, we're still in an optstring */
+ g->optstring++;
+ else
+ g->optstring = NULL; /* nope, that's it; move to next field in args */
+ }
+ return eslOK;
+}
+/*----------- end of private functions for processing command line options -------------*/
+
+
+
+
+/*****************************************************************
+ * Private functions for type and range checking.
+ *****************************************************************/
+
+/* verify_type_and_range():
+ *
+ * Implementation of type and range checking for options.
+ *
+ * Given a value <val> (as a string) for option <i> in the option
+ * object <g>, verify that <val> satisfies the appropriate type and
+ * range. If successful, return <eslOK>.
+ *
+ * The <setby> flag is used to help format useful error messages,
+ * by saying who was responsible for a bad <val>.
+ *
+ * Returns: <eslOK> on success.
+ * Returns <eslESYNTAX> if <val> fails type/range checking,
+ * and <g->errbuf> is set to contain an error report for the user.
+ *
+ * Throws: <eslEINVAL>: a range string format was bogus.
+ * <eslEINCONCEIVABLE>: "can't happen" internal errors.
+ */
+static int
+verify_type_and_range(ESL_GETOPTS *g, int i, char *val, int setby)
+{
+ char *where;
+
+ if (setby == eslARG_SETBY_DEFAULT) where = "as default";
+ else if (setby == eslARG_SETBY_CMDLINE) where = "on cmdline";
+ else if (setby == eslARG_SETBY_ENV) where = "in env";
+ else if (setby >= eslARG_SETBY_CFGFILE) where = "in cfgfile";
+
+ /* A special case: Any option may be "unset" by default by having a
+ * NULL default value. Thus, for instance, an eslARG_REAL can be
+ * off by default, or set to a value by a command line option.
+ */
+ if (setby == eslARG_SETBY_DEFAULT && val == NULL)
+ return eslOK;
+
+ switch (g->opt[i].type) {
+ case eslARG_NONE:
+ /* treat as unchecked, because val may be "on", 0x1, "true", etc.:
+ * any non-NULL ptr means on, and NULL means off.
+ */
+ break;
+
+ case eslARG_INT:
+ if (! is_integer(val))
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s takes integer arg; got %.24s %s",
+ g->opt[i].name, val, where);
+
+ if (verify_integer_range(val, g->opt[i].range) != eslOK)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "option %.24s takes integer arg in range %.24s; got %.24s %s",
+ g->opt[i].name, g->opt[i].range, val, where);
+ break;
+
+ case eslARG_REAL:
+ if (! is_real(val))
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s takes real-valued arg; got %.24s %s",
+ g->opt[i].name, val, where);
+
+ if (verify_real_range(val, g->opt[i].range) != eslOK)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s takes real-valued arg in range %.24s; got %.24s %s",
+ g->opt[i].name, g->opt[i].range, val, where);
+ break;
+
+ case eslARG_CHAR:
+ if (strlen(g->val[i]) > 1)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s takes char arg; got %.24s %s",
+ g->opt[i].name, val, where);
+
+ if (verify_char_range(val, g->opt[i].range) != eslOK)
+ ESL_FAIL(eslESYNTAX, g->errbuf,
+ "Option %.24s takes char arg in range %.24s; got %.24s %s",
+ g->opt[i].name, g->opt[i].range, val, where);
+ break;
+
+ case eslARG_STRING: /* unchecked type. */
+ case eslARG_INFILE:
+ case eslARG_OUTFILE:
+ if (g->opt[i].range != NULL)
+ ESL_EXCEPTION(eslEINVAL, "option %s takes a string arg that can't be range checked", g->opt[i].name);
+ break;
+
+ default:
+ ESL_EXCEPTION(eslEINVAL, "no such argument type");
+ }
+
+ return eslOK;
+}
+
+/* Function: is_integer()
+ *
+ * Returns TRUE if <s> points to something that atoi() will parse
+ * completely and convert to an integer.
+ */
+static int
+is_integer(char *s)
+{
+ int hex = 0;
+
+ if (s == NULL) return 0;
+ while (isspace((int) (*s))) s++; /* skip whitespace */
+ if (*s == '-' || *s == '+') s++; /* skip leading sign */
+ /* skip leading conversion signals */
+ if ((strncmp(s, "0x", 2) == 0 && (int) strlen(s) > 2) ||
+ (strncmp(s, "0X", 2) == 0 && (int) strlen(s) > 2))
+ {
+ s += 2;
+ hex = 1;
+ }
+ else if (*s == '0' && (int) strlen(s) > 1)
+ s++;
+ /* examine remainder for garbage chars */
+ if (!hex)
+ while (*s != '\0')
+ {
+ if (!isdigit((int) (*s))) return 0;
+ s++;
+ }
+ else
+ while (*s != '\0')
+ {
+ if (!isxdigit((int) (*s))) return 0;
+ s++;
+ }
+ return 1;
+}
+
+
+/* is_real()
+ *
+ * Returns TRUE if <s> is a string representation
+ * of a valid floating point number, convertable
+ * by atof().
+ */
+static int
+is_real(char *s)
+{
+ int gotdecimal = 0;
+ int gotexp = 0;
+ int gotreal = 0;
+
+ if (s == NULL) return 0;
+
+ while (isspace((int) (*s))) s++; /* skip leading whitespace */
+ if (*s == '-' || *s == '+') s++; /* skip leading sign */
+
+ /* Examine remainder for garbage. Allowed one '.' and
+ * one 'e' or 'E'; if both '.' and e/E occur, '.'
+ * must be first.
+ */
+ while (*s != '\0')
+ {
+ if (isdigit((int) (*s))) gotreal++;
+ else if (*s == '.')
+ {
+ if (gotdecimal) return 0; /* can't have two */
+ if (gotexp) return 0; /* e/E preceded . */
+ else gotdecimal++;
+ }
+ else if (*s == 'e' || *s == 'E')
+ {
+ if (gotexp) return 0; /* can't have two */
+ else gotexp++;
+ }
+ else if (isspace((int) (*s)))
+ break;
+ s++;
+ }
+
+ while (isspace((int) (*s))) s++; /* skip trailing whitespace */
+ if (*s == '\0' && gotreal) return 1;
+ else return 0;
+}
+
+
+/* verify_integer_range():
+ *
+ * Returns <eslOK> if the string <arg>, when converted to an integer
+ * by atoi(), gives a value that lies within the given <range>, if
+ * <range> is non-NULL. (If <range> is NULL, there is no constraint on
+ * the range of this <arg>, so return TRUE.) Else, <arg> does not lie
+ * in the <range>; return <eslERANGE> (a user input error). If <range>
+ * itself is misformatted, return <eslEINVAL> (a coding error).
+ *
+ * Range must be in one of three formats, matched
+ * by these regexps (though regexps aren't used by the
+ * parser):
+ * n>=?(\d+) lower bound
+ * n<=?(\d+) upper bound
+ * (\d+)<=?n<=?(\d+) lower and upper bound
+ * Optional = signs indicate whether a bound is
+ * inclusive or not. The "n" character indicates the
+ * given integer value.
+ *
+ * Returns: <eslOK>: <arg> is within allowed <range>.
+ * <eslERANGE>: <arg> is not within allowed <range>.
+ * <eslEINVAL>: something wrong with <range> string.
+ */
+static int
+verify_integer_range(char *arg, char *range)
+{
+ int n;
+ int upper, lower; /* upper, lower bounds */
+ char *up, *lp;
+ int geq, leq; /* use >=, <= instead of >, < */
+
+ if (range == NULL) return eslOK;
+ n = atoi(arg);
+
+ if (parse_rangestring(range, 'n', &lp, &geq, &up, &leq) != eslOK) return eslEINVAL;
+
+ if (lp != NULL) {
+ lower = atoi(lp);
+ if ((geq && ! (n >= lower)) || (!geq && !(n > lower))) return eslERANGE;
+ }
+
+ if (up != NULL) {
+ upper = atoi(up);
+ if ((leq && ! (n <= upper)) || (!leq && !(n < upper))) return eslERANGE;
+ }
+ return eslOK;
+}
+
+
+
+/* verify_real_range():
+ *
+ * Verify that a string <arg>, when converted to a
+ * double-precision real by atof(), gives a value that lies
+ * within the range defined by <range>. If <range> is NULL,
+ * there is no range constraint, and any <arg> is valid.
+ *
+ * Returns: <eslOK>: <arg> is within allowed <range>.
+ * <eslERANGE>: <arg> is not within allowed <range>.
+ * <eslEINVAL>: something wrong with <range> string.
+ */
+static int
+verify_real_range(char *arg, char *range)
+{
+ double x;
+ double upper, lower; /* upper, lower bounds */
+ char *up, *lp;
+ int geq, leq; /* use >=, <= instead of >, < */
+
+ if (range == NULL) return eslOK;
+ x = atof(arg);
+
+ if (parse_rangestring(range, 'x', &lp, &geq, &up, &leq) != eslOK)
+ return eslEINVAL;
+
+ if (lp != NULL)
+ {
+ lower = atof(lp);
+ if ((geq && ! (x >= lower)) || (!geq && !(x > lower)))
+ return eslERANGE;
+ }
+
+ if (up != NULL)
+ {
+ upper = atof(up);
+ if ((leq && ! (x <= upper)) || (!leq && !(x < upper)))
+ return eslERANGE;
+ }
+ return eslOK;
+}
+
+
+/* verify_char_range():
+ *
+ * Verify that a string <arg>, when interpreted as a single
+ * char argument, is a character that lies within the defined
+ * <range>. If <range> is NULL, there is no range constraint,
+ * and any <arg> is valid.
+ *
+ * Currently, <range> expression is limited to ASCII chars that can be
+ * expressed as single chars. Could improve by allowing integer ASCII
+ * codes, or backslash escapes.
+ *
+ * Returns: <eslOK>: <arg> is within allowed <range>.
+ * <eslERANGE>: <arg> is not within allowed <range>.
+ * <eslEINVAL>: something wrong with <range> string.
+ */
+static int
+verify_char_range(char *arg, char *range)
+{
+ char c;
+ char *upper, *lower;
+ int geq, leq; /* use >=, <= instead of >, < */
+
+ if (range == NULL) return eslOK;
+ c = *arg;
+
+ if (parse_rangestring(range, 'c', &lower, &geq, &upper, &leq) != eslOK)
+ return eslEINVAL;
+
+ if (lower != NULL)
+ {
+ if ((geq && ! (c >= *lower)) || (!geq && !(c > *lower)))
+ return eslERANGE;
+ }
+
+ if (upper != NULL)
+ {
+ if ((leq && ! (c <= *upper)) || (!leq && !(c < *upper)))
+ return eslERANGE;
+ }
+ return eslOK;
+}
+
+
+
+/* parse_rangestring():
+ *
+ * Given a range definition string in one of the following forms:
+ * c>=?(\d+) lower bound
+ * c<=?(\d+) upper bound
+ * (\d+)<=?c<=?(\d+) lower and upper bound
+ * where <c> is a one-character marker expected for the
+ * argument type ('n' for integers, 'f' for floating-point values,
+ * 'c' for characters).
+ *
+ * Sets pointers to upper and lower bound strings, for parsing by
+ * atoi() or atof() as appropriate.
+ * Sets geq, leq flags to TRUE if bounds are supposed to be inclusive.
+ *
+ * Returns <eslOK> on success, <eslEINVAL> if the range string
+ * is invalid. No errors are thrown here, so caller can format a
+ * useful error message if range string is bogus.
+ */
+static int
+parse_rangestring(char *range, char c, char **ret_lowerp, int *ret_geq, char **ret_upperp, int *ret_leq)
+{
+ char *ptr;
+
+ *ret_geq = *ret_leq = FALSE; /* 'til proven otherwise */
+ *ret_lowerp = *ret_upperp = NULL; /* 'til proven otherwise */
+
+ if ((ptr = strchr(range, c)) == NULL) return eslEINVAL;
+ if (ptr == range) /* we're "n>=a" or "n<=b" form, where n came first */
+ {
+ if (ptr[1] == '>') /* "n>=a" form; lower bound */
+ {
+ if (ptr[2] == '=') { *ret_geq = TRUE; *ret_lowerp = ptr+3; }
+ else *ret_lowerp = ptr+2;
+ }
+ else if (ptr[1] == '<') /* "n<=a" form; upper bound */
+ {
+ if (ptr[2] == '=') { *ret_leq = TRUE; *ret_upperp = ptr+3; }
+ else *ret_upperp = ptr+2;
+ }
+ else return eslEINVAL;
+ }
+ else /* we're in a<=n<=b form; upper bound after n, lower before */
+ {
+ if (*(ptr+1) != '<') return eslEINVAL;
+ if (*(ptr+2) == '=') { *ret_leq = TRUE; *ret_upperp = ptr+3; } else *ret_upperp = ptr+2;
+
+ ptr--;
+ if (*ptr == '=') { *ret_geq = TRUE; ptr--; }
+ if (*ptr != '<') return eslEINVAL;
+ *ret_lowerp = range; /* start of string */
+ }
+ return eslOK;
+}
+
+/*-------------- end of private type/range-checking functions ----------------*/
+
+
+
+
+/*****************************************************************
+ * Private functions for checking optlists (toggles, required options,
+ * and incompatible options
+ *****************************************************************/
+
+/* process_optlist():
+ *
+ * Given a pointer <s> to the next option name in
+ * a comma-delimited list, figure out what option
+ * this is; set <ret_opti> to its index. If another
+ * option remains in the optlist, reset <s> to
+ * the start of it, for the next call to process_optlist().
+ * If no options remain after this one, reset <s> to NULL.
+ *
+ * Returns: <eslOK> if an option has been successfully parsed
+ * out of the list and <ret_opti> is valid;
+ * <eslEOD> if no more option remains (<s> is NULL,
+ * or points to a \0).
+ * <eslEINVAL> if an option in the list isn't
+ * recognized (a coding error).
+ */
+static int
+process_optlist(ESL_GETOPTS *g, char **ret_s, int *ret_opti)
+{
+ char *s;
+ int i;
+ int n;
+
+ if ((s = *ret_s) == NULL) return eslEOD;
+ if (*s == '\0') return eslEOD;
+
+ n = strcspn(s, ",");
+
+ /* a little weak here; we're only matching a n-long prefix, so we're
+ * not going to catch the case where the optlist contains a
+ * truncated, ambiguous optionname. but optlists are not user
+ * input, so the answer to this problem is "don't do that".
+ */
+ for (i = 0; i < g->nopts; i++)
+ if (strncmp(g->opt[i].name, s, n) == 0) break;
+ if (i == g->nopts) return eslEINVAL;
+
+ *ret_opti = i;
+ if (s[n] == ',') *ret_s = s+n+1;
+ else *ret_s = NULL;
+
+ return eslOK;
+}
+
+/*------- end of private functions for processing optlists -----------*/
+
+
+
+/*****************************************************************
+ * 6. Test driver.
+ *****************************************************************/
+
+#ifdef eslGETOPTS_TESTDRIVE
+/* gcc -g -Wall -o test -I. -DeslGETOPTS_TESTDRIVE esl_getopts.c easel.c
+ */
+#include <stdlib.h>
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+
+/*::cexcerpt::getopts_bigarray::begin::*/
+#define BGROUP "-b,--no-b"
+static ESL_OPTIONS options[] = {
+ /* name type default env_var range toggles req incompat help docgroup */
+ { "-a", eslARG_NONE, FALSE,"FOOTEST",NULL, NULL, NULL, NULL, "toggle a on", 1 },
+ { "-b", eslARG_NONE, FALSE, NULL, NULL, BGROUP, NULL, NULL, "toggle b on", 1 },
+ { "--no-b", eslARG_NONE,"TRUE", NULL, NULL, BGROUP, NULL, NULL, "toggle b off", 1 },
+ { "-c", eslARG_CHAR, "x", NULL,"a<=c<=z",NULL, NULL, NULL, "character arg", 2 },
+ { "-n", eslARG_INT, "0", NULL,"0<=n<10",NULL, NULL, NULL, "integer arg", 2 },
+ { "-x", eslARG_REAL, "0.8", NULL, "0<x<1", NULL, NULL, NULL, "real-value arg", 2 },
+ { "--lowx", eslARG_REAL, "1.0", NULL, "x>0", NULL, NULL, NULL, "real arg with lower bound", 2 },
+ { "--hix", eslARG_REAL, "0.9", NULL, "x<1", NULL, NULL, NULL, "real arg with upper bound", 2 },
+ { "--lown", eslARG_INT, "42", NULL, "n>0", NULL,"-a,-b", NULL, "int arg with lower bound", 2 },
+ { "--hin", eslARG_INT, "-1", NULL, "n<0", NULL, NULL,"--no-b","int arg with upper bound", 2 },
+ { "--host", eslARG_STRING, "","HOSTTEST",NULL, NULL, NULL, NULL, "string arg with env var", 3 },
+ { "--multi",eslARG_STRING,NULL, NULL, NULL, NULL, NULL, NULL, "test quoted configfile arg",3 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+/*::cexcerpt::getopts_bigarray::end::*/
+
+int
+main(void)
+{
+ ESL_GETOPTS *go;
+ char file1[32] = "esltmpXXXXXX";
+ char file2[32] = "esltmpXXXXXX";
+ FILE *f1, *f2;
+
+ /* Declare a "command line" internally.
+ */
+ int argc = 9; /* progname; 5 options; 2 args */
+ char *argv[] = { "progname", "-bc", "y", "-n9", "--hix=0.0", "--lown", "43", "arg1", "2005" };
+
+ /* Create a config file #1.
+ */
+ if (esl_tmpfile_named(file1, &f1) != eslOK) esl_fatal("failed to create named tmpfile 1");
+ fprintf(f1, "# Test config file #1\n");
+ fprintf(f1, "#\n");
+ fprintf(f1, "-b\n");
+ fprintf(f1, "-n 3\n");
+ fprintf(f1, "-x 0.5\n");
+ fprintf(f1, "--multi \"one two three\"\n");
+ fclose(f1);
+
+ /* Create config file #2.
+ */
+ if (esl_tmpfile_named(file2, &f2) != eslOK) esl_fatal("failed to create named tmpfile 2");
+ fprintf(f2, "# Test config file #2\n");
+ fprintf(f2, "#\n");
+ fprintf(f2, "--no-b\n");
+ fprintf(f2, "--hin -33\n");
+ fprintf(f2, "--host www.nytimes.com\n");
+ fclose(f2);
+
+ /* Put some test vars in the environment.
+ */
+ putenv("FOOTEST=");
+ putenv("HOSTTEST=wasp.cryptogenomicon.org");
+
+ /* Open the test config files for reading.
+ */
+ if ((f1 = fopen(file1, "r")) == NULL) esl_fatal("getopts fopen() 1 failed");
+ if ((f2 = fopen(file2, "r")) == NULL) esl_fatal("getopts fopen() 2 failed");
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessConfigfile(go, file1, f1) != eslOK) esl_fatal("getopts failed to process config file 1");
+ if (esl_opt_ProcessConfigfile(go, file2, f2) != eslOK) esl_fatal("getopts failed to process config file 2");
+ if (esl_opt_ProcessEnvironment(go) != eslOK) esl_fatal("getopts failed to process environment");
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) esl_fatal("getopts failed to process command line");
+ if (esl_opt_VerifyConfig(go) != eslOK) esl_fatal("getopts config fails validation");
+
+ fclose(f1);
+ fclose(f2);
+
+ if (esl_opt_GetBoolean(go, "-a") != TRUE) esl_fatal("getopts failed on -a"); /* -a is ON: by environment */
+ if (esl_opt_GetBoolean(go, "-b") != TRUE) esl_fatal("getopts failed on -b"); /* -b is toggled twice, ends up ON */
+ if (esl_opt_GetBoolean(go, "--no-b") != FALSE) esl_fatal("getopts failed on --no-b"); /* so --no-b is OFF */
+ if (esl_opt_GetChar (go, "-c") != 'y') esl_fatal("getopts failed on -c"); /* set to y on cmdline in an optstring */
+ if (esl_opt_GetInteger(go, "-n") != 9) esl_fatal("getopts failed on -n"); /* cfgfile, then on cmdline as linked arg*/
+ if (esl_opt_GetReal (go, "-x") != 0.5) esl_fatal("getopts failed on -x"); /* cfgfile #1 */
+ if (esl_opt_GetReal (go, "--lowx") != 1.0) esl_fatal("getopts failed on --lowx"); /* stays at default */
+ if (esl_opt_GetReal (go, "--hix") != 0.0) esl_fatal("getopts failed on --hix"); /* arg=x format on cmdline */
+ if (esl_opt_GetInteger(go, "--lown") != 43) esl_fatal("getopts failed on --lown"); /* cmdline; requires -a -b */
+ if (esl_opt_GetInteger(go, "--hin") != -33) esl_fatal("getopts failed on --hin"); /* cfgfile 2; requires --no-b to be off */
+ if (strcmp(esl_opt_GetString(go, "--host"), "wasp.cryptogenomicon.org") != 0)
+ esl_fatal("getopts failed on --host"); /* cfgfile 2, then overridden by environment */
+ if (strcmp(esl_opt_GetString(go, "--multi"), "one two three") != 0)
+ esl_fatal("config file didn't handle quoted argument");
+
+ /* Now the two remaining argv[] elements are the command line args
+ */
+ if (esl_opt_ArgNumber(go) != 2) esl_fatal("getopts failed with wrong arg number");
+
+ if (strcmp("arg1", esl_opt_GetArg(go, 1)) != 0) esl_fatal("getopts failed on argument 1");
+ if (strcmp("2005", esl_opt_GetArg(go, 2)) != 0) esl_fatal("getopts failed on argument 2");
+
+ esl_getopts_Destroy(go);
+ remove(file1);
+ remove(file2);
+ exit(0);
+}
+
+#endif /*eslGETOPTS_TESTDRIVE*/
+/*-------------- end of test driver -------------------------*/
+
+/*****************************************************************
+ * 7. Example.
+ *****************************************************************/
+
+/* The starting example of "standard" getopts behavior, without
+ * any of the bells and whistles.
+ * Compile:
+ gcc -g -Wall -o example -I. -DeslGETOPTS_EXAMPLE esl_getopts.c easel.c
+ */
+#ifdef eslGETOPTS_EXAMPLE
+/*::cexcerpt::getopts_example::begin::*/
+#include <stdio.h>
+#include "easel.h"
+#include "esl_getopts.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type def env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0},
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "a boolean switch", 0},
+ { "-b", eslARG_NONE,"default",NULL,NULL, NULL, NULL, NULL, "another boolean switch", 0},
+ { "-n", eslARG_INT, "0", NULL, NULL, NULL, NULL, NULL, "an integer argument", 0},
+ { "-s", eslARG_STRING,"hi!", NULL, NULL, NULL, NULL, NULL, "a string argument", 0},
+ { "-x", eslARG_REAL, "1.0", NULL, NULL, NULL, NULL, NULL, "a real-valued argument", 0},
+ { "--file", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "long option, with filename arg", 0},
+ { "--char", eslARG_CHAR, "", NULL, NULL, NULL, NULL, NULL, "long option, with character arg",0},
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "Usage: ./example [-options] <arg>";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go;
+ char *arg;
+
+ if ((go = esl_getopts_Create(options)) == NULL) esl_fatal("Bad options structure\n");
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) esl_fatal("Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) esl_fatal("Failed to parse command line: %s\n", go->errbuf);
+
+ if (esl_opt_GetBoolean(go, "-h") == TRUE) {
+ puts(usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ return 0;
+ }
+ if (esl_opt_ArgNumber(go) != 1) esl_fatal("Incorrect number of command line arguments.\n%s\n", usage);
+
+ arg = esl_opt_GetArg(go, 1);
+
+ printf("Option -a: %s\n", esl_opt_GetBoolean(go, "-a") ? "on" : "off");
+ printf("Option -b: %s\n", esl_opt_GetBoolean(go, "-b") ? "on" : "off");
+ printf("Option -n: %d\n", esl_opt_GetInteger(go, "-n"));
+ printf("Option -s: %s\n", esl_opt_GetString( go, "-s"));
+ printf("Option -x: %f\n", esl_opt_GetReal( go, "-x"));
+ if (esl_opt_IsDefault(go, "--file"))
+ printf("Option --file: (not set)\n");
+ else
+ printf("Option --file: %s\n", esl_opt_GetString(go, "--file"));
+ printf("Option --char: %c\n", esl_opt_GetChar(go, "--char"));
+ printf("Cmdline arg: %s\n", arg);
+
+ esl_getopts_Destroy(go);
+ return 0;
+}
+/*::cexcerpt::getopts_example::end::*/
+#endif /*eslGETOPTS_EXAMPLE*/
+/*-------------- end of example ----------------------*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+
+
diff --git a/easel/esl_getopts.h b/easel/esl_getopts.h
new file mode 100644
index 0000000..3c2530c
--- /dev/null
+++ b/easel/esl_getopts.h
@@ -0,0 +1,111 @@
+/* Command line, config file, and environment variable
+ * configuration of an application. Extends standard
+ * UNIX/POSIX/GNU getopt().
+ *
+ * SVN $Id: esl_getopts.h 241 2008-04-01 19:01:52Z eddys $
+ * SRE, Thu Jan 13 08:38:28 2005 [St. Louis]
+ */
+#ifndef ESL_GETOPTS_INCLUDED
+#define ESL_GETOPTS_INCLUDED
+
+#include "easel.h"
+
+/* Object: ESL_OPTIONS
+ *
+ * The application main.c defines an array of <ESL_OPTIONS> structures to
+ * define what configuration options are used. The array is
+ * terminated by a structure containing { NULL, NULL, NULL, 0, NULL,
+ * NULL, NULL, NULL} (or more simply, just 0 in all 8 fields.)
+ */
+/*::cexcerpt::options_object::begin::*/
+typedef struct {
+ char *name; /* either short "-a" or long "--foo" style */
+ int type; /* arg type, for type checking: (eslARG_INT, etc.) */
+ char *defval; /* default setting, or NULL ("default" is a C keyword) */
+ char *envvar; /* associated environ var ("BLASTDB"), or NULL */
+ char *range; /* for range checking arg: ("0<=x<=1", etc.) */
+ char *toggle_opts; /* comma-sep'd optlist: turn these off if this opt is on */
+ char *required_opts; /* comma-sep'd optlist: these must also be set */
+ char *incompat_opts; /* comma-sep'd optlist: these must not be set */
+ char *help; /* help/usage string */
+ int docgrouptag; /* integer tag for documentation groups */
+} ESL_OPTIONS;
+/*::cexcerpt::options_object::end::*/
+
+/* Argument types: the "type" variable in <ESL_OPTIONS>.
+ */
+#define eslARG_NONE 0 /* option takes no argument (so, is boolean) */
+#define eslARG_INT 1 /* arg convertable by atoi() <n> */
+#define eslARG_REAL 2 /* arg convertable by atof() <x> */
+#define eslARG_CHAR 3 /* arg is a single character <c> */
+#define eslARG_STRING 4 /* unchecked arg type <s> */
+#define eslARG_INFILE 5 /* input file - same as string, shown as <f> */
+#define eslARG_OUTFILE 6 /* output file - same as string, shown as <f> */
+
+
+
+/* Object: ESL_GETOPTS
+ *
+ * An <ESL_GETOPTS> object is created to parse configuration
+ * from command line options, config file(s), and environment
+ * variables.
+ */
+typedef struct {
+ ESL_OPTIONS *opt; /* array of app-defined options */
+ int nopts; /* number of options */
+
+ int argc; /* argc from command line */
+ char **argv; /* argv from command line */
+ int optind; /* position in argc; eventually 1st arg idx */
+ int nfiles; /* # of cfgfiles that have been processed */
+
+ char **val; /* config'ed val for each option (as string) */
+ int *setby; /* array [0..nopts-1] for who set option i */
+ int *valloc; /* 0, or length of alloc for val[i] */
+
+ char *optstring; /* internal: ptr into string of 1-char opts in argv[] */
+
+ char errbuf[eslERRBUFSIZE]; /* buffer for reporting user error */
+} ESL_GETOPTS;
+
+
+/* Possible values of the <setby> variable in ESL_GETOPTS.
+ * Additionally, values of >3 also indicate a config file, in order
+ * of _ProcessConfigFile() calls (that is, setby=3 is the first
+ * config file, setby=4 is the second, etc.).
+ */
+#define eslARG_SETBY_DEFAULT 0
+#define eslARG_SETBY_CMDLINE 1
+#define eslARG_SETBY_ENV 2
+#define eslARG_SETBY_CFGFILE 3
+
+
+/* The visible API.
+ */
+extern ESL_GETOPTS *esl_getopts_Create(ESL_OPTIONS *opt);
+extern ESL_GETOPTS *esl_getopts_CreateDefaultApp(ESL_OPTIONS *options, int nargs, int argc, char **argv, char *banner, char *usage);
+extern void esl_getopts_Destroy(ESL_GETOPTS *g);
+extern void esl_getopts_Dump(FILE *ofp, ESL_GETOPTS *g);
+
+extern int esl_opt_ProcessConfigfile(ESL_GETOPTS *g, char *filename, FILE *fp);
+extern int esl_opt_ProcessEnvironment(ESL_GETOPTS *g);
+extern int esl_opt_ProcessCmdline(ESL_GETOPTS *g, int argc, char **argv);
+extern int esl_opt_VerifyConfig(ESL_GETOPTS *g);
+extern int esl_opt_ArgNumber(const ESL_GETOPTS *g);
+
+extern int esl_opt_IsDefault (const ESL_GETOPTS *g, char *optname);
+extern int esl_opt_GetBoolean(const ESL_GETOPTS *g, char *optname);
+extern int esl_opt_GetInteger(const ESL_GETOPTS *g, char *optname);
+extern double esl_opt_GetReal (const ESL_GETOPTS *g, char *optname);
+extern char esl_opt_GetChar (const ESL_GETOPTS *g, char *optname);
+extern char *esl_opt_GetString (const ESL_GETOPTS *g, char *optname);
+extern char *esl_opt_GetArg (const ESL_GETOPTS *g, int which);
+
+extern int esl_opt_DisplayHelp(FILE *ofp, ESL_GETOPTS *go, int docgroup, int indent, int textwidth);
+
+#endif /* ESL_GETOPTS_INCLUDED */
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_getopts.tex b/easel/esl_getopts.tex
new file mode 100644
index 0000000..cc7e510
--- /dev/null
+++ b/easel/esl_getopts.tex
@@ -0,0 +1,630 @@
+
+The \eslmod{getopts} module interprets UNIX command line syntax. It
+allows both standard POSIX one-character options and GNU-style long
+options, in addition to command line arguments. The implementation
+shares similarities with POSIX \ccode{getopt()} and GNU's
+\ccode{getopt\_long()}. It has additional abilities, at the cost of
+enforcing a specific style.
+
+Options can be set from the command line, environment variables, and
+one or more configuration files.
+
+Option arguments can be automatically checked for valid type
+(integers, real numbers, characters, or strings). Numeric arguments
+can also be checked for valid range (for instance, ensuring that a
+probability is in the range $0 \leq x \leq 1$).
+
+Options can be linked into ``toggle groups'', such that setting one
+option automatically unsets others.
+
+You can specify that an option isn't legal unless other required
+options are also set, or conversely that an option is incompatible
+with one or more other options.
+
+A standardized usage/help display for command line options can be
+printed directly from the internal information, including default
+values and range restrictions when line length allows.
+
+This is all configured by defining an array of \ccode{ESL\_OPTIONS}
+structures that provide the necessary information. This array is
+turned into a \ccode{ESL\_GETOPTS} object, which is used to determine
+and store the configuration state of your application according to the
+command line, environment variables, and configuration files.
+
+The \ccode{ESL\_GETOPTS} object can be queried directly when your
+program executes configuration-dependent steps. There is often no need
+to store configuration information in other variables in your
+program. This simplifies code structure, by allowing you to pass the
+complete configuration state of your application in one capsule to
+functions other than \ccode{main()}. This is especially useful in
+applications where \ccode{main()} is a dispatch wrapper, such as the
+masters and workers in a parallelized MPI program, for example.
+
+Table~\ref{tbl:getopts_api} lists the functions in the
+\eslmod{getopts} API. The module implements a \ccode{ESL\_GETOPTS}
+object that holds the configuration state of the application, and an
+\ccode{ESL\_OPTIONS} structure that contains information about one
+configurable option. An application defines an array of
+\ccode{ESL\_OPTIONS} to declare what options it will allow.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{the \ccode{ESL\_GETOPTS} object}\\
+\hyperlink{func:esl_getopts_Create()}{\ccode{esl\_getopts\_Create()}} & Create a new \ccode{ESL\_GETOPTS} object.\\
+\hyperlink{func:esl_getopts_Destroy()}{\ccode{esl\_getopts\_Destroy()}} & Destroys an \ccode{ESL\_GETOPTS} object.\\
+\hyperlink{func:esl_getopts_Dump()}{\ccode{esl\_getopts\_Dump()}} & Dumps a summary of a \ccode{ESL\_GETOPTS} configuration.\\
+\apisubhead{setting and testing a configuration}\\
+\hyperlink{func:esl_opt_ProcessConfigfile()}{\ccode{esl\_opt\_ProcessConfigfile()}} & Parses options in a config file.\\
+\hyperlink{func:esl_opt_ProcessEnvironment()}{\ccode{esl\_opt\_ProcessEnvironment()}} & Parses options in the environment.\\
+\hyperlink{func:esl_opt_ProcessCmdline()}{\ccode{esl\_opt\_ProcessCmdline()}} & Parses options from the command line.\\
+\hyperlink{func:esl_opt_VerifyConfig()}{\ccode{esl\_opt\_VerifyConfig()}} & Validates configuration after options are set.\\
+\hyperlink{func:esl_opt_ArgNumber()}{\ccode{esl\_opt\_ArgNumber()}} & Returns number of command line arguments.\\
+\apisubhead{retrieving option settings and arguments}\\
+\hyperlink{func:esl_opt_IsDefault()}{\ccode{esl\_opt\_IsDefault()}} & Returnes \ccode{TRUE} if option remained at default setting.\\
+\hyperlink{func:esl_opt_GetBoolean()}{\ccode{esl\_opt\_GetBoolean()}} & Retrieve \ccode{TRUE}/\ccode{FALSE} for a boolean option.\\
+\hyperlink{func:esl_opt_GetInteger()}{\ccode{esl\_opt\_GetInteger()}} & Retrieve value of an integer option.\\
+\hyperlink{func:esl_opt_GetReal()}{\ccode{esl\_opt\_GetReal()}} & Retrieve value of a real-valued option.\\
+\hyperlink{func:esl_opt_GetChar()}{\ccode{esl\_opt\_GetChar()}} & Retrieve value of a character option.\\
+\hyperlink{func:esl_opt_GetString()}{\ccode{esl\_opt\_GetString()}} & Retrieve value of a string option.\\
+\hyperlink{func:esl_opt_GetArg()}{\ccode{esl\_opt\_GetArg()}} & Retrieve numbered command line argument.\\
+\apisubhead{formatting option documentation}\\
+\hyperlink{func:esl_opt_DisplayHelp()}{\ccode{esl\_opt\_DisplayHelp()}} & Formats one-line help for each option.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{getopts} API.}
+\label{tbl:getopts_api}
+\end{table}
+
+
+
+\subsection{An example of using the getopts API}
+
+Figure~\ref{fig:getopts_example} shows an example of using five short
+options (including help) and two long options, without using any of
+getopts' optional validation or configuration mechanisms. The steps
+are:
+
+\begin{figure}
+\input{cexcerpts/getopts_example}
+\caption{An example of using the \eslmod{getopts} module.}
+\label{fig:getopts_example}
+\end{figure}
+
+\begin{itemize}
+\item The application defines an array of \ccode{ESL\_OPTIONS}
+ structures, one per option. Name, type, and default value fields
+ are required. The other fields are optional (though the help
+ string shouldn't be left NULL unless you're being lazy). The
+ array is terminated by an entry of all 0's.
+
+\item An application typically defines a helpful ``usage'' string,
+ which it prints out as part of help messages or error messages.
+ The \eslmod{getopts} module doesn't need this, though, so you're
+ free to format your messages however you like.
+
+\item A \ccode{ESL\_GETOPTS} object is created, using the options
+ array. At this point, all options are initialized to default
+ values inside the object.
+
+\item The application now processes option settings from the command
+ line, environment variables, and one or more configuration
+ files. The application can do this in any precedence order it
+ chooses. In the example, only the command line is processed.
+
+\item The call to \ccode{esl\_opt\_VerifyConfig(go)} validates the
+ configuration, before you attempt to retrieve any information
+ from it.
+
+\item Many of my applications (including Easel applications) typically
+ look for a \ccode{-h} option immediately, to print a short help
+ page. This isn't required by \eslmod{getopts}.
+
+\item The application will typically retrieve, validate, and store its
+ non-optional command line arguments in order and one at a time
+ using \ccode{esl\_opt\_GetArg()} calls early in the program.
+
+\item The application may then go off and do its thing, using
+ \ccode{\_Get*()} calls (and the \ccode{\_IsDefault()} call) to
+ retrieve option information when needed.
+
+\item On exit, the \ccode{ESL\_GETOPTS} object is free'd. This
+ object is the only place where memory is allocated. Any string
+ retrieved as an option or argument, for example, is a pointer
+ to internal memory maintained by the object. This makes it
+ dangerous to free the object until you know you're not accessing
+ any pointers it's returned to you, unless you've made copies.
+\end{itemize}
+
+An example of running this program:
+\begin{cchunk}
+ % ./example -ax 0.3 -n 42 --file foo --char x baz
+ Option -a: on
+ Option -b: on
+ Option -n: 42
+ Option -x: 0.300000
+ Option --file: foo
+ Option --char: x
+ Cmdline arg: baz
+\end{cchunk}
+
+Note that because we set the default value of \ccode{-b} to TRUE in
+this example, it is always on whether we use the \ccode{-b} option or
+not.
+
+
+
+
+
+\subsection{Defining options in the \ccode{ESL\_OPTIONS} array}
+
+Since you define your options in a static array of
+\ccode{ESL\_OPTIONS} structures, you need to know what an
+\ccode{ESL\_OPTIONS} structure contains. The \ccode{ESL\_OPTIONS}
+structure is declared in \ccode{getopts.h} as:
+
+\input{cexcerpts/options_object}
+
+Each of these fields in the options array is described in detail below:
+
+ \subsubsection{Legal option names}
+
+All options must start with '-'. Options that start with one '-' are
+\textbf{short options}. Options that start with \ccode{--} are
+\textbf{long options}.
+
+Short option names must be a single alphanumeric character: \ccode{-n}
+or \ccode{-1}, for example. Short options can be concatenated on the
+command line: \ccode{-abc} is the same as \ccode{-a -b -c}.
+
+Long option names should contain only alphanumeric characters,
+\ccode{-}, or \ccode{\_}: \ccode{--foo} or \ccode{--foo-tastic}, for
+example. They must not contain space, tab, newline, \ccode{=}, or
+\ccode{,} characters, which will certainly confuse the option argument
+parsers. Other characters may happen to work, but nonetheless should
+not be used. Long options can be abbreviated (unambiguously) on the
+command line: if \ccode{--foobar} is an option, \ccode{--f} works too,
+so long as no other long option starts with the same prefix
+\ccode{--f}.
+
+You should avoid using option names that look like negative numbers if
+any of your other options would accept that value as a valid argument,
+so that Easel can robustly detect when a user forgets an option
+argument on the command line. For example, if \ccode{-n} takes an
+integer argument and \ccode{-1} is an option, and a user types
+\ccode{-n -1} on a commandline, the \ccode{-1} will be parsed as
+\ccode{-n}'s option, even if the user meant the \ccode{-1} as an
+option and had forgotten to add an argument for \ccode{-n}.
+
+ \subsubsection{Type checking}
+
+Seven argument types are recognized:
+
+\begin{center}
+\begin{tabular}{lll}
+\textbf{flag} & \textbf{description} & \textbf{type checking} \\\hline
+\ccode{eslARG\_NONE} & Boolean switch (on/off) & n/a \\
+\ccode{eslARG\_INT} & integer & convertible by \ccode{atoi()}\\
+\ccode{eslARG\_REAL} & float or double & convertible by \ccode{atof()}\\
+\ccode{eslARG\_CHAR} & one character & single ASCII char \\
+\ccode{eslARG\_STRING} & any string & not checked\\
+\ccode{eslARG\_INFILE} & an input filename & not checked\\
+\ccode{eslARG\_OUTFILE} & an output filename & not checked\\
+\end{tabular}
+\end{center}
+
+All arguments are declared, configured, and stored internally as
+strings in a \ccode{ESL\_GETOPTS} object. For arguments that are
+declared to be of types \ccode{eslARG\_INT}, \ccode{eslARG\_REAL}, or
+\ccode{eslARG\_CHAR}, the string is checked to be sure it can be
+completely converted to the declared type.
+
+Strings are of type \ccode{eslARG\_STRING}, and since any string is
+valid (including a NULL pointer), this type is not checked. An
+application can also declare an argument to be of type
+\ccode{eslARG\_STRING} if for some reason it wants to bypass type
+checking. The application would recover the option setting with
+\ccode{esl\_opt\_GetStringOption()} and then deal with any type
+conversion itself.
+
+Input and output filenames can be declared as \ccode{eslARG\_INFILE}
+and \ccode{eslARG\_OUTFILE}, respectively. Currently both are unchecked
+types that are treated the same as a \ccode{eslARG\_STRING}, except
+that their arguments are indicated as \ccode{<f>} instead of
+\ccode{<s>} in help output. In the future, it might be useful to
+automatically check that input files exist and can be read, and that
+output files can be written.
+
+ \subsubsection{Default values}
+
+Since the \ccode{ESL\_GETOPTS} object stores all values internally as
+strings, default settings in the options array are also all provided
+as strings.
+
+For boolean defaults, \ccode{NULL}, \ccode{FALSE}, or 0 are
+interpreted as \ccode{FALSE}, and any non-NULL string is interpreted
+as \ccode{TRUE}. For a boolean option that is \ccode{TRUE} by
+default, the only place where the string value matters is in
+formatting option help, where this string will be displayed as the
+default setting. Therefore, strings like \ccode{"default"},
+\ccode{"on"}, or \ccode{"true"} would be typical. Note that the syntax
+here is a little weird. The quotes around \ccode{"TRUE"} and the
+absence of quotes around \ccode{FALSE} are important. \ccode{FALSE},
+\ccode{NULL}, and \ccode{0} are all identical (null pointers) in the
+internal representation.
+
+Integer, real-valued, and character arguments must be provided as
+strings: ``42'' not 42, ``1.0'' not 1.0, and ``x'' not 'x'. String
+arguments can be set to any string.
+
+Sometimes you want to have an option that is off by default, but can
+be optionally set to a value. That is, you may want to combine a
+boolean switch and a integer-, real-, char-, or string-valued
+option. To do this, the default value of any option type may be
+\ccode{NULL}, which means ``unset''. When your code checks for the
+value of such an option, it must first use
+\ccode{esl\_opt\_IsDefault()} to check if it remained unset, before
+attempting to \ccode{esl\_opt\_Get*()} the value.
+
+There is no way to turn a boolean option off by a command line option,
+environment variable, or configuration file. Booleans (and strings,
+for that matter) can only be turned on when their option is
+selected. Booleans can be set to off by default, or toggled off
+indirectly by another option is turned on (see the section on toggle
+groups further below). Thus the workaround is to provide a
+counteroption (to turn \ccode{-b} off, provide an option
+\ccode{--no-b}), and toggle-tie them together.
+
+
+
+ \subsubsection{Connecting an option to an environment variable}
+
+When a non-NULL environment variable name is connected to an option,
+\ccode{esl\_opt\_ProcessEnvironment()} will look for that name in the
+environment and sets the option value accordingly. Boolean options are
+set by setting the environment variable with no argument, for instance
+(in a C-shell),
+
+\begin{cchunk}
+ % setenv FOO_DEBUGGING
+\end{cchunk}
+
+and other options are set by setting the envvar to the appropriate
+argument, for instance (in a C-shell),
+
+\begin{cchunk}
+ % setenv FOO_DEBUG_LEVEL 5
+\end{cchunk}
+
+
+
+ \subsubsection{Range checking}
+
+If a non-NULL range is provided, a configured argument (including the
+specified default setting) will be checked to be sure it satisfies a
+lower bound, upper bound, or both. Range checking only applies to
+integer, real, and char arguments. Boolean and string arguments should
+set their range fields to NULL.
+
+In a range string, a character \ccode{n}, \ccode{x}, or \ccode{c} is
+used to represent the argument. Bounds may either be exclusive ($<$ or
+$>$) or inclusive ($>=$ or $<=$). Examples of range strings specifying
+lower bounds are \ccode{"n>=0"}, \ccode{"x>1.0"}, and
+\ccode{"c>=A"}. Examples of range strings specifying upper bounds are
+\ccode{"n<0"}, \ccode{"x<=100.0"}, and \ccode{"c<=Z"}. Examples of
+range strings specifying both lower and upper bounds are
+\ccode{"0<n<=100"}, \ccode{"0<=x<=1"}, and \ccode{"a<=c<=z"}.
+
+Range checking occurs before any option is set.
+
+
+
+ \subsubsection{Setting toggle groups of options}
+
+If a non-NULL string \ccode{toggle\_opts} of ``toggle-tied'' options
+is set for option X, this is a comma-delimited list of options that
+are turned off when option X is turned on. This allows the application
+to define a group of options for which only one may be on. The
+application would set an appropriate one to be on by default, and the
+others to be off by default.
+
+For example, if you configure an option \ccode{-a} to have a
+\ccode{toggle\_opts} of \ccode{"-b,-c"}, then whenever \ccode{-a} is
+turned on, both \ccode{-b} and \ccode{-c} are automatically turned
+off.
+
+But this only defines the behavior when \ccode{-a} is selected. To
+get all three options to behave as a toggle group, you'd also want to
+set \ccode{toggle\_opts} for \ccode{-b} to \ccode{"-a,-c"}, and
+\ccode{toggle\_opts} for \ccode{-c} to \ccode{"-a,-b"}. This is a
+little redundant and messy; it's the result of the line-oriented,
+one-option-at-a-time definition of the \ccode{ESL\_OPTIONS}. These
+lists can get quite long, too.
+
+An option has no effect on itself when it appears in its own
+toggle-tied list. This lets you reduce the mess a bit. You can
+\ccode{\#define} a toggle group string:
+
+\begin{cchunk}
+ #define OPTGROUP1 "--option1,--option2,--option3,--option4"
+\end{cchunk}
+
+and use that \ccode{\#define} macro in the \ccode{ESL\_OPTIONS}.
+
+Although booleans may only be turned ON when their option is present,
+you can easily get the semantics of an on/off switch by defining
+another option that works as the off switch when it is selected. For
+example, you could define (GNU-ish) boolean options \ccode{--foo} and
+\ccode{--no-foo}, and set \ccode{toggle\_opts} for \ccode{--foo} to be
+\ccode{"--no-foo"} and vice versa.
+
+Toggle-tying should only be used for boolean options, but it will also
+work for string options (where turning a string option off means
+setting it to NULL). Toggle-tying an integer, real-valued, or char
+option will result in undefined behavior, because these options may
+not be turned off.
+
+Toggling behavior occurs immediately, whenever an option with a
+non-NULL \ccode{toggle\_opts} field is set.
+
+
+
+ \subsubsection{Specifying required or incompatible options}
+
+If a non-NULL string \ccode{required\_opts} is provided for option X,
+this specifies a comma-delimited list of additional options that must
+be on if option X is set.
+
+One case where this behavior is useful is when one (primary) option
+turns on a mode of application behavior, and other (secondary) options
+configure that mode. If a user tried to set the secondary options
+without turning on the mode in the first place, the application should
+issue a warning. So, if a mode was turned on by \ccode{--foomode} and
+configured by \ccode{--foolevel <x>}, one could set
+\ccode{required\_opts} to \ccode{"--foomode"} for the option
+\ccode{--foolevel}.
+
+Required options are validated when the application calls
+\ccode{esl\_opt\_VerifyConfig()}, presumably after all configuration
+information has been processed. This delayed verification allows the
+primary options to be set anywhere and in any order, before or after
+secondary options are set.
+
+The \ccode{incompat\_opts} field is the converse of
+\ccode{required\_opts}.It specifies a comma-delimited list of options
+that may \emph{not} also be on if option X is on.
+
+
+
+ \subsubsection{Example of a more fully featured \ccode{ESL\_OPTIONS} array}
+
+The test driver in \ccode{getopts.c} uses an options array that
+exercises all the optional features at least once:
+
+\input{cexcerpts/getopts_bigarray}
+
+
+\subsection{Formatting help}
+
+
+The \ccode{esl\_opt\_DisplayHelp()} function is intended to streamline
+the job of printing a brief help message, reminding the user of the
+command line options. It uses the help string to produce output like
+(from the example code above):
+
+\begin{cchunk}
+% ./example -h
+Usage: ./example [-options] <arg>
+
+ where options are:
+ -h : show help and usage
+ -a : a boolean switch
+ -b : another boolean switch [default]
+ -n <n> : an integer argument [0]
+ -x <x> : a real-valued argument [1.0]
+ --file <s> : long option, with filename arg
+ --char <c> : long option, with character arg
+\end{cchunk}
+
+One line is printed for each option, in the same order that they
+appear in the \ccode{ESL\_OPTIONS} array. The line is constructed from
+the mandatory option name, the mandatory argument type, and the
+optional help string.
+
+If there is room on the lines, default values are shown in brackets
+(when they are on or non-\ccode{NULL}). This display is all or none;
+if any line is too long, no default values are displayed.
+
+If there is still room on the lines, range restrictions are shown in
+parentheses. Like the default values, this display is also all or
+none.
+
+The amount of space on the line (in characters) is specified by the
+\ccode{textwidth} argument to \ccode{esl\_opt\_DisplayHelp()}, which
+might typically be 80. If any line is too long even without printing a
+default value and range restriction, an error is thrown; you need to
+either shorten the help string or increase the specified
+\ccode{textwidth}. (This is not a memory allocation
+issue. \ccode{textwidth} is provided as a tool to help you keep all
+your text within the bounds of a user's terminal window, and warn you
+when you're going to wrap or truncate lines.)
+
+You can indent all the lines by some number of spaces using the
+\ccode{indent} argument, which was set to 2 in the example above.
+
+
+The base behavior of \ccode{esl\_opt\_DisplayHelp()} is to show all
+the options in one list. You might want to have separate lists. For
+example, you might want to consider some options as ``expert''
+options, and only show help for those when a user really asks for it.
+Or you might simply want to group your options into sections, with
+different headers. This is what the \ccode{docgrouptag} field is for
+in the \ccode{ESL\_OPTIONS} structure. If you pass
+\ccode{esl\_opt\_DisplayHelp()} a nonzero value for \ccode{docgroup},
+it will only show help lines for options that have a matching
+\ccode{docgrouptag}. If you had some options with a
+\ccode{docgrouptag} of 1, and some more options with a
+\ccode{docgrouptag} of 2, you could format them into two help sections
+with this:
+
+\begin{cchunk}
+ if (show_help) {
+ puts(usage);
+ puts("\n where some options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup 1; 2=indentation; 80=width */
+ puts("\n and some more options are:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80); /* 1=docgroup 2; 2=indentation; 80=width */
+ return 0;
+ }
+\end{cchunk}
+
+which, if you modified the above example in this way (setting the
+first three options to have a \ccode{docgrouptag} of 1 and the other
+four to be 2) would give you:
+
+\begin{cchunk}
+./example -h
+Usage: ./example [-options] <arg>
+
+ where some options are:
+ -h : show help and usage
+ -a : a boolean switch
+ -b : another boolean switch [default]
+
+ and some more options are:
+ -n <n> : an integer argument [0]
+ -x <x> : a real-valued argument [1.0]
+ --file <s> : long option, with filename arg
+ --char <c> : long option, with character arg
+\end{cchunk}
+
+
+
+
+\subsection{Command line parsing, config files, and the environment}
+
+Once a \ccode{ESL\_GETOPTS} object has been loaded with an options
+array and initialized to default state by
+\ccode{esl\_getopts\_Create()}, a \ccode{esl\_opt\_ProcessCmdline()}
+call then processes all the options on the command line, updating the
+configuration.
+
+Internally, the object keeps track of where the options end and
+command line arguments begin. The macro \ccode{esl\_opt\_ArgNumber()}
+returns the number of arguments remaining after the options. Calls to
+\ccode{esl\_opt\_GetArg()} recover the command line arguments by
+number.
+
+The getopts module can configure options not only via the command
+line, but via environment and/or config files. Connections to the
+environment -- the \ccode{env\_var} field of the options array -- are
+processed by a \ccode{esl\_opt\_ProcessEnvironment()} call. An open
+config file is processed by a \ccode{esl\_opt\_ProcessConfigfile()}
+call. (The format of a config file is described below.) The
+application may process any number of config files -- for instance,
+there may be a master configuration installed in a system directory,
+and a personalized configuration in a user's home directory.
+
+The order of the different \ccode{Process*()} calls defines the
+precedence of who overrides who. For example, in the following code
+fragment:
+
+\begin{cchunk}
+ ESL_GETOPTS *g; /* a created, initialized getopts config */
+ FILE *masterfp; /* a master config file, open for reading */
+ FILE *userfp; /* a user's config file, open for reading */
+
+ esl_opt_ProcessConfigfile(g, "/usr/share/myapp/master.cfg", masterfp);
+ esl_opt_ProcessConfigfile(g, "~/.myapp.cfg", userfp);
+ esl_opt_ProcessEnvironment(g);
+ esl_opt_ProcessCmdline(g, argc, argv);
+\end{cchunk}
+
+the precedence is defined as: defaults, master config file, local
+config file, environment, command line arguments.
+
+
+\subsection{Configuring an application that uses getopts}
+
+(This section might usefully by cut and pasted into the documentation
+for a specific application, with modifications as appropriate.)
+
+ \subsubsection{Command line option syntax}
+
+Command line syntax is essentially identical to the syntax used by GNU
+programs. Options must precede the mandatory arguments.
+
+Options are either short or long. Short options are a single character
+preceded by a single \ccode{-}; for example, \ccode{-a}. Long options
+are preceded by two dashes, and can have any wordlength; for example,
+\ccode{--option1}.
+
+If a short option takes an argument, the argument may either be
+attached (immediately follows the option character) or unattached (a
+space between the optchar and the argument. For example, \ccode{-n5}
+and \ccode{-n 5} both specify an argument \ccode{5} to option
+\ccode{-n}.
+
+Short options can be concatenated into a string of characters;
+\ccode{-abc} is equivalent to \ccode{-a -b -c}. (Concatenation may
+only be used on the command line, not in configuration files or in
+fields of the \ccode{ESL\_OPTIONS} structure array.) Only the last
+option in such a string can take an argument, and the other options in
+the optstring must be simple on/off booleans. For example, if
+\ccode{-a} and \ccode{-b} are boolean switches, and \ccode{-W} takes a
+\ccode{<string>} argument, either \ccode{-abW foo} or \ccode{-abWfoo}
+is correct, but \ccode{-aWb foo} is not.
+
+For a long option that takes an argument, the argument can be provided
+either by \ccode{--foo arg} or \ccode{--foo=arg}.
+
+Long options may be abbreviated, if the abbreviation is unambiguous;
+for instance, \ccode{--foo} or \ccode{--foob} suffice to active an
+option \ccode{--foobar}. (Like concatenation of short options,
+abbreviation of long options is a shorthand that may only be used on
+the command line.)
+
+Multi-word arguments may be quoted: for example, \ccode{--hostname "my
+host"} or \ccode{-s="my string"}.
+
+Nonnumeric arguments may not start with '-' unless you use an
+argument-attached syntax: \ccode{-W-myarg} and \ccode{--foo=-myarg}
+are accepted, but \ccode{-W myarg} or \ccode{--foo -myarg} will result
+in an error message. This is so if you forget a required argument on
+the command line, we don't silently parse the following option as that
+argument. Numeric arguments aren't checked this way, but forgotten
+numeric argument errors would still usually be caught in typechecking
+(if \ccode{-n} takes an integer argument, \ccode{-n -a} would be an
+invalid argument error); stylistically, we want \ccode{-n -1} and
+\ccode{--param -1} to be a valid way of passing negative-valued
+arguments. However, this does mean that some forgotten numeric
+argument cases will be undetectable by Easel: in the case where
+\ccode{-n} takes an integer argument, \ccode{-1} is a valid option,
+and the user types \ccode{-n -1}, the \ccode{-1} is parsed as
+\ccode{-n}'s option.
+
+ \subsubsection{Configuration file format}
+
+Each line of a configuration file contains an option and an argument
+(if the option takes an argument). Blank lines are ignored. Anything
+following a \ccode{\#} character on a line is a comment and is
+ignored. The syntax of options and arguments is stricter than on
+command lines. Concatenation of short options is not allowed,
+abbreviation of long options is not allowed, and arguments must always
+be separated from options by whitespace (not by \ccode{=}). For
+example:
+
+\begin{cchunk}
+ # Customized configuration file for my application.
+ #
+ -a # Turn -a on.
+ -b # Turn -b on.
+ -W arg # Set -W to "arg"
+ --multi "one two three" # Multiword args can be quoted.
+\end{cchunk}
+
+
+
diff --git a/easel/esl_gev.c b/easel/esl_gev.c
new file mode 100644
index 0000000..14a6974
--- /dev/null
+++ b/easel/esl_gev.c
@@ -0,0 +1,997 @@
+/* esl_gev.c
+ * Statistical routines for generalized extreme value (GEV) distributions.
+ *
+ * GEV distribution
+ * G(x) = exp{ -[1 + \alpha \lambda(x - \mu)]^{-1/\alpha} }
+ * where:
+ * \mu = location parameter
+ * \lambda = scale parameter (\lambda = 1/\sigma, in [Coles01] notation)
+ * \alpha = shape parameter (\alpha = \xi, in [Coles01] notation)
+ *
+ * lim_{\alpha -> 0} is a type I EVD (Gumbel)
+ * \alpha > 0 is a Type II EVD (Frechet)
+ * \alpha < 0 is a Type III EVD (Weibull)
+ *
+ * Reference:
+ * [Coles01]
+ * S. Coles, An Introduction to Statistical Modeling of Extreme Values,
+ * Springer, 2001.
+ *
+ * Xref:
+ * STL9/118, 2005/0712-easel-gev-impl. Verified against evd package in R.
+ *
+ * SRE, Tue Jul 12 09:02:08 2005
+ * SVN $Id: esl_gev.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_gev.h"
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_MINIMIZER
+#include "esl_minimizer.h"
+#endif
+
+/****************************************************************************
+ * Routines for evaluating densities and distributions
+ ****************************************************************************/
+
+/* Function: esl_gev_pdf()
+ * Incept: SRE, Tue Jul 12 10:53:19 2005 [St. Louis]
+ *
+ * Purpose: Calculates the probability density function for the
+ * generalized extreme value distribution, $P(X=x)$, given
+ * quantile <x> and GEV location, scale, shape parameters
+ * <mu>, <lambda>, <alpha>.
+ */
+double
+esl_gev_pdf(double x, double mu, double lambda, double alpha)
+{
+ double y = lambda * (x-mu);
+ double ya1 = 1. + alpha * y;
+ double lya1;
+
+ /* Special case: if alpha is tiny, approximate by a Gumbel */
+ if (fabs(y*alpha) < 1e-12) return (lambda * exp(-y - exp(-y)));
+
+ /* Else, use GEV; but use log/exp to avoid a pow() call,
+ * as that's almost 2x faster (on my machine anyway).
+ */
+ if (ya1 <= 0) return 0.;
+ lya1 = log(ya1);
+ return (lambda * exp(-(1.+ 1./alpha)*lya1 - exp(-lya1/alpha)));
+}
+
+/* Function: esl_gev_logpdf()
+ * Incept: SRE, Tue Jul 12 16:43:13 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log probability density function for the
+ * generalized extreme value distribution, $\log P(X=x)$,
+ * given quantile <x> and GEV location, scale, shape
+ * parameters <mu>, <lambda>, <alpha>.
+ */
+double
+esl_gev_logpdf(double x, double mu, double lambda, double alpha)
+{
+ double y = lambda *(x-mu);
+ double ya1 = 1. + alpha*y;
+ double lya1;
+
+ /* Special case: if alpha is tiny, approx by a Gumbel */
+ if (fabs(y*alpha) < 1e-12) return (log(lambda) -y - exp(-y));
+
+ /* It's important not to return NaN for this domain error;
+ * minimizer relies on being able to compare logL's for any parameter,
+ * and you can't compare NaN to anything.
+ */
+ if (ya1 <= 0) return -eslINFINITY;
+
+ lya1 = log(ya1);
+ return (log(lambda) - (1.+1./alpha)*lya1 - exp(-lya1/alpha));
+}
+
+
+/* Function: esl_gev_cdf()
+ * Incept: SRE, Tue Jul 12 16:45:55 2005 [St. Louis]
+ *
+ * Purpose: Calculates the cumulative distribution function for the
+ * generalized extreme value distribution, $P(X \leq x)$,
+ * given quantile <x> and GEV location, scale, shape
+ * parameters <mu>, <lambda>, <alpha>.
+ */
+double
+esl_gev_cdf(double x, double mu, double lambda, double alpha)
+{
+ double y = lambda *(x-mu);
+ double ya1 = 1. + alpha*y;
+ double lya1;
+
+ /* Special case: if alpha is tiny, approx by a Gumbel */
+ if (fabs(y*alpha) < 1e-12) return (exp(-exp(-y)));
+
+ if (ya1 <= 0) {
+ if (x < mu) return 0.0; /* the frechet case */
+ else return 1.0; /* the weibull case */
+ }
+ lya1 = log(ya1);
+ return (exp(-exp(-lya1/alpha)));
+}
+
+
+
+/* Function: esl_gev_logcdf()
+ * Incept: SRE, Tue Jul 12 17:15:49 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log of the cumulative distribution function for a
+ * generalized extreme value distribution, $\log P(X \leq x)$,
+ * given quantile <x> and GEV location, scale, shape
+ * parameters <mu>, <lambda>, <alpha>.
+ */
+double
+esl_gev_logcdf(double x, double mu, double lambda, double alpha)
+{
+ double y = lambda *(x-mu);
+ double ya1 = 1. + alpha*y;
+ double lya1;
+
+ /* Special case: if alpha is tiny, approx by a Gumbel */
+ if (fabs(y*alpha) < 1e-12) return (-exp(-y));
+
+ if (ya1 <= 0) {
+ if (x < mu) return -eslINFINITY; /* Frechet */
+ else return 0.0; /* Weibull */
+ }
+
+ lya1 = log(ya1);
+ return (-exp(-lya1/alpha));
+}
+
+
+/* Function: esl_gev_surv()
+ * Incept: SRE, Wed Jul 13 07:41:12 2005 [St. Louis]
+ *
+ * Purpose: Calculates the survivor function, $P(X>x)$ (that is, 1-cdf),
+ * the right tail's probability mass, given quantile <x> and
+ * GEV location, scale, shape parameters <mu>, <lambda>, <alpha>.
+ */
+double
+esl_gev_surv(double x, double mu, double lambda, double alpha)
+{
+ double y = lambda *(x-mu);
+ double ya1 = 1. + alpha*y;
+ double lya1;
+
+ /* Special case: for tiny alpha, use Gumbel (xref esl_gumbel.c) */
+ if (fabs(y*alpha) < 1e-12)
+ return ((y > -0.5*log(DBL_EPSILON)) ? exp(-y) : (1 - exp(-exp(-y))));
+
+ if (ya1 <= 0) {
+ if (x < mu) return 1.0; /* the frechet case */
+ else return 0.0; /* the weibull case */
+ }
+ lya1 = log(ya1)/alpha;
+ return ((lya1 > -0.5*log(DBL_EPSILON)) ? exp(-lya1) : (1 - exp(-exp(-lya1))));
+}
+
+
+/* Function: esl_gev_logsurv()
+ * Incept: SRE, Wed Jul 13 08:14:48 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log survivor function $\log P(X>x)$ for a
+ * generalized extreme value distribution (that is,
+ * $\log (1 - \mbox{cdf})$, the log of the right tail's probability
+ * mass), given quantile <x> and GEV location, scale, shape
+ * parameters <mu>, <lambda>, <alpha>.
+ */
+double
+esl_gev_logsurv(double x, double mu, double lambda, double alpha)
+{
+ double y = lambda *(x-mu);
+ double ya1 = 1. + alpha*y;
+ double lya1;
+
+ /* Special case: for tiny alpha, use Gumbel (xref esl_gumbel.c) */
+ if (fabs(y*alpha) < 1e-12)
+ {
+ if (y > -0.5 * log(DBL_EPSILON)) return (-y);
+ else if (y < -2.9) return (-exp(-exp(-y)));
+ else return (log(1-exp(-exp(-y))));
+ }
+
+ /* See esl_gumbel.c for analysis of the crossovers in
+ * the three cases (small, large, and ok lya1)
+ */
+ if (ya1 <= 0) {
+ if (x < mu) return 1.0; /* Frechet case */
+ else return -eslINFINITY; /* Weibull case */
+ }
+
+ lya1 = log(ya1)/alpha;
+ if (lya1 > -0.5 * log(DBL_EPSILON)) return (-lya1);
+ else if (lya1 < -2.9) return (-exp(-exp(-lya1)));
+ else return (log(1-exp(-exp(-lya1))));
+}
+
+/* Function: esl_gev_invcdf()
+ * Incept: SRE, Sun Aug 21 14:14:14 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse CDF of the GEV: given a probability
+ * <p> ($0 < p < 1$), returns the quantile <x> which would
+ * give <p> as its CDF, for a generalized extreme value
+ * distribution with parameters <mu>, <lambda>, and <alpha>.
+ */
+double
+esl_gev_invcdf(double p, double mu, double lambda, double alpha)
+{
+ /* failover to Gumbel sample, for tiny alpha */
+ if (fabs(alpha) < 1e-12) return (mu - log(-1. * log(p)) / lambda);
+
+ return mu + (exp(-alpha*log(-log(p))) - 1.) / (alpha * lambda) ;
+}
+/*-------------------- end densities & distributions ------------------------*/
+
+
+
+/*****************************************************************
+ * Generic API routines: for general interface w/ histogram module
+ *****************************************************************/
+
+/* Function: esl_gev_generic_pdf()
+ * Incept: SRE, Thu Aug 25 08:00:06 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of PDF.
+ */
+double
+esl_gev_generic_pdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gev_pdf(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_gev_generic_cdf()
+ * Incept: SRE, Sun Aug 21 14:18:19 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of CDF.
+ */
+double
+esl_gev_generic_cdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gev_cdf(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_gev_generic_surv()
+ * Incept: SRE, Thu Aug 25 08:02:17 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of survival function.
+ */
+double
+esl_gev_generic_surv(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gev_surv(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_gev_generic_invcdf()
+ * Incept: SRE, Sun Aug 21 14:18:41 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of inverse CDF.
+ */
+double
+esl_gev_generic_invcdf(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_gev_invcdf(p, v[0], v[1], v[2]);
+}
+/*------------------------- end of generic API --------------------------*/
+
+
+
+/****************************************************************************
+ * Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_gev_Plot()
+ * Incept: SRE, Sun Aug 21 14:20:34 2005 [St. Louis]
+ *
+ * Purpose: Plot some GEV function <func> (for instance,
+ * <esl_gev_pdf()>) for parameters <mu> and <lambda>, for
+ * a range of quantiles x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_gev_Plot(FILE *fp, double mu, double lambda, double alpha,
+ double (*func)(double x, double mu, double lambda, double alpha),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mu, lambda, alpha));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+
+/****************************************************************************
+ * Routines for sampling (requires augmentation w/ random module)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_gev_Sample()
+ * Incept: SRE, Wed Jul 13 08:30:49 2005 [St. Louis]
+ *
+ * Purpose: Sample a GEV-distributed random variate,
+ * by the transformation method.
+ */
+double
+esl_gev_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double alpha)
+{
+ double p;
+ p = esl_rnd_UniformPositive(r);
+ return esl_gev_invcdf(p, mu, lambda, alpha);
+}
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+
+
+/****************************************************************************
+ * Maximum likelihood fitting to GEV distributions
+ ****************************************************************************/
+#ifdef eslAUGMENT_MINIMIZER
+/* Easel's conjugate gradient descent code allows a single void ptr to
+ * point to any necessary fixed data, so we put everything into one
+ * structure:
+ */
+struct gev_data {
+ double *x; /* data: n observed samples */
+ int n; /* number of observed samples */
+
+ int is_censored; /* TRUE if a censored, not complete dataset */
+ double phi; /* censoring/truncation threshold: obs x_i > phi */
+ int z; /* # of censored samples */
+};
+
+/* gev_func():
+ * Returns the neg log likelihood of a complete or censored GEV data sample;
+ * in the API of the conjugate gradient descent optimizer in esl_minimizer.
+ */
+static double
+gev_func(double *p, int nparam, void *dptr)
+{
+ double mu, w, lambda, alpha;
+ struct gev_data *data;
+ double logL;
+ int i;
+
+ /* Unpack what the optimizer gave us.
+ */
+ mu = p[0];
+ w = p[1]; /* w is a c.o.v. to allow unconstrained opt of lambda>0 */
+ lambda = exp(w);
+ alpha = p[2];
+ data = (struct gev_data *) dptr;
+
+ logL = 0.;
+ for (i = 0; i < data->n; i++)
+ logL += esl_gev_logpdf(data->x[i], mu, lambda, alpha);
+
+ if (data->is_censored)
+ logL += data->z * esl_gev_logcdf(data->phi, mu, lambda, alpha);
+
+ return -logL; /* goal: minimize NLL */
+}
+
+/* gev_gradient()
+ * Computes the gradient of the negative log likelihood of a complete
+ * or censored GEV sample; in the API of the CG optimizer.
+ */
+static void
+gev_gradient(double *p, int nparam, void *dptr, double *dp)
+{
+ double mu, w, lambda, alpha;
+ struct gev_data *data;
+ double *x;
+ int i;
+ double dmu, dw, dalpha;
+ double y, ay, ay1, lay1;
+
+ /* Unpack what the optimizer gave us */
+ mu = p[0];
+ w = p[1]; /* w is a c.o.v. to allow unconstrained opt of lambda>0 */
+ lambda = exp(w);
+ alpha = p[2];
+ data = (struct gev_data *) dptr;
+ x = data->x;
+
+ dmu = 0.;
+ dw = data->n; /* d/dw, term1 */
+ dalpha = 0.;
+
+ for (i = 0; i < data->n; i++)
+ {
+ y = lambda * (x[i]-mu);
+ ay = alpha*y;
+ ay1 = 1+ay; /* 1+ay=1, for ay < DBL_EPSILON */
+ lay1 = log(ay1);
+
+ /* d/dmu, term1. (will become 1, for small alpha.) */
+ dmu += (alpha+1) / ay1;
+
+ /* d/dmu, term2. For tiny ay, use log(1+x) ~ x to simplify. */
+ if (fabs(ay) < 1e-12) dmu -= exp(-y);
+ else dmu -= exp(-(1+1/alpha) * lay1);
+
+ /* d/dw, term2. converges to -y, for small alpha. */
+ dw -= y*(1+alpha) / ay1;
+
+ /* d/dw, term2. For tiny ay, use log(1+x) ~ x to simplify. */
+ if (fabs(ay) < 1e-12) dw += y*exp(-y);
+ else dw += y*exp(-(1+1/alpha) * lay1);
+
+ /* d/dalpha, term1
+ */
+ dalpha -= (1 + 1/alpha) * y/ay1;
+
+ /* d/dalpha, terms 2,3,4: for tiny ay, simplify.
+ * d/dalpha will go to +/-inf for alpha ~ 0, so watch out.
+ */
+ if (fabs(ay) < 1e-12) {
+ dalpha += y/alpha;
+ dalpha += y*exp(-y) / (alpha*ay1);
+ dalpha -= y*exp(-y) / alpha;
+ } else {
+ dalpha += lay1 / (alpha*alpha);
+ dalpha += y * exp(-lay1/alpha) / (alpha*ay1);
+ dalpha -= lay1 * exp(-lay1/alpha) / (alpha*alpha);
+ }
+ }
+ dmu *= lambda;
+
+ /* Add the terms that come from the censored data gradient,
+ * if it's a censored dataset.
+ */
+ if (data->is_censored)
+ {
+ y = lambda * (data->phi - mu);
+ ay = alpha * y;
+ ay1 = 1 + ay;
+ lay1 = log(ay1);
+
+ if (fabs(ay) < 1e-12)
+ { /* special case of small alpha, converging towards Gumbel */
+ dmu -= data->z * lambda * exp(-y) / ay1;
+ dw += data->z * y * exp(-y) / ay1;
+ dalpha -= data->z * exp(-y) * y/alpha * ay/ay1;
+ }
+ else
+ { /* normal case */
+ dmu -= data->z * lambda * exp(-lay1/alpha) / ay1;
+ dw += data->z * y * exp(-lay1/alpha) / ay1;
+ dalpha -= data->z * exp(-lay1/alpha) *
+ (lay1/(alpha*alpha) - y/(alpha*ay1));
+ }
+ }
+
+ /* Return the negative gradient, because we're minimizing NLL,
+ * not maximizing LL.
+ */
+ dp[0] = -dmu;
+ dp[1] = -dw;
+ dp[2] = -dalpha;
+ return;
+}
+
+/* fitting_engine()
+ * Fitting code shared by the FitComplete() and FitCensored() API.
+ *
+ * The fitting_engine(), in turn, is just an adaptor wrapped around
+ * the conjugate gradient descent minimizer.
+ */
+static int
+fitting_engine(struct gev_data *data,
+ double *ret_mu, double *ret_lambda, double *ret_alpha)
+{
+ double p[3]; /* parameter vector */
+ double u[3]; /* max initial step size vector */
+ double wrk[12]; /* 4 tmp vectors of length 3 */
+ double mean, variance;
+ double mu, lambda, alpha; /* initial param guesses */
+ double tol = 1e-6; /* convergence criterion for CG */
+ double fx; /* f(x) at minimum; currently unused */
+ int status;
+
+ /* Make an initial guess.
+ * (very good guess for complete data; merely sufficient for censored)
+ */
+ esl_stats_DMean(data->x, data->n, &mean, &variance);
+ lambda = eslCONST_PI / sqrt(6.*variance);
+ mu = mean - 0.57722/lambda;
+ alpha = 0.0001;
+
+ p[0] = mu;
+ p[1] = log(lambda); /* c.o.v. from lambda to w */
+ p[2] = alpha;
+
+ /* max initial step sizes: keeps bracketing from exploding */
+ u[0] = 1.0;
+ u[1] = fabs(log(0.02));
+ u[2] = 0.02;
+
+ /* pass problem to the optimizer
+ */
+ status = esl_min_ConjugateGradientDescent(p, u, 3,
+ &gev_func,
+ &gev_gradient,
+ (void *)data,
+ tol, wrk, &fx);
+ *ret_mu = p[0];
+ *ret_lambda = exp(p[1]);
+ *ret_alpha = p[2];
+ return status;
+}
+
+
+/* Function: esl_gev_FitComplete()
+ * Incept: SRE, Mon Jul 18 17:36:02 2005 [St. Louis]
+ *
+ * Purpose: Given an array of <n> GEV-distributed samples <x[0]..x[n-1>,
+ * return maximum likelihood parameters <ret_mu>,
+ * <ret_lambda>, and <ret_alpha>.
+ *
+ * Uses a conjugate gradient descent algorithm that
+ * can be computationally intensive. A typical problem
+ * involving 10,000-100,000 points may take a second
+ * to solve.
+ *
+ * Note: Just a wrapper: sets up the problem for fitting_engine().
+ *
+ * Args: x - complete GEV-distributed data [0..n-1]
+ * n - number of samples in <x>
+ * ret_mu - RETURN: maximum likelihood estimate of mu
+ * ret_lambda - RETURN: maximum likelihood estimate of lambda
+ * ret_alpha - RETURN: maximum likelihood estimate of alpha
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ *
+ * Xref: STL9/118-120.
+ */
+int
+esl_gev_FitComplete(double *x, int n,
+ double *ret_mu, double *ret_lambda, double *ret_alpha)
+{
+ struct gev_data data;
+
+ data.x = x;
+ data.n = n;
+ data.is_censored = FALSE;
+ data.phi = -DBL_MAX;
+ data.z = 0;
+
+ return (fitting_engine(&data, ret_mu, ret_lambda, ret_alpha));
+}
+
+/* Function: esl_gev_FitCensored()
+ * Incept: SRE, Fri Jul 29 09:44:39 2005 [St. Louis]
+ *
+ * Purpose: Given a left-censored array of <n> GEV-distributed samples
+ * <x[0]..x[n-1>, the number of censored samples <z>, and
+ * the censoring value <phi> (where all $x_i > \phi$ and
+ * all $z$ censored samples are $\leq \phi$);
+ * return maximum likelihood parameters <ret_mu>,
+ * <ret_lambda>, and <ret_alpha>.
+ *
+ * Args: x - censored GEV-distributed data [0..n-1], all > phi
+ * n - number of samples in <x>
+ * z - number of censored samples, all <= phi
+ * phi - censoring threshold
+ * ret_mu - RETURN: maximum likelihood estimate of mu
+ * ret_lambda - RETURN: maximum likelihood estimate of lambda
+ * ret_alpha - RETURN: maximum likelihood estimate of alpha
+ *
+ * Note: Just a wrapper: sets up the problem for fitting_engine().
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ *
+ * Xref: STL9/133
+ */
+int
+esl_gev_FitCensored(double *x, int n, int z, double phi,
+ double *ret_mu, double *ret_lambda, double *ret_alpha)
+{
+ struct gev_data data;
+
+ data.x = x;
+ data.n = n;
+ data.is_censored = TRUE;
+ data.phi = phi;
+ data.z = z;
+
+ return (fitting_engine(&data, ret_mu, ret_lambda, ret_alpha));
+}
+#endif /*eslAUGMENT_MINIMIZER*/
+/*--------------------------- end fitting ----------------------------------*/
+
+
+
+
+
+
+
+/****************************************************************************
+ * Example, test, and stats drivers
+ ****************************************************************************/
+/* Example main()
+ */
+#ifdef eslGEV_EXAMPLE
+/*::cexcerpt::gev_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslGEV_EXAMPLE -DeslAUGMENT_RANDOM\
+ -DeslAUGMENT_MINIMIZER esl_gev.c esl_random.c esl_minimizer.c\
+ esl_vectorops.c easel.c -lm
+ * run: ./example
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_minimizer.h"
+#include "esl_gev.h"
+
+int
+main(int argc, char **argv)
+{
+ double est_mu, est_lambda, est_alpha;
+ double z;
+ int i;
+ int n = 10000; /* simulate 10,000 samples */
+ double mu = -20.0; /* with mu = -20 */
+ double lambda = 0.4; /* and lambda = 0.4 */
+ double alpha = 0.1; /* and alpha = 0.1 */
+ double min = 9999.;
+ double max = -9999.;
+ double *x = malloc(sizeof(double) * n);
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();;
+
+ for (i = 0; i < n; i++) /* generate the 10,000 samples */
+ {
+ x[i] = esl_gev_Sample(r, mu, lambda, alpha);
+ if (x[i] < min) min = x[i];
+ if (x[i] > max) max = x[i];
+ }
+
+ z = esl_gev_surv(max, mu, lambda, alpha); /* right tail p~1e-4 >= max */
+ printf("max = %6.1f P(>max) = %g E=%6.3f\n", max, z, z*(double)n);
+ z = esl_gev_cdf(min, mu, lambda, alpha); /* left tail p~1e-4 < min */
+ printf("min = %6.1f P(<=min) = %g E=%6.3f\n", min, z, z*(double)n);
+
+ esl_gev_FitComplete(x, n, &est_mu, &est_lambda, &est_alpha);
+
+ printf("Parametric mu = %6.1f. Estimated mu = %6.2f. Difference = %.1f%%.\n",
+ mu, est_mu, 100. * fabs((est_mu - mu) / mu));
+ printf("Parametric lambda = %6.2f. Estimated lambda = %6.2f. Difference = %.1f%%.\n",
+ lambda, est_lambda, 100. * fabs((est_lambda - lambda) /lambda));
+ printf("Parametric alpha = %6.4f. Estimated alpha = %6.4f. Difference = %.1f%%.\n",
+ alpha, est_alpha, 100. * fabs((est_alpha - alpha) /alpha));
+
+ free(x);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::gev_example::end::*/
+#endif /*eslGEV_EXAMPLE*/
+
+
+#ifdef eslGEV_STATS
+/* compile:
+ gcc -g -Wall -I. -o stats -DeslGEV_STATS -DeslAUGMENT_RANDOM\
+ -DeslAUGMENT_MINIMIZER esl_gev.c esl_random.c esl_minimizer.c\
+ esl_vectorops.c easel.c -lm
+ * run: ./stats <test#>...
+ * e.g.
+ * ./stats 1 2 3
+ * would run tests 1, 2, 3.
+ */
+#include <stdio.h>
+#include <math.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_minimizer.h"
+#include "esl_gev.h"
+
+#define MAX_STATS_TESTS 10
+static void stats_sample(FILE *fp);
+static int stats_fittest(FILE *fp, int ntrials, int n, double mu,
+ double lambda, double alpha);
+int
+main(int argc, char **argv)
+{
+ FILE *fp;
+ double mu = 0.0;
+ double lambda = 1.0;
+ double xmin = -20.;
+ double xmax = 60.;
+ double xstep = 0.1;
+ double x,z;
+ int do_test[MAX_STATS_TESTS+1];
+ int i;
+
+ for (i = 0; i <= MAX_STATS_TESTS; i++) do_test[i] = 0;
+ for (i = 1; i < argc; i++)
+ do_test[atoi(argv[i])] = 1;
+
+ /* stats.1: xmgrace xy file w/ densities for Gumbel, Frechet, Weibull */
+ if (do_test[1]) {
+ if ((fp = fopen("stats.1", "w")) == NULL) abort();
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_pdf(x, mu, lambda, 0.0));
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_pdf(x, mu, lambda, 0.1));
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_pdf(x, mu, lambda, -0.1));
+ fprintf(fp, "&\n");
+ fclose(fp);
+ }
+
+ /* stats.2: xmgrace xy file w/ log densities for Gumbel, Frechet, Weibull */
+ if (do_test[2]) {
+ if ((fp = fopen("stats.2", "w")) == NULL) abort();
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logpdf(x, mu, lambda, 0.0);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logpdf(x, mu, lambda, 0.1);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logpdf(x, mu, lambda, -0.1);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ fclose(fp);
+ }
+
+ /* stats.3: xmgrace xy file w/ CDF for Gumbel, Frechet, Weibull */
+ if (do_test[3]) {
+ if ((fp = fopen("stats.3", "w")) == NULL) abort();
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_cdf(x, mu, lambda, 0.0));
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_cdf(x, mu, lambda, 0.6));
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_cdf(x, mu, lambda, -0.6));
+ fprintf(fp, "&\n");
+ fclose(fp);
+ }
+
+ /* stats.4: xmgrace xy file w/ logCDF for Gumbel, Frechet, Weibull */
+ if (do_test[4]) {
+ if ((fp = fopen("stats.4", "w")) == NULL) abort();
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logcdf(x, mu, lambda, 0.0);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logcdf(x, mu, lambda, 0.2);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logcdf(x, mu, lambda, -0.2);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ fclose(fp);
+ }
+
+ /* stats.5: xmgrace xy file w/ surv for Gumbel, Frechet, Weibull */
+ if (do_test[5]) {
+ if ((fp = fopen("stats.5", "w")) == NULL) abort();
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_surv(x, mu, lambda, 0.0));
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_surv(x, mu, lambda, 0.6));
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep)
+ fprintf(fp, "%.1f %9.7f\n", x, esl_gev_surv(x, mu, lambda, -0.6));
+ fprintf(fp, "&\n");
+ fclose(fp);
+ }
+
+ /* stats.6: xmgrace xy file w/ logsurv for Gumbel, Frechet, Weibull */
+ if (do_test[6]) {
+ if ((fp = fopen("stats.6", "w")) == NULL) abort();
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logsurv(x, mu, lambda, 0.0);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logsurv(x, mu, lambda, 0.2);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ for (x = xmin; x <= xmax; x+= xstep) {
+ z = esl_gev_logsurv(x, mu, lambda, -0.2);
+ if (finite(z)) fprintf(fp, "%.1f %9.7f\n", x, z);
+ }
+ fprintf(fp, "&\n");
+ fclose(fp);
+ }
+
+ /* stats.7. R input file of 10,000 random GEV samples.
+ */
+ if (do_test[7]) {
+ if ((fp = fopen("stats.7", "w")) == NULL) abort();
+ stats_sample(fp);
+ fclose(fp);
+ }
+
+ /* stats.8. Test 500 fits of the Frechet.
+ */
+ if (do_test[8]) {
+ if ((fp = fopen("stats.8", "w")) == NULL) abort();
+ stats_fittest(fp, 500, 10000, mu, lambda, 0.2);
+ fclose(fp);
+ }
+
+ /* stats.9. Test 500 fits of the near-Gumbel
+ */
+ if (do_test[9]) {
+ if ((fp = fopen("stats.9", "w")) == NULL) abort();
+ stats_fittest(fp, 500, 10000, mu, lambda, 0.00001);
+ fclose(fp);
+ }
+
+ /* stats.10. Test 500 fits of the Weibull
+ */
+ if (do_test[10]) {
+ if ((fp = fopen("stats.10", "w")) == NULL) abort();
+ stats_fittest(fp, 500, 10000, mu, lambda, -0.2);
+ fclose(fp);
+ }
+ return 0;
+}
+
+/* stats_sample()
+ * Creates an R input table containing 10,000 random samples
+ * each in columns labeled "gumbel", "frechet", "weibull".
+ * To process in R (remember that R uses 1/lambda for scale):
+ library(ismev)
+ library(evd)
+ z=read.table("stats.7")
+ x1 <- sort(z$gumbel, decreasing=T)
+ x2 <- sort(z$frechet, decreasing=T)
+ x3 <- sort(z$weibull, decreasing=T)
+ q1 <- qgumbel(ppoints(10000), -20., 1./0.4)
+ q2 <- qgev(ppoints(10000), -20., 1./0.4, 0.2)
+ q3 <- qgev(ppoints(10000), -20., 1./0.4, -0.2)
+ xax<- seq(-40,40,by=0.1)
+ a1 <- dgumbel(xax, -20, 1/0.4)
+ a2 <- dgev(xax, -20, 1/0.4, 0.2)
+ a3 <- dgev(xax, -20, 1/0.4, -0.2)
+ qqplot(x1,q1); abline(0,1)
+ qqplot(x2,q2); abline(0,1)
+ qqplot(x3,q3); abline(0,1)
+ plot(density(x1,bw=0.2)); lines(xax,a1)
+ plot(density(x2,bw=0.2)); lines(xax,a2)
+ plot(density(x3,bw=0.2)); lines(xax,a3)
+ */
+static void
+stats_sample(FILE *fp)
+{
+ ESL_RANDOMNESS *r;
+ double mu = -20.;
+ double lambda = 0.4;
+ int n = 10000;
+ double a,b,c;
+ int i;
+
+ r = esl_randomness_Create(42);
+ fprintf(fp, " gumbel \t frechet\t weibull\n");
+ for (i = 1; i <= n; i++)
+ {
+ a = esl_gev_Sample(r, mu, lambda, 0.0);
+ b = esl_gev_Sample(r, mu, lambda, 0.2);
+ c = esl_gev_Sample(r, mu, lambda, -0.2);
+ fprintf(fp, "%d\t%8.4f\t%8.4f\t%8.4f\n", i, a,b,c);
+ }
+ esl_randomness_Destroy(r);
+}
+
+/* stats_fittest()
+ * Samples <n> numbers from a GEV w/ parameters <mu>, <lambda>, <alpha>;
+ * then fits to a GEV and print info about how good the fit is.
+ *
+ * Repeat this <ntrials> times.
+ *
+ * For each trial, outputs a line to <fp>:
+ * <trial> <nll> <est_nll> <est_mu> <mu %error> <est_lambda> <%err>\
+ * <est_alpha> <%err> <est E-val at parametric E=1>
+ *
+ * Each sampled set is done with the random number generator seeded to
+ * the trial number. This should make each set reproducible and
+ * identical to the sets used to test R's fitting.
+ *
+ * xref STL9/191; xref 2005/0718-weibull-debugging
+ */
+static int
+stats_fittest(FILE *fp, int ntrials, int n, double mu, double lambda, double alpha)
+{
+ ESL_RANDOMNESS *r = NULL;
+ double *x = NULL;
+ int i;
+ int trial;
+ double est_mu, est_lambda, est_alpha;
+ double z;
+ double nll, est_nll;
+ int status;
+
+ ESL_ALLOC(x, sizeof(double) * n);
+ for (trial = 1; trial <= ntrials; trial++)
+ {
+ r = esl_randomness_Create(trial);
+ nll = 0.;
+ for (i = 0; i < n; i++)
+ {
+ x[i] = esl_gev_Sample(r, mu, lambda, alpha);
+ nll -= esl_gev_logpdf(x[i], mu, lambda, alpha);
+ }
+ esl_randomness_Destroy(r);
+
+ esl_gev_FitComplete(x, n, &est_mu, &est_lambda, &est_alpha);
+
+ est_nll = 0.;
+ for (i = 0; i < n; i++)
+ est_nll -= esl_gev_logpdf(x[i], est_mu, est_lambda, est_alpha);
+
+ z = mu + (exp(-alpha*log(1/(double)n)) - 1 ) / (alpha*lambda);/* x at E=1*/
+ z = (double) n * esl_gev_surv(z, est_mu, est_lambda, est_alpha); /* E at x */
+
+ printf("%4d %10.2f %10.2f %8.3f %8.3f %8.5f %8.3f %8.5f %8.3f %6.4f\n",
+ trial, nll, est_nll,
+ est_mu, 100* fabs((est_mu-mu)/mu),
+ est_lambda, 100* fabs((est_lambda-lambda)/lambda),
+ est_alpha, 100* fabs((est_alpha-alpha)/alpha),
+ z);
+ }
+ free(x);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+#endif /*eslGEV_STATS*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_gev.h b/easel/esl_gev.h
new file mode 100644
index 0000000..77804c3
--- /dev/null
+++ b/easel/esl_gev.h
@@ -0,0 +1,51 @@
+/* esl_gev.h
+ * Generalized extreme value (GEV) distributions.
+ *
+ * SRE, Tue Jul 12 09:15:56 2005
+ * SVN $Id: esl_gev.h 83 2005-12-13 20:54:07Z eddy $
+ */
+#ifndef ESL_GEV_INCLUDED
+#define ESL_GEV_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+
+extern double esl_gev_pdf (double x, double mu, double lambda, double alpha);
+extern double esl_gev_logpdf (double x, double mu, double lambda, double alpha);
+extern double esl_gev_cdf (double x, double mu, double lambda, double alpha);
+extern double esl_gev_logcdf (double x, double mu, double lambda, double alpha);
+extern double esl_gev_surv (double x, double mu, double lambda, double alpha);
+extern double esl_gev_logsurv(double x, double mu, double lambda, double alpha);
+extern double esl_gev_invcdf (double p, double mu, double lambda, double alpha);
+
+extern double esl_gev_generic_pdf (double x, void *params);
+extern double esl_gev_generic_cdf (double x, void *params);
+extern double esl_gev_generic_surv (double x, void *params);
+extern double esl_gev_generic_invcdf(double p, void *params);
+
+extern int esl_gev_Plot(FILE *fp, double mu, double lambda, double alpha,
+ double (*func)(double x, double mu, double lambda, double alpha),
+ double xmin, double xmax, double xstep);
+
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_gev_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double alpha);
+#endif
+
+#ifdef eslAUGMENT_MINIMIZER
+extern int esl_gev_FitComplete(double *x, int n,
+ double *ret_mu, double *ret_lambda,
+ double *ret_alpha);
+extern int esl_gev_FitCensored(double *x, int n, int z, double phi,
+ double *ret_mu, double *ret_lambda,
+ double *ret_alpha);
+#endif /*eslAUGMENT_MINIMIZER*/
+
+
+#endif /*ESL_GEV_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_gev.tex b/easel/esl_gev.tex
new file mode 100644
index 0000000..f64c8fe
--- /dev/null
+++ b/easel/esl_gev.tex
@@ -0,0 +1,205 @@
+
+The generalized extreme value distribution (GEV) includes all three
+types of extreme value distributions: Type I (Gumbel), type II
+(Fr\'{e}chet), and type III (Weibull). Empirically, the scores of some
+sequence alignment algorithms appear to follow GEV distributions. The
+\eslmod{gev} module is used in estimating the statistical significance
+of such scores.
+
+Most local sequence alignment scores follow the Gumbel distribution.
+Easel's \eslmod{gumbel} module applies specifically to the Gumbel. The
+\eslmod{gev} module is used for Type II or III extreme value
+distributions, or for determining which of the three types of
+distribution that a dataset best fits.
+
+\subsection{The gev API}
+
+The \eslmod{gev} API consists of the following functions:
+
+\vspace{0.5em}
+\begin{center}
+\begin{tabular}{ll}\hline
+ \multicolumn{2}{c}{\textbf{evaluating densities and distributions:}}\\
+\ccode{esl\_gev\_pdf()} & Returns the probability density, $P(S=x)$.\\
+\ccode{esl\_gev\_logpdf()} & Returns the log of the pdf, $\log P(S=x)$.\\
+\ccode{esl\_gev\_cdf()} & Returns the cumulative probability distribution, $P(S \leq x)$.\\
+\ccode{esl\_gev\_logcdf()} & Returns the log of the cdf, $\log P(S \leq x)$.\\
+\ccode{esl\_gev\_surv()} & Returns right tail mass, 1-cdf, $P(S > x)$\\
+\ccode{esl\_gev\_logsurv()} & Returns log of 1-cdf, $\log P(S > x)$.\\
+ \multicolumn{2}{c}{\textbf{sampling:}}\\
+\ccode{esl\_gev\_Sample()} & Returns a GEV-distributed random sample.\\
+ \multicolumn{2}{c}{\textbf{maximum likelihood parameter fitting:}}\\
+\ccode{esl\_gev\_FitComplete()} & Estimates GEV parameters from complete data.\\
+\end{tabular}
+\end{center}
+\vspace{0.5em}
+
+The Gumbel distribution depends on three parameters, $\mu$, $\lambda$,
+and $\alpha$. When these parameters are known, the statistical
+significance (P-value) of a single score $x$ is $P(S>x)$, obtained by
+a call to \ccode{esl\_gev\_surv()}. The E-value for obtaining that
+score or better in searching a database of $N$ sequences is just
+$NP(S>x)$.
+
+When the parameters are unknown, they can be estimated from scores
+obtained from comparisons of simulated random data. The
+\ccode{esl\_gev\_FitComplete()} function performs maximum likelihood
+parameter fitting \citep{Coles01}.
+
+\subsubsection{Augmentations: random, minimizer}
+
+The \ccode{esl\_gev\_Sample()} function requires augmenting with the
+\eslmod{random} module.
+
+The \ccode{esl\_gev\_FitComplete()} function requires augmenting with
+the \eslmod{minimizer} module.
+
+\subsection{Example of using the gev API}
+
+Below is a code example that samples 10,000 data points from a
+Fr\'{e}chet distribution with $\mu=-20$, $\lambda=0.4$, $\alpha=0.1$;
+reports the min and max samples, and the probability mass to the left
+of the min and to the right of the max (both of which should be about
+$\frac{1}{10000}$, since we took 10,000 samples); and then fits those
+simulated data to a Gumbel and reports the fitted $\mu$ and $\lambda$:
+
+\input{cexcerpts/gev_example}
+
+\subsection{GEV densities}
+
+The probability density function (pdf) and the cumulative distribution
+function (cdf) of the generalized extreme value distribution are
+\citep{Coles01}:
+
+\begin{eqnarray}
+P(X=x) & = & \lambda \left[ 1 + \alpha \lambda (x - \mu) \right]^{-\frac{\alpha+1}{\alpha}}
+ \exp \left\{ - \left[ 1 + \alpha \lambda (x - \mu)
+ \right]^{-\frac{1}{\alpha}} \right\}
+\\%
+\label{eqn:gev_density}
+P(X \geq x) & = & \exp \left\{ - \left[ 1 +
+ \alpha\lambda(x-\mu) \right]^{-\frac{1}{\alpha}} \right\}
+\\%
+\label{eqn:gev_distribution}
+\end{eqnarray}
+
+The parameters $\mu$, $\lambda$, and $\alpha$ are location, scale, and
+shape parameters, respectively, with $-\infty < \mu < \infty$, $0 <
+\lambda < \infty$, and $-\infty < \alpha < \infty$.
+
+The Type II (Fr\'{e}chet) distribution corresponds to $\alpha > 0$,
+and the Type III (Weibull) distribution corresponds to $\alpha < 0$.
+The Type I (Gumbel) distribution arises in the limit $\alpha
+\rightarrow 0$. At values $\alpha \simeq 0$, Easel's GEV functions
+revert to the Gumbel limit case, as opposed to dividing by zero and
+failing.
+
+Technically the GEV is only defined for values of $x$ such that $1 +
+\alpha \lambda (x - \mu) > 0$. However, Easel's functions return
+sensible values outside this domain, such as 0 for nonexistent
+densities.
+
+Generalized extreme value densities for $\mu = 0$ and $\lambda = 1$
+are shown below (left) for three settings of $\alpha$; $\alpha = 0$
+(Gumbel), $\alpha = 0.1$ (Fr\'{e}chet), and $\alpha = -0.1$
+(Weibull). The figure on the right shows the log densities, which more
+clearly show how, relative to the exponential right tail of the
+Gumbel, the Fr\'{e}chet's tail is longer, and the Weibull's tail is
+shorter.
+
+\centerline{
+\begin{minipage}{3in}
+\includegraphics[width=2.8in]{figures/gev_density}
+\end{minipage}
+\begin{minipage}{3in}
+\includegraphics[width=2.8in]{figures/gev_logdensity}
+\end{minipage}
+}
+
+For more details, see the excellent description in \citep{Coles01}.
+Easel's $\{ \mu, \lambda, \alpha \}$ notation differs from the $\{
+\mu, \sigma, \xi \}$ parameterization used by Coles. Use $\lambda =
+\frac{1}{\sigma}$ and $\alpha = \xi$ to translate.
+
+\subsection{Fitting GEV distributions to observed data}
+
+Easel fits GEVs by maximum likelihood estimation by numerically
+optimizing the log likelihood function, using first derivative
+information and conjugate gradient descent. See the \eslmod{gumbel}
+chapter for a more general introduction to maximum likelihood fitting.
+
+\subsubsection{Maximum likelihood estimation, complete data}
+
+The function \ccode{esl\_gev\_FitComplete()} uses gradient information
+to find parameters that optimize the likelihood function, using the
+conjugate gradient descent code in the \eslmod{minimizer} module.
+
+Given $n$ samples $x_1..x_n$, we want to estimate maximum likelihood
+parameter estimates $\{ \hat{\mu}, \hat{\lambda}, \hat{\alpha} \}$
+that maximize the log likelihood:
+
+\begin{equation}
+\log L(\lambda, \mu, \alpha) = n \log \lambda
+ - \frac{\alpha+1}{\alpha}
+ \sum_{i=1}^{n} \log\left[1+ \alpha\lambda(x_i - \mu) \right]
+ - \sum_{i=1}^{n} \left[ 1 + \alpha\lambda (x_i - \mu) \right]^{\frac{1}{\alpha}}
+\label{eqn:gev_logL}
+\end{equation}
+
+The $\left[ 1 + \alpha\lambda (x_i - \mu) \right]^{\frac{1}{\alpha}}$
+term can be rewritten in a more conveniently differentiable form as
+$\exp \left\{ \frac{1}{\alpha} \log \left[ 1 + \alpha\lambda (x_i - \mu)
+\right] \right\}$.
+
+Since the $\lambda$ parameter is constrained to $\lambda > 0$ but the
+numerical optimizer expects unconstrained parameters, we use a change
+of variables $\lambda = e^w$ and optimize an unconstrained value $w$.
+
+The gradient of the log likelihood with respect to $\mu$, $w$, and
+$\alpha$ is:
+
+%% xref: STL9/118-120
+\begin{eqnarray}
+\frac{\partial \log L}{\partial \mu} & = &
+ \sum_{i=1}^n \frac{\lambda (\alpha+1)}{1+\alpha\lambda(x_i-\mu)}
+ -\sum_{i=1}^n \lambda \exp
+ \left\{ -\frac{\alpha+1}{\alpha} \log
+ \left[1+\alpha\lambda(x_i-\mu)\right] \right\}
+\\%
+\label{eqn:gev_mupartial}
+\frac{\partial \log L}{\partial w} & = &
+ n - \sum_{i=1}^{n} \frac{\lambda (\alpha+1) (x_i - \mu)}
+ {1 + \alpha \lambda (x_i - \mu)}
+ + \sum_{i=1}^n \lambda (x_i - \mu)
+ \exp \left\{ -\frac{\alpha+1}{\alpha} \log
+ \left[1+\alpha\lambda(x_i-\mu)\right] \right\}
+\\%
+\label{eqn:gev_wpartial}
+\frac{\partial \log L}{\partial \alpha} & = &
+ \sum_{i=1}^n \left\{
+ \begin{array}{l}
+ - \frac{\alpha+1}{\alpha} \frac{\lambda(x_i-\mu)}
+ {1 +\alpha\lambda(x_i-\mu)}\\
+ + \frac{1}{\alpha^2} \log \left[ 1 + \alpha\lambda(x_i - \mu) \right]\\
+ + \frac{1}{\alpha} \frac{\lambda(x_i-\mu)}
+ {1 +\alpha\lambda(x_i-\mu)}
+ e^{-\frac{1}{\alpha} \log\left[ 1 + \alpha\lambda(x_i - \mu) \right]}\\
+ - \frac{1}{\alpha^2} \log \left[ 1 + \alpha\lambda(x_i - \mu) \right]
+ e^{-\frac{1}{\alpha} \log\left[ 1 + \alpha\lambda(x_i - \mu)
+ \right]}
+ \end{array}
+ \right.
+\\%
+\label{eqn:gev_alphapartial}
+\end{eqnarray}
+
+When $|\alpha\lambda(x_i - \mu)|$ approaches $0$, the GEV approximates
+a Gumbel distribution and these equations can be simplified using the
+approximation $\log(1+a) \simeq a$.
+
+
+
+
+
+
+
diff --git a/easel/esl_gumbel.c b/easel/esl_gumbel.c
new file mode 100644
index 0000000..a707478
--- /dev/null
+++ b/easel/esl_gumbel.c
@@ -0,0 +1,1199 @@
+/* Statistical routines for Gumbel (type I extreme value) distributions.
+ *
+ * Contents:
+ * 1. Routine for evaluating densities and distributions
+ * 2. Generic API routines: for general interface w/ histogram module
+ * 3. Routines for dumping plots to files
+ * 4. Routines for sampling (requires random module)
+ * 5. Maximum likelihood fitting to data (requires minimizer module)
+ * 6. Stats driver
+ * 7. Unit tests
+ * 8. Test driver
+ * 9. Example
+ * 10. Copyright and license information
+ *
+ * SRE, Thu Jun 23 11:48:39 2005
+ * SVN $Id: esl_gumbel.c 241 2008-04-01 19:01:52Z eddys $
+ *
+ * Note: SRE, Mon Aug 6 13:42:09 2007
+ * ML fitting routines will be prone to over/underfitting
+ * problems for scores outside a "normal" range, because
+ * of exp(-lambda * x) calls. The Lawless ML estimation
+ * may eventually need to be recast in log space.
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+#include "esl_gumbel.h"
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_MINIMIZER
+#include "esl_minimizer.h"
+#endif
+
+/*****************************************************************
+ * 1. Routines for evaluating densities and distributions
+ *****************************************************************/
+
+/* Function: esl_gumbel_pdf()
+ * Synopsis: Returns the probability density at $x$, $P(S=x)$.
+ * Incept: SRE, Sun Jun 26 14:08:19 2005 [St. Louis]
+ *
+ * Purpose: Calculates the probability density function for the Gumbel,
+ * $P(X=x)$, given quantile <x> and Gumbel location and
+ * scale parameters <mu> and <lambda>.
+ *
+ * Let $y = \lambda(x-\mu)$; for 64-bit doubles,
+ * useful dynamic range is about $-6.5 <= y <= 710$.
+ * Returns 0.0 for smaller $y$, 0.0 for larger $y$.
+ */
+double
+esl_gumbel_pdf(double x, double mu, double lambda)
+{
+ double y;
+ y = lambda * (x - mu);
+ return (lambda * exp(-y - exp(-y)));
+}
+
+
+/* Function: esl_gumbel_logpdf()
+ * Synopsis: Returns the log of the pdf at $x$, $\log P(S=x)$.
+ * Incept: SRE, Sun Jun 26 14:08:19 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log probability density function for the Gumbel,
+ * $\log P(X=x)$.
+ *
+ * Let $y = \lambda(x-\mu)$; for 64-bit doubles,
+ * useful dynamic range is about $-708 <= y <= \infty$.
+ * Returns $-\infty$ for smaller or larger $y$.
+ */
+double
+esl_gumbel_logpdf(double x, double mu, double lambda)
+{
+ double y;
+ y = lambda * (x - mu);
+ return (log(lambda) -y - exp(-y));
+}
+
+
+/* Function: esl_gumbel_cdf()
+ * Synopsis: Returns the cumulative distribution at $x$, $P(S \leq x)$.
+ * Incept: SRE, Sun Jun 26 10:18:51 2005 [St. Louis]
+ *
+ * Purpose: Calculates the cumulative distribution function
+ * for the Gumbel, $P(X \leq x)$.
+ *
+ * Let $y = \lambda(x-\mu)$; for 64-bit doubles,
+ * useful dynamic range for $y$ is about $-6.5 <= y <=36$.
+ * Returns 0.0 for smaller $y$, 1.0 for larger $y$.
+ */
+double
+esl_gumbel_cdf(double x, double mu, double lambda)
+{
+ double y;
+ y = lambda*(x-mu);
+ return exp(-exp(-y));
+}
+
+/* Function: esl_gumbel_logcdf()
+ * Synopsis: Returns the log of the cdf at $x$, $\log P(S \leq x)$.
+ * Incept: SRE, Sun Jun 26 10:18:51 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log of the cumulative distribution function
+ * for the Gumbel, $\log P(X \leq x)$.
+ *
+ * Let $y = \lambda(x-\mu)$; for 64-bit doubles,
+ * useful dynamic range for $y$ is about $-708 <= y <= 708$.
+ * Returns $-\infty$ for smaller $y$, 0.0 for larger $y$.
+ */
+double
+esl_gumbel_logcdf(double x, double mu, double lambda)
+{
+ double y;
+ y = lambda*(x-mu);
+ return (-exp(-y));
+}
+
+/* Function: esl_gumbel_surv()
+ * Synopsis: Returns right tail mass above $x$, $P(S > x)$.
+ * Incept: SRE, Sun Jun 26 09:54:31 2005 [St. Louis]
+ *
+ * Purpose: Calculates the survivor function, $P(X>x)$ for a Gumbel
+ * (that is, 1-cdf), the right tail's probability mass.
+ *
+ * Let $y=\lambda(x-\mu)$; for 64-bit doubles,
+ * useful dynamic range for $y$ is $-3.6 <= y <= 708$.
+ * Returns 1.0 for $y$ below lower limit, and 0.0
+ * for $y$ above upper limit.
+ */
+double
+esl_gumbel_surv(double x, double mu, double lambda)
+{
+ double y = lambda*(x-mu);
+ double ey = -exp(-y);
+
+ /* Use 1-e^x ~ -x approximation here when e^-y is small. */
+ if (fabs(ey) < eslSMALLX1) return -ey;
+ else return 1 - exp(ey);
+}
+
+/* Function: esl_gumbel_logsurv()
+ * Synopsis: Returns log survival at $x$, $\log P(S > x)$.
+ * Incept: SRE, Sun Jun 26 13:45:52 2005 [St. Louis]
+ *
+ * Purpose: Calculates $\log P(X>x)$ for a Gumbel (that is, $\log$(1-cdf)):
+ * the log of the right tail's probability mass.
+ *
+ * Let $y=\lambda(x-\mu)$; for 64-bit doubles,
+ * useful dynamic range for $y$ is $-6.5 <= y <= \infty$.
+ * Returns 0.0 for smaller $y$.
+ */
+double
+esl_gumbel_logsurv(double x, double mu, double lambda)
+{
+ double y = lambda*(x-mu);
+ double ey = -exp(-y);
+
+ /* The real calculation is log(1-exp(-exp(-y))).
+ * For "large" y, -exp(-y) is small, so 1-exp(-exp(-y) ~ exp(-y),
+ * and log of that gives us -y.
+ * For "small y", exp(-exp(-y) is small, and we can use log(1-x) ~ -x.
+ */
+ if (fabs(ey) < eslSMALLX1) return -y;
+ else if (fabs(exp(ey)) < eslSMALLX1) return -exp(ey);
+ else return log(1-exp(ey));
+}
+
+/* Function: esl_gumbel_invcdf()
+ * Incept: SRE, Sun Aug 21 12:14:06 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse CDF for a Gumbel distribution
+ * with parameters <mu> and <lambda>. That is, returns
+ * the quantile <x> at which the CDF is <p>.
+ */
+double
+esl_gumbel_invcdf(double p, double mu, double lambda)
+{
+ return mu - log(-1. * log(p)) / lambda;
+}
+/*------------------ end of densities and distributions --------------------*/
+
+
+/*****************************************************************
+ * 2. Generic API routines: for general interface w/ histogram module
+ *****************************************************************/
+
+/* Function: esl_gumbel_generic_pdf()
+ * Incept: SRE, Thu Aug 25 07:56:04 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of PDF function.
+ */
+double
+esl_gumbel_generic_pdf(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_gumbel_pdf(p, v[0], v[1]);
+}
+
+/* Function: esl_gumbel_generic_cdf()
+ * Incept: SRE, Sun Aug 21 12:10:49 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of CDF function.
+ */
+double
+esl_gumbel_generic_cdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_gumbel_cdf(x, p[0], p[1]);
+}
+
+/* Function: esl_gumbel_generic_surv()
+ * Incept: SRE, Thu Aug 25 07:56:04 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of survival function.
+ */
+double
+esl_gumbel_generic_surv(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_gumbel_surv(p, v[0], v[1]);
+}
+
+/* Function: esl_gumbel_generic_invcdf()
+ * Incept: SRE, Sun Aug 21 12:12:27 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of inverse CDF.
+ */
+double
+esl_gumbel_generic_invcdf(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_gumbel_invcdf(p, v[0], v[1]);
+}
+
+
+/*------------------------- end of generic API --------------------------*/
+
+
+
+/****************************************************************************
+ * 3. Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_gumbel_Plot()
+ * Synopsis: Plot a Gumbel function in XMGRACE XY format.
+ * Incept: SRE, Sun Aug 21 13:21:37 2005 [St. Louis]
+ *
+ * Purpose: Plot a Gumbel function <func> (for instance,
+ * <esl_gumbel_pdf()>) for parameters <mu> and <lambda>, for
+ * a range of quantiles x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_gumbel_Plot(FILE *fp, double mu, double lambda,
+ double (*func)(double x, double mu, double lambda),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mu, lambda));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+/*****************************************************************
+ * 4. Routines for sampling (requires augmentation w/ random module)
+ *****************************************************************/
+
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_gumbel_Sample()
+ * Synopsis: Return a Gumbel-distributed random sample $x$.
+ * Incept: SRE, Thu Jun 23 11:38:39 2005 [St. Louis]
+ *
+ * Purpose: Sample a Gumbel-distributed random variate
+ * by the transformation method.
+ */
+double
+esl_gumbel_Sample(ESL_RANDOMNESS *r, double mu, double lambda)
+{
+ double p;
+ p = esl_rnd_UniformPositive(r);
+ return esl_gumbel_invcdf(p, mu, lambda);
+}
+#endif /*eslAUGMENT_RANDOM*/
+
+/*------------------------ end of sampling --------------------------------*/
+
+
+
+/*****************************************************************
+ * 5. Routines for maximum likelihood fitting Gumbels to data
+ * (fitting truncated distributions requires augmentation w/ minimizer module)
+ *****************************************************************/
+
+/*****************************************************************
+ * Complete data, maximum a posteriori parameters
+ *****************************************************************/
+
+/* lawless416()
+ * SRE, Thu Nov 13 11:48:50 1997 [St. Louis]
+ *
+ * Purpose: Equation 4.1.6 from [Lawless82], pg. 143, and
+ * its first derivative with respect to lambda,
+ * for finding the ML fit to Gumbel lambda parameter.
+ * This equation gives a result of zero for the maximum
+ * likelihood lambda.
+ *
+ * Args: x - array of sample values
+ * n - number of samples
+ * lambda - a lambda to test
+ * ret_f - RETURN: 4.1.6 evaluated at lambda
+ * ret_df - RETURN: first derivative of 4.1.6 evaluated at lambda
+ *
+ * Return: (void)
+ */
+static void
+lawless416(double *x, int n, double lambda, double *ret_f, double *ret_df)
+{
+ double esum; /* \sum e^(-lambda xi) */
+ double xesum; /* \sum xi e^(-lambda xi) */
+ double xxesum; /* \sum xi^2 e^(-lambda xi) */
+ double xsum; /* \sum xi */
+ int i;
+
+ esum = xesum = xsum = xxesum = 0.;
+ for (i = 0; i < n; i++)
+ {
+ xsum += x[i];
+ xesum += x[i] * exp(-1. * lambda * x[i]);
+ xxesum += x[i] * x[i] * exp(-1. * lambda * x[i]);
+ esum += exp(-1. * lambda * x[i]);
+ }
+ *ret_f = (1./lambda) - (xsum / n) + (xesum / esum);
+ *ret_df = ((xesum / esum) * (xesum / esum))
+ - (xxesum / esum)
+ - (1. / (lambda * lambda));
+}
+
+/* Function: esl_gumbel_FitComplete()
+ * Synopsis: Estimates $\mu$, $\lambda$ from complete data.
+ * Date: SRE, Fri Nov 14 07:56:29 1997 [St. Louis] - HMMER's EVDMaxLikelyFit()
+ *
+ * Purpose: Given an array of Gumbel-distributed samples <x[0]..x[n-1]>,
+ * find maximum likelihood parameters <mu> and <lambda>.
+ *
+ * Algorithm: Uses approach described in [Lawless82]. Solves
+ * for lambda using Newton/Raphson iterations,
+ * then substitutes lambda into Lawless' equation 4.1.5
+ * to get mu.
+ *
+ * Args: x - list of Gumbel distributed samples
+ * n - number of samples
+ * ret_mu : RETURN: ML estimate of mu
+ * ret_lambda : RETURN: ML estimate of lambda
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ */
+int
+esl_gumbel_FitComplete(double *x, int n, double *ret_mu, double *ret_lambda)
+{
+ double variance;
+ double lambda, mu;
+ double fx; /* f(x) */
+ double dfx; /* f'(x) */
+ double esum; /* \sum e^(-lambda xi) */
+ double tol = 1e-5;
+ int i;
+
+ /* 1. Find an initial guess at lambda
+ * (Evans/Hastings/Peacock, Statistical Distributions, 2000, p.86)
+ */
+ esl_stats_DMean(x, n, NULL, &variance);
+ lambda = eslCONST_PI / sqrt(6.*variance);
+
+ /* 2. Use Newton/Raphson to solve Lawless 4.1.6 and find ML lambda
+ */
+ for (i = 0; i < 100; i++)
+ {
+ lawless416(x, n, lambda, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ lambda = lambda - fx / dfx; /* Newton/Raphson is simple */
+ if (lambda <= 0.) lambda = 0.001; /* but be a little careful */
+ }
+
+ /* 2.5: If we did 100 iterations but didn't converge, Newton/Raphson failed.
+ * Resort to a bisection search. Worse convergence speed
+ * but guaranteed to converge (unlike Newton/Raphson).
+ * We assume that fx is a monotonically decreasing function of x;
+ * i.e. fx > 0 if we are left of the root, fx < 0 if we
+ * are right of the root.
+ */
+ if (i == 100)
+ {
+ double left, right, mid;
+ ESL_DPRINTF1(("esl_gumbel_FitComplete(): Newton/Raphson failed; switchover to bisection"));
+
+ /* First bracket the root */
+ left = 0.; /* for sure */
+ right = eslCONST_PI / sqrt(6.*variance); /* an initial guess */
+ lawless416(x, n, lambda, &fx, &dfx);
+ while (fx > 0.)
+ {
+ right *= 2.; /* arbitrary leap to the right */
+ if (right > 100.) /* no reasonable lambda should be > 100, we assert */
+ ESL_EXCEPTION(eslENOHALT, "Failed to bracket root in esl_gumbel_FitComplete().");
+ lawless416(x, n, right, &fx, &dfx);
+ }
+
+ /* Now, bisection search in left/right interval */
+ for (i = 0; i < 100; i++)
+ {
+ mid = (left + right) / 2.;
+ lawless416(x, n, mid, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ if (fx > 0.) left = mid;
+ else right = mid;
+ }
+ if (i == 100)
+ ESL_EXCEPTION(eslENOHALT, "Even bisection search failed in esl_gumbel_FitComplete().");
+
+ lambda = mid;
+ }
+
+ /* 3. Substitute into Lawless 4.1.5 to find mu
+ */
+ esum = 0.;
+ for (i = 0; i < n; i++)
+ esum += exp(-lambda * x[i]);
+ mu = -log(esum / n) / lambda;
+
+ *ret_lambda = lambda;
+ *ret_mu = mu;
+ return eslOK;
+}
+
+/* Function: esl_gumbel_FitCompleteLoc()
+ * Synopsis: Estimates $\mu$ from complete data, given $\lambda$.
+ * Incept: SRE, Thu Nov 24 09:09:17 2005 [St. Louis]
+ *
+ * Purpose: Given an array of Gumbel-distributed samples
+ * <x[0]..x[n-1]> (complete data), and a known
+ * (or otherwise fixed) <lambda>, find a maximum
+ * likelihood estimate for location parameter <mu>.
+ *
+ * Algorithm: A straightforward simplification of FitComplete().
+ *
+ * Args: x - list of Gumbel distributed samples
+ * n - number of samples
+ * lambda - known lambda (scale) parameter
+ * ret_mu : RETURN: ML estimate of mu
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: (no abnormal error conditions)
+ *
+ * Note: Here and in FitComplete(), we have a potential
+ * under/overflow problem. We ought to be doing the
+ * esum in log space.
+ */
+int
+esl_gumbel_FitCompleteLoc(double *x, int n, double lambda, double *ret_mu)
+{
+ double esum;
+ int i;
+
+ /* Substitute into Lawless 4.1.5 to find mu */
+ esum = 0.;
+ for (i = 0; i < n; i++)
+ esum += exp(-lambda * x[i]);
+ *ret_mu = -log(esum / n) / lambda;
+ return eslOK;
+
+#if 0
+ /* Replace the code above w/ code below to test the direct method. */
+ double mean, variance;
+ esl_stats_DMean(x, n, &mean, &variance);
+ *ret_mu = mean - 0.57722/lambda;
+ return eslOK;
+#endif
+}
+
+
+#if eslDEBUGLEVEL >=3
+/* direct_mv_fit()
+ * SRE, Wed Jun 29 08:23:47 2005
+ *
+ * Purely for curiousity: a complete data fit using the
+ * simple direct method, calculating mu and lambda from mean
+ * and variance.
+ */
+static int
+direct_mv_fit(double *x, int n, double *ret_mu, double *ret_lambda)
+{
+ double mean, variance;
+
+ esl_stats_DMean(x, n, &mean, &variance);
+ *ret_lambda = eslCONST_PI / sqrt(6.*variance);
+ *ret_mu = mean - 0.57722/(*ret_lambda);
+ return eslOK;
+}
+#endif
+
+/*------------------- end of complete data fit ---------------------------------*/
+
+
+/*****************************************************************
+ * Censored data, MAP/ML parameters
+ *****************************************************************/
+/* lawless422()
+ * SRE, Mon Nov 17 09:42:48 1997 [St. Louis]
+ *
+ * Purpose: Equation 4.2.2 from [Lawless82], pg. 169, and
+ * its first derivative with respect to lambda,
+ * for finding the ML fit to Gumbel lambda parameter
+ * for Type I censored data.
+ * This equation gives a result of zero for the maximum
+ * likelihood lambda.
+ *
+ * Args: x - array of observed sample values
+ * n - number of observed samples
+ * z - number of censored samples = N-n
+ * phi - censoring value; all observed x_i >= phi
+ * lambda - a lambda to test
+ * ret_f - RETURN: 4.2.2 evaluated at lambda
+ * ret_df - RETURN: first derivative of 4.2.2 evaluated at lambda
+ *
+ * Return: (void)
+ */
+static void
+lawless422(double *x, int n, int z, double phi,
+ double lambda, double *ret_f, double *ret_df)
+{
+ double esum; /* \sum e^(-lambda xi) + z term */
+ double xesum; /* \sum xi e^(-lambda xi) + z term */
+ double xxesum; /* \sum xi^2 e^(-lambda xi) + z term */
+ double xsum; /* \sum xi (no z term) */
+ int i;
+
+ esum = xesum = xsum = xxesum = 0.;
+ for (i = 0; i < n; i++)
+ {
+ xsum += x[i];
+ esum += exp(-1. * lambda * x[i]);
+ xesum += x[i] * exp(-1. * lambda * x[i]);
+ xxesum += x[i] * x[i] * exp(-1. * lambda * x[i]);
+ }
+
+ /* Add z terms for censored data
+ */
+ esum += (double) z * exp(-1. * lambda * phi);
+ xesum += (double) z * phi * exp(-1. * lambda * phi);
+ xxesum += (double) z * phi * phi * exp(-1. * lambda * phi);
+
+ *ret_f = 1./lambda - xsum / n + xesum / esum;
+ *ret_df = ((xesum / esum) * (xesum / esum))
+ - (xxesum / esum)
+ - (1. / (lambda * lambda));
+
+ return;
+}
+
+/* Function: esl_gumbel_FitCensored()
+ * Synopsis: Estimates $\mu$, $\lambda$ from censored data.
+ * Date: SRE, Mon Nov 17 10:01:05 1997 [St. Louis]
+ *
+ * Purpose: Given a left-censored array of Gumbel-distributed samples
+ * <x[0]..x[n-1]>, the number of censored samples <z>, and the
+ * censoring value <phi> (all <x[i]> $>$ <phi>).
+ * Find maximum likelihood parameters <mu> and <lambda>.
+ *
+ * Algorithm: Uses approach described in [Lawless82]. Solves
+ * for lambda using Newton/Raphson iterations;
+ * then substitutes lambda into Lawless' equation 4.2.3
+ * to get mu.
+ *
+ * Args: x - array of Gumbel-distributed samples, 0..n-1
+ * n - number of observed samples
+ * z - number of censored samples
+ * phi - censoring value (all x_i >= phi)
+ * ret_mu : RETURN: ML estimate of mu
+ * ret_lambda : RETURN: ML estimate of lambda
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ */
+int
+esl_gumbel_FitCensored(double *x, int n, int z, double phi,
+ double *ret_mu, double *ret_lambda)
+{
+ double variance;
+ double lambda, mu;
+ double fx; /* f(x) */
+ double dfx; /* f'(x) */
+ double esum; /* \sum e^(-lambda xi) */
+ double tol = 1e-5;
+ int i;
+
+ /* 1. Find an initial guess at lambda
+ * (Evans/Hastings/Peacock, Statistical Distributions, 2000, p.86)
+ */
+ esl_stats_DMean(x, n, NULL, &variance);
+ lambda = eslCONST_PI / sqrt(6.*variance);
+
+ /* 2. Use Newton/Raphson to solve Lawless 4.2.2 and find ML lambda
+ */
+ for (i = 0; i < 100; i++)
+ {
+ lawless422(x, n, z, phi, lambda, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ lambda = lambda - fx / dfx; /* Newton/Raphson is simple */
+ if (lambda <= 0.) lambda = 0.001; /* but be a little careful */
+ }
+
+ /* 2.5: If we did 100 iterations but didn't converge, Newton/Raphson failed.
+ * Resort to a bisection search. Worse convergence speed
+ * but guaranteed to converge (unlike Newton/Raphson).
+ * We assume (!?) that fx is a monotonically decreasing function of x;
+ * i.e. fx > 0 if we are left of the root, fx < 0 if we
+ * are right of the root.
+ */
+ if (i == 100)
+ {
+ double left, right, mid;
+ ESL_DPRINTF1(("esl_gumbel_FitCensored(): Newton/Raphson failed; switched to bisection"));
+
+ /* First bracket the root */
+ left = 0.; /* we know that's the left bound */
+ right = eslCONST_PI / sqrt(6.*variance); /* start from here, move "right"... */
+ lawless422(x, n, z, phi, right, &fx, &dfx);
+ while (fx > 0.)
+ {
+ right *= 2.;
+ if (right > 100.) /* no reasonable lambda should be > 100, we assert */
+ ESL_EXCEPTION(eslENOHALT, "Failed to bracket root in esl_gumbel_FitCensored().");
+ lawless422(x, n, z, phi, right, &fx, &dfx);
+ }
+
+ /* Now we bisection search in left/right interval */
+ for (i = 0; i < 100; i++)
+ {
+ mid = (left + right) / 2.;
+ lawless422(x, n, z, phi, mid, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ if (fx > 0.) left = mid;
+ else right = mid;
+ }
+ if (i == 100)
+ ESL_EXCEPTION(eslENOHALT, "Even bisection search failed in esl_gumbel_FitCensored().");
+ lambda = mid;
+ }
+
+ /* 3. Substitute into Lawless 4.2.3 to find mu
+ */
+ esum = 0.;
+ for (i = 0; i < n; i++)
+ esum += exp(-lambda * x[i]);
+ esum += z * exp(-1. * lambda * phi); /* term from censored data */
+ mu = -log(esum / n) / lambda;
+
+ *ret_lambda = lambda;
+ *ret_mu = mu;
+ return eslOK;
+}
+
+
+/* Function: esl_gumbel_FitCensoredLoc()
+ * Synopsis: Estimates $\mu$ from censored data, given $\lambda$.
+ * Incept: SRE, Mon Feb 6 11:33:10 2006 [St. Louis]
+ *
+ * Purpose: Given a left-censored array of Gumbel distributed samples
+ * <x[0>..x[n-1]>, the number of censored samples <z>, and the censoring
+ * value <phi> (where all <x[i]> $>$ <phi>), and a known
+ * (or at least fixed) <lambda>;
+ * find the maximum likelihood estimate of the location
+ * parameter $\mu$ and return it in <ret_mu>.
+ *
+ * Note: A straightforward simplification of FitCensored().
+ *
+ * Args: x - array of Gumbel-distributed samples, 0..n-1
+ * n - number of observed samples
+ * z - number of censored samples
+ * phi - censoring value (all x_i >= phi)
+ * lambda - known scale parameter $\lambda$
+ * ret_mu : RETURN: ML estimate of $\mu$
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_gumbel_FitCensoredLoc(double *x, int n, int z, double phi, double lambda,
+ double *ret_mu)
+{
+ double esum;
+ int i;
+
+ /* Immediately substitute into Lawless 4.2.3 to find mu, because
+ * lambda is known.
+ */
+ esum = 0.;
+ for (i = 0; i < n; i++) /* contribution from observed data */
+ esum += exp(-lambda * x[i]);
+ esum += z * exp(-1. * lambda * phi); /* term from censored data */
+ *ret_mu = -log(esum / (double) n) / lambda;
+ return eslOK;
+}
+
+
+/*****************************************************************
+ * Truncated data, MAP parameters (requires minimizer augmentation)
+ *****************************************************************/
+#ifdef eslAUGMENT_MINIMIZER
+/* Easel's conjugate gradient descent code allows a single void ptr to
+ * point to any necessary fixed data, so we'll put everything into one
+ * structure:
+ */
+struct tevd_data {
+ double *x; /* data: n observed samples from a Gumbel */
+ int n; /* number of observed samples */
+ double phi; /* truncation threshold: all observed x_i >= phi */
+};
+
+/* tevd_func()
+ *
+ * Called by the optimizer: evaluate the objective function
+ * for the negative posterior log probability of a particular choice
+ * of parameters mu and lambda, given truncated Gumbel samples.
+ */
+static double
+tevd_func(double *p, int nparam, void *dptr)
+{
+ double mu, w, lambda;
+ struct tevd_data *data;
+ double *x;
+ int n;
+ double phi;
+ double logL;
+ int i;
+
+ /* unpack what the optimizer gave us; nparam==2 always
+ */
+ mu = p[0];
+ w = p[1];
+ lambda = exp(w);
+ data = (struct tevd_data *) dptr;
+ x = data->x;
+ n = data->n;
+ phi = data->phi;
+
+ /* The log likelihood equation
+ */
+ logL = n * log(lambda);
+ for (i = 0; i < n; i++)
+ logL -= lambda * (x[i] - mu);
+ for (i = 0; i < n; i++)
+ logL -= exp(-1. * lambda * (x[i] - mu));
+ logL -= n * esl_gumbel_logsurv(phi, mu, lambda);
+
+ return -1.0 * logL; /* objective: minimize the NLP */
+}
+
+/* tevd_grad()
+ *
+ * Called by the optimizer: evaluate the gradient of the objective
+ * function (the negative posterior log probability of the parameters
+ * mu and w, where w = log(lambda), at a particular choice of mu and
+ * lambda.
+ */
+static void
+tevd_grad(double *p, int nparam, void *dptr, double *dp)
+{
+ double mu, lambda, w;
+ struct tevd_data *data;
+ double *x;
+ int n;
+ double phi;
+ double dmu, dw;
+ double coeff;
+ int i;
+
+ /* unpack what the optimizer gave us; nparam==2 always
+ */
+ mu = p[0];
+ w = p[1];
+ lambda = exp(w);
+ data = (struct tevd_data *) dptr;
+ x = data->x;
+ n = data->n;
+ phi = data->phi;
+
+ /* Both partials include a coefficient that
+ * basically looks like P(S=phi) / P(S>=phi); pre-calculate it.
+ * Watch out when phi >> mu, which'll give us 0/0; instead,
+ * recognize that for phi >> mu, coeff converges to \lambda.
+ */
+ if (lambda*(phi-mu) > 50.) /* arbitrary crossover. */
+ coeff = lambda;
+ else
+ coeff = esl_gumbel_pdf(phi, mu, lambda) / esl_gumbel_surv(phi, mu, lambda);
+
+ /* Partial derivative w.r.t. mu.
+ */
+ dmu = n * lambda;
+ for (i = 0; i < n; i++)
+ dmu -= lambda * exp(-1. * lambda * (x[i] - mu));
+ dmu -= n * coeff;
+
+ /* Partial derivative w.r.t. w=log(lambda).
+ */
+ dw = n;
+ for (i = 0; i < n; i++) dw -= (x[i] - mu) * lambda;
+ for (i = 0; i < n; i++) dw += (x[i] - mu) * lambda * exp(-1. * lambda * (x[i] - mu));
+ dw += n * (phi - mu) * coeff;
+
+ /* Return the negative, because we're minimizing NLP, not maximizing.
+ */
+ dp[0] = -1. * dmu; /* negative because we're minimizing NLP, not maximizing */
+ dp[1] = -1. * dw;
+ return;
+}
+
+/* Function: esl_gumbel_FitTruncated()
+ * Synopsis: Estimates $\mu$, $\lambda$ from truncated data.
+ * Incept: SRE, Wed Jun 29 14:14:17 2005 [St. Louis]
+ *
+ * Purpose: Given a left-truncated array of Gumbel-distributed
+ * samples <x[0]..x[n-1]> and the truncation threshold
+ * <phi> (such that all <x[i]> $\geq$ <phi>).
+ * Find maximum likelihood parameters <mu> and <lambda>.
+ *
+ * <phi> should not be much greater than <mu>, the
+ * mode of the Gumbel, or the fit will become unstable
+ * or may even fail to converge. The problem is
+ * that for <phi> $>$ <mu>, the tail of the Gumbel
+ * becomes a scale-free exponential, and <mu> becomes
+ * undetermined.
+ *
+ * Algorithm: Uses conjugate gradient descent to optimize the
+ * log likelihood of the data. Follows a general
+ * approach to fitting missing data problems outlined
+ * in [Gelman95].
+ *
+ * Args: x - observed data samples [0..n-1]
+ * n - number of samples
+ * phi - truncation threshold; all x[i] >= phi
+ * ret_mu - RETURN: ML estimate of mu
+ * ret_lambda - RETURN: ML estimate of lambda
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ */
+int
+esl_gumbel_FitTruncated(double *x, int n, double phi,
+ double *ret_mu, double *ret_lambda)
+{
+ struct tevd_data data;
+ double wrk[8]; /* workspace for CG: 4 tmp vectors of size 2 */
+ double p[2]; /* mu, w; lambda = e^w */
+ double u[2]; /* max initial step size for mu, lambda */
+ int status;
+ double mean, variance;
+ double mu, lambda;
+ double fx;
+
+ data.x = x;
+ data.n = n;
+ data.phi = phi;
+
+ /* The source of the following magic is Evans/Hastings/Peacock,
+ * Statistical Distributions, 3rd edition (2000), p.86, which gives
+ * eq's for the mean and variance of a Gumbel in terms of mu and lambda;
+ * we turn them around to get mu and lambda in terms of the mean and variance.
+ * These would be reasonable estimators if we had a full set of Gumbel
+ * distributed variates. They'll be off for a truncated sample, but
+ * close enough to be a useful starting point.
+ */
+ esl_stats_DMean(x, n, &mean, &variance);
+ lambda = eslCONST_PI / sqrt(6.*variance);
+ mu = mean - 0.57722/lambda;
+
+ p[0] = mu;
+ p[1] = log(lambda); /* c.o.v. because lambda is constrained to >0 */
+
+ u[0] = 2.0;
+ u[1] = 0.1;
+
+ /* Pass the problem to the optimizer. The work is done by the
+ * equations in tevd_func() and tevd_grad().
+ */
+ status = esl_min_ConjugateGradientDescent(p, u, 2,
+ &tevd_func, &tevd_grad,(void *)(&data),
+ 1e-4, wrk, &fx);
+
+ *ret_mu = p[0];
+ *ret_lambda = exp(p[1]); /* reverse the c.o.v. */
+ return status;
+}
+#endif /*eslAUGMENT_MINIMIZER*/
+/*------------------------ end of fitting --------------------------------*/
+
+/*****************************************************************
+ * 6. Stats driver
+ *****************************************************************/
+#ifdef eslGUMBEL_STATS
+/* compile: gcc -g -O2 -Wall -I. -L. -o stats -DeslGUMBEL_STATS esl_gumbel.c -leasel -lm
+ * run: ./stats > stats.out
+ * process w/ lines like:
+ * grep "complete 100" stats.out | awk '{$i = 100*($5-$4)/$4; if ($i < 0) $i = -$i; print $i}' | avg
+ * grep "complete 100" stats.out | awk '{$i = 100*($7-$6)/$6; if ($i < 0) $i = -$i; print $i}' | avg
+ * to get accuracy summary (in %) for mu, lambda; first part of the grep pattern may be "complete", "censored", or
+ * "truncated", second part may be " 100", " 1000", " 10000", or " 100000".
+ *
+ * This is the routine that collects the accuracy statistics that appear
+ * in tables in the Gumbel chapter of the guide, esl_gumbel.tex.
+ */
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_minimizer.h"
+#include "esl_gumbel.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r;
+ int totalN[4] = {100, 1000, 10000, 100000}; /*biggest last; one malloc*/
+ int nexps = 4;
+ int exp;
+ int trial, ntrials;
+ double phi; /* truncation threshold. */
+ int i;
+ int n;
+ double *x;
+ double mu, lambda;
+ double est_mu, est_lambda;
+ double val;
+ int do_complete, do_censored, do_truncated, do_location;
+
+ ntrials = 500;
+ mu = -20.0;
+ lambda = 0.693;
+ phi = -15.;
+
+ do_complete = TRUE; /* Flip these on/off as desired */
+ do_censored = FALSE;
+ do_truncated = FALSE;
+ do_location = FALSE;
+
+ r = esl_randomness_CreateTimeseeded();
+ x = malloc(sizeof(double) * totalN[nexps-1]);
+
+ /* Fitting to simulated complete datasets
+ */
+ if (do_complete) {
+ for (exp = 0; exp < nexps; exp++)
+ {
+ for (trial = 0; trial < ntrials; trial++)
+ {
+ for (i = 0; i < totalN[exp]; i++)
+ x[i] = esl_gumbel_Sample(r, mu, lambda);
+
+ /*direct_mv_fit(x, totalN[exp], &est_mu, &est_lambda);*/
+ esl_gumbel_FitComplete(x, totalN[exp], &est_mu, &est_lambda);
+
+ printf("complete %6d %6d %9.5f %9.5f %8.6f %8.6f\n",
+ totalN[exp], totalN[exp], mu, est_mu, lambda, est_lambda);
+ }
+ printf("\n");
+ }
+ }
+
+ /* Fitting to simulated censored datasets
+ */
+ if (do_censored) {
+ for (exp = 0; exp < nexps; exp++)
+ {
+ for (trial = 0; trial < ntrials; trial++)
+ {
+ for (n = 0, i = 0; i < totalN[exp]; i++)
+ {
+ val = esl_gumbel_Sample(r, mu, lambda);
+ if (val >= phi) x[n++] = val;
+ }
+ esl_gumbel_FitCensored(x, n, totalN[exp]-n, phi, &est_mu, &est_lambda);
+
+ printf("censored %6d %6d %9.5f %9.5f %8.6f %8.6f\n",
+ totalN[exp], n, mu, est_mu, lambda, est_lambda);
+ }
+ printf("\n");
+ }
+ }
+
+ /* Fitting to simulated truncated datasets
+ */
+#ifdef eslAUGMENT_MINIMIZER
+ if (do_truncated) {
+ for (exp = 0; exp < nexps; exp++)
+ {
+ for (trial = 0; trial < ntrials; trial++)
+ {
+ for (n = 0, i = 0; i < totalN[exp]; i++)
+ {
+ val = esl_gumbel_Sample(r, mu, lambda);
+ if (val >= phi) x[n++] = val;
+ }
+ esl_gumbel_FitTruncated(x, n, phi, &est_mu, &est_lambda);
+
+ printf("truncated %6d %6d %9.5f %9.5f %8.6f %8.6f\n",
+ totalN[exp], n, mu, est_mu, lambda, est_lambda);
+ }
+ printf("\n");
+ }
+ }
+#endif /*eslAUGMENT_MINIMIZER*/
+
+ /* Fitting mu given lambda
+ */
+ if (do_location) {
+ for (exp = 0; exp < nexps; exp++)
+ {
+ for (trial = 0; trial < ntrials; trial++)
+ {
+ for (i = 0; i < totalN[exp]; i++)
+ x[i] = esl_gumbel_Sample(r, mu, lambda);
+
+ esl_gumbel_FitCompleteLoc(x, totalN[exp], lambda, &est_mu);
+
+ printf("location %6d %6d %9.5f %9.5f\n",
+ totalN[exp], totalN[exp], mu, est_mu);
+ }
+ printf("\n");
+ }
+ }
+
+ esl_randomness_Destroy(r);
+ free(x);
+ return 0;
+}
+#endif /*eslGUMBEL_STATS*/
+
+/*****************************************************************
+ * 7. Unit tests.
+ *****************************************************************/
+
+
+/*****************************************************************
+ * 8. Test driver.
+ *****************************************************************/
+#ifdef eslGUMBEL_TESTDRIVE
+/* compile: gcc -g -Wall -I. -o test -DeslGUMBEL_TESTDRIVE -DeslAUGMENT_RANDOM -DeslAUGMENT_MINIMIZER esl_gumbel.c esl_random.c esl_minimizer.c esl_vectorops.c easel.c -lm
+ * run: ./test
+ */
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_minimizer.h"
+#include "esl_gumbel.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = NULL;
+ int totalN;
+ int n;
+ double phi; /* truncation threshold. */
+ int i;
+ double *x = NULL;
+ double mu, lambda;
+ double est_mu, est_lambda;
+ int status;
+
+ totalN = 10000;
+ mu = -20.;
+ lambda = 0.4;
+ phi = -20.;
+
+ r = esl_randomness_Create(42); /* make the sims reproducible */
+ ESL_ALLOC(x, sizeof(double) * totalN);
+
+ /* Test complete data fitting on simulated data.
+ * Don't tolerate more than 1% error in mu, 3% in lambda.
+ */
+ for (i = 0; i < totalN; i++)
+ x[i] = esl_gumbel_Sample(r, mu, lambda);
+ esl_gumbel_FitComplete(x, totalN, &est_mu, &est_lambda);
+ if (fabs((est_mu -mu) /mu) > 0.01) abort();
+ if (fabs((est_lambda-lambda)/lambda) > 0.03) abort();
+
+ /* Test censored fitting on simulated data, for
+ * the right tail mass above the mode.
+ * Don't tolerate more than 1% error in mu, 4% in lambda.
+ */
+ for (n=0, i = 0; i < totalN; i++)
+ if (x[i] >= phi) x[n++] = x[i];
+ esl_gumbel_FitCensored(x, n, totalN-n, phi, &est_mu, &est_lambda);
+ if (fabs((est_mu -mu) /mu) > 0.01) abort();
+ if (fabs((est_lambda-lambda)/lambda) > 0.04) abort();
+
+ /* Test truncated fitting on simulated data.
+ * Don't tolerate more than 5% error in mu, 8% in lambda.
+ */
+#ifdef eslAUGMENT_MINIMIZER
+ esl_gumbel_FitTruncated(x, n, phi, &est_mu, &est_lambda);
+ if (fabs((est_mu -mu) /mu) > 0.05) abort();
+ if (fabs((est_lambda-lambda)/lambda) > 0.08) abort();
+#endif /*eslAUGMENT_MINIMIZER*/
+
+
+ free(x);
+ esl_randomness_Destroy(r);
+ return 0;
+
+ ERROR:
+ if (x != NULL) free(x);
+ if (r != NULL) esl_randomness_Destroy(r);
+ return status;
+}
+#endif /*eslGUMBEL_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 9. Example.
+ *****************************************************************/
+#ifdef eslGUMBEL_EXAMPLE
+/*::cexcerpt::gumbel_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslGUMBEL_EXAMPLE -DeslAUGMENT_RANDOM esl_gumbel.c esl_random.c esl_vectorops.c easel.c -lm
+ * run: ./example
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_gumbel.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();;
+ int n = 10000; /* simulate 10,000 samples */
+ double mu = -20.0; /* with mu = -20 */
+ double lambda = 0.4; /* and lambda = 0.4 */
+ double min = 9999.;
+ double max = -9999.;
+ double *x = malloc(sizeof(double) * n);
+ double z, est_mu, est_lambda;
+ int i;
+
+ for (i = 0; i < n; i++) /* generate the 10,000 samples */
+ {
+ x[i] = esl_gumbel_Sample(r, mu, lambda);
+ if (x[i] < min) min = x[i];
+ if (x[i] > max) max = x[i];
+ }
+
+ z = esl_gumbel_surv(max, mu, lambda); /* right tail p~1e-4 >= max */
+ printf("max = %6.1f P(>max) = %g\n", max, z);
+ z = esl_gumbel_cdf(min, mu, lambda); /* left tail p~1e-4 < min */
+ printf("min = %6.1f P(<=min) = %g\n", min, z);
+
+ esl_gumbel_FitComplete(x, n, &est_mu, &est_lambda); /* fit params to the data */
+
+ z = 100. * fabs((est_mu - mu) / mu);
+ printf("Parametric mu = %6.1f. Estimated mu = %6.2f. Difference = %.1f%%.\n",
+ mu, est_mu, z);
+ z = 100. * fabs((est_lambda - lambda) /lambda);
+ printf("Parametric lambda = %6.1f. Estimated lambda = %6.2f. Difference = %.1f%%.\n",
+ lambda, est_lambda, z);
+
+ free(x);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::gumbel_example::end::*/
+#endif /*eslGUMBEL_EXAMPLE*/
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_gumbel.h b/easel/esl_gumbel.h
new file mode 100644
index 0000000..8a7f07a
--- /dev/null
+++ b/easel/esl_gumbel.h
@@ -0,0 +1,56 @@
+/* esl_gumbel.h
+ * Gumbel (type I extreme value) distributions.
+ *
+ * SRE, Mon Jun 27 08:44:41 2005 [St. Louis]
+ * SVN $Id: esl_gumbel.h 93 2006-02-26 18:15:26Z eddy $
+ */
+#ifndef ESL_GUMBEL_INCLUDED
+#define ESL_GUMBEL_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+
+extern double esl_gumbel_pdf (double x, double mu, double lambda);
+extern double esl_gumbel_logpdf (double x, double mu, double lambda);
+extern double esl_gumbel_cdf (double x, double mu, double lambda);
+extern double esl_gumbel_logcdf (double x, double mu, double lambda);
+extern double esl_gumbel_surv (double x, double mu, double lambda);
+extern double esl_gumbel_logsurv(double x, double mu, double lambda);
+extern double esl_gumbel_invcdf (double p, double mu, double lambda);
+
+extern double esl_gumbel_generic_pdf (double x, void *params);
+extern double esl_gumbel_generic_cdf (double x, void *params);
+extern double esl_gumbel_generic_surv (double x, void *params);
+extern double esl_gumbel_generic_invcdf(double p, void *params);
+
+extern int esl_gumbel_Plot(FILE *fp, double mu, double lambda,
+ double (*func)(double x, double mu, double lambda),
+ double xmin, double xmax, double xstep);
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_gumbel_Sample(ESL_RANDOMNESS *r, double mu, double lambda);
+#endif
+
+extern int esl_gumbel_FitComplete(double *x, int n,
+ double *ret_mu, double *ret_lambda);
+extern int esl_gumbel_FitCompleteLoc(double *x, int n, double lambda,
+ double *ret_mu);
+extern int esl_gumbel_FitCensored(double *x, int n, int z, double phi,
+ double *ret_mu, double *ret_lambda);
+extern int esl_gumbel_FitCensoredLoc(double *x, int n, int z, double phi,
+ double lambda, double *ret_mu);
+#ifdef eslAUGMENT_MINIMIZER
+extern int esl_gumbel_FitTruncated(double *x, int n, double phi,
+ double *ret_mu, double *ret_lambda);
+#endif
+
+
+#endif /*ESL_GUMBEL_INCLUDED*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_gumbel.tex b/easel/esl_gumbel.tex
new file mode 100644
index 0000000..506a448
--- /dev/null
+++ b/easel/esl_gumbel.tex
@@ -0,0 +1,624 @@
+
+Gumbel statistics are often used to estimate the statistical
+significance of local alignment scores.
+
+The Gumbel distribution is the so-called Type I extreme value
+distribution (EVD). It occurs so frequently in sequence analysis
+applications, compared to the type II (Fr\'{e}chet) and type III
+(Weibull) extreme value distributions, that ``Gumbel'' and ``EVD'' are
+often used interchangeably in bioinformatics. Easel has a separate
+module, the \eslmod{gev} module, that implements the generalized
+extreme value distribution.
+
+Karlin/Altschul statistics are a special case of the Gumbel
+distribution that apply to the scores of ungapped local alignments
+between infinitely long random sequences. Empirically, Karlin/Altschul
+statistics also apply reasonably well to the more useful case of
+gapped alignment of finite-length sequences. Karlin/Altschul
+statistics predict how the Gumbel's two parameters depend on the
+length of the query and target sequences. In the case of ungapped
+alignments, Karlin/Altschul statistics allow the Gumbel parameters to
+be estimated directly, without the need for a compute-intensive
+simulation.
+
+\subsection{The gumbel API}
+
+The \eslmod{gumbel} API consists of the following functions:
+
+\vspace{0.5em}
+\begin{center}
+\begin{tabular}{ll}\hline
+ \multicolumn{2}{c}{\textbf{evaluating densities and distributions:}}\\
+\ccode{esl\_gumbel\_pdf()} & Returns the probability density, $P(S=x)$.\\
+\ccode{esl\_gumbel\_logpdf()} & Returns the log of the pdf, $\log P(S=x)$.\\
+\ccode{esl\_gumbel\_cdf()} & Returns the cumulative probability distribution, $P(S \leq x)$.\\
+\ccode{esl\_gumbel\_logcdf()} & Returns the log of the cdf, $\log P(S \leq x)$.\\
+\ccode{esl\_gumbel\_surv()} & Returns right tail mass, 1-cdf, $P(S > x)$\\
+\ccode{esl\_gumbel\_logsurv()} & Returns log of 1-cdf, $\log P(S > x)$.\\
+ \multicolumn{2}{c}{\textbf{sampling:}}\\
+\ccode{esl\_gumbel\_Sample()} & Returns a Gumbel-distributed random sample.\\
+ \multicolumn{2}{c}{\textbf{maximum a posteriori parameter fitting:}}\\
+\ccode{esl\_gumbel\_FitComplete()} & Estimates $\mu,\lambda$ from complete data.\\
+\ccode{esl\_gumbel\_FitCompleteLoc()} & Estimates $\mu$ when $\lambda$ is known.\\
+\ccode{esl\_gumbel\_FitCensored()} & Estimates $\mu,\lambda$ from censored data.\\
+\ccode{esl\_gumbel\_FitCensoredLoc()} & Estimates $\mu$ when $\lambda$ is known.\\
+\ccode{esl\_gumbel\_FitTruncated()}& Estimates $\mu,\lambda$ from truncated data.\\\hline
+\end{tabular}
+\end{center}
+\vspace{0.5em}
+
+The Gumbel distribution depends on two parameters, $\mu$ and
+$\lambda$. When $\mu$ and $\lambda$ are known, the statistical
+significance (P-value) of a single score $x$ is $P(S>x)$, obtained by
+a call to \ccode{esl\_gumbel\_surv()}. The E-value for obtaining that
+score or better in searching a database of $N$ sequences is just
+$NP(S>x)$.
+
+When $\mu$ and $\lambda$ are unknown, they are estimated from scores
+obtained from comparisons of simulated random data. (Analytical
+solutions for $\mu$ and $\lambda$ are only available in the case of
+ungapped sequence alignments.) The \ccode{esl\_evd\_Fit*()} functions
+provide maximum likelihood parameter fitting routines for different
+types of data.
+
+\subsubsection{Augmentations: random, minimizer}
+
+The \ccode{esl\_gumbel\_Sample()} function requires augmenting with the
+\eslmod{random} module.
+
+The \ccode{esl\_gumbel\_FitTruncated()} function requires augmenting
+with the \eslmod{minimizer} module.
+
+
+\subsection{Example of using the gumbel API}
+
+An example that samples 10,000 data points from a Gumbel distribution
+with $\mu=-20$, $\lambda=0.4$; reports the min and max samples, and
+the probability mass to the left of the min and to the right of the
+max (both of which should be about $\frac{1}{10000}$, since we took
+10,000 samples); and then fits those simulated data to a Gumbel and
+reports the fitted $\mu$ and $\lambda$:
+
+\input{cexcerpts/gumbel_example}
+
+
+
+\subsection{Gumbel densities}
+
+The probability density function (pdf) and the cumulative distribution
+function (cdf) of the extreme value distribution are:
+
+\begin{equation}
+P(x) = \lambda \exp \left[ -\lambda (x - \mu) - e^{- \lambda (x - \mu)} \right]
+\label{eqn:gumbel_density}
+\end{equation}
+
+\begin{equation}
+P(S < x) = \exp \left[ -e^{-\lambda(x - \mu)} \right]
+\label{eqn:gumbel_distribution}
+\end{equation}
+
+The extreme value density and distribution functions for $\mu = 0$ and
+$\lambda = 1.0$ are shown below.
+
+\begin{center}
+\includegraphics[width=3in]{figures/evd_basic}
+\end{center}
+
+The $\mu$ and $\lambda$ parameters are {\em location} and {\em scale}
+parameters, respectively:
+
+\centerline{
+\begin{minipage}{3in}
+\includegraphics[width=2.8in]{figures/evd_location}
+\end{minipage}
+\begin{minipage}{3in}
+\includegraphics[width=2.8in]{figures/evd_scale}
+\end{minipage}
+}
+
+For more details, a classic reference is \citep{Lawless82}. Gumbel
+distributions can have their long tail to the right or to the
+left. The form given here is for the long tail to the right. This is
+the form that arises when the extreme value is a maximum, such as when
+our score is the maximum over the individual scores of all possible
+alignments. The equations in \citep{Lawless82} are for extremal
+minima; use $(x - u) = -(x - \mu)$ and $b = 1 / \lambda$ to convert
+Lawless' notation to the notation used here.
+
+
+\subsection{Fitting Gumbel distributions to observed data}
+
+Given a set of $n$ observed samples $\mathbf{x}$, we may want to
+estimate the $\mu$ and $\lambda$ parameters.
+
+One might try to use linear regression to fit to a $\log \log$
+transformation of the $P(S < x)$ histogram, which gives a straight
+line with slope $-\lambda$ and $x$ intercept $\mu$:
+
+\begin{equation}
+\log \left[ -\log P(S<x) \right] = -\lambda x + \lambda \mu
+\end{equation}
+
+However, the linear regression method is undesirable because it is
+sensitive to outliers. The following table shows the \% error for
+estimating $\hat{\mu}$ and $\hat{\lambda}$ from 500 simulated complete
+datasets, sampled from a Gumbel with $\mu = -20.0$ and $\lambda =
+0.4$, for four different dataset sizes:
+
+\begin{center}
+\begin{tabular}{lrrrr} \hline
+ & \multicolumn{4}{c}{\# of samples}\\
+ & 100 & 1000 & 10,000 & 100,000 \\
+\% error in $\hat{\mu}$ & 2\%& 1\% & 0.9\% & 0.9\% \\
+max error in $\hat{\mu}$ & 24\%& 13\% & 10\% & 10\% \\
+\% error in $\hat{\lambda}$ & 12\%& 7\% & 5\% & 3\% \\
+max error in $\hat{\lambda}$ & 49\%& 33\% & 25\% & 20\% \\ \hline
+\end{tabular}
+\end{center}
+
+
+A better rough estimate of $\hat{\mu}$ and $\hat{\lambda}$ can be
+obtained from the sample mean $m$ and variance $s^2$ of the observed
+data \citep{Evans00}:\footnote{All simulation data are generated by
+the \eslmod{evd} module's stats driver. The only exception is the
+linear regression fit data, which come from an old version of HMMER.}
+
+\begin{eqnarray*}
+ \hat{\lambda} & = & \frac{\pi}{\sqrt{6s^2}}\\
+ \hat{\mu} & = & m - \frac{0.57722}{\hat{\lambda}}
+\end{eqnarray*}
+
+The mean/variance method is more accurate than linear regression, as
+shown by the following simulation results:
+
+\begin{center}
+\begin{tabular}{lrrrr} \hline
+ & \multicolumn{4}{c}{\# of samples}\\
+ & 100 & 1000 & 10,000 & 100,000 \\
+\% error in $\hat{\mu}$ & 1\%& 0.3\% & 0.1\% & 0.03\% \\
+max error in $\hat{\mu}$ & 5\%& 1\% & 0.4\% & 0.1\% \\
+\% error in $\hat{\lambda}$ & 9\%& 3\% & 0.8\% & 0.3\% \\
+max error in $\hat{\lambda}$ & 40\%& 12\% & 3\% & 0.9\% \\ \hline
+\end{tabular}
+\end{center}
+
+Still, the mean/variance method is not as accurate as a maximum
+likelihood estimation (especially for $\lambda$). Also, it requires
+complete data, whereas we also need to solve problems where we fit to
+\emph{truncated} or \emph{censored} data. Easel's main estimation
+methods are therefore maximum likelihood methods.
+
+\subsubsection{Maximum likelihood estimation, complete data}
+
+Given $n$ samples $x_1..x_n$ from some distribution that depends on
+parameters $\theta$, we want to estimate maximum likelihood parameter
+estimates $\hat{\theta}$ that maximize the log likelihood:
+
+\[
+ \hat{\theta} = \argmax_{\theta} \sum_{i=1}^{n} \log P(x_i \mid \theta)
+\]
+
+These are also \emph{maximum a posteriori} parameter estimates, if we
+assume a uniform prior $P(\theta)$.
+
+Specifically, for samples $x_i$ drawn from an extreme value
+distribution, the log likelihood to optimize is:
+
+\begin{equation}
+\log L(\lambda, \mu) = n \log \lambda - \sum_{i=1}^{n} \lambda(x_i -
+\mu) - \sum_{i=1}^{n} e^{-\lambda(x_i - \mu)}
+\label{eqn:gev_logL}
+\end{equation}
+
+This objective function is differentiable with respect to $\mu$ and
+$\lambda$:
+
+\begin{eqnarray}
+\frac{\partial \log L}{\partial \mu} & = &
+n \lambda - \lambda \sum_{i=1}^{n} e^{-\lambda (x_i - \mu)}\\%
+\\%
+\label{eqn:mupartial}
+\frac{\partial \log L}{\partial \lambda} & = &
+\frac{n}{\lambda} - \sum_{i=1}^{n} (x_i - \mu) +
+\sum_{i=1}^{n} (x_i - \mu) e^{-\lambda (x_i - \mu)}
+\label{eqn:lambdapartial}
+\end{eqnarray}
+
+The maximum likelihood estimates $\hat{\lambda}$ and $\hat{\mu}$ are
+the solutions to $\frac{\partial \log L}{\partial \mu} = 0$ and
+$\frac{\partial \log L}{\partial \lambda} = 0$. Lawless
+\citep{Lawless82} gives a useful trick here that lets us solve both of
+these simultaneously. When (\ref{eqn:mupartial}) is set to zero, it
+can be used to get $\hat{\mu}$ in terms of $\hat{\lambda}$:
+
+\begin{eqnarray}
+e^{-\hat{\lambda} \hat{\mu}} & = & \frac{1}{n} \sum_{i=1}^{n} e^{-\hat{\lambda} x_i}
+\label{eqn:substitute}\\
+\hat{\mu} & = & - \frac{1}{\hat{\lambda}}
+ \log \left[ \frac{1}{n} \sum_{i=1}^{n} e^{-\hat{\lambda} x_i} \right]
+\label{eqn:solvemu}
+\end{eqnarray}
+
+Substituting (\ref{eqn:substitute}) into (\ref{eqn:lambdapartial}),
+gives us an equation for solving $\hat{\lambda}$ in terms of the
+$x_i$'s:
+
+\begin{eqnarray}
+\frac{1}{\hat{\lambda}} - \frac{1}{n} \sum_{i=1}^{n} x_i +
+\frac{\sum_{i=1}^{n} x_i e^{-\hat{\lambda} x_i}}
+ {\sum_{i=1}^{n} e^{-\hat{\lambda} x_i}}
+& = & 0
+\label{eqn:newtontarget}
+\end{eqnarray}
+
+This is our target function. We could solve it readily enough (by
+bisection search, for example) and obtain $\hat{\lambda}$. We can
+solve it even faster using the Newton/Raphson algorithm, because it is
+differentiable with respect to lambda:
+
+\begin{equation}
+\frac{d}{d\hat{\lambda}} =
+\frac{\left( \sum_{i=1}^{n} x_i e^{-\hat{\lambda} x_i} \right)^2 }
+ {\left( \sum_{i=1}^{n} e^{-\hat{\lambda} x_i} \right)^2 }
+-
+\frac{\sum_{i=1}^{n} x_i^2 e^{-\hat{\lambda} x_i}}
+ {\sum_{i=1}^{n} e^{-\hat{\lambda} x_i}}
+-
+\frac{1}{\hat{\lambda}^2}
+\label{eqn:newtonderivative}
+\end{equation}
+
+Now, the key equations are (\ref{eqn:solvemu}),
+(\ref{eqn:newtontarget}), and (\ref{eqn:newtonderivative}). In
+summary, the inference procedure is the following:
+
+\begin{itemize}
+\item Guess an initial $\hat{\lambda}$ (using the mean/variance
+ method, for example, but any reasonable guess works).
+\item Use Newton/Raphson iterations to find the $\hat{\lambda}$ that satisfies
+ (\ref{eqn:newtontarget}):
+ \begin{itemize}
+ \item calculate the target function $f$ and
+ its first derivative $f'$ at $\hat{\lambda}$, using
+ (\ref{eqn:newtontarget}) to calculate $f$ and
+ (\ref{eqn:newtonderivative}) to calculate $f'$.
+ \item If $f$ is within some absolute tolerance of zero
+ (e.g., $10^{-6}$), stop; we have found $\hat{\lambda}$.
+ \item Else, estimate a new $\hat{\lambda} = \hat{\lambda} - \frac{f}{f'}$,
+ and do another iteration.
+ \end{itemize}
+\item Plug $\hat{\lambda}$ into (\ref{eqn:solvemu}) to get $\hat{\mu}$.
+\end{itemize}
+
+This algorithm is implemented in \ccode{esl\_evd\_FitComplete()}. An
+auxiliary function, \ccode{lawless416()}, calculates the target
+function and its derivative (equations (\ref{eqn:newtontarget}) and
+(\ref{eqn:newtonderivative})) given the current estimate of
+$\hat{\lambda}$. The name comes from Lawless' equation 4.1.6, the
+target function \citep{Lawless82}.
+
+The accuracy of fitting to simulated data (generated with $\mu=-20$
+and $\lambda=0.4$), collated over 500 simulations, is shown in the
+following table:
+
+\begin{center}
+\begin{tabular}{lrrrr} \hline
+ & \multicolumn{4}{c}{\# of samples}\\
+ & 100 & 1000 & 10,000 & 100,000 \\
+\% error in $\hat{\mu}$ & 1\%& 0.3\% & 0.1\% & 0.03\% \\
+max error in $\hat{\mu}$ & 4\%& 2\% & 0.5\% & 0.1\% \\
+\% error in $\hat{\lambda}$ & 6\%& 2\% & 0.6\% & 0.2\% \\
+max error in $\hat{\lambda}$ & 36\%& 9\% & 2\% & 0.8\% \\ \hline
+\end{tabular}
+\end{center}
+
+This is in accord with theoretical expectation. The distribution of
+$\frac{\lambda}{\hat{\lambda}}$ is approximately normal with mean 1 and
+standard error $\frac{0.78}{\sqrt{N}}$ \citep{Lawless82,Altschul01}.
+
+% Altschul says \frac{\hat{\lambda}}{\lambda}, actually, but I believe
+% that's wrong. xref J1/46.
+
+
+\subsubsection{Maximum likelihood fitting to censored data}
+
+A \emph{censored} data problem is when we have $N$ samples, but we
+only observe the values of a subset of $n$ samples $x_1..x_n$ that are
+greater or equal to some cutoff $\phi$. The remaining $z = N-n$
+samples are \emph{censored}, and for these we only know that $x <
+\phi$. $x_i..x_n$, $n$, $\phi$, and $z$ are all known in a censored
+data problem.
+
+To estimate maximum likelihood parameters $\hat{\theta}$ for some
+distribution from censored data \citep{Gelman95}, the log likelihood
+to maximize is:
+
+
+\[
+ \hat{\theta} = \argmax_{\theta} z \log P(x<\phi \mid \theta)
+ + \sum_{i=1}^n \log P(x_i \mid \theta)
+\]
+
+Specifically, when fitting a Gumbel distribution, the log likelihood
+to optimize is:
+
+\begin{equation}
+ \log L(\lambda, \mu) =
+ n \log \lambda
+ - z e^{-\lambda(\phi - \mu)}
+ - \sum_{i=1}^{n} \lambda(x_i - \mu)
+ - \sum_{i=1}^{n} e^{-\lambda(x_i - \mu)}
+\label{eqn:censor_logL}
+\end{equation}
+
+To optimize this, we follow a similar procedure as used for complete
+data \citep{Lawless82}. The log likelihood is differentiable with
+respect to $\lambda$ and $\mu$:
+
+\begin{eqnarray}
+\frac{\partial \log L}{\partial \mu} & = &
+n \lambda
+- z \lambda e^{-\lambda (\phi - \mu)}
+- \lambda \sum_{i=1}^{n} e^{-\lambda (x_i - \mu)}
+\label{eqn:censor_dmu}
+\\%
+\frac{\partial \log L}{\partial \lambda} & = &
+\frac{n}{\lambda}
++ z (\phi - \mu) e^{-\lambda (\phi - \mu)}
+- \sum_{i=1}^{n} (x_i - \mu)
++ \sum_{i=1}^{n} (x_i - \mu) e^{-\lambda (x_i - \mu)}
+\label{eqn:censor_dlambda}
+\end{eqnarray}
+
+Setting (\ref{eqn:censor_dmu}) to zero and solving for $\hat{\mu}$ in
+terms of $\hat{\lambda}$ gives:
+
+\begin{equation}
+\hat{\mu} = - \frac{1}{\hat{\lambda}}
+ \log \left[ \frac{1}{n}
+ \left( z e^{-\hat{\lambda} \phi}
+ + \sum_{i=1}^{n} e^{-\hat{\lambda} x_i} \right)
+ \right]
+\label{eqn:censor_solvemu}
+\end{equation}
+
+Substituting (\ref{eqn:censor_solvemu}) into
+(\ref{eqn:censor_dlambda}) gives the target equation:
+
+\begin{equation}
+\frac{1}{\hat{\lambda}}
+- \frac{1}{n} \sum_{i=1}^{n} x_i +
+\frac{z \phi e^{-\hat{\lambda} \phi} + \sum_{i=1}^{n} x_i e^{-\hat{\lambda} x_i}}
+ {z e^{-\hat{\lambda} \phi} + \sum_{i=1}^{n} e^{-\hat{\lambda} x_i}}
+ = 0
+\label{eqn:censor_newtontarget}
+\end{equation}
+
+To use Newton-Raphson root finding (instead of a slower bisection
+search) we also need the first derivative of this target equation with
+respect to $\lambda$:
+
+\begin{equation}
+\frac{d}{d\hat{\lambda}} =
+\frac{\left(
+ z \phi e^{-\hat{\lambda} \phi}
+ + \sum_{i=1}^{n} x_i e^{-\hat{\lambda} x_i}
+ \right)^2 }
+ {\left(
+ z e^{-\hat{\lambda} \phi}
+ + \sum_{i=1}^{n} e^{-\hat{\lambda} x_i}
+ \right)^2 }
+-
+\frac{z \phi^2 e^{-\hat{\lambda} \phi} + \sum_{i=1}^{n} x_i^2 e^{-\hat{\lambda} x_i}}
+ {z e^{-\hat{\lambda} \phi} + \sum_{i=1}^{n} e^{-\hat{\lambda} x_i}}
+-
+\frac{1}{\hat{\lambda}^2}
+\label{eqn:censor_newtonderiv}
+\end{equation}
+
+In summary: given $n$ observed samples $x_1..x_n$ from a total sample
+of $N$ samples, $z = N-n$ of which were censored because they have
+values $< \phi$, we solve for maximum likelihood estimates
+$\hat{\lambda}$ and $\hat{\mu}$ using the same procedure we used for
+complete data, by using equations (\ref{eqn:censor_solvemu}),
+(\ref{eqn:censor_newtontarget}), and (\ref{eqn:censor_newtonderiv}) in
+place of equations (\ref{eqn:solvemu}), (\ref{eqn:newtontarget}), and
+(\ref{eqn:newtonderivative}). Easel implements this procedure in
+\ccode{esl\_evd\_FitCensored()}. The target function
+(\ref{eqn:censor_newtontarget}) and its derivative
+(\ref{eqn:censor_newtonderiv}) are implemented in the auxiliary
+function \ccode{lawless422()} \citep{Lawless82}.
+
+Results on 500 simulated datasets with $\mu = -20, \lambda = 0.4$,
+censored at $\phi = -20$ -- the expected peak of the histogram; that
+is, a censored fit only to the right tail, which contains about 63\%
+of the samples:
+
+\begin{center}
+\begin{tabular}{lrrrr} \hline
+ & \multicolumn{4}{c}{\# samples in EVD histogram}\\
+ & 100 & 1000 & 10,000 & 100,000 \\
+\% error in $\mu$ & 1\%& 0.4\% & 0.1\% & 0.04\% \\
+max error in $\mu$ & 5\%& 2\% & 0.5\% & 0.2\% \\
+\% error in $\lambda$ & 9\%& 3\% & 0.9\% & 0.3\% \\
+max error in $\lambda$ & 33\%& 11\% & 3\% & 1\% \\ \hline
+\end{tabular}
+\end{center}
+
+\subsubsection{Maximum likelihood fitting to truncated data}
+
+A \emph{truncated} dataset is when we only observe $n$ samples $x_i$,
+and an \emph{unknown} number $z$ of samples less than some threshold
+$\phi$ were unobserved. Thus, only the right tail of $n$ samples $x_i
+\geq \phi$ as observed. In a truncated dataset, $x_1..x_n$, $n$, and
+$\phi$ are known, but $z$ is unknown.
+
+Solving a truncated data problem motivates a Bayesian approach,
+because we need to integrate out (marginalize) the nuisance $z$
+parameter, and to do this, we have to specify a prior distribution for
+$P(z)$. Gelman \emph{et al.} describe a general Bayesian framework for
+thinking about various types of missing data problems, including
+censored and truncated data \citep{Gelman95}.
+
+In short, to obtain maximum likelihood parameters $\hat{\theta}$ for
+some distribution, given truncated data, the log likelihood we wish to
+maximize is:
+
+\begin{equation}
+ \hat{\theta} = \argmax_\theta -n \log P(x \geq \phi \mid \theta)
+ + \sum_{i=1}^n \log P(x_i \mid \theta).
+\label{eqn:truncated_objective}
+\end{equation}
+
+\textbf{Detour: derivation of the truncated data likelihood}
+
+The derivation of the above equation may not be immediately obvious.
+The presence of the $n P(x \geq \phi \mid \theta)$ term may be
+counterintuitive, as opposed to the more intuitive $z P(x < \phi \mid
+\theta)$ term that accounts for the missing data in a censored data
+problem. Gelman \emph{et al.} actually don't even show the equation in
+their book; I obtained it from an exercise solution on their web site.
+To convince you (and to remind me) of its correctness, a sketch of the
+derivation follows.
+
+We start with the same likelihood equation that arises in censored
+data for a \emph{known} total number of samples $N$ (where $N=n+z$),
+but since $N$ is unknown, we need to integrate over all possible $N$
+from $n$ to $\infty$:
+
+\begin{eqnarray*}
+ P(\mathbf{x} \mid \theta, \phi) & = &
+ \sum_{N=n}^{\infty} P(\mathbf{x} \mid \theta, \phi, N) P(N)\\
+ & = &
+ \prod_{i=1}^n P(x_i \mid \theta)
+ \left[
+ \sum_{N=n}^\infty {N \choose n} P(x < \phi \mid \theta)^{N-n} P(N)
+ \right]\\
+\end{eqnarray*}
+
+The $\prod_{i=1}^n P(x_i \mid \theta)$ is straightforward; that sum is
+our problem. The trick is to rearrange it so we can treat it as a
+convergent negative binomial series:
+
+\[
+ (1-p)^{-a} = 1 + ap + \frac{a(a+1)}{2!} p^2 +
+ \frac{a(a+1)(a+2)}{3!} p^3...
+\]
+
+To get the sum into the form of this series, Gelman \emph{et al.}
+suggest using an informative prior $P(N) = \frac{1}{N}$, an apparently
+unmotivated choice that happens to make the sum collapse nicely:
+
+\begin{eqnarray*}
+ &=& P(N=n)
+ + (n+1) P(x < \phi \mid \theta) P(N=n+1)
+ + \frac{(n+1)(n+2)}{2!} P(x < \phi \mid \theta)^2 P(N=n+2) ...\\
+ &= & \frac{1}{n} \left[
+ 1
+ + n P(x < \phi \mid \theta)
+ + \frac{n(n+1)}{2!} P(x < \phi \mid \theta)^2
+ + \frac{n(n+1)(n+2)}{3!} P(x < \phi \mid \theta)^3 \right]\\
+ &=& \frac{1}{n} (1 - P(x < \phi \mid \theta))^{-n}\\
+ &=& \frac{1}{n} P(x \geq \phi \mid \theta)^{-n}\\
+\end{eqnarray*}
+
+The $\frac{1}{n}$ is a constant, so we drop it from the likelihood
+equation we'll maximize. Putting this term back together with the
+probability of the observed data and taking the log, we obtain the log
+likelihood in equation (\ref{eqn:truncated_objective}).
+
+Alternatively, we might choose an uninformative improper uniform prior
+$P(N) \propto 1$. This gives a log likelihood that only differs by a
+term of $n+1$ versus $n$:
+
+\begin{equation}
+ \hat{\theta} = \argmax_\theta -(n+1) \log P(x \geq \phi \mid \theta)
+ + \sum_{i=1}^n \log P(x_i \mid \theta).
+\end{equation}
+
+However, empirically, this form is ineffective, at least for fitting
+Gumbels. The $\frac{1}{N}$ prior performs much better, probably
+because it constrains the solutions to favor smaller, finite, more
+reasonable choices of $N$.
+
+
+
+\textbf{Back to fitting a truncated Gumbel}
+
+For the specific case of fitting a truncated Gumbel, the log
+likelihood (\ref{eqn:truncated_objective}) to optimize is:
+
+\[
+ \log L(\lambda, \mu) =
+ n \log \lambda
+ - \sum_{i=1}^{n} \lambda(x_i - \mu)
+ - \sum_{i=1}^{n} e^{-\lambda(x_i - \mu)}
+ - n \log (1 - \exp(-e^{-\lambda(\phi - \mu)}))
+\label{eqn:truncated_logL}
+\]
+
+This is differentiable with respect to $\lambda$ and $\mu$, but it's
+not going to reduce to the clean root-finding problem that we obtained
+for complete data or censored data. Instead we're going to be left
+with a numerical optimization problem. We can use standard numerical
+optimization code, such as steepest descent or conjugate gradient
+descent. There's just one hitch. These algorithms assume unconstrained
+parameters, but $\lambda$ is constrained to values $>0$. We do a
+change of variables, and use the transformation $\lambda = e^w$ so we
+can optimize the unconstrained parameter $w = \log \lambda$ instead of
+optimizing $\lambda$ directly. The necessary partial derivatives are
+then:
+
+\begin{eqnarray}
+\frac{\partial \log L}{\partial \mu} & = &
+n \lambda
+- \lambda \sum_{i=1}^{n} e^{-\lambda (x_i - \mu)}
+- \frac{n \lambda \exp \left[ -\lambda (\phi - \mu) - e^{- \lambda (\phi - \mu)} \right]}
+ {1 - \exp(-e^{-\lambda(\phi - \mu)})}
+\label{eqn:truncated_dmu}
+\\%
+\frac{\partial \log L}{\partial w} & = &
+n
+- \sum_{i=1}^{n} \lambda(x_i - \mu)
++ \sum_{i=1}^{n} \lambda(x_i - \mu) e^{-\lambda (x_i - \mu)}
++ \frac{n\lambda (\phi-\mu) \exp \left[ -\lambda (\phi - \mu) - e^{- \lambda (\phi - \mu)} \right]}
+ {1 - \exp(-e^{-\lambda(\phi - \mu)})}
+\label{eqn:truncated_dw}
+\end{eqnarray}
+
+This optimization is carried out by \ccode{esl\_evd\_FitTruncated()}.
+The likelihood (\ref{eqn:truncated_logL}) is implemented in
+\ccode{tevd\_func()}, and the derivatives (\ref{eqn:truncated_dmu}) and
+(\ref{eqn:truncated_dw}) are implemented in \ccode{tevd\_dfunc()}.
+\ccode{esl\_evd\_FitTruncated()} simply sets up the problem and passes
+it all off to a conjugate gradient descent optimizer.
+
+Results on 500 simulated datasets with $\mu = -20, \lambda = 0.4$,
+truncated at $\phi = -20$ (leaving the right tail, containing about
+63\% of the samples):
+
+\begin{center}
+\begin{tabular}{lrrrr} \hline
+ & \multicolumn{4}{c}{\# samples}\\
+ & 100 & 1000 & 10,000 & 100,000 \\
+\% error in $\hat{\mu}$ & 13\%& 2\% & 0.8\% & 0.3\% \\
+max error in $\hat{\mu}$ &260\%& 42\% & 3\% & 1\% \\
+\% error in $\hat{\lambda}$ & 15\%& 5\% & 2\% & 0.6\% \\
+max error in $\hat{\lambda}$ & 68\%& 18\% & 6\% & 2\% \\ \hline
+\end{tabular}
+\end{center}
+
+Fitting truncated Gumbel distributions is difficult, requiring much
+more data than fitting complete or censored data. The problem is that
+the right tail becomes a scale-free exponential when $\phi >> \mu$,
+and $\mu$ becomes undetermined. Fits become very inaccurate as $\phi$
+gets larger than $\mu$, and for sufficiently large $\phi$, the
+numerical optimizer will completely fail.
+
+
+
+
+
+
+
diff --git a/easel/esl_histogram.c b/easel/esl_histogram.c
new file mode 100644
index 0000000..82f1e75
--- /dev/null
+++ b/easel/esl_histogram.c
@@ -0,0 +1,1940 @@
+/* Collecting and displaying histograms.
+ *
+ * 1. Creating/destroying histograms and collecting data.
+ * 2. Declarations about the binned data before parameter fitting.
+ * 3. Routines for accessing data samples in a full histogram.
+ * 4. Setting expected counts
+ * 5. Output and display of binned data.
+ * 6. Test driver.
+ * 7. Examples.
+ *
+ * SRE, Fri Jul 1 13:21:45 2005 [St. Louis]
+ * SVN $Id: esl_histogram.c 253 2008-05-06 17:45:23Z nawrockie $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <string.h>
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_histogram.h"
+#include "esl_vectorops.h"
+
+static int esl_histogram_sort(ESL_HISTOGRAM *h);
+
+
+/*****************************************************************
+ * 1. Creating/destroying histograms and collecting data.
+ *****************************************************************/
+
+/* Function: esl_histogram_Create()
+ * Synopsis: Create a new <ESL_HISTOGRAM>.
+ * Incept: SRE, Fri Jul 1 13:40:26 2005 [St. Louis]
+ *
+ * Purpose: Creates and returns a new histogram object, initially
+ * allocated to count scores $>$ <xmin> and $<=$ <xmax> into
+ * bins of width <w>. Thus, a total of <xmax>-<xmin>/<w> bins
+ * are initially created.
+ *
+ * The lower bound <xmin> and the width <w> permanently
+ * determine the offset and width of the binning, but not
+ * the range. For example, <esl_histogram_Create(-100,
+ * 100, 0.5)> would init the object to collect scores into
+ * 400 bins $[-100< x \leq -99.5],[-99.5 < x \leq
+ * -99.0]...[99.5 <x \leq 100.0]$. Aside from this, the
+ * range specified by the bounds <xmin> and <xmax> only
+ * needs to be an initial guess. The histogram object will
+ * reallocate itself dynamically as needed to accommodate
+ * scores that exceed current bounds.
+ *
+ * You can be sloppy about <xmax>; it does not have to
+ * exactly match a bin upper bound. The initial allocation
+ * is for all full-width bins with upper bounds $\leq
+ * xmax$.
+ *
+ * <esl_histogram_Create()> creates a simplified histogram
+ * object that collates only the "display" histogram. For
+ * a more complex object that also keeps the raw data samples,
+ * better suited for fitting distributions and goodness-of-fit
+ * testing, use <esl_histogram_CreateFull()>.
+ *
+ * Args: xmin - caller guesses that minimum score will be > xmin
+ * xmax - caller guesses that max score will be <= xmax
+ * w - size of bins (1.0, for example)
+ *
+ * Returns: ptr to new <ESL_HISTOGRAM> object, which caller is responsible
+ * for free'ing with <esl_histogram_Destroy()>.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_HISTOGRAM *
+esl_histogram_Create(double xmin, double xmax, double w)
+{
+ ESL_HISTOGRAM *h = NULL;
+ int status;
+ int i;
+
+ ESL_ALLOC(h, sizeof(ESL_HISTOGRAM));
+
+ h->xmin = DBL_MAX; /* xmin/xmax are the observed min/max */
+ h->xmax = -DBL_MAX;
+ h->n = 0;
+ h->obs = NULL; /* will get allocated below... */
+ h->bmin = xmin; /* bmin/bmax are the allocated bounds */
+ h->bmax = xmax;
+ h->nb = (int)((xmax-xmin)/w);
+ h->imin = h->nb;
+ h->imax = -1;
+ h->w = w;
+
+ h->x = NULL;
+ h->nalloc = 0;
+
+ h->phi = 0.;
+ h->cmin = h->imin; /* sentinel: no observed data yet */
+ h->z = 0;
+ h->Nc = 0;
+ h->No = 0;
+
+ h->expect = NULL; /* 'til a Set*() call */
+ h->emin = -1; /* sentinel: no expected counts yet */
+ h->tailbase = 0.; /* unused unless is_tailfit TRUE */
+ h->tailmass = 1.0; /* <= 1.0 if is_tailfit TRUE */
+
+ h->is_full = FALSE;
+ h->is_done = FALSE;
+ h->is_sorted = FALSE;
+ h->is_tailfit = FALSE;
+ h->is_rounded = FALSE;
+ h->dataset_is = COMPLETE;
+
+ ESL_ALLOC(h->obs, sizeof(uint64_t) * h->nb);
+ for (i = 0; i < h->nb; i++) h->obs[i] = 0;
+ return h;
+
+ ERROR:
+ esl_histogram_Destroy(h);
+ return NULL;
+}
+
+/* Function: esl_histogram_CreateFull()
+ * Synopsis: A <ESL_HISTOGRAM> to keep all data samples.
+ * Incept: SRE, Tue Jul 26 13:19:27 2005 [St. Louis]
+ *
+ * Purpose: Alternative form of <esl_histogram_Create()> that
+ * creates a more complex histogram that will contain not just the
+ * display histogram, but also keeps track of all
+ * the raw sample values. Having a complete vector of raw
+ * samples improves distribution-fitting and goodness-of-fit
+ * tests, but will consume more memory.
+ */
+ESL_HISTOGRAM *
+esl_histogram_CreateFull(double xmin, double xmax, double w)
+{
+ int status;
+ ESL_HISTOGRAM *h = esl_histogram_Create(xmin, xmax, w);
+ if (h == NULL) return NULL;
+
+ h->n = 0; /* make sure */
+ h->nalloc = 128; /* arbitrary initial allocation size */
+ ESL_ALLOC(h->x, sizeof(double) * h->nalloc);
+ h->is_full = TRUE;
+ return h;
+
+ ERROR:
+ esl_histogram_Destroy(h);
+ return NULL;
+}
+
+
+/* Function: esl_histogram_Destroy()
+ * Synopsis: Frees a <ESL_HISTOGRAM>.
+ * Incept: SRE, Sat Jul 2 19:41:17 2005 [St. Louis]
+ *
+ * Purpose: Frees an <ESL_HISTOGRAM> object <h>.
+ */
+void
+esl_histogram_Destroy(ESL_HISTOGRAM *h)
+{
+ if (h == NULL) return;
+ if (h->x != NULL) free(h->x);
+ if (h->obs != NULL) free(h->obs);
+ if (h->expect != NULL) free(h->expect);
+ free(h);
+ return;
+}
+
+/* Function: esl_histogram_Add()
+ * Synopsis: Add a sample to the histogram.
+ * Incept: SRE, Sat Jul 2 19:41:45 2005 [St. Louis]
+ *
+ * Purpose: Adds score <x> to a histogram <h>.
+ *
+ * The histogram will be automatically reallocated as
+ * needed if the score is smaller or larger than the
+ * current allocated bounds.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on reallocation failure.
+ * Throws <eslEINVAL> for cases where something has been done
+ * to the histogram that requires it to be 'finished', and
+ * adding more data is prohibited; for example,
+ * if tail or censoring information has already been set.
+ * On either failure, initial state of <h> is preserved.
+ */
+int
+esl_histogram_Add(ESL_HISTOGRAM *h, double x)
+{
+ int status;
+ void *tmp;
+ int b; /* what bin we're in */
+ int nnew; /* # of new bins created by a reallocation */
+ int bi;
+
+ /* Censoring info must only be set on a finished histogram;
+ * don't allow caller to add data after configuration has been declared
+ */
+ if (h->is_done)
+ ESL_EXCEPTION(eslEINVAL, "can't add more data to this histogram");
+
+ /* If we're a full histogram, check whether we need to reallocate
+ * the full data vector.
+ */
+ if (h->is_full && h->nalloc == h->n)
+ {
+ ESL_RALLOC(h->x, tmp, sizeof(double) * h->nalloc * 2);
+ h->nalloc *= 2;
+ }
+
+ /* Which bin will we want to put x into?
+ */
+ b = esl_histogram_Score2Bin(h,x);
+
+ /* Make sure we have that bin. Realloc as needed.
+ * If that reallocation succeeds, we can no longer fail;
+ * so we can change the state of h.
+ */
+ if (b < 0) /* Reallocate below? */
+ {
+ nnew = -b*2; /* overallocate by 2x */
+ ESL_RALLOC(h->obs, tmp, sizeof(uint64_t) * (nnew+ h->nb));
+
+ memmove(h->obs+nnew, h->obs, sizeof(uint64_t) * h->nb);
+ h->nb += nnew;
+ b += nnew;
+ h->bmin -= nnew*h->w;
+ h->imin += nnew;
+ h->cmin += nnew;
+ if (h->imax > -1) h->imax += nnew;
+ for (bi = 0; bi < nnew; bi++) h->obs[bi] = 0;
+ }
+ else if (b >= h->nb) /* Reallocate above? */
+ {
+ nnew = (b-h->nb+1) * 2; /* 2x overalloc */
+ ESL_RALLOC(h->obs, tmp, sizeof(uint64_t) * (nnew+ h->nb));
+ for (bi = h->nb; bi < h->nb+nnew; bi++) h->obs[bi] = 0;
+ if (h->imin == h->nb) { /* boundary condition of no data yet*/
+ h->imin+=nnew;
+ h->cmin+=nnew;
+ }
+ h->bmax += nnew*h->w;
+ h->nb += nnew;
+ }
+
+ /* If we're a full histogram, then we keep the raw x value,
+ * reallocating as needed.
+ */
+ if (h->is_full) h->x[h->n] = x;
+ h->is_sorted = FALSE; /* not any more! */
+
+ /* Bump the bin counter, and all the data sample counters.
+ */
+ h->obs[b]++;
+ h->n++;
+ h->Nc++;
+ h->No++;
+
+ if (b > h->imax) h->imax = b;
+ if (b < h->imin) { h->imin = b; h->cmin = b; }
+ if (x > h->xmax) h->xmax = x;
+ if (x < h->xmin) h->xmin = x;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* esl_histogram_sort()
+ * Incept: SRE, Thu Aug 18 10:45:46 2005 [St. Louis]
+ *
+ * Purpose: Sort the raw scores in a full histogram, from smallest to
+ * largest. Has no effect on a normal histogram, or on a full
+ * histogram that is already sorted.
+ *
+ * Returns: <eslOK> on success.
+ * Upon return, <h->x[h->n-1]> is the high score, <h->x[0]> is the
+ * low score.
+ */
+int
+esl_histogram_sort(ESL_HISTOGRAM *h)
+{
+ if (h->is_sorted) return eslOK; /* already sorted, don't do anything */
+ if (! h->is_full) return eslOK; /* nothing to sort */
+
+ esl_vec_DSortIncreasing(h->x, h->n);
+ h->is_sorted = TRUE;
+ return eslOK;
+}
+
+/*****************************************************************
+ * 2. Declarations about the binned data before parameter fitting
+ *****************************************************************/
+
+/* Function: esl_histogram_DeclareCensoring()
+ * Synopsis: Collected data were left-censored.
+ * Incept: SRE, Tue Aug 23 10:00:14 2005 [St. Louis]
+ *
+ * Purpose: Declare that the dataset collected in <h> is known to be a
+ * censored distribution, where <z> samples were unobserved because
+ * they had values $\leq$ some threshold <phi> ($\phi$).
+ *
+ * No more data can be added to the histogram with <_Add()>
+ * after censoring information has been set.
+ *
+ * This function is for "true" censored datasets, where
+ * the histogram truly contains no observed points
+ * $x \leq \phi$, and the number that were censored is known
+ * to be <z>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if you try to set <phi> to a value that is
+ * greater than the minimum <x> stored in the histogram.
+ */
+int
+esl_histogram_DeclareCensoring(ESL_HISTOGRAM *h, int z, double phi)
+{
+ if (phi > h->xmin) ESL_EXCEPTION(eslEINVAL, "no uncensored x can be <= phi");
+
+ h->phi = phi;
+ h->cmin = h->imin;
+ h->z = z;
+ h->Nc = h->n + z;
+ h->No = h->n;
+ h->dataset_is = TRUE_CENSORED;
+ h->is_done = TRUE;
+ return eslOK;
+}
+
+/* Function: esl_histogram_DeclareRounding()
+ * Synopsis: Declare collected data were no more accurate than bins.
+ * Incept: SRE, Tue Jan 31 13:52:10 2006 [St. Louis]
+ *
+ * Purpose: Declare that the data sample values in the histogram <h>
+ * are rounded off. Ideally, your bins in <h> should exactly
+ * match the rounding procedure. This raises a flag that
+ * binned parameter fitting routines will use when they set
+ * an origin, using the lower bound of the bin instead of
+ * the lowest raw value in the bin.
+ */
+int
+esl_histogram_DeclareRounding(ESL_HISTOGRAM *h)
+{
+ h->is_rounded = TRUE;
+ return eslOK;
+}
+
+
+/* Function: esl_histogram_SetTail()
+ * Synopsis: Declare only tail $>$ some threshold is considered "observed".
+ * Incept: SRE, Tue Aug 23 09:01:10 2005 [St. Louis]
+ *
+ * Purpose: Suggest a threshold <phi> to split a histogram <h>
+ * into "unobserved" data (values $\leq \phi$) and "observed"
+ * data (values $> \phi$).
+ *
+ * The suggested <phi> is revised downwards to a $\phi$ at the next
+ * bin lower bound, because operations on binned data in <h>
+ * need to know unambiguously whether all the data in a given bin
+ * will be counted as observed or unobserved.
+ *
+ * The probability mass that is in the resulting right tail
+ * is optionally returned in <ret_newmass>. You need to know
+ * this number if you're fitting a distribution solely to the
+ * tail (an exponential tail, for example).
+ *
+ * Any data point $x_i \leq \phi$ is then considered to be
+ * in a censored (unobserved) region for purposes of parameter
+ * fitting, calculating expected binned counts,
+ * and binned goodness-of-fit tests.
+ *
+ * No more data can be added to the histogram after
+ * censoring information has been set.
+ *
+ * This function defines a "virtual" left-censoring: the
+ * histogram actually contains complete data, but appropriate
+ * flags are set to demarcate the "observed" data in the right
+ * tail.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_histogram_SetTail(ESL_HISTOGRAM *h, double phi, double *ret_newmass)
+{
+ int b;
+
+ /* Usually, put true phi at the next bin lower bound, but
+ * watch for a special case where phi is already exactly equal to a
+ * bin upper bound.
+ */
+ h->cmin = esl_histogram_Score2Bin(h,phi);
+ if (phi == esl_histogram_Bin2UBound(h,h->cmin)) h->phi = phi;
+ else h->phi = esl_histogram_Bin2LBound(h, h->cmin);
+
+ h->z = 0;
+ for (b = h->imin; b < h->cmin; b++)
+ h->z += h->obs[b];
+ h->Nc = h->n; /* (redundant) */
+ h->No = h->n - h->z;
+ h->dataset_is = VIRTUAL_CENSORED;
+ h->is_done = TRUE;
+ if (ret_newmass != NULL) *ret_newmass = (double) h->No / (double) h->Nc;
+ return eslOK;
+}
+
+/* Function: esl_histogram_SetTailByMass()
+ * Synopsis: Declare only right tail mass is considered "observed".
+ * Incept: SRE, Tue Aug 23 08:10:39 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <h> (with or without raw data samples),
+ * find a cutoff score that at least fraction <pmass> of the samples
+ * exceed. This threshold is stored internally in the histogram
+ * as <h->phi>. The number of "virtually censored" samples (to the
+ * left, with scores $\leq \phi$) is stored internally in <h->z>.
+ *
+ * The identified cutoff score must be a lower bound for some bin
+ * (bins can't be partially censored). The censored mass
+ * will thus usually be a bit greater than <pmass>, as the
+ * routine will find the highest satisfactory <h->phi>. The
+ * narrower the bin widths, the more accurately the routine
+ * will be able to satisfy the requested <frac>. The actual
+ * probability mass in the right tail is optionally returned
+ * in <ret_newmass>. You need to know this number if you're
+ * fitting a distribution solely to the tail (an exponential tail,
+ * for example). It is safe for <ret_newmass> to point at
+ * <pmass>, in which case the suggested <pmass> will be overwritten
+ * with the actual mass upon return.
+ *
+ * This function defines that the binned data will be
+ * fitted either as a tail, or as a (virtually) left-censored dataset.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_histogram_SetTailByMass(ESL_HISTOGRAM *h, double pmass, double *ret_newmass)
+{
+ int b;
+ uint64_t sum = 0;
+
+ for (b = h->imax; b >= h->imin; b--)
+ {
+ sum += h->obs[b];
+ if (sum >= (pmass * (double)h->n)) break;
+ }
+
+ h->phi = esl_histogram_Bin2LBound(h,b);
+ h->z = h->n - sum;
+ h->cmin = b;
+ h->Nc = h->n; /* (redundant) */
+ h->No = h->n - h->z;
+ h->dataset_is = VIRTUAL_CENSORED;
+ h->is_done = TRUE;
+ if (ret_newmass != NULL) *ret_newmass = (double) h->No / (double) h->Nc;
+ return eslOK;
+}
+
+
+
+/*****************************************************************
+ * 3. Routines for accessing data samples in a full histogram.
+ *****************************************************************/
+
+/* Function: esl_histogram_GetRank()
+ * Synopsis: Retrieve n'th high score.
+ * Incept: SRE, Thu Jul 28 08:39:52 2005 [St. Louis]
+ *
+ * Purpose: Retrieve the <rank>'th highest score from a
+ * full histogram <h>. <rank> is <1..n>, for
+ * <n> total samples in the histogram; return it through
+ * <ret_x>.
+ *
+ * If the raw scores aren't sorted, they are sorted
+ * first (an $N \log N$ operation).
+ *
+ * This can be called at any time, even during data
+ * collection, to see the current <rank>'th highest score.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if the histogram is display-only,
+ * or if <rank> isn't in the range 1..n.
+ */
+int
+esl_histogram_GetRank(ESL_HISTOGRAM *h, int rank, double *ret_x)
+{
+ if (! h->is_full)
+ ESL_EXCEPTION(eslEINVAL,
+ "esl_histogram_GetRank() needs a full histogram");
+ if (rank > h->n)
+ ESL_EXCEPTION(eslEINVAL,
+ "no such rank: not that many scores in the histogram");
+ if (rank < 1)
+ ESL_EXCEPTION(eslEINVAL, "histogram rank must be a value from 1..n");
+
+ esl_histogram_sort(h); /* make sure */
+ *ret_x = h->x[h->n - rank];
+ return eslOK;
+}
+
+/* Function: esl_histogram_GetData()
+ * Synopsis: Retrieve vector of all raw scores.
+ * Incept: SRE, Fri Jan 27 07:57:21 2006 [St. Louis]
+ *
+ * Purpose: Retrieve the raw data values from the histogram <h>.
+ * Return them in the vector <ret_x>, and the number
+ * of values in <ret_n>. The values are indexed <[0..n-1]>,
+ * from smallest to largest (<x[n-1]> is the high score).
+ *
+ * <ret_x> is a pointer to internal memory in the histogram <h>.
+ * The histogram <h> is still responsible for that storage;
+ * its memory will be free'd when you call
+ * <esl_histogram_Destroy()>.
+ *
+ * You can only call this after you have finished collecting
+ * all the data. Subsequent calls to <esl_histogram_Add()>
+ * will fail.
+ *
+ * Internal note:
+ * The prohibition against adding more data (by raising
+ * the h->is_done flag) is because we're passing a pointer
+ * to internal data storage back to the caller. Subsequent
+ * calls to Add() will modify that memory -- in the worst case,
+ * if Add() has to reallocate that storage, completely invalidating
+ * the pointer that the caller has a copy of. We want to make
+ * sure that the <ret_x> pointer stays valid.
+ *
+ * Args: h - histogram to retrieve data values from
+ * ret_x - RETURN: pointer to the data samples, [0..n-1]
+ * ret_n - RETURN: number of data samples
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if the histogram <h> is not a full histogram.
+ */
+int
+esl_histogram_GetData(ESL_HISTOGRAM *h, double **ret_x, int *ret_n)
+{
+ if (! h->is_full) ESL_EXCEPTION(eslEINVAL, "not a full histogram");
+ esl_histogram_sort(h);
+
+ *ret_x = h->x;
+ *ret_n = h->n;
+
+ h->is_done = TRUE;
+ return eslOK;
+}
+
+
+/* Function: esl_histogram_GetTail()
+ * Synopsis: Retrieve all raw scores above some threshold.
+ * Incept: SRE, Fri Jan 27 07:56:38 2006 [St. Louis]
+ *
+ * Purpose: Given a full histogram <h>, retrieve all data values
+ * above the threshold <phi> in the right (high scoring)
+ * tail, as a ptr <ret_x> to an array of <ret_n> values
+ * indexed <[0..n-1]> from lowest to highest score.
+ * Optionally, it also returns the number of values in
+ * rest of the histogram in <ret_z>;
+ * this number is useful if you are going to fit
+ * the tail as a left-censored distribution.
+ *
+ * The test is strictly greater than <phi>, not greater
+ * than or equal to.
+ *
+ * <ret_x> is a pointer to internal memory in the histogram <h>.
+ * The histogram <h> is still responsible for that storage;
+ * its memory will be free'd when you call
+ * <esl_histogram_Destroy()>.
+ *
+ * You can only call this after you have finished collecting
+ * all the data. Subsequent calls to <esl_histogram_Add()>
+ * will fail.
+ *
+ * Args: h - histogram to retrieve the tail from
+ * phi - threshold: tail is all scores > phi
+ * ret_x - optRETURN: ptr to vector of data values [0..n-1]
+ * ret_n - optRETURN: number of data values in tail
+ * ret_z - optRETURN: number of data values not in tail.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if the histogram is not a full histogram.
+ */
+int
+esl_histogram_GetTail(ESL_HISTOGRAM *h, double phi,
+ double **ret_x, int *ret_n, int *ret_z)
+{
+ int hi, lo, mid;
+
+ if (! h->is_full) ESL_EXCEPTION(eslEINVAL, "not a full histogram");
+ esl_histogram_sort(h);
+
+ if (h->n == 0) mid = h->n; /* we'll return NULL, 0, n */
+ else if (h->x[0] > phi) mid = 0; /* we'll return x, n, 0 */
+ else if (h->x[h->n-1] <= phi) mid = h->n; /* we'll return NULL, 0, n */
+ else /* binary search, faster than a brute force scan */
+ {
+ lo = 0;
+ hi = h->n-1; /* know hi>0, because above took care of n=0 and n=1 cases */
+ while (1) {
+ mid = (lo + hi + 1) / 2; /* +1 makes mid round up, mid=0 impossible */
+ if (h->x[mid] <= phi) lo = mid; /* we're too far left */
+ else if (h->x[mid-1] > phi) hi = mid; /* we're too far right */
+ else break; /* ta-da! */
+ }
+ }
+
+ if (ret_x != NULL) *ret_x = h->x + mid;
+ if (ret_n != NULL) *ret_n = h->n - mid;
+ if (ret_z != NULL) *ret_z = mid;
+ h->is_done = TRUE;
+ return eslOK;
+}
+
+
+/* Function: esl_histogram_GetTailByMass()
+ * Synopsis: Retrieve all raw scores in right tail mass.
+ * Incept: SRE, Sun Jan 29 17:56:37 2006 [St. Louis]
+ *
+ * Purpose: Given a full histogram <h>, retrieve the data values in
+ * the right (high scoring) tail, as a pointer <ret_x>
+ * to an array of <ret_n> values indexed <[0..n-1]> from
+ * lowest to highest score. The tail is defined by a
+ * given mass fraction threshold <pmass>; the mass in the returned
+ * tail is $\leq$ this threshold. <pmass> is a probability,
+ * so it must be $\geq 0$ and $\leq 1$.
+ *
+ * Optionally, the number of values in the rest of the
+ * histogram can be returned in <ret_z>. This is useful
+ * if you are going to fit the tail as a left-censored
+ * distribution.
+ *
+ * <ret_x> is a pointer to internal memory in <h>.
+ * The histogram <h> remains responsible for its storage,
+ * which will be free'd when you call <esl_histogram_Destroy()>.
+ * As a consequence, you can only call
+ * <esl_histogram_GetTailByMass()> after you have finished
+ * collecting data. Subsequent calls to <esl_histogram_Add()>
+ * will fail.
+ *
+ * Args: h - histogram to retrieve the tail from
+ * pmass - fractional mass threshold; tail contains <= pmass
+ * ret_x - optRETURN: ptr to vector of data values [0..n-1]
+ * ret_n - optRETURN: number of data values in tail x
+ * ret_z - optRETURN: number of data values not in tail
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if the histogram is not a full histogram,
+ * or <pmass> is not a probability.
+ */
+int
+esl_histogram_GetTailByMass(ESL_HISTOGRAM *h, double pmass,
+ double **ret_x, int *ret_n, int *ret_z)
+{
+ uint64_t n;
+
+ if (! h->is_full)
+ ESL_EXCEPTION(eslEINVAL, "not a full histogram");
+ if (pmass < 0. || pmass > 1.)
+ ESL_EXCEPTION(eslEINVAL, "pmass not a probability");
+
+ esl_histogram_sort(h);
+
+ n = (uint64_t) ((double) h->n * pmass); /* rounds down, guaranteeing <= pmass */
+
+ if (ret_x != NULL) *ret_x = h->x + (h->n - n);
+ if (ret_n != NULL) *ret_n = n;
+ if (ret_z != NULL) *ret_z = h->n - n;
+ h->is_done = TRUE;
+ return eslOK;
+}
+
+
+
+
+
+/*****************************************************************
+ * 4. Setting expected counts
+ *****************************************************************/
+
+/* Function: esl_histogram_SetExpect()
+ * Synopsis: Set expected counts for complete distribution.
+ * Incept: SRE, Wed Aug 17 17:36:58 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <h> containing some number of empirically
+ * observed binned counts, and a pointer to a function <(*cdf)()>
+ * that describes the expected cumulative distribution function
+ * (CDF) for the complete data, conditional on some parameters
+ * <params>; calculate the expected counts in each bin of the
+ * histogram, and hold that information internally in the structure.
+ *
+ * The caller provides a function <(*cdf)()> that calculates
+ * the CDF via a generic interface, taking only two
+ * arguments: a quantile <x> and a void pointer to whatever
+ * parameters it needs, which it will cast and interpret.
+ * The <params> void pointer to the given parameters is
+ * just passed along to the generic <(*cdf)()> function. The
+ * caller will probably implement this <(*cdf)()> function as
+ * a wrapper around its real CDF function that takes
+ * explicit (non-void-pointer) arguments.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure; state of <h> is preserved.
+ */
+int
+esl_histogram_SetExpect(ESL_HISTOGRAM *h,
+ double (*cdf)(double x, void *params), void *params)
+{
+ int status;
+ int i;
+ double ai,bi; /* ai < x <= bi : lower,upper bounds in bin */
+
+ if (h->expect == NULL)
+ ESL_ALLOC(h->expect, sizeof(double) * h->nb);
+
+ for (i = 0; i < h->nb; i++)
+ {
+ ai = esl_histogram_Bin2LBound(h, i);
+ bi = esl_histogram_Bin2UBound(h, i);
+ h->expect[i] = h->Nc * ( (*cdf)(bi, params) - (*cdf)(ai, params) );
+
+ if (h->emin == -1 && h->expect[i] > 0.) h->emin = i;
+ }
+
+ h->is_done = TRUE;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_histogram_SetExpectedTail()
+ * Synopsis: Set expected counts for right tail.
+ * Incept: SRE, Mon Jan 30 08:57:57 2006 [St. Louis]
+ *
+ * Purpose: Given a histogram <h>, and a pointer to a generic function
+ * <(*cdf)()> that describes the expected cumulative
+ * distribution function for the right (high-scoring) tail
+ * starting at <base_val> (all expected <x> $>$ <base_val>) and
+ * containing a fraction <pmass> of the complete data
+ * distribution (<pmass> $\geq 0$ and $\leq 1$);
+ * set the expected binned counts for all complete bins
+ * $\geq$ <base_val>.
+ *
+ * If <base_val> falls within a bin, that bin is considered
+ * to be incomplete, and the next higher bin is the starting
+ * point.
+ *
+ * Args: h - finished histogram
+ * base_val - threshold for the tail: all expected x > base_val
+ * pmass - fractional mass in the tail: 0 <= pmass <= 1
+ * cdf - generic-interface CDF function describing the tail
+ * params - void pointer to parameters for (*cdf)()
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on memory allocation failure.
+ */
+int
+esl_histogram_SetExpectedTail(ESL_HISTOGRAM *h, double base_val, double pmass,
+ double (*cdf)(double x, void *params),
+ void *params)
+{
+ int status;
+ int b;
+ double ai, bi;
+
+ if (h->expect == NULL) ESL_ALLOC(h->expect, sizeof(double) * h->nb);
+
+ h->emin = 1 + esl_histogram_Score2Bin(h, base_val);
+ esl_vec_DSet(h->expect, h->emin, 0.);
+
+ for (b = h->emin; b < h->nb; b++)
+ {
+ ai = esl_histogram_Bin2LBound(h, b);
+ bi = esl_histogram_Bin2UBound(h, b);
+ h->expect[b] = pmass * (double) h->Nc *
+ ( (*cdf)(bi, params) - (*cdf)(ai, params) );
+ }
+
+ h->tailbase = base_val;
+ h->tailmass = pmass;
+ h->is_tailfit = TRUE;
+ h->is_done = TRUE;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+
+
+/*****************************************************************
+ * 5. Output and display of binned data.
+ *****************************************************************/
+
+/* Function: esl_histogram_Print()
+ * Synopsis: Print a "pretty" ASCII histogram.
+ * Incept: SRE, Sat Jul 2 16:03:37 2005 [St. Louis]
+ *
+ * Purpose: Print a "prettified" display histogram <h> to a file
+ * pointer <fp>.
+ * Deliberately a look-and-feel clone of Bill Pearson's
+ * excellent FASTA output.
+ *
+ * Also displays expected binned counts, if they've been
+ * set.
+ *
+ * Display will only work well if the bin width (w) is 0.1 or more,
+ * because the score labels are only shown to one decimal point.
+ *
+ * Args: fp - open file to print to (stdout works)
+ * h - histogram to print
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_histogram_Print(FILE *fp, ESL_HISTOGRAM *h)
+{
+ int i;
+ double x;
+ uint64_t maxbar;
+ int imode;
+ uint64_t units;
+ int num;
+ char buffer[81]; /* output line buffer */
+ int pos; /* position in output line buffer */
+ uint64_t lowcount, highcount;
+ int ilowbound, ihighbound;
+ int emptybins = 3;
+
+ /* Find out how we'll scale the histogram. We have 58 characters to
+ * play with on a standard 80-column terminal display: leading "%6.1f
+ * %6d %6d|" occupies 21 chars. Save the peak position, we'll use
+ * it later.
+ */
+ maxbar = 0;
+ imode = 0;
+ for (i = 0; i < h->nb; i++)
+ if (h->obs[i] > maxbar)
+ {
+ maxbar = h->obs[i]; /* max height */
+ imode = i;
+ }
+
+ /* Truncate histogram display on both sides, ad hoc fashion.
+ * Start from the peak; then move out until we see <emptybins> empty bins,
+ * and stop.
+ */
+ for (num = 0, ihighbound = imode; ihighbound < h->imax; ihighbound++)
+ {
+ if (h->obs[ihighbound] > 0) { num = 0; continue; } /* reset */
+ if (++num == emptybins) { break; } /* stop */
+ }
+ for (num = 0, ilowbound = imode; ilowbound > h->imin; ilowbound--)
+ {
+ if (h->obs[ilowbound] > 0) { num = 0; continue; } /* reset */
+ if (++num == emptybins) { break; } /* stop */
+ }
+
+ /* collect counts outside of bounds */
+ for (lowcount = 0, i = h->imin; i < ilowbound; i++)
+ lowcount += h->obs[i];
+ for (highcount = 0, i = h->imax; i > ihighbound; i--)
+ highcount += h->obs[i];
+
+ /* maxbar might need to be raised now; then set our units */
+ if (lowcount > maxbar) maxbar = lowcount;
+ if (highcount > maxbar) maxbar = highcount;
+ units = ((maxbar-1)/ 58) + 1;
+
+ /* Print the histogram
+ */
+ fprintf(fp, "%6s %6s %6s (one = represents %llu sequences)\n",
+ "score", "obs", "exp", (unsigned long long) units);
+ fprintf(fp, "%6s %6s %6s\n", "-----", "---", "---");
+ buffer[80] = '\0';
+ buffer[79] = '\n';
+ for (i = h->imin; i <= h->imax; i++)
+ {
+ memset(buffer, ' ', 79 * sizeof(char));
+ x = i*h->w + h->bmin;
+
+ /* Deal with special cases at edges
+ */
+ if (i < ilowbound) continue;
+ else if (i > ihighbound) continue;
+ else if (i == ilowbound && i != h->imin)
+ {
+ sprintf(buffer, "<%5.1f %6llu %6s|", x+h->w, (unsigned long long) lowcount, "-");
+ if (lowcount > 0) {
+ num = 1+(lowcount-1) / units;
+ for (pos = 21; num > 0; num--) buffer[pos++] = '=';
+ }
+ fputs(buffer, fp);
+ continue;
+ }
+ else if (i == ihighbound && i != h->imax)
+ {
+ sprintf(buffer, ">%5.1f %6llu %6s|", x, (unsigned long long) highcount, "-");
+ if (highcount > 0) {
+ num = 1+(highcount-1) / units;
+ for (pos = 21; num > 0; num--) buffer[pos++] = '=';
+ }
+ fputs(buffer, fp);
+ continue;
+ }
+
+ /* Deal with most cases
+ */
+ if (h->obs[i] < 1000000) /* displayable in 6 figures or less? */
+ {
+ if (h->expect != NULL)
+ sprintf(buffer, "%6.1f %6llu %6d|", x, (unsigned long long) h->obs[i], (int) h->expect[i]);
+ else
+ sprintf(buffer, "%6.1f %6llu %6s|", x, (unsigned long long) h->obs[i], "-");
+ }
+ else
+ {
+ if (h->expect != NULL)
+ sprintf(buffer, "%6.1f %6.2e %6.2e|", x, (double) h->obs[i], h->expect[i]);
+ else
+ sprintf(buffer, "%6.1f %6.2e %6s|", x, (double) h->obs[i], "-");
+
+ }
+ buffer[21] = ' '; /* sprintf writes a null char; replace it */
+
+
+ /* Mark the histogram bar for observed hits
+ */
+ if (h->obs[i] > 0) {
+ num = 1 + (h->obs[i]-1) / units;
+ for (pos = 21; num > 0; num--) buffer[pos++] = '=';
+ }
+
+ /* Mark the theoretically expected value
+ * (The test > 0. also suffices to remove any censored region.)
+ */
+ if (h->expect != NULL && h->expect[i] > 0.)
+ {
+ pos = 21 + (int)(h->expect[i]-1) / units;
+ if (pos >= 78) pos = 78; /* be careful of buffer bounds */
+ buffer[pos] = '*';
+ }
+
+ /* Print the line
+ */
+ fputs(buffer, fp);
+ }
+
+ return eslOK;
+}
+
+/* Function: esl_histogram_Plot()
+ * Synopsis: Output a histogram in xmgrace XY format.
+ * Incept: SRE, Mon Jan 30 11:09:01 2006 [St. Louis]
+ *
+ * Purpose: Print observed (and expected, if set) binned counts
+ * in a histogram <h> to open file pointer <fp>
+ * in xmgrace XY input file format.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_histogram_Plot(FILE *fp, ESL_HISTOGRAM *h)
+{
+ int i;
+ double x;
+
+ /* First data set is the observed histogram
+ */
+ for (i = h->imin; i <= h->imax; i++)
+ if (h->obs[i] > 0)
+ {
+ x = esl_histogram_Bin2LBound(h,i);
+ fprintf(fp, "%f %llu\n", x, (unsigned long long) h->obs[i]);
+ }
+ fprintf(fp, "&\n");
+
+ /* Second data set is the theoretical (expected) histogram
+ */
+ if (h->expect != NULL)
+ {
+ for (i = 0; i < h->nb; i++)
+ if (h->expect[i] > 0.) /* >0 suffices to remove censored region */
+ {
+ x = esl_histogram_Bin2LBound(h,i);
+ fprintf(fp, "%.2f %g\n", x, h->expect[i]);
+ }
+ fprintf(fp, "&\n");
+ }
+ return eslOK;
+}
+
+/* Function: esl_histogram_PlotSurvival()
+ * Synopsis: Output $P(X>x)$ in xmgrace XY format.
+ * Incept: SRE, Mon Jan 30 11:11:05 2006 [St. Louis]
+ *
+ * Purpose: Given a histogram <h>, output the observed (and
+ * expected, if available) survival function $P(X>x)$
+ * to file pointer <fp> in xmgrace XY input file format.
+ *
+ * One point is plotted per bin, so the narrower the
+ * bin width, the more smooth and accurate the resulting
+ * plots will be.
+ *
+ * As a special case, always plot the highest score with
+ * survival probability 1/N, if it occurred in a bin with
+ * other samples. This is to prevent a survival plot from
+ * looking like it was artificially truncated.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_histogram_PlotSurvival(FILE *fp, ESL_HISTOGRAM *h)
+{
+ int i;
+ uint64_t c = 0;
+ double esum;
+ double ai;
+
+ /* The observed binned counts:
+ */
+ if (h->obs[h->imax] > 1)
+ fprintf(fp, "%f\t%g\n", h->xmax, 1.0 / (double) h->Nc);
+ for (i = h->imax; i >= h->imin; i--)
+ {
+ if (h->obs[i] > 0) {
+ c += h->obs[i];
+ ai = esl_histogram_Bin2LBound(h, i);
+ fprintf(fp, "%f\t%g\n", ai, (double) c / (double) h->Nc);
+ }
+ }
+ fprintf(fp, "&\n");
+
+ /* The expected binned counts:
+ */
+ if (h->expect != NULL)
+ {
+ esum = 0.;
+ for (i = h->nb-1; i >= 0; i--)
+ {
+ if (h->expect[i] > 0.) {
+ esum += h->expect[i]; /* some worry about 1+eps=1 problem here */
+ ai = esl_histogram_Bin2LBound(h, i);
+ fprintf(fp, "%f\t%g\n", ai, esum / (double) h->Nc);
+ }
+ }
+ fprintf(fp, "&\n");
+ }
+ return eslOK;
+}
+
+/* Function: esl_histogram_PlotQQ()
+ * Synopsis: Output a Q-Q plot in xmgrace XY format.
+ * Incept: SRE, Sat Aug 20 14:15:01 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <h> containing an empirically observed
+ * distribution, and a pointer to a function <(*invcdf)()>
+ * for an expected inverse cumulative distribution
+ * function conditional on some parameters <params>;
+ * output a Q-Q plot in xmgrace XY format to file <fp>.
+ *
+ * Same domain limits as goodness-of-fit testing: output
+ * is restricted to overlap between observed data (excluding
+ * any censored data) and expected data (which may be limited
+ * if only a tail was fit).
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_histogram_PlotQQ(FILE *fp, ESL_HISTOGRAM *h,
+ double (*invcdf)(double x, void *params), void *params)
+{
+ int i;
+ double cdf;
+ double bi;
+ int bbase;
+ uint64_t sum;
+
+ /* on censored data, start counting observed cdf at z, not 0
+ */
+ if (h->dataset_is == TRUE_CENSORED || h->dataset_is == VIRTUAL_CENSORED)
+ sum = h->z;
+ else
+ sum = 0;
+
+ /* Determine smallest bin included in goodness of fit eval
+ */
+ bbase = h->cmin;
+ if (h->is_tailfit && h->emin > bbase) bbase = h->emin;
+ for (i = h->cmin; i < bbase; i++) sum += h->obs[i];
+
+ /* The q-q plot:
+ */
+ for (i = bbase; i < h->imax; i++) /* avoid last bin where upper cdf=1.0 */
+ {
+ sum += h->obs[i];
+ cdf = (double) sum / (double) h->Nc;
+
+ if (h->is_tailfit) cdf = (cdf + h->tailmass - 1.) / (h->tailmass);
+
+ bi = esl_histogram_Bin2UBound(h, i);
+ fprintf(fp, "%f\t%f\n", bi, (*invcdf)(cdf, params));
+ }
+ fprintf(fp, "&\n");
+
+ /* Plot a 45-degree expected QQ line:
+ */
+ bi = esl_histogram_Bin2LBound(h, bbase);
+ fprintf(fp, "%f\t%f\n", bi, bi);
+ fprintf(fp, "%f\t%f\n", h->xmax, h->xmax);
+ fprintf(fp, "&\n");
+
+ return eslOK;
+}
+
+
+
+/* Function: esl_histogram_Goodness()
+ * Synopsis: Evaluate fit between observed, expected.
+ * Incept: SRE, Wed Aug 17 12:46:05 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <h> with observed and expected counts,
+ * where, for the expected counts, <nfitted> ($\geq 0$)
+ * parameters were fitted (and thus should be subtracted
+ * from the degrees of freedom);
+ * Perform a G-test and/or a $\chi^2$ test for goodness of
+ * fit between observed and expected, and optionally return
+ * the number of bins the data were sorted into
+ * (<ret_bins>), the G statistic and its probability (<ret_G> and
+ * <ret_Gp>), and the $\chi^2$ statistic and its probability
+ * (<ret_X2> and <ret_X2p>).
+ *
+ * If a goodness-of-fit probability is less than some threshold
+ * (usually taken to be 0.01 or 0.05), that is considered to
+ * be evidence that the observed data are unlikely to be consistent
+ * with the tested distribution.
+ *
+ * The two tests should give similar
+ * probabilities. However, both tests are sensitive to
+ * arbitrary choices in how the data are binned, and
+ * neither seems to be on an entirely sound theoretical footing.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if expected counts have not been set in
+ * the histogram; <eslERANGE> or <eslENOHALT> on different internal
+ * errors that can arise in calculating the probabilities;
+ * <eslEMEM> on internal allocation failure.
+ */
+int
+esl_histogram_Goodness(ESL_HISTOGRAM *h,
+ int nfitted, int *ret_nbins,
+ double *ret_G, double *ret_Gp,
+ double *ret_X2, double *ret_X2p)
+{
+ uint64_t *obs = NULL; /* observed in bin i, [0..nb-1] */
+ double *exp = NULL; /* expected in bin i, [0..nb-1] */
+ double *topx = NULL; /* all values in bin i <= topx[i] */
+ int nb; /* # of re-bins */
+ uint64_t minc; /* minimum target # of counts/bin */
+ int i,b;
+ double G, Gp;
+ double X2, X2p;
+ double tmp;
+ int status;
+ int bbase;
+ uint64_t hmax;
+ uint64_t nobs;
+ double nexp;
+
+ if (h->expect == NULL) ESL_EXCEPTION(eslEINVAL, "no expected counts in that histogram");
+
+ /* Determine the smallest histogram bin included in
+ * the goodness of fit evaluation.
+ */
+ bbase = h->cmin;
+ if (h->is_tailfit && h->emin > bbase) bbase = h->emin;
+
+ /* How many observed total counts are in the evaluated range,
+ * and what is the maximum in any given histogram bin?
+ */
+ nobs = 0;
+ hmax = 0;
+ for (i = bbase; i <= h->imax; i++)
+ {
+ nobs += h->obs[i];
+ if (h->obs[i] > hmax) hmax = h->obs[i];
+ }
+
+ /* Figure out how many eval bins we'd like to have, then allocate
+ * for re-binning.
+ * Number of bins for goodness-of-fit tests like G and X^2
+ * is crucial but arbitrary, unfortunately. Some literature suggests
+ * using 2*n^{0.4}, which gives:
+ * n nbins #/bin
+ * ----- ------ ------
+ * 1000 31 32
+ * 10000 79 127
+ * 100000 200 500
+ * 1000000 502 1992
+ *
+ * The most important thing seems to be to get the # of counts
+ * in each bin to be roughly equal.
+ */
+ nb = 2* (int) pow((double) nobs, 0.4); /* "desired" nb. */
+ minc = 1 + nobs / (2*nb); /* arbitrarily set min = 1/2 of the target # */
+ ESL_ALLOC(obs, sizeof(uint64_t) * (nb*2+1)); /* final nb must be <= 2*nb+1 */
+ ESL_ALLOC(exp, sizeof(double) * (nb*2+1));
+ ESL_ALLOC(topx, sizeof(double) * (nb*2+1));
+
+ /* Determine the observed counts in each bin: that is, partition
+ * the <sum> in the evaluated region.
+ * Sweep left to right on the histogram bins,
+ * collecting sum of counts, dropping the sum into the next re-bin
+ * whenever we have more than <minc> counts.
+ */
+ nobs = 0;
+ nexp = 0.;
+ for (i = 0, b = bbase; b <= h->imax; b++)
+ {
+ nobs += h->obs[b];
+ nexp += h->expect[b];
+
+ /* if we have enough counts, drop into bin i: */
+ if (nobs >= minc && nexp >= minc) {
+ ESL_DASSERT1( (i < (nb*2+1)) );
+ obs[i] = nobs;
+ exp[i] = nexp;
+ topx[i] = esl_histogram_Bin2UBound(h,b);
+ nobs = 0;
+ nexp = 0.;
+ i++;
+ }
+ }
+ obs[i-1] += nobs; /* add the right tail to final bin */
+ exp[i-1] += nexp;
+ topx[i-1] = esl_histogram_Bin2UBound(h, h->imax);
+ nb = i; /* nb is now actual # of bins, not target */
+
+ /* Calculate the X^2 statistic: \sum (obs_i - exp_i)^2 / exp_i */
+ X2 = 0.;
+ for (i = 0; i < nb; i++)
+ {
+ tmp = (double) obs[i] - exp[i];
+ X2 += tmp*tmp / exp[i];
+ }
+ /* X^2 is distributed approximately chi^2. */
+ if (nb-nfitted >= 0 && X2 != eslINFINITY)
+ {
+ status = esl_stats_ChiSquaredTest(nb-nfitted, X2, &X2p);
+ if (status != eslOK) return status;
+ }
+ else X2p = 0.;
+
+ /* The G test assumes that #exp=#obs (the X^2 test didn't).
+ * If that's not true, renormalize to make it so.
+ */
+ nobs = 0;
+ nexp = 0.;
+ for (i = 0; i < nb; i++)
+ {
+ nobs += obs[i];
+ nexp += exp[i];
+ }
+ for (i = 0; i < nb; i++)
+ exp[i] = exp[i] * (double) nobs / nexp;
+
+ /* Calculate the G statistic: 2 * LLR */
+ G = 0.;
+ for (i = 0; i < nb; i++)
+ G += (double) obs[i] * log ((double) obs[i] / exp[i]);
+ G *= 2;
+
+ /* G is distributed approximately as \chi^2.
+ * -1 is because total #obs=#exp (which is must be)
+ */
+ ESL_DASSERT1( (G >= 0.));
+ if (nb-nfitted-1 >= 0 && G != eslINFINITY)
+ {
+ status = esl_stats_ChiSquaredTest(nb-nfitted-1, G, &Gp);
+ if (status != eslOK) return status;
+ }
+ else Gp = 0.;
+
+ if (ret_nbins != NULL) *ret_nbins = nb;
+ if (ret_G != NULL) *ret_G = G;
+ if (ret_Gp != NULL) *ret_Gp = Gp;
+ if (ret_X2 != NULL) *ret_X2 = X2;
+ if (ret_X2p != NULL) *ret_X2p = X2p;
+ free(obs);
+ free(exp);
+ free(topx);
+ return eslOK;
+
+ ERROR:
+ if (ret_nbins != NULL) *ret_nbins = 0;
+ if (ret_G != NULL) *ret_G = 0.;
+ if (ret_Gp != NULL) *ret_Gp = 0.;
+ if (ret_X2 != NULL) *ret_X2 = 0.;
+ if (ret_X2p != NULL) *ret_X2p = 0.;
+ if (obs != NULL) free(obs);
+ if (exp != NULL) free(exp);
+ if (topx != NULL) free(topx);
+ return status;
+}
+
+/*****************************************************************
+ * 6. Test driver.
+ *****************************************************************/
+#ifdef eslHISTOGRAM_TESTDRIVE
+/* compile:
+ * gcc -g -Wall -I. -L. -o test -DeslHISTOGRAM_TESTDRIVE esl_histogram.c -leasel -lm
+ * run:
+ * ./test -t1; ./test -t2; ./test -t3; ./test -t4; ./test -t5
+ *
+ * -t1 - complete data, fit to complete Gumbel\n\
+ * -t2 - complete data, high scores fit as censored Gumbel\n\
+ * -t3 - complete data, high scores fit to exponential tail\n\
+ * -t4 - censored data, fit as censored Gumbel\n\
+ * -t5 - complete data, binned, high scores fit to exponential tail\n\
+ *
+ * Some suggestions for manual testing:
+ * ./test -t1 -j1 -v --surv test.xy; xmgrace test.xy
+ * examine survivor plot fit, for -t1
+ * do -t2 thru -t5 too
+ *
+ * ./test -t1 --j1 -v -qq test.xy; xmgrace test.xy
+ * examine QQ plot fit, for -t1
+ * do -t2 thru -t5 too
+ *
+ * ./test -t1 -v > foo
+ * grep "^Estimated" foo | awk '{print $9}' | sort -g > test.xy
+ * Look for straight line fit to G-test p values.
+ * sub $9->$13 for chi-squared
+ * sub Estimated -> Parametric for the parametric fits
+ */
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_gumbel.h"
+#include "esl_exponential.h"
+#include "esl_random.h"
+#include "esl_getopts.h"
+
+
+
+static ESL_OPTIONS options[] = {
+ /* name type default env_var range toggles reqs incompat */
+ { "-j", eslARG_INT, "100", NULL, "n>0", NULL, NULL, NULL, "number of trials", 0 },
+ { "-m", eslARG_INT, "0", NULL, "n>=0", NULL, NULL, NULL, "number of test samples", 0 },
+ { "-n", eslARG_INT, "10000", NULL, "n>0", NULL, NULL, NULL, "number of training samples", 0 },
+ { "-t", eslARG_INT, "1", NULL, "1<=n<=5", NULL, NULL, NULL, "test type choice, 1-5", 0 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be verbose?", 0 },
+ { "--ascii", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "output ASCII histogram to <f>", 0 },
+ { "--cmass", eslARG_REAL, "0.7", NULL, "0<=x<=1", NULL, NULL, NULL, "set virtual censoring mass to <x>", 0 },
+ { "--lambda", eslARG_REAL, "0.8", NULL, "x>0", NULL, NULL, NULL, "set Gumbel lambda param to <x>", 0 },
+ { "--mu", eslARG_REAL, "10.0", NULL, NULL, NULL, NULL, NULL, "set Gumbel mu param to <x>", 0 },
+ { "--phi", eslARG_REAL, "10.0", NULL, NULL, NULL, NULL, NULL, "set censoring threshold to <x>", 0 },
+ { "--plot", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "output histogram to xmgrace file <f>", 0 },
+ { "--qq", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "output Q-Q goodness of fit to xmgrace file <f>", 0 },
+ { "--surv", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "output survival plot to xmgrace file <f>", 0 },
+ { "--tail", eslARG_REAL, "0.1", NULL, "0<=x<=1", NULL, NULL, NULL, "set tail mass for fitting to <x>", 0 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+static int
+binmacro_test(void)
+{
+ ESL_HISTOGRAM *h = esl_histogram_Create(-100, 100, 1.0);
+ double trialx[3] = { -42.42, 0, 42.42 };
+ double x, ai, bi;
+ int i,b;
+
+ /* test bin<->score conversion macros.
+ */
+ for (i = 0; i < 3; i++)
+ {
+ x = trialx[i];
+ b = esl_histogram_Score2Bin(h, x);
+ ai = esl_histogram_Bin2LBound(h, b);
+ bi = esl_histogram_Bin2UBound(h, b);
+ if (x <= ai || x > bi) {
+ fprintf(stderr,
+ "failed: (ai=%.1f) <= (x=%.2f) < (bi=%.1f) in bin %d, bin macro test\n",
+ ai, x, bi, b);
+ esl_histogram_Destroy(h);
+ return 0;
+ }
+ }
+ esl_histogram_Destroy(h);
+ return 1;
+}
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go;
+ ESL_RANDOMNESS *r;
+ ESL_HISTOGRAM *h;
+ ESL_HISTOGRAM *h1;
+ double p[2]; /* parametric mu, lambda */
+ double ep[2]; /* estimated mu, lambda */
+ double avg_ep[2]; /* average estimated mu, lambda over many trials */
+ int ntrials, trial;
+ int ntrain, ntest;
+ int test_type;
+ enum { COLLECT_COMPLETE, COLLECT_CENSORED } cstrategy;
+ enum { FIT_BINNED, FIT_SAMPLES } bstrategy;
+ enum { FIT_COMPLETE, FIT_CENSORED, FIT_TAIL} fstrategy;
+ double phi; /* censoring threshold */
+ int z;
+ double cmass;
+ double tailmass, save_tailmass;
+ int nfitted;
+ int nbins;
+ double G, Gp, X2, X2p, minGp, minX2p;
+ int verbose;
+ FILE *outfp;
+ char *ascfile, *plotfile, *survfile, *qqfile;
+ int i;
+ double x;
+ double *xv;
+ int n;
+
+ go = esl_getopts_Create(options);
+ esl_opt_ProcessCmdline(go, argc, argv);
+ test_type = esl_opt_GetInteger(go, "-t");
+ ntrials = esl_opt_GetInteger(go, "-j");
+ ntrain = esl_opt_GetInteger(go, "-n");
+ ntest = esl_opt_GetInteger(go, "-m");
+ verbose = esl_opt_GetBoolean(go, "-v");
+ cmass = esl_opt_GetReal (go, "--cmass");
+ p[1] = esl_opt_GetReal (go, "--lambda");
+ p[0] = esl_opt_GetReal (go, "--mu");
+ phi = esl_opt_GetReal (go, "--phi");
+ save_tailmass = esl_opt_GetReal (go, "--tail");
+ ascfile = esl_opt_GetString (go, "--ascii");
+ plotfile = esl_opt_GetString (go, "--plot");
+ qqfile = esl_opt_GetString (go, "--qq");
+ survfile = esl_opt_GetString (go, "--surv");
+ esl_getopts_Destroy(go);
+
+ r = esl_randomness_Create(42);
+ avg_ep[0] = 0.;
+ avg_ep[1] = 0.;
+ minGp = 1.;
+ minX2p = 1.;
+ tailmass = save_tailmass;
+
+ if (test_type == 1)
+ {
+ cstrategy = COLLECT_COMPLETE;
+ bstrategy = FIT_SAMPLES;
+ fstrategy = FIT_COMPLETE;
+ }
+ else if (test_type == 2)
+ {
+ cstrategy = COLLECT_COMPLETE;
+ bstrategy = FIT_SAMPLES;
+ fstrategy = FIT_CENSORED;
+ }
+ else if (test_type == 3)
+ {
+ cstrategy = COLLECT_COMPLETE;
+ bstrategy = FIT_SAMPLES;
+ fstrategy = FIT_TAIL;
+ }
+ else if (test_type == 4)
+ {
+ cstrategy = COLLECT_CENSORED;
+ bstrategy = FIT_SAMPLES;
+ fstrategy = FIT_CENSORED;
+ }
+ else if (test_type == 5)
+ {
+ cstrategy = COLLECT_COMPLETE;
+ bstrategy = FIT_BINNED;
+ fstrategy = FIT_TAIL;
+ }
+
+
+ for (trial = 0; trial < ntrials; trial++)
+ {
+ /* Collection of the training data in <h>.
+ * Data set can either be complete, true censored, or virtual censored.
+ */
+ h = esl_histogram_CreateFull(-100, 100, 0.1);
+ z = 0;
+ for (i = 0; i < ntrain; i++) {
+ x = esl_gumbel_Sample(r, p[0], p[1]);
+ if (cstrategy != COLLECT_CENSORED || x > phi)
+ esl_histogram_Add(h, x);
+ else
+ z++;
+ }
+ if (cstrategy == COLLECT_CENSORED)
+ esl_histogram_DeclareCensoring(h, z, phi);
+
+ /* Parameter fitting.
+ * We test for four of twelve possible combinations of
+ * collection strategy, binned vs. raw data, and complete,
+ * censored, vs. tail fitting.
+ * 1. complete Gumbel data, raw, fit to a Gumbel.
+ * 2. complete Gumbel data, raw, tail fit as a censored Gumbel
+ * 3. complete Gumbel data, raw, tail fit to an exponential tail
+ * 4. censored Gumbel data, raw, censored fit to a Gumbel
+ * 5 complete Gumbel data, binned, fit to an exponential tail.
+ */
+ if (cstrategy == COLLECT_COMPLETE &&
+ bstrategy == FIT_SAMPLES &&
+ fstrategy == FIT_COMPLETE)
+ {
+ esl_histogram_GetData(h, &xv, &n);
+ esl_gumbel_FitComplete(xv, n, &(ep[0]), &ep[1]);
+ }
+ else if (cstrategy == COLLECT_COMPLETE &&
+ bstrategy == FIT_SAMPLES &&
+ fstrategy == FIT_CENSORED)
+ {
+ esl_histogram_GetTailByMass(h, cmass, &xv, &n, &z);
+ esl_gumbel_FitCensored(xv, n, z, xv[0], &(ep[0]), &ep[1]);
+ }
+ else if (cstrategy == COLLECT_COMPLETE &&
+ bstrategy == FIT_SAMPLES &&
+ fstrategy == FIT_TAIL)
+ {
+ esl_histogram_GetTailByMass(h, tailmass, &xv, &n, &z);
+ esl_exp_FitComplete(xv, n, &(ep[0]), &ep[1]);
+ }
+ else if (cstrategy == COLLECT_CENSORED &&
+ bstrategy == FIT_SAMPLES &&
+ fstrategy == FIT_CENSORED)
+ {
+ esl_histogram_GetData(h, &xv, &n);
+ esl_gumbel_FitCensored(xv, n, h->z, h->phi, &(ep[0]), &ep[1]);
+ }
+ else if (cstrategy == COLLECT_COMPLETE &&
+ bstrategy == FIT_BINNED &&
+ fstrategy == FIT_TAIL)
+ {
+ tailmass = save_tailmass; /* reset to original for each trial. */
+ esl_histogram_SetTailByMass(h, tailmass, &tailmass);
+ esl_exp_FitCompleteBinned(h, &(ep[0]), &ep[1]);
+ }
+ else
+ ESL_EXCEPTION(eslEINVAL, "not a scenario we currently test");
+
+ /* Keep track of average estimated mu, lambda
+ * for automated testing purposes.
+ */
+ avg_ep[0] += ep[0] / (double) ntrials;
+ avg_ep[1] += ep[1] / (double) ntrials;
+
+ /* Test data can either be the same as the training data,
+ * or a new test set.
+ */
+ if (ntest > 0)
+ {
+ h1 = esl_histogram_CreateFull(-100.05, 100.05, 0.2);
+ z = 0;
+ for (i = 0; i < ntest; i++) {
+ x = esl_gumbel_Sample(r, p[0], p[1]);
+ if (cstrategy != COLLECT_CENSORED || x > phi)
+ esl_histogram_Add(h1, x);
+ else
+ z++;
+ }
+ if (cstrategy == COLLECT_CENSORED)
+ esl_histogram_DeclareCensoring(h, z, phi);
+ }
+ else h1 = h;
+
+
+ /* Set expected binned counts in the test data, h1:
+ */
+ if (fstrategy == FIT_TAIL)
+ esl_histogram_SetExpectedTail(h1, ep[0], tailmass,
+ &esl_exp_generic_cdf, ep);
+ else
+ esl_histogram_SetExpect(h1, &esl_gumbel_generic_cdf, ep);
+
+
+ /* Evaluate goodness-of-fit
+ */
+ nfitted = (ntest == 0)? 2 : 0;
+ esl_histogram_Goodness(h1, nfitted, &nbins, &G, &Gp, &X2, &X2p);
+
+ /* Track minimum goodness of fit probs, for automated testing
+ */
+ if (Gp < minGp) minGp = Gp;
+ if (X2p < minX2p) minX2p = X2p;
+
+ if (verbose)
+ printf("Estimated: %6.2f %6.4f nb %4d G %g\tGp %g\tX2 %g\tX2p %g\n",
+ ep[0], ep[1], nbins, G, Gp, X2, X2p);
+
+ /* Output files, if requested.
+ * (Best if ntrials=1. Will overwrite previous trials.)
+ */
+ if (ascfile != NULL)
+ {
+ outfp = fopen(ascfile, "w");
+ esl_histogram_Print(outfp, h1);
+ fclose(outfp);
+ }
+ if (plotfile != NULL)
+ {
+ outfp = fopen(plotfile, "w");
+ esl_histogram_Plot(outfp, h1);
+ fclose(outfp);
+ }
+ if (survfile != NULL)
+ {
+ outfp = fopen(survfile, "w");
+ esl_histogram_PlotSurvival(outfp, h1);
+ fclose(outfp);
+ }
+ if (qqfile != NULL)
+ {
+ outfp = fopen(qqfile, "w");
+ if (fstrategy == FIT_TAIL)
+ esl_histogram_PlotQQ(outfp, h1, &esl_exp_generic_invcdf, ep);
+ else
+ esl_histogram_PlotQQ(outfp, h1, &esl_gumbel_generic_invcdf, ep);
+ fclose(outfp);
+ }
+
+ esl_histogram_Destroy(h);
+ if (ntest > 0) esl_histogram_Destroy(h1);
+ }
+
+ /* Trap badness in an automated test.
+ */
+ if (fstrategy != FIT_TAIL && fabs(avg_ep[0] - p[0]) > 0.1)
+ ESL_EXCEPTION(eslFAIL, "Something awry with Gumbel mu fit");
+ if (fabs(avg_ep[1] - p[1]) > 0.1)
+ ESL_EXCEPTION(eslFAIL, "Something awry with lambda fit");
+ if (minGp < 1. / (1000. * ntrials))
+ ESL_EXCEPTION(eslFAIL, "Something awry with G-test");
+ if (minX2p < 1. / (1000. * ntrials))
+ ESL_EXCEPTION(eslFAIL, "Something awry with chi squared test");
+
+ /* Smaller final tests
+ */
+ if (! binmacro_test()) exit(1);
+
+ esl_randomness_Destroy(r);
+ return 0;
+}
+#endif /*eslHISTOGRAM_TESTDRIVE*/
+
+
+
+/*****************************************************************
+ * 7. Examples
+ *****************************************************************/
+
+/*****************************************************************
+ * Five example main()'s for five use cases:
+ * - complete data, fit to complete Gumbel
+ * - complete data, high scores fit as censored Gumbel
+ * - complete data, high scores fit to exponential tail
+ * - censored data, fit as censored Gumbel
+ * - complete data, binned, high scores fit to exponential tail
+ *
+ * (These same five cases are tested by ./test -t1 through ./test -t5.)
+ *****************************************************************/
+/* Case 1. Complete data fit to complete Gumbel.
+ * compile: gcc -I. -L. -o example -DeslHISTOGRAM_EXAMPLE1 esl_histogram.c -leasel -lm
+ * run: ./example
+ */
+#ifdef eslHISTOGRAM_EXAMPLE1
+/*::cexcerpt::histogram_example1::begin::*/
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gumbel.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(-100, 100, 0.2);
+ int nsamples = 10000;
+ double mu = 10.0;
+ double lambda = 0.8;
+ double params[2];
+ int i;
+ double x;
+ double *xv;
+ int n;
+ double G, Gp, X2, X2p;
+
+ for (i = 0; i < nsamples; i++) {
+ x = esl_gumbel_Sample(r, mu, lambda);
+ esl_histogram_Add(h, x);
+ }
+
+ esl_histogram_GetData(h, &xv, &n);
+ esl_gumbel_FitComplete(xv, n, &mu, &lambda);
+
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpect(h, &esl_gumbel_generic_cdf, ¶ms);
+
+ esl_histogram_Print(stdout, h);
+ esl_histogram_Goodness(h, 0, NULL, &G, &Gp, &X2, &X2p);
+ printf("G = %f p = %f\n", G, Gp);
+ printf("X^2 = %f p = %f\n", X2, X2p);
+
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::histogram_example1::end::*/
+#endif /*eslHISTOGRAM_EXAMPLE1*/
+
+
+
+/* Case 2. complete data, high scores fit as censored Gumbel
+ * compile: gcc -I. -L. -o example -DeslHISTOGRAM_EXAMPLE2 esl_histogram.c -leasel -lm
+ * run: ./example
+ */
+#ifdef eslHISTOGRAM_EXAMPLE2
+/*::cexcerpt::histogram_example2::begin::*/
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gumbel.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(-100, 100, 0.2);
+ int nsamples = 10000;
+ double mu = 10.0;
+ double lambda = 0.8;
+ double params[2];
+ int i;
+ double x;
+ double *xv;
+ int n, z;
+ double G, Gp, X2, X2p;
+
+ for (i = 0; i < nsamples; i++) {
+ x = esl_gumbel_Sample(r, mu, lambda);
+ esl_histogram_Add(h, x);
+ }
+
+ esl_histogram_GetTailByMass(h, 0.5, &xv, &n, &z); /* fit to right 50% */
+ esl_gumbel_FitCensored(xv, n, z, xv[0], &mu, &lambda);
+
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpect(h, &esl_gumbel_generic_cdf, ¶ms);
+
+ esl_histogram_Print(stdout, h);
+ esl_histogram_Goodness(h, 0, NULL, &G, &Gp, &X2, &X2p);
+ printf("G = %f p = %f\n", G, Gp);
+ printf("X^2 = %f p = %f\n", X2, X2p);
+
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::histogram_example2::end::*/
+#endif /*eslHISTOGRAM_EXAMPLE2*/
+
+
+/* Case 3. complete data, high scores fit to exponential tail
+ * compile: gcc -I. -L. -o example -DeslHISTOGRAM_EXAMPLE3 esl_histogram.c -leasel -lm
+ * run: ./example
+ */
+#ifdef eslHISTOGRAM_EXAMPLE3
+/*::cexcerpt::histogram_example3::begin::*/
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gumbel.h"
+#include "esl_exponential.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(-100, 100, 0.2);
+ int nsamples = 10000;
+ double mu = 10.0;
+ double lambda = 0.8;
+ double params[2];
+ int i;
+ double x;
+ double *xv;
+ int n;
+ double G, Gp, X2, X2p;
+
+ for (i = 0; i < nsamples; i++) {
+ x = esl_gumbel_Sample(r, mu, lambda);
+ esl_histogram_Add(h, x);
+ }
+
+ esl_histogram_GetTailByMass(h, 0.1, &xv, &n, NULL); /* fit to 10% tail */
+ esl_exp_FitComplete(xv, n, &mu, &lambda);
+
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpectedTail(h, mu, 0.1, &esl_exp_generic_cdf, ¶ms);
+
+ esl_histogram_Print(stdout, h);
+ esl_histogram_Goodness(h, 0, NULL, &G, &Gp, &X2, &X2p);
+ printf("G = %f p = %f\n", G, Gp);
+ printf("X^2 = %f p = %f\n", X2, X2p);
+
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::histogram_example3::end::*/
+#endif /*eslHISTOGRAM_EXAMPLE3*/
+
+/* Case 4. censored data, high scores fit as a censored Gumbel tail
+ * compile:
+ gcc -I. -L. -o example -DeslHISTOGRAM_EXAMPLE4 esl_histogram.c -leasel -lm
+ * run: ./example
+ */
+#ifdef eslHISTOGRAM_EXAMPLE4
+/*::cexcerpt::histogram_example4::begin::*/
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gumbel.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(-100, 100, 0.2);
+ int nsamples = 10000;
+ double mu = 10.0;
+ double lambda = 0.8;
+ double phi = 9.0;
+ double params[2];
+ int i;
+ double x;
+ double *xv;
+ int n, z;
+ double G, Gp, X2, X2p;
+
+ z = 0;
+ for (i = 0; i < nsamples; i++) {
+ x = esl_gumbel_Sample(r, mu, lambda);
+ if (x > phi) esl_histogram_Add(h, x);
+ else z++;
+ }
+
+ esl_histogram_GetData(h, &xv, &n);
+ esl_gumbel_FitCensored(xv, n, z, phi, &mu, &lambda);
+
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpect(h, &esl_gumbel_generic_cdf, ¶ms);
+
+ esl_histogram_Print(stdout, h);
+ esl_histogram_Goodness(h, 0, NULL, &G, &Gp, &X2, &X2p);
+ printf("G = %f p = %f\n", G, Gp);
+ printf("X^2 = %f p = %f\n", X2, X2p);
+
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::histogram_example4::end::*/
+#endif /*eslHISTOGRAM_EXAMPLE4*/
+
+/* Case 5. complete data, binned high scores fit to exponential tail
+ * compile:
+ gcc -I. -L. -o example -DeslHISTOGRAM_EXAMPLE5 esl_histogram.c -leasel -lm
+ * run: ./example
+ */
+#ifdef eslHISTOGRAM_EXAMPLE5
+/*::cexcerpt::histogram_example5::begin::*/
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_gumbel.h"
+#include "esl_exponential.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_HISTOGRAM *h = esl_histogram_Create(-100, 100, 1.0);
+ int nsamples = 10000;
+ double mu = 10.0;
+ double lambda = 0.8;
+ double params[2];
+ int i;
+ double x;
+ double actual_mass;
+ double G, Gp, X2, X2p;
+
+ for (i = 0; i < nsamples; i++) {
+ x = esl_gumbel_Sample(r, mu, lambda);
+ x = ceil(x); /* crudely simulate an x of limited precision */
+ esl_histogram_Add(h, x);
+ }
+
+ esl_histogram_SetTailByMass(h, 0.1, &actual_mass);
+ esl_histogram_DeclareRounding(h);
+ esl_exp_FitCompleteBinned(h, &mu, &lambda);
+
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpectedTail(h, mu, actual_mass, &esl_exp_generic_cdf, ¶ms);
+
+ esl_histogram_Print(stdout, h);
+ esl_histogram_Goodness(h, 0, NULL, &G, &Gp, &X2, &X2p);
+ printf("G = %f p = %f\n", G, Gp);
+ printf("X^2 = %f p = %f\n", X2, X2p);
+
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::histogram_example5::end::*/
+#endif /*eslHISTOGRAM_EXAMPLE5*/
+
+
+
diff --git a/easel/esl_histogram.h b/easel/esl_histogram.h
new file mode 100644
index 0000000..186c862
--- /dev/null
+++ b/easel/esl_histogram.h
@@ -0,0 +1,131 @@
+/* Collection and display of score histograms.
+ *
+ * SRE, Fri Jul 1 13:22:45 2005 [St. Louis]
+ * SVN $Id: esl_histogram.h 181 2007-05-04 11:00:44Z eddys $
+ */
+#ifndef ESL_HISTOGRAM_INCLUDED
+#define ESL_HISTOGRAM_INCLUDED
+
+#include <math.h> /* floor() is in one of the macros */
+
+
+/* Structure: ESL_HISTOGRAM
+ *
+ * Keeps a score histogram, in which scores are counted into bins of
+ * size (width) w.
+ * histogram starts at bmin < floor(xmin/w) * w
+ * histogram ends at bmax >= ceil(xmax/w)*w
+ * nb = (bmax-bmin)/w
+ * each score x is counted into bin b = nb - (int) (bmax-x)/w
+ * each bin b contains scores bw+bmin < x <= (b+1)w + bmin
+ *
+ * Anything having to do with the counts themselves (obs, n, etc)
+ * is a uint64_t, with range 0..2^64-1 (up to 2e19).
+ */
+typedef struct {
+ /* The histogram is kept as counts in fixed-width bins.
+ */
+ uint64_t *obs; /* observed counts in bin b, 0..nb-1 (dynamic) */
+ int nb; /* number of bins */
+ double w; /* fixed width of each bin */
+ double bmin, bmax; /* histogram bounds: all x satisfy bmin < x <= bmax */
+ int imin, imax; /* smallest, largest bin that contain obs[i] > 0 */
+
+ /* Optionally, in a "full" h, we can also keep all the raw samples in x.
+ */
+ double xmin, xmax; /* smallest, largest sample value x observed */
+ uint64_t n; /* total number of raw data samples */
+ double *x; /* optional: raw sample values x[0..n-1] */
+ uint64_t nalloc; /* current allocated size of x */
+
+ /* The binned data might be censored (either truly, or virtually).
+ * This information has to be made available to a binned/censored
+ * parameter fitting function, and to goodness-of-fit tests.
+ */
+ double phi; /* censoring value; all x_i > phi */
+ int cmin; /* smallest bin index that contains uncensored data */
+ uint64_t z; /* # of censored values <= phi */
+ uint64_t Nc; /* # samples in complete data (including unobs) */
+ uint64_t No; /* # of samples in observed data */
+
+ /* Expected binned counts are set by SetExpect() or SetExpectedTail().
+ */
+ double *expect; /* expected counts in bin b, 0..nb-1 (not resized) */
+ int emin; /* smallest bin index that contains expected counts */
+ double tailbase; /* for tail fits: fitted x > tailbase */
+ double tailmass; /* for tail fits: fractional prob in the tail */
+
+ /* Some status flags
+ */
+ int is_full; /* TRUE when we're keeping raw data in x */
+ int is_done; /* TRUE if we prevent more Add()'s */
+ int is_sorted; /* TRUE if x is sorted smallest-to-largest */
+ int is_tailfit; /* TRUE if expected dist only describes tail */
+ int is_rounded; /* TRUE if values aren't more accurate than bins */
+ enum { COMPLETE, VIRTUAL_CENSORED, TRUE_CENSORED } dataset_is;
+
+} ESL_HISTOGRAM;
+
+#define esl_histogram_Bin2LBound(h,b) ((h)->w*(b) + (h)->bmin)
+#define esl_histogram_Bin2UBound(h,b) ((h)->w*((b)+1) + (h)->bmin)
+#define esl_histogram_Score2Bin(h,x) ((int) ceil( ((x - (h)->bmin) / h->w) - 1.))
+
+/* Creating/destroying histograms and collecting data:
+ */
+extern ESL_HISTOGRAM *esl_histogram_Create (double bmin, double bmax, double w);
+extern ESL_HISTOGRAM *esl_histogram_CreateFull(double bmin, double bmax, double w);
+extern void esl_histogram_Destroy(ESL_HISTOGRAM *h);
+extern int esl_histogram_Add(ESL_HISTOGRAM *h, double x);
+
+/* Declarations about the binned data before parameter fitting:
+ */
+extern int esl_histogram_DeclareCensoring(ESL_HISTOGRAM *h, int z, double phi);
+extern int esl_histogram_DeclareRounding (ESL_HISTOGRAM *h);
+extern int esl_histogram_SetTail (ESL_HISTOGRAM *h, double phi,
+ double *ret_newmass);
+extern int esl_histogram_SetTailByMass (ESL_HISTOGRAM *h, double pmass,
+ double *ret_newmass);
+
+/* Accessing data samples in a full histogram:
+ */
+extern int esl_histogram_GetRank(ESL_HISTOGRAM *h, int rank, double *ret_x);
+extern int esl_histogram_GetData(ESL_HISTOGRAM *h, double **ret_x, int *ret_n);
+extern int esl_histogram_GetTail(ESL_HISTOGRAM *h, double phi, double **ret_x,
+ int *ret_n, int *ret_z);
+extern int esl_histogram_GetTailByMass(ESL_HISTOGRAM *h, double pmass,
+ double **ret_x, int *ret_n, int *ret_z);
+
+
+/* Setting expected binned counts:
+ */
+extern int esl_histogram_SetExpect(ESL_HISTOGRAM *h,
+ double (*cdf)(double x, void *params),
+ void *params);
+extern int esl_histogram_SetExpectedTail(ESL_HISTOGRAM *h, double base_val,
+ double pmass,
+ double (*cdf)(double x, void *params),
+ void *params);
+
+/* Output/display of binned data:
+ */
+extern int esl_histogram_Print (FILE *fp, ESL_HISTOGRAM *h);
+extern int esl_histogram_Plot (FILE *fp, ESL_HISTOGRAM *h);
+extern int esl_histogram_PlotSurvival(FILE *fp, ESL_HISTOGRAM *h);
+extern int esl_histogram_PlotQQ (FILE *fp, ESL_HISTOGRAM *h,
+ double (*invcdf)(double, void *), void *params);
+
+/* Goodness of fit testing
+ */
+extern int esl_histogram_Goodness(ESL_HISTOGRAM *h, int nfitted,
+ int *ret_nbins,
+ double *ret_G, double *ret_Gp,
+ double *ret_X2, double *ret_X2p);
+
+
+
+#endif /*!ESL_HISTOGRAM_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_histogram.tex b/easel/esl_histogram.tex
new file mode 100644
index 0000000..e2878cf
--- /dev/null
+++ b/easel/esl_histogram.tex
@@ -0,0 +1,299 @@
+
+The \eslmod{histogram} module is for collecting scores, fitting
+them to expected distributions, and displaying them.
+
+The histogram automatically reallocates its bins as data points
+arrive, so the caller only needs to provide some initial guidance
+about bin size and ``phase'' (offset of the bins relative to the real
+number line). It accumulates counts in 64-bit unsigned integers, so
+it can handle over $10^19$ total counts. Optionally (and provided
+that the caller knows it has enough memory to support this), a
+``full'' histogram can be created and used to collect a sorted vector
+of raw (unbinned) values.
+
+Various different ways of fitting histogram data to different sorts of
+expected distributions are supported, with interfaces to all of
+Easel's statistical distribution modules. Data fitting is oriented
+toward the case where the values are scores, with high scores being of
+the most interest; for instance, routines for obtaining and fitting
+the right (high-scoring) tail are provided, but not for the left tail.
+
+Several of the output functions output data as XY data files suitable
+for input into the popular and freely available \prog{xmgrace}
+graphing program [\url{http://plasma-gate.weizmann.ac.il/Grace/}].
+
+The API for the \eslmod{histogram} module is summarized in
+Table~\ref{tbl:histogram_api}.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+ \apisubhead{Collecting data in an \ccode{ESL\_HISTOGRAM}}\\
+\hyperlink{func:esl_histogram_Create()}{\ccode{esl\_histogram\_Create()}} & Create a new \ccode{ESL\_HISTOGRAM}.\\
+\hyperlink{func:esl_histogram_CreateFull()}{\ccode{esl\_histogram\_CreateFull()}} & A \ccode{ESL\_HISTOGRAM} to keep all data samples.\\
+\hyperlink{func:esl_histogram_Destroy()}{\ccode{esl\_histogram\_Destroy()}} & Frees a \ccode{ESL\_HISTOGRAM}.\\
+\hyperlink{func:esl_histogram_Add()}{\ccode{esl\_histogram\_Add()}} & Add a sample to the histogram.\\
+ \apisubhead{Declarations about binned data, before fitting}\\
+\hyperlink{func:esl_histogram_DeclareCensoring()}{\ccode{esl\_histogram\_DeclareCensoring()}} & Collected data were left-censored.\\
+\hyperlink{func:esl_histogram_DeclareRounding()}{\ccode{esl\_histogram\_DeclareRounding()}} & Declare collected data were no more accurate than bins.\\
+\hyperlink{func:esl_histogram_SetTail()}{\ccode{esl\_histogram\_SetTail()}} & Declare only tail $>$ some threshold is considered "observed".\\
+\hyperlink{func:esl_histogram_SetTailByMass()}{\ccode{esl\_histogram\_SetTailByMass()}} & Declare only right tail mass is considered "observed".\\
+ \apisubhead{Accessing raw data samples}\\
+\hyperlink{func:esl_histogram_GetRank()}{\ccode{esl\_histogram\_GetRank()}} & Retrieve n'th high score.\\
+\hyperlink{func:esl_histogram_GetData()}{\ccode{esl\_histogram\_GetData()}} & Retrieve vector of all raw scores.\\
+\hyperlink{func:esl_histogram_GetTail()}{\ccode{esl\_histogram\_GetTail()}} & Retrieve all raw scores above some threshold.\\
+\hyperlink{func:esl_histogram_GetTailByMass()}{\ccode{esl\_histogram\_GetTailByMass()}} & Retrieve all raw scores in right tail mass.\\
+ \apisubhead{Setting expected counts}\\
+\hyperlink{func:esl_histogram_SetExpect()}{\ccode{esl\_histogram\_SetExpect()}} & Set expected counts for complete distribution.\\
+\hyperlink{func:esl_histogram_SetExpectedTail()}{\ccode{esl\_histogram\_SetExpectedTail()}} & Set expected counts for right tail.\\
+ \apisubhead{Output}\\
+\hyperlink{func:esl_histogram_Print()}{\ccode{esl\_histogram\_Print()}} & Print a "pretty" ASCII histogram.\\
+\hyperlink{func:esl_histogram_Plot()}{\ccode{esl\_histogram\_Plot()}} & Output a histogram in xmgrace XY format.\\
+\hyperlink{func:esl_histogram_PlotSurvival()}{\ccode{esl\_histogram\_PlotSurvival()}} & Output $P(X>x)$ in xmgrace XY format.\\
+\hyperlink{func:esl_histogram_PlotQQ()}{\ccode{esl\_histogram\_PlotQQ()}} & Output a Q-Q plot in xmgrace XY format.\\
+\hyperlink{func:esl_histogram_Goodness()}{\ccode{esl\_histogram\_Goodness()}} & Evaluate fit between observed, expected. \\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{histogram} API.}
+\label{tbl:histogram_api}
+\end{table}
+
+\subsection{Example of using the histogram API}
+
+The example code below stores 10,000 samples from a Gumbel
+distribution in a histogram, retrieves a vector containing the sorted
+samples, fits a Gumbel distribution to that dataset, sets the expected
+counts in the histogram, prints the observed and expected counts in an
+ASCII histogram, and evaluates the goodness-of-fit.
+
+\input{cexcerpts/histogram_example1}
+
+Some points of interest:
+
+\begin{itemize}
+\item When the histogram is created, the arguments \ccode(-100, 100, 0.5)
+ tell it to bin data into bins of width 0.5, initially
+ starting at -100 and ending at 100. This initialization
+ is described below (see ``Specifying binning of data values'').
+
+\item Samples are collected one at a time with
+ \ccode{esl\_histogram\_Add()}.
+
+\item After the data have been collected in a \emph{full} histogram, a
+ vector of sorted raw data values can be retrieved using functions
+ like \ccode{esl\_histogram\_GetData()}, and used to fit parameters
+ of an expected distribution to the data.
+
+\item In addition to the observed binned counts, you can optionally
+ set \emph{expected} binned counts in the histogram by calling
+ \ccode{esl\_histogram\_SetExpect()} and providing pointers
+ to an appropriate distribution function and its parameters.
+
+\item The \ccode{esl\_histogram\_Print()} function shows an ASCII text
+ representation of the observed counts (and expected counts, if set)
+ that looks a lot like FASTA's nice histogram output.
+
+\item The \ccode{esl\_histogram\_Goodness()} function compares the
+ observed and expected binned counts, and calculates two goodness of
+ fit tests: a G-test, and a $\chi^2$ test.
+\end{itemize}
+
+
+\subsection{Specifying binning of data values}
+
+The histogram collects data values into bins. When the histogram is
+created, the bin width and the relative offset of the bins is
+permanently set, and an initial range is allocated.
+
+For example, the call \ccode{esl\_histogram\_Create(-10, 10, 0.5)}
+creates 40 bins of width 0.5 from -10 to 10, with the first bin
+collecting scores from $-10 < x \leq -9.5$, and the last bin
+collecting scores $9.5 < x \leq 10.0$.
+
+The lower bound of the initialization permanently sets the relative
+offset of the bins. That is, \ccode{esl\_histogram\_Create(-10, 10,
+0.5)} makes the first bin $-10 < x \leq -9.5$, whereas
+\ccode{esl\_histogram\_Create(-10.1, 9.9, 0.5)} makes the first bin
+$-10.1 < x \leq -9.6$.
+
+Aside from that, the initial range is only a suggestion. You can add
+any real-valued $x$ to the histogram. The histogram will silently
+reallocate itself to a wider range as needed. The ability of a
+histogram to store data is effectively unlimited. Up to $2^{64}-1$
+(more than $10^{19}$) counts can be collected. The histogram requires 16
+bytes of storage per bin, and the number of bins it allocates scales
+as $x_{\mbox{max}} - x_{\mbox{min}} / w$.
+
+\subsection{Optional collection of raw data values: full histograms}
+
+Normally a histogram would store only binned counts, so it can
+efficiently summarize even very large numbers of samples.
+
+In some cases it is useful to keep a list of the raw data values --
+for instance, for more accurate parameter fitting to expected
+distributions. This can be done by creating a ``full'' histogram with
+\ccode{esl\_histogram\_CreateFull()} instead of
+\ccode{esl\_histogram\_Create()}. (The example code above did this,
+because it did parameter fitting to the raw data.) After data have
+been collected in a full histogram, individual raw values or pointers
+to sorted arrays of raw values can be retrieved using the
+\ccode{esl\_histogram\_Get*} functions.
+
+A full histogram may require much more memory: about 4 bytes per data
+point. You may not want to use full histograms if your problem
+involves collecting many ($> 10^9$, say) data points.
+
+
+
+\subsection{Different parameter fitting scenarios}
+
+By default, the data you collect are assumed to be \emph{complete}.
+You observed all samples; if you fit to any expected distribution, the
+expected distribution is assumed to describe the complete data; the
+parameters of the expected distribution are to be fitted to an array
+of the complete raw data samples; and any goodness of fit test is to
+be applied to the complete data. This is the simplest, most obvious
+case.
+
+Other situations may arise. In addition to complete data, Easel is
+designed to deal with four other cases:
+
+\begin{enumerate}
+\item The collected data are complete, and they are fit to a
+ distribution that describes the complete data, but parameter
+ fitting is done only in the right (highest-scoring) tail. This
+ makes parameter fitting focus on the most important,
+ high-scoring region of a score distribution, and ignore
+ low-scoring outliers.
+
+\item The collected data are complete, but they are fit to a
+ distribution that only describes the right (highest scoring)
+ tail, and the goodness-of-fit test is only performed on that
+ tail. This case arises when we don't know the form of the
+ expected distribution for the complete data, but the tail
+ follows a predictable decay (an exponential tail, for example).
+
+\item The collected data are left-censored such that no values $<
+ \phi$ were recorded in the histogram, but the data are fit to a
+ complete distribution that predicts the probability even of the
+ censored (unobserved) values. Goodness of fit is only evaluated
+ in the observed data. (This case is what is actually meant by
+ left-censored data.)
+
+\item The high-scoring right tail of the collected data are fit as the
+ \emph{binned} counts in the histogram (not raw sample values) to
+ a distribution that describes the tail, such as an
+ exponential. This case becomes useful when the raw data values
+ have limited precision (because of rounding, for example), which
+ can cause numerical problems with parameter fitting to tails.
+ Another case where this is useful is when there are so many data
+ points that the data must be binned just as a matter of
+ practicality (not enough memory to hold a full histogram).
+\end{enumerate}
+
+A variety of other situations can be dealt with by using different
+combinations of the function calls that deal with these four cases.
+
+
+\subsubsection{Focusing parameter fitting on the highest scores}
+
+An example of focusing a Gumbel parameter fit on the right half of an
+observed distribution:
+
+\input{cexcerpts/histogram_example2}
+
+The key differences from the complete data case are:
+
+\begin{itemize}
+\item Only the high-scoring 50\% of the data samples are
+ retrieved, by calling
+ \ccode{esl\_histogram\_GetTailByMass(h, 0.5, \&xv, \&n, \&z)}.
+ This returns \ccode{z}, the number of samples that
+ were \emph{censored}.
+
+\item These data are fit to a Gumbel distribution
+ as a \emph{left-censored} dataset by calling
+ \ccode{esl\_gumbel\_FitCensored(xv, n, z, xv[0], \&mu, \&lambda)}.
+\end{itemize}
+
+The expected counts and the goodness of fit tests are still evaluated
+for the complete data, even though the fit was performed only on the
+highest scores.
+
+
+\subsubsection{Fitting to a tail distribution}
+
+An example of fitting an exponential tail to the high-scoring 10\% of
+a Gumbel-distributed dataset:
+
+\input{cexcerpts/histogram_example3}
+
+The differences to note are:
+
+\begin{itemize}
+\item The tail is fit as if it is \emph{complete} data as far
+ as the exponential distribution is concerned.
+
+\item As a result, to use the exponential tail to predict expected
+ data, we have to keep in mind how much probability mass the tail
+ is supposed to predict (here, 10\%), and that
+ is provided to
+ \ccode{esl\_histogram\_SetExpectedTail()}, which specifically
+ calculates expected counts for a tail.
+\end{itemize}
+
+\subsubsection{Fitting left-censored data}
+
+Fitting a Gumbel distribution to data that are \emph{truly} left
+censored looks a lot like the case where we extracted the high scoring
+data for a censored fit:
+
+\input{cexcerpts/histogram_example4}
+
+\subsubsection{Fitting binned data to a tail distribution}
+
+Normally, you want to fit parameters to the actual individual data
+samples, not to binned data, because you'll get more accurate results.
+An exception can arise when the data samples have limited precision
+because they've been rounded off. Most distributions are not sensitive
+to this, but some tail densities are, especially those with
+singularities ($P(X=x) \rightarrow \infty$) at their origin. In such a
+case, a fit to binned data may be superior, especially if you can
+match the histogram's bins to the rounding procedure that was used.
+
+The following code shows an example of fitting for samples that were
+already rounded up to the nearest integer before adding them to the
+histogram:
+
+\input{cexcerpts/histogram_example5}
+
+Issues to note:
+
+\begin{itemize}
+\item The \ccode{esl\_histogram\_Create(-100, 100, 1.0)} call
+ defined bins that exactly match the rounding procedure
+ defined by \ccode{ceil(x)} -- all $x$ that are rounded
+ to the same value by \ccode{ceil(x)} would also go in
+ the same bin of the histogram.
+
+\item The \ccode{esl\_histogram\_SetTailByMass()} function sets flags
+ in the histogram to demarcate the desired tail. However,
+ because the data have been binned, and we can only define the
+ tail by a range of bins, it will generally be impossible to
+ match the requested tail mass with adequate accuracy; the actual
+ tail mass is $\geq$ the requested tail mass. It is returned
+ to the caller, and it is the actual mass, not the requested mass,
+ that should be used when setting expected counts.
+
+\item The \ccode{esl\_histogram\_SetRounding()} declaration
+ sets a flag in the histogram that tells binned parameter
+ fitting functions that the origin of the fitted
+ density ($\mu$) should be set at the lower bound of the smallest bin,
+ rather than the smallest raw data value observed in that
+ bin.
+\end{itemize}
+
+
diff --git a/easel/esl_hyperexp.c b/easel/esl_hyperexp.c
new file mode 100644
index 0000000..7f1307d
--- /dev/null
+++ b/easel/esl_hyperexp.c
@@ -0,0 +1,1413 @@
+/* esl_hyperexp.c
+ * Statistical routines for hyperexponential distributions.
+ *
+ * SRE, Mon Aug 15 08:29:45 2005 [St. Louis]
+ * xref STL9/140
+ * SVN $Id: esl_hyperexp.c 269 2008-06-19 13:47:41Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+#include "esl_exponential.h"
+#include "esl_hyperexp.h"
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_HISTOGRAM
+#include "esl_histogram.h"
+#endif
+#ifdef eslAUGMENT_MINIMIZER
+#include "esl_minimizer.h"
+#endif
+#ifdef eslAUGMENT_FILEPARSER
+#include "esl_fileparser.h"
+#endif
+
+/****************************************************************************
+ * Routines for the ESL_HYPEREXP object
+ ****************************************************************************/
+
+/* Function: esl_hyperexp_Create()
+ * Incept: SRE, Mon Aug 15 08:40:44 2005 [St. Louis]
+ *
+ * Purpose: Creates an object to hold parameters for a <K>-component
+ * hyperexponential.
+ *
+ * Parameters in the object are initialized
+ * ($q_k = \frac{1}{K}$, $\lambda_k = 1$, $\mu = 0$), but
+ * the caller will want to set these according to its own
+ * purposes.
+ *
+ * Args: K - number of components in the mixture
+ *
+ * Returns: ptr to newly allocated/initialized <ESL_HYPEREXP> object.
+ *
+ * Throws: NULL on allocation failure.
+ */
+ESL_HYPEREXP *
+esl_hyperexp_Create(int K)
+{
+ int status;
+ ESL_HYPEREXP *h = NULL;
+ int k;
+
+ ESL_ALLOC(h, sizeof(ESL_HYPEREXP));
+ h->q = h->lambda = h->wrk = NULL;
+ h->fixlambda = NULL;
+ h->K = K;
+ h->fixmix = FALSE;
+
+ ESL_ALLOC(h->q, sizeof(double) * K);
+ ESL_ALLOC(h->lambda, sizeof(double) * K);
+ ESL_ALLOC(h->wrk, sizeof(double) * K);
+ ESL_ALLOC(h->fixlambda, sizeof(char) * K);
+
+ for (k = 0; k < K; k++)
+ {
+ h->q[k] = 1. / (double) K;
+ h->lambda[k] = 1.;
+ h->fixlambda[k]= 0;
+ }
+ h->mu = 0.;
+ return h;
+
+ ERROR:
+ esl_hyperexp_Destroy(h);
+ return NULL;
+}
+
+/* Function: esl_hyperexp_Destroy()
+ * Incept: SRE, Mon Aug 15 08:53:50 2005 [St. Louis]
+ *
+ * Purpose: Deallocates the hyperexponential parameter object <h>.
+ *
+ * Args: h - ptr to the object to be deallocated.
+ *
+ * Returns: (void).
+ */
+void
+esl_hyperexp_Destroy(ESL_HYPEREXP *h)
+{
+ if (h == NULL) return;
+
+ if (h->q != NULL) free(h->q);
+ if (h->lambda != NULL) free(h->lambda);
+ if (h->wrk != NULL) free(h->wrk);
+ if (h->fixlambda!= NULL) free(h->fixlambda);
+ free(h);
+}
+
+
+/* Function: esl_hyperexp_Copy()
+ * Incept: SRE, Mon Aug 15 08:58:17 2005 [St. Louis]
+ *
+ * Purpose: Makes a copy of the hyperexponential parameter object <src>
+ * in <dest>. Caller must have already allocated <dest> to have
+ * (at least) the same number of components as <src>.
+ *
+ * Args: src - object to be copied
+ * dest - allocated object to copy <src> into
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINCOMPAT> if <dest> isn't allocated with enough
+ * components to hold a copy of <src>.
+ */
+int
+esl_hyperexp_Copy(ESL_HYPEREXP *src, ESL_HYPEREXP *dest)
+{
+ int k;
+
+ if (dest->K < src->K)
+ ESL_EXCEPTION(eslEINCOMPAT, "hyperexponential too small to copy into");
+
+ for (k = 0; k < src->K; k++)
+ {
+ dest->q[k] = src->q[k];
+ dest->lambda[k] = src->lambda[k];
+ dest->fixlambda[k]= src->fixlambda[k];
+ }
+ dest->mu = src->mu;
+ dest->K = src->K;
+ dest->fixmix = src->fixmix;
+ return eslOK;
+}
+
+/* Function: esl_hyperexp_FixedUniformMixture()
+ * Incept: SRE, Thu Sep 8 10:00:03 2005 [St. Louis]
+ *
+ * Purpose: Set the mixture coeffients to a uniform (1/K) distribution,
+ * and fix them there so they aren't estimable parameters.
+ */
+int
+esl_hyperexp_FixedUniformMixture(ESL_HYPEREXP *h)
+{
+ int k;
+ for (k = 0; k < h->K; k++) h->q[k] = 1./(double)h->K;
+ h->fixmix = TRUE;
+ return eslOK;
+}
+
+
+/* Function: esl_hyperexp_SortComponents()
+ * Incept: SRE, Thu Sep 8 10:09:29 2005 [St. Louis]
+ *
+ * Purpose: Rearrange the components in a hyperexponential in
+ * order of lambda values, with the highest lambda first.
+ *
+ * Stupid $O(K^2)$ selection sort algorithm here, because we
+ * expect $K$ to be small.
+ */
+int
+esl_hyperexp_SortComponents(ESL_HYPEREXP *h)
+{
+ int k, kp;
+ char ctmp;
+ double dtmp;
+
+ for (k = 0; k < h->K-1; k++)
+ {
+ kp = k + esl_vec_DArgMax(h->lambda+k, h->K-k);
+ if (k != kp)
+ {
+ dtmp = h->q[k]; h->q[k] = h->q[kp]; h->q[kp] = dtmp;
+ dtmp = h->lambda[k]; h->lambda[k] = h->lambda[kp]; h->lambda[kp] = dtmp;
+ ctmp = h->fixlambda[k]; h->fixlambda[k] = h->fixlambda[kp]; h->fixlambda[kp] = ctmp;
+ }
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_hyperexp_Write()
+ * Incept: SRE, Thu Sep 1 09:34:33 2005 [St. Louis]
+ *
+ * Purpose: Write hyperexponential parameters from <hxp> to an open <fp>.
+ *
+ * The output format is suitable for input by <esl_hyperexp_Read()>.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_hyperexp_Write(FILE *fp, ESL_HYPEREXP *hxp)
+{
+ int k;
+
+ fprintf(fp, "%8d # number of components\n", hxp->K);
+ fprintf(fp, "%8.2f # mu (for all components)\n", hxp->mu);
+ for (k = 0; k < hxp->K; k++)
+ fprintf(fp, "%8.6f %12.6f # q[%d], lambda[%d]\n",
+ hxp->q[k], hxp->lambda[k], k, k);
+ return eslOK;
+}
+
+
+/* Function: esl_hyperexp_WriteOneLine()
+ * Incept: SRE, Thu Sep 1 09:43:28 2005 [St. Louis]
+ *
+ * Purpose: Write hyperexponential parameters from <hxp> to an open <fp>,
+ * all on one line with no comments.
+ *
+ * The output format is suitable for input by <esl_hyperexp_Read()>,
+ * but it's intended more as a diagnostic dump of the contents
+ * of the object.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_hyperexp_WriteOneLine(FILE *fp, ESL_HYPEREXP *hxp)
+{
+ int k;
+
+ fprintf(fp, "%2d ", hxp->K);
+ fprintf(fp, "%6.2f ", hxp->mu);
+ for (k = 0; k < hxp->K; k++)
+ fprintf(fp, "%5.3f %9.6f ", hxp->q[k], hxp->lambda[k]);
+ fprintf(fp, "\n");
+ return eslOK;
+}
+
+/*----------------- end ESL_HYPEREXP object maintenance --------------------*/
+
+
+
+/****************************************************************************
+ * Routines for evaluating densities and distributions
+ ****************************************************************************/
+/* all lambda_k > 0
+ * all q_k are probabilities, \sum_k q_k = 1 [watch out for q_k=0 in log(q_k)].
+ * mu <= x < infinity [mu=x is not a problem]
+ */
+
+/* Function: esl_hxp_pdf()
+ * Incept: SRE, Mon Aug 15 09:17:34 2005 [St. Louis]
+ *
+ * Purpose: Returns the probability density function $P(X=x)$ for
+ * quantile <x>, given hyperexponential parameters <h>.
+ */
+double
+esl_hxp_pdf(double x, ESL_HYPEREXP *h)
+{
+ double pdf = 0.;
+ int k;
+
+ if (x < h->mu) return 0.;
+
+ for (k = 0; k < h->K; k++)
+ pdf += h->q[k] * esl_exp_pdf(x, h->mu, h->lambda[k]);
+ return pdf;
+}
+
+
+/* Function: esl_hxp_logpdf()
+ * Incept: SRE, Mon Aug 15 09:25:45 2005 [St. Louis]
+ *
+ * Purpose: Returns the log of the PDF ($\log P(X=x)$) for quantile <x>,
+ * given hyperexponential parameters <h>.
+ */
+double
+esl_hxp_logpdf(double x, ESL_HYPEREXP *h)
+{
+ int k;
+ double z;
+
+ if (x < h->mu) return -eslINFINITY;
+
+ for (k = 0; k < h->K; k++)
+ if (h->q[k] == 0.0)
+ h->wrk[k] = -eslINFINITY;
+ else
+ h->wrk[k] = log(h->q[k]) + esl_exp_logpdf(x, h->mu, h->lambda[k]);
+
+ z = esl_vec_DLogSum(h->wrk, h->K);
+ return z;
+}
+
+/* Function: esl_hxp_cdf()
+ * Incept: SRE, Mon Aug 15 09:48:44 2005 [St. Louis]
+ *
+ * Purpose: Returns the cumulative distribution function $P(X \leq x)$
+ * for quantile <x>, given hyperexponential parameters <h>.
+ */
+double
+esl_hxp_cdf(double x, ESL_HYPEREXP *h)
+{
+ double cdf = 0.;
+ int k;
+
+ if (x < h->mu) return 0.;
+
+ for (k = 0; k < h->K; k++)
+ cdf += h->q[k] * esl_exp_cdf(x, h->mu, h->lambda[k]);
+ return cdf;
+}
+
+/* Function: esl_hxp_logcdf()
+ * Incept: SRE, Mon Aug 15 09:52:31 2005 [St. Louis]
+ *
+ * Purpose: Returns the log of the CDF $\log P(X \leq x)$
+ * for quantile <x>, given hyperexponential parameters <h>.
+ */
+double
+esl_hxp_logcdf(double x, ESL_HYPEREXP *h)
+{
+ int k;
+
+ if (x < h->mu) return -eslINFINITY;
+
+ for (k = 0; k < h->K; k++)
+ if (h->q[k] == 0.0)
+ h->wrk[k] = -eslINFINITY;
+ else
+ h->wrk[k] = log(h->q[k]) + esl_exp_logcdf(x, h->mu, h->lambda[k]);
+
+ return esl_vec_DLogSum(h->wrk, h->K);
+}
+
+
+/* Function: esl_hxp_surv()
+ * Incept: SRE, Mon Aug 15 09:57:39 2005 [St. Louis]
+ *
+ * Purpose: Returns the survivor function $P(X > x)$ (1-CDF)
+ * for quantile <x>, given hyperexponential parameters <h>.
+ */
+double
+esl_hxp_surv(double x, ESL_HYPEREXP *h)
+{
+ double srv = 0.;
+ int k;
+
+ if (x < h->mu) return 1.0;
+
+ for (k = 0; k < h->K; k++)
+ srv += h->q[k] * esl_exp_surv(x, h->mu, h->lambda[k]);
+ return srv;
+}
+
+
+/* Function: esl_hxp_logsurv()
+ * Incept: SRE, Mon Aug 15 10:00:46 2005 [St. Louis]
+ *
+ * Purpose: Returns the log survivor function $\log P(X > x)$ (log(1-CDF))
+ * for quantile <x>, given hyperexponential parameters <h>.
+ */
+double
+esl_hxp_logsurv(double x, ESL_HYPEREXP *h)
+{
+ int k;
+
+ if (x < h->mu) return 0.0;
+
+ for (k = 0; k < h->K; k++)
+ if (h->q[k] == 0.0)
+ h->wrk[k] = -eslINFINITY;
+ else
+ h->wrk[k] = log(h->q[k]) + esl_exp_logsurv(x, h->mu, h->lambda[k]);
+
+ return esl_vec_DLogSum(h->wrk, h->K);
+}
+
+/* Function: esl_hxp_invcdf()
+ * Incept: SRE, Sun Aug 21 15:32:29 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse CDF for a hyperexponential <h>
+ * returning the quantile <x> at which the CDF is <p>.
+ *
+ * The inverse CDF of a mixture model has no
+ * analytical expression as far as I'm aware. The calculation
+ * here is a computationally expensive, brute force bisection
+ * search in <x> using the CDF function. It will suffice for
+ * a small number of calls (for plotting applications, for example),
+ * but it is not sufficient for a large number of calls.
+ */
+double
+esl_hxp_invcdf(double p, ESL_HYPEREXP *h)
+{
+ double x1, x2, xm; /* low, high guesses at x */
+ double f2, fm;
+ double tol = 1e-6;
+
+ x1 = h->mu;
+ x2 = h->mu + 1.;
+ do { /* bracket */
+ x2 = x2 + 2.*(x2-x1);
+ f2 = esl_hxp_cdf(x2, h);
+ } while (f2 < p);
+
+ do { /* bisection */
+ xm = (x1+x2) / 2.;
+ fm = esl_hxp_cdf(xm, h);
+
+ if (fm > p) x2 = xm;
+ else if (fm < p) x1 = xm;
+ else return xm; /* unlikely case of fm==cdf */
+ } while ( (x2-x1)/(x1+x2-2*h->mu) > tol);
+
+ xm = (x1+x2) / 2.;
+ return xm;
+
+}
+/*-------------------- end densities & distributions ------------------------*/
+
+
+
+
+/****************************************************************************
+ * Generic API routines: for general interface w/ histogram module
+ ****************************************************************************/
+
+/* Function: esl_hxp_generic_pdf()
+ * Incept: SRE, Thu Aug 25 08:07:27 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of PDF call.
+ */
+double
+esl_hxp_generic_pdf(double x, void *params)
+{
+ ESL_HYPEREXP *h = (ESL_HYPEREXP *) params;
+ return esl_hxp_pdf(x, h);
+}
+
+/* Function: esl_hxp_generic_cdf()
+ * Incept: SRE, Wed Aug 17 13:17:08 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of CDF call.
+ */
+double
+esl_hxp_generic_cdf(double x, void *params)
+{
+ ESL_HYPEREXP *h = (ESL_HYPEREXP *) params;
+ return esl_hxp_cdf(x, h);
+}
+
+/* Function: esl_hxp_generic_surv()
+ * Incept: SRE, Thu Aug 25 08:07:50 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of survivor function.
+ */
+double
+esl_hxp_generic_surv(double x, void *params)
+{
+ ESL_HYPEREXP *h = (ESL_HYPEREXP *) params;
+ return esl_hxp_surv(x, h);
+}
+
+/* Function: esl_hxp_generic_invcdf()
+ * Incept: SRE, Sun Aug 21 15:35:41 2005 [St. Louis]
+ *
+ * Purpose: Generic-API version of inverse CDF.
+ */
+double
+esl_hxp_generic_invcdf(double p, void *params)
+{
+ ESL_HYPEREXP *h = (ESL_HYPEREXP *) params;
+ return esl_hxp_invcdf(p, h);
+}
+/*------------------------ end generic API ---------------------------------*/
+
+
+
+
+
+
+/****************************************************************************
+ * Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_hxp_Plot()
+ * Incept: SRE, Mon Aug 15 10:06:35 2005 [St. Louis]
+ *
+ * Purpose: Plot some function <func> (for instance, <esl_hxp_pdf()>)
+ * for hyperexponential parameters <h>, for a range of
+ * quantiles x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_hxp_Plot(FILE *fp, ESL_HYPEREXP *h,
+ double (*func)(double x, ESL_HYPEREXP *h),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, h));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+
+
+/****************************************************************************
+ * Routines for sampling (requires augmentation w/ random module)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_hxp_Sample()
+ * Incept: SRE, Mon Aug 15 10:10:26 2005 [St. Louis]
+ *
+ * Purpose: Sample a random variate x from a hyperexponential <h>,
+ * given random number source <r>.
+ */
+double
+esl_hxp_Sample(ESL_RANDOMNESS *r, ESL_HYPEREXP *h)
+{
+ int k;
+ k = esl_rnd_DChoose(r, h->q, h->K);
+ return esl_exp_Sample(r, h->mu, h->lambda[k]);
+}
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+
+/****************************************************************************
+ * File input (mixture models are a little too complex to set on commandline)
+ ****************************************************************************/
+#ifdef eslAUGMENT_FILEPARSER
+/* Function: esl_hyperexp_Read()
+ * Incept: SRE, Thu Sep 1 08:20:46 2005 [St. Louis]
+ *
+ * Purpose: Reads hyperexponential parameters from an open <e>.
+ * which is an <ESL_FILEPARSER> tokenizer for an open stream.
+ *
+ * The first token is <K>, the number of mixture components.
+ * The second token is <mu>, the x offset shared by all components.
+ * Then for each mixture component <k=1..K>, it reads
+ * a mixture coefficient <q[k]> and a decay parameter
+ * <lambda[k]>.
+ *
+ * The <2K+2> data tokens must occur in this order, but
+ * they can be grouped into any number of lines, because the
+ * parser ignores line breaks.
+ *
+ * Anything after a <\#> character on a line is a comment, and
+ * is ignored.
+ *
+ * Returns: <eslOK> on success, and <ret_hxp> points to a new <ESL_HYPEREXP>
+ * object.
+ * <eslEFORMAT> on "normal" parse failure caused by a bad file
+ * format that's likely the user's fault.
+ *
+ * Throws: <eslEMEM> if allocation of the new <ESL_HYPEREXP> fails.
+ *
+ *
+ * FIXME: All our mixture models (esl_dirichlet, for example) should be
+ * reconciled w/ identical interfaces & behaviour.
+ */
+int
+esl_hyperexp_Read(ESL_FILEPARSER *e, ESL_HYPEREXP **ret_hxp)
+{
+ ESL_HYPEREXP *hxp = NULL;
+ char *tok;
+ int status = eslOK;
+ int nc;
+ int k;
+ double sum;
+
+ esl_fileparser_SetCommentChar(e, '#');
+
+ if ((status = esl_fileparser_GetToken(e, &tok, NULL)) != eslOK) goto ERROR;
+ nc = atoi(tok);
+ if (nc < 1) {
+ sprintf(e->errbuf, "Expected # of components K >= 1 as first token");
+ goto ERROR;
+ }
+
+ if ((hxp = esl_hyperexp_Create(nc)) == NULL) return eslEMEM; /* percolation */
+
+ if ((status = esl_fileparser_GetToken(e, &tok, NULL)) != eslOK) goto ERROR;
+ hxp->mu = atof(tok);
+
+ for (k = 0; k < hxp->K; k++)
+ {
+ if ((status = esl_fileparser_GetToken(e, &tok, NULL)) != eslOK) goto ERROR;
+ hxp->q[k] = atof(tok);
+
+ if ((status = esl_fileparser_GetToken(e, &tok, NULL)) != eslOK) goto ERROR;
+ hxp->lambda[k] = atof(tok);
+
+ if (hxp->q[k] < 0. || hxp->q[k] > 1.) {
+ sprintf(e->errbuf, "Expected a mixture coefficient q[k], 0<=q[k]<=1");
+ goto ERROR;
+ }
+ if (hxp->lambda[k] <= 0.) {
+ sprintf(e->errbuf, "Expected a lambda parameter, lambda>0");
+ goto ERROR;
+ }
+ }
+ sum = esl_vec_DSum(hxp->q, hxp->K);
+ if (fabs(sum-1.0) > 0.05) {
+ sprintf(e->errbuf, "Expected mixture coefficients to sum to 1");
+ goto ERROR;
+ }
+ esl_vec_DNorm(hxp->q, hxp->K);
+ *ret_hxp = hxp;
+ return eslOK;
+
+ ERROR:
+ esl_hyperexp_Destroy(hxp);
+ return eslEFORMAT;
+}
+
+/* Function: esl_hyperexp_ReadFile()
+ * Incept: SRE, Thu Sep 1 08:57:47 2005 [St. Louis]
+ *
+ * Purpose: Convenience wrapper around <esl_hyperexp_Read()> that takes
+ * a filename as an argument, instead of an open <ESL_FILEPARSER>.
+ *
+ * This lets you quickly read an object from a file, but it
+ * limits your ability to deal gracefully and flexibly with
+ * 'normal' errors like 'file not found' or 'bad file format'.
+ * Here, all errors are fatal.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on an allocation failure.
+ *
+ * <eslEFORMAT> on any parse error. Diagnostic information is
+ * unavailable, because the <ESL_FILEPARSER> that's holding
+ * that information is internal to this function.
+ *
+ * <eslENOTFOUND> on any failure to open the file.
+ */
+int
+esl_hyperexp_ReadFile(char *filename, ESL_HYPEREXP **ret_hxp)
+{
+ FILE *fp;
+ ESL_FILEPARSER *e;
+ int status;
+
+ if ((fp = fopen(filename, "r")) == NULL)
+ ESL_EXCEPTION(eslENOTFOUND, "file not found");
+
+ if ((e = esl_fileparser_Create(fp)) == NULL) {
+ fclose(fp);
+ ESL_EXCEPTION(eslEMEM, "failed to create fileparser");
+ }
+ esl_fileparser_SetCommentChar(e, '#');
+
+ status = esl_hyperexp_Read(e, ret_hxp);
+
+ esl_fileparser_Destroy(e);
+ fclose(fp);
+ return status;
+}
+#endif /*eslAUGMENT_FILEPARSER*/
+
+
+
+
+
+
+
+/****************************************************************************
+ * Maximum likelihood fitting, complete unbinned data
+ ****************************************************************************/
+#ifdef eslAUGMENT_MINIMIZER
+/* This structure is used to sneak the data into minimizer's generic
+ * (void *) API for all aux data
+ */
+struct hyperexp_data {
+ double *x;
+ int n;
+ ESL_HYPEREXP *h;
+};
+
+/* Given hyperexponential parameters in <h>;
+ * do appropriate c.o.v.'s to unconstrained real parameters
+ * and fill in the packed parameter vector <p>.
+ *
+ * <p> must be allocated for at least (2K-1) doubles: K-1 mixture
+ * coefficients and K lambda parameters. (mu is not a free param).
+ *
+ * First K-1 are $Q_1..Q_{K-1}$ mixture coefficient parameters; $Q_0$ implicitly 0;
+ * cov is $q_k = \frac{e^{Q_k}}{\sum_j e^{Q_j}}$; $Q_k = \log(q_k) - \log(q_0)$.
+ * Then K lambda params;
+ * lambda cov is $\lambda = e^w$, $w = \log(\lambda)$.
+ */
+static void
+hyperexp_pack_paramvector(double *p, int np, ESL_HYPEREXP *h)
+{
+ int i; /* counter in parameter vector p */
+ int k; /* counter in mixture components */
+ double z; /* tmp variable */
+
+ /* mixture coefficients */
+ i = 0;
+ if (! h->fixmix) {
+ z = log(h->q[0]);
+ for (k = 1; k < h->K; k++)
+ p[i++] = log(h->q[k]) - z;
+ }
+
+ /* exponential parameters */
+ for (k = 0; k < h->K; k++)
+ if (! h->fixlambda[k])
+ p[i++] = log(h->lambda[k]);
+}
+
+/* Same as above but in reverse: given parameter vector <p>,
+ * <np> = 2K-1, do appropriate c.o.v. back to desired parameter space, and
+ * update the hyperexponential <h>.
+ */
+static void
+hyperexp_unpack_paramvector(double *p, int np, ESL_HYPEREXP *h)
+{
+ int i; /* counter in parameter vector p */
+ int k; /* counter in mixture components */
+ double z; /* tmp variable */
+
+ /* Fetch the params in their c.o.v. space first
+ */
+ i = 0;
+ if (! h->fixmix) {
+ h->q[0] = 0; /* implicitly */
+ for (k = 1; k < h->K; k++)
+ h->q[k] = p[i++];
+ }
+ for (k = 0; k < h->K; k++)
+ if (! h->fixlambda[k])
+ h->lambda[k] = p[i++];
+
+ /* Convert mix coefficients back to probabilities;
+ * their c.o.v. is q_k = e^{Q_k} / \sum_k e^{Q_k}
+ * which rearranges to exp(Q_k - log[\sum_k e^Q_k]),
+ * and we have the DLogSum() function to compute the log sum.
+ */
+ if (! h->fixmix) {
+ z = esl_vec_DLogSum(h->q, h->K);
+ for (k = 0; k < h->K; k++)
+ h->q[k] = exp(h->q[k] - z);
+ }
+
+ /* lambda c.o.v. is \lambda = e^w */
+ for (k = 0; k < h->K; k++)
+ if (! h->fixlambda[k])
+ h->lambda[k] = exp(h->lambda[k]);
+}
+
+/* The log likelihood function to be optimized by ML fitting:
+ * This needs to be careful of a case where a lambda = inf.
+ */
+static double
+hyperexp_complete_func(double *p, int np, void *dptr)
+{
+ struct hyperexp_data *data = (struct hyperexp_data *) dptr;
+ ESL_HYPEREXP *h = data->h;
+ double logL = 0.;
+ int i;
+
+ hyperexp_unpack_paramvector(p, np, h);
+ for (i = 0; i < data->n; i++)
+ logL += esl_hxp_logpdf(data->x[i], h);
+ return -logL;
+}
+
+/* The gradient of the NLL w.r.t. each free parameter in p.
+ */
+static void
+hyperexp_complete_gradient(double *p, int np, void *dptr, double *dp)
+{
+ struct hyperexp_data *data = (struct hyperexp_data *) dptr;
+ ESL_HYPEREXP *h = data->h;
+ double pdf;
+ int i,k;
+ int pidx;
+
+ hyperexp_unpack_paramvector(p, np, h);
+ esl_vec_DSet(dp, np, 0.);
+ for (i = 0; i < data->n; i++)
+ {
+ /* FIXME: I think the calculation below may need to be done
+ * in log space, to avoid underflow errors; see complete_binned_gradient()
+ */
+ /* Precalculate q_k PDF_k(x) terms, and their sum */
+ for (k = 0; k < h->K; k++)
+ h->wrk[k] = h->q[k] * esl_exp_pdf(data->x[i], h->mu, h->lambda[k]);
+ pdf = esl_vec_DSum(h->wrk, h->K);
+
+ pidx = 0;
+ if (! h->fixmix) {
+ for (k = 1; k < h->K; k++) /* generic d/dQ solution for mixture models */
+ dp[pidx++] -= h->wrk[k]/pdf - h->q[k];
+ }
+
+ for (k = 0; k < h->K; k++)
+ if (! h->fixlambda[k])
+ dp[pidx++] -= (1.-h->lambda[k]*(data->x[i]-h->mu))*h->wrk[k]/pdf; /* d/dw */
+ }
+}
+
+
+/* Function: esl_hxp_FitGuess()
+ * Incept: SRE, Mon Aug 15 14:02:02 2005 [St. Louis]
+ *
+ * Purpose: Given a sorted vector of <n> observed data samples <x[]>,
+ * from smallest <x[0]> to largest <x[n-1]>, calculate a
+ * very crude guesstimate of a fit -- suitable only as a starting
+ * point for further optimization -- and return those parameters
+ * in <h>.
+ *
+ * Assigns $q_k \propto \frac{1}{k}$ and $\mu = \min_i x_i$;
+ * splits $x$ into $K$ roughly equal-sized bins, and
+ * and assigns $\lambda_k$ as the ML estimate from bin $k$.
+ * (If $q_k$ coefficients have already been fixed to
+ * known values, this step is skipped.)
+ */
+int
+esl_hxp_FitGuess(double *x, int n, ESL_HYPEREXP *h)
+{
+ double tmu; /* current mu */
+ double mean; /* mean (x-tmu) in a bin */
+ int i,k;
+ int imin, imax;
+
+ h->mu = x[0]; /* minimum */
+ for (k = 0; k < h->K; k++)
+ {
+ if (! h->fixmix)
+ h->q[k] = 1 / (double)(k+1); /* priors ~ 1, 1/2, 1/3... */
+
+ imin = (int) ((double)(k*n)/(double)h->K);
+ imax = (int) ((double)((k+1)*n)/(double)h->K);
+ tmu = x[imin];
+ mean = 0.;
+ for (i = imin; i < imax; i++)
+ mean += x[i] - tmu;
+ mean /= (double)(imax-imin);
+ h->lambda[k] = 1 / mean;
+ }
+ esl_vec_DNorm(h->q, h->K);
+ return eslOK;
+}
+
+/* Function: esl_hxp_FitComplete()
+ * Incept: SRE, Mon Aug 15 14:11:19 2005 [St. Louis]
+ *
+ * Purpose: Given a vector of <n> observed data samples <x[]>
+ * (sorted or unsorted), and an initial guess <h> for
+ * a hyperexponential, find maximum likelihood parameters
+ * by conjugate gradient descent optimization, starting
+ * from <h> and leaving the final optimized solution in
+ * <h>.
+ *
+ * Returns: <eslOK> on success, and <h> contains the fitted
+ * hyperexponential parameters.
+ *
+ * Throws: <eslEMEM> on allocation error, and <h> is left in
+ * in its initial state.
+ */
+int
+esl_hxp_FitComplete(double *x, int n, ESL_HYPEREXP *h)
+{
+ struct hyperexp_data data;
+ int status;
+ double *p = NULL;
+ double *u = NULL;
+ double *wrk = NULL;
+ double tol;
+ int np;
+ double fx;
+ int i;
+
+ tol = 1e-6;
+
+ /* Determine number of free parameters and allocate
+ */
+ np = 0;
+ if (! h->fixmix) np += h->K-1; /* K-1 mix coefficients... */
+ for (i = 0; i < h->K; i++) /* ...and up to K lambdas free */
+ if (! h->fixlambda[i]) np++;
+ ESL_ALLOC(p, sizeof(double) * np);
+ ESL_ALLOC(u, sizeof(double) * np);
+ ESL_ALLOC(wrk, sizeof(double) * np * 4);
+
+ /* Copy shared info into the "data" structure
+ */
+ data.x = x;
+ data.n = n;
+ data.h = h;
+
+ /* From h, create the parameter vector.
+ */
+ hyperexp_pack_paramvector(p, np, h);
+
+ /* Define the step size vector u.
+ */
+ for (i = 0; i < np; i++) u[i] = 1.0;
+
+ /* Feed it all to the mighty optimizer.
+ */
+ status = esl_min_ConjugateGradientDescent(p, u, np,
+ &hyperexp_complete_func,
+ &hyperexp_complete_gradient,
+ (void *) (&data), tol, wrk, &fx);
+ if (status != eslOK) goto ERROR;
+
+ /* Convert the final parameter vector back to a hyperexponential
+ */
+ hyperexp_unpack_paramvector(p, np, h);
+
+ free(p);
+ free(u);
+ free(wrk);
+ esl_hyperexp_SortComponents(h);
+ return eslOK;
+
+ ERROR:
+ if (p != NULL) free(p);
+ if (u != NULL) free(u);
+ if (wrk != NULL) free(wrk);
+ return status;
+}
+
+
+/****************************************************************************
+ * Maximum likelihood fitting, complete binned data xref STL9/143-144
+ ****************************************************************************/
+#ifdef eslAUGMENT_HISTOGRAM
+/* minimizer API only allows us one generic void ptr to pass
+ * our data through:
+ */
+struct hyperexp_binned_data {
+ ESL_HISTOGRAM *g;
+ ESL_HYPEREXP *h;
+};
+
+static double
+hyperexp_complete_binned_func(double *p, int np, void *dptr)
+{
+ struct hyperexp_binned_data *data = (struct hyperexp_binned_data *) dptr;
+ ESL_HISTOGRAM *g = data->g;
+ ESL_HYPEREXP *h = data->h;
+ double logL = 0.;
+ double ai, delta;
+ int i,k;
+
+ hyperexp_unpack_paramvector(p, np, h);
+ delta = g->w;
+ /* counting over occupied, uncensored histogram bins */
+ for (i = g->cmin; i <= g->imax; i++)
+ {
+ if (g->obs[i] == 0) continue; /* skip unoccupied ones */
+
+ ai = esl_histogram_Bin2LBound(g, i);
+ if (ai < h->mu) ai = h->mu; /* careful about the left boundary: no x < h->mu */
+
+ for (k = 0; k < h->K; k++)
+ {
+ h->wrk[k] = log(h->q[k]) - h->lambda[k]*(ai-h->mu);
+ if (delta * h->lambda[k] < eslSMALLX1)
+ h->wrk[k] += log(delta * h->lambda[k]);
+ else
+ h->wrk[k] += log(1 - exp(-delta * h->lambda[k]));
+ }
+ logL += g->obs[i] * esl_vec_DLogSum(h->wrk, h->K);
+ }
+ return -logL;
+}
+
+static void
+hyperexp_complete_binned_gradient(double *p, int np, void *dptr, double *dp)
+{
+ struct hyperexp_binned_data *data = (struct hyperexp_binned_data *) dptr;
+ ESL_HISTOGRAM *g = data->g;
+ ESL_HYPEREXP *h = data->h;
+ int i,k;
+ int pidx;
+ double z;
+ double tmp;
+ double ai, delta;
+
+ hyperexp_unpack_paramvector(p, np, h);
+ esl_vec_DSet(dp, np, 0.);
+ delta = g->w;
+
+ /* counting over occupied, uncensored histogram bins */
+ for (i = g->cmin; i <= g->imax; i++)
+ {
+ if (g->obs[i] == 0) continue;
+ ai = esl_histogram_Bin2LBound(g, i);
+ if (ai < h->mu) ai = h->mu; /* careful about the left boundary: no x < h->mu */
+
+ /* Calculate log (q_m alpha_m(a_i) terms
+ */
+ for (k = 0; k < h->K; k++)
+ {
+ h->wrk[k] = log(h->q[k]) - h->lambda[k]*(ai-h->mu);
+ if (delta * h->lambda[k] < eslSMALLX1)
+ h->wrk[k] += log(delta * h->lambda[k]);
+ else
+ h->wrk[k] += log(1 - exp(-delta * h->lambda[k]));
+ }
+ z = esl_vec_DLogSum(h->wrk, h->K); /* z= log \sum_k q_k alpha_k(a_i) */
+
+ /* Bump the gradients for Q_1..Q_{K-1} */
+ pidx = 0;
+ if (! h->fixmix) {
+ for (k = 1; k < h->K; k++)
+ dp[pidx++] -= g->obs[i] * (exp(h->wrk[k] - z) - h->q[k]);
+ }
+
+ /* Bump the gradients for w_0..w_{K-1}
+ */
+ for (k = 0; k < h->K; k++)
+ if (! h->fixlambda[k])
+ {
+ tmp = log(h->q[k]) + log(h->lambda[k])- h->lambda[k]*(ai-h->mu);
+ tmp = exp(tmp - z);
+ tmp *= (ai + delta - h->mu) * exp(-delta * h->lambda[k]) - (ai - h->mu);
+ dp[pidx++] -= g->obs[i] * tmp;
+ }
+ }
+}
+
+/* Function: esl_hxp_FitGuessBinned()
+ * Incept: SRE, Mon Aug 15 14:02:02 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <g> with binned observations;
+ * obtain a very crude guesstimate of a fit -- suitable only
+ * as a starting point for further optimization -- and return
+ * those parameters in <h>.
+ *
+ * Assigns $q_k \propto \frac{1}{k}$ and $\mu = \min_i x_i$;
+ * splits $x$ into $K$ roughly equal-sized bins, and
+ * and assigns $\lambda_k$ as the ML estimate from bin $k$.
+ * If the coefficients have already been set to known values,
+ * this step is skipped.
+ */
+int
+esl_hxp_FitGuessBinned(ESL_HISTOGRAM *g, ESL_HYPEREXP *h)
+{
+ double sum;
+ int n;
+ int i,k;
+ int nb;
+ double ai;
+
+ if (g->is_tailfit) h->mu = g->phi; /* all x > mu in this case */
+ else if (g->is_rounded) h->mu = esl_histogram_Bin2LBound(g, g->imin);
+ else h->mu = g->xmin;
+
+ nb = g->imax - g->cmin + 1;
+ k = h->K-1;
+ sum = 0;
+ n = 0;
+ for (i = g->imax; i >= g->cmin; i--)
+ {
+ ai = esl_histogram_Bin2LBound(g,i);
+ if (ai < g->xmin) ai = g->xmin;
+ n += g->obs[i];
+ sum += g->obs[i] * ai;
+
+ if (i == g->cmin + (k*nb)/h->K)
+ h->lambda[k--] = 1 / ((sum/(double) n) - ai);
+ }
+
+ if (! h->fixmix) {
+ for (k = 0; k < h->K; k++)
+ h->q[k] = 1 / (double) h->K;
+ }
+
+ return eslOK;
+}
+
+
+/* Function: esl_hxp_FitCompleteBinned()
+ * Incept: SRE, Tue Aug 16 13:30:43 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <g> with binned observations, where each
+ * bin i holds some number of observed samples x with values from
+ * lower bound l to upper bound u (that is, $l < x \leq u$),
+ * and given a starting guess <h> for hyperexponential parameters;
+ *
+ * Find maximum likelihood parameters <h> by conjugate gradient
+ * descent, starting from the initial <h> and leaving the
+ * optimized solution in <h>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error, and <h> is left in its
+ * initial state.
+ */
+int
+esl_hxp_FitCompleteBinned(ESL_HISTOGRAM *g, ESL_HYPEREXP *h)
+{
+ struct hyperexp_binned_data data;
+ int status;
+ double *p = NULL;
+ double *u = NULL;
+ double *wrk = NULL;
+ double fx;
+ int i;
+ double tol = 1e-6;
+ int np;
+
+ np = 0;
+ if (! h->fixmix) np = h->K-1; /* K-1 mix coefficients... */
+ for (i = 0; i < h->K; i++) /* ...and up to K lambdas free. */
+ if (! h->fixlambda[i]) np++;
+
+ ESL_ALLOC(p, sizeof(double) * np);
+ ESL_ALLOC(u, sizeof(double) * np);
+ ESL_ALLOC(wrk, sizeof(double) * np * 4);
+
+ /* Copy shared info into the "data" structure */
+ data.g = g;
+ data.h = h;
+
+ /* From h, create the parameter vector. */
+ hyperexp_pack_paramvector(p, np, h);
+
+ /* Define the step size vector u.
+ */
+ for (i = 0; i < np; i++) u[i] = 1.0;
+
+ /* Feed it all to the mighty optimizer.
+ */
+ status = esl_min_ConjugateGradientDescent(p, u, np,
+ &hyperexp_complete_binned_func,
+ &hyperexp_complete_binned_gradient,
+ (void *) (&data), tol, wrk, &fx);
+ if (status != eslOK) goto ERROR;
+
+ /* Convert the final parameter vector back to a hyperexponential
+ */
+ hyperexp_unpack_paramvector(p, np, h);
+
+ free(p);
+ free(u);
+ free(wrk);
+ esl_hyperexp_SortComponents(h);
+ return eslOK;
+
+ ERROR:
+ if (p != NULL) free(p);
+ if (u != NULL) free(u);
+ if (wrk != NULL) free(wrk);
+ return status;
+}
+#endif /*eslAUGMENT_HISTOGRAM*/
+#endif /*eslAUGMENT_MINIMIZER*/
+/*--------------------------- end fitting ----------------------------------*/
+
+
+
+/****************************************************************************
+ * Example main()
+ ****************************************************************************/
+#ifdef eslHYPEREXP_EXAMPLE
+/*::cexcerpt::hyperexp_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslHYPEREXP_EXAMPLE\
+ -DeslAUGMENT_HISTOGRAM -DeslAUGMENT_RANDOM -DeslAUGMENT_MINIMIZER\
+ esl_hyperexp.c esl_exponential.c esl_histogram.c esl_random.c esl_minimizer.c\
+ esl_stats.c esl_vectorops.c easel.c -lm
+ * run: ./example
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_hyperexp.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r; /* source of random numbers */
+ ESL_HISTOGRAM *h; /* histogram to store the data */
+ ESL_HYPEREXP *hxp; /* hyperexponential to sample from */
+ ESL_HYPEREXP *ehxp; /* estimated hyperexponential */
+ double x; /* sampled data point */
+ int n = 100000; /* number of samples */
+ double *data;
+ int ndata;
+ int i;
+
+ hxp = esl_hyperexp_Create(3);
+ hxp->mu = -2.0;
+ hxp->q[0] = 0.6; hxp->q[1] = 0.3; hxp->q[2] = 0.1;
+ hxp->lambda[0] = 1.0; hxp->lambda[1] = 0.3; hxp->lambda[2] = 0.1;
+
+ r = esl_randomness_CreateTimeseeded();
+ h = esl_histogram_CreateFull(hxp->mu, 100, 1.0);
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_hxp_Sample(r, hxp);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ /* Plot the empirical (sampled) and expected survivals */
+ esl_histogram_PlotSurvival(stdout, h);
+ esl_hxp_Plot(stdout, hxp, &esl_hxp_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to complete data, and plot fitted survival curve */
+ ehxp = esl_hyperexp_Create(3);
+ esl_hxp_FitGuess(data, ndata, ehxp);
+ esl_hxp_FitComplete(data, ndata, ehxp);
+ esl_hxp_Plot(stdout, ehxp, &esl_hxp_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to binned data, plot fitted survival curve */
+ esl_hxp_FitGuessBinned(h, ehxp);
+ esl_hxp_FitCompleteBinned(h, ehxp);
+ esl_hxp_Plot(stdout, ehxp, &esl_hxp_surv, h->xmin, h->xmax, 0.1);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ esl_hyperexp_Destroy(hxp);
+ esl_hyperexp_Destroy(ehxp);
+ return 0;
+}
+/*::cexcerpt::hyperexp_example::end::*/
+#endif /*eslHYPEREXP_EXAMPLE*/
+
+
+
+
+/****************************************************************************
+ * Test driver
+ ****************************************************************************/
+#ifdef eslHYPEREXP_TESTDRIVE
+/* Compile:
+ gcc -g -Wall -I. -I ~/src/easel -L ~/src/easel -o test\
+ -DeslHYPEREXP_TESTDRIVE esl_hyperexp.c -leasel -lm
+*/
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_hyperexp.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_HISTOGRAM *h;
+ ESL_RANDOMNESS *r;
+ ESL_HYPEREXP *hxp;
+ ESL_HYPEREXP *ehxp;
+ int n = 20000;
+ double binwidth = 0.1;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+ int k, ek, mink;
+ double mindiff, diff;
+
+ int opti;
+ int be_verbose = FALSE;
+ char *paramfile = NULL;
+ char *plotfile = NULL;
+ FILE *pfp = stdout;
+ int plot_pdf = FALSE;
+ int plot_logpdf = FALSE;
+ int plot_cdf = FALSE;
+ int plot_logcdf = FALSE;
+ int plot_surv = FALSE;
+ int plot_logsurv = FALSE;
+ int xmin_set = FALSE;
+ double xmin;
+ int xmax_set = FALSE;
+ double xmax;
+ int xstep_set = FALSE;
+ double xstep;
+ int do_fixmix = FALSE;
+
+ for (opti = 1; opti < argc && *(argv[opti]) == '-'; opti++)
+ {
+ if (strcmp(argv[opti], "-f") == 0) do_fixmix = TRUE;
+ else if (strcmp(argv[opti], "-i") == 0) paramfile = argv[++opti];
+ else if (strcmp(argv[opti], "-n") == 0) n = atoi(argv[++opti]);
+ else if (strcmp(argv[opti], "-o") == 0) plotfile = argv[++opti];
+ else if (strcmp(argv[opti], "-v") == 0) be_verbose = TRUE;
+ else if (strcmp(argv[opti], "-w") == 0) binwidth = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-C") == 0) plot_cdf = TRUE;
+ else if (strcmp(argv[opti], "-LC") == 0) plot_logcdf = TRUE;
+ else if (strcmp(argv[opti], "-P") == 0) plot_pdf = TRUE;
+ else if (strcmp(argv[opti], "-LP") == 0) plot_logpdf = TRUE;
+ else if (strcmp(argv[opti], "-S") == 0) plot_surv = TRUE;
+ else if (strcmp(argv[opti], "-LS") == 0) plot_logsurv = TRUE;
+ else if (strcmp(argv[opti], "-XL") == 0) { xmin_set = TRUE; xmin = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XH") == 0) { xmax_set = TRUE; xmax = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XS") == 0) { xstep_set = TRUE; xstep = atof(argv[++opti]); }
+ else ESL_EXCEPTION(eslEINVAL, "bad option");
+ }
+
+ if (paramfile != NULL)
+ esl_hyperexp_ReadFile(paramfile, &hxp);
+ else
+ {
+ hxp = esl_hyperexp_Create(3);
+ hxp->mu = -2.0;
+ hxp->q[0] = 0.5; hxp->q[1] = 0.3; hxp->q[2] = 0.2;
+ hxp->lambda[0] = 1.0; hxp->lambda[1] = 0.3; hxp->lambda[2] = 0.1;
+ }
+ if (do_fixmix) esl_hyperexp_FixedUniformMixture(hxp); /* overrides q's above */
+
+ if (be_verbose) esl_hyperexp_WriteOneLine(stdout, hxp);
+
+ r = esl_randomness_CreateTimeseeded();
+ h = esl_histogram_CreateFull(hxp->mu, 100., binwidth);
+ if (plotfile != NULL) {
+ if ((pfp = fopen(plotfile, "w")) == NULL)
+ ESL_EXCEPTION(eslFAIL, "Failed to open plotfile");
+ }
+ if (! xmin_set) xmin = hxp->mu;
+ if (! xmax_set) xmax = hxp->mu+ 20*(1. / esl_vec_DMin(hxp->lambda, hxp->K));
+ if (! xstep_set) xstep = 0.1;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_hxp_Sample(r, hxp);
+ esl_histogram_Add(h, x);
+ }
+
+ esl_histogram_GetData(h, &data, &ndata); /* get sorted data vector */
+
+ ehxp = esl_hyperexp_Create(hxp->K);
+ if (do_fixmix) esl_hyperexp_FixedUniformMixture(ehxp);
+ esl_hxp_FitGuess(data, ndata, ehxp);
+ esl_hxp_FitComplete(data, ndata, ehxp);
+
+ if (be_verbose) esl_hyperexp_WriteOneLine(stdout, ehxp);
+
+ if (fabs( (ehxp->mu-hxp->mu)/hxp->mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted mu > 1%\n");
+ for (ek = 0; ek < ehxp->K; ek++)
+ { /* try to match each estimated lambda up to a parametric lambda */
+ mindiff = 1.0;
+ mink = -1;
+ for (k = 0; k < hxp->K; k++)
+ {
+ diff = fabs( (ehxp->lambda[ek] - hxp->lambda[k]) / hxp->lambda[k]);
+ if (diff < mindiff) {
+ mindiff = diff;
+ mink = k;
+ }
+ }
+ if (mindiff > 0.50)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted lambda > 50%\n");
+ if (fabs( (ehxp->q[ek] - hxp->q[mink]) / hxp->q[mink]) > 1.0)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted q > 2-fold%\n");
+ }
+
+ esl_hxp_FitGuessBinned(h, ehxp);
+ esl_hxp_FitCompleteBinned(h, ehxp);
+ if (be_verbose) esl_hyperexp_WriteOneLine(stdout, ehxp);
+
+ if (fabs( (ehxp->mu-hxp->mu)/hxp->mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted mu > 1%\n");
+ for (ek = 0; ek < ehxp->K; ek++)
+ { /* try to match each estimated lambda up to a parametric lambda */
+ mindiff = 1.0;
+ mink = -1;
+ for (k = 0; k < hxp->K; k++)
+ {
+ diff = fabs( (ehxp->lambda[ek] - hxp->lambda[k]) / hxp->lambda[k]);
+ if (diff < mindiff) {
+ mindiff = diff;
+ mink = k;
+ }
+ }
+ if (mindiff > 0.50)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted lambda > 50%\n");
+ if (fabs( (ehxp->q[ek] - hxp->q[mink]) / hxp->q[mink]) > 1.0)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted q > 2-fold\n");
+ }
+
+ if (plot_pdf) esl_hxp_Plot(pfp, hxp, &esl_hxp_pdf, xmin, xmax, xstep);
+ if (plot_logpdf) esl_hxp_Plot(pfp, hxp, &esl_hxp_logpdf, xmin, xmax, xstep);
+ if (plot_cdf) esl_hxp_Plot(pfp, hxp, &esl_hxp_cdf, xmin, xmax, xstep);
+ if (plot_logcdf) esl_hxp_Plot(pfp, hxp, &esl_hxp_logcdf, xmin, xmax, xstep);
+ if (plot_surv) esl_hxp_Plot(pfp, hxp, &esl_hxp_surv, xmin, xmax, xstep);
+ if (plot_logsurv) esl_hxp_Plot(pfp, hxp, &esl_hxp_logsurv, xmin, xmax, xstep);
+
+ if (plotfile != NULL) fclose(pfp);
+ esl_histogram_Destroy(h);
+ esl_hyperexp_Destroy(hxp);
+ esl_hyperexp_Destroy(ehxp);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+#endif /*eslHYPEREXP_TESTDRIVE*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_hyperexp.h b/easel/esl_hyperexp.h
new file mode 100644
index 0000000..af7ba4f
--- /dev/null
+++ b/easel/esl_hyperexp.h
@@ -0,0 +1,78 @@
+/* esl_hyperexp.h
+ * Hyperexponential (mixture exponential) distributions.
+ *
+ * SRE, Mon Aug 15 08:32:33 2005 [St. Louis]
+ * SVN $Id: esl_hyperexp.h 83 2005-12-13 20:54:07Z eddy $
+ */
+#ifndef ESL_HYPEREXP_INCLUDED
+#define ESL_HYPEREXP_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+#ifdef eslAUGMENT_HISTOGRAM
+#include <esl_histogram.h>
+#endif
+#ifdef eslAUGMENT_FILEPARSER
+#include <esl_fileparser.h>
+#endif
+
+typedef struct {
+ double *q; /* mixture coefficients [0..K-1]*/
+ double *lambda; /* scale params [0..K-1]*/
+ double *wrk; /* tmp K-vector, for logpdf calc */
+ double mu; /* location (x offset) parameter */
+ int K; /* # of components */
+ char *fixlambda; /* TRUE to constrain a lambda val */
+ int fixmix; /* TRUE to constrain the q's */
+} ESL_HYPEREXP;
+
+
+extern ESL_HYPEREXP *esl_hyperexp_Create(int K);
+extern void esl_hyperexp_Destroy(ESL_HYPEREXP *h);
+extern int esl_hyperexp_Copy(ESL_HYPEREXP *src, ESL_HYPEREXP *dest);
+extern int esl_hyperexp_FixedUniformMixture(ESL_HYPEREXP *h);
+extern int esl_hyperexp_SortComponents(ESL_HYPEREXP *h);
+extern int esl_hyperexp_Write(FILE *fp, ESL_HYPEREXP *hxp);
+extern int esl_hyperexp_WriteOneLine(FILE *fp, ESL_HYPEREXP *hxp);
+#ifdef eslAUGMENT_FILEPARSER
+extern int esl_hyperexp_Read(ESL_FILEPARSER *ef, ESL_HYPEREXP **ret_hxp);
+extern int esl_hyperexp_ReadFile(char *filename, ESL_HYPEREXP **ret_hxp);
+#endif
+
+extern double esl_hxp_pdf (double x, ESL_HYPEREXP *h);
+extern double esl_hxp_logpdf (double x, ESL_HYPEREXP *h);
+extern double esl_hxp_cdf (double x, ESL_HYPEREXP *h);
+extern double esl_hxp_logcdf (double x, ESL_HYPEREXP *h);
+extern double esl_hxp_surv (double x, ESL_HYPEREXP *h);
+extern double esl_hxp_logsurv(double x, ESL_HYPEREXP *h);
+extern double esl_hxp_invcdf (double p, ESL_HYPEREXP *h);
+
+extern double esl_hxp_generic_pdf (double x, void *params);
+extern double esl_hxp_generic_cdf (double x, void *params);
+extern double esl_hxp_generic_surv (double x, void *params);
+extern double esl_hxp_generic_invcdf(double x, void *params);
+
+extern int esl_hxp_Plot(FILE *fp, ESL_HYPEREXP *h,
+ double (*func)(double x, ESL_HYPEREXP *h),
+ double xmin, double xmax, double xstep);
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_hxp_Sample(ESL_RANDOMNESS *r, ESL_HYPEREXP *h);
+#endif
+#ifdef eslAUGMENT_MINIMIZER
+extern int esl_hxp_FitGuess (double *x, int n, ESL_HYPEREXP *h);
+extern int esl_hxp_FitComplete(double *x, int n, ESL_HYPEREXP *h);
+#ifdef eslAUGMENT_HISTOGRAM
+extern int esl_hxp_FitGuessBinned (ESL_HISTOGRAM *g, ESL_HYPEREXP *h);
+extern int esl_hxp_FitCompleteBinned(ESL_HISTOGRAM *g, ESL_HYPEREXP *h);
+#endif
+#endif
+
+#endif /*ESL_HYPEREXP_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_hyperexp.tex b/easel/esl_hyperexp.tex
new file mode 100644
index 0000000..9cbd753
--- /dev/null
+++ b/easel/esl_hyperexp.tex
@@ -0,0 +1,37 @@
+
+The hyperexponential (mixture exponential) distribution may be useful
+for fitting fat-tailed empirical distributions.
+
+\subsection{Hyperexponential densities}
+
+The hyperexponential distribution is a mixture of $K$ independent
+exponentials with a common location $\mu$ and different decay
+constants $\lambda_k$.
+
+The probability density function (PDF) is:
+
+\begin{equation}
+P(X=x) = \sum_k^{K} q_k \lambda_k e^{- \lambda_k (x - \mu)}
+\label{eqn:hyperexp_pdf}
+\end{equation}
+
+The cumulative distribution function (CDF) is:
+
+\begin{equation}
+P(X \leq x) = \sum_k^{K} q_k (1 - e^{- \lambda_k (x - \mu)})
+\label{eqn:hyperexp_cdf}
+\end{equation}
+
+Variate $x$ ranges $\mu \leq x < \infty$.
+
+Mixture coefficients $q_k$ specify the prior probability of each
+component $k$; $0 \leq q_k \leq 1$ and $\sum_k q_k = 1$.
+
+The single location parameter $\mu$ is unconstrained, $-\infty < \mu <
+\infty$. (Exponential distributions are usually represented without an
+explicit location parameter, implicitly assuming $\mu = 0$.)
+
+The scale parameters $\lambda_k$ for each component are nonnegative,
+$\lambda_k > 0$.
+
+
diff --git a/easel/esl_keyhash.c b/easel/esl_keyhash.c
new file mode 100644
index 0000000..592cec2
--- /dev/null
+++ b/easel/esl_keyhash.c
@@ -0,0 +1,753 @@
+/* Partial emulation of Perl hashes (associative arrays),
+ * mapping keys (ASCII char strings) to array indices.
+ *
+ * Contents:
+ * 1. The <ESL_KEYHASH> object.
+ * 2. Storing and retrieving keys.
+ * 3. Internal functions.
+ * 4. Benchmark drivers.
+ * 5. Unit tests.
+ * 6. Test driver.
+ * 7. Example.
+ * 8. Copyright and license information.
+ *
+ * SRE, Sun Jan 30 09:14:21 2005; from squid's gki.c, 1999.
+ * SVN $Id: esl_keyhash.c 269 2008-06-19 13:47:41Z eddys $
+ *
+ * Reimplemented April 2008 (J3/14) with improved hash function
+ * with larger dynamic range, and improved (pointerless) internals
+ * in <ESL_KEYHASH>.
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <limits.h>
+
+#include "easel.h"
+#include "esl_keyhash.h"
+
+static ESL_KEYHASH *keyhash_create(uint32_t hashsize, int init_key_alloc, int init_string_alloc);
+static uint32_t jenkins_hash(const char *key, uint32_t hashsize);
+static int key_upsize(ESL_KEYHASH *kh);
+
+
+/*****************************************************************
+ *# 1. The <ESL_KEYHASH> object
+ *****************************************************************/
+
+/* Function: esl_keyhash_Create()
+ * Synopsis: Allocates a new keyhash.
+ * Incept: SRE, Sun Jan 30 09:17:20 2005 [St. Louis]
+ *
+ * Purpose: Create a new hash table for key indexing, and returns
+ * a pointer to it.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_KEYHASH *
+esl_keyhash_Create(void)
+{
+ return keyhash_create(128, /* initial hash table size (power of 2) */
+ 128, /* initial alloc for up to 128 keys */
+ 2048); /* initial alloc for keys totalling up to 2048 chars */
+}
+
+/* Function: esl_keyhash_Clone()
+ * Synopsis: Duplicates a keyhash.
+ * Incept: SRE, Fri Feb 15 18:57:50 2008 [Janelia]
+ *
+ * Purpose: Allocates and duplicates a keyhash <kh>. Returns a
+ * pointer to the duplicate.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_KEYHASH *
+esl_keyhash_Clone(const ESL_KEYHASH *kh)
+{
+ ESL_KEYHASH *nw;
+ int h;
+
+ if ((nw = keyhash_create(kh->hashsize, kh->kalloc, kh->salloc)) == NULL) goto ERROR;
+
+ for (h = 0; h < kh->hashsize; h++)
+ nw->hashtable[h] = kh->hashtable[h];
+
+ for (h = 0; h < kh->nkeys; h++)
+ {
+ nw->nxt[h] = kh->nxt[h];
+ nw->key_offset[h] = kh->key_offset[h];
+ }
+ nw->nkeys = kh->nkeys;
+
+ memcpy(nw->smem, kh->smem, sizeof(char) * kh->sn);
+ nw->sn = kh->sn;
+ return nw;
+
+ ERROR:
+ esl_keyhash_Destroy(nw);
+ return NULL;
+}
+
+
+/* Function: esl_keyhash_Destroy()
+ * Synopsis: Frees a keyhash.
+ * Incept: SRE, Sun Jan 30 09:19:19 2005 [St. Louis]
+ *
+ * Purpose: Destroys <kh>.
+ *
+ * Returns: (void)
+ */
+void
+esl_keyhash_Destroy(ESL_KEYHASH *kh)
+{
+ if (kh == NULL) return;
+ if (kh->hashtable != NULL) free(kh->hashtable);
+ if (kh->key_offset != NULL) free(kh->key_offset);
+ if (kh->nxt != NULL) free(kh->nxt);
+ if (kh->smem != NULL) free(kh->smem);
+ free(kh);
+}
+
+/* Function: esl_keyhash_Dump()
+ * Synopsis: Dumps debugging information about a keyhash.
+ * Incept: SRE, Sun Jan 30 09:42:22 2005 [St. Louis]
+ *
+ * Purpose: Mainly for debugging purposes. Dump
+ * some information about the hash table <kh>
+ * to the stream <fp>, which might be stderr
+ * or stdout.
+ */
+void
+esl_keyhash_Dump(FILE *fp, const ESL_KEYHASH *kh)
+{
+ int idx;
+ int h;
+ int nkeys;
+ int nempty = 0;
+ int maxkeys = -1;
+ int minkeys = INT_MAX;
+
+ for (h = 0; h < kh->hashsize; h++)
+ {
+ for (nkeys = 0, idx = kh->hashtable[h]; idx != -1; idx = kh->nxt[idx]) nkeys++;
+
+ if (nkeys == 0) nempty++;
+ if (nkeys > maxkeys) maxkeys = nkeys;
+ if (nkeys < minkeys) minkeys = nkeys;
+ }
+
+ fprintf(fp, "Total keys: %d\n", kh->nkeys);
+ fprintf(fp, "Hash table size: %d\n", kh->hashsize);
+ fprintf(fp, "Average occupancy: %.2f\n", (float) kh->nkeys /(float) kh->hashsize);
+ fprintf(fp, "Unoccupied slots: %d\n", nempty);
+ fprintf(fp, "Most in one slot: %d\n", maxkeys);
+ fprintf(fp, "Least in one slot: %d\n", minkeys);
+ fprintf(fp, "Keys allocated for: %d\n", kh->kalloc);
+ fprintf(fp, "Key string space alloc: %d\n", kh->salloc);
+ fprintf(fp, "Key string space used: %d\n", kh->sn);
+}
+/*--------------- end, <ESL_KEYHASH> object ---------------------*/
+
+
+
+
+/*****************************************************************
+ *# 2. Storing and retrieving keys
+ *****************************************************************/
+
+/* Function: esl_key_Store()
+ * Synopsis: Store a key and get a key index for it.
+ * Incept: SRE, Sun Jan 30 09:21:13 2005 [St. Louis]
+ *
+ * Purpose: Store a string <key> in the key index hash table <kh>.
+ * Associate it with a unique key index, counting from
+ * 0. It's this index that lets us map the hashed keys to
+ * integer-indexed C arrays, clumsily emulating Perl's
+ * hashes. Optionally returns the index through <opt_index>.
+ *
+ * Returns: <eslOK> on success; stores <key> in <kh>; <opt_index> is
+ * returned, set to the next higher index value.
+ * Returns <eslEDUP> if <key> was already stored in the table;
+ * <opt_index> is set to the existing index for <key>.
+ *
+ * Throws: <eslEMEM> on allocation failure, and sets <opt_index> to -1.
+ */
+int
+esl_key_Store(ESL_KEYHASH *kh, const char *key, int *opt_index)
+{
+ uint32_t val = jenkins_hash(key, kh->hashsize);
+ int n = strlen(key);
+ int idx;
+ int status;
+
+ /* Was this key already stored? */
+ for (idx = kh->hashtable[val]; idx != -1; idx = kh->nxt[idx])
+ if (strcmp(key, kh->smem + kh->key_offset[idx]) == 0) { *opt_index = idx; return eslEDUP; }
+
+ /* Reallocate key ptr/index memory if needed */
+ if (kh->nkeys == kh->kalloc)
+ {
+ void *p;
+ ESL_RALLOC(kh->key_offset, p, sizeof(int)*kh->kalloc*2);
+ ESL_RALLOC(kh->nxt, p, sizeof(int)*kh->kalloc*2);
+ kh->kalloc *= 2;
+ }
+
+ /* Reallocate key string memory if needed */
+ while (kh->sn + n + 1 > kh->salloc)
+ {
+ void *p;
+ ESL_RALLOC(kh->smem, p, sizeof(char) * kh->salloc * 2);
+ kh->salloc *= 2;
+ }
+
+ /* Copy the key, assign its index */
+ idx = kh->nkeys;
+ kh->key_offset[idx] = kh->sn;
+ strcpy(kh->smem + kh->key_offset[idx], key);
+ kh->sn += n+1;
+ kh->nkeys++;
+
+ /* Insert new element at head of the approp linked list in hashtable */
+ kh->nxt[idx] = kh->hashtable[val];
+ kh->hashtable[val] = idx;
+
+ /* Time to upsize? If we're 3x saturated, expand the hash table */
+ if (kh->nkeys > 3*kh->hashsize)
+ if ((status = key_upsize(kh)) != eslOK) goto ERROR;
+
+ if (opt_index != NULL) *opt_index = idx;
+ return eslOK;
+
+ ERROR:
+ if (opt_index != NULL) *opt_index = -1;
+ return status;
+}
+
+/* Function: esl_key_Lookup()
+ * Synopsis: Look up a key's array index.
+ * Incept: SRE, Sun Jan 30 09:38:53 2005 [St. Louis]
+ *
+ * Purpose: Look up a <key> in the hash table <kh>.
+ * If <key> is found, return <eslOK>, and optionally set <*opt_index>
+ * to its array index (0..nkeys-1).
+ * If <key> is not found, return <eslENOTFOUND>, and
+ * optionally set <*opt_index> to -1.
+ */
+int
+esl_key_Lookup(const ESL_KEYHASH *kh, const char *key, int *opt_index)
+{
+ uint32_t val = jenkins_hash(key, kh->hashsize);
+ int idx;
+
+ for (idx = kh->hashtable[val]; idx != -1; idx = kh->nxt[idx])
+ if (strcmp(key, kh->smem + kh->key_offset[idx]) == 0)
+ {
+ if (opt_index != NULL) *opt_index = idx;
+ return eslOK;
+ }
+
+ if (opt_index != NULL) *opt_index = -1;
+ return eslENOTFOUND;
+}
+/*---------- end, API for storing/retrieving keys ---------------*/
+
+
+
+
+/*****************************************************************
+ * 3. Internal functions
+ *****************************************************************/
+
+/* keyhash_create()
+ * SRE, Sun Jan 30 09:45:47 2005 [St. Louis]
+ *
+ * The real creation function, which takes arguments for memory sizes.
+ * This is abstracted to a static function because it's used by both
+ * Create() and Clone() but slightly differently.
+ *
+ * Args: hashsize - size of hash table; this must be a power of two.
+ * init_key_alloc - initial allocation for # of keys.
+ * init_string_alloc - initial allocation for total size of key strings.
+ *
+ * Returns: An allocated hash table structure; or NULL on failure.
+ */
+ESL_KEYHASH *
+keyhash_create(uint32_t hashsize, int init_key_alloc, int init_string_alloc)
+{
+ ESL_KEYHASH *kh = NULL;
+ int i;
+ int status;
+
+ ESL_ALLOC(kh, sizeof(ESL_KEYHASH));
+ kh->hashtable = NULL;
+ kh->key_offset = NULL;
+ kh->nxt = NULL;
+ kh->smem = NULL;
+
+ kh->hashsize = hashsize;
+ kh->kalloc = init_key_alloc;
+ kh->salloc = init_string_alloc;
+
+ ESL_ALLOC(kh->hashtable, sizeof(int) * kh->hashsize);
+ for (i = 0; i < kh->hashsize; i++) kh->hashtable[i] = -1;
+
+ ESL_ALLOC(kh->key_offset, sizeof(int) * kh->kalloc);
+ ESL_ALLOC(kh->nxt, sizeof(int) * kh->kalloc);
+ for (i = 0; i < kh->kalloc; i++) kh->nxt[i] = -1;
+
+ ESL_ALLOC(kh->smem, sizeof(char) * kh->salloc);
+ kh->nkeys = 0;
+ kh->sn = 0;
+ return kh;
+
+ ERROR:
+ esl_keyhash_Destroy(kh);
+ return NULL;
+}
+
+
+/* jenkins_hash()
+ * SRE, Wed Apr 16 09:31:10 2008
+ *
+ * The hash function.
+ * This is Bob Jenkins' "one at a time" hash.
+ * <key> is a NUL-terminated string of any length.
+ * <hashsize> must be a power of 2.
+ *
+ * References:
+ * [1] http://en.wikipedia.org/wiki/Hash_table
+ * [2] http://www.burtleburtle.net/bob/hash/doobs.html
+ */
+static uint32_t
+jenkins_hash(const char *key, uint32_t hashsize)
+{
+ uint32_t val = 0;
+ for (; *key != '\0'; key++)
+ {
+ val += *key;
+ val += (val << 10);
+ val ^= (val >> 6);
+ }
+ val += (val << 3);
+ val ^= (val >> 11);
+ val += (val << 15);
+
+ return (val & (hashsize - 1));
+}
+
+/* key_upsize()
+ * SRE, Sun Jan 30 09:50:39 2005 [St. Louis]
+ *
+ * Grow the hash table to the next available size.
+ *
+ * Args: old - the KEY hash table to reallocate.
+ *
+ * Returns: <eslOK> on success. 'Success' includes the case
+ * where the hash table is already at its maximum size,
+ * and cannot be upsized any more.
+ *
+ * Throws: <eslEMEM> on allocation failure, and
+ * the hash table is left in its initial state.
+ */
+static int
+key_upsize(ESL_KEYHASH *kh)
+{
+ void *p;
+ int i;
+ uint32_t val;
+ int status;
+
+ /* 28 below because we're going to upsize in steps of 8x (2^3); need to be < 2^{31-3} */
+ if (kh->hashsize >= (1<<28)) return eslOK; /* quasi-success (can't grow any more) */
+
+ /* The catch here is that when you upsize the table, all the hash functions
+ * change; so you have to go through all the keys, recompute their hash functions,
+ * and store them again in the new table.
+ */
+ /* Allocate a new, larger hash table. (Don't change <kh> until this succeeds) */
+ ESL_RALLOC(kh->hashtable, p, sizeof(int) * (kh->hashsize << 3));
+ kh->hashsize = kh->hashsize << 3; /* 8x */
+ for (i = 0; i < kh->hashsize; i++) kh->hashtable[i] = -1;
+
+ /* Store all the keys again. */
+ for (i = 0; i < kh->nkeys; i++)
+ {
+ val = jenkins_hash(kh->smem + kh->key_offset[i], kh->hashsize);
+ kh->nxt[i] = kh->hashtable[val];
+ kh->hashtable[val] = i;
+ }
+ return eslOK;
+
+ ERROR:
+ return eslEMEM;
+}
+/*--------------- end, internal functions -----------------*/
+
+
+/*****************************************************************
+ * 4. Benchmark driver
+ *****************************************************************/
+#ifdef eslKEYHASH_BENCHMARK
+/*
+ gcc -g -O2 -o keyhash_benchmark -I. -L. -DeslKEYHASH_BENCHMARK esl_keyhash.c -leasel -lm
+ time ./keyhash_benchmark /usr/share/dict/words /usr/share/dict/words
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_keyhash.h"
+#include "esl_stopwatch.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <keyfile1> <keyfile2>";
+static char banner[] = "benchmarking speed of keyhash module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 2, argc, argv, banner, usage);
+ ESL_KEYHASH *kh = esl_keyhash_Create();
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ char *file1 = esl_opt_GetArg(go, 1);
+ char *file2 = esl_opt_GetArg(go, 2);
+ FILE *fp;
+ char buf[256];
+ char *s, *tok;
+ int idx;
+ int nstored, nsearched, nshared;
+
+ /* Read/store keys from file 1.
+ */
+ esl_stopwatch_Start(w);
+ if ((fp = fopen(file1, "r")) == NULL)
+ { fprintf(stderr, "couldn't open %s\n", argv[1]); exit(1); }
+ nstored = 0;
+ while (fgets(buf, 256, fp) != NULL)
+ {
+ s = buf;
+ esl_strtok(&s, " \t\r\n", &tok, NULL);
+ esl_key_Store(kh, tok, &idx);
+ nstored++;
+ }
+ fclose(fp);
+ printf("Stored %d keys.\n", nstored);
+
+ /* Look up keys from file 2.
+ */
+ if ((fp = fopen(file2, "r")) == NULL)
+ { fprintf(stderr, "couldn't open %s\n", argv[2]); exit(1); }
+ nsearched = nshared = 0;
+ while (fgets(buf, 256, fp) != NULL)
+ {
+ s = buf;
+ esl_strtok(&s, " \t\r\n", &tok, NULL);
+
+ if (esl_key_Lookup(kh, tok, &idx) == eslOK) nshared++;
+ nsearched++;
+ }
+ fclose(fp);
+ esl_stopwatch_Stop(w);
+ printf("Looked up %d keys.\n", nsearched);
+ printf("In common: %d keys.\n", nshared);
+ esl_stopwatch_Display(stdout, w, "# CPU Time: ");
+
+ esl_stopwatch_Destroy(w);
+ esl_keyhash_Destroy(kh);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*eslKEYHASH_BENCHMARK*/
+
+
+
+#ifdef eslKEYHASH_BENCHMARK2
+
+/* Benchmark #2 is a benchmark just of the hash function.
+ * First we read in a bunch of keys from any file, one key per line.
+ * Then we start timing, and compute a hash for each key.
+ */
+
+/* gcc -O2 -o keyhash_benchmark2 -I. -L. -DeslKEYHASH_BENCHMARK2 esl_keyhash.c -leasel -lm
+ * ./keyhash_benchmark2 <keyfile>
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_fileparser.h"
+#include "esl_getopts.h"
+#include "esl_keyhash.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-s", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show statistical test for hash uniformity", 0 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be verbose: print hash values for keys", 0 },
+ { "-x", eslARG_INT, "32768", NULL, NULL, NULL, NULL, NULL, "set hash table size to <n>", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <keyfile>";
+static char banner[] = "benchmarking speed of hash function in keyhash module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ ESL_FILEPARSER *efp = NULL;
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ ESL_KEYHASH *kh = esl_keyhash_Create();
+ char *keyfile = esl_opt_GetArg(go, 1);
+ uint32_t hashsize = esl_opt_GetInteger(go, "-x");
+ char *key;
+ int keylen;
+ char **karr = NULL;
+ int kalloc;
+ int *ct = NULL;
+ int nkeys;
+ int i;
+ int status;
+ uint32_t (*hashfunc)(const char*,uint32_t) = jenkins_hash;
+
+ /* 1. Store the keys from the file, before starting the benchmark timer. */
+ kalloc = 256;
+ ESL_ALLOC(karr, sizeof(char *) * kalloc);
+
+ if (esl_fileparser_Open(keyfile, &efp) != eslOK) esl_fatal("Failed to open key file %s\n", keyfile);
+
+ nkeys = 0;
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ if (esl_fileparser_GetTokenOnLine(efp, &key, &keylen) != eslOK) esl_fatal("Failure in parsing key file\n");
+
+ if (nkeys == kalloc) {
+ void *tmp;
+ ESL_RALLOC(karr, tmp, sizeof(char *) * kalloc * 2);
+ kalloc *= 2;
+ }
+
+ esl_strdup(key, keylen, &(karr[nkeys]));
+ nkeys++;
+ }
+ esl_fileparser_Close(efp);
+ /* and karr[0..nkeys-1] are now the keys. */
+
+
+ /* 2. benchmark hashing the keys. */
+ esl_stopwatch_Start(w);
+ for (i = 0; i < nkeys; i++) (*hashfunc)(karr[i], hashsize);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "# CPU Time: ");
+
+ /* If user wanted to see the hashes, do that
+ * separately, outside the timing loop.
+ */
+ if (esl_opt_GetBoolean(go, "-v"))
+ {
+ for (i = 0; i < nkeys; i++)
+ printf("%-20s %9d\n", karr[i], (*hashfunc)(karr[i], hashsize));
+ }
+
+ /* Likewise, if user wanted to see statistical uniformity test...
+ */
+ if (esl_opt_GetBoolean(go, "-s"))
+ {
+ double mean, var, X2, pval;
+
+ ESL_ALLOC(ct, sizeof(int) * hashsize);
+ esl_vec_ISet(ct, hashsize, 0);
+ for (i = 0; i < nkeys; i++) ct[(*hashfunc)(karr[i], hashsize)]++;
+
+ esl_stats_IMean(ct, hashsize, &mean, &var);
+ for (X2 = 0.0, i = 0; i < hashsize; i++)
+ X2 += (((double) ct[i] - mean) * ((double) ct[i] - mean)) / mean;
+
+ esl_stats_ChiSquaredTest(hashsize-1, X2, &pval);
+
+ printf("Number of keys: %d\n", nkeys);
+ printf("Hash table size: %d\n", hashsize);
+ printf("Mean hash occupancy: %.2f\n", mean);
+ printf("Minimum: %d\n", esl_vec_IMin(ct, hashsize));
+ printf("Maximum: %d\n", esl_vec_IMax(ct, hashsize));
+ printf("Variance: %.2f\n", var);
+ printf("Chi-squared: %.2f\n", X2);
+ printf("Chi-squared p-value: %.4f\n", pval);
+ }
+
+
+ /* 3. cleanup, exit. */
+ for (i = 0; i < nkeys; i++) free(karr[i]);
+ free(karr);
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+
+ ERROR:
+ return status;
+}
+#endif /*eslKEYHASH_BENCHMARK2*/
+
+
+/*------------------- end, benchmark drivers --------------------*/
+
+
+/*****************************************************************
+ * 5. Unit tests
+ *****************************************************************/
+
+
+/*---------------------- end, unit tests ------------------------*/
+
+/*****************************************************************
+ * 6. Test driver
+ *****************************************************************/
+#ifdef eslKEYHASH_TESTDRIVE
+/* gcc -g -Wall -o test -I. -DeslKEYHASH_TESTDRIVE keyhash.c easel.c
+ * ./test
+ */
+#include <stdlib.h>
+#include <stdio.h>
+#include <assert.h>
+#include "easel.h"
+#include "esl_keyhash.h"
+
+#define NSTORE 1200
+#define NLOOKUP 1200
+#define KEYLEN 2
+
+int
+main(int argc, char **argv)
+{
+ ESL_KEYHASH *h;
+ char keys[NSTORE+NLOOKUP][KEYLEN+1];
+ int i,j,nk,k42;
+ int nmissed;
+ int status;
+
+ /* Generate 2400 random k=2 keys. 26^2 = 676 possible.
+ * We'll store the first 1200 and search on the remaining
+ * 1200. We're ~1.775x saturated; expect Poisson P(0) = 17% miss
+ * rate on the searches, so we ought to exercise hits and
+ * misses on the lookups.
+ */
+ srand(31);
+ for (i = 0; i < NSTORE+NLOOKUP; i++)
+ {
+ for (j = 0; j < KEYLEN; j++)
+ keys[i][j] = 'a' + (rand() % 26); /* yeah, low-order bits; so sue me */
+ keys[i][j] = '\0';
+ }
+ /* spike a known one in (XX.. at key 42).
+ */
+ for (j = 0; j < KEYLEN; j++)
+ keys[42][j] = 'X';
+
+ h = esl_keyhash_Create();
+ nk = 0;
+ for (i = 0; i < NSTORE; i++)
+ {
+ status = esl_key_Store(h, keys[i], &j);
+ if (status == eslOK) { assert(j==nk); nk++; }
+ else if (status == eslEDUP) { assert(j<nk); }
+ else esl_fatal("store failed.");
+
+ if (i == 42) { k42 = j;} /* remember where key 42 went */
+ }
+ nmissed = 0;
+ for (i = NSTORE; i < NSTORE+NLOOKUP; i++)
+ {
+ if (esl_key_Lookup(h, keys[i], &j) != eslOK) nmissed++;
+ }
+ esl_key_Lookup(h, keys[42], &j);
+ assert(j==k42);
+
+ /*
+ printf("missed %d/%d (%.1f%%)\n", nmissed, NLOOKUP,
+ 100. * (float) nmissed / (float) NLOOKUP);
+ esl_keyhash_Dump(stdout, h);
+ */
+
+ esl_keyhash_Destroy(h);
+ exit (0);
+}
+#endif /*eslKEYHASH_TESTDRIVE*/
+
+/*--------------------- end, test driver ------------------------*/
+
+
+
+/*****************************************************************
+ * 7. Example
+ *****************************************************************/
+#ifdef eslKEYHASH_EXAMPLE
+/*::cexcerpt::keyhash_example::begin::*/
+/* gcc -g -Wall -o keyhash_example -I. -DeslKEYHASH_EXAMPLE esl_keyhash.c easel.c
+ * ./example /usr/share/dict/words /usr/share/dict/words
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_keyhash.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_KEYHASH *h = esl_keyhash_Create();
+ FILE *fp;
+ char buf[256];
+ char *s, *tok;
+ int idx;
+ int nstored, nsearched, nshared;
+
+ /* Read/store keys from file 1. */
+ if ((fp = fopen(argv[1], "r")) == NULL) esl_fatal("couldn't open %s\n", argv[1]);
+ nstored = 0;
+ while (fgets(buf, 256, fp) != NULL)
+ {
+ s = buf;
+ esl_strtok(&s, " \t\r\n", &tok, NULL);
+ esl_key_Store(h, tok, &idx);
+ nstored++;
+ }
+ fclose(fp);
+ printf("Stored %d keys.\n", nstored);
+
+ /* Look up keys from file 2. */
+ if ((fp = fopen(argv[2], "r")) == NULL) esl_fatal("couldn't open %s\n", argv[1]);
+ nsearched = nshared = 0;
+ while (fgets(buf, 256, fp) != NULL)
+ {
+ s = buf;
+ esl_strtok(&s, " \t\r\n", &tok, NULL);
+ if (esl_key_Lookup(h, tok, &idx) == eslOK) nshared++;
+ nsearched++;
+ }
+ fclose(fp);
+ printf("Looked up %d keys.\n", nsearched);
+ printf("In common: %d keys.\n", nshared);
+ esl_keyhash_Destroy(h);
+ return 0;
+}
+/*::cexcerpt::keyhash_example::end::*/
+#endif /*eslKEYHASH_EXAMPLE*/
+/*----------------------- end, example --------------------------*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_keyhash.h b/easel/esl_keyhash.h
new file mode 100644
index 0000000..86dbf85
--- /dev/null
+++ b/easel/esl_keyhash.h
@@ -0,0 +1,43 @@
+/* Storing keys in hash tables, similar to Perl's associative arrays.
+ *
+ * SRE, Sun Jan 30 08:55:17 2005; from squid's gki.h, 1999.
+ * SVN $Id: esl_keyhash.h 249 2008-04-24 19:19:50Z eddys $
+ */
+#ifndef eslKEYHASH_INCLUDED
+#define eslKEYHASH_INCLUDED
+
+#include <stdio.h> /* for FILE */
+
+/* ESL_KEYHASH:
+ * a dynamically resized hash structure;
+ * contains a hash table and associated data
+ */
+typedef struct {
+ int *hashtable; /* hashtable[0..hashsize-1] = index of first elem, or -1 */
+ uint32_t hashsize; /* size of the hash table */
+
+ int *key_offset; /* key [idx=0..nkeys-1] starts at smem + key_offset[idx] */
+ int *nxt; /* nxt [idx=0..nkeys-1], next "pointers" in hash table */
+ int nkeys; /* number of keys stored */
+ int kalloc; /* number of keys allocated for */
+
+ char *smem; /* Array of memory for storing key strings (w/ \0's) */
+ int salloc; /* current allocated size of <key_mem> */
+ int sn; /* current used size of key strings, inclusive \0's */
+} ESL_KEYHASH;
+
+extern ESL_KEYHASH *esl_keyhash_Create(void);
+extern ESL_KEYHASH *esl_keyhash_Clone(const ESL_KEYHASH *kh);
+extern void esl_keyhash_Destroy(ESL_KEYHASH *kh);
+extern void esl_keyhash_Dump(FILE *fp, const ESL_KEYHASH *kh);
+
+extern int esl_key_Store ( ESL_KEYHASH *kh, const char *key, int *ret_index);
+extern int esl_key_Lookup(const ESL_KEYHASH *kh, const char *key, int *ret_index);
+
+
+#endif /* eslKEYHASH_INCLUDED */
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_keyhash.tex b/easel/esl_keyhash.tex
new file mode 100644
index 0000000..edca7e8
--- /dev/null
+++ b/easel/esl_keyhash.tex
@@ -0,0 +1,85 @@
+
+The \eslmod{keyhash} module provides a semblance of associative arrays
+(for example, Perl hashes), by associating keywords with an integer
+array index, and storing the association in an internal hash table for
+rapid access.
+
+Table~\ref{tbl:keyhash_api} lists the functions in the
+\eslmod{keyhash} API. The module implements one object: the
+\ccode{ESL\_KEYHASH}.
+
+% Table generated by autodoc -t esl_keyhash.c (so don't edit here, edit esl_keyhash.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{The \ccode{ESL\_KEYHASH} object}\\
+\hyperlink{func:esl_keyhash_Create()}{\ccode{esl\_keyhash\_Create()}} & Allocates a new keyhash.\\
+\hyperlink{func:esl_keyhash_Clone()}{\ccode{esl\_keyhash\_Clone()}} & Duplicates a keyhash.\\
+\hyperlink{func:esl_keyhash_Destroy()}{\ccode{esl\_keyhash\_Destroy()}} & Frees a keyhash.\\
+\hyperlink{func:esl_keyhash_Dump()}{\ccode{esl\_keyhash\_Dump()}} & Dumps debugging information about a keyhash.\\
+\apisubhead{Storing and retrieving keys}\\
+\hyperlink{func:esl_key_Store()}{\ccode{esl\_key\_Store()}} & Store a key and get a key index for it.\\
+\hyperlink{func:esl_key_Lookup()}{\ccode{esl\_key\_Lookup()}} & Look up a key's array index.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{keyhash} API.}
+\label{tbl:keyhash_api}
+\end{table}
+
+\subsection{Example of using the keyhash API}
+
+The idea behind using the keyhash module is shown in this fragment of
+pseudocode:
+
+\begin{cchunk}
+ #include "easel.h"
+ #include "esl_keyhash.h"
+
+ ESL_KEYHASH *kh = esl_keyhash_Create();
+ int idx;
+ char *key;
+
+ /* To store keys: */
+ (foreach key) {
+ esl_key_Store(hash, key, &idx);
+ (reallocate foo, bar as needed)
+ foo[idx] = whatever;
+ bar[idx] = whatever;
+ }
+ /* To look up keys: */
+ (foreach key) {
+ if (esl_key_Lookup(hash, key, &idx) != eslOK) { no_such_key; }
+ (do something with) foo[idx];
+ (do something with) bar[idx];
+ }
+ esl_keyhash_Destroy();
+\end{cchunk}
+
+That is, the application maintains data in normal C-style arrays that
+are indexed by an integer index value, and it uses the keyhash to
+associate a specific key with that integer index. To store info, you
+first store the keyword and obtain a new index value (this simply
+starts at 0 and counts up, as you store successive keys), then you
+store the info your arrays at that index. To look up info, you look up
+the keyword to obtain the index, then you access the info by indexing
+into your arrays.
+
+This is the moral equivalent of Perl's associative arrays, as in
+\ccode{\$foo\{\$key\} = whatever; \$bar\{\$key\} = whatever}.
+
+For example, Figure~\ref{fig:keyhash_example} is a contrived example
+of storing the keywords obtained from a list in one file, then looking
+up keywords listed in a second file. It doesn't demonstrate the idea
+of using the index to store and retrieve additional info associated
+with the keyword, but it demonstrates the essentials of the
+\eslmod{keyhash} API.
+
+\begin{figure}
+\input{cexcerpts/keyhash_example}
+\caption{Example of using the \eslmod{keyhash} API.}
+\label{fig:keyhash_example}
+\end{figure}
+
diff --git a/easel/esl_minimizer.c b/easel/esl_minimizer.c
new file mode 100644
index 0000000..547b999
--- /dev/null
+++ b/easel/esl_minimizer.c
@@ -0,0 +1,644 @@
+/* Multidimensional optimization using conjugate gradient descent.
+ *
+ * Can be used even without derivative information; falls back to
+ * a numeric gradient if analytic gradient is unavailable.
+ *
+ * SRE, Wed Jun 22 11:37:29 2005
+ * SVN $Id: esl_minimizer.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+#include "esl_minimizer.h"
+
+/* Return the negative gradient at a point, determined
+ * numerically.
+ */
+static void
+numeric_derivative(double *x, double *u, int n,
+ double (*func)(double *, int, void*),
+ void *prm, double relstep,
+ double *dx)
+{
+ int i;
+ double delta;
+ double f1, f2;
+ double tmp;
+
+ for (i = 0; i < n; i++)
+ {
+ delta = fabs(u[i] * relstep);
+
+ tmp = x[i];
+ x[i] = tmp + delta;
+ f1 = (*func)(x, n, prm);
+ x[i] = tmp - delta;
+ f2 = (*func)(x, n, prm);
+ x[i] = tmp;
+
+ dx[i] = (-0.5 * (f1-f2)) / delta;
+
+ ESL_DASSERT1((! isnan(dx[i])));
+ }
+}
+
+/* bracket():
+ * SRE, Wed Jul 27 11:43:32 2005 [St. Louis]
+ *
+ * Purpose: Bracket a minimum.
+ *
+ * The minimization is quasi-one-dimensional,
+ * starting from an initial <n>-dimension vector <ori>
+ * in the <n>-dimensional direction <d>.
+ *
+ * Caller passes a ptr to the objective function <*func()>,
+ * and a void pointer to any necessary conditional
+ * parameters <prm>. The objective function will
+ * be evaluated at a point <x> by calling
+ * <(*func)(x, n, prm)>. The caller's function
+ * is responsible to casting <prm> to whatever it's
+ * supposed to be, which might be a ptr to a structure,
+ * for example; typically, for a parameter optimization
+ * problem, this holds the observed data.
+ *
+ * The routine works in scalar multipliers relative
+ * to origin <ori> and direction <d>; that is, a new <n>-dimensional
+ * point <b> is defined as <ori> + <bx><d>, for a scalar <bx>.
+ *
+ * The routine identifies a triplet <ax>, <bx>, <cx> such
+ * that $a < b < c$ and such that a minimum is known to
+ * exist in the $(a,b)$ interval because $f(b) < f(a),
+ * f(c)$. Also, the <a..b> and <b...c> intervals are in
+ * a golden ratio; the <b..c> interval is 1.618 times larger
+ * than <a..b>.
+ *
+ * Since <d> is usually in the direction of the gradient,
+ * the points <ax>,<bx>,<cx> might be expected to be $\geq 0$;
+ * however, when <ori> is already close to the minimum,
+ * it is often faster to bracket the minimum using
+ * a negative <ax>. The caller might then try to be "clever"
+ * and assume that the minimum is in the <bx..cx> interval
+ * when <ax> is negative, rather than the full <ax..cx>
+ * interval. That cleverness can fail, though, if <ori>
+ * is already in fact the minimum, because the line minimizer
+ * in brent() assumes a non-inclusive interval. Use
+ * <ax..cx> as the bracket.
+ *
+ * Args: ori - n-dimensional starting vector
+ * d - n-dimensional direction to minimize along
+ * n - # of dimensions
+ * firststep - bx is initialized to this scalar multiplier
+ * *func() - objective function to minimize
+ * prm - void * to any constant data that *func() needs
+ * wrk - workspace: 1 allocated n-dimensional vector
+ * ret_ax - RETURN: ax < bx < cx scalar bracketing triplet
+ * ret_bx - RETURN: ...ax may be negative
+ * ret_cx - RETURN:
+ * ret_fa - RETURN: function evaluated at a,b,c
+ * ret_fb - RETURN: ... f(b) < f(a),f(c)
+ * ret_fc - RETURN:
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if it fails to converge.
+ *
+ * Xref: STL9/130.
+ */
+static int
+bracket(double *ori, double *d, int n, double firststep,
+ double (*func)(double *, int, void *), void *prm,
+ double *wrk,
+ double *ret_ax, double *ret_bx, double *ret_cx,
+ double *ret_fa, double *ret_fb, double *ret_fc)
+{
+ double ax,bx,cx; /* scalar multipliers */
+ double fa,fb,fc; /* f() evaluations at those points */
+ double swapper;
+ int niter;
+
+ /* Set and evaluate our first two points f(a) and f(b), which
+ * are initially at 0.0 and <firststep>.
+ */
+ ax = 0.; /* always start w/ ax at the origin, ax=0 */
+ fa = (*func)(ori, n, prm);
+
+ bx = firststep;
+ esl_vec_DCopy(ori, n, wrk);
+ esl_vec_DAddScaled(wrk, d, bx, n);
+ fb = (*func)(wrk, n, prm);
+
+ /* In principle, we usually know that the minimum m lies to the
+ * right of a, m>=a, because d is likely to be a gradient. You
+ * might think we want 0 = a < b < c. In practice, there's problems
+ * with that. It's far easier to identify bad points (f(x) > f(a))
+ * than to identify good points (f(x) < f(a)), because letting f(x)
+ * blow up to infinity is fine as far as bracketing is concerned.
+ * It can be almost as hard to identify a point b that f(b) < f(a)
+ * as it is to find the minimum in the first place!
+ * Counterintuitively, in cases where f(b)>f(a), it's better
+ * to just swap the a,b labels and look for c on the wrong side
+ * of a! This often works immediately, if f(a) was reasonably
+ * close to the minimum and f(b) and f(c) are both terrible.
+ */
+ if (fb > fa)
+ {
+ swapper = ax; ax = bx; bx = swapper;
+ swapper = fa; fa = fb; fb = swapper;
+ }
+
+ /* Make our first guess at c.
+ * Remember, we don't know that b>a any more, and c might go negative.
+ * We'll either have: a..b...c with a=0;
+ * or: c...b..a with b=0.
+ * In many cases, we'll immediately be done.
+ */
+ cx = bx + (bx-ax)*1.618;
+ esl_vec_DCopy(ori, n, wrk);
+ esl_vec_DAddScaled(wrk, d, cx, n);
+ fc = (*func)(wrk, n, prm);
+
+ /* We're not satisfied until fb < fa, fc;
+ * throughout the routine, we guarantee that fb < fa;
+ * so we just check fc.
+ */
+ niter = 0;
+ while (fc <= fb)
+ {
+ /* Slide over, discarding the a point; choose
+ * new c point even further away.
+ */
+ ax = bx; bx = cx;
+ fa = fb; fb = fc;
+ cx = bx+(bx-ax)*1.618;
+ esl_vec_DCopy(ori, n, wrk);
+ esl_vec_DAddScaled(wrk, d, cx, n);
+ fc = (*func)(wrk, n, prm);
+
+ /* This is a rare instance. We've reach the minimum
+ * by trying to bracket it. Also check that not all
+ * three points are the same.
+ */
+ if (ax != bx && bx != cx && fa == fb && fb == fc) break;
+
+ niter++;
+ if (niter > 100)
+ ESL_EXCEPTION(eslENOHALT, "Failed to bracket a minimum.");
+ }
+
+ /* We're about to return. Assure the caller that the points
+ * are in order a < b < c, not the other way.
+ */
+ if (ax > cx)
+ {
+ swapper = ax; ax = cx; cx = swapper;
+ swapper = fa; fa = fc; fc = swapper;
+ }
+
+ /* Return.
+ */
+ ESL_DPRINTF2(("\nbracket(): %d iterations\n", niter));
+ ESL_DPRINTF2(("bracket(): triplet is %g %g %g along current direction\n",
+ ax, bx, cx));
+ ESL_DPRINTF2(("bracket(): f()'s there are: %g %g %g\n\n",
+ fa, fb, fc));
+
+ *ret_ax = ax; *ret_bx = bx; *ret_cx = cx;
+ *ret_fa = fa; *ret_fb = fb; *ret_fc = fc;
+ return eslOK;
+}
+
+/* brent():
+ * SRE, Sun Jul 10 19:07:05 2005 [St. Louis]
+ *
+ * Purpose: Quasi-one-dimensional minimization of a function <*func()>
+ * in <n>-dimensions, along vector <dir> starting from a
+ * point <ori>. Identifies a scalar $x$ that approximates
+ * the position of the minimum along this direction, in a
+ * given bracketing interval (<a,b>). The minimum must
+ * have been bracketed by the caller in the <(a,b)>
+ * interval. <a> is often 0, because we often start at the
+ * <ori>.
+ *
+ * A quasi-1D scalar coordinate $x$ (such as <a> or <b>) is
+ * transformed to a point $\mathbf{p}$ in n-space as:
+ * $\mathbf{p} = \mathbf{\mbox{ori}} + x
+ * \mathbf{\mbox{dir}}$.
+ *
+ * Any extra (fixed) data needed to calculate <func> can be
+ * passed through the void <prm> pointer.
+ *
+ * <eps> and <t> define the relative convergence tolerance,
+ * $\mbox{tol} = \mbox{eps} |x| + t$. <eps> should not be
+ * less than the square root of the machine precision. The
+ * <DBL_EPSILON> is 2.2e-16 on many machines with 64-bit
+ * doubles, so <eps> is on the order of 1e-8 or more. <t>
+ * is a yet smaller number, used to avoid nonconvergence in
+ * the pathological case $x=0$.
+ *
+ * Upon convergence (which is guaranteed), returns <xvec>,
+ * the n-dimensional minimum. Optionally, will also return
+ * <ret_x>, the scalar <x> that resulted in that
+ * n-dimensional minimum, and <ret_fx>, the objective
+ * function <*func(x)> at the minimum.
+ *
+ * This is an implementation of the R.P. Brent (1973)
+ * algorithm for one-dimensional minimization without
+ * derivatives (modified from Brent's ALGOL60 code). Uses a
+ * combination of bisection search and parabolic
+ * interpolation; should exhibit superlinear convergence in
+ * most functions.
+ *
+ *
+ * Args: ori - n-vector at origin
+ * dir - direction vector (gradient) we're following from ori
+ * n - dimensionality of ori, dir, and xvec
+ * (*func) - ptr to caller's objective function
+ * prm - ptr to any additional data (*func)() needs
+ * a,b - minimum is bracketed on interval [a,b]
+ * eps - tol = eps |x| + t; eps >= 2 * relative machine precision
+ * t - additional factor for tol to avoid x=0 case.
+ * xvec - RETURN: minimum, as an n-vector (caller allocated)
+ * ret_x - optRETURN: scalar multiplier that gave xvec
+ * ret_fx - optRETURN: f(x)
+ *
+ * Returns: (void)
+ *
+ * Reference: See [Brent73], Chapter 5. My version is derived directly
+ * from Brent's description and his ALGOL60 code. I've
+ * preserved his variable names as much as possible, to
+ * make the routine follow his published description
+ * closely. The Brent algorithm is also discussed in
+ * Numerical Recipes [Press88].
+ */
+static void
+brent(double *ori, double *dir, int n,
+ double (*func)(double *, int, void *), void *prm,
+ double a, double b, double eps, double t,
+ double *xvec, double *ret_x, double *ret_fx)
+{
+ double w,x,v,u; /* with [a,b]: Brent's six points */
+ double m; /* midpoint of current [a,b] interval */
+ double tol; /* tolerance = eps|x| + t */
+ double fu,fv,fw,fx; /* function evaluations */
+ double p,q; /* numerator, denominator of parabolic interpolation */
+ double r;
+ double d,e; /* last, next-to-last values of p/q */
+ double c = 1. - (1./eslCONST_GOLD); /* Brent's c; 0.381966; golden ratio */
+ int niter; /* number of iterations */
+
+ x=v=w= a + c*(b-a); /* initial guess of x by golden section */
+ esl_vec_DCopy(ori, n, xvec); /* build xvec from ori, dir, x */
+ esl_vec_DAddScaled(xvec, dir, x, n);
+ fx=fv=fw = (*func)(xvec, n, prm); /* initial function evaluation */
+
+ e = 0.;
+ niter = 0;
+ while (1) /* algorithm is guaranteed to converge. */
+ {
+ m = 0.5 * (a+b);
+ tol = eps*fabs(x) + t;
+ if (fabs(x-m) <= 2*tol - 0.5*(b-a)) break; /* convergence test. */
+ niter++;
+
+ p = q = r = 0.;
+ if (fabs(e) > tol)
+ { /* Compute parabolic interpolation, u = x + p/q */
+ r = (x-w)*(fx-fv);
+ q = (x-v)*(fx-fw);
+ p = (x-v)*q - (x-w)*r;
+ q = 2*(q-r);
+ if (q > 0) { p = -p; } else {q = -q;}
+ r = e;
+ e=d; /* e is now the next-to-last p/q */
+ }
+
+ if (fabs(p) < fabs(0.5*q*r) || p < q*(a-x) || p < q*(b-x))
+ { /* Seems well-behaved? Use parabolic interpolation to compute new point u */
+ d = p/q; /* d remembers last p/q */
+ u = x+d; /* trial point, for now... */
+
+ if (2.0*(u-a) < tol || 2.0*(b-u) < tol) /* don't evaluate func too close to a,b */
+ d = (x < m)? tol : -tol;
+ }
+ else /* Badly behaved? Use golden section search to compute u. */
+ {
+ e = (x<m)? b-x : a-x; /* e = largest interval */
+ d = c*e;
+ }
+
+ /* Evaluate f(), but not too close to x. */
+ if (fabs(d) >= tol) u = x+d;
+ else if (d > 0) u = x+tol;
+ else u = x-tol;
+ esl_vec_DCopy(ori, n, xvec); /* build xvec from ori, dir, u */
+ esl_vec_DAddScaled(xvec, dir, u, n);
+ fu = (*func)(xvec, n, prm); /* f(u) */
+
+ /* Bookkeeping. */
+ if (fu <= fx)
+ {
+ if (u < x) b = x; else a = x;
+ v = w; fv = fw; w = x; fw = fx; x = u; fx = fu;
+ }
+ else
+ {
+ if (u < x) a = u; else b = u;
+ if (fu <= fw || w == x)
+ { v = w; fv = fw; w = u; fw = fu; }
+ else if (fu <= fv || v==x || v ==w)
+ { v = u; fv = fu; }
+ }
+ }
+
+ /* Return.
+ */
+ esl_vec_DCopy(ori, n, xvec); /* build final xvec from ori, dir, x */
+ esl_vec_DAddScaled(xvec, dir, x, n);
+ if (ret_x != NULL) *ret_x = x;
+ if (ret_fx != NULL) *ret_fx = fx;
+ ESL_DPRINTF2(("\nbrent(): %d iterations\n", niter));
+ ESL_DPRINTF2(("xx=%10.8f fx=%10.1f\n", x, fx));
+}
+
+
+/* Function: esl_min_ConjugateGradientDescent()
+ * Incept: SRE, Wed Jun 22 08:49:42 2005 [St. Louis]
+ *
+ * Purpose: n-dimensional minimization by conjugate gradient descent.
+ *
+ * An initial point is provided by <x>, a vector of <n>
+ * components. The caller also provides a function <*func()> that
+ * compute the objective function f(x) when called as
+ * <(*func)(x, n, prm)>, and a function <*dfunc()> that can
+ * compute the gradient <dx> at <x> when called as
+ * <(*dfunc)(x, n, prm, dx)>, given an allocated vector <dx>
+ * to put the derivative in. Any additional data or fixed
+ * parameters that these functions require are passed by
+ * the void pointer <prm>.
+ *
+ * The first step of each iteration is to try to bracket
+ * the minimum along the current direction. The initial step
+ * size is controlled by <u[]>; the first step will not exceed
+ * <u[i]> for any dimension <i>. (You can think of <u> as
+ * being the natural "units" to use along a graph axis, if
+ * you were plotting the objective function.)
+ *
+ * The caller also provides an allocated workspace sufficient to
+ * hold four allocated n-vectors. (4 * sizeof(double) * n).
+ *
+ * Iterations continue until the objective function has changed
+ * by less than a fraction <tol>. This should not be set to less than
+ * sqrt(<DBL_EPSILON>).
+ *
+ * Upon return, <x> is the minimum, and <ret_fx> is f(x),
+ * the function value at <x>.
+ *
+ * Args: x - an initial guess n-vector; RETURN: x at the minimum
+ * u - "units": maximum initial step size along gradient when bracketing.
+ * n - dimensionality of all vectors
+ * *func() - function for computing objective function f(x)
+ * *dfunc() - function for computing a gradient at x
+ * prm - void ptr to any data/params func,dfunc need
+ * tol - convergence criterion applied to f(x)
+ * wrk - allocated 4xn-vector for workspace
+ * ret_fx - optRETURN: f(x) at the minimum
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if it fails to converge in MAXITERATIONS.
+ * <eslERANGE> if the minimum is not finite, which may
+ * indicate a problem in the implementation or choice of <*func()>.
+ *
+ * Xref: STL9/101.
+ */
+int
+esl_min_ConjugateGradientDescent(double *x, double *u, int n,
+ double (*func)(double *, int, void *),
+ void (*dfunc)(double *, int, void *, double *),
+ void *prm, double tol, double *wrk, double *ret_fx)
+{
+ double oldfx;
+ double coeff;
+ int i, i1;
+ double *dx, *cg, *w1, *w2;
+ double cvg;
+ double fa,fb,fc;
+ double ax,bx,cx;
+ double fx;
+
+ dx = wrk;
+ cg = wrk + n;
+ w1 = wrk + 2*n;
+ w2 = wrk + 3*n;
+
+ oldfx = (*func)(x, n, prm); /* init the objective function */
+
+ /* Bail out if the function is +/-inf: this can happen if the caller
+ * has screwed something up, or has chosen a bad start point.
+ */
+ if (oldfx == eslINFINITY || oldfx == -eslINFINITY)
+ ESL_EXCEPTION(eslERANGE, "minimum not finite");
+
+ if (dfunc != NULL)
+ {
+ (*dfunc)(x, n, prm, dx); /* find the current negative gradient, - df(x)/dxi */
+ esl_vec_DScale(dx, n, -1.0);
+ }
+ else numeric_derivative(x, u, n, func, prm, 1e-4, dx); /* resort to brute force */
+
+ esl_vec_DCopy(dx, n, cg); /* and make that the first conjugate direction, cg */
+
+ /* (failsafe) convergence test: a zero direction can happen,
+ * and it either means we're stuck or we're finished (most likely stuck)
+ */
+ for (i1 = 0; i1 < n; i1++)
+ if (cg[i1] != 0.) break;
+ if (i1 == n) {
+ if (ret_fx != NULL) *ret_fx = oldfx;
+ return eslOK;
+ }
+
+ for (i = 0; i < MAXITERATIONS; i++)
+ {
+ /* Figure out the initial step size.
+ */
+ bx = fabs(u[0] / cg[0]);
+ for (i1 = 1; i1 < n; i1++)
+ {
+ cx = fabs(u[i1] / cg[i1]);
+ if (cx < bx) bx = cx;
+ }
+
+ /* Bracket the minimum.
+ */
+ bracket(x, cg, n, bx, func, prm, w1,
+ &ax, &bx, &cx,
+ &fa, &fb, &fc);
+
+ /* Minimize along the line given by the conjugate gradient <cg> */
+ brent(x, cg, n, func, prm, ax, cx, 1e-3, 1e-8, w2, NULL, &fx);
+ esl_vec_DCopy(w2, n, x);
+
+ /* Bail out if the function is now +/-inf: this can happen if the caller
+ * has screwed something up.
+ */
+ if (fx == eslINFINITY || fx == -eslINFINITY)
+ ESL_EXCEPTION(eslERANGE, "minimum not finite");
+
+ /* Find the negative gradient at that point (temporarily in w1) */
+ if (dfunc != NULL)
+ {
+ (*dfunc)(x, n, prm, w1);
+ esl_vec_DScale(w1, n, -1.0);
+ }
+ else numeric_derivative(x, u, n, func, prm, 1e-4, w1); /* resort to brute force */
+
+ /* Calculate the Polak-Ribiere coefficient */
+ for (coeff = 0., i1 = 0; i1 < n; i1++)
+ coeff += (w1[i1] - dx[i1]) * w1[i1];
+ coeff /= esl_vec_DDot(dx, dx, n);
+
+ /* Calculate the next conjugate gradient direction in w2 */
+ esl_vec_DCopy(w1, n, w2);
+ esl_vec_DAddScaled(w2, cg, coeff, n);
+
+ /* Finishing set up for next iteration: */
+ esl_vec_DCopy(w1, n, dx);
+ esl_vec_DCopy(w2, n, cg);
+
+ /* Now: x is the current point;
+ * fx is the function value at that point;
+ * dx is the current gradient at x;
+ * cg is the current conjugate gradient direction.
+ */
+
+ /* Main convergence test. 1e-9 factor is fudging the case where our
+ * minimum is at exactly f()=0.
+ */
+ cvg = 2.0 * fabs((oldfx-fx)) / (1e-9 + fabs(oldfx) + fabs(fx));
+
+#if eslDEBUGLEVEL >= 2
+ printf("\nesl_min_ConjugateGradientDescent():\n");
+ printf("new point: ");
+ for (i1 = 0; i1 < n; i1++)
+ printf("%g ", x[i1]);
+
+ printf("\nnew gradient: ");
+ for (i1 = 0; i1 < n; i1++)
+ printf("%g ", dx[i1]);
+
+ numeric_derivative(x, u, n, func, prm, 1e-4, w1);
+ printf("\n(numeric grad): ");
+ for (i1 = 0; i1 < n; i1++)
+ printf("%g ", w1[i1]);
+
+ printf("\nnew direction: ");
+ for (i1 = 0; i1 < n; i1++)
+ printf("%g ", cg[i1]);
+
+ printf("\nOld f() = %g New f() = %g Convergence = %g\n\n", oldfx, fx, cvg);
+#endif
+
+ if (cvg <= tol) break;
+
+ /* Second (failsafe) convergence test: a zero direction can happen,
+ * and it either means we're stuck or we're finished (most likely stuck)
+ */
+ for (i1 = 0; i1 < n; i1++)
+ if (cg[i1] != 0.) break;
+ if (i1 == n) break;
+
+ oldfx = fx;
+ }
+ if (i == MAXITERATIONS)
+ ESL_EXCEPTION(eslENOHALT, "Failed to converge in ConjugateGradientDescent()");
+
+ if (ret_fx != NULL) *ret_fx = fx;
+ return eslOK;
+}
+
+
+
+
+
+
+/*****************************************************************
+ * Example main()
+ *****************************************************************/
+#ifdef eslMINIMIZER_EXAMPLE
+/*::cexcerpt::minimizer_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslMINIMIZER_EXAMPLE esl_minimizer.c esl_vectorops.c easel.c -lm
+ * run: ./example
+ */
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+#include "esl_minimizer.h"
+
+/* a simple multidimensional quadratic w/ a minimum at 0:
+ * $f(x) = a_1 x_1^2 + ... a_n x_n^2$
+ */
+static double
+example_func(double *x, int n, void *prm)
+{
+ double *a;
+ double fx;
+ int i;
+
+ a = (double *) prm; /* cast the data vector */
+ for (fx = 0., i = 0; i < n; i++)
+ fx += a[i] * x[i] * x[i];
+ return fx;
+}
+/* gradient of the f(x): d/dx_i = 2 a_i x_i
+ */
+static void
+example_dfunc(double *x, int n, void *prm, double *dx)
+{
+ double *a;
+ int i;
+
+ a = (double *) prm; /* cast the data vector */
+ for (i = 0; i < n; i++)
+ dx[i] = 2.0 * a[i] * x[i];
+}
+int
+main(int argc, char **argv)
+{
+ int n = 6;
+ double a[6] = { 1.0, 2.0, 3.0, 4.0, 5.0, 6.0 };
+ double x[6] = { 1.0, 2.0, 3.0, 4.0, 5.0, 6.0 };
+ double u[6] = { 1.0, 1.0, 1.0, 1.0, 1.0, 1.0 };
+ double wrk[24];
+ double fx;
+ int i;
+
+ esl_min_ConjugateGradientDescent(x, u, n,
+ &example_func, &example_dfunc, (void *) a,
+ 0.0001, wrk, &fx);
+
+ printf("At minimum: f(x) = %g\n", fx);
+ printf("vector x = ");
+ for (i = 0; i < 6; i++) printf("%g ", x[i]);
+ printf("\n");
+
+ return 0;
+}
+/*::cexcerpt::minimizer_example::end::*/
+#endif /*eslMINIMIZER_EXAMPLE*/
+
+
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_minimizer.h b/easel/esl_minimizer.h
new file mode 100644
index 0000000..d5d82e7
--- /dev/null
+++ b/easel/esl_minimizer.h
@@ -0,0 +1,31 @@
+/* Multidimensional optimization by conjugate gradient descent.
+ *
+ * SRE, Wed Jun 22 09:53:05 2005
+ * SVN $Id: esl_minimizer.h 162 2007-04-10 23:50:12Z eddys $
+ */
+#ifndef ESL_MINIMIZER_INCLUDED
+#define ESL_MINIMIZER_INCLUDED
+
+#define MAXITERATIONS 100
+
+extern int esl_min_Bracket(double *a, double *d, double *u, int n,
+ double (*func)(double *, int, void *), void *prm,
+ double *ret_fa,
+ double *b, double *ret_bx, double *ret_fb,
+ double *c, double *ret_cx, double *ret_fc);
+extern int esl_min_LineSearch(double *ori, double *d, double *u, int n,
+ double (*func)(double *, int, void *), void *prm,
+ double tol, double *b,
+ double *x, double *ret_xx, double *ret_fx);
+extern int esl_min_ConjugateGradientDescent(double *x, double *u, int n,
+ double (*func)(double *, int, void *),
+ void (*dfunc)(double *, int, void *, double *),
+ void *prm, double tol, double *wrk, double *ret_fx);
+
+#endif /*ESL_MINIMIZER_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_minimizer.tex b/easel/esl_minimizer.tex
new file mode 100644
index 0000000..22ba5b1
--- /dev/null
+++ b/easel/esl_minimizer.tex
@@ -0,0 +1,13 @@
+
+
+
+\subsection{The minimizer API}
+
+The \eslmod{minimizer} API has just one function:
+\ccode{esl\_min\_ConjugateGradientDescent()}.
+
+\subsection{Example of using the minimizer API}
+
+The code sample below
+
+\input{cexcerpts/minimizer_example}
diff --git a/easel/esl_mixgev.c b/easel/esl_mixgev.c
new file mode 100644
index 0000000..78f9032
--- /dev/null
+++ b/easel/esl_mixgev.c
@@ -0,0 +1,837 @@
+/* esl_mixgev.c
+ * Statistical routines for mixtures of generalized extreme value
+ * distributions.
+ *
+ * SRE, Mon Aug 15 08:48:19 2005 [St. Louis]
+ * xref STL9/139
+ * SVN $Id: esl_mixgev.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <math.h>
+#include <assert.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+#include "esl_stats.h"
+#include "esl_gev.h"
+#include "esl_mixgev.h"
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_dirichlet.h" /* for uniform sampling of a probability vector */
+#include "esl_random.h"
+#endif
+
+#ifdef eslAUGMENT_MINIMIZER
+#include "esl_minimizer.h"
+#endif
+
+
+/****************************************************************************
+ * Routines for the ESL_MIXGEV object
+ ****************************************************************************/
+
+/* Function: esl_mixgev_Create()
+ * Incept: SRE, Mon Aug 15 08:47:37 2005 [St. Louis]
+ *
+ * Purpose: Creates an object to hold parameters for a <K>-component
+ * mixture of generalized extreme value distributions.
+ *
+ * Parameters in the object are initialized ($q_k =
+ * \frac{1}{K}$, $\mu_k = 0$, $\lambda_k = 1$, $\alpha_k =
+ * 0$), but the caller will want to set these according to
+ * its own purposes.
+ *
+ * After an object is created, the caller can constrain any
+ * of the components to be a Gumbel (that is, constrain
+ * $\alpha_k = 0$ by calling <esl_mixgev_ForceGumbel(obj,
+ * k)>.
+ *
+ * Args: K - number of components in the mixture
+ *
+ * Returns: ptr to newly allocated/initialized <ESL_MIXGEV> object.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_MIXGEV *
+esl_mixgev_Create(int K)
+{
+ ESL_MIXGEV *mg = NULL;
+ int k;
+ int status;
+
+ ESL_ALLOC(mg, sizeof(ESL_MIXGEV));
+ mg->q = mg->mu = mg->lambda = mg->alpha = mg->wrk = NULL;
+ mg->isgumbel = NULL;
+ mg->K = K;
+
+ ESL_ALLOC(mg->q, sizeof(double) * K);
+ ESL_ALLOC(mg->mu, sizeof(double) * K);
+ ESL_ALLOC(mg->lambda, sizeof(double) * K);
+ ESL_ALLOC(mg->alpha, sizeof(double) * K);
+ ESL_ALLOC(mg->wrk, sizeof(double) * K);
+ ESL_ALLOC(mg->isgumbel, sizeof(int) * K);
+
+ for (k = 0; k < K; k++)
+ {
+ mg->q[k] = 1. / (double) K;
+ mg->mu[k] = 0.;
+ mg->lambda[k] = 1.;
+ mg->alpha[k] = 0.;
+ mg->isgumbel[k] = FALSE;
+ }
+ return mg;
+
+ ERROR:
+ esl_mixgev_Destroy(mg);
+ return NULL;
+}
+
+/* Function: esl_mixgev_Destroy()
+ * Incept: SRE, Mon Aug 15 08:57:48 2005 [St. Louis]
+ *
+ * Purpose: Deallocates the mixture GEV parameter object <mg>.
+ *
+ * Args: mg - ptr to the object to be deallocated.
+ *
+ * Returns: (void)
+ */
+void
+esl_mixgev_Destroy(ESL_MIXGEV *mg)
+{
+ if (mg == NULL) return;
+
+ if (mg->q != NULL) free(mg->q);
+ if (mg->mu != NULL) free(mg->mu);
+ if (mg->lambda != NULL) free(mg->lambda);
+ if (mg->alpha != NULL) free(mg->alpha);
+ if (mg->wrk != NULL) free(mg->wrk);
+ if (mg->isgumbel != NULL) free(mg->isgumbel);
+
+ free(mg);
+}
+
+/* Function: esl_mixgev_Copy()
+ * Incept: SRE, Mon Aug 15 09:04:10 2005 [St. Louis]
+ *
+ * Purpose: Makes a copy of the mixture GEV parameter object <src>
+ * in <dest>. Caller must have already allocated <dest> to have
+ * (at least) the same number of components as <src>.
+ *
+ * Args: src - object to be copied
+ * dest - allocated object to copy <src> into
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINCOMPAT> if <dest> isn't allocated with enough
+ * components to hold a copy of <src>.
+ */
+int
+esl_mixgev_Copy(ESL_MIXGEV *src, ESL_MIXGEV *dest)
+{
+ int k;
+
+ if (dest->K < src->K)
+ ESL_EXCEPTION(eslEINCOMPAT, "mixture GEV too small to copy into");
+
+ for (k = 0; k < src->K; k++)
+ {
+ dest->q[k] = src->q[k];
+ dest->mu[k] = src->mu[k];
+ dest->lambda[k] = src->lambda[k];
+ dest->alpha[k] = src->alpha[k];
+ dest->isgumbel[k] = src->isgumbel[k];
+ }
+ dest->K = src->K;
+ return eslOK;
+}
+
+/* Function: esl_mixgev_ForceGumbel()
+ * Incept: SRE, Mon Aug 15 09:08:35 2005 [St. Louis]
+ *
+ * Purpose: Constrain component <which> of the mixture GEV <mg>
+ * to be a Gumbel (that is, constrain $\alpha=0$ for
+ * that component. This constraint will be obeyed by
+ * any subsequent calls to parameter fitting routines.
+ *
+ * Normally would be called just after creating the <mg>
+ * object, as part of its configuration before trying to
+ * fit some observed data to a mixture GEV.
+ *
+ * Args: mg - mixture GEV object being configured
+ * which - which component to constrain to a Gumbel
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_mixgev_ForceGumbel(ESL_MIXGEV *mg, int which)
+{
+ mg->isgumbel[which] = TRUE;
+ return eslOK;
+}
+/*----------------- end ESL_MIXGEV object maintenance ----------------------*/
+
+
+
+
+/****************************************************************************
+ * Routines for evaluating densities and distributions
+ ****************************************************************************/
+
+/* Function: esl_mixgev_pdf()
+ * Incept: SRE, Mon Aug 15 09:23:03 2005 [St. Louis]
+ *
+ * Purpose: Returns the probability density function $P(X=x)$ for
+ * quantile <x>, given mixture GEV parameters <mg>.
+ */
+double
+esl_mixgev_pdf(double x, ESL_MIXGEV *mg)
+{
+ double pdf = 0.;
+ int k;
+
+ for (k = 0; k < mg->K; k++)
+ pdf += mg->q[k] * esl_gev_pdf(x, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+ return pdf;
+}
+
+/* Function: esl_mixgev_logpdf()
+ * Incept: SRE, Mon Aug 15 09:30:38 2005 [St. Louis]
+ *
+ * Purpose: Returns the log of the PDF ($\log P(X=x)$) for quantile <x>,
+ * given mixture GEV parameters <mg>.
+ */
+double
+esl_mixgev_logpdf(double x, ESL_MIXGEV *mg)
+{
+ int k;
+ for (k = 0; k < mg->K; k++)
+ if (mg->q[k] == 0.0)
+ mg->wrk[k] = -eslINFINITY;
+ else
+ mg->wrk[k] = log(mg->q[k]) +
+ esl_gev_logpdf(x, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+
+ return esl_vec_DLogSum(mg->wrk, mg->K);
+}
+
+/* Function: esl_mixgev_cdf()
+ * Incept: SRE, Mon Aug 15 09:51:36 2005 [St. Louis]
+ *
+ * Purpose: Returns the cumulative distribution function $P(X \leq x)$
+ * for quantile <x>, given mixture GEV parameters <mg>.
+ */
+double
+esl_mixgev_cdf(double x, ESL_MIXGEV *mg)
+{
+ double cdf = 0.;
+ int k;
+
+ for (k = 0; k < mg->K; k++)
+ cdf += mg->q[k] * esl_gev_cdf(x, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+ return cdf;
+}
+
+/* Function: esl_mixgev_logcdf()
+ * Incept: SRE, Mon Aug 15 09:56:10 2005 [St. Louis]
+ *
+ * Purpose: Returns the log of the CDF $\log P(X \leq x)$
+ * for quantile <x>, given mixture GEV parameters <mg>.
+ */
+double
+esl_mixgev_logcdf(double x, ESL_MIXGEV *mg)
+{
+ int k;
+
+ for (k = 0; k < mg->K; k++)
+ if (mg->q[k] == 0.0)
+ mg->wrk[k] = -eslINFINITY;
+ else
+ mg->wrk[k] = log(mg->q[k]) +
+ esl_gev_logcdf(x, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+
+ return esl_vec_DLogSum(mg->wrk, mg->K);
+}
+
+/* Function: esl_mixgev_surv()
+ * Incept: SRE, Mon Aug 15 10:00:13 2005 [St. Louis]
+ *
+ * Purpose: Returns the survivor function $P(X > x)$ (1-CDF)
+ * for quantile <x>, given mixture GEV parameters <mg>.
+ */
+double
+esl_mixgev_surv(double x, ESL_MIXGEV *mg)
+{
+ double srv = 0.;
+ int k;
+
+ for (k = 0; k < mg->K; k++)
+ srv += mg->q[k] * esl_gev_surv(x, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+ return srv;
+}
+
+/* Function: esl_mixgev_logsurv()
+ * Incept: SRE, Mon Aug 15 10:03:55 2005 [St. Louis]
+ *
+ * Purpose: Returns the log survivor function $\log P(X > x)$ (log(1-CDF))
+ * for quantile <x>, given mixture GEV parameters <mg>.
+ */
+double
+esl_mixgev_logsurv(double x, ESL_MIXGEV *mg)
+{
+ int k;
+ for (k = 0; k < mg->K; k++)
+ {
+ mg->wrk[k] = log(mg->q[k]);
+ mg->wrk[k] += esl_gev_logsurv(x, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+ }
+ return esl_vec_DLogSum(mg->wrk, mg->K);
+}
+
+/* Function: esl_mixgev_invcdf()
+ * Incept: SRE, Sun Aug 21 14:32:53 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse CDF for a mixture GEV <mg>,
+ * returning the quantile <x> at which the CDF is <p>,
+ * where $0 < p < 1$.
+ *
+ * The inverse CDF of a mixture model has no analytical
+ * expression as far as I'm aware. The calculation here is
+ * a brute force bisection search in <x> using the CDF
+ * function. It will suffice for a small number of calls
+ * (for plotting applications, for example), but beware, it is not
+ * efficient.
+ */
+double
+esl_mixgev_invcdf(double p, ESL_MIXGEV *mg)
+{
+ double x1, x2, xm; /* low, high guesses at x */
+ double f1, f2, fm;
+ double tol = 1e-6;
+
+ x2 = esl_vec_DMin(mg->mu, mg->K);
+ x1 = x2 - 1.;
+ do { /* bracket, left side */
+ x1 = x1 + 2.*(x2-x1);
+ f1 = esl_mixgev_cdf(x1, mg);
+ } while (f1 > p);
+ do { /* bracket, right side */
+ x2 = x2 + 2.*(x2-x1);
+ f2 = esl_mixgev_cdf(x2, mg);
+ } while (f2 < p);
+
+ do { /* bisection */
+ xm = (x1+x2) / 2.;
+ fm = esl_mixgev_cdf(xm, mg);
+
+ if (fm > p) x2 = xm;
+ else if (fm < p) x1 = xm;
+ else return xm; /* unlikely case of fm==p */
+ } while ( (x2-x1)/(x1+x2+1e-9) > tol);
+
+ xm = (x1+x2) / 2.;
+ return xm;
+}
+/*-------------------- end densities & distributions ------------------------*/
+
+
+
+
+/****************************************************************************
+ * Generic API routines: for general interface w/ histogram module
+ ****************************************************************************/
+
+/* Function: esl_mixgev_generic_pdf()
+ * Incept: SRE, Thu Aug 25 08:03:24 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_mixgev_pdf()>, taking
+ * a void ptr to a <ESL_MIXGEV> parameter structure.
+ */
+double
+esl_mixgev_generic_pdf(double x, void *params)
+{
+ ESL_MIXGEV *mg = (ESL_MIXGEV *) params;
+ return esl_mixgev_pdf(x, mg);
+}
+
+/* Function: esl_mixgev_generic_cdf()
+ * Incept: SRE, Sun Aug 21 14:44:06 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_mixgev_cdf()>, taking
+ * a void ptr to a <ESL_MIXGEV> parameter structure.
+ */
+double
+esl_mixgev_generic_cdf(double x, void *params)
+{
+ ESL_MIXGEV *mg = (ESL_MIXGEV *) params;
+ return esl_mixgev_cdf(x, mg);
+}
+
+/* Function: esl_mixgev_generic_surv()
+ * Incept: SRE, Thu Aug 25 08:03:57 2005[St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_mixgev_surv()>, taking
+ * a void ptr to a <ESL_MIXGEV> parameter structure.
+ */
+double
+esl_mixgev_generic_surv(double x, void *params)
+{
+ ESL_MIXGEV *mg = (ESL_MIXGEV *) params;
+ return esl_mixgev_surv(x, mg);
+}
+
+/* Function: esl_mixgev_generic_invcdf()
+ * Incept: SRE, Sun Aug 21 14:44:59 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_mixgev_invcdf()>, taking
+ * a void ptr to a <ESL_MIXGEV> parameter structure.
+ */
+double
+esl_mixgev_generic_invcdf(double p, void *params)
+{
+ ESL_MIXGEV *mg = (ESL_MIXGEV *) params;
+ return esl_mixgev_invcdf(p, mg);
+}
+/*------------------------ end generic API ---------------------------------*/
+
+
+
+
+/****************************************************************************
+ * Routines for dumping plots to xmgrace XY format
+ ****************************************************************************/
+
+/* Function: esl_mixgev_Plot()
+ * Incept: SRE, Mon Aug 15 10:06:35 2005 [St. Louis]
+ *
+ * Purpose: Plot some function <func> (for instance, <esl_mixgev_pdf()>)
+ * for mixture GEV parameters <mg>, for a range of
+ * quantiles x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_mixgev_Plot(FILE *fp, ESL_MIXGEV *mg,
+ double (*func)(double x, ESL_MIXGEV *mg),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mg));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+
+
+/****************************************************************************
+ * Routines for sampling (requires augmentation w/ random module)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+
+/* Function: esl_mixgev_Sample()
+ * Incept: SRE, Mon Aug 15 10:14:23 2005 [St. Louis]
+ *
+ * Purpose: Sample a random variate x from a mixture GEV <mg>,
+ * given random number source <r>.
+ */
+double
+esl_mixgev_Sample(ESL_RANDOMNESS *r, ESL_MIXGEV *mg)
+{
+ int k;
+ k = esl_rnd_DChoose(r, mg->q, mg->K);
+ return esl_gev_Sample(r, mg->mu[k], mg->lambda[k], mg->alpha[k]);
+}
+
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+
+
+
+
+/****************************************************************************
+ * Maximum likelihood fitting to mixture GEV distributions
+ ****************************************************************************/
+#ifdef eslAUGMENT_MINIMIZER
+
+struct mixgev_data {
+ double *x;
+ int n;
+ double *wrk; /* workspace vector [0..K-1]*/
+ ESL_MIXGEV *mg;
+};
+
+/* Given mixture GEV parameters in <mg>;
+ * do appropriate c.o.v.'s to unconstrained real parameters
+ * and fill in the packed parameter vector <p>.
+ *
+ * First K-1 are Q_1..Q_K-1 mixture coefficient parameters; Q_0 implicitly 0;
+ * cov is q_k = e^{Q_k} / \sum_j e^{Q_j},
+ * so Q_k = log(q_k) - log(q_0).
+ * Then K components: mu, lambda, optional alpha;
+ * mu, alpha are already unconstrained real;
+ * lambda cov is lambda = e^w, w = log(lambda).
+ */
+static void
+mixgev_pack_paramvector(double *p, int np, ESL_MIXGEV *mg)
+{
+ int i; /* counter in parameter vector p */
+ int k; /* counter in mixture components */
+ double z; /* tmp variable */
+
+ /* mixture coefficients */
+ z = log(mg->q[0]);
+ i = 0;
+ for (k = 1; k < mg->K; k++)
+ p[i++] = log(mg->q[k]) - z;
+
+ /* gev parameters */
+ for (k = 0; k < mg->K; k++)
+ {
+ p[i++] = mg->mu[k];
+ p[i++] = log(mg->lambda[k]);
+ if (! mg->isgumbel[k]) p[i++] = mg->alpha[k];
+ }
+ /* assert(i==np) in debugging, if you want */
+}
+
+/* Same as above but in reverse: given parameter vector <p>,
+ * do appropriate c.o.v. back to desired parameter space, and
+ * fill in the mixture GEV structure <mg>.
+ */
+static void
+mixgev_unpack_paramvector(double *p, int np, ESL_MIXGEV *mg)
+{
+ int i; /* counter in parameter vector p */
+ int k; /* counter in mixture components */
+ double z; /* tmp variable */
+
+ /* Fetch the params in their c.o.v. space first
+ */
+ i = 0;
+ mg->q[0] = 0; /* implicitly */
+ for (k = 1; k < mg->K; k++)
+ mg->q[k] = p[i++];
+ for (k = 0; k < mg->K; k++)
+ {
+ mg->mu[k] = p[i++];
+ mg->lambda[k] = p[i++];
+ if (!mg->isgumbel[k]) mg->alpha[k] = p[i++];
+ else mg->alpha[k] = 0.;
+ }
+ assert(i==np);
+
+ /* Convert mix coefficients back to probabilities;
+ * their c.o.v. is q_k = e^{Q_k} / \sum_k e^{Q_k}
+ * which rearranges to exp(Q_k - log[\sum_k e^Q_k]),
+ * and we have the DLogSum() function to compute the log sum.
+ */
+ z = esl_vec_DLogSum(mg->q, mg->K);
+ for (k = 0; k < mg->K; k++)
+ mg->q[k] = exp(mg->q[k] - z);
+
+ /* lambda c.o.v. is \lambda = e^w
+ */
+ for (k = 0; k < mg->K; k++)
+ mg->lambda[k] = exp(mg->lambda[k]);
+}
+
+static double
+mixgev_complete_func(double *p, int np, void *dptr)
+{
+ struct mixgev_data *data = (struct mixgev_data *) dptr;
+ ESL_MIXGEV *mg = data->mg;
+ int i;
+ double logL;
+
+ /* Use the current parameter vector (in its unconstrained
+ * real c.o.v. space) to deduce what the current mixture GEV
+ * parameters are:
+ */
+ mixgev_unpack_paramvector(p, np, mg);
+
+ /* Calculate the log likelihood:
+ */
+ logL = 0;
+ for (i = 0; i < data->n; i++)
+ logL += esl_mixgev_logpdf(data->x[i], mg);
+
+ /* return the NLL
+ */
+ return -logL;
+}
+
+
+/* Function: esl_mixgev_FitGuess()
+ * Incept: SRE, Tue Apr 25 09:18:18 2006 [St. Louis]
+ *
+ * Purpose: Make initial randomized guesses at the parameters
+ * of mixture GEV <mg>, using random number generator
+ * <r> and observed data consisting of <n> values
+ * <x[0..n-1]>. This guess is a suitable starting
+ * point for a parameter optimization routine, such
+ * as <esl_mixgev_FitComplete()>.
+ *
+ * Specifically, we estimate one 'central' guess
+ * for a single Gumbel fit to the data, using the
+ * method of moments. Then we add $\pm 10\%$ to that 'central'
+ * $\mu$ and $\lambda$ to get each component
+ * $\mu_i$ and $\lambda_i$. The $\alpha_i$ parameters
+ * are generated by sampling uniformly from $-0.1..0.1$.
+ * Mixture coefficients $q_i$ are sampled uniformly.
+ *
+ * Args: r - randomness source
+ * x - vector of observed data values to fit, 0..n-1
+ * n - number of values in <x>
+ * mg - mixture GEV to put guessed params into
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_mixgev_FitGuess(ESL_RANDOMNESS *r, double *x, int n, ESL_MIXGEV *mg)
+{
+ double mean, variance;
+ double mu, lambda;
+ int k;
+
+ esl_stats_DMean(x, n, &mean, &variance);
+ lambda = eslCONST_PI / sqrt(6.*variance);
+ mu = mean - 0.57722/lambda;
+
+ esl_dirichlet_DSampleUniform(r, mg->K, mg->q);
+ for (k = 0; k < mg->K; k++)
+ {
+ mg->mu[k] = mu + 0.2 * mu * (esl_random(r) - 0.5);
+ mg->lambda[k] = lambda + 0.2 * lambda * (esl_random(r) - 0.5);
+ if (mg->isgumbel[k]) mg->alpha[k] = 0.;
+ else mg->alpha[k] = 0.2 * (esl_random(r) - 0.5);
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_mixgev_FitComplete()
+ * Incept: SRE, Tue Apr 25 09:26:58 2006 [St. Louis]
+ *
+ * Purpose: Given <n> observed data values <x[0..n-1]>, and
+ * an initial guess at a mixture GEV fit to those data
+ * <mg>, use conjugate gradient descent to perform
+ * a locally optimal maximum likelihood mixture
+ * GEV parameter fit to the data.
+ *
+ * To obtain a reasonable initial guess for <mg>,
+ * see <esl_mixgev_FitGuess()>.
+ *
+ * Args: x - observed data, <x[0..n-1]>.
+ * n - number of samples in <x>
+ * mg - mixture GEV to estimate, w/ params set to
+ * an initial guess.
+ *
+ * Returns: <eslOK> on success, and <mg> contains local
+ * ML estimate for mixture GEV parameters.
+ *
+ * Throws: <eslEMEM> on allocation error, and <mg> is unchanged
+ * from its initial state.
+ */
+int
+esl_mixgev_FitComplete(double *x, int n, ESL_MIXGEV *mg)
+{
+ struct mixgev_data data;
+ int status;
+ double *p = NULL;
+ double *u = NULL;
+ double *wrk = NULL;
+ double tol;
+ int np;
+ double fx;
+ int k;
+ int i;
+
+ tol = 1e-6;
+
+ /* Determine number of free parameters and allocate
+ */
+ np = mg->K-1; /* K-1 mix coefficients free */
+ for (k = 0; k < mg->K; k++)
+ np += (mg->isgumbel[k])? 2 : 3;
+ ESL_ALLOC(p, sizeof(double) * np);
+ ESL_ALLOC(u, sizeof(double) * np);
+ ESL_ALLOC(wrk, sizeof(double) * np * 4);
+
+ /* Copy shared info into the "data" structure
+ */
+ data.x = x;
+ data.n = n;
+ data.wrk = wrk;
+ data.mg = mg;
+
+ /* From mg, create the parameter vector.
+ */
+ mixgev_pack_paramvector(p, np, mg);
+
+ /* Define the step size vector u.
+ */
+ i = 0;
+ for (k = 1; k < mg->K; k++) u[i++] = 1.0;
+ for (k = 0; k < mg->K; k++)
+ {
+ u[i++] = 1.0;
+ u[i++] = 1.0;
+ if (! mg->isgumbel[k]) u[i++] = 0.02;
+ }
+ ESL_DASSERT1( (np == i) );
+
+ /* Feed it all to the mighty optimizer.
+ */
+
+ status = esl_min_ConjugateGradientDescent(p, u, np, &mixgev_complete_func, NULL,
+ (void *) (&data), tol, wrk, &fx);
+ if (status != eslOK) goto ERROR;
+
+ /* Convert the final parameter vector back to a mixture GEV
+ */
+ mixgev_unpack_paramvector(p, np, mg);
+
+ free(p);
+ free(u);
+ free(wrk);
+ return eslOK;
+
+ ERROR:
+ if (p != NULL) free(p);
+ if (u != NULL) free(u);
+ if (wrk != NULL) free(wrk);
+ return status;
+}
+#endif /*eslAUGMENT_MINIMIZER*/
+/*--------------------------- end fitting ----------------------------------*/
+
+
+
+
+/****************************************************************************
+ * Example main()
+ ****************************************************************************/
+
+#ifdef eslMIXGEV_EXAMPLE
+/*::cexcerpt::mixgev_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -L. -o example -DeslMIXGEV_EXAMPLE esl_mixgev.c -leasel -lm
+ * run: ./example
+ */
+#include <stdio.h>
+#include <stdlib.h>
+#include "easel.h"
+#include "esl_mixgev.h"
+#include "esl_random.h"
+
+int
+main(int argc, char **argv)
+{
+ FILE *fp;
+ ESL_RANDOMNESS *r; /* source of random numbers */
+ ESL_MIXGEV *mg; /* mixture GEV to sample from */
+ ESL_MIXGEV *emg; /* estimated mixture GEV */
+ double *x; /* sampled dataset */
+ int n = 100000; /* number of samples */
+ int i;
+ int k;
+ double nll;
+ double min, max;
+
+ r = esl_randomness_Create(42);
+ mg = esl_mixgev_Create(2);
+ mg->q[0] = 0.85; mg->q[1] = 0.15;
+ mg->mu[0] = -2.72; mg->mu[1] = -2.0;
+ mg->lambda[0] = 2.5; mg->lambda[1] = 1.0;
+ mg->alpha[0] = 0.; mg->alpha[1] = 0.09;
+
+ nll = 0.;
+ min = 99999;
+ max = -99999;
+
+ x = malloc(sizeof(double) * n);
+ for (i = 0; i < n; i++)
+ {
+ x[i] = esl_mixgev_Sample(r, mg);
+ nll -= esl_mixgev_logpdf(x[i], mg);
+ if (x[i] > max) max = x[i];
+ if (x[i] < min) min = x[i];
+ }
+ printf("NLL of known mixGEV: %g\n", nll);
+
+ /* Dump the raw data samples to an R file.
+ */
+ fp = fopen("data.out", "w");
+ fprintf(fp, " val\n");
+ for (i = 0; i < n; i++)
+ fprintf(fp, "%d %f\n", i+1, x[i]);
+ fclose(fp);
+
+ emg = esl_mixgev_Create(2);
+ esl_mixgev_FitGuess(r, x, n, emg);
+ /* esl_mixgev_Copy(mg, emg); */
+ esl_mixgev_ForceGumbel(emg, 0);
+ esl_mixgev_FitComplete(x, n, emg);
+
+ printf("Component q mu lambda alpha\n");
+ for (k=0; k < 2; k++)
+ printf("%d\t%7.4f\t%7.2f\t%7.4f\t%7.4f\n",
+ k, emg->q[k], emg->mu[k], emg->lambda[k], emg->alpha[k]);
+
+ nll = 0.;
+ for (i = 0; i < n; i++)
+ nll -= esl_mixgev_logpdf(x[i], emg);
+ printf("NLL of fitted mixGEV: %g\n", nll);
+
+ /* Dump some R commands for showing these distributions
+ */
+ printf("library(ismev)\n");
+ printf("library(evd)\n");
+
+ printf("d <- read.table(\"data.out\")$val\n");
+ printf("plot(density(d,bw=0.2), log=\"y\")\n");
+ printf("min <- %f\n", min);
+ printf("max <- %f\n", max);
+ printf("xax <- seq(min-2, max+5, by=0.1)\n");
+ printf("cc <- xax - xax\n");
+ printf("zc <- xax - xax\n");
+ for (k = 0; k < mg->K; k++)
+ {
+ printf("c%d <- %f * dgev(xax, %f, %f, %f)\n",
+ k, mg->q[k], mg->mu[k], 1./mg->lambda[k], mg->alpha[k]);
+ printf("cc <- cc + c%d\n", k);
+ printf("lines(xax, c%d, col=\"blue\")\n", k);
+ }
+ for (k = 0; k < emg->K; k++)
+ {
+ printf("z%d <- %f * dgev(xax, %f, %f, %f)\n",
+ k, emg->q[k], emg->mu[k], 1./emg->lambda[k], emg->alpha[k]);
+ printf("zc <- zc + z%d\n", k);
+ printf("lines(xax, z%d, col=\"blue\")\n", k);
+ }
+ printf("lines(xax, cc, col=\"green\")\n");
+ printf("lines(xax, zc, col=\"red\")\n");
+
+ esl_mixgev_Destroy(mg);
+ esl_mixgev_Destroy(emg);
+ esl_randomness_Destroy(r);
+ free(x);
+ return 0;
+}
+/*::cexcerpt::mixgev_example::end::*/
+#endif /*eslMIXGEV_EXAMPLE*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_mixgev.h b/easel/esl_mixgev.h
new file mode 100644
index 0000000..8beb506
--- /dev/null
+++ b/easel/esl_mixgev.h
@@ -0,0 +1,65 @@
+/* esl_mixgev.h
+ * Mixture generalized extreme value distributions.
+ *
+ * SRE, Mon Aug 15 08:33:57 2005 [St. Louis]
+ * SVN $Id: esl_mixgev.h 83 2005-12-13 20:54:07Z eddy $
+ */
+#ifndef ESL_MIXGEV_INCLUDED
+#define ESL_MIXGEV_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+
+typedef struct {
+ double *q; /* mixture coefficients [0..K-1]*/
+ double *mu; /* location parameters [0..K-1]*/
+ double *lambda; /* scale parameters [0..K-1]*/
+ double *alpha; /* shape parameters [0..K-1]*/
+ double *wrk; /* tmp vector needed for logpdf calc */
+ int *isgumbel; /* flag:TRUE to constrain k to Gumbel*/
+ int K; /* # of components */
+} ESL_MIXGEV;
+
+
+
+extern ESL_MIXGEV *esl_mixgev_Create(int K);
+extern void esl_mixgev_Destroy(ESL_MIXGEV *mg);
+extern int esl_mixgev_Copy(ESL_MIXGEV *dest, ESL_MIXGEV *src);
+extern int esl_mixgev_ForceGumbel(ESL_MIXGEV *mg, int which);
+
+extern double esl_mixgev_pdf (double x, ESL_MIXGEV *mg);
+extern double esl_mixgev_logpdf (double x, ESL_MIXGEV *mg);
+extern double esl_mixgev_cdf (double x, ESL_MIXGEV *mg);
+extern double esl_mixgev_logcdf (double x, ESL_MIXGEV *mg);
+extern double esl_mixgev_surv (double x, ESL_MIXGEV *mg);
+extern double esl_mixgev_logsurv(double x, ESL_MIXGEV *mg);
+extern double esl_mixgev_invcdf (double p, ESL_MIXGEV *mg);
+
+extern double esl_mixgev_generic_pdf (double x, void *params);
+extern double esl_mixgev_generic_cdf (double x, void *params);
+extern double esl_mixgev_generic_surv (double x, void *params);
+extern double esl_mixgev_generic_invcdf(double p, void *params);
+
+extern int esl_mixgev_Plot(FILE *fp, ESL_MIXGEV *mg,
+ double (*func)(double x, ESL_MIXGEV *mg),
+ double xmin, double xmax, double xstep);
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_mixgev_Sample(ESL_RANDOMNESS *r, ESL_MIXGEV *mg);
+extern int esl_mixgev_FitGuess(ESL_RANDOMNESS *r, double *x, int n,
+ ESL_MIXGEV *mg);
+#endif /*eslAUGMENT_RANDOM*/
+
+
+#ifdef eslAUGMENT_MINIMIZER
+extern int esl_mixgev_FitComplete(double *x, int n, ESL_MIXGEV *mg);
+#endif /*eslAUGMENT_MINIMIZER*/
+
+
+#endif /*ESL_MIXGEV_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_mpi.c b/easel/esl_mpi.c
new file mode 100644
index 0000000..e11acb9
--- /dev/null
+++ b/easel/esl_mpi.c
@@ -0,0 +1,794 @@
+/* Support for MPI parallelization.
+ *
+ * Only available when the entire Easel library is in use (HAVE_MPI
+ * and eslLIBRARY are defined).
+ *
+ * Contents:
+ * 1. Communicating optional arrays.
+ * 2. Communicating ESL_MSA (multiple sequence alignments).
+ * 3. Communicating ESL_STOPWATCH (process timing).
+ * 4. Unit tests.
+ * 5. Test driver.
+ * 6. Example.
+ * 7. Copyright and license information.
+ *
+ * SRE, Sat Jun 2 08:16:14 2007 [Janelia] [Tertiary Phase]
+ * SVN $Id: esl_mpi.c 231 2008-03-25 14:43:57Z eddys $
+ */
+
+#include "esl_config.h"
+#if defined(HAVE_MPI) && defined(eslLIBRARY)
+#include <string.h>
+#include "mpi.h"
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_stopwatch.h"
+#include "esl_mpi.h"
+
+
+
+/*****************************************************************
+ *# 1. Communicating optional arrays.
+ *****************************************************************/
+
+/* Function: esl_mpi_PackOpt()
+ * Synopsis: Pack an optional, variable-sized array (or string).
+ * Incept: SRE, Sat Jun 2 08:40:39 2007 [Janelia]
+ *
+ * Purpose: Pack data array <inbuf> of <incount> elements of type <type> into
+ * an MPI packed buffer <pack_buf> of total size <pack_buf_size> destined
+ * for MPI communicator <comm> that is currently filled to position <*position>.
+ *
+ * <inbuf> may be <NULL>, in which case <incount> is
+ * assumed to be 0, and a `null array' is packed that
+ * <esl_mpi_UnpackOpt()> knows how to decode as a <NULL>
+ * pointer.
+ *
+ * As a special case for strings, if <type> is <MPI_CHAR>,
+ * <incount> may be passed as <-1> to indicate `unknown';
+ * the routine will use <strlen(inbuf)+1> to determine the
+ * size of the string including its <NUL> terminator.
+ *
+ * Returns: <eslOK> on success, the array is packed into <pack_buf>,
+ * and the <*position> counter is updated to point to the next byte
+ * in <pack_buf> after the packed array.
+ *
+ * Throws: <eslESYS> if an MPI call fails.
+ */
+int
+esl_mpi_PackOpt(void *inbuf, int incount, MPI_Datatype type, void *pack_buf, int pack_buf_size, int *position, MPI_Comm comm)
+{
+ if (inbuf == NULL) {
+ incount = 0;
+ if (MPI_Pack(&incount, 1, MPI_INT, pack_buf, pack_buf_size, position, comm) != 0) ESL_EXCEPTION(eslESYS, "MPI pack failed");
+ } else {
+ if (incount == -1 && type == MPI_CHAR) incount = strlen(inbuf) + 1;
+ if (MPI_Pack(&incount, 1, MPI_INT, pack_buf, pack_buf_size, position, comm) != 0) ESL_EXCEPTION(eslESYS, "MPI pack failed");
+ if (MPI_Pack(inbuf, incount, type, pack_buf, pack_buf_size, position, comm) != 0) ESL_EXCEPTION(eslESYS, "MPI pack failed");
+ }
+ return eslOK;
+}
+
+/* Function: esl_mpi_PackOptSize()
+ * Synopsis: Determine the size of a packed optional, variable-sized array.
+ * Incept: SRE, Sat Jun 2 10:09:16 2007 [Janelia]
+ *
+ * Purpose: Determine an upper bound on the size (in bytes) required
+ * to pack an array <inbuf> of <incount> elements of type
+ * <type> destined for MPI communicator <comm> using
+ * <esl_mpi_PackOpt()>, and return it in <*ret_n>.
+ *
+ * If <inbuf> is non-<NULL>, the packed message consists
+ * of 1 integer (the length, <incount>) followed by the array.
+ * If <inbuf> is <NULL>, the packed message consists of one
+ * integer (0).
+ *
+ * As a special case for strings, if <type> is <MPI_CHAR>,
+ * <incount> may be passed as <-1> to indicate `unknown';
+ * in this case, the routine uses <strlen(inbuf)+1> to determine the
+ * size of the string including its <NUL> terminator.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the upper limit size in
+ * bytes.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is 0.
+ */
+int
+esl_mpi_PackOptSize(void *inbuf, int incount, MPI_Datatype type, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+
+ *ret_n = 0;
+ if (inbuf == NULL) {
+ status = MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz); *ret_n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi pack size failed");
+ } else {
+ if (incount == -1 && type == MPI_CHAR) incount = strlen(inbuf) + 1;
+ status = MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz); *ret_n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi pack size failed");
+ status = MPI_Pack_size(incount, type, MPI_COMM_WORLD, &sz); *ret_n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi pack size failed");
+ }
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+
+
+/* Function: esl_mpi_UnpackOpt()
+ * Synopsis: Unpack an optional, variable-sized array (or string).
+ * Incept: SRE, Sat Jun 2 08:39:39 2007 [Janelia]
+ *
+ * Purpose: Unpack a packed MPI message in buffer <pack_buf>, of total size
+ * <pack_buf_size>, at current position <*pos> in <pack_buf>,
+ * for MPI communicator <comm>, where the next packed element is an optional
+ * array of type <type>, consisting of a <(n,data)> pair, with <n=0>
+ * indicating no data.
+ *
+ * If array data is present (<n>0>), allocate <*outbuf>,
+ * put the array in it, and optionally return <n> in
+ * <*opt_n>. The caller is responsible for free'ing this
+ * <*outbuf>.
+ *
+ * If data are not present (<n=0>), no allocation is done,
+ * <*outbuf> is set to <NULL>, and the optional <*opt_n> is
+ * 0.
+ *
+ * <*pos> is updated to point at the next element in <pack_buf>
+ * that needs to be unpacked.
+ *
+ * This routine is designed for an optional-array idiom in
+ * which <array==NULL> means the array isn't available, and
+ * otherwise the array contains valid data. For instance,
+ * this is used for optional annotation on multiple
+ * alignments.
+ *
+ * Returns: <eslOK> on success; <*pos> is updated; <*outbuf> is either a newly allocated
+ * array (that caller is responsible for freeing) and optional <*opt_n>
+ * is its length, or <*outbuf> is <NULL> and optional <*opt_n> is 0.
+ *
+ * Throws: <eslESYS> on an MPI call failure; <eslEINVAL> if something's wrong
+ * with the arguments; <eslEMEM> on allocation failure.
+ * In either case, <*outbuf> is <NULL> and optional <*opt_n> is 0.
+ */
+int
+esl_mpi_UnpackOpt(void *pack_buf, int pack_buf_size, int *pos, void **outbuf, int *opt_n, MPI_Datatype type, MPI_Comm comm)
+{
+ int sz;
+ int status;
+
+ if (MPI_Unpack(pack_buf, pack_buf_size, pos, &sz, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (sz == 0) {
+ *outbuf = NULL;
+ } else {
+ if (type == MPI_CHAR) ESL_ALLOC(*outbuf, sizeof(char) * sz);
+ else if (type == MPI_SHORT) ESL_ALLOC(*outbuf, sizeof(short) * sz);
+ else if (type == MPI_INT) ESL_ALLOC(*outbuf, sizeof(int) * sz);
+ else if (type == MPI_LONG) ESL_ALLOC(*outbuf, sizeof(long) * sz);
+ else if (type == MPI_UNSIGNED_CHAR) ESL_ALLOC(*outbuf, sizeof(unsigned char) * sz);
+ else if (type == MPI_UNSIGNED_SHORT) ESL_ALLOC(*outbuf, sizeof(unsigned short) * sz);
+ else if (type == MPI_UNSIGNED) ESL_ALLOC(*outbuf, sizeof(unsigned int) * sz);
+ else if (type == MPI_UNSIGNED_LONG) ESL_ALLOC(*outbuf, sizeof(unsigned long) * sz);
+ else if (type == MPI_FLOAT) ESL_ALLOC(*outbuf, sizeof(float) * sz);
+ else if (type == MPI_DOUBLE) ESL_ALLOC(*outbuf, sizeof(double) * sz);
+ else if (type == MPI_LONG_DOUBLE) ESL_ALLOC(*outbuf, sizeof(long double) * sz);
+ else if (type == MPI_BYTE) ESL_ALLOC(*outbuf, sz);
+ else if (type == MPI_PACKED) ESL_ALLOC(*outbuf, sz);
+ else ESL_XEXCEPTION(eslEINVAL, "no such MPI datatype");
+
+ if (MPI_Unpack(pack_buf, pack_buf_size, pos, *outbuf, sz, type, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ }
+ if (opt_n != NULL) *opt_n = sz;
+ return eslOK;
+
+ ERROR:
+ if (*outbuf != NULL) free(*outbuf);
+ *outbuf = NULL;
+ if (opt_n != NULL) *opt_n = 0;
+ return status;
+}
+/*--------------------- end, optional arrays -------------------*/
+
+
+
+/*****************************************************************
+ *# 2. Communicating ESL_MSA (multiple sequence alignments).
+ *****************************************************************/
+
+/* Function: esl_msa_MPISend()
+ * Synopsis: Send essential msa info as an MPI work unit.
+ * Incept: SRE, Fri Jun 1 10:28:57 2007 [Janelia]
+ *
+ * Purpose: Sends the essential elements of a multiple alignment <msa>
+ * as a work unit to MPI process <dest> (<dest> ranges from <0..nproc-1>),
+ * tagging the message with MPI tag <tag> for MPI communicator
+ * <comm>. The receiver uses <esl_msa_MPIRecv()> to receive the MSA.
+ *
+ * Work units are prefixed by a status code. If <msa> is
+ * <non-NULL>, the work unit is an <eslOK> code followed by
+ * the packed MSA. If <msa> is NULL, the work unit is an
+ * <eslEOD> code, which <esl_msa_hmm_MPIRecv()> knows how
+ * to interpret; this is typically used for an end-of-data
+ * signal to cleanly shut down worker processes.
+ *
+ * Only an essential subset of the elements in <msa> are
+ * transmitted, sufficient to do computationally intensive
+ * work on the <msa>. Most msa annotation is not
+ * transmitted, for example. Specifically, <name>, <nseq>,
+ * <alen>, <flags>, <wgt>, <ax> or <aseq>, <desc>, <acc>,
+ * <au>, <ss_cons>, <sa_cons>, and <rf> are transmitted.
+ *
+ * In order to minimize alloc/free cycles, caller passes a
+ * pointer to a working buffer <*buf> of size <*nalloc>
+ * characters. If necessary (i.e. if <msa> is too big to
+ * fit), <*buf> will be reallocated and <*nalloc> increased
+ * to the new size. As a special case, if <*buf> is <NULL>
+ * and <*nalloc> is 0, the buffer will be allocated
+ * appropriately, but the caller is still responsible for
+ * free'ing it.
+ *
+ * Args: msa - msa to send
+ * dest - MPI destination (0..nproc-1)
+ * tag - MPI tag
+ * buf - pointer to a working buffer
+ * nalloc - current allocated size of <*buf>, in characters
+ *
+ * Returns: <eslOK> on success; <*buf> may have been reallocated and
+ * <*nalloc> may have been increased.
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if a malloc/realloc
+ * fails. In either case, <*buf> and <*nalloc> remain valid and useful
+ * memory (though the contents of <*buf> are undefined).
+ *
+ * Xref: J1/72.
+ */
+int
+esl_msa_MPISend(const ESL_MSA *msa, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc)
+{
+ int status;
+ int code;
+ int sz, n, position;
+
+ /* First, figure out the size of the MSA */
+ if (MPI_Pack_size(1, MPI_INT, comm, &n) != 0) ESL_EXCEPTION(eslESYS, "mpi pack size failed");
+ if (msa != NULL) {
+ if ((status = esl_msa_MPIPackSize(msa, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+ ESL_DPRINTF2(("esl_msa_MPISend(): msa has size %d\n", n));
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+ ESL_DPRINTF2(("esl_msa_MPISend(): buffer is ready\n"));
+
+ /* Pack the status code and MSA into the buffer */
+ position = 0;
+ code = (msa == NULL) ? eslEOD : eslOK;
+ if (MPI_Pack(&code, 1, MPI_INT, *buf, n, &position, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (msa != NULL) {
+ if ((status = esl_msa_MPIPack(msa, *buf, n, &position, comm)) != eslOK) return status;
+ }
+ ESL_DPRINTF2(("esl_msa_MPISend(): msa is packed into %d bytes\n", position));
+
+ /* Send the packed profile to destination */
+ if (MPI_Send(*buf, n, MPI_PACKED, dest, tag, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed");
+ ESL_DPRINTF2(("esl_msa_MPISend(): msa is sent.\n"));
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+
+/* Function: esl_msa_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack an MSA.
+ * Incept: SRE, Wed Jun 6 11:36:22 2007 [Janelia]
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <esl_msa_MPIPack()> will need to pack an
+ * essential subset of the data in MSA <msa>
+ * in a packed MPI message in communicator <comm>;
+ * return that number of bytes in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Xref: J1/78-79.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <esl_msa_MPIPack()>.
+ */
+int
+esl_msa_MPIPackSize(const ESL_MSA *msa, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+ int i;
+
+ status = MPI_Pack_size ( 1, MPI_INT, comm, &sz); n += 3*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size ( msa->nseq, MPI_DOUBLE, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = esl_mpi_PackOptSize(msa->name, -1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+ status = esl_mpi_PackOptSize(msa->desc, -1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+ status = esl_mpi_PackOptSize(msa->acc, -1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+ status = esl_mpi_PackOptSize(msa->au, -1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+ status = esl_mpi_PackOptSize(msa->ss_cons, msa->alen+1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+ status = esl_mpi_PackOptSize(msa->sa_cons, msa->alen+1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+ status = esl_mpi_PackOptSize(msa->rf, msa->alen+1, MPI_CHAR, comm, &sz); n += sz; if (status != eslOK) goto ERROR;
+
+ /* alignment, digital or text: */
+ if (msa->ax != NULL) {
+ if ((status = MPI_Pack_size ( msa->alen+2, MPI_UNSIGNED_CHAR, comm, &sz)) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz*msa->nseq;
+ } else {
+ if ((status = MPI_Pack_size ( msa->alen+1, MPI_CHAR, comm, &sz)) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz*msa->nseq;
+ }
+
+ /* seqnames: */
+ for (i = 0; i < msa->nseq; i++) {
+ if ((status = esl_mpi_PackOptSize(msa->sqname[i], -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR;
+ n += sz;
+ }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: esl_msa_MPIPack()
+ * Synopsis: Packs an MSA into MPI buffer.
+ * Incept: SRE, Wed Jun 6 13:17:45 2007 [Janelia]
+ *
+ * Purpose: Packs essential subset of data in MSA <msa> into an MPI packed message buffer
+ * <buf> of length <n> bytes, starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <msa>, and <*position> is set to the byte
+ * immediately following the last byte of the MSA
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <msa> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ * Xref: J1/78-79.
+ */
+int
+esl_msa_MPIPack(const ESL_MSA *msa, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int i;
+
+ ESL_DPRINTF2(("esl_msa_MPIPack(): ready.\n"));
+
+ status = MPI_Pack ((int *) &(msa->nseq), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack ((int *) &(msa->alen), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack ((int *) &(msa->flags), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack (msa->wgt, msa->nseq, MPI_DOUBLE, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = esl_mpi_PackOpt(msa->name, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(msa->desc, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(msa->acc, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(msa->au, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(msa->ss_cons, msa->alen+1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(msa->sa_cons, msa->alen+1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(msa->rf, msa->alen+1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ for (i = 0; i < msa->nseq; i++) {
+ status = esl_mpi_PackOpt(msa->sqname[i], -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ if (msa->flags & eslMSA_DIGITAL) {
+ if ((status = MPI_Pack (msa->ax[i], msa->alen+2, MPI_UNSIGNED_CHAR, buf, n, position, comm)) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ } else {
+ if ((status = MPI_Pack (msa->aseq[i], msa->alen+1, MPI_CHAR, buf, n, position, comm)) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ }
+ }
+ ESL_DPRINTF2(("esl_msa_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: esl_msa_MPIUnpack()
+ * Synopsis: Unpacks an MSA from an MPI buffer.
+ * Incept: SRE, Wed Jun 6 15:49:11 2007 [Janelia]
+ *
+ * Purpose: Unpack a newly allocated MSA from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * MSAs are usually transmitted in digital mode. In digital
+ * mode, caller must provide the alphabet <abc> for this
+ * MSA. (Thus the caller already know it before the MSA
+ * arrives, by an appropriate initialization.) If MSAs are
+ * being transmitted in text mode, <abc> is ignored; caller
+ * may pass <NULL> for it.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_msa>
+ * contains a newly allocated MSA, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_msa> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ *
+ * Xref: J1/78-79
+ */
+int
+esl_msa_MPIUnpack(const ESL_ALPHABET *abc, char *buf, int n, int *pos, MPI_Comm comm, ESL_MSA **ret_msa)
+{
+ int status;
+ ESL_MSA *msa = NULL;
+ int nseq, alen, flags;
+ int i;
+
+ status = MPI_Unpack (buf, n, pos, &nseq, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &alen, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &flags, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (flags & eslMSA_DIGITAL) {
+ if ((msa = esl_msa_CreateDigital(abc, nseq, alen)) == NULL) { status = eslEMEM; goto ERROR; }
+ } else {
+ if ((msa = esl_msa_Create(nseq, alen)) == NULL) { status = eslEMEM; goto ERROR; }
+ }
+ msa->flags = flags;
+
+ status = MPI_Unpack (buf, n, pos, msa->wgt, nseq, MPI_DOUBLE, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->name), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->desc), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->acc), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->au), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->ss_cons), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->sa_cons), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->rf) , NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ for (i = 0; i < msa->nseq; i++) {
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(msa->sqname[i]), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;
+ if (msa->flags & eslMSA_DIGITAL) {
+ if ((status = MPI_Unpack (buf, n, pos, msa->ax[i], msa->alen+2, MPI_UNSIGNED_CHAR, comm)) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ } else {
+ if ((status = MPI_Unpack (buf, n, pos, msa->aseq[i], msa->alen+1, MPI_CHAR, comm)) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ }
+ }
+ *ret_msa = msa;
+ return eslOK;
+
+ ERROR:
+ if (msa != NULL) esl_msa_Destroy(msa);
+ *ret_msa = NULL;
+ return status;
+}
+
+
+
+/* Function: esl_msa_MPIRecv()
+ * Synopsis: Receive essential MSA info as a work unit from MPI sender.
+ * Incept: SRE, Fri Jun 1 11:01:04 2007 [Janelia]
+ *
+ * Purpose: Receives a work unit that consists of a single MSA from <source> (<0..nproc-1>, or
+ * <MPI_ANY_SOURCE>) tagged as <tag> from communicator <comm>.
+ *
+ * Work units are prefixed by a status code. If the unit's
+ * code is <eslOK> and no errors are encountered, this
+ * routine will return <eslOK> and a non-<NULL> <*ret_msa>.
+ * If the unit's code is <eslEOD> (a shutdown signal),
+ * this routine returns <eslEOD> and <*ret_msa> is <NULL>.
+ *
+ * MSAs are transmitted in digital mode. Caller must know and
+ * provide the alphabet <abc> for this MSA.
+ *
+ * To minimize alloc/free cycles in this routine, caller
+ * passes a pointer to a buffer <*buf> of size <*nalloc>
+ * characters. These are passed by reference, because when
+ * necessary, <*buf> will be reallocated and <*nalloc>
+ * increased to the new size. As a special case, if <*buf>
+ * is <NULL> and <*nalloc> is 0, the buffer will be
+ * allocated appropriately, but the caller is still
+ * responsible for free'ing it.
+ *
+ * If the packed MSA is an end-of-data signal, return
+ * <eslEOD>, and <*ret_msa> is <NULL>.
+ *
+ * Returns: <eslOK> on success. <*ret_msa> contains the new MSA; it
+ * is allocated here, and the caller is responsible for
+ * free'ing it. <*buf> may have been reallocated to a
+ * larger size, and <*nalloc> may have been increased.
+ *
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if an allocation fails.
+ * In either case, <*ret_msa> is NULL, and the <buf> and its size
+ * <*nalloc> remain valid.
+ * Xref: J1/72.
+ */
+int
+esl_msa_MPIRecv(int source, int tag, MPI_Comm comm, const ESL_ALPHABET *abc, char **buf, int *nalloc, ESL_MSA **ret_msa)
+{
+ int status, code;
+ ESL_MSA *msa = NULL;
+ int n;
+ int pos;
+ MPI_Status mpistatus;
+
+ /* Probe first, because we need to know if our buffer is big enough. */
+ if (MPI_Probe(source, tag, comm, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) ESL_XEXCEPTION(eslESYS, "mpi get count failed");
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+
+ /* Receive the packed work unit */
+ if (MPI_Recv(*buf, n, MPI_PACKED, source, tag, comm, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi recv failed");
+
+ /* Unpack it - where the first integer is a status code, OK or EOD */
+ pos = 0;
+ if (MPI_Unpack (*buf, n, &pos, &code, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (code == eslEOD) { status = eslEOD; goto ERROR; }
+
+ return esl_msa_MPIUnpack(abc, *buf, *nalloc, &pos, comm, ret_msa);
+
+ ERROR:
+ if (msa != NULL) esl_msa_Destroy(msa);
+ *ret_msa = NULL;
+ return status;
+}
+/*-------------------------- end, ESL_MSA -----------------------*/
+
+
+/*****************************************************************
+ *# 3. Communicating ESL_STOPWATCH (process timing)
+ *****************************************************************/
+
+/* Function: esl_stopwatch_MPIReduce()
+ * Synopsis: Collect total parallel process time into master watch.
+ * Incept: SRE, Thu Jun 14 13:27:20 2007 [Janelia]
+ *
+ * Purpose: Collect all user/sys times from stopped stopwatch <w> from
+ * all MPI processes, and sum them into the watch on the
+ * master process of rank <root>, for MPI communicator
+ * <comm>. A subsequent <esl_stopwatch_Display()> will
+ * then show total user/sys times, not just the master's
+ * usage.
+ *
+ * This routine needs to be called synchronously on all
+ * processes; it does a collective communication using
+ * <MPI_Reduce()>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslESYS> on MPI call failure.
+ */
+int
+esl_stopwatch_MPIReduce(ESL_STOPWATCH *w, int root, MPI_Comm comm)
+{
+ double user_total;
+ double sys_total;
+
+ if (MPI_Reduce(&(w->user), &user_total, 1, MPI_DOUBLE, MPI_SUM, root, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi reduce failed");
+ if (MPI_Reduce(&(w->sys), &sys_total, 1, MPI_DOUBLE, MPI_SUM, root, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi reduce failed");
+
+ w->user = user_total;
+ w->sys = sys_total;
+ return eslOK;
+}
+
+
+/*****************************************************************
+ * 4. Unit tests.
+ *****************************************************************/
+#ifdef eslMPI_TESTDRIVE
+
+/* Each MPI unit test for communications routines follows a similar
+ * pattern:
+ * - workers and master generate identical objects, possibly using
+ * the same RNG
+ * - each worker sends object to master
+ * - master receives object, compares it to known object, and fails
+ * if they aren't the same.
+ *
+ * This way, master is doing the failing and error output.
+ */
+static void
+utest_MSASendRecv(ESL_ALPHABET *abc, ESL_MSA *msa, int my_rank, int nproc)
+{
+ ESL_MSA *xmsa = NULL;
+ char *wbuf = NULL;
+ int wn = 0;
+ int i;
+
+ if (my_rank == 0)
+ {
+ for (i = 1; i < nproc; i++)
+ {
+ ESL_DPRINTF1(("Master: receiving test msa\n"));
+ esl_msa_MPIRecv(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, abc, &wbuf, &wn, &xmsa);
+ ESL_DPRINTF1(("Master: test msa received\n"));
+
+ if ((esl_msa_CompareMandatory(msa, xmsa) != eslOK) ||
+ (esl_CCompare(msa->name, xmsa->name) != eslOK) ||
+ (esl_CCompare(msa->desc, xmsa->desc) != eslOK) ||
+ (esl_CCompare(msa->acc, xmsa->acc) != eslOK) ||
+ (esl_CCompare(msa->au, xmsa->au) != eslOK) ||
+ (esl_CCompare(msa->ss_cons, xmsa->ss_cons) != eslOK) ||
+ (esl_CCompare(msa->sa_cons, xmsa->sa_cons) != eslOK) ||
+ (esl_CCompare(msa->rf, xmsa->rf) != eslOK))
+ esl_fatal("Received MSA is not identical to what was sent.");
+
+ esl_msa_Destroy(xmsa);
+ }
+ }
+ else
+ {
+ ESL_DPRINTF1(("Worker %d: sending test msa\n", my_rank));
+ esl_msa_MPISend(msa, 0, 0, MPI_COMM_WORLD, &wbuf, &wn);
+ ESL_DPRINTF1(("Worker %d: test msa sent\n", my_rank));
+ }
+
+ free(wbuf);
+ return;
+}
+
+static void
+utest_MSAPackUnpack(ESL_ALPHABET *abc, ESL_MSA *msa, int my_rank, int nproc)
+{
+ ESL_MSA *xmsa = NULL;
+ char *wbuf = NULL;
+ int wn = 0;
+ int pin, pout;
+
+ if (my_rank != 0) return; /* only execute this utest on the master. */
+
+ esl_msa_MPIPackSize(msa, MPI_COMM_WORLD, &wn);
+ wbuf = malloc(sizeof(char) * wn);
+
+ pin = 0;
+ esl_msa_MPIPack(msa, wbuf, wn, &pin, MPI_COMM_WORLD);
+
+ pout = 0;
+ esl_msa_MPIUnpack(abc, wbuf, wn, &pout, MPI_COMM_WORLD, &xmsa);
+
+ if (pin != pout) esl_fatal("unit test failed: packed and unpacked sizes differ");
+ if ((esl_msa_CompareMandatory(msa, xmsa) != eslOK) ||
+ (esl_CCompare(msa->name, xmsa->name) != eslOK) ||
+ (esl_CCompare(msa->desc, xmsa->desc) != eslOK) ||
+ (esl_CCompare(msa->acc, xmsa->acc) != eslOK) ||
+ (esl_CCompare(msa->au, xmsa->au) != eslOK) ||
+ (esl_CCompare(msa->ss_cons, xmsa->ss_cons) != eslOK) ||
+ (esl_CCompare(msa->sa_cons, xmsa->sa_cons) != eslOK) ||
+ (esl_CCompare(msa->rf, xmsa->rf) != eslOK))
+ esl_fatal("Unpacked MSA is not identical to what was packed.");
+
+ esl_msa_Destroy(xmsa);
+ free(wbuf);
+ return;
+}
+
+
+
+#endif /*eslMPI_TESTDRIVE*/
+/*----------------------- end, unit tests -----------------------*/
+
+
+/*****************************************************************
+ * 5. Test driver.
+ *****************************************************************/
+#ifdef eslMPI_TESTDRIVE
+/* mpicc -o mpi_utest -g -Wall -I. -L. -DeslMPI_TESTDRIVE esl_mpi.c -leasel -lm
+ * In an MPI environment:
+ * mpirun C ./mpi_utest
+ */
+#include "esl_getopts.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-m", eslARG_INFILE, FALSE, NULL, NULL, NULL, NULL, NULL, "read test MSA from file <f>", 0 },
+ { "-x", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "test digital mode MSA communication", 0 },
+ { "--stall", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "arrest after start: for debugging MPI under gdb", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for the Easel mpi module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_ALPHABET *abc = NULL;
+ ESL_MSA *msa = NULL;
+ int do_stall = FALSE;
+ int my_rank;
+ int nproc;
+
+ /* For debugging: stall until GDB can be attached */
+ if (esl_opt_GetBoolean(go, "--stall")) do_stall = TRUE;
+ while (do_stall);
+
+ /* Get a test MSA and alphabet. */
+ if (esl_opt_GetString(go, "-m") != NULL)
+ {
+ ESL_MSAFILE *afp = NULL;
+ int atype;
+
+ if (esl_msafile_Open(esl_opt_GetString(go, "-m"), eslMSAFILE_UNKNOWN, NULL, &afp) != eslOK) esl_fatal("msa file open failed");
+ if (esl_msafile_GuessAlphabet(afp, &atype) != eslOK) esl_fatal("couldn't guess alphabet");
+ abc = esl_alphabet_Create(atype);
+ if (esl_opt_GetBoolean(go, "-x")) esl_msafile_SetDigital(afp, abc);
+ if (esl_msa_Read(afp, &msa) != eslOK) esl_fatal("msa read failed");
+ esl_msafile_Close(afp);
+ }
+ else
+ {
+ abc = esl_alphabet_Create(eslAMINO);
+ msa = esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nNIFE_CLOPA GYVGS\nNIFD_AZOVI GFDGF\nNIFD_BRAJA GYDGF\nNIFK_ANASP GYQGG\n//\n", eslMSAFILE_STOCKHOLM);
+ }
+
+
+ MPI_Init(&argc, &argv);
+ MPI_Comm_rank(MPI_COMM_WORLD, &my_rank);
+ MPI_Comm_size(MPI_COMM_WORLD, &nproc);
+
+ utest_MSAPackUnpack(abc, msa, my_rank, nproc);
+ utest_MSASendRecv (abc, msa, my_rank, nproc);
+
+ MPI_Finalize();
+
+ esl_alphabet_Destroy(abc);
+ esl_msa_Destroy(msa);
+ return eslOK;
+}
+
+#endif /*eslMPI_TESTDRIVE*/
+/*---------------------- end, test driver -----------------------*/
+
+
+
+
+/*****************************************************************
+ * 6. Example.
+ *****************************************************************/
+
+
+
+
+
+/*------------------------ end, example -------------------------*/
+
+
+
+
+
+#else /*!(HAVE_MPI && eslLIBRARY)*/
+/* If we don't have MPI compiled in, provide a null testdriver to keep
+ * automated tests happy.
+ */
+#ifdef eslMPI_TESTDRIVE
+int main(void) { return 0; }
+#endif
+
+#endif /*HAVE_MPI && eslLIBRARY*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_mpi.h b/easel/esl_mpi.h
new file mode 100644
index 0000000..385acd6
--- /dev/null
+++ b/easel/esl_mpi.h
@@ -0,0 +1,41 @@
+/* Support for MPI parallelization.
+ *
+ * SRE, Sat Jun 2 09:07:25 2007 [Janelia]
+ * SVN $Id: esl_mpi.h 271 2008-06-20 13:12:58Z eddys $
+ */
+
+#if defined(HAVE_MPI) && defined(eslLIBRARY)
+#ifndef eslMPI_INCLUDED
+#define eslMPI_INCLUDED
+#include "mpi.h"
+
+#include "esl_alphabet.h"
+#include "esl_msa.h"
+#include "esl_stopwatch.h"
+
+/* 1. Communicating optional arrays */
+extern int esl_mpi_PackOpt(void *inbuf, int incount, MPI_Datatype type, void *pack_buf,
+ int pack_buf_size, int *position, MPI_Comm comm);
+extern int esl_mpi_PackOptSize(void *inbuf, int incount, MPI_Datatype type, MPI_Comm comm, int *ret_n);
+extern int esl_mpi_UnpackOpt(void *pack_buf, int pack_buf_size, int *pos, void **outbuf,
+ int *opt_n, MPI_Datatype type, MPI_Comm comm);
+
+/* 2. Communicating ESL_MSA (multiple sequence alignments) */
+extern int esl_msa_MPISend(const ESL_MSA *msa, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int esl_msa_MPIPackSize(const ESL_MSA *msa, MPI_Comm comm, int *ret_n);
+extern int esl_msa_MPIPack(const ESL_MSA *msa, char *buf, int n, int *position, MPI_Comm comm);
+extern int esl_msa_MPIUnpack(const ESL_ALPHABET *abc, char *buf, int n, int *pos, MPI_Comm comm, ESL_MSA **ret_msa);
+extern int esl_msa_MPIRecv(int source, int tag, MPI_Comm comm, const ESL_ALPHABET *abc, char **buf, int *nalloc, ESL_MSA **ret_msa);
+
+/* 3. Communicating ESL_STOPWATCH (process timing) */
+extern int esl_stopwatch_MPIReduce(ESL_STOPWATCH *w, int root, MPI_Comm comm);
+
+
+#endif /*eslMPI_INCLUDED*/
+#endif /*HAVE_MPI && eslLIBRARY*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_mpi.tex b/easel/esl_mpi.tex
new file mode 100644
index 0000000..8378229
--- /dev/null
+++ b/easel/esl_mpi.tex
@@ -0,0 +1,24 @@
+The \eslmod{mpi} module contains a small number of utilities useful
+for using an MPI (Message Passing Interface) library for
+parallelization. Table~\ref{tbl:mpi_api} lists the routines in the
+\eslmod{mpi} API.
+
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_mpi_PackOpt()}{\ccode{esl\_mpi\_PackOpt()}} & Pack an optional, variable-sized array (or string).\\
+\hyperlink{func:esl_mpi_PackOptSize()}{\ccode{esl\_mpi\_PackOptSize()}}& Determine the size of a packed optional, variable-sized array.\\
+\hyperlink{func:esl_mpi_UnpackOpt()}{\ccode{esl\_mpi\_UnpackOpt()}} & Unpack an optional, variable-sized array (or string).\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{mpi} API.}
+\label{tbl:mpi_api}
+\end{table}
+
+
+
+
diff --git a/easel/esl_msa.c b/easel/esl_msa.c
new file mode 100644
index 0000000..712f09f
--- /dev/null
+++ b/easel/esl_msa.c
@@ -0,0 +1,4652 @@
+/*::cexcerpt::header_example::begin::*/
+/* Multiple sequence alignment file i/o.
+ *
+ * Contents:
+ * 1. The <ESL_MSA> object
+ * 2. The <ESL_MSAFILE> object
+ * 3. Digital mode MSA's (augmentation: alphabet)
+ * 4. Random MSA database access (augmentation: ssi)
+ * 5. General i/o API, for all alignment formats
+ * 6. Miscellaneous functions for manipulating MSAs
+ * 7. Debugging/development routines
+ * 8. Benchmark driver
+ * 9. Unit tests
+ * 10. Test driver
+ * 11. Examples
+ * 12. Copyright and license information
+ *
+ * Augmentations:
+ * alphabet: adds support for digital MSAs
+ * keyhash: speeds up Stockholm file input
+ * ssi: enables indexed random access in a file of many MSAs
+ *
+ * SRE, Thu Jan 20 08:50:43 2005 [St. Louis]
+ * SVN $Id: esl_msa.c 404 2009-10-12 13:54:50Z nawrockie $
+ */
+/*::cexcerpt::header_example::end::*/
+
+/*::cexcerpt::include_example::begin::*/
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_KEYHASH
+#include "esl_keyhash.h"
+#endif
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#ifdef eslAUGMENT_SSI
+#include "esl_ssi.h"
+#endif
+#include "esl_msa.h"
+#include "esl_wuss.h"
+/*::cexcerpt::include_example::end::*/
+
+
+
+/******************************************************************************
+ *# 1. The <ESL_MSA> object
+ *****************************************************************************/
+
+/* create_mostly()
+ * SRE, Sun Aug 27 16:40:00 2006 [Leesburg]
+ *
+ * This is the routine called by esl_msa_Create() and esl_msa_CreateDigital()
+ * that does all allocation except the aseq/ax alignment data.
+ *
+ * <nseq> may be the exact known # of seqs in an alignment; or <nseq>
+ * may be an allocation block size (to be expanded by doubling, in
+ * esl_msa_Expand(), as in:
+ * <if (msa->nseq == msa->sqalloc) esl_msa_Expand(msa);>
+ *
+ * <alen> may be the exact length of an alignment, in columns; or it
+ * may be -1, which states that your parser will take responsibility
+ * for expanding as needed as new input is read into a growing new
+ * alignment.
+ *
+ * A created <msa> can only be <_Expand()>'ed if <alen> is -1.
+ *
+ * Args: <nseq> - number of sequences, or nseq allocation blocksize
+ * <alen> - length of alignment in columns, or -1
+ *
+ * Returns: pointer to new MSA object, w/ all values initialized.
+ * Note that msa->nseq is initialized to 0 here, even though space
+ * is allocated.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+static ESL_MSA *
+create_mostly(int nseq, int64_t alen)
+{
+ int status;
+ ESL_MSA *msa = NULL;
+ int i;
+
+ ESL_ALLOC(msa, sizeof(ESL_MSA));
+ msa->aseq = NULL;
+ msa->sqname = NULL;
+ msa->wgt = NULL;
+ msa->alen = alen; /* if -1, then we're growable. */
+ msa->nseq = 0; /* our caller (text or digital allocation) sets this. */
+ msa->flags = 0;
+
+#ifdef eslAUGMENT_ALPHABET
+ msa->abc = NULL;
+ msa->ax = NULL;
+#endif /*eslAUGMENT_ALPHABET*/
+
+ msa->name = NULL;
+ msa->desc = NULL;
+ msa->acc = NULL;
+ msa->au = NULL;
+ msa->ss_cons = NULL;
+ msa->sa_cons = NULL;
+ msa->rf = NULL;
+ msa->sqacc = NULL;
+ msa->sqdesc = NULL;
+ msa->ss = NULL;
+ msa->sa = NULL;
+ for (i = 0; i < eslMSA_NCUTS; i++) {
+ msa->cutoff[i] = 0.;
+ msa->cutset[i] = FALSE;
+ }
+ msa->sqalloc = nseq;
+ msa->sqlen = NULL;
+ msa->sslen = NULL;
+ msa->salen = NULL;
+ msa->lastidx = 0;
+
+ /* Unparsed markup, including comments and Stockholm tags.
+ * GS, GC, and GR Stockholm tags require keyhash augmentation
+ */
+ msa->comment = NULL;
+ msa->ncomment = 0;
+ msa->alloc_ncomment = 0;
+
+ msa->gf_tag = NULL;
+ msa->gf = NULL;
+ msa->ngf = 0;
+ msa->alloc_ngf = 0;
+
+ msa->gs_tag = NULL;
+ msa->gs = NULL;
+ msa->ngs = 0;
+
+ msa->gc_tag = NULL;
+ msa->gc = NULL;
+ msa->ngc = 0;
+
+ msa->gr_tag = NULL;
+ msa->gr = NULL;
+ msa->ngr = 0;
+
+#ifdef eslAUGMENT_KEYHASH
+ msa->index = esl_keyhash_Create();
+ msa->gs_idx = NULL;
+ msa->gc_idx = NULL;
+ msa->gr_idx = NULL;
+#endif /*eslAUGMENT_KEYHASH*/
+
+#ifdef eslAUGMENT_SSI
+ msa->offset = 0;
+#endif
+
+ /* Allocation, round 2.
+ */
+ ESL_ALLOC(msa->sqname, sizeof(char *) * nseq);
+ ESL_ALLOC(msa->wgt, sizeof(double) * nseq);
+ ESL_ALLOC(msa->sqlen, sizeof(int64_t)* nseq);
+
+ /* Initialize at the second level.
+ */
+ for (i = 0; i < nseq; i++)
+ {
+ msa->sqname[i] = NULL;
+ msa->sqlen[i] = 0;
+ msa->wgt[i] = -1.0; /* "unset so far" */
+ }
+
+ return msa;
+
+ ERROR:
+ esl_msa_Destroy(msa);
+ return NULL;
+}
+
+/* get_seqidx()
+ *
+ * Find the index of a given sequence <name> in an <msa>.
+ * If caller has a good guess (for instance, the sequences are
+ * coming in a previously seen order in a block of seqs or annotation),
+ * the caller can pass this information in <guess>, or -1 if
+ * it has no guess.
+ *
+ * This function behaves differently depending on whether
+ * keyhash augmentation is available or not. Without keyhashing,
+ * the name is identified by bruteforce search of the names
+ * in the <msa>. With keyhashing, we hash search, which should
+ * improve performance for large alignments.
+ *
+ * If the name does not already exist in the MSA, then it
+ * is assumed to be a new sequence name that we need to store.
+ * seqidx is set to msa->nseq, the MSA is Expand()'ed if necessary
+ * to make room, the name is stored in msa->sqname[msa->nseq],
+ * (and in the hash table, if we're keyhash augmented)
+ * and msa->nseq is incremented.
+ *
+ * Returns: <eslOK> on success, and the seqidx is
+ * passed back via <ret_idx>. If <name> is new
+ * in the <msa>, the <name> is stored and the <msa>
+ * may be internally reallocated if needed.
+ *
+ * Throws: <eslEMEM> if we try to add a name and allocation fails.
+ * <eslEINVAL> if we try to add a name to a non-growable MSA.
+ */
+static int
+get_seqidx(ESL_MSA *msa, char *name, int guess, int *ret_idx)
+{
+ int seqidx;
+ int status;
+
+ *ret_idx = -1;
+
+ /* can we guess? */
+ if (guess >= 0 &&
+ guess < msa->nseq &&
+ strcmp(name, msa->sqname[guess]) == 0)
+ { *ret_idx = guess; return eslOK; }
+
+ /* Else look it up - either brute force
+ * or, if we're keyhash-augmented, by hashing.
+ */
+#ifdef eslAUGMENT_KEYHASH
+ status = esl_key_Store(msa->index, name, &seqidx);
+ if (status == eslEDUP) { *ret_idx = seqidx; return eslOK; }
+ if (status != eslOK) return status; /* an error. */
+#else
+ for (seqidx = 0; seqidx < msa->nseq; seqidx++)
+ if (strcmp(msa->sqname[seqidx], name) == 0) break;
+ if (seqidx < msa->nseq)
+ { *ret_idx = seqidx; return eslOK; }
+#endif
+
+ /* If we reach here, then this is a new name that we're
+ * adding.
+ */
+ if (seqidx >= msa->sqalloc &&
+ (status = esl_msa_Expand(msa)) != eslOK)
+ return status;
+
+ status = esl_strdup(name, -1, &(msa->sqname[seqidx]));
+ msa->nseq++;
+ if (ret_idx != NULL) *ret_idx = seqidx;
+ return status;
+}
+
+/* set_seq_accession()
+ *
+ * Sets the sequence accession field for sequence
+ * number <seqidx> in an alignment <msa>, by
+ * duplicating the string <acc>.
+ *
+ * Returns: <eslOK> on success.
+ * Throws: <eslEMEM> on allocation failure.
+ */
+static int
+set_seq_accession(ESL_MSA *msa, int seqidx, const char *acc)
+{
+ int status;
+ int i;
+
+ /* If this is the first acccession, we have to
+ * initialize the whole optional array.
+ */
+ if (msa->sqacc == NULL)
+ {
+ ESL_ALLOC(msa->sqacc, sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->sqacc[i] = NULL;
+ }
+ /* If we already had an accession, that's weird, but free it.
+ */
+ if (msa->sqacc[seqidx] != NULL) free(msa->sqacc[seqidx]);
+ return (esl_strdup(acc, -1, &(msa->sqacc[seqidx])));
+
+ ERROR:
+ return status;
+}
+
+/* set_seq_description()
+ *
+ * Set the sequence description field for sequence number
+ * <seqidx> in an alignment <msa> by copying the string <desc>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+static int
+set_seq_description(ESL_MSA *msa, int seqidx, const char *desc)
+{
+ int status;
+ int i;
+
+ if (msa->sqdesc == NULL)
+ {
+ ESL_ALLOC(msa->sqdesc, sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->sqdesc[i] = NULL;
+ }
+ if (msa->sqdesc[seqidx] != NULL) free(msa->sqdesc[seqidx]);
+ return (esl_strdup(desc, -1, &(msa->sqdesc[seqidx])));
+
+ ERROR:
+ return status;
+}
+
+
+/* set_seq_ss()
+ *
+ * Set the secondary structure annotation for sequence number
+ * <seqidx> in an alignment <msa> by copying the string <ss>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+static int
+set_seq_ss(ESL_MSA *msa, int seqidx, const char *ss)
+{
+ int status;
+ int i;
+
+ if (msa->ss == NULL)
+ {
+ ESL_ALLOC(msa->ss, sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->ss[i] = NULL;
+ }
+ if (msa->ss[seqidx] != NULL) free(msa->ss[seqidx]);
+ return (esl_strdup(ss, -1, &(msa->ss[seqidx])));
+
+ ERROR:
+ return status;
+}
+
+/* set_seq_sa()
+ *
+ * Set the sruface accessibility annotation for sequence number
+ * <seqidx> in an alignment <msa> by copying the string <sa>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+static int
+set_seq_sa(ESL_MSA *msa, int seqidx, const char *sa)
+{
+ int status;
+ int i;
+
+ if (msa->sa == NULL)
+ {
+ ESL_ALLOC(msa->sa, sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->sa[i] = NULL;
+ }
+ if (msa->sa[seqidx] != NULL) free(msa->sa[seqidx]);
+ return (esl_strdup(sa, -1, &(msa->sa[seqidx])));
+
+ ERROR:
+ return status;
+}
+
+
+/* verify_parse()
+ *
+ * Last function called after a multiple alignment parser thinks it's
+ * done. Checks that parse was successful; makes sure required
+ * information is present; makes sure required information is
+ * consistent. Some fields that are only use during parsing may be
+ * freed (sqlen, for example), and some fields are finalized now
+ * (<msa->alen> is set, for example).
+ *
+ * <errbuf> is a place to sprintf an informative message about the
+ * reason for a parse error. The caller provides an <errbuf>
+ * of at least 512 bytes.
+ *
+ * Returns: <eslOK>, and errbuf is set to an empty string.
+ *
+ * Throws: <eslEFORMAT> if a problem is detected, and an
+ * informative message about the failure is in errbuf.
+ */
+static int
+verify_parse(ESL_MSA *msa, char *errbuf)
+{
+ int idx;
+
+ if (msa->nseq == 0)
+ {
+ sprintf(errbuf,
+ "MSA parse error: no sequences were found for alignment %.128s",
+ msa->name != NULL ? msa->name : "");
+ return eslEFORMAT;
+ }
+
+ /* set alen, until proven otherwise; we'll check that the other seqs
+ * have the same length later.
+ */
+ msa->alen = msa->sqlen[0];
+
+ /* We can rely on msa->sqname[] being valid for any index,
+ * because of the way the line parsers always store any name
+ * they add to the index.
+ */
+ for (idx = 0; idx < msa->nseq; idx++)
+ {
+#ifdef eslAUGMENT_ALPHABET
+ if ((msa->flags & eslMSA_DIGITAL) && (msa->ax == NULL || msa->ax[idx] == NULL))
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: no sequence for %s",
+ msa->name != NULL ? msa->name : "", msa->sqname[idx]);
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL) && (msa->aseq == NULL || msa->aseq[idx] == NULL))
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: no sequence for %s",
+ msa->name != NULL ? msa->name : "", msa->sqname[idx]);
+
+ /* either all weights must be set, or none of them */
+ if ((msa->flags & eslMSA_HASWGTS) && msa->wgt[idx] == -1.0)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: expected a weight for seq %s",
+ msa->name != NULL ? msa->name : "", msa->sqname[idx]);
+
+ /* all aseq must be same length. */
+ if (msa->sqlen[idx] != msa->alen)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: sequence %s: length %" PRId64 ", expected %" PRId64,
+ msa->name != NULL ? msa->name : "", msa->sqname[idx], msa->sqlen[idx], msa->alen);
+
+ /* if individual SS is present, it must have length right too */
+ if (msa->ss != NULL && msa->ss[idx] != NULL && msa->sslen[idx] != msa->alen)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: GR SS for %s: length %" PRId64 ", expected %" PRId64,
+ msa->name != NULL ? msa->name : "", msa->sqname[idx], msa->sslen[idx], msa->alen);
+
+ /* if SA is present, must have length right */
+ if (msa->sa != NULL && msa->sa[idx] != NULL && msa->salen[idx] != msa->alen)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: GR SA for %s: length %" PRId64 ", expected %" PRId64,
+ msa->name != NULL ? msa->name : "", msa->sqname[idx], msa->salen[idx], msa->alen);
+ }
+
+ /* if cons SS is present, must have length right */
+ if (msa->ss_cons != NULL && strlen(msa->ss_cons) != msa->alen)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: GC SS_cons markup: len %zd, expected %" PRId64,
+ msa->name != NULL ? msa->name : "", strlen(msa->ss_cons), msa->alen);
+
+ /* if cons SA is present, must have length right */
+ if (msa->sa_cons != NULL && strlen(msa->sa_cons) != msa->alen)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: GC SA_cons markup: len %zd, expected %" PRId64,
+ msa->name != NULL ? msa->name : "", strlen(msa->sa_cons), msa->alen);
+
+ /* if RF is present, must have length right */
+ if (msa->rf != NULL && strlen(msa->rf) != msa->alen)
+ ESL_FAIL(eslEFORMAT, errbuf, "MSA %s parse error: GC RF markup: len %zd, expected %" PRId64,
+ msa->name != NULL ? msa->name : "", strlen(msa->rf), msa->alen);
+
+ /* If no weights were set, set 'em all to 1.0 */
+ if (!(msa->flags & eslMSA_HASWGTS))
+ for (idx = 0; idx < msa->nseq; idx++)
+ msa->wgt[idx] = 1.0;
+
+ /* Clean up a little from the parser */
+ if (msa->sqlen != NULL) { free(msa->sqlen); msa->sqlen = NULL; }
+ if (msa->sslen != NULL) { free(msa->sslen); msa->sslen = NULL; }
+ if (msa->salen != NULL) { free(msa->salen); msa->salen = NULL; }
+ return eslOK;
+}
+
+
+/* Function: esl_msa_Create()
+ * Synopsis: Creates an <ESL_MSA> object.
+ * Incept: SRE, Sun Jan 23 08:25:26 2005 [St. Louis]
+ *
+ * Purpose: Creates and initializes an <ESL_MSA> object, and returns a
+ * pointer to it.
+ *
+ * If caller already knows the dimensions of the alignment,
+ * both <nseq> and <alen>, then <msa = esl_msa_Create(nseq,
+ * alen)> allocates the whole thing at once. The MSA's
+ * <nseq> and <alen> fields are set accordingly, and the
+ * caller doesn't have to worry about setting them; it can
+ * just fill in <aseq>.
+ *
+ * If caller doesn't know the dimensions of the alignment
+ * (for example, when parsing an alignment file), then
+ * <nseq> is taken to be an initial allocation size, and
+ * <alen> must be -1. <alen=-1> is used as a flag for a
+ * "growable" MSA. For example, the call <msa =
+ * esl_msa_Create(16, -1)>. allocates internally for an
+ * initial block of 16 sequences, but without allocating
+ * any space for individual sequences. This allocation can
+ * be expanded (by doubling) by calling <esl_msa_Expand()>.
+ * A created <msa> can only be <_Expand()>'ed if <alen> is
+ * -1.
+ *
+ * In a growable alignment, caller becomes responsible for
+ * memory allocation of each individual <aseq[i]>. Caller
+ * is also responsible for setting <nseq> and <alen> when
+ * it is done parsing and creating the new MSA. In
+ * particular, the <esl_msa_Destroy()> function relies on
+ * <nseq> to know how many individual sequences are
+ * allocated.
+ *
+ * Args: <nseq> - number of sequences, or nseq allocation blocksize
+ * <alen> - length of alignment in columns, or -1
+ *
+ * Returns: pointer to new MSA object, w/ all values initialized.
+ *
+ * Throws: <NULL> on allocation failure.
+ *
+ * Xref: squid's MSAAlloc()
+ */
+ESL_MSA *
+esl_msa_Create(int nseq, int64_t alen)
+{
+ int status;
+ ESL_MSA *msa;
+ int i;
+
+ msa = create_mostly(nseq, alen); /* aseq is null upon successful return */
+ if (msa == NULL) return NULL; /* already threw error in mostly_create, so percolate */
+
+ ESL_ALLOC(msa->aseq, sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->aseq[i] = NULL;
+
+ if (alen != -1) {
+ for (i = 0; i < nseq; i++)
+ {
+ ESL_ALLOC(msa->aseq[i], sizeof(char) * (alen+1));
+ msa->aseq[i][alen] = '\0'; /* caller might forget to null terminate; help the poor */
+ }
+ msa->nseq = nseq;
+ }
+ return msa;
+
+ ERROR:
+ esl_msa_Destroy(msa);
+ return NULL;
+}
+
+
+/* Function: esl_msa_Expand()
+ * Synopsis: Reallocate for more sequences.
+ * Incept: SRE, Sun Jan 23 08:26:30 2005 [St. Louis]
+ *
+ * Purpose: Double the current sequence allocation in <msa>.
+ * Typically used when we're reading an alignment sequentially
+ * from a file, so we don't know nseq 'til we're done.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on reallocation failure; <msa> is undamaged,
+ * and the caller may attempt to recover from the error.
+ *
+ * Throws <eslEINVAL> if <msa> is not growable: its <alen>
+ * field must be -1 to be growable.
+ *
+ * Xref: squid's MSAExpand(), 1999.
+ */
+int
+esl_msa_Expand(ESL_MSA *msa)
+{
+ int status;
+ int old, new; /* old & new allocation sizes (max # seqs) */
+ void *p; /* tmp ptr to realloc'ed memory */
+ int i,j;
+
+ if (msa->alen != -1)
+ ESL_EXCEPTION(eslEINVAL, "that MSA is not growable");
+
+ old = msa->sqalloc;
+ new = 2*old;
+
+ /* Normally either aseq (ascii) or ax (digitized) would be active, not both.
+ * We could make sure that that's true, but that's checked elsewhere.
+ */
+ if (msa->aseq != NULL) ESL_RALLOC(msa->aseq, p, sizeof(char *) * new);
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->ax != NULL) ESL_RALLOC(msa->ax, p, sizeof(ESL_DSQ *) * new);
+#endif /*eslAUGMENT_ALPHABET*/
+
+ ESL_RALLOC(msa->sqname, p, sizeof(char *) * new);
+ ESL_RALLOC(msa->wgt, p, sizeof(double) * new);
+ ESL_RALLOC(msa->sqlen, p, sizeof(int64_t)* new);
+
+ if (msa->ss != NULL)
+ {
+ ESL_RALLOC(msa->ss, p, sizeof(char *) * new);
+ ESL_RALLOC(msa->sslen, p, sizeof(int64_t) * new);
+ }
+
+ if (msa->sa != NULL)
+ {
+ ESL_RALLOC(msa->sa, p, sizeof(char *) * new);
+ ESL_RALLOC(msa->salen, p, sizeof(int64_t) * new);
+ }
+
+ if (msa->sqacc != NULL)
+ ESL_RALLOC(msa->sqacc, p, sizeof(char *) * new);
+
+ if (msa->sqdesc != NULL)
+ ESL_RALLOC(msa->sqdesc, p, sizeof(char *) * new);
+
+ for (i = old; i < new; i++)
+ {
+ if (msa->aseq != NULL) msa->aseq[i] = NULL;
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->ax != NULL) msa->ax[i] = NULL;
+#endif /*eslAUGMENT_ALPHABET*/
+ msa->sqname[i] = NULL;
+ msa->wgt[i] = -1.0; /* -1.0 means "unset so far" */
+ msa->sqlen[i] = 0;
+
+ if (msa->ss != NULL)
+ {
+ msa->ss[i] = NULL;
+ msa->sslen[i] = 0;
+ }
+ if (msa->sa != NULL)
+ {
+ msa->sa[i] = NULL;
+ msa->salen[i] = 0;
+ }
+ if (msa->sqacc != NULL) msa->sqacc[i] = NULL;
+ if (msa->sqdesc != NULL) msa->sqdesc[i] = NULL;
+ }
+
+ /* Reallocate and re-init for unparsed #=GS tags, if we have some.
+ * gs is [0..ngs-1][0..nseq-1][], so we're reallocing the middle
+ * set of pointers.
+ */
+ if (msa->gs != NULL)
+ for (i = 0; i < msa->ngs; i++)
+ {
+ if (msa->gs[i] != NULL)
+ {
+ ESL_RALLOC(msa->gs[i], p, sizeof(char *) * new);
+ for (j = old; j < new; j++)
+ msa->gs[i][j] = NULL;
+ }
+ }
+ /* Reallocate and re-init for unparsed #=GR tags, if we have some.
+ * gr is [0..ngs-1][0..nseq-1][], so we're reallocing the middle
+ * set of pointers.
+ */
+ if (msa->gr != NULL)
+ for (i = 0; i < msa->ngr; i++)
+ {
+ if (msa->gr[i] != NULL)
+ {
+ ESL_RALLOC(msa->gr[i], p, sizeof(char *) * new);
+ for (j = old; j < new; j++)
+ msa->gr[i][j] = NULL;
+ }
+ }
+
+ msa->sqalloc = new;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_msa_Copy()
+ * Synopsis: Copies an MSA.
+ * Incept: SRE, Tue Jan 22 15:30:32 2008 [Janelia]
+ *
+ * Purpose: Makes a copy of <msa> in <new>. Caller has
+ * already allocated <new> to hold an MSA of
+ * at least <msa->nseq> sequences and <msa->alen>
+ * columns.
+ *
+ * Note: Because MSA's are not reusable, this function does a
+ * lot of internal allocation for optional fields, without
+ * checking <new> to see if space was already allocated. To
+ * reuse an MSA <new> and copy new data into it, we'll
+ * eventually need a <esl_msa_Reuse()> function, and/or
+ * recode this to reuse or free any already-allocated
+ * optional memory it encounters in <new>. Until then,
+ * it's unlikely that <esl_msa_Copy()> is useful on its own;
+ * the caller would be expected to call <esl_msa_Clone()>
+ * instead.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure. In this case, <new>
+ * was only partially constructed, and should be treated
+ * as corrupt.
+ */
+int
+esl_msa_Copy(const ESL_MSA *msa, ESL_MSA *new)
+{
+ int i, x, j;
+ int status;
+
+ /* aseq[0..nseq-1][0..alen-1] strings,
+ * or ax[0..nseq-1][(0) 1..alen (alen+1)] digital seqs
+ * <new> must have one of them allocated already.
+ */
+ if (! (msa->flags & eslMSA_DIGITAL))
+ for (i = 0; i < msa->nseq; i++)
+ strcpy(new->aseq[i], msa->aseq[i]);
+#ifdef eslAUGMENT_ALPHABET
+ else
+ {
+ for (i = 0; i < msa->nseq; i++)
+ memcpy(new->ax[i], msa->ax[i], (msa->alen+2) * sizeof(ESL_DSQ));
+ new->abc = msa->abc;
+ }
+#endif
+
+ for (i = 0; i < msa->nseq; i++) {
+ esl_strdup(msa->sqname[i], -1, &(new->sqname[i]));
+ new->wgt[i] = msa->wgt[i];
+ }
+ /* alen, nseq were already set by Create() */
+ new->flags = msa->flags;
+
+ esl_strdup(msa->name, -1, &(new->name));
+ esl_strdup(msa->desc, -1, &(new->desc));
+ esl_strdup(msa->acc, -1, &(new->acc));
+ esl_strdup(msa->au, -1, &(new->au));
+ esl_strdup(msa->ss_cons, -1, &(new->ss_cons));
+ esl_strdup(msa->sa_cons, -1, &(new->sa_cons));
+ esl_strdup(msa->rf, -1, &(new->rf));
+
+ if (msa->sqacc != NULL) {
+ ESL_ALLOC(new->sqacc, sizeof(char **) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++)
+ esl_strdup(msa->sqacc[i], -1, &(new->sqacc[i]));
+ }
+ if (msa->sqdesc != NULL) {
+ ESL_ALLOC(new->sqdesc, sizeof(char **) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++)
+ esl_strdup(msa->sqdesc[i], -1, &(new->sqdesc[i]));
+ }
+ if (msa->ss != NULL) {
+ ESL_ALLOC(new->ss, sizeof(char **) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++)
+ esl_strdup(msa->ss[i], -1, &(new->ss[i]));
+ }
+ if (msa->sa != NULL) {
+ ESL_ALLOC(new->sa, sizeof(char **) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++)
+ esl_strdup(msa->sa[i], -1, &(new->sa[i]));
+ }
+
+ for (x = 0; x < eslMSA_NCUTS; x++) {
+ new->cutoff[x] = msa->cutoff[x];
+ new->cutset[x] = msa->cutset[x];
+ }
+
+ if (msa->ncomment > 0) {
+ ESL_ALLOC(new->comment, sizeof(char **) * msa->ncomment);
+ new->ncomment = msa->ncomment;
+ new->alloc_ncomment = msa->ncomment;
+ for (i = 0; i < msa->ncomment; i++)
+ esl_strdup(msa->comment[i], -1, &(new->comment[i]));
+ }
+
+ if (msa->ngf > 0) {
+ ESL_ALLOC(new->gf_tag, sizeof(char **) * msa->ngf);
+ ESL_ALLOC(new->gf, sizeof(char **) * msa->ngf);
+ new->ngf = msa->ngf;
+ new->alloc_ngf = msa->ngf;
+ for (i = 0; i < msa->ngf; i++) {
+ esl_strdup(msa->gf_tag[i], -1, &(new->gf_tag[i]));
+ esl_strdup(msa->gf[i], -1, &(new->gf[i]));
+ }
+ }
+
+ if (msa->ngs > 0) {
+ ESL_ALLOC(new->gs_tag, sizeof(char **) * msa->ngs);
+ ESL_ALLOC(new->gs, sizeof(char ***) * msa->ngs);
+ new->ngs = msa->ngs;
+ for (i = 0; i < msa->ngs; i++) {
+ ESL_ALLOC(new->gs[i], sizeof(char **) * msa->nseq);
+ esl_strdup(msa->gs_tag[i], -1, &(new->gs_tag[i]));
+ for (j = 0; j < msa->nseq; j++)
+ esl_strdup(msa->gs[i][j], -1, &(new->gs[i][j]));
+ }
+ }
+
+ if (msa->ngc > 0) {
+ ESL_ALLOC(new->gc_tag, sizeof(char **) * msa->ngc);
+ ESL_ALLOC(new->gc, sizeof(char **) * msa->ngc);
+ new->ngc = msa->ngc;
+ for (i = 0; i < msa->ngc; i++) {
+ esl_strdup(msa->gc_tag[i], -1, &(new->gc_tag[i]));
+ esl_strdup(msa->gc[i], -1, &(new->gc[i]));
+ }
+ }
+
+ if (msa->ngr > 0) {
+ ESL_ALLOC(new->gr_tag, sizeof(char **) * msa->ngr);
+ ESL_ALLOC(new->gr, sizeof(char ***) * msa->ngr);
+ new->ngr = msa->ngr;
+ for (i = 0; i < msa->ngr; i++) {
+ ESL_ALLOC(new->gr[i], sizeof(char **) * msa->nseq);
+ esl_strdup(msa->gr_tag[i], -1, &(new->gr_tag[i]));
+ for (j = 0; j < msa->nseq; j++)
+ esl_strdup(msa->gr[i][j], -1, &(new->gr[i][j]));
+ }
+ }
+
+#ifdef eslAUGMENT_KEYHASH
+ if (msa->index != NULL) new->index = esl_keyhash_Clone(msa->index);
+ if (msa->gs_idx != NULL) new->gs_idx = esl_keyhash_Clone(msa->gs_idx);
+ if (msa->gc_idx != NULL) new->gc_idx = esl_keyhash_Clone(msa->gc_idx);
+ if (msa->gr_idx != NULL) new->gr_idx = esl_keyhash_Clone(msa->gr_idx);
+#endif
+
+#ifdef eslAUGMENT_SSI
+ new->offset = msa->offset;
+#endif
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_msa_Clone()
+ * Synopsis: Duplicates an MSA.
+ * Incept: SRE, Tue Jan 22 15:23:55 2008 [Janelia]
+ *
+ * Purpose: Make a duplicate of <msa>, in newly
+ * allocated space.
+ *
+ * Returns: a pointer to the newly allocated clone.
+ * Caller is responsible for free'ing it.
+ *
+ * Throws: <NULL> on allocation error.
+ */
+ESL_MSA *
+esl_msa_Clone(const ESL_MSA *msa)
+{
+ ESL_MSA *nw = NULL;
+ int status;
+
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL) {
+ if ((nw = esl_msa_CreateDigital(msa->abc, msa->nseq, msa->alen)) == NULL) return NULL;
+ } else
+#endif
+ if ((nw = esl_msa_Create(msa->nseq, msa->alen)) == NULL) return NULL;
+
+ if ((status = esl_msa_Copy(msa, nw) ) != eslOK) goto ERROR;
+ return nw;
+
+ ERROR:
+ esl_msa_Destroy(nw);
+ return NULL;
+}
+
+
+/* Function: esl_msa_Destroy()
+ * Synopsis: Frees an <ESL_MSA>.
+ * Incept: SRE, Sun Jan 23 08:26:02 2005 [St. Louis]
+ *
+ * Purpose: Destroys <msa>.
+ *
+ * Xref: squid's MSADestroy().
+ */
+void
+esl_msa_Destroy(ESL_MSA *msa)
+{
+ if (msa == NULL) return;
+
+ if (msa->aseq != NULL)
+ esl_Free2D((void **) msa->aseq, msa->nseq);
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->ax != NULL)
+ esl_Free2D((void **) msa->ax, msa->nseq);
+#endif /*eslAUGMENT_ALPHABET*/
+
+ esl_Free2D((void **) msa->sqname, msa->nseq);
+ esl_Free2D((void **) msa->sqacc, msa->nseq);
+ esl_Free2D((void **) msa->sqdesc, msa->nseq);
+ esl_Free2D((void **) msa->ss, msa->nseq);
+ esl_Free2D((void **) msa->sa, msa->nseq);
+
+ if (msa->sqlen != NULL) free(msa->sqlen);
+ if (msa->wgt != NULL) free(msa->wgt);
+
+ if (msa->name != NULL) free(msa->name);
+ if (msa->desc != NULL) free(msa->desc);
+ if (msa->acc != NULL) free(msa->acc);
+ if (msa->au != NULL) free(msa->au);
+ if (msa->ss_cons != NULL) free(msa->ss_cons);
+ if (msa->sa_cons != NULL) free(msa->sa_cons);
+ if (msa->rf != NULL) free(msa->rf);
+ if (msa->sslen != NULL) free(msa->sslen);
+ if (msa->salen != NULL) free(msa->salen);
+
+ esl_Free2D((void **) msa->comment, msa->ncomment);
+ esl_Free2D((void **) msa->gf_tag, msa->ngf);
+ esl_Free2D((void **) msa->gf, msa->ngf);
+
+ esl_Free2D((void **) msa->gs_tag, msa->ngs);
+ esl_Free3D((void ***)msa->gs, msa->ngs, msa->nseq);
+ esl_Free2D((void **) msa->gc_tag, msa->ngc);
+ esl_Free2D((void **) msa->gc, msa->ngc);
+ esl_Free2D((void **) msa->gr_tag, msa->ngr);
+ esl_Free3D((void ***)msa->gr, msa->ngr, msa->nseq);
+
+#ifdef eslAUGMENT_KEYHASH
+ esl_keyhash_Destroy(msa->index);
+ esl_keyhash_Destroy(msa->gs_idx);
+ esl_keyhash_Destroy(msa->gc_idx);
+ esl_keyhash_Destroy(msa->gr_idx);
+#endif /* keyhash augmentation */
+
+ free(msa);
+ return;
+}
+
+
+/* Function: esl_msa_SetName()
+ * Synopsis: Format and set a name of an MSA.
+ * Incept: SRE, Sat Feb 23 18:42:47 2008 [Casa de Gatos]
+ *
+ * Purpose: Sets the name of the msa <msa> to <name>,
+ * (re-)allocating as needed.
+ *
+ * <name> may be a <printf()>-style format with
+ * arguments; for example, <esl_msa_SetName(msa, "random%d", i)>.
+ *
+ * A copy of <name> is made, so if caller
+ * allocated <name>, it is still responsible
+ * for free'ing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_msa_SetName(ESL_MSA *msa, const char *name, ...)
+{
+ va_list argp, argp2;
+ int n1 = 32;
+ int n2 = 0;
+ void *tmp;
+ int status;
+
+ if (msa->name != NULL) free(msa->name);
+ ESL_ALLOC(msa->name, sizeof(char) * n1);
+
+ va_start(argp, name);
+ va_copy(argp2, argp);
+ if ((n2 = vsnprintf(msa->name, n1, name, argp)) >= n1)
+ {
+ ESL_RALLOC(msa->name, tmp, sizeof(char) * (n2+1));
+ vsnprintf(msa->name, n2+1, name, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ msa->name = NULL;
+ return status;
+}
+
+
+/* Function: esl_msa_SetDesc()
+ * Synopsis: Format and set description line of an MSA.
+ * Incept: SRE, Sat Feb 23 18:47:06 2008 [Casa de Gatos]
+ *
+ * Purpose: Sets the description line of the msa <msa> to <desc>,
+ * (re-)allocating as needed.
+ *
+ * <desc> may be a <printf()>-style format with
+ * arguments; for example, <esl_msa_SetDesc(msa, "sample %d", i)>.
+ *
+ * A copy of <desc> is made, so if caller
+ * allocated <desc>, it is still responsible
+ * for free'ing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_msa_SetDesc(ESL_MSA *msa, const char *desc, ...)
+{
+ va_list argp, argp2;
+ int n1 = 64;
+ int n2 = 0;
+ void *tmp;
+ int status;
+
+ if (msa->desc != NULL) free(msa->desc);
+ ESL_ALLOC(msa->desc, sizeof(char) * n1);
+
+ va_start(argp, desc);
+ va_copy(argp2, argp);
+ if ((n2 = vsnprintf(msa->desc, n1, desc, argp)) >= n1)
+ {
+ ESL_RALLOC(msa->desc, tmp, sizeof(char) * (n2+1));
+ vsnprintf(msa->desc, (n2+1), desc, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ msa->desc = NULL;
+ return status;
+}
+
+/* Function: esl_msa_SetAccession()
+ * Synopsis: Format and set accession number of an MSA.
+ * Incept: SRE, Sat Feb 23 18:49:04 2008 [Casa de Gatos]
+ *
+ * Purpose: Sets accession numbre of the msa <msa> to <acc>,
+ * (re-)allocating as needed.
+ *
+ * <acc> may be a <printf()>-style format with
+ * arguments; for example, <esl_msa_SetAccession(msa, "PF%06d", i)>.
+ *
+ * A copy of <acc> is made, so if caller
+ * allocated <acc>, it is still responsible
+ * for free'ing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_msa_SetAccession(ESL_MSA *msa, const char *acc, ...)
+{
+ va_list argp, argp2;
+ int n1 = 16;
+ int n2 = 0;
+ void *tmp;
+ int status;
+
+ if (msa->acc != NULL) free(msa->acc);
+ ESL_ALLOC(msa->acc, sizeof(char) * n1);
+
+ va_start(argp, acc);
+ va_copy(argp2, argp);
+ if ((n2 = vsnprintf(msa->acc, n1, acc, argp)) >= n1)
+ {
+ ESL_RALLOC(msa->acc, tmp, sizeof(char) * (n2+1));
+ vsnprintf(msa->acc, (n2+1), acc, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ msa->acc = NULL;
+ return status;
+}
+
+
+
+
+
+/*---------------------- end of ESL_MSA functions ---------------------------*/
+
+
+
+/******************************************************************************
+ *# 2. The <ESL_MSAFILE> object
+ *****************************************************************************/
+
+/* msafile_open():
+ * this is the routine that actually opens an ESL_MSAFILE;
+ * esl_msafile_Open() and esl_msafile_OpenDigital() are wrappers around it.
+ */
+static int
+msafile_open(const char *filename, int format, const char *env, ESL_MSAFILE **ret_msafp)
+{
+ ESL_MSAFILE *afp = NULL;
+ char *ssifile = NULL;
+ char *envfile = NULL;
+ char *cmd = NULL;
+ int n = strlen(filename);
+ int status;
+
+ ESL_ALLOC(afp, sizeof(ESL_MSAFILE));
+ afp->f = NULL;
+ afp->fname = NULL;
+ afp->linenumber = 0;
+ afp->errbuf[0] = '\0';
+ afp->buf = NULL;
+ afp->buflen = 0;
+ afp->do_gzip = FALSE;
+ afp->do_stdin = FALSE;
+ afp->format = eslMSAFILE_UNKNOWN;
+ afp->do_digital = FALSE;
+#ifdef eslAUGMENT_ALPHABET
+ afp->abc = NULL;
+#endif
+#ifdef eslAUGMENT_SSI
+ afp->ssi = NULL;
+#endif
+ afp->msa_cache = NULL;
+
+ if (strcmp(filename, "-") == 0)
+ {
+ afp->f = stdin;
+ afp->do_stdin = TRUE;
+ if ((status = esl_strdup("[STDIN]", -1, &(afp->fname))) != eslOK) goto ERROR;
+ }
+#ifdef HAVE_POPEN
+ /* popen(), pclose() aren't portable to non-POSIX systems;
+ * disable this section in strict ANSI C mode.
+ */
+ /* tricky: if n= length of a string s, then
+ * s+n-i repositions pointer s at the last i chars
+ * of the string.
+ */
+ else if (n > 3 && strcmp(filename+n-3, ".gz") == 0)
+ {
+ /* Note that popen() will return "successfully"
+ * if file doesn't exist, because gzip works fine
+ * and prints an error! So we have to check for
+ * existence of file ourself.
+ */
+ if (! esl_FileExists(filename)) { status = eslENOTFOUND; goto ERROR; }
+ ESL_ALLOC(cmd, sizeof(char) * (n+1+strlen("gzip -dc ")));
+ sprintf(cmd, "gzip -dc %s", filename);
+ if ((afp->f = popen(cmd, "r")) == NULL) { status = eslENOTFOUND; goto ERROR; }
+ if ((status = esl_strdup(filename, n, &(afp->fname))) != eslOK) goto ERROR;
+ afp->do_gzip = TRUE;
+ }
+#endif /*HAVE_POPEN*/
+ else /* Normal file open or env file open: set ssifile */
+ {
+ /* When we open a file, it may be either in the current
+ * directory, or in the directory indicated by the env
+ * argument - and we construct an SSI filename accordingly.
+ * (Whether or not we're SSI augmented, in fact, for simplicity.)
+ */
+ if ((afp->f = fopen(filename, "r")) != NULL)
+ {
+ if (esl_strdup(filename, n, &ssifile) != eslOK) goto ERROR;
+ if (esl_strcat(&ssifile, n, ".ssi", 4) != eslOK) goto ERROR;
+ if ((status = esl_strdup(filename, n, &(afp->fname))) != eslOK) goto ERROR;
+ }
+ else if (esl_FileEnvOpen(filename, env, &(afp->f), &envfile) == eslOK)
+ {
+ if (esl_strdup(envfile, n, &ssifile) != eslOK) goto ERROR;
+ if (esl_strcat(&ssifile, n, ".ssi", 4) != eslOK) goto ERROR;
+ if ((status = esl_strdup(envfile, n, &(afp->fname))) != eslOK) goto ERROR;
+ }
+ else
+ { status = eslENOTFOUND; goto ERROR;}
+ }
+
+#ifdef eslAUGMENT_SSI
+ /* If augmented by SSI indexing:
+ * Open the SSI index file. If it doesn't exist, or
+ * it's corrupt, or some error happens, afp->ssi stays NULL.
+ * We should warn, probably, or provide some way for caller to
+ * to know that we've opened the index successfully or not.
+ */
+ status = esl_ssi_Open(ssifile, &(afp->ssi));
+#endif
+
+ /* Invoke autodetection if we haven't already been told what
+ * to expect.
+ */
+ if (format == eslMSAFILE_UNKNOWN)
+ {
+ if (afp->do_stdin == TRUE || afp->do_gzip)
+ ESL_XEXCEPTION(eslEINVAL, "Can't autodetect alignment file fmt in stdin, gzip pipe");
+ if (esl_msa_GuessFileFormat(afp) != eslOK)
+ { status = eslEFORMAT; goto ERROR; }
+ }
+ else
+ afp->format = format;
+
+ if (envfile != NULL) free(envfile);
+ if (ssifile != NULL) free(ssifile);
+ if (cmd != NULL) free(cmd);
+ *ret_msafp = afp;
+ return eslOK;
+
+ ERROR:
+ if (envfile != NULL) free(envfile);
+ if (ssifile != NULL) free(ssifile);
+ if (cmd != NULL) free(cmd);
+ if (afp != NULL) esl_msafile_Close(afp);
+ *ret_msafp = NULL;
+ return status;
+}
+
+
+/* Function: esl_msafile_Open()
+ * Synopsis: Open an MSA file for input.
+ * Date: SRE, Sun Jan 23 08:30:33 2005 [St. Louis]
+ *
+ * Purpose: Open an alignment database file <filename> and prepare for
+ * reading one alignment, or sequentially in the case of
+ * multiple MSA databases (e.g. Stockholm format); returns
+ * the opened file pointer in <ret_msafp>.
+ *
+ * There are one or two special cases for <filename>. If
+ * <filename> is "-", then the alignment is read from
+ * <stdin>. If <filename> ends in ".gz", then the file is
+ * assumed to be compressed by gzip, and it is opened as a
+ * pipe from <gunzip -dc>. (Auto-decompression of gzipp'ed files
+ * is only available on POSIX-compliant systems w/ popen(), when
+ * <HAVE_POPEN> is defined at compile-time.)
+ *
+ * If <env> is non-NULL, then we look for <filename> in
+ * one or more directories in a colon-delimited list
+ * that is the value of the environment variable <env>.
+ * For example, if we had
+ * <setenv HMMERDB /nfs/db/Pfam:/nfs/db/Rfam>
+ * in the environment, a profile HMM application
+ * might pass "HMMERDB" as <env>.
+ *
+ * The file is asserted to be in format <fmt>, which is
+ * either a known format like <eslMSAFILE_STOCKHOLM>, or
+ * <eslMSAFILE_UNKNOWN>; if <fmt> is <eslMSAFILE_UNKNOWN>,
+ * then format autodetection is invoked.
+ *
+ * Returns: <eslOK> on success, and <ret_msafp> is set to point at
+ * an open <ESL_MSAFILE>. Caller frees this file pointer with
+ * <esl_msafile_Close()>.
+ *
+ * Returns <eslENOTFOUND> if <filename> cannot be opened,
+ * or <eslEFORMAT> if autodetection is attempted and
+ * format cannot be determined.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINVAL> if format autodetection is attempted on
+ * stdin or a gunzip pipe.
+ *
+ * Xref: squid's MSAFileOpen(), 1999.
+ *
+ * Note Implemented as a wrapper around msafile_open(), because
+ * esl_msafile_OpenDigital() shares almost all the same code.
+ */
+int
+esl_msafile_Open(const char *filename, int format, const char *env, ESL_MSAFILE **ret_msafp)
+{
+ return msafile_open(filename, format, env, ret_msafp);
+}
+
+/* Function: esl_msafile_Close()
+ * Synopsis: Closes an open MSA file.
+ * Incept: SRE, Sun Jan 23 08:18:39 2005 [St. Louis]
+ *
+ * Purpose: Close an open <ESL_MSAFILE>.
+ *
+ * Xref: squid's MSAFileClose().
+ */
+void
+esl_msafile_Close(ESL_MSAFILE *afp)
+{
+ if (afp == NULL) return;
+
+#ifdef HAVE_POPEN /* gzip functionality */
+ if (afp->do_gzip && afp->f != NULL) pclose(afp->f);
+#endif
+ if (!afp->do_gzip && ! afp->do_stdin && afp->f != NULL) fclose(afp->f);
+ if (afp->fname != NULL) free(afp->fname);
+ if (afp->buf != NULL) free(afp->buf);
+#ifdef eslAUGMENT_SSI
+ if (afp->ssi != NULL) esl_ssi_Close(afp->ssi);
+#endif /* eslAUGMENT_SSI*/
+ if (afp->msa_cache != NULL) esl_msa_Destroy(afp->msa_cache);
+ free(afp);
+}
+
+/*-------------------- end of ESL_MSAFILE functions -------------------------*/
+
+
+
+
+/******************************************************************************
+ *# 3. Digital mode MSA's (augmentation: alphabet)
+ *****************************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+/* Function: esl_msa_GuessAlphabet()
+ * Synopsis: Guess alphabet of MSA.
+ * Incept: SRE, Fri May 18 09:55:08 2007 [Janelia]
+ *
+ * Purpose: Guess whether the sequences in the <msa> are
+ * <eslDNA>, <eslRNA>, or <eslAMINO>, and return
+ * that guess in <*ret_type>.
+ *
+ * The determination is made based on the classifications
+ * of the individual sequences in the alignment. At least
+ * one sequence must contain ten residues or more to be
+ * classified. If one or more sequences is called
+ * <eslAMINO> and one or more is called <eslDNA>/<eslRNA>,
+ * the alignment's alphabet is considered to be
+ * indeterminate (<eslUNKNOWN>). If some sequences are
+ * <eslDNA> and some are <eslRNA>, the alignment is called
+ * <eslDNA>; this should cause no problems, because Easel
+ * reads U as a synonym for T in DNA sequence anyway.
+ *
+ * Tested on Pfam 21.0 and Rfam 7.0, this routine correctly
+ * classified all 8957 Pfam alignments as protein, and 503
+ * Rfam alignments as RNA (both seed and full alignments).
+ *
+ * Returns: <eslOK> on success, and <*ret_type> is set
+ * to <eslDNA>, <eslRNA>, or <eslAMINO>.
+ *
+ * Returns <eslEAMBIGUOUS> and sets <*ret_type> to
+ * <eslUNKNOWN> if the alphabet cannot be reliably guessed.
+ *
+ * Xref: J1/62
+ */
+int
+esl_msa_GuessAlphabet(const ESL_MSA *msa, int *ret_type)
+{
+ int64_t namino = 0,
+ ndna = 0,
+ nrna = 0,
+ nunknown = 0;
+ int type;
+ int i,x;
+ int64_t j,n;
+ int64_t ct[26];
+
+ if (msa->flags & eslMSA_DIGITAL) { *ret_type = msa->abc->type; return eslOK; }
+
+ *ret_type = eslUNKNOWN;
+
+ /* On wide alignments, we're better off looking at individual sequence
+ * classifications. We don't want to end up calling the whole alignment
+ * indeterminate just because a few sequences have degenerate residue
+ * codes.
+ */
+ for (i = 0; i < msa->nseq; i++)
+ {
+ for (x = 0; x < 26; x++) ct[x] = 0;
+ for (n = 0, j = 0; j < msa->alen; j++) {
+ x = toupper(msa->aseq[i][j]) - 'A';
+ if (x < 0 || x > 26) continue;
+ ct[x]++;
+ n++;
+ if (n > 10000) break; /* ought to know by now */
+ }
+ esl_abc_GuessAlphabet(ct, &type);
+
+ switch (type) {
+ case eslAMINO: namino++; break;
+ case eslDNA: ndna++; break;
+ case eslRNA: nrna++; break;
+ default: nunknown++;
+ }
+ }
+ if (namino > 0 && (ndna+nrna) == 0) *ret_type = eslAMINO;
+ else if (ndna > 0 && (nrna+namino) == 0) *ret_type = eslDNA;
+ else if (nrna > 0 && (ndna+namino) == 0) *ret_type = eslRNA;
+ else if (ndna+nrna > 0 && namino == 0) *ret_type = eslDNA;
+
+ /* On narrow alignments, no single sequence may be long enough to
+ * be classified, but we can determine alphabet from composition
+ * of the complete alignment. Of course, degenerate residue codes in
+ * a DNA alignment will still screw us.
+ */
+ if (*ret_type == eslUNKNOWN)
+ {
+
+ n = 0;
+ for (x = 0; x < 26; x++) ct[x] = 0;
+ for (i = 0; i < msa->nseq; i++) {
+ for (j = 0; j < msa->alen; j++) {
+ x = toupper(msa->aseq[i][j]) - 'A';
+ if (x < 0 || x > 26) continue;
+ ct[x]++;
+ n++;
+ if (n > 10000) break; /* ought to know by now */
+ }
+ if (n > 10000) break;
+ }
+ esl_abc_GuessAlphabet(ct, ret_type);
+ }
+
+ if (*ret_type == eslUNKNOWN) return eslEAMBIGUOUS;
+ else return eslOK;
+}
+
+
+/* Function: esl_msa_CreateDigital()
+ * Synopsis: Create a digital <ESL_MSA>.
+ * Incept: SRE, Sun Aug 27 16:49:58 2006 [Leesburg]
+ *
+ * Purpose: Same as <esl_msa_Create()>, except the returned MSA is configured
+ * for a digital alignment using internal alphabet <abc>, instead of
+ * a text alignment.
+ *
+ * Internally, this means the <ax> field is allocated instead of
+ * the <aseq> field, and the <eslMSA_DIGITAL> flag is raised.
+ *
+ * Args: <nseq> - number of sequences, or nseq allocation blocksize
+ * <alen> - length of alignment in columns, or -1
+ *
+ * Returns: pointer to new MSA object, w/ all values initialized.
+ * Note that <msa->nseq> is initialized to 0, even though space
+ * is allocated.
+ *
+ * Throws: NULL on allocation failure.
+ *
+ * Xref: squid's MSAAlloc()
+ */
+ESL_MSA *
+esl_msa_CreateDigital(const ESL_ALPHABET *abc, int nseq, int64_t alen)
+{
+ int status;
+ ESL_MSA *msa;
+ int i;
+
+ msa = create_mostly(nseq, alen); /* aseq is null upon successful return */
+ if (msa == NULL) return NULL; /* already threw error in mostly_create, so percolate */
+
+ ESL_ALLOC(msa->ax, sizeof(ESL_DSQ *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->ax[i] = NULL;
+
+ if (alen != -1)
+ {
+ for (i = 0; i < nseq; i++) {
+ ESL_ALLOC(msa->ax[i], sizeof(ESL_DSQ) * (alen+2));
+ msa->ax[i][0] = msa->ax[i][alen+1] = eslDSQ_SENTINEL; /* help the poor */
+ }
+ msa->nseq = nseq;
+ }
+
+ msa->abc = (ESL_ALPHABET *) abc; /* this cast away from const-ness is deliberate & safe. */
+ msa->flags |= eslMSA_DIGITAL;
+ return msa;
+
+ ERROR:
+ esl_msa_Destroy(msa);
+ return NULL;
+}
+
+/* Function: esl_msa_Digitize()
+ * Synopsis: Digitizes an msa, converting it from text mode.
+ * Incept: SRE, Sat Aug 26 17:33:08 2006 [AA 5302 to Dulles]
+ *
+ * Purpose: Given an alignment <msa> in text mode, convert it to
+ * digital mode, using alphabet <abc>.
+ *
+ * Internally, the <ax> digital alignment field is filled,
+ * the <aseq> text alignment field is destroyed and free'd,
+ * a copy of the alphabet pointer is kept in the msa's
+ * <abc> reference, and the <eslMSA_DIGITAL> flag is raised
+ * in <flags>.
+ *
+ * Args: abc - digital alphabet
+ * msa - multiple alignment to digitize
+ *
+ * Returns: <eslOK> on success;
+ * <eslEINVAL> if one or more sequences contain invalid characters
+ * that can't be digitized. If this happens, the <msa> is returned
+ * unaltered - left in text mode, with <aseq> as it was. (This is
+ * a normal error, because <msa->aseq> may be user input that we
+ * haven't validated yet.)
+ *
+ * Throws: <eslEMEM> on allocation failure; in this case, state of <msa> may be
+ * wedged, and it should only be destroyed, not used.
+ */
+int
+esl_msa_Digitize(const ESL_ALPHABET *abc, ESL_MSA *msa)
+{
+ int status;
+ int i;
+
+ /* Contract checks
+ */
+ if (msa->aseq == NULL) ESL_EXCEPTION(eslEINVAL, "msa has no text alignment");
+ if (msa->ax != NULL) ESL_EXCEPTION(eslEINVAL, "msa already has digital alignment");
+ if (msa->flags & eslMSA_DIGITAL) ESL_EXCEPTION(eslEINVAL, "msa is flagged as digital");
+
+ /* Validate before we convert. Then we can leave the <aseq> untouched if
+ * any of the sequences contain invalid characters.
+ */
+ for (i = 0; i < msa->nseq; i++)
+ if (esl_abc_ValidateSeq(abc, msa->aseq[i], msa->alen, NULL) != eslOK)
+ return eslEINVAL;
+
+ /* Convert, sequence-by-sequence, free'ing aseq as we go.
+ */
+ ESL_ALLOC(msa->ax, msa->sqalloc * sizeof(ESL_DSQ *));
+ for (i = 0; i < msa->nseq; i++)
+ {
+ ESL_ALLOC(msa->ax[i], (msa->alen+2) * sizeof(ESL_DSQ));
+ status = esl_abc_Digitize(abc, msa->aseq[i], msa->ax[i]);
+ if (status != eslOK) goto ERROR;
+ free(msa->aseq[i]);
+ }
+ for (; i < msa->sqalloc; i++)
+ msa->ax[i] = NULL;
+ free(msa->aseq);
+ msa->aseq = NULL;
+
+ msa->abc = (ESL_ALPHABET *) abc; /* convince compiler that removing const-ness is safe */
+ msa->flags |= eslMSA_DIGITAL;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_msa_Textize()
+ * Synopsis: Convert a digital msa to text mode.
+ * Incept: SRE, Sat Aug 26 18:14:30 2006 [AA 5302 to Dulles]
+ *
+ * Purpose: Given an alignment <msa> in digital mode, convert it
+ * to text mode.
+ *
+ * Internally, the <aseq> text alignment field is filled, the
+ * <ax> digital alignment field is destroyed and free'd, the
+ * msa's <abc> digital alphabet reference is nullified, and
+ * the <eslMSA_DIGITAL> flag is dropped in <flags>.
+ *
+ * Args: msa - multiple alignment to convert to text
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslECORRUPT> if one or more of the digitized alignment strings
+ * contain invalid characters.
+ */
+int
+esl_msa_Textize(ESL_MSA *msa)
+{
+ int status;
+ int i;
+
+ /* Contract checks
+ */
+ if (msa->ax == NULL) ESL_EXCEPTION(eslEINVAL, "msa has no digital alignment");
+ if (msa->aseq != NULL) ESL_EXCEPTION(eslEINVAL, "msa already has text alignment");
+ if (! (msa->flags & eslMSA_DIGITAL)) ESL_EXCEPTION(eslEINVAL, "msa is not flagged as digital");
+ if (msa->abc == NULL) ESL_EXCEPTION(eslEINVAL, "msa has no digital alphabet");
+
+ /* Convert, sequence-by-sequence, free'ing ax as we go.
+ */
+ ESL_ALLOC(msa->aseq, msa->sqalloc * sizeof(char *));
+ for (i = 0; i < msa->nseq; i++)
+ {
+ ESL_ALLOC(msa->aseq[i], (msa->alen+1) * sizeof(char));
+ status = esl_abc_Textize(msa->abc, msa->ax[i], msa->alen, msa->aseq[i]);
+ if (status != eslOK) goto ERROR;
+ free(msa->ax[i]);
+ }
+ for (; i < msa->sqalloc; i++)
+ msa->aseq[i] = NULL;
+ free(msa->ax);
+ msa->ax = NULL;
+
+ msa->abc = NULL; /* nullify reference (caller still owns real abc) */
+ msa->flags &= ~eslMSA_DIGITAL; /* drop the flag */
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+
+/* Function: esl_msafile_GuessAlphabet()
+ * Synopsis: Guess what kind of sequences the alignment file contains.
+ * Incept: SRE, Wed May 16 10:45:37 2007 [Janelia]
+ *
+ * Purpose: Guess the alphabet of the sequences in the open
+ * <ESL_MSAFILE> -- <eslDNA>, <eslRNA>, or <eslAMINO> --
+ * based on the composition of the next MSA in the
+ * file. Usually this would be the first MSA, because we
+ * would call <esl_msafile_GuessAlphabet()> immediately
+ * after opening a new MSA file.
+ *
+ * Returns: Returns <eslOK> on success, and <*ret_type> is set
+ * to <eslDNA>, <eslRNA>, or <eslAMINO>.
+ *
+ * Returns <eslEAMBIGUOUS> and sets <*ret_type> to
+ * <eslUNKNOWN> if the first alignment in the file contains
+ * no more than ten residues total, or if its alphabet
+ * cannot be reliably guessed (it contains IUPAC degeneracy
+ * codes, but no amino acid specific residues).
+ *
+ * Returns <eslEFORMAT> if a parse error is encountered
+ * in trying to read the alignment file. <msafp->errbuf>
+ * is set to a useful error message if this occurs;
+ * <*ret_type> is set to <eslUNKNOWN>.
+ *
+ * Returns <eslENODATA> if the file is empty and no
+ * alignment was found; <*ret_type> is set to <eslUNKNOWN>.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: J1/62.
+ */
+int
+esl_msafile_GuessAlphabet(ESL_MSAFILE *msafp, int *ret_type)
+{
+ int status;
+ ESL_MSA *msa = NULL;
+
+ /* If the msafp is digital mode, we already know the type (so why
+ * are we being called?) If do_digital is TRUE, msafp->abc is
+ * non-NULL:
+ */
+ if (msafp->abc != NULL) { *ret_type = msafp->abc->type; return eslOK; } /* that was easy */
+
+ /* If there's already an MSA cached, we've already called
+ * GuessAlphabet(); don't read another one, or we'll overwrite the
+ * first.
+ */
+ if (msafp->msa_cache != NULL) return esl_msa_GuessAlphabet(msafp->msa_cache, ret_type);
+
+ /* Read first alignment, collect its residue composition for
+ * passing off to esl_abc_GuessAlphabet()
+ */
+ status = esl_msa_Read(msafp, &msa);
+ if (status == eslEOF) return eslENODATA;
+ else if (status != eslOK) return status;
+
+ /* Store the msa in the MSAFILE's cache. This is because if we're
+ * reading from stdin or a gzip pipe, we'll have trouble rewinding
+ * to prepare for the first msa_Read() call.
+ */
+ msafp->msa_cache = msa;
+
+ /* And over to msa_GuessAlphabet() for the decision.
+ */
+ return esl_msa_GuessAlphabet(msa, ret_type);
+}
+
+
+
+/* Function: esl_msafile_OpenDigital()
+ * Synopsis: Open an msa file for digital input.
+ * Incept: SRE, Sun Aug 27 17:40:33 2006 [Leesburg]
+ *
+ * Purpose: Same as <esl_msafile_Open()>, except the alignment file
+ * will be read into a digitized internal representation,
+ * using internal alphabet <abc>, rather than the default
+ * internal ASCII text representation.
+ *
+ * Args: abc - pointer to internal alphabet
+ * filename - name of alignment data file to open;
+ * if "*.gz", attempt to read through <gunzip -dc> using <popen()>;
+ * or "-" for stdin
+ * format - file format code (e.g. <eslMSAFILE_STOCKHOLM>);
+ * or <eslMSAFILE_UNKNOWN> to invoke format autodetection.
+ * env - NULL, or the name of an environment variable from which
+ * to retrieve a colon-delimited directory list to search
+ * for <filename> in. (e.g. "HMMERDB")
+ * ret_msafp - RETURN: open MSAFILE.
+ *
+ * Returns: <eslOK> on success, and <ret_msafp> is set to point at
+ * an open <ESL_MSAFILE>. Caller frees this file pointer with
+ * <esl_msafile_Close()>.
+ *
+ * <eslENOTFOUND> if <filename> cannot be opened;
+ * <eslEFORMAT> if autodetection is attempted and format
+ * cannot be determined.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINVAL> if format autodetection is attempted on
+ * stdin or a gunzip pipe.
+ */
+int
+esl_msafile_OpenDigital(const ESL_ALPHABET *abc, const char *filename,
+ int format, const char *env, ESL_MSAFILE **ret_msafp)
+{
+ ESL_MSAFILE *msafp;
+ int status;
+
+ if ((status = msafile_open(filename, format, env, &msafp)) != eslOK) return status;
+ esl_msafile_SetDigital(msafp, abc);
+
+ *ret_msafp = msafp;
+ return eslOK;
+}
+
+
+
+/* Function: esl_msafile_SetDigital()
+ * Synopsis: Set an open <ESL_MSAFILE> to read in digital mode.
+ * Incept: SRE, Wed May 16 10:40:24 2007 [Janelia]
+ *
+ * Purpose: Given an open <ESL_MSAFILE>, set it so that all subsequent
+ * calls to <esl_msa_Read()> will read multiple alignments
+ * in digital mode instead of text mode, using alphabet
+ * <abc>.
+ *
+ * <esl_msafile_Open(); esl_msafile_SetDigital()> is
+ * equivalent to <esl_msafile_OpenDigital()>. The two-step
+ * version is useful if you don't already know the alphabet
+ * type for your msa file, and you need to call
+ * <esl_msafile_GuessAlphabet()> after opening the file but
+ * before setting its digital alphabet.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_msafile_SetDigital(ESL_MSAFILE *msafp, const ESL_ALPHABET *abc)
+{
+ msafp->abc = abc;
+ msafp->do_digital = TRUE;
+ return eslOK;
+}
+#endif /* eslAUGMENT_ALPHABET */
+/*---------------------- end of digital MSA functions -----------------------*/
+
+
+
+
+
+/******************************************************************************
+ *# 4. Random MSA database access (augmentation: ssi)
+ *****************************************************************************/
+#ifdef eslAUGMENT_SSI
+/* Function: esl_msafile_PositionByKey()
+ * Synopsis: Use SSI to reposition file to start of named MSA.
+ * Incept: SRE, Mon May 28 11:04:59 2007 [Janelia]
+ *
+ * Purpose: Reposition <afp> so that the next MSA we read
+ * will be the one named (or accessioned) <key>.
+ *
+ * Returns: <eslOK> on success, and the file <afp> is repositioned
+ * such that the next <esl_msafile_Read()> call will read the
+ * alignment named <key>.
+ *
+ * Returns <eslENOTFOUND> if <key> isn't found in the index
+ * for <afp>.
+ *
+ * Returns <eslEFORMAT> if something goes wrong trying to
+ * read the index, indicating some sort of file format
+ * problem in the SSI file.
+ *
+ * Throws: <eslEMEM> on allocation failure;
+ * <eslEINVAL> if there's no open SSI index;
+ * <eslESYS> if an <fseek()> fails.
+ * In all these cases, the state of the <afp> is uncertain
+ * and may be corrupt; the application should not continue
+ * to use it.
+ */
+int
+esl_msafile_PositionByKey(ESL_MSAFILE *afp, const char *key)
+{
+ uint16_t fh;
+ off_t offset;
+ int status;
+
+ if (afp->ssi == NULL) ESL_EXCEPTION(eslEINVAL, "Need an open SSI index to call esl_msafile_PositionByKey()");
+ if ((status = esl_ssi_FindName(afp->ssi, key, &fh, &offset, NULL, NULL)) != eslOK) return status;
+ if (fseeko(afp->f, offset, SEEK_SET) != 0) ESL_EXCEPTION(eslESYS, "fseek failed");
+
+ /* If the <afp> had an MSA cached, we will probably have to discard
+ * it, unless by chance it's exactly the MSA we're looking for.
+ */
+ if (afp->msa_cache != NULL)
+ {
+ if ( (afp->msa_cache->name == NULL || strcmp(afp->msa_cache->name, key) != 0) &&
+ (afp->msa_cache->acc == NULL || strcmp(afp->msa_cache->acc, key) != 0))
+ {
+ esl_msa_Destroy(afp->msa_cache);
+ afp->msa_cache = NULL;
+ }
+ }
+
+ /* The linenumber gets messed up after a file positioning. Best we can do
+ * is to reset it to zero.
+ */
+ afp->linenumber = 0;
+ return eslOK;
+}
+#endif /*eslAUGMENT_SSI*/
+/*------------- end of functions added by SSI augmentation -------------------*/
+
+
+
+
+/******************************************************************************
+ *# 5. General i/o API, all alignment formats
+ *****************************************************************************/
+
+/* msafile_getline():
+ * load the next line of <afp> into <afp->buf>.
+ * Returns eslOK on success, eslEOF on normal eof.
+ * Throws eslEMEM on alloc failure.
+ */
+static int
+msafile_getline(ESL_MSAFILE *afp)
+{
+ int status;
+ status = esl_fgets(&(afp->buf), &(afp->buflen), afp->f);
+ afp->linenumber++;
+ return status;
+}
+
+/* maxwidth()
+ * Return the length of the longest string in
+ * an array of strings.
+ */
+static int64_t
+maxwidth(char **s, int n)
+{
+ int64_t max,len;
+ int i;
+
+ max = 0;
+ for (i = 0; i < n; i++)
+ if (s[i] != NULL)
+ {
+ len = strlen(s[i]);
+ if (len > max) max = len;
+ }
+ return max;
+}
+
+/* actually_write_stockholm()
+ * SRE, Fri May 21 17:39:22 1999 [St. Louis]
+ *
+ * Write an alignment in Stockholm format to an open file. This is the
+ * function that actually does the work. The API's WriteStockholm()
+ * and WriteStockholmOneBlock() are wrappers.
+ *
+ * Args: fp - file that's open for writing
+ * msa - alignment to write
+ * cpl - characters to write per line in alignment block
+ *
+ * Returns: eslOK on success.
+ *
+ * Throws: eslEMEM on allocation failure.
+ */
+static int
+actually_write_stockholm(FILE *fp, const ESL_MSA *msa, int cpl)
+{
+ int i, j;
+ int maxname; /* maximum name length */
+ int maxgf; /* max #=GF tag length */
+ int maxgc; /* max #=GC tag length */
+ int maxgr; /* max #=GR tag length */
+ int margin; /* total left margin width */
+ int gslen; /* length of a #=GS tag */
+ char *buf = NULL;
+ int currpos;
+ char *s, *tok;
+ int acpl; /* actual number of character per line */
+ int status;
+
+ /* Figure out how much space we need for name + markup
+ * to keep the alignment in register. Required by Stockholm
+ * spec, even though our Stockholm parser doesn't care (Erik's does).
+ *
+ * The left margin of an alignment block can be composed of:
+ *
+ * <seqname> max length: maxname + 1
+ * #=GC <gc_tag> max length: 4 + 1 + maxgc + 1
+ * #=GR <seqname> <gr_tag> max length: 4 + 1 + maxname + 1 + maxgr + 1
+ *
+ * <margin> is the max of these. It is the total length of the
+ * left margin that we need to leave, inclusive of the last space.
+ *
+ * Then when we output, we do:
+ * name: <leftmargin-1>
+ * gc: #=GC <leftmargin-6>
+ * gr: #=GR <maxname> <leftmargin-maxname-7>
+ *
+ * xref STL9/p17
+ */
+ maxname = maxwidth(msa->sqname, msa->nseq);
+
+ maxgf = maxwidth(msa->gf_tag, msa->ngf);
+ if (maxgf < 2) maxgf = 2;
+
+ maxgc = maxwidth(msa->gc_tag, msa->ngc);
+ if (msa->rf !=NULL && maxgc < 2) maxgc = 2;
+ if (msa->ss_cons !=NULL && maxgc < 7) maxgc = 7;
+ if (msa->sa_cons !=NULL && maxgc < 7) maxgc = 7;
+
+ maxgr = maxwidth(msa->gr_tag, msa->ngr);
+ if (msa->ss != NULL && maxgr < 2) maxgr = 2;
+ if (msa->sa != NULL && maxgr < 2) maxgr = 2;
+
+ margin = maxname + 1;
+ if (maxgc > 0 && maxgc+6 > margin) margin = maxgc+6;
+ if (maxgr > 0 && maxname+maxgr+7 > margin) margin = maxname+maxgr+7;
+
+ /* Allocate a tmp buffer to hold sequence chunks in
+ */
+ ESL_ALLOC(buf, sizeof(char) * (cpl+1));
+
+ /* Magic Stockholm header
+ */
+ fprintf(fp, "# STOCKHOLM 1.0\n");
+
+ /* Free text comments
+ */
+ for (i = 0; i < msa->ncomment; i++)
+ fprintf(fp, "# %s\n", msa->comment[i]);
+ if (msa->ncomment > 0) fprintf(fp, "\n");
+
+ /* GF section: per-file annotation
+ */
+ if (msa->name != NULL) fprintf(fp, "#=GF %-*s %s\n", maxgf, "ID", msa->name);
+ if (msa->acc != NULL) fprintf(fp, "#=GF %-*s %s\n", maxgf, "AC", msa->acc);
+ if (msa->desc != NULL) fprintf(fp, "#=GF %-*s %s\n", maxgf, "DE", msa->desc);
+ if (msa->au != NULL) fprintf(fp, "#=GF %-*s %s\n", maxgf, "AU", msa->au);
+
+ /* Thresholds are hacky. Pfam has two. Rfam has one.
+ */
+ if (msa->cutset[eslMSA_GA1] && msa->cutset[eslMSA_GA2])
+ fprintf(fp, "#=GF %-*s %.1f %.1f\n",
+ maxgf, "GA", msa->cutoff[eslMSA_GA1], msa->cutoff[eslMSA_GA2]);
+ else if (msa->cutset[eslMSA_GA1])
+ fprintf(fp, "#=GF %-*s %.1f\n",
+ maxgf, "GA", msa->cutoff[eslMSA_GA1]);
+
+ if (msa->cutset[eslMSA_NC1] && msa->cutset[eslMSA_NC2])
+ fprintf(fp, "#=GF %-*s %.1f %.1f\n",
+ maxgf, "NC", msa->cutoff[eslMSA_NC1], msa->cutoff[eslMSA_NC2]);
+ else if (msa->cutset[eslMSA_NC1])
+ fprintf(fp, "#=GF %-*s %.1f\n",
+ maxgf, "NC", msa->cutoff[eslMSA_NC1]);
+
+ if (msa->cutset[eslMSA_TC1] && msa->cutset[eslMSA_TC2])
+ fprintf(fp, "#=GF %-*s %.1f %.1f\n",
+ maxgf, "TC", msa->cutoff[eslMSA_TC1], msa->cutoff[eslMSA_TC2]);
+ else if (msa->cutset[eslMSA_TC1])
+ fprintf(fp, "#=GF %-*s %.1f\n",
+ maxgf, "TC", msa->cutoff[eslMSA_TC1]);
+
+ for (i = 0; i < msa->ngf; i++)
+ fprintf(fp, "#=GF %-*s %s\n", maxgf, msa->gf_tag[i], msa->gf[i]);
+ fprintf(fp, "\n");
+
+
+ /* GS section: per-sequence annotation
+ */
+ if (msa->flags & eslMSA_HASWGTS)
+ {
+ for (i = 0; i < msa->nseq; i++)
+ fprintf(fp, "#=GS %-*s WT %.2f\n",
+ maxname, msa->sqname[i], msa->wgt[i]);
+ fprintf(fp, "\n");
+ }
+
+ if (msa->sqacc != NULL)
+ {
+ for (i = 0; i < msa->nseq; i++)
+ if (msa->sqacc[i] != NULL)
+ fprintf(fp, "#=GS %-*s AC %s\n",
+ maxname, msa->sqname[i], msa->sqacc[i]);
+ fprintf(fp, "\n");
+ }
+
+ if (msa->sqdesc != NULL)
+ {
+ for (i = 0; i < msa->nseq; i++)
+ if (msa->sqdesc[i] != NULL)
+ fprintf(fp, "#=GS %-*s DE %s\n",
+ maxname, msa->sqname[i], msa->sqdesc[i]);
+ fprintf(fp, "\n");
+ }
+
+ for (i = 0; i < msa->ngs; i++)
+ {
+ /* Multiannotated GS tags are possible; for example,
+ * #=GS foo DR PDB; 1xxx;
+ * #=GS foo DR PDB; 2yyy;
+ * These are stored, for example, as:
+ * msa->gs[0][0] = "PDB; 1xxx;\nPDB; 2yyy;"
+ * and must be decomposed.
+ */
+ gslen = strlen(msa->gs_tag[i]);
+ for (j = 0; j < msa->nseq; j++)
+ if (msa->gs[i][j] != NULL)
+ {
+ s = msa->gs[i][j];
+ while (esl_strtok(&s, "\n", &tok, NULL) == eslOK)
+ fprintf(fp, "#=GS %-*s %-*s %s\n",
+ maxname, msa->sqname[j],
+ gslen, msa->gs_tag[i],
+ tok);
+ }
+ fprintf(fp, "\n");
+ }
+
+ /* Alignment section:
+ * contains aligned sequence, #=GR annotation, and #=GC annotation
+ */
+ for (currpos = 0; currpos < msa->alen; currpos += cpl)
+ {
+ acpl = (msa->alen - currpos > cpl)? cpl : msa->alen - currpos;
+
+ if (currpos > 0) fprintf(fp, "\n");
+ for (i = 0; i < msa->nseq; i++)
+ {
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL)
+ esl_abc_TextizeN(msa->abc, msa->ax[i] + currpos + 1, acpl, buf);
+ else
+ strncpy(buf, msa->aseq[i] + currpos, acpl);
+#else
+ strncpy(buf, msa->aseq[i] + currpos, acpl);
+#endif
+
+ buf[acpl] = '\0';
+ fprintf(fp, "%-*s %s\n",
+ margin-1, msa->sqname[i], buf);
+
+ if (msa->ss != NULL && msa->ss[i] != NULL) {
+ strncpy(buf, msa->ss[i] + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GR %-*s %-*s %s\n",
+ maxname, msa->sqname[i],
+ margin-maxname-7, "SS",
+ buf);
+ }
+ if (msa->sa != NULL && msa->sa[i] != NULL) {
+ strncpy(buf, msa->sa[i] + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GR %-*s %-*s %s\n",
+ maxname, msa->sqname[i],
+ margin-maxname-7, "SA",
+ buf);
+ }
+ for (j = 0; j < msa->ngr; j++)
+ if (msa->gr[j][i] != NULL) {
+ strncpy(buf, msa->gr[j][i] + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GR %-*s %-*s %s\n",
+ maxname, msa->sqname[i],
+ margin-maxname-7, msa->gr_tag[j],
+ buf);
+ }
+ }
+ if (msa->ss_cons != NULL) {
+ strncpy(buf, msa->ss_cons + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GC %-*s %s\n", margin-6, "SS_cons", buf);
+ }
+
+ if (msa->sa_cons != NULL) {
+ strncpy(buf, msa->sa_cons + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GC %-*s %s\n", margin-6, "SA_cons", buf);
+ }
+
+ if (msa->rf != NULL) {
+ strncpy(buf, msa->rf + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GC %-*s %s\n", margin-6, "RF", buf);
+ }
+ for (j = 0; j < msa->ngc; j++) {
+ strncpy(buf, msa->gc[j] + currpos, acpl);
+ buf[acpl] = '\0';
+ fprintf(fp, "#=GC %-*s %s\n", margin-6, msa->gc_tag[j], buf);
+ }
+ }
+ fprintf(fp, "//\n");
+ free(buf);
+ return eslOK;
+
+ ERROR:
+ if (buf != NULL) free(buf);
+ return status;
+}
+
+
+/* write_stockholm():
+ * SRE, Fri Jan 28 09:24:02 2005 [St. Louis]
+ *
+ * Purpose: Write an alignment <msa> in Stockholm format
+ * to a stream <fp>, in multiblock format, with
+ * 50 residues per line.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: squid's WriteStockholm(), 1999.
+ */
+static int
+write_stockholm(FILE *fp, const ESL_MSA *msa)
+{
+ return (actually_write_stockholm(fp, msa, 50)); /* 50 char per block */
+}
+
+/* write_pfam():
+ * SRE, Fri Jan 28 09:25:42 2005 [St. Louis]
+ *
+ * Purpose: Write an alignment <msa> in Stockholm format
+ * to a stream <fp>, in single block (Pfam) format.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: squid's WriteStockholmOneBlock(), 1999.
+ */
+static int
+write_pfam(FILE *fp, const ESL_MSA *msa)
+{
+ return (actually_write_stockholm(fp, msa, msa->alen)); /* one big block */
+}
+
+
+static int
+is_blankline(char *s)
+{
+ for (; *s != '\0'; s++)
+ if (! isspace((int) *s)) return FALSE;
+ return TRUE;
+}
+
+/* Format of a GF line:
+ * #=GF <tag> <text>
+ * Returns eslOK on success; eslEFORMAT on parse failure.
+ * Throws eslEMEM on allocation failure.
+ */
+static int
+parse_gf(ESL_MSA *msa, char *buf)
+{
+ char *gf;
+ char *tag;
+ char *text;
+ char *tok;
+ char *s;
+ int n;
+ int status;
+
+ s = buf;
+ if (esl_strtok(&s, " \t\n\r", &gf, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &tag, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, "\n\r", &text, &n) != eslOK) return eslEFORMAT;
+ while (*text && (*text == ' ' || *text == '\t')) text++;
+
+ if (strcmp(tag, "ID") == 0)
+ status = esl_strdup(text, n, &(msa->name));
+ else if (strcmp(tag, "AC") == 0)
+ status = esl_strdup(text, n, &(msa->acc));
+ else if (strcmp(tag, "DE") == 0)
+ status = esl_strdup(text, n, &(msa->desc));
+ else if (strcmp(tag, "AU") == 0)
+ status = esl_strdup(text, n, &(msa->au));
+ else if (strcmp(tag, "GA") == 0)
+ { /* Pfam has GA1, GA2. Rfam just has GA1. */
+ s = text;
+ if ((esl_strtok(&s, " \t\n\r", &tok, NULL)) != eslOK)
+ return eslEFORMAT;
+ msa->cutoff[eslMSA_GA1] = atof(tok);
+ msa->cutset[eslMSA_GA1] = TRUE;
+ if ((esl_strtok(&s, " \t\n\r", &tok, NULL)) == eslOK)
+ {
+ msa->cutoff[eslMSA_GA2] = atof(tok);
+ msa->cutset[eslMSA_GA2] = TRUE;
+ }
+ status = eslOK;
+ }
+ else if (strcmp(tag, "NC") == 0)
+ {
+ s = text;
+ if ((esl_strtok(&s, " \t\n\r", &tok, NULL)) != eslOK)
+ return eslEFORMAT;
+ msa->cutoff[eslMSA_NC1] = atof(tok);
+ msa->cutset[eslMSA_NC1] = TRUE;
+ if ((esl_strtok(&s, " \t\n\r", &tok, NULL)) == eslOK)
+ {
+ msa->cutoff[eslMSA_NC2] = atof(tok);
+ msa->cutset[eslMSA_NC2] = TRUE;
+ }
+ status = eslOK;
+ }
+ else if (strcmp(tag, "TC") == 0)
+ {
+ s = text;
+ if ((esl_strtok(&s, " \t\n\r", &tok, NULL)) != eslOK)
+ return eslEFORMAT;
+ msa->cutoff[eslMSA_TC1] = atof(tok);
+ msa->cutset[eslMSA_TC1] = TRUE;
+ if ((esl_strtok(&s, "\t\n\r", &tok, NULL)) == eslOK)
+ {
+ msa->cutoff[eslMSA_TC2] = atof(tok);
+ msa->cutset[eslMSA_TC2] = TRUE;
+ }
+ status = eslOK;
+ }
+ else /* an unparsed #=GF: */
+ status = esl_msa_AddGF(msa, tag, text);
+
+ return status;
+}
+
+
+/* Format of a GS line:
+ * #=GS <seqname> <tag> <text>
+ * Return <eslOK> on success; <eslEFORMAT> on parse error.
+ * Throws <eslEMEM> on allocation error (trying to grow for a new
+ * name; <eslEINVAL> if we try to grow an ungrowable MSA.
+ */
+static int
+parse_gs(ESL_MSA *msa, char *buf)
+{
+ char *gs;
+ char *seqname;
+ char *tag;
+ char *text;
+ int seqidx;
+ char *s;
+ int status;
+
+ s = buf;
+ if (esl_strtok(&s, " \t\n\r", &gs, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &seqname, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &tag, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, "\n\r", &text, NULL) != eslOK) return eslEFORMAT;
+ while (*text && (*text == ' ' || *text == '\t')) text++;
+
+ /* GS usually follows another GS; guess lastidx+1 */
+ status = get_seqidx(msa, seqname, msa->lastidx+1, &seqidx);
+ if (status != eslOK) return status;
+ msa->lastidx = seqidx;
+
+ if (strcmp(tag, "WT") == 0)
+ {
+ msa->wgt[seqidx] = atof(text);
+ msa->flags |= eslMSA_HASWGTS;
+ status = eslOK;
+ }
+ else if (strcmp(tag, "AC") == 0)
+ status = set_seq_accession(msa, seqidx, text);
+ else if (strcmp(tag, "DE") == 0)
+ status = set_seq_description(msa, seqidx, text);
+ else
+ status = esl_msa_AddGS(msa, tag, seqidx, text);
+
+ return status;
+}
+
+
+/* parse_gc():
+ * Format of a GC line:
+ * #=GC <tag> <aligned text>
+ */
+static int
+parse_gc(ESL_MSA *msa, char *buf)
+{
+ char *gc;
+ char *tag;
+ char *text;
+ char *s;
+ int len;
+ int status;
+
+ s = buf;
+ if (esl_strtok(&s, " \t\n\r", &gc, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &tag, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &text, &len) != eslOK) return eslEFORMAT;
+
+ if (strcmp(tag, "SS_cons") == 0)
+ status = esl_strcat(&(msa->ss_cons), -1, text, len);
+ else if (strcmp(tag, "SA_cons") == 0)
+ status = esl_strcat(&(msa->sa_cons), -1, text, len);
+ else if (strcmp(tag, "RF") == 0)
+ status = esl_strcat(&(msa->rf), -1, text, len);
+ else
+ status = esl_msa_AppendGC(msa, tag, text);
+
+ return status;
+}
+
+/* parse_gr():
+ * Format of a GR line:
+ * #=GR <seqname> <featurename> <text>
+ */
+static int
+parse_gr(ESL_MSA *msa, char *buf)
+{
+ char *gr;
+ char *seqname;
+ char *tag;
+ char *text;
+ int seqidx;
+ int len;
+ int j;
+ char *s;
+ int status;
+
+ s = buf;
+ if (esl_strtok(&s, " \t\n\r", &gr, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &seqname, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &tag, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &text, &len) != eslOK) return eslEFORMAT;
+
+ /* GR usually follows sequence it refers to; guess msa->lastidx */
+ status = get_seqidx(msa, seqname, msa->lastidx, &seqidx);
+ if (status != eslOK) return status;
+ msa->lastidx = seqidx;
+
+ if (strcmp(tag, "SS") == 0)
+ {
+ if (msa->ss == NULL)
+ {
+ ESL_ALLOC(msa->ss, sizeof(char *) * msa->sqalloc);
+ ESL_ALLOC(msa->sslen, sizeof(int64_t)* msa->sqalloc);
+ for (j = 0; j < msa->sqalloc; j++)
+ {
+ msa->ss[j] = NULL;
+ msa->sslen[j] = 0;
+ }
+ }
+ status = esl_strcat(&(msa->ss[seqidx]), msa->sslen[seqidx], text, len);
+ msa->sslen[seqidx] += len;
+ }
+ else if (strcmp(tag, "SA") == 0)
+ {
+ if (msa->sa == NULL)
+ {
+ ESL_ALLOC(msa->sa, sizeof(char *) * msa->sqalloc);
+ ESL_ALLOC(msa->salen, sizeof(int64_t)* msa->sqalloc);
+ for (j = 0; j < msa->sqalloc; j++)
+ {
+ msa->sa[j] = NULL;
+ msa->salen[j] = 0;
+ }
+ }
+ status = esl_strcat(&(msa->sa[seqidx]), msa->salen[seqidx], text, len);
+ msa->salen[seqidx] += len;
+ }
+ else
+ status = esl_msa_AppendGR(msa, tag, seqidx, text);
+ return status;
+
+ ERROR:
+ return status;
+}
+
+
+/* parse_comment():
+ * comments are simply stored verbatim, not parsed
+ */
+static int
+parse_comment(ESL_MSA *msa, char *buf)
+{
+ char *s;
+ char *comment;
+
+ s = buf + 1; /* skip leading '#' */
+ if (*s == '\n' || *s == '\r') { *s = '\0'; comment = s; } /* deal with blank comment */
+ else if (esl_strtok(&s, "\n\r", &comment, NULL)!= eslOK) return eslEFORMAT;
+ return (esl_msa_AddComment(msa, comment));
+}
+
+/* parse_sequence():
+ * Format of line is:
+ * <name> <aligned text>
+ *
+ * On digital sequence, returns <eslEINVAL> if any of the residues can't be digitized.
+ */
+static int
+parse_sequence(ESL_MSA *msa, char *buf)
+{
+ char *s;
+ char *seqname;
+ char *text;
+ int seqidx;
+ int len;
+ int status;
+
+ s = buf;
+ if (esl_strtok(&s, " \t\n\r", &seqname, NULL) != eslOK) return eslEFORMAT;
+ if (esl_strtok(&s, " \t\n\r", &text, &len) != eslOK) return eslEFORMAT;
+
+ /* seq usually follows another seq; guess msa->lastidx +1 */
+ status = get_seqidx(msa, seqname, msa->lastidx+1, &seqidx);
+ if (status != eslOK) return status;
+ msa->lastidx = seqidx;
+
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL)
+ {
+ status = esl_abc_dsqcat(msa->abc, &(msa->ax[seqidx]), &(msa->sqlen[seqidx]), text, len);
+ }
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL))
+ {
+ status = esl_strcat(&(msa->aseq[seqidx]), msa->sqlen[seqidx], text, len);
+ msa->sqlen[seqidx] += len;
+ }
+
+ return status;
+}
+
+/* read_stockholm():
+ * SRE, Sun Jan 23 08:33:32 2005 [St. Louis]
+ *
+ * Purpose: Parse the next alignment from an open Stockholm format alignment
+ * file <afp>, leaving the alignment in <ret_msa>.
+ *
+ * Returns: <eslOK> on success, and the alignment is in <ret_msa>.
+ * Returns <eslEOF> if there are no more alignments in <afp>,
+ * and <ret_msa> is set to NULL.
+ * <eslEFORMAT> if parse fails because of a file format problem,
+ * in which case afp->errbuf is set to contain a formatted message
+ * that indicates the cause of the problem, and <ret_msa> is
+ * set to NULL.
+ *
+ * Returns <eslEINVAL> if we're trying to read a digital alignment,
+ * and an invalid residue is found that can't be digitized.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: squid's ReadStockholm(), 1999.
+ */
+static int
+read_stockholm(ESL_MSAFILE *afp, ESL_MSA **ret_msa)
+{
+ ESL_MSA *msa = NULL;
+ char *s;
+ int status;
+ int status2;
+#ifdef eslAUGMENT_SSI
+ off_t offset;
+#endif
+
+ if (feof(afp->f)) { status = eslEOF; goto ERROR; }
+ afp->errbuf[0] = '\0';
+
+ /* Initialize allocation of the MSA:
+ * make it growable, by giving it an initial blocksize of
+ * 16 seqs of 0 length.
+ */
+#ifdef eslAUGMENT_ALPHABET
+ if (afp->do_digital == TRUE &&
+ (msa = esl_msa_CreateDigital(afp->abc, 16, -1)) == NULL)
+ { status = eslEMEM; goto ERROR; }
+
+#endif
+ if (afp->do_digital == FALSE &&
+ (msa = esl_msa_Create(16, -1)) == NULL)
+ { status = eslEMEM; goto ERROR; }
+ if (msa == NULL)
+ { status = eslEMEM; goto ERROR; }
+
+ /* Check the magic Stockholm header line.
+ * We have to skip blank lines here, else we perceive
+ * trailing blank lines in a file as a format error when
+ * reading in multi-record mode.
+ */
+ do {
+#ifdef eslAUGMENT_SSI
+ offset = ftello(afp->f);
+#endif
+ if ((status = msafile_getline(afp)) != eslOK) goto ERROR;
+ } while (is_blankline(afp->buf));
+
+ if (strncmp(afp->buf, "# STOCKHOLM 1.", 14) != 0)
+ {
+ sprintf(afp->errbuf, "missing \"# STOCKHOLM\" header");
+ status = eslEFORMAT;
+ goto ERROR;
+ }
+
+#ifdef eslAUGMENT_SSI
+ msa->offset = offset;
+#endif
+
+ /* Read the alignment file one line at a time.
+ */
+ while ((status2 = msafile_getline(afp)) == eslOK)
+ {
+ s = afp->buf;
+ while (*s == ' ' || *s == '\t') s++; /* skip leading whitespace */
+
+ if (*s == '#') {
+
+ if (strncmp(s, "#=GF", 4) == 0)
+ {
+ if ((status = parse_gf(msa, s)) != eslOK)
+ { sprintf(afp->errbuf, "failed to parse #=GF line"); goto ERROR; }
+ }
+
+ else if (strncmp(s, "#=GS", 4) == 0)
+ {
+ if ((status = parse_gs(msa, s)) != eslOK)
+ { sprintf(afp->errbuf, "failed to parse #=GS line"); goto ERROR; }
+ }
+
+ else if (strncmp(s, "#=GC", 4) == 0)
+ {
+ if ((status = parse_gc(msa, s)) != eslOK)
+ { sprintf(afp->errbuf, "failed to parse #=GC line"); goto ERROR; }
+ }
+
+ else if (strncmp(s, "#=GR", 4) == 0)
+ {
+ if ((status = parse_gr(msa, s)) != eslOK)
+ { sprintf(afp->errbuf, "failed to parse #=GR line"); goto ERROR; }
+ }
+
+ else if ((status = parse_comment(msa, s)) != eslOK)
+ { sprintf(afp->errbuf, "failed to parse comment line"); goto ERROR; }
+ }
+ else if (strncmp(s, "//", 2) == 0) break; /* normal way out */
+ else if (*s == '\n' || *s == '\r') continue;
+ else if ((status = parse_sequence(msa, s)) != eslOK)
+ { sprintf(afp->errbuf, "failed to parse sequence line"); goto ERROR; }
+ }
+ /* If we saw a normal // end, we would've successfully read a line,
+ * so when we get here, status (from the line read) should be eslOK.
+ */
+ if (status2 != eslOK)
+ {
+ sprintf(afp->errbuf, "didn't find // at end of alignment %.128s",
+ msa->name == NULL ? "" : msa->name);
+ status = eslEFORMAT;
+ goto ERROR;
+ }
+
+ /* Stockholm fmt is complex, so give the newly parsed MSA a good
+ * going-over, and finalize the fields of the MSA data structure.
+ * verify_parse will fill in errbuf if it sees a problem.
+ */
+ if (verify_parse(msa, afp->errbuf) != eslOK)
+ { status = eslEFORMAT; goto ERROR; }
+
+ if (ret_msa != NULL) *ret_msa = msa; else esl_msa_Destroy(msa);
+ return eslOK;
+
+ ERROR:
+ if (msa != NULL) esl_msa_Destroy(msa);
+ if (ret_msa != NULL) *ret_msa = NULL;
+ return status;
+}
+
+
+
+/* Function: esl_msa_Read()
+ * Synopsis: Read next MSA from a file.
+ * Incept: SRE, Fri Jan 28 08:10:49 2005 [St. Louis]
+ *
+ * Purpose: Reads the next MSA from an open MSA file <afp>,
+ * and returns it via <ret_msa>.
+ *
+ * Returns: <eslOK> on success, and <ret_msa> points at the
+ * new MSA object.
+ *
+ * Returns <eslEOF> if there are no more alignments in the file.
+ *
+ * Returns <eslEFORMAT> if there is a parse error, and <afp->errbuf>
+ * is set to an informative message.
+ *
+ * <eslEINVAL> if we're trying to read a digital alignment,
+ * but one or more residues are seen in the file that
+ * aren't valid in our alphabet.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINCONCEIVABLE> on internal error.
+ */
+int
+esl_msa_Read(ESL_MSAFILE *afp, ESL_MSA **ret_msa)
+{
+ ESL_MSA *msa;
+ int status;
+
+ *ret_msa = NULL;
+
+ /* If we've just used GuessAlphabet(), we have an MSA already read
+ * and stored in the MSAFILE's cache. Just return it, after worrying
+ * about whether it's supposed to be in digital or text mode. (It
+ * should always be in text mode, and maybe in need of Digitize(),
+ * given how GuessAlphabet works now; but this is coded for more
+ * generality in case we use the MSA cache some other way in the
+ * future.)
+ */
+ if (afp->msa_cache != NULL)
+ {
+#ifdef eslAUGMENT_ALPHABET
+ if (afp->do_digital && !(afp->msa_cache->flags & eslMSA_DIGITAL)) {
+ if ((status = esl_msa_Digitize(afp->abc, afp->msa_cache)) != eslOK) return status;
+ }
+ else if (! afp->do_digital && (afp->msa_cache->flags & eslMSA_DIGITAL)) {
+ if ((status = esl_msa_Textize(afp->msa_cache)) != eslOK) return status;
+ }
+#endif
+
+ *ret_msa = afp->msa_cache;
+ afp->msa_cache = NULL;
+ return eslOK;
+ }
+
+ /* Otherwise, read the next MSA from the file.
+ */
+ switch (afp->format) {
+ case eslMSAFILE_STOCKHOLM: status = read_stockholm(afp, &msa); break;
+ case eslMSAFILE_PFAM: status = read_stockholm(afp, &msa); break;
+ default:
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "no such format");
+ }
+
+ *ret_msa = msa;
+ return status;
+}
+
+/* Function: esl_msa_Write()
+ * Synopsis: Write an MSA to a file.
+ * Incept: SRE, Fri Jan 28 09:29:28 2005 [St. Louis]
+ *
+ * Purpose: Writes an alignment <msa> to an open stream <fp>,
+ * in format specified by <fmt>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINCONCEIVABLE> on internal error.
+ */
+int
+esl_msa_Write(FILE *fp, const ESL_MSA *msa, int fmt)
+{
+ int status;
+ switch (fmt) {
+ case eslMSAFILE_STOCKHOLM: status = write_stockholm(fp, msa); break;
+ case eslMSAFILE_PFAM: status = write_pfam(fp, msa); break;
+ default:
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "no such format");
+ }
+ return status;
+}
+
+
+/* Function: esl_msa_DescribeFormat()
+ * Synopsis: Convert internal file format code to text string.
+ * Incept: SRE, Fri May 18 11:59:58 2007 [Janelia]
+ *
+ * Purpose: Given an internal file format code <fmt>
+ * (<eslMSAFILE_STOCKHOLM>, for example), returns
+ * a string suitable for printing ("Stockholm",
+ * for example).
+ *
+ * Note: Keep in sync with <esl_sqio_DescribeFormat()>.
+ * The reason we don't just use <esl_sqio_DescribeFormat()>
+ * is so the msa module can be used without the sqio
+ * module.
+ */
+char *
+esl_msa_DescribeFormat(int fmt)
+{
+ switch (fmt) {
+ case eslMSAFILE_UNKNOWN: return "unknown";
+ case eslMSAFILE_STOCKHOLM: return "Stockholm";
+ case eslMSAFILE_PFAM: return "Pfam";
+ default: esl_fatal("no such format code");
+ }
+ /*NOTREACHED*/
+ return NULL;
+}
+
+
+/* Function: esl_msa_GuessFileFormat()
+ * Synopsis: Determine the format of an open MSA file.
+ * Incept: SRE, Fri Jan 28 07:29:00 2005 [St. Louis]
+ *
+ * Purpose: Attempts to determine the format of an open alignment file
+ * <afp>, for which <afp->format> is <eslMSAFILE_UNKNOWN>.
+ * If successful, sets <afp->format>.
+ *
+ * Currently a placeholder: it always guesses Stockholm!
+ *
+ * Returns: <eslOK> on success, and sets <afp->format>.
+ * <eslEFORMAT> if format can't be determined.
+ *
+ * Xref: squid's MSAFileFormat()
+ */
+int
+esl_msa_GuessFileFormat(ESL_MSAFILE *afp)
+{
+ /* Placeholder: FIXME: autodetection code goes here.
+ */
+ afp->format = eslMSAFILE_STOCKHOLM;
+ return eslOK;
+}
+/*-------------------- end of general i/o functions -------------------------*/
+
+
+
+
+
+
+/*****************************************************************
+ *# 6. Miscellaneous functions for manipulating MSAs
+ *****************************************************************/
+
+/* Function: esl_msa_SequenceSubset()
+ * Synopsis: Select subset of sequences into a smaller MSA.
+ * Incept: SRE, Wed Apr 13 10:05:44 2005 [St. Louis]
+ *
+ * Purpose: Given an array <useme> (0..nseq-1) of TRUE/FALSE flags for each
+ * sequence in an alignment <msa>; create a new alignment containing
+ * only those seqs which are flagged <useme=TRUE>. Return a pointer
+ * to this newly allocated alignment through <ret_new>. Caller is
+ * responsible for freeing it.
+ *
+ * The smaller alignment might now contain columns
+ * consisting entirely of gaps or missing data, depending
+ * on what sequence subset was extracted. The caller may
+ * want to immediately call <esl_msa_MinimGaps()> on the
+ * new alignment to clean this up.
+ *
+ * Unparsed GS and GR Stockholm annotation that is presumably still
+ * valid is transferred to the new alignment. Unparsed GC, GF, and
+ * comments that are potentially invalidated by taking the subset
+ * of sequences are not transferred to the new MSA.
+ *
+ * Weights are transferred exactly. If they need to be
+ * renormalized to some new total weight (such as the new,
+ * smaller total sequence number), the caller must do that.
+ *
+ * <msa> may be in text mode or digital mode. The new MSA
+ * in <ret_new> will have the same mode.
+ *
+ * Returns: <eslOK> on success, and <ret_new> is set to point at a new
+ * (smaller) alignment.
+ *
+ * Throws: <eslEINVAL> if the subset has no sequences in it;
+ * <eslEMEM> on allocation error.
+ *
+ * Xref: squid's MSASmallerAlignment(), 1999.
+ */
+int
+esl_msa_SequenceSubset(const ESL_MSA *msa, const int *useme, ESL_MSA **ret_new)
+{
+ ESL_MSA *new = NULL;
+ int nnew; /* number of seqs in the new MSA */
+ int oidx, nidx; /* old, new indices */
+ int i;
+ int status;
+
+ *ret_new = NULL;
+
+ nnew = 0;
+ for (oidx = 0; oidx < msa->nseq; oidx++)
+ if (useme[oidx]) nnew++;
+ if (nnew == 0) ESL_EXCEPTION(eslEINVAL, "No sequences selected");
+
+ /* Note that the Create() calls allocate exact space for the sequences,
+ * so we will strcpy()/memcpy() into them below.
+ */
+#ifdef eslAUGMENT_ALPHABET
+ if ((msa->flags & eslMSA_DIGITAL) &&
+ (new = esl_msa_CreateDigital(msa->abc, nnew, msa->alen)) == NULL)
+ {status = eslEMEM; goto ERROR; }
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL) &&
+ (new = esl_msa_Create(nnew, msa->alen)) == NULL)
+ {status = eslEMEM; goto ERROR; }
+ if (new == NULL)
+ {status = eslEMEM; goto ERROR; }
+
+
+ /* Copy the old to the new */
+ for (nidx = 0, oidx = 0; oidx < msa->nseq; oidx++)
+ if (useme[oidx])
+ {
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL)
+ memcpy(new->ax[nidx], msa->ax[oidx], sizeof(ESL_DSQ) * (msa->alen+2));
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL))
+ strcpy(new->aseq[nidx], msa->aseq[oidx]);
+ if ((status = esl_strdup(msa->sqname[oidx], -1, &(new->sqname[nidx]))) != eslOK) goto ERROR;
+
+ new->wgt[nidx] = msa->wgt[oidx];
+
+ if (msa->sqacc != NULL && msa->sqacc[oidx] != NULL) {
+ if ((status = set_seq_accession(new, nidx, msa->sqacc[oidx])) != eslOK) goto ERROR;
+ }
+ if (msa->sqdesc != NULL && msa->sqdesc[oidx] != NULL) {
+ if ((status = set_seq_description(new, nidx, msa->sqdesc[oidx])) != eslOK) goto ERROR;
+ }
+ if (msa->ss != NULL && msa->ss[oidx] != NULL) {
+ if ((status = set_seq_ss(new, nidx, msa->ss[oidx])) != eslOK) goto ERROR;
+ }
+ if (msa->sa != NULL && msa->sa[oidx] != NULL) {
+ if ((status = set_seq_sa(new, nidx, msa->sa[oidx])) != eslOK) goto ERROR;
+ }
+ /* unparsed annotation */
+ for(i = 0; i < msa->ngs; i++) {
+ if(msa->gs[i] != NULL)
+ if ((status = esl_msa_AddGS(new, msa->gs_tag[i], nidx, msa->gs[i][oidx])) != eslOK) goto ERROR;
+ }
+ for(i = 0; i < msa->ngr; i++) {
+ if(msa->gr[i] != NULL)
+ if ((status = esl_msa_AppendGR(new, msa->gr_tag[i], nidx, msa->gr[i][oidx])) != eslOK) goto ERROR;
+ }
+
+ nidx++;
+ }
+
+ new->flags = msa->flags;
+
+ if ((status = esl_strdup(msa->name, -1, &(new->name))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(msa->desc, -1, &(new->desc))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(msa->acc, -1, &(new->acc))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(msa->au, -1, &(new->au))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(msa->ss_cons, msa->alen, &(new->ss_cons))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(msa->sa_cons, msa->alen, &(new->sa_cons))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(msa->rf, msa->alen, &(new->rf))) != eslOK) goto ERROR;
+
+ for (i = 0; i < eslMSA_NCUTS; i++) {
+ new->cutoff[i] = msa->cutoff[i];
+ new->cutset[i] = msa->cutset[i];
+ }
+
+ new->nseq = nnew;
+ new->sqalloc = nnew;
+
+ /* Since we have a fully constructed MSA, we don't need the
+ * aux info used by parsers.
+ */
+ if (new->sqlen != NULL) { free(new->sqlen); new->sqlen = NULL; }
+ if (new->sslen != NULL) { free(new->sslen); new->sslen = NULL; }
+ if (new->salen != NULL) { free(new->salen); new->salen = NULL; }
+ new->lastidx = -1;
+
+ *ret_new = new;
+ return eslOK;
+
+ ERROR:
+ if (new != NULL) esl_msa_Destroy(new);
+ *ret_new = NULL;
+ return status;
+}
+
+
+/* remove_broken_basepairs()
+ *
+ * Given an array <useme> (0..alen-1) of TRUE/FALSE flags, remove
+ * any basepair from SS_cons and individual SS annotation in alignment
+ * columns (i,j) for which either <useme[i-1]> or <useme[j-1]> is FALSE.
+ * Called automatically from esl_msa_ColumnSubset() with same <useme>.
+ *
+ * If the original structure data is inconsistent it's left untouched.
+ *
+ * Returns: <eslOK> on success.
+ * <eslESYNTAX> if WUSS string for SS_cons or msa->ss
+ * following esl_wuss_nopseudo() is inconsistent.
+ * <eslEINVAL> if a derived ct array implies a pknotted
+ * SS, this should be impossible
+ */
+static int
+remove_broken_basepairs(ESL_MSA *msa, char *errbuf, const int *useme)
+{
+ int status;
+ int64_t apos; /* alignment position */
+ int i;
+ int *ct; /* 0..alen-1 base pair partners array for current sequence */
+ char *ss_nopseudo; /* no-pseudoknot version of structure */
+ ESL_ALLOC(ct, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(ss_nopseudo, sizeof(char) * (msa->alen+1));
+
+ if (msa->ss_cons != NULL) {
+ esl_wuss_nopseudo(msa->ss_cons, ss_nopseudo);
+ if ((status = esl_wuss2ct(ss_nopseudo, msa->alen, ct)) != eslOK) ESL_FAIL(status, errbuf, "Consensus structure string is inconsistent.");
+ for (apos = 1; apos <= msa->alen; apos++) {
+ if (!(useme[apos-1])) {
+ if (ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ }
+ /* convert to WUSS SS string and supplant msa->ss_cons */
+ if ((status = esl_ct2wuss(ct, msa->alen, msa->ss_cons)) != eslOK) ESL_FAIL(status, errbuf, "Error converting de-knotted bp ct arry to WUSS notation.");
+ }
+ }
+ /* do the same for per-seq SS annotation */
+ if (msa->ss != NULL) {
+ for (i = 0; i < msa->nseq; i++) {
+ if (msa->ss[i] != NULL) {
+ esl_wuss_nopseudo(msa->ss[i], ss_nopseudo);
+ if ((status = esl_wuss2ct(ss_nopseudo, msa->alen, ct)) != eslOK) ESL_FAIL(status, errbuf, "Secondary structure string for seq %d is inconsistent.", i);
+ for (apos = 1; apos <= msa->alen; apos++) {
+ if (!(useme[apos-1])) {
+ if (ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ }
+ /* convert to WUSS SS string and supplant msa->ss[i] */
+ if ((status = esl_ct2wuss(ct, msa->alen, msa->ss[i])) != eslOK) ESL_FAIL(status, errbuf, "Error converting de-knotted bp ct arry to WUSS notation.");
+ }
+ }
+ }
+ }
+ free(ss_nopseudo);
+ free(ct);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: esl_msa_ColumnSubset()
+ * Synopsis: Remove a selected subset of columns from the MSA
+ *
+ * Incept: SRE, Sun Feb 27 10:05:07 2005
+ * From squid's MSAShorterAlignment(), 1999
+ *
+ * Purpose: Given an array <useme> (0..alen-1) of TRUE/FALSE flags,
+ * where TRUE means "keep this column in the new alignment";
+ * remove all columns annotated as FALSE in the <useme>
+ * array. This is done in-place on the MSA, so the MSA is
+ * modified: <msa->alen> is reduced, <msa->aseq> is shrunk
+ * (or <msa->ax>, in the case of a digital mode alignment),
+ * and all associated per-residue or per-column annotation
+ * is shrunk.
+ *
+ * Returns: <eslOK> on success.
+ * Possibilities from remove_broken_basepairs() call:
+ * <eslESYNTAX> if WUSS string for SS_cons or msa->ss
+ * following esl_wuss_nopseudo() is inconsistent.
+ * <eslEINVAL> if a derived ct array implies a pknotted SS.
+ */
+int
+esl_msa_ColumnSubset(ESL_MSA *msa, char *errbuf, const int *useme)
+{
+ int status;
+ int64_t opos; /* position in original alignment */
+ int64_t npos; /* position in new alignment */
+ int idx; /* sequence index */
+ int i; /* markup index */
+
+ /* Remove any basepairs from SS_cons and individual sequence SS
+ * for aln columns i,j for which useme[i-1] or useme[j-1] are FALSE
+ */
+ if((status = remove_broken_basepairs(msa, errbuf, useme)) != eslOK) return status;
+
+ /* Since we're minimizing, we can overwrite in place, within the msa
+ * we've already got.
+ * opos runs all the way to msa->alen to include (and move) the \0
+ * string terminators (or sentinel bytes, in the case of digital mode)
+ */
+ for (opos = 0, npos = 0; opos <= msa->alen; opos++)
+ {
+ if (opos < msa->alen && useme[opos] == FALSE) continue;
+
+ if (npos != opos) /* small optimization */
+ {
+ /* The alignment, and per-residue annotations */
+ for (idx = 0; idx < msa->nseq; idx++)
+ {
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL) /* watch off-by-one in dsq indexing */
+ msa->ax[idx][npos+1] = msa->ax[idx][opos+1];
+ else
+ msa->aseq[idx][npos] = msa->aseq[idx][opos];
+#else
+ msa->aseq[idx][npos] = msa->aseq[idx][opos];
+#endif /*eslAUGMENT_ALPHABET*/
+ if (msa->ss != NULL && msa->ss[idx] != NULL)
+ msa->ss[idx][npos] = msa->ss[idx][opos];
+ if (msa->sa != NULL && msa->sa[idx] != NULL)
+ msa->sa[idx][npos] = msa->sa[idx][opos];
+ for (i = 0; i < msa->ngr; i++)
+ if (msa->gr[i][idx] != NULL)
+ msa->gr[i][idx][npos] = msa->gr[i][idx][opos];
+ }
+ /* The per-column annotations */
+ if (msa->ss_cons != NULL) msa->ss_cons[npos] = msa->ss_cons[opos];
+ if (msa->sa_cons != NULL) msa->sa_cons[npos] = msa->sa_cons[opos];
+ if (msa->rf != NULL) msa->rf[npos] = msa->rf[opos];
+ for (i = 0; i < msa->ngc; i++)
+ msa->gc[i][npos] = msa->gc[i][opos];
+ }
+ npos++;
+ }
+ msa->alen = npos-1; /* -1 because npos includes NUL terminators */
+ return eslOK;
+}
+
+/* Function: esl_msa_MinimGaps()
+ * Synopsis: Remove columns containing all gap symbols.
+ * Incept: SRE, Sun Feb 27 11:03:42 2005 [St. Louis]
+ *
+ * Purpose: Remove all columns in the multiple alignment <msa>
+ * that consist entirely of gaps or missing data.
+ *
+ * For a text mode alignment, <gaps> is a string defining
+ * the gap characters, such as <"-_.">. For a digital mode
+ * alignment, <gaps> may be passed as <NULL>, because the
+ * internal alphabet already knows what the gap and missing
+ * data characters are.
+ *
+ * <msa> is changed in-place to a narrower alignment
+ * containing fewer columns. All per-residue and per-column
+ * annotation is altered appropriately for the columns that
+ * remain in the new alignment.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * Possibilities from esl_msa_ColumnSubset() call:
+ * <eslESYNTAX> if WUSS string for SS_cons or msa->ss
+ * following esl_wuss_nopseudo() is inconsistent.
+ * <eslEINVAL> if a derived ct array implies a pknotted SS.
+ *
+ * Xref: squid's MSAMingap().
+ */
+int
+esl_msa_MinimGaps(ESL_MSA *msa, char *errbuf, const char *gaps)
+{
+ int *useme = NULL; /* array of TRUE/FALSE flags for which cols to keep */
+ int64_t apos; /* column index */
+ int idx; /* sequence index */
+ int status;
+
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen+1)); /* +1 is just to deal w/ alen=0 special case */
+
+#ifdef eslAUGMENT_ALPHABET /* digital mode case */
+ if (msa->flags & eslMSA_DIGITAL) /* be careful of off-by-one: useme is 0..L-1 indexed */
+ {
+ for (apos = 1; apos <= msa->alen; apos++)
+ {
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (! esl_abc_XIsGap (msa->abc, msa->ax[idx][apos]) &&
+ ! esl_abc_XIsMissing(msa->abc, msa->ax[idx][apos]))
+ break;
+ if (idx == msa->nseq) useme[apos-1] = FALSE; else useme[apos-1] = TRUE;
+ }
+ }
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL)) /* text mode case */
+ {
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (strchr(gaps, msa->aseq[idx][apos]) == NULL)
+ break;
+ if (idx == msa->nseq) useme[apos] = FALSE; else useme[apos] = TRUE;
+ }
+ }
+
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) return status;
+ free(useme);
+ return eslOK;
+
+ ERROR:
+ if (useme != NULL) free(useme);
+ return status;
+}
+
+/* Function: esl_msa_NoGaps()
+ * Synopsis: Remove columns containing any gap symbol.
+ * Incept: SRE, Sun Feb 27 10:17:58 2005 [St. Louis]
+ *
+ * Purpose: Remove all columns in the multiple alignment <msa> that
+ * contain any gaps or missing data, such that the modified
+ * MSA consists only of ungapped columns (a solid block of
+ * residues).
+ *
+ * This is useful for filtering alignments prior to
+ * phylogenetic analysis using programs that can't deal
+ * with gaps.
+ *
+ * For a text mode alignment, <gaps> is a string defining
+ * the gap characters, such as <"-_.">. For a digital mode
+ * alignment, <gaps> may be passed as <NULL>, because the
+ * internal alphabet already knows what the gap and
+ * missing data characters are.
+ *
+ * <msa> is changed in-place to a narrower alignment
+ * containing fewer columns. All per-residue and per-column
+ * annotation is altered appropriately for the columns that
+ * remain in the new alignment.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * Possibilities from esl_msa_ColumnSubset() call:
+ * <eslESYNTAX> if WUSS string for SS_cons or msa->ss
+ * following esl_wuss_nopseudo() is inconsistent.
+ * <eslEINVAL> if a derived ct array implies a pknotted SS.
+ *
+ * Xref: squid's MSANogap().
+ */
+int
+esl_msa_NoGaps(ESL_MSA *msa, char *errbuf, const char *gaps)
+{
+ int *useme = NULL; /* array of TRUE/FALSE flags for which cols to keep */
+ int64_t apos; /* column index */
+ int idx; /* sequence index */
+ int status;
+
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen+1)); /* +1 is only to deal with alen=0 special case */
+
+#ifdef eslAUGMENT_ALPHABET /* digital mode case */
+ if (msa->flags & eslMSA_DIGITAL) /* be careful of off-by-one: useme is 0..L-1 indexed */
+ {
+ for (apos = 1; apos <= msa->alen; apos++)
+ {
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (esl_abc_XIsGap (msa->abc, msa->ax[idx][apos]) ||
+ esl_abc_XIsMissing(msa->abc, msa->ax[idx][apos]))
+ break;
+ if (idx == msa->nseq) useme[apos-1] = TRUE; else useme[apos-1] = FALSE;
+ }
+ }
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL)) /* text mode case */
+ {
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (strchr(gaps, msa->aseq[idx][apos]) != NULL)
+ break;
+ if (idx == msa->nseq) useme[apos] = TRUE; else useme[apos] = FALSE;
+ }
+ }
+
+ esl_msa_ColumnSubset(msa, errbuf, useme);
+ free(useme);
+ return eslOK;
+
+ ERROR:
+ if (useme != NULL) free(useme);
+ return status;
+}
+
+
+/* Function: esl_msa_SymConvert()
+ * Synopsis: Global search/replace of symbols in an MSA.
+ * Incept: SRE, Sun Feb 27 11:20:41 2005 [St. Louis]
+ *
+ * Purpose: In the aligned sequences in a text-mode <msa>, convert any
+ * residue in the string <oldsyms> to its counterpart (at the same
+ * position) in string <newsyms>.
+ *
+ * To convert DNA to RNA, <oldsyms> could be "Tt" and
+ * <newsyms> could be "Uu". To convert IUPAC symbols to
+ * N's, <oldsyms> could be "RYMKSWHBVDrymkswhbvd" and
+ * <newsyms> could be "NNNNNNNNNNnnnnnnnnnn".
+ *
+ * As a special case, if <newsyms> consists of a single
+ * character, then any character in the <oldsyms> is
+ * converted to this character.
+ *
+ * Thus, <newsyms> must either be of the same length as
+ * <oldsyms>, or of length 1. Anything else will cause
+ * undefined behavior (and probably segfault).
+ *
+ * The conversion is done in-place, so the <msa> is
+ * modified.
+ *
+ * This is a poor man's hack for processing text mode MSAs
+ * into a more consistent text alphabet. It is unnecessary
+ * for digital mode MSAs, which are already in a standard
+ * internal alphabet. Calling <esl_msa_SymConvert()> on a
+ * digital mode alignment throws an <eslEINVAL> error.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <msa> is in digital mode, or if the <oldsyms>
+ * and <newsyms> strings aren't valid together.
+ */
+int
+esl_msa_SymConvert(ESL_MSA *msa, const char *oldsyms, const char *newsyms)
+{
+ int64_t apos; /* column index */
+ int idx; /* sequence index */
+ char *sptr;
+ int special;
+
+ if (msa->flags & eslMSA_DIGITAL)
+ ESL_EXCEPTION(eslEINVAL, "can't SymConvert on digital mode alignment");
+ if ((strlen(oldsyms) != strlen(newsyms)) && strlen(newsyms) != 1)
+ ESL_EXCEPTION(eslEINVAL, "invalid newsyms/oldsyms pair");
+
+ special = (strlen(newsyms) == 1 ? TRUE : FALSE);
+
+ for (apos = 0; apos < msa->alen; apos++)
+ for (idx = 0; idx < msa->nseq; idx++)
+ if ((sptr = strchr(oldsyms, msa->aseq[idx][apos])) != NULL)
+ msa->aseq[idx][apos] = (special ? *newsyms : newsyms[sptr-oldsyms]);
+ return eslOK;
+}
+
+/* Function: esl_msa_AddComment()
+ * Incept: SRE, Tue Jun 1 17:37:21 1999 [St. Louis]
+ *
+ * Purpose: Add an (unparsed) comment line to the MSA structure,
+ * allocating as necessary.
+ *
+ * Args: msa - a multiple alignment
+ * s - comment line to add
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msa_AddComment(ESL_MSA *msa, char *s)
+{
+ void *p;
+ int status;
+
+ /* If this is our first recorded comment, we need to allocate;
+ * and if we've filled available space, we need to reallocate.
+ */
+ if (msa->comment == NULL) {
+ ESL_ALLOC(msa->comment, sizeof(char *) * 16);
+ msa->alloc_ncomment = 16;
+ }
+ if (msa->ncomment == msa->alloc_ncomment) {
+ ESL_RALLOC(msa->comment, p, sizeof(char *) * msa->alloc_ncomment * 2);
+ msa->alloc_ncomment *= 2;
+ }
+ if ((status = esl_strdup(s, -1, &(msa->comment[msa->ncomment]))) != eslOK) goto ERROR;
+ msa->ncomment++;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_msa_AddGF()
+ * Incept: SRE, Tue Jun 1 17:37:21 1999 [St. Louis]
+ *
+ * Purpose: Add an unparsed \verb+#=GF+ markup line to the MSA,
+ * allocating as necessary. <tag> is the GF markup
+ * tag; <value> is the text associated w/ that tag.
+ *
+ * Args: msa - a multiple alignment
+ * tag - markup tag
+ * value - markup text
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msa_AddGF(ESL_MSA *msa, char *tag, char *value)
+{
+ void *p;
+ int n;
+ int status;
+
+ /* If this is our first recorded unparsed #=GF line, we need to allocate().
+ */
+ if (msa->gf_tag == NULL) {
+ ESL_ALLOC(msa->gf_tag, sizeof(char *) * 16);
+ ESL_ALLOC(msa->gf, sizeof(char *) * 16);
+ msa->alloc_ngf = 16;
+ }
+ /* or if we're out of room for new GF's, reallocate by doubling
+ */
+ if (msa->ngf == msa->alloc_ngf) {
+ n = msa->alloc_ngf * 2;
+ ESL_RALLOC(msa->gf_tag, p, sizeof(char *) * n);
+ ESL_RALLOC(msa->gf, p, sizeof(char *) * n);
+ msa->alloc_ngf = n;
+ }
+
+ if ((status = esl_strdup(tag, -1, &(msa->gf_tag[msa->ngf]))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(value, -1, &(msa->gf[msa->ngf]))) != eslOK) goto ERROR;
+ msa->ngf++;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_msa_AddGS()
+ * Incept: SRE, Tue Jun 1 17:37:21 1999 [St. Louis]
+ *
+ * Purpose: Add an unparsed \verb+#=GS+ markup line to the MSA,
+ * allocating as necessary. It's possible that we
+ * could get more than one of the same type of GS
+ * tag per sequence; for example, "DR PDB;" structure
+ * links in Pfam. Hack: handle these by appending to
+ * the string, in a \verb+\n+ separated fashion.
+ *
+ * Args: msa - multiple alignment structure
+ * tag - markup tag (e.g. "AC")
+ * sqidx - index of sequence to assoc markup with (0..nseq-1)
+ * value - markup (e.g. "P00666")
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msa_AddGS(ESL_MSA *msa, char *tag, int sqidx, char *value)
+{
+ void *p;
+ int tagidx;
+ int i;
+ int status;
+
+ /* first GS tag? init&allocate */
+ if (msa->gs_tag == NULL)
+ {
+#ifdef eslAUGMENT_KEYHASH
+ msa->gs_idx = esl_keyhash_Create();
+ status = esl_key_Store(msa->gs_idx, tag, &tagidx);
+ if (status != eslOK && status != eslEDUP) return status;
+ ESL_DASSERT1((tagidx == 0));
+#else
+ tagidx = 0;
+#endif
+ ESL_ALLOC(msa->gs_tag, sizeof(char *)); /* one at a time. */
+ ESL_ALLOC(msa->gs, sizeof(char **));
+ ESL_ALLOC(msa->gs[0], sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->gs[0][i] = NULL;
+ }
+ else
+ {
+ /* Get a tagidx for this GS tag.
+ * tagidx < ngs; we already saw this tag;
+ * tagidx == ngs; this is a new one.
+ */
+#ifdef eslAUGMENT_KEYHASH
+ status = esl_key_Store(msa->gs_idx, tag, &tagidx);
+ if (status != eslOK && status != eslEDUP) return status;
+#else
+ for (tagidx = 0; tagidx < msa->ngs; tagidx++)
+ if (strcmp(msa->gs_tag[tagidx], tag) == 0) break;
+#endif
+ /* Reallocation (in blocks of 1) */
+ if (tagidx == msa->ngs )
+ {
+ ESL_RALLOC(msa->gs_tag, p, (msa->ngs+1) * sizeof(char *));
+ ESL_RALLOC(msa->gs, p, (msa->ngs+1) * sizeof(char **));
+ ESL_ALLOC(msa->gs[msa->ngs], sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->gs[msa->ngs][i] = NULL;
+ }
+ }
+
+ /* Store the tag, if it's new.
+ */
+ if (tagidx == msa->ngs)
+ {
+ if ((status = esl_strdup(tag, -1, &(msa->gs_tag[tagidx]))) != eslOK) goto ERROR;
+ msa->ngs++;
+ }
+
+ /* Store the annotation on the sequence.
+ * If seq is unannotated, dup the value; if
+ * seq already has a GS annotation, cat a \n, then cat the value.
+ */
+ if (msa->gs[tagidx][sqidx] == NULL)
+ {
+ if ((status = esl_strdup(value, -1, &(msa->gs[tagidx][sqidx]))) != eslOK) goto ERROR;
+ }
+ else
+ {
+ int n1,n2;
+ n1 = strlen(msa->gs[tagidx][sqidx]);
+ n2 = strlen(value);
+ ESL_RALLOC(msa->gs[tagidx][sqidx], p, sizeof(char) * (n1+n2+2));
+ msa->gs[tagidx][sqidx][n1] = '\n';
+ strcpy(msa->gs[tagidx][sqidx]+n1+1, value);
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_msa_AppendGC()
+ * Incept: SRE, Tue Jun 1 17:37:21 1999 [St. Louis]
+ *
+ * Purpose: Add an unparsed \verb+#=GC+ markup line to the MSA
+ * structure, allocating as necessary. When called
+ * multiple times for the same tag, appends value
+ * strings together -- used when parsing multiblock
+ * alignment files, for example.
+ *
+ * Args: msa - multiple alignment structure
+ * tag - markup tag (e.g. "CS")
+ * value - markup, one char per aligned column
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msa_AppendGC(ESL_MSA *msa, char *tag, char *value)
+{
+ int tagidx;
+ int status;
+ void *p;
+
+ /* Is this an unparsed tag name that we recognize?
+ * If not, handle adding it to index, and reallocating
+ * as needed.
+ */
+ if (msa->gc_tag == NULL) /* first tag? init&allocate */
+ {
+#ifdef eslAUGMENT_KEYHASH
+ msa->gc_idx = esl_keyhash_Create();
+ status = esl_key_Store(msa->gc_idx, tag, &tagidx);
+ if (status != eslOK && status != eslEDUP) return status;
+ ESL_DASSERT1((tagidx == 0));
+#else
+ tagidx = 0;
+#endif
+ ESL_ALLOC(msa->gc_tag, sizeof(char **));
+ ESL_ALLOC(msa->gc, sizeof(char **));
+ msa->gc[0] = NULL;
+ }
+ else
+ { /* new tag? */
+ /* get tagidx for this GC tag. existing tag: <ngc; new: == ngc. */
+#ifdef eslAUGMENT_KEYHASH
+ status = esl_key_Store(msa->gc_idx, tag, &tagidx);
+ if (status != eslOK && status != eslEDUP) goto ERROR;
+#else
+ for (tagidx = 0; tagidx < msa->ngc; tagidx++)
+ if (strcmp(msa->gc_tag[tagidx], tag) == 0) break;
+#endif
+ /* Reallocate, in block of one tag at a time
+ */
+ if (tagidx == msa->ngc)
+ {
+ ESL_RALLOC(msa->gc_tag, p, (msa->ngc+1) * sizeof(char **));
+ ESL_RALLOC(msa->gc, p, (msa->ngc+1) * sizeof(char **));
+ msa->gc[tagidx] = NULL;
+ }
+ }
+ /* new tag? store it.
+ */
+ if (tagidx == msa->ngc)
+ {
+ if ((status = esl_strdup(tag, -1, &(msa->gc_tag[tagidx]))) != eslOK) goto ERROR;
+ msa->ngc++;
+ }
+ return (esl_strcat(&(msa->gc[tagidx]), -1, value, -1));
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_msa_AppendGR()
+ * Incept: SRE, Thu Jun 3 06:34:38 1999 [Madison]
+ *
+ * Purpose: Add an unparsed \verb+#=GR+ markup line to the MSA structure,
+ * allocating as necessary.
+ *
+ * When called multiple times for the same tag, appends
+ * value strings together -- used when parsing multiblock
+ * alignment files, for example.
+ *
+ * Args: msa - multiple alignment structure
+ * tag - markup tag (e.g. "SS")
+ * sqidx - index of seq to assoc markup with (0..nseq-1)
+ * value - markup, one char per aligned column
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msa_AppendGR(ESL_MSA *msa, char *tag, int sqidx, char *value)
+{
+ void *p;
+ int tagidx;
+ int i;
+ int status;
+
+ if (msa->gr_tag == NULL) /* first tag? init&allocate */
+ {
+#ifdef eslAUGMENT_KEYHASH
+ msa->gr_idx = esl_keyhash_Create();
+ status = esl_key_Store(msa->gr_idx, tag, &tagidx);
+ if (status != eslOK && status != eslEDUP) return status;
+ ESL_DASSERT1((tagidx == 0));
+#else
+ tagidx = 0;
+#endif
+ ESL_ALLOC(msa->gr_tag, sizeof(char *));
+ ESL_ALLOC(msa->gr, sizeof(char **));
+ ESL_ALLOC(msa->gr[0], sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->gr[0][i] = NULL;
+ }
+ else
+ {
+ /* get tagidx for this GR tag. existing<ngr; new=ngr.
+ */
+#ifdef eslAUGMENT_KEYHASH
+ status = esl_key_Store(msa->gr_idx, tag, &tagidx);
+ if (status != eslOK && status != eslEDUP) return status;
+#else
+ for (tagidx = 0; tagidx < msa->ngr; tagidx++)
+ if (strcmp(msa->gr_tag[tagidx], tag) == 0) break;
+#endif
+ /* if a new tag, realloc for it */
+ if (tagidx == msa->ngr)
+ {
+ ESL_RALLOC(msa->gr_tag, p, (msa->ngr+1) * sizeof(char *));
+ ESL_RALLOC(msa->gr, p, (msa->ngr+1) * sizeof(char **));
+ ESL_ALLOC(msa->gr[msa->ngr], sizeof(char *) * msa->sqalloc);
+ for (i = 0; i < msa->sqalloc; i++)
+ msa->gr[msa->ngr][i] = NULL;
+ }
+ }
+
+ if (tagidx == msa->ngr)
+ {
+ if ((status = esl_strdup(tag, -1, &(msa->gr_tag[tagidx]))) != eslOK) goto ERROR;
+ msa->ngr++;
+ }
+ return (esl_strcat(&(msa->gr[tagidx][sqidx]), -1, value, -1));
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_msa_Checksum()
+ * Synopsis: Calculate a checksum for an MSA.
+ * Incept: SRE, Tue Sep 16 13:23:34 2008 [Janelia]
+ *
+ * Purpose: Calculates a 32-bit checksum for <msa>.
+ *
+ * Only the alignment data are considered, not the sequence
+ * names or other annotation. For text mode alignments, the
+ * checksum is case sensitive.
+ *
+ * This is used as a quick way to try to verify that a
+ * given alignment is identical to an expected one; for
+ * example, when HMMER is mapping new sequence alignments
+ * onto exactly the same seed alignment an HMM was built
+ * from.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Xref: The checksum is a modified version of Jenkin's hash;
+ * see <esl_keyhash> for the original and citations.
+ */
+int
+esl_msa_Checksum(const ESL_MSA *msa, uint32_t *ret_checksum)
+{
+ uint32_t val = 0;
+ int i,pos;
+
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL)
+ {
+ for (i = 0; i < msa->nseq; i++)
+ for (pos = 0; pos <= msa->alen; pos++)
+ {
+ val += msa->ax[i][pos];
+ val += (val << 10);
+ val ^= (val >> 6);
+ }
+ }
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL))
+ {
+ for (i = 0; i < msa->nseq; i++)
+ for (pos = 0; pos <= msa->alen; pos++)
+ {
+ val += msa->ax[i][pos];
+ val += (val << 10);
+ val ^= (val >> 6);
+ }
+ }
+ val += (val << 3);
+ val ^= (val >> 11);
+ val += (val << 15);
+
+ *ret_checksum = val;
+ return eslOK;
+}
+/*-------------------- end of misc MSA functions ----------------------*/
+
+
+
+
+
+/******************************************************************************
+ * 7. Debugging/development routines.
+ *****************************************************************************/
+
+/* Function: esl_msa_CreateFromString()
+ * Synopsis: Creates a small <ESL_MSA> from a test case string.
+ * Incept: SRE, Sat Nov 11 12:09:04 2006 [Janelia]
+ *
+ * Purpose: A convenience for making small test cases in the test
+ * suites: given the contents of a complete multiple
+ * sequence alignment file as a single string <s> in
+ * alignment format <fmt>, convert it to an <ESL_MSA>.
+ *
+ * For example,
+ * {\small\begin{verbatim}
+ * esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nseq1 AAAAA\nseq2 AAAAA\n//\n",
+ * eslMSAFILE_STOCKHOLM)
+ * \end{verbatim}}
+ * creates an ungapped alignment of two AAAAA sequences.
+ *
+ * Returns: a pointer to the new <ESL_MSA> on success.
+ *
+ * Throws: <NULL> if it fails to obtain, open, or read the temporary file
+ * that it puts the string <s> in.
+ */
+ESL_MSA *
+esl_msa_CreateFromString(const char *s, int fmt)
+{
+ char tmpfile[16] = "esltmpXXXXXX";
+ FILE *fp = NULL;
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) goto ERROR;
+ fprintf(fp, s);
+ fclose(fp);
+ fp = NULL;
+ if (esl_msafile_Open(tmpfile, fmt, NULL, &mfp) != eslOK) goto ERROR;
+ if (esl_msa_Read(mfp, &msa) != eslOK) goto ERROR;
+
+ esl_msafile_Close(mfp);
+ remove(tmpfile);
+ return msa;
+
+ ERROR:
+ if (fp != NULL) fclose(fp);
+ if (mfp != NULL) esl_msafile_Close(mfp);
+ if (strcmp(tmpfile, "esltmpXXXXXX") != 0) remove(tmpfile);
+ if (msa != NULL) esl_msa_Destroy(msa);
+ return NULL;
+}
+
+/* Function: esl_msa_Compare()
+ * Synopsis: Compare two MSAs for equality.
+ * Incept: SRE, Wed Jun 13 10:40:05 2007 [Janelia]
+ *
+ * Purpose: Returns <eslOK> if the mandatory and optional contents
+ * of MSAs <a1> and <a2> are identical; otherwise return
+ * <eslFAIL>.
+ *
+ * Only mandatory and parsed optional information is
+ * compared. Unparsed Stockholm markup is not compared.
+ */
+int
+esl_msa_Compare(ESL_MSA *a1, ESL_MSA *a2)
+{
+ if (esl_msa_CompareMandatory(a1, a2) != eslOK) return eslFAIL;
+ if (esl_msa_CompareOptional(a1, a2) != eslOK) return eslFAIL;
+ return eslOK;
+}
+
+/* Function: esl_msa_CompareMandatory()
+ * Synopsis: Compare mandatory subset of MSA contents.
+ * Incept: SRE, Wed Jun 13 09:42:56 2007 [Janelia]
+ *
+ * Purpose: Compare mandatory contents of two MSAs, <a1> and <a2>.
+ * This comprises <aseq> (or <ax>, for a digital alignment);
+ * <sqname>, <wgt>, <alen>, <nseq>, and <flags>.
+ *
+ * Returns: <eslOK> if the MSAs are identical;
+ * <eslFAIL> if they are not.
+ */
+int
+esl_msa_CompareMandatory(ESL_MSA *a1, ESL_MSA *a2)
+{
+ int i;
+
+ if (a1->nseq != a2->nseq) return eslFAIL;
+ if (a1->alen != a2->alen) return eslFAIL;
+ if (a1->flags != a2->flags) return eslFAIL;
+
+ for (i = 0; i < a1->nseq; i++)
+ {
+ if (strcmp(a1->sqname[i], a2->sqname[i]) != 0) return eslFAIL;
+ if (esl_DCompare(a1->wgt[i], a2->wgt[i], 0.001) != eslOK) return eslFAIL;
+#ifdef eslAUGMENT_ALPHABET
+ if ((a1->flags & eslMSA_DIGITAL) &&
+ memcmp(a1->ax[i], a2->ax[i], sizeof(ESL_DSQ) * (a1->alen+2)) != 0)
+ return eslFAIL;
+#endif
+ if (! (a1->flags & eslMSA_DIGITAL) && strcmp(a1->aseq[i], a2->aseq[i]) != 0) return eslFAIL;
+ }
+ return eslOK;
+}
+
+/* Function: esl_msa_CompareOptional()
+ * Synopsis: Compare optional subset of MSA contents.
+ * Incept: SRE, Wed Jun 13 09:52:48 2007 [Janelia]
+ *
+ * Purpose: Compare optional contents of two MSAs, <a1> and <a2>.
+ *
+ * Returns: <eslOK> if the MSAs are identical;
+ * <eslFAIL> if they are not.
+ */
+int
+esl_msa_CompareOptional(ESL_MSA *a1, ESL_MSA *a2)
+{
+ int i;
+
+ if (esl_CCompare(a1->name, a2->name) != eslOK) return eslFAIL;
+ if (esl_CCompare(a1->desc, a2->desc) != eslOK) return eslFAIL;
+ if (esl_CCompare(a1->acc, a2->acc) != eslOK) return eslFAIL;
+ if (esl_CCompare(a1->au, a2->au) != eslOK) return eslFAIL;
+ if (esl_CCompare(a1->ss_cons, a2->ss_cons) != eslOK) return eslFAIL;
+ if (esl_CCompare(a1->sa_cons, a2->sa_cons) != eslOK) return eslFAIL;
+ if (esl_CCompare(a1->rf, a2->rf) != eslOK) return eslFAIL;
+
+ if (a1->sqacc != NULL && a2->sqacc != NULL) {
+ for (i = 0; i < a1->nseq; i++) if (esl_CCompare(a1->sqacc[i], a2->sqacc[i]) != eslOK) return eslFAIL;
+ } else if (a1->sqacc != NULL || a2->sqacc != NULL) return eslFAIL;
+
+ if (a1->sqdesc != NULL && a2->sqdesc != NULL) {
+ for (i = 0; i < a1->nseq; i++) if (esl_CCompare(a1->sqdesc[i], a2->sqdesc[i]) != eslOK) return eslFAIL;
+ } else if (a1->sqdesc != NULL || a2->sqdesc != NULL) return eslFAIL;
+
+ if (a1->ss != NULL && a2->ss != NULL) {
+ for (i = 0; i < a1->nseq; i++) if (esl_CCompare(a1->ss[i], a2->ss[i]) != eslOK) return eslFAIL;
+ } else if (a1->ss != NULL || a2->ss != NULL) return eslFAIL;
+
+ if (a1->sa != NULL && a2->sa != NULL) {
+ for (i = 0; i < a1->nseq; i++) if (esl_CCompare(a1->sa[i], a2->sa[i]) != eslOK) return eslFAIL;
+ } else if (a1->sa != NULL || a2->sa != NULL) return eslFAIL;
+
+ for (i = 0; i < eslMSA_NCUTS; i++)
+ {
+ if (a1->cutset[i] && a2->cutset[i]) {
+ if (esl_FCompare(a1->cutoff[i], a2->cutoff[i], 0.01) != eslOK) return eslFAIL;
+ } else if (a1->cutset[i] || a2->cutset[i]) return eslFAIL;
+ }
+ return eslOK;
+}
+
+
+/*---------------- end of debugging/development routines -------------------*/
+
+
+
+/******************************************************************************
+ * 8. Benchmark driver.
+ *****************************************************************************/
+#ifdef eslMSA_BENCHMARK
+/* gcc -O2 -o msa_benchmark -I. -L. -DeslMSA_BENCHMARK esl_msa.c -leasel -lm
+ * ./benchmark Pfam
+ */
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_stopwatch.h"
+
+static ESL_OPTIONS options[] = {
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be verbose: show info as each msa is read", 0 },
+ { 0,0,0,0,0,0,0,0 },
+};
+static char usage[] = "[-options] <msafile>";
+static char banner[] = "benchmarking speed of MSA reading";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ char *filename = esl_opt_GetArg(go, 1);
+ int fmt = eslMSAFILE_UNKNOWN;
+ ESL_MSAFILE *afp = NULL;
+ ESL_MSA *msa = NULL;
+ int status;
+ int nali;
+ int alphatype;
+
+ /* Open the alignment file in text mode */
+ status = esl_msafile_Open(filename, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s doesn't exist or is not readable\n", filename);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of alignment %s\n", filename);
+ else if (status != eslOK) esl_fatal("Alignment file open failed with error %d\n", status);
+
+ /* Loop over all the alignments. */
+ esl_stopwatch_Start(w);
+ nali = 0;
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ nali++;
+
+ if (esl_opt_GetBoolean(go, "-v"))
+ {
+ esl_msa_GuessAlphabet(msa, &alphatype);
+ printf("%5d %15s %6d %5d %7s\n",
+ nali, msa->name, msa->nseq, msa->alen, esl_abc_DescribeType(alphatype));
+ }
+
+ esl_msa_Destroy(msa);
+ }
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "CPU Time: ");
+
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ esl_msafile_Close(afp);
+ exit(0);
+}
+#endif /*eslMSA_BENCHMARK*/
+/*---------------------- end of benchmark driver ----------------------*/
+
+
+
+/******************************************************************************
+ * 9. Unit tests
+ *****************************************************************************/
+#ifdef eslMSA_TESTDRIVE
+
+/* write_known_msa()
+ * Write a known MSA to a tmpfile in Stockholm format.
+ */
+static void
+write_known_msa(FILE *ofp)
+{
+ fprintf(ofp, "# STOCKHOLM 1.0\n");
+ fprintf(ofp, "seq1 --ACDEFGHIK~LMNPQRS-TVWY\n");
+ fprintf(ofp, "seq2 aaACDEFGHIK~LMNPQRS-TVWY\n");
+ fprintf(ofp, "seq3 aaACDEFGHIK~LMNPQRS-TVWY\n");
+ fprintf(ofp, "\n");
+ fprintf(ofp, "seq1 ACDEFGHIKLMNPQRSTVWY~~~\n");
+ fprintf(ofp, "seq2 ACDEFGHIKLMNPQRSTVWYyyy\n");
+ fprintf(ofp, "seq3 ACDEFGHIKLMNPQRSTVWYyyy\n");
+ fprintf(ofp, "//\n");
+ return;
+}
+
+/* compare_to_known()
+ * SRE, Thu Sep 7 09:52:07 2006 [Janelia]
+ * Spotcheck an ESL_MSA to make sure it matches the test known alignment.
+ */
+static void
+compare_to_known(ESL_MSA *msa)
+{
+ if (msa->alen != 47) esl_fatal("bad alen");
+ if (msa->nseq != 3) esl_fatal("bad nseq");
+ if (strcmp(msa->sqname[1], "seq2") != 0) esl_fatal("bad sqname");
+#ifdef eslAUGMENT_ALPHABET
+ if (msa->flags & eslMSA_DIGITAL)
+ {
+ if (! esl_abc_XIsGap(msa->abc, msa->ax[0][2])) esl_fatal("no gap where expected");
+ if (! esl_abc_XIsMissing(msa->abc, msa->ax[0][47])) esl_fatal("no missing-data symbol where expected");
+ if (msa->ax[1][1] != 0) esl_fatal("spotcheck on ax failed"); /* 0=A */
+ if (msa->ax[1][47] != 19) esl_fatal("spotcheck on ax failed"); /*19=Y */
+ }
+#endif
+ if (! (msa->flags & eslMSA_DIGITAL))
+ {
+ if (strcasecmp(msa->aseq[0], "--ACDEFGHIK~LMNPQRS-TVWYACDEFGHIKLMNPQRSTVWY~~~") != 0) esl_fatal("aseq 0 is bad");
+ if (strcasecmp(msa->aseq[1], "aaACDEFGHIK~LMNPQRS-TVWYACDEFGHIKLMNPQRSTVWYyyy") != 0) esl_fatal("aseq 1 is bad");
+ if (strcasecmp(msa->aseq[2], "aaACDEFGHIK~LMNPQRS-TVWYACDEFGHIKLMNPQRSTVWYyyy") != 0) esl_fatal("aseq 2 is bad");
+ }
+ return;
+}
+
+/* msa_compare()
+ * SRE, Fri Sep 8 08:13:38 2006 [Janelia]
+ *
+ * Compares two MSAs; returns eslOK if they appear to be the same, eslFAIL if not.
+ * (Not worth putting in external API. Only useful for testing purposes.)
+ * Not a complete comparison: just checks mode, sequence names, and aligned data.
+ * MSAs have to be in same mode (text vs. digital).
+ */
+static void
+msa_compare(ESL_MSA *m1, ESL_MSA *m2)
+{
+ int i;
+
+ if (m1->nseq != m2->nseq ||
+ m1->alen != m2->alen ||
+ m1->flags != m2->flags)
+ esl_fatal("msa1, msa2 differ in nseq, alen, or flags");
+
+ for (i = 0; i < m1->nseq; i++)
+ {
+ if (strcmp(m1->sqname[i], m2->sqname[i]) != 0) esl_fatal("msa1, msa2 sqnames differ for %d", i);
+#ifdef eslAUGMENT_ALPHABET
+ if ((m1->flags & eslMSA_DIGITAL) &&
+ memcmp(m1->ax[i], m2->ax[i], sizeof(ESL_DSQ) * (m1->alen+2)) != 0)
+ esl_fatal("msa1, msa2 digital sequences differ for %d", i);
+#endif
+ if (! (m1->flags & eslMSA_DIGITAL) &&
+ strcmp(m1->aseq[i], m2->aseq[i]) != 0)
+ esl_fatal("msa1, msa2 sequences differ for %d", i);
+ }
+ return;
+}
+
+/* Unit tests for every function in the exposed API
+ */
+static void
+utest_Create(void)
+{
+ ESL_MSA *msa = NULL;
+
+ msa = esl_msa_Create(16, -1); /* nseq blocksize 16, growable */
+ esl_msa_Destroy(msa);
+ msa = esl_msa_Create(16, 100); /* nseq=16, alen=100, not growable */
+ esl_msa_Destroy(msa);
+
+ return;
+}
+
+static void
+utest_Destroy(void)
+{
+ ESL_MSA *msa = NULL;
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc;
+#endif
+
+ msa = esl_msa_Create(16, -1);
+ esl_msa_Destroy(msa); /* normal usage */
+
+#ifdef eslAUGMENT_ALPHABET
+ abc = esl_alphabet_Create(eslRNA);
+ msa = esl_msa_CreateDigital(abc, 16, 100);
+ esl_msa_Destroy(msa); /* normal usage, digital mode */
+ esl_alphabet_Destroy(abc);
+#endif
+
+ esl_msa_Destroy(NULL); /* should tolerate NULL argument */
+ return;
+}
+
+static void
+utest_Expand(void)
+{
+ ESL_MSA *msa = NULL;
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc;
+#endif
+
+ msa = esl_msa_Create(16, -1); /* growable */
+ if (esl_msa_Expand(msa) != eslOK) esl_fatal("Expand failed"); /* expand by 2x in nseq */
+ esl_msa_Destroy(msa);
+
+ msa = esl_msa_Create(16, 100); /* not growable */
+#ifdef eslTEST_THROWING
+ if (esl_msa_Expand(msa) != eslEINVAL) esl_fatal("Expand should have failed but didn't"); /* should fail w/ EINVAL*/
+#endif
+ esl_msa_Destroy(msa);
+
+#ifdef eslAUGMENT_ALPHABET
+ abc = esl_alphabet_Create(eslDNA);
+ msa = esl_msa_CreateDigital(abc, 16, -1); /* growable */
+ if (esl_msa_Expand(msa) != eslOK) esl_fatal("Expand failed"); /* expand by 2x in nseq */
+ esl_msa_Destroy(msa);
+
+ msa = esl_msa_CreateDigital(abc, 16, 100); /* not growable */
+#ifdef eslTEST_THROWING
+ if (esl_msa_Expand(msa) != eslEINVAL) esl_fatal("Expand should have failed but didn't"); /* should fail w/ EINVAL*/
+#endif /* eslTEST_THROWING*/
+ esl_msa_Destroy(msa);
+ esl_alphabet_Destroy(abc);
+#endif
+ return;
+}
+
+static void
+utest_Open(char *tmpfile) /* filename must be in /tmp */
+{
+ char *msg = "Open() unit test failed";
+ ESL_MSAFILE *msafp = NULL;
+ int status;
+
+ status = esl_msafile_Open(tmpfile, eslMSAFILE_UNKNOWN, NULL, &msafp);
+ if (status != eslOK) esl_fatal(msg);
+ esl_msafile_Close(msafp);
+
+ status = esl_msafile_Open(tmpfile, eslMSAFILE_STOCKHOLM, NULL, &msafp);
+ if (status != eslOK) esl_fatal(msg);
+ esl_msafile_Close(msafp);
+
+#ifdef HAVE_PUTENV
+ putenv("ESLTEST=./");
+ esl_FileTail(tmpfile, FALSE, &filename);
+ status = esl_msafile_Open(filename, eslMSAFILE_STOCKHOLM, "ESLTEST", &msafp);
+ if (status != eslOK) esl_fatal(msg);
+ esl_msafile_Close(msafp);
+ free(filename);
+#endif
+
+ return;
+}
+
+static void
+utest_Close(char *filename)
+{
+ ESL_MSAFILE *msafp = NULL;
+ int status;
+
+ status = esl_msafile_Open(filename, eslMSAFILE_UNKNOWN, NULL, &msafp);
+ if (status != eslOK) esl_fatal("Close() unit test failed");
+ esl_msafile_Close(msafp);
+ esl_msafile_Close(NULL); /* should work */
+ return;
+}
+
+#ifdef eslAUGMENT_ALPHABET
+static void
+utest_CreateDigital(ESL_ALPHABET *abc)
+{
+ char *msg = "CreateDigital() unit test failure";
+ ESL_MSA *msa = NULL;
+
+ msa = esl_msa_CreateDigital(abc, 16, -1); /* nseq blocksize 16, growable */
+ if (! (msa->flags & eslMSA_DIGITAL)) esl_fatal(msg);
+ if (msa->ax == NULL) esl_fatal(msg);
+ if (msa->aseq != NULL) esl_fatal(msg);
+ if (esl_msa_Expand(msa) != eslOK) esl_fatal(msg);
+ esl_msa_Destroy(msa);
+
+ msa = esl_msa_CreateDigital(abc, 16, 100); /* nseq=16, alen=100, not growable */
+#ifdef eslTEST_THROWING
+ if (esl_msa_Expand(msa) != eslEINVAL) esl_fatal(msg); /* shouldn't grow */
+#endif
+ esl_msa_Destroy(msa);
+
+ return;
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+#ifdef eslAUGMENT_ALPHABET
+static void
+utest_Digitize(ESL_ALPHABET *abc, char *filename)
+{
+ char *msg = "Digitize() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+ int c, i, pos;
+
+ /* Get ourselves a copy of the known alignment that we can muck with */
+ if (esl_msafile_Open(filename, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+
+ /* Deliberately corrupt it with inval character in the middle */
+ i = msa->nseq / 2;
+ pos = msa->alen / 2;
+ c = msa->aseq[i][pos];
+ msa->aseq[i][pos] = '%';
+ if (esl_msa_Digitize(abc, msa) != eslEINVAL) esl_fatal(msg); /* should detect corruption as normal error */
+ msa->aseq[i][pos] = c; /* restore original */
+ compare_to_known(msa);
+ if (esl_msa_Digitize(abc, msa) != eslOK) esl_fatal(msg); /* should be fine now */
+ compare_to_known(msa);
+
+ esl_msa_Destroy(msa);
+ return;
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+
+#ifdef eslAUGMENT_ALPHABET
+static void
+utest_Textize(ESL_ALPHABET *abc, char *filename)
+{
+ char *msg = "Textize() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+
+ if (esl_msafile_OpenDigital(abc, filename, eslMSAFILE_UNKNOWN, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ if (esl_msa_Textize(msa) != eslOK) esl_fatal(msg);
+ compare_to_known(msa);
+
+ esl_msafile_Close(mfp);
+ esl_msa_Destroy(msa);
+ return;
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+#ifdef eslAUGMENT_ALPHABET
+static void
+utest_OpenDigital(ESL_ALPHABET *abc, char *filename) /* filename must be in /tmp */
+{
+ char *msg = "OpenDigital() unit test failure";
+ ESL_MSAFILE *msafp = NULL;
+
+ if (esl_msafile_OpenDigital(abc, filename, eslMSAFILE_UNKNOWN, NULL, &msafp) != eslOK) esl_fatal(msg); esl_msafile_Close(msafp);
+ if (esl_msafile_OpenDigital(abc, filename, eslMSAFILE_STOCKHOLM, NULL, &msafp) != eslOK) esl_fatal(msg); esl_msafile_Close(msafp);
+#ifdef HAVE_PUTENV
+ putenv("ESLTEST=./");
+ esl_FileTail(tmpfile, FALSE, &filename);
+ if (esl_msafile_OpenDigital(abc, filename, eslMSAFILE_STOCKHOLM, "ESLTEST", &msafp) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(msafp);
+ free(filename);
+#endif
+ return;
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+static void
+utest_Read(char *filename)
+{
+ char *msg = "Read() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+
+ if (esl_msafile_Open(filename, eslMSAFILE_UNKNOWN, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ compare_to_known(msa);
+ esl_msa_Destroy(msa);
+
+ if (esl_msa_Read(mfp, &msa) != eslEOF) esl_fatal(msg);
+ if (msa != NULL) esl_fatal(msg);
+
+ esl_msafile_Close(mfp);
+ return;
+}
+
+static void
+utest_Write(ESL_MSA *msa1)
+{
+ char *msg = "Write() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa2 = NULL;
+ FILE *fp = NULL;
+ int i;
+ int formats[] = { eslMSAFILE_STOCKHOLM, eslMSAFILE_PFAM, -1 }; /* -1=sentinel */
+ char template[16] = "esltmpXXXXXX";
+ char tmpfile[16];
+
+ for (i = 0; formats[i] != -1; i++)
+ {
+ strcpy(tmpfile, template);
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Write(fp, msa1, formats[i]) != eslOK) esl_fatal(msg);
+ fclose(fp);
+
+#ifdef eslAUGMENT_ALPHABET
+ if ((msa1->flags & eslMSA_DIGITAL) &&
+ esl_msafile_OpenDigital(msa1->abc, tmpfile, formats[i], NULL, &mfp) != eslOK) esl_fatal(msg);
+#endif
+ if (! (msa1->flags & eslMSA_DIGITAL) &&
+ esl_msafile_Open(tmpfile, formats[i], NULL, &mfp) != eslOK) esl_fatal(msg);
+
+ if (esl_msa_Read(mfp, &msa2) != eslOK) esl_fatal(msg);
+ msa_compare(msa1, msa2);
+
+ esl_msafile_Close(mfp);
+ esl_msa_Destroy(msa2);
+ remove(tmpfile);
+ }
+ return;
+}
+
+static void
+utest_GuessFileFormat(void)
+{
+ /* SRE: To be filled in. Currently, esl_msa_GuessFileFormat() is a placeholder that
+ * always guesses Stockholm
+ */
+ return;
+}
+
+
+static void
+utest_SequenceSubset(ESL_MSA *m1)
+{
+ char *msg = "SequenceSubset() unit test failure";
+ ESL_MSA *m2 = NULL;
+ int *useme = NULL;
+ int i,j;
+ int n2;
+
+ /* Make every other sequence (1,3..) get excluded from the subset */
+ useme = malloc(m1->nseq * sizeof(int));
+ for (i = 0, n2 = 0; i < m1->nseq; i++)
+ if (i%2 == 0) { useme[i] = TRUE; n2++; }
+ else useme[i] = FALSE;
+
+ if (esl_msa_SequenceSubset(m1, useme, &m2) != eslOK) esl_fatal(msg);
+ if (m2->nseq != n2) esl_fatal(msg);
+
+ for (i = 0, j = 0; i < m1->nseq; i++)
+ {
+ if (useme[i])
+ {
+ if (strcmp(m1->sqname[i], m2->sqname[j]) != 0) esl_fatal(msg);
+ if (! (m1->flags & eslMSA_DIGITAL) && (strcmp(m1->aseq[i], m2->aseq[j]) != 0)) esl_fatal(msg);
+#ifdef eslAUGMENT_ALPHABET
+ if ( (m1->flags & eslMSA_DIGITAL) && memcmp(m1->ax[i], m2->ax[j], sizeof(ESL_DSQ) * (m1->alen+2)) != 0) esl_fatal(msg);
+#endif
+ j++;
+ }
+ }
+ esl_msa_Destroy(m2);
+ free(useme);
+ return;
+}
+
+static void
+utest_MinimGaps(char *tmpfile)
+{
+ char *msg = "MinimGaps() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc = NULL;
+#endif
+
+ if (esl_msafile_Open(tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+ if (esl_msa_MinimGaps(msa, NULL, "-~") != eslOK) esl_fatal(msg);
+ if (msa->alen != 45) esl_fatal(msg); /* orig =47, with one all - column and one all ~ column */
+ if (msa->aseq[0][11] != 'L') esl_fatal(msg); /* L shifted from column 13->12 */
+ if (msa->aseq[0][18] != 'T') esl_fatal(msg); /* T shifted from column 21->19 */
+ esl_msa_Destroy(msa);
+
+#ifdef eslAUGMENT_ALPHABET
+ if ((abc = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_msafile_OpenDigital(abc, tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+ if (esl_msa_MinimGaps(msa, NULL, NULL) != eslOK) esl_fatal(msg);
+ if (msa->alen != 45) esl_fatal(msg); /* orig =47, with one all - column and one all ~ column */
+ if (esl_msa_Textize(msa) != eslOK) esl_fatal(msg);
+ if (msa->aseq[0][11] != 'L') esl_fatal(msg); /* L shifted from column 13->12 */
+ if (msa->aseq[0][18] != 'T') esl_fatal(msg); /* T shifted from column 21->19 */
+ esl_msa_Destroy(msa);
+ esl_alphabet_Destroy(abc);
+#endif
+ return;
+}
+
+static void
+utest_NoGaps(char *tmpfile)
+{
+ char *msg = "NoGaps() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc = NULL;
+#endif
+
+ if (esl_msafile_Open(tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+ if (esl_msa_NoGaps(msa, NULL, "-~") != eslOK) esl_fatal(msg);
+ if (msa->alen != 40) esl_fatal(msg); /* orig =47, w/ 7 columns with gaps */
+ if (msa->aseq[0][9] != 'L') esl_fatal(msg); /* L shifted from column 13->10 */
+ if (msa->aseq[0][16] != 'T') esl_fatal(msg); /* T shifted from column 21->17 */
+ if (msa->aseq[0][39] != 'Y') esl_fatal(msg); /* Y shifted from column 47->40 */
+ esl_msa_Destroy(msa);
+
+#ifdef eslAUGMENT_ALPHABET
+ if ((abc = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_msafile_OpenDigital(abc, tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+ if (esl_msa_NoGaps(msa, NULL, NULL) != eslOK) esl_fatal(msg);
+ if (msa->alen != 40) esl_fatal(msg); /* orig =47, with one all - column and one all ~ column */
+ if (esl_msa_Textize(msa) != eslOK) esl_fatal(msg);
+ if (msa->aseq[0][9] != 'L') esl_fatal(msg); /* L shifted from column 13->10 */
+ if (msa->aseq[0][16] != 'T') esl_fatal(msg); /* T shifted from column 21->17 */
+ if (msa->aseq[0][39] != 'Y') esl_fatal(msg); /* Y shifted from column 47->40 */
+ esl_msa_Destroy(msa);
+ esl_alphabet_Destroy(abc);
+#endif
+ return;
+}
+
+static void
+utest_SymConvert(char *tmpfile)
+{
+ char *msg = "SymConvert() unit test failure";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc = NULL;
+#endif
+
+ if (esl_msafile_Open(tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+
+ /* many->one version */
+ if (esl_msa_SymConvert(msa, "VWY", "-") != eslOK) esl_fatal(msg); /* 6 columns convert to all-gap: now 8/47 */
+ if (esl_msa_MinimGaps(msa, NULL, "-~") != eslOK) esl_fatal(msg); /* now we're 39 columns long */
+ if (msa->alen != 39) esl_fatal(msg);
+
+ /* many->many version */
+ if (esl_msa_SymConvert(msa, "DEF", "VWY") != eslOK) esl_fatal(msg);
+ if (msa->aseq[0][4] != 'V') esl_fatal(msg);
+ if (msa->aseq[0][5] != 'W') esl_fatal(msg);
+ if (msa->aseq[0][23] != 'Y') esl_fatal(msg); /* F in orig col 29; -5; converted to Y */
+
+ /* bad calls */
+#ifdef eslTEST_THROWING
+ if (esl_msa_SymConvert(msa, "XXX", "XX") != eslEINVAL) esl_fatal(msg); /* check for clean fail on mismatched args */
+#endif
+ esl_msa_Destroy(msa);
+
+#ifdef eslAUGMENT_ALPHABET
+ if ((abc = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_msafile_OpenDigital(abc, tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+#ifdef eslTEST_THROWING
+ if (esl_msa_SymConvert(msa, "Tt", "Uu") != eslEINVAL) esl_fatal(msg); /* must cleanly fail on digital mode msa */
+#endif
+ esl_msa_Destroy(msa);
+ esl_alphabet_Destroy(abc);
+#endif
+ return;
+}
+
+/* Exercise a boundary case: zero length MSA (alen=0) */
+/* Given an input *digital* MSA as a starting point, we clone it,
+ * column subset it to zero length, then make sure that
+ * various MSA functions operate correctly on it;
+ * then we textize it and test it in text mode; then we
+ * digitize it again, and throw it away.
+ * (The input <msa> is unchanged.)
+ */
+static void
+utest_ZeroLengthMSA(const char *tmpfile)
+{
+ char *msg = "zero length msa unit test failed";
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *z1 = NULL;
+ ESL_MSA *z2 = NULL;
+ ESL_MSA *z3 = NULL;
+ int *useme = NULL;
+ int nuseme = 0;
+ int i;
+ char errbuf[eslERRBUFSIZE];
+
+
+ /* Read a text mode alignment from the tmpfile */
+ if (esl_msafile_Open(tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &z1) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+
+ /* make an alen=0 text alignment by column subsetting */
+ nuseme = ESL_MAX(z1->alen, z1->nseq);
+ if ((useme = malloc(sizeof(int) * nuseme)) == NULL) esl_fatal(msg);
+ for (i = 0; i < z1->alen; i++) useme[i] = 0;
+ if (esl_msa_ColumnSubset(z1, errbuf, useme) != eslOK) esl_fatal(msg);
+
+ /* These should all no-op if alen=0*/
+ if (esl_msa_MinimGaps(z1, NULL, "-")!= eslOK) esl_fatal(msg);
+ if (esl_msa_NoGaps(z1, NULL, "-") != eslOK) esl_fatal(msg);
+ if (esl_msa_SymConvert(z1,"RY","NN")!= eslOK) esl_fatal(msg);
+
+ /* test sequence subsetting by removing the first sequence */
+ for (i = 1; i < z1->nseq; i++) useme[i] = 1;
+ if (esl_msa_SequenceSubset(z1, useme, &z2) != eslOK) esl_fatal(msg);
+ esl_msa_Destroy(z1);
+ /* keep z2; we'll compare it to z3 in the end */
+
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc;
+
+ /* Now read the same alignment, in digital mode */
+ if ((abc = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal(msg);
+ if (esl_msafile_OpenDigital(abc, tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal(msg);
+ if (esl_msa_Read(mfp, &z1) != eslOK) esl_fatal(msg);
+ esl_msafile_Close(mfp);
+
+ /* Now make an alen=0 alignment in digital mode */
+ for (i = 0; i < z1->alen; i++) useme[i] = 0;
+ if (esl_msa_ColumnSubset(z1, errbuf, useme) != eslOK) esl_fatal(msg);
+
+ /* again these should all no-op if alen=0*/
+ if (esl_msa_MinimGaps(z1, NULL, NULL) != eslOK) esl_fatal(msg);
+ if (esl_msa_NoGaps(z1, NULL, NULL) != eslOK) esl_fatal(msg);
+ /* SymConvert throws EINVAL on a digital mode alignment */
+
+ /* test sequence subsetting by removing the first sequence */
+ for (i = 1; i < z1->nseq; i++) useme[i] = 1;
+ if (esl_msa_SequenceSubset(z1, useme, &z3) != eslOK) esl_fatal(msg);
+ esl_msa_Destroy(z1);
+
+ if ((z1 = esl_msa_Clone(z3)) == NULL) esl_fatal(msg); /* z1 is now alen=0, digital */
+ if (esl_msa_Textize(z3) != eslOK) esl_fatal(msg); /* convert z3 back to text mode */
+ if (esl_msa_Compare(z2, z3) != eslOK) esl_fatal(msg); /* compare in text mode */
+ if (esl_msa_Digitize(abc, z2) != eslOK) esl_fatal(msg); /* now z2 is digital */
+ if (esl_msa_Compare(z1, z2) != eslOK) esl_fatal(msg); /* compare digital mode z1,z2 */
+
+ esl_alphabet_Destroy(abc);
+ esl_msa_Destroy(z1);
+ esl_msa_Destroy(z3);
+#endif /*eslAUGMENT_ALPHABET*/
+
+ esl_msa_Destroy(z2);
+ free(useme);
+}
+#endif /* eslMSA_TESTDRIVE */
+/*------------------------ end of unit tests --------------------------------*/
+
+
+
+/*****************************************************************************
+ * 10. Test driver
+ *****************************************************************************/
+#ifdef eslMSA_TESTDRIVE
+/*
+ * gcc -g -Wall -o msa_utest -I. -DeslMSA_TESTDRIVE -DAUGMENT_KEYHASH esl_msa.c esl_keyhash.c easel.c -lm
+ * gcc -g -Wall -o msa_utest -I. -DeslMSA_TESTDRIVE -DAUGMENT_ALPHABET esl_msa.c esl_alphabet.c easel.c -lm
+ * gcc -g -Wall -o msa_utest -I. -DeslMSA_TESTDRIVE -DAUGMENT_SSI esl_msa.c esl_ssi.c easel.c -lm
+ * gcc -g -Wall -o msa_utest -L. -I. -DeslMSA_TESTDRIVE esl_msa.c -leasel -lm
+ * gcc -g -Wall -o msa_utest -L. -I. -DeslTEST_THROWING -DeslMSA_TESTDRIVE esl_msa.c -leasel -lm
+ * ./msa_utest
+ */
+#include <stdlib.h>
+#include <stdio.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#ifdef eslAUGMENT_KEYHASH
+#include "esl_keyhash.h"
+#endif
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_SSI
+#include "esl_ssi.h"
+#endif
+#include "esl_msa.h"
+
+
+int
+main(int argc, char **argv)
+{
+ ESL_MSAFILE *mfp = NULL;
+ ESL_MSA *msa = NULL;
+ FILE *fp = NULL;
+ char tmpfile[16] = "esltmpXXXXXX"; /* tmpfile template */
+#ifdef eslAUGMENT_ALPHABET
+ ESL_ALPHABET *abc = NULL;
+#endif
+
+#ifdef eslTEST_THROWING
+ esl_exception_SetHandler(&esl_nonfatal_handler);
+#endif
+
+ /* Create a known Stockholm test alignment in a tempfile.
+ */
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal("failed to create tmpfile");
+ write_known_msa(fp);
+ fclose(fp);
+
+ /* Read it back in for use in tests.
+ */
+ if (esl_msafile_Open(tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK) esl_fatal("Failed to open MSA tmp file");
+ if (esl_msa_Read(mfp, &msa) != eslOK) esl_fatal("Failed to read MSA tmp file");
+ esl_msafile_Close(mfp);
+
+ /* Unit tests
+ */
+ utest_Create();
+ utest_Destroy();
+ utest_Expand();
+ utest_Open(tmpfile);
+ utest_Close(tmpfile);
+ utest_Read(tmpfile);
+ utest_Write(msa);
+ utest_GuessFileFormat();
+ utest_SequenceSubset(msa);
+ utest_MinimGaps(tmpfile);
+ utest_NoGaps(tmpfile);
+ utest_SymConvert(tmpfile);
+ utest_ZeroLengthMSA(tmpfile); /* this tests in digital mode too if eslAUGMENT_ALPHABET */
+ esl_msa_Destroy(msa);
+
+#ifdef eslAUGMENT_ALPHABET
+ if ((abc = esl_alphabet_Create(eslAMINO)) == NULL)
+ esl_fatal("alphabet creation failed");
+ if (esl_msafile_OpenDigital(abc, tmpfile, eslMSAFILE_STOCKHOLM, NULL, &mfp) != eslOK)
+ esl_fatal("MSA digital open failed");
+ if (esl_msa_Read(mfp, &msa) != eslOK)
+ esl_fatal("MSA digital read failed");
+ esl_msafile_Close(mfp);
+
+ utest_CreateDigital(abc);
+ utest_Digitize(abc, tmpfile);
+ utest_Textize(abc, tmpfile);
+ utest_OpenDigital(abc, tmpfile);
+ utest_Write(msa);
+
+ esl_alphabet_Destroy(abc);
+ esl_msa_Destroy(msa);
+#endif
+ remove(tmpfile);
+ exit(0); /* success */
+}
+#endif /*eslMSA_TESTDRIVE*/
+/*-------------------- end of test driver ---------------------*/
+
+
+
+
+/******************************************************************************
+ * 11. Examples.
+ *****************************************************************************/
+/* The examples are also useful as i/o speed benchmarks. */
+
+
+
+/* Example 1:
+ * time ./example SSU_rRNA_5 > /dev/null
+ * without keyhash: [345.118u 31.564s 10:45.60 58.3% SRE, Tue Sep 5 11:52:41 2006]
+ * with keyhash: [33.353u 1.681s 0:35.04 99.9% SRE, Tue Sep 5 11:55:00 2006]
+ */
+#ifdef eslMSA_EXAMPLE
+/*::cexcerpt::msa_example::begin::*/
+/* An example of reading an MSA in text mode, and handling any returned errors.
+ gcc -g -Wall -o example -I. -DeslMSA_EXAMPLE esl_msa.c easel.c
+ gcc -g -Wall -o example -I. -DeslMSA_EXAMPLE -DeslAUGMENT_KEYHASH esl_msa.c esl_keyhash.c easel.c
+ ./example <MSA file>
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_msa.h"
+
+int
+main(int argc, char **argv)
+{
+ char *filename = argv[1];
+ int fmt = eslMSAFILE_UNKNOWN;
+ ESL_MSAFILE *afp = NULL;
+ ESL_MSA *msa = NULL;
+ int nali = 0;
+ int status;
+
+
+ status = esl_msafile_Open(filename, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s isn't readable\n", filename);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of %s\n", filename);
+ else if (status != eslOK) esl_fatal("Alignment file open failed (error %d)\n", status);
+
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ nali++;
+ printf("alignment %5d: %15s: %6d seqs, %5d columns\n",
+ nali, msa->name, msa->nseq, msa->alen);
+ esl_msa_Write(stdout, msa, eslMSAFILE_STOCKHOLM);
+ esl_msa_Destroy(msa);
+ }
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+ esl_msafile_Close(afp);
+ exit(0);
+}
+/*::cexcerpt::msa_example::end::*/
+#endif /*eslMSA_EXAMPLE*/
+
+
+
+
+#ifdef eslAUGMENT_ALPHABET
+#ifdef eslMSA_EXAMPLE2
+/*::cexcerpt::msa_example2::begin::*/
+/* An example of reading an MSA in digital mode, after guessing
+ * the alphabet by looking at the first alignment.
+ *
+ gcc -g -Wall -o example -I. -DeslMSA_EXAMPLE2 -DeslAUGMENT_ALPHABET esl_msa.c esl_alphabet.c easel.c
+ gcc -g -Wall -o example -I. -DeslMSA_EXAMPLE2 -DeslAUGMENT_ALPHABET -DeslAUGMENT_KEYHASH\
+ esl_msa.c esl_keyhash.c esl_alphabet.c easel.c
+ gcc -g -Wall -o example -I. -L. -DeslMSA_EXAMPLE2 esl_msa.c -leasel
+ ./example <MSA file>
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_msa.h"
+
+int
+main(int argc, char **argv)
+{
+ char *filename = argv[1];
+ int fmt = eslMSAFILE_UNKNOWN;
+ int type = eslUNKNOWN;
+ ESL_ALPHABET *abc = NULL;
+ ESL_MSAFILE *afp = NULL;
+ ESL_MSA *msa = NULL;
+ int nali = 0;
+ int status;
+
+ /* First you open the msa file in normal text mode */
+ status = esl_msafile_Open(filename, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s isn't readable", filename);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of %s", filename);
+ else if (status != eslOK) esl_fatal("Alignment file open failed (error code %d)", status);
+
+ /* then you can guess the alphabet type - this looks at the first alignment */
+ status = esl_msafile_GuessAlphabet(afp, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Couldn't guess alphabet from first alignment in %s", filename);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nBad line is: %s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s contains no data?", filename);
+ else if (status != eslOK) esl_fatal("Failed to guess alphabet (error code %d)\n", status);
+
+ /* then you know how to create the alphabet */
+ abc = esl_alphabet_Create(type);
+
+ /* then you set the msafile into digital mode */
+ esl_msafile_SetDigital(afp, abc);
+
+ /* and now MSA's that you read are digital data in msa->ax, not text in msa->aseq */
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ nali++;
+ printf("alignment %5d: %15s: %6d seqs, %5d columns\n",
+ nali, msa->name, msa->nseq, msa->alen);
+ esl_msa_Write(stdout, msa, eslMSAFILE_STOCKHOLM);
+ esl_msa_Destroy(msa);
+ }
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+ esl_alphabet_Destroy(abc);
+ esl_msafile_Close(afp);
+ exit(0);
+}
+#endif /*eslMSA_EXAMPLE2*/
+#endif /*eslAUGMENT_ALPHABET*/
+/*::cexcerpt::msa_example2::end::*/
+/*------------------------ end of examples -----------------------*/
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_msa.h b/easel/esl_msa.h
new file mode 100644
index 0000000..e19caa5
--- /dev/null
+++ b/easel/esl_msa.h
@@ -0,0 +1,251 @@
+/* Multiple sequence alignment file i/o.
+ *
+ * SVN $Id: esl_msa.h 344 2009-06-15 15:32:24Z nawrockie $
+ * SRE, Wed Jan 19 19:16:28 2005
+ */
+#ifndef eslMSA_INCLUDED
+#define eslMSA_INCLUDED
+#include <stdio.h>
+
+#ifdef eslAUGMENT_KEYHASH
+#include <esl_keyhash.h>
+#endif
+#ifdef eslAUGMENT_ALPHABET
+#include <esl_alphabet.h>
+#endif
+#ifdef eslAUGMENT_SSI
+#include <esl_ssi.h>
+#endif
+
+/* The following constants define the Pfam/Rfam cutoff set we propagate
+ * from Stockholm format msa's into HMMER and Infernal models.
+ */
+/*::cexcerpt::msa_cutoffs::begin::*/
+#define eslMSA_TC1 0
+#define eslMSA_TC2 1
+#define eslMSA_GA1 2
+#define eslMSA_GA2 3
+#define eslMSA_NC1 4
+#define eslMSA_NC2 5
+#define eslMSA_NCUTS 6
+/*::cexcerpt::msa_cutoffs::end::*/
+
+/* Object: ESL_MSA
+ *
+ * A multiple sequence alignment.
+ */
+typedef struct {
+ /* Mandatory information associated with the alignment.
+ * (The important stuff.)
+ */
+ /*::cexcerpt::msa_mandatory::begin::*/
+ char **aseq; /* alignment itself, [0..nseq-1][0..alen-1] */
+ char **sqname; /* sequence names, [0..nseq-1][] */
+ double *wgt; /* sequence weights [0..nseq-1] */
+ int64_t alen; /* length of alignment (columns); or (if growable) -1 */
+ int nseq; /* number of seqs in alignment; or (if growable) blocksize */
+ int flags; /* flags for what info has been set */
+ /*::cexcerpt::msa_mandatory::end::*/
+
+#ifdef eslAUGMENT_ALPHABET
+ /* When augmented w/ digital alphabets, we can store pre-digitized data in
+ * ax[][], instead of the text info in aseq[][].
+ */
+ ESL_ALPHABET *abc; /* reference ptr to alphabet */
+ ESL_DSQ **ax; /* digitized aseqs [0..nseq-1][1..alen] */
+#endif
+
+ /* Optional information that we understand, and that we might have.
+ * (The occasionally useful stuff.)
+ */
+ /*::cexcerpt::msa_optional::begin::*/
+ char *name; /* name of alignment, or NULL */
+ char *desc; /* description of alignment, or NULL */
+ char *acc; /* accession of alignment, or NULL */
+ char *au; /* "author" information, or NULL */
+ char *ss_cons; /* consensus secondary structure, or NULL */
+ char *sa_cons; /* consensus surface accessibility, or NULL */
+ char *rf; /* reference coordinate system, or NULL */
+ char **sqacc; /* accession numbers for sequences i */
+ char **sqdesc; /* description lines for sequences i */
+ char **ss; /* per-seq secondary structures, or NULL */
+ char **sa; /* per-seq surface accessibilities, or NULL */
+ float cutoff[eslMSA_NCUTS]; /* NC/TC/GA cutoffs propagated to Pfam/Rfam */
+ int cutset[eslMSA_NCUTS]; /* TRUE if a cutoff is set; else FALSE */
+ /*::cexcerpt::msa_optional::end::*/
+
+ /* Info needed for maintenance of the data structure
+ * (internal stuff.)
+ */
+ int sqalloc; /* # seqs currently allocated for */
+ int64_t *sqlen; /* individual seq lengths during parsing */
+ int64_t *sslen; /* individual ss lengths during parsing */
+ int64_t *salen; /* individual sa lengths during parsing */
+ int lastidx; /* last index we saw; use for guessing next */
+
+ /* Optional information, especially Stockholm markup.
+ * (The stuff we don't understand, but we can regurgitate.)
+ *
+ * That is, we know what type of information it is, but it's
+ * either (interpreted as) free-text comment, or it's Stockholm
+ * markup with unfamiliar tags.
+ */
+ char **comment; /* free text comments, or NULL */
+ int ncomment; /* number of comment lines */
+ int alloc_ncomment; /* number of comment lines alloc'ed */
+
+ char **gf_tag; /* markup tags for unparsed #=GF lines */
+ char **gf; /* annotations for unparsed #=GF lines */
+ int ngf; /* number of unparsed #=GF lines */
+ int alloc_ngf; /* number of gf lines alloc'ed */
+
+ char **gs_tag; /* markup tags for unparsed #=GS lines */
+ char ***gs; /* [0..ngs-1][0..nseq-1][free text] markup */
+ int ngs; /* number of #=GS tag types */
+
+ char **gc_tag; /* markup tags for unparsed #=GC lines */
+ char **gc; /* [0..ngc-1][0..alen-1] markup */
+ int ngc; /* number of #=GC tag types */
+
+ char **gr_tag; /* markup tags for unparsed #=GR lines */
+ char ***gr; /* [0..ngr][0..nseq-1][0..alen-1] markup */
+ int ngr; /* number of #=GR tag types */
+
+ /* Optional augmentation w/ keyhashes.
+ * This can significantly speed up parsing of large alignments
+ * with many (>1,000) sequences.
+ */
+#ifdef eslAUGMENT_KEYHASH
+ ESL_KEYHASH *index; /* name ->seqidx hash table */
+ ESL_KEYHASH *gs_idx; /* hash of #=GS tag types */
+ ESL_KEYHASH *gc_idx; /* hash of #=GC tag types */
+ ESL_KEYHASH *gr_idx; /* hash of #=GR tag types */
+#endif /*eslAUGMENT_KEYHASH*/
+
+#ifdef eslAUGMENT_SSI
+ off_t offset; /* disk offset to start of 1st line of this MSA's record */
+#endif
+} ESL_MSA;
+
+
+
+/* Flags for msa->flags
+ */
+#define eslMSA_HASWGTS (1 << 0) /* 1 if wgts were set, 0 if default 1.0's */
+#define eslMSA_DIGITAL (1 << 1) /* if ax[][] is used instead of aseq[][] */
+
+
+/* Object: ESL_MSAFILE
+ *
+ * Defines an alignment file that we open for reading.
+ */
+typedef struct {
+ FILE *f; /* open file pointer */
+ char *fname; /* name of file. used for diagnostic output */
+ int linenumber; /* what line are we on in the file */
+ char errbuf[eslERRBUFSIZE]; /* buffer for holding parse error info */
+
+ char *buf; /* buffer for line input w/ sre_fgets() */
+ int buflen; /* current allocated length for buf */
+
+ int do_gzip; /* TRUE if f is "gzip -dc |" (will pclose(f))*/
+ int do_stdin; /* TRUE if f is stdin (won't close f) */
+ int format; /* format of alignment file we're reading */
+
+ int do_digital; /* TRUE to digitize seqs directly into ax */
+#if defined(eslAUGMENT_ALPHABET)
+ const ESL_ALPHABET *abc; /* AUGMENTATION (alphabet): digitized input */
+#else
+ void *abc;
+#endif
+
+#if defined(eslAUGMENT_SSI) /* AUGMENTATION: SSI indexing of an MSA db */
+ ESL_SSI *ssi; /* open SSI index file; or NULL, if none. */
+#else
+ void *ssi;
+#endif
+
+ ESL_MSA *msa_cache; /* occasional lookahead at next MSA; GuessAlphabet() */
+} ESL_MSAFILE;
+
+
+/* Alignment file format codes.
+ * Must coexist with sqio unaligned file format codes.
+ * Rules:
+ * - 0 is an unknown/unassigned format
+ * - <=100 reserved for unaligned formats
+ * - >100 reserved for aligned formats
+ */
+#define eslMSAFILE_UNKNOWN 0 /* unknown format */
+#define eslMSAFILE_STOCKHOLM 101 /* Stockholm format, interleaved */
+#define eslMSAFILE_PFAM 102 /* Pfam/Rfam one-line-per-seq Stockholm format */
+
+
+/* Declarations of the API
+ */
+/* 1. The ESL_MSA object */
+extern ESL_MSA *esl_msa_Create(int nseq, int64_t alen);
+extern void esl_msa_Destroy(ESL_MSA *msa);
+extern int esl_msa_Expand(ESL_MSA *msa);
+extern int esl_msa_Copy(const ESL_MSA *msa, ESL_MSA *new);
+extern ESL_MSA *esl_msa_Clone(const ESL_MSA *msa);
+extern int esl_msa_SetName (ESL_MSA *msa, const char *name, ...);
+extern int esl_msa_SetDesc (ESL_MSA *msa, const char *desc, ...);
+extern int esl_msa_SetAccession(ESL_MSA *msa, const char *acc, ...);
+
+
+/* 2. The ESL_MSAFILE object */
+extern int esl_msafile_Open(const char *filename, int format, const char *env,
+ ESL_MSAFILE **ret_msafp);
+extern void esl_msafile_Close(ESL_MSAFILE *afp);
+
+/* 3. Digital mode MSA's (augmentation: alphabet) */
+#ifdef eslAUGMENT_ALPHABET
+extern int esl_msa_GuessAlphabet(const ESL_MSA *msa, int *ret_type);
+extern ESL_MSA *esl_msa_CreateDigital(const ESL_ALPHABET *abc, int nseq, int64_t alen);
+extern int esl_msa_Digitize(const ESL_ALPHABET *abc, ESL_MSA *msa);
+extern int esl_msa_Textize(ESL_MSA *msa);
+extern int esl_msafile_GuessAlphabet(ESL_MSAFILE *msafp, int *ret_type);
+extern int esl_msafile_OpenDigital(const ESL_ALPHABET *abc, const char *filename,
+ int format, const char *env, ESL_MSAFILE **ret_msafp);
+extern int esl_msafile_SetDigital(ESL_MSAFILE *msafp, const ESL_ALPHABET *abc);
+#endif
+
+/* 4. Random MSA database access (augmentation: ssi) */
+#ifdef eslAUGMENT_SSI
+extern int esl_msafile_PositionByKey(ESL_MSAFILE *afp, const char *name);
+#endif
+
+/* 5. General i/o API, all alignment formats */
+extern int esl_msa_Read(ESL_MSAFILE *afp, ESL_MSA **ret_msa);
+extern int esl_msa_Write(FILE *fp, const ESL_MSA *msa, int fmt);
+extern char *esl_msa_DescribeFormat(int fmt);
+extern int esl_msa_GuessFileFormat(ESL_MSAFILE *afp);
+
+/* 6. Miscellaneous functions for manipulating MSAs */
+extern int esl_msa_SequenceSubset(const ESL_MSA *msa, const int *useme, ESL_MSA **ret_new);
+extern int esl_msa_ColumnSubset(ESL_MSA *msa, char *errbuf, const int *useme);
+extern int esl_msa_MinimGaps(ESL_MSA *msa, char *errbuf, const char *gaps);
+extern int esl_msa_NoGaps(ESL_MSA *msa, char *errbuf, const char *gaps);
+extern int esl_msa_SymConvert(ESL_MSA *msa, const char *oldsyms, const char *newsyms);
+extern int esl_msa_AddComment(ESL_MSA *msa, char *s);
+extern int esl_msa_AddGF(ESL_MSA *msa, char *tag, char *value);
+extern int esl_msa_AddGS(ESL_MSA *msa, char *tag, int sqidx, char *value);
+extern int esl_msa_AppendGC(ESL_MSA *msa, char *tag, char *value);
+extern int esl_msa_AppendGR(ESL_MSA *msa, char *tag, int sqidx, char *value);
+extern int esl_msa_Checksum(const ESL_MSA *msa, uint32_t *ret_checksum);
+
+/* 7. Debugging/development routines */
+extern ESL_MSA *esl_msa_CreateFromString(const char *s, int fmt);
+extern int esl_msa_Compare (ESL_MSA *a1, ESL_MSA *a2);
+extern int esl_msa_CompareMandatory(ESL_MSA *a1, ESL_MSA *a2);
+extern int esl_msa_CompareOptional (ESL_MSA *a1, ESL_MSA *a2);
+
+
+#endif /*eslMSA_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_msa.tex b/easel/esl_msa.tex
new file mode 100644
index 0000000..11bbf20
--- /dev/null
+++ b/easel/esl_msa.tex
@@ -0,0 +1,282 @@
+The \eslmod{msa} module reads and writes multiple sequence alignment
+files. The API is summarized in Table~\ref{tbl:msa_api}.
+
+The module uses two objects. An \ccode{ESL\_MSA} holds a multiple
+sequence alignment. A \ccode{ESL\_MSAFILE} is an alignment file,
+opened for input. No object is needed for output of an alignment file;
+a normal C \ccode{FILE} stream is used for output.
+
+Augmentation with the \eslmod{alphabet} module allows MSAs to be input
+as digital Easel sequence data (\ccode{ESL\_DSQ}), or converted to and
+from digital data. Normally aligned sequences are stored in an
+\ccode{ESL\_MSA} just as text strings, exactly as they appeared in the
+input file.
+
+Augmentation with the \eslmod{ssi} module allows rapid random access
+of SSI-indexed large MSA database files like Pfam or Rfam. When
+augmented, the \ccode{esl\_msafile\_Open()} and
+\ccode{esl\_msafile\_OpenDigital()} functions automatically open an
+accompanying SSI index, if it is present.
+
+Augmentation with the \eslmod{keyhash} module allows much better
+performance on parsing large Stockholm alignment files, by
+accelerating indexing of some internal data structures.
+
+
+% Table generated by autodoc -t esl_msa.c (so don't edit here, edit esl_msa.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{The ESL\_MSA object }\\
+\hyperlink{func:esl_msa_Create()}{\ccode{esl\_msa\_Create()}} & Creates an \ccode{ESL\_MSA} object.\\
+\hyperlink{func:esl_msa_CreateFromString()}{\ccode{esl\_msa\_CreateFromString()}} & Creates a small \ccode{ESL\_MSA} from a test case string.\\
+\hyperlink{func:esl_msa_Expand()}{\ccode{esl\_msa\_Expand()}} & Reallocate for more sequences.\\
+\hyperlink{func:esl_msa_Destroy()}{\ccode{esl\_msa\_Destroy()}} & Frees an \ccode{ESL\_MSA}.\\
+\apisubhead{The ESL\_MSAFILE object }\\
+\hyperlink{func:esl_msafile_Open()}{\ccode{esl\_msafile\_Open()}} & Open an MSA file for input.\\
+\hyperlink{func:esl_msafile_Close()}{\ccode{esl\_msafile\_Close()}} & Closes an open MSA file.\\
+\apisubhead{Digital mode MSA's (augmentation: alphabet)}\\
+\hyperlink{func:esl_msa_GuessAlphabet()}{\ccode{esl\_msa\_GuessAlphabet()}} & Guess alphabet of MSA.\\
+\hyperlink{func:esl_msa_CreateDigital()}{\ccode{esl\_msa\_CreateDigital()}} & Create a digital \ccode{ESL\_MSA}.\\
+\hyperlink{func:esl_msa_Digitize()}{\ccode{esl\_msa\_Digitize()}} & Digitizes an msa, converting it from text mode.\\
+\hyperlink{func:esl_msa_Textize()}{\ccode{esl\_msa\_Textize()}} & Convert a digital msa to text mode.\\
+\hyperlink{func:esl_msafile_GuessAlphabet()}{\ccode{esl\_msafile\_GuessAlphabet()}} & Guess what kind of sequences the alignment file contains.\\
+\hyperlink{func:esl_msafile_OpenDigital()}{\ccode{esl\_msafile\_OpenDigital()}} & Open an msa file for digital input.\\
+\hyperlink{func:esl_msafile_SetDigital()}{\ccode{esl\_msafile\_SetDigital()}} & Set an open \ccode{ESL\_MSAFILE} to read in digital mode.\\
+\apisubhead{Random MSA database access (augmentation: ssi)}\\
+\hyperlink{func:esl_msafile_PositionByKey()}{\ccode{esl\_msafile\_PositionByKey()}} & Use SSI to reposition file to start of named MSA.\\
+\apisubhead{General i/o API, all alignment formats }\\
+\hyperlink{func:esl_msa_Read()}{\ccode{esl\_msa\_Read()}} & Read next MSA from a file.\\
+\hyperlink{func:esl_msa_Write()}{\ccode{esl\_msa\_Write()}} & Write an MSA to a file.\\
+\hyperlink{func:esl_msa_DescribeFormat()}{\ccode{esl\_msa\_DescribeFormat()}} & Convert internal file format code to text string.\\
+\hyperlink{func:esl_msa_GuessFileFormat()}{\ccode{esl\_msa\_GuessFileFormat()}} & Determine the format of an open MSA file.\\
+\apisubhead{Miscellaneous functions for manipulating MSAs}\\
+\hyperlink{func:esl_msa_SequenceSubset()}{\ccode{esl\_msa\_SequenceSubset()}} & Select subset of sequences into a smaller MSA.\\
+\hyperlink{func:esl_msa_ColumnSubset()}{\ccode{esl\_msa\_ColumnSubset()}} & Remove a selected subset of columns from the MSA
+\\
+\hyperlink{func:esl_msa_MinimGaps()}{\ccode{esl\_msa\_MinimGaps()}} & Remove columns containing all gym symbols.\\
+\hyperlink{func:esl_msa_NoGaps()}{\ccode{esl\_msa\_NoGaps()}} & Remove columns containing any gap symbol.\\
+\hyperlink{func:esl_msa_SymConvert()}{\ccode{esl\_msa\_SymConvert()}} & Global search/replace of symbols in an MSA.\\
+\hyperlink{func:esl_msa_AddComment()}{\ccode{esl\_msa\_AddComment()}} & Description.\\
+\hyperlink{func:esl_msa_AddGF()}{\ccode{esl\_msa\_AddGF()}} & Description.\\
+\hyperlink{func:esl_msa_AddGS()}{\ccode{esl\_msa\_AddGS()}} & Description.\\
+\hyperlink{func:esl_msa_AppendGC()}{\ccode{esl\_msa\_AppendGC()}} & Description.\\
+\hyperlink{func:esl_msa_AppendGR()}{\ccode{esl\_msa\_AppendGR()}} & Description.\\
+\hyperlink{func:esl_msa_Compare()}{\ccode{esl\_msa\_Compare()}} & Compare two MSAs for equality.\\
+\hyperlink{func:esl_msa_CompareMandatory()}{\ccode{esl\_msa\_CompareMandatory()}} & Compare mandatory subset of MSA contents.\\
+\hyperlink{func:esl_msa_CompareOptional()}{\ccode{esl\_msa\_CompareOptional()}} & Compare optional subset of MSA contents.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{msa} API.}
+\label{tbl:msa_api}
+\end{table}
+
+
+
+
+\subsection{Example of using msa}
+
+Here's an example of opening an MSA file and reading one or more
+alignments from it:
+
+\input{cexcerpts/msa_example}
+
+Some things about the use of the API in the example are worth noting:
+
+\begin{enumerate}
+\item The format of the alignment file can either be automatically
+ detected, or set by the caller when the file is opened.
+ Autodetection is invoked when the caller passes a format code
+ (here, \ccode{fmt}) of
+ \ccode{eslMSAFILE\_UNKNOWN}. Autodetection is a ``best effort''
+ guess, but it is not 100\% reliable - especially if the input
+ file isn't an alignment file at all. So autodetection is a
+ convenient default, but the caller will probably want to provide
+ a way for the user to specify the input file format and override
+ autodetection, just in case.
+
+\item Errors can occur either in opening or reading the file that you
+ must check for. This error checking could be as simple as making
+ sure that \ccode{esl\_msafile\_Open()} and
+ \ccode{esl\_msa\_Read()} returned \ccode{eslOK}, but the example
+ shows how to catch all the normal errors returned by these
+ calls, and how to format some reasonably informative error
+ messages for the user. For example, when parsing the file fails
+ and \ccode{esl\_msa\_Read()} returns an \ccode{eslEFORMAT}
+ error, information about the problem is stored in \ccode{afp}:
+ the caller can use \ccode{afp->linenumber}, \ccode{afp->buf},
+ and \ccode{afp->errbuf} to get the line number in the file that
+ the error occurred, the text that was on that line, and a short
+ error message about what was wrong with it, respectively.
+
+\item To output (write) an alignment, open a normal C \ccode{FILE}
+ stream, write the alignment(s) with \ccode{esl\_msa\_Write()},
+ and close the stream with C's \ccode{fclose()}. Here, the
+ example is regurgitating the alignments it reads to
+ \ccode{stdout}.
+
+\item Note the example of how to compile with \eslmod{keyhash}
+ augmentation, just by defining \ccode{-DeslAUGMENT\_KEYHASH} and
+ adding the \ccode{esl\_keyhash.c} file when you compile. The
+ effects of \eslmod{keyhash} augmentation are all internal the
+ \eslmod{msa} module, rather than providing any new functions.
+\end{enumerate}
+
+\subsection{Accessing alignment data}
+
+The information in the \ccode{ESL\_MSA} object is meant to be accessed
+directly, so you need to know what it contains. This object is defined
+and documented in \ccode{esl\_msa.h}. It contains various information,
+as follows:
+
+\subsubsection{Important/mandatory information}
+
+The following information is always available in an MSA (except
+digital-mode alignments, which replace \ccode{aseq[][]} with
+\ccode{ax[][]}, as described later):
+
+\input{cexcerpts/msa_mandatory}
+
+The alignment contains \ccode{nseq} sequences, each of which contains
+\ccode{alen} characters.
+
+\ccode{aseq[i]} is the i'th aligned sequence, numbered
+\ccode{0..nseq-1}.
+
+\ccode{aseq[i][j]} is the j'th character in aligned sequence i,
+numbered \ccode{0..alen-1}.
+
+\ccode{sqname[i]} is the name of the i'th sequence.
+
+\ccode{wgt[i]} is a non-negative real-valued weight for sequence
+i. This defaults to 1.0 if the alignment file did not provide weight
+data. You can determine whether weight data was parsed by checking
+\ccode{(flags \& eslMSA\_HASWGTS)}.
+
+
+
+\subsubsection{Optional information}
+
+The following information is optional. It is usually only provided by
+annotated Stockholm alignments (for instance, Pfam and Rfam database
+alignments):
+
+\input{cexcerpts/msa_optional}
+
+These should be self-explanatory; but for more information, see the
+Stockholm format documentation. Each of these fields corresponds to
+Stockholm markup.
+
+These pointers will be NULL for any optional annotation that was not
+present in the alignment file. This is true at any level; for
+instance, \ccode{ss} will be NULL if no secondary structures are
+available for any sequence, and \ccode{ss[i]} will be NULL if some
+secondary structures are available, but not for sequence i.
+
+The \ccode{cutoff} array contains Pfam/Rfam curated trusted, gathering
+and noise score cutoffs. They are indexed as follows:
+
+\input{cexcerpts/msa_cutoffs}
+
+
+
+\subsubsection{Unparsed information}
+
+The MSA object also stores additional ``unparsed'' information from
+Stockholm files; that is, tags that are present but not recognized by
+the MSA module. This information is stored so that it may be
+regurgitated if the application needs to faithfully output the entire
+alignment file, even the bits that it didn't understand. If you need
+to access unparsed Stockholm tags, see the comments in
+\ccode{esl\_msa.h}.
+
+
+
+\subsubsection{Off-by-one issues in indexing alignment columns}
+
+With one exception, all arrays over alignment columns are normal C
+string arrays, indexed \ccode{0..alen-1}. This includes optional
+information such as \ccode{msa->rf[]} (the reference annotation line)
+and \ccode{msa->cs[]} (the consensus structure annotation line).
+
+The exception is a digitized sequence alignment, \ccode{msa->ax[][]}
+(see below), where columns are indexed 1..alen and sentinel bytes at
+positions 0 and alen+1, following Easel's convention for digitized
+sequences.
+
+Thus, when your code is manipulating a digitized alignment and using
+optional information like the reference annotation line or the
+consensus structure line, you must be careful of the off-by-one
+difference in how the two types of data are indexed.
+
+\subsection{Accepted formats}
+
+Currently, the MSA module only parses Stockholm format.
+
+Stockholm format and other alignment formats are documented in a later
+chapter.
+
+\subsection{Digital versus text representation}
+
+The multiple alignment is normally stored as ASCII text symbols in a
+2D array \ccode{char ** aseq[0..nseq-1][0..alen-1]}. These strings are
+stored exactly as they appeared in the original file; they aren't
+converted to upper or lower case, for example.
+
+Optionally, when augmented with the \eslmod{alphabet} module, the
+multiple alignment may alternatively be stored as digital data in an
+Easel internal alphabet. This enables more consistent, robust, and
+speedy handling of the sequence data.
+
+An \ccode{ESL\_MSA} may therefore be in either \esldef{text mode} or
+\esldef{digital mode}. Text mode is the default behavior. An
+\ccode{ESL\_MSA} is in digital mode if its \ccode{eslMSA\_DIGITAL} flag
+is up (\ccode{msa->flags \& eslMSA\_DIGITAL} is \ccode{TRUE}). When the
+alignment data are in digital mode, they are stored internally as a 2D
+digital sequence array \ccode{ESL\_DSQ ** ax[0..nseq-1][1..alen]}, and
+the \ccode{aseq} field is \ccode{NULL}.
+
+To use a digital internal representation, it is most efficient to read
+directly as digital data, using a \ccode{esl\_msafile\_OpenDigital()}
+call in place of \ccode{esl\_msafile\_Open()}. You can also change the
+mode of an MSA from text to digital using
+\ccode{esl\_msa\_Digitize()}, and digital to text using
+\ccode{esl\_msa\_Textize()}.
+
+Suppose you want to open an alignment file and read its alignments in
+digital mode, but you don't know whether the file contains DNA or
+protein alignments. You can't use \ccode{esl\_msafile\_OpenDigital()}
+unless you have an alphabet; but you can't see the alphabet until
+you've read an alignment. \Easel provides
+\ccode{esl\_msafile\_GuessAlphabet()} to peek at the first alignment
+and guess its alphabet\footnote{Because the stream that alignments are
+being read from may be non-rewindable, the implementation of
+\ccode{esl\_msafile\_GuessAlphabet()} reads and caches the first
+alignment.}, and \ccode{esl\_msafile\_SetDigital()} to set an
+already-open \ccode{ESL\_MSAFILE} so that all subsequent alignments
+are read in digital mode. For example:
+
+\input{cexcerpts/msa_example2}
+
+
+\subsection{Reading from stdin or gzip-compressed files}
+
+The module can read compressed alignment files. If the
+\ccode{filename} passed to \ccode{esl\_msafile\_Open()} ends in
+\ccode{.gz}, the file is assumed to be compressed with gzip. Instead
+of opening it normally, \ccode{esl\_msafile\_Open()} opens it as a pipe
+through \ccode{gunzip -dc}. Obviously this only works on a POSIX
+system -- pipes have to work, specifically the \ccode{popen()} system
+call -- and \ccode{gunzip} must be installed and in the PATH.
+
+The module can also read from a standard input pipe. If the
+\ccode{filename} passed to \ccode{esl\_msafile\_Open()} is \ccode{-},
+the alignment is read from \ccode{STDIN} rather than from a file.
+
+Because of the way format autodetection works, you cannot use it when
+reading from a pipe or compressed file. The application must know the
+appropriate format and pass that code it calls
+\ccode{esl\_msafile\_Open()}.
diff --git a/easel/esl_msacluster.c b/easel/esl_msacluster.c
new file mode 100644
index 0000000..08d5da2
--- /dev/null
+++ b/easel/esl_msacluster.c
@@ -0,0 +1,436 @@
+/* Clustering sequences in an MSA by % identity.
+ *
+ * Table of contents:
+ * 1. Single linkage clustering an MSA by %id
+ * 2. Internal functions, interface to the clustering API
+ * 3. Some internal functions needed for regression tests
+ * 4. Unit tests
+ * 5. Test driver
+ * 6. Example
+ * 7. Copyright and license.
+ *
+ * Augmentations:
+ * eslAUGMENT_ALPHABET: adds support for digital MSAs
+ *
+ *
+ * (Why isn't this just part of the cluster or MSA modules? cluster
+ * itself is a core module, dependent only on easel. MSA clustering
+ * involves at least the distance, cluster, and msa modules. So we're
+ * better off separating its functionality away into a more highly
+ * derived module.)
+ *
+ * SRE, Sun Nov 5 10:06:53 2006 [Janelia]
+ * SVN $Id: esl_msacluster.c 269 2008-06-19 13:47:41Z eddys $
+ */
+#include "esl_config.h"
+
+#include "easel.h"
+#include "esl_cluster.h"
+#include "esl_distance.h"
+#include "esl_msa.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#include "esl_msacluster.h"
+
+/* These functions are going to get defined in an internal regression
+ * testing section further below:
+ */
+#if defined(eslMSACLUSTER_REGRESSION) || defined(eslMSAWEIGHT_REGRESSION)
+#include <ctype.h>
+static double squid_distance(char *s1, char *s2);
+#ifdef eslAUGMENT_ALPHABET
+static double squid_xdistance(ESL_ALPHABET *a, ESL_DSQ *x1, ESL_DSQ *x2);
+#endif
+#endif
+
+/* These functions will define linkage between a pair of text or
+ * digital aseq's:
+ */
+static int msacluster_clinkage(const void *v1, const void *v2, const void *p, int *ret_link);
+#ifdef eslAUGMENT_ALPHABET
+static int msacluster_xlinkage(const void *v1, const void *v2, const void *p, int *ret_link);
+#endif
+
+/* In digital mode, we'll need to pass the clustering routine two parameters -
+ * %id threshold and alphabet ptr - so make a structure that bundles them.
+ */
+#ifdef eslAUGMENT_ALPHABET
+struct msa_param_s {
+ double maxid;
+ ESL_ALPHABET *abc;
+};
+#endif
+
+
+/*****************************************************************
+ * 1. Single linkage clustering an MSA by %id
+ *****************************************************************/
+
+/* Function: esl_msacluster_SingleLinkage()
+ * Synopsis: Single linkage clustering by percent identity.
+ * Incept: SRE, Sun Nov 5 10:11:45 2006 [Janelia]
+ *
+ * Purpose: Perform single link clustering of the sequences in
+ * multiple alignment <msa>. Any pair of sequences with
+ * percent identity $\geq$ <maxid> are linked (using
+ * the definition from the \eslmod{distance} module).
+ *
+ * The resulting clustering is optionally returned in one
+ * or more of <opt_c>, <opt_nin>, and <opt_nc>. The
+ * <opt_c[0..nseq-1]> array assigns a cluster index
+ * <(0..nc-1)> to each sequence. For example, <c[4] = 1>
+ * means that sequence 4 is assigned to cluster 1. The
+ * <opt_nin[0..nc-1]> array is the number of sequences
+ * in each cluster. <opt_nc> is the number of clusters.
+ *
+ * Importantly, this algorithm runs in $O(N)$ memory, and
+ * produces one discrete clustering. Compare to
+ * <esl_tree_SingleLinkage()>, which requires an $O(N^2)$
+ * adjacency matrix, and produces a hierarchical clustering
+ * tree.
+ *
+ * The algorithm is worst case $O(LN^2)$ time, for $N$
+ * sequences of length $L$. However, the worst case is no
+ * links at all, and this is unusual. More typically, time
+ * scales as about $LN \log N$. The best case scales as
+ * $LN$, when there is just one cluster in a completely
+ * connected graph.
+ *
+ * Args: msa - multiple alignment to cluster
+ * maxid - pairwise identity threshold: cluster if $\geq$ <maxid>
+ * opt_c - optRETURN: cluster assignments for each sequence, [0..nseq-1]
+ * opt_nin - optRETURN: number of seqs in each cluster, [0..nc-1]
+ * opt_nc - optRETURN: number of clusters
+ *
+ * Returns: <eslOK> on success; the <opt_c[0..nseq-1]> array contains
+ * cluster indices <0..nc-1> assigned to each sequence; the
+ * <opt_nin[0..nc-1]> array contains the number of seqs in
+ * each cluster; and <opt_nc> contains the number of
+ * clusters. The <opt_c> array and <opt_nin> arrays will be
+ * allocated here, if non-<NULL>, and must be free'd by the
+ * caller. The input <msa> is unmodified.
+ *
+ * The caller may pass <NULL> for either <opt_c> or
+ * <opt_nc> if it is only interested in one of the two
+ * results.
+ *
+ * Throws: <eslEMEM> on allocation failure, and <eslEINVAL> if a pairwise
+ * comparison is invalid (which means the MSA is corrupted, so it
+ * shouldn't happen). In either case, <opt_c> and <opt_nin> are set to <NULL>
+ * and <opt_nc> is set to 0, and the <msa> is unmodified.
+ */
+int
+esl_msacluster_SingleLinkage(const ESL_MSA *msa, double maxid,
+ int **opt_c, int **opt_nin, int *opt_nc)
+
+{
+ int status;
+ int *workspace = NULL;
+ int *assignment = NULL;
+ int *nin = NULL;
+ int nc;
+ int i;
+#ifdef eslAUGMENT_ALPHABET
+ struct msa_param_s param;
+#endif
+
+ /* Allocations */
+ ESL_ALLOC(workspace, sizeof(int) * msa->nseq * 2);
+ ESL_ALLOC(assignment, sizeof(int) * msa->nseq);
+
+ /* call to SLC API: */
+ if (! (msa->flags & eslMSA_DIGITAL))
+ status = esl_cluster_SingleLinkage((void *) msa->aseq, (size_t) msa->nseq, sizeof(char *),
+ msacluster_clinkage, (void *) &maxid,
+ workspace, assignment, &nc);
+#ifdef eslAUGMENT_ALPHABET
+ else {
+ param.maxid = maxid;
+ param.abc = msa->abc;
+ status = esl_cluster_SingleLinkage((void *) msa->ax, (size_t) msa->nseq, sizeof(ESL_DSQ *),
+ msacluster_xlinkage, (void *) ¶m,
+ workspace, assignment, &nc);
+ }
+#endif
+
+ if (opt_nin != NULL)
+ {
+ ESL_ALLOC(nin, sizeof(int) * nc);
+ for (i = 0; i < nc; i++) nin[i] = 0;
+ for (i = 0; i < msa->nseq; i++)
+ nin[assignment[i]]++;
+ *opt_nin = nin;
+ }
+
+ /* cleanup and return */
+ free(workspace);
+ if (opt_c != NULL) *opt_c = assignment; else free(assignment);
+ if (opt_nc != NULL) *opt_nc = nc;
+ return eslOK;
+
+ ERROR:
+ if (workspace != NULL) free(workspace);
+ if (assignment != NULL) free(assignment);
+ if (nin != NULL) free(nin);
+ if (opt_c != NULL) *opt_c = NULL;
+ if (opt_nc != NULL) *opt_nc = 0;
+ return status;
+}
+
+
+
+
+
+/*****************************************************************
+ * 2. Internal functions, interface to the clustering API
+ *****************************************************************/
+
+/* Definition of %id linkage in text-mode aligned seqs (>= maxid): */
+static int
+msacluster_clinkage(const void *v1, const void *v2, const void *p, int *ret_link)
+{
+ char *as1 = *(char **) v1;
+ char *as2 = *(char **) v2;
+ double maxid = *(double *) p;
+ double pid;
+ int status;
+
+#if defined(eslMSACLUSTER_REGRESSION) || defined(eslMSAWEIGHT_REGRESSION)
+ pid = 1. - squid_distance(as1, as2);
+#else
+ if ((status = esl_dst_CPairId(as1, as2, &pid, NULL, NULL)) != eslOK) return status;
+#endif
+
+ *ret_link = (pid >= maxid ? TRUE : FALSE);
+ return eslOK;
+}
+
+/* Definition of % id linkage in digital aligned seqs (>= maxid) */
+#ifdef eslAUGMENT_ALPHABET
+static int
+msacluster_xlinkage(const void *v1, const void *v2, const void *p, int *ret_link)
+{
+ ESL_DSQ *ax1 = *(ESL_DSQ **) v1;
+ ESL_DSQ *ax2 = *(ESL_DSQ **) v2;
+ struct msa_param_s *param = (struct msa_param_s *) p;
+ double pid;
+ int status;
+
+#if defined(eslMSACLUSTER_REGRESSION) || defined(eslMSAWEIGHT_REGRESSION)
+ pid = 1. - squid_xdistance(param->abc, ax1, ax2);
+#else
+ if ( (status = esl_dst_XPairId(param->abc, ax1, ax2, &pid, NULL, NULL)) != eslOK) return status;
+#endif
+
+ *ret_link = (pid >= param->maxid ? TRUE : FALSE);
+ return eslOK;
+}
+#endif
+
+
+
+
+/*****************************************************************
+ * 3. Some internal functions needed for regression tests
+ *****************************************************************/
+
+/* When regression testing against squid, we have to replace
+ * Easel's distance calculations with a simpler, (even) less robust
+ * calculation that squid did.
+ */
+#if defined(eslMSACLUSTER_REGRESSION) || defined(eslMSAWEIGHT_REGRESSION)
+static double
+squid_distance(char *s1, char *s2)
+{
+ int diff = 0;
+ int valid = 0;
+
+ for (; *s1 != '\0'; s1++, s2++)
+ {
+ if (!isalpha(*s1) || !isalpha(*s2)) continue;
+ if (*s1 != *s2) diff++;
+ valid++;
+ }
+ return (valid > 0 ? ((double) diff / (double) valid) : 0.0);
+}
+#ifdef eslAUGMENT_ALPHABET
+static double
+squid_xdistance(ESL_ALPHABET *a, ESL_DSQ *x1, ESL_DSQ *x2)
+{
+ int diff = 0;
+ int valid = 0;
+
+ for (; *x1 != eslDSQ_SENTINEL; x1++, x2++)
+ {
+ if (esl_abc_XIsGap(a, *x1) || esl_abc_XIsGap(a, *x2)) continue;
+ if (*x1 != *x2) diff++;
+ valid++;
+ }
+ return (valid > 0 ? ((double) diff / (double) valid) : 0.0);
+}
+#endif
+#endif /* eslMSACLUSTER_REGRESSION || eslMSAWEIGHT_REGRESSION */
+
+
+/*****************************************************************
+ * 4. Unit tests
+ *****************************************************************/
+#ifdef eslMSACLUSTER_TESTDRIVE
+#include "esl_getopts.h"
+
+static void
+utest_SingleLinkage(ESL_GETOPTS *go, const ESL_MSA *msa, double maxid, int expected_nc, int last_assignment)
+{
+ char *msg = "utest_SingleLinkage() failed";
+ int *assignment = NULL;
+ int *nin = NULL;
+ int nc;
+
+ if (esl_msacluster_SingleLinkage(msa, maxid, &assignment, &nin, &nc) != eslOK) esl_fatal(msg);
+ if (nc != expected_nc) esl_fatal(msg);
+ if (assignment[msa->nseq-1] != last_assignment) esl_fatal(msg);
+ free(assignment);
+ free(nin);
+}
+#endif /*eslMSACLUSTER_TESTDRIVE*/
+
+/*****************************************************************
+ * 5. Test driver
+ *****************************************************************/
+#ifdef eslMSACLUSTER_TESTDRIVE
+/* gcc -g -Wall -o msacluster_utest -I. -L. -DeslMSACLUSTER_TESTDRIVE esl_msacluster.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_getopts.h"
+#include "esl_msacluster.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for msacluster module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_ALPHABET *abc = esl_alphabet_Create(eslAMINO);
+ ESL_MSA *msa = esl_msa_CreateFromString("\
+# STOCKHOLM 1.0\n\
+\n\
+seq0 AAAAAAAAAA\n\
+seq1 AAAAAAAAAA\n\
+seq2 AAAAAAAAAC\n\
+seq3 AAAAAAAADD\n\
+seq4 AAAAAAAEEE\n\
+seq5 AAAAAAFFFF\n\
+seq6 AAAAAGGGGG\n\
+seq7 AAAAHHHHHH\n\
+seq8 AAAIIIIIII\n\
+seq9 AAKKKKKKKK\n\
+seq10 ALLLLLLLLL\n\
+seq11 MMMMMMMMMM\n\
+//", eslMSAFILE_STOCKHOLM);
+
+
+ utest_SingleLinkage(go, msa, 1.0, 11, 10); /* at 100% id, only seq0/seq1 cluster */
+ utest_SingleLinkage(go, msa, 0.5, 6, 5); /* at 50% id, seq0-seq6 cluster */
+ utest_SingleLinkage(go, msa, 0.0, 1, 0); /* at 0% id, everything clusters */
+
+ /* Do the same tests, but now with a digital MSA */
+ esl_msa_Digitize(abc, msa);
+ utest_SingleLinkage(go, msa, 1.0, 11, 10); /* at 100% id, only seq0/seq1 cluster */
+ utest_SingleLinkage(go, msa, 0.5, 6, 5); /* at 50% id, seq0-seq6 cluster */
+ utest_SingleLinkage(go, msa, 0.0, 1, 0); /* at 0% id, everything clusters */
+
+ esl_msa_Destroy(msa);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /* eslMSACLUSTER_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * 6. Example
+ *****************************************************************/
+
+#ifdef eslMSACLUSTER_EXAMPLE
+/*::cexcerpt::msacluster_example::begin::*/
+/*
+ gcc -g -Wall -o example -I. -DeslMSACLUSTER_EXAMPLE\
+ esl_msacluster.c esl_msa.c esl_cluster.c esl_distance.c easel.c -lm
+ gcc -g -Wall -o example -DeslAUGMENT_ALPHABET -I. -DeslMSACLUSTER_EXAMPLE\
+ esl_msacluster.c esl_msa.c esl_cluster.c esl_distance.c esl_alphabet.c easel.c -lm
+ ./example <MSA file>
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_msacluster.h"
+
+int
+main(int argc, char **argv)
+{
+ char *filename = argv[1];
+ int fmt = eslMSAFILE_UNKNOWN;
+ ESL_MSAFILE *afp = NULL;
+ ESL_MSA *msa = NULL;
+ double maxid = 0.62; /* cluster at 62% identity: the BLOSUM62 rule */
+ int *assignment = NULL;
+ int *nin = NULL;
+ int nclusters;
+ int c, i;
+ int status;
+
+ status = esl_msafile_OpenDigital(filename, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s isn't readable\n", filename);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of %s\n", filename);
+ else if (status != eslOK) esl_fatal("Alignment file open failed (error %d)\n", status);
+
+ status = esl_msa_Read(afp, &msa);
+ if (status == eslEFORMAT)
+ esl_fatal("parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslOK)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+
+ esl_msacluster_SingleLinkage(msa, maxid, &assignment, &nin, &nclusters);
+
+ printf("%d clusters at threshold of %f fractional identity\n", nclusters, maxid);
+ for (c = 0; c < nclusters; c++) {
+ printf("cluster %d:\n", c);
+ for (i = 0; i < msa->nseq; i++) if (assignment[i] == c) printf(" %s\n", msa->sqname[i]);
+ printf("(%d sequences)\n\n", nin[c]);
+ }
+
+ esl_msa_Destroy(msa);
+ esl_msafile_Close(afp);
+ free(assignment);
+ free(nin);
+ return 0;
+}
+/*::cexcerpt::msacluster_example::end::*/
+#endif /*eslMSACLUSTER_EXAMPLE*/
+/*------------------------ end of example -----------------------*/
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_msacluster.h b/easel/esl_msacluster.h
new file mode 100644
index 0000000..f8eb61c
--- /dev/null
+++ b/easel/esl_msacluster.h
@@ -0,0 +1,18 @@
+/* Clustering sequences in an MSA by % identity.
+ *
+ * SRE, Sun Nov 5 10:08:14 2006 [Janelia]
+ * SVN $Id: esl_msacluster.h 238 2008-03-28 11:53:19Z eddys $
+ */
+#ifndef ESL_MSACLUSTER_INCLUDED
+#define ESL_MSACLUSTER_INCLUDED
+
+extern int esl_msacluster_SingleLinkage(const ESL_MSA *msa, double maxid,
+ int **opt_c, int **opt_nin, int *opt_nc);
+
+#endif /*ESL_MSACLUSTER_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_msacluster.tex b/easel/esl_msacluster.tex
new file mode 100644
index 0000000..2035b58
--- /dev/null
+++ b/easel/esl_msacluster.tex
@@ -0,0 +1,33 @@
+The \eslmod{msacluster} module implements single linkage clustering by
+sequence identity for the sequences in a multiple sequence
+alignment. The API is summarized in Table~\ref{tbl:msacluster_api}.
+
+Clustering is done using the generalized single linkage clustering
+algorithm in the \eslmod{cluster} module.
+
+\eslmod{msacluster} requires the \eslmod{cluster}, \eslmod{distance},
+and \eslmod{msa} and \eslmod{distance} modules. It can be augmented
+with the \eslmod{alphabet} module, which adds the ability to deal with
+digitized MSAs.
+
+% Table generated by autodoc -t esl_msacluster.c (so don't edit here, edit esl_msacluster.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_msacluster_SingleLinkage()}{\ccode{esl\_msacluster\_SingleLinkage()}} & Single linkage clustering by percent identity.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{msacluster} API.}
+\label{tbl:msacluster_api}
+\end{table}
+
+\subsection{Example of using the msacluster API}
+
+An example of reading an MSA from a file and doing
+single-linkage-clustering on the aligned sequences at $\geq$ 62\%
+sequence identity:
+
+\input{cexcerpts/msacluster_example}
diff --git a/easel/esl_msashuffle.c b/easel/esl_msashuffle.c
new file mode 100644
index 0000000..6ba51bd
--- /dev/null
+++ b/easel/esl_msashuffle.c
@@ -0,0 +1,374 @@
+/* Shuffling or bootstrapping alignments.
+ *
+ * Table of contents:
+ * 1. Randomizing MSAs.
+ * 2. Shuffling pairwise (QRNA) alignments.
+ *
+ * SRE, Tue Jan 22 09:06:27 2008 [Market Street Cafe, Leesburg]
+ * SVN $Id: esl_msashuffle.c 249 2008-04-24 19:19:50Z eddys $
+ */
+#include "esl_config.h"
+
+#include <string.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif /*eslAUGMENT_ALPHABET*/
+#include "esl_msa.h"
+#include "esl_msashuffle.h"
+#include "esl_random.h"
+
+
+/*****************************************************************
+ * 1. Randomizing MSAs
+ *****************************************************************/
+
+/* Function: esl_msashuffle_Shuffle()
+ * Synopsis: Shuffle an alignment's columns.
+ * Incept: SRE, Tue Jan 22 10:10:57 2008 [Janelia]
+ *
+ * Purpose: Returns a column-shuffled version of <msa> in <shuf>,
+ * using random generator <r>. Shuffling by columns
+ * preserves the \% identity of the original
+ * alignment. <msa> and <shuf> can be identical, to shuffle
+ * in place.
+ *
+ * The caller sets up the rest of the data (everything but
+ * the alignment itself) in <shuf> the way it wants,
+ * including sequence names, MSA name, and other
+ * annotation. The easy thing to do is to make <shuf>
+ * a copy of <msa>: the caller might create <shuf> by
+ * a call to <esl_msa_Clone()>.
+ *
+ * The alignments <msa> and <shuf> can both be in digital
+ * mode, or can both be in text mode; you cannot mix
+ * digital and text modes.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <msa>,<shuf> aren't in the same mode (digital vs. text).
+ */
+int
+esl_msashuffle_Shuffle(ESL_RANDOMNESS *r, ESL_MSA *msa, ESL_MSA *shuf)
+{
+ int i, pos, alen;
+
+ if (! (msa->flags & eslMSA_DIGITAL))
+ {
+ char c;
+ if (shuf->flags & eslMSA_DIGITAL) ESL_EXCEPTION(eslEINVAL, "<shuf> must be in text mode if <msa> is");
+ if (msa != shuf) {
+ for (i = 0; i < msa->nseq; i++)
+ strcpy(shuf->aseq[i], msa->aseq[i]);
+ }
+
+ for (i = 0; i < msa->nseq; i++)
+ shuf->aseq[i][msa->alen] = '\0';
+
+ for (alen = msa->alen; alen > 1; alen--)
+ {
+ pos = esl_rnd_Roll(r, alen);
+ for (i = 0; i < msa->nseq; i++)
+ {
+ c = msa->aseq[i][pos];
+ shuf->aseq[i][pos] = shuf->aseq[i][alen-1];
+ shuf->aseq[i][alen-1] = c;
+ }
+ }
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else
+ {
+ ESL_DSQ x;
+ if (! (shuf->flags & eslMSA_DIGITAL)) ESL_EXCEPTION(eslEINVAL, "<shuf> must be in digital mode if <msa> is");
+
+ if (msa != shuf) {
+ for (i = 0; i < msa->nseq; i++)
+ memcpy(shuf->ax[i], msa->ax[i], (msa->alen + 2) * sizeof(ESL_DSQ));
+ }
+
+ for (i = 0; i < msa->nseq; i++)
+ shuf->ax[i][msa->alen+1] = eslDSQ_SENTINEL;
+
+ for (alen = msa->alen; alen > 1; alen--)
+ {
+ pos = esl_rnd_Roll(r, alen) + 1;
+ for (i = 0; i < msa->nseq; i++)
+ {
+ x = msa->ax[i][pos];
+ shuf->ax[i][pos] = shuf->ax[i][alen];
+ shuf->ax[i][alen] = x;
+ }
+ }
+ }
+#endif /*eslAUGMENT_ALPHABET*/
+
+ return eslOK;
+}
+
+/* Function: esl_msashuffle_Bootstrap()
+ * Synopsis: Bootstrap sample an MSA.
+ * Incept: SRE, Tue Jan 22 11:05:07 2008 [Janelia]
+ *
+ * Purpose: Takes a bootstrap sample of <msa> (sample <alen> columns,
+ * with replacement) and puts it in <bootsample>, using
+ * random generator <r>.
+ *
+ * The caller provides allocated space for <bootsample>.
+ * It must be different space than <msa>; you cannot take
+ * a bootstrap sample "in place". The caller sets up the
+ * rest of the data in <bootsample> (everything but the
+ * alignment itself) the way it wants, including sequence
+ * names, MSA name, and other annotation. The easy thing to
+ * do is to initialize <bootsample> by cloning <msa>.
+ *
+ * The alignments <msa> and <bootsample> can both be in digital
+ * mode, or can both be in text mode; you cannot mix
+ * digital and text modes.
+ *
+ * Returns: <eslOK> on success, and the alignment in <bootsample> is
+ * set to be a bootstrap resample of the alignment in <msa>.
+ *
+ * Throws: <eslEINVAL> if <msa>,<bootsample> aren't in the same mode
+ * (digital vs. text).
+ */
+int
+esl_msashuffle_Bootstrap(ESL_RANDOMNESS *r, ESL_MSA *msa, ESL_MSA *bootsample)
+{
+ int i, pos, col;
+
+ /* contract checks */
+ if ( (msa->flags & eslMSA_DIGITAL) && ! (bootsample->flags & eslMSA_DIGITAL))
+ ESL_EXCEPTION(eslEINVAL, "<msa> and <bootsample> must both be in digital or text mode");
+ if (! (msa->flags & eslMSA_DIGITAL) && (bootsample->flags & eslMSA_DIGITAL))
+ ESL_EXCEPTION(eslEINVAL, "<msa> and <bootsample> must both be in digital or text mode");
+
+ if (! (msa->flags & eslMSA_DIGITAL))
+ {
+ for (pos = 0; pos < msa->alen; pos++)
+ {
+ col = esl_rnd_Roll(r, msa->alen);
+ for (i = 0; i < msa->nseq; i++)
+ bootsample->aseq[i][pos] = msa->aseq[i][col];
+ }
+
+ for (i = 0; i < msa->nseq; i++)
+ bootsample->aseq[i][msa->alen] = '\0';
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else
+ {
+ for (i = 0; i < msa->nseq; i++)
+ bootsample->ax[i][0] = eslDSQ_SENTINEL;
+
+ for (pos = 1; pos <= msa->alen; pos++)
+ {
+ col = esl_rnd_Roll(r, msa->alen) + 1;
+ for (i = 0; i < msa->nseq; i++)
+ bootsample->ax[i][pos] = msa->ax[i][col];
+ }
+
+ for (i = 0; i < msa->nseq; i++)
+ bootsample->ax[i][msa->alen+1] = eslDSQ_SENTINEL;
+ }
+#endif /*eslAUGMENT_ALPHABET*/
+
+ return eslOK;
+}
+
+/*****************************************************************
+ * 2. Shuffling pairwise (QRNA) alignments
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+/* Function: esl_msashuffle_XQRNA()
+ * Synopsis: Gap-preserving column shuffle of a digital pairwise alignment.
+ * Incept: SRE, Tue Jan 22 09:09:52 2008 [Market Street Cafe, Leesburg]
+ *
+ * Purpose: Shuffle a digital pairwise alignment <x>,<y> while
+ * preserving the position of gaps, where both sequences are
+ * in digital alphabet <abc>, using the random number
+ * generator <r>. Return the shuffled alignment in <xs>,
+ * <ys>. Caller provides allocated space for <xs> and <ys>
+ * for at least the same length of <x>,<y>.
+ *
+ * Works by doing three separate
+ * shuffles, of (1) columns with residues in both
+ * <x> and <y>, (2) columns with residue in <x> and gap in <y>,
+ * and (3) columns with gap in <x> and residue in <y>.
+ *
+ * <xs>,<x> and <ys>,<y> may be identical: that is, to shuffle
+ * an alignment "in place", destroying the original
+ * alignment, just call <esl_msashuffle_XQRNA(r, abc, x,y,x,y)>.
+ *
+ * Returns: <eslOK> on success, and the shuffled alignment is
+ * returned in <xs>, <ys>.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msashuffle_XQRNA(ESL_RANDOMNESS *r, ESL_ALPHABET *abc, ESL_DSQ *x, ESL_DSQ *y, ESL_DSQ *xs, ESL_DSQ *ys)
+{
+ int L;
+ int *xycol = NULL;
+ int *xcol = NULL;
+ int *ycol = NULL;
+ int nxy, nx, ny;
+ int i;
+ int pos, c;
+ char xsym, ysym;
+ int status;
+
+ L = esl_abc_dsqlen(x);
+ if (esl_abc_dsqlen(y) != L) ESL_XEXCEPTION(eslEINVAL, "sequences of different lengths in qrna shuffle");
+
+ if (xs != x) esl_abc_dsqcpy(x, L, xs);
+ if (ys != y) esl_abc_dsqcpy(y, L, ys);
+
+ /* First, construct three arrays containing lists of the column positions
+ * of the three types of columns. (If a column contains gaps in both x and y,
+ * we've already simply copied it to the shuffled sequence.)
+ */
+ ESL_ALLOC(xycol, sizeof(int) * L);
+ ESL_ALLOC(xcol, sizeof(int) * L);
+ ESL_ALLOC(ycol, sizeof(int) * L);
+ nxy = nx = ny = 0;
+
+ for (i = 1; i <= L; i++)
+ {
+ if ( esl_abc_XIsGap(abc, x[i]) && esl_abc_XIsGap(abc, y[i])) { continue; }
+ else if (! esl_abc_XIsGap(abc, x[i]) && ! esl_abc_XIsGap(abc, y[i])) { xycol[nxy] = i; nxy++; }
+ else if ( esl_abc_XIsGap(abc, x[i])) { ycol[ny] = i; ny++; }
+ else if ( esl_abc_XIsGap(abc, y[i])) { xcol[nx] = i; nx++; }
+ }
+
+ /* Second, shuffle the sequences indirectly, via shuffling these arrays.
+ * Yow, careful with those indices, and with order of the statements...
+ */
+ for (; nxy > 1; nxy--) {
+ pos = esl_rnd_Roll(r, nxy);
+ xsym = xs[xycol[pos]]; ysym = ys[xycol[pos]]; c = xycol[pos];
+ xs[xycol[pos]] = xs[xycol[nxy-1]]; ys[xycol[pos]] = ys[xycol[nxy-1]]; xycol[pos] = xycol[nxy-1];
+ xs[xycol[nxy-1]] = xsym; ys[xycol[nxy-1]] = ysym; xycol[pos] = xycol[nxy-1];
+ }
+ for (; nx > 1; nx--) {
+ pos = esl_rnd_Roll(r, nx);
+ xsym = xs[xcol[pos]]; ysym = ys[xcol[pos]]; c = xcol[pos];
+ xs[xcol[pos]] = xs[xcol[nx-1]]; ys[xcol[pos]] = ys[xcol[nx-1]]; xcol[pos] = xcol[nx-1];
+ xs[xcol[nx-1]] = xsym; ys[xcol[nx-1]] = ysym; xcol[nx-1] = c;
+ }
+ for (; ny > 1; ny--) {
+ pos = esl_rnd_Roll(r, ny);
+ xsym = xs[ycol[pos]]; ysym = ys[ycol[pos]]; c = ycol[pos];
+ xs[ycol[pos]] = xs[ycol[ny-1]]; ys[ycol[pos]] = ys[ycol[ny-1]]; ycol[pos] = ycol[ny-1];
+ xs[ycol[ny-1]] = xsym; ys[ycol[ny-1]] = ysym; ycol[ny-1] = c;
+ }
+
+ free(xycol); free(xcol); free(ycol);
+ return eslOK;
+
+ ERROR:
+ if (xycol != NULL) free(xycol);
+ if (xcol != NULL) free(xcol);
+ if (ycol != NULL) free(ycol);
+ return status;
+}
+
+/* Function: esl_msashuffle_CQRNA()
+ * Synopsis: Gap-preserving column shuffle of a pairwise alignment.
+ * Incept: SRE, Tue Jan 22 08:45:34 2008 [Market Street Cafe, Leesburg]
+ *
+ * Purpose: Shuffle a pairwise alignment <x>,<y> while preserving the
+ * position of gaps, using the random number generator <r>.
+ * Return the shuffled alignment in <xs>,
+ * <ys>. Caller provides allocated space for <xs> and <ys>.
+ *
+ * An alphabet <abc> must also be provided, solely for the
+ * definition of gap characters. Because Easel's default
+ * alphabets (DNA, RNA, and protein) all use the same
+ * definition of gap characters <-_.>, you can actually
+ * provide any alphabet here, and get the same results.
+ * (This may save having to determine the alphabet of input
+ * sequences.)
+ *
+ * Works by doing three separate
+ * shuffles, of (1) columns with residues in both
+ * <x> and <y>, (2) columns with residue in <x> and gap in <y>,
+ * and (3) columns with gap in <x> and residue in <y>.
+ *
+ * <xs>,<x> and <ys>,<y> may be identical: that is, to shuffle
+ * an alignment "in place", destroying the original
+ * alignment, just call <esl_msashuffle_CQRNA(r, abc, x,y,x,y)>.
+ *
+ * Returns: <eslOK> on success, and the shuffled alignment is
+ * returned in <xs>, <ys>.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_msashuffle_CQRNA(ESL_RANDOMNESS *r, ESL_ALPHABET *abc, char *x, char *y, char *xs, char *ys)
+{
+ int L;
+ int *xycol = NULL;
+ int *xcol = NULL;
+ int *ycol = NULL;
+ int nxy, nx, ny;
+ int i;
+ int pos, c;
+ char xsym, ysym;
+ int status;
+
+ if (xs != x) strcpy(xs, x);
+ if (ys != y) strcpy(ys, y);
+
+ /* First, construct three arrays containing lists of the column positions
+ * of the three types of columns. (If a column contains gaps in both x and y,
+ * we've already simply copied it to the shuffled sequence.)
+ */
+ L = strlen(x);
+ if (strlen(y) != L) ESL_XEXCEPTION(eslEINVAL, "sequences of different lengths in qrna shuffle");
+ ESL_ALLOC(xycol, sizeof(int) * L);
+ ESL_ALLOC(xcol, sizeof(int) * L);
+ ESL_ALLOC(ycol, sizeof(int) * L);
+ nxy = nx = ny = 0;
+
+ for (i = 0; i < L; i++)
+ {
+ if ( esl_abc_CIsGap(abc, x[i]) && esl_abc_CIsGap(abc, y[i])) { continue; }
+ else if (! esl_abc_CIsGap(abc, x[i]) && ! esl_abc_CIsGap(abc, y[i])) { xycol[nxy] = i; nxy++; }
+ else if ( esl_abc_CIsGap(abc, x[i])) { ycol[ny] = i; ny++; }
+ else if ( esl_abc_CIsGap(abc, y[i])) { xcol[nx] = i; nx++; }
+ }
+
+ /* Second, shuffle the sequences indirectly, via shuffling these arrays.
+ * Yow, careful with those indices, and with order of the statements...
+ */
+ for (; nxy > 1; nxy--) {
+ pos = esl_rnd_Roll(r, nxy);
+ xsym = xs[xycol[pos]]; ysym = ys[xycol[pos]]; c = xycol[pos];
+ xs[xycol[pos]] = xs[xycol[nxy-1]]; ys[xycol[pos]] = ys[xycol[nxy-1]]; xycol[pos] = xycol[nxy-1];
+ xs[xycol[nxy-1]] = xsym; ys[xycol[nxy-1]] = ysym; xycol[pos] = xycol[nxy-1];
+ }
+ for (; nx > 1; nx--) {
+ pos = esl_rnd_Roll(r, nx);
+ xsym = xs[xcol[pos]]; ysym = ys[xcol[pos]]; c = xcol[pos];
+ xs[xcol[pos]] = xs[xcol[nx-1]]; ys[xcol[pos]] = ys[xcol[nx-1]]; xcol[pos] = xcol[nx-1];
+ xs[xcol[nx-1]] = xsym; ys[xcol[nx-1]] = ysym; xcol[nx-1] = c;
+ }
+ for (; ny > 1; ny--) {
+ pos = esl_rnd_Roll(r, ny);
+ xsym = xs[ycol[pos]]; ysym = ys[ycol[pos]]; c = ycol[pos];
+ xs[ycol[pos]] = xs[ycol[ny-1]]; ys[ycol[pos]] = ys[ycol[ny-1]]; ycol[pos] = ycol[ny-1];
+ xs[ycol[ny-1]] = xsym; ys[ycol[ny-1]] = ysym; ycol[ny-1] = c;
+ }
+
+ free(xycol); free(xcol); free(ycol);
+ return eslOK;
+
+ ERROR:
+ if (xycol != NULL) free(xycol);
+ if (xcol != NULL) free(xcol);
+ if (ycol != NULL) free(ycol);
+ return status;
+}
+#endif /*eslAUGMENT_ALPHABET*/
diff --git a/easel/esl_msashuffle.h b/easel/esl_msashuffle.h
new file mode 100644
index 0000000..d678d6e
--- /dev/null
+++ b/easel/esl_msashuffle.h
@@ -0,0 +1,22 @@
+/* Shuffling or bootstrapping multiple sequence alignments.
+ *
+ * SRE, Tue Jan 22 09:18:09 2008 [Market Street Cafe, Leesburg]
+ * SVN $Id: esl_msashuffle.h 249 2008-04-24 19:19:50Z eddys $
+ */
+#ifndef ESL_MSASHUFFLE_INCLUDED
+#define ESL_MSASHUFFLE_INCLUDED
+
+#include "esl_random.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+
+extern int esl_msashuffle_Shuffle (ESL_RANDOMNESS *r, ESL_MSA *msa, ESL_MSA *shuf);
+extern int esl_msashuffle_Bootstrap(ESL_RANDOMNESS *r, ESL_MSA *msa, ESL_MSA *bootsample);
+
+#ifdef eslAUGMENT_ALPHABET
+extern int esl_msashuffle_CQRNA(ESL_RANDOMNESS *r, ESL_ALPHABET *abc, char *x, char *y, char *xs, char *ys);
+extern int esl_msashuffle_XQRNA(ESL_RANDOMNESS *r, ESL_ALPHABET *abc, ESL_DSQ *x, ESL_DSQ *y, ESL_DSQ *xs, ESL_DSQ *ys);
+#endif /*eslAUGMENT_ALPHABET*/
+
+#endif /*ESL_MSASHUFFLE_INCLUDED*/
diff --git a/easel/esl_msaweight.c b/easel/esl_msaweight.c
new file mode 100644
index 0000000..7428501
--- /dev/null
+++ b/easel/esl_msaweight.c
@@ -0,0 +1,1108 @@
+/* Sequence weighting algorithms.
+ *
+ * Implementations of ad hoc sequence weighting algorithms for multiple
+ * sequence alignments:
+ * GSC weights: Gerstein et al., JMB 236:1067-1078, 1994.
+ * PB weights: Henikoff and Henikoff, JMB 243:574-578, 1994.
+ * BLOSUM weights: Henikoff and Henikoff, PNAS 89:10915-10919, 1992.
+ *
+ * Contents:
+ * 1. Implementations of weighting algorithms.
+ * 2. Unit tests.
+ * 3. Test driver.
+ * 4. Regression tests against SQUID.
+ * 5. Benchmark.
+ * 6. Stats driver.
+ * 7. Examples.
+ * 8. Copyright notice and license.
+ *
+ * SVN $Id: esl_msaweight.c 344 2009-06-15 15:32:24Z nawrockie $
+ * SRE, Fri Nov 3 12:55:45 2006 [Janelia]
+ */
+
+#include "esl_config.h"
+
+#include <math.h>
+#include <string.h>
+#include <ctype.h>
+
+/* Dependencies on Easel core: */
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_msa.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+
+/* Dependencies on phylogeny modules: */
+#include "esl_distance.h"
+#include "esl_tree.h"
+#include "esl_msacluster.h"
+#include "esl_msaweight.h"
+
+
+/*****************************************************************
+ * 1. Implementations of weighting algorithms
+ *****************************************************************/
+
+/* Function: esl_msaweight_GSC()
+ * Synopsis: GSC weights.
+ * Incept: SRE, Fri Nov 3 13:31:14 2006 [Janelia]
+ *
+ * Purpose: Given a multiple sequence alignment <msa>, calculate
+ * sequence weights according to the
+ * Gerstein/Sonnhammer/Chothia algorithm. These weights
+ * are stored internally in the <msa> object, replacing
+ * any weights that may have already been there. Weights
+ * are $\geq 0$ and they sum to <msa->nseq>.
+ *
+ * The <msa> may be in either digitized or text mode.
+ * Digital mode is preferred, so that distance calculations
+ * used by the GSC algorithm are robust against degenerate
+ * residue symbols.
+ *
+ * This is an implementation of Gerstein et al., "A method to
+ * weight protein sequences to correct for unequal
+ * representation", JMB 236:1067-1078, 1994.
+ *
+ * The algorithm is $O(N^2)$ memory (it requires a pairwise
+ * distance matrix) and $O(N^3 + LN^2)$ time ($N^3$ for a UPGMA
+ * tree building step, $LN^2$ for distance matrix construction)
+ * for an alignment of N sequences and L columns.
+ *
+ * In the current implementation, the actual memory
+ * requirement is dominated by two full NxN distance
+ * matrices (one tmp copy in UPGMA, and one here): for
+ * 8-byte doubles, that's $16N^2$ bytes. To keep the
+ * calculation under memory limits, don't process large
+ * alignments: max 1400 sequences for 32 MB, max 4000
+ * sequences for 256 MB, max 8000 seqs for 1 GB. Watch
+ * out, because Pfam alignments can easily blow this up.
+ *
+ * Note: Memory usage could be improved. UPGMA consumes a distance
+ * matrix, but that can be D itself, not a copy, if the
+ * caller doesn't mind the destruction of D. Also, D is
+ * symmetrical, so we could use upper or lower triangular
+ * matrices if we rewrote dmatrix to allow them.
+ *
+ * I also think UPGMA can be reduced to O(N^2) time, by
+ * being more tricky about rapidly identifying the minimum
+ * element: could keep min of each row, and update that,
+ * I think.
+ *
+ * Returns: <eslOK> on success, and the weights inside <msa> have been
+ * modified.
+ *
+ * Throws: <eslEINVAL> if the alignment data are somehow invalid and
+ * distance matrices can't be calculated. <eslEMEM> on an
+ * allocation error. In either case, the original <msa> is
+ * left unmodified.
+ *
+ * Xref: [Gerstein94]; squid::weight.c::GSCWeights(); STL11/81.
+ */
+int
+esl_msaweight_GSC(ESL_MSA *msa)
+{
+ ESL_DMATRIX *D = NULL; /* distance matrix */
+ ESL_TREE *T = NULL; /* UPGMA tree */
+ double *x = NULL; /* storage per node, 0..N-2 */
+ double lw, rw; /* total branchlen on left, right subtrees */
+ double lx, rx; /* distribution of weight to left, right side */
+ int i; /* counter over nodes */
+ int status;
+
+ /* Contract checks
+ */
+ ESL_DASSERT1( (msa != NULL) );
+ ESL_DASSERT1( (msa->nseq >= 1) );
+ ESL_DASSERT1( (msa->alen >= 1) );
+ ESL_DASSERT1( (msa->wgt != NULL) );
+ if (msa->nseq == 1) { msa->wgt[0] = 1.0; return eslOK; }
+
+ /* GSC weights use a rooted tree with "branch lengths" calculated by
+ * UPGMA on a fractional difference matrix - pretty crude.
+ */
+ if (! (msa->flags & eslMSA_DIGITAL)) {
+ if ((status = esl_dst_CDiffMx(msa->aseq, msa->nseq, &D)) != eslOK) goto ERROR;
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else {
+ if ((status = esl_dst_XDiffMx(msa->abc, msa->ax, msa->nseq, &D)) != eslOK) goto ERROR;
+ }
+#endif
+
+ /* oi, look out here. UPGMA is correct, but old squid library uses
+ * single linkage, so for regression tests ONLY, we use single link.
+ */
+#ifdef eslMSAWEIGHT_REGRESSION
+ if ((status = esl_tree_SingleLinkage(D, &T)) != eslOK) goto ERROR;
+#else
+ if ((status = esl_tree_UPGMA(D, &T)) != eslOK) goto ERROR;
+#endif
+ esl_tree_SetCladesizes(T);
+
+ ESL_ALLOC(x, sizeof(double) * (T->N-1));
+
+ /* Postorder traverse (leaves to root) to calculate the total branch
+ * length under each internal node; store this in x[]. Remember the
+ * total branch length (x[0]) for a future sanity check.
+ */
+ for (i = T->N-2; i >= 0; i--)
+ {
+ x[i] = T->ld[i] + T->rd[i];
+ if (T->left[i] > 0) x[i] += x[T->left[i]];
+ if (T->right[i] > 0) x[i] += x[T->right[i]];
+ }
+
+ /* Preorder traverse (root to leaves) to calculate the weights. Now
+ * we use x[] to mean, the total weight *above* this node that we will
+ * apportion to the node's left and right children. The two
+ * meanings of x[] never cross: every x[] beneath x[i] is still a
+ * total branch length.
+ *
+ * Because the API guarantees that msa is returned unmodified in case
+ * of an exception, and we're touching msa->wgt here, no exceptions
+ * may be thrown from now on in this function.
+ */
+ x[0] = 0; /* initialize: no branch to the root. */
+ for (i = 0; i <= T->N-2; i++)
+ {
+ lw = T->ld[i]; if (T->left[i] > 0) lw += x[T->left[i]];
+ rw = T->rd[i]; if (T->right[i] > 0) rw += x[T->right[i]];
+
+ if (lw+rw == 0.)
+ {
+ /* A special case arises in GSC weights when all branch lengths in a subtree are 0.
+ * In this case, all seqs in this clade should get equal weights, sharing x[i] equally.
+ * So, split x[i] in proportion to cladesize, not to branch weight.
+ */
+ if (T->left[i] > 0) lx = x[i] * ((double) T->cladesize[T->left[i]] / (double) T->cladesize[i]);
+ else lx = x[i] / (double) T->cladesize[i];
+
+ if (T->right[i] > 0) rx = x[i] * ((double) T->cladesize[T->right[i]] / (double) T->cladesize[i]);
+ else rx = x[i] / (double) T->cladesize[i];
+ }
+ else /* normal case: x[i] split in proportion to branch weight. */
+ {
+ lx = x[i] * lw/(lw+rw);
+ rx = x[i] * rw/(lw+rw);
+ }
+
+ if (T->left[i] <= 0) msa->wgt[-(T->left[i])] = lx + T->ld[i];
+ else x[T->left[i]] = lx + T->ld[i];
+
+ if (T->right[i] <= 0) msa->wgt[-(T->right[i])] = rx + T->rd[i];
+ else x[T->right[i]] = rx + T->rd[i];
+ }
+
+ /* Renormalize weights to sum to N.
+ */
+ esl_vec_DNorm(msa->wgt, msa->nseq);
+ esl_vec_DScale(msa->wgt, msa->nseq, (double) msa->nseq);
+ msa->flags |= eslMSA_HASWGTS;
+
+ free(x);
+ esl_tree_Destroy(T);
+ esl_dmatrix_Destroy(D);
+ return eslOK;
+
+ ERROR:
+ if (x != NULL) free(x);
+ if (T != NULL) esl_tree_Destroy(T);
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ return status;
+}
+
+
+/* Function: esl_msaweight_PB()
+ * Synopsis: PB (position-based) weights.
+ * Incept: SRE, Sun Nov 5 08:59:28 2006 [Janelia]
+ *
+ * Purpose: Given a multiple alignment <msa>, calculate sequence
+ * weights according to the position-based weighting
+ * algorithm (Henikoff and Henikoff, JMB 243:574-578,
+ * 1994). These weights are stored internally in the <msa>
+ * object, replacing any weights that may have already been
+ * there. Weights are $\geq 0$ and they sum to <msa->nseq>.
+ *
+ * The <msa> may be in either digitized or text mode.
+ * Digital mode is preferred, so that the algorithm
+ * deals with degenerate residue symbols properly.
+ *
+ * The Henikoffs' algorithm does not give rules for dealing
+ * with gaps or degenerate residue symbols. The rule here
+ * is to ignore them. This means that longer sequences
+ * initially get more weight; hence a "double
+ * normalization" in which the weights are first divided by
+ * sequence length in canonical residues (to compensate for
+ * that effect), then normalized to sum to nseq.
+ *
+ * An advantage of the PB method is efficiency.
+ * It is $O(1)$ in memory and $O(NL)$ time, for an alignment of
+ * N sequences and L columns. This makes it a good method
+ * for ad hoc weighting of very deep alignments.
+ *
+ * When the alignment is in simple text mode, IUPAC
+ * degenerate symbols are not dealt with correctly; instead,
+ * the algorithm simply uses the 26 letters as "residues"
+ * (case-insensitively), and treats all other residues as
+ * gaps.
+ *
+ * Returns: <eslOK> on success, and the weights inside <msa> have been
+ * modified.
+ *
+ * Throws: <eslEMEM> on allocation error, in which case <msa> is
+ * returned unmodified.
+ *
+ * Xref: [Henikoff94b]; squid::weight.c::PositionBasedWeights().
+ */
+int
+esl_msaweight_PB(ESL_MSA *msa)
+{
+ int *nres = NULL; /* counts of each residue observed in a column */
+ int ntotal; /* number of different symbols observed in a column */
+ int rlen; /* number of residues in a sequence */
+ int idx, pos, i;
+ int K; /* alphabet size */
+ int status;
+
+ /* Contract checks
+ */
+ ESL_DASSERT1( (msa->nseq >= 1) );
+ ESL_DASSERT1( (msa->alen >= 1) );
+ if (msa->nseq == 1) { msa->wgt[0] = 1.0; return eslOK; }
+
+ /* Initialize
+ */
+ if (! (msa->flags & eslMSA_DIGITAL))
+ { ESL_ALLOC(nres, sizeof(int) * 26); K = 26; }
+#ifdef eslAUGMENT_ALPHABET
+ else
+ { ESL_ALLOC(nres, sizeof(int) * msa->abc->K); K = msa->abc->K; }
+#endif
+
+ esl_vec_DSet(msa->wgt, msa->nseq, 0.);
+
+ /* This section handles text alignments */
+ if (! (msa->flags & eslMSA_DIGITAL))
+ {
+ for (pos = 0; pos < msa->alen; pos++)
+ {
+ /* Collect # of letters A..Z in this column, and total */
+ esl_vec_ISet(nres, K, 0.);
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (isalpha((int) msa->aseq[idx][pos]))
+ nres[toupper((int) msa->aseq[idx][pos]) - 'A'] ++;
+ for (ntotal = 0, i = 0; i < K; i++) if (nres[i] > 0) ntotal++;
+
+ /* Bump weight on each seq by PB rule */
+ if (ntotal > 0) {
+ for (idx = 0; idx < msa->nseq; idx++) {
+ if (isalpha((int) msa->aseq[idx][pos]))
+ msa->wgt[idx] += 1. /
+ (double) (ntotal * nres[toupper((int) msa->aseq[idx][pos]) - 'A'] );
+ }
+ }
+ }
+
+ /* first normalization by # of residues counted in each seq */
+ for (idx = 0; idx < msa->nseq; idx++) {
+ for (rlen = 0, pos = 0; pos < msa->alen; pos++)
+ if (isalpha((int) msa->aseq[idx][pos])) rlen++;
+ if (ntotal > 0) msa->wgt[idx] /= (double) rlen;
+ /* if rlen == 0 for this seq, its weight is still 0.0, as initialized. */
+ }
+ }
+
+ /* This section handles digital alignments. */
+#ifdef eslAUGMENT_ALPHABET
+ else
+ {
+ for (pos = 1; pos <= msa->alen; pos++)
+ {
+ /* Collect # of residues 0..K-1 in this column, and total # */
+ esl_vec_ISet(nres, K, 0.);
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (esl_abc_XIsCanonical(msa->abc, msa->ax[idx][pos]))
+ nres[(int) msa->ax[idx][pos]] ++;
+ for (ntotal = 0, i = 0; i < K; i++) if (nres[i] > 0) ntotal++;
+
+ /* Bump weight on each sequence by PB rule */
+ if (ntotal > 0) {
+ for (idx = 0; idx < msa->nseq; idx++) {
+ if (esl_abc_XIsCanonical(msa->abc, msa->ax[idx][pos]))
+ msa->wgt[idx] += 1. / (double) (ntotal * nres[msa->ax[idx][pos]]);
+ }
+ }
+ }
+
+ /* first normalization by # of residues counted in each seq */
+ for (idx = 0; idx < msa->nseq; idx++)
+ {
+ for (rlen = 0, pos = 1; pos <= msa->alen; pos++)
+ if (esl_abc_XIsCanonical(msa->abc, msa->ax[idx][pos])) rlen++;
+ if (rlen > 0) msa->wgt[idx] /= (double) rlen;
+ /* if rlen == 0 for this seq, its weight is still 0.0, as initialized. */
+ }
+ }
+#endif
+
+ /* Make weights normalize up to nseq, and return. In pathological
+ * case where all wgts were 0 (no seqs contain any unambiguous
+ * residues), weights become 1.0.
+ */
+ esl_vec_DNorm(msa->wgt, msa->nseq);
+ esl_vec_DScale(msa->wgt, msa->nseq, (double) msa->nseq);
+ msa->flags |= eslMSA_HASWGTS;
+
+ free(nres);
+ return eslOK;
+
+ ERROR:
+ if (nres != NULL) free(nres);
+ return status;
+}
+
+
+/* Function: esl_msaweight_BLOSUM()
+ * Synopsis: BLOSUM weights.
+ * Incept: SRE, Sun Nov 5 09:52:41 2006 [Janelia]
+ *
+ * Purpose: Given a multiple sequence alignment <msa> and an identity
+ * threshold <maxid>, calculate sequence weights using the
+ * BLOSUM algorithm (Henikoff and Henikoff, PNAS
+ * 89:10915-10919, 1992). These weights are stored
+ * internally in the <msa> object, replacing any weights
+ * that may have already been there. Weights are $\geq 0$
+ * and they sum to <msa->nseq>.
+ *
+ * The algorithm does a single linkage clustering by
+ * fractional id, defines clusters such that no two clusters
+ * have a pairwise link $\geq$ <maxid>), and assigns
+ * weights of $\frac{1}{M_i}$ to each of the $M_i$
+ * sequences in each cluster $i$. The <maxid> threshold
+ * is a fractional pairwise identity, in the range
+ * $0..1$.
+ *
+ * The <msa> may be in either digitized or text mode.
+ * Digital mode is preferred, so that the pairwise identity
+ * calculations deal with degenerate residue symbols
+ * properly.
+ *
+ * Returns: <eslOK> on success, and the weights inside <msa> have been
+ * modified.
+ *
+ * Throws: <eslEMEM> on allocation error. <eslEINVAL> if a pairwise
+ * identity calculation fails because of corrupted sequence
+ * data. In either case, the <msa> is unmodified.
+ *
+ * Xref: [Henikoff92]; squid::weight.c::BlosumWeights().
+ */
+int
+esl_msaweight_BLOSUM(ESL_MSA *msa, double maxid)
+{
+ int *c = NULL; /* cluster assignments for each sequence */
+ int *nmem = NULL; /* number of seqs in each cluster */
+ int nc; /* number of clusters */
+ int i; /* loop counter */
+ int status;
+
+ /* Contract checks
+ */
+ ESL_DASSERT1( (maxid >= 0. && maxid <= 1.) );
+ ESL_DASSERT1( (msa->nseq >= 1) );
+ ESL_DASSERT1( (msa->alen >= 1) );
+ if (msa->nseq == 1) { msa->wgt[0] = 1.0; return eslOK; }
+
+ if ((status = esl_msacluster_SingleLinkage(msa, maxid, &c, NULL, &nc)) != eslOK) goto ERROR;
+ ESL_ALLOC(nmem, sizeof(int) * nc);
+ esl_vec_ISet(nmem, nc, 0);
+ for (i = 0; i < msa->nseq; i++) nmem[c[i]]++;
+ for (i = 0; i < msa->nseq; i++) msa->wgt[i] = 1. / (double) nmem[c[i]];
+
+ /* Make weights normalize up to nseq, and return.
+ */
+ esl_vec_DNorm(msa->wgt, msa->nseq);
+ esl_vec_DScale(msa->wgt, msa->nseq, (double) msa->nseq);
+ msa->flags |= eslMSA_HASWGTS;
+
+ free(nmem);
+ free(c);
+ return eslOK;
+
+ ERROR:
+ if (c != NULL) free(c);
+ if (nmem != NULL) free(nmem);
+ return status;
+}
+
+/* Function: esl_msaweight_IDFilter()
+ * Synopsis: Filter by %ID.
+ * Incept: ER, Wed Oct 29 10:06:43 2008 [Janelia]
+ *
+ * Purpose: Constructs a new alignment by removing near-identical
+ * sequences from a given alignment (where identity is
+ * calculated *based on the alignment*).
+ * Does not affect the given alignment.
+ * Keeps earlier sequence, discards later one.
+ *
+ * Usually called as an ad hoc sequence "weighting" mechanism.
+ *
+ * Limitations:
+ * Unparsed Stockholm markup is not propagated into the
+ * new alignment.
+ *
+ * Return: <eslOK> on success, and the <newmsa>.
+ *
+ * Throws: <eslEMEM> on allocation error. <eslEINVAL> if a pairwise
+ * identity calculation fails because of corrupted sequence
+ * data. In either case, the <msa> is unmodified.
+ *
+ * Xref: squid::weight.c::FilterAlignment().
+ */
+int
+esl_msaweight_IDFilter(const ESL_MSA *msa, double maxid, ESL_MSA **ret_newmsa)
+{
+ int *list = NULL; /* array of seqs in new msa */
+ int *useme = NULL; /* TRUE if seq is kept in new msa */
+ int nnew; /* number of seqs in new alignment */
+ double ident; /* pairwise percentage id */
+ int i,j; /* seqs counters*/
+ int remove; /* TRUE if sq is to be removed */
+ int status;
+
+ /* Contract checks
+ */
+ ESL_DASSERT1( (msa != NULL) );
+ ESL_DASSERT1( (msa->nseq >= 1) );
+ ESL_DASSERT1( (msa->alen >= 1) );
+
+ /* allocate */
+ ESL_ALLOC(list, sizeof(int) * msa->nseq);
+ ESL_ALLOC(useme, sizeof(int) * msa->nseq);
+ esl_vec_ISet(useme, msa->nseq, 0); /* initialize array */
+
+ /* find which seqs to keep (list) */
+ nnew = 0;
+ for (i = 0; i < msa->nseq; i++)
+ {
+ remove = FALSE;
+ for (j = 0; j < nnew; j++)
+ {
+ if (! (msa->flags & eslMSA_DIGITAL)) {
+ if ((status = esl_dst_CPairId(msa->aseq[i], msa->aseq[list[j]], &ident, NULL, NULL)) != eslOK) goto ERROR;
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else {
+ if ((status = esl_dst_XPairId(msa->abc, msa->ax[i], msa->ax[list[j]], &ident, NULL, NULL)) != eslOK) goto ERROR;
+ }
+#endif
+
+ if (ident > maxid)
+ {
+ remove = TRUE;
+ break;
+ }
+ }
+ if (remove == FALSE) {
+ list[nnew++] = i;
+ useme[i] = TRUE;
+ }
+ }
+ if ((status = esl_msa_SequenceSubset(msa, useme, ret_newmsa)) != eslOK) goto ERROR;
+
+ free(list);
+ free(useme);
+ return eslOK;
+
+ ERROR:
+ if (list != NULL) free(list);
+ if (useme != NULL) free(useme);
+ return status;
+}
+/*---------------- end, weighting implementations ----------------*/
+
+
+
+
+/*****************************************************************
+ * 2. Unit tests
+ *****************************************************************/
+#ifdef eslMSAWEIGHT_TESTDRIVE
+
+static int
+utest_GSC(ESL_ALPHABET *abc, ESL_MSA *msa, double *expect)
+{
+ char *msg = "GSC weights unit test failure";
+
+ if (esl_msaweight_GSC(msa) != eslOK) esl_fatal(msg);
+ if (esl_vec_DCompare(msa->wgt, expect, msa->nseq, 0.001) != eslOK) esl_fatal(msg);
+
+ if (abc != NULL)
+ {
+ if (esl_msa_Digitize(abc, msa) != eslOK) esl_fatal(msg);
+ if (esl_msaweight_GSC(msa) != eslOK) esl_fatal(msg);
+ if (esl_vec_DCompare(msa->wgt, expect, msa->nseq, 0.001) != eslOK) esl_fatal(msg);
+ if (esl_msa_Textize(msa) != eslOK) esl_fatal(msg);
+ }
+ return eslOK;
+}
+
+static int
+utest_PB(ESL_ALPHABET *abc, ESL_MSA *msa, double *expect)
+{
+ char *msg = "PB weights unit test failure";
+
+ if (esl_msaweight_PB(msa) != eslOK) esl_fatal(msg);
+ if (esl_vec_DCompare(msa->wgt, expect, msa->nseq, 0.001) != eslOK) esl_fatal(msg);
+
+ if (abc != NULL)
+ {
+ if (esl_msa_Digitize(abc, msa) != eslOK) esl_fatal(msg);
+ if (esl_msaweight_PB(msa) != eslOK) esl_fatal(msg);
+ if (esl_vec_DCompare(msa->wgt, expect, msa->nseq, 0.001) != eslOK) esl_fatal(msg);
+ if (esl_msa_Textize(msa) != eslOK) esl_fatal(msg);
+ }
+ return eslOK;
+}
+
+static int
+utest_BLOSUM(ESL_ALPHABET *abc, ESL_MSA *msa, double maxid, double *expect)
+{
+ char *msg = "BLOSUM weights unit test failure";
+
+ if (esl_msaweight_BLOSUM(msa, maxid) != eslOK) esl_fatal(msg);
+ if (esl_vec_DCompare(msa->wgt, expect, msa->nseq, 0.001) != eslOK) esl_fatal(msg);
+
+ if (abc != NULL)
+ {
+ if (esl_msa_Digitize(abc, msa) != eslOK) esl_fatal(msg);
+ if (esl_msaweight_BLOSUM(msa, maxid) != eslOK) esl_fatal(msg);
+ if (esl_vec_DCompare(msa->wgt, expect, msa->nseq, 0.001) != eslOK) esl_fatal(msg);
+ if (esl_msa_Textize(msa) != eslOK) esl_fatal(msg);
+ }
+ return eslOK;
+}
+#endif /*eslMSAWEIGHT_TESTDRIVE*/
+/*-------------------- end, unit tests -------------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 3. Test driver
+ *****************************************************************/
+#ifdef eslMSAWEIGHT_TESTDRIVE
+/* gcc -g -Wall -o test -L. -I. -DeslMSAWEIGHT_TESTDRIVE esl_msaweight.c -leasel -lm
+ * ./test
+ */
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_ALPHABET *aa_abc = NULL,
+ *nt_abc = NULL;
+ ESL_MSA *msa1 = NULL,
+ *msa2 = NULL,
+ *msa3 = NULL,
+ *msa4 = NULL,
+ *msa5 = NULL;
+ double uniform[5] = { 1.0, 1.0, 1.0, 1.0, 1.0 };
+ double wgt2[5] = { 0.833333, 0.833333, 0.833333, 0.833333, 1.66667 }; /* GSC, PB give same answer */
+ double gsc3[4] = { 1.125000, 0.875000, 0.875000, 1.125000 };
+ double pb3[4] = { 1.066667, 1.066667, 0.800000, 1.066667 };
+ double blosum3[4] = { 1.333333, 0.666667, 0.666667, 1.333333 };
+ double gsc4[4] = { 0.760870, 0.760870, 1.086957, 1.391304 };
+ double pb4[4] = { 0.800000, 0.800000, 1.000000, 1.400000 };
+ double blosum4[4] = { 0.666667, 0.666667, 1.333333, 1.333333 };
+
+ if ((aa_abc = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal("failed to create amino alphabet");
+ if ((nt_abc = esl_alphabet_Create(eslDNA)) == NULL) esl_fatal("failed to create DNA alphabet");
+
+ /* msa1: all sequences identical. Any weighting method should assign uniform weights.
+ * msa2: "contrived" example of [Henikoff94b]. "Correct" solution is 1==2, 3==4, and 5==2x other weights.
+ * msa3: the "nitrogenase segments" example of [Henikoff94b].
+ * msa4: alignment that makes the same distances as Figure 4 from [Gerstein94]
+ * msa5: gap pathology. no information here, so weighting methods should resort to uniform weights.
+ */
+ if ((msa1 = esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nseq1 AAAAA\nseq2 AAAAA\nseq3 AAAAA\nseq4 AAAAA\nseq5 AAAAA\n//\n",
+ eslMSAFILE_STOCKHOLM)) == NULL) esl_fatal("msa 1 creation failed");
+ if ((msa2 = esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nseq1 AAAAA\nseq2 AAAAA\nseq3 CCCCC\nseq4 CCCCC\nseq5 TTTTT\n//\n",
+ eslMSAFILE_STOCKHOLM)) == NULL) esl_fatal("msa 2 creation failed");
+ if ((msa3 = esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nNIFE_CLOPA GYVGS\nNIFD_AZOVI GFDGF\nNIFD_BRAJA GYDGF\nNIFK_ANASP GYQGG\n//\n",
+ eslMSAFILE_STOCKHOLM)) == NULL) esl_fatal("msa 3 creation failed");
+ if ((msa4 = esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nA AAAAAAAAAA\nB TTAAAAAAAA\nC ATAAAACCCC\nD GGGAAGGGGG\n//\n",
+ eslMSAFILE_STOCKHOLM)) == NULL) esl_fatal("msa 4 creation failed");
+ if ((msa5 = esl_msa_CreateFromString("# STOCKHOLM 1.0\n\nA A----\nB -C---\nC --G--\nD ---T-\nE ----T\n//\n",
+ eslMSAFILE_STOCKHOLM)) == NULL) esl_fatal("msa 5 creation failed");
+
+ utest_GSC(aa_abc, msa1, uniform);
+ utest_GSC(nt_abc, msa1, uniform);
+ utest_GSC(aa_abc, msa2, wgt2);
+ utest_GSC(nt_abc, msa2, wgt2);
+ utest_GSC(aa_abc, msa3, gsc3);
+ /* no nt test on msa3: it's protein-only */
+ utest_GSC(aa_abc, msa4, gsc4);
+ utest_GSC(nt_abc, msa4, gsc4);
+ utest_GSC(aa_abc, msa5, uniform);
+ utest_GSC(aa_abc, msa5, uniform);
+
+ utest_PB(aa_abc, msa1, uniform);
+ utest_PB(nt_abc, msa1, uniform);
+ utest_PB(aa_abc, msa2, wgt2);
+ utest_PB(nt_abc, msa2, wgt2);
+ utest_PB(aa_abc, msa3, pb3);
+ /* no nt test on msa3: it's protein-only */
+ utest_PB(aa_abc, msa4, pb4);
+ utest_PB(nt_abc, msa4, pb4);
+ utest_PB(aa_abc, msa5, uniform);
+ utest_PB(nt_abc, msa5, uniform);
+
+ utest_BLOSUM(aa_abc, msa1, 0.62, uniform);
+ utest_BLOSUM(nt_abc, msa1, 0.62, uniform);
+ utest_BLOSUM(aa_abc, msa2, 0.62, wgt2);
+ utest_BLOSUM(nt_abc, msa2, 0.62, wgt2);
+ utest_BLOSUM(aa_abc, msa3, 0.62, blosum3);
+ /* no nt test on msa3: it's protein-only */
+ utest_BLOSUM(aa_abc, msa4, 0.62, blosum4);
+ utest_BLOSUM(nt_abc, msa4, 0.62, blosum4);
+ utest_BLOSUM(aa_abc, msa5, 0.62, uniform);
+ utest_BLOSUM(nt_abc, msa5, 0.62, uniform);
+
+ /* BLOSUM weights have the peculiar property of going flat at maxid=0.0 (everyone
+ * clusters) or maxid=1.0 (nobody clusters).
+ */
+ utest_BLOSUM(aa_abc, msa4, 0.0, uniform);
+ utest_BLOSUM(aa_abc, msa4, 1.0, uniform);
+
+ esl_msa_Destroy(msa1);
+ esl_msa_Destroy(msa2);
+ esl_msa_Destroy(msa3);
+ esl_msa_Destroy(msa4);
+ esl_msa_Destroy(msa5);
+ esl_alphabet_Destroy(aa_abc);
+ esl_alphabet_Destroy(nt_abc);
+ exit(0);
+}
+#endif /*eslMSAWEIGHT_TESTDRIVE*/
+/*-------------------- end, test driver -------------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 4. Regression tests against squid
+ *****************************************************************/
+#ifdef eslMSAWEIGHT_REGRESSION
+/* Verify same results as SQUID.
+ * To compile:
+ gcc -g -Wall -o regression -I. -L. -L ~/src/squid -I ~/src/squid -DeslMSAWEIGHT_REGRESSION\
+ esl_msaweight.c esl_msacluster.c -leasel -lsquid -lm
+ * To run:
+ * ./regression <MSA file>
+ *
+ * It's essential to recompile esl_msacluster under the eslMSAWEIGHT_REGRESSION flag
+ * too, because some squid compatibility code needs to get compiled in.
+ *
+ * Script for regression testing on Pfam:
+ * ./regression -q --maxN 4000 /misc/data0/databases/Pfam/Pfam-A.full
+ * ./regression --blosum -q /misc/data0/databases/Pfam/Pfam-A.full
+ * ./regression --pb -q /misc/data0/databases/Pfam/Pfam-A.full
+ */
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+#include "esl_vectorops.h"
+
+#include "squidconf.h"
+#include "squid.h"
+
+#define WGROUP "--blosum,--gsc,--pb"
+
+static ESL_OPTIONS options[] = {
+ /* name type deflt env rng togs req incmpt help docgrp */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0 },
+ { "-q", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "run quiet, only report problems", 0 },
+ { "--blosum", eslARG_NONE, FALSE, NULL, NULL, WGROUP, NULL, NULL, "use BLOSUM weights", 0 },
+ { "--gsc", eslARG_NONE,"default",NULL,NULL, WGROUP, NULL, NULL, "use GSC weights", 0 },
+ { "--pb", eslARG_NONE, FALSE, NULL, NULL, WGROUP, NULL, NULL, "use position-based weights", 0 },
+ { "--id", eslARG_REAL, "0.62",NULL,"0<=x<=1",NULL,"--blosum", NULL, "id threshold for --blosum", 0 },
+ { "--tol", eslARG_REAL, "0.01",NULL,"0<=x<=1",NULL, NULL, NULL, "fractional tolerance for wgt match", 0 },
+ { "--maxN", eslARG_INT, "0", NULL,"n>=0", NULL, NULL, NULL, "skip alignments w/ > <n> seqs", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+static char usage[] = "Usage: ./regression [-options] <msa_file>";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go;
+ char *msafile;
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ float *sqd;
+ int status;
+ int nbad;
+ int nali = 0;
+ int nbadali = 0;
+ int nwgt = 0;
+ int nbadwgt = 0;
+ int i;
+ int be_quiet;
+ int do_gsc;
+ int do_pb;
+ int do_blosum;
+ double maxid;
+ double tol;
+ int maxN;
+
+ /* Process command line
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) esl_fatal("failed to parse cmd line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) esl_fatal("failed to parse cmd line: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") == TRUE) {
+ puts(usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ return 0;
+ }
+ be_quiet = esl_opt_GetBoolean(go, "-q");
+ do_blosum = esl_opt_GetBoolean(go, "--blosum");
+ do_gsc = esl_opt_GetBoolean(go, "--gsc");
+ do_pb = esl_opt_GetBoolean(go, "--pb");
+ maxid = esl_opt_GetReal (go, "--id");
+ tol = esl_opt_GetReal (go, "--tol");
+ maxN = esl_opt_GetInteger(go, "--maxN");
+ if (esl_opt_ArgNumber(go) != 1) {
+ puts("Incorrect number of command line arguments.");
+ puts(usage);
+ return 1;
+ }
+ msafile = esl_opt_GetArg(go, 1);
+ esl_getopts_Destroy(go);
+
+ /* Weight one or more alignments from input file
+ */
+ esl_msafile_Open(msafile, eslMSAFILE_UNKNOWN, NULL, &afp);
+ while (esl_msa_Read(afp, &msa) == eslOK)
+ {
+ if (maxN > 0 && msa->nseq > maxN) { esl_msa_Destroy(msa); continue; }
+
+ nali++;
+ nwgt += msa->nseq;
+ ESL_ALLOC(sqd, sizeof(float) * msa->nseq);
+
+ if (do_gsc) {
+ esl_msaweight_GSC(msa);
+ GSCWeights(msa->aseq, msa->nseq, msa->alen, sqd);
+ } else if (do_pb) {
+ esl_msaweight_PB(msa);
+ PositionBasedWeights(msa->aseq, msa->nseq, msa->alen, sqd);
+ } else if (do_blosum) {
+ esl_msaweight_BLOSUM(msa, maxid);
+ BlosumWeights(msa->aseq, msa->nseq, msa->alen, maxid, sqd);
+ /* workaround SQUID bug: BLOSUM weights weren't renormalized to sum to nseq. */
+ esl_vec_FNorm (sqd, msa->nseq);
+ esl_vec_FScale(sqd, msa->nseq, (float) msa->nseq);
+ }
+
+ if (! be_quiet) {
+ for (i = 0; i < msa->nseq; i++)
+ fprintf(stdout, "%-20s %.3f %.3f\n",
+ msa->sqname[i], msa->wgt[i], sqd[i]);
+ }
+
+ nbad = 0;
+ for (i = 0; i < msa->nseq; i++)
+ if (esl_DCompare((double) sqd[i], msa->wgt[i], tol) != eslOK)
+ nbad++;
+ if (nbad > 0) nbadali++;
+ nbadwgt += nbad;
+
+ if (nbad > 0) printf("%-20s :: alignment shows %d weights that differ (out of %d) \n",
+ msa->name, nbad, msa->nseq);
+
+ esl_msa_Destroy(msa);
+ free(sqd);
+ }
+ esl_msafile_Close(afp);
+
+ if (nbadali == 0)
+ printf("OK: all weights identical between squid and Easel in %d alignment(s)\n", nali);
+ else {
+ printf("%d of %d weights mismatched at (> %f fractional difference)\n",
+ nbadwgt, nwgt, tol);
+ printf("involving %d of %d total alignments\n", nbadali, nali);
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+#endif /* eslMSAWEIGHT_REGRESSION */
+/*------------------ end, regression tests ----------------------*/
+
+
+
+/*****************************************************************
+ * 5. Benchmark.
+ *****************************************************************/
+#ifdef eslMSAWEIGHT_BENCHMARK
+/* gcc -g -Wall -o benchmark -I. -L. -DeslMSAWEIGHT_BENCHMARK esl_msaweight.c -leasel -lm
+ * ./benchmark <MSA file>
+ *
+ * Script for benchmarks on Pfam:
+ * ./benchmark --gsc --maxN 4000 /misc/data0/databases/Pfam/Pfam-A.full
+ * ./benchmark --blosum /misc/data0/databases/Pfam/Pfam-A.full
+ * ./benchmark --pb /misc/data0/databases/Pfam/Pfam-A.full
+ */
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+#include "esl_vectorops.h"
+#include "esl_stopwatch.h"
+
+#define WGROUP "--blosum,--gsc,--pb"
+
+static ESL_OPTIONS options[] = {
+ /* name type deflt env rng togs req incmpt help docgrp */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0 },
+ { "--blosum", eslARG_NONE, FALSE, NULL, NULL, WGROUP, NULL, NULL, "use BLOSUM weights", 0 },
+ { "--gsc", eslARG_NONE,"default",NULL,NULL, WGROUP, NULL, NULL, "use GSC weights", 0 },
+ { "--pb", eslARG_NONE, FALSE, NULL, NULL, WGROUP, NULL, NULL, "use position-based weights", 0 },
+ { "--id", eslARG_REAL, "0.62", NULL,"0<=x<=1",NULL,"--blosum",NULL, "id threshold for --blosum", 0 },
+ { "--maxN", eslARG_INT, "0", NULL,"n>=0", NULL, NULL, NULL, "skip alignments w/ > <n> seqs", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+static char usage[] = "Usage: ./benchmark [-options] <msa_file>";
+
+int
+main(int argc, char **argv)
+{
+ ESL_STOPWATCH *w;
+ ESL_GETOPTS *go;
+ char *msafile;
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ int do_gsc;
+ int do_pb;
+ int do_blosum;
+ int maxN;
+ double maxid;
+ double cpu;
+
+ /* Process command line
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) esl_fatal("failed to parse cmd line: %s", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) esl_fatal("failed to parse cmd line: %s", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") == TRUE) {
+ puts(usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ return 0;
+ }
+ do_blosum = esl_opt_GetBoolean(go, "--blosum");
+ do_gsc = esl_opt_GetBoolean(go, "--gsc");
+ do_pb = esl_opt_GetBoolean(go, "--pb");
+ maxid = esl_opt_GetReal (go, "--id");
+ maxN = esl_opt_GetInteger(go, "--maxN");
+ if (esl_opt_ArgNumber(go) != 1) {
+ puts("Incorrect number of command line arguments.");
+ puts(usage);
+ return 1;
+ }
+ if ((msafile = esl_opt_GetArg(go, 1)) == NULL) esl_fatal("failed to parse cmd line: %s", go->errbuf);
+ esl_getopts_Destroy(go);
+
+ w = esl_stopwatch_Create();
+
+ /* Weight one or more alignments from input file
+ */
+ esl_msafile_Open(msafile, eslMSAFILE_UNKNOWN, NULL, &afp);
+ while (esl_msa_Read(afp, &msa) == eslOK)
+ {
+ if (maxN > 0 && msa->nseq > maxN) { esl_msa_Destroy(msa); continue; }
+
+ esl_stopwatch_Start(w);
+
+ if (do_gsc) esl_msaweight_GSC(msa);
+ else if (do_pb) esl_msaweight_PB(msa);
+ else if (do_blosum) esl_msaweight_BLOSUM(msa, maxid);
+
+ esl_stopwatch_Stop(w);
+ cpu = w->user;
+ printf("%-20s %6d %6d %.3f\n", msa->name, msa->alen, msa->nseq, cpu);
+ esl_msa_Destroy(msa);
+ }
+ esl_msafile_Close(afp);
+
+ esl_stopwatch_Destroy(w);
+ return eslOK;
+}
+#endif /* eslMSAWEIGHT_BENCHMARK */
+/*-------------------- end, benchmark --------------------------*/
+
+
+
+
+/*****************************************************************
+ * 6. Statistics driver.
+ *****************************************************************/
+#ifdef eslMSAWEIGHT_STATS
+/* gcc -g -Wall -o stats -I. -L. -DeslMSAWEIGHT_STATS esl_msaweight.c -leasel -lm
+ * ./stats <MSA file>
+ *
+ * Script for weight statistics on Pfam:
+ * ./stats --gsc --maxN 4000 /misc/data0/databases/Pfam/Pfam-A.full
+ * ./stats --blosum /misc/data0/databases/Pfam/Pfam-A.full
+ * ./stats --pb /misc/data0/databases/Pfam/Pfam-A.full
+ */
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+#include "esl_vectorops.h"
+
+#define WGROUP "--blosum,--gsc,--pb"
+
+static ESL_OPTIONS options[] = {
+ /* name type deflt env rng togs req incmpt help docgrp */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0 },
+ { "--blosum", eslARG_NONE, FALSE, NULL, NULL, WGROUP, NULL, NULL, "use BLOSUM weights", 0 },
+ { "--gsc", eslARG_NONE,"default",NULL,NULL, WGROUP, NULL, NULL, "use GSC weights", 0 },
+ { "--pb", eslARG_NONE, FALSE, NULL, NULL, WGROUP, NULL, NULL, "use position-based weights", 0 },
+ { "--id", eslARG_REAL, "0.62", NULL,"0<=x<=1",NULL,"--blosum",NULL, "id threshold for --blosum", 0 },
+ { "--maxN", eslARG_INT, "0", NULL,"n>=0", NULL, NULL, NULL, "skip alignments w/ > <n> seqs", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+static char usage[] = "Usage: ./stats [-options] <msa_file>";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go;
+ char *msafile;
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ int do_gsc;
+ int do_pb;
+ int do_blosum;
+ int maxN;
+ double maxid;
+ int nsmall, nbig;
+ int i;
+
+
+ /* Process command line
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) esl_fatal("%s", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) esl_fatal("%s", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") == TRUE){
+ puts(usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ return 0;
+ }
+ do_blosum = esl_opt_GetBoolean(go, "--blosum");
+ do_gsc = esl_opt_GetBoolean(go, "--gsc");
+ do_pb = esl_opt_GetBoolean(go, "--pb");
+ maxid = esl_opt_GetReal (go, "--id");
+ maxN = esl_opt_GetInteger(go, "--maxN");
+ if (esl_opt_ArgNumber(go) != 1) {
+ puts("Incorrect number of command line arguments.");
+ puts(usage);
+ return 1;
+ }
+ if ((msafile = esl_opt_GetArg(go, 1)) == NULL) esl_fatal("%s", go->errbuf);
+ esl_getopts_Destroy(go);
+
+ /* Weight one or more alignments from input file
+ */
+ esl_msafile_Open(msafile, eslMSAFILE_UNKNOWN, NULL, &afp);
+ while (esl_msa_Read(afp, &msa) == eslOK)
+ {
+ if (maxN > 0 && msa->nseq > maxN) { esl_msa_Destroy(msa); continue; }
+
+ if (do_gsc) esl_msaweight_GSC(msa);
+ else if (do_pb) esl_msaweight_PB(msa);
+ else if (do_blosum) esl_msaweight_BLOSUM(msa, maxid);
+
+ for (nsmall = 0, nbig = 0, i = 0; i < msa->nseq; i++) {
+ if (msa->wgt[i] < 0.2) nsmall++;
+ if (msa->wgt[i] > 5.0) nbig++;
+ }
+
+ printf("%-20s %5d %5d %8.4f %8.4f %5d %5d\n",
+ msa->name,
+ msa->nseq,
+ msa->alen,
+ esl_vec_DMin(msa->wgt, msa->nseq),
+ esl_vec_DMax(msa->wgt, msa->nseq),
+ nsmall,
+ nbig);
+ esl_msa_Destroy(msa);
+ }
+ esl_msafile_Close(afp);
+ return eslOK;
+}
+#endif /* eslMSAWEIGHT_STATS */
+/*---------------- end, statistics driver ----------------------*/
+
+
+
+
+
+
+/*****************************************************************
+ * 7. Examples.
+ *****************************************************************/
+/* Example: Calculate GSC weights for an input MSA.
+ */
+#ifdef eslMSAWEIGHT_EXAMPLE
+/*::cexcerpt::msaweight_example::begin::*/
+/* To compile: gcc -g -Wall -o example -I. -L. -DeslMSAWEIGHT_EXAMPLE esl_msaweight.c -leasel -lm
+ * To run: ./example <MSA file>
+ */
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+
+int main(int argc, char **argv)
+{
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ int i;
+
+ esl_msafile_Open(argv[1], eslMSAFILE_UNKNOWN, NULL, &afp);
+ esl_msa_Read(afp, &msa);
+ esl_msafile_Close(afp);
+
+ esl_msaweight_GSC(msa);
+
+ for (i = 0; i < msa->nseq; i++)
+ printf("%20s %f\n", msa->sqname[i], msa->wgt[i]);
+
+ return 0;
+}
+/*::cexcerpt::msaweight_example::end::*/
+#endif /*eslMSAWEIGHT_EXAMPLE*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_msaweight.h b/easel/esl_msaweight.h
new file mode 100644
index 0000000..188c244
--- /dev/null
+++ b/easel/esl_msaweight.h
@@ -0,0 +1,24 @@
+/* esl_msaweight.h
+ * Sequence weighting algorithms.
+ *
+ * SVN $Id: esl_msaweight.h 344 2009-06-15 15:32:24Z nawrockie $
+ * SRE, Sun Nov 5 09:11:13 2006 [Janelia]
+ */
+#ifndef ESL_MSAWEIGHT_INCLUDED
+#define ESL_MSAWEIGHT_INCLUDED
+
+#include <esl_msa.h>
+
+extern int esl_msaweight_GSC(ESL_MSA *msa);
+extern int esl_msaweight_PB(ESL_MSA *msa);
+extern int esl_msaweight_BLOSUM(ESL_MSA *msa, double maxid);
+extern int esl_msaweight_IDFilter(const ESL_MSA *msa, double maxid, ESL_MSA **ret_newmsa);
+
+
+#endif /*ESL_MSAWEIGHT_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_msaweight.tex b/easel/esl_msaweight.tex
new file mode 100644
index 0000000..0e5c4df
--- /dev/null
+++ b/easel/esl_msaweight.tex
@@ -0,0 +1,53 @@
+The \eslmod{msaweight} module implements different \emph{ad hoc}
+sequence weighting algorithms, for compensating for overrepresentation
+in multiple sequence alignments.
+
+A multiple alignment often includes similar, even identical copies of
+sequences; the same sequence is often deposited in the databases more
+than once, and sequences from several closely related species are
+usually available. Thus relying on raw residue frequencies observed in
+multiple alignments is a flawed strategy, just as Wittgenstein
+wouldn't trust a consensus of two copies of his morning paper.
+
+The functions in the \eslmod{msaweight} API are summarized in
+Table~\ref{tbl:msa_api}.
+
+% TODO: Should implement more algorithms.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_msaweight_GSC()}{\ccode{esl\_msaweight\_GSC()}} & GSC weights.\\
+\hyperlink{func:esl_msaweight_PB()}{\ccode{esl\_msaweight\_PB()}} & PB (position-based) weights.\\
+\hyperlink{func:esl_msaweight_BLOSUM()}{\ccode{esl\_msaweight\_BLOSUM()}} & BLOSUM weights.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{Functions in the \eslmod{msaweight} API. Requires the Easel core
+and phylogeny modules.}
+\label{tbl:msaweight_api}
+\end{table}
+
+\subsection{Example of using the msaweight API}
+
+An example of reading in a multiple alignment and calculating weights
+for its sequences using the GSC algorithm:
+
+\input{cexcerpts/msaweight_example}
+
+The new weights are stored internally in the \ccode{ESL\_MSA} object,
+and (as the example shows) can be accessed in its array
+\ccode{msa->wgt[0..nseq-1]}.
+
+\subsection{Pros and cons of different algorithms}
+
+% TODO: Computational complexity
+
+% TODO: Figures showing time, memory for varying N, L.
+
+% TODO: Eventually, benchmarks on HMMER: are these methods actually
+% different?
+
+
diff --git a/easel/esl_normal.c b/easel/esl_normal.c
new file mode 100644
index 0000000..2bea646
--- /dev/null
+++ b/easel/esl_normal.c
@@ -0,0 +1,244 @@
+/* Statistical routines for normal distributions
+ * (This module is currently incomplete and not fully tested,
+ * though it compiles cleanly.)
+ *
+ * SRE, Tue Nov 21 14:12:59 2006 [Janelia]
+ * SVN $Id: esl_normal.c 231 2008-03-25 14:43:57Z eddys $
+ */
+
+#include "esl_config.h"
+
+#include <math.h>
+
+#include "easel.h"
+#include "esl_normal.h"
+
+/*****************************************************************
+ * 1. Densities and distributions.
+ *****************************************************************/
+
+/* Function: esl_normal_pdf()
+ * Incept: SRE, Tue Nov 21 14:15:43 2006 [Janelia]
+ *
+ * Purpose: Calculates the normal (Gaussian) probability density
+ * function $P(X=x)$ for a normal distribution, given
+ * value <x>, mean <mu>, and standard deviation <sigma>.
+ *
+ * Xref: STL11/94.
+ */
+double
+esl_normal_pdf(double x, double mu, double sigma)
+{
+ double z;
+
+ z = (x - mu) / sigma;
+ return exp(-z*z) / (sigma * sqrt(2. * eslCONST_PI));
+}
+
+/* Function: esl_normal_logpdf()
+ * Incept: SRE, Tue Jan 9 20:43:52 2007 [Casa de Gatos]
+ *
+ * Purpose: Calculates the log of the probabiility density function
+ * for the normal (Gaussian), $\log P(X=x)$, given value
+ * <x>, mean <mu>, and standard deviation <sigma>.
+ *
+ * Xref: STL11/94.
+ */
+double
+esl_normal_logpdf(double x, double mu, double sigma)
+{
+ double z;
+
+ z = (x - mu) / sigma;
+ return (-z*z) - log(sigma) - log(sqrt(2.*eslCONST_PI));
+}
+
+/* Function: esl_normal_cdf()
+ * Incept: SRE, Tue Jan 9 20:59:04 2007 [Casa de Gatos]
+ *
+ * Purpose: Calculates the cumulative distribution function for the
+ * normal, $P(X \leq x)$, given value <x>, mean <mu>,
+ * and standard deviation <sigma>.
+ *
+ * Xref: STL11/94.
+ */
+double
+esl_normal_cdf(double x, double mu, double sigma)
+{
+ double z;
+
+ z = (x - mu) / sigma;
+ return 0.5 + 0.5 * erf(z / sqrt(2.));
+}
+
+/* Function: esl_normal_surv()
+ * Incept: SRE, Thu Jan 11 20:16:23 2007 [Casa de Gatos]
+ *
+ * Purpose: Calculates the survivor function, $P(X>x)$ (that is,
+ * 1-CDF, the right tail probability mass) for a normal
+ * distribution, given value <x>, mean <mu>, and standard
+ * deviation <sigma>.
+ *
+ * Xref: STL11/94
+ */
+double
+esl_normal_surv(double x, double mu, double sigma)
+{
+ double z;
+
+ z = (x - mu) / sigma;
+ return erfc(z / sqrt(2.));
+}
+
+
+/*****************************************************************
+ * Unit tests.
+ *****************************************************************/
+#ifdef eslNORMAL_TESTDRIVE
+static int
+utest_pdf(void)
+{
+ double mu = 0.;
+ double sigma = 1.;
+ double x;
+ double newpdf, lastpdf;
+
+ x = 0.;
+ newpdf = esl_normal_pdf(x, mu, sigma);
+ do {
+ x += 1.;
+ lastpdf = newpdf;
+ newpdf = esl_normal_pdf(x, mu, sigma);
+ } while (newpdf > 0.);
+
+ if (lastpdf > 1e-300) esl_fatal("Dynamic range of esl_normal_pdf insufficient");
+ return eslOK;
+}
+
+static int
+utest_logpdf(void)
+{
+ double mu = 0.;
+ double sigma = 1.;
+ double x;
+ double old, new;
+
+ x = 0.;
+ new = esl_normal_logpdf(x, mu, sigma);
+ do {
+ x += 1.;
+ old = new;
+ new = esl_normal_logpdf(x, mu, sigma);
+ } while (new > 0.);
+
+ if (old > 1e-300) esl_fatal("Dynamic range of esl_normal_logpdf insufficient");
+
+ old = esl_normal_pdf(42, -5., 2.1);
+ new = exp(esl_normal_logpdf(42, -5., 2.1));
+ if (esl_DCompare(old, new, 1e-9) != eslOK)
+ esl_fatal("logpdf and pdf aren't giving the same answer");
+ return eslOK;
+}
+
+static int
+utest_cdf(void)
+{
+ double mu = 0.;
+ double sigma = 1.;
+ double x;
+ double new;
+
+ for (x = 0.; x > -100.; x -= 1.0)
+ {
+ new = esl_normal_cdf(x, mu, sigma);
+ printf("%.0f %g\n", x, new);
+ }
+ return eslOK;
+}
+
+
+static int
+utest_surv(void)
+{
+ double mu = 0.;
+ double sigma = 1.;
+ double x;
+ double new;
+
+ for (x = 0.; x < 100.; x += 1.0)
+ {
+ new = esl_normal_surv(x, mu, sigma);
+ printf("%.0f %g\n", x, new);
+ }
+ return eslOK;
+}
+
+
+
+#endif /*eslNORMAL_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * Test driver.
+ *****************************************************************/
+#ifdef eslNORMAL_TESTDRIVE
+/* Compile:
+ gcc -g -Wall -I. -L. -o test -DeslNORMAL_TESTDRIVE esl_normal.c -leasel -lm
+*/
+#include <stdio.h>
+#include <math.h>
+#include "easel.h"
+#include "esl_normal.h"
+
+int
+main(int argc, char **argv)
+{
+ utest_pdf();
+ utest_logpdf();
+ /* utest_cdf(); */
+ utest_surv();
+
+ return eslOK;
+}
+#endif /*eslNORMAL_TESTDRIVE*/
+
+/*****************************************************************
+ * Example.
+ *****************************************************************/
+
+#ifdef eslNORMAL_EXAMPLE
+/*::cexcerpt::normal_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslNORMAL_EXAMPLE esl_normal.c easel.c -lm
+ */
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_normal.h"
+
+int
+main(int argc, char **argv)
+{
+ double z;
+
+ z = sqrt(2 * eslCONST_PI);
+ printf("%.60f\n", z);
+ printf("%.60f\n", eslCONST_PI);
+ printf("%.60f\n", (1. + sqrt(5.)) / 2.);
+ return 0;
+}
+
+
+
+#endif /*eslNORMAL_EXAMPLE*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_normal.h b/easel/esl_normal.h
new file mode 100644
index 0000000..b1db833
--- /dev/null
+++ b/easel/esl_normal.h
@@ -0,0 +1,20 @@
+/* Statistical routines for normal distributions
+ *
+ * SRE, Tue Nov 21 14:29:02 2006 [Janelia]
+ * SVN $Id: esl_normal.h 269 2008-06-19 13:47:41Z eddys $
+ */
+
+#ifndef ESL_NORMAL_INCLUDED
+#define ESL_NORMAL_INCLUDED
+
+extern double esl_normal_pdf (double x, double mu, double sigma);
+extern double esl_normal_logpdf(double x, double mu, double sigma);
+extern double esl_normal_cdf (double x, double mu, double sigma);
+extern double esl_normal_surv (double x, double mu, double sigma);
+
+#endif /*ESL_NORMAL_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_normal.tex b/easel/esl_normal.tex
new file mode 100644
index 0000000..d4bc1fd
--- /dev/null
+++ b/easel/esl_normal.tex
@@ -0,0 +1,24 @@
+
+\begin{tabular}{lcll}\hline
+Variate & $x$ & \ccode{double} & $ -\infty < x < \infty$ \\
+Location & $\mu$ & \ccode{double} & $-\infty < \mu < \infty$\\
+Scale & $\sigma$ & \ccode{double} & $\sigma > 0$ \\
+\hline
+\end{tabular}
+
+The probability density function (PDF) is:
+
+\begin{equation}
+PDF = P(X=x) = \frac{1}{\sigma \sqrt{2\pi}} e^{\frac{-(x-\mu)^2}{2\sigma^2}}.
+\end{equation}
+
+The cumulative distribution function (CDF) does not have a convenient
+closed-form expression. It is derived numerically in terms of the
+error function, $\mbox{erf}()$:
+
+\begin{equation}
+CDF = P(X<x) = \frac{1}{2} + \frac{1}{2} erf(\frac{x - \mu}{\sigma \sqrt{2}}).
+\end{equation}
+
+
+
diff --git a/easel/esl_paml.c b/easel/esl_paml.c
new file mode 100644
index 0000000..8237dca
--- /dev/null
+++ b/easel/esl_paml.c
@@ -0,0 +1,179 @@
+/* PAML interface.
+ *
+ * "Phylogenetic Analysis by Maximum Likelihood"
+ * Ziheng Yang
+ * http://abacus.gene.ucl.ac.uk/software/paml.html
+ * [Yang97]
+ *
+ * incept: SRE, Tue Jul 13 13:23:21 2004 [St. Louis]
+ * upgrade to Easel: SRE, Thu Mar 8 13:29:04 2007 [Janelia]
+ * SVN $Id: esl_paml.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_vectorops.h"
+#include "esl_dmatrix.h"
+#include "esl_fileparser.h"
+#include "esl_paml.h"
+
+/* Function: esl_paml_ReadE()
+ * Incept: SRE, Fri Jul 9 09:27:24 2004 [St. Louis]
+ *
+ * Purpose: Read an amino acid rate matrix in PAML format from stream
+ * <fp>. Return it in two pieces: the symmetric E
+ * exchangeability matrix in <E>, and the stationary
+ * probability vector $\pi$ in <pi>.
+ * Caller provides the memory for both <E> and <pi>. <E>
+ * is a $20 \times 20$ matrix allocated as
+ * <esl_dmatrix_Create(20, 20)>. <pi> is an array with
+ * space for at least 20 doubles.
+ *
+ * The <E> matrix is symmetric for off-diagonal elements:
+ * $E_{ij} = E_{ij}$ for $i \neq j$. The on-diagonal
+ * elements $E_{ii}$ are not valid and should not be
+ * accessed. (They are set to zero.)
+
+ * The rate matrix will later be obtained from <E>
+ * and <pi> as
+ * $Q_{ij} = E_{ij} \pi_j$ for $i \neq j$
+ * and
+ * $Q_{ii} = -\sum_{j \neq i} Q_{ij}$
+ * then scaled to units of one
+ * substitution/site; see <esl_ratemx_E2Q()> and
+ * <esl_ratemx_ScaleTo()>.
+ *
+ * Data file format: First 190 numbers are a
+ * lower-triangular matrix E of amino acid
+ * exchangeabilities $E_{ij}$. Next 20 numbers are the
+ * amino acid frequencies $\pi_i$. Remainder of the
+ * datafile is ignored.
+ *
+ * The alphabet order in the matrix and the frequency
+ * vector is assumed to be "ARNDCQEGHILKMFPSTWYV"
+ * (alphabetical by three-letter code), which appears to be
+ * PAML's default order. This is transformed to Easel's
+ * "ACDEFGHIKLMNPQRSTVWY" (alphabetical by one-letter code)
+ * in the $E_{ij}$ and $\pi_i$ that are returned.
+ *
+ * Args: fp - open datafile for reading.
+ * E - RETURN: E matrix of amino acid exchangeabilities e_ij,
+ * symmetric (E_ij = E_ji),
+ * in Easel amino acid alphabet order A..Y.
+ * Caller provides appropriately allocated space.
+ * pi - RETURN: \pi_i vector of amino acid frequencies,
+ * in Easel amino acid alphabet order A..Y.
+ * Caller provides appropriately allocated space.
+ *
+ * Returns: <eslOK> on success.
+ * Returns <eslEOF> on premature end of file (parse failed), in which
+ * case the contents of <E> and <pi> are undefined.
+ *
+ * Throws: <eslEMEM> on internal allocation failure,
+ * and the contents of <E> and <pi> are undefined.
+ *
+ * Xref: STL8/p.56.
+ */
+int
+esl_paml_ReadE(FILE *fp, ESL_DMATRIX *E, double *pi)
+{
+ int status;
+ ESL_FILEPARSER *efp = NULL;
+ char *tok;
+ int i,j;
+ char *pamlorder = "ARNDCQEGHILKMFPSTWYV";
+ char *eslorder = "ACDEFGHIKLMNPQRSTVWY";
+ int perm[20];
+
+ if ((status = esl_dmatrix_SetZero(E)) != eslOK) goto ERROR;
+ esl_vec_DSet(pi, 20, 0.);
+
+ if ((efp = esl_fileparser_Create(fp)) == NULL) goto ERROR;
+ if ((status = esl_fileparser_SetCommentChar(efp, '#')) != eslOK) goto ERROR;
+
+ /* Construct the alphabet permutation we need.
+ * perm[i] -> original row/column i goes to row/column perm[i]
+ */
+ for (i = 0; i < 20; i++)
+ perm[i] = (int) (strchr(eslorder, pamlorder[i]) - eslorder);
+
+ /* Read the s_ij matrix data in, permuting as we go. */
+
+ for (i = 1; i < 20; i++)
+ for (j = 0; j < i; j++)
+ {
+ if ((status = esl_fileparser_GetToken(efp, &tok, NULL)) != eslOK) goto ERROR;
+ E->mx[perm[i]][perm[j]] = atof(tok);
+ E->mx[perm[j]][perm[i]] = E->mx[perm[i]][perm[j]];
+ }
+
+ /* Read the pi_i vector in, permuting as we read. */
+ for (i = 0; i < 20; i++)
+ {
+ if ((status = esl_fileparser_GetToken(efp, &tok, NULL)) != eslOK) goto ERROR;
+ pi[perm[i]] = atof(tok);
+ }
+
+ esl_fileparser_Destroy(efp);
+ return eslOK;
+
+ ERROR:
+ if (efp != NULL) esl_fileparser_Destroy(efp);
+ return status;
+}
+
+
+/*****************************************************************
+ * Utility: reformat a PAML file to a static vector
+ *****************************************************************/
+#ifdef eslPAML_UTILITY1
+
+/* gcc -g -Wall -o utility -I. -L. -DeslPAML_UTILITY1 esl_paml.c -leasel -lm
+ */
+#include "easel.h"
+#include "esl_dmatrix.h"
+#include "esl_paml.h"
+
+int
+main(int argc, char **argv)
+{
+ char *filename = argv[1];
+ FILE *fp = NULL;
+ ESL_DMATRIX *E = NULL;
+ double *pi = NULL;
+ int i,j,n;
+
+ E = esl_dmatrix_Create(20, 20);
+ pi = malloc(20 * sizeof(double));
+ if ((fp = fopen(filename, "r")) == NULL) esl_fatal("open failed");
+ if (esl_paml_ReadE(fp, E, pi) != eslOK) esl_fatal("parse failed");
+
+ n = 1;
+ for (i = 1; i < 20; i++)
+ for (j = 0; j < i; j++)
+ {
+ printf("%8.6f, ", E->mx[i][j]);
+ if (n++ == 10) { puts(""); n=1; }
+ }
+
+ puts("");
+
+ n = 1;
+ for (i = 0; i < 20; i++)
+ {
+ printf("%8.6f, ", pi[i]);
+ if (n++ == 10) { puts(""); n=1; }
+ }
+
+ fclose(fp);
+ free(pi);
+ esl_dmatrix_Destroy(E);
+ return 0;
+}
+
+#endif /*eslPAML_UTILITY1*/
diff --git a/easel/esl_paml.h b/easel/esl_paml.h
new file mode 100644
index 0000000..7b85412
--- /dev/null
+++ b/easel/esl_paml.h
@@ -0,0 +1,22 @@
+/* PAML interface
+ *
+ * "Phylogenetic Analysis by Maximum Likelihood"
+ * Ziheng Yang
+ * http://abacus.gene.ucl.ac.uk/software/paml.html
+ * [Yang97]
+ *
+ * incept: SRE, Tue Jul 13 13:20:08 2004 [St. Louis]
+ * upgrade to Easel: SRE, Thu Mar 8 13:26:20 2007 [Janelia]
+ * SVN $Id: esl_paml.h 158 2007-03-15 20:03:05Z eddys $
+ */
+
+#ifndef ESL_PAML_INCLUDED
+#define ESL_PAML_INCLUDED
+
+#include <stdio.h>
+#include <esl_dmatrix.h>
+
+extern int esl_paml_ReadE(FILE *fp, ESL_DMATRIX *E, double *pi);
+
+
+#endif /*ESL_PAML_INCLUDED*/
diff --git a/easel/esl_paml.tex b/easel/esl_paml.tex
new file mode 100644
index 0000000..88346de
--- /dev/null
+++ b/easel/esl_paml.tex
@@ -0,0 +1,4 @@
+The \eslmod{paml} module implements support for reading certain data
+files from Ziheng Yang's PAML software suite \citep{Yang97}.
+
+
diff --git a/easel/esl_random.c b/easel/esl_random.c
new file mode 100644
index 0000000..2c2d769
--- /dev/null
+++ b/easel/esl_random.c
@@ -0,0 +1,836 @@
+/* A portable, threadsafe random number generator.
+ *
+ * 1. The ESL_RANDOMNESS object.
+ * 2. The generator, esl_random().
+ * 3. Other fundamental sampling (including Gaussian, gamma).
+ * 4. Multinomial sampling from discrete probability n-vectors.
+ * 5. Unit tests.
+ * 6. Test driver.
+ * 7. An example of using the random module.
+ *
+ * See http://csrc.nist.gov/rng/ for the NIST random number
+ * generation test suite.
+ *
+ * SRE, Wed Jul 14 10:54:46 2004 [St. Louis]
+ * SVN $Id: esl_random.c 249 2008-04-24 19:19:50Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_random.h"
+
+
+/*****************************************************************
+ *# 1. The <ESL_RANDOMNESS> object.
+ *****************************************************************/
+
+/* Function: esl_randomness_Create()
+ * Synopsis: Create an RNG with a given seed.
+ * Incept: SRE, Wed Jul 14 13:02:18 2004 [St. Louis]
+ *
+ * Purpose: Create a random number generator using
+ * a given random seed. Seed must be $>0$.
+ *
+ * Args: seed $>= 0$.
+ *
+ * Returns: an initialized <ESL_RANDOMNESS *> on success.
+ * Caller free's with <esl_randomness_Destroy()>.
+ *
+ * Throws: <NULL> on failure.
+ *
+ * Xref: STL8/p57.
+ */
+ESL_RANDOMNESS *
+esl_randomness_Create(long seed)
+{
+ ESL_RANDOMNESS *r = NULL;
+ int burnin = 7;
+ int status;
+
+ if (seed <= 0) ESL_XEXCEPTION(eslEINVAL, "bad seed");
+ ESL_ALLOC(r, sizeof(ESL_RANDOMNESS));
+ r->seed = seed;
+ r->reseeding = TRUE;
+
+ /* we observe that the first random number isn't very random, if
+ * closely spaced seeds are used, like what we get with using
+ * time(). So, "burn in" the random chain just a little.
+ */
+ while (burnin--) esl_random(r);
+ return r;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: esl_randomness_CreateTimeseeded()
+ * Synopsis: Create an RNG with a quasirandom seed.
+ * Incept: SRE, Wed Jul 14 11:22:54 2004 [St. Louis]
+ *
+ * Purpose: Like <esl_randomness_Create()>, but it initializes the
+ * the random number generator using a POSIX <time()> call
+ * (number of seconds since the POSIX epoch).
+ *
+ * Returns: an initialized <ESL_RANDOMNESS *> on success.
+ * Caller free's with <esl_randomness_Destroy()>.
+ *
+ * Throws: <NULL> on failure.
+ *
+ * Xref: STL8/p57.
+ */
+ESL_RANDOMNESS *
+esl_randomness_CreateTimeseeded(void)
+{
+ ESL_RANDOMNESS *r = NULL;
+ int burnin = 7;
+ int status;
+
+ ESL_ALLOC(r, sizeof(ESL_RANDOMNESS));
+ r->seed = time ((time_t *) NULL);
+ r->reseeding = TRUE;
+ while (burnin--) esl_random(r);
+ return r;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: esl_randomness_Destroy()
+ * Synopsis: Free an RNG.
+ * Incept: SRE, Wed Jul 14 13:19:08 2004 [St. Louis]
+ *
+ * Purpose: Frees an <ESL_RANDOMNESS> object.
+ */
+void
+esl_randomness_Destroy(ESL_RANDOMNESS *r)
+{
+ free(r);
+ return;
+}
+
+
+/* Function: esl_randomness_Init()
+ * Synopsis: Reinitialize an RNG.
+ * Incept: SRE, Wed Jul 14 13:13:05 2004 [St. Louis]
+ *
+ * Purpose: Reset and reinitialize an existing <ESL_RANDOMNESS>
+ * object.
+ *
+ * (Not generally recommended. This does not make a
+ * sequence of numbers more random, and may make it less
+ * so.)
+ *
+ * Args: r - randomness object
+ * seed - new seed to use; >0.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if seed is $<= 0$.
+ *
+ * Xref: STL8/p57.
+ */
+int
+esl_randomness_Init(ESL_RANDOMNESS *r, long seed)
+{
+ int burnin = 7;
+ if (seed <= 0) ESL_EXCEPTION(eslEINVAL, "bad seed");
+ r->seed = seed;
+ while (burnin--) esl_random(r);
+ return eslOK;
+}
+
+/* Function: esl_randomness_GetSeed()
+ * Synopsis: Returns the value of RNG's seed.
+ * Incept: SRE, Wed May 23 17:02:59 2007 [Janelia]
+ *
+ * Purpose: Return the value of the seed.
+ *
+ * (You already know what the seed was if you used
+ * <esl_randomness_Create()>, but not if you used
+ * <esl_randomness_CreateTimeseeded()>. It is often useful
+ * to record what the seed was, in order to be able to
+ * exactly reproduce results.)
+ */
+long
+esl_randomness_GetSeed(const ESL_RANDOMNESS *r)
+{
+ return r->seed;
+}
+/*----------- end of ESL_RANDOMNESS object functions --------------*/
+
+
+
+/*****************************************************************
+ *# 2. The generator, <esl_random()>
+ *****************************************************************/
+
+/* Function: esl_random()
+ * Synopsis: Generate a uniform random deviate $0.0 <= x < 1.0$.
+ *
+ * Purpose: Returns a uniform deviate x, $0.0 <= x < 1.0$, given
+ * RNG <r>, using L'Ecuyer's algorithm for combining output
+ * of two linear congruential generators, plus a Bays-Durham
+ * shuffle \citep{Press93}.
+ *
+ * Method: This is essentially ran2() from Numerical Recipes,
+ * rewritten, sans their nonhelpful Rand/McNally-esque code
+ * obfuscation.
+ *
+ * Overflow errors are avoided by Schrage's algorithm:
+ * az % m = a(z%q) - r(z/q) (+m if <0)
+ * where q=m/a, r=m%a
+ *
+ * Requires that long int's have at least 32 bits.
+ *
+ * Reliable and portable, but slow. Benchmarks on wrasse,
+ * using Linux gcc and Linux glibc rand() (see randspeed, Testsuite):
+ * sre_random(): 0.5 usec/call
+ * rand(): 0.2 usec/call
+ *
+ * Reference: Press et al. Numerical Recipes in C, 1992.
+ */
+double
+esl_random(ESL_RANDOMNESS *r)
+{
+ long x,y;
+ int i;
+ /* Magic numbers a1,m1, a2,m2 from L'Ecuyer, for 2 LCGs.
+ * q,r derive from them (q=m/a, r=m%a) and are needed for Schrage's algorithm.
+ */
+ long a1 = 40014;
+ long m1 = 2147483563;
+ long q1 = 53668;
+ long r1 = 12211;
+
+ long a2 = 40692;
+ long m2 = 2147483399;
+ long q2 = 52774;
+ long r2 = 3791;
+
+ if (r->reseeding)
+ {
+ r->rnd1 = r->seed;
+ r->rnd2 = r->seed;
+
+ /* Fill the table for Bays/Durham; first 64 (0..63)
+ * random #'s are for our table, 65th is to init r->rnd.
+ */
+ for (i = 0; i <= 64; i++) {
+ x = a1*(r->rnd1%q1); /* LCG1 in action... */
+ y = r1*(r->rnd1/q1);
+ r->rnd1 = x-y;
+ if (r->rnd1 < 0) r->rnd1 += m1;
+
+ x = a2*(r->rnd2%q2); /* LCG2 in action... */
+ y = r2*(r->rnd2/q2);
+ r->rnd2 = x-y;
+ if (r->rnd2 < 0) r->rnd2 += m2;
+
+ if (i < 64) {
+ r->tbl[i] = r->rnd1 - r->rnd2;
+ if (r->tbl[i] < 0) r->tbl[i] += m1;
+ } else {
+ r->rnd = r->rnd1 - r->rnd2;
+ if (r->rnd < 0) r->rnd += m1;
+ }
+ }
+ r->reseeding = FALSE; /* drop the flag. */
+ }/* end of initialization*/
+
+ x = a1*(r->rnd1%q1); /* LCG1 in action... */
+ y = r1*(r->rnd1/q1);
+ r->rnd1 = x-y;
+ if (r->rnd1 < 0) r->rnd1 += m1;
+
+ x = a2*(r->rnd2%q2); /* LCG2 in action... */
+ y = r2*(r->rnd2/q2);
+ r->rnd2 = x-y;
+ if (r->rnd2 < 0) r->rnd2 += m2;
+
+ /* Choose our random number from the table... */
+ i = (int) (((double) r->rnd / (double) m1) * 64.);
+ r->rnd = r->tbl[i];
+ /* and replace with a new number by L'Ecuyer. */
+ r->tbl[i] = r->rnd1 - r->rnd2;
+ if (r->tbl[i] < 0) r->tbl[i] += m1;
+
+ return ((double) r->rnd / (double) m1);
+}
+/*----------- end of esl_random() --------------*/
+
+
+
+/*****************************************************************
+ *# 3. Other fundamental sampling (including Gaussian, gamma)
+ *****************************************************************/
+
+/* Function: esl_rnd_UniformPositive()
+ * Synopsis: Generate a uniform positive random deviate $0 < x < 1$.
+ * Incept: SRE, Wed Jul 14 13:31:23 2004 [St. Louis]
+ *
+ * Purpose: Same as <esl_random()>, but assure $0 < x < 1$;
+ * (positive uniform deviate).
+ */
+double
+esl_rnd_UniformPositive(ESL_RANDOMNESS *r)
+{
+ double x;
+ do { x = esl_random(r); } while (x == 0.0);
+ return x;
+}
+
+
+/* Function: esl_rnd_Gaussian()
+ * Synopsis: Generate a Gaussian-distributed sample.
+ * Incept: SRE, Wed Jul 14 13:50:36 2004 [St. Louis]
+ *
+ * Purpose: Pick a Gaussian-distributed random variable
+ * with a given <mean> and standard deviation <stddev>, and
+ * return it.
+ *
+ * Implementation is derived from the public domain
+ * RANLIB.c <gennor()> function, written by Barry W. Brown
+ * and James Lovato (M.D. Anderson Cancer Center, Texas
+ * USA) using the method described in
+ * \citep{AhrensDieter73}.
+ *
+ * Method: Impenetrability of the code is to be blamed on
+ * FORTRAN/f2c lineage.
+ *
+ * Args: r - ESL_RANDOMNESS object
+ * mean - mean of the Gaussian we're sampling from
+ * stddev - standard deviation of the Gaussian
+ */
+double
+esl_rnd_Gaussian(ESL_RANDOMNESS *r, double mean, double stddev)
+{
+ long i;
+ double snorm,u,s,ustar,aa,w,y,tt;
+
+ /* These static's are threadsafe: they are magic constants
+ * we will not touch.
+ */
+ static double a[32] = {
+ 0.0,3.917609E-2,7.841241E-2,0.11777,0.1573107,0.1970991,0.2372021,0.2776904,
+ 0.3186394,0.36013,0.4022501,0.4450965,0.4887764,0.5334097,0.5791322,
+ 0.626099,0.6744898,0.7245144,0.7764218,0.8305109,0.8871466,0.9467818,
+ 1.00999,1.077516,1.150349,1.229859,1.318011,1.417797,1.534121,1.67594,
+ 1.862732,2.153875
+ };
+ static double d[31] = {
+ 0.0,0.0,0.0,0.0,0.0,0.2636843,0.2425085,0.2255674,0.2116342,0.1999243,
+ 0.1899108,0.1812252,0.1736014,0.1668419,0.1607967,0.1553497,0.1504094,
+ 0.1459026,0.14177,0.1379632,0.1344418,0.1311722,0.128126,0.1252791,
+ 0.1226109,0.1201036,0.1177417,0.1155119,0.1134023,0.1114027,0.1095039
+ };
+ static double t[31] = {
+ 7.673828E-4,2.30687E-3,3.860618E-3,5.438454E-3,7.0507E-3,8.708396E-3,
+ 1.042357E-2,1.220953E-2,1.408125E-2,1.605579E-2,1.81529E-2,2.039573E-2,
+ 2.281177E-2,2.543407E-2,2.830296E-2,3.146822E-2,3.499233E-2,3.895483E-2,
+ 4.345878E-2,4.864035E-2,5.468334E-2,6.184222E-2,7.047983E-2,8.113195E-2,
+ 9.462444E-2,0.1123001,0.136498,0.1716886,0.2276241,0.330498,0.5847031
+ };
+ static double h[31] = {
+ 3.920617E-2,3.932705E-2,3.951E-2,3.975703E-2,4.007093E-2,4.045533E-2,
+ 4.091481E-2,4.145507E-2,4.208311E-2,4.280748E-2,4.363863E-2,4.458932E-2,
+ 4.567523E-2,4.691571E-2,4.833487E-2,4.996298E-2,5.183859E-2,5.401138E-2,
+ 5.654656E-2,5.95313E-2,6.308489E-2,6.737503E-2,7.264544E-2,7.926471E-2,
+ 8.781922E-2,9.930398E-2,0.11556,0.1404344,0.1836142,0.2790016,0.7010474
+ };
+
+ u = esl_random(r);
+ s = 0.0;
+ if(u > 0.5) s = 1.0;
+ u += (u-s);
+ u = 32.0*u;
+ i = (long) (u);
+ if(i == 32) i = 31;
+ if(i == 0) goto S100;
+ /*
+ * START CENTER
+ */
+ ustar = u-(double)i;
+ aa = a[i-1];
+S40:
+ if (ustar <= t[i-1]) goto S60;
+ w = (ustar - t[i-1]) * h[i-1];
+S50:
+ /*
+ * EXIT (BOTH CASES)
+ */
+ y = aa+w;
+ snorm = y;
+ if(s == 1.0) snorm = -y;
+ return (stddev*snorm + mean);
+S60:
+ /*
+ * CENTER CONTINUED
+ */
+ u = esl_random(r);
+ w = u*(a[i]-aa);
+ tt = (0.5*w+aa)*w;
+ goto S80;
+S70:
+ tt = u;
+ ustar = esl_random(r);
+S80:
+ if(ustar > tt) goto S50;
+ u = esl_random(r);
+ if(ustar >= u) goto S70;
+ ustar = esl_random(r);
+ goto S40;
+S100:
+ /*
+ * START TAIL
+ */
+ i = 6;
+ aa = a[31];
+ goto S120;
+S110:
+ aa += d[i-1];
+ i += 1;
+S120:
+ u += u;
+ if(u < 1.0) goto S110;
+ u -= 1.0;
+S140:
+ w = u*d[i-1];
+ tt = (0.5*w+aa)*w;
+ goto S160;
+S150:
+ tt = u;
+S160:
+ ustar = esl_random(r);
+ if(ustar > tt) goto S50;
+ u = esl_random(r);
+ if(ustar >= u) goto S150;
+ u = esl_random(r);
+ goto S140;
+}
+
+
+
+/* subfunctions that esl_rnd_Gamma() is going to call:
+ */
+static double
+gamma_ahrens(ESL_RANDOMNESS *r, double a) /* for a >= 3 */
+{
+ double V; /* uniform deviates */
+ double X,Y;
+ double test;
+
+ do {
+ do { /* generate candidate X */
+ Y = tan(eslCONST_PI * esl_random(r));
+ X = Y * sqrt(2.*a -1.) + a - 1.;
+ } while (X <= 0.);
+ /* accept/reject X */
+ V = esl_random(r);
+ test = (1+Y*Y) * exp( (a-1.)* log(X/(a-1.)) - Y*sqrt(2.*a-1.));
+ } while (V > test);
+ return X;
+}
+static double
+gamma_integer(ESL_RANDOMNESS *r, unsigned int a) /* for small integer a, a < 12 */
+{
+ int i;
+ double U,X;
+
+ U = 1.;
+ for (i = 0; i < a; i++)
+ U *= esl_rnd_UniformPositive(r);
+ X = -log(U);
+
+ return X;
+}
+static double
+gamma_fraction(ESL_RANDOMNESS *r, double a) /* for fractional a, 0 < a < 1 */
+{ /* Knuth 3.4.1, exercise 16, pp. 586-587 */
+ double p, U, V, X, q;
+
+ p = eslCONST_E / (a + eslCONST_E);
+ do {
+ U = esl_random(r);
+ V = esl_rnd_UniformPositive(r);
+ if (U < p) {
+ X = pow(V, 1./a);
+ q = exp(-X);
+ } else {
+ X = 1. - log(V);
+ q = pow(X, a-1.);
+ }
+ U = esl_random(r);
+ } while (U >= q);
+ return X;
+}
+
+
+/* Function: esl_rnd_Gamma()
+ * Synopsis: Returns a random deviate from a Gamma(a, 1) distribution.
+ * Incept: SRE, Wed Apr 17 13:10:03 2002 [St. Louis]
+ *
+ * Purpose: Return a random deviate distributed as Gamma(a, 1.)
+ * \citep[pp. 133--134]{Knu-81a}.
+ *
+ * The implementation follows not only Knuth \citep{Knu-81a},
+ * but also relied on examination of the implementation in
+ * the GNU Scientific Library (libgsl) \citep{Galassi06}.
+ *
+ * Args: r - random number generation seed
+ * a - order of the gamma function; a > 0
+ *
+ * Throws: <eslEINVAL> for $a <= 0$.
+ */
+double
+esl_rnd_Gamma(ESL_RANDOMNESS *r, double a)
+{
+ double aint;
+
+ aint = floor(a);
+ if (a == aint && a < 12.)
+ return gamma_integer(r, (unsigned int) a);
+ else if (a > 3.)
+ return gamma_ahrens(r, a);
+ else if (a < 1.)
+ return gamma_fraction(r, a);
+ else
+ return gamma_integer(r, aint) + gamma_fraction(r, a-aint);
+ return eslOK;
+}
+
+
+/*****************************************************************
+ *# 4. Multinomial sampling from discrete probability n-vectors
+ *****************************************************************/
+
+/* Function: esl_rnd_DChoose()
+ * Synopsis: Return random choice from discrete multinomial distribution.
+ *
+ * Purpose: Make a random choice from a normalized discrete
+ * distribution <p> of <N> elements, where <p>
+ * is double-precision. Returns the index of the
+ * selected element, $0..N-1$.
+ *
+ * <p> must be a normalized probability distribution
+ * (i.e. must sum to one). Sampling distribution is
+ * undefined otherwise: that is, a choice will always
+ * be returned, but it might be an arbitrary one.
+ *
+ * All $p_i$ must be $>>$ <DBL_EPSILON> in order to
+ * have a non-zero probability of being sampled.
+ *
+ * <esl_rnd_FChoose()> is the same, but for floats in <p>.
+ *
+ * Note: Why the while (1) loop? Very rarely, because of machine
+ * floating point representation, our roll is "impossibly"
+ * >= total sum, even though any roll of esl_random() is
+ * < 1.0 and the total sum is supposed to be 1.0 by
+ * definition. This can happen when the total_sum is not
+ * really 1.0, but something just less than that in the
+ * machine representation, and the roll happens to also be
+ * very very close to 1. I have not examined this analytically,
+ * but empirically, it occurs at a frequency of about 1/10^8
+ * as measured for bug #sq5... which suggests it is on the
+ * order of machine epsilon (not surprisingly). The while
+ * loop makes you go around and try again; it must eventually
+ * succeed.
+ *
+ * The while() loop then makes the function vulnerable to
+ * an infinite loop if <p> sums to <=0 -- which shouldn't
+ * happen, but we shouldn't infinite loop if it does,
+ * either. That's why there's a check on the sum of
+ * <p>. We return -1 in this case, a non-standard error code
+ * for Easel.
+ *
+ * Throws: -1 on failure. (This is a non-standard error code for Easel,
+ * but the only way an error can happen is if <p> isn't a
+ * normalized probability distribution.)
+ */
+int
+esl_rnd_DChoose(ESL_RANDOMNESS *r, const double *p, int N)
+{
+ double roll; /* random fraction */
+ double sum; /* integrated prob */
+ int i; /* counter over the probs */
+
+ roll = esl_random(r);
+ sum = 0.0;
+
+ while (1) { /* see note in header about this while() */
+ for (i = 0; i < N; i++)
+ {
+ sum += p[i];
+ if (roll < sum) return i; /* success! */
+ }
+ if (sum < 0.99) ESL_EXCEPTION(-1, "unnormalized distribution"); /* avoid inf loop */
+ }
+ /*UNREACHED*/
+ ESL_EXCEPTION(-1, "unreached code was reached. universe collapses.");
+}
+int
+esl_rnd_FChoose(ESL_RANDOMNESS *r, const float *p, int N)
+{
+ float roll; /* random fraction */
+ float sum; /* integrated prob */
+ int i; /* counter over the probs */
+
+ roll = esl_random(r);
+ sum = 0.0;
+
+ while (1) { /* see note in header about this while() */
+ for (i = 0; i < N; i++)
+ {
+ sum += p[i];
+ if (roll < sum) return i; /* success */
+ }
+ if (sum < 0.99) ESL_EXCEPTION(-1, "unnormalized distribution"); /* avoid inf loop */
+ }
+ /*UNREACHED*/
+ ESL_EXCEPTION(-1, "unreached code was reached. universe collapses.");
+}
+
+
+
+
+
+/*****************************************************************
+ * 5. Unit tests.
+ *****************************************************************/
+
+#ifdef eslRANDOM_TESTDRIVE
+#include "esl_vectorops.h"
+#include "esl_stats.h"
+#include "esl_dirichlet.h"
+
+
+/* The esl_random() unit test:
+ * a binned frequency test.
+ */
+static void
+utest_random(long seed, int n, int nbins, int be_verbose)
+{
+ ESL_RANDOMNESS *r = NULL;
+ int *counts = NULL;
+ double X2p = 0.;
+ int i;
+ double X2, exp, diff;
+
+ if ((counts = malloc(sizeof(int) * nbins)) == NULL) esl_fatal("malloc failed");
+ esl_vec_ISet(counts, nbins, 0);
+
+ /* This contrived call sequence exercises CreateTimeseeded() and
+ * Init(), while leaving us a reproducible chain. Because it's
+ * reproducible, we know this test succeeds, despite being
+ * statistical in nature.
+ */
+ if ((r = esl_randomness_CreateTimeseeded()) == NULL) esl_fatal("randomness create failed");
+ if (esl_randomness_Init(r, seed) != eslOK) esl_fatal("randomness init failed");
+
+ for (i = 0; i < n; i++)
+ counts[esl_rnd_Roll(r, nbins)]++;
+
+ /* X^2 value: \sum (o_i - e_i)^2 / e_i */
+ for (X2 = 0., i = 0; i < nbins; i++) {
+ exp = (double) n / (double) nbins;
+ diff = (double) counts[i] - exp;
+ X2 += diff*diff/exp;
+ }
+ if (esl_stats_ChiSquaredTest(nbins, X2, &X2p) != eslOK) esl_fatal("chi squared eval failed");
+ if (be_verbose) printf("random(): \t%g\n", X2p);
+ if (X2p < 0.01) esl_fatal("chi squared test failed");
+
+ esl_randomness_Destroy(r);
+ free(counts);
+ return;
+}
+
+/* The DChoose() and FChoose() unit tests.
+ */
+static void
+utest_choose(ESL_RANDOMNESS *r, int n, int nbins, int be_verbose)
+{
+ double *pd = NULL;
+ float *pf = NULL;
+ int *ct = NULL;
+ int i;
+ double X2, diff, exp, X2p;
+
+ if ((pd = malloc(sizeof(double) * nbins)) == NULL) esl_fatal("malloc failed");
+ if ((pf = malloc(sizeof(float) * nbins)) == NULL) esl_fatal("malloc failed");
+ if ((ct = malloc(sizeof(int) * nbins)) == NULL) esl_fatal("malloc failed");
+
+ /* Sample a random multinomial probability vector. */
+ if (esl_dirichlet_DSampleUniform(r, nbins, pd) != eslOK) esl_fatal("dirichlet sample failed");
+ esl_vec_D2F(pd, nbins, pf);
+
+ /* Sample observed counts using DChoose(). */
+ esl_vec_ISet(ct, nbins, 0);
+ for (i = 0; i < n; i++)
+ ct[esl_rnd_DChoose(r, pd, nbins)]++;
+
+ /* X^2 test on those observed counts. */
+ for (X2 = 0., i=0; i < nbins; i++) {
+ exp = (double) n * pd[i];
+ diff = (double) ct[i] - exp;
+ X2 += diff*diff/exp;
+ }
+ if (esl_stats_ChiSquaredTest(nbins, X2, &X2p) != eslOK) esl_fatal("chi square eval failed");
+ if (be_verbose) printf("DChoose(): \t%g\n", X2p);
+ if (X2p < 0.01) esl_fatal("chi squared test failed");
+
+ /* Repeat above for FChoose(). */
+ esl_vec_ISet(ct, nbins, 0);
+ for (i = 0; i < n; i++)
+ ct[esl_rnd_FChoose(r, pf, nbins)]++;
+ for (X2 = 0., i=0; i < nbins; i++) {
+ exp = (double) n * pd[i];
+ diff = (double) ct[i] - exp;
+ X2 += diff*diff/exp;
+ }
+ if (esl_stats_ChiSquaredTest(nbins, X2, &X2p) != eslOK) esl_fatal("chi square eval failed");
+ if (be_verbose) printf("FChoose(): \t%g\n", X2p);
+ if (X2p < 0.01) esl_fatal("chi squared test failed");
+
+ free(pd);
+ free(pf);
+ free(ct);
+ return;
+}
+
+
+#endif /*eslRANDOM_TESTDRIVE*/
+/*-------------------- end, unit tests --------------------------*/
+
+
+/*****************************************************************
+ * 6. Test driver.
+ *****************************************************************/
+#ifdef eslRANDOM_TESTDRIVE
+/* gcc -g -Wall -o random_utest -L. -I. -DeslRANDOM_TESTDRIVE esl_random.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_dirichlet.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_vectorops.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgrp */
+ {"-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0},
+ {"-b", eslARG_INT, "20", NULL, "n>0",NULL, NULL, NULL, "number of test bins", 0},
+ {"-n", eslARG_INT, "1000000", NULL, "n>0",NULL, NULL, NULL, "number of samples", 0},
+ {"-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0},
+ {"-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0},
+ {"-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show verbose output", 0},
+ {"--bitfile",eslARG_STRING,NULL,NULL,NULL, NULL, NULL, NULL, "save bit file for NIST benchmark", 0},
+ { 0,0,0,0,0,0,0,0,0,0},
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for random module";
+
+static int save_bitfile(char *bitfile, ESL_RANDOMNESS *r, int n);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r = NULL;
+ char *bitfile = esl_opt_GetString (go, "--bitfile");
+ int nbins = esl_opt_GetInteger(go, "-b");
+ int n = esl_opt_GetInteger(go, "-n");
+ int be_verbose = esl_opt_GetBoolean(go, "-v");
+ int seed = esl_opt_GetInteger(go, "-s");
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(seed);
+
+ utest_random(seed, n, nbins, be_verbose);
+ utest_choose(r, n, nbins, be_verbose);
+
+ if (bitfile != NULL) save_bitfile(bitfile, r, n);
+
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+static int
+save_bitfile(char *bitfile, ESL_RANDOMNESS *r, int n)
+{
+ FILE *fp = NULL;
+ int b,i;
+ long x;
+
+ /* Open the file.
+ */
+ if ((fp = fopen(bitfile, "w")) == NULL)
+ esl_fatal("failed to open %s for writing", bitfile);
+
+ /* Sample <n> random numbers, output 31n random bits to the file.
+ */
+ for (i = 0; i < n; i++)
+ {
+ esl_random(r);
+ x = r->rnd; /* peek inside, get the 31 bit random long */
+
+ for (b = 0; b < 31; b++) /* don't print the sign bit. */
+ {
+ if (x & 01) fprintf(fp, "1");
+ else fprintf(fp, "0");
+ x >>= 1;
+ }
+ fprintf(fp, "\n");
+ }
+ fclose(fp);
+ return eslOK;
+}
+#endif /*eslRANDOM_TESTDRIVE*/
+
+
+
+/*****************************************************************
+ * 7. An example of using the random module.
+ *****************************************************************/
+#ifdef eslRANDOM_EXAMPLE
+/*::cexcerpt::random_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslRANDOM_EXAMPLE esl_random.c easel.c -lm
+ * run: ./example
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+
+int
+main(void)
+{
+ ESL_RANDOMNESS *r = esl_randomness_Create(42);
+ int n = 10;
+
+ printf("A sequence of %d pseudorandom numbers:\n", n);
+ while (n--) printf("%f\n", esl_random(r));
+
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::random_example::end::*/
+#endif /*eslRANDOM_EXAMPLE*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+
diff --git a/easel/esl_random.h b/easel/esl_random.h
new file mode 100644
index 0000000..2defa69
--- /dev/null
+++ b/easel/esl_random.h
@@ -0,0 +1,54 @@
+/* Easel's portable, threadsafe random number generator.
+ *
+ * SRE, Wed Jul 14 11:23:57 2004 [St. Louis]
+ * SVN $Id: esl_random.h 249 2008-04-24 19:19:50Z eddys $
+ */
+#ifndef ESL_RANDOM_INCLUDED
+#define ESL_RANDOM_INCLUDED
+
+typedef struct {
+ long seed; /* reseed with this value, >0 */
+ long rnd1; /* random number from LCG1 */
+ long rnd2; /* random number from LCG2 */
+ long rnd; /* random number we return */
+ long tbl[64]; /* table for Bays/Durham shuffle */
+ int reseeding; /* TRUE if seed is new */
+} ESL_RANDOMNESS;
+
+/* esl_rnd_Roll(a) chooses a uniformly distributed integer
+ * in the range 0..a-1, given an initialized ESL_RANDOMNESS r.
+ */
+#define esl_rnd_Roll(r, a) ((int) (esl_random(r) * (a)))
+
+
+/* 1. The ESL_RANDOMNESS object.
+ */
+extern ESL_RANDOMNESS *esl_randomness_Create(long seed);
+extern ESL_RANDOMNESS *esl_randomness_CreateTimeseeded(void);
+extern void esl_randomness_Destroy(ESL_RANDOMNESS *r);
+extern int esl_randomness_Init(ESL_RANDOMNESS *r, long seed);
+extern long esl_randomness_GetSeed(const ESL_RANDOMNESS *r);
+
+/* 2. The generator, esl_random().
+ */
+extern double esl_random(ESL_RANDOMNESS *r);
+
+/* 3. Other fundamental sampling (including Gaussian, gamma).
+ */
+extern double esl_rnd_UniformPositive(ESL_RANDOMNESS *r);
+extern double esl_rnd_Gaussian(ESL_RANDOMNESS *r, double mean, double stddev);
+extern double esl_rnd_Gamma(ESL_RANDOMNESS *r, double a);
+
+/* 4. Multinomial sampling from discrete probability n-vectors.
+ */
+extern int esl_rnd_DChoose(ESL_RANDOMNESS *r, const double *p, int N);
+extern int esl_rnd_FChoose(ESL_RANDOMNESS *r, const float *p, int N);
+
+
+#endif /*ESL_RANDOM_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_random.tex b/easel/esl_random.tex
new file mode 100644
index 0000000..e1c50e7
--- /dev/null
+++ b/easel/esl_random.tex
@@ -0,0 +1,115 @@
+The \eslmod{random} module contains routines for generating uniformly
+distributed pseudorandom numbers, sampling random deviates from
+distributions, and randomizing or shuffling sequences. The heart of
+the module is the \ccode{esl\_random()} pseudorandom number generator.
+
+The \ccode{esl\_random()} random number generator is portable,
+reentrant, and threadsafe. It gives reproducible results on all
+platforms.
+
+The \ccode{esl\_random()} algorithm is a strong one. It is essentially
+the \ccode{ran2()} generator from \emph{Numerical Recipes in C}
+\citep{Press93}, implementing L'Ecuyer's algorithm for combining two
+linear congruential generators, with a Bays-Durham shuffle. It
+generates pseudorandom double-precision real numbers on the interval
+$[0,1)$ with a minimum spacing of about 4.7e-10, by normalizing a
+random integer on the interval 0..2147483562. According to Press
+\emph{et al.}, it has a period of $> 2 \times 10^{18}$.
+
+A bit stream generated internally by \ccode{esl\_random()} passes 14
+tests in a National Institute of Standards and Technology statistical
+benchmark for cryptanalysis \citep{Rukhin01} with performance
+comparable to binary sequences from irrational numbers.\footnote{The
+NIST tests are necessary but not sufficient to show adequate
+``randomness''. Although the bitstream passes NIST benchmarks, the 31
+individual bits in \ccode{esl\_random()}'s internal unnormalized
+random integer are not adequately random, because its maximum value is
+slightly less than $2^{31}-1$. Only the double value returned by
+\ccode{esl\_random()} should be used as a random sample, or the
+integer value of \ccode{r->rnd}, but not the 31 individual bits of
+\ccode{r->rnd}. The fact that the bitstream passes the NIST tests
+only indicates that there are no glaring problems in
+\ccode{esl\_random()}'s generator.}
+
+Table~\ref{tbl:random_api} lists the functions in the \eslmod{random}
+API. The module implements one object, \ccode{ESL\_RANDOMNESS}, which
+contains state information for the random number generator. This
+makes random number generation reentrant and threadsafe. You can have
+more than one active generator and they will not interfere with each
+other. The object is meant to be opaque; you should not need to use
+its contents. (One possible exception: if you want to use the random
+integer $0..2147483562$ instead of the normalized double-precision
+real that \ccode{esl\_random()} returned, you can access
+\ccode{r->rnd} in the \ccode{ESL\_RANDOMNESS} object \ccode{r} after a
+\ccode{esl\_random(r)} call.)
+
+% Table generated by autodoc -t esl_random.c (so don't edit here, edit esl_random.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{The \ccode{ESL\_RANDOMNESS} object.}\\
+\hyperlink{func:esl_randomness_Create()}{\ccode{esl\_randomness\_Create()}} & Create an RNG with a given seed.\\
+\hyperlink{func:esl_randomness_CreateTimeseeded()}{\ccode{esl\_randomness\_CreateTimeseeded()}} & Create an RNG with a quasirandom seed.\\
+\hyperlink{func:esl_randomness_Destroy()}{\ccode{esl\_randomness\_Destroy()}} & Free an RNG. \\
+\hyperlink{func:esl_randomness_Init()}{\ccode{esl\_randomness\_Init()}} & Reinitialize an RNG. \\
+\hyperlink{func:esl_randomness_GetSeed()}{\ccode{esl\_randomness\_GetSeed()}} & Returns the value of RNG's seed.\\
+\apisubhead{The generator, \ccode{esl\_random()}}\\
+\hyperlink{func:esl_random()}{\ccode{esl\_random()}} & Generate a uniform random deviate $0.0 <= x < 1.0$.
+\\
+\apisubhead{Other fundamental sampling (including Gaussian, gamma)}\\
+\hyperlink{func:esl_rnd_UniformPositive()}{\ccode{esl\_rnd\_UniformPositive()}} & Generate a uniform positive random deviate $0 < x < 1$.\\
+\hyperlink{func:esl_rnd_Gaussian()}{\ccode{esl\_rnd\_Gaussian()}} & Generate a Gaussian-distributed sample.\\
+\hyperlink{func:esl_rnd_Gamma()}{\ccode{esl\_rnd\_Gamma()}} & Returns a random deviate from a Gamma(a, 1) distribution.\\
+\apisubhead{Multinomial sampling from discrete probability n-vectors}\\
+\hyperlink{func:esl_rnd_DChoose()}{\ccode{esl\_rnd\_DChoose()}} & Return random choice from discrete multinomial distribution.
+\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{random} API.}
+\label{tbl:random_api}
+\end{table}
+
+\subsection{Example of using random}
+
+Figure~\ref{fig:random_example} shows a program that initializes the
+random number generator with a seed of 42, then samples 10 random
+numbers using \ccode{esl\_random()}.
+
+\begin{figure}
+\input{cexcerpts/random_example}
+\caption{An example of using the random number generator.}
+\label{fig:random_example}
+\end{figure}
+
+When a \ccode{ESL\_RANDOMNESS} object is created with
+\ccode{esl\_randomness\_Create()}, it needs to be given a \emph{seed},
+an integer $> 0$, which specifies the initial state of the
+generator. After a generator is seeded, it is typically never seeded
+again. A series of \ccode{esl\_random()} calls generates a
+pseudorandom number sequence from that starting point. If you create
+two \ccode{ESL\_RANDOMNESS} objects seeded identically, they are
+guaranteed to generate the same random number sequence on all
+platforms. This makes it possible to reproduce stochastic simulations.
+Thus, if you run the example multiple times, you get the same ten
+numbers, because the generator is always seeded with 42.
+
+Often one wants different runs to generate different random number
+sequences, which creates a chicken and the egg problem: how can we
+select a pseudorandom seed for the pseudorandom number generator? A
+traditional method is to use the current time. Easel provides an
+alternate creation function
+\ccode{esl\_randomness\_CreateTimeseeded()} which does this. If the
+precision of our clock is sufficiently fine, different runs of the
+program occur at different clock times. Easel relies on the POSIX
+clock for portability, but the POSIX clock has the drawback that it
+clicks in seconds, which is not very good precision. Thus, two
+different \ccode{ESL\_RANDOMNESS} objects created in the same second
+will generate identical random number sequences. Change the
+\ccode{esl\_randomness\_Create(42)} call in the example code to
+\ccode{esl\_randomness\_CreateTimeseeded()} and recompile, and you'll
+get different number sequences with each run - provided you run the
+commands in different seconds, anyway.
+
diff --git a/easel/esl_randomseq.c b/easel/esl_randomseq.c
new file mode 100644
index 0000000..7a8222e
--- /dev/null
+++ b/easel/esl_randomseq.c
@@ -0,0 +1,1792 @@
+/* Generating, shuffling, and randomizing sequences.
+ *
+ * Contents:
+ * 1. Generating iid sequences.
+ * 2. Shuffling sequences.
+ * 3. Randomizing sequences.
+ * 4. Generating iid sequences (digital mode).
+ * 5. Shuffling sequences (digital mode).
+ * 6. Randomizing sequences (digital mode).
+ * 7. Statistics drivers.
+ * 8. Unit tests.
+ * 9. Test driver.
+ * 10. Example.
+ * 11. Copyright and license information
+ *
+ * SRE, Thu Apr 24 08:59:26 2008 [Janelia]
+ * SVN $Id$
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+
+/*****************************************************************
+ *# 1. Generating iid sequences.
+ *****************************************************************/
+
+/* Function: esl_rsq_IID()
+ * Synopsis: Generate an iid random text sequence.
+ * Incept: SRE, Thu Aug 5 09:03:03 2004 [St. Louis]
+ *
+ * Purpose: Generate a <NUL>-terminated i.i.d. symbol string of length <L>,
+ * $0..L-1$, and leave it in <s>. The symbol alphabet is given
+ * as a string <alphabet> of <K> total symbols, and the iid
+ * probability of each residue is given in <p>. The caller
+ * must provide an <s> that is allocated for at least
+ * <(L+1)*sizeof(char)>, room for <L> residues and the <NUL> terminator.
+ *
+ * <esl_rsq_fIID()> does the same, but for a floating point
+ * probability vector <p>, rather than a double precision
+ * vector.
+ *
+ * Args: r - ESL_RANDOMNESS object
+ * alphabet - e.g. "ACGT"
+ * p - probability distribution [0..n-1]
+ * K - number of symbols in alphabet
+ * L - length of generated sequence
+ * s - the generated sequence.
+ * Caller allocated, >= (L+1) * sizeof(char).
+ *
+ * Return: <eslOK> on success.
+ */
+int
+esl_rsq_IID(ESL_RANDOMNESS *r, const char *alphabet, const double *p, int K, int L, char *s)
+{
+ int x;
+
+ for (x = 0; x < L; x++)
+ s[x] = alphabet[esl_rnd_DChoose(r,p,K)];
+ s[x] = '\0';
+ return eslOK;
+}
+int
+esl_rsq_fIID(ESL_RANDOMNESS *r, const char *alphabet, const float *p, int K, int L, char *s)
+{
+ int x;
+
+ for (x = 0; x < L; x++)
+ s[x] = alphabet[esl_rnd_FChoose(r,p,K)];
+ s[x] = '\0';
+ return eslOK;
+}
+/*------------ end, generating iid sequences --------------------*/
+
+
+/*****************************************************************
+ *# 2. Shuffling sequences.
+ *****************************************************************/
+
+/* Function: esl_rsq_CShuffle()
+ * Synopsis: Shuffle a text sequence.
+ * Incept: SRE, Fri Feb 23 08:17:50 2007 [Casa de Gatos]
+ *
+ * Purpose: Returns a shuffled version of <s> in <shuffled>, given
+ * a source of randomness <r>.
+ *
+ * Caller provides allocated storage for <shuffled>, for at
+ * least the same length as <s>.
+ *
+ * <shuffled> may also point to the same storage as <s>,
+ * in which case <s> is shuffled in place.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_rsq_CShuffle(ESL_RANDOMNESS *r, const char *s, char *shuffled)
+{
+ int L, i;
+ char c;
+
+ L = strlen(s);
+ if (shuffled != s) strcpy(shuffled, s);
+ while (L > 1) {
+ i = esl_rnd_Roll(r, L);
+ c = shuffled[i];
+ shuffled[i] = shuffled[L-1];
+ shuffled[L-1] = c;
+ L--;
+ }
+ return eslOK;
+}
+
+/* Function: esl_rsq_CShuffleDP()
+ * Synopsis: Shuffle a text sequence, preserving diresidue composition.
+ * Incept: SRE, Fri Feb 23 08:56:03 2007 [Casa de Gatos]
+ *
+ * Purpose: Given string <s>, and a source of randomness <r>,
+ * returns shuffled version in <shuffled>. The shuffle
+ * is a "doublet-preserving" (DP) shuffle which
+ * shuffles a sequence while exactly preserving both mono-
+ * and di-symbol composition.
+ *
+ * <s> may only consist of alphabetic characters [a-zA-Z].
+ * The shuffle is done case-insensitively. The shuffled
+ * string result is all upper case.
+ *
+ * Caller provides storage in <shuffled> of at least the
+ * same length as <s>.
+ *
+ * <shuffled> may also point to the same storage as <s>,
+ * in which case <s> is shuffled in place.
+ *
+ * The algorithm does an internal allocation of a
+ * substantial amount of temporary storage, on the order of
+ * <26 * strlen(s)>, so an allocation failure is possible
+ * if <s> is long enough.
+ *
+ * The algorithm is a search for a random Eulerian walk on
+ * a directed multigraph \citep{AltschulErickson85}.
+ *
+ * If <s> is of length 2 or less, this is a no-op, and
+ * <shuffled> is a copy of <s>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <s> contains nonalphabetic characters.
+ * <eslEMEM> on allocation failure.
+ */
+int
+esl_rsq_CShuffleDP(ESL_RANDOMNESS *r, const char *s, char *shuffled)
+{
+ int status; /* Easel return status code */
+ int len; /* length of s */
+ int pos; /* a position in s or shuffled */
+ int x,y; /* indices of two characters */
+ char **E = NULL; /* edge lists: E[0] is the edge list from vertex A */
+ int *nE = NULL; /* lengths of edge lists */
+ int *iE = NULL; /* positions in edge lists */
+ int n; /* tmp: remaining length of an edge list to be shuffled */
+ char sf; /* last character in shuffled */
+ char Z[26]; /* connectivity in last edge graph Z */
+ int keep_connecting; /* flag used in Z connectivity algorithm */
+ int is_eulerian; /* flag used for when we've got a good Z */
+
+ /* First, verify that the string is entirely alphabetic. */
+ len = strlen(s);
+ for (pos = 0; pos < len; pos++)
+ if (! isalpha((int) s[pos]))
+ ESL_EXCEPTION(eslEINVAL, "String contains nonalphabetic characters");
+
+ /* The edge case of len <= 2 */
+ if (len <= 2)
+ {
+ if (s != shuffled) strcpy(shuffled, s);
+ return eslOK;
+ }
+
+ /* Allocations. */
+ ESL_ALLOC(E, sizeof(char *) * 26); for (x = 0; x < 26; x++) E[x] = NULL;
+ ESL_ALLOC(nE, sizeof(int) * 26); for (x = 0; x < 26; x++) nE[x] = 0;
+ ESL_ALLOC(iE, sizeof(int) * 26); for (x = 0; x < 26; x++) iE[x] = 0;
+ for (x = 0; x < 26; x++)
+ ESL_ALLOC(E[x], sizeof(char) * (len-1));
+
+ /* "(1) Construct the doublet graph G and edge ordering E
+ * corresponding to S."
+ *
+ * Note that these also imply the graph G; and note,
+ * for any list x with nE[x] = 0, vertex x is not part
+ * of G.
+ */
+ x = toupper((int) s[0]) - 'A';
+ for (pos = 1; pos < len; pos++)
+ {
+ y = toupper((int) s[pos]) - 'A';
+ E[x][nE[x]] = y;
+ nE[x]++;
+ x = y;
+ }
+
+ /* Now we have to find a random Eulerian edge ordering. */
+ sf = toupper((int) s[len-1]) - 'A';
+ is_eulerian = 0;
+ while (! is_eulerian)
+ {
+ /* "(2) For each vertex s in G except s_f, randomly select
+ * one edge from the s edge list of E(S) to be the
+ * last edge of the s list in a new edge ordering."
+ *
+ * select random edges and move them to the end of each
+ * edge list.
+ */
+ for (x = 0; x < 26; x++)
+ {
+ if (nE[x] == 0 || x == sf) continue;
+ pos = esl_rnd_Roll(r, nE[x]);
+ ESL_SWAP(E[x][pos], E[x][nE[x]-1], char);
+ }
+
+ /* "(3) From this last set of edges, construct the last-edge
+ * graph Z and determine whether or not all of its
+ * vertices are connected to s_f."
+ *
+ * a probably stupid algorithm for looking at the
+ * connectivity in Z: iteratively sweep through the
+ * edges in Z, and build up an array (confusing called Z[x])
+ * whose elements are 1 if x is connected to sf, else 0.
+ */
+ for (x = 0; x < 26; x++) Z[x] = 0;
+ Z[(int) sf] = keep_connecting = 1;
+
+ while (keep_connecting) {
+ keep_connecting = 0;
+ for (x = 0; x < 26; x++) {
+ if (nE[x] == 0) continue;
+ y = E[x][nE[x]-1]; /* xy is an edge in Z */
+ if (Z[x] == 0 && Z[y] == 1) { /* x is connected to sf in Z */
+ Z[x] = 1;
+ keep_connecting = 1;
+ }
+ }
+ }
+
+ /* if any vertex in Z is tagged with a 0, it's
+ * not connected to sf, and we won't have a Eulerian
+ * walk.
+ */
+ is_eulerian = 1;
+ for (x = 0; x < 26; x++) {
+ if (nE[x] == 0 || x == sf) continue;
+ if (Z[x] == 0) {
+ is_eulerian = 0;
+ break;
+ }
+ }
+
+ /* "(4) If any vertex is not connected in Z to s_f, the
+ * new edge ordering will not be Eulerian, so return to
+ * (2). If all vertices are connected in Z to s_f,
+ * the new edge ordering will be Eulerian, so
+ * continue to (5)."
+ *
+ * e.g. note infinite loop while is_eulerian is FALSE.
+ */
+ }
+
+ /* "(5) For each vertex s in G, randomly permute the remaining
+ * edges of the s edge list of E(S) to generate the s
+ * edge list of the new edge ordering E(S')."
+ *
+ * Essentially a StrShuffle() on the remaining nE[x]-1 elements
+ * of each edge list; unfortunately our edge lists are arrays,
+ * not strings, so we can't just call out to StrShuffle().
+ */
+ for (x = 0; x < 26; x++)
+ for (n = nE[x] - 1; n > 1; n--)
+ {
+ pos = esl_rnd_Roll(r, n);
+ ESL_SWAP(E[x][pos], E[x][n-1], char);
+ }
+
+ /* "(6) Construct sequence S', a random DP permutation of
+ * S, from E(S') as follows. Start at the s_1 edge list.
+ * At each s_i edge list, add s_i to S', delete the
+ * first edge s_i,s_j of the edge list, and move to
+ * the s_j edge list. Continue this process until
+ * all edge lists are exhausted."
+ */
+ pos = 0;
+ x = toupper((int) s[0]) - 'A';
+ while (1)
+ {
+ shuffled[pos++] = 'A'+ x; /* add s_i to S' */
+
+ y = E[x][iE[x]];
+ iE[x]++; /* "delete" s_i,s_j from edge list */
+
+ x = y; /* move to s_j edge list. */
+
+ if (iE[x] == nE[x])
+ break; /* the edge list is exhausted. */
+ }
+ shuffled[pos++] = 'A' + sf;
+ shuffled[pos] = '\0';
+
+ /* Reality checks.
+ */
+ if (x != sf) ESL_XEXCEPTION(eslEINCONCEIVABLE, "hey, you didn't end on s_f.");
+ if (pos != len) ESL_XEXCEPTION(eslEINCONCEIVABLE, "hey, pos (%d) != len (%d).", pos, len);
+
+ /* Free and return.
+ */
+ esl_Free2D((void **) E, 26);
+ free(nE);
+ free(iE);
+ return eslOK;
+
+ ERROR:
+ esl_Free2D((void **) E, 26);
+ if (nE != NULL) free(nE);
+ if (iE != NULL) free(nE);
+ return status;
+}
+
+/* Function: esl_rsq_CReverse()
+ * Synopsis: Reverse a string.
+ * Incept: SRE, Sat Feb 24 10:06:34 2007 [Casa de Gatos]
+ *
+ * Purpose: Returns a reversed version of <s> in <rev>.
+ *
+ * There are no restrictions on the symbols that <s>
+ * might contain.
+ *
+ * Caller provides storage in <rev> for at least
+ * <(strlen(s)+1)*sizeof(char)>.
+ *
+ * <s> and <rev> can point to the same storage, in which
+ * case <s> is reversed in place.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_rsq_CReverse(const char *s, char *rev)
+{
+ int L, i;
+ char c;
+
+ L = strlen(s);
+ for (i = 0; i < L/2; i++)
+ { /* swap ends */
+ c = s[L-i-1];
+ rev[L-i-1] = s[i];
+ rev[i] = c;
+ }
+ if (L%2) { rev[i] = s[i]; } /* don't forget middle residue in odd-length s */
+ rev[L] = '\0';
+ return eslOK;
+}
+
+/* Function: esl_rsq_CShuffleWindows()
+ * Synopsis: Shuffle local windows of a text string.
+ * Incept: SRE, Sat Feb 24 10:17:59 2007 [Casa de Gatos]
+ *
+ * Purpose: Given string <s>, shuffle residues in nonoverlapping
+ * windows of width <w>, and put the result in <shuffled>.
+ * See [Pearson88].
+ *
+ * <s> and <shuffled> can be identical to shuffle in place.
+ *
+ * Caller provides storage in <shuffled> for at least
+ * <(strlen(s)+1)*sizeof(char)>.
+ *
+ * Args: s - string to shuffle in windows
+ * w - window size (typically 10 or 20)
+ * shuffled - allocated space for window-shuffled result.
+ *
+ * Return: <eslOK> on success.
+ */
+int
+esl_rsq_CShuffleWindows(ESL_RANDOMNESS *r, const char *s, int w, char *shuffled)
+{
+ int L;
+ char c;
+ int i, j, k;
+
+ L = strlen(s);
+ if (shuffled != s) strcpy(shuffled, s);
+ for (i = 0; i < L; i += w)
+ for (j = ESL_MIN(L-1, i+w-1); j > i; j--)
+ {
+ k = i + esl_rnd_Roll(r, j-i);
+ c = shuffled[k]; /* semantics of a j,k swap, because we might be shuffling in-place */
+ shuffled[k] = shuffled[j];
+ shuffled[j] = c;
+ }
+ return eslOK;
+}
+/*------------------ end, shuffling sequences -------------------*/
+
+
+
+/*****************************************************************
+ *# 3. Randomizing sequences
+ *****************************************************************/
+
+/* Function: esl_rsq_CMarkov0()
+ * Synopsis: Generate new text string of same 0th order Markov properties.
+ * Incept: SRE, Sat Feb 24 08:47:43 2007 [Casa de Gatos]
+ *
+ * Purpose: Makes a random string <markoved> with the same length and
+ * 0-th order Markov properties as <s>, given randomness
+ * source <r>.
+ *
+ * <s> and <markoved> can be point to the same storage, in which
+ * case <s> is randomized in place, destroying the original
+ * string.
+ *
+ * <s> must consist only of alphabetic characters [a-zA-Z].
+ * Statistics are collected case-insensitively over 26 possible
+ * residues. The random string is generated all upper case.
+ *
+ * Args: s - input string
+ * markoved - randomly generated string
+ * (storage allocated by caller, at least strlen(s)+1)
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <s> contains nonalphabetic characters.
+ */
+int
+esl_rsq_CMarkov0(ESL_RANDOMNESS *r, const char *s, char *markoved)
+{
+ int L;
+ int i;
+ double p[26]; /* initially counts, then probabilities */
+ int x;
+
+ /* First, verify that the string is entirely alphabetic. */
+ L = strlen(s);
+ for (i = 0; i < L; i++)
+ if (! isalpha((int) s[i]))
+ ESL_EXCEPTION(eslEINVAL, "String contains nonalphabetic characters");
+
+ /* Collect zeroth order counts and convert to frequencies.
+ */
+ for (x = 0; x < 26; x++) p[x] = 0.;
+ for (i = 0; i < L; i++)
+ p[(int)(toupper((int) s[i]) - 'A')] += 1.0;
+ if (L > 0)
+ for (x = 0; x < 26; x++) p[x] /= (double) L;
+
+ /* Generate a random string using those p's. */
+ for (i = 0; i < L; i++)
+ markoved[i] = esl_rnd_DChoose(r, p, 26) + 'A';
+ markoved[i] = '\0';
+
+ return eslOK;
+}
+
+/* Function: esl_rsq_CMarkov1()
+ * Synopsis: Generate new text string of same 1st order Markov properties.
+ * Incept: SRE, Sat Feb 24 09:21:46 2007 [Casa de Gatos]
+ *
+ * Purpose: Makes a random string <markoved> with the same length and
+ * 1st order (di-residue) Markov properties as <s>, given
+ * randomness source <r>.
+ *
+ * <s> and <markoved> can be point to the same storage, in which
+ * case <s> is randomized in place, destroying the original
+ * string.
+ *
+ * <s> must consist only of alphabetic characters [a-zA-Z].
+ * Statistics are collected case-insensitively over 26 possible
+ * residues. The random string is generated all upper case.
+ *
+ * If <s> is of length 2 or less, this is a no-op, and
+ * <markoved> is a copy of <s>.
+ *
+ * Args: s - input string
+ * markoved - new randomly generated string
+ * (storage allocated by caller, at least strlen(s)+1)
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <s> contains nonalphabetic characters.
+ */
+int
+esl_rsq_CMarkov1(ESL_RANDOMNESS *r, const char *s, char *markoved)
+{
+ int L;
+ int i;
+ int x,y;
+ int i0; /* initial symbol */
+ double p[26][26]; /* conditional probabilities p[x][y] = P(y | x) */
+ double p0[26]; /* marginal probabilities P(x), just for initial residue. */
+
+ /* First, verify that the string is entirely alphabetic. */
+ L = strlen(s);
+ for (i = 0; i < L; i++)
+ if (! isalpha((int) s[i]))
+ ESL_EXCEPTION(eslEINVAL, "String contains nonalphabetic characters");
+
+ /* The edge case of len <= 2 */
+ if (L <= 2)
+ {
+ if (s != markoved) strcpy(markoved, s);
+ return eslOK;
+ }
+
+ /* Collect first order counts and convert to frequencies. */
+ for (x = 0; x < 26; x++)
+ for (y = 0; y < 26; y++)
+ p[x][y] = 0.;
+
+ i0 = x = toupper((int) s[0]) - 'A';
+ for (i = 1; i < L; i++)
+ {
+ y = toupper((int) s[i]) - 'A';
+ p[x][y] += 1.0;
+ x = y;
+ }
+ p[x][i0] += 1.0; /* "circularized": avoids a bug; see markov1_bug utest */
+
+ for (x = 0; x < 26; x++)
+ {
+ p0[x] = 0.;
+ for (y = 0; y < 26; y++)
+ p0[x] += p[x][y]; /* now p0[x] = marginal counts of x, inclusive of 1st residue */
+
+ for (y = 0; y < 26; y++)
+ p[x][y] = (p0[x] > 0. ? p[x][y] / p0[x] : 0.); /* now p[x][y] = P(y | x) */
+
+ p0[x] /= (double) L; /* now p0[x] = marginal P(x) */
+ }
+
+ /* Generate a random string using those p's. */
+ x = esl_rnd_DChoose(r, p0, 26);
+ markoved[0] = x + 'A';
+ for (i = 1; i < L; i++)
+ {
+ y = esl_rnd_DChoose(r, p[x], 26);
+ markoved[i] = y + 'A';
+ x = y;
+ }
+ markoved[L] = '\0';
+
+ return eslOK;
+}
+/*----------------- end, randomizing sequences ------------------*/
+
+
+
+/*****************************************************************
+ *# 4. Generating iid sequences (digital mode).
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+
+/* Function: esl_rsq_xIID()
+ * Synopsis: Generate an iid random digital sequence.
+ * Incept: SRE, Sat Feb 17 16:39:01 2007 [Casa de Gatos]
+ *
+ * Purpose: Generate an i.i.d. digital sequence of length <L> (1..L) and
+ * leave it in <dsq>. The i.i.d. probability of each residue is
+ * given in the probability vector <p>, and the number of
+ * possible residues (the alphabet size) is given by <K>.
+ * (Only the alphabet size <K> is needed here, as opposed to
+ * a digital <ESL_ALPHABET>, but the caller presumably
+ * has a digital alphabet.) The caller must provide a <dsq>
+ * allocated for at least <L+2> residues of type <ESL_DSQ>,
+ * room for <L> residues and leading/trailing digital sentinel bytes.
+ *
+ * <esl_rsq_xfIID()> does the same, but for a
+ * single-precision float vector <p> rather than a
+ * double-precision vector <p>.
+ *
+ * Args: r - ESL_RANDOMNESS object
+ * p - probability distribution [0..n-1]
+ * K - number of symbols in alphabet
+ * L - length of generated sequence
+ * ret_s - RETURN: the generated sequence.
+ * (Caller-allocated, >= (L+2)*ESL_DSQ)
+ *
+ * Return: <eslOK> on success.
+ */
+int
+esl_rsq_xIID(ESL_RANDOMNESS *r, const double *p, int K, int L, ESL_DSQ *dsq)
+{
+ int x;
+
+ dsq[0] = dsq[L+1] = eslDSQ_SENTINEL;
+ for (x = 1; x <= L; x++)
+ dsq[x] = esl_rnd_DChoose(r,p,K);
+ return eslOK;
+}
+int
+esl_rsq_xfIID(ESL_RANDOMNESS *r, const float *p, int K, int L, ESL_DSQ *dsq)
+{
+ int x;
+
+ dsq[0] = dsq[L+1] = eslDSQ_SENTINEL;
+ for (x = 1; x <= L; x++)
+ dsq[x] = esl_rnd_FChoose(r,p,K);
+ return eslOK;
+}
+
+#endif /*eslAUGMENT_ALPHABET*/
+/*--------------------- end, digital generation ---------------- */
+
+
+
+/*****************************************************************
+ *# 5. Shuffling sequences (digital mode)
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+
+/* Function: esl_rsq_XShuffle()
+ * Synopsis: Shuffle a digital sequence.
+ * Incept: SRE, Fri Feb 23 08:24:20 2007 [Casa de Gatos]
+ *
+ * Purpose: Given a digital sequence <dsq> of length <L> residues,
+ * shuffle it, and leave the shuffled version in <shuffled>.
+ *
+ * Caller provides allocated storage for <shuffled> for at
+ * least the same length as <dsq>.
+ *
+ * <shuffled> may also point to the same storage as <dsq>,
+ * in which case <dsq> is shuffled in place.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_rsq_XShuffle(ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, ESL_DSQ *shuffled)
+{
+ int i;
+ ESL_DSQ x;
+
+ if (dsq != shuffled) esl_abc_dsqcpy(dsq, L, shuffled);
+ while (L > 1) {
+ i = 1 + esl_rnd_Roll(r, L);
+ x = shuffled[i];
+ shuffled[i] = shuffled[L];
+ shuffled[L] = x;
+ L--;
+ }
+ return eslOK;
+}
+
+/* Function: esl_rsq_XShuffleDP()
+ * Synopsis: Shuffle a digital sequence, preserving diresidue composition.
+ * Incept: SRE, Fri Feb 23 09:23:47 2007 [Casa de Gatos]
+ *
+ * Purpose: Same as <esl_rsq_CShuffleDP()>, except for a digital
+ * sequence <dsq> of length <L>, encoded in a digital alphabet
+ * of <K> residues.
+ *
+ * <dsq> may only consist of residue codes <0..K-1>; if it
+ * contains gaps, degeneracies, or missing data, pass the alphabet's
+ * <Kp> size, not its canonical <K>.
+ *
+ * If <L> $\leq 2$, this is a no-op; <shuffled> is a copy of <dsq>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <s> contains digital residue codes
+ * outside the range <0..K-1>.
+ * <eslEMEM> on allocation failure.
+ */
+int
+esl_rsq_XShuffleDP(ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int K, ESL_DSQ *shuffled)
+{
+ int status; /* Easel return status code */
+ int i; /* a position in dsq or shuffled */
+ ESL_DSQ x,y; /* indices of two characters */
+ ESL_DSQ **E = NULL; /* edge lists: E[0] is the edge list from vertex A */
+ int *nE = NULL; /* lengths of edge lists */
+ int *iE = NULL; /* positions in edge lists */
+ int n; /* tmp: remaining length of an edge list to be shuffled */
+ ESL_DSQ sf; /* last character in shuffled */
+ ESL_DSQ *Z; /* connectivity in last edge graph Z */
+ int keep_connecting; /* flag used in Z connectivity algorithm */
+ int is_eulerian; /* flag used for when we've got a good Z */
+
+ /* First, verify that we can deal with all the residues in dsq. */
+ for (i = 1; i <= L; i++)
+ if (dsq[i] >= K)
+ ESL_EXCEPTION(eslEINVAL, "dsq contains unexpected residue codes");
+
+ /* The edge case of L <= 2 */
+ if (L <= 2)
+ {
+ if (dsq != shuffled) memcpy(shuffled, dsq, sizeof(ESL_DSQ) * (L+2));
+ return eslOK;
+ }
+
+ /* Allocations. */
+ ESL_ALLOC(nE, sizeof(int) * K); for (x = 0; x < K; x++) nE[x] = 0;
+ ESL_ALLOC(E, sizeof(ESL_DSQ *) * K); for (x = 0; x < K; x++) E[x] = NULL;
+ ESL_ALLOC(iE, sizeof(int) * K); for (x = 0; x < K; x++) iE[x] = 0;
+ ESL_ALLOC(Z, sizeof(ESL_DSQ) * K);
+ for (x = 0; x < K; x++)
+ ESL_ALLOC(E[x], sizeof(ESL_DSQ) * (L-1));
+
+ /* "(1) Construct the doublet graph G and edge ordering E... */
+ x = dsq[1];
+ for (i = 2; i <= L; i++) {
+ E[x][nE[x]] = dsq[i];
+ nE[x]++;
+ x = dsq[i];
+ }
+
+ /* Now we have to find a random Eulerian edge ordering. */
+ sf = dsq[L];
+ is_eulerian = 0;
+ while (! is_eulerian)
+ {
+ for (x = 0; x < K; x++) {
+ if (nE[x] == 0 || x == sf) continue;
+ i = esl_rnd_Roll(r, nE[x]);
+ ESL_SWAP(E[x][i], E[x][nE[x]-1], ESL_DSQ);
+ }
+
+ for (x = 0; x < K; x++) Z[x] = 0;
+ Z[(int) sf] = keep_connecting = 1;
+ while (keep_connecting) {
+ keep_connecting = 0;
+ for (x = 0; x < K; x++) {
+ if (nE[x] == 0) continue;
+ y = E[x][nE[x]-1]; /* xy is an edge in Z */
+ if (Z[x] == 0 && Z[y] == 1) { /* x is connected to sf in Z */
+ Z[x] = 1;
+ keep_connecting = 1;
+ }
+ }
+ }
+
+ is_eulerian = 1;
+ for (x = 0; x < K; x++) {
+ if (nE[x] == 0 || x == sf) continue;
+ if (Z[x] == 0) {
+ is_eulerian = 0;
+ break;
+ }
+ }
+ }
+
+ /* "(5) For each vertex s in G, randomly permute... */
+ for (x = 0; x < K; x++)
+ for (n = nE[x] - 1; n > 1; n--)
+ {
+ i = esl_rnd_Roll(r, n);
+ ESL_SWAP(E[x][i], E[x][n-1], ESL_DSQ);
+ }
+
+ /* "(6) Construct sequence S'... */
+ i = 1;
+ x = dsq[1];
+ while (1) {
+ shuffled[i++] = x;
+ y = E[x][iE[x]++];
+ x = y;
+ if (iE[x] == nE[x]) break;
+ }
+ shuffled[i++] = sf;
+ shuffled[i] = eslDSQ_SENTINEL;
+ shuffled[0] = eslDSQ_SENTINEL;
+
+ /* Reality checks. */
+ if (x != sf) ESL_XEXCEPTION(eslEINCONCEIVABLE, "hey, you didn't end on s_f.");
+ if (i != L+1) ESL_XEXCEPTION(eslEINCONCEIVABLE, "hey, i (%d) overran L+1 (%d).", i, L+1);
+
+ esl_Free2D((void **) E, K);
+ free(nE);
+ free(iE);
+ free(Z);
+ return eslOK;
+
+ ERROR:
+ esl_Free2D((void **) E, K);
+ if (nE != NULL) free(nE);
+ if (iE != NULL) free(nE);
+ if (Z != NULL) free(Z);
+ return status;
+}
+
+
+/* Function: esl_rsq_XReverse()
+ * Synopsis: Reverse a digital sequence.
+ * Incept: SRE, Sat Feb 24 10:13:30 2007 [Casa de Gatos]
+ *
+ * Purpose: Given a digital sequence <dsq> of length <L>, return
+ * reversed version of it in <rev>.
+ *
+ * Caller provides storage in <rev> for at least
+ * <(L+2)*sizeof(ESL_DSQ)>.
+ *
+ * <s> and <rev> can point to the same storage, in which
+ * case <s> is reversed in place.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_rsq_XReverse(const ESL_DSQ *dsq, int L, ESL_DSQ *rev)
+{
+ int i;
+ ESL_DSQ x;
+
+ for (i = 1; i <= L/2; i++)
+ { /* swap ends */
+ x = dsq[L-i+1];
+ rev[L-i+1] = dsq[i];
+ rev[i] = x;
+ }
+ if (L%2) { rev[i] = dsq[i]; } /* don't forget middle residue in odd-length dsq */
+ rev[0] = eslDSQ_SENTINEL;
+ rev[L+1] = eslDSQ_SENTINEL;
+ return eslOK;
+}
+
+
+/* Function: esl_rsq_XShuffleWindows()
+ * Synopsis: Shuffle local windows of a digital sequence.
+ * Incept: SRE, Sat Feb 24 10:51:31 2007 [Casa de Gatos]
+ *
+ * Purpose: Given a digital sequence <dsq> of length <L>, shuffle
+ * residues in nonoverlapping windows of width <w>, and put
+ * the result in <shuffled>. See [Pearson88].
+ *
+ * Caller provides storage in <shuffled> for at least
+ * <(L+2)*sizeof(ESL_DSQ)>.
+ *
+ * <dsq> and <shuffled> can be identical to shuffle in place.
+ *
+ * Args: dsq - digital sequence to shuffle in windows
+ * L - length of <dsq>
+ * w - window size (typically 10 or 20)
+ * shuffled - allocated space for window-shuffled result.
+ *
+ * Return: <eslOK> on success.
+ */
+int
+esl_rsq_XShuffleWindows(ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int w, ESL_DSQ *shuffled)
+{
+ ESL_DSQ x;
+ int i, j, k;
+
+ if (dsq != shuffled) esl_abc_dsqcpy(dsq, L, shuffled);
+ for (i = 1; i <= L; i += w)
+ for (j = ESL_MIN(L, i+w-1); j > i; j--)
+ {
+ k = i + esl_rnd_Roll(r, j-i+1);
+ x = shuffled[k]; /* semantics of a j,k swap, because we might be shuffling in-place */
+ shuffled[k] = shuffled[j];
+ shuffled[j] = x;
+ }
+ return eslOK;
+}
+
+#endif /*eslAUGMENT_ALPHABET*/
+/*------------------- end, digital shuffling -------------------*/
+
+
+
+/*****************************************************************
+ *# 6. Randomizing sequences (digital mode)
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+
+/* Function: esl_rsq_XMarkov0()
+ * Synopsis: Generate new digital sequence of same 0th order Markov properties.
+ * Incept: SRE, Sat Feb 24 09:12:32 2007 [Casa de Gatos]
+ *
+ * Purpose: Same as <esl_rsq_CMarkov0()>, except for a digital
+ * sequence <dsq> of length <L>, encoded in a digital
+ * alphabet of <K> residues; caller provides storage
+ * for the randomized sequence <markoved> for at least
+ * <L+2> <ESL_DSQ> residues, including the two flanking
+ * sentinel bytes.
+ *
+ * <dsq> therefore may only consist of residue codes
+ * in the range <0..K-1>. If it contains gaps,
+ * degeneracies, or missing data, pass the alphabet's
+ * <Kp> size, not its canonical <K>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <s> contains digital residue codes outside
+ * the range <0..K-1>.
+ * <eslEMEM> on allocation failure.
+ */
+int
+esl_rsq_XMarkov0(ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int K, ESL_DSQ *markoved)
+{
+ int status;
+ int i;
+ double *p = NULL; /* initially counts, then probabilities */
+ int x;
+
+ /* First, verify that the string is entirely alphabetic. */
+ for (i = 1; i <= L; i++)
+ if (dsq[i] >= K)
+ ESL_XEXCEPTION(eslEINVAL, "String contains unexpected residue codes");
+
+ ESL_ALLOC(p, sizeof(double) * K);
+ for (x = 0; x < K; x++) p[x] = 0.;
+
+ for (i = 1; i <= L; i++)
+ p[(int) dsq[i]] += 1.0;
+ if (L > 0)
+ for (x = 0; x < K; x++) p[x] /= (double) L;
+
+ for (i = 1; i <= L; i++)
+ markoved[i] = esl_rnd_DChoose(r, p, K);
+ markoved[0] = eslDSQ_SENTINEL;
+ markoved[L+1] = eslDSQ_SENTINEL;
+
+ free(p);
+ return eslOK;
+
+ ERROR:
+ if (p != NULL) free(p);
+ return status;
+}
+
+
+
+/* Function: esl_rsq_XMarkov1()
+ * Synopsis: Generate new digital sequence of same 1st order Markov properties.
+ * Incept: SRE, Sat Feb 24 09:46:09 2007 [Casa de Gatos]
+ *
+ * Purpose: Same as <esl_rsq_CMarkov1()>, except for a digital
+ * sequence <dsq> of length <L>, encoded in a digital
+ * alphabet of <K> residues. Caller provides storage
+ * for the randomized sequence <markoved> for at least
+ * <L+2> <ESL_DSQ> residues, including the two flanking
+ * sentinel bytes.
+ *
+ * <dsq> and <markoved> can be point to the same storage, in which
+ * case <dsq> is randomized in place, destroying the original
+ * string.
+ *
+ * <dsq> therefore may only consist of residue codes
+ * in the range <0..K-1>. If it contains gaps,
+ * degeneracies, or missing data, pass the alphabet's
+ * <Kp> size, not its canonical <K>.
+ *
+ * If <L> $\leq 2$, this is a no-op; <markoved> is a copy of <dsq>.
+ *
+ * Args: dsq - input digital sequence 1..L
+ * L - length of dsq
+ * K - residue codes in dsq are in range 0..K-1
+ * markoved - new randomly generated digital sequence;
+ * storage allocated by caller, at least (L+2)*ESL_DSQ;
+ * may be same as dsq to randomize in place.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <s> contains digital residue codes outside
+ * the range <0..K-1>.
+ * <eslEMEM> on allocation failure.
+ */
+int
+esl_rsq_XMarkov1(ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int K, ESL_DSQ *markoved)
+{
+ int status;
+ int i;
+ ESL_DSQ x,y;
+ ESL_DSQ i0; /* initial symbol */
+ double **p; /* conditional probabilities p[x][y] = P(y | x) */
+ double *p0; /* marginal probabilities P(x), just for initial residue. */
+
+ /* validate the input string */
+ for (i = 1; i <= L; i++)
+ if (dsq[i] >= K)
+ ESL_XEXCEPTION(eslEINVAL, "String contains unexpected residue codes");
+
+ /* The edge case of L <= 2 */
+ if (L <= 2)
+ {
+ if (dsq != markoved) memcpy(markoved, dsq, sizeof(ESL_DSQ) * (L+2));
+ return eslOK;
+ }
+
+ /* allocations */
+ ESL_ALLOC(p0, sizeof(double) * K); for (x = 0; x < K; x++) p0[x] = 0.;
+ ESL_ALLOC(p, sizeof(double *) * K); for (x = 0; x < K; x++) p[x] = NULL;
+ for (x = 0; x < K; x++)
+ { ESL_ALLOC(p[x], sizeof(double) * K); for (y = 0; y < K; y++) p[x][y] = 0.; }
+
+ /* Collect first order counts and convert to frequencies. */
+ i0 = x = dsq[1];
+ for (i = 2; i <= L; i++)
+ {
+ y = dsq[i];
+ p[x][y] += 1.0;
+ x = y;
+ }
+ p[x][i0] += 1.0; /* "circularized": avoids a bug; see markov1_bug utest */
+
+ for (x = 0; x < K; x++)
+ {
+ p0[x] = 0.;
+ for (y = 0; y < K; y++)
+ p0[x] += p[x][y]; /* now p0[x] = marginal counts of x, inclusive of 1st residue */
+
+ for (y = 0; y < K; y++)
+ p[x][y] = (p0[x] > 0. ? p[x][y] / p0[x] : 0.); /* now p[x][y] = P(y | x) */
+
+ p0[x] /= (double) L; /* now p0[x] = marginal P(x) inclusive of 1st residue */
+ }
+
+ /* Generate a random string using those p's. */
+ markoved[1] = esl_rnd_DChoose(r, p0, K);
+ for (i = 2; i <= L; i++)
+ markoved[i] = esl_rnd_DChoose(r, p[markoved[i-1]], K);
+
+ markoved[0] = eslDSQ_SENTINEL;
+ markoved[L+1] = eslDSQ_SENTINEL;
+
+ esl_Free2D((void**)p, K);
+ free(p0);
+ return eslOK;
+
+ ERROR:
+ esl_Free2D((void**)p, K);
+ if (p0 != NULL) free(p0);
+ return status;
+}
+
+#endif /*eslAUGMENT_ALPHABET*/
+/*------------------ end, digital randomizing -------------------*/
+
+/*****************************************************************
+ * 7. Statistics driver.
+ *****************************************************************/
+
+/* This driver tests (and confirms) the intuition that using
+ * a DP shuffle on short sequences may be a bad idea; short sequences
+ * don't shuffle effectively.
+ * xref J3/20.
+ */
+#ifdef eslRANDOMSEQ_STATS
+/* gcc -g -Wall -o randomseq_stats -L. -I. -DeslRANDOMSEQ_STATS esl_randomseq.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_distance.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-d", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "diresidue shuffle", 0 },
+ { "-R", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "reverse the sequence", 0 },
+ { "-2", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "resample an independent sequence", 0 },
+ { "-N", eslARG_INT, "10000", NULL, NULL, NULL, NULL, NULL, "number of sampled sequences per length", 0 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0 },
+ { "-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "--minL", eslARG_INT, "5", NULL, NULL, NULL, NULL, NULL, "xaxis minimum L", 0 },
+ { "--maxL", eslARG_INT, "200", NULL, NULL, NULL, NULL, NULL, "xaxis maximum L", 0 },
+ { "--stepL", eslARG_INT, "5", NULL, NULL, NULL, NULL, NULL, "xaxis step size", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "stats driver for randomseq module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r = NULL;
+ ESL_ALPHABET *abc = esl_alphabet_Create(eslAMINO);
+ int N = esl_opt_GetInteger(go, "-N");
+ int minL = esl_opt_GetInteger(go, "--minL");
+ int maxL = esl_opt_GetInteger(go, "--maxL");
+ int stepL = esl_opt_GetInteger(go, "--stepL");
+ ESL_DSQ *dsq1 = malloc(sizeof(ESL_DSQ) * (maxL+2));
+ ESL_DSQ *dsq2 = malloc(sizeof(ESL_DSQ) * (maxL+2));
+ double *fq = malloc(sizeof(double) * abc->K);
+ double *pid = malloc(sizeof(double) * N);
+ double mean, var;
+ int L;
+ int i;
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ esl_vec_DSet(fq, abc->K, 1.0 / (double) abc->K );
+
+ for (L = minL; L <= maxL; L += stepL)
+ {
+ for (i = 0; i < N; i++)
+ {
+ esl_rsq_xIID(r, fq, abc->K, L, dsq1);
+
+ if (esl_opt_GetBoolean(go, "-d")) esl_rsq_XShuffleDP(r, dsq1, L, abc->K, dsq2);
+ else if (esl_opt_GetBoolean(go, "-R")) esl_rsq_XReverse(dsq1, L, dsq2);
+ else if (esl_opt_GetBoolean(go, "-2")) esl_rsq_xIID(r, fq, abc->K, L, dsq2);
+ else esl_rsq_XShuffle(r, dsq1, L, dsq2);
+
+ esl_dst_XPairId(abc, dsq1, dsq2, &(pid[i]), NULL, NULL);
+ }
+
+ esl_stats_DMean(pid, N, &mean, &var);
+ printf("%-6d %.4f %.4f\n", L, mean, sqrt(var));
+ }
+ printf("&\n");
+
+ free(pid);
+ free(fq);
+ free(dsq2);
+ free(dsq1);
+ esl_alphabet_Destroy(abc);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*eslRANDOMSEQ_STATS*/
+/*-------------- end, statistics driver -------------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 8. Unit tests.
+ *****************************************************************/
+#ifdef eslRANDOMSEQ_TESTDRIVE
+#include "esl_dirichlet.h"
+#include "esl_vectorops.h"
+
+/* count c(x) monoresidue and c(xy) diresidue composition
+ * used for sequence shuffling unit tests
+ * mono, di allocated by caller for 26 and 26x26, respectively.
+ */
+static int
+composition(char *s, int L, int *mono, int **di)
+{
+ int i, x, y;
+
+ for (x = 0; x < 26; x++) {
+ mono[x] = 0;
+ for (y = 0; y < 26; y++)
+ di[x][y] = 0;
+ }
+
+ for (i = 0; s[i] != '\0'; i++) {
+ if (!isalpha(s[i])) esl_fatal("bad residue %d", i);
+ y = toupper(s[i]) - 'A';
+ mono[y]++;
+ if (i > 0) {
+ x = toupper(s[i-1] - 'A');
+ di[x][y]++;
+ }
+ }
+ if (i != L) esl_fatal("sequence length didn't match expected %d", L);
+ return eslOK;
+}
+
+/* same, but for digital seq., with alphabet size K */
+static int
+xcomposition(ESL_DSQ *dsq, int L, int K, int *mono, int **di)
+{
+ int i, x, y;
+
+ for (x = 0; x < K; x++) {
+ mono[x] = 0;
+ for (y = 0; y < K; y++)
+ di[x][y] = 0;
+ }
+
+ for (i = 1; dsq[i] != eslDSQ_SENTINEL; i++) {
+ if (dsq[i] > K) esl_fatal("bad residue %d", i);
+ if (i > 1) di[(int) dsq[i-1]][(int) dsq[i]]++;
+ mono[(int) dsq[i]]++;
+ }
+ if (i != L+1) esl_fatal("sequence length didn't match expected %d", L);
+ return eslOK;
+}
+
+static int
+composition_allocate(int K, int **ret_mono, int ***ret_di)
+{
+ int status;
+ int *mono = NULL;
+ int **di = NULL;
+ int x;
+
+ ESL_ALLOC(mono, sizeof(int) * K);
+ ESL_ALLOC(di, sizeof(int *) * K); for (x = 0; x < K; x++) di[x] = NULL;
+ for (x = 0; x < K; x++)
+ ESL_ALLOC(di[x], sizeof(int) * K);
+ *ret_mono = mono;
+ *ret_di = di;
+ return eslOK;
+
+ ERROR:
+ esl_Free2D((void **) di, K);
+ if (mono != NULL) free(mono);
+ *ret_mono = NULL;
+ *ret_di = NULL;
+ return status;
+}
+
+/* compare compositions before/after.
+ * either mono (m1,m2) or di (d1,d2) may be NULL, to compare only the other one */
+static int
+composition_compare(int *m1, int **di1, int *m2, int **di2, int K)
+{
+ int x,y;
+
+ for (x = 0; x < K; x++) {
+ if (m1 != NULL && m1[x] != m2[x]) return eslFAIL;
+ if (di1 != NULL)
+ for (y = 0; y < K; y++)
+ if (di1[x][y] != di2[x][y]) return eslFAIL;
+ }
+ return eslOK;
+}
+
+/* Unit tests for:
+ * esl_rsq_CShuffle()
+ * esl_rsq_CShuffleDP()
+ * esl_rsq_CShuffleWindows()
+ * esl_rsq_CReverse()
+ *
+ * All of these exactly preserve residue composition, which is
+ * the basis of the unit tests.
+ */
+static void
+utest_CShufflers(ESL_RANDOMNESS *r, int L, char *alphabet, int K)
+{
+ char *logmsg = "Failure in one of the CShuffle* unit tests";
+ int status;
+ char *s = NULL;
+ char *s2 = NULL;
+ int *m1 = NULL,
+ *m2 = NULL; /* mono, before and after */
+ int **di1 = NULL,
+ **di2 = NULL; /* di, before and after */
+ double *p;
+ int w = 12; /* window width for CShuffleWindows() */
+
+ /* allocations */
+ ESL_ALLOC(s, sizeof(char) * (L+1));
+ ESL_ALLOC(s2, sizeof(char) * (L+1));
+ ESL_ALLOC(p, sizeof(double) * K);
+ if (composition_allocate(26, &m1, &di1) != eslOK) esl_fatal(logmsg);
+ if (composition_allocate(26, &m2, &di2) != eslOK) esl_fatal(logmsg);
+
+ /* generate the string we'll start shuffling */
+ if (esl_dirichlet_DSampleUniform(r, K, p) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_IID(r, alphabet, p, K, L, s) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_CShuffle: mono composition should stay exactly the same, di may change */
+ memset(s2, 0, (L+1)*sizeof(char));
+ if (composition(s, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CShuffle(r, s, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CShuffle, in place */
+ strcpy(s, s2);
+ if (composition(s2, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CShuffle(r, s2, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CShuffleDP: mono and di compositions stay exactly the same */
+ memset(s2, 0, (L+1)*sizeof(char));
+ if (composition(s, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CShuffleDP(r, s, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, di1, m2, di2, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CShuffleDP, in place */
+ strcpy(s, s2);
+ if (composition(s2, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CShuffleDP(r, s2, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, di1, m2, di2, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CShuffleWindows(): mono composition stays the same */
+ memset(s2, 0, (L+1)*sizeof(char));
+ if (composition(s, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CShuffleWindows(r, s, w, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CShuffleWindows(), in place */
+ strcpy(s, s2);
+ if (composition(s2, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CShuffleWindows(r, s2, w, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CReverse(): two reverses (one in place) give the same seq back */
+ memset(s2, 0, (L+1)*sizeof(char));
+ if (composition(s, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CReverse(s, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, 26) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+ if (esl_rsq_CReverse(s2, s2) != eslOK) esl_fatal(logmsg);
+ if (strcmp(s2, s) != 0) esl_fatal(logmsg);
+
+ free(s);
+ free(s2);
+ free(p);
+ free(m1);
+ free(m2);
+ esl_Free2D((void **) di1, 26);
+ esl_Free2D((void **) di2, 26);
+ return;
+
+ ERROR:
+ esl_fatal(logmsg);
+}
+
+/* Unit tests for:
+ * esl_rsq_CMarkov0()
+ * esl_rsq_CMarkov1()
+ *
+ * Testing these is less robust than the shufflers, because it's hard
+ * to concoct deterministic tests. Instead the test is a weak one,
+ * that zero probability events get zero counts.
+ */
+static void
+utest_CMarkovs(ESL_RANDOMNESS *r, int L, char *alphabet)
+{
+ char *logmsg = "Failure in a CMarkov*() unit test";
+ int status;
+ char *s = NULL;
+ char *s2 = NULL;
+ float *p = NULL;
+ int K;
+ int pzero; /* which 0..K-1 residue will have zero prob */
+ int zeroidx; /* index of pzero residue in 0..25 ASCII */
+ int *m1 = NULL,
+ *m2 = NULL; /* mono, before and after */
+ int **di1 = NULL,
+ **di2 = NULL; /* di, before and after */
+ int i,x;
+
+ K = strlen(alphabet);
+ ESL_ALLOC(p, sizeof(float) * K);
+ ESL_ALLOC(s, sizeof(char) * (L+1));
+ ESL_ALLOC(s2, sizeof(char) * (L+1));
+ if (composition_allocate(26, &m1, &di1) != eslOK) esl_fatal(logmsg);
+ if (composition_allocate(26, &m2, &di2) != eslOK) esl_fatal(logmsg);
+
+ /* generate string with a random letter prob set to 0 */
+ pzero = esl_rnd_Roll(r, K);
+ zeroidx = toupper(alphabet[pzero]) - 'A';
+ if (esl_dirichlet_FSampleUniform(r, K, p) != eslOK) esl_fatal(logmsg);
+ p[pzero] = 0;
+ esl_vec_FNorm(p, K);
+ if (esl_rsq_fIID(r, alphabet, p, K, L, s) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_CMarkov0() */
+ memset(s2, 0, (L+1)*sizeof(char));
+ if (composition(s, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CMarkov0(r, s, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (m1[zeroidx] != 0) esl_fatal(logmsg);
+ if (m2[zeroidx] != 0) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CMarkov0(), in place */
+ strcpy(s, s2);
+ if (esl_rsq_CMarkov0(r, s2, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (m2[zeroidx] != 0) esl_fatal(logmsg);
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* generate string with all homodiresidues set to 0 */
+ if (esl_dirichlet_FSampleUniform(r, K, p) != eslOK) esl_fatal(logmsg);
+ do {
+ if (esl_rsq_fIID(r, alphabet, p, K, L, s) != eslOK) esl_fatal(logmsg);
+ for (i = 1; i < L; i++)
+ if (s[i] == s[i-1]) /* this incantation will rotate letter forward in alphabet: */
+ s[i] = alphabet[(1+strchr(alphabet,s[i])-alphabet)%K];
+ } while (s[0] == s[L-1]); /* lazy: reject strings where circularization would count a homodimer */
+
+ /* esl_rsq_CMarkov1() */
+ memset(s2, 0, (L+1)*sizeof(char));
+ if (composition(s, L, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_CMarkov1(r, s, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ for (x = 0; x < K; x++) {
+ if (di1[x][x] != 0) esl_fatal(logmsg);
+ if (di2[x][x] != 0) esl_fatal(logmsg);
+ }
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CMarkov1(), in place */
+ strcpy(s, s2);
+ if (esl_rsq_CMarkov1(r, s2, s2) != eslOK) esl_fatal(logmsg);
+ if (composition(s2, L, m2, di2) != eslOK) esl_fatal(logmsg);
+ for (x = 0; x < K; x++) {
+ if (di1[x][x] != 0) esl_fatal(logmsg);
+ if (di2[x][x] != 0) esl_fatal(logmsg);
+ }
+ if (strcmp(s2, s) == 0) esl_fatal(logmsg);
+
+ free(s);
+ free(s2);
+ free(p);
+ free(m1);
+ free(m2);
+ esl_Free2D((void **) di1, 26);
+ esl_Free2D((void **) di2, 26);
+ return;
+
+ ERROR:
+ esl_fatal(logmsg);
+}
+
+
+/* Unit tests for:
+ * esl_rsq_XShuffle()
+ * esl_rsq_XShuffleDP()
+ * esl_rsq_XShuffleWindows()
+ * esl_rsq_XReverse()
+ * Same ideas as testing the C* versions, adapted for digital sequences.
+ */
+static void
+utest_XShufflers(ESL_RANDOMNESS *r, int L, int K)
+{
+ char *logmsg = "Failure in one of the XShuffle* unit tests";
+ int status;
+ ESL_DSQ *dsq = NULL;
+ ESL_DSQ *ds2 = NULL;
+ int *m1 = NULL,
+ *m2 = NULL; /* mono, before and after */
+ int **di1 = NULL,
+ **di2 = NULL; /* di, before and after */
+ float *p = NULL;
+ int w = 12; /* window width for XShuffleWindows() */
+
+ /* allocations */
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ ESL_ALLOC(ds2, sizeof(ESL_DSQ) * (L+2));
+ ESL_ALLOC(p, sizeof(double) * K);
+ if (composition_allocate(K, &m1, &di1) != eslOK) esl_fatal(logmsg);
+ if (composition_allocate(K, &m2, &di2) != eslOK) esl_fatal(logmsg);
+
+ /* generate the string we'll test shuffling on, keep its composition stats */
+ if (esl_dirichlet_FSampleUniform(r, K, p) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_xfIID(r, p, K, L, dsq) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XShuffle: mono composition should stay exactly the same, di may change */
+ memset(ds2, eslDSQ_SENTINEL, (L+2));
+ if (xcomposition(dsq, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XShuffle(r, dsq, L, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, K) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XShuffle, in place */
+ if (esl_abc_dsqcpy(ds2, L, dsq) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XShuffle(r, ds2, L, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, K) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XShuffleDP: mono and di compositions stay exactly the same */
+ memset(ds2, eslDSQ_SENTINEL, (L+2));
+ if (xcomposition(dsq, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XShuffleDP(r, dsq, L, K, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, di1, m2, di2, K) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XShuffleDP, in place */
+ if (esl_abc_dsqcpy(ds2, L, dsq) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XShuffleDP(r, ds2, L, K, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, di1, m2, di2, K) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XShuffleWindows(): mono composition stays the same */
+ memset(ds2, eslDSQ_SENTINEL, (L+2));
+ if (xcomposition(dsq, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XShuffleWindows(r, dsq, L, w, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, K) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XShuffleWindows(), in place */
+ if (esl_abc_dsqcpy(ds2, L, dsq) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XShuffleWindows(r, ds2, L, w, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, K) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XReverse(): two reverses (one in place) give the same seq back */
+ memset(ds2, eslDSQ_SENTINEL, (L+2));
+ if (xcomposition(dsq, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XReverse(dsq, L, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (composition_compare(m1, NULL, m2, NULL, K) != eslOK) esl_fatal(logmsg);
+ if (memcmp((void *) ds2, (void *) dsq, sizeof(ESL_DSQ)*(L+2)) == 0) esl_fatal(logmsg);
+ if (esl_rsq_XReverse(ds2, L, ds2) != eslOK) esl_fatal(logmsg);
+ if (memcmp((void *) ds2, (void *) dsq, sizeof(ESL_DSQ)*(L+2)) != 0) esl_fatal(logmsg);
+
+ free(dsq);
+ free(ds2);
+ free(p);
+ free(m1);
+ free(m2);
+ esl_Free2D((void **) di1, K);
+ esl_Free2D((void **) di2, K);
+ return;
+
+ ERROR:
+ esl_fatal(logmsg);
+}
+
+/* Unit tests for:
+ * esl_rsq_XMarkov0()
+ * esl_rsq_XMarkov1()
+ * Same ideas as in the C* versions, but for digital sequences.
+ */
+static void
+utest_XMarkovs(ESL_RANDOMNESS *r, int L, int K)
+{
+ char *logmsg = "Failure in an XMarkov*() unit test";
+ int status;
+ ESL_DSQ *dsq = NULL;
+ ESL_DSQ *ds2 = NULL;
+ int *m1 = NULL,
+ *m2 = NULL; /* mono, before and after */
+ int **di1 = NULL,
+ **di2 = NULL; /* di, before and after */
+ float *p = NULL;
+ int pzero;
+ int i,x;
+
+ /* allocations */
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ ESL_ALLOC(ds2, sizeof(ESL_DSQ) * (L+2));
+ ESL_ALLOC(p, sizeof(double) * K);
+ if (composition_allocate(K, &m1, &di1) != eslOK) esl_fatal(logmsg);
+ if (composition_allocate(K, &m2, &di2) != eslOK) esl_fatal(logmsg);
+
+ /* generate sequence with a random letter prob set to 0 */
+ pzero = esl_rnd_Roll(r, K);
+ if (esl_dirichlet_FSampleUniform(r, K, p) != eslOK) esl_fatal(logmsg);
+ p[pzero] = 0.;
+ esl_vec_FNorm(p, K);
+ if (esl_rsq_xfIID(r, p, K, L, dsq) != eslOK) esl_fatal(logmsg);
+
+ /* esl_rsq_XMarkov0() */
+ memset(ds2, eslDSQ_SENTINEL, (L+2)*sizeof(ESL_DSQ));
+ if (xcomposition(dsq, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XMarkov0(r, dsq, L, K, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (m1[pzero] != 0) esl_fatal(logmsg);
+ if (m2[pzero] != 0) esl_fatal(logmsg);
+ if (memcmp(ds2, dsq, sizeof(ESL_DSQ)*(L+2)) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_CMarkov0(), in place */
+ if (esl_abc_dsqcpy(ds2, L, dsq) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XMarkov0(r, ds2, L, K, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ if (m2[pzero] != 0) esl_fatal(logmsg);
+ if (memcmp(ds2, dsq, sizeof(ESL_DSQ)*(L+2)) == 0) esl_fatal(logmsg);
+
+ /* generate string with all homodiresidues set to 0 */
+ if (esl_dirichlet_FSampleUniform(r, K, p) != eslOK) esl_fatal(logmsg);
+ do {
+ if (esl_rsq_xfIID(r, p, K, L, dsq) != eslOK) esl_fatal(logmsg);
+ for (i = 2; i <= L; i++)
+ if (dsq[i] == dsq[i-1]) /* this incantation will rotate letter forward in alphabet: */
+ dsq[i] = (dsq[i]+1)%K;
+ } while (dsq[1] == dsq[L]); /* lazy. reject strings where circularization would count a homodimer */
+
+ /* esl_rsq_XMarkov1() */
+ memset(ds2, eslDSQ_SENTINEL, (L+2)*sizeof(ESL_DSQ));
+ if (xcomposition(dsq, L, K, m1, di1) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XMarkov1(r, dsq, L, K, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ for (x = 0; x < K; x++) {
+ if (di1[x][x] != 0) esl_fatal(logmsg);
+ if (di2[x][x] != 0) esl_fatal(logmsg);
+ }
+ if (memcmp(ds2, dsq, sizeof(ESL_DSQ)*(L+2)) == 0) esl_fatal(logmsg);
+
+ /* esl_rsq_XMarkov1(), in place */
+ if (esl_abc_dsqcpy(ds2, L, dsq) != eslOK) esl_fatal(logmsg);
+ if (esl_rsq_XMarkov1(r, ds2, L, K, ds2) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(ds2, L, K, m2, di2) != eslOK) esl_fatal(logmsg);
+ for (x = 0; x < K; x++) {
+ if (di1[x][x] != 0) esl_fatal(logmsg);
+ if (di2[x][x] != 0) esl_fatal(logmsg);
+ }
+ if (memcmp(ds2, dsq, sizeof(ESL_DSQ)*(L+2)) == 0) esl_fatal(logmsg);
+
+ free(dsq);
+ free(ds2);
+ free(p);
+ free(m1);
+ free(m2);
+ esl_Free2D((void **) di1, K);
+ esl_Free2D((void **) di2, K);
+ return;
+
+ ERROR:
+ esl_fatal(logmsg);
+}
+
+/* utest_markov1_bug()
+ *
+ * Given a sequence like AAAAAAAAAT, where a residue only occurs once
+ * and at the end of the sequence, a bug can appear: a Markov chain
+ * can transit to T, but can't leave. Easel handles this by
+ * counting Markov statistics as if the input sequence were circular.
+ */
+static void
+utest_markov1_bug(ESL_RANDOMNESS *r)
+{
+ char logmsg[] = "Failure in markov1_bug test (zero/absorbing transition)";
+ char testseq[] = "AAAAAAAAAT";
+ char *seq = NULL;
+ ESL_DSQ testdsq[] = { eslDSQ_SENTINEL,0,0,0,0,0,0,0,0,0,3,eslDSQ_SENTINEL};
+ ESL_DSQ *dsq = NULL;
+ int L = strlen(testseq);
+ int *mono = NULL;
+ int **di = NULL;
+ int N = 100;
+ int i;
+
+ if ((seq = malloc(sizeof(char) * (L+1))) == NULL) esl_fatal(logmsg);
+ if ((dsq = malloc(sizeof(ESL_DSQ) * (L+2))) == NULL) esl_fatal(logmsg);
+
+ if (composition_allocate(4, &mono, &di) != eslOK) esl_fatal(logmsg);
+ for (i = 0; i < N; i++) {
+ if (esl_rsq_XMarkov1(r, testdsq, L, 4, dsq) != eslOK) esl_fatal(logmsg);
+ if (xcomposition(testdsq, L, 4, mono, di) != eslOK) esl_fatal(logmsg);
+ if (mono[0] + mono[3] != L) esl_fatal(logmsg);
+ }
+ esl_Free2D((void **) di, 4);
+ free(mono);
+
+ if (composition_allocate(26, &mono, &di) != eslOK) esl_fatal(logmsg);
+ for (i = 0; i < N; i++) {
+ if (esl_rsq_CMarkov1(r, testseq, seq) != eslOK) esl_fatal(logmsg);
+ if (composition(seq, L, mono, di) != eslOK) esl_fatal(logmsg);
+ if (mono[0] + mono['T'-'A'] != L) esl_fatal(logmsg);
+ }
+ esl_Free2D((void **) di, 26);
+ free(mono);
+ free(seq);
+ free(dsq);
+}
+
+#endif /*eslRANDOMSEQ_TESTDRIVE*/
+/*------------------ end, unit tests ----------------------------*/
+
+/*****************************************************************
+ * 9. Test driver.
+ *****************************************************************/
+#ifdef eslRANDOMSEQ_TESTDRIVE
+/* gcc -g -Wall -o randomseq_utest -L. -I. -DeslRANDOMSEQ_TESTDRIVE esl_randomseq.c -leasel -lm
+ */
+
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-L", eslARG_INT, "1000", NULL, NULL, NULL, NULL, NULL, "length of random sequences", 0 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0 },
+ { "-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for randomseq module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r = NULL;
+ char *alphabet = "ACGT";
+ int K = strlen(alphabet);
+ int L = esl_opt_GetInteger(go, "-L");
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ utest_CShufflers(r, L, alphabet, K);
+ utest_CMarkovs (r, L, alphabet);
+ utest_XShufflers(r, L, K);
+ utest_XMarkovs (r, L, K);
+
+ utest_markov1_bug(r);
+
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+#endif /*eslRANDOMSEQ_TESTDRIVE*/
+/*----------------- end, test driver ----------------------------*/
+
+
+/*****************************************************************
+ * 10. Example.
+ *****************************************************************/
+#ifdef eslRANDOMSEQ_EXAMPLE
+/*::cexcerpt::randomseq_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslRANDOMSEQ_EXAMPLE esl_randomseq.c\
+ esl_random.c esl_sqio.c esl_sq.c easel.c -lm
+ * run: ./example <FASTA file>
+ */
+#include "easel.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+
+int
+main(int argc, char **argv)
+{
+ char *seqfile = argv[1];
+ int format = eslSQFILE_UNKNOWN;
+ ESL_SQFILE *sqfp = NULL;
+ ESL_SQ *sq = esl_sq_Create();
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ int status;
+
+ if (esl_sqfile_Open(seqfile, format, NULL, &sqfp) != eslOK)
+ esl_fatal("Failed to open %s\n", seqfile);
+
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ {
+ printf("[Original sequence:]\n");
+ esl_sqio_Write(stdout, sq, eslSQFILE_FASTA);
+
+ printf("[After shuffling:]\n");
+ esl_rsq_CShuffle(r, sq->seq, sq->seq); /* shuffle in place */
+ esl_sqio_Write(stdout, sq, eslSQFILE_FASTA);
+
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal("Parse failed");
+ esl_sqfile_Close(sqfp);
+
+ esl_sq_Destroy(sq);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+/*::cexcerpt::randomseq_example::end::*/
+#endif /*eslRANDOMSEQ_EXAMPLE*/
+/*--------------------- end, example ----------------------------*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_randomseq.h b/easel/esl_randomseq.h
new file mode 100644
index 0000000..ca6058d
--- /dev/null
+++ b/easel/esl_randomseq.h
@@ -0,0 +1,46 @@
+/* Generating, shuffling, and randomizing sequences.
+ *
+ * SRE, Thu Apr 24 09:38:13 2008 [Janelia]
+ * SVN $Id$
+ */
+#ifndef ESL_RANDOMSEQ_INCLUDED
+#define ESL_RANDOMSEQ_INCLUDED
+
+#include "esl_random.h"
+
+/* 1. Generating iid sequences. */
+extern int esl_rsq_IID (ESL_RANDOMNESS *r, const char *alphabet, const double *p, int K, int L, char *s);
+extern int esl_rsq_fIID (ESL_RANDOMNESS *r, const char *alphabet, const float *p, int K, int L, char *s);
+
+/* 2. Shuffling sequences. */
+extern int esl_rsq_CShuffle (ESL_RANDOMNESS *r, const char *s, char *shuffled);
+extern int esl_rsq_CShuffleDP(ESL_RANDOMNESS *r, const char *s, char *shuffled);
+extern int esl_rsq_CReverse (const char *s, char *rev);
+extern int esl_rsq_CShuffleWindows(ESL_RANDOMNESS *r, const char *s, int w, char *shuffled);
+
+/* 3. Randomizing sequences */
+extern int esl_rsq_CMarkov0 (ESL_RANDOMNESS *r, const char *s, char *markoved);
+extern int esl_rsq_CMarkov1 (ESL_RANDOMNESS *r, const char *s, char *markoved);
+
+/* 4. Generating iid sequences (digital mode). */
+extern int esl_rsq_xIID (ESL_RANDOMNESS *r, const double *p, int K, int L, ESL_DSQ *dsq);
+extern int esl_rsq_xfIID(ESL_RANDOMNESS *r, const float *p, int K, int L, ESL_DSQ *dsq);
+
+/* 5. Shuffling sequences (digital mode). */
+extern int esl_rsq_XShuffle (ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, ESL_DSQ *shuffled);
+extern int esl_rsq_XShuffleDP(ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int K, ESL_DSQ *shuffled);
+extern int esl_rsq_XReverse(const ESL_DSQ *dsq, int L, ESL_DSQ *rev);
+extern int esl_rsq_XShuffleWindows(ESL_RANDOMNESS *r, const ESL_DSQ *s, int L, int w, ESL_DSQ *shuffled);
+
+/* 6. Randomizing sequences (digital mode) */
+extern int esl_rsq_XMarkov0 (ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int K, ESL_DSQ *markoved);
+extern int esl_rsq_XMarkov1 (ESL_RANDOMNESS *r, const ESL_DSQ *dsq, int L, int K, ESL_DSQ *markoved);
+
+#endif /*ESL_RANDOMSEQ_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_randomseq.tex b/easel/esl_randomseq.tex
new file mode 100644
index 0000000..08f913e
--- /dev/null
+++ b/easel/esl_randomseq.tex
@@ -0,0 +1,79 @@
+The \eslmod{randomseq} module contains routines for generating,
+shuffling, and randomizing sequences.
+
+``Generating'' means sampling a sequence from a given statistical
+distribution. ``Shuffling'' means taking a given sequence and
+randomizing it in some way that preserves at least the exact residue
+composition of that sequence, and possibly other higher-order
+statistics. ``Randomizing'' means sampling a sequence from a
+statistical distribution estimated from a given sequence.
+
+Routines like this are useful in testing sequence analysis algorithms;
+for example, calculating expected score statistics under simple null
+models.
+
+% ``essentially'' qualifier below, because our RNG is limited to 2^31 states,
+% and that limits the number of distinct permutations we can sample.
+
+When shuffling sequences, it is desirable to sample uniformly among
+possible permutations. Many shuffling algorithms (even some published
+ones \citep{Fitch83}) are not correct in this sense. Easel's
+monoresidue sequence shuffling implements the so-called Fisher/Yates
+algorithm (Knuth's ``Algorithm P'') \citep{Durstenfeld64,Knu-81a}. A
+nontrivial additional power of the module is the ability to shuffle
+sequences while preserving exact diresidue composition; the
+\ccode{esl\_rsq\_CShuffleDP()} and \ccode{esl\_rsq\_XShuffleDP()}
+routines implement the Altschul/Erickson method
+\citep{AltschulErickson86}. \footnote{A more efficient method than
+Altschul/Erickson is known \citep{KandelWinkler96,Coward99} but it has
+not yet been implemented for Easel.}
+
+The routines in the module are listed in
+Table~\ref{tbl:randomseq_api}.
+
+The base routines work on any alphabetic text string. Augmentation
+with the \eslmod{alphabet} module adds routines for shuffling
+digitized sequences.
+
+
+% Table generated by autodoc -t esl_randomseq.c (so don't edit here, edit esl_randomseq.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{Generating iid sequences.}\\
+\hyperlink{func:esl_rsq_IID()}{\ccode{esl\_rsq\_IID()}} & Generate an iid random text sequence.\\
+\apisubhead{Shuffling sequences.}\\
+\hyperlink{func:esl_rsq_CShuffle()}{\ccode{esl\_rsq\_CShuffle()}} & Shuffle a text sequence.\\
+\hyperlink{func:esl_rsq_CShuffleDP()}{\ccode{esl\_rsq\_CShuffleDP()}} & Shuffle a text sequence, preserving diresidue composition.\\
+\hyperlink{func:esl_rsq_CReverse()}{\ccode{esl\_rsq\_CReverse()}} & Reverse a string.\\
+\hyperlink{func:esl_rsq_CShuffleWindows()}{\ccode{esl\_rsq\_CShuffleWindows()}} & Shuffle local windows of a text string.\\
+\apisubhead{Randomizing sequences}\\
+\hyperlink{func:esl_rsq_CMarkov0()}{\ccode{esl\_rsq\_CMarkov0()}} & Generate new text string of same 0th order Markov properties.\\
+\hyperlink{func:esl_rsq_CMarkov1()}{\ccode{esl\_rsq\_CMarkov1()}} & Generate new text string of same 1st order Markov properties.\\
+\hyperlink{func:esl_rsq_xIID()}{\ccode{esl\_rsq\_xIID()}} & Generate an iid random digital sequence.\\
+\apisubhead{Shuffling sequences (digital mode)}\\
+\hyperlink{func:esl_rsq_XShuffle()}{\ccode{esl\_rsq\_XShuffle()}} & Shuffle a digital sequence.\\
+\hyperlink{func:esl_rsq_XShuffleDP()}{\ccode{esl\_rsq\_XShuffleDP()}} & Shuffle a digital sequence, preserving diresidue composition.\\
+\hyperlink{func:esl_rsq_XReverse()}{\ccode{esl\_rsq\_XReverse()}} & Reverse a digital sequence.\\
+\hyperlink{func:esl_rsq_XShuffleWindows()}{\ccode{esl\_rsq\_XShuffleWindows()}} & Shuffle local windows of a digital sequence.\\
+\apisubhead{Randomizing sequences (digital mode)}\\
+\hyperlink{func:esl_rsq_XMarkov0()}{\ccode{esl\_rsq\_XMarkov0()}} & Generate new digital sequence of same 0th order Markov properties.\\
+\hyperlink{func:esl_rsq_XMarkov1()}{\ccode{esl\_rsq\_XMarkov1()}} & Generate new digital sequence of same 1st order Markov properties.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{randomseq} API.}
+\label{tbl:randomseq_api}
+\end{table}
+
+
+\subsection{Example of using randomseq}
+
+Here's an example:
+
+\input{cexcerpts/randomseq_example}
+
+
+
diff --git a/easel/esl_ratematrix.c b/easel/esl_ratematrix.c
new file mode 100644
index 0000000..2d4f672
--- /dev/null
+++ b/easel/esl_ratematrix.c
@@ -0,0 +1,818 @@
+/* Routines for manipulating evolutionary rate matrices.
+ *
+ * There is no specific object for this module. Rate matrix
+ * operations use square nxn ESL_DMATRIX data objects. (The rmx
+ * module essentially subclasses the dmx module.)
+ *
+ * An instantaneous rate matrix is usually denoted by Q. A
+ * conditional probability matrix (for a specific t) is usually
+ * denoted by P. An exchangeability matrix is denoted by E.
+ * A stationary residue probability vector is denoted by pi.
+ *
+ * Two important relations among these:
+ *
+ * Q in terms of E and pi:
+ * $Q_{ij} = E_{ij} \pi_j$ for $i \neq j$;
+ * $Q_{ii} = -\sum_{j \neq i} Q_{ij}$
+ *
+ * P in terms of Q and t:
+ * $P = e^{tQ}$
+ *
+ * Contents:
+ * 1. Setting standard rate matrix models.
+ * 2. Debugging routines for validating or dumping rate matrices.
+ * 3. Other routines in the exposed ratematrix API.
+ * 4. Benchmark driver.
+ * 5. Regression test driver.
+ * 6. Unit tests.
+ * 7. Test driver.
+ * 8. Example.
+ * 9. Copyright/license information.
+ *
+ *
+ *
+ * See also:
+ * paml - i/o of rate matrices from/to data files in PAML format
+ *
+ * original: SRE, Tue Jul 13 15:51:23 2004 [St. Louis]
+ * upgrade to Easel: SRE, Thu Mar 8 17:59:35 2007 [Janelia]
+ * SVN $Id: esl_ratematrix.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <math.h>
+
+#include "easel.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+#include "esl_ratematrix.h"
+
+
+/*****************************************************************
+ * 1. Setting standard rate matrix models.
+ *****************************************************************/
+
+/* Function: esl_rmx_SetWAG()
+ * Incept: SRE, Thu Mar 8 18:00:00 2007 [Janelia]
+ *
+ * Purpose: Sets a $20 \times 20$ rate matrix <Q> to WAG parameters.
+ * The caller allocated <Q>.
+ *
+ * If <pi> is non-<NULL>, it provides a vector of 20 amino
+ * acid stationary probabilities in Easel alphabetic order,
+ * A..Y, and the WAG stationary probabilities are set to
+ * these desired $\pi_i$. If <pi> is <NULL>, the default
+ * WAG stationary probabilities are used.
+ *
+ * The WAG parameters are a maximum likelihood
+ * parameterization obtained by Whelan and Goldman
+ * \citep{WhelanGoldman01}.
+ *
+ * Note: The data table was reformatted from wag.dat by the UTILITY1
+ * executable in the paml module. The wag.dat file was obtained from
+ * \url{http://www.ebi.ac.uk/goldman/WAG/wag.dat}. A copy
+ * is in formats/wag.dat.
+ *
+ * Args: Q - a 20x20 rate matrix to set, allocated by caller.
+ * pi - desired stationary probabilities A..Y, or
+ * NULL to use WAG defaults.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <Q> isn't a 20x20 general matrix; and
+ * the state of <Q> is undefined.
+ */
+int
+esl_rmx_SetWAG(ESL_DMATRIX *Q, double *pi)
+{
+ static double wagE[190] = {
+ 1.027040, 0.738998, 0.030295, 1.582850, 0.021352, 6.174160, 0.210494, 0.398020, 0.046730, 0.081134,
+ 1.416720, 0.306674, 0.865584, 0.567717, 0.049931, 0.316954, 0.248972, 0.930676, 0.570025, 0.679371,
+ 0.249410, 0.193335, 0.170135, 0.039437, 0.127395, 1.059470, 0.030450, 0.138190, 0.906265, 0.074034,
+ 0.479855, 2.584430, 0.088836, 0.373558, 0.890432, 0.323832, 0.397915, 0.384287, 0.084805, 0.154263,
+ 2.115170, 0.061304, 0.499462, 3.170970, 0.257555, 0.893496, 0.390482, 0.103754, 0.315124, 1.190630,
+ 0.174100, 0.404141, 4.257460, 0.934276, 4.854020, 0.509848, 0.265256, 5.429420, 0.947198, 0.096162,
+ 1.125560, 3.956290, 0.554236, 3.012010, 0.131528, 0.198221, 1.438550, 0.109404, 0.423984, 0.682355,
+ 0.161444, 0.243570, 0.696198, 0.099929, 0.556896, 0.415844, 0.171329, 0.195081, 0.908598, 0.098818,
+ 0.616783, 5.469470, 0.099921, 0.330052, 4.294110, 0.113917, 3.894900, 0.869489, 1.545260, 1.543640,
+ 0.933372, 0.551571, 0.528191, 0.147304, 0.439157, 0.102711, 0.584665, 2.137150, 0.186979, 5.351420,
+ 0.497671, 0.683162, 0.635346, 0.679489, 3.035500, 3.370790, 1.407660, 1.071760, 0.704939, 0.545931,
+ 1.341820, 0.740169, 0.319440, 0.967130, 0.344739, 0.493905, 3.974230, 1.613280, 1.028870, 1.224190,
+ 2.121110, 0.512984, 0.374866, 0.822765, 0.171903, 0.225833, 0.473307, 1.458160, 1.386980, 0.326622,
+ 1.516120, 2.030060, 0.795384, 0.857928, 0.554413, 4.378020, 2.006010, 1.002140, 0.152335, 0.588731,
+ 0.649892, 0.187247, 0.118358, 7.821300, 0.305434, 1.800340, 2.058450, 0.196246, 0.314887, 0.301281,
+ 0.251849, 0.232739, 1.388230, 0.113133, 0.717070, 0.129767, 0.156557, 1.529640, 0.336983, 0.262569,
+ 0.212483, 0.137505, 0.665309, 0.515706, 0.071917, 0.139405, 0.215737, 1.163920, 0.523742, 0.110864,
+ 0.365369, 0.240735, 0.543833, 0.325711, 0.196303, 6.454280, 0.103604, 3.873440, 0.420170, 0.133264,
+ 0.398618, 0.428437, 1.086000, 0.216046, 0.227710, 0.381533, 0.786993, 0.291148, 0.314730, 2.485390};
+ static double wagpi[20];
+ int i,j,z;
+
+ if (Q->m != 20 || Q->n != 20 || Q->type != eslGENERAL)
+ ESL_EXCEPTION(eslEINVAL, "Q must be a 20x20 general matrix");
+ esl_composition_WAG(wagpi);
+
+ /* 1. Transfer the wag E lower triagonal matrix directly into Q. */
+ z = 0;
+ for (i = 0; i < 20; i++)
+ {
+ Q->mx[i][i] = 0.; /* code below depends on this zero initialization */
+ for (j = 0; j < i; j++) {
+ Q->mx[i][j] = wagE[z++];
+ Q->mx[j][i] = Q->mx[i][j];
+ }
+ }
+
+ /* 2. Set offdiagonals Q_ij = E_ij * pi_j */
+ for (i = 0; i < 20; i++)
+ for (j = 0; j < 20; j++)
+ if (pi != NULL) Q->mx[i][j] *= pi[j];
+ else Q->mx[i][j] *= wagpi[j];
+
+ /* 3. Set diagonal Q_ii to -\sum_{i \neq j} Q_ij */
+ for (i = 0; i < 20; i++)
+ Q->mx[i][i] = -1. * esl_vec_DSum(Q->mx[i], 20);
+
+ /* 4. Renormalize matrix to units of 1 substitution/site. */
+ if (pi != NULL) esl_rmx_ScaleTo(Q, pi, 1.0);
+ else esl_rmx_ScaleTo(Q, wagpi, 1.0);
+
+ return eslOK;
+}
+
+
+/* Function: esl_rmx_SetJukesCantor()
+ * Incept: SRE, Thu Mar 15 13:04:56 2007 [Janelia]
+ *
+ * Purpose: Sets a 4x4 rate matrix to a Jukes-Cantor model,
+ * scaled to units of 1t = 1.0 substitutions/site.
+ *
+ * Note: eigenvalues of Q are 0, -4\alpha, -4\alpha, -4\alpha
+ */
+int
+esl_rmx_SetJukesCantor(ESL_DMATRIX *Q)
+{
+ int i,j;
+ double pi[4] = { 0.25, 0.25, 0.25, 0.25 };
+
+ if (Q->m != 4 || Q->n != 4 || Q->type != eslGENERAL)
+ ESL_EXCEPTION(eslEINVAL, "Q must be a 4x4 general matrix");
+
+ for (i = 0; i < 4; i++) {
+ for (j = 0; j < 4; j++)
+ {
+ if (i != j) Q->mx[i][j] = 1.0;
+ else Q->mx[i][j] = 0.0;
+ }
+ Q->mx[i][i] = -1. * esl_vec_DSum(Q->mx[i], 4);
+ }
+ esl_rmx_ScaleTo(Q, pi, 1.0);
+ return eslOK;
+}
+
+
+/* Function: esl_rmx_SetKimura()
+ * Incept: SRE, Thu Mar 15 13:08:08 2007 [Janelia]
+ *
+ * Purpose: Sets a 4x4 rate matrix to a Kimura 2-parameter
+ * model, given transition and transversion
+ * relative rates <alpha> and <beta>, respectively,
+ * scaled to units of 1t = 1.0 substitutions/site.
+ *
+ * Note: eigenvalues of Q are 0, -4\alpha, -2(\alpha+\beta), -2(\alpha+\beta)
+ */
+int
+esl_rmx_SetKimura(ESL_DMATRIX *Q, double alpha, double beta)
+{
+ int i,j;
+ double pi[4] = { 0.25, 0.25, 0.25, 0.25 };
+
+ if (Q->m != 4 || Q->n != 4 || Q->type != eslGENERAL)
+ ESL_EXCEPTION(eslEINVAL, "Q must be a 4x4 general matrix");
+
+ for (i = 0; i < 4; i++) {
+ for (j = 0; j < 4; j++)
+ {
+ if (i != j) Q->mx[i][j] = ((i+j)%2)? beta : alpha; /* even=0=transition;odd=1=transversion */
+ else Q->mx[i][j] = 0.0;
+ }
+ Q->mx[i][i] = -1. * esl_vec_DSum(Q->mx[i], 4);
+ }
+ esl_rmx_ScaleTo(Q, pi, 1.0);
+ return eslOK;
+}
+
+
+
+/* Function: esl_rmx_SetF81()
+ * Incept: SRE, Thu Mar 15 13:33:30 2007 [Janelia]
+ *
+ * Purpose: Sets a 4x4 rate matrix to the F81 model (aka
+ * equal-input model) given stationary base
+ * compositions <pi>,
+ * scaled to units of 1t = 1.0 substitutions/site.
+ */
+int
+esl_rmx_SetF81(ESL_DMATRIX *Q, double *pi)
+{
+ int i,j;
+
+ if (Q->m != 4 || Q->n != 4 || Q->type != eslGENERAL)
+ ESL_EXCEPTION(eslEINVAL, "Q must be a 4x4 general matrix");
+
+ for (i = 0; i < 4; i++) {
+ for (j = 0; j < 4; j++)
+ {
+ if (i != j) Q->mx[i][j] = pi[j];
+ else Q->mx[i][j] = 0.0;
+ }
+ Q->mx[i][i] = -1. * esl_vec_DSum(Q->mx[i], 4);
+ }
+ esl_rmx_ScaleTo(Q, pi, 1.0);
+ return eslOK;
+}
+
+
+/* Function: esl_rmx_SetHKY()
+ * Incept: SRE, Thu Aug 12 08:26:39 2004 [St. Louis]
+ *
+ * Purpose: Given stationary base composition <pi> for ACGT, and
+ * transition and transversion relative rates <alpha> and
+ * <beta> respectively, sets the matrix <Q> to be the
+ * corresponding HKY (Hasegawa/Kishino/Yano) DNA rate
+ * matrix, scaled in units of 1t= 1.0 substitutions/site
+ * \citep{Hasegawa85}.
+ *
+ * Args: pi - stationary base composition A..T
+ * alpha - relative transition rate
+ * beta - relative transversion rate
+ *
+ *
+ * Returns: <eslOK>
+ *
+ * Xref:
+ */
+int
+esl_rmx_SetHKY( ESL_DMATRIX *Q, double *pi, double alpha, double beta)
+{
+ int i,j;
+
+ if (Q->m != 4 || Q->n != 4 || Q->type != eslGENERAL)
+ ESL_EXCEPTION(eslEINVAL, "Q must be a 4x4 general matrix");
+
+ for (i = 0; i < 4; i++) {
+ for (j = 0; j < 4; j++)
+ {
+ if (i != j) Q->mx[i][j] = ((i+j)%2)? pi[j]*beta : pi[j]*alpha; /* even=0=transition;odd=1=transversion */
+ else Q->mx[i][j] = 0.;
+ }
+ Q->mx[i][i] = -1. * esl_vec_DSum(Q->mx[i], 4);
+ }
+ esl_rmx_ScaleTo(Q, pi, 1.0);
+ return eslOK;
+}
+
+/*****************************************************************
+ * 2. Debugging routines for validating or dumping rate matrices.
+ *****************************************************************/
+
+/* Function: esl_rmx_ValidateP()
+ * Incept: SRE, Sun Mar 11 10:30:50 2007 [Janelia]
+ *
+ * Purpose: Validates a conditional probability matrix <P>, whose
+ * elements $P_{ij}$ represent conditional probabilities
+ * $P(j \mid i)$; for example in a first-order Markov
+ * chain, or a continuous-time Markov transition process
+ * where <P> is for a particular $t$.
+ *
+ * Rows must sum to one, and each element $P_{ij}$ is a
+ * probability $0 \leq P_{ij} \leq 1$.
+ *
+ * <tol> specifies the floating-point tolerance to which
+ * the row sums must equal one: <fabs(sum-1.0) <= tol>.
+ *
+ * <errbuf> is an optional error message buffer. The caller
+ * may pass <NULL> or a pointer to a buffer of at least
+ * <eslERRBUFSIZE> characters.
+ *
+ * Args: P - matrix to validate
+ * tol - floating-point tolerance (0.00001, for example)
+ * errbuf - OPTIONAL: ptr to an error buffer of at least
+ * <eslERRBUFSIZE> characters.
+ *
+ * Returns: <eslOK> on successful validation.
+ * <eslFAIL> on failure, and if a non-<NULL> <errbuf> was
+ * provided by the caller, a message describing
+ * the reason for the failure is put there.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_rmx_ValidateP(ESL_DMATRIX *P, double tol, char *errbuf)
+{
+ int i,j;
+ double sum;
+
+ if (P->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "P must be type eslGENERAL to be validated");
+
+ for (i = 0; i < P->n; i++)
+ {
+ sum = esl_vec_DSum(P->mx[i], P->m);
+ if (fabs(sum-1.0) > tol) ESL_FAIL(eslFAIL, errbuf, "row %d does not sum to 1.0", i);
+
+ for (j = 0; j < P->m; j++)
+ if (P->mx[i][j] < 0.0 || P->mx[i][j] > 1.0)
+ ESL_FAIL(eslFAIL, errbuf, "element %d,%d is not a probability (%f)", i,j,P->mx[i][j]);
+ }
+ return eslOK;
+}
+
+/* Function: esl_rmx_ValidateQ()
+ * Incept: SRE, Sun Mar 11 10:30:50 2007 [Janelia]
+ *
+ * Purpose: Validates an instantaneous rate matrix <Q> for a
+ * continuous-time Markov process, whose elements $q_{ij}$
+ * represent instantaneous transition rates $i \rightarrow
+ * j$.
+ *
+ * Rows satisfy the condition that
+ * $q_{ii} = -\sum_{i \neq j} q_{ij}$, and also
+ * that $q_{ij} \geq 0$ for all $j \neq i$.
+ *
+ * <tol> specifies the floating-point tolerance to which
+ * that condition must hold: <fabs(sum-q_ii) <= tol>.
+ *
+ * <errbuf> is an optional error message buffer. The caller
+ * may pass <NULL> or a pointer to a buffer of at least
+ * <eslERRBUFSIZE> characters.
+ *
+ * Args: Q - rate matrix to validate
+ * tol - floating-point tolerance (0.00001, for example)
+ * errbuf - OPTIONAL: ptr to an error buffer of at least
+ * <eslERRBUFSIZE> characters.
+ *
+ * Returns: <eslOK> on successful validation.
+ * <eslFAIL> on failure, and if a non-<NULL> <errbuf> was
+ * provided by the caller, a message describing
+ * the reason for the failure is put there.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_rmx_ValidateQ(ESL_DMATRIX *Q, double tol, char *errbuf)
+{
+ int i,j;
+ double qi;
+
+ if (Q->type != eslGENERAL) ESL_EXCEPTION(eslEINVAL, "Q must be type eslGENERAL to be validated");
+ if (Q->n != Q->m) ESL_EXCEPTION(eslEINVAL, "a rate matrix Q must be square");
+
+ for (i = 0; i < Q->n; i++)
+ {
+ qi = 0.;
+ for (j = 0; j < Q->m; j++)
+ {
+ if (i != j) {
+ if (Q->mx[i][j] < 0.) ESL_FAIL(eslFAIL, errbuf, "offdiag elem %d,%d < 0",i,j);
+ qi += Q->mx[i][j];
+ } else {
+ if (Q->mx[i][j] > 0.) ESL_FAIL(eslFAIL, errbuf, "diag elem %d,%d < 0", i,j);
+ }
+ }
+ if (fabs(qi + Q->mx[i][i]) > tol) ESL_FAIL(eslFAIL, errbuf, "row %d does not sum to 0.0", i);
+ }
+ return eslOK;
+}
+
+
+
+/*****************************************************************
+ * 3. Other routines in the exposed ratematrix API.
+ *****************************************************************/
+
+/* Function: esl_rmx_ScaleTo()
+ * Incept: SRE, Tue Jul 13 16:05:16 2004 [St. Louis]
+ *
+ * Purpose: Rescales rate matrix <Q> so that expected substitution
+ * rate per dt is <unit>.
+ *
+ * Expected substitution rate is:
+ * $\sum_i \sum_j pi_i Q_ij \forall i \neq j$
+ *
+ * <unit> typically taken to be 1.0, so time units are substitutions/site.
+ * An exception is PAM, where <unit> = 0.01 for 1 PAM unit.
+ *
+ * Args: Q - rate matrix to normalize
+ * pi - stationary residue frequencies
+ * unit - expected subsitution rate per dt
+ * (1.0 = substitutions/site; 0.01 = PAMs)
+ *
+ * Returns: <eslOK> on success, and matrix Q is rescaled.
+ *
+ * Xref: STL8/p56.
+ */
+int
+esl_rmx_ScaleTo(ESL_DMATRIX *Q, double *pi, double unit)
+{
+ int i,j;
+ double sum = 0.;
+
+ if (Q->m != Q->n || Q->type != eslGENERAL)
+ ESL_EXCEPTION(eslEINVAL, "Q must be a square general matrix");
+
+ for (i = 0; i < Q->m; i++)
+ for (j = 0; j < Q->n; j++)
+ if (i != j) sum += pi[i] * Q->mx[i][j];
+
+ for (i = 0; i < Q->m; i++)
+ for (j = 0; j < Q->n; j++)
+ Q->mx[i][j] *= (unit / sum);
+
+ return eslOK;
+}
+
+
+
+/* Function: esl_rmx_E2Q()
+ * Incept: SRE, Tue Jul 13 15:52:41 2004 [St. Louis]
+ *
+ * Purpose: Given a lower triangular matrix ($j<i$) of
+ * residue exchangeabilities <E>, and a stationary residue
+ * frequency vector <pi>; assuming $E_{ij} = E_{ji}$;
+ * calculates a rate matrix <Q> as
+ *
+ * $Q_{ij} = E_{ij} * \pi_j$
+ *
+ * The resulting <Q> is not normalized to any particular
+ * number of substitutions/site/time unit. See
+ * <esl_rmx_ScaleTo()> for that.
+ *
+ * Args: E - symmetric residue "exchangeabilities";
+ * only lower triangular entries are used.
+ * pi - residue frequencies at stationarity.
+ * Q - RETURN: rate matrix, square (NxN).
+ * Caller allocates the memory for this.
+ *
+ * Returns: <eslOK> on success; Q is calculated and filled in.
+ *
+ * Xref: STL8/p56.
+ */
+int
+esl_rmx_E2Q(ESL_DMATRIX *E, double *pi, ESL_DMATRIX *Q)
+{
+ int i,j;
+
+ if (E->n != Q->n) ESL_EXCEPTION(eslEINVAL, "E and Q sizes differ");
+
+ /* Scale all off-diagonals to pi[j] * E[i][j].
+ */
+ for (i = 0; i < E->n; i++)
+ for (j = 0; j < i; j++) /* only look at lower triangle of E. */
+ {
+ Q->mx[i][j] = pi[j] * E->mx[i][j];
+ Q->mx[j][i] = pi[i] * E->mx[i][j];
+ }
+
+ /* Set diagonal to -\sum of all j != i.
+ */
+ for (i = 0; i < Q->n; i++)
+ {
+ Q->mx[i][i] = 0.; /* makes the vector sum work for j != i */
+ Q->mx[i][i] = -1. * esl_vec_DSum(Q->mx[i], Q->n);
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_rmx_RelativeEntropy()
+ * Incept: SRE, Fri Mar 23 09:18:26 2007 [Janelia]
+ *
+ * Purpose: Given a conditional substitution probability matrix <P>,
+ * with stationary probabilities <pi>, calculate its
+ * relative entropy $H$:
+ *
+ * $H_t = \sum_{ij} P(j \mid i,t) \pi_i \log_2 \frac{P(j \mid i,t)} {\pi_j}$
+ *
+ * This assumes that the stationary probabilities are the
+ * same as the background (null model) probabilities.
+ *
+ * Returns: the relative entropy, $H$, in bits
+ */
+double
+esl_rmx_RelativeEntropy(ESL_DMATRIX *P, double *pi)
+{
+ double H = 0.;
+ int i,j;
+
+ for (i = 0; i < P->m; i++)
+ for (j = 0; j < P->n; j++)
+ H += P->mx[i][j] * pi[i] * log(P->mx[i][j] / pi[j]);
+ return H / eslCONST_LOG2;
+}
+
+/* Function: esl_rmx_ExpectedScore()
+ * Incept: SRE, Fri Mar 23 09:32:05 2007 [Janelia]
+ *
+ * Purpose: Given a conditional substitution probability matrix <P>
+ * with stationary probabilities <pi>, calculate its
+ * expected score:
+ *
+ * $ = \sum_{ij} \pi_j \pi_i \log_2 \frac{P(j \mid i,t)} {\pi_j}$
+ *
+ * This assumes that the stationary probabilities are the
+ * same as the background (null model) probabilities.
+ *
+ * Returns: the expected score, in bits
+ */
+double
+esl_rmx_ExpectedScore(ESL_DMATRIX *P, double *pi)
+{
+ double S = 0.;
+ int i,j;
+
+ for (i = 0; i < P->m; i++)
+ for (j = 0; j < P->n; j++)
+ S += pi[j] * pi[i] * log(P->mx[i][j] / pi[j]);
+ return S / eslCONST_LOG2;
+}
+
+
+
+
+/*****************************************************************
+ * 4. Benchmark driver
+ *****************************************************************/
+
+#ifdef eslRATEMATRIX_BENCHMARK
+
+/*
+ without GSL:
+ gcc -O2 -I. -L. -o benchmark -DeslRATEMATRIX_BENCHMARK esl_ratematrix.c -leasel -lm
+
+ with GSL:
+ gcc -g -Wall -I. -L. -o benchmark -DeslRATEMATRIX_BENCHMARK -DHAVE_LIBGSL esl_dmatrix.c esl_ratematrix.c -leasel -lgsl -lgslcblas -lm
+ */
+
+#include <esl_config.h>
+
+#ifdef HAVE_LIBGSL
+#include <gsl/gsl_matrix.h>
+#include <gsl/gsl_linalg.h>
+#endif
+
+#include "easel.h"
+#include "esl_stopwatch.h"
+#include "esl_dmatrix.h"
+#include "esl_ratematrix.h"
+
+int
+main(void)
+{
+ ESL_STOPWATCH *w = NULL;
+ ESL_DMATRIX *Q = NULL;
+ ESL_DMATRIX *P = NULL;
+ double t = 5.0;
+ int esl_iterations = 100;
+ int i;
+#ifdef HAVE_LIBGSL
+ gsl_matrix *Qg = NULL;
+ gsl_matrix *Pg = NULL;
+ int gsl_iterations = 100;
+#endif
+
+ w = esl_stopwatch_Create();
+ Q = esl_dmatrix_Create(20, 20);
+ P = esl_dmatrix_Create(20, 20);
+ esl_rmx_SetWAG(Q, NULL);
+
+ esl_stopwatch_Start(w);
+ for (i = 0; i < esl_iterations; i++)
+ esl_dmx_Exp(Q, t, P);
+ esl_stopwatch_Stop(w);
+ printf("Easel takes: %g sec\n", w->user / (double) esl_iterations);
+
+#ifdef HAVE_LIBGSL
+ if (esl_dmx_MorphGSL(Q, &Qg) != eslOK) esl_fatal("morph to gsl_matrix failed");
+ if ((Pg = gsl_matrix_alloc(20, 20)) == NULL) esl_fatal("gsl alloc failed");
+ gsl_matrix_scale(Qg, t);
+
+ esl_stopwatch_Start(w);
+ for (i = 0; i < gsl_iterations; i++)
+ gsl_linalg_exponential_ss(Qg, Pg, GSL_PREC_DOUBLE);
+ esl_stopwatch_Stop(w);
+ printf(" GSL takes: %g sec\n", w->user / (double) gsl_iterations);
+
+ gsl_matrix_free(Qg);
+ gsl_matrix_free(Pg);
+#endif /*HAVE_LIBGSL*/
+
+ esl_dmatrix_Destroy(Q);
+ esl_dmatrix_Destroy(P);
+ esl_stopwatch_Destroy(w);
+ return 0;
+}
+
+#endif /*eslRATEMATRIX_BENCHMARK*/
+
+
+/*****************************************************************
+ * 5. Regression test driver
+ *****************************************************************/
+#ifdef eslRATEMATRIX_REGRESSION
+#ifdef HAVE_LIBGSL
+
+/* This tests rate matrix exponentiation against the GSL's
+ * undocumented implementation of a matrix exponential.
+ */
+/*
+ gcc -g -Wall -I. -L. -o regression -DeslRATEMATRIX_REGRESSION -DHAVE_LIBGSL esl_dmatrix.c esl_ratematrix.c -leasel -lgsl -lgslcblas -lm
+ */
+
+#include "esl_config.h"
+
+#include <gsl/gsl_matrix.h>
+#include <gsl/gsl_linalg.h>
+
+#include "easel.h"
+#include "esl_dmatrix.h"
+#include "esl_ratematrix.h"
+
+int
+main(void)
+{
+ char errbuf[eslERRBUFSIZE];
+ char *alphabet = "ACDEFGHIKLMNPQRSTVWY";
+ ESL_DMATRIX *Q = NULL;
+ ESL_DMATRIX *P = NULL;
+ gsl_matrix *Qg = NULL;
+ gsl_matrix *Pg = NULL;
+ ESL_DMATRIX *Pge = NULL;
+ double t = 15.0;
+
+ if ((Q = esl_dmatrix_Create(20, 20)) == NULL) esl_fatal("malloc failed");
+ if ((P = esl_dmatrix_Create(20, 20)) == NULL) esl_fatal("malloc failed");
+
+ if (esl_rmx_SetWAG(Q, NULL) != eslOK) esl_fatal("_SetWAG() failed");
+ if (esl_rmx_ValidateQ(Q, 0.0001, errbuf) != eslOK) esl_fatal("Q validation failed: %s", errbuf);
+
+ if (esl_dmx_Exp(Q, t, P) != eslOK) esl_fatal("matrix exponentiation failed");
+ if (esl_rmx_ValidateP(P, 0.0001, errbuf) != eslOK) esl_fatal("P validation failed: %s", errbuf);
+
+ if (esl_dmx_MorphGSL(Q, &Qg) != eslOK) esl_fatal("morph to gsl_matrix failed");
+ if ((Pg = gsl_matrix_alloc(20, 20)) == NULL) esl_fatal("gsl alloc failed");
+ gsl_matrix_scale(Qg, t);
+ if (gsl_linalg_exponential_ss(Qg, Pg, GSL_PREC_DOUBLE) != 0) esl_fatal("gsl's exponentiation failed");
+ if (esl_dmx_UnmorphGSL(Pg, &Pge) != eslOK) esl_fatal("morph from gsl_matrix failed");
+
+ esl_dmatrix_Dump(stdout, P, alphabet, alphabet);
+
+ if (esl_dmatrix_Compare(Pge, P, 0.00001) != eslOK) esl_fatal("whoops, different answers.");
+
+ esl_dmatrix_Destroy(Q);
+ esl_dmatrix_Destroy(P);
+ esl_dmatrix_Destroy(Pge);
+ gsl_matrix_free(Qg);
+ gsl_matrix_free(Pg);
+ return 0;
+}
+
+#endif /*HAVE_LIBGSL*/
+#endif /*eslRATEMATRIX_REGRESSION*/
+
+
+/*****************************************************************
+ * 6. Unit tests.
+ *****************************************************************/
+#ifdef eslRATEMATRIX_TESTDRIVE
+
+static void
+utest_SetWAG(void)
+{
+ char errbuf[eslERRBUFSIZE];
+ ESL_DMATRIX *Q = NULL;
+ ESL_DMATRIX *P = NULL;
+ double t = 50.0; /* sufficiently large to drive e^tQ to stationarity */
+ double pi[20];
+ int i;
+
+ if ((Q = esl_dmatrix_Create(20, 20)) == NULL) esl_fatal("malloc failed");
+ if ((P = esl_dmatrix_Create(20, 20)) == NULL) esl_fatal("malloc failed");
+
+ /* This tests that exponentiating WAG gives a stable conditional
+ * probability matrix solution. (It doesn't particularly test that
+ * WAG was set correctly, but how could we have screwed that up?)
+ */
+ if (esl_rmx_SetWAG(Q, NULL) != eslOK) esl_fatal("_SetWAG() failed");
+ if (esl_dmx_Exp(Q, t, P) != eslOK) esl_fatal("matrix exponentiation failed");
+ if (esl_rmx_ValidateP(P, 1e-7, errbuf) != eslOK) esl_fatal("P validation failed: %s", errbuf);
+ if (esl_rmx_ValidateQ(Q, 1e-7, errbuf) != eslOK) esl_fatal("Q validation failed: %s", errbuf);
+
+ /* This tests setting WAG to different stationary pi's than default,
+ * then tests that exponentiating to large t reaches those stationaries.
+ */
+ esl_vec_DSet(pi, 20, 0.05);
+ if (esl_rmx_SetWAG(Q, pi) != eslOK) esl_fatal("_SetWAG() failed");
+ if (esl_dmx_Exp(Q, t, P) != eslOK) esl_fatal("matrix exponentiation failed");
+ if (esl_rmx_ValidateP(P, 1e-7, errbuf) != eslOK) esl_fatal("P validation failed: %s", errbuf);
+ if (esl_rmx_ValidateQ(Q, 1e-7, errbuf) != eslOK) esl_fatal("Q validation failed: %s", errbuf);
+ for (i = 0; i < 20; i++)
+ if (esl_vec_DCompare(P->mx[i], pi, 20, 1e-7) != eslOK) esl_fatal("P didn't converge to right pi's");
+
+ esl_dmatrix_Destroy(Q);
+ esl_dmatrix_Destroy(P);
+ return;
+}
+
+#ifdef HAVE_LIBLAPACK
+static void
+utest_Diagonalization(void)
+{
+ ESL_DMATRIX *P = NULL;
+ ESL_DMATRIX *P2 = NULL;
+ ESL_DMATRIX *C = NULL;
+ ESL_DMATRIX *D = NULL;
+ double *lambda = NULL; /* eigenvalues */
+ ESL_DMATRIX *U = NULL; /* left eigenvectors */
+ ESL_DMATRIX *Ui = NULL; /* inverse of U */
+ int i,j;
+
+ /* Create a J/C probability matrix for t=1:
+ * 1/4 + 3/4 e^{-4/3 at}
+ * 1/4 - 1/4 e^{-4/3 at}
+ */
+ if ((P = esl_dmatrix_Create(4, 4)) == NULL) esl_fatal("malloc failed");
+ if ((C = esl_dmatrix_Create(4, 4)) == NULL) esl_fatal("malloc failed");
+ if ((Ui = esl_dmatrix_Create(4, 4)) == NULL) esl_fatal("malloc failed");
+ if ((D = esl_dmatrix_Create(4, 4)) == NULL) esl_fatal("malloc failed");
+ if ((P2 = esl_dmatrix_Create(4, 4)) == NULL) esl_fatal("malloc failed");
+ for (i = 0; i < 4; i++)
+ for (j = 0; j < 4; j++)
+ if (i == j) P->mx[i][j] = 0.25 + 0.75 * exp(-4./3.);
+ else P->mx[i][j] = 0.25 - 0.25 * exp(-4./3.);
+
+ /* Diagonalize it
+ */
+ if (esl_dmx_Diagonalize(P, &lambda, NULL, &U, NULL) != eslOK) esl_fatal("diagonalization failed");
+
+ /* Calculate P^k by U [diag(lambda_i)]^k U^{-1}
+ */
+ esl_dmatrix_SetZero(D);
+ for (i = 0; i < P->n; i++) D->mx[i][i] = lambda[i];
+ esl_dmx_Invert(U, Ui);
+ esl_dmx_Multiply(U, D, C);
+ esl_dmx_Multiply(C, Ui, P2);
+
+ if (esl_dmatrix_Compare(P, P2, 1e-7) != eslOK) esl_fatal("diagonalization unit test failed");
+
+ free(lambda);
+ esl_dmatrix_Destroy(P2);
+ esl_dmatrix_Destroy(Ui);
+ esl_dmatrix_Destroy(U);
+ esl_dmatrix_Destroy(D);
+ esl_dmatrix_Destroy(C);
+ esl_dmatrix_Destroy(P);
+ return;
+}
+#endif /*HAVE_LIBLAPACK*/
+
+#endif /*eslRATEMATRIX_TESTDRIVE*/
+
+/*****************************************************************
+ * 7. Test driver
+ *****************************************************************/
+
+#ifdef eslRATEMATRIX_TESTDRIVE
+/* gcc -g -Wall -o test -I. -L. -DeslRATEMATRIX_TESTDRIVE esl_ratematrix.c -leasel -lm
+ * ./test
+ *
+ * gcc -g -Wall -o test -I. -L. -DHAVE_LIBLAPACK -DeslRATEMATRIX_TESTDRIVE esl_ratematrix.c esl_dmatrix.c -leasel -llapack -lm
+ */
+#include "esl_config.h"
+
+#include "easel.h"
+#include "esl_ratematrix.h"
+
+int
+main(void)
+{
+ utest_SetWAG();
+#ifdef HAVE_LIBLAPACK
+ utest_Diagonalization();
+#endif
+
+ return 0;
+
+}
+#endif /*eslRATEMATRIX_TESTDRIVE*/
+
+/*****************************************************************
+ * 8. Example driver
+ *****************************************************************/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_ratematrix.h b/easel/esl_ratematrix.h
new file mode 100644
index 0000000..75a15a8
--- /dev/null
+++ b/easel/esl_ratematrix.h
@@ -0,0 +1,27 @@
+/* Routines for manipulating evolutionary rate matrices.
+ *
+ * SRE, Tue Jul 13 16:09:05 2004 [St. Louis]
+ * SVN $Id: esl_ratematrix.h 162 2007-04-10 23:50:12Z eddys $
+ */
+#ifndef ESL_RATEMATRIX_INCLUDED
+#define ESL_RATEMATRIX_INCLUDED
+
+/* 1. Setting standard rate matrix models. */
+extern int esl_rmx_SetWAG(ESL_DMATRIX *Q, double *pi);
+extern int esl_rmx_SetJukesCantor(ESL_DMATRIX *Q);
+extern int esl_rmx_SetKimura(ESL_DMATRIX *Q, double alpha, double beta);
+extern int esl_rmx_SetF81(ESL_DMATRIX *Q, double *pi);
+extern int esl_rmx_SetHKY(ESL_DMATRIX *Q, double *pi, double alpha, double beta);
+
+/* 2. Debugging routines for validating or dumping rate matrices. */
+extern int esl_rmx_ValidateP(ESL_DMATRIX *P, double tol, char *errbuf);
+extern int esl_rmx_ValidateQ(ESL_DMATRIX *Q, double tol, char *errbuf);
+
+/* 3. Other routines in the exposed ratematrix API. */
+extern int esl_rmx_ScaleTo(ESL_DMATRIX *Q, double *pi, double unit);
+extern int esl_rmx_E2Q(ESL_DMATRIX *E, double *pi, ESL_DMATRIX *Q);
+extern double esl_rmx_RelativeEntropy(ESL_DMATRIX *P, double *pi);
+extern double esl_rmx_ExpectedScore (ESL_DMATRIX *P, double *pi);
+
+
+#endif /*ESL_RATEMATRIX_INCLUDED*/
diff --git a/easel/esl_ratematrix.tex b/easel/esl_ratematrix.tex
new file mode 100644
index 0000000..a603a6f
--- /dev/null
+++ b/easel/esl_ratematrix.tex
@@ -0,0 +1,3 @@
+The \eslmod{ratematrix} module implements continuous-time Markov
+evolutionary models of residue subsitution.
+
diff --git a/easel/esl_regexp.c b/easel/esl_regexp.c
new file mode 100644
index 0000000..391f3f7
--- /dev/null
+++ b/easel/esl_regexp.c
@@ -0,0 +1,1866 @@
+/* regexp.c
+ * Regular expression matching on strings.
+ *
+ * SRE, Sun Jan 2 10:09:48 2005 [Zaragoza]
+ * SVN $Id: esl_regexp.c 255 2008-05-30 17:49:15Z eddys $
+ *
+ *****************************************************************
+ * This is a wrapper around a modified version of Henry Spencer's
+ * regex library. Spencer's copyright notice appears below, after my
+ * wrappers, prefacing the section that includes his code. I believe
+ * you can obtain the original code from:
+ * ftp://ftp.zoo.toronto.edu/pub/bookregex.tar.Z
+ * Thanks, Henry!
+ *
+ * My modifications are generally limited to converting error handling
+ * to Easel conventions, internalizing Spencer's code as all
+ * static to this module, and some cosmetic changes to names
+ * for namespace protection reasons. I am responsible for any
+ * errors that I've introduced into Spencer's code.
+ *
+ *****************************************************************
+ * nomenclature note:
+ * A "machine" is a persistent ESL_REGEXP object, which contains
+ * an NDFA for a pattern, but the NDFA may change throughout
+ * the life of the machine.
+ *
+ * An "NDFA" (nondeterministic finite automaton) refers to
+ * an internal esl__regexp structure, which is Spencer's
+ * compiled pattern-program. We try to compile an NDFA once per
+ * pattern.
+ *
+ * A "pattern" refers to actual regular expression we're trying
+ * to match, represented as an ASCII string.
+ *
+ *****************************************************************
+ * error handling note: (xref STL9/p2)
+ * We expect that the input pattern may be provided by the user,
+ * and so a very common error will be an invalid regular expression
+ * syntax. There are 9 types of syntax errors caught by the
+ * regcomp() code and its friends. All of them generate an
+ * eslESYNTAX error, with a terse message. Under the default
+ * error handler this message will be printed and the code will halt.
+ * If you do not want invalid input regex syntax to halt your application,
+ * you can install a custom error handler that can handle
+ * the eslESYNTAX errors as you wish.
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#include "esl_regexp.h"
+
+/* Forward declarations of Spencer's API as static, internalized in my module.
+ */
+static esl__regexp *regcomp(const char *exp);
+static int regexec(register esl__regexp *prog, const char *str);
+/* his regsub() is present but unused, ifdef'd out to silence compilers; uncomment to reactivate */
+/* static int regsub(const esl__regexp *rp, const char *source, char *dest); */
+#ifdef DEBUG
+static void regdump(esl__regexp *r);
+#endif
+
+
+
+
+/*****************************************************************
+ * Easel's regexp API
+ *****************************************************************/
+
+/* Function: esl_regexp_Create()
+ * Incept: SRE, Fri Jan 7 10:55:48 2005 [St. Louis]
+ *
+ * Purpose: Creates a new <ESL_REGEXP> machine.
+ *
+ * Throws: NULL on allocation failure.
+ *
+ * Xref: STL9/p1
+ */
+ESL_REGEXP *
+esl_regexp_Create(void)
+{
+ int status;
+ ESL_REGEXP *machine = NULL;
+
+ ESL_ALLOC(machine, sizeof(ESL_REGEXP));
+ machine->ndfa = NULL;
+ return machine;
+
+ ERROR:
+ return NULL;
+}
+
+
+/* Function: esl_regexp_Destroy()
+ * Incept: SRE, Fri Jan 7 11:12:20 2005 [St. Louis]
+ *
+ * Purpose: Destroy a machine created by <esl_regexp_Create()>.
+ *
+ * Returns: void.
+ */
+void
+esl_regexp_Destroy(ESL_REGEXP *machine)
+{
+ /* Spencer's clever alloc for the NDFA allows us to free it w/ free() */
+ if (machine->ndfa != NULL) free(machine->ndfa);
+ free(machine);
+ return;
+}
+
+
+
+
+/* Function: esl_regexp_Match()
+ * Incept: SRE, Fri Jan 7 11:24:02 2005 [St. Louis]
+ *
+ * Purpose: Determine if string <s> matches the regular expression <pattern>,
+ * using a <machine>.
+ *
+ * Returns: <eslOK> if <pattern> matches <s>; <eslEOD> if it doesn't.
+ *
+ * Throws: <eslEINVAL> if the <pattern> couldn't be compiled for any reason.
+ * Throws <eslEINCONCEIVABLE> or <eslECORRUPT> if something
+ * went wrong in the search phase.
+ * (At the failure point, an error was generated with an appropriate
+ * code and message; an <ESL_SYNTAX> code, for example, may have
+ * been generated to indicate that the <pattern> is an invalid syntax.)
+ */
+int
+esl_regexp_Match(ESL_REGEXP *machine, const char *pattern, const char *s)
+{
+ if (machine->ndfa != NULL) { free(machine->ndfa); machine->ndfa = NULL; }
+ if ((machine->ndfa = regcomp(pattern)) == NULL) return eslEINVAL;
+ return regexec(machine->ndfa, s);
+}
+
+
+/* Function: esl_regexp_Compile()
+ * Incept: SRE, Sat Jan 8 09:56:21 2005 [St. Louis]
+ *
+ * Purpose: Precompile an NDFA for <pattern> and store it in
+ * a <machine>, in preparation for using the same
+ * pattern for multiple searches (see
+ * <esl_regexp_MultipleMatches()>).
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if compilation fails.
+ */
+int
+esl_regexp_Compile(ESL_REGEXP *machine, const char *pattern)
+{
+ if (machine->ndfa != NULL) { free(machine->ndfa); machine->ndfa = NULL; }
+ if ((machine->ndfa = regcomp(pattern)) == NULL) return eslEINVAL;
+ return eslOK;
+}
+
+
+/* Function: esl_regexp_MultipleMatches()
+ * Incept: SRE, Sat Jan 8 10:01:27 2005 [St. Louis]
+ *
+ * Purpose: Given a <machine> that contains a precompiled NDFA (see
+ * <esl_regexp_Compile()>, search it against a <string>.
+ * pointed to by <sptr>. When a match is found, returns
+ * <eslOK>, and resets <sptr> to point at the next character
+ * after the matched substring. (This may be
+ * trailing NUL byte if the matched substring is at the
+ * very end of the string.) If no match is found in the
+ * string, returns <eslEOD>.
+ *
+ * Because <sptr> is changed, the caller should
+ * initialize and use a temporary pointer into the string
+ * to be searched, not the caller's own pointer to the
+ * target string.
+ *
+ * Example:
+ * s = string;
+ * while (esl_regexp_MultipleMatches(m, &s) == eslOK)
+ * // process one match at a time//;
+ *
+ * Throws: <eslEINCONCEIVABLE> or <eslECORRUPT> if something goes awry internally
+ * during the search.
+ */
+int
+esl_regexp_MultipleMatches(ESL_REGEXP *machine, char **sptr)
+{
+ int status;
+
+ status = regexec(machine->ndfa, *sptr);
+ if (status == eslOK)
+ *sptr = machine->ndfa->endp[0]; /* endp points exactly where we want. */
+ else
+ *sptr = NULL;
+ return status;
+}
+
+
+
+/* Function: esl_regexp_SubmatchDup()
+ * Incept: SRE, Sat Jan 8 11:12:29 2005 [St. Louis]
+ *
+ * Purpose: Given a <machine> that has just got done matching
+ * some pattern against a target string,
+ * retrieve a substring that matched the pattern
+ * or one of the ()'d parts of it. <elem> indicates
+ * which submatch to retrieve. <elem> 0 is the complete
+ * match; 1..15 (assuming the default <ESL_REGEXP_NSUB>=16)
+ * are up to 15 ()'d submatches in the pattern.
+ *
+ * Returns: ptr to an allocated, NUL-terminated string containing
+ * the matched part of the string. Caller is responsible
+ * for free'ing this string.
+ *
+ * Throws: NULL on any internal failure.
+ */
+char *
+esl_regexp_SubmatchDup(ESL_REGEXP *machine, int elem)
+{
+ char *s;
+ int len;
+ int status;
+
+ if (elem >= ESL_REGEXP_NSUB || elem < 0)
+ ESL_XEXCEPTION(eslEINVAL, "bad elem arg");
+ if (machine->ndfa->startp[elem] == NULL || machine->ndfa->endp[elem] == NULL)
+ ESL_XEXCEPTION(eslEINVAL, "no such submatch recorded");
+
+ len = machine->ndfa->endp[elem] - machine->ndfa->startp[elem];
+ ESL_ALLOC(s, sizeof(char) * (len+1));
+ strncpy(s, machine->ndfa->startp[elem], len);
+ s[len] = '\0';
+ return s;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: esl_regexp_SubmatchCopy()
+ * Incept: SRE, Sat Jan 8 11:12:29 2005 [St. Louis]
+ *
+ * Purpose: Given a <machine> that has just got done matching some
+ * pattern against a target string, copy a substring that
+ * matched the pattern or one of the ()'d parts of it into
+ * a provided <buffer> with <nc> chars of space allocated.
+ * <elem> indicates which submatch to retrieve. <elem> 0 is
+ * the complete match; 1..15 (assuming the default
+ * <ESL_REGEXP_NSUB>=16) are up to 15 ()'d submatches in
+ * the pattern.
+ *
+ * Returns: <eslOK> on success, and buffer contains the NUL-terminated
+ * substring.
+ *
+ * Throws: <eslEINVAL> on any of several possible internal failures,
+ * including the <buffer> being too small to contain the
+ * substring.
+ */
+int
+esl_regexp_SubmatchCopy(ESL_REGEXP *machine, int elem, char *buffer, int nc)
+{
+ int len;
+ int status;
+
+ if (elem >= ESL_REGEXP_NSUB || elem < 0)
+ ESL_XEXCEPTION(eslEINVAL, "bad elem arg");
+ if (machine->ndfa->startp[elem] == NULL || machine->ndfa->endp[elem] == NULL)
+ ESL_XEXCEPTION(eslEINVAL, "no such submatch recorded");
+
+ len = machine->ndfa->endp[elem] - machine->ndfa->startp[elem];
+ if (len >= nc)
+ ESL_XEXCEPTION(eslEINVAL, "buffer too small to hold submatch");
+
+ strncpy(buffer, machine->ndfa->startp[elem], len);
+ buffer[len] = '\0';
+ return eslOK;
+
+ ERROR:
+ buffer[0] = '\0';
+ return status;
+}
+
+
+
+/* Function: esl_regexp_SubmatchCoords()
+ * Incept: SRE, Sat Jan 8 11:46:11 2005 [St. Louis]
+ *
+ * Purpose: Given a <machine> that has just got done matching some
+ * pattern against a target string, find the start/end
+ * coordinates of the substring that matched the
+ * pattern or one of the ()'d parts of it, relative to
+ * a pointer <origin> on the target string. Return the result
+ * through the ptrs <ret_start> and <ret_end>. <elem>
+ * indicates which submatch to retrieve. <elem> 0 is the
+ * complete match; 1..15 (assuming the default
+ * <ESL_REGEXP_NSUB> = 16) are up to 15 ()'d submatches in
+ * the pattern.
+ *
+ * The coordinates given in zero-offset convention relative
+ * to an <origin>. <origin> will usually be a pointer to
+ * the complete target string, in which case the coords
+ * would be [0..L-1]. However, one can extract coords
+ * relative to any other <origin> in the target string,
+ * even including an <origin> downstream of the match, so
+ * relative coords can be negative, ranging from -(L-1) to
+ * (L-1).
+ *
+ * Coords will be correct even if the match was
+ * found by a <esl_regexp_MultipleMatches()> call against
+ * a temp pointer into the target string.
+ *
+ * Returns: <eslOK> on success, and <ret_start> and <ret_end>
+ * are set to the start/end coordinates of the submatch.
+ *
+ * Throws: <eslEINVAL> on internal failures.
+ * The function is incapable of detecting a case in
+ * where <origin> is not in the same string that the
+ * <machine> matched like it should be. If a caller does
+ * this, the function may appear to succeed, but start and end
+ * coords will be garbage.
+ */
+int
+esl_regexp_SubmatchCoords(ESL_REGEXP *machine, char *origin, int elem,
+ int *ret_start, int *ret_end)
+{
+ int status;
+
+ if (elem >= ESL_REGEXP_NSUB || elem < 0)
+ ESL_XEXCEPTION(eslEINVAL, "bad elem arg");
+ if (machine->ndfa->startp[elem] == NULL || machine->ndfa->endp[elem] == NULL)
+ ESL_XEXCEPTION(eslEINVAL, "no such submatch recorded");
+
+ *ret_start = machine->ndfa->startp[elem] - origin;
+ *ret_end = machine->ndfa->endp[elem] - origin - 1;
+ return eslOK;
+
+ ERROR:
+ *ret_start = 0;
+ *ret_end = 0;
+ return status;
+}
+/*=================== end of the exposed API ==========================================*/
+
+
+
+
+/**************************************************************************************
+ * This next big chunk of code is:
+ * Copyright (c) 1986, 1993, 1995 by University of Toronto.
+ * Written by Henry Spencer. Not derived from licensed software.
+ *
+ * Permission is granted to anyone to use this software for any
+ * purpose on any computer system, and to redistribute it in any way,
+ * subject to the following restrictions:
+ *
+ * 1. The author is not responsible for the consequences of use of
+ * this software, no matter how awful, even if they arise
+ * from defects in it.
+ *
+ * 2. The origin of this software must not be misrepresented, either
+ * by explicit claim or by omission.
+ *
+ * 3. Altered versions must be plainly marked as such, and must not
+ * be misrepresented (by explicit claim or omission) as being
+ * the original software.
+ *
+ * 4. This notice must not be removed or altered.
+ */
+
+/*
+ * regcomp and regexec -- regsub and regerror are elsewhere
+ */
+
+/*
+ * The first byte of the regexp internal "program" is actually this magic
+ * number; the start node begins in the second byte.
+ */
+#define REGMAGIC 0234
+
+/*
+ * The "internal use only" fields in regexp.h are present to pass info from
+ * compile to execute that permits the execute phase to run lots faster on
+ * simple cases. They are:
+ *
+ * regstart char that must begin a match; '\0' if none obvious
+ * reganch is the match anchored (at beginning-of-line only)?
+ * regmust string (pointer into program) that match must include, or NULL
+ * regmlen length of regmust string
+ *
+ * Regstart and reganch permit very fast decisions on suitable starting points
+ * for a match, cutting down the work a lot. Regmust permits fast rejection
+ * of lines that cannot possibly match. The regmust tests are costly enough
+ * that regcomp() supplies a regmust only if the r.e. contains something
+ * potentially expensive (at present, the only such thing detected is * or +
+ * at the start of the r.e., which can involve a lot of backup). Regmlen is
+ * supplied because the test in regexec() needs it and regcomp() is computing
+ * it anyway.
+ */
+
+/*
+ * Structure for regexp "program". This is essentially a linear encoding
+ * of a nondeterministic finite-state machine (aka syntax charts or
+ * "railroad normal form" in parsing technology). Each node is an opcode
+ * plus a "next" pointer, possibly plus an operand. "Next" pointers of
+ * all nodes except BRANCH implement concatenation; a "next" pointer with
+ * a BRANCH on both ends of it is connecting two alternatives. (Here we
+ * have one of the subtle syntax dependencies: an individual BRANCH (as
+ * opposed to a collection of them) is never concatenated with anything
+ * because of operator precedence.) The operand of some types of node is
+ * a literal string; for others, it is a node leading into a sub-FSM. In
+ * particular, the operand of a BRANCH node is the first node of the branch.
+ * (NB this is *not* a tree structure: the tail of the branch connects
+ * to the thing following the set of BRANCHes.) The opcodes are:
+ */
+
+/* definition number opnd? meaning */
+#define END 0 /* no End of program. */
+#define BOL 1 /* no Match beginning of line. */
+#define EOL 2 /* no Match end of line. */
+#define ANY 3 /* no Match any character. */
+#define ANYOF 4 /* str Match any of these. */
+#define ANYBUT 5 /* str Match any but one of these. */
+#define BRANCH 6 /* node Match this, or the next..\&. */
+#define BACK 7 /* no "next" ptr points backward. */
+#define EXACTLY 8 /* str Match this string. */
+#define NOTHING 9 /* no Match empty string. */
+#define STAR 10 /* node Match this 0 or more times. */
+#define PLUS 11 /* node Match this 1 or more times. */
+#define OPEN 20 /* no Sub-RE starts here. */
+ /* OPEN+1 is number 1, etc. */
+#define CLOSE 30 /* no Analogous to OPEN. */
+
+/*
+ * Opcode notes:
+ *
+ * BRANCH The set of branches constituting a single choice are hooked
+ * together with their "next" pointers, since precedence prevents
+ * anything being concatenated to any individual branch. The
+ * "next" pointer of the last BRANCH in a choice points to the
+ * thing following the whole choice. This is also where the
+ * final "next" pointer of each individual branch points; each
+ * branch starts with the operand node of a BRANCH node.
+ *
+ * BACK Normal "next" pointers all implicitly point forward; BACK
+ * exists to make loop structures possible.
+ *
+ * STAR,PLUS '?', and complex '*' and '+', are implemented as circular
+ * BRANCH structures using BACK. Simple cases (one character
+ * per match) are implemented with STAR and PLUS for speed
+ * and to minimize recursive plunges.
+ *
+ * OPEN,CLOSE ...are numbered at compile time.
+ */
+
+/*
+ * A node is one char of opcode followed by two chars of "next" pointer.
+ * "Next" pointers are stored as two 8-bit pieces, high order first. The
+ * value is a positive offset from the opcode of the node containing it.
+ * An operand, if any, simply follows the node. (Note that much of the
+ * code generation knows about this implicit relationship.)
+ *
+ * Using two bytes for the "next" pointer is vast overkill for most things,
+ * but allows patterns to get big without disasters.
+ */
+#define OP(p) (*(p))
+#define NEXT(p) (((*((p)+1)&0177)<<8) + (*((p)+2)&0377))
+#define OPERAND(p) ((p) + 3)
+
+/*
+ * Utility definitions.
+ */
+#define ISREPN(c) ((c) == '*' || (c) == '+' || (c) == '?')
+#define META "^$.[()|?+*\\"
+
+/*
+ * Flags to be passed up and down.
+ */
+#define HASWIDTH 01 /* Known never to match null string. */
+#define SIMPLE 02 /* Simple enough to be STAR/PLUS operand. */
+#define SPSTART 04 /* Starts with * or +. */
+#define WORST 0 /* Worst case. */
+
+/*
+ * Work-variable struct for regcomp().
+ */
+struct comp {
+ char *regparse; /* Input-scan pointer. */
+ int regnpar; /* () count. */
+ char *regcode; /* Code-emit pointer; ®dummy = don't. */
+ char regdummy[3]; /* NOTHING, 0 next ptr */
+ long regsize; /* Code size. */
+};
+#define EMITTING(cp) ((cp)->regcode != (cp)->regdummy)
+
+/*
+ * Forward declarations for regcomp()'s friends.
+ */
+static char *reg(struct comp *cp, int paren, int *flagp);
+static char *regbranch(struct comp *cp, int *flagp);
+static char *regpiece(struct comp *cp, int *flagp);
+static char *regatom(struct comp *cp, int *flagp);
+static char *regnode(register struct comp *cp, char op);
+static char *regnext(char *node);
+static void regc(struct comp *cp, char c);
+static void reginsert(struct comp *cp, char op, char *opnd);
+static void regtail(struct comp *cp, char *p, char *val);
+static void regoptail(struct comp *cp, char *p, char *val);
+static char *regescape(struct comp *cp, char c);
+
+/*
+ - regcomp - compile a regular expression into internal code
+ *
+ * We can't allocate space until we know how big the compiled form will be,
+ * but we can't compile it (and thus know how big it is) until we've got a
+ * place to put the code. So we cheat: we compile it twice, once with code
+ * generation turned off and size counting turned on, and once "for real".
+ * This also means that we don't allocate space until we are sure that the
+ * thing really will compile successfully, and we never have to move the
+ * code and thus invalidate pointers into it. (Note that it has to be in
+ * one piece because free() must be able to free it all.)
+ *
+ * Beware that the optimization-preparation code in here knows about some
+ * of the structure of the compiled regexp.
+ *
+ * Returns valid ptr on success.
+ * Throws NULL on internal errors, or if <exp> is invalid.
+ *
+ * Regular expressions with invalid syntax will fail to compile somewhere,
+ * generating an eslESYNTAX error with a terse but useful message.
+ *
+ */
+static esl__regexp *
+regcomp(const char *exp)
+{
+ int status;
+ register esl__regexp *r = NULL;
+ register char *scan;
+ int flags;
+ struct comp co;
+
+ if (exp == NULL) ESL_XEXCEPTION(eslEINVAL, "NULL argument to regcomp");
+
+ /* First pass: determine size, legality. */
+ co.regparse = (char *)exp;
+ co.regnpar = 1;
+ co.regsize = 0L;
+ co.regdummy[0] = NOTHING;
+ co.regdummy[1] = co.regdummy[2] = 0;
+ co.regcode = co.regdummy;
+ regc(&co, REGMAGIC);
+ if (reg(&co, 0, &flags) == NULL) goto ERROR;
+
+ /* Small enough for pointer-storage convention? */
+ if (co.regsize >= 0x7fffL) /* Probably could be 0xffffL. */
+ ESL_XEXCEPTION(eslEMEM, "regexp too big");
+
+ /* Allocate space. */
+ ESL_ALLOC(r, sizeof(esl__regexp) + (size_t)co.regsize);
+
+ /* Second pass: emit code. */
+ co.regparse = (char *)exp;
+ co.regnpar = 1;
+ co.regcode = r->program;
+ regc(&co, REGMAGIC);
+ if (reg(&co, 0, &flags) == NULL) goto ERROR;
+
+ /* Dig out information for optimizations. */
+ r->regstart = '\0'; /* Worst-case defaults. */
+ r->reganch = 0;
+ r->regmust = NULL;
+ r->regmlen = 0;
+ scan = r->program+1; /* First BRANCH. */
+ if (OP(regnext(scan)) == END) { /* Only one top-level choice. */
+ scan = OPERAND(scan);
+
+ /* Starting-point info. */
+ if (OP(scan) == EXACTLY)
+ r->regstart = *OPERAND(scan);
+ else if (OP(scan) == BOL)
+ r->reganch = 1;
+
+ /*
+ * If there's something expensive in the r.e., find the
+ * longest literal string that must appear and make it the
+ * regmust. Resolve ties in favor of later strings, since
+ * the regstart check works with the beginning of the r.e.
+ * and avoiding duplication strengthens checking. Not a
+ * strong reason, but sufficient in the absence of others.
+ */
+ if (flags&SPSTART) {
+ register char *longest = NULL;
+ register size_t len = 0;
+
+ for (; scan != NULL; scan = regnext(scan))
+ if (OP(scan) == EXACTLY && strlen(OPERAND(scan)) >= len) {
+ longest = OPERAND(scan);
+ len = strlen(OPERAND(scan));
+ }
+ r->regmust = longest;
+ r->regmlen = (int)len;
+ }
+ }
+
+ return(r);
+
+ ERROR:
+ if (r != NULL) free(r);
+ return NULL;
+}
+
+/*
+ - reg - regular expression, i.e. main body or parenthesized thing
+ *
+ * Caller must absorb opening parenthesis.
+ *
+ * Combining parenthesis handling with the base level of regular expression
+ * is a trifle forced, but the need to tie the tails of the branches to what
+ * follows makes it hard to avoid.
+ */
+static char *
+reg(register struct comp *cp, int paren, int *flagp)
+{
+ int status;
+ register char *ret = NULL; /* SRE: NULL init added to silence gcc */
+ register char *br;
+ register char *ender;
+ register int parno = 0; /* SRE: init added to silence gcc */
+ int flags;
+
+ *flagp = HASWIDTH; /* Tentatively. */
+
+ if (paren) {
+ /* Make an OPEN node. */
+ if (cp->regnpar >= ESL_REGEXP_NSUB)
+ ESL_XEXCEPTION(eslESYNTAX, "too many ()");
+ parno = cp->regnpar;
+ cp->regnpar++;
+ ret = regnode(cp, OPEN+parno);
+ }
+
+ /* Pick up the branches, linking them together. */
+ br = regbranch(cp, &flags);
+ if (br == NULL)
+ return(NULL);
+ if (paren)
+ regtail(cp, ret, br); /* OPEN -> first. */
+ else
+ ret = br;
+ *flagp &= ~(~flags&HASWIDTH); /* Clear bit if bit 0. */
+ *flagp |= flags&SPSTART;
+ while (*cp->regparse == '|') {
+ cp->regparse++;
+ br = regbranch(cp, &flags);
+ if (br == NULL)
+ return(NULL);
+ regtail(cp, ret, br); /* BRANCH -> BRANCH. */
+ *flagp &= ~(~flags&HASWIDTH);
+ *flagp |= flags&SPSTART;
+ }
+
+ /* Make a closing node, and hook it on the end. */
+ ender = regnode(cp, (paren) ? CLOSE+parno : END);
+ regtail(cp, ret, ender);
+
+ /* Hook the tails of the branches to the closing node. */
+ for (br = ret; br != NULL; br = regnext(br))
+ regoptail(cp, br, ender);
+
+ /* Check for proper termination. */
+ if (paren && *cp->regparse++ != ')') {
+ ESL_XEXCEPTION(eslESYNTAX, "unterminated ()");
+ } else if (!paren && *cp->regparse != '\0') {
+ if (*cp->regparse == ')') {
+ ESL_XEXCEPTION(eslESYNTAX, "unmatched ()");
+ } else
+ ESL_XEXCEPTION(eslECORRUPT, "internal error: junk on end");
+ /* NOTREACHED */
+ }
+ return(ret);
+
+ ERROR:
+ return NULL;
+}
+
+/*
+ - regbranch - one alternative of an | operator
+ *
+ * Implements the concatenation operator.
+ */
+static char *
+regbranch(register struct comp *cp, int *flagp)
+{
+ register char *ret;
+ register char *chain;
+ register char *latest;
+ int flags;
+ register int c;
+
+ *flagp = WORST; /* Tentatively. */
+
+ ret = regnode(cp, BRANCH);
+ chain = NULL;
+ while ((c = *cp->regparse) != '\0' && c != '|' && c != ')') {
+ latest = regpiece(cp, &flags);
+ if (latest == NULL)
+ return(NULL);
+ *flagp |= flags&HASWIDTH;
+ if (chain == NULL) /* First piece. */
+ *flagp |= flags&SPSTART;
+ else
+ regtail(cp, chain, latest);
+ chain = latest;
+ }
+ if (chain == NULL) /* Loop ran zero times. */
+ (void) regnode(cp, NOTHING);
+
+ return(ret);
+}
+
+/*
+ - regpiece - something followed by possible [*+?]
+ *
+ * Note that the branching code sequences used for ? and the general cases
+ * of * and + are somewhat optimized: they use the same NOTHING node as
+ * both the endmarker for their branch list and the body of the last branch.
+ * It might seem that this node could be dispensed with entirely, but the
+ * endmarker role is not redundant.
+ *
+ * Returns valid ptr on success.
+ * Throws NULL on errors.
+ */
+static char *
+regpiece(register struct comp *cp, int *flagp)
+{
+ int status;
+ register char *ret;
+ register char op;
+ register char *next;
+ int flags;
+
+ ret = regatom(cp, &flags);
+ if (ret == NULL)
+ return(NULL);
+
+ op = *cp->regparse;
+ if (!ISREPN(op)) {
+ *flagp = flags;
+ return(ret);
+ }
+
+ if (!(flags&HASWIDTH) && op != '?')
+ ESL_XEXCEPTION(eslESYNTAX, "*+ operand could be empty");
+ switch (op) {
+ case '*': *flagp = WORST|SPSTART; break;
+ case '+': *flagp = WORST|SPSTART|HASWIDTH; break;
+ case '?': *flagp = WORST; break;
+ }
+
+ if (op == '*' && (flags&SIMPLE))
+ reginsert(cp, STAR, ret);
+ else if (op == '*') {
+ /* Emit x* as (x&|), where & means "self". */
+ reginsert(cp, BRANCH, ret); /* Either x */
+ regoptail(cp, ret, regnode(cp, BACK)); /* and loop */
+ regoptail(cp, ret, ret); /* back */
+ regtail(cp, ret, regnode(cp, BRANCH)); /* or */
+ regtail(cp, ret, regnode(cp, NOTHING)); /* null. */
+ } else if (op == '+' && (flags&SIMPLE))
+ reginsert(cp, PLUS, ret);
+ else if (op == '+') {
+ /* Emit x+ as x(&|), where & means "self". */
+ next = regnode(cp, BRANCH); /* Either */
+ regtail(cp, ret, next);
+ regtail(cp, regnode(cp, BACK), ret); /* loop back */
+ regtail(cp, next, regnode(cp, BRANCH)); /* or */
+ regtail(cp, ret, regnode(cp, NOTHING)); /* null. */
+ } else if (op == '?') {
+ /* Emit x? as (x|) */
+ reginsert(cp, BRANCH, ret); /* Either x */
+ regtail(cp, ret, regnode(cp, BRANCH)); /* or */
+ next = regnode(cp, NOTHING); /* null. */
+ regtail(cp, ret, next);
+ regoptail(cp, ret, next);
+ }
+ cp->regparse++;
+ if (ISREPN(*cp->regparse))
+ ESL_XEXCEPTION(eslESYNTAX, "nested *?+");
+
+ return(ret);
+
+ ERROR:
+ return NULL;
+}
+
+/*
+ - regatom - the lowest level
+ *
+ * Optimization: gobbles an entire sequence of ordinary characters so that
+ * it can turn them into a single node, which is smaller to store and
+ * faster to run. Backslashed characters are exceptions, each becoming a
+ * separate node; the code is simpler that way and it's not worth fixing.
+ *
+ * Returns valid ptr on success.
+ * Throws NULL on an error.
+ */
+static char *
+regatom(register struct comp *cp, int *flagp)
+{
+ register char *ret;
+ int flags;
+ int status;
+
+ *flagp = WORST; /* Tentatively. */
+
+ switch (*cp->regparse++) {
+ case '^':
+ ret = regnode(cp, BOL);
+ break;
+ case '$':
+ ret = regnode(cp, EOL);
+ break;
+ case '.':
+ ret = regnode(cp, ANY);
+ *flagp |= HASWIDTH|SIMPLE;
+ break;
+ case '[': {
+ register int range;
+ register int rangeend;
+ register int c;
+
+ if (*cp->regparse == '^') { /* Complement of range. */
+ ret = regnode(cp, ANYBUT);
+ cp->regparse++;
+ } else
+ ret = regnode(cp, ANYOF);
+ if ((c = *cp->regparse) == ']' || c == '-') {
+ regc(cp, c);
+ cp->regparse++;
+ }
+ while ((c = *cp->regparse++) != '\0' && c != ']') {
+ /* SRE: inserted code for \t, \n, \r, \f here:
+ * c is the \, and cp->regparse is an alphanumeric.
+ */
+ if (c == '\\') {
+ c = *cp->regparse++;
+ switch (c) {
+ case 'f': regc(cp, '\f'); break;
+ case 'n': regc(cp, '\n'); break;
+ case 'r': regc(cp, '\r'); break;
+ case 't': regc(cp, '\t'); break;
+ case '\\': regc(cp, '\\'); break;
+ default:
+ ESL_XEXCEPTION(eslESYNTAX, "Invalid \\ escape inside range operator");
+ break;
+ }
+ }/*end SRE*/
+ else if (c != '-')
+ regc(cp, c);
+ else if ((c = *cp->regparse) == ']' || c == '\0')
+ regc(cp, '-');
+ else {
+ range = (unsigned char)*(cp->regparse-2);
+ rangeend = (unsigned char)c;
+ if (range > rangeend)
+ ESL_XEXCEPTION(eslESYNTAX, "invalid [] range");
+ for (range++; range <= rangeend; range++)
+ regc(cp, range);
+ cp->regparse++;
+ }
+ }
+ regc(cp, '\0');
+ if (c != ']')
+ ESL_XEXCEPTION(eslESYNTAX, "unmatched []");
+ *flagp |= HASWIDTH|SIMPLE;
+ break;
+ }
+ case '(':
+ ret = reg(cp, 1, &flags);
+ if (ret == NULL)
+ return NULL;
+ *flagp |= flags&(HASWIDTH|SPSTART);
+ break;
+
+ case '\0':
+ case '|':
+ case ')':
+ /* supposed to be caught earlier */
+ ESL_XEXCEPTION(eslECORRUPT, "internal error: \\0|) unexpected");
+ /*NOTREACHED*/
+ break;
+
+ case '?':
+ case '+':
+ case '*':
+ ESL_XEXCEPTION(eslESYNTAX, "?+* follows nothing");
+ /*NOTREACHED*/
+ break;
+
+ case '\\':
+ if (*cp->regparse == '\0')
+ ESL_XEXCEPTION(eslESYNTAX, "trailing \\");
+
+ if (! isalnum(*cp->regparse)) {
+ ret = regnode(cp, EXACTLY); /* SRE: original Spencer code */
+ regc(cp, *cp->regparse++);
+ regc(cp, '\0');
+ } else { /* SRE: my dropped in escape-code handling */
+ ret = regescape(cp, *cp->regparse);
+ }
+ *flagp |= HASWIDTH|SIMPLE;
+ break;
+
+ default: {
+ register size_t len;
+ register char ender;
+
+ cp->regparse--;
+ len = strcspn(cp->regparse, META);
+ if (len == 0)
+ ESL_XEXCEPTION(eslECORRUPT, "strcspn 0");
+ ender = *(cp->regparse+len);
+ if (len > 1 && ISREPN(ender))
+ len--; /* Back off clear of ?+* operand. */
+ *flagp |= HASWIDTH;
+ if (len == 1)
+ *flagp |= SIMPLE;
+ ret = regnode(cp, EXACTLY);
+ for (; len > 0; len--)
+ regc(cp, *cp->regparse++);
+ regc(cp, '\0');
+ break;
+ }
+ }
+ return(ret);
+
+ ERROR:
+ return NULL;
+}
+
+/*
+ - regnode - emit a node
+ */
+static char * /* Location. */
+regnode(register struct comp *cp, char op)
+{
+ register char *const ret = cp->regcode;
+ register char *ptr;
+
+ if (!EMITTING(cp)) {
+ cp->regsize += 3;
+ return(ret);
+ }
+
+ ptr = ret;
+ *ptr++ = op;
+ *ptr++ = '\0'; /* Null next pointer. */
+ *ptr++ = '\0';
+ cp->regcode = ptr;
+
+ return(ret);
+}
+
+/*
+ - regc - emit (if appropriate) a byte of code
+ */
+static void
+regc(register struct comp *cp, char b)
+{
+ if (EMITTING(cp))
+ *cp->regcode++ = b;
+ else
+ cp->regsize++;
+}
+
+/*
+ - reginsert - insert an operator in front of already-emitted operand
+ *
+ * Means relocating the operand.
+ */
+static void
+reginsert(register struct comp *cp, char op, char *opnd)
+{
+ register char *place;
+
+ if (!EMITTING(cp)) {
+ cp->regsize += 3;
+ return;
+ }
+
+ (void) memmove(opnd+3, opnd, (size_t)(cp->regcode - opnd));
+ cp->regcode += 3;
+
+ place = opnd; /* Op node, where operand used to be. */
+ *place++ = op;
+ *place++ = '\0';
+ *place++ = '\0';
+ return;
+}
+
+/*
+ - regtail - set the next-pointer at the end of a node chain
+ */
+static void
+regtail(register struct comp *cp, char *p, char *val)
+{
+ register char *scan;
+ register char *temp;
+ register int offset;
+
+ if (!EMITTING(cp))
+ return;
+
+ /* Find last node. */
+ for (scan = p; (temp = regnext(scan)) != NULL; scan = temp)
+ continue;
+
+ offset = (OP(scan) == BACK) ? scan - val : val - scan;
+ *(scan+1) = (offset>>8)&0177;
+ *(scan+2) = offset&0377;
+ return;
+}
+
+/*
+ - regoptail - regtail on operand of first argument; nop if operandless
+ */
+static void
+regoptail(register struct comp *cp, char *p, char *val)
+{
+ /* "Operandless" and "op != BRANCH" are synonymous in practice. */
+ if (!EMITTING(cp) || OP(p) != BRANCH)
+ return;
+ regtail(cp, OPERAND(p), val);
+ return;
+}
+
+/*
+ * regexec and friends
+ */
+
+/*
+ * Work-variable struct for regexec().
+ */
+struct exec {
+ char *reginput; /* String-input pointer. */
+ char *regbol; /* Beginning of input, for ^ check. */
+ char **regstartp; /* Pointer to startp array. */
+ char **regendp; /* Ditto for endp. */
+};
+
+/*
+ * Forwards.
+ */
+static int regtry(struct exec *ep, esl__regexp *rp, char *string);
+static int regmatch(struct exec *ep, char *prog);
+static int regrepeat(struct exec *ep, char *node, size_t *ret_count);
+#ifdef DEBUG
+static int regnarrate = 0;
+static char *regprop(char *op);
+#endif
+
+/*
+ - regexec - match a regexp against a string
+ *
+ * Returns <eslOK> on match; <eslEOD> for no match.
+ * Throws <eslEINCONCEIVABLE>,<eslECORRUPT> on internal errors.
+ */
+static int
+regexec(register esl__regexp *prog, const char *str)
+{
+ register char *string = (char *)str; /* avert const poisoning */
+ register char *s;
+ struct exec ex;
+ int code;
+
+ /* Be paranoid. */
+ if (prog == NULL || string == NULL)
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "NULL argument to regexec");
+
+ /* Check validity of program. */
+ if ((unsigned char)*prog->program != REGMAGIC)
+ ESL_EXCEPTION(eslECORRUPT, "corrupted regexp");
+
+ /* If there is a "must appear" string, look for it. */
+ if (prog->regmust != NULL && strstr(string, prog->regmust) == NULL)
+ return eslEOD;
+
+ /* Mark beginning of line for ^ . */
+ ex.regbol = string;
+ ex.regstartp = prog->startp;
+ ex.regendp = prog->endp;
+
+ /* Simplest case: anchored match need be tried only once. */
+ if (prog->reganch)
+ return(regtry(&ex, prog, string));
+
+ /* Messy cases: unanchored match. */
+ if (prog->regstart != '\0') {
+ /* We know what char it must start with. */
+ for (s = string; s != NULL; s = strchr(s+1, prog->regstart))
+ if ((code = regtry(&ex, prog, s)) != eslEOD)
+ return code; /* match, or throwing an error up */
+ return eslEOD; /* no match in string */
+ } else {
+ /* We don't -- general case. */
+ for (s = string; *s != '\0'; s++)
+ if ((code = regtry(&ex, prog, s)) != eslEOD)
+ return code; /* match, or throw an error up */
+ return eslEOD; /* reached end of string, no match */
+ }
+ /* NOTREACHED */
+}
+
+/*
+ - regtry - try match at specific point
+ *
+ * Returns <eslOK> on success, <eslEOD> failure.
+ * Throws <ESL_CORRUPT>,<eslEINCONCEIVABLE> on internal errors.
+ */
+static int
+regtry(register struct exec *ep, esl__regexp *prog, char *string)
+{
+ register int i;
+ register char **stp;
+ register char **enp;
+ int code;
+
+ ep->reginput = string;
+
+ stp = prog->startp;
+ enp = prog->endp;
+ for (i = ESL_REGEXP_NSUB; i > 0; i--) {
+ *stp++ = NULL;
+ *enp++ = NULL;
+ }
+ if ((code = regmatch(ep, prog->program + 1)) == eslOK) {
+ prog->startp[0] = string;
+ prog->endp[0] = ep->reginput;
+ return eslOK;
+ } else
+ return code; /* eslEOD for normal non-match; or other thrown codes */
+}
+
+/*
+ - regmatch - main matching routine
+ *
+ * Conceptually the strategy is simple: check to see whether the current
+ * node matches, call self recursively to see whether the rest matches,
+ * and then act accordingly. In practice we make some effort to avoid
+ * recursion, in particular by going through "ordinary" nodes (that don't
+ * need to know whether the rest of the match failed) by a loop instead of
+ * by recursion.
+ *
+ * Returns <eslOK> on success, <eslEOD> on failure.
+ * Throws <eslECORRUPT>,<eslEINCONCEIVABLE> on internal errors.
+ */
+static int
+regmatch(register struct exec *ep, char *prog)
+{
+ register char *scan; /* Current node. */
+ char *next; /* Next node. */
+ int code; /* error code */
+
+#ifdef DEBUG
+ if (prog != NULL && regnarrate)
+ fprintf(stderr, "%s(\n", regprop(prog));
+#endif
+ for (scan = prog; scan != NULL; scan = next) {
+#ifdef DEBUG
+ if (regnarrate)
+ fprintf(stderr, "%s...\n", regprop(scan));
+#endif
+ next = regnext(scan);
+
+ switch (OP(scan)) {
+ case BOL:
+ if (ep->reginput != ep->regbol)
+ return eslEOD;
+ break;
+ case EOL:
+ if (*ep->reginput != '\0')
+ return eslEOD;
+ break;
+ case ANY:
+ if (*ep->reginput == '\0')
+ return eslEOD;
+ ep->reginput++;
+ break;
+ case EXACTLY: {
+ register size_t len;
+ register char *const opnd = OPERAND(scan);
+
+ /* Inline the first character, for speed. */
+ if (*opnd != *ep->reginput)
+ return eslEOD;
+ len = strlen(opnd);
+ if (len > 1 && strncmp(opnd, ep->reginput, len) != 0)
+ return eslEOD;
+ ep->reginput += len;
+ break;
+ }
+ case ANYOF:
+ if (*ep->reginput == '\0' ||
+ strchr(OPERAND(scan), *ep->reginput) == NULL)
+ return eslEOD;
+ ep->reginput++;
+ break;
+ case ANYBUT:
+ if (*ep->reginput == '\0' ||
+ strchr(OPERAND(scan), *ep->reginput) != NULL)
+ return eslEOD;
+ ep->reginput++;
+ break;
+ case NOTHING:
+ break;
+ case BACK:
+ break;
+ case OPEN+1: case OPEN+2: case OPEN+3:
+ case OPEN+4: case OPEN+5: case OPEN+6:
+ case OPEN+7: case OPEN+8: case OPEN+9: {
+ register const int no = OP(scan) - OPEN;
+ register char *const input = ep->reginput;
+
+ if ((code = regmatch(ep, next)) == eslOK) {
+ /*
+ * Don't set startp if some later
+ * invocation of the same parentheses
+ * already has.
+ */
+ if (ep->regstartp[no] == NULL)
+ ep->regstartp[no] = input;
+ return eslOK;
+ } else
+ return code; /* usually eslEOD, except on error */
+ /*NOTREACHED*/
+ break;
+ }
+ case CLOSE+1: case CLOSE+2: case CLOSE+3:
+ case CLOSE+4: case CLOSE+5: case CLOSE+6:
+ case CLOSE+7: case CLOSE+8: case CLOSE+9: {
+ register const int no = OP(scan) - CLOSE;
+ register char *const input = ep->reginput;
+
+ if ((code = regmatch(ep, next)) == eslOK) {
+ /*
+ * Don't set endp if some later
+ * invocation of the same parentheses
+ * already has.
+ */
+ if (ep->regendp[no] == NULL)
+ ep->regendp[no] = input;
+ return eslOK;
+ } else
+ return code; /* usually eslEOD, except on error */
+ /*NOTREACHED*/
+ break;
+ }
+ case BRANCH: {
+ register char *const save = ep->reginput;
+
+ if (OP(next) != BRANCH) /* No choice. */
+ next = OPERAND(scan); /* Avoid recursion. */
+ else {
+ while (OP(scan) == BRANCH) {
+ if ((code = regmatch(ep, OPERAND(scan))) != eslEOD)
+ return code; /* usually eslOK, but also a thrown error*/
+ ep->reginput = save;
+ scan = regnext(scan);
+ }
+ return eslEOD;
+ /*NOTREACHED*/
+ }
+ break;
+ }
+ case STAR: case PLUS: {
+ register const char nextch =
+ (OP(next) == EXACTLY) ? *OPERAND(next) : '\0';
+ register char *const save = ep->reginput;
+ register const size_t min = (OP(scan) == STAR) ? 0 : 1;
+ size_t no;
+
+ if (regrepeat(ep, OPERAND(scan), &no) != eslOK) return eslEINCONCEIVABLE;
+ for (++no; no > min; no--) {
+ ep->reginput = save + no - 1;
+ /* If it could work, try it. */
+ if (nextch == '\0' || *ep->reginput == nextch)
+ if (regmatch(ep, next) == eslOK)
+ return eslOK;
+ }
+ return eslEOD;
+ /*NOTREACHED*/
+ break;
+ }
+ case END:
+ return eslOK; /* Success! */
+ break;
+ default:
+ ESL_EXCEPTION(eslECORRUPT, "regexp corruption");
+ /*NOTREACHED*/
+ break;
+ }
+ }
+
+ /*
+ * We get here only if there's trouble -- normally "case END" is
+ * the terminating point.
+ */
+ ESL_EXCEPTION(eslECORRUPT, "corrupted pointers");
+}
+
+/*
+ - regrepeat - report how many times something simple would match,
+ * via <ret_result>
+ * Returns <eslOK> on success.
+ * Throws <eslEINCONCEIVABLE> - if node isn't a repeating one.
+ */
+static int
+regrepeat(register struct exec *ep, char *node, size_t *ret_count)
+{
+ register size_t count;
+ register char *scan;
+ register char ch;
+
+ switch (OP(node)) {
+ case ANY:
+ *ret_count = strlen(ep->reginput);
+ return eslOK;
+ case EXACTLY:
+ ch = *OPERAND(node);
+ count = 0;
+ for (scan = ep->reginput; *scan == ch; scan++)
+ count++;
+ *ret_count = count;
+ return eslOK;
+ /*NOTREACHED*/
+ break;
+ case ANYOF:
+ *ret_count = strspn(ep->reginput, OPERAND(node));
+ return eslOK;
+ /*NOTREACHED*/
+ break;
+ case ANYBUT:
+ *ret_count = strcspn(ep->reginput, OPERAND(node));
+ return eslOK;
+ /*NOTREACHED*/
+ break;
+ default: /* Oh dear. Called inappropriately. */
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "bad call of regrepeat");
+ /*NOTREACHED*/
+ break;
+ }
+ /* NOTREACHED */
+ return eslEINCONCEIVABLE;
+}
+
+/*
+ - regnext - dig the "next" pointer out of a node
+ */
+static char *
+regnext(register char *p)
+{
+ register const int offset = NEXT(p);
+
+ if (offset == 0)
+ return(NULL);
+
+ return((OP(p) == BACK) ? p-offset : p+offset);
+}
+
+#ifdef DEBUG
+/*
+ - regdump - dump a regexp onto stdout in vaguely comprehensible form
+ */
+static void
+regdump(esl__regexp *r)
+{
+ register char *s;
+ register char op = EXACTLY; /* Arbitrary non-END op. */
+ register char *next;
+
+
+ s = r->program + 1;
+ while (op != END) { /* While that wasn't END last time... */
+ op = OP(s);
+ printf("%2d%s", s-r->program, regprop(s)); /* Where, what. */
+ next = regnext(s);
+ if (next == NULL) /* Next ptr. */
+ printf("(0)");
+ else
+ printf("(%d)", (s-r->program)+(next-s));
+ s += 3;
+ if (op == ANYOF || op == ANYBUT || op == EXACTLY) {
+ /* Literal string, where present. */
+ while (*s != '\0') {
+ putchar(*s);
+ s++;
+ }
+ s++;
+ }
+ putchar('\n');
+ }
+
+ /* Header fields of interest. */
+ if (r->regstart != '\0')
+ printf("start `%c' ", r->regstart);
+ if (r->reganch)
+ printf("anchored ");
+ if (r->regmust != NULL)
+ printf("must have \"%s\"", r->regmust);
+ printf("\n");
+}
+
+/*
+ - regprop - printable representation of opcode
+ */
+static char *
+regprop(char *op)
+{
+ register char *p;
+ static char buf[50];
+
+ (void) strcpy(buf, ":");
+
+ switch (OP(op)) {
+ case BOL:
+ p = "BOL";
+ break;
+ case EOL:
+ p = "EOL";
+ break;
+ case ANY:
+ p = "ANY";
+ break;
+ case ANYOF:
+ p = "ANYOF";
+ break;
+ case ANYBUT:
+ p = "ANYBUT";
+ break;
+ case BRANCH:
+ p = "BRANCH";
+ break;
+ case EXACTLY:
+ p = "EXACTLY";
+ break;
+ case NOTHING:
+ p = "NOTHING";
+ break;
+ case BACK:
+ p = "BACK";
+ break;
+ case END:
+ p = "END";
+ break;
+ case OPEN+1:
+ case OPEN+2:
+ case OPEN+3:
+ case OPEN+4:
+ case OPEN+5:
+ case OPEN+6:
+ case OPEN+7:
+ case OPEN+8:
+ case OPEN+9:
+ sprintf(buf+strlen(buf), "OPEN%d", OP(op)-OPEN);
+ p = NULL;
+ break;
+ case CLOSE+1:
+ case CLOSE+2:
+ case CLOSE+3:
+ case CLOSE+4:
+ case CLOSE+5:
+ case CLOSE+6:
+ case CLOSE+7:
+ case CLOSE+8:
+ case CLOSE+9:
+ sprintf(buf+strlen(buf), "CLOSE%d", OP(op)-CLOSE);
+ p = NULL;
+ break;
+ case STAR:
+ p = "STAR";
+ break;
+ case PLUS:
+ p = "PLUS";
+ break;
+ default:
+ p = "[corrupted!]";
+ break;
+ }
+ if (p != NULL)
+ (void) strcat(buf, p);
+ return(buf);
+}
+#endif /*DEBUG*/
+
+
+ /* SRE: regsub() currently disabled; it is useful, but currently
+ * unused. ifdef'ing it out silences zealous compiler warnings */
+#if 0
+/*
+ - regsub - perform substitutions after a regexp match
+ *
+ * Returns <eslOK> on success.
+ * Throws <eslEINCONCEIVABLE>, <eslECORRUPT> on internal errors.
+ */
+static int
+regsub(const esl__regexp *rp, const char *source, char *dest)
+{
+ register esl__regexp * const prog = (esl__regexp *)rp;
+ register char *src = (char *)source;
+ register char *dst = dest;
+ register char c;
+ register int no;
+ register size_t len;
+
+ if (prog == NULL || source == NULL || dest == NULL)
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "NULL parameter to regsub");
+
+ if ((unsigned char)*(prog->program) != REGMAGIC)
+ ESL_EXCEPTION(eslECORRUPT, "damaged regexp");
+
+ while ((c = *src++) != '\0') {
+ if (c == '&')
+ no = 0;
+ else if (c == '\\' && isdigit((int) (*src)))
+ no = *src++ - '0';
+ else
+ no = -1;
+
+ if (no < 0) { /* Ordinary character. */
+ if (c == '\\' && (*src == '\\' || *src == '&'))
+ c = *src++;
+ *dst++ = c;
+ } else if (prog->startp[no] != NULL && prog->endp[no] != NULL &&
+ prog->endp[no] > prog->startp[no]) {
+ len = prog->endp[no] - prog->startp[no];
+ (void) strncpy(dst, prog->startp[no], len);
+ dst += len;
+ if (*(dst-1) == '\0') /* strncpy hit NUL. */
+ ESL_EXCEPTION(eslECORRUPT, "damaged match string");
+ }
+ }
+ *dst++ = '\0';
+ return eslOK;
+}
+#endif /* regsub() currently disabled */
+/*============= end of Spencer's copyrighted regexp code =============================*/
+
+/* Spencer's code originally handled a backslashed alphanum
+ * like \t as t: in regatom(), the logic was:
+ * ret = regnode(cp, EXACTLY);
+ * regc(cp, *cp->regparse++);
+ * regc(cp, '\0');
+ * Here we provide a drop-in replacement for these lines.
+ * We create an EXACTLY node for escapes, and a ANYBUT
+ * or ANYOF node for character classes. Then
+ * instead of pushing the char *cp->regparse onto the machine
+ * and incrementing cp->regparse, we interpret an alphanumeric
+ * character as an escape code, push one or more appropriate
+ * chars onto the machine, and advance regparse,
+ * before returning control to Spencer.
+ *
+ * that is: cp->regparse points to c when we come in,
+ * and it's an alphanumeric following a \. On return,
+ * we've advanced cp->regparse by one.
+ */
+static char *
+regescape(struct comp *cp, char c)
+{
+ int status;
+ char *ret;
+ char x;
+
+ switch (c) {
+ /* escapes: */
+ case 'f': ret = regnode(cp, EXACTLY); regc(cp, '\f'); break;
+ case 'n': ret = regnode(cp, EXACTLY); regc(cp, '\n'); break;
+ case 'r': ret = regnode(cp, EXACTLY); regc(cp, '\r'); break;
+ case 't': ret = regnode(cp, EXACTLY); regc(cp, '\t'); break;
+
+ /* character classes: */
+ case 'd':
+ ret = regnode(cp, ANYOF);
+ for (x = '0'; x <= '9'; x++)
+ regc(cp, x);
+ break;
+
+ case 'D':
+ ret = regnode(cp, ANYBUT);
+ for (x = '0'; x <= '9'; x++) regc(cp, x);
+ break;
+
+ case 'w':
+ ret = regnode(cp, ANYOF);
+ for (x = '0'; x <= '9'; x++) regc(cp, x);
+ for (x = 'a'; x <= 'z'; x++) regc(cp, x);
+ for (x = 'A'; x <= 'Z'; x++) regc(cp, x);
+ regc(cp, '_');
+ break;
+
+ case 'W':
+ ret = regnode(cp, ANYBUT);
+ for (x = '0'; x <= '9'; x++) regc(cp, x);
+ for (x = 'a'; x <= 'z'; x++) regc(cp, x);
+ for (x = 'A'; x <= 'Z'; x++) regc(cp, x);
+ regc(cp, '_');
+ break;
+
+ case 's':
+ ret = regnode(cp, ANYOF);
+ regc(cp, ' ');
+ regc(cp, '\t');
+ regc(cp, '\n');
+ regc(cp, '\r');
+ regc(cp, '\f');
+ break;
+
+ case 'S':
+ ret = regnode(cp, ANYBUT);
+ regc(cp, ' ');
+ regc(cp, '\t');
+ regc(cp, '\n');
+ regc(cp, '\r');
+ regc(cp, '\f');
+ break;
+
+ default:
+ ESL_XEXCEPTION(eslESYNTAX, "invalid \\ escape code");
+ /*NOTREACHED*/
+ break;
+ }
+
+ regc(cp, '\0');
+ cp->regparse++;
+ return ret;
+
+ ERROR:
+ return NULL;
+}
+
+
+/*****************************************************************
+ * 3 code examples, and the test driver
+ *****************************************************************/
+
+#ifdef eslREGEXP_EXAMPLE1
+/* Single match example.
+ * Find first match of <pattern> in <string>;
+ * print coords of complete match.
+ *
+ * gcc -g -Wall -o example1 -I. -DeslREGEXP_EXAMPLE1 regexp.c easel.c
+ * ./example1 <pattern> <string>
+ */
+
+#include <stdio.h> /* for printf() */
+#include "easel.h"
+#include "esl_regexp.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_REGEXP *m;
+ char *pattern;
+ char *string;
+ int status;
+ int i,j;
+
+ pattern = argv[1];
+ string = argv[2];
+
+ m = esl_regexp_Create();
+
+ status = esl_regexp_Match(m, pattern, string);
+
+ if (status == eslOK)
+ {
+ esl_regexp_SubmatchCoords(m, string, 0, &i, &j);
+ printf("Pattern matches string at positions %d..%d\n", i+1, j+1);
+ }
+ else if (status == eslEOD)
+ {
+ printf("Pattern does not match in string.\n");
+ }
+
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+#endif /* eslREGEXP_EXAMPLE1*/
+
+
+#ifdef eslREGEXP_EXAMPLE2
+/* Multiple match example.
+ * Matches <pattern> against <string> multiple times, until
+ * no more matches are found.
+ *
+ * gcc -g -Wall -o example2 -I. -DeslREGEXP_EXAMPLE2 regexp.c easel.c
+ * ./example2 <pattern> <string>
+ */
+
+#include <stdio.h> /* for printf() */
+#include "easel.h"
+#include "esl_regexp.h"
+
+int
+main(int argc, char **argv)
+{
+ char *pattern;
+ char *string;
+ ESL_REGEXP *m;
+ int status;
+ int i,j;
+ char *s;
+ char buf[256];
+ int n = 0;
+
+ pattern = argv[1];
+ string = argv[2];
+
+ m = esl_regexp_Create();
+
+ esl_regexp_Compile(m, pattern);
+ s = string;
+ while ((status = esl_regexp_MultipleMatches(m, &s)) == eslOK)
+ {
+ n++;
+ esl_regexp_SubmatchCoords(m, string, 0, &i, &j);
+ esl_regexp_SubmatchCopy(m, 0, buf, 256);
+
+ printf("Match #%d: positions %d..%d sequence: %s\n", n, i+1, j+1, buf);
+ }
+
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+#endif /* eslREGEXP_EXAMPLE2 */
+
+
+#ifdef eslREGEXP_EXAMPLE3
+
+/* Token parsing example.
+ * Match a <pattern> that contains <ntok> ()-tokens
+ * against <string>; parse out the submatches to each () token.
+ *
+ * gcc -g -Wall -o example3 -I. -DeslREGEXP_EXAMPLE3 regexp.c easel.c
+ * ./example3 <pattern> <string> <ntok>
+ */
+#include <stdlib.h> /* for atoi() */
+#include <stdio.h> /* for printf() */
+#include "easel.h"
+#include "esl_regexp.h"
+
+int
+main(int argc, char **argv)
+{
+ char *pattern;
+ char *string;
+ int ntok;
+ ESL_REGEXP *m;
+ int status;
+ int i,j;
+ char *token;
+ int n;
+
+ pattern = argv[1];
+ string = argv[2];
+ ntok = atoi(argv[3]);
+
+ m = esl_regexp_Create();
+
+ status = esl_regexp_Match(m, pattern, string);
+ if (status == eslOK)
+ {
+ for (n = 1; n <= ntok; n++)
+ {
+ esl_regexp_SubmatchCoords(m, string, n, &i, &j);
+ token = esl_regexp_SubmatchDup(m, n);
+ printf("token #%d: %d..%d, %s\n", n, i+1, j+1, token);
+ free(token);
+ }
+ }
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+#endif /*eslREGEXP_EXAMPLE3*/
+
+#ifdef eslREGEXP_TESTDRIVE
+/* A test driver exercises every function in the
+ * external API at least once, and tries to uncover
+ * obvious problems.
+ *
+ * gcc -g -Wall -o test -I. -DeslREGEXP_TESTDRIVE regexp.c easel.c
+ * ./test
+ */
+int
+main(void)
+{
+ ESL_REGEXP *m;
+ char *pattern;
+ char *string;
+ char *s;
+ char buf[64];
+ int status;
+ int i,j;
+ int n;
+
+ m = esl_regexp_Create();
+ string = "aaafoobarfoooobazfo..aaa";
+
+ /* simple matching test.
+ */
+ pattern = "foo";
+ if (esl_regexp_Match(m, pattern, string) != eslOK) abort();
+ esl_regexp_SubmatchCoords(m, string, 0, &i, &j);
+ if (i != 3 || j != 5) abort();
+ s = esl_regexp_SubmatchDup(m, 0);
+ if (strcmp(s, "foo") != 0) abort();
+ free(s);
+ esl_regexp_SubmatchCopy(m, 0, buf, 64);
+ if (strcmp(buf, "foo") != 0) abort();
+
+ /* test all the metacharacters in one pattern;
+ * and token 2 extraction grabs "oobaz" 13..17
+ */
+ pattern = "^aaaa*(foo|bar|baz)+([aboz]+).o\\.[^a-z]aaa?$";
+ if (esl_regexp_Match(m, pattern, string) != eslOK) abort();
+ esl_regexp_SubmatchCoords(m, string, 2, &i, &j);
+ if (i != 12 || j != 16) abort();
+ s = esl_regexp_SubmatchDup(m, 2);
+ if (strcmp(s, "oobaz") != 0) abort();
+ free(s);
+
+ /* test multiple matching:
+ * this pattern hits five times in the sequence, w/
+ * variations on foo.
+ */
+ pattern = "bar|foo*|baz";
+ esl_regexp_Compile(m, pattern);
+ s = string;
+ n = 0;
+ while ((status = esl_regexp_MultipleMatches(m, &s)) == eslOK)
+ {
+ n++;
+ esl_regexp_SubmatchCopy(m, 0, buf, 64);
+ if ((n == 1 && strcmp(buf, "foo") != 0) ||
+ (n == 2 && strcmp(buf, "bar") != 0) ||
+ (n == 3 && strcmp(buf, "foooo") != 0) ||
+ (n == 4 && strcmp(buf, "baz") != 0) ||
+ (n == 5 && strcmp(buf, "fo") != 0))
+ abort();
+ }
+ if (n != 5) abort();
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+#endif /* test driver */
+/*============= end of test driver and example code =============================*/
+
+
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_regexp.h b/easel/esl_regexp.h
new file mode 100644
index 0000000..02018af
--- /dev/null
+++ b/easel/esl_regexp.h
@@ -0,0 +1,68 @@
+/* regexp.h
+ * Regular expression matching on strings.
+ *
+ * SRE, Sun Jan 2 10:52:34 2005 [Zaragoza]
+ * SVN $Id: esl_regexp.h 255 2008-05-30 17:49:15Z eddys $
+ ******************************************************************
+ * The regexp module is a wrapper around a modified version of Henry
+ * Spencer's regex library. Spencer's copyright notice appears below,
+ * after my wrappers, prefacing the section that includes his code. I
+ * believe you can obtain the original code from:
+ * ftp://ftp.zoo.toronto.edu/pub/bookregex.tar.Z
+ * Thanks, Henry!
+ *****************************************************************
+ */
+#ifndef ESL_REGEXP_INCLUDED
+#define ESL_REGEXP_INCLUDED
+
+/* ESL_REGEXP_NSUB specifies the maximum number of () expressions
+ * in a regexp. The whole regexp counts as one, so 16 allows for
+ * parsing out up to 15 tokens from the match.
+ */
+#define ESL_REGEXP_NSUB 16
+
+/* The esl__regexp structure is from the original Spencer code.
+ * It's wrapped by the ESL_REGEXP structure, below.
+ */
+typedef struct {
+ char *startp[ESL_REGEXP_NSUB]; /* ptrs to starts of submatches on target string */
+ char *endp[ESL_REGEXP_NSUB]; /* ptrs to 1 char after ends of submatches */
+ char regstart; /* Internal use only. */
+ char reganch; /* Internal use only. */
+ char *regmust; /* Internal use only. */
+ int regmlen; /* Internal use only. */
+ char program[1]; /* Unwarranted chumminess with compiler. */
+} esl__regexp;
+
+
+/* This looks sort of stupid, wrapping a single ptr in a structure, but we
+ * want the machine to be persistent even if different NDFAs are
+ * compiled and used. Without this persistency, we would have to
+ * create/destroy every time we used a different pattern, instead of
+ * one create/destroy per block of code that uses regex matching
+ * functionaility.
+ *
+ * Plus, if we ever need to keep other persistent info
+ * beyond Spencer's compiled NDFA (which we'd rather not mess
+ * with), we have a place to put it.
+ */
+typedef struct {
+ esl__regexp *ndfa; /* a compiled regexp */
+} ESL_REGEXP;
+
+
+/* Declaration of functions in the API
+ */
+
+extern ESL_REGEXP *esl_regexp_Create(void);
+extern void esl_regexp_Destroy(ESL_REGEXP *machine);
+
+extern int esl_regexp_Match(ESL_REGEXP *machine, const char *pattern, const char *s);
+extern int esl_regexp_Compile(ESL_REGEXP *machine, const char *pattern);
+extern int esl_regexp_MultipleMatches(ESL_REGEXP *machine, char **sptr);
+
+extern char *esl_regexp_SubmatchDup(ESL_REGEXP *machine, int elem);
+extern int esl_regexp_SubmatchCopy(ESL_REGEXP *machine, int elem, char *buffer, int nc);
+extern int esl_regexp_SubmatchCoords(ESL_REGEXP *machine, char *origin, int elem,
+ int *ret_start, int *ret_end);
+#endif /*ESL_REGEXP_INCLUDED*/
diff --git a/easel/esl_regexp.tex b/easel/esl_regexp.tex
new file mode 100644
index 0000000..8d3157a
--- /dev/null
+++ b/easel/esl_regexp.tex
@@ -0,0 +1,386 @@
+
+The regexp module contains portable functions for using regular
+expressions to match and parse strings.
+
+There are many different regular expression syntaxes. Easel
+implements a small regular expression machine with a limited syntax,
+allowing the most familiar and important regular expression
+operators. It takes advantage of a compact, public domain regular
+expression engine written by Henry Spencer at the University of
+Toronto. Easel's regular expressions are not as powerful as the
+regular expression syntax in the Perl language, for example, but are
+sufficient for many useful parsing needs in a C application.
+
+\subsection{The regexp API}
+
+The module implements one object: a regular expression matching
+``machine'', \ccode{ESL\_REGEXP}.
+
+The API defines ten functions:
+
+\begin{tabular}{ll}
+ \multicolumn{2}{c}{\textbf{creating/destroying a regexp machine}}\\
+\ccode{esl\_regexp\_Create()} & Creates a new \ccode{ESL\_REGEXP}. \\
+\ccode{esl\_regexp\_Destroy()} & Destroys a created \ccode{ESL\_REGEXP}.\\
+\ccode{esl\_regexp\_Inflate()} & Inflates an allocated \ccode{ESL\_REGEXP} shell. \\
+\ccode{esl\_regexp\_Deflate()} & Deflates an inflated \ccode{ESL\_REGEXP} shell. \\
+ \multicolumn{2}{c}{\textbf{matching a pattern against a string}}\\
+\ccode{esl\_regexp\_Match()} & Finds first match of a pattern in a string.\\
+\ccode{esl\_regexp\_Compile()} & Precompile a pattern, for \ccode{\_MultipleMatches()}.\\
+\ccode{esl\_regexp\_MultipleMatches()} & Finds next match of a compiled pattern in a string.\\
+ \multicolumn{2}{c}{\textbf{retrieving (sub)match information}}\\
+\ccode{esl\_regexp\_SubmatchDup()} & Retrieves text of a (sub)match as a new string.\\
+\ccode{esl\_regexp\_SubmatchCopy()} & Copies text of a (sub)match into a buffer.\\
+\ccode{esl\_regexp\_SubmatchCoords()} & Retrieves start/end coord of a (sub)match.\\
+\end{tabular}
+
+\subsection{Examples of using the regexp API}
+
+To use the \ccode{regexp} module, you first create a machine, which
+you'll destroy when you're done. The same machine can be used for any
+number of different patterns, so you would usually create just one
+machine per function or code unit that needs regular expression
+functionality.
+
+An example of code that matches a \ccode{pattern} against a
+\ccode{string} is:
+
+\begin{cchunk}
+#include <stdio.h> /* for printf() */
+#include <easel/easel.h>
+#include <easel/regexp.h>
+
+int
+main(int argc, char **argv)
+{
+ ESL_REGEXP *m;
+ char *pattern;
+ char *string;
+ int status;
+ int i,j;
+
+ pattern = argv[1];
+ string = argv[2];
+
+ m = esl_regexp_Create();
+
+ status = esl_regexp_Match(m, pattern, string);
+
+ if (status == ESL_OK)
+ {
+ esl_regexp_SubmatchCoords(m, string, 0, &i, &j);
+ printf("Pattern matches string at positions %d..%d\n", i+1, j+1);
+ }
+ else if (status == ESL_EOD)
+ {
+ printf("Pattern does not match in string.\n");
+ }
+
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+#endif /* ESL_REGEXP_EXAMPLE1*/
+\end{cchunk}
+
+
+The \ccode{esl\_regexp\_Match()} function does the parsing. It returns
+\ccode{ESL\_OK} if a match is found, or \ccode{ESL\_EOD} if not.
+
+If a match is found, information about where the match is located in
+the string is kept in the machine. This information can be retrieved
+by any of three functions: the start and end points of the match (or
+any () token defining a submatch within the pattern) can be retrieved
+by \ccode{esl\_regexp\_SubmatchCoords()}; a matching substring can be
+retrieved as a new string by \ccode{esl\_regexp\_SubmatchDup()}, or
+matching substring can be copied into an existing buffer by
+\ccode{esl\_regexp\_SubmatchCopy()}. This information is volatile. It
+will only be available for retrieval until the next time this machine
+runs one of the two matching functions (\ccode{esl\_regexp\_Match()} or
+\ccode{esl\_regexp\_MultipleMatches()}).
+
+\ccode{esl\_regexp\_SubmatchCoords()} was called here with an argument
+of \ccode{elem}$=$ 0, where 0 means the complete match, as opposed to
+any tokens within the pattern. We'll see an example of retrieving
+tokens in a bit.
+
+The \ccode{i,j} start/end coordinates retrieved by the call to
+\ccode{esl\_regexp\_SubmatchCoords()} are 0-offset relative to the
+origin we provided, the \ccode{string} itself; so the first position
+in \ccode{string} is $i=0$. We added $+1$ to \ccode{i,j} in the
+example to print coords as $1..L$ in the string instead of $0..L-1$.
+
+An example of running this code:
+
+\begin{cchunk}
+ % ./example1 "ba(na)+" "grape banana apple"
+ Pattern matches string at positions 7..12
+\end{cchunk}
+
+Note that it matched ``banana'' from 7..12, not ``bana'' from
+7..10. The Easel regexp machine is ``greedy''. It matches as much of
+the string as the pattern allows. There isn't currently a way to
+circumvent this to get minimal matching instead of maximal matching
+(as, for instance, Perl regular expressions allow with an additional
+'?' modifier on its greedy quantifiers.)
+
+\subsubsection{Example of finding multiple matches in a string}
+
+The example above only found one (the first) match in the target
+string. What if you want to find every match in the string, analogous
+to the Perl \ccode{m//g} operator? The combination of
+\ccode{esl\_regexp\_Compile()} and
+\ccode{esl\_regexp\_MultipleMatches()} provides a useful idiom for
+this task, as seen in this example:
+
+\begin{cchunk}
+#include <stdio.h> /* for printf() */
+#include <easel/easel.h>
+#include <easel/regexp.h>
+
+int
+main(int argc, char **argv)
+{
+ char *pattern;
+ char *string;
+ ESL_REGEXP *m;
+ int status;
+ int i,j;
+ char *s;
+ char buf[256];
+ int n = 0;
+
+ pattern = argv[1];
+ string = argv[2];
+
+ m = esl_regexp_Create();
+
+ esl_regexp_Compile(m, pattern);
+ s = string;
+ while ((status = esl_regexp_MultipleMatches(m, &s)) == ESL_OK)
+ {
+ n++;
+ esl_regexp_SubmatchCoords(m, string, 0, &i, &j);
+ esl_regexp_SubmatchCopy(m, 0, buf, 256);
+
+ printf("Match #%d: positions %d..%d sequence: %s\n", n, i+1, j+1, buf);
+ }
+
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+\end{cchunk}
+
+For example, something like this could parse a command line for one or
+more arguments:
+
+\begin{cchunk}
+ % ./example2 "-[^ ]+" "foo -a --arg -O myfile"
+ Match #1: positions 5..6 sequence: -a
+ Match #2: positions 8..12 sequence: --arg
+ Match #3: positions 14..15 sequence: -O
+\end{cchunk}
+
+Like \ccode{esl\_regexp\_Match()},
+\ccode{esl\_regexp\_MultipleMatches()} finds the first match in a
+string. Additionally, upon returning after finding a match,
+\ccode{esl\_regexp\_MultipleMatches()} supplies a pointer to the next
+position in the string following the match (through the \ccode{\&s}
+argument). That facilitates writing an idiomatic \ccode{while ()} loop
+that steps a temporary pointer \ccode{s} through the string until no
+more matches are found, starting with \ccode{s = string}.
+
+Using a regular expression pattern requires compiling it into machine
+code (a non-deterministic finite automaton, NDFA). When you use
+\ccode{esl\_regexp\_Match()}, your pattern is compiled, and the
+resulting NDFA is run on your string to find a match. In the
+multiple-matching case, it's a waste to recompile the pattern for
+every match. Therefore, we use \ccode{esl\_regexp\_Compile()} to
+compile the NDFA once and hold it in the machine, and
+\ccode{esl\_regexp\_MultipleMatches()} takes a machine (containing a
+precompiled NDFA) as an argument instead of a pattern.
+
+Remember that the regexp machine is greedy, and that the pointer is set
+to follow each match. Therefore, multiple matches are guaranteed to be
+nonoverlapping, with each match matching as much of the string as it
+can before a subsequent match occurs -- even if this is not what you
+want.
+
+Otherwise, \ccode{esl\_regexp\_MultipleMatches()} and
+\ccode{esl\_regexp\_Match()} behave the same, in that they find the
+first match in the string pointer they're provided, and in terms of
+the information they leave in the machine for subsequent retrieval.
+
+You can also see an example of \ccode{esl\_regexp\_SubmatchCopy()} in
+action here, copying the complete match (``sub''match \#0), to a
+provided fixed-length buffer.
+
+\subsubsection{Example of parsing tokens out of a string}
+
+Text parsing is laborious in C, a language which does not inherently
+provide anywhere near the text-parsing power of Perl, for example.
+Using a regular expression to match a line of text and extract one or
+more tokens, demarcated by () in the expression, is a common operation
+in Perl. The Easel regexp machine provides much of the same power. An
+example of using token extraction:
+
+\begin{cchunk}
+#include <stdlib.h> /* for atoi() */
+#include <stdio.h> /* for printf() */
+#include <easel/easel.h>
+#include <easel/regexp.h>
+
+int
+main(int argc, char **argv)
+{
+ char *pattern;
+ char *string;
+ int ntok;
+ ESL_REGEXP *m;
+ int status;
+ int i,j;
+ char *token;
+ int n;
+
+ pattern = argv[1];
+ string = argv[2];
+ ntok = atoi(argv[3]);
+
+ m = esl_regexp_Create();
+
+ status = esl_regexp_Match(m, pattern, string);
+ if (status == ESL_OK)
+ {
+ for (n = 1; n <= ntok; n++)
+ {
+ esl_regexp_SubmatchCoords(m, string, n, &i, &j);
+ token = esl_regexp_SubmatchDup(m, n);
+ printf("token #%d: %d..%d, %s\n", n, i+1, j+1, token);
+ free(token);
+ }
+ }
+ esl_regexp_Destroy(m);
+ exit(0);
+}
+\end{cchunk}
+
+In previous examples, we only retrieved information about ``submatch''
+number 0, which always refers to the entire regular expression. The
+machine also retains the same information about all the ()-demarcated
+tokens in the expression, up to 15 of them.\footnote{The limit of one
+complete expression plus 15 tokens is defined by a compile-time
+constant \ccode{ESL\_REGEXP\_NSUB} in \ccode{regexp.h}, which is set to
+16 by default.} Now, we tell the retrieval functions (here,
+\ccode{esl\_regexp\_SubmatchCoords()} and
+\ccode{esl\_regexp\_SubmatchDup()}) to retrieve info for token
+\ccode{n} instead of 0.
+
+For example, parsing a bibliographic reference like ``Gene
+102:189-196(1991)'' might go something like:
+
+\begin{cchunk}
+ % ./example3 "(\S+) (\d+):(\d+)-(\d+)\((\d+)\)" "Gene 102:189-196(1991)" 5
+ token #1: 1..4, Gene
+ token #2: 6..8, 102
+ token #3: 10..12, 189
+ token #4: 14..16, 196
+ token #5: 18..21, 1991
+\end{cchunk}
+
+The tokens are numbered in the order that their open-parenthesis
+occurred in the expression, from left to right.
+
+\subsection{Syntax of regular expressions}
+
+Regular expression syntax is fairly universal and documented in many
+places, but because different engines implement more or less rich sets
+of regular expression operations, a specific description of Easel's
+operators follows.
+
+There are 11 metacharacters \verb'|?*+[().^$\' that encode regular
+expression operations.
+
+\ccode{.} is the ANY operator. It matches any single character.
+
+\ccode{?}, \ccode{*}, and \ccode{+} are repetition operators that
+follow some atom of the pattern. \ccode{?} means 0 or 1 occurrences of
+the atom; \ccode{*} means 0 or more; \ccode{+} means 1 or more. For
+example, \ccode{foo?} matches fo and foo; \ccode{foo*} matches fo,
+foo, fooo, foooo and so on; \ccode{foo+} matches foo, fooo, foooo, and
+so on.
+
+\verb'^' is the beginning-of-string anchor, and \ccode{\$} is the
+end-of-string anchor.
+
+\ccode{|} is the concatenation operator, specifying alternative ways
+to match. For example, \ccode{foo|bar|baz} matches baz, bar, or foo;
+\ccode{(foo|bar|baz)+} matches barfoobaz, foofoofoo, etc.
+
+\ccode{()} are for grouping and tokenizing. Anything inside \ccode{()}
+is grouped and treated as a single atom for purposes of a subsequent
+\ccode{?*+} operator, as in the \ccode{(foo|bar|baz)+} example above.
+Anything inside \ccode{()} becomes a token, extractable by
+\ccode{\_Submatch*} functions.
+
+The backslash \verb+\+, when followed by any metacharacter (or in
+fact, any non-alphanumeric character), specifies that that character
+should be treated as an ordinary character. For example, the pattern
+\verb+\\c:+ matches the string \verb+\c:+, since backslash is itself a
+metacharacter.
+
+A backslash followed by an alphanumeric character is either an
+\emph{escape character} or a \emph{character set}. Four escape
+characters are recognized: \verb+\f+ (form feed), \verb+\n+ (newline),
+\verb+\r+ (carriage return), and \verb+\t+ (TAB). Six character set
+codes are recognized, with the same meanings they have in Perl regular
+expressions:
+
+\begin{center}
+\begin{tabular}{lll}
+\textbf{code} & \textbf{meaning} & \textbf{equivalent to} \\
+ \verb+\d+ & digit & \verb+[0-9]+ \\
+ \verb+\D+ & not a digit & \verb+[^0-9]+ \\
+ \verb+\w+ & word character & \verb+[0-9a-z_a-Z]+ \\
+ \verb+\W+ & non-word character & \verb+[^0-9a-z_a-Z]+ \\
+ \verb+\s+ & whitespace & \verb+[ \t\n\r\f]+ \\
+ \verb+\S+ & non-whitespace & \verb+[^ \t\n\r\f]+ \\
+\end{tabular}
+\end{center}
+
+A backslash is followed by an alphanumeric character that is neither
+an escape code or a character set code is an error.
+
+\ccode{[} is the set (or range) operator. \footnote{An unmatched
+\ccode{]} is not a metacharacter, but a \ccode{[} metacharacter always
+implies a range and always must have a closing \ccode{]}.} The set of
+characters inside brackets \ccode{[]} are read as a single ANYOF
+atom. A set may be specified as a range of ASCII characters;
+\ccode{[a-z]}, for example, means any lower-case character from a to
+z, \ccode{[a-zA-Z]} means any alphabetic character, and \ccode{[0-9]}
+means any digit. For example, \ccode{fo[ox]} matches foo or
+fox. Additionally, \verb+[^+ implies the opposite, an ANYBUT atom: any
+character \emph{except} the set of characters named is a match. For
+example, \verb'foo[^ ]+' matches ``football'' in the string ``football
+game''.
+
+Metacharacters are handled differently inside the \verb+[]+ range
+operator. The only special characters are \verb+]+, \verb+-+, and
+\verb+\+. A \verb+]+ character indicates the end of the range operator
+unless it immediately follows the \verb+[+, in which case it is
+treated as a normal character (thus, weirdly, \verb+[][{}()]+ will
+match any open/close brace/parenthesis character). The \verb+-+
+character indicates the middle of a three-character \verb+x-y+ ASCII
+range, unless it comes at the beginning or end of the range (thus
+\verb+[]-]+ recognizes either \verb+]+ or \verb+-+ as literals). The
+\verb+\+ character indicates an escaped character. Only five such
+escape characters are recognized inside a range operator: \verb+\f+
+(form feed), \verb+\n+ (newline), \verb+\r+ (carriage return),
+\verb+\t+ (TAB), and \verb+\\+ (backslash itself). Character set codes
+like \verb+\s+ are not allowed within range operators.
+
+
+
+
+
+
+
+
diff --git a/easel/esl_rootfinder.c b/easel/esl_rootfinder.c
new file mode 100644
index 0000000..ebfa0c7
--- /dev/null
+++ b/easel/esl_rootfinder.c
@@ -0,0 +1,536 @@
+/* Finding roots.
+ *
+ * Contents:
+ * 1. The ESL_ROOTFINDER object.
+ * 2. One-dimensional root finding.
+ * 3. Unit tests.
+ * 4. Test driver.
+ * 5. Examples.
+ * 6. Copyright and license information.
+ *
+ * SRE, Fri Apr 6 09:14:13 2007 [Janelia]
+ * SVN $Id: esl_rootfinder.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <math.h>
+
+#include "easel.h"
+#include "esl_rootfinder.h"
+
+/*****************************************************************
+ * 1. The ESL_ROOTFINDER object.
+ *****************************************************************/
+
+/* Function: esl_rootfinder_Create()
+ * Synopsis: Creates ESL_ROOTFINDER for an $f(x)$
+ * Incept: SRE, Tue Apr 10 19:54:09 2007 [Janelia]
+ *
+ * Purpose: Create a rootfinder to find a root of a function $f(x) = 0$.
+ * <(*func)()> is a pointer to an implementation of the
+ * function $f(x)$. <params> is a generic pointer to any
+ * parameters or storage needed in <(*func)()> other than
+ * the value of $x$.
+ *
+ * Caller implements a <func()> that takes three arguments.
+ * The first two are the value <x>, and a void pointer to
+ * any additional parameters that $f(x)$ depends on. The
+ * result, $f(x)$, is returned via the third argument. This
+ * function must return <eslOK> to indicate success. Upon
+ * error, it may throw any error code it wishes.
+ *
+ *
+ * Args: (*func)() - ptr to function that evaluates f(x)
+ * params - ptr to parameters to be passed to (*func)()
+ *
+ * Returns: pointer to a new <ESL_ROOTFINDER> structure.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_ROOTFINDER *
+esl_rootfinder_Create(int (*func)(double, void*, double*), void *params)
+{
+ int status;
+ ESL_ROOTFINDER *R = NULL;
+
+ ESL_ALLOC(R, sizeof(ESL_ROOTFINDER));
+ R->func = func;
+ R->fdf = NULL; /* unused */
+ R->params = params;
+ R->xl = -eslINFINITY; /* not set yet */
+ R->fl = 0.; /* not set yet */
+ R->xr = eslINFINITY; /* not set yet */
+ R->fr = 0.; /* not set yet */
+ R->x0 = 0.; /* not set yet */
+ R->f0 = 0.; /* not set yet */
+ R->x = 0.; /* not set yet */
+ R->fx = 0.; /* not set yet */
+ R->dfx = 0.; /* unused */
+ R->iter = 0;
+ R->abs_tolerance = 1e-12;
+ R->rel_tolerance = 1e-12;
+ R->residual_tol = 0.;
+ R->max_iter = 100;
+ return R;
+
+ ERROR:
+ esl_rootfinder_Destroy(R);
+ return NULL;
+}
+
+
+/* Function: esl_rootfinder_CreateFDF()
+ * Synopsis: Creates ESL_ROOTFINDER that uses both $f(x)$, $f'(x)$
+ * Incept: SRE, Tue Apr 10 20:47:42 2007 [Janelia]
+ *
+ * Purpose: Create a rootfinder that will find
+ * a root of a function $f(x) = 0$ using first derivative
+ * information $f'(x)$.
+ *
+ * Caller provides a pointer <*fdf()> to a function that
+ * takes four arguments. The first two are the current <x>
+ * value, and a void pointer to any additional parameters
+ * that $f(x)$ depends on. <*fdf()> calculates the function
+ * $f(x)$ and the derivative $f'(x)$ and returns them
+ * through the remaining two arguments.
+ *
+ * Args: (*fdf)() - ptr to function that returns f(x) and f'(x)
+ * params - ptr to parameters to be passed to (*fdf)()
+ *
+ * Returns: pointer to a new <ESL_ROOTFINDER> structure.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_ROOTFINDER *
+esl_rootfinder_CreateFDF(int (*fdf)(double, void*, double*, double*), void *params)
+{
+ int status;
+ ESL_ROOTFINDER *R = NULL;
+
+ ESL_ALLOC(R, sizeof(ESL_ROOTFINDER));
+ R->func = NULL;
+ R->fdf = fdf;
+ R->params = params;
+ R->xl = -eslINFINITY;
+ R->fl = 0.; /* unused */
+ R->xr = eslINFINITY;
+ R->fr = 0.; /* unused */
+ R->x0 = 0.;
+ R->f0 = 0.;
+ R->x = 0.; /* not set yet */
+ R->fx = 0.; /* not set yet */
+ R->dfx = 0.; /* not set yet */
+ R->iter = 0;
+ R->abs_tolerance = 1e-15;
+ R->rel_tolerance = 1e-15;
+ R->residual_tol = 0.;
+ R->max_iter = 100;
+ return R;
+
+ ERROR:
+ esl_rootfinder_Destroy(R);
+ return NULL;
+}
+
+/* Function: esl_rootfinder_SetBrackets()
+ * Incept: SRE, Wed Apr 11 08:35:10 2007 [Janelia]
+ *
+ * Purpose: Declare that a root is in the open interval
+ * <(xl..xr)>.
+ *
+ * The function will be evaluated at both points.
+ *
+ * Args: R - rootfinder structure
+ * xl,xr - root lies in open interval (xl..xr)
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <xl,xr> cannot bracket a root,
+ * because $f(x_l)$ and $f(x_r)$ do not have opposite
+ * signs.
+ *
+ * Additionally, if either evaluation fails in the
+ * caller-provided function, the error code from that
+ * failure will be thrown.
+ */
+int
+esl_rootfinder_SetBrackets(ESL_ROOTFINDER *R, double xl, double xr)
+{
+ int status;
+ double dfx;
+
+ R->xl = xl;
+ R->xr = xr;
+ if (R->func != NULL) {
+ if ((status = (*R->func)(R->xl, R->params, &(R->fl))) != eslOK) return status;
+ if ((status = (*R->func)(R->xr, R->params, &(R->fr))) != eslOK) return status;
+ } else {
+ if ((status = (*R->fdf) (R->xl, R->params, &(R->fl), &dfx)) != eslOK) return status;
+ if ((status = (*R->fdf) (R->xr, R->params, &(R->fr), &dfx)) != eslOK) return status;
+ }
+ if (R->fl * R->fr >= 0) ESL_EXCEPTION(eslEINVAL, "xl,xr do not bracket a root");
+ return eslOK;
+}
+
+int
+esl_rootfinder_SetAbsoluteTolerance(ESL_ROOTFINDER *R, double tol)
+{
+ R->abs_tolerance = tol;
+ return eslOK;
+}
+
+int
+esl_rootfinder_SetRelativeTolerance(ESL_ROOTFINDER *R, double tol)
+{
+ R->rel_tolerance = tol;
+ return eslOK;
+}
+
+int
+esl_rootfinder_SetResidualTolerance(ESL_ROOTFINDER *R, double tol)
+{
+ R->residual_tol = tol;
+ return eslOK;
+}
+
+int
+esl_rootfinder_SetMaxIterations(ESL_ROOTFINDER *R, int maxiter)
+{
+ R->max_iter = maxiter;
+ return eslOK;
+}
+
+
+void
+esl_rootfinder_Destroy(ESL_ROOTFINDER *R)
+{
+ if (R == NULL) return;
+ free(R);
+}
+
+
+/*****************************************************************
+ * 2. One-dimensional root finding.
+ *****************************************************************/
+
+/* Function: esl_root_Bisection()
+ * Synopsis: Find a root of $f(x)$ by bisection method.
+ * Incept: SRE, Wed Apr 11 08:40:11 2007 [Janelia]
+ *
+ * Purpose: Find a root in the open interval <xl..xr> by the bisection method,
+ * and return it in <ret_x>.
+ *
+ * The bisection method is guaranteed to succeed, provided
+ * that <xl>,<xr> do indeed bracket a root, though it may
+ * be slow.
+ *
+ * The rootfinder <R> can be created either by
+ * <esl_rootfinder_Create()> or
+ * <esl_rootfinder_CreateFDF()>; if the latter (if the
+ * function in the rootfinder <R> includes derivative
+ * information), the bisection method will just ignore
+ * the derivative.
+ *
+ * Args: R - a rootfinder object for the function
+ * xl,xr - bounds of an open interval in which a root lies
+ * ret_x - RETURN: a root that satisfies $f(x) = 0$.
+ *
+ * Returns: <eslOK> on success, and <ret_x> points to a root.
+ *
+ * Throws: <eslEINVAL> if <xl,xr> do not bracket a root.
+ * <eslENOHALT> if the method exceeds the maximum number of
+ * iterations set in <R>.
+ *
+ * Additionally, any failure code that the caller-provided
+ * function $f(x)$ throws.
+ */
+int
+esl_root_Bisection(ESL_ROOTFINDER *R, double xl, double xr, double *ret_x)
+{
+ int status;
+ double xmag;
+
+ if ((status = esl_rootfinder_SetBrackets(R, xl, xr)) != eslOK) return status;
+
+ while (1) {
+ R->iter++;
+ if (R->iter > R->max_iter) ESL_EXCEPTION(eslENOHALT, "failed to converge in Bisection");
+
+ /* Bisect and evaluate the function */
+ R->x = (R->xl+R->xr)/2.;
+ if (R->func != NULL) {
+ if ((status = (*R->func)(R->x, R->params, &(R->fx))) != eslOK) return status;
+ } else {
+ if ((status = (*R->fdf) (R->x, R->params, &(R->fx), &(R->dfx))) != eslOK) return status;
+ }
+
+ /* Test for convergence */
+ xmag = (R->xl < 0. && R->xr > 0.) ? 0. : R->x;
+ if (R->fx == 0.) break; /* an exact root, lucky */
+ if (((R->xr-R->xl) < R->abs_tolerance + R->rel_tolerance*xmag) || fabs(R->fx) < R->residual_tol) break;
+
+ /* Narrow the bracket; pay attention to directionality */
+ if (R->fl > 0.) {
+ if (R->fx > 0.) { R->xl = R->x; R->fl = R->fx; }
+ else { R->xr = R->x; R->fr = R->fx; }
+ } else {
+ if (R->fx < 0.) { R->xl = R->x; R->fl = R->fx; }
+ else { R->xr = R->x; R->fr = R->fx; }
+ }
+ }
+
+ *ret_x = R->x;
+ return eslOK;
+}
+
+
+/* Function: esl_root_NewtonRaphson()
+ * Synopsis: Find a root of $f(x)$ by Newton/Raphson method.
+ * Incept: SRE, Wed Apr 11 08:56:28 2007 [Janelia]
+ *
+ * Purpose: Find a root by the Newton/Raphson method, starting from
+ * an initial guess <guess>. Return the root in <ret_x>.
+ *
+ * The Newton/Raphson method is not guaranteed to succeed,
+ * but when it does, it is much faster than bisection.
+ *
+ * Newton/Raphson uses first derivative information, so the
+ * rootfinder <R> must be created with
+ * <esl_rootfinder_CreateFDF()> for a function that evaluates
+ * both $f(x)$ and $f'(x)$.
+ *
+ * Args: R - a rootfinder object for $f(x)$ and $f'(x)$
+ * guess - an initial guess for the root
+ * ret_x - RETURN: a root that satisfies $f(x) = 0$.
+ *
+ * Returns: <eslOK> on success, and <ret_x> points to a root.
+ *
+ * Throws: <eslENOHALT> if the method exceeds the maximum number of
+ * iterations set in <R>.
+ *
+ * Additionally, any failure code that the caller-provided
+ * function $f(x)$ throws.
+ */
+int
+esl_root_NewtonRaphson(ESL_ROOTFINDER *R, double guess, double *ret_x)
+{
+ int status;
+
+ R->x = guess;
+ if ((status = (*R->fdf)(R->x, R->params, &(R->fx), &(R->dfx))) != eslOK) return status;
+
+ while (1) {
+ R->iter++;
+ if (R->iter > R->max_iter) ESL_EXCEPTION(eslENOHALT, "failed to converge in Newton");
+
+ /* printf("current: x=%20g f(x) = %20g f'(x) = %20g\n", R->x, R->fx, R->dfx); */
+
+ /* Take a Newton/Raphson step. */
+ R->x0 = R->x;
+ R->f0 = R->fx;
+ R->x = R->x - R->fx / R->dfx;
+ (*R->fdf)(R->x, R->params, &(R->fx), &(R->dfx));
+
+ /* Test for convergence. */
+ if (R->fx == 0) break; /* an exact root, lucky */
+ if ( (fabs(R->x - R->x0) < R->abs_tolerance + R->rel_tolerance*R->x) || fabs(R->fx < R->residual_tol)) break;
+ }
+
+ *ret_x = R->x;
+ return eslOK;
+}
+
+
+
+
+/*****************************************************************
+ * 3. Unit tests.
+ *****************************************************************/
+#ifdef eslROOTFINDER_TESTDRIVE
+/* For the unit tests, we'll use a quadratic function
+ * f(x) = ax^2 + bx + c = 0
+ * f'(x) = 2ax + b
+ * where it's easy to set up known roots.
+ */
+struct polyparams { double a,b,c; };
+
+static int quadratic_f(double x, void *params, double *ret_fx)
+{
+ struct polyparams *p = (struct polyparams *) params;
+ *ret_fx = (p->a * x * x + p->b * x + p->c);
+ return eslOK;
+}
+
+static int quadratic_fdf(double x, void *params, double *ret_fx, double *ret_dfx)
+{
+ struct polyparams *p = (struct polyparams *) params;
+
+ *ret_fx = (p->a * x * x + p->b * x + p->c);
+ *ret_dfx = (2 * p->a) * x + p->b;
+ return eslOK;
+}
+
+static void
+utest_Bisection(void)
+{
+ ESL_ROOTFINDER *R = NULL;
+ struct polyparams p;
+ double x;
+
+ /* (5x-1)(x+2) = 5x^2 + 9x - 2 with roots 0.2, -2 */
+ p.a = 5.;
+ p.b = 9.;
+ p.c = -2.;
+
+ R = esl_rootfinder_Create(quadratic_f, &p);
+ esl_root_Bisection(R, 0., 100., &x); /* find the positive root, 0.2 */
+ if (fabs(x-0.2) > R->abs_tolerance) esl_fatal("didn't find root 0.2");
+ esl_rootfinder_Destroy(R);
+
+ R = esl_rootfinder_CreateFDF(quadratic_fdf, &p);
+ esl_root_Bisection(R, -100., 0., &x); /* find the negative root, -2.0 */
+ if (fabs(x+2.) > R->abs_tolerance) esl_fatal("didn't find root -2");
+ esl_rootfinder_Destroy(R);
+}
+
+
+static void
+utest_Newton(void)
+{
+ ESL_ROOTFINDER *R = NULL;
+ struct polyparams p;
+ double x;
+
+ /* (5x-1)(x+2) = 5x^2 + 9x - 2 with roots 0.2, -2 */
+ p.a = 5.;
+ p.b = 9.;
+ p.c = -2.;
+
+ R = esl_rootfinder_CreateFDF(quadratic_fdf, &p);
+ esl_root_NewtonRaphson(R, 1., &x); /* find the positive root, 0.2 */
+ if (fabs(x-0.2) > R->abs_tolerance) esl_fatal("didn't find root 0.2");
+ esl_rootfinder_Destroy(R);
+
+ R = esl_rootfinder_CreateFDF(quadratic_fdf, &p);
+ esl_root_NewtonRaphson(R, -3., &x); /* find the negative root, -2.0 */
+ if (fabs(x+2.) > R->abs_tolerance) esl_fatal("didn't find root -2");
+ esl_rootfinder_Destroy(R);
+}
+
+#endif /*eslROOTFINDER_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 4. Test driver.
+ *****************************************************************/
+/*
+ gcc -g -Wall -I. -L. -DeslROOTFINDER_TESTDRIVE -o test esl_rootfinder.c -leasel -lm
+ ./test
+ */
+#ifdef eslROOTFINDER_TESTDRIVE
+
+int
+main(int argc, char **argv)
+{
+ utest_Bisection();
+ utest_Newton();
+
+ return eslOK;
+}
+
+#endif /*eslROOTFINDER_TESTDRIVE*/
+
+/*****************************************************************
+ * 5. Examples.
+ *****************************************************************/
+
+/* An example of bisection.
+ * gcc -g -Wall -o example -I. -DeslROOTFINDER_EXAMPLE esl_rootfinder.c easel.c -lm
+ */
+#ifdef eslROOTFINDER_EXAMPLE
+/*::cexcerpt::rootfinder_example::begin::*/
+#include "easel.h"
+#include "esl_rootfinder.h"
+
+struct polyparams { double a,b,c; };
+
+int quadratic_f(double x, void *params, double *ret_fx)
+{
+ struct polyparams *p = (struct polyparams *) params;
+ *ret_fx = (p->a * x * x + p->b * x + p->c);
+ return eslOK;
+}
+
+int main(void)
+{
+ ESL_ROOTFINDER *R = NULL;
+ struct polyparams p;
+ double x, fx;
+
+ p.a = 5.;
+ p.b = 2.;
+ p.c = -1.;
+
+ R = esl_rootfinder_Create(quadratic_f, &p);
+ esl_root_Bisection(R, 0., 100., &x);
+
+ quadratic_f(x, &p, &fx);
+ printf("Find an x such that f(x) = %.0fx^2 + %.0fx + %.0f = 0 ...\n", p.a, p.b, p.c);
+ printf("x = %f (f(x) = %f)\n", x, fx);
+
+ esl_rootfinder_Destroy(R);
+ return 0;
+}
+/*::cexcerpt::rootfinder_example::end::*/
+#endif /*eslROOTFINDER_EXAMPLE*/
+
+
+/* An example of Newton/Raphson.
+ * gcc -g -Wall -o example -I. -DeslROOTFINDER_EXAMPLE2 esl_rootfinder.c easel.c -lm
+ */
+#ifdef eslROOTFINDER_EXAMPLE2
+/*::cexcerpt::rootfinder_example2::begin::*/
+#include "easel.h"
+#include "esl_rootfinder.h"
+
+struct polyparams { double a,b,c; };
+
+int quadratic_fdf(double x, void *params, double *ret_fx, double *ret_dfx)
+{
+ struct polyparams *p = (struct polyparams *) params;
+
+ *ret_fx = (p->a * x * x + p->b * x + p->c);
+ *ret_dfx = (2 * p->a) * x + p->b;
+ return eslOK;
+}
+
+int main(void)
+{
+ ESL_ROOTFINDER *R = NULL;
+ struct polyparams p;
+ double x;
+
+ p.a = 5.;
+ p.b = 2.;
+ p.c = -1.;
+
+ R = esl_rootfinder_CreateFDF(quadratic_fdf, &p);
+ esl_root_NewtonRaphson(R, -1., &x);
+
+ printf("Find an x such that f(x) = %.0fx^2 + %.0fx + %.0f = 0 ...\n", p.a, p.b, p.c);
+ printf("x = %f\n", x);
+
+ esl_rootfinder_Destroy(R);
+ return 0;
+}
+/*::cexcerpt::rootfinder_example2::end::*/
+#endif /*eslROOTFINDER_EXAMPLE2*/
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_rootfinder.h b/easel/esl_rootfinder.h
new file mode 100644
index 0000000..57561fe
--- /dev/null
+++ b/easel/esl_rootfinder.h
@@ -0,0 +1,56 @@
+/* Finding roots of functions.
+ *
+ * SRE, Fri Apr 6 10:01:43 2007 [Janelia]
+ * SVN $Id: esl_rootfinder.h 231 2008-03-25 14:43:57Z eddys $
+ */
+#ifndef ESL_ROOTFINDER_INCLUDED
+#define ESL_ROOTFINDER_INCLUDED
+
+#include <esl_config.h>
+
+typedef struct {
+ int (*func)(double, void*, double*);
+ int (*fdf) (double, void*, double*, double*);
+ void *params;
+
+ double xl;
+ double fl;
+ double xr;
+ double fr;
+
+ double x0;
+ double f0;
+
+ double x;
+ double fx;
+ double dfx;
+ int iter;
+
+ double abs_tolerance;
+ double rel_tolerance;
+ double residual_tol;
+ int max_iter;
+} ESL_ROOTFINDER;
+
+
+extern ESL_ROOTFINDER *esl_rootfinder_Create (int (*func)(double, void*, double*), void *params);
+extern ESL_ROOTFINDER *esl_rootfinder_CreateFDF(int (*fdf) (double, void*, double*, double*), void *params);
+
+extern int esl_rootfinder_SetBrackets(ESL_ROOTFINDER *R, double xl, double xr);
+extern int esl_rootfinder_SetAbsoluteTolerance(ESL_ROOTFINDER *R, double tol);
+extern int esl_rootfinder_SetRelativeTolerance(ESL_ROOTFINDER *R, double tol);
+extern int esl_rootfinder_SetResidualTolerance(ESL_ROOTFINDER *R, double tol);
+extern int esl_rootfinder_SetMaxIterations(ESL_ROOTFINDER *R, int maxiter);
+extern void esl_rootfinder_Destroy(ESL_ROOTFINDER *R);
+
+extern int esl_root_Bisection(ESL_ROOTFINDER *R, double xl, double xr, double *ret_x);
+extern int esl_root_NewtonRaphson(ESL_ROOTFINDER *R, double guess, double *ret_x);
+
+
+#endif /*ESL_ROOTFINDER_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_rootfinder.tex b/easel/esl_rootfinder.tex
new file mode 100644
index 0000000..28b0aec
--- /dev/null
+++ b/easel/esl_rootfinder.tex
@@ -0,0 +1,43 @@
+
+
+
+\subsection{Example of using the rootfinder API}
+
+To use the bisection method, you provide a function that computes
+$f(x)$, and you provide an initial bracket $(x_L..x_R)$ in which the
+root is known to lie. An example of using the bisection method to
+compute a root of the quadratic function $ax^2 + bx + c = 0$ for
+$a=5$, $b=2$ and $c=-1$ (note that this function has two roots, one
+$<0$ and one $>0$; the bracket $0..100$ makes the example find only
+the positive root):
+
+\input{cexcerpts/rootfinder_example}
+
+
+To use the Newton/Raphson method, you provide a function that computes
+$f(x)$ and its first derivative $df(x)/dx$, and you provide an initial
+guess for the root $x$. An example of using the Newton/Raphson method
+to compute the root of the same function above (which has a derivative
+$df(x)/dx = 2ax + b$) is:
+
+\input{cexcerpts/rootfinder_example2}
+
+In this example, because the initial guess was negative, the other
+root gets found.
+
+Currently, just these two rootfinding algorithms are implemented. The
+bisection method does not require derivative information, and it
+requires the caller to provide an interval $(x_L..x_R)$ in which the
+root lies ($f(x_L)$ and $f(x_R)$ have opposite signs). Newton/Raphson
+uses derivative information, and it only needs an initial guess for
+$x$, not an interval. Thus there are two different \ccode{\_Create*()}
+routines, \ccode{esl\_rootfinder\_CreateBracketer()} for initializing
+a bisection method, and \ccode{esl\_rootfinder\_CreatePolisher()} for
+initializing a Newton/Raphson method. The reason for the more general
+names (\ccode{CreateBracketer()} and \ccode{CreatePolisher()} is that
+I expect other rootfinding algorithms (if we ever implement any) will
+group similarly: bracketing methods without derivative information,
+and ``polishing'' methods that use derivative information. But this
+may be misguided, and may change in the future.
+
+
diff --git a/easel/esl_scorematrix.c b/easel/esl_scorematrix.c
new file mode 100644
index 0000000..2966335
--- /dev/null
+++ b/easel/esl_scorematrix.c
@@ -0,0 +1,1407 @@
+/* Routines for manipulating sequence alignment score matrices,
+ * such as the BLOSUM and PAM matrices.
+ *
+ * Contents:
+ * 1. The ESL_SCOREMATRIX object.
+ * 2. Reading/writing score matrices.
+ * 3. Interpreting score matrices probabilistically.
+ * 4. Utility programs.
+ * 5. Unit tests.
+ * 6. Test driver.
+ * 7. Example program.
+ * 8. License and copyright.
+ *
+ * SRE, Mon Apr 2 08:25:05 2007 [Janelia]
+ * SVN $Id: esl_scorematrix.c 241 2008-04-01 19:01:52Z eddys $
+ */
+
+#include "esl_config.h"
+
+#include <string.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dmatrix.h"
+#include "esl_fileparser.h"
+#include "esl_rootfinder.h"
+#include "esl_ratematrix.h"
+#include "esl_scorematrix.h"
+
+/*****************************************************************
+ * 1. The ESL_SCOREMATRIX object
+ *****************************************************************/
+
+/* Function: esl_scorematrix_Create()
+ * Synopsis: Create an <ESL_SCOREMATRIX>.
+ * Incept: SRE, Mon Apr 2 08:38:10 2007 [Janelia]
+ *
+ * Purpose: Allocates a score matrix for alphabet <abc>, initializes
+ * all scores to zero.
+ *
+ * Args: abc - pointer to digital alphabet
+ *
+ * Returns: a pointer to the new object.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_SCOREMATRIX *
+esl_scorematrix_Create(const ESL_ALPHABET *abc)
+{
+ int status;
+ int i;
+ ESL_SCOREMATRIX *S = NULL;
+
+ ESL_ALLOC(S, sizeof(ESL_SCOREMATRIX));
+ S->s = NULL;
+ S->K = abc->K;
+ S->Kp = abc->Kp;
+ S->isval = NULL;
+ S->abc_r = abc;
+ S->nc = 0;
+ S->outorder = NULL;
+ S->has_stop = FALSE;
+ S->stopsc = 0;
+ S->stopstopsc = 0;
+
+ ESL_ALLOC(S->s, sizeof(int *) * abc->Kp);
+ for (i = 0; i < abc->Kp; i++) S->s[i] = NULL;
+ ESL_ALLOC(S->isval, sizeof(char) * abc->Kp);
+ for (i = 0; i < abc->Kp; i++) S->isval[i] = FALSE;
+ ESL_ALLOC(S->outorder, sizeof(char) * (abc->Kp+1)); /* maximum col/row count in output = Kp + stop character * */
+ S->outorder[0] = '\0'; /* init to empty string. */
+
+ ESL_ALLOC(S->s[0], sizeof(int) * abc->Kp * abc->Kp);
+ for (i = 1; i < abc->Kp; i++) S->s[i] = S->s[0] + abc->Kp * i;
+
+ for (i = 0; i < abc->Kp*abc->Kp; i++) S->s[0][i] = 0;
+ return S;
+
+ ERROR:
+ esl_scorematrix_Destroy(S);
+ return NULL;
+}
+
+/* Function: esl_scorematrix_SetIdentity()
+ * Synopsis: Set matrix to +1 match, 0 mismatch.
+ * Incept: SRE, Mon Apr 16 20:17:00 2007 [Janelia]
+ *
+ * Purpose: Sets score matrix <S> to be +1 for a match,
+ * 0 for a mismatch. <S> may be for any alphabet.
+ *
+ * Rarely useful in real use, but may be useful to create
+ * simple examples (including debugging).
+ *
+ * Returns: <eslOK> on success, and the scores in <S> are set.
+ */
+int
+esl_scorematrix_SetIdentity(ESL_SCOREMATRIX *S)
+{
+ int a;
+ int x;
+
+ for (a = 0; a < S->abc_r->Kp*S->abc_r->Kp; a++) S->s[0][a] = 0;
+ for (a = 0; a < S->K; a++) S->s[a][a] = 1;
+
+ for (x = 0; x < S->K; x++) S->isval[x] = TRUE;
+ for (x = S->abc_r->K; x < S->Kp; x++) S->isval[x] = FALSE;
+
+ strncpy(S->outorder, S->abc_r->sym, S->K);
+ S->outorder[S->K] = '\0';
+ S->nc = S->K;
+ S->has_stop = FALSE;
+ S->stopsc = 0;
+ S->stopstopsc = 0;
+ return eslOK;
+}
+
+/* Function: esl_scorematrix_SetBLOSUM62
+ * Synopsis: Set matrix to BLOSUM62 scores.
+ * Incept: SRE, Tue Apr 3 13:22:03 2007 [Janelia]
+ *
+ * Purpose: Set the 20x20 canonical residue scores in an
+ * allocated amino acid score matrix <S> to BLOSUM62
+ * scores \citep{Henikoff92}.
+ *
+ * Returns: <eslOK> on success, and the scores in <S> are set.
+ */
+int
+esl_scorematrix_SetBLOSUM62(ESL_SCOREMATRIX *S)
+{
+ int x,y;
+ static int blosum62[28][28] = {
+ /* A C D E F G H I K L M N P Q R S T V W Y - B J Z O U X ~ */
+ { 4, 0, -2, -1, -2, 0, -2, -1, -1, -1, -1, -2, -1, -1, -1, 1, 0, 0, -3, -2, 0, -2, 0, -1, 0, 0, 0, 0, },
+ { 0, 9, -3, -4, -2, -3, -3, -1, -3, -1, -1, -3, -3, -3, -3, -1, -1, -1, -2, -2, 0, -3, 0, -3, 0, 0, -2, 0, },
+ { -2, -3, 6, 2, -3, -1, -1, -3, -1, -4, -3, 1, -1, 0, -2, 0, -1, -3, -4, -3, 0, 4, 0, 1, 0, 0, -1, 0, },
+ { -1, -4, 2, 5, -3, -2, 0, -3, 1, -3, -2, 0, -1, 2, 0, 0, -1, -2, -3, -2, 0, 1, 0, 4, 0, 0, -1, 0, },
+ { -2, -2, -3, -3, 6, -3, -1, 0, -3, 0, 0, -3, -4, -3, -3, -2, -2, -1, 1, 3, 0, -3, 0, -3, 0, 0, -1, 0, },
+ { 0, -3, -1, -2, -3, 6, -2, -4, -2, -4, -3, 0, -2, -2, -2, 0, -2, -3, -2, -3, 0, -1, 0, -2, 0, 0, -1, 0, },
+ { -2, -3, -1, 0, -1, -2, 8, -3, -1, -3, -2, 1, -2, 0, 0, -1, -2, -3, -2, 2, 0, 0, 0, 0, 0, 0, -1, 0, },
+ { -1, -1, -3, -3, 0, -4, -3, 4, -3, 2, 1, -3, -3, -3, -3, -2, -1, 3, -3, -1, 0, -3, 0, -3, 0, 0, -1, 0, },
+ { -1, -3, -1, 1, -3, -2, -1, -3, 5, -2, -1, 0, -1, 1, 2, 0, -1, -2, -3, -2, 0, 0, 0, 1, 0, 0, -1, 0, },
+ { -1, -1, -4, -3, 0, -4, -3, 2, -2, 4, 2, -3, -3, -2, -2, -2, -1, 1, -2, -1, 0, -4, 0, -3, 0, 0, -1, 0, },
+ { -1, -1, -3, -2, 0, -3, -2, 1, -1, 2, 5, -2, -2, 0, -1, -1, -1, 1, -1, -1, 0, -3, 0, -1, 0, 0, -1, 0, },
+ { -2, -3, 1, 0, -3, 0, 1, -3, 0, -3, -2, 6, -2, 0, 0, 1, 0, -3, -4, -2, 0, 3, 0, 0, 0, 0, -1, 0, },
+ { -1, -3, -1, -1, -4, -2, -2, -3, -1, -3, -2, -2, 7, -1, -2, -1, -1, -2, -4, -3, 0, -2, 0, -1, 0, 0, -2, 0, },
+ { -1, -3, 0, 2, -3, -2, 0, -3, 1, -2, 0, 0, -1, 5, 1, 0, -1, -2, -2, -1, 0, 0, 0, 3, 0, 0, -1, 0, },
+ { -1, -3, -2, 0, -3, -2, 0, -3, 2, -2, -1, 0, -2, 1, 5, -1, -1, -3, -3, -2, 0, -1, 0, 0, 0, 0, -1, 0, },
+ { 1, -1, 0, 0, -2, 0, -1, -2, 0, -2, -1, 1, -1, 0, -1, 4, 1, -2, -3, -2, 0, 0, 0, 0, 0, 0, 0, 0, },
+ { 0, -1, -1, -1, -2, -2, -2, -1, -1, -1, -1, 0, -1, -1, -1, 1, 5, 0, -2, -2, 0, -1, 0, -1, 0, 0, 0, 0, },
+ { 0, -1, -3, -2, -1, -3, -3, 3, -2, 1, 1, -3, -2, -2, -3, -2, 0, 4, -3, -1, 0, -3, 0, -2, 0, 0, -1, 0, },
+ { -3, -2, -4, -3, 1, -2, -2, -3, -3, -2, -1, -4, -4, -2, -3, -3, -2, -3, 11, 2, 0, -4, 0, -3, 0, 0, -2, 0, },
+ { -2, -2, -3, -2, 3, -3, 2, -1, -2, -1, -1, -2, -3, -1, -2, -2, -2, -1, 2, 7, 0, -3, 0, -2, 0, 0, -1, 0, },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, },
+ { -2, -3, 4, 1, -3, -1, 0, -3, 0, -4, -3, 3, -2, 0, -1, 0, -1, -3, -4, -3, 0, 4, 0, 1, 0, 0, -1, 0, },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, },
+ { -1, -3, 1, 4, -3, -2, 0, -3, 1, -3, -1, 0, -1, 3, 0, 0, -1, -2, -3, -2, 0, 1, 0, 4, 0, 0, -1, 0, },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, },
+ { 0, -2, -1, -1, -1, -1, -1, -1, -1, -1, -1, -1, -2, -1, -1, 0, 0, -1, -2, -1, 0, -1, 0, -1, 0, 0, -1, 0, },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, },
+ };
+ /* The BLOSUM62 background frequencies are the actual frequencies used to create
+ * the matrix in 1992. */
+ /* A C D E F G H I K L M N P Q R S T V W Y */
+ /* double blosum62f[20] = { 0.074, 0.025, 0.054, 0.054, 0.047, 0.074, 0.026, 0.068, 0.058, 0.099, 0.025, 0.045, 0.039, 0.034, 0.052, 0.057, 0.051, 0.073, 0.013, 0.032 };
+ */
+
+ for (x = 0; x < S->K; x++) S->isval[x] = TRUE;
+ for (x = S->abc_r->K; x < S->Kp; x++) S->isval[x] = FALSE;
+ x = esl_abc_DigitizeSymbol(S->abc_r, 'B'); S->isval[x] = TRUE;
+ x = esl_abc_DigitizeSymbol(S->abc_r, 'Z'); S->isval[x] = TRUE;
+ x = esl_abc_DigitizeSymbol(S->abc_r, 'X'); S->isval[x] = TRUE;
+
+ for (x = 0; x < S->Kp; x++)
+ for (y = 0; y < S->Kp; y++)
+ S->s[x][y] = blosum62[x][y];
+
+ /* Bookkeeping necessary to be able to reproduce BLOSUM62 output format exactly, if we need to Write() */
+ strcpy(S->outorder, "ARNDCQEGHILKMFPSTWYVBZX*");
+ S->nc = strlen(S->outorder);
+ S->has_stop = TRUE;
+ S->stopsc = -4;
+ S->stopstopsc = 1;
+
+ return eslOK;
+}
+
+
+/* Function: esl_scorematrix_SetWAG()
+ * Synopsis: Set matrix using the WAG evolutionary model.
+ * Incept: SRE, Thu Apr 12 13:23:28 2007 [Janelia]
+ *
+ * Purpose: Parameterize an amino acid score matrix <S> using the WAG
+ * rate matrix \citep{WhelanGoldman01} as the underlying
+ * evolutionary model, at a distance of <t>
+ * substitutions/site, with scale factor <lambda>.
+ *
+ * Args: S - score matrix to set parameters in. Must be created for
+ * an amino acid alphabet.
+ * lambda - scale factor for scores
+ * t - distance to exponentiate WAG to, in substitutions/site
+ *
+ * Returns: <eslOK> on success, and the 20x20 residue scores in <S> are set.
+ *
+ * Throws: <eslEINVAL> if <S> isn't an allocated amino acid score matrix.
+ * <eslEMEM> on allocation failure.
+ */
+int
+esl_scorematrix_SetWAG(ESL_SCOREMATRIX *S, double lambda, double t)
+{
+ int status;
+ int i,j;
+ ESL_DMATRIX *Q = NULL;
+ ESL_DMATRIX *P = NULL;
+ static double wagpi[20];
+
+ if (S->K != 20) ESL_EXCEPTION(eslEINVAL, "Must be using an amino acid alphabet (K=20) to make WAG-based matrices");
+
+ if (( Q = esl_dmatrix_Create(20, 20)) == NULL) goto ERROR;
+ if (( P = esl_dmatrix_Create(20, 20)) == NULL) goto ERROR;
+ if ( esl_composition_WAG(wagpi) != eslOK) goto ERROR;
+ if ( esl_rmx_SetWAG(Q, wagpi) != eslOK) goto ERROR;
+ if ( esl_dmx_Exp(Q, t, P) != eslOK) goto ERROR;
+
+ for (i = 0; i < 20; i++)
+ for (j = 0; j < 20; j++)
+ P->mx[i][j] *= wagpi[i]; /* P_ij = P(j|i) pi_i */
+
+ esl_scorematrix_SetFromProbs(S, lambda, P, wagpi, wagpi);
+
+ esl_dmatrix_Destroy(Q);
+ esl_dmatrix_Destroy(P);
+ return eslOK;
+
+ ERROR:
+ if (Q != NULL) esl_dmatrix_Destroy(Q);
+ if (Q != NULL) esl_dmatrix_Destroy(P);
+ return status;
+}
+
+
+/* Function: esl_scorematrix_SetFromProbs()
+ * Synopsis: Set matrix from target and background probabilities.
+ * Incept: SRE, Wed Apr 11 17:37:45 2007 [Janelia]
+ *
+ * Purpose: Sets the scores in a new score matrix <S> from target joint
+ * probabilities in <P>, query background probabilities <fi>, and
+ * target background probabilities <fj>, with scale factor <lambda>:
+ * $s_{ij} = \frac{1}{\lambda} \frac{p_{ij}}{f_i f_j}$.
+ *
+ * Size of everything must match the canonical alphabet
+ * size in <S>. That is, <S->abc->K> is the canonical
+ * alphabet size of <S>; <P> must contain $K times K$
+ * probabilities $P_{ij}$, and <fi>,<fj> must be vectors of
+ * K probabilities. All probabilities must be nonzero.
+ *
+ * Args: S - score matrix to set scores in
+ * lambda - scale factor
+ * P - matrix of joint probabilities P_ij (KxK)
+ * fi - query background probabilities (0..K-1)
+ * fj - target background probabilities
+ *
+ * Returns: <eslOK> on success, and <S> contains the calculated score matrix.
+ */
+int
+esl_scorematrix_SetFromProbs(ESL_SCOREMATRIX *S, double lambda, const ESL_DMATRIX *P, const double *fi, const double *fj)
+{
+ int i,j;
+ double sc;
+
+ for (i = 0; i < S->abc_r->K; i++)
+ for (j = 0; j < S->abc_r->K; j++)
+ {
+ sc = log(P->mx[i][j] / (fi[i] * fj[j])) / lambda;
+ S->s[i][j] = (int) (sc + (sc>0 ? 0.5 : -0.5)); /* that's rounding to the nearest integer */
+ }
+
+ for (i = 0; i < S->abc_r->K; i++)
+ S->isval[i] = TRUE;
+ S->nc = S->abc_r->K;
+
+ strncpy(S->outorder, S->abc_r->sym, S->abc_r->K);
+ S->outorder[S->nc] = '\0';
+ return eslOK;
+}
+
+
+/* Function: esl_scorematrix_Copy()
+ * Synopsis: Copy <src> matrix to <dest>.
+ * Incept: SRE, Tue May 15 10:24:20 2007 [Janelia]
+ *
+ * Purpose: Copy <src> score matrix into <dest>. Caller
+ * has allocated <dest> for the same alphabet as
+ * <src>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINCOMPAT> if <dest> isn't allocated for
+ * the same alphabet as <src>.
+ */
+int
+esl_scorematrix_Copy(const ESL_SCOREMATRIX *src, ESL_SCOREMATRIX *dest)
+{
+ int i,j;
+
+ if (src->abc_r->type != dest->abc_r->type || src->K != dest->K || src->Kp != dest->Kp)
+ ESL_EXCEPTION(eslEINCOMPAT, "source and dest score matrix types don't match");
+
+ for (i = 0; i < src->K; i++)
+ for (j = 0; j < src->K; j++)
+ dest->s[i][j] = src->s[i][j];
+ for (i = 0; i < src->Kp; i++)
+ dest->isval[i] = src->isval[i];
+ dest->nc = src->nc;
+ for (i = 0; i < src->nc; i++)
+ dest->outorder[i] = src->outorder[i];
+ dest->outorder[dest->nc] = '\0';
+ dest->has_stop = src->has_stop;
+ dest->stopsc = src->stopsc;
+ dest->stopstopsc = src->stopstopsc;
+ return eslOK;
+}
+
+/* Function: esl_scorematrix_Clone()
+ * Synopsis: Allocate a duplicate of a matrix.
+ * Incept: SRE, Tue May 15 10:24:20 2007 [Janelia]
+ *
+ * Purpose: Allocates a new matrix and makes it a duplicate
+ * of <S>. Return a pointer to the new matrix.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_SCOREMATRIX *
+esl_scorematrix_Clone(const ESL_SCOREMATRIX *S)
+{
+ ESL_SCOREMATRIX *dup = NULL;
+
+ if ((dup = esl_scorematrix_Create(S->abc_r)) == NULL) return NULL;
+ if (esl_scorematrix_Copy(S, dup) != eslOK) { esl_scorematrix_Destroy(dup); return NULL; }
+ return dup;
+}
+
+
+/* Function: esl_scorematrix_Compare()
+ * Synopsis: Compare two matrices for equality.
+ * Incept: SRE, Tue Apr 3 14:17:12 2007 [Janelia]
+ *
+ * Purpose: Compares two score matrices. Returns <eslOK> if they
+ * are identical, <eslFAIL> if they differ. Every aspect
+ * of the two matrices is compared.
+ */
+int
+esl_scorematrix_Compare(const ESL_SCOREMATRIX *S1, const ESL_SCOREMATRIX *S2)
+{
+ int a,b;
+
+ if (strcmp(S1->outorder, S2->outorder) != 0) return eslFAIL;
+ if (S1->nc != S2->nc) return eslFAIL;
+ if (S1->has_stop != S2->has_stop) return eslFAIL;
+ if (S1->stopsc != S2->stopsc) return eslFAIL;
+ if (S1->stopstopsc != S2->stopstopsc) return eslFAIL;
+
+ for (a = 0; a < S1->nc; a++)
+ if (S1->isval[a] != S2->isval[a]) return eslFAIL;
+
+ for (a = 0; a < S1->Kp; a++)
+ for (b = 0; b < S1->Kp; b++)
+ if (S1->s[a][b] != S2->s[a][b]) return eslFAIL;
+ return eslOK;
+}
+
+/* Function: esl_scorematrix_CompareCanon()
+ * Synopsis: Compares scores of canonical residues for equality.
+ * Incept: SRE, Tue May 15 11:00:38 2007 [Janelia]
+ *
+ * Purpose: Compares the scores of canonical residues in
+ * two score matrices <S1> and <S2> for equality.
+ * Returns <eslOK> if they are identical, <eslFAIL>
+ * if they differ. Peripheral aspects of the scoring matrices
+ * having to do with noncanonical residues, output
+ * order, and suchlike are ignored.
+ */
+int
+esl_scorematrix_CompareCanon(const ESL_SCOREMATRIX *S1, const ESL_SCOREMATRIX *S2)
+{
+ int a,b;
+
+ for (a = 0; a < S1->K; a++)
+ for (b = 0; b < S1->K; b++)
+ if (S1->s[a][b] != S2->s[a][b]) return eslFAIL;
+ return eslOK;
+}
+
+
+
+/* Function: esl_scorematrix_Max()
+ * Synopsis: Returns maximum value in score matrix.
+ * Incept: SRE, Thu Apr 12 18:04:35 2007 [Janelia]
+ *
+ * Purpose: Returns the maximum value in score matrix <S>.
+ */
+int
+esl_scorematrix_Max(const ESL_SCOREMATRIX *S)
+{
+ int i,j;
+ int max = S->s[0][0];
+
+ for (i = 0; i < S->K; i++)
+ for (j = 0; j < S->K; j++)
+ if (S->s[i][j] > max) max = S->s[i][j];
+ return max;
+}
+
+/* Function: esl_scorematrix_Min()
+ * Synopsis: Returns minimum value in score matrix.
+ * Incept: SRE, Thu Apr 12 18:06:50 2007 [Janelia]
+ *
+ * Purpose: Returns the minimum value in score matrix <S>.
+ */
+int
+esl_scorematrix_Min(const ESL_SCOREMATRIX *S)
+{
+ int i,j;
+ int min = S->s[0][0];
+
+ for (i = 0; i < S->K; i++)
+ for (j = 0; j < S->K; j++)
+ if (S->s[i][j] < min) min = S->s[i][j];
+ return min;
+}
+
+
+/* Function: esl_scorematrix_IsSymmetric()
+ * Synopsis: Returns <TRUE> for symmetric matrix.
+ * Incept: SRE, Sat May 12 18:17:17 2007 [Janelia]
+ *
+ * Purpose: Returns <TRUE> if matrix <S> is symmetric,
+ * or <FALSE> if it's not.
+ */
+int
+esl_scorematrix_IsSymmetric(const ESL_SCOREMATRIX *S)
+{
+ int i,j;
+
+ for (i = 0; i < S->K; i++)
+ for (j = i; j < S->K; j++)
+ if (S->s[i][j] != S->s[j][i]) return FALSE;
+ return TRUE;
+}
+
+
+
+/* Function: esl_scorematrix_Destroy()
+ * Synopsis: Frees a matrix.
+ * Incept: SRE, Mon Apr 2 08:46:44 2007 [Janelia]
+ *
+ * Purpose: Frees a score matrix.
+ */
+void
+esl_scorematrix_Destroy(ESL_SCOREMATRIX *S)
+{
+ if (S == NULL) return;
+ if (S->s != NULL) {
+ if (S->s[0] != NULL) free(S->s[0]);
+ free(S->s);
+ }
+ if (S->isval != NULL) free(S->isval);
+ if (S->outorder != NULL) free(S->outorder);
+ free(S);
+ return;
+}
+
+
+
+
+
+/*****************************************************************
+ * 2. Reading/writing score matrices.
+ *****************************************************************/
+
+/* Function: esl_sco_Read()
+ * Synopsis: Read a standard matrix input file.
+ * Incept: SRE, Mon Apr 2 08:26:40 2007 [Janelia]
+ *
+ * Purpose: Given a pointer <efp> to an open file parser for a file
+ * containing a score matrix (such as a PAM or BLOSUM
+ * matrix), parse the file and create a new score matrix
+ * object. The scores are expected to be for the alphabet
+ * <abc>.
+ *
+ * The score matrix file is in the format that BLAST or
+ * FASTA use. The first line is a header contains N
+ * single-letter codes for the residues. Each of N
+ * subsequent rows optionally contains a residue row label
+ * (in the same order as the columns), followed by N
+ * residue scores. (Older matrix files do not contain the
+ * leading row label; newer ones do.) The residues may
+ * appear in any order. They must minimally include the
+ * canonical K residues (K=4 for DNA, K=20 for protein),
+ * and may also contain none, some, or all degeneracy
+ * codes. Any other residue code that is not in the Easel
+ * digital alphabet (including, in particular, the '*' code
+ * for a stop codon) is ignored by the parser.
+ *
+ * Returns: <eslOK> on success, and <ret_S> points to a newly allocated
+ * score matrix.
+ *
+ * Returns <eslEFORMAT> on parsing error; in which case, <ret_S> is
+ * returned <NULL>.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_sco_Read(ESL_FILEPARSER *efp, const ESL_ALPHABET *abc, ESL_SCOREMATRIX **ret_S)
+{
+ int status;
+ ESL_SCOREMATRIX *S = NULL;
+ int *map = NULL; /* maps col/row index to digital alphabet x */
+ char *tok;
+ int toklen;
+ int c, x;
+ int row,col;
+
+ /* Allocate the matrix
+ */
+ if ((S = esl_scorematrix_Create(abc)) == NULL) { status = eslEMEM; goto ERROR; }
+
+ /* Make sure we've got the comment character set properly in the fileparser.
+ * Score matrices use #.
+ */
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ /* Look for the first non-blank, non-comment line in the file. That line
+ * gives us the single-letter codes in the order that the file's using.
+ */
+ if ((status = esl_fileparser_NextLine(efp)) != eslOK) ESL_XFAIL(eslEFORMAT, efp->errbuf, "file appears to be empty");
+
+ /* Read the characters: count them and store them in order in label[0..nc-1].
+ * nc cannot exceed Kp+1 in our expected alphabet (+1, for the stop character *)
+ */
+ S->nc = 0;
+ while ((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) == eslOK)
+ {
+ if (S->nc >= abc->Kp+1) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Header contains more residues than expected for alphabet");
+ if (toklen != 1) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Header can only contain single-char labels; %s is invalid", tok);
+ S->outorder[S->nc++] = *tok;
+ }
+ if (status != eslEOL) ESL_XFAIL(status, efp->errbuf, "Unexpected failure of esl_fileparser_GetTokenOnLine()");
+ S->outorder[S->nc] = '\0'; /* NUL terminate */
+
+ /* Verify that these labels for the score matrix seem plausible, given our alphabet.
+ * This sets S->isval array: which residues we have scores for.
+ * It also sets the map[] array, which maps coord in label[] to x in alphabet.
+ * It's possible to see a residue in the score matrix that's not in the alphabet (main example is '*', a stop codon)
+ */
+ ESL_ALLOC(map, sizeof(int) * S->nc);
+ for (c = 0; c < S->nc; c++)
+ {
+ if (esl_abc_CIsValid(abc, S->outorder[c]))
+ {
+ x = esl_abc_DigitizeSymbol(abc, S->outorder[c]);
+ map[c] = x;
+ S->isval[x] = TRUE;
+ }
+ else if (S->outorder[c] == '*')
+ {
+ S->has_stop = TRUE;
+ map[c] = -1;
+ }
+ else
+ ESL_XFAIL(eslEFORMAT, efp->errbuf, "Don't know how to deal with residue %c in matrix file", S->outorder[c]);
+ }
+ for (x = 0; x < abc->K; x++)
+ if (! S->isval[x]) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Expected to see a column for residue %c", abc->sym[x]);
+
+
+ /* Read nc rows, one at a time;
+ * on each row, read nc+1 or nc tokens, of which nc are scores (may lead with a label or not)
+ */
+ for (row = 0; row < S->nc; row++)
+ {
+ if ((status = esl_fileparser_NextLine(efp)) != eslOK) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Unexpectedly ran out of lines in file");
+ for (col = 0; col < S->nc; col++)
+ {
+ if ((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Unexpectedly ran out of fields on line");
+ if (col == 0 && *tok == S->outorder[row]) { col--; continue; } /* skip leading label */
+
+ if (map[row] >= 0 && map[col] >= 0)
+ S->s[map[row]][map[col]] = atoi(tok);
+ else if (map[row] == -1 && map[col] == -1) /* stop/stop alignment */
+ S->stopstopsc = atoi(tok);
+ else
+ S->stopsc = atoi(tok); /* this'll reset the stop score 2*nc-1 times, wastefully, and assuming they're all identical */
+ }
+ if ((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslEOL) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Too many fields on line");
+ }
+ if ((status = esl_fileparser_NextLine(efp)) != eslEOF) ESL_XFAIL(eslEFORMAT, efp->errbuf, "Too many lines in file");
+
+
+ free(map);
+ *ret_S = S;
+ return eslOK;
+
+ ERROR:
+ esl_scorematrix_Destroy(S);
+ if (map != NULL) free(map);
+ *ret_S = NULL;
+ return status;
+}
+
+/* Function: esl_sco_Write()
+ * Synopsis: Write a BLAST-compatible score matrix file.
+ * Incept: SRE, Tue Apr 3 13:55:10 2007 [Janelia]
+ *
+ * Purpose: Writes a score matrix <S> to an open stream <fp>, in
+ * format compatible with BLAST, FASTA, and other common
+ * sequence alignment software.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_sco_Write(FILE *fp, const ESL_SCOREMATRIX *S)
+{
+ int a,b;
+ int x,y;
+ int nc = 0;
+
+ /* Total paranoia: we have two redundant ways to determine the
+ * number of residues in this matrix, and they should match:
+ * S->nc, or the sum of the isval[] flags + has_stop.
+ */
+ if (S->has_stop) nc++;
+ for (x = 0; x < S->Kp; x++)
+ if (S->isval[x]) nc++;
+ if (nc != S->nc) ESL_EXCEPTION(eslEINVAL, "nc's don't match. matrix is corrupt");
+
+ /* The header line, with column labels for residues */
+ fprintf(fp, " ");
+ for (a = 0; a < nc; a++) fprintf(fp, " %c ", S->outorder[a]);
+ fprintf(fp, "\n");
+
+ /* The data. Watch out for those pesky *'s, which aren't in the Easel digital alphabet (yet)
+ */
+ for (a = 0; a < nc; a++)
+ {
+ fprintf(fp, "%c ", S->outorder[a]);
+ for (b = 0; b < nc; b++)
+ {
+ if (S->outorder[a] != '*' && S->outorder[b] != '*')
+ {
+ x = esl_abc_DigitizeSymbol(S->abc_r, S->outorder[a]);
+ y = esl_abc_DigitizeSymbol(S->abc_r, S->outorder[b]);
+ fprintf(fp, "%3d ", S->s[x][y]);
+ }
+ else if (S->outorder[a] != '*' || S->outorder[b] != '*')
+ fprintf(fp, "%3d ", S->stopsc);
+ else
+ fprintf(fp, "%3d ", S->stopstopsc);
+ }
+ fprintf(fp, "\n");
+ }
+
+ return eslOK;
+}
+
+/*****************************************************************
+ * 3. Interpreting score matrices probabilistically.
+ *****************************************************************/
+
+struct lambda_params {
+ const double *fi;
+ const double *fj;
+ const ESL_SCOREMATRIX *S;
+};
+
+static int
+lambda_fdf(double lambda, void *params, double *ret_fx, double *ret_dfx)
+{
+ struct lambda_params *p = (struct lambda_params *) params;
+ int i,j;
+ double tmp;
+
+ *ret_fx = 0.;
+ *ret_dfx = 0.;
+ for (i = 0; i < p->S->K; i++)
+ for (j = 0; j < p->S->K; j++)
+ {
+ tmp = p->fi[i] * p->fj[j] * exp(lambda * (double) p->S->s[i][j]);
+ *ret_fx += tmp;
+ *ret_dfx += tmp * (double) p->S->s[i][j];
+ }
+ *ret_fx -= 1.0;
+ return eslOK;
+}
+
+/* Function: esl_sco_ProbifyGivenBG()
+ * Synopsis: Obtain $P_{ij}$ for matrix with known $\lambda$ and background.
+ * Incept: SRE, Thu Apr 12 17:46:20 2007 [Janelia]
+ *
+ * Purpose: Given a score matrix <S> and known query and target
+ * background frequencies <fi> and <fj>, calculate scale
+ * <lambda> and implicit target probabilities \citep{Altschul01}.
+ * Optionally returns either (or both) in <opt_lambda> and <opt_P>.
+ *
+ * The implicit target probabilities are returned in a
+ * newly allocated $K \times K$ <ESL_DMATRIX>, over only
+ * the canonical (typically 4 or 20) residues in the
+ * residue alphabet.
+ *
+ * Args: S - score matrix
+ * fi - background frequencies for sequence i
+ * fj - background frequencies for sequence j
+ * opt_lambda - optRETURN: calculated $\lambda$ parameter
+ * opt_P - optRETURN: implicit target probabilities $p_{ij}$; a KxK DMATRIX.
+ *
+ * Returns: <eslOK> on success, <*ret_lambda> contains the
+ * calculated $\lambda$ parameter, and <*ret_P> points to
+ * the target probability matrix (which is allocated here,
+ * and must be free'd by caller with <esl_dmatrix_Destroy(*ret_P)>.
+ *
+ * Throws: <eslEMEM> on allocation error;
+ * <eslEINVAL> if matrix is invalid and has no solution for $\lambda$;
+ * <eslENOHALT> if the solver fails to find $\lambda$.
+ * In these cases, <*ret_lambda> is 0.0, and <*ret_P> is <NULL>.
+ */
+int
+esl_sco_ProbifyGivenBG(const ESL_SCOREMATRIX *S, const double *fi, const double *fj,
+ double *opt_lambda, ESL_DMATRIX **opt_P)
+{
+ int status;
+ ESL_ROOTFINDER *R = NULL;
+ ESL_DMATRIX *P = NULL;
+ struct lambda_params p;
+ double lambda_guess;
+ double lambda;
+ int i,j;
+ double fx, dfx;
+
+ /* First, solve for lambda by rootfinding.
+ */
+ /* Set up the data passed to the lambda_fdf function. */
+ p.fi = fi;
+ p.fj = fj;
+ p.S = S;
+
+ /* Bracket the root.
+ * It's important that we come at the root from the far side, where
+ * f(lambda) is positive; else we may identify the root we don't want
+ * at lambda=0.
+ */
+ lambda_guess = 1. / (double) esl_scorematrix_Max(S);
+ for (; lambda_guess < 50.; lambda_guess *= 2.0) {
+ lambda_fdf(lambda_guess, &p, &fx, &dfx);
+ if (fx > 0) break;
+ }
+ if (fx <= 0) ESL_EXCEPTION(eslEINVAL, "Failed to bracket root for solving lambda");
+
+ /* Create a solver and find lambda by Newton/Raphson */
+ if (( R = esl_rootfinder_CreateFDF(lambda_fdf, &p) ) == NULL) { status = eslEMEM; goto ERROR; }
+ if (( status = esl_root_NewtonRaphson(R, lambda_guess, &lambda)) != eslOK) goto ERROR;
+
+ /* Now, given solution for lambda, calculate P
+ */
+ if (opt_P != NULL)
+ {
+ if ((P = esl_dmatrix_Create(S->K, S->K)) == NULL) { status = eslEMEM; goto ERROR; }
+ for (i = 0; i < S->K; i++)
+ for (j = 0; j < S->K; j++)
+ P->mx[i][j] = fi[i] * fj[j] * exp(lambda * (double) S->s[i][j]);
+ }
+
+ esl_rootfinder_Destroy(R);
+ if (opt_lambda != NULL) *opt_lambda = lambda;
+ if (opt_P != NULL) *opt_P = P;
+ return eslOK;
+
+ ERROR:
+ if (R != NULL) esl_rootfinder_Destroy(R);
+ if (opt_lambda != NULL) *opt_lambda = 0.;
+ if (opt_P != NULL) *opt_P = NULL;
+ return status;
+
+
+}
+
+
+
+/* This section is an implementation of one of the ideas in
+ * Yu and Altschul, PNAS 100:15688, 2003 [YuAltschul03]:
+ * Given a valid score matrix, calculate its probabilistic
+ * basis (P_ij, f_i, f_j, and lambda), on the assumption that
+ * the background probabilities are the marginals of P_ij.
+ */
+struct yualtschul_params {
+ ESL_DMATRIX *S; /* pointer to the KxK score matrix w/ values cast to doubles */
+ ESL_DMATRIX *M; /* not a param per se: alloc'ed storage for M matrix provided to the objective function */
+ ESL_DMATRIX *Y; /* likewise, alloc'ed storage for Y (M^-1) matrix provided to obj function */
+};
+
+/* yualtschul_func()
+ *
+ * This is the objective function we try to find a root of.
+ * Its prototype is dictated by the esl_rootfinder API.
+ */
+static int
+yualtschul_func(double lambda, void *params, double *ret_fx)
+{
+ int status;
+ struct yualtschul_params *p = (struct yualtschul_params *) params;
+ ESL_DMATRIX *S = p->S;
+ ESL_DMATRIX *M = p->M;
+ ESL_DMATRIX *Y = p->Y;
+ int i,j;
+
+ /* the M matrix has entries M_ij = e^{lambda * s_ij} */
+ for (i = 0; i < S->n; i++)
+ for (j = 0; j < S->n; j++)
+ M->mx[i][j] = exp(lambda * S->mx[i][j]);
+
+ /* the Y matrix is the inverse of M */
+ if ((status = esl_dmx_Invert(M, Y)) != eslOK) return status;
+
+ /* We're trying to find the root of \sum_ij Y_ij - 1 = 0 */
+ *ret_fx = esl_dmx_Sum(Y) - 1.;
+ return eslOK;
+}
+
+/* yualtschul_engine()
+ *
+ * This function backcalculates the probabilistic basis for a score
+ * matrix S, when S is a double-precision matrix. Providing this
+ * as a separate "engine" and writing esl_sco_Probify()
+ * as a wrapper around it allows us to separately test inaccuracy
+ * due to numerical performance of our linear algebra, versus
+ * inaccuracy due to integer roundoff in integer scoring matrices.
+ *
+ * It is not uncommon for this to fail when S is derived from
+ * integer scores. Because the scores may have been provided by the
+ * user, and this may be our first chance to detect the "user error"
+ * of an invalid matrix, this engine returns <eslENORESULT> as a normal error
+ * if it can't reach a valid solution.
+ */
+static int
+yualtschul_engine(ESL_DMATRIX *S, ESL_DMATRIX *P, double *fi, double *fj, double *ret_lambda)
+{
+ int status;
+ ESL_ROOTFINDER *R = NULL;
+ struct yualtschul_params p;
+ double lambda;
+ double xl, xr;
+ double fx;
+ int i,j;
+
+ /* Set up a bisection method to find lambda */
+ p.S = S;
+ p.M = p.Y = NULL;
+ if ((p.M = esl_dmatrix_Create(S->n, S->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ if ((p.Y = esl_dmatrix_Create(S->n, S->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ if ((R = esl_rootfinder_Create(yualtschul_func, &p)) == NULL) { status = eslEMEM; goto ERROR; }
+
+ /* Need a reasonable initial guess for lambda; if we use extreme
+ * lambda guesses, we'll introduce numeric instability in the
+ * objective function, and may even blow up the values of e^{\lambda
+ * s_ij} in the M matrix. Appears to be safe to start with lambda on
+ * the order of 2/max(s_ij).
+ */
+ xr = 1. / esl_dmx_Max(S);
+
+ /* Identify suitable brackets on lambda. */
+ for (xl = xr; xl > 1e-10; xl /= 1.6) {
+ if ((status = yualtschul_func(xl, &p, &fx)) != eslOK) goto ERROR;
+ if (fx > 0.) break;
+ }
+ if (fx <= 0.) { status = eslENORESULT; goto ERROR; }
+
+ for (; xr < 100.; xr *= 1.6) {
+ if ((status = yualtschul_func(xr, &p, &fx)) != eslOK) goto ERROR;
+ if (fx < 0.) break;
+ }
+ if (fx >= 0.) { status = eslENORESULT; goto ERROR; }
+
+ /* Find lambda by bisection */
+ if (esl_root_Bisection(R, xl, xr, &lambda) != eslOK) goto ERROR;
+
+ /* Find fi, fj from Y: fi are column sums, fj are row sums */
+ for (i = 0; i < S->n; i++) {
+ fi[i] = 0.;
+ for (j = 0; j < S->n; j++) fi[i] += p.Y->mx[j][i];
+ }
+ for (j = 0; j < S->n; j++) {
+ fj[j] = 0.;
+ for (i = 0; i < S->n; i++) fj[j] += p.Y->mx[j][i];
+ }
+
+ /* Find p_ij */
+ for (i = 0; i < S->n; i++)
+ for (j = 0; j < S->n; j++)
+ P->mx[i][j] = fi[i] * fj[j] * p.M->mx[i][j];
+
+ *ret_lambda = lambda;
+ esl_dmatrix_Destroy(p.M);
+ esl_dmatrix_Destroy(p.Y);
+ esl_rootfinder_Destroy(R);
+ return eslOK;
+
+ ERROR:
+ if (p.M != NULL) esl_dmatrix_Destroy(p.M);
+ if (p.Y != NULL) esl_dmatrix_Destroy(p.Y);
+ if (R != NULL) esl_rootfinder_Destroy(R);
+ return status;
+}
+
+/* Function: esl_sco_Probify()
+ * Synopsis: Calculate the probabilistic basis of a score matrix.
+ * Incept: SRE, Wed Apr 11 07:56:44 2007 [Janelia]
+ *
+ * Purpose: Reverse engineering of a score matrix: given a "valid"
+ * substitution matrix <S>, obtain implied joint
+ * probabilities $p_{ij}$, query composition $f_i$, target
+ * composition $f_j$, and scale $\lambda$, by assuming that
+ * $f_i$ and $f_j$ are the appropriate marginals of $p_{ij}$.
+ * Optionally return any or all of these solutions in
+ * <*opt_P>, <*opt_fi>, <*opt_fj>, and <*opt_lambda>.
+ *
+ * This implements an algorithm described in
+ * \citep{YuAltschul03}.
+ *
+ * This algorithm works fine in principle, but when it is
+ * applied to rounded integer scores with small dynamic
+ * range (the typical situation for score matrices) it may
+ * fail due to integer roundoff error. It works best for
+ * score matrices built using small values of $\lambda$. Yu
+ * and Altschul use $\lambda = 0.00635$ for BLOSUM62, which
+ * amounts to scaling default BLOSUM62 up 50-fold. It
+ * happens that default BLOSUM62 (which was created with
+ * lambda = 0.3466, half-bits) can be successfully reverse
+ * engineered (albeit with some loss of accuracy;
+ * calculated lambda is 0.3240) but other common matrices
+ * may fail. This failure results in a normal returned
+ * error of <eslENORESULT>.
+ *
+ * Args: S - score matrix
+ * opt_P - optRETURN: KxK matrix of implied target probs $p_{ij}$
+ * opt_fi - optRETURN: vector of K $f_i$ background probs, 0..K-1
+ * opt_fj - optRETURN: vector of K $f_j$ background probs, 0..K-1
+ * opt_lambda - optRETURN: calculated $\lambda$ parameter
+ *
+ * Returns: <eslOK> on success, and <opt_P>, <opt_fi>, <opt_fj>, and <opt_lambda>
+ * point to the results (for any of these that were passed non-<NULL>).
+ *
+ * <opt_P>, <opt_fi>, and <opt_fj>, if requested, are new
+ * allocations, and must be freed by the caller.
+ *
+ * Returns <eslENORESULT> if the algorithm fails to determine a valid solution.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: J1/35.
+ */
+int
+esl_sco_Probify(const ESL_SCOREMATRIX *S, ESL_DMATRIX **opt_P, double **opt_fi, double **opt_fj, double *opt_lambda)
+{
+ int status;
+ ESL_DMATRIX *Sd = NULL;
+ ESL_DMATRIX *P = NULL;
+ double *fi = NULL;
+ double *fj = NULL;
+ double lambda;
+ int i,j;
+
+ if (( Sd = esl_dmatrix_Create(S->K, S->K)) == NULL) {status = eslEMEM; goto ERROR; }
+ if (( P = esl_dmatrix_Create(S->K, S->K)) == NULL) {status = eslEMEM; goto ERROR; }
+ ESL_ALLOC(fi, sizeof(double) * S->K);
+ ESL_ALLOC(fj, sizeof(double) * S->K);
+
+ /* Construct a double-precision dmatrix from S.
+ * I've tried integrating over the rounding uncertainty by
+ * averaging over trials with values jittered by +/- 0.5,
+ * but it doesn't appear to help much, if at all.
+ */
+ for (i = 0; i < S->K; i++)
+ for (j = 0; j < S->K; j++)
+ Sd->mx[i][j] = (double) S->s[i][j];
+
+ /* Reverse engineer the doubles */
+ if ((status = yualtschul_engine(Sd, P, fi, fj, &lambda)) != eslOK) goto ERROR;
+
+ esl_dmatrix_Destroy(Sd);
+ if (opt_P != NULL) *opt_P = P; else esl_dmatrix_Destroy(P);
+ if (opt_fi != NULL) *opt_fi = fi; else free(fi);
+ if (opt_fj != NULL) *opt_fj = fj; else free(fj);
+ if (opt_lambda != NULL) *opt_lambda = lambda;
+ return eslOK;
+
+ ERROR:
+ if (Sd != NULL) esl_dmatrix_Destroy(Sd);
+ if (P != NULL) esl_dmatrix_Destroy(P);
+ if (fi != NULL) free(fi);
+ if (fj != NULL) free(fj);
+ if (opt_P != NULL) *opt_P = NULL;
+ if (opt_fi != NULL) *opt_fi = NULL;
+ if (opt_fj != NULL) *opt_fj = NULL;
+ if (opt_lambda != NULL) *opt_lambda = 0.;
+ return status;
+}
+
+
+
+/* Function: esl_sco_RelEntropy()
+ * Synopsis: Calculates relative entropy of a matrix.
+ * Incept: SRE, Sat May 12 18:14:02 2007 [Janelia]
+ *
+ * Purpose: Calculates the relative entropy of score matrix <S> in
+ * bits, given its background distributions <fi> and <fj> and
+ * its scale <lambda>.
+ *
+ * Args: S - score matrix
+ * fi - background freqs for sequence i
+ * fj - background freqs for sequence j
+ * lambda - scale factor $\lambda$ for <S>
+ * ret_D - RETURN: relative entropy.
+ *
+ * Returns: <eslOK> on success, and <ret_D> contains the relative
+ * entropy.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ * <eslEINVAL> if the implied $p_{ij}$'s don't sum to one,
+ * probably indicating that <lambda> was not the correct
+ * <lambda> for <S>, <fi>, and <fj>.
+ * In either exception, <ret_D> is returned as 0.0.
+ */
+int
+esl_sco_RelEntropy(const ESL_SCOREMATRIX *S, const double *fi, const double *fj, double lambda, double *ret_D)
+{
+ int status;
+ double pij;
+ double sum = 0.;
+ int i,j;
+ double D = 0;
+
+ for (i = 0; i < S->K; i++)
+ for (j = 0; j < S->K; j++)
+ {
+ pij = fi[i] * fj[j] * exp(lambda * (double) S->s[i][j]);
+ sum += pij;
+ if (pij > 0.) D += pij * log(pij / (fi[i] * fj[j]));
+
+ }
+ if (esl_DCompare(sum, 1.0, 1e-3) != eslOK)
+ ESL_XEXCEPTION(eslEINVAL, "pij's don't sum to one: bad lambda?");
+
+ D /= eslCONST_LOG2;
+ *ret_D = D;
+ return eslOK;
+
+ ERROR:
+ *ret_D = 0.;
+ return status;
+}
+
+
+
+
+
+/*****************************************************************
+ * 4. Utilities
+ *****************************************************************/
+
+/* Reformat a score matrix file, canonical residues only, into
+ * Easel internal digital alphabet order, suitable for making
+ * a static data structure.
+ */
+#ifdef eslSCOREMATRIX_UTILITY1
+/*
+ gcc -g -Wall -o utility -I. -L. -DeslSCOREMATRIX_UTILITY1 esl_scorematrix.c -leasel -lm
+ ./utility BLOSUM62
+*/
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_scorematrix.h"
+#include "esl_fileparser.h"
+
+int
+main(int argc, char **argv)
+{
+ char *infile = argv[1];
+ ESL_ALPHABET *abc;
+ ESL_FILEPARSER *efp;
+ ESL_SCOREMATRIX *S;
+ int x,y;
+
+ abc = esl_alphabet_Create(eslAMINO);
+
+ if (esl_fileparser_Open(infile, &efp) != eslOK) esl_fatal("Failed to open %s\n", infile);
+ if (esl_scorematrix_Read(efp, abc, &S) != eslOK) esl_fatal("parse failed: %s", efp->errbuf);
+
+ for (x = 0; x < abc->Kp; x++) {
+ printf("{ ");
+ for (y = 0; y < abc->Kp; y++)
+ printf("%3d, ", S->s[x][y]);
+ printf(" },\n");
+ }
+
+ esl_scorematrix_Destroy(S);
+ esl_fileparser_Close(efp);
+ esl_alphabet_Destroy(abc);
+ return eslOK;
+}
+#endif /*eslSCOREMATRIX_UTILITY1*/
+
+
+
+
+
+
+
+/*****************************************************************
+ * 5. Unit tests.
+ *****************************************************************/
+
+#ifdef eslSCOREMATRIX_TESTDRIVE
+#include <esl_dirichlet.h>
+
+static void
+utest_ReadWrite(ESL_ALPHABET *abc, ESL_SCOREMATRIX *S)
+{
+ char tmpfile[16] = "esltmpXXXXXX";
+ FILE *fp = NULL;
+ ESL_SCOREMATRIX *S2 = NULL;
+ ESL_FILEPARSER *efp = NULL;
+
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal("failed to open tmp file");
+ if (esl_sco_Write(fp, S) != eslOK) esl_fatal("failed to write test matrix");
+ fclose(fp);
+
+ if (esl_fileparser_Open(tmpfile, &efp) != eslOK) esl_fatal("failed to open tmpfile containing BLOSUM62 matrix");
+ if (esl_sco_Read(efp, abc, &S2) != eslOK) esl_fatal("failed to read tmpfile containing BLOSUM62 matrix");
+ if (esl_scorematrix_Compare(S, S2) != eslOK) esl_fatal("the two test matrices aren't identical");
+
+ remove(tmpfile);
+ esl_fileparser_Close(efp);
+ esl_scorematrix_Destroy(S2);
+ return;
+}
+
+
+static void
+utest_ProbifyGivenBG(ESL_SCOREMATRIX *S0, ESL_DMATRIX *P0, double *wagpi, double lambda0)
+{
+ char *msg = "ProbifyGivenBG() unit test failed";
+ ESL_DMATRIX *P = NULL;
+ double lambda;
+
+ if (esl_sco_ProbifyGivenBG(S0, wagpi, wagpi, &lambda, &P) != eslOK) esl_fatal(msg);
+
+ if (esl_DCompare(lambda0, lambda, 1e-3) != eslOK) esl_fatal("lambda is wrong");
+ if (esl_DCompare(esl_dmx_Sum(P), 1.0, 1e-9) != eslOK) esl_fatal("P doesn't sum to 1");
+ if (esl_dmatrix_Compare(P0, P, 1e-2) != eslOK) esl_fatal("P is wrong");
+
+ esl_dmatrix_Destroy(P);
+ return;
+}
+
+
+/* The scores->pij reverse engineering engine works with scores in doubles,
+ * so we can separate effects of rounding to integers in standard
+ * score matrices.
+ */
+static void
+utest_yualtschul(ESL_DMATRIX *P0, double *wagpi)
+{
+ char *msg = "reverse engineering engine test failed";
+ ESL_DMATRIX *S = NULL; /* original score matrix, in double form, not rounded to ints (calculated from P, fi, fj) */
+ ESL_DMATRIX *P = NULL; /* backcalculated P_ij joint probabilities */
+ double *fi = NULL; /* backcalculated f_i query composition */
+ double *fj = NULL; /* backcalculated f'_j target composition */
+ double lambda0; /* true lambda */
+ double lambda; /* backcalculated lambda */
+ int i,j;
+
+ /* Allocations */
+ if (( S = esl_dmatrix_Create(20, 20)) == NULL) esl_fatal(msg);
+ if (( P = esl_dmatrix_Create(20, 20)) == NULL) esl_fatal(msg);
+ if ((fi = malloc(sizeof(double) * 20)) == NULL) esl_fatal(msg);
+ if ((fj = malloc(sizeof(double) * 20)) == NULL) esl_fatal(msg);
+
+ /* Make a WAG-based score matrix in double-precision, without rounding to integers */
+ lambda0 = 0.3;
+ for (i = 0; i < 20; i++)
+ for (j = 0; j < 20; j++)
+ S->mx[i][j] = log(P0->mx[i][j] / (wagpi[i] * wagpi[j])) / lambda0;
+
+ /* Reverse engineer it in double precision */
+ if ( yualtschul_engine(S, P, fi, fj, &lambda) != eslOK) esl_fatal("reverse engineering engine failed");
+
+ /* Validate the solution (expect more accuracy from this than from integer scores) */
+ if (esl_DCompare(lambda0, lambda, 1e-4) != eslOK) esl_fatal("failed to get right lambda");
+ if (esl_DCompare(esl_dmx_Sum(P), 1.0, 1e-6) != eslOK) esl_fatal("reconstructed P doesn't sum to 1");
+ if (esl_dmatrix_Compare(P, P0, 1e-3) != eslOK) esl_fatal("failed to recover correct P_ij");
+ for (i = 0; i < 20; i++)
+ {
+ if (esl_DCompare(fi[i], fj[i], 1e-6) != eslOK) esl_fatal("background fi, fj not the same");
+ if (esl_DCompare(wagpi[i], fi[i], 1e-3) != eslOK) esl_fatal("failed to reconstruct WAG backgrounds");
+ }
+
+ free(fj);
+ free(fi);
+ esl_dmatrix_Destroy(S);
+ esl_dmatrix_Destroy(P);
+ return;
+}
+
+
+/* utest_Probify()
+ * This tests Probify on a matrix that was calculated from probabilities in the first
+ * place. It verifies that the reconstructed Pij matrix matches the original Pij's
+ * that the score matrix was built from.
+ */
+static void
+utest_Probify(ESL_SCOREMATRIX *S0, ESL_DMATRIX *P0, double *wagpi, double lambda0)
+{
+ ESL_DMATRIX *P = NULL;
+ double *fi = NULL;
+ double *fj = NULL;
+ double lambda; /* reconstructed lambda */
+
+ if (esl_sco_Probify(S0, &P, &fi, &fj, &lambda) != eslOK) esl_fatal("reverse engineering failed");
+
+ /* Validate the solution, gingerly (we expect significant error due to integer roundoff) */
+ if (esl_DCompare(lambda0, lambda, 0.01) != eslOK) esl_fatal("failed to get right lambda");
+ if (esl_DCompare(esl_dmx_Sum(P), 1.0, 0.001) != eslOK) esl_fatal("reconstructed P doesn't sum to 1");
+ if (esl_dmatrix_Compare(P, P0, 0.1) != eslOK) esl_fatal("reconstructed P is wrong");
+
+ free(fj);
+ free(fi);
+ esl_dmatrix_Destroy(P);
+ return;
+}
+
+/* utest_ProbifyBLOSUM()
+ * This tests Probify on a score matrix where the original Pij's are treated as
+ * unknown. It verifies that if you create a new score matrix from the reconstructed
+ * Pij's, you get the original score matrix back. BLOSUM62 makes a good example,
+ * hence the name.
+ */
+static void
+utest_ProbifyBLOSUM(ESL_SCOREMATRIX *BL62)
+{
+ char *msg = "failure in ProbifyBLOSUM() unit test";
+ ESL_DMATRIX *P = NULL;
+ double *fi = NULL;
+ double *fj = NULL;
+ double lambda;
+ ESL_SCOREMATRIX *S2 = NULL;
+
+ if (( S2 = esl_scorematrix_Clone(BL62)) == NULL) esl_fatal(msg);
+ if (esl_sco_Probify(BL62, &P, &fi, &fj, &lambda) != eslOK) esl_fatal(msg);
+ if (esl_scorematrix_SetFromProbs(S2, lambda, P, fi, fj) != eslOK) esl_fatal(msg);
+ if (esl_scorematrix_CompareCanon(BL62, S2) != eslOK) esl_fatal(msg);
+
+ free(fj);
+ free(fi);
+ esl_scorematrix_Destroy(S2);
+ esl_dmatrix_Destroy(P);
+ return;
+}
+
+#endif /*eslSCOREMATRIX_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 6. Test driver.
+ *****************************************************************/
+/*
+ gcc -g -Wall -I. -L. -o test -DeslSCOREMATRIX_TESTDRIVE esl_scorematrix.c -leasel -lm
+ ./test
+*/
+#ifdef eslSCOREMATRIX_TESTDRIVE
+#include "easel.h"
+#include "esl_scorematrix.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_ALPHABET *abc = NULL; /* amino acid alphabet */
+ ESL_SCOREMATRIX *BL62= NULL; /* BLOSUM62 matrix */
+ ESL_SCOREMATRIX *S0 = NULL; /* original score matrix (calculated from P, fi, fj) */
+ ESL_DMATRIX *P0 = NULL; /* original P_ij joint probabilities */
+ ESL_DMATRIX *Q = NULL; /* WAG rate matrix */
+ double lambda0; /* true lambda used to construct S */
+ double t;
+ int i,j;
+ static double wagpi[20];
+
+ /* Allocations */
+ if ((abc = esl_alphabet_Create(eslAMINO)) == NULL) esl_fatal("allocation of alphabet failed");
+ if ((BL62= esl_scorematrix_Create(abc)) == NULL) esl_fatal("allocation of BLOSUM62 failed");
+ if ((S0 = esl_scorematrix_Create(abc)) == NULL) esl_fatal("allocation of scorematrix failed");
+ if ((P0 = esl_dmatrix_Create(abc->K, abc->K)) == NULL) esl_fatal("P allocation failed");
+ if ((Q = esl_dmatrix_Create(abc->K, abc->K)) == NULL) esl_fatal("Q allocation failed");
+
+ /* Make a BLOSUM matrix */
+ if ( esl_scorematrix_SetBLOSUM62(BL62) != eslOK) esl_fatal("failed to set a BLOSUM matrix");
+
+ /* Make a WAG-based score matrix with small lambda. */
+ lambda0 = 0.00635;
+ t = 2.0;
+ esl_scorematrix_SetWAG(S0, lambda0, t);
+ esl_composition_WAG(wagpi);
+
+ /* Redo some calculations to get the known probabilistic basis of that S */
+ if ( esl_rmx_SetWAG(Q, wagpi) != eslOK) esl_fatal("failed to set WAG");
+ if ( esl_dmx_Exp(Q, t, P0) != eslOK) esl_fatal("failed to exponentiate WAG");
+ for (i = 0; i < 20; i++)
+ for (j = 0; j < 20; j++)
+ P0->mx[i][j] *= wagpi[i]; /* P_ij = P(j|i) pi_i */
+
+ /* The unit test battery
+ */
+ utest_ReadWrite(abc, BL62);
+ utest_ReadWrite(abc, S0);
+ utest_ProbifyGivenBG(S0, P0, wagpi, lambda0);
+ utest_yualtschul(P0, wagpi);
+ utest_Probify(S0, P0, wagpi, lambda0);
+ utest_ProbifyBLOSUM(BL62);
+
+ esl_dmatrix_Destroy(Q);
+ esl_dmatrix_Destroy(P0);
+ esl_scorematrix_Destroy(BL62);
+ esl_scorematrix_Destroy(S0);
+ esl_alphabet_Destroy(abc);
+
+ return 0;
+}
+#endif /*eslSCOREMATRIX_TESTDRIVE*/
+
+/*****************************************************************
+ * 7. Example program
+ *****************************************************************/
+#ifdef eslSCOREMATRIX_EXAMPLE
+/*::cexcerpt::scorematrix_example::begin::*/
+/* gcc -g -Wall -I. -L. -o example -DeslSCOREMATRIX_EXAMPLE esl_scorematrix.c -leasel -lm
+ ./example <score matrix file>
+*/
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_fileparser.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+#include "esl_scorematrix.h"
+
+int main(int argc, char **argv)
+{
+ char *scorefile = argv[1];
+ ESL_ALPHABET *abc = esl_alphabet_Create(eslAMINO);
+ ESL_FILEPARSER *efp = NULL;
+ ESL_SCOREMATRIX *S = NULL;
+ ESL_DMATRIX *P = NULL;
+ double *fi = NULL;
+ double *fj = NULL;
+ double lambda, D;
+
+ /* Input an amino acid score matrix from a file. */
+ if ( esl_fileparser_Open(scorefile, &efp) != eslOK) esl_fatal("failed to open score file %s", scorefile);
+ if ( esl_sco_Read(efp, abc, &S) != eslOK) esl_fatal("failed to read matrix from %s", scorefile);
+ esl_fileparser_Close(efp);
+
+ /* Reverse engineer it to get implicit probabilistic model. */
+ if ( esl_sco_Probify(S, &P, &fi, &fj, &lambda) != eslOK) esl_fatal("reverse engineering failed");
+
+ /* Print some info, and the joint probabilities. */
+ if (esl_scorematrix_IsSymmetric(S)) printf("Matrix is a standard symmetric matrix\n");
+ else printf("Matrix is a nonstandard asymmetric matrix\n");
+ printf("Lambda is %g\n\n", lambda);
+
+ esl_sco_RelEntropy(S, fi, fj, lambda, &D);
+ printf("Relative entropy = %.4f bits\n\n", D);
+
+ printf("Implicit joint probabilities are:\n");
+ esl_dmatrix_Dump(stdout, P, abc->sym, abc->sym);
+ printf("fi's are:\n");
+ esl_vec_DDump(stdout, fi, S->K, abc->sym);
+ printf("fj's are:\n");
+ esl_vec_DDump(stdout, fj, S->K, abc->sym);
+
+ esl_composition_BL62(fi);
+ esl_sco_ProbifyGivenBG(S, fi, fi, &lambda, &P);
+ esl_sco_RelEntropy(S, fi, fi, lambda, &D);
+ printf("Using blosum62 background, lambda = %.4f, rel entropy = %.4f\n", lambda, D);
+
+ free(fi);
+ free(fj);
+ esl_dmatrix_Destroy(P);
+ esl_scorematrix_Destroy(S);
+ esl_alphabet_Destroy(abc);
+ return 0;
+}
+/*::cexcerpt::scorematrix_example::end::*/
+#endif /*eslSCOREMATRIX_EXAMPLE*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_scorematrix.h b/easel/esl_scorematrix.h
new file mode 100644
index 0000000..31b8df6
--- /dev/null
+++ b/easel/esl_scorematrix.h
@@ -0,0 +1,81 @@
+/* Routines for manipulating sequence alignment score matrices.
+ *
+ * SRE, Mon Apr 2 08:33:23 2007 [Janelia]
+ * SVN $Id: esl_scorematrix.h 231 2008-03-25 14:43:57Z eddys $
+ */
+#ifndef ESL_SCOREMATRIX_INCLUDED
+#define ESL_SCOREMATRIX_INCLUDED
+
+#include <esl_alphabet.h>
+#include <esl_fileparser.h>
+#include <esl_dmatrix.h>
+#include <esl_random.h>
+
+/*
+ * allocation is in one array in s[0].
+ *
+ * i,j can range from 0..Kp-1, including all characters valid in the alphabet.
+ * Only values for 0..K-1 (canonical alphabet) are mandatory.
+ */
+typedef struct {
+ int **s; /* s[i][j] is the score of aligning residue i,j; i,j range 0..Kp-1 */
+ int K; /* size of base alphabet (duplicate of S->abc_r->K) */
+ int Kp; /* full size of s[][], including degeneracies (duplicate of S->abc_r->Kp) */
+
+ /* bookkeeping for degenerate residues */
+ char *isval; /* array 0..Kp-1: which residues of alphabet have valid scores in S. */
+ const ESL_ALPHABET *abc_r; /* reference to the alphabet: includes K, Kp, and sym order */
+
+ /* bookkeeping that lets us output exactly the residue order we read in a matrix file */
+ int nc; /* number of residues with scores (inclusive of *, if present) */
+ char *outorder; /* NUL-terminated string 0..nc-1 giving order of residues in col/row labels */
+ int has_stop; /* TRUE if * is a residue */
+ int stopsc; /* score for alignment to a * */
+ int stopstopsc; /* score for a *-* alignment */
+} ESL_SCOREMATRIX;
+
+
+
+
+/* 1. The ESL_SCOREMATRIX object. */
+extern ESL_SCOREMATRIX *esl_scorematrix_Create(const ESL_ALPHABET *abc);
+extern int esl_scorematrix_SetIdentity(ESL_SCOREMATRIX *S);
+extern int esl_scorematrix_SetBLOSUM62(ESL_SCOREMATRIX *S);
+extern int esl_scorematrix_SetWAG(ESL_SCOREMATRIX *S, double lambda, double t);
+extern int esl_scorematrix_SetFromProbs(ESL_SCOREMATRIX *S, double lambda, const ESL_DMATRIX *P,
+ const double *fi, const double *fj);
+extern int esl_scorematrix_Copy(const ESL_SCOREMATRIX *src, ESL_SCOREMATRIX *dest);
+extern ESL_SCOREMATRIX *esl_scorematrix_Clone(const ESL_SCOREMATRIX *S);
+extern int esl_scorematrix_Compare(const ESL_SCOREMATRIX *S1, const ESL_SCOREMATRIX *S2);
+extern int esl_scorematrix_CompareCanon(const ESL_SCOREMATRIX *S1, const ESL_SCOREMATRIX *S2);
+extern int esl_scorematrix_Max(const ESL_SCOREMATRIX *S);
+extern int esl_scorematrix_Min(const ESL_SCOREMATRIX *S);
+extern int esl_scorematrix_IsSymmetric(const ESL_SCOREMATRIX *S);
+extern void esl_scorematrix_Destroy(ESL_SCOREMATRIX *S);
+
+/* 2. Reading/writing score matrices. */
+extern int esl_sco_Read(ESL_FILEPARSER *efp, const ESL_ALPHABET *abc, ESL_SCOREMATRIX **ret_S);
+extern int esl_sco_Write(FILE *fp, const ESL_SCOREMATRIX *S);
+
+/* 3. Interpreting score matrices probabilistically. */
+extern int esl_sco_ProbifyGivenBG(const ESL_SCOREMATRIX *S, const double *fi, const double *fj,
+ double *opt_lambda, ESL_DMATRIX **opt_P);
+extern int esl_sco_Probify(const ESL_SCOREMATRIX *S, ESL_DMATRIX **opt_P,
+ double **opt_fi, double **opt_fj, double *opt_lambda);
+extern int esl_sco_RelEntropy(const ESL_SCOREMATRIX *S, const double *fi, const double *fj,
+ double lambda, double *ret_D);
+
+
+
+
+
+#endif /*ESL_SCOREMATRIX_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+
+
diff --git a/easel/esl_scorematrix.tex b/easel/esl_scorematrix.tex
new file mode 100644
index 0000000..9d2a14f
--- /dev/null
+++ b/easel/esl_scorematrix.tex
@@ -0,0 +1,51 @@
+The \eslmod{scorematrix} module implements standard residue pairwise
+alignment scoring systems (such as BLOSUM matrices), and their
+probabilistic interpretation \citep{Altschul91,YuAltschul03}.
+
+Table~\ref{tbl:scorematrix_api} lists the functions in the
+\eslmod{scorematrix} API. The module implements one object,
+\ccode{ESL\_SCOREMATRIX}, which holds a score matrix with integer
+scores.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{The \ccode{ESL\_SCOREMATRIX} object.}\\
+\hyperlink{func:esl_scorematrix_Create()}{\ccode{esl\_scorematrix\_Create()}} & Create an \ccode{ESL\_SCOREMATRIX}.\\
+\hyperlink{func:esl_scorematrix_SetBLOSUM62()}{\ccode{esl\_scorematrix\_SetBLOSUM62()}} & Initialize a matrix to BLOSUM62 scores.\\
+\hyperlink{func:esl_scorematrix_SetWAG()}{\ccode{esl\_scorematrix\_SetWAG()}} & Parameterize matrix from the WAG evolutionary model. \\
+\hyperlink{func:esl_scorematrix_SetFromProbs()}{\ccode{esl\_scorematrix\_SetFromProbs()}} & Set matrix scores from target and background probabilities.\\
+\hyperlink{func:esl_scorematrix_Compare()}{\ccode{esl\_scorematrix\_Compare()}} & Compare two matrices for equality.\\
+\hyperlink{func:esl_scorematrix_Max()}{\ccode{esl\_scorematrix\_Max()}} & Returns maximum value in score matrix.\\
+\hyperlink{func:esl_scorematrix_Min()}{\ccode{esl\_scorematrix\_Min()}} & Returns minimum value in score matrix.\\
+\hyperlink{func:esl_scorematrix_RelativeEntropy()}{\ccode{esl\_scorematrix\_RelativeEntropy()}} & Returns relative entropy of a matrix.\\
+\hyperlink{func:esl_scorematrix_IsSymmetric()}{\ccode{esl\_scorematrix\_IsSymmetric()}} & Returns \ccode{TRUE} for symmetric matrix.\\
+\hyperlink{func:esl_scorematrix_Destroy()}{\ccode{esl\_scorematrix\_Destroy()}} & Frees a matrix.\\
+\apisubhead{Reading/writing score matrices.}\\
+\hyperlink{func:esl_scorematrix_Read()}{\ccode{esl\_scorematrix\_Read()}} & Read a standard matrix input file.\\
+\hyperlink{func:esl_scorematrix_Write()}{\ccode{esl\_scorematrix\_Write()}} & Write a BLAST-compatible score matrix file.\\
+\apisubhead{Interpreting matrices probabilistically.}\\
+\hyperlink{func:esl_scorematrix_ObtainPij()}{\ccode{esl\_scorematrix\_ObtainPij()}} & Obtain $P_{ij}$ from score matrix with known $\lambda$ and background $f$'s.\\
+\hyperlink{func:esl_scorematrix_SolveLambda()}{\ccode{esl\_scorematrix\_SolveLambda()}} & Find $\lambda$ for score matrix, given background.\\
+\hyperlink{func:esl_scorematrix_ReverseEngineer()}{\ccode{esl\_scorematrix\_ReverseEngineer()}} & Calculate the probabilistic basis of a score matrix.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{scorematrix} API.}
+\label{tbl:scorematrix_api}
+\end{table}
+
+\subsection{An example of using the scorematrix API}
+
+Figure~\ref{fig:scorematrix_example} shows an example of reading a
+matrix file from disk, reverse engineering it \citep{YuAltschul03} to
+obtain its target probabilities, background frequencies, and lambda,
+then printing information about it:
+
+\begin{figure}
+\input{cexcerpts/scorematrix_example}
+\caption{An example of using the \eslmod{scorematrix} module.}
+\label{fig:scorematrix_example}
+\end{figure}
diff --git a/easel/esl_sq.c b/easel/esl_sq.c
new file mode 100644
index 0000000..0ef3be7
--- /dev/null
+++ b/easel/esl_sq.c
@@ -0,0 +1,1784 @@
+/* A sequence.
+ *
+ * Contents:
+ * 1. Text version of the ESL_SQ object.
+ * 2. Digitized version of the ESL_SQ object. [with <alphabet>]
+ * 3. Other functions that operate on sequences.
+ * 4. Getting single sequences from MSAs. [with <msa>]
+ * 5. Internal functions.
+ * 6. Unit tests.
+ * 7. Test driver.
+ * 8. Examples.
+ * 9. License and copyright.
+ *
+ * SRE, Mon Mar 31 17:18:59 2008 [Janelia]
+ * SVN $Id: esl_sq.c 258 2008-06-04 22:12:12Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h" /* alphabet aug adds digital sequences */
+#endif
+#ifdef eslAUGMENT_MSA
+#include "esl_msa.h" /* msa aug adds ability to extract sq from an MSA */
+#endif
+#include "esl_sq.h"
+
+/* Shared parts of text/digital creation functions (defined in "internal functions" section) */
+static ESL_SQ *sq_create(int do_digital);
+static ESL_SQ *sq_create_from(const char *name, const char *desc, const char *acc);
+
+
+/*****************************************************************
+ *# 1. Text version of the <ESL_SQ> object.
+ *****************************************************************/
+
+/* Function: esl_sq_Create()
+ * Synopsis: Create a new, empty <ESL_SQ>.
+ * Incept: SRE, Thu Dec 23 11:57:00 2004 [Zaragoza]
+ *
+ * Purpose: Creates an empty <ESL_SQ> sequence object, in text mode, with
+ * internal fields allocated to reasonable initial sizes.
+ *
+ * Args: (void)
+ *
+ * Returns: a pointer to the new <ESL_SQ>. Caller frees this with
+ * <esl_sq_Destroy()>.
+ *
+ * Throws: <NULL> if allocation fails.
+ */
+ESL_SQ *
+esl_sq_Create(void)
+{
+ return sq_create(FALSE);
+}
+
+/* Function: esl_sq_CreateFrom()
+ * Synopsis: Create a new <ESL_SQ> from text information.
+ * Incept: SRE, Wed Mar 22 09:17:04 2006 [St. Louis]
+ *
+ * Purpose: Create a new <ESL_SQ> object in text mode from elemental data.
+ * This provides an interface between non-Easel code
+ * and Easel's object.
+ *
+ * Makes copies of all data. Caller is still
+ * responsible for memory of name, seq, etc.
+ *
+ * <desc>, <acc>, and <ss> are optional. They can be passed
+ * as <NULL> to leave them blank.
+ *
+ * <ss> is an optional alphabetic secondary structure
+ * annotation string. If it is provided, its length must
+ * match the length of <seq>.
+ *
+ * Args: name - name of the sequence (NUL-terminated)
+ * seq - the sequence (alphabetic; NUL-terminated)
+ * desc - optional: description line (or NULL)
+ * acc - optional: accession (or NULL)
+ * ss - optional: secondary structure annotation (or NULL)
+ *
+ * Returns: a pointer to the new object. Free with
+ * <esl_sq_Destroy()>.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_SQ *
+esl_sq_CreateFrom(const char *name, const char *seq, const char *desc, const char *acc, const char *ss)
+{
+ ESL_SQ *sq = NULL;
+ int64_t n = strlen(seq);
+ int status;
+
+ if ((sq = sq_create_from(name, desc, acc)) == NULL) goto ERROR;
+ if ((status = esl_strdup(seq, n, &(sq->seq))) != eslOK) goto ERROR;
+
+ if (ss != NULL)
+ {
+ if (strlen(ss) != n) ESL_XEXCEPTION(eslEINVAL, "ss, seq lengths mismatch");
+ if ((status = esl_strdup(ss, n, &(sq->ss))) != eslOK) goto ERROR;
+ }
+ else sq->ss = NULL;
+
+ sq->n = n;
+ sq->salloc = n+1;
+
+ /* We assume we've created a complete sequence; set the coord bookkeeping accordingly. */
+ sq->start = 1;
+ sq->end = n;
+ sq->C = 0;
+ sq->W = n;
+ sq->L = n;
+ return sq;
+
+ ERROR:
+ esl_sq_Destroy(sq);
+ return NULL;
+}
+
+/* Function: esl_sq_Grow()
+ * Synopsis: Assure that a <ESL_SQ> has space to add more residues.
+ * Incept: SRE, Wed Jan 10 08:26:23 2007 [Janelia]
+ *
+ * Purpose: Assure that the sequence <sq> can hold at least
+ * one more residue, whether in digital or text mode.
+ * Reallocate if necessary. Optionally returns the number
+ * of residues that can be added before the next call
+ * to <esl_sq_Grow()> in <opt_nsafe>.
+ *
+ * The terminal <NUL> or sentinel count as a residue for
+ * allocation purposes: that is, you may need to call
+ * <esl_sq_Grow()> before terminating a new sequence.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on reallocation failure. In this case, the
+ * original <sq> is untouched, and <*opt_nsafe> is returned
+ * as 0.
+ *
+ * Xref: STL11/125.
+ */
+int
+esl_sq_Grow(ESL_SQ *sq, int64_t *opt_nsafe)
+{
+ void *tmp;
+ int64_t new;
+ int64_t nsafe;
+ int status;
+
+ if (sq->seq != NULL) nsafe = sq->salloc - sq->n; /* text */
+ else nsafe = (sq->salloc-1) - sq->n; /* digital: -1 because 0 is a sentinel */
+
+ if (nsafe < 1)
+ { /* reallocate by doubling (shouldn't need more, but if we do, keep doubling) */
+ new = sq->salloc;
+ do { nsafe += new; new*=2; } while (nsafe < 1);
+
+ if (sq->seq != NULL) ESL_RALLOC(sq->seq, tmp, new * sizeof(char)); /* text */
+ else ESL_RALLOC(sq->dsq, tmp, new * sizeof(ESL_DSQ)); /* digital */
+ if (sq->ss != NULL) ESL_RALLOC(sq->ss, tmp, new * sizeof(char));
+ sq->salloc = new;
+ }
+ if (opt_nsafe != NULL) *opt_nsafe = nsafe;
+ return eslOK;
+
+ ERROR:
+ if (opt_nsafe != NULL) *opt_nsafe = 0;
+ return status;
+}
+
+/* Function: esl_sq_GrowTo()
+ * Synopsis: Grows an <ESL_SQ> to hold a seq of at least <n> residues.
+ * Incept: SRE, Fri Jan 18 11:06:50 2008 [UA5233 Westchester-Dulles]
+ *
+ * Purpose: Assure that the appropriate (text or digital) sequence
+ * field in <sq> can hold up to a total of <n> residues,
+ * reallocating as needed.
+ *
+ * If reallocated, the allocation will be $\geq (n+1)$ for
+ * text mode (the +1 is for the terminal NUL byte), $\geq
+ * (n+2)$ for digital mode (+2 for sentinel bytes at each
+ * end). That is, you don't need to take these extra bytes into
+ * account in your <n>; <n> is the number of residues, not
+ * bytes.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Note that n=0 is fine here, because we'll allocate either n+1 or n+2.
+ */
+int
+esl_sq_GrowTo(ESL_SQ *sq, int64_t n)
+{
+ void *tmp;
+ int status;
+
+ if (sq->seq != NULL) /* text mode */
+ {
+ if (n+1 > sq->salloc) {
+ ESL_RALLOC(sq->seq, tmp, (n+1) * sizeof(char));
+ if (sq->ss != NULL) ESL_RALLOC(sq->ss, tmp, (n+1) * sizeof(char));
+ sq->salloc = n+1;
+ }
+ }
+ else /* digital mode */
+ {
+ if (n+2 > sq->salloc) {
+ ESL_RALLOC(sq->dsq, tmp, (n+2) * sizeof(ESL_DSQ));
+ if (sq->ss != NULL) ESL_RALLOC(sq->ss, tmp, (n+2) * sizeof(char));
+ sq->salloc = n+2;
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_sq_Copy()
+ * Synopsis: Make a copy of an <ESL_SQ>.
+ * Incept: SRE, Sun Feb 24 17:59:24 2008 [UA5315 to St. Louis]
+ *
+ * Purpose: Copies a source sequence object <src> into
+ * destination sequence object <dst>.
+ *
+ * The two objects don't have to be matched as far as
+ * text/digital mode go; if mismatched, appropriate
+ * text/digital conversion will be done.
+ *
+ * The destination sequence <dst> is reallocated internally
+ * as necessary to hold a copy of <src>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Note: Note the shenanigans involved in copying ss; you have
+ * to pay attention to the ss being a 0..n-1 string in text
+ * mode versus a 1..n string in digital mode.
+ */
+int
+esl_sq_Copy(const ESL_SQ *src, ESL_SQ *dst)
+{
+ int status;
+
+ /* If <src> has structure annotation and <dst> does not, initialize an allocation in <dst> */
+ if (src->ss != NULL && dst->ss == NULL) ESL_ALLOC(dst->ss, sizeof(char) * dst->salloc);
+
+ if ((status = esl_sq_SetName (dst, src->name)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetSource (dst, src->source)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetAccession(dst, src->acc)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetDesc (dst, src->desc)) != eslOK) goto ERROR;
+ if ((status = esl_sq_GrowTo (dst, src->n)) != eslOK) goto ERROR;
+
+ if (src->seq != NULL && dst->seq != NULL) /* text to text */
+ {
+ strcpy(dst->seq, src->seq);
+ if (src->ss != NULL) strcpy(dst->ss, src->ss);
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else if (src->seq != NULL && dst->dsq != NULL) /* text to digital */
+ {
+ if ((status = esl_abc_Digitize(dst->abc, src->seq, dst->dsq)) != eslOK) goto ERROR;
+ if (src->ss != NULL) {
+ strcpy(dst->ss+1, src->ss);
+ dst->ss[0] = '\0';
+ }
+ }
+ else if (src->dsq != NULL && dst->seq != NULL) /* digital to text */
+ {
+ if ((status = esl_abc_Textize(src->abc, src->dsq, src->n, dst->seq)) != eslOK) goto ERROR;
+ if (src->ss != NULL) strcpy(dst->ss, src->ss+1);
+ }
+ else /* digital to digital */
+ {
+ if (src->abc->type != dst->abc->type)
+ ESL_XEXCEPTION(eslEINCOMPAT, "seq objects involved in Copy differ in digital alphabet");
+ if ((status = esl_abc_dsqcpy(src->dsq, src->n, dst->dsq)) != eslOK) goto ERROR;
+ if (src->ss != NULL) {
+ strcpy(dst->ss+1, src->ss+1);
+ dst->ss[0] = '\0';
+ }
+ }
+#endif
+
+ dst->n = src->n;
+ dst->start = src->start;
+ dst->end = src->end;
+ dst->C = src->C;
+ dst->W = src->W;
+ dst->L = src->L;
+ /* don't copy allocations (nalloc, etc); dst knows its own memory */
+ dst->roff = src->roff;
+ dst->doff = src->doff;
+ dst->eoff = src->eoff;
+ return eslOK;
+
+ ERROR:
+ esl_sq_Reuse(dst);
+ return status;
+}
+
+/* Function: esl_sq_Compare()
+ * Synopsis: Compare two sequence objects for equality.
+ * Incept: SRE, Tue May 13 09:00:41 2008 [Janelia]
+ *
+ * Purpose: Compare the contents of two sequence objects <sq1>
+ * and <sq2> for equality.
+ *
+ * Disk offsets are only compared if they are set in both
+ * <sq1> and <sq2>. Allocation sizes are not compared at
+ * all.
+ *
+ * Returns: <eslOK> if identical, <eslFAIL> if not.
+ */
+int
+esl_sq_Compare(ESL_SQ *sq1, ESL_SQ *sq2)
+{
+ /* Annotation comparison */
+ if (strcmp(sq1->name, sq2->name) != 0) return eslFAIL;
+ if (strcmp(sq1->acc, sq2->acc) != 0) return eslFAIL;
+ if (strcmp(sq1->desc, sq2->desc) != 0) return eslFAIL;
+ if (strcmp(sq1->source, sq2->source) != 0) return eslFAIL;
+ if (sq1->ss != NULL && sq2->ss != NULL) {
+ if (strcmp(sq1->ss, sq2->ss) != 0) return eslFAIL;
+ } else
+ if (sq1->ss != NULL || sq2->ss != NULL) return eslFAIL;
+ if (sq1->n != sq2->n) return eslFAIL;
+
+ /* Sequence comparison */
+ if (sq1->seq != NULL && sq2->seq != NULL) {
+ if (strcmp(sq1->seq, sq2->seq) != 0) return eslFAIL;
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else if (sq1->dsq != NULL && sq2->dsq != NULL) {
+ if (memcmp(sq1->dsq, sq2->dsq, sizeof(ESL_DSQ) * (sq1->n+2)) != 0) return eslFAIL;
+ }
+#endif
+ else return eslFAIL;
+
+ /* Coordinate comparison */
+ if (sq1->start != sq2->start) return eslFAIL;
+ if (sq1->end != sq2->end) return eslFAIL;
+ if (sq1->C != sq2->C) return eslFAIL;
+ if (sq1->W != sq2->W) return eslFAIL;
+ if (sq1->L != sq2->L) return eslFAIL;
+
+ /* Disk offset comparison */
+ if (sq1->roff != -1 && sq2->roff != -1 && sq1->roff != sq2->roff) return eslFAIL;
+ if (sq1->doff != -1 && sq2->doff != -1 && sq1->doff != sq2->doff) return eslFAIL;
+ if (sq1->eoff != -1 && sq2->eoff != -1 && sq1->eoff != sq2->eoff) return eslFAIL;
+
+ /* alphabet comparison */
+#ifdef eslAUGMENT_ALPHABET
+ if (sq1->abc != NULL && (sq1->abc->type != sq2->abc->type)) return eslFAIL;
+#endif
+ return eslOK;
+}
+
+
+
+/* Function: esl_sq_Reuse()
+ * Synopsis: Reinitialize an <ESL_SQ> for re-use.
+ * Incept: SRE, Thu Dec 23 12:23:51 2004 [Zaragoza]
+ *
+ * Purpose: Given a sequence object <sq> already in use;
+ * reinitialize all its data, so a new seq
+ * may be read into it. This allows sequential sequence
+ * input without a lot of wasted allocation/free cycling.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_sq_Reuse(ESL_SQ *sq)
+{
+ sq->name[0] = '\0';
+ sq->acc[0] = '\0';
+ sq->desc[0] = '\0';
+ sq->source[0] = '\0';
+ if (sq->seq != NULL) sq->seq[0] = '\0';
+ if (sq->dsq != NULL) sq->dsq[0] = sq->dsq[1] = eslDSQ_SENTINEL;
+ if (sq->ss != NULL) {
+ if (sq->seq != NULL) sq->ss[0] = '\0';
+ else sq->ss[0] = sq->ss[1] = '\0'; /* in digital mode, ss string is 1..n; 0 is a dummy \0 byte*/
+ }
+ sq->n = 0;
+ sq->start = 0;
+ sq->end = 0;
+ sq->C = 0;
+ sq->W = 0;
+ sq->L = -1;
+ sq->doff = -1;
+ sq->roff = -1;
+ sq->eoff = -1;
+ return eslOK;
+}
+
+/* Function: esl_sq_Destroy()
+ * Synopsis: Frees an <ESL_SQ>.
+ * Incept: SRE, Thu Dec 23 12:28:07 2004 [Zaragoza]
+ *
+ * Purpose: Free a Create()'d <sq>.
+ */
+void
+esl_sq_Destroy(ESL_SQ *sq)
+{
+ if (sq == NULL) return;
+
+ if (sq->name != NULL) free(sq->name);
+ if (sq->acc != NULL) free(sq->acc);
+ if (sq->desc != NULL) free(sq->desc);
+ if (sq->seq != NULL) free(sq->seq);
+ if (sq->dsq != NULL) free(sq->dsq);
+ if (sq->ss != NULL) free(sq->ss);
+ if (sq->source != NULL) free(sq->source);
+ free(sq);
+ return;
+}
+/*--------------- end of ESL_SQ object functions ----------------*/
+
+
+
+
+/*****************************************************************
+ *# 2. Digitized version of the <ESL_SQ> object. (Requires <alphabet>)
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+
+/* Function: esl_sq_CreateDigital()
+ * Synopsis: Create a new, empty <ESL_SQ> in digital mode.
+ * Incept: SRE, Tue Jan 9 16:42:35 2007 [Janelia]
+ *
+ * Purpose: Same as <esl_sq_Create()>, except the returned <sq> is
+ * configured for a digital sequence using internal
+ * alphabet <abc>, rather than a text sequence. Creates an
+ * empty digital <ESL_SQ> sequence object, with internal
+ * fields allocated to reasonable initial sizes.
+ *
+ * Args: abc - pointer to internal alphabet
+ *
+ * Returns: a pointer to the new <ESL_SQ>. Caller frees this with
+ * <esl_sq_Destroy()>.
+ *
+ * Throws: <NULL> if an allocation fails.
+ *
+ * Xref: STL11/124
+ */
+ESL_SQ *
+esl_sq_CreateDigital(const ESL_ALPHABET *abc)
+{
+ ESL_SQ *s;
+ if ((s = sq_create(TRUE)) == NULL) return NULL;
+ s->abc = abc;
+ return s;
+}
+
+/* Function: esl_sq_CreateDigitalFrom()
+ * Synopsis: Create a new digital <ESL_SQ> from text info.
+ * Incept: EPN, Fri Aug 24 13:38:56 2007
+ *
+ * Purpose: Create a new <ESL_SQ> object from elemental data.
+ * Same as <esl_sq_CreateFrom> except takes a digital <ESL_DSQ *dsq>
+ * instead of a text <char *seq> as the sequence to copy.
+ *
+ * Makes copies of all data. Caller is still
+ * responsible for memory of name, seq, etc.
+ *
+ * <ss> is an optional alphabetic secondary structure
+ * annotation string, <0..n-1>. If provided, its length
+ * must match the length of <seq>. (Note that although the
+ * argument <ss> is provided as a standard <0..n-1> C
+ * string, <ss> is stored internally as a <1..n> string in
+ * a digital sequence object, so that both the digital
+ * sequence and its alphabetic secondary structure
+ * annotation are indexed the same.)
+ *
+ * The object is growable; you can use <esl_sq_Reuse()>
+ * on it.
+ *
+ * Args: abc - the digital alphabet
+ * name - name of the sequence
+ * dsq - digital sequence <1..L>
+ * n - length of digitized sequence in residues (or -1 if unknown)
+ * desc - optional: description line (or NULL)
+ * acc - optional: accession (or NULL)
+ * ss - optional: secondary structure annotation (or NULL)
+ *
+ * Returns: a pointer to the new object. Free with
+ * <esl_sq_Destroy()>.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+ESL_SQ *
+esl_sq_CreateDigitalFrom(const ESL_ALPHABET *abc, const char *name, const ESL_DSQ *dsq, int64_t n,
+ const char *desc, const char *acc, const char *ss)
+{
+ ESL_SQ *sq = NULL;
+ int status;
+
+ if((sq = sq_create_from(name, desc, acc)) == NULL) goto ERROR;
+ sq->n = (n == -1) ? esl_abc_dsqlen(dsq) : n;
+ if ((status = esl_abc_dsqdup(dsq, sq->n, &(sq->dsq))) != eslOK) goto ERROR;
+
+ if (ss != NULL)
+ {
+ if (strlen(ss) != sq->n) ESL_XEXCEPTION(eslEINVAL, "ss, seq lengths mismatch");
+ ESL_ALLOC(sq->ss, sizeof(char) * (sq->n+2));
+ sq->ss[0] = '\0';
+ strcpy(sq->ss+1, ss);
+ }
+
+ /* We assume we've created a complete sequence; set the coord bookkeeping accordingly. */
+ sq->start = 1;
+ sq->end = n;
+ sq->C = 0;
+ sq->W = n;
+ sq->L = n;
+
+ sq->salloc = sq->n+2;
+ sq->abc = abc;
+ return sq;
+
+ ERROR:
+ esl_sq_Destroy(sq);
+ return NULL;
+}
+
+
+/* Function: esl_sq_Digitize()
+ * Synopsis: Convert an <ESL_SQ> to digital mode.
+ * Incept: EPN, Mon Feb 12 11:09:06 2007
+ *
+ * Purpose: Given a sequence <sq> in text mode, convert it to
+ * digital mode, using alphabet <abc>.
+ *
+ * Internally, the <dsq> digital sequence field is filled,
+ * the <seq> text alignment field is destroyed and free'd,
+ * a copy of the alphabet pointer is kept in the sq's
+ * <abc> reference.
+ *
+ * Args: abc - digital alphabet
+ * sq - sequence to digitize
+ *
+ * Returns: <eslOK> on success.
+ * Returns <eslEINVAL> if the sequence contains invalid characters
+ * that can't be digitized. If this happens, the <sq> is returned
+ * unaltered - left in text mode, with <seq> as it was. (This is
+ * a normal error, because <sq->seq> may be user input that we
+ * haven't validated yet.)
+ *
+ * Throws: <eslEMEM> on allocation failure; in this case, state of <sq> may be
+ * wedged, and it should only be destroyed, not used.
+ */
+int
+esl_sq_Digitize(const ESL_ALPHABET *abc, ESL_SQ *sq)
+{
+ int status;
+
+ /* Contract checks */
+ if (sq->dsq != NULL) return eslOK;
+ if (sq->seq == NULL) ESL_EXCEPTION(eslEINVAL, "sq has no text sequence");
+
+ /* Validate before we convert, so we leave <seq> untouched if it's bad. */
+ if (esl_abc_ValidateSeq(abc, sq->seq, sq->n, NULL) != eslOK) return eslEINVAL;
+
+ /* Allocate dsq, ss properly; these are our last failure points. */
+ /* You can't just call Grow() here, because it would grow for old text mode, not new digital */
+ if (sq->salloc < sq->n+2) { /* it's possible (though unlikely) for salloc to be 1 residue too small */
+ sq->salloc = sq->n+2;
+ if (sq->ss != NULL) {
+ void *tmp;
+ ESL_RALLOC(sq->ss, tmp, sizeof(char) * sq->salloc);
+ }
+ }
+ ESL_ALLOC(sq->dsq, (sq->salloc) * sizeof(ESL_DSQ));
+
+ /* Now convert. */
+ if ((status = esl_abc_Digitize(abc, sq->seq, sq->dsq)) != eslOK) goto ERROR;
+ if (sq->ss != NULL) {
+ memmove(sq->ss+1, sq->ss, sq->n+1);
+ sq->ss[0] = '\0';
+ }
+ free(sq->seq);
+ sq->seq = NULL;
+ sq->abc = abc;
+ return eslOK;
+
+ ERROR:
+ if (sq->dsq != NULL) free(sq->dsq);
+ return status;
+}
+
+/* Function: esl_sq_Textize()
+ * Synopsis: Convert an <ESL_SQ> to text mode.
+ * Incept: EPN, Mon Feb 12 11:15:06 2007
+ *
+ * Purpose: Given a sequence <sq> in digital mode, convert it
+ * to text mode.
+ *
+ * Internally, the <seq> text alignment field is filled, the
+ * <dsq> digital alignment field is destroyed and free'd, the
+ * sq's <abc> digital alphabet reference is nullified.
+ *
+ * Args: sq - sequence object to convert to text
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * Throws <eslECORRUPT> if the digital sequence contains
+ * invalid codes.
+ */
+int
+esl_sq_Textize(ESL_SQ *sq)
+{
+ int status;
+
+ /* Contract checks */
+ if (sq->seq != NULL) return eslOK;
+ if (sq->dsq == NULL) ESL_EXCEPTION(eslEINVAL, "sq has no digital sequence");
+ if (sq->abc == NULL) ESL_EXCEPTION(eslEINVAL, "sq has no digital alphabet");
+
+ /* Allocate. salloc is guaranteed big enough, if it was big enough for digital. */
+ ESL_ALLOC(sq->seq, sq->salloc * sizeof(char));
+
+ /* Convert. */
+ if ((status = esl_abc_Textize(sq->abc, sq->dsq, sq->n, sq->seq)) != eslOK) goto ERROR;
+ if (sq->ss != NULL)
+ memmove(sq->ss, sq->ss+1, sq->n+1); /* slide back to 0..n-1; +1 includes terminal \0 */
+
+ free(sq->dsq);
+ sq->dsq = NULL;
+ sq->abc = NULL; /* nullify reference (caller still owns real abc) */
+ return eslOK;
+
+ ERROR:
+ if (sq->seq != NULL) free(sq->seq);
+ return status;
+}
+
+/* Function: esl_sq_GuessAlphabet()
+ * Synopsis: Guess alphabet type of a single sequence.
+ * Incept: SRE, Wed May 16 11:03:44 2007 [Janelia]
+ *
+ * Purpose: Guess the alphabet type of biosequence <sq>, and store the
+ * guess in <*ret_type>.
+ *
+ * All 26 letters are valid in the amino alphabet (even <O>
+ * and <J> now), so the DNA alphabet is necessarily a subset.
+ * Therefore most protein sequences can be identified
+ * unambiguously (because they use letters that only occur
+ * in amino acid sequence), but DNA sequences cannot be.
+ *
+ * The sequence must contain more than 10 residues, or it
+ * is called <eslUNKNOWN>.
+ *
+ * Specifically, this routine calls the sequence <eslDNA>
+ * if it consists only of the residues <ACGTN> and all four
+ * of <ACGT> occur. (And analogously for <eslRNA>,
+ * <ACGUN>.) It calls the sequence <eslAMINO> either if it
+ * contains an amino-specific letter (<EFIJLOPQZ>), or if
+ * it contains at least 15 of the 20 canonical amino acids
+ * and consists only of canonical amino acids or <X>.
+
+ * Thus DNA sequences containing IUPAC degeneracies other
+ * than N are called <eslUNKNOWN>, rather than hazarding a
+ * guess. It may be possible to improve on this in the
+ * future by using residue occurrence frequencies.
+ *
+ * Note that a sequence of <ATATATA...> will be called
+ * <eslUNKNOWN>, whereas a sequence <ACGTACGTACGT...>
+ * (which could conceivably be "ala-cys-gly-thr...") will
+ * be called <eslDNA>. Peptides of simple mono and di-amino
+ * acid compositions do occur, but I have not (yet) seen a
+ * peptide consisting only of all four residues <ACGT>.
+ *
+ * The routine is designed to be conservative, calling
+ * <eslUNKNOWN> rather than making errors. In a test on the
+ * Oct 2006 version of the NCBI nonredundant databases,
+ * this routine called 0 <eslDNA> and 5694 <eslUNKNOWN> on
+ * 4.0M protein sequences (99.9\% classification with no
+ * false positives) and 0 <eslAMINO> and 155756
+ * <eslUNKNOWN> in 4.4M DNA sequences (96\% classification
+ * with no false positives). (Well, actually, one DNA call
+ * was made in the protein database, but this was an
+ * exception that proves the rule; that entry was indeed a
+ * DNA contaminant. It has since been removed by NCBI.)
+ *
+ * Returns: <eslOK> on success, and <*ret_type> is set to
+ * <eslAMINO>, <eslRNA>, or <eslDNA>.
+ *
+ * Returns <eslEAMBIGUOUS> if unable to determine the
+ * alphabet type; in this case, <*ret_type> is set to
+ * <eslUNKNOWN>.
+ *
+ * Xref: J1/62; 2007/0517-easel-guess-alphabet
+ */
+int
+esl_sq_GuessAlphabet(ESL_SQ *sq, int *ret_type)
+{
+ int64_t ct[26];
+ int x;
+ int64_t i;
+ int64_t n = 0;
+
+ for (x = 0; x < 26; x++) ct[x] = 0;
+ for (i = 0; i < sq->n; i++) {
+ x = toupper(sq->seq[i]) - 'A';
+ if (x < 0 || x > 26) continue;
+ ct[x]++;
+ n++;
+ if (n > 10000) break; /* we oughta know by now! */
+ }
+ return esl_abc_GuessAlphabet(ct, ret_type);
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+/*---------- end of digitized ESL_SQ object functions -----------*/
+
+
+
+/*****************************************************************
+ *# 3. Other functions that operate on sequences.
+ *****************************************************************/
+
+/* Function: esl_sq_SetName()
+ * Synopsis: Format and set a name of a sequence.
+ * Incept: SRE, Thu Jan 11 08:42:53 2007 [Janelia]
+ *
+ * Purpose: Set the name of the sequence <sq> to <name>, reallocating
+ * as needed. <name> can be a <printf()>-style format with
+ * arguments; for example, <esl_sq_SetName(sq, "random%d", i)>.
+ *
+ * A copy of <name> is made, so if caller had <name> allocated,
+ * it is still responsible for freeing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: STL11/125
+ */
+int
+esl_sq_SetName(ESL_SQ *sq, const char *name, ...)
+{
+ va_list argp;
+ va_list argp2;
+ int n;
+ void *tmp;
+ int status;
+
+ if (name == NULL) { sq->name[0] = '\0'; return eslOK; }
+
+ va_start(argp, name);
+ va_copy(argp2, argp);
+ if ((n = vsnprintf(sq->name, sq->nalloc, name, argp)) >= sq->nalloc)
+ {
+ ESL_RALLOC(sq->name, tmp, sizeof(char) * (n+1));
+ sq->nalloc = n+1;
+ vsnprintf(sq->name, sq->nalloc, name, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_sq_SetAccession()
+ * Synopsis: Format and set the accession field in a sequence.
+ * Incept: SRE, Fri Jan 18 09:48:54 2008 [Westchester airport]
+ *
+ * Purpose: Set the accession of the sequence <sq> to <acc>, reallocating
+ * as needed. <acc> can be a <printf()>-style format with
+ * arguments; for example, <esl_sq_SetAccession(sq, "ACC%06d", i)>.
+ *
+ * A copy of <acc> is made, so if caller had <acc> allocated,
+ * it is still responsible for freeing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: STL11/125
+ */
+int
+esl_sq_SetAccession(ESL_SQ *sq, const char *acc, ...)
+{
+ va_list argp, argp2;
+ int n;
+ void *tmp;
+ int status;
+
+ if (acc == NULL) { sq->acc[0] = '\0'; return eslOK; }
+
+ va_start(argp, acc);
+ va_copy(argp2, argp);
+ if ((n = vsnprintf(sq->acc, sq->aalloc, acc, argp)) >= sq->aalloc)
+ {
+ ESL_RALLOC(sq->acc, tmp, sizeof(char) * (n+1));
+ sq->aalloc = n+1;
+ vsnprintf(sq->acc, sq->aalloc, acc, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_sq_SetDesc()
+ * Synopsis: Format and set the description field in a sequence.
+ * Incept: SRE, Fri Jan 18 09:46:14 2008 [Westchester airport]
+ *
+ * Purpose: Set the description of the sequence <sq> to <desc>, reallocating
+ * as needed. <desc> can be a <printf()>-style format with
+ * arguments; for example, <esl_sq_SetDesc(sq, "random sequence %d", i)>.
+ *
+ * A copy of <desc> is made, so if caller had <desc> allocated,
+ * it is still responsible for freeing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: STL11/125
+ */
+int
+esl_sq_SetDesc(ESL_SQ *sq, const char *desc, ...)
+{
+ va_list argp, argp2;
+ int n;
+ void *tmp;
+ int status;
+
+ if (desc == NULL) { sq->desc[0] = '\0'; return eslOK; }
+
+ va_start(argp, desc);
+ va_copy(argp2, argp);
+ if ((n = vsnprintf(sq->desc, sq->dalloc, desc, argp)) >= sq->dalloc)
+ {
+ ESL_RALLOC(sq->desc, tmp, sizeof(char) * (n+1));
+ sq->dalloc = n+1;
+ vsnprintf(sq->desc, sq->dalloc, desc, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_sq_AppendDesc()
+ * Synopsis: Append a new line to a growing multiline description.
+ * Incept: SRE, Thu May 22 15:33:43 2008 [Janelia]
+ *
+ * Purpose: Append line <desc> to the description annotation
+ * in <sq>.
+ *
+ * The annotation line <sq->desc> doesn't terminate in
+ * \verb+\n+; therefore, caller should make sure <desc> should
+ * not terminate in \verb+\n+. If <sq->desc> already contains
+ * one or more description lines, append \verb+\n+ before adding
+ * this next line \verb+\n+.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_sq_AppendDesc(ESL_SQ *sq, const char *desc)
+{
+ void *tmp;
+ int dlen = (sq->desc == NULL ? 0 : strlen(sq->desc));
+ int newlen = (desc == NULL ? 0 : strlen(desc));
+ int status;
+
+ if (dlen + newlen + 1 >= sq->dalloc) { /* +1 for appended \n */
+ ESL_RALLOC(sq->desc, tmp, sizeof(char) * (newlen+dlen+eslSQ_DESCCHUNK));
+ sq->dalloc = newlen+dlen+eslSQ_DESCCHUNK;
+ }
+
+ if (dlen > 0) sq->desc[dlen] = '\n';
+ strcpy(sq->desc + dlen + 1, desc);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_sq_SetSource()
+ * Synopsis: Format and set the source name field in a sequence.
+ * Incept: SRE, Wed May 7 16:17:56 2008 [Janelia]
+ *
+ * Purpose: Set the source of the sequence <sq> to <source>, reallocating
+ * as needed. <source> can be a <printf()>-style format with
+ * arguments; for example, <esl_sq_SetSource(sq, "source %d", i)>.
+ *
+ * A copy of <source> is made, so if caller had <source> allocated,
+ * it is still responsible for freeing it.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ *
+ * Xref: STL11/125
+ */
+int
+esl_sq_SetSource(ESL_SQ *sq, const char *source, ...)
+{
+ va_list argp, argp2;
+ int n;
+ void *tmp;
+ int status;
+
+ if (source == NULL) { sq->source[0] = '\0'; return eslOK; }
+
+ va_start(argp, source);
+ va_copy(argp2, argp);
+ if ((n = vsnprintf(sq->source, sq->srcalloc, source, argp)) >= sq->srcalloc)
+ {
+ ESL_RALLOC(sq->source, tmp, sizeof(char) * (n+1));
+ sq->srcalloc = n+1;
+ vsnprintf(sq->source, sq->srcalloc, source, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_sq_SetCoordComplete()
+ * Synopsis: Sets coords in a complete sequence.
+ * Incept: SRE, Tue May 13 09:25:33 2008 [Janelia]
+ *
+ * Purpose: Declare that <sq> contains a complete sequence of length
+ * <L>; set the coordinate and length information in <sq>
+ * accordingly. This is used in building new sequence
+ * objects.
+ *
+ * <sq->seq> or <sq->dsq> must contain a sequence of length
+ * <L>.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_sq_SetCoordComplete(ESL_SQ *sq, int64_t L)
+{
+ sq->start = 1;
+ sq->end = L;
+ sq->C = 0;
+ sq->W = L;
+ sq->L = L;
+ sq->n = L;
+ return eslOK;
+}
+
+
+
+/* Function: esl_sq_CAddResidue()
+ * Synopsis: Add one residue (or terminal NUL) to a text seq.
+ * Incept: SRE, Wed Jan 10 07:58:20 2007 [Janelia]
+ *
+ * Purpose: Add one residue <c> onto a growing text mode sequence <sq>,
+ * and deal with any necessary reallocation.
+ *
+ * The sequence in <sq> is not <NUL>-terminated. To
+ * finish and NUL-terminate <sq>, call
+ * <esl_sq_CAddResidue(sq, 0)>.
+ *
+ * Note: Not the most efficient routine, but convenient in some
+ * routines. Parsers (where speed is at a premium) typically
+ * use an addseq() kind of function instead.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on re-allocation failure.
+ *
+ * Xref: STL11/125.
+ */
+int
+esl_sq_CAddResidue(ESL_SQ *sq, char c)
+{
+ if (esl_sq_Grow(sq, NULL) != eslOK) return eslEMEM;
+ sq->seq[sq->n] = c;
+ if (c != '\0') sq->n++;
+ return eslOK;
+}
+
+#ifdef eslAUGMENT_ALPHABET
+/* Function: esl_sq_XAddResidue()
+ * Synopsis: Add one residue (or terminal sentinel) to digital seq.
+ * Incept: SRE, Wed Jan 10 08:23:23 2007 [Janelia]
+ *
+ * Purpose: Like <esl_sq_CAddResidue()>, but for digital mode
+ * sequence: add a digital residue <x> onto a growing
+ * digital sequence <sq>.
+ *
+ * The digital sequence in <sq> must be explicitly
+ * terminated when you're done adding to it; call
+ * <esl_sq_XAddResidue(sq, eslDSQ_SENTINEL)>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on re-allocation failure.
+ *
+ * Xref: STL11/125.
+ */
+int
+esl_sq_XAddResidue(ESL_SQ *sq, ESL_DSQ x)
+{
+ if (esl_sq_Grow(sq, NULL) != eslOK) return eslEMEM;
+ sq->dsq[sq->n+1] = x;
+ if (x != eslDSQ_SENTINEL) sq->n++;
+ return eslOK;
+}
+#endif /* eslAUGMENT_ALPHABET */
+
+
+/* Function: esl_sq_ReverseComplement()
+ * Synopsis: Reverse complement a sequence.
+ * Incept: SRE, Thu May 15 20:52:13 2008 [Casa de Gatos]
+ *
+ * Purpose: Reverse complement the sequence <sq>, in place.
+ *
+ * If <sq> is in text mode, upper/lower case is preserved,
+ * and the DNA alphabet is used (<Aa> is complemented to
+ * <Tt>, not <Uu>). If a non-nucleic character is seen, it
+ * is reverse complemented to an N, and the return status
+ * is <eslEINVAL> (but the whole sequence is still reverse
+ * complemented).
+ *
+ * If <sq> is in digital mode, the appropriate alphabet
+ * (DNA vs. RNA) is used. If the alphabet has no defined
+ * complement (such as amino acids), an <eslEINCOMPAT>
+ * error is thrown, and the sequence isn't changed at all.
+ *
+ * Gap and missing data characters, if any, are preserved
+ * (in text mode, <._-> are treated as gaps, and <~> as
+ * missing data). Degenerate nucleic acid IUPAC characters
+ * are complemented appropriately.
+ *
+ * The <start/end> coords in <sq> are swapped. (Note that
+ * in the unusual case of sequences of length 1,
+ * <start=end> and we can't unambiguously tell if a seq is
+ * in the reverse complement direction or not; this is a
+ * minor flaw in Easel's current coordinate handling.)
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Returns <eslEINVAL> if the <sq> is in text mode, and we
+ * see a character that doesn't belong to the IUPAC DNA/RNA
+ * alphabet; in this case, the <sq> is still reverse
+ * complemented using the DNA alphabet, with <N> for any
+ * non-nucleic residues.
+ *
+ * Throws: <eslEINCOMPAT> if the <sq> is in digital mode, but the
+ * digital alphabet has no defined complement.
+ */
+int
+esl_sq_ReverseComplement(ESL_SQ *sq)
+{
+ int64_t i;
+ int status = eslOK;
+
+ if (sq->seq != NULL)
+ {
+ /* first, complement the sequence */
+ for (i = 0; i < sq->n; i++)
+ switch (sq->seq[i]) {
+ case 'A': sq->seq[i] = 'T'; break;
+ case 'C': sq->seq[i] = 'G'; break;
+ case 'G': sq->seq[i] = 'C'; break;
+ case 'T': sq->seq[i] = 'A'; break;
+ case 'U': sq->seq[i] = 'A'; break;
+ case 'R': sq->seq[i] = 'Y'; break;
+ case 'Y': sq->seq[i] = 'R'; break;
+ case 'M': sq->seq[i] = 'K'; break;
+ case 'K': sq->seq[i] = 'M'; break;
+ case 'S': sq->seq[i] = 'S'; break;
+ case 'W': sq->seq[i] = 'W'; break;
+ case 'H': sq->seq[i] = 'D'; break;
+ case 'B': sq->seq[i] = 'V'; break;
+ case 'V': sq->seq[i] = 'B'; break;
+ case 'D': sq->seq[i] = 'H'; break;
+ case 'N': sq->seq[i] = 'N'; break;
+ case 'X': sq->seq[i] = 'X'; break;
+ case 'a': sq->seq[i] = 't'; break;
+ case 'c': sq->seq[i] = 'g'; break;
+ case 'g': sq->seq[i] = 'c'; break;
+ case 't': sq->seq[i] = 'a'; break;
+ case 'u': sq->seq[i] = 'a'; break;
+ case 'r': sq->seq[i] = 'y'; break;
+ case 'y': sq->seq[i] = 'r'; break;
+ case 'm': sq->seq[i] = 'k'; break;
+ case 'k': sq->seq[i] = 'm'; break;
+ case 's': sq->seq[i] = 's'; break;
+ case 'w': sq->seq[i] = 'w'; break;
+ case 'h': sq->seq[i] = 'd'; break;
+ case 'b': sq->seq[i] = 'v'; break;
+ case 'v': sq->seq[i] = 'b'; break;
+ case 'd': sq->seq[i] = 'h'; break;
+ case 'n': sq->seq[i] = 'n'; break;
+ case 'x': sq->seq[i] = 'x'; break;
+ case '.': sq->seq[i] = '.'; break;
+ case '_': sq->seq[i] = '_'; break;
+ case '-': sq->seq[i] = '-'; break;
+ case '~': sq->seq[i] = '~'; break;
+ default: sq->seq[i] = 'N'; status = eslEINVAL; break;
+ }
+
+ /* then, reverse it in place */
+ for (i = 0; i < sq->n / 2; i++)
+ ESL_SWAP(sq->seq[i], sq->seq[sq->n-i-1], char);
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else
+ {
+ if (sq->abc->complement == NULL)
+ ESL_EXCEPTION(eslEINCOMPAT, "tried to take reverse complement of a non-nucleic sequence");
+
+ ESL_DSQ x;
+ for (i = 1; i <= sq->n/2; i++)
+ {
+ x = sq->abc->complement[sq->dsq[sq->n-i+1]];
+ sq->dsq[sq->n-i+1] = sq->abc->complement[sq->dsq[i]];
+ sq->dsq[i] = x;
+ }
+ if (sq->n%2) sq->dsq[i] = sq->abc->complement[sq->dsq[i]];
+ }
+#endif /*eslAUGMENT_ALPHABET*/
+
+ ESL_SWAP(sq->start, sq->end, int);
+ /* revcomp invalidates any secondary structure annotation */
+ if (sq->ss != NULL) { free(sq->ss); sq->ss = NULL; }
+ return status;
+}
+
+/*---------------------- end, other functions -------------------*/
+
+
+
+/*****************************************************************
+ *# 4. Getting single sequences from MSAs (requires <msa>)
+ *****************************************************************/
+#ifdef eslAUGMENT_MSA
+
+/* Function: esl_sq_GetFromMSA()
+ * Synopsis: Get a single sequence from an MSA.
+ * Incept: SRE, Tue Apr 1 11:13:28 2008 [Janelia]
+ *
+ * Purpose: Retrieve sequence number <which> (<0..msa->nseq-1>) from
+ * <msa> and store it in the <sq> that the caller allocated
+ * and provided. This version (as opposed to
+ * <esl_sq_FetchFromMSA()>, below) allows caller to reuse
+ * the same <sq> container for retrieving sequences one at
+ * a time from an MSA.
+ *
+ * The retrieved sequence <sq> must be in the same mode as
+ * the source <msa>, text versus digital.
+ *
+ * The retrieved sequence is dealigned. For a text mode
+ * sequence, gap characters to be removed are assumed to be
+ * <-_.>. For a digital mode sequence, gap characters are
+ * defined by the digital alphabet.
+ *
+ * The <sq->source> field is set to the name of the MSA, if
+ * an MSA name is present.
+ *
+ * Returns: <eslOK> on success, and the retrieved sequence is in <sq>.
+ * Some of the internals of <sq> may have been reallocated if
+ * necessary.
+ *
+ * Returns <eslEOD> if there is no sequence number <which>.
+ *
+ * Throws: <eslEMEM> on allocation error;
+ * <eslEINVAL> if <sq> is in a different text/digital mode than
+ * <msa>.
+ */
+int
+esl_sq_GetFromMSA(const ESL_MSA *msa, int which, ESL_SQ *sq)
+{
+ char *gapchars = "-_."; /* hardcoded for now */
+ char *acc = NULL;
+ char *desc = NULL;
+ char *ss = NULL;
+ int status;
+
+ if (which >= msa->nseq || which < 0) return eslEOD;
+ if ( (msa->flags & eslMSA_DIGITAL) && sq->dsq == NULL) ESL_XEXCEPTION(eslEINVAL, "msa is digital, sq is not");
+ if (!(msa->flags & eslMSA_DIGITAL) && sq->seq == NULL) ESL_XEXCEPTION(eslEINVAL, "msa is text, sq is not");
+
+ /* watch out for completely missing optional msa annotations;
+ * msa->sqacc[which] could segfault if msa->sqacc itself is NULL
+ */
+ if (msa->sqacc != NULL) acc = msa->sqacc[which];
+ if (msa->sqdesc != NULL) desc = msa->sqdesc[which];
+ if (msa->ss != NULL) ss = msa->ss[which];
+
+ if ((status = esl_sq_SetName (sq, msa->sqname[which])) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetAccession(sq, acc)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetDesc (sq, desc)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetSource (sq, msa->name)) != eslOK) goto ERROR;
+ if ((status = esl_sq_GrowTo (sq, msa->alen)) != eslOK) goto ERROR; /* can't be more than alen residues */
+
+ if (! msa->flags & eslMSA_DIGITAL) /* text mode to text mode */
+ {
+ strcpy(sq->seq, msa->aseq[which]);
+ if (ss != NULL) {
+ strcpy(sq->ss, msa->ss[which]);
+ esl_strdealign(sq->ss, sq->seq, gapchars, NULL);
+ }
+ esl_strdealign(sq->seq, sq->seq, gapchars, &(sq->n)); /* sq->n gets set as side effect */
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else
+ {
+ esl_abc_dsqcpy(msa->ax[which], msa->alen, sq->dsq);
+ if (ss != NULL) {
+ strcpy(sq->ss+1, ss); sq->ss[0] = '\0';
+ esl_abc_CDealign(sq->abc, sq->ss+1, sq->dsq, NULL);
+ }
+ esl_abc_XDealign(sq->abc, sq->dsq, sq->dsq, &(sq->n)); /* sq->n gets set as side effect */
+ }
+#endif /*eslAUGMENT_ALPHABET*/
+
+ /* This is a complete sequence; set bookkeeping accordingly */
+ sq->start = 1;
+ sq->end = sq->n;
+ sq->C = 0;
+ sq->W = sq->n;
+ sq->L = sq->n;
+
+ sq->roff = -1;
+ sq->doff = -1;
+ sq->eoff = -1;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_sq_FetchFromMSA()
+ * Synopsis: Fetch a single sequence from an MSA.
+ * Incept: SRE, Sun Mar 30 13:39:06 2008 [Janelia]
+ *
+ * Purpose: Retrieve sequence number <which> (<0..msa->nseq-1>) from <msa>, in a newly
+ * allocated sequence object; return a pointer to this object
+ * in <ret_sq>.
+ *
+ * The retrieved sequence is in the same mode as the source
+ * <msa>, text versus digital.
+ *
+ * The retrieved sequence is dealigned. For a text mode
+ * sequence, gap characters to be removed are assumed to be
+ * <-_.>. For a digital mode sequence, gap characters are
+ * defined by the digital alphabet.
+ *
+ * Returns: <eslOK> on success, and a pointer to the newly fetched
+ * sequence is in <*ret_sq>, which caller is responsible for freeing.
+ *
+ * Returns <eslEOD> if there is no sequence number <which>.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_sq_FetchFromMSA(const ESL_MSA *msa, int which, ESL_SQ **ret_sq)
+{
+ ESL_SQ *sq = NULL;
+ char *acc = NULL;
+ char *desc = NULL;
+ char *ss = NULL;
+ char *gapchars = "-_."; /* hardcoded for now; only affects text mode, not digital */
+ int status;
+
+ if (which >= msa->nseq || which < 0) return eslEOD;
+
+ /* watch out for optional msa annotations being totally NULL */
+ if (msa->sqacc != NULL) acc = msa->sqacc[which];
+ if (msa->sqdesc != NULL) desc = msa->sqdesc[which];
+ if (msa->ss != NULL) ss = msa->ss[which];
+
+ if (! (msa->flags & eslMSA_DIGITAL)) /* text mode MSA to text mode sequence */
+ {
+ if ((sq = esl_sq_CreateFrom(msa->sqname[which], msa->aseq[which], desc, acc, ss)) == NULL) goto ERROR;
+ if (sq->ss != NULL) esl_strdealign(sq->ss, sq->seq, gapchars, NULL);
+ esl_strdealign(sq->seq, sq->seq, gapchars, &(sq->n));
+ }
+#ifdef eslAUGMENT_ALPHABET
+ else /* digital mode MSA to digital mode sequence */
+ {
+ if ((sq = esl_sq_CreateDigitalFrom(msa->abc, msa->sqname[which], msa->ax[which], msa->alen, desc, acc, ss)) == NULL) goto ERROR;
+ if (sq->ss != NULL) esl_abc_CDealign(sq->abc, sq->ss+1, sq->dsq, NULL);
+ esl_abc_XDealign(sq->abc, sq->dsq, sq->dsq, &(sq->n));
+ }
+#endif
+
+ if ((status = esl_sq_SetSource(sq, msa->name)) != eslOK) goto ERROR;
+
+ sq->start = 1;
+ sq->end = sq->n;
+ sq->L = sq->n;
+ sq->C = 0;
+ sq->W = sq->n;
+ *ret_sq = sq;
+ return eslOK;
+
+ ERROR:
+ esl_sq_Destroy(sq);
+ *ret_sq = NULL;
+ return eslEMEM;
+}
+#endif /*eslAUGMENT_MSA*/
+/*---------------- end, sequences from MSAs --------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 5. Internal functions
+ *****************************************************************/
+
+/* Create and CreateDigital() are almost identical, so
+ * their shared guts are here:
+ */
+static ESL_SQ *
+sq_create(int do_digital)
+{
+ ESL_SQ *sq = NULL;
+ int status;
+
+ ESL_ALLOC(sq, sizeof(ESL_SQ));
+
+ sq->name = NULL;
+ sq->acc = NULL;
+ sq->desc = NULL;
+ sq->seq = NULL;
+ sq->dsq = NULL;
+ sq->ss = NULL; /* Note that ss is optional - it will only be allocated if needed */
+ /* n, coord bookkeeping, and strings are all set below by a call to Reuse() */
+
+ sq->nalloc = eslSQ_NAMECHUNK;
+ sq->aalloc = eslSQ_ACCCHUNK;
+ sq->dalloc = eslSQ_DESCCHUNK;
+ sq->salloc = eslSQ_SEQCHUNK;
+ sq->srcalloc = eslSQ_NAMECHUNK;
+
+ ESL_ALLOC(sq->name, sizeof(char) * sq->nalloc);
+ ESL_ALLOC(sq->acc, sizeof(char) * sq->aalloc);
+ ESL_ALLOC(sq->desc, sizeof(char) * sq->dalloc);
+ ESL_ALLOC(sq->source, sizeof(char) * sq->srcalloc);
+ if (do_digital) ESL_ALLOC(sq->dsq, sizeof(ESL_DSQ) * sq->salloc);
+ else ESL_ALLOC(sq->seq, sizeof(char) * sq->salloc);
+
+ esl_sq_Reuse(sq); /* initialization of sq->n, offsets, and strings */
+ return sq;
+
+ ERROR:
+ esl_sq_Destroy(sq);
+ return NULL;
+}
+
+/* CreateFrom and CreateDigitalFrom() are almost identical, so
+ * their shared guts are here:
+ */
+static ESL_SQ *
+sq_create_from(const char *name, const char *desc, const char *acc)
+{
+ ESL_SQ *sq = NULL;
+ int64_t n;
+ int status;
+
+ ESL_ALLOC(sq, sizeof(ESL_SQ));
+ sq->name = NULL;
+ sq->acc = NULL;
+ sq->desc = NULL;
+ sq->seq = NULL;
+ sq->dsq = NULL;
+ sq->ss = NULL;
+
+ if (name != NULL)
+ {
+ n = strlen(name)+1;
+ ESL_ALLOC(sq->name, sizeof(char) * n);
+ strcpy(sq->name, name);
+ sq->nalloc = n;
+ }
+ else
+ {
+ sq->nalloc = eslSQ_NAMECHUNK;
+ ESL_ALLOC(sq->name, sizeof(char) * sq->nalloc);
+ sq->name[0] = '\0';
+ }
+
+ if (desc != NULL)
+ {
+ n = strlen(desc)+1;
+ ESL_ALLOC(sq->desc, sizeof(char) * n);
+ strcpy(sq->desc, desc);
+ sq->dalloc = n;
+ }
+ else
+ {
+ sq->dalloc = eslSQ_DESCCHUNK;
+ ESL_ALLOC(sq->desc, sizeof(char) * sq->dalloc);
+ sq->desc[0] = '\0';
+ }
+
+ if (acc != NULL)
+ {
+ n = strlen(acc)+1;
+ ESL_ALLOC(sq->acc, sizeof(char) * n);
+ strcpy(sq->acc, acc);
+ sq->aalloc = n;
+ }
+ else
+ {
+ sq->aalloc = eslSQ_ACCCHUNK;
+ ESL_ALLOC(sq->acc, sizeof(char) * sq->aalloc);
+ sq->acc[0] = '\0';
+ }
+
+ /* no source name */
+ sq->srcalloc = eslSQ_NAMECHUNK;
+ ESL_ALLOC(sq->source, sizeof(char) * sq->srcalloc);
+ sq->source[0] = '\0';
+
+ /* coord bookkeeping has to be set by the parent caller,
+ * because that's where we know the seq length <n>. We don't
+ * know it here.
+ */
+ sq->doff = -1;
+ sq->roff = -1;
+ sq->eoff = -1;
+ return sq;
+
+ ERROR:
+ esl_sq_Destroy(sq);
+ return NULL;
+}
+/*----------------- end, internal functions ---------------------*/
+
+
+/*****************************************************************
+ * 5. Unit tests.
+ *****************************************************************/
+#ifdef eslSQ_TESTDRIVE
+#include "esl_random.h"
+
+static void
+utest_Create()
+{
+ char *msg = "failure in utest_Create()";
+ char *name = "seqname";
+ char *acc = "XX00001";
+ char *desc = "test sequence description";
+ char *seq = "ACDEFGHIKLMNPQRSTVWY";
+ char *ss = "xxxx....xxxx....xxxx";
+ int64_t n = strlen(seq);
+ ESL_SQ *sq1 = esl_sq_CreateFrom(name, seq, desc, acc, ss);
+ ESL_SQ *sq2 = esl_sq_Create();
+
+ if (sq1 == NULL || sq2 == NULL) esl_fatal(msg);
+
+ if (esl_sq_GrowTo(sq2, n) != eslOK) esl_fatal(msg);
+ if (esl_sq_SetName (sq2, "%s%s", "seq", "name") != eslOK) esl_fatal(msg);
+ if (esl_sq_SetAccession(sq2, "%s%05d", "XX", 1) != eslOK) esl_fatal(msg);
+ if (esl_sq_SetDesc (sq2, "%s %s %s", "test","sequence","description") != eslOK) esl_fatal(msg);
+ if (esl_sq_SetSource (sq2, "%s", "source-unknown") != eslOK) esl_fatal(msg);
+ if (esl_strdup(ss, -1, &(sq2->ss)) != eslOK) esl_fatal(msg);
+ strcpy(sq2->seq, seq);
+ sq2->n = n;
+
+ if (strcmp(sq1->name, sq2->name) != 0) esl_fatal(msg);
+ if (strcmp(sq1->acc, sq2->acc) != 0) esl_fatal(msg);
+ if (strcmp(sq1->desc, sq2->desc) != 0) esl_fatal(msg);
+ if (strcmp(sq1->seq, sq2->seq) != 0) esl_fatal(msg);
+ if (strcmp(sq1->ss, sq2->ss) != 0) esl_fatal(msg);
+ if (sq1->n != sq2->n) esl_fatal(msg);
+
+ esl_sq_Destroy(sq1);
+ esl_sq_Destroy(sq2);
+}
+
+/* This tests the Set() functions -
+ * in particular, the way they use vsnprintf().
+ */
+static void
+utest_Set(ESL_RANDOMNESS *r)
+{
+ char *msg = "sqio Set unit test failure";
+ ESL_SQ *sq = esl_sq_Create();
+ int ntrials = 128;
+ int maxn = eslSQ_NAMECHUNK*2;
+ int maxa = eslSQ_ACCCHUNK*2;
+ int maxd = eslSQ_DESCCHUNK*2;
+ int n = ESL_MAX( maxn, ESL_MAX(maxa, maxd));
+ char *buf = malloc(sizeof(char) * (n+1));
+ int64_t L;
+ int i;
+
+ for (i = 0; i < ntrials; i++)
+ {
+ L = esl_rnd_Roll(r, maxn) + 1;
+ memset(buf, 'x', L);
+ buf[L] = '\0';
+ if (esl_sq_SetName(sq, "%s%d", buf, i) != eslOK) esl_fatal(msg);
+ }
+ for (i = 0; i < ntrials; i++)
+ {
+ L = esl_rnd_Roll(r, maxa) + 1;
+ memset(buf, 'x', L);
+ buf[L] = '\0';
+ if (esl_sq_SetAccession(sq, "%s%d", buf, i) != eslOK) esl_fatal(msg);
+ }
+ for (i = 0; i < ntrials; i++)
+ {
+ L = esl_rnd_Roll(r, maxd) + 1;
+ memset(buf, 'x', L);
+ buf[L] = '\0';
+ if (esl_sq_SetDesc(sq, "%s%d", buf, i) != eslOK) esl_fatal(msg);
+ }
+ free(buf);
+ esl_sq_Destroy(sq);
+}
+
+
+#ifdef eslAUGMENT_ALPHABET
+static void
+utest_CreateDigital()
+{
+ char *msg = "failure in utest_CreateDigital()";
+ ESL_ALPHABET *abc = esl_alphabet_Create(eslRNA);
+ char *name = "seqname";
+ char *acc = "XX00001";
+ char *desc = "test sequence description";
+ char *seq = "GGGAAATTTCCC";
+ char *ss = "<<<......>>>";
+ ESL_DSQ *dsq = NULL;
+ int64_t n = strlen(seq);
+ ESL_SQ *sq1 = NULL;
+ ESL_SQ *sq2 = NULL;
+ ESL_SQ *sq3 = NULL;
+
+ if (esl_abc_CreateDsq(abc, seq, &dsq) != eslOK) esl_fatal(msg);
+ if ((sq1 = esl_sq_CreateDigitalFrom(abc, name, dsq, n, desc, acc, ss)) == NULL) esl_fatal(msg);
+
+ if ((sq2 = esl_sq_CreateDigital(abc)) == NULL) esl_fatal(msg);
+ if (esl_sq_GrowTo(sq2, n) != eslOK) esl_fatal(msg);
+ if (esl_sq_SetName (sq2, "%s%s", "seq", "name") != eslOK) esl_fatal(msg);
+ if (esl_sq_SetAccession(sq2, "%s%05d", "XX", 1) != eslOK) esl_fatal(msg);
+ if (esl_sq_SetDesc (sq2, "%s %s %s", "test","sequence","description") != eslOK) esl_fatal(msg);
+ if (esl_sq_SetSource (sq2, "%s", "source-unknown") != eslOK) esl_fatal(msg);
+ if ((sq2->ss = malloc(sizeof(char) * (n+2))) == NULL) esl_fatal(msg);
+ strcpy(sq2->ss+1, ss); sq2->ss[0] = '\0';
+ if (esl_abc_Digitize(abc, seq, sq2->dsq) != eslOK) esl_fatal(msg);
+ sq2->n = n;
+
+ if ((sq3 = esl_sq_Create()) == NULL) esl_fatal(msg);
+ if (esl_sq_Copy(sq1, sq3) != eslOK) esl_fatal(msg); /* sq3 is now text mode */
+ if (esl_sq_Textize(sq2) != eslOK) esl_fatal(msg); /* sq2 is now text mode */
+
+ if (strcmp(sq3->name, sq2->name) != 0) esl_fatal(msg); /* sq2,sq3 should be identical text mode */
+ if (strcmp(sq3->acc, sq2->acc) != 0) esl_fatal(msg);
+ if (strcmp(sq3->desc, sq2->desc) != 0) esl_fatal(msg);
+ if (strcmp(sq3->seq, sq2->seq) != 0) esl_fatal(msg);
+ if (strcmp(sq3->ss, sq2->ss) != 0) esl_fatal(msg);
+ if (sq3->n != sq2->n) esl_fatal(msg);
+
+ /* sq3 back to digital; should = sq1 again */
+ if (esl_sq_Digitize(abc, sq3) != eslOK) esl_fatal(msg);
+ if (memcmp(sq3->dsq, sq1->dsq, sizeof(ESL_DSQ) * (sq3->n)) != 0) esl_fatal(msg);
+ if (sq3->n != sq1->n) esl_fatal(msg);
+
+ free(dsq);
+ esl_alphabet_Destroy(abc);
+ esl_sq_Destroy(sq1);
+ esl_sq_Destroy(sq2);
+ esl_sq_Destroy(sq3);
+}
+#endif /*eslAUGMENT_ALPHABET*/
+
+#endif /* eslSQ_TESTDRIVE*/
+/*--------------------- end, unit tests -------------------------*/
+
+/*****************************************************************
+ * 6. Test driver.
+ *****************************************************************/
+#ifdef eslSQ_TESTDRIVE
+/* gcc -g -Wall -o sq_utest -I. -L. -DeslSQ_TESTDRIVE esl_sq.c -leasel -lm
+ * ./sq_utest
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_random.h"
+#include "esl_sq.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0 },
+ { "-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for sq module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r = NULL;
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ utest_Create();
+ utest_Set(r);
+
+#ifdef eslAUGMENT_ALPHABET
+ utest_CreateDigital();
+#endif
+
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /* eslSQ_TESTDRIVE*/
+/*-------------------- end, test driver -------------------------*/
+
+
+
+
+
+/*****************************************************************
+ * 7. Examples.
+ *****************************************************************/
+
+#ifdef eslSQ_EXAMPLE
+/*::cexcerpt::sq_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslSQ_EXAMPLE esl_sq.c easel.c
+ * run: ./example
+ */
+#include <stdio.h>
+#include <string.h>
+#include "easel.h"
+#include "esl_sq.h"
+
+int main(void)
+{
+ ESL_SQ *sq1, *sq2;
+ char *name = "seq1";
+ char *acc = "XX00001";
+ char *desc = "This is a test.";
+ char *testseq = "GGGAAATTTCCC";
+ char *ss = "<<<......>>>";
+ int n = strlen(testseq);
+
+ /* Creating an ESL_SQ from text info: */
+ sq1 = esl_sq_CreateFrom(name, testseq, desc, acc, ss); /* desc, acc, or ss may be NULL */
+
+ /* Building up a ESL_SQ yourself: */
+ sq2 = esl_sq_Create();
+ esl_sq_SetName (sq2, "seq%d", 1);
+ esl_sq_SetAccession(sq2, "XX%05d", 1);
+ esl_sq_SetDesc (sq2, "This %s a test", "is");
+ esl_sq_GrowTo (sq2, n);
+ strcpy(sq2->seq, testseq);
+ esl_strdup(ss, -1, &(sq2->ss));
+ sq2->n = n;
+
+ /* Accessing the information */
+ printf("Name: %s\n", sq2->name);
+ printf("Accession: %s\n", sq2->acc);
+ printf("Description: %s\n", sq2->desc);
+ printf("Sequence: %s\n", sq2->seq);
+ printf("Structure: %s\n", sq2->ss);
+ printf("Residue 3: %c\n", sq2->seq[2]); /* note 0..n-1 coords */
+ printf("Structure 3: %c\n", sq2->ss[2]); /* same for ss */
+
+ /* Freeing the structures */
+ esl_sq_Destroy(sq1);
+ esl_sq_Destroy(sq2);
+ return 0;
+}
+/*::cexcerpt::sq_example::end::*/
+#endif /*eslSQ_EXAMPLE*/
+
+
+#ifdef eslSQ_EXAMPLE2
+/*::cexcerpt::sq_example2::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslSQ_EXAMPLE2\
+ -DeslAUGMENT_ALPHABET esl_sq.c esl_alphabet.c easel.c
+ * run: ./example
+ */
+#include <stdio.h>
+#include <string.h>
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_sq.h"
+
+int main(void)
+{
+ ESL_ALPHABET *abc;
+ ESL_SQ *sq1, *sq2;
+ char *name = "seq1";
+ char *acc = "XX00001";
+ char *desc = "This is a test.";
+ char *testseq = "GGGAAATTTCCC";
+ ESL_DSQ *dsq = NULL;
+ char *ss = "<<<......>>>";
+ int n = strlen(testseq);
+ int i;
+
+ /* Creating a digital alphabet: */
+ abc = esl_alphabet_Create(eslRNA);
+
+ /* Creating a digital ESL_SQ from text info: */
+ esl_abc_CreateDsq(abc, testseq, &dsq);
+ sq1 = esl_sq_CreateDigitalFrom(abc, name, dsq, n, desc, acc, ss);
+ free(dsq);
+
+ /* Building up a digital ESL_SQ yourself: */
+ sq2 = esl_sq_CreateDigital(abc);
+ esl_sq_SetName (sq2, "seq%d", 1);
+ esl_sq_SetAccession(sq2, "XX%05d", 1);
+ esl_sq_SetDesc (sq2, "This %s a test", "is");
+ esl_sq_GrowTo (sq2, n);
+ esl_abc_Digitize(abc, testseq, sq2->dsq);
+ sq2->n = n;
+
+ /* a "digital" ss isn't so pretty, but just so you know: */
+ sq2->ss = malloc(sizeof(char) * (n+2));
+ sq2->ss[0] = '\0';
+ strcpy(sq2->ss+1, ss);
+
+ /* Accessing the information */
+ printf("Name: %s\n", sq2->name);
+ printf("Accession: %s\n", sq2->acc);
+ printf("Description: %s\n", sq2->desc);
+ printf("Sequence: ");
+ for (i = 1; i <= n; i++)
+ putchar(abc->sym[sq2->dsq[i]]);
+ putchar('\n');
+ printf("Structure: %s\n", sq2->ss+1); /* +1, ss is 1..n like dsq */
+ printf("Residue 3: %c\n", abc->sym[sq2->dsq[3]]);
+ printf("Structure 3: %c\n", sq2->ss[3]); /* note 1..n coord system */
+
+ /* Freeing the structures */
+ esl_sq_Destroy(sq1);
+ esl_sq_Destroy(sq2);
+ return 0;
+}
+/*::cexcerpt::sq_example2::end::*/
+#endif /*eslSQ_EXAMPLE2*/
+/*------------------ end, example drivers ------------------------*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_sq.h b/easel/esl_sq.h
new file mode 100644
index 0000000..a73dbe1
--- /dev/null
+++ b/easel/esl_sq.h
@@ -0,0 +1,171 @@
+/* A sequence.
+ *
+ * SRE, Mon Mar 31 17:03:51 2008 [Janelia]
+ * SVN $Id: esl_sq.h 255 2008-05-30 17:49:15Z eddys $
+ */
+#ifndef ESL_SQ_INCLUDED
+#define ESL_SQ_INCLUDED
+
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#ifdef eslAUGMENT_MSA
+#include "esl_msa.h"
+#endif
+
+/* ESL_SQ - a biosequence
+ *
+ * Can be either in text mode <seq>, or digital mode <dsq>.
+ * One of them has to be NULL, and the other contains the data.
+ *
+ * When in text mode, <ss> and <seq> can hold up to <n=salloc-1>
+ * residues and a terminal '\0', and both are indexed <0..n-1>.
+ *
+ * When in digital mode, <ss> and <dsq> can hold up to <n=salloc-2>
+ * residues; both are indexed <1..n>, and positions 0 and n+1 are
+ * sentinel bytes. The digital sequence <dsq> uses <eslDSQ_SENTINEL>
+ * as its sentinels; as a hack, <ss> uses '\0' as sentinels. This
+ * means that <sq->ss+1> is a valid NUL-terminated C string, but
+ * <sq->ss> itself would be a string of length 0 because of the
+ * leading NUL sentinel. Watch out for this.
+ *
+ * To save on allocation calls, the structure is designed to be reused
+ * for subsequent sequences, rather than free'd and reallocated -
+ * thus, we keep track of the allocated sizes of all the strings.
+ *
+ * Notes on when we need to reallocate:
+ * - In a text mode sequence (seq 0..n-1), byte salloc-1 is
+ * reserved for the NUL, so the sequence is full when
+ * n == salloc-1.
+ *
+ * - In a digital mode sequence (dsq 1..n), bytes 0 and salloc-1
+ * are reserved for sentinel bytes, so the reallocation condition
+ * is when n == salloc-2.
+ *
+ * At least for now, the only way to set the <ss> structure annotation
+ * field is by a CreateFrom(), by extraction from an MSA, or manually
+ * (by directly allocating a sequence's <ss> field).
+ *
+ * A sequence object will usually be holding a complete (full length)
+ * sequence. Three other cases arise less frequently:
+ *
+ * 1. We're a subsequence extracted from a source sequence.
+ * <sourcename> is the name of the source.
+ * <L> is the length of the source (and coords are 1..L).
+ * The subsequence is from <start>..<end> on the source.
+ * The length of the subsequence <n> is abs(<end>-<start>)+1.
+ * <start> can be greater than <end> for a nucleic acid sequence;
+ * in this case, the subsequence is reverse complemented.
+ *
+ * 2. We're a window on a source sequence.
+ * This is similar to being a subsequence, with the added
+ * wrinkle that we're scanning over a long source sequence
+ * in overlapping segments, defined by a "previous context"
+ * <C> and a "new window" <W> (the whole sequence is n=C+W
+ * residues long):
+ * s C W e
+ * current window: |------||------------|
+ * next window read: |------||------------|
+ * s C W e
+ * Here, dsq[1..n] is source[s..e]; each newly read
+ * window starts at dsq[C+1], and is preceded by C
+ * residues of context.
+ *
+ * 3. We're just after information about the sequence, not the
+ * sequence itself; everything except the per-residue information
+ * (such as <dsq/seq> and <ss>). We do this when SSI indexing,
+ * for example, so we don't have to read entire huge seqs into
+ * memory just to calculate their lengths for the index.
+ *
+ */
+typedef struct {
+ /*::cexcerpt::sq_sq::begin::*/
+ char *name; /* name; one word, no whitespace ("\0" if no name) */
+ char *acc; /* optional accession (1 word) ("\0" if none) */
+ char *desc; /* description line ("\0" if no description) */
+ char *seq; /* sequence [0..n-1], or NULL if digital */
+ ESL_DSQ *dsq; /* digitized sequence [1..n], or NULL if text */
+ char *ss; /* optional sec structure [0..n-1], [1..n], or NULL */
+ int64_t n; /* length of seq (or dsq) and ss */
+ /*::cexcerpt::sq_sq::end::*/
+
+ /* Coordinate info for: seq subseq window info */
+ /* ---- ------ ------ ----- */
+ int64_t start; /* coord of seq[0],dsq[1] on source [1..L] 1 1<=i<=L 1<=i<=L 0 */
+ int64_t end; /* coord of seq[n-1],dsq[n] on source[1..L] L 1<=j<=L 1<=j<=L 0 */
+ int64_t C; /* # of context residues for a window 0 0 n-W 0 */
+ int64_t W; /* window width L n n-C 0 */
+ int64_t L; /* source sequence length in residues L L (or -1) L (or -1) L */
+ /* and n: length of seq (or dsq) and ss actually stored: L abs(j-i)+1 C+W 0 */
+ /* In all the above bookkeeping, a -1 means "unknown" */
+ char *source; /* name of the source of a subseq/window; or MSA name; or ""*/
+
+ /* Memory allocation bookkeeping: */
+ int nalloc; /* allocated length of name */
+ int aalloc; /* allocated length of accession */
+ int dalloc; /* allocated length of description */
+ int64_t salloc; /* alloc for seq or dsq, and ss if present */
+ int srcalloc; /* allocated length for source name */
+
+ /* Disk offset bookkeeping: */
+ off_t roff; /* record offset (start of record); -1 if none */
+ off_t doff; /* data offset (start of sequence data); -1 if none */
+ off_t eoff; /* offset to last byte of record; -1 if unknown */
+
+ /* Copy of a pointer to the alphabet, if digital mode */
+#if defined(eslAUGMENT_ALPHABET)
+ const ESL_ALPHABET *abc; /* reference to the alphabet for <dsq> */
+#else
+ const void *abc; /* void reference, if we're not even augmented */
+#endif
+} ESL_SQ;
+
+
+
+/* These control default initial allocation sizes in an ESL_SQ. */
+#define eslSQ_NAMECHUNK 32 /* allocation unit for name, source */
+#define eslSQ_ACCCHUNK 32 /* allocation unit for accession */
+#define eslSQ_DESCCHUNK 128 /* allocation unit for description */
+#define eslSQ_SEQCHUNK 256 /* allocation unit for seqs */
+
+
+extern ESL_SQ *esl_sq_Create(void);
+extern ESL_SQ *esl_sq_CreateFrom(const char *name, const char *seq,
+ const char *desc, const char *acc, const char *ss);
+extern int esl_sq_Grow (ESL_SQ *sq, int64_t *ret_nsafe);
+extern int esl_sq_GrowTo(ESL_SQ *sq, int64_t n);
+extern int esl_sq_Copy(const ESL_SQ *src, ESL_SQ *dst);
+extern int esl_sq_Compare(ESL_SQ *sq1, ESL_SQ *sq2);
+extern int esl_sq_Reuse (ESL_SQ *sq);
+extern void esl_sq_Destroy(ESL_SQ *sq);
+
+extern int esl_sq_SetName (ESL_SQ *sq, const char *name, ...);
+extern int esl_sq_SetAccession(ESL_SQ *sq, const char *acc, ...);
+extern int esl_sq_SetDesc (ESL_SQ *sq, const char *desc, ...);
+extern int esl_sq_AppendDesc (ESL_SQ *sq, const char *desc);
+extern int esl_sq_SetSource (ESL_SQ *sq, const char *source, ...);
+extern int esl_sq_SetCoordComplete(ESL_SQ *sq, int64_t L);
+extern int esl_sq_CAddResidue (ESL_SQ *sq, char c);
+extern int esl_sq_ReverseComplement(ESL_SQ *sq);
+
+#ifdef eslAUGMENT_ALPHABET
+extern ESL_SQ *esl_sq_CreateDigital(const ESL_ALPHABET *abc);
+extern ESL_SQ *esl_sq_CreateDigitalFrom(const ESL_ALPHABET *abc, const char *name, const ESL_DSQ *dsq,
+ int64_t L, const char *desc, const char *acc, const char *ss);
+extern int esl_sq_Digitize(const ESL_ALPHABET *abc, ESL_SQ *sq);
+extern int esl_sq_Textize(ESL_SQ *sq);
+extern int esl_sq_GuessAlphabet(ESL_SQ *sq, int *ret_type);
+extern int esl_sq_XAddResidue(ESL_SQ *sq, ESL_DSQ x);
+#endif
+
+#ifdef eslAUGMENT_MSA
+extern int esl_sq_GetFromMSA (const ESL_MSA *msa, int which, ESL_SQ *sq);
+extern int esl_sq_FetchFromMSA(const ESL_MSA *msa, int which, ESL_SQ **ret_sq);
+#endif
+
+#endif /*!ESL_SQ_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_sq.tex b/easel/esl_sq.tex
new file mode 100644
index 0000000..55b6e70
--- /dev/null
+++ b/easel/esl_sq.tex
@@ -0,0 +1,334 @@
+The \eslmod{sq} module provides \Easel's object for single biological
+sequences: an \ccode{ESL\_SQ}.
+
+Sequence objects invariably become complicated even when their
+designer intends them to be simple. There's many things we want to do
+with a sequence, and useful features naturally accrete over time. If a
+library isn't careful to balance creeping featuritis against having an
+easy way to start using the object in simple applications, then the
+sequence object - possibly the most fundamental object of a
+biosequence library - can become a barrier to anyone else actually
+using the library! All those useful features won't matter much if you
+can't figure out how to turn your sequence data into an object, or get
+it back out. \Easel\ expects you to have your own preferred way of
+dealing with sequence data that's not necessarily \Easel's way, so it
+provides simple ways to create sequence objects from elemental (C
+string) data, and simple ways to get elemental C strings back out.
+This lets you minimize your exposure to \Easel's more advanced (and
+complicated) capabilities if you like.
+
+The most basic use of an \ccode{ESL\_SQ} object is to hold one
+complete sequence, simply as a plain C string. A sequence may also
+have a name, an accession, and a description line. This is called a
+\esldef{text mode} sequence. In text mode, \Easel\ doesn't know
+whether the sequence is DNA, RNA, protein, or something else; it's
+just an ASCII character string. This limits some of \Easel's more
+powerful abilities, such as the ability to check the sequence for
+errors, or to automatically deal with degenerate residue codes; but
+it's a simple mode that's easy to start using.
+
+Alternatively, a sequence may be in \esldef{digital mode}. In digital
+mode, sequences are predigested and encoded into \Easel's internal
+format, which makes many sequence routines more robust, efficient, and
+powerful. Digital mode requires \eslmod{alphabet} augmentation.
+
+In addition to storing a complete sequence, an \ccode{ESL\_SQ} is
+designed to be used in three other situations:
+
+\begin{itemize}
+\item to hold a \esldef{subsequence} of a larger source sequence. The
+ object maintains source and coordinate information necessary for
+ crossreferencing the subsequence's coordinate system to the original
+ source coordinate system.
+
+\item to hold a \esldef{window} of a larger source sequence. This is
+ like a subsequence, but is more specifically intended for reading a
+ sequence from a file in overlapping windows. This avoids having to
+ suck an entire chromosome (for example) into memory at any one
+ time. The stored subsequence is composed of two segments, a
+ \esldef{previous context} that gets saved from the previous window,
+ and a \esldef{new window} of fresh residues. The size of both the
+ context and the window are configurable at the time each new window
+ is read.
+
+\item to hold only \esldef{information} about a sequence, such as its
+ name, its length, and its position in a file, excluding the sequence
+ (and optional secondary structure annotation) itself. This is handy
+ for example when indexing a sequence file, when we'd rather not read
+ any (possibly prohibitively large) sequence into memory until after
+ we've mapped out how big it is.
+\end{itemize}
+
+To keep all this straight, the object contains a bunch of internal
+bookkeeping data.
+
+Sequence objects are growable and reusable, for efficiency in memory
+allocation. If you're going to go through many different sequences
+sequentially, you would typically just allocate a single
+\ccode{ESL\_SQ} object and \ccode{esl\_sq\_Reuse()} it for each new
+sequence, rather than creating and destroying a lot of objects.
+
+A sequence object can also store a secondary structure annotation line
+for the sequence, one character per residue.
+
+When augmented with \eslmod{msa}, an interface to the \ccode{ESL\_MSA}
+multiple alignment object provides the ability to extract single
+unaligned sequences from a multiple alignment.
+
+You would often use the \eslmod{sq} module in conjunction with
+\eslmod{sqio}, which provides the ability to read and write
+\ccode{ESL\_SQ} objects from and to files.
+
+Table~\ref{tbl:sq_api} lists the functions in the \eslmod{sq} API.
+
+% Table generated by autodoc -t esl_sq.c (so don't edit here, edit esl_sq.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{Text version of the \ccode{ESL\_SQ} object.}\\
+\hyperlink{func:esl_sq_Create()}{\ccode{esl\_sq\_Create()}} & Create a new, empty \ccode{ESL\_SQ}.\\
+\hyperlink{func:esl_sq_CreateFrom()}{\ccode{esl\_sq\_CreateFrom()}} & Create a new \ccode{ESL\_SQ} from text information.\\
+\hyperlink{func:esl_sq_Grow()}{\ccode{esl\_sq\_Grow()}} & Assure that a \ccode{ESL\_SQ} has space to add more residues.\\
+\hyperlink{func:esl_sq_GrowTo()}{\ccode{esl\_sq\_GrowTo()}} & Grows an \ccode{ESL\_SQ} to hold a seq of at least \ccode{n} residues.\\
+\hyperlink{func:esl_sq_Copy()}{\ccode{esl\_sq\_Copy()}} & Make a copy of an \ccode{ESL\_SQ}.\\
+\hyperlink{func:esl_sq_Reuse()}{\ccode{esl\_sq\_Reuse()}} & Reinitialize an \ccode{ESL\_SQ} for re-use.\\
+\hyperlink{func:esl_sq_Destroy()}{\ccode{esl\_sq\_Destroy()}} & Frees an \ccode{ESL\_SQ}.\\
+\apisubhead{Digitized version of the \ccode{ESL\_SQ} object. (Requires \ccode{alphabet})}\\
+\hyperlink{func:esl_sq_CreateDigital()}{\ccode{esl\_sq\_CreateDigital()}} & Create a new, empty \ccode{ESL\_SQ} in digital mode.\\
+\hyperlink{func:esl_sq_CreateDigitalFrom()}{\ccode{esl\_sq\_CreateDigitalFrom()}} & Create a new digital \ccode{ESL\_SQ} from text info.\\
+\hyperlink{func:esl_sq_Digitize()}{\ccode{esl\_sq\_Digitize()}} & Convert an \ccode{ESL\_SQ} to digital mode.\\
+\hyperlink{func:esl_sq_Textize()}{\ccode{esl\_sq\_Textize()}} & Convert an \ccode{ESL\_SQ} to text mode.\\
+\hyperlink{func:esl_sq_GuessAlphabet()}{\ccode{esl\_sq\_GuessAlphabet()}} & Guess alphabet type of a single sequence.\\
+\apisubhead{Other functions that operate on sequences.}\\
+\hyperlink{func:esl_sq_SetName()}{\ccode{esl\_sq\_SetName()}} & Format and set a name of a sequence.\\
+\hyperlink{func:esl_sq_SetAccession()}{\ccode{esl\_sq\_SetAccession()}} & Format and set the accession field in a sequence.\\
+\hyperlink{func:esl_sq_SetDesc()}{\ccode{esl\_sq\_SetDesc()}} & Format and set the description field in a sequence.\\
+\hyperlink{func:esl_sq_SetSource()}{\ccode{esl\_sq\_SetSource()}} & Format and set the source name field in a sequence.\\
+\hyperlink{func:esl_sq_CAddResidue()}{\ccode{esl\_sq\_CAddResidue()}} & Add one residue (or terminal NUL) to a text seq.\\
+\hyperlink{func:esl_sq_XAddResidue()}{\ccode{esl\_sq\_XAddResidue()}} & Add one residue (or terminal sentinel) to digital seq.\\
+\hyperlink{func:esl_sq_GetFromMSA()}{\ccode{esl\_sq\_GetFromMSA()}} & Get a single sequence from an MSA.\\
+\hyperlink{func:esl_sq_FetchFromMSA()}{\ccode{esl\_sq\_FetchFromMSA()}} & Fetch a single sequence from an MSA.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{sq} API.}
+\label{tbl:sq_api}
+\end{table}
+
+
+\subsection{Example of getting data in and out of an \ccode{ESL\_SQ}}
+
+The easiest way to create a new \ccode{ESL\_SQ} object is with the
+\ccode{esl\_sq\_CreateFrom()} function, which just takes character
+strings for a sequence and its name (and also, optionally, an
+accession, description, and/or secondary structure annotation string).
+
+You can also build up (and/or change and manipulate) the contents of
+an \ccode{ESL\_SQ} object by accessing the name, accession,
+description, sequence, and structure annotation line more directly.
+
+This code shows examples of both approaches:
+
+\input{cexcerpts/sq_example}
+
+A few things to notice about that code:
+
+\begin{itemize}
+\item Every sequence has a name and a sequence. If we didn't want to
+ add the optional accession, description, or structure annotation
+ line, we'd pass \ccode{NULL} for those arguments to
+ \ccode{esl\_sq\_CreateFrom()}.
+
+\item An RNA secondary structure annotation line is shown here as part
+ of the example, but it's really sort of a more advanced
+ feature. It's good to know it's there (see the \eslmod{wuss} module
+ for more information about how \Easel\ annotates RNA structure) but
+ you can ignore it if you're getting started.
+
+\item The \ccode{esl\_sq\_Set*} functions use the same syntax as C's
+ \ccode{*printf()} family, which gives you a flexible way to create
+ new sequence names, accessions, and descriptions automatically.
+
+\item The sequence in \ccode{sq->seq} is just a C string. (Here it's a
+ copy of the \ccode{testseq} string.) That has a couple of
+ implications. One is that it's a verbatim copy of what you provided;
+ \Easel\ doesn't know (or care) whether it's DNA or protein sequence,
+ upper case or lower case, or if it contains illegal non-sequence
+ characters. With a text mode sequence, that's \emph{your} problem!
+ For more robustness and defined biosequence alphabets, read on below
+ about digital mode sequences. The second implication is that, as a C
+ string, the \ccode{n} residues are indexed \ccode{0..sq->n-1}, not
+ \ccode{1..sq->n}.
+
+\item If you're going to directly copy a sequence of length \ccode{n}
+ into a \ccode{sq->seq} field, note the \ccode{esl\_sq\_GrowTo()}
+ call, which makes sure the sequence object is allocated with enough
+ space for \ccode{n} residues; and don't forget to set \ccode{sq->n}.
+
+\item The structure annotation \ccode{sq->ss} is also a C string,
+ indexed identically to \ccode{sq->seq}, but it's optional, and isn't
+ allocated by default; \ccode{esl\_sq\_GrowTo()} calls will only
+ reallocate for the structure annotation string after it's been
+ allocated at least once. Hence the \ccode{esl\_strdup} call in the
+ example, which duplicates (allocates and copies) the annotation into
+ \ccode{sq->ss}.
+\end{itemize}
+
+
+
+To get simple character strings back out of an \ccode{ESL\_SQ} object,
+you're encouraged to peek inside the object. (Yeah, I know, object
+oriented design says that there should be methods for this,
+independent of the object's implementation; but I balance that against
+simplicity, and here, simplicity wins.) The object is defined and
+documented in \ccode{esl\_sq.h}. It contains various information; the
+stuff you need to know is:
+
+\input{cexcerpts/sq_sq}
+
+Ignore the \ccode{dsq} field for now; we're about to get to it, when
+we talk about digital mode sequences.
+
+The \ccode{ESL\_SQ} object itself doesn't particularly care about the
+contents of these text fields, so long as they're C strings, and so
+long as \ccode{n} is the length of the \ccode{seq} (and optional
+\ccode{ss}, if it's non-\ccode{NULL}) strings. However, sequence file
+formats do impose some expectations on the annotation strings, and it
+would be a Good Idea to adhere to them:
+
+\begin{sreitems} {\emcode{desc}}
+\item [\emcode{name}] A sequence name is almost always expected to be
+ a single ``word'' (no whitespace), like \ccode{SNRPA\_HUMAN}.
+
+\item [\emcode{acc}] An accession is also usually expected to be a
+ single ``word'' with no whitespace, like \ccode{P09012}. Database
+ accessions only make sense if you know what database they're for, so
+ when sequences might be from different databases, you'll sometimes
+ see accessions prefixed with a code indicating the source database,
+ as in something like \ccode{Uniprot:P09012}. Again, \Easel\ itself
+ isn't enforcing the format of this string, so your application is
+ free to create its own accession/version/database format as needed.
+
+\item [\emcode{desc}] A description line is something like \ccode{U1
+small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1A protein)
+(U1-A).}; a one-line summary of what the sequence is. You can expect
+the description line to show up in the tabular output of sequence
+analysis applications, so ideally you want it to be short and sweet
+(so it fits on one line with a name, accession, score, coords, and
+other information from an analysis app). You also don't want the
+description line to end in a newline (\verb+\n+) character, or the
+description line will introduce unexpected line breaks in these
+tabular output files.
+\end{sreitems}
+
+You can reach into a \ccode{ESL\_SQ} and copy or modify any of these
+strings, but don't try to overwrite them with a larger string unless
+You Know What You're Doing. Their memory allocations are managed by
+the \ccode{ESL\_SQ} object. Instead, use the appropriate
+\ccode{esl\_sq\_Set*} function to overwrite an annotation field.
+
+
+The \eslmod{sq} module isn't much use by itself; it's a building block
+for several other modules. For example, one of the main things you'll
+want to do with sequences is to read them from a file. For examples
+and documentation of sequence input, see the \eslmod{sqio} module.
+
+
+\subsection{Example of using a digital \ccode{ESL\_SQ}}
+
+What follows might make more sense if you've read about the
+\eslmod{alphabet} module first. \eslmod{alphabet}'s documentation
+explains how \Easel uses an internal digital biosequence ``alphabet'',
+where residues are encoded as small integers, suitable for direct use
+as array indices. But here's an example anyway, of creating and
+accessing a digital mode sequence:
+
+\input{cexcerpts/sq_example2}
+
+Things to notice about this code:
+
+\begin{itemize}
+\item An \ccode{ESL\_SQ} object has a \ccode{sq->seq} if it's in text
+mode, and \ccode{sq->dsq} if its in digital mode. These two fields are
+mutually exclusive; one of them is \ccode{NULL}.
+
+\item If you looked at the contents of \ccode{sq->dsq} in either of
+ the objects, you'd see that each residue is encoded as a value
+ \ccode{0..3}, representing (for an RNA alphabet) the residues
+ \ccode{ACGU}.
+
+\item That representation is defined by the digital RNA alphabet
+ \ccode{abc}, which was the first thing we created.
+
+\item In digital mode, both the sequence residues and the optional
+ secondary structure characters are indexed \ccode{1..n}.
+
+\item To make the digital sequence in the first sequence object, we
+ created a digital sequence \ccode{dsq} by encoding the
+ \ccode{testseq} using \ccode{esl\_abc\_CreateDsq()}; this
+ function allocated new memory for \ccode{dsq}, so we have to
+ free it. An \ccode{ESL\_DSQ *} is just a special character array;
+ it's not a full-fledged \Easel\ object, and so there's no
+ conventional \ccode{Create()},\ccode{Destroy()} function pair.
+
+\item In the second sequence object, we used
+ \ccode{esl\_abc\_Digitize()} to encode the \ccode{testseq} directly
+ into space that the \ccode{sq2} object already had allocated, saving
+ us the temporary allocation of another \ccode{dsq}, because we
+ created it in digital mode (\ccode{esl\_sq\_CreateDigital()}) and
+ made it big enough to hold \ccode{n} digital residues with
+ \ccode{esl\_sq\_GrowTo()}. Notice that \ccode{esl\_sq\_GrowTo()} is
+ smart enough to know whether to grow the digital or the text mode
+ sequence field.
+
+\item By convention, when using digital sequences, we usually keep
+ track of (and pass as arguments) both a digital sequence \ccode{dsq}
+ and its length \ccode{n}, and we also need to have the digital
+ alphabet itself \ccode{abc} available to know what the \ccode{dsq}
+ means; with text mode sequences, we usually just pass the string
+ pointer. Thus the \ccode{esl\_sq\_CreateDigitalFrom()} function
+ takes \ccode{abc}, \ccode{dsq}, and \ccode{n} as arguments, whereas
+ the counterpart text mode \ccode{esl\_sq\_CreateDigitalFrom()} only
+ took a C string \ccode{seq}. This is solely a convention - digital
+ sequences begin and end with a special sentinel character, so we
+ could always count the length of a \ccode{dsq} if we had to (using
+ \ccode{esl\_abc\_dsqlen()}, for example), much as we can use ANSI
+ C's \ccode{strlen()} to count the number of chars in a C string up
+ to the sentinel \verb+\0+ \ccode{NUL} character at the end.
+
+\item To get the structure annotation to be indexed \ccode{1..n} for
+ consistency with the \ccode{dsq}, even though the annotation string
+ is still just an ASCII string, it's offset by one, and the leading
+ character is set by convention to a \verb+\0+. Therefore to access
+ the whole structure string (for printing, for instance), you want to
+ access \ccode{sq->ss+1}. This is a hack, but it's a simple one, so
+ long as you don't forget about the convention.
+
+\item Because the original sequence has been encoded, you may not get
+ the original sequence back out when you decode the digital values as
+ alphabet symbols. \ccode{abc->sym[sq2->dsq[3]]}, for example, takes
+ the third digital residue and looks it up in the alphabet's symbol
+ table, returning the canonical character it's
+ representing. Upper/lower case distinctions are lost, for example;
+ digital alphabet symbol tables are uniformly upper case. And this
+ example shows another example, where the input \ccode{testseq}
+ contains T's, but since the digital alphabet was declared as RNA,
+ the symbol table represents those residues as U's when you access
+ them.
+
+\item In that respect, a more careful example should have checked the
+ return status of the \ccode{esl\_abc\_CreateDsq()} and
+ \ccode{esl\_abc\_Digitize()} calls. These have a normal failure
+ mode, when the input text sequence contains one or more ASCII
+ characters that are unrecognized and therefore invalid in the
+ digital alphabet. If this had happened, these functions would have
+ returned \ccode{eslEINVAL} instead of \ccode{eslOK}. We can get away
+ without checking, however, because the functions just replace any
+ invalid character with an ``any'' character (representing \ccode{N}
+ for DNA or RNA, \ccode{X} for protein).
+\end{itemize}
+
+For more information about how digital sequence alphabets work, see
+the \eslmod{alphabet} module.
diff --git a/easel/esl_sqio.c b/easel/esl_sqio.c
new file mode 100644
index 0000000..985a954
--- /dev/null
+++ b/easel/esl_sqio.c
@@ -0,0 +1,3383 @@
+/* Unaligned sequence file i/o.
+ *
+ * Contents:
+ * 1. An <ESL_SQFILE> object, in text mode.
+ * 2. An <ESL_SQFILE> object, in digital mode. [with <alphabet>]
+ * 3. Using sequence file format codes
+ * 4. Sequence reading (sequential).
+ * 5. Sequence/subsequence fetching, random access [with <ssi>]
+ * 6. Writing sequences.
+ * 7. Internal routines shared by parsers.
+ * 8. Internal routines for EMBL format (including Uniprot, TrEMBL)
+ * 9. Internal routines for Genbank format
+ * 10. Internal routines for FASTA format
+ * 11. Internal routines for sq, msa interconversion [with <msa>]
+ * 12. Benchmark driver.
+ * 13. Unit tests.
+ * 14. Test driver.
+ * 15. Examples.
+ * 16. Copyright and license.
+ *
+ * This module shares remote evolutionary homology with Don Gilbert's
+ * seminal, public domain ReadSeq package, though the last common
+ * ancestor was circa 1991 and no recognizable vestiges are likely to
+ * remain. Thanks Don!
+ *
+ * SRE, Thu Feb 17 17:45:51 2005
+ * SVN $Id: esl_sqio.c 269 2008-06-19 13:47:41Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h" /* alphabet aug adds digital sequences */
+#endif
+#ifdef eslAUGMENT_MSA
+#include "esl_msa.h" /* msa aug adds ability to read MSAs as unaligned seqs */
+#endif
+#ifdef eslAUGMENT_SSI
+#include "esl_ssi.h" /* ssi aug adds ability to randomly access sequences/subsequences */
+#endif
+#include "esl_sqio.h"
+#include "esl_sq.h"
+
+
+/* Internal routines shared by parsers. */
+static int is_blankline(char *s);
+static int loadmem (ESL_SQFILE *sqfp);
+static int loadbuf (ESL_SQFILE *sqfp);
+static int nextchar (ESL_SQFILE *sqfp, char *ret_c);
+static int seebuf (ESL_SQFILE *sqfp, int64_t maxn, int64_t *opt_nres, int64_t *opt_endpos);
+static void addbuf (ESL_SQFILE *sqfp, ESL_SQ *sq, int64_t nres);
+static void skipbuf (ESL_SQFILE *sqfp, int64_t nskip);
+static int read_nres(ESL_SQFILE *sqfp, ESL_SQ *sq, int64_t nskip, int64_t nres, int64_t *opt_actual_nres);
+
+/* EMBL format; also Uniprot, TrEMBL */
+static void config_embl(ESL_SQFILE *sqfp);
+static void inmap_embl (ESL_SQFILE *sqfp, const ESL_DSQ *abc_inmap);
+static int header_embl(ESL_SQFILE *sqfp, ESL_SQ *sq);
+static int end_embl (ESL_SQFILE *sqfp, ESL_SQ *sq);
+
+/* Genbank format; also DDBJ */
+static void config_genbank(ESL_SQFILE *sqfp);
+static void inmap_genbank (ESL_SQFILE *sqfp, const ESL_DSQ *abc_inmap);
+static int header_genbank(ESL_SQFILE *sqfp, ESL_SQ *sq);
+static int end_genbank (ESL_SQFILE *sqfp, ESL_SQ *sq);
+
+/* FASTA format */
+static void config_fasta(ESL_SQFILE *sqfp);
+static void inmap_fasta (ESL_SQFILE *sqfp, const ESL_DSQ *abc_inmap);
+static int header_fasta(ESL_SQFILE *sqfp, ESL_SQ *sq);
+static int end_fasta (ESL_SQFILE *sqfp, ESL_SQ *sq);
+static int write_fasta (FILE *fp, ESL_SQ *sq, int save_offsets);
+
+/* Optional MSA<->sqio interoperability */
+#ifdef eslAUGMENT_MSA
+static int convert_sq_to_msa(ESL_SQ *sq, ESL_MSA **ret_msa);
+#endif
+
+
+
+/*****************************************************************
+ *# 1. An <ESL_SQFILE> object, in text mode.
+ *****************************************************************/
+
+static int sqfile_open(const char *filename, int format, const char *env, ESL_SQFILE **ret_sqfp);
+
+/* Function: esl_sqfile_Open()
+ * Synopsis: Open a sequence file for reading.
+ * Incept: SRE, Thu Feb 17 08:22:16 2005 [St. Louis]
+ *
+ * Purpose: Open a sequence file <filename> for reading.
+ * The opened <ESL_SQFILE> is returned through <ret_sqfp>.
+ *
+ * The format of the file is asserted to be <format> (for
+ * example, <eslSQFILE_FASTA>). If <format> is
+ * <eslSQFILE_UNKNOWN> then the routine attempts to
+ * autodetect the file format.
+ *
+ * There are two special cases for <filename>. If
+ * <filename> is "-", the sequence data are read from a
+ * <STDIN> pipe. If <filename> ends in ".gz", the file is
+ * assumed to be compressed with <gzip>, and it is opened
+ * by a pipe from <gzip -dc>. Reading gzip files only works
+ * on POSIX-compliant systems that have pipes
+ * (specifically, the POSIX.2 popen() call).
+ *
+ * If <env> is non-NULL, it is the name of an environment
+ * variable that contains a colon-delimited list of
+ * directories in which we may find this <filename>.
+ * For example, if we had
+ * <setenv BLASTDB /nfs/db/blast-db:/nfs/db/genomes/>
+ * in the environment, a database search application
+ * could pass "BLASTDB" as <env>.
+ *
+ * Returns: <eslOK> on success, and <*ret_sqfp> points to a new
+ * open <ESL_SQFILE>. Caller deallocates this object with
+ * <esl_sqfile_Close()>.
+ *
+ * Returns <eslENOTFOUND> if <filename> can't be found or
+ * opened. Returns <eslEFORMAT> if the file is empty, or
+ * if autodetection is attempted and the format can't be
+ * determined. On any error condition, <*ret_sqfp> is
+ * returned NULL.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_sqfile_Open(const char *filename, int format, const char *env, ESL_SQFILE **ret_sqfp)
+{
+ int status;
+
+ if ((status = sqfile_open(filename, format, env, ret_sqfp)) != eslOK) return status;
+
+ /* text mode inmaps are less thorough than digital mode */
+ switch ((*ret_sqfp)->format) {
+ case eslSQFILE_EMBL: inmap_embl(*ret_sqfp, NULL); break;
+ case eslSQFILE_UNIPROT: inmap_embl(*ret_sqfp, NULL); break;
+ case eslSQFILE_GENBANK: inmap_genbank(*ret_sqfp, NULL); break;
+ case eslSQFILE_DDBJ: inmap_genbank(*ret_sqfp, NULL); break;
+ case eslSQFILE_FASTA: inmap_fasta(*ret_sqfp, NULL); break;
+ /* stockholm: do nothing; MSAs don't use inmap */
+ }
+ return eslOK;
+}
+
+
+/* Function: esl_sqfile_GuessFileFormat()
+ * Synopsis: Guess the format of an open <ESL_SQFILE>.
+ * Incept: SRE, Mon Jun 20 19:07:44 2005 [St. Louis]
+ *
+ * Purpose: Try to guess the sequence file format of <sqfp>, and
+ * return the format code in <*ret_fmt>.
+ *
+ * First we attempt to guess based on the <filename>'s
+ * suffix. <*.fa> is assumed to be in FASTA format; <*.gb>
+ * is assumed to be in Genbank format; <*.sto> or <*.stk>
+ * are assumed to be in Stockholm multiple alignment file
+ * format.
+ *
+ * If that fails, we attempt to guess based on peeking at
+ * the first nonblank line of <filename>. If the line
+ * starts with $>$, we assume FASTA format; if the line
+ * starts with <ID>, we assume EMBL format; if the line
+ * starts with <LOCUS> or it contains the string <Genetic
+ * Sequence Data Bank> we assume Genbank format; if it
+ * starts with \verb+# STOCKHOLM+ we assume Stockholm format.
+ *
+ * If that fails too, return an <eslEFORMAT> error, and
+ * <*ret_fmt> is set to <eslSQFILE_UNKNOWN>.
+ *
+ * Returns: <eslOK> on success, and <*ret_fmt> contains
+ * a valid sequence file format code, such as
+ * <eslSQFILE_FASTA>.
+ *
+ * Returns <eslEFORMAT> if we opened <filename> but it
+ * contains no nonblank lines, or if we peeked at the first
+ * nonblank line and still couldn't guess the format;
+ * <*ret_fmt> is then <eslSQFILE_UNKNOWN>.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_sqfile_GuessFileFormat(ESL_SQFILE *sqfp, int *ret_fmt)
+{
+ int n = strlen(sqfp->filename);
+ const char *sfx = NULL;
+ int is_gzip = FALSE;
+ int nsfx;
+ int status;
+
+ /* On any premature exit, *ret_fmt is eslSQFILE_UNKNOWN */
+ *ret_fmt = eslSQFILE_UNKNOWN;
+
+ /* Is <filename> gzip'ed? Look at suffix. */
+ if (n > 3 && strcmp(sqfp->filename+n-3, ".gz") == 0) is_gzip = TRUE;
+
+ /* Locate the suffix that might indicate format (ignore .gz) */
+ for (nsfx = 1, sfx = sqfp->filename + n - 1 - (is_gzip ? 3 : 0);
+ sfx != sqfp->filename && *sfx != '.';
+ sfx--)
+ nsfx++;
+
+ /* now sfx points either to filename (we didn't find a suffix) or to the . of the suffix,
+ * and nsfx is the suffix length inclusive of the .
+ */
+
+ /* Attempt to guess file format based on file name suffix. */
+ if (strncmp(sfx, ".fa", 3) == 0) { *ret_fmt = eslSQFILE_FASTA; return eslOK; }
+ else if (strncmp(sfx, ".gb", 3) == 0) { *ret_fmt = eslSQFILE_GENBANK; return eslOK; }
+ else if (strncmp(sfx, ".sto", 4) == 0) { *ret_fmt = eslMSAFILE_STOCKHOLM; return eslOK; }
+ else if (strncmp(sfx, ".stk", 4) == 0) { *ret_fmt = eslMSAFILE_STOCKHOLM; return eslOK; }
+
+ /* If that didn't work, we'll have a peek at the stream;
+ * turn recording on, and set for line based input.
+ */
+
+ if (sqfp->is_recording == -1) ESL_EXCEPTION(eslEINVAL, "sq file already too advanced");
+ sqfp->is_recording = TRUE;
+ sqfp->is_linebased = TRUE;
+ loadbuf(sqfp); /* now sqfp->buf is a line of the file */
+
+ /* get first nonblank line */
+ while (is_blankline(sqfp->buf)) {
+ status = loadbuf(sqfp);
+ if (status == eslEOF) ESL_XFAIL(eslEFORMAT, sqfp->errbuf, "No data found in file");
+ else if (status != eslOK) goto ERROR;
+ }
+
+ /* formats that can be determined from the first line: */
+ if (*(sqfp->buf) == '>') *ret_fmt = eslSQFILE_FASTA;
+ else if (strncmp(sqfp->buf, "ID ", 5) == 0) *ret_fmt = eslSQFILE_EMBL;
+ else if (strncmp(sqfp->buf, "LOCUS ", 8) == 0) *ret_fmt = eslSQFILE_GENBANK;
+ else if (strstr(sqfp->buf, "Genetic Sequence Data Bank") != NULL) *ret_fmt = eslSQFILE_GENBANK;
+#ifdef eslAUGMENT_MSA
+ else if (strncmp(sqfp->buf, "# STOCKHOLM", 11) == 0) *ret_fmt = eslMSAFILE_STOCKHOLM;
+#endif
+
+ /* reset the sqfp */
+ sqfp->mpos = 0;
+ sqfp->is_recording = FALSE;
+ sqfp->is_linebased = FALSE;
+ free(sqfp->buf);
+ sqfp->buf = NULL;
+ sqfp->balloc = 0;
+ return (*ret_fmt == eslSQFILE_UNKNOWN) ? eslEFORMAT : eslOK;
+
+ ERROR:
+ sqfp->mpos = 0;
+ sqfp->is_recording = FALSE;
+ sqfp->is_linebased = FALSE;
+ if (sqfp->buf != NULL) free(sqfp->buf);
+ return status;
+}
+
+/* Function: esl_sqfile_Position()
+ * Synopsis: Reposition an open sequence file to an offset.
+ * Incept: SRE, Tue Mar 28 13:21:47 2006 [St. Louis]
+ *
+ * Purpose: Reposition an open <sqfp> to offset <offset>.
+ * <offset> would usually be the first byte of a
+ * desired sequence record.
+ *
+ * Only normal sequence files can be positioned; not
+ * a standard input stream, gunzip stream, or a multiple
+ * alignment file interface.
+ *
+ * After <esl_sqfile_Position()> is called,
+ * <sqfp->linenumber> and other bookkeeping information is
+ * unknown. If caller knows it, it should set it
+ * explicitly.
+ *
+ * See the SSI module for manipulating offsets and indices.
+ *
+ * Returns: <eslOK> on success;
+ * <eslEOF> if no data can be read from this position.
+ *
+ * Throws: <eslESYS> if the fseeko() or fread() call fails.
+ * <eslEMEM> on (re-)allocation failure.
+ * <eslEINVAL> if the <sqfp> is not positionable.
+ */
+int
+esl_sqfile_Position(ESL_SQFILE *sqfp, off_t offset)
+{
+ if (sqfp->do_stdin) ESL_EXCEPTION(eslEINVAL, "can't Position() in standard input");
+ if (sqfp->do_gzip) ESL_EXCEPTION(eslEINVAL, "can't Position() in a gzipped file");
+ if (sqfp->afp != NULL) ESL_EXCEPTION(eslEINVAL, "can't use esl_sqfile_Position() in an alignment file");
+
+ if (fseeko(sqfp->fp, offset, SEEK_SET) != 0) ESL_EXCEPTION(eslESYS, "fseeko() failed");
+
+ sqfp->currpl = -1;
+ sqfp->curbpl = -1;
+ sqfp->prvrpl = -1;
+ sqfp->prvbpl = -1;
+ sqfp->linenumber = -1;
+ sqfp->L = -1;
+ sqfp->mpos = sqfp->mn; /* this forces loadbuf to load new data */
+ return loadbuf(sqfp);
+}
+
+/* Function: esl_sqfile_Close()
+ * Synopsis: Close a sequence file.
+ * Incept: SRE, Thu Dec 23 13:19:43 2004 [St. Louis]
+ *
+ * Purpose: Closes an open <sqfp>.
+ *
+ * Returns: (void).
+ */
+void
+esl_sqfile_Close(ESL_SQFILE *sqfp)
+{
+ if (sqfp == NULL) return;
+
+#ifdef HAVE_POPEN
+ if (sqfp->do_gzip) pclose(sqfp->fp);
+ else
+#endif
+ if (! sqfp->do_stdin && sqfp->fp != NULL) fclose(sqfp->fp);
+ if (sqfp->filename != NULL) free(sqfp->filename);
+ if (sqfp->ssifile != NULL) free(sqfp->ssifile);
+ if (sqfp->mem != NULL) free(sqfp->mem);
+ if (sqfp->balloc > 0) free(sqfp->buf);
+#ifdef eslAUGMENT_SSI
+ if (sqfp->ssi != NULL) esl_ssi_Close(sqfp->ssi);
+#endif
+
+#ifdef eslAUGMENT_MSA
+ if (sqfp->afp != NULL) esl_msafile_Close(sqfp->afp);
+ if (sqfp->msa != NULL) esl_msa_Destroy(sqfp->msa);
+#endif /*eslAUGMENT_MSA*/
+ free(sqfp);
+ return;
+}
+
+
+/* sqfile_open():
+ * This is the routine that actually opens an ESL_SQFILE.
+ * esl_sqfile_Open() and esl_sqfile_OpenDigital() are
+ * small wrappers around it.
+ */
+static int
+sqfile_open(const char *filename, int format, const char *env, ESL_SQFILE **ret_sqfp)
+{
+ ESL_SQFILE *sqfp = NULL;
+ char *envfile = NULL;
+ int status; /* return status from an ESL call */
+ int n;
+
+ ESL_ALLOC(sqfp, sizeof(ESL_SQFILE));
+ *ret_sqfp = NULL;
+
+ sqfp->fp = NULL;
+ sqfp->filename = NULL;
+ sqfp->do_gzip = FALSE;
+ sqfp->do_stdin = FALSE;
+ sqfp->errbuf[0] = '\0';
+
+ sqfp->mem = NULL;
+ sqfp->allocm = 0;
+ sqfp->mn = 0;
+ sqfp->mpos = 0;
+ sqfp->moff = -1;
+ sqfp->is_recording = FALSE;
+
+ sqfp->buf = NULL;
+ sqfp->boff = 0;
+ sqfp->balloc = 0;
+ sqfp->nc = 0;
+ sqfp->bpos = 0;
+ sqfp->L = 0;
+ sqfp->linenumber = 1;
+
+ sqfp->bookmark_offset = 0;
+ sqfp->bookmark_linenum = 0;
+
+ sqfp->do_digital = FALSE;
+ sqfp->abc = NULL;
+
+ sqfp->format = format;
+ sqfp->is_linebased = FALSE;
+ sqfp->eof_is_ok = FALSE;
+ sqfp->parse_header = NULL;
+ sqfp->parse_end = NULL;
+
+ sqfp->afp = NULL;
+ sqfp->msa = NULL;
+ sqfp->idx = -1;
+
+ sqfp->ssifile = NULL;
+ sqfp->rpl = -1; /* -1 = not set yet */
+ sqfp->bpl = -1; /* (ditto) */
+ sqfp->prvrpl = -1; /* (ditto) */
+ sqfp->prvbpl = -1; /* (ditto) */
+ sqfp->currpl = -1;
+ sqfp->curbpl = -1;
+ sqfp->ssi = NULL;
+
+ /* Open the file, either in cwd or in a directory listed in <env>. */
+ if (strcmp(filename, "-") == 0) /* stdin special case */
+ {
+ if ((status = esl_strdup("[STDIN]", -1, &(sqfp->filename))) != eslOK) goto ERROR;
+ sqfp->fp = stdin;
+ sqfp->do_stdin = TRUE;
+ }
+ else
+ { /* Check the current working directory first. */
+ if ((sqfp->fp = fopen(filename, "r")) != NULL) {
+ if ((status = esl_strdup(filename, -1, &(sqfp->filename))) != eslOK) goto ERROR;
+ }
+ /* if it's not there, then check in directory list provided by <env>. */
+ else if (env != NULL && esl_FileEnvOpen(filename, env, &(sqfp->fp), &envfile) == eslOK) {
+ if ((status = esl_strdup(envfile, -1, &(sqfp->filename))) != eslOK) goto ERROR;
+ }
+ else { status = eslENOTFOUND; goto ERROR;}
+ }
+
+ /* Deal with the .gz special case: to popen(), "success" only means
+ * it found and executed gzip -dc. If gzip -dc doesn't find our
+ * file, popen() still blithely returns success, so we have to be
+ * sure the file exists. That's why we fopen()'ed it above, only to
+ * close it and popen() it here.
+ */
+#ifdef HAVE_POPEN
+ n = strlen(sqfp->filename);
+ if (n > 3 && strcmp(sqfp->filename+n-3, ".gz") == 0)
+ {
+ char *cmd;
+ fclose(sqfp->fp);
+ ESL_ALLOC(cmd, sizeof(char) * (n+1+strlen("gzip -dc ")));
+ sprintf(cmd, "gzip -dc %s", sqfp->filename);
+ sqfp->fp = popen(cmd, "r");
+ if (sqfp->fp == NULL) { status = eslENOTFOUND; goto ERROR; }
+ sqfp->do_gzip = TRUE;
+ free(cmd);
+ }
+#endif /*HAVE_POPEN*/
+
+ /* If we don't know the format yet, autodetect it now. */
+ if (sqfp->format == eslSQFILE_UNKNOWN &&
+ (status = esl_sqfile_GuessFileFormat(sqfp, &(sqfp->format))) != eslOK)
+ goto ERROR;
+
+ /* Configure the <sqfp>'s parser for this format. */
+ switch (sqfp->format) {
+ case eslSQFILE_EMBL: config_embl(sqfp); break;
+ case eslSQFILE_UNIPROT: config_embl(sqfp); break;
+ case eslSQFILE_GENBANK: config_genbank(sqfp); break;
+ case eslSQFILE_DDBJ: config_genbank(sqfp); break;
+ case eslSQFILE_FASTA: config_fasta(sqfp); break;
+
+#ifdef eslAUGMENT_MSA
+ case eslMSAFILE_STOCKHOLM:
+ sqfp->is_linebased = TRUE;
+ sqfp->eof_is_ok = FALSE; /* no-op for msa's */
+ sqfp->parse_header = NULL; /* no-op for msa's */
+ sqfp->parse_end = NULL; /* no-op for msa's */
+ if ((status = esl_msafile_Open(filename, sqfp->format, env, &(sqfp->afp))) != eslOK) goto ERROR;
+ break;
+#endif /*eslAUGMENT_MSA*/
+ }
+
+ /* Preload the first line or chunk of file. */
+ if (! esl_sqio_IsAlignment(sqfp->format))
+ {
+ status = loadbuf(sqfp);
+ if (status == eslEOF) { status = eslEFORMAT; goto ERROR; }
+ else if (status != eslOK) { goto ERROR; }
+ }
+
+ if (envfile != NULL) free(envfile);
+ *ret_sqfp = sqfp;
+ return eslOK;
+
+ ERROR:
+ if (envfile != NULL) free(envfile);
+ esl_sqfile_Close(sqfp);
+ *ret_sqfp = NULL;
+ return status;
+}
+/*------------------- ESL_SQFILE open/close -----------------------*/
+
+
+/*****************************************************************
+ *# 2. An <ESL_SQFILE> object, in digital mode [with <alphabet>]
+ *****************************************************************/
+#ifdef eslAUGMENT_ALPHABET
+
+/* Function: esl_sqfile_OpenDigital()
+ * Synopsis: Open an <ESL_SQFILE> for digital input.
+ * Incept: SRE, Fri May 9 09:17:48 2008 [Janelia]
+ *
+ * Purpose: Same as <esl_sqfile_Open()>, but we will expect all
+ * sequence input to conform to the digital alphabet <abc>.
+ *
+ * Normally, after opening the sequence file in digital
+ * mode, you'd read sequence into a digital <ESL_SQ>.
+ * However, you don't actually have to. The state of the
+ * <ESL_SQ> controls how the input is stored; the state of
+ * the <ESL_SQFILE> controls how the input is validated.
+ *
+ * Returns: <eslOK> on success, and <*ret_sqfp> points to a new
+ * open <ESL_SQFILE>.
+ *
+ * Returns <eslENOTFOUND> if <filename> can't be opened.
+ * Returns <eslEFORMAT> if the file is empty, or if
+ * autodetection is attempted and the format can't be
+ * determined. On any error conditions, <*ret_sqfp> is
+ * returned NULL.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_sqfile_OpenDigital(const ESL_ALPHABET *abc, const char *filename, int format, const char *env, ESL_SQFILE **ret_sqfp)
+{
+ int status;
+
+ if ((status = sqfile_open(filename, format, env, ret_sqfp)) != eslOK) return status;
+ return esl_sqfile_SetDigital(*ret_sqfp, abc);
+}
+
+/* Function: esl_sqfile_SetDigital()
+ * Synopsis: Set an open <ESL_SQFILE> to read in digital mode.
+ * Incept: SRE, Fri May 9 09:21:31 2008 [Janelia]
+ *
+ * Purpose: Given an <ESL_SQFILE> that's already been opened,
+ * configure it to expect subsequent input to conform
+ * to the digital alphabet <abc>.
+ *
+ * Calling <esl_sqfile_Open(); esl_sqfile_SetDigital()> is
+ * equivalent to <esl_sqfile_OpenDigital()>. The two-step
+ * version is useful when you need a
+ * <esl_sqfile_GuessAlphabet()> call in between, guessing
+ * the file's alphabet in text mode before you set it to
+ * digital mode.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_sqfile_SetDigital(ESL_SQFILE *sqfp, const ESL_ALPHABET *abc)
+{
+ switch (sqfp->format) {
+ case eslSQFILE_EMBL: inmap_embl(sqfp, abc->inmap); break;
+ case eslSQFILE_UNIPROT: inmap_embl(sqfp, abc->inmap); break;
+ case eslSQFILE_GENBANK: inmap_genbank(sqfp, abc->inmap); break;
+ case eslSQFILE_DDBJ: inmap_genbank(sqfp, abc->inmap); break;
+ case eslSQFILE_FASTA: inmap_fasta(sqfp, abc->inmap); break;
+ /* stockholm: do nothing (no inmap used for MSAs */
+ }
+
+ if (esl_sqio_IsAlignment(sqfp->format))
+ esl_msafile_SetDigital(sqfp->afp, abc);
+
+ sqfp->do_digital = TRUE;
+ sqfp->abc = abc;
+ return eslOK;
+}
+
+/* Function: esl_sqfile_GuessAlphabet()
+ * Synopsis: Guess the alphabet of an open <ESL_SQFILE>.
+ * Incept: SRE, Sun Feb 24 17:14:55 2008 [UA5315 to St. Louis]
+ *
+ * Purpose: After opening <sqfp>, attempt to guess what alphabet
+ * its sequences are in, by inspecting the first sequence
+ * in the file, and return this alphabet type in <*ret_type>.
+ *
+ * Returns: <eslOK> on success, and <*ret_type> is set to <eslDNA>,
+ * <eslRNA>, or <eslAMINO>.
+ *
+ * Returns <eslEAMBIGUOUS> and sets <*ret_type> to
+ * <eslUNKNOWN> if the first sequence (or alignment)
+ * in the file contains no more than ten residues total,
+ * or if its alphabet cannot be guessed (i.e. it contains
+ * IUPAC degeneracy codes, but no amino acid specific
+ * residues).
+ *
+ * Returns <eslEFORMAT> if a parse error is encountered in
+ * trying to read the sequence file. <sqfp->errbuf> is set
+ * to a useful error message if this occurs,
+ * <sqfp->linenumber> is the line on which the error
+ * occurred, and <*ret_type> is set to <eslUNKNOWN>.
+ *
+ * Returns <eslENODATA> and sets <*ret_type> to <eslUNKNOWN>
+ * if the file appears to be empty.
+ *
+ * Throws: <eslEMEM> on allocation error;
+ * <eslEINCONCEIVABLE> on unimaginable internal errors.
+ */
+int
+esl_sqfile_GuessAlphabet(ESL_SQFILE *sqfp, int *ret_type)
+{
+ ESL_SQ *sq = NULL;
+ int status;
+
+ /* Special case: for MSA files, hand this off to msafile_GuessAlphabet. */
+#ifdef eslAUGMENT_MSA
+ if (esl_sqio_IsAlignment(sqfp->format)) return esl_msafile_GuessAlphabet(sqfp->afp, ret_type);
+#endif
+
+ /* set the sqfp to record; we'll rewind afterwards and use the recording */
+ sqfp->is_recording = TRUE;
+
+ if ((sq = esl_sq_Create()) == NULL) { status = eslEMEM; goto ERROR; }
+
+ status = esl_sqio_ReadWindow(sqfp, 0, 4000, sq);
+ if (status == eslEOF) { status = eslENODATA; goto ERROR; }
+ else if (status != eslOK) goto ERROR;
+
+ if ((status = esl_sq_GuessAlphabet(sq, ret_type)) != eslOK) goto ERROR;
+
+ /* reset the sqfp, so it uses the recording next */
+ sqfp->mpos = 0;
+ sqfp->is_recording = FALSE;
+ if ((status = loadbuf(sqfp)) != eslOK) ESL_EXCEPTION(status, "buffer load failed, but shouldn't have");
+ esl_sq_Destroy(sq);
+ return eslOK;
+
+ ERROR:
+ esl_sq_Destroy(sq);
+ *ret_type = eslUNKNOWN;
+ return status;
+}
+#endif /*eslAUGMENT_ALPHABET*/
+/*-------------- end, digital mode ESL_SQFILE -------------------*/
+
+
+
+
+/*****************************************************************
+ *# 3. Using sequence file format codes
+ *****************************************************************/
+
+/* Function: esl_sqio_FormatCode()
+ * Synopsis: Convert a string to an internal format code.
+ * Incept: SRE, Sun Feb 27 09:18:36 2005 [St. Louis]
+ *
+ * Purpose: Given <fmtstring>, return format code. For example, if
+ * <fmtstring> is "fasta", returns <eslSQFILE_FASTA>. Returns
+ * <eslSQFILE_UNKNOWN> if <fmtstring> doesn't exactly match a
+ * known format.
+ *
+ * Matching is case insensitive; fasta, FASTA, and FastA
+ * all return <eslSQFILE_FASTA>, for example.
+ *
+ * When augmented by msa, then alignment file formats
+ * are recognized in addition to unaligned file formats.
+ */
+int
+esl_sqio_FormatCode(char *fmtstring)
+{
+ if (strcasecmp(fmtstring, "fasta") == 0) return eslSQFILE_FASTA;
+ if (strcasecmp(fmtstring, "embl") == 0) return eslSQFILE_EMBL;
+ if (strcasecmp(fmtstring, "genbank") == 0) return eslSQFILE_GENBANK;
+ if (strcasecmp(fmtstring, "ddbj") == 0) return eslSQFILE_DDBJ;
+ if (strcasecmp(fmtstring, "uniprot") == 0) return eslSQFILE_UNIPROT;
+#ifdef eslAUGMENT_MSA
+ if (strcasecmp(fmtstring, "stockholm") == 0) return eslMSAFILE_STOCKHOLM;
+ if (strcasecmp(fmtstring, "pfam") == 0) return eslMSAFILE_PFAM;
+#endif
+ return eslSQFILE_UNKNOWN;
+}
+
+/* Function: esl_sqio_DescribeFormat()
+ * Synopsis: Returns descriptive string for file format code.
+ * Incept: SRE, Sun Feb 27 09:24:04 2005 [St. Louis]
+ *
+ * Purpose: Given a format code <fmt>, returns a string label for
+ * that format. For example, if <fmt> is <eslSQFILE_FASTA>,
+ * returns "FASTA".
+ *
+ * When augmented by msa, then alignment file format codes
+ * are recognized in addition to unaligned file format codes.
+ */
+char *
+esl_sqio_DescribeFormat(int fmt)
+{
+ switch (fmt) {
+ case eslSQFILE_UNKNOWN: return "unknown";
+ case eslSQFILE_FASTA: return "FASTA";
+ case eslSQFILE_EMBL: return "EMBL";
+ case eslSQFILE_GENBANK: return "Genbank";
+ case eslSQFILE_DDBJ: return "DDBJ";
+ case eslSQFILE_UNIPROT: return "Uniprot";
+#ifdef eslAUGMENT_MSA
+ case eslMSAFILE_STOCKHOLM: return "Stockholm";
+ case eslMSAFILE_PFAM: return "Pfam";
+#endif
+ default: esl_fatal("no such format code");
+ }
+ /*NOTREACHED*/
+ return NULL;
+}
+
+/* Function: esl_sqio_IsAlignment()
+ * Synopsis: Return TRUE for alignment file format codes.
+ * Incept: SRE, Sun Feb 27 09:36:23 2005 [St. Louis]
+ *
+ * Purpose: Returns TRUE if <fmt> is an alignment file
+ * format code; else returns FALSE.
+ *
+ * This function only checks the convention
+ * that <fmt> codes $<$100 are unaligned formats,
+ * and $\geq$100 are aligned formats. It does
+ * not check that <fmt> is a recognized format
+ * code.
+ */
+int
+esl_sqio_IsAlignment(int fmt)
+{
+ return (fmt >= 100 ? TRUE : FALSE);
+}
+
+
+
+/*****************************************************************
+ *# 4. Sequence reading (sequential)
+ *****************************************************************/
+
+/* Function: esl_sqio_Read()
+ * Synopsis: Read the next sequence from a file.
+ * Incept: SRE, Thu Feb 17 14:24:21 2005 [St. Louis]
+ *
+ * Purpose: Reads the next sequence from open sequence file <sqfp> into
+ * <sq>. Caller provides an allocated and initialized <s>, which
+ * will be internally reallocated if its space is insufficient.
+ *
+ * Returns: <eslOK> on success; the new sequence is stored in <s>.
+ *
+ * Returns <eslEOF> when there is no sequence left in the
+ * file (including first attempt to read an empty file).
+ *
+ * Returns <eslEFORMAT> if there's a problem with the format,
+ * such as an illegal character; the line number that the parse
+ * error occurs on is in <sqfp->linenumber>, and an informative
+ * error message is placed in <sqfp->errbuf>.
+ *
+ * Throws: <eslEMEM> on allocation failure;
+ * <eslEINCONCEIVABLE> on internal error.
+ */
+int
+esl_sqio_Read(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ int status;
+ int64_t epos;
+ int64_t n;
+
+#ifdef eslAUGMENT_MSA
+ if (esl_sqio_IsAlignment(sqfp->format))
+ {
+ ESL_SQ *tmpsq = NULL;
+ if (sqfp->msa == NULL || sqfp->idx >= sqfp->msa->nseq)
+ { /* we need to load a new alignment? */
+ esl_msa_Destroy(sqfp->msa);
+ status = esl_msa_Read(sqfp->afp, &(sqfp->msa));
+ if (status == eslEFORMAT)
+ { /* oops, a parse error; upload the error info from afp to sqfp */
+ sqfp->linenumber = sqfp->afp->linenumber;
+ strcpy(sqfp->errbuf, sqfp->afp->errbuf); /* errbufs same size! */
+ return eslEFORMAT;
+ }
+ if (status != eslOK) return status;
+ sqfp->idx = 0;
+ }
+
+ /* grab next seq from alignment */
+ /* this is inefficient; it goes via a temporarily allocated copy of the sequence */
+ status = esl_sq_FetchFromMSA(sqfp->msa, sqfp->idx, &tmpsq);
+ esl_sq_GrowTo(sq, tmpsq->n);
+ esl_sq_Copy(tmpsq, sq);
+ esl_sq_Destroy(tmpsq);
+ sqfp->idx++;
+
+ sq->start = 1;
+ sq->end = sq->n;
+ sq->C = 0;
+ sq->W = sq->n;
+ sq->L = sq->n;
+ return eslOK;
+ }
+#endif
+
+ /* Main case: read next seq from sqfp's stream */
+ if (sqfp->nc == 0) return eslEOF;
+ if ((status = sqfp->parse_header(sqfp, sq)) != eslOK) return status; /* EOF, EFORMAT */
+
+ do {
+ if ((status = seebuf(sqfp, -1, &n, &epos)) == eslEFORMAT) return status;
+ if (esl_sq_GrowTo(sq, sq->n + n) != eslOK) return eslEMEM;
+ addbuf(sqfp, sq, n);
+ sqfp->L += n;
+ sq->eoff = sqfp->boff + epos - 1;
+ if (status == eslEOD) break;
+ } while ((status = loadbuf(sqfp)) == eslOK);
+
+ if (status == eslEOF)
+ {
+ if (! sqfp->eof_is_ok) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Unexpected EOF; file truncated?");
+ if ((status = sqfp->parse_end(sqfp, sq)) != eslOK) return status;
+ }
+ else if (status == eslEOD)
+ {
+ sqfp->bpos = epos;
+ if ((status = sqfp->parse_end(sqfp, sq)) != eslOK) return status;
+ }
+ else if (status != eslOK) return status;
+
+ if (sq->dsq != NULL) sq->dsq[sq->n+1] = eslDSQ_SENTINEL;
+ else sq->seq[sq->n] = '\0';
+ sq->start = 1;
+ sq->end = sq->n;
+ sq->C = 0;
+ sq->W = sq->n;
+ sq->L = sq->n;
+ return eslOK;
+}
+
+
+/* Function: esl_sqio_ReadInfo()
+ * Synopsis: Read sequence info, but not the sequence itself.
+ * Incept: SRE, Fri May 16 09:24:21 2008 [Janelia]
+ *
+ * Purpose: Read the next sequence from open sequence file <sqfp>,
+ * but don't store the sequence (or secondary structure).
+ * Upon successful return, <s> holds all the available
+ * information about the sequence -- its name, accession,
+ * description, and overall length <sq->L>.
+ *
+ * This is useful for indexing sequence files, where
+ * individual sequences might be ginormous, and we'd rather
+ * avoid reading complete seqs into memory.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_sqio_ReadInfo(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ int status;
+ int64_t epos;
+ int64_t n;
+
+#ifdef eslAUGMENT_MSA
+ if (esl_sqio_IsAlignment(sqfp->format))
+ {
+ ESL_SQ *tmpsq = NULL;
+ if (sqfp->msa == NULL || sqfp->idx >= sqfp->msa->nseq)
+ { /* we need to load a new alignment? */
+ esl_msa_Destroy(sqfp->msa);
+ status = esl_msa_Read(sqfp->afp, &(sqfp->msa));
+ if (status == eslEFORMAT)
+ { /* oops, a parse error; upload the error info from afp to sqfp */
+ sqfp->linenumber = sqfp->afp->linenumber;
+ strcpy(sqfp->errbuf, sqfp->afp->errbuf); /* errbufs same size! */
+ return eslEFORMAT;
+ }
+ if (status != eslOK) return status;
+ sqfp->idx = 0;
+ }
+
+ /* grab next seq from alignment */
+ /* this is inefficient; it goes via a temporarily allocated copy of the sequence */
+ status = esl_sq_FetchFromMSA(sqfp->msa, sqfp->idx, &tmpsq);
+ if (tmpsq->dsq != NULL) tmpsq->dsq[1] = eslDSQ_SENTINEL;
+ else tmpsq->seq[0] = '\0';
+ esl_sq_Copy(tmpsq, sq);
+ esl_sq_Destroy(tmpsq);
+ sqfp->idx++;
+
+ if (sq->dsq != NULL) sq->dsq[1] = eslDSQ_SENTINEL;
+ else sq->seq[0] = '\0';
+ if (sq->ss != NULL) { free(sq->ss); sq->ss = NULL; }
+
+ sq->n = 0;
+ sq->start = 0;
+ sq->end = 0;
+ sq->C = 0;
+ sq->W = 0;
+ return eslOK;
+ }
+#endif
+
+ if (sqfp->nc == 0) return eslEOF;
+ if ((status = sqfp->parse_header(sqfp, sq)) != eslOK) return status; /* EOF, EFORMAT */
+
+ sqfp->L = 0;
+ do {
+ status = seebuf(sqfp, -1, &n, &epos);
+ sqfp->L += n;
+ sq->eoff = sqfp->boff + epos - 1;
+ if (status == eslEFORMAT) return status;
+ if (status == eslEOD) break;
+ } while ((status = loadbuf(sqfp)) == eslOK);
+
+ if (status == eslEOF)
+ {
+ if (! sqfp->eof_is_ok) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Unexpected EOF; file truncated?");
+ }
+ else if (status == eslEOD)
+ {
+ sqfp->bpos = epos;
+ if ((status = sqfp->parse_end(sqfp, sq)) != eslOK) return status;
+ }
+ else if (status != eslOK) return status;
+ sq->L = sqfp->L;
+
+ /* Set coord system for an info-only ESL_SQ */
+ if (sq->dsq != NULL) sq->dsq[1] = eslDSQ_SENTINEL;
+ else sq->seq[0] = '\0';
+ if (sq->ss != NULL) { free(sq->ss); sq->ss = NULL; }
+ sq->n = 0;
+ sq->start = 0;
+ sq->end = 0;
+ sq->C = 0;
+ sq->W = 0;
+ return eslOK;
+}
+
+
+/* Function: esl_sqio_ReadWindow()
+ * Synopsis: Read next window of sequence.
+ * Incept: SRE, Fri May 16 13:42:51 2008 [Janelia]
+ *
+ * Purpose: Read a next window of <W> residues from open file <sqfp>,
+ * keeping <C> residues from the previous window as
+ * context, and keeping previous annotation in the <sq>
+ * as before.
+ *
+ * If this is the first window of a new sequence record,
+ * <C> is ignored (there's no previous context yet), and
+ * the annotation fields of the <sq> (name, accession, and
+ * description) are initialized by reading the sequence
+ * record's header. This is the only time the annotation
+ * fields are initialized.
+ *
+ * On return, <sq->dsq[]> contains the window and its
+ * context; residues <1..sq->C> are the previous context,
+ * and residues <sq->C+1..sq->n> are the new window. The
+ * start and end coordinates of the whole <dsq[1..n]>
+ * (including context) in the original source sequence are
+ * <sq->start..sq->end>. (Or, for text mode sequences,
+ * <sq->seq[0..sq->C-1,sq->C..sq->n-1]>, while <start> and
+ * <end> coords are still <1..L>.)
+ *
+ * When a sequence record is completed and no more data
+ * remain, <eslEOD> is returned, with an ``info'' <sq>
+ * structure (containing the annotation and the total
+ * sequence length <L>, but no sequence). (The total
+ * sequence length <L> is unknown in <sq> until this
+ * <eslEOD> return.)
+ *
+ * The caller may then do one of two things before calling
+ * <esl_sq_ReadWindow()> again; it can reset the sequence
+ * with <esl_sq_Reuse()> to continue reading the next
+ * sequence in the file, or it can set a negative <W> as a
+ * signal to read windows from the reverse complement
+ * (Crick) strand. Reverse complement reading only works
+ * for nucleic acid sequence.
+ *
+ * If you read the reverse complement strand, you must read
+ * the whole thing, calling <esl_sqio_ReadWindow()> with
+ * negative <W> windows until <eslEOD> is returned again
+ * with an empty (info-only) <sq> structure. When that
+ * <EOD> is reached, the <sqfp> is repositioned at the
+ * start of the next sequence record; the caller should now
+ * <Reuse()> the <sq>, and the next <esl_sqio_ReadWindow()>
+ * call must have a positive <W>, corresponding to starting
+ * to read the Watson strand of the next sequence.
+ *
+ * Note that the <ReadWindow()> interface is designed for
+ * an idiom of sequential reading of complete sequences in
+ * overlapping windows, possibly on both strands; if you
+ * want more freedom to move around in the sequence
+ * grabbing windows in another order, you can use the
+ * <FetchSubseq()> interface.
+ *
+ * Reading the reverse complement strand requires file
+ * repositioning, so it will not work on non-repositionable
+ * streams like gzipped files or a stdin pipe. Moreover,
+ * for reverse complement input to be efficient, the
+ * sequence file should have consistent line lengths,
+ * suitable for SSI's fast subsequence indexing.
+ *
+ * Returns: <eslOK> on success; <sq> now contains next window of
+ * sequence, with at least 1 new residue. The number
+ * of new residues is <sq->W>; <sq->C> residues are
+ * saved from the previous window. Caller may now
+ * process residues <sq->dsq[sq->C+1]..sq->dsq[sq->n]>.
+ *
+ * <eslEOD> if no new residues were read for this sequence
+ * and strand, and <sq> now contains an empty info-only
+ * structure (annotation and <L> are valid). Before calling
+ * <esl_sqio_ReadWindow()> again, caller will either want
+ * to make <W> negative (to start reading the Crick strand
+ * of the current sequence), or it will want to reset the
+ * <sq> (with <esl_sq_Reuse()>) to go on the next sequence.
+ *
+ * <eslEOF> if we've already returned <eslEOD> before to
+ * signal the end of the previous seq record, and moreover,
+ * there's no more sequence records in the file.
+ *
+ * <eslEINVAL> if an invalid residue is found in the
+ * sequence, or if you attempt to take the reverse
+ * complement of a sequence that can't be reverse
+ * complemented.
+ *
+ * Throws: <eslESYNTAX> if you try to read a reverse window before
+ * you've read forward strand.
+ *
+ * <eslECORRUPT> if something goes awry internally in the
+ * coordinate system.
+ *
+ * <eslEMEM> on allocation error.
+ */
+int
+esl_sqio_ReadWindow(ESL_SQFILE *sqfp, int C, int W, ESL_SQ *sq)
+{
+ int actual_start;
+ int64_t nres;
+ int64_t line;
+ off_t offset;
+ int status;
+ ESL_SQ *tmpsq = NULL;
+
+#ifdef eslAUGMENT_MSA
+ if (esl_sqio_IsAlignment(sqfp->format))
+ {
+ /* special: if we're initializing a revcomp window read, back sqfp->idx up one */
+ if (W < 0 && sq->start == 0) sqfp->idx--;
+
+ if (sqfp->msa == NULL || sqfp->idx >= sqfp->msa->nseq)
+ { /* need new alignment? */
+ esl_msa_Destroy(sqfp->msa);
+ status = esl_msa_Read(sqfp->afp, &(sqfp->msa));
+ if (status == eslEFORMAT)
+ { /* oops, a parse error; upload the error info from afp to sqfp */
+ sqfp->linenumber = sqfp->afp->linenumber;
+ strcpy(sqfp->errbuf, sqfp->afp->errbuf); /* errbufs same size! */
+ return eslEFORMAT;
+ }
+ else if (status != eslOK) goto ERROR;
+ sqfp->idx = 0;
+ }
+
+ /* grab appropriate seq from alignment into tmpsq */
+ if ((status = esl_sq_FetchFromMSA(sqfp->msa, sqfp->idx, &tmpsq)) != eslOK) goto ERROR;
+
+ /* Figure out tmpsq coords we'll put in sq */
+ if (W > 0)
+ { /* forward strand */
+ sq->C = ESL_MIN(sq->n, C);
+ sq->start = sq->end - sq->C + 1;
+ sq->end = ESL_MIN(tmpsq->L, sq->end + W);
+ sq->n = sq->end - sq->start + 1;
+ sq->W = sq->n - sq->C;
+ }
+ else
+ { /* reverse strand */
+ if (sq->L == -1) ESL_XEXCEPTION(eslESYNTAX, "Can't read reverse complement until you've read forward strand");
+
+ sq->C = ESL_MIN(sq->n, sq->end + C - 1);
+ sq->end = (sq->start == 0 ? sq->L : sq->end + sq->C - 1);
+ sq->start = ESL_MAX(1, sq->end + W - sq->C - 1);
+ sq->n = sq->end - sq->start + 1;
+ sq->W = sq->n - sq->C;
+ }
+
+ if (sq->W == 0) /* no new sequence? that's the EOD case */
+ {
+ sq->start = 0;
+ sq->end = 0;
+ sq->C = 0;
+ sq->W = 0;
+ sq->n = 0;
+ sq->L = tmpsq->L;
+ if (sq->dsq != NULL) sq->dsq[1] = eslDSQ_SENTINEL;
+ else sq->seq[0] = '\0';
+
+ sqfp->idx++;
+ esl_sq_Destroy(tmpsq);
+ return eslEOD;
+ }
+
+ /* Copy the sequence frag. */
+ if (tmpsq->ss != NULL && sq->ss == NULL) ESL_ALLOC(sq->ss, sizeof(char) * (sq->salloc)); /* this *must* be for salloc */
+ esl_sq_GrowTo(sq, sq->n);
+ if (tmpsq->seq != NULL)
+ { /* text mode */
+ memcpy(sq->seq, tmpsq->seq + sq->start - 1, sizeof(char) * sq->n);
+ sq->seq[sq->n] = '\0';
+ if (tmpsq->ss != NULL) {
+ memcpy(sq->ss, tmpsq->ss + sq->start - 1, sizeof(char) * sq->n);
+ sq->ss[sq->n] = '\0';
+ }
+ }
+ else
+ {
+ memcpy(sq->dsq + 1, tmpsq->dsq + sq->start, sizeof(ESL_DSQ) * sq->n);
+ sq->dsq[sq->n+1] = eslDSQ_SENTINEL;
+ if (tmpsq->ss != NULL) {
+ memcpy(sq->ss + 1, tmpsq->ss + sq->start, sizeof(char) * sq->n);
+ sq->ss[sq->n+1] = '\0';
+ }
+ }
+ if (W < 0 && (status = esl_sq_ReverseComplement(sq)) != eslOK)
+ ESL_XFAIL(eslEINVAL, sqfp->errbuf, "Can't reverse complement that sequence window");
+
+ /* Copy annotation */
+ if ((status = esl_sq_SetName (sq, tmpsq->name)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetSource (sq, tmpsq->name)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetAccession(sq, tmpsq->acc)) != eslOK) goto ERROR;
+ if ((status = esl_sq_SetDesc (sq, tmpsq->desc)) != eslOK) goto ERROR;
+ sq->roff = -1;
+ sq->doff = -1;
+ sq->eoff = -1;
+
+ esl_sq_Destroy(tmpsq);
+ return eslOK;
+ }
+#endif /* we've completely handled the alignment file case above. */
+
+ /* Now for the normal case: we're reading a normal unaligned seq file, not an alignment. */
+
+ /* Negative W indicates reverse complement direction */
+ if (W < 0)
+ {
+ if (sq->L == -1) ESL_EXCEPTION(eslESYNTAX, "Can't read reverse complement until you've read forward strand");
+
+ if (sq->end == 1)
+ { /* last end == 1 means last window was the final one on reverse strand,
+ * so we're EOD; jump back to last forward position.
+ */
+ if (sqfp->bookmark_offset > 0) {
+ if (esl_sqfile_Position(sqfp, sqfp->bookmark_offset) != eslOK)
+ ESL_EXCEPTION(eslECORRUPT, "Failed to reposition seq file at last forward bookmark");
+ sqfp->linenumber = sqfp->bookmark_linenum;
+ } else {
+ sqfp->nc = 0; /* signals EOF */
+ }
+ sqfp->bookmark_offset = 0;
+ sqfp->bookmark_linenum = 0;
+
+ sq->start = 0;
+ sq->end = 0;
+ sq->C = 0;
+ sq->W = 0;
+ sq->n = 0;
+ /* sq->L stays as it is */
+ if (sq->dsq != NULL) sq->dsq[1] = eslDSQ_SENTINEL;
+ else sq->seq[0] = '\0';
+ return eslEOD;
+ }
+
+ /* If s == 0, we haven't read any reverse windows yet;
+ * init reading from sq->L
+ */
+ W = -W;
+ if (sq->start == 0)
+ {
+ sq->start = ESL_MAX(1, (sq->L - W + 1));
+ sq->end = sq->L;
+ sq->C = 0;
+ sq->W = sq->end - sq->start + 1;
+ sqfp->curbpl = -1;
+ sqfp->currpl = -1;
+ sqfp->prvbpl = -1;
+ sqfp->prvrpl = -1;
+ sqfp->linenumber = -1;
+ sqfp->L = -1;
+ }
+ else
+ { /* Else, we're continuing to next window; prv was <end>..<start> */
+ sq->C = ESL_MIN(C, sq->L - sq->end + 1); /* based on prev window's end */
+ sq->end = sq->end + sq->C - 1; /* also based on prev end */
+ sq->start = ESL_MAX(1, (sq->end - W - sq->C + 1));
+ sq->W = sq->end - sq->start + 1 - sq->C;
+ }
+
+ /* Now position for a subseq fetch of <start..end> on fwd strand, using SSI offset calc */
+ if (sq->doff == 0) ESL_EXCEPTION(eslECORRUPT, "can't happen: sq didn't store data offset");
+
+ if (sqfp->bpl == 0 || sqfp->rpl == 0) /* no help; brute force resolution. */
+ {
+ offset = sq->doff;
+ actual_start = 1;
+ }
+ else if (sqfp->bpl == sqfp->rpl+1) /* residue resolution */
+ {
+ line = (sq->start-1) / sqfp->rpl; /* data line #0.. that <end> is on */
+ offset = sq->doff + line * sqfp->bpl + (sq->start-1)%sqfp->rpl;
+ actual_start = sq->start;
+ }
+ else /* line resolution */
+ {
+ line = (sq->start-1) / sqfp->rpl; /* data line #0.. that <end> is on */
+ offset = sq->doff + line * sqfp->bpl;
+ actual_start = 1 + line * sqfp->rpl;
+ }
+ if (esl_sqfile_Position(sqfp, offset) != eslOK)
+ ESL_EXCEPTION(eslECORRUPT, "Failed to reposition seq file for reverse window read");
+
+ /* grab the subseq and rev comp it */
+ if ((status = esl_sq_GrowTo(sq, sq->C+sq->W)) != eslOK) return status;
+ sq->n = 0;
+ status = read_nres(sqfp, sq, (sq->start - actual_start), (sq->end - sq->start + 1), &nres);
+
+ if (status != eslOK || nres < (sq->end - sq->start + 1))
+ ESL_EXCEPTION(eslECORRUPT, "Failed to extract %d..%d", sq->start, sq->end);
+
+ status = esl_sq_ReverseComplement(sq);
+ if (status == eslEINVAL) ESL_FAIL(eslEINVAL, sqfp->errbuf, "can't reverse complement that seq - it's not DNA/RNA");
+ else if (status != eslOK) return status;
+
+ return eslOK;
+ }
+
+ /* Else, we're reading the forward strand */
+ else
+ { /* sq->start == 0 means we haven't read any windows on this sequence yet...
+ * it's a new record, and we need to initialize with the header and
+ * the first window. This is the only case that we're allowed to return
+ * EOF from.
+ */
+ if (sq->start == 0)
+ {
+ if (sqfp->nc == 0) return eslEOF;
+ if ((status = sqfp->parse_header(sqfp, sq)) != eslOK) return status; /* EOF, EFORMAT */
+ sq->start = 1;
+ sq->C = 0; /* no context in first window */
+ sq->L = -1; /* won't be known 'til EOD. */
+ sqfp->L = 0; /* init to 0, so we can count residues as we go */
+ esl_sq_SetSource(sq, sq->name);
+ /* the <sqfp->buf> is now positioned at the start of seq data */
+ /* sqfp->linenumber is ok where it is */
+ /* the header_*() routines initialized rpl,bpl bookkeeping at start of seq line,
+ * and also sq->doff,roff.
+ */
+ }
+ else
+ { /* else we're reading a window other than first; slide context over. */
+ sq->C = ESL_MIN(C, sq->n);
+ if (sq->seq != NULL) memmove(sq->seq, sq->seq + sq->n - sq->C, sq->C);
+ else memmove(sq->dsq+1, sq->dsq + sq->n - sq->C + 1, sq->C);
+ sq->start = sqfp->L - sq->C + 1;
+ sq->n = C;
+ }
+
+ if ((status = esl_sq_GrowTo(sq, C+W)) != eslOK) return status; /* EMEM */
+ status = read_nres(sqfp, sq, 0, W, &nres);
+ sqfp->L += nres;
+
+ if (status == eslEOD)
+ { /* Forward strand is done. 0 residues were read. Return eslEOD and an empty (info) <sq>. */
+ if ((status = sqfp->parse_end(sqfp, sq)) != eslOK) return status;
+
+ sq->start = 0;
+ sq->end = 0;
+ sq->C = 0;
+ sq->W = 0;
+ sq->L = sqfp->L;
+ sq->n = 0;
+
+ if (sqfp->nc > 0) {
+ sqfp->bookmark_offset = sqfp->boff+sqfp->bpos; /* remember where the next seq starts. */
+ sqfp->bookmark_linenum = sqfp->bookmark_linenum;
+ } else {
+ sqfp->bookmark_offset = 0; /* signals for EOF, no more seqs */
+ sqfp->bookmark_linenum = 0;
+ }
+
+ if (sq->dsq != NULL) sq->dsq[1] = eslDSQ_SENTINEL; /* erase the saved context */
+ else sq->seq[0] = '\0';
+ return eslEOD;
+ }
+ else if (status == eslOK)
+ { /* Forward strand is still in progress. <= W residues were read. Return eslOK. */
+ sq->end = sq->start + sq->C + nres - 1;
+ sq->W = nres;
+ return eslOK;
+ }
+ else return status; /* EFORMAT,EMEM */
+ }
+ /*NOTREACHED*/
+ return eslOK;
+
+ ERROR:
+ if (tmpsq != NULL) esl_sq_Destroy(tmpsq);
+ return status;
+}
+
+/* Function: esl_sqio_Echo()
+ * Synopsis: Echo a sequence's record onto output stream.
+ * Incept: SRE, Wed Apr 2 16:32:21 2008 [Janelia]
+ *
+ * Purpose: Given a complete <sq> that we have read by some means
+ * from an open <sqfp>; echo that sequence's record
+ * onto the output stream <ofp>.
+ *
+ * This allows records to be regurgitated exactly as they
+ * appear, rather than writing the subset of information
+ * stored in an <ESL_SQ>. <esl-sfetch> in the miniapps uses
+ * this, for example.
+ *
+ * Because this relies on repositioning the <sqfp>, it
+ * cannot be called on non-positionable streams (stdin or
+ * gzipped files). Because it relies on the sequence lying
+ * in a contiguous sequence of bytes in the file, it cannot
+ * be called on a sequence in a multiple alignment file.
+ * Trying to do so throws an <eslEINVAL> exception.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if <sqfp> isn't a repositionable sequence file.
+ * <eslECORRUPT> if we run out of data, probably from bad offsets
+ * <eslEMEM> on allocation failure.
+ * <eslESYS> on system call failures.
+ *
+ *
+ */
+int
+esl_sqio_Echo(ESL_SQFILE *sqfp, const ESL_SQ *sq, FILE *ofp)
+{
+ int status;
+ int64_t save_linenumber;
+ int save_currpl;
+ int save_curbpl;
+ int save_prvrpl;
+ int save_prvbpl;
+ int64_t save_L;
+ int n;
+ int nwritten;
+
+ if (sqfp->do_stdin) ESL_EXCEPTION(eslEINVAL, "can't Echo() a sequence from standard input");
+ if (sqfp->do_gzip) ESL_EXCEPTION(eslEINVAL, "can't Echo() a sequence from a gzipped file");
+ if (esl_sqio_IsAlignment(sqfp->format)) ESL_EXCEPTION(eslEINVAL, "can't Echo() a sequence from an alignment file");
+ if (sq->roff == -1 || sq->eoff == -1) ESL_EXCEPTION(eslEINVAL, "can't Echo() a sequence without disk offset info");
+
+ save_linenumber = sqfp->linenumber;
+ save_currpl = sqfp->currpl;
+ save_curbpl = sqfp->curbpl;
+ save_prvrpl = sqfp->prvrpl;
+ save_prvbpl = sqfp->prvbpl;
+ save_L = sqfp->L;
+
+ status = esl_sqfile_Position(sqfp, sq->roff);
+ if (status == eslEOF) ESL_EXCEPTION(eslECORRUPT, "repositioning failed; bad offset?");
+ else if (status != eslOK) return status;
+
+ while (sqfp->boff + sqfp->nc <= sq->eoff)
+ {
+ if (fwrite(sqfp->buf, sizeof(char), sqfp->nc, ofp) != sqfp->nc) ESL_EXCEPTION(eslESYS, "fwrite() failed");
+ if (loadbuf(sqfp) != eslOK) ESL_EXCEPTION(eslECORRUPT, "repositioning failed; bad offset?");
+ }
+ n = sq->eoff - sqfp->boff + 1;
+ nwritten = fwrite(sqfp->buf, sizeof(char), n, ofp);
+ if (nwritten != n) ESL_EXCEPTION(eslESYS, "fwrite() failed");
+
+ status = esl_sqfile_Position(sqfp, sq->roff);
+ if (status == eslEOF) ESL_EXCEPTION(eslECORRUPT, "repositioning failed; bad offset?");
+ else if (status != eslOK) return status;
+
+ sqfp->linenumber = save_linenumber;
+ sqfp->currpl = save_currpl;
+ sqfp->curbpl = save_curbpl;
+ sqfp->prvrpl = save_prvrpl;
+ sqfp->prvbpl = save_prvbpl;
+ sqfp->L = save_L;
+ return eslOK;
+}
+/*------------------ end, sequential sequence input -------------*/
+
+
+/*****************************************************************
+ *# 5. Sequence/subsequence fetching, random access [with <ssi>]
+ *****************************************************************/
+#ifdef eslAUGMENT_SSI
+
+/* Function: esl_sqfile_OpenSSI()
+ * Synopsis: Opens an SSI index associated with a sequence file.
+ * Incept: SRE, Wed Apr 2 10:21:04 2008 [Janelia]
+ *
+ * Purpose: Opens an SSI index file associated with the already open
+ * sequence file <sqfp>. If successful, the necessary
+ * information about the open SSI file is stored internally
+ * in <sqfp>.
+ *
+ * The SSI index file name is determined in one of two
+ * ways, depending on whether a non-<NULL> <ssifile_hint>
+ * is provided.
+ *
+ * If <ssifile_hint> is <NULL>, the default for
+ * constructing the SSI filename from the sequence
+ * filename, by using exactly the same path (if any) for
+ * the sequence filename, while replacing any existing
+ * terminal dot-suffix with <.ssi>. For example, the SSI
+ * index for <foo> is <foo.ssi>, for <./foo.fa> is
+ * <./foo.ssi>, and for </my/path/to/foo.1.fa> is
+ * </my/path/to/foo.1.ssi>.
+ *
+ * If <ssifile_hint> is <non-NULL>, this exact fully
+ * qualified path is used as the SSI file name.
+ *
+ * Returns: <eslOK> on success, and <sqfp->ssi> is now internally
+ * valid.
+ *
+ * <eslENOTFOUND> if no SSI index file is found;
+ * <eslEFORMAT> if it's found, but appears to be in incorrect format;
+ * <eslERANGE> if the SSI file uses 64-bit offsets but we're on
+ * a system that doesn't support 64-bit file offsets.
+ *
+ * Throws: <eslEINVAL> if the open sequence file <sqfp> doesn't
+ * correspond to a normal sequence flatfile -- we can't
+ * random access in .gz compressed files, standard input,
+ * or multiple alignment files that we're reading
+ * sequentially.
+ *
+ * Throws <eslEMEM> on allocation error.
+ */
+int
+esl_sqfile_OpenSSI(ESL_SQFILE *sqfp, const char *ssifile_hint)
+{
+ int status;
+
+ if (sqfp->do_gzip) ESL_EXCEPTION(eslEINVAL, "can't open an SSI index for a .gz compressed seq file");
+ if (sqfp->do_stdin) ESL_EXCEPTION(eslEINVAL, "can't open an SSI index for standard input");
+ if (sqfp->afp != NULL) ESL_EXCEPTION(eslEINVAL, "can't open an SSI index for sequential input from an MSA");
+
+ if (ssifile_hint == NULL) {
+ if ((status = esl_strdup(sqfp->filename, -1, &(sqfp->ssifile))) != eslOK) return status;
+ if ((status = esl_strcat(&(sqfp->ssifile), -1, ".ssi", 4)) != eslOK) return status;
+ } else {
+ if ((status = esl_strdup(ssifile_hint, -1, &(sqfp->ssifile))) != eslOK) return status;
+ }
+
+ return esl_ssi_Open(sqfp->ssifile, &(sqfp->ssi));
+}
+
+
+
+/* Function: esl_sqfile_PositionByKey()
+ * Synopsis: Use SSI to reposition seq file to a particular sequence.
+ * Incept: SRE, Wed Apr 2 09:51:11 2008 [Janelia]
+ *
+ * Purpose: Reposition <sqfp> so that the next sequence we read will
+ * be the one named (or accessioned) <key>.
+ *
+ * <sqfp->linenumber> is reset to be relative to the start
+ * of the record named <key>, rather than the start of the
+ * file.
+ *
+ * Returns: <eslOK> on success, and the file <sqfp> is repositioned
+ * so that the next <esl_sqio_Read()> call will read the
+ * sequence named <key>.
+ *
+ * Returns <eslENOTFOUND> if <key> isn't found in the
+ * index; in this case, the position of <sqfp> in the file
+ * is unchanged.
+ *
+ * Returns <eslEFORMAT> if something goes wrong trying to
+ * read the index, almost certainly indicating a format
+ * problem in the SSI file.
+ *
+ * Returns <eslEOF> if, after repositioning, we fail to
+ * load the next line or buffer from the sequence file;
+ * this probably also indicates a format problem in the SSI
+ * file.
+ *
+ * Throws: <eslEMEM> on allocation error;
+ * <eslEINVAL> if there's no open SSI index in <sqfp>;
+ * <eslESYS> if the <fseek()> fails.
+ *
+ * In all these cases, the state of <sqfp> becomes
+ * undefined, and the caller should not use it again.
+ */
+int
+esl_sqfile_PositionByKey(ESL_SQFILE *sqfp, const char *key)
+{
+ uint16_t fh;
+ off_t offset;
+ int status;
+
+ if (sqfp->ssi == NULL) ESL_EXCEPTION(eslEINVAL,"Need an open SSI index to call esl_sqfile_PositionByKey()");
+ if ((status = esl_ssi_FindName(sqfp->ssi, key, &fh, &offset, NULL, NULL)) != eslOK) return status;
+ return esl_sqfile_Position(sqfp, offset);
+}
+
+
+/* Function: esl_sqfile_PositionByNumber()
+ * Synopsis: Use SSI to reposition by sequence number
+ * Incept: SRE, Wed Apr 2 17:24:38 2008 [Janelia]
+ *
+ * Purpose: Reposition <sqfp> so that the next sequence we
+ * read will be the <which>'th sequence, where <which>
+ * is <0..sqfp->ssi->nprimary-1>.
+ *
+ * <sqfp->linenumber> is reset to be relative to the start
+ * of the record named <key>, rather than the start of the
+ * file.
+ *
+ * Returns: <eslOK> on success, and the file <sqfp> is repositioned.
+ *
+ * Returns <eslENOTFOUND> if there is no sequence number
+ * <which> in the index; in this case, the position of
+ * <sqfp> in the file is unchanged.
+ *
+ * Returns <eslEFORMAT> if something goes wrong trying to
+ * read the index, almost certainly indicating a format
+ * problem in the SSI file.
+ *
+ * Returns <eslEOF> if, after repositioning, we fail to
+ * load the next line or buffer from the sequence file;
+ * this probably also indicates a format problem in the SSI
+ * file.
+ *
+ * Throws: <eslEMEM> on allocation error;
+ * <eslEINVAL> if there's no open SSI index in <sqfp>;
+ * <eslESYS> if the <fseek()> fails.
+ *
+ * In all these cases, the state of <sqfp> becomes
+ * undefined, and the caller should not use it again.
+ */
+int
+esl_sqfile_PositionByNumber(ESL_SQFILE *sqfp, int which)
+{
+ uint16_t fh;
+ off_t offset;
+ int status;
+
+ if (sqfp->ssi == NULL) ESL_EXCEPTION(eslEINVAL,"Need open SSI index to call esl_sqfile_PositionByNumber()");
+ if ((status = esl_ssi_FindNumber(sqfp->ssi, which, &fh, &offset, NULL, NULL, NULL)) != eslOK) return status;
+ return esl_sqfile_Position(sqfp, offset);
+}
+
+
+/* Function: esl_sqio_Fetch()
+ * Synopsis: Fetch a complete sequence, using SSI indexing.
+ * Incept: SRE, Fri May 16 13:25:00 2008 [Janelia]
+ *
+ * Purpose: Fetch a sequence named (or accessioned) <key> from
+ * the repositionable, open sequence file <sqfp>.
+ * The open <sqfp> must have an open SSI index.
+ * The sequence is returned in <sq>.
+ *
+ * Returns: <eslOK> on soccess.
+ * <eslEINVAL> if no SSI index is present, or if <sqfp> can't
+ * be repositioned.
+ * <eslENOTFOUND> if <source> isn't found in the file.
+ * <eslEFORMAT> if either the index file or the sequence file
+ * can't be parsed, because of unexpected format issues.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_sqio_Fetch(ESL_SQFILE *sqfp, const char *key, ESL_SQ *sq)
+{
+ int status;
+
+ if (sqfp->ssi == NULL) ESL_FAIL(eslEINVAL, sqfp->errbuf, "No SSI index for %s; can't fetch subsequences", sqfp->filename);
+ if ((status = esl_sqfile_PositionByKey(sqfp, key)) != eslOK) return status;
+ if ((status = esl_sqio_Read(sqfp, sq)) != eslOK) return status;
+ return eslOK;
+}
+
+/* Function: esl_sqio_FetchInfo()
+ * Synopsis: Fetch a sequence's info, using SSI indexing.
+ * Incept: SRE, Fri May 16 13:25:00 2008 [Janelia]
+ *
+ * Purpose: Fetch a sequence named (or accessioned) <key> from
+ * the repositionable, open sequence file <sqfp>, reading
+ * all info except the sequence (and secondary structure).
+ * The open <sqfp> must have an open SSI index.
+ * The sequence info is returned in <sq>.
+ *
+ * Returns: <eslOK> on soccess.
+ * <eslEINVAL> if no SSI index is present, or if <sqfp> can't
+ * be repositioned.
+ * <eslENOTFOUND> if <source> isn't found in the file.
+ * <eslEFORMAT> if either the index file or the sequence file
+ * can't be parsed, because of unexpected format issues.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_sqio_FetchInfo(ESL_SQFILE *sqfp, const char *key, ESL_SQ *sq)
+{
+ int status;
+
+ if (sqfp->ssi == NULL) ESL_FAIL(eslEINVAL, sqfp->errbuf, "No SSI index for %s; can't fetch subsequences", sqfp->filename);
+ if ((status = esl_sqfile_PositionByKey(sqfp, key)) != eslOK) return status;
+ if ((status = esl_sqio_ReadInfo(sqfp, sq)) != eslOK) return status;
+ return eslOK;
+}
+
+
+/* Function: esl_sqio_FetchSubseq()
+ * Synopsis: Fetch a subsequence, using SSI indexing.
+ * Incept: SRE, Tue May 13 11:00:04 2008 [Janelia]
+ *
+ * Purpose: Fetch subsequence <start..end> from a sequence named (or
+ * accessioned) <source>, in the repositionable, open sequence file <sqfp>.
+ * The open <sqfp> must have an SSI index. Put the
+ * subsequence in <sq>.
+ *
+ * As a special case, if <end> is 0, the subsequence is
+ * fetched all the way to the end, so you don't need to
+ * look up the sequence length <L> to fetch a suffix.
+ *
+ * The caller may want to rename/reaccession/reannotate the
+ * subsequence. Upon successful return, <sq->name> is set
+ * to <source/start-end>, and <sq->source> is set to
+ * <source> The accession and description <sq->acc> and
+ * <sq->desc> are set to the accession and description of
+ * the source sequence.
+ *
+ * Returns: <eslOK> on soccess.
+ * <eslEINVAL> if no SSI index is present, or if <sqfp> can't
+ * be repositioned.
+ * <eslENOTFOUND> if <source> isn't found in the file.
+ * <eslEFORMAT> if either the index file or the sequence file
+ * can't be parsed, because of unexpected format issues.
+ * <eslERANGE> if the <start..end> coords don't lie entirely
+ * within the <source> sequence.
+ *
+ * Throws: <eslEMEM> on allocation errors.
+ */
+int
+esl_sqio_FetchSubseq(ESL_SQFILE *sqfp, const char *source, int64_t start, int64_t end, ESL_SQ *sq)
+{
+ uint16_t fh; /* SSI file handle */
+ off_t r_off, d_off;
+ int64_t L;
+ int64_t actual_start;
+ int64_t nskip;
+ int64_t nres;
+ int64_t n;
+ int status;
+
+ if (sqfp->ssi == NULL) ESL_FAIL(eslEINVAL, sqfp->errbuf, "No SSI index for %s; can't fetch subsequences", sqfp->filename);
+
+ /* Find sequence info in the index */
+ status = esl_ssi_FindSubseq(sqfp->ssi, source, start, &fh, &r_off, &d_off, &L, &actual_start);
+ if (status == eslENOTFOUND) ESL_FAIL(status, sqfp->errbuf, "Didn't find sequence %s in the index", source);
+ else if (status == eslEFORMAT) ESL_FAIL(status, sqfp->errbuf, "Failure reading SSI index; corrupt or bad format");
+ else if (status == eslERANGE) ESL_FAIL(status, sqfp->errbuf, "Requested start %" PRIi64 " isn't in the sequence %s", start, source);
+ else if (status != eslOK) ESL_FAIL(status, sqfp->errbuf, "Unexpected failure in finding subseq offset");
+
+ /* The special case of end=0, asking for suffix fetch */
+ if (end == 0) end = L;
+
+ /* Validate coords if we can */
+ if (start > end) ESL_FAIL(eslERANGE, sqfp->errbuf, "Subsequence start %" PRIi64 " is greater than end %" PRIi64 "\n", start, end);
+ if (L > 0 && end > L) ESL_FAIL(eslERANGE, sqfp->errbuf, "Subsequence end %" PRIi64 " is greater than length %" PRIi64 "\n", end, L);
+
+ /* Position the file at the record header; read the header info */
+ status = esl_sqfile_Position(sqfp, r_off);
+ if (status == eslEOF) ESL_FAIL(status, sqfp->errbuf, "Position appears to be off the end of the file");
+ else if (status == eslEINVAL) ESL_FAIL(status, sqfp->errbuf, "Sequence file is not repositionable");
+ else if (status != eslOK) ESL_FAIL(status, sqfp->errbuf, "Failure in positioning sequence file");
+ if ((status = sqfp->parse_header(sqfp, sq)) != eslOK) return status;
+
+ /* Position the file close to the subseq: either at the start of the line
+ * where the subseq starts, or exactly at the residue.
+ */
+ if (d_off != 0)
+ {
+ status = esl_sqfile_Position(sqfp, d_off);
+ if (status == eslEOF) ESL_FAIL(eslERANGE, sqfp->errbuf, "Position appears to be off the end of the file");
+ else if (status == eslEINVAL) ESL_FAIL(status, sqfp->errbuf, "Sequence file is not repositionable");
+ else if (status != eslOK) ESL_FAIL(status, sqfp->errbuf, "Failure in positioning sequence file");
+ }
+ /* even if we didn't have a data offset, we're positioned at the
+ * start of the sequence anyway, because we parsed the full header
+ */
+ nskip = start - actual_start; /* how many residues do we still need to skip to reach start */
+ nres = end - start + 1; /* how many residues do we need to read as subseq */
+
+ if ((status = esl_sq_GrowTo(sq, nres)) != eslOK) return status;
+ status = read_nres(sqfp, sq, nskip, nres, &n);
+ if (status != eslOK || n < nres) ESL_EXCEPTION(eslEINCONCEIVABLE, "Failed to fetch subsequence residues -- corrupt coords?");
+
+ /* Set the coords */
+ sq->start = start;
+ sq->end = end;
+ sq->C = 0;
+ sq->W = sq->n;
+ sq->L = (L > 0 ? L : -1);
+ esl_sq_SetName (sq, "%s/%d-%d", source, start, end);
+ esl_sq_SetSource(sq, source);
+ return eslOK;
+}
+#endif /*eslAUGMENT_SSI*/
+/*------------- end, random sequence access with SSI -------------------*/
+
+
+/*****************************************************************
+ *# 6. Writing sequences.
+ *****************************************************************/
+
+/* Function: esl_sqio_Write()
+ * Synopsis: Write a sequence to a file.
+ * Incept: SRE, Fri Feb 25 16:10:32 2005 [St. Louis]
+ *
+ * Purpose: Write sequence <s> to an open FILE <fp> in
+ * file format <format>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_sqio_Write(FILE *fp, ESL_SQ *s, int format)
+{
+ int status;
+
+#ifdef eslAUGMENT_MSA
+ ESL_MSA *msa;
+ if (esl_sqio_IsAlignment(format))
+ {
+ if ((status = convert_sq_to_msa(s, &msa)) != eslOK) return status;
+ status = esl_msa_Write(fp, msa, format);
+ esl_msa_Destroy(msa);
+ return status;
+ }
+#endif
+ switch (format) {
+ case eslSQFILE_FASTA: status = write_fasta (fp, s, FALSE); break;
+ default: ESL_EXCEPTION(eslEINCONCEIVABLE, "can't write that format");
+ }
+ return status;
+}
+/*-------------------- writing sequences -----------------------*/
+
+
+
+/*****************************************************************
+ * 7. Internal routines shared by parsers
+ *****************************************************************/
+
+static int
+is_blankline(char *s)
+{
+ for (; *s != '\0'; s++)
+ if (! isspace((int) *s)) return FALSE;
+ return TRUE;
+}
+
+/* loadmem()
+ *
+ * Load the next block of data from stream into mem buffer,
+ * either concatenating to previous buffer (if we're recording) or
+ * overwriting (if not).
+ *
+ * This block is loaded at sqfp->mem + sqfp->mpos.
+ *
+ * Upon return:
+ * sqfp->mem now contains up to eslREADBUFSIZE more chars
+ * sqfp->mpos is position of first byte in newly read block
+ * sqfp->allocm may have increased by eslREADBUFSIZE, if we concatenated
+ * sqfp->mn is # of chars in <mem>; <mn-1> is pos of last byte in new block
+ *
+ * Returns <eslEOF> (and mpos == mn) if no new data can be read;
+ * Returns <eslOK> (and mpos < mn) if new data is read.
+ * Throws <eslEMEM> on allocation error.
+ */
+static int
+loadmem(ESL_SQFILE *sqfp)
+{
+ void *tmp;
+ int n;
+ int status;
+
+ if (sqfp->is_recording == TRUE)
+ {
+ if (sqfp->mem == NULL) sqfp->moff = ftello(sqfp->fp); /* first time init of the offset */
+ ESL_RALLOC(sqfp->mem, tmp, sizeof(char) * (sqfp->allocm + eslREADBUFSIZE));
+ sqfp->allocm += eslREADBUFSIZE;
+ n = fread(sqfp->mem + sqfp->mpos, sizeof(char), eslREADBUFSIZE, sqfp->fp);
+ sqfp->mn += n;
+ }
+ else
+ {
+ if (sqfp->mem == NULL) {
+ ESL_ALLOC(sqfp->mem, sizeof(char) * eslREADBUFSIZE);
+ sqfp->allocm = eslREADBUFSIZE;
+ }
+ sqfp->is_recording = -1; /* no more recording is possible now */
+ sqfp->mpos = 0;
+ sqfp->moff = ftello(sqfp->fp);
+ n = fread(sqfp->mem, sizeof(char), eslREADBUFSIZE, sqfp->fp);
+ sqfp->mn = n;
+ }
+ return (n == 0 ? eslEOF : eslOK);
+
+ ERROR:
+ return status;
+}
+
+/* loadbuf()
+ * Set sqfp->buf to contain next line of data, or point to next block.
+ * This might just mean working with previously buffered memory in <sqfp->mem>
+ * or might require reading new data from <sqfp->fp>.
+ *
+ * Reset sqfp->boff to be the position of the start of the block/line.
+ * Reset sqfp->bpos to 0.
+ * Reset sqfp->nc to the number of chars (bytes) in the new block/line.
+ * Returns eslOK on success; eslEOF if there's no more data in the file.
+ * (sqfp->nc == 0 is the same as eslEOF: no data in the new buffer.)
+ * Can throw an <eslEMEM> error.
+ */
+static int
+loadbuf(ESL_SQFILE *sqfp)
+{
+ void *tmp;
+ char *nlp;
+ int n;
+ int status = eslOK;
+
+ if (! sqfp->is_linebased)
+ {
+ if (sqfp->mpos >= sqfp->mn) {
+ if ((status = loadmem(sqfp)) == eslEMEM) return status;
+ }
+ sqfp->buf = sqfp->mem + sqfp->mpos;
+ sqfp->boff = sqfp->moff + sqfp->mpos;
+ sqfp->balloc = 0;
+ sqfp->bpos = 0;
+ sqfp->nc = sqfp->mn - sqfp->mpos;
+ sqfp->mpos += sqfp->mn;
+ }
+ else
+ { /* Copy next line from <mem> into <buf>. Might require new load(s) into <mem>. */
+ if (sqfp->mpos >= sqfp->mn) {
+ if ((status = loadmem(sqfp)) == eslEMEM) return status;
+ }
+ sqfp->boff = sqfp->moff + sqfp->mpos;
+ sqfp->nc = 0;
+ nlp = memchr(sqfp->mem + sqfp->mpos, '\n', sqfp->mn - sqfp->mpos);
+ while (nlp == NULL)
+ {
+ n = sqfp->mn - sqfp->mpos;
+ while (sqfp->nc + n + 1 > sqfp->balloc) { /* +1: it'll hold the terminal \0 */
+ ESL_RALLOC(sqfp->buf, tmp, sizeof(char) * (sqfp->balloc + eslREADBUFSIZE));
+ sqfp->balloc += eslREADBUFSIZE;
+ }
+ memcpy(sqfp->buf + sqfp->nc, sqfp->mem + sqfp->mpos, n);
+ sqfp->mpos += n;
+ sqfp->nc += n;
+ status = loadmem(sqfp);
+ if (status == eslEOF) { break; }
+ else if (status != eslOK) return status;
+ nlp = memchr(sqfp->mem + sqfp->mpos, '\n', sqfp->mn - sqfp->mpos);
+ }
+ if (status != eslEOF) {
+ n = nlp - (sqfp->mem + sqfp->mpos) + 1; /* inclusive of \n */
+ if (sqfp->nc + n + 1 > sqfp->balloc) {
+ ESL_RALLOC(sqfp->buf, tmp, sizeof(char) * (sqfp->balloc + eslREADBUFSIZE));
+ sqfp->balloc += eslREADBUFSIZE;
+ }
+ memcpy(sqfp->buf + sqfp->nc, sqfp->mem + sqfp->mpos, n);
+ sqfp->mpos += n;
+ sqfp->nc += n;
+ }
+ sqfp->bpos = 0;
+ sqfp->buf[sqfp->nc] = '\0';
+ }
+ return (sqfp->nc == 0 ? eslEOF : eslOK);
+
+ ERROR:
+ return status;
+}
+
+/* nextchar()
+ *
+ * Load next char from sqfp->buf into <*ret_c> and sets sqfp->bpos to
+ * its position; usually this is c = sqfp->buf[++sqfp->bpos], but
+ * we will refill the buffer w/ fresh fread() when needed, in which
+ * case c = sqfp->buf[0] and sqfp->bpos = 0.
+ *
+ * Returns <eslOK> on success.
+ * Return <eslEOF> if we ran out of data in <sqfp>.
+ * May throw an <eslEMEM> error.
+ */
+static int
+nextchar(ESL_SQFILE *sqfp, char *ret_c)
+{
+ int status;
+
+ sqfp->bpos++;
+ if (sqfp->nc == sqfp->bpos && (status = loadbuf(sqfp)) != eslOK) return status;
+ *ret_c = sqfp->buf[sqfp->bpos];
+ return eslOK;
+}
+
+/* seebuf()
+ *
+ * Examine and validate the current buffer <sqfp->buf> from its
+ * current position <sqfp->bpos> until either the buffer ends (we run
+ * out of characters) or the sequence data ends (we see whatever
+ * character indicates EOD in this format) or we've seen <maxn>
+ * residues. If <maxn> is passed as -1, parse the entire buffer,
+ * without a residue limit.
+ *
+ * There are three possible outcomes:
+ * <eslOK>: The buffer is all residues that belong to the current
+ * seq we're parsing (or chars we can ignore), at least
+ * up to the <maxn> residue limit (if present).
+ * <eslEOD>: Part of the buffer may be residues, but the current sequence
+ * ends in this buffer (before <maxn> was reached).
+ * <eslEFORMAT>: Somewhere before we reached the end of the buffer or
+ * the sequence record, we saw an illegal character.
+ *
+ * On <eslOK>:
+ * *opt_nres is the number of residues in the buffer (up to <maxn>)
+ * *opt_endpos is sqfp->nc (off the end of the buffer by one)
+ * The caller will want to deal with the buffer, then load the next one.
+ *
+ * On <eslEOD>: same as OK, except:
+ * *opt_endpos is where sqfp->bpos *would* be at when we saw the EOD
+ * signal (the next '>', in FASTA files) had we been parsing residues
+ * Therefore on EOD, the caller will want to deal with the <*opt_nres>
+ * residues in this buffer, then reposition the buffer by
+ * <sqfp->bpos = *opt_epos> (without reloading the buffer), so
+ * the next read will pick up there.
+ *
+ * On <eslEFORMAT>:
+ * sqfp->errbuf contains informative message about the format error.
+ *
+ * seebuf() also handles linenumber and SSI bookkeeping in
+ * <sqfp>. Every newline character seen increments <linenumber> (thus,
+ * on EFORMAT return, linenumber is set to the line on which the bad
+ * char occurred). <curbpl>,<currpl>,<prvbpl>,<prvrpl> keep track of # of bytes,
+ * residues on the current,prev line; they keep state across calls to seebuf().
+ * <bpl>,<rpl> are tracking whether there's a constant number of
+ * bytes/residues per line; these are either -1 for "not set yet", 0
+ * for "no, not constant", or a number > 0. Because of this bookkeeping, it's important
+ * to make sure that <seebuf()> never counts the same byte twice (hence
+ * the need for the <maxn> limit, which ReadWindow() uses.)
+ */
+static int
+seebuf(ESL_SQFILE *sqfp, int64_t maxn, int64_t *opt_nres, int64_t *opt_endpos)
+{
+ int bpos;
+ int64_t nres = 0;
+ int64_t nres2 = 0; /* an optimization for determining lastrpl from nres, without incrementing lastrpl on every char */
+ int sym;
+ ESL_DSQ x;
+ int lasteol = sqfp->bpos - 1;
+ int status = eslOK;
+
+ if (maxn == -1) maxn = sqfp->nc; /* makes for a more efficient test. nc is a guaranteed upper bound on nres */
+
+ for (bpos = sqfp->bpos; nres < maxn && bpos < sqfp->nc; bpos++)
+ {
+ sym = sqfp->buf[bpos];
+ if (!isascii(sym)) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Non-ASCII character %c in sequence", sym);
+ x = sqfp->inmap[sym];
+
+ if (x <= 127) nres++;
+ else if (x == eslDSQ_EOL)
+ {
+ if (sqfp->curbpl != -1) sqfp->curbpl += bpos - lasteol;
+ if (sqfp->currpl != -1) sqfp->currpl += nres - nres2;
+ nres2 += nres - nres2;
+
+ if (sqfp->rpl != 0 && sqfp->prvrpl != -1) { /* need to ignore counts on last line in record, hence cur/prv */
+ if (sqfp->rpl == -1) sqfp->rpl = sqfp->prvrpl; /* init */
+ else if (sqfp->prvrpl != sqfp->rpl) sqfp->rpl = 0; /* inval*/
+ }
+ if (sqfp->bpl != 0 && sqfp->prvbpl != -1) {
+ if (sqfp->bpl == -1) sqfp->bpl = sqfp->prvbpl; /* init */
+ else if (sqfp->prvbpl != sqfp->bpl) sqfp->bpl = 0; /* inval */
+ }
+
+ sqfp->prvbpl = sqfp->curbpl;
+ sqfp->prvrpl = sqfp->currpl;
+ sqfp->curbpl = 0;
+ sqfp->currpl = 0;
+ lasteol = bpos;
+ if (sqfp->linenumber != -1) sqfp->linenumber++;
+ }
+ else if (x == eslDSQ_ILLEGAL) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Illegal character %c", sym);
+ else if (x == eslDSQ_EOD) { status = eslEOD; break; }
+ else if (x != eslDSQ_IGNORED) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "inmap corruption?");
+ }
+
+ if (sqfp->curbpl != -1) sqfp->curbpl += bpos - lasteol - 1;
+ if (sqfp->currpl != -1) sqfp->currpl += nres - nres2;
+ if (opt_nres != NULL) *opt_nres = nres;
+ if (opt_endpos != NULL) *opt_endpos = bpos;
+ return status;
+}
+
+/* addbuf()
+ * Add <nres> residues from the current buffer <sqfp->buf> to <sq>.
+ * This is designed to work when we're constructing a complete
+ * sequence (add the whole buffer); when we're adding a suffix
+ * of the buffer (<sqfp->bpos> is skipped ahead already);
+ * or when we're adding a prefix of the buffer (terminating a subseq
+ * or window load).
+ *
+ * The caller must know that there are at least <nres> residues in
+ * this buffer, and that all the characters are valid in the
+ * format and alphabet, via a previous call to <seebuf()>.
+ *
+ * The caller also must have already allocated <sq> to hold at least
+ * <nres> more residues.
+ *
+ * On input:
+ * sqfp->buf[] contains an fread() buffer
+ * sqfp->bpos is set to where we're going to start parsing residues
+ * sqfp->nc is the length of <buf>
+ *
+ * On return:
+ * sqfp->buf[] still contains the same buffer (no new freads here)
+ * sqfp->bpos is set after the last residue we parsed
+ * sq->seq/dsq now holds <nres> new residues
+ * sq->n is incremented by <nres>
+ */
+static void
+addbuf(ESL_SQFILE *sqfp, ESL_SQ *sq, int64_t nres)
+{
+ ESL_DSQ x;
+
+ if (sq->dsq != NULL)
+ {
+ while (nres) {
+ x = sq->abc->inmap[(int) sqfp->buf[sqfp->bpos++]];
+ if (x <= 127) { nres--; sq->dsq[++sq->n] = x; }
+ } /* we skipped IGNORED, EOL. EOD, ILLEGAL don't occur; seebuf() already checked */
+ }
+ else
+ {
+ while (nres) {
+ x = sqfp->inmap[(int) sqfp->buf[sqfp->bpos++]];
+ if (x <= 127) { nres--; sq->seq[sq->n++] = x; }
+ }
+ }
+}
+
+/* skipbuf()
+ * Like addbuf(), but we skip <nskip> residues instead of
+ * reading them.
+ */
+static void
+skipbuf(ESL_SQFILE *sqfp, int64_t nskip)
+{
+ ESL_DSQ x;
+ while (nskip) {
+ x = sqfp->inmap[(int) sqfp->buf[sqfp->bpos++]];
+ if (x <= 127) nskip--; /* skip IGNORED, EOL. */
+ }
+}
+
+/* read_nres()
+ * Read the next <nres> residues from <sqfp> after skipping <nskip> residues, then stop.
+ *
+ * Returns <eslOK> and <0 < *ret_actual_nres <= nres> if it succeeded, and
+ * there's more residues in the current seq record.
+ * Returns <eslEOD> and <*ret_actual_nres == 0> if no more residues are
+ * seen in the sequence record.
+ *
+ * Even on <eslEOD>, the <dsq/seq> is appropriately terminated here,
+ * and <sq->n> is left the way it was (no new residues added - but there
+ * may have been saved context C from a previous window).
+ *
+ * Returns <eslEFORMAT> on any parsing problem, and <sqfp->errbuf> is set.
+ *
+ * On <eslOK>, sqfp->bpos is positioned on the next character past the last residue we store;
+ * on <eslEOD>, sqfp->bpos is positioned for reading the next sequence.
+ *
+ * FetchSubseq() uses this with <nskip>, <nres>, and expects an
+ * <eslOK> with <*opt_actual_nres = nres>. On <EOD>, or if fewer than
+ * <nres> residues are obtained, the coords must've been screwed up,
+ * because we didn't read the whole subseq we asked for.
+ *
+ * ReadWindow() on forward strand uses this with <nskip=0>, <nres=W>.
+ * The last window might normally return <eslEOD> with
+ * <*ret_actual_nres == 0>, and now <sqfp->bpos> is positioned at the
+ * start of the next sequence on <EOD>, and at the next residue on
+ * <OK>.
+ *
+ * ReadWindow() in reverse complement acts like a subseq fetch.
+ *
+ */
+static int
+read_nres(ESL_SQFILE *sqfp, ESL_SQ *sq, int64_t nskip, int64_t nres, int64_t *opt_actual_nres)
+{
+ int64_t n;
+ int64_t epos;
+ int64_t actual_nres = 0;
+ int status = eslOK;
+
+ status = seebuf(sqfp, nskip+nres, &n, &epos);
+ while (status == eslOK && nskip - n > 0) {
+ nskip -= n;
+ if ((status = loadbuf(sqfp)) == eslEOF) break;
+ status = seebuf(sqfp, nskip+nres, &n, &epos);
+ }
+
+ if (status == eslEOF) {
+ if (! sqfp->eof_is_ok) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Premature EOF before end of seq record");
+ if (nskip > 0) ESL_EXCEPTION(eslECORRUPT, "premature EOD while trying to skip residues");
+ n = 0;
+ } else if (status == eslEOD) {
+ if (n < nskip) ESL_EXCEPTION(eslECORRUPT, "premature EOD while trying to skip residues");
+ } else if (status != eslOK)
+ return status;
+
+ skipbuf(sqfp, nskip);
+ n -= nskip;
+
+ while (status == eslOK && nres - n > 0)
+ {
+ addbuf(sqfp, sq, n);
+ actual_nres += n;
+ nres -= n;
+ if ((status = loadbuf(sqfp)) == eslEOF) break;
+ status = seebuf(sqfp, nres, &n, &epos);
+ }
+
+ if (status == eslEOF) {
+ if (! sqfp->eof_is_ok) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Premature EOF before end of seq record");
+ n = 0;
+ }
+
+ n = ESL_MIN(nres, n);
+ addbuf(sqfp, sq, n); /* bpos now at last residue + 1 if OK/EOD, 0 if EOF */
+ actual_nres += n;
+
+ if (sq->dsq != NULL) sq->dsq[sq->n+1] = eslDSQ_SENTINEL;
+ else sq->seq[sq->n] = '\0';
+
+ if (status == eslEOD) {
+ sqfp->bpos = epos;
+ }
+
+ if (opt_actual_nres != NULL) *opt_actual_nres = actual_nres;
+ return (actual_nres == 0 ? eslEOD : eslOK);
+}
+
+
+/*--------------- end, buffer-based parsers --------------------*/
+
+
+/*****************************************************************
+ * 8. Internal routines for EMBL format (including Uniprot, TrEMBL)
+ *****************************************************************/
+/* EMBL and Uniprot protein sequence database format.
+ * See: http://us.expasy.org/sprot/userman.html
+ */
+static void
+config_embl(ESL_SQFILE *sqfp)
+{
+ sqfp->is_linebased = TRUE;
+ sqfp->eof_is_ok = FALSE; /* records end with // */
+ sqfp->parse_header = &header_embl;
+ sqfp->parse_end = &end_embl;
+}
+
+static void
+inmap_embl(ESL_SQFILE *sqfp, const ESL_DSQ *abc_inmap)
+{
+ int x;
+
+ if (abc_inmap != NULL) {
+ for (x = 0; x < 128; x++) sqfp->inmap[x] = abc_inmap[x];
+ } else {
+ for (x = 0; x < 128; x++) sqfp->inmap[x] = eslDSQ_ILLEGAL;
+ for (x = 'A'; x <= 'Z'; x++) sqfp->inmap[x] = x;
+ for (x = 'a'; x <= 'z'; x++) sqfp->inmap[x] = x;
+ }
+ sqfp->inmap[' '] = eslDSQ_IGNORED;
+ sqfp->inmap['\t'] = eslDSQ_IGNORED;
+ sqfp->inmap['\n'] = eslDSQ_IGNORED;
+ sqfp->inmap['\r'] = eslDSQ_IGNORED; /* DOS eol compatibility */
+ sqfp->inmap['/'] = eslDSQ_EOD;
+}
+
+/* header_embl()
+ *
+ * sqfp->buf is the first (ID) line of the entry, or a blank line before
+ * it (in which case we'll scan forwards skipping blank lines to find
+ * the ID line).
+ *
+ * On success, returns <eslOK> and:
+ * sq->name contains sequence name (and may have been reallocated, changing sq->nalloc)
+ * sq->acc contains seq accession (and may have been reallocated, changing sq->aalloc)
+ * sq->desc contains description line (and may have been reallocated, changing sq->dalloc)
+ * sq->roff has been set to the record offset
+ * sq->doff has been set to the data offset (start of sequence line)
+ * sqfp->buf is the first seq line.
+ *
+ * If no more seqs are found in the file, returns <eslEOF>.
+ * On parse failure, returns <eslEFORMAT>, leaves as mesg in sqfp->errbuf.
+ *
+ * May also throw <eslEMEM> on allocation errors.
+ */
+static int
+header_embl(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ char *s;
+ char *tok;
+ int toklen;
+ int status;
+
+ /* Find first line:
+ * "Each entry must begin with an identification line (ID)..."
+ * "The two-character line-type code that begins each line is always
+ * followed by three blanks..."
+ */
+ if (sqfp->nc == 0) return eslEOF;
+ while (is_blankline(sqfp->buf)) {
+ if ((status = loadbuf(sqfp)) == eslEOF) return eslEOF; /* normal */
+ else if (status != eslOK) return status; /* abnormal */
+ }
+
+ /* ID line is defined as:
+ * ID ENTRY_NAME DATA_CLASS; MOLECULE_TYPE; SEQUENCE_LENGTH.
+ * We're only after the ENTRY_NAME.
+ */
+ if (strncmp(sqfp->buf, "ID ", 5) != 0) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to find ID line");
+
+ s = sqfp->buf+5;
+ if ((status = esl_strtok(&s, " ", &tok, &toklen)) != eslOK)
+ ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to parse name on ID line");
+ if ((status = esl_sq_SetName(sq, tok)) != eslOK) return status;
+ sq->roff = sqfp->boff; /* record the offset of the ID line */
+
+ /* Look for SQ line; parsing optional info as we go.
+ */
+ do {
+ if ((status = loadbuf(sqfp)) != eslOK) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to find SQ line");
+
+ /* "The format of the AC line is:
+ * AC AC_number_1;[ AC_number_2;]...[ AC_number_N;]
+ * Researchers who wish to cite entries in their publications
+ * should always cite the first accession number. This is
+ * commonly referred to as the 'primary accession
+ * number'."
+ */
+ if (strncmp(sqfp->buf, "AC ", 5) == 0)
+ {
+ s = sqfp->buf+5;
+ if ((status = esl_strtok(&s, ";", &tok, &toklen)) != eslOK)
+ ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to parse accession on AC line");
+ if ((status = esl_sq_SetAccession(sq, tok)) != eslOK) return status;
+ }
+
+ /* "The format of the DE line is:
+ * DE Description.
+ * ...In cases where more than one DE line is required, the text is
+ * only divided between words and only the last DE line is
+ * terminated by a period."
+ */
+ if (strncmp(sqfp->buf, "DE ", 5) == 0)
+ {
+ s = sqfp->buf+5;
+ esl_strchop(s, sqfp->nc);
+ if ((status = esl_sq_AppendDesc(sq, s)) != eslOK)
+ ESL_FAIL(status, sqfp->errbuf, "Failed to parse description on DE line");
+ }
+
+ /* "The format of the SQ line is:
+ * SQ SEQUENCE XXXX AA; XXXXX MW; XXXXXXXXXXXXXXXX CRC64;"
+ */
+ } while (strncmp(sqfp->buf, "SQ ", 5) != 0);
+
+ if (loadbuf(sqfp) != eslOK) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to find any sequence");
+ sq->doff = sqfp->boff;
+ return eslOK;
+}
+
+static int
+end_embl(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ int status;
+
+ if (strncmp(sqfp->buf, "//", 2) != 0) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Did not find // terminator at end of seq record");
+ sq->eoff = sqfp->boff + sqfp->nc - 1;
+ status = loadbuf(sqfp);
+ if (status == eslEOF) return eslOK; /* ok, actually. */
+ else if (status == eslOK) return eslOK;
+ else return status;
+}
+
+/*---------------------- EMBL format ---------------------------------*/
+
+
+
+/*****************************************************************
+ * 10. Internal routines for Genbank format
+ *****************************************************************/
+/* NCBI Genbank sequence database format.
+ * See Genbank release notes; for example,
+ * ftp://ftp.ncbi.nih.gov/genbank/gbrel.txt
+ */
+
+static void
+config_genbank(ESL_SQFILE *sqfp)
+{
+ sqfp->is_linebased = TRUE;
+ sqfp->eof_is_ok = FALSE; /* records end with // */
+ sqfp->parse_header = &header_genbank;
+ sqfp->parse_end = &end_genbank;
+}
+
+static void
+inmap_genbank(ESL_SQFILE *sqfp, const ESL_DSQ *abc_inmap)
+{
+ int x;
+
+ if (abc_inmap != NULL) {
+ for (x = 0; x < 128; x++) sqfp->inmap[x] = abc_inmap[x];
+ } else {
+ for (x = 0; x < 128; x++) sqfp->inmap[x] = eslDSQ_ILLEGAL;
+ for (x = 'A'; x <= 'Z'; x++) sqfp->inmap[x] = x;
+ for (x = 'a'; x <= 'z'; x++) sqfp->inmap[x] = x;
+ }
+ for (x = '0'; x <= '9'; x++)
+ sqfp->inmap[x] = eslDSQ_IGNORED;
+ sqfp->inmap[' '] = eslDSQ_IGNORED;
+ sqfp->inmap['\t'] = eslDSQ_IGNORED;
+ sqfp->inmap['\n'] = eslDSQ_IGNORED;
+ sqfp->inmap['\r'] = eslDSQ_IGNORED; /* DOS eol compatibility */
+ sqfp->inmap['/'] = eslDSQ_EOD;
+}
+
+/* header_genbank()
+ *
+ * sqfp->buf is the first (LOCUS) line of the entry, or a line before
+ * it (in which case we'll scan forwards to find the LOCUS line - even
+ * skipping non-blank lines, because there are sometimes headers at
+ * the start of Genbank files).
+ *
+ * On success, returns <eslOK> and:
+ * sq->name contains sequence name (and may have been reallocated, changing sq->nalloc)
+ * sq->acc contains seq accession (and may have been reallocated, changing sq->aalloc)
+ * sq->desc contains description line (and may have been reallocated, changing sq->dalloc)
+ * sq->roff has been set to the record offset
+ * sq->doff has been set to the data offset (start of sequence line)
+ * sqfp->buf is the first seq line.
+ *
+ * If no more seqs are found in the file, returns <eslEOF>.
+ * On parse failure, returns <eslEFORMAT>, leaves as mesg in sqfp->errbuf.
+ *
+ * May also throw <eslEMEM> on allocation errors.
+ */
+static int
+header_genbank(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ char *s;
+ char *tok;
+ int toklen;
+ int status;
+
+ /* Find LOCUS line, allowing for ignoration of a file header. */
+ if (sqfp->nc == 0) return eslEOF;
+ while (strncmp(sqfp->buf, "LOCUS ", 8) != 0) {
+ if ((status = loadbuf(sqfp)) == eslEOF) return eslEOF; /* normal */
+ else if (status != eslOK) return status; /* abnormal */
+ }
+
+ s = sqfp->buf+12;
+ if ((status = esl_strtok(&s, " ", &tok, &toklen)) != eslOK)
+ ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to parse name on LOCUS line");
+ if ((status = esl_sq_SetName(sq, tok)) != eslOK) return status;
+ sq->roff = sqfp->boff; /* record the disk offset to the LOCUS line */
+
+ /* Look for ORIGIN line, parsing optional info as we go. */
+ do {
+ if ((status = loadbuf(sqfp)) != eslOK) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to find ORIGIN line");
+
+ /* Optional VERSION line is parsed as "accession". */
+ if (strncmp(sqfp->buf, "VERSION ", 10) == 0)
+ {
+ s = sqfp->buf+12;
+ if ((status = esl_strtok(&s, " ", &tok, &toklen)) != eslOK)
+ ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to parse VERSION line");
+ if ((status = esl_sq_SetAccession(sq, tok)) != eslOK) return status;
+ }
+
+ /* Optional DEFINITION Line is parsed as "description". */
+ if (strncmp(sqfp->buf, "DEFINITION ", 11) == 0)
+ {
+ s = sqfp->buf+12;
+ esl_strchop(s, sqfp->nc);
+ if ((status = esl_sq_AppendDesc(sq, s)) != eslOK)
+ ESL_FAIL(status, sqfp->errbuf, "Failed to parse desc on DEFINITION line");
+ }
+ } while (strncmp(sqfp->buf, "ORIGIN", 6) != 0);
+
+ if (loadbuf(sqfp) != eslOK) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Failed to find any sequence");
+ sq->doff = sqfp->boff;
+ return eslOK;
+}
+
+static int
+end_genbank(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ int status;
+ if (strncmp(sqfp->buf, "//", 2) != 0) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Did not find // terminator at end of seq record");
+ sq->eoff = sqfp->boff + sqfp->nc - 1;
+ status = loadbuf(sqfp);
+ if (status == eslEOF) return eslOK; /* ok, actually; we'll detect EOF on next sq read */
+ else if (status == eslOK) return eslOK;
+ else return status;
+}
+/*----------------- end Genbank format -------------------------------*/
+
+
+
+/*****************************************************************
+ * 11. Internal routines for FASTA format
+ *****************************************************************/
+
+static void
+config_fasta(ESL_SQFILE *sqfp)
+{
+ sqfp->is_linebased = FALSE;
+ sqfp->eof_is_ok = TRUE;
+ sqfp->parse_header = &header_fasta;
+ sqfp->parse_end = &end_fasta;
+}
+
+static void
+inmap_fasta(ESL_SQFILE *sqfp, const ESL_DSQ *abc_inmap)
+{
+ int x;
+
+ if (abc_inmap != NULL) {
+ for (x = 0; x < 128; x++) sqfp->inmap[x] = abc_inmap[x];
+ } else {
+ for (x = 0; x < 128; x++) sqfp->inmap[x] = eslDSQ_ILLEGAL;
+ for (x = 'A'; x <= 'Z'; x++) sqfp->inmap[x] = x;
+ for (x = 'a'; x <= 'z'; x++) sqfp->inmap[x] = x;
+ }
+ sqfp->inmap[' '] = eslDSQ_IGNORED;
+ sqfp->inmap['\t'] = eslDSQ_IGNORED;
+ sqfp->inmap['\r'] = eslDSQ_IGNORED; /* DOS eol compatibility */
+ sqfp->inmap['\n'] = eslDSQ_EOL;
+ sqfp->inmap['>'] = eslDSQ_EOD;
+ /* \n is special - fasta reader detects it as an eol */
+}
+
+
+/* header_fasta()
+ *
+ * sqfp->buf[sqfp->bpos] is sitting at the start of a FASTA record, or
+ * at a space before it (in which case we'll advance, skipping whitespace,
+ * until a > is reached).
+ * Parse the header line, storing name and description in <sq>.
+ *
+ * On success, returns <eslOK> and:
+ * sq->name contains sequence name (and may have been reallocated, changing sq->nalloc)
+ * sq->desc contains description line (and may have been reallocated, changing sq->dalloc)
+ * sq->roff has been set to the record offset
+ * sq->doff has been set to the data offset (start of sequence line)
+ * sqfp->buf[sqfp->bpos] is sitting at the start of the seq line.
+ * sqfp->currpl,curbpl set to 0, to start bookkeeping data line lengths
+ *
+ * If no more seqs are found in the file, returns <eslEOF>.
+ * On parse failure, return <eslEFORMAT>, leaves as mesg in sqfp->errbuf.
+ *
+ * May also throw <eslEMEM> on allocation errors.
+ */
+static int
+header_fasta(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ char c = sqfp->buf[sqfp->bpos];
+ int status = eslOK;
+ void *tmp;
+ int pos;
+
+ while (status == eslOK && isspace(c)) status = nextchar(sqfp, &c); /* skip space (including \n) */
+
+ if (status == eslEOF) return eslEOF;
+
+ if (status == eslOK && c == '>') { /* accept the > */
+ sq->roff = sqfp->boff + sqfp->bpos; /* store SSI record offset */
+ status = nextchar(sqfp, &c);
+ } else if (c != '>') ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Unexpected char %c seen, expected next FASTA seq", c);
+
+ while (status == eslOK && (c == '\t' || c == ' ')) status = nextchar(sqfp, &c); /* skip space */
+
+ /* Store the name (space delimited) */
+ pos = 0;
+ while (status == eslOK && ! isspace(c))
+ {
+ sq->name[pos++] = c;
+ if (pos == sq->nalloc-1) { ESL_RALLOC(sq->name, tmp, sq->nalloc*2); sq->nalloc*=2; }
+ status = nextchar(sqfp, &c);
+ }
+ if (pos == 0) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "No FASTA name found");
+ sq->name[pos] = '\0';
+
+ while (status == eslOK && (c == '\t' || c == ' ')) status = nextchar(sqfp, &c); /* skip space */
+
+ /* Store the description (end-of-line delimited) */
+ pos = 0;
+ while (status == eslOK && c != '\n' && c != '\r')
+ {
+ sq->desc[pos++] = c;
+ if (pos == sq->dalloc-1) { ESL_RALLOC(sq->desc, tmp, sq->dalloc*2); sq->dalloc*= 2; }
+ status = nextchar(sqfp, &c);
+ }
+ sq->desc[pos] = '\0';
+
+ while (status == eslOK && (c == '\n' || c == '\r')) status = nextchar(sqfp, &c); /* skip past eol (DOS \r\n, MAC \r, UNIX \n */
+
+ if (status != eslOK) ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Premature EOF in parsing FASTA name/description line");
+ sq->doff = sqfp->boff + sqfp->bpos;
+ sqfp->prvrpl = sqfp->prvbpl = -1;
+ sqfp->currpl = sqfp->curbpl = 0;
+ sqfp->linenumber++;
+ return eslOK;
+
+ ERROR:
+ return status; /* eslEMEM, from failed realloc */
+}
+
+/* write_fasta():
+ *
+ * Write sequence <sq> in FASTA format to the open stream <fp>.
+ *
+ * If <save_offsets> is TRUE, then store record, data, and end offsets
+ * in <sq>; this ability is used by unit tests.
+ *
+ * Returns <eslOK> on success.
+ */
+static int
+write_fasta(FILE *fp, ESL_SQ *sq, int save_offsets)
+{
+ char buf[61];
+ int64_t pos;
+
+ if (save_offsets) sq->roff = ftello(fp);
+ fprintf(fp, ">%s", sq->name);
+ if (sq->acc[0] != 0) fprintf(fp, " %s", sq->acc);
+ if (sq->desc[0] != 0) fprintf(fp, " %s", sq->desc);
+ fputc('\n', fp);
+
+ buf[60] = '\0';
+ if (save_offsets) sq->doff = ftello(fp);
+ for (pos = 0; pos < sq->n; pos += 60)
+ {
+ if (sq->dsq != NULL) esl_abc_TextizeN(sq->abc, sq->dsq+pos+1, 60, buf);
+ else strncpy(buf, sq->seq+pos, 60);
+ fprintf(fp, "%s\n", buf);
+ }
+ if (save_offsets) sq->eoff = ftello(fp) - 1;
+ return eslOK;
+}
+
+static int
+end_fasta(ESL_SQFILE *sqfp, ESL_SQ *sq)
+{
+ if (sqfp->bpos < sqfp->nc) {
+ if (sqfp->buf[sqfp->bpos] != '>') ESL_FAIL(eslEFORMAT, sqfp->errbuf, "Whoops, FASTA reader is corrupted");
+ sq->eoff = sqfp->boff + sqfp->bpos - 1; /* this puts eoff at the last \n */
+ } /* else, EOF, and we don't have to do anything. */
+ return eslOK;
+}
+/*------------------- end of FASTA i/o ---------------------------*/
+
+
+
+
+/*****************************************************************
+ * 12. Functions specific to sqio <-> msa interoperation [with <msa>]
+ *****************************************************************/
+
+#ifdef eslAUGMENT_MSA
+/* convert_sq_to_msa()
+ * SRE, Fri Feb 25 16:06:18 2005
+ *
+ * Given a <sq>, create and return an "MSA" through <ret_msa>, which
+ * contains only the single unaligned sequence. <sq> is
+ * not affected in any way. This is only to convert from the SQ
+ * object to an MSA object for the purpose of writing SQ in an MSA format
+ * file format.
+ *
+ * Returns <eslOK> on success, and <*ret_msa> points to
+ * a new "alignment".
+ *
+ * Throws <eslEMEM> on allocation error, and <*ret_msa> is NULL.
+ */
+static int
+convert_sq_to_msa(ESL_SQ *sq, ESL_MSA **ret_msa)
+{
+ ESL_MSA *msa;
+ int status;
+
+#ifdef eslAUGMENT_ALPHABET
+ if (sq->dsq != NULL) {
+ if ((msa = esl_msa_CreateDigital(sq->abc, 1, sq->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ } else
+#endif
+ if ((msa = esl_msa_Create(1, sq->n)) == NULL) { status = eslEMEM; goto ERROR; }
+
+ if ((status = esl_strdup(sq->name, -1, &(msa->sqname[0]))) != eslOK) goto ERROR;
+
+ if (*sq->acc != '\0')
+ {
+ ESL_ALLOC(msa->sqacc, sizeof(char *) * 1);
+ if ((status = esl_strdup(sq->acc, -1, &(msa->sqacc[0]))) != eslOK) goto ERROR;
+ }
+ if (*sq->desc != '\0')
+ {
+ ESL_ALLOC(msa->sqdesc, sizeof(char *) * 1);
+ if ((status = esl_strdup(sq->desc, -1, &(msa->sqdesc[0]))) != eslOK) goto ERROR;
+ }
+
+#ifdef eslAUGMENT_ALPHABET
+ if (sq->dsq != NULL) esl_abc_dsqcpy(sq->dsq, sq->n, msa->ax[0]);
+ else
+#endif
+ strcpy(msa->aseq[0], sq->seq);
+
+ if (sq->ss != NULL)
+ {
+ ESL_ALLOC(msa->ss, sizeof(char *) * 1);
+ if ((status = esl_strdup(sq->ss, -1, &(msa->ss[0]))) != eslOK) goto ERROR;
+ }
+ msa->alen = sq->n;
+ msa->nseq = 1;
+ *ret_msa = msa;
+ return eslOK;
+
+ ERROR:
+ esl_msa_Destroy(msa);
+ *ret_msa = NULL;
+ return status;
+}
+
+#endif /*eslAUGMENT_MSA*/
+/*---------- end of msa <-> sqio module interop -----------------*/
+
+
+
+
+/*****************************************************************
+ * 13. Benchmark driver
+ *****************************************************************/
+/* Some current results:
+ *
+ * ./benchmark /misc/data0/genomes/c.elegans/genome/allWS120
+ * CPU Time: 0.90u 0.06s 00:00:00.96 Elapsed: 00:00:01
+ *
+ * /benchmark -i /misc/data0/genomes/c.elegans/genome/allWS120
+ * CPU Time: 0.41u 0.04s 00:00:00.44 Elapsed: 00:00:00
+ *
+ * ./benchmark -w /misc/data0/genomes/c.elegans/genome/allWS120
+ * CPU Time: 0.83u 0.05s 00:00:00.88 Elapsed: 00:00:01
+ *
+ * ./benchmark -2w /misc/data0/genomes/c.elegans/genome/allWS120
+ * CPU Time: 3.55u 0.26s 00:00:03.80 Elapsed: 00:00:04
+ *
+ * Digital times are comparable (maybe a titch faster), except
+ * for -d2w, which runs much faster, because rev complementation is
+ * more efficient:
+ *
+ * ./benchmark -d2w /misc/data0/genomes/c.elegans/genome/allWS120
+ * CPU Time: 2.16u 0.31s 00:00:02.47 Elapsed: 00:00:03
+ */
+/* gcc -std=gnu99 -O3 -fomit-frame-pointer -fstrict-aliasing -mpentiumpro -msse2 -I. -L. -o benchmark -DeslSQIO_BENCHMARK esl_sqio.c -leasel
+ * ./benchmark <seqfile>
+ */
+#ifdef eslSQIO_BENCHMARK
+#include <stdlib.h>
+#include <stdio.h>
+
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_stopwatch.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-d", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use digital sequence input mode", 0 },
+ { "-i", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "benchmark ReadInfo() input", 0 },
+ { "-w", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "benchmark ReadWindow() input", 0 },
+ { "-C", eslARG_INT, "100", NULL, NULL, NULL, NULL, NULL, "context size for ReadWindow()", 0 },
+ { "-W", eslARG_INT, "1000", NULL, NULL, NULL, NULL, NULL, "window size for ReadWindow()", 0 },
+ { "-2", eslARG_NONE, FALSE, NULL, NULL, NULL, "-w", NULL, "with ReadWindow(), do both strands", 0 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use protein alphabet, not DNA", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <DNA FASTA file>";
+static char banner[] = "benchmark driver for sqio module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ ESL_ALPHABET *abc = NULL;
+ ESL_SQ *sq = NULL;
+ ESL_SQFILE *sqfp = NULL;
+ char *filename = esl_opt_GetArg(go, 1);
+ int format = eslSQFILE_FASTA;
+ int C = esl_opt_GetInteger(go, "-C");
+ int W = esl_opt_GetInteger(go, "-W");
+ int do_crick = esl_opt_GetBoolean(go, "-2");
+ int n = 0;
+ uint64_t nr = 0;
+
+ if (esl_opt_GetBoolean(go, "-d"))
+ {
+ if (esl_opt_GetBoolean(go, "--amino")) abc = esl_alphabet_Create(eslAMINO);
+ else abc = esl_alphabet_Create(eslDNA);
+ sq = esl_sq_CreateDigital(abc);
+ if (esl_sqfile_OpenDigital(abc, filename, format, NULL, &sqfp) != eslOK) esl_fatal("failed to open %s", filename);
+ }
+ else
+ {
+ sq = esl_sq_Create();
+ if (esl_sqfile_Open(filename, format, NULL, &sqfp) != eslOK) esl_fatal("failed to open %s", filename);
+ }
+
+ esl_stopwatch_Start(w);
+ if (esl_opt_GetBoolean(go, "-i"))
+ {
+ while (esl_sqio_ReadInfo(sqfp, sq) == eslOK) { n++; nr += sq->L; esl_sq_Reuse(sq); }
+ }
+ else if (esl_opt_GetBoolean(go, "-w"))
+ {
+ int wstatus;
+ while ((wstatus = esl_sqio_ReadWindow(sqfp, C, W, sq)) != eslEOF)
+ {
+ if (wstatus == eslEOD) {
+ if (!do_crick || W < 0) { n++; esl_sq_Reuse(sq); }
+ if (do_crick) { W = -W; }
+ continue;
+ } else if (wstatus != eslOK) esl_fatal("%s", sqfp->errbuf);
+
+ nr += sq->W;
+ }
+ }
+ else
+ {
+ while (esl_sqio_Read(sqfp, sq) == eslOK) { n++; nr += sq->L; esl_sq_Reuse(sq); }
+ }
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, NULL);
+ printf("Read %d sequences; %lld residues.\n", n, (long long int) nr);
+
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(sq);
+ esl_stopwatch_Destroy(w);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*eslSQIO_BENCHMARK*/
+/*------------------ end of benchmark ---------------------------*/
+
+
+
+/*****************************************************************
+ * 14. Unit tests
+ *****************************************************************/
+#ifdef eslSQIO_TESTDRIVE
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_vectorops.h"
+
+static void
+synthesize_testseqs(ESL_RANDOMNESS *r, ESL_ALPHABET *abc, int maxL, int N, ESL_SQ ***ret_sqarr)
+{
+ ESL_SQ **sqarr = malloc(sizeof(ESL_SQ *) * N);
+ float *fq = malloc(sizeof(float) * abc->Kp);
+ char *buf = NULL;
+ int maxn = eslSQ_NAMECHUNK*2;
+ int maxa = eslSQ_ACCCHUNK*2;
+ int maxd = eslSQ_DESCCHUNK*2;
+ char ascii[128];
+ float af[128];
+ int i, pos;
+ int n;
+ int x;
+
+ n = ESL_MAX( maxn, ESL_MAX(maxa, maxd));
+ buf = malloc(sizeof(char) * (n+1));
+
+ /* Set a residue frequency vector that's going to sample degenerate residues too */
+ esl_vec_FSet(fq, abc->Kp, 0.0);
+ esl_vec_FSet(fq, abc->K, 0.9 / (float) abc->K);
+ esl_vec_FSet(fq + abc->K + 1, abc->Kp - abc->K - 2, 0.1 / (float) (abc->Kp - abc->K - 2));
+
+ /* Set an ASCII frequency vector that'll sample all nonspace chars */
+ for (x = 0; x < 128; x++) {
+ ascii[x] = (char) x;
+ if (isalpha(x)) af[x] = 3.0;
+ else if (isdigit(x)) af[x] = 2.0;
+ else if (ispunct(x) && x != '%') af[x] = 1.0; /* disallow %; it'll screw up printf()-like Set calls */
+ else af[x] = 0.0;
+ }
+ esl_vec_FNorm(af, 128);
+
+ for (i = 0; i < N; i++)
+ {
+ if ((sqarr[i] = esl_sq_CreateDigital(abc)) == NULL) esl_fatal("failed to allocate seq %d", i);
+
+ n = esl_rnd_Roll(r, maxn) + 1; /* 1..maxn */
+ esl_rsq_fIID(r, ascii, af, 128, n, buf);
+ buf[n] = '\0';
+ esl_sq_SetName(sqarr[i], buf);
+
+ if (esl_rnd_Roll(r, 2) == 0) { /* 50% chance of an accession */
+ n = esl_rnd_Roll(r, maxa) + 1;
+ esl_rsq_fIID(r, ascii, af, 128, n, buf);
+ buf[n] = '\0';
+ esl_sq_SetAccession(sqarr[i], buf);
+ }
+
+ if (esl_rnd_Roll(r, 2) == 0) { /* 50% chance of a description */
+ n = esl_rnd_Roll(r, maxd) + 1;
+ esl_rsq_fIID(r, ascii, af, 128, n, buf);
+ buf[n] = '\0';
+ for (pos = 1; pos < n-1; pos++) { /* avoid first, last char, and... */
+ if (esl_rnd_Roll(r, 10) == 0) buf[pos] = ' '; /* ...sprinkle with spaces... */
+ if (esl_rnd_Roll(r, 100) == 0) buf[pos] = '\t'; /* ...and tabs. */
+ }
+ esl_sq_SetDesc(sqarr[i], buf);
+ }
+
+ n = esl_rnd_Roll(r, (maxL+1)); /* choose seqlen = 0..maxL; 0 length seqs occur in real dbs */
+ esl_sq_GrowTo(sqarr[i], n);
+ esl_rsq_xfIID(r, fq, abc->Kp, n, sqarr[i]->dsq);
+
+ esl_sq_SetCoordComplete(sqarr[i], n);
+ }
+
+ *ret_sqarr = sqarr;
+ free(buf);
+ free(fq);
+ return;
+}
+
+/* Write an uglified FASTA file to a stream.
+ * Also, remember where the start of the descline and first
+ * seq line are, in sq->{roff,doff}. We'll compare against
+ * what the input function thinks these locations are.
+ */
+static void
+write_ugly_fasta(ESL_RANDOMNESS *r, FILE *fp, ESL_SQ *sq)
+{
+ char buf[61];
+ int pos;
+
+ sq->roff = ftello(fp);
+ fputc('>', fp);
+ while (esl_rnd_Roll(r, 10) == 0) fputc(' ', fp);
+ fprintf(fp, "%s", sq->name);
+ while (esl_rnd_Roll(r, 10) == 0) fputc(' ', fp);
+ if (sq->desc[0] != 0) fprintf(fp, " %s", sq->desc);
+ fputc('\n', fp);
+
+ sq->doff = ftello(fp);
+ buf[60] = '\0';
+ for (pos = 1; pos <= sq->n; pos+=60)
+ {
+ while (esl_rnd_Roll(r, 10) == 0) fputc(' ', fp);
+ esl_abc_TextizeN(sq->abc, sq->dsq+pos, 60, buf);
+ fputs(buf, fp);
+ fputc('\n', fp);
+ }
+ while (esl_rnd_Roll(r, 10) == 0) fputc('\n', fp);
+ sq->eoff = ftello(fp) - 1;
+}
+
+static void
+write_spaced_fasta(FILE *fp, ESL_SQ *sq)
+{
+ char buf[64];
+ int pos;
+
+ sq->roff = ftello(fp);
+ fprintf(fp, ">%s", sq->name);
+ if (sq->desc[0] != 0) fprintf(fp, " %s", sq->desc);
+ fputc('\n', fp);
+
+ sq->doff = ftello(fp);
+ buf[10] = '\0';
+ for (pos = 1; pos <= sq->n; pos += 10)
+ {
+ esl_abc_TextizeN(sq->abc, sq->dsq+pos, 10, buf);
+ fputs(buf, fp);
+ if (pos+9 >= sq->n || (pos+9) % 60 == 0) fputc('\n', fp);
+ else fputc(' ', fp);
+ }
+ sq->eoff = ftello(fp) - 1;
+}
+
+
+static void
+make_ssi_index(ESL_ALPHABET *abc, const char *tmpfile, int format, char *ssifile, int mode)
+{
+ char *msg = "sqio unit testing: failed to make SSI index";
+ ESL_NEWSSI *ns = esl_newssi_Create();
+ ESL_SQFILE *sqfp = NULL;
+ ESL_SQ *sq = esl_sq_CreateDigital(abc);
+ FILE *fp = NULL;
+ uint16_t fh = 0;
+ int nseq = 0;
+ int status;
+
+ if (esl_newssi_AddFile(ns, tmpfile, format, &fh) != eslOK) esl_fatal(msg);
+ if (esl_sqfile_OpenDigital(abc, tmpfile, format, NULL, &sqfp) != eslOK) esl_fatal(msg);
+ while ((status = esl_sqio_ReadInfo(sqfp, sq)) == eslOK)
+ {
+ nseq++;
+ if (esl_newssi_AddKey(ns, sq->name, fh, sq->roff, sq->doff, sq->L) != eslOK) esl_fatal(msg);
+ if (sq->acc[0] != '\0' && esl_newssi_AddAlias(ns, sq->acc, sq->name) != eslOK) esl_fatal(msg);
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal(msg);
+
+ if (sqfp->bpl > 0 && sqfp->rpl > 0)
+ if ((status = esl_newssi_SetSubseq(ns, fh, sqfp->bpl, sqfp->rpl)) != eslOK) esl_fatal(msg);
+
+ sprintf(ssifile, "%s.ssi", tmpfile);
+ if ((fp = fopen(ssifile, "wb")) == NULL) esl_fatal(msg);
+ if (esl_newssi_Write(fp, ns) != eslOK) esl_fatal(msg);
+
+ switch (mode) {
+ case 0: if (sqfp->bpl != 0) esl_fatal(msg); break; /* uglified: bpl should be invalid (rpl might not be) */
+ case 1: if (sqfp->rpl != 60 || sqfp->bpl == 0) esl_fatal(msg); break; /* spaced: bpl, rpl should be valid */
+ case 2: if (sqfp->rpl != 60 || sqfp->bpl != 61) esl_fatal(msg); break; /* normal: bpl, rpl should be valid, w/ bpl=rpl+1 */
+ }
+
+ fclose(fp);
+ esl_sqfile_Close(sqfp);
+ esl_newssi_Destroy(ns);
+ esl_sq_Destroy(sq);
+}
+
+static void
+utest_read(ESL_ALPHABET *abc, ESL_SQ **sqarr, int N, char *seqfile, int format, int mode)
+{
+ char *msg = "sqio complete read unit test failed";
+ ESL_SQ *sq = esl_sq_CreateDigital(abc);
+ ESL_SQFILE *sqfp = NULL;
+ int nseq = 0;
+ int status;
+
+ if (esl_sqfile_OpenDigital(abc, seqfile, format, NULL, &sqfp) != eslOK) esl_fatal(msg);
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ {
+ /* FASTA doesn't preserve accessions. Copy it, as a hack, so Compare test succeeds*/
+ if (sq->acc[0] == '\0' && esl_sq_SetAccession(sq, sqarr[nseq]->acc) != eslOK) esl_fatal(msg);
+ if (esl_sq_Compare(sq, sqarr[nseq]) != eslOK) esl_fatal(msg);
+ nseq++;
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal(msg);
+ if (nseq != N) esl_fatal(msg);
+
+ switch (mode) {
+ case 0: if (sqfp->bpl != 0) esl_fatal(msg); break; /* uglified: bpl should be invalid (rpl might not be) */
+ case 1: if (sqfp->rpl != 60 || sqfp->bpl == 0) esl_fatal(msg); break; /* spaced: bpl, rpl should be valid */
+ case 2: if (sqfp->rpl != 60 || sqfp->bpl != 61) esl_fatal(msg); break; /* normal: bpl, rpl should be valid, w/ bpl=rpl+1 */
+ }
+
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(sq);
+}
+
+static void
+utest_read_info(ESL_ALPHABET *abc, ESL_SQ **sqarr, int N, char *seqfile, int format, int mode)
+{
+ char *msg = "sqio info read unit test failed";
+ ESL_SQ *sq = esl_sq_CreateDigital(abc);
+ ESL_SQFILE *sqfp = NULL;
+ int nseq = 0;
+ int status;
+
+ if (esl_sqfile_OpenDigital(abc, seqfile, format, NULL, &sqfp) != eslOK) esl_fatal(msg);
+ while ((status = esl_sqio_ReadInfo(sqfp, sq)) == eslOK)
+ {
+ if (strcmp(sq->name, sqarr[nseq]->name) != 0) esl_fatal(msg);
+ if (format != eslSQFILE_FASTA &&
+ strcmp(sq->acc, sqarr[nseq]->acc) != 0) esl_fatal(msg);
+ if (strcmp(sq->desc, sqarr[nseq]->desc) != 0) esl_fatal(msg);
+ if (strcmp(sq->source, sqarr[nseq]->source) != 0) esl_fatal(msg);
+ if (sq->n != 0) esl_fatal(msg);
+ if (sq->start != 0) esl_fatal(msg);
+ if (sq->end != 0) esl_fatal(msg);
+ if (sq->C != 0) esl_fatal(msg);
+ if (sq->W != 0) esl_fatal(msg);
+ if (sq->L != sqarr[nseq]->L) esl_fatal(msg);
+ if (sq->roff != -1 && sqarr[nseq]->roff != -1 && sq->roff != sqarr[nseq]->roff) esl_fatal(msg);
+ if (sq->doff != -1 && sqarr[nseq]->doff != -1 && sq->doff != sqarr[nseq]->doff) esl_fatal(msg);
+
+ nseq++;
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal(msg);
+ if (nseq != N) esl_fatal(msg);
+
+ switch (mode) {
+ case 0: if (sqfp->bpl != 0) esl_fatal(msg); break; /* uglified: bpl should be invalid (rpl might not be) */
+ case 1: if (sqfp->rpl != 60 || sqfp->bpl == 0) esl_fatal(msg); break; /* spaced: bpl, rpl should be valid */
+ case 2: if (sqfp->rpl != 60 || sqfp->bpl != 61) esl_fatal(msg); break; /* normal: bpl, rpl should be valid, w/ bpl=rpl+1 */
+ }
+
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(sq);
+}
+
+static void
+utest_read_window(ESL_ALPHABET *abc, ESL_SQ **sqarr, int N, char *seqfile, int format, int mode)
+{
+ char *msg = "sqio window read unit test failed";
+ ESL_SQ *sq = esl_sq_CreateDigital(abc);
+ ESL_SQ *rev = esl_sq_CreateDigital(abc);
+ ESL_SQFILE *sqfp = NULL;
+ int nseq = 0;
+ int C = 10;
+ int W = 50;
+ int nres = 0;
+ int wstatus;
+
+ if (esl_sqfile_OpenDigital(abc, seqfile, format, NULL, &sqfp) != eslOK) esl_fatal(msg);
+ while ((wstatus = esl_sqio_ReadWindow(sqfp, C, W, sq)) == eslOK || wstatus == eslEOD)
+ {
+ if (wstatus == eslEOD) {
+ if (W < 0) {
+ nseq++;
+ nres = 0;
+ W = -W;
+ esl_sq_Reuse(sq);
+ esl_sq_Reuse(rev);
+ } else {
+ /* reverse complement */
+ nres = 0;
+ W = -W;
+ esl_sq_Copy(sqarr[nseq], rev);
+ esl_sq_ReverseComplement(rev);
+ }
+ continue;
+ }
+
+ nres += sq->W;
+ if (strcmp(sq->name, sqarr[nseq]->name) != 0) esl_fatal(msg);
+ if (format != eslSQFILE_FASTA &&
+ strcmp(sq->acc, sqarr[nseq]->acc) != 0) esl_fatal(msg);
+ if (strcmp(sq->desc, sqarr[nseq]->desc) != 0) esl_fatal(msg);
+
+ if (W > 0) {
+ /* Forward strand coord checks */
+ if (sqfp->L != nres) esl_fatal(msg);
+ if (sq->start != nres - sq->n + 1) esl_fatal(msg);
+ if (sq->end != nres) esl_fatal(msg);
+ if (sq->C != 0 && sq->C != C) esl_fatal(msg);
+ if (sq->n != sq->C+sq->W) esl_fatal(msg);
+ if (sq->start+sq->n-1 > sqarr[nseq]->L) esl_fatal(msg);
+ if (wstatus == eslEOD && sq->L != sqfp->L) esl_fatal(msg);
+ if (memcmp(sq->dsq + 1, sqarr[nseq]->dsq + sq->start, sq->C+sq->W) != 0) esl_fatal(msg);
+ } else {
+ /* Reverse strand coord checks */
+ if (sqfp->L != -1) esl_fatal(msg);
+ if (sq->start != sq->L - nres + sq->W + sq->C) esl_fatal(msg);
+ if (sq->end != sq->L - nres + 1) esl_fatal(msg);
+ if (sq->C != 0 && sq->C != C) esl_fatal(msg);
+ if (sq->start-sq->n+1 < 1) esl_fatal(msg);
+ if (wstatus == eslEOD && sq->end != 1) esl_fatal(msg);
+ if (memcmp(sq->dsq + 1, rev->dsq + (sq->L - sq->start + 1), sq->C+sq->W) != 0) esl_fatal(msg);
+ }
+ }
+
+ switch (mode) {
+ case 0: if (sqfp->bpl != 0) esl_fatal(msg); break; /* uglified: bpl should be invalid (rpl might not be) */
+ case 1: if (sqfp->rpl != 60 || sqfp->bpl == 0) esl_fatal(msg); break; /* spaced: bpl, rpl should be valid */
+ case 2: if (sqfp->rpl != 60 || sqfp->bpl != 61) esl_fatal(msg); break; /* normal: bpl, rpl should be valid, w/ bpl=rpl+1 */
+ }
+
+ if (wstatus != eslEOF) esl_fatal(msg);
+ if (nseq != N) esl_fatal(msg);
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(rev);
+ esl_sq_Destroy(sq);
+}
+
+static void
+utest_fetch_subseq(ESL_RANDOMNESS *r, ESL_ALPHABET *abc, ESL_SQ **sqarr, int N, char *seqfile, char *ssifile, int format)
+{
+ char *msg = "sqio subseq read unit test failure";
+ ESL_SQ *sq = esl_sq_CreateDigital(abc);
+ ESL_SQFILE *sqfp = NULL;
+ int i;
+ int ntest = 32;
+ char *source;
+ int start;
+ int end;
+
+ if (esl_sqfile_OpenDigital(abc, seqfile, format, NULL, &sqfp) != eslOK) esl_fatal(msg);
+ if (esl_sqfile_OpenSSI(sqfp, ssifile) != eslOK) esl_fatal(msg);
+ while (ntest--)
+ {
+ i = esl_rnd_Roll(r, N);
+ source = sqarr[i]->name;
+
+ do {
+ start = esl_rnd_Roll(r, sqarr[i]->n) + 1;
+ end = esl_rnd_Roll(r, sqarr[i]->n) + 1;
+ } while (start > end);
+
+ if (esl_sqio_FetchSubseq(sqfp, source, start, end, sq) != eslOK) esl_fatal(msg);
+ if (memcmp(&(sqarr[i]->dsq[start]), &sq->dsq[1], end-start+1) != 0) esl_fatal(msg);
+
+ esl_sq_Reuse(sq);
+ }
+
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(sq);
+}
+
+
+/* Write the sequences out to a tmpfile in chosen <format>;
+ * read them back and make sure they're the same.
+ *
+ * The sequences in <sqarr> are in digital mode.
+ */
+static void
+utest_write(ESL_ALPHABET *abc, ESL_SQ **sqarr, int N, int format)
+{
+ char *msg = "sqio write unit test failure";
+ char tmpfile[32] = "esltmpXXXXXX";
+ ESL_SQFILE *sqfp = NULL;
+ ESL_SQ *sq = esl_sq_CreateDigital(abc);
+ FILE *fp = NULL;
+ int i;
+
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal(msg);
+ for (i = 0; i < N; i++)
+ esl_sqio_Write(fp, sqarr[i], format);
+ fclose(fp);
+
+ if (esl_sqfile_OpenDigital(abc, tmpfile, format, NULL, &sqfp) != eslOK) esl_fatal(msg);
+ for (i = 0; i < N; i++)
+ {
+ if (esl_sqio_Read(sqfp, sq) != eslOK) esl_fatal(msg);
+ if (strcmp(sqarr[i]->name, sq->name) != 0) esl_fatal(msg);
+ if (sqarr[i]->L != sq->L) esl_fatal(msg);
+ if (memcmp(sqarr[i]->dsq, sq->dsq, sizeof(ESL_DSQ) * (sq->L+2)) != 0) esl_fatal(msg);
+ esl_sq_Reuse(sq);
+ }
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(sq);
+ remove(tmpfile);
+}
+#endif /*eslSQIO_TESTDRIVE*/
+/*------------------ end, unit tests ----------------------------*/
+
+
+
+/*****************************************************************
+ * 15. Test driver.
+ *****************************************************************/
+
+/* gcc -g -Wall -I. -L. -o sqio_utest -DeslSQIO_TESTDRIVE esl_sqio.c -leasel -lm
+ * ./sqio_utest
+ */
+#ifdef eslSQIO_TESTDRIVE
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-L", eslARG_INT, "1000", NULL, NULL, NULL, NULL, NULL, "max length of test sequences", 0 },
+ { "-N", eslARG_INT, "100", NULL, NULL, NULL, NULL, NULL, "number of test sequences", 0 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0 },
+ { "-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for sqio module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_ALPHABET *abc = esl_alphabet_Create(eslDNA); /* DNA because some chars aren't legal in IUPAC DNA */
+ ESL_RANDOMNESS *r = NULL;
+ ESL_SQ **sqarr = NULL;
+ int maxL = esl_opt_GetInteger(go, "-L");
+ int N = esl_opt_GetInteger(go, "-N");
+ int i;
+ int mode;
+ char tmpfile[32];
+ char ssifile[32];
+ FILE *fp = NULL;
+ char c;
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ /* Create an array of sequences we'll use for all the tests */
+ synthesize_testseqs(r, abc, maxL, N, &sqarr);
+
+ for (mode = 0; mode < 3; mode++) /* 0=ugly 1=spaced 2=normal*/
+ {
+ /* Write FASTA file to disk, and SSI index it */
+ strcpy(tmpfile, "esltmpXXXXXX");
+ if (esl_tmpfile_named(tmpfile, &fp) != eslOK) esl_fatal("failed to make tmpfile");
+ switch (mode) {
+ case 0: for (i = 0; i < N; i++) write_ugly_fasta(r, fp, sqarr[i]); break;
+ case 1: for (i = 0; i < N; i++) write_spaced_fasta(fp, sqarr[i]); break;
+ case 2:
+ for (i = 0; i < N; i++) {
+ c = sqarr[i]->acc[0]; /* hack: hide the accession, so digital writer doesn't write it. */
+ sqarr[i]->acc[0] = '\0';
+ write_fasta(fp, sqarr[i], TRUE);
+ sqarr[i]->acc[0] = c;
+ }
+ break;
+ }
+ fclose(fp);
+ make_ssi_index(abc, tmpfile, eslSQFILE_FASTA, ssifile, mode);
+
+ utest_read (abc, sqarr, N, tmpfile, eslSQFILE_FASTA, mode);
+ utest_read_info (abc, sqarr, N, tmpfile, eslSQFILE_FASTA, mode);
+ utest_read_window (abc, sqarr, N, tmpfile, eslSQFILE_FASTA, mode);
+ utest_fetch_subseq(r, abc, sqarr, N, tmpfile, ssifile, eslSQFILE_FASTA);
+
+ remove(tmpfile);
+ remove(ssifile);
+ }
+
+ utest_write(abc, sqarr, N, eslMSAFILE_STOCKHOLM);
+
+ for (i = 0; i < N; i++) esl_sq_Destroy(sqarr[i]);
+ free(sqarr);
+ esl_randomness_Destroy(r);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*eslSQIO_TESTDRIVE*/
+/*------------------ end, test driver ---------------------------*/
+
+
+
+/*****************************************************************
+ * 16. Examples
+ *****************************************************************/
+#ifdef eslSQIO_EXAMPLE
+/*::cexcerpt::sqio_example::begin::*/
+/* compile: gcc -g -Wall -I. -o sqio_example -DeslSQIO_EXAMPLE esl_sqio.c esl_sq.c easel.c
+ * run: ./example <FASTA file>
+ */
+#include "easel.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_SQ *sq = esl_sq_Create();
+ ESL_SQFILE *sqfp;
+ int format = eslSQFILE_UNKNOWN;
+ char *seqfile = argv[1];
+ int status;
+
+ status = esl_sqfile_Open(seqfile, format, NULL, &sqfp);
+ if (status == eslENOTFOUND) esl_fatal("No such file.");
+ else if (status == eslEFORMAT) esl_fatal("Format unrecognized.");
+ else if (status != eslOK) esl_fatal("Open failed, code %d.", status);
+
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ { /* use each sequence for whatever you want */
+ printf("Read %s: length %ld\n", sq->name, (long) sq->L);
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF)
+ esl_fatal("Parse failed, line %ld, file %s:\n%s",
+ (long) sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+
+ esl_sq_Destroy(sq);
+ esl_sqfile_Close(sqfp);
+ return 0;
+}
+/*::cexcerpt::sqio_example::end::*/
+#endif /*eslSQIO_EXAMPLE*/
+
+/* Example 2 shows how to open a file digitally, while guessing its
+ * file format and its alphabet. (This is a standard idiom.)
+ */
+#ifdef eslSQIO_EXAMPLE2
+/*::cexcerpt::sqio_example2::begin::*/
+/* compile: gcc -g -Wall -I. -L. -o sqio_example2 -DeslSQIO_EXAMPLE2 esl_sqio.c -leasel -lm
+ * run: ./example <sequence file>
+ */
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use DNA alphabet", 0 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use RNA alphabet", 0 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use protein alphabet", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <seqfile>";
+static char banner[] = "example for the sqio module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ ESL_ALPHABET *abc = NULL;
+ ESL_SQ *sq = NULL;
+ ESL_SQFILE *sqfp = NULL;
+ int format = eslSQFILE_UNKNOWN;
+ int alphatype = eslUNKNOWN;
+ char *seqfile = esl_opt_GetArg(go, 1);
+ int status;
+
+ status = esl_sqfile_Open(seqfile, format, NULL, &sqfp);
+ if (status == eslENOTFOUND) esl_fatal("No such file.");
+ else if (status == eslEFORMAT) esl_fatal("Format unrecognized.");
+ else if (status != eslOK) esl_fatal("Open failed, code %d.", status);
+
+ if (esl_opt_GetBoolean(go, "--rna")) alphatype = eslRNA;
+ else if (esl_opt_GetBoolean(go, "--dna")) alphatype = eslDNA;
+ else if (esl_opt_GetBoolean(go, "--amino")) alphatype = eslAMINO;
+ else {
+ status = esl_sqfile_GuessAlphabet(sqfp, &alphatype);
+ if (status == eslEAMBIGUOUS) esl_fatal("Couldn't guess alphabet from first sequence in %s", seqfile);
+ else if (status == eslEFORMAT) esl_fatal("Sequence file parse error, line %ld of file %s:\n%s\n",
+ (long) sqfp->linenumber, seqfile, sqfp->errbuf);
+ else if (status == eslENODATA) esl_fatal("Sequence file %s contains no data?", seqfile);
+ else if (status != eslOK) esl_fatal("Failed to guess alphabet (error code %d)\n", status);
+ }
+ abc = esl_alphabet_Create(alphatype);
+ sq = esl_sq_CreateDigital(abc);
+ esl_sqfile_SetDigital(sqfp, abc);
+
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ { /* use each sequence for whatever you want */
+ printf("Read %s: length %ld\n", sq->name, (long) sq->L);
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF)
+ esl_fatal("Parse failed, line %ld, file %s:\n%s",
+ (long) sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+
+ esl_sqfile_Close(sqfp);
+ esl_sq_Destroy(sq);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+/*::cexcerpt::sqio_example2::end::*/
+#endif /*eslSQIO_EXAMPLE2*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_sqio.h b/easel/esl_sqio.h
new file mode 100644
index 0000000..9380c25
--- /dev/null
+++ b/easel/esl_sqio.h
@@ -0,0 +1,152 @@
+/* Unaligned sequence file i/o.
+ *
+ * SVN $Id: esl_sqio.h 255 2008-05-30 17:49:15Z eddys $
+ */
+#ifndef ESL_SQIO_INCLUDED
+#define ESL_SQIO_INCLUDED
+
+#include <stdio.h>
+#include "esl_sq.h"
+#ifdef HAVE_SYS_TYPES_H
+#include <sys/types.h>
+#endif
+#ifdef eslAUGMENT_ALPHABET
+#include "esl_alphabet.h"
+#endif
+#ifdef eslAUGMENT_MSA
+#include "esl_msa.h"
+#endif
+
+
+/* ESL_SQFILE:
+ * An open sequence file for reading.
+ */
+typedef struct esl_sqfile_s {
+ FILE *fp; /* Open file ptr */
+ char *filename; /* Name of file (for diagnostics) */
+ int do_gzip; /* TRUE if we're reading from gzip -dc pipe */
+ int do_stdin; /* TRUE if we're reading from stdin */
+ char errbuf[eslERRBUFSIZE];/* parse error mesg. Size must match msa.h */
+
+ /* all input first gets buffered in memory; this gives us enough
+ * recall to use Guess*() functions even in nonrewindable streams
+ */
+ char *mem; /* buffered input */
+ int allocm; /* <mem> size, multiples of eslREADBUFSIZE */
+ int mn; /* number of chars in <mem> (up to allocm) */
+ int mpos; /* pos of next <buf> to load from <mem> */
+ off_t moff; /* disk offset to start of <mem> */
+ int is_recording; /* TRUE if we need to keep buffering more */
+
+ /* input is either character-based [fread()] or line-based (esl_fgets())*/
+ char *buf; /* buffer for fread() or fgets() input */
+ off_t boff; /* disk offset to start of buffer */
+ int balloc; /* allocated size of buf */
+ int nc; /* #chars in buf (usually full, less at EOF)*/
+ int bpos; /* current position in the buffer (0..nc-1) */
+ int64_t L; /* #residues seen so far in current seq */
+ int64_t linenumber; /* What line of the file (1..N; -1=unknown)*/
+ off_t bookmark_offset; /* bookmark fwd position before reversing...*/
+ int64_t bookmark_linenum; /* in both linenumber and disk offset */
+
+ /* In digital mode, we have an alphabet ptr */
+ int do_digital; /* TRUE if we're reading in digital mode */
+#if defined(eslAUGMENT_ALPHABET)
+ const ESL_ALPHABET *abc;
+#else
+ void *abc;
+#endif
+
+ /* Format-specific configuration */
+ int format; /* Format code of this file */
+ int is_linebased; /* TRUE for fgets() parsers; FALSE for fread() */
+ int eof_is_ok; /* TRUE if record can end on EOF */
+ int (*parse_header)(struct esl_sqfile_s *, ESL_SQ *sq);
+ int (*parse_end) (struct esl_sqfile_s *, ESL_SQ *sq);
+ ESL_DSQ inmap[128]; /* an input map, 0..127 */
+
+ /* MSA augmentation confers reading MSA files as sequential seq files. */
+#if defined(eslAUGMENT_MSA)
+ ESL_MSAFILE *afp; /* open ESL_MSAFILE for reading */
+ ESL_MSA *msa; /* preloaded alignment to draw seqs from */
+ int idx; /* index of next seq to return, 0..nseq-1 */
+#else
+ void *afp; /* NULL */
+ void *msa; /* NULL */
+ int idx; /* 0 */
+#endif /*eslAUGMENT_MSA*/
+
+ /* SSI augmentation confers random access of records in a seq file */
+ char *ssifile; /* path to expected SSI index file */
+ int rpl; /* residues per line in file; -1=unset 0=inval*/
+ int bpl; /* bytes per line in file; -1=unset, 0=inval */
+ int currpl; /* residues on current line (-1=unknown) */
+ int curbpl; /* bytes on current line (-1=unknown) */
+ int prvrpl; /* residues on previous line */
+ int prvbpl; /* bytes on previous line */
+#if defined(eslAUGMENT_SSI)
+ ESL_SSI *ssi; /* open ESL_SSI index, or NULL if none */
+#else
+ void *ssi; /* NULL */
+#endif /*eslAUGMENT_SSI*/
+} ESL_SQFILE;
+
+
+/* eslREADBUFSIZE is the fixed size of a block to bring in at one time,
+ * in character-based (fread()) parsers (like the FASTA parser).
+ */
+#define eslREADBUFSIZE 4096
+
+
+/* Unaligned file format codes
+ * These codes are coordinated with the msa module.
+ * - 0 is an unknown/unassigned format (eslSQFILE_UNKNOWN, eslMSAFILE_UNKNOWN)
+ * - <=100 is reserved for sqio, for unaligned formats
+ * - >100 is reserved for msa, for aligned formats
+ */
+#define eslSQFILE_UNKNOWN 0
+#define eslSQFILE_FASTA 1
+#define eslSQFILE_EMBL 2 /* EMBL/Swissprot/TrEMBL */
+#define eslSQFILE_GENBANK 3 /* Genbank */
+#define eslSQFILE_DDBJ 4 /* DDBJ (currently passed to Genbank parser */
+#define eslSQFILE_UNIPROT 5 /* Uniprot (passed to EMBL parser) */
+
+
+extern int esl_sqfile_Open(const char *seqfile, int fmt, const char *env, ESL_SQFILE **ret_sqfp);
+extern int esl_sqfile_GuessFileFormat(ESL_SQFILE *sqfp, int *ret_format);
+extern int esl_sqfile_Position(ESL_SQFILE *sqfp, off_t offset);
+extern void esl_sqfile_Close(ESL_SQFILE *sqfp);
+
+#ifdef eslAUGMENT_ALPHABET
+extern int esl_sqfile_OpenDigital(const ESL_ALPHABET *abc, const char *filename, int format, const char *env, ESL_SQFILE **ret_sqfp);
+extern int esl_sqfile_SetDigital(ESL_SQFILE *sqfp, const ESL_ALPHABET *abc);
+extern int esl_sqfile_GuessAlphabet(ESL_SQFILE *sqfp, int *ret_type);
+#endif
+
+extern int esl_sqio_FormatCode(char *fmtstring);
+extern char *esl_sqio_DescribeFormat(int fmt);
+extern int esl_sqio_IsAlignment(int fmt);
+
+extern int esl_sqio_Read (ESL_SQFILE *sqfp, ESL_SQ *sq);
+extern int esl_sqio_ReadInfo (ESL_SQFILE *sqfp, ESL_SQ *sq);
+extern int esl_sqio_ReadWindow(ESL_SQFILE *sqfp, int C, int W, ESL_SQ *sq);
+extern int esl_sqio_Echo (ESL_SQFILE *sqfp, const ESL_SQ *sq, FILE *ofp);
+
+#ifdef eslAUGMENT_SSI
+extern int esl_sqfile_OpenSSI (ESL_SQFILE *sqfp, const char *ssifile_hint);
+extern int esl_sqfile_PositionByKey (ESL_SQFILE *sqfp, const char *key);
+extern int esl_sqfile_PositionByNumber(ESL_SQFILE *sqfp, int which);
+
+extern int esl_sqio_Fetch (ESL_SQFILE *sqfp, const char *key, ESL_SQ *sq);
+extern int esl_sqio_FetchInfo (ESL_SQFILE *sqfp, const char *key, ESL_SQ *sq);
+extern int esl_sqio_FetchSubseq(ESL_SQFILE *sqfp, const char *source, int64_t start, int64_t end, ESL_SQ *sq);
+#endif
+
+extern int esl_sqio_Write(FILE *fp, ESL_SQ *s, int format);
+
+#endif /*!ESL_SQIO_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_sqio.tex b/easel/esl_sqio.tex
new file mode 100644
index 0000000..5bb6661
--- /dev/null
+++ b/easel/esl_sqio.tex
@@ -0,0 +1,181 @@
+The \eslmod{sqio} module contains routines for input from unaligned
+sequence data files, such as FASTA files.
+
+Several different common sequence file formats are understood, and can
+be automatically recognized.
+
+Sequences can be read sequentially from multiple sequence alignment
+files, as if the MSA file was an unaligned sequence file, when the
+module is augmented with the \eslmod{msa} module.
+
+Sequences can be read from normal files, directly from the
+\ccode{stdin} pipe, or from \ccode{gzip}-compressed files.
+
+Sequence files can be automatically looked for in a list of one or
+more database directories, specified by an environment variable (such
+as \ccode{BLASTDB}).
+
+Table~\ref{tbl:sqio_api} lists the functions in the \eslmod{sqio} API.
+The module uses an \ccode{ESL\_SQFILE} object which works much like an
+ANSI C \ccode{FILE}, maintaining information for an open sequence file
+while it's being read.
+
+% Table generated by autodoc -t esl_sqio.c (so don't edit here, edit esl_sqio.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{The \ccode{ESL\_SQFILE} object.}\\
+\hyperlink{func:esl_sqfile_Open()}{\ccode{esl\_sqfile\_Open()}} & Description.\\
+\hyperlink{func:esl_sqfile_Close()}{\ccode{esl\_sqfile\_Close()}} & Description.\\
+\apisubhead{Sequence input/output}\\
+\hyperlink{func:esl_sqio_Read()}{\ccode{esl\_sqio\_Read()}} & Description.\\
+\hyperlink{func:esl_sqio_Write()}{\ccode{esl\_sqio\_Write()}} & Description.\\
+\hyperlink{func:esl_sqio_Echo()}{\ccode{esl\_sqio\_Echo()}} & Echo the next sequence record onto output stream\\
+\hyperlink{func:esl_sqio_WhatFormat()}{\ccode{esl\_sqio\_WhatFormat()}} & Description.\\
+\hyperlink{func:esl_sqio_FormatCode()}{\ccode{esl\_sqio\_FormatCode()}} & Description.\\
+\hyperlink{func:esl_sqio_DescribeFormat()}{\ccode{esl\_sqio\_DescribeFormat()}} & Returns descriptive string for file format code.\\
+\hyperlink{func:esl_sqio_IsAlignment()}{\ccode{esl\_sqio\_IsAlignment()}} & Description.\\
+\hyperlink{func:esl_sqio_Position()}{\ccode{esl\_sqio\_Position()}} & Description.\\
+\hyperlink{func:esl_sqio_Rewind()}{\ccode{esl\_sqio\_Rewind()}} & Description.\\
+\hyperlink{func:esl_sqfile_GuessAlphabet()}{\ccode{esl\_sqfile\_GuessAlphabet()}} & Guess the alphabet of an open \ccode{ESL\_SQFILE}\\
+\apisubhead{Fast random access in a seqfile [with SSI augmentation]}\\
+\hyperlink{func:esl_sqfile_OpenSSI()}{\ccode{esl\_sqfile\_OpenSSI()}} & Opens an SSI index associated with a seq file.\\
+\hyperlink{func:esl_sqfile_PositionByKey()}{\ccode{esl\_sqfile\_PositionByKey()}} & Use SSI to reposition seq file to a particular sequence.\\
+\hyperlink{func:esl_sqfile_PositionByNumber()}{\ccode{esl\_sqfile\_PositionByNumber()}} & Use SSI to reposition by sequence number\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{sqio} API.}
+\label{tbl:sqio_api}
+\end{table}
+
+\subsection{Example: reading sequences from a file}
+
+Figure~\ref{fig:sqio_example} shows a program that opens a file, reads
+sequences from it one at a time, then closes the file.
+
+\begin{figure}
+\input{cexcerpts/sqio_example}
+\caption{Example of reading sequences from a file.}
+\label{fig:sqio_example}
+\end{figure}
+
+A FASTA file named \ccode{seqfile} is opened for reading by calling
+\ccode{esl\_sqfile\_Open(filename, format, env, \&sqfp)}, which
+creates a new \ccode{ESL\_SQFILE} and returns it through the
+\ccode{sqfp} pointer. If the \ccode{format} is passed as
+\ccode{eslSQFILE\_UNKNOWN}, then the format of the file is
+autodetected; here, we bypass autodetection by asserting that the file
+is in FASTA format by passing a \ccode{eslSQFILE\_FASTA} code. (See
+below for a list of valid codes and formats.) The optional \ccode{env}
+argument is described below too; here, we're passing \ccode{NULL} and
+not using it.
+
+Several things can go wrong in trying to open a sequence file that are
+beyond the control of Easel or your application, so it's important
+that you check the return code. \ccode{esl\_sqfile\_Open()} returns
+\ccode{eslENOTFOUND} if the file can't be opened; \ccode{eslEFORMAT}
+if the file is empty, or if autodetection can't determine its format;
+and \ccode{eslEINVAL} if you try to autodetect format on an input
+stream that can't be autodetected (a nonrewindable stream: see below
+for info about reading from \ccode{stdin} and compressed
+files). (Additionally, an internal error might be thrown, which you
+should check for if you installed a nonfatal error handler).
+
+The file is then read one sequence at a time by calling
+\ccode{esl\_sq\_Read(sqfp, sq)}. This function returns \ccode{eslOK}
+if it read a new sequence, and leaves that sequence in the \ccode{sq}
+object that the caller provided. When there is no more data in the
+file, \ccode{esl\_sq\_Read()} returns \ccode{eslEOF}.
+
+If at any point the file does not appear to be in the proper format,
+\ccode{esl\_sq\_Read()} returns \ccode{eslEFORMAT}. The application
+must check for this. The API provides a little information about what
+went wrong and where. \ccode{sqfp->filename} is the name of the file
+that we were parsing (not necessarily the same as \ccode{seqfile};
+\ccode{sqfp->filename} can be a full pathname if we used an
+\ccode{env} argument to look for \ccode{seqfile} in installed database
+directories). \ccode{sqfp->linenumber} is the line number that we
+failed at. \ccode{sqfp->errbuf} is a brief explanatory message that
+gets filled in when a \ccode{eslEFORMAT} error occurs.
+ \footnote{Unlike in the MSA module, you don't get access to the
+ current line text; some of sqio's parsers use fast block-based
+ (\ccode{fread()}) input instead of line-based input.}
+
+We can reuse the same \ccode{ESL\_SQ} object for subsequent sequences
+by calling \ccode{esl\_sq\_Reuse()} on it when we're done with the
+previous sequence. If we wanted to load a set of sequences, we'd
+\ccode{\_Create()} an array of \ccode{ESL\_SQ} objects.
+
+Finally, to clean up properly, a \ccode{ESL\_SQ} that was created is
+destroyed with \ccode{esl\_sq\_Destroy(sq)}, and a \ccode{ESL\_SQFILE}
+is closed with \ccode{esl\_sqfile\_Close()}.
+
+\subsection{Accepted formats}
+
+Accepted unaligned sequence file formats (and their Easel format
+codes) are:
+
+\begin{tabular}{ll}
+\ccode{eslSQFILE\_DDBJ} & DDBJ flat text DNA database format \\
+\ccode{eslSQFILE\_EMBL} & EMBL flat text DNA database format \\
+\ccode{eslSQFILE\_FASTA} & FASTA format \\
+\ccode{eslSQFILE\_GENBANK} & Genbank flat text DNA database format \\
+\ccode{eslSQFILE\_UNIPROT} & Uniprot flat text protein database format \\
+\end{tabular}
+
+Additionally, the code \ccode{eslSQFILE\_UNKNOWN} is recognized. It
+tells \ccode{esl\_sqfile\_Open()} to perform format autodetection.
+
+\subsection{Special input streams: stdin and compressed files}
+
+There are two special cases for input files.
+
+The module can read sequence input from a stdin pipe. If the
+\ccode{seqfile} argument is ``-'', \ccode{esl\_sqfile\_Open()} ``opens''
+standard input (really, it just associates \ccode{stdin}, which is
+always open, with the \ccode{ESL\_SQFILE}).
+
+The module can read compressed sequence files. If the \ccode{seqfile}
+argument to \ccode{esl\_sqfile\_Open()} ends in \ccode{.gz}, the file is
+assumed to be compressed with \ccode{gzip}; instead of opening it
+normally, \ccode{esl\_sqfile\_Open()} opens it as a pipe from
+\ccode{gunzip -dc}. Your system must support pipes to use this -
+specifically, it must support the \ccode{popen()} system call (POSIX.2
+compliant operating systems do). The \ccode{configure} script
+automatically checks this at compile-time and defines
+\ccode{HAVE\_POPEN} appropriately. Obviously, the user must also have
+\ccode{gunzip} installed and in his PATH.
+
+For both special cases, the catch is that you can't use format
+autodetection; you must provide a valid known format code when you
+read from stdin or from a compressed file. Pipes are not rewindable,
+and format autodetection relies on a two-pass algorithm: it reads
+partway into the file to determine the format, then rewinds to start
+parsing for real.
+
+\subsection{Augmentations}
+
+The sqio module is optionally augmented by up to two additional
+modules, as follows:
+
+\subsubsection{msa: read unaligned sequences sequentially from an alignment}
+
+If sqio is augmented with the msa module, then the sqio API gains the
+ability to read alignment file formats in addition to unaligned file
+formats. The sqio API remains exactly the same (the caller doesn't
+have to use any msa module functions).
+
+\subsubsection{alphabet: digitized sequences}
+
+At present, only placeholders exist in the code for this augmentation.
+The plan is to provide the ability to input sequences directly into
+\ccode{dsq} as pre-digitized sequences.
+
+
+
+
+
+
diff --git a/easel/esl_sse.c b/easel/esl_sse.c
new file mode 100644
index 0000000..c57f1db
--- /dev/null
+++ b/easel/esl_sse.c
@@ -0,0 +1,597 @@
+/* Vectorized routines for Intel/AMD, using Streaming SIMD Extensions (SSE).
+ *
+ * Table of contents
+ * 1. SIMD logf(), expf()
+ * 2. Miscellaneous convenience functions.
+ * 3. Benchmark
+ * 4. Unit tests
+ * 5. Test driver
+ * 6. Example
+ * 7. Copyright and license
+ *
+ * SRE, Sun Dec 16 09:14:51 2007 [Janelia]
+ * SVN $Id: esl_sse.c 269 2008-06-19 13:47:41Z eddys $
+ *****************************************************************
+ * Credits:
+ *
+ * The logf() and expf() routines are derivatives of routines by
+ * Julien Pommier [http://gruntthepeon.free.fr/ssemath/]. Those
+ * routines were in turn based on serial implementations in the Cephes
+ * math library by Stephen Moshier [Moshier89;
+ * http://www.moshier.net/#Cephes]. Thanks and credit to both Moshier
+ * and Pommier for their clear code. Additional copyright and license
+ * information is appended at the end of the file.
+ */
+#include "esl_config.h"
+#ifdef HAVE_SSE2
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <math.h>
+#include <float.h>
+
+#include <xmmintrin.h> /* SSE */
+#include <emmintrin.h> /* SSE2 */
+
+#include "easel.h"
+#include "esl_sse.h"
+
+
+/*****************************************************************
+ * 1. SSE SIMD logf(), expf()
+ *****************************************************************/
+
+/* As of Dec 2007, I am unaware of any plans for Intel/AMD to release
+ * SSE intrinsics for logf(), expf(), or other special functions.
+ *
+ * I need them, and the code below should suffice. If you know of
+ * better ways to compute these functions, please let me know.
+ */
+
+/* Function: esl_sse_logf()
+ * Synopsis: <r[z] = log x[z]>
+ * Incept: SRE, Fri Dec 14 11:32:54 2007 [Janelia]
+ *
+ * Purpose: Given a vector <x> containing four floats, returns a
+ * vector <r> in which each element <r[z] = logf(x[z])>.
+ *
+ * Valid in the domain $x_z > 0$ for normalized IEEE754
+ * $x_z$.
+ *
+ * For <x> $< 0$, including -0, returns <NaN>. For <x> $==
+ * 0$ or subnormal <x>, returns <-inf>. For <x = inf>,
+ * returns <inf>. For <x = NaN>, returns <NaN>. For
+ * subnormal <x>, returns <-inf>.
+ *
+ * Xref: J2/71.
+ *
+ * Note: Derived from an SSE1 implementation by Julian
+ * Pommier. Converted to SSE2 and added handling
+ * of IEEE754 specials.
+ */
+__m128
+esl_sse_logf(__m128 x)
+{
+ static float cephes_p[9] = { 7.0376836292E-2f, -1.1514610310E-1f, 1.1676998740E-1f,
+ -1.2420140846E-1f, 1.4249322787E-1f, -1.6668057665E-1f,
+ 2.0000714765E-1f, -2.4999993993E-1f, 3.3333331174E-1f };
+ __m128 onev = _mm_set1_ps(1.0f); /* all elem = 1.0 */
+ __m128 v0p5 = _mm_set1_ps(0.5f); /* all elem = 0.5 */
+ __m128i vneg = _mm_set1_epi32(0x80000000); /* all elem have IEEE sign bit up */
+ __m128i vexp = _mm_set1_epi32(0x7f800000); /* all elem have IEEE exponent bits up */
+ __m128i ei;
+ __m128 e;
+ __m128 invalid_mask, zero_mask, inf_mask; /* masks used to handle special IEEE754 inputs */
+ __m128 mask;
+ __m128 origx;
+ __m128 tmp;
+ __m128 y;
+ __m128 z;
+
+ /* first, split x apart: x = frexpf(x, &e); */
+ ei = _mm_srli_epi32((__m128i) x, 23); /* shift right 23: IEEE754 floats: ei = biased exponents */
+ invalid_mask = (__m128) _mm_cmpeq_epi32( _mm_and_si128((__m128i) x, vneg), vneg); /* mask any elem that's negative; these become NaN */
+ zero_mask = (__m128) _mm_cmpeq_epi32(ei, _mm_setzero_si128()); /* mask any elem zero or subnormal; these become -inf */
+ inf_mask = (__m128) _mm_cmpeq_epi32( _mm_and_si128((__m128i) x, vexp), vexp); /* mask any elem inf or NaN; log(inf)=inf, log(NaN)=NaN */
+ origx = x; /* store original x, used for log(inf) = inf, log(NaN) = NaN */
+
+ x = _mm_and_ps(x, (__m128) _mm_set1_epi32(~0x7f800000)); /* x now the stored 23 bits of the 24-bit significand */
+ x = _mm_or_ps (x, v0p5); /* sets hidden bit b[0] */
+
+ ei = _mm_sub_epi32(ei, _mm_set1_epi32(126)); /* -127 (ei now signed base-2 exponent); then +1 */
+ e = _mm_cvtepi32_ps(ei);
+
+ /* now, calculate the log */
+ mask = _mm_cmplt_ps(x, _mm_set1_ps(0.707106781186547524f)); /* avoid conditional branches. */
+ tmp = _mm_and_ps(x, mask); /* tmp contains x values < 0.707, else 0 */
+ x = _mm_sub_ps(x, onev);
+ e = _mm_sub_ps(e, _mm_and_ps(onev, mask));
+ x = _mm_add_ps(x, tmp);
+ z = _mm_mul_ps(x,x);
+
+ y = _mm_set1_ps(cephes_p[0]); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[1])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[2])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[3])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[4])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[5])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[6])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[7])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[8])); y = _mm_mul_ps(y, x);
+ y = _mm_mul_ps(y, z);
+
+ tmp = _mm_mul_ps(e, _mm_set1_ps(-2.12194440e-4f));
+ y = _mm_add_ps(y, tmp);
+
+ tmp = _mm_mul_ps(z, v0p5);
+ y = _mm_sub_ps(y, tmp);
+
+ tmp = _mm_mul_ps(e, _mm_set1_ps(0.693359375f));
+ x = _mm_add_ps(x, y);
+ x = _mm_add_ps(x, tmp);
+
+ /* IEEE754 cleanup: */
+ x = esl_sse_select_ps(x, origx, inf_mask); /* log(inf)=inf; log(NaN) = NaN */
+ x = _mm_or_ps(x, invalid_mask); /* log(x<0, including -0,-inf) = NaN */
+ x = esl_sse_select_ps(x, _mm_set1_ps(-eslINFINITY), zero_mask); /* x zero or subnormal = -inf */
+ return x;
+}
+
+/* Function: esl_sse_expf()
+ * Synopsis: <r[z] = exp x[z]>
+ * Incept: SRE, Fri Dec 14 14:46:27 2007 [Janelia]
+ *
+ * Purpose: Given a vector <x> containing four floats, returns a
+ * vector <r> in which each element <r[z] = logf(x[z])>.
+ *
+ * Valid for all IEEE754 floats $x_z$.
+ *
+ * Xref: J2/71
+ *
+ * Note: Derived from an SSE1 implementation by Julian
+ * Pommier. Converted to SSE2.
+ */
+__m128
+esl_sse_expf(__m128 x)
+{
+ static float cephes_p[6] = { 1.9875691500E-4f, 1.3981999507E-3f, 8.3334519073E-3f,
+ 4.1665795894E-2f, 1.6666665459E-1f, 5.0000001201E-1f };
+ static float cephes_c[2] = { 0.693359375f, -2.12194440e-4f };
+ static float maxlogf = 88.72283905206835; /* log(2^128) */
+ static float minlogf = -103.27892990343185; /* log(2^-149) */
+ __m128i k;
+ __m128 mask, tmp, fx, z, y, minmask, maxmask;
+
+ /* handle out-of-range and special conditions */
+ maxmask = _mm_cmpgt_ps(x, _mm_set1_ps(maxlogf));
+ minmask = _mm_cmple_ps(x, _mm_set1_ps(minlogf));
+
+ /* range reduction: exp(x) = 2^k e^f = exp(f + k log 2); k = floorf(0.5 + x / log2): */
+ fx = _mm_mul_ps(x, _mm_set1_ps(eslCONST_LOG2R));
+ fx = _mm_add_ps(fx, _mm_set1_ps(0.5f));
+
+ /* floorf() with SSE: */
+ k = _mm_cvttps_epi32(fx); /* cast to int with truncation */
+ tmp = _mm_cvtepi32_ps(k); /* cast back to float */
+ mask = _mm_cmpgt_ps(tmp, fx); /* if it increased (i.e. if it was negative...) */
+ mask = _mm_and_ps(mask, _mm_set1_ps(1.0f)); /* ...without a conditional branch... */
+ fx = _mm_sub_ps(tmp, mask); /* then subtract one. */
+ k = _mm_cvttps_epi32(fx); /* k is now ready for the 2^k part. */
+
+ /* polynomial approx for e^f for f in range [-0.5, 0.5] */
+ tmp = _mm_mul_ps(fx, _mm_set1_ps(cephes_c[0]));
+ z = _mm_mul_ps(fx, _mm_set1_ps(cephes_c[1]));
+ x = _mm_sub_ps(x, tmp);
+ x = _mm_sub_ps(x, z);
+ z = _mm_mul_ps(x, x);
+
+ y = _mm_set1_ps(cephes_p[0]); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[1])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[2])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[3])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[4])); y = _mm_mul_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(cephes_p[5])); y = _mm_mul_ps(y, z);
+ y = _mm_add_ps(y, x);
+ y = _mm_add_ps(y, _mm_set1_ps(1.0f));
+
+ /* build 2^k by hand, by creating a IEEE754 float */
+ k = _mm_add_epi32(k, _mm_set1_epi32(127));
+ k = _mm_slli_epi32(k, 23);
+ fx = (__m128) k;
+
+ /* put 2^k e^f together (fx = 2^k, y = e^f) and we're done */
+ y = _mm_mul_ps(y, fx);
+
+ /* special/range cleanup */
+ y = esl_sse_select_ps(y, _mm_set1_ps(eslINFINITY), maxmask); /* exp(x) = inf for x > log(2^128) */
+ y = esl_sse_select_ps(y, _mm_set1_ps(0.0f), minmask); /* exp(x) = 0 for x < log(2^-149) */
+ return y;
+}
+
+
+/*****************************************************************
+ * 2. Miscellaneous convenience functions
+ *****************************************************************/
+
+/* Function: esl_sse_select_ps()
+ * Synopsis: SSE equivalent of <vec_sel()>
+ * Incept: SRE, Sun Dec 16 12:39:03 2007 [Janelia]
+ *
+ * Purpose: Vector select. Returns a vector <r[z] = a[z]> where <mask[z]>
+ * is all 0's; <r[z] = b[z]> where <mask[z]> is all 1's.
+ *
+ * Useful for avoiding conditional branches. For example,
+ * to implement \ccode{if (a > 0) a += a;}:
+ *
+ * \begin{cchunk}
+ * mask = _mm_cmpgt_ps(a, _mm_setzero_ps());
+ * twoa = _mm_add_ps(a, a);
+ * a = esl_sse_select_ps(a, twoa, mask);
+ * \end{cchunk}
+ *
+ * Notes: As recommended by the Altivec/SSE Migration Guide,
+ * Apple Computer, Inc.
+ */
+__m128
+esl_sse_select_ps(__m128 a, __m128 b, __m128 mask)
+{
+ b = _mm_and_ps(b, mask);
+ a = _mm_andnot_ps(mask, a);
+ return _mm_or_ps(a,b);
+}
+
+
+void
+esl_sse_dump_ps(FILE *fp, __m128 v)
+{
+ float *p = (float *)&v;
+ fprintf(fp, "[%13.8g, %13.8g, %13.8g, %13.8g]", p[0], p[1], p[2], p[3]);
+}
+
+
+/*****************************************************************
+ * 3. Benchmark
+ *****************************************************************/
+#ifdef eslSSE_BENCHMARK
+
+/* gcc -msse2 -O3 -o benchmark-sse -I ~/src/hmmer/easel -L ~/src/hmmer/easel -DeslSSE_BENCHMARK -DHAVE_SSE2 esl_sse.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_stopwatch.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-N", eslARG_INT,"10000000", NULL, NULL, NULL, NULL, NULL, "number of trials", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "benchmark driver for sse module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ int N = esl_opt_GetInteger(go, "-N");
+ float origx = 2.0;
+ float x = origx;
+ __m128 xv = _mm_set1_ps(x);
+ int i;
+
+ /* First, serial time. */
+ esl_stopwatch_Start(w);
+ for (i = 0; i < N; i++) { x = logf(x); x = expf(x); }
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "# serial CPU time: ");
+
+ /* Vector time */
+ esl_stopwatch_Start(w);
+ for (i = 0; i < N; i++) { xv = esl_sse_logf(xv); xv = esl_sse_expf(xv); }
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "# vector CPU time: ");
+
+ /* If you don't do something with x and xv, the compiler may optimize them away */
+ printf("%g => many scalar logf,expf cycles => %g\n", origx, N, x);
+ printf("%g => many vector logf,expf cycles => ", origx, N); esl_sse_dump_ps(stdout, xv); printf("\n");
+
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+#endif /*eslSSE_BENCHMARK*/
+
+
+/*****************************************************************
+ * 4. Unit tests
+ *****************************************************************/
+#ifdef eslSSE_TESTDRIVE
+
+#include "esl_getopts.h"
+#include "esl_random.h"
+
+/* utest_logf(): Test range/domain of logf */
+static void
+utest_logf(ESL_GETOPTS *go)
+{
+ __m128 x; /* test input */
+ union { __m128 v; float x[4]; } r; /* test output */
+
+ /* Test IEEE754 specials:
+ * log(-inf) = NaN log(x<0) = NaN log(-0) = NaN
+ * log(0) = -inf log(inf) = inf log(NaN) = NaN
+ */
+ x = _mm_set_ps(0.0, -0.0, -1.0, -eslINFINITY); /* set_ps() is in order 3 2 1 0 */
+ r.v = esl_sse_logf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("logf");
+ esl_sse_dump_ps(stdout, x); printf(" ==> ");
+ esl_sse_dump_ps(stdout, r.v); printf("\n");
+ }
+ if (! isnan(r.x[0])) esl_fatal("logf(-inf) should be NaN");
+ if (! isnan(r.x[1])) esl_fatal("logf(-1) should be NaN");
+ if (! isnan(r.x[2])) esl_fatal("logf(-0) should be NaN");
+ if (! (r.x[3] < 0 && isinf(r.x[3]))) esl_fatal("logf(0) should be -inf");
+
+ x = _mm_set_ps(FLT_MAX, FLT_MIN, eslNaN, eslINFINITY);
+ r.v = esl_sse_logf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("logf");
+ esl_sse_dump_ps(stdout, x); printf(" ==> ");
+ esl_sse_dump_ps(stdout, r.v); printf("\n");
+ }
+ if (! isinf(r.x[0])) esl_fatal("logf(inf) should be inf");
+ if (! isnan(r.x[1])) esl_fatal("logf(NaN) should be NaN");
+
+}
+
+/* utest_expf(): Test range/domain of expf */
+static void
+utest_expf(ESL_GETOPTS *go)
+{
+ __m128 x; /* test input */
+ union { __m128 v; float x[4]; } r; /* test output */
+
+ /* exp(-inf) = 0 exp(-0) = 1 exp(0) = 1 exp(inf) = inf exp(NaN) = NaN */
+ x = _mm_set_ps(eslINFINITY, 0.0, -0.0, -eslINFINITY); /* set_ps() is in order 3 2 1 0 */
+ r.v = esl_sse_expf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("expf");
+ esl_sse_dump_ps(stdout, x); printf(" ==> ");
+ esl_sse_dump_ps(stdout, r.v); printf("\n");
+ }
+ if (r.x[0] != 0.0f) esl_fatal("expf(-inf) should be 0");
+ if (r.x[1] != 1.0f) esl_fatal("logf(-0) should be 1");
+ if (r.x[2] != 1.0f) esl_fatal("logf(0) should be 1");
+ if (! isinf(r.x[3])) esl_fatal("logf(inf) should be inf");
+
+ /* exp(NaN) = NaN exp(large) = inf exp(-large) = 0 exp(1) = exp(1) */
+ x = _mm_set_ps(1.0f, -666.0f, 666.0f, eslNaN); /* set_ps() is in order 3 2 1 0 */
+ r.v = esl_sse_expf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("expf");
+ esl_sse_dump_ps(stdout, x); printf(" ==> ");
+ esl_sse_dump_ps(stdout, r.v); printf("\n");
+ }
+ if (! isnan(r.x[0])) esl_fatal("expf(NaN) should be NaN");
+ if (! isinf(r.x[1])) esl_fatal("expf(large x) should be inf");
+ if (r.x[2] != 0.0f) esl_fatal("expf(-large x) should be 0");
+
+}
+
+/* utest_odds(): test accuracy of logf, expf on odds ratios,
+ * our main intended use.
+ */
+static void
+utest_odds(ESL_GETOPTS *go, ESL_RANDOMNESS *r)
+{
+ int N = esl_opt_GetInteger(go, "-N");
+ int verbose = esl_opt_GetBoolean(go, "-v");
+ int very_verbose = esl_opt_GetBoolean(go, "--vv");
+ int i;
+ float p1, p2, odds;
+ union { __m128 v; float x[4]; } r1;
+ union { __m128 v; float x[4]; } r2;
+ float scalar_r1, scalar_r2;
+ double err1, maxerr1 = 0.0, avgerr1 = 0.0; /* errors on logf() */
+ double err2, maxerr2 = 0.0, avgerr2 = 0.0; /* errors on expf() */
+
+ for (i = 0; i < N; i++)
+ {
+ p1 = esl_rnd_UniformPositive(r);
+ p2 = esl_rnd_UniformPositive(r);
+ odds = p1 / p2;
+
+ if (odds == 0.0) esl_fatal("whoa, odds ratio can't be 0!\n");
+
+ r1.v = esl_sse_logf(_mm_set1_ps(odds)); /* r1.x[z] = log(p1/p2) */
+ scalar_r1 = logf(odds);
+
+ err1 = (r1.x[0] == 0. && scalar_r1 == 0.) ? 0.0 : 2 * fabs(r1.x[0] - scalar_r1) / fabs(r1.x[0] + scalar_r1);
+ if (err1 > maxerr1) maxerr1 = err1;
+ avgerr1 += err1 / (float) N;
+ if (isnan(avgerr1)) esl_fatal("whoa, what?\n");
+
+ r2.v = esl_sse_expf(r1.v); /* and back to odds */
+ scalar_r2 = expf(r1.x[0]);
+
+ err2 = (r2.x[0] == 0. && scalar_r2 == 0.) ? 0.0 : 2 * fabs(r2.x[0] - scalar_r2) / fabs(r2.x[0] + scalar_r2);
+ if (err2 > maxerr2) maxerr2 = err2;
+ avgerr2 += err2 / (float) N;
+
+ if (very_verbose)
+ printf("%13.7g %13.7g %13.7g %13.7g %13.7g %13.7g %13.7g\n", odds, scalar_r1, r1.x[0], scalar_r2, r2.x[0], err1, err2);
+ }
+
+ if (avgerr1 > 1e-8) esl_fatal("average error on logf() is intolerable\n");
+ if (maxerr1 > 1e-6) esl_fatal("maximum error on logf() is intolerable\n");
+ if (avgerr2 > 1e-8) esl_fatal("average error on expf() is intolerable\n");
+ if (maxerr2 > 1e-6) esl_fatal("maximum error on expf() is intolerable\n");
+
+ if (verbose) {
+ printf("Average [max] logf() relative error in %d odds trials: %13.8g [%13.8g]\n", N, avgerr1, maxerr1);
+ printf("Average [max] expf() relative error in %d odds trials: %13.8g [%13.8g]\n", N, avgerr2, maxerr2);
+ printf("(random seed : %ld)\n", esl_randomness_GetSeed(r));
+ }
+}
+#endif /*eslSSE_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * 5. Test driver
+ *****************************************************************/
+
+#ifdef eslSSE_TESTDRIVE
+/* gcc -msse2 -g -Wall -o test -I. -L. -DeslSSE_TESTDRIVE esl_sse.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_sse.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-N", eslARG_INT, "10000", NULL, NULL, NULL, NULL, NULL, "number of random test points", 0 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0 },
+ { "-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be verbose: show test report", 0 },
+ { "--vv", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be very verbose: show individual test samples", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for sse module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r;
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ utest_logf(go);
+ utest_expf(go);
+ utest_odds(go, r);
+
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /* eslSSE_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * 6. Example
+ *****************************************************************/
+
+#ifdef eslSSE_EXAMPLE
+/*::cexcerpt::sse_example::begin::*/
+/* gcc -msse2 -g -Wall -o example -I. -L. -DeslSSE_EXAMPLE esl_sse.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_sse.h"
+
+int
+main(int argc, char **argv)
+{
+ float x; /* scalar input */
+ __m128 xv; /* input vector */
+ union { __m128 v; float x[4]; } rv; /* result vector*/
+
+ x = 2.0;
+ xv = _mm_set1_ps(x);
+ rv.v = esl_sse_logf(xv);
+ printf("logf(%f) = %f\n", x, rv.x[0]);
+
+ rv.v = esl_sse_expf(xv);
+ printf("expf(%f) = %f\n", x, rv.x[0]);
+
+ return 0;
+}
+/*::cexcerpt::sse_example::end::*/
+#endif /*eslSSE_EXAMPLE*/
+#else /* ! HAVE_SSE2*/
+
+/* The remainder of the file is just bookkeeping, for what to do when
+ * we aren't compiling with SSE instructions.
+ */
+
+/*
+ * Provide a successful unit test on platforms where we don't have SSE instructions.
+ */
+#ifdef eslSSE_TESTDRIVE
+int main(void) { return 0; }
+#endif
+
+#endif /* HAVE_SSE2 or not*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+/* Additionally, esl_sse_logf() and esl_sse_expf() are
+ * Copyright (C) 2007 Julien Pommier
+ * Copyright (C) 1992 Stephen Moshier
+ *
+ * These functions derived from zlib-licensed routines by
+ * Julien Pommier, http://gruntthepeon.free.fr/ssemath/. The
+ * zlib license:
+ */
+
+/* Copyright (C) 2007 Julien Pommier
+
+ This software is provided 'as-is', without any express or implied
+ warranty. In no event will the authors be held liable for any damages
+ arising from the use of this software.
+
+ Permission is granted to anyone to use this software for any purpose,
+ including commercial applications, and to alter it and redistribute it
+ freely, subject to the following restrictions:
+
+ 1. The origin of this software must not be misrepresented; you must not
+ claim that you wrote the original software. If you use this software
+ in a product, an acknowledgment in the product documentation would be
+ appreciated but is not required.
+ 2. Altered source versions must be plainly marked as such, and must not be
+ misrepresented as being the original software.
+ 3. This notice may not be removed or altered from any source distribution.
+*/
+
+/* In turn, Pommier had derived the logf() and expf() functions from
+ * serial versions in the Cephes math library. According to its
+ * readme, Cephes is "copyrighted by the author" and "may be used
+ * freely but it comes with no support or guarantee." Cephes is
+ * available in NETLIB [http://www.netlib.org/cephes/]. NETLIB is
+ * widely considered to be a free scientific code repository, though
+ * the copyright and license status of many parts, including Cephes,
+ * is ill-defined. We have attached Moshier's copyright,
+ * to credit his original contribution. Thanks to both Pommier and
+ * Moshier for their clear code.
+ */
+
diff --git a/easel/esl_sse.h b/easel/esl_sse.h
new file mode 100644
index 0000000..51d7523
--- /dev/null
+++ b/easel/esl_sse.h
@@ -0,0 +1,23 @@
+/* Vectorized routines for Intel/AMD, using Streaming SIMD Extensions (SSE).
+ *
+ * SRE, Sun Dec 16 10:01:41 2007 [Janelia]
+ * SVN $Id: esl_sse.h 231 2008-03-25 14:43:57Z eddys $
+ */
+#ifdef HAVE_SSE2
+#ifndef ESL_SSE_INCLUDED
+#define ESL_SSE_INCLUDED
+
+#include "easel.h"
+
+#include <stdio.h>
+#include <xmmintrin.h> /* SSE */
+#include <emmintrin.h> /* SSE2 */
+
+
+extern __m128 esl_sse_logf(__m128 x);
+extern __m128 esl_sse_expf(__m128 x);
+extern __m128 esl_sse_select_ps(__m128 a, __m128 b, __m128 mask);
+extern void esl_sse_dump_ps(FILE *fp, __m128 v);
+
+#endif /*ESL_SSE_INCLUDED*/
+#endif /*HAVE_SSE2*/
diff --git a/easel/esl_sse.tex b/easel/esl_sse.tex
new file mode 100644
index 0000000..b443def
--- /dev/null
+++ b/easel/esl_sse.tex
@@ -0,0 +1,39 @@
+
+The \eslmod{sse} module provides a few vectorized functions that use
+the Intel/AMD SSE (Streaming SIMD Extensions) Intrinsics: most
+importantly, vectorized \ccode{logf()} and \ccode{expf()} routines.
+
+The \eslmod{sse} module is only available on platforms that support
+SSE2 instructions. This includes all modern Intel and AMD processors,
+but nor PowerPC processors. By default, the Easel configure script
+enables SSE if it is available on the compilation machine.
+
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_sse_logf()}{\ccode{esl\_sse\_logf()}} & \ccode{r[z] = log x[z]}\\
+\hyperlink{func:esl_sse_expf()}{\ccode{esl\_sse\_expf()}} & \ccode{r[z] = exp x[z]}\\
+\hyperlink{func:esl_sse_select_ps()}{\ccode{esl\_sse\_select\_ps()}} & SSE equivalent of \ccode{vec\_sel()}\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{sse} API.}
+\label{tbl:sse_api}
+\end{table}
+
+\subsection{An example of using the sse API}
+
+Figure~\ref{fig:sse_example} shows an example of calculating
+\ccode{logf()} and \ccode{expf()} on an SSE \ccode{\_\_m128} vector
+containing four floats. It also shows a useful \ccode{union} idiom for
+accessing four floats either as an SSE vector or as individual floats.
+
+\begin{figure}[ht]
+\input{cexcerpts/sse_example}
+\caption{An example of using the \eslmod{sse} module.}
+\label{fig:sse_example}
+\end{figure}
+
diff --git a/easel/esl_ssi.c b/easel/esl_ssi.c
new file mode 100644
index 0000000..d7d065e
--- /dev/null
+++ b/easel/esl_ssi.c
@@ -0,0 +1,1995 @@
+/* sequence/subsequence indices: fast lookup in large sequence files by keyword.
+ *
+ * 1. Using (reading) an SSI index.
+ * 2. Creating (writing) new SSI files.
+ * 3. Portable binary i/o.
+ * 4. Test driver.
+ * 5. Example code.
+ * 6. License and copyright information.
+ *
+ * SVN $Id: esl_ssi.c 269 2008-06-19 13:47:41Z eddys $
+ * adapted from squid's ssi.c
+ * SRE, Thu Mar 2 18:46:02 2006 [St. Louis]
+ */
+
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_ssi.h"
+
+static uint32_t v30magic = 0xd3d3c9b3; /* SSI 3.0: "ssi3" + 0x80808080 */
+static uint32_t v30swap = 0xb3c9d3d3; /* byteswapped */
+
+
+/*****************************************************************
+ *# 1. Using (reading) an SSI index.
+ *****************************************************************/
+
+static int binary_search(ESL_SSI *ssi, const char *key, uint32_t klen, off_t base,
+ uint32_t recsize, uint64_t maxidx);
+
+/* Function: esl_ssi_Open()
+ * Synopsis: Open an SSI index as an <ESL_SSI>.
+ * Incept: SRE, Mon Mar 6 10:52:42 2006 [St. Louis]
+ *
+ * Purpose: Open the SSI index file <filename>, and returns a pointer
+ * to the new <ESL_SSI> object in <ret_ssi>.
+ *
+ * Caller is responsible for closing the SSI file with
+ * <esl_ssi_Close()>.
+ *
+ * Args: <filename> - name of SSI index file to open.
+ * <ret_ssi> - RETURN: the new <ESL_SSI>.
+ *
+ * Returns: <eslOK> on success;
+ * <eslENOTFOUND> if <filename> cannot be opened for reading;
+ * <eslEFORMAT> if it's not in correct SSI file format;
+ * <eslERANGE> if it uses 64-bit file offsets, and we're on a system
+ * that doesn't support 64-bit file offsets.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_ssi_Open(const char *filename, ESL_SSI **ret_ssi)
+{
+ ESL_SSI *ssi = NULL;
+ int status;
+ uint32_t magic; /* magic number that starts the SSI file */
+ uint16_t i; /* counter over files */
+
+ /* Initialize the SSI structure, null'ing so we can autocleanup.
+ */
+ ESL_ALLOC(ssi, sizeof(ESL_SSI));
+ ssi->fp = NULL;
+ ssi->filename = NULL;
+ ssi->fileformat = NULL;
+ ssi->fileflags = NULL;
+ ssi->bpl = NULL;
+ ssi->rpl = NULL;
+ ssi->nfiles = 0;
+
+ /* Open the file.
+ */
+ status = eslENOTFOUND;
+ if ((ssi->fp = fopen(filename, "rb")) == NULL) goto ERROR;
+
+ /* Read the magic number: make sure it's an SSI file, and determine
+ * whether it's byteswapped.
+ */
+ status = eslEFORMAT;
+ if (esl_fread_u32(ssi->fp, &magic) != eslOK) goto ERROR;
+ if (magic != v30magic && magic != v30swap) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->flags)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->offsz)) != eslOK) goto ERROR;
+
+ status = eslERANGE;
+ if (ssi->offsz != 4 && ssi->offsz != 8) goto ERROR;
+ if (ssi->offsz > sizeof(off_t)) goto ERROR;
+
+ /* The header data. */
+ status = eslEFORMAT;
+ if (esl_fread_u16(ssi->fp, &(ssi->nfiles)) != eslOK) goto ERROR;
+ if (esl_fread_u64(ssi->fp, &(ssi->nprimary)) != eslOK) goto ERROR;
+ if (esl_fread_u64(ssi->fp, &(ssi->nsecondary)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->flen)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->plen)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->slen)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->frecsize)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->precsize)) != eslOK) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->srecsize)) != eslOK) goto ERROR;
+
+ if (esl_fread_offset(ssi->fp, ssi->offsz, &(ssi->foffset)) != eslOK) goto ERROR;
+ if (esl_fread_offset(ssi->fp, ssi->offsz, &(ssi->poffset)) != eslOK) goto ERROR;
+ if (esl_fread_offset(ssi->fp, ssi->offsz, &(ssi->soffset)) != eslOK) goto ERROR;
+
+ /* The file information.
+ * We expect the number of files to be small, so reading it once
+ * should be advantageous overall. If SSI ever had to deal with
+ * large numbers of files, you'd probably want to read file
+ * information on demand.
+ */
+ status = eslEFORMAT;
+ if (ssi->nfiles == 0) goto ERROR;
+
+ ESL_ALLOC(ssi->filename, sizeof(char *) * ssi->nfiles);
+ for (i = 0; i < ssi->nfiles; i++) ssi->filename[i] = NULL;
+ ESL_ALLOC(ssi->fileformat, sizeof(uint32_t) * ssi->nfiles);
+ ESL_ALLOC(ssi->fileflags, sizeof(uint32_t) * ssi->nfiles);
+ ESL_ALLOC(ssi->bpl, sizeof(uint32_t) * ssi->nfiles);
+ ESL_ALLOC(ssi->rpl, sizeof(uint32_t) * ssi->nfiles);
+
+ /* (most) allocations done, now we read. */
+ for (i = 0; i < ssi->nfiles; i++)
+ {
+ ESL_ALLOC(ssi->filename[i], sizeof(char)* ssi->flen);
+ /* We do have to explicitly position, because header and file
+ * records may expand in the future; frecsize and foffset
+ * give us forwards compatibility.
+ */
+ status = eslEFORMAT;
+ if (fseeko(ssi->fp, ssi->foffset + (i * ssi->frecsize), SEEK_SET) != 0) goto ERROR;
+ if (fread(ssi->filename[i],sizeof(char),ssi->flen, ssi->fp)!=ssi->flen) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->fileformat[i]))) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->fileflags[i]))) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->bpl[i]))) goto ERROR;
+ if (esl_fread_u32(ssi->fp, &(ssi->rpl[i]))) goto ERROR;
+ }
+ *ret_ssi = ssi;
+ return eslOK;
+
+ ERROR:
+ if (ssi != NULL) esl_ssi_Close(ssi);
+ *ret_ssi = NULL;
+ return status;
+}
+
+
+/* Function: esl_ssi_FindName()
+ * Synopsis: Look up a primary or secondary key.
+ * Date: SRE, Sun Dec 31 13:55:31 2000 [St. Louis]
+ *
+ * Purpose: Looks up the string <key> in index <ssi>.
+ * <key> can be either a primary or secondary key. If <key>
+ * is found, <ret_fh> contains a unique handle on
+ * the file that contains <key> (suitable for an <esl_ssi_FileInfo()>
+ * call, or for comparison to the handle of the last file
+ * that was opened for retrieval), and <ret_offset> contains
+ * the offset of the sequence record in that file.
+ *
+ * Args: <ssi> - open index file
+ * <key> - name to search for
+ * <ret_fh> - RETURN: handle on file that key is in
+ * <ret_roff> - RETURN: offset of the start of that key's record
+ * <opt_doff> - optRETURN: data offset (may be 0 if unset)
+ * <opt_L> - optRETURN: length of data record (may be 0 if unset)
+ *
+ * Returns: <eslOK> on success;
+ * <eslENOTFOUND> if no such key is in the index;
+ * <eslEFORMAT> if an fread() or fseeko() fails, which almost
+ * certainly reflects some kind of misformatting of
+ * the index.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_ssi_FindName(ESL_SSI *ssi, const char *key, uint16_t *ret_fh, off_t *ret_roff, off_t *opt_doff, int64_t *opt_L)
+{
+ int status;
+ off_t doff;
+ int64_t L;
+ char *pkey = NULL;
+
+ /* Look in the primary keys.
+ */
+ status = binary_search(ssi, key, ssi->plen, ssi->poffset, ssi->precsize,
+ ssi->nprimary);
+
+ if (status == eslOK)
+ { /* We found it as a primary key; get our data & return. */
+ status = eslEFORMAT;
+ if (esl_fread_u16(ssi->fp, ret_fh) != eslOK) goto ERROR;
+ if (esl_fread_offset(ssi->fp, ssi->offsz, ret_roff) != eslOK) goto ERROR;
+ if (esl_fread_offset(ssi->fp, ssi->offsz, &doff) != eslOK) goto ERROR;
+ if (esl_fread_i64 (ssi->fp, &L) != eslOK) goto ERROR;
+ }
+ else if (status == eslENOTFOUND)
+ { /* Not in the primary keys? OK, try the secondary keys. */
+ if (ssi->nsecondary > 0) {
+ if ((status = binary_search(ssi, key, ssi->slen, ssi->soffset, ssi->srecsize, ssi->nsecondary)) != eslOK) goto ERROR;
+
+ /* We have the secondary key; flip to its primary key, then look that up. */
+ ESL_ALLOC(pkey, sizeof(char) * ssi->plen);
+ status = eslEFORMAT;
+ if (fread(pkey, sizeof(char), ssi->plen, ssi->fp) != ssi->plen) goto ERROR;
+ if ((status = esl_ssi_FindName(ssi, pkey, ret_fh, ret_roff, &doff, &L)) != eslOK) goto ERROR;
+ } else goto ERROR; /* no secondary keys? pass along the ENOTFOUND error. */
+ } else goto ERROR; /* status from binary search was an error code. */
+
+ if (pkey != NULL) free(pkey);
+ if (opt_doff != NULL) *opt_doff = doff;
+ if (opt_L != NULL) *opt_L = L;
+ return eslOK;
+
+ ERROR:
+ if (pkey != NULL) free(pkey);
+ *ret_fh = 0;
+ *ret_roff = 0;
+ if (opt_doff != NULL) *opt_doff = 0;
+ if (opt_L != NULL) *opt_L = 0;
+ return status;
+}
+
+
+
+/* Function: esl_ssi_FindNumber()
+ * Synopsis: Look up the n'th primary key.
+ * Incept: SRE, Mon Jan 1 19:42:42 2001 [St. Louis]
+ *
+ * Purpose: Looks up primary key number <nkey> in the open index
+ * <ssi>. <nkey> ranges from <0..ssi->nprimary-1>. When
+ * key <nkey> is found, any/all of several optional
+ * arguments point to results. <*opt_fh> contains a unique
+ * handle on the file that contains that key (suitable for
+ * an <esl_ssi_FileInfo()> call, or for comparison to the
+ * handle of the last file that was opened for retrieval).
+ * <*opt_roff> contains the record offset; <*opt_doff>
+ * contains the data offset; <*opt_L> contains the record
+ * length; and <*opt_pkey> points to the primary key name
+ * (a string, allocated here, that the caller becomes
+ * responsible for free'ing).
+ *
+ * Args: <ssi> - open index file
+ * <nkey> - primary key number to retrieve (0..nprimary-1)
+ * <opt_fh> - optRETURN: handle on file that key is in
+ * <opt_roff> - optRETURN: offset of the start of that key's record
+ * <opt_doff> - optRETURN: data offset (may be 0 if unset)
+ * <opt_L> - optRETURN: length of data record (may be 0 if unset)
+ * <opt_pkey> - optRETURN: primary key name (allocated here; caller must free)
+ *
+ * Returns: <eslOK> on success;
+ * <eslENOTFOUND> if there is no sequence record <nkey>;
+ * <eslEFORMAT> if a read or a seek fails, probably indicating
+ * some kind of file misformatting.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_ssi_FindNumber(ESL_SSI *ssi, int64_t nkey, uint16_t *opt_fh, off_t *opt_roff, off_t *opt_doff, int64_t *opt_L, char **opt_pkey)
+{
+ int status;
+ uint16_t fh;
+ off_t doff, roff;
+ uint64_t L;
+ char *pkey = NULL;
+
+ if (nkey >= ssi->nprimary) { status = eslENOTFOUND; goto ERROR; }
+ ESL_ALLOC(pkey, sizeof(char) * ssi->plen);
+
+ status = eslEFORMAT;
+ if (fseeko(ssi->fp, ssi->poffset+ssi->precsize*nkey, SEEK_SET)!= 0) goto ERROR;
+ if (fread(pkey, sizeof(char), ssi->plen, ssi->fp) != ssi->plen) goto ERROR;
+ if (esl_fread_u16(ssi->fp, &fh) != eslOK) goto ERROR;
+ if (esl_fread_offset(ssi->fp, ssi->offsz, &roff) != eslOK) goto ERROR;
+ if (esl_fread_offset(ssi->fp, ssi->offsz, &doff) != eslOK) goto ERROR;
+ if (esl_fread_u64 (ssi->fp, &L) != eslOK) goto ERROR;
+
+ if (opt_fh != NULL) *opt_fh = fh;
+ if (opt_roff != NULL) *opt_roff = roff;
+ if (opt_doff != NULL) *opt_doff = doff;
+ if (opt_L != NULL) *opt_L = L;
+ if (opt_pkey != NULL) *opt_pkey = pkey; else free(pkey);
+ return eslOK;
+
+ ERROR:
+ if (pkey != NULL) free(pkey);
+ if (opt_fh != NULL) *opt_fh = 0;
+ if (opt_roff != NULL) *opt_roff = 0;
+ if (opt_doff != NULL) *opt_doff = 0;
+ if (opt_L != NULL) *opt_L = 0;
+ if (opt_pkey != NULL) *opt_pkey = NULL;
+ return status;
+}
+
+
+/* Function: esl_ssi_FindSubseq()
+ * Synopsis: Look up a specific subsequence's start.
+ * Date: SRE, Mon Jan 1 19:49:31 2001 [St. Louis]
+ *
+ * Purpose: Fast subsequence retrieval: look up a primary or secondary
+ * <key> in the open index <ssi>, and ask for the nearest data
+ * offset to a subsequence starting at residue
+ * <requested_start> in the sequence (numbering the sequence
+ * <1..L>). If <key> is found, on return, <ret_fh> contains
+ * a unique handle on the file that contains <key>;
+ * <ret_roff> contains the disk offset to the start of the
+ * sequence record; <ret_doff> contains the disk offset
+ * (see below); and <ret_actual_start) contains the coordinate
+ * (1..L) of the first valid residue at or after
+ * <data_offset>. <ret_actual_start> is $\leq$
+ * <requested_start>.
+ *
+ * Depending on the file's characteristics, there are four
+ * possible outcomes.
+ *
+ * If the file has the <eslSSI_FASTSUBSEQ> flag set, a data
+ * offset was indexed for this key, and the data can be
+ * indexed at single residue resolution (because the file's
+ * lines contain only residues, no spaces), then <ret_doff>
+ * is exactly the position of residue <requested_start> on
+ * disk, and <ret_actual_start> is <requested_start>.
+ *
+ * If the file has the <eslSSI_FASTSUBSEQ> flag set, a data
+ * offset was indexed for this key, but the data can only be
+ * indexed at line resolution (because at least some of the
+ * file's lines contain spaces), then <ret_doff> is the
+ * position of the start of the line that <requested_start>
+ * is on, and <ret_actual_start> is the coord <1..L> of the
+ * first residue on that line.
+ *
+ * If the file does not have the <eslSSI_FASTSUBSEQ> flag
+ * set (because lines contain a variable number of residues
+ * and/or bytes), but a data offset was indexed for this
+ * key, then we can still at least return that data offset,
+ * but the caller is going to have to start from the
+ * beginning of the data and read residues until it reaches
+ * the desired <requested_start>. Now <ret_doff> is the
+ * offset to the start of the first line of the sequence
+ * data, and <ret_actual_start> is 1.
+ *
+ * If the key does not have a data offset indexed at all,
+ * then regardless of the file's <eslSSI_FASTSUBSEQ>
+ * setting, we can't calculate even the position of the
+ * first line. In this case, <ret_doff> is 0 (for
+ * unset/unknown), and <ret_actual_start> is <1>.
+ *
+ * A caller that's going to position the disk and read a
+ * subseq must check for all four possible outcomes (pardon
+ * redundancy with the above, but just to be clear, from the
+ * caller's perspective now):
+ *
+ * If <ret_doff> is 0, no data offset information can be
+ * calculated; the caller can still use <ret_roff> to
+ * position the disk to the start of <key>'s record, but it
+ * will need to parse the header to find the start of the
+ * sequence data; then it will need to parse the sequence
+ * data, skipping to residue <requested start>.
+ *
+ * If <ret_doff> is valid ($>0$), and <ret_actual_start> is
+ * 1, then caller may use <ret_doff> to position the disk to
+ * the start of the first sequence data line, but will still
+ * need to parse all the sequence data, counting and
+ * skipping to residue <requested start>. This is equivalent
+ * to (and in practice, not much more efficient than)
+ * positioning to the record start and parsing the header to
+ * locate the sequence data start.
+ *
+ * If <ret_doff> is valid ($>0$), and <ret_actual_start> is
+ * $>1$ but $<$ <requested_start>, then <ret_doff> is the
+ * offset to the first byte of a line on which the
+ * subsequence begins. The caller can position the disk
+ * there, then start parsing, skipping <requested_start -
+ * *ret_actual_start> residues to reach the
+ * <requested_start>. (In the case where the subsequence
+ * begins on the first line, then <ret_actual_start> will be
+ * 1, and the caller will have to handle this as the case
+ * above.)
+ *
+ * If <<ret_doff> is valid ($>0$), and <ret_actual_start> is
+ * $=$ <requested_start>, then <ret_doff> is the offset to a
+ * byte in the file, such that the requested subsequence
+ * starts at the next valid residue at or after that
+ * position. (The <ret_doff> would usually be exactly the
+ * first residue of the subsequence, because we used single
+ * residue resolution arithmetic to find it, but there's a
+ * case where <requested_start> happens to be the first
+ * residue of a line and we calculated <ret_doff> using
+ * line-resolution arithmetic; in this latter case,
+ * <ret_doff> could be pointing at a space before the first
+ * subseq residue.) The caller may position the disk there
+ * and start parsing immediately; the first valid residue
+ * will be the start of the subsequence.
+ *
+ * Args: <ssi> - open index file
+ * <key> - primary or secondary key to find
+ * <requested_start> - residue we'd like to start at (1..L)
+ * <ret_fh> - RETURN: handle for file the key is in
+ * <ret_roff> - RETURN: offset to start of sequence record
+ * <ret_doff> - RETURN: offset to closest start of subseq data, or 0.
+ * <ret_L> - RETURN: length of <key> in residues (may be 0 if unset)
+ * <ret_actual_start>- RETURN: coord (1..L) of residue at <ret_doff>
+ *
+ * Returns: <eslOK> on any of the four successful outcomes.
+ * <eslENOTFOUND> if no such key is found in the index;
+ * <eslEFORMAT> on a read or seek failure, presumably meaning that
+ * the file is misformatted somehow;
+ * <eslERANGE> if <requested_start> isn't somewhere in the range
+ * <1..len> for the target sequence.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ */
+int
+esl_ssi_FindSubseq(ESL_SSI *ssi, const char *key, int64_t requested_start,
+ uint16_t *ret_fh, off_t *ret_roff, off_t *ret_doff, int64_t *ret_L, int64_t *ret_actual_start)
+{
+ int status;
+ uint64_t r, b, i, l; /* tmp variables for "clarity", to match docs */
+
+ /* Look up the key by name.
+ */
+ if ((status = esl_ssi_FindName(ssi, key, ret_fh, ret_roff, ret_doff, ret_L)) != eslOK) goto ERROR;
+ if (requested_start < 0 || requested_start > *ret_L) { status = eslERANGE; goto ERROR; }
+
+ /* Do we have a data offset for this key? If not, we're case 4. */
+ /* Can we do fast subseq lookup on this file? If no, we're case 3. */
+ if (*ret_doff == 0 || ! (ssi->fileflags[*ret_fh] & eslSSI_FASTSUBSEQ))
+ {
+ *ret_actual_start = 1;
+ return eslOK;
+ }
+
+ /* Set up tmp variables for clarity of equations below,
+ * and to make them match tex documentation
+ */
+ r = ssi->rpl[*ret_fh]; /* residues per line */
+ b = ssi->bpl[*ret_fh]; /* bytes per line */
+ i = requested_start; /* start position 1..L */
+ l = (i-1)/r; /* data line # (0..) that the residue is on */
+ if (r == 0 || b == 0) { status = eslEINVAL; goto ERROR; }
+
+ /* When b = r+1, there's nothing but sequence on each data line (and the \0).
+ * In this case, we know we can find each residue precisely: outcome #1.
+ */
+ if (b == r+1)
+ {
+ *ret_doff += l*b + (i-1)%r;
+ *ret_actual_start = requested_start;
+ }
+ /* else, there's other stuff on seq lines - probably spaces - so the best
+ * we can do (without figuring out the spacing pattern and checking that
+ * it's consistent everywhere) is to position at start of relevant line.
+ */
+ else
+ {
+ *ret_doff += l*b;
+ *ret_actual_start = 1 + l*r;
+ }
+ return eslOK;
+
+ ERROR:
+ *ret_fh = 0;
+ *ret_roff = 0;
+ *ret_doff = 0;
+ *ret_L = 0;
+ *ret_actual_start = 0;
+ return status;
+}
+
+
+/* Function: esl_ssi_FileInfo()
+ * Synopsis: Retrieve a file name and format code.
+ * Date: SRE, Tue Jan 2 10:31:01 2001 [St. Louis]
+ *
+ * Purpose: Given a file number <fh> in an open index file
+ * <ssi>, retrieve file name <ret_filename> and
+ * the file format <ret_format>.
+ *
+ * <ret_filename> is a pointer to a string maintained
+ * internally by <ssi>. It should not be free'd;
+ * <esl_ssi_Close(ssi)> will take care of it.
+ *
+ * Args: <ssi> - open index file
+ * <fh> - handle on file to look up
+ * <ret_filename> - RETURN: name of file n
+ * <ret_format> - RETURN: format code for file n
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if there is no such file number <fh>.
+ */
+int
+esl_ssi_FileInfo(ESL_SSI *ssi, uint16_t fh, char **ret_filename, int *ret_format)
+{
+ int status;
+
+ if (fh >= ssi->nfiles) ESL_XEXCEPTION(eslEINVAL, "no such file number");
+ *ret_filename = ssi->filename[fh];
+ *ret_format = ssi->fileformat[fh];
+ return eslOK;
+
+ ERROR:
+ *ret_filename = NULL;
+ *ret_format = 0;
+ return status;
+}
+
+
+/* Function: esl_ssi_Close()
+ * Synopsis: Close an SSI index.
+ * Incept: SRE, Mon Mar 6 13:40:17 2006 [St. Louis]
+ *
+ * Purpose: Close an open SSI index <ssi>.
+ *
+ * Args: <ssi> - an open SSI index file.
+ */
+void
+esl_ssi_Close(ESL_SSI *ssi)
+{
+ int i;
+
+ if (ssi == NULL) return;
+
+ if (ssi->fp != NULL) fclose(ssi->fp);
+ if (ssi->filename != NULL) {
+ for (i = 0; i < ssi->nfiles; i++)
+ if (ssi->filename[i] != NULL) free(ssi->filename[i]);
+ free(ssi->filename);
+ }
+ if (ssi->fileformat != NULL) free(ssi->fileformat);
+ if (ssi->fileflags != NULL) free(ssi->fileflags);
+ if (ssi->bpl != NULL) free(ssi->bpl);
+ if (ssi->rpl != NULL) free(ssi->rpl);
+ free(ssi);
+}
+
+
+/* binary_search()
+ * Date: SRE, Sun Dec 31 16:05:03 2000 [St. Louis]
+ *
+ * Purpose: Find <key> in an SSI index, by a binary search
+ * in an alphabetically sorted list of keys. If successful,
+ * return <eslOK>, and the index file is positioned to read
+ * the rest of the data for that key. If unsuccessful,
+ * return <eslFAIL>, and the positioning of the index file
+ * is left in an undefined state.
+ *
+ * Args: <ssi> - an open ESL_SSI
+ * <key> - key to find
+ * <klen> - key length to allocate (plen or slen from ssi)
+ * <base> - base offset (poffset or soffset)
+ * <recsize> - size of each key record in bytes (precsize or srecsize)
+ * <maxidx> - # of keys (nprimary or nsecondary)
+ *
+ * Returns: <eslOK> on success, and leaves file positioned for reading remaining
+ * data for the key.
+ *
+ * <eslENOTFOUND> if <key> is not found.
+ * <eslEFORMAT> if an fread() or fseeko() fails, probably indicating
+ * some kind of misformatting of the index file.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ */
+static int
+binary_search(ESL_SSI *ssi, const char *key, uint32_t klen, off_t base,
+ uint32_t recsize, uint64_t maxidx)
+{
+ char *name;
+ uint64_t left, right, mid;
+ int cmp;
+ int status;
+
+ if (maxidx == 0) return eslENOTFOUND; /* special case: empty index */
+
+ ESL_ALLOC(name, (sizeof(char)*klen));
+
+ left = 0;
+ right = maxidx-1;
+ while (1) { /* A binary search: */
+ mid = (left+right) / 2; /* careful here. left+right potentially overflows if
+ we didn't limit unsigned vars to signed ranges. */
+ status = eslEFORMAT;
+ if (fseeko(ssi->fp, base + recsize*mid, SEEK_SET) != 0) goto ERROR;
+ if (fread(name, sizeof(char), klen, ssi->fp) != klen) goto ERROR;
+
+ status = eslENOTFOUND;
+ cmp = strcmp(name, key);
+ if (cmp == 0) break; /* found it! */
+ else if (left >= right) goto ERROR; /* no such key */
+ else if (cmp < 0) left = mid+1; /* it's still right of mid */
+ else if (cmp > 0) {
+ if (mid == 0) goto ERROR; /* beware left edge case */
+ else right = mid-1; /* it's left of mid */
+ }
+ }
+
+ if (name != NULL) free(name);
+ return eslOK; /* and ssi->fp is positioned to read the record. */
+
+ ERROR:
+ if (name != NULL) free(name);
+ return status;
+}
+
+
+/*****************************************************************
+ *# 2. Creating (writing) new SSI files.
+ *****************************************************************/
+static int current_newssi_size(const ESL_NEWSSI *ns);
+static int activate_external_sort(ESL_NEWSSI *ns);
+static int parse_pkey(char *buf, ESL_PKEY *pkey);
+static int parse_skey(char *buf, ESL_SKEY *skey);
+static int pkeysort(const void *k1, const void *k2);
+static int skeysort(const void *k1, const void *k2);
+
+/* Function: esl_newssi_Create()
+ * Synopsis: Create a new <ESL_NEWSSI>.
+ * Incept: SRE, Tue Jan 2 11:23:25 2001 [St. Louis]
+ *
+ * Purpose: Creates and returns a <ESL_NEWSSI>, in order to create a
+ * new SSI index file.
+ *
+ * Returns: a pointer to the <ESL_NEWSSI> structure.
+ *
+ * Throws: <NULL> on allocation error.
+ */
+ESL_NEWSSI *
+esl_newssi_Create(void)
+{
+ int status;
+ ESL_NEWSSI *ns = NULL;
+
+ ESL_ALLOC(ns, sizeof(ESL_NEWSSI));
+
+ ns->external = FALSE; /* we'll switch to external sort if... */
+ ns->max_ram = eslSSI_MAXRAM; /* ... if we exceed this memory limit in MB. */
+ ns->filenames = NULL;
+ ns->fileformat = NULL;
+ ns->bpl = NULL;
+ ns->rpl = NULL;
+ ns->flen = 0;
+ ns->nfiles = 0;
+ ns->pkeys = NULL;
+ ns->plen = 0;
+ ns->nprimary = 0;
+ ns->ptmpfile = ".ssi.tmp.1"; /* hardcoded, for now */
+ ns->ptmp = NULL;
+ ns->skeys = NULL;
+ ns->slen = 0;
+ ns->nsecondary = 0;
+ ns->stmpfile = ".ssi.tmp.2"; /* hardcoded, for now */
+ ns->stmp = NULL;
+
+ ESL_ALLOC(ns->filenames, sizeof(char *) * eslSSI_FCHUNK);
+ ESL_ALLOC(ns->fileformat, sizeof(uint32_t) * eslSSI_FCHUNK);
+ ESL_ALLOC(ns->bpl, sizeof(uint32_t) * eslSSI_FCHUNK);
+ ESL_ALLOC(ns->rpl, sizeof(uint32_t) * eslSSI_FCHUNK);
+ ESL_ALLOC(ns->pkeys, sizeof(ESL_PKEY) * eslSSI_KCHUNK);
+ ESL_ALLOC(ns->skeys, sizeof(ESL_SKEY) * eslSSI_KCHUNK);
+ return ns;
+
+ ERROR:
+ esl_newssi_Destroy(ns); /* free the damaged structure */
+ return NULL;
+}
+
+
+/* Function: esl_newssi_AddFile()
+ * Synopsis: Add a filename to a growing index.
+ * Incept: SRE, Tue Mar 7 08:57:39 2006 [St. Louis]
+ *
+ * Purpose: Registers the file <filename> into the new index <ns>,
+ * along with its format code <fmt>. The index assigns it
+ * a unique handle, which it returns in <ret_fh>. This
+ * handle is needed when registering primary keys.
+ *
+ * Caller should make sure that the same file isn't registered
+ * twice; this function doesn't check.
+ *
+ * Args: <ns> - new ssi index under construction.
+ * <filename> - filename to add to the index.
+ * <fmt> - format code to associate with <filename> (or 0)
+ * <ret_fh> - RETURN: filehandle associated with <filename>
+ *
+ * Returns: <eslOK> on success;
+ * <eslERANGE> if registering this file would exceed the
+ * maximum number of indexed files.
+ *
+ * Throws: <eslEMEM> on allocation or reallocation error.
+ */
+int
+esl_newssi_AddFile(ESL_NEWSSI *ns, const char *filename, int fmt, uint16_t *ret_fh)
+{
+ int status;
+ uint16_t fh;
+ int n;
+
+ if (ns->nfiles >= eslSSI_MAXFILES) { status = eslERANGE; goto ERROR; }
+
+ n = strlen(filename);
+ if ((n+1) > ns->flen) ns->flen = n+1;
+
+ status = esl_FileTail(filename, FALSE, &(ns->filenames[ns->nfiles]));
+ if (status != eslOK) goto ERROR;
+
+ ns->fileformat[ns->nfiles] = fmt;
+ ns->bpl[ns->nfiles] = 0;
+ ns->rpl[ns->nfiles] = 0;
+ fh = ns->nfiles; /* handle is simply = file number */
+ ns->nfiles++;
+
+ if (ns->nfiles % eslSSI_FCHUNK == 0) {
+ void *tmp;
+ ESL_RALLOC(ns->filenames, tmp, sizeof(char *) * (ns->nfiles+eslSSI_FCHUNK));
+ ESL_RALLOC(ns->fileformat, tmp, sizeof(uint32_t) * (ns->nfiles+eslSSI_FCHUNK));
+ ESL_RALLOC(ns->bpl, tmp, sizeof(uint32_t) * (ns->nfiles+eslSSI_FCHUNK));
+ ESL_RALLOC(ns->rpl, tmp, sizeof(uint32_t) * (ns->nfiles+eslSSI_FCHUNK));
+ }
+ *ret_fh = fh;
+ return eslOK;
+
+ ERROR:
+ *ret_fh = 0;
+ return status;
+}
+
+
+
+/* Function: esl_newssi_SetSubseq()
+ * Synopsis: Declare that file is suitable for fast subseq lookup.
+ * Incept: SRE, Tue Mar 7 09:03:59 2006 [St. Louis]
+ *
+ * Purpose: Declare that the file associated with handle <fh> is
+ * suitable for fast subsequence lookup, because it has
+ * a constant number of residues and bytes per (nonterminal)
+ * data line, <rpl> and <bpl>, respectively.
+ *
+ * Caller is responsible for this being true: <rpl> and
+ * <bpl> must be constant for every nonterminal line of
+ * every sequence in this file.
+ *
+ * Args: <ns> - ssi index under construction
+ * <fh> - handle on file to set fast subseq lookup on
+ * <bpl> - constant bytes per nonterminal line in <fh>
+ * <rpl> - constant residues per nonterminal line in <fh>
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> on invalid argument(s).
+ */
+int
+esl_newssi_SetSubseq(ESL_NEWSSI *ns, uint16_t fh, uint32_t bpl, uint32_t rpl)
+{
+ int status;
+
+ if (fh >= ns->nfiles) ESL_XEXCEPTION(eslEINVAL, "invalid file number");
+ if (bpl <= 0 || rpl <= 0) ESL_XEXCEPTION(eslEINVAL, "invalid bpl or rpl");
+ ns->bpl[fh] = bpl;
+ ns->rpl[fh] = rpl;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_newssi_AddKey()
+ * Synopsis: Add a primary key to a growing index.
+ * Date: SRE, Tue Jan 2 11:50:54 2001 [St. Louis]
+ *
+ * Purpose: Register primary key <key> in new index <ns>, while telling
+ * the index that this primary key is in the file associated
+ * with filehandle <fh> (the handle returned by a previous call
+ * to <esl_newssi_AddFile()>); that its record starts at
+ * offset <r_off> in the file; that its data (usually
+ * sequence data) starts at offset <d_off> in the file (i.e.
+ * after any record header); and that the record's data is
+ * of length <L> (usually, the record is a sequence, and <L>
+ * is its length in residues).
+ *
+ * The data length <L> is technically optional as far as SSI
+ * is concerned; <L> may be passed as 0 to leave it
+ * unset. However, functions in the <sqio> module that use
+ * SSI indices will assume that <L> is available.
+ *
+ * <d_off> is also optional; it may be passed as <0> to
+ * leave it unset. If provided, <d_off> gives an offset to
+ * the data portion of the record. The interpretation of
+ * this data offset may be implementation-defined and may
+ * depend on the format of the datafile; for example, in how
+ * <sqio> uses SSI indices, <d_off> is the offset to the
+ * start of the first sequence line.
+ *
+ * Both <d_off> and <L> must be provided, and additionally
+ * <eslSSI_FASTSUBSEQ> must be set for this file, for fast
+ * subsequence lookup to work.
+ *
+ * Args: <ns> - active index
+ * <key> - primary key to add
+ * <fh> - handle on file that this key's in
+ * <r_off> - offset to start of record
+ * <d_off> - offset to start of sequence data, or 0
+ * <L> - length of sequence, or 0
+ *
+ * Returns: <eslOK> on success;
+ * <eslERANGE> if registering this key would exceed the maximum
+ * number of primary keys;
+ * <eslEDUP> if we needed to open external tmp files for a
+ * large index, but they already existed;
+ * <eslENOTFOUND> if we needed to open external tmp files, but
+ * the attempt to open them failed.
+ *
+ * Throws: <eslEINVAL> on an invalid argument;
+ * <eslEMEM> on allocation failure.
+ */
+int
+esl_newssi_AddKey(ESL_NEWSSI *ns, const char *key, uint16_t fh,
+ off_t r_off, off_t d_off, int64_t L)
+{
+ int status;
+ int n; /* a string length */
+
+ if (fh >= eslSSI_MAXFILES) ESL_XEXCEPTION(eslEINVAL, "invalid fh");
+ if (ns->nprimary >= eslSSI_MAXKEYS) return eslERANGE;
+
+ /* Before adding the key: check how big our index is.
+ * If it's getting too large, switch to external mode.
+ */
+ if (!ns->external && current_newssi_size(ns) >= ns->max_ram)
+ if ((status = activate_external_sort(ns)) != eslOK) goto ERROR;
+
+ /* Update maximum pkey length, if needed. (Inclusive of '\0').
+ */
+ n = strlen(key)+1;
+ if (n > ns->plen) ns->plen = n;
+
+ /* External mode? Simply append to disk...
+ */
+ if (ns->external)
+ {
+ if (sizeof(off_t) == 4) {
+ fprintf(ns->ptmp, "%s\t%d\t%" PRIu32 "\t%" PRIu32 "\t%" PRIi64 "\n",
+ key, fh, (uint32_t) r_off, (uint32_t) d_off, L);
+ } else {
+ fprintf(ns->ptmp, "%s\t%d\t%" PRIu64 "\t%" PRIu64 "\t%" PRIi64 "\n",
+ key, fh, (uint64_t) r_off, (uint64_t) d_off, L);
+ }
+ ns->nprimary++;
+ }
+ else
+ {
+ /* Else: internal mode, keep keys in memory...
+ */
+ if (esl_strdup(key, n, &(ns->pkeys[ns->nprimary].key)) != eslOK)
+ ESL_XEXCEPTION(eslEMEM, "esl_strdup failed");
+ ns->pkeys[ns->nprimary].fnum = fh;
+ ns->pkeys[ns->nprimary].r_off = r_off;
+ ns->pkeys[ns->nprimary].d_off = d_off;
+ ns->pkeys[ns->nprimary].len = L;
+ ns->nprimary++;
+
+ /* Reallocate as needed. */
+ if (ns->nprimary % eslSSI_KCHUNK == 0) {
+ void *tmp;
+ ESL_RALLOC(ns->pkeys, tmp, sizeof(ESL_PKEY) * (ns->nprimary+eslSSI_KCHUNK));
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_newssi_AddAlias()
+ * Synopsis: Add a secondary key (alias) to a growing index.
+ * Incept: SRE, Tue Mar 7 15:49:43 2006 [St. Louis]
+ *
+ * Purpose: Registers secondary key <alias> in index <ns>, and
+ * map it to the primary key <key>. <key> must already
+ * have been registered. That is, when someone looks up <alias>,
+ * we'll retrieve record <key>.
+ *
+ * Args: <ns> - ssi index being constructed
+ * <alias> - secondary key to register
+ * <key> - primary key to associate with <skey>.
+ *
+ * Returns: <eslOK> on success;
+ * <eslERANGE> if registering this key would exceed the maximum
+ * number of secondary keys that can be stored;
+ * <eslEDUP> if we needed to open external tmp files for a
+ * large index, but they already existed;
+ * <eslENOTFOUND> if we needed to open external tmp files, but
+ * the attempt to open them failed.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_newssi_AddAlias(ESL_NEWSSI *ns, const char *alias, const char *key)
+{
+ int status;
+ int n; /* a string length */
+
+ if (ns->nsecondary >= eslSSI_MAXKEYS) return eslERANGE;
+
+ /* Before adding the key: check how big our index is.
+ * If it's getting too large, switch to external mode.
+ */
+ if (!ns->external && current_newssi_size(ns) >= ns->max_ram)
+ if ((status = activate_external_sort(ns)) != eslOK) goto ERROR;
+
+ /* Update maximum secondary key length, if necessary. */
+ n = strlen(alias)+1;
+ if (n > ns->slen) ns->slen = n;
+
+ /* if external mode: write info to disk. */
+ if (ns->external)
+ {
+ fprintf(ns->stmp, "%s\t%s\n", alias, key);
+ ns->nsecondary++;
+ }
+ else
+ { /* else, internal mode... store info in memory. */
+ if ((status = esl_strdup(alias, n, &(ns->skeys[ns->nsecondary].key))) != eslOK) goto ERROR;
+ if ((status = esl_strdup(key, -1, &(ns->skeys[ns->nsecondary].pkey))) != eslOK) goto ERROR;
+ ns->nsecondary++;
+
+ if (ns->nsecondary % eslSSI_KCHUNK == 0) {
+ void *tmp;
+ ESL_RALLOC(ns->skeys, tmp, sizeof(ESL_SKEY) * (ns->nsecondary+eslSSI_KCHUNK));
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: esl_newssi_Write()
+ * Synopsis: Save a new index to an SSI file.
+ * Incept: SRE, Tue Mar 7 16:06:09 2006 [St. Louis]
+ *
+ * Purpose: Writes the complete index <ns> in SSI format to a binary
+ * stream <fp>, which the caller has already opened.
+ *
+ * Handles all necessary overhead of sorting the primary and
+ * secondary keys, including any externally sorted tmpfiles that
+ * may have been needed for large indices.
+ *
+ * Args: <fp> - open file stream to write the index to
+ * <ns> - new SSI index to write
+ *
+ * Returns: <eslOK> on success;
+ * <eslEFAIL> if any write fails, or if index
+ * size exceeds system's maximum file size;
+ * <eslESYS> if any of the steps of an external sort fail.
+ *
+ * Throws: <eslEINVAL> on invalid argument, including too-long tmpfile names;
+ * <eslEMEM> on buffer allocation failure.
+ */
+int
+esl_newssi_Write(FILE *fp, ESL_NEWSSI *ns)
+{
+ int status, /* convention */
+ i; /* counter over files, keys */
+ uint32_t header_flags, /* bitflags in the header */
+ file_flags, /* bitflags for a file record */
+ frecsize, /* size of a file record (bytes) */
+ precsize, /* size of a primary key record (bytes) */
+ srecsize; /* size of a secondary key record (bytes) */
+ off_t foffset, /* offset to file section */
+ poffset, /* offset to primary key section */
+ soffset; /* offset to secondary key section */
+ char *fk = NULL, /* fixed-width (flen) file name */
+ *pk = NULL, /* fixed-width (plen) primary key string */
+ *sk = NULL, /* fixed-width (slen) secondary key string */
+ *buf = NULL; /* esl_fgets() growable buffer */
+ int n = 0; /* esl_fgets() buffer size */
+ ESL_PKEY pkey; /* primary key info from external tmpfile */
+ ESL_SKEY skey; /* secondary key info from external tmpfile */
+
+ /* We need fixed-width buffers to get our keys fwrite()'ten in their
+ * full binary lengths; pkey->key (for instance) is not guaranteed
+ * to be allocated for the final maximum plen. We use strncpy(), not
+ * strcpy(), to fill these buffers, because strncpy() pads unused
+ * bytes as NUL's, and valgrind will flag you if you attempt to
+ * write uninitialized bytes from these buffers.
+ */
+ ESL_ALLOC(fk, sizeof(char) * ns->flen);
+ ESL_ALLOC(pk, sizeof(char) * ns->plen);
+ ESL_ALLOC(sk, sizeof(char) * ns->slen);
+
+ /* How big is the index? If it's going to be > 2GB, we better have
+ * 64-bit offsets. (2047 (instead of 2048) gives us
+ * some slop room.) If not, abort here.
+ *
+ * aborting here is pretty brutal - we've processed hundreds of
+ * millions of keys for nothing. Ah well.
+ */
+ if (current_newssi_size(ns) >= 2047 && sizeof(off_t) != 8)
+ { status = eslFAIL; goto ERROR; }
+
+ /* Magic-looking numbers come from adding up sizes
+ * of things in bytes: they match current_newssi_size().
+ */
+ frecsize = 4*sizeof(uint32_t) + ns->flen;
+ precsize = 2*sizeof(off_t) + sizeof(uint16_t) + sizeof(uint64_t) + ns->plen;
+ srecsize = ns->slen + ns->plen;
+
+ header_flags = 0;
+
+ /* Magic-looking numbers again come from adding up sizes
+ * of things in bytes: matches current_newssi_size()
+ */
+ foffset = 9*sizeof(uint32_t)+2*sizeof(uint64_t)+sizeof(uint16_t)+3*sizeof(off_t);
+ poffset = foffset + frecsize*ns->nfiles;
+ soffset = poffset + precsize*ns->nprimary;
+
+ /* Sort the keys.
+ * If external mode, make system calls to UNIX/POSIX "sort" in place, then
+ * open new sorted files for reading thru ptmp and stmp handles.
+ * If internal mode, call qsort.
+ *
+ * Note that you'd better force a POSIX locale for the sort; else,
+ * some silly distro (e.g. Mandrake Linux >=8.1) may have specified
+ * LC_COLLATE=en_US, and this'll give a sort "bug" in which it doesn't
+ * sort by byte order.
+ */
+ if (ns->external)
+ {
+ char cmd[1024];
+
+ /* A last minute security check: make sure we won't overflow
+ * sprintf() with the tmpfile names. They're hardcoded now, so
+ * we know they don't overflow, but they might be configurable
+ * in the future, and we wouldn't want a security hole to open
+ * up.
+ */
+ if (strlen(ns->ptmpfile) > 256 || strlen(ns->ptmpfile) > 256)
+ ESL_XEXCEPTION(eslEINVAL, "tmpfile name too long");
+
+ status = eslESYS; /* any premature return now is ESYS error */
+ fclose(ns->ptmp);
+ ns->ptmp = NULL;
+ sprintf(cmd, "env LC_ALL=POSIX sort -o %s %s\n", ns->ptmpfile, ns->ptmpfile);
+ if (system(cmd) != 0) goto ERROR;
+ if ((ns->ptmp = fopen(ns->ptmpfile, "r")) == NULL) goto ERROR;
+
+ fclose(ns->stmp);
+ ns->stmp = NULL;
+ sprintf(cmd, "env LC_ALL=POSIX sort -o %s %s\n", ns->stmpfile, ns->stmpfile);
+ if (system(cmd) != 0) goto ERROR;
+ if ((ns->stmp = fopen(ns->stmpfile, "r")) == NULL) goto ERROR;
+ }
+ else
+ {
+ qsort((void *) ns->pkeys, ns->nprimary, sizeof(ESL_PKEY), pkeysort);
+ qsort((void *) ns->skeys, ns->nsecondary, sizeof(ESL_SKEY), skeysort);
+ }
+
+ /* Write the header
+ */
+ status = eslFAIL; /* any write error is a FAIL */
+ if (esl_fwrite_u32(fp, v30magic) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, header_flags) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, sizeof(off_t)) != eslOK) goto ERROR;
+ if (esl_fwrite_u16(fp, ns->nfiles) != eslOK) goto ERROR;
+ if (esl_fwrite_u64(fp, ns->nprimary) != eslOK) goto ERROR;
+ if (esl_fwrite_u64(fp, ns->nsecondary)!= eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, ns->flen) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, ns->plen) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, ns->slen) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, frecsize) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, precsize) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, srecsize) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, foffset) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, poffset) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, soffset) != eslOK) goto ERROR;
+
+ /* Write the file section
+ */
+ for (i = 0; i < ns->nfiles; i++)
+ {
+ file_flags = 0;
+ if (ns->bpl[i] > 0 && ns->rpl[i] > 0) file_flags |= eslSSI_FASTSUBSEQ;
+ strncpy(fk, ns->filenames[i], ns->flen);
+
+ status = eslFAIL;
+ if (fwrite(fk, sizeof(char), ns->flen, fp) != ns->flen) goto ERROR;
+ if (esl_fwrite_u32(fp, ns->fileformat[i]) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, file_flags) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, ns->bpl[i]) != eslOK) goto ERROR;
+ if (esl_fwrite_u32(fp, ns->rpl[i]) != eslOK) goto ERROR;
+ }
+
+ /* Write the primary key section
+ */
+ if (ns->external)
+ {
+ for (i = 0; i < ns->nprimary; i++)
+ {
+ status = eslESYS; /* any external read error is an ESYS */
+ if (esl_fgets(&buf, &n, ns->ptmp) != eslOK) goto ERROR;
+ if (parse_pkey(buf, &pkey) != eslOK) goto ERROR;
+ strncpy(pk, pkey.key, ns->plen); /* note: strncpy pads w/ nulls */
+
+ status = eslFAIL; /* any write error is an EFAIL */
+ if (fwrite(pk,sizeof(char),ns->plen,fp) != ns->plen) goto ERROR;
+ if (esl_fwrite_u16( fp, pkey.fnum) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, pkey.r_off) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, pkey.d_off) != eslOK) goto ERROR;
+ if (esl_fwrite_i64( fp, pkey.len) != eslOK) goto ERROR;
+ }
+ }
+ else
+ {
+ for (i = 0; i < ns->nprimary; i++)
+ {
+ strncpy(pk, ns->pkeys[i].key, ns->plen);
+ status = eslFAIL;
+ if (fwrite(pk,sizeof(char),ns->plen,fp) != ns->plen) goto ERROR;
+ if (esl_fwrite_u16( fp, ns->pkeys[i].fnum) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, ns->pkeys[i].r_off) != eslOK) goto ERROR;
+ if (esl_fwrite_offset(fp, ns->pkeys[i].d_off) != eslOK) goto ERROR;
+ if (esl_fwrite_i64( fp, ns->pkeys[i].len) != eslOK) goto ERROR;
+ }
+ }
+
+
+ /* Write the secondary key section
+ */
+ if (ns->external)
+ {
+ for (i = 0; i < ns->nsecondary; i++)
+ {
+ status = eslESYS;
+ if (esl_fgets(&buf, &n, ns->stmp) != eslOK) goto ERROR;
+ if (parse_skey(buf, &skey) != eslOK) goto ERROR;
+ strncpy(sk, skey.key, ns->slen);
+ strncpy(pk, skey.pkey, ns->plen);
+
+ status = eslFAIL;
+ if (fwrite(sk, sizeof(char), ns->slen, fp) != ns->slen) goto ERROR;
+ if (fwrite(pk, sizeof(char), ns->plen, fp) != ns->plen) goto ERROR;
+ }
+ }
+ else
+ {
+ for (i = 0; i < ns->nsecondary; i++)
+ {
+ strncpy(sk, ns->skeys[i].key, ns->slen);
+ strncpy(pk, ns->skeys[i].pkey, ns->plen);
+
+ status = eslFAIL;
+ if (fwrite(sk, sizeof(char), ns->slen, fp) != ns->slen) goto ERROR;
+ if (fwrite(pk, sizeof(char), ns->plen, fp) != ns->plen) goto ERROR;
+ }
+ }
+
+ if (fk != NULL) free(fk);
+ if (pk != NULL) free(pk);
+ if (sk != NULL) free(sk);
+ if (buf != NULL) free(buf);
+ if (ns->ptmp != NULL) { fclose(ns->ptmp); ns->ptmp = NULL; }
+ if (ns->stmp != NULL) { fclose(ns->stmp); ns->stmp = NULL; }
+ return eslOK;
+
+ ERROR:
+ if (fk != NULL) free(fk);
+ if (pk != NULL) free(pk);
+ if (sk != NULL) free(sk);
+ if (buf != NULL) free(buf);
+ if (ns->ptmp != NULL) { fclose(ns->ptmp); ns->ptmp = NULL; }
+ if (ns->stmp != NULL) { fclose(ns->stmp); ns->stmp = NULL; }
+ return status;
+}
+
+/* Function: esl_newssi_Destroy()
+ * Synopsis: Free an <ESL_NEWSSI>.
+ * Incept: SRE, Tue Mar 7 08:13:27 2006 [St. Louis]
+ *
+ * Purpose: Frees a <ESL_NEWSSI>.
+ */
+void
+esl_newssi_Destroy(ESL_NEWSSI *ns)
+{
+ int i;
+ if (ns == NULL) return;
+
+ if (ns->external == FALSE)
+ {
+ if (ns->pkeys != NULL)
+ {
+ for (i = 0; i < ns->nprimary; i++)
+ if (ns->pkeys[i].key != NULL) free(ns->pkeys[i].key);
+ free(ns->pkeys);
+ }
+ if (ns->skeys != NULL)
+ {
+ for (i = 0; i < ns->nsecondary; i++)
+ {
+ if (ns->skeys[i].key != NULL) free(ns->skeys[i].key);
+ if (ns->skeys[i].pkey != NULL) free(ns->skeys[i].pkey);
+ }
+ free(ns->skeys);
+ }
+ }
+ else
+ {
+ if (ns->ptmp != NULL) fclose(ns->ptmp);
+ if (ns->stmp != NULL) fclose(ns->stmp);
+ }
+
+ if (ns->filenames != NULL)
+ {
+ for (i = 0; i < ns->nfiles; i++)
+ if (ns->filenames[i] != NULL) free(ns->filenames[i]);
+ free(ns->filenames);
+ }
+ if (ns->fileformat != NULL) free(ns->fileformat);
+ if (ns->bpl != NULL) free(ns->bpl);
+ if (ns->rpl != NULL) free(ns->rpl);
+ free(ns);
+}
+
+
+
+
+/* current_newssi_size()
+ *
+ * Calculates the size of the current index, in megabytes, in
+ * its disk version (which is essentially the same as the
+ * RAM it takes, modulo some small overhead for the structures
+ * and ptrs).
+ *
+ * The header costs 10 uint32, 1 uint16, and 3 off_t's: 42 + (12 | 24).
+ * Each file record costs 4 uint32 and flen chars;
+ * each primary key costs us 2 off_t, 1 uint16, 1 uint32, and plen chars;
+ * each sec key costs us plen+slen chars.
+ */
+static int
+current_newssi_size(const ESL_NEWSSI *ns)
+{
+ uint64_t frecsize, precsize, srecsize;
+ uint64_t total;
+
+ /* Magic-looking numbers come from adding up sizes
+ * of things in bytes
+ */
+ frecsize = 4*sizeof(uint32_t) + ns->flen;
+ precsize = 2*sizeof(off_t) + sizeof(uint16_t) + sizeof(uint64_t) + ns->plen;
+ srecsize = ns->slen + ns->plen;
+ total = (9*sizeof(uint32_t)+2*sizeof(uint64_t)+sizeof(uint16_t)+3*sizeof(off_t)+
+ frecsize * ns->nfiles + /* file section size */
+ precsize * ns->nprimary + /* primary key section size */
+ srecsize * ns->nsecondary) / /* secondary key section size */
+ 1048576L;
+ return (int) total;
+}
+
+/* activate_external_sort()
+ *
+ * Switch to external sort mode.
+ * Open file handles for external index files (ptmp, stmp).
+ * Flush current index information to these files.
+ * Free current memory, turn over control to the tmpfiles.
+ *
+ * Return <eslOK> on success;
+ * <eslEDUP> if one of the external tmpfiles already exists;
+ * <eslENOTFOUND> if we can't open a tmpfile for writing.
+ */
+static int
+activate_external_sort(ESL_NEWSSI *ns)
+{
+ int status;
+ int i;
+
+ if (ns->external) return eslOK; /* we already are external, fool */
+
+ status = eslEDUP;
+ if (esl_FileExists(ns->ptmpfile)) goto ERROR;
+ if (esl_FileExists(ns->stmpfile)) goto ERROR;
+
+ status = eslENOTFOUND;
+ if ((ns->ptmp = fopen(ns->ptmpfile, "w")) == NULL) goto ERROR;
+ if ((ns->stmp = fopen(ns->stmpfile, "w")) == NULL) goto ERROR;
+
+ /* Flush the current indices.
+ */
+ ESL_DPRINTF1(("Switching to external sort - flushing new ssi to disk...\n"));
+ for (i = 0; i < ns->nprimary; i++) {
+ if (sizeof(off_t) == 4) {
+ fprintf(ns->ptmp, "%s\t%u\t%lu\t%lu\t%lu\n",
+ ns->pkeys[i].key,
+ (unsigned int) ns->pkeys[i].fnum,
+ (unsigned long) ns->pkeys[i].r_off,
+ (unsigned long) ns->pkeys[i].d_off,
+ (unsigned long) ns->pkeys[i].len);
+ } else {
+ fprintf(ns->ptmp, "%s\t%u\t%llu\t%llu\t%lu\n",
+ ns->pkeys[i].key,
+ (unsigned int) ns->pkeys[i].fnum,
+ (unsigned long long) ns->pkeys[i].r_off,
+ (unsigned long long) ns->pkeys[i].d_off,
+ (unsigned long) ns->pkeys[i].len);
+ }
+ }
+ for (i = 0; i < ns->nsecondary; i++)
+ fprintf(ns->stmp, "%s\t%s\n", ns->skeys[i].key, ns->skeys[i].pkey);
+
+ /* Free the memory now that we've flushed our lists to disk
+ */
+ for (i = 0; i < ns->nprimary; i++) free(ns->pkeys[i].key);
+ for (i = 0; i < ns->nsecondary; i++) free(ns->skeys[i].key);
+ for (i = 0; i < ns->nsecondary; i++) free(ns->skeys[i].pkey);
+ if (ns->pkeys != NULL) free(ns->pkeys);
+ if (ns->skeys != NULL) free(ns->skeys);
+ ns->pkeys = NULL;
+ ns->skeys = NULL;
+ ns->external = TRUE;
+ return eslOK;
+
+ ERROR:
+ if (ns->ptmp != NULL) { fclose(ns->ptmp); ns->ptmp = NULL; }
+ if (ns->stmp != NULL) { fclose(ns->stmp); ns->stmp = NULL; }
+ return status;
+}
+
+/* parse_pkey(), parse_skey()
+ *
+ * Given a <buf> containing a line read from the external
+ * primary-key or secondary-key tmpfile; parse it, and fill in the fields of
+ * <pkey> or <skey>
+ *
+ * <?key> is a ptr to a structure on the stack. It is assumed
+ * to be in use only transiently.
+ * <?key>'s strings become ptrs into <buf>'s space, so we don't have to
+ * allocate new space for them. This means that the transient <?key> structure
+ * is only usable until <buf> is modified or free'd.
+ *
+ * Returns <eslOK> on success.
+ *
+ * Throws <eslEFORMAT> on parse error (shouldn't happen; we created it!)
+ * <eslEINCONCEIVABLE> if we can't deal with off_t's size.
+ */
+static int
+parse_pkey(char *buf, ESL_PKEY *pkey)
+{
+ int status;
+ char *s, *tok;
+ int n;
+
+ s = buf;
+ if (esl_strtok(&s, "\t\n", &(pkey->key), &n) != eslOK)
+ ESL_XEXCEPTION(eslEFORMAT, "parse failed");
+ if (esl_strtok(&s, "\t\n", &tok, &n) != eslOK)
+ ESL_XEXCEPTION(eslEFORMAT, "parse failed");
+
+ pkey->fnum = (uint16_t) atoi(tok);
+
+ if (esl_strtok(&s, "\t\n", &tok, &n) != eslOK) ESL_XEXCEPTION(eslEFORMAT, "parse failed");
+ if (sizeof(off_t) == 4) pkey->r_off = (off_t) strtoul (tok, NULL, 10);
+ else if (sizeof(off_t) == 8) pkey->r_off = (off_t) strtoull(tok, NULL, 10);
+ else ESL_XEXCEPTION(eslEINCONCEIVABLE, "whoa - weird off_t");
+
+ if (esl_strtok(&s, "\t\n", &tok, &n) != eslOK) ESL_XEXCEPTION(eslEFORMAT, "parse failed");
+ pkey->len = (uint64_t) strtoull(tok, NULL, 10);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+static int
+parse_skey(char *buf, ESL_SKEY *skey)
+{
+ int status;
+ char *s;
+ int n;
+
+ s = buf;
+ if (esl_strtok(&s, "\t\n", &(skey->key), &n) != eslOK) ESL_XEXCEPTION(eslEFORMAT, "parse failed");
+ if (esl_strtok(&s, "\t\n", &(skey->pkey), &n) != eslOK) ESL_XEXCEPTION(eslEFORMAT, "parse failed");
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* ordering functions needed for qsort() */
+static int
+pkeysort(const void *k1, const void *k2)
+{
+ ESL_PKEY *key1;
+ ESL_PKEY *key2;
+ key1 = (ESL_PKEY *) k1;
+ key2 = (ESL_PKEY *) k2;
+ return strcmp(key1->key, key2->key);
+}
+static int
+skeysort(const void *k1, const void *k2)
+{
+ ESL_SKEY *key1;
+ ESL_SKEY *key2;
+ key1 = (ESL_SKEY *) k1;
+ key2 = (ESL_SKEY *) k2;
+ return strcmp(key1->key, key2->key);
+}
+
+
+/*****************************************************************
+ *# 3. Portable binary i/o
+ *****************************************************************/
+
+/* Function: esl_byteswap()
+ * Synopsis: Swap between big-endian and little-endian, in place.
+ *
+ * Purpose: Swap between big-endian and little-endian, in place.
+ */
+void
+esl_byteswap(char *swap, int nbytes)
+{
+ int x;
+ char byte;
+
+ for (x = 0; x < nbytes / 2; x++)
+ {
+ byte = swap[nbytes - x - 1];
+ swap[nbytes - x - 1] = swap[x];
+ swap[x] = byte;
+ }
+}
+
+/* Function: esl_ntoh16()
+ * Synopsis: Convert 2-byte integer from network-order to host-order.
+ *
+ * Purpose: Convert a 2-byte integer from network-order to host-order,
+ * and return it.
+ *
+ * <esl_ntoh32()> and <esl_ntoh64()> do the same, but for 4-byte
+ * and 8-byte integers, respectively.
+ */
+uint16_t
+esl_ntoh16(uint16_t netshort)
+{
+#ifdef WORDS_BIGENDIAN
+ return netshort;
+#else
+ esl_byteswap((char *) &netshort, 2);
+ return netshort;
+#endif
+}
+uint32_t
+esl_ntoh32(uint32_t netlong)
+{
+#ifdef WORDS_BIGENDIAN
+ return netlong;
+#else
+ esl_byteswap((char *) &netlong, 4);
+ return netlong;
+#endif
+}
+uint64_t
+esl_ntoh64(uint64_t net_int64)
+{
+#ifdef WORDS_BIGENDIAN
+ return net_int64;
+#else
+ esl_byteswap((char *) &net_int64, 8);
+ return net_int64;
+#endif
+}
+
+/* Function: esl_hton16()
+ * Synopsis: Convert 2-byte integer from host-order to network-order.
+ *
+ * Purpose: Convert a 2-byte integer from host-order to network-order, and
+ * return it.
+ *
+ * <esl_hton32()> and <esl_hton64()> do the same, but for 4-byte
+ * and 8-byte integers, respectively.
+ */
+uint16_t
+esl_hton16(uint16_t hostshort)
+{
+#ifdef WORDS_BIGENDIAN
+ return hostshort;
+#else
+ esl_byteswap((char *) &hostshort, 2);
+ return hostshort;
+#endif
+}
+uint32_t
+esl_hton32(uint32_t hostlong)
+{
+#ifdef WORDS_BIGENDIAN
+ return hostlong;
+#else
+ esl_byteswap((char *) &hostlong, 4);
+ return hostlong;
+#endif
+}
+uint64_t
+esl_hton64(uint64_t host_int64)
+{
+#ifdef WORDS_BIGENDIAN
+ return host_int64;
+#else
+ esl_byteswap((char *) &host_int64, 8);
+ return host_int64;
+#endif
+}
+
+
+/* Function: esl_fread_u16()
+ * Synopsis: Read network-order integer from a stream.
+ *
+ * Purpose: Read a 2-byte network-order integer from <fp>, convert to
+ * host order, leave it in <ret_result>.
+ *
+ * <esl_fread_u32()> and <esl_fread_u64()> do the same, but
+ * for 4-byte and 8-byte integers, respectively.
+ *
+ * Returns: <eslOK> on success, and <eslFAIL> on <fread()> failure.
+ */
+int
+esl_fread_u16(FILE *fp, uint16_t *ret_result)
+{
+ uint16_t result;
+ if (fread(&result, sizeof(uint16_t), 1, fp) != 1) return eslFAIL;
+ *ret_result = esl_ntoh16(result);
+ return eslOK;
+}
+int
+esl_fread_u32(FILE *fp, uint32_t *ret_result)
+{
+ uint32_t result;
+ if (fread(&result, sizeof(uint32_t), 1, fp) != 1) return eslFAIL;
+ *ret_result = esl_ntoh32(result);
+ return eslOK;
+}
+int
+esl_fread_u64(FILE *fp, uint64_t *ret_result)
+{
+ uint64_t result;
+ if (fread(&result, sizeof(uint64_t), 1, fp) != 1) return eslFAIL;
+ *ret_result = esl_ntoh64(result);
+ return eslOK;
+}
+int
+esl_fread_i16(FILE *fp, int16_t *ret_result)
+{
+ int16_t result;
+ if (fread(&result, sizeof(int16_t), 1, fp) != 1) return eslFAIL;
+ *ret_result = (int16_t) esl_ntoh16((uint16_t) result);
+ return eslOK;
+}
+int
+esl_fread_i32(FILE *fp, int32_t *ret_result)
+{
+ int32_t result;
+ if (fread(&result, sizeof(int32_t), 1, fp) != 1) return eslFAIL;
+ *ret_result = (int32_t) esl_ntoh32((uint32_t) result);
+ return eslOK;
+}
+int
+esl_fread_i64(FILE *fp, int64_t *ret_result)
+{
+ int64_t result;
+ if (fread(&result, sizeof(int64_t), 1, fp) != 1) return eslFAIL;
+ *ret_result = (int64_t) esl_ntoh64((uint64_t) result);
+ return eslOK;
+}
+
+
+/* Function: esl_fwrite_u16()
+ * Synopsis: Write an integer to a stream in network-order.
+ *
+ * Purpose: Write a 2-byte host-order integer <n> to stream <fp>
+ * in network order.
+ *
+ * <esl_fwrite_u32()> and <esl_fwrite_u64()> do the same, but
+ * for 4-byte and 8-byte integers, respectively.
+ *
+ * Returns: <eslOK> on success, and <eslFAIL> on <fwrite()> failure.
+ */
+int
+esl_fwrite_u16(FILE *fp, uint16_t n)
+{
+ n = esl_hton16(n);
+ if (fwrite(&n, sizeof(uint16_t), 1, fp) != 1) return eslFAIL;
+ return eslOK;
+}
+int
+esl_fwrite_u32(FILE *fp, uint32_t n)
+{
+ n = esl_hton32(n);
+ if (fwrite(&n, sizeof(uint32_t), 1, fp) != 1) return eslFAIL;
+ return eslOK;
+}
+int
+esl_fwrite_u64(FILE *fp, uint64_t n)
+{
+ n = esl_hton64(n);
+ if (fwrite(&n, sizeof(uint64_t), 1, fp) != 1) return eslFAIL;
+ return eslOK;
+}
+int
+esl_fwrite_i16(FILE *fp, int16_t n)
+{
+ n = (int16_t) esl_hton16((uint16_t) n);
+ if (fwrite(&n, sizeof(int16_t), 1, fp) != 1) return eslFAIL;
+ return eslOK;
+}
+int
+esl_fwrite_i32(FILE *fp, int32_t n)
+{
+ n = (int32_t) esl_hton32((uint32_t) n);
+ if (fwrite(&n, sizeof(int32_t), 1, fp) != 1) return eslFAIL;
+ return eslOK;
+}
+int
+esl_fwrite_i64(FILE *fp, int64_t n)
+{
+ n = (int64_t) esl_hton64((uint64_t) n);
+ if (fwrite(&n, sizeof(int64_t), 1, fp) != 1) return eslFAIL;
+ return eslOK;
+}
+
+
+/* Function: esl_fread_offset()
+ * Synopsis: Read an offset portably.
+ * Incept: SRE, Fri Mar 3 13:19:41 2006 [St. Louis]
+ *
+ * Purpose: Read a file offset from the stream <fp> (which would usually
+ * be a save file), and store it in <ret_offset>.
+ *
+ * Offsets may have been saved by a different machine
+ * than the machine that reads them. The writer and the reader
+ * may differ in byte order and in width (<sizeof(off_t)>).
+ *
+ * Byte order is dealt with by saving offsets in
+ * network byte order, and converting them to host byte order
+ * when they are read (if necessary).
+ *
+ * Width is dealt with by the <sz> argument, which must be
+ * either 4 or 8, specifying that the saved offset is a
+ * 32-bit versus 64-bit <off_t>. If the reading host
+ * <off_t> width matches the <sz> of the writer, no
+ * problem. If <sz> is 4 but the reading host has 64-bit
+ * <off_t>'s, this is also no problem; the conversion
+ * always works. If <sz> is 64 but the reading host has
+ * only 32-bit <off_t>, we cannot guarantee that we have
+ * sufficient dynamic range to represent the offset; if
+ * the stored offset is too large to represent in a 32-bit
+ * offset, we throw a fatal <eslEINCOMPAT> error.
+ *
+ * Returns: <eslOK> on success; <eslFAIL> on a read failure.
+ *
+ * Throws: <eslEINVAL> if <sz> is something other than 4 or 8;
+ * <eslEINCOMPAT> if the stored offset is too large for
+ * the reader to represent (the machine that wrote the
+ * SSI file used 64 bit offsets, the reader uses 32
+ * bit offsets, and this offset is too large to represent
+ * in a 32 bit offset).
+ */
+int
+esl_fread_offset(FILE *fp, int sz, off_t *ret_offset)
+{
+ int status;
+ uint32_t x32;
+ uint64_t x64;
+
+ if (sz == 8)
+ {
+ if (esl_fread_u64(fp, &x64) != eslOK) { status = eslFAIL; goto ERROR; }
+ if (sizeof(off_t) == 4 && x64 > INT32_MAX)
+ ESL_XEXCEPTION(eslEINCOMPAT, "can't read 64-bit off_t on this 32-bit host");
+ *ret_offset = (off_t) x64;
+ }
+ else if (sz == 4)
+ {
+ if (esl_fread_u32(fp, &x32) != eslOK) { status = eslFAIL; goto ERROR; }
+ *ret_offset = (off_t) x32;
+ }
+ else ESL_XEXCEPTION(eslEINVAL, "offsets must be 32 or 64 bits");
+ return eslOK;
+
+ ERROR:
+ *ret_offset = 0;
+ return status;
+}
+
+/* Function: esl_fwrite_offset()
+ * Synopsis: Write an offset portably.
+ * Incept: SRE, Fri Mar 3 13:35:04 2006 [St. Louis]
+ *
+ * Purpose: Portably write (save) <offset> to the stream <fp>, in network
+ * byte order.
+ *
+ * Returns: <eslOK> on success; <eslFAIL> on write failure.
+ *
+ * Throws: <eslEINVAL> if <off_t> is something other than a 32-bit or
+ * 64-bit integer on this machine, in which case we don't know
+ * how to deal with it portably.
+ */
+int
+esl_fwrite_offset(FILE *fp, off_t offset)
+{
+ if (sizeof(off_t) == 4) return esl_fwrite_u32(fp, offset);
+ else if (sizeof(off_t) == 8) return esl_fwrite_u64(fp, offset);
+ else ESL_EXCEPTION(eslEINVAL, "off_t is neither 32-bit nor 64-bit");
+ /*UNREACHED*/
+ return eslEINCONCEIVABLE;
+}
+
+
+
+
+/*****************************************************************
+ * 4. Test driver
+ *****************************************************************/
+
+/* gcc -g -Wall -o ssi_utest -L. -I. -DeslSSI_TESTDRIVE esl_ssi.c -leasel -lm */
+#ifdef eslSSI_TESTDRIVE
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_ssi.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+
+int main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = NULL;
+ ESL_NEWSSI *ns = NULL;
+ ESL_SSI *ssi = NULL;
+ ESL_SQ *sq = NULL;
+ ESL_SQFILE *sqfp = NULL;
+ FILE *fp;
+ FILE *ssifp;
+ uint16_t fh;
+ int nseq, nfiles, i, j, maxL;
+ char **sqfile;
+ char **seqname;
+ char **seq;
+ int *seqlen;
+ int nq;
+ char query[32];
+ char *qfile;
+ int qfmt;
+ off_t roff;
+ double p[4] = { 0.25, 0.25, 0.25, 0.25 };
+ char ssifile[32] = "esltmpXXXXXX";
+ int status;
+ int be_verbose;
+
+ nfiles = 3;
+ nseq = 10;
+ maxL = 1000;
+ nq = 10;
+ be_verbose = FALSE;
+
+ /* Create <nfiles> sequence file names.
+ */
+ ESL_ALLOC(sqfile, sizeof(char *) * nfiles);
+ for (j = 0; j < nfiles; j++)
+ {
+ ESL_ALLOC(sqfile[j], sizeof(char) * 32);
+ sprintf(sqfile[j], "esltmpXXXXXX");
+ }
+
+ /* Create <nfiles*nseq> sequences with random
+ * lengths up to 1000.
+ */
+ /* r = esl_randomness_CreateTimeseeded(); */
+ r = esl_randomness_Create(39);
+ ESL_ALLOC(seq, sizeof(char *) * nseq * nfiles);
+ ESL_ALLOC(seqname,sizeof(char *) * nseq * nfiles);
+ ESL_ALLOC(seqlen, sizeof(int) * nseq * nfiles);
+ for (i = 0; i < nseq*nfiles; i++)
+ {
+ seqlen[i] = 1 + esl_rnd_Roll(r, maxL); /* 1..maxL */
+ ESL_ALLOC(seq[i], sizeof(char) * (seqlen[i]+1));
+ ESL_ALLOC(seqname[i],sizeof(char) * 64);
+
+ esl_rsq_IID(r, "ACGT", p, 4, seqlen[i], seq[i]);
+ sprintf(seqname[i], "seq%d-file%d", i, i/nseq);
+ }
+
+ /* Save them to FASTA files.
+ */
+ for (j = 0; j < nfiles; j++)
+ {
+ if (esl_tmpfile_named(sqfile[j], &fp) != eslOK) esl_fatal("failed to open %s", sqfile[j]);
+ for (i = j*nseq; i < (j+1)*nseq; i++)
+ {
+ sq = esl_sq_CreateFrom(seqname[i], seq[i], NULL, NULL, NULL);
+ esl_sqio_Write(fp, sq, eslSQFILE_FASTA);
+ esl_sq_Destroy(sq);
+ }
+ fclose(fp);
+ }
+
+ /* Create an ssi index of all the FASTA files.
+ */
+ ns = esl_newssi_Create();
+ sq = esl_sq_Create();
+ for (j = 0; j < nfiles; j++)
+ {
+ if (esl_sqfile_Open(sqfile[j], eslSQFILE_UNKNOWN, NULL, &sqfp) != eslOK)
+ esl_fatal("failed to open fasta file %s", sqfile[j]);
+ esl_newssi_AddFile(ns, sqfile[j], sqfp->format, &fh);
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ {
+ if (be_verbose) printf("%16s %ld %ld %" PRIi64 "\n", sq->name, (long) sq->roff, (long) sq->doff, sq->L);
+ esl_newssi_AddKey(ns, sq->name, fh, sq->roff, sq->doff, sq->L);
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal("sequence read failure");
+ esl_sqfile_Close(sqfp);
+ }
+ esl_sq_Destroy(sq);
+
+ /* Save the SSI index to a file.
+ */
+ if (esl_tmpfile_named(ssifile, &ssifp) != eslOK) esl_fatal("failed to open ssi file");
+ esl_newssi_Write(ssifp, ns);
+ esl_newssi_Destroy(ns);
+ fclose(ssifp);
+
+ /* Open the SSI index - now we'll use it to retrieve
+ * <nq> random sequences.
+ */
+ if (esl_ssi_Open(ssifile, &ssi) != eslOK) esl_fatal("failed to open ssi index");
+ sq = esl_sq_Create();
+ while (nq--)
+ {
+ /* Choose a seq and file */
+ i = esl_rnd_Roll(r, nseq*nfiles);
+ j = i/nseq;
+ sprintf(query, "seq%d-file%d", i, j);
+
+ /* Retrieve it */
+ status = esl_ssi_FindName(ssi, query, &fh, &roff, NULL, NULL);
+ if (status != eslOK) esl_fatal("didn't find %s in index", query);
+ esl_ssi_FileInfo(ssi, fh, &qfile, &qfmt);
+ if (esl_sqfile_Open(qfile, qfmt, NULL, &sqfp) != eslOK)
+ esl_fatal("failed to open fasta file %s", qfile);
+ esl_sqfile_Position(sqfp, roff);
+ if (esl_sqio_Read(sqfp, sq) != eslOK) esl_fatal("failed to read seq %s", query);
+
+ /* Check that it's the right one */
+ if (strcmp(sq->name, query) != 0) esl_fatal("sought %s, retrieved %s", query, sq->name);
+ if (sq->n != seqlen[i]) esl_fatal("wrong sequence length retrieved");
+ if (strcmp(sq->seq, seq[i]) != 0) esl_fatal("unexpected sequence retrieved");
+ if (strcmp(qfile, sqfile[j]) != 0) esl_fatal("file names %s and %s differ", qfile, sqfile[j]);
+
+ esl_sq_Reuse(sq);
+ esl_sqfile_Close(sqfp);
+ }
+
+ for (j = 0; j < nfiles; j++) remove(sqfile[j]);
+ remove(ssifile);
+ status = eslOK;
+
+ /* flowthrough is safe: garbage collection only below. */
+ ERROR:
+ esl_sq_Destroy(sq);
+ esl_ssi_Close(ssi);
+ esl_randomness_Destroy(r);
+ if (seqlen != NULL) free(seqlen);
+ esl_Free2D((void **) seqname, nseq*nfiles);
+ esl_Free2D((void **) seq, nseq*nfiles);
+ esl_Free2D((void **) sqfile, nfiles);
+ return status;
+}
+#endif /*eslSSI_TESTDRIVE*/
+
+
+
+/*****************************************************************
+ * 5. Example code.
+ ****************************************************************/
+#ifdef eslSSI_EXAMPLE
+/* gcc -o example -g -Wall -DeslSSI_EXAMPLE esl_ssi.c easel.c
+ * esl-shuffle -o foo.fa -N 1000 -G --amino -L 400
+ * ./example foo.fa
+ */
+/*::cexcerpt::ssi_example::begin::*/
+#include <stdio.h>
+#include "easel.h"
+#include "esl_ssi.h"
+
+int main(int argc, char **argv)
+{
+ ESL_NEWSSI *ns;
+ char *fafile; /* name of FASTA file */
+ FILE *fp; /* opened FASTA file for reading */
+ char *ssifile; /* name of SSI file */
+ FILE *sfp; /* opened SSI file for writing */
+ uint16_t fh; /* file handle SSI associates w/ fafile */
+ char *buf = NULL; /* growable buffer for esl_fgets() */
+ int n = 0; /* length of buf */
+ char *s, *seqname;
+ off_t seq_offset;
+
+ /* Collect the sequence names from a FASTA file into an index */
+ fafile = argv[1];
+ ns = esl_newssi_Create();
+ if ((fp = fopen(fafile, "r")) == NULL) esl_fatal("failed to open %s", fafile);
+ if (esl_newssi_AddFile(ns, fafile, 1, &fh) != eslOK) esl_fatal("failed to add %s to index", fafile);
+
+ seq_offset = ftello(fp);
+ while (esl_fgets(&buf, &n, fp) == eslOK)
+ {
+ if (*buf == '>') {
+ s = buf+1; /* skip past > */
+ esl_strtok(&s, " \t\n", &seqname, NULL); /* name = 1st token on > line */
+ esl_newssi_AddKey(ns, seqname, fh, seq_offset, 0, 0);
+ }
+ seq_offset = ftello(fp);
+ }
+ free(buf);
+ fclose(fp);
+
+ /* Save the index to disk */
+ esl_strdup(fafile, -1, &ssifile);
+ esl_strcat(&ssifile, -1, ".ssi", 4);
+ if ((sfp = fopen(ssifile, "wb")) == NULL) esl_fatal("failed to open SSI file %s", ssifile);
+ if (esl_newssi_Write(sfp, ns) != eslOK) esl_fatal("failed to write ssi file");
+ fclose(sfp);
+ free(ssifile);
+ esl_newssi_Destroy(ns);
+
+ return 0;
+}
+/*::cexcerpt::ssi_example::end::*/
+#endif /*eslSSI_EXAMPLE*/
+
+
+#ifdef eslSSI_EXAMPLE2
+/* gcc -o example2 -g -Wall -DeslSSI_EXAMPLE2 esl_ssi.c easel.c
+ * ./example2 random77 foo.fa.ssi
+ */
+/*::cexcerpt::ssi_example2::begin::*/
+#include <stdio.h>
+#include "easel.h"
+#include "esl_ssi.h"
+
+int main(int argc, char **argv)
+{
+ ESL_SSI *ssi;
+ char *seqname; /* name of sequence to retrieve */
+ char *ssifile; /* name of SSI file */
+ uint16_t fh; /* file handle SSI associates w/ fafile */
+ char *fafile; /* name of FASTA file */
+ int fmt; /* format code (1, in this example) */
+ off_t offset; /* disk offset of seqname in fafile */
+ FILE *fp; /* opened FASTA file for reading */
+ char *buf = NULL; /* growable buffer for esl_fgets() */
+ int n = 0; /* size of buffer */
+
+ seqname = argv[1];
+ ssifile = argv[2];
+
+ if (esl_ssi_Open(ssifile, &ssi) != eslOK) esl_fatal("open failed");
+ if (esl_ssi_FindName(ssi, seqname, &fh, &offset, NULL, NULL) != eslOK) esl_fatal("find failed");
+ if (esl_ssi_FileInfo(ssi, fh, &fafile, &fmt) != eslOK) esl_fatal("info failed");
+ /* you can't close the ssi file yet - fafile is pointing into it! */
+
+ if ((fp = fopen(fafile, "r")) == NULL) esl_fatal("failed to open %s", fafile);
+ if (fseeko(fp, offset, SEEK_SET) != 0) esl_fatal("failed to position %s", fafile);
+ if (esl_fgets(&buf, &n, fp) != eslOK) esl_fatal("failed to get name/desc line");
+ do {
+ printf("%s", buf);
+ } while (esl_fgets(&buf, &n, fp) == eslOK && *buf != '>');
+
+ esl_ssi_Close(ssi);
+ fclose(fp);
+ free(buf);
+ return 0;
+}
+/*::cexcerpt::ssi_example2::end::*/
+#endif /*eslSSI_EXAMPLE2*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_ssi.h b/easel/esl_ssi.h
new file mode 100644
index 0000000..c1321f4
--- /dev/null
+++ b/easel/esl_ssi.h
@@ -0,0 +1,161 @@
+/* Simple sequence indices:
+ * Fast sequence record lookup in large files by keywords, such
+ * as names or accessions.
+ *
+ * SVN $Id: esl_ssi.h 269 2008-06-19 13:47:41Z eddys $
+ * SRE, Thu Mar 2 15:54:51 2006 [St. Louis]
+ */
+#ifndef ESL_SSI_INCLUDED
+#define ESL_SSI_INCLUDED
+
+#ifdef HAVE_SYS_TYPES_H
+#include <sys/types.h>
+#endif
+#ifdef HAVE_STDINT_H
+#include <stdint.h>
+#endif
+#ifdef HAVE_INTTYPES_H
+#include <inttypes.h>
+#endif
+
+#define eslSSI_MAXFILES 32767 /* 2^15-1 */
+#define eslSSI_MAXKEYS 2147483647L /* 2^31-1 */
+#define eslSSI_MAXRAM 256 /* >256MB indices trigger external sort */
+
+#ifndef HAVE_FSEEKO
+#define fseeko fseek
+#define ftello ftell
+#endif
+
+/* ESL_SSI
+ * Using an existing SSI index file.
+ */
+typedef struct {
+ FILE *fp; /* open SSI index file */
+ uint32_t flags; /* optional behavior flags */
+ uint32_t offsz; /* sizeof(off_t)'s in the SSI file */
+ uint16_t nfiles; /* number of files = 16 bit int */
+ uint64_t nprimary; /* number of primary keys */
+ uint64_t nsecondary; /* number of secondary keys */
+ uint32_t flen; /* length of filenames (inc '\0') */
+ uint32_t plen; /* length of primary keys (inc '\0') */
+ uint32_t slen; /* length of secondary keys (inc '\0') */
+ uint32_t frecsize; /* # bytes in a file record */
+ uint32_t precsize; /* # bytes in a primary key record */
+ uint32_t srecsize; /* # bytes in a secondary key record */
+ off_t foffset; /* disk offset, start of file records */
+ off_t poffset; /* disk offset, start of pri key recs */
+ off_t soffset; /* disk offset, start of sec key recs */
+
+
+ /* File information: */
+ char **filename; /* list of file names [0..nfiles-1] */
+ uint32_t *fileformat; /* file formats */
+ uint32_t *fileflags; /* optional per-file behavior flags */
+ uint32_t *bpl; /* bytes per line in file */
+ uint32_t *rpl; /* residues per line in file */
+} ESL_SSI;
+
+/* Flags for the <ssi->fileflags> bit vectors. */
+#define eslSSI_FASTSUBSEQ (1<<0) /* we can do fast subseq lookup calculations on this file */
+
+
+/* ESL_NEWSSI
+ * Used to create a new SSI index.
+ */
+typedef struct { /* Primary key data: */
+ char *key; /* key name */
+ uint16_t fnum; /* file number */
+ off_t r_off; /* record offset */
+ off_t d_off; /* data offset */
+ int64_t len; /* sequence length */
+} ESL_PKEY;
+
+typedef struct { /* Secondary key data: */
+ char *key; /* secondary key name */
+ char *pkey; /* primary key name */
+} ESL_SKEY;
+
+typedef struct {
+ int external; /* TRUE if pkeys and skeys are on disk */
+ int max_ram; /* threshold in MB to trigger extern sort */
+
+ char **filenames;
+ uint32_t *fileformat;
+ uint32_t *bpl;
+ uint32_t *rpl;
+ uint32_t flen; /* length of longest filename, inc '\0' */
+ uint16_t nfiles; /* can store up to 2^15-1 (32767) files */
+
+ ESL_PKEY *pkeys;
+ uint32_t plen; /* length of longest pkey, including '\0' */
+ uint64_t nprimary; /* can store up to 2^63-1 = 9.2e18 keys */
+ char *ptmpfile; /* primary key tmpfile name, for extern sort */
+ FILE *ptmp; /* handle on open ptmpfile */
+
+ ESL_SKEY *skeys;
+ uint32_t slen; /* length of longest skey, including '\0' */
+ uint64_t nsecondary;
+ char *stmpfile; /* secondary key tmpfile name, for extern sort */
+ FILE *stmp; /* handle on open ptmpfile */
+} ESL_NEWSSI;
+
+
+#define eslSSI_FCHUNK 16 /* chunk size for file name reallocation */
+#define eslSSI_KCHUNK 128 /* and for key reallocation */
+
+
+/* 1. Using (reading) SSI indices */
+extern int esl_ssi_Open(const char *filename, ESL_SSI **ret_ssi);
+extern void esl_ssi_Close(ESL_SSI *ssi);
+extern int esl_ssi_FindName(ESL_SSI *ssi, const char *key,
+ uint16_t *ret_fh, off_t *ret_roff, off_t *opt_doff, int64_t *opt_L);
+extern int esl_ssi_FindNumber(ESL_SSI *ssi, int64_t nkey,
+ uint16_t *opt_fh, off_t *opt_roff, off_t *opt_doff, int64_t *opt_L, char **opt_pkey);
+extern int esl_ssi_FindSubseq(ESL_SSI *ssi, const char *key, int64_t requested_start,
+ uint16_t *ret_fh, off_t *ret_roff, off_t *ret_doff, int64_t *ret_L, int64_t *ret_actual_start);
+extern int esl_ssi_FileInfo(ESL_SSI *ssi, uint16_t fh, char **ret_filename, int *ret_format);
+
+
+
+/* 2. Creating (writing) SSI indices. */
+extern ESL_NEWSSI *esl_newssi_Create(void);
+extern int esl_newssi_AddFile(ESL_NEWSSI *ns, const char *filename, int fmt, uint16_t *ret_fh);
+extern int esl_newssi_SetSubseq(ESL_NEWSSI *ns, uint16_t fh, uint32_t bpl, uint32_t rpl);
+extern int esl_newssi_AddKey(ESL_NEWSSI *ns, const char *key, uint16_t fh,
+ off_t r_off, off_t d_off, int64_t L);
+extern int esl_newssi_AddAlias(ESL_NEWSSI *ns, const char *alias, const char *key);
+extern int esl_newssi_Write(FILE *fp, ESL_NEWSSI *ns);
+extern void esl_newssi_Destroy(ESL_NEWSSI *ns);
+
+
+/* 3. Portable binary i/o. */
+extern void esl_byteswap(char *swap, int nbytes);
+extern uint16_t esl_ntoh16(uint16_t netshort);
+extern uint32_t esl_ntoh32(uint32_t netlong);
+extern uint64_t esl_ntoh64(uint64_t net_int64);
+extern uint16_t esl_hton16(uint16_t hostshort);
+extern uint32_t esl_hton32(uint32_t hostlong);
+extern uint64_t esl_hton64(uint64_t host_int64);
+extern int esl_fread_u16(FILE *fp, uint16_t *ret_result);
+extern int esl_fread_u32(FILE *fp, uint32_t *ret_result);
+extern int esl_fread_u64(FILE *fp, uint64_t *ret_result);
+extern int esl_fread_i16(FILE *fp, int16_t *ret_result);
+extern int esl_fread_i32(FILE *fp, int32_t *ret_result);
+extern int esl_fread_i64(FILE *fp, int64_t *ret_result);
+extern int esl_fwrite_u16(FILE *fp, uint16_t n);
+extern int esl_fwrite_u32(FILE *fp, uint32_t n);
+extern int esl_fwrite_u64(FILE *fp, uint64_t n);
+extern int esl_fwrite_i16(FILE *fp, int16_t n);
+extern int esl_fwrite_i32(FILE *fp, int32_t n);
+extern int esl_fwrite_i64(FILE *fp, int64_t n);
+extern int esl_fread_offset(FILE *fp, int mode, off_t *ret_offset);
+extern int esl_fwrite_offset(FILE *fp, off_t offset);
+
+
+#endif /* ESL_SSI_INCLUDED */
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_ssi.tex b/easel/esl_ssi.tex
new file mode 100644
index 0000000..aa6bee6
--- /dev/null
+++ b/easel/esl_ssi.tex
@@ -0,0 +1,450 @@
+The \eslmod{ssi} module is for creating and using ``SSI''
+(sequence/subsequence index) files. SSI indexes flatfile databases by
+names and/or accessions, enabling fast sequence record retrieval.
+
+An SSI index is a binary file that stores sequence names or accessions
+as \emph{keys}, associating them with information about the sequence
+record, including its location (file name and disk offset), so that it
+can be looked up rapidly. It differentiates between \emph{primary
+keys} and \emph{secondary keys} (aliases). There is one and only one
+primary key per record. There can be more than one secondary key
+(alias) per sequence. Both primary and secondary keys must be unique
+identifiers (no two records have the same key). For example, a program
+for sequence retrieval might create an SSI index with accessions as
+primary keys and names as secondary keys (or the other way around).
+
+Records can also be retrieved by number from the list of primary keys.
+This may be useful for distributed data-parallel applications, which
+can use SSI to rapidly position individual processes at different
+record ranges in a flatfile database.
+
+A single SSI file can index a sequence database that consists of more
+than one individual sequence file. For example, the Genbank database
+is distributed as a large number of flatfiles; one SSI file can index
+them all.
+
+When records are consistently formatted, SSI indices can allow a
+specific subsequence in a sequence record to be identified
+rapidly. This is useful when the sequence records are very large, such
+as whole assembled genomes or chromosomes.
+
+Although SSI indices are designed with sequence databases in mind, SSI
+can also be used to index records in other types of flatfile
+databases. For example, HMMER uses SSI to index HMM databases, and the
+\eslmod{msa} module can use SSI to index Stockholm format multiple
+alignment databases like Pfam and Rfam.
+
+SSI can handle large amounts of data. It is capable of indexing tens
+of thousands of files and hundreds of trillions of sequence records.
+The lengths of primary keys, secondary keys, or filenames are
+effectively unlimited, and individual sequence records may be many
+trillions of residues long, orders of magnitude larger than the
+largest complete chromosomes. SSI indexing is effectively limited only
+by the size of the SSI index file itself (up to 9.2 million terabytes,
+on 64-bit filesystems).
+
+Binary SSI indices are portable between different
+machines.\footnote{The sole exception is that SSI indices built for
+64-bit filesystems might not be readable on a fully 32-bit
+filesystem.}
+
+Table~\ref{tbl:ssi_api} lists the functions in the \eslmod{ssi} API.
+A \eslmod{ESL\_SSI} object is used for reading an index, and a
+\eslmod{ESL\_NEWSSI} object is used for creating one. There is also a
+set of functions for portable binary file i/o.
+
+
+% Table generated by autodoc -t esl_ssi.c (so don't edit here, edit esl_ssi.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{Using (reading) an SSI index.}\\
+\hyperlink{func:esl_ssi_Open()}{\ccode{esl\_ssi\_Open()}} & Open an SSI index as an \ccode{ESL\_SSI}.\\
+\hyperlink{func:esl_ssi_FindName()}{\ccode{esl\_ssi\_FindName()}} & Look up a primary or secondary key.\\
+\hyperlink{func:esl_ssi_FindNumber()}{\ccode{esl\_ssi\_FindNumber()}} & Look up the n'th primary key.\\
+\hyperlink{func:esl_ssi_FindSubseq()}{\ccode{esl\_ssi\_FindSubseq()}} & Look up a specific subsequence's start.\\
+\hyperlink{func:esl_ssi_FileInfo()}{\ccode{esl\_ssi\_FileInfo()}} & Retrieve a file name and format code.\\
+\hyperlink{func:esl_ssi_Close()}{\ccode{esl\_ssi\_Close()}} & Close an SSI index.\\
+\apisubhead{Creating (writing) new SSI files.}\\
+\hyperlink{func:esl_newssi_Create()}{\ccode{esl\_newssi\_Create()}} & Create a new \ccode{ESL\_NEWSSI}.\\
+\hyperlink{func:esl_newssi_AddFile()}{\ccode{esl\_newssi\_AddFile()}} & Add a filename to a growing index.\\
+\hyperlink{func:esl_newssi_SetSubseq()}{\ccode{esl\_newssi\_SetSubseq()}} & Declare that file is suitable for fast subseq lookup.\\
+\hyperlink{func:esl_newssi_AddKey()}{\ccode{esl\_newssi\_AddKey()}} & Add a primary key to a growing index.\\
+\hyperlink{func:esl_newssi_AddAlias()}{\ccode{esl\_newssi\_AddAlias()}} & Add a secondary key (alias) to a growing index.\\
+\hyperlink{func:esl_newssi_Write()}{\ccode{esl\_newssi\_Write()}} & Save a new index to an SSI file.\\
+\hyperlink{func:esl_newssi_Destroy()}{\ccode{esl\_newssi\_Destroy()}} & Free an \ccode{ESL\_NEWSSI}.\\
+\apisubhead{Portable binary i/o}\\
+\hyperlink{func:esl_byteswap()}{\ccode{esl\_byteswap()}} & Description.\\
+\hyperlink{func:esl_ntoh16()}{\ccode{esl\_ntoh16()}} & Description.\\
+\hyperlink{func:esl_hton16()}{\ccode{esl\_hton16()}} & Description.\\
+\hyperlink{func:esl_fread_i16()}{\ccode{esl\_fread\_i16()}} & Description.\\
+\hyperlink{func:esl_fwrite_i16()}{\ccode{esl\_fwrite\_i16()}} & Description.\\
+\hyperlink{func:esl_fread_offset()}{\ccode{esl\_fread\_offset()}} & Description.\\
+\hyperlink{func:esl_fwrite_offset()}{\ccode{esl\_fwrite\_offset()}} & Description.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{ssi} API.}
+\label{tbl:ssi_api}
+\end{table}
+
+\subsection{Example: creating an SSI index}
+
+Figure~\ref{fig:ssi_example} shows a program that creates an SSI index
+for a FASTA sequence file, in which sequence records start with a line
+like:
+\begin{cchunk}
+ >SEQ_NAME Rest of the line is a free-text description.
+\end{cchunk}
+
+\begin{figure}
+\input{cexcerpts/ssi_example}
+\caption{An example of indexing the sequence records in a FASTA file.}
+\label{fig:ssi_example}
+\end{figure}
+
+\begin{itemize}
+\item A new index is created (\ccode{esl\_newssi\_Create()}).
+
+\item Each file to be indexed is added to the index by a call to
+ \ccode{esl\_newssi\_AddFile()}. This returns a \emph{file handle}
+ (\ccode{fh}) that you will need when you add primary keys. In
+ this example, there is only one file and only one file handle.
+
+\item You need to determine the disk offset at the exact beginning of
+ each sequence record. You retrieve your current position in the
+ file using an \ccode{ftello()} call.
+
+\item You add each primary key to the index with a
+ \ccode{esl\_newssi\_AddKey()} call. You provide the handle of the
+ file that key is in, and the offset to the start of this key's
+ sequence record.
+
+\item The \ccode{esl\_fgets()} function (part of the \eslmod{easel}
+ foundation module) is a way of reading text files line by line,
+ no matter how long each line might be: \ccode{esl\_fgets()}
+ reallocates its buffer as needed.
+
+\item You can name an SSI index anything you want. For an index of a
+ single file, \Easel\ defaults to assuming an \ccode{.ssi} suffix
+ is appended to the filename, and that's what the example does
+ here.
+
+\item \ccode{esl\_newssi\_Write()} saves the index to an open file.
+
+\item Finally, the index structure is freed by
+ \ccode{esl\_newssi\_Destroy()}.
+\end{itemize}
+
+To compile and run the program, given a FASTA file \ccode{foo.fa} that
+you provide:
+
+\begin{cchunk}
+ % cc -o example -DeslSSI_EXAMPLE esl_ssi.c -leasel -lm
+ % ./example foo.fa
+\end{cchunk}
+
+This will create a new SSI file called \ccode{foo.fa.ssi}.
+
+\subsection{An example of using an SSI index}
+
+Figure~\ref{fig:ssi_example2} shows a program that retrieves a FASTA
+sequence record by its name, using an SSI index.
+
+\begin{figure}
+\input{cexcerpts/ssi_example2}
+\caption{Example of using an SSI index to retrieve a sequence by name from a FASTA
+ file.}
+\label{fig:ssi_example2}
+\end{figure}
+
+\begin{itemize}
+\item \ccode{esl\_ssi\_Open()} opens the SSI index file.
+
+\item \ccode{esl\_ssi\_FindName()} looks up the record by its name.
+ Primary keys are checked first, then secondary keys. If it is
+ found, \ccode{fh} contains a file handle (what file it's in),
+ and \ccode{offset} contains the position of the desired record
+ in that file.
+
+\item The file handle \ccode{fh} is looked up in the file index with
+ \ccode{esl\_ssi\_FileInfo()}, and the name of the file and a
+ format code are returned. The format code is useful if you need
+ to hand the filename off to different kinds of file parsers,
+ depending on what file type it is. (SSI can index files in
+ heterogenous formats.)
+
+\item After that, you use the retrieved information however you need,
+ independent of the SSI index. The example emphasizes this, by
+ freeing the SSI index immediately with \ccode{esl\_ssi\_Destroy()}
+ after it knows \ccode{fafile} and \ccode{offset}. The example
+ opens the file, positions the disk with \ccode{fseeko()}, and
+ reads a sequence record out of it one line at a time, until it
+ reaches EOF or the start of the next sequence record.
+\end{itemize}
+
+
+
+
+
+\subsection{SSI file format}
+
+There are four sections to the SSI file:
+\begin{sreitems}{\textbf{Secondary keys}}
+\item[\textbf{Header}]
+Contains a magic number indicating SSI version number, followed by
+information about the number and sizes of items in the index.
+
+\item[\textbf{Files}]
+Contains one or more \emph{file records}, one per sequence file that's
+indexed. These contain information about the individual files.
+
+\item[\textbf{Primary keys}]
+Contains one or more \emph{primary key records}, one per primary key.
+
+\item[\textbf{Secondary keys}]
+Contains one or more \emph{secondary key records}, one per secondary key.
+\end{sreitems}
+
+All numeric quantities are stored as fixed-width unsigned integers in
+network (bigendian) order, for crossplatform portability of the index
+files, using types \ccode{uint16\_t}, \ccode{uint32\_t}, and
+\ccode{uint64\_t}.\footnote{These types are available on C99-compliant
+systems. On other systems, \Easel\ automatically defines appropriate
+substitutes at configuration time.} Values may need to be cast to
+signed quantities elsewhere in \Easel, so only half of their dynamic
+range is valid (e.g. 0..32,767 for values of type \ccode{uint16\_t};
+0..2,146,483,647 (2 billion) for \ccode{uint32\_t}; and 0..9.22e18 (9
+million trillion) for \ccode{uint64\_t}).
+
+File offsets (type \ccode{off\_t}) are assumed to be either 32-bit or
+64-bit signed integers. Easel uses 64-bit offsets if at all possible
+on your system. The size of \ccode{off\_t} for the system that created
+the SSI file is stored in the SSI header, for portability to other
+systems that try to read the SSI file.
+
+\subsubsection{Header section}
+
+The header section contains:
+
+\vspace{1em}
+\begin{tabular}{llrr}
+Variable & Description & Bytes & Type \\\hline
+\ccode{magic} & SSI version magic number. & 4 & \ccode{uint32\_t}\\
+\ccode{flags} & Optional behavior flags (see below) & 4 & \ccode{uint32\_t}\\
+\ccode{offsz} & \ccode{off\_t} size on system that made index & 4 & \ccode{uint32\_t}\\
+\ccode{nfiles} & Number of files in file section. & 2 & \ccode{uint16\_t}\\
+\ccode{nprimary} & Number of primary keys indexed. & 8 & \ccode{uint64\_t}\\
+\ccode{nsecondary} & Number of secondary keys indexed. & 8 & \ccode{uint64\_t}\\
+\ccode{flen} & Length of filenames (incl. '\verb+\0+') & 4 & \ccode{uint32\_t}\\
+\ccode{plen} & Length of primary key names (incl. '\verb+\0+') & 4 & \ccode{uint32\_t}\\
+\ccode{slen} & Length of sec. key names (incl. '\verb+\0+') & 4 & \ccode{uint32\_t}\\
+\ccode{frecsize} & \# of bytes in a file record & 4 & \ccode{uint32\_t}\\
+\ccode{precsize} & \# of bytes in a primary key record & 4 & \ccode{uint32\_t}\\
+\ccode{srecsize} & \# of bytes in a sec. key record & 4 & \ccode{uint32\_t}\\
+\ccode{foffset} & disk offset, start of file records & \dag & \ccode{off\_t}\\
+\ccode{poffset} & disk offset, start of primary key recs & \dag & \ccode{off\_t}\\
+\ccode{soffset} & disk offset, start of sec. key records & \dag & \ccode{off\_t}\\
+\end{tabular}
+\vspace{1em}
+
+The \ccode{flags} field is currently unused. It is stored for possible
+future use, for any optional behaviors that may need to be
+implemented.
+
+The reason to explicitly record various record sizes
+(\ccode{frecsize}, \ccode{precsize}, \ccode{srecsize}) and index file
+positions (\ccode{foffset}, \ccode{poffset}, \ccode{soffset}) is to
+allow for future extensions. Using explicit offsets means we can add
+more fields in future versions of SSI without breaking older SSI
+parsers. The format is meant to be both forwards- and
+backwards-compatible.
+
+\subsubsection{File section}
+
+The file section consists of \ccode{nfiles} file records. Each record
+is \ccode{frecsize} bytes long, and contains:
+
+\vspace{1em}
+\begin{tabular}{llrr}
+Variable & Description & Bytes & Type \\\hline
+\ccode{filename} & Name of file (possibly including full path) & \ccode{flen} & \ccode{char *}\\
+\ccode{format} & Format code for file & 4 & \ccode{uint32\_t} \\
+\ccode{flags} & Optional behavior flags & 4 & \ccode{uint32\_t} \\
+\ccode{bpl} & Bytes per sequence data line & 4 & \ccode{uint32\_t} \\
+\ccode{rpl} & Residues per sequence data line & 4 & \ccode{uint32\_t} \\\hline
+\end{tabular}
+\vspace{1em}
+
+When a SSI file is written, \ccode{frecsize} is equal to the sum of
+the sizes above. When a SSI file is read by a parser, it is possible
+that \ccode{frecsize} is larger than the parser expects, if the parser
+is expecting an older version of the SSI format, because additional
+fields might be present. The parser will only try to parse data up to
+the \ccode{frecsize} it expected to see, but still knows the (possibly
+larger) \ccode{frecsize} that is operative in this SSI file, for
+purposes of skipping around in the index file.
+
+An SSI index might reside in the same directory as the data file(s) it
+indexes, so \ccode{filename} might be relative to the location of the
+SSI index. Alternatively, \ccode{filename} might be a full path. These
+semantics are not enforced by the \eslmod{ssi} module. Rather, this is
+an issue for an SSI-enabled application to define for
+itself. SSI-enabled applications would typically include program(s)
+for creating indices and program(s) for using them. Different
+applications might employ different conventions for where the indices
+are expected to be, relative to the sequence files, so long as that
+convention is consistently applied by both index creator and index
+user.
+
+Similarly, the \eslmod{ssi} module does not specify the meaning of the
+\ccode{format} code. An SSI-enabled application may use this field to
+associate any useful format code (or indeed, any other number) with
+each indexed file. A typical use, though, would be sequence file
+format codes like \ccode{eslSQFILE\_FASTA} or
+\ccode{eslMSAFILE\_STOCKHOLM} from the \eslmod{sqio} or \eslmod{msa}
+modules.
+
+Only one possible optional behavior flag is currently defined:
+
+\vspace{1em}
+\begin{tabular}{lll}
+Flag & Value& Note\\ \hline
+\ccode{eslSSI\_FASTSUBSEQ} & $1 \ll 0$ & Fast subseq retrieval is possible for this file.\\\hline
+\end{tabular}
+\vspace{1em}
+
+When \ccode{eslSSI\_FASTSUBSEQ} is set, \ccode{bpl} and \ccode{rpl}
+are nonzero. These can then be used to calculate the offset of
+subsequence positions in the data file. This optional behavior is
+described in detail a bit later.
+
+\subsubsection{Primary key section}
+
+The primary key section consists of \ccode{nprimary} records. Each
+record is \ccode{precsize} bytes long, and contains:
+
+\vspace{1em}
+\begin{tabular}{llrr}
+Variable & Description & Bytes & Type \\\hline
+\ccode{key} & Key name (seq name, identifier, accession) & \ccode{plen}& \ccode{char *}\\
+\ccode{fnum} & File number (0..nfiles-1) & 2 & \ccode{uint16\_t}\\
+\ccode{r\_off} & Offset to start of record & \ddag & \ccode{off\_t}\\
+\ccode{d\_off} & Offset to start of sequence data & \ddag & \ccode{off\_t}\\
+\ccode{len} & Length of data (e.g. seq length, residues) & 8 & \ccode{uint64\_t} \\\hline
+\end{tabular}
+\vspace{1em}
+
+The two offsets are sequence file offsets that may be either 8 or 4
+bytes (indicated by \ddag above). They are usually 64-bit (8 byte)
+signed integers. If an SSI index is created on an older system that
+only allows 32-bit offsets (and hence cannot have files $>$2 GB), they
+are 32-bit (4-byte) signed integers.
+
+\ccode{r\_off} (the \emph{record offset}) indicates the position of
+the first byte of the record.
+
+\ccode{d\_off} (the \emph{data offset}) is optional. It indicated the
+position of the first byte of the data in the record (the sequence
+itself, for example), after any header information. If
+\ccode{eslSSI\_FASTSUBSEQ} is set on this key's file, \ccode{d\_off}
+can be used to calculate a disk position close to (and possibly
+exactly at) the start of any subsequence.
+
+\ccode{len} is the length of the data record. It is optional, because
+some kinds of records that SSI might be used to index may not have a
+meaningful length. The units of length are application-defined (i.e.\
+defined by whatever creates the SSI index for a particular file); but
+for sequences, \ccode{len} is almost certainly in residues. In
+subsequence retrieval, a \ccode{len} in residues is necessary for
+bounds checking.
+
+\subsubsection{Secondary key section}
+
+The secondary key section consists of \ccode{nsecondary} records. Each
+record is \ccode{srecsize} bytes long, and contains:
+
+\vspace{1em}
+\begin{tabular}{llrr}
+Variable & Description & Bytes & Type \\\hline
+\ccode{key} & Key name (seq name, identifier, accession) & \ccode{slen}& \ccode{char *}\\
+\ccode{pkey} & Primary key &
+\ccode{plen}& \ccode{char *}\\\hline
+\end{tabular}
+\vspace{1em}
+
+That is, secondary keys are simply associated with primary keys as
+\emph{aliases}. There can be many secondary keys for a given record.
+However, all keys (primary and secondary) must be unique: no key can
+occur more than once in the index.
+
+\subsection{Fast subsequence retrieval}
+
+In some files (notably whole chromosomal DNA sequences) the size of
+each sequence is large. It may be slow (even prohibitively slow) to
+extract a desired subsequence, even if an SSI index says how to find
+the sequence record quickly, if you had to read the entire sequence
+into memory just to extract the right part of it.
+
+SSI uses a simple but effective technique to find subsequences.
+Provided that he sequence data file is consistently formatted so that
+each line in each record (except the last one) is of the same length,
+in both bytes and residues, we can determine a disk offset of the
+start of any subsequence by arithmetic. \Easel\ refers to such a file
+as ``well-formatted''. For example, a simple well-formatted FASTA file
+with 50 residues per line might have 51 bytes on every sequence line
+(counting the '\verb+\0+') but for the last line in each record
+(\ccode{bpl}=51, \ccode{rpl}=50). Position $i$ in a sequence $1..L$
+will be on line $l = (i-1)/\mbox{\ccode{rpl}}$, and line $l$ starts at
+disk offset $l * \mbox{\ccode{bpl}}$ relative to the start of the
+sequence data.
+
+If there are no nonsequence characters in the data line except the
+terminal '\verb+\0+' (which is true iff \ccode{bpl} = \ccode{rpl}+1
+and 1 residue = 1 byte), we can precisely identify the disk position
+of any residue $i$ (\emph{single residue resolution}):
+
+\[
+\mbox{relative offset of residue $i$} =
+\left((i-1)/\mbox{\ccode{rpl}}\right)*\mbox{\ccode{bpl}} + (i-1) \% \mbox{ \ccode{rpl}}
+\]
+
+Even for sequence data lines with extra characters (e.g. spaces,
+coordinates, whatever), we can still identify the start of the text
+line that residue $i$ is on (\emph{line resolution}). A parser can be
+positioned at the beginning of the appropriate line $l$, which starts
+at residue $(l*\mbox{\ccode{rpl}}) + 1$, and it can start reading from
+there (e.g. the line that $i$ is on) rather than the beginning of the
+whole sequence record.
+
+When creating an index, your application is responsible for
+determining if \ccode{bpl} and \ccode{rpl} are consistent throughout a
+file. If so, you may call \ccode{esl\_newssi\_SetSubseq()} on that
+file's handle to set \ccode{bpl}, \ccode{rpl}, and the
+\ccode{eslSSI\_FASTSUBSEQ} flag. Then, when using that index, you can
+use the \ccode{esl\_ssi\_FindSubseq()} call to retrieve not only the
+filehandle \ccode{fh} and record offset \ccode{r\_off} for a key; you
+also provide a desired start position \ccode{requested\_start} for the
+subsequence you want to retrieve, and the routine gives you back a
+data offset \ccode{d\_off}, which corresponds to a actual starting
+position \ccode{actual\_start} that is also returned. For single
+residue resolution, \ccode{actual\_start} is \ccode{requested\_start},
+and the data offset \ccode{d\_off} will position you right at the
+residue you want; you position the file with \ccode{fseeko()} and
+start reading your subsequence immediately. When we can only achieve
+line resolution, \ccode{actual\_start} is $\leq$
+\ccode{requested\_start}; you position the disk to the start of the
+appropriate line with \ccode{fseeko()}, start reading, and skip zero
+or more residues to reach your \ccode{requested\_start}. Your
+application should be prepared to deal with line resolution; it should
+not assume that \ccode{requested\_start} and \ccode{actual\_start} are
+identical.
+
+Data is always read ``left to right''. To read a reverse complemented
+strand in DNA files, you must read your subsequence in forward
+orientation first, and reverse complement it later.
+
+
+
diff --git a/easel/esl_stack.c b/easel/esl_stack.c
new file mode 100644
index 0000000..dc36228
--- /dev/null
+++ b/easel/esl_stack.c
@@ -0,0 +1,623 @@
+/* Pushdown stacks for integers, pointers, and characters.
+ *
+ * Contents:
+ * 1. The <ESL_STACK> object.
+ * 2. Other functions in the API.
+ * 3. Shuffling stacks. [eslAUGMENT_RANDOM]
+ * 4. Unit tests.
+ * 5. Test driver.
+ * 6. Example.
+ * 7. Copyright and license.
+ *
+ * Augmentations:
+ * eslAUGMENT_RANDOM : adds function for shuffling a stack.
+ *
+ * SRE 1 March 2000 [Seattle]
+ * Incorp into Easel SRE, Sun Dec 26 07:42:12 2004 [Zaragoza]
+ * SVN $Id: esl_stack.c 249 2008-04-24 19:19:50Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_stack.h"
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+
+/*****************************************************************
+ *# 1. The <ESL_STACK> object.
+ *****************************************************************/
+
+/* Function: esl_stack_ICreate()
+ * Synopsis: Create an integer stack.
+ * Incept: SRE, Sun Dec 26 09:11:50 2004 [Zaragoza]
+ *
+ * Purpose: Creates an integer stack.
+ *
+ * Returns: a pointer to the new stack.
+ *
+ * Throws: <NULL> on an allocation failure.
+ */
+ESL_STACK *
+esl_stack_ICreate(void)
+{
+ int status;
+ ESL_STACK *ns = NULL;
+
+ ESL_ALLOC(ns, sizeof(ESL_STACK));
+ ns->nalloc = ESL_STACK_INITALLOC;
+ ns->pdata = NULL;
+ ns->cdata = NULL;
+ ESL_ALLOC(ns->idata, sizeof(int) * ns->nalloc);
+ ns->n = 0;
+ return ns;
+
+ ERROR:
+ esl_stack_Destroy(ns);
+ return NULL;
+}
+
+/* Function: esl_stack_CCreate()
+ * Synopsis: Create a character stack.
+ * Incept: SRE, Sun Dec 26 09:15:35 2004 [Zaragoza]
+ *
+ * Purpose: Creates a character stack.
+ *
+ * Returns: a pointer to the new stack.
+ *
+ * Throws: <NULL> on an allocation failure.
+ */
+ESL_STACK *
+esl_stack_CCreate(void)
+{
+ int status;
+ ESL_STACK *cs = NULL;
+
+ ESL_ALLOC(cs, sizeof(ESL_STACK));
+ cs->nalloc = ESL_STACK_INITALLOC;
+ cs->idata = NULL;
+ cs->pdata = NULL;
+ ESL_ALLOC(cs->cdata, sizeof(char) * cs->nalloc);
+ cs->n = 0;
+ return cs;
+
+ ERROR:
+ esl_stack_Destroy(cs);
+ return NULL;
+}
+
+/* Function: esl_stack_PCreate()
+ * Synopsis: Create a pointer stack.
+ * Incept: SRE, Sun Dec 26 09:16:07 2004 [Zaragoza]
+ *
+ * Purpose: Creates a pointer stack.
+ *
+ * Returns: a pointer to the new stack.
+ *
+ * Throws: <NULL> on an allocation failure.
+ */
+ESL_STACK *
+esl_stack_PCreate(void)
+{
+ int status;
+ ESL_STACK *ps = NULL;
+
+ ESL_ALLOC(ps, sizeof(ESL_STACK));
+ ps->nalloc = ESL_STACK_INITALLOC;
+ ps->idata = NULL;
+ ps->cdata = NULL;
+ ESL_ALLOC(ps->pdata, sizeof(void *) * ps->nalloc);
+ ps->n = 0;
+ return ps;
+
+ ERROR:
+ esl_stack_Destroy(ps);
+ return NULL;
+}
+
+/* Function: esl_stack_Reuse()
+ * Synopsis: Reuse a stack.
+ * Incept: SRE, Tue Dec 28 04:21:36 2004 [Zaragoza]
+ *
+ * Purpose: Empties stack <s> so it can be reused without
+ * creating a new one. The stack <s>
+ * can be of any data type; it retains its original
+ * type.
+ *
+ * Returns: <eslOK>
+ */
+int
+esl_stack_Reuse(ESL_STACK *s)
+{
+ s->n = 0; /* it's that simple in this implementation */
+ return eslOK;
+}
+
+/* Function: esl_stack_Destroy()
+ * Synopsis: Free a stack.
+ * Incept: SRE, Sun Dec 26 09:16:24 2004 [Zaragoza]
+ *
+ * Purpose: Destroys a created stack <s>, of any data type.
+ */
+void
+esl_stack_Destroy(ESL_STACK *s)
+{
+ if (s->idata != NULL) free(s->idata);
+ if (s->cdata != NULL) free(s->cdata);
+ if (s->pdata != NULL) free(s->pdata);
+ free(s);
+}
+
+
+/*****************************************************************
+ *# 2. Other functions in the API.
+ *****************************************************************/
+
+/* Function: esl_stack_IPush()
+ * Synopsis: Push an integer onto a stack.
+ * Incept: SRE, Sun Dec 26 09:17:17 2004 [Zaragoza]
+ *
+ * Purpose: Push an integer <x> onto an integer stack <ns>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on reallocation failure.
+ */
+int
+esl_stack_IPush(ESL_STACK *ns, int x)
+{
+ int status;
+ int *ptr;
+
+ if (ns->n == ns->nalloc) {
+ ESL_RALLOC(ns->idata, ptr, sizeof(int) * ns->nalloc * 2);
+ ns->nalloc += ns->nalloc; /* reallocate by doubling */
+ }
+ ns->idata[ns->n] = x;
+ ns->n++;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_stack_CPush()
+ * Synopsis: Push a char onto a stack.
+ * Incept: SRE, Sun Dec 26 09:18:24 2004 [Zaragoza]
+ *
+ * Purpose: Push a character <c> onto a character stack <cs>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on reallocation failure.
+ */
+int
+esl_stack_CPush(ESL_STACK *cs, char c)
+{
+ int status;
+ char *ptr;
+
+ if (cs->n == cs->nalloc) {
+ ESL_RALLOC(cs->cdata, ptr, sizeof(char) * cs->nalloc * 2);
+ cs->nalloc += cs->nalloc; /* reallocate by doubling */
+ }
+ cs->cdata[cs->n] = c;
+ cs->n++;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_stack_PPush()
+ * Synopsis: Push a pointer onto a stack.
+ * Incept: SRE, Sun Dec 26 09:18:49 2004 [Zaragoza]
+ *
+ * Purpose: Push a pointer <p> onto a pointer stack <ps>.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on reallocation failure.
+ */
+int
+esl_stack_PPush(ESL_STACK *ps, void *p)
+{
+ int status;
+ void *ptr;
+
+ if (ps->n == ps->nalloc) {
+ ESL_RALLOC(ps->pdata, ptr, sizeof(void *) * ps->nalloc * 2);
+ ps->nalloc += ps->nalloc; /* reallocate by doubling */
+ }
+ ps->pdata[ps->n] = p;
+ ps->n++;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_stack_IPop()
+ * Synopsis: Pop an integer off a stack.
+ * Incept: SRE, Sun Dec 26 09:19:12 2004 [Zaragoza]
+ *
+ * Purpose: Pops an integer off the integer stack <ns>, and returns
+ * it through <ret_x>.
+ *
+ * Returns: <eslOK> on success. <eslEOD> if stack is empty.
+ */
+int
+esl_stack_IPop(ESL_STACK *ns, int *ret_x)
+{
+ if (ns->n == 0) {*ret_x = 0; return eslEOD;}
+ ns->n--;
+ *ret_x = ns->idata[ns->n];
+ return eslOK;
+}
+
+/* Function: esl_stack_CPop()
+ * Synopsis: Pop a char off a stack.
+ * Incept: SRE, Sun Dec 26 09:21:27 2004 [Zaragoza]
+ *
+ * Purpose: Pops a character off the character stack <cs>, and returns
+ * it through <ret_c>.
+ *
+ * Returns: <eslOK> on success. <eslEOD> if stack is empty.
+ */
+int
+esl_stack_CPop(ESL_STACK *cs, char *ret_c)
+{
+ if (cs->n == 0) {*ret_c = 0; return eslEOD;}
+ cs->n--;
+ *ret_c = cs->cdata[cs->n];
+ return eslOK;
+}
+
+/* Function: esl_stack_PPop()
+ * Synopsis: Pop a pointer off a stack.
+ * Incept: SRE, Sun Dec 26 09:21:56 2004 [Zaragoza]
+ *
+ * Purpose: Pops a pointer off the pointer stack <ps>, and returns
+ * it through <ret_p>.
+ *
+ * Returns: <eslOK> on success. <eslEOD> if stack is empty.
+ */
+int
+esl_stack_PPop(ESL_STACK *ps, void **ret_p)
+{
+ if (ps->n == 0) {*ret_p = 0; return eslEOD;}
+ ps->n--;
+ *ret_p = ps->pdata[ps->n];
+ return eslOK;
+}
+
+/* Function: esl_stack_ObjectCount()
+ * Synopsis: Return the number of objects in a stack.
+ * Incept: SRE, Sun Dec 26 09:22:41 2004 [Zaragoza]
+ *
+ * Purpose: Returns the number of data objects stored in the
+ * stack <s>. The stack may be of any datatype.
+ */
+int
+esl_stack_ObjectCount(ESL_STACK *s)
+{
+ return s->n;
+}
+
+/* Function: esl_stack_Convert2String()
+ * Synopsis: Convert a char stack to a string.
+ * Incept: SRE, Sun Dec 26 09:23:36 2004 [Zaragoza]
+ *
+ * Purpose: Converts a character stack <cs> to a NUL-terminated
+ * string, and returns a pointer to the string. The
+ * characters in the string are in the same order they
+ * were pushed onto the stack. The stack is destroyed by
+ * this operation, as if <esl_stack_Destroy()> had been
+ * called on it. The caller becomes responsible for
+ * free'ing the returned string.
+ *
+ * Returns: Pointer to the string; caller must <free()> this.
+ *
+ * Throws: NULL if a reallocation fails.
+ */
+char *
+esl_stack_Convert2String(ESL_STACK *cs)
+{
+ char *s;
+
+ if (esl_stack_CPush(cs, '\0') != eslOK)
+ { free(cs->cdata); free(cs); return NULL; } /* nul-terminate the data or self-destruct */
+ s = cs->cdata; /* data is already just a string - just return ptr to it */
+ free(cs); /* free the stack around it. */
+ return s;
+}
+
+/* Function: esl_stack_DiscardTopN()
+ * Synopsis: Discard the top elements on a stack.
+ * Incept: SRE, Tue Dec 28 04:33:06 2004 [St. Louis]
+ *
+ * Purpose: Throw away the top <n> elements on stack <s>.
+ * Equivalent to <n> calls to a <Pop()> function.
+ * If <n> equals or exceeds the number of elements
+ * currently in the stack, the stack is emptied
+ * as if <esl_stack_Reuse()> had been called.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_stack_DiscardTopN(ESL_STACK *s, int n)
+{
+ if (n <= s->n) s->n -= n;
+ else s->n = 0;
+ return eslOK;
+}
+
+/*****************************************************************
+ *# 3. Shuffling stacks [with <eslAUGMENT_RANDOM>]
+ *****************************************************************/
+#ifdef eslAUGMENT_RANDOM
+
+/* Function: esl_stack_Shuffle()
+ * Synopsis: Randomly shuffle the elements in a stack.
+ * Incept: SRE, Mon Mar 31 11:01:06 2008 [Janelia]
+ *
+ * Purpose: Randomly shuffle the elements in stack <s>, using
+ * random numbers from generator <r>.
+ *
+ * Returns: <eslOK> on success, and the stack is randomly
+ * shuffled.
+ */
+int
+esl_stack_Shuffle(ESL_RANDOMNESS *r, ESL_STACK *s)
+{
+ int n = s->n;
+ int w;
+
+ while (n > 1) {
+ w = esl_rnd_Roll(r, n); /* shuffling algorithm: swap last elem with w, decrement n. */
+ if (s->idata != NULL) ESL_SWAP(s->idata[w], s->idata[n-1], int);
+ else if (s->cdata != NULL) ESL_SWAP(s->cdata[w], s->cdata[n-1], char);
+ else if (s->pdata != NULL) ESL_SWAP(s->pdata[w], s->pdata[n-1], void *);
+ n--;
+ }
+ return eslOK;
+}
+#endif /*eslAUGMENT_RANDOM*/
+
+
+/*****************************************************************
+ * 4. Unit tests
+ *****************************************************************/
+#ifdef eslSTACK_TESTDRIVE
+
+static void
+utest_integer(void)
+{
+ char *msg = "integer stack basic unit test failed";
+ ESL_STACK *s = NULL;
+ int n1 = ESL_STACK_INITALLOC*2+1; /* force two reallocations */
+ int n2 = 0;
+ int i;
+ int val;
+
+ if ((s = esl_stack_ICreate()) == NULL) esl_fatal(msg);
+ for (i = 0; i < n1; i++) if (esl_stack_IPush(s, i) != eslOK) esl_fatal(msg);
+ while (esl_stack_IPop(s, &val) != eslEOD) n2++;
+ if (n1 != n2) esl_fatal(msg);
+ esl_stack_Reuse(s);
+
+ /* same again, with ObjectCount instead of EOD for popping */
+ for (i = 0; i < n1; i++) if (esl_stack_IPush(s, i) != eslOK) esl_fatal(msg);
+ n2 = 0;
+ while (esl_stack_ObjectCount(s)) {
+ if (esl_stack_IPop(s, &val) != eslOK) esl_fatal(msg);
+ n2++;
+ }
+ if (n1 != n2) esl_fatal(msg);
+ esl_stack_Destroy(s);
+}
+
+static void
+utest_char(void)
+{
+ char *msg = "char stack basic unit test failed";
+ ESL_STACK *s = NULL;
+ int n1 = ESL_STACK_INITALLOC*2+1; /* force two reallocations */
+ int n2 = 0;
+ int i;
+ char c;
+
+ if ((s = esl_stack_CCreate()) == NULL) esl_fatal(msg);
+ for (i = 0; i < n1; i++) if (esl_stack_CPush(s, 'X') != eslOK) esl_fatal(msg);
+ while (esl_stack_CPop(s, &c) != eslEOD) {
+ if (c != 'X') esl_fatal(msg);
+ n2++;
+ }
+ if (n1 != n2) esl_fatal(msg);
+ esl_stack_Reuse(s);
+
+ /* same again, with ObjectCount instead of EOD for popping */
+ for (i = 0; i < n1; i++) if (esl_stack_CPush(s, 'X') != eslOK) esl_fatal(msg);
+ n2 = 0;
+ while (esl_stack_ObjectCount(s)) {
+ if (esl_stack_CPop(s, &c) != eslOK) esl_fatal(msg);
+ n2++;
+ }
+ if (n1 != n2) esl_fatal(msg);
+ esl_stack_Destroy(s);
+}
+
+static void
+utest_pointer(void)
+{
+ char *msg = "pointer stack basic unit test failed";
+ ESL_STACK *s = NULL;
+ int n1 = ESL_STACK_INITALLOC*2+1; /* force two reallocations */
+ int n2 = 0;
+ int i;
+ void *p;
+
+ if ((s = esl_stack_PCreate()) == NULL) esl_fatal(msg);
+ for (i = 0; i < n1; i++) {
+ p = malloc(sizeof(int) * 64);
+ if (esl_stack_PPush(s, p) != eslOK) esl_fatal(msg);
+ }
+ while (esl_stack_PPop(s, &p) != eslEOD) { free(p); n2++; }
+ if (n1 != n2) esl_fatal(msg);
+ esl_stack_Reuse(s);
+
+ /* same again, with ObjectCount instead of EOD for popping */
+ for (i = 0; i < n1; i++) {
+ p = malloc(sizeof(int) * 64);
+ if (esl_stack_PPush(s, p) != eslOK) esl_fatal(msg);
+ }
+ n2 = 0;
+ while (esl_stack_ObjectCount(s)) {
+ if (esl_stack_PPop(s, &p) != eslOK) esl_fatal(msg);
+ free(p);
+ n2++;
+ }
+ if (n1 != n2) esl_fatal(msg);
+ esl_stack_Destroy(s);
+}
+
+static void
+utest_convert2string(void)
+{
+ char *msg = "stack::convert2string unit test failed";
+ char *str = "ABCDEF";
+ ESL_STACK *s = NULL;
+ int n = strlen(str);
+ int i;
+ char *result = NULL;
+
+ if ((s = esl_stack_CCreate()) == NULL) esl_fatal(msg);
+ for (i = 0; i < n; i++) if (esl_stack_CPush(s, str[i]) != eslOK) esl_fatal(msg);
+ result = esl_stack_Convert2String(s);
+ if (strcmp(result, str) != 0) esl_fatal(msg);
+ free(result); /* after Convert2String, only the string itself remains to be free'd */
+}
+
+
+#ifdef eslAUGMENT_RANDOM
+static void
+utest_shuffle(void)
+{
+ char *msg = "stack shuffle unit test failed";
+ ESL_RANDOMNESS *r = esl_randomness_Create(42);
+ ESL_STACK *s = esl_stack_ICreate();
+ int n = ESL_STACK_INITALLOC*2+1; /* exercises reallocation */
+ int *seen = malloc(sizeof(int) * n);
+ int i;
+ int val;
+ int appears_shuffled = FALSE;
+
+ for (i = 0; i < n; i++) esl_stack_IPush(s, i);
+ esl_stack_Shuffle(r, s);
+
+ for (i = 0; i < n; i++) seen[i] = 0;
+ i = n-1;
+ while (esl_stack_IPop(s, &val) != eslEOD) {
+ seen[val]++;
+ if (val != i--) appears_shuffled = TRUE;
+ }
+ for (i = 0; i < n; i++) if (seen[i] != 1) esl_fatal(msg);
+
+ free(seen);
+ esl_stack_Destroy(s);
+ esl_randomness_Destroy(r);
+}
+#endif /*eslAUGMENT_RANDOM*/
+
+
+#endif /*eslSTACK_TESTDRIVE*/
+/*---------------- end of unit tests ----------------------------*/
+
+
+
+
+/*****************************************************************
+ * 5. Test driver.
+ *****************************************************************/
+
+/*****************************************************************
+ * Test driver and API example for the pushdown stack module.
+ * To compile:
+ * gcc -g -Wall -I. -L. -DeslSTACK_TESTDRIVE -o testdrive esl_stack.c -leasel -lm
+ * To run:
+ * ./testdrive
+ * Returns 0 (success) w/ no output, or returns nonzero and says why.
+ *****************************************************************/
+
+/* why Pop() into a void *obj_p, instead of directly into int *obj, in
+ * the test of the pointer stack? On PowerPC/Linux, using gcc -O3,
+ * trying to Pop() into *obj causes a "dereferencing type-punned
+ * pointer will break strict-aliasing rules" warning, and the test
+ * driver crashes with a double free/corruption error in glibc. Lower
+ * optimization levels don't cause the problem; adding
+ * -fno-strict-aliasing to the CFLAGS also avoids the problem. I'm
+ * suspicious that it's a gcc optimizer bug. Pop()'ing into a void *
+ * avoids the issue altogether. (SRE, Feb 22 2008 J2/119)
+ */
+#ifdef eslSTACK_TESTDRIVE
+int
+main(void)
+{
+ utest_integer();
+ utest_char();
+ utest_pointer();
+ utest_convert2string();
+
+#ifdef eslAUGMENT_RANDOM
+ utest_shuffle();
+#endif
+
+ return eslOK;
+}
+#endif /*eslSTACK_TESTDRIVE*/
+/*-------------------- end of test driver -----------------------*/
+
+
+
+
+/*****************************************************************
+ * 6. Example.
+ *****************************************************************/
+#ifdef eslSTACK_EXAMPLE
+/*::cexcerpt::stack_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslSTACK_EXAMPLE esl_stack.c easel.c -lm
+ * run: ./example
+ */
+#include "easel.h"
+#include "esl_stack.h"
+
+int
+main(void)
+{
+ ESL_STACK *ns;
+ int x;
+
+ ns = esl_stack_ICreate();
+ esl_stack_IPush(ns, 42);
+ esl_stack_IPush(ns, 7);
+ esl_stack_IPush(ns, 3);
+ while (esl_stack_IPop(ns, &x) != eslEOD)
+ printf("%d\n", x);
+ esl_stack_Destroy(ns);
+}
+/*::cexcerpt::stack_example::end::*/
+#endif /*eslSTACK_EXAMPLE*/
+/*------------------------ end of example -----------------------*/
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_stack.h b/easel/esl_stack.h
new file mode 100644
index 0000000..8ee2d51
--- /dev/null
+++ b/easel/esl_stack.h
@@ -0,0 +1,52 @@
+/* Pushdown stacks for integers, pointers, and characters.
+ *
+ * nstack - SRE 1 March 2000. [Seattle]
+ * mstack - SRE, Fri Oct 10 10:18:16 2003 [St. Louis]
+ * cstack - SRE, Mon Oct 13 12:57:56 2003 [St. Louis]
+ * Incorp into easel - SRE, Sun Dec 26 07:39:02 2004 [Zaragoza]
+ * SVN $Id: esl_stack.h 249 2008-04-24 19:19:50Z eddys $
+ */
+#ifndef ESL_STACK_INCLUDED
+#define ESL_STACK_INCLUDED
+
+#define ESL_STACK_INITALLOC 128 /* initial allocation; realloc by doubling */
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif /*eslAUGMENT_RANDOM*/
+
+typedef struct esl_stack_s {
+ int *idata; /* integer data stack */
+ void **pdata; /* pointer data stack */
+ char *cdata; /* character data stack */
+
+ int n; /* current (topmost) elem in data */
+ int nalloc; /* # of elems allocated right now */
+} ESL_STACK;
+
+extern ESL_STACK *esl_stack_ICreate(void);
+extern ESL_STACK *esl_stack_CCreate(void);
+extern ESL_STACK *esl_stack_PCreate(void);
+
+extern int esl_stack_Reuse(ESL_STACK *s);
+extern void esl_stack_Destroy(ESL_STACK *s);
+
+extern int esl_stack_IPush(ESL_STACK *ns, int x);
+extern int esl_stack_CPush(ESL_STACK *cs, char c);
+extern int esl_stack_PPush(ESL_STACK *ps, void *p);
+
+extern int esl_stack_IPop(ESL_STACK *ns, int *ret_x);
+extern int esl_stack_CPop(ESL_STACK *cs, char *ret_c);
+extern int esl_stack_PPop(ESL_STACK *ps, void **ret_p);
+
+extern int esl_stack_ObjectCount(ESL_STACK *s);
+
+extern char *esl_stack_Convert2String(ESL_STACK *cs);
+extern int esl_stack_DiscardTopN(ESL_STACK *s, int n);
+
+#ifdef eslAUGMENT_RANDOM
+extern int esl_stack_Shuffle(ESL_RANDOMNESS *r, ESL_STACK *s);
+#endif /*eslAUGMENT_RANDOM*/
+
+
+#endif /*ESL_STACK_INCLUDED*/
diff --git a/easel/esl_stack.tex b/easel/esl_stack.tex
new file mode 100644
index 0000000..5664950
--- /dev/null
+++ b/easel/esl_stack.tex
@@ -0,0 +1,89 @@
+The stack module implements pushdown stacks for storing integers,
+characters, or arbitrary pointers (objects).
+
+The module uses a convention of prepending \ccode{I}, \ccode{C},
+\ccode{P} to \ccode{Create()}, \ccode{Push()}, and \ccode{Pop()}
+function names, to indicate the stack's datatype as integer,
+character, or pointer, respectively. For example,
+\ccode{esl\_stack\_PCreate()} creates a stack for pointer
+storage. (This is also the naming convention in the \ccode{vectorops}
+module.) Stacks can be thought of as typed objects, with the type
+defined by the \ccode{Create()} call. Types may not be mixed for any
+particular created stack.
+
+
+% Table generated by autodoc -t esl_stack.c (so don't edit here, edit esl_stack.c:)
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{The \ccode{ESL\_STACK} object.}\\
+\hyperlink{func:esl_stack_ICreate()}{\ccode{esl\_stack\_ICreate()}} & Create an integer stack.\\
+\hyperlink{func:esl_stack_CCreate()}{\ccode{esl\_stack\_CCreate()}} & Create a character stack.\\
+\hyperlink{func:esl_stack_PCreate()}{\ccode{esl\_stack\_PCreate()}} & Create a pointer stack.\\
+\hyperlink{func:esl_stack_Reuse()}{\ccode{esl\_stack\_Reuse()}} & Reuse a stack.\\
+\hyperlink{func:esl_stack_Destroy()}{\ccode{esl\_stack\_Destroy()}} & Free a stack.\\
+\apisubhead{Other functions in the API.}\\
+\hyperlink{func:esl_stack_IPush()}{\ccode{esl\_stack\_IPush()}} & Push an integer onto a stack.\\
+\hyperlink{func:esl_stack_CPush()}{\ccode{esl\_stack\_CPush()}} & Push a char onto a stack.\\
+\hyperlink{func:esl_stack_PPush()}{\ccode{esl\_stack\_PPush()}} & Push a pointer onto a stack.\\
+\hyperlink{func:esl_stack_IPop()}{\ccode{esl\_stack\_IPop()}} & Pop an integer off a stack.\\
+\hyperlink{func:esl_stack_CPop()}{\ccode{esl\_stack\_CPop()}} & Pop a char off a stack.\\
+\hyperlink{func:esl_stack_PPop()}{\ccode{esl\_stack\_PPop()}} & Pop a pointer off a stack.\\
+\hyperlink{func:esl_stack_ObjectCount()}{\ccode{esl\_stack\_ObjectCount()}} & Return the number of objects in a stack.\\
+\hyperlink{func:esl_stack_Convert2String()}{\ccode{esl\_stack\_Convert2String()}} & Convert a char stack to a string.\\
+\hyperlink{func:esl_stack_DiscardTopN()}{\ccode{esl\_stack\_DiscardTopN()}} & Discard the top elements on a stack.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{stack} API.}
+\label{tbl:stack_api}
+\end{table}
+
+\subsection{Example of using the stack API}
+
+Figure~\ref{fig:stack_example} shows an example of using the integer
+stack, pushing 42, 7, and 3 on, then popping them off.
+
+\begin{figure}
+\input{cexcerpts/stack_example}
+\caption{An example of pushing and popping data onto a stack.}
+\label{fig:stack_example}
+\end{figure}
+
+The \ccode{Create()} functions create a stack for a particular
+purpose. \ccode{esl\_stack\_ICreate()} creates a stack for integers,
+\ccode{esl\_stack\_CCreate()} creates a stack for characters, and
+\ccode{esl\_stack\_PCreate()} creates a stack for pointers. They
+throw NULL if an allocation fails. All three stack types are free'd
+by a call to \ccode{esl\_stack\_Destroy()}. All three types can also
+be reused without reallocation or recreation by
+\ccode{esl\_stack\_Reuse()}. A \ccode{Reuse()}'d stack retains its
+original datatype.
+
+The \ccode{Push()} functions push one datum onto the stack, of the
+appropriate type. They throw \ccode{eslEMEM} if the stack needs to
+reallocate internally but fails.
+
+The \ccode{Pop()} functions pop one datum off the stack, returning it
+through a passed pointer. They return \ccode{eslOK} on success, and
+\ccode{eslEOD} if the stack is empty.
+
+\ccode{esl\_stack\_ObjectCount()} returns the number of objects stored
+in the stack.
+
+A special function, \ccode{esl\_stack\_Convert2String()}, operates
+only on character stacks. It converts the stack structure to a
+NUL-terminated string, with characters in the same order they were
+pushed. The stack is destroyed by this operation, leaving a
+\ccode{char *} behind.
+
+\subsection{Allocation strategy}
+
+Stacks are initially allocated for a certain number of objects,
+defined by a compile-time constant \ccode{ESL\_STACK\_INITALLOC} in
+\ccode{esl\_stack.h}. The default is 128. Whenever a stack needs to grow,
+it reallocates by doubling its current allocation.
+
+
diff --git a/easel/esl_stats.c b/easel/esl_stats.c
new file mode 100644
index 0000000..1dc9e36
--- /dev/null
+++ b/easel/esl_stats.c
@@ -0,0 +1,762 @@
+/* Foundation for the statistics modules.
+ *
+ * Contents:
+ * 1. The stats API.
+ * 2. Unit tests.
+ * 3. Test driver.
+ * 4. Example.
+ * 5. License and copyright information.
+ *
+ * SRE, Tue Jul 19 10:57:44 2005
+ * SVN $Id: esl_stats.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <math.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+
+
+/* Function: esl_stats_DMean()
+ * Synopsis: Calculates mean and $\sigma^2$ for samples $x_i$.
+ * Incept: SRE, Tue Jul 19 11:04:00 2005 [St. Louis]
+ *
+ * Purpose: Calculates the sample mean and $s^2$, the unbiased
+ * estimator of the population variance, for a
+ * sample of <n> numbers <x[0]..x[n-1]>, and optionally
+ * returns either or both through <ret_mean> and
+ * <ret_var>.
+ *
+ * <esl_stats_FMean()> and <esl_stats_IMean()> do the same,
+ * for float and integer vectors.
+ *
+ * Args: x - samples x[0]..x[n-1]
+ * n - number of samples
+ * opt_mean - optRETURN: mean
+ * opt_var - optRETURN: estimate of population variance
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_stats_DMean(const double *x, int n, double *opt_mean, double *opt_var)
+{
+ double sum = 0.;
+ double sqsum = 0.;
+ int i;
+
+ for (i = 0; i < n; i++)
+ {
+ sum += x[i];
+ sqsum += x[i]*x[i];
+ }
+ if (opt_mean != NULL) *opt_mean = sum / (double) n;
+ if (opt_var != NULL) *opt_var = (sqsum - sum*sum/(double)n) / ((double)n-1);
+ return eslOK;
+}
+int
+esl_stats_FMean(const float *x, int n, double *opt_mean, double *opt_var)
+{
+ double sum = 0.;
+ double sqsum = 0.;
+ int i;
+
+ for (i = 0; i < n; i++)
+ {
+ sum += x[i];
+ sqsum += x[i]*x[i];
+ }
+ if (opt_mean != NULL) *opt_mean = sum / (double) n;
+ if (opt_var != NULL) *opt_var = (sqsum - sum*sum/(double)n) / ((double)n-1);
+ return eslOK;
+}
+int
+esl_stats_IMean(const int *x, int n, double *opt_mean, double *opt_var)
+{
+ double sum = 0.;
+ double sqsum = 0.;
+ int i;
+
+ for (i = 0; i < n; i++)
+ {
+ sum += x[i];
+ sqsum += x[i]*x[i];
+ }
+ if (opt_mean != NULL) *opt_mean = sum / (double) n;
+ if (opt_var != NULL) *opt_var = (sqsum - sum*sum/(double)n) / ((double)n-1);
+ return eslOK;
+}
+
+
+/* Function: esl_stats_LogGamma()
+ * Synopsis: Calculates $\log \Gamma(x)$.
+ * Incept: SRE, Tue Nov 2 13:47:01 2004 [St. Louis]
+ *
+ * Purpose: Returns natural log of $\Gamma(x)$, for $x > 0$.
+ *
+ * Credit: Adapted from a public domain implementation in the
+ * NCBI core math library. Thanks to John Spouge and
+ * the NCBI. (According to NCBI, that's Dr. John
+ * "Gammas Galore" Spouge to you, pal.)
+ *
+ * Args: x : argument, x > 0.0
+ * ret_answer : RETURN: the answer
+ *
+ * Returns: Put the answer in <ret_answer>; returns <eslOK>.
+ *
+ * Throws: <eslERANGE> if $x <= 0$.
+ */
+int
+esl_stats_LogGamma(double x, double *ret_answer)
+{
+ int i;
+ double xx, tx;
+ double tmp, value;
+ static double cof[11] = {
+ 4.694580336184385e+04,
+ -1.560605207784446e+05,
+ 2.065049568014106e+05,
+ -1.388934775095388e+05,
+ 5.031796415085709e+04,
+ -9.601592329182778e+03,
+ 8.785855930895250e+02,
+ -3.155153906098611e+01,
+ 2.908143421162229e-01,
+ -2.319827630494973e-04,
+ 1.251639670050933e-10
+ };
+
+ /* Protect against invalid x<=0
+ */
+ if (x <= 0.0) ESL_EXCEPTION(eslERANGE, "invalid x <= 0 in esl_stats_LogGamma()");
+
+ xx = x - 1.0;
+ tx = tmp = xx + 11.0;
+ value = 1.0;
+ for (i = 10; i >= 0; i--) /* sum least significant terms first */
+ {
+ value += cof[i] / tmp;
+ tmp -= 1.0;
+ }
+ value = log(value);
+ tx += 0.5;
+ value += 0.918938533 + (xx+0.5)*log(tx) - tx;
+ *ret_answer = value;
+ return eslOK;
+}
+
+
+/* Function: esl_stats_Psi()
+ * Synopsis: Calculates $\Psi(x)$ (the digamma function).
+ * Incept: SRE, Tue Nov 15 13:57:59 2005 [St. Louis]
+ *
+ * Purpose: Computes $\Psi(x)$ (the "digamma" function), which is
+ * the derivative of log of the Gamma function:
+ * $d/dx \log \Gamma(x) = \frac{\Gamma'(x)}{\Gamma(x)} = \Psi(x)$.
+ * Argument $x$ is $> 0$.
+ *
+ * This is J.M. Bernardo's "Algorithm AS103",
+ * Appl. Stat. 25:315-317 (1976).
+ */
+int
+esl_stats_Psi(double x, double *ret_answer)
+{
+ double answer = 0.;
+ double x2;
+
+ if (x <= 0.0) ESL_EXCEPTION(eslERANGE, "invalid x <= 0 in esl_stats_Psi()");
+
+ /* For small x, Psi(x) ~= -0.5772 - 1/x + O(x), we're done.
+ */
+ if (x <= 1e-5) {
+ *ret_answer = -eslCONST_EULER - 1./x;
+ return eslOK;
+ }
+
+ /* For medium x, use Psi(1+x) = \Psi(x) + 1/x to c.o.v. x,
+ * big enough for Stirling approximation to work...
+ */
+ while (x < 8.5) {
+ answer = answer - 1./x;
+ x += 1.;
+ }
+
+ /* For large X, use Stirling approximation
+ */
+ x2 = 1./x;
+ answer += log(x) - 0.5 * x2;
+ x2 = x2*x2;
+ answer -= (1./12.)*x2;
+ answer += (1./120.)*x2*x2;
+ answer -= (1./252.)*x2*x2*x2;
+
+ *ret_answer = answer;
+ return eslOK;
+}
+
+
+
+/* Function: esl_stats_IncompleteGamma()
+ * Synopsis: Calculates the incomplete Gamma function.
+ *
+ * Purpose: Returns $P(a,x)$ and $Q(a,x)$ where:
+ *
+ * \begin{eqnarray*}
+ * P(a,x) & = & \frac{1}{\Gamma(a)} \int_{0}^{x} t^{a-1} e^{-t} dt \\
+ * & = & \frac{\gamma(a,x)}{\Gamma(a)} \\
+ * Q(a,x) & = & \frac{1}{\Gamma(a)} \int_{x}^{\infty} t^{a-1} e^{-t} dt\\
+ * & = & 1 - P(a,x) \\
+ * \end{eqnarray*}
+ *
+ * $P(a,x)$ is the CDF of a gamma density with $\lambda = 1$,
+ * and $Q(a,x)$ is the survival function.
+ *
+ * For $x \simeq 0$, $P(a,x) \simeq 0$ and $Q(a,x) \simeq 1$; and
+ * $P(a,x)$ is less prone to roundoff error.
+ *
+ * The opposite is the case for large $x >> a$, where
+ * $P(a,x) \simeq 1$ and $Q(a,x) \simeq 0$; there, $Q(a,x)$ is
+ * less prone to roundoff error.
+ *
+ * Method: Based on ideas from Numerical Recipes in C, Press et al.,
+ * Cambridge University Press, 1988.
+ *
+ * Args: a - for instance, degrees of freedom / 2 [a > 0]
+ * x - for instance, chi-squared statistic / 2 [x >= 0]
+ * ret_pax - RETURN: P(a,x)
+ * ret_qax - RETURN: Q(a,x)
+ *
+ * Return: <eslOK> on success.
+ *
+ * Throws: <eslERANGE> if <a> or <x> is out of accepted range.
+ * <eslENOHALT> if approximation fails to converge.
+ */
+int
+esl_stats_IncompleteGamma(double a, double x, double *ret_pax, double *ret_qax)
+{
+ int iter; /* iteration counter */
+ double pax; /* P(a,x) */
+ double qax; /* Q(a,x) */
+
+ if (a <= 0.) ESL_EXCEPTION(eslERANGE, "esl_stats_IncompleteGamma(): a must be > 0");
+ if (x < 0.) ESL_EXCEPTION(eslERANGE, "esl_stats_IncompleteGamma(): x must be >= 0");
+
+ /* For x > a + 1 the following gives rapid convergence;
+ * calculate Q(a,x) = \frac{\Gamma(a,x)}{\Gamma(a)},
+ * using a continued fraction development for \Gamma(a,x).
+ */
+ if (x > a+1)
+ {
+ double oldp; /* previous value of p */
+ double nu0, nu1; /* numerators for continued fraction calc */
+ double de0, de1; /* denominators for continued fraction calc */
+
+ nu0 = 0.; /* A_0 = 0 */
+ de0 = 1.; /* B_0 = 1 */
+ nu1 = 1.; /* A_1 = 1 */
+ de1 = x; /* B_1 = x */
+
+ oldp = nu1;
+ for (iter = 1; iter < 100; iter++)
+ {
+ /* Continued fraction development:
+ * set A_j = b_j A_j-1 + a_j A_j-2
+ * B_j = b_j B_j-1 + a_j B_j-2
+ * We start with A_2, B_2.
+ */
+ /* j = even: a_j = iter-a, b_j = 1 */
+ /* A,B_j-2 are in nu0, de0; A,B_j-1 are in nu1,de1 */
+ nu0 = nu1 + ((double)iter - a) * nu0;
+ de0 = de1 + ((double)iter - a) * de0;
+ /* j = odd: a_j = iter, b_j = x */
+ /* A,B_j-2 are in nu1, de1; A,B_j-1 in nu0,de0 */
+ nu1 = x * nu0 + (double) iter * nu1;
+ de1 = x * de0 + (double) iter * de1;
+ /* rescale */
+ if (de1 != 0.)
+ {
+ nu0 /= de1;
+ de0 /= de1;
+ nu1 /= de1;
+ de1 = 1.;
+ }
+ /* check for convergence */
+ if (fabs((nu1-oldp)/nu1) < 1.e-7)
+ {
+ esl_stats_LogGamma(a, &qax);
+ qax = nu1 * exp(a * log(x) - x - qax);
+
+ if (ret_pax != NULL) *ret_pax = 1 - qax;
+ if (ret_qax != NULL) *ret_qax = qax;
+ return eslOK;
+ }
+
+ oldp = nu1;
+ }
+ ESL_EXCEPTION(eslENOHALT,
+ "esl_stats_IncompleteGamma(): fraction failed to converge");
+ }
+ else /* x <= a+1 */
+ {
+ double p; /* current sum */
+ double val; /* current value used in sum */
+
+ /* For x <= a+1 we use a convergent series instead:
+ * P(a,x) = \frac{\gamma(a,x)}{\Gamma(a)},
+ * where
+ * \gamma(a,x) = e^{-x}x^a \sum_{n=0}{\infty} \frac{\Gamma{a}}{\Gamma{a+1+n}} x^n
+ * which looks appalling but the sum is in fact rearrangeable to
+ * a simple series without the \Gamma functions:
+ * = \frac{1}{a} + \frac{x}{a(a+1)} + \frac{x^2}{a(a+1)(a+2)} ...
+ * and it's obvious that this should converge nicely for x <= a+1.
+ */
+ p = val = 1. / a;
+ for (iter = 1; iter < 10000; iter++)
+ {
+ val *= x / (a+(double)iter);
+ p += val;
+
+ if (fabs(val/p) < 1.e-7)
+ {
+ esl_stats_LogGamma(a, &pax);
+ pax = p * exp(a * log(x) - x - pax);
+
+ if (ret_pax != NULL) *ret_pax = pax;
+ if (ret_qax != NULL) *ret_qax = 1. - pax;
+ return eslOK;
+ }
+ }
+ ESL_EXCEPTION(eslENOHALT,
+ "esl_stats_IncompleteGamma(): series failed to converge");
+ }
+ /*NOTREACHED*/
+ return eslOK;
+}
+
+
+/* Function: esl_stats_ChiSquaredTest()
+ * Synopsis: Calculates a $\chi^2$ P-value.
+ * Incept: SRE, Tue Jul 19 11:39:32 2005 [St. Louis]
+ *
+ * Purpose: Calculate the probability that a chi-squared statistic
+ * with <v> degrees of freedom would exceed the observed
+ * chi-squared value <x>; return it in <ret_answer>. If
+ * this probability is less than some small threshold (say,
+ * 0.05 or 0.01), then we may reject the hypothesis we're
+ * testing.
+ *
+ * Args: v - degrees of freedom
+ * x - observed chi-squared value
+ * ret_answer - RETURN: P(\chi^2 > x)
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslERANGE> if <v> or <x> are out of valid range.
+ * <eslENOHALT> if iterative calculation fails.
+ */
+int
+esl_stats_ChiSquaredTest(int v, double x, double *ret_answer)
+{
+ return esl_stats_IncompleteGamma((double)v/2, x/2, NULL, ret_answer);
+}
+
+
+/* Function: esl_stats_LinearRegression()
+ * Synopsis: Fit data to a straight line.
+ * Incept: SRE, Sat May 26 11:33:46 2007 [Janelia]
+ *
+ * Purpose: Fit <n> points <x[i]>, <y[i]> to a straight line
+ * $y = a + bx$ by linear regression.
+ *
+ * The $x_i$ are taken to be known, and the $y_i$ are taken
+ * to be observed quantities associated with a sampling
+ * error $\sigma_i$. If known, the standard deviations
+ * $\sigma_i$ for $y_i$ are provided in the <sigma> array.
+ * If they are unknown, pass <sigma = NULL>, and the
+ * routine will proceed with the assumption that $\sigma_i
+ * = 1$ for all $i$.
+ *
+ * The maximum likelihood estimates for $a$ and $b$ are
+ * optionally returned in <opt_a> and <opt_b>.
+ *
+ * The estimated standard deviations of $a$ and $b$ and
+ * their estimated covariance are optionally returned in
+ * <opt_sigma_a>, <opt_sigma_b>, and <opt_cov_ab>.
+ *
+ * The Pearson correlation coefficient is optionally
+ * returned in <opt_cc>.
+ *
+ * The $\chi^2$ P-value for the regression fit is
+ * optionally returned in <opt_Q>. This P-value may only be
+ * obtained when the $\sigma_i$ are known. If <sigma> is
+ * passed as <NULL> and <opt_Q> is requested, <*opt_Q> is
+ * set to 1.0.
+ *
+ * This routine follows the description and algorithm in
+ * \citep[pp.661-666]{Press93}.
+ *
+ * <n> must be greater than 2; at least two x[i] must
+ * differ; and if <sigma> is provided, all <sigma[i]> must
+ * be $>0$. If any of these conditions isn't met, the
+ * routine throws <eslEINVAL>.
+ *
+ * Args: x - x[0..n-1]
+ * y - y[0..n-1]
+ * sigma - sample error in observed y_i
+ * n - number of data points
+ * opt_a - optRETURN: intercept estimate
+ * opt_b - optRETURN: slope estimate
+ * opt_sigma_a - optRETURN: error in estimate of a
+ * opt_sigma_b - optRETURN: error in estimate of b
+ * opt_cov_ab - optRETURN: covariance of a,b estimates
+ * opt_cc - optRETURN: Pearson correlation coefficient for x,y
+ * opt_Q - optRETURN: X^2 P-value for linear fit
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error;
+ * <eslEINVAL> if a contract condition isn't met;
+ * <eslENORESULT> if the chi-squared test fails.
+ * In these cases, all optional return values are set to 0.
+ */
+int
+esl_stats_LinearRegression(const double *x, const double *y, const double *sigma, int n,
+ double *opt_a, double *opt_b,
+ double *opt_sigma_a, double *opt_sigma_b, double *opt_cov_ab,
+ double *opt_cc, double *opt_Q)
+{
+ int status;
+ double *t = NULL;
+ double S, Sx, Sy, Stt;
+ double Sxy, Sxx, Syy;
+ double a, b, sigma_a, sigma_b, cov_ab, cc, X2, Q;
+ double xdev, ydev;
+ double tmp;
+ int i;
+
+ /* Contract checks. */
+ if (n <= 2) ESL_XEXCEPTION(eslEINVAL, "n must be > 2 for linear regression fitting");
+ if (sigma != NULL)
+ for (i = 0; i < n; i++) if (sigma[i] <= 0.) ESL_XEXCEPTION(eslEINVAL, "sigma[%d] <= 0", i);
+ status = eslEINVAL;
+ for (i = 0; i < n; i++) if (x[i] != 0.) { status = eslOK; break; }
+ if (status != eslOK) ESL_XEXCEPTION(eslEINVAL, "all x[i] are 0.");
+
+ /* Allocations */
+ ESL_ALLOC(t, sizeof(double) * n);
+
+ /* S = \sum_{i=1}{n} \frac{1}{\sigma_i^2}. (S > 0.) */
+ if (sigma != NULL) { for (S = 0., i = 0; i < n; i++) S += 1./ (sigma[i] * sigma[i]); }
+ else S = (double) n;
+
+ /* S_x = \sum_{i=1}{n} \frac{x[i]}{ \sigma_i^2} (Sx real.) */
+ for (Sx = 0., i = 0; i < n; i++) {
+ if (sigma == NULL) Sx += x[i];
+ else Sx += x[i] / (sigma[i] * sigma[i]);
+ }
+
+ /* S_y = \sum_{i=1}{n} \frac{y[i]}{\sigma_i^2} (Sy real.) */
+ for (Sy = 0., i = 0; i < n; i++) {
+ if (sigma == NULL) Sy += y[i];
+ else Sy += y[i] / (sigma[i] * sigma[i]);
+ }
+
+ /* t_i = \frac{1}{\sigma_i} \left( x_i - \frac{S_x}{S} \right) (t_i real) */
+ for (i = 0; i < n; i++) {
+ t[i] = x[i] - Sx/S;
+ if (sigma != NULL) t[i] /= sigma[i];
+ }
+
+ /* S_{tt} = \sum_{i=1}^n t_i^2 (if at least one x is != 0, Stt > 0) */
+ for (Stt = 0., i = 0; i < n; i++) { Stt += t[i] * t[i]; }
+
+ /* b = \frac{1}{S_{tt}} \sum_{i=1}^{N} \frac{t_i y_i}{\sigma_i} */
+ for (b = 0., i = 0; i < n; i++) {
+ if (sigma != NULL) { b += t[i]*y[i] / sigma[i]; }
+ else { b += t[i]*y[i]; }
+ }
+ b /= Stt;
+
+ /* a = \frac{ S_y - S_x b } {S} */
+ a = (Sy - Sx * b) / S;
+
+ /* \sigma_a^2 = \frac{1}{S} \left( 1 + \frac{ S_x^2 }{S S_{tt}} \right) */
+ sigma_a = sqrt ((1. + (Sx*Sx) / (S*Stt)) / S);
+
+ /* \sigma_b = \frac{1}{S_{tt}} */
+ sigma_b = sqrt (1. / Stt);
+
+ /* Cov(a,b) = - \frac{S_x}{S S_{tt}} */
+ cov_ab = -Sx / (S * Stt);
+
+ /* Pearson correlation coefficient */
+ Sxy = Sxx = Syy = 0.;
+ for (i = 0; i < n; i++) {
+ if (sigma != NULL) {
+ xdev = (x[i] / (sigma[i] * sigma[i])) - (Sx / n);
+ ydev = (y[i] / (sigma[i] * sigma[i])) - (Sy / n);
+ } else {
+ xdev = x[i] - (Sx / n);
+ ydev = y[i] - (Sy / n);
+ }
+ Sxy += xdev * ydev;
+ Sxx += xdev * xdev;
+ Syy += ydev * ydev;
+ }
+ cc = Sxy / (sqrt(Sxx) * sqrt(Syy));
+
+ /* \chi^2 */
+ for (X2 = 0., i = 0; i < n; i++) {
+ tmp = y[i] - a - b*x[i];
+ if (sigma != NULL) tmp /= sigma[i];
+ X2 += tmp*tmp;
+ }
+
+ /* We can calculate a goodness of fit if we know the \sigma_i */
+ if (sigma != NULL) {
+ if (esl_stats_ChiSquaredTest(n-2, X2, &Q) != eslOK) { status = eslENORESULT; goto ERROR; }
+ } else Q = 1.0;
+
+ /* If we didn't use \sigma_i, adjust the sigmas for a,b */
+ if (sigma == NULL) {
+ tmp = sqrt(X2 / (double)(n-2));
+ sigma_a *= tmp;
+ sigma_b *= tmp;
+ }
+
+ /* Done. Set up for normal return.
+ */
+ free(t);
+ if (opt_a != NULL) *opt_a = a;
+ if (opt_b != NULL) *opt_b = b;
+ if (opt_sigma_a != NULL) *opt_sigma_a = sigma_a;
+ if (opt_sigma_b != NULL) *opt_sigma_b = sigma_b;
+ if (opt_cov_ab != NULL) *opt_cov_ab = cov_ab;
+ if (opt_cc != NULL) *opt_cc = cc;
+ if (opt_Q != NULL) *opt_Q = Q;
+ return eslOK;
+
+ ERROR:
+ if (t != NULL) free(t);
+ if (opt_a != NULL) *opt_a = 0.;
+ if (opt_b != NULL) *opt_b = 0.;
+ if (opt_sigma_a != NULL) *opt_sigma_a = 0.;
+ if (opt_sigma_b != NULL) *opt_sigma_b = 0.;
+ if (opt_cov_ab != NULL) *opt_cov_ab = 0.;
+ if (opt_cc != NULL) *opt_cc = 0.;
+ if (opt_Q != NULL) *opt_Q = 0.;
+ return status;
+}
+/*---------------- end of API implementation --------------------*/
+
+
+
+
+/*****************************************************************
+ * 2. Unit tests.
+ *****************************************************************/
+#ifdef eslSTATS_TESTDRIVE
+#include <esl_random.h>
+
+/* The test of esl_stats_LinearRegression() is a statistical test,
+ * so we can't be too aggressive about testing results.
+ *
+ * Args:
+ * r - a source of randomness
+ * use_sigma - TRUE to pass sigma to the regression fit.
+ * be_verbose - TRUE to print results (manual, not automated test mode)
+ */
+static void
+utest_LinearRegression(ESL_RANDOMNESS *r, int use_sigma, int be_verbose)
+{
+ char msg[] = "linear regression unit test failed";
+ double a = -3.;
+ double b = 1.;
+ int n = 100;
+ double xori = -20.;
+ double xstep = 1.0;
+ double setsigma = 1.0; /* sigma on all points */
+ int i;
+ double *x = NULL;
+ double *y = NULL;
+ double *sigma = NULL;
+ double ae, be, siga, sigb, cov_ab, cc, Q;
+
+ if ((x = malloc(sizeof(double) * n)) == NULL) esl_fatal(msg);
+ if ((y = malloc(sizeof(double) * n)) == NULL) esl_fatal(msg);
+ if ((sigma = malloc(sizeof(double) * n)) == NULL) esl_fatal(msg);
+
+ /* Simulate some linear data */
+ for (i = 0; i < n; i++)
+ {
+ sigma[i] = setsigma;
+ x[i] = xori + i*xstep;
+ y[i] = esl_rnd_Gaussian(r, a + b*x[i], sigma[i]);
+ }
+
+ if (use_sigma) {
+ if (esl_stats_LinearRegression(x, y, sigma, n, &ae, &be, &siga, &sigb, &cov_ab, &cc, &Q) != eslOK) esl_fatal(msg);
+ } else {
+ if (esl_stats_LinearRegression(x, y, NULL, n, &ae, &be, &siga, &sigb, &cov_ab, &cc, &Q) != eslOK) esl_fatal(msg);
+ }
+
+ if (be_verbose) {
+ printf("Linear regression test:\n");
+ printf("estimated intercept a = %8.4f [true = %8.4f]\n", ae, a);
+ printf("estimated slope b = %8.4f [true = %8.4f]\n", be, b);
+ printf("estimated sigma on a = %8.4f\n", siga);
+ printf("estimated sigma on b = %8.4f\n", sigb);
+ printf("estimated cov(a,b) = %8.4f\n", cov_ab);
+ printf("correlation coeff = %8.4f\n", cc);
+ printf("P-value = %8.4f\n", Q);
+ }
+
+ /* The following tests are statistical.
+ */
+ if ( fabs(ae-a) > 2*siga ) esl_fatal(msg);
+ if ( fabs(be-b) > 2*sigb ) esl_fatal(msg);
+ if ( cc < 0.95) esl_fatal(msg);
+ if (use_sigma) {
+ if (Q < 0.001) esl_fatal(msg);
+ } else {
+ if (Q != 1.0) esl_fatal(msg);
+ }
+
+ free(x);
+ free(y);
+ free(sigma);
+}
+#endif /*eslSTATS_TESTDRIVE*/
+/*-------------------- end of unit tests ------------------------*/
+
+
+
+
+/*****************************************************************
+ * 3. Test driver.
+ *****************************************************************/
+#ifdef eslSTATS_TESTDRIVE
+/* gcc -g -Wall -o testdrive -L. -I. -DeslSTATS_TESTDRIVE esl_stats.c -leasel -lm
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_stats.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgrp */
+ {"-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help and usage", 0},
+ {"-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-s", "random: use current time as RNG seed", 0},
+ {"-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, "-r", "set random number seed to <n>", 0},
+ {"-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "verbose: show verbose output", 0},
+ { 0,0,0,0,0,0,0,0,0,0},
+};
+static char usage[] = "[-options]";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL;
+ ESL_RANDOMNESS *r = NULL;
+ int be_verbose;
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK) esl_fatal("%s", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") == TRUE) {
+ esl_usage(stdout, argv[0], usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != 0) {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ exit(1);
+ }
+ be_verbose = esl_opt_GetBoolean(go, "-v");
+
+ if (esl_opt_GetBoolean(go, "-r")) {
+ r = esl_randomness_CreateTimeseeded();
+ if (be_verbose) printf("seed = %ld\n", esl_randomness_GetSeed(r));
+ } else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ utest_LinearRegression(r, TRUE, be_verbose);
+ utest_LinearRegression(r, FALSE, be_verbose);
+
+ esl_getopts_Destroy(go);
+ esl_randomness_Destroy(r);
+ exit(0);
+}
+#endif /*eslSTATS_TESTDRIVE*/
+/*------------------- end of test driver ------------------------*/
+
+
+
+
+/*****************************************************************
+ * 4. Example.
+ *****************************************************************/
+
+/* Compile: gcc -g -Wall -o example -I. -DeslSTATS_EXAMPLE esl_stats.c esl_random.c easel.c -lm
+ * or gcc -g -Wall -o example -I. -L. -DeslSTATS_EXAMPLE esl_stats.c -leasel -lm
+ */
+#ifdef eslSTATS_EXAMPLE
+/*::cexcerpt::stats_example::begin::*/
+/* gcc -g -Wall -o example -I. -DeslSTATS_EXAMPLE esl_stats.c esl_random.c easel.c -lm */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_stats.h"
+
+int main(void)
+{
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ double a = -3.;
+ double b = 1.;
+ double xori = -20.;
+ double xstep = 1.0;
+ double setsigma = 1.0; /* sigma on all points */
+ int n = 100;
+ double *x = malloc(sizeof(double) * n);
+ double *y = malloc(sizeof(double) * n);
+ double *sigma = malloc(sizeof(double) * n);
+ int i;
+ double ae, be, siga, sigb, cov_ab, cc, Q;
+
+ /* Simulate some linear data, with Gaussian noise added to y_i */
+ for (i = 0; i < n; i++) {
+ sigma[i] = setsigma;
+ x[i] = xori + i*xstep;
+ y[i] = esl_rnd_Gaussian(r, a + b*x[i], sigma[i]);
+ }
+
+ if (esl_stats_LinearRegression(x, y, sigma, n, &ae, &be, &siga, &sigb, &cov_ab, &cc, &Q) != eslOK)
+ esl_fatal("linear regression failed");
+
+ printf("estimated intercept a = %8.4f [true = %8.4f]\n", ae, a);
+ printf("estimated slope b = %8.4f [true = %8.4f]\n", be, b);
+ printf("estimated sigma on a = %8.4f\n", siga);
+ printf("estimated sigma on b = %8.4f\n", sigb);
+ printf("estimated cov(a,b) = %8.4f\n", cov_ab);
+ printf("correlation coeff = %8.4f\n", cc);
+ printf("P-value = %8.4f\n", Q);
+
+ free(x); free(y); free(sigma);
+ esl_randomness_Destroy(r);
+ exit(0);
+}
+/*::cexcerpt::stats_example::end::*/
+#endif
+
+/*--------------------- end of example --------------------------*/
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_stats.h b/easel/esl_stats.h
new file mode 100644
index 0000000..9e4d154
--- /dev/null
+++ b/easel/esl_stats.h
@@ -0,0 +1,26 @@
+/* esl_stats.h
+ * Foundation for the statistics modules.
+ *
+ * SRE, Tue Jul 19 11:35:28 2005
+ * SVN $Id: esl_stats.h 195 2007-08-09 19:02:55Z eddys $
+ */
+#ifndef ESL_STATS_INCLUDED
+#define ESL_STATS_INCLUDED
+
+extern int esl_stats_DMean(const double *x, int n, double *opt_mean, double *opt_var);
+extern int esl_stats_FMean(const float *x, int n, double *opt_mean, double *opt_var);
+extern int esl_stats_IMean(const int *x, int n, double *opt_mean, double *opt_var);
+extern int esl_stats_LogGamma(double x, double *ret_answer);
+extern int esl_stats_Psi(double x, double *ret_answer);
+extern int esl_stats_IncompleteGamma(double a, double x, double *ret_pax, double *ret_qax);
+extern int esl_stats_ChiSquaredTest(int v, double x, double *ret_answer);
+extern int esl_stats_LinearRegression(const double *x, const double *y, const double *sigma, int n,
+ double *opt_a, double *opt_b,
+ double *opt_sigma_a, double *opt_sigma_b, double *opt_cov_ab,
+ double *opt_cc, double *opt_Q);
+#endif /*ESL_STATS_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_stats.tex b/easel/esl_stats.tex
new file mode 100644
index 0000000..b027d99
--- /dev/null
+++ b/easel/esl_stats.tex
@@ -0,0 +1,43 @@
+
+The \eslmod{stats} module is the foundation of a set of statistics
+modules. It contains special functions like $\Gamma(x)$ and $\Psi(x)$,
+and elementary statistics routines such as linear regression fitting
+and $\chi^2$ testing. Table~\ref{tbl:stats_api} lists the functions in
+the \eslmod{stats} API.
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\hyperlink{func:esl_stats_DMean()}{\ccode{esl\_stats\_\{D,F,I\}Mean()}} & Calculates mean and $\sigma^2$ for samples $x_i$.\\
+\hyperlink{func:esl_stats_LogGamma()}{\ccode{esl\_stats\_LogGamma()}} & Calculates $\log \Gamma(x)$.\\
+\hyperlink{func:esl_stats_Psi()}{\ccode{esl\_stats\_Psi()}} & Calculates $\Psi(x)$ (the digamma function).\\
+\hyperlink{func:esl_stats_IncompleteGamma()}{\ccode{esl\_stats\_IncompleteGamma()}} & Calculates the incomplete Gamma function.
+\\
+\hyperlink{func:esl_stats_ChiSquaredTest()}{\ccode{esl\_stats\_ChiSquaredTest()}} & Calculates a $\chi^2$ P-value.\\
+\hyperlink{func:esl_stats_LinearRegression()}{\ccode{esl\_stats\_LinearRegression()}} & Fit data to a straight line.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{stats} API.}
+\label{tbl:stats_api}
+\end{table}
+
+\subsection{An example of using the stats API}
+
+
+Figure~\ref{fig:stats_example} shows an example of using one of the
+routines in the \eslmod{stats} module, linear regression fitting. It
+generates a set of $n$ points dispersed around a line, $y_i = a + bx +
+N(\sigma)$ with Gaussian noise $N(\sigma)$, then fits the data to a
+line to obtain estimates $\hat{a}$ and $\hat{b}$.
+
+\begin{figure}
+\input{cexcerpts/stats_example}
+\caption{An example of using the \eslmod{stats} module.}
+\label{fig:stats_example}
+\end{figure}
+
+
+
diff --git a/easel/esl_stopwatch.c b/easel/esl_stopwatch.c
new file mode 100644
index 0000000..a2b95c2
--- /dev/null
+++ b/easel/esl_stopwatch.c
@@ -0,0 +1,260 @@
+/* esl_stopwatch.c
+ * Tracking cpu/system/elapsed time used by a process.
+ *
+ * Thanks to Warren Gish for assistance.
+ *
+ * SRE, Wed Feb 22 20:12:55 2006 [St. Louis] [moved to Easel]
+ * SRE, Thu Aug 3 08:11:52 2000 [St. Louis] [moved to SQUID]
+ * SRE, Fri Nov 26 14:54:21 1999 [St. Louis] [HMMER]
+ * SVN $Id: esl_stopwatch.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include "easel.h"
+#include "esl_stopwatch.h"
+
+/*****************************************************************
+ * ESL_STOPWATCH object maintenance
+ *****************************************************************/
+
+/* Function: esl_stopwatch_Create()
+ * Incept: SRE, Wed Feb 22 20:15:05 2006 [St. Louis]
+ *
+ * Purpose: Creates a new stopwatch.
+ *
+ * Returns: ptr to a new <ESL_STOPWATCH> object; caller is
+ * responsible for free'ing it with
+ * <esl_stopwatch_Destroy()>.
+ *
+ * Throws: NULL on allocation failure.
+ */
+ESL_STOPWATCH *
+esl_stopwatch_Create(void)
+{
+ int status;
+ ESL_STOPWATCH *w = NULL;
+
+ ESL_ALLOC(w, sizeof(ESL_STOPWATCH));
+ w->elapsed = 0.;
+ w->user = 0.;
+ w->sys = 0.;
+ return w;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: esl_stopwatch_Destroy()
+ * Incept: SRE, Thu Feb 23 07:09:23 2006 [St. Louis]
+ *
+ * Purpose: Frees an <ESL_STOPWATCH>.
+ */
+void
+esl_stopwatch_Destroy(ESL_STOPWATCH *w)
+{
+ free(w);
+}
+
+
+
+
+/* Function: esl_stopwatch_Start()
+ * Incept: SRE, Sat Feb 25 10:41:00 2006 [St. Louis]
+ *
+ * Purpose: Start a stopwatch. This sets the base
+ * for elapsed, cpu, and system time difference
+ * calculations by subsequent calls to
+ * <esl_stopwatch_Stop()>.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_stopwatch_Start(ESL_STOPWATCH *w)
+{
+ w->t0 = time(NULL);
+#ifdef HAVE_TIMES /* POSIX */
+ (void) times(&(w->cpu0));
+#else /* fallback to ANSI C */
+ w->cpu0 = clock();
+#endif
+ w->elapsed = 0.;
+ w->user = 0.;
+ w->sys = 0.;
+ return eslOK;
+}
+
+/* Function: esl_stopwatch_Stop()
+ * Incept: SRE, Sat Feb 25 10:42:26 2006 [St. Louis]
+ *
+ * Purpose: Stop a stopwatch. Record and store elapsed,
+ * cpu, and system time difference relative to the
+ * last call to <esl_stopwatch_Start()>.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_stopwatch_Stop(ESL_STOPWATCH *w)
+{
+ time_t t1;
+#ifdef HAVE_TIMES
+ struct tms cpu1;
+ long clk_tck;
+#else
+ clock_t cpu1;
+#endif
+
+ t1 = time(NULL);
+ w->elapsed = difftime(t1, w->t0);
+
+#ifdef HAVE_TIMES /* POSIX */
+ (void) times(&cpu1);
+
+ clk_tck = sysconf(_SC_CLK_TCK);
+ w->user = (double) (cpu1.tms_utime + cpu1.tms_cutime -
+ w->cpu0.tms_utime - w->cpu0.tms_cutime) /
+ (double) clk_tck;
+
+ w->sys = (double) (cpu1.tms_stime + cpu1.tms_cstime -
+ w->cpu0.tms_stime - w->cpu0.tms_cstime) /
+ (double) clk_tck;
+#else /* fallback to ANSI C */
+ cpu1 = clock();
+ w->user = (double) (cpu1- w->cpu0) / (double) CLOCKS_PER_SEC;
+ w->sys = 0.; /* no way to portably get system time in ANSI C */
+
+#endif
+ return eslOK;
+}
+
+/* format_time_string()
+ * Date: SRE, Fri Nov 26 15:06:28 1999 [St. Louis]
+ *
+ * Purpose: Given a number of seconds, format into
+ * hh:mm:ss.xx in a provided buffer.
+ *
+ * Args: buf - allocated space (128 is plenty!)
+ * sec - number of seconds
+ * do_frac - TRUE (1) to include hundredths of a sec
+ */
+static void
+format_time_string(char *buf, double sec, int do_frac)
+{
+ int h, m, s, hs;
+
+ h = (int) (sec / 3600.);
+ m = (int) (sec / 60.) - h * 60;
+ s = (int) (sec) - h * 3600 - m * 60;
+ if (do_frac) {
+ hs = (int) (sec * 100.) - h * 360000 - m * 6000 - s * 100;
+ sprintf(buf, "%02d:%02d:%02d.%02d", h,m,s,hs);
+ } else {
+ sprintf(buf, "%02d:%02d:%02d", h,m,s);
+ }
+}
+
+/* Function: esl_stopwatch_Display()
+ * Incept: SRE, Sat Feb 25 10:51:09 2006 [St. Louis]
+ *
+ * Purpose: Output a usage summary line from a stopped
+ * stopwatch, showing elapsed, cpu, and system time
+ * between the last calls to
+ * <esl_stopwatch_Start()> and <esl_stopwatch_Stop()>.
+ *
+ * The string <prefix> will be prepended to the output
+ * line. Use <""> to prepend nothing. If <prefix> is NULL,
+ * a default <"CPU Time: "> prefix is used.
+ *
+ * For <prefix> = <"CPU Time: "> an example output line is:\\
+ * <CPU Time: 142.55u 7.17s 00:02:29.72 Elapsed: 00:02:35>
+ *
+ * Args: fp - output stream
+ * w - stopped stopwatch
+ * prefix - output line prefix ("" for nothing)
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_stopwatch_Display(FILE *fp, ESL_STOPWATCH *w, char *prefix)
+{
+ char buf[128]; /* (safely holds up to 10^14 years) */
+
+ if (prefix == NULL)
+ fputs("CPU Time: ", fp);
+ else
+ fputs(prefix, fp);
+
+ format_time_string(buf, w->user+w->sys, TRUE);
+#ifdef HAVE_TIMES
+ fprintf(fp, "%.2fu %.2fs %s ", w->user, w->sys, buf);
+#else
+ fprintf(fp, "%.2fu %s ", w->user, buf);
+#endif
+
+ format_time_string(buf, w->elapsed, 0);
+ fprintf(fp, "Elapsed: %s\n", buf);
+ return eslOK;
+}
+
+
+/* Function: esl_stopwatch_Include()
+ * Incept: SRE, Sat Feb 25 10:47:17 2006 [St. Louis]
+ *
+ * Purpose: Merge the cpu and system times from a slave into
+ * a master stopwatch. Both watches must be
+ * stopped, and should not be stopped again unless
+ * You Know What You're Doing.
+ *
+ * Elapsed time is not merged. Master is assumed
+ * to be keeping track of the wall clock (real) time,
+ * and the slave/worker watch is ignored.
+ *
+ * Useful in at least two cases. One is in
+ * PVM, where we merge in the stopwatch(es) from separate
+ * process(es) in a cluster. A second is in
+ * threads, for broken pthreads/times() implementations
+ * that lose track of cpu times used by spawned
+ * threads.
+ *
+ * Args: master - stopwatch that's aggregating times
+ * w - watch to add to the master.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_stopwatch_Include(ESL_STOPWATCH *master, ESL_STOPWATCH *w)
+{
+ master->user += w->user;
+ master->sys += w->sys;
+ return eslOK;
+}
+
+
+
+/*****************************************************************
+ * Example of using the stopwatch module
+ *****************************************************************/
+#ifdef eslSTOPWATCH_EXAMPLE
+/*::cexcerpt::stopwatch_example::begin::*/
+/* compile: gcc -g -Wall -I. -o example -DeslSTOPWATCH_EXAMPLE esl_stopwatch.c easel.c -lm
+ * run: ./example
+ */
+#include "easel.h"
+#include "esl_stopwatch.h"
+
+int
+main(void)
+{
+ ESL_STOPWATCH *w;
+
+ w = esl_stopwatch_Create();
+
+ esl_stopwatch_Start(w);
+ sleep(5);
+ esl_stopwatch_Stop(w);
+
+ esl_stopwatch_Display(stdout, w, "CPU Time: ");
+ esl_stopwatch_Destroy(w);
+ return 0;
+}
+/*::cexcerpt::stopwatch_example::end::*/
+#endif /*ESL_STOPWATCH_EXAMPLE*/
diff --git a/easel/esl_stopwatch.h b/easel/esl_stopwatch.h
new file mode 100644
index 0000000..a52f99e
--- /dev/null
+++ b/easel/esl_stopwatch.h
@@ -0,0 +1,56 @@
+/* esl_stopwatch.h
+ * Tracking cpu/system/elapsed time used by a process.
+ *
+ * SRE, Wed Feb 22 19:30:36 2006 [St. Louis] [moved to Easel]
+ * SRE, Thu Aug 3 08:00:35 2000 [St. Louis] [moved to SQUID]
+ * SRE, Fri Nov 26 14:54:21 1999 [St. Louis] [HMMER]
+ * SVN $Id: esl_stopwatch.h 111 2006-03-31 13:15:58Z eddy $
+ */
+#ifndef ESL_STOPWATCH_INCLUDED
+#define ESL_STOPWATCH_INCLUDED
+
+#include <time.h>
+#ifdef HAVE_TIMES
+#include <sys/times.h>
+#endif
+#ifdef HAVE_UNISTD_H
+#include <unistd.h> /* need for sysconf() */
+#endif
+
+typedef struct {
+ /* t0 and cpu0 keep base, when the watch was Start()'ed
+ */
+ time_t t0; /* Wall clock time, ANSI time() */
+#ifdef HAVE_TIMES
+ struct tms cpu0; /* CPU/system time, POSIX times()*/
+#else
+ clock_t cpu0; /* CPU time, fallback to ANSI clock() */
+#endif
+
+ /* elapsed/user/sys are t-t0 results for the last time the
+ * watch was Stop()'ed.
+ */
+ double elapsed; /* elapsed time, seconds */
+ double user; /* CPU time, seconds */
+ double sys; /* system time, seconds */
+} ESL_STOPWATCH;
+
+
+extern ESL_STOPWATCH *esl_stopwatch_Create(void);
+extern void esl_stopwatch_Destroy(ESL_STOPWATCH *w);
+
+extern int esl_stopwatch_Start(ESL_STOPWATCH *w);
+extern int esl_stopwatch_Stop(ESL_STOPWATCH *w);
+extern int esl_stopwatch_Display(FILE *fp, ESL_STOPWATCH *w, char *prefix);
+
+extern int esl_stopwatch_Include(ESL_STOPWATCH *master, ESL_STOPWATCH *w);
+
+
+#endif /*ESL_STOPWATCH_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+
diff --git a/easel/esl_stopwatch.tex b/easel/esl_stopwatch.tex
new file mode 100644
index 0000000..a823750
--- /dev/null
+++ b/easel/esl_stopwatch.tex
@@ -0,0 +1,117 @@
+
+The stopwatch module measures the elapsed (wall clock) time, CPU time,
+and system time consumed by any part of a program.
+
+The simple way to measure the CPU time consumption in an ANSI C
+program is:
+
+\begin{cchunk}
+ clock_t t0, t1;
+ t0 = clock();
+ /* do_stuff */
+ t1 = clock();
+ printf("cpu time: %.2f\n", (double) (t1-t0)/(double) CLOCKS_PER_SEC);
+\end{cchunk}
+
+The stopwatch module is just an elaboration of this. It tracks
+elapsed and system time, in addition to cpu time; it hides the details
+of converting a time difference in hardware clock ticks to a
+human-interpretable time in seconds; and it provides a standard output
+function for formatting times, similar to the output of the standard
+UNIX \ccode{time} command line utility for timing processes.
+
+\begin{table}[hb]
+\begin{tabular}{ll}\hline
+\ccode{esl\_stopwatch\_Create()} & Creates new stopwatch.\\
+\ccode{esl\_stopwatch\_Destroy()} & Frees a stopwatch.\\
+\ccode{esl\_stopwatch\_Start()} & Starts a stopwatch.\\
+\ccode{esl\_stopwatch\_Stop()} & Stops a stopwatch.\\
+\ccode{esl\_stopwatch\_Display()} & Displays elapsed, cpu, and system time.\\
+\ccode{esl\_stopwatch\_Include()} & Merges a stopwatch's time into a master.\\
+\hline
+\end{tabular}
+\caption{The \eslmod{stopwatch} API.}
+\label{tbl:stopwatch_api}
+\end{table}
+
+Table~\ref{tbl:stopwatch_api} lists the functions in the API.
+
+Starting a stopwatch with \ccode{esl\_stopwatch\_Start()} initializes
+a base time, t0. Stopping a stopwatch with
+\ccode{esl\_stopwatch\_Stop()} takes the current time t1, and
+internally computes and stores elapsed, cpu, and system time
+differences (t1-t0). These stored times can be displayed at any time
+using \ccode{esl\_stopwatch\_Display()}, until the next time the watch
+is stopped. A stopwatch can be stopped any number of times, measuring
+increasing time from the same base. A stopwatch can also be started
+any number of times, resetting the base each time it is set.
+
+Figure~\ref{fig:stopwatch_example} shows a small example that measures
+a boring \ccode{sleep(5)} call, which will of course show an elapsed
+wall time of 5 seconds. Change the \ccode{sleep(5)} call to something
+cpu- or system-intensive to see a non-zero measurement of cpu or
+system time.
+
+\begin{figure}
+\input{cexcerpts/stopwatch_example}
+\caption{An example of using the \eslmod{stopwatch} module.}
+\label{fig:stopwatch_example}
+\end{figure}
+
+\subsection{Displaying and retrieving times}
+
+The \ccode{esl\_stopwatch\_Display()} function prints a line
+containing the cpu time, system time, aggregated cpu+system time, and
+the elapsed (wall clock) time. For example:
+
+\begin{cchunk}
+CPU Time: 142.55u 7.17s 00:02:29.72 Elapsed: 00:02:35
+\end{cchunk}
+
+If you want to access the times in seconds for your own purposes, the
+relevant fields in a stopped \ccode{ESL\_STOPWATCH} object are:
+
+\begin{cchunk}
+ double elapsed; /* elapsed time, seconds */
+ double user; /* CPU time, seconds */
+ double sys; /* system time, seconds */
+\end{cchunk}
+
+
+
+\subsection{Stopwatch precision and system dependency}
+
+Elapsed wall time is typically measured at low resolution, in units of
+seconds (depending on the ANSI C \ccode{time\_t} definition on your
+system). It is displayed with a precision of 1 sec.
+
+CPU time is typically measured in high resolution, in units of
+microseconds (depending on the value of POSIX \ccode{\_SC\_CLK\_TCK} or
+ANSI C \ccode{CLOCKS\_PER\_SEC} on your system). It is displayed with a
+precision of 0.01 sec.
+
+System time is only determined on systems that provide a POSIX
+\ccode{times()} function. Like CPU time, it is typically measured at
+high resolution, in units of microseconds (depending on the POSIX
+\ccode{\_SC\_CLK\_TCK} value on your system). It is displayed with a
+precision of 0.01 sec. On systems that do not provide a
+POSIX-compliant \ccode{times()} function, system time is always
+reported as 0.
+
+\subsection{Aggregate times in parallelized code}
+
+In parallelized code, you may want to aggregate results from multiple
+stopwatches into a single overall time measurement. Examples include
+aggregating times from worker processes in PVM or MPI applications, or
+aggregating times from multiple execution threads on systems where the
+\ccode{times()} function does not correctly aggregate threads for you.
+
+The \ccode{esl\_stopwatch\_Include()} function adds the cpu and system
+times in a ``client'' stopwatch to a ``master'' stopwatch. Both the
+client and the master stopwatch must be stopped. The elapsed time in
+the master stopwatch is not affected; it is assumed to be keeping
+track of the real (wall clock) time.
+
+
+
+
diff --git a/easel/esl_stretchexp.c b/easel/esl_stretchexp.c
new file mode 100644
index 0000000..a7afd43
--- /dev/null
+++ b/easel/esl_stretchexp.c
@@ -0,0 +1,696 @@
+/* esl_stretchexp.c
+ * Statistical routines for stretched exponential distributions.
+ *
+ * SRE, Fri Aug 19 11:15:21 2005 [St. Louis]
+ * xref STL9/146
+ * SVN $Id: esl_stretchexp.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include <esl_config.h>
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+#include "esl_stretchexp.h"
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_HISTOGRAM
+#include "esl_histogram.h"
+#endif
+#ifdef eslAUGMENT_MINIMIZER
+#include "esl_minimizer.h"
+#endif
+
+/****************************************************************************
+ * Routines for evaluating densities and distributions
+ ****************************************************************************/
+/* mu <= x < infinity
+ * [x=mu is no problem, but watch out for evaluating log(0) when it is]
+ * lambda > 0
+ * tau > 0 [fat tailed when tau < 1; thin when tau > 1; exponential when tau = 1]
+ */
+
+/* Function: esl_sxp_pdf()
+ * Incept: SRE, Fri Aug 19 11:17:47 2005 [St. Louis]
+ *
+ * Purpose: Calculates the probability density function for the
+ * stretched exponential pdf, $P(X=x)$, given
+ * quantile <x>, offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_sxp_pdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+ double gt;
+
+ if (x < mu) return 0.;
+ esl_stats_LogGamma(1/tau, >);
+
+ if (x == mu) val = (lambda * tau / exp(gt));
+ else val = (lambda * tau / exp(gt)) * exp(- exp(tau * log(y)));
+
+ return val;
+}
+
+/* Function: esl_sxp_logpdf()
+ * Incept: SRE, Fri Aug 19 11:27:32 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log probability density function for the
+ * stretched exponential pdf, $\log P(X=x)$, given
+ * quantile <x>, offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_sxp_logpdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double gt;
+ double val;
+
+ if (x < mu) return -eslINFINITY;
+ esl_stats_LogGamma(1/tau, >);
+
+ if (x == mu) val = log(lambda) + log(tau) - gt;
+ else val = log(lambda) + log(tau) - gt - exp(tau*log(y));
+ return val;
+}
+
+/* Function: esl_sxp_cdf()
+ * Incept: SRE, Fri Aug 19 11:30:55 2005 [St. Louis]
+ *
+ * Purpose: Calculates the cumulative distribution function for the
+ * stretched exponential pdf, $P(X \leq x)$, given
+ * quantile <x>, offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_sxp_cdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+
+ if (x <= mu) return 0.;
+ esl_stats_IncompleteGamma(1/tau, exp(tau * log(y)), &val, NULL);
+
+ ESL_DASSERT1 (( !isnan(val)));
+ return val;
+}
+
+/* Function: esl_sxp_logcdf()
+ * Incept: SRE, Fri Aug 19 11:37:20 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log of the cumulative distribution function for the
+ * stretched exponential pdf, $\log P(X \leq x)$, given
+ * quantile <x>, offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_sxp_logcdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+
+ if (x <= mu) return -eslINFINITY;
+ esl_stats_IncompleteGamma(1./tau, exp(tau * log(y)), &val, NULL);
+ return log(val);
+}
+
+/* Function: esl_sxp_surv()
+ * Incept: SRE, Fri Aug 19 11:38:24 2005 [St. Louis]
+ *
+ * Purpose: Calculates the survival function for the
+ * stretched exponential pdf, $P(X > x)$, given
+ * quantile <x>, offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_sxp_surv(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+
+ if (x <= mu) return 1.0;
+
+ esl_stats_IncompleteGamma(1./tau, exp(tau * log(y)), NULL, &val);
+ return val;
+}
+
+/* Function: esl_sxp_logsurv()
+ * Incept: SRE, Fri Aug 19 11:38:24 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log survival function for the
+ * stretched exponential pdf, $\log P(X > x)$, given
+ * quantile <x>, offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_sxp_logsurv(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+
+ if (x <= mu) return 0.0;
+
+ esl_stats_IncompleteGamma(1./tau, exp(tau * log(y)), NULL, &val);
+ return log(val);
+}
+
+/* Function: esl_sxp_invcdf()
+ * Incept: SRE, Sat Aug 20 14:42:06 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse CDF for a stretched exponential
+ * with parameters <mu>, <lambda>, and <tau>, returning
+ * the quantile <x> at which the CDF is <p>.
+ *
+ * The inverse CDF of the stretched exponential has no
+ * analytical expression as far as I'm aware. The calculation
+ * here is a computationally expensive, brute force bisection
+ * search in <x> using the CDF function. It will suffice for
+ * a small number of calls (for plotting applications, for example),
+ * but it is not sufficient for a large number of calls.
+ */
+double
+esl_sxp_invcdf(double p, double mu, double lambda, double tau)
+{
+ double x1, x2, xm; /* low, high guesses at x */
+ double f1, f2, fm;
+ double tol = 1e-6;
+
+ x1 = mu;
+ f1 = 0.;
+ x2 = mu + 1.;
+ do { /* bracket */
+ x2 = x2 + 2.*(x2-x1);
+ f2 = esl_sxp_cdf(x2, mu, lambda, tau);
+ } while (f2 < p);
+
+ do { /* bisection */
+ xm = (x1+x2) / 2.;
+ fm = esl_sxp_cdf(xm, mu, lambda, tau);
+
+ if (fm > p) x2 = xm;
+ else if (fm < p) x1 = xm;
+ else return xm; /* unlikely case of fm==cdf */
+ } while ( (x2-x1)/(x1+x2-2*mu) > tol);
+
+ xm = (x1+x2) / 2.;
+ return xm;
+}
+/*-------------------- end densities & distributions ------------------------*/
+
+
+
+
+/****************************************************************************
+ * Generic API routines: for general interface w/ histogram module
+ ****************************************************************************/
+
+/* Function: esl_sxp_generic_pdf()
+ * Incept: SRE, Thu Aug 25 08:06:14 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_sxp_pdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_sxp_generic_pdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_sxp_pdf(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_sxp_generic_cdf()
+ * Incept: SRE, Fri Aug 19 13:54:26 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_sxp_cdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_sxp_generic_cdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_sxp_cdf(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_sxp_generic_surv()
+ * Incept: SRE, Thu Aug 25 08:06:33 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_sxp_surv()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_sxp_generic_surv(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_sxp_surv(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_sxp_generic_invcdf()
+ * Incept: SRE, Sat Aug 20 14:46:55 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_sxp_invcdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_sxp_generic_invcdf(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_sxp_invcdf(p, v[0], v[1], v[2]);
+}
+/*------------------------ end generic API ---------------------------------*/
+
+
+
+/****************************************************************************
+ * Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_sxp_Plot()
+ * Incept: SRE, Fri Aug 19 11:48:27 2005 [St. Louis]
+ *
+ * Purpose: Plot some stretched exponential function <func> (for instance,
+ * <esl_sxp_pdf()>) for parameters <mu>, <lambda>, and <tau>, for
+ * a range of quantiles x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_sxp_Plot(FILE *fp, double mu, double lambda, double tau,
+ double (*func)(double x, double mu, double lambda, double tau),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mu, lambda, tau));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+
+/****************************************************************************
+ * Routines for sampling (requires augmentation w/ random, dirichlet modules)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+/* Function: esl_sxp_Sample()
+ * Incept: SRE, Fri Aug 19 13:39:36 2005 [St. Louis]
+ *
+ * Purpose: Sample a stretched exponential random variate,
+ * by a change of variable from a Gamma sample.
+ */
+double
+esl_sxp_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double tau)
+{
+ double t,x;
+
+ t = esl_rnd_Gamma(r, 1./tau);
+ x = mu + 1./lambda * exp(1./tau * log(t));
+ return x;
+}
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+
+/****************************************************************************
+ * Maximum likelihood fitting
+ ****************************************************************************/
+#ifdef eslAUGMENT_MINIMIZER
+/* This structure is used to sneak the data into minimizer's generic
+ * (void *) API for all aux data
+ */
+struct sxp_data {
+ double *x;
+ int n;
+ double mu;
+};
+
+static double
+sxp_complete_func(double *p, int np, void *dptr)
+{
+ struct sxp_data *data = (struct sxp_data *) dptr;
+ double lambda, tau;
+ double logL = 0.;
+ int i;
+
+ lambda = exp(p[0]);
+ tau = exp(p[1]);
+
+ for (i = 0; i < data->n; i++)
+ logL += esl_sxp_logpdf(data->x[i], data->mu, lambda, tau);
+ return -logL;
+}
+
+/* Function: esl_sxp_FitComplete()
+ * Incept: SRE, Fri Aug 19 15:25:42 2005 [St. Louis]
+ *
+ * Purpose: Given a vector of <n> observed data samples <x[]>,
+ * find maximum likelihood parameters by conjugate gradient
+ * descent optimization.
+ */
+int
+esl_sxp_FitComplete(double *x, int n,
+ double *ret_mu, double *ret_lambda, double *ret_tau)
+
+{
+ struct sxp_data data;
+ double p[2], u[2], wrk[8];
+ double mu, tau, lambda;
+ double mean;
+ double tol = 1e-6;
+ double fx;
+ int status;
+
+ /* initial guesses; mu is definitely = minimum x,
+ * and just use arbitrary #'s to init lambda, tau
+ */
+ mu = esl_vec_DMin(x, n);
+ esl_stats_DMean(x, n, &mean, NULL);
+ lambda = 1 / (mean - mu);
+ tau = 0.9;
+
+
+ /* load data structure, param vector, and step vector */
+ data.x = x;
+ data.n = n;
+ data.mu = mu;
+ p[0] = log(lambda);
+ p[1] = log(tau);
+ u[0] = 1.0;
+ u[1] = 1.0;
+
+ /* hand it off */
+ status = esl_min_ConjugateGradientDescent(p, u, 2,
+ &sxp_complete_func,
+ NULL,
+ (void *) (&data), tol, wrk, &fx);
+ *ret_mu = mu;
+ *ret_lambda = exp(p[0]);
+ *ret_tau = exp(p[1]);
+ return eslOK;
+}
+
+#ifdef eslAUGMENT_HISTOGRAM
+struct sxp_binned_data {
+ ESL_HISTOGRAM *g; /* contains the binned data */
+ double mu; /* mu is not a learnable param */
+};
+
+static double
+sxp_complete_binned_func(double *p, int np, void *dptr)
+{
+ struct sxp_binned_data *data = (struct sxp_binned_data *) dptr;
+ ESL_HISTOGRAM *g = data->g;
+ double logL = 0.;
+ double ai, bi; /* lower, upper bounds on bin */
+ double lambda, tau;
+ int i;
+ double tmp;
+
+ lambda = exp(p[0]);
+ tau = exp(p[1]);
+
+ ESL_DASSERT1(( ! isnan(lambda) ));
+ ESL_DASSERT1(( ! isnan(tau) ));
+
+ for (i = g->cmin; i <= g->imax; i++) /* for each occupied bin */
+ {
+ if (g->obs[i] == 0) continue;
+
+ ai = esl_histogram_Bin2LBound(g, i);
+ bi = esl_histogram_Bin2UBound(g, i);
+ if (ai < data->mu) ai = data->mu; /* careful at leftmost bound */
+
+ tmp = esl_sxp_cdf(bi, data->mu, lambda, tau) -
+ esl_sxp_cdf(ai, data->mu, lambda, tau);
+ if (tmp == 0.) return eslINFINITY;
+ logL += g->obs[i] * log(tmp);
+ }
+ return -logL; /* minimizing NLL */
+}
+
+/* Function: esl_sxp_FitCompleteBinned()
+ * Incept: SRE, Sat Aug 20 13:28:00 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <g> with binned observations, where each
+ * bin i holds some number of observed samples x with values from
+ * lower bound l to upper bound u (that is, $l < x \leq u$);
+ * find maximum likelihood parameters mu, lambda, tau by conjugate
+ * gradient descent optimization.
+ */
+int
+esl_sxp_FitCompleteBinned(ESL_HISTOGRAM *g,
+ double *ret_mu, double *ret_lambda, double *ret_tau)
+
+{
+ struct sxp_binned_data data;
+ double p[2], u[2], wrk[8];
+ double mu, tau, lambda;
+ double tol = 1e-6;
+ double fx;
+ int status;
+ double ai, mean;
+ int i;
+
+ /* Set the fixed mu.
+ * Make a good initial guess of lambda, based on exponential fit.
+ * Choose an arbitrary tau.
+ */
+ if (g->is_tailfit) mu = g->phi; /* all x > mu in this case */
+ else if (g->is_rounded) mu = esl_histogram_Bin2LBound(g, g->imin);
+ else mu = g->xmin;
+
+ mean = 0.;
+ for (i = g->cmin; i <= g->imax; i++)
+ {
+ ai = esl_histogram_Bin2LBound(g, i);
+ ai += 0.5*g->w; /* midpoint in bin */
+ mean += (double)g->obs[i] * ai;
+ }
+ mean /= g->No;
+ lambda = 1 / (mean - mu);
+
+ tau = 0.9;
+
+ /* load data structure, param vector, and step vector */
+ data.g = g;
+ data.mu = mu;
+ p[0] = log(lambda);
+ p[1] = log(tau);
+ u[0] = 1.0;
+ u[1] = 1.0;
+
+ /* hand it off */
+ status = esl_min_ConjugateGradientDescent(p, u, 2,
+ &sxp_complete_binned_func,
+ NULL,
+ (void *) (&data), tol, wrk, &fx);
+ *ret_mu = mu;
+ *ret_lambda = exp(p[0]);
+ *ret_tau = exp(p[1]);
+ return eslOK;
+}
+#endif /*eslAUGMENT_HISTOGRAM*/
+#endif /*eslAUGMENT_MINIMIZER*/
+
+/****************************************************************************
+ * Example main()
+ ****************************************************************************/
+#ifdef eslSTRETCHEXP_EXAMPLE
+/*::cexcerpt::sxp_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslSTRETCHEXP_EXAMPLE\
+ -DeslAUGMENT_HISTOGRAM -DeslAUGMENT_RANDOM -DeslAUGMENT_MINIMIZER\
+ esl_stretchexp.c esl_histogram.c esl_random.c esl_minimizer.c esl_stats.c esl_vectorops.c easel.c -lm
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_stretchexp.h"
+
+int
+main(int argc, char **argv)
+{
+ double mu = -50.0;
+ double lambda = 2.5;
+ double tau = 0.7;
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(mu, 100., 0.1);
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ int n = 10000;
+ double *data;
+ int ndata;
+ double emu, elam, etau;
+ int i;
+ double x;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_sxp_Sample(r, mu, lambda, tau);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ /* Plot the empirical (sampled) and expected survivals */
+ esl_histogram_PlotSurvival(stdout, h);
+ esl_sxp_Plot(stdout, mu, lambda, tau,
+ &esl_sxp_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to complete data, and plot fitted survival curve */
+ esl_sxp_FitComplete(data, ndata, &emu, &elam, &etau);
+ esl_sxp_Plot(stdout, emu, elam, etau,
+ &esl_sxp_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to binned data, plot fitted survival curve */
+ esl_sxp_FitCompleteBinned(h, &emu, &elam, &etau);
+ esl_sxp_Plot(stdout, emu, elam, etau,
+ &esl_sxp_surv, h->xmin, h->xmax, 0.1);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ return 0;
+}
+/*::cexcerpt::sxp_example::end::*/
+#endif /*eslSTRETCHEXP_EXAMPLE*/
+
+
+
+/****************************************************************************
+ * Test driver
+ ****************************************************************************/
+#ifdef eslSTRETCHEXP_TESTDRIVE
+/* Compile:
+ gcc -g -Wall -I. -I ~/src/easel -L ~/src/easel -o test -DeslSTRETCHEXP_TESTDRIVE\
+ esl_stretchexp.c -leasel -lm
+*/
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_stretchexp.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_HISTOGRAM *h;
+ ESL_RANDOMNESS *r;
+ double mu = 10.0;
+ double lambda = 1.0;
+ double tau = 0.7;
+ int n = 10000;
+ double binwidth = 0.1;
+ double emu, elambda, etau;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+
+ int opti;
+ int be_verbose = FALSE;
+ char *plotfile = NULL;
+ FILE *pfp = stdout;
+ int plot_pdf = FALSE;
+ int plot_logpdf = FALSE;
+ int plot_cdf = FALSE;
+ int plot_logcdf = FALSE;
+ int plot_surv = FALSE;
+ int plot_logsurv = FALSE;
+ int xmin_set = FALSE;
+ double xmin;
+ int xmax_set = FALSE;
+ double xmax;
+ int xstep_set = FALSE;
+ double xstep;
+
+ for (opti = 1; opti < argc && *(argv[opti]) == '-'; opti++)
+ {
+ if (strcmp(argv[opti], "-m") == 0) mu = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-l") == 0) lambda = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-n") == 0) n = atoi(argv[++opti]);
+ else if (strcmp(argv[opti], "-o") == 0) plotfile = argv[++opti];
+ else if (strcmp(argv[opti], "-t") == 0) tau = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-v") == 0) be_verbose = TRUE;
+ else if (strcmp(argv[opti], "-w") == 0) binwidth = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-C") == 0) plot_cdf = TRUE;
+ else if (strcmp(argv[opti], "-LC") == 0) plot_logcdf = TRUE;
+ else if (strcmp(argv[opti], "-P") == 0) plot_pdf = TRUE;
+ else if (strcmp(argv[opti], "-LP") == 0) plot_logpdf = TRUE;
+ else if (strcmp(argv[opti], "-S") == 0) plot_surv = TRUE;
+ else if (strcmp(argv[opti], "-LS") == 0) plot_logsurv = TRUE;
+ else if (strcmp(argv[opti], "-XL") == 0) { xmin_set = TRUE; xmin = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XH") == 0) { xmax_set = TRUE; xmax = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XS") == 0) { xstep_set = TRUE; xstep = atof(argv[++opti]); }
+ else ESL_EXCEPTION(eslEINVAL, "bad option");
+ }
+
+ if (be_verbose)
+ printf("Parametric: mu = %f lambda = %f tau = %f\n", mu, lambda, tau);
+
+ r = esl_randomness_CreateTimeseeded();
+ h = esl_histogram_CreateFull(mu, 100., binwidth);
+ if (plotfile != NULL) {
+ if ((pfp = fopen(plotfile, "w")) == NULL)
+ ESL_EXCEPTION(eslFAIL, "Failed to open plotfile");
+ }
+ if (! xmin_set) xmin = mu;
+ if (! xmax_set) xmax = mu+40*(1./lambda);
+ if (! xstep_set) xstep = 0.1;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_sxp_Sample(r, mu, lambda, tau);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ esl_sxp_FitComplete(data, ndata, &emu, &elambda, &etau);
+ if (be_verbose)
+ printf("Complete data fit: mu = %f lambda = %f tau = %f\n",
+ emu, elambda, etau);
+ if (fabs( (emu-mu)/mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted mu > 1%\n");
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted lambda > 10%\n");
+ if (fabs( (etau-tau)/tau ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted tau > 10%\n");
+
+ esl_sxp_FitCompleteBinned(h, &emu, &elambda, &etau);
+ if (be_verbose)
+ printf("Binned data fit: mu = %f lambda = %f tau = %f\n",
+ emu, elambda, etau);
+ if (fabs( (emu-mu)/mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted mu > 1%\n");
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted lambda > 10%\n");
+ if (fabs( (etau-tau)/tau ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted tau > 10%\n");
+
+ if (plot_pdf) esl_sxp_Plot(pfp, mu, lambda, tau, &esl_sxp_pdf, xmin, xmax, xstep);
+ if (plot_logpdf) esl_sxp_Plot(pfp, mu, lambda, tau, &esl_sxp_logpdf, xmin, xmax, xstep);
+ if (plot_cdf) esl_sxp_Plot(pfp, mu, lambda, tau, &esl_sxp_cdf, xmin, xmax, xstep);
+ if (plot_logcdf) esl_sxp_Plot(pfp, mu, lambda, tau, &esl_sxp_logcdf, xmin, xmax, xstep);
+ if (plot_surv) esl_sxp_Plot(pfp, mu, lambda, tau, &esl_sxp_surv, xmin, xmax, xstep);
+ if (plot_logsurv) esl_sxp_Plot(pfp, mu, lambda, tau, &esl_sxp_logsurv, xmin, xmax, xstep);
+
+ if (plotfile != NULL) fclose(pfp);
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+#endif /*eslSTRETCHEXP_TESTDRIVE*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_stretchexp.h b/easel/esl_stretchexp.h
new file mode 100644
index 0000000..7519557
--- /dev/null
+++ b/easel/esl_stretchexp.h
@@ -0,0 +1,57 @@
+/* esl_stretchexp.h
+ * Stretched exponential distributions.
+ *
+ * SRE, Fri Aug 19 13:51:14 2005 [St. Louis]
+ * xref STL9/146
+ * SVN $Id: esl_stretchexp.h 83 2005-12-13 20:54:07Z eddy $
+ */
+#ifndef ESL_STRETCHEXP_INCLUDED
+#define ESL_STRETCHEXP_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+
+#ifdef eslAUGMENT_HISTOGRAM
+#include <esl_histogram.h>
+#endif
+
+extern double esl_sxp_pdf (double x, double mu, double lambda, double tau);
+extern double esl_sxp_logpdf (double x, double mu, double lambda, double tau);
+extern double esl_sxp_cdf (double x, double mu, double lambda, double tau);
+extern double esl_sxp_logcdf (double x, double mu, double lambda, double tau);
+extern double esl_sxp_surv (double x, double mu, double lambda, double tau);
+extern double esl_sxp_logsurv(double x, double mu, double lambda, double tau);
+extern double esl_sxp_invcdf (double p, double mu, double lambda, double tau);
+
+extern double esl_sxp_generic_pdf (double x, void *params);
+extern double esl_sxp_generic_cdf (double x, void *params);
+extern double esl_sxp_generic_surv (double x, void *params);
+extern double esl_sxp_generic_invcdf(double p, void *params);
+
+extern int esl_sxp_Plot(FILE *fp, double mu, double lambda, double tau,
+ double (*func)(double x, double mu, double lambda, double tau),
+ double xmin, double xmax, double xstep);
+
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_sxp_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double tau);
+#endif
+
+#ifdef eslAUGMENT_MINIMIZER
+extern int esl_sxp_FitComplete(double *x, int n,
+ double *ret_mu, double *ret_lambda, double *ret_tau);
+#ifdef eslAUGMENT_HISTOGRAM
+extern int esl_sxp_FitCompleteBinned(ESL_HISTOGRAM *g,
+ double *ret_mu, double *ret_lambda, double *ret_tau);
+#endif /*eslAUGMENT_HISTOGRAM*/
+#endif /*eslAUGMENT_MINIMIZER*/
+
+
+#endif /*ESL_STRETCHEXP_INCLUDED*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_stretchexp.tex b/easel/esl_stretchexp.tex
new file mode 100644
index 0000000..ed324c9
--- /dev/null
+++ b/easel/esl_stretchexp.tex
@@ -0,0 +1,42 @@
+
+The stretched exponential distribution may be useful for fitting
+fat-tailed empirical distributions.
+
+The stretched exponential is not the same as the Weibull distribution,
+though they have somewhat similar functional forms, and the Weibull is
+confusingly sometimes referred to as a ``stretched exponential
+distribution'' in the literature. (See the \eslmod{weibull} module.)
+
+\begin{tabular}{lcll}\hline
+Variate & $x$ & \ccode{double} & $\mu \leq x < \infty$ \\
+Location & $\mu$ & \ccode{double} & $-\infty < \mu < \infty$\\
+Scale & $\lambda$ & \ccode{double} & $\lambda > 0$ \\
+Shape & $\tau$ & \ccode{double} & $\tau > 0$ \\ \hline
+\end{tabular}
+
+
+The probability density function (PDF) is:
+
+\begin{equation}
+P(X=x) = \frac{\lambda \tau}{\Gamma(\frac{1}{\tau})} e^{- [\lambda(x-\mu)]^{\tau}}
+\label{eqn:stretchexp_pdf}
+\end{equation}
+
+The cumulative distribution function (CDF) does not have an analytical
+expression. It is obtained from the integral:
+
+\begin{eqnarray*}
+P(X \leq x) & = & \int_{\mu}^{x} P(X=z) dz\\
+ & = & \frac{\lambda \tau}{\Gamma(\frac{1}{\tau})} \int_\mu^{x} e^{- [\lambda(z-\mu)]^{\tau}} dz\\
+\label{eqn:stretchexp_cdf1}
+\end{eqnarray*}
+
+By change-of-variables $t = [\lambda(z-\mu)]^{\tau}$,
+$t^{\frac{1}{\tau}} = \lambda(z-\mu)$, $dz = \frac{1}{\lambda \tau}
+t^{\frac{1}{\tau}-1} dt$, this can be rewritten as:
+
+\[
+P(X \leq x) = \frac{1}{\Gamma(\frac{1}{\tau})}
+\int_0^{[\lambda(x-\mu)]^{\tau}} e^{-t} t^{\frac{1}{\tau}-1} dt
+\]
+
diff --git a/easel/esl_swat.c b/easel/esl_swat.c
new file mode 100644
index 0000000..9a14f60
--- /dev/null
+++ b/easel/esl_swat.c
@@ -0,0 +1,228 @@
+/* This module is unfinished; don't try to use it for anything! */
+
+
+/* Standard Smith/Waterman sequence alignment
+ *
+ * Contents:
+ *
+ *
+ * SRE, Fri Apr 13 13:03:17 2007
+ * SVN $Id: esl_swat.c 279 2008-07-12 13:17:06Z eddys $
+ */
+#include "esl_config.h"
+
+#include "easel.h"
+#include "esl_scorematrix.h"
+
+#define eslSWAT_PROHIBIT -999999999
+
+/* Function: esl_swat_Score()
+ * Incept: SRE, Fri Apr 13 16:40:15 2007 [Janelia]
+ *
+ * Purpose: Implements Smith/Waterman local sequence alignment, recovering
+ * only a score, not an alignment. Query sequence <x> of length <L>
+ * is aligned to subject sequence <y> of length <M>, using
+ * a scoring system composed of residue alignment scores in matrix
+ * <S>, a gap-open score <gop>, and a gap-extend score <gex>.
+ *
+ * A gap of $k$ residues is scored as <gop> $\times (k-1)$
+ * <gex>. That is, the gap-open score is applied to the
+ * first residue in the gap, and the gap-extend penalty is
+ * applied to each remaining residue. Additionally, both
+ * <gop> and <gex> should be negative numbers.
+ *
+ * Returns: <eslOK> on success, and the raw alignment score is returned in
+ * <ret_sc>.
+ *
+ * Throws: (no abnormal error conditions)
+ */
+int
+esl_swat_Score(ESL_DSQ *x, int L, ESL_DSQ *y, int M, ESL_SCOREMATRIX *S, int gop, int gex, int *ret_sc)
+{
+ int status;
+ int i,j;
+ int **rowmem = NULL;
+ int *mc, *mp, *ixc, *ixp, *iyc, *iyp;
+ int maxsc;
+
+ /* DP lattice is organized in rows (0) 1..i..M with target running vertically;
+ * columns (0) 1..j..L with query running horizontally.
+ */
+
+ /* Allocation;
+ * we need two rows of length (L+1) for each of three matrices, M, IX, IY.
+ * in the future, optimize by providing this from the caller.
+ */
+ ESL_ALLOC(rowmem, sizeof(int *) * 6);
+ rowmem[0] = NULL;
+ ESL_ALLOC(rowmem[0], sizeof(int) * 6 * (L+1));
+ for (i = 1; i < 6; i++) rowmem[i] = rowmem[0] + i*(L+1);
+
+ /* Initializations.
+ */
+ rowmem[1][0] = 0;
+ rowmem[3][0] = eslSWAT_PROHIBIT;
+ rowmem[5][0] = eslSWAT_PROHIBIT;
+ for (j = 0; j <= L; j++) {
+ rowmem[0][j] = 0;
+ rowmem[2][j] = eslSWAT_PROHIBIT;
+ rowmem[4][j] = eslSWAT_PROHIBIT;
+ }
+
+ maxsc = 0;
+ for (i = 1; i <= M; i++) /* for each position in target... */
+ {
+ if (i%2) { mp = rowmem[0]; mc = rowmem[1]; ixp = rowmem[2]; ixc = rowmem[3]; iyp = rowmem[4]; iyc = rowmem[5]; }
+ else { mc = rowmem[0]; mp = rowmem[1]; ixc = rowmem[2]; ixp = rowmem[3]; iyc = rowmem[4]; iyp = rowmem[5]; }
+
+ for (j = 1; j <= L; j++) /* for each position in query... */
+ {
+ /* Match score at mc[j] aligns xj,yi. We can reach here from M (mp[j-1]), IX (ixp[j-1]), or IY (iyp[j-1]) */
+ mc[j] = 0;
+ if (mp[j-1] > mc[j]) mc[j] = mp[j-1];
+ if (ixp[j-1] > mc[j]) mc[j] = ixp[j-1];
+ if (iyp[j-1] > mc[j]) mc[j] = iyp[j-1];
+ mc[j] += S->s[x[j]][y[i]];
+
+ if (mc[j] > maxsc) maxsc = mc[j];
+
+ /* IX score at ixc[j] aligns xj to gap (horizontal move).
+ * We reach here from mc[j-1] (gap-open) or ixc[j-1] (gap-extend).
+ */
+ ixc[j] = mc[j-1] + gop;
+ if (ixc[j-1] + gex > ixc[j]) ixc[j] = ixc[j-1] + gex;
+
+ /* analogously for vertical move to iyc. */
+ iyc[j] = mp[j] + gop;
+ if (iyp[j] + gex > iyc[j]) iyc[j] = iyp[j] + gex;
+ }
+ }
+
+ *ret_sc = maxsc;
+ free(rowmem[0]);
+ free(rowmem);
+ return eslOK;
+
+ ERROR:
+ *ret_sc = 0;
+ if (rowmem != NULL) {
+ if (rowmem[0] != NULL) free(rowmem[0]);
+ free(rowmem);
+ }
+ return status;
+}
+
+
+/*****************************************************************
+ * Stats driver.
+ *****************************************************************/
+
+/*
+ gcc -I. -L. -g -Wall -DeslSWAT_STATS -o stats esl_swat.c -leasel -lm
+ ./stats
+*/
+#ifdef eslSWAT_STATS
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_fileparser.h"
+#include "esl_scorematrix.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_histogram.h"
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ ESL_ALPHABET *abc = esl_alphabet_Create(eslAMINO);
+ ESL_SCOREMATRIX *S = NULL;
+ ESL_DSQ *x = NULL; /* iid query */
+ ESL_DSQ *y = NULL; /* iid target */
+ double lambda;
+ double bg[20]; /* iid background probabilities */
+ int L; /* query length */
+ int M; /* target length */
+ int nseq; /* number of target seqs to simulate */
+ int i;
+ int gop;
+ int gex;
+ char *mxfile = "PMX";
+ int raw_sc;
+
+ /* Configuration
+ */
+ L = 400; /* query length */
+ M = 400; /* target length */
+ nseq = 50000;
+ gop = -11;
+ gex = -1;
+ lambda = 0.3207;
+
+ ESL_ALLOC(x, sizeof(ESL_DSQ) * (L+2));
+ ESL_ALLOC(y, sizeof(ESL_DSQ) * (M+2));
+
+ /* Input an amino acid score matrix from a file. */
+ if (mxfile != NULL) {
+ ESL_FILEPARSER *efp = NULL;
+ if ( esl_fileparser_Open(mxfile, &efp) != eslOK) esl_fatal("failed to open score file %s", mxfile);
+ if ( esl_sco_Read(efp, abc, &S) != eslOK) esl_fatal("failed to read matrix from %s", mxfile);
+ esl_fileparser_Close(efp);
+ } else { /* default = BLOSUM62 */
+ S = esl_scorematrix_Create(abc);
+ esl_scorematrix_SetBLOSUM62(S);
+ }
+ esl_composition_BL62(bg);
+
+ esl_rsq_xIID(r, bg, 20, L, x);
+
+ for (i = 0; i < nseq; i++)
+ {
+ esl_rsq_xIID(r, bg, 20, M, y);
+ esl_swat_Score(x, L, y, M, S, gop, gex, &raw_sc);
+ printf("%d\n", raw_sc);
+ }
+
+ free(x);
+ free(y);
+ esl_scorematrix_Destroy(S);
+ esl_alphabet_Destroy(abc);
+ esl_randomness_Destroy(r);
+ exit(0);
+
+ ERROR:
+ exit(status);
+}
+
+
+
+
+
+
+#endif /*eslSWAT_STATS*/
+
+
+/*****************************************************************
+ * Unit tests
+ *****************************************************************/
+
+void
+utest_Score(char *s1, char *s2, ESL_SCOREMATRIX *S, int gop, int gex, int expect_score)
+{
+
+}
+
+
+
+/*****************************************************************
+ *
+ *****************************************************************/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_swat.tex b/easel/esl_swat.tex
new file mode 100644
index 0000000..9042b44
--- /dev/null
+++ b/easel/esl_swat.tex
@@ -0,0 +1 @@
+The \eslmod{swat} module implements Smith/Waterman local sequence alignment.
diff --git a/easel/esl_tree.c b/easel/esl_tree.c
new file mode 100644
index 0000000..ee85382
--- /dev/null
+++ b/easel/esl_tree.c
@@ -0,0 +1,2184 @@
+/* Phylogenetic trees.
+ *
+ * Contents:
+ * 1. The ESL_TREE object.
+ * 2. Newick format i/o
+ * 3. Tree comparison algorithms.
+ * 4. Clustering algorithms for distance-based tree construction.
+ * 5. Generating simulated trees.
+ * 6. Unit tests.
+ * 7. Test driver.
+ * 8. Examples.
+ * 9. Copyright notice and license.
+ *
+ * SVN $Id: esl_tree.c 269 2008-06-19 13:47:41Z eddys $
+ * SRE, Tue May 2 14:08:42 2006 [St. Louis]
+ */
+#include "esl_config.h"
+
+#include <math.h>
+#include <string.h>
+#include <ctype.h>
+#include <assert.h>
+
+#include "easel.h"
+#include "esl_tree.h"
+#include "esl_dmatrix.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+#include "esl_random.h"
+
+/*****************************************************************
+ * 1. The ESL_TREE object.
+ *****************************************************************/
+
+/* Function: esl_tree_Create()
+ * Incept: SRE, Tue May 2 14:10:17 2006 [St. Louis]
+ *
+ * Purpose: Allocate an empty tree structure for <ntaxa> taxa
+ * and return a pointer to it. <ntaxa> must be $\geq 2$.
+ *
+ * Args: <ntaxa> - number of taxa
+ *
+ * Returns: pointer to the new <ESL_TREE> object; caller frees
+ * this with <esl_tree_Destroy()>.
+ *
+ * Throws: <NULL> if allocation fails.
+ */
+ESL_TREE *
+esl_tree_Create(int ntaxa)
+{
+ ESL_TREE *T = NULL;
+ int i;
+ int status;
+
+ /* Contract verification */
+ ESL_DASSERT1((ntaxa >= 2));
+
+ /* 1st allocation round */
+ ESL_ALLOC(T, sizeof(ESL_TREE));
+ T->parent = NULL;
+ T->left = NULL;
+ T->right = NULL;
+ T->ld = NULL;
+ T->rd = NULL;
+
+ /* 2nd allocation round */
+ T->N = ntaxa;
+ ESL_ALLOC(T->parent, sizeof(int) * (ntaxa-1));
+ ESL_ALLOC(T->left, sizeof(int) * (ntaxa-1));
+ ESL_ALLOC(T->right, sizeof(int) * (ntaxa-1));
+ ESL_ALLOC(T->ld, sizeof(double) * (ntaxa-1));
+ ESL_ALLOC(T->rd, sizeof(double) * (ntaxa-1));
+
+ for (i = 0; i < ntaxa-1; i++)
+ {
+ T->parent[i] = 0;
+ T->left[i ] = 0;
+ T->right[i] = 0;
+ T->ld[i] = 0.;
+ T->rd[i] = 0.;
+ }
+
+ /* Optional info starts NULL
+ */
+ T->taxaparent = NULL;
+ T->cladesize = NULL;
+ T->taxonlabel = NULL;
+ T->nodelabel = NULL;
+
+ /* Tree output options default to PHYLIP style
+ */
+ T->show_unrooted = FALSE;
+ T->show_node_labels = TRUE;
+ T->show_root_branchlength = FALSE;
+ T->show_branchlengths = TRUE;
+ T->show_quoted_labels = FALSE;
+ T->show_numeric_taxonlabels = TRUE;
+
+ T->nalloc = ntaxa;
+ return T;
+
+ ERROR:
+ esl_tree_Destroy(T);
+ return NULL;
+}
+
+/* Function: esl_tree_CreateGrowable()
+ * Incept: SRE, Mon Nov 13 14:22:22 2006 [Janelia]
+ *
+ * Purpose: Allocate a growable tree structure for an initial
+ * allocation of <nalloc> taxa, and return a pointer to it.
+ * <nalloc> must be $\geq 2$.
+ *
+ * Args: <nalloc> - initial allocation size for number of taxa
+ *
+ * Returns: pointer to a new growable <ESL_TREE> object; caller frees
+ * this with <esl_tree_Destroy()>.
+ *
+ * Throws: <NULL> if allocation fails.
+ */
+ESL_TREE *
+esl_tree_CreateGrowable(int nalloc)
+{
+ ESL_TREE *T = esl_tree_Create(nalloc);
+ if (T == NULL) return NULL;
+
+ T->N = 0;
+ return T;
+}
+
+
+/* Function: esl_tree_CreateFromString()
+ * Incept: SRE, Tue Nov 14 10:01:08 2006 [Janelia]
+ *
+ * Purpose: A convenience for making small test cases in the test
+ * suites: given the contents of a Newick file as a
+ * single string <s>, convert it to an <ESL_TREE>.
+ *
+ * Returns: a pointer to the new <ESL_TREE> on success.
+ *
+ * Throws: <NULL> if it fails to obtain, open, or read the
+ * temporary file that it puts the string <s> in.
+ */
+ESL_TREE *
+esl_tree_CreateFromString(char *s)
+{
+ char tmpfile[16] = "esltmpXXXXXX";
+ FILE *fp = NULL;
+ ESL_TREE *T = NULL;
+
+ if (esl_tmpfile(tmpfile, &fp) != eslOK) goto ERROR;
+ fprintf(fp, s);
+ rewind(fp);
+ if (esl_tree_ReadNewick(fp, NULL, &T) != eslOK) goto ERROR;
+ fclose(fp);
+ return T;
+
+ ERROR:
+ if (fp != NULL) fclose(fp);
+ if (T != NULL) esl_tree_Destroy(T);
+ return NULL;
+}
+
+
+
+/* Function: esl_tree_Grow()
+ * Incept: SRE, Fri Oct 27 08:49:47 2006 [Janelia]
+ *
+ * Purpose: Given a tree <T>, make sure it can hold one more taxon;
+ * reallocate internally if necessary by doubling the
+ * number of taxa it is currently allocated to hold.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure. In this case,
+ * the data in the tree are unaffected.
+ */
+int
+esl_tree_Grow(ESL_TREE *T)
+{
+ void *tmp;
+ int nnew;
+ int status;
+ int i;
+
+ if (T->N < T->nalloc) return eslOK; /* do we have room for next taxon? */
+
+ nnew = T->nalloc * 2;
+
+ /* There are N-1 interior nodes, so arrays of info for
+ * interior nodes are allocated for (nnew-1), whereas
+ * arrays of info for the N taxa are allocated (nnew).
+ */
+ ESL_RALLOC(T->parent, tmp, sizeof(int) * (nnew-1));
+ ESL_RALLOC(T->left, tmp, sizeof(int) * (nnew-1));
+ ESL_RALLOC(T->right, tmp, sizeof(int) * (nnew-1));
+ ESL_RALLOC(T->ld, tmp, sizeof(double) * (nnew-1));
+ ESL_RALLOC(T->rd, tmp, sizeof(double) * (nnew-1));
+
+ /* 0..N-2 were already initialized or used.
+ * Initialize newly alloced space N-1..nnew-2.
+ */
+ for (i = T->nalloc-1; i < nnew-1; i++)
+ {
+ T->parent[i] = 0;
+ T->left[i ] = 0;
+ T->right[i] = 0;
+ T->ld[i] = 0.;
+ T->rd[i] = 0.;
+ }
+
+ if (T->taxaparent != NULL)
+ {
+ ESL_RALLOC(T->taxaparent, tmp, sizeof(int) * nnew);
+ for (i = T->nalloc; i < nnew; i++) T->taxaparent[i] = 0;
+ }
+
+ if (T->cladesize != NULL)
+ {
+ ESL_RALLOC(T->cladesize, tmp, sizeof(int) * nnew);
+ for (i = T->nalloc; i < nnew; i++) T->cladesize[i] = 0;
+ }
+
+ if (T->taxonlabel != NULL)
+ {
+ ESL_RALLOC(T->taxonlabel, tmp, sizeof(char *) * nnew);
+ for (i = T->nalloc; i < nnew; i++) T->taxonlabel[i] = NULL;
+ }
+
+ if (T->nodelabel != NULL)
+ {
+ ESL_RALLOC(T->nodelabel, tmp, sizeof(char *) * (nnew-1));
+ for (i = T->nalloc-1; i < nnew-1; i++) T->nodelabel[i] = NULL;
+ }
+
+ T->nalloc = nnew;
+ return eslOK;
+
+ ERROR:
+ return eslEMEM;
+}
+
+
+/* Function: esl_tree_SetTaxaParents()
+ * Incept: SRE, Fri Sep 22 13:39:49 2006 [Janelia]
+ *
+ * Purpose: Constructs the <T->taxaparent[]> array in the tree
+ * structure <T>, by an O(N) traversal of the tree.
+ * Upon return, <T->taxaparent[i]> is the index
+ * of the internal node that taxon <i> is a child of.
+ *
+ * Args: T - the tree structure to map
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on internal allocation error. In this case, the tree is
+ * returned unchanged.
+ *
+ * Xref: STL11/63
+ */
+int
+esl_tree_SetTaxaParents(ESL_TREE *T)
+{
+ int i;
+ int status;
+
+ if (T->taxaparent != NULL) return eslOK; /* map already exists. */
+ ESL_ALLOC(T->taxaparent, sizeof(int) * T->N);
+
+ for (i = 0; i < T->N-1; i++) /* traversal order doesn't matter */
+ {
+ if (T->left[i] <= 0) T->taxaparent[-(T->left[i])] = i;
+ if (T->right[i] <= 0) T->taxaparent[-(T->right[i])] = i;
+ }
+ return eslOK;
+
+ ERROR:
+ if (T->taxaparent != NULL) { free(T->taxaparent); T->taxaparent = NULL; }
+ return status;
+}
+
+
+/* Function: esl_tree_SetCladesizes()
+ * Incept: SRE, Thu Nov 9 10:03:17 2006 [Janelia]
+ *
+ * Purpose: Constructs the <T->cladesize[]> array in tree structure
+ * <T>. Upon successful return, <T->cladesize[i]> is the
+ * number of taxa contained by the clade rooted at node <i>
+ * in the tree. For example, <T->cladesize[0]> is $N$ by
+ * definition, because 0 is the root of the tree.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error; in this case, the
+ * original <T> is unmodified.
+ */
+int
+esl_tree_SetCladesizes(ESL_TREE *T)
+{
+ int i;
+ int status;
+
+ if (T->cladesize != NULL) return eslOK; /* already set. */
+ ESL_ALLOC(T->cladesize, sizeof(int) * (T->N-1));
+ esl_vec_ISet(T->cladesize, T->N-1, 0);
+
+ for (i = T->N-2; i >= 0; i--)
+ { /* taxon: ...else... internal node: */
+ if (T->left[i] <= 0) T->cladesize[i]++; else T->cladesize[i] += T->cladesize[T->left[i]];
+ if (T->right[i] <= 0) T->cladesize[i]++; else T->cladesize[i] += T->cladesize[T->right[i]];
+ }
+ return eslOK;
+
+ ERROR:
+ if (T->cladesize != NULL) { free(T->cladesize); T->cladesize = NULL; }
+ return status;
+}
+
+
+/* Function: esl_tree_SetTaxonlabels()
+ * Incept: SRE, Tue Nov 14 19:29:00 2006 [UA 921, IAD-SFO]
+ *
+ * Purpose: Given an array of taxon names <names[0..N-1]> with the
+ * same order and number as the taxa in tree <T>, make a
+ * copy of those names in <T>. For example, <names> might
+ * be the sequence names in a multiple alignment,
+ * <msa->sqname>.
+ *
+ * If the tree already had taxon names assigned to it, they
+ * are replaced.
+ *
+ * As a special case, if the <names> argument is passed as
+ * <NULL>, then the taxon labels are set to a string
+ * corresponding to their internal index; that is, taxon 0
+ * is labeled "0".
+ *
+ * Returns: <eslOK> on success, and internal state of <T>
+ * (specifically, <T->taxonlabel[]>) now contains a copy
+ * of the taxa names.
+ *
+ * Throws: <eslEMEM> on allocation failure. <T->taxonlabel[]> will be
+ * <NULL> (even if it was already set).
+ */
+int
+esl_tree_SetTaxonlabels(ESL_TREE *T, char **names)
+{
+ int i;
+ int status;
+
+ if (T->taxonlabel != NULL) esl_Free2D((void **) T->taxonlabel, T->N);
+ ESL_ALLOC(T->taxonlabel, sizeof(char **) * T->nalloc);
+ for (i = 0; i < T->nalloc; i++) T->taxonlabel[i] = NULL;
+
+ if (names != NULL)
+ {
+ for (i = 0; i < T->N; i++)
+ if ((status = esl_strdup(names[i], -1, &(T->taxonlabel[i]))) != eslOK) goto ERROR;
+ }
+ else
+ {
+ for (i = 0; i < T->N; i++)
+ {
+ ESL_ALLOC(T->taxonlabel[i], sizeof(char) * 32); /* enough width for any conceivable int */
+ snprintf(T->taxonlabel[i], 32, "%d", i);
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ if (T->taxonlabel != NULL) esl_Free2D((void **) T->taxonlabel, T->nalloc);
+ return status;
+}
+
+/* Function: esl_tree_RenumberNodes()
+ * Synopsis: Assure nodes are numbered in preorder.
+ * Incept: SRE, Fri Oct 27 09:33:26 2006 [Janelia]
+ *
+ * Purpose: Given a tree <T> whose internal nodes might be numbered in
+ * any order, with the sole requirement that node 0 is the
+ * root; renumber the internal nodes (if necessary) to be in Easel's
+ * convention of preorder traversal. No other aspect of <T> is
+ * altered (including its allocation size).
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ *
+ * Xref: STL11/77
+ */
+int
+esl_tree_RenumberNodes(ESL_TREE *T)
+{
+ ESL_TREE *T2 = NULL;
+ ESL_STACK *vs = NULL;
+ int *map = NULL;
+ int v,new;
+ int status;
+ int needs_rearranging = FALSE;
+
+
+ /* Pass 1. Preorder traverse of T by its children links;
+ * construct map[old] -> new.
+ */
+ ESL_ALLOC(map, sizeof(int) * (T->N-1));
+ if (( vs = esl_stack_ICreate()) == NULL) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, 0) != eslOK) { status = eslEMEM; goto ERROR; };
+ new = 0;
+ while (esl_stack_IPop(vs, &v) == eslOK)
+ {
+ if (v != new) needs_rearranging = TRUE;
+ map[v] = new++;
+ if (T->right[v] > 0 && esl_stack_IPush(vs, T->right[v]) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (T->left[v] > 0 && esl_stack_IPush(vs, T->left[v]) != eslOK) { status = eslEMEM; goto ERROR; };
+ }
+ if (! needs_rearranging) { status = eslOK; goto ERROR; } /* not an error; just cleaning up & returning eslOK. */
+
+ /* Pass 2. Construct the guts of correctly numbered new T2.
+ * (traversal order doesn't matter here)
+ */
+ if (( T2 = esl_tree_Create(T->nalloc)) == NULL) { status = eslEMEM; goto ERROR; };
+ T2->N = T->N;
+ if (T->nodelabel != NULL) {
+ ESL_ALLOC(T2->nodelabel, sizeof(char *) * (T2->nalloc-1));
+ for (v = 0; v < T2->nalloc-1; v++) T2->nodelabel[v] = NULL;
+ }
+ if (T->taxaparent != NULL) {
+ ESL_ALLOC(T2->taxaparent, sizeof(int) * (T2->nalloc));
+ for (v = 0; v < T2->nalloc; v++) T2->taxaparent[v] = 0;
+ }
+
+ for (v = 0; v < T->N-1; v++)
+ {
+ T2->parent[map[v]] = map[T->parent[v]];
+ if (T->left[v] > 0) T2->left[map[v]] = map[T->left[v]]; /* internal nodes renumbered... */
+ else T2->left[map[v]] = T->left[v]; /* ...taxon indices unchanged */
+ if (T->right[v] > 0) T2->right[map[v]] = map[T->right[v]];
+ else T2->right[map[v]] = T->right[v];
+ T2->ld[map[v]] = T->ld[v];
+ T2->rd[map[v]] = T->rd[v];
+
+ if (T->taxaparent != NULL) {
+ if (T->left[v] <= 0) T2->taxaparent[T->left[v]] = map[v];
+ if (T->right[v] <= 0) T2->taxaparent[T->right[v]] = map[v];
+ }
+
+ if (T->nodelabel != NULL)
+ T2->nodelabel[map[v]] = T2->nodelabel[v];
+ }
+
+ /* Finally, swap the new guts of T2 with the old guts of T;
+ * destroy T2 and return. T is now renumbered.
+ */
+ ESL_SWAP(T->parent, T2->parent, int *);
+ ESL_SWAP(T->left, T2->left, int *);
+ ESL_SWAP(T->right, T2->right, int *);
+ ESL_SWAP(T->ld, T2->ld, double *);
+ ESL_SWAP(T->rd, T2->rd, double *);
+ ESL_SWAP(T->taxaparent, T2->taxaparent, int *);
+ ESL_SWAP(T->nodelabel, T2->nodelabel, char **);
+
+ free(map);
+ esl_stack_Destroy(vs);
+ esl_tree_Destroy(T2);
+ return eslOK;
+
+ ERROR:
+ if (map != NULL) free(map);
+ if (vs != NULL) esl_stack_Destroy(vs);
+ if (T2 != NULL) esl_tree_Destroy(T2);
+ return status;
+
+}
+
+/* Function: esl_tree_VerifyUltrametric()
+ * Incept: SRE, Tue Nov 7 15:25:40 2006 [Janelia]
+ *
+ * Purpose: Verify that tree <T> is ultrametric.
+ *
+ * Returns: <eslOK> if so; <eslFAIL> if not.
+ *
+ * Throws: <eslEMEM> on an allocation failure.
+ */
+int
+esl_tree_VerifyUltrametric(ESL_TREE *T)
+{
+ double *d = NULL; /* Distance from root for each OTU */
+ int status;
+ int i, child, parent;
+
+ /* First, calculate distance from root to each taxon.
+ * (This chunk of code might be useful to put on its own someday.)
+ */
+ ESL_ALLOC(d, sizeof(double) * T->N);
+ if ((status = esl_tree_SetTaxaParents(T)) != eslOK) goto ERROR;
+ for (i = 0; i < T->N; i++)
+ {
+ d[i] = 0.0;
+ child = i;
+ parent = T->taxaparent[i];
+ if (T->left[parent] == -i) d[i] += T->ld[parent];
+ else if (T->right[parent] == -i) d[i] += T->rd[parent];
+ else ESL_XEXCEPTION(eslEINCONCEIVABLE, "oops");
+
+ while (parent != 0) /* upwards to the root */
+ {
+ child = parent;
+ parent = T->parent[child];
+ if (T->left[parent] == child) d[i] += T->ld[parent];
+ else if (T->right[parent] == child) d[i] += T->rd[parent];
+ else ESL_XEXCEPTION(eslEINCONCEIVABLE, "oops");
+ }
+ }
+
+ /* In an ultrametric tree, all those distances must be equal.
+ */
+ for (i = 1; i < T->N; i++)
+ if ((status = esl_DCompare(d[0], d[i], 0.0001)) != eslOK) break;
+
+ free(d);
+ return status;
+
+ ERROR:
+ if (d != NULL) free(d);
+ return status;
+}
+
+
+/* Function: esl_tree_Validate()
+ * Incept: SRE, Thu Nov 9 11:03:04 2006 [Janelia]
+ *
+ * Purpose: Validates the integrity of the data structure in <T>.
+ * Returns <eslOK> if the internal data in <T> are
+ * consistent and valid. Returns <eslFAIL> if not,
+ * and if a non-<NULL> message buffer <errbuf> has been
+ * provided by the caller, an informative message is
+ * left in <errbuf> describing the reason for the
+ * failure.
+ *
+ * Args: T - tree structure to validate
+ * errbuf - NULL, or a buffer of at least p7_ERRBUFSIZE
+ * chars to contain an error message upon
+ * any validation failure.
+ */
+int
+esl_tree_Validate(ESL_TREE *T, char *errbuf)
+{
+ int N;
+ int i, c;
+ int shouldbe;
+ int status;
+
+ if (errbuf != NULL) *errbuf = 0;
+
+ N = T->N; /* just to save writing T->N so many times below */
+ if (N < 2) ESL_XFAIL(eslFAIL, errbuf, "number of taxa is less than 2");
+ if (T->parent[0] != 0) ESL_XFAIL(eslFAIL, errbuf, "parent of root 0 should be set to 0");
+ if (T->nalloc < N) ESL_XFAIL(eslFAIL, errbuf, "number of taxa N is less than allocation");
+
+ /* Verify preorder tree numbering.
+ */
+ for (i = 0; i < N-1; i++)
+ {
+ if (T->left[i] > 0 && T->left[i] < i)
+ ESL_XFAIL(eslFAIL, errbuf, "l child of node %d not in preorder", i);
+ if (T->right[i] > 0 && T->right[i] < i)
+ ESL_XFAIL(eslFAIL, errbuf, "r child of node %d not in preorder", i);
+ }
+
+ /* Range checks on values. */
+ for (i = 0; i < N-1; i++)
+ {
+ if (T->parent[i] < 0 || T->parent[i] > N-2)
+ ESL_XFAIL(eslFAIL, errbuf, "parent idx of node %d invalid", i);
+ if (T->left[i] < -(N-1) || T->left[i] > N-2)
+ ESL_XFAIL(eslFAIL, errbuf, "left child idx of node %d invalid", i);
+ if (T->right[i] < -(N-1) || T->right[i] > N-2)
+ ESL_XFAIL(eslFAIL, errbuf, "right child idx of node %d invalid", i);
+ if (T->ld[i] < 0.)
+ ESL_XFAIL(eslFAIL, errbuf, "negative l branch length at node %d", i);
+ if (T->rd[i] < 0.)
+ ESL_XFAIL(eslFAIL, errbuf, "negative r branch length at node %d", i);
+ if (T->cladesize != NULL && (T->cladesize[i] < 0 || T->cladesize[i] > N))
+ ESL_XFAIL(eslFAIL, errbuf, "invalid cladesize at node %d", i);
+ }
+ for (c = 0; c < N; c++)
+ if (T->taxaparent != NULL && (T->taxaparent[c] < 0 || T->taxaparent[c] > N-2))
+ ESL_XFAIL(eslFAIL, errbuf, "invalid taxaparent at node %d", c);
+
+ /* more sophisticated integrity checks on parent-child relations in
+ nodes ...*/
+ for (i = 1; i < T->N-1; i++)
+ if (T->left[T->parent[i]] != i && T->right[T->parent[i]] != i)
+ ESL_XFAIL(eslFAIL, errbuf, "parent/child link discrepancy at internal node %d\n", i);
+
+ /* ...and between terminal nodes and taxa.
+ */
+ if (T->taxaparent != NULL)
+ for (c = 0; c < T->N; c++)
+ if (T->left[T->taxaparent[c]] != -c && T->right[T->taxaparent[c]] != -c)
+ ESL_XFAIL(eslFAIL, errbuf, "parent/child link discrepancy at taxon %d\n", c);
+
+ /* check on cladesizes */
+ if (T->cladesize != NULL)
+ for (i = 0; i < T->N-1; i++)
+ {
+ shouldbe = 0;
+ if (T->left[i] > 0) shouldbe += T->cladesize[T->left[i]]; else shouldbe++;
+ if (T->right[i] > 0) shouldbe += T->cladesize[T->right[i]]; else shouldbe++;
+ if (shouldbe != T->cladesize[i])
+ ESL_XFAIL(eslFAIL, errbuf, "incorrect cladesize at node %d", i);
+ }
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+
+/* Function: esl_tree_Destroy()
+ * Incept: SRE, Tue May 2 14:18:31 2006 [St. Louis]
+ *
+ * Purpose: Frees an <ESL_TREE> object.
+ */
+void
+esl_tree_Destroy(ESL_TREE *T)
+{
+ if (T == NULL) return;
+
+ if (T->parent != NULL) free(T->parent);
+ if (T->left != NULL) free(T->left);
+ if (T->right != NULL) free(T->right);
+ if (T->ld != NULL) free(T->ld);
+ if (T->rd != NULL) free(T->rd);
+ if (T->taxaparent != NULL) free(T->taxaparent);
+ if (T->cladesize != NULL) free(T->cladesize);
+ if (T->taxonlabel != NULL) esl_Free2D((void **) T->taxonlabel, T->nalloc);
+ if (T->nodelabel != NULL) esl_Free2D((void **) T->nodelabel, T->nalloc-1);
+ free(T);
+ return;
+}
+
+
+
+/*----------------- end, ESL_TREE object -----------------------*/
+
+
+/*****************************************************************
+ * 2. Newick format i/o
+ *****************************************************************/
+
+/* newick_validate_unquoted():
+ * Returns <eslOK> if we can represent <label> as an unquoted label
+ * in Newick format. (Spaces are ok, but will be converted to
+ * _ on output.)
+ */
+static int
+newick_validate_unquoted(char *label)
+{
+ char *sptr;
+ for (sptr = label; *sptr != '\0'; sptr++)
+ {
+ if (! isprint(*sptr)) return eslFAIL;
+ if (strchr("()[]':;,", *sptr) != NULL) return eslFAIL;
+ }
+ return eslOK;
+}
+
+/* newick_validate_quoted():
+ * Returns <eslOK> if we can represent <label> as a
+ * quoted label in Newick format. (Single quotes will
+ * be converted to '' on output.)
+ */
+static int
+newick_validate_quoted(char *label)
+{
+ char *sptr;
+ for (sptr = label; *sptr != '\0'; sptr++)
+ {
+ if (! isprint(*sptr)) return eslFAIL;
+ }
+ return eslOK;
+}
+
+/* newick_write_unquoted():
+ * Prints <label> to <fp> as an unquoted Newick label.
+ */
+static int
+newick_write_unquoted(FILE *fp, char *label)
+{
+ char *sptr;
+
+ for (sptr = label; *sptr != '\0'; sptr++)
+ {
+ if (*sptr == ' ') fputc('_', fp);
+ else fputc(*sptr, fp);
+ }
+ return eslOK;
+}
+
+/* newick_write_quoted():
+ * Prints <label> to <fp> as a quoted Newick label.
+ */
+static int
+newick_write_quoted(FILE *fp, char *label)
+{
+ char *sptr;
+
+ fputc('\'', fp);
+ for (sptr = label; *sptr != '\0'; sptr++)
+ {
+ if (*sptr == '\'') fprintf(fp, "''");
+ else fputc(*sptr, fp);
+ }
+ fputc('\'', fp);
+ return eslOK;
+}
+
+/* newick_write_taxonlabel():
+ * Print the label for taxon <v> to stream <fp>.
+ * Tries to print label as an unquoted label, then
+ * as a quoted label, (then fails).
+ * If label isn't available, does nothing.
+ * If label contains invalid characters, throws <eslECORRUPT>.
+ */
+static int
+newick_write_taxonlabel(FILE *fp, ESL_TREE *T, int v)
+{
+ if (T->taxonlabel == NULL || T->taxonlabel[v] == NULL)
+ {
+ if (T->show_numeric_taxonlabels)
+ fprintf(fp, "%d", v);
+ return eslOK;
+ }
+
+ if (! T->show_quoted_labels && newick_validate_unquoted(T->taxonlabel[v]) == eslOK)
+ newick_write_unquoted(fp, T->taxonlabel[v]);
+ else if (newick_validate_quoted(T->taxonlabel[v]) == eslOK)
+ newick_write_quoted(fp, T->taxonlabel[v]);
+ else
+ ESL_EXCEPTION(eslECORRUPT, "bad taxon label");
+
+ return eslOK;
+}
+
+/* newick_write_nodelabel():
+ * Print the label for internal node <v> to stream <fp>.
+ * Tries to print label as an unquoted label, then
+ * as a quoted label.
+ * If label isn't available, does nothing.
+ * If tree's options say not to print node labels, does nothing.
+ * If label contains invalid characters, throws <eslECORRUPT>.
+ */
+static int
+newick_write_nodelabel(FILE *fp, ESL_TREE *T, int v)
+{
+ if (T->nodelabel == NULL) return eslOK;
+ if (T->nodelabel[v] == NULL) return eslOK;
+ if (T->show_node_labels != TRUE) return eslOK;
+
+ if (! T->show_quoted_labels && newick_validate_unquoted(T->nodelabel[v]) == eslOK)
+ newick_write_unquoted(fp, T->nodelabel[v]);
+ else if (newick_validate_quoted(T->nodelabel[v]) == eslOK)
+ newick_write_quoted(fp, T->nodelabel[v]);
+ else
+ ESL_EXCEPTION(eslECORRUPT, "bad node label");
+
+ return eslOK;
+}
+
+/* newick_write_branchlength()
+ * Writes the branch length *to* <v>.
+ * If <v> is negative, it's a leaf; if <v> is positive, it's an internal node.
+ * You can't pass the root node 0 to this. 0 always means taxon 0.
+ * There is no branch to the root node.
+ */
+static int
+newick_write_branchlength(FILE *fp, ESL_TREE *T, int v)
+{
+ double branchlength;
+
+ if (! T->show_branchlengths) return eslOK;
+ if (T->taxaparent == NULL) ESL_EXCEPTION(eslEINVAL, "T must have taxaparent");
+
+ if (v <= 0) /* leaf */
+ {
+ if (T->left [T->taxaparent[-v]] == v) branchlength = T->ld[T->taxaparent[-v]];
+ else if (T->right[T->taxaparent[-v]] == v) branchlength = T->rd[T->taxaparent[-v]];
+ else ESL_EXCEPTION(eslECORRUPT, "Can't find branch length");
+ }
+ else /* internal node */
+ {
+ if (T->left [T->parent[v]] == v) branchlength = T->ld[T->parent[v]];
+ else if (T->right[T->parent[v]] == v) branchlength = T->rd[T->parent[v]];
+ else ESL_EXCEPTION(eslECORRUPT, "Can't find branch length");
+ }
+
+ fprintf(fp, ":%f", branchlength);
+ return eslOK;
+}
+
+/* Function: esl_tree_WriteNewick()
+ * Incept: SRE, Fri Oct 6 14:35:51 2006 [Janelia]
+ *
+ * Purpose: Writes tree <T> to stream <fp> in Newick format.
+ *
+ * Certain options are set in <T> to control output style.
+ * If <T->show_unrooted> is <TRUE>, <T> is printed as an
+ * unrooted tree starting with a trifurcation, a la PHYLIP
+ * format (default=<FALSE>). If <T->show_node_labels> is
+ * <TRUE>, then labels are shown for internal nodes, if any
+ * are available (default=<TRUE>). If
+ * <T->show_branchlengths> is <TRUE>, then branch lengths
+ * are shown, as opposed to just printing a labeled
+ * topology (default=<TRUE>). If
+ * <T->show_root_branchlength> is also <TRUE>, then a 0.0
+ * branchlength is shown to the root node, a la Hein's
+ * TreeAlign Newick format (default=<FALSE>). If
+ * <T->show_quoted_labels> is <TRUE>, then all labels are
+ * shown in Newick's quoted format, as opposed to only
+ * using quoted labels where necessary (default=<FALSE>).
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error.
+ * <eslEINCONCEIVABLE> on internal error.
+ *
+ * Xref: STL11/74
+ */
+int
+esl_tree_WriteNewick(FILE *fp, ESL_TREE *T)
+{
+ ESL_STACK *vs = NULL;
+ ESL_STACK *cs = NULL;
+ int v;
+ char c;
+ int status;
+
+ if ((vs = esl_stack_ICreate()) == NULL) { status = eslEMEM; goto ERROR; }
+ if ((cs = esl_stack_CCreate()) == NULL) { status = eslEMEM; goto ERROR; }
+
+ if ((status = esl_tree_SetTaxaParents(T)) != eslOK) goto ERROR;
+
+ /* Initialization.
+ * Push a trifurcation (swallowing the right internal node) if unrooted;
+ * else push the first bifurcation.
+ *
+ * When we push a trifurcation, the branch lengths will come out fine
+ * on output, if the tree followed the correct convention of having
+ * a T->rd[0] = 0.0.
+ */
+ fputc('(', fp);
+ if (T->show_unrooted && T->right[0] > 0)
+ {
+ v = T->right[0];
+ if ((status = esl_stack_CPush(cs, 'x')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, T->right[v])) != eslOK) goto ERROR;
+ if ((status = esl_stack_CPush(cs, ',')) != eslOK) goto ERROR;
+ if ((status = esl_stack_CPush(cs, 'x')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, T->left[v])) != eslOK) goto ERROR;
+ }
+ else
+ {
+ if ((status = esl_stack_CPush(cs, 'x')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, T->right[0])) != eslOK) goto ERROR;
+ }
+ if ((status = esl_stack_CPush(cs, ',')) != eslOK) goto ERROR;
+ if ((status = esl_stack_CPush(cs, 'x')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, T->left[0])) != eslOK) goto ERROR;
+
+
+ /* Main iteration. Pop off stacks 'til they're empty.
+ */
+ while ((status = esl_stack_CPop(cs, &c)) == eslOK)
+ {
+ if (c == ',') { fputc(',', fp); continue; } /* comma doesn't have a v stacked with it */
+
+ if ((status = esl_stack_IPop(vs, &v)) != eslOK) goto ERROR;
+
+ switch (c) {
+ case 'x': /* a subtree, which could be a node or a taxon: */
+ if (v > 0) /* internal node 1..N-2*/
+ {
+ fputc('(', fp);
+ if ((status = esl_stack_CPush(cs, ')')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, v)) != eslOK) goto ERROR;
+ if ((status = esl_stack_CPush(cs, 'x')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, T->right[v])) != eslOK) goto ERROR;
+ if ((status = esl_stack_CPush(cs, ',')) != eslOK) goto ERROR;
+ if ((status = esl_stack_CPush(cs, 'x')) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(vs, T->left[v])) != eslOK) goto ERROR;
+ }
+ else /* taxon -(N-1)..0 */
+ { /* -v below to convert taxon code to 0..N-1 */
+ if ((status = newick_write_taxonlabel (fp, T, -v)) != eslOK) goto ERROR;
+ if ((status = newick_write_branchlength(fp, T, v)) != eslOK) goto ERROR;
+ }
+ break;
+
+ case ')': /* closing an internal node. v > 0 is a node code. */
+ fputc(')', fp);
+ if ((status = newick_write_nodelabel (fp, T, v)) != eslOK) goto ERROR;
+ if ((status = newick_write_branchlength(fp, T, v)) != eslOK) goto ERROR;
+ break;
+
+ default:
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "bad state code");
+ break;
+ }
+ }
+
+ /* Termination
+ */
+ fputc(')', fp);
+ newick_write_nodelabel(fp, T, 0);
+ if (T->show_branchlengths && T->show_root_branchlength) fprintf(fp, ":0.0");
+ fputc(';', fp);
+ fputc('\n', fp);
+
+ esl_stack_Destroy(vs);
+ esl_stack_Destroy(cs);
+ return eslOK;
+
+ ERROR:
+ if (vs != NULL) esl_stack_Destroy(vs);
+ if (cs != NULL) esl_stack_Destroy(cs);
+ return status;
+
+}
+
+
+/* newick_advance_buffer()
+ *
+ * Advance the read buffer by one character; reload it
+ * if we reach the end. <eslOK> on success, and <eslEOF>
+ * if the read fails.
+ */
+static int
+newick_advance_buffer(FILE *fp, char *buf, int *pos, int *nc)
+{
+ (*pos)++;
+ if (*pos == *nc)
+ {
+ *nc = fread(buf, sizeof(char), 4096, fp);
+ if (*nc == 0) return eslEOF;
+ *pos = 0;
+ }
+ return eslOK;
+}
+
+/* newick_skip_whitespace()
+ *
+ * Given the 4k input buffer <buf>, which currently contains
+ * <*nc> total characters and is positioned at position <*pos>,
+ * move <*pos> to be at the first nonwhitespace character,
+ * skipping any Newick comments ([...]) encountered. Read
+ * new data from the stream <fp> into <buf> as needed.
+ *
+ * Return <eslOK> on success. <*pos> is reset to point at a
+ * non-whitespace input character. <*nc> may be reset and the contents
+ * of <buf> altered if a new block was read from <fp> into <buf>.
+ *
+ * Returns <eslEOF> if end-of-file is reached in <fp> before a data
+ * character is found, or if a read error occurs.
+ */
+static int
+newick_skip_whitespace(FILE *fp, char *buf, int *pos, int *nc)
+{
+ int commentlevel = 0;
+
+ while (commentlevel > 0 || isspace(buf[*pos]) || buf[*pos] == '[')
+ {
+ if (buf[*pos] == '[') commentlevel++;
+ if (buf[*pos] == ']') commentlevel--;
+ if (newick_advance_buffer(fp, buf, pos, nc) == eslEOF) return eslEOF;
+ }
+ return eslOK;
+}
+
+
+/* newick_parse_quoted_label()
+ *
+ * On entry, buf[pos] == '\'': the opening single quote.
+ * On exit, buf[pos] is positioned at the next data character following the closing
+ * single quote; possibly the ':' for a branch length;
+ * and <ret_label> points to a newly allocated, NUL-terminated string
+ * containing the label that was read (possibly the empty string).
+ * Returns eslOK on success.
+ *
+ * Returns eslEFORMAT on parse error, eslEOF if it runs out of data.
+ */
+static int
+newick_parse_quoted_label(FILE *fp, char *buf, int *pos, int *nc, char **ret_label)
+{
+ char *label = NULL;
+ void *tmp;
+ int n = 0;
+ int nalloc = 0;
+ int status;
+
+ nalloc = 32;
+ ESL_ALLOC(label, sizeof(char) * nalloc);
+
+ /* advance past the opening ' */
+ if (buf[*pos] != '\'') { status = eslEFORMAT; goto ERROR; }
+ if ((status = newick_advance_buffer(fp, buf, pos, nc)) != eslOK) goto ERROR;
+
+ /* skip leading whitespace (\n and comments forbidden in quoted label) */
+ while (buf[*pos] == '\t' || buf[*pos] == ' ')
+ if ((status = newick_advance_buffer(fp, buf, pos, nc)) != eslOK) goto ERROR;
+
+ /* Read the label */
+ while (1) {
+ if (buf[*pos] == '\'') { /* watch out for escaped single quotes, '' */
+ if ((status = newick_advance_buffer(fp, buf, pos, nc)) != eslOK) goto ERROR;
+ if (buf[*pos] != '\'') break; /* we've just moved past the last ' */
+ }
+ label[n++] = buf[*pos];
+ if ((status = newick_advance_buffer(fp, buf, pos, nc)) != eslOK) goto ERROR;
+ if (n == (nalloc-1)) { /* reallocate label if it fills, leave room for NUL */
+ ESL_RALLOC(label, tmp, sizeof(char) * (nalloc * 2));
+ nalloc *= 2;
+ }
+ }
+
+ /* backtrack over any trailing whitespace and nul-terminate. */
+ while (isspace(label[n-1]) && n > 0) n--;
+ label[n] = '\0';
+ *ret_label = label;
+ return eslOK;
+
+ ERROR:
+ if (label != NULL) { free(label); *ret_label = NULL; }
+ return status;
+
+}
+
+/* newick_parse_unquoted_label
+ *
+ * On entry, buf[pos] == first character in the label.
+ * On exit, buf[pos] is positioned at the next data character following the end
+ * of the label -- one of "),\t\n;[:" --
+ * and <ret_label> points to a newly allocated, NUL-terminated string
+ * containing the label that was read (possibly the empty string).
+ * Returns eslOK on success.
+ *
+ * Returns eslEFORMAT on parse error, eslEOF if it runs out of data.
+ */
+static int
+newick_parse_unquoted_label(FILE *fp, char *buf, int *pos, int *nc, char **ret_label)
+{
+ char *label = NULL;
+ char *tmp = NULL;
+ int n = 0;
+ int nalloc = 0;
+ int status;
+
+ nalloc = 32;
+ ESL_ALLOC(label, sizeof(char) * nalloc);
+
+ while (1) {
+ if (strchr("(]", buf[*pos]) != NULL) { status = eslEFORMAT; goto ERROR; }
+ if (strchr(" \t\n)[':;,", buf[*pos]) != NULL) { break; }
+ label[n++] = buf[*pos];
+ if (newick_advance_buffer(fp, buf, pos, nc) == eslEOF) { status = eslEOF; goto ERROR; }
+
+ if (n == (nalloc-1)) { /* reallocate label if it fills, leave room for NUL */
+ ESL_RALLOC(label, tmp, sizeof(char) * (nalloc * 2));
+ nalloc *= 2;
+ }
+ }
+ label[n] = '\0';
+ *ret_label = label;
+ return eslOK;
+
+ ERROR:
+ if (label != NULL) { free(label); *ret_label = NULL; }
+ return status;
+}
+
+/* newick_parse_branchlength
+ *
+ * On entry, buf[pos] == ':'
+ * On exit, buf[pos] is positioned at the next data character following the end
+ * of the branchlength -- one of "),\t\n;[:"
+ * and <ret_d> is the branch length that was read.
+ *
+ * Returns eslOK on success;
+ *
+ * Returns eslEFORMAT on parse error (including nonexistent branch lengths),
+ * eslEOF if it runs out of data in the file.
+ */
+static int
+newick_parse_branchlength(FILE *fp, char *buf, int *pos, int *nc, double *ret_d)
+{
+ char *branch = NULL;
+ char *tmp = NULL;
+ int n = 0;
+ int nalloc = 0;
+ int status;
+
+ nalloc = 32;
+ ESL_ALLOC(branch, sizeof(char) * nalloc);
+
+ if (buf[*pos] != ':') { status = eslEFORMAT; goto ERROR; }
+ if (newick_advance_buffer(fp, buf, pos, nc) != eslOK) goto ERROR;
+
+ while (1) {
+ if (strchr("(]", buf[*pos]) != NULL) { status = eslEFORMAT; goto ERROR; }
+ if (strchr(" \t\n)[':;,", buf[*pos]) != NULL) break;
+ branch[n++] = buf[*pos];
+ if ((status = newick_advance_buffer(fp, buf, pos, nc)) != eslOK) goto ERROR;
+
+ if (n == (nalloc-1)) { /* reallocate label if it fills, leave room for NUL */
+ ESL_RALLOC(branch, tmp, sizeof(char) * (nalloc * 2));
+ nalloc *= 2;
+ }
+ }
+
+ branch[n] = '\0';
+ *ret_d = strtod(branch, &tmp);
+ if (n == 0 || tmp != branch+n) { status = eslEFORMAT; goto ERROR; }
+ free(branch);
+ return eslOK;
+
+ ERROR:
+ if (branch != NULL) free(branch);
+ *ret_d = 0.;
+ return status;
+}
+
+
+
+
+/* Function: esl_tree_ReadNewick()
+ * Synopsis: Input a Newick format tree.
+ * Incept: SRE, Wed Oct 25 09:25:19 2006 [Janelia]
+ *
+ * Purpose: Read a Newick format tree from an open input stream <fp>.
+ * Return the new tree in <ret_T>.
+ *
+ * The new tree <T> will have the optional <T->taxonlabel> and
+ * <T->nodelabel> arrays allocated, containing names of all the
+ * taxa and nodes. Whenever no label appeared in the Newick file
+ * for a node or taxon, the label is set to the empty string.
+ *
+ * Caller may optionally provide an <errbuf> of at least
+ * <eslERRBUFSIZE> chars, to retrieve diagnostic information
+ * in case of a parsing problem; or <errbuf> may be passed as
+ * <NULL>.
+ *
+ * Args: fp - open input stream
+ * errbuf - NULL, or allocated space for >= eslERRBUFSIZE chars
+ * ret_T - RETURN: the new tree.
+ *
+ * Returns: Returns <eslOK> on success, and <ret_T> points
+ * to the new tree.
+ *
+ * Returns <eslEFORMAT> on parse errors, such as premature EOF
+ * or bad syntax in the Newick file. In this case, <ret_T> is
+ * returned NULL, and the <errbuf> (if provided> contains an
+ * informative error message.
+ *
+ * Throws: <eslEMEM> on memory allocation errors.
+ * <eslEINCONCEIVABLE> may also arise in case of internal bugs.
+ *
+ * Xref: STL11/75
+ */
+int
+esl_tree_ReadNewick(FILE *fp, char *errbuf, ESL_TREE **ret_T)
+{
+ ESL_TREE *T = NULL; /* the new, growing tree */
+ ESL_STACK *cs = NULL; /* state stack: possible states are LRX);, */
+ ESL_STACK *vs = NULL; /* node index stack: LRX) states are associated with node #'s */
+ int status;
+ char buf[4096]; /* 4K input buffer */
+ int pos,nc; /* position in buf, and number of chars in buf */
+ char c; /* current state */
+ int v; /* current node idx */
+ int currnode;
+ int currtaxon;
+ char *label; /* a parsed label */
+ double d; /* a parsed branch length */
+
+ if (errbuf != NULL) *errbuf = '\0';
+ if ((vs = esl_stack_ICreate()) == NULL) { status = eslEMEM; goto ERROR; };
+ if ((cs = esl_stack_CCreate()) == NULL) { status = eslEMEM; goto ERROR; };
+
+ /* Create the tree, initially allocated for 32 taxa.
+ * Allocate for taxon and node labels, too.
+ */
+ if ((T = esl_tree_CreateGrowable(32)) == NULL) { status = eslEMEM; goto ERROR; };
+ ESL_ALLOC(T->taxonlabel, sizeof(char *) * 32);
+ ESL_ALLOC(T->nodelabel, sizeof(char *) * 31);
+ for (currtaxon = 0; currtaxon < 32; currtaxon++) T->taxonlabel[currtaxon] = NULL;
+ for (currnode = 0; currnode < 31; currnode++) T->nodelabel[currnode] = NULL;
+
+ /* Load the input buffer
+ */
+ if ((nc = fread(buf, sizeof(char), 4096, fp)) == 0)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file is empty.");
+ pos = 0;
+
+ /* Initialization:
+ * create the root node in the tree;
+ * push L,R...); onto the stacks;
+ * swallow the first ( in the file.
+ *
+ * A note on memory management in the growing tree:
+ * we are going to keep T->N set to the number of taxa
+ * that the tree *will* contain, given the number of nodes
+ * it currently *does* contain. Before we try to add
+ * any new node, we call the Grow() routine, which will
+ * check T->N against T->nalloc. This strategy works
+ * because nodes always get added before their children
+ * taxa, so the # of taxa is always <= nodes-1: that is,
+ * our need for reallocation is driven by new nodes,
+ * never by new taxa; that is, if we have enough room
+ * for nodes, we automatically have enough room for the
+ * taxa.
+ */
+ T->parent[0] = 0;
+ currnode = 1;
+ currtaxon = 0;
+ T->N = 2; /* c.f. note above: T->N is the # of taxa we *would* hold, given currnode=1*/
+ if (esl_stack_CPush(cs, ';') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, ')') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, 0) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'X') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, 0) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'R') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, 0) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, ',') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'L') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, 0) != eslOK) { status = eslEMEM; goto ERROR; };
+
+ if (newick_skip_whitespace(fp, buf, &pos, &nc) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+ if (buf[pos] != '(')
+ ESL_XFAIL(eslEFORMAT, errbuf, "file is not in Newick format.");
+ if (newick_advance_buffer(fp, buf, &pos, &nc) == eslEOF)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+
+ /* Iteration.
+ */
+ while ((status = esl_stack_CPop(cs, &c)) == eslOK)
+ {
+ if (newick_skip_whitespace(fp, buf, &pos, &nc) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+
+ if (c == ',')
+ {
+ if (buf[pos] != ',')
+ ESL_XFAIL(eslEFORMAT, errbuf, "expected a comma, saw %c.", buf[pos]);
+ if (newick_advance_buffer(fp, buf, &pos, &nc) == eslEOF)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+ continue;
+ }
+
+ else if (c == ';')
+ {
+ if (buf[pos] != ';')
+ ESL_XFAIL(eslEFORMAT, errbuf, "expected a semicolon, saw %c.", buf[pos]);
+ if (newick_advance_buffer(fp, buf, &pos, &nc) == eslEOF)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+ break; /* end of the Newick file */
+ }
+
+ else if (c == 'L' || c == 'R') /* c says, we expect to add a subtree next */
+ {
+ if (esl_stack_IPop(vs, &v) != eslOK) { status = eslEINCONCEIVABLE; goto ERROR; } /* v = parent of currnode */
+
+ if (buf[pos] == '(') /* a new interior node attaches to v */
+ {
+ if (esl_tree_Grow(T) != eslOK) { status = eslEMEM; goto ERROR; }; /* c.f. memory management note: check that we can add new node */
+
+ T->parent[currnode] = v;
+ if (c == 'L') T->left[v] = currnode;
+ else T->right[v] = currnode;
+
+ if (esl_stack_CPush(cs, ')') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, currnode) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'X') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, currnode) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'R') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, currnode) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, ',') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'L') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, currnode) != eslOK) { status = eslEMEM; goto ERROR; };
+
+ if (newick_advance_buffer(fp, buf, &pos, &nc) == eslEOF)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+ currnode++; /* T->N == # of internal nodes/idx of next internal node */
+ }
+ else /* a taxon attaches to v */
+ {
+ if (buf[pos] == '\'') { /* a quoted label, for a new taxon attached to v*/
+ if ((status = newick_parse_quoted_label(fp, buf, &pos, &nc, &label)) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "failed to parse a quoted taxon label");
+ } else { /* an unquoted label, for a new taxon attached to v */
+ if ((status = newick_parse_unquoted_label(fp, buf, &pos, &nc, &label)) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "failed to parse an unquoted taxon label");
+ }
+
+ if (newick_skip_whitespace(fp, buf, &pos, &nc) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely");
+
+ d = 0.;
+ if (buf[pos] == ':') {
+ if ((status = newick_parse_branchlength(fp, buf, &pos, &nc, &d)) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "failed to parse a branch length");
+ }
+
+ if (c == 'L') { T->left[v] = -currtaxon; T->ld[v] = d; }
+ else { T->right[v] = -currtaxon; T->rd[v] = d; }
+
+ T->taxonlabel[currtaxon] = label;
+ currtaxon++;
+ }
+ }
+
+ else if (c == ')') /* c says, expect to close an interior node next */
+ {
+ /* get v = the interior node we're closing, naming, and setting a branch length to */
+ if (( status = esl_stack_IPop(vs, &v)) != eslOK) goto ERROR;
+ if (buf[pos] != ')') ESL_XFAIL(eslEFORMAT, errbuf, "Parse error: expected ) to close node #%d\n", v);
+
+ if (newick_advance_buffer(fp, buf, &pos, &nc) == eslEOF)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+
+ if (newick_skip_whitespace(fp, buf, &pos, &nc) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+
+ if (buf[pos] == '\'') {
+ if ((status = newick_parse_quoted_label(fp, buf, &pos, &nc, &label)) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "failed to parse a quoted node label");
+ } else { /* an unquoted label, for a new taxon attached to v */
+ if ((status = newick_parse_unquoted_label(fp, buf, &pos, &nc, &label)) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "failed to parse an unquoted node label");
+ }
+
+ if (newick_skip_whitespace(fp, buf, &pos, &nc) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "file ended prematurely.");
+
+ d = 0.;
+ if (buf[pos] == ':') {
+ if ((status = newick_parse_branchlength(fp, buf, &pos, &nc, &d)) != eslOK)
+ ESL_XFAIL(eslEFORMAT, errbuf, "failed to parse a branch length");
+ }
+
+ if (v > 0) { /* branch length to root node is meaningless, ignore it */
+ if (T->left [T->parent[v]] == v) T->ld[T->parent[v]] = d;
+ else if (T->right[T->parent[v]] == v) T->rd[T->parent[v]] = d;
+ }
+
+ T->nodelabel[v] = label;
+ }
+
+ else if (c == 'X') /* optionally, multifurcations: if we see a comma, we have another node to deal with */
+ {
+ if ((status = esl_stack_IPop(vs, &v)) != eslOK) goto ERROR;
+ if (buf[pos] != ',') continue;
+
+ /* v = the interior node that is multifurcated.
+ * What we're going to do is to create a new node y; move the existing right child of v
+ * to the left child of y; and connect y as the new right child of v with a branch
+ * length of zero. The right child of y is now open. Then, we push a X->,RX production, so the next subtree will
+ * be parsed as the right child of y. We can do this ad infinitum, resulting in
+ * a representation of a multifurcation as, for example, a (A,(B,(C,(D,E)))) binary
+ * subtree with zero length interior branches for a five-way multifurcation.
+ *
+ * This swapping destroys the order of the nodes: they will not be in preorder traversal.
+ * This is temporarily ok. We renumber later.
+ */
+ T->left[currnode] = T->right[v];
+ T->ld[currnode] = T->rd[v];
+ T->parent[currnode] = v;
+ if (T->right[v] > 0)
+ T->parent[T->right[v]] = currnode;
+ T->right[v] = currnode;
+ T->rd[v] = 0.;
+
+ if (esl_stack_CPush(cs, 'X') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, currnode) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, 'R') != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_IPush(vs, currnode) != eslOK) { status = eslEMEM; goto ERROR; };
+ if (esl_stack_CPush(cs, ',') != eslOK) { status = eslEMEM; goto ERROR; };
+ currnode++;
+ }
+
+ T->N = currnode + 1; /* c.f. memory management note: keep T->N = # of taxa the tree *would* hold, given currnode */
+ }
+
+ esl_tree_RenumberNodes(T);
+ esl_stack_Destroy(cs);
+ esl_stack_Destroy(vs);
+ *ret_T = T;
+ return eslOK;
+
+ ERROR:
+ if (T != NULL) esl_tree_Destroy(T);
+ if (cs != NULL) esl_stack_Destroy(cs);
+ if (vs != NULL) esl_stack_Destroy(vs);
+ *ret_T = NULL;
+ return status;
+}
+
+
+
+/*-------------------- end, Newick i/o --------------------------*/
+
+
+/*****************************************************************
+ * 3. Tree comparison algorithms
+ *****************************************************************/
+
+/* Function: esl_tree_Compare()
+ * Incept: SRE, Fri Sep 22 14:05:09 2006 [Janelia]
+ *
+ * Purpose: Given two trees <T1> and <T2> for the same
+ * set of <N> taxa, compare the topologies of the
+ * two trees.
+ *
+ * The routine must be able to determine which taxa are
+ * equivalent in <T1> and <T2>. If <T1> and <T2> both have
+ * taxon labels set, then the routine compares labels.
+ * This is the usual case. (Therefore, the <N> labels must
+ * all be different, or the routine will be unable to do
+ * this mapping uniquely.) As a special case, if neither
+ * <T1> nor <T2> has taxon labels, then the indexing of
+ * taxa <0..N-1> is assumed to be exactly the same in the
+ * two trees. (And if one tree has labels and the other
+ * does not, an <eslEINVAL> exception is thrown.)
+ *
+ * For comparing unrooted topologies, be sure that <T1> and
+ * <T2> both obey the unrooted tree convention that the
+ * "root" is placed on the branch to taxon 0. (That is,
+ * <T->left[0] = 0>.)
+ *
+ * Returns: <eslOK> if tree topologies are identical. <eslFAIL>
+ * if they aren't.
+ *
+ * Throws: <eslEMEM> on allocation error. <eslEINVAL> if the taxa in
+ * the trees can't be mapped uniquely and completely to
+ * each other (because one tree doesn't have labels and
+ * one does, or because the labels aren't unique, or the
+ * two trees have different taxa).
+ */
+int
+esl_tree_Compare(ESL_TREE *T1, ESL_TREE *T2)
+{
+ int *Mg = NULL; /* the M(g) tree-mapping function for internal nodes [0..N-2] */
+ int *Mgt = NULL; /* the M(g) tree-mapping function for leaves (taxa), [0..N-1] */
+ int g, child; /* node indices for parent, children */
+ int a,b;
+ int status;
+
+ if (T1->N != T2->N) ESL_EXCEPTION(eslEINVAL, "trees don't have the same # of taxa");
+
+ /* We need taxon parent map in tree 2, but not tree 1.
+ */
+ if ((status = esl_tree_SetTaxaParents(T2)) != eslOK) goto ERROR;
+
+ /* We're going to use the tree mapping function M(g) [Goodman79].
+ * In the implementation here, we split it into two, Mg[] for internal
+ * nodes 0..N-2 and Mgt[] for taxa 0..N-1.
+ *
+ * Mg[g] for node g in T1 is the index of the lowest node in T2
+ * that contains the same children taxa as the subtree
+ * under g in T1.
+ *
+ * For the taxa, Mgt[g] for taxon g in T1 is the index of the
+ * corresponding taxon in T2. If neither tree has taxon labels
+ * Mgt[g] = g for all g. Otherwise we have to compare labels. Right
+ * now, we do this by brute force, which is O(N^2); if this ever
+ * becomes rate limiting, replace it with a keyhash to make it O(N)
+ * (and in fact, the keyhash of taxon names could even become part
+ * of the ESL_TREE).
+ */
+ ESL_ALLOC(Mg, sizeof(int) * (T1->N-1));
+ ESL_ALLOC(Mgt, sizeof(int) * (T1->N));
+ if (T1->taxonlabel != NULL && T2->taxonlabel != NULL)
+ {
+ esl_vec_ISet(Mgt, T1->N, -1); /* flags for "unset" */
+ for (a = 0; a < T1->N; a++)
+ {
+ for (b = 0; b < T1->N; b++)
+ if (strcmp(T1->taxonlabel[a], T2->taxonlabel[b]) == 0)
+ { Mgt[a] = b; break; }
+ }
+ for (a = 0; a < T1->N; a++)
+ if (Mgt[a] == -1) ESL_XEXCEPTION(eslEINVAL, "couldn't map taxa");
+ }
+ else if (T1->taxonlabel == NULL && T2->taxonlabel == NULL)
+ {
+ for (a = 0; a < T1->N; a++)
+ Mgt[a] = a;
+ }
+ else
+ ESL_XEXCEPTION(eslEINVAL, "either both trees must have taxon labels, or neither");
+
+ /* Finally, we use the SDI algorithm [ZmasekEddy01] to construct
+ * M(g) for internal nodes, by postorder traversal of T1.
+ */
+ for (g = T1->N-2; g >= 0; g--)
+ {
+ child = T1->left[g];
+ if (child <= 0) a = T2->taxaparent[Mgt[-child]];
+ else a = T2->parent[Mg[child]];
+
+ child = T1->right[g];
+ if (child <= 0) b = T2->taxaparent[Mgt[-child]];
+ else b = T2->parent[Mg[child]];
+
+ /* a shortcut in SDI: special case for exact tree comparison: */
+ if (a != b) { free(Mg); free(Mgt); return eslFAIL; }
+ Mg[g] = a;
+ }
+
+ free(Mg);
+ free(Mgt);
+ return eslOK;
+
+ ERROR:
+ if (Mg != NULL) free(Mg);
+ if (Mgt != NULL) free(Mgt);
+ return status;
+}
+
+/*----------------- end, tree comparison -----------------------*/
+
+
+
+
+
+
+/*****************************************************************
+ * 4. Clustering algorithms for tree construction.
+ *****************************************************************/
+
+/* cluster_engine()
+ *
+ * Implements four clustering algorithms for tree construction:
+ * UPGMA, WPGMA, single-linkage, and maximum-linkage. These differ
+ * only by the rule used to construct new distances after joining
+ * two clusters i,j.
+ *
+ * Input <D_original> is a symmetric distance matrix, for <D->n> taxa.
+ * The diagonal is all 0's, and off-diagonals are $\geq 0$. <D->n>
+ * must be at least two.
+ *
+ * <mode> is one of <eslUPGMA>, <eslWPGMA>, <eslSINGLE_LINKAGE>, or
+ * <eslCOMPLETE_LINKAGE>: a flag specifying which algorithm to use.
+ *
+ * The output is a tree structure, returned in <ret_T>.
+ *
+ * Returns <eslOK> on success.
+ *
+ * Throws <eslEMEM> on allocation failure.
+ *
+ * Complexity: O(N^2) in memory, O(N^3) in time.
+ *
+ * This function can be optimized. Memory usage is at least
+ * 4x more than necessary. First, we don't need to make a copy of D
+ * if the caller doesn't mind it being consumed. Second, D only
+ * needs to be lower- or upper-triangular, because it's symmetric,
+ * but that requires changing dmatrix module. In time,
+ * O(N^2 log N) if not O(N^2) should be possible, by being more
+ * sophisticated about identifying the minimum element;
+ * see Gronau and Moran (2006).
+ *
+ */
+static int
+cluster_engine(ESL_DMATRIX *D_original, int mode, ESL_TREE **ret_T)
+{
+ ESL_DMATRIX *D = NULL;
+ ESL_TREE *T = NULL;
+ double *height = NULL; /* height of internal nodes [0..N-2] */
+ int *idx = NULL; /* taxa or node index of row/col in D [0..N-1] */
+ int *nin = NULL; /* # of taxa in clade in row/col in D [0..N-1] */
+ int N;
+ int i = 0, j = 0;
+ int row,col;
+ double minD;
+ int status;
+
+ /* Contract checks.
+ */
+ ESL_DASSERT1((D_original != NULL)); /* matrix exists */
+ ESL_DASSERT1((D_original->n == D_original->m)); /* D is NxN square */
+ ESL_DASSERT1((D_original->n >= 2)); /* >= 2 taxa */
+#if (eslDEBUGLEVEL >=1)
+ for (i = 0; i < D_original->n; i++) {
+ assert(D_original->mx[i][i] == 0.); /* self-self d = 0 */
+ for (j = i+1; j < D_original->n; j++) /* D symmetric */
+ assert(D_original->mx[i][j] == D_original->mx[j][i]);
+ }
+#endif
+
+ /* Allocations.
+ * NxN copy of the distance matrix, which we'll iteratively whittle down to 2x2;
+ * tree for N taxa;
+ */
+ if ((D = esl_dmatrix_Clone(D_original)) == NULL) return eslEMEM;
+ if ((T = esl_tree_Create(D->n)) == NULL) return eslEMEM;
+ ESL_ALLOC(idx, sizeof(int) * D->n);
+ ESL_ALLOC(nin, sizeof(int) * D->n);
+ ESL_ALLOC(height, sizeof(double) * (D->n-1));
+ for (i = 0; i < D->n; i++) idx[i] = -i; /* assign taxa indices to row/col coords */
+ for (i = 0; i < D->n; i++) nin[i ] = 1; /* each cluster starts as 1 */
+ for (i = 0; i < D->n-1; i++) height[i] = 0.;
+
+
+ for (N = D->n; N >= 2; N--)
+ {
+ /* Find minimum in our current N x N matrix
+ */
+ minD = HUGE_VAL;
+ for (row = 0; row < N; row++)
+ for (col = row+1; col < N; col++)
+ if (D->mx[row][col] < minD)
+ {
+ minD = D->mx[row][col];
+ i = row;
+ j = col;
+ }
+
+ /* We're joining node at row/col i with node at row/col j.
+ * Add node (index = N-2) to the tree at height minD/2.
+ */
+ T->left[N-2] = idx[i];
+ T->right[N-2] = idx[j];
+ height[N-2] = minD / 2.;
+
+ /* Set the branch lengths
+ */
+ T->ld[N-2] = T->rd[N-2] = height[N-2];
+ if (idx[i] > 0) T->ld[N-2] -= height[idx[i]];
+ if (idx[j] > 0) T->rd[N-2] -= height[idx[j]];
+
+ /* If either node was an internal node, record parent in it.
+ */
+ if (idx[i] > 0) T->parent[idx[i]] = N-2;
+ if (idx[j] > 0) T->parent[idx[j]] = N-2;
+
+ /* Now, build a new matrix by merging row i+j and col i+j.
+ * 1. move j to N-1 (unless it's already there)
+ * 2. move i to N-2 (unless it's already there)
+ */
+ if (j != N-1)
+ {
+ for (row = 0; row < N; row++)
+ ESL_SWAP(D->mx[row][N-1], D->mx[row][j], double);
+ for (col = 0; col < N; col++)
+ ESL_SWAP(D->mx[N-1][col], D->mx[j][col], double);
+ ESL_SWAP(idx[j], idx[N-1], int);
+ ESL_SWAP(nin[j], nin[N-1], int);
+ }
+ if (i != N-2)
+ {
+ for (row = 0; row < N; row++)
+ ESL_SWAP(D->mx[row][N-2], D->mx[row][i], double);
+ for (col = 0; col < N; col++)
+ ESL_SWAP(D->mx[N-2][col], D->mx[i][col], double);
+ ESL_SWAP(idx[i], idx[N-2], int);
+ ESL_SWAP(nin[i], nin[N-2], int);
+ }
+ i = N-2;
+ j = N-1;
+
+ /* 3. merge i (now at N-2) with j (now at N-1)
+ * according to the desired clustering rule.
+ */
+ for (col = 0; col < N; col++)
+ {
+ switch (mode) {
+ case eslUPGMA:
+ D->mx[i][col] = (nin[i] * D->mx[i][col] + nin[j] * D->mx[j][col]) / (double) (nin[i] + nin[j]);
+ break;
+ case eslWPGMA: D->mx[i][col] = (D->mx[i][col] + D->mx[j][col]) / 2.; break;
+ case eslSINGLE_LINKAGE: D->mx[i][col] = ESL_MIN(D->mx[i][col], D->mx[j][col]); break;
+ case eslCOMPLETE_LINKAGE: D->mx[i][col] = ESL_MAX(D->mx[i][col], D->mx[j][col]); break;
+ default: ESL_XEXCEPTION(eslEINCONCEIVABLE, "no such strategy");
+ }
+ D->mx[col][i] = D->mx[i][col];
+ }
+
+ /* row/col i is now the new cluster, and it corresponds to node N-2
+ * in the tree (remember, N is decrementing at each iteration).
+ * row/col j (N-1) falls away when we go back to the start of the loop
+ * and decrement N.
+ */
+ nin[i] += nin[j];
+ idx[i] = N-2;
+ }
+
+ esl_dmatrix_Destroy(D);
+ free(height);
+ free(idx);
+ free(nin);
+ if (ret_T != NULL) *ret_T = T;
+ return eslOK;
+
+ ERROR:
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ if (T != NULL) esl_tree_Destroy(T);
+ if (height != NULL) free(height);
+ if (idx != NULL) free(idx);
+ if (nin != NULL) free(nin);
+ if (ret_T != NULL) *ret_T = NULL;
+ return status;
+}
+
+
+/* Function: esl_tree_UPGMA()
+ * Incept: SRE, Wed May 3 15:14:17 2006 [St. Louis]
+ *
+ * Purpose: Given distance matrix <D>, use the UPGMA algorithm
+ * to construct a tree <T>.
+ *
+ * Returns: <eslOK> on success; the tree is returned in <ret_T>,
+ * and must be freed by the caller with <esl_tree_Destroy()>.
+ *
+ * Throws: <eslEMEM> on allocation problem, and <ret_T> is set <NULL>.
+ */
+int
+esl_tree_UPGMA(ESL_DMATRIX *D, ESL_TREE **ret_T)
+{
+ return cluster_engine(D, eslUPGMA, ret_T);
+}
+
+/* Function: esl_tree_WPGMA()
+ * Incept: SRE, Wed May 3 15:47:13 2006 [St. Louis]
+ *
+ * Purpose: Given distance matrix <D>, use the WPGMA algorithm
+ * to construct a tree <T>.
+ *
+ * Returns: <eslOK> on success; the tree is returned in <ret_T>,
+ * and must be freed by the caller with <esl_tree_Destroy()>.
+ *
+ * Throws: <eslEMEM> on allocation problem, and <ret_T> is set <NULL>.
+ */
+int
+esl_tree_WPGMA(ESL_DMATRIX *D, ESL_TREE **ret_T)
+{
+ return cluster_engine(D, eslWPGMA, ret_T);
+}
+
+/* Function: esl_tree_SingleLinkage()
+ * Incept: SRE, Wed May 3 15:49:06 2006 [St. Louis]
+ *
+ * Purpose: Given distance matrix <D>, construct a single-linkage
+ * (minimum distances) clustering tree <T>.
+ *
+ * Returns: <eslOK> on success; the tree is returned in <ret_T>,
+ * and must be freed by the caller with <esl_tree_Destroy()>.
+ *
+ * Throws: <eslEMEM> on allocation problem, and <ret_T> is set <NULL>.
+ */
+int
+esl_tree_SingleLinkage(ESL_DMATRIX *D, ESL_TREE **ret_T)
+{
+ return cluster_engine(D, eslSINGLE_LINKAGE, ret_T);
+}
+
+/* Function: esl_tree_CompleteLinkage()
+ * Incept: SRE, Wed May 3 15:49:14 2006 [St. Louis]
+ *
+ * Purpose: Given distance matrix <D>, construct a complete-linkage
+ * (maximum distances) clustering tree <T>.
+ *
+ * Returns: <eslOK> on success; the tree is returned in <ret_T>,
+ * and must be freed by the caller with <esl_tree_Destroy()>.
+ *
+ * Throws: <eslEMEM> on allocation problem, and <ret_T> is set <NULL>.
+ */
+int
+esl_tree_CompleteLinkage(ESL_DMATRIX *D, ESL_TREE **ret_T)
+{
+ return cluster_engine(D, eslCOMPLETE_LINKAGE, ret_T);
+}
+/*----------------- end, clustering algorithms ----------------*/
+
+
+
+/*****************************************************************
+ * 5. Generating simulated trees
+ *****************************************************************/
+
+/* Function: esl_tree_Simulate()
+ * Synopsis: Generate a random rooted ultrametric tree.
+ * Incept: SRE, Mon Oct 2 11:36:22 2006 [Janelia]
+ *
+ * Purpose: Generate a random rooted ultrametric tree of <N> taxa,
+ * using the algorithm of Kuhner and Felsenstein (1994).
+ *
+ * The branch lengths are generated by choosing <N-1>
+ * exponentially distributed split times, with decreasing
+ * expectations of $\frac{1}{2},\frac{1}{3}..\frac{1}{N}$
+ * as the simulation proceeds from the root. Thus the
+ * total expected branch length on the tree is
+ * $\sum_{k=2}^{N} \frac{1}{k}$.
+ *
+ * Args: r - random number source
+ * N - number of taxa (>= 2)
+ * ret_T - RETURN: sampled tree
+ *
+ * Returns: <eslOK> on success, and the new tree is allocated
+ * here and returned via <ret_tree>; caller is
+ * responsible for free'ing it.
+ *
+ * Throws: <eslEMEM> on allocation failure, in which case
+ * the <ret_T> is returned <NULL>.
+ *
+ * Xref: STL11/65.
+ */
+int
+esl_tree_Simulate(ESL_RANDOMNESS *r, int N, ESL_TREE **ret_T)
+{
+ ESL_TREE *T = NULL;
+ int *branchpapa = NULL;
+ int *branchside = NULL;
+ int nactive;
+ double d;
+ int node;
+ int bidx; /* index of an active branch */
+ int status;
+
+ ESL_DASSERT1( (r != NULL) );
+ ESL_DASSERT1( (N >= 2) );
+
+ /* Kuhner/Felsenstein uses a list of active branches,
+ * which we implement by tracking the index of the parent
+ * node (in <branchpapa>) and a 0/1 flag (in <branchside>)
+ * for the branch to the left vs. right child.
+ */
+ if ((T = esl_tree_Create(N)) == NULL) goto ERROR;
+ ESL_ALLOC(branchpapa, sizeof(int) * N);
+ ESL_ALLOC(branchside, sizeof(int) * N);
+
+ /* Initialize: add two branches from the root
+ * onto the active list, and set internal node
+ * counter to start at 1.
+ */
+ branchpapa[0] = 0; branchside[0] = 0;
+ branchpapa[1] = 0; branchside[1] = 1;
+ nactive = 2;
+ node = 1;
+
+ /* Algorithm proceeds by iterating:
+ * 1. choose random time <d> from exponential(1/nactive)
+ * 2. choose random active branch, <bidx>
+ * 3. add new <node> to active branch at length d
+ * 4. add d to all other active branches
+ * 5. delete the old parent branch from the active list,
+ * add the two new child branches to the active list
+ */
+ while (nactive < N)
+ {
+ d = (double) nactive * -log(esl_rnd_UniformPositive(r));
+ bidx = esl_rnd_Roll(r, nactive);
+ T->parent[node] = branchpapa[bidx];
+
+ if (branchside[bidx] == 0) {
+ T->left[branchpapa[bidx]] = node;
+ T->ld [branchpapa[bidx]] += d;
+ } else {
+ T->right[branchpapa[bidx]] = node;
+ T->rd [branchpapa[bidx]] += d;
+ }
+
+ ESL_SWAP(branchpapa[bidx], branchpapa[nactive-1], int);
+ ESL_SWAP(branchside[bidx], branchside[nactive-1], int);
+ for (bidx = 0; bidx < nactive-1; bidx++) {
+ if (branchside[bidx] == 0) T->ld[branchpapa[bidx]] += d;
+ else T->rd[branchpapa[bidx]] += d;
+ }
+
+ /* delete the branch at nactive-1 that we just added to;
+ * replace it with two new branches
+ */
+ branchpapa[nactive-1] = node; branchside[nactive-1] = 0;
+ branchpapa[nactive] = node; branchside[nactive] = 1;
+ node++;
+ nactive++;
+ }
+
+ /* Terminate by adding the N taxa to the N active branches.
+ */
+ d = (double) N * -log(esl_rnd_UniformPositive(r));
+ for (bidx = 0; bidx < N; bidx++)
+ {
+ if (branchside[bidx] == 0) {
+ T->left[branchpapa[bidx]] = -bidx; /* taxa indices stored as neg #'s */
+ T->ld [branchpapa[bidx]] += d;
+ } else {
+ T->right[branchpapa[bidx]] = -bidx;
+ T->rd [branchpapa[bidx]] += d;
+ }
+ }
+
+ *ret_T = T;
+ free(branchpapa);
+ free(branchside);
+ return eslOK;
+
+ ERROR:
+ if (T != NULL) esl_tree_Destroy(T);
+ if (branchpapa != NULL) free(branchpapa);
+ if (branchside != NULL) free(branchside);
+ *ret_T = NULL;
+ return status;
+}
+
+
+/* Function: esl_tree_ToDistanceMatrix()
+ * Synopsis: Obtain a pairwise distance matrix from a tree.
+ * Incept: SRE, Fri Oct 6 13:50:37 2006 [Janelia]
+ *
+ * Purpose: Given tree <T>, calculate a pairwise distance matrix
+ * and return it in <ret_D>.
+ *
+ * Note: Algorithm here is O(N^3). It can probably be improved.
+ * There ought to be a more efficient recursion that
+ * saves recalculating node-node distances inside the tree.
+ * All we do here is a brute force, upwards O(N) LCA
+ * search for each of the N^2 taxon pairs.
+ *
+ * Args: T - input tree
+ * ret_D - RETURN: the new distance matrix
+ *
+ * Returns: <eslOK> on success, and <ret_D> points to the distance
+ * matrix, which caller is responsible for free'ing with
+ * <esl_dmatrix_Destroy()>.
+ *
+ * Throws: <eslEMEM> on allocation failure, in which case
+ * <ret_D> is returned <NULL>.
+ *
+ * Xref: STL11/66.
+ */
+int
+esl_tree_ToDistanceMatrix(ESL_TREE *T, ESL_DMATRIX **ret_D)
+{
+ ESL_DMATRIX *D = NULL;
+ int i,j; /* a pair of taxa {0..N-1} */
+ int a,b; /* a pair of internal nodes {0..N-2} */
+ int p; /* a tmp parent index */
+ double d; /* ij distance */
+ int status;
+
+ D = esl_dmatrix_Create(T->N, T->N); /* creates a NxN square symmetric matrix; really only need triangular */
+ if (D == NULL) { status = eslEMEM; goto ERROR; }
+
+ if ((status = esl_tree_SetTaxaParents(T)) != eslOK) goto ERROR;
+
+ for (i = 0; i < T->N; i++)
+ {
+ D->mx[i][i] = 0.; /* by definition */
+ for (j = i+1; j < T->N; j++)
+ {
+ a = T->taxaparent[i];
+ b = T->taxaparent[j];
+ d = (T->left[a] == -i) ? T->ld[a] : T->rd[a];
+ d += (T->left[b] == -j) ? T->ld[b] : T->rd[b];
+ while (a != b) /* a brute force LCA algorithm */
+ {
+ if (a < b) ESL_SWAP(a, b, int);
+ p = T->parent[a];
+ d += (T->left[p] == a) ? T->ld[p] : T->rd[p];
+ a = p;
+ }
+
+ D->mx[i][j] = D->mx[j][i] = d;
+ }
+ }
+
+ *ret_D = D;
+ return eslOK;
+
+ ERROR:
+ if (D != NULL) esl_dmatrix_Destroy(D);
+ *ret_D = NULL;
+ return status;
+}
+
+
+
+/*****************************************************************
+ * 6. Unit tests
+ *****************************************************************/
+#ifdef eslTREE_TESTDRIVE
+
+static void
+utest_OptionalInformation(ESL_RANDOMNESS *r, int ntaxa)
+{
+ char *msg = "optional information fields unit test failed";
+ ESL_TREE *T;
+
+ if (esl_tree_Simulate(r, ntaxa, &T) != eslOK) esl_fatal(msg);
+ if (esl_tree_SetTaxaParents(T) != eslOK) esl_fatal(msg);
+ if (esl_tree_SetCladesizes(T) != eslOK) esl_fatal(msg);
+ if (esl_tree_Validate(T, NULL) != eslOK) esl_fatal(msg);
+
+ esl_tree_Destroy(T);
+ return;
+}
+
+
+static void
+utest_WriteNewick(ESL_RANDOMNESS *r, int ntaxa)
+{
+ char *msg = "esl_tree_WriteNewick unit test failed";
+ char tmpfile[32] = "esltmpXXXXXX";
+ FILE *fp = NULL;
+ ESL_TREE *T1 = NULL;
+ ESL_TREE *T2 = NULL;
+ char errbuf[eslERRBUFSIZE];
+
+ if (esl_tmpfile(tmpfile, &fp) != eslOK) esl_fatal(msg);
+ if (esl_tree_Simulate(r, ntaxa, &T1) != eslOK) esl_fatal(msg);
+ if (esl_tree_SetTaxonlabels(T1, NULL) != eslOK) esl_fatal(msg);
+ if (esl_tree_Validate(T1, NULL) != eslOK) esl_fatal(msg);
+ if (esl_tree_WriteNewick(fp, T1) != eslOK) esl_fatal(msg);
+ rewind(fp);
+ if (esl_tree_ReadNewick(fp, errbuf, &T2) != eslOK) esl_fatal(msg);
+ if (esl_tree_Validate(T2, NULL) != eslOK) esl_fatal(msg);
+ if (esl_tree_Compare(T1, T2) != eslOK) esl_fatal(msg);
+ fclose(fp);
+
+ esl_tree_Destroy(T1);
+ esl_tree_Destroy(T2);
+ return;
+}
+
+
+static void
+utest_UPGMA(ESL_RANDOMNESS *r, int ntaxa)
+{
+ char *msg = "esl_tree_UPGMA unit test failed";
+ ESL_TREE *T1 = NULL;
+ ESL_TREE *T2 = NULL;
+ ESL_DMATRIX *D1 = NULL;
+ ESL_DMATRIX *D2 = NULL;
+
+ if (esl_tree_Simulate(r, ntaxa, &T1) != eslOK) esl_fatal(msg);
+ if (esl_tree_ToDistanceMatrix(T1, &D1) != eslOK) esl_fatal(msg);
+ if (esl_tree_UPGMA(D1, &T2) != eslOK) esl_fatal(msg);
+
+ if (esl_tree_Validate(T1, NULL) != eslOK) esl_fatal(msg);
+ if (esl_tree_Validate(T2, NULL) != eslOK) esl_fatal(msg);
+ if (esl_tree_VerifyUltrametric(T1) != eslOK) esl_fatal(msg);
+ if (esl_tree_VerifyUltrametric(T2) != eslOK) esl_fatal(msg);
+ if (esl_tree_Compare(T1, T2) != eslOK) esl_fatal(msg);
+
+ if (esl_tree_ToDistanceMatrix(T1, &D2) != eslOK) esl_fatal(msg);
+ if (esl_dmatrix_Compare(D1, D2, 0.001) != eslOK) esl_fatal(msg);
+
+ esl_tree_Destroy(T1);
+ esl_tree_Destroy(T2);
+ esl_dmatrix_Destroy(D1);
+ esl_dmatrix_Destroy(D2);
+ return;
+}
+
+#endif /*eslTREE_TESTDRIVE*/
+/*-------------------- end, unit tests -------------------------*/
+
+
+/*****************************************************************
+ * 7. Test driver
+ *****************************************************************/
+#ifdef eslTREE_TESTDRIVE
+
+/*
+ * gcc -g -Wall -o test -L. -I. -DeslTREE_TESTDRIVE esl_tree.c -leasel -lm
+ * gcc -g -Wall -o test -L. -I. -DeslTEST_THROWING -DeslTREE_TESTDRIVE esl_msa.c -leasel -lm
+ * ./test
+ */
+#include "easel.h"
+#include "esl_tree.h"
+#include "esl_random.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_RANDOMNESS *r = NULL;
+ int ntaxa;
+
+ r = esl_randomness_CreateTimeseeded();
+ ntaxa = 20;
+
+ utest_OptionalInformation(r, ntaxa); /* SetTaxaparents(), SetCladesizes() */
+ utest_WriteNewick(r, ntaxa);
+ utest_UPGMA(r, ntaxa);
+
+ esl_randomness_Destroy(r);
+ return eslOK;
+}
+
+#endif /*eslTREE_TESTDRIVE*/
+/*-------------------- end, test driver -------------------------*/
+
+
+
+
+/*****************************************************************
+ * 8. Examples.
+ *****************************************************************/
+
+/* The first example is an example of inferring a tree by the
+ * UPGMA algorithm, starting from a multiple sequence alignment.
+ */
+#ifdef eslTREE_EXAMPLE
+/*::cexcerpt::tree_example::begin::*/
+/* To compile: gcc -g -Wall -o example -I. -DeslTREE_EXAMPLE esl_tree.c esl_dmatrix.c esl_msa.c easel.c -lm
+ * or: gcc -g -Wall -o example -I. -L. -DeslTREE_EXAMPLE esl_tree.c -leasel -lm
+ * To run: ./example <MSA file>
+ */
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+#include "esl_tree.h"
+
+int main(int argc, char **argv)
+{
+ ESL_TREE *tree;
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ ESL_DMATRIX *D;
+
+ esl_msafile_Open(argv[1], eslMSAFILE_UNKNOWN, NULL, &afp);
+ esl_msa_Read(afp, &msa);
+ esl_msafile_Close(afp);
+
+ esl_dst_CDiffMx(msa->aseq, msa->nseq, &D);
+ esl_tree_UPGMA(D, &tree);
+
+ esl_tree_Destroy(tree);
+ esl_msa_Destroy(msa);
+ esl_dmatrix_Destroy(D);
+ return eslOK;
+}
+/*::cexcerpt::tree_example::end::*/
+#endif /*eslTREE_EXAMPLE*/
+
+
+/* The second example is an example of reading in a Newick format tree.
+ */
+#ifdef eslTREE_EXAMPLE2
+/*::cexcerpt::tree_example2::begin::*/
+/* To compile: gcc -g -Wall -o example -I. -DeslTREE_EXAMPLE2 esl_tree.c esl_dmatrix.c esl_msa.c easel.c -lm
+ * or: gcc -g -Wall -o example -I. -L. -DeslTREE_EXAMPLE2 esl_tree.c -leasel -lm
+ * To run: ./example <Newick file>
+ */
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+#include "esl_tree.h"
+
+int main(int argc, char **argv)
+{
+ ESL_TREE *T;
+ char errbuf[eslERRBUFSIZE];
+ FILE *fp;
+
+ if ((fp = fopen(argv[1], "r")) == NULL) esl_fatal("Failed to open %s", argv[1]);
+ if (esl_tree_ReadNewick(fp, errbuf, &T) != eslOK) esl_fatal("Failed to read tree: %s", errbuf);
+ esl_tree_WriteNewick(stdout, T);
+
+ esl_tree_Destroy(T);
+ fclose(fp);
+ return eslOK;
+}
+/*::cexcerpt::tree_example2::end::*/
+#endif /*eslTREE_EXAMPLE*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_tree.h b/easel/esl_tree.h
new file mode 100644
index 0000000..206ee6c
--- /dev/null
+++ b/easel/esl_tree.h
@@ -0,0 +1,122 @@
+/* esl_tree.c
+ * Phylogenetic trees.
+ *
+ * SVN $Id: esl_tree.h 231 2008-03-25 14:43:57Z eddys $
+ * SRE, Tue May 2 13:54:30 2006 [St. Louis]
+ */
+#ifndef ESL_TREE_INCLUDED
+#define ESL_TREE_INCLUDED
+
+#include <esl_dmatrix.h>
+#include <esl_random.h>
+
+/* Object: ESL_TREE
+ *
+ * All trees are represented as rooted trees, starting from
+ * node 0. For N taxa, there are N-1 internal nodes, numbered
+ * 0..N-2. Taxa on leaves are numbered 0..N-1, and represented
+ * in <parent>, <left>, <right> as negative numbers.
+ *
+ */
+typedef struct {
+ int N; /* number of taxa */
+
+ /* (Mandatory) information in the internal nodes of a rooted tree.
+ * There are N-1 nodes, numbered 0..N-2, with the root at 0,
+ * so each array below is indexed [0..N-2].
+ * There is no ambiguity between taxon 0/root node 0, because
+ * a taxon can't be a parent, and the root node can't be a child.
+ * For an unrooted tree, by convention, taxon 0 is the outgroup: T->left[0] = 0,
+ * and T->rd[0] = 0.0.
+ */
+ int *parent; /* index of parent of node: values are 0..N-2; parent of root 0 = 0 */
+ int *left; /* index of left child: values are -(N-1)..0=taxa; 1..N-2=nodes */
+ int *right; /* index of right child: values are -(N-1)..0=taxa; 1..N-2=nodes */
+ double *ld; /* left branch length under node: values are >= 0 */
+ double *rd; /* right branch length under node: values are >= 0 */
+
+ /* Derived (optional) information, that we can reconstruct if
+ * we need to from the mandatory info above.
+ */
+ int *taxaparent; /* for taxa [0..N-1]: index of its parent node, 0..N-2. */
+ int *cladesize; /* for nodes [0..N-2]: how many taxa contained in this clade, 1..N */
+
+ /* Optional information
+ */
+ char **taxonlabel; /* labels for taxa: [0..N-1] array of char strings */
+ char **nodelabel; /* labels for nodes: [0..N-2] array of char strings */
+
+ /* Tree output options.
+ */
+ int show_unrooted; /* TRUE to output 'root' as a trifurcation (a la PHYLIP) */
+ int show_node_labels; /* TRUE to output labels for interior nodes */
+ int show_root_branchlength; /* TRUE to show 0.0 branch length to root node (a la TreeAlign) */
+ int show_branchlengths; /* TRUE to output branch lengths */
+ int show_quoted_labels; /* TRUE to output ALL labels as quoted labels */
+ int show_numeric_taxonlabels;/* TRUE to output taxa labels as their 0..N-1 indices if no other taxonlabel is present */
+
+ /* Memory allocation information, when growing a tree (on input, for example)
+ */
+ int nalloc; /* current allocated # of taxa */
+
+} ESL_TREE;
+
+/* UPGMA, average-link, minimum-link, and maximum-link clustering are
+ * all implemented by one algorithm, cluster_engine(), in esl_tree.c.
+ * We define some flags (within the scope of the tree module) to
+ * control the behavior, as we call the algorithm engine from four
+ * different API functions.
+ */
+#define eslUPGMA 0
+#define eslWPGMA 1
+#define eslSINGLE_LINKAGE 2
+#define eslCOMPLETE_LINKAGE 3
+
+
+
+/* 1. The ESL_TREE object.
+ */
+extern ESL_TREE *esl_tree_Create(int ntaxa);
+extern ESL_TREE *esl_tree_CreateGrowable(int nalloc);
+extern ESL_TREE *esl_tree_CreateFromString(char *s);
+extern int esl_tree_Grow(ESL_TREE *T);
+extern int esl_tree_SetTaxaParents(ESL_TREE *T);
+extern int esl_tree_SetCladesizes(ESL_TREE *T);
+extern int esl_tree_SetTaxonlabels(ESL_TREE *T, char **names);
+extern int esl_tree_RenumberNodes(ESL_TREE *T);
+extern int esl_tree_VerifyUltrametric(ESL_TREE *T);
+extern int esl_tree_Validate(ESL_TREE *T, char *errbuf);
+extern void esl_tree_Destroy(ESL_TREE *T);
+
+/* 2. Newick format i/o
+ */
+extern int esl_tree_WriteNewick(FILE *fp, ESL_TREE *T);
+extern int esl_tree_ReadNewick(FILE *fp, char *errbuf, ESL_TREE **ret_T);
+
+/* 3. Tree comparison algorithms.
+ */
+extern int esl_tree_Compare(ESL_TREE *T1, ESL_TREE *T2);
+
+/* 4. Clustering algorithms for distance-based tree construction.
+ */
+extern int esl_tree_UPGMA(ESL_DMATRIX *D, ESL_TREE **ret_T);
+extern int esl_tree_WPGMA(ESL_DMATRIX *D, ESL_TREE **ret_T);
+extern int esl_tree_SingleLinkage(ESL_DMATRIX *D, ESL_TREE **ret_T);
+extern int esl_tree_CompleteLinkage(ESL_DMATRIX *D, ESL_TREE **ret_T);
+
+/* 5. Generating simulated trees.
+ */
+extern int esl_tree_Simulate(ESL_RANDOMNESS *r, int N, ESL_TREE **ret_T);
+extern int esl_tree_ToDistanceMatrix(ESL_TREE *T, ESL_DMATRIX **ret_D);
+
+
+#endif /*!ESL_TREE_INCLUDED*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
diff --git a/easel/esl_tree.tex b/easel/esl_tree.tex
new file mode 100644
index 0000000..2623ff3
--- /dev/null
+++ b/easel/esl_tree.tex
@@ -0,0 +1,31 @@
+
+The \eslmod{tree} module implements an object for representing
+phylogenetic trees (\ccode{ESL\_TREE}). It also implements four of the
+most basic distance-based methods for tree inference and clustering
+algorithms (UPGMA, WPGMA, single linkage clustering, and complete
+linkage clustering).
+
+\begin{table}[hbp]
+\begin{center}
+{\small
+\begin{tabular}{|ll|}\hline
+\apisubhead{the \ccode{ESL\_TREE} object}\\
+\hyperlink{func:esl_tree_Create()}{\ccode{esl\_tree\_Create()}} & Constructor.\\
+\hyperlink{func:esl_tree_Destroy()}{\ccode{esl\_tree\_Destroy()}} & Destructor.\\
+\apisubhead{simple tree inference/clustering algorithms}\\
+\hyperlink{func:esl_tree_UPGMA()}{\ccode{esl\_tree\_UPGMA()}} & Infer a tree by UPGMA.\\
+\hyperlink{func:esl_tree_WPGMA()}{\ccode{esl\_tree\_WPGMA()}} & Infer a tree by WPGMA.\\
+\hyperlink{func:esl_tree_SingleLinkage()}{\ccode{esl\_tree\_SingleLinkage()}} & Infer a tree by single-linkage clustering.\\
+\hyperlink{func:esl_tree_CompleteLinkage()}{\ccode{esl\_tree\_CompleteLinkage()}} & Infer a tree by complete-linkage clustering.\\
+\hline
+\end{tabular}
+}
+\end{center}
+\caption{The \eslmod{tree} API. Requires \eslmod{easel}, \eslmod{dmatrix}.}
+\label{tbl:tree_api}
+\end{table}
+
+
+\subsection{Example of using the tree API}
+
+\input{cexcerpts/tree_example}
diff --git a/easel/esl_vectorops.c b/easel/esl_vectorops.c
new file mode 100644
index 0000000..3787c50
--- /dev/null
+++ b/easel/esl_vectorops.c
@@ -0,0 +1,1247 @@
+/* Operations on vectors of floats or doubles.
+ *
+ * Can operate on vectors of doubles, floats, or integers - appropriate
+ * routine is prefixed with D, F, or I. For example, esl_vec_DSet() is
+ * the Set routine for a vector of doubles; esl_vec_ISet() is for integers.
+ *
+ * Contents:
+ * 1. The vectorops API.
+ * 2. Unit tests.
+ * 3. Test driver.
+ * 4. Examples.
+ * 5. Copyright and license information.
+ *
+ * SRE, Tue Oct 1 15:23:25 2002 [St. Louis]
+ * SVN $Id: esl_vectorops.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+
+/* Function: esl_vec_DSet()
+ * Synopsis: Set all items in vector to scalar value.
+ *
+ * Purpose: Sets all <n> items in <vec> to <value>.
+ *
+ * <esl_vec_FSet()> and <esl_vec_ISet()> do the same,
+ * for float and integer vectors.
+ */
+void
+esl_vec_DSet(double *vec, int n, double value)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] = value;
+}
+void
+esl_vec_FSet(float *vec, int n, float value)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] = value;
+}
+void
+esl_vec_ISet(int *vec, int n, int value)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] = value;
+}
+
+
+/* Function: esl_vec_DScale()
+ * Synopsis: Multiply all items in vector by scalar value.
+ *
+ * Purpose: Multiplies all <n> items in <vec> by <scale>.
+ *
+ * <esl_vec_FScale()> and <esl_vec_IScale()> do the same,
+ * for float and integer vectors.
+ *
+ * Essentially the same as BLAS1's xSCAL().
+ */
+void
+esl_vec_DScale(double *vec, int n, double scale)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] *= scale;
+}
+void
+esl_vec_FScale(float *vec, int n, float scale)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] *= scale;
+}
+void
+esl_vec_IScale(int *vec, int n, int scale)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] *= scale;
+}
+
+
+/* Function: esl_vec_DIncrement()
+ * Synopsis: Add a scalar to all items in a vector.
+ * Incept: SRE, Mon Mar 21 11:56:57 2005 [St. Louis]
+ *
+ * Purpose: Adds scalar <x> to all items in the <n>-vector <v>.
+ *
+ * <esl_vec_FIncrement()> and <esl_vec_IIncrement()> do the
+ * same, for float and integer vectors.
+ */
+void
+esl_vec_DIncrement(double *v, int n, double x)
+{
+ int i;
+ for (i = 0; i < n; i++) v[i] += x;
+}
+void
+esl_vec_FIncrement(float *v, int n, float x)
+{
+ int i;
+ for (i = 0; i < n; i++) v[i] += x;
+}
+void
+esl_vec_IIncrement(int *v, int n, int x)
+{
+ int i;
+ for (i = 0; i < n; i++) v[i] += x;
+}
+
+
+
+/* Function: esl_vec_DSum()
+ * Synopsis: Returns $\sum_i x_i$.
+ *
+ * Purpose: Returns the scalar sum of the <n> items in <vec>.
+ *
+ * <esl_vec_FSum()> and <esl_vec_ISum()> do the same,
+ * but for float and integer vectors.
+ */
+double
+esl_vec_DSum(double *vec, int n)
+{
+ double sum = 0.;
+ int x;
+ for (x = 0; x < n; x++) sum += vec[x];
+ return sum;
+}
+float
+esl_vec_FSum(float *vec, int n)
+{
+ float sum = 0.;
+ int x;
+ for (x = 0; x < n; x++) sum += vec[x];
+ return sum;
+}
+int
+esl_vec_ISum(int *vec, int n)
+{
+ int sum = 0;
+ int x;
+ for (x = 0; x < n; x++) sum += vec[x];
+ return sum;
+}
+
+
+/* Function: esl_vec_DAdd()
+ * Synopsis: Vector addition of two vectors.
+ *
+ * Purpose: Vector addition. Adds <vec2> to <vec1>, leaving
+ * result in <vec1>. (<vec2> is unchanged.).
+ * Both vectors are of size <n>.
+ *
+ * <esl_vec_FAdd()> and <esl_vec_IAdd()> do the same,
+ * for float and integer vectors.
+ */
+void
+esl_vec_DAdd(double *vec1, const double *vec2, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec1[x] += vec2[x];
+}
+void
+esl_vec_FAdd(float *vec1, const float *vec2, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec1[x] += vec2[x];
+}
+void
+esl_vec_IAdd(int *vec1, const int *vec2, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec1[x] += vec2[x];
+}
+
+
+/* Function: esl_vec_DAddScaled()
+ * Synopsis: Scale <vec2> and add it to <vec1>.
+ *
+ * Purpose: Scales <vec2> by scalar <a>, and adds that
+ * to <vec1>. Both vectors are of size <n>.
+ *
+ * <esl_vec_FAddScaled()> and <esl_vec_IAddScaled()> do the same,
+ * for float and integer vectors.
+ *
+ * Essentially the same as BLAS1 xAXPY().
+ */
+void
+esl_vec_DAddScaled(double *vec1, double *vec2, double a, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec1[x] += vec2[x] * a;
+}
+void
+esl_vec_FAddScaled(float *vec1, float *vec2, float a, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec1[x] += vec2[x] * a;
+}
+void
+esl_vec_IAddScaled(int *vec1, int *vec2, int a, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec1[x] += vec2[x] * a;
+}
+
+
+
+/* Function: esl_vec_DCopy()
+ * Synopsis: Set <dest> vector to same values as <src>.
+ *
+ * Purpose: Copies <src> to <dest>. <src> is
+ * unchanged. Both vectors are of size <n>.
+ *
+ * <esl_vec_FCopy()> and <esl_vec_ICopy()> do the same,
+ * for float and integer vectors.
+ *
+ * Essentially the same as BLAS1 xCOPY().
+ */
+void
+esl_vec_DCopy(const double *src, const int n, double *dest)
+{
+ int x;
+ for (x = 0; x < n; x++) dest[x] = src[x];
+}
+void
+esl_vec_FCopy(const float *src, const int n, float *dest)
+{
+ int x;
+ for (x = 0; x < n; x++) dest[x] = src[x];
+}
+void
+esl_vec_ICopy(const int *src, const int n, int *dest)
+{
+ int x;
+ for (x = 0; x < n; x++) dest[x] = src[x];
+}
+
+
+/* Function: esl_vec_DCompare()
+ * Synopsis: Return <eslOK> if two vectors are equal.
+ * Incept: SRE, Mon Nov 6 10:20:28 2006 [Janelia]
+ *
+ * Purpose: Compare <vec1> to <vec2> for equality, by
+ * comparing each cognate element pair. Both vectors
+ * are of size <n>. Equality of elements is
+ * defined by being $\leq$ fractional tolerance <tol>
+ * for floating point comparisons, and strict equality
+ * for integer comparisons. Return <eslOK>
+ * if the vectors are equal, and <eslFAIL> if not.
+ *
+ * <esl_vec_FCompare()> and <esl_vec_ICompare()> do the same,
+ * for float and integer vectors.
+ */
+int
+esl_vec_DCompare(double *vec1, double *vec2, int n, double tol)
+{
+ int i;
+ for (i = 0; i < n; i++) if (esl_DCompare(vec1[i], vec2[i], tol) == eslFAIL) return eslFAIL;
+ return eslOK;
+}
+int
+esl_vec_FCompare(float *vec1, float *vec2, int n, float tol)
+{
+ int i;
+ for (i = 0; i < n; i++) if (esl_DCompare(vec1[i], vec2[i], tol) == eslFAIL) return eslFAIL;
+ return eslOK;
+}
+int
+esl_vec_ICompare(int *vec1, int *vec2, int n)
+{
+ int i;
+ for (i = 0; i < n; i++) if (vec1[i] != vec2[i]) return eslFAIL;
+ return eslOK;
+}
+
+
+
+/* Function: esl_vec_DSwap()
+ * Synopsis: Swap two vectors.
+ *
+ * Purpose: Swaps <vec2> and <vec1>.
+ * Both vectors are of size <n>.
+ *
+ * <esl_vec_FSwap()> and <esl_vec_ISwap()> do the same,
+ * for float and integer vectors.
+ *
+ * Essentially the same as BLAS1 xSWAP().
+ *
+ * You will be better off swapping the pointers to
+ * the vectors, if that's feasible.
+ */
+void
+esl_vec_DSwap(double *vec1, double *vec2, int n)
+{
+ int x;
+ double tmp;
+
+ for (x = 0; x < n; x++)
+ { tmp = vec1[x]; vec1[x] = vec2[x]; vec2[x] = tmp; }
+}
+void
+esl_vec_FSwap(float *vec1, float *vec2, int n)
+{
+ int x;
+ float tmp;
+
+ for (x = 0; x < n; x++)
+ { tmp = vec1[x]; vec1[x] = vec2[x]; vec2[x] = tmp; }
+}
+void
+esl_vec_ISwap(int *vec1, int *vec2, int n)
+{
+ int x;
+ int tmp;
+
+ for (x = 0; x < n; x++)
+ { tmp = vec1[x]; vec1[x] = vec2[x]; vec2[x] = tmp; }
+}
+
+
+
+
+/* Function: esl_vec_DDot()
+ * Synopsis: Return the dot product of two vectors.
+ *
+ * Purpose: Returns the scalar dot product <vec1> $\cdot$ <vec2>.
+ * Both vectors are of size <n>.
+ *
+ * <esl_vec_FDot()> and <esl_vec_IDot()> do the same,
+ * for float and integer vectors.
+ */
+double
+esl_vec_DDot(double *vec1, double *vec2, int n)
+{
+ double result = 0.;
+ int x;
+ for (x = 0; x < n; x++) result += vec1[x] * vec2[x];
+ return result;
+}
+float
+esl_vec_FDot(float *vec1, float *vec2, int n)
+{
+ float result = 0.;
+ int x;
+ for (x = 0; x < n; x++) result += vec1[x] * vec2[x];
+ return result;
+}
+int
+esl_vec_IDot(int *vec1, int *vec2, int n)
+{
+ int result = 0;
+ int x;
+ for (x = 0; x < n; x++) result += vec1[x] * vec2[x];
+ return result;
+}
+
+
+
+/* Function: esl_vec_DMax()
+ * Synopsis: Return value of the maximum element in a vector.
+ *
+ * Purpose: Returns the maximum value of the <n> values
+ * in <vec>.
+ *
+ * <esl_vec_FMax()> and <esl_vec_IMax()> do the same,
+ * for float and integer vectors.
+ */
+double
+esl_vec_DMax(double *vec, int n)
+{
+ int i;
+ double best;
+
+ best = vec[0];
+ for (i = 1; i < n; i++)
+ if (vec[i] > best) best = vec[i];
+ return best;
+}
+float
+esl_vec_FMax(float *vec, int n)
+{
+ int i;
+ float best;
+
+ best = vec[0];
+ for (i = 1; i < n; i++)
+ if (vec[i] > best) best = vec[i];
+ return best;
+}
+int
+esl_vec_IMax(int *vec, int n)
+{
+ int i;
+ int best;
+
+ best = vec[0];
+ for (i = 1; i < n; i++)
+ if (vec[i] > best) best = vec[i];
+ return best;
+}
+
+
+/* Function: esl_vec_DMin()
+ * Synopsis: Return value of the minimum element in a vector.
+ *
+ * Purpose: Returns the minimum value of the <n> values
+ * in <vec>.
+ *
+ * <esl_vec_FMin()> and <esl_vec_IMin()> do the same,
+ * for float and integer vectors.
+ */
+double
+esl_vec_DMin(double *vec, int n)
+{
+ int i;
+ double best;
+
+ best = vec[0];
+ for (i = 1; i < n; i++)
+ if (vec[i] < best) best = vec[i];
+ return best;
+}
+float
+esl_vec_FMin(float *vec, int n)
+{
+ int i;
+ float best;
+
+ best = vec[0];
+ for (i = 1; i < n; i++)
+ if (vec[i] < best) best = vec[i];
+ return best;
+}
+int
+esl_vec_IMin(int *vec, int n)
+{
+ int i;
+ int best;
+
+ best = vec[0];
+ for (i = 1; i < n; i++)
+ if (vec[i] < best) best = vec[i];
+ return best;
+}
+
+
+/* Function: esl_vec_DArgMax()
+ * Synopsis: Return index of maximum element in a vector.
+ *
+ * Purpose: Returns the index of the maximum value in the <n> values
+ * in <vec>.
+ *
+ * <esl_vec_FArgMax()> and <esl_vec_IArgMax()> do the same,
+ * for float and integer vectors.
+ */
+int
+esl_vec_DArgMax(double *vec, int n)
+{
+ int i;
+ int best = 0;
+
+ for (i = 1; i < n; i++)
+ if (vec[i] > vec[best]) best = i;
+ return best;
+}
+int
+esl_vec_FArgMax(float *vec, int n)
+{
+ int i;
+ int best = 0;
+
+ for (i = 1; i < n; i++)
+ if (vec[i] > vec[best]) best = i;
+ return best;
+}
+int
+esl_vec_IArgMax(int *vec, int n)
+{
+ int i;
+ int best = 0;
+
+ for (i = 1; i < n; i++)
+ if (vec[i] > vec[best]) best = i;
+ return best;
+}
+
+
+/* Function: esl_vec_DArgMin()
+ * Synopsis: Return index of minimum element in a vector.
+ *
+ * Purpose: Returns the index of the minimum value in the <n> values
+ * in <vec>.
+ *
+ * <esl_vec_FArgMin()> and <esl_vec_IArgMin()> do the same,
+ * for float and integer vectors.
+ */
+int
+esl_vec_DArgMin(double *vec, int n)
+{
+ int i;
+ int best = 0;
+ for (i = 1; i < n; i++)
+ if (vec[i] < vec[best]) best = i;
+ return best;
+}
+int
+esl_vec_FArgMin(float *vec, int n)
+{
+ int i;
+ int best = 0;
+
+ for (i = 1; i < n; i++)
+ if (vec[i] < vec[best]) best = i;
+ return best;
+}
+int
+esl_vec_IArgMin(int *vec, int n)
+{
+ int i;
+ int best = 0;
+
+ for (i = 1; i < n; i++)
+ if (vec[i] < vec[best]) best = i;
+ return best;
+}
+
+
+/* some static functions to pass to qsort() that the
+ * upcoming Sort() functions will call
+ */
+static int
+qsort_DIncreasing(const void *xp1, const void *xp2)
+{
+ double x1 = * (double *) xp1;
+ double x2 = * (double *) xp2;
+ if (x1 < x2) return -1;
+ if (x1 > x2) return 1;
+ return 0;
+}
+static int
+qsort_FIncreasing(const void *xp1, const void *xp2)
+{
+ float x1 = * (float *) xp1;
+ float x2 = * (float *) xp2;
+ if (x1 < x2) return -1;
+ if (x1 > x2) return 1;
+ return 0;
+}
+static int
+qsort_IIncreasing(const void *xp1, const void *xp2)
+{
+ int x1 = * (int *) xp1;
+ int x2 = * (int *) xp2;
+ if (x1 < x2) return -1;
+ if (x1 > x2) return 1;
+ return 0;
+}
+static int
+qsort_DDecreasing(const void *xp1, const void *xp2)
+{
+ double x1 = * (double *) xp1;
+ double x2 = * (double *) xp2;
+ if (x1 > x2) return -1;
+ if (x1 < x2) return 1;
+ return 0;
+}
+static int
+qsort_FDecreasing(const void *xp1, const void *xp2)
+{
+ float x1 = * (float *) xp1;
+ float x2 = * (float *) xp2;
+ if (x1 > x2) return -1;
+ if (x1 < x2) return 1;
+ return 0;
+}
+static int
+qsort_IDecreasing(const void *xp1, const void *xp2)
+{
+ int x1 = * (int *) xp1;
+ int x2 = * (int *) xp2;
+ if (x1 > x2) return -1;
+ if (x1 < x2) return 1;
+ return 0;
+}
+
+/* Function: esl_vec_DSortIncreasing()
+ * Synopsis: Sort vector from smallest to largest.
+ * Incept: SRE, Wed Aug 17 10:44:31 2005 [St. Louis]
+ *
+ * Purpose: Sorts <vec> in place, from smallest to largest value.
+ * (That is, <vec[0]> is the minimum and <vec[n-1]> is
+ * the maximum.)
+ *
+ * <esl_vec_FSortIncreasing()> and <esl_vec_ISortIncreasing()>
+ * do the same, for float and integer vectors.
+ */
+void
+esl_vec_DSortIncreasing(double *vec, int n)
+{
+ qsort((void *) vec, n, sizeof(double), qsort_DIncreasing);
+}
+void
+esl_vec_FSortIncreasing(float *vec, int n)
+{
+ qsort((void *) vec, n, sizeof(float), qsort_FIncreasing);
+}
+void
+esl_vec_ISortIncreasing(int *vec, int n)
+{
+ qsort((void *) vec, n, sizeof(int), qsort_IIncreasing);
+}
+
+/* Function: esl_vec_DSortDecreasing()
+ * Synopsis: Sort vector from largest to smallest.
+ * Incept: SRE, Wed Aug 17 10:44:31 2005 [St. Louis]
+ *
+ * Purpose: Sorts <vec> in place, from largest to smallest value.
+ * (That is, <vec[0]> is the maximum and <vec[n-1]> is
+ * the minimum.)
+ *
+ * <esl_vec_FSortDecreasing()> and <esl_vec_ISortDecreasing()>
+ * do the same, for float and integer vectors.
+ */
+void
+esl_vec_DSortDecreasing(double *vec, int n)
+{
+ qsort((void *) vec, n, sizeof(double), qsort_DDecreasing);
+}
+void
+esl_vec_FSortDecreasing(float *vec, int n)
+{
+ qsort((void *) vec, n, sizeof(float), qsort_FDecreasing);
+}
+void
+esl_vec_ISortDecreasing(int *vec, int n)
+{
+ qsort((void *) vec, n, sizeof(int), qsort_IDecreasing);
+}
+
+
+/* Function: esl_vec_DDump()
+ * Synopsis: Output vector to a stream as text.
+ * Incept: ER, Thu Jul 21 12:54:56 CDT 2005 [St. Louis]
+ *
+ * Purpose: Given a vector, dump it to stream <ofp>.
+ *
+ * If <label> is non-NULL, they represent
+ * single-character labels to put on the vector.
+ * (For example, these might be a sequence alphabet).
+ * Numbers 1..n is used if <label> is NULL.
+ *
+ * Args: ofp - output file pointer; stdout, for example.
+ * v - vector to dump.
+ * label - optional: NULL, or character labels
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_vec_DDump(FILE *ofp, double *v, int n, char *label)
+{
+ int a;
+
+ fprintf(ofp, " ");
+ if (label != NULL)
+ for (a = 0; a < n; a++) fprintf(ofp, " %c ", label[a]);
+ else
+ for (a = 0; a < n; a++) fprintf(ofp, "%10d ", a+1);
+ fprintf(ofp, "\n");
+
+ fprintf(ofp, " ");
+ for (a = 0; a < n; a++) fprintf(ofp, "%10.6f ", v[a]);
+ fprintf(ofp, "\n");
+
+ return eslOK;
+}
+int
+esl_vec_FDump(FILE *ofp, float *v, int n, char *label)
+{
+ int a;
+
+ fprintf(ofp, " ");
+ if (label != NULL)
+ for (a = 0; a < n; a++) fprintf(ofp, " %c ", label[a]);
+ else
+ for (a = 0; a < n; a++) fprintf(ofp, "%10d ", a+1);
+ fprintf(ofp, "\n");
+
+ fprintf(ofp, " ");
+ for (a = 0; a < n; a++) fprintf(ofp, "%10.6f ", v[a]);
+ fprintf(ofp, "\n");
+
+ return eslOK;
+}
+int
+esl_vec_IDump(FILE *ofp, int *v, int n, char *label)
+{
+ int a;
+
+ fprintf(ofp, " ");
+ if (label != NULL)
+ for (a = 0; a < n; a++) fprintf(ofp, " %c ", label[a]);
+ else
+ for (a = 0; a < n; a++) fprintf(ofp, "%8d ", a+1);
+ fprintf(ofp, "\n");
+
+ fprintf(ofp, " ");
+ for (a = 0; a < n; a++) fprintf(ofp, "%8d ", v[a]);
+ fprintf(ofp, "\n");
+
+ return eslOK;
+}
+
+/* Function: esl_vec_D2F()
+ * Synopsis: Convert between single-precision and double-precision vectors.
+ * Incept: SRE, Thu Mar 30 09:04:17 2006 [St. Louis]
+ *
+ * Purpose: Copy a double vector <src> to a float vector <dst>. Caller
+ * provides space in the float vector that is at
+ * least <n>.
+ *
+ * Similarly, <esl_vec_F2D()> converts float to double;
+ * <esl_vec_I2D()> converts integer to double;
+ * <esl_vec_I2F()> converts integer to float.
+ */
+void
+esl_vec_D2F(double *src, int n, float *dst)
+{
+ int i;
+ for (i = 0; i < n; i++) dst[i] = src[i];
+}
+void
+esl_vec_F2D(float *src, int n, double *dst)
+{
+ int i;
+ for (i = 0; i < n; i++) dst[i] = src[i];
+}
+void
+esl_vec_I2F(int *src, int n, float *dst)
+{
+ int i;
+ for (i = 0; i < n; i++) dst[i] = src[i];
+}
+void
+esl_vec_I2D(int *src, int n, double *dst)
+{
+ int i;
+ for (i = 0; i < n; i++) dst[i] = src[i];
+}
+
+
+
+
+/* Function: esl_vec_DNorm()
+ * Synopsis: Normalize probability vector.
+ *
+ * Purpose: Normalizes a probability vector <vec>,
+ * such that $\sum_{i=1}{n} \mathrm{vec}_i = 1.0$.
+ *
+ * <esl_vec_FNorm()> does the same, for a probability vector
+ * of floats.
+ */
+void
+esl_vec_DNorm(double *vec, int n)
+{
+ int x;
+ double sum;
+
+ sum = esl_vec_DSum(vec, n);
+ if (sum != 0.0) for (x = 0; x < n; x++) vec[x] /= sum;
+ else for (x = 0; x < n; x++) vec[x] = 1. / (double) n;
+}
+void
+esl_vec_FNorm(float *vec, int n)
+{
+ int x;
+ float sum;
+
+ sum = esl_vec_FSum(vec, n);
+ if (sum != 0.0) for (x = 0; x < n; x++) vec[x] /= sum;
+ else for (x = 0; x < n; x++) vec[x] = 1. / (float) n;
+}
+
+
+/* Function: esl_vec_DLog()
+ * Synopsis: Convert probability vector elements to log probabilities.
+ *
+ * Purpose: Converts a probability vector <vec> to a log
+ * probability vector: takes the log of each of the <n>
+ * values in the vector.
+ *
+ * <esl_vec_FLog()> does the same, for a probability vector
+ * of floats.
+ */
+void
+esl_vec_DLog(double *vec, int n)
+{
+ int x;
+ for (x = 0; x < n; x++)
+ if (vec[x] > 0.) vec[x] = log(vec[x]);
+ else vec[x] = -DBL_MAX;
+}
+void
+esl_vec_FLog(float *vec, int n)
+{
+ int x;
+ for (x = 0; x < n; x++)
+ if (vec[x] > 0.) vec[x] = log(vec[x]);
+ else vec[x] = -FLT_MAX;
+}
+
+
+/* Function: esl_vec_DEntropy()
+ * Synopsis: Return Shannon entropy of p-vector, in bits.
+ *
+ * Purpose: Returns the Shannon entropy of a probability vector <p>,
+ * in bits ($\log_2$), defined as \citep{CoverThomas}:
+ *
+ * \[
+ * H = \sum_x p_x \log_2 p_x.
+ * \]
+ *
+ * <esl_vec_FEntropy()> does the same, for a probability vector
+ * of floats.
+ */
+double
+esl_vec_DEntropy(const double *p, int n)
+{
+ int i;
+ double entropy;
+
+ entropy = 0.;
+ for(i = 0; i < n; i++)
+ if (p[i] > 0.) entropy += p[i] * log(p[i]);
+ return(-1.44269504 * entropy); /* converts to bits */
+}
+float
+esl_vec_FEntropy(const float *p, int n)
+{
+ int i;
+ float entropy;
+
+ entropy = 0.;
+ for(i = 0; i < n; i++)
+ if (p[i] > 0.) entropy += p[i] * log(p[i]);
+ return(-1.44269504 * entropy); /* converts to bits */
+}
+
+/* Function: esl_vec_DRelEntropy()
+ * Synopsis: Return relative entropy $D(p \parallel q)$ in bits.
+ * Incept: SRE, Fri May 11 09:03:07 2007 [Janelia]
+ *
+ * Purpose: Returns Shannon relative entropy of probability
+ * vectors <p> and <q> in bits, also known as the
+ * Kullback Leibler "distance" \citep[p.18]{CoverThomas}:
+ *
+ * \[
+ * D(p \parallel f) = \sum_x p_x \log_2 \frac{p_x}{q_x}.
+ * \]
+ *
+ * If for any $x$ $q_x = 0$ and $p_x > 0$, the relative
+ * entropy is $\infty$.
+ *
+ * <esl_vec_FRelEntropy()> does the same, for probability
+ * vectors of floats.
+ */
+double
+esl_vec_DRelEntropy(const double *p, const double *q, int n)
+{
+ int i;
+ double kl;
+
+ kl = 0.;
+ for(i = 0; i < n; i++)
+ if (p[i] > 0.) {
+ if (q[i] == 0.) return eslINFINITY;
+ else kl += p[i] * log(p[i]/q[i]);
+ }
+ return(1.44269504 * kl); /* converts to bits */
+}
+float
+esl_vec_FRelEntropy(const float *p, const float *q, int n)
+{
+ int i;
+ float kl;
+
+ kl = 0.;
+ for(i = 0; i < n; i++)
+ if (p[i] > 0.) {
+ if (q[i] == 0.) return eslINFINITY;
+ else kl += p[i] * log(p[i]/q[i]);
+ }
+ return(1.44269504 * kl); /* converts to bits */
+}
+
+
+/* Function: esl_vec_DExp()
+ * Synopsis: Converts log probability vector elements to probabilities.
+ *
+ * Purpose: Converts a log probability vector <vec> back to a
+ * probability vector: exponentiates each of the <n>
+ * values in the vector.
+ *
+ * <esl_vec_FExp()> does the same, for a log probability vector
+ * of floats.
+ */
+void
+esl_vec_DExp(double *vec, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] = exp(vec[x]);
+ esl_vec_DNorm(vec, n);
+}
+void
+esl_vec_FExp(float *vec, int n)
+{
+ int x;
+ for (x = 0; x < n; x++) vec[x] = exp(vec[x]);
+ esl_vec_FNorm(vec, n);
+}
+
+/* Function: esl_vec_DLogSum()
+ * Synopsis: Given log-p-vector, return log of sum of probabilities.
+ *
+ * Purpose: <vec> is a log probability vector; return the log of the scalar sum
+ * of the probabilities in <vec>. That is, the <n> elements in <vec>
+ * are log probabilities, but the summation is done in probability
+ * space, by exponentiating each of the <n> values in the vector,
+ * summing, and returning the log of the sum.
+ *
+ * That is: return $\log \sum_i e^{v_i}$.
+ *
+ * The trick is to do this without numerical underflow or overflow.
+ *
+ * <esl_vec_FLogSum()> does the same, for a log probability vector
+ * of floats.
+ */
+double
+esl_vec_DLogSum(double *vec, int n)
+{
+ int x;
+ double max, sum;
+
+ max = esl_vec_DMax(vec, n);
+ if (max == eslINFINITY) return eslINFINITY; /* avoid inf-inf below! */
+ sum = 0.0;
+ for (x = 0; x < n; x++)
+ if (vec[x] > max - 50.)
+ sum += exp(vec[x] - max);
+ sum = log(sum) + max;
+ return sum;
+}
+float
+esl_vec_FLogSum(float *vec, int n)
+{
+ int x;
+ float max, sum;
+
+ max = esl_vec_FMax(vec, n);
+ sum = 0.0;
+ for (x = 0; x < n; x++)
+ if (vec[x] > max - 50.)
+ sum += exp(vec[x] - max);
+ sum = log(sum) + max;
+ return sum;
+}
+
+
+/* Function: esl_vec_DLogNorm()
+ * Synopsis: Normalize a log p-vector, make it a p-vector.
+ * Incept: SRE, Thu Apr 7 17:45:39 2005 [St. Louis]
+ *
+ * Purpose: Given an unnormalized log probability vector <vec>
+ * of length <n>, normalize it and make it a
+ * probability vector.
+ *
+ * <esl_vec_FLogNorm()> does the same, but for a vector
+ * of floats instead of doubles.
+ *
+ * Returns: (void); <vec> is changed in place.
+ */
+void
+esl_vec_DLogNorm(double *vec, int n)
+{
+ double denom;
+
+ denom = esl_vec_DLogSum(vec, n);
+ esl_vec_DIncrement(vec, n, -1.*denom);
+ esl_vec_DExp(vec, n);
+}
+void
+esl_vec_FLogNorm(float *vec, int n)
+{
+ float denom;
+
+ denom = esl_vec_FLogSum(vec, n);
+ esl_vec_FIncrement(vec, n, -1.*denom);
+ esl_vec_FExp(vec, n);
+}
+
+/* Function: esl_vec_DValidate()
+ * Synopsis: Verifies that vector is p-vector.
+ * Incept: ER, Tue Dec 5 09:38:54 EST 2006 [janelia]
+ *
+ * Purpose: Validate a probability vector <vec> of length <n>.
+ * Each element has to be between 0 and 1, and
+ * the sum of all elements has to be 1.
+ *
+ * Args: v - p vector to validate.
+ * n - dimensionality of v
+ * tol - convergence criterion applied to sum of v
+ * errbuf - NULL, or a failure message buffer allocated
+ * for at least <eslERRBUFSIZE> chars.
+ *
+ * Returns: <eslOK> on success, or <eslFAIL> on validation failure.
+ * Upon failure, if caller provided a non-<NULL> <errbuf>,
+ * an informative message is left there.
+ */
+int
+esl_vec_DValidate(double *vec, int n, double tol, char *errbuf)
+{
+ int status;
+ int x;
+ double sum = 0.;
+
+ if (errbuf) *errbuf = 0;
+ if (n == 0) return eslOK;
+
+ for (x = 0; x < n; x++) {
+ if (vec[x] < 0.0 || vec[x] > 1.0)
+ ESL_XFAIL(eslFAIL, errbuf, "value %d is not a probability between 0..1", x);
+ sum += vec[x];
+ }
+
+ if (fabs(sum - 1.0) > tol)
+ ESL_XFAIL(eslFAIL, errbuf, "vector does not sum to 1.0");
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+int
+esl_vec_FValidate(float *vec, int n, float tol, char *errbuf)
+{
+ int status;
+ int x;
+ float sum = 0.;
+
+ if (errbuf) *errbuf = 0;
+ if (n == 0) return eslOK;
+
+ for (x = 0; x < n; x++) {
+ if (vec[x] < 0.0 || vec[x] > 1.0)
+ ESL_XFAIL(eslFAIL, errbuf, "value %d is not a probability between 0..1", x);
+ sum += vec[x];
+ }
+
+ if (fabs(sum - 1.0) > tol)
+ ESL_XFAIL(eslFAIL, errbuf, "vector does not sum to 1.0");
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: esl_vec_DLogValidate()
+ * Synopsis: Verify that vector is a log-p-vector.
+ * Incept: ER, Tue Dec 5 09:46:51 EST 2006 [janelia]
+ *
+ * Purpose: Validate a log probability vector <vec> of length <n>.
+ * The exp of each element has to be between 0 and 1, and
+ * the sum of all elements has to be 1.
+ *
+ * Args: v - log p vector to validate.
+ * n - dimensionality of v
+ * tol - convergence criterion applied to sum of exp v
+ * errbuf - NULL, or a failure message buffer allocated
+ * for at least p7_ERRBUFSIZE chars.
+ *
+ * Returns: <eslOK> on success, or <eslFAIL> on failure; upon failure,
+ * if caller provided a non-<NULL> <errbuf>, an informative
+ * message is left there.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_vec_DLogValidate(double *vec, int n, double tol, char *errbuf)
+{
+ int status;
+ double *expvec = NULL;
+
+ if (errbuf) *errbuf = 0;
+ if (n == 0) return eslOK;
+
+ ESL_ALLOC(expvec, sizeof(double)*n);
+ esl_vec_DCopy(vec, n, expvec);
+ esl_vec_DExp(expvec, n);
+ if ((status = esl_vec_DValidate(expvec, n, tol, errbuf)) != eslOK) goto ERROR;
+ free(expvec);
+ return eslOK;
+
+ ERROR:
+ if (expvec != NULL) free(expvec);
+ return status;
+}
+int
+esl_vec_FLogValidate(float *vec, int n, float tol, char *errbuf)
+{
+ int status;
+ float *expvec = NULL;
+
+ if (errbuf) *errbuf = 0;
+ if (n == 0) return eslOK;
+
+ ESL_ALLOC(expvec, sizeof(float)*n);
+ esl_vec_FCopy(vec, n, expvec);
+ esl_vec_FExp(expvec, n);
+ if ((status = esl_vec_FValidate(expvec, n, tol, errbuf)) != eslOK) goto ERROR;
+ free(expvec);
+ return eslOK;
+
+ ERROR:
+ if (expvec != NULL) free(expvec);
+ return eslOK;
+}
+
+
+
+/*****************************************************************
+ * 2. Unit tests
+ *****************************************************************/
+#ifdef eslVECTOROPS_TESTDRIVE
+static void
+utest_pvectors(void)
+{
+ char *msg = "pvector unit test failed";
+ double p1[4] = { 0.25, 0.25, 0.25, 0.25 };
+ double p2[4];
+ double p3[4];
+ float p1f[4];
+ float p2f[4] = { 0.0, 0.5, 0.5, 0.0 };
+ float p3f[4];
+ int n = 4;
+ double result;
+
+ esl_vec_D2F(p1, n, p1f);
+ esl_vec_F2D(p2f, n, p2);
+
+ if (esl_vec_DValidate(p1, n, 1e-12, NULL) != eslOK) esl_fatal(msg);
+ if (esl_vec_FValidate(p1f, n, 1e-7, NULL) != eslOK) esl_fatal(msg);
+
+ result = esl_vec_DEntropy(p1, n); if (esl_DCompare(2.0, result, 1e-9) != eslOK) esl_fatal(msg);
+ result = esl_vec_FEntropy(p1f, n); if (esl_DCompare(2.0, result, 1e-9) != eslOK) esl_fatal(msg);
+ result = esl_vec_DEntropy(p2, n); if (esl_DCompare(1.0, result, 1e-9) != eslOK) esl_fatal(msg);
+ result = esl_vec_FEntropy(p2f, n); if (esl_DCompare(1.0, result, 1e-9) != eslOK) esl_fatal(msg);
+
+ result = esl_vec_DRelEntropy(p2, p1, n); if (esl_DCompare(1.0, result, 1e-9) != eslOK) esl_fatal(msg);
+ result = esl_vec_FRelEntropy(p2f, p1f, n); if (esl_DCompare(1.0, result, 1e-9) != eslOK) esl_fatal(msg);
+
+ result = esl_vec_DRelEntropy(p1, p2, n); if (result != eslINFINITY) esl_fatal(msg);
+ result = esl_vec_FRelEntropy(p1f, p2f, n); if (result != eslINFINITY) esl_fatal(msg);
+
+ esl_vec_DLog(p2, n);
+ if (esl_vec_DLogValidate(p2, n, 1e-12, NULL) != eslOK) esl_fatal(msg);
+ esl_vec_DExp(p2, n);
+ if (p2[0] != 0.) esl_fatal(msg);
+
+ esl_vec_FLog(p2f, n);
+ if (esl_vec_FLogValidate(p2f, n, 1e-7, NULL) != eslOK) esl_fatal(msg);
+ esl_vec_FExp(p2f, n);
+ if (p2f[0] != 0.) esl_fatal(msg);
+
+ esl_vec_DCopy(p2, n, p3);
+ esl_vec_DScale(p3, n, 10.);
+ esl_vec_DNorm(p3, n);
+ if (esl_vec_DCompare(p2, p3, n, 1e-12) != eslOK) esl_fatal(msg);
+
+ esl_vec_DLog(p3, n);
+ result = esl_vec_DLogSum(p3, n); if (esl_DCompare(0.0, result, 1e-12) != eslOK) esl_fatal(msg);
+ esl_vec_DIncrement(p3, n, 2.0);
+ esl_vec_DLogNorm(p3, n);
+ if (esl_vec_DCompare(p2, p3, n, 1e-12) != eslOK) esl_fatal(msg);
+
+ esl_vec_FCopy(p2f, n, p3f);
+ esl_vec_FScale(p3f, n, 10.);
+ esl_vec_FNorm(p3f, n);
+ if (esl_vec_FCompare(p2f, p3f, n, 1e-7) != eslOK) esl_fatal(msg);
+
+ esl_vec_FLog(p3f, n);
+ result = esl_vec_FLogSum(p3f, n); if (esl_DCompare(0.0, result, 1e-7) != eslOK) esl_fatal(msg);
+ esl_vec_FIncrement(p3f, n, 2.0);
+ esl_vec_FLogNorm(p3f, n);
+ if (esl_vec_FCompare(p2f, p3f, n, 1e-7) != eslOK) esl_fatal(msg);
+
+ return;
+}
+#endif /*eslVECTOROPS_TESTDRIVE*/
+
+
+/*****************************************************************
+ * 3. Test driver
+ *****************************************************************/
+
+/* gcc -g -Wall -o test -I. -L. -DeslVECTOROPS_TESTDRIVE esl_vectorops.c -leasel -lm
+ */
+#ifdef eslVECTOROPS_TESTDRIVE
+#include "easel.h"
+#include "esl_vectorops.h"
+
+int main(void)
+{
+ utest_pvectors();
+ return 0;
+}
+#endif /*eslVECTOROPS_TESTDRIVE*/
+
+/*****************************************************************
+ * 4. Examples
+ *****************************************************************/
+
+#ifdef eslVECTOROPS_EXAMPLE
+/*::cexcerpt::vectorops_example::begin::*/
+/* gcc -g -Wall -o example -I. -DeslVECTOROPS_EXAMPLE esl_vectorops.c easel.c -lm */
+#include "easel.h"
+#include "esl_vectorops.h"
+
+int main(void)
+{
+ double *p;
+ char labels[] = "ACGT";
+ int n = 4;
+
+ p = malloc(sizeof(double) * n);
+ esl_vec_DSet(p, n, 1.0);
+ esl_vec_DNorm(p, n);
+ esl_vec_DDump(stdout, p, n, labels);
+ free(p);
+ return 0;
+}
+/*::cexcerpt::vectorops_example::end::*/
+#endif /*eslVECTOROPS_EXAMPLE*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_vectorops.h b/easel/esl_vectorops.h
new file mode 100644
index 0000000..4f4e679
--- /dev/null
+++ b/easel/esl_vectorops.h
@@ -0,0 +1,111 @@
+/* esl_vectorops.h
+ * Header file for vectorops.c
+ *
+ * SRE, Tue Oct 1 15:23:37 2002 [St. Louis]
+ * SVN $Id: esl_vectorops.h 228 2008-03-13 12:27:11Z eddys $
+ */
+#ifndef ESL_VECTOROPS_INCLUDED
+#define ESL_VECTOROPS_INCLUDED
+
+
+extern void esl_vec_DSet(double *vec, int n, double value);
+extern void esl_vec_FSet(float *vec, int n, float value);
+extern void esl_vec_ISet(int *vec, int n, int value);
+
+extern void esl_vec_DScale(double *vec, int n, double scale);
+extern void esl_vec_FScale(float *vec, int n, float scale);
+extern void esl_vec_IScale(int *vec, int n, int scale);
+
+extern void esl_vec_DIncrement(double *v, int n, double x);
+extern void esl_vec_FIncrement(float *v, int n, float x);
+extern void esl_vec_IIncrement(int *v, int n, int x);
+
+extern double esl_vec_DSum(double *vec, int n);
+extern float esl_vec_FSum(float *vec, int n);
+extern int esl_vec_ISum(int *vec, int n);
+
+extern void esl_vec_DAdd(double *vec1, const double *vec2, int n);
+extern void esl_vec_FAdd(float *vec1, const float *vec2, int n);
+extern void esl_vec_IAdd(int *vec1, const int *vec2, int n);
+
+extern void esl_vec_DAddScaled(double *vec1, double *vec2, double a, int n);
+extern void esl_vec_FAddScaled(float *vec1, float *vec2, float a, int n);
+extern void esl_vec_IAddScaled(int *vec1, int *vec2, int a, int n);
+
+extern void esl_vec_DCopy(const double *src, const int n, double *dest);
+extern void esl_vec_FCopy(const float *src, const int n, float *dest);
+extern void esl_vec_ICopy(const int *src, const int n, int *dest);
+
+extern int esl_vec_DCompare(double *vec1, double *vec2, int n, double tol);
+extern int esl_vec_FCompare(float *vec1, float *vec2, int n, float tol);
+extern int esl_vec_ICompare(int *vec1, int *vec2, int n);
+
+extern void esl_vec_DSwap(double *vec1, double *vec2, int n);
+extern void esl_vec_FSwap(float *vec1, float *vec2, int n);
+extern void esl_vec_ISwap(int *vec1, int *vec2, int n);
+
+extern double esl_vec_DDot(double *vec1, double *vec2, int n);
+extern float esl_vec_FDot(float *vec1, float *vec2, int n);
+extern int esl_vec_IDot(int *vec1, int *vec2, int n);
+
+extern double esl_vec_DMax(double *vec, int n);
+extern float esl_vec_FMax(float *vec, int n);
+extern int esl_vec_IMax(int *vec, int n);
+
+extern double esl_vec_DMin(double *vec, int n);
+extern float esl_vec_FMin(float *vec, int n);
+extern int esl_vec_IMin(int *vec, int n);
+
+extern int esl_vec_DArgMax(double *vec, int n);
+extern int esl_vec_FArgMax(float *vec, int n);
+extern int esl_vec_IArgMax(int *vec, int n);
+
+extern int esl_vec_DArgMin(double *vec, int n);
+extern int esl_vec_FArgMin(float *vec, int n);
+extern int esl_vec_IArgMin(int *vec, int n);
+
+extern void esl_vec_DSortIncreasing(double *vec, int n);
+extern void esl_vec_FSortIncreasing(float *vec, int n);
+extern void esl_vec_ISortIncreasing(int *vec, int n);
+
+extern void esl_vec_DSortDecreasing(double *vec, int n);
+extern void esl_vec_FSortDecreasing(float *vec, int n);
+extern void esl_vec_ISortDecreasing(int *vec, int n);
+
+extern int esl_vec_DDump(FILE *ofp, double *v, int n, char *label);
+extern int esl_vec_FDump(FILE *ofp, float *v, int n, char *label);
+extern int esl_vec_IDump(FILE *ofp, int *v, int n, char *label);
+
+extern void esl_vec_D2F(double *src, int n, float *dst);
+extern void esl_vec_F2D(float *src, int n, double *dst);
+extern void esl_vec_I2F(int *src, int n, float *dst);
+extern void esl_vec_I2D(int *src, int n, double *dst);
+
+extern void esl_vec_DNorm(double *vec, int n);
+extern void esl_vec_FNorm(float *vec, int n);
+
+extern void esl_vec_DLog(double *vec, int n);
+extern void esl_vec_FLog(float *vec, int n);
+
+extern double esl_vec_DEntropy(const double *p, int n);
+extern float esl_vec_FEntropy(const float *p, int n);
+
+extern double esl_vec_DRelEntropy(const double *p, const double *f, int n);
+extern float esl_vec_FRelEntropy(const float *p, const float *f, int n);
+
+extern void esl_vec_DExp(double *vec, int n);
+extern void esl_vec_FExp(float *vec, int n);
+
+extern double esl_vec_DLogSum(double *vec, int n);
+extern float esl_vec_FLogSum(float *vec, int n);
+
+extern void esl_vec_DLogNorm(double *vec, int n);
+extern void esl_vec_FLogNorm(float *vec, int n);
+
+extern int esl_vec_DValidate(double *vec, int n, double tol, char *errbuf);
+extern int esl_vec_FValidate(float *vec, int n, float tol, char *errbuf);
+
+extern int esl_vec_DLogValidate(double *vec, int n, double tol, char *errbuf);
+extern int esl_vec_FLogValidate(float *vec, int n, float tol, char *errbuf);
+
+#endif /* ESL_VECTOROPS_INCLUDED */
diff --git a/easel/esl_vectorops.tex b/easel/esl_vectorops.tex
new file mode 100644
index 0000000..473a3fe
--- /dev/null
+++ b/easel/esl_vectorops.tex
@@ -0,0 +1,55 @@
+
+The \eslmod{vectorops} module contains routines for simple operations
+on vectors.
+
+Different functions allow an operation to be performed in vectors
+containing elements of different scalar types (double, float,
+integer). The appropriate routine is prefixed with D, F, or I. For
+example, \ccode{esl\_vec\_DSet()} is the Set routine for a vector of
+doubles; \ccode{esl\_vec\_ISet()} is for integers.
+
+Table~\ref{tbl:vectorops_api} lists the functions in the
+\eslmod{vectorops} API.
+
+\begin{table}[bp]
+\begin{center}
+\begin{tabular}{ll}
+ \multicolumn{2}{c}{\textbf{All vectors}}\\
+\ccode{esl\_vec\_\{D,F,I\}Set()} & Set all items in vector to scalar value.\\
+\ccode{esl\_vec\_\{D,F,I\}Scale()} & Multiply all items in vector by scalar.\\
+\ccode{esl\_vec\_\{D,F,I\}Increment()} & Add a scalar to all items in vector.\\
+\ccode{esl\_vec\_\{D,F,I\}Sum()} & Return scalar sum of values in vector.\\
+\ccode{esl\_vec\_\{D,F,I\}Add()} & Add vec2 to vec1.\\
+\ccode{esl\_vec\_\{D,F,I\}AddScaled()} & Scale vec2 and add it to vec1.\\
+\ccode{esl\_vec\_\{D,F,I\}Copy()} & Set vec1 to be same as vec2. \\
+\ccode{esl\_vec\_\{D,F,I\}Compare()} & Compare vec1 to vec2 for equality. \\
+\ccode{esl\_vec\_\{D,F,I\}Swap()} & Swap vec1 and vec2. \\
+\ccode{esl\_vec\_\{D,F,I\}Dot()} & Return dot product of two vectors.\\
+\ccode{esl\_vec\_\{D,F,I\}Max()} & Return value of maximum element in vector.\\
+\ccode{esl\_vec\_\{D,F,I\}Min()} & Return value of minimum element in vector.\\
+\ccode{esl\_vec\_\{D,F,I\}ArgMax()} & Return index of maximum element in vector.\\
+\ccode{esl\_vec\_\{D,F,I\}ArgMin()} & Return index of minimum element in vector.\\
+\ccode{esl\_vec\_\{D,F,I\}SortIncreasing()}& Sort vector from smallest to largest.\\
+\ccode{esl\_vec\_\{D,F,I\}SortDecreasing()}& Sort vector from largest to smallest.\\
+\ccode{esl\_vec\_\{D,F,I\}Dump()} & Output vector to a stream as text.\\
+ \multicolumn{2}{c}{\textbf{Type conversions}}\\
+\ccode{esl\_vec\_\{D,I\}2F()} & Convert to single precision floats. \\
+\ccode{esl\_vec\_\{F,I\}2D()} & Convert to double precision floats. \\
+ \multicolumn{2}{c}{\textbf{Probability vectors}}\\
+\ccode{esl\_vec\_\{D,F\}Norm()} & Normalize a probability vector of length n.\\
+\ccode{esl\_vec\_\{D,F\}Log()} & Convert all items in vec to log probabilities. \\
+\ccode{esl\_vec\_\{D,F\}Entropy()} & Return Shannon entropy of probability vector $p$, in bits\\
+\ccode{esl\_vec\_\{D,F\}RelEntropy()} & Return relative entropy $D(p \parallel q)$ of $p,q$, in bits\\
+\ccode{esl\_vec\_\{D,F\}Validate()} & Verify that vector sums to one.\\
+ \multicolumn{2}{c}{\textbf{Log probability vectors}}\\
+\ccode{esl\_vec\_\{D,F\}Exp()} & Convert log p's back to probabilities\\
+\ccode{esl\_vec\_\{D,F\}LogSum()} & Given vector of log p's; return log of summed p's.\\
+\ccode{esl\_vec\_\{D,F\}LogNorm()} & Normalize a log p vector, making it a prob vector. \\
+\ccode{esl\_vec\_\{D,F\}LogValidate()} & Verifies that vector sums to one (in prob space). \\
+
+\end{tabular}
+\end{center}
+\caption{The \eslmod{vectorops} API.}
+\label{tbl:vectorops_api}
+\end{table}
+
diff --git a/easel/esl_vmx.c b/easel/esl_vmx.c
new file mode 100644
index 0000000..a401836
--- /dev/null
+++ b/easel/esl_vmx.c
@@ -0,0 +1,554 @@
+/* Vectorized routines for PowerPC, using Altivec/VMX.
+ *
+ * Table of contents
+ * 1. SIMD logf(), expf()
+ * 2. Miscellaneous convenience functions.
+ * 3. Benchmark
+ * 4. Unit tests
+ * 5. Test driver
+ * 6. Example
+ * 7. Copyright and license
+ *
+ * SRE, Sun Dec 16 09:14:51 2007 [Janelia]
+ * SVN $Id: esl_vmx.c 231 2008-03-25 14:43:57Z eddys $
+ *****************************************************************
+ * Credits:
+ *
+ * The logf() and expf() routines are derivatives of routines by
+ * Julien Pommier [http://gruntthepeon.free.fr/ssemath/]. Those
+ * routines were in turn based on serial implementations in the Cephes
+ * math library by Stephen Moshier [Moshier89;
+ * http://www.moshier.net/#Cephes]. Thanks and credit to both Moshier
+ * and Pommier for their clear code. Additional copyright and license
+ * information is appended at the end of the file.
+ */
+#include "esl_config.h"
+#ifdef HAVE_VMX
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <math.h>
+#include <float.h>
+
+#include <altivec.h>
+
+#include "easel.h"
+#include "esl_vmx.h"
+
+
+/*****************************************************************
+ * 1. VMX SIMD logf(), expf()
+ *****************************************************************/
+
+/* As of Dec 2007, I am unaware of any plans for Intel/AMD to release
+ * SSE intrinsics for logf(), expf(), or other special functions.
+ *
+ * I need them, and the code below should suffice. If you know of
+ * better ways to compute these functions, please let me know.
+ */
+
+/* Function: esl_vmx_logf()
+ * Synopsis: <r[z] = log x[z]>
+ *
+ * Purpose: Given a vector <x> containing four floats, returns a
+ * vector <r> in which each element <r[z] = logf(x[z])>.
+ *
+ * Valid in the domain $x_z > 0$ for normalized IEEE754
+ * $x_z$.
+ *
+ * For <x> $< 0$, including -0, returns <NaN>. For <x> $==
+ * 0$ or subnormal <x>, returns <-inf>. For <x = inf>,
+ * returns <inf>. For <x = NaN>, returns <NaN>. For
+ * subnormal <x>, returns <-inf>.
+ *
+ * Xref: J2/71.
+ *
+ * Note: Derived from SSE2 implementation which was
+ * Derived from an SSE1 implementation by Julian
+ * Pommier. Converted to SSE2 and added handling
+ * of IEEE754 specials.
+ */
+vector float
+esl_vmx_logf(vector float x)
+{
+ static float cephes_p[9] = { 7.0376836292E-2f, -1.1514610310E-1f, 1.1676998740E-1f,
+ -1.2420140846E-1f, 1.4249322787E-1f, -1.6668057665E-1f,
+ 2.0000714765E-1f, -2.4999993993E-1f, 3.3333331174E-1f };
+ vector float onev = (vector float) {1.0, 1.0, 1.0, 1.0}; /* all elem = 1.0 */
+ vector float v0p5 = (vector float) {0.5, 0.5, 0.5, 0.5}; /* all elem = 0.5 */
+ vector signed int ei;
+ vector float e;
+ vector bool int invalid_mask, zero_mask, inf_mask; /* masks used to handle special IEEE754 inputs */
+ vector bool int mask;
+ vector float origx;
+ vector float tmp;
+ vector float y;
+ vector float z;
+
+ /* first, split x apart: x = frexpf(x, &e); */
+ ei = vec_sr((vector signed int) x, ((vector unsigned int) {23, 23, 23, 23}));
+ /* shift right 23: IEEE754 floats: ei = biased exponents */
+ invalid_mask = vec_cmple(x, ((vector float) {0.0, 0.0, 0.0, 0.0})); /* mask any elem that's negative; these become NaN */
+ zero_mask = vec_cmpeq(ei,((vector signed int) {0, 0, 0, 0}));
+ /* mask any elem zero or subnormal; these become -inf */
+ inf_mask = vec_cmpeq(ei,((vector signed int) {255, 255, 255, 255}));
+ /* mask any elem +inf or NaN; these stay +inf or NaN */
+ origx = x; /* store original x, used for log(inf) = inf, log(NaN) = NaN */
+
+ x = vec_and(x, (vector float) ((vector unsigned int) {~0x7f800000, ~0x7f800000, ~0x7f800000, ~0x7f800000}));
+ /* x now the stored 23 bits of the 24-bit significand */
+ x = vec_or (x, v0p5); /* sets hidden bit b[0] */
+
+ ei = vec_sub(ei, ((vector signed int) {126, 126, 126, 126})); /* -127 (ei now signed base-2 exponent); then +1 */
+ e = vec_ctf(ei, 0);
+
+ /* now, calculate the log */
+ mask = vec_cmplt(x, ((vector float) {0.707106781186547524f,
+ 0.707106781186547524f, 0.707106781186547524f, 0.707106781186547524f})); /* avoid conditional branches. */
+ tmp = vec_and(x, (vector float) mask); /* tmp contains x values < 0.707, else 0 */
+ x = vec_sub(x, onev);
+ e = vec_sub(e, vec_and(onev, (vector float) mask));
+ x = vec_add(x, tmp);
+ z = vec_madd(x, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+
+ y = ((vector float) {cephes_p[0], cephes_p[0], cephes_p[0], cephes_p[0]}); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[1], cephes_p[1], cephes_p[1], cephes_p[1]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[2], cephes_p[2], cephes_p[2], cephes_p[2]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[3], cephes_p[3], cephes_p[3], cephes_p[3]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[4], cephes_p[4], cephes_p[4], cephes_p[4]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[5], cephes_p[5], cephes_p[5], cephes_p[5]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[6], cephes_p[6], cephes_p[6], cephes_p[6]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[7], cephes_p[7], cephes_p[7], cephes_p[7]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, ((vector float) {cephes_p[8], cephes_p[8], cephes_p[8], cephes_p[8]})); y = vec_madd(y, x, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_madd(y, z, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+
+ tmp = vec_madd(e, ((vector float) {-2.12194440e-4f, -2.12194440e-4f, -2.12194440e-4f, -2.12194440e-4f}), ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_add(y, tmp);
+
+ tmp = vec_madd(z, v0p5, ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ y = vec_sub(y, tmp);
+
+ tmp = vec_madd(e, ((vector float) {0.693359375f, 0.693359375f, 0.693359375f, 0.693359375f}), ((vector float) {0.0, 0.0, 0.0, 0.0}));
+ x = vec_add(x, y);
+ x = vec_add(x, tmp);
+
+ /* IEEE754 cleanup: */
+ x = vec_or(x, (vector float) invalid_mask); /* log(x<0, including -0) = NaN */
+ x = vec_sel(x, ((vector float) {-eslINFINITY, -eslINFINITY, -eslINFINITY, -eslINFINITY}), zero_mask); /* x zero or subnormal = -inf */
+ x = vec_sel(x, origx, inf_mask); /* log(inf)=inf; log(NaN) = NaN */
+ return x;
+}
+
+/* Function: esl_vmx_expf()
+ * Synopsis: <r[z] = exp x[z]>
+ *
+ * Purpose: Given a vector <x> containing four floats, returns a
+ * vector <r> in which each element <r[z] = logf(x[z])>.
+ *
+ * Valid for all IEEE754 floats $x_z$.
+ *
+ * Xref: J2/71
+ *
+ * Note: Derived from SSE2 implementation which was
+ * Derived from an SSE1 implementation by Julian
+ * Pommier. Converted to SSE2.
+ */
+vector float
+esl_vmx_expf(vector float x)
+{
+ static float cephes_p[6] = { 1.9875691500E-4f, 1.3981999507E-3f, 8.3334519073E-3f,
+ 4.1665795894E-2f, 1.6666665459E-1f, 5.0000001201E-1f };
+ static float cephes_c[2] = { 0.693359375f, -2.12194440e-4f };
+ static float maxlogf = 88.72283905206835; /* log(2^128) */
+ static float minlogf = -103.27892990343185; /* log(2^-149) */
+ vector signed int k;
+ vector bool int minmask, maxmask;
+ vector float tmp, fx, y, z;
+
+ vector float zerov = { 0.0, 0.0, 0.0, 0.0};
+
+ /* handle out-of-range and special conditions */
+ maxmask = vec_cmpgt(x, ((vector float) {maxlogf, maxlogf, maxlogf, maxlogf}));
+ minmask = vec_cmple(x, ((vector float) {minlogf, minlogf, minlogf, minlogf}));
+
+ /* range reduction: exp(x) = 2^k e^f = exp(f + k log 2); k = floorf(0.5 + x / log2): */
+ fx = vec_madd(x, ((vector float) {eslCONST_LOG2R, eslCONST_LOG2R, eslCONST_LOG2R, eslCONST_LOG2R}), zerov);
+ fx = vec_add(fx, ((vector float) {0.5, 0.5, 0.5, 0.5}));
+
+ /* floorf() with VMX: */
+ fx = vec_floor(fx);
+ k = vec_cts(fx, 0);
+
+ /* polynomial approx for e^f for f in range [-0.5, 0.5] */
+ tmp = vec_madd(fx, ((vector float) {cephes_c[0], cephes_c[0], cephes_c[0], cephes_c[0]}), zerov);
+ z = vec_madd(fx, ((vector float) {cephes_c[1], cephes_c[1], cephes_c[1], cephes_c[1]}), zerov);
+ x = vec_sub(x, tmp);
+ x = vec_sub(x, z);
+ z = vec_madd(x, x, zerov);
+
+ y = ((vector float) {cephes_p[0], cephes_p[0], cephes_p[0], cephes_p[0]}); y = vec_madd(y, x, zerov);
+ y = vec_add(y, ((vector float) {cephes_p[1], cephes_p[1], cephes_p[1], cephes_p[1]})); y = vec_madd(y, x, zerov);
+ y = vec_add(y, ((vector float) {cephes_p[2], cephes_p[2], cephes_p[2], cephes_p[2]})); y = vec_madd(y, x, zerov);
+ y = vec_add(y, ((vector float) {cephes_p[3], cephes_p[3], cephes_p[3], cephes_p[3]})); y = vec_madd(y, x, zerov);
+ y = vec_add(y, ((vector float) {cephes_p[4], cephes_p[4], cephes_p[4], cephes_p[4]})); y = vec_madd(y, x, zerov);
+ y = vec_add(y, ((vector float) {cephes_p[5], cephes_p[5], cephes_p[5], cephes_p[5]})); y = vec_madd(y, z, zerov);
+ y = vec_add(y, x);
+ y = vec_add(y, ((vector float) {1.0, 1.0, 1.0, 1.0}));
+
+ /* build 2^k by hand, by creating a IEEE754 float */
+ k = vec_add(k, ((vector signed int) {127, 127, 127, 127}));
+ k = vec_sl(k, ((vector unsigned int) {23, 23, 23, 23}));
+ fx = (vector float) k;
+
+
+ /* put 2^k e^f together (fx = 2^k, y = e^f) and we're done */
+ y = vec_madd(y, fx, zerov);
+
+ /* special/range cleanup */
+ y = vec_sel(y, ((vector float) {eslINFINITY, eslINFINITY, eslINFINITY, eslINFINITY}), maxmask); /* exp(x) = inf for x > log(2^128) */
+ y = vec_sel(y, zerov, minmask); /* exp(x) = 0 for x < log(2^-149) */
+ return y;
+}
+
+
+/*****************************************************************
+ * 2. Miscellaneous convenience functions
+ *****************************************************************/
+void
+esl_vmx_dump_vecfloat(FILE *fp, vector float v)
+{
+ float *p = (float *)&v;
+ printf("[%13.8g, %13.8g, %13.8g, %13.8g]", p[0], p[1], p[2], p[3]);
+}
+
+
+/*****************************************************************
+ * 3. Benchmark
+ *****************************************************************/
+#ifdef eslVMX_BENCHMARK
+
+/* gcc -msse2 -O3 -o benchmark-sse -I ~/src/hmmer/easel -L ~/src/hmmer/easel -DeslVMX_BENCHMARK -DHAVE_VMX esl_sse.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_stopwatch.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-N", eslARG_INT,"10000000", NULL, NULL, NULL, NULL, NULL, "number of trials", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "benchmark driver for sse module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ int N = esl_opt_GetInteger(go, "-N");
+ float origx = 2.0;
+ float x = origx;
+ vector float xv = (vector float) (x);
+ int i;
+
+ /* First, serial time. */
+ esl_stopwatch_Start(w);
+ for (i = 0; i < N; i++) { x = logf(x); x = expf(x); }
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "# serial CPU time: ");
+
+ /* Vector time */
+ esl_stopwatch_Start(w);
+ for (i = 0; i < N; i++) { xv = esl_vmx_logf(xv); xv = esl_vmx_expf(xv); }
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "# vector CPU time: ");
+
+ /* If you don't do something with x and xv, the compiler may optimize them away */
+ printf("%g => many scalar logf,expf cycles => %g\n", origx, N, x);
+ printf("%g => many vector logf,expf cycles => ", origx, N); esl_vmx_dump_vecfloat(stdout, xv); printf("\n");
+
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+#endif /*eslVMX_BENCHMARK*/
+
+
+/*****************************************************************
+ * 4. Unit tests
+ *****************************************************************/
+#ifdef eslVMX_TESTDRIVE
+
+#include "esl_getopts.h"
+#include "esl_random.h"
+
+/* utest_logf(): Test range/domain of logf */
+static void
+utest_logf(ESL_GETOPTS *go)
+{
+ vector float x; /* test input */
+ union { vector float v; float x[4]; } r; /* test output */
+
+ /* Test IEEE754 specials:
+ * log(-inf) = NaN log(x<0) = NaN log(-0) = NaN
+ * log(0) = -inf log(inf) = inf log(NaN) = NaN
+ */
+ x = (vector float) {-eslINFINITY, -1.0, -0.0, 0.0};
+ r.v = esl_vmx_logf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("logf");
+ esl_vmx_dump_vecfloat(stdout, x); printf(" ==> ");
+ esl_vmx_dump_vecfloat(stdout, r.v); printf("\n");
+ }
+ if (! isnan(r.x[0])) esl_fatal("logf(-inf) should be NaN");
+ if (! isnan(r.x[1])) esl_fatal("logf(-1) should be NaN");
+ if (! isnan(r.x[2])) esl_fatal("logf(-0) should be NaN");
+ if (isinf(r.x[3]) != -1) esl_fatal("logf(0) should be -inf");
+
+ x = (vector float) {eslINFINITY, eslNaN, FLT_MIN, FLT_MAX};
+ r.v = esl_vmx_logf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("logf");
+ esl_vmx_dump_vecfloat(stdout, x); printf(" ==> ");
+ esl_vmx_dump_vecfloat(stdout, r.v); printf("\n");
+ }
+ if (isinf(r.x[0]) != 1) esl_fatal("logf(inf) should be inf");
+ if (! isnan(r.x[1])) esl_fatal("logf(NaN) should be NaN");
+
+}
+
+/* utest_expf(): Test range/domain of expf */
+static void
+utest_expf(ESL_GETOPTS *go)
+{
+ vector float x; /* test input */
+ union { vector float v; float x[4]; } r; /* test output */
+
+ /* exp(-inf) = 0 exp(-0) = 1 exp(0) = 1 exp(inf) = inf exp(NaN) = NaN */
+ x = (vector float) {-eslINFINITY, -0.0, 0.0, eslINFINITY};
+ r.v = esl_vmx_expf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("expf");
+ esl_vmx_dump_vecfloat(stdout, x); printf(" ==> ");
+ esl_vmx_dump_vecfloat(stdout, r.v); printf("\n");
+ }
+ if (r.x[0] != 0.0f) esl_fatal("expf(-inf) should be 0");
+ if (isinf(r.x[3]) != 1) esl_fatal("expf(inf) should be inf");
+
+ /* exp(NaN) = NaN exp(large) = inf exp(-large) = 0 exp(1) = exp(1) */
+ x = (vector float) {eslNaN, 666.0, -666.0, 1.0};
+ r.v = esl_vmx_expf(x);
+ if (esl_opt_GetBoolean(go, "-v")) {
+ printf("expf");
+ esl_vmx_dump_vecfloat(stdout, x); printf(" ==> ");
+ esl_vmx_dump_vecfloat(stdout, r.v); printf("\n");
+ }
+ if (! isnan(r.x[0])) esl_fatal("expf(NaN) should be NaN");
+ if (isinf(r.x[1]) != 1) esl_fatal("expf(large x) should be inf");
+ if (r.x[2] != 0.0f) esl_fatal("expf(-large x) should be 0");
+
+}
+
+/* utest_odds(): test accuracy of logf, expf on odds ratios,
+ * our main intended use.
+ */
+static void
+utest_odds(ESL_GETOPTS *go, ESL_RANDOMNESS *r)
+{
+ int N = esl_opt_GetInteger(go, "-N");
+ int verbose = esl_opt_GetBoolean(go, "-v");
+ int very_verbose = esl_opt_GetBoolean(go, "--vv");
+ int i;
+ float p1, p2, odds;
+ union { vector float v; float x[4]; } r1;
+ union { vector float v; float x[4]; } r2;
+ float scalar_r1, scalar_r2;
+ double err1, maxerr1 = 0.0, avgerr1 = 0.0; /* errors on logf() */
+ double err2, maxerr2 = 0.0, avgerr2 = 0.0; /* errors on expf() */
+
+ for (i = 0; i < N; i++)
+ {
+ p1 = esl_rnd_UniformPositive(r);
+ p2 = esl_rnd_UniformPositive(r);
+ odds = p1 / p2;
+
+ if (odds == 0.0) esl_fatal("whoa, odds ratio can't be 0!\n");
+
+ r1.v = esl_vmx_logf((vector float) {odds}); /* r1.x[z] = log(p1/p2) */
+ scalar_r1 = logf(odds);
+
+ err1 = (r1.x[0] == 0. && scalar_r1 == 0.) ? 0.0 : 2 * fabs(r1.x[0] - scalar_r1) / fabs(r1.x[0] + scalar_r1);
+ if (err1 > maxerr1) maxerr1 = err1;
+ avgerr1 += err1 / (float) N;
+ if (isnan(avgerr1)) esl_fatal("whoa, what?\n");
+
+ r2.v = esl_vmx_expf(r1.v); /* and back to odds */
+ scalar_r2 = expf(r1.x[0]);
+
+ err2 = (r2.x[0] == 0. && scalar_r2 == 0.) ? 0.0 : 2 * fabs(r2.x[0] - scalar_r2) / fabs(r2.x[0] + scalar_r2);
+ if (err2 > maxerr2) maxerr2 = err2;
+ avgerr2 += err2 / (float) N;
+
+ if (very_verbose)
+ printf("%13.7g %13.7g %13.7g %13.7g %13.7g %13.7g %13.7g\n", odds, scalar_r1, r1.x[0], scalar_r2, r2.x[0], err1, err2);
+ }
+
+ if (avgerr1 > 1e-8) esl_fatal("average error on logf() is intolerable\n");
+ if (maxerr1 > 1e-6) esl_fatal("maximum error on logf() is intolerable\n");
+ if (avgerr2 > 1e-8) esl_fatal("average error on expf() is intolerable\n");
+ if (maxerr2 > 1e-6) esl_fatal("maximum error on expf() is intolerable\n");
+
+ if (verbose) {
+ printf("Average [max] logf() relative error in %d odds trials: %13.8g [%13.8g]\n", N, avgerr1, maxerr1);
+ printf("Average [max] expf() relative error in %d odds trials: %13.8g [%13.8g]\n", N, avgerr2, maxerr2);
+ printf("(random seed : %ld)\n", esl_randomness_GetSeed(r));
+ }
+}
+#endif /*eslVMX_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * 5. Test driver
+ *****************************************************************/
+
+#ifdef eslVMX_TESTDRIVE
+/* gcc -maltivec -g -Wall -o test -I. -L. -DeslVMX_TESTDRIVE -DHAVE_VMX esl_vmx.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_vmx.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-N", eslARG_INT, "10000", NULL, NULL, NULL, NULL, NULL, "number of random test points", 0 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use arbitrary random number seed", 0 },
+ { "-s", eslARG_INT, "42", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be verbose: show test report", 0 },
+ { "--vv", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be very verbose: show individual test samples", 0 },
+
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "test driver for vmx module";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r;
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ utest_logf(go);
+ utest_expf(go);
+ utest_odds(go, r);
+
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /* eslVMX_TESTDRIVE*/
+
+
+
+
+/*****************************************************************
+ * 6. Example
+ *****************************************************************/
+
+#ifdef eslVMX_EXAMPLE
+/*::cexcerpt::sse_example::begin::*/
+/* gcc -msse2 -g -Wall -o example -I. -L. -DeslVMX_EXAMPLE esl_sse.c -leasel -lm
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_vmx.h"
+
+int
+main(int argc, char **argv)
+{
+ float x; /* scalar input */
+ vector float xv; /* input vector */
+ union { vector float v; float x[4]; } rv; /* result vector*/
+
+ x = 2.0;
+ xv = (vector float) {x};
+ rv.v = esl_vmx_logf(xv);
+ printf("logf(%f) = %f\n", x, rv.x[0]);
+
+ rv.v = esl_vmx_expf(xv);
+ printf("expf(%f) = %f\n", x, rv.x[0]);
+
+ return 0;
+}
+/*::cexcerpt::sse_example::end::*/
+#endif /*eslVMX_EXAMPLE*/
+#endif /*HAVE_VMX*/
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
+
+/* Additionally, esl_sse_logf() and esl_sse_expf() are
+ * Copyright (C) 2007 Julien Pommier
+ * Copyright (C) 1992 Stephen Moshier
+ *
+ * These functions derived from zlib-licensed routines by
+ * Julien Pommier, http://gruntthepeon.free.fr/ssemath/. The
+ * zlib license:
+ */
+
+/* Copyright (C) 2007 Julien Pommier
+
+ This software is provided 'as-is', without any express or implied
+ warranty. In no event will the authors be held liable for any damages
+ arising from the use of this software.
+
+ Permission is granted to anyone to use this software for any purpose,
+ including commercial applications, and to alter it and redistribute it
+ freely, subject to the following restrictions:
+
+ 1. The origin of this software must not be misrepresented; you must not
+ claim that you wrote the original software. If you use this software
+ in a product, an acknowledgment in the product documentation would be
+ appreciated but is not required.
+ 2. Altered source versions must be plainly marked as such, and must not be
+ misrepresented as being the original software.
+ 3. This notice may not be removed or altered from any source distribution.
+*/
+
+/* In turn, Pommier had derived the logf() and expf() functions from
+ * serial versions in the Cephes math library. According to its
+ * readme, Cephes is "copyrighted by the author" and "may be used
+ * freely but it comes with no support or guarantee." Cephes is
+ * available in NETLIB [http://www.netlib.org/cephes/]. NETLIB is
+ * widely considered to be a free scientific code repository, hough
+ * the copyright and license status of many parts, including Cephes,
+ * is not well defined in legal terms. We hereby note this, and have
+ * attached Moshier's copyright.
+ */
diff --git a/easel/esl_vmx.h b/easel/esl_vmx.h
new file mode 100644
index 0000000..b73a01e
--- /dev/null
+++ b/easel/esl_vmx.h
@@ -0,0 +1,19 @@
+/* Vectorized routines for PowerPC, using Altivec.
+ *
+ */
+#ifdef HAVE_VMX
+#ifndef ESL_VMX_INCLUDED
+#define ESL_VMX_INCLUDED
+
+#include "easel.h"
+
+#include <stdio.h>
+#include <altivec.h>
+
+
+extern vector float esl_vmx_logf(vector float x);
+extern vector float esl_vmx_expf(vector float x);
+extern void esl_vmx_dump_vecfloat(FILE *fp, vector float v);
+
+#endif /*ESL_VMX_INCLUDED*/
+#endif /*HAVE_VMX*/
diff --git a/easel/esl_weibull.c b/easel/esl_weibull.c
new file mode 100644
index 0000000..7720d04
--- /dev/null
+++ b/easel/esl_weibull.c
@@ -0,0 +1,744 @@
+/* esl_weibull.c
+ * Statistical routines for Weibull distributions.
+ *
+ * SRE, Tue Aug 9 10:35:06 2005 [St. Louis]
+ * SVN $Id: esl_weibull.c 241 2008-04-01 19:01:52Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdio.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+#include "esl_weibull.h"
+
+#ifdef eslAUGMENT_RANDOM
+#include "esl_random.h"
+#endif
+#ifdef eslAUGMENT_HISTOGRAM
+#include "esl_histogram.h"
+#endif
+#ifdef eslAUGMENT_MINIMIZER
+#include "esl_minimizer.h"
+#endif
+
+
+/****************************************************************************
+ * Routines for evaluating densities and distributions
+ ****************************************************************************/
+/* mu <= x < infinity
+ * However, x=mu can be a problem:
+ * PDF-> 0 if tau > 1, infinity if tau < 1.
+ *
+ * lambda > 0
+ * tau > 0 [fat tail when tau < 1; inverse GEV when tau > 1;
+ * exponential when tau=1]
+ */
+
+
+/* Function: esl_wei_pdf()
+ * Incept: SRE, Tue Aug 9 13:42:17 2005 [St. Louis]
+ *
+ * Purpose: Calculates the Weibull pdf $P(X=x)$, given quantile <x>,
+ * offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_wei_pdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+
+ if (x < mu) return 0.;
+ if (x == mu) {
+ if (tau < 1.) return eslINFINITY;
+ else if (tau > 1.) return 0.;
+ else if (tau == 1.) return lambda;
+ }
+
+ val = lambda * tau *
+ exp((tau-1)*log(y)) *
+ exp(- exp(tau * log(y)));
+ return val;
+}
+
+/* Function: esl_wei_logpdf()
+ * Incept: SRE, Tue Aug 9 13:42:07 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log probability density function for the
+ * Weibull, $\log P(X=x)$, given quantile <x>,
+ * offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_wei_logpdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda * (x-mu);
+ double val;
+
+ if (x < mu) return -eslINFINITY;
+ if (x == mu) {
+ if (tau < 1.) return eslINFINITY; /* technically; but approaches it slowly*/
+ else if (tau > 1.) return -eslINFINITY; /* same as above, also a slow approach */
+ else if (tau == 1.) return log(lambda); /* special case, exponential */
+ }
+
+ val = log(tau) + tau*log(lambda) + (tau-1)*log(x-mu) - exp(tau * log(y));
+ return val;
+}
+
+/* Function: esl_wei_cdf()
+ * Incept: SRE, Tue Aug 9 15:19:06 2005 [St. Louis]
+ *
+ * Purpose: Calculates the cumulative distribution function for the
+ * Weibull, $P(X \leq x)$, given quantile <x>,
+ * offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_wei_cdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda*(x-mu);
+ double tly = tau * log(y);
+
+ if (x <= mu) return 0.0;
+ else if (fabs(tly) < eslSMALLX1) return exp(tly);
+ else return 1 - exp(-exp(tly));
+}
+
+/* Function: esl_wei_logcdf()
+ * Incept: SRE, Tue Aug 9 15:21:52 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log of the cumulative distribution function for a
+ * Weibull, $P(X \leq x)$, given quantile <x>,
+ * offset <mu>, and parameters <lambda> and <tau>.
+ */
+double
+esl_wei_logcdf(double x, double mu, double lambda, double tau)
+{
+ double y = lambda*(x-mu);
+ double tly = tau * log(y);
+
+ if (x <= mu) return -eslINFINITY;
+
+ if (fabs(tly) < eslSMALLX1) return tly;
+ else if (fabs(exp(-exp(tly))) < eslSMALLX1) return -exp(-exp(tly));
+ else return log(1 - exp(-exp(tly)));
+}
+
+
+/* Function: esl_wei_surv()
+ * Incept: SRE, Tue Aug 9 15:23:06 2005 [St. Louis]
+ *
+ * Purpose: Calculates the survivor function, $P(X>x)$ (that is, 1-CDF,
+ * the right tail probability mass) for a Weibull
+ * distribution, given quantile <x>, offset <mu>, and parameters
+ * <lambda> and <tau>.
+ */
+double
+esl_wei_surv(double x, double mu, double lambda, double tau)
+{
+ double y = lambda*(x-mu);
+ double tly = tau * log(y);
+
+ if (x <= mu) return 1.0;
+
+ return exp(-exp(tly));
+}
+
+/* Function: esl_wei_logsurv()
+ * Incept: SRE, Tue Aug 9 15:33:53 2005 [St. Louis]
+ *
+ * Purpose: Calculates the log survivor function, $\log P(X>x)$ (that is,
+ * log(1-CDF), the right tail log probability mass) for a
+ * Weibull distribution, given quantile <x>, offset <mu>,
+ * and parameters <lambda> and <tau>.
+ */
+double
+esl_wei_logsurv(double x, double mu, double lambda, double tau)
+{
+ double y = lambda*(x-mu);
+ double tly = tau * log(y);
+
+ if (x <= mu) return 0.0;
+
+ return -exp(tly);
+}
+
+/* Function: esl_wei_invcdf()
+ * Incept: SRE, Sun Aug 21 14:50:00 2005 [St. Louis]
+ *
+ * Purpose: Calculates the inverse CDF for a Weibull distribution
+ * with parameters <mu>, <lambda>, and <tau>, returning
+ * the quantile <x> at which the CDF is <p>, for $0<p<1$.
+ */
+double
+esl_wei_invcdf(double p, double mu, double lambda, double tau)
+{
+ return mu + 1/lambda * exp(1/tau * log(-log((1.-p))));
+}
+/*-------------------- end densities & distributions ------------------------*/
+
+
+
+
+/****************************************************************************
+ * Generic API routines: for general interface w/ histogram module
+ ****************************************************************************/
+
+/* Function: esl_wei_generic_pdf()
+ * Incept: SRE, Thu Aug 25 08:04:48 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_wei_pdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_wei_generic_pdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_wei_pdf(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_wei_generic_cdf()
+ * Incept: SRE, Fri Aug 19 09:34:26 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_wei_cdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_wei_generic_cdf(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_wei_cdf(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_wei_generic_surv()
+ * Incept: SRE, Fri Aug 19 09:34:26 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_wei_surv()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_wei_generic_surv(double x, void *params)
+{
+ double *p = (double *) params;
+ return esl_wei_surv(x, p[0], p[1], p[2]);
+}
+
+/* Function: esl_wei_generic_invcdf()
+ * Incept: SRE, Sun Aug 21 14:51:33 2005 [St. Louis]
+ *
+ * Purpose: Generic-API wrapper around <esl_wei_invcdf()>, taking
+ * a void ptr to a double array containing $\mu$, $\lambda$,
+ * $\tau$ parameters.
+ */
+double
+esl_wei_generic_invcdf(double p, void *params)
+{
+ double *v = (double *) params;
+ return esl_wei_invcdf(p, v[0], v[1], v[2]);
+}
+/*------------------------ end generic API ---------------------------------*/
+
+
+
+/****************************************************************************
+ * Routines for dumping plots for files
+ ****************************************************************************/
+
+/* Function: esl_wei_Plot()
+ * Incept: SRE, Fri Aug 19 09:38:02 2005 [St. Louis]
+ *
+ * Purpose: Plot some Weibull function <func> (for instance, <esl_wei_pdf()>)
+ * for Weibull parameters <mu>, <lambda>, and <tau>, for a range of
+ * quantiles x from <xmin> to <xmax> in steps of <xstep>;
+ * output to an open stream <fp> in xmgrace XY input format.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_wei_Plot(FILE *fp, double mu, double lambda, double tau,
+ double (*func)(double x, double mu, double lambda, double tau),
+ double xmin, double xmax, double xstep)
+{
+ double x;
+ for (x = xmin; x <= xmax; x += xstep)
+ if (x > mu || tau >= 1.) /* don't try to plot at mu where pdf blows up */
+ fprintf(fp, "%f\t%g\n", x, (*func)(x, mu, lambda, tau));
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+/*-------------------- end plot dumping routines ---------------------------*/
+
+
+
+
+
+/****************************************************************************
+ * Routines for sampling (requires augmentation w/ random module)
+ ****************************************************************************/
+#ifdef eslAUGMENT_RANDOM
+
+/* Function: esl_wei_Sample()
+ * Incept: SRE, Tue Aug 9 13:42:28 2005 [St. Louis]
+ *
+ * Purpose: Sample a Weibull random variate,
+ * by the transformation method.
+ */
+double
+esl_wei_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double tau)
+{
+ double p;
+ p = esl_rnd_UniformPositive(r);
+ return esl_wei_invcdf(p, mu, lambda, tau);
+}
+#endif /*eslAUGMENT_RANDOM*/
+/*--------------------------- end sampling ---------------------------------*/
+
+
+/****************************************************************************
+ * Maximum likelihood fitting
+ ****************************************************************************/
+#ifdef eslAUGMENT_MINIMIZER
+/* Easel's conjugate gradient descent code allows a single void ptr to
+ * point to any necessary fixed data, so we put everything into one
+ * structure:
+ */
+struct wei_data {
+ double *x; /* data: n observed samples */
+ int n; /* number of observed samples */
+ double mu; /* mu is considered to be known, not fitted */
+};
+
+/* wei_func():
+ * Returns the negative log likelihood of a complete data sample,
+ * in the API of the conjugate gradient descent optimizer in esl_minimizer.
+ */
+static double
+wei_func(double *p, int nparam, void *dptr)
+{
+ double lambda, tau;
+ struct wei_data *data;
+ double logL;
+ int i;
+
+ /* Unpack what the optimizer gave us.
+ */
+ lambda = exp(p[0]); /* see below for c.o.v. notes */
+ tau = exp(p[1]);
+ data = (struct wei_data *) dptr;
+
+ logL = 0.;
+ for (i = 0; i < data->n; i++)
+ {
+ if (tau < 1. && data->x[i] == data->mu) continue; /* hack: disallow infinity */
+ logL += esl_wei_logpdf(data->x[i], data->mu, lambda, tau);
+ }
+ return -logL; /* goal: minimize NLL */
+}
+
+/* Function: esl_wei_FitComplete()
+ * Incept: SRE, Tue Aug 9 13:55:37 2005 [St. Louis]
+ *
+ * Purpose: Given an array of <n> samples <x[0]..x[n-1>, fit
+ * them to a stretched exponential distribution starting
+ * at lower bound <mu> (all $x_i > \mu$), and
+ * return maximum likelihood parameters <ret_lambda>
+ * and <ret_tau>.
+ *
+ * Args: x - complete GEV-distributed data [0..n-1]
+ * n - number of samples in <x>
+ * ret_mu - RETURN: lower bound of the distribution (all x_i >= mu)
+ * ret_lambda - RETURN: maximum likelihood estimate of lambda
+ * ret_tau - RETURN: maximum likelihood estimate of tau
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ *
+ * Xref: STL9/136-137
+ */
+int
+esl_wei_FitComplete(double *x, int n, double *ret_mu,
+ double *ret_lambda, double *ret_tau)
+{
+ struct wei_data data;
+ double p[2]; /* parameter vector */
+ double u[2]; /* max initial step size vector */
+ double wrk[8]; /* 4 tmp vectors of length 2 */
+ double mean;
+ double mu, lambda, tau; /* initial param guesses */
+ double tol = 1e-6; /* convergence criterion for CG */
+ double fx; /* f(x) at minimum; currently unused */
+ int status;
+
+ /* Make a good initial guess, based on exponential fit;
+ * set an arbitrary tau.
+ */
+ mu = esl_vec_DMin(x, n);
+ esl_stats_DMean(x, n, &mean, NULL);
+ lambda = 1 / (mean - mu);
+ tau = 0.9;
+
+ /* Load the data structure
+ */
+ data.x = x;
+ data.n = n;
+ data.mu = mu;
+
+ /* Change of variables;
+ * lambda > 0, so c.o.v. lambda = exp^w, w = log(lambda);
+ * tau > 0, same c.o.v.
+ */
+ p[0] = log(lambda);
+ p[1] = log(tau);
+
+ u[0] = 1.0;
+ u[1] = 1.0;
+
+ /* pass problem to the optimizer
+ */
+ status = esl_min_ConjugateGradientDescent(p, u, 2,
+ &wei_func, NULL,
+ (void *)(&data),
+ tol, wrk, &fx);
+ *ret_mu = mu;
+ *ret_lambda = exp(p[0]);
+ *ret_tau = exp(p[1]);
+ return status;
+}
+
+#ifdef eslAUGMENT_HISTOGRAM
+struct wei_binned_data {
+ ESL_HISTOGRAM *h; /* contains the binned observed data */
+ double mu; /* mu is considered to be known, not fitted */
+};
+
+/* wei_binned_func():
+ * Returns the negative log likelihood of a binned data sample,
+ * in the API of the conjugate gradient descent optimizer in esl_minimizer.
+ */
+static double
+wei_binned_func(double *p, int nparam, void *dptr)
+{
+ struct wei_binned_data *data = (struct wei_binned_data *) dptr;
+ ESL_HISTOGRAM *h = data->h;
+ double lambda, tau;
+ double logL;
+ double ai,bi;
+ int i;
+ double tmp;
+
+ /* Unpack what the optimizer gave us.
+ */
+ lambda = exp(p[0]); /* see below for c.o.v. notes */
+ tau = exp(p[1]);
+
+ logL = 0.;
+ for (i = h->cmin; i <= h->imax; i++)
+ {
+ if (h->obs[i] == 0) continue;
+
+ ai = esl_histogram_Bin2LBound(h,i);
+ bi = esl_histogram_Bin2UBound(h,i);
+ if (ai < data->mu) ai = data->mu;
+
+ tmp = esl_wei_cdf(bi, data->mu, lambda, tau) -
+ esl_wei_cdf(ai, data->mu, lambda, tau);
+
+ if (tmp == 0.) return eslINFINITY;
+ ESL_DASSERT1( (tmp > 0.));
+
+ logL += h->obs[i] * log(tmp);
+ }
+ return -logL; /* goal: minimize NLL */
+}
+
+/* Function: esl_wei_FitCompleteBinned()
+ * Incept: SRE, Sun Aug 21 15:17:45 2005 [St. Louis]
+ *
+ * Purpose: Given a histogram <g> with binned observations, where each
+ * bin i holds some number of observed samples x with values from
+ * lower bound l to upper bound u (that is, $l < x \leq u$), and
+ * <mu>, the known offset (minimum value) of the distribution;
+ * return maximum likelihood parameters <ret_lambda>
+ * and <ret_tau>.
+ *
+ * Args: x - complete GEV-distributed data [0..n-1]
+ * n - number of samples in <x>
+ * ret_mu - lower bound of the distribution (all x_i > mu)
+ * ret_lambda - RETURN: maximum likelihood estimate of lambda
+ * ret_tau - RETURN: maximum likelihood estimate of tau
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslENOHALT> if the fit doesn't converge.
+ *
+ * Xref: STL9/136-137
+ */
+int
+esl_wei_FitCompleteBinned(ESL_HISTOGRAM *h, double *ret_mu,
+ double *ret_lambda, double *ret_tau)
+{
+ struct wei_binned_data data;
+ double p[2]; /* parameter vector */
+ double u[2]; /* max initial step size vector */
+ double wrk[8]; /* 4 tmp vectors of length 2 */
+ double mean;
+ double mu, lambda, tau; /* initial param guesses */
+ double tol = 1e-6; /* convergence criterion for CG */
+ double fx; /* f(x) at minimum; currently unused */
+ int status;
+ int i;
+ double ai;
+
+ /* Set the fixed mu.
+ * Make a good initial guess of lambda, based on exponential fit.
+ * Choose an arbitrary tau.
+ */
+ if (h->is_tailfit) mu = h->phi; /* all x > mu in this case */
+ else if (h->is_rounded) mu = esl_histogram_Bin2LBound(h, h->imin);
+ else mu = h->xmin;
+
+ mean = 0.;
+ for (i = h->cmin; i <= h->imax; i++)
+ {
+ ai = esl_histogram_Bin2LBound(h, i);
+ ai += 0.5*h->w; /* midpoint in bin */
+ mean += (double)h->obs[i] * ai;
+ }
+ mean /= h->No;
+ lambda = 1 / (mean - mu);
+
+ tau = 0.9;
+
+ /* load the data structure */
+ data.h = h;
+ data.mu = mu;
+
+ /* Change of variables;
+ * lambda > 0, so c.o.v. lambda = exp^w, w = log(lambda);
+ * tau > 0, same c.o.v.
+ */
+ p[0] = log(lambda);
+ p[1] = log(tau);
+
+ u[0] = 1.0;
+ u[1] = 1.0;
+
+ /* pass problem to the optimizer
+ */
+ status = esl_min_ConjugateGradientDescent(p, u, 2,
+ &wei_binned_func, NULL,
+ (void *)(&data),
+ tol, wrk, &fx);
+ *ret_mu = mu;
+ *ret_lambda = exp(p[0]);
+ *ret_tau = exp(p[1]);
+ return status;
+}
+#endif /*eslAUGMENT_HISTOGRAM*/
+#endif /*eslAUGMENT_MINIMIZER*/
+/*--------------------------- end fitting ----------------------------------*/
+
+
+/****************************************************************************
+ * Example main()
+ ****************************************************************************/
+#ifdef eslWEIBULL_EXAMPLE
+/*::cexcerpt::wei_example::begin::*/
+/* compile:
+ gcc -g -Wall -I. -o example -DeslWEIBULL_EXAMPLE\
+ -DeslAUGMENT_HISTOGRAM -DeslAUGMENT_RANDOM -DeslAUGMENT_MINIMIZER\
+ esl_weibull.c esl_histogram.c esl_random.c esl_minimizer.c\
+ esl_stats.c esl_vectorops.c easel.c -lm
+ * run: ./example
+ */
+#include <stdio.h>
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_weibull.h"
+
+int
+main(int argc, char **argv)
+{
+ double mu = -2.1;
+ double lambda = 1.0;
+ double tau = 0.8;
+ ESL_HISTOGRAM *h = esl_histogram_CreateFull(mu, 100., 0.1);
+ ESL_RANDOMNESS *r = esl_randomness_CreateTimeseeded();
+ int n = 10000;
+ double emu, elambda, etau;
+ double *data;
+ int ndata;
+ double x;
+ int i;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_wei_Sample(r, mu, lambda, tau);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ /* Plot the empirical (sampled) and expected survivals */
+ esl_histogram_PlotSurvival(stdout, h);
+ esl_wei_Plot(stdout, mu, lambda, tau,
+ &esl_wei_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to complete data, and plot fitted survival curve */
+ esl_wei_FitComplete(data, ndata, &emu, &elambda, &etau);
+ esl_wei_Plot(stdout, emu, elambda, etau,
+ &esl_wei_surv, h->xmin, h->xmax, 0.1);
+
+ /* ML fit to binned data, plot fitted survival curve */
+ esl_wei_FitCompleteBinned(h, &emu, &elambda, &etau);
+ esl_wei_Plot(stdout, emu, elambda, etau,
+ &esl_wei_surv, h->xmin, h->xmax, 0.1);
+
+ esl_randomness_Destroy(r);
+ esl_histogram_Destroy(h);
+ return 0;
+}
+/*::cexcerpt::wei_example::end::*/
+#endif /*eslWEIBULL_EXAMPLE*/
+
+
+
+
+
+/****************************************************************************
+ * Test driver
+ ****************************************************************************/
+#ifdef eslWEIBULL_TESTDRIVE
+/* Compile:
+ gcc -g -Wall -I. -I ~/src/easel -L ~/src/easel -o test -DeslWEIBULL_TESTDRIVE\
+ esl_weibull.c -leasel -lm
+*/
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_random.h"
+#include "esl_histogram.h"
+#include "esl_weibull.h"
+
+int
+main(int argc, char **argv)
+{
+ ESL_HISTOGRAM *h;
+ ESL_RANDOMNESS *r;
+ double mu = 10.0;
+ double lambda = 1.0;
+ double tau = 0.7;
+ int n = 10000;
+ double binwidth = 0.1;
+ double emu, elambda, etau;
+ int i;
+ double x;
+ double *data;
+ int ndata;
+
+ int opti;
+ int be_verbose = FALSE;
+ char *plotfile = NULL;
+ FILE *pfp = stdout;
+ int plot_pdf = FALSE;
+ int plot_logpdf = FALSE;
+ int plot_cdf = FALSE;
+ int plot_logcdf = FALSE;
+ int plot_surv = FALSE;
+ int plot_logsurv = FALSE;
+ int xmin_set = FALSE;
+ double xmin;
+ int xmax_set = FALSE;
+ double xmax;
+ int xstep_set = FALSE;
+ double xstep;
+
+ for (opti = 1; opti < argc && *(argv[opti]) == '-'; opti++)
+ {
+ if (strcmp(argv[opti], "-m") == 0) mu = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-l") == 0) lambda = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-n") == 0) n = atoi(argv[++opti]);
+ else if (strcmp(argv[opti], "-o") == 0) plotfile = argv[++opti];
+ else if (strcmp(argv[opti], "-v") == 0) be_verbose = TRUE;
+ else if (strcmp(argv[opti], "-t") == 0) tau = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-w") == 0) binwidth = atof(argv[++opti]);
+ else if (strcmp(argv[opti], "-C") == 0) plot_cdf = TRUE;
+ else if (strcmp(argv[opti], "-LC") == 0) plot_logcdf = TRUE;
+ else if (strcmp(argv[opti], "-P") == 0) plot_pdf = TRUE;
+ else if (strcmp(argv[opti], "-LP") == 0) plot_logpdf = TRUE;
+ else if (strcmp(argv[opti], "-S") == 0) plot_surv = TRUE;
+ else if (strcmp(argv[opti], "-LS") == 0) plot_logsurv = TRUE;
+ else if (strcmp(argv[opti], "-XL") == 0) { xmin_set = TRUE; xmin = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XH") == 0) { xmax_set = TRUE; xmax = atof(argv[++opti]); }
+ else if (strcmp(argv[opti], "-XS") == 0) { xstep_set = TRUE; xstep = atof(argv[++opti]); }
+ else ESL_EXCEPTION(eslEINVAL, "bad option");
+ }
+
+ if (be_verbose)
+ printf("Parametric: mu = %f lambda = %f tau = %f\n", mu, lambda, tau);
+
+ r = esl_randomness_CreateTimeseeded();
+ h = esl_histogram_CreateFull(mu, 100., binwidth);
+ if (plotfile != NULL) {
+ if ((pfp = fopen(plotfile, "w")) == NULL)
+ ESL_EXCEPTION(eslFAIL, "Failed to open plotfile");
+ }
+ if (! xmin_set) xmin = mu;
+ if (! xmax_set) xmax = mu+40*(1./lambda);
+ if (! xstep_set) xstep = 0.1;
+
+ for (i = 0; i < n; i++)
+ {
+ x = esl_wei_Sample(r, mu, lambda, tau);
+ esl_histogram_Add(h, x);
+ }
+ esl_histogram_GetData(h, &data, &ndata);
+
+ esl_wei_FitComplete(data, ndata, &emu, &elambda, &etau);
+ if (be_verbose)
+ printf("Complete data fit: mu = %f lambda = %f tau = %f\n",
+ emu, elambda, etau);
+ if (fabs( (emu-mu)/mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted mu > 1%\n");
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted lambda > 10%\n");
+ if (fabs( (etau-tau)/tau ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (complete) fitted tau > 10%\n");
+
+ esl_wei_FitCompleteBinned(h, &emu, &elambda, &etau);
+ if (be_verbose)
+ printf("Binned data fit: mu = %f lambda = %f tau = %f\n",
+ emu, elambda, etau);
+ if (fabs( (emu-mu)/mu ) > 0.01)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted mu > 1%\n");
+ if (fabs( (elambda-lambda)/lambda ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted lambda > 10%\n");
+ if (fabs( (etau-tau)/tau ) > 0.10)
+ ESL_EXCEPTION(eslFAIL, "Error in (binned) fitted lambda > 10%\n");
+
+ if (plot_pdf) esl_wei_Plot(pfp, mu, lambda, tau, &esl_wei_pdf, xmin, xmax, xstep);
+ if (plot_logpdf) esl_wei_Plot(pfp, mu, lambda, tau, &esl_wei_logpdf, xmin, xmax, xstep);
+ if (plot_cdf) esl_wei_Plot(pfp, mu, lambda, tau, &esl_wei_cdf, xmin, xmax, xstep);
+ if (plot_logcdf) esl_wei_Plot(pfp, mu, lambda, tau, &esl_wei_logcdf, xmin, xmax, xstep);
+ if (plot_surv) esl_wei_Plot(pfp, mu, lambda, tau, &esl_wei_surv, xmin, xmax, xstep);
+ if (plot_logsurv) esl_wei_Plot(pfp, mu, lambda, tau, &esl_wei_logsurv, xmin, xmax, xstep);
+
+ if (plotfile != NULL) fclose(pfp);
+ esl_histogram_Destroy(h);
+ esl_randomness_Destroy(r);
+ return 0;
+}
+#endif /*eslWEIBULL_TESTDRIVE*/
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_weibull.h b/easel/esl_weibull.h
new file mode 100644
index 0000000..58ec349
--- /dev/null
+++ b/easel/esl_weibull.h
@@ -0,0 +1,55 @@
+/* esl_weibull.h
+ * Weibull distributions.
+ *
+ * SRE, Tue Aug 9 10:48:35 2005 [St. Louis]
+ * SVN $Id: esl_weibull.h 83 2005-12-13 20:54:07Z eddy $
+ */
+#ifndef ESL_WEI_INCLUDED
+#define ESL_WEI_INCLUDED
+
+#ifdef eslAUGMENT_RANDOM
+#include <esl_random.h>
+#endif
+
+#ifdef eslAUGMENT_HISTOGRAM
+#include <esl_histogram.h>
+#endif
+
+extern double esl_wei_pdf (double x, double mu, double lambda, double tau);
+extern double esl_wei_logpdf (double x, double mu, double lambda, double tau);
+extern double esl_wei_cdf (double x, double mu, double lambda, double tau);
+extern double esl_wei_logcdf (double x, double mu, double lambda, double tau);
+extern double esl_wei_surv (double x, double mu, double lambda, double tau);
+extern double esl_wei_logsurv(double x, double mu, double lambda, double tau);
+extern double esl_wei_invcdf (double p, double mu, double lambda, double tau);
+
+extern double esl_wei_generic_pdf (double x, void *params);
+extern double esl_wei_generic_cdf (double x, void *params);
+extern double esl_wei_generic_surv (double x, void *params);
+extern double esl_wei_generic_invcdf(double p, void *params);
+
+extern int esl_wei_Plot(FILE *fp, double mu, double lambda, double tau,
+ double (*func)(double x, double mu, double lambda, double tau),
+ double xmin, double xmax, double xstep);
+
+
+#ifdef eslAUGMENT_RANDOM
+extern double esl_wei_Sample(ESL_RANDOMNESS *r, double mu, double lambda, double tau);
+#endif
+
+#ifdef eslAUGMENT_MINIMIZER
+extern int esl_wei_FitComplete(double *x, int n, double *ret_mu,
+ double *ret_lambda, double *ret_tau);
+#ifdef eslAUGMENT_HISTOGRAM
+extern int esl_wei_FitCompleteBinned(ESL_HISTOGRAM *h, double *ret_mu,
+ double *ret_lambda, double *ret_tau);
+#endif /*eslAUGMENT_HISTOGRAM*/
+#endif /*eslAUGMENT_MINIMIZER*/
+
+
+#endif /*ESL_WEI_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_weibull.tex b/easel/esl_weibull.tex
new file mode 100644
index 0000000..4b435a7
--- /dev/null
+++ b/easel/esl_weibull.tex
@@ -0,0 +1,47 @@
+
+The Weibull distribution may be useful for fitting fat-tailed
+empirical distributions.
+
+In the literature, the Weibull is sometimes called a ``stretched
+exponential'' distribution when its shape parameter $\tau$ is less
+than 1. ``Stretched exponential'' distributions in the literature are
+either Weibull (PDF $ = \lambda \tau (\lambda x)^\tau exp\left[-
+(\lambda x)^tau \right]$ or a more simple PDF $\propto exp\left[-
+{\lambda(x-\mu)}^tau \right]$. Easel treats the latter form in the
+\eslmod{stretchexp} module.
+
+\subsection{Weibull densities}
+
+The probability density function (PDF) is:
+
+\begin{equation}
+P(X=x) = \lambda \tau [\lambda(x - \mu)]^{\tau-1} e^{- [\lambda(x-\mu)]^{\tau}}
+\label{eqn:weibull_pdf}
+\end{equation}
+
+The cumulative distribution function (CDF) is:
+
+\begin{equation}
+P(X \leq x) = 1 - e^{- [\lambda(x-\mu)]^{\tau}}
+\label{eqn:weibull_cdf}
+\end{equation}
+
+Variate $x$ ranges $\mu \leq x < \infty$. (However, for $\tau < 1$,
+the PDF goes to infinity at $x=\mu$, so evaluating at $x=\mu$ may not
+be desired.)
+
+Location parameter $\mu$ is unconstrained, $-\infty < \mu <
+\infty$. (Weibull distributions are usually represented without an
+explicit location parameter, implicitly assuming $\mu = 0$.)
+
+Scale parameter $\lambda$ is nonnegative, $\lambda >
+0$. (Alteratively, Weibull distributions are also sometimes
+represented with a scale parameter $b = \frac{1}{\lambda}$.)
+
+Shape parameter $\tau$ is nonnegative, $\tau > 0$.
+
+
+
+
+
+
diff --git a/easel/esl_wuss.c b/easel/esl_wuss.c
new file mode 100644
index 0000000..728f70e
--- /dev/null
+++ b/easel/esl_wuss.c
@@ -0,0 +1,516 @@
+/* wuss.c
+ * RNA secondary structure markup in WUSS notation.
+ *
+ * SRE, Tue Feb 15 08:43:23 2005
+ * SVN $Id: esl_wuss.c 241 2008-04-01 19:01:52Z eddys $
+ * xref squid wuss.c.
+ */
+
+#include <esl_config.h>
+
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#include "esl_stack.h"
+#include "esl_wuss.h"
+
+/* Function: esl_wuss2ct()
+ * Incept: SRE, Tue Feb 15 08:44:54 2005 [St. Louis]
+ *
+ * Purpose: Given a secondary structure string <ss>, <0..len-1>,
+ * in WUSS notation, convert it to a CT array, <1..len>,
+ * in <ct>. Caller provides a <ct> allocated for at least
+ * <len+1> ints. <ct[i]> is the position that residue i
+ * base pairs to, or 0 if i is unpaired. <ct[0]> is undefined
+ * (but if you care: it is set to 0).
+ *
+ * WUSS notation is interpreted loosely here, as input
+ * WUSS. Any matching bracket pair or upper/lower case
+ * alphabetic pair is interpreted as a base pair; any other
+ * WUSS annotation is interpreted as unpaired.
+ *
+ * Returns: <eslOK> on success. Returns <eslESYNTAX> if the WUSS
+ * string isn't valid.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+esl_wuss2ct(char *ss, int len, int *ct)
+{
+ ESL_STACK *pda[27]; /* 1 secondary structure + up to 26 levels of pk's */
+ int i;
+ int pos, pair;
+ int status; /* success or failure return status */
+
+ /* Initialization: always initialize the main pda (0);
+ * we'll init the pk pda's on demand.
+ */
+ if ((pda[0] = esl_stack_ICreate()) == NULL) goto FINISH;
+ for (i = 1; i <= 26; i++) pda[i] = NULL;
+
+ for (pos = 0; pos <= len; pos++) ct[pos] = 0;
+
+ for (pos = 1; pos <= len; pos++)
+ {
+ if (!isprint((int) ss[pos-1])) /* armor against garbage */
+ { status = eslESYNTAX; goto FINISH; }
+
+ /* left side of a pair: push position onto stack 0 (pos = 1..L) */
+ else if (ss[pos-1] == '<' ||
+ ss[pos-1] == '(' ||
+ ss[pos-1] == '[' ||
+ ss[pos-1] == '{')
+ {
+ if ((status = esl_stack_IPush(pda[0], pos)) != eslOK) goto FINISH;
+ }
+
+ /* right side of a pair; resolve pair; check for agreement */
+ else if (ss[pos-1] == '>' ||
+ ss[pos-1] == ')' ||
+ ss[pos-1] == ']' ||
+ ss[pos-1] == '}')
+ {
+ if (esl_stack_IPop(pda[0], &pair) == eslEOD)
+ { status = eslESYNTAX; goto FINISH;} /* no closing bracket */
+ else if ((ss[pair-1] == '<' && ss[pos-1] != '>') ||
+ (ss[pair-1] == '(' && ss[pos-1] != ')') ||
+ (ss[pair-1] == '[' && ss[pos-1] != ']') ||
+ (ss[pair-1] == '{' && ss[pos-1] != '}'))
+ { status = eslESYNTAX; goto FINISH; } /* brackets don't match */
+ else
+ {
+ ct[pos] = pair;
+ ct[pair] = pos;
+ }
+ }
+ /* same stuff for pseudoknots */
+ else if (isupper((int) ss[pos-1]))
+ {
+ /* Create the PK stacks on demand.
+ */
+ i = ss[pos-1] - 'A' + 1;
+ if (pda[i] == NULL)
+ if ((pda[i] = esl_stack_ICreate()) == NULL)
+ { status = eslEMEM; goto FINISH; }
+
+ if ((status = esl_stack_IPush(pda[i], pos)) != eslOK) goto FINISH;
+ }
+ else if (islower((int) ss[pos-1]))
+ {
+ i = ss[pos-1] - 'a' + 1;
+ if (pda[i] == NULL ||
+ esl_stack_IPop(pda[i], &pair) == eslEOD)
+ { status = eslESYNTAX; goto FINISH;}
+ else
+ {
+ ct[pos] = pair;
+ ct[pair] = pos;
+ }
+ }
+ else if (strchr(":,_-.~", ss[pos-1]) == NULL)
+ { status = eslESYNTAX; goto FINISH; } /* bogus character */
+ }
+ status = eslOK;
+
+ FINISH:
+ for (i = 0; i <= 26; i++)
+ if (pda[i] != NULL)
+ { /* nothing should be left on stacks */
+ if (esl_stack_ObjectCount(pda[i]) != 0)
+ status = eslESYNTAX;
+ esl_stack_Destroy(pda[i]);
+ }
+ return status;
+}
+
+
+/* Function: esl_ct2wuss()
+ * Incept: SRE, Wed Feb 16 11:22:53 2005 [St. Louis]
+ *
+ * Purpose: Convert a CT array <ct> for <n> residues (1..n) to a WUSS
+ * format string <ss>. <ss> must be allocated for at least
+ * n+1 chars (+1 for the terminal NUL).
+ *
+ * Currently limited to nonpseudoknotted structures. Attempting
+ * to convert a pseudoknot-containing <ct> will return an
+ * <eslEINVAL> error.
+ *
+ * Returns: <eslOK> on success.
+ * <eslEINVAL> if <ct> contains a pseudoknot.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINCONCEIVABLE> on internal failure.
+ */
+int
+esl_ct2wuss(int *ct, int n, char *ss)
+{
+ ESL_STACK *pda = NULL; /* main stack */
+ ESL_STACK *aux = NULL; /* aux storage */
+ int status = eslEMEM; /* exit status 'til proven otherwise */
+ int i,j;
+ int nfaces;
+ int minface;
+
+ ss[0] = '\0'; /* in case we abort, and caller does something dumb w/ ss */
+
+ if ((pda = esl_stack_ICreate()) == NULL) goto FINISH;
+ if ((aux = esl_stack_ICreate()) == NULL) goto FINISH;
+
+ for (j = 1; j <= n; j++)
+ {
+ if (ct[j] == 0) /* unpaired: push j. */
+ {
+ if (esl_stack_IPush(pda, j) != eslOK) goto FINISH;
+ }
+ else if (ct[j] > j) /* left side of a bp: push j. */
+ {
+ if (esl_stack_IPush(pda, j) != eslOK) goto FINISH;
+ }
+ else /* right side of a bp; main routine: resolve a subseq */
+ {
+ /* Pop back until we find the left partner of i;
+ * store SS residues in aux;
+ * keep track of #faces and the maximum face depth.
+ */
+ nfaces = 0;
+ minface = -1;
+ while (1)
+ {
+ if (esl_stack_IPop(pda, &i) != eslOK) goto FINISH;
+
+ if (i < 0) /* a face counter */
+ {
+ nfaces++;
+ if (i < minface) minface = i;
+ }
+ else if (ct[i] == j)
+ break; /* we found the i,j pair. */
+ else if (ct[i] == 0)
+ {
+ if (esl_stack_IPush(aux, i) != eslOK) goto FINISH;
+ }
+ else /* ct[i]>0, != j: i is paired, but not to j: pseudoknot! */
+ {
+ esl_stack_Destroy(pda); esl_stack_Destroy(aux);
+ ESL_EXCEPTION(eslEINVAL, "pseudoknots not permitted yet");
+ }
+ }
+
+ /* Now we know i,j pair; and we know how many faces are
+ * above them; and we know the max depth of those faces.
+ * That's enough to label the pair in WUSS notation.
+ * if nfaces == 0, minface is -1; <> a closing bp of a hairpin.
+ * if nfaces == 1, inherit minface, we're continuing a stem.
+ * if nfaces > 1, bump minface in depth; we're closing a bifurc.
+ */
+ if (nfaces > 1 && minface > -4) minface--;
+ switch (minface) {
+ case -1: ss[i-1] = '<'; ss[j-1] = '>'; break;
+ case -2: ss[i-1] = '('; ss[j-1] = ')'; break;
+ case -3: ss[i-1] = '['; ss[j-1] = ']'; break;
+ case -4: ss[i-1] = '{'; ss[j-1] = '}'; break;
+ default:
+ esl_stack_Destroy(pda); esl_stack_Destroy(aux);
+ ESL_EXCEPTION(eslEINCONCEIVABLE, "no such face code");
+ }
+ if (esl_stack_IPush(pda, minface) != eslOK) goto FINISH;
+
+ /* Now, aux contains all the unpaired residues we need to label,
+ * according to the # of faces "above" them:
+ * nfaces = 0: hairpin loop
+ * nfaces = 1: bulge or interior loop
+ * nfaces > 1: multifurc
+ */
+ while (esl_stack_IPop(aux, &i) == eslOK)
+ {
+ switch (nfaces) {
+ case 0: ss[i-1] = '_'; break;
+ case 1: ss[i-1] = '-'; break;
+ default: ss[i-1] = ','; break; /* nfaces > 1 */
+ }
+ }
+
+ } /* finished processing a subseq enclosed by a bp */
+ } /* finished loop over j: end position on seq, 1..n*/
+
+ /* Anything that's left in the pda is either a face counter
+ * or external single-strand. Face counters are negative;
+ * position indices are positive.
+ */
+ while (esl_stack_IPop(pda, &i) == eslOK)
+ if (i > 0) ss[i-1] = ':';
+ ss[n] = '\0';
+ status = eslOK;
+
+ FINISH:
+ if (pda != NULL) esl_stack_Destroy(pda);
+ if (aux != NULL) esl_stack_Destroy(aux);
+ return status;
+}
+
+
+
+/* Function: esl_wuss2kh()
+ * Incept: SRE, Tue Feb 15 10:05:35 2005 [St. Louis]
+ *
+ * Purpose: Converts a secondary structure string <ss> in
+ * WUSS notation back to old KHS format in <kh>.
+ * <kh> must be allocated for at least as much
+ * space as <ss>. <kh> may be the same as <ss>,
+ * in which case the conversion is done in-place.
+ *
+ * Note: Left bp chars are converted to > (left base of base pairs)
+ * Right bp chars are converted to < (right base of base pairs)
+ * Characters _-,:~ are converted to . (unpaired bases)
+ * Character . is untouched (unpaired)
+ * Everything else is untouched, including any pseudoknot notation.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_wuss2kh(char *ss, char *kh)
+{
+ while (*ss != '\0')
+ {
+ if (*ss == '<') *kh = '>';
+ else if (*ss == '(') *kh = '>';
+ else if (*ss == '[') *kh = '>';
+ else if (*ss == '{') *kh = '>';
+ else if (*ss == '>') *kh = '<';
+ else if (*ss == ')') *kh = '<';
+ else if (*ss == ']') *kh = '<';
+ else if (*ss == '}') *kh = '<';
+ else if (*ss == '_') *kh = '.';
+ else if (*ss == '-') *kh = '.';
+ else if (*ss == ',') *kh = '.';
+ else if (*ss == ':') *kh = '.';
+ else if (*ss == '~') *kh = '.';
+ else *kh = *ss;
+ ss++;
+ kh++;
+ }
+ *kh = '\0';
+ return eslOK;
+}
+
+
+/* Function: esl_kh2wuss()
+ * Incept: SRE, Tue Feb 15 10:10:40 2005 [St. Louis]
+ *
+ * Purpose: Converts an old format secondary structure string <kh>
+ * to shorthand WUSS format <ss>. <ss> must be allocated at least
+ * as large as <kh>. <ss> can be identical to <kh>, in which
+ * case the conversion is done in-place.
+ *
+ * Note: Character > is converted to < (left base of base pairs)
+ * Character < is converted to > (right base of base pairs)
+ * A space is converted to . (just in case)
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+esl_kh2wuss(char *kh, char *ss)
+{
+ while (*kh != '\0')
+ {
+ if (*kh == '>') *ss = '<';
+ else if (*kh == '<') *ss = '>';
+ else if (*kh == ' ') *ss = '.';
+ else *ss = *kh;
+ kh++;
+ ss++;
+ }
+ *ss = '\0';
+ return eslOK;
+}
+
+
+/* Function: esl_wuss_full()
+ * Incept: SRE, Mon Feb 28 09:44:40 2005 [St. Louis]
+ *
+ * Purpose: Given a simple ("input") WUSS format annotation string <oldss>,
+ * convert it to full ("output") WUSS format in <newss>.
+ * <newss> must be allocated by the caller to be at least as
+ * long as <oldss>. <oldss> and <newss> can be the same,
+ * to convert a secondary structure string in place.
+ *
+ * Pseudoknot annotation is preserved, if <oldss> had it.
+ *
+ * Returns: <eslSYNTAX> if <oldss> isn't in valid WUSS format.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ * <eslEINCONCEIVABLE> on internal error that can't happen.
+ */
+int
+esl_wuss_full(char *oldss, char *newss)
+{
+ char *tmp = NULL;
+ int *ct = NULL;
+ int n;
+ int i;
+ int status;
+
+ /* We can use the ct2wuss algorithm to generate a full WUSS string -
+ * convert to ct, then back to WUSS. ct2wuss doesn't deal with pk's
+ * though, and we want to propagate pk annotation if it's there. So
+ * we need two workspaces: ct array, and a temporary ss string that
+ * we use to hold non-pk annotation. As a final step, we overlay
+ * the pk annotation from the original oldss annotation.
+ */
+ n = strlen(oldss);
+ ESL_ALLOC(ct, sizeof(int) * (n+1));
+ ESL_ALLOC(tmp, sizeof(char) * (n+1));
+
+ esl_wuss_nopseudo(oldss, tmp);/* tmp = nonpseudoknotted oldss */
+
+ status = esl_wuss2ct(tmp, n, ct); /* ct = oldss in ct format, no pks */
+ if (status != eslOK) goto ERROR;
+
+ status = esl_ct2wuss(ct, n, tmp); /* now tmp is a full WUSS string */
+ if (status == eslEINVAL) { status = eslEINCONCEIVABLE; goto ERROR; }/* we're sure, no pk's */
+ else if (status != eslOK) goto ERROR; /* EMEM, EINCONCEIVABLE */
+
+ for (i = 0; i < n; i++)
+ if (isalpha(oldss[i])) newss[i] = oldss[i]; /* transfer pk annotation */
+ else newss[i] = tmp[i]; /* transfer new WUSS */
+
+ free(ct);
+ free(tmp);
+ return eslOK;
+
+ ERROR:
+ free(ct);
+ free(tmp);
+ return status;
+}
+
+
+
+/* Function: esl_wuss_nopseudo()
+ * Incept: SRE, Tue Feb 15 11:02:43 2005 [St. Louis]
+ *
+ * Purpose: Given a WUSS format annotation string <ss1>,
+ * removes all pseudoknot annotation to create a new
+ * WUSS string <ss2> that contains only a "canonical"
+ * (nonpseudoknotted) structure. <ss2> must be allocated to
+ * be at least as large as <ss1>. <ss1> and <ss2>
+ * may be the same, in which case the conversion is
+ * done in place. Pseudoknot annotation in <ss1> is
+ * simply replaced by <.> in <ss2>; the resulting
+ * <ss2> WUSS string is therefore in valid simplified format,
+ * but may not be valid full format WUSS.
+ *
+ * Returns: <eslOK>.
+ */
+int
+esl_wuss_nopseudo(char *ss1, char *ss2)
+{
+ while (*ss1 != '\0')
+ {
+ if (isalpha(*ss1)) *ss2 = '.';
+ else *ss2 = *ss1;
+ ss1++;
+ ss2++;
+ }
+ *ss2 = '\0';
+ return eslOK;
+}
+
+
+#ifdef eslWUSS_TESTDRIVE
+/* gcc -g -Wall -o test -I. -DeslWUSS_TESTDRIVE wuss.c stack.c easel.c
+ * ./test
+ */
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_stack.h"
+#include "esl_wuss.h"
+
+int
+main(int argc, char **argv)
+{
+ /* The example is E. coli RNase P, w/ and w/o pks.
+ * J Brown figure 10.3.00 shows 1 too many bp for pk stem A.
+ */
+ char ss[] = "\
+{{{{{{{{{{{{{{{{{{,<<<<<<<<<<<<<-<<<<<____>>>>>>>>>->>>>>>>>\
+>,,,,AAA-AAAAA[[[[---BBBB-[[[[[<<<<<_____>>>>><<<<____>>>->(\
+(---(((((,,,,,,,,,,,,<<<<<--<<<<<<<<____>>>>>->>>>>>-->>,,,,\
+,,,<<<<<<_______>>>>>><<<<<<<<<____>>>->>>>>->,,)))--))))]]]\
+]]]]]],,,<<<<------<<<<<<----<<<<<_bbbb>>>>>>>>>>>----->>>>,\
+,,,,,<<<<<<<<____>>>>>>>>,,,,,,,,,,}}}}}}}----------aaaaaaaa\
+-}-}}}}}}}}}}::::";
+ char ss_nopk[] = "\
+{{{{{{{{{{{{{{{{{{,<<<<<<<<<<<<<-<<<<<____>>>>>>>>>->>>>>>>>\
+>,,,,,,,,,,,,,[[[[--------[[[[[<<<<<_____>>>>><<<<____>>>->(\
+(---(((((,,,,,,,,,,,,<<<<<--<<<<<<<<____>>>>>->>>>>>-->>,,,,\
+,,,<<<<<<_______>>>>>><<<<<<<<<____>>>->>>>>->,,)))--))))]]]\
+]]]]]],,,<<<<------<<<<<<----<<<<<_____>>>>>>>>>>>----->>>>,\
+,,,,,<<<<<<<<____>>>>>>>>,,,,,,,,,,}}}}}}}------------------\
+-}-}}}}}}}}}}::::";
+ int len;
+ int *ct1 = NULL;
+ int *ct2 = NULL;
+ char *ss2 = NULL;
+ int i;
+ int nbp, nbp_true, npk;
+ int status;
+
+ len = strlen(ss);
+ ESL_ALLOC(ct1, sizeof(int) * (len+1));
+ ESL_ALLOC(ct2, sizeof(int) * (len+1));
+ ESL_ALLOC(ss2, sizeof(char) * (len+1));
+ nbp_true = npk = 0;
+ for (i = 0; i < len; i++)
+ {
+ if (strchr("{[(<", ss[i]) != NULL)
+ nbp_true++;
+ if (isupper(ss[i]))
+ npk++;
+ }
+
+ if (esl_wuss2ct(ss, len, ct1) != eslOK) abort();
+ nbp = 0;
+ for (i = 1; i <= len; i++)
+ if (ct1[i] > i) nbp++;
+ if (nbp != nbp_true + npk) abort();
+
+ if (esl_wuss2kh(ss, ss) != eslOK) abort();
+ if (esl_kh2wuss(ss, ss) != eslOK) abort();
+ if (esl_wuss2ct(ss, len, ct2) != eslOK) abort();
+
+ for (i = 1; i <= len; i++)
+ if (ct1[i] != ct2[i]) abort();
+
+ if (esl_wuss_nopseudo(ss, ss) != eslOK) abort();
+ if (esl_wuss2ct(ss, len, ct1) != eslOK) abort();
+ if (esl_wuss2ct(ss_nopk, len, ct2) != eslOK) abort();
+ for (i = 1; i <= len; i++)
+ if (ct1[i] != ct2[i]) abort();
+
+ if (esl_wuss2ct(ss_nopk, len, ct1) != eslOK) abort();
+ if (esl_ct2wuss(ct1, len, ss2) != eslOK) abort();
+ if (strcmp(ss_nopk, ss2) != 0) abort();
+
+ free(ct1);
+ free(ct2);
+ free(ss2);
+ return 0;
+
+ ERROR:
+ free(ct1);
+ free(ct2);
+ free(ss2);
+ return status;
+}
+#endif /*eslWUSS_TESTDRIVE*/
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_wuss.h b/easel/esl_wuss.h
new file mode 100644
index 0000000..d656b6a
--- /dev/null
+++ b/easel/esl_wuss.h
@@ -0,0 +1,24 @@
+/* wuss.h
+ * RNA secondary structure markup in WUSS notation.
+ *
+ * SVN $Id: esl_wuss.h 83 2005-12-13 20:54:07Z eddy $
+ * SRE, Tue Feb 15 10:15:28 2005
+ */
+#ifndef eslWUSS_INCLUDED
+#define eslWUSS_INCLUDED
+
+
+extern int esl_wuss2ct(char *ss, int len, int *ct);
+extern int esl_ct2wuss(int *ct, int n, char *ss);
+extern int esl_wuss2kh(char *ss, char *kh);
+extern int esl_kh2wuss(char *kh, char *ss);
+extern int esl_wuss_full(char *oldss, char *newss);
+extern int esl_wuss_nopseudo(char *ss1, char *ss2);
+
+
+#endif /*eslWUSS_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/esl_wuss.tex b/easel/esl_wuss.tex
new file mode 100644
index 0000000..5dcda77
--- /dev/null
+++ b/easel/esl_wuss.tex
@@ -0,0 +1,34 @@
+
+The wuss module implements routines for using WUSS notation to
+represent RNA secondary structures.
+
+The API provides the following converters:
+
+\begin{tabular}{ll}
+\ccode{esl\_wuss2ct()} & Convert WUSS string to Zuker CT array. \\
+\ccode{esl\_ct2wuss()} & Convert CT array (no pk's) to WUSS string. \\
+\ccode{esl\_wuss2kh()} & Convert WUSS string to old format (Konings/Hogeweg).\\
+\ccode{esl\_kh2wuss()} & Convert old format to WUSS string.\\
+\ccode{esl\_wuss\_full()}& Convert simple WUSS to full (output) WUSS.\\
+\ccode{esl\_wuss\_nopseudo()} & Crudely remove pseudoknot annotation from WUSS string.\\
+\end{tabular}
+
+WUSS notation is defined later in the Formats section of this
+document.
+
+So-called ``old'' (KH) format (old because COVE used it, whereas
+Infernal uses WUSS) for a secondary structure annotation string used
+\ccode{><} pairs to annotate base pairs, as in \ccode{>>>....<<<} for
+a three-base stem with a four-base single stranded loop.
+
+A CT array is a \ccode{1..n} array for a sequence of length \ccode{n},
+where \ccode{ct[i]} is either an index \ccode {1..n} of a position
+that residue \ccode{i} base pairs to, or 0 if \ccode{i} is unpaired.
+
+
+
+
+
+
+
+
diff --git a/easel/formats/BLOSUM62 b/easel/formats/BLOSUM62
new file mode 100644
index 0000000..205f139
--- /dev/null
+++ b/easel/formats/BLOSUM62
@@ -0,0 +1,31 @@
+# Matrix made by matblas from blosum62.iij
+# * column uses minimum score
+# BLOSUM Clustered Scoring Matrix in 1/2 Bit Units
+# Blocks Database = /data/blocks_5.0/blocks.dat
+# Cluster Percentage: >= 62
+# Entropy = 0.6979, Expected = -0.5209
+ A R N D C Q E G H I L K M F P S T W Y V B Z X *
+A 4 -1 -2 -2 0 -1 -1 0 -2 -1 -1 -1 -1 -2 -1 1 0 -3 -2 0 -2 -1 0 -4
+R -1 5 0 -2 -3 1 0 -2 0 -3 -2 2 -1 -3 -2 -1 -1 -3 -2 -3 -1 0 -1 -4
+N -2 0 6 1 -3 0 0 0 1 -3 -3 0 -2 -3 -2 1 0 -4 -2 -3 3 0 -1 -4
+D -2 -2 1 6 -3 0 2 -1 -1 -3 -4 -1 -3 -3 -1 0 -1 -4 -3 -3 4 1 -1 -4
+C 0 -3 -3 -3 9 -3 -4 -3 -3 -1 -1 -3 -1 -2 -3 -1 -1 -2 -2 -1 -3 -3 -2 -4
+Q -1 1 0 0 -3 5 2 -2 0 -3 -2 1 0 -3 -1 0 -1 -2 -1 -2 0 3 -1 -4
+E -1 0 0 2 -4 2 5 -2 0 -3 -3 1 -2 -3 -1 0 -1 -3 -2 -2 1 4 -1 -4
+G 0 -2 0 -1 -3 -2 -2 6 -2 -4 -4 -2 -3 -3 -2 0 -2 -2 -3 -3 -1 -2 -1 -4
+H -2 0 1 -1 -3 0 0 -2 8 -3 -3 -1 -2 -1 -2 -1 -2 -2 2 -3 0 0 -1 -4
+I -1 -3 -3 -3 -1 -3 -3 -4 -3 4 2 -3 1 0 -3 -2 -1 -3 -1 3 -3 -3 -1 -4
+L -1 -2 -3 -4 -1 -2 -3 -4 -3 2 4 -2 2 0 -3 -2 -1 -2 -1 1 -4 -3 -1 -4
+K -1 2 0 -1 -3 1 1 -2 -1 -3 -2 5 -1 -3 -1 0 -1 -3 -2 -2 0 1 -1 -4
+M -1 -1 -2 -3 -1 0 -2 -3 -2 1 2 -1 5 0 -2 -1 -1 -1 -1 1 -3 -1 -1 -4
+F -2 -3 -3 -3 -2 -3 -3 -3 -1 0 0 -3 0 6 -4 -2 -2 1 3 -1 -3 -3 -1 -4
+P -1 -2 -2 -1 -3 -1 -1 -2 -2 -3 -3 -1 -2 -4 7 -1 -1 -4 -3 -2 -2 -1 -2 -4
+S 1 -1 1 0 -1 0 0 0 -1 -2 -2 0 -1 -2 -1 4 1 -3 -2 -2 0 0 0 -4
+T 0 -1 0 -1 -1 -1 -1 -2 -2 -1 -1 -1 -1 -2 -1 1 5 -2 -2 0 -1 -1 0 -4
+W -3 -3 -4 -4 -2 -2 -3 -2 -2 -3 -2 -3 -1 1 -4 -3 -2 11 2 -3 -4 -3 -2 -4
+Y -2 -2 -2 -3 -2 -1 -2 -3 2 -1 -1 -2 -1 3 -3 -2 -2 2 7 -1 -3 -2 -1 -4
+V 0 -3 -3 -3 -1 -2 -2 -3 -3 3 1 -2 1 -1 -2 -2 0 -3 -1 4 -3 -2 -1 -4
+B -2 -1 3 4 -3 0 1 -1 0 -3 -4 0 -3 -3 -2 0 -1 -4 -3 -3 4 1 -1 -4
+Z -1 0 0 1 -3 3 4 -2 0 -3 -3 1 -1 -3 -1 0 -1 -3 -2 -2 1 4 -1 -4
+X 0 -1 -1 -1 -2 -1 -1 -1 -1 -1 -1 -1 -1 -1 -2 0 0 -2 -1 -1 -1 -1 -1 -4
+* -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 -4 1
diff --git a/easel/formats/embl b/easel/formats/embl
new file mode 100644
index 0000000..c2bff3f
--- /dev/null
+++ b/easel/formats/embl
@@ -0,0 +1,372 @@
+ID SNRPA_DROME STANDARD; PRT; 216 AA.
+AC P43332; Q9W4D7;
+DT 01-NOV-1995 (Rel. 32, Created)
+DT 01-NOV-1995 (Rel. 32, Last sequence update)
+DT 10-MAY-2005 (Rel. 47, Last annotation update)
+DE U1 small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1-A) (Sex
+DE determination protein snf).
+GN Name=snf; Synonyms=D25, fs(1)1621, liz; ORFNames=CG4528;
+OS Drosophila melanogaster (Fruit fly).
+OC Eukaryota; Metazoa; Arthropoda; Hexapoda; Insecta; Pterygota;
+OC Neoptera; Endopterygota; Diptera; Brachycera; Muscomorpha;
+OC Ephydroidea; Drosophilidae; Drosophila.
+OX NCBI_TaxID=7227;
+RN [1]
+RP NUCLEOTIDE SEQUENCE.
+RX MEDLINE=92350664; PubMed=1386424;
+RA Harper D.S., Fresco L.D., Keene J.D.;
+RT "RNA binding specificity of a Drosophila snRNP protein that shares
+RT sequence homology with mammalian U1-A and U2-B' proteins.";
+RL Nucleic Acids Res. 20:3645-3650(1992).
+RN [2]
+RP NUCLEOTIDE SEQUENCE.
+RC STRAIN=Oregon-R;
+RX MEDLINE=95011590; PubMed=7926776;
+RA Flickinger T.W., Salz H.K.;
+RT "The Drosophila sex determination gene snf encodes a nuclear protein
+RT with sequence and functional similarity to the mammalian U1A snRNP
+RT protein.";
+RL Genes Dev. 8:914-925(1994).
+RN [3]
+RP NUCLEOTIDE SEQUENCE [LARGE SCALE GENOMIC DNA].
+RC STRAIN=Berkeley;
+RX MEDLINE=20196006; PubMed=10731132; DOI=10.1126/science.287.5461.2185;
+RA Adams M.D., Celniker S.E., Holt R.A., Evans C.A., Gocayne J.D.,
+RA Amanatides P.G., Scherer S.E., Li P.W., Hoskins R.A., Galle R.F.,
+RA George R.A., Lewis S.E., Richards S., Ashburner M., Henderson S.N.,
+RA Sutton G.G., Wortman J.R., Yandell M.D., Zhang Q., Chen L.X.,
+RA Brandon R.C., Rogers Y.-H.C., Blazej R.G., Champe M., Pfeiffer B.D.,
+RA Wan K.H., Doyle C., Baxter E.G., Helt G., Nelson C.R., Miklos G.L.G.,
+RA Abril J.F., Agbayani A., An H.-J., Andrews-Pfannkoch C., Baldwin D.,
+RA Ballew R.M., Basu A., Baxendale J., Bayraktaroglu L., Beasley E.M.,
+RA Beeson K.Y., Benos P.V., Berman B.P., Bhandari D., Bolshakov S.,
+RA Borkova D., Botchan M.R., Bouck J., Brokstein P., Brottier P.,
+RA Burtis K.C., Busam D.A., Butler H., Cadieu E., Center A., Chandra I.,
+RA Cherry J.M., Cawley S., Dahlke C., Davenport L.B., Davies P.,
+RA de Pablos B., Delcher A., Deng Z., Mays A.D., Dew I., Dietz S.M.,
+RA Dodson K., Doup L.E., Downes M., Dugan-Rocha S., Dunkov B.C., Dunn P.,
+RA Durbin K.J., Evangelista C.C., Ferraz C., Ferriera S., Fleischmann W.,
+RA Fosler C., Gabrielian A.E., Garg N.S., Gelbart W.M., Glasser K.,
+RA Glodek A., Gong F., Gorrell J.H., Gu Z., Guan P., Harris M.,
+RA Harris N.L., Harvey D.A., Heiman T.J., Hernandez J.R., Houck J.,
+RA Hostin D., Houston K.A., Howland T.J., Wei M.-H., Ibegwam C.,
+RA Jalali M., Kalush F., Karpen G.H., Ke Z., Kennison J.A., Ketchum K.A.,
+RA Kimmel B.E., Kodira C.D., Kraft C., Kravitz S., Kulp D., Lai Z.,
+RA Lasko P., Lei Y., Levitsky A.A., Li J.H., Li Z., Liang Y., Lin X.,
+RA Liu X., Mattei B., McIntosh T.C., McLeod M.P., McPherson D.,
+RA Merkulov G., Milshina N.V., Mobarry C., Morris J., Moshrefi A.,
+RA Mount S.M., Moy M., Murphy B., Murphy L., Muzny D.M., Nelson D.L.,
+RA Nelson D.R., Nelson K.A., Nixon K., Nusskern D.R., Pacleb J.M.,
+RA Palazzolo M., Pittman G.S., Pan S., Pollard J., Puri V., Reese M.G.,
+RA Reinert K., Remington K., Saunders R.D.C., Scheeler F., Shen H.,
+RA Shue B.C., Siden-Kiamos I., Simpson M., Skupski M.P., Smith T.,
+RA Spier E., Spradling A.C., Stapleton M., Strong R., Sun E.,
+RA Svirskas R., Tector C., Turner R., Venter E., Wang A.H., Wang X.,
+RA Wang Z.-Y., Wassarman D.A., Weinstock G.M., Weissenbach J.,
+RA Williams S.M., Woodage T., Worley K.C., Wu D., Yang S., Yao Q.A.,
+RA Ye J., Yeh R.-F., Zaveri J.S., Zhan M., Zhang G., Zhao Q., Zheng L.,
+RA Zheng X.H., Zhong F.N., Zhong W., Zhou X., Zhu S., Zhu X., Smith H.O.,
+RA Gibbs R.A., Myers E.W., Rubin G.M., Venter J.C.;
+RT "The genome sequence of Drosophila melanogaster.";
+RL Science 287:2185-2195(2000).
+RN [4]
+RP GENOME REANNOTATION.
+RX MEDLINE=22426069; PubMed=12537572;
+RA Misra S., Crosby M.A., Mungall C.J., Matthews B.B., Campbell K.S.,
+RA Hradecky P., Huang Y., Kaminker J.S., Millburn G.H., Prochnik S.E.,
+RA Smith C.D., Tupy J.L., Whitfield E.J., Bayraktaroglu L., Berman B.P.,
+RA Bettencourt B.R., Celniker S.E., de Grey A.D.N.J., Drysdale R.A.,
+RA Harris N.L., Richter J., Russo S., Schroeder A.J., Shu S.Q.,
+RA Stapleton M., Yamada C., Ashburner M., Gelbart W.M., Rubin G.M.,
+RA Lewis S.E.;
+RT "Annotation of the Drosophila melanogaster euchromatic genome: a
+RT systematic review.";
+RL Genome Biol. 3:RESEARCH0083.1-RESEARCH0083.22(2002).
+RN [5]
+RP NUCLEOTIDE SEQUENCE [LARGE SCALE MRNA].
+RC STRAIN=Berkeley;
+RX MEDLINE=22426066; PubMed=12537569;
+RA Stapleton M., Carlson J.W., Brokstein P., Yu C., Champe M.,
+RA George R.A., Guarin H., Kronmiller B., Pacleb J.M., Park S., Wan K.H.,
+RA Rubin G.M., Celniker S.E.;
+RT "A Drosophila full-length cDNA resource.";
+RL Genome Biol. 3:RESEARCH0080.1-RESEARCH0080.8(2002).
+CC -!- FUNCTION: Binds stem loop II of U1 snRNA. It is the first snRNP to
+CC interact with pre-mRNA. This interaction is required for the
+CC subsequent binding of U2 snRNP and the U4/U6/U5 tri-snRNP (By
+CC similarity). Plays a role in regulating sex-lethal splicing.
+CC -!- SUBUNIT: Belongs to the spliceosome where it is associated with
+CC snRNP U1.
+CC -!- INTERACTION:
+CC Q9V3N8:CG4103; NbExp=1; IntAct=EBI-174177, EBI-131989;
+CC -!- SUBCELLULAR LOCATION: Nuclear.
+CC -!- SIMILARITY: Belongs to the RNP U1 A/B" family.
+CC -!- SIMILARITY: Contains 2 RRM (RNA recognition motif) domains.
+CC --------------------------------------------------------------------------
+CC This Swiss-Prot entry is copyright. It is produced through a collaboration
+CC between the Swiss Institute of Bioinformatics and the EMBL outstation -
+CC the European Bioinformatics Institute. There are no restrictions on its
+CC use as long as its content is in no way modified and this statement is not
+CC removed.
+CC --------------------------------------------------------------------------
+DR EMBL; M89775; AAA28441.1; -; mRNA.
+DR EMBL; L29521; AAA28903.1; -; Genomic_DNA.
+DR EMBL; AE003433; AAF46017.1; -; Genomic_DNA.
+DR EMBL; AY061491; AAL29039.1; -; mRNA.
+DR PIR; A54279; A54279.
+DR HSSP; P09012; 1OIA.
+DR SMR; P43332; 5-96, 136-216.
+DR IntAct; P43332; -.
+DR Ensembl; CG4528; Drosophila melanogaster.
+DR FlyBase; FBgn0003449; snf.
+DR GO; GO:0030532; C:small nuclear ribonucleoprotein complex; IDA.
+DR GO; GO:0008248; F:pre-mRNA splicing factor activity; TAS.
+DR GO; GO:0019099; P:female germ-line sex determination; NAS.
+DR GO; GO:0009993; P:oogenesis (sensu Insecta); TAS.
+DR GO; GO:0007539; P:primary sex determination, soma; NAS.
+DR GO; GO:0008380; P:RNA splicing; TAS.
+DR InterPro; IPR000504; RNP1_RRM.
+DR Pfam; PF00076; RRM_1; 2.
+DR SMART; SM00360; RRM; 2.
+DR PROSITE; PS50102; RRM; 2.
+KW mRNA processing; mRNA splicing; Nuclear protein; Repeat;
+KW Ribonucleoprotein; RNA-binding; Spliceosome.
+FT DOMAIN 7 86 RRM 1.
+FT DOMAIN 142 216 RRM 2.
+FT VARIANT 49 49 R -> H (in allele SNF1621; sterile).
+SQ SEQUENCE 216 AA; 24547 MW; 5B736FFE36523373 CRC64;
+ MEMLPNQTIY INNLNEKIKK EELKKSLYAI FSQFGQILDI VALKTLKMRG QAFVIFKEIG
+ SASNALRTMQ GFPFYDKPMQ IAYSKSDSDI VAKIKGTFKE RPKKVKPPKP APGTDEKKDK
+ KKKPSSAENS NPNAQTEQPP NQILFLTNLP EETNEMMLSM LFNQFPGFKE VRLVPNRHDI
+ AFVEFTTELQ SNAAKEALQG FKITPTHAMK ITFAKK
+//
+ID SNRPA_HUMAN STANDARD; PRT; 281 AA.
+AC P09012;
+DT 01-NOV-1988 (Rel. 09, Created)
+DT 25-OCT-2004 (Rel. 45, Last sequence update)
+DT 13-SEP-2005 (Rel. 48, Last annotation update)
+DE U1 small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1A
+DE protein) (U1-A).
+GN Name=SNRPA;
+OS Homo sapiens (Human).
+OC Eukaryota; Metazoa; Chordata; Craniata; Vertebrata; Euteleostomi;
+OC Mammalia; Eutheria; Euarchontoglires; Primates; Catarrhini; Hominidae;
+OC Homo.
+OX NCBI_TaxID=9606;
+RN [1]
+RP NUCLEOTIDE SEQUENCE.
+RC TISSUE=Liver;
+RX MEDLINE=91340152; PubMed=1831431; DOI=10.1016/0378-1119(91)90077-O;
+RA Nelissen R.L.H., Sillekens P.T.G., Beijer R.P.,
+RA Geurts van Kessel A.H.M., van Venrooij W.J.;
+RT "Structure, chromosomal localization and evolutionary conservation of
+RT the gene encoding human U1 snRNP-specific A protein.";
+RL Gene 102:189-196(1991).
+RN [2]
+RP NUCLEOTIDE SEQUENCE.
+RX MEDLINE=88111575; PubMed=2962859;
+RA Sillekens P.T.G., Habets W.J., Beijer R.P., van Venrooij W.J.;
+RT "cDNA cloning of the human U1 snRNA-associated A protein: extensive
+RT homology between U1 and U2 snRNP-specific proteins.";
+RL EMBO J. 6:3841-3848(1987).
+RN [3]
+RP NUCLEOTIDE SEQUENCE [LARGE SCALE MRNA].
+RC TISSUE=Lung, and Lymph;
+RX MEDLINE=22388257; PubMed=12477932; DOI=10.1073/pnas.242603899;
+RA Strausberg R.L., Feingold E.A., Grouse L.H., Derge J.G.,
+RA Klausner R.D., Collins F.S., Wagner L., Shenmen C.M., Schuler G.D.,
+RA Altschul S.F., Zeeberg B., Buetow K.H., Schaefer C.F., Bhat N.K.,
+RA Hopkins R.F., Jordan H., Moore T., Max S.I., Wang J., Hsieh F.,
+RA Diatchenko L., Marusina K., Farmer A.A., Rubin G.M., Hong L.,
+RA Stapleton M., Soares M.B., Bonaldo M.F., Casavant T.L., Scheetz T.E.,
+RA Brownstein M.J., Usdin T.B., Toshiyuki S., Carninci P., Prange C.,
+RA Raha S.S., Loquellano N.A., Peters G.J., Abramson R.D., Mullahy S.J.,
+RA Bosak S.A., McEwan P.J., McKernan K.J., Malek J.A., Gunaratne P.H.,
+RA Richards S., Worley K.C., Hale S., Garcia A.M., Gay L.J., Hulyk S.W.,
+RA Villalon D.K., Muzny D.M., Sodergren E.J., Lu X., Gibbs R.A.,
+RA Fahey J., Helton E., Ketteman M., Madan A., Rodrigues S., Sanchez A.,
+RA Whiting M., Madan A., Young A.C., Shevchenko Y., Bouffard G.G.,
+RA Blakesley R.W., Touchman J.W., Green E.D., Dickson M.C.,
+RA Rodriguez A.C., Grimwood J., Schmutz J., Myers R.M.,
+RA Butterfield Y.S.N., Krzywinski M.I., Skalska U., Smailus D.E.,
+RA Schnerch A., Schein J.E., Jones S.J.M., Marra M.A.;
+RT "Generation and initial analysis of more than 15,000 full-length human
+RT and mouse cDNA sequences.";
+RL Proc. Natl. Acad. Sci. U.S.A. 99:16899-16903(2002).
+RN [4]
+RP PROTEIN SEQUENCE OF 1-18, ACETYLATION SITE ALA-1, AND MASS
+RP SPECTROMETRY.
+RC TISSUE=B-cell lymphoma;
+RA Bienvenut W.V.;
+RL Unpublished observations (JAN-2004).
+RN [5]
+RP X-RAY CRYSTALLOGRAPHY (2.8 ANGSTROMS) OF 1-94.
+RX MEDLINE=91061907; PubMed=2147232; DOI=10.1038/348515a0;
+RA Nagai K., Oubridge C., Jessen T.-H., Li J., Evans P.R.;
+RT "Crystal structure of the RNA-binding domain of the U1 small nuclear
+RT ribonucleoprotein A.";
+RL Nature 348:515-520(1990).
+RN [6]
+RP X-RAY CRYSTALLOGRAPHY (1.92 ANGSTROMS).
+RX MEDLINE=95075454; PubMed=7984237; DOI=10.1038/372432a0;
+RA Oubridge C., Ito N., Evans P.R., Teo C.-H., Nagai K.;
+RT "Crystal structure at 1.92-A resolution of the RNA-binding domain of
+RT the U1A spliceosomal protein complexed with an RNA hairpin.";
+RL Nature 372:432-438(1994).
+RN [7]
+RP STRUCTURE BY NMR OF 10-93.
+RX MEDLINE=91172834; PubMed=1826055;
+RA Hoffman D.W., Query C.C., Golden B.L., White S.W., Keene J.D.;
+RT "RNA-binding domain of the A protein component of the U1 small nuclear
+RT ribonucleoprotein analyzed by NMR spectroscopy is structurally similar
+RT to ribosomal proteins.";
+RL Proc. Natl. Acad. Sci. U.S.A. 88:2495-2499(1991).
+RN [8]
+RP STRUCTURE BY NMR OF 1-101.
+RX MEDLINE=94349935; PubMed=8070414;
+RA Howe P.W.A., Nagai K., Neuhaus D., Varani G.;
+RT "NMR studies of U1 snRNA recognition by the N-terminal RNP domain of
+RT the human U1A protein.";
+RL EMBO J. 13:3873-3881(1994).
+RN [9]
+RP STRUCTURE BY NMR OF 1-101.
+RX MEDLINE=96186818; PubMed=8602269; DOI=10.1038/380646a0;
+RA Allain F.H.-T., Gubser C.C., Howe P.W.A., Nagai K., Neuhaus D.,
+RA Varani G.;
+RT "Specificity of ribonucleoprotein interaction determined by RNA
+RT folding during complex formulation.";
+RL Nature 380:646-650(1996).
+RN [10]
+RP STRUCTURE BY NMR OF 1-116.
+RX MEDLINE=96180024; PubMed=8609632; DOI=10.1006/jmbi.1996.0171;
+RA Avis J.M., Allain F.H.-T., Howe P.W.A., Varani G., Nagai K.,
+RA Neuhaus D.;
+RT "Solution structure of the N-terminal RNP domain of U1A protein: the
+RT role of C-terminal residues in structure stability and RNA binding.";
+RL J. Mol. Biol. 257:398-411(1996).
+RN [11]
+RP STRUCTURE BY NMR OF 1-101.
+RX MEDLINE=97459961; PubMed=9312034; DOI=10.1093/emboj/16.18.5764;
+RA Allain F.H.-T., Howe P.W., Neuhaus D., Varani G.;
+RT "Structural basis of the RNA-binding specificity of human U1A
+RT protein.";
+RL EMBO J. 16:5764-5772(1997).
+RN [12]
+RP STRUCTURE BY NMR OF 194-281.
+RX MEDLINE=97410326; PubMed=9265619; DOI=10.1021/bi9709811;
+RA Lu J., Hall K.B.;
+RT "Tertiary structure of RBD2 and backbone dynamics of RBD1 and RBD2 of
+RT the human U1A protein determined by NMR spectroscopy.";
+RL Biochemistry 36:10393-10405(1997).
+RN [13]
+RP MUTAGENESIS, AND DETAILED STUDIES OF RNA-BINDING.
+RX MEDLINE=92007796; PubMed=1833186;
+RA Jessen T.-H., Oubridge C., Teo C.H., Pritchard C., Nagai K.;
+RT "Identification of molecular contacts between the U1 A small nuclear
+RT ribonucleoprotein and U1 RNA.";
+RL EMBO J. 10:3447-3456(1991).
+CC -!- FUNCTION: Binds stem loop II of U1 snRNA. It is the first snRNP to
+CC interact with pre-mRNA. This interaction is required for the
+CC subsequent binding of U2 snRNP and the U4/U6/U5 tri-snRNP.
+CC -!- SUBUNIT: Belongs to the spliceosome where it is associated with
+CC snRNP U1.
+CC -!- SUBCELLULAR LOCATION: Nuclear.
+CC -!- SIMILARITY: Belongs to the RNP U1 A/B" family.
+CC -!- SIMILARITY: Contains 2 RRM (RNA recognition motif) domains.
+CC --------------------------------------------------------------------------
+CC This Swiss-Prot entry is copyright. It is produced through a collaboration
+CC between the Swiss Institute of Bioinformatics and the EMBL outstation -
+CC the European Bioinformatics Institute. There are no restrictions on its
+CC use as long as its content is in no way modified and this statement is not
+CC removed.
+CC --------------------------------------------------------------------------
+DR EMBL; M60784; AAA61245.1; -; Genomic_DNA.
+DR EMBL; M60779; AAA61245.1; JOINED; Genomic_DNA.
+DR EMBL; M60780; AAA61245.1; JOINED; Genomic_DNA.
+DR EMBL; M60781; AAA61245.1; JOINED; Genomic_DNA.
+DR EMBL; M60782; AAA61245.1; JOINED; Genomic_DNA.
+DR EMBL; M60783; AAA61245.1; JOINED; Genomic_DNA.
+DR EMBL; X06347; CAA29653.1; -; mRNA.
+DR EMBL; BC000405; AAH00405.1; -; mRNA.
+DR EMBL; BC008290; AAH08290.1; -; mRNA.
+DR PIR; JQ1528; JQ1528.
+DR PDB; 1AUD; NMR; A=1-101.
+DR PDB; 1CX0; X-ray; A=3-96.
+DR PDB; 1DRZ; X-ray; A=1-97.
+DR PDB; 1DZ5; NMR; A/B=1-101.
+DR PDB; 1FHT; NMR; @=1-116.
+DR PDB; 1M5K; X-ray; C/F=1-99.
+DR PDB; 1M5O; X-ray; C/F=1-99.
+DR PDB; 1M5P; X-ray; C/F=1-99.
+DR PDB; 1M5V; X-ray; C/F=1-99.
+DR PDB; 1NU4; X-ray; A/B=1-97.
+DR PDB; 1OIA; X-ray; A/B=1-94.
+DR PDB; 1SJ3; X-ray; P=1-99.
+DR PDB; 1SJ4; X-ray; P=1-99.
+DR PDB; 1SJF; X-ray; A=1-99.
+DR PDB; 1U6B; X-ray; A=1-97.
+DR PDB; 1URN; X-ray; A/B/C=-.
+DR PDB; 1VBX; X-ray; A=1-99.
+DR PDB; 1VBY; X-ray; A=1-99.
+DR PDB; 1VBZ; X-ray; A=1-99.
+DR PDB; 1VC0; X-ray; A=1-99.
+DR PDB; 1VC5; X-ray; A=1-99.
+DR PDB; 1VC6; X-ray; A=1-99.
+DR PDB; 1VC7; X-ray; A=1-99.
+DR PDB; 2U1A; NMR; @=196-281.
+DR PDB; 3UTR; Model; B/D=1-97.
+DR Ensembl; ENSG00000077312; Homo sapiens.
+DR Genew; HGNC:11151; SNRPA.
+DR H-InvDB; HIX0015143; -.
+DR Reactome; P09012; -.
+DR MIM; 182285; -.
+DR InterPro; IPR000504; RNP1_RRM.
+DR Pfam; PF00076; RRM_1; 2.
+DR SMART; SM00360; RRM; 2.
+DR PROSITE; PS50102; RRM; 2.
+KW 3D-structure; Acetylation; Direct protein sequencing; mRNA processing;
+KW mRNA splicing; Nuclear protein; Repeat; Ribonucleoprotein;
+KW RNA-binding; Spliceosome.
+FT INIT_MET 0 0
+FT DOMAIN 9 88 RRM 1.
+FT DOMAIN 207 281 RRM 2.
+FT COMPBIAS 139 205 Pro-rich.
+FT MOD_RES 1 1 N-acetylalanine.
+FT MUTAGEN 10 10 T->V: Abolishes RNA binding.
+FT MUTAGEN 12 12 Y->F: Substantially reduces RNA binding.
+FT MUTAGEN 14 14 N->V: Abolishes RNA binding.
+FT MUTAGEN 15 15 N->V: Substantially reduces RNA binding.
+FT MUTAGEN 51 51 R->Q: Abolishes RNA binding.
+FT STRAND 10 14
+FT TURN 18 19
+FT HELIX 22 33
+FT TURN 34 36
+FT STRAND 39 43
+FT HELIX 48 50
+FT TURN 51 52
+FT STRAND 53 58
+FT HELIX 61 71
+FT TURN 72 73
+FT STRAND 75 76
+FT TURN 77 78
+FT STRAND 79 80
+FT STRAND 82 85
+FT HELIX 92 96
+FT STRAND 208 212
+FT HELIX 220 228
+FT TURN 229 229
+FT TURN 231 232
+FT STRAND 233 237
+FT STRAND 245 250
+FT HELIX 253 262
+FT TURN 263 265
+FT HELIX 268 270
+FT TURN 271 271
+FT STRAND 277 278
+SQ SEQUENCE 281 AA; 31148 MW; 0D35F39F4C8B6500 CRC64;
+ AVPETRPNHT IYINNLNEKI KKDELKKSLY AIFSQFGQIL DILVSRSLKM RGQAFVIFKE
+ VSSATNALRS MQGFPFYDKP MRIQYAKTDS DIIAKMKGTF VERDRKREKR KPKSQETPAT
+ KKAVQGGGAT PVVGAVQGPV PGMPPMTQAP RIMHHMPGQP PYMPPPGMIP PPGLAPGQIP
+ PGAMPPQQLM PGQMPPAQPL SENPPNHILF LTNLPEETNE LMLSMLFNQF PGFKEVRLVP
+ GRHDIAFVEF DNEVQAGAAR DALQGFKITQ NNAMKISFAK K
+//
diff --git a/easel/formats/fasta b/easel/formats/fasta
new file mode 100644
index 0000000..208bc66
--- /dev/null
+++ b/easel/formats/fasta
@@ -0,0 +1,13 @@
+>SNRPA_DROME U1 small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1-A) (Sex determination protein snf).
+MEMLPNQTIYINNLNEKIKKEELKKSLYAIFSQFGQILDIVALKTLKMRG
+QAFVIFKEIGSASNALRTMQGFPFYDKPMQIAYSKSDSDIVAKIKGTFKE
+RPKKVKPPKPAPGTDEKKDKKKKPSSAENSNPNAQTEQPPNQILFLTNLP
+EETNEMMLSMLFNQFPGFKEVRLVPNRHDIAFVEFTTELQSNAAKEALQG
+FKITPTHAMKITFAKK
+>SNRPA_HUMAN U1 small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1A protein) (U1-A).
+AVPETRPNHTIYINNLNEKIKKDELKKSLYAIFSQFGQILDILVSRSLKM
+RGQAFVIFKEVSSATNALRSMQGFPFYDKPMRIQYAKTDSDIIAKMKGTF
+VERDRKREKRKPKSQETPATKKAVQGGGATPVVGAVQGPVPGMPPMTQAP
+RIMHHMPGQPPYMPPPGMIPPPGLAPGQIPPGAMPPQQLMPGQMPPAQPL
+SENPPNHILFLTNLPEETNELMLSMLFNQFPGFKEVRLVPGRHDIAFVEF
+DNEVQAGAARDALQGFKITQNNAMKISFAKK
diff --git a/easel/formats/fasta.2 b/easel/formats/fasta.2
new file mode 100644
index 0000000..1df9a4e
--- /dev/null
+++ b/easel/formats/fasta.2
@@ -0,0 +1,19 @@
+
+
+>SNRPA_DROME U1 small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1-A) (Sex determination protein snf).
+MEMLPNQTIYINNLNEKIKKEELKKSLYAIFSQFGQILDIVALKTLKMRG
+QAFVIFKEIGSASNALRTMQGFPFYDKPMQIAYSKSDSDIVAKIKGTFKE
+RPKKVKPPKPAPGTDEKKDKKKKPSSAENSNPNAQTEQPPNQILFLTNLP
+EETNEMMLSMLFNQFPGFKEVRLVPNRHDIAFVEFTTELQSNAAKEALQG
+FKITPTHAMKITFAKK
+
+
+>SNRPA_HUMAN U1 small nuclear ribonucleoprotein A (U1 snRNP protein A) (U1A protein) (U1-A).
+AVPETRPNHTIYINNLNEKIKKDELKKSLYAIFSQFGQILDILVSRSLKM
+RGQAFVIFKEVSSATNALRSMQGFPFYDKPMRIQYAKTDSDIIAKMKGTF
+VERDRKREKRKPKSQETPATKKAVQGGGATPVVGAVQGPVPGMPPMTQAP
+RIMHHMPGQPPYMPPPGMIPPPGLAPGQIPPGAMPPQQLMPGQMPPAQPL
+SENPPNHILFLTNLPEETNELMLSMLFNQFPGFKEVRLVPGRHDIAFVEF
+DNEVQAGAARDALQGFKITQNNAMKISFAKK
+
+
diff --git a/easel/formats/fasta.bad.1 b/easel/formats/fasta.bad.1
new file mode 100644
index 0000000..31b18c1
--- /dev/null
+++ b/easel/formats/fasta.bad.1
@@ -0,0 +1,2 @@
+>what happens with a bad character?
+ACGT1ACGT
diff --git a/easel/formats/fasta.bad.2 b/easel/formats/fasta.bad.2
new file mode 100644
index 0000000..3990c99
--- /dev/null
+++ b/easel/formats/fasta.bad.2
@@ -0,0 +1 @@
+>truncated_nam
\ No newline at end of file
diff --git a/easel/formats/fasta.bad.3 b/easel/formats/fasta.bad.3
new file mode 100644
index 0000000..40846a2
--- /dev/null
+++ b/easel/formats/fasta.bad.3
@@ -0,0 +1 @@
+>truncated in descripti
\ No newline at end of file
diff --git a/easel/formats/fasta.odd.1 b/easel/formats/fasta.odd.1
new file mode 100644
index 0000000..956cb58
--- /dev/null
+++ b/easel/formats/fasta.odd.1
@@ -0,0 +1,2 @@
+>what happens with empty sequences?
+>we should accept them.
diff --git a/easel/formats/genbank b/easel/formats/genbank
new file mode 100644
index 0000000..c2358e2
--- /dev/null
+++ b/easel/formats/genbank
@@ -0,0 +1,55 @@
+GBSMP.SEQ Genetic Sequence Data Bank
+ 15 December 1992
+
+ GenBank Flat File Release 74.0
+
+ Structural RNA Sequences
+
+ 2 loci, 236 bases, from 2 reported sequences
+
+LOCUS AAURRA 118 bp ss-rRNA RNA 16-JUN-1986
+DEFINITION A.auricula-judae (mushroom) 5S ribosomal RNA.
+ACCESSION K03160
+VERSION K03160.1 GI:173593
+KEYWORDS 5S ribosomal RNA; ribosomal RNA.
+SOURCE A.auricula-judae (mushroom) ribosomal RNA.
+ ORGANISM Auricularia auricula-judae
+ Eukaryota; Fungi; Eumycota; Basidiomycotina; Phragmobasidiomycetes;
+ Heterobasidiomycetidae; Auriculariales; Auriculariaceae.
+REFERENCE 1 (bases 1 to 118)
+ AUTHORS Huysmans,E., Dams,E., Vandenberghe,A. and De Wachter,R.
+ TITLE The nucleotide sequences of the 5S rRNAs of four mushrooms and
+ their use in studying the phylogenetic position of basidiomycetes
+ among the eukaryotes
+ JOURNAL Nucleic Acids Res. 11, 2871-2880 (1983)
+FEATURES Location/Qualifiers
+ rRNA 1..118
+ /note="5S ribosomal RNA"
+BASE COUNT 27 a 34 c 34 g 23 t
+ORIGIN 5' end of mature rRNA.
+ 1 atccacggcc ataggactct gaaagcactg catcccgtcc gatctgcaaa gttaaccaga
+ 61 gtaccgccca gttagtacca cggtggggga ccacgcggga atcctgggtg ctgtggtt
+//
+LOCUS ABCRRAA 118 bp ss-rRNA RNA 15-SEP-1990
+DEFINITION Acetobacter sp. (strain MB 58) 5S ribosomal RNA, complete sequence.
+ACCESSION M34766
+VERSION M34766.1 GI:173603
+KEYWORDS 5S ribosomal RNA.
+SOURCE Acetobacter sp. (strain MB 58) rRNA.
+ ORGANISM Acetobacter sp.
+ Prokaryotae; Gracilicutes; Scotobacteria; Aerobic rods and cocci;
+ Azotobacteraceae.
+REFERENCE 1 (bases 1 to 118)
+ AUTHORS Bulygina,E.S., Galchenko,V.F., Govorukhina,N.I., Netrusov,A.I.,
+ Nikitin,D.I., Trotsenko,Y.A. and Chumakov,K.M.
+ TITLE Taxonomic studies of methylotrophic bacteria by 5S ribosomal RNA
+ sequencing
+ JOURNAL J. Gen. Microbiol. 136, 441-446 (1990)
+FEATURES Location/Qualifiers
+ rRNA 1..118
+ /note="5S ribosomal RNA"
+BASE COUNT 27 a 40 c 32 g 17 t 2 others
+ORIGIN
+ 1 gatctggtgg ccatggcggg agcaaatcag ccgatcccat cccgaactcg gccgtcaaat
+ 61 gccccagcgc ccatgatact ctgcctcaag gcacggaaaa gtcggtcgcc gccagayy
+//
diff --git a/easel/formats/genbank.2 b/easel/formats/genbank.2
new file mode 100644
index 0000000..cada00c
--- /dev/null
+++ b/easel/formats/genbank.2
@@ -0,0 +1,52 @@
+
+
+
+LOCUS AAURRA 118 bp ss-rRNA RNA 16-JUN-1986
+DEFINITION A.auricula-judae (mushroom) 5S ribosomal RNA.
+ACCESSION K03160
+VERSION K03160.1 GI:173593
+KEYWORDS 5S ribosomal RNA; ribosomal RNA.
+SOURCE A.auricula-judae (mushroom) ribosomal RNA.
+ ORGANISM Auricularia auricula-judae
+ Eukaryota; Fungi; Eumycota; Basidiomycotina; Phragmobasidiomycetes;
+ Heterobasidiomycetidae; Auriculariales; Auriculariaceae.
+REFERENCE 1 (bases 1 to 118)
+ AUTHORS Huysmans,E., Dams,E., Vandenberghe,A. and De Wachter,R.
+ TITLE The nucleotide sequences of the 5S rRNAs of four mushrooms and
+ their use in studying the phylogenetic position of basidiomycetes
+ among the eukaryotes
+ JOURNAL Nucleic Acids Res. 11, 2871-2880 (1983)
+FEATURES Location/Qualifiers
+ rRNA 1..118
+ /note="5S ribosomal RNA"
+BASE COUNT 27 a 34 c 34 g 23 t
+ORIGIN 5' end of mature rRNA.
+ 1 atccacggcc ataggactct gaaagcactg catcccgtcc gatctgcaaa gttaaccaga
+ 61 gtaccgccca gttagtacca cggtggggga ccacgcggga atcctgggtg ctgtggtt
+//
+LOCUS ABCRRAA 118 bp ss-rRNA RNA 15-SEP-1990
+DEFINITION Acetobacter sp. (strain MB 58) 5S ribosomal RNA, complete sequence.
+ACCESSION M34766
+VERSION M34766.1 GI:173603
+KEYWORDS 5S ribosomal RNA.
+SOURCE Acetobacter sp. (strain MB 58) rRNA.
+ ORGANISM Acetobacter sp.
+ Prokaryotae; Gracilicutes; Scotobacteria; Aerobic rods and cocci;
+ Azotobacteraceae.
+REFERENCE 1 (bases 1 to 118)
+ AUTHORS Bulygina,E.S., Galchenko,V.F., Govorukhina,N.I., Netrusov,A.I.,
+ Nikitin,D.I., Trotsenko,Y.A. and Chumakov,K.M.
+ TITLE Taxonomic studies of methylotrophic bacteria by 5S ribosomal RNA
+ sequencing
+ JOURNAL J. Gen. Microbiol. 136, 441-446 (1990)
+FEATURES Location/Qualifiers
+ rRNA 1..118
+ /note="5S ribosomal RNA"
+BASE COUNT 27 a 40 c 32 g 17 t 2 others
+ORIGIN
+ 1 gatctggtgg ccatggcggg agcaaatcag ccgatcccat cccgaactcg gccgtcaaat
+ 61 gccccagcgc ccatgatact ctgcctcaag gcacggaaaa gtcggtcgcc gccagayy
+//
+
+
+
diff --git a/easel/formats/genbank.bad.1 b/easel/formats/genbank.bad.1
new file mode 100644
index 0000000..614b962
--- /dev/null
+++ b/easel/formats/genbank.bad.1
@@ -0,0 +1,55 @@
+GBSMP.SEQ Genetic Sequence Data Bank
+ 15 December 1992
+
+ GenBank Flat File Release 74.0
+
+ Structural RNA Sequences
+
+ 2 loci, 236 bases, from 2 reported sequences
+
+LOCUS AAURRA 118 bp ss-rRNA RNA 16-JUN-1986
+DEFINITION A.auricula-judae (mushroom) 5S ribosomal RNA.
+ACCESSION K03160
+VERSION K03160.1 GI:173593
+KEYWORDS 5S ribosomal RNA; ribosomal RNA.
+SOURCE A.auricula-judae (mushroom) ribosomal RNA.
+ ORGANISM Auricularia auricula-judae
+ Eukaryota; Fungi; Eumycota; Basidiomycotina; Phragmobasidiomycetes;
+ Heterobasidiomycetidae; Auriculariales; Auriculariaceae.
+REFERENCE 1 (bases 1 to 118)
+ AUTHORS Huysmans,E., Dams,E., Vandenberghe,A. and De Wachter,R.
+ TITLE The nucleotide sequences of the 5S rRNAs of four mushrooms and
+ their use in studying the phylogenetic position of basidiomycetes
+ among the eukaryotes
+ JOURNAL Nucleic Acids Res. 11, 2871-2880 (1983)
+FEATURES Location/Qualifiers
+ rRNA 1..118
+ /note="5S ribosomal RNA"
+BASE COUNT 27 a 34 c 34 g 23 t
+ORIGIN 5' end of mature rRNA.
+ 1 atccacggcc ataggactct gaaagcactg catcccgtcc gatctgcaaa gttaaccaga%
+ 61 gtaccgccca gttagtacca cggtggggga ccacgcggga atcctgggtg ctgtggtt
+//
+LOCUS ABCRRAA 118 bp ss-rRNA RNA 15-SEP-1990
+DEFINITION Acetobacter sp. (strain MB 58) 5S ribosomal RNA, complete sequence.
+ACCESSION M34766
+VERSION M34766.1 GI:173603
+KEYWORDS 5S ribosomal RNA.
+SOURCE Acetobacter sp. (strain MB 58) rRNA.
+ ORGANISM Acetobacter sp.
+ Prokaryotae; Gracilicutes; Scotobacteria; Aerobic rods and cocci;
+ Azotobacteraceae.
+REFERENCE 1 (bases 1 to 118)
+ AUTHORS Bulygina,E.S., Galchenko,V.F., Govorukhina,N.I., Netrusov,A.I.,
+ Nikitin,D.I., Trotsenko,Y.A. and Chumakov,K.M.
+ TITLE Taxonomic studies of methylotrophic bacteria by 5S ribosomal RNA
+ sequencing
+ JOURNAL J. Gen. Microbiol. 136, 441-446 (1990)
+FEATURES Location/Qualifiers
+ rRNA 1..118
+ /note="5S ribosomal RNA"
+BASE COUNT 27 a 40 c 32 g 17 t 2 others
+ORIGIN
+ 1 gatctggtgg ccatggcggg agcaaatcag ccgatcccat cccgaactcg gccgtcaaat
+ 61 gccccagcgc ccatgatact ctgcctcaag gcacggaaaa gtcggtcgcc gccagayy
+//
diff --git a/easel/formats/wag.dat b/easel/formats/wag.dat
new file mode 100644
index 0000000..01e185e
--- /dev/null
+++ b/easel/formats/wag.dat
@@ -0,0 +1,43 @@
+0.551571
+0.509848 0.635346
+0.738998 0.147304 5.429420
+1.027040 0.528191 0.265256 0.0302949
+0.908598 3.035500 1.543640 0.616783 0.0988179
+1.582850 0.439157 0.947198 6.174160 0.021352 5.469470
+1.416720 0.584665 1.125560 0.865584 0.306674 0.330052 0.567717
+0.316954 2.137150 3.956290 0.930676 0.248972 4.294110 0.570025 0.249410
+0.193335 0.186979 0.554236 0.039437 0.170135 0.113917 0.127395 0.0304501 0.138190
+0.397915 0.497671 0.131528 0.0848047 0.384287 0.869489 0.154263 0.0613037 0.499462 3.170970
+0.906265 5.351420 3.012010 0.479855 0.0740339 3.894900 2.584430 0.373558 0.890432 0.323832 0.257555
+0.893496 0.683162 0.198221 0.103754 0.390482 1.545260 0.315124 0.174100 0.404141 4.257460 4.854020 0.934276
+0.210494 0.102711 0.0961621 0.0467304 0.398020 0.0999208 0.0811339 0.049931 0.679371 1.059470 2.115170 0.088836 1.190630
+1.438550 0.679489 0.195081 0.423984 0.109404 0.933372 0.682355 0.243570 0.696198 0.0999288 0.415844 0.556896 0.171329 0.161444
+3.370790 1.224190 3.974230 1.071760 1.407660 1.028870 0.704939 1.341820 0.740169 0.319440 0.344739 0.967130 0.493905 0.545931 1.613280
+2.121110 0.554413 2.030060 0.374866 0.512984 0.857928 0.822765 0.225833 0.473307 1.458160 0.326622 1.386980 1.516120 0.171903 0.795384 4.378020
+0.113133 1.163920 0.0719167 0.129767 0.717070 0.215737 0.156557 0.336983 0.262569 0.212483 0.665309 0.137505 0.515706 1.529640 0.139405 0.523742 0.110864
+0.240735 0.381533 1.086000 0.325711 0.543833 0.227710 0.196303 0.103604 3.873440 0.420170 0.398618 0.133264 0.428437 6.454280 0.216046 0.786993 0.291148 2.485390
+2.006010 0.251849 0.196246 0.152335 1.002140 0.301281 0.588731 0.187247 0.118358 7.821300 1.800340 0.305434 2.058450 0.649892 0.314887 0.232739 1.388230 0.365369 0.314730
+
+0.0866279 0.043972 0.0390894 0.0570451 0.0193078 0.0367281 0.0580589 0.0832518 0.0244313 0.048466 0.086209 0.0620286 0.0195027 0.0384319 0.0457631 0.0695179 0.0610127 0.0143859 0.0352742 0.0708956
+
+
+ A R N D C Q E G H I L K M F P S T W Y V
+Ala Arg Asn Asp Cys Gln Glu Gly His Ile Leu Lys Met Phe Pro Ser Thr Trp Tyr Val
+
+
+ Symmetrical part of the WAG rate matrix and aa frequencies,
+estimated from 3905 globular protein amino acid sequences forming 182
+protein families.
+ The first part above indicates the symmetric 'exchangeability'
+parameters, where s_ij = s_ji. The s_ij above are not scaled, but the
+PAML package will perform this scaling.
+ The second part gives the amino acid frequencies (pi_i)
+estimated from the 3905 sequences. The net replacement rate from i to
+j is Q_ij = s_ij*pi_j.
+ Prepared by Simon Whelan and Nick Goldman, December 2000.
+
+Citation:
+Whelan, S. and N. Goldman. 2001. A general empirical model of
+ protein evolution derived from multiple protein families using
+ a maximum likelihood approach. Molecular Biology and
+ Evolution 18:691-699.
diff --git a/easel/install-sh b/easel/install-sh
new file mode 100644
index 0000000..f5061e7
--- /dev/null
+++ b/easel/install-sh
@@ -0,0 +1,295 @@
+#!/bin/sh
+# install - install a program, script, or datafile
+
+scriptversion=2003-09-24.23
+
+# This originates from X11R5 (mit/util/scripts/install.sh), which was
+# later released in X11R6 (xc/config/util/install.sh) with the
+# following copyright and license.
+#
+# Copyright (C) 1994 X Consortium
+#
+# Permission is hereby granted, free of charge, to any person obtaining a copy
+# of this software and associated documentation files (the "Software"), to
+# deal in the Software without restriction, including without limitation the
+# rights to use, copy, modify, merge, publish, distribute, sublicense, and/or
+# sell copies of the Software, and to permit persons to whom the Software is
+# furnished to do so, subject to the following conditions:
+#
+# The above copyright notice and this permission notice shall be included in
+# all copies or substantial portions of the Software.
+#
+# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+# X CONSORTIUM BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN
+# AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNEC-
+# TION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
+#
+# Except as contained in this notice, the name of the X Consortium shall not
+# be used in advertising or otherwise to promote the sale, use or other deal-
+# ings in this Software without prior written authorization from the X Consor-
+# tium.
+#
+#
+# FSF changes to this file are in the public domain.
+#
+# Calling this script install-sh is preferred over install.sh, to prevent
+# `make' implicit rules from creating a file called install from it
+# when there is no Makefile.
+#
+# This script is compatible with the BSD install script, but was written
+# from scratch. It can only install one file at a time, a restriction
+# shared with many OS's install programs.
+
+# set DOITPROG to echo to test this script
+
+# Don't use :- since 4.3BSD and earlier shells don't like it.
+doit="${DOITPROG-}"
+
+# put in absolute paths if you don't have them in your path; or use env. vars.
+
+mvprog="${MVPROG-mv}"
+cpprog="${CPPROG-cp}"
+chmodprog="${CHMODPROG-chmod}"
+chownprog="${CHOWNPROG-chown}"
+chgrpprog="${CHGRPPROG-chgrp}"
+stripprog="${STRIPPROG-strip}"
+rmprog="${RMPROG-rm}"
+mkdirprog="${MKDIRPROG-mkdir}"
+
+transformbasename=
+transform_arg=
+instcmd="$mvprog"
+chmodcmd="$chmodprog 0755"
+chowncmd=
+chgrpcmd=
+stripcmd=
+rmcmd="$rmprog -f"
+mvcmd="$mvprog"
+src=
+dst=
+dir_arg=
+
+usage="Usage: $0 [OPTION]... SRCFILE DSTFILE
+ or: $0 -d DIR1 DIR2...
+
+In the first form, install SRCFILE to DSTFILE, removing SRCFILE by default.
+In the second, create the directory path DIR.
+
+Options:
+-b=TRANSFORMBASENAME
+-c copy source (using $cpprog) instead of moving (using $mvprog).
+-d create directories instead of installing files.
+-g GROUP $chgrp installed files to GROUP.
+-m MODE $chmod installed files to MODE.
+-o USER $chown installed files to USER.
+-s strip installed files (using $stripprog).
+-t=TRANSFORM
+--help display this help and exit.
+--version display version info and exit.
+
+Environment variables override the default commands:
+ CHGRPPROG CHMODPROG CHOWNPROG CPPROG MKDIRPROG MVPROG RMPROG STRIPPROG
+"
+
+while test -n "$1"; do
+ case $1 in
+ -b=*) transformbasename=`echo $1 | sed 's/-b=//'`
+ shift
+ continue;;
+
+ -c) instcmd=$cpprog
+ shift
+ continue;;
+
+ -d) dir_arg=true
+ shift
+ continue;;
+
+ -g) chgrpcmd="$chgrpprog $2"
+ shift
+ shift
+ continue;;
+
+ --help) echo "$usage"; exit 0;;
+
+ -m) chmodcmd="$chmodprog $2"
+ shift
+ shift
+ continue;;
+
+ -o) chowncmd="$chownprog $2"
+ shift
+ shift
+ continue;;
+
+ -s) stripcmd=$stripprog
+ shift
+ continue;;
+
+ -t=*) transformarg=`echo $1 | sed 's/-t=//'`
+ shift
+ continue;;
+
+ --version) echo "$0 $scriptversion"; exit 0;;
+
+ *) if test -z "$src"; then
+ src=$1
+ else
+ # this colon is to work around a 386BSD /bin/sh bug
+ :
+ dst=$1
+ fi
+ shift
+ continue;;
+ esac
+done
+
+if test -z "$src"; then
+ echo "$0: no input file specified." >&2
+ exit 1
+fi
+
+# Protect names starting with `-'.
+case $src in
+ -*) src=./$src ;;
+esac
+
+if test -n "$dir_arg"; then
+ dst=$src
+ src=
+
+ if test -d "$dst"; then
+ instcmd=:
+ chmodcmd=
+ else
+ instcmd=$mkdirprog
+ fi
+else
+ # Waiting for this to be detected by the "$instcmd $src $dsttmp" command
+ # might cause directories to be created, which would be especially bad
+ # if $src (and thus $dsttmp) contains '*'.
+ if test ! -f "$src" && test ! -d "$src"; then
+ echo "$0: $src does not exist." >&2
+ exit 1
+ fi
+
+ if test -z "$dst"; then
+ echo "$0: no destination specified." >&2
+ exit 1
+ fi
+
+ # Protect names starting with `-'.
+ case $dst in
+ -*) dst=./$dst ;;
+ esac
+
+ # If destination is a directory, append the input filename; won't work
+ # if double slashes aren't ignored.
+ if test -d "$dst"; then
+ dst=$dst/`basename "$src"`
+ fi
+fi
+
+# This sed command emulates the dirname command.
+dstdir=`echo "$dst" | sed -e 's,[^/]*$,,;s,/$,,;s,^$,.,'`
+
+# Make sure that the destination directory exists.
+
+# Skip lots of stat calls in the usual case.
+if test ! -d "$dstdir"; then
+ defaultIFS='
+ '
+ IFS="${IFS-$defaultIFS}"
+
+ oIFS=$IFS
+ # Some sh's can't handle IFS=/ for some reason.
+ IFS='%'
+ set - `echo "$dstdir" | sed -e 's@/@%@g' -e 's@^%@/@'`
+ IFS=$oIFS
+
+ pathcomp=
+
+ while test $# -ne 0 ; do
+ pathcomp=$pathcomp$1
+ shift
+ test -d "$pathcomp" || $mkdirprog "$pathcomp"
+ pathcomp=$pathcomp/
+ done
+fi
+
+if test -n "$dir_arg"; then
+ $doit $instcmd "$dst" \
+ && { test -z "$chowncmd" || $doit $chowncmd "$dst"; } \
+ && { test -z "$chgrpcmd" || $doit $chgrpcmd "$dst"; } \
+ && { test -z "$stripcmd" || $doit $stripcmd "$dst"; } \
+ && { test -z "$chmodcmd" || $doit $chmodcmd "$dst"; }
+
+else
+ # If we're going to rename the final executable, determine the name now.
+ if test -z "$transformarg"; then
+ dstfile=`basename "$dst"`
+ else
+ dstfile=`basename "$dst" $transformbasename \
+ | sed $transformarg`$transformbasename
+ fi
+
+ # don't allow the sed command to completely eliminate the filename.
+ test -z "$dstfile" && dstfile=`basename "$dst"`
+
+ # Make a couple of temp file names in the proper directory.
+ dsttmp=$dstdir/_inst.$$_
+ rmtmp=$dstdir/_rm.$$_
+
+ # Trap to clean up those temp files at exit.
+ trap 'status=$?; rm -f "$dsttmp" "$rmtmp" && exit $status' 0
+ trap '(exit $?); exit' 1 2 13 15
+
+ # Move or copy the file name to the temp name
+ $doit $instcmd "$src" "$dsttmp" &&
+
+ # and set any options; do chmod last to preserve setuid bits.
+ #
+ # If any of these fail, we abort the whole thing. If we want to
+ # ignore errors from any of these, just make sure not to ignore
+ # errors from the above "$doit $instcmd $src $dsttmp" command.
+ #
+ { test -z "$chowncmd" || $doit $chowncmd "$dsttmp"; } \
+ && { test -z "$chgrpcmd" || $doit $chgrpcmd "$dsttmp"; } \
+ && { test -z "$stripcmd" || $doit $stripcmd "$dsttmp"; } \
+ && { test -z "$chmodcmd" || $doit $chmodcmd "$dsttmp"; } &&
+
+ # Now remove or move aside any old file at destination location. We
+ # try this two ways since rm can't unlink itself on some systems and
+ # the destination file might be busy for other reasons. In this case,
+ # the final cleanup might fail but the new file should still install
+ # successfully.
+ {
+ if test -f "$dstdir/$dstfile"; then
+ $doit $rmcmd -f "$dstdir/$dstfile" 2>/dev/null \
+ || $doit $mvcmd -f "$dstdir/$dstfile" "$rmtmp" 2>/dev/null \
+ || {
+ echo "$0: cannot unlink or rename $dstdir/$dstfile" >&2
+ (exit 1); exit
+ }
+ else
+ :
+ fi
+ } &&
+
+ # Now rename the file to the real destination.
+ $doit $mvcmd "$dsttmp" "$dstdir/$dstfile"
+fi &&
+
+# The final little trick to "correctly" pass the exit status to the exit trap.
+{
+ (exit 0); exit
+}
+
+# Local variables:
+# eval: (add-hook 'write-file-hooks 'time-stamp)
+# time-stamp-start: "scriptversion="
+# time-stamp-format: "%:y-%02m-%02d.%02H"
+# time-stamp-end: "$"
+# End:
diff --git a/easel/interface_gsl.c b/easel/interface_gsl.c
new file mode 100644
index 0000000..f468c6f
--- /dev/null
+++ b/easel/interface_gsl.c
@@ -0,0 +1,56 @@
+#ifdef ESL_WITH_GSL
+/* interface_gsl.c
+ * Easel's interfaces to the GNU Scientific Library
+ *
+ * SRE, Tue Jul 13 15:36:48 2004
+ * SVN $Id: interface_gsl.c 129 2006-10-31 19:51:47Z eddys $
+ */
+#include <esl_config.h>
+
+#include <stdlib.h>
+#include <easel/easel.h>
+#include <easel/dmatrix.h>
+#include <gsl/gsl_math.h>
+#include <gsl/gsl_blas.h>
+#include <gsl/gsl_permutation.h>
+#include <gsl/gsl_eigen.h>
+
+int
+esl_GSL_MatrixInversion(ESL_DMATRIX *A, ESL_DMATRIX **ret_Ai)
+{
+ ESL_DMATRIX *Ai; /* RETURN: A^{-1} */
+ gsl_matrix_view Av; /* gsl view of matrix A */
+ gsl_matrix *LU; /* LU decomposition of A */
+ gsl_matrix *Aiv; /* gsl version of A^{-1} */
+ gsl_permutation *permute;
+ int signum;
+ int i,j;
+
+ Ai = esl_dmx_Alloc(A->n, A->m);
+
+ /* Invert U to get Ui, using LU decomposition.
+ */
+ Av = gsl_matrix_view_array(A->mx[0], A->n, A->n);
+ LU = gsl_matrix_alloc(A->n, A->n);
+ Aiv = gsl_matrix_alloc(A->n, A->n); /* U^{-1}: inverse of U */
+ permute = gsl_permutation_alloc(A->n);
+ gsl_matrix_memcpy(LU, &Av.matrix);
+
+ if (gsl_linalg_LU_decomp(LU, permute, &signum) != 0) ESL_EXCEPTION(eslEUNKNOWN, "gsl failed");
+ if (gsl_linalg_LU_invert(LU, permute, Aiv) != 0) ESL_EXCEPTION(eslEUNKNOWN, "gsl failed");
+
+ gsl_matrix_free(LU);
+ gsl_permutation_free(permute);
+
+ /* recover the matrix from gsl.
+ */
+ for (i = 0; i < A->n; i++)
+ for (j = 0; j < A->n; j++)
+ Ai->mx[i][j] = gsl_matrix_get(Aiv, i, j);
+ gsl_matrix_free(Aiv);
+
+ ret->Ai = Ai;
+ return eslOK;
+}
+
+#endif /*ESL_WITH_GSL*/
diff --git a/easel/interface_gsl.h b/easel/interface_gsl.h
new file mode 100644
index 0000000..1e65a0c
--- /dev/null
+++ b/easel/interface_gsl.h
@@ -0,0 +1,23 @@
+#ifdef ESL_WITH_GSL
+/* interface_gsl.h
+ * Easel's interfaces to the GNU Scientific Library
+ *
+ * SRE, Tue Jul 13 15:36:48 2004
+ * SVN $Id: interface_gsl.h 11 2005-01-06 11:44:17Z eddy $
+ */
+#ifndef ESL_INTERFACE_GSL_INCLUDED
+#define ESL_INTERFACE_GSL_INCLUDED
+
+#include <stdlib.h>
+#include <easel/easel.h>
+#include <easel/dmatrix.h>
+#include <gsl/gsl_math.h>
+#include <gsl/gsl_blas.h>
+#include <gsl/gsl_permutation.h>
+#include <gsl/gsl_eigen.h>
+
+extern int esl_GSL_MatrixInversion(ESL_DMATRIX *A, ESL_DMATRIX **ret_Ai);
+
+
+#endif /*ESL_INTERFACE_GSL_INCLUDED*/
+#endif /*ESL_WITH_GSL*/
diff --git a/easel/interface_lapack.c b/easel/interface_lapack.c
new file mode 100644
index 0000000..c64e08d
--- /dev/null
+++ b/easel/interface_lapack.c
@@ -0,0 +1,88 @@
+#ifdef ESL_WITH_LAPACK
+/* interface_lapack.c
+ * Interface with the LAPACK (Fortran77) numerical library.
+ *
+ * SRE, Tue Jul 13 14:58:46 2004
+ * SVN $Id: interface_lapack.c 129 2006-10-31 19:51:47Z eddys $
+ */
+
+#include <esl_config.h>
+
+#include <stdlib.h>
+#include <easel/easel.h>
+#include <easel/dmatrix.h>
+#include <easel/interface_lapack.h>
+
+/* A: nxn real matrix
+ * ret_Er: RETURN: vector of eigenvalues, real part, allocated 0..n-1
+ * ret_Ei: RETURN: vector of eigenvalues, imaginary part, allocated 0..n-1
+ * ret_VL: RETURN: left eigenvectors
+ * ret_VR: RETURN: right eigenvectors
+ */
+int
+esl_lapack_dgeev(ESL_DMATRIX *A, double **ret_Er, double **ret_Ei, ESL_DMATRIX **ret_VL, ESL_DMATRIX **ret_VR)
+{
+ double *Er = NULL;
+ double *Ei = NULL;
+ ESL_DMATRIX *VL = NULL;
+ ESL_DMATRIX *VR = NULL;
+ double *work = NULL;
+ char jobvl, jobvr;
+ int lda;
+ int ldvl, ldvr;
+ int lwork;
+ int info;
+ int status;
+
+ if ((VL = esl_dmatrix_Create(A->n,A->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ if ((VR = esl_dmatrix_Create(A->n,A->n)) == NULL) { status = eslEMEM; goto ERROR; }
+ ESL_ALLOC(Er, sizeof(double) * A->n);
+ ESL_ALLOC(Ei, sizeof(double) * A->n);
+ ESL_ALLOC(work, sizeof(double) * 4 * A->n);
+
+ jobvl = (ret_VL == NULL) ? 'N' : 'V'; /* do we want left eigenvectors? */
+ jobvr = (ret_VR == NULL) ? 'N' : 'V'; /* do we want right eigenvectors? */
+ lda = A->n;
+ ldvl = A->n;
+ ldvr = A->n;
+ lwork = 4*A->n;
+
+ /* Fortran convention is colxrow, not rowxcol; so transpose
+ * A before passing it to a Fortran routine.
+ */
+ esl_dmx_Transpose(A);
+
+ /* The actual Fortran77 interface call to LAPACK.
+ * All args must be passed by reference.
+ * Fortran 2D arrays are 1D: so pass the A[0] part of a DSMX.
+ */
+ dgeev_(&jobvl, &jobvr, &(A->n), A->mx[0], &lda, Er, Ei, VL->mx[0], &ldvl, VR->mx[0], &ldvr, work, &lwork, &info);
+
+ /* Now, VL, VR are transposed (col x row), so transpose them back to
+ * C convention.
+ */
+ esl_dmx_Transpose(VL);
+ esl_dmx_Transpose(VR);
+
+ if (ret_VL != NULL) *ret_VL = VL; else esl_dmatrix_Destroy(VL);
+ if (ret_VR != NULL) *ret_VR = VR; else esl_dmatrix_Destroy(VR);
+ if (ret_Er != NULL) *ret_Er = Er; else free(Er);
+ if (ret_Ei != NULL) *ret_Ei = Ei; else free(Ei);
+ free(work);
+ return eslOK;
+
+ ERROR:
+ if (ret_VL != NULL) *ret_VL = NULL;
+ if (ret_VR != NULL) *ret_VR = NULL;
+ if (ret_Er != NULL) *ret_Er = NULL;
+ if (ret_Ei != NULL) *ret_Ei = NULL;
+ if (VL != NULL) free(VL);
+ if (VR != NULL) free(VR);
+ if (Er != NULL) free(Er);
+ if (Ei != NULL) free(Ei);
+ if (work != NULL) free(work);
+ return status;
+}
+
+
+#endif /*ESL_WITH_LAPACK*/
diff --git a/easel/interface_lapack.h b/easel/interface_lapack.h
new file mode 100644
index 0000000..885ab0b
--- /dev/null
+++ b/easel/interface_lapack.h
@@ -0,0 +1,23 @@
+#ifdef ESL_WITH_LAPACK
+/* interface_lapack.h
+ *
+ * SRE, Tue Jul 13 15:11:51 2004 [St. Louis]
+ * SVN $Id: interface_lapack.h 11 2005-01-06 11:44:17Z eddy $
+ */
+#ifndef ESL_INTERFACE_LAPACK_INCLUDED
+#define ESL_INTERFACE_LAPACK_INCLUDED
+
+/* This is the C interface to the Fortran77 dgeev routine,
+ * provided by the LAPACK library:
+ */
+extern void dgeev_(char *jobvl, char *jobvr, int *n, double *a,
+ int *lda, double *wr, double *wi, double *vl,
+ int *ldvl, double *vr, int *ldvr,
+ double *work, int *lwork, int *info);
+
+/* and this is our C interface to the lapack call:
+ */
+extern int esl_lapack_dgeev(ESL_DMATRIX *A, double **ret_Er, double **ret_Ei, ESL_DMATRIX **ret_VL, ESL_DMATRIX **ret_VR);
+
+#endif /*ESL_INTERFACE_LAPACK_INCLUDED*/
+#endif /*ESL_WITH_LAPACK*/
diff --git a/easel/miniapps/Makefile.in b/easel/miniapps/Makefile.in
new file mode 100644
index 0000000..e55cd64
--- /dev/null
+++ b/easel/miniapps/Makefile.in
@@ -0,0 +1,76 @@
+# Makefile.in for Easel's miniapps
+# SVN $Id: Makefile.in 396 2009-10-06 18:09:50Z nawrockie $
+SHELL = /bin/sh
+
+## Installation targets
+#
+prefix = @prefix@
+exec_prefix = @exec_prefix@
+datarootdir = @datarootdir@
+bindir = @bindir@
+
+
+## your compiler and compiler flags.
+#
+CC = @CC@
+CFLAGS = @CFLAGS@ @SIMD_CFLAGS@
+DEFS = @DEFS@
+LDFLAGS = @LDFLAGS@
+LIBS = -leasel @LIBGSL@ @LIBS@ -lm
+
+## where is Easel?
+#
+ESLLIBDIR = -L..
+ESLINCDIR = -I..
+
+
+## list of the miniapps to compile.
+#
+PROGS = esl-afetch\
+ esl-alimanip\
+ esl-alimap\
+ esl-alistat\
+ esl-compalign\
+ esl-compstruct\
+ esl-construct\
+ esl-histplot\
+ esl-reformat\
+ esl-selectn\
+ esl-seqstat\
+ esl-sfetch\
+ esl-shuffle\
+ esl-ssdraw\
+ esl-weight
+
+## Targets defining how to make miniapp executables.
+#
+all: $(PROGS)
+
+${PROGS}: @EXEC_DEPENDENCY@ ../libeasel.a
+ ${CC} ${CFLAGS} ${DEFS} ${LDFLAGS} ${ESLLIBDIR} -o $@ $@.o ${OBJS} ${LIBS}
+
+.c.o:
+ ${CC} ${CFLAGS} ${DEFS} ${ESLINCDIR} -c $<
+
+install:
+ cp ${PROGS} ${DESTDIR}${bindir}/
+
+clean:
+ -rm ${PROGS}
+ -rm *.o *~
+ -rm TAGS
+
+distclean:
+ make clean
+ -rm -f ${PROGS}
+ -rm Makefile
+
+TAGS:
+ etags *.[ch] Makefile.in
+
+
+################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+################################################################
diff --git a/easel/miniapps/esl-afetch.c b/easel/miniapps/esl-afetch.c
new file mode 100644
index 0000000..df92360
--- /dev/null
+++ b/easel/miniapps/esl-afetch.c
@@ -0,0 +1,338 @@
+/* Fetch an MSA from a multi-MSA database (such as Pfam or Rfam).
+ *
+ * From squid's afetch (1999)
+ * SRE, Mon May 28 08:00:47 2007 [Janelia] [Chemical Brothers, Exit Planet Dust]
+ * SVN $Id: esl-afetch.c 249 2008-04-24 19:19:50Z eddys $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_fileparser.h"
+#include "esl_keyhash.h"
+#include "esl_ssi.h"
+#include "esl_msa.h"
+
+
+static char banner[] = "retrieve multiple sequence alignment(s) from a file";
+static char usage1[] = "[options] <msafile> <name> (retrieves one alignment named <name>)";
+static char usage2[] = "[options] -f <msafile> <namefile> (retrieves all alignments named in <namefile>)";
+static char usage3[] = "[options] --index <msafile> (indexes <msafile>)";
+
+static void
+cmdline_failure(char *argv0, char *format, ...)
+{
+ va_list argp;
+
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ esl_usage(stdout, argv0, usage1);
+ esl_usage(stdout, argv0, usage2);
+ esl_usage(stdout, argv0, usage3);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv0);
+ exit(1);
+}
+
+static void
+cmdline_help(char *argv0, ESL_GETOPTS *go)
+{
+ esl_banner(stdout, argv0, banner);
+ esl_usage (stdout, argv0, usage1);
+ esl_usage (stdout, argv0, usage2);
+ esl_usage (stdout, argv0, usage3);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80);
+ exit(0);
+}
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; show brief info on version and usage", 0 },
+ { "-f", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,"--index", "second cmdline arg is a file of names to retrieve", 0 },
+ { "-o", eslARG_OUTFILE,FALSE,NULL, NULL, NULL, NULL,"-O,--index", "output alignments to file <f> instead of stdout", 0 },
+ { "-O", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,"-o,-f,--index","output alignment to file named <key>", 0 },
+ { "--index", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "index the <msafile>, creating <msafile>.ssi", 0 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+static void create_ssi_index(ESL_GETOPTS *go, ESL_MSAFILE *afp);
+static void multifetch(ESL_GETOPTS *go, FILE *ofp, char *keyfile, ESL_MSAFILE *afp);
+static void onefetch(ESL_GETOPTS *go, FILE *ofp, char *key, ESL_MSAFILE *afp);
+static void regurgitate_one_stockholm_entry(FILE *ofp, ESL_MSAFILE *afp);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ char *alifile = NULL; /* alignment file name */
+ int fmt; /* format code for alifile */
+ ESL_MSAFILE *afp = NULL; /* open alignment file */
+ FILE *ofp = NULL; /* output stream for alignments */
+ int status; /* easel return code */
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) cmdline_failure(argv[0], "Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) cmdline_failure(argv[0], "Error in configuration: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") ) cmdline_help (argv[0], go);
+ if (esl_opt_ArgNumber(go) < 1) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+
+ /* Open the alignment file.
+ */
+ fmt = eslMSAFILE_UNKNOWN;
+ alifile = esl_opt_GetArg(go, 1);
+ status = esl_msafile_Open(alifile, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of alignment %s\n", alifile);
+ else if (status != eslOK) esl_fatal("Alignment file open failed with error %d\n", status);
+
+ /* Open the output file, if any
+ */
+ if (esl_opt_GetBoolean(go, "-O"))
+ {
+ if ((ofp = fopen(esl_opt_GetArg(go, 2), "w")) == NULL)
+ esl_fatal("Failed to open output file %s\n", esl_opt_GetArg(go, 2));
+ }
+ else if (esl_opt_GetString(go, "-o") != NULL)
+ {
+ if ((ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ esl_fatal("Failed to open output file %s\n", esl_opt_GetString(go, "-o"));
+ }
+ else ofp = stdout;
+
+ /* Hand off control flow as appropriate */
+ if (esl_opt_GetBoolean(go, "--index"))
+ {
+ if (esl_opt_ArgNumber(go) != 1) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+ create_ssi_index(go, afp);
+ }
+ else if (esl_opt_GetBoolean(go, "-f"))
+ {
+ if (esl_opt_ArgNumber(go) != 2) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+ multifetch(go, ofp, esl_opt_GetArg(go, 2), afp);
+ }
+ else
+ {
+ if (esl_opt_ArgNumber(go) != 2) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+ onefetch(go, ofp, esl_opt_GetArg(go, 2), afp);
+ if (ofp != stdout) printf("\n\nRetrieved alignment %s.\n", esl_opt_GetArg(go, 2));
+ }
+
+ esl_msafile_Close(afp);
+ esl_getopts_Destroy(go);
+ exit(0);
+}
+
+
+/* Create an SSI index file for open MSA file <afp>.
+ * Both name and accession of MSAs are stored as keys.
+ */
+static void
+create_ssi_index(ESL_GETOPTS *go, ESL_MSAFILE *afp)
+{
+ int status;
+ ESL_NEWSSI *ns = esl_newssi_Create();
+ ESL_MSA *msa = NULL;
+ int nali = 0;
+ char *ssifile = NULL;
+ FILE *sfp = NULL;
+ uint16_t fh;
+
+ if (afp->ssi != NULL)
+ esl_fatal("Alignment file %s already has an SSI index. Delete or move it first.\n", afp->fname);
+
+ esl_strdup(afp->fname, -1, &ssifile);
+ esl_strcat(&ssifile, -1, ".ssi", 4);
+ if ((sfp = fopen(ssifile, "wb")) == NULL)
+ esl_fatal("Failed to open SSI file %s\n", ssifile);
+ if (esl_newssi_AddFile(ns, afp->fname, afp->format, &fh) != eslOK)
+ esl_fatal("Failed to add MSA file %s to new SSI index\n", afp->fname);
+
+ printf("Working... ");
+ fflush(stdout);
+
+ while ((status = esl_msa_Read(afp, &msa)) != eslEOF)
+ {
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslOK)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ nali++;
+
+ if (msa->name == NULL)
+ esl_fatal("Every alignment in file must have a name to be indexed. Failed to find name of alignment #%d\n", nali);
+
+ if (esl_newssi_AddKey(ns, msa->name, fh, msa->offset, 0, 0) != eslOK)
+ esl_fatal("Failed to add key %s to SSI index", msa->name);
+
+ if (msa->acc != NULL) {
+ if (esl_newssi_AddAlias(ns, msa->acc, msa->name) != eslOK)
+ esl_fatal("Failed to add secondary key %s to SSI index", msa->acc);
+ }
+ esl_msa_Destroy(msa);
+ }
+
+ if (esl_newssi_Write(sfp, ns) != eslOK)
+ esl_fatal("Failed to write keys to ssi file %s\n", ssifile);
+
+ printf("done.\n");
+ if (ns->nsecondary > 0)
+ printf("Indexed %d alignments (%ld names and %ld accessions).\n", nali, (long) ns->nprimary, (long) ns->nsecondary);
+ else
+ printf("Indexed %d alignments (%ld names).\n", nali, (long) ns->nprimary);
+ printf("SSI index written to file %s\n", ssifile);
+
+ fclose(sfp);
+ free(ssifile);
+ esl_newssi_Destroy(ns);
+ return;
+}
+
+/* multifetch:
+ * given a file containing lines with one name or key per line;
+ * parse the file line-by-line;
+ * if we have an SSI index available, retrieve the MSAs by key
+ * as we see each line;
+ * else, without an SSI index, store the keys in a hash, then
+ * read the entire MSA file in a single pass, outputting MSAs
+ * that are in our keylist.
+ *
+ * Note that with an SSI index, you get the MSAs in the order they
+ * appear in the <keyfile>, but without an SSI index, you get MSAs in
+ * the order they occur in the MSA file.
+ */
+static void
+multifetch(ESL_GETOPTS *go, FILE *ofp, char *keyfile, ESL_MSAFILE *afp)
+{
+ ESL_KEYHASH *keys = esl_keyhash_Create();
+ ESL_FILEPARSER *efp = NULL;
+ ESL_MSA *msa = NULL;
+ int nali = 0;
+ char *key;
+ int keylen;
+ int keyidx;
+ int status;
+
+ if (esl_fileparser_Open(keyfile, &efp) != eslOK)
+ esl_fatal("Failed to open key file %s\n", keyfile);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ if (esl_fileparser_GetTokenOnLine(efp, &key, &keylen) != eslOK)
+ esl_fatal("Failed to read MSA name on line %d of file %s\n", efp->linenumber, keyfile);
+
+ status = esl_key_Store(keys, key, &keyidx);
+ if (status == eslEDUP) esl_fatal("MSA key %s occurs more than once in file %s\n", key, keyfile);
+
+ if (afp->ssi != NULL) { onefetch(go, ofp, key, afp); nali++; }
+
+ }
+
+ if (afp->ssi == NULL)
+ {
+ while ((status = esl_msa_Read(afp, &msa)) != eslEOF)
+ {
+ nali++;
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslOK)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ if (msa->name == NULL)
+ esl_fatal("Every alignment in file must have a name to be retrievable. Failed to find name of alignment #%d\n", nali);
+
+ if ( (esl_key_Lookup(keys, msa->name, NULL) == eslOK) ||
+ (msa->acc != NULL && esl_key_Lookup(keys, msa->acc, NULL) == eslOK))
+ esl_msa_Write(ofp, msa, eslMSAFILE_STOCKHOLM);
+
+ esl_msa_Destroy(msa);
+ }
+ }
+
+ if (ofp != stdout) printf("\nRetrieved %d alignments.\n", nali);
+ esl_keyhash_Destroy(keys);
+ esl_fileparser_Close(efp);
+ return;
+}
+
+
+/* onefetch():
+ * Given one <key> (an MSA name or accession), retrieve the corresponding MSA.
+ * In SSI mode, we can do this quickly by positioning the file, then regurgitating
+ * every line until the end-of-alignment marker; we don't even have to parse.
+ * Without an SSI index, we have to parse the MSAs sequentially 'til we find
+ * the one we're after.
+ */
+static void
+onefetch(ESL_GETOPTS *go, FILE *ofp, char *key, ESL_MSAFILE *afp)
+{
+ int status;
+
+ if (afp->ssi != NULL)
+ {
+ status = esl_msafile_PositionByKey(afp, key);
+ if (status == eslENOTFOUND) esl_fatal("MSA %s not found in SSI index for file %s\n", key, afp->fname);
+ else if (status == eslEFORMAT) esl_fatal("Failed to parse SSI index for %s\n", afp->fname);
+ else if (status != eslOK) esl_fatal("Failed to look up location of MSA %s in SSI index of file %s\n", key, afp->fname);
+
+ regurgitate_one_stockholm_entry(ofp, afp);
+ }
+ else
+ {
+ ESL_MSA *msa;
+ int nali = 1;
+
+ while ((status = esl_msa_Read(afp, &msa)) != eslEOF)
+ {
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslOK)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ if (msa->name == NULL)
+ esl_fatal("Every alignment in file must have a name to be retrievable. Failed to find name of alignment #%d\n", nali);
+
+ if (strcmp(key, msa->name) == 0 || (msa->acc != NULL && strcmp(key, msa->acc) == 0))
+ break;
+
+ nali++;
+ esl_msa_Destroy(msa);
+ }
+
+ esl_msa_Write(ofp, msa, eslMSAFILE_STOCKHOLM);
+ esl_msa_Destroy(msa);
+ }
+}
+
+
+/* regurgitate_one_stockholm_entry()
+ * Read and output an alignment line-by-line without parsing it, stopping when
+ * we reach the end-of-alignment marker.
+ */
+static void
+regurgitate_one_stockholm_entry(FILE *ofp, ESL_MSAFILE *afp)
+{
+ int status;
+ char *buf = NULL;
+ int n = 0;
+
+ while ((status = esl_fgets(&buf, &n, afp->f)) == eslOK) {
+ fputs(buf, ofp);
+ if (strncmp(buf, "//", 2) == 0) break;
+ }
+ if (status == eslEOF)
+ esl_fatal("Reached end of file before finding // termination line for alignment");
+ else if (status != eslOK)
+ esl_fatal("Failure in reading alignment line by line");
+
+ if (buf != NULL) free(buf);
+}
+
diff --git a/easel/miniapps/esl-afetch.man b/easel/miniapps/esl-afetch.man
new file mode 100644
index 0000000..69ae8a3
--- /dev/null
+++ b/easel/miniapps/esl-afetch.man
@@ -0,0 +1,128 @@
+.TH "esl-afetch" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-afetch - retrieve alignments from a multi-MSA database
+
+.SH SYNOPSIS
+
+.TP
+Single MSA retrieval:
+.B esl-afetch
+.I [options]
+.I msafile
+.I key
+
+.TP
+Multiple MSA retrieval:
+.B esl-afetch -f
+.I [options]
+.I msafile
+.I keyfile
+
+.TP
+Indexing an MSA file for retrieval:
+.B esl-afetch --index
+.I msafile
+
+
+.SH DESCRIPTION
+
+.B esl-afetch
+retrieves the alignment named
+.I key
+from an alignment database in file
+.I msafile.
+The
+.I msafile
+is a "multiple multiple alignment" file in Stockholm (e.g. native
+Pfam or Rfam) format.
+The
+.I key
+is either the name (ID) of the alignment, or its accession
+number (AC).
+
+.PP
+Alternatively,
+.B esl-afetch -f
+provides the ability to fetch many alignments at once.
+The
+.I -f
+option has it interpret the second argument as a <keyfile>, a
+file consisting of one name or accession per line.
+
+.PP
+The
+.I msafile
+should first be SSI indexed with
+.B esl-afetch --index
+for efficient retrieval. An SSI index is
+not required, but without one alignment retrieval may
+be painfully slow.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.B -f
+Interpret the second argument as a
+.I keyfile
+instead of as just one
+.I key.
+The
+.I keyfile
+contains one name or accession per line.
+This option doesn't work with the
+.B --index
+option.
+
+
+.TP
+.BI -o " <f>"
+Output retrieved alignments to a file
+.I <f>
+instead of to
+.I stdout.
+
+.TP
+.BI -O
+Output retrieved alignment to a file named
+.I <key>.
+This is a convenience for saving some typing:
+instead of
+.B esl-afetch -o RRM_1 msafile RRM_1
+you can just type
+.B esl-afetch -O msafile RRM_1.
+The
+.B -O
+option only works if you're retrieving a
+single alignment; it is incompatible with
+.B -f.
+
+.TP
+.B --index
+Instead of retrieving a
+.I key,
+the special command
+.B esl-afetch --index
+.I msafile
+produces an SSI index of the names and accessions
+of the alignments in
+the
+.I msafile.
+Indexing should be done once on the
+.I msafile
+to prepare it for all future fetches.
+
+
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-alimanip.c b/easel/miniapps/esl-alimanip.c
new file mode 100644
index 0000000..e95dbca
--- /dev/null
+++ b/easel/miniapps/esl-alimanip.c
@@ -0,0 +1,3284 @@
+/* Manipulate a multiple sequence alignment in some useful ways.
+ *
+ * Derived from easel's esl-alistat which was from squid's alistat (1995)
+ * EPN, Fri Aug 10 08:52:30 2007
+ * SVN $Id: esl-alimanip.c 416 2009-10-22 11:42:55Z nawrockie $
+ */
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <assert.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_distance.h"
+#include "esl_fileparser.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+#include "esl_stack.h"
+#include "esl_tree.h"
+#include "esl_wuss.h"
+
+static char banner[] = "manipulate a multiple sequence alignment file";
+static char usage[] = "[options] <msafile>\n\
+The <msafile> must be in Stockholm format.";
+
+#define OTHERMSAOPTS "--merge,--morph" /* Exclusive choice for options involving other MSAs */
+
+static int keep_or_remove_rf_gaps(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, int keep_flag, int remove_flag);
+static int write_rf_gapthresh(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa);
+static int write_rf_given_alen(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, char *amask, int amask_len);
+static int write_rf_given_rflen(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, char *rfmask, int rfmask_len);
+static int write_rf_given_useme(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, int *useme);
+static int morph_msa(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, ESL_MSA **newmsa1);
+static int merge_msa(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, ESL_MSA **ret_merged_msa);
+static int add_gap_columns_to_msa(char *errbuf, ESL_MSA *msa, int *toadd, ESL_MSA **ret_msa, int do_treat_as_rf_gap);
+static int cp_and_add_gaps_to_aseq(char *new_aseq, char *orig_aseq, int alen, int *toadd, int nnew, char gapchar);
+static int is_flush_left(int *ngaps, int astart, int aend);
+static int is_flush_right(int *ngaps, int astart, int aend);
+static int pick_gappiest_columns(int *ngaps, int astart, int aend, int nkeep, int **ret_cols_to_keep);
+static int get_gaps_per_column(ESL_MSA *msa, int **ret_ngaps);
+static int map_cpos_to_apos(ESL_MSA *msa, int **ret_c2a_map, int *ret_clen);
+static int individualize_consensus(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa);
+static int read_sqfile(ESL_SQFILE *sqfp, const ESL_ALPHABET *abc, int nseq, ESL_SQ ***ret_sq);
+static int trim_msa(ESL_MSA *msa, ESL_SQ **sq, char *errbuf);
+static int dump_insert_info(FILE *fp, ESL_MSA *msa, char *errbuf);
+static int dump_residue_info(FILE *fp, ESL_MSA *msa, char *errbuf);
+static int dump_delete_info(FILE *fp, ESL_MSA *msa, char *errbuf);
+static int plot_inserts(FILE *fp, ESL_MSA *msa, int do_log, char *errbuf);
+static int dump_infocontent(FILE *fp, ESL_MSA *msa, char *errbuf);
+static int plot_gaps(FILE *fp, ESL_MSA *msa, char *errbuf);
+static int get_tree_order(ESL_TREE *T, char *errbuf, int **ret_order);
+static int reorder_msa(ESL_MSA *msa, int *order, char *errbuf);
+static int dmx_Visualize(FILE *fp, ESL_DMATRIX *D, double min, double max);
+static int read_mask_file(char *filename, char *errbuf, char **ret_mask, int *ret_mask_len);
+static int handle_post_opts(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa);
+static int output_rf_as_mask(FILE *fp, char *errbuf, ESL_MSA *msa);
+static int expand_msa2mask(char *errbuf, ESL_MSA *msa1, char *xmask, ESL_MSA **newmsa1);
+static int compare_ints(const void *el1, const void *el2);
+static int msa_median_length(ESL_MSA *msa);
+static int msa_remove_seqs_below_minlen(ESL_MSA *msa, float minlen, ESL_MSA **ret_new_msa);
+static int msa_remove_truncated_seqs(ESL_MSA *msa, char *errbuf, int ntrunc, ESL_MSA **ret_new_msa);
+static int number_columns(ESL_MSA *msa, int do_all, char *errbuf);
+static char digit_to_char(int digit);
+static int int_ndigits(int i);
+static char get_char_digit_x_from_int(int i, int place);
+static int keep_contiguous_column_block(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa);
+static int read_seq_name_file(char *filename, char *errbuf, char ***ret_seqlist, int *ret_seqlist_n);
+static int msa_keep_or_remove_seqs(ESL_MSA *msa, char *errbuf, char **seqlist, int seqlist_n, int do_keep, ESL_MSA **ret_new_msa);
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "help; show brief info on version and usage", 1 },
+ { "-o", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "output the alignment to file <f>, not stdout", 1 },
+ { "-1", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "output alignment in Pfam (non-interleaved, 1 line/seq) format", 1 },
+ { "--list", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "output list of sequence names in alignment to file <f>", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL,NULL, NULL, "show list of undocumented developer options", 1 },
+ { "-g", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "add/rewrite #=GC RF markup based on gap frequency in each col", 2 },
+ { "--gapthresh", eslARG_REAL, "0.5", NULL, "0<=x<=1", NULL,"-g", NULL, "with -g, fraction of gaps allowed in non-gap RF columns [0.5]", 2 },
+ { "--mask-all", eslARG_INFILE,FALSE,NULL, NULL, NULL,NULL, NULL, "set #=GC RF as x=1, gap=0 from 1/0s in 1-line <f> (len=alen)", 2 },
+ { "--mask-rf", eslARG_INFILE, FALSE,NULL, NULL, NULL,NULL, NULL, "set #=GC RF as x=1, gap=0 from 1/0s in 1-line <f> (len=rf len)", 2 },
+ { "--pfract", eslARG_REAL, NULL, NULL, "0<=x<=1", NULL,NULL, NULL, "set #=GC RF as cols w/<x> fraction of seqs w/POST >= --pthresh", 2 },
+ { "--pthresh", eslARG_REAL, "0.9", NULL, "0<=x<=1", NULL,"--pfract", NULL, "set #=GR POST threshold for --pfract as <x> [default=0.9]", 2 },
+ { "--p-rf", eslARG_NONE, NULL, NULL, NULL, NULL,"--pfract", NULL, "with --pfract options, ignore gap #=GC RF columns", 2 },
+ { "-k", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "keep only non-gap RF columns, as RF is defined in input aln", 3 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "remove all non-gap RF columns, as RF is defined in input aln", 3 },
+ { "--kmask", eslARG_OUTFILE,FALSE,NULL, NULL, NULL,"-k", NULL, "w/-k, output RF as mask to <f> before removing gap columns", 3},
+ { "--start-all", eslARG_INT, NULL, NULL, NULL, NULL,"--end-all", "--start-rf", "keep columns starting at column <n>", 3 },
+ { "--end-all", eslARG_INT, NULL, NULL, NULL, NULL,"--start-all","--start-rf", "keep columns ending at column <n>", 3 },
+ { "--start-rf", eslARG_INT, NULL, NULL, NULL, NULL,"--end-rf", "--start-all", "keep columns starting at non-gap RF column <n>", 3 },
+ { "--end-rf", eslARG_INT, NULL, NULL, NULL, NULL,"--start-rf", "--start-all", "keep columns ending at non-gap RF column <n>", 3 },
+ { "--tree", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL,OTHERMSAOPTS, "reorder MSA to tree order following SLC, save Newick tree to <f>", 4 },
+ { "--lfract", eslARG_REAL, NULL, NULL, "0<=x<=1", NULL,NULL, NULL, "remove sequences w/length < <x> fraction of median length", 4 },
+ { "--lmin", eslARG_INT, NULL, NULL, "n>0", NULL,NULL, NULL, "remove sequences w/length < <n> residues", 4 },
+ { "--detrunc", eslARG_INT, NULL, NULL, "n>0", NULL,NULL, NULL, "remove seqs w/gaps in >= <n> 5' or 3'-most non-gap #=GC RF cols",4 },
+ { "--seq-r", eslARG_INFILE,NULL, NULL, NULL, NULL,NULL, "--seq-k", "remove sequences with names listed in file <f>", 4 },
+ { "--seq-k", eslARG_INFILE,NULL, NULL, NULL, NULL,NULL, "--seq-r", "remove all sequences *except* those listed in file <f>", 4 },
+ { "--trim", eslARG_INFILE, NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "trim aligned seqs in <msafile> to subseqs in <f>", 4 },
+ { "--iinfo", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "print info on # of insertions b/t all non-gap RF cols to <f>", 5 },
+ { "--icinfo", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "print info on information content of each non-gap RF column", 5 },
+ { "--rinfo", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "print info on # of residues in each col of alignment to <f>", 5 },
+ { "--dinfo", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "print info on # of deletes in non-gap RF cols of aln to <f>", 5 },
+ { "--pinfo", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "print info on posterior probabilities in <msafile> to <f>", 5 },
+ { "--sindi", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, "-g,-k,-r,--morph", "annotate individual secondary structures by imposing consensus", 7 },
+ { "--num-all", eslARG_NONE, NULL, NULL, NULL, NULL,NULL, NULL, "add annotation numbering all columns", 11 },
+ { "--num-rf", eslARG_NONE, NULL, NULL, NULL, NULL,NULL, NULL, "add annotation numbering the non-gap RF columns", 11 },
+ { "--omask", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "output RF annotation as 1/0 mask to file <f>", 9 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--dna,--rna", "<msafile> contains protein alignments", 10 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--rna", "<msafile> contains DNA alignments", 10 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--dna", "<msafile> contains RNA alignments", 10 },
+
+ /* All options below are developer options, only shown if --devhelp invoked */
+ { "--iplot", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL,OTHERMSAOPTS, "plot heatmap of # of insertions b/t all non-gap RF cols to <f>", 101 },
+ { "--ilog", eslARG_NONE, FALSE, NULL, NULL, NULL,"--iplot", NULL, "w/--iplot, use log scale for heatmap of insert counts", 101 },
+ { "--gplot", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "plot checkerboard grid of # of gaps in non-gap RF cols to <f>", 101 },
+ { "--morph", eslARG_INFILE, NULL, NULL, NULL, NULL,NULL, OTHERMSAOPTS, "morph msa in <msafile> to msa in <f>'s gap structure", 101 },
+ { "--merge", eslARG_INFILE,FALSE, NULL, NULL, NULL,NULL, "--morph,-g,-k,-r", "merge msa in <msafile> with msa in <f>", 101 },
+
+ { "--xmask", eslARG_INFILE, NULL, NULL, NULL, NULL,NULL, NULL, "for each 0 column in <f>, add a 100% gap column to <msafile>", 102 },
+ { "--verbose", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "be verbose (usually with --morph or --merge)", 102 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ ESL_ALPHABET *abc = NULL; /* biological alphabet */
+ char *alifile = NULL; /* alignment file name */
+ int fmt; /* format code for alifile */
+ ESL_MSAFILE *afp = NULL; /* open alignment file */
+ ESL_MSA *msa = NULL; /* one multiple sequence alignment */
+ int status; /* easel return code */
+ int nali; /* number of alignments read */
+ FILE *ofp; /* output file (default is stdout) */
+ char errbuf[eslERRBUFSIZE];
+ int write_ali = FALSE; /* set to TRUE if we should print a new MSA */
+ /* --merge, --morph related vars */
+ ESL_MSAFILE *otherafp = NULL; /* other input alignment file (with --morph) */
+ ESL_MSA *othermsa = NULL; /* other input alignment (with --morph) */
+ /* --trim related vars */
+ ESL_SQFILE *trimfp = NULL; /* sequence file with subsequences for --trim */
+ /* --iinfo, --iplot, --gplot --rinfo, --dinfo related vars */
+ FILE *treefp = NULL; /* output file for --tree */
+ FILE *iinfofp = NULL; /* output file for --iinfo */
+ FILE *iplotfp = NULL; /* output file for --iplot */
+ FILE *gplotfp = NULL; /* output file for --gplot */
+ FILE *rinfofp = NULL; /* output file for --rinfo */
+ FILE *dinfofp = NULL; /* output file for --dinfo */
+ FILE *icinfofp = NULL; /* output file for --icinfo */
+ FILE *listfp = NULL; /* output file for --list */
+ /* --mask-all */
+ char *amask = NULL;
+ int amask_len = -1;
+ /* --mask-all */
+ char *rfmask = NULL;
+ int rfmask_len = -1;
+ /* --xmask */
+ char *xmask = NULL;
+ int xmask_len = -1;
+ /* --omask */
+ FILE *omaskfp;
+ /* --kmask */
+ FILE *kmaskfp;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "--devhelp") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\nwhere basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ puts("\noptions for adding/rewriting #=GC RF annotation:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\noptions for removing columns:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for numbering columns:");
+ esl_opt_DisplayHelp(stdout, go, 11, 2, 80);
+ puts("\noptions for reordering/removing/trimming sequences:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\noptions for displaying info on inserts/gaps/posterior probabilities:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\noptions for manipulating secondary structure annotation:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ puts("\noptions for outputting a lanemask file:");
+ esl_opt_DisplayHelp(stdout, go, 9, 2, 80);
+ puts("\noptions for specifying input alphabet:");
+ esl_opt_DisplayHelp(stdout, go, 10, 2, 80);
+ puts("\nundocumented, experimental developer options:");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\noptions for comparison/modification based on another MSA file:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\nwhere basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ puts("\noptions for adding/rewriting #=GC RF annotation:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\noptions for removing columns:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for numbering columns:");
+ esl_opt_DisplayHelp(stdout, go, 11, 2, 80);
+ puts("\noptions for reordering/removing/trimming sequences:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\noptions for displaying info on inserts/gaps/posterior probabilities:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\noptions for manipulating secondary structure annotation:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ puts("\noptions for outputting a lanemask file:");
+ esl_opt_DisplayHelp(stdout, go, 9, 2, 80);
+ puts("\noptions for specifying input alphabet:");
+ esl_opt_DisplayHelp(stdout, go, 10, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ alifile = esl_opt_GetArg(go, 1);
+
+ fmt = eslMSAFILE_STOCKHOLM;
+
+ /***********************************************
+ * Open the MSA file; determine alphabet; set for digital input
+ ***********************************************/
+
+ status = esl_msafile_Open(alifile, fmt, NULL, &afp);
+ if (status == eslENOTFOUND)
+ esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile);
+ else if (status == eslEFORMAT)
+ esl_fatal("Couldn't determine format of alignment %s\n", alifile);
+ else if (status != eslOK)
+ esl_fatal("Alignment file open failed with error %d\n", status);
+
+ /* open output file */
+ if (esl_opt_GetString(go, "-o") != NULL) {
+ if ((ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open -o output file %s\n", esl_opt_GetString(go, "-o"));
+ } else ofp = stdout;
+
+ if (esl_opt_GetBoolean(go, "--amino")) abc = esl_alphabet_Create(eslAMINO);
+ else if (esl_opt_GetBoolean(go, "--dna")) abc = esl_alphabet_Create(eslDNA);
+ else if (esl_opt_GetBoolean(go, "--rna")) abc = esl_alphabet_Create(eslRNA);
+ else {
+ int type;
+ status = esl_msafile_GuessAlphabet(afp, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Failed to guess the bio alphabet used in %s.\nUse --dna, --rna, or --amino option to specify it.", alifile);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse failed: %s\n", afp->errbuf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s is empty\n", alifile);
+ else if (status != eslOK) esl_fatal("Failed to read alignment file %s\n", alifile);
+ abc = esl_alphabet_Create(type);
+ }
+ esl_msafile_SetDigital(afp, abc);
+ if((esl_opt_GetBoolean(go, "--sindi")) && (abc->type != eslRNA && abc->type != eslDNA))
+ esl_fatal("-i option pertains to base pairs and only makes sense with DNA or RNA alphabets.");
+
+ /* optionally, open --morph or --merge msa file for reading, --merge and --morph are incompatible
+ * with each other, so we'll never try to do open othermsafile more than once.
+ */
+ if(esl_opt_GetString(go, "--morph") != NULL)
+ {
+ status = esl_msafile_OpenDigital(abc, esl_opt_GetString(go, "--morph"), eslMSAFILE_STOCKHOLM, NULL, &otherafp);
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "--morph alignment file %s doesn't exist or is not readable\n",
+ esl_opt_GetString(go, "--morph"));
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of --morph alignment %s\n",
+ esl_opt_GetString(go, "--morph"));
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Alignment file open failed with error %d\n", status);
+ }
+ if(esl_opt_GetString(go, "--merge") != NULL)
+ {
+ status = esl_msafile_OpenDigital(abc, esl_opt_GetString(go, "--merge"), eslMSAFILE_STOCKHOLM, NULL, &otherafp);
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "--merge alignment file %s doesn't exist or is not readable\n",
+ esl_opt_GetString(go, "--merge"));
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of --merge alignment %s\n",
+ esl_opt_GetString(go, "--merge"));
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Alignment file open failed with error %d\n", status);
+ }
+
+ /* read --mask-all file, if nec */
+ if(esl_opt_GetString(go, "--mask-all") != NULL) {
+ if((status = read_mask_file(esl_opt_GetString(go, "--mask-all"), errbuf, &amask, &amask_len)) != eslOK)
+ esl_fatal(errbuf);
+ }
+ /* read --mask-rf file, if nec */
+ if(esl_opt_GetString(go, "--mask-rf") != NULL) {
+ if((status = read_mask_file(esl_opt_GetString(go, "--mask-rf"), errbuf, &rfmask, &rfmask_len)) != eslOK)
+ esl_fatal(errbuf);
+ }
+ /* read --xmask file, if nec */
+ if(esl_opt_GetString(go, "--xmask") != NULL) {
+ if((status = read_mask_file(esl_opt_GetString(go, "--xmask"), errbuf, &xmask, &xmask_len)) != eslOK)
+ esl_fatal(errbuf);
+ }
+ /***********************************************
+ * Read MSAs one at a time.
+ ***********************************************/
+
+ nali = 0;
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ nali++;
+
+ /* handle the --lfract option if enabled, all subsequent manipulations will omit any short seqs removed here */
+ if(! esl_opt_IsDefault(go, "--lfract")) {
+ int median = msa_median_length(msa);
+ float minlen = esl_opt_GetReal(go, "--lfract") * (float) median;
+ ESL_MSA *new_msa;
+ msa_remove_seqs_below_minlen(msa, minlen, &new_msa);
+ /* new_msa is msa without seqs below minlen, swap ptrs */
+ esl_msa_Destroy(msa);
+ msa = new_msa;
+ write_ali = TRUE;
+ }
+
+
+ /* handle the --lmin option if enabled, all subsequent manipulations will omit any short seqs removed here */
+ if(! esl_opt_IsDefault(go, "--lmin")) {
+ float minlen = esl_opt_GetInteger(go, "--lmin");
+ ESL_MSA *new_msa;
+ msa_remove_seqs_below_minlen(msa, minlen, &new_msa);
+ /* new_msa is msa without seqs below minlen, swap ptrs */
+ esl_msa_Destroy(msa);
+ msa = new_msa;
+ write_ali = TRUE;
+ }
+
+ /* handle the --detrunc option if enabled, all subsequent manipulations will omit any seqs removed here */
+ if(! esl_opt_IsDefault(go, "--detrunc")) {
+ ESL_MSA *new_msa;
+ if((status =msa_remove_truncated_seqs(msa, errbuf, esl_opt_GetInteger(go, "--detrunc"), &new_msa)) != eslOK) esl_fatal(errbuf);
+ /* new_msa is msa without seqs below minlen, swap ptrs */
+ esl_msa_Destroy(msa);
+ msa = new_msa;
+ write_ali = TRUE;
+ }
+
+ /* handle the --seq-k and --seq-r options if enabled, all subsequent manipulations will omit any seqs removed here */
+ if((! esl_opt_IsDefault(go, "--seq-k")) || (! esl_opt_IsDefault(go, "--seq-r"))) {
+ ESL_MSA *new_msa;
+ char **seqlist;
+ int seqlist_n, n;
+ if(! esl_opt_IsDefault(go, "--seq-k")) {
+ if((status = read_seq_name_file(esl_opt_GetString(go, "--seq-k"), errbuf, &seqlist, &seqlist_n)) != eslOK) esl_fatal(errbuf);
+ if((status = msa_keep_or_remove_seqs(msa, errbuf, seqlist, seqlist_n, TRUE, &new_msa)) != eslOK) esl_fatal(errbuf);
+ /* new_msa is msa but only with seqs listed in --seq-k <f> file */
+ }
+ else { /* --seq-r enabled */
+ if((status = read_seq_name_file(esl_opt_GetString(go, "--seq-r"), errbuf, &seqlist, &seqlist_n)) != eslOK) esl_fatal(errbuf);
+ if((status = msa_keep_or_remove_seqs(msa, errbuf, seqlist, seqlist_n, FALSE, &new_msa)) != eslOK) esl_fatal(errbuf);
+ /* new_msa is msa but without seqs listed in --seq-r <f> file */
+ }
+ esl_msa_Destroy(msa);
+ msa = new_msa;
+ for(n = 0; n < seqlist_n; n++) free(seqlist[n]);
+ free(seqlist);
+ write_ali = TRUE;
+ }
+
+ /* read other msa if --morph or --merge (which are incompatible with each other) is enabled */
+ if((esl_opt_GetString(go, "--morph") != NULL) || (esl_opt_GetString(go, "--merge") != NULL))
+ {
+ if ((status = esl_msa_Read(otherafp, &othermsa)) != eslOK) {
+ if(status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ otherafp->linenumber, otherafp->fname, otherafp->errbuf, otherafp->buf);
+ else if (status == eslEOF)
+ esl_fatal("No alignments read in %s.", esl_opt_GetString(go, "--morph"));
+ }
+ }
+
+ /* if nec, handle --trim option */
+ if(esl_opt_GetString(go, "--trim") != NULL) {
+ /* open seq file for --trim */
+ status = esl_sqfile_Open(esl_opt_GetString(go, "--trim"), eslSQFILE_UNKNOWN, NULL, &(trimfp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "File %s doesn't exist or is not readable\n", esl_opt_GetString(go, "--trim"));
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of sequence file %s\n", esl_opt_GetString(go, "--trim"));
+ else if (status == eslEINVAL) ESL_FAIL(status, errbuf, "Can’t autodetect stdin or .gz.");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Sequence file open failed with error %d\n", status);
+ /* read the sequences */
+ ESL_SQ **sq;
+ read_sqfile(trimfp, msa->abc, msa->nseq, &sq); /* dies on failure */
+ /* trim the msa */
+ if((status = trim_msa(msa, sq, errbuf)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ }
+
+ /* if nec, morph <msafile> into gap structure in <f> (from --morph <f>)*/
+ if(esl_opt_GetString(go, "--morph") != NULL)
+ {
+ ESL_MSA *newmsa;
+ if((status = morph_msa(go, errbuf, msa, othermsa, &newmsa)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ /*status = esl_msa_Write(stdout, othermsa, eslMSAFILE_STOCKHOLM);
+ status = esl_msa_Write(stdout, newmsa, eslMSAFILE_STOCKHOLM);*/
+ msa = newmsa;
+ }
+
+ /* if nec, merge <msafile> and <f> (from --merge <f>) */
+ if(esl_opt_GetString(go, "--merge") != NULL)
+ {
+ ESL_MSA *newmsa;
+ if((status = merge_msa(go, errbuf, msa, othermsa, &newmsa)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ /*status = esl_msa_Write(stdout, othermsa, eslMSAFILE_STOCKHOLM);
+ status = esl_msa_Write(stdout, newmsa, eslMSAFILE_STOCKHOLM);*/
+ msa = newmsa;
+ }
+
+ /* rewrite RF annotation, if nec */
+ if(esl_opt_GetBoolean(go, "-g")) {
+ if((status = write_rf_gapthresh(go, errbuf, msa)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ }
+ if(amask != NULL) { /* --mask-all enabled */
+ if((status = write_rf_given_alen(go, errbuf, msa, amask, amask_len)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ }
+ if(rfmask != NULL) { /* --mask-rf enabled */
+ if((status = write_rf_given_rflen(go, errbuf, msa, rfmask, rfmask_len)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ }
+
+ /* handle posterior (--p*) options, if nec */
+ if(! ((esl_opt_IsDefault(go, "--pfract")) || (! (esl_opt_IsDefault(go, "--pinfo"))))) {
+ if((status = handle_post_opts(go, errbuf, msa) != eslOK)) goto ERROR;
+ if(! (esl_opt_IsDefault(go, "--pfract")))
+ write_ali = TRUE;
+ }
+
+ /* Remove columns based on --start-all --end-all, --start-rf --end-rf, if nec */
+ if((! esl_opt_IsDefault(go, "--start-all")) || (! esl_opt_IsDefault(go, "--start-rf")))
+ {
+ if((status = keep_contiguous_column_block(go, errbuf, msa) != eslOK)) goto ERROR;
+ write_ali = TRUE;
+ }
+
+ /* keep or remove columns based on RF annotation, if nec */
+ if(esl_opt_GetBoolean(go, "-k") || esl_opt_GetBoolean(go, "-r"))
+ {
+ if(esl_opt_GetString(go, "--kmask") != NULL)
+ {
+ if ((kmaskfp = fopen(esl_opt_GetString(go, "--kmask"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --kmask output file %s\n", esl_opt_GetString(go, "--kmask"));
+ if((status = output_rf_as_mask(kmaskfp, errbuf, msa)) != eslOK) goto ERROR;
+ }
+ if((status = keep_or_remove_rf_gaps(go, errbuf, msa,
+ esl_opt_GetBoolean(go, "-k"),
+ esl_opt_GetBoolean(go, "-r"))) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ }
+
+ /* impose consensus structure to get individual secondary structures, if nec */
+ if(esl_opt_GetBoolean(go, "--sindi"))
+ {
+ if((status = individualize_consensus(go, errbuf, msa) != eslOK)) goto ERROR;
+ write_ali = TRUE;
+ }
+
+ /* handle the --tree option, if enabled */
+ if(! esl_opt_IsDefault(go, "--tree"))
+ {
+ if ((treefp = fopen(esl_opt_GetString(go, "--tree"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --tree output file %s\n", esl_opt_GetString(go, "--tree"));
+
+ ESL_TREE *T = NULL;/* the tree, created by Single-Linkage Clustering */
+ ESL_DMATRIX *D = NULL;/* the distance matrix */
+
+ /* Create distance matrix and infer tree by single linkage clustering */
+ esl_dst_XDiffMx(msa->abc, msa->ax, msa->nseq, &D);
+ esl_tree_SingleLinkage(D, &T);
+ esl_tree_SetTaxaParents(T);
+ esl_tree_SetTaxonlabels(T, msa->sqname);
+
+ esl_tree_WriteNewick(treefp, T);
+ fclose(treefp);
+ /*printf("# Tree saved in Newick format to file %s.\n", esl_opt_GetString(go, "--tree")); */
+
+ esl_tree_Validate(T, NULL);
+
+ /* Get new order for seqs in the MSA based on the tree */
+ int *order;
+ if((status = get_tree_order(T, errbuf, &order)) != eslOK) goto ERROR;
+ /*for(i = 0; i < msa->nseq; i++) {
+ printf("new MSA idx: %3d | orig MSA idx: %3d\n", i, order[i]);
+ }*/
+ esl_tree_Destroy(T);
+ esl_dmatrix_Destroy(D);
+ if((status = reorder_msa(msa, order, errbuf)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ free(order);
+ }
+
+ /* --xmask option: expand the alignment to fit lanemask in xmask <f>, number of TOTAL msa
+ * columns must equal number of 1s in <f>.
+ */
+ if(xmask != NULL) {
+ ESL_MSA *newmsa;
+ if((status = expand_msa2mask(errbuf, msa, xmask, &newmsa)) != eslOK) goto ERROR;
+ write_ali = TRUE;
+ msa = newmsa;
+ }
+
+ /* handle the --iinfo option, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--iinfo")) {
+ if ((iinfofp = fopen(esl_opt_GetString(go, "--iinfo"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --iinfo output file %s\n", esl_opt_GetString(go, "--iinfo"));
+ if((status = dump_insert_info(iinfofp, msa, errbuf) != eslOK)) goto ERROR;
+ /*printf("# Insert information saved to file %s.\n", esl_opt_GetString(go, "--iinfo")); */
+ fclose(iinfofp);
+ }
+
+ /* handle the --iplot option, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--iplot")) {
+ if ((iplotfp = fopen(esl_opt_GetString(go, "--iplot"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --iplot output file %s\n", esl_opt_GetString(go, "--iplot"));
+ if((status = plot_inserts(iplotfp, msa, esl_opt_GetBoolean(go, "--ilog"), errbuf) != eslOK)) goto ERROR;
+ fclose(iplotfp);
+ }
+
+ /* handle the --icinfo option, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--icinfo")) {
+ if ((icinfofp = fopen(esl_opt_GetString(go, "--icinfo"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --icinfo output file %s\n", esl_opt_GetString(go, "--iplot"));
+ if((status = dump_infocontent(icinfofp, msa, errbuf) != eslOK)) goto ERROR;
+ fclose(icinfofp);
+ }
+
+ /* handle the --gplot option, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--gplot")) {
+ if ((gplotfp = fopen(esl_opt_GetString(go, "--gplot"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --gplot output file %s\n", esl_opt_GetString(go, "--gplot"));
+ if((status = plot_gaps(gplotfp, msa, errbuf) != eslOK)) goto ERROR;
+ fclose(gplotfp);
+ }
+
+ /* handle the --rinfo option, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--rinfo")) {
+ if ((rinfofp = fopen(esl_opt_GetString(go, "--rinfo"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --rinfo output file %s\n", esl_opt_GetString(go, "--rinfo"));
+ if((status = dump_residue_info(rinfofp, msa, errbuf) != eslOK)) goto ERROR;
+ fclose(rinfofp);
+ }
+
+ /* handle the --dinfo option, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--dinfo")) {
+ if ((dinfofp = fopen(esl_opt_GetString(go, "--dinfo"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --dinfo output file %s\n", esl_opt_GetString(go, "--dinfo"));
+ if((status = dump_delete_info(dinfofp, msa, errbuf) != eslOK)) goto ERROR;
+ fclose(dinfofp);
+ }
+
+ /* handle the --num-rf and --num-all options, if enabled, do this after all MSA has been manipulated due to other options */
+ if(! esl_opt_IsDefault(go, "--num-rf")) {
+ if((status = number_columns(msa, FALSE, errbuf) != eslOK)) goto ERROR;
+ write_ali = TRUE;
+ }
+ if(! esl_opt_IsDefault(go, "--num-all")) {
+ if((status = number_columns(msa, TRUE, errbuf) != eslOK)) goto ERROR;
+ write_ali = TRUE;
+ }
+
+ /* write out list of sequences, if nec */
+ if(! esl_opt_IsDefault(go, "--list")) {
+ if ((listfp = fopen(esl_opt_GetString(go, "--list"), "w")) == NULL)
+ esl_fatal("Failed to open --list output file %s\n", esl_opt_GetString(go, "--list"));
+ int i;
+ for(i = 0; i < msa->nseq; i++) fprintf(listfp, "%s\n", msa->sqname[i]);
+ fclose(listfp);
+ }
+
+ /* write out alignment, if nec */
+ if(write_ali || esl_opt_GetBoolean(go, "-1")) {
+ status = esl_msa_Write(ofp, msa, (esl_opt_GetBoolean(go, "-1") ? eslMSAFILE_PFAM : eslMSAFILE_STOCKHOLM));
+ if (status == eslEMEM) ESL_FAIL(status, errbuf, "Memory error when outputting alignment\n");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Writing alignment file failed with error %d\n", status);
+ }
+
+ /* if nec, print #=GC RF annotation as a 1/0 mask (single line) to a file */
+ if(esl_opt_GetString(go, "--omask") != NULL)
+ {
+ if ((omaskfp = fopen(esl_opt_GetString(go, "--omask"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --omask output file %s\n", esl_opt_GetString(go, "--omask"));
+ if((status = output_rf_as_mask(omaskfp, errbuf, msa)) != eslOK) goto ERROR;
+ }
+ esl_msa_Destroy(msa);
+ if(othermsa != NULL) esl_msa_Destroy(othermsa);
+ }
+
+ /* If an msa read failed, we drop out to here with an informative status code.
+ */
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ else if (nali == 0)
+ esl_fatal("No alignments found in file %s\n", alifile);
+
+ if(esl_opt_GetString(go, "--omask") != NULL) fclose(omaskfp);
+ if(esl_opt_GetString(go, "--kmask") != NULL) fclose(kmaskfp);
+
+ /* Cleanup, normal return
+ */
+ if(otherafp != NULL) esl_msafile_Close(otherafp);
+ if((esl_opt_GetString(go, "--morph") != NULL) && othermsa != NULL) esl_msa_Destroy(othermsa);
+
+ if(esl_opt_GetString(go, "-o") != NULL) { fclose(ofp); }
+ esl_msafile_Close(afp);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+
+ return 0;
+
+ ERROR:
+ if(afp != NULL) esl_msafile_Close(afp);
+ if(go != NULL) esl_getopts_Destroy(go);
+ if(msa != NULL) esl_msa_Destroy(msa);
+
+ esl_fatal(errbuf);
+ return 1; /* never reached */
+}
+
+
+/* keep_or_remove_rf_gaps
+ *
+ * Given an MSA with #=GC RF markup, either remove or keep
+ * all non-gap RF columns.
+ */
+static int
+keep_or_remove_rf_gaps(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, int keep_flag, int remove_flag)
+{
+ int status;
+ int *useme;
+ int64_t apos;
+
+ /* contract check */
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment.");
+ if(keep_flag == TRUE && remove_flag == TRUE) ESL_XFAIL(eslEINVAL, errbuf, "in keep_or_remove_rf_gaps, keep_flag and remove_flag both TRUE.");
+ if(keep_flag == FALSE && remove_flag == FALSE) ESL_XFAIL(eslEINVAL, errbuf, "in keep_or_remove_rf_gaps, keep_flag and remove_flag both FALSE.");
+
+ ESL_ALLOC(useme, sizeof(int) * msa->alen);
+ if(keep_flag)
+ {
+ for(apos = 0; apos < msa->alen; apos++)
+ useme[apos] = (esl_abc_CIsGap(msa->abc, msa->rf[apos]) ? FALSE : TRUE);
+ }
+ else if(remove_flag)
+ {
+ for(apos = 0; apos < msa->alen; apos++)
+ useme[apos] = (esl_abc_CIsGap(msa->abc, msa->rf[apos]) ? TRUE : FALSE);
+ }
+ else ESL_XFAIL(eslEINCONCEIVABLE, errbuf, "In keep_or_remove_rf_gaps, but neither -r nor -k enabled.");
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) return status;
+ free(useme);
+ return eslOK;
+
+ ERROR:
+ if(useme != NULL) free(useme);
+ return eslEMEM;
+}
+
+/* keep_contiguous_column_block
+ *
+ * Keep only columns in range --start-all..--end-all, or --start-rf..--end-rf
+ */
+static int
+keep_contiguous_column_block(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa)
+{
+ int status;
+ int *useme;
+ int64_t apos;
+ int rf_mode;
+ int all_mode;
+ int *c2a_map = NULL; /* msa map of consensus columns (non-gap RF residues) to alignment columns */
+ int clen;
+ int astart, aend;
+
+ rf_mode = ((!esl_opt_IsDefault(go, "--start-rf")) && (!esl_opt_IsDefault(go, "--end-rf"))) ? TRUE : FALSE;
+ all_mode = ((!esl_opt_IsDefault(go, "--start-all")) && (!esl_opt_IsDefault(go, "--end-all"))) ? TRUE : FALSE;
+ if((!rf_mode) && (!all_mode)) ESL_XFAIL(eslEINVAL, errbuf, "Entered keep_contiguous_column_block, but neither (--start-rf & --end-rf) nor (--start-all & --end-all) combination invoked.");
+
+ /* contract check */
+ if(rf_mode && msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "--start-rf and --end-rf required #=GC RF markup in alignment, but none exists.");
+
+ if(rf_mode) {
+ if((status = map_cpos_to_apos(msa, &c2a_map, &clen)) != eslOK) goto ERROR;
+ if(esl_opt_GetInteger(go, "--start-rf") < 1) ESL_XFAIL(eslEINVAL, errbuf, "<n> from --start-rf must be > 1.");
+ if(esl_opt_GetInteger(go, "--end-rf") > clen) ESL_XFAIL(eslEINVAL, errbuf, "<n> from --end-rf must be <= %d (which is the number of non-gap RF columns in the MSA).", clen);
+ astart = c2a_map[esl_opt_GetInteger(go, "--start-rf")];
+ aend = c2a_map[esl_opt_GetInteger(go, "--end-rf")];
+ if(astart > aend) ESL_XFAIL(eslEINVAL, errbuf, "<n> from --start-rf <n> must be lower than <n> from --end-rf.");
+ }
+ else {
+ if(esl_opt_GetInteger(go, "--start-all") < 1) ESL_XFAIL(eslEINVAL, errbuf, "<n> from --start-all must be > 1.");
+ if(esl_opt_GetInteger(go, "--end-all") > msa->alen) ESL_XFAIL(eslEINVAL, errbuf, "<n> from --end-all must be <= %" PRId64 " (which is the number of columns in the MSA).", msa->alen);
+ astart = esl_opt_GetInteger(go, "--start-all");
+ aend = esl_opt_GetInteger(go, "--end-all");
+ if(astart > aend) ESL_XFAIL(eslEINVAL, errbuf, "<n> from --start-all <n> must be lower than <n> from --end-all.");
+ }
+
+ ESL_ALLOC(useme, sizeof(int) * msa->alen);
+ esl_vec_ISet(useme, msa->alen, FALSE);
+ for(apos = astart-1; apos < aend; apos++) useme[apos] = TRUE;
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) return status;
+ free(useme);
+ if(c2a_map != NULL) free(c2a_map);
+ return eslOK;
+
+ ERROR:
+ if(useme != NULL) free(useme);
+ return eslEMEM;
+}
+
+/* write_rf_gapthresh
+ *
+ * Given an MSA write/rewrite RF based on fraction
+ * of gaps in each column. If fraction < gapthresh RF is an 'x',
+ * otherwise it's a '.' (gap).
+ */
+static int
+write_rf_gapthresh(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa)
+{
+ int status;
+ int64_t apos;
+ int64_t gaps;
+ int i;
+ double gapthresh;
+ int nrf = 0;
+
+ if(msa->rf == NULL) {
+ ESL_ALLOC(msa->rf, sizeof(char) * (msa->alen+1));
+ for (apos = 1; apos <= msa->alen; apos++) msa->rf[(apos-1)] = '.';
+ }
+
+ gapthresh = esl_opt_GetReal(go, "--gapthresh");
+ for (apos = 1; apos <= msa->alen; apos++)
+ {
+ for (gaps = 0, i = 0; i < msa->nseq; i++)
+ if (esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) gaps++;
+ if((double) gaps / (double) msa->nseq < gapthresh) { /* column passes gap threshold */
+ nrf++;
+ if(esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) msa->rf[(apos-1)] = 'x';
+ /* else, leave it alone! */
+ }
+ else { /* column fails the gap threshold */
+ msa->rf[(apos-1)] = '.';
+ }
+ }
+ msa->rf[msa->alen] = '\0';
+
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("gapthresh %.3f %d of %d pass", gapthresh, nrf, (int) msa->alen);
+
+ return eslOK;
+ ERROR:
+ return status;
+}
+
+/* write_rf_given_alen
+ *
+ * Given an MSA and a char string of 1s and 0s (a lanemask) of length
+ * msa->alen, write/rewrite RF positions as 'x' (non-gap) for 1, '.' (gap) for 0.
+ * If RF already exists, do not modify non-gap RF columns if they are within mask ('1').
+ */
+static int
+write_rf_given_alen(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, char *amask, int amask_len)
+{
+ int status;
+ int64_t apos;
+
+ /* contract check, rfgiven_mask must be exact length of msa */
+ if(amask == NULL) ESL_FAIL(eslEINVAL, errbuf, "--mask-all mask is NULL in write_rf_given, this shouldn't happen.\n");
+ if(amask_len != (int) strlen(amask)) { ESL_FAIL(eslEINVAL, errbuf, "write_rf_given_alen(), passed in mask len (%d) is not equal to actual mask length (%d)\n", amask_len, (int) strlen(amask)); }
+ if(amask_len != msa->alen)
+ ESL_FAIL(eslEINVAL, errbuf, "--mask-all mask length: %d is not equal to the MSA length (%" PRId64 ")\n",
+ amask_len, msa->alen);
+ if(msa->rf == NULL) {
+ ESL_ALLOC(msa->rf, sizeof(char) * (msa->alen+1));
+ for (apos = 1; apos <= msa->alen; apos++) msa->rf[(apos-1)] = '.';
+ }
+
+ for (apos = 1; apos <= msa->alen; apos++) {
+ if (amask[(apos-1)] == '0') msa->rf[(apos-1)] = '.';
+ else if(amask[(apos-1)] == '1') {
+ if(esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) msa->rf[(apos-1)] = 'x'; /* else, leave it alone */
+ }
+ else ESL_FAIL(eslEINVAL, errbuf, "--mask-all mask char number %" PRId64 " is not a 1 nor a 0, but a %c\n", apos, amask[(apos-1)]);
+ }
+
+ msa->rf[msa->alen] = '\0';
+ return eslOK;
+ ERROR:
+ return status;
+}
+
+/* write_rf_given_rflen
+ *
+ * Given an MSA and a char string of 1s and 0s (a lanemask) that is
+ * the same length as the non-gap RF annotation in msa, rewrite msa
+ * RF based as 'x' (non-gap) for 1, '.' (gap) for 0. 1s indicate which
+ * non-gap RF columns to keep as 'x', and 0s indicate which non-gap
+ * RF columns to make gaps '.'.
+ * If RF already exists, do not modify non-gap RF columns if they are
+ * within mask ('1').
+ */
+static int
+write_rf_given_rflen(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, char *rfmask, int rfmask_len)
+{
+ int64_t apos, cpos;
+
+ /* contract check, mask must be exact length of msa */
+ if(rfmask == NULL) ESL_FAIL(eslEINVAL, errbuf, "--mask-rf mask is NULL in write_rf_given, this shouldn't happen.\n");
+ if(msa->rf == NULL) ESL_FAIL(eslEINVAL, errbuf, "--mask-rf mask requires RF annotation in MSA (try -g)\n");
+ if(rfmask_len != (int) strlen(rfmask)) { ESL_FAIL(eslEINVAL, errbuf, "write_rf_given_rflen(), passed in mask len (%d) is not equal to actual mask length (%d).\n", rfmask_len, (int) strlen(rfmask)); }
+
+ cpos = 0;
+ for (apos = 1; apos <= msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) {
+ cpos++;
+ if (rfmask[(cpos-1)] == '0') msa->rf[(apos-1)] = '.';
+ else if(rfmask[(cpos-1)] == '1') {
+ if(esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) msa->rf[(apos-1)] = 'x'; /* else, leave it alone */
+ }
+ }
+ else msa->rf[(apos-1)] = '.';
+ }
+ if(cpos != rfmask_len) { ESL_FAIL(eslEINVAL, errbuf, "write_rf_given_rflen(), RF non-gap length (consensus length) (%" PRId64 ") is not equal to mask length (%d)\n", cpos, rfmask_len); }
+
+ msa->rf[msa->alen] = '\0';
+ return eslOK;
+}
+
+
+/* write_rf_given_useme
+ *
+ * Given an MSA and a integer array <useme> of size msa->alen, set
+ * msa->rf column [0..alen-1] i as 'x' if useme[i] == TRUE, and as
+ * '.' if useme[i] == FALSE.
+ */
+static int
+write_rf_given_useme(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, int *useme)
+{
+ int status;
+ int64_t apos;
+
+ if(msa->rf == NULL) {
+ ESL_ALLOC(msa->rf, sizeof(char) * (msa->alen+1));
+ for (apos = 1; apos <= msa->alen; apos++) msa->rf[(apos-1)] = '.';
+ }
+
+ for (apos = 0; apos < msa->alen; apos++) {
+ if(useme[apos]) {
+ if(esl_abc_CIsGap(msa->abc, msa->rf[apos])) msa->rf[apos] = 'x'; /* else leave it alone */
+ }
+ else msa->rf[apos] = '.';
+ }
+ msa->rf[msa->alen] = '\0';
+ return eslOK;
+ ERROR:
+ return status;
+}
+
+/* individualize_consensus
+ *
+ * Given an MSA with a consensus structure impose it to create
+ * individual secondary structures. Simple rule, for consensus
+ * bp i,j if seq positions i and j are both non-gaps seq i,j are
+ * paired, if >= 1 is a gap, they're not paired.
+ */
+static int
+individualize_consensus(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa)
+{
+ int status;
+ int64_t apos;
+ int i;
+ int *cct; /* 0..alen-1 base pair partners array for consensus */
+ int *ct; /* 0..alen-1 base pair partners array for current sequence */
+ char *ss; /* individual secondary structure we've built */
+ char *ss_cons_nopseudo; /* no-pseudoknot version of consensus structure */
+
+ if(msa->ss_cons == NULL) ESL_FAIL(eslEINVAL, errbuf, "-i requires MSA to have consensus structure annotation.\n");
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINVAL, errbuf, "individualize_consensus() MSA is not digitized.\n");
+
+ ESL_ALLOC(cct, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(ct, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(ss, sizeof(char) * (msa->alen+1));
+ ESL_ALLOC(ss_cons_nopseudo, sizeof(char) * (msa->alen+1));
+
+ esl_wuss_nopseudo(msa->ss_cons, ss_cons_nopseudo);
+ if (esl_wuss2ct(ss_cons_nopseudo, msa->alen, cct) != eslOK) ESL_FAIL(status, errbuf, "Consensus structure string is inconsistent.");
+
+ /* go through each position of each sequence,
+ if it's a gap and it is part of a base pair, remove that base pair */
+ for (i = 0; i < msa->nseq; i++)
+ {
+ esl_vec_ICopy(cct, (msa->alen+1), ct);
+ for (apos = 1; apos <= msa->alen; apos++)
+ if (esl_abc_XIsGap(msa->abc, msa->ax[i][apos]))
+ {
+ if (ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ }
+ /* convert to WUSS SS string and append to MSA */
+ if (esl_ct2wuss(ct, msa->alen, ss) != eslOK) ESL_FAIL(status, errbuf, "Consensus structure string had pseudoknots, we can't handle this yet.");
+ esl_msa_AppendGR(msa, "SS", i, ss);
+ }
+ free(cct);
+ free(ct);
+ free(ss);
+ free(ss_cons_nopseudo);
+ return eslOK;
+ ERROR:
+ return status;
+}
+
+/* merge_msa
+ *
+ * Use the RF line as denoting consensus columns to merge
+ * msa1 and msa2. msa1 is rewritten with merged msa.
+ * Important: msa1 will only contain sequence data from msa2.
+ */
+static int
+merge_msa(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, ESL_MSA **ret_merged_msa)
+{
+ int status;
+ int *agaps1 = NULL;
+ int *agaps2 = NULL;
+ int *c2a_map1 = NULL; /* msa1 map of consensus columns (non-gap RF residues) to alignment columns */
+ int *c2a_map2 = NULL; /* msa2 map of consensus columns (non-gap RF residues) to alignment columns */
+
+
+ int *new_c2a_map1 = NULL; /* merged msa1 map of consensus columns (non-gap RF residues) to alignment columns */
+ int *new_c2a_map2 = NULL; /* merged msa2 map of consensus columns (non-gap RF residues) to alignment columns */
+ int *aadd1 = NULL; /* [1..apos..msa1->alen] number of columns to add after column apos to merge msa1 */
+ int *aadd2 = NULL; /* [1..apos..msa2->alen] number of columns to add after column apos to merge msa2 */
+ int apos1, apos2; /* counters over alignment positions of msa1, msa2 */
+ int cpos = 0; /* counter over consensus positions */
+ int clen, clen2, new_clen1, new_clen2; /* consensus lengths */
+ int tmp_ngaps; /* temp var for number of gaps */
+ int cur_apos1, nxt_apos1, cur_apos2, nxt_apos2; /* impt alignment positions */
+ int astart2; /* impt alignment positions */
+ int ngaps1, ngaps2; /* [1..apos..msa->alen] number of gaps in column apos of msa1, msa2 */
+ int *msa2_cols_to_keep = NULL; /* temp array for picking columns to keep in msa2 */
+ int nadd1, nadd2; /* temp vars, number of columns to keep, add */
+ int radd = 0; /* number of residues in msa2 columns corresponding to all 100% gap columns added to msa1 */
+ int i, ip; /* sequence index counters */
+ int x; /* general counter */
+ int orig_msa1_nseq; /* number of sequences in original msa1 */
+
+ ESL_MSA *new_msa1;
+ ESL_MSA *new_msa2;
+
+ /* contract check */
+ if(msa1->abc->type != msa2->abc->type) ESL_XFAIL(eslEINVAL, errbuf, "With --merge both MSAs must have same alphabet.");
+ if(msa1->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "With --merge both MSAs must have RF annotation.");
+ if(msa2->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "With --merge both MSAs must have RF annotation.");
+
+ /* Determine number of gaps in each column of msa1 and msa2 */
+ if((status = get_gaps_per_column(msa1, &agaps1)) != eslOK) goto ERROR;
+ if((status = get_gaps_per_column(msa2, &agaps2)) != eslOK) goto ERROR;
+
+ /* Map consensus columns to alignment positions */
+ if((status = map_cpos_to_apos(msa1, &c2a_map1, &clen)) != eslOK) goto ERROR;
+ if((status = map_cpos_to_apos(msa2, &c2a_map2, &clen2)) != eslOK) goto ERROR;
+ if(clen != clen2)
+ ESL_XFAIL(eslEINVAL, errbuf, "With --merge both MSAs must have same consensus (non-gap RF) length.");
+
+ /* Fill 'aadd1' and 'aadd2' arrays, these are the number columns of 100% gaps
+ * we have to add after each 'msa1' and 'msa2' column respectively to make
+ * the alignments the same size with identical non-gap RF lines.
+ * Identical non-gap RF lines means for each aligned position i:
+ * isgap(msa1->rf[i]) == isgap(msa2->rf[i])
+ */
+ ESL_ALLOC(aadd1, sizeof(int) * (msa1->alen+1));
+ ESL_ALLOC(aadd2, sizeof(int) * (msa2->alen+1));
+ esl_vec_ISet(aadd1, msa1->alen+1, 0);
+ esl_vec_ISet(aadd2, msa1->alen+1, 0);
+ for(cpos = 0; cpos <= clen; cpos++)
+ {
+ if(cpos > 0) {
+ cur_apos1 = c2a_map1[cpos];
+ cur_apos2 = c2a_map2[cpos];
+ }
+ else cur_apos1 = cur_apos2 = 1;
+ if(cpos < clen) {
+ nxt_apos1 = c2a_map1[(cpos+1)];
+ nxt_apos2 = c2a_map2[(cpos+1)];
+ }
+ else {
+ nxt_apos1 = msa1->alen + 1;
+ nxt_apos2 = msa2->alen + 1;
+ }
+ ngaps1 = nxt_apos1 - cur_apos1 - 1;
+ ngaps2 = nxt_apos2 - cur_apos2 - 1;
+
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("%4d: ", cpos);
+ if(ngaps1 == ngaps2) /* we don't have to add any columns to either msa (okay if 0) */
+ {
+ /* do nothing */
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\n");
+ }
+ else if(ngaps1 < ngaps2) /* we need to add some new 100% gap columns to msa1 */
+ {
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\tmsa1 add %4d all gap columns\n", (ngaps2-ngaps1));
+ nadd1 = ngaps2 - ngaps1;
+ /* determine where to put the gaps */
+ if(nxt_apos1 == (cur_apos1 + 1)) /* no choice, we have to put 100% gaps after cur_apos1 */
+ {
+ if(cpos == 0) aadd1[0] += nadd1;
+ else aadd1[c2a_map1[cpos]] += nadd1;
+ }
+ else
+ {
+ if(cpos == 0)
+ { apos1 = astart2 = 0; }
+ else
+ {
+ apos1 = c2a_map1[cpos] + 1;
+ astart2 = cur_apos2+1;
+ }
+ tmp_ngaps = pick_gappiest_columns(agaps2, astart2, nxt_apos2-1, nadd1, &(msa2_cols_to_keep));
+ radd += (msa2->nseq * nadd1) - tmp_ngaps;
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\t\tresidues added: %d (%d)\n", ((msa2->nseq * nadd1) - tmp_ngaps), radd);
+ for(apos2 = astart2; apos2 < nxt_apos2; apos2++)
+ {
+ if(msa2_cols_to_keep[(apos2 - astart2)] == TRUE) aadd1[apos1]++;
+ else apos1++;
+ }
+ if(apos1 != nxt_apos1)
+ esl_fatal("Coding error!");
+ free(msa2_cols_to_keep);
+ }
+ }
+ else if(ngaps1 > ngaps2) /* we need to add some new 100% gap columns to msa 2 */
+ {
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\tmsa2 add %4d all gap columns\n", (ngaps1 - ngaps2));
+ nadd2 = ngaps1 - ngaps2;
+ /* determine where to put the gaps */
+ if(nxt_apos2 == (cur_apos2 + 1)) /* no choice, we have to put 100% gaps after cur_apos2 */
+ {
+ if(cpos == 0) aadd2[0] += nadd2;
+ else aadd2[c2a_map2[cpos]] += nadd2;
+ }
+ /*else
+ {
+ if(cpos == 0)
+ { apos2 = astart1 = 0; }
+ else
+ {
+ apos2 = c2a_map2[cpos] + 1;
+ astart1 = cur_apos1+1;
+ }
+ tmp_ngaps = pick_gappiest_columns(agaps1, astart1, nxt_apos1-1, nadd, &(msa1_cols_to_keep));
+ radd += (msa2->nseq * nadd) - tmp_ngaps;
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\t\tresidues added: %d (%d)\n", ((msa2->nseq * nadd) - tmp_ngaps), radd);
+ for(apos2 = astart2; apos2 < nxt_apos2; apos2++)
+ {
+ if(msa2_cols_to_keep[(apos2 - astart2)] == TRUE) aadd1[apos1]++;
+ else apos1++;
+ }
+ if(apos1 != nxt_apos1)
+ esl_fatal("Coding error!");
+ free(msa2_cols_to_keep);
+ }*/
+
+
+ /*if(cpos == 0) astart1 = 0;
+ else astart1 = cur_apos1+1;
+ if(ngaps2 == 0)
+ {
+ for(apos1 = astart1; apos1 < nxt_apos1; apos1++) akeep[apos1] = FALSE;
+ }*/
+ //else /* determine if it's likely flush left, or flush right first */
+ /*{
+ if(is_flush_left(agaps1, astart1, nxt_apos1-1))
+ {
+ for(apos1 = astart1; apos1 < (astart1 + nkeep); apos1++)
+ akeep[apos1] = TRUE;
+ for(apos1 = (astart1 + nkeep); apos1 < nxt_apos1; apos1++)
+ akeep[apos1] = FALSE;
+ }
+ else if(is_flush_right(agaps1, astart1, nxt_apos1-1))
+ {
+ for(apos1 = astart1; apos1 < (nxt_apos1 - nkeep); apos1++)
+ akeep[apos1] = FALSE;
+ for(apos1 = (nxt_apos1 - nkeep); apos1 < nxt_apos1; apos1++)
+ akeep[apos1] = TRUE;
+ }*/
+ //else /* not flush left or flush right, pick least gappy columns to keep */
+ /*{
+ pick_gappiest_columns(agaps1, astart1, (nxt_apos1-1), (ngaps1 - nkeep), &(msa1_cols_to_remove));
+ for(apos1 = astart1; apos1 < nxt_apos1; apos1++)
+ akeep[apos1] = (msa1_cols_to_remove[apos1 - astart1] == TRUE) ? FALSE : TRUE;
+ free(msa1_cols_to_remove);
+ }
+ }*/
+ }
+ }
+
+ nadd1 = 0;
+ if(esl_opt_GetBoolean(go, "--verbose")) { printf("Printing number of all gap columns to add after each msa1 alignment column:\n"); }
+ for(apos1 = 1; apos1 <= msa1->alen; apos1++)
+ {
+ nadd1 += aadd1[apos1];
+ if(esl_opt_GetBoolean(go, "--verbose")) { printf("%5d %5d\n", apos1, aadd1[apos1]); }
+ }
+ nadd1 += aadd1[0];
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("Adding %d columns to msa 1\n", nadd1);
+
+ nadd2 = 0;
+ if(esl_opt_GetBoolean(go, "--verbose")) { printf("Printing number of all gap columns to add after each msa2 alignment column:\n"); }
+ for(apos2 = 1; apos2 <= msa2->alen; apos2++)
+ {
+ nadd2 += aadd2[apos2];
+ if(esl_opt_GetBoolean(go, "--verbose")) { printf("%5d %5d\n", apos2, aadd2[apos2]); }
+ }
+ nadd2 += aadd2[0];
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("Adding %d columns to msa 2\n", nadd2);
+
+ /* add the 100% gap columns to msa1 and msa2 */
+ status = add_gap_columns_to_msa(errbuf, msa1, aadd1, &new_msa1, TRUE);
+ status = add_gap_columns_to_msa(errbuf, msa2, aadd2, &new_msa2, TRUE);
+
+ /* Make new_c2a_map1 and new_c2a_map2, they should be identical */
+ if((status = map_cpos_to_apos(new_msa1, &new_c2a_map1, &new_clen1)) != eslOK) goto ERROR;
+ if((status = map_cpos_to_apos(new_msa2, &new_c2a_map2, &new_clen2)) != eslOK) goto ERROR;
+ if(new_clen1 != new_clen2)
+ ESL_XFAIL(eslEINVAL, errbuf, "Coding error, during alignment merge, after adding gaps, MSA lengths differ.");
+
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("printing final test\n\n");
+ for(cpos = 1; cpos <= clen; cpos++)
+ {
+ if(new_c2a_map1[cpos] != new_c2a_map2[cpos])
+ esl_fatal("Coding error. Alignments to merge do not have same consensus position map\n");
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("%4d %4d %4d\n", cpos, new_c2a_map1[cpos], new_c2a_map2[cpos]);
+ }
+
+ /* merge msa2 into msa1 */
+
+
+ /* first make sure all the info that should be the same is the same */
+ if(new_msa1->alen != new_msa2->alen) esl_fatal("Coding error. Alignments to merge do not have same lengths.\n");
+ if(new_msa1->flags != new_msa2->flags) esl_fatal("Alignments to merge do not have flags (this *could* be worked around, implement it if you want).\n");
+ if(new_msa1->abc->type != new_msa2->abc->type) esl_fatal("Alignments to merge do not have same alphabet.\n");
+ for(x = 0; x < eslMSA_NCUTS; x++)
+ {
+ if ( new_msa1->cutset[x] && !new_msa2->cutset[x]) esl_fatal("Alignments to merge do not have same cutoff info.\n");
+ else if(!new_msa1->cutset[x] && new_msa2->cutset[x]) esl_fatal("Alignments to merge do not have same cutoff info.\n");
+ else if( new_msa1->cutset[x] && new_msa2->cutset[x])
+ if(fabs(new_msa1->cutoff[x] - new_msa2->cutoff[x]) > 0.0001)
+ esl_fatal("Alignments to merge do not have same cutoff info.\n");
+ }
+
+ /* now merge new_msa1 and new_msa2, by expanding new_msa1, and swapping ptrs to data in new_msa2,
+ * new_msa1 becomes merged alignment
+ * new_msa2 becomes pathetic shell of an alignment
+ *
+ * to expand a MSA, the alen must be 0 (flag for esl_msa_Expand()) I
+ * reset it to -1 here and then back again. This may be ill advised
+ */
+ new_msa1->alen = -1;
+ while(new_msa1->sqalloc < (new_msa1->nseq + new_msa2->nseq))
+ esl_msa_Expand(new_msa1);
+ new_msa1->alen = new_msa2->alen;
+ orig_msa1_nseq = new_msa1->nseq;
+
+ if((new_msa1->ss_cons == NULL && new_msa2->ss_cons != NULL) ||
+ (new_msa1->ss_cons != NULL && new_msa2->ss_cons == NULL) ||
+ ((new_msa1->ss_cons != NULL && new_msa2->ss_cons != NULL) &&
+ (strcmp(new_msa1->ss_cons, new_msa2->ss_cons) != 0))) esl_fatal("Alignments to merge do not have same consensus structure.\n");
+ if((new_msa1->sa_cons == NULL && new_msa2->sa_cons != NULL) ||
+ (new_msa1->sa_cons != NULL && new_msa2->sa_cons == NULL) ||
+ ((new_msa1->sa_cons != NULL && new_msa2->sa_cons != NULL) &&
+ (strcmp(new_msa1->sa_cons, new_msa2->sa_cons) != 0))) esl_fatal("Alignments to merge do not have same consensus structure.\n");
+ if((new_msa1->aseq == NULL && new_msa2->aseq != NULL) ||
+ (new_msa1->aseq != NULL && new_msa2->aseq == NULL)) esl_fatal("Alignments to merge aseqs null/non-null mismatch.\n");
+#ifdef eslAUGMENT_ALPHABET
+ if((new_msa1->ax == NULL && new_msa2->ax != NULL) ||
+ (new_msa1->ax != NULL && new_msa2->ax == NULL)) esl_fatal("Alignments to merge ax null/non-null mismatch.\n");
+#endif /*eslAUGMENT_ALPHABET*/
+ if((new_msa1->sqacc == NULL && new_msa2->sqacc != NULL) ||
+ (new_msa1->sqacc != NULL && new_msa2->sqacc == NULL)) esl_fatal("Alignments to merge sqacc null/non-null mismatch.\n");
+ if((new_msa1->sqdesc == NULL && new_msa2->sqdesc != NULL) ||
+ (new_msa1->sqdesc != NULL && new_msa2->sqdesc == NULL)) esl_fatal("Alignments to merge sqdesc null/non-null mismatch.\n");
+ if((new_msa1->ss == NULL && new_msa2->ss != NULL) ||
+ (new_msa1->ss != NULL && new_msa2->ss == NULL)) esl_fatal("Alignments to merge ss null/non-null mismatch.\n");
+ if((new_msa1->sa == NULL && new_msa2->sa != NULL) ||
+ (new_msa1->sa != NULL && new_msa2->sa == NULL)) esl_fatal("Alignments to merge sa null/non-null mismatch.\n");
+
+ /* rf lines were already indirectly checked, they must be equal */
+
+ for(i = orig_msa1_nseq; i < (orig_msa1_nseq + new_msa2->nseq); i++)
+ {
+ ip = i - orig_msa1_nseq;
+ if(new_msa1->aseq != NULL) new_msa1->aseq[i] = new_msa2->aseq[ip];
+#ifdef eslAUGMENT_ALPHABET
+ if(new_msa1->ax != NULL) new_msa1->ax[i] = new_msa2->ax[ip];
+#endif /*eslAUGMENT_ALPHABET*/
+ new_msa1->sqname[i] = new_msa2->sqname[ip];
+ new_msa1->wgt[i] = new_msa2->wgt[ip];
+ new_msa1->nseq++;
+
+ if(new_msa1->sqacc != NULL) new_msa1->sqacc[i] = new_msa2->sqacc[ip];
+ if(new_msa1->sqdesc != NULL) new_msa1->sqdesc[i] = new_msa2->sqdesc[ip];
+ if(new_msa1->ss != NULL) new_msa1->ss[i] = new_msa2->ss[ip];
+ if(new_msa1->sa != NULL) new_msa1->sa[i] = new_msa2->sa[ip];
+
+ /* new_msa1->name,desc,acc,au untouched (is this unwise?) */
+
+ if(new_msa1->sqlen != NULL) new_msa1->sqlen[i] = new_msa2->sqlen[ip];
+
+ if(new_msa1->sslen != NULL) new_msa1->sslen[i] = new_msa2->sslen[ip];
+ if(new_msa1->salen != NULL) new_msa1->salen[i] = new_msa2->salen[ip];
+ /* lastidx not touched, should be unimportant */
+ }
+ /* copy and free comments (no need to swap pointers thanks to convenient esl_msa_AddComment() function */
+ for(x = 0; x < new_msa2->ncomment; x++) {
+ esl_msa_AddComment(new_msa1, new_msa2->comment[x]);
+ free(new_msa2->comment[x]);
+ }
+ /* copy and free GF markup */
+ for(x = 0; x < new_msa2->ngf; x++) {
+ esl_msa_AddGF(new_msa1, new_msa2->gf_tag[x], new_msa2->gf[x]);
+ free(new_msa2->gf_tag[x]);
+ free(new_msa2->gf[x]);
+ }
+ /* copy and free GS markup */
+ for(x = 0; x < new_msa2->ngs; x++) {
+ for(i = orig_msa1_nseq; i < (orig_msa1_nseq + new_msa2->nseq); i++)
+ {
+ ip = i - orig_msa1_nseq;
+ esl_msa_AddGS(new_msa1, new_msa2->gs_tag[x], i, new_msa2->gs[x][ip]);
+ free(new_msa2->gs[x][ip]);
+ }
+ free(new_msa2->gs_tag[x]);
+ }
+ /* don't touch GC (per column) annotation, is this unwise? */
+
+ /* copy and free GR markup */
+ for(x = 0; x < new_msa2->ngr; x++) {
+ for(i = orig_msa1_nseq; i < (orig_msa1_nseq + new_msa2->nseq); i++)
+ {
+ ip = i - orig_msa1_nseq;
+ esl_msa_AppendGR(new_msa1, new_msa2->gr_tag[x], i, new_msa2->gr[x][ip]);
+ free(new_msa2->gr[x][ip]);
+ }
+ free(new_msa2->gr_tag[x]);
+ }
+ /* don't touch keyhashes or SSI offset, shouldn't be a problem since we're just
+ * printing the alignment.
+ */
+
+ *ret_merged_msa = new_msa1;
+ free(new_msa2); /* the guts are still valid, being pointed to by new_msa1 */
+
+ free(agaps1);
+ free(agaps2);
+ free(c2a_map1);
+ free(c2a_map2);
+ free(new_c2a_map1);
+ free(aadd1);
+ free(aadd2);
+ return eslOK;
+
+ ERROR:
+ if(agaps1 != NULL) free(agaps1);
+ if(agaps2 != NULL) free(agaps2);
+ if(c2a_map1 != NULL) free(c2a_map1);
+ if(c2a_map2 != NULL) free(c2a_map2);
+ if(new_c2a_map1 != NULL) free(new_c2a_map1);
+ if(aadd1 != NULL) free(aadd1);
+ if(aadd2 != NULL) free(aadd2);
+ return status;
+}
+
+/* morph_msa
+ *
+ * Use the RF line as denoting consensus columns to morph
+ * msa1 into msa2's gap structure. This may require removing
+ * some columns from msa1, and adding some 100% gap columns
+ * to msa1.
+ */
+static int
+morph_msa(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, ESL_MSA **new_msa1)
+{
+ int status;
+ int *agaps1 = NULL;
+ int *agaps2 = NULL;
+ int *c2a_map1 = NULL; /* msa1 map of consensus columns (non-gap RF residues) to alignment columns */
+ int *c2a_map2 = NULL; /* msa2 map of consensus columns (non-gap RF residues) to alignment columns */
+ int *new_c2a_map1 = NULL; /* morphed msa1 map of consensus columns (non-gap RF residues) to alignment columns */
+ int *akeep = NULL; /* [1..apos..msa1->alen] TRUE to keep column apos in morphed msa1, FALSE not to */
+ int *aadd = NULL; /* [1..apos..msa1->alen] number of columns to add after column apos to morphed msa1 */
+ int apos1, apos2; /* counters over alignment positions of msa1, msa2 */
+ int cpos = 0; /* counter over consensus positions */
+ int clen, clen2, new_clen1; /* consensus lengths */
+ int tmp_ngaps; /* temp var for number of gaps */
+ int cur_apos1, nxt_apos1, cur_apos2, nxt_apos2; /* impt alignment positions */
+ int astart1, astart2; /* impt alignment positions */
+ int ngaps1, ngaps2; /* [1..apos..msa->alen] number of gaps in column apos of msa1, msa2 */
+ int *msa1_cols_to_remove = NULL; /* temp array for picking columns to remove from msa1 */
+ int *msa2_cols_to_keep = NULL; /* temp array for picking columns to keep in msa2 */
+ int nkeep, nadd; /* temp vars, number of columns to keep, add */
+ int radd = 0; /* number of residues in msa2 columns corresponding to all 100% gap columns added to msa1 */
+ int delete = 0; /* number of residues in msa1 we have to delete during morph */
+
+ /* contract check */
+ if(msa1->abc->type != msa2->abc->type) ESL_XFAIL(eslEINVAL, errbuf, "With --morph both MSAs must have same alphabet.");
+ if(msa1->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "With --morph both MSAs must have RF annotation.");
+ if(msa2->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "With --morph both MSAs must have RF annotation.");
+
+ /* Determine number of gaps in each column of msa1 and msa2 */
+ if((status = get_gaps_per_column(msa1, &agaps1)) != eslOK) goto ERROR;
+ if((status = get_gaps_per_column(msa2, &agaps2)) != eslOK) goto ERROR;
+
+ /* Map consensus columns to alignment positions */
+ if((status = map_cpos_to_apos(msa1, &c2a_map1, &clen)) != eslOK) goto ERROR;
+ if((status = map_cpos_to_apos(msa2, &c2a_map2, &clen2)) != eslOK) goto ERROR;
+ if(clen != clen2)
+ ESL_XFAIL(eslEINVAL, errbuf, "With --morph both MSAs must have same consensus (non-gap RF) length.");
+
+ /* Fill the 'akeep' array [1..msa1->alen] and 'aadd' array [0..msa1->alen] which
+ * tells us which columns in msa1 we'll keep, and how many columns of 100% gaps
+ * to add after each msa1 column.
+ */
+ ESL_ALLOC(akeep, sizeof(int) * (msa1->alen+1));
+ ESL_ALLOC(aadd, sizeof(int) * (msa1->alen+1));
+ esl_vec_ISet(akeep, msa1->alen+1, FALSE);
+ esl_vec_ISet(aadd, msa1->alen+1, 0);
+ for(cpos = 0; cpos <= clen; cpos++)
+ {
+ if(cpos > 0) {
+ cur_apos1 = c2a_map1[cpos];
+ cur_apos2 = c2a_map2[cpos];
+ }
+ else cur_apos1 = cur_apos2 = 1;
+ if(cpos < clen) {
+ nxt_apos1 = c2a_map1[(cpos+1)];
+ nxt_apos2 = c2a_map2[(cpos+1)];
+ }
+ else {
+ nxt_apos1 = msa1->alen + 1;
+ nxt_apos2 = msa2->alen + 1;
+ }
+ akeep[cur_apos1] = TRUE; /* keep the consensus column */
+ ngaps1 = nxt_apos1 - cur_apos1 - 1;
+ ngaps2 = nxt_apos2 - cur_apos2 - 1;
+
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("%4d: ", cpos);
+ if(ngaps1 == ngaps2) /* keep all columns in between (okay if 0) */
+ {
+ for(apos1 = cur_apos1+1; apos1 < nxt_apos1; apos1++) akeep[apos1] = TRUE;
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\n");
+ }
+ else if(ngaps1 < ngaps2) /* we need to add some new 100% gap columns */
+ {
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\tadd %4d all gap columns\n", (ngaps2-ngaps1));
+ nadd = ngaps2 - ngaps1;
+ /* keep all the inserts we have in msa1 */
+ for(apos1 = cur_apos1+1; apos1 < nxt_apos1; apos1++) akeep[apos1] = TRUE;
+ if(nxt_apos1 == (cur_apos1 + 1)) /* no choice, we have to put 100% gaps after cur_apos1 */
+ {
+ if(cpos == 0) aadd[0] += nadd;
+ else aadd[c2a_map1[cpos]] += nadd;
+ }
+ else
+ {
+ if(cpos == 0)
+ { apos1 = astart2 = 0; }
+ else
+ {
+ apos1 = c2a_map1[cpos] + 1;
+ astart2 = cur_apos2+1;
+ }
+ tmp_ngaps = pick_gappiest_columns(agaps2, astart2, nxt_apos2-1, nadd, &(msa2_cols_to_keep));
+ radd += (msa2->nseq * nadd) - tmp_ngaps;
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\t\tresidues added: %d (%d)\n", ((msa2->nseq * nadd) - tmp_ngaps), radd);
+ for(apos2 = astart2; apos2 < nxt_apos2; apos2++)
+ {
+ if(msa2_cols_to_keep[(apos2 - astart2)] == TRUE) aadd[apos1]++;
+ else apos1++;
+ }
+ if(apos1 != nxt_apos1)
+ esl_fatal("Coding error 10.");
+ free(msa2_cols_to_keep);
+ }
+ }
+ else if(ngaps1 > ngaps2) /* we need to delete some of our msa1 columns */
+ {
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("\tdelete %4d/%4d columns\n", (ngaps1 - ngaps2), (ngaps1));
+ nkeep = ngaps2;
+ if(cpos == 0) astart1 = 0;
+ else astart1 = cur_apos1+1;
+ if(ngaps2 == 0)
+ {
+ for(apos1 = astart1; apos1 < nxt_apos1; apos1++) akeep[apos1] = FALSE;
+ }
+ else /* determine if it's likely flush left, or flush right first */
+ {
+ if(is_flush_left(agaps1, astart1, nxt_apos1-1))
+ {
+ for(apos1 = astart1; apos1 < (astart1 + nkeep); apos1++)
+ akeep[apos1] = TRUE;
+ for(apos1 = (astart1 + nkeep); apos1 < nxt_apos1; apos1++)
+ akeep[apos1] = FALSE;
+ }
+ else if(is_flush_right(agaps1, astart1, nxt_apos1-1))
+ {
+ for(apos1 = astart1; apos1 < (nxt_apos1 - nkeep); apos1++)
+ akeep[apos1] = FALSE;
+ for(apos1 = (nxt_apos1 - nkeep); apos1 < nxt_apos1; apos1++)
+ akeep[apos1] = TRUE;
+ }
+ else /* not flush left or flush right, pick least gappy columns to keep */
+ {
+ pick_gappiest_columns(agaps1, astart1, (nxt_apos1-1), (ngaps1 - nkeep), &(msa1_cols_to_remove));
+ for(apos1 = astart1; apos1 < nxt_apos1; apos1++)
+ akeep[apos1] = (msa1_cols_to_remove[apos1 - astart1] == TRUE) ? FALSE : TRUE;
+ free(msa1_cols_to_remove);
+ }
+ }
+ }
+ }
+
+ nadd = 0;
+ nkeep = 0;
+ if(esl_opt_GetBoolean(go, "--verbose")) { printf("Printing number of all gap columns to add after each msa1 alignment column:\n"); }
+ for(apos1 = 1; apos1 <= msa1->alen; apos1++)
+ {
+ if(akeep[apos1]) nkeep++;
+ else delete += (msa1->nseq - agaps1[apos1]);
+ nadd += aadd[apos1];
+ if(esl_opt_GetBoolean(go, "--verbose")) { printf("%5d %5d\n", apos1, aadd[apos1]); }
+ }
+ nadd += aadd[0];
+ printf("\n\nKeeping %d columns, deleting %d residues.\n", nkeep, delete);
+ printf("Adding %d columns, which have %d total non-gaps in MSA2.\n", nadd, radd);
+
+ /* Rewrite the msa->rf line so that we can call keep_or_remove_rf_gaps to remove
+ * the columns we don't want. Then restore the rf line. Do this by making a new
+ * #=GC ORIGRF markup line. This is a serious violation of easel conventions.
+ */
+ char *origrf;
+ esl_strdup(msa1->rf, msa1->alen, &origrf);
+ esl_msa_AppendGC(msa1, "ORIGRF", origrf);
+ /* overwrite RF temporarily with 'x's for any column we're keeping, '.' for any we're losing */
+ for(apos1 = 1; apos1 <= msa1->alen; apos1++)
+ msa1->rf[(apos1-1)] = akeep[apos1] == FALSE ? '.' : 'x';
+
+ /* add the 100% gap columns */
+ status = add_gap_columns_to_msa(errbuf, msa1, aadd, new_msa1, FALSE);
+
+ /* remove unwanted columns */
+ keep_or_remove_rf_gaps(go, errbuf, *new_msa1, TRUE, FALSE);
+
+ /* restore RF line */
+ free((*new_msa1)->rf);
+ esl_strdup((*new_msa1)->gc[(*new_msa1)->ngc-1], (*new_msa1)->alen, &((*new_msa1)->rf));
+ free(origrf);
+ free((*new_msa1)->gc_tag[((*new_msa1)->ngc-1)]);
+ free((*new_msa1)->gc[((*new_msa1)->ngc-1)]);
+ (*new_msa1)->ngc--;
+
+ /* Make new new_c2a_map1, it should be identical to c2a_map2. */
+ if((status = map_cpos_to_apos((*new_msa1), &new_c2a_map1, &new_clen1)) != eslOK) goto ERROR;
+ if(new_clen1 != clen)
+ ESL_XFAIL(eslEINVAL, errbuf, "With --morph both MSAs must have same consensus (non-gap RF) length.");
+
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("printing final test\n\n");
+ for(cpos = 1; cpos <= clen; cpos++)
+ {
+ if(c2a_map2[cpos] != new_c2a_map1[cpos])
+ esl_fatal("Coding error. Morphed alignment does not have same consensus position map as %s\n", esl_opt_GetString(go, "--morph"));
+ if(esl_opt_GetBoolean(go, "--verbose")) printf("%4d %4d %4d %4d\n", cpos, c2a_map2[cpos], new_c2a_map1[cpos], (c2a_map2[cpos] - new_c2a_map1[cpos]));
+ }
+
+ free(agaps1);
+ free(agaps2);
+ free(c2a_map1);
+ free(c2a_map2);
+ free(new_c2a_map1);
+ free(akeep);
+ free(aadd);
+ return eslOK;
+
+ ERROR:
+ if(agaps1 != NULL) free(agaps1);
+ if(agaps2 != NULL) free(agaps2);
+ if(c2a_map1 != NULL) free(c2a_map1);
+ if(c2a_map2 != NULL) free(c2a_map2);
+ if(new_c2a_map1 != NULL) free(new_c2a_map1);
+ if(akeep != NULL) free(akeep);
+ if(aadd != NULL) free(aadd);
+ return status;
+}
+
+/* add_gap_columns_to_msa
+ *
+ * Given an MSA and an array specifying a number
+ * of all gap columns to add after each column,
+ * add them. Reallocate all arrays as necessary.
+ * if(do_treat_as_rf_gap) make new column a gap
+ * in the RF line, else make it an 'x'.
+ *
+ * toadd is numbered 1..alen.
+ */
+static int
+add_gap_columns_to_msa(char *errbuf, ESL_MSA *msa, int *toadd, ESL_MSA **ret_msa, int do_treat_as_rf_gap)
+{
+ int status;
+ int i,j;
+ int apos;
+ int nnew = 0;
+ ESL_ALPHABET *abc;
+ char *newstr;
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL))
+ ESL_XFAIL(eslEINVAL, errbuf, "in add_gap_columns_to_msa(), msa must be digitized.");
+ for(apos = 0; apos <= msa->alen; apos++)
+ nnew += toadd[apos];
+
+ /* Textize the alignment */
+ abc = msa->abc;
+ esl_msa_Textize(msa);
+
+ ESL_MSA *newmsa;
+ /*printf("msa->nseq: %d\n", msa->nseq);
+ printf("msa->alen: %d\n", msa->alen);*/
+ newmsa = esl_msa_Create(msa->nseq, (msa->alen+nnew));
+
+ /* Copy and add gaps to all valid data that is [0..(alen-1)] or [1..alen] */
+ if(msa->ss_cons != NULL)
+ {
+ ESL_ALLOC(newmsa->ss_cons, sizeof(char) * (msa->alen+nnew+1));
+ if((status = cp_and_add_gaps_to_aseq(newmsa->ss_cons, msa->ss_cons, msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ }
+ if(msa->sa_cons != NULL)
+ {
+ ESL_ALLOC(newmsa->sa_cons, sizeof(char) * (msa->alen+nnew+1));
+ if((status = cp_and_add_gaps_to_aseq(newmsa->sa_cons, msa->sa_cons, msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ }
+ if(msa->rf != NULL)
+ {
+ ESL_ALLOC(newmsa->rf, sizeof(char) * (msa->alen+nnew+1));
+ if(do_treat_as_rf_gap)
+ {
+ if((status = cp_and_add_gaps_to_aseq(newmsa->rf, msa->rf, msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ }
+ else if((status = cp_and_add_gaps_to_aseq(newmsa->rf, msa->rf, msa->alen, toadd, nnew, 'x') != eslOK)) goto ERROR;
+ }
+
+ if(msa->ss != NULL)
+ {
+ ESL_ALLOC(newmsa->ss, sizeof(char *) * msa->nseq);
+ for(i = 0; i < msa->nseq; i++)
+ {
+ if(msa->ss[i] != NULL)
+ {
+ ESL_ALLOC(newmsa->ss[i], sizeof(char) * (msa->alen+nnew+1));
+ if((status = cp_and_add_gaps_to_aseq(newmsa->ss[i], msa->ss[i], msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ }
+ }
+ }
+
+ if(msa->sa != NULL)
+ {
+ for(i = 0; i < msa->nseq; i++)
+ {
+ if(msa->sa[i] != NULL)
+ {
+ ESL_ALLOC(newmsa->sa[i], sizeof(char) * (msa->alen+nnew+1));
+ if((status = cp_and_add_gaps_to_aseq(newmsa->sa[i], msa->sa[i], msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ }
+ }
+ }
+
+ if(msa->ncomment > 0)
+ {
+ for(j = 0; j < msa->ncomment; j++)
+ {
+ if(msa->comment[j] != NULL)
+ esl_msa_AddComment(newmsa, msa->comment[j]);
+ }
+ }
+
+ if(msa->ngf > 0)
+ {
+ for(i = 0; i < msa->ngf; i++)
+ if(msa->gf[i] != NULL)
+ esl_msa_AddGF(newmsa, msa->gf_tag[i], msa->gf[i]);
+ }
+
+ if(msa->ngs > 0)
+ {
+ for(j = 0; j < msa->ngs; j++)
+ {
+ for(i = 0; i < msa->nseq; i++)
+ if(msa->gs[j][i] != NULL)
+ esl_msa_AddGS(newmsa, msa->gs_tag[j], i, msa->gs[j][i]);
+ }
+ }
+
+ if(msa->ngc > 0)
+ {
+ for(i = 0; i < msa->ngc; i++)
+ {
+ if(msa->gc[i] != NULL)
+ {
+ ESL_ALLOC(newstr, sizeof(char) * (msa->alen+nnew+1));
+ if((status = cp_and_add_gaps_to_aseq(newstr, msa->gc[i], msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ esl_msa_AppendGC(newmsa, msa->gc_tag[i], newstr);
+ free(newstr);
+ }
+ }
+ }
+
+ if(msa->gr != NULL)
+ {
+ for(j = 0; j < msa->ngr; j++)
+ {
+ for(i = 0; i < msa->nseq; i++)
+ {
+ if(msa->gr[j][i] != NULL)
+ {
+ ESL_ALLOC(newstr, sizeof(char) * (msa->alen+nnew+1));
+ if((status = cp_and_add_gaps_to_aseq(newstr, msa->gr[j][i], msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ esl_msa_AppendGR(newmsa, msa->gr_tag[j], i, newstr);
+ free(newstr);
+ }
+ }
+ }
+ }
+
+ /* copy the aseqs, free as we go to save memory */
+ for(i = 0; i < msa->nseq; i++)
+ {
+ esl_strdup(msa->sqname[i], -1, &(newmsa->sqname[i]));
+ if((status = cp_and_add_gaps_to_aseq(newmsa->aseq[i], msa->aseq[i], msa->alen, toadd, nnew, '.') != eslOK)) goto ERROR;
+ free(msa->aseq[i]);
+ msa->aseq[i] = NULL;
+ }
+ newmsa->abc = abc;
+ esl_msa_Digitize(newmsa->abc, newmsa);
+ esl_msa_Destroy(msa);
+ *ret_msa = newmsa;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/*cp_and_add_gaps_to_aseq
+ *
+ * Given an aligned [0..alen-1] original text string,
+ * add toadd[apos-1] gaps after each residue.
+ * new_aseq must be already allocated.
+ *
+ * toadd is numbered 1..alen.
+ */
+static int cp_and_add_gaps_to_aseq(char *new_aseq, char *orig_aseq, int alen, int *toadd, int nnew, char gapchar)
+{
+ int orig_apos = 0;
+ int new_apos = 0;
+ int i;
+
+ for(i = 0; i < toadd[0]; i++)
+ new_aseq[new_apos++] = gapchar;
+ for(orig_apos = 0; orig_apos < alen; orig_apos++)
+ {
+ new_aseq[new_apos++] = orig_aseq[orig_apos];
+ for(i = 0; i < toadd[(orig_apos+1)]; i++)
+ new_aseq[new_apos++] = gapchar;
+ }
+ new_aseq[new_apos] = '\0';
+ return eslOK;
+}
+
+/* is_flush_left
+ *
+ * Given an array with number of gaps in each column
+ * of an alignment, and an interval of columns astart..aend,
+ * return TRUE if the residues in this interval appear to
+ * leftflushed inserts, FALSE otherwise
+ */
+static int is_flush_left(int *ngaps, int astart, int aend)
+{
+ if(astart == -1 || aend == -1) esl_fatal("is_flush_left invalid column positions.");
+
+ int i;
+ int gaps = ngaps[astart];
+ for(i = astart+1; i <= aend; i++)
+ {
+ if(ngaps[i] < gaps) return FALSE;
+ gaps = ngaps[i];
+ }
+ return TRUE;
+}
+
+/* is_flush_right
+ *
+ * Given an array with number of gaps in each column
+ * of an alignment, and an interval of columns astart..aend,
+ * return TRUE if the residues in this interval appear to
+ * rightflushed inserts, FALSE otherwise
+ */
+static int is_flush_right(int *ngaps, int astart, int aend)
+{
+ if(astart == -1 || aend == -1) esl_fatal("is_flush_right invalid column positions.");
+
+ int i;
+ int gaps = ngaps[astart];
+ for(i = astart+1; i <= aend; i++)
+ {
+ if(ngaps[i] > gaps) return FALSE;
+ gaps = ngaps[i];
+ }
+ return TRUE;
+}
+
+/* pick_gappiest_columns
+ *
+ * Given an array with number of gaps in each column
+ * of an alignment, and an interval of columns astart..aend.
+ * Pick the npick gappiest columns and store that info
+ * in ret_cols_to_pick.
+ *
+ * Returns total number of gaps the npick columns picked.
+ */
+static int pick_gappiest_columns(int *ngaps, int astart, int aend, int npick, int **ret_cols_to_pick)
+{
+ if(astart == -1 || aend == -1) esl_fatal("pick_gappiest_columns invalid column positions.");
+ if((aend-astart+1) < npick) esl_fatal("pick_gappiest_columns number to pick (%d) exceeds number of possibilities (%d).", npick, (aend-astart+1));
+
+ int status;
+ int i,c;
+ int *tmp_ngaps;
+ int *cols_to_pick;
+ int topick;
+ int total_gaps = 0;
+
+ ESL_ALLOC(tmp_ngaps, sizeof(int) * (aend-astart+1));
+ ESL_ALLOC(cols_to_pick, sizeof(int) * (aend-astart+1));
+
+ esl_vec_ISet(cols_to_pick, (aend-astart+1), FALSE);
+ for(i = astart; i <= aend; i++)
+ tmp_ngaps[(i-astart)] = ngaps[astart];
+ for(c = 0; c < npick; c++)
+ {
+ topick = esl_vec_IArgMax(tmp_ngaps, (aend-astart+1));
+ cols_to_pick[topick] = TRUE;
+ total_gaps += tmp_ngaps[topick];
+ tmp_ngaps[topick] = -1;
+ }
+ free(tmp_ngaps);
+ *ret_cols_to_pick = cols_to_pick;
+ return total_gaps;
+
+ ERROR:
+ esl_fatal("Memory allocation error.");
+ return -1;
+}
+
+/* get_gaps_per_column
+ *
+ * Given an MSA, determine the number of gaps per
+ * column, and return a newly allocated array with this
+ * into in *ret_ngaps.
+ */
+static int get_gaps_per_column(ESL_MSA *msa, int **ret_ngaps)
+{
+ int status;
+ int i, apos;
+ int *ngaps = NULL;
+ /* contract check */
+ if(! msa->flags & eslMSA_DIGITAL) { status = eslEINVAL; goto ERROR; }
+
+ ESL_ALLOC(ngaps, sizeof(int) * (msa->alen+1));
+ esl_vec_ISet(ngaps, msa->alen+1, 0);
+ for(i = 0; i < msa->nseq; i++) {
+ for(apos = 1; apos <= msa->alen; apos++)
+ ngaps[apos] += esl_abc_XIsGap(msa->abc, msa->ax[i][apos]);
+ }
+ *ret_ngaps = ngaps;
+ return eslOK;
+
+ ERROR:
+ if(ngaps != NULL) free(ngaps);
+ return status;
+}
+
+/* map_cpos_to_apos
+ *
+ * Given an MSA, determine the alignment position each
+ * consensus position refers to.
+ */
+static int map_cpos_to_apos(ESL_MSA *msa, int **ret_c2a_map, int *ret_clen)
+{
+ int status;
+ int clen = 0;
+ int *c2a_map = NULL;
+ int cpos = 0;
+ int apos = 0;
+ /* contract check */
+ if(msa->rf == NULL) { status = eslEINVAL; goto ERROR; }
+
+ /* count consensus columns */
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) clen++;
+
+ /* build map */
+ ESL_ALLOC(c2a_map, sizeof(int) * (clen+1));
+ c2a_map[0] = -1;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) c2a_map[++cpos] = apos;
+
+ *ret_c2a_map = c2a_map;
+ *ret_clen = clen;
+ return eslOK;
+
+ ERROR:
+ if(c2a_map != NULL) free(c2a_map);
+ return status;
+}
+
+
+/* read_sqfile
+ *
+ * Read all seqs in a sequence file and return them. Originally
+ * written for --trim option.
+ */
+static int read_sqfile(ESL_SQFILE *sqfp, const ESL_ALPHABET *abc, int nseq, ESL_SQ ***ret_sq)
+{
+ int status;
+ ESL_SQ **sq;
+ int i;
+
+ /* get seqs from sqfile */
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * (nseq + 1)); /* +1 for the last guy we allocate but don't use */
+ i = 0;
+ sq[i] = esl_sq_CreateDigital(abc);
+ while ((status = esl_sqio_Read(sqfp, sq[i])) == eslOK) {
+ i++;
+ if(i > nseq) esl_fatal("With --trim, sequence file must have same number seqs as in <msafile>\n");
+ sq[i] = esl_sq_CreateDigital(abc);
+ }
+ if (i != nseq) esl_fatal("With --trim, sequence file must have same number seqs as in <msafile>\n");
+ /* status should be eslEOF on normal end; if it isn't, deal w/ error */
+ esl_sq_Destroy(sq[i]); /* destroy final allocated but unused seq */
+ if (status == eslEFORMAT)
+ esl_fatal("\
+Sequence file parse error, line %d of file %s:\n\
+%s\n", sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ else if (status != eslEOF)
+ esl_fatal("Sequence file %s read failed with error code %d\n",
+ sqfp->filename, status);
+ esl_sqfile_Close(sqfp);
+ *ret_sq = sq;
+
+ return eslOK;
+
+ ERROR:
+ esl_fatal("Memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* trim_msa
+ *
+ * Given an MSA and unaligned 'trimmed' versions (subsequences) of all seqs in that MSA,
+ * replace all chars that have been trimmed away (not in subsequences) with gaps in the MSA.
+ */
+static int trim_msa(ESL_MSA *msa, ESL_SQ **sq, char *errbuf)
+{
+ int status;
+ int i;
+ int apos, uapos;
+ int astart, aend;
+ int uastart, uaend;
+ char *offset;
+ char *aseq;
+ char *uaseq;
+ char *uasubseq;
+ int *a2ua_map;
+ int *ua2a_map;
+ int ualen;
+
+ if(! (msa->flags & eslMSA_DIGITAL))
+ ESL_XFAIL(eslEINVAL, errbuf, "in trim_msa(), msa must be digitized.");
+
+ ESL_ALLOC(aseq, sizeof(char) * (msa->alen+1));
+
+ for(i = 0; i < msa->nseq; i++)
+ {
+ if (sq[i]->dsq == NULL) ESL_XFAIL(eslEINVAL, errbuf, "in trim_msa(), sq's must be digitized.");
+ if (sq[i]->n == 0) ESL_XFAIL(eslEINVAL, errbuf, "in trim_msa(), sq[%d] is zero-length\n", i);
+
+ ESL_ALLOC(a2ua_map, sizeof(int) * (msa->alen+1));
+ esl_vec_ISet(a2ua_map, (msa->alen+1), -1);
+ uapos = apos = 1;
+ while(apos <= msa->alen)
+ {
+ while(apos <= msa->alen && esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) apos++;
+ if(apos <= msa->alen) a2ua_map[apos] = uapos++;
+ apos++;
+ }
+ ualen = uapos;
+ ESL_ALLOC(ua2a_map, sizeof(int) * (ualen+1));
+ ua2a_map[0] = -1;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(a2ua_map[apos] != -1)
+ ua2a_map[a2ua_map[apos]] = apos;
+
+ ESL_ALLOC(uasubseq, sizeof(char) * (sq[i]->n+1));
+ esl_abc_Textize(msa->abc, sq[i]->dsq, sq[i]->n, uasubseq);
+ esl_abc_Textize(msa->abc, msa->ax[i], msa->alen, aseq);
+
+ esl_strdup(aseq, -1, &(uaseq));
+ esl_strdealign(uaseq, uaseq, "-_.", NULL);
+ offset = strstr(uaseq, uasubseq);
+ if(offset == NULL) ESL_XFAIL(eslEINVAL, errbuf, "in trim_msa(), sq[%d] is not a subseq of msa seq %d\n", i, i);
+ uastart = offset - uaseq + 1;
+ uaend = uastart + strlen(uasubseq) - 1;
+ astart = ua2a_map[uastart];
+ aend = ua2a_map[uaend];
+ free(ua2a_map);
+ free(a2ua_map);
+
+ for(apos = 1; apos < astart; apos++) msa->ax[i][apos] = msa->abc->K; /* make it a gap */
+ for(apos = aend + 1; apos <= msa->alen; apos++) msa->ax[i][apos] = msa->abc->K; /* make it a gap */
+ free(uaseq);
+ free(uasubseq);
+ }
+
+ for(i = 0; i < msa->nseq; i++)
+ esl_sq_Destroy(sq[i]);
+ free(sq);
+
+ free(aseq);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* dump_insert_info
+ *
+ * Given an MSA with RF annotation, print out information about how many 'insertions' come
+ * after each non-gap RF column (consensus column).
+ */
+static int dump_insert_info(FILE *fp, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int apos, cpos;
+ int **ict;
+ int *total_ict, *med_ict;
+ int i, l;
+ int clen;
+ int nseq;
+ int *len;
+
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_XFAIL(eslEINVAL, errbuf, "in dump_insert_info(), msa must be digitized.");
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment, it is needed for --iplot.");
+
+ ESL_ALLOC(total_ict, sizeof(int) * (msa->alen+2));
+ ESL_ALLOC(med_ict, sizeof(int) * (msa->alen+2));
+ esl_vec_ISet(total_ict, (msa->alen+2), 0);
+ esl_vec_ISet(med_ict, (msa->alen+2), 0);
+
+ ESL_ALLOC(ict, sizeof(int *) * (msa->alen+2));
+ for(i = 0; i <= msa->alen; i++)
+ {
+ ESL_ALLOC(ict[i], sizeof(int) * (msa->nseq));
+ esl_vec_ISet(ict[i], (msa->nseq), 0);
+ }
+
+ fprintf(fp, "# %8s %10s %8s %8s %8s\n", "cons col", "nseq w/ins", "freq ins", "avg len", "med len");
+ fprintf(fp, "# %8s %10s %8s %8s %8s\n", "--------", "----------", "--------", "--------", "--------");
+
+ cpos = 0;
+ for(apos = 1; apos <= msa->alen; apos++)
+ {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)]))
+ cpos++;
+ else
+ for(i = 0; i < msa->nseq; i++)
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) {
+ ict[cpos][i]++;
+ total_ict[cpos]++;
+ }
+ }
+ clen = cpos;
+
+ /* determine avg median length for each insertion */
+ for(cpos = 0; cpos <= clen; cpos++)
+ {
+ if(total_ict[cpos] > 0) {
+ nseq = 0;
+ for(i = 0; i < msa->nseq; i++) {
+ if(ict[cpos][i] >= 1) nseq++;
+ }
+ ESL_ALLOC(len, sizeof(int) * nseq);
+ l = 0;
+ for(i = 0; i < msa->nseq; i++) {
+ if(ict[cpos][i] >= 1)
+ len[l++] = ict[cpos][i];
+ }
+ qsort(len, nseq, sizeof(int), compare_ints);
+ med_ict[cpos] = len[nseq / 2];
+ free(len);
+ }
+ }
+ for(cpos = 0; cpos <= clen; cpos++)
+ {
+ nseq = 0;
+ for(i = 0; i < msa->nseq; i++) if(ict[cpos][i] >= 1) nseq++;
+ if(nseq > 0)
+ fprintf(fp, " %8d %10d %8.6f %8.3f %8d\n", cpos, nseq, (float) nseq / (float) msa->nseq, ((float) total_ict[cpos] / (float) nseq), med_ict[cpos]);
+ }
+
+ for(i = 0; i <= msa->alen; i++)
+ free(ict[i]);
+ free(ict);
+ free(total_ict);
+ free(med_ict);
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* dump_residue_info
+ *
+ * Given an MSA, print out the number of sequences with
+ * a non-gap residue in each column of the alignment.
+ */
+static int dump_residue_info(FILE *fp, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int apos, cpos;
+ int rct;
+ int i;
+ int has_rf;
+
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_XFAIL(eslEINVAL, errbuf, "in dump_residue_info(), msa must be digitized.");
+ has_rf = (msa->rf == NULL) ? FALSE : TRUE;
+
+ if(has_rf) {
+ fprintf(fp, "# %8s %7s %8s %8s\n", "cons col", "aln col", "num res", "freq res");
+ fprintf(fp, "# %8s %7s %8s %8s\n", "--------", "-------", "--------", "--------");
+ }
+ else {
+ fprintf(fp, "# %7s %8s %8s\n", "aln col", "num res", "freq res");
+ fprintf(fp, "# %7s %8s %8s\n", "-------", "--------", "--------");
+ }
+ cpos = 0;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ rct = 0;
+ if(has_rf && (! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)]))) cpos++;
+ for(i = 0; i < msa->nseq; i++) {
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) rct++;
+ }
+
+ if(has_rf) fprintf(fp, " %8d %7d %8d %8.6f\n", cpos, apos, rct, (float) rct / (float) msa->nseq);
+ else fprintf(fp, " %7d %8d %8.6f\n", apos, rct, (float) rct / (float) msa->nseq);
+ }
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* dump_delete_info
+ *
+ * Given an MSA, print out the number of sequences with
+ * gaps residue in each consensus column of the alignment.
+ */
+static int dump_delete_info(FILE *fp, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int apos, cpos;
+ int dct;
+ int i;
+
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_XFAIL(eslEINVAL, errbuf, "in dump_residue_info(), msa must be digitized.");
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment, it is needed for --dinfo.");
+
+ fprintf(fp, "# Number of sequences in file: %d\n", msa->nseq);
+ fprintf(fp, "# Only non-gap RF columns with > 0 deletes are listed.\n");
+ fprintf(fp, "#\n");
+ fprintf(fp, "# %8s %7s %8s %8s\n", "cons col", "aln col", "num del", "freq del");
+ fprintf(fp, "# %8s %7s %8s %8s\n", "--------", "-------", "--------", "--------");
+
+ cpos = 0;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ dct = 0;
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) {
+ cpos++;
+ for(i = 0; i < msa->nseq; i++) {
+ if(esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) dct++;
+ }
+ if(dct > 0) fprintf(fp, " %8d %7d %8d %8.6f\n", cpos, apos, dct, (float) dct / (float) msa->nseq);
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* plot_inserts
+ *
+ * Given an MSA with RF annotation, print a postscript heatmap of how
+ * many insertions are after each non-gap RF column (consensus column)
+ * in each sequence.
+ */
+static int plot_inserts(FILE *fp, ESL_MSA *msa, int do_log, char *errbuf)
+{
+ int status;
+ int apos, cpos;
+ int i;
+ int clen;
+ ESL_DMATRIX *I;
+
+ /* contract check */
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment, it is needed for --iplot.");
+ if(! (msa->flags & eslMSA_DIGITAL))
+ ESL_XFAIL(eslEINVAL, errbuf, "in plot_inserts(), msa must be digitized.");
+
+ clen = 0;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) clen++;
+
+ I = esl_dmatrix_Create(msa->nseq, (clen+1));
+ esl_dmatrix_SetZero(I);
+
+ cpos = 0;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)]))
+ cpos++;
+ else
+ for(i = 0; i < msa->nseq; i++)
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) I->mx[i][cpos] += 1.;
+ }
+ if(do_log) {
+ for(i = 0; i < msa->nseq; i++)
+ for(cpos = 0; cpos <= clen; cpos++)
+ if(I->mx[i][cpos] > 0)
+ I->mx[i][cpos] = log(I->mx[i][cpos]);
+ else
+ I->mx[i][cpos] = -1; /* don't want 0s to change to -inf, for coloring scheme */
+ }
+ else {
+ for(i = 0; i < msa->nseq; i++)
+ for(cpos = 0; cpos <= clen; cpos++)
+ if(I->mx[i][cpos] == 0) I->mx[i][cpos] = (-1 * esl_dmx_Max(I)) / 2; /* for better resolution on heatmap */
+ }
+
+ /* dmx_Visualize(fp, I, esl_dmx_Min(I), esl_dmx_Max(I)); */
+ dmx_Visualize(fp, I, (-1 * esl_dmx_Max(I)), esl_dmx_Max(I));
+ /* esl_dmatrix_Dump(stdout, I, NULL, NULL); */
+ esl_dmatrix_Destroy(I);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* plot_gaps
+ *
+ * Given an MSA with RF annotation, print a postscript checkboard grid
+ * showing which sequences have gaps in each non-gap RF column.
+ */
+static int plot_gaps(FILE *fp, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int apos, cpos;
+ int i;
+ int clen;
+ ESL_DMATRIX *G;
+
+ /* contract check */
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment, it is needed for --gplot.");
+ if(! (msa->flags & eslMSA_DIGITAL))
+ ESL_XFAIL(eslEINVAL, errbuf, "in plot_gaps(), msa must be digitized.");
+
+ clen = 0;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) clen++;
+
+ G = esl_dmatrix_Create(msa->nseq, (clen+1));
+ esl_dmatrix_SetZero(G);
+
+ cpos = 0;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) {
+ cpos++;
+ for(i = 0; i < msa->nseq; i++)
+ if(esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) G->mx[i][cpos] += 1.;
+ }
+ }
+ /* dmx_Visualize(fp, G, esl_dmx_Min(G), esl_dmx_Max(G)); */
+ dmx_Visualize(fp, G, -1, 1);
+ esl_dmatrix_Destroy(G);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* get_tree_order
+ *
+ * Given a tree, determine the branching order of the sequences
+ * it represents by traversing it preorder.
+ */
+static int get_tree_order(ESL_TREE *T, char *errbuf, int **ret_order)
+{
+ int status;
+ int opos = 0;
+ int nd;
+ int *order;
+ ESL_STACK *pda;
+ ESL_ALLOC(order, sizeof(int) * T->N);
+
+ opos = 0;
+ pda = esl_stack_ICreate();
+ esl_stack_IPush(pda, T->right[0]);
+ esl_stack_IPush(pda, T->left[0]);
+ while (esl_stack_IPop(pda, &nd) != eslEOD)
+ {
+ if (nd > 0) { /* a node */
+ esl_stack_IPush(pda, T->right[nd]); /* index for right child */
+ esl_stack_IPush(pda, T->left[nd]); /* index for left child */
+ }
+ else /* nd <= 0, a child */
+ order[opos++] = nd * -1;
+ }
+ *ret_order = order;
+ esl_stack_Destroy(pda);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* reorder_msa
+ *
+ * Given an array specifying a new order for the sequences in
+ * the MSA, reorder it by swapping pointers.
+ */
+static int
+reorder_msa(ESL_MSA *msa, int *order, char *errbuf)
+{
+ int status;
+ char **tmp;
+ ESL_ALLOC(tmp, sizeof(char *) * msa->nseq);
+ int i, a;
+
+ /* contract check */
+ /* 'order' must be have nseq elements, elements must be in range [0..nseq-1], no duplicates */
+ int *covered;
+ ESL_ALLOC(covered, sizeof(int) * msa->nseq);
+ esl_vec_ISet(covered, msa->nseq, 0);
+ for(i = 0; i < msa->nseq; i++) {
+ if(covered[order[i]]) ESL_FAIL(eslEINVAL, errbuf, "reorder_msa() order array has duplicate entries for i: %d\n", i);
+ covered[order[i]] = 1;
+ }
+ free(covered);
+
+ /* swap aseq or ax (one or the other must be non-NULL) */
+ if(msa->flags & eslMSA_DIGITAL) { /* digital MSA */
+ ESL_DSQ **tmp_dsq;
+ ESL_ALLOC(tmp_dsq, sizeof(ESL_DSQ *) * msa->nseq);
+ for(i = 0; i < msa->nseq; i++) tmp_dsq[i] = msa->ax[i];
+ for(i = 0; i < msa->nseq; i++) msa->ax[i] = tmp_dsq[order[i]];
+ free(tmp_dsq);
+ }
+ else { /* text MSA */
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->aseq[i];
+ for(i = 0; i < msa->nseq; i++) msa->aseq[i] = tmp[order[i]];
+ }
+
+ /* swap sqnames (mandatory) */
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->sqname[i];
+ for(i = 0; i < msa->nseq; i++) msa->sqname[i] = tmp[order[i]];
+
+ /* swap sqacc, if they exist */
+ if(msa->sqacc != NULL) {
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->sqacc[i];
+ for(i = 0; i < msa->nseq; i++) msa->sqacc[i] = tmp[order[i]];
+ }
+
+ /* swap sqdesc, if they exist */
+ if(msa->sqdesc != NULL) {
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->sqdesc[i];
+ for(i = 0; i < msa->nseq; i++) msa->sqdesc[i] = tmp[order[i]];
+ }
+
+ /* swap ss, if they exist */
+ if(msa->ss != NULL) {
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->ss[i];
+ for(i = 0; i < msa->nseq; i++) msa->ss[i] = tmp[order[i]];
+ }
+
+ /* swap sa, if they exist */
+ if(msa->sa != NULL) {
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->sa[i];
+ for(i = 0; i < msa->nseq; i++) msa->sa[i] = tmp[order[i]];
+ }
+
+ /* swap gs annotation, if it exists */
+ for(a = 0; a < msa->ngs; a++) {
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->gs[a][i];
+ for(i = 0; i < msa->nseq; i++) msa->gs[a][i] = tmp[order[i]];
+ }
+
+ /* swap gr annotation, if it exists */
+ for(a = 0; a < msa->ngr; a++) {
+ for(i = 0; i < msa->nseq; i++) tmp[i] = msa->gr[a][i];
+ for(i = 0; i < msa->nseq; i++) msa->gr[a][i] = tmp[order[i]];
+ }
+ free(tmp);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/****************************************************************
+ * Stolen from hmmer/h3/heatmap.c SVN revision 2171
+ * as dmx_Visualize. Then modified so that the full
+ * matrix is printed (not half split diagonally).
+ */
+/* dmx_Visualize()
+ * Incept: SRE, Wed Jan 24 11:58:21 2007 [Janelia]
+ *
+ * Purpose:
+ *
+ * Color scheme roughly follows Tufte, Envisioning
+ * Information, p.91, where he shows a beautiful
+ * bathymetric chart. The CMYK values conjoin two
+ * recommendations from ColorBrewer (Cindy Brewer
+ * and Mark Harrower)
+ * [http://www.personal.psu.edu/cab38/ColorBrewer/ColorBrewer.html],
+ * specifically the 9-class sequential2 Blues and
+ * 9-class sequential YlOrBr.
+ *
+ * Might eventually become part of Easel, once mature?
+ *
+ * Note: Binning rules basically follow same convention as
+ * esl_histogram. nb = xmax-xmin/w, so w = xmax-xmin/nb;
+ * picking bin is (int) ceil((x - xmin)/w) - 1. (xref
+ * esl_histogram_Score2Bin()). This makes bin b contain
+ * values bw+min < x <= (b+1)w+min. (Which means that
+ * min itself falls in bin -1, whoops - but we catch
+ * all bin<0 and bin>=nshades and put them in the extremes.
+ *
+ * Args:
+ *
+ * Returns:
+ *
+ * Throws: (no abnormal error conditions)
+ *
+ * Xref:
+ */
+int
+dmx_Visualize(FILE *fp, ESL_DMATRIX *D, double min, double max)
+ {
+ int nshades = 18;
+ double cyan[] = { 1.00, 1.00, 0.90, 0.75, 0.57, 0.38, 0.24, 0.13, 0.03,
+ 0.00, 0.00, 0.00, 0.00, 0.00, 0.07, 0.20, 0.40, 0.60};
+ double magenta[] = { 0.55, 0.45, 0.34, 0.22, 0.14, 0.08, 0.06, 0.03, 0.01,
+ 0.00, 0.03, 0.11, 0.23, 0.40, 0.55, 0.67, 0.75, 0.80};
+ double yellow[] = { 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00,
+ 0.10, 0.25, 0.40, 0.65, 0.80, 0.90, 1.00, 1.00, 1.00};
+ double black[] = { 0.30, 0.07, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00,
+ 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00, 0.00};
+ double w;
+ int i,j;
+ int bin;
+ int boxsize; /* box size in points */
+ int xcoord, ycoord; /* postscript coords in points */
+ int leftmargin, rightmargin;
+ int bottommargin, topmargin;
+ float fboxsize; /* box size in fractional points */
+
+ /* Set some defaults that might become arguments later.
+ */
+ leftmargin = rightmargin = 20;
+ bottommargin = topmargin = 20;
+
+ /* Determine some working parameters
+ */
+ w = (max-min) / (double) nshades; /* w = bin size for assigning values->colors*/
+ boxsize = ESL_MAX(1, (ESL_MIN((792 - bottommargin) / D->n,
+ (612 - leftmargin) / D->m)));
+ fboxsize= ESL_MIN( (792. - ((float) bottommargin + topmargin)) / (float) D->n,
+ (612. - ((float) leftmargin + rightmargin)) / (float) D->m);
+
+
+ fprintf(fp, "%.4f %.4f scale\n", (fboxsize/(float) boxsize), (fboxsize/(float) boxsize));
+ /* printf("n: %d\nm: %d\n", D->n, D->m); */
+ for (i = 0; i < D->n; i++) {
+ /* printf("\n"); */
+ /* for (j = i; j < D->n; j++) */
+ for (j = 0; j < D->m; j++)
+ {
+ /* printf("i: %4d j: %4d %5.1f\n", i, j, D->mx[i][j]); */
+ xcoord = j * boxsize + leftmargin;
+ ycoord = (D->m-(i+1)) * boxsize + bottommargin; /* difference w/heatmap.c: (D->m-i+1) */
+
+ if (D->mx[i][j] == -eslINFINITY) bin = 0;
+ else if (D->mx[i][j] == eslINFINITY) bin = nshades-1;
+ else {
+ bin = (int) ceil((D->mx[i][j] - min) / w) - 1;
+ if (bin < 0) bin = 0;
+ if (bin >= nshades) bin = nshades-1;
+ }
+
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %d %d moveto\n", xcoord, ycoord);
+ fprintf(fp, " 0 %d rlineto\n", boxsize);
+ fprintf(fp, " %d 0 rlineto\n", boxsize);
+ fprintf(fp, " 0 -%d rlineto\n", boxsize);
+ fprintf(fp, " closepath\n");
+ fprintf(fp, " %.2f %.2f %.2f %.2f setcmykcolor\n",
+ cyan[bin], magenta[bin], yellow[bin], black[bin]);
+ fprintf(fp, " fill\n");
+ }
+ }
+ fprintf(fp, "showpage\n");
+ return eslOK;
+}
+
+
+/* read_mask_file
+ *
+ * Given an open file pointer, read the first token of the
+ * file and return it as *ret_mask. It must contain only
+ * '0' or '1' characters.
+ *
+ * Returns: eslOK on success.
+ */
+int
+read_mask_file(char *filename, char *errbuf, char **ret_mask, int *ret_mask_len)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ char *mask;
+ int toklen;
+ int n;
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to open %s in read_mask_file\n", filename);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to read a single token from %s\n", filename);
+
+ ESL_ALLOC(mask, sizeof(char) * (toklen+1));
+ for(n = 0; n < toklen; n++) {
+ if((tok[n] == '0') || (tok[n] == '1')) {
+ mask[n] = tok[n];
+ }
+ else { ESL_FAIL(eslFAIL, errbuf, "read a non-0 and non-1 character (%c) in the mask file %s\n", tok[n], filename); }
+ }
+ mask[n] = '\0';
+
+ *ret_mask = mask;
+ *ret_mask_len = n;
+ esl_fileparser_Close(efp);
+ return eslOK;
+
+ ERROR:
+ return eslEMEM;
+}
+
+
+/* handle_post_opts
+ *
+ * Read "#=GR POST" annotation into a 2D matrix, each sequence
+ * is a row, each residue is a column. Handle any command line
+ * options that use the posterior info.
+ *
+ */
+static int handle_post_opts(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa)
+{
+ int status;
+ int s,c; /* counters over sequences, columns of MSA */
+ int *nongap_c, *nongap_s; /* number of non-gap posterior values for each column/sequence respectively */
+ float *sum_c, *sum_s; /* sum of non-gap posterior values for each column/sequence respectively */
+ float *min_c, *min_s; /* min of non-gap posterior values for each column/sequence respectively */
+ float *avg_c, *avg_s; /* average non-gap posterior values for each column/sequence respectively */
+ int *athresh_c; /* [0..c..msa->alen-1] number of sequences with residue in this column with post value >= pthresh */
+ float *athresh_fract_c; /* [0..c..msa->alen-1] fraction of non-gap sequences with residue in this column with post value >= pthresh */
+ int ridx1, ridx2;
+ int r;
+ float p;
+ int do_pfract = (! esl_opt_IsDefault(go, "--pfract"));
+ int do_prf = (! esl_opt_IsDefault(go, "--p-rf"));
+ int do_pinfo = (! esl_opt_IsDefault(go, "--pinfo"));
+ float pfract;
+ float pthresh = esl_opt_GetReal(go, "--pthresh"); /* default is 0.95 */
+ int *useme;
+ int *c2a_map;
+ int clen;
+ int cpos;
+ int nkept;
+ int ndigits;
+ int ir1, ir2;
+ int nongap_total = 0;
+ int nongap_total_rf = 0;
+ float sum_total = 0.;
+ float sum_total_rf = 0.;
+ FILE *pinfofp = NULL; /* output file for --pinfo */
+
+ if((!do_pfract) && (!do_pinfo)) ESL_FAIL(eslEINVAL, errbuf, "handle_post_opts(): --pinfo nor --pfract options selected, shouldn't be in this function.");
+
+ /* Find out which #=GR line is the POST, Post, or post line (if more than one exist, last one is chosen) */
+ ridx1 = -1;
+ ridx2 = -1;
+ ndigits = 0;
+ for (r = 0; r < msa->ngr; r++) {
+ if (strcmp(msa->gr_tag[r], "POST") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(msa->gr_tag[r], "Post") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(msa->gr_tag[r], "post") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(msa->gr_tag[r], "POSTX.") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(msa->gr_tag[r], "POST.X") == 0) { ridx2 = r; ndigits = 2; }
+ }
+ if(ndigits == 1 && ridx1 == -1) {
+ if(do_pfract) ESL_FAIL(eslEINVAL, errbuf, "--pfract requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", \"#=GR POSTX.\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", esl_opt_GetArg(go,1));
+ if(do_pinfo) ESL_FAIL(eslEINVAL, errbuf, "--pinfo requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", \"#=GR POSTX.\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", esl_opt_GetArg(go,1));
+ }
+ if(ndigits == 2 && (ridx1 == -1 || ridx2 == -1)) {
+ if(do_pfract) ESL_FAIL(eslEINVAL, errbuf, "--pfract requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", esl_opt_GetArg(go,1));
+ if(do_pinfo) ESL_FAIL(eslEINVAL, errbuf, "--pinfo requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", esl_opt_GetArg(go,1));
+ }
+ if(msa->rf == NULL) {
+ if(do_prf) ESL_FAIL(eslEINVAL, errbuf, "--p-rf requires \"#=GC RF\" annotation in %s.\n", esl_opt_GetArg(go,1));
+ }
+ /*ESL_ALLOC(post_sc, sizeof(int *) * msa->nseq);
+ for(i = 0; i < msa->nseq; i++)
+ ESL_ALLOC(post_sc, sizeof(int) * msa->alen);
+ ESL_ALLOC(post_cs, sizeof(int *) * msa->alen);
+ for(i = 0; i < msa->alen; i++)
+ ESL_ALLOC(post_cs, sizeof(int) * msa->nseq);
+ */
+
+ ESL_ALLOC(nongap_c, sizeof(int) * msa->alen);
+ ESL_ALLOC(sum_c, sizeof(float) * msa->alen);
+ ESL_ALLOC(min_c, sizeof(float) * msa->alen);
+ ESL_ALLOC(avg_c, sizeof(float) * msa->alen);
+ ESL_ALLOC(athresh_c,sizeof(int) * msa->alen);
+ ESL_ALLOC(athresh_fract_c,sizeof(float) * msa->alen);
+ esl_vec_ISet(nongap_c, msa->alen, 0);
+ esl_vec_FSet(sum_c, msa->alen, 0.);
+ esl_vec_FSet(min_c, msa->alen, 10.);
+ esl_vec_ISet(athresh_c,msa->alen, 0);
+
+ ESL_ALLOC(nongap_s, sizeof(int) * msa->nseq);
+ ESL_ALLOC(sum_s, sizeof(float) * msa->nseq);
+ ESL_ALLOC(min_s, sizeof(float) * msa->nseq);
+ ESL_ALLOC(avg_s, sizeof(float) * msa->nseq);
+ esl_vec_ISet(nongap_s, msa->nseq, 0);
+ esl_vec_FSet(sum_s, msa->nseq, 0.);
+ esl_vec_FSet(min_s, msa->nseq, 10.);
+
+ if(ndigits == 1) {
+ for(s = 0; s < msa->nseq; s++) {
+ for(c = 0; c < msa->alen; c++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->gr[ridx1][s][c])) {
+ switch(msa->gr[ridx1][s][c]) {
+ case '*': p = 1.0; break;
+ case '9': p = 0.9; break;
+ case '8': p = 0.8; break;
+ case '7': p = 0.7; break;
+ case '6': p = 0.6; break;
+ case '5': p = 0.5; break;
+ case '4': p = 0.4; break;
+ case '3': p = 0.3; break;
+ case '2': p = 0.2; break;
+ case '1': p = 0.1; break;
+ case '0': p = 0.0; break;
+ default:
+ ESL_FAIL(eslEINVAL, errbuf, "reading post annotation for seq: %d aln column: %d, unrecognized residue: %c\n", s, c, msa->gr[ridx1][s][c]);
+ }
+ sum_c[c] += p;
+ sum_s[s] += p;
+ nongap_c[c]++;
+ nongap_s[s]++;
+ min_c[c] = ESL_MIN(min_c[c], p);
+ min_s[s] = ESL_MIN(min_s[s], p);
+ if(p >= pthresh) athresh_c[c]++;
+ }
+ else p = -1; /* gap */
+
+ /*post_sc[s][c] = p;
+ post_cs[c][s] = p;*/
+ }
+ }
+ }
+ if(ndigits == 2) {
+ for(s = 0; s < msa->nseq; s++) {
+ for(c = 0; c < msa->alen; c++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->gr[ridx1][s][c])) {
+ if(esl_abc_CIsGap(msa->abc, msa->gr[ridx2][s][c])) ESL_FAIL(eslEINVAL, errbuf, "reading post annotation for seq: %d aln column: %d, post 'tens' value non-gap but post 'ones' value is gap.\n", s, c);
+ if(msa->gr[ridx1][s][c] == '*') {
+ if(msa->gr[ridx2][s][c] != '*') ESL_FAIL(eslEINVAL, errbuf, "reading post annotation for seq: %d aln column: %d, post 'tens' value '*' but post 'ones' value != '*'.\n", s, c);
+ p = 1.0;
+ }
+ else {
+ ir1 = (int) (msa->gr[ridx1][s][c] - '0');
+ ir2 = (int) (msa->gr[ridx2][s][c] - '0');
+ p = ((float) ir1 * 10. + ir2) * .01;
+ /* printf("r1: %c %d r2: %c %d p: %.2f\n", msa->gr[ridx1][s][c], ir1, msa->gr[ridx2][s][c], ir2, p);*/
+ }
+ sum_c[c] += p;
+ sum_s[s] += p;
+ nongap_c[c]++;
+ nongap_s[s]++;
+ min_c[c] = ESL_MIN(min_c[c], p);
+ min_s[s] = ESL_MIN(min_s[s], p);
+ if(p >= pthresh) athresh_c[c]++;
+ }
+ else p = -1; /* gap */
+
+ /*post_sc[s][c] = p;
+ post_cs[c][s] = p;*/
+ }
+ }
+ }
+
+ if(msa->rf != NULL) map_cpos_to_apos(msa, &c2a_map, &clen);
+ else c2a_map = NULL;
+
+ /* get averages */
+ for(s = 0; s < msa->nseq; s++) {
+ avg_s[s] = (float) sum_s[s] / (float) nongap_s[s];
+ }
+ cpos = 1;
+ for(c = 0; c < msa->alen; c++) {
+ avg_c[c] = (float) sum_c[c] / (float) nongap_c[c];
+ sum_total += sum_c[c];
+ nongap_total += nongap_c[c];
+ if(c2a_map != NULL) {
+ if(c2a_map[cpos] == (c+1)) { /* off-by-one, c2a_map is 1..clen, c is 0..alen */
+ cpos++;
+ sum_total_rf += sum_c[c];
+ nongap_total_rf += nongap_c[c];
+ }
+ }
+ }
+ /* determine the fraction of sequences in each column with POSTs that exceed pthresh */
+ for(c = 0; c < msa->alen; c++)
+ athresh_fract_c[c] = (nongap_c[c] > 0) ? ((float) athresh_c[c] / (float) nongap_c[c]) : 0;
+
+
+ printf("\nAverage posterior value: %.5f (%d non-gap residues)\n", (float) sum_total / (float) nongap_total, nongap_total);
+ if(c2a_map != NULL)
+ printf("Average posterior value in non-gap #=GC RF columns: %.5f (%d non-gap RF residues)\n", (float) sum_total_rf / (float) nongap_total_rf, nongap_total_rf);
+ printf("\n");
+
+
+ /* if nec, print posterior info */
+ cpos = 1;
+ if(do_pinfo) {
+ if ((pinfofp = fopen(esl_opt_GetString(go, "--pinfo"), "w")) == NULL) ESL_FAIL(eslFAIL, errbuf, "Failed to open --pinfo output file %s\n", esl_opt_GetString(go, "--pinfo"));
+ fprintf(pinfofp, "# Posterior stats per column:\n");
+ if(msa->rf != NULL) {
+ fprintf(pinfofp, "# %3s %5s %6s %6s %6s > %5.3f\n", "rf?", "col", "nongap", "avg", "min", pthresh);
+ fprintf(pinfofp, "# %3s %5s %6s %6s %6s %7s\n", "---", "-----", "------", "------", "------", "-------");
+ for(c = 0; c < msa->alen; c++) {
+ if(c2a_map[cpos] == (c+1)) { /* off-by-one, c2a_map is 1..clen, c is 0..alen */
+ cpos++;
+ fprintf(pinfofp, " * ");
+ }
+ else fprintf(pinfofp, " ");
+ if(nongap_c[c] == 0) fprintf(pinfofp, "%5d %6.3f %6.3f %6.1f %7.3f\n", c+1, ((float) (nongap_c[c]) / ((float) msa->nseq)), 0.0, 0.0, athresh_fract_c[c]);
+ else fprintf(pinfofp, "%5d %6.3f %6.3f %6.1f %7.3f\n", c+1, ((float) (nongap_c[c]) / ((float) msa->nseq)), avg_c[c], min_c[c], athresh_fract_c[c]);
+ }
+ }
+ else { /* msa->rf is NULL, we can't indicate the non-gap RF columns */
+ fprintf(pinfofp, "%5s %6s %6s %6s > %5.3f\n", "col", "nongap", "avg", "min", pthresh);
+ fprintf(pinfofp, "%5s %6s %6s %6s %7s\n", "-----", "------", "------", "------", "-------");
+ for(c = 0; c < msa->alen; c++)
+ fprintf(pinfofp, "%5d %6.3f %6.3f %6.1f %7.3f\n", c+1, ((float) (nongap_c[c]) / ((float) msa->nseq)), avg_c[c], min_c[c], athresh_fract_c[c]);
+ }
+ fprintf(pinfofp, "\n\n");
+
+ fprintf(pinfofp, "# Posterior stats per sequence:\n");
+ fprintf(pinfofp, "# %5s %-60s %6s %6s %6s\n", "idx", "seq name", "nongap", "avg", "min");
+ fprintf(pinfofp, "# %5s %-60s %6s %6s %6s\n", "-----", "------------------------------------------------------------", "------", "------", "------");
+ for(s = 0; s < msa->nseq; s++) {
+ fprintf(pinfofp, " %5d %-60s %6.3f %6.3f %6.2f\n", s+1, msa->sqname[s], ((float) (nongap_s[s]) / ((float) msa->alen)), avg_s[s], min_s[s]);
+ }
+ fclose(pinfofp);
+ }
+
+ /* optionally, add/rewrite msa->rf if --pfract enabled */
+ if(do_pfract) {
+ pfract = esl_opt_GetReal(go, "--pfract");
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen+1));
+ if(do_prf) { /* only look at consensus columns */
+ cpos = 1;
+ for(c = 0; c < msa->alen; c++) {
+ if(c2a_map[cpos] == (c+1)) { /* off-by-one, c2a_map is 1..clen, c is 0..alen */
+ cpos++;
+ if(athresh_fract_c[c] >= pfract) useme[c] = 1;
+ else useme[c] = 0;
+ }
+ else useme[c] = 0;
+ }
+ }
+ else { /* look at all columns */
+ for(c = 0; c < msa->alen; c++) {
+ if(athresh_fract_c[c] >= pfract) useme[c] = 1;
+ else useme[c] = 0;
+ }
+ }
+ useme[msa->alen] = '\0';
+
+ nkept = 0;
+ write_rf_given_useme(go, errbuf, msa, useme);
+ for(c = 0; c < msa->alen; c++) nkept += useme[c];
+ free(useme);
+ if(do_prf) printf("\n%d of %d RF columns (%.3f) pass threshold\n\n", nkept, clen, (float) nkept / (float) clen);
+ else printf("\n%d of %" PRId64 " columns (%.3f) pass threshold\n\n", nkept, msa->alen, (float) nkept / (float) msa->alen);
+ }
+
+ /*for(s = 0; s < msa->nseq; s++) free(post_sc[s]);
+ free(post_sc);
+ for(c = 0; c < msa->alen; c++) free(post_cs[c]);
+ free(post_cs);*/
+
+ free(athresh_fract_c);
+ free(athresh_c);
+ free(nongap_s);
+ free(nongap_c);
+ free(min_c);
+ free(min_s);
+ free(avg_c);
+ free(avg_s);
+ free(sum_s);
+ free(sum_c);
+ if(c2a_map != NULL) free(c2a_map);
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* output_rf_as_mask
+ *
+ * Given an MSA with rf annotation, convert it to a lanemask of 1s and 0s.
+ * 1s for non-gap RF columns, 0s for gap RF columns.
+ */
+static int
+output_rf_as_mask(FILE *fp, char *errbuf, ESL_MSA *msa)
+{
+ int status;
+ int apos;
+ char *mask;
+
+ if(msa->rf == NULL) ESL_FAIL(eslEINVAL, errbuf, "msa->rf is NULL, and we're trying to convert it to a 1/0 mask.");
+ ESL_ALLOC(mask, sizeof(char) * (msa->alen+1));
+
+ for (apos = 0; apos < msa->alen; apos++)
+ if(esl_abc_CIsGap(msa->abc, msa->rf[apos])) mask[apos] = '0';
+ else mask[apos] = '1';
+ mask[msa->alen] = '\0';
+
+ fprintf(fp, "%s\n", mask);
+ free(mask);
+
+ return eslOK;
+ ERROR:
+ return status;
+}
+
+/* expand_msa2mask
+ *
+ * Given an MSA <msa> and a lanemask <xmask> with exactly msa->alen 1s in it.
+ * Add 100% gap columns in between each column as dictated by <xmask>.
+ *
+ * For example if lanemask is 100101, msa->alen is 3, we add 2 100% gap
+ * columns after column 1, and 1 100% gap column after column 2, to make
+ * the msa length = length(xmask) = 6.
+ */
+static int
+expand_msa2mask(char *errbuf, ESL_MSA *msa, char *xmask, ESL_MSA **newmsa)
+{
+ int status;
+ int mpos;
+ int masklen;
+ int *nzeroesA;
+ int nones = 0;
+
+ if(xmask == NULL) ESL_FAIL(eslEINVAL, errbuf, "expand_msa2mask(), xmask is NULL.");
+
+ masklen = strlen(xmask);
+ /* count 1s in xmask */
+ for (mpos = 0; mpos < masklen; mpos++) {
+ if (xmask[mpos] == '1') nones++;
+ else if(xmask[mpos] == '0') ; /* do nothing */
+ else ESL_FAIL(eslEINVAL, errbuf, "--xmask mask char number %d is not a 1 nor a 0, but a %c\n", mpos+1, xmask[mpos]);
+ }
+ if(nones != msa->alen) ESL_FAIL(eslEINVAL, errbuf, "expand_msa2mask(), number of 1s in --xmask file: %d != msa->alen: %" PRId64 ", they must be equal.", nones, msa->alen);
+
+ /* determine number of 0s after each consensus column */
+ nones = 0;
+ ESL_ALLOC(nzeroesA, sizeof(int) * masklen+1);
+ esl_vec_ISet(nzeroesA, (masklen+1), 0);
+ for (mpos = 0; mpos < masklen; mpos++) {
+ if (xmask[mpos] == '1') nones++;
+ else if(xmask[mpos] == '0') nzeroesA[nones]++;
+ else ESL_FAIL(eslEINVAL, errbuf, "--xmask mask char number %d is not a 1 nor a 0, but a %c\n", mpos+1, xmask[mpos]);
+ }
+
+ /*int i;
+ for (i = 0; i <= nones; i++) {
+ printf("nzeroes[%3d]: %3d\n", i, nzeroesA[i]);
+ }*/
+
+ /* add the 100% gap columns */
+ if((status = add_gap_columns_to_msa(errbuf, msa, nzeroesA, newmsa, TRUE)) != eslOK) return status ;
+ /* new alen should equal masklen */
+ if((*newmsa)->alen != masklen) ESL_FAIL(eslEINVAL, errbuf, "expand_msa2mask(), new msa->alen: (%" PRId64 ") != length of mask (%d), this shouldn't happen.", (*newmsa)->alen, masklen);
+ free(nzeroesA);
+
+ return eslOK;
+ ERROR:
+ return status;
+}
+
+/* Function: compare_ints()
+ *
+ * Purpose: Comparison function for qsort(). Used
+ * by msa_median_length().
+ */
+static int
+compare_ints(const void *el1, const void *el2)
+{
+ if ((* ((int *) el1)) > (* ((int *) el2))) return 1;
+ else if ((* ((int *) el1)) < (* ((int *) el2))) return 1;
+ return 0;
+}
+
+/* Function: msa_median_length()
+ *
+ * Purpose: Returns the median (unaligned) length of
+ * the sequences in an alignment.
+ */
+static int
+msa_median_length(ESL_MSA *msa)
+{
+ int status;
+ int *len;
+ int i;
+ int median;
+ ESL_SQ *sq;
+ sq = esl_sq_CreateDigital(msa->abc);
+
+ ESL_ALLOC(len, sizeof(int) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++) {
+ esl_sq_GetFromMSA(msa, i, sq);
+ len[i] = sq->n;
+ esl_sq_Reuse(sq);
+ /*printf("i: %d len: %d\n", i, len[i]);*/
+ }
+
+ qsort(len, msa->nseq, sizeof(int), compare_ints);
+
+ median = len[msa->nseq / 2];
+ free(len);
+
+ esl_sq_Destroy(sq);
+ return median;
+
+ ERROR:
+ esl_fatal("msa_median_length() memory allocation error.");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: msa_remove_seqs_below_minlen()
+ *
+ * Purpose: Remove sequences in MSA whose dealigned length is less than a minimum length.
+ */
+static int
+msa_remove_seqs_below_minlen(ESL_MSA *msa, float minlen, ESL_MSA **ret_new_msa)
+{
+ int status;
+ int *useme;
+ int i;
+
+ ESL_MSA *new_msa;
+ ESL_SQ *sq;
+ sq = esl_sq_CreateDigital(msa->abc);
+
+ ESL_ALLOC(useme, sizeof(int) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++) {
+ esl_sq_GetFromMSA(msa, i, sq);
+ useme[i] = ((float) sq->n >= minlen) ? TRUE : FALSE;
+ /*printf("useme[i:%d]: %d\n", i, useme[i]);*/
+ esl_sq_Reuse(sq);
+ }
+
+ if((status = esl_msa_SequenceSubset(msa, useme, &new_msa)) != eslOK) esl_fatal("esl_msa_SequenceSubset() had a problem.");
+ free(useme);
+ esl_sq_Destroy(sq);
+ *ret_new_msa = new_msa;
+ return eslOK;
+
+ ERROR:
+ esl_fatal("msa_remove_seqs_below_minlen() memory allocation error.");
+ return eslOK; /* NEVERREACHED */
+}
+
+/* Function: msa_remove_truncated_seqs()
+ *
+ * Purpose: Remove sequences in MSA that have all gaps in the first <ntrunc> 5' leading
+ * non-gap RF columns OR the last <ntrunc> 3' leading non-gap RF columns
+ */
+static int
+msa_remove_truncated_seqs(ESL_MSA *msa, char *errbuf, int ntrunc, ESL_MSA **ret_new_msa)
+{
+ int status;
+ int *useme;
+ int i;
+ int leading_okay, trailing_okay;
+ int apos, cpos_ct;
+ int nused = 0;
+ ESL_MSA *new_msa;
+
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_XFAIL(eslEINVAL, errbuf, "in msa_remove_truncated_seqs(), msa must be digitized.");
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment, it is needed for --detrunc.");
+
+ ESL_ALLOC(useme, sizeof(int) * msa->nseq);
+
+ for(i = 0; i < msa->nseq; i++) {
+ /* if ALL of the first 5' <ntrunc> non-gap RF columns are gaps in this seq, we'll remove it */
+ leading_okay = FALSE;
+ cpos_ct = 0;
+ apos = 1;
+ while(!leading_okay && (cpos_ct < ntrunc) && (apos <= msa->alen)) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) {
+ cpos_ct++;
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) leading_okay = TRUE;
+ }
+ apos++;
+ }
+
+ trailing_okay = FALSE;
+ cpos_ct = 0;
+ apos = msa->alen;
+ while(!trailing_okay && (cpos_ct < ntrunc) && (apos >= 1)) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) {
+ cpos_ct++;
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) trailing_okay = TRUE;
+ }
+ apos--;
+ }
+ useme[i] = (leading_okay && trailing_okay) ? TRUE : FALSE;
+ if(useme[i]) nused++;
+ }
+ if(nused == 0) ESL_FAIL(eslEINVAL, errbuf, "--detrunc removed ALL sequences!");
+ if((status = esl_msa_SequenceSubset(msa, useme, &new_msa)) != eslOK) esl_fatal("esl_msa_SequenceSubset() had a problem.");
+ free(useme);
+ *ret_new_msa = new_msa;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "msa_remove_truncated_seqs(): memory allocation error.");
+ return eslOK; /* NEVERREACHED */
+}
+
+/* dump_infocontent
+ *
+ * Given an MSA with RF annotation, print a postscript heatmap of the
+ * information content of each non-gap RF column (consensus column).
+ */
+static int dump_infocontent(FILE *fp, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int apos, cpos;
+ int i;
+ int clen;
+ double *obs, *ent, *bg;
+
+ /* contract check */
+ if(msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment, it is needed for --icinfo.");
+ if(! (msa->flags & eslMSA_DIGITAL))
+ ESL_XFAIL(eslEINVAL, errbuf, "in dump_infocontent(), msa must be digitized.");
+
+ clen = 0;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) clen++;
+
+ ESL_ALLOC(ent, sizeof(double) * clen);
+ ESL_ALLOC(obs, sizeof(double) * msa->abc->K);
+ ESL_ALLOC(bg, sizeof(double) * msa->abc->K);
+ esl_vec_DSet(bg, msa->abc->K, 1./(msa->abc->K));
+
+ cpos = 0;
+ fprintf(fp, "# %4s %5s\n", "cpos", "info");
+ fprintf(fp, "# %4s %5s\n", "----", "-----");
+ for(apos = 1; apos <= msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) { /* a consensus position */
+ esl_vec_DSet(obs, msa->abc->K, 0.);
+ for(i = 0; i < msa->nseq; i++)
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) {
+ esl_abc_DCount(msa->abc, obs, msa->ax[i][apos], 1.);
+ }
+ esl_vec_DNorm(obs, msa->abc->K);
+ ent[cpos] = esl_vec_DEntropy(bg, msa->abc->K) - esl_vec_DEntropy(obs, msa->abc->K);
+ fprintf(fp, " %4d %5.3f\n", cpos, ent[cpos]);
+ cpos++;
+ }
+ }
+
+ free(ent);
+ free(obs);
+ free(bg);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* number_columns
+ *
+ * Add annotation to an MSA numbering the columns, either all
+ * the columns (if <do_all>) or just non-gap #=GC RF columns.
+ */
+static int
+number_columns(ESL_MSA *msa, int do_all, char *errbuf)
+{
+ int status;
+ int i;
+ char *numstring;
+ char *tag;
+ int alen_ndigits;
+ int tagwidth;
+ int a,b,apos;
+ int bmin;
+ int pos2print;
+ int tagidx;
+
+ /* contract check */
+ if(!do_all && msa->rf == NULL) ESL_XFAIL(eslEINVAL, errbuf, "No #=GC RF markup in alignment.");
+
+ alen_ndigits = int_ndigits(msa->alen);
+ tagwidth = do_all ? (3+alen_ndigits) : (5+alen_ndigits); /* "COL.X" or RFCOL.X" */
+
+ ESL_ALLOC(tag, sizeof(char) * (tagwidth+1));
+ ESL_ALLOC(numstring, sizeof(char) * (msa->alen+1));
+ numstring[msa->alen] = '\0';
+ tag[tagwidth] = '\0';
+ if(do_all) {
+ bmin = 3;
+ tag[0] = 'C';
+ tag[1] = 'O';
+ tag[2] = 'L';
+ }
+ else {
+ bmin = 5;
+ tag[0] = 'R';
+ tag[1] = 'F';
+ tag[2] = 'C';
+ tag[3] = 'O';
+ tag[4] = 'L';
+ }
+
+ for(a = 0; a < alen_ndigits; a++) {
+ for(b = 0; b < alen_ndigits; b++) tag[b+bmin] = (a == b) ? 'X' : '.';
+ pos2print = 1;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ if(!do_all && (esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)]))) numstring[(apos-1)] = '.';
+ else numstring[(apos-1)] = get_char_digit_x_from_int(pos2print++, (alen_ndigits-a));
+ /*printf("called get_char_digit_x_from_int(%d, %d)\n",apos, (alen_ndigits-a));*/
+ }
+ /* If the tag already exists, free it's associated markup string. This is an awful hack. */
+ for (tagidx = 0; tagidx < msa->ngc; tagidx++)
+ if (strcmp(msa->gc_tag[tagidx], tag) == 0) break;
+ if(tagidx != msa->ngc) { /* tag exists */
+ free(msa->gc[tagidx]);
+ msa->gc[tagidx] = NULL;
+ }
+
+ esl_msa_AppendGC(msa, tag, numstring);
+ }
+
+ ESL_ALLOC(numstring, sizeof(char) * (msa->alen + 1));
+ for(i = 0; i < msa->alen; i++) {
+ numstring[i] = digit_to_char(i);
+ }
+ numstring[msa->alen] = '\0';
+ free(numstring);
+ return eslOK;
+
+ ERROR:
+ return eslEMEM;
+}
+
+
+/* digit_to_char
+ *
+ * Given a digit (0-9) return the character reprentation of it.
+ * There must be a better way to do this; oh well.
+ */
+static char
+digit_to_char(int digit)
+{
+ if(digit == 0) return '0';
+ if(digit == 1) return '1';
+ if(digit == 2) return '2';
+ if(digit == 3) return '3';
+ if(digit == 4) return '4';
+ if(digit == 5) return '5';
+ if(digit == 6) return '6';
+ if(digit == 7) return '7';
+ if(digit == 8) return '8';
+ if(digit == 9) return '9';
+ else return '?';
+}
+
+/* Function: int_ndigits
+ * Returns: The number of digits in <i>.
+ */
+static int
+int_ndigits(int i)
+{
+ int n = 0;
+ while(i > 0) { i/=10; n++; }
+ return n;
+}
+
+/* get_char_digit_x_from_int
+ *
+ * Given two integers <i> and <place> return the
+ * character version of the <place>'th digit in <i>.
+ * Example <i> = 14378 <place> = 4 would return 7.
+ */
+static char
+get_char_digit_x_from_int(int i, int place)
+{
+ int n,a,divisor;
+ n = int_ndigits(i);
+
+ if(n < place) return digit_to_char(0);
+
+ divisor = 1;
+ for(a = 0; a < (place-1); a++) divisor *= 10;
+ /* subtract leading digits before the one we care about */
+ i %= (divisor*10);
+ return digit_to_char (i / divisor);
+}
+
+/* Function: read_seq_name_file
+ * Date: EPN, Thu Jun 5 13:21:36 2008
+ *
+ * Read a file listing sequence names to remove or keep.
+ * Store sequences in *ret_seqlist and return it.
+ * Each white-space delimited token is considered a
+ * different sequence name. No checking is done in this
+ * function, but rather in subsequent functions. Each sequence name is
+ *
+ * Returns eslOK on success.
+ */
+int
+read_seq_name_file(char *filename, char *errbuf, char ***ret_seqlist, int *ret_seqlist_n)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ int toklen;
+ int nalloc = 10;
+ int chunksize = 10;
+ char **seqlist = NULL;
+ int n = 0;
+ int i;
+ void *tmp;
+
+ ESL_ALLOC(seqlist, sizeof(char *) * nalloc);
+ if (esl_fileparser_Open(filename, &efp) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "failed to open %s in read_seq_name_file\n", filename);
+
+ while((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslEOF) {
+ if(n == nalloc) { nalloc += chunksize; ESL_RALLOC(seqlist, tmp, sizeof(char *) * nalloc); }
+ if((status = esl_strdup(tok, -1, &(seqlist[n++]))) != eslOK) ESL_FAIL(status, errbuf, "error in esl_strdup.");
+ }
+ esl_fileparser_Close(efp);
+ *ret_seqlist = seqlist;
+ *ret_seqlist_n = n;
+ return eslOK;
+
+ ERROR:
+ if(seqlist != NULL) {
+ for(i = 0; i < n; i++) free(seqlist[i]);
+ free(seqlist);
+ }
+ return status;
+}
+
+
+/* Function: msa_keep_or_remove_seqs()
+ *
+ * Purpose: Given a list of <seqlist_n> sequences in <seqlist>, either remove those
+ * sequences from msa, or remove all other sequences besides those from msa.
+ * Create and return the new msa with only the specified seqs in <ret_new_msa>.
+ *
+ * Note: Terribly inefficient, does a linear search for each seq, no sorting or anything.
+ *
+ * Returns: eslOK on success, eslEINVAL if a sequence name in seqlist does not exist in the msa.
+ *
+ */
+static int
+msa_keep_or_remove_seqs(ESL_MSA *msa, char *errbuf, char **seqlist, int seqlist_n, int do_keep, ESL_MSA **ret_new_msa)
+{
+ int status;
+ int *useme;
+ int i, n;
+
+ ESL_MSA *new_msa;
+ ESL_SQ *sq;
+ sq = esl_sq_CreateDigital(msa->abc);
+
+ ESL_ALLOC(useme, sizeof(int) * msa->nseq);
+ if(do_keep) esl_vec_ISet(useme, msa->nseq, FALSE);
+ else esl_vec_ISet(useme, msa->nseq, TRUE);
+ for(n = 0; n < seqlist_n; n++) {
+ for (i = 0; i < msa->nseq; i++) {
+ if(strcmp(seqlist[n], msa->sqname[i]) == 0) {
+ useme[i] = do_keep ? TRUE : FALSE;
+ break;
+ }
+ if(i == (msa->nseq-1)) ESL_FAIL(eslEINVAL, errbuf, "ERROR sequence %s does not exist in the MSA!", seqlist[n]);
+ }
+ }
+
+ if((status = esl_msa_SequenceSubset(msa, useme, &new_msa)) != eslOK) esl_fatal("esl_msa_SequenceSubset() had a problem.");
+ free(useme);
+ *ret_new_msa = new_msa;
+ return eslOK;
+
+ ERROR:
+ esl_fatal("msa_keep_or_remove_seqs() memory allocation error.");
+ return eslOK; /* NEVERREACHED */
+}
+
diff --git a/easel/miniapps/esl-alimanip.man b/easel/miniapps/esl-alimanip.man
new file mode 100644
index 0000000..6a9a206
--- /dev/null
+++ b/easel/miniapps/esl-alimanip.man
@@ -0,0 +1,355 @@
+.TH "esl-alimanip" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-alimanip - manipulate a multiple sequence alignment file
+
+.SH SYNOPSIS
+
+.B esl-alimanip
+.I [options]
+.I msafile
+
+.SH DESCRIPTION
+
+.pp
+.B esl-alimanip
+can manipulate the multiple sequence alignment(s) in
+.I msafile
+in various ways. Options exist to remove specific columns, remove
+specific sequences, reorder sequences, designate reference or
+consensus columns using Stockholm "#=GC RF" markup, apply and create
+so-called 'lane masks', and add annotation that numbers columns.
+
+The alignments can be of protein or DNA/RNA sequences. All alignments
+in the same
+.I msafile
+must be either protein or DNA/RNA. The alphabet will be autodetected
+unless one of the options
+.I --amino,
+.I --dna,
+or
+.I --rna
+are given.
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+
+.TP
+.BI -o " <f>"
+Save the resulting, modified alignment in Stockholm format to a file
+.I <f>.
+The default is to write it to standard output.
+
+.TP
+.B -1
+Output the alignment in pfam format, a non-interleaved Stockholm
+format, one sequence per line.
+
+.TP
+.B --devhelp
+Print help, as with
+.B "-h",
+but also include undocumented developer options. These options are not
+listed below, are under development or experimental, and are not
+guaranteed to even work correctly. Use developer options at your own
+risk. The only resources for understanding what they actually do are
+the brief one-line description printed when
+.B "--devhelp"
+is enabled, and the source code.
+
+.SH EXPERT OPTIONS
+
+.TP
+.B -g
+Add #=GC RF markup to the alignment with an 'x' for any column of the
+alignment that has gaps in less than or equal to
+.I <x>
+fraction of the sequences in the alignment.
+By default,
+.I <x>
+is 0.5, but this value can be changed with the
+.BI --gapthresh " <x>"
+option.
+All other columns in the #=GC RF markup (those with gaps in more than
+.I <x>
+fraction of the sequences) will be '.' characters.
+If the alignment already has #=GC RF markup, it will be overwritten.
+
+.TP
+.BI --gapthresh <x>
+Set the fractional threshold for
+.B -g
+(as described above) to
+.I <x>.
+By default this value is 0.5.
+
+.TP
+.BI --mask-all <f>
+Read in the 'lane mask' file
+.I <f>
+and use it to define new #=GC RF annotation for the
+alignment.
+.I <f>
+must be a single line, with exactly
+.I <alen>
+characters, where
+.I <alen>
+is the alignment length. Each character must be either a '1'
+or a '0'. The new #=GC RF markup will contain an 'x' for each column
+that is a '1' in lane mask file, and a '.' for each column that is a '0'.
+For example, a lane mask file with the line '10110110' would result in
+#=GC RF annotation of 'x.xx.xx.' for an 8 column wide alignment.
+
+.TP
+.BI --mask-rf <f>
+Read in the 'lane mask' file
+.I <f>
+and use it to define new #=GC RF annotation for the
+alignment.
+.I <f>
+must be a single line, with exactly
+.I <rflen>
+characters, where
+.I <rflen>
+is the number of non-gap (non '.') characters in the
+#=GC RF markup of the alignment.
+The new #=GC RF markup will contain an 'x' for each non-gap #=GC RF column
+that is a '1' in lane mask file, and a '.' for each non-gap #=GC RF column
+that is a '0'. All pre-existing gap #=GC RF columns will remain as gaps.
+For example, a lane mask file with the line '10110110' used on a 12
+column wide alignment with pre-existing #=GC RF markup of 'xx.x.xx..xxx' would result in
+new #=GC RF annotation of 'x..x.x...xx.' for an 12 column wide
+alignment with 8 pre-existing non-gap #=GC RF columns.
+
+.TP
+.BI --pfract " <x>"
+Add #=GC RF markup to the alignment based on the posterior probability
+of the residues in each alignment. This option is specifically for use
+with alignments created using
+the
+.B cmalign
+program of the
+.B Infernal
+package, with the
+.B -p
+option supplied to
+.B cmalign.
+The #=GC RF markup is set as an 'x' for any column for which at least
+.I <x>
+fraction of the sequences have a residue with a posterior probability
+of at least
+.I <y>.
+The default value for
+.I <y>
+is 0.9, but this value can be changed with the
+.BI --pthresh " <y>"
+option.
+Any column that is not set as an 'x' is set as '.' (a gap).
+If the alignment already has #=GC RF markup, it will be overwritten.
+
+.TP
+.BI --pthresh " <y>"
+Set the posterior probability threshold for
+.B --pfract
+(as described above) to
+.I <y>.
+By default this value is 0.9.
+
+.TP
+.BI --p-rf
+With the
+.B --pfract
+option, only consider columns that are non-gaps in the pre-existing
+#=GC RF markup of the alignment. All other columns will remain as gaps
+in the new #=GC RF markup.
+
+.TP
+.B -k
+Remove all columns of the alignment for which the #=GC RF line has a
+gap (keep all non-gap #=GC RF columns).
+
+.TP
+.B -r
+Remove all columns of the alignment for which the #=GC RF line is not
+a gap (keep all gap #=GC RF columns).
+
+.TP
+.BI --start-all " <m>"
+Keep only columns starting at column
+.I <m>.
+Must be used in combination with
+.BI --end-all " <n>".
+Columns from
+.I <m>
+to
+.I <n>
+inclusive will be kept, all other columns will be removed.
+The
+.B --num-all
+option can be used to number columns.
+
+.TP
+.BI --end-all " <n>"
+Used in combination with
+.BI --start-all " <m>"
+(see above).
+
+.TP
+.BI --start-rf " <m>"
+Keep only columns
+starting at the
+.I <m>
+th non-gap #=GC RF column.
+Must be used in combination with
+.BI --end-rf " <n>".
+All columns between the
+.I <m>
+th
+and
+.I <n>
+th non-gap #=GC RF columns, inclusive, will be kept, all outside columns
+will be removed.
+The
+.B --num-rf
+option can be used to number non-gap #=GC RF columns.
+
+.TP
+.BI --num-all
+Add annotation to the alignment numbering all of the columns in the
+alignment.
+
+.TP
+.BI --num-rf
+Add annotation to the alignment numbering the non-gap (non '.') #=GC
+RF columns of the alignment.
+
+.TP
+.BI --tree " <f>"
+Reorder sequences by tree order.
+Perform single linkage clustering on the sequences in the alignment
+based on sequence identity given the alignment to define a 'tree'
+of the sequences. The sequences in the alignment are reordered
+according to the tree, which groups similar sequences together. The
+tree is output in Newick format to
+.I <f>.
+
+.TP
+.BI --lfract " <x>"
+Remove any sequences with length less than
+.I <x>
+fraction the length of the median length sequence in the alignment.
+
+.TP
+.BI --lmin " <n>"
+Remove any sequences with length less than
+.I <n>
+residues.
+
+.TP
+.BI --detrunc " <n>"
+Remove any sequences that have all gaps in the first
+.I <n>
+non-gap #=GC RF columns or the last
+.I <n>
+non-gap #=GC RF columns.
+
+.TP
+.BI --seq-r " <f>"
+Remove any sequences with names listed in file
+.I <f>.
+Sequence names listed in
+.I <f>
+can be separated by tabs, new lines, or spaces.
+
+.TP
+.BI --seq-k " <f>"
+Keep only sequences with names listed in file
+.I <f>.
+Sequence names listed in
+.I <f>
+can be separated by tabs, new lines, or spaces.
+
+.TP
+.BI --trim " <f>"
+File
+.I <f>
+is an unaligned FASTA file containing truncated versions of each
+sequence in the
+.I msafile.
+Trim the sequences in the alignment to match their truncated versions
+in
+.I <f>.
+
+.TP
+.BI --iinfo " <f>"
+Print information on the number of insertions between all non-gap #=GC
+RF columns to file
+.I <f>.
+
+.TP
+.BI --icinfo " <f>"
+Print information on the information content of each non-gap #=GC
+RF column to file
+.I <f>.
+
+.TP
+.BI --rinfo " <f>"
+Print information on the number of residues present in each column of
+the alignment to file
+.I <f>.
+
+.TP
+.BI --dinfo " <f>"
+Print information on the number of gaps (deletes) in each non-gap #=GC
+RF column of the alignment to file
+.I <f>.
+
+.TP
+.BI --pinfo " <f>"
+Print statistics related to the posterior probabilities of the
+residues in each non-gap #=GC RF column to
+.I <f>.
+
+.TP
+.BI --sindi
+Annotate individual secondary structures for each sequence by imposing
+the consensus secondary structure defined by the #=GC SS_cons
+annotation.
+
+.TP
+.BI --omask " <f>"
+Convert the #=GC RF annotation into an lane mask. Each non-gap #=GC RF
+column is converted to a '1', and each gap column is converted to a '0'.
+Output the lanemask to file
+.I <f>.
+
+.TP
+.B --amino
+Assert that the
+.I msafile
+contains protein sequences.
+
+.TP
+.B --dna
+Assert that the
+.I msafile
+contains DNA sequences.
+
+.TP
+.B --rna
+Assert that the
+.I msafile
+contains RNA sequences.
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-alimap.c b/easel/miniapps/esl-alimap.c
new file mode 100644
index 0000000..675b025
--- /dev/null
+++ b/easel/miniapps/esl-alimap.c
@@ -0,0 +1,690 @@
+/* Map two multiple sequence alignments to each other.
+ *
+ * EPN, Tue Sep 23 13:39:03 2008
+ * SVN $Id: esl-alimanip.c 270 2008-06-19 20:45:47Z nawrockie $
+ */
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <assert.h>
+#include <math.h>
+#include <limits.h>
+
+#include "easel.h"
+#include "esl_distance.h"
+#include "esl_fileparser.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+#include "esl_stack.h"
+#include "esl_tree.h"
+#include "esl_wuss.h"
+
+static char banner[] = "map two alignments with identical sequences";
+static char usage[] = "[options] <msafile1> <msafile2>\n\
+<msafile1> and <msafile2> must be in Stockholm format.";
+
+#define NCHOICES 3
+#define DIAG 0
+#define VERT 1
+#define HORZ 2
+
+static int map_msas(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, int **ret_msa1_to_msa2_map);
+static int map_sub_msas(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, char **ret_msa1_to_msa2_mask);
+static int map_cpos_to_apos(ESL_MSA *msa, int **ret_c2a_map, int **ret_a2c_map, int *ret_clen);
+static int map2masks(const ESL_GETOPTS *go, char *errbuf, int alen1, int alen2, int *a2c_map1, int *a2c_map2, int *c2a_map1, int *c2a_map2, int clen1, int clen2, int *msa1_to_msa2_map);
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "help; show brief info on version and usage", 1 },
+ { "-q", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "be quiet, don't print mapping of each column", 1 },
+ { "--mask-a2a", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "mask to <f>: '1'=msa1 aln col x maps msa2 aln col", 1 },
+ { "--mask-a2c", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "mask to <f>: '1'=msa1 aln col x maps msa2 non-gap RF col", 1 },
+ { "--mask-c2a", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "mask to <f>: '1'=msa1 non-gap RF col x maps msa2 aln col", 1 },
+ { "--mask-c2c", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "mask to <f>: '1'=msa1 non-gap RF col x maps msa2 non-gap RF col", 1 },
+ { "--submap", eslARG_OUTFILE,NULL, NULL, NULL, NULL,NULL, NULL, "<msafile2> is subaln of <msafile1>, output mask to <f>", 1 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--dna,--rna", "<msafile{1,2}> contain protein alignments", 1 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--rna", "<msafile{1,2}> contain DNA alignments", 1 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--dna", "<msafile{1,2}> contain RNA alignments", 1 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ ESL_ALPHABET *abc = NULL; /* biological alphabet */
+ char *alifile1= NULL; /* alignment 1 file name */
+ char *alifile2= NULL; /* alignment 2 file name */
+ int fmt; /* format code for alifiles */
+ ESL_MSAFILE *afp1 = NULL; /* open alignment file 1 */
+ ESL_MSAFILE *afp2 = NULL; /* open alignment file 2 */
+ ESL_MSA *msa1 = NULL; /* multiple sequence alignment 1 */
+ ESL_MSA *msa2 = NULL; /* multiple sequence alignment 2 */
+ int status; /* easel return code */
+ char errbuf[eslERRBUFSIZE*4];
+
+ int *msa1_to_msa2_map; /* map from <msafile1> to <msafile2> */
+ char *sub_msa1_to_msa2_mask; /* with --sub the map from <msafile1> to <msafile2> in mask form */
+ FILE *subfp;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\nwhere basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ alifile1 = esl_opt_GetArg(go, 1);
+ alifile2 = esl_opt_GetArg(go, 2);
+
+ fmt = eslMSAFILE_STOCKHOLM;
+
+ /***********************************************
+ * Open the MSA file; determine alphabet; set for digital input
+ ***********************************************/
+
+ status = esl_msafile_Open(alifile1, fmt, NULL, &afp1);
+ if (status == eslENOTFOUND)
+ esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile1);
+ else if (status == eslEFORMAT)
+ esl_fatal("Couldn't determine format of alignment %s\n", alifile1);
+ else if (status != eslOK)
+ esl_fatal("Alignment file 1 open failed with error %d\n", status);
+ if (esl_opt_GetBoolean(go, "--amino")) abc = esl_alphabet_Create(eslAMINO);
+ else if (esl_opt_GetBoolean(go, "--dna")) abc = esl_alphabet_Create(eslDNA);
+ else if (esl_opt_GetBoolean(go, "--rna")) abc = esl_alphabet_Create(eslRNA);
+ else {
+ int type;
+ status = esl_msafile_GuessAlphabet(afp1, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Failed to guess the bio alphabet used in %s.\nUse --dna, --rna, or --amino option to specify it.", alifile1);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse failed: %s\n", afp1->errbuf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s is empty\n", alifile1);
+ else if (status != eslOK) esl_fatal("Failed to read alignment file %s\n", alifile1);
+ abc = esl_alphabet_Create(type);
+ }
+ esl_msafile_SetDigital(afp1, abc);
+
+ status = esl_msafile_OpenDigital(abc, alifile2, eslMSAFILE_STOCKHOLM, NULL, &afp2);
+ if (status == eslENOTFOUND)
+ esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile2);
+ else if (status == eslEFORMAT)
+ esl_fatal("Couldn't determine format of alignment %s\n", alifile2);
+ else if (status != eslOK)
+ esl_fatal("Alignment file 1 open failed with error %d\n", status);
+
+ /******************************************************************
+ * Read first alignment from each file, we only use the first one
+ ******************************************************************/
+ if((status = esl_msa_Read(afp1, &msa1)) != eslOK) {
+ if(status == eslEFORMAT) esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", afp1->linenumber, afp1->fname, afp1->errbuf, afp1->buf);
+ else if (status != eslEOF) esl_fatal("Alignment file read failed of %s with error code %d\n", alifile1, status);
+ else esl_fatal("No alignments found in file %s\n", alifile1);
+ }
+
+ if((status = esl_msa_Read(afp2, &msa2)) != eslOK) {
+ if(status == eslEFORMAT) esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", afp2->linenumber, afp2->fname, afp2->errbuf, afp2->buf);
+ else if (status != eslEOF) esl_fatal("Alignment file read of %s failed with error code %d\n", alifile2, status);
+ else esl_fatal("No alignments found in file %s\n", alifile2);
+ }
+
+ /* map the alignments in msa1 and msa2 */
+ if(esl_opt_IsDefault(go, "--submap")) {
+ if((status = map_msas(go, errbuf, msa1, msa2, &msa1_to_msa2_map)) != eslOK) goto ERROR;
+ free(msa1_to_msa2_map);
+ }
+
+ /* --submap: if nec, map <msafile1> to a subset of it's own columns in <msafile2> */
+ else if(esl_opt_GetString(go, "--submap") != NULL) {
+ if ((subfp = fopen(esl_opt_GetString(go, "--submap"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --submap output file %s\n", esl_opt_GetString(go, "--submap"));
+ if((status = map_sub_msas(go, errbuf, msa1, msa2, &sub_msa1_to_msa2_mask)) != eslOK) goto ERROR;
+ fprintf(subfp, "%s\n", sub_msa1_to_msa2_mask);
+ fclose(subfp);
+ printf("# Mask of 1/0s with 1 indicating aln column in %s maps to a column in %s saved to file %s.\n", alifile1, alifile2, esl_opt_GetString(go, "--submap"));
+ free(sub_msa1_to_msa2_mask);
+ }
+
+ /* Cleanup, normal return
+ */
+ esl_msafile_Close(afp1);
+ esl_msafile_Close(afp2);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+ esl_msa_Destroy(msa1);
+ esl_msa_Destroy(msa2);
+
+ return 0;
+
+ ERROR:
+ if(afp1 != NULL) esl_msafile_Close(afp1);
+ if(afp2 != NULL) esl_msafile_Close(afp2);
+ if(go != NULL) esl_getopts_Destroy(go);
+ if(msa1 != NULL) esl_msa_Destroy(msa1);
+ if(msa2 != NULL) esl_msa_Destroy(msa2);
+
+ esl_fatal(errbuf);
+ return 1; /* never reached */
+}
+
+
+/* map_msas
+ *
+ * Align msa1 and msa2.
+ * For each column in msa1, determine the corresponding column
+ * in msa2. This implementation requires:
+ * - msa1 and msa2 contain exactly the same sequences in the same order
+ * Note: the seqs in msa1 and msa2 do not have to have the same names.
+ *
+ * Uses a DP algorithm similar to Needleman-Wunsch, but that's aligning
+ * two alignment columns at a time instead of two residues.
+ */
+static int
+map_msas(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, int **ret_msa1_to_msa2_map)
+{
+ int status;
+ int **one2two; /* [0..c..clen1][0..a..alen2] number of residues from non-gap RF column c of msa1
+ * aligned in column a of msa 2 */
+ int *c2a_map1 = NULL; /* msa1 map of consensus columns (non-gap RF residues) to alignment columns, NULL if msa1->rf == NULL */
+ int *c2a_map2 = NULL; /* msa2 map of consensus columns (non-gap RF residues) to alignment columns, NULL if msa2->rf == NULL */
+ int *a2c_map1 = NULL; /* msa1 map of alignment columns to consensus columns, NULL if msa1->rf == NULL */
+ int *a2c_map2 = NULL; /* msa2 map of alignment columns to consensus columns, NULL if msa2->rf == NULL */
+ int apos1, apos2; /* counters over alignment position in msa1, msa2 respectively */
+ int alen1, alen2; /* alignment lengths */
+ int cpos1, cpos2; /* counters over consensus positions */
+ int clen1, clen2; /* consensus (non-gap RF) lengths */
+ int **mx; /* [0..c..clen1][0..a..alen2] dp matrix, score of max scoring aln
+ * from 1..c in msa1 and 1..a in msa 2 */
+ int **tb; /* [0..c..clen1][0..a..alen2] traceback ptrs, 0 for diagonal, 1 for vertical */
+ char *seq1, *seq2; /* temporary strings for ensuring dealigned sequences in msa1 and msa2 are identical */
+ int64_t len1, len2; /* length of seq1, seq2 */
+ int isgap1, isgap2; /* is this residue a gap in msa1, msa2? */
+ int i; /* counter over sequences */
+ int *res1_per_apos; /* [0..apos..alen1] number of residues in column apos of msa1 */
+ int sc; /* max score of full path (alignment) through dp mx */
+ int tb_sc; /* score of traceback, should equal sc */
+ int *one2two_map; /* [0..a..alen1] the alignment, msa2 column that column apos1 in msa1 maps to */
+ int total_res = 0; /* total number of residues in msa1 */
+ float coverage; /* fraction of total_res that are within mapped msa2 columns from one2two_map,
+ * this is tb_sc / total_res */
+ int total_cres1=0; /* total number of residues in consensus positions in msa1 */
+ int covered_cres1 = 0; /* number of residues in consensus positions in msa1 that also appear in the corresponding
+ * mapped column of msa2
+ */
+ int be_quiet = esl_opt_GetBoolean(go, "-q");
+
+ /* contract check */
+ if(! (msa1->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINVAL, errbuf, "in map_msas() msa1 (%s) not digitized.\n", esl_opt_GetArg(go, 1));
+ if(! (msa2->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINVAL, errbuf, "in map_msas() msa2 (%s) not digitized.\n", esl_opt_GetArg(go, 2));
+ alen1 = msa1->alen;
+ alen2 = msa2->alen;
+
+ /* Map msa1 (consensus) columns to alignment positions */
+ clen1 = clen2 = 0;
+ if(msa1->rf != NULL) if((status = map_cpos_to_apos(msa1, &c2a_map1, &a2c_map1, &clen1)) != eslOK) goto ERROR;
+ if(msa2->rf != NULL) if((status = map_cpos_to_apos(msa2, &c2a_map2, &a2c_map2, &clen2)) != eslOK) goto ERROR;
+ if(!be_quiet) {
+ printf("%25s alignment length: %d\n", esl_opt_GetArg(go, 1), alen1);
+ printf("%25s alignment length: %d\n", esl_opt_GetArg(go, 2), alen2);
+ }
+ /* collect counts in one2two[i][j]: number of sequences for which residue aligned in msa1 non-gap column i
+ * is aligned in msa2 alignment column j.
+ */
+ ESL_ALLOC(seq1, sizeof(char) * (alen1+1));
+ ESL_ALLOC(seq2, sizeof(char) * (alen2+1));
+ ESL_ALLOC(one2two, sizeof(int *) * (alen1+1));
+ for(apos1 = 0; apos1 <= alen1; apos1++) {
+ ESL_ALLOC(one2two[apos1], sizeof(int) * (alen2+1));
+ esl_vec_ISet(one2two[apos1], (alen2+1), 0);
+ }
+
+ total_res = 0;
+ for(i = 0; i < msa1->nseq; i++) {
+ /* ensure raw (unaligned) seq i in the 2 msas is the same */
+ esl_abc_Textize(msa1->abc, msa1->ax[i], alen1, seq1);
+ esl_abc_Textize(msa1->abc, msa2->ax[i], alen2, seq2); /* note: msa*1*->abc used on purpose, allows DNA/RNA to peacefully coexist in this func */
+ esl_strdealign(seq1, seq1, "-_.", &len1);
+ esl_strdealign(seq2, seq2, "-_.", &len2);
+
+ if(len1 != len2) {
+ ESL_FAIL(eslEINVAL, errbuf, "unaligned seq number %d (msa1: %s, msa2: %s) differs in length %s (%" PRId64 ") and %s (%" PRId64 "), those files must contain identical raw seqs\n",
+ i, msa1->sqname[i], msa2->sqname[i], esl_opt_GetArg(go, 1), len1, esl_opt_GetArg(go, 2), len2);
+ }
+ if(strncmp(seq1, seq2, len1) != 0) ESL_FAIL(eslEINVAL, errbuf, "unaligned seq number %d differs between %s and %s, those files must contain identical raw seqs\n", i, esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2));
+ total_res += len1;
+
+ apos1 = apos2 = 1;
+ while((apos1 <= alen1) || (apos2 <= alen2)) {
+ isgap1 = esl_abc_XIsGap(msa1->abc, msa1->ax[i][apos1]);
+ isgap2 = esl_abc_XIsGap(msa2->abc, msa2->ax[i][apos2]);
+ if ( isgap1 && isgap2) { apos1++; apos2++; }
+ else if ( isgap1 && !isgap2) { apos1++; }
+ else if (!isgap1 && isgap2) { apos2++; }
+ else if ( msa1->ax[i][apos1] == msa2->ax[i][apos2]) {
+ one2two[apos1++][apos2++]++;
+ /* two2one[apos2][apos1]++; */
+ }
+ }
+ }
+
+ /******************************************************************
+ * DP alignment of msa1 to msa2
+ * dp matrix: mx[apos1][apos2] apos1=1..msa->alen1, apos2=1..alen2 (apos1=0 || apos2=0 is invalid)
+ * mx[apos1][apos2] = score of maximal alignment for apos1=1..apos1, apos2'=1..apos2 INCLUDING
+ * apos1 and apos2. Score is number of residues from msa1 columns
+ * 1..apos1 that exist in their respective aligned columns in msa2 (the growing
+ * maximally scoring alignment).
+ */
+
+ /******************************************************************
+ * initialization
+ */
+ ESL_ALLOC(mx, sizeof(int *) * (alen1+1));
+ ESL_ALLOC(tb, sizeof(int *) * (alen1+1));
+ for(apos1 = 0; apos1 <= alen1; apos1++) {
+ ESL_ALLOC(mx[apos1], sizeof(int) * (alen2+1));
+ ESL_ALLOC(tb[apos1], sizeof(int) * (alen2+1));
+ esl_vec_ISet(mx[apos1], (alen2+1), 0);
+ esl_vec_ISet(tb[apos1], (alen2+1), -2); /* -2 is a bogus value, if we see it during traceback, there's a problem */
+ tb[apos1][0] = HORZ; /* special case, if we hit apos2==0 and apos1 > 0, we have to do HORZ moves until apos1==1 */
+ }
+ esl_vec_ISet(tb[0], (alen2+1), VERT); /* special case, if we hit apos1==0 and apos2 > 0, we have to do VERT moves until apos2==1 */
+ tb[0][0] = -2; /* all alignments must end here */
+
+ ESL_ALLOC(res1_per_apos, sizeof(int) * (alen1+1));
+ esl_vec_ISet(res1_per_apos, (alen1+1), 0);
+ mx[0][0] = 0;
+ tb[0][0] = -1; /* last cell, special value */
+
+ /*****************************************************************
+ * recursion
+ */
+ int *choices;
+ int i_choice;
+ ESL_ALLOC(choices, sizeof(int) * NCHOICES);
+ for(apos1 = 1; apos1 <= alen1; apos1++) {
+ for(apos2 = 1; apos2 <= alen2; apos2++) {
+ choices[DIAG] = mx[(apos1-1)][(apos2-1)] + one2two[apos1][apos2];
+ choices[VERT] = mx[ apos1 ][(apos2-1)];
+ choices[HORZ] = mx[(apos1-1)][ apos2 ];
+ i_choice = esl_vec_IArgMax(choices, NCHOICES);
+ mx[apos1][apos2] = choices[i_choice];
+ tb[apos1][apos2] = i_choice;
+ res1_per_apos[apos1] += one2two[apos1][apos2];
+ /*printf("mx[%3d][%3d]: %5d (%d)\n", apos1, apos2, mx[apos1][apos2], tb[apos1][apos2]);*/
+ }
+ }
+ free(choices);
+
+ total_cres1 = 0;
+ if(c2a_map1 != NULL) {
+ for(cpos1 = 1; cpos1 <= clen1; cpos1++) total_cres1 += res1_per_apos[c2a_map1[cpos1]];
+ }
+
+ /*****************************************************************
+ * traceback
+ */
+
+ sc = mx[alen1][alen2];
+ if(!be_quiet) {
+ printf("score %d\n", sc);
+ if(a2c_map1 != NULL && a2c_map2 != NULL) {
+ printf("# %12s %12s %22s\n", " msa 1 ", " msa 2 ", "");
+ printf("# %12s %12s %22s\n", "------------", "------------", "");
+ printf("# %5s %5s %5s %5s %22s\n", "cpos", "apos", "cpos", "apos", " num common residues");
+ printf("# %5s %5s %5s %5s %22s\n", "-----", "-----", "-----", "-----", "---------------------");
+ }
+ else if(a2c_map1 != NULL) {
+ printf("# %12s %5s %22s\n", " msa 1 ", "msa 2", "");
+ printf("# %12s %5s %22s\n", "------------", "-----", "");
+ printf("# %5s %5s %5s %22s\n", "cpos", "apos", "apos", " num common residues");
+ printf("# %5s %5s %5s %22s\n", "-----", "-----", "-----", "---------------------");
+ }
+ else if (a2c_map2 != NULL) {
+ printf("# %5s %12s %22s\n", "msa 1", " msa 2 ", "");
+ printf("# %5s %12s %22s\n", "-----", "------------", "");
+ printf("# %5s %5s %5s %22s\n", "apos", "cpos", "apos", " num common residues");
+ printf("# %5s %5s %5s %22s\n", "-----", "-----", "-----", "---------------------");
+ }
+ else {
+ printf("# %5s %5s %22s\n", "msa 1", "msa 2", "");
+ printf("# %5s %5s %22s\n", "-----", "-----", "");
+ printf("# %5s %5s %22s\n", "apos", "apos", " num common residues");
+ printf("# %5s %5s %22s\n", "-----", "-----", "---------------------");
+ }
+ }
+
+ /* traceback, and build one2two_map[] */
+ apos1 = alen1;
+ apos2 = alen2;
+ tb_sc = 0;
+ covered_cres1 = 0;
+ ESL_ALLOC(one2two_map, sizeof(int) * (alen1+1));
+ esl_vec_ISet(one2two_map, (alen1+1), 0);
+ one2two_map[0] = -1; /* invalid */
+
+ while(tb[apos1][apos2] != -1) {
+ if(tb[apos1][apos2] == DIAG) { /* diagonal move */
+ cpos1 = (a2c_map1 == NULL) ? -1 : a2c_map1[apos1];
+ cpos2 = (a2c_map2 == NULL) ? -1 : a2c_map2[apos2];
+ if(!be_quiet) {
+ if(a2c_map1 != NULL && a2c_map2 != NULL) {
+ printf(" %5d %5d --> %5d %5d %5d / %5d (%.4f)\n", cpos1, apos1, cpos2, apos2, one2two[apos1][apos2], res1_per_apos[apos1], (res1_per_apos[apos1] == 0) ? 0.0000 : ((float) one2two[apos1][apos2] / (float) res1_per_apos[apos1]));
+ }
+ else if(a2c_map1 != NULL) {
+ printf(" %5d %5d --> %5d %5d / %5d (%.4f)\n", cpos1, apos1, apos2, one2two[apos1][apos2], res1_per_apos[apos1], (res1_per_apos[apos1] == 0) ? 0.0000 : ((float) one2two[apos1][apos2] / (float) res1_per_apos[apos1]));
+ }
+ else if (a2c_map2 != NULL) {
+ printf(" %5d --> %5d %5d %5d / %5d (%.4f)\n", apos1, cpos2, apos2, one2two[apos1][apos2], res1_per_apos[apos1], (res1_per_apos[apos1] == 0) ? 0.0000 : ((float) one2two[apos1][apos2] / (float) res1_per_apos[apos1]));
+ }
+ else {
+ printf(" %5d --> %5d %5d / %5d (%.4f)\n", apos1, apos2, one2two[apos1][apos2], res1_per_apos[apos1], (res1_per_apos[apos1] == 0) ? 0.0000 : ((float) one2two[apos1][apos2] / (float) res1_per_apos[apos1]));
+ }
+ }
+ tb_sc += one2two[apos1][apos2];
+ one2two_map[apos1] = apos2;
+ if(cpos1 > 0) covered_cres1 += one2two[apos1][apos2]; /* apos1 is a cpos */
+ apos1--; apos2--;
+ }
+ else if(tb[apos1][apos2] == VERT) {
+ apos2--; /* vertical move */
+ }
+ else if(tb[apos1][apos2] == HORZ) {
+ apos1--; /* horizontal move */
+ }
+ else if(tb[apos1][apos2] != -1) /* shouldn't happen */
+ ESL_FAIL(eslEINVAL, errbuf, "in dp traceback, tb[apos1: %d][apos2: %d] %d\n", apos1, apos2, tb[apos1][apos2]);
+ }
+ /* done DP code
+ **********************************/
+
+ if(!be_quiet) printf("Total trace back sc: %d\n", tb_sc);
+ if(tb_sc != sc) ESL_FAIL(eslEINVAL, errbuf, "in dp traceback, tb_sc (%d) != sc (%d)\n", tb_sc, sc);
+ coverage = (float) tb_sc / (float) total_res;
+ printf("Coverage: %6d / %6d (%.4f)\nCoverage is fraction of residues from %s in optimally mapped columns in %s\n", tb_sc, total_res, coverage, esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2));
+ if(total_cres1 > 0) printf("Consensus coverage: %6d / %6d (%.4f)\nConsensus coverage is fraction of non-gap RF residues from %s in optimally mapped columns in %s\n", covered_cres1, total_cres1, (float) covered_cres1 / (float) total_cres1, esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2));
+ /* print masks if nec */
+ if((status = map2masks(go, errbuf, alen1, alen2, a2c_map1, a2c_map2, c2a_map1, c2a_map2, clen1, clen2, one2two_map)) != eslOK) return status;
+
+ /* clean up and return */
+ for(apos1 = 0; apos1 <= alen1; apos1++) {
+ free(mx[apos1]);
+ free(tb[apos1]);
+ }
+ free(mx);
+ free(tb);
+
+ for(apos1 = 0; apos1 <= alen1; apos1++) free(one2two[apos1]);
+ free(one2two);
+ free(res1_per_apos);
+ if(c2a_map1 != NULL) free(c2a_map1);
+ if(c2a_map2 != NULL) free(c2a_map2);
+ if(a2c_map1 != NULL) free(a2c_map1);
+ if(a2c_map2 != NULL) free(a2c_map2);
+
+ free(seq1);
+ free(seq2);
+ *ret_msa1_to_msa2_map = one2two_map;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* map_sub_msas
+ *
+ * msa1 and msa2 contain the same named sequences, msa1 contains a superset
+ * of the columns in msa2. Determine which of the msa1 columns the msa2
+ * columns correspond to.
+ */
+static int
+map_sub_msas(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa1, ESL_MSA *msa2, char **ret_msa1_to_msa2_mask)
+{
+ int status;
+ int apos1, apos2; /* counters over alignment position in msa1, msa2 respectively */
+ int i;
+ int *msa1_to_msa2_map; /* [0..apos1..msa1->alen] msa2 alignment position that apos1 corresponds to */
+ char *mask;
+
+ /* contract check */
+ if(! (msa1->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINVAL, errbuf, "in map_sub_msas() msa1 (%s) not digitized.\n", esl_opt_GetArg(go, 1));
+ if(! (msa2->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINVAL, errbuf, "in map_sub_msas() msa2 (%s) not digitized.\n", esl_opt_GetString(go, "--submap"));
+ if(msa1->alen <= msa2->alen) ESL_FAIL(eslEINVAL, errbuf, "in map_sub_msas() alignment length for msa1 (%" PRId64 "d) <= length for msa2 (%" PRId64 ")\n", msa1->alen, msa2->alen);
+
+ ESL_ALLOC(mask, sizeof(char) * (msa1->alen+1));
+ for(apos1 = 0; apos1 < msa1->alen; apos1++) mask[apos1] = '0';
+ mask[msa1->alen] = '\0';
+
+ ESL_ALLOC(msa1_to_msa2_map, sizeof(int) * msa1->alen+1);
+ esl_vec_ISet(msa1_to_msa2_map, (msa1->alen+1), -1);
+
+ /* both alignments must have same 'named' sequences in same order */
+ if(msa1->nseq != msa2->nseq) ESL_FAIL(eslEINVAL, errbuf, "in map_sub_msas() msa1 has %d sequences, msa2 has %d sequences\n", msa1->nseq, msa2->nseq);
+ for(i = 0; i < msa1->nseq; i++) {
+ if(strcmp(msa1->sqname[i], msa2->sqname[i]) != 0) ESL_FAIL(eslEINVAL, errbuf, "in map_sub_msas() msa1 seq %d is named %s, msa2 seq %d is named %s\n", i, msa1->sqname[i], i, msa2->sqname[i]);
+ }
+
+ apos1 = 1;
+ apos2 = 1;
+ while((apos2 <= msa2->alen) || (apos1 <= msa1->alen)) { /* determine which apos1 (alignment column in msa1), apos2 (alignment column in msa2) corresponds to */
+ for(i = 0; i < msa1->nseq; i++) {
+ if(msa1->ax[i][apos1] != msa2->ax[i][apos2]) {
+ apos1++;
+ break; /* try next apos1 */
+ }
+ }
+ if(i == msa1->nseq) { /* found a match */
+ msa1_to_msa2_map[apos1] = apos2;
+ mask[(apos1-1)] = '1';
+ apos1++;
+ apos2++;
+ }
+ }
+ if((apos1 != (msa1->alen+1)) || (apos2 != (msa2->alen+1))) ESL_FAIL(eslEINVAL, errbuf, "in map_sub_msas(), failure mapping alignments, end of loop apos1-1 = %d (msa1->alen: %" PRId64 ") and apos2-1 = %d (msa2->alen: %" PRId64 ")\n", apos1-1, msa1->alen, apos2-1, msa2->alen);
+
+ free(msa1_to_msa2_map);
+ *ret_msa1_to_msa2_mask = mask;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* map_cpos_to_apos
+ *
+ * Given an MSA, determine the alignment position each
+ * consensus position refers to.
+ */
+static int map_cpos_to_apos(ESL_MSA *msa, int **ret_c2a_map, int **ret_a2c_map, int *ret_clen)
+{
+ int status;
+ int clen = 0;
+ int *c2a_map = NULL;
+ int *a2c_map = NULL;
+ int cpos = 0;
+ int apos = 0;
+ /* contract check */
+ if(msa->rf == NULL) { status = eslEINVAL; goto ERROR; }
+
+ /* count consensus columns */
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) clen++;
+
+ /* build maps */
+ ESL_ALLOC(c2a_map, sizeof(int) * (clen+1));
+ ESL_ALLOC(a2c_map, sizeof(int) * (msa->alen+1));
+ esl_vec_ISet(a2c_map, msa->alen+1, -1);
+ c2a_map[0] = -1;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) {
+ c2a_map[++cpos] = apos;
+ a2c_map[apos] = cpos;
+ }
+ /* else a2c_map[apos] remains -1 as it was initialized */
+ }
+
+
+ if(ret_c2a_map != NULL) *ret_c2a_map = c2a_map;
+ else free(c2a_map);
+ if(ret_a2c_map != NULL) *ret_a2c_map = a2c_map;
+ else free(a2c_map);
+ if(ret_clen != NULL) *ret_clen = clen;
+ return eslOK;
+
+ ERROR:
+ if(c2a_map != NULL) free(c2a_map);
+ if(a2c_map != NULL) free(a2c_map);
+ return status;
+}
+
+/* map2masks
+ *
+ * Given a map of alignment columns in msa1 to alignment columns
+ * to msa2, construct and output masks as per command-line options.
+ *
+ * Args: msa1_to_msa2_map: [1..apos..msa1->alen]: '0': msa1 apos maps to a gap in msa2 (doesn't map to any column in msa2)
+ * 'x': msa1 apos maps to posn x in msa2 (x>0)
+ */
+static int
+map2masks(const ESL_GETOPTS *go, char *errbuf, int alen1, int alen2, int *a2c_map1, int *a2c_map2, int *c2a_map1, int *c2a_map2, int clen1, int clen2, int *msa1_to_msa2_map)
+{
+ int status;
+ int apos1, apos2; /* counters over alignment position in msa1, msa2 respectively */
+ int cpos1, cpos2; /* counters over consensus positions */
+ int num_ones; /* number of 1s in current mask */
+ int num_zeroes; /* number of 0s in current mask */
+ FILE *fp;
+ char *mask = NULL;
+
+ if(esl_opt_GetString(go, "--mask-a2a")) {
+ if ((fp = fopen(esl_opt_GetString(go, "--mask-a2a"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --mask-a2a mask output file %s", esl_opt_GetString(go, "--mask-a2a"));
+ /* construct mask as follows:
+ * mask[0..apos1..alen1-1] = '1' if column apos1+1 maps to an alignment column of msa2
+ * = '0' if column apos1+1 maps to a gap in msa2 (doesn't map to any column in msa2)
+ */
+ ESL_ALLOC(mask, sizeof(char) * (alen1+1));
+ num_ones = num_zeroes = 0;
+ for(apos1 = 1; apos1 <= alen1; apos1++) {
+ if(msa1_to_msa2_map[apos1] == 0) { mask[(apos1-1)] = '0'; num_zeroes++; }
+ else { mask[(apos1-1)] = '1'; num_ones++; }
+ }
+ mask[alen1] = '\0';
+ fprintf(fp, "%s\n", mask);
+ free(mask);
+ fclose(fp);
+ printf("# Mask of 1/0s with 1 indicating aln column in %s maps to aln column in %s saved to file %s.\n# (Length: %d; '1's: %d; '0's: %d)\n", esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2), esl_opt_GetString(go, "--mask-a2a"), (num_ones+num_zeroes), num_ones, num_zeroes);
+ }
+
+ if(esl_opt_GetString(go, "--mask-a2c")) {
+ if (a2c_map2 == NULL) ESL_FAIL(eslFAIL, errbuf, "with --mask-a2c, <msafile2> %s must have #=GC RF annotation, but it doesn't.", esl_opt_GetArg(go, 2));
+ if ((fp = fopen(esl_opt_GetString(go, "--mask-a2c"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --mask-a2c mask output file %s\n", esl_opt_GetString(go, "--mask-a2c"));
+ /* construct mask as follows:
+ * mask[0..apos1..alen1-1] = '1' if column apos1+1 maps to a consensus column (non-gap in RF) of msa2
+ * = '0' if column apos1+1 maps to a gap (doesn't map to any column in msa2) or an insert (gap in RF) in msa2
+ */
+ ESL_ALLOC(mask, sizeof(char) * (alen1+1));
+ num_ones = num_zeroes = 0;
+ for(apos1 = 1; apos1 <= alen1; apos1++) {
+ apos2 = msa1_to_msa2_map[apos1];
+ if(apos2 == 0) { mask[(apos1-1)] = '0'; num_zeroes++; } /* apos1 doesn't map to any column in msa2 */
+ else {
+ cpos2 = a2c_map2[apos2];
+ if(cpos2 <= 0) { mask[(apos1-1)] = '0'; num_zeroes++; } /* apos1 maps to a gap RF (insert) in msa2 */
+ else { mask[(apos1-1)] = '1'; num_ones++; } /* apos1 maps to a non-gap RF (consensus) column in msa2 */
+ }
+ }
+ mask[alen1] = '\0';
+ fprintf(fp, "%s\n", mask);
+ free(mask);
+ fclose(fp);
+ printf("# Mask of 1/0s with 1 indicating aln column in %s maps to consensus (non-gap RF) column in %s saved to file %s.\n# (Length: %d; '1's: %d; '0's: %d)\n", esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2), esl_opt_GetString(go, "--mask-a2c"), (num_ones+num_zeroes), num_ones, num_zeroes);
+ }
+
+ if(esl_opt_GetString(go, "--mask-c2a")) {
+ if (a2c_map1 == NULL) ESL_FAIL(eslFAIL, errbuf, "with --mask-c2a, <msafile1> %s must have #=GC RF annotation, but it doesn't.", esl_opt_GetArg(go, 1));
+ if ((fp = fopen(esl_opt_GetString(go, "--mask-c2a"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --mask-c2a mask output file %s\n", esl_opt_GetString(go, "--mask-c2a"));
+ /* construct mask as follows:
+ * mask[0..cpos1..clen-1] = '1' if non-gap RF msa1 column cpos1+1 maps to an alignment column of msa2
+ * = '0' if non-gap RF msa1 column cpos1+1 maps to a gap in msa2 (doesn't map to any column in msa2)
+ */
+ ESL_ALLOC(mask, sizeof(char) * (clen1+1));
+ num_ones = num_zeroes = 0;
+ for(cpos1 = 1; cpos1 <= clen1; cpos1++) {
+ apos1 = c2a_map1[cpos1];
+ apos2 = msa1_to_msa2_map[apos1];
+ if(apos2 == 0) { mask[(cpos1-1)] = '0'; num_zeroes++; }
+ else { mask[(cpos1-1)] = '1'; num_ones++; }
+ }
+ mask[clen1] = '\0';
+ fprintf(fp, "%s\n", mask);
+ free(mask);
+ fclose(fp);
+ printf("# Mask of 1/0s with 1 indicating consensus (non-gap RF) column in %s maps to aln column in %s saved to file %s.\n# (Length: %d; '1's: %d; '0's: %d)\n", esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2), esl_opt_GetString(go, "--mask-c2a"), (num_ones+num_zeroes), num_ones, num_zeroes);
+ }
+
+ if(esl_opt_GetString(go, "--mask-c2c")) {
+ if (a2c_map1 == NULL) ESL_FAIL(eslFAIL, errbuf, "with --mask-c2c, <msafile1> %s must have #=GC RF annotation, but it doesn't.", esl_opt_GetArg(go, 1));
+ if (a2c_map2 == NULL) ESL_FAIL(eslFAIL, errbuf, "with --mask-c2c, <msafile2> %s must have #=GC RF annotation, but it doesn't.", esl_opt_GetArg(go, 2));
+ if ((fp = fopen(esl_opt_GetString(go, "--mask-c2c"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --mask-c2c mask output file %s\n", esl_opt_GetString(go, "--mask-c2c"));
+ /* construct mask as follows:
+ * mask[0..apos1..alen-1] = '1' if column apos1+1 maps to a consensus column (non-gap in RF) of msa2
+ * = '0' if column apos1+1 maps to a gap (doesn't map to any column in msa2) or an insert (gap in RF) in msa2
+ */
+ ESL_ALLOC(mask, sizeof(char) * (alen1+1));
+ num_ones = num_zeroes = 0;
+ for(cpos1 = 1; cpos1 <= clen1; cpos1++) {
+ apos1 = c2a_map1[cpos1];
+ apos2 = msa1_to_msa2_map[apos1];
+ if(apos2 == 0) { mask[(cpos1-1)] = '0'; num_zeroes++; } /* cpos1 doesn't map to any column in msa2 */
+ else {
+ cpos2 = a2c_map2[apos2];
+ if(cpos2 <= 0) { mask[(cpos1-1)] = '0'; num_zeroes++; } /* cpos1 maps to a gap RF (insert) in msa2 */
+ else { mask[(cpos1-1)] = '1'; num_ones++; } /* cpos1 maps to a non-gap RF (consensus) column in msa2 */
+ }
+ }
+ mask[clen1] = '\0';
+ fprintf(fp, "%s\n", mask);
+ free(mask);
+ fclose(fp);
+ printf("# Mask of 1/0s with 1 indicating consensus (non-gap RF) column in %s maps to consensus (non-gap RF) column in %s saved to file %s.\n# (Length: %d; '1's: %d; '0's: %d)\n", esl_opt_GetArg(go, 1), esl_opt_GetArg(go, 2), esl_opt_GetString(go, "--mask-c2c"), (num_ones+num_zeroes), num_ones, num_zeroes);
+ }
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "map2masks(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
diff --git a/easel/miniapps/esl-alistat.c b/easel/miniapps/esl-alistat.c
new file mode 100644
index 0000000..e82fe5d
--- /dev/null
+++ b/easel/miniapps/esl-alistat.c
@@ -0,0 +1,184 @@
+/* Show statistics about a multiple sequence alignment file or MSA database.
+ *
+ * From squid's alistat (1995)
+ * SRE, Wed May 16 08:23:23 2007 [Janelia] [Philip Glass, The Fog of War]
+ * SVN $Id: esl-alistat.c 255 2008-05-30 17:49:15Z eddys $
+ */
+#include <stdlib.h>
+#include <stdio.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+
+static char banner[] = "show summary statistics for a multiple sequence alignment file";
+static char usage[] = "[options] <msafile>\n\
+The <msafile> must be in Stockholm format.";
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "help; show brief info on version and usage", 0 },
+ { "-1", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "use tabular output, one line per alignment", 0 },
+ { "--amino", eslARG_NONE,"default",NULL,NULL, NULL,NULL,"--dna,--rna", "<msafile> contains protein alignments", 0 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--rna", "<msafile> contains DNA alignments", 0 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--dna", "<msafile> contains RNA alignments", 0 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ ESL_ALPHABET *abc = NULL; /* biological alphabet */
+ char *alifile = NULL; /* alignment file name */
+ int fmt; /* format code for alifile */
+ ESL_MSAFILE *afp = NULL; /* open alignment file */
+ ESL_MSA *msa = NULL; /* one multiple sequence alignment */
+ int status; /* easel return code */
+ int nali; /* number of alignments read */
+ int i; /* counter over seqs */
+ int64_t rlen; /* a raw (unaligned) seq length */
+ int64_t small, large; /* smallest, largest sequence */
+ int64_t nres; /* total # of residues in msa */
+ double avgid; /* average fractional pair id */
+ int max_comparisons;/* maximum # comparisons for avg id */
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ alifile = esl_opt_GetArg(go, 1);
+
+ fmt = eslMSAFILE_STOCKHOLM;
+ max_comparisons = 1000;
+
+ /***********************************************
+ * Open the MSA file; determine alphabet; set for digital input
+ ***********************************************/
+
+ status = esl_msafile_Open(alifile, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of alignment %s\n", alifile);
+ else if (status != eslOK) esl_fatal("Alignment file open failed with error %d\n", status);
+
+ if (esl_opt_GetBoolean(go, "--amino")) abc = esl_alphabet_Create(eslAMINO);
+ else if (esl_opt_GetBoolean(go, "--dna")) abc = esl_alphabet_Create(eslDNA);
+ else if (esl_opt_GetBoolean(go, "--rna")) abc = esl_alphabet_Create(eslRNA);
+ else {
+ int type;
+ status = esl_msafile_GuessAlphabet(afp, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Failed to guess the bio alphabet used in %s.\nUse --dna, --rna, or --amino option to specify it.", alifile);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse failed: %s\n", afp->errbuf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s is empty\n", alifile);
+ else if (status != eslOK) esl_fatal("Failed to read alignment file %s\n", alifile);
+ abc = esl_alphabet_Create(type);
+ }
+ esl_msafile_SetDigital(afp, abc);
+
+ /***********************************************
+ * Read MSAs one at a time.
+ ***********************************************/
+
+ if (esl_opt_GetBoolean(go, "-1")) {
+ puts("#");
+ printf("# %-4s %-20s %10s %7s %7s %12s %6s %6s %10s %3s\n", "idx", "name", "format", "nseq", "alen", "nres", "small", "large", "avlen", "%id");
+ printf("# %-4s %-20s %10s %7s %7s %12s %6s %6s %10s %3s\n", "----", "--------------------", "----------", "-------", "-------", "------------", "------", "------", "----------", "---");
+ }
+
+ nali = 0;
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ nali++;
+
+ nres = 0;
+ small = large = -1;
+ for (i = 0; i < msa->nseq; i++)
+ {
+ rlen = esl_abc_dsqrlen(msa->abc, msa->ax[i]);
+ nres += rlen;
+ if (small == -1 || rlen < small) small = rlen;
+ if (large == -1 || rlen > large) large = rlen;
+ }
+
+ esl_dst_XAverageId(abc, msa->ax, msa->nseq, max_comparisons, &avgid);
+
+ if (esl_opt_GetBoolean(go, "-1"))
+ {
+ printf("%-6d %-20s %10s %7d %7" PRId64 " %12" PRId64 " %6" PRId64 " %6" PRId64 " %10.1f %3.0f\n",
+ nali,
+ msa->name,
+ esl_msa_DescribeFormat(afp->format),
+ msa->nseq,
+ msa->alen,
+ nres,
+ small,
+ large,
+ (double) nres / (double) msa->nseq,
+ 100.*avgid);
+ }
+ else
+ {
+ printf("Alignment number: %d\n", nali);
+ if (msa->name != NULL)
+ printf("Alignment name: %s\n", msa->name);
+ printf("Format: %s\n", esl_msa_DescribeFormat(afp->format));
+ printf("Number of sequences: %d\n", msa->nseq);
+ printf("Alignment length: %" PRId64 "\n", msa->alen);
+ printf("Total # residues: %" PRId64 "\n", nres);
+ printf("Smallest: %" PRId64 "\n", small);
+ printf("Largest: %" PRId64 "\n", large);
+ printf("Average length: %.1f\n", (double) nres / (double) msa->nseq);
+ printf("Average identity: %.0f%%\n", 100.*avgid);
+ printf("//\n");
+ }
+
+ esl_msa_Destroy(msa);
+ }
+
+ /* If an msa read failed, we drop out to here with an informative status code.
+ */
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ else if (nali == 0)
+ esl_fatal("No alignments found in file %s\n", alifile);
+
+ /* Cleanup, normal return
+ */
+ esl_msafile_Close(afp);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+
diff --git a/easel/miniapps/esl-alistat.man b/easel/miniapps/esl-alistat.man
new file mode 100644
index 0000000..b7fe18e
--- /dev/null
+++ b/easel/miniapps/esl-alistat.man
@@ -0,0 +1,89 @@
+.TH "esl-alistat" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-alistat - summarize a multiple sequence alignment file
+
+.SH SYNOPSIS
+
+.B esl-alistat
+.I [options]
+.I msafile
+
+.SH DESCRIPTION
+
+.pp
+.B esl-alistat
+summarizes the contents of the multiple sequence alignment(s) in
+.I msafile,
+such as the alignment name, format, alignment length (number of
+aligned columns), number of sequences, average pairwise % identity,
+and mean, smallest, and largest raw (unaligned) lengths of the
+sequences.
+
+If
+.I msafile
+is - (a single dash),
+multiple alignment input is read from
+.I stdin.
+
+The alignments can be of protein or DNA/RNA sequences. All alignments
+in the same
+.I msafile
+must be either protein or DNA/RNA. The alphabet will be autodetected
+unless one of the options
+.I --amino,
+.I --dna,
+or
+.I --rna
+are given. These options may be useful in automated
+pipelines to make
+.B esl-alistat
+more robust; alphabet autodetection is not infallible.
+
+
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.B -1
+Use a tabular output format with one line of statistics per alignment
+in
+.I msafile.
+This is most useful when
+.I msafile
+contains many different alignments (such as a Pfam database in
+Stockholm format).
+
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --amino
+Assert that the
+.I msafile
+contains protein sequences.
+
+.TP
+.B --dna
+Assert that the
+.I msafile
+contains DNA sequences.
+
+.TP
+.B --rna
+Assert that the
+.I msafile
+contains RNA sequences.
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-compalign.c b/easel/miniapps/esl-compalign.c
new file mode 100644
index 0000000..59136f8
--- /dev/null
+++ b/easel/miniapps/esl-compalign.c
@@ -0,0 +1,635 @@
+/* esl-compalign-rf - compare two sequence alignments
+ *
+ * EPN, Sun Aug 3 14:57:35 2008
+ * From squid's compalign: Sean Eddy, Tue Nov 3 07:46:59 1992
+ */
+
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#include "esl_fileparser.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_msa.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+static char banner[] = "compare two multiple alignments";
+
+static char usage[] = "\
+[-options] <trusted file> <test file>\n\
+ Both files must be in Stockholm format with #=GC RF markup.\n\
+ Sequences must occur in the same order in the two files.\n\
+ Number of non-gap characters in #=GC RF markup must be identical.\n\
+ Note: the scoring metric used is different from Squid\'s compalign.\n\
+";
+
+static int integerize_posterior_char(char c);
+static int read_mask_file(char *filename, char *errbuf, char **ret_mask, int *ret_masklen);
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; show brief info on version and usage", 0 },
+ { "-c", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "print per column statistics", 0 },
+ { "-p", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "print histogram of accuracy versus posterior probability", 0 },
+ { "--c2dfile", eslARG_OUTFILE,NULL,NULL, NULL, NULL,"-c", NULL, "print per column stats to esl-ssudraw --dfile file <f>", 0 },
+ { "--p2xm", eslARG_OUTFILE,NULL,NULL, NULL, NULL,"-p", NULL, "print posterior stats to xmgrace file", 0 },
+ { "--mask-p2xm", eslARG_OUTFILE,NULL,NULL, NULL, NULL,"--p2xm", NULL, "with --p2xm, only look at columns within mask in <f>", 0 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--dna,--rna", "<msafile> contains protein alignments", 10 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--rna", "<msafile> contains DNA alignments", 10 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--dna", "<msafile> contains RNA alignments", 10 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go; /* application configuration */
+ int kstatus, tstatus;/* return code from Easel routine */
+ int fmt; /* expected format of kfile, tfile */
+ char *kfile, *tfile; /* known, test structure file */
+ ESL_MSAFILE *kfp, *tfp; /* open kfile, tfile */
+ ESL_MSA *ka, *ta; /* known, trusted alignment */
+ int64_t klen, tlen; /* lengths of dealigned seqs */
+ int i; /* counter over sequences */
+ int apos; /* counter over alignment columns */
+ int cpos; /* counter over consensus (non-gap RF) columns */
+ int is_cpos; /* TRUE if current apos is a consensus pos, FALSE if not */
+ int uapos; /* counter over unaligned residue positions */
+
+ int **kp; /* [0..i..nseq-1][1..r..sq->n] = x known non-gap RF position of residue r in sequence i */
+ int **tp; /* [0..i..nseq-1][1..r..sq->n] = x predicted non-gap RF position of residue r in sequence i */
+ /* for both kp and pp, if x <= 0, residue r for seq i is not aligned to a non-gap RF position, but rather as an 'insert'
+ * after non-gap RF position (x * -1)
+ */
+ int *km_pos; /* [0..rflen] = x, in known aln, number of residues aligned to non-gap RF column x; special case: mct[0] = 0 */
+ int *ki_pos; /* [0..rflen] = x, in known aln, number of residues inserted after non-gap RF column x */
+ int *tm_pos; /* [0..rflen] = x, in predicted aln, number of residues aligned to non-gap RF column x; special case: mct[0] = 0 */
+ int *ti_pos; /* [0..rflen] = x, in predicted aln, number of residues inserted after non-gap RF column x */
+ int *cor_tm_pos; /* [0..rflen] = x, in predicted aln, number of correctly predicted residues aligned to non-gap RF column x; special case: mct[0] = 0 */
+ int *cor_ti_pos; /* [0..rflen] = x, in predicted aln, number of correctly predicted residues inserted after non-gap RF column x */
+
+ int *km_seq; /* [0..i..nseq-1] = x, in known aln, number of residues aligned to non-gap RF columns in seq i; */
+ int *ki_seq; /* [0..i..nseq-1] = x, in known aln, number of residues inserted in seq i */
+ int *tm_seq; /* [0..i..nseq-1] = x, in predicted aln, number of residues aligned to non-gap RF columns in seq i; */
+ int *ti_seq; /* [0..i..nseq-1] = x, in predicted aln, number of residues inserted in seq i */
+ int *cor_tm_seq; /* [0..i..nseq-1] = x, in predicted aln, number of correctly predicted residues aligned to non-gap RF columns in seq i */
+ int *cor_ti_seq; /* [0..i..nseq-1] = x, in predicted aln, number of correctly predicted residues inserted in seq i */
+
+ int *seqlen; /* [0..i..nseq-1] = x, unaligned seq i has length x */
+ ESL_ALPHABET *abc; /* alphabet for all alignments */
+ int rflen, t_rflen; /* non-gap RF length (consensus lengths) */
+ int status;
+
+ /* variables needed for -p and related options */
+ int do_post = FALSE; /* TRUE if -p enabled */
+ int do_post_for_this_cpos = FALSE; /* set for each consensus position, always TRUE unless --mask-p2xm */
+ int p; /* counter over integerized posteriors */
+ int ridx1 = -1; /* #=GR index for posterior value digit 2 */
+ int ridx2 = -1; /* #=GR index for posterior value digit 2 */
+ int ndigits = 0; /* number of posterior digits in alignment, 1 or 2 */
+ int *ptm = NULL; /* [0..p..100] number of total matches with int posteriors of p */
+ int *pti = NULL; /* [0..p..100] number of total inserts with int posteriors of p */
+ int *cor_ptm = NULL; /* [0..p..100] number of correct matches with int posteriors of p */
+ int *cor_pti = NULL; /* [0..p..100] number of correct inserts with int posteriors of p */
+ int npostvals = 101; /* number of posterior int values 0..101 */
+ int r; /* counter over #=GR annotation */
+ int pint; /* integerized posterior */
+ int cm_cor_ptm, cm_cor_pti, cm_ptm, cm_pti, cm_incor_ptm, cm_incor_pti; /* cumulative counts of posteriors */
+ int tot_cor_ptm, tot_cor_pti, tot_ptm, tot_pti, tot_incor_ptm, tot_incor_pti; /* total counts of posteriors */
+ char errbuf[eslERRBUFSIZE];
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80);
+ exit(EXIT_SUCCESS);
+ }
+
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ kfile = esl_opt_GetArg(go, 1);
+ tfile = esl_opt_GetArg(go, 2);
+
+ fmt = eslMSAFILE_STOCKHOLM;
+
+ /***********************************************
+ * Open the two Stockholm files.
+ ***********************************************/
+
+ if (esl_msafile_Open(kfile, fmt, NULL, &kfp) != eslOK)
+ esl_fatal("Failed to open trusted structure file %s for reading", kfile);
+ if (esl_msafile_Open(tfile, fmt, NULL, &tfp) != eslOK)
+ esl_fatal("Failed to open test structure file %s for reading", tfile);
+
+ if (esl_opt_GetBoolean(go, "--amino")) abc = esl_alphabet_Create(eslAMINO);
+ else if (esl_opt_GetBoolean(go, "--dna")) abc = esl_alphabet_Create(eslDNA);
+ else if (esl_opt_GetBoolean(go, "--rna")) abc = esl_alphabet_Create(eslRNA);
+ else {
+ int type;
+ status = esl_msafile_GuessAlphabet(kfp, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Failed to guess the bio alphabet used in %s.\nUse --dna, --rna, or --amino option to specify it.", kfile);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse failed: %s\n", kfp->errbuf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s is empty\n", kfile);
+ else if (status != eslOK) esl_fatal("Failed to read alignment file %s\n", kfile);
+ abc = esl_alphabet_Create(type);
+ }
+ /* set both as same alphabet */
+ esl_msafile_SetDigital(kfp, abc);
+ esl_msafile_SetDigital(tfp, abc);
+
+ do_post = esl_opt_GetBoolean(go, "-p");
+
+ /* read the mask file if --mask-p2xm is enabled */
+ char *mask = NULL;
+ int masklen;
+ if(! esl_opt_IsDefault(go, "--mask-p2xm")) {
+ if((status = read_mask_file(esl_opt_GetString(go, "--mask-p2xm"), errbuf, &mask, &masklen)) != eslOK) esl_fatal(errbuf);
+ }
+
+ /***********************************************
+ * Do alignment comparisons, one seq at a time;
+ * this means looping over all seqs in all alignments.
+ ***********************************************/
+
+ while (1)
+ {
+ kstatus = esl_msa_Read(kfp, &ka);
+ tstatus = esl_msa_Read(tfp, &ta);
+ if (kstatus != eslOK || tstatus != eslOK) break; /* normal or errors. */
+
+ /* Sanity check on alignment
+ */
+ if (ka->nseq != ta->nseq)
+ esl_fatal("trusted, test alignments don't have same seq #\n");
+ if (ka->rf == NULL)
+ esl_fatal("trusted alignment has no reference annotation\n");
+ if (ta->rf == NULL)
+ esl_fatal("test alignment has no reference annotation\n");
+
+ /* make sure the sequences are all identical */
+ ESL_DSQ *ks;
+ ESL_DSQ *ts;
+ ESL_ALLOC(seqlen, sizeof(int) * ka->nseq);
+ for(i = 0; i < ka->nseq; i++) {
+ if(strcmp(ka->sqname[i], ta->sqname[i]) != 0) esl_fatal("sequence i of trusted alignment %s has different name than seq i of predicted alignment %s\n", ka->sqname[i], ta->sqname[i]);
+ ESL_ALLOC(ks, sizeof(ESL_DSQ) * (ka->alen+2));
+ memcpy(ks, ka->ax[i], (ka->alen+2) * sizeof(ESL_DSQ));
+ esl_abc_XDealign(ka->abc, ks, ka->ax[i], &klen);
+
+ ESL_ALLOC(ts, sizeof(ESL_DSQ) * (ta->alen+2));
+ memcpy(ts, ta->ax[i], (ta->alen+2) * sizeof(ESL_DSQ));
+ esl_abc_XDealign(ta->abc, ts, ta->ax[i], &tlen);
+
+ if (tlen != klen)
+ esl_fatal("dealigned sequence mismatch, seq %d, when dealigned, is %d residues in the known alignment, but %d residues in the trusted alignment.", i, klen, tlen);
+
+ if (memcmp(ks, ts, sizeof(ESL_DSQ) * klen) != 0)
+ esl_fatal("dealigned sequence mismatch, seq %d %s, when dealigned, are not identical.", i, ka->sqname[i]);
+
+ seqlen[i] = tlen;
+ free(ks);
+ free(ts);
+ }
+
+ /* determine non-gap RF length */
+ rflen = 0;
+ for(apos = 1; apos <= ka->alen; apos++) {
+ if(! (esl_abc_CIsGap(ka->abc, ka->rf[(apos-1)]))) rflen++;
+ }
+ t_rflen = 0;
+ for(apos = 1; apos <= ta->alen; apos++) {
+ if(! (esl_abc_CIsGap(ta->abc, ta->rf[(apos-1)]))) t_rflen++;
+ }
+ if(t_rflen != rflen) esl_fatal("Trusted alignment non-gap RF length (%d) != predicted alignment non-gap RF length (%d).\n", rflen, t_rflen);
+
+ /* if -p, make sure the test alignment has posterior probabilities, and allocate our counters for correct/incorrect per post value */
+ if(do_post) {
+ if(! esl_opt_IsDefault(go, "--mask-p2xm")) {
+ if(masklen != rflen) {
+ esl_fatal("Length of mask in %s (%d) not equal to non-gap RF len of alignments (%d)\n", esl_opt_GetString(go, "--mask-p2xm"), masklen, rflen);
+ }
+ }
+ for (r = 0; r < ta->ngr; r++) {
+ if (strcmp(ta->gr_tag[r], "POST") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(ta->gr_tag[r], "Post") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(ta->gr_tag[r], "post") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(ta->gr_tag[r], "POSTX.") == 0) { ridx1 = r; ndigits = 1; }
+ if (strcmp(ta->gr_tag[r], "POST.X") == 0) { ridx2 = r; ndigits = 2; }
+ }
+ if(ndigits == 0) esl_fatal("-p requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", \"#=GR POSTX.\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", tfile);
+ if(ndigits == 1 && ridx1 == -1) esl_fatal("-p requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", \"#=GR POSTX.\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", tfile);
+ if(ndigits == 2 && (ridx1 == -1 || ridx2 == -1)) esl_fatal("-p requires \"#=GR POST\", \"#=GR Post\", \"#=GR post\", \"#=GR POSTX.\", or \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s.\n", tfile);
+ /* always allocate 0..100, if we only have 1 post value, only 0,10,20,30,40,50,60,70,80,90,100 will be filled with counts */
+ ESL_ALLOC(ptm, sizeof(int) * npostvals);
+ ESL_ALLOC(pti, sizeof(int) * npostvals);
+ ESL_ALLOC(cor_ptm, sizeof(int) * npostvals);
+ ESL_ALLOC(cor_pti, sizeof(int) * npostvals);
+ esl_vec_ISet(ptm, npostvals, 0);
+ esl_vec_ISet(pti, npostvals, 0);
+ esl_vec_ISet(cor_ptm, npostvals, 0);
+ esl_vec_ISet(cor_pti, npostvals, 0);
+ }
+
+ /* allocate and initialize our counters */
+ ESL_ALLOC(kp, sizeof(int *) * ka->nseq);
+ ESL_ALLOC(tp, sizeof(int *) * ta->nseq);
+ for(i = 0; i < ka->nseq; i++) {
+ ESL_ALLOC(kp[i], sizeof(int) * (seqlen[i]+1));
+ ESL_ALLOC(tp[i], sizeof(int) * (seqlen[i]+1));
+ esl_vec_ISet(kp[i], seqlen[i]+1, -987654321);
+ esl_vec_ISet(tp[i], seqlen[i]+1, -987654321);
+ }
+
+ ESL_ALLOC(km_pos, sizeof(int) * (rflen+1));
+ ESL_ALLOC(ki_pos, sizeof(int) * (rflen+1));
+ ESL_ALLOC(tm_pos, sizeof(int) * (rflen+1));
+ ESL_ALLOC(ti_pos, sizeof(int) * (rflen+1));
+ ESL_ALLOC(cor_tm_pos, sizeof(int) * (rflen+1));
+ ESL_ALLOC(cor_ti_pos, sizeof(int) * (rflen+1));
+ esl_vec_ISet(km_pos, rflen+1, 0);
+ esl_vec_ISet(ki_pos, rflen+1, 0);
+ esl_vec_ISet(tm_pos, rflen+1, 0);
+ esl_vec_ISet(ti_pos, rflen+1, 0);
+ esl_vec_ISet(cor_tm_pos, rflen+1, 0);
+ esl_vec_ISet(cor_ti_pos, rflen+1, 0);
+
+ ESL_ALLOC(km_seq, sizeof(int) * ka->nseq);
+ ESL_ALLOC(ki_seq, sizeof(int) * ka->nseq);
+ ESL_ALLOC(tm_seq, sizeof(int) * ka->nseq);
+ ESL_ALLOC(ti_seq, sizeof(int) * ka->nseq);
+ ESL_ALLOC(cor_tm_seq, sizeof(int) * ka->nseq);
+ ESL_ALLOC(cor_ti_seq, sizeof(int) * ka->nseq);
+ esl_vec_ISet(km_seq, ka->nseq, 0);
+ esl_vec_ISet(ki_seq, ka->nseq, 0);
+ esl_vec_ISet(tm_seq, ka->nseq, 0);
+ esl_vec_ISet(ti_seq, ka->nseq, 0);
+ esl_vec_ISet(cor_tm_seq, ka->nseq, 0);
+ esl_vec_ISet(cor_ti_seq, ka->nseq, 0);
+
+ /* determine non-gap RF location of each residue in known alignment */
+ for(i = 0; i < ka->nseq; i++) {
+ uapos = cpos = 0;
+ for(apos = 1; apos <= ka->alen; apos++) {
+ is_cpos = FALSE;
+ if(! (esl_abc_CIsGap(ka->abc, ka->rf[(apos-1)]))) {
+ cpos++; is_cpos = TRUE;
+ }
+ if(! esl_abc_XIsGap(ka->abc, ka->ax[i][apos])) {
+ uapos++;
+ kp[i][uapos] = (is_cpos) ? cpos : (-1 * cpos);
+ if(is_cpos) { km_pos[cpos]++; km_seq[i]++; }
+ else { ki_pos[cpos]++; ki_seq[i]++; }
+ }
+ }
+ }
+
+ /* determine non-gap RF location of each residue in predicted alignment */
+ for(i = 0; i < ta->nseq; i++) {
+ uapos = cpos = 0;
+ for(apos = 1; apos <= ta->alen; apos++) {
+ is_cpos = FALSE;
+ if(! (esl_abc_CIsGap(ta->abc, ta->rf[(apos-1)]))) {
+ cpos++; is_cpos = TRUE;
+ if(do_post) {
+ do_post_for_this_cpos = (mask != NULL && mask[cpos-1] == '0') ? FALSE : TRUE;
+ }
+ }
+ if(! esl_abc_XIsGap(ta->abc, ta->ax[i][apos])) {
+ uapos++;
+ tp[i][uapos] = (is_cpos) ? cpos : (-1 * cpos);
+ if(do_post) {
+ pint = 10 * integerize_posterior_char(ta->gr[ridx1][i][(apos-1)]);
+ if(ndigits == 2 && pint != 100) pint += integerize_posterior_char(ta->gr[ridx2][i][(apos-1)]);
+ }
+ if(is_cpos) {
+ tm_pos[cpos]++; tm_seq[i]++;
+ if(do_post_for_this_cpos) ptm[pint]++;
+ }
+ else {
+ ti_pos[cpos]++; ti_seq[i]++;
+ if(do_post) pti[pint]++;
+ }
+ if(kp[i][uapos] == tp[i][uapos]) { /* correctly predicted this residue */
+ if(is_cpos) {
+ cor_tm_seq[i]++; cor_tm_pos[cpos]++;
+ if(do_post_for_this_cpos) cor_ptm[pint]++;
+ }
+ else {
+ cor_ti_seq[i]++; cor_ti_pos[cpos]++;
+ if(do_post) cor_pti[pint]++;
+ }
+ }
+ }
+ }
+ }
+ if((! (esl_opt_GetBoolean(go, "-c"))) && (! esl_opt_GetBoolean(go, "-p"))) {
+ /* print per sequence statistics */
+ char *namedashes;
+ int ni;
+ int namewidth = 8; /* length of 'seq name' */
+ /* determine the longest name in msa */
+ for(ni = 0; ni < ka->nseq; ni++) namewidth = ESL_MAX(namewidth, strlen(ka->sqname[ni]));
+ ESL_ALLOC(namedashes, sizeof(char) * namewidth+1);
+ namedashes[namewidth] = '\0';
+ for(ni = 0; ni < namewidth; ni++) namedashes[ni] = '-';
+
+ printf("# %-*s %5s %20s %20s %20s\n", namewidth, "seq name", "len", "match columns", "insert columns", "all columns");
+ printf("# %-*s %5s %20s %20s %20s\n", namewidth, namedashes, "-----", "--------------------", "--------------------", "--------------------");
+ for(i = 0; i < ta->nseq; i++) {
+ printf(" %-*s %5d %4d / %4d (%.3f) %4d / %4d (%.3f) %4d / %4d (%.3f)\n", namewidth, ka->sqname[i], seqlen[i],
+ cor_tm_seq[i], km_seq[i], (km_seq[i] == 0) ? 0. : ((float) cor_tm_seq[i] / (float) km_seq[i]),
+ cor_ti_seq[i], ki_seq[i], (ki_seq[i] == 0) ? 0. : ((float) cor_ti_seq[i] / (float) ki_seq[i]),
+ (cor_tm_seq[i] + cor_ti_seq[i]), (km_seq[i] + ki_seq[i]), ((float) (cor_tm_seq[i] + cor_ti_seq[i]) / ((float) km_seq[i] + ki_seq[i])));
+ }
+ int cor_tm, cor_ti, km, ki;
+ cor_tm = esl_vec_ISum(cor_tm_seq, ka->nseq);
+ cor_ti = esl_vec_ISum(cor_ti_seq, ka->nseq);
+ km = esl_vec_ISum(km_seq, ka->nseq);
+ ki = esl_vec_ISum(ki_seq, ka->nseq);
+
+ printf("# %-*s %5s %20s %20s %20s\n", namewidth, namedashes, "-----", "--------------------", "--------------------", "--------------------");
+ printf("# %-*s %5s %4d / %4d (%.3f) %4d / %4d (%.3f) %4d / %4d (%.3f)\n",
+ namewidth, "*all*", "-",
+ cor_tm, km, ((float) cor_tm / (float) km),
+ cor_ti, ki, ((float) cor_ti / (float) ki),
+ (cor_tm+cor_ti), (km+ki), (((float) (cor_tm + cor_ti))/ ((float) (km + ki))));
+ free(namedashes);
+ for(i = 0; i < ka->nseq; i++) {
+ free(kp[i]);
+ free(tp[i]);
+ }
+ }
+ else if(esl_opt_GetBoolean(go, "-c")) { /* print per column statistics */
+ printf("# %5s %20s %20s %20s\n", "rfpos", "match", "insert", "both");
+ printf("# %5s %20s %20s %20s\n", "-----", "--------------------", "--------------------", "--------------------");
+ for(cpos = 0; cpos <= rflen; cpos++) {
+ printf(" %5d %4d / %4d (%.3f) %4d / %4d (%.3f) %4d / %4d (%.3f)\n", cpos,
+
+ cor_tm_pos[cpos], km_pos[cpos], (km_pos[cpos] == 0) ? 0. : ((float) cor_tm_pos[cpos] / (float) km_pos[cpos]),
+ cor_ti_pos[cpos], ki_pos[cpos], (ki_pos[cpos] == 0) ? 0. : ((float) cor_ti_pos[cpos] / (float) ki_pos[cpos]),
+ (cor_tm_pos[cpos] + cor_ti_pos[cpos]), (km_pos[cpos] + ki_pos[cpos]), ((float) (cor_tm_pos[cpos] + cor_ti_pos[cpos]) / ((float) km_pos[cpos] + ki_pos[cpos])));
+ }
+ }
+ else if(do_post) { /* do posterior output */
+ FILE *pfp = NULL;
+ /* pfp will be an xmgrace file
+ * first series:
+ * x axis = posterior probability
+ * y axis = fraction of match residues at >= pp x that are correct
+ */
+ if (esl_opt_GetString(go, "--p2xm") != NULL) {
+ if ((pfp = fopen(esl_opt_GetString(go, "--p2xm"), "w")) == NULL)
+ esl_fatal("Failed to open --p2xm output file %s\n", esl_opt_GetString(go, "--p2xm"));
+ }
+
+ if(mask == NULL) printf("# %4s %44s %44s\n", "prob", "match columns ", "insert columns ");
+ else printf("# %4s %44s %44s\n", "prob", "match columns within mask ", "insert columns ");
+ printf("# %4s %44s %44s\n", "----", "--------------------------------------------", "---------------------------------------------");
+ cm_ptm = cm_pti = cm_cor_ptm = cm_cor_pti = cm_incor_ptm = cm_incor_pti = 0;
+ tot_ptm = esl_vec_ISum(ptm, npostvals);
+ tot_pti = esl_vec_ISum(pti, npostvals);
+ tot_cor_ptm = esl_vec_ISum(cor_ptm, npostvals);
+ tot_cor_pti = esl_vec_ISum(cor_pti, npostvals);
+ tot_incor_ptm = tot_ptm - tot_cor_ptm;
+ tot_incor_pti = tot_pti - tot_cor_pti;
+ for(p = (npostvals-1); p >= 0; p--) {
+ cm_cor_ptm += cor_ptm[p];
+ cm_cor_pti += cor_pti[p];
+ cm_ptm += ptm[p];
+ cm_pti += pti[p];
+ cm_incor_ptm += ptm[p] - cor_ptm[p];
+ cm_incor_pti += pti[p] - cor_pti[p];
+ printf(" %4d %8d / %8d (%.5f) (%.5f) (%.5f) %8d / %8d (%.5f) (%.5f) (%.5f)\n",
+ p, cor_ptm[p], ptm[p],
+ (ptm[p] == 0) ? 0. : (float) cor_ptm[p] / (float) ptm[p],
+ (cm_ptm == 0) ? 0. : (float) cm_cor_ptm / (float) cm_ptm,
+ (tot_incor_ptm == 0) ? 0. : (float) cm_incor_ptm / (float) tot_incor_ptm,
+ cor_pti[p], pti[p],
+ (pti[p] == 0) ? 0. : (float) cor_pti[p] / (float) pti[p],
+ (cm_pti == 0) ? 0. : (float) cm_cor_pti / (float) cm_pti,
+ (tot_incor_pti == 0) ? 0. : (float) cm_incor_pti / (float) tot_incor_pti);
+ if(pfp != NULL) fprintf(pfp, "%f %f\n", (float) p / 100., (cm_ptm == 0) ? 0. : (float) cm_cor_ptm / (float) cm_ptm);
+ }
+ if(pfp != NULL) {
+#if 0
+ /* x axis = posterior probability
+ * y axis = fraction of match residues at (exactly) pp x that are correct
+ */
+ fprintf(pfp, "&\n");
+ cm_ptm = cm_pti = cm_cor_ptm = cm_cor_pti = cm_incor_ptm = cm_incor_pti = 0;
+ for(p = (npostvals-1); p >= 0; p--) {
+ cm_cor_ptm += cor_ptm[p];
+ cm_cor_pti += cor_pti[p];
+ cm_ptm += ptm[p];
+ cm_pti += pti[p];
+ cm_incor_ptm += ptm[p] - cor_ptm[p];
+ cm_incor_pti += pti[p] - cor_pti[p];
+ fprintf(pfp, "%f %f\n", (float) p / 100., (ptm[p] == 0) ? 0. : (float) cor_ptm[p] / (float) ptm[p]);
+ }
+ fprintf(pfp, "&\n");
+#endif
+#if 0
+ /* x axis = posterior probability
+ * y axis = fraction of all the incorrect residues with pp < x
+ */
+ cm_ptm = cm_pti = cm_cor_ptm = cm_cor_pti = cm_incor_ptm = cm_incor_pti = 0;
+ for(p = (npostvals-1); p >= 0; p--) {
+ cm_cor_ptm += cor_ptm[p];
+ cm_cor_pti += cor_pti[p];
+ cm_ptm += ptm[p];
+ cm_pti += pti[p];
+ cm_incor_ptm += ptm[p] - cor_ptm[p];
+ cm_incor_pti += pti[p] - cor_pti[p];
+ fprintf(pfp, "%f %f\n", (float) p / 100., (tot_incor_ptm == 0) ? 0. : (float) cm_incor_ptm / (float) tot_incor_ptm);
+ }
+ fprintf(pfp, "&\n");
+#endif
+#if 0
+ /* print the identity line for comparison */
+ for(p = (npostvals-1); p >= 0; p--)
+ fprintf(pfp, "%f %f\n", (float) p / 100., (float) p / 100.);
+ fprintf(pfp, "&\n");
+#endif
+ fclose(pfp);
+ }
+ }
+ /* handle --c2dfile */
+ FILE *dfp;
+ if (esl_opt_GetString(go, "--c2dfile") != NULL) {
+ if ((dfp = fopen(esl_opt_GetString(go, "--c2dfile"), "w")) == NULL)
+ esl_fatal("Failed to open --c2dfile output file %s\n", esl_opt_GetString(go, "--c2dfile"));
+ /* match stats, 4 fields, CMYK color values */
+ for(cpos = 1; cpos <= rflen; cpos++) {
+ if(km_pos[cpos] == 0) { /* special case, no known alignment residues, a blank position */
+ fprintf(dfp, "%.3f %.3f %.3f %.3f\n", 0., 0., 0., 0.);
+ }
+ else {
+ fprintf(dfp, "%.3f %.3f %.3f %.3f\n",
+ 0., /* cyan */
+ 1. - ((float) cor_tm_pos[cpos] / (float) km_pos[cpos]), /* magenta, fraction correct */
+ 1. - ((float) km_pos[cpos] / ta->nseq), /* yellow, fraction of seqs with residue in column */
+ 0.);
+ }
+ }
+ fprintf(dfp, "//\n");
+ /* insert stats, 4 fields, CMYK color values */
+ cpos = 0; /* special case, combine insert posn 0 and 1 together */
+ if(ki_pos[cpos] == 0) { /* special case, no known alignment residues, a blank position */
+ fprintf(dfp, "%.3f %.3f %.3f %.3f\n", 0., 0., 0., 0.);
+ }
+ else {
+ fprintf(dfp, "%.3f %.3f %.3f %.3f\n",
+ 0., /* cyan */
+ 1. - ((float) (cor_ti_pos[0] + cor_ti_pos[1]) / ((float) (ki_pos[0] + ki_pos[1]))), /* magenta, fraction correct */
+ 0.,
+ 0.);
+ }
+ /* insert stats posn 2..rflen */
+ for(cpos = 2; cpos <= rflen; cpos++) {
+ if(ki_pos[cpos] == 0) { /* special case, no known alignment residues, a blank position */
+ fprintf(dfp, "%.3f %.3f %.3f %.3f\n", 0., 0., 0., 0.);
+ }
+ else {
+ fprintf(dfp, "%.3f %.3f %.3f %.3f\n",
+ 0., /* cyan */
+ 1. - ((float) cor_ti_pos[cpos] / (float) ki_pos[cpos]), /* magenta, fraction correct */
+ 0.,
+ 0.);
+ }
+ }
+ fprintf(dfp, "//\n");
+ fclose(dfp);
+ }
+
+ if(ptm != NULL) free(ptm);
+ if(pti != NULL) free(pti);
+ if(cor_ptm != NULL) free(cor_ptm);
+ if(cor_ptm != NULL) free(cor_pti);
+ free(kp);
+ free(tp);
+ free(km_seq);
+ free(ki_seq);
+ free(tm_seq);
+ free(ti_seq);
+ free(cor_tm_seq);
+ free(cor_ti_seq);
+ free(km_pos);
+ free(ki_pos);
+ free(tm_pos);
+ free(ti_pos);
+ free(cor_tm_pos);
+ free(cor_ti_pos);
+ free(seqlen);
+ esl_msa_Destroy(ka);
+ esl_msa_Destroy(ta);
+ }
+
+ /* At this point, we should have EOF status on both
+ * alignment files; if we don't, there's an error we have to handle.
+ */
+ if (kstatus != eslEOF || tstatus != eslEOF)
+ {
+ if (kstatus == eslEFORMAT)
+ esl_fatal("Parse error, line %d of trusted file %s:\n%s\n",
+ kfp->linenumber, kfp->fname, kfp->errbuf);
+ if (tstatus == eslEFORMAT)
+ esl_fatal("Parse error, line %d of test file %s:\n%s\n",
+ tfp->linenumber, tfp->fname, tfp->errbuf);
+ if (kstatus == eslOK)
+ esl_fatal("Trusted file has more data than test file\n");
+ if (tstatus == eslOK)
+ esl_fatal("Test file has more data than trusted file\n");
+ if (kstatus != eslEOF)
+ esl_fatal("read error %d for trusted file\n", kstatus);
+ if (tstatus != eslEOF)
+ esl_fatal("read error %d for test file\n", tstatus);
+ }
+
+ if(mask != NULL) free(mask);
+ esl_getopts_Destroy(go);
+ esl_msafile_Close(tfp);
+ esl_msafile_Close(kfp);
+ return 0;
+
+ ERROR:
+ return status;
+}
+
+/* integerize_posterior_char
+ *
+ * Return a integer 0..10 that is the discretized integer form of
+ * a posterior probability character 'c'
+ * If the posterior annotation is a gap or otherwise bogus we die.
+ */
+int
+integerize_posterior_char(char c)
+{
+ if(c == '*') return 10;
+ int i = (int) c;
+ if(i >= 48 && i <= 57) return i-48; /* '0' is 48, '9' is 57 */
+ else esl_fatal("Don't know what to do with posterior value: %c\n", c);
+ return 0; /* NEVERREACHED */
+}
+
+
+
+/* read_mask_file
+ *
+ * Given an open file pointer, read the first token of the
+ * file and return it as *ret_mask.
+ *
+ * Returns: eslOK on success.
+ */
+int
+read_mask_file(char *filename, char *errbuf, char **ret_mask, int *ret_masklen)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ char *mask;
+ int toklen;
+ int n;
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to open %s in read_mask_file\n", filename);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to read a single token from %s\n", filename);
+
+ ESL_ALLOC(mask, sizeof(char) * (toklen+1));
+ for(n = 0; n < toklen; n++) mask[n] = tok[n];
+ mask[n] = '\0';
+
+ *ret_mask = mask;
+ *ret_masklen= toklen;
+
+ esl_fileparser_Close(efp);
+ return eslOK;
+
+ ERROR:
+ return eslEMEM;
+}
diff --git a/easel/miniapps/esl-compstruct.c b/easel/miniapps/esl-compstruct.c
new file mode 100644
index 0000000..772558a
--- /dev/null
+++ b/easel/miniapps/esl-compstruct.c
@@ -0,0 +1,370 @@
+/* esl-compstruct - calculate accuracy of RNA secondary structure predictions
+ *
+ * SRE, Mon Feb 14 10:03:57 2005
+ * From squid's compstruct: SRE, Tue Aug 30 10:35:31 1994
+ * SVN $Id: esl-compstruct.c 255 2008-05-30 17:49:15Z eddys $
+ */
+
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_msa.h"
+#include "esl_wuss.h"
+
+static char banner[] = "calculate accuracy of RNA secondary structure predictions";
+
+static char usage[] = "\
+[-options] <trusted file> <test file>\n\
+ Both files must be in Stockholm format with secondary structure markup.\n\
+ Sequences must occur in the same order in the two files.\n\
+ The markup must be in WUSS notation.\n\
+\n";
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; show brief info on version and usage", 0 },
+ { "-m", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use Mathews'relaxed criterion for correctness; allow +/-1 slip", 0 },
+ { "-p", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "count pseudoknotted base pairs", 0 },
+ { "--quiet", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "suppress verbose header", 0 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go; /* application configuration */
+ int kstatus, tstatus;/* return code from Easel routine */
+ int fmt; /* expected format of kfile, tfile */
+ char *kfile, *tfile; /* known, test structure file */
+ ESL_MSAFILE *kfp, *tfp; /* open kfile, tfile */
+ ESL_MSA *ka, *ta; /* known, trusted alignment */
+ int64_t klen, tlen; /* lengths of dealigned seqs */
+ int *kct, *tct; /* known, test CT rep of structure */
+ int i; /* counter over sequences */
+ int pos; /* counter over residues */
+
+ int nseq; /* total number of sequences in the files */
+ int nseq_rejected; /* total number of sequences rejected */
+
+ int kpairs; /* count of base pairs in trusted structure */
+ int tpairs; /* count of base pairs in test structure */
+ int kcorrect; /* # bp in known structure correctly predicted */
+ int tcorrect; /* # bp in test structure that are true */
+
+ int tot_kpairs; /* total bp in all known structures */
+ int tot_tpairs; /* total bp in all predicted structures */
+ int tot_kcorrect; /* total correct bp in all known structures */
+ int tot_tcorrect; /* total true pairs in all test structures */
+ int tot_positions; /* total # of bases */
+
+ int status;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80);
+ exit(EXIT_SUCCESS);
+ }
+
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ kfile = esl_opt_GetArg(go, 1);
+ tfile = esl_opt_GetArg(go, 2);
+
+ if (! esl_opt_GetBoolean(go, "--quiet"))
+ esl_banner(stdout, argv[0], banner);
+
+ fmt = eslMSAFILE_STOCKHOLM;
+
+ /***********************************************
+ * Open the two Stockholm files.
+ ***********************************************/
+
+ if (esl_msafile_Open(kfile, fmt, NULL, &kfp) != eslOK)
+ esl_fatal("Failed to open trusted structure file %s for reading", kfile);
+ if (esl_msafile_Open(tfile, fmt, NULL, &tfp) != eslOK)
+ esl_fatal("Failed to open test structure file %s for reading", tfile);
+
+ /***********************************************
+ * Do structure comparisons, one seq at a time;
+ * this means looping over all seqs in all alignments.
+ ***********************************************/
+
+ tot_kpairs = tot_kcorrect = 0;
+ tot_tpairs = tot_tcorrect = 0;
+ nseq = nseq_rejected = 0;
+ tot_positions = 0;
+
+ printf("%20s %17s %17s\n", "", "[sensitivity]", "[PPV]");
+
+ while (1)
+ {
+ kstatus = esl_msa_Read(kfp, &ka);
+ tstatus = esl_msa_Read(tfp, &ta);
+ if (kstatus != eslOK || tstatus != eslOK) break; /* normal or errors. */
+
+ /* Sanity check on alignment
+ */
+ if (ka->nseq != ta->nseq)
+ esl_fatal("trusted, test alignments don't have same seq #\n");
+ if (ka->ss == NULL)
+ esl_fatal("trusted alignment has no secondary structure annotation\n");
+ if (ta->ss == NULL)
+ esl_fatal("test alignment has no secondary structure annotation\n");
+
+
+ for (i = 0; i < ka->nseq; i++)
+ {
+ nseq++;
+ printf("%-20s ", ka->sqname[i]);
+
+ /* Sanity checks on seqs to compare, plus conversion
+ * to dealigned ct arrays ready for comparison.
+ */
+ if (ta->ss[i] == NULL)
+ {
+ printf("[REJECTED: no predicted structure]\n");
+ nseq_rejected++;
+ continue;
+ }
+ if (ka->ss[i] == NULL)
+ {
+ printf("[REJECTED: no trusted structure]\n");
+ nseq_rejected++;
+ continue;
+ }
+ if (strcmp(ka->sqname[i], ta->sqname[i]) != 0)
+ {
+ printf("[REJECTED: test seq name is %s]\n", ta->sqname[i]);
+ nseq_rejected++;
+ continue;
+ }
+
+ esl_strdealign(ka->ss[i], ka->aseq[i], "-_.", NULL);
+ esl_strdealign(ka->aseq[i], ka->aseq[i], "-_.", &klen);
+
+ esl_strdealign(ta->ss[i], ta->aseq[i], "-_.", NULL);
+ esl_strdealign(ta->aseq[i], ta->aseq[i], "-_.", &tlen);
+
+ if (klen != tlen)
+ {
+ printf("[REJECTED: seq lengths not identical]\n");
+ nseq_rejected++;
+ continue;
+ }
+
+ /* not counting pseudoknots? suppress them in the ss strings*/
+ if (! esl_opt_GetBoolean(go, "-p"))
+ {
+ esl_wuss_nopseudo(ka->ss[i], ka->ss[i]);
+ esl_wuss_nopseudo(ta->ss[i], ta->ss[i]);
+ }
+
+ ESL_ALLOC(kct, sizeof(int) * (klen+1));
+ ESL_ALLOC(tct, sizeof(int) * (tlen+1));
+ if (esl_wuss2ct(ka->ss[i], klen, kct) != eslOK)
+ {
+ printf("[REJECTED: bad trusted structure]\n");
+ nseq_rejected++;
+ continue;
+ }
+ if (esl_wuss2ct(ta->ss[i], tlen, tct) != eslOK)
+ {
+ printf("[REJECTED: bad test structure]\n");
+ nseq_rejected++;
+ continue;
+ }
+
+ /* OK, we're all set up with kct (trusted) and tct (predicted)
+ * CT arrays, and we're about to count up our correctly predicted
+ * pairs. A brief digression/commentary first. We have to
+ * define what you mean by a "correctly predicted" base
+ * pair.
+ *
+ * Our default criterion is simple and strict: the known base pair
+ * must be exactly present in the prediction; kct[pos] == tct[pos]
+ * where kct[pos] > 0.
+ *
+ * Dave Mathews [MathewsTurner99] uses a more relaxed
+ * criterion that allows a little helix slippage in the prediction.
+ * For a known pair (i,j), he considers the prediction to be correct
+ * if the prediction contains a base pair (i,j), (i+1,j), (i-1,j),
+ * (i,j+1), or (i,j-1).
+ *
+ * A problem that arises here is that the mapping of known
+ * to predicted base pairs is not one-to-one under Mathews'
+ * rule: a single predicted pair can cause two known pairs
+ * to be considered to be "correctly predicted". You'd sort
+ * of like to run some sort of maximum matching algorithm to
+ * assign a one-to-one correspondence between known and
+ * predicted pairs. It does not appear that Mathews does this,
+ * though.
+ *
+ * And for us, the problem becomes a little worse. Mathews only
+ * tabulates "correct" base pairs (our "sensitivity"), and
+ * does not run a calculation of how many predicted pairs
+ * are true (our "specificity", or positive predictive
+ * value).
+ *
+ * So: when we implement the Mathews rule, we do it the most
+ * simple and obvious way. We apply his correctness rule in
+ * both directions. A known pair i,j is considered to be
+ * correctly predicted if the prediction contains any one of
+ * the pairs (i,j), (i+1,j), (i-1,j), (i,j+1), or (i,j-1), for
+ * the purposes of sensitivity. Conversely, a predicted pair
+ * i,j is considered to be correct if the known structure
+ * contains any one of the pairs (i,j), (i+1,j), (i-1,j),
+ * (i,j+1), or (i,j-1), for the purposes of PPV. That is, we
+ * do not worry at all about establishing an optimal
+ * one-to-one mapping between known and predicted pairs. I
+ * think that this is likelyto reflect Mathews' own
+ * implementation, but have not verified this.
+ */
+ tpairs = tcorrect = 0; /* predicted "test" structure */
+ kpairs = kcorrect = 0; /* trusted "known" structure */
+ for (pos = 1; pos <= klen; pos++)
+ {
+ /* sensitivity; looking from the known (trusted) structure's
+ * base pairs.
+ */
+ if (kct[pos] > pos) /* trusted bp between (pos, kct[pos]) */
+ {
+ kpairs++; /* don't doublecount */
+
+ if (esl_opt_GetBoolean(go, "-m")) { /* mathews' version */
+ if (tct[pos] == kct[pos] || /* i,j */
+ (pos > 1 && tct[pos-1] == kct[pos]) || /* i-1, j */
+ (pos < klen && tct[pos+1] == kct[pos]) || /* i+1, j */
+ (tct[pos]> 0 && tct[pos] == kct[pos]-1) || /* i, j-1 */
+ (tct[pos]> 0 && tct[pos] == kct[pos]+1)) /* i, j+1 */
+ kcorrect++;
+ } else {
+ if (tct[pos] == kct[pos]) kcorrect++;
+ }
+ }
+
+ /* PPV/specificity; looking from the test (predicted) structure's
+ * base pairs.
+ */
+ if (tct[pos] > pos) /* predicted base pair (pos, tct[pos]) */
+ {
+ tpairs++;
+
+ if (esl_opt_GetBoolean(go, "-m")) { /* mathews' version */
+ if (kct[pos] == tct[pos] || /* i,j */
+ (pos > 1 && kct[pos-1] == tct[pos]) || /* i-1, j */
+ (pos < tlen && kct[pos+1] == tct[pos]) || /* i+1, j */
+ (kct[pos]> 0 && kct[pos] == tct[pos]-1) || /* i, j-1 */
+ (kct[pos]> 0 && kct[pos] == tct[pos]+1)) /* i, j+1 */
+ tcorrect++;
+ } else {
+ if (kct[pos] == tct[pos]) tcorrect++;
+ }
+ }
+ }
+
+ /* side note: under the default rule, tcorrect==kcorrect,
+ * because there's a one-to-one mapping of known to predicted
+ * pairs; but this is not necessarily the case for the relaxed
+ * Mathews rule.
+ */
+ tot_tpairs += tpairs;
+ tot_tcorrect += tcorrect;
+ tot_kpairs += kpairs;
+ tot_kcorrect += kcorrect;
+ tot_positions += klen;
+
+ /* print out per sequence info */
+ printf(" == %5d %5d %5.2f%% %5d %5d %5.2f%%\n",
+ kcorrect, kpairs, 100. * (float) kcorrect/ (float) kpairs,
+ tcorrect, tpairs, 100. * (float) tcorrect/ (float) tpairs);
+
+ free(tct);
+ free(kct);
+ }
+ esl_msa_Destroy(ka);
+ esl_msa_Destroy(ta);
+ }
+
+ /* At this point, we should have EOF status on both
+ * alignment files; if we don't, there's an error we have to handle.
+ */
+ if (kstatus != eslEOF || tstatus != eslEOF)
+ {
+ if (kstatus == eslEFORMAT)
+ esl_fatal("Parse error, line %d of trusted file %s:\n%s\n",
+ kfp->linenumber, kfp->fname, kfp->errbuf);
+ if (tstatus == eslEFORMAT)
+ esl_fatal("Parse error, line %d of test file %s:\n%s\n",
+ tfp->linenumber, tfp->fname, tfp->errbuf);
+ if (kstatus == eslOK)
+ esl_fatal("Trusted file has more data than test file\n");
+ if (tstatus == eslOK)
+ esl_fatal("Test file has more data than trusted file\n");
+ if (kstatus != eslEOF)
+ esl_fatal("read error %d for trusted file\n", kstatus);
+ if (tstatus != eslEOF)
+ esl_fatal("read error %d for test file\n", tstatus);
+ }
+
+
+ /* Print the final summary:
+ */
+ puts("\n");
+ if (nseq_rejected > 0) {
+ printf("%d total sequences; %d counted towards comparison; %d rejected\n",
+ nseq, nseq-nseq_rejected, nseq_rejected);
+ printf("(grep \"REJECTED\" in the output to identify the problems)\n\n");
+ }
+
+ printf("Overall prediction accuracy (%d sequences, %d positions)\n",
+ nseq - nseq_rejected, tot_positions);
+ printf(" %d/%d trusted pairs predicted (%.2f%% sensitivity)\n",
+ tot_kcorrect, tot_kpairs,
+ 100. * (float) tot_kcorrect/ (float) tot_kpairs);
+ printf(" %d/%d predicted pairs correct (%.2f%% PPV)\n",
+ tot_tcorrect, tot_tpairs,
+ 100. * (float) tot_tcorrect/ (float) tot_tpairs);
+ puts("");
+
+ esl_getopts_Destroy(go);
+ esl_msafile_Close(tfp);
+ esl_msafile_Close(kfp);
+ return 0;
+
+ ERROR:
+ return status;
+}
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/miniapps/esl-compstruct.man b/easel/miniapps/esl-compstruct.man
new file mode 100644
index 0000000..9263e0a
--- /dev/null
+++ b/easel/miniapps/esl-compstruct.man
@@ -0,0 +1,122 @@
+.TH "esl-compstruct" 1 "@EASEL_DATE@" "Easel @PACKAGE_VERSION@" "Easel miniapps"
+
+.SH NAME
+.TP
+esl-compstruct - calculate accuracy of RNA secondary structure predictions
+
+
+
+.SH SYNOPSIS
+.B esl-compstruct
+.I [options]
+.I trusted_file
+.I test_file
+
+
+
+
+.SH DESCRIPTION
+
+.I esl-compstruct
+evaluates the accuracy of RNA secondary structure predictions
+on a per-base-pair basis.
+The
+.I trusted_file
+contains one or more sequences with trusted (known) RNA
+secondary structure annotation. The
+.I test_file
+contains the same sequences, in the same order, with
+predicted RNA secondary structure annotation.
+.I esl-compstruct
+reads the structures and compares them,
+and calculates both the sensitivity (the number
+of true base pairs that are correctly predicted)
+and the positive predictive value (PPV;
+the number of predicted base pairs that are true).
+Results are reported for each individual sequence,
+and in summary for all sequences together.
+
+.PP
+Both files must contain secondary structure annotation in
+WUSS notation. Only SELEX and Stockholm formats support
+structure markup at present.
+
+.PP
+The default definition of a correctly predicted base pair
+is that a true pair (i,j) must exactly match a predicted
+pair (i,j).
+
+.PP
+Mathews and colleagues (Mathews et al., JMB 288:911-940, 1999) use a
+more relaxed definition. Mathews defines "correct" as follows: a true
+pair (i,j) is correctly predicted if any of the following pairs are
+predicted: (i,j), (i+1,j), (i-1,j), (i,j+1), or (i,j-1). This rule
+allows for "slipped helices" off by one base. The
+.B -m
+option activates this rule for both sensitivity and for
+specificity. For specificity, the rule is reversed: predicted pair
+(i,j) is considered to be true if the true structure contains one of
+the five pairs (i,j), (i+1,j), (i-1,j), (i,j+1), or (i,j-1).
+
+
+
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.B -m
+Use the Mathews relaxed accuracy rule (see above), instead
+of requiring exact prediction of base pairs.
+
+.TP
+.B -p
+Count pseudoknotted base pairs towards the accuracy, in either trusted
+or predicted structures. By default, pseudoknots are ignored.
+.IP
+Normally, only the
+.I trusted_file
+would have pseudoknot annotation, since most RNA secondary structure
+prediction programs do not predict pseudoknots. Using the
+.B -p
+option allows you to penalize the prediction program for not
+predicting known pseudoknots. In a case where both the
+.I trusted_file
+and the
+.I test_file
+have pseudoknot annotation, the
+.B -p
+option lets you count pseudoknots in evaluating
+the prediction accuracy. Beware, however, the case where you
+use a pseudoknot-capable prediction program to generate the
+.I test_file,
+but the
+.I trusted_file
+does not have pseudoknot annotation; in this case,
+.B -p
+will penalize any predicted pseudoknots when it calculates
+specificity, even if they're right, because they don't appear in the
+trusted annotation. This is probably not what you'd want to do.
+
+
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --quiet
+Don't print any verbose header information. (Used by regression test
+scripts, for example, to suppress version/date information.)
+
+
+
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-construct.c b/easel/miniapps/esl-construct.c
new file mode 100644
index 0000000..8feb40d
--- /dev/null
+++ b/easel/miniapps/esl-construct.c
@@ -0,0 +1,670 @@
+/* Construct consensus secondary structures from individually annotated
+ * secondary structures
+ *
+ * EPN, Mon May 11 06:49:37 2009
+ * SVN $Id: esl-alimanip.c 270 2008-06-19 20:45:47Z nawrockie $
+ */
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <assert.h>
+#include <math.h>
+#include <limits.h>
+
+#include "easel.h"
+#include "esl_distance.h"
+#include "esl_fileparser.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+#include "esl_stack.h"
+#include "esl_tree.h"
+#include "esl_wuss.h"
+
+#define CONSOPTS "-x,--ffreq,--fmin,-r,-c,--indi" /* exclusive options for defining a new consensus structure */
+
+static char banner[] = "describe or create consensus from individual RNA secondary structures";
+static char usage[] = "[options] <msafile>";
+
+static int get_gaps_per_column(ESL_MSA *msa, int **ret_ngaps);
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "help; show brief info on version and usage", 1},
+ { "-q", eslARG_NONE, FALSE, NULL,NULL, NULL, NULL, NULL, "do not print default table summarizing exisiting struct info", 1},
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, CONSOPTS, "print info on all conflicting bps in individual structures", 1},
+ { "-g", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "count gaps as non-basepairs for SS_cons definition", 1 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,NULL, "be verbose", 1 },
+ /* options for defining new consensus structures */
+ { "-x", eslARG_NONE, NULL, NULL, NULL, NULL, "-o", CONSOPTS, "set SS_cons as max set of non-conflicting bps from indi SSs", 2 },
+ { "-r", eslARG_NONE, NULL, NULL, NULL, NULL, "-o", CONSOPTS, "remove SS_cons basepairs that conflicts with > 0 indi SS", 2 },
+ { "-c", eslARG_NONE, NULL, NULL, NULL, NULL, "-o", CONSOPTS, "set SS_cons as indi SS with max bps consistent with SS_cons", 2 },
+ { "--rfc", eslARG_NONE, NULL, NULL, NULL, NULL, "-c", NULL, "with -c, set RF annotation as seq SS_cons structure comes from", 2},
+ { "--indi", eslARG_STRING, NULL, NULL, NULL, NULL, "-o", CONSOPTS, "define SS_cons as individual SS for sequence <x>", 2 },
+ { "--rfindi", eslARG_NONE, NULL, NULL, NULL, NULL, "--indi",NULL, "with --indi <x>, define RF annotation as <x>", 2 },
+ { "--ffreq", eslARG_REAL, NULL, NULL,"0.<=x<=1", NULL,"-o", CONSOPTS, "aln cols i:j become SS_cons bps if paired in > <x> indi SS", 2},
+ { "--fmin", eslARG_NONE, NULL, NULL, NULL, NULL, "-o", CONSOPTS, "same as --ffreq but find min <x> that gives consistent SS_cons", 2},
+ { "-o", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, "-a", "output a new alignment to file <f>", 2 },
+ { "-1", eslARG_NONE, FALSE, NULL, NULL, NULL, "-o", NULL, "output alignment in Pfam (non-interleaved, 1 line/seq) format", 2 },
+ /* options for listing sequences based on structural properties */
+ { "-l", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "list seqs w/> 0 indi bp that conflicts w/a SS_cons bp to file <f>", 3},
+ { "--lmax", eslARG_INT, "0", NULL, "n>=0", NULL, NULL, NULL, "with -l, change maximum allowed conflicts of 0 to <x>", 3},
+ /* options for specifying alphabet */
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--rna", "<msafile> contain DNA alignments", 4 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--dna", "<msafile> contain RNA alignments", 4 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ ESL_ALPHABET *abc = NULL; /* biological alphabet */
+ char *alifile = NULL; /* alignment file name */
+ int fmt; /* format code for alifiles */
+ ESL_MSAFILE *afp = NULL; /* open alignment file */
+ ESL_MSA *msa = NULL; /* multiple sequence alignment */
+ int status; /* easel return code */
+ /*char errbuf[eslERRBUFSIZE*4];*/
+
+ int do_info = TRUE; /* TRUE if -i */
+ int do_max = FALSE; /* TRUE if -x */
+ int do_ffreq = FALSE; /* TRUE if --ffreq */
+ int do_fmin = FALSE; /* TRUE if --fmin */
+ float fthresh = 0.; /* <x> from -f <x> */
+ int do_remove_bps = FALSE; /* TRUE if -r */
+ int do_consistent = FALSE; /* TRUE if -c */
+ int do_indi2cons = FALSE; /* TRUE if --indi <x> */
+ char *indi2cons;
+ int have_cons; /* TRUE if first alignment has consensus sequence */
+ int do_newcons = FALSE; /* TRUE if we're creating a new consensus structure
+ * and outputing a new alignment (if -x -f -c or --indi)
+ */
+ int do_a = FALSE; /* TRUE if -a */
+ char *indi; /* for <x> from --indi <x> */
+
+ int a; /* counter over seqs */
+ int i, i2; /* counter over residues */
+ int j, j2; /* counter over residues */
+ int nali; /* counter over alignments */
+ int **bp = NULL; /* bp[i][j] is number of individual bps exist between aln cols i and j */
+ int *cur_ct = NULL; /* ct array of basepairs for current sequence */
+ int *cons_ct = NULL; /* ct array of basepairs for SS_cons being created */
+ int *xcons_ct = NULL; /* ct array of basepairs for existing SS_cons */
+ int *ngaps = NULL; /* number of gaps in each alignment position */
+ FILE *ofp; /* output file (default is stdout) */
+ int be_verbose = FALSE; /* TRUE to print extra info */
+ int seqthresh; /* sequence number threshold for defining a bp as consensus (int) ((fthresh * nseq) + 0.5)*/
+ char *sscons = NULL; /* the new SS_cons line */
+ FILE *lfp = NULL; /* file to list sequences with conflicting bps to */
+ int nlist = 0; /* number of sequences listed to list file */
+ int *nconflictsA; /* number of conflicting bps in seq a's individual structure annotation */
+ int nconflicts_total = 0; /* total number of conflicts */
+ int nconflicts_list = 0; /* total number of conflicts in sequences listed to file <x> from -l <x> */
+ int noverlaps_total = 0; /* total number of overlaps */
+ int nconsistent_total = 0; /* total number of consistent bps */
+ int nbps_total = 0; /* total number of bps */
+ int *nconsistentA; /* number of consistent bps in seq a's individual structure annotation */
+ int *noverlapsA; /* number of bps in seq a's indi structure that overlap with consensus structure */
+ int *nbpsA; /* number of bps in seq a's indi structure that overlap with consensus structure */
+ int ncons_bps = 0; /* number of bps in consensus structure */
+ int max_noverlaps_aidx;
+ int max_nconsistent_aidx;
+ int max_nbps_aidx;
+
+ int *removebp; /* removebp[i] is TRUE remove consensus bp [i]:xcons_ct[i] */
+ int *has_conflict;
+ int *nmates_l2r; /* half matrix, nmate_l2r[i] = <x>, i < nmate_l2r[i], there are <x> different right mates j for i */
+ int *nmates_r2l; /* half matrix, nmate_r2l[j] = <x>, j < nmate_r2l[j], there are <x> different left mates i for j */
+
+ int lmax; /* with -l, maximum number of conflicts to allow */
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\nwhere basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ puts("\noptions for defining a new consensus structure:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\noptions for listing sequences based on structure:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ alifile = esl_opt_GetArg(go, 1);
+
+ fmt = eslMSAFILE_STOCKHOLM;
+
+ /***********************************************
+ * Open the MSA file; determine alphabet; set for digital input
+ ***********************************************/
+
+ status = esl_msafile_Open(alifile, fmt, NULL, &afp);
+ if (status == eslENOTFOUND)
+ esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile);
+ else if (status == eslEFORMAT)
+ esl_fatal("Couldn't determine format of alignment %s\n", alifile);
+ else if (status != eslOK)
+ esl_fatal("Alignment file open failed with error %d\n", status);
+ if (esl_opt_GetBoolean(go, "--dna")) abc = esl_alphabet_Create(eslDNA);
+ else if (esl_opt_GetBoolean(go, "--rna")) abc = esl_alphabet_Create(eslRNA);
+ else {
+ int type;
+ status = esl_msafile_GuessAlphabet(afp, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Failed to guess the bio alphabet used in %s.\nUse --dna, --rna, or --amino option to specify it.", alifile);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse failed: %s\n", afp->errbuf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s is empty\n", alifile);
+ else if (status != eslOK) esl_fatal("Failed to read alignment file %s\n", alifile);
+ if(type == eslAMINO) esl_fatal("Alignment file must be RNA or DNA.\n", alifile);
+ abc = esl_alphabet_Create(type);
+ }
+ esl_msafile_SetDigital(afp, abc);
+
+ /* open output file */
+ if (esl_opt_GetString(go, "-o") != NULL) {
+ if ((ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ esl_fatal("Failed to open -o output file %s\n", esl_opt_GetString(go, "-o"));
+ } else ofp = NULL;
+ if (esl_opt_GetString(go, "-l") != NULL) {
+ if ((lfp = fopen(esl_opt_GetString(go, "-l"), "w")) == NULL)
+ esl_fatal("Failed to open -l output file %s\n", esl_opt_GetString(go, "-l"));
+ }
+
+ /* determine if we're creating a structure */
+ do_max = esl_opt_GetBoolean(go, "-x");
+ if(!(esl_opt_IsDefault(go, "--ffreq"))) {
+ do_ffreq = TRUE;
+ fthresh = esl_opt_GetReal(go, "--ffreq");
+ }
+ if(!(esl_opt_IsDefault(go, "--fmin"))) {
+ do_fmin = TRUE;
+ }
+ do_remove_bps = esl_opt_GetBoolean(go, "-r");
+ do_consistent = esl_opt_GetBoolean(go, "-c");
+ if(!(esl_opt_IsDefault(go, "--indi"))) {
+ do_indi2cons = TRUE;
+ indi2cons = esl_opt_GetString(go, "--indi");
+ }
+ if(do_max || do_ffreq || do_fmin || do_remove_bps || do_consistent || do_indi2cons) {
+ do_newcons = TRUE;
+ }
+ do_a = esl_opt_GetBoolean(go, "-a");
+ if(do_a) do_info = FALSE;
+ if(esl_opt_GetBoolean(go, "-q")) do_info = FALSE;
+
+ /***********************************************
+ * Read MSAs one at a time.
+ ***********************************************/
+ nali = 0;
+ have_cons = FALSE;
+ lmax = esl_opt_GetInteger(go, "--lmax");
+ if(esl_opt_GetBoolean(go, "-v")) be_verbose = TRUE;
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ nali++;
+ ESL_ALLOC(sscons, sizeof(char) * (msa->alen+1));
+ ESL_ALLOC(cur_ct, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(cons_ct, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(xcons_ct, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(bp, sizeof(int *) * (msa->alen+1));
+ ESL_ALLOC(removebp, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(has_conflict, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(nmates_l2r, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(nmates_r2l, sizeof(int) * (msa->alen+1));
+ esl_vec_ISet(cur_ct, (msa->alen+1), 0);
+ esl_vec_ISet(cons_ct, (msa->alen+1), 0);
+ esl_vec_ISet(xcons_ct, (msa->alen+1), 0);
+ esl_vec_ISet(removebp, (msa->alen+1), FALSE);
+ esl_vec_ISet(has_conflict, (msa->alen+1), FALSE);
+ esl_vec_ISet(nmates_l2r, (msa->alen+1), 0);
+ esl_vec_ISet(nmates_r2l, (msa->alen+1), 0);
+
+ ESL_ALLOC(nconflictsA, sizeof(int) * msa->nseq);
+ ESL_ALLOC(noverlapsA, sizeof(int) * msa->nseq);
+ ESL_ALLOC(nconsistentA, sizeof(int) * msa->nseq);
+ ESL_ALLOC(nbpsA, sizeof(int) * msa->nseq);
+ esl_vec_ISet(nconflictsA, msa->nseq, 0);
+ esl_vec_ISet(noverlapsA, msa->nseq, 0);
+ esl_vec_ISet(nconsistentA, msa->nseq, 0);
+ esl_vec_ISet(nbpsA, msa->nseq, 0);
+
+ max_noverlaps_aidx = max_nconsistent_aidx = max_nbps_aidx = 0;
+ nconsistent_total = nbps_total = noverlaps_total = nconflicts_total = nconflicts_list = 0;
+ for(i = 1; i <= msa->alen; i++) {
+ ESL_ALLOC(bp[i], sizeof(int) * (msa->alen+1));
+ esl_vec_ISet(bp[i], (msa->alen+1), 0);
+ }
+
+ if(msa->ss_cons != NULL) {
+ if((status = esl_wuss2ct(msa->ss_cons, msa->alen, xcons_ct)) != eslOK) {
+ esl_fatal("Existing SS_cons for alignment %d is invalid.", nali);
+ }
+ ncons_bps = 0;
+ for(i = 1; i <= msa->alen; i++)
+ if(xcons_ct[i] != 0 && i < xcons_ct[i])
+ ncons_bps++;
+
+ if(nali > 1 && !have_cons)
+ esl_fatal("the first aln has SS_cons but aln %d lacks it, if one has it, they all must.", nali);
+ if(nali == 1) have_cons = TRUE;
+ }
+ else if (lfp != NULL) {
+ esl_fatal("the -l option requires existing SS_cons annotation, aln %d lacks it.", nali);
+ }
+ else if (do_remove_bps) {
+ esl_fatal("the -r option requires existing SS_cons annotation, aln %d lacks it.", nali);
+ }
+ else if (do_consistent) {
+ esl_fatal("the -c option requires existing SS_cons annotation, aln %d lacks it.", nali);
+ }
+ else {
+ if(nali > 1 && have_cons)
+ esl_fatal("the first aln does not have SS_cons but aln %d does, if one has it, they all must.", nali);
+ }
+
+ if(nali == 1 && do_info) {
+ if(have_cons) {
+ printf("%-60s %6s %6s %6s %6s\n", "# seqname", "indibp", "ovrlap", "cnsist", "cnflct");
+ printf("%-60s %6s %6s %6s %6s\n", "# ----------------------------------------------------------", "------", "------", "-----", "------");
+ }
+ else {
+ printf("%-60s %6s\n", "# seqname", "nbp");
+ printf("%-60s %6s\n", "# ----------------------------------------------------------", "------");
+ }
+ }
+
+ for (a = 0; a < msa->nseq; a++) {
+ if(msa->ss != NULL && msa->ss[a] != NULL) {
+ if((status = esl_wuss2ct(msa->ss[a], msa->alen, cur_ct)) != eslOK) {
+ esl_fatal("SS annotation for sequence %d, aln %d is invalid.\n", (a+1), nali);
+ }
+ for(i = 1; i <= msa->alen; i++) {
+ if(i < cur_ct[i]) {
+ bp[i][cur_ct[i]]++;
+ if(bp[i][cur_ct[i]] == 1) {
+ nmates_l2r[i]++;
+ nmates_r2l[cur_ct[i]]++;
+ }
+ }
+ }
+
+ for(i = 1; i <= msa->alen; i++) {
+ if(cur_ct[i] != 0 && i < cur_ct[i]) {
+ if(xcons_ct[i] == cur_ct[i]) noverlapsA[a]++;
+ if((xcons_ct[i] != 0) && (xcons_ct[i] != cur_ct[i])) {
+ if(be_verbose) { printf("ali: %2d seq %3d (%s) bp %4d:%4d conflicts with consensus bp %4d:%4d\n", nali, a, msa->sqname[a], i, cur_ct[i], i, xcons_ct[i]); }
+ nconflictsA[a]++;
+ /* indi bp i:cur_ct[i] conflicts with i:xcons_ct[i] */
+ removebp[i] = TRUE;
+ removebp[xcons_ct[i]] = TRUE;
+ }
+ else if((xcons_ct[cur_ct[i]] != 0) && (xcons_ct[cur_ct[i]] != i) && (cur_ct[xcons_ct[cur_ct[i]]] == 0)) {
+ if(be_verbose) { printf("ali: %2d seq %3d (%s) bp %4d:%4d conflicts with consensus bp %4d:%4d\n", nali, a, msa->sqname[a], xcons_ct[i], cur_ct[xcons_ct[i]], xcons_ct[cur_ct[i]], cur_ct[i]); }
+ nconflictsA[a]++;
+ /* indi bp i:cur_ct[i] conflicts with xcons_ct[cur_ct[i]]:cur_ct[i] */
+ removebp[cur_ct[i]] = TRUE;
+ removebp[xcons_ct[cur_ct[i]]] = TRUE;
+ }
+ else nconsistentA[a]++;
+ }
+ }
+ if(nconflictsA[a] > lmax) {
+ if(lfp != NULL) fprintf(lfp, "%s\n", msa->sqname[a]);
+ nconflicts_list += nconflictsA[a];
+ nlist++;
+ }
+ nbpsA[a] = nconflictsA[a] + nconsistentA[a];
+ nconflicts_total += nconflictsA[a];
+ nconsistent_total += nconsistentA[a];
+ noverlaps_total += noverlapsA[a];
+ nbps_total += nbpsA[a];
+
+ if(do_info && have_cons) printf("%-60s %6d %6d %6d %6d\n", msa->sqname[a], nbpsA[a], noverlapsA[a], nconsistentA[a], nconflictsA[a]);
+ if(do_info && !have_cons) printf("%-60s %6d\n", msa->sqname[a], nbpsA[a]);
+ if(nbpsA[a] > nbpsA[max_nbps_aidx]) max_nbps_aidx = a;
+ if((noverlapsA[a] > noverlapsA[max_noverlaps_aidx]) || ((noverlapsA[a] == noverlapsA[max_noverlaps_aidx]) && (nbpsA[a] > nbpsA[max_noverlaps_aidx]))) max_noverlaps_aidx = a;
+ if((nconsistentA[a] > nconsistentA[max_nconsistent_aidx]) || ((nconsistentA[a] == nconsistentA[max_nconsistent_aidx]) && (nbpsA[a] > nbpsA[max_nconsistent_aidx]))) max_nconsistent_aidx = a;
+ }
+ else if(do_newcons || esl_opt_GetBoolean(go, "-a")) { esl_fatal("No SS annotation for sequence %d, aln %d.\n", (a+1), nali); }
+ }
+
+ if(do_info && have_cons) {
+ printf("\n%-60s %6d %6d %6d %6d\n", "SS_cons (consensus)", ncons_bps, ncons_bps, ncons_bps, 0);
+ printf("\n%6d/%6d (%.3f) overlap\n", noverlaps_total, nbps_total, (float) noverlaps_total / (float) nbps_total);
+ printf("%6d/%6d (%.3f) consistent\n", nconsistent_total, nbps_total, (float) nconsistent_total / (float) nbps_total);
+ printf("%6d/%6d (%.3f) conflict\n", nconflicts_total, nbps_total, (float) nconflicts_total / (float) nbps_total);
+ }
+
+ if(lfp != NULL) {
+ printf("%d/%d sequences with %.3f individual bps on avg that conflict with SS_cons written to %s\n", nlist, msa->nseq, (float) nconflicts_list / (float) nlist, esl_opt_GetString(go, "-l"));
+ }
+
+ /* determine number of gaps per alignment column */
+ if((status = get_gaps_per_column(msa, &ngaps)) != eslOK) goto ERROR;
+
+ /* -x: determine max bp structure OR
+ * -a: list all conflicts in individual structures */
+ if(do_max || do_a) {
+ for(i = 1; i <= msa->alen; i++) {
+ if(nmates_l2r[i] > 1) {/* list the conflicts */
+ has_conflict[i] = TRUE;
+ for(j = 1; j <= msa->alen; j++) {
+ if(bp[i][j] > 0) {
+ if(do_a) printf("More than 1 right mates for left mate %4d %4d:%4d %4d/%4d (%.3f)\n", i, i, j, bp[i][j], msa->nseq - ngaps[i], (float) bp[i][j] / (float) (msa->nseq - ngaps[i]));
+ has_conflict[j] = TRUE;
+ }
+ }
+ }
+ }
+ for(i = 1; i <= msa->alen; i++) {
+ if(nmates_r2l[i] > 1) {/* list the conflicts */
+ has_conflict[i] = TRUE;
+ for(j = 1; j <= msa->alen; j++) {
+ if(bp[j][i] > 0) {
+ if(do_a) printf("More than 1 left mates for right mate %4d %4d:%4d %4d/%4d (%.3f)\n", i, j, i, bp[j][i], msa->nseq - ngaps[i], (float) bp[j][i] / (float) (msa->nseq - ngaps[i]));
+ has_conflict[j] = TRUE;
+ }
+ }
+ }
+ }
+ for(i = 1; i <= msa->alen; i++) {
+ /*printf("conflict[%4d]: %d\n", i, has_conflict[i]);*/
+ if(nmates_l2r[i] == 1 && (!(has_conflict[i]))) {
+ j = i+1;
+ while(bp[i][j] == 0) j++;
+ cons_ct[i] = j;
+ cons_ct[j] = i;
+ }
+ }
+
+ /* remove pseudoknotted bps greedily */
+ for(i = 1; i <= msa->alen; i++) {
+ j = cons_ct[i];
+ if(j != 0 && i < j) {
+ for(i2 = i+1; i2 <= msa->alen; i2++) {
+ j2 = cons_ct[i2];
+ if(j2 != 0 && i2 < j2) {
+ if((i2 < j) && (j < j2)) {
+ /*printf("KNOT %4d:%4d (%4d) %4d:%4d (%4d)\n", i, j, bp[i][j], i2, j2, bp[i2][j2]);*/
+ /* note: remove both if they have equal number of sequences */
+ if(bp[i][j] <= bp[i2][j2]) {
+ /*printf("rm %4d:%4d\n", i, j);*/
+ cons_ct[cons_ct[i]] = 0;
+ cons_ct[i] = 0;
+ }
+ if(bp[i][j] >= bp[i2][j2]) {
+ /*printf("rm %4d:%4d\n", i2, j2);*/
+ cons_ct[cons_ct[i2]] = 0;
+ cons_ct[i2] = 0;
+ }
+ }
+ }
+ }
+ }
+ }
+ }
+
+ /***************************************/
+ /*PARANOID, second check for knots
+ for(i = 1; i <= msa->alen; i++) {
+ j = cons_ct[i];
+ if(j != 0 && i < j) {
+ printf("BP: %4d:%4d\n", i, j);
+ for(i2 = 1; i2 <= msa->alen; i2++) {
+ j2 = cons_ct[i2];
+ if(j2 != 0 && i2 < j2) {
+ if((i2 < j) && (j < j2)) {
+ if((i < i2)) {
+ printf("KNOT %4d:%4d (%4d) %4d:%4d (%4d)\n", i, j, bp[i][j], i2, j2, bp[i2][j2]);
+ }
+ }
+ }
+ }
+ }
+ }
+ ******************************************/
+
+ /***************************************/
+ /*PARANOID, check cons_ct for consistency
+ for(i = 1; i <= msa->alen; i++) {
+ if(cons_ct[i] != 0) {
+ if(cons_ct[cons_ct[i]] != i) { printf("ERROR: i: %4d cons_ct[i]: %4d cons_ct[cons_ct[i]]: %4d\n", i, cons_ct[i], cons_ct[cons_ct[i]]); }
+ }
+ }
+ */
+ /*PARANOID, write out SS_cons
+ for(i = 1; i <= msa->alen; i++) {
+ if(i < cons_ct[i]) printf("<");
+ else if(cons_ct[i] != 0) { printf(">"); }
+ else printf(".");
+ }
+ printf("\n");
+ */
+ /***************************************/
+
+ /* textize alignment */
+ if((status = esl_msa_Textize(msa)) != eslOK) esl_fatal("ERROR textizing alignment %d\n", nali);
+
+ /* --fmin */
+ if(do_fmin) {
+ int nbps = 0;
+ int prev_nbps = -1;
+ float fmin;
+ int inconsistent_flag;
+ int pknot_flag;
+ int k,l;
+ /* define ss_cons */
+ fthresh = 0.99;
+ inconsistent_flag = pknot_flag = FALSE;
+ printf("\n");
+ while(fthresh >= 0.00 && (inconsistent_flag == FALSE) && (pknot_flag == FALSE)) {
+ nbps = 0;
+ seqthresh = (int) (fthresh * msa->nseq);
+ /*printf("fthresh: %f seqthresh: %d nseq: %d\n", fthresh, seqthresh, msa->nseq);*/
+ esl_vec_ISet(cons_ct, msa->alen+1, 0);
+ for(i = 1; i <= msa->alen; i++) {
+ for(j = i+1; j <= msa->alen; j++) {
+ if(bp[i][j] > seqthresh) {
+ if(cons_ct[i] != 0 || cons_ct[j] != 0) {
+ inconsistent_flag = TRUE;
+ }
+ /* check for pseudoknots */
+ for(k = i+1; k < j; k++) {
+ l = cons_ct[k];
+ if((k < l) && (l > j)) {
+ pknot_flag = TRUE;
+ }
+ if((k > l) && (l != 0) && (l < i)) {
+ pknot_flag = TRUE;
+ }
+ }
+ cons_ct[i] = j;
+ cons_ct[j] = i;
+ nbps++;
+ }
+ }
+ }
+ if(inconsistent_flag)
+ printf("%.3f > %4d/%4d seqs inconsistent\n", fthresh, seqthresh, msa->nseq);
+ else if(pknot_flag)
+ printf("%.3f > %4d/%4d seqs pseudoknotted\n", fthresh, seqthresh, msa->nseq);
+ else {
+ if(nbps != prev_nbps) {
+ printf("%.3f > %4d/%4d seqs %4d bps\n", fthresh, seqthresh, msa->nseq, nbps);
+ }
+ fmin = fthresh;
+ }
+ fthresh -= 0.01;
+ prev_nbps = nbps;
+ }
+ fthresh = fmin;
+ esl_vec_ISet(cons_ct, msa->alen+1, 0);
+ }
+
+ /* --ffreq: determine structure by defining consensus bps that occur in <x> fraction of indi structures */
+ if(do_ffreq || do_fmin) {
+ esl_vec_ISet(cons_ct, msa->alen+1, 0);
+ /* define ss_cons */
+ seqthresh = (int) (fthresh * msa->nseq);
+ /*printf("fthresh: %f seqthresh: %d nseq: %d\n", fthresh, seqthresh, msa->nseq);*/
+ for(i = 1; i <= msa->alen; i++) {
+ for(j = i+1; j <= msa->alen; j++) {
+ if(bp[i][j] > seqthresh) {
+ if(cons_ct[i] != 0) {
+ esl_fatal("ERROR, two base pairs including position %d satisfy threshold (%d:%d and %d:%d)!\n", i, i, cons_ct[i], i, j);
+ }
+ if(cons_ct[j] != 0) {
+ esl_fatal("ERROR, two base pairs including position %d satisfy threshold (%d:%d and %d:%d)!\n", j, j, cons_ct[j], i, j);
+ }
+ cons_ct[i] = j;
+ cons_ct[j] = i;
+ }
+ }
+ }
+ }
+
+ /* -r: redefine consensus struct by removing any bps that conflict with individual structures */
+ if(do_remove_bps) {
+ for(i = 1; i <= msa->alen; i++) {
+ if(!(removebp[i])) {
+ cons_ct[i] = xcons_ct[i];
+ cons_ct[cons_ct[i]] = i;
+ }
+ else {
+ printf("Removing consensus bp: %d:%d\n", i, xcons_ct[i]);
+ cons_ct[xcons_ct[i]] = 0;
+ cons_ct[i] = 0;
+ }
+ }
+ }
+
+ /* -c: define consensus structure as indi sequence with highest number of consistent bps with structure OR */
+ /* --indi: define consensus structure as indi sequence <x> from --indi <x> */
+ if(do_consistent || do_indi2cons) {
+ if(do_indi2cons) {
+ indi = esl_opt_GetString(go, "--indi");
+ for(a = 0; a < msa->nseq; a++) {
+ if(strcmp(indi, msa->sqname[a]) == 0) break;
+ }
+ if(a == msa->nseq) esl_fatal("ERROR, could not find a sequence named %s in the alignment.\n", indi);
+ }
+ else { /* do_consistent */
+ a = max_nconsistent_aidx;
+ }
+ if(msa->ss == NULL || msa->ss[a] == NULL) esl_fatal("ERROR, no individual SS annotation for %s in the alignment.\n", msa->sqname[a]);
+ if((status = esl_wuss2ct(msa->ss[a], msa->alen, cons_ct)) != eslOK) {
+ esl_fatal("Second pass... SS annotation for sequence %d, aln %d is invalid.\n", (a), nali);
+ }
+ printf("\nDefined new SS_cons as SS annotation for %s (%d basepairs)\n", msa->sqname[a], nbpsA[a]);
+ if(esl_opt_GetBoolean(go, "--rfc") || esl_opt_GetBoolean(go, "--rfindi")) {
+ if(msa->rf != NULL) { free(msa->rf); msa->rf = NULL; }
+ if((status = esl_strcat(&(msa->rf), -1, msa->aseq[a], msa->alen)) != eslOK) goto ERROR;
+ printf("Defined new RF as %s sequence\n", msa->sqname[a]);
+ }
+ }
+
+ /* write out alignment with new SS_cons */
+ if(do_newcons) {
+ if((status = esl_ct2wuss(cons_ct, msa->alen, sscons)) != eslOK) goto ERROR;
+ if(msa->ss_cons != NULL) { free(msa->ss_cons); msa->ss_cons = NULL; }
+ if((status = esl_strcat(&(msa->ss_cons), -1, sscons, msa->alen)) != eslOK) goto ERROR;
+ status = esl_msa_Write(ofp, msa, (esl_opt_GetBoolean(go, "-1") ? eslMSAFILE_PFAM : eslMSAFILE_STOCKHOLM));
+ if (status == eslEMEM) esl_fatal("Memory error when outputting alignment\n");
+ else if (status != eslOK) esl_fatal("Writing alignment file failed with error %d\n", status);
+ }
+
+ free(sscons);
+ free(cur_ct);
+ free(cons_ct);
+ free(xcons_ct);
+ for(i = 1; i <= msa->alen; i++) free(bp[i]);
+ free(bp);
+ esl_msa_Destroy(msa);
+ }
+
+ /* If an msa read failed, we drop out to here with an informative status code.
+ */
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ else if (nali == 0)
+ esl_fatal("No alignments found in file %s\n", alifile);
+
+ /* Cleanup, normal return
+ */
+ if(lfp != NULL) fclose(lfp);
+ if(ofp != NULL) {
+ printf("\n# Alignment(s) saved to file %s\n", esl_opt_GetString(go, "-o"));
+ fclose(ofp);
+ }
+ esl_msafile_Close(afp);
+ esl_getopts_Destroy(go);
+ return 0;
+
+ ERROR:
+ if(afp != NULL) esl_msafile_Close(afp);
+ if(go != NULL) esl_getopts_Destroy(go);
+ if(msa != NULL) esl_msa_Destroy(msa);
+ if(lfp != NULL) fclose(lfp);
+ if(ofp != NULL) fclose(ofp);
+ esl_fatal("ERROR\n");
+ return 1;
+
+}
+
+
+/* get_gaps_per_column
+ *
+ * Given an MSA, determine the number of gaps per
+ * column, and return a newly allocated array with this
+ * into in *ret_ngaps.
+ */
+static int get_gaps_per_column(ESL_MSA *msa, int **ret_ngaps)
+{
+ int status;
+ int i, apos;
+ int *ngaps = NULL;
+ /* contract check */
+ if(! msa->flags & eslMSA_DIGITAL) { status = eslEINVAL; goto ERROR; }
+
+ ESL_ALLOC(ngaps, sizeof(int) * (msa->alen+1));
+ esl_vec_ISet(ngaps, msa->alen+1, 0);
+ for(i = 0; i < msa->nseq; i++) {
+ for(apos = 1; apos <= msa->alen; apos++)
+ ngaps[apos] += esl_abc_XIsGap(msa->abc, msa->ax[i][apos]);
+ }
+ *ret_ngaps = ngaps;
+ return eslOK;
+
+ ERROR:
+ if(ngaps != NULL) free(ngaps);
+ return status;
+}
diff --git a/easel/miniapps/esl-histplot.c b/easel/miniapps/esl-histplot.c
new file mode 100644
index 0000000..d13cfb0
--- /dev/null
+++ b/easel/miniapps/esl-histplot.c
@@ -0,0 +1,243 @@
+/* esl-histplot - collate data into a histogram and output xmgrace datafile.
+ *
+ * SRE, Tue Feb 21 14:18:05 2006
+ * SVN $Id: esl-histplot.c 241 2008-04-01 19:01:52Z eddys $
+ */
+
+/* Wish list
+ * - segfaults if you feed it nonnumeric data
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_histogram.h"
+#include "esl_exponential.h"
+#include "esl_gumbel.h"
+
+
+static char banner[] = "collate a data histogram, output xmgrace datafile";
+
+static char usage[] = "[-options] <datafile>";
+
+static ESL_OPTIONS options[] = {
+ /* name type default env rng togs reqs inc help docgrp */
+ {"-h", eslARG_NONE, FALSE,NULL,NULL, NULL,NULL,NULL,"show help and usage", 1 },
+ {"-o", eslARG_OUTFILE, NULL,NULL,NULL, NULL,NULL,NULL,"output file for plot (default is stdout)", 1 },
+
+ {"-b", eslARG_NONE, FALSE,NULL,NULL, NULL,NULL,NULL,"input file is binary, array of doubles", 2 },
+ {"-f", eslARG_INT, "1",NULL,"n>0",NULL,NULL,"-b","which field to read on text line (1..n)", 2 },
+
+ {"-w", eslARG_REAL, "1.0",NULL,NULL, NULL,NULL,NULL,"bin size for histogram", 3 },
+ {"--min", eslARG_REAL, "-100.",NULL,NULL, NULL,NULL,NULL,"initial lower bound of histogram", 3 },
+ {"--max", eslARG_REAL, "100.",NULL,NULL, NULL,NULL,NULL,"initial upper bound of histogram", 3 },
+ {"--surv", eslARG_NONE, FALSE,NULL,NULL, NULL,NULL,NULL,"output survival plot, not histogram", 3 },
+
+ {"--gumbel", eslARG_NONE, FALSE, NULL,NULL, NULL,NULL,NULL,"fit data to a Gumbel distribution", 4 },
+ {"--exptail", eslARG_NONE, FALSE, NULL,NULL, NULL,NULL,NULL,"fit tail to an exponential distribution", 4 },
+ {"--gumloc", eslARG_NONE, FALSE, NULL,NULL, NULL,NULL,NULL,"fit data to a Gumbel distribution w/ known lambda", 4 },
+ {"--exptailloc",eslARG_NONE, FALSE, NULL,NULL, NULL,NULL,NULL,"fit tail to an exponential tail w/ known lambda", 4 },
+ {"--showgum", eslARG_NONE, FALSE, NULL,NULL, NULL,"--mu",NULL,"plot a known Gumbel for comparison", 4 },
+ {"--showexp", eslARG_NONE, FALSE, NULL,NULL, NULL,"--mu",NULL,"plot a known exponential tail for comparison", 4 },
+ {"--lambda", eslARG_REAL,"0.693", NULL,NULL, NULL,NULL,NULL,"set known lambda", 4 },
+ {"--mu", eslARG_REAL, "0.0", NULL,NULL, NULL,NULL,NULL,"set known mu", 4 },
+ {"-t", eslARG_REAL, "0.01", NULL,NULL, NULL,NULL,NULL,"set tail mass to fit to", 4 },
+
+ { 0,0,0,0,0,0,0,0,0,0},
+};
+
+
+int
+main(int argc, char **argv)
+{
+ ESL_HISTOGRAM *h; /* full histogram w/ collated values */
+ ESL_GETOPTS *go; /* application configuration */
+ char *datafile; /* input data; "-" means stdin */
+ FILE *ifp; /* input stream */
+ double x; /* value of field, after conversion to double */
+
+ int which_field; /* which field to use as data, 1..nf (default 1)*/
+ char *outfile; /* output xmgrace xy data file */
+ FILE *ofp; /* output data stream */
+ double hmin; /* initial histogram lower bound */
+ double hmax; /* initial histogram upper bound */
+ double hbinsize; /* histogram's bin size */
+
+ double *xv;
+ int n;
+ double params[2];
+ double lambda;
+ double mu;
+ double tailp;
+
+ /*****************************************************************
+ * Parse the command line
+ *****************************************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h")) {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\nGeneral options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1= group; 2 = indentation; 80=textwidth*/
+ puts("\nOptions that control how to read the input file:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80); /* 2= group; 2 = indentation; 80=textwidth*/
+ puts("\nOptions that control how to display the output XY file:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80); /* 3= group; 2 = indentation; 80=textwidth*/
+ puts("\nOptional ML fitting or plotting of distributions for comparison:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80); /* 4= group; 2 = indentation; 80=textwidth*/
+ return eslOK;
+ }
+ which_field = esl_opt_GetInteger(go, "-f");
+ outfile = esl_opt_GetString (go, "-o");
+ tailp = esl_opt_GetReal (go, "-t");
+ hbinsize = esl_opt_GetReal (go, "-w");
+ hmin = esl_opt_GetReal (go, "--min");
+ hmax = esl_opt_GetReal (go, "--max");
+ lambda = esl_opt_GetReal (go, "--lambda");
+ mu = esl_opt_GetReal (go, "--mu");
+
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ datafile = esl_opt_GetArg(go, 1);
+
+ /*****************************************************************
+ * Open the input and output datafiles, and init the histogram.
+ *****************************************************************/
+
+ if (strcmp(datafile, "-") == 0) ifp = stdin;
+ else {
+ ifp = fopen(datafile, "rb");
+ if (ifp == NULL) esl_fatal("Failed to open input data file %s\n", datafile);
+ }
+
+ if (outfile == NULL) ofp = stdout;
+ else {
+ ofp = fopen(outfile, "w");
+ if (ofp == NULL) esl_fatal("Failed to open output xmgrace data file %s\n", outfile);
+ }
+
+ h = esl_histogram_CreateFull(hmin,hmax,hbinsize);
+ if (h == NULL) esl_fatal("Failed to create histogram");
+
+
+ /*****************************************************************
+ * Collect the data
+ *****************************************************************/
+
+ if (esl_opt_GetBoolean(go, "-b"))
+ {
+ while (fread(&x, sizeof(double), 1, ifp) == 1)
+ esl_histogram_Add(h, x);
+ }
+ else
+ {
+ char *buf; /* ptr to line buffer, for esl_fgets() */
+ int nbuf; /* allocated line lengths, for esl_fgets() */
+ char *s; /* ptr to line, for esl_strtok() */
+ char *tok; /* ptr to a data field on the line */
+ int i; /* counter over fields */
+ int toklen; /* string length of a field */
+
+ buf = NULL;
+ nbuf = 0;
+ while (esl_fgets(&buf, &nbuf, ifp) == eslOK)
+ {
+ s = buf;
+ for (i = 0; i < which_field; i++)
+ {
+ esl_strtok(&s, " \t\n", &tok, &toklen);
+ if (tok == NULL) continue;
+ }
+ x = atof(tok);
+ esl_histogram_Add(h, x);
+ }
+ free(buf);
+ }
+
+ /*****************************************************************
+ * Optionally, fit the data
+ *****************************************************************/
+
+ if (esl_opt_GetBoolean(go, "--gumbel"))
+ {
+ esl_histogram_GetData(h, &xv, &n);
+ esl_gumbel_FitComplete(xv, n, &(params[0]), &(params[1]));
+ esl_histogram_SetExpect(h, &esl_gumbel_generic_cdf, ¶ms);
+
+ printf("# Gumbel fit: mu = %f lambda = %f\n", params[0], params[1]);
+ }
+ else if (esl_opt_GetBoolean(go, "--gumloc"))
+ {
+ params[1] = lambda;
+ esl_histogram_GetData(h, &xv, &n);
+ esl_gumbel_FitCompleteLoc(xv, n, params[1], &(params[0]));
+ esl_histogram_SetExpect(h, &esl_gumbel_generic_cdf, ¶ms);
+
+ printf("# Gumbel fit with forced lambda = %f: mu = %f\n", params[1], params[0]);
+ }
+ else if (esl_opt_GetBoolean(go, "--exptail"))
+ {
+ esl_histogram_GetTailByMass(h, tailp, &xv, &n, NULL);
+ esl_exp_FitComplete(xv, n, &(params[0]), &(params[1]));
+ esl_histogram_SetExpectedTail(h, params[0], tailp, &esl_exp_generic_cdf, ¶ms);
+
+ printf("# Exponential fit to %.2f%% tail: lambda = %f\n", tailp*100.0, params[1]);
+ }
+ else if (esl_opt_GetBoolean(go, "--exptailloc"))
+ {
+ params[1] = lambda;
+ esl_histogram_GetTailByMass(h, tailp, &xv, &n, NULL);
+ params[0] = xv[0]; /* might be able to do better than minimum score, but this'll do */
+ esl_histogram_SetExpectedTail(h, params[0], tailp, &esl_exp_generic_cdf, ¶ms);
+ }
+ else if (esl_opt_GetBoolean(go, "--showgum"))
+ {
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpect(h, &esl_gumbel_generic_cdf, ¶ms);
+ }
+ else if (esl_opt_GetBoolean(go, "--showexp"))
+ {
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_SetExpectedTail(h, mu, tailp, &esl_exp_generic_cdf, ¶ms);
+ }
+
+
+ /*****************************************************************
+ * Output
+ *****************************************************************/
+ if (esl_opt_GetBoolean(go, "--surv")) esl_histogram_PlotSurvival(ofp, h);
+ else esl_histogram_Plot(ofp, h);
+
+
+ /*****************************************************************
+ * Cleanup
+ *****************************************************************/
+
+ if (outfile != NULL) fclose(ofp);
+ if (strcmp(datafile, "-") != 0) fclose(ifp);
+ esl_histogram_Destroy(h);
+ esl_getopts_Destroy(go);
+ return 0;
+}
diff --git a/easel/miniapps/esl-histplot.man b/easel/miniapps/esl-histplot.man
new file mode 100644
index 0000000..63018b3
--- /dev/null
+++ b/easel/miniapps/esl-histplot.man
@@ -0,0 +1,80 @@
+.TH "esl-histplot" 1 "@EASEL_DATE@" "Easel @PACKAGE_VERSION@" "Easel miniapps"
+
+.SH NAME
+.TP
+esl-histplot - collate data histogram, output xmgrace datafile
+
+.SH SYNOPSIS
+.B esl-histplot
+.I [options]
+.I datafile
+
+
+.SH DESCRIPTION
+
+.B esl-histplot
+summarizes numerical data in the input file
+.I datafile.
+
+.pp
+One real-numbered value is taken from each line of the input file.
+Each line is split into whitespace-delimited fields, and one field
+is converted to data. By default this is the first field; this can be
+changed by the
+.I -f
+option.
+
+.pp
+Default output is a survival plot (Prob(value > x)) in xmgrace XY data
+format, to
+.B stdout.
+Output may be directed to a file with the
+.I -o
+option.
+
+.pp
+If
+.I datafile
+is "-", input lines are read from
+.B stdin
+instead of opening a file.
+
+
+
+
+.SH OPTIONS
+
+.TP
+.BI -f " <n>"
+Read data from whitespace-delimited field
+.I <n>
+on each line, instead of the first field.
+Fields are numbered starting from 1.
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -o " <f>"
+Send output to file
+.I <f>
+instead of stdout.
+
+
+
+
+
+.SH EXPERT OPTIONS
+
+None.
+
+
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-reformat.c b/easel/miniapps/esl-reformat.c
new file mode 100644
index 0000000..a6a8731
--- /dev/null
+++ b/easel/miniapps/esl-reformat.c
@@ -0,0 +1,348 @@
+/* Convert sequence file formats
+ *
+ * SRE, Sun Feb 27 08:24:33 2005
+ * from squid's sreformat (1993).
+ * SVN $Id: esl-reformat.c 344 2009-06-15 15:32:24Z nawrockie $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_sqio.h"
+#include "esl_sq.h"
+#include "esl_msa.h"
+#include "esl_wuss.h"
+
+static char banner[] = "convert sequence file formats";
+
+static char usage[] = "[-options] <format> <seqfile>\n\
+ Output format choices: Unaligned Aligned\n\
+ ----------- -------\n\
+ fasta stockholm\n\
+ pfam\n\
+\n";
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incompat help docgroup */
+ { "-d", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-r", "convert to DNA alphabet (U->T)", 0 },
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; print brief info on version and usage", 0 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-u", "convert to lower case", 0 },
+ { "-n", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-x", "remove DNA IUPAC codes; convert ambig chars to N", 0 },
+ { "-o", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "send output to file <f>, not stdout", 0 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-d", "convert to RNA alphabet (T->U)", 0 },
+ { "-u", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-l", "convert to upper case", 0 },
+ { "-x", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-n", "convert non-IUPAC chars (e.g. X) in DNA to N", 0 },
+ { "--gapsym", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, "--mingap,--nogap", "convert all gaps to character <c>", 0 },
+ { "--informat", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "input sequence file is in format <s>", 0 },
+ { "--mingap", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--nogap", "remove columns containing all gaps (seqfile=MSA)", 0 },
+ { "--nogap", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--mingap,--gapsym", "remove columns containing any gaps (seqfile=MSA)", 0 },
+ { "--wussify", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--dewuss,--fullwuss", "convert old RNA structure markup lines to WUSS", 0 },
+ { "--dewuss", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--wussify,--fullwuss","convert WUSS RNA structure markup to old format", 0 },
+ { "--fullwuss", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--wussify,--dewuss", "convert simple WUSS notation to full (output) WUSS", 0 },
+ { 0,0,0,0,0,0,0,0 },
+};
+
+static void symconvert(char *s, char *oldsyms, char *newsyms);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go; /* application configuration */
+ char *outformat; /* output format as a string */
+ char *infile; /* name of input sequence file */
+ int infmt; /* input format as a code; eslSQFILE_FASTA */
+ int outfmt; /* output format as a code */
+ int status; /* return code from an Easel call */
+ FILE *ofp; /* output stream */
+
+ char *informat; /* input format as string; "fasta" */
+ char *outfile; /* output file, or NULL */
+ int force_rna; /* TRUE to force RNA alphabet */
+ int force_dna; /* TRUE to force DNA alphabet */
+ int force_lower; /* TRUE to force lower case */
+ int force_upper; /* TRUE to force upper case */
+ int iupac_to_n; /* TRUE to convert ambiguities all to N's */
+ int x_is_bad; /* TRUE to convert X to N */
+ int do_mingap; /* TRUE to remove cols containing all gaps */
+ int do_nogap; /* TRUE to remove cols containing any gaps */
+ char *gapsym; /* NULL if unset; else, char for gaps */
+ int wussify; /* TRUE to convert old KH SS markup to WUSS */
+ int dewuss; /* TRUE to convert WUSS back to old KH */
+ int fullwuss; /* TRUE to convert simple WUSS to full WUSS */
+ char errbuf[eslERRBUFSIZE]; /* for error messages */
+
+ /*****************************************************************
+ * Parse the command line
+ *****************************************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h"))
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts(" where options are:\n");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0= group; 2 = indentation; 80=textwidth*/
+ exit(EXIT_SUCCESS);
+ }
+
+ force_dna = esl_opt_GetBoolean(go, "-d");
+ force_lower = esl_opt_GetBoolean(go, "-l");
+ iupac_to_n = esl_opt_GetBoolean(go, "-n");
+ outfile = esl_opt_GetString (go, "-o");
+ force_rna = esl_opt_GetBoolean(go, "-r");
+ force_upper = esl_opt_GetBoolean(go, "-u");
+ x_is_bad = esl_opt_GetBoolean(go, "-x");
+ gapsym = esl_opt_GetString( go, "--gapsym");
+ informat = esl_opt_GetString( go, "--informat");
+ do_mingap = esl_opt_GetBoolean(go, "--mingap");
+ do_nogap = esl_opt_GetBoolean(go, "--nogap");
+ wussify = esl_opt_GetBoolean(go, "--wussify");
+ dewuss = esl_opt_GetBoolean(go, "--dewuss");
+ fullwuss = esl_opt_GetBoolean(go, "--fullwuss");
+
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ outformat = esl_opt_GetArg(go, 1);
+ infile = esl_opt_GetArg(go, 2);
+
+ infmt = eslSQFILE_UNKNOWN;
+ if (informat != NULL)
+ {
+ infmt = esl_sqio_FormatCode(informat);
+ if (infmt == eslSQFILE_UNKNOWN)
+ esl_fatal("%s is not a recognized input seqfile format\n");
+ }
+
+ outfmt = esl_sqio_FormatCode(outformat);
+ if (outfmt == eslSQFILE_UNKNOWN)
+ esl_fatal("%s is not a recognized output seqfile format\n");
+
+ if (gapsym != NULL && strlen(gapsym) != 1)
+ esl_fatal("Argument to --gapsym must be a single character.");
+
+ if (outfile == NULL) ofp = stdout;
+ else if ((ofp = fopen(outfile, "w")) == NULL)
+ esl_fatal("Failed to open output file %s\n", outfile);
+
+
+ /***********************************************
+ * Reformat the file, printing to stdout.
+ ***********************************************/
+
+ /* If the output format is an alignment, then the input format
+ * has to be an alignment.
+ */
+ if (esl_sqio_IsAlignment(outfmt))
+ {
+ ESL_MSAFILE *afp;
+ ESL_MSA *msa;
+ int idx;
+
+ status = esl_msafile_Open(infile, infmt, NULL, &afp);
+ if (status == eslENOTFOUND)
+ esl_fatal("Alignment file %s not readable\n", infile);
+ else if (status == eslEFORMAT)
+ esl_fatal("Couldn't determine format of alignment %s\n", infile);
+ else if (status == eslEINVAL)
+ esl_fatal("Can't autodetect format of stdin or .gz; use --informat\n");
+ else if (status != eslOK)
+ esl_fatal("Alignment file open failed with error %d\n", status);
+
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ if (do_mingap) if((status = esl_msa_MinimGaps(msa, errbuf, "-_.")) != eslOK) esl_fatal(errbuf);
+ if (do_nogap) if((status = esl_msa_NoGaps (msa, errbuf, "-_.")) != eslOK) esl_fatal(errbuf);
+ if (gapsym!=NULL) esl_msa_SymConvert(msa, "-_.", gapsym);
+ if (force_lower) esl_msa_SymConvert(msa,
+ "ABCDEFGHIJKLMNOPQRSTUVWXYZ",
+ "abcdefghijklmnopqrstuvwxyz");
+ if (force_upper) esl_msa_SymConvert(msa,
+ "abcdefghijklmnopqrstuvwxyz",
+ "ABCDEFGHIJKLMNOPQRSTUVWXYZ");
+ if (force_rna) esl_msa_SymConvert(msa, "Tt", "Uu");
+ if (force_dna) esl_msa_SymConvert(msa, "Uu", "Tt");
+ if (iupac_to_n) esl_msa_SymConvert(msa,
+ "RYMKSWHBVDrymkswhbvd",
+ "NNNNNNNNNNnnnnnnnnnn");
+ if (x_is_bad) esl_msa_SymConvert(msa, "Xx", "Nn");
+
+ if (wussify)
+ {
+ if (msa->ss_cons != NULL)
+ esl_kh2wuss(msa->ss_cons, msa->ss_cons);
+ if (msa->ss != NULL)
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (msa->ss[idx] != NULL)
+ esl_kh2wuss(msa->ss[idx], msa->ss[idx]);
+ }
+
+ if (dewuss)
+ {
+ if (msa->ss_cons != NULL)
+ esl_wuss2kh(msa->ss_cons, msa->ss_cons);
+ if (msa->ss != NULL)
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (msa->ss[idx] != NULL)
+ esl_wuss2kh(msa->ss[idx], msa->ss[idx]);
+ }
+
+ if (fullwuss)
+ {
+ if (msa->ss_cons != NULL)
+ {
+ status = esl_wuss_full(msa->ss_cons, msa->ss_cons);
+ if (status == eslESYNTAX)
+ esl_fatal("Bad consensus SS: not in WUSS format\n");
+ else if (status != eslOK)
+ esl_fatal("Conversion of SS_cons failed, code %d\n", status);
+ }
+ if (msa->ss != NULL)
+ for (idx = 0; idx < msa->nseq; idx++)
+ if (msa->ss[idx] != NULL)
+ {
+ status = esl_wuss_full(msa->ss[idx], msa->ss[idx]);
+ if (status == eslESYNTAX)
+ esl_fatal("Bad SS for %s: not in WUSS format\n",
+ msa->sqname[idx]);
+ else if (status != eslOK)
+ esl_fatal("Conversion of SS for %s failed, code %d\n",
+ msa->sqname[idx], status);
+ }
+ }
+
+ esl_msa_Write(ofp, msa, outfmt);
+ esl_msa_Destroy(msa);
+ }
+
+ /* Alignment input should end with normal status eslEOF;
+ * if it didn't, deal with the problem.
+ */
+ if (status == eslEFORMAT)
+ esl_fatal("\
+Alignment file parse error, line %d of file %s:\n\
+%s\n\
+Offending line is:\n\
+%s\n", afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+ esl_msafile_Close(afp);
+ } /* end of alignment->alignment conversion */
+ else
+ { /* else: conversion to unaligned file formats */
+ ESL_SQFILE *sqfp; /* open input sequence file */
+ ESL_SQ *sq; /* an input sequence */
+
+ status = esl_sqfile_Open(infile, infmt, NULL, &sqfp);
+ if (status == eslENOTFOUND)
+ esl_fatal("Couldn't open seqfile %s\n", infile);
+ else if (status == eslEFORMAT)
+ esl_fatal("Couldn't determine format of seqfile %s\n", infile);
+ else if (status == eslEINVAL)
+ esl_fatal("Can't autodetect format of stdin or .gz; use --informat\n");
+ else if (status != eslOK)
+ esl_fatal("Open of seqfile %s failed, code %d\n", infile, status);
+
+ sq = esl_sq_Create();
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ {
+ if (force_lower) symconvert(sq->seq,
+ "ABCDEFGHIJKLMNOPQRSTUVWXYZ",
+ "abcdefghijklmnopqrstuvwxyz");
+ if (force_upper) symconvert(sq->seq,
+ "abcdefghijklmnopqrstuvwxyz",
+ "ABCDEFGHIJKLMNOPQRSTUVWXYZ");
+ if (force_rna) symconvert(sq->seq, "Tt", "Uu");
+ if (force_dna) symconvert(sq->seq, "Uu", "Tt");
+ if (iupac_to_n) symconvert(sq->seq,
+ "RYMKSWHBVDrymkswhbvd",
+ "NNNNNNNNNNnnnnnnnnnn");
+ if (x_is_bad) symconvert(sq->seq, "Xx", "Nn");
+
+ if (wussify && sq->ss != NULL) esl_kh2wuss(sq->ss, sq->ss);
+ if (dewuss && sq->ss != NULL) esl_wuss2kh(sq->ss, sq->ss);
+
+ if (fullwuss && sq->ss != NULL)
+ {
+ status = esl_wuss_full(sq->ss, sq->ss);
+ if (status == eslESYNTAX)
+ esl_fatal("Bad SS for %s: not in WUSS format\n", sq->name);
+ else if (status != eslOK)
+ esl_fatal("Conversion of SS for %s failed, code %d\n",
+ sq->name, status);
+ }
+
+ esl_sqio_Write(ofp, sq, outfmt);
+ esl_sq_Reuse(sq);
+ }
+
+ /* status should be eslEOF on normal end; if it isn't, deal w/ error */
+ if (status == eslEFORMAT)
+ esl_fatal("\
+Sequence file parse error, line %d of file %s:\n\
+%s\n", sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ else if (status != eslEOF)
+ esl_fatal("Sequence file %s read failed with error code %d\n",
+ sqfp->filename, status);
+
+ esl_sq_Destroy(sq);
+ esl_sqfile_Close(sqfp);
+ } /* end of unaligned seq conversion */
+
+ esl_getopts_Destroy(go);
+ exit(0);
+}
+
+/* symconvert()
+ *
+ * single seq version of esl_msa_SymConvert(); see
+ * documentation there.
+ *
+ * no reason yet to include in sqio API, but that may change.
+ *
+ * inefficient to use this for upper/lower case conversion,
+ * prob by an order of magnitude (because of the strchr() call,
+ * which could be replaced by a range test), but I bet it's
+ * unnoticeable.
+ */
+static void
+symconvert(char *s, char *oldsyms, char *newsyms)
+{
+ int pos;
+ char *sptr;
+ int special;
+
+ special = (strlen(newsyms) == 1 ? TRUE : FALSE);
+
+ for (pos = 0; s[pos] != '\0'; pos++)
+ if ((sptr = strchr(oldsyms, s[pos])) != NULL)
+ s[pos] = (special ? *newsyms : newsyms[sptr-oldsyms]);
+}
+
+
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/miniapps/esl-reformat.man b/easel/miniapps/esl-reformat.man
new file mode 100644
index 0000000..563d59d
--- /dev/null
+++ b/easel/miniapps/esl-reformat.man
@@ -0,0 +1,182 @@
+.TH "esl-reformat" 1 "@EASEL_DATE@" "Easel @PACKAGE_VERSION@" "Easel miniapps"
+
+.SH NAME
+.TP
+esl-reformat - convert sequence file formats
+
+.SH SYNOPSIS
+.B esl-reformat
+.I [options]
+.I format
+.I seqfile
+
+
+.SH DESCRIPTION
+
+.B esl-reformat
+reads the sequence file
+.I seqfile
+in any supported format, reformats it
+into a new format specified by
+.I format,
+then outputs the reformatted text.
+
+.pp
+The
+.I format
+argument must (case-insensitively) match a supported sequence file format:
+currently, limited to
+.I fasta,
+.I stockholm,
+or
+.I pfam.
+
+
+.pp
+Unaligned format files cannot be reformatted to
+aligned formats.
+However, aligned formats can be reformatted
+to unaligned formats - gap characters are
+simply stripped out.
+
+
+
+.SH OPTIONS
+
+.TP
+.B -d
+DNA; convert U's to T's, to make sure a nucleic acid
+sequence is shown as DNA not RNA. See
+.B -r.
+
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+
+.TP
+.B -l
+Lowercase; convert all sequence residues to lower case.
+See
+.B -u.
+
+
+.TP
+.B -n
+For DNA/RNA sequences, converts any character that's not unambiguous
+RNA/DNA (e.g. ACGTU/acgtu) to an N. Used to convert IUPAC ambiguity
+codes to N's, for software that can't handle all IUPAC codes (some
+public RNA folding codes, for example). If the file is an alignment,
+gap characters are also left unchanged. If sequences are not
+nucleic acid sequences, this option will corrupt the data in
+a predictable fashion.
+
+
+.TP
+.BI -o " <f>"
+Send output to file
+.I <f>
+instead of stdout.
+
+
+.TP
+.B -r
+RNA; convert T's to U's, to make sure a nucleic acid
+sequence is shown as RNA not DNA. See
+.B -d.
+
+
+.TP
+.B -u
+Uppercase; convert all sequence residues to upper case.
+See
+.B -l.
+
+
+.TP
+.B -x
+For DNA sequences, convert non-IUPAC characters (such as X's) to N's.
+This is for compatibility with benighted people who insist on using X
+instead of the IUPAC ambiguity character N. (X is for ambiguity
+in an amino acid residue).
+.IP
+Warning: like the
+.B -n
+option, the code doesn't check that you are actually giving it DNA. It
+simply literally just converts non-IUPAC DNA symbols to N. So if you
+accidentally give it protein sequence, it will happily convert most
+every amino acid residue to an N.
+
+
+
+
+.SH EXPERT OPTIONS
+
+.TP
+.B --dewuss
+Convert RNA secondary structure annotation strings from the new
+WUSS notation, <>, back to the old KHS format, ><. If the annotation
+is already in KHS, this option will corrupt it, without warning.
+Only SELEX and Stockholm format files have secondary structure
+markup.
+
+.TP
+.B --fullwuss
+Convert RNA secondary structure annotation strings from simple
+(input) WUSS notation to full (output) WUSS notation.
+
+
+.TP
+.BI --gapsym " <c>"
+Convert all gap characters to
+.I <c>.
+Used to prepare alignment files for programs with strict
+requirements for gap symbols. Only makes sense if
+the input
+.I seqfile
+is an alignment.
+
+.TP
+.BI --informat " <s>"
+Specify that the sequence file is in format
+.I <s>,
+rather than allowing the program to autodetect
+the file format.
+
+
+.TP
+.B --mingap
+If
+.I seqfile
+is an alignment, remove any columns that contain 100% gap
+characters, minimizing the overall length of the alignment.
+(Often useful if you've extracted a subset of aligned
+sequences from a larger alignment.)
+
+.TP
+.B --nogap
+Remove any aligned columns that contain any gap symbols
+at all. Useful as a prelude to phylogenetic analyses, where
+you only want to analyze columns containing 100% residues,
+so you want to strip out any columns with gaps in them.
+Only makes sense if the file is an alignment file.
+
+.TP
+.B --wussify
+Convert RNA secondary structure annotation strings (both consensus
+and individual) from old "KHS" format, ><, to the new WUSS notation,
+<>. If the notation is already in WUSS format, this option will screw it
+up, without warning. Only SELEX and Stockholm format files have
+secondary structure markup at present.
+
+
+
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-selectn.c b/easel/miniapps/esl-selectn.c
new file mode 100644
index 0000000..acd339e
--- /dev/null
+++ b/easel/miniapps/esl-selectn.c
@@ -0,0 +1,116 @@
+/* Select <n> random lines from a file and print them.
+ *
+ * SRE, Fri Jun 13 08:17:53 2008 [Janelia]
+ * SVN $Id$
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "--seed", eslARG_INT, FALSE, NULL, NULL, NULL, NULL, NULL, "set random number generator's seed to <n>", 1 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <n> <file>";
+static char banner[] = "select n lines randomly from a file";
+
+static void
+cmdline_failure(char *argv0, char *format, ...)
+{
+ va_list argp;
+
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ esl_usage(stdout, argv0, usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv0);
+ exit(1);
+}
+
+static void
+cmdline_help(char *argv0, ESL_GETOPTS *go)
+{
+ esl_banner(stdout, argv0, banner);
+ esl_usage (stdout, argv0, usage);
+ puts("\n where general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ exit(0);
+}
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL;
+ ESL_RANDOMNESS *r = NULL;
+ int nselect = 0;
+ char *filename = NULL;
+ FILE *fp = NULL;
+ char **larr = NULL;
+ char *buf = NULL;
+ int buflen = 0;
+ char *tmp = NULL;
+ int i,j;
+ int n;
+
+ /* Parse command line */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) cmdline_failure(argv[0], "Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) cmdline_failure(argv[0], "Error in app configuration: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") ) cmdline_help(argv[0], go);
+ if (esl_opt_ArgNumber(go) != 2) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ nselect = atoi(esl_opt_GetArg(go, 1));
+ filename = esl_opt_GetArg(go, 2);
+
+ if (esl_opt_IsDefault(go, "--seed")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "--seed"));
+
+ if ((larr = malloc(sizeof(char *) * nselect)) == NULL) esl_fatal("allocation failed");
+
+ if (strcmp(filename, "-") == 0) fp = stdin;
+ else {
+ if ((fp = fopen(filename, "r")) == NULL) esl_fatal("Failed to open file %s\n", filename);
+ }
+
+ n = 0;
+ while (esl_fgets(&buf, &buflen, fp) == eslOK)
+ {
+ n++;
+ i = esl_rnd_Roll(r, n);
+ if (i < nselect) {
+ for (j = i; j < nselect && j < n; j++)
+ {
+ tmp = larr[j];
+ larr[j] = buf;
+ buf = tmp;
+ }
+ free(buf);
+ buf = NULL;
+ buflen = 0;
+ }
+ }
+
+ for (i = 0; i < nselect; i++) printf("%s", larr[i]);
+
+ if (fp != stdin) fclose(fp);
+ for (i = 0; i < nselect; i++) free(larr[i]);
+ free(larr);
+ free(buf);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/miniapps/esl-selectn.man b/easel/miniapps/esl-selectn.man
new file mode 100644
index 0000000..0fc0ea1
--- /dev/null
+++ b/easel/miniapps/esl-selectn.man
@@ -0,0 +1,76 @@
+.TH "esl-selectn" 1 "@EASEL_DATE@" "Easel @PACKAGE_VERSION@" "Easel miniapps"
+
+.SH NAME
+.TP
+esl-selectn - select random subset of lines from file
+
+.SH SYNOPSIS
+.B esl-selectn
+.I [options]
+.I nlines
+.I filename
+
+
+.SH DESCRIPTION
+
+.pp
+.B esl-selectn
+selects
+.I nlines
+lines at random from file
+.I filename
+and outputs them on
+.I stdout.
+
+.pp
+If
+.I filename
+is - (a single dash),
+input is read from
+.I stdin.
+
+.pp
+The algorithm used is efficient, requiring only a single pass through
+.I filename
+and memory storage proportional to
+.I nlines
+(and importantly, not to the size of
+.I filename
+itself).
+.B esl-selectn
+can therefore be used to create large scale statistical sampling
+experiments, especially in combination with other
+.I Easel
+miniapplications.
+
+
+.SH OPTIONS
+
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+
+.TP
+.BI --seed " <d>"
+Set the random number seed to
+.I <d>,
+an integer greater than 0.
+The default is to use the current value of
+.I time().
+(As the return value of
+.I time()
+is likely to be in units of seconds,
+two calls to
+.B esl-selectn
+within the same second will generate exactly the
+same sample; this may not be what you want.)
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-seqstat.c b/easel/miniapps/esl-seqstat.c
new file mode 100644
index 0000000..b4e817d
--- /dev/null
+++ b/easel/miniapps/esl-seqstat.c
@@ -0,0 +1,186 @@
+/* Simple statistics on a sequence file
+ *
+ * SRE, Sun Feb 24 15:33:53 2008 [UA5315 to St. Louis]
+ * SVN $Id: esl-seqstat.c 263 2008-06-11 14:25:16Z eddys $
+ * from squid's seqstat (1994)
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_vectorops.h"
+
+static char banner[] = "show simple statistics on a sequence file";
+static char usage1[] = " [options] <seqfile>";
+
+#define ALPH_OPTS "--rna,--dna,--amino" /* toggle group, alphabet type options */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; show brief info on version and usage", 1 },
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "report per-sequence info line, not just a summary", 1 },
+ { "-c", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "count and report residue composition", 1 },
+ { "--informat", eslARG_STRING, FALSE, NULL, NULL, NULL, NULL, NULL, "specify that input file is in format <s>", 1 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, ALPH_OPTS, "specify that <seqfile> contains RNA sequence", 1 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, ALPH_OPTS, "specify that <seqfile> contains DNA sequence", 1 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, ALPH_OPTS, "specify that <seqfile> contains protein sequence", 1 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+static void
+cmdline_failure(char *argv0, char *format, ...)
+{
+ va_list argp;
+
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ esl_usage(stdout, argv0, usage1);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv0);
+ exit(1);
+}
+
+static void
+cmdline_help(char *argv0, ESL_GETOPTS *go)
+{
+ esl_banner(stdout, argv0, banner);
+ esl_usage (stdout, argv0, usage1);
+ puts("\n where general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ exit(0);
+}
+
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL;
+ char *seqfile = NULL;
+ ESL_SQFILE *sqfp = NULL;
+ int infmt = eslSQFILE_UNKNOWN;
+ int alphatype = eslUNKNOWN;
+ ESL_ALPHABET *abc = NULL;
+ ESL_SQ *sq = NULL;
+ int64_t nseq = 0;
+ int64_t nres = 0;
+ int64_t small = 0;
+ int64_t large = 0;
+ double *monoc = NULL; /* monoresidue composition per sequence */
+ double *monoc_all = NULL; /* monoresidue composition over all seqs */
+ int do_comp = FALSE;
+ int status = eslOK;
+ int wstatus;
+ int i;
+ int x;
+
+ /* Parse command line */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) cmdline_failure(argv[0], "Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) cmdline_failure(argv[0], "Error in app configuration: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") ) cmdline_help(argv[0], go);
+ if (esl_opt_ArgNumber(go) != 1) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ seqfile = esl_opt_GetArg(go, 1);
+ do_comp = esl_opt_GetBoolean(go, "-c");
+
+ if (esl_opt_GetString(go, "--informat") != NULL) {
+ infmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ if (infmt == eslSQFILE_UNKNOWN) esl_fatal("%s is not a valid input sequence file format for --informat");
+ }
+
+ status = esl_sqfile_Open(seqfile, infmt, NULL, &sqfp);
+ if (status == eslENOTFOUND) esl_fatal("No such file %s", seqfile);
+ else if (status == eslEFORMAT) esl_fatal("Format of seqfile %s unrecognized.", seqfile);
+ else if (status != eslOK) esl_fatal("Open failed, code %d.", status);
+
+ if (esl_opt_GetBoolean(go, "--rna")) alphatype = eslRNA;
+ else if (esl_opt_GetBoolean(go, "--dna")) alphatype = eslDNA;
+ else if (esl_opt_GetBoolean(go, "--amino")) alphatype = eslAMINO;
+ else {
+ status = esl_sqfile_GuessAlphabet(sqfp, &alphatype);
+ if (status == eslEAMBIGUOUS) esl_fatal("Couldn't guess alphabet from first sequence in %s", seqfile);
+ else if (status == eslEFORMAT) esl_fatal("Sequence file parse error, line %d of file %s:\n%s\n",
+ sqfp->linenumber, seqfile, sqfp->errbuf);
+ else if (status == eslENODATA) esl_fatal("Sequence file %s contains no data?", seqfile);
+ else if (status != eslOK) esl_fatal("Failed to guess alphabet (error code %d)\n", status);
+ }
+ abc = esl_alphabet_Create(alphatype);
+ sq = esl_sq_CreateDigital(abc);
+ esl_sqfile_SetDigital(sqfp, abc);
+
+ if (do_comp) {
+ ESL_ALLOC(monoc, (abc->Kp) * sizeof(double));
+ ESL_ALLOC(monoc_all, (abc->Kp) * sizeof(double));
+ esl_vec_DSet(monoc_all, abc->Kp, 0.0);
+ esl_vec_DSet(monoc, abc->Kp, 0.0);
+ }
+
+ while ((wstatus = esl_sqio_ReadWindow(sqfp, 0, 4096, sq)) != eslEOF)
+ {
+ if (wstatus == eslOK)
+ {
+ if (do_comp)
+ for (i = 1; i <= sq->n; i++)
+ monoc[sq->dsq[i]]++;
+ }
+ else if (wstatus == eslEOD)
+ {
+ if (nseq == 0) { small = large = sq->L; }
+ else {
+ small = ESL_MIN(small, sq->L);
+ large = ESL_MAX(large, sq->L);
+ }
+
+ if (esl_opt_GetBoolean(go, "-a")) {
+ printf("= %-20s %8" PRId64 " %s\n", sq->name, sq->L, (sq->desc != NULL) ? sq->desc : "");
+ }
+
+ nres += sq->L;
+ nseq++;
+ esl_sq_Reuse(sq);
+ if (do_comp) {
+ esl_vec_DAdd(monoc_all, monoc, abc->Kp);
+ esl_vec_DSet(monoc, abc->Kp, 0.0);
+ }
+ }
+ else if (wstatus == eslEFORMAT)
+ {
+ esl_fatal("Failed to parse sequence at line %ld, file %s:\n%s",
+ (long) sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ }
+ else
+ esl_fatal("Failed in reading sequence:\n%s\n", sqfp->errbuf);
+ }
+
+ printf("Format: %s\n", esl_sqio_DescribeFormat(sqfp->format));
+ printf("Alphabet type: %s\n", esl_abc_DescribeType(abc->type));
+ printf("Number of sequences: %" PRId64 "\n", nseq);
+ printf("Total # residues: %" PRId64 "\n", nres);
+ printf("Smallest: %" PRId64 "\n", small);
+ printf("Largest: %" PRId64 "\n", large);
+ printf("Average length: %.1f\n", (float) nres / (float) nseq);
+
+ if (do_comp) {
+ printf("\nResidue composition:\n");
+ for (x = 0; x < abc->Kp; x++)
+ if (x < abc->K || monoc_all[x] > 0)
+ printf("residue: %c %10.0f %.4f\n", abc->sym[x], monoc_all[x], monoc_all[x] / (double) nres);
+ free(monoc);
+ free(monoc_all);
+ }
+
+ esl_alphabet_Destroy(abc);
+ esl_sq_Destroy(sq);
+ esl_sqfile_Close(sqfp);
+ esl_getopts_Destroy(go);
+ return 0;
+
+ ERROR:
+ return status;
+}
diff --git a/easel/miniapps/esl-seqstat.man b/easel/miniapps/esl-seqstat.man
new file mode 100644
index 0000000..02db3fb
--- /dev/null
+++ b/easel/miniapps/esl-seqstat.man
@@ -0,0 +1,113 @@
+.TH "esl-seqstat" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-seqstat - summarize contents of a sequence file
+
+.SH SYNOPSIS
+
+.B esl-seqstat
+.I [options]
+.I seqfile
+
+.SH DESCRIPTION
+
+.pp
+.B esl-seqstat
+summarizes the contents of the
+.I seqfile.
+It prints the format, alphabet type, number of sequences, total number
+of residues, and the mean, smallest, and largest sequence length.
+
+.pp
+If
+.I seqfile
+is - (a single dash),
+sequence input is read from
+.I stdin.
+
+.pp
+The sequence file may be in any of several different common unaligned
+sequence formats including FASTA, Genbank, EMBL, Uniprot, or DDBJ. It
+may also be an alignment file, in Stockholm format for example. By
+default the file format is autodetected. The
+.I --informat <s>
+option allows you to specify the format and override
+autodetection. This
+option may be useful for making
+.B esl-seqstat
+more robust, because format autodetection may fail on unusual files.
+
+.pp
+The sequences can be of protein or DNA/RNA sequences. All sequences
+in the same
+.I seqfile
+must be either protein or DNA/RNA. The alphabet will be autodetected
+unless one of the options
+.I --amino,
+.I --dna,
+or
+.I --rna
+are given. These options may be useful in automated
+pipelines to make
+.B esl-alistat
+more robust; alphabet autodetection is not infallible.
+
+
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.B -a
+Additionally show a summary statistic line showing the name, length,
+and description of each individual sequence. Each of these lines is
+prefixed by an = character, in order to allow these lines to be easily
+grepped out of the output.
+
+.TP
+.B -c
+Additionally print the residue composition of the sequence file.
+
+
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --informat " <s>"
+Specify that the sequence file is in format
+.I <s>,
+where
+.I <s>
+may be FASTA, Genbank, EMBL, Uniprot, DDBJ, or Stockholm. This string
+is case-insensitive ("genbank" or "GenBank" both work, for example).
+
+.TP
+.B --amino
+Assert that the
+.I seqfile
+contains protein sequences.
+
+.TP
+.B --dna
+Assert that the
+.I seqfile
+contains DNA sequences.
+
+.TP
+.B --rna
+Assert that the
+.I seqfile
+contains RNA sequences.
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
+
diff --git a/easel/miniapps/esl-sfetch.c b/easel/miniapps/esl-sfetch.c
new file mode 100644
index 0000000..492baa2
--- /dev/null
+++ b/easel/miniapps/esl-sfetch.c
@@ -0,0 +1,671 @@
+/* Fetch a sequence (or part of one) from a sequence flatfile.
+ *
+ * From squid's sfetch and ffetch
+ * SRE, Mon Mar 31 16:12:50 2008 [Janelia]
+ * SVN $Id: esl-sfetch.c 413 2009-10-21 17:17:30Z nawrockie $
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_fileparser.h"
+#include "esl_keyhash.h"
+#include "esl_regexp.h"
+#include "esl_ssi.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+
+static char banner[] = "retrieve sequence(s) from a file";
+static char usage1[] = "[options] <sqfile> <name> (one seq named <name>)";
+static char usage2[] = "[options] -f <sqfile> <namefile> (all seqs in <namefile>)";
+static char usage3[] = "[options] --index <sqfile> (index <sqfile>)";
+
+static void
+cmdline_failure(char *argv0, char *format, ...)
+{
+ va_list argp;
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ esl_usage(stdout, argv0, usage1);
+ esl_usage(stdout, argv0, usage2);
+ esl_usage(stdout, argv0, usage3);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv0);
+ exit(1);
+}
+
+static void
+cmdline_help(char *argv0, ESL_GETOPTS *go)
+{
+ esl_banner(stdout, argv0, banner);
+ esl_usage (stdout, argv0, usage1);
+ esl_usage (stdout, argv0, usage2);
+ esl_usage (stdout, argv0, usage3);
+ puts("\n where general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ puts("\n Options for retrieving subsequences:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\n On command line, subseq coords are separated by any nonnumeric, nonspace character(s).");
+ puts(" for example, -c 23..100 or -c 23/100 or -c 23-100 all work.\n");
+ puts(" Additionally, to retrieve a suffix to the end, omit the end coord; -c 23: will work.");
+ puts(" By default, the subseq will be named <source name>/<from>-<to>. To assign a name of");
+ puts(" your choice, use -n <newname>.\n");
+ puts(" In retrieving subsequences listed in a file (-C -f, or just -Cf), each line of the file");
+ puts(" is in GDF format: <newname> <from> <to> <source seqname>, space/tab delimited.\n");
+ puts(" When <start> coordinate is greater than <end>, for DNA or RNA, the reverse complement is");
+ puts(" retrieved; in protein sequence, this is an error. The -r option is another way to revcomp.");
+ puts("\n other options:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\n options for retreiving subsequences from cmsearch tab file (require -C and -f):");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ exit(0);
+}
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; show brief info on version and usage", 1 },
+ { "-o", eslARG_OUTFILE,FALSE, NULL, NULL, NULL, NULL, "-O,--index", "output sequences to file <f> instead of stdout", 1 },
+ { "-O", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-o,-f,--index", "output sequence to file named <key>", 1 },
+ { "-n", eslARG_STRING, FALSE, NULL, NULL, NULL, NULL, "-f,--index", "rename the sequence <s>", 1 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--index", "reverse complement the seq(s)", 1 },
+
+ { "-c", eslARG_STRING, FALSE, NULL, NULL, NULL, NULL, "-f,--index", "retrieve subsequence coords <from>..<to>", 2 },
+ { "-C", eslARG_NONE, FALSE, NULL, NULL, NULL, "-f", "--index", "<namefile> in <f> contains subseq coords too", 2 },
+
+ { "--informat", eslARG_STRING, FALSE, NULL, NULL, NULL, NULL, NULL, "specify that input file is in format <s>", 3 },
+ { "--tabfile", eslARG_NONE, FALSE, NULL, NULL, NULL, "-C,-f", "--index", "<namefile> in <f> is Infernal cmsearch tab file", 4 },
+ { "--shortname", eslARG_NONE, FALSE, NULL, NULL, NULL, "-C,-f,--tabfile", "--index", "w/--tabfile, do not add bit score, E value, GC to name", 4 },
+ { "--Tmin", eslARG_REAL, NULL, NULL, NULL, NULL, "-C,-f,--tabfile", "--index", "w/--tabfile, only fetch sequences with bit scores above <x>", 4},
+ { "--Emax", eslARG_REAL, NULL, NULL, "x>0.",NULL,"-C,-f,--tabfile", "--index", "w/--tabfile, only fetch sequences with E-values below <x>", 4},
+
+ /* undocumented as options, because they're documented as alternative invocations: */
+ { "-f", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--index", "second cmdline arg is a file of names to retrieve", 99 },
+ { "--index", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "index <sqfile>, creating <sqfile>.ssi", 99 },
+
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+static void create_ssi_index(ESL_GETOPTS *go, ESL_SQFILE *sqfp);
+static void multifetch(ESL_GETOPTS *go, FILE *ofp, char *keyfile, ESL_SQFILE *sqfp);
+static void onefetch(ESL_GETOPTS *go, FILE *ofp, char *key, ESL_SQFILE *sqfp);
+static void multifetch_subseq(ESL_GETOPTS *go, FILE *ofp, char *keyfile, ESL_SQFILE *sqfp);
+static void multifetch_subseq_infernal(ESL_GETOPTS *go, FILE *ofp, char *tabfile, ESL_SQFILE *sqfp);
+static void onefetch_subseq(ESL_GETOPTS *go, FILE *ofp, ESL_SQFILE *sqfp, char *newname,
+ char *key, uint32_t given_start, uint32_t given_end);
+static int parse_coord_string(const char *cstring, uint32_t *ret_start, uint32_t *ret_end);
+static void infernal_name_subseq(char **ret_name, const char *name, ...);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ char *seqfile = NULL; /* sequence file name */
+ int infmt = eslSQFILE_UNKNOWN; /* format code for seqfile */
+ ESL_SQFILE *sqfp = NULL; /* open sequence file */
+ FILE *ofp = NULL; /* output stream for sequences */
+ int status; /* easel return code */
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) cmdline_failure(argv[0], "Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) cmdline_failure(argv[0], "Error in configuration: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") ) cmdline_help (argv[0], go);
+ if (esl_opt_ArgNumber(go) < 1) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ /* Open the sequence file */
+ seqfile = esl_opt_GetArg(go, 1);
+ if (esl_opt_GetString(go, "--informat") != NULL) {
+ infmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ if (infmt == eslSQFILE_UNKNOWN) esl_fatal("%s is not a valid input sequence file format for --informat");
+ }
+ status = esl_sqfile_Open(seqfile, infmt, NULL, &sqfp);
+ if (status == eslENOTFOUND) cmdline_failure(argv[0], "Sequence file %s not found.\n", seqfile);
+ else if (status == eslEFORMAT) cmdline_failure(argv[0], "Format of file %s unrecognized.\n", seqfile);
+ else if (status == eslEINVAL) cmdline_failure(argv[0], "Can't autodetect stdin or .gz.\n");
+ else if (status != eslOK) cmdline_failure(argv[0], "Open failed, code %d.\n", status);
+
+ /* Open the output file, if any */
+ if (esl_opt_GetBoolean(go, "-O"))
+ {
+ if ((ofp = fopen(esl_opt_GetArg(go, 2), "w")) == NULL)
+ cmdline_failure(argv[0], "Failed to open output file %s\n", esl_opt_GetArg(go, 2));
+ }
+ else if (esl_opt_GetString(go, "-o") != NULL)
+ {
+ if ((ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ cmdline_failure(argv[0], "Failed to open output file %s\n", esl_opt_GetString(go, "-o"));
+ }
+ else ofp = stdout;
+
+ /* Indexing mode */
+ if (esl_opt_GetBoolean(go, "--index"))
+ {
+ if (esl_opt_ArgNumber(go) != 1) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+ if (sqfp->do_gzip) cmdline_failure(argv[0], "Can't index a .gz compressed file");
+ if (sqfp->do_stdin) cmdline_failure(argv[0], "Can't index a standard input pipe");
+
+ create_ssi_index(go, sqfp);
+ }
+
+ /* List retrieval mode */
+ else if (esl_opt_GetBoolean(go, "-f"))
+ {
+ if (esl_opt_ArgNumber(go) != 2) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ /* Open the SSI index for retrieval */
+ if (! sqfp->do_gzip && ! sqfp->do_stdin && ! esl_sqio_IsAlignment(sqfp->format))
+ {
+ status = esl_sqfile_OpenSSI(sqfp, NULL);
+ if (status == eslEFORMAT) cmdline_failure(argv[0], "SSI index is in incorrect format\n");
+ else if (status == eslERANGE) cmdline_failure(argv[0], "SSI index is in 64-bit format and we can't read it\n");
+ else if (status != eslOK) cmdline_failure(argv[0], "Failed to open SSI index\n");
+ }
+
+ if (esl_opt_GetBoolean(go, "-C")) {
+ if(esl_opt_GetBoolean(go, "--tabfile")) multifetch_subseq_infernal(go, ofp, esl_opt_GetArg(go, 2), sqfp);
+ else multifetch_subseq (go, ofp, esl_opt_GetArg(go, 2), sqfp);
+ }
+ else multifetch (go, ofp, esl_opt_GetArg(go, 2), sqfp);
+ }
+
+ /* Single sequence retrieval mode */
+ else
+ {
+ if (esl_opt_ArgNumber(go) != 2) cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+ char *key = esl_opt_GetArg(go, 2);
+ char *cstring = esl_opt_GetString(go, "-c");
+ char *newname = esl_opt_GetString(go, "-n");
+
+ /* Open the SSI index for retrieval */
+ if (! sqfp->do_gzip && ! sqfp->do_stdin && ! esl_sqio_IsAlignment(sqfp->format))
+ {
+ status = esl_sqfile_OpenSSI(sqfp, NULL);
+ if (status == eslEFORMAT) cmdline_failure(argv[0], "SSI index is in incorrect format\n");
+ else if (status == eslERANGE) cmdline_failure(argv[0], "SSI index is in 64-bit format and we can't read it\n");
+ else if (status != eslOK) cmdline_failure(argv[0], "Failed to open SSI index\n");
+ }
+
+ /* -c: subsequence retrieval; else full sequence retrieval */
+ if (cstring != NULL)
+ {
+ uint32_t start, end;
+
+ parse_coord_string(cstring, &start, &end);
+ onefetch_subseq(go, ofp, sqfp, newname, key, start, end);
+ if (ofp != stdout) printf("\n\nRetrieved subsequence %s/%d-%d.\n", key, start, end);
+ }
+ else
+ {
+ onefetch(go, ofp, esl_opt_GetArg(go, 2), sqfp);
+ if (ofp != stdout) printf("\n\nRetrieved sequence %s.\n", esl_opt_GetArg(go, 2));
+ }
+ }
+
+ esl_sqfile_Close(sqfp);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+
+/* Create an SSI index file for open sequence file <sqfp>.
+ * Both name and accession of sequences are stored as keys.
+ */
+static void
+create_ssi_index(ESL_GETOPTS *go, ESL_SQFILE *sqfp)
+{
+ int status;
+ ESL_NEWSSI *ns = esl_newssi_Create();
+ ESL_SQ *sq = esl_sq_Create();
+ int nseq = 0;
+ char *ssifile = NULL;
+ FILE *sfp = NULL;
+ uint16_t fh;
+
+ esl_strdup(sqfp->filename, -1, &ssifile);
+ esl_strcat(&ssifile, -1, ".ssi", 4);
+ if (esl_FileExists(ssifile) == TRUE) esl_fatal("SSI file %s already exists; delete or rename", ssifile);
+ if ((sfp = fopen(ssifile, "wb")) == NULL) esl_fatal("Failed to open SSI file %s for writing\n", ssifile);
+
+ if (esl_newssi_AddFile(ns, sqfp->filename, sqfp->format, &fh) != eslOK)
+ esl_fatal("Failed to add sequence file %s to new SSI index\n", sqfp->filename);
+
+ printf("Working... ");
+ fflush(stdout);
+
+ while ((status = esl_sqio_ReadInfo(sqfp, sq)) == eslOK)
+ {
+ nseq++;
+ if (sq->name == NULL) esl_fatal("Every sequence must have a name to be indexed. Failed to find name of seq #%d\n", nseq);
+
+ if (esl_newssi_AddKey(ns, sq->name, fh, sq->roff, sq->doff, sq->L) != eslOK)
+ esl_fatal("Failed to add key %s to SSI index", sq->name);
+
+ if (sq->acc[0] != '\0') {
+ if (esl_newssi_AddAlias(ns, sq->acc, sq->name) != eslOK)
+ esl_fatal("Failed to add secondary key %s to SSI index", sq->acc);
+ }
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal("Parse failed, line %d, file %s: %s\n", sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+
+ /* Determine if the file was suitable for fast subseq lookup. */
+ if (sqfp->bpl > 0 && sqfp->rpl > 0) {
+ if ((status = esl_newssi_SetSubseq(ns, fh, sqfp->bpl, sqfp->rpl)) != eslOK)
+ esl_fatal("Failed to set %s for fast subseq lookup.");
+ }
+
+ /* Save the SSI file to disk */
+ if (esl_newssi_Write(sfp, ns) != eslOK) esl_fatal("Failed to write keys to ssi file %s\n", ssifile);
+
+ /* Done - output and exit. */
+ printf("done.\n");
+ if (ns->nsecondary > 0)
+ printf("Indexed %d sequences (%ld names and %ld accessions).\n", nseq, (long) ns->nprimary, (long) ns->nsecondary);
+ else
+ printf("Indexed %d sequences (%ld names).\n", nseq, (long) ns->nprimary);
+ printf("SSI index written to file %s\n", ssifile);
+
+ fclose(sfp);
+ free(ssifile);
+ esl_sq_Destroy(sq);
+ esl_newssi_Destroy(ns);
+ return;
+}
+
+/* multifetch:
+ * given a file containing lines with one name or key per line;
+ * parse the file line-by-line;
+ * if we have an SSI index available, retrieve the seqs by key
+ * as we see each line;
+ * else, without an SSI index, store the keys in a hash, then
+ * read the entire seq file in a single pass, outputting seqs
+ * that are in our keylist.
+ *
+ * Note that with an SSI index, you get the seqs in the order they
+ * appear in the <keyfile>, but without an SSI index, you get seqs in
+ * the order they occur in the seq file.
+ */
+static void
+multifetch(ESL_GETOPTS *go, FILE *ofp, char *keyfile, ESL_SQFILE *sqfp)
+{
+ ESL_KEYHASH *keys = esl_keyhash_Create();
+ ESL_FILEPARSER *efp = NULL;
+ int nseq = 0;
+ int nkeys = 0;
+ char *key;
+ int keylen;
+ int keyidx;
+ int status;
+
+
+ if (esl_fileparser_Open(keyfile, &efp) != eslOK) esl_fatal("Failed to open key file %s\n", keyfile);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ if (esl_fileparser_GetTokenOnLine(efp, &key, &keylen) != eslOK)
+ esl_fatal("Failed to read seq name on line %d of file %s\n", efp->linenumber, keyfile);
+
+ status = esl_key_Store(keys, key, &keyidx);
+ if (status == eslEDUP) esl_fatal("seq key %s occurs more than once in file %s\n", key, keyfile);
+
+ /* if we have an SSI index, just fetch them as we go. */
+ if (sqfp->ssi != NULL) { onefetch(go, ofp, key, sqfp); nseq++; }
+ nkeys++;
+ }
+
+ /* If we don't have an SSI index, we haven't fetched anything yet; do it now. */
+ if (sqfp->ssi == NULL)
+ {
+ ESL_SQ *sq = esl_sq_Create();
+
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ {
+ if ( (sq->name[0] != '\0' && esl_key_Lookup(keys, sq->name, NULL) == eslOK) ||
+ (sq->acc[0] != '\0' && esl_key_Lookup(keys, sq->acc, NULL) == eslOK))
+ {
+ if (esl_opt_GetBoolean(go, "-r") )
+ if (esl_sq_ReverseComplement(sq) != eslOK)
+ esl_fatal("Failed to reverse complement %s\n", sq->name);
+ esl_sqio_Write(ofp, sq, eslSQFILE_FASTA);
+ nseq++;
+ }
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF) esl_fatal("Parse failed, line %d, file %s: %s\n", sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ esl_sq_Destroy(sq);
+ }
+
+ if (nkeys != nseq) esl_fatal("Tried to retrieve %d keys, but only retrieved %d sequences\n", nkeys, nseq);
+
+ if (ofp != stdout) printf("\nRetrieved %d sequences.\n", nseq);
+
+ esl_keyhash_Destroy(keys);
+ esl_fileparser_Close(efp);
+ return;
+}
+
+
+
+/* onefetch():
+ * Given one <key> (a seq name or accession), retrieve the corresponding sequence.
+ * In SSI mode, we can do this quickly by positioning the file, then regurgitating
+ * every line until the end-of-record marker; we don't even have to parse.
+ * Without an SSI index, we have to parse the file sequentially 'til we find
+ * the one we're after.
+ */
+static void
+onefetch(ESL_GETOPTS *go, FILE *ofp, char *key, ESL_SQFILE *sqfp)
+{
+ ESL_SQ *sq = esl_sq_Create();
+ int do_revcomp = esl_opt_GetBoolean(go, "-r");
+ char *newname = esl_opt_GetString(go, "-n");
+ int status;
+
+ /* Try to position the file at the desired sequence with SSI. */
+ if (sqfp->ssi != NULL)
+ {
+ status = esl_sqfile_PositionByKey(sqfp, key);
+ if (status == eslENOTFOUND) esl_fatal("seq %s not found in SSI index for file %s\n", key, sqfp->filename);
+ else if (status == eslEFORMAT) esl_fatal("Failed to parse SSI index for %s\n", sqfp->filename);
+ else if (status != eslOK) esl_fatal("Failed to look up location of seq %s in SSI index of file %s\n", key, sqfp->filename);
+
+ if (esl_sqio_Read(sqfp, sq) != eslOK)
+ esl_fatal("Parse failed, line %d, file %s: %s\n", sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ if (strcmp(key, sq->name) != 0 && strcmp(key, sq->acc) != 0)
+ esl_fatal("whoa, internal error; found the wrong sequence %s, not %s", sq->name, key);
+ }
+ else
+ { /* Else, we have to read the whole damn file sequentially until we find the seq */
+ while ((status = esl_sqio_Read(sqfp, sq)) != eslEOF) {
+ if (status != eslOK) esl_fatal("Parse failed, line %d, file %s: %s\n", sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ if (strcmp(key, sq->name) == 0 || strcmp(key, sq->acc) == 0) break;
+ esl_sq_Reuse(sq);
+ }
+ if (status == eslEOF) esl_fatal("Failed to find sequence %s in file %s\n", key, sqfp->filename);
+
+ }
+
+ if (do_revcomp == FALSE && newname == NULL && ! esl_sqio_IsAlignment(sqfp->format))
+ { /* If we're not manipulating the sequence in any way, and it's not from an alignment file, we can Echo() it. */
+ if (esl_sqio_Echo(sqfp, sq, ofp) != eslOK) esl_fatal("Echo failed: %s\n", sqfp->errbuf);
+ }
+ else
+ { /* Otherwise we Write() the parsed version. */
+ if (do_revcomp && esl_sq_ReverseComplement(sq) != eslOK) esl_fatal("Failed to reverse complement %s; is it a protein?\n", sq->name);
+ if (newname != NULL) esl_sq_SetName(sq, newname);
+ esl_sqio_Write(ofp, sq, eslSQFILE_FASTA);
+ }
+
+ esl_sq_Destroy(sq);
+}
+
+static void
+multifetch_subseq(ESL_GETOPTS *go, FILE *ofp, char *gdffile, ESL_SQFILE *sqfp)
+{
+ ESL_FILEPARSER *efp = NULL;
+ char *newname;
+ char *s;
+ int n1, n2;
+ int start, end;
+ char *source;
+
+ if (esl_fileparser_Open(gdffile, &efp) != eslOK) esl_fatal("Failed to open key file %s\n", gdffile);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ if (esl_fileparser_GetTokenOnLine(efp, &newname, &n1) != eslOK)
+ esl_fatal("Failed to read subseq name on line %d of file %s\n", efp->linenumber, gdffile);
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read start coord on line %d of file %s\n", efp->linenumber, gdffile);
+ start = atoi(s);
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read end coord on line %d of file %s\n", efp->linenumber, gdffile);
+ end = atoi(s);
+ if (esl_fileparser_GetTokenOnLine(efp, &source, &n2) != eslOK)
+ esl_fatal("Failed to read source seq name on line %d of file %s\n", efp->linenumber, gdffile);
+
+ onefetch_subseq(go, ofp, sqfp, newname, source, start, end);
+ }
+ esl_fileparser_Close(efp);
+}
+
+static void
+onefetch_subseq(ESL_GETOPTS *go, FILE *ofp, ESL_SQFILE *sqfp, char *newname, char *key, uint32_t given_start, uint32_t given_end)
+{
+ int start, end;
+ int do_revcomp;
+ ESL_SQ *sq = esl_sq_Create();
+
+ if (sqfp->ssi == NULL) esl_fatal("no ssi index");
+
+ /* reverse complement indicated by coords. */
+ /* -c 52: would be 52,0, so watch out for given_end = 0 case */
+ if (given_end != 0 && given_start > given_end)
+ { start = given_end; end = given_start; do_revcomp = TRUE; }
+ else
+ { start = given_start; end = given_end; do_revcomp = FALSE; }
+
+ if (esl_sqio_FetchSubseq(sqfp, key, start, end, sq) != eslOK) esl_fatal(sqfp->errbuf);
+
+ if (newname != NULL) esl_sq_SetName(sq, newname);
+ else esl_sq_SetName(sq, "%s/%d-%d", key, given_start, (given_end == 0) ? sq->L : given_end);
+
+ /* Two ways we might have been asked to revcomp: by coord, or by -r option */
+ /* (If both happen, they'll cancel each other out) */
+ if (do_revcomp)
+ if (esl_sq_ReverseComplement(sq) != eslOK) esl_fatal("Failed to reverse complement %s; is it a protein?\n", sq->name);
+ if (esl_opt_GetBoolean(go, "-r"))
+ if (esl_sq_ReverseComplement(sq) != eslOK) esl_fatal("Failed to reverse complement %s; is it a protein?\n", sq->name);
+
+ esl_sqio_Write(ofp, sq, eslSQFILE_FASTA);
+ esl_sq_Destroy(sq);
+}
+
+
+static int
+parse_coord_string(const char *cstring, uint32_t *ret_start, uint32_t *ret_end)
+{
+ ESL_REGEXP *re = esl_regexp_Create();
+ char tok1[32];
+ char tok2[32];
+
+ if (esl_regexp_Match(re, "^(\\d+)\\D+(\\d*)$", cstring) != eslOK) esl_fatal("-c takes arg of subseq coords <from>..<to>; %s not recognized", cstring);
+ if (esl_regexp_SubmatchCopy(re, 1, tok1, 32) != eslOK) esl_fatal("Failed to find <from> coord in %s", cstring);
+ if (esl_regexp_SubmatchCopy(re, 2, tok2, 32) != eslOK) esl_fatal("Failed to find <to> coord in %s", cstring);
+
+ *ret_start = atol(tok1);
+ *ret_end = (tok2[0] == '\0') ? 0 : atol(tok2);
+
+ esl_regexp_Destroy(re);
+ return eslOK;
+}
+
+static void
+multifetch_subseq_infernal(ESL_GETOPTS *go, FILE *ofp, char *tabfile, ESL_SQFILE *sqfp)
+{
+ int status;
+ ESL_FILEPARSER *efp = NULL;
+ char *s;
+ int start, end, n;
+ char *tname = NULL;
+ char *mname = NULL;
+ char *newname = NULL;
+ double bit, E;
+ int gc;
+ int has_E = FALSE;
+ char *tok1 = NULL;
+ char *tok2 = NULL;
+ char *tok3 = NULL;
+ char *tok4 = NULL;
+ char *tok5 = NULL;
+ char *tok6 = NULL;
+ char *tok7 = NULL;
+ char *tok8 = NULL;
+ char *tok9 = NULL;
+ float Tmin = -eslINFINITY;
+ float Emax = eslINFINITY;
+ int Emax_is_on = FALSE;
+ int has_model_name = FALSE;
+
+ if (esl_fileparser_Open(tabfile, &efp) != eslOK) esl_fatal("Failed to open Infernal tab file %s\n", tabfile);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ if (! esl_opt_IsDefault(go, "--Tmin")) { Tmin = esl_opt_GetReal(go, "--Tmin"); }
+ if (! esl_opt_IsDefault(go, "--Emax")) { Emax = esl_opt_GetReal(go, "--Emax"); Emax_is_on = TRUE; }
+
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ /* infernal 1.01 introduced a new tab file format.
+ * This function recognizes both formats (version 1.0 and 1.01+)
+ *
+ * Example line from infernal 1.0:
+ *se-1-2 1 24 1 24 18.93 0.234 54
+ *<target (t) name> <t start> <t end> <q s> <q e> <bit sc> <E-val> <GC content>
+ *
+ * Example line from infernal 1.01+:
+ *SEED se-1-2 1 24 1 24 18.93 0.234 54
+ *<model name> <target (t) name> <t start> <t end> <q s> <q e> <bit sc> <E-val> <GC content>
+ */
+ has_E = FALSE;
+ has_model_name = FALSE;
+
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read first token on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok1) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 2 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok2) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 3 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok3) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 4 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok4) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 5 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok5) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 6 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok6) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 7 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok7) != eslOK) goto ERROR;
+ if (esl_fileparser_GetTokenOnLine(efp, &s, &n) != eslOK) esl_fatal("Failed to read token 8 on line %d of Infernal tab file %s\n", efp->linenumber, tabfile);
+ if (esl_strdup(s, n, &tok8) != eslOK) goto ERROR;
+ /* if we're in an infernal 1.0 file, we should be at the end of the line, we can tell if this is the case if the next esl_fileparser_GetTokenOnLine() call returns eslEOL. */
+ if ((status = esl_fileparser_GetTokenOnLine(efp, &s, &n)) == eslEOL) {
+ /* we're in an infernal 1.0 cmsearch tabfile, parse the line */
+ tname = tok1;
+ start = atoi(tok2);
+ end = atoi(tok3);
+ /* tok4, query start is not used */
+ /* tok5, query end is not used */
+ bit = atof(tok6);
+ if(strcmp(tok7, "-") != 0) { has_E = TRUE; E = atof(tok7); }
+ else { has_E = FALSE; }
+ gc = atoi(tok8);
+ }
+ else if (status == eslOK) { /* 9th token was read */
+ /* we're in an infernal 1.01+ cmsearch tabfile, we have the model name */
+ if (esl_strdup(s, n, &tok9) != eslOK) goto ERROR;
+ mname = tok1;
+ has_model_name = TRUE;
+ tname = tok2;
+ start = atoi(tok3);
+ end = atoi(tok4);
+ /* tok5, query start is not used */
+ /* tok6, query end is not used */
+ bit = atof(tok7);
+ if(strcmp(tok8, "-") != 0) { has_E = TRUE; E = atof(tok8); }
+ else { has_E = FALSE; }
+ gc = atoi(tok9);
+ /* ensure next token is end of line */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) == eslOK) { esl_fatal("Read more than 9 tokens on line %d of Infernal tab file %s\n", efp->linenumber, tabfile); }
+ }
+ else { /* this should never happen, esl_fileparser_GetTokenOnLine returns only either eslOK or eslEOL */
+ esl_fatal("Unexpected error status %d, reading line %d of Infernal tab file %s\n", status, efp->linenumber, tabfile);
+ }
+
+ if(! esl_opt_GetBoolean(go, "--shortname")) {
+ if(has_model_name) {
+ if(has_E) infernal_name_subseq(&newname, "%s/%d-%d/%s/B%.2f/E%.2g/GC%d", tname, start, end, mname, bit, E, gc);
+ else infernal_name_subseq(&newname, "%s/%d-%d/%s/B%.2f/GC%d", tname, start, end, mname, bit, gc);
+ }
+ else { /* we don't have model name (infernal 1.0 file) */
+ if(has_E) infernal_name_subseq(&newname, "%s/%d-%d/B%.2f/E%.2g/GC%d", tname, start, end, bit, E, gc);
+ else infernal_name_subseq(&newname, "%s/%d-%d/B%.2f/GC%d", tname, start, end, bit, gc);
+ }
+ }
+ /* else use default esl-sfetch name style, pass newname as NULL to onefetch_subseq (note: --modelname and --shortname are incompatible)*/
+
+ /* make sure that if Emax is enabled, we've read an E-value */
+ if(Emax_is_on && (!has_E)) { esl_fatal("--Emax enabled, but no E-value read from line %d of Infernal tab file %s\n", efp->linenumber, tabfile); }
+
+ /* check if the hit meets our minimum score criteria (these are -inf bit score and inf E-value unless --Tmin and/or --Emax enabled) */
+ if(((has_E && E <= Emax) || (! has_E)) && (bit >= Tmin)) {
+ onefetch_subseq(go, ofp, sqfp, newname, tname, start, end);
+ }
+
+ if(newname != NULL) { free(newname); newname = NULL; }
+ if(tok1 != NULL) { free (tok1); tok1 = NULL; }
+ if(tok2 != NULL) { free (tok2); tok2 = NULL; }
+ if(tok3 != NULL) { free (tok3); tok3 = NULL; }
+ if(tok4 != NULL) { free (tok4); tok4 = NULL; }
+ if(tok5 != NULL) { free (tok5); tok5 = NULL; }
+ if(tok6 != NULL) { free (tok6); tok6 = NULL; }
+ if(tok7 != NULL) { free (tok7); tok7 = NULL; }
+ if(tok8 != NULL) { free (tok8); tok8 = NULL; }
+ if(tok9 != NULL) { free (tok9); tok9 = NULL; }
+ }
+ esl_fileparser_Close(efp);
+ return;
+
+ ERROR:
+ if(newname != NULL) { free(newname); newname = NULL; }
+ if(tok1 != NULL) { free (tok1); tok1 = NULL; }
+ if(tok2 != NULL) { free (tok2); tok2 = NULL; }
+ if(tok3 != NULL) { free (tok3); tok3 = NULL; }
+ if(tok4 != NULL) { free (tok4); tok4 = NULL; }
+ if(tok5 != NULL) { free (tok5); tok5 = NULL; }
+ if(tok6 != NULL) { free (tok6); tok6 = NULL; }
+ if(tok7 != NULL) { free (tok7); tok7 = NULL; }
+ if(tok8 != NULL) { free (tok8); tok8 = NULL; }
+ if(tok9 != NULL) { free (tok9); tok9 = NULL; }
+ if(efp != NULL) esl_fileparser_Close(efp);
+ esl_fatal("Error, status code %d, probably out of memory.", status);
+ return;
+}
+
+
+static void
+infernal_name_subseq(char **ret_name, const char *name, ...)
+{
+ va_list argp;
+ va_list argp2;
+ int n;
+ void *tmp;
+ int status;
+ char *newname;
+ int nalloc = 1;
+ ESL_ALLOC(newname, sizeof(char) * nalloc);
+ if (name == NULL) { newname[0] = '\0'; *ret_name = newname; return; }
+
+ va_start(argp, name);
+ va_copy(argp2, argp);
+ if ((n = vsnprintf(newname, nalloc, name, argp)) >= nalloc)
+ {
+ ESL_RALLOC(newname, tmp, sizeof(char) * (n+1));
+ nalloc = n+1;
+ vsnprintf(newname, nalloc, name, argp2);
+ }
+ va_end(argp);
+ va_end(argp2);
+ *ret_name = newname;
+ return;
+
+ ERROR:
+ esl_fatal("Memory allocation error in infernal_name_subseq().\n");
+ return;
+}
diff --git a/easel/miniapps/esl-sfetch.man b/easel/miniapps/esl-sfetch.man
new file mode 100644
index 0000000..cbaea7a
--- /dev/null
+++ b/easel/miniapps/esl-sfetch.man
@@ -0,0 +1,347 @@
+.TH "esl-sfetch" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-sfetch - retrieve (sub-)sequences from a sequence file
+
+.SH SYNOPSIS
+
+.TP
+Single sequence retrieval:
+.B esl-sfetch
+.I [options]
+.I seqfile
+.I key
+
+.TP
+Single subsequence retrieval:
+.B esl-sfetch -c
+.I <from>..<to>
+.I seqfile
+.I key
+
+.TP
+Multiple sequence retrieval:
+.B esl-sfetch -f
+.I [options]
+.I seqfile
+.I keyfile
+
+.TP
+Multiple subsequence retrieval:
+.B esl-sfetch -Cf
+.I [options]
+.I seqfile
+.I subseq-coord-file
+
+.TP
+Indexing a sequence file for retrieval:
+.B esl-afetch --index
+.I msafile
+
+
+.SH DESCRIPTION
+
+.pp
+.B esl-sfetch
+retrieves one or more sequences or subsequences from
+.I seqfile.
+
+.pp
+The
+.I seqfile
+should be indexed first using
+.B esl-sfetch --index <seqfile>.
+This creates an SSI index file
+.I <seqfile>.ssi.
+An SSI file is not necessary, but it greatly accelerates
+retrieval.
+
+.pp
+To retrieve a single complete sequence, do
+.B esl-sfetch <seqfile> <key>
+where
+.I key
+is the name or accession of the desired sequence.
+
+.pp
+To retrieve a single subsequence rather than a complete
+sequence, use the
+.I -c start-end
+option to provide start and end coordinates. The start
+and end coordinates are provided as one string, separated
+by any nonnumeric, nonwhitespace character or characters you like;
+for example,
+.I -c 23..100
+,
+.I -c 23/100
+, or
+.I -c 23-100
+all work. To retrieve a suffix of a subsequence, you
+can omit the
+.I end
+; for example,
+.I -c 23:
+would work.
+
+.pp
+To retrieve more than one complete sequence at once, you may use the
+.I -f
+option, and the second command line argument will specify the
+name of a
+.I keyfile
+that contains a list of names or accessions, one per line; the first
+whitespace-delimited field on each line of this file is parsed as the
+name/accession.
+
+.pp
+To retrieve more than one subsequence at once, use the
+.I -C
+option in addition to
+.I -f
+, and now the second argument is parsed as a list of subsequence
+coordinate lines, with each line containing at least four
+whitespace-delimited fields:
+.I new_name
+.I from
+.I to
+.I name/accession.
+For each such line, sequence
+.I name/accession
+is found, a subsequence
+.I from..to is extracted,
+and the subsequence is renamed
+.I new_name
+before being output.
+
+
+.pp
+In DNA/RNA files, you may extract (sub-)sequences in reverse complement
+orientation in two different ways: either by providing a
+.I from
+coordinate that is greater than
+.I to,
+or by providing the
+.I -r
+option.
+
+.pp
+The sequence file may be in any of several different common unaligned
+sequence formats including FASTA, Genbank, EMBL, Uniprot, or DDBJ. It
+may also be an alignment file, in Stockholm format for example. By
+default the file format is autodetected. The
+.I --informat <s>
+option allows you to specify the format and override
+autodetection. This
+option may be useful for making
+.B esl-sfetch
+more robust, because format autodetection may fail on unusual files.
+
+.pp
+When the
+.I -f
+option is used to do multiple (sub-)sequence retrieval, the file
+argument may be - (a single dash), in which case the list of
+names/accessions (or subsequence coordinate lines) is read from
+standard input. However, because a standard input stream can't be SSI indexed,
+(sub-)sequence retrieval from
+.I stdin
+may be slow.
+
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -c " <coords>"
+Retrieve a subsequence with start and end coordinates specified by the
+.I <coords>
+string. This string consists of start
+and end coordinates separated
+by any nonnumeric, nonwhitespace character or characters you like;
+for example,
+.I -c 23..100
+,
+.I -c 23/100
+, or
+.I -c 23-100
+all work. To retrieve a suffix of a subsequence, you
+can omit the
+.I end
+; for example,
+.I -c 23:
+would work.
+To specify reverse complement (for DNA/RNA sequence),
+specify
+.I <from>
+greater than
+.I <to>;
+for example,
+.I -c 100..23
+retrieves the reverse complement strand from 100 to 23.
+
+.TP
+.B -f
+Interpret the second argument as a
+.I keyfile
+instead of as just one
+.I key.
+The first whitespace-limited field on each line of
+.I keyfile
+is interpreted as a name or accession to be fetched.
+This option doesn't work with the
+.B --index
+option. Any other fields on a line after the first one are
+ignored. Blank lines and lines beginning with # are ignored.
+
+.TP
+.BI -o " <f>"
+Output retrieved sequences to a file
+.I <f>
+instead of to
+.I stdout.
+
+
+.TP
+.BI -n " <s>"
+Rename the retrieved (sub-)sequence
+.I <s>.
+This is incompatible with the
+.I -f
+option.
+
+.TP
+.B -r
+Reverse complement the retrieved (sub-)sequence. This only works for
+DNA/RNA sequences.
+
+.TP
+.B -C
+Multiple subsequence retrieval mode, with
+.I -f
+option (required). Specifies that the second command line argument
+is to be parsed as a subsequence coordinate file, consisting of
+lines containing four whitespace-delimited fields:
+.I new_name
+.I from
+.I to
+.I name/accession.
+For each such line, sequence
+.I name/accession
+is found, a subsequence
+.I from..to is extracted,
+and the subsequence is renamed
+.I new_name
+before being output.
+Any other fields after the first four are ignored. Blank lines
+and lines beginning in # are ignored.
+
+
+.TP
+.B -O
+Output retrieved sequence to a file named
+.I <key>.
+This is a convenience for saving some typing:
+instead of
+.B esl-sfetch -o SRPA_HUMAN swissprot SRPA_HUMAN
+you can just type
+.B esl-sfetch -O swissprot SRPA_HUMAN.
+The
+.B -O
+option only works if you're retrieving a
+single alignment; it is incompatible with
+.B -f.
+
+.TP
+.B --index
+Instead of retrieving a
+.I key,
+the special command
+.B esl-afetch --index
+.I msafile
+produces an SSI index of the names and accessions
+of the alignments in
+the
+.I msafile.
+Indexing should be done once on the
+.I msafile
+to prepare it for all future fetches.
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --informat " <s>"
+Specify that the sequence file is in format
+.I <s>,
+where
+.I <s>
+may be FASTA, Genbank, EMBL, Uniprot, DDBJ, or Stockholm. This string
+is case-insensitive ("genbank" or "GenBank" both work, for example).
+
+.TP
+.BI --tabfile " <f>"
+With the
+.B -C
+and
+.B -f
+options, specify that the
+.I subseq-coord-file
+was output as file
+.I <f>
+by the
+.B cmsearch
+program of the
+.B Infernal
+package with the
+.BI --tabfile " <f>"
+option to
+.B cmsearch.
+The subsequences listed in the tab file will be fetched. The names of
+those sequences will have the model name (if available), hit
+coordinates, bit score, E-value (if available) and GC content appended
+to them.
+
+.TP
+.B --shortname
+With the
+.B -C
+and
+.B -f
+and
+.B --tabfile
+options, do not append the model name, bit score, E-value nor GC
+content to the names of the fetched sequences.
+
+.TP
+.BI --Tmin
+With the
+.B -C
+and
+.B -f
+and
+.B --tabfile
+options, only fetch sequences with bit scores greater than or equal to
+.I <x>.
+
+.TP
+.BI --Emax
+With the
+.B -C
+and
+.B -f
+and
+.B --tabfile
+options, only fetch sequences with E-values less than (better than) or
+equal to
+.I <x>.
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
diff --git a/easel/miniapps/esl-shuffle.c b/easel/miniapps/esl-shuffle.c
new file mode 100644
index 0000000..8cbabed
--- /dev/null
+++ b/easel/miniapps/esl-shuffle.c
@@ -0,0 +1,393 @@
+/* Shuffling or generating random sequences.
+ *
+ * SRE, Wed Jan 16 15:30:05 2008 [UA5230 to New York]
+ * SVN $Id: esl-shuffle.c 267 2008-06-18 12:19:44Z eddys $
+ * from squid's shuffle (1995)
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_msashuffle.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_vectorops.h"
+
+static char banner[] = "shuffling or generating random sequences";
+static char usage1[] = " [options] <seqfile> (shuffles individual sequences)";
+static char usage2[] = "-A [options] <msafile> (shuffles alignment columnwise)";
+static char usage3[] = "-Q [options] <qrnafile> (shuffles QRNA pairwise alignments)";
+static char usage4[] = "-G [options] (generates random sequences)";
+
+
+#define MODE_OPTS "-S,-A,-G,-Q" /* toggle group, modes (seqfile, msafile, none) */
+#define SHUF_OPTS "-m,-d,-0,-1,-r,-w" /* toggle group, seq shuffling options */
+#define ALPH_OPTS "--rna,--dna,--amino" /* toggle group, alphabet type options */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "help; show brief info on version and usage", 1 },
+ { "-o", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "direct output data to file <f>", 1 },
+ { "-N", eslARG_INT, "1", NULL,"n>0", NULL, NULL, NULL, "generate <n> samples (per input seq/msa)", 1 },
+ { "-L", eslARG_INT, "0", NULL,"n>=0", NULL, NULL, NULL, "truncate outputs to length <n>", 1 },
+
+ /* Options for shuffling/generating based on input sequences */
+ { "-m", eslARG_NONE,"default", NULL, NULL, SHUF_OPTS, "-S", NULL, "shuffle preserving monoresidue composition", 2 },
+ { "-d", eslARG_NONE, FALSE, NULL, NULL, SHUF_OPTS, "-S", NULL, "shuffle preserving mono- and di-residue composition", 2 },
+ { "-0", eslARG_NONE, FALSE, NULL, NULL, SHUF_OPTS, "-S", NULL, "generate with 0th order Markov properties per input", 2 },
+ { "-1", eslARG_NONE, FALSE, NULL, NULL, SHUF_OPTS, "-S", NULL, "generate with 1st order Markov properties per input", 2 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, SHUF_OPTS, "-S", NULL, "reverse each input", 2 },
+ { "-w", eslARG_INT, FALSE, NULL,"n>0", SHUF_OPTS, "-S", NULL, "regionally shuffle inputs in window size <n>", 2 },
+
+ /* Options for shuffling multiple alignments column-wise */
+ { "-b", eslARG_NONE, FALSE, NULL, NULL, NULL, "-A", NULL, "take bootstrapping samples", 3 },
+
+ /* Options for generating sequences de novo */
+ { "--rna", eslARG_NONE,"default", NULL, NULL, ALPH_OPTS, "-G", NULL, "generate RNA sequence", 4 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, ALPH_OPTS, "-G", NULL, "generate DNA sequence", 4 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, ALPH_OPTS, "-G", NULL, "generate protein sequence", 4 },
+
+ /* Other "expert" options */
+ { "--seed", eslARG_INT, FALSE, NULL,"n>0", NULL, NULL, NULL, "set random number generator's seed to <n>", 5 },
+ { "--informat", eslARG_STRING, FALSE, NULL, NULL, NULL, NULL, NULL, "specify that input file is in format <s>", 5 },
+
+ /* "undocumented" options (these are documented w/ command line usage, and implemented as options) */
+ { "-S", eslARG_NONE,"default", NULL, NULL, MODE_OPTS, NULL, NULL, "shuffle individual input sequences", 99 },
+ { "-A", eslARG_NONE, FALSE, NULL, NULL, MODE_OPTS, NULL, NULL, "input is an <msafile> to be shuffled by columns", 99 },
+ { "-G", eslARG_NONE, FALSE, NULL, NULL, MODE_OPTS, "-L", NULL, "generate de novo (the following options are valid)", 99 },
+ { "-Q", eslARG_NONE, FALSE, NULL, NULL, MODE_OPTS, NULL, NULL, "shuffle input QRNA FASTA file", 99 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+
+static void
+cmdline_failure(char *argv0, char *format, ...)
+{
+ va_list argp;
+
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ esl_usage(stdout, argv0, usage1);
+ esl_usage(stdout, argv0, usage2);
+ esl_usage(stdout, argv0, usage3);
+ esl_usage(stdout, argv0, usage4);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv0);
+ exit(1);
+}
+
+static void
+cmdline_help(char *argv0, ESL_GETOPTS *go)
+{
+ esl_banner(stdout, argv0, banner);
+ esl_usage (stdout, argv0, usage1);
+ esl_usage (stdout, argv0, usage2);
+ esl_usage (stdout, argv0, usage3);
+ esl_usage (stdout, argv0, usage4);
+ puts("\n where general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ puts("\n options for shuffling input sequences (default mode):");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\n options for generating sequences de novo (w/ -G option):");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\n other infrequently used options:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ exit(0);
+}
+
+
+/* msa_shuffling()
+ * SRE, Tue Jan 22 08:39:51 2008 [Market Street Cafe, Leesburg]
+ *
+ * Shuffling multiple sequence alignments
+ */
+static int
+msa_shuffling(ESL_GETOPTS *go, ESL_RANDOMNESS *r, FILE *ofp, int outfmt)
+{
+ char *msafile = esl_opt_GetArg(go, 1);
+ int infmt = eslMSAFILE_UNKNOWN;
+ ESL_MSAFILE *afp = NULL;
+ ESL_MSA *msa = NULL;
+ ESL_MSA *shuf = NULL;
+ int N = esl_opt_GetInteger(go, "-N");
+ int i;
+ int status, mstatus;
+
+ status = esl_msafile_Open(msafile, infmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s isn't readable\n", msafile);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of %s\n", msafile);
+ else if (status != eslOK) esl_fatal("Alignment file open failed (error %d)\n", status);
+
+ while ((mstatus = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ shuf = esl_msa_Clone(msa);
+
+ for (i = 0; i < N; i++)
+ {
+ if (esl_opt_GetBoolean(go, "--boot")) esl_msashuffle_Bootstrap(r, msa, shuf);
+ else esl_msashuffle_Shuffle (r, msa, shuf);
+
+ /* Set the name of the shuffled alignment */
+ if (msa->name != NULL) {
+ if (esl_opt_GetBoolean(go, "--boot")) {
+ if (N > 1) esl_msa_SetName(shuf, "%s-sample-%d", msa->name, i);
+ else esl_msa_SetName(shuf, "%s-sample", msa->name);
+ } else {
+ if (N > 1) esl_msa_SetName(shuf, "%s-shuffle-%d", msa->name, i);
+ else esl_msa_SetName(shuf, "%s-shuffle", msa->name);
+ }
+ } else {
+ if (esl_opt_GetBoolean(go, "--boot")) {
+ if (N > 1) esl_msa_SetName(shuf, "sample-%d", i);
+ else esl_msa_SetName(shuf, "sample");
+ } else {
+ if (N > 1) esl_msa_SetName(shuf, "shuffle-%d", i);
+ else esl_msa_SetName(shuf, "shuffle");
+ }
+ }
+
+ esl_msa_Write(ofp, shuf, outfmt);
+ }
+
+ esl_msa_Destroy(shuf);
+ esl_msa_Destroy(msa);
+ }
+ if (mstatus == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (mstatus != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+ return eslOK;
+}
+
+
+/* seq_generation()
+ * SRE, Tue Jan 22 08:38:58 2008 [Market Street Cafe, Leesburg]
+ *
+ * Generating sequences.
+ */
+static int
+seq_generation(ESL_GETOPTS *go, ESL_RANDOMNESS *r, FILE *ofp, int outfmt)
+{
+ ESL_ALPHABET *abc = NULL;
+ ESL_SQ *sq = NULL;
+ double *fq = NULL;
+ int alphatype;
+ int N = esl_opt_GetInteger(go, "-N");
+ int L = esl_opt_GetInteger(go, "-L");
+ int i;
+ int status;
+
+ if (L <= 0) esl_fatal("To generate sequences, set -L option (length of generated seqs) > 0 ");
+ if (esl_opt_GetBoolean(go, "--rna")) alphatype = eslRNA;
+ if (esl_opt_GetBoolean(go, "--dna")) alphatype = eslDNA;
+ if (esl_opt_GetBoolean(go, "--amino")) alphatype = eslAMINO;
+ abc = esl_alphabet_Create(alphatype);
+ sq = esl_sq_CreateDigital(abc);
+ esl_sq_GrowTo(sq, L);
+
+ /* Pick the iid frequency distribution to use */
+ ESL_ALLOC(fq, sizeof(double) * abc->K);
+ switch (alphatype) {
+ case eslRNA:
+ case eslDNA: esl_vec_DSet(fq, 4, 0.25); break;
+ case eslAMINO: esl_composition_SW34(fq); break;
+ default: esl_vec_DSet(fq, abc->K, 1.0 / (double) abc->K); break;
+ }
+
+ /* generate */
+ for (i = 0; i < N; i++)
+ {
+ esl_rsq_xIID(r, fq, abc->K, L, sq->dsq);
+ if (N > 1) esl_sq_SetName(sq, "random%d", i);
+ else esl_sq_SetName(sq, "random");
+ sq->n = L;
+ esl_sqio_Write(ofp, sq, outfmt);
+ }
+
+ free(fq);
+ esl_alphabet_Destroy(abc);
+ esl_sq_Destroy(sq);
+ return eslOK;
+
+ ERROR:
+ if (fq != NULL) free(fq);
+ esl_alphabet_Destroy(abc);
+ esl_sq_Destroy(sq);
+ return status;
+}
+
+
+/* seq_shuffling()
+ * SRE, Tue Jan 22 08:35:51 2008 [Market Street Cafe, Leesburg]
+ *
+ * Shuffling of input sequences.
+ *
+ * Fixed-length (L>0) vs. full-length (L=0) modes handled differently.
+ * In fixed-length mode:
+ * <shuff->seq> only needs to be allocated once, for L
+ * <targ> is an allocated copy of a random subseq of length L
+ * sequences < L residues long can't be shuffled
+ * In full-length mode:
+ * <shuff->seq> is grown to length <sq->n> for each input seq
+ * <targ> just points to <sq->seq>
+ */
+static int
+seq_shuffling(ESL_GETOPTS *go, ESL_RANDOMNESS *r, FILE *ofp, int outfmt)
+{
+ char *seqfile = esl_opt_GetArg(go, 1);
+ int infmt = eslSQFILE_UNKNOWN;
+ ESL_SQFILE *sqfp = NULL;
+ ESL_SQ *sq = esl_sq_Create();
+ ESL_SQ *shuff = esl_sq_Create();
+ char *targ = NULL;
+ int N = esl_opt_GetInteger(go, "-N");
+ int L = esl_opt_GetInteger(go, "-L"); /* L>0 means select random fixed-len subseqs */
+ int i;
+ int status;
+
+ if (esl_opt_GetString(go, "--informat") != NULL) {
+ infmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ if (infmt == eslSQFILE_UNKNOWN) esl_fatal("%s is not a valid input sequence file format for --informat");
+ }
+
+ status = esl_sqfile_Open(seqfile, infmt, NULL, &sqfp);
+ if (status == eslENOTFOUND) esl_fatal("No such file %s", seqfile);
+ else if (status == eslEFORMAT) esl_fatal("Format of seqfile %s unrecognized.", seqfile);
+ else if (status == eslEINVAL) esl_fatal("Can't autodetect stdin or .gz.");
+ else if (status != eslOK) esl_fatal("Open failed, code %d.", status);
+
+ if (L>0) {
+ esl_sq_GrowTo(shuff, L);
+ shuff->n = L;
+ ESL_ALLOC(targ, sizeof(char) * (L+1));
+ }
+
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK)
+ {
+ if (L == 0) { /* shuffling entire sequence */
+ esl_sq_GrowTo(shuff, sq->n); /* make sure shuff can hold sq */
+ shuff->n = sq->n;
+ targ = sq->seq;
+ } else {
+ if (sq->n < L) continue; /* reject seqs < L long */
+ }
+
+ for (i = 0; i < N; i++)
+ {
+ if (L > 0) { /* fixed-len mode: copy a random subseq */
+ int pos = esl_rnd_Roll(r, sq->n - L + 1);
+ strncpy(targ, sq->seq + pos, L);
+ targ[L] = '\0';
+ }
+
+ /* Do the requested kind of shuffling */
+ if (esl_opt_GetBoolean(go, "-m")) esl_rsq_CShuffle (r, targ, shuff->seq); /* monoresidue shuffling */
+ else if (esl_opt_GetBoolean(go, "-d")) esl_rsq_CShuffleDP(r, targ, shuff->seq); /* diresidue shuffling */
+ else if (esl_opt_GetBoolean(go, "-0")) esl_rsq_CMarkov0 (r, targ, shuff->seq); /* 0th order Markov */
+ else if (esl_opt_GetBoolean(go, "-1")) esl_rsq_CMarkov1 (r, targ, shuff->seq); /* 1st order Markov */
+ else if (esl_opt_GetBoolean(go, "-r")) esl_rsq_CReverse ( targ, shuff->seq); /* reverse */
+ else if (!esl_opt_IsDefault(go, "-w")) { /* regionally shuffle */
+ int W= esl_opt_GetInteger(go, "-w"); esl_rsq_CShuffleWindows(r, targ, W, shuff->seq);
+ }
+
+ /* Set the name of the shuffled sequence */
+ if (N > 1) esl_sq_SetName(shuff, "%s-shuffled-%d", sq->name, i);
+ else esl_sq_SetName(shuff, "%s-shuffled", sq->name);
+
+ /* Output the resulting sequence */
+ esl_sqio_Write(ofp, shuff, outfmt);
+ }
+ }
+ if (status == eslEFORMAT)
+ esl_fatal("Sequence file parse error, line %d of file %s:\n%s\n",
+ sqfp->linenumber, seqfile, sqfp->errbuf);
+ else if (status != eslEOF)
+ esl_fatal("Internal error reading sequence file %s\n", seqfile);
+
+ if (L>0) free(targ);
+ esl_sq_Destroy(shuff);
+ esl_sq_Destroy(sq);
+ esl_sqfile_Close(sqfp);
+ return eslOK;
+
+ ERROR:
+ if (targ != NULL) free(targ);
+ esl_sq_Destroy(shuff);
+ esl_sq_Destroy(sq);
+ esl_sqfile_Close(sqfp);
+ return status;
+}
+
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ ESL_RANDOMNESS *r = NULL; /* random number generator */
+ FILE *ofp = NULL; /* data output stream */
+ int outfmt = eslSQFILE_FASTA;
+
+ /* Parse command line */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK)
+ cmdline_failure(argv[0], "Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK)
+ cmdline_failure(argv[0], "Error in app configuration: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") )
+ cmdline_help(argv[0], go);
+
+ /* Open the output data file, if any */
+ if (esl_opt_GetString(go, "-o") != NULL)
+ {
+ if ((ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ esl_fatal("Failed to open output file %s\n", esl_opt_GetString(go, "-o"));
+ }
+ else ofp = stdout;
+
+ /* Initialize */
+ if (esl_opt_IsDefault(go, "--seed")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "--seed"));
+
+ /* Hand off execution to one of the three modes */
+ if (esl_opt_GetBoolean(go, "-A")) /* Alignment shuffling */
+ {
+ if (esl_opt_ArgNumber(go) != 1)
+ cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ msa_shuffling(go, r, ofp, outfmt);
+ }
+ else if (esl_opt_GetBoolean(go, "-G")) /* Sequence generation */
+ {
+ if (esl_opt_ArgNumber(go) != 0)
+ cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ seq_generation(go, r, ofp, outfmt);
+ }
+ else if (esl_opt_GetBoolean(go, "-S")) /* Sequence shuffling */
+ {
+ if (esl_opt_ArgNumber(go) != 1)
+ cmdline_failure(argv[0], "Incorrect number of command line arguments.\n");
+
+ seq_shuffling(go, r, ofp, outfmt);
+ }
+
+ if (esl_opt_GetString(go, "-o") != NULL) fclose(ofp);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/easel/miniapps/esl-shuffle.man b/easel/miniapps/esl-shuffle.man
new file mode 100644
index 0000000..8f95f9e
--- /dev/null
+++ b/easel/miniapps/esl-shuffle.man
@@ -0,0 +1,231 @@
+.TH "esl-shuffle" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-shuffle - shuffling sequences or generating random ones
+
+.SH SYNOPSIS
+
+.TP
+Shuffling individual sequences:
+.B esl-shuffle
+.I [options]
+.I seqfile
+
+.TP
+Generating random sequences:
+.B esl-shuffle -G
+.I [options]
+
+.TP
+Shuffling multiple sequence alignments columnwise:
+.B esl-shuffle -A
+.I [options]
+.I msafile
+
+.TP
+Shuffling QRNA pairwise alignment input files:
+.B esl-shuffle -Q
+.I [options]
+.I qrna-alignment-file
+
+.SH DESCRIPTION
+
+.pp
+.B esl-shuffle
+is capable of four different modes of operation.
+
+.pp
+By default,
+.B esl-shuffle
+reads individual sequences from
+.I seqfile
+, shuffles them, and outputs the shuffled sequence.
+By default, shuffling is done by preserving monoresidue
+composition; other options are listed below.
+
+.pp
+With the
+.I -G
+option,
+.B esl-shuffle
+generates some number of random sequences of some length in
+some alphabet. The
+.I -N
+option controls the number (default is 1), the
+.I -L
+option controls the length (default is 0),
+and the
+.I --amino,
+.I --dna,
+and
+.I --rna
+options control the alphabet.
+
+.pp
+With the
+.I -A
+option,
+.B esl-shuffle
+reads one or more multiple alignments from
+.I <msafile>
+and shuffles them columnwise.
+
+
+.pp
+Finally, the
+.I -Q
+option is for shuffling pairwise alignments in QRNA input files. A
+QRNA input file is a quasi-FASTA file, where each successive pair of
+sequences is interpreted as a pairwise alignment; sequences may
+contain gap characters (period, dash, or underscore: .-_) and these
+pairs of sequences must have exactly the same aligned length.
+
+.pp
+An unaligned sequence file to be shuffled may be in any of several
+different common unaligned sequence formats including FASTA, Genbank,
+EMBL, Uniprot, or DDBJ; alignment files are also valid, in which case
+individual unaligned sequences are sequentially plucked from the
+alignment. By default the file format is autodetected. The
+.I --informat <s>
+option allows you to specify the format and override
+autodetection. This
+option may be useful for making
+.B esl-shuffle
+more robust, because format autodetection may fail on unusual files.
+
+.SH GENERAL OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.BI -o " <f>"
+Direct output to a file named
+.I <f>
+rather than to stdout.
+
+.TP
+.BI -N " <n>"
+Generate
+.I <n>
+sequences, or
+.I <n>
+perform independent shuffles per input sequence or alignment.
+
+.TP
+.BI -L " <n>"
+Generate sequences of length
+.I <n>,
+or truncate output shuffled sequences or alignments to a length of
+.I <n>.
+
+
+
+
+.SH SEQUENCE SHUFFLING OPTIONS
+
+These options only apply in default (sequence shuffling) mode. They
+are mutually exclusive.
+
+.TP
+.B -m
+Monoresidue shuffling (the default): preserve monoresidue composition exactly.
+Uses the so-called Fisher/Yates algorithm (Knuth's "Algorithm P").
+
+.TP
+.B -d
+Diresidue shuffling; preserve diresidue composition exactly. Uses the
+Altschul/Erickson algorithm (Altschul and Erickson, 1986). A more
+efficient algorithm (Kandel and Winkler 1996) is known but has not yet
+been implemented in Easel.
+
+.TP
+.B -0
+0th order Markov generation: generate a sequence of the same length
+with the same 0th order Markov frequencies. Such a sequence will
+approximately preserve the monoresidue composition of the input.
+
+.TP
+.B -1
+1st order Markov generation: generate a sequence of the same length
+with the same 1st order Markov frequencies. Such a sequence will
+approximately preserve the diresidue composition of the input.
+
+.TP
+.B -r
+Reversal; reverse each input.
+
+.TP
+.BI -w " <n>"
+Regionally shuffle the input in nonoverlapping windows of size
+.I <n>
+residues, preserving exact monoresidue composition in each window.
+
+
+
+.SH MULTIPLE ALIGNMENT SHUFFLING OPTIONS
+
+.TP
+.B -b
+Sample columns with replacement, in order to generate a
+bootstrap-resampled alignment dataset.
+
+
+.SH SEQUENCE GENERATION OPTIONS
+
+One of these must be selected.
+
+.TP
+.B --amino
+Generate amino acid sequences.
+
+.TP
+.B --dna
+Generate DNA sequences.
+
+.TP
+.B --rna
+Generate RNA sequences (the default).
+
+
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --informat " <s>"
+Specify that the sequence file is in format
+.I <s>,
+where
+.I <s>
+may be FASTA, Genbank, EMBL, Uniprot, DDBJ, or Stockholm. This string
+is case-insensitive ("genbank" or "GenBank" both work, for example).
+
+.TP
+.BI --seed " <n>"
+Specify the seed for the random number generator, where the seed
+.I <n>
+is an integer greater than zero. This can be used to make the results
+of
+.B esl-shuffle
+reproducible. The default is to choose the random number generator
+seed by calling
+.B time().
+Note that because
+.B time()
+likely returns the time in units of seconds,
+two calls to
+.B esl-shuffle
+within the same second will use the same seed and generate
+identical random number sequences; you may want to avoid this.
+
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
+
diff --git a/easel/miniapps/esl-ssdraw.c b/easel/miniapps/esl-ssdraw.c
new file mode 100644
index 0000000..ed6189e
--- /dev/null
+++ b/easel/miniapps/esl-ssdraw.c
@@ -0,0 +1,4014 @@
+/* Draw secondary structure diagrams given a postscript SS template.
+ * Initial development of this program was for SSU rRNA structures
+ * with templates derived from Gutell's CRW.
+ *
+ * EPN, Mon Jun 23 14:46:05 2008
+ */
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <assert.h>
+#include <math.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_distance.h"
+#include "esl_fileparser.h"
+#include "esl_getopts.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_vectorops.h"
+#include "esl_stack.h"
+#include "esl_tree.h"
+#include "esl_wuss.h"
+
+#define ERRBUFSIZE 1024
+
+#define ALIMODE 0
+#define INDIMODE 1
+#define SIMPLEMASKMODE 2
+#define DRAWFILEMODE 3
+
+#define RAINBOWRHSCHEME 0
+#define RAINBOWRLSCHEME 1
+#define NRAINBOWRHSCHEME 11
+#define NRAINBOWRLSCHEME 11
+
+#define RBSIXRHSCHEME 2
+#define RBSIXRLSCHEME 3
+#define NRBSIXRHSCHEME 6
+#define NRBSIXRLSCHEME 6
+
+#define NOC 9
+#define CYANOC 0
+#define MAGENTAOC 1
+#define YELLOWOC 2
+#define BLACKOC 3
+#define LIGHTGREYOC 4
+#define DARKGREYOC 5
+#define REDOC 6
+#define PURPLEOC 7
+#define ORANGEOC 8
+
+#define LEGTEXTNCHARS 60
+#define NCMYK 4
+#define ICYAN 0
+#define IMAGENTA 1
+#define IYELLOW 2
+#define IBLACK 3
+
+/* define the color for blank cells where no value is appropriate */
+#define BLANKCYAN 0.0
+#define BLANKMAGENTA 0.0
+#define BLANKYELLOW 0.0
+#define BLANKBLACK 0.5
+/*if I extend to allow RED, BLUE, GREEN with combos of CMYK, but it's a pain right now due to implementation
+ #define IRED 4
+ #define IBLUE 5
+ #define IGREEN 6
+ #define NCOLORS 7
+*/
+#define LEG_NBOXES 11
+#define LEG_BOXSIZE 24.
+#define LEG_MINFONTSIZE 10
+#define LEGX_OFFSET 24.
+#define LEGY_OFFSET -24.
+#define SPECIAL_FONT "Courier-BoldOblique"
+#define LEG_FONT "Courier-Bold"
+#define LEG_EXTRA_COLUMNS 12 /* how many extra columns we need for printing stats in the legend */
+
+#define DEFAULT_FONT "Courier-Bold"
+#define RESIDUES_FONT "Helvetica-Bold"
+#define HUNDREDS_FONT "Helvetica"
+
+#define SS_BOXSIZE 8.
+
+#define RESIDUES_FONTSIZE 8.
+#define HUNDREDS_FONTSIZE 8.
+#define LEG_FONTSIZE_UNSCALED 9.6
+/*#define HEADER_FONTSIZE_UNSCALED 14.4*/
+#define HEADER_FONTSIZE_UNSCALED 12
+#define HEADER_MODELNAME_MAXCHARS 20
+#define TICKS_LINEWIDTH 2.
+#define BP_LINEWIDTH 1.
+
+#define POSTSCRIPT_PAGEWIDTH 612.
+#define POSTSCRIPT_PAGEHEIGHT 792.
+#define PAGE_TOPBUF 12.
+#define PAGE_SIDEBUF 12.
+#define PAGE_BOTBUF 12.
+#define COURIER_HEIGHT_WIDTH_RATIO 1.65
+
+/* Structure: scheme_color_legend
+ * Incept: EPN, Thu Jun 25 20:20:38 2009
+ *
+ * Parameters describing a one-dimensional legend of colors
+ * from a preset scheme for use in a SSPostscript_t data structure.
+ */
+typedef struct scheme_color_legend_s {
+ int scheme; /* preset color scheme index */
+ int nbins; /* number of colors (bins) in this scheme */
+ char *text1; /* first line of text for legend, a single string */
+ char *text2; /* second line of text for legend, a single string */
+ float *limits; /* [nbins+1] limits for each bin, limits[0] is min value we would expect to see, limits[nbins] is max */
+ int *counts; /* [nbins] number of cells we've painted each color */
+ int *counts_masked; /* [nbins] number of cells within mask ('1's) that we've painted each color */
+} SchemeColorLegend_t;
+
+/* Structure: onecell_color_legend
+ * Incept: EPN, Tue Sep 30 13:06:15 2008
+ *
+ * Parameters describing a single colored cell legend for a
+ * SSPostscript_t data structure.
+ */
+typedef struct onecell_color_legend_s {
+ float col[NCMYK]; /* [CMYK] color value for the cell */
+ char *text; /* text for legend */
+ int nres; /* number of residues colored by the color in col[NCMYK] */
+ int nres_masked; /* number of residues within a mask colored by the color in col[NCMYK] */
+} OneCellColorLegend_t;
+
+/* Structure: ss_postscript
+ * Incept: EPN, Mon Jun 23 15:50:30 2008
+ *
+ * A clumsy data structure for storing the information that will
+ * become a postscript secondary structure diagram based on a
+ * template created by Robin Gutell and colleagues.
+ *
+ */
+typedef struct ss_postscript_s {
+ int npage; /* number of pages in eventual postscript */
+ char *modelname; /* name of model, read from template file */
+ int *modeA; /* [0..npage-1] page mode, ALIMODE, INDIMODE, or SIMPLEMASKMODE */
+ char **descA; /* [0..npage-1] description for each page */
+ int desc_max_chars; /* max num characters for a page description */
+ float headerx; /* x coordinate (bottom left corner) of header area */
+ float headery; /* y coordinate (bottom left corner) of header area */
+ float headerx_charsize;/* size of a character in x-dimension in the header */
+ float headery_charsize;/* size of a character in y-dimension in the header */
+ float headerx_desc; /* x coordinate (bottom left corner) of header area */
+ float legx; /* x coordinate (bottom left corner) of legend area */
+ float legy; /* y coordinate (bottom left corner) of legend area */
+ float cur_legy; /* y coordinate of current line in legend */
+ float legx_charsize;/* size of a character in x-dimension in the legend */
+ float legy_charsize;/* size of a character in y-dimension in the legend */
+ int legx_max_chars; /* max num residues in x direction we can print in legend before running off page */
+ int legy_max_chars; /* max num residues in y direction we can print in legend before running off page */
+ int legx_stats; /* x position for printing stats in the legend */
+ float pagex_max; /* max x position on page */
+ float pagey_max; /* max y position on page */
+ float scale; /* scale parameter, read from template file */
+ char **regurgA; /* [0..nregurg-1][] lines from the template file to regurgitate, these are unchanged. */
+ int nregurg; /* number of lines (char *'s) in the regurg_textAA 2D array */
+ float *hundredsxA; /* [0..nhundreds-1] x value for hundreds (el 0 is for '100', 1 is for '200', etc.) */
+ float *hundredsyA; /* [0..nhundreds-1] y value for hundreds (el 0 is for '100', 1 is for '200', etc.) */
+ int nhundreds; /* number of elements in hundredsx and hundredsy */
+ float *ticksx1A; /* [0..nticks-1] x begin value for ticks */
+ float *ticksx2A; /* [0..nticks-1] x end value for ticks */
+ float *ticksy1A; /* [0..nticks-1] y begin value for ticks */
+ float *ticksy2A; /* [0..nticks-1] x end value for ticks */
+ int nticks; /* number of ticks */
+ float *bpx1A; /* [0..nbp-1] x begin value for bp connect line */
+ float *bpx2A; /* [0..nbp-1] x end value for bp connect line */
+ float *bpy1A; /* [0..nbp-1] y begin value for bp connect line */
+ float *bpy2A; /* [0..nbp-1] x end value for bp connect line */
+ int nbp; /* number of bp */
+ float *rxA; /* [0..clen-1] x coordinate for each residue in the eventual postscript */
+ float *ryA; /* [0..clen-1] y coordinate for each residue in the eventual postscript */
+ int clen; /* the number of residues in the template file */
+ char **rrAA; /* [0..npage-1][0..clen-1] residue character in the eventual postscript */
+ float ***rcolAAA; /* [0..npage-1][0..clen-1][0..3] color for block on page p, position c, CMYK in the eventual postscript */
+ OneCellColorLegend_t ***occlAAA;/* [0..npage-1][0..l..nocclA[p] ptr to one cell color legend l for page p */
+ int *nocclA; /* [0..npage-1] number of one cell color legends for each page */
+ SchemeColorLegend_t **sclAA;/* [0..npage-1] ptr to scheme color legend l for page p, NULL if none */
+ char *mask; /* mask for this postscript, columns which are '0' get drawn differently */
+ int nalloc; /* number of elements to add to arrays when reallocating */
+ int *msa_ct; /* [1..ps->clen] CT array for msa this postscript corresponds to,
+ * msa_ct[i] is the position that consensus residue i base pairs to, or 0 if i is unpaired. */
+ int msa_nbp; /* number of bps read from current MSA (in msa_ct), should equal nbp, but only if bps read from template file */
+ float msa_avgid; /* average id b/t all pairs of seqs in the MSA */
+ float msa_avglen; /* average length of dealigned seqs in the MSA */
+ int *uaseqlenA; /* [0..ps->msa->nseq-1] unaligned sequence length for all sequences in the MSA, only computed if --indi */
+ int *seqidxA; /* [0..ps->npage-1] the sequence index in the MSA each page corresponds to, only valid if --indi */
+ ESL_MSA *msa; /* pointer to MSA this object corresponds to */
+} SSPostscript_t;
+
+static SSPostscript_t *create_sspostscript();
+static int setup_sspostscript(SSPostscript_t *ps, char *errbuf);
+static OneCellColorLegend_t *create_onecell_colorlegend(float *cmykA, int nres, int nres_masked);
+static SchemeColorLegend_t *create_scheme_colorlegend(int scheme, int ncols, float *limits);
+static int add_text_to_scheme_colorlegend(SchemeColorLegend_t *scl, char *text, int legx_max_chars, char *errbuf);
+static int add_text_to_onecell_colorlegend(SSPostscript_t *ps, OneCellColorLegend_t *occl, char *text, int legx_max_chars, char *errbuf);
+static int add_page_desc_to_sspostscript(SSPostscript_t *ps, int page, char *text, char *errbuf);
+static int add_diffmask_page_desc_to_sspostscript(SSPostscript_t *ps, int page, char *mask1, char *mask2, char *errbuf);
+static int draw_sspostscript(FILE *fp, const ESL_GETOPTS *go, char *errbuf, char *command, char *date, float ***hc_scheme, SSPostscript_t *ps);
+static int draw_legend_column_headers(FILE *fp, SSPostscript_t *ps, char *errbuf);
+static int draw_onecell_colorlegend(FILE *fp, OneCellColorLegend_t *occl, SSPostscript_t *ps, int occl_idx);
+static int draw_scheme_colorlegend(const ESL_GETOPTS *go, FILE *fp, SchemeColorLegend_t *scl, float **hc_scheme, SSPostscript_t *ps, int page);
+static void free_sspostscript(SSPostscript_t *ps);
+static int add_pages_sspostscript(SSPostscript_t *ps, int ntoadd, int page_mode);
+static int map_cpos_to_apos(ESL_MSA *msa, int **ret_c2a_map, int **ret_a2c_map, int *ret_clen);
+static int parse_template_file(char *filename, const ESL_GETOPTS *go, char *errbuf, int msa_clen, SSPostscript_t **ret_ps);
+static int parse_template_page(ESL_FILEPARSER *efp, const ESL_GETOPTS *go, char *errbuf, SSPostscript_t **ret_ps);
+static int parse_modelname_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps);
+static int parse_scale_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps);
+static int parse_ignore_section(ESL_FILEPARSER *efp, char *errbuf, int *ret_read_showpage);
+static int parse_regurgitate_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps);
+static int parse_text_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps);
+static int parse_lines_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps);
+static int validate_justread_sspostscript(SSPostscript_t *ps, char *errbuf);
+static int validate_and_update_sspostscript_given_msa(const ESL_GETOPTS *go, SSPostscript_t *ps, ESL_MSA *msa, char *errbuf);
+static int individual_seqs_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa);
+static int rf_seq_sspostscript (const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa);
+static int infocontent_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx);
+static int structural_infocontent_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int ss_idx, int zerores_idx);
+static int delete_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, int do_all, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx);
+static int insert_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx);
+static int posteriors_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx);
+static int colormask_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, char *mask, float **hc_onecell, int incmask_idx, int excmask_idx);
+static int diffmask_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, char *mask1, char *mask2, float **hc_onecell, int incboth_idx, int inc1_idx, int inc2_idx, int excboth_idx);
+static int compare_ints(const void *el1, const void *el2);
+static int read_mask_file(char *filename, char *errbuf, char **ret_mask, int *ret_masklen, int *ret_mask_has_internal_zeroes);
+static int drawfile2sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps);
+static void PairCount(const ESL_ALPHABET *abc, double *counters, ESL_DSQ syml, ESL_DSQ symr, float wt);
+static int get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+static int get_date(char *errbuf, char **ret_date);
+static int set_scheme_values(char *errbuf, float *vec, int ncolvals, float **scheme, float val, SchemeColorLegend_t *scl, int within_mask);
+static int set_onecell_values(char *errbuf, float *vec, int ncolvals, float *onecolor);
+static int add_mask_to_ss_postscript(SSPostscript_t *ps, char *mask);
+static int draw_masked_block(FILE *fp, float x, float y, float *colvec, int do_circle_mask, int do_square_mask, int do_x_mask, int do_border, float boxsize);
+static int draw_header_and_footer(FILE *fp, const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, int page, int pageidx2print);
+
+static char banner[] = "draw postscript secondary structure diagrams.";
+static char usage[] = "[options] <msafile> <SS postscript template> <output postscript file name>\n\
+The <msafile> must be in Stockholm format.";
+
+#define MASKTYPEOPTS "-d,-c,-x" /* exclusive choice for mask types */
+#define INCOMPATWITHSINGLEOPTS "--prob,--ins,--dall,--dint,--struct,--indi,--all,--dfile" /* exclusive choice for mask types */
+#define INCOMPATWITHDFILEOPTS "-q,--prob,--ins,--dall,--dint,--struct,--indi,--all,--mask-col,--mask-diff" /* exclusive choice for mask types */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range togs reqs incomp help docgroup */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "help; show brief info on version and usage", 1 },
+ { "-q", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "do not draw info content diagram (or RF sequence if --indi)", 1 },
+ { "--mask", eslARG_INFILE, NULL, NULL, NULL, NULL,NULL,NULL, "for all diagrams, mark masked ('0') columns from mask in <f>", 1 },
+ { "--prob", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "draw posterior probability diagram(s)", 1 },
+
+ { "--ins", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--indi", "draw insert diagram", 2 },
+ { "--dall", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--indi", "draw delete diagram w/all deletions (incl. terminal deletes)", 2 },
+ { "--dint", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--indi", "draw delete diagram w/only internal (non-terminal) deletions", 2 },
+ { "--struct", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--indi", "draw structural information content diagram", 2 },
+
+ { "--indi", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "draw diagrams for individual sequences instead of the aln", 3 },
+ { "--all", eslARG_NONE, FALSE, NULL, NULL, NULL,"--indi", NULL, "with --indi, draw individual diagrams of all sequences", 3 },
+
+ { "--mask-u", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "with --mask, mark masked columns as squares", 4 },
+ { "--mask-x", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "with --mask, mark masked columns as x's", 4 },
+ { "--mask-a", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "with --mask-u or --mask-x, draw alternative mask style", 4 },
+
+ { "--mask-col",eslARG_NONE, NULL, NULL, NULL, NULL,"--mask", INCOMPATWITHSINGLEOPTS, "w/--mask draw black/cyan diagram denoting masked columns", 5 },
+ { "--mask-diff",eslARG_INFILE,NULL, NULL, NULL, NULL,"--mask",INCOMPATWITHSINGLEOPTS, "with --mask-col <f1>, compare mask in <f1> to mask in <f>", 5 },
+
+ { "--dfile", eslARG_INFILE, NULL, NULL, NULL, NULL,NULL, INCOMPATWITHDFILEOPTS, "read 'draw' file specifying >=1 diagrams", 6 },
+
+ { "--no-leg", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "do not draw legend", 7 },
+ { "--no-head",eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "do not draw header", 7 },
+ { "--no-foot",eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "do not draw footer", 7 },
+ { 0,0,0,0,0,0,0,0,0,0 },
+};
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* application configuration */
+ ESL_ALPHABET *abc = NULL; /* biological alphabet */
+ char *alifile = NULL; /* alignment file name */
+ char *outfile = NULL; /* output ps file name */
+ char *templatefile = NULL; /* template file, specifying >= 1 SS diagrams
+ * (each must have a unique consensus length) */
+ int fmt; /* format code for alifile */
+ ESL_MSAFILE *afp = NULL; /* open alignment file */
+ ESL_MSA *msa = NULL; /* one multiple sequence alignment */
+ int status; /* easel return code */
+ int clen; /* non-gap RF (consensus) length of each alignment */
+ int read_msa = FALSE; /* set to true when we read an alignment */
+ int apos;
+ char errbuf[ERRBUFSIZE];
+ FILE *ofp = NULL; /* output file for postscript */
+ SSPostscript_t *ps = NULL; /* the postscript data structure we create */
+ int *hc_nbins = NULL;
+ float ***hc_scheme = NULL;
+ float **hc_onecell = NULL;
+ int z;
+ char *command = NULL;
+ char *date = NULL;
+ int master_mode;
+ char *mask = NULL;
+ int masklen;
+ char *mask2 = NULL;
+ int mask2len;
+ int mask_has_internal_zeroes = FALSE;
+ int mask2_has_internal_zeroes = FALSE;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ if (esl_opt_GetBoolean(go, "-h") )
+ {
+ esl_banner(stdout, argv[0], banner);
+ esl_usage (stdout, argv[0], usage);
+ puts("\n where basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ puts("\noptions for alignment summary diagrams (incompatible with --indi):");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\noptions for individual mode (require --indi):");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions controlling style of masked positions:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\noptions for drawing simple block-only diagrams of masks:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\noption for reading in a file dictating colors:");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ puts("\noptions for omitting parts of the diagram:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 3)
+ {
+ printf("Incorrect number of command line arguments.\n");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ alifile = esl_opt_GetArg(go, 1);
+ templatefile = esl_opt_GetArg(go, 2);
+ outfile = esl_opt_GetArg(go, 3);
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) esl_fatal(errbuf);
+ if((status = get_date(errbuf, &date)) != eslOK) esl_fatal(errbuf);
+
+ /****************/
+ /* Premlinaries */
+ /****************/
+ /* allocate and fill predefined one-cell colors, these are hardcoded */
+ ESL_ALLOC(hc_onecell, sizeof(float *) * NOC);
+ for(z = 0; z < NOC; z++) hc_onecell[z] = NULL;
+ for(z = 0; z < NOC; z++) { ESL_ALLOC(hc_onecell[z], sizeof(float) * NCMYK); }
+
+ hc_onecell[CYANOC][0] = 1.0;
+ hc_onecell[CYANOC][1] = 0.0;
+ hc_onecell[CYANOC][2] = 0.0;
+ hc_onecell[CYANOC][3] = 0.0;
+
+ hc_onecell[MAGENTAOC][0] = 0.0;
+ hc_onecell[MAGENTAOC][1] = 1.0;
+ hc_onecell[MAGENTAOC][2] = 0.0;
+ hc_onecell[MAGENTAOC][3] = 0.0;
+
+ hc_onecell[YELLOWOC][0] = 0.0;
+ hc_onecell[YELLOWOC][1] = 0.0;
+ hc_onecell[YELLOWOC][2] = 1.0;
+ hc_onecell[YELLOWOC][3] = 0.0;
+
+ hc_onecell[BLACKOC][0] = 0.0;
+ hc_onecell[BLACKOC][1] = 0.0;
+ hc_onecell[BLACKOC][2] = 0.0;
+ hc_onecell[BLACKOC][3] = 1.0;
+
+ hc_onecell[LIGHTGREYOC][0] = 0.0;
+ hc_onecell[LIGHTGREYOC][1] = 0.0;
+ hc_onecell[LIGHTGREYOC][2] = 0.0;
+ hc_onecell[LIGHTGREYOC][3] = 0.2;
+
+ hc_onecell[DARKGREYOC][0] = 0.0;
+ hc_onecell[DARKGREYOC][1] = 0.0;
+ hc_onecell[DARKGREYOC][2] = 0.0;
+ hc_onecell[DARKGREYOC][3] = 0.5;
+
+ hc_onecell[REDOC][0] = 0.0;
+ hc_onecell[REDOC][1] = 1.0;
+ hc_onecell[REDOC][2] = 1.0;
+ hc_onecell[REDOC][3] = 0.0;
+
+ hc_onecell[PURPLEOC][0] = 1.0;
+ hc_onecell[PURPLEOC][1] = 1.0;
+ hc_onecell[PURPLEOC][2] = 0.0;
+ hc_onecell[PURPLEOC][3] = 0.0;
+
+ hc_onecell[ORANGEOC][0] = 0.0;
+ hc_onecell[ORANGEOC][1] = 0.5;
+ hc_onecell[ORANGEOC][2] = 1.0;
+ hc_onecell[ORANGEOC][3] = 0.0;
+
+ /***********************************/
+ /* allocate and fill predefined color schemes, these are hardcoded */
+ ESL_ALLOC(hc_scheme, sizeof(float **) * 4);
+ for (z = 0; z < 4; z++) hc_scheme[z] = NULL;
+ ESL_ALLOC(hc_scheme[0], sizeof(float *) * 11);
+ for(z = 0; z < 11; z++) hc_scheme[0][z] = NULL;
+ for(z = 0; z < 11; z++) { ESL_ALLOC(hc_scheme[0][z], sizeof(float) * NCMYK); }
+ ESL_ALLOC(hc_scheme[1], sizeof(float *) * 11);
+ for(z = 0; z < 11; z++) hc_scheme[1][z] = NULL;
+ for(z = 0; z < 11; z++) { ESL_ALLOC(hc_scheme[1][z], sizeof(float) * NCMYK); }
+ ESL_ALLOC(hc_scheme[2], sizeof(float *) * 6);
+ for(z = 0; z < 6; z++) hc_scheme[2][z] = NULL;
+ for(z = 0; z < 6; z++) { ESL_ALLOC(hc_scheme[2][z], sizeof(float) * NCMYK); }
+ ESL_ALLOC(hc_scheme[3], sizeof(float *) * 6);
+ for(z = 0; z < 6; z++) hc_scheme[3][z] = NULL;
+ for(z = 0; z < 6; z++) { ESL_ALLOC(hc_scheme[3][z], sizeof(float) * NCMYK); }
+
+ ESL_ALLOC(hc_nbins, sizeof(int) * 4);
+ hc_nbins[0] = NRAINBOWRHSCHEME;
+ hc_nbins[1] = NRAINBOWRLSCHEME;
+ hc_nbins[2] = NRBSIXRHSCHEME;
+ hc_nbins[3] = NRBSIXRLSCHEME;
+
+ /***********************************/
+ /*Scheme 0 and 1: Rainbow(red high) 11 is 0, Rainbow (red low) 11 is 1 */
+ hc_scheme[0][ 0][0] = 0.92; hc_scheme[0][ 0][1] = 0.84; hc_scheme[0][ 0][2] = 0.00; hc_scheme[0][ 0][3] = 0.08; /*blue*/
+ hc_scheme[1][10][0] = 0.92; hc_scheme[1][10][1] = 0.84; hc_scheme[1][10][2] = 0.00; hc_scheme[1][10][3] = 0.08; /*blue*/
+
+ hc_scheme[0][ 1][0] = 0.78; hc_scheme[0][ 1][1] = 0.56; hc_scheme[0][ 1][2] = 0.00; hc_scheme[0][ 1][3] = 0.22;
+ hc_scheme[1][ 9][0] = 0.78; hc_scheme[1][ 9][1] = 0.56; hc_scheme[1][ 9][2] = 0.00; hc_scheme[1][ 9][3] = 0.22;
+
+ hc_scheme[0][ 2][0] = 0.50; hc_scheme[0][ 2][1] = 0.00; hc_scheme[0][ 2][2] = 0.00; hc_scheme[0][ 2][3] = 0.50;
+ hc_scheme[1][ 8][0] = 0.50; hc_scheme[1][ 8][1] = 0.00; hc_scheme[1][ 8][2] = 0.00; hc_scheme[1][ 8][3] = 0.50;
+
+ hc_scheme[0][ 3][0] = 0.61; hc_scheme[0][ 3][1] = 0.00; hc_scheme[0][ 3][2] = 0.56; hc_scheme[0][ 3][3] = 0.22;
+ hc_scheme[1][ 7][0] = 0.61; hc_scheme[1][ 7][1] = 0.00; hc_scheme[1][ 7][2] = 0.56; hc_scheme[1][ 7][3] = 0.22;
+
+ hc_scheme[0][ 4][0] = 0.42; hc_scheme[0][ 4][1] = 0.00; hc_scheme[0][ 4][2] = 1.00; hc_scheme[0][ 4][3] = 0.00;
+ hc_scheme[1][ 6][0] = 0.42; hc_scheme[1][ 6][1] = 0.00; hc_scheme[1][ 6][2] = 1.00; hc_scheme[1][ 6][3] = 0.00;
+
+ hc_scheme[0][ 5][0] = 0.00; hc_scheme[0][ 5][1] = 0.00; hc_scheme[0][ 5][2] = 1.00; hc_scheme[0][ 5][3] = 0.00;
+ hc_scheme[1][ 5][0] = 0.00; hc_scheme[1][ 5][1] = 0.00; hc_scheme[1][ 5][2] = 1.00; hc_scheme[1][ 5][3] = 0.00;
+
+ hc_scheme[0][ 6][0] = 0.00; hc_scheme[0][ 6][1] = 0.21; hc_scheme[0][ 6][2] = 1.00; hc_scheme[0][ 6][3] = 0.00;
+ hc_scheme[1][ 4][0] = 0.00; hc_scheme[1][ 4][1] = 0.21; hc_scheme[1][ 4][2] = 1.00; hc_scheme[1][ 4][3] = 0.00;
+
+ hc_scheme[0][ 7][0] = 0.00; hc_scheme[0][ 7][1] = 0.42; hc_scheme[0][ 7][2] = 1.00; hc_scheme[0][ 7][3] = 0.00;
+ hc_scheme[1][ 3][0] = 0.00; hc_scheme[1][ 3][1] = 0.42; hc_scheme[1][ 3][2] = 1.00; hc_scheme[1][ 3][3] = 0.00;
+
+ hc_scheme[0][ 8][0] = 0.00; hc_scheme[0][ 8][1] = 0.63; hc_scheme[0][ 8][2] = 1.00; hc_scheme[0][ 8][3] = 0.00;
+ hc_scheme[1][ 2][0] = 0.00; hc_scheme[1][ 2][1] = 0.63; hc_scheme[1][ 2][2] = 1.00; hc_scheme[1][ 2][3] = 0.00;
+
+ hc_scheme[0][ 9][0] = 0.00; hc_scheme[0][ 9][1] = 0.84; hc_scheme[0][ 9][2] = 1.00; hc_scheme[0][ 9][3] = 0.00;
+ hc_scheme[1][ 1][0] = 0.00; hc_scheme[1][ 1][1] = 0.84; hc_scheme[1][ 1][2] = 1.00; hc_scheme[1][ 1][3] = 0.00;
+
+ hc_scheme[0][10][0] = 0.00; hc_scheme[0][10][1] = 0.94; hc_scheme[0][10][2] = 1.00; hc_scheme[0][10][3] = 0.00; /*red*/
+ hc_scheme[1][ 0][0] = 0.00; hc_scheme[1][ 0][1] = 0.94; hc_scheme[1][ 0][2] = 1.00; hc_scheme[1][ 0][3] = 0.00; /*red*/
+ /***********************************/
+ /*Scheme 0 and 1: Rainbow(red high) 11 is 0, Rainbow (red low) 11 is 1 */
+ hc_scheme[2][0][0] = 0.92; hc_scheme[2][0][1] = 0.84; hc_scheme[2][0][2] = 0.00; hc_scheme[2][0][3] = 0.08; /*blue*/
+ hc_scheme[3][5][0] = 0.92; hc_scheme[3][5][1] = 0.84; hc_scheme[3][5][2] = 0.00; hc_scheme[3][5][3] = 0.08; /*blue*/
+
+ hc_scheme[2][1][0] = 0.50; hc_scheme[2][1][1] = 0.00; hc_scheme[2][1][2] = 0.00; hc_scheme[2][1][3] = 0.50;
+ hc_scheme[3][4][0] = 0.50; hc_scheme[3][4][1] = 0.00; hc_scheme[3][4][2] = 0.00; hc_scheme[3][4][3] = 0.50;
+
+ hc_scheme[2][2][0] = 0.42; hc_scheme[2][2][1] = 0.00; hc_scheme[2][2][2] = 1.00; hc_scheme[2][2][3] = 0.00;
+ hc_scheme[3][3][0] = 0.42; hc_scheme[3][3][1] = 0.00; hc_scheme[3][3][2] = 1.00; hc_scheme[3][3][3] = 0.00;
+
+ hc_scheme[2][3][0] = 0.00; hc_scheme[2][3][1] = 0.21; hc_scheme[2][3][2] = 1.00; hc_scheme[2][3][3] = 0.00;
+ hc_scheme[3][2][0] = 0.00; hc_scheme[3][2][1] = 0.21; hc_scheme[3][2][2] = 1.00; hc_scheme[3][2][3] = 0.00;
+
+ hc_scheme[2][4][0] = 0.00; hc_scheme[2][4][1] = 0.63; hc_scheme[2][4][2] = 1.00; hc_scheme[2][4][3] = 0.00;
+ hc_scheme[3][1][0] = 0.00; hc_scheme[3][1][1] = 0.63; hc_scheme[3][1][2] = 1.00; hc_scheme[3][1][3] = 0.00;
+
+ hc_scheme[2][5][0] = 0.00; hc_scheme[2][5][1] = 0.94; hc_scheme[2][5][2] = 1.00; hc_scheme[2][5][3] = 0.00; /*red*/
+ hc_scheme[3][0][0] = 0.00; hc_scheme[3][0][1] = 0.94; hc_scheme[3][0][2] = 1.00; hc_scheme[3][0][3] = 0.00; /*red*/
+ /***************************************************************/
+ master_mode = ALIMODE;
+ if(esl_opt_GetBoolean(go, "--indi")) master_mode = INDIMODE;
+ if(esl_opt_GetBoolean(go, "--mask-col")) master_mode = SIMPLEMASKMODE;
+ if(! esl_opt_IsDefault(go, "--mask-diff")) master_mode = SIMPLEMASKMODE;
+ if(! esl_opt_IsDefault(go, "--dfile")) master_mode = DRAWFILEMODE;
+
+ /***********************************************
+ * Open the MSA file; determine alphabet; set for digital input
+ ***********************************************/
+
+ fmt = eslMSAFILE_STOCKHOLM;
+ status = esl_msafile_Open(alifile, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s doesn't exist or is not readable\n", alifile);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of alignment %s\n", alifile);
+ else if (status != eslOK) esl_fatal("Alignment file open failed with error %d\n", status);
+
+ /* open postscript output file for writing */
+ if ((ofp = fopen(outfile, "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open output postscript file %s\n", esl_opt_GetArg(go, 2));
+
+ /* Assert RNA, it's the ribosome */
+ abc = esl_alphabet_Create(eslRNA);
+ afp->abc = abc;
+
+ /* Read the mask files, if nec */
+ if(! esl_opt_IsDefault(go, "--mask")) {
+ if((status = read_mask_file(esl_opt_GetString(go, "--mask"), errbuf, &mask, &masklen, &mask_has_internal_zeroes)) != eslOK) esl_fatal(errbuf);
+ }
+ if(! esl_opt_IsDefault(go, "--mask-diff")) {
+ if((status = read_mask_file(esl_opt_GetString(go, "--mask-diff"), errbuf, &mask2, &mask2len, &mask2_has_internal_zeroes)) != eslOK) esl_fatal(errbuf);
+ if(masklen != mask2len) esl_fatal("Mask in %f length (%d) differs from mask in %f (%d)!", esl_opt_GetString(go, "--mask"), masklen, esl_opt_GetString(go, "--mask-diff"), mask2len);
+ }
+
+ /* Read the alignment */
+ if((status = esl_msa_Read(afp, &msa)) == eslOK) {
+ read_msa = TRUE;
+ msa->abc = abc;
+ if(msa->rf == NULL) esl_fatal("First MSA in %s does not have RF annotation.", alifile);
+ clen = 0;
+ for(apos = 0; apos < msa->alen; apos++) if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) clen++;
+
+ /* We've read the alignment, now read the template postscript file (we do this second b/c the RF len of the alignment tells us which postscript template to use) */
+ if((status = parse_template_file(templatefile, go, errbuf, clen, &ps) != eslOK)) esl_fatal(errbuf);
+ /* determine position for header and legend */
+ if((status = setup_sspostscript(ps, errbuf) != eslOK)) esl_fatal(errbuf);
+
+ if(ps->clen == 0) esl_fatal("MSA has consensus (non-gap RF) length of %d which != template file consensus length of %d.", clen, ps->clen);
+ if(clen != ps->clen) esl_fatal("MSA has consensus (non-gap RF) length of %d which != template file consensus length of %d.", clen, ps->clen);
+
+ /* add the mask if there is one */
+ if(mask != NULL && (master_mode != SIMPLEMASKMODE)) add_mask_to_ss_postscript(ps, mask);
+ if(mask != NULL && ps->clen != masklen) esl_fatal("MSA has consensus (non-gap RF) length of %d which != lane mask length of %d from mask file %s.", clen, masklen, esl_opt_GetString(go, "--mask"));
+
+ if((status = validate_and_update_sspostscript_given_msa(go, ps, msa, errbuf)) != eslOK) esl_fatal(errbuf);
+
+ if(master_mode == ALIMODE) {
+ if(! esl_opt_GetBoolean(go, "-q")) {
+ if((status = infocontent_sspostscript(go, errbuf, ps, msa, hc_scheme, RBSIXRLSCHEME, hc_nbins[RBSIXRLSCHEME], hc_onecell, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ if(esl_opt_GetBoolean(go, "--struct")) {
+ if((status = structural_infocontent_sspostscript(go, errbuf, ps, msa, hc_scheme, RBSIXRLSCHEME, hc_nbins[RBSIXRLSCHEME], hc_onecell, DARKGREYOC, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ if(esl_opt_GetBoolean(go, "--ins")) { /* make a new postscript page marking insertions */
+ if((status = insert_sspostscript(go, errbuf, ps, msa, hc_scheme, RBSIXRHSCHEME, hc_nbins[RBSIXRHSCHEME], hc_onecell, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ if(esl_opt_GetBoolean(go, "--dall")) { /* make a new postscript page marking all deletes */
+ if((status = delete_sspostscript(go, errbuf, ps, msa, TRUE, hc_scheme, RBSIXRHSCHEME, hc_nbins[RBSIXRHSCHEME], hc_onecell, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ if(esl_opt_GetBoolean(go, "--dint")) { /* make a new postscript page marking internal deletes */
+ if((status = delete_sspostscript(go, errbuf, ps, msa, FALSE, hc_scheme, RBSIXRHSCHEME, hc_nbins[RBSIXRHSCHEME], hc_onecell, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ if(esl_opt_GetBoolean(go, "--prob")) {
+ if((status = posteriors_sspostscript(go, errbuf, ps, msa, hc_scheme, RBSIXRLSCHEME, hc_nbins[RBSIXRLSCHEME], hc_onecell, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ }
+ else if(master_mode == INDIMODE) {
+ if(! esl_opt_GetBoolean(go, "-q")) {
+ if((status = rf_seq_sspostscript(go, errbuf, ps, msa)) != eslOK) esl_fatal(errbuf);
+ }
+ /* determine which sequences we are going to draw diagrams for */
+ if(esl_opt_GetBoolean(go, "--all")) {
+ if((status = individual_seqs_sspostscript(go, errbuf, ps, msa)) != eslOK) esl_fatal(errbuf);
+ if(esl_opt_GetBoolean(go, "--prob")) {
+ if((status = posteriors_sspostscript(go, errbuf, ps, msa, hc_scheme, RBSIXRLSCHEME, hc_nbins[RBSIXRLSCHEME], hc_onecell, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ }
+ }
+ else if(master_mode == SIMPLEMASKMODE) {
+ if(esl_opt_GetBoolean(go, "--mask-col")) {
+ if(ps->clen != masklen) esl_fatal("MSA has consensus (non-gap RF) length of %d which != lane mask length of %d.", clen, masklen);
+ /* Paint positions excluded by the mask magenta, unless the mask has zero internal exclusions.
+ * Such a mask is a 'truncating' mask, that excludes only a 5' contiguous set of columns, and a 3' contiguous set of columns, in this case paint excluded positions light grey. */
+ if((status = colormask_sspostscript(go, errbuf, ps, msa, mask, hc_onecell, BLACKOC, (mask_has_internal_zeroes ? MAGENTAOC : LIGHTGREYOC))) != eslOK) esl_fatal(errbuf);
+ }
+ if(! esl_opt_IsDefault(go, "--mask-diff")) {
+ if((status = diffmask_sspostscript(go, errbuf, ps, msa, mask, mask2, hc_onecell, BLACKOC, CYANOC, MAGENTAOC, LIGHTGREYOC)) != eslOK) esl_fatal(errbuf);
+ }
+ }
+ else if(master_mode == DRAWFILEMODE) {
+ if((status = drawfile2sspostscript(go, errbuf, ps)) != eslOK) esl_fatal(errbuf);
+ }
+
+ if((status = draw_sspostscript(ofp, go, errbuf, command, date, hc_scheme, ps)) != eslOK) esl_fatal(errbuf);
+ free(command);
+ fclose(ofp);
+ esl_msa_Destroy(msa);
+ }
+ else {
+ /* If the msa read failed, we drop out to here with an informative status code.
+ */
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+ }
+ if (!read_msa) {
+ esl_fatal("No alignments found in file %s\n", alifile);
+ }
+ /* Cleanup, normal return
+ */
+ if(mask != NULL) free(mask);
+ if(date != NULL) free(date);
+ free_sspostscript(ps);
+ esl_alphabet_Destroy(abc);
+ esl_msafile_Close(afp);
+ esl_getopts_Destroy(go);
+ free(hc_nbins);
+ for(z = 0; z < NOC; z++) free(hc_onecell[z]);
+ free(hc_onecell);
+ for(z = 0; z < 11; z++) free(hc_scheme[0][z]);
+ for(z = 0; z < 11; z++) free(hc_scheme[1][z]);
+ for(z = 0; z < 6; z++) free(hc_scheme[2][z]);
+ for(z = 0; z < 6; z++) free(hc_scheme[3][z]);
+ free(hc_scheme[0]);
+ free(hc_scheme[1]);
+ free(hc_scheme[2]);
+ free(hc_scheme[3]);
+ free(hc_scheme);
+ return 0;
+
+ ERROR:
+ esl_fatal("Memory allocation error in main().");
+}
+
+/* Function: create_sspostscript()
+ *
+ * Purpose: Create and initialize a SS postscript data structure.
+ * Return: ps
+ */
+SSPostscript_t *
+create_sspostscript()
+{
+ int status;
+ SSPostscript_t *ps;
+
+ ESL_ALLOC(ps, sizeof(SSPostscript_t));
+
+ ps->npage = 0;
+ ps->modelname = NULL;
+ ps->modeA = NULL;
+ ps->descA = NULL;
+ ps->headerx = 0.;
+ ps->headery = 0.;
+ ps->headerx_desc = 0.;
+ ps->headerx_charsize = 0.;
+ ps->headery_charsize = 0.;
+ ps->desc_max_chars = 0;
+ ps->legx = 0.;
+ ps->legy = 0.;
+ ps->cur_legy = 0.;
+ ps->legx_charsize = 0.;
+ ps->legy_charsize = 0.;
+ ps->legx_max_chars = 0;
+ ps->legx_stats = 0.;
+ ps->pagex_max = 0.;
+ ps->pagey_max = 0.;
+ ps->scale = 0.;
+ ps->regurgA = NULL;
+ ps->nregurg = 0;
+ ps->hundredsxA = ps->hundredsyA = NULL;
+ ps->nhundreds = 0;
+ ps->ticksx1A = ps->ticksx2A = ps->ticksy1A = ps->ticksy2A = NULL;
+ ps->nticks = 0;
+ ps->bpx1A = ps->bpx2A = ps->bpy1A = ps->bpy2A = NULL;
+ ps->nbp = 0;
+ ps->rxA = ps->ryA = NULL;
+ ps->clen = 0;
+ ps->rrAA = NULL;
+ ps->rcolAAA = NULL;
+ ps->occlAAA = NULL;
+ ps->nocclA = NULL;
+ ps->sclAA = NULL;
+ ps->mask = NULL;
+ ps->nalloc = 50;
+ ps->msa_ct = NULL;
+ ps->msa_nbp = 0;
+ ps->msa_avglen = 0.;
+ ps->msa_avgid = 0.;
+ ps->uaseqlenA = NULL;
+ ps->seqidxA = NULL;
+ ps->msa = NULL;
+ return ps;
+
+ ERROR: esl_fatal("create_sspostscript(): memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+/* Function: setup_sspostscript()
+ *
+ * Purpose: Determine positions for header and legend in a SSPostscript_t()
+ * Return: eslOK
+ */
+int
+setup_sspostscript(SSPostscript_t *ps, char *errbuf)
+{
+ if(ps->clen == 0) ESL_FAIL(eslEINVAL, errbuf, "Failed to ready any residues in template file.");
+
+ /* set up legx, legy, this is a hack (takes advantage of position of 3' residue in all SSU models) */
+ ps->legx = ps->rxA[ps->clen-1] + LEGX_OFFSET;
+ ps->legy = ps->ryA[ps->clen-1] + LEGY_OFFSET;
+ ps->cur_legy = ps->legy;
+
+ ps->pagex_max = POSTSCRIPT_PAGEWIDTH / ps->scale;
+ ps->pagey_max = POSTSCRIPT_PAGEHEIGHT / ps->scale;
+
+ ps->headerx = 0. + PAGE_SIDEBUF;
+ ps->headery = ps->pagey_max - PAGE_TOPBUF - ((HEADER_FONTSIZE_UNSCALED) / ps->scale);
+
+ /* determine max number of residues we can print before we run off the page in the legend section */
+ float xroom, yroom;
+ xroom = ps->pagex_max - ps->legx;
+ yroom = (ps->legy - ps->pagey_max) * -1;
+ ps->legx_charsize = (LEG_FONTSIZE_UNSCALED / COURIER_HEIGHT_WIDTH_RATIO) / ps->scale;
+ ps->legy_charsize = (LEG_FONTSIZE_UNSCALED) / ps->scale;
+ ps->legx_max_chars = (int) (xroom / ps->legx_charsize);
+ ps->legy_max_chars = (int) (yroom / ps->legy_charsize);
+ ps->legx_stats = ps->pagex_max - PAGE_SIDEBUF - (LEG_EXTRA_COLUMNS * ps->legx_charsize);
+
+ /* determine max size of description that will fit in header */
+ float header_fontwidth, header_max_chars;
+ header_fontwidth = (HEADER_FONTSIZE_UNSCALED / COURIER_HEIGHT_WIDTH_RATIO) / ps->scale;
+ ps->headerx_charsize = (HEADER_FONTSIZE_UNSCALED / COURIER_HEIGHT_WIDTH_RATIO) / ps->scale;
+ header_max_chars = (int) (ps->pagex_max / ps->headerx_charsize) - 2;
+ ps->headery_charsize = (HEADER_FONTSIZE_UNSCALED) / ps->scale;
+ ps->desc_max_chars = header_max_chars - (HEADER_MODELNAME_MAXCHARS + 6 + 6 + 8 +2); /*6,6,8 for #res,#bps,#seq plus 2 spaces each, plus 2 for after name */
+ ps->headerx_desc = ps->pagex_max - PAGE_SIDEBUF - (ps->desc_max_chars * ps->headerx_charsize);
+
+ return eslOK;
+}
+
+/* Function: free_sspostscript()
+ *
+ * Purpose: Free a SS postscript data structure.
+ * Return: (void)
+ */
+void
+free_sspostscript(SSPostscript_t *ps)
+{
+ int i, p, c, l;
+
+ if(ps->modelname != NULL) free(ps->modelname);
+
+ if(ps->modeA != NULL) free(ps->modeA);
+
+ if(ps->descA != NULL) {
+ for(i = 0; i < ps->npage; i++) {
+ if(ps->descA[i] != NULL) {
+ free(ps->descA[i]);
+ }
+ }
+ free(ps->descA);
+ }
+
+ if(ps->regurgA != NULL) {
+ for(i = 0; i < ps->nregurg; i++) {
+ if(ps->regurgA[i] != NULL) {
+ free(ps->regurgA[i]);
+ }
+ }
+ free(ps->regurgA);
+ }
+
+ if(ps->hundredsxA != NULL) free(ps->hundredsxA);
+ if(ps->hundredsyA != NULL) free(ps->hundredsyA);
+ if(ps->ticksx1A != NULL) free(ps->ticksx1A);
+ if(ps->ticksy1A != NULL) free(ps->ticksy1A);
+ if(ps->ticksx2A != NULL) free(ps->ticksx2A);
+ if(ps->ticksy2A != NULL) free(ps->ticksy2A);
+ if(ps->bpx1A != NULL) free(ps->bpx1A);
+ if(ps->bpy1A != NULL) free(ps->bpy1A);
+ if(ps->bpx2A != NULL) free(ps->bpx2A);
+ if(ps->bpy2A != NULL) free(ps->bpy2A);
+ if(ps->rxA != NULL) free(ps->rxA);
+ if(ps->ryA != NULL) free(ps->ryA);
+
+ if(ps->rrAA != NULL) {
+ for(p = 0; p < ps->npage; p++)
+ if(ps->rrAA[p] != NULL) free(ps->rrAA[p]);
+ free(ps->rrAA);
+ }
+
+ if(ps->rcolAAA != NULL) {
+ for(p = 0; p < ps->npage; p++) {
+ if(ps->rcolAAA[p] != NULL) {
+ for(c = 0; c < ps->clen; c++) free(ps->rcolAAA[p][c]);
+ free(ps->rcolAAA[p]);
+ }
+ }
+ free(ps->rcolAAA);
+ }
+
+ if(ps->occlAAA != NULL) {
+ for(p = 0; p < ps->npage; p++) {
+ if(ps->occlAAA[p] != NULL) {
+ for(l = 0; l < ps->nocclA[p]; l++) {
+ if(ps->occlAAA[p][l]->text != NULL) free(ps->occlAAA[p][l]->text);
+ free(ps->occlAAA[p][l]); /* rest is statically allocated memory */
+ }
+ free(ps->occlAAA[p]);
+ }
+ }
+ free(ps->occlAAA);
+ }
+
+ if(ps->sclAA != NULL) {
+ for(p = 0; p < ps->npage; p++) {
+ if(ps->sclAA[p] != NULL) {
+ if(ps->sclAA[p]->limits != NULL) free(ps->sclAA[p]->limits);
+ if(ps->sclAA[p]->counts != NULL) free(ps->sclAA[p]->counts);
+ if(ps->sclAA[p]->counts_masked != NULL) free(ps->sclAA[p]->counts_masked);
+ if(ps->sclAA[p]->text1 != NULL) free(ps->sclAA[p]->text1);
+ if(ps->sclAA[p]->text2 != NULL) free(ps->sclAA[p]->text2);
+ free(ps->sclAA[p]); /* statically allocated memory */
+ }
+ }
+ free(ps->sclAA);
+ }
+
+ if(ps->nocclA != NULL) free(ps->nocclA);
+ if(ps->msa_ct != NULL) free(ps->msa_ct);
+ if(ps->mask != NULL) free(ps->mask);
+ if(ps->seqidxA != NULL) free(ps->seqidxA);
+ if(ps->uaseqlenA != NULL) free(ps->uaseqlenA);
+
+ free(ps);
+ return;
+}
+
+/* Function: create_onecell_colorlegend()
+ *
+ * Purpose: Create and initialize a one cell color legend data structure.
+ * Return: occl
+ */
+OneCellColorLegend_t *
+create_onecell_colorlegend(float *col, int nres, int nres_masked)
+{
+ int status;
+ OneCellColorLegend_t *occl;
+
+ ESL_ALLOC(occl, sizeof(OneCellColorLegend_t));
+
+ /* initialize */
+ esl_vec_FSet(occl->col, NCMYK, 0.);
+ occl->text = NULL;
+
+ /* set caller specified values */
+ esl_vec_FCopy(col, NCMYK, occl->col);
+
+ occl->nres = nres;
+ occl->nres_masked = nres_masked;
+ return occl;
+
+ ERROR: esl_fatal("create_onecell_colorlegend(): memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+
+/* Function: create_scheme_colorlegend()
+ *
+ * Purpose: Create and initialize a scheme color legend data structure.
+ * Return: scl
+ */
+SchemeColorLegend_t *
+create_scheme_colorlegend(int scheme, int nbins, float *limits)
+{
+ int status;
+ SchemeColorLegend_t *scl;
+ int i;
+ int *counts;
+ int *counts_masked;
+ ESL_ALLOC(scl, sizeof(SchemeColorLegend_t));
+
+ /* initialize */
+ scl->text1 = NULL;
+ scl->text2 = NULL;
+
+ /* set caller specified values */
+ scl->scheme = scheme;
+ scl->nbins = nbins;
+ ESL_ALLOC(scl->limits, sizeof(float) * (nbins+1));
+ for(i = 0; i <= nbins; i++) { scl->limits[i] = limits[i]; }
+
+ ESL_ALLOC(counts, sizeof(int) * nbins);
+ ESL_ALLOC(counts_masked, sizeof(int) * nbins);
+ esl_vec_ISet(counts, nbins, 0);
+ esl_vec_ISet(counts_masked, nbins, 0);
+ scl->counts = counts;
+ scl->counts_masked = counts_masked;
+
+ return scl;
+
+ ERROR: esl_fatal("create_scheme_colorlegend(): memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+/* Function: add_text_to_scheme_colorlegend()
+ *
+ * Purpose: Add text to an existing scheme color legend data structure.
+ * Throws: Exception if the text is too long.
+ */
+int
+add_text_to_scheme_colorlegend(SchemeColorLegend_t *scl, char *text, int legx_max_chars, char *errbuf)
+{
+ int status;
+ int i, idx;
+ int max_chars_per_line;
+
+ if(scl->text1 != NULL) esl_fatal("add_text_to_scheme_colorlegend(), text already exists!\n");
+ if(scl->text2 != NULL) esl_fatal("add_text_to_scheme_colorlegend(), text already exists!\n");
+ if(text == NULL) esl_fatal("add_text_to_scheme_colorlegend(), passed in text is NULL!\n");
+
+ max_chars_per_line = legx_max_chars - LEG_EXTRA_COLUMNS -2;
+ if(((int) strlen(text)) <= max_chars_per_line) {
+ /* case 1, entire text can fit in one line */
+ if((status = esl_strdup(text, -1, &(scl->text1))) != eslOK) esl_fatal("add_text_to_scheme_colorlegend(), error copying text");
+ return eslOK;
+ }
+ else if(((int) strlen(text)) > ((2 * max_chars_per_line) - 6)) {
+ /* case 2, entire text can't even fit in two lines,
+ * (this is inexact doesn't account for size of words which is an issue b/c we break at newline,
+ * this is why I have the extra '- 6');
+ */
+ ESL_FAIL(eslEINVAL, errbuf, "add_text_to_scheme_colorlegend(), text is %d chars, max allowed is %d (%s)\n", (int) strlen(text), ((2 * max_chars_per_line) - 6), text);
+ }
+ else { /* split it up into two lines */
+ idx = max_chars_per_line - 1;
+ while(text[idx] != ' ') {
+ idx--;
+ if(idx < 0) ESL_FAIL(eslEINVAL, errbuf, "add_text_to_scheme_colorlegend(), couldn't find a breakpoint for splitting the string (%s)\n", text);
+ }
+ /* copy first string into text1 */
+ ESL_ALLOC(scl->text1, sizeof(char) * (idx+1));
+ for(i = 0; i < idx; i++) scl->text1[i] = text[i];
+ scl->text1[idx] = '\0';
+ /* copy remainder into text2 */
+ int len = (int) strlen(text);
+ idx++;
+ ESL_ALLOC(scl->text2, sizeof(char) * (len - idx+1));
+ for(i = idx; i < len; i++) scl->text2[i-idx] = text[i];
+ scl->text2[len-idx] = '\0';
+ }
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "Error adding text to scheme_colorlegend probably out of memory");
+}
+
+
+/* Function: add_text_to_onecell_colorlegend()
+ *
+ * Purpose: Add text to an existing one cell color legend data structure.
+ * Throws: Exception if the text is too long.
+ */
+int
+add_text_to_onecell_colorlegend(SSPostscript_t *ps, OneCellColorLegend_t *occl, char *text, int legx_max_chars, char *errbuf)
+{
+ int status;
+ int max_chars_per_line;
+ if(occl->text != NULL) esl_fatal("add_text_to_onecell_colorlegend(), text already exists!\n");
+ if(text == NULL) esl_fatal("add_text_to_onecell_colorlegend(), passed in text is NULL!\n");
+
+ max_chars_per_line = legx_max_chars - LEG_EXTRA_COLUMNS - 2 - ((int) ((LEG_BOXSIZE * 1.5) / ps->legx_charsize));
+ /*printf("max: %d cur: %d text: %s\n", max_chars_per_line, (int) strlen(text), text);*/
+ if(((int) strlen(text)) > (max_chars_per_line)) {
+ ESL_FAIL(eslEINVAL, errbuf, "add_text_to_onecell_colorlegend(), text is %d chars, max allowed is %d (%s)\n", (int) strlen(text), max_chars_per_line, text);
+ }
+ if((status = esl_strdup(text, -1, &(occl->text))) != eslOK) esl_fatal("add_text_to_onecell_colorlegend(), error copying text");
+ return eslOK;
+}
+
+/* Function: add_page_desc_to_sspostscript()
+ *
+ * Purpose: Add text describing a particular page of a postscript object.
+ * Throws: Exception if the text is too long.
+ */
+int
+add_page_desc_to_sspostscript(SSPostscript_t *ps, int page, char *text, char *errbuf)
+{
+ int status;
+ int i, j;
+ int max_both_lines;
+
+ if(ps->descA[page] != NULL) ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), description for page %d already exists!\n", page);
+ if(text == NULL) ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), passed in text is NULL!\n");
+
+ max_both_lines =(2. * ps->desc_max_chars);
+ if(ps->modeA[page] == INDIMODE || ps->modeA[page] == SIMPLEMASKMODE)
+ max_both_lines--; /* b/c we have to add a '-' to split up the larger strings onto 2 lines */
+
+ /* check to see if we can fit the text onto two lines of max width ps->desc_max_chars */
+ int textlen = (int) strlen(text);
+ if(textlen <= ps->desc_max_chars) { /* fine, this will fit on one line */
+ if((status = esl_strdup(text, -1, &(ps->descA[page]))) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), error copying text");
+ }
+ else if (textlen <= max_both_lines) {
+ if(ps->modeA[page] == ALIMODE) {
+ /* maybe fine, make sure there's a break point (space ' ') that will break this string into two strings of length <= ps->desc_max_chars */
+ i = ps->desc_max_chars;
+ while(text[i] != ' ') {
+ i--;
+ if(i < 0) ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), first word of text (%s) is more than max allowed of %d chars", text, ps->desc_max_chars);
+ }
+ /* found last space before max width, make sure it breaks the line up into two chunks of valid size */
+ if((textlen - (i+1)) <= ps->desc_max_chars) { /* we're good */
+ if((status = esl_strdup(text, -1, &(ps->descA[page]))) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), error copying text");
+ ps->descA[page][i] = '\n'; /* so we can remember where the break is */
+ }
+ else ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), couldn't find break point (' ') for partitioning text into two valid size chunks (%s)", text);
+ }
+ else { /* INDIMODE or SIMPLEMASKMODE, sequence/mask name bigger than 1 line, but not 2, we put a '-' in it at the end of line 1 and add a '\n' so we remember where it was */
+ ESL_ALLOC(ps->descA[page], sizeof(char) * (textlen + 3)); /* +3 so we have space for the extra '-' and '\n' */
+ for(i = 0; i < ps->desc_max_chars; i++) ps->descA[page][i] = text[i];
+ i = ps->desc_max_chars;
+ ps->descA[page][i] = '-';
+ i++;
+ ps->descA[page][i] = '\n';
+ for(i = ps->desc_max_chars; i < textlen; i++) ps->descA[page][i+2] = text[i];
+ ps->descA[page][textlen+2] = '\0';
+ }
+ }
+ else /* the text won't fit on two lines */
+ if(ps->modeA[page] != INDIMODE) { /* not fine, this won't fit on two lines */
+ ESL_FAIL(eslEINVAL, errbuf, "add_page_desc_to_sspostscript(), text is %d chars, max allowed is %d (%s)\n", textlen, 2 * ps->desc_max_chars, text);
+ }
+ else { /* INDIMODE or SIMPLEMASKMODE, sequence/mask name exceeds max, we put a '-' in it at the end of line 1 and truncate it */
+ ESL_ALLOC(ps->descA[page], sizeof(char) * (max_both_lines + 2)); /* +2 so we have space for the extra '\n' (which we won't print), and the '\0' */
+ /* first look to see if there's a space before desc_max_chars, this will never happen for a seq name, but may for a mask description */
+ j = ps->desc_max_chars;
+ while(text[j] != ' ' && j > 0) {
+ j--;
+ }
+ if(j == 0) { j = ps->desc_max_chars; } /* no space */
+ for(i = 0; i < j; i++) ps->descA[page][i] = text[i];
+ i = j;
+ if(j == ps->desc_max_chars && text[j] != ' ') {
+ ps->descA[page][i] = '-';
+ }
+ i++;
+ ps->descA[page][i] = '\n';
+ for(i = j; i < j + ps->desc_max_chars; i++) ps->descA[page][i+2] = text[i];
+ ps->descA[page][i+2] = '\0';
+ }
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "add_page_desc_to_sspostscript() error, probably out of memory.");
+}
+
+
+/* Function: add_diffmask_page_desc_to_sspostscript()
+ *
+ * Purpose: Add text describing a diff mask page of a postscript object.
+ * Throws: Exception if the text is too long.
+ */
+int
+add_diffmask_page_desc_to_sspostscript(SSPostscript_t *ps, int page, char *mask1, char *mask2, char *errbuf)
+{
+ int status;
+ int i;
+ char *mask1desc = NULL;
+ char *mask2desc = NULL;
+ int len2copy;
+ int mask1len;
+ int mask2len;
+ void *tmp;
+
+ if(ps->descA[page] != NULL) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), description for page %d already exists!\n", page);
+ if(mask1 == NULL) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), passed in mask1 is NULL!\n");
+ if(mask2 == NULL) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), passed in mask2 is NULL!\n");
+
+ /* check to see if we can fit the text onto two lines of max width ps->desc_max_chars */
+ mask1len = (int) strlen(mask1);
+ mask2len = (int) strlen(mask2);
+ if((status = esl_strcat(&(mask1desc), -1, "mask 1: ", -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+ if((mask1len + 8) <= ps->desc_max_chars) { /* this will fit on one line */
+ if((status = esl_strcat(&(mask1desc), -1, mask1, -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+ }
+ else { /* won't fit on one line, include as much as we can */
+ len2copy = ps->desc_max_chars - 8 - 3; /* 8 is for "mask 1: " at beginning, 3 is for "..." at end */
+ ESL_RALLOC(mask1desc, tmp, sizeof(char) * ps->desc_max_chars+1);
+ for(i = 0; i < len2copy; i++) {
+ mask1desc[8+i] = mask1[i];
+ }
+ mask1desc[8+len2copy] = '.';
+ mask1desc[8+len2copy+1] = '.';
+ mask1desc[8+len2copy+2] = '.';
+ mask1desc[8+len2copy+3] = '\0';
+ }
+
+ /* repeat for mask 2 */
+ if((status = esl_strcat(&(mask2desc), -1, "mask 2: ", -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+ if((mask2len + 8) <= ps->desc_max_chars) { /* this will fit on one line */
+ if((status = esl_strcat(&(mask2desc), -1, mask2, -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+ }
+ else { /* won't fit on one line, include as much as we can */
+ len2copy = ps->desc_max_chars - 8 - 3; /* 8 is for "mask 1: " at beginning, 3 is for "..." at end */
+ ESL_RALLOC(mask2desc, tmp, sizeof(char) * ps->desc_max_chars+1);
+ for(i = 0; i < len2copy; i++) {
+ mask2desc[8+i] = mask2[i];
+ }
+ mask2desc[8+len2copy] = '.';
+ mask2desc[8+len2copy+1] = '.';
+ mask2desc[8+len2copy+2] = '.';
+ mask2desc[8+len2copy+3] = '\0';
+ }
+
+ /* concatenate them in ps->descA[page] */
+ if((status = esl_strcat(&(ps->descA[page]), -1, mask1desc, -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+ if((status = esl_strcat(&(ps->descA[page]), -1, "\n", -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+ if((status = esl_strcat(&(ps->descA[page]), -1, mask2desc, -1)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "add_diffmask_page_desc_to_sspostscript(), error copying text");
+
+ free(mask1desc);
+ free(mask2desc);
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "add_page_desc_to_sspostscript() error, probably out of memory.");
+}
+
+/* Function: add_mask_to_sspostscript
+ *
+ * Purpose: Add a mask to a sspostscript object.
+ */
+int
+add_mask_to_ss_postscript(SSPostscript_t *ps, char *mask)
+{
+ int status;
+ if(ps->mask != NULL) { esl_fatal("add_mask_to_ss_postscript(), mask is non-null!\n"); }
+ if(mask == NULL) esl_fatal("add_mask_to_ss_postscript(), passed in mask is NULL!\n");
+ if((status = esl_strdup(mask, -1, &(ps->mask))) != eslOK) esl_fatal("add_mask_to_ss_postscript(), error copying mask");
+ return eslOK;
+}
+
+
+/* Function: draw_legend_column_headers()
+ *
+ * Purpose: Draw the legend column headers.
+ * Return: eslOK
+ */
+int
+draw_legend_column_headers(FILE *fp, SSPostscript_t *ps, char *errbuf)
+{
+ int status;
+ int i;
+ float x, y, legend_fontsize;
+ char *cur_string;
+ int cur_width = 0;
+
+ legend_fontsize = LEG_FONTSIZE_UNSCALED / ps->scale;
+
+ x = ps->legx;
+ y = ps->cur_legy;
+ if(ps->mask != NULL) {
+ y -= 0.625 * LEG_BOXSIZE;
+ }
+ /*fprintf(fp, "/%s findfont %f scalefont setfont\n", SPECIAL_FONT, legend_fontsize);*/
+ fprintf(fp, "(%s) %.4f %.4f moveto show\n", "LEGEND", x, (y + (LEG_BOXSIZE * .25)));
+ /*fprintf(fp, "/%s findfont %f scalefont setfont\n", LEG_FONT, legend_fontsize);*/
+
+ x = ps->legx_stats;
+ y = ps->cur_legy;
+ cur_width = ps->legx_max_chars - LEG_EXTRA_COLUMNS -2;
+
+ ESL_ALLOC(cur_string, sizeof(char) * (cur_width+1));
+ for(i = 0; i < cur_width; i++) cur_string[i] = '-';
+ cur_string[cur_width] = '\0';
+
+ if(ps->mask != NULL) {
+ fprintf(fp, "(%4s %4s) %.4f %.4f moveto show\n", "", " in ", x, (y + (LEG_BOXSIZE * .25)));
+ y -= 0.625 * LEG_BOXSIZE;
+ fprintf(fp, "(%4s %4s) %.4f %.4f moveto show\n", "all", "mask", x, (y + (LEG_BOXSIZE * .25)));
+ y -= 0.625 * LEG_BOXSIZE;
+ fprintf(fp, "(%s) %.4f %.4f moveto show\n", cur_string, ps->legx, (y + (LEG_BOXSIZE * .25)));
+ fprintf(fp, "(---- ----) %.4f %.4f moveto show\n", x, (y + (LEG_BOXSIZE * .25)));
+ }
+ else {
+ fprintf(fp, "(%5s) %.4f %.4f moveto show\n", "count", x, (y + (LEG_BOXSIZE * .25)));
+ y -= 0.625 * LEG_BOXSIZE;
+ fprintf(fp, "(%s) %.4f %.4f moveto show\n", cur_string, ps->legx, (y + (LEG_BOXSIZE * .25)));
+ fprintf(fp, "(-----) %.4f %.4f moveto show\n", x, (y + (LEG_BOXSIZE * .25)));
+ }
+ ps->cur_legy = y - (1.0 * LEG_BOXSIZE);
+
+ free(cur_string);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "ERROR drawing legend column headers, probably out of memory.");
+}
+
+/* Function: draw_onecell_colorlegend()
+ *
+ * Purpose: Print a one cell color legend to an open file.
+ * Return: eslOK
+ */
+int
+draw_onecell_colorlegend(FILE *fp, OneCellColorLegend_t *occl, SSPostscript_t *ps, int occl_idx)
+{
+ float x, y;
+ int cp;
+ float fontsize;
+
+ /* object is valid, print it */
+ x = ps->legx;
+ y = ps->cur_legy;
+
+ fontsize = LEG_FONTSIZE_UNSCALED / ps->scale;
+
+ /* print cell */
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x, y);
+ fprintf(fp, " 0 %.3f rlineto %.3f 0 rlineto 0 %.3f rlineto closepath\n", LEG_BOXSIZE, LEG_BOXSIZE, (-1 * LEG_BOXSIZE));
+ fprintf(fp, " ");
+ for(cp = 0; cp < NCMYK; cp++) fprintf(fp, "%.4f ", occl->col[cp]);
+ fprintf(fp, "setcmykcolor\n");
+ fprintf(fp, " fill\n");
+
+ x += LEG_BOXSIZE * 1.5;
+
+ /* print text for this legend */
+ if(occl->text != NULL) {
+ /* back to black */
+ fprintf(fp, " 0.00 0.00 0.00 1.00 setcmykcolor\n");
+ fprintf(fp, "/%s findfont %f scalefont setfont\n", LEG_FONT, fontsize);
+ fprintf(fp, "(%s) %.4f %.4f moveto show\n", occl->text, x, y + (LEG_BOXSIZE * 0.25));
+
+ /* print stats */
+ x = ps->legx_stats;
+ if(ps->mask != NULL) {
+ fprintf(fp, "(%4d %4d) %.4f %.4f moveto show\n", occl->nres, occl->nres_masked, x, y + (LEG_BOXSIZE * 0.25));
+ }
+ else {
+ fprintf(fp, "(%5d) %.4f %.4f moveto show\n", occl->nres, x, y + (LEG_BOXSIZE * 0.25));
+ }
+ }
+
+ /* reset color to black */
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", 0., 0., 0., 1.);
+ y -= LEG_BOXSIZE * 1.5;
+ ps->cur_legy = y;
+
+ return eslOK;
+}
+
+
+/* Function: draw_scheme_colorlegend()
+ *
+ * Purpose: Print a scheme color legend to an open file.
+ * Return: eslOK
+ */
+int
+draw_scheme_colorlegend(const ESL_GETOPTS *go, FILE *fp, SchemeColorLegend_t *scl, float **hc_scheme, SSPostscript_t *ps, int page)
+{
+ float x, y;
+ int cp;
+ int c,i,n1s;
+ float fontsize;
+ int do_circle_mask, do_square_mask, do_x_mask, do_border;
+ int do_mask;
+ float old_x;
+
+ do_mask = (ps->mask == NULL) ? FALSE : TRUE;
+ do_border = (!esl_opt_GetBoolean(go, "--mask-a"));
+ do_circle_mask = do_square_mask = do_x_mask = FALSE;
+ if(esl_opt_GetBoolean(go, "--mask-u")) { do_square_mask = TRUE; }
+ else if(esl_opt_GetBoolean(go, "--mask-x")) { do_x_mask = TRUE; }
+ else do_circle_mask = TRUE;
+
+ x = ps->legx;
+ y = ps->cur_legy;
+ //y = ps->legy - (ps->nocclA[page] * (LEG_BOXSIZE * 1.5));
+ fontsize = LEG_FONTSIZE_UNSCALED / ps->scale;
+ fprintf(fp, "/%s findfont %f scalefont setfont\n", LEG_FONT, fontsize);
+ fprintf(fp, " 0.00 0.00 0.00 1.00 setcmykcolor\n");
+
+
+ float colvec[NCMYK];
+ colvec[0] = colvec[1] = colvec[2] = 0.;
+ colvec[3] = 1.0;
+ if(do_mask) { /* print cells showing difference between masked and unmasked */
+ /*x -= LEG_BOXSIZE;*/
+ /*y -= LEG_BOXSIZE;*/
+ fprintf(fp, "%.1f setlinewidth\n", LEG_BOXSIZE/4.);
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x, y);
+ fprintf(fp, " 0 %.3f rlineto %.3f 0 rlineto 0 %.3f rlineto closepath\n", LEG_BOXSIZE, LEG_BOXSIZE, (-1 * LEG_BOXSIZE));
+ fprintf(fp, " ");
+ for(cp = 0; cp < NCMYK; cp++) {
+ fprintf(fp, "%.4f ", colvec[cp]);
+ }
+ fprintf(fp, "setcmykcolor\n");
+ fprintf(fp, " fill\n");
+
+ /* print label */
+ x += LEG_BOXSIZE * 1.5;
+ y += LEG_BOXSIZE * 0.625;
+ fprintf(fp, "(included by mask) %.4f %.4f moveto show\n", x, y);
+ y -= LEG_BOXSIZE * 0.625;
+ fprintf(fp, "((all colors)) %.4f %.4f moveto show\n", x, y);
+ x -= LEG_BOXSIZE * 1.5;
+
+ /* print stats for included by mask */
+ old_x = x;
+ n1s = 0;
+ for(i = 0; i < ps->clen; i++) if(ps->mask[i] == '1') n1s++;
+ x = ps->legx_stats;
+ y += LEG_BOXSIZE * 0.3125;
+ fprintf(fp, "(%4s %4d) %.4f %.4f moveto show\n", "-", n1s, x, y);
+ y -= LEG_BOXSIZE * 0.3125;
+
+ x = old_x;
+ y -= LEG_BOXSIZE * 1.5;
+ draw_masked_block(fp, x, y, colvec, do_circle_mask, do_square_mask, do_x_mask, do_border, LEG_BOXSIZE);
+
+ x += LEG_BOXSIZE * 1.5;
+ y += LEG_BOXSIZE * 0.625;
+ fprintf(fp, "(excluded by mask) %.4f %.4f moveto show\n", x, y);
+ y -= LEG_BOXSIZE * 0.625;
+ fprintf(fp, "((all colors)) %.4f %.4f moveto show\n", x, y);
+
+ /* print stats for excluded by mask */
+ old_x = x;
+ x = ps->legx_stats;
+ y += LEG_BOXSIZE * 0.3125;
+ fprintf(fp, "(%4s %4d) %.4f %.4f moveto show\n", "-", ps->clen-n1s, x, y);
+
+ y -= LEG_BOXSIZE * 1.8125;
+ x = ps->legx;
+ }
+
+ /* print text for this legend */
+ if(scl->text1 != NULL) {
+ if(scl->text2 == NULL) {
+ fprintf(fp, "(%s:) %.4f %.4f moveto show\n", scl->text1, x, (y + (LEG_BOXSIZE * .25)));
+ }
+ else {
+ fprintf(fp, "(%s) %.4f %.4f moveto show\n", scl->text1, x, (y + (LEG_BOXSIZE * .25)));
+ y -= LEG_BOXSIZE * 0.625;
+ fprintf(fp, "(%s:) %.4f %.4f moveto show\n", scl->text2, x, (y + (LEG_BOXSIZE * .25)));
+ }
+ }
+ y -= LEG_BOXSIZE;
+
+ /* print masked scheme color cells */
+ /*if(do_mask) {
+ fprintf(fp, "%.1f setlinewidth\n", LEG_BOXSIZE/4.);
+ for(c = 0; c < scl->nbins; c++) {
+ draw_masked_block(fp, x, y, hc_scheme[c], do_circle_mask, do_square_mask, do_x_mask, do_border, LEG_BOXSIZE);
+ y -= LEG_BOXSIZE;
+ }
+ y += (LEG_BOXSIZE * scl->nbins);
+ x += 1.5 * LEG_BOXSIZE;
+ fprintf(fp, "1.0 setlinewidth\n");
+ }
+ */
+
+ /* print scheme color cells and labels next to them */
+ for(c = 0; c < scl->nbins; c++) {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x, y);
+ fprintf(fp, " 0 %.3f rlineto %.3f 0 rlineto 0 %.3f rlineto closepath\n", LEG_BOXSIZE, LEG_BOXSIZE, (-1 * LEG_BOXSIZE));
+ fprintf(fp, " ");
+ for(cp = 0; cp < NCMYK; cp++) {
+ fprintf(fp, "%.4f ", hc_scheme[c][cp]);
+ }
+ fprintf(fp, "setcmykcolor\n");
+ fprintf(fp, " fill\n");
+
+ /* print label */
+ x += LEG_BOXSIZE * 1.5;
+ y += LEG_BOXSIZE * 0.25;
+ fprintf(fp, " 0.00 0.00 0.00 1.00 setcmykcolor\n");
+ if(c == scl->nbins-1) fprintf(fp, "(\\[%.3f-%.3f\\]) %.4f %.4f moveto show\n", scl->limits[c], scl->limits[c+1], x, y);
+ else fprintf(fp, "(\\[%.3f-%.3f\\)) %.4f %.4f moveto show\n", scl->limits[c], scl->limits[c+1], x, y);
+
+ /* print stats */
+ old_x = x;
+ x = ps->legx_stats;
+ if(ps->mask != NULL) {
+ fprintf(fp, "(%4d %4d) %.4f %.4f moveto show\n", scl->counts[c], scl->counts_masked[c], x, y);
+ }
+ else {
+ fprintf(fp, "(%5d) %.4f %.4f moveto show\n", scl->counts[c], x, y);
+ }
+
+ x = old_x - LEG_BOXSIZE * 1.5;
+ y -= LEG_BOXSIZE * 0.25;
+ y -= LEG_BOXSIZE;
+ }
+
+ /* reset color to black */
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", 0., 0., 0., 1.);
+
+ ps->cur_legy = y;
+ return eslOK;
+}
+
+/* Function: draw_sspostscript()
+ *
+ * Purpose: Print a SS postscript data structure.
+ * Return: eslOK on success;
+ * eslEINCOMPAT if ps->npage == 0
+ */
+int
+draw_sspostscript(FILE *fp, const ESL_GETOPTS *go, char *errbuf, char *command, char *date, float ***hc_scheme, SSPostscript_t *ps)
+{
+ int status;
+ int p, pi, i, c, l, si;
+ int do_circle_mask, do_square_mask, do_x_mask, do_border;
+ int *page_orderA;
+ int rfoffset;
+
+ do_border = (!esl_opt_GetBoolean(go, "--mask-a"));
+ do_circle_mask = do_square_mask = do_x_mask = FALSE;
+ if(esl_opt_GetBoolean(go, "--mask-u")) { do_square_mask = TRUE; }
+ else if(esl_opt_GetBoolean(go, "--mask-x")) { do_x_mask = TRUE; }
+ else do_circle_mask = TRUE;
+
+ if(ps->npage == 0) ESL_FAIL(eslEINCOMPAT, errbuf, "draw_sspostscript, ps->npage == 0\n");
+
+ /* determine print order or pages, this is just 0..npage-1 UNLESS:
+ * --indi and --all and --prob all enabled, in which case, we put the
+ * posteriors immediately after the sequences
+ */
+ ESL_ALLOC(page_orderA, sizeof(int) * ps->npage);
+ if(esl_opt_GetBoolean(go, "--indi") &&
+ esl_opt_GetBoolean(go, "--all") &&
+ esl_opt_GetBoolean(go, "--prob")) {
+ pi = 0;
+ rfoffset = 0;
+ if(! esl_opt_GetBoolean(go, "-q")) {
+ page_orderA[0] = 0; /* print consensus sequence first */
+ pi++;
+ rfoffset = 1;
+ } /* otherwise, we didn't print the consensus sequence */
+ for(si = 0; si < ps->msa->nseq; si++) {
+ page_orderA[pi] = si + rfoffset; /* the indi sequence page */
+ pi++;
+ page_orderA[pi] = (si+ps->msa->nseq) + rfoffset; /* the posterior page */
+ pi++;
+ }
+ }
+ else {
+ for(pi = 0; pi < ps->npage; pi++) page_orderA[pi] = pi;
+ }
+
+ /* draw the pages */
+ for(pi = 0; pi < ps->npage; pi++) {
+ p = page_orderA[pi];
+ ps->cur_legy = ps->legy;
+
+ /* scale section */
+ fprintf(fp, "%% begin scale\n");
+ fprintf(fp, "%.2f %.2f scale\n", ps->scale, ps->scale);
+ fprintf(fp, "%% end scale\n\n");
+
+ /* header section */
+ if((status = draw_header_and_footer(fp, go, errbuf, ps, p, pi+1)) != eslOK) return status;
+
+ /* regurgitated section */
+ if(ps->regurgA != NULL) {
+ fprintf(fp, "%% begin regurgitate\n");
+ for(i = 0; i < ps->nregurg; i++)
+ fprintf(fp, "%s", ps->regurgA[i]);
+ fprintf(fp, "%% end regurgitate\n\n");
+ }
+
+ /* 'text hundreds' section */
+ for(i = 0; i < ps->nhundreds; i++) {
+ if(i == 0) {
+ fprintf(fp, "%% begin text hundreds\n");
+ fprintf(fp, "/%s findfont %.2f scalefont setfont\n", HUNDREDS_FONT, HUNDREDS_FONTSIZE);
+ fprintf(fp, "0.00 0.00 0.00 1.00 setcmykcolor\n"); /* black */
+ }
+ fprintf(fp, "(%d) %.2f %.2f moveto show\n", (i+1) * 100, ps->hundredsxA[i], ps->hundredsyA[i]);
+ if(i == (ps->nhundreds-1)) {
+ fprintf(fp, "%% end text hundreds\n\n");
+ }
+ }
+
+ /* 'lines ticks' section */
+ for(i = 0; i < ps->nticks; i++) {
+ if(i == 0) {
+ fprintf(fp, "%% begin lines ticks\n");
+ fprintf(fp, "%.2f setlinewidth\n", TICKS_LINEWIDTH);
+ fprintf(fp, "0.00 0.00 0.00 1.00 setcmykcolor\n"); /* black */
+ }
+ fprintf(fp, "%.2f %.2f %.2f %.2f newpath moveto lineto stroke\n", ps->ticksx1A[i], ps->ticksy1A[i], ps->ticksx2A[i], ps->ticksy2A[i]);
+ if(i == (ps->nticks-1)) {
+ fprintf(fp, "%% end lines ticks\n\n");
+ }
+ }
+
+ /* 'lines bpconnects' section */
+ for(i = 0; i < ps->nbp; i++) {
+ if(i == 0) {
+ fprintf(fp, "%% begin lines bpconnects\n");
+ fprintf(fp, "%.2f setlinewidth\n", BP_LINEWIDTH);
+ fprintf(fp, "0.00 0.00 0.00 1.00 setcmykcolor\n"); /* black */
+ }
+ fprintf(fp, "%.2f %.2f %.2f %.2f newpath moveto lineto stroke\n", ps->bpx1A[i], ps->bpy1A[i], ps->bpx2A[i], ps->bpy2A[i]);
+ if(i == (ps->nbp-1)) {
+ fprintf(fp, "%% end lines bpconnects\n\n");
+ }
+ }
+
+ /* 'text residues' section */
+ /* NOTE: I only print this out so that this file could possibly be used as a template */
+ fprintf(fp, "%% begin text residues\n");
+ fprintf(fp, "/%s findfont %.2f scalefont setfont\n", RESIDUES_FONT, RESIDUES_FONTSIZE);
+ fprintf(fp, "0.00 0.00 0.00 1.00 setcmykcolor\n"); /* black */
+ for(i = 0; i < ps->clen; i++) {
+ fprintf(fp, "() %.2f %.2f moveto show\n", ps->rxA[i], ps->ryA[i]);
+ }
+ fprintf(fp, "%% end text residues\n");
+
+ /* the rest of the text will be ignored by ssu-draw if the output
+ * file we're creating is read in as a template file later on
+ */
+ fprintf(fp, "%% begin ignore\n");
+ fprintf(fp, "0.00 0.00 0.00 1.00 setcmykcolor\n"); /* set to black */
+ fprintf(fp, "/%s findfont %f scalefont setfont\n", LEG_FONT, LEG_FONTSIZE_UNSCALED / ps->scale);
+
+ /* draw legend headers, if we have a legend */
+ if((ps->nocclA[p] > 0) || (ps->sclAA != NULL && ps->sclAA[p] != NULL)) {
+ if(! (esl_opt_GetBoolean(go, "--no-leg"))) {
+ if((status = draw_legend_column_headers(fp, ps, errbuf)) != eslOK) return status;
+ }
+ }
+
+ /* print one cell color legends, if any */
+ if(ps->occlAAA != NULL && ps->occlAAA[p] != NULL) {
+ for(l = 0; l < ps->nocclA[p]; l++)
+ if(! (esl_opt_GetBoolean(go, "--no-leg"))) {
+ draw_onecell_colorlegend(fp, ps->occlAAA[p][l], ps, l);
+ }
+ }
+ /* print scheme color legends, if any */
+ if(ps->sclAA != NULL && ps->sclAA[p] != NULL) {
+ if(! (esl_opt_GetBoolean(go, "--no-leg"))) {
+ draw_scheme_colorlegend(go, fp, ps->sclAA[p], hc_scheme[ps->sclAA[p]->scheme], ps, p);
+ }
+ }
+
+ if(ps->rcolAAA != NULL && ps->rcolAAA[p] != NULL) {
+ if(ps->mask != NULL) {
+ fprintf(fp, "2.0 setlinewidth\n");
+ if(do_border && do_x_mask) { fprintf(fp, "1.0 setlinewidth\n"); }
+ if(do_border && do_square_mask) { fprintf(fp, "2.0 setlinewidth\n"); }
+ if(do_border && do_circle_mask) { fprintf(fp, "2.5 setlinewidth\n"); }
+ for(c = 0; c < ps->clen; c++) {
+ fprintf(fp, "%sresidue %d\n", "%", c+1);
+ if(ps->mask[c] == '0') {
+ draw_masked_block(fp, ps->rxA[c]-1., ps->ryA[c]-1., ps->rcolAAA[p][c], do_circle_mask, do_square_mask, do_x_mask, do_border, SS_BOXSIZE);
+ }
+ else { /* cell is within mask, ps->mask[c] == '1' */
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", ps->rxA[c] - 1., ps->ryA[c] -1.);
+ fprintf(fp, " 0 8 rlineto 8 0 rlineto 0 -8 rlineto closepath\n");
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", ps->rcolAAA[p][c][0], ps->rcolAAA[p][c][1], ps->rcolAAA[p][c][2], ps->rcolAAA[p][c][3]);
+ fprintf(fp, " fill\n");
+ }
+ }
+ fprintf(fp, "1.00 setlinewidth\n");
+ }
+ else { /* no mask, all cells are printed the same */
+ for(c = 0; c < ps->clen; c++) {
+ fprintf(fp, "%sresidue %d\n", "%", c+1);
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", ps->rxA[c] - 1., ps->ryA[c] -1.);
+ fprintf(fp, " 0 8 rlineto 8 0 rlineto 0 -8 rlineto closepath\n");
+ /*fprintf(fp, " %.2f %.2f %.2f %.2f setcmykcolor\n", ps->rcolAAA[p][c][0], ps->rcolAAA[p][c][1], ps->rcolAAA[p][c][2], ps->rcolAAA[p][c][3]);*/
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", ps->rcolAAA[p][c][0], ps->rcolAAA[p][c][1], ps->rcolAAA[p][c][2], ps->rcolAAA[p][c][3]);
+ fprintf(fp, " fill\n");
+ }
+ }
+ /* back to black */
+ fprintf(fp, " 0.00 0.00 0.00 1.00 setcmykcolor\n");
+ }
+
+ if(ps->rrAA[p] != NULL) {
+ fprintf(fp, "/%s findfont %f scalefont setfont\n", RESIDUES_FONT, RESIDUES_FONTSIZE);
+ for(c = 0; c < ps->clen; c++) {
+ fprintf(fp, "(%c) %.2f %.2f moveto show\n", ps->rrAA[p][c], ps->rxA[c], ps->ryA[c]);
+ }
+ }
+ fprintf(fp, "grestore\nshowpage\n");
+ fprintf(fp, "%% end ignore\n\n");
+ }
+ free(page_orderA);
+ return eslOK;
+
+ ERROR: ESL_FAIL(eslEINVAL, errbuf, "draw_sspostscript() error, probably out of memory.");
+}
+
+
+/* parse_template_file
+ *
+ * Read secondary structure templates from a postscript
+ * template file derived from the Gutell CRW website until
+ * the one that corresponds to our alignment is found,
+ * (defined as the first template structure that has the
+ * same consensus length as the passed in <msa_clen>)
+ * or we run out structure templates. This function
+ * repeatedly calls parse_template() which actually parses
+ * the templates.
+ *
+ * If we run out of structure templates of anything is
+ * invalid in any of the templates in the file, we
+ * return a non-eslOK status code to caller and fill
+ * errbuf with the error message.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_template_file(char *filename, const ESL_GETOPTS *go, char *errbuf, int msa_clen, SSPostscript_t **ret_ps)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ SSPostscript_t *ps;
+ int found_match = FALSE;
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) esl_fatal("ERROR, failed to open template file %s in parse_template_file\n", filename);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ status = eslOK;
+ while((found_match == FALSE) && (status == eslOK)) {
+ status = parse_template_page(efp, go, errbuf, &ps);
+ if((status != eslOK) && (status != eslEOF)) {
+ esl_fileparser_Close(efp);
+ return status;
+ }
+ if(ps->clen == msa_clen) { found_match = TRUE; }
+ else { free_sspostscript(ps); }
+ }
+ if(found_match == FALSE) {
+ esl_fileparser_Close(efp);
+ esl_fatal("ERROR, did not find template structure to match alignment consensus length of %d in:\n%s\n", msa_clen, filename);
+ }
+
+ /* if we get here, we've found a match */
+
+ /* validate the template we just read */
+ if((status = validate_justread_sspostscript(ps, errbuf)) != eslOK) return status;
+
+ esl_fileparser_Close(efp);
+ *ret_ps = ps;
+
+ return eslOK;
+}
+
+
+/* parse_template_page
+ *
+ * Read a single secondary structure template page for a
+ * single CM from a postscript template file derived from the
+ * Gutell CRW website. This function is called repeatedly
+ * on the same file to read multiple structure templates.
+ * The logic is to keep reading until we find one with the
+ * same consensus length as our input alignment.
+ *
+ * The structure template is read in sections.
+ * Each section begins with a line like this:
+ * % begin <type1> <type2>
+ *
+ * list of valid tokens for <type1>:
+ * modelname
+ * scale
+ * regurgitate
+ * ignore
+ * lines
+ * text
+ *
+ * if <type1> is lines or text, then <type2> is read,
+ * valid tokens for <type2> if <type1> is 'text'
+ * hundreds
+ * residues
+ *
+ * valid tokens for <type2> if <type1> is 'lines'
+ * ticks
+ * bpconnects
+ *
+ * The 'regurgitate' lines are stored, but never changed.
+ * The 'ignore' lines are not even stored.
+ * All other <type1> lines are stored in data structures that
+ * can be manipulated (though not all are at this point).
+ *
+ * If anything is invalid, we return a non-eslOK status code
+ * to caller.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_template_page(ESL_FILEPARSER *efp, const ESL_GETOPTS *go, char *errbuf, SSPostscript_t **ret_ps)
+{
+ int status;
+ char *tok;
+ int toklen;
+ SSPostscript_t *ps = NULL;
+ int read_showpage = FALSE;
+ int reached_eof = FALSE;
+
+ /* Create the postscript object */
+ ps = create_sspostscript();
+
+ while ((read_showpage == FALSE) && ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) == eslOK)) {
+ if(strcmp(tok, "%") == 0) {
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) == eslOK) {
+ if(strcmp(tok, "begin") == 0) {
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) == eslOK) {
+ if(strcmp(tok, "modelname") == 0) {
+ if((status = parse_modelname_section(efp, errbuf, ps)) != eslOK) return status;
+ }
+ else if(strcmp(tok, "scale") == 0) {
+ /*printf("parsing scale\n");*/
+ if((status = parse_scale_section(efp, errbuf, ps)) != eslOK) return status;
+ }
+ else if(strcmp(tok, "ignore") == 0) {
+ /*printf("parsing ignore\n");*/
+ if((status = parse_ignore_section(efp, errbuf, &read_showpage)) != eslOK) return status;
+ }
+ else if(strcmp(tok, "regurgitate") == 0) {
+ /*printf("parsing regurgitate\n");*/
+ if((status = parse_regurgitate_section(efp, errbuf, ps)) != eslOK) return status;
+ }
+ else if(strcmp(tok, "text") == 0) {
+ /*printf("parsing text\n");*/
+ if((status = parse_text_section(efp, errbuf, ps)) != eslOK) return status;
+ }
+ else if(strcmp(tok, "lines") == 0) {
+ /*printf("parsing lines\n");*/
+ if((status = parse_lines_section(efp, errbuf, ps)) != eslOK) return status;
+ }
+ else {
+ ESL_FAIL(eslEINVAL, errbuf, "parse_template_page(), error, unknown section type %s.", tok);
+ }
+ }
+ else {
+ ESL_FAIL(eslEINVAL, errbuf, "parse_template_page(), error last read line number %d.", efp->linenumber);
+ }
+ }
+ else {
+ ESL_FAIL(eslEINVAL, errbuf, "parse_template_page(), expected line beginning with %% begin, but read tok: %s instead of begin, last read line number %d.", tok, efp->linenumber);
+ }
+ }
+ else {
+ ESL_FAIL(eslEINVAL, errbuf, "parse_template_page(), ran out of tokens early, error last read line number %d.", efp->linenumber);
+ }
+ }
+ else {
+ ESL_FAIL(eslEINVAL, errbuf, "parse_template_page(), expected line beginning with %%, read tok: %s, last read line number %d.", tok, efp->linenumber);
+ }
+ }
+ if(read_showpage == FALSE && status != eslEOF) {
+ ESL_FAIL(status, errbuf, "parse_template_page(), error, ran out of tokens, but not at end of file?, last read line number %d.", efp->linenumber);
+ }
+ if(status == eslEOF) reached_eof = TRUE;
+
+ *ret_ps = ps;
+
+ if(reached_eof) return eslEOF;
+ else return eslOK;
+}
+
+/* parse_modelname_section
+ *
+ * Parse the modelname section of a template postscript file.
+ * If anything is invalid, we return a non-eslOK status code
+ * to caller.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_modelname_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps)
+{
+ int status;
+ char *tok;
+ int toklen;
+ char *curstr = NULL;
+ int curlen = 0;
+ int ntok = 0;
+ /* this section should be exactly 3 lines, one of which we've already read,
+ * here's an example, next token should be the first 0.65
+ * % begin modelname
+ * % archaea
+ * % end scale
+ */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing modelname section, reading token 1 of 3");
+ if (strcmp(tok, "%") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing modelname section, middle line token 1 should be a percent sign but it's %s", tok);
+ /* read remainder of line, this is the model name */
+ while ((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) == eslOK) {
+ if(ntok > 0) {
+ if((status = esl_strcat(&curstr, curlen, " ", 1)) != eslOK) ESL_FAIL(status, errbuf, "parse_modelname_section(), error parsing model name.");
+ curlen += 1;
+ }
+ if((status = esl_strcat(&curstr, curlen, tok, toklen)) != eslOK) ESL_FAIL(status, errbuf, "parse_modelname_section(), error parsing model name.");
+ curlen += toklen;
+ ntok++;
+ }
+ ESL_ALLOC(ps->modelname, sizeof(char) * (curlen+1));
+ strcpy(ps->modelname, curstr);
+
+ /* next line should be '% end modelname' */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing modelname section, reading end line token 1 of 3");
+ if (strcmp(tok, "%") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing modelname section, end line token 1 of 3 should be a percent sign but it's %s", tok);
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing modelname section, reading end line token 2 of 3");
+ if (strcmp(tok, "end") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing modelname section, end line token 2 of 3 should be 'end' but it's %s", tok);
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing modelname section, reading end line token 3 of 3");
+ if (strcmp(tok, "modelname") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing modelname section, end line token 3 of 3 should be 'modelname' but it's %s", tok);
+
+ if(curstr != NULL) free(curstr);
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "Error, parsing modelname section, memory error?");
+}
+
+
+/* parse_scale_section
+ *
+ * Parse the scale section of a template postscript file.
+ * If anything is invalid, we return a non-eslOK status code
+ * to caller.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_scale_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps)
+{
+ int status;
+ char *tok;
+ int toklen;
+
+ /* this section should be exactly 3 lines, one of which we've already read,
+ * here's an example, next token should be the first 0.65
+ * % begin scale
+ * 0.65 0.65 scale
+ * % end scale
+ */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing scale section, reading token 1 of 3");
+ ps->scale = atof(tok);
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing scale section, reading token 2 of 3");
+ if(esl_FCompare(ps->scale, atof(tok), eslSMALLX1) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing scale section, x and y scales are not equal %.2f != %.2f", ps->scale, atof(tok));
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing scale section, reading token 3 of 3");
+ if (strcmp(tok, "scale") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing scale section, token 3 of 3 should be 'scale' but it's %s", tok);
+
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing scale section, reading end line token 1 of 3");
+ if (strcmp(tok, "%") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing scale section, end line token 1 of 3 should be a percent sign but it's %s", tok);
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing scale section, reading end line token 2 of 3");
+ if (strcmp(tok, "end") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing scale section, end line token 2 of 3 should be 'end' but it's %s", tok);
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing scale section, reading end line token 3 of 3");
+ if (strcmp(tok, "scale") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing scale section, end line token 3 of 3 should be 'scale' but it's %s", tok);
+
+ return eslOK;
+}
+
+
+/* parse_ignore_section
+ *
+ * Parse an ignore section of a template postscript file.
+ * We ignore this data. This function's purpose is to read
+ * tokens until we see the "% end ignore" line signalling
+ * the end of the ignore section.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_ignore_section(ESL_FILEPARSER *efp, char *errbuf, int *ret_read_showpage)
+{
+ int status;
+ char *tok;
+ int toklen;
+ int keep_reading = TRUE;
+ int read_showpage = FALSE;
+ while((keep_reading) && (status = esl_fileparser_GetToken(efp, &tok, &toklen)) == eslOK) {
+ if (strcmp(tok, "%") == 0) {
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing ignore section, read %% prefixed line without ' end ignore' after it");
+ if (strcmp(tok, "end") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing ignore section, read %% prefixed line without ' end ignore' after it");
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing ignore section, read %% prefixed line without ' end ignore' after it");
+ if (strcmp(tok, "ignore") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing ignore section, read %% prefixed line without ' end ignore' after it");
+ keep_reading = FALSE;
+ status = eslOK;
+ }
+ else if(strcmp(tok, "showpage") == 0) {
+ read_showpage = TRUE;
+ }
+ }
+ if(status == eslEOF) ESL_FAIL(status, errbuf, "Error, parsing ignore section, finished file looking for '%% end ignore' line");
+ if(status != eslOK) ESL_FAIL(status, errbuf, "Error, parsing ignore section, last line number read %d", efp->linenumber);
+
+ *ret_read_showpage = read_showpage;
+ return eslOK;
+}
+
+
+/* parse_regurgitate_section
+ *
+ * Parse a regurgitate section of a template postscript file.
+ * If anything is invalid, we return a non-eslOK status code
+ * to caller.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_regurgitate_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps)
+{
+ int status;
+ char *tok;
+ int toklen;
+ int seen_end = FALSE;
+ char *curstr = NULL;
+ char *newstr;
+ int nalloc = ps->nregurg;
+ int curlen;
+ void *tmp;
+ int ntok = 0;
+
+ while (((status = esl_fileparser_NextLine(efp)) == eslOK) && (!seen_end))
+ {
+ curlen = ntok = 0;
+ while ((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) == eslOK) {
+ if (strcmp(tok, "%") == 0) { /* should be the end, make sure it's properly formatted */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing regurgitate section, read %% prefixed line without ' end regurgitate' after it");
+ if (strcmp(tok, "end") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing regurgitate section, read %% prefixed line without ' end regurgitate' after it");
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing regurgitate section, read %% prefixed line without ' end regurgitate' after it");
+ if (strcmp(tok, "regurgitate") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing regurgitate section, read %% prefixed line without ' end regurgitate' after it");
+ seen_end = TRUE;
+ break;
+ }
+ else {
+ if(ntok > 0) {
+ if((status = esl_strcat(&curstr, curlen, " ", 1)) != eslOK) ESL_FAIL(status, errbuf, "parse_regurgitate_section(), error (2).");
+ curlen += 1;
+ }
+ if((status = esl_strcat(&curstr, curlen, tok, toklen)) != eslOK) ESL_FAIL(status, errbuf, "parse_regurgitate_section(), error (1).");
+ curlen += toklen;
+ ntok++;
+ }
+ }
+ if(seen_end) break;
+ if((status = esl_strcat(&curstr, curlen, "\n", 1)) != eslOK) ESL_FAIL(status, errbuf, "parse_regurgitate_section(), error (3).");
+ curlen += 1;
+ ESL_ALLOC(newstr, sizeof(char) * (curlen+1));
+ strcpy(newstr, curstr);
+ if(ps->nregurg == nalloc) {
+ nalloc += ps->nalloc; ESL_RALLOC(ps->regurgA, tmp, sizeof(char *) * nalloc);
+ }
+ ps->regurgA[ps->nregurg++] = newstr;
+ free(curstr);
+ curstr = NULL;
+ }
+ if(status == eslEOF) ESL_FAIL(status, errbuf, "Error, parsing regurgitate section, finished file looking for '%% end regurgitate' line");
+ if(status != eslOK) ESL_FAIL(status, errbuf, "Error, parsing regurgitate section, last line number read %d", efp->linenumber);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "Memory error parsing regurgitate section");
+}
+
+
+/* parse_text_section
+ *
+ * Parse a text section of a template postscript file.
+ * If anything is invalid, we return a non-eslOK status code
+ * to caller.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_text_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps)
+{
+ int status;
+ char *tok;
+ int toklen;
+ int seen_end = FALSE;
+ int nalloc;
+ void *tmp;
+ int do_hundreds = FALSE;
+ int do_residues = FALSE;
+
+ /* find out which section we're in, 'hundreds' or 'residues' */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section, last line %d\n", efp->linenumber);
+ if (strcmp(tok, "hundreds") == 0) { do_hundreds = TRUE; nalloc = ps->nhundreds; }
+ else if (strcmp(tok, "residues") == 0) { do_residues = TRUE; nalloc = ps->clen; }
+
+ /* read the first two special lines, should be a 5-token line ending with setfont and a 5-token line ending with setcmykcolor,
+ * we don't store these, but we require that they're there. */
+ if((status = esl_fileparser_NextLine(efp) != eslOK)) ESL_FAIL(status, errbuf, "Error, parsing text section, last line %d\n", efp->linenumber);
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section first line should be 5-tokens ending with 'setfont'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section first line should be 5-tokens ending with 'setfont'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section first line should be 5-tokens ending with 'setfont'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section first line should be 5-tokens ending with 'setfont'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section first line should be 5-tokens ending with 'setfont'");
+ if(strcmp(tok, "setfont") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section first line should be 5-tokens ending with 'setfont'");
+
+ if((status = esl_fileparser_NextLine(efp) != eslOK)) ESL_FAIL(status, errbuf, "Error, parsing text section, last line %d\n", efp->linenumber);
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section second line should be 5-tokens ending with 'setcmykcolor'");
+ if(strcmp(tok, "setcmykcolor") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section second line should be 5-tokens ending with 'setcmykcolor'");
+
+ while (((status = esl_fileparser_NextLine(efp)) == eslOK) && (!seen_end))
+ {
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text main section should include 5-tokens ending with 'show'");
+ if (strcmp(tok, "%") == 0) { /* should be the end, make sure it's properly formatted */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section, read %% prefixed line without ' end text' after it");
+ if (strcmp(tok, "end") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section, read %% prefixed line without ' end text' after it");
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section, read %% prefixed line without ' end text' after it");
+ if (strcmp(tok, "text") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section, read %% prefixed line without ' end text' after it");
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section, read %% prefixed line without ' end text' after it");
+ if(do_hundreds) {
+ if (strcmp(tok, "hundreds") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section, read %% prefixed line without ' end text hundreds' after it");
+ }
+ if(do_residues) {
+ if (strcmp(tok, "residues") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section, read %% prefixed line without ' end text residues' after it");
+ }
+ seen_end = TRUE;
+ break;
+ }
+ /* if we get here, we haven't seen the end, we're reading a normal line, tok is the string, we discard this */
+ if(do_hundreds && ps->nhundreds == nalloc) {
+ nalloc += ps->nalloc;
+ ESL_RALLOC(ps->hundredsxA, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->hundredsyA, tmp, sizeof(float) * nalloc);
+ }
+ if(do_residues && ps->clen == nalloc) {
+ nalloc += ps->nalloc;
+ ESL_RALLOC(ps->rxA, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->ryA, tmp, sizeof(float) * nalloc);
+ }
+ /* get x */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text main section should include 5-tokens ending with 'show'");
+ if(do_hundreds) ps->hundredsxA[ps->nhundreds] = atof(tok);
+ if(do_residues) ps->rxA[ps->clen] = atof(tok);
+ /* get y */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text main section should include 5-tokens ending with 'show'");
+ if(do_hundreds) ps->hundredsyA[ps->nhundreds] = atof(tok);
+ if(do_residues) ps->ryA[ps->clen] = atof(tok);
+
+ /* verify moveto */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text main section should include 5-tokens ending with 'show'");
+ if (strcmp(tok, "moveto") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text main section, fourth token should be 'moveto', line %d", efp->linenumber);
+ /* verify show */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text main section should include 5-tokens ending with 'show'");
+ if (strcmp(tok, "show") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text main section, fifth token should be 'show', line %d", efp->linenumber);
+
+ if(do_hundreds) ps->nhundreds++;
+ if(do_residues) ps->clen++;
+ }
+ if(!seen_end) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing text section, didn't see end! line: %d\n", efp->linenumber);
+ if(status == eslEOF && do_hundreds)
+ ESL_FAIL(status, errbuf, "Error, parsing text section, finished file looking for '%% end text hundreds' line");
+ if(status == eslEOF && do_residues)
+ ESL_FAIL(status, errbuf, "Error, parsing text section, finished file looking for '%% end text residues' line");
+ if(status != eslOK) ESL_FAIL(status, errbuf, "Error, parsing text section, last line number read %d", efp->linenumber);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "Memory error parsing text section");
+}
+
+/* parse_lines_section
+ *
+ * Parse a lines section of a template postscript file.
+ * If anything is invalid, we return a non-eslOK status code
+ * to caller.
+ *
+ * Returns: eslOK on success.
+ */
+int
+parse_lines_section(ESL_FILEPARSER *efp, char *errbuf, SSPostscript_t *ps)
+{
+ int status;
+ char *tok;
+ int toklen;
+ int seen_end = FALSE;
+ int nalloc;
+ void *tmp;
+ int do_ticks = FALSE;
+ int do_bpconnects = FALSE;
+
+ /* find out which section we're in, 'ticks' or 'bpconnects' */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section, last line %d\n", efp->linenumber);
+ if (strcmp(tok, "ticks") == 0) { do_ticks = TRUE; nalloc = ps->nticks; }
+ else if (strcmp(tok, "bpconnects") == 0) { do_bpconnects = TRUE; nalloc = ps->nbp; }
+
+ /* read the first two special lines, should be a 2-token line ending with setlinewidth and a 5-token line ending with setcmykcolor,
+ * we don't store these, but we require that they're there. */
+ if((status = esl_fileparser_NextLine(efp) != eslOK)) ESL_FAIL(status, errbuf, "Error, parsing lines section, last line %d\n", efp->linenumber);
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section first line should be 2-tokens ending with 'setlinewidth'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section first line should be 2-tokens ending with 'setlinewidth'");
+ if(strcmp(tok, "setlinewidth") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines section first line should be 2-tokens ending with 'setlinewidth'");
+
+ if((status = esl_fileparser_NextLine(efp) != eslOK)) ESL_FAIL(status, errbuf, "Error, parsing lines section, last line %d\n", efp->linenumber);
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section second line should be 5-tokens ending with 'setcmykcolor'");
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section second line should be 5-tokens ending with 'setcmykcolor'");
+ if(strcmp(tok, "setcmykcolor") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines section second line should be 5-tokens ending with 'setcmykcolor'");
+
+ while (((status = esl_fileparser_NextLine(efp)) == eslOK) && (!seen_end))
+ {
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 5-tokens ending with 'show'");
+ if (strcmp(tok, "%") == 0) { /* should be the end, make sure it's properly formatted */
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines' after it");
+ if (strcmp(tok, "end") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines' after it");
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines' after it");
+ if (strcmp(tok, "lines") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines' after it");
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines' after it");
+ if(do_ticks) {
+ if (strcmp(tok, "ticks") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines ticks' after it");
+ }
+ if(do_bpconnects) {
+ if (strcmp(tok, "bpconnects") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines section, read %% prefixed line without ' end lines bpconnects' after it");
+ }
+ seen_end = TRUE;
+ break;
+ }
+ /* if we get here, we haven't seen the end, we're reading a normal line, tok is the first x coord, we record this */
+ /* first we expand our arrays if nec */
+ if(do_ticks && ps->nticks == nalloc) {
+ nalloc += ps->nalloc;
+ ESL_RALLOC(ps->ticksx1A, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->ticksy1A, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->ticksx2A, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->ticksy2A, tmp, sizeof(float) * nalloc);
+ }
+ if(do_bpconnects && ps->nbp == nalloc) {
+ nalloc += ps->nalloc;
+ ESL_RALLOC(ps->bpx1A, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->bpy1A, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->bpx2A, tmp, sizeof(float) * nalloc);
+ ESL_RALLOC(ps->bpy2A, tmp, sizeof(float) * nalloc);
+ }
+ /* store x1 */
+ if(do_ticks) ps->ticksx1A[ps->nticks] = atof(tok);
+ if(do_bpconnects) ps->bpx1A[ps->nbp] = atof(tok);
+ /* get y1 */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if(do_ticks) ps->ticksy1A[ps->nticks] = atof(tok);
+ if(do_bpconnects) ps->bpy1A[ps->nbp] = atof(tok);
+ /* get x2 */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if(do_ticks) ps->ticksx2A[ps->nticks] = atof(tok);
+ if(do_bpconnects) ps->bpx2A[ps->nbp] = atof(tok);
+ /* get y2 */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if(do_ticks) ps->ticksy2A[ps->nticks] = atof(tok);
+ if(do_bpconnects) ps->bpy2A[ps->nbp] = atof(tok);
+
+ /* verify newpath */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if (strcmp(tok, "newpath") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines main section, fifth token should be 'newpath', line %d", efp->linenumber);
+ /* verify moveto */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if (strcmp(tok, "moveto") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines main section, sixth token should be 'moveto', line %d", efp->linenumber);
+ /* verify lineto */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if (strcmp(tok, "lineto") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines main section, seventh token should be 'lineto', line %d", efp->linenumber);
+ /* verify stroke */
+ if((status = esl_fileparser_GetTokenOnLine(efp, &tok, &toklen)) != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines main section should include 8-tokens ending with 'stroke'");
+ if (strcmp(tok, "stroke") != 0) ESL_FAIL(eslEINVAL, errbuf, "Error, parsing lines main section, eigth token should be 'stroke', line %d", efp->linenumber);
+
+ if(do_ticks) ps->nticks++;
+ if(do_bpconnects) ps->nbp++;
+ }
+ if(!seen_end) ESL_FAIL(status, errbuf, "Error, parsing lines section, didn't see end! line: %d\n", efp->linenumber);
+ if(status == eslEOF && do_ticks)
+ ESL_FAIL(status, errbuf, "Error, parsing lines section, finished file looking for '%% end lines ticks' line");
+ if(status == eslEOF && do_bpconnects)
+ ESL_FAIL(status, errbuf, "Error, parsing lines section, finished file looking for '%% end lines bpconnects' line");
+
+ if(status != eslOK) ESL_FAIL(status, errbuf, "Error, parsing lines section, last line number read %d", efp->linenumber);
+
+ return eslOK;
+ ERROR: ESL_FAIL(status, errbuf, "Memory error parsing lines section");
+}
+
+/* Function: individual_seqs_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with info for each seq in the MSA
+ * Return: eslOK on success.
+ */
+int
+individual_seqs_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa)
+{
+ int status;
+ int p, i, pp;
+ int cpos, apos;
+ int orig_npage = ps->npage;
+
+ if((status = add_pages_sspostscript(ps, msa->nseq, INDIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * (ps->clen+1));
+ }
+
+ /* fill ps->rrAA with residues and gaps */
+ for(i = 0; i < msa->nseq; i++) {
+ pp = orig_npage + i;
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) { /* a consensus position */
+ ps->rrAA[pp][cpos] = (char) msa->aseq[i][apos];
+ /* printf("ps->rrAA[%3d][%4d]: %c\n", pp, cpos, ps->rrAA[pp][cpos]); */
+ cpos++;
+ }
+ }
+ ps->rrAA[pp][cpos] = '\0';
+ ps->seqidxA[pp] = i;
+ /* add description to ps */
+ if((status = add_page_desc_to_sspostscript(ps, pp, msa->sqname[i], errbuf)) != eslOK) return status;
+ }
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "individual_seqs_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: rf_seq_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with 1 new page, the RF sequence.
+ * Return: eslOK on success.
+ */
+int
+rf_seq_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa)
+{
+ int status;
+ int p, pp;
+ int cpos, apos;
+ int orig_npage = ps->npage;
+
+ if((status = add_pages_sspostscript(ps, 1, INDIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * ps->clen);
+ }
+
+ /* fill ps->rrAA with residues and gaps for RF sequence */
+ pp = orig_npage;
+ cpos = 0;
+ for(apos = 1; apos <= msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[(apos-1)])) { /* a consensus position */
+ ps->rrAA[pp][cpos] = msa->rf[(apos-1)];
+ /* printf("ps->rrAA[%3d][%4d]: %c\n", pp, cpos, ps->rrAA[pp][cpos]); */
+ cpos++;
+ }
+ }
+
+ /* add description to ps */
+ if((status = add_page_desc_to_sspostscript(ps, pp, "*CONSENSUS*", errbuf)) != eslOK) return status;
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "rf_seq_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: infocontent_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with 1 new page, colored squares indicating
+ * the information content of each consensus column.
+ *
+ * Return: eslOK on success.
+ */
+int
+infocontent_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx)
+{
+ int status;
+ int p, pp, c, i;
+ int cpos, apos;
+ int orig_npage = ps->npage;
+ double **obs = NULL;
+ double *ent = NULL;
+ double *bg = NULL;
+ float *limits = NULL;
+ int zero_obs;
+ int nonecell = 0;
+ int nonecell_masked = 0;
+ int within_mask;
+
+ if((status = add_pages_sspostscript(ps, 1, ALIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ps->rrAA[p] = NULL;
+ ps->rcolAAA[p] = NULL;
+ ps->sclAA[p] = NULL;
+ ps->occlAAA[p] = NULL;
+ }
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * ps->clen);
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ ESL_ALLOC(ps->sclAA[p], sizeof(SchemeColorLegend_t *) * 1);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 1);
+ for(c = 0; c < ps->clen; c++)
+ ps->rcolAAA[p][c] = NULL;
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+
+ ESL_ALLOC(ent, sizeof(double) * ps->clen);
+ ESL_ALLOC(obs, sizeof(double *) * ps->clen);
+ ESL_ALLOC(bg, sizeof(double) * msa->abc->K);
+ esl_vec_DSet(bg, msa->abc->K, 1./(msa->abc->K));
+
+ for(cpos = 0; cpos < ps->clen; cpos++)
+ obs[cpos] = NULL;
+
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ ESL_ALLOC(obs[cpos], sizeof(double) * msa->abc->K);
+ esl_vec_DSet(obs[cpos], msa->abc->K, 0.);
+ }
+
+ pp = orig_npage;
+
+ /* add color legend */
+ ESL_ALLOC(limits, sizeof(float) * (hc_nbins+1));
+ limits[0] = 0.0;
+ limits[1] = 0.4;
+ limits[2] = 0.8;
+ limits[3] = 1.2;
+ limits[4] = 1.6;
+ limits[5] = 1.99;
+ limits[6] = 2.00;
+ ps->sclAA[pp] = create_scheme_colorlegend(hc_scheme_idx, hc_nbins, limits);
+
+ if(ps->mask == NULL) nonecell_masked = -1; /* special flag */
+ for(i = 0; i < msa->nseq; i++) {
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) { /* a consensus position */
+ if(! esl_abc_CIsGap(msa->abc, msa->aseq[i][apos])) { /* seq i is not a gap at cpos */
+ esl_abc_DCount(msa->abc, obs[cpos], esl_abc_DigitizeSymbol(msa->abc, msa->aseq[i][apos]), 1.);
+ }
+ cpos++;
+ }
+ }
+ }
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ zero_obs = (esl_DCompare(esl_vec_DSum(obs[cpos], msa->abc->K), 0., eslSMALLX1) == eslOK) ? TRUE : FALSE;
+ esl_vec_DNorm(obs[cpos], msa->abc->K);
+ ent[cpos] = esl_vec_DEntropy(bg, msa->abc->K) - esl_vec_DEntropy(obs[cpos], msa->abc->K);
+
+ if(zero_obs) {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[hc_onecell_idx])) != eslOK) return status;
+ nonecell++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nonecell_masked++;
+ }
+ else {
+ within_mask = (ps->mask != NULL && ps->mask[cpos] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_scheme[hc_scheme_idx], ent[cpos], ps->sclAA[pp], within_mask)) != eslOK) return status;
+ }
+
+ ps->rrAA[pp][cpos] = ' ';
+ /*ps->rrAA[pp][cpos] = (esl_FCompare(ent[cpos], 0., eslSMALLX1) == eslOK) ? '-' : ' ';*/
+ }
+
+ /* add one-cell color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[hc_onecell_idx], nonecell, nonecell_masked);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "100% gaps", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ ps->nocclA[pp] = 1;
+
+ /* add text to legend */
+ /*sprintf(text, "information content (bits) (total: %.2f bits)", esl_vec_DSum(ent, ps->clen));*/
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "information content (bits)", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ /* add description to ps */
+ if((status = add_page_desc_to_sspostscript(ps, pp, "information content per position", errbuf)) != eslOK) return status;
+
+ free(ent);
+ for(cpos = 0; cpos < ps->clen; cpos++) free(obs[cpos]);
+ free(obs);
+ free(bg);
+ free(limits);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "infocontent_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: delete_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with a new page w/colored squares indicating
+ * the number of sequences with gaps (deletions) at each consensus column.
+ * If do_all is TRUE the page shows all deletions. If false only 'internal' deletions,
+ * those that come after the first occupied consensus column of each sequence and
+ * before the final occupied consensus column for each sequence, are shown.
+ *
+ * Return: eslOK on success.
+ */
+int
+delete_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, int do_all, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx)
+{
+ int status;
+ int p, pp, c, i;
+ int cpos, apos;
+ int orig_npage = ps->npage;
+ int *dct;
+ int *dct_internal;
+ int *fA, *lA;
+ int nonecell = 0;
+ int nonecell_masked = 0;
+ int within_mask;
+ float *limits = NULL;
+
+ if((status = add_pages_sspostscript(ps, 1, ALIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * ps->clen);
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(int *) * ps->clen);
+ ESL_ALLOC(ps->sclAA[p], sizeof(SchemeColorLegend_t *) * 1);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 1);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(int) * NCMYK); /* CMYK colors */
+ }
+ }
+
+ ESL_ALLOC(dct, sizeof(int) * ps->clen);
+ ESL_ALLOC(dct_internal, sizeof(int) * ps->clen);
+ esl_vec_ISet(dct, ps->clen, 0);
+ esl_vec_ISet(dct_internal, ps->clen, 0);
+
+ /* determine the first and last occupied consensus position in each sequence */
+ ESL_ALLOC(fA, sizeof(int) * msa->nseq);
+ ESL_ALLOC(lA, sizeof(int) * msa->nseq);
+ esl_vec_ISet(lA, msa->nseq, 0);
+ esl_vec_ISet(fA, msa->nseq, ps->clen-1);
+ /* this could be more efficient */
+ for(i = 0; i < msa->nseq; i++) {
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) { /* apos is a consensus position */
+ cpos++;
+ if(! esl_abc_CIsGap(msa->abc, msa->aseq[i][apos])) { /* cpos for seq i is not a gap */
+ fA[i] = ESL_MIN(fA[i], cpos);
+ lA[i] = ESL_MAX(lA[i], cpos);
+ }
+ }
+ }
+ }
+
+ for(i = 0; i < msa->nseq; i++) {
+ /*printf("fA[%4d] %4d lA[%4d] %4d\n", i, fA[i], i, lA[i]);*/
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) {
+ cpos++;
+ if(esl_abc_CIsGap(msa->abc, msa->aseq[i][apos])) {
+ dct[(cpos-1)]++;
+ if(cpos >= fA[i] && cpos <= lA[i]) dct_internal[(cpos-1)]++;
+ }
+ }
+ }
+ }
+
+ pp = orig_npage;
+
+ /* add color legend */
+ ESL_ALLOC(limits, sizeof(float) * (hc_nbins+1));
+ limits[0] = 0.0;
+ limits[1] = 0.167;
+ limits[2] = 0.333;
+ limits[3] = 0.500;
+ limits[4] = 0.667;
+ limits[5] = 0.833;
+ limits[6] = 1.00;
+ ps->sclAA[pp] = create_scheme_colorlegend(hc_scheme_idx, hc_nbins, limits);
+
+ if(ps->mask == NULL) nonecell_masked = -1; /* special flag */
+ if(do_all) {
+ /* draw delete page with all deletes */
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ ps->rrAA[pp][cpos] = ' ';
+ if(dct[cpos] == 0) {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[hc_onecell_idx])) != eslOK) return status;
+ nonecell++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nonecell_masked++;
+ }
+ else {
+ within_mask = (ps->mask != NULL && ps->mask[cpos] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_scheme[hc_scheme_idx], (float) (dct[cpos]) / (float) (msa->nseq), ps->sclAA[pp], within_mask)) != eslOK) return status;
+ }
+ }
+ }
+ else { /* do_all is FALSE, draw delete page with only internal deletes */
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ ps->rrAA[pp][cpos] = ' ';
+ if(dct_internal[cpos] == 0) {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[hc_onecell_idx])) != eslOK) return status;
+ nonecell++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nonecell_masked++;
+ }
+ else {
+ within_mask = (ps->mask != NULL && ps->mask[cpos] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_scheme[hc_scheme_idx], (float) (dct_internal[cpos]) / (float) (msa->nseq), ps->sclAA[pp], within_mask)) != eslOK) return status;
+ }
+ }
+ }
+
+ /* add one-cell color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[hc_onecell_idx], nonecell, nonecell_masked);
+ ps->nocclA[pp] = 1;
+
+ if(do_all) {
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "zero deletions", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ }
+ else {
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "zero internal deletions", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ }
+
+ /* add color legend and description */
+ if(do_all) {
+ /*sprintf(text, "fraction seqs w/deletes ('-'=0 deletes; avg/seq: %.2f)", (float) esl_vec_ISum(dct, ps->clen) / (float) msa->nseq);*/
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "fraction of seqs with deletes", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ if((status = add_page_desc_to_sspostscript(ps, ps->npage-1, "frequency of deletions at each position", errbuf)) != eslOK) return status;
+ }
+ else { /* !do_all, only internal deletes counted */
+ /*sprintf(text, "fraction seqs w/internal deletes ('-'=0; avg/seq: %.2f)", (float) esl_vec_ISum(dct_internal, ps->clen) / (float) msa->nseq);*/
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "fraction of seqs w/internal deletions", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ if((status = add_page_desc_to_sspostscript(ps, ps->npage-1, "frequency of internal (non-terminal) deletions in each position", errbuf)) != eslOK) return status;
+ }
+
+ free(dct);
+ free(dct_internal);
+ free(fA);
+ free(lA);
+ free(limits);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "delete_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: insert_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with 1 new page, with colors in log
+ * scale indicating the fraction of seqs with inserts after each
+ * position, and numbers indicating the median length of inserts in those
+ * sequences that have inserts at each position. Positions with 0 inserts
+ * in all sequences are marked '-' with no color. Positions with median
+ * length 10 or greater are marked with '*'.
+ *
+ * Return: eslOK on success.
+ */
+int
+insert_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx)
+{
+ int status;
+ int p, pp, c, i;
+ int cpos, apos;
+ int orig_npage = ps->npage;
+ int **ict;
+ int *total_ict, *med_ict, *nseq_ict;
+ int imed;
+ float col;
+ char res;
+ int nonecell = 0;
+ int nonecell_masked = 0;
+ if(ps->mask == NULL) nonecell_masked = -1; /* special flag */
+
+ if((status = add_pages_sspostscript(ps, 1, ALIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * (ps->clen+1));
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ ESL_ALLOC(ps->sclAA[p], sizeof(SchemeColorLegend_t *) * 1);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 1);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+
+ ESL_ALLOC(ict, sizeof(int *) * (ps->clen+1));
+ for(cpos = 0; cpos <= ps->clen; cpos++) {
+ ESL_ALLOC(ict[cpos], sizeof(int) * (msa->nseq));
+ esl_vec_ISet(ict[cpos], (msa->nseq), 0);
+ }
+
+ ESL_ALLOC(total_ict, sizeof(int) * (ps->clen+1));
+ ESL_ALLOC(nseq_ict, sizeof(int) * (ps->clen+1));
+ ESL_ALLOC(med_ict, sizeof(int) * (ps->clen+1));
+ esl_vec_ISet(total_ict, (ps->clen+1), 0);
+ esl_vec_ISet(nseq_ict, (ps->clen+1), 0);
+ esl_vec_ISet(med_ict, (ps->clen+1), 0);
+
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) cpos++;
+ else {
+ for(i = 0; i < msa->nseq; i++)
+ if(! esl_abc_CIsGap(msa->abc, msa->aseq[i][apos])) {
+ total_ict[cpos]++;
+ ict[cpos][i]++;
+ }
+ }
+ }
+
+ int nseq;
+ int *len;
+ int l;
+ /* determine avg median length for each insertion */
+ for(cpos = 0; cpos <= ps->clen; cpos++) {
+ if(total_ict[cpos] > 0) {
+ nseq = 0;
+ for(i = 0; i < msa->nseq; i++) {
+ if(ict[cpos][i] >= 1) nseq_ict[cpos]++;
+ }
+ ESL_ALLOC(len, sizeof(int) * nseq_ict[cpos]);
+ l = 0;
+ for(i = 0; i < msa->nseq; i++) {
+ if(ict[cpos][i] >= 1) {
+ len[l++] = ict[cpos][i];
+ }
+ }
+ qsort(len, nseq, sizeof(int), compare_ints);
+ med_ict[cpos] = len[nseq / 2];
+ free(len);
+ }
+ }
+
+ pp = orig_npage;
+
+ /* add color legend */
+ float *limits;
+ int within_mask;
+ ESL_ALLOC(limits, sizeof(float) * (hc_nbins+1));
+ limits[0] = 0.0;
+ limits[1] = 0.167;
+ limits[2] = 0.333;
+ limits[3] = 0.500;
+ limits[4] = 0.667;
+ limits[5] = 0.833;
+ limits[6] = 1.00;
+ ps->sclAA[pp] = create_scheme_colorlegend(hc_scheme_idx, hc_nbins, limits);
+
+ for(cpos = 1; cpos <= ps->clen; cpos++) {
+ if(nseq_ict[cpos] == 0) {
+ res = '-';
+ col = 0.0;
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][(cpos-1)], NCMYK, hc_onecell[hc_onecell_idx])) != eslOK) return status;
+ nonecell++;
+ if(ps->mask != NULL && ps->mask[cpos-1] == '1') nonecell_masked++;
+ }
+ else {
+ imed = (int) med_ict[cpos];
+ switch (imed) {
+ case 0: res = '0';
+ break;
+ case 1: res = '1';
+ break;
+ case 2: res = '2';
+ break;
+ case 3: res = '3';
+ break;
+ case 4: res = '4';
+ break;
+ case 5: res = '5';
+ break;
+ case 6: res = '6';
+ break;
+ case 7: res = '7';
+ break;
+ case 8: res = '8';
+ break;
+ case 9: res = '9';
+ break;
+ default: res = '*';
+ break;
+ }
+ /*col = 1. / (1. - log((float) nseq_ict[cpos] / (float) msa->nseq)); */
+ col = (float) nseq_ict[cpos] / (float) msa->nseq;
+ within_mask = (ps->mask != NULL && ps->mask[(cpos-1)] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][(cpos-1)], NCMYK, hc_scheme[hc_scheme_idx], col, ps->sclAA[pp], within_mask)) != eslOK) return status;
+ }
+ /*ps->rrAA[pp][(cpos-1)] = res;*/
+ ps->rrAA[pp][(cpos-1)] = ' ';
+ }
+
+ /* add one-cell color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[hc_onecell_idx], nonecell, nonecell_masked);
+ ps->nocclA[pp] = 1;
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "zero insertions", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ /* add color legend */
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "fraction of seqs w/insertions", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ if((status = add_page_desc_to_sspostscript(ps, ps->npage-1, "frequency of insertions after each position", errbuf)) != eslOK) return status;
+
+ for(i = 0; i < ps->clen; i++) free(ict[i]);
+ free(ict);
+ free(total_ict);
+ free(nseq_ict);
+ free(med_ict);
+ free(limits);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "insert_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: posteriors_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with info on posterior probabilities in the MSA.
+ * Return: eslOK on success.
+ */
+static int
+posteriors_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int hc_onecell_idx)
+{
+ int status;
+ int s,c; /* counters over sequences, columns of MSA */
+ int *nongap_c; /* number of non-gap posterior values for each column */
+ int *nongaprf_c; /* number of non-gap RF non-gap posterior values for each column */
+ float *sum_c; /* sum of non-gap posterior values for each column */
+ float *sumrf_c; /* sum of non-gap RF non-gap posterior values for each column */
+ int nongap_s; /* number of non-gap posterior values for current sequence */
+ int nongaprf_s; /* number of non-gap RF non-gap posterior values for current sequence */
+ float sum_s; /* sum of non-gap posterior values for current sequence */
+ float sumrf_s; /* sum of non-gap RF non-gap posterior values for current sequence */
+ float avgrf_c; /* avg non-gap RF non-gap posterior value for current column */
+ float avg_s; /* avg non-gap posterior values for current sequence */
+ float avgrf_s; /* avg non-gap RF non-gap posterior values for current sequence */
+ int p;
+ float prob;
+ int *c2a_map;
+ int *a2c_map;
+ int clen;
+ int cpos;
+ int orig_npage = ps->npage;
+ int new_npage = 0;
+ int ir1, ir2;
+ int pp;
+ int do_avg = FALSE;
+ int do_indi = FALSE;
+ int nfirst_indi_page = -1;
+ int navg_page = -1;
+ int ridx1, ridx2, r;
+ float *limits; /* bin limits for the color scheme */
+ int nonecell_avg = 0;
+ int nonecell_avg_masked = 0;
+ int nonecell_seq = 0;
+ int nonecell_seq_masked = 0;
+ int within_mask;
+
+ if(ps->mask == NULL) { nonecell_avg_masked = nonecell_seq_masked = -1; } /* special flag */
+
+ if(msa->rf == NULL) esl_fatal("No RF annotation in alignment");
+
+ if(esl_opt_GetBoolean(go, "--indi")) { do_indi = TRUE; nfirst_indi_page = orig_npage + new_npage; new_npage += msa->nseq; }
+ else { do_avg = TRUE; new_npage += 1; navg_page = orig_npage; }
+
+ if(do_indi) {
+ if((status = add_pages_sspostscript(ps, new_npage, INDIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+ }
+ else {
+ if((status = add_pages_sspostscript(ps, new_npage, ALIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+ }
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * (ps->clen+1));
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ ESL_ALLOC(ps->sclAA[p], sizeof(SchemeColorLegend_t *) * 1);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 1);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+
+ /* Find out which #=GR line is the POST, Post, or post line (if more than one exist, last one is chosen) */
+ ridx1 = ridx2 = -1;
+ for (r = 0; r < msa->ngr; r++) {
+ if (strcmp(msa->gr_tag[r], "POSTX.") == 0) { ridx1 = r; }
+ if (strcmp(msa->gr_tag[r], "POST.X") == 0) { ridx2 = r; }
+ }
+ if((ridx1 == -1) || (ridx2 == -1)) {
+ ESL_FAIL(eslEINVAL, errbuf, "--prob requires \"#=GR POSTX.\" and \"#=GR POST.X\" annotation in %s (from infernal v1.x\'s cmalign).\n", esl_opt_GetArg(go,1));
+ }
+
+ /* map consensus columns to alignment positions */
+ map_cpos_to_apos(msa, &c2a_map, &a2c_map, &clen);
+
+ /* per column stats */
+ ESL_ALLOC(nongap_c, sizeof(int) * msa->alen);
+ ESL_ALLOC(sum_c, sizeof(float) * msa->alen);
+ ESL_ALLOC(nongaprf_c, sizeof(int) * msa->alen);
+ ESL_ALLOC(sumrf_c, sizeof(float) * msa->alen);
+ esl_vec_ISet(nongap_c, msa->alen, 0);
+ esl_vec_FSet(sum_c, msa->alen, 0.);
+ esl_vec_ISet(nongaprf_c, msa->alen, 0);
+ esl_vec_FSet(sumrf_c, msa->alen, 0.);
+
+ ESL_ALLOC(limits, sizeof(float) * (hc_nbins+1));
+ limits[0] = 0.0;
+ limits[1] = 0.8;
+ limits[2] = 0.9;
+ limits[3] = 0.925;
+ limits[4] = 0.95;
+ limits[5] = 0.975;
+ limits[6] = 1.00;
+
+ /* step through each sequence and each column, collecting stats */
+ pp = nfirst_indi_page;
+ for(s = 0; s < msa->nseq; s++) {
+ nonecell_seq = 0;
+ nonecell_seq_masked = (ps->mask == NULL) ? -1 : 0;
+ nongap_s = nongaprf_s = 0;
+ sum_s = sumrf_s = 0.;
+ if(do_indi) { /* add color legend for this sequence */
+ ps->sclAA[pp] = create_scheme_colorlegend(hc_scheme_idx, hc_nbins, limits);
+ }
+ for(c = 0; c < msa->alen; c++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->gr[ridx1][s][c])) {
+ if(esl_abc_CIsGap(msa->abc, msa->gr[ridx2][s][c])) ESL_FAIL(eslEINVAL, errbuf, "reading post annotation for seq: %d aln column: %d, post 'tens' value non-gap but post 'ones' value is gap.\n", s, c);
+ if(msa->gr[ridx1][s][c] == '*') {
+ if(msa->gr[ridx2][s][c] != '*') ESL_FAIL(eslEINVAL, errbuf, "reading post annotation for seq: %d aln column: %d, post 'tens' value '*' but post 'ones' value != '*'.\n", s, c);
+ prob = 1.0;
+ }
+ else {
+ ir1 = (int) (msa->gr[ridx1][s][c] - '0');
+ ir2 = (int) (msa->gr[ridx2][s][c] - '0');
+ prob = ((float) ir1 * 10. + ir2) * .01;
+ /*printf("c: %d r1: %c %d r2: %c %d p: %.2f\n", c, msa->gr[ridx1][s][c], ir1, msa->gr[ridx2][s][c], ir2, prob);*/
+ }
+ sum_c[c] += prob;
+ nongap_c[c]++;
+ sum_s += prob;
+ nongap_s++;
+ if(a2c_map[c] != -1) { /* consensus position */
+ cpos = a2c_map[c];
+ sumrf_c[c] += prob;
+ nongaprf_c[c]++;
+ sumrf_s += prob;
+ nongaprf_s++;
+ if(do_indi) { /* compute color for this column */
+ within_mask = (ps->mask != NULL && ps->mask[cpos] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_scheme[hc_scheme_idx], prob, ps->sclAA[pp], within_mask)) != eslOK) return status;
+ ps->rrAA[pp][cpos] = ' ';
+ }
+ }
+ //if(prob >= pthresh) athresh_c[c]++;
+ }
+ else if (do_indi) { /* gap, if it's a consensus column, draw blank square */
+ if(a2c_map[c] != -1) { /* consensus position */
+ cpos = a2c_map[c];
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[hc_onecell_idx])) != eslOK) return status;
+ nonecell_seq++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nonecell_seq_masked++;
+ ps->rrAA[pp][cpos] = ' ';
+ }
+ }
+ } /* done with this sequence */
+ if(do_indi) {
+ avg_s = (float) sum_s / (float) nongap_s;
+ avgrf_s = (float) sumrf_s / (float) nongaprf_s;
+
+ /* add one-cell color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[hc_onecell_idx], nonecell_seq, nonecell_seq_masked);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "gap", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ ps->nocclA[pp] = 1;
+
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "posterior probability (alnment confidence)", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ ps->seqidxA[pp] = s;
+ if((status = add_page_desc_to_sspostscript(ps, pp, msa->sqname[s], errbuf)) != eslOK) return status;
+ pp++;
+ }
+ } /* done with all sequences */
+
+ if(do_avg) { /* add average colors */
+ pp = navg_page;
+ ps->sclAA[pp] = create_scheme_colorlegend(hc_scheme_idx, hc_nbins, limits);
+ for(c = 0; c < msa->alen; c++) {
+ if(a2c_map[c] != -1) { /* cons position */
+ cpos = a2c_map[c];
+ if(nongap_c[c] > 0) {
+ avgrf_c = sum_c[c] /= (float) nongap_c[c];
+ within_mask = (ps->mask != NULL && ps->mask[cpos] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_scheme[hc_scheme_idx], avgrf_c, ps->sclAA[pp], within_mask)) != eslOK) return status;
+ }
+ else {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[hc_onecell_idx])) != eslOK) return status;
+ nonecell_avg++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nonecell_avg_masked++;
+ }
+ ps->rrAA[pp][cpos] = ' ';
+ }
+ }
+
+ /* add one-cell color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[hc_onecell_idx], nonecell_avg, nonecell_avg_masked);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "100% gaps", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ ps->nocclA[pp] = 1;
+
+ /* add color legend */
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "average posterior probability (alnment confidence)", ps->legx_max_chars,errbuf)) != eslOK) return status;
+
+ /* add description to ps */
+ if((status = add_page_desc_to_sspostscript(ps, pp, "average posterior probability (confidence) per position", errbuf)) != eslOK) return status;
+ }
+
+
+ free(nongap_c);
+ free(nongaprf_c);
+ free(sum_c);
+ free(sumrf_c);
+ free(c2a_map);
+ free(a2c_map);
+ free(limits);
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: colormask_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with 1 new page based on a lanemask, each column
+ * is either black (if included, a '1' in the mask) or pink (not included, a '0' in the
+ * mask.
+ *
+ * Return: eslOK on success.
+ */
+int
+colormask_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, char *mask, float **hc_onecell, int incmask_idx, int excmask_idx)
+{
+ int status;
+ int p, pp, c;
+ int cpos;
+ int orig_npage = ps->npage;
+ int ncols_inside_mask = 0;
+ int ncols_outside_mask = 0;
+ char *mask_desc = NULL;
+
+ if((status = add_pages_sspostscript(ps, 1, SIMPLEMASKMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * ps->clen);
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 2);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+ pp = orig_npage;
+
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ if(mask[cpos] == '1') { /* included */
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[incmask_idx])) != eslOK) return status;
+ ncols_inside_mask++;
+ }
+ else if(mask[cpos] == '0') {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[excmask_idx])) != eslOK) return status;
+ ncols_outside_mask++;
+ }
+ else ESL_FAIL(eslEINVAL, errbuf, "--mask mask char number %d is not a 1 nor a 0, but a %c\n", cpos, mask[cpos]);
+ ps->rrAA[pp][cpos] = ' ';
+ }
+
+ /* add color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[incmask_idx], ncols_inside_mask, -1);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "columns included by mask", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ ps->occlAAA[pp][1] = create_onecell_colorlegend(hc_onecell[excmask_idx], ncols_outside_mask, -1);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][1], "columns excluded by mask", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ if((status = esl_strcat(&(mask_desc), -1, "mask file: ", -1)) != eslOK) ESL_FAIL(status, errbuf, "error copying mask file name string");;
+ if((status = esl_strcat(&(mask_desc), -1, esl_opt_GetString(go, "--mask"), -1)) != eslOK) ESL_FAIL(status, errbuf, "error copying mask file name string");;
+ if((status = add_page_desc_to_sspostscript(ps, pp, mask_desc, errbuf)) != eslOK) return status;
+
+ ps->nocclA[pp] = 2;
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "colormask_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+
+/* Function: diffmask_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with 1 new page based on a comparison between
+ * two masks, each column is either black (if included (a '1') in both masks), red
+ * (if a '1' in mask 1 and a '0' in mask 2), cyan (a '0' in mask 1 and a '1' in mask 2)
+ * or grey (a '0' in both masks).
+ *
+ * Return: eslOK on success.
+ */
+int
+diffmask_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, char *mask1, char *mask2, float **hc_onecell, int incboth_idx, int inc1_idx, int inc2_idx, int excboth_idx)
+{
+ int status;
+ int p, pp, c;
+ int cpos;
+ int orig_npage = ps->npage;
+ int ncols_in_both = 0;
+ int ncols_out_both = 0;
+ int ncols_in_1_out_2 = 0;
+ int ncols_out_1_in_2 = 0;
+
+ if((status = add_pages_sspostscript(ps, 1, SIMPLEMASKMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * ps->clen);
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 4);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+ pp = orig_npage;
+
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ if(mask1[cpos] == '1' && mask2[cpos] == '1') {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[incboth_idx])) != eslOK) return status;
+ ncols_in_both++;
+ }
+ else if(mask1[cpos] == '1' && mask2[cpos] == '0') {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[inc1_idx])) != eslOK) return status;
+ ncols_in_1_out_2++;
+ }
+ else if(mask1[cpos] == '0' && mask2[cpos] == '1') {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[inc2_idx])) != eslOK) return status;
+ ncols_out_1_in_2++;
+ }
+ else if(mask1[cpos] == '0' && mask2[cpos] == '0') {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[excboth_idx])) != eslOK) return status;
+ ncols_out_both++;
+ }
+ else if(mask1[cpos] != '0' && mask1[cpos] != '1') ESL_FAIL(eslEINVAL, errbuf, "--mask-col char number %d is not a 1 nor a 0, but a %c\n", cpos, mask1[cpos]);
+ else if(mask2[cpos] != '0' && mask2[cpos] != '1') ESL_FAIL(eslEINVAL, errbuf, "--mask-diff char number %d is not a 1 nor a 0, but a %c\n", cpos, mask2[cpos]);
+ ps->rrAA[pp][cpos] = ' ';
+ }
+
+ /* add color legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[incboth_idx], ncols_in_both, -1);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "included by both masks", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ ps->occlAAA[pp][1] = create_onecell_colorlegend(hc_onecell[inc1_idx], ncols_in_1_out_2, -1);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][1], "incl. mask 1, excl. mask 2", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ ps->occlAAA[pp][2] = create_onecell_colorlegend(hc_onecell[inc2_idx], ncols_out_1_in_2, -1);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][2], "excl. mask 1, incl. mask 1", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ ps->occlAAA[pp][3] = create_onecell_colorlegend(hc_onecell[excboth_idx], ncols_out_both, -1);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][3], "excluded by both masks", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ ps->nocclA[pp] = 4;
+
+ if((status = add_diffmask_page_desc_to_sspostscript(ps, pp, esl_opt_GetString(go, "--mask"), esl_opt_GetString(go, "--mask-diff"), errbuf)) != eslOK) return status;
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "diffmask_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+/* Function: add_pages_sspostscript()
+ *
+ * Purpose: Add and initialize blank pages to a postscript object.
+ */
+static int
+add_pages_sspostscript(SSPostscript_t *ps, int ntoadd, int page_mode)
+{
+ int status;
+ void *tmp;
+ int p;
+
+ if(ps->npage == 0) {
+ assert(ps->rrAA == NULL);
+ assert(ps->rcolAAA == NULL);
+ ESL_ALLOC(ps->rrAA, sizeof(char *) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->rcolAAA, sizeof(float **) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->occlAAA, sizeof(OneCellColorLegend_t ***) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->nocclA, sizeof(int) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->sclAA, sizeof(SchemeColorLegend_t **) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->descA, sizeof(char *) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->modeA, sizeof(int) * (ps->npage + ntoadd));
+ ESL_ALLOC(ps->seqidxA, sizeof(int) * (ps->npage + ntoadd));
+ }
+ else {
+ assert(ps->rrAA != NULL);
+ assert(ps->rcolAAA != NULL);
+ ESL_RALLOC(ps->rrAA, tmp, sizeof(char *) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->rcolAAA,tmp, sizeof(float **) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->occlAAA,tmp, sizeof(OneCellColorLegend_t ***) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->nocclA, tmp, sizeof(int) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->sclAA, tmp, sizeof(SchemeColorLegend_t **) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->descA, tmp, sizeof(char *) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->modeA, tmp, sizeof(int) * (ps->npage + ntoadd));
+ ESL_RALLOC(ps->seqidxA,tmp, sizeof(int) * (ps->npage + ntoadd));
+ }
+ for(p = ps->npage; p < (ps->npage + ntoadd); p++) {
+ ps->rrAA[p] = NULL;
+ ps->rcolAAA[p] = NULL;
+ ps->occlAAA[p] = NULL;
+ ps->nocclA[p] = 0;
+ ps->sclAA[p] = NULL;
+ ps->descA[p] = NULL;
+ ps->modeA[p] = page_mode;
+ ps->seqidxA[p] = -1;
+ }
+ ps->npage += ntoadd;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: compare_ints()
+ *
+ * Purpose: Comparison function for qsort(). Used
+ * by msa_median_length().
+ */
+static int
+compare_ints(const void *el1, const void *el2)
+{
+ if ((* ((int *) el1)) > (* ((int *) el2))) return 1;
+ else if ((* ((int *) el1)) < (* ((int *) el2))) return 1;
+ return 0;
+}
+
+/* map_cpos_to_apos
+ *
+ * Given an MSA, determine the alignment position each
+ * consensus (#=GC RF) position refers to.
+ * Both maps that are returned are indexed starting from 0.
+ * c2a_map[0..clen-1]
+ * a2c_map[0..alen-1]
+ */
+static int map_cpos_to_apos(ESL_MSA *msa, int **ret_c2a_map, int **ret_a2c_map, int *ret_clen)
+{
+ int status;
+ int clen = 0;
+ int *c2a_map = NULL;
+ int *a2c_map = NULL;
+ int cpos = 0;
+ int apos = 0;
+ /* contract check */
+ if(msa->rf == NULL) { status = eslEINVAL; goto ERROR; }
+
+ /* count consensus columns */
+ for(apos = 0; apos < msa->alen; apos++)
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) clen++;
+
+ /* build map */
+ ESL_ALLOC(c2a_map, sizeof(int) * clen);
+ ESL_ALLOC(a2c_map, sizeof(int) * msa->alen);
+ esl_vec_ISet(a2c_map, msa->alen, -1);
+
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) {
+ a2c_map[apos] = cpos;
+ c2a_map[cpos] = apos;
+ cpos++;
+ }
+ }
+
+ *ret_c2a_map = c2a_map;
+ *ret_a2c_map = a2c_map;
+ *ret_clen = clen;
+ return eslOK;
+
+ ERROR:
+ if(c2a_map != NULL) free(c2a_map);
+ return status;
+}
+
+/* read_mask_file
+ *
+ * Given an open file pointer, read the first token of the
+ * file and return it as *ret_mask. Also return length of
+ * mask in *ret_masklen, and a flag indicating whether or
+ * not the mask has any internal zeroes in *ret_mask_has_internal_zeroes.
+ * An internal '0' is one that occurs between at least one
+ * 5' and one 3' '1'
+ *
+ * Returns: eslOK on success.
+ */
+int
+read_mask_file(char *filename, char *errbuf, char **ret_mask, int *ret_masklen, int *ret_mask_has_internal_zeroes)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ char *mask;
+ int toklen;
+ int n;
+ /* for determining if we have internal zeroes */
+ int seen_1 = FALSE; /* becomes TRUE when we see first (5'-most) '1' */
+ int seen_1_then_0 = FALSE; /* becomes TRUE when we see first (5'-most) '0' that is 3' of first '1' */
+ int seen_1_then_0_then_1 = FALSE; /* becomes TRUE when we see first (5'-most) '1' that is 3' of first '0' that is 3' of first '1' */
+
+ if (esl_fileparser_Open(filename, &efp) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to open %s in read_mask_file\n", filename);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to read a single token from %s\n", filename);
+
+ ESL_ALLOC(mask, sizeof(char) * (toklen+1));
+
+ for(n = 0; n < toklen; n++) {
+ mask[n] = tok[n];
+ if(mask[n] == '0') {
+ if((seen_1) && (!seen_1_then_0)) { seen_1_then_0 = TRUE; }
+ }
+ else if (mask[n] == '1') {
+ if(!seen_1) { seen_1 = TRUE; }
+ if((seen_1) && (seen_1_then_0) && (!seen_1_then_0_then_1)) { seen_1_then_0_then_1 = TRUE; }
+ }
+ else { ESL_FAIL(eslEINVAL, errbuf, "character %d of mask file is invalid: %c (must be a '1' or a '0')\n", n, mask[n]); }
+
+ mask[n] = tok[n];
+ }
+ mask[n] = '\0';
+
+ *ret_mask = mask;
+ *ret_masklen= toklen;
+ *ret_mask_has_internal_zeroes = seen_1_then_0_then_1;
+
+ esl_fileparser_Close(efp);
+ return eslOK;
+
+ ERROR:
+ return eslEMEM;
+}
+
+/* Function: drawfile2sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with >= 1 new page(s), with colors described
+ * in an input 'draw' file, with >= 1 sets of <x> lines of data, each set
+ * is separated by a line with only "//". <x> must be equal to the consensus
+ * ps->clen. Each line has at least 4 floats explaining
+ * the CMYK values for the color to use at each position of the SS diagram,
+ * and optionally contains an extra single character which is the residue
+ * to put at that position.
+ *
+ * Return: eslOK on success.
+ */
+int
+drawfile2sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps)
+{
+ int status;
+ int p, pp;
+ int cpos, c;
+ int orig_npage = ps->npage;
+ ESL_FILEPARSER *efp;
+ char *s;
+ char *dfile = esl_opt_GetString(go, "--dfile");
+ if (esl_fileparser_Open(dfile, &efp) != eslOK) ESL_FAIL(eslFAIL, errbuf, "failed to open %s in draw_file2sspostscript\n", dfile);
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ pp = orig_npage - 1;
+ cpos = 0;
+
+ while (esl_fileparser_NextLine(efp) == eslOK)
+ {
+ /* example line without residue markup:
+ * 0.000 0.000 0.000 0.500
+ *
+ * example line with residue markup:
+ * 0.000 0.000 0.000 0.500 A
+ */
+
+ cpos++;
+ if(cpos == 1) { /* add a new page */
+ if((status = add_pages_sspostscript(ps, 1, SIMPLEMASKMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = (ps->npage-1); p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * (ps->clen+1));
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+ pp++; /* if first page, pp == orig_npage now */
+ }
+ if(cpos == (ps->clen+1)) { /* should be a single token, a "\\" on this line */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read a final token at the end of description of draw page %d on line %d of drawfile %s\n", (pp - orig_npage + 1), efp->linenumber, dfile);
+ if (strcmp(s, "//") != 0)
+ esl_fatal("Failed to read a final \"//\" token (read %s) at the end of description of draw page %d on line %d of drawfile %s\n", s, (pp - orig_npage + 1), efp->linenumber, dfile);
+ cpos = 0;
+ }
+ else {
+ /* get C value */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read C of CMYK value on line %d of drawfile %s\n", efp->linenumber, dfile);
+ ps->rcolAAA[pp][(cpos-1)][0] = atof(s);
+
+ /* get M value */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read M of CMYK value on line %d of drawfile %s\n", efp->linenumber, dfile);
+ ps->rcolAAA[pp][(cpos-1)][1] = atof(s);
+
+ /* get Y value */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read Y of CMYK value on line %d of drawfile %s\n", efp->linenumber, dfile);
+ ps->rcolAAA[pp][(cpos-1)][2] = atof(s);
+
+ /* get K value */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) != eslOK)
+ esl_fatal("Failed to read K of CMYK value on line %d of drawfile %s\n", efp->linenumber, dfile);
+ ps->rcolAAA[pp][(cpos-1)][3] = atof(s);
+
+ /* optionally read a residue value */
+ if (esl_fileparser_GetTokenOnLine(efp, &s, NULL) == eslOK) {
+ if(((int) strlen(s)) != 1) esl_fatal("Read multi-character string (%s) for consensus residue %d on line %d of drawfile %s\n", s, cpos, efp->linenumber, dfile);
+ ps->rrAA[pp][(cpos-1)] = s[0];
+ }
+ else ps->rrAA[pp][(cpos-1)] = ' ';
+ }
+ }
+ if(pp == (orig_npage - 1)) { /* no new pages were read, this is an error */
+ esl_fatal("Failed to read a single page from drawfile %s\n", dfile);
+ }
+
+ esl_fileparser_Close(efp);
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "drawfile2sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: structural_infocontent_sspostscript()
+ *
+ * Purpose: Fill a postscript data structure with 1 new page, colored squares indicating
+ * the structural information content of each base paired consensus column.
+ * Structural information content is the extra information gained from modelling
+ * the pair together (info of vector of bps, size 16) versus separately (sum
+ * of info of the two independent vector of singlets, size 4).
+ *
+ * Return: eslOK on success.
+ */
+int
+structural_infocontent_sspostscript(const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, ESL_MSA *msa, float ***hc_scheme, int hc_scheme_idx, int hc_nbins, float **hc_onecell, int ss_idx, int zerores_idx)
+{
+ int status;
+ int p, pp, c, i;
+ int cpos, apos, rcpos, lapos, rapos;
+ int orig_npage = ps->npage;
+ double **obs, *ent, *bg;
+ double **obs_p, *ent_p, *bg_p;
+ double tmp_bg, tmp_bg_p;
+ int *ct;
+ ESL_DSQ ldsq;
+ ESL_DSQ rdsq;
+ int *nres;
+ int nss = 0;
+ int nzerores = 0;
+ int nss_masked = 0;
+ int nzerores_masked = 0;
+ int within_mask;
+ if(ps->mask == NULL) nss_masked = nzerores_masked = -1; /* special flag */
+
+ if(msa->ss_cons == NULL) ESL_FAIL(status, errbuf, "--struct requires #=GC SS_cons annotation in the alignment.");
+ if((status = add_pages_sspostscript(ps, 1, ALIMODE)) != eslOK) ESL_FAIL(status, errbuf, "memory error adding pages to the postscript object.");
+
+ for(p = orig_npage; p < ps->npage; p++) {
+ ESL_ALLOC(ps->rrAA[p], sizeof(char) * ps->clen);
+ ESL_ALLOC(ps->rcolAAA[p], sizeof(float *) * ps->clen);
+ ESL_ALLOC(ps->sclAA[p], sizeof(SchemeColorLegend_t *) * 1);
+ ESL_ALLOC(ps->occlAAA[p], sizeof(OneCellColorLegend_t **) * 2);
+ for(c = 0; c < ps->clen; c++) {
+ ESL_ALLOC(ps->rcolAAA[p][c], sizeof(float) * NCMYK); /* CMYK colors */
+ }
+ }
+
+ int *c2a_map, *a2c_map, clen;
+ map_cpos_to_apos(msa, &c2a_map, &a2c_map, &clen);
+
+ ESL_ALLOC(ent, sizeof(double) * ps->clen);
+ ESL_ALLOC(obs, sizeof(double *) * ps->clen);
+ ESL_ALLOC(bg, sizeof(double) * msa->abc->K);
+ esl_vec_DSet(bg, msa->abc->K, 1./(msa->abc->K));
+
+ ESL_ALLOC(ent_p, sizeof(double) * ps->clen);
+ ESL_ALLOC(obs_p, sizeof(double *) * ps->clen);
+ ESL_ALLOC(bg_p, sizeof(double) * msa->abc->K * msa->abc->K);
+ esl_vec_DSet(bg_p, (msa->abc->K * msa->abc->K), 1./(msa->abc->K * msa->abc->K));
+
+ ESL_ALLOC(nres, sizeof(int) * ps->clen);
+ esl_vec_ISet(nres, ps->clen, 0);
+
+ ESL_ALLOC(ct, sizeof(int) * (msa->alen+1));
+ if (esl_wuss2ct(msa->ss_cons, msa->alen, ct) != eslOK) ESL_FAIL(status, errbuf, "structural_infocontent_sspostscript problem getting ct from SS_cons.");
+
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ ESL_ALLOC(obs[cpos], sizeof(double) * msa->abc->K);
+ esl_vec_DSet(obs[cpos], msa->abc->K, 0.);
+ ESL_ALLOC(obs_p[cpos], sizeof(double) * (msa->abc->K * msa->abc->K));
+ esl_vec_DSet(obs_p[cpos], (msa->abc->K * msa->abc->K), 0.);
+ }
+ pp = orig_npage;
+
+ /* add color legend */
+ float *limits;
+ ESL_ALLOC(limits, sizeof(float) * (hc_nbins+1));
+ limits[0] = 0.0;
+ limits[1] = 0.16;
+ limits[2] = 0.33;
+ limits[3] = 0.50;
+ limits[4] = 0.66;
+ limits[5] = 0.83;
+ limits[6] = 1.00;
+ ps->sclAA[pp] = create_scheme_colorlegend(hc_scheme_idx, hc_nbins, limits);
+
+ /* get observed residues at each cpos */
+ for(i = 0; i < msa->nseq; i++) {
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) { /* a consensus position */
+ if(! esl_abc_CIsGap(msa->abc, msa->aseq[i][apos])) { /* seq i is not a gap at cpos */
+ nres[cpos]++;
+ /* only count base paired positions for which both left and right half are not gaps,
+ * check if we're base paired */
+ if(ct[apos+1] != 0) {
+ if(ct[apos+1] > (apos+1)) { /* cpos is left half of base pair */
+ /* check if right half is a gap */
+ rapos = ct[apos+1]-1;
+ if((! esl_abc_CIsGap(msa->abc, msa->aseq[i][rapos])) &&
+ (! esl_abc_CIsGap(msa->abc, msa->rf[rapos]))) { /* seq i is not a gap at right half, and is a cons posn at right half */
+ esl_abc_DCount(msa->abc, obs[cpos], esl_abc_DigitizeSymbol(msa->abc, msa->aseq[i][apos]), 1.);
+ rcpos = a2c_map[rapos];
+ assert(rcpos != -1);
+ ldsq = esl_abc_DigitizeSymbol(msa->abc, msa->aseq[i][apos]);
+ rdsq = esl_abc_DigitizeSymbol(msa->abc, msa->aseq[i][rapos]);
+ PairCount(msa->abc, obs_p[cpos], ldsq, rdsq, 1.);
+ PairCount(msa->abc, obs_p[rcpos], ldsq, rdsq, 1.);
+ }
+ }
+ else { /* cpos is right half of base pair */
+ /* check if left half is a gap */
+ lapos = ct[apos+1]-1;
+ if(! esl_abc_CIsGap(msa->abc, msa->aseq[i][lapos])) { /* seq i is not a gap at left half */
+ esl_abc_DCount(msa->abc, obs[cpos], esl_abc_DigitizeSymbol(msa->abc, msa->aseq[i][apos]), 1.);
+ }
+ }
+ }
+ }
+ cpos++;
+ }
+ }
+ }
+
+ /* determine entropy of each singlet */
+ tmp_bg = esl_vec_DEntropy(bg, msa->abc->K);
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ esl_vec_DNorm(obs[cpos], msa->abc->K);
+ ent[cpos] = tmp_bg - esl_vec_DEntropy(obs[cpos], msa->abc->K);
+ }
+
+ /* determine entropy of each pair */
+ tmp_bg_p = esl_vec_DEntropy(bg_p, msa->abc->K * msa->abc->K);
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ apos = c2a_map[cpos];
+ if(ct[apos+1] != 0) {
+ esl_vec_DNorm(obs_p[cpos], msa->abc->K * msa->abc->K);
+
+ rapos = ct[apos+1]-1;
+ rcpos = a2c_map[rapos];
+
+ ent_p[cpos] = tmp_bg_p - esl_vec_DEntropy(obs_p[cpos], msa->abc->K*msa->abc->K);
+
+ /*printf("lpos: %5d rpos: %5d entP: %8.3f entL: %8.3f entR: %8.3f ",
+ cpos, rcpos, ent_p[cpos], ent[cpos], ent[rcpos]);*/
+ ent_p[cpos] -= (ent[cpos] + ent[rcpos]);
+ ent_p[cpos] /= 2.;
+ /*printf("final: %8.3f\n", ent_p[cpos]);*/
+ if(ent_p[cpos] < (-1. * eslSMALLX1)) {
+ ESL_FAIL(eslEINCONCEIVABLE, errbuf, "pair information < 0.: %f (lpos: %d rpos: %d)\n", ent_p[cpos], cpos, rcpos);
+ }
+ }
+ else ent_p[cpos] = -1.0;
+ }
+
+ for(cpos = 0; cpos < ps->clen; cpos++) {
+ if(ent_p[cpos] < (-1. * eslSMALLX1)) {
+ nss++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nss_masked++;
+ }
+ if(nres[cpos] == 0) {
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[zerores_idx])) != eslOK) return status;
+ ent_p[cpos] = 0.; /* impt to set to 0., so esl_vec_DSum(ent_p... call below to calc total struct info is accurate */
+ nzerores++;
+ if(ps->mask != NULL && ps->mask[cpos] == '1') nzerores_masked++;
+ }
+ else if(ent_p[cpos] < (-1. * eslSMALLX1)) { /* single stranded base, paint grey */
+ if((status = set_onecell_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_onecell[ss_idx])) != eslOK) return status;
+ ent_p[cpos] = 0.; /* impt to set to 0., so esl_vec_DSum(ent_p... call below to calc total struct info is accurate */
+ }
+ else {
+ within_mask = (ps->mask != NULL && ps->mask[cpos] == '1') ? TRUE : FALSE;
+ if((status = set_scheme_values(errbuf, ps->rcolAAA[pp][cpos], NCMYK, hc_scheme[hc_scheme_idx], ent_p[cpos], ps->sclAA[pp], within_mask)) != eslOK) return status;
+ }
+ ps->rrAA[pp][cpos] = ' ';
+ }
+
+ /* add text to the one cell legend */
+ ps->occlAAA[pp][0] = create_onecell_colorlegend(hc_onecell[ss_idx], nss, nss_masked);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][0], "single-stranded", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ /* add text to the second one cell legend */
+ ps->occlAAA[pp][1] = create_onecell_colorlegend(hc_onecell[zerores_idx], nzerores, nzerores_masked);
+ if((status = add_text_to_onecell_colorlegend(ps, ps->occlAAA[pp][1], "100% gaps", ps->legx_max_chars, errbuf)) != eslOK) return status;
+ ps->nocclA[pp] = 2;
+
+ /* add text to the scheme legend */
+ /*sprintf(text, "structural info content per basepaired posn", esl_vec_DSum(ent_p, ps->clen) * 2.);*/
+ if((status = add_text_to_scheme_colorlegend(ps->sclAA[pp], "extra information from structure (bits)", ps->legx_max_chars, errbuf)) != eslOK) return status;
+
+ /* add description to ps */
+ if((status = add_page_desc_to_sspostscript(ps, pp, "extra information from structure per basepaired position", errbuf)) != eslOK) return status;
+
+ free(nres);
+ free(ent);
+ free(ent_p);
+ for(cpos = 0; cpos < ps->clen; cpos++) { free(obs[cpos]); free(obs_p[cpos]); }
+ free(obs);
+ free(obs_p);
+ free(bg);
+ free(bg_p);
+ free(c2a_map);
+ free(a2c_map);
+ free(ct);
+ free(limits);
+
+ return eslOK;
+
+ ERROR: ESL_FAIL(status, errbuf, "infocontent_sspostscript(): memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: PairCount()
+ * Date: SRE, Tue Aug 1 10:34:20 2000 [St. Louis]
+ *
+ * Purpose: Given a possibly degenerate symbol code for left
+ * and right symbols in a pair, increment a symbol
+ * counter array appropriately.
+ *
+ * Args: abc - pointer to the internal alphabet
+ * counters - vector to count into [0..abc->K^2-1]
+ * syml - index of left symbol [0..abc->sym_iupac-1]
+ * symr - index of right symbol [0..abc->sym_iupac-1]
+ * wt - weight to use for the count (often 1.0).
+ *
+ * Returns: void
+ */
+void
+PairCount(const ESL_ALPHABET *abc, double *counters, ESL_DSQ syml, ESL_DSQ symr, float wt)
+{
+ int status;
+ if (syml < abc->K && symr < abc->K) {
+ counters[(int) (syml * abc->K + symr)] += wt;
+ return;
+ }
+ else {
+ float *left = NULL;
+ float *right = NULL;
+ ESL_ALLOC(left, sizeof(float) * abc->K);
+ ESL_ALLOC(right, sizeof(float) * abc->K);
+
+ int l,r;
+
+ esl_vec_FSet(left, abc->K, 0.);
+ esl_vec_FSet(right, abc->K, 0.);
+ esl_abc_FCount(abc, left, syml, wt);
+ esl_abc_FCount(abc, right, symr, wt);
+
+ for (l = 0; l < abc->K; l++)
+ for (r = 0; r < abc->K; r++)
+ counters[l*abc->K +r] += left[l] * right[r];
+ free(left);
+ free(right);
+ }
+ return;
+
+ ERROR:
+ esl_fatal("Memory error");
+}
+
+/* Function: get_command
+ * Date: EPN, Fri Jan 25 13:56:10 2008
+ *
+ * Purpose: Return the command used to call ssu-draw
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
+
+/* Function: get_date
+ * Date: EPN, Fri Jan 25 13:59:22 2008
+ *
+ * Purpose: Return a string that gives the current date.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_date(char *errbuf, char **ret_date)
+{
+ int status;
+ time_t date = time(NULL);
+ char *sdate = NULL;
+
+ if((status = esl_strdup(ctime(&date), -1, &sdate)) != eslOK) goto ERROR;
+ esl_strchop(sdate, -1); /* doesn't return anything but eslOK */
+
+ *ret_date = sdate;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_date() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+/* Function: set_scheme_values()
+ *
+ * Purpose: Set color values from a predefined scheme given min, max,
+ * value and number of colors.
+ */
+static int
+set_scheme_values(char *errbuf, float *vec, int ncolvals, float **scheme, float val, SchemeColorLegend_t *scl, int within_mask)
+{
+ float min, max;
+ int ci, bi;
+ min = scl->limits[0];
+ max = scl->limits[scl->nbins];
+ if((min-val) > eslSMALLX1) { ESL_FAIL(eslEINVAL, errbuf, "set_scheme_values(), val: %.4f < min: %.4f\n", val, min); }
+ if((val-max) > eslSMALLX1) { ESL_FAIL(eslEINVAL, errbuf, "set_scheme_values(), val: %.4f > max: %.4f\n", val, max); }
+
+ bi = 0;
+ while((val > scl->limits[bi+1]) && (bi <= (scl->nbins-1))) { bi++; }
+ /*printf("%.3f %d (%.3f)\n", val, bi, scl->limits[bi+1]);*/
+ scl->counts[bi]++;
+ if(within_mask) scl->counts_masked[bi]++;
+ for(ci = 0; ci < ncolvals; ci++) {
+ vec[ci] = scheme[bi][ci];
+ }
+ return eslOK;
+}
+
+/* Function: set_onecell_values()
+ *
+ * Purpose: Set color values as a predefined single
+ * color.
+ */
+static int
+set_onecell_values(char *errbuf, float *vec, int ncolvals, float *onecolor)
+{
+ int ci;
+ for(ci = 0; ci < ncolvals; ci++) { vec[ci] = onecolor[ci]; }
+ return eslOK;
+}
+
+
+
+/* Function: draw_masked_block()
+ *
+ * Purpose: Given coords, color, and mask style options draw a masked block.
+ */
+static int
+draw_masked_block(FILE *fp, float x, float y, float *colvec, int do_circle_mask, int do_square_mask, int do_x_mask, int do_border, float boxsize)
+{
+ if (do_circle_mask) {
+ if(do_border) {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f %.1f 0 360 arc closepath\n", x + (boxsize/2.), y + (boxsize/2.), boxsize * (3./8.));
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", colvec[0], colvec[1], colvec[2], colvec[3]);
+ fprintf(fp, " stroke\n");
+ }
+ else {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f %.1f 0 360 arc closepath\n", x + (boxsize/2.), y + (boxsize/2.), boxsize * (3./8.));
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", colvec[0], colvec[1], colvec[2], colvec[3]);
+ fprintf(fp, " fill\n");
+ }
+ }
+ else if(do_square_mask) {
+ if(do_border) {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x +1., y +1.);
+ fprintf(fp, " 0 %.1f rlineto %.1f 0 rlineto 0 -%.1f rlineto closepath\n", boxsize*0.75, boxsize*0.75, boxsize*0.75);
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", colvec[0], colvec[1], colvec[2], colvec[3]);
+ fprintf(fp, " stroke\n");
+ }
+ else {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x + 1.5, y + 1.5);
+ fprintf(fp, " 0 %.1f rlineto %.1f 0 rlineto 0 -%.1f rlineto closepath\n", boxsize*(5./8.), boxsize*(5./8.), boxsize*(5./8.));
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", colvec[0], colvec[1], colvec[2], colvec[3]);
+ fprintf(fp, " fill\n");
+ }
+ }
+ else if (do_x_mask) {
+ if(do_border) {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x, y);
+ fprintf(fp, " 0 %.1f rlineto %.1f 0 rlineto 0 -%.1f rlineto closepath\n", boxsize, boxsize, boxsize);
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", colvec[0], colvec[1], colvec[2], colvec[3]);
+ fprintf(fp, " fill\n");
+
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", 0., 0., 0., 0.);
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x, y);
+ fprintf(fp, " %.1f %.1f rlineto closepath\n", boxsize, boxsize);
+ fprintf(fp, " stroke\n");
+ fprintf(fp, " %.2f %.2f moveto", x + boxsize, y);
+ fprintf(fp, " -%.1f %.1f rlineto closepath\n", boxsize, boxsize);
+ fprintf(fp, " stroke\n");
+ }
+ else {
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.4f %.4f %.4f %.4f setcmykcolor\n", colvec[0], colvec[1], colvec[2], colvec[3]);
+ fprintf(fp, " %.2f %.2f moveto", x, y);
+ fprintf(fp, " %.1f %.1f rlineto closepath\n", boxsize, boxsize);
+ fprintf(fp, " stroke\n");
+ fprintf(fp, "newpath\n");
+ fprintf(fp, " %.2f %.2f moveto", x + boxsize, y);
+ fprintf(fp, " -%.1f %.1f rlineto closepath\n", boxsize, boxsize);
+ fprintf(fp, " stroke\n");
+ }
+ }
+ return eslOK;
+}
+
+/* Function: validate_justread_sspostscript()
+ *
+ * Purpose: Validate a sspostscript just created by parsing
+ * a template file. Nothing fancy here, just make
+ * sure all we've written everything we expect.
+ */
+static int
+validate_justread_sspostscript(SSPostscript_t *ps, char *errbuf)
+{
+ if(ps->modelname == NULL) ESL_FAIL(eslEINVAL, errbuf, "validate_justread_sspostscript(), failed to read modelname from template file.");
+ if(ps->nbp == 0) ESL_FAIL(eslEINVAL, errbuf, "validate_justread_sspostscript(), failed to read 'lines bpconnects' section from template file.");
+ if(ps->clen == 0) ESL_FAIL(eslEINVAL, errbuf, "validate_justread_sspostscript(), failed to read 'text residues' section from template file.");
+
+ /* Stuff we don't currently require, but we may want to eventually */
+ /*if(ps->nhundreds == 0) ESL_FAIL(eslEINVAL, errbuf, "validate_justread_sspostscript(), failed to read 'text hundreds' section from template file.");*/
+ /*if(ps->nticks == 0) ESL_FAIL(eslEINVAL, errbuf, "validate_justread_sspostscript(), failed to read 'lines ticks' section from template file.");*/
+ /*if(ps->nbp == 0) ESL_FAIL(eslEINVAL, errbuf, "validate_justread_sspostscript(), failed to read 'lines bpconnects' section from template file.");*/
+
+ return eslOK;
+}
+
+
+/* Function: validate_and_update_sspostscript_given_msa()
+ *
+ * Purpose: Validate that a sspostscript works with a MSA.
+ */
+static int
+validate_and_update_sspostscript_given_msa(const ESL_GETOPTS *go, SSPostscript_t *ps, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int *msa_ct;
+ int msa_nbp = 0;
+ int *tmp_ct;
+ int msa_clen;
+ int apos, cpos;
+ int i;
+
+ ps->msa = msa;
+
+ /* get the CT array for this msa */
+ ESL_ALLOC(tmp_ct, sizeof(int) * (msa->alen+1));
+ if (esl_wuss2ct(msa->ss_cons, msa->alen, tmp_ct) != eslOK) ESL_FAIL(status, errbuf, "Problem getting ct from SS_cons, does first alignment of MSA file have SS_cons annotation?");
+
+ msa_clen = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) msa_clen++;
+ }
+ /* convert tmp_ct which is in alignment coords [1..alen] to consensus coords [0..clen-1]*/
+ ESL_ALLOC(msa_ct, sizeof(int) * (msa_clen));
+ cpos = 0;
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(msa->abc, msa->rf[apos])) { /* a consensus position */
+ if((tmp_ct[(apos+1)] > (apos+1)) && (! esl_abc_CIsGap(msa->abc, msa->rf[tmp_ct[apos+1]-1]))) { /* a consensus position paired to another consensus posn */
+ msa_nbp++;
+ }
+ msa_ct[cpos++] = tmp_ct[(apos+1)];
+ }
+ }
+ free(tmp_ct);
+
+ if(ps->msa_ct != NULL) { free(ps->msa_ct); ps->msa_ct = NULL;}
+ ps->msa_ct = msa_ct;
+ ps->msa_nbp = msa_nbp;
+
+ if(ps->clen != msa_clen) ESL_FAIL(eslEINVAL, errbuf, "validate_and_update_sspostscript_given_msa(), expected consensus length of %d in MSA, but read %d\n", ps->clen, msa_clen);
+ if(ps->nbp != 0 && ps->nbp != msa_nbp) ESL_FAIL(eslEINVAL, errbuf, "validate_and_update_sspostscript_given_msa(), expected %d basepairs in MSA's SS_cons, but read %d\n", ps->nbp, msa_nbp);
+
+ /* allocate the uaseqlenA data structure to store unaligned seq lengths, only compute them if --indi though */
+ if(ps->uaseqlenA != NULL) { free(ps->uaseqlenA); ps->uaseqlenA = NULL; }
+ ESL_ALLOC(ps->uaseqlenA, sizeof(int) * msa->nseq);
+ esl_vec_ISet(ps->uaseqlenA, msa->nseq, 0);
+ if(esl_opt_GetBoolean(go, "--indi")) { /* individual mode, get each sequence's length */
+ for(i = 0; i < msa->nseq; i++) {
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(! esl_abc_CIsGap(ps->msa->abc, ps->msa->aseq[i][apos]))
+ ps->uaseqlenA[i]++;
+ }
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "validate_and_update_sspostscript_given_msa(), error status %d, probably out of memory.\n", status);
+ return status;
+ }
+
+
+/* Function: draw_header_and_footer()
+ *
+ * Purpose: Draw header for a page
+ */
+static int
+draw_header_and_footer(FILE *fp, const ESL_GETOPTS *go, char *errbuf, SSPostscript_t *ps, int page, int pageidx2print)
+{
+ int status;
+ int i, split_idx;
+ float x, y;
+ float header_fontsize;
+ int model_width, desc_width, desc_column_width;
+ char *model_dashes, *desc_dashes, *desc2print;
+ char *desc_string = NULL;
+ float xmodel;
+ char *model2print = NULL;
+
+ header_fontsize = HEADER_FONTSIZE_UNSCALED / ps->scale;
+
+ fprintf(fp, "%% begin ignore\n");
+ fprintf(fp, "/%s findfont %.2f scalefont setfont\n", DEFAULT_FONT, header_fontsize);
+ fprintf(fp, "0.00 0.00 0.00 1.00 setcmykcolor\n"); /* black */
+
+ if(! (esl_opt_GetBoolean(go, "--no-head"))) {
+ model_width = ESL_MAX(strlen("model"), (int) strlen(ps->modelname));
+ if(model_width > HEADER_MODELNAME_MAXCHARS) {
+ ESL_ALLOC(model2print, sizeof(char) * (HEADER_MODELNAME_MAXCHARS+1));
+ for(i = 0; i < (HEADER_MODELNAME_MAXCHARS-3); i++) model2print[i] = ps->modelname[i];
+ model2print[HEADER_MODELNAME_MAXCHARS-3] = '.';
+ model2print[HEADER_MODELNAME_MAXCHARS-2] = '.';
+ model2print[HEADER_MODELNAME_MAXCHARS-1] = '.';
+ model2print[HEADER_MODELNAME_MAXCHARS] = '\0';
+ }
+ else {
+ if((status = esl_strdup(ps->modelname, -1, &(model2print))) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "draw_header_and_footer(), error copying modelname");
+ }
+
+ model_width = ESL_MIN(model_width, HEADER_MODELNAME_MAXCHARS);
+ ESL_ALLOC(model_dashes, sizeof(char) * (model_width+1));
+ for(i = 0; i < model_width; i++) model_dashes[i] = '-';
+ model_dashes[model_width] = '\0';
+
+ if(ps->modeA[page] == ALIMODE || ps->modeA[page] == SIMPLEMASKMODE) {
+ if((status = esl_strdup("description", -1, &(desc_string))) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "draw_header_and_footer(), error copying description");
+ }
+ else if(ps->modeA[page] == INDIMODE) {
+ if((status = esl_strdup("sequence name", -1, &(desc_string))) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "draw_header_and_footer(), error copying description");
+ }
+
+ xmodel = ps->headerx_desc - (ps->headerx_charsize * (model_width + 6 + 6 + 8 + 2)); /*6,6,8 for #res,#bps,#seq|seqlen) plus 2 spaces each, first 2 for 2 spaces before desc*/
+ x = xmodel;
+ y = ps->headery;
+
+ fprintf(fp, "(%-*s %4s %4s) %.2f %.2f moveto show\n", model_width, "model", "#res", "#bps", x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%-*s %4s %4s) %.2f %.2f moveto show\n", model_width, model_dashes, "----", "----", x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%-*s %4d %4d) %.2f %.2f moveto show", model_width, model2print, ps->clen, ps->msa_nbp, x, y);
+ free(model_dashes);
+ x += (model_width + 6 + 6 +2) * ps->headerx_charsize;
+
+ if(ps->modeA[page] == ALIMODE) {
+ y+= header_fontsize * 1.5;
+ fprintf(fp, "(%6s) %.2f %.2f moveto show\n", "#seqs", x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%6s) %.2f %.2f moveto show\n", "------", x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%6d) %.2f %.2f moveto show", ps->msa->nseq, x, y);
+ }
+ else if(ps->modeA[page] == INDIMODE && (ps->seqidxA[page] != -1)) { /* ps->seqidxA[page] == -1 if we're printing the consensus sequence */
+ y+= header_fontsize * 1.5;
+ fprintf(fp, "(%6s) %.2f %.2f moveto show\n", "seqlen", x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%6s) %.2f %.2f moveto show\n", "------", x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%6d) %.2f %.2f moveto show", ps->uaseqlenA[ps->seqidxA[page]], x, y);
+ }
+
+ if(ps->descA[page] != NULL) {
+ x = ps->headerx_desc;
+ y += 2. * header_fontsize * 0.75;
+ desc_width = ESL_MAX((int) strlen(desc_string), (int) strlen(ps->descA[page]));
+ if(desc_width > ps->desc_max_chars) {
+ /* split into two lines, the add_page_desc_to_sspostscript() function added a '\n' where the split should be */
+ i = 0;
+ while(ps->descA[page][i] != '\n') {
+ i++;
+ if(i >= desc_width) ESL_FAIL(eslEINVAL, errbuf, "drawing header, failed to find split point from add_page_desc_to_() in two-line description (%s)", ps->descA[page]);
+ }
+ split_idx = i;
+ desc_column_width = split_idx;
+ }
+ else desc_column_width = desc_width;
+
+ ESL_ALLOC(desc_dashes, sizeof(char) * (desc_column_width+1));
+ for(i = 0; i < desc_column_width; i++) desc_dashes[i] = '-';
+ desc_dashes[desc_column_width] = '\0';
+
+ fprintf(fp, "(%-*s) %.2f %.2f moveto show\n", desc_column_width, desc_string, x, y);
+ y -= header_fontsize * 0.75;
+ fprintf(fp, "(%-*s) %.2f %.2f moveto show\n", desc_column_width, desc_dashes, x, y);
+ y -= header_fontsize * 0.75;
+ free(desc_dashes);
+
+ if(desc_width > ps->desc_max_chars) {
+ ESL_ALLOC(desc2print, sizeof(char) * (split_idx+1));
+ for(i = 0; i < split_idx; i++) desc2print[i] = ps->descA[page][i];
+ desc2print[split_idx] = '\0';
+ fprintf(fp, "(%-*s) %.2f %.2f moveto show\n", desc_column_width, desc2print, x, y);
+ free(desc2print);
+
+ x = ps->headerx_desc;
+ y-= ps->headery_charsize * 1;
+ ESL_ALLOC(desc2print, sizeof(char) * ((desc_width - split_idx) -1+1));
+ for(i = split_idx+1; i < desc_width; i++) desc2print[(i-(split_idx+1))] = ps->descA[page][i];
+ desc2print[(desc_width-(split_idx+1))] = '\0';
+ fprintf(fp, "(%-*s) %.2f %.2f moveto show\n", desc_column_width, desc2print, x, y);
+ free(desc2print);
+ }
+ else {
+ fprintf(fp, "(%-*s) %.2f %.2f moveto show\n", desc_width, ps->descA[page], x, y);
+ }
+ }
+ /* masked row of header goes here if desired */
+ }
+
+ /* draw footer */
+ float footer_fontsize, footerx_charsize;
+ footer_fontsize = LEG_FONTSIZE_UNSCALED / ps->scale;
+ footerx_charsize = ps->legx_charsize;
+
+ fprintf(fp, "/%s findfont %.2f scalefont setfont\n", DEFAULT_FONT, footer_fontsize);
+ if(! (esl_opt_GetBoolean(go, "--no-foot"))) {
+ /* draw alignment file name in lower left hand corner */
+ if(ps->mask != NULL) {
+ if(esl_opt_GetString(go, "--mask-diff") != NULL) {
+ fprintf(fp, "(alifile: %s; mask 1 file: %s; mask 2 file: %s;) %.2f %.2f moveto show\n", esl_opt_GetArg(go, 1), esl_opt_GetString(go, "--mask"), esl_opt_GetString(go, "--mask-diff"), PAGE_SIDEBUF, PAGE_BOTBUF + (1.25 * footer_fontsize));
+ }
+ else {
+ fprintf(fp, "(alifile: %s; mask file: %s;) %.2f %.2f moveto show\n", esl_opt_GetArg(go, 1), esl_opt_GetString(go, "--mask"), PAGE_SIDEBUF, PAGE_BOTBUF + (1.25 * footer_fontsize));
+ }
+ }
+ else {
+ fprintf(fp, "(alifile: %s) %.2f %.2f moveto show\n", esl_opt_GetArg(go, 1), PAGE_SIDEBUF, PAGE_BOTBUF + (1.25 * footer_fontsize));
+ }
+
+ /* put page number */
+ /* determine ndigits */
+ int tmp, ndigits;
+ tmp = pageidx2print;
+ ndigits = 1;
+ while(tmp > 10) { tmp /= 10; ndigits++; }
+ x = ps->pagex_max - (PAGE_SIDEBUF) - (footerx_charsize * (5 + ndigits));
+ fprintf(fp, "(page %d) %.2f %.2f moveto show\n", pageidx2print, x, PAGE_BOTBUF);
+
+ }
+ fprintf(fp, "(structure diagram derived from CRW database: http://www.rna.ccbb.utexas.edu/) %.2f %.2f moveto show\n", PAGE_SIDEBUF , PAGE_BOTBUF);
+ fprintf(fp, "%% end ignore\n");
+
+ if(model2print != NULL) free(model2print);
+ return eslOK;
+
+ ERROR: ESL_FAIL(eslEINVAL, errbuf, "draw_header_and_footer(), memory error.");
+}
+
+
diff --git a/easel/miniapps/esl-weight.c b/easel/miniapps/esl-weight.c
new file mode 100644
index 0000000..7a7f24e
--- /dev/null
+++ b/easel/miniapps/esl-weight.c
@@ -0,0 +1,149 @@
+/* Assigns sequence weights to an MSA.
+ *
+ * SRE, Mon Jun 16 12:50:15 2008 [EMBL/EBI]
+ * SVN $Id$
+ */
+#include "esl_config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+#include "esl_random.h"
+
+#define WGTOPTS "-g,-p,-b,-f"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL, NULL, "show brief help on version and usage", 1 },
+ { "-g", eslARG_NONE,"default",NULL, NULL,WGTOPTS,NULL, NULL, "Gerstein/Sonnhammer/Chothia tree weights", 1 },
+ { "-p", eslARG_NONE, FALSE, NULL, NULL,WGTOPTS,NULL, NULL, "Henikoff position-based weights", 1 },
+ { "-b", eslARG_NONE, FALSE, NULL, NULL,WGTOPTS,NULL, NULL, "Henikoff simple filter weights", 1 },
+ { "-f", eslARG_NONE, FALSE, NULL, NULL,WGTOPTS,NULL, NULL, "filter out seqs by fractional identity", 1 },
+ { "-o", eslARG_OUTFILE, NULL, NULL, NULL, NULL,NULL, NULL, "send output to file <f>, not stdout", 1 },
+ { "--id", eslARG_REAL, "0.62", NULL,"0<=x<=1", NULL,"-b",NULL, "for -b: set identity cutoff", 1 },
+ { "--idf", eslARG_REAL, "0.80", NULL,"0<=x<=1", NULL,"-f",NULL, "for -f: set identity cutoff", 1 },
+ { "--amino", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--dna,--rna", "<msa file> contains protein alignments", 1 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--rna", "<msa file> contains DNA alignments", 1 },
+ { "--rna", eslARG_NONE, FALSE, NULL, NULL, NULL,NULL,"--amino,--dna", "<msa file> contains RNA alignments", 1 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <msa file>";
+static char banner[] = "calculate sequence weights for an alignment";
+
+static void
+cmdline_failure(char *argv0, ESL_GETOPTS *go, char *format, ...)
+{
+ va_list argp;
+
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ esl_usage(stdout, argv0, usage);
+ puts("\n options:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ /* printf("\nTo see more help on available options, do %s -h\n\n", argv0); */
+ exit(1);
+}
+
+static void
+cmdline_help(char *argv0, ESL_GETOPTS *go)
+{
+ esl_banner(stdout, argv0, banner);
+ esl_usage (stdout, argv0, usage);
+ puts("\n options:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ exit(0);
+}
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL;
+ char *msafile = NULL;
+ int fmt = eslMSAFILE_UNKNOWN;
+ ESL_ALPHABET *abc = NULL;
+ ESL_MSAFILE *afp = NULL;
+ ESL_MSA *msa = NULL;
+ int status;
+ char *outfile; /* output file, or NULL*/
+ FILE *ofp; /* output stream */
+
+ /* Parse command line */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) cmdline_failure(argv[0], go, "Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) cmdline_failure(argv[0], go, "Error in app configuration: %s\n", go->errbuf);
+ if (esl_opt_GetBoolean(go, "-h") ) cmdline_help (argv[0], go);
+ if (esl_opt_ArgNumber(go) != 1) cmdline_failure(argv[0], go, "Incorrect number of command line arguments.\n");
+ msafile = esl_opt_GetArg(go, 1);
+
+ outfile = esl_opt_GetString (go, "-o"); /* sets outfile to NULL if -o unset */
+ if (outfile == NULL) ofp = stdout;
+ else if ((ofp = fopen(outfile, "w")) == NULL)
+ esl_fatal("Failed to open output file %s\n", outfile);
+
+ status = esl_msafile_Open(msafile, fmt, NULL, &afp);
+ if (status == eslENOTFOUND) esl_fatal("Alignment file %s isn't readable", msafile);
+ else if (status == eslEFORMAT) esl_fatal("Couldn't determine format of %s", msafile);
+ else if (status != eslOK) esl_fatal("Alignment file open failed (error code %d)", status);
+
+ if (esl_opt_GetBoolean(go, "--amino")) abc = esl_alphabet_Create(eslAMINO);
+ else if (esl_opt_GetBoolean(go, "--dna")) abc = esl_alphabet_Create(eslDNA);
+ else if (esl_opt_GetBoolean(go, "--rna")) abc = esl_alphabet_Create(eslRNA);
+ else {
+ int type = eslUNKNOWN;
+ status = esl_msafile_GuessAlphabet(afp, &type);
+ if (status == eslEAMBIGUOUS) esl_fatal("Couldn't guess alphabet from first alignment in %s", msafile);
+ else if (status == eslEFORMAT) esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nBad line is: %s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status == eslENODATA) esl_fatal("Alignment file %s contains no data?", msafile);
+ else if (status != eslOK) esl_fatal("Failed to guess alphabet (error code %d)\n", status);
+ abc = esl_alphabet_Create(type);
+ }
+ esl_msafile_SetDigital(afp, abc);
+
+ while ((status = esl_msa_Read(afp, &msa)) == eslOK)
+ {
+ if (esl_opt_GetBoolean(go, "-f"))
+ {
+ ESL_MSA *fmsa;
+ status = esl_msaweight_IDFilter(msa, esl_opt_GetReal(go, "--idf"), &fmsa);
+ esl_msa_Write(ofp, fmsa, eslMSAFILE_STOCKHOLM);
+ if (fmsa != NULL) esl_msa_Destroy(fmsa);
+ }
+ else if (esl_opt_GetBoolean(go, "-g"))
+ {
+ status = esl_msaweight_GSC(msa);
+ esl_msa_Write(ofp, msa, eslMSAFILE_STOCKHOLM);
+ }
+ else if (esl_opt_GetBoolean(go, "-p"))
+ {
+ status = esl_msaweight_PB(msa);
+ esl_msa_Write(ofp, msa, eslMSAFILE_STOCKHOLM);
+ }
+ else if (esl_opt_GetBoolean(go, "-b"))
+ {
+ status = esl_msaweight_BLOSUM(msa, esl_opt_GetReal(go, "--id"));
+ esl_msa_Write(ofp, msa, eslMSAFILE_STOCKHOLM);
+ }
+ else esl_fatal("internal error: no weighting algorithm selected");
+ if (status != eslOK) esl_fatal("Failed to calculate weights for msa %s", msa->name);
+
+ esl_msa_Destroy(msa);
+ }
+ if (status == eslEFORMAT)
+ esl_fatal("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n",
+ afp->linenumber, afp->fname, afp->errbuf, afp->buf);
+ else if (status != eslEOF)
+ esl_fatal("Alignment file read failed with error code %d\n", status);
+
+ esl_alphabet_Destroy(abc);
+ esl_msafile_Close(afp);
+ if (! esl_opt_IsDefault(go, "-o")) fclose(ofp);
+ esl_getopts_Destroy(go);
+ exit(0);
+}
diff --git a/easel/miniapps/esl-weight.man b/easel/miniapps/esl-weight.man
new file mode 100644
index 0000000..395098e
--- /dev/null
+++ b/easel/miniapps/esl-weight.man
@@ -0,0 +1,111 @@
+.TH "esl-weight" 1 "@RELEASEDATE@" "@PACKAGE@ @RELEASE@" "@PACKAGE@ Manual"
+
+.SH NAME
+.TP
+esl-weight - calculate sequence weights in MSA(s)
+
+.SH SYNOPSIS
+
+.B esl-weight
+.I [options]
+.I msafile
+
+.SH DESCRIPTION
+
+.pp
+.B esl-weight
+calculates individual sequence weights for each alignment in
+.I msafile,
+and outputs a new
+multiple sequence alignment file in Stockholm format with
+the weights annotated in Stockholm-format
+.I #=GS <seqname> WT <weight>
+lines.
+The default weighting algorithm is the Gerstein/Sonnhammer/Chothia
+algorithm.
+
+.pp
+If
+.I msafile
+is - (a single dash),
+MSA input is read from
+.I stdin.
+
+
+
+.pp
+The sequences can be of protein or DNA/RNA sequences. All sequences
+in the same
+.I seqfile
+must be either protein or DNA/RNA. The alphabet will be autodetected
+unless one of the options
+.I --amino,
+.I --dna,
+or
+.I --rna
+are given. These options may be useful in automated
+pipelines to make
+.B esl-weight
+more robust; alphabet autodetection is not infallible.
+
+
+
+.SH OPTIONS
+
+.TP
+.B -h
+Print brief help; includes version number and summary of
+all options, including expert options.
+
+.TP
+.B -g
+Use the Gerstein/Sonnhammer/Chothia weighting algorithm; this is the
+default.
+
+.TP
+.B -p
+Use the Henikoff position-based weighting algorithm.
+
+.TP
+.B -b
+"BLOSUM weights": use approximately the same rule used in constructing
+the BLOSUM score matrices. This involves single-linkage clustering at
+some fractional identity threshold (default 0.62; see
+.I --id
+option), then for each cluster, splitting a total weight of one
+uniformly amongst all sequences in the cluster.
+
+.SH EXPERT OPTIONS
+
+.TP
+.BI --id " <x>"
+Sets the fractional identity threshold used by the BLOSUM weighting
+rule (option
+.I -b
+; required), to a number 0<=x<=1. Default is 0.62.
+
+.TP
+.B --amino
+Assert that the
+.I msafile
+contains protein sequences.
+
+.TP
+.B --dna
+Assert that the
+.I msafile
+contains DNA sequences.
+
+.TP
+.B --rna
+Assert that the
+.I msafile
+contains RNA sequences.
+
+.SH AUTHOR
+
+Easel and its documentation are @EASEL_COPYRIGHT at .
+ at EASEL_LICENSE@.
+See COPYING in the source code distribution for more details.
+The Easel home page is: @EASEL_URL@
+
diff --git a/easel/testsuite/Makefile.in b/easel/testsuite/Makefile.in
new file mode 100644
index 0000000..c762b9a
--- /dev/null
+++ b/easel/testsuite/Makefile.in
@@ -0,0 +1,140 @@
+################################################################
+# Makefile for the Easel testsuite
+# Makefile is generated from Makefile.in by autoconf
+# DO NOT EDIT Makefile: only edit Makefile.in
+#
+# SRE, Mon Jun 11 08:19:32 2007 [Janelia]
+# SVN $Id: Makefile.in 255 2008-05-30 17:49:15Z eddys $
+
+CC = @CC@
+CFLAGS = @CFLAGS@
+CPPFLAGS = @CPPFLAGS@
+LDFLAGS = @LDFLAGS@
+SIMDFLAGS= @SIMD_CFLAGS@
+DEFS = @DEFS@
+LIBS = @LIBGSL@ @LIBS@ -lm
+MPILIBS = @MPILIBS@
+
+AR = @AR@ rcv
+RANLIB = @RANLIB@
+
+ESLDIR = ..
+
+PROGS = parse-t1\
+ dmatrix-t1\
+ dmatrix-t2\
+
+UNIT_TESTS = easel_utest\
+ alphabet_utest\
+ cluster_utest\
+ dirichlet_utest\
+ distance_utest\
+ dmatrix_utest\
+ exponential_utest\
+ fileparser_utest\
+ gamma_utest\
+ getopts_utest\
+ gumbel_utest\
+ histogram_utest\
+ hyperexp_utest\
+ keyhash_utest\
+ msa_utest\
+ msacluster_utest\
+ msaweight_utest\
+ random_utest\
+ randomseq_utest\
+ ratematrix_utest\
+ regexp_utest\
+ rootfinder_utest\
+ scorematrix_utest\
+ sq_utest\
+ sqio_utest\
+ sse_utest\
+ ssi_utest\
+ stack_utest\
+ stats_utest\
+ stretchexp_utest\
+ tree_utest\
+ vectorops_utest\
+ weibull_utest\
+ wuss_utest
+# gev_utest\
+# minimizer_utest\
+# mixgev_utest\
+# mpi_utest\
+# normal_utest\
+# paml_utest\
+# stopwatch_utest\
+# swat_utest\
+
+
+all: ${UNIT_TESTS}
+
+.c.o:
+ ${CC} -I ${EASELLIB} ${CFLAGS} ${SIMDFLAGS} ${DEFS} -c $<
+
+$(PROGS): %: %.o ../libeasel.a
+ ${CC} ${CFLAGS} ${SIMDFLAGS} -o $@ -L ${EASELLIB} $@.o -leasel -lm
+
+# Unit test compilation:
+#
+# To compile unit tests, we need to construct a command line
+# from module basename, module's testdriver flag, and module's
+# C file. This is accomplished via a complex-looking shell scripture;
+# xref J1/81.
+# $@ = driver name msa_utest
+# $${BASENAME} = base module name msa
+# $${DFLAG} = driver flag eslMSA_TESTDRIVE
+# $${DFILE} = driver's C file esl_msa.c
+#
+$(UNIT_TESTS): FORCE
+ @echo Compiling $@ ...
+ @BASENAME=`echo $@ | sed -e 's/_utest//'` ;\
+ DFLAG=`echo $${BASENAME} | sed -e 'y/abcdefghijklmnopqrstuvwxyz/ABCDEFGHIJKLMNOPQRSTUVWXYZ/'`;\
+ DFLAG=esl$${DFLAG}_TESTDRIVE ;\
+ if test $@ = "easel_utest"; then \
+ DFILE=easel.c ;\
+ else \
+ DFILE=esl_$${BASENAME}.c ;\
+ fi;\
+ ${CC} ${CFLAGS} ${SIMDFLAGS} ${DEFS} ${LDFLAGS} -o $@ -I${ESLDIR} -L${ESLDIR} -D$${DFLAG} ${ESLDIR}/$${DFILE} ${MPILIBS} -leasel ${LIBS}
+
+FORCE:
+
+
+check: ${UNIT_TESTS}
+ @echo
+ @echo Running Easel test suite...
+ @echo
+ @../devkit/sqc 2 testsuite.sqc .
+
+dcheck: ${UNIT_TESTS}
+ @echo Running developer testsuite...
+ @echo -n Running unit tests...
+ @../devkit/sqc 2 testsuite.sqc . > utest.report
+ @echo done. [See utest.report]
+ @echo -n Testing that all drivers compile...
+ @env CC="${CC}" CFLAGS="${CFLAGS}" ./driver_report.pl > driver.report
+ @echo done. [See driver.report]
+ @echo -n Measuring test code coverage...
+ @env CC="${CC}" CFLAGS="${CFLAGS}" ./coverage_report.pl > coverage.report
+ @echo done. [See coverage.report]
+ @echo -n Looking for memory leaks...
+ @env CC="${CC}" CFLAGS="${CFLAGS}" ./valgrind_report.pl > valgrind.report
+ @echo done. [See valgrind.report]
+ @cat driver.report coverage.report valgrind.report utest.report > dcheck.report
+ @echo
+ @echo Finished developer testsuite.
+ @echo For a complete report, see dcheck.report.
+
+clean:
+ -rm -f esl[^_]?????
+ -rm -f *.gcno *.gcda *.gcov
+ -rm -f *.o *~
+ -rm -f driver.report coverage.report valgrind.report utest.report
+ -rm -f ${UNIT_TESTS}
+ -rm -f ${PROGS}
+
+distclean:
+ make clean
+ rm Makefile
diff --git a/easel/testsuite/coverage_report.pl b/easel/testsuite/coverage_report.pl
new file mode 100755
index 0000000..9c77791
--- /dev/null
+++ b/easel/testsuite/coverage_report.pl
@@ -0,0 +1,117 @@
+#! /usr/bin/perl
+
+# Measures testsuite coverage (as percentage of source lines),
+# using gcov.
+#
+# Usage: from testsuite directory:
+# ./coverage_report.pl
+#
+# This assumes you've already compiled the library. To recompile
+# from scratch, do
+# ./coverage_report.pl -c
+#
+# It assumes you have 'sloccount' installed, so it can count
+# ANSI C lines in files with no test driver. If you don't, use
+# ./coverage_report.pl -s
+#
+# SRE, Thu Mar 1 19:22:57 2007 (Janelia)
+# SVN $Id: coverage_report.pl 231 2008-03-25 14:43:57Z eddys $
+require "getopts.pl";
+$have_sloccount = 1;
+&Getopts('cs');
+if ($opt_c) { $do_recompile = 1; }
+if ($opt_s) { $have_sloccount = 0; }
+
+if ($ENV{'CC'} ne "") { $CC = $ENV{'CC'}; } else { $CC = "gcc"; }
+$CFLAGS = "-g -Wall -fprofile-arcs -ftest-coverage";
+
+printf("Code coverage test for Easel, using gcov:\n\n");
+
+if ($do_recompile) {
+ print("Recompiling... ");
+ `(cd ..; make clean > /dev/null)`; if ($? != 0) { print "[make clean failed]\n"; exit; }
+ `(cd ..; ./configure --enable-gcov > /dev/null)`; if ($? != 0) { print "[configure failed]\n"; exit; }
+ `(cd ..; make > /dev/null)`; if ($? != 0) { print "[make failed]\n"; exit; }
+ print "ok.\n\n";
+}
+
+
+ at modules = <../esl_*.c>;
+unshift(@modules, "../easel.c");
+
+$nmodules = 0;
+$npresent = 0;
+$ncompiled = 0;
+$nsuccess = 0;
+$nlines = 0;
+$nlines_covered = 0;
+foreach $module (@modules) {
+ $module =~ /^\.\.\/(\S+)/;
+ $basecfile = $1;
+ $nmodules++;
+
+ # create the eslDMATRIX_TESTDRIVE flag and dmatrix_utest program name from esl_dmatrix.c
+ if ($module =~ /^\.\.\/(esl_)?(\S+).c/) {
+ $base = $2;
+ $progname = $base."_utest";
+ $base =~ tr/a-z/A-Z/;
+ $flag = "esl".$base."_TESTDRIVE";
+ }
+
+ printf("%-20s ", $basecfile);
+
+ # one way to fail: there isn't a test driver at all
+ `grep $flag $module`;
+ if ($? != 0) { printf("%6.2f%% coverage [driver ABSENT]\n", 0); push @nodriverlist, $module; next; }
+ $npresent++;
+
+ `$CC $CFLAGS -I.. -L.. -o $progname -D$flag $module -leasel -lm >& /dev/null`;
+ if ($? != 0) { printf("%6.2f%% coverage [compilation FAILED]\n", 0); next; };
+ $ncompiled++;
+
+ `./$progname >& /dev/null`;
+ if ($? != 0) { printf("%6.2f%% coverage [test driver FAILED ]\n", 0); next; };
+ $nsuccess++;
+
+ $output = `gcov $module`;
+ if ($output =~ /File.*$module.*\nLines executed:\s*(\d+\.\d+)% of\s+(\d+)/) {
+ $pct_cvg = $1;
+ $nlines += $2;
+ $nlines_covered += $1*$2/100;
+ printf("%6.2f%% coverage\n", $pct_cvg);
+ }
+ else {die "failed to parse gcov output";}
+}
+
+if ($have_sloccount) {
+ foreach $badmodule (@nodriverlist) {
+ $output = `sloccount $badmodule`;
+ if ($output =~ /ansic:\s+(\d+)/) { $nlines_nodrivers += $1; }
+ else { die("failed to parse sloccount output"); }
+ }
+}
+
+printf("\nOf %d total modules in Easel:\n", $nmodules);
+if ($npresent != $nmodules) {
+ printf(" - %d have test drivers, %d do not\n", $npresent, $nmodules-$npresent);
+} else {
+ printf(" - All %d have test drivers\n", $npresent);
+}
+if ($ncompiled != $npresent) {
+ printf(" - %d compiled, %d did not\n", $ncompiled, $npresent-$ncompiled);
+} else {
+ printf(" - All %d compiled\n", $ncompiled);
+}
+if ($nsuccess != $ncompiled) {
+ printf(" - %d ran successfully, %d did not\n", $nsuccess, $ncompiled-$nsuccess);
+} else {
+ printf(" - All %d ran successfully\n", $nsuccess);
+}
+
+print "\n";
+ printf("Total coverage (of .c's with test drivers): %.2f%%\n", 100.*$nlines_covered / $nlines);
+if ($have_sloccount) {
+ printf("Total coverage (including .c files without drivers yet): %.2f%%\n", 100.*$nlines_covered / ($nlines+$nlines_nodrivers));
+}
+
+
diff --git a/easel/testsuite/dmatrix-t1.c b/easel/testsuite/dmatrix-t1.c
new file mode 100644
index 0000000..327c246
--- /dev/null
+++ b/easel/testsuite/dmatrix-t1.c
@@ -0,0 +1,118 @@
+/* dmatrix-t1
+ * Test of LUP decomposition.
+ *
+ *
+ * CVS $Id$
+ * SRE, Mon Jul 12 13:15:16 2004 [St. Louis]
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <easel/esl_core.h>
+#include <easel/esl_dmatrix.h>
+
+#define SIZE 4
+#define ALPHABET "1234"
+
+/* This example is from Cormen, Leiserson, Rivest;
+ * p.753 of second edition gives L,U at each step.
+ *
+ * Final result should be
+ *
+ * 0 0 1 0 2 0 2 0.6 1 0 0 0 5 5 4 2
+ * 1 0 0 0 3 3 4 -2 0.4 1 0 0 0 -2 0.4 -0.2
+ * 0 0 0 1 5 5 4 2 -0.2 0.5 1 0 0 0 4 -0.5
+ * 0 1 0 0 -1 -2 3.4 -1 0.6 0 0.4 1 0 0 0 -3
+ * P A = L U
+ */
+double testdata[SIZE][SIZE] = {
+ { 2., 0., 2., 0.6, },
+ { 3., 3., 4., -2., },
+ { 5., 5., 4., 2., },
+ { -1.,-2.,3.4,-1., },
+};
+
+
+int
+main(int argc, char **argv)
+{
+ int verbose;
+ ESL_DMATRIX *A;
+ ESL_DMATRIX *LU;
+ ESL_DMATRIX *L;
+ ESL_DMATRIX *U;
+ ESL_DMATRIX *PA;
+ ESL_DPERMUTATION *P;
+ int i,j;
+ int status;
+
+ verbose = (argc > 1) ? TRUE:FALSE;
+
+ A = esl_dmx_Alloc(SIZE, SIZE);
+ LU = esl_dmx_Alloc(SIZE, SIZE);
+ L = esl_dmx_Alloc(SIZE, SIZE);
+ U = esl_dmx_Alloc(SIZE, SIZE);
+ P = esl_permutation_Alloc(SIZE);
+ PA = esl_dmx_Alloc(SIZE, SIZE);
+
+ /* Set up matrix A.
+ */
+ for (i = 0; i < SIZE; i++)
+ for (j = 0; j < SIZE; j++)
+ A->mx[i][j] = testdata[i][j];
+
+ /* Make a copy in LU, then compute PA = LU
+ */
+ esl_dmx_Copy(A, LU);
+ esl_dmx_LUP_decompose(LU, P);
+
+ /* Permute A to get PA...
+ */
+ esl_permute_PA(P, A, PA);
+
+ /* Calculate the product LU by multiplying L,U together again...
+ */
+ esl_dmx_LU_separate(LU, L, U);
+ esl_dmx_Multiply(L, U, LU);
+
+ /* Print stuff for inspection, if we're supposed to.
+ */
+ if (verbose)
+ {
+ printf("\nA:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, A, ALPHABET);
+
+ printf("\nL:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, L, ALPHABET);
+
+ printf("\nU:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, U, ALPHABET);
+
+ printf("\nP:\n");
+ esl_permutation_fprintf_numlabeled(stdout, P);
+
+ printf("\nPA:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, PA, ALPHABET);
+
+ printf("\nLU:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, LU, ALPHABET);
+ }
+
+ /* The test: PA, LU oughta be equal.
+ */
+ if (! esl_dmx_MatricesEqual(PA, LU, 0.001))
+ {
+ fprintf(stderr, "fail: PA,LU not equal\n");
+ exit(ESL_ETESTFAIL);
+ }
+ else
+ status = ESL_OK;
+
+ esl_dmx_Free(A);
+ esl_dmx_Free(LU);
+ esl_dmx_Free(L);
+ esl_dmx_Free(U);
+ esl_dmx_Free(PA);
+ esl_permutation_Free(P);
+ return ESL_OK;
+}
diff --git a/easel/testsuite/dmatrix-t2.c b/easel/testsuite/dmatrix-t2.c
new file mode 100644
index 0000000..191d69d
--- /dev/null
+++ b/easel/testsuite/dmatrix-t2.c
@@ -0,0 +1,68 @@
+/* dmatrix-t2
+ * Test of matrix inversion.
+ *
+ *
+ * CVS $Id$
+ * SRE, Mon Jul 12 14:37:46 2004
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <easel/esl_core.h>
+#include <easel/esl_dmatrix.h>
+
+#define SIZE 4
+#define ALPHABET "1234"
+
+int
+main(int argc, char **argv)
+{
+ int verbose;
+ int status;
+ ESL_DMATRIX *A;
+ ESL_DMATRIX *Ai;
+
+ verbose = (argc > 1) ? TRUE:FALSE;
+
+ A = esl_dmx_Alloc(SIZE, SIZE);
+ Ai = esl_dmx_Alloc(SIZE, SIZE);
+
+ /* Make A the identity matrix.
+ */
+ esl_dmx_SetIdentity(A);
+
+ /* Invert it.
+ * This is a trivial test; the code has to be horribly
+ * broken to fail.
+ * I^-1 = I
+ */
+ esl_dmx_Invert(A, Ai);
+
+ /* Print stuff for inspection, if we're supposed to.
+ */
+ if (verbose)
+ {
+ printf("\nA:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, A, ALPHABET);
+
+ printf("\nA^{-1}:\n");
+ esl_dmx_fprintf_alphalabeled(stdout, Ai, ALPHABET);
+ }
+
+ /* The test: A, Ai oughta both be I.
+ */
+ if (! esl_dmx_MatricesEqual(A, Ai, 0.001))
+ {
+ printf("FAIL\n");
+ status = ESL_ETESTFAIL;
+ }
+ else
+ {
+ printf("ok\n");
+ status = ESL_OK;
+ }
+
+ esl_dmx_Free(A);
+ esl_dmx_Free(Ai);
+ return status;
+}
diff --git a/easel/testsuite/driver_report.pl b/easel/testsuite/driver_report.pl
new file mode 100755
index 0000000..d1b4a9a
--- /dev/null
+++ b/easel/testsuite/driver_report.pl
@@ -0,0 +1,114 @@
+#! /usr/bin/perl
+
+# Make sure that all drivers compile.
+# (Eventually, we should also make sure they run! But that
+# means tracking their command-line arguments.)
+#
+# In all easel modules, we look for lines like
+# #ifdef eslFOO_(EXAMPLE|TESTDRIVE|REGRESSION|BENCHMARK|STATS)*
+# that precede one or more example main()'s, then we compile the
+# module with that #define.
+#
+# Usage: from testsuite directory:
+# ./driver_report.pl
+#
+# This assumes you've already compiled the library. To recompile
+# from scratch, do
+# ./driver_report.pl -c
+#
+# SRE, Fri Mar 2 10:01:44 2007 (Janelia)
+# SVN $Id: driver_report.pl 231 2008-03-25 14:43:57Z eddys $
+
+require "getopts.pl";
+&Getopts('c');
+if ($opt_c) { $do_recompile = 1; }
+
+if ($ENV{'CC'} ne "") { $CC = $ENV{'CC'}; } else { $CC = "gcc"; }
+if ($ENV{'CFLAGS'} ne "") { $CFLAGS = $ENV{'CFLAGS'}; } else { $CFLAGS = "-g -Wall"; }
+$progname = "drivertest";
+
+
+print("Driver code compilation test for Easel:\n");
+print("(Compiling with $CC $CFLAGS)\n\n");
+
+
+if ($do_recompile) {
+ print("Recompiling... ");
+ `(cd ..; make clean > /dev/null)`; if ($? != 0) { print "[make clean failed]\n"; exit; }
+ `(cd ..; ./configure --enable-debugging > /dev/null)`; if ($? != 0) { print "[configure failed]\n"; exit; }
+ `(cd ..; make > /dev/null)`; if ($? != 0) { print "[make failed]\n"; exit; }
+ print "ok.\n\n";
+}
+
+ at modules = <../esl_*.c>;
+unshift(@modules, "../easel.c");
+
+$nmodules = 0;
+$ndrivers = 0;
+$nfailures = 0;
+$no_testdriver= 0;
+$no_example = 0;
+foreach $module (@modules) {
+ $module =~ /^\.\.\/(\S+)/;
+ $basecfile = $1;
+ $nmodules++;
+ printf("%-20s ", $basecfile);
+
+
+
+ open(DRIVERFLAGS, qq/grep -E "#ifdef esl.*_(EXAMPLE|TESTDRIVE|REGRESSION|BENCHMARK|STATS)" $module | /) || die;
+ $has_example = $has_testdriver = 0;
+ $n = 0;
+ while (<DRIVERFLAGS>) {
+ /^#ifdef (esl\S+_(EXAMPLE|TESTDRIVE|REGRESSION|BENCHMARK|STATS)\d*)/;
+ $flag = $1;
+ $type = $2;
+ if ($saw_flag{$flag}) { next; }
+
+ if ($type eq "EXAMPLE") { $has_example = 1; }
+ if ($type eq "TESTDRIVE") { $has_testdriver = 1; }
+
+ if ($n == 0) { printf("%-30s ", $flag); }
+ else { printf("%20s %-30s ", "", $flag); }
+ $n++;
+ $ndrivers++;
+
+ `$CC $CFLAGS -I.. -L.. -o drivertest -D$flag $module -leasel -lm >& /dev/null`;
+ if ($? != 0) { print("[FAILED]\n"); $nfailures++; }
+ else { print("ok.\n"); }
+ $saw_flag{$flag} = 1;
+ }
+ if ($n == 0) { print "[NO DRIVERS PRESENT]\n"; }
+ close DRIVERFLAGS;
+
+ if (! $has_testdriver) { push @notestdrivelist, $module; $no_testdriver++;}
+ if (! $has_example) { push @noexamplelist, $module; $no_example++; }
+}
+
+printf("\nOf %d total modules in Easel:\n", $nmodules);
+
+if ($no_example == 0) {
+ printf(" - All %d have at least one example main()\n", $nmodules);
+} else {
+ printf(" - %d do not have an example main()\n", $no_example);
+ foreach $module (@noexamplelist) {
+ printf(" %s\n", $module);
+ }
+}
+if ($no_testdriver == 0) {
+ printf(" - All %d have at least one test driver main()\n", $nmodules);
+} else {
+ printf(" - %d do not have a test driver main()\n", $no_testdriver);
+ foreach $module (@notestdrivelist) {
+ printf(" %s\n", $module);
+ }
+}
+
+print "\n";
+if ($nfailures == 0) {
+ printf("All of the %d driver main()'s compile successfully\n", $ndrivers);
+} else {
+ printf("%d of the %d driver main()'s fail to compile\n", $nfailures, $ndrivers);
+}
+
+unlink $progname;
diff --git a/easel/testsuite/parse-t1.c b/easel/testsuite/parse-t1.c
new file mode 100644
index 0000000..9b5c0e8
--- /dev/null
+++ b/easel/testsuite/parse-t1.c
@@ -0,0 +1,54 @@
+/* parse-t1
+ * Test of easel's file parsing
+ *
+ *
+ * CVS $Id$
+ * SRE, Sat Jul 10 08:59:48 2004 [St. Louis]
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <easel/esl_core.h>
+#include <easel/esl_parse.h>
+
+
+int
+main(int argc, char **argv)
+{
+ FILE *fp;
+ ESL_FILEPARSER *efp;
+ char *testfile = "parse-t1.dat";
+ int ntok_expected;
+ int lastval_expected;
+ int val;
+ int ntok;
+ char *tok;
+
+ if ((fp = fopen(testfile, "r")) == NULL)
+ esl_Die("couldn't open %s", testfile);
+
+ esl_fileparse_create(fp, &efp);
+ esl_fileparse_set_commentchar(efp, '#');
+
+ esl_fileparse_token(efp, &tok, NULL);
+ ntok_expected = atoi(tok);
+
+ esl_fileparse_token(efp, &tok, NULL);
+ lastval_expected = atoi(tok);
+
+ ntok = 0;
+ val = -1;
+ while (esl_fileparse_token(efp, &tok, NULL) == ESL_OK)
+ {
+ val = atoi(tok);
+ ntok++;
+ }
+
+ if (val != lastval_expected)
+ esl_Die("expected to see %d, but read %d", lastval_expected, val);
+ if (ntok != ntok_expected)
+ esl_Die("expected %d tokens, but saw %d", ntok_expected, ntok);
+
+ esl_fileparse_free(efp);
+ return ESL_OK;
+}
diff --git a/easel/testsuite/parse-t1.dat b/easel/testsuite/parse-t1.dat
new file mode 100644
index 0000000..198ec5a
--- /dev/null
+++ b/easel/testsuite/parse-t1.dat
@@ -0,0 +1,8 @@
+# Test file for parse-t1 test.
+# First field is total # of tokens in file (not counting first two)
+# Second field is value of the last token in the file.
+
+7 42
+1
+2 3
+4 5 6 42
\ No newline at end of file
diff --git a/easel/testsuite/testsuite.sqc b/easel/testsuite/testsuite.sqc
new file mode 100644
index 0000000..362b3eb
--- /dev/null
+++ b/easel/testsuite/testsuite.sqc
@@ -0,0 +1,56 @@
+# Easel's test suite, in sqc command format
+#
+# SRE, Wed Mar 22 11:27:39 2006
+# SVN $Id: testsuite.sqc 255 2008-05-30 17:49:15Z eddys $
+#
+
+#################################################################
+# Test drivers for each module.
+################################################################
+
+1 exercise alphabet-utest @alphabet_utest@
+1 exercise cluster-utest @cluster_utest@
+1 exercise dirichlet-utest @dirichlet_utest@
+1 exercise distance-utest @distance_utest@
+1 exercise dmatrix-utest @dmatrix_utest@
+1 exercise easel-utest @easel_utest@
+1 exercise exponential-utest @exponential_utest@
+1 exercise fileparser-utest @fileparser_utest@
+1 exercise gamma-utest @gamma_utest@
+1 exercise getopts-utest @getopts_utest@
+1 exercise gumbel-utest @gumbel_utest@
+1 exercise histogram-utest @histogram_utest@
+1 exercise hyperexp-utest @hyperexp_utest@
+1 exercise keyhash-utest @keyhash_utest@
+1 exercise msa-utest @msa_utest@
+1 exercise msacluster-utest @msacluster_utest@
+1 exercise msaweight-utest @msaweight_utest@
+1 exercise random-utest @random_utest@
+1 exercise randomseq-utest @randomseq_utest@
+1 exercise ratematrix-utest @ratematrix_utest@
+1 exercise regexp-utest @regexp_utest@
+1 exercise rootfinder-utest @rootfinder_utest@
+1 exercise scorematrix-utest @scorematrix_utest@
+1 exercise sq-utest @sq_utest@
+1 exercise sqio-utest @sqio_utest@
+1 exercise sse-utest @sse_utest@
+1 exercise ssi-utest @ssi_utest@
+1 exercise stack-utest @stack_utest@
+1 exercise stats-utest @stats_utest@
+1 exercise stretchexp-utest @stretchexp_utest@
+1 exercise tree-utest @tree_utest@
+1 exercise vectorops-utest @vectorops_utest@
+1 exercise weibull-utest @weibull_utest@
+1 exercise wuss-utest @wuss_utest@
+
+
+# Still to do:
+# gev
+# minimizer
+# mixgev
+# mpi
+# normal
+# paml
+# swat
+# interface_gsl
+# interface_lapack
diff --git a/easel/testsuite/valgrind_report.pl b/easel/testsuite/valgrind_report.pl
new file mode 100755
index 0000000..186a392
--- /dev/null
+++ b/easel/testsuite/valgrind_report.pl
@@ -0,0 +1,104 @@
+#! /usr/bin/perl
+
+# Run the testsuite under Valgrind, to check for memory leakage.
+#
+# Usage: from testsuite directory:
+# testsuite/valgrind_report.pl
+# This assumes you've already compiled the library. To recompile
+# from scratch, do
+# ./driver_report.pl -c
+#
+# SRE, Fri Mar 2 08:37:48 2007 [Janelia]
+# SVN $Id: valgrind_report.pl 231 2008-03-25 14:43:57Z eddys $
+require "getopts.pl";
+&Getopts('c');
+if ($opt_c) { $do_recompile = 1; }
+
+if ($ENV{'CC'} ne "") { $CC = $ENV{'CC'}; } else { $CC = "gcc"; }
+if ($ENV{'CFLAGS'} ne "") { $CFLAGS = $ENV{'CFLAGS'}; } else { $CFLAGS = "-g -Wall"; }
+
+printf("Memory leak testing for Easel, using valgrind:\n\n");
+
+if ($do_recompile) {
+ print("Recompiling... ");
+ `(cd ..; make clean > /dev/null)`; if ($? != 0) { print "[make clean failed]\n"; exit; }
+ `(cd ..; ./configure --enable-debugging > /dev/null)`; if ($? != 0) { print "[configure failed]\n"; exit; }
+ `(cd ..; make > /dev/null)`; if ($? != 0) { print "[make failed]\n"; exit; }
+ print "ok.\n\n";
+}
+
+ at modules = <../esl_*.c>;
+unshift(@modules, "../easel.c");
+
+$nmodules = 0;
+$npresent = 0;
+$ncompiled = 0;
+$nsuccess = 0;
+$nleaking = 0;
+foreach $module (@modules) {
+ $module =~ /^\.\.\/(\S+)/;
+ $basecfile = $1;
+ $nmodules++;
+
+ # create the eslDMATRIX_TESTDRIVE flag and dmatrix_utest program name from esl_dmatrix.c
+ if ($basecfile =~ /^(esl_)?(\S+).c/) {
+ $base = $2;
+ $progname = $base."_utest";
+ $base =~ tr/a-z/A-Z/;
+ $flag = "esl".$base."_TESTDRIVE";
+ }
+
+ printf("%-20s ", $basecfile);
+
+ # one way to fail: there isn't a test driver at all
+ `grep $flag $module`;
+ if ($? != 0) { printf(" [NO DRIVER]\n"); next; }
+ $npresent++;
+
+ `$CC $CFLAGS -I.. -L.. -o $progname -D$flag $module -leasel -lm >& /dev/null`;
+ if ($? != 0) { printf(" [COMPILE FAILED]\n"); next; };
+ $ncompiled++;
+ push @proglist, $progname;
+
+ $output = `valgrind ./$progname 2>&1`;
+ if ($? != 0) { printf(" [VALGRIND FAILED]\n"); next; };
+ $nsuccess++;
+
+ if ($output =~ /malloc\/free: in use at exit: (\S+) bytes in (\S+) blocks/)
+ {
+ if ($1 > 0) {
+ $nleaking++;
+ print("[LEAK DETECTED ]\n");
+ } else {
+ print("ok.\n");
+ }
+ } else { print "<< problem parsing valgrind output >>\n"; }
+}
+
+printf("\nOf %d total modules in Easel:\n", $nmodules);
+if ($npresent != $nmodules) {
+ printf(" - %d have test drivers, %d do not\n", $npresent, $nmodules-$npresent);
+} else {
+ printf(" - All %d have test drivers\n", $npresent);
+}
+if ($ncompiled != $npresent) {
+ printf(" - %d compiled, %d did not\n", $ncompiled, $npresent-$ncompiled);
+} else {
+ printf(" - All %d compiled\n", $ncompiled);
+}
+if ($nsuccess != $ncompiled) {
+ printf(" - %d ran successfully, %d did not\n", $nsuccess, $ncompiled-$nsuccess);
+} else {
+ printf(" - All %d ran successfully\n", $nsuccess);
+}
+
+print "\n";
+if ($nleaking == 0) {
+ printf("None of %d .c's with running test drivers) show memory leaks\n", $nsuccess);
+} else {
+ printf("%d of %d .c's with running test drivers) are leaking.\n", $nleaking, $nsuccess);
+}
+
+unlink @proglist;
+
+
diff --git a/iinfernal-1/Makefile.in b/iinfernal-1/Makefile.in
new file mode 100644
index 0000000..3c65470
--- /dev/null
+++ b/iinfernal-1/Makefile.in
@@ -0,0 +1,95 @@
+############################################################
+# Makefile for INFERNAL src directory
+#
+# EPN, Wed Aug 1 06:52:33 2007
+# SVN $Id$
+#
+
+
+## your compiler and compiler flags
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+CPPFLAGS = @CPPFLAGS@
+LDFLAGS = @LDFLAGS@
+DEFS = @DEFS@
+LIBS = @LIBS@ -lm
+
+## archiving command, and ranlib command if you need one.
+# In general, you shouldn't need to change these, and they're
+# only used for building the testsuite anyway... e.g. we
+# make a "libhmmer.a" library for building the testsuite.
+#
+AR = @AR@ rcv
+RANLIB = @RANLIB@
+
+MPILIBS = @MPILIBS@
+
+SHELL = /bin/sh
+MYLIBS = -leasel
+MYLIBDIR = -L../easel
+MYINCDIR = -I../easel
+
+PROGS = cmbuild
+
+OBJS = build.o\
+ errors.o\
+ eweight.o\
+ infernal.o\
+ mpisupport.o\
+ cm_bg.o\
+ cm_core.o\
+ cm_cmfile.o\
+ cm_prior.o\
+
+HDRS = infernal.h\
+ cm_config.h
+
+.c.o:
+ ${CC} ${CFLAGS} ${CPPFLAGS} ${DEFS} ${PTHREAD_CFLAGS} ${MYINCDIR} ${PVMINCDIR} -c $<
+
+
+#################################################################
+## Targets defining how to make INFERNAL executables.
+##
+all: $(PROGS) libinfernal.a ../easel/libeasel.a
+
+${PROGS}: @EXEC_DEPENDENCY@ ${OBJS} libhmmer.a ../easel/libeasel.a
+ ${CC} ${CFLAGS} ${DEFS} ${LDFLAGS} ${MYLIBDIR} ${PVMLIBDIR} -o $@ $@.o ${OBJS} ${PVMLIBS} ${MYLIBS} ${PTHREAD_LIBS} ${MPILIBS} ${LIBS}
+
+#################################################################
+## Targets used in making INFERNAL library for testsuite compilation.
+##
+module: libinfernal.a
+
+libinfernal.a: $(OBJS)
+ $(AR) libinfernal.a $(OBJS)
+ $(RANLIB) libinfernal.a
+ chmod 644 libinfernal.a
+
+
+
+#################################################################
+## Miscellaneous targets.
+##
+check:
+ (cd testsuite; ./sqc 2 testsuite.sqc .)
+
+distclean:
+ make clean
+ -rm -f Makefile cm_config.h
+
+clean:
+ -rm -f *.o *~ Makefile.bak core $(PROGS) TAGS gmon.out libinfernal.a
+
+binclean:
+ -rm -f *.o *~ Makefile.bak core TAGS gmon.out libinfernal.a
+
+TAGS:
+ etags -t *.c *.h Makefile.in
+
+###########
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+###########
diff --git a/iinfernal-1/cm_config.h.in b/iinfernal-1/cm_config.h.in
new file mode 100644
index 0000000..269c522
--- /dev/null
+++ b/iinfernal-1/cm_config.h.in
@@ -0,0 +1,158 @@
+/* @configure_input@
+ * cm_config.h.in -> cm_config.h
+ *
+ * cm_config.h is generated from cm_config.h.in by the ./configure
+ * script.
+ * DO NOT EDIT cm_config.h; only edit cm_config.h.in.
+ *
+ * Configuration of INFERNAL, including both system-dependent
+ * configuration (done by ./configure) and hardcoded configuration
+ * that someone might want to alter someday.
+ *
+ * Because this header may configure the behavior of system headers
+ * (for example, LFS support), it must be included before any other
+ * header file.
+ *
+ * note: Built from HMMER3's p7_config.h.in, minimal changes made.
+ *
+ * EPN, Wed Aug 1 06:58:58 2007
+ * SVN $Id$
+ */
+#ifndef CM_CONFIGH_INCLUDED
+#define CM_CONFIGH_INCLUDED
+
+
+/*****************************************************************
+ * 1. Compile-time constants that control INFERNAL's computational
+ * behavior (memory and processor use), and output formatting.
+ * It can be edited and configured manually before compilation.
+ *****************************************************************/
+
+/* cm_RAMLIMIT controls the switch from fast full DP to slow
+ * linear-memory divide and conquer. Default devotes 32 MB/thread.
+ */
+#ifndef cm_RAMLIMIT
+#define cm_RAMLIMIT 32
+#endif
+
+/* cm_ALILENGTH controls length of displayed alignment lines.
+ */
+#ifndef cm_ALILENGTH
+#define cm_ALILENGTH 50
+#endif
+
+/*****************************************************************
+ * 2. Compile-time constants that control empirically tuned INFERNAL
+ * default parameters. You can edit it, but you ought not to,
+ * unless you're trying to improve on our empirical data.
+ *****************************************************************/
+
+/* Relative entropy target defaults:
+ * cmbuild's effective sequence number calculation aims to achieve a
+ * certain relative entropy per match emission.
+ * (= average score per match emission).
+ * These are empirically tuned constants, from the RMARK-1 benchmark
+ * (Nawrocki and Eddy, PLoS Comp Bio, 2007)
+ */
+#define cm_ETARGET_DNA 0.56 /* bits */
+#define cm_ETARGET_OTHER 1.0 /* bits */ /* if you define your own alphabet, set this */
+
+
+
+/*****************************************************************
+ * 3. The next section probably shouldn't be edited at all, unless
+ * you really know what you're doing. It controls some fundamental
+ * parameters in INFERNAL that occasionally get reconfigured in
+ * experimental versions, or for variants of INFERNAL that work on
+ * non-biological alphabets.
+ *****************************************************************/
+
+/* The symbol alphabet is handled by ESL_ALPHABET objects, which
+ * dynamically allocate; but sometimes HMMER uses statically-allocated
+ * space, and it's useful to know a reasonable maximum for
+ * symbol alphabet size.
+ */
+#define cm_MAXABET 5 /* maximum size of alphabet (4 or 20) */
+#define cm_MAXCODE 17 /* maximum degenerate alphabet size (17 or 28) */
+
+/* cm_MAX_SC_TXTLEN has to be large enough to represent a score as a
+ * string, including \0 and a sign.
+ */
+#define cm_MAX_SC_TXTLEN 11
+
+/* In Forward algorithm implementations, we use a table lookup in
+ * cm_FLogsum() to calculate summed probabilities in log
+ * space. cm_INTSCALE defines the precision of the calculation; the
+ * default of 1000.0 means rounding differences to the nearest 0.001
+ * nat. cm_LOGSUM_TBL defines the size of the lookup table; the
+ * default of 16000 means entries are calculated for differences of 0
+ * to 16.000 nats (when cm_INTSCALE is 1000.0). e^{-cm_LOGSUM_TBL /
+ * cm_INTSCALE} should be on the order of the machine FLT_EPSILON,
+ * typically 1.2e-7.
+ */
+#define cm_INTSCALE 1000.0f
+#define cm_LOGSUM_TBL 16000
+
+/* Some implementation plugins use scaled integer log odds scores
+ * (SILO scores) instead of floating-point. (HMMER2 also used SILO
+ * scores.) infernal.c includes some support for SILO scores. They are
+ * calculated using the same <cm_INTSCALE> from above. We also have to
+ * define a suitable value of -infinity, immune to integer underflow
+ * if two of them are added together: that is, <cm_IMPOSSIBLE> >= -
+ * (INT_MIN / 2).
+ */
+#define cm_IMPOSSIBLE -987654321
+
+/* Other stuff.
+ */
+#define cm_MAXDCHLET 16 /* maximum # Dirichlet components in mixture prior */
+
+
+
+
+
+/*****************************************************************
+ * 4. The final section isn't meant to be human editable at all.
+ * It is configured automatically by the ./configure script.
+ *****************************************************************/
+
+/* Version info - set once for whole package in configure.ac
+ */
+#undef INFERNAL_VERSION
+#undef INFERNAL_DATE
+#undef INFERNAL_COPYRIGHT
+#undef INFERNAL_LICENSE
+
+/* Large file support (must precede any header file inclusion.)
+ */
+#undef _FILE_OFFSET_BITS
+#undef _LARGE_FILES
+#undef _LARGEFILE_SOURCE
+
+/* Choice of optimized implementation
+ */
+#undef cm_IMPL_REFERENCE
+#undef cm_IMPL_FAST
+#undef cm_IMPL_ALTIVEC
+#undef cm_IMPL_BUHLER
+#undef cm_IMPL_SSE
+
+/* Optional parallel implementations
+ */
+#undef HAVE_MPI
+#undef INFERNAL_PVM
+#undef INFERNAL_THREADS
+#undef HAVE_PTHREAD_ATTR_SETSCOPE
+#undef HAVE_PTHREAD_SETCONCURRENCY
+#undef INFERNAL_NCPU
+
+/* Debugging hooks
+ */
+#undef cm_DEBUGLEVEL
+
+#endif /*P7_CONFIGH_INCLUDED*/
+/*****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************/
diff --git a/iinfernal-1/cm_core.c b/iinfernal-1/cm_core.c
new file mode 100644
index 0000000..d69d365
--- /dev/null
+++ b/iinfernal-1/cm_core.c
@@ -0,0 +1,1105 @@
+/* The core CM data structure.
+ *
+ * Based on SRE HMMER3:p7_hmm.c
+ *
+ * Contents:
+ * 1. The CM_CORE object: allocation, initialization, destruction.
+ * 2. Convenience routines for setting fields in a CM.
+ * 3. Convenience routines for getting information about a CM.
+ * 4. Renormalization and rescaling counts in core CMs.
+ * 5. Debugging and development code.
+ * 6. Other routines in the API.
+ * 7. Unit tests.
+ * 8. Test driver.
+ * 9. Copyright and license.
+ *
+ * EPN, Wed Aug 1 08:24:13 2007 [DC]
+ * based on HMMER3's p7_hmm.c (SRE, Mon Jan 1 16:20:29 2007)
+ * SVN $Id$
+ */
+
+#include "cm_config.h" /* must be included first */
+
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_vectorops.h"
+#include "esl_random.h"
+#include "esl_dirichlet.h"
+
+#include "infernal.h"
+
+
+/*****************************************************************
+ * 1. The CM_CORE object: allocation, initialization, destruction.
+ *****************************************************************/
+/* Function: cm_core_Create();
+ * Incept: SRE, Sat Jul 29 09:02:16 2000 [St. Louis]
+ *
+ * Purpose: Allocate a <CM_CORE>, given the number of states
+ * and nodes that should be in it, for the alphabet
+ * <abc>, and return a pointer to it.
+ *
+ * The CM only keeps a copy of the <abc> alphabet
+ * pointer. The caller is responsible for providing the
+ * alphabet, keeping it around while the CM is in use,
+ * and (eventually) free'ing the alphabet when it's
+ * not needed any more. (Basically, just a step removed
+ * from keeping the alphabet as a global.)
+ *
+ * Args: nnodes = number of nodes in the model
+ * nstates = number of states in the model
+ * clen = consensus length of the model
+ * abc = pointer to alphabet to use
+ *
+ * Returns: ptr to allocated cm.
+ * Caller is responsible for free'ing the cm.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+CM_CORE *
+cm_core_Create(int nnodes, int nstates, int clen, const ESL_ALPHABET *abc)
+{
+ CM_CORE *cm = NULL;
+
+ if ((cm = cm_core_CreateShell()) == NULL) return NULL;
+ cm_core_CreateBody(cm, nnodes, nstates, clen, abc);
+ return cm;
+}
+
+/* Function: cm_core_CreateShell()
+ * Incept: SRE, Sat Jul 29 09:02:16 2000 [St. Louis]
+ *
+ * Purpose: Allocate the shell of a <CM_CORE>: everything that
+ * doesn't depend on knowing the number of states/nodes.
+ *
+ * CM input (<cmio.c>) uses two-step shell/body
+ * allocation because it has to read for a ways from the
+ * CM file before it reads the model size or the
+ * alphabet type.
+ *
+ * Returns: a pointer to the new <CM_CORE> on success.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+CM_CORE *
+cm_core_CreateShell(void)
+{
+ CM_CORE *cm = NULL;
+ int status;
+
+ ESL_ALLOC(cm, sizeof(CM_CORE));
+
+ /* general information: added later */
+ cm->name = NULL;
+ cm->cs = NULL;
+ cm->acc = NULL;
+ cm->desc = NULL;
+ cm->rf = NULL;
+ cm->comlog = NULL;
+ cm->nseq = 0;
+ cm->eff_nseq = 0.;
+ cm->ctime = NULL;
+ cm->checksum = 0;
+
+ /* structural information */
+ cm->M = 0;
+ cm->clen = 0;
+ cm->sttype = NULL;
+ cm->ndidx = NULL;
+ cm->stid = NULL;
+ cm->cfirst = NULL;
+ cm->cnum = NULL;
+ cm->plast = NULL;
+ cm->pnum = NULL;
+ /* node->state map information */
+ cm->nodes = 0;
+ cm->nodemap= NULL;
+ cm->ndtype = NULL;
+ /* parameter information */
+ cm->t = NULL;
+ cm->e = NULL;
+ cm->el = 0.;
+
+ cm->ga = 0.;
+ cm->tc = 0.;
+ cm->nc = 0.;
+
+ cm->offset = 0;
+ cm->flags = 0;
+ cm->abc = NULL;
+ cm->bg = NULL;
+ return cm;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: cm_core_CreateBody()
+ * Incept: SRE, Sat Jul 29 09:02:16 2000 [St. Louis]
+ *
+ * Purpose: Given an allocated shell <cm>, and a now-known number
+ * of nodes and states, and alphabet <abc>, allocate
+ * the remainder of it for that many states/nodes.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure; in this case, the CM
+ * is likely corrupted, and the caller should destroy it.
+ */
+int
+cm_core_CreateBody(CM_CORE *cm, int nnodes, int nstates, int clen,
+ const ESL_ALPHABET *abc)
+{
+ int k;
+ int status;
+
+ cm->abc = abc;
+ cm->clen= clen;
+ cm->M = nstates;
+
+ /* structural information */
+ ESL_ALLOC(cm->sttype, (nstates+1) * sizeof(char));
+ ESL_ALLOC(cm->nididx, nstates * sizeof(int));
+ ESL_ALLOC(cm->stid, (nstates+1) * sizeof(char));
+ ESL_ALLOC(cm->cfirst, nstates * sizeof(int));
+ ESL_ALLOC(cm->cnum, nstates * sizeof(int));
+ ESL_ALLOC(cm->plast, nstates * sizeof(int));
+ ESL_ALLOC(cm->pnum, nstates * sizeof(int));
+
+ /* node->state map information */
+ cm->nodes = nnodes;
+ ESL_ALLOC(cm->nodemap, nnodes * sizeof(int));
+ ESL_ALLOC(cm->ndtype, nnodes * sizeof(int));
+
+ /* parameter information */
+ /* level 1 */
+ ESL_ALLOC(cm->t, (nstates) * sizeof(float *));
+ ESL_ALLOC(cm->e, (nstates) * sizeof(float *));
+ cm->t[0] = NULL;
+ cm->e[0] = NULL;
+
+ /* level 2 */
+ ESL_ALLOC(cm->t[0], (cmH_MAXTRANSITIONS*(nstates)) * sizeof(float));
+ ESL_ALLOC(cm->e[0], (cm->abc->K * cm->abc->K*(nstates)) * sizeof(float));
+ for (v = 0; v < nstates; v++) {
+ cm->e[v] = cm->e[0] + v * (cm->abc->K * cm->abc->K);
+ cm->t[v] = cm->t[0] + v * cmH_MAXTRANSITIONS;
+ }
+
+ /* the EL state at M is special: we only need state
+ * type info recorded, so functions looking at parsetrees
+ * can interpret what an "M" index means.
+ */
+ cm->sttype[cm->M] = EL_st;
+ cm->stid[cm->M] = END_EL;
+
+ cm->flags = 0;
+
+ if ((status = cm_core_Zero(cm)) != eslOK) goto ERROR;
+
+ ESL_ALLOC(cm->cs, (cm->clen+2) * sizeof(char));
+ /* Optional allocation, status flag dependent */
+ if (cm->flags & cmH_RF) ESL_ALLOC(cm->rf, (cm->clen+2) * sizeof(char));
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: cm_core_Destroy()
+ * Incept: SRE, Sat Jul 29 11:22:32 2000 [St. Louis]
+ *
+ * Purpose: Frees both the shell and body of an <cm>.
+ * Works even if the <cm> is damaged (incompletely allocated)
+ * or even <NULL>.
+ *
+ * Note: Remember, leave reference pointers like abc, gm, and
+ * bg alone. These are under the application's control not ours.
+ *
+ * Returns: (void).
+ */
+void
+cm_core_Destroy(CM_CORE *cm)
+{
+ if (cm == NULL) return;
+
+ if (cm->e != NULL) {
+ if (cm->e[0] != NULL) free(cm->e[0]);
+ free(cm->e);
+ }
+ if (cm->t != NULL) {
+ if (cm->t[0] != NULL) free(cm->t[0]);
+ free(cm->t);
+ }
+
+ if (cm->name != NULL) free(cm->name);
+ if (cm->acc != NULL) free(cm->acc);
+ if (cm->desc != NULL) free(cm->desc);
+ if (cm->rf != NULL) free(cm->rf);
+ if (cm->cs != NULL) free(cm->cs);
+ if (cm->comlog != NULL) free(cm->comlog);
+ if (cm->ctime != NULL) free(cm->ctime);
+
+ if(cm->sttype != NULL) free(cm->sttype);
+ if(cm->ndidx != NULL) free(cm->ndidx);
+ if(cm->stid != NULL) free(cm->stid);
+ if(cm->cfirst != NULL) free(cm->cfirst);
+ if(cm->cnum != NULL) free(cm->cnum);
+ if(cm->plast != NULL) free(cm->plast);
+ if(cm->pnum != NULL) free(cm->pnum);
+ if(cm->nodemap!= NULL) free(cm->nodemap);
+ if(cm->ndtype != NULL) free(cm->ndtype);
+
+ free(cm);
+ return;
+}
+
+/* Function: cm_core_CopyParameters()
+ * Incept: SRE, Fri May 4 14:10:17 2007 [Janelia]
+ * Infernalized: EPN, Wed Aug 1 09:25:09 2007
+ *
+ * Purpose: Copy parameters of <src> to <dest>. The CM <dest> must
+ * be allocated by the caller for the same
+ * alphabet and M as <src>.
+ *
+ * No annotation is copied. This is because several
+ * annotation fields are variable-length strings that
+ * require individual allocations. The
+ * <cm_core_CopyParameters()> function is for cases where we
+ * have to repeatedly reset the parameters of a model - for
+ * example, in entropy weighting.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+cm_core_CopyParameters(const CM_CORE *src, CM_CORE *dest)
+{
+ int k;
+ for (k = 0; k < src->M; k++) {
+ esl_vec_FCopy(src->t[k], cmH_NTRANSITIONS, dest->t[k]);
+ esl_vec_FCopy(src->e[k], (src->abc->K * src->abc->K),dest->e[k]);
+ }
+ return eslOK;
+}
+
+/* Function: cm_core_Duplicate()
+ * Incept: SRE, Fri Jan 26 15:34:42 2007 [Janelia]
+ *
+ * Purpose: Duplicates a cm.
+ *
+ * Note: does not duplicate the objects the CM refers to,
+ * if any (profile, null model, or alphabet); only copies
+ * the reference pointers.
+ *
+ * Returns: a pointer to the duplicate.
+ *
+ * Throws: <NULL> on allocation failure.
+ */
+CM_CORE *
+cm_core_Duplicate(const CM_CORE *cm)
+{
+ int status;
+ CM_CORE *new = NULL;
+
+ if ((new = cm_core_Create(cm->M, cm->nodes, cm->clen, cm->abc)) == NULL) goto ERROR;
+ cm_core_CopyParameters(cm, new);
+
+ esl_vec_ICopy(cm->sttype, (cm->M+1), new->sttype);
+ esl_vec_ICopy(cm->nididx, cm->M, new->ndidx);
+ esl_vec_ICopy(cm->stid, (cm->M+1), new->stid);
+ esl_vec_ICopy(cm->cfirst, cm->M, new->cfirst);
+ esl_vec_ICopy(cm->cnum, cm->M, new->cnum);
+ esl_vec_ICopy(cm->plast, cm->M, new->plast);
+ esl_vec_ICopy(cm->pnum, cm->M, new->pnum);
+
+ esl_vec_ICopy(cm->nodemap, cm->nodes, new->nodemap);
+ esl_vec_ICopy(cm->ndtype, cm->nodes, new->ndtype);
+
+ if (cm->name != NULL && (status = esl_strdup(cm->name, -1, &(new->name))) != eslOK) goto ERROR;
+ if (cm->acc != NULL && (status = esl_strdup(cm->acc, -1, &(new->acc))) != eslOK) goto ERROR;
+ if (cm->cs != NULL && (status = esl_strdup(cm->cs, -1, &(new->cs))) != eslOK) goto ERROR;
+ if (cm->desc != NULL && (status = esl_strdup(cm->desc, -1, &(new->desc))) != eslOK) goto ERROR;
+ if (cm->flags & cmH_RF && (status = esl_strdup(cm->rf, -1, &(new->rf))) != eslOK) goto ERROR;
+ if (cm->comlog != NULL && (status = esl_strdup(cm->comlog, -1, &(new->comlog))) != eslOK) goto ERROR;
+ if (cm->ctime != NULL && (status = esl_strdup(cm->ctime, -1, &(new->ctime))) != eslOK) goto ERROR;
+
+ new->nseq = cm->nseq;
+ new->eff_nseq = cm->eff_nseq;
+ new->checksum = cm->checksum;
+ new->ga = cm->ga;
+ new->tc = cm->tc;
+ new->nc = cm->nc;
+ new->offset = cm->offset;
+ new->flags = cm->flags;
+ new->abc = cm->abc;
+ return new;
+
+ ERROR:
+ if (new != NULL) cm_core_Destroy(new);
+ return NULL;
+}
+
+/* Function: cm_core_Scale()
+ * Incept: SRE, Fri May 4 14:19:33 2007 [Janelia]
+ * Infernalized: EPN, Wed Aug 1 09:35:26 2007
+ *
+ * Purpose: Given a counts-based model <cm>, scale core
+ * by a multiplicative factor of <scale>. Used in
+ * absolute sequence weighting or effective
+ * sequence weighting.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+cm_core_Scale(CM_CORE *cm, double scale)
+{
+ int k;
+
+ for (v = 0; v < cm->M; v++) {
+ esl_vec_FScale(cm->t[v], cm->cnum[v], scale);
+ esl_vec_FScale(cm->e[v], cm_core_NEmitAlph(cm->abc, cm->sttype[v]), scale);
+ }
+ return eslOK;
+}
+
+
+/* Function: cm_core_Zero()
+ * Incept: SRE, Mon Jan 1 16:32:59 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 09:35:31 2007
+ *
+ * Purpose: Zeroes the counts/probabilities fields in core model.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+cm_core_Zero(CM_CORE *cm)
+{
+ int k;
+
+ for (k = 0; k <= cm->M; k++) {
+ esl_vec_FSet(cm->t[k], cmH_NTRANSITIONS, 0.);
+ esl_vec_FSet(cm->e[k], (cm->abc->K*cm->abc->K), 0.);
+ }
+ return eslOK;
+}
+
+
+
+/* Function: cm_core_DescribeStatetype()
+ * Incept: SRE, Mon Jan 1 18:47:34 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 09:46:29 2007
+ *
+ * Purpose: Returns the state type in text, as a string of length 2
+ * (3 if you count NUL). States with only 1 letter have an
+ * 'S' concatenated to the end. For example, <cm_Statetype(D_st)>
+ * returns "DS", and <cm_Statetype(IL_st)> returns "IL".
+ */
+char *
+cm_core_DescribeStatetype(int st)
+{
+ switch (st) {
+ case cmT_M: return "DS";
+ case cmT_D: return "MP";
+ case cmT_I: return "ML";
+ case cmT_S: return "MR";
+ case cmT_N: return "IL";
+ case cmT_B: return "IR";
+ case cmT_E: return "SS";
+ case cmT_C: return "ES";
+ case cmT_T: return "BS";
+ case cmT_J: return "EL";
+ default: return "?S";
+ }
+}
+
+
+
+
+/*****************************************************************
+ * 2. Convenience routines for setting fields in an CM.
+ *****************************************************************/
+
+/* Function: cm_core_SetName()
+ * Incept: SRE, Mon Jan 1 16:53:23 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 09:43:55 2007
+ *
+ * Purpose: Set or change the name of a CM to <name>.
+ * Any trailing whitespace (including newline) is chopped off.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error, and original name (if any)
+ * remains.
+ */
+int
+cm_core_SetName(CM_CORE *cm, char *name)
+{
+ int status;
+ void *tmp;
+ int n;
+
+ if (name == NULL) {
+ if (cm->name != NULL) free(cm->name);
+ cm->name = NULL;
+ } else {
+ n = strlen(name);
+ ESL_RALLOC(cm->name, tmp, sizeof(char)*(n+1));
+ strcpy(cm->name, name);
+ if ((status = esl_strchop(cm->name, n)) != eslOK) goto ERROR;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_core_SetAccession()
+ * Incept: SRE, Mon Jan 1 16:53:53 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 09:44:04 2007
+ *
+ * Purpose: Set or change the accession number of a CM to <acc>,
+ * and raise the <CM_ACC> flag. Trailing whitespace (including newline)
+ * is chopped.
+ *
+ * If <acc> is <NULL>, unset the CM's accession (if any) and drop
+ * the <CM_ACC> flag.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error, and original name (if any)
+ * remains.
+ */
+int
+cm_core_SetAccession(CM_CORE *cm, char *acc)
+{
+ int status;
+ void *tmp;
+ int n;
+
+ if (acc == NULL) {
+ if (cm->acc != NULL) free(cm->acc);
+ cm->acc = NULL;
+ cm->flags &= ~cmH_ACC;
+ } else {
+ n = strlen(acc);
+ ESL_RALLOC(cm->acc, tmp, sizeof(char)*(n+1));
+ strcpy(cm->acc, acc);
+ if ((status = esl_strchop(cm->acc, n)) != eslOK) goto ERROR;
+ cm->flags |= cmH_ACC;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_core_SetDescription()
+ * Incept: SRE, Mon Jan 1 16:59:28 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 09:44:11 2007
+ *
+ * Purpose: Set or change the description line of a CM.
+ * Trailing whitespace (including newline) is chopped.
+ */
+int
+cm_core_SetDescription(CM_CORE *cm, char *desc)
+{
+ int status;
+ void *tmp;
+ int n;
+
+ if (desc == NULL)
+ {
+ if (cm->desc != NULL) free(cm->desc);
+ cm->desc = NULL;
+ cm->flags &= ~cmH_DESC;
+ }
+ else
+ {
+ n = strlen(desc);
+ ESL_RALLOC(cm->desc, tmp, sizeof(char)*(n+1));
+ strcpy(cm->desc, desc);
+ if ((status = esl_strchop(cm->desc, n)) != eslOK) goto ERROR;
+ cm->flags |= cmH_DESC;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_core_AppendComlog()
+ * Incept: SRE, Mon Jan 1 18:23:42 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 09:44:18 2007
+ *
+ * Purpose: Concatenate command line options and append as a new line in the
+ * command line log. Command line log is multiline, with each line
+ * ending in newline char, except for last line.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+cm_core_AppendComlog(CM_CORE *cm, int argc, char **argv)
+{
+ int status;
+ void *tmp;
+ int n;
+ int i;
+
+ /* figure out length of added command line, and (re)allocate comlog */
+ n = argc-1; /* account for 1 space per arg, except last one */
+ for (i = 0; i < argc; i++)
+ n += strlen(argv[i]);
+
+ if (cm->comlog != NULL) {
+ n += strlen(cm->comlog) + 1; /* +1 for the \n we're going to add to the old comlog */
+ ESL_RALLOC(cm->comlog, tmp, sizeof(char)* (n+1));
+ strcat(cm->comlog, "\n");
+ } else {
+ ESL_ALLOC(cm->comlog, sizeof(char)* (n+1));
+ *(cm->comlog) = '\0'; /* need this to make strcat work */
+ }
+
+ for (i = 0; i < argc-1; i++)
+ {
+ strcat(cm->comlog, argv[i]);
+ strcat(cm->comlog, " ");
+ }
+ strcat(cm->comlog, argv[argc-1]);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_core_SetCtime()
+ * Incept: SRE, Wed Oct 29 11:53:19 1997 [TWA 721 over the Atlantic]
+ * Infernalized: EPN, Wed Aug 1 09:44:26 2007
+ *
+ * Purpose: Set the <ctime> field in a new CM to the current time.
+ *
+ * This function is not reentrant and not threadsafe, because
+ * it calls the nonreentrant ANSI C ctime() function.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure. <eslESYS> if the <time()>
+ * system call fails to obtain the calendar time.
+ */
+int
+cm_core_SetCtime(CM_CORE *cm)
+{
+ int status;
+ char *s = NULL;
+ time_t date;
+
+ if ((date = time(NULL)) == -1) { status = eslESYS; goto ERROR; }
+ if ((status = esl_strdup(ctime(&date), -1, &s)) != eslOK) goto ERROR;
+ if ((status = esl_strchop(s, -1)) != eslOK) goto ERROR;
+
+ if (cm->ctime != NULL) free(cm->ctime);
+ cm->ctime = s;
+ return eslOK;
+
+ ERROR:
+ if (s != NULL) free(s);
+ return status;
+}
+/*---------------- end, internal-setting routines ---------------*/
+
+/*****************************************************************
+ * 3. Convenience routines for getting information about a CM.
+ *****************************************************************/
+
+/* Function: cm_core_CountStatetype(), cm_core_SubtreeCountStatetype(),
+ * cm_core_SegmentCountStatetype
+ * Date: SRE, Wed Aug 2 09:15:00 2000 [St. Louis]
+ *
+ * Purpose: Conveniences for counting the # of occurrences
+ * of a particular state type in a CM. Useful for
+ * "how many bifurcations does this model have", etc.
+ *
+ * cm_core_SubtreeCountStatetype() only counts underneath
+ * a particular subtree rooted at state v
+ *
+ * Args: cm - the model
+ * r - the root of the subtree to start from (inclusive)
+ * z - end of the subtree to stop at (inclusive)
+ * type - a state type (e.g. E_st or MP_st)
+ *
+ * Returns: how many states of that type are in the model
+ */
+int
+cm_core_SegmentCountStatetype(CM_CORE *cm, int r, int z, char type)
+{
+ int count = 0;
+ int v;
+ for (v = r; v <= z; v++)
+ if (cm->sttype[v] == type) count++;
+ return count;
+}
+int
+cm_core_SubtreeCountStatetype(CM_CORE *cm, int v, char type)
+{
+ int unsatisfied_starts = 1;
+ int count = 0;
+
+ while (unsatisfied_starts) {
+ if (cm->sttype[v] == B_st) unsatisfied_starts++;
+ if (cm->sttype[v] == E_st) unsatisfied_starts--;
+ if (cm->sttype[v] == type) count++;
+ v++;
+ }
+ return count;
+}
+int
+cm_core_CountStatetype(CM_CORE *cm, char type)
+{
+ return CMSubtreeCountStatetype(cm, 0, type);
+}
+int
+cm_core_SubtreeFindEnd(CM_CORE *cm, int r)
+{
+ int unsatisfied_starts = 1;
+
+ while (unsatisfied_starts) {
+ if (cm->sttype[r] == B_st) unsatisfied_starts++;
+ if (cm->sttype[r] == E_st) unsatisfied_starts--;
+ r++;
+ }
+ return (r-1);
+}
+
+/* Function: cm_core_CalculateStateIndex()
+ * Date: SRE, Mon Jul 31 15:37:55 2000 [St. Louis]
+ *
+ * Purpose: Given a node index and a unique state type, use the CM's
+ * nodemap to calculate and return a state index in the CM.
+ *
+ * Doesn't check that the node type matches what's implied
+ * by the utype! (e.g., if you pass utype==MATP_MP, the node
+ * had better be a MATP.)
+ *
+ * Args: cm - the covariance model
+ * node - node index, 0..cm->nodes-1
+ * utype - unique statetype, e.g. MATP_MP
+ *
+ * Returns: a state index, 0..cm->M-1
+ *
+ * Used in: modelmaker.c:transmogrify()
+ */
+int
+cm_core_CalculateStateIndex(CM_CORE *cm, int node, char utype)
+{
+ int base;
+
+ base = cm->nodemap[node];
+ switch (utype) {
+ case ROOT_S: return base;
+ case ROOT_IL: return base+1;
+ case ROOT_IR: return base+2;
+ case BEGL_S: return base;
+ case BEGR_S: return base;
+ case BEGR_IL: return base+1;
+ case MATP_MP: return base;
+ case MATP_ML: return base+1;
+ case MATP_MR: return base+2;
+ case MATP_D: return base+3;
+ case MATP_IL: return base+4;
+ case MATP_IR: return base+5;
+ case MATL_ML: return base;
+ case MATL_D: return base+1;
+ case MATL_IL: return base+2;
+ case MATR_MR: return base;
+ case MATR_D: return base+1;
+ case MATR_IR: return base+2;
+ case END_E: return base;
+ case BIF_B: return base;
+ default: esl_fatal("bogus utype %d in CalculateStateIndex()", utype);
+ }
+ return base; /* not used */
+}
+
+/* Function: cm_core_TotalStatesInNode(), cm_core_SplitStatesInNode(),
+ * cm_core_InsertStatesInNode()
+ * Incept: SRE, Thu Aug 8 09:57:59 2002 [St. Louis]
+ *
+ * Purpose: Returns the number of states in a node type.
+ *
+ * Args: ndtype - type of node (cm->ndtype[])
+ */
+int
+cm_core_TotalStatesInNode(int ndtype)
+{
+ switch (ndtype) {
+ case BIF_nd: return 1;
+ case MATP_nd: return 6;
+ case MATL_nd: return 3;
+ case MATR_nd: return 3;
+ case BEGL_nd: return 1;
+ case BEGR_nd: return 2;
+ case ROOT_nd: return 3;
+ case END_nd: return 1;
+ default: esl_fatal("Bogus node type %d", ndtype);
+ }
+ return 0;/*NOTREACHED*/
+}
+int
+cm_core_SplitStatesInNode(int ndtype)
+{
+ switch (ndtype) {
+ case BIF_nd: return 1;
+ case MATP_nd: return 4;
+ case MATL_nd: return 2;
+ case MATR_nd: return 2;
+ case BEGL_nd: return 1;
+ case BEGR_nd: return 1;
+ case ROOT_nd: return 1;
+ case END_nd: return 1;
+ default: esl_fatal("Bogus node type %d", ndtype);
+ }
+ return 0;/*NOTREACHED*/
+}
+int
+cm_core_InsertStatesInNode(int ndtype)
+{
+ switch (ndtype) {
+ case BIF_nd: return 0;
+ case MATP_nd: return 2;
+ case MATL_nd: return 1;
+ case MATR_nd: return 1;
+ case BEGL_nd: return 0;
+ case BEGR_nd: return 1;
+ case ROOT_nd: return 2;
+ case END_nd: return 0;
+ default: esl_fatal("Bogus node type %d", ndtype);
+ }
+ return 0;/*NOTREACHED*/
+}
+
+/* Function: cm_core_StateDelta(), cm_core_StateLeftDelta(), cm_core_StateRightDelta()
+ * Incept: SRE, Thu Oct 9 11:23:13 2003 [St. Louis]
+ *
+ * Purpose: Convenience functions, mirroring some notation in Durbin et al.
+ * and elsewhere. \Delta notation simplifies some expositions
+ * of dynamic programming code.
+ *
+ * \Delta^R_v = 1 if the state emits right; else 0
+ * \Delta^L_v = 1 if the state emits left; else 0
+ * \Delta_v = 2 for pairwise, 1 for singlet, 0 for mute states.
+ *
+ * B_st, EL_st are special cases - Delta is returned as zero,
+ * but can't be used the same way.
+ *
+ * Args: sttype - state type code, e.g. MP_st
+ *
+ * Returns: (see above)
+ */
+int
+cm_core_StateDelta(int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return 2;
+ case ML_st: return 1;
+ case MR_st: return 1;
+ case IL_st: return 1;
+ case IR_st: return 1;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return 0;
+ default: esl_fatal("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+int
+cm_core_StateLeftDelta(int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return 1;
+ case ML_st: return 1;
+ case MR_st: return 0;
+ case IL_st: return 1;
+ case IR_st: return 0;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return 0;
+ default: esl_fatal("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+int
+cm_core_StateRightDelta(int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return 1;
+ case ML_st: return 0;
+ case MR_st: return 1;
+ case IL_st: return 0;
+ case IR_st: return 1;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return 0;
+ default: esl_fatal("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+/* Function: cm_core_NEmitAlph()
+ * Incept: EPN, Wed Aug 1 10:26:09 2007
+ *
+ * Purpose: Return the number of emissions for a given stateype
+ */
+int
+cm_core_NEmitAlph(const ESL_ALPHABET *abc, int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return abc->K * abc->K;
+ case ML_st: return abc->K;
+ case MR_st: return abc->K;
+ case IL_st: return abc->K;
+ case IR_st: return abc->K;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return abc->K;
+ default: esl_fatal("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+
+/*****************************************************************
+ * 4. Renormalization of core CMs.
+ *****************************************************************/
+
+/* Function: cm_core_Renormalize()
+ * Incept: SRE, Mon Jan 1 18:39:42 2007 [Casa de Gatos]
+ *
+ * Purpose: Take a core CM in counts form, and renormalize
+ * all probability vectors in the core probability model.
+ *
+ * Leaves other flags (stats and profile) alone, so caller
+ * needs to be wary. Renormalizing a probability model that
+ * has stats and profile scores wouldn't usually invalidate
+ * those data; and if we're renormalizing a counts model, we
+ * shouldn't have stats or profile scores yet anyway.
+ *
+ * Args: cm - the model to renormalize.
+ *
+ * Return: <eslOK> on success.
+ */
+int
+cm_core_Renormalize(CM_CORE *cm)
+{
+ int v; /* counter for states */
+
+ for (v = 0; v < cm->M; v++) {
+ if((nemit = cm_core_NEmitAlph(cm->abc, cm->sttype[v])) > 0)
+ esl_vec_FNorm(cm->e[k], nemit);
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ esl_vec_FNorm(cm->t[v], cm->cnum[v]);
+ }
+ return eslOK;
+}
+
+/*****************************************************************
+ * 4. Debugging and development code
+ *****************************************************************/
+
+/* Function: cm_core_Dump()
+ * Incept: SRE, Mon Jan 1 18:44:15 2007 [Casa de Gatos]
+ *
+ * Purpose: Debugging: dump the probabilities (or counts) from a core CM.
+ *
+ * Returns: <eslOK> on success.
+ */
+int
+cm_core_Dump(FILE *fp, CM_CORE *cm)
+{
+ int v; /* counter for states */
+ int x; /* counter for symbols */
+ int ts; /* counter for state transitions */
+
+ for (k = 0; k <= cm->M; k++)
+ { /* Line 1: v, match emissions */
+ fprintf(fp, " %5d ", v);
+ for (x = 0; x < NEmitAlph(cm->abc, cm->sttype[v]); x++)
+ fprintf(fp, "%9.4f ", cm->e[v][x]);
+ fputs("\n", fp);
+ /* Line 2: transition probs */
+ fprintf(fp, " ");
+ for (ts = 0; ts < cm->cnum[v]; ts++)
+ fprintf(fp, "%9.4f ", cm->t[v][ts]);
+ fputs("\n", fp);
+ }
+ fputs("//\n", fp);
+ return eslOK;
+}
+
+/* Function: cm_core_Compare()
+ * Incept: SRE, Sat Jan 6 14:14:58 2007 [Casa de Gatos]
+ * Infernalized: EPN, Wed Aug 1 11:07:21 2007
+ *
+ * Purpose: Compare two CMs <cm1> and <cm2> to each other;
+ * return <eslOK> if they're identical, and <eslFAIL>
+ * if they differ. Floating-point probabilities are
+ * compared for equality within a fractional tolerance
+ * <tol>.
+ */
+int
+cm_core_Compare(CM_CORE *h1, CM_CORE *cm2, float tol)
+{
+ int k;
+
+ if (cm1->abc->type != cm2->abc->type) return eslFAIL;
+ if (cm1->M != cm2->M) return eslFAIL;
+ if (cm1->nodes != cm2->nodes) return eslFAIL;
+ if (cm1->clen != cm2->clen) return eslFAIL;
+ if (cm1->flags != cm2->flags) return eslFAIL;
+
+ if(esl_vec_ICompare(cm1->sttype, cm2->sttype, (cm1->M+1)) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->ndidx, cm2->ndidx, cm1->M) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->stid, cm2->stid, (cm1->M+1)) != eslOK) return eslFAIL;
+ /* next 4 lines are probably unnec, same stids should guarantee same connectivity */
+ if(esl_vec_ICompare(cm1->cfirst, cm2->cfirst, cm1->M) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->cnum, cm2->cnum, cm1->M) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->plast, cm2->plast, cm1->M) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->pnum, cm2->pnum, cm1->M) != eslOK) return eslFAIL;
+
+ if(esl_vec_ICompare(cm1->nodemap, cm2->nodemap, cm1->nodes) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->nodemap, cm2->nodemap, cm1->nodes) != eslOK) return eslFAIL;
+ if(esl_vec_ICompare(cm1->ndtype, cm2->ndtype, cm1->nodes) != eslOK) return eslFAIL;
+
+ for (v = 0; v < cm1->M; v++) /* (it's safe to include 0 here.) */
+ {
+ if (esl_vec_FCompare(cm1->e[k], cm2->e[k], cm_core_NEmitAlph(cm1->abc, cm1->sttype[v]), tol) != eslOK) return eslFAIL;
+ if (esl_vec_FCompare(cm1->t[k], cm2->e[k], cm1->cnum[v], tol) != eslOK) return eslFAIL;
+ }
+
+ if (strcmp(cm1->name, cm2->name) != 0) return eslFAIL;
+ if (strcmp(cm1->comlog, cm2->comlog) != 0) return eslFAIL;
+ if (strcmp(cm1->ctime, cm2->ctime) != 0) return eslFAIL;
+ if (cm1->nseq != cm2->nseq) return eslFAIL;
+ if (cm1->eff_nseq != cm2->eff_nseq) return eslFAIL;
+ if (cm1->checksum != cm2->checksum) return eslFAIL;
+
+ if ((cm1->flags & cmH_CS) && strcmp(cm1->cs, cm2->cs) != 0) return eslFAIL;
+ if ((cm1->flags & cmH_ACC) && strcmp(cm1->acc, cm2->acc) != 0) return eslFAIL;
+ if ((cm1->flags & cmH_DESC) && strcmp(cm1->desc, cm2->desc) != 0) return eslFAIL;
+ if ((cm1->flags & cmH_RF) && strcmp(cm1->rf, cm2->rf) != 0) return eslFAIL;
+
+ if (cm1->flags & cmH_GA)
+ if (esl_FCompare(cm1->ga, cm2->ga, tol) != eslOK) return eslFAIL;
+
+ if (cm1->flags & cmH_TC)
+ if (esl_FCompare(cm1->tc, cm2->tc, tol) != eslOK) return eslFAIL;
+
+ if (cm1->flags & cmH_NC)
+ if (esl_FCompare(cm1->nc, cm2->nc, tol) != eslOK) return eslFAIL;
+
+ return eslOK;
+}
+
+/* Function: cm_core_Validate()
+ * Incept: SRE, Sat Jan 6 14:43:00 2007 [Casa de Gatos]
+ *
+ * Purpose: Validates the internals of the CM structure <cm>.
+ *
+ * Probability vectors are validated to sum up to
+ * within a fractional tolerance <tol> of 1.0.
+ *
+ * Probably only useful for debugging and development,
+ * not production code.
+ *
+ * Returns: <eslOK> if <cm> internals look fine.
+ * Returns <eslFAIL> if something is wrong.
+ */
+int
+cm_core_Validate(CM_CORE *cm, float tol, char *errbuf)
+{
+ int status;
+ int k;
+
+ if (cm == NULL) ESL_XFAIL(eslFAIL, errbuf, "CM is a null pointer");
+ if (cm->M < 1) ESL_XFAIL(eslFAIL, errbuf, "CM has M < 1");
+ if (cm->nodes < 1) ESL_XFAIL(eslFAIL, errbuf, "CM has nodes < 1");
+ if (cm->abc == NULL) ESL_XFAIL(eslFAIL, errbuf, "CM has no alphabet reference");
+ if (cm->abc->type == eslUNKNOWN) ESL_XFAIL(eslFAIL, errbuf, "CM's alphabet is set to unknown");
+
+ for (v = 0; v < cm->M; k++)
+ {
+ if (esl_vec_FValidate(cm->e[v], cm_core_NEmitAlph(cm->abc, cm->sttype[v]), tol, NULL) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "e[%d] fails pvector validation", v);
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ if(esl_vec_FValidate(cm->t[v], cm->cnum[v], tol, NULL) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "t[%d] fails pvector validation", v);
+ }
+
+ /* Don't be strict about mandatory name, comlog, ctime, cs for now in development */
+ /* if (cm->name == NULL) return eslFAIL; */
+ /* if (cm->comlog == NULL) return eslFAIL; */
+ /* if (cm->ctime == NULL) return eslFAIL; */
+ /* if (cm->cs == NULL) return eslFAIL; */
+ if (cm->nseq < 0 ) ESL_XFAIL(eslFAIL, errbuf, "invalid nseq");
+ if (cm->eff_nseq < 0 ) ESL_XFAIL(eslFAIL, errbuf, "invalid eff_nseq");
+ if (cm->checksum < 0 ) ESL_XFAIL(eslFAIL, errbuf, "invalid checksum");
+
+ if ( (cm->flags & cmH_ACC) && cm->acc == NULL) ESL_XFAIL(eslFAIL, errbuf, "accession null but cmH_ACC flag is up");
+ if (! (cm->flags & cmH_ACC) && cm->acc != NULL) ESL_XFAIL(eslFAIL, errbuf, "accession present but cmH_ACC flag is down");
+ if ( (cm->flags & cmH_DESC) && cm->desc == NULL) ESL_XFAIL(eslFAIL, errbuf, "description null but cmH_DESC flag is up");
+ if (! (cm->flags & cmH_DESC) && cm->desc != NULL) ESL_XFAIL(eslFAIL, errbuf, "description present but cmH_DESC flag is down");
+ if (cm->flags & cmH_RF) {
+ if (cm->rf == NULL || strlen(cm->rf) != cm->M+1) ESL_XFAIL(eslFAIL, errbuf, "cmH_RF flag up, but rf string is invalid");
+ } else
+ if (cm->rf != NULL) ESL_XFAIL(eslFAIL, errbuf, "cmH_RF flag down, but rf string is present");
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+/*------------- end of debugging/development code ----------------*/
+
+/*****************************************************************
+ * 5. Test driver.
+ *****************************************************************/
+
+#ifdef cmCM_TESTDRIVE
+
+#include <cm_config.h>
+#include <infernal.h>
+
+int
+main(int argc, char **argv)
+{
+ utest_foo();
+ exit(0); /* success */
+}
+
+#endif /*cmCM_TESTDRIVE*/
+/*-------------------- end of test driver ---------------------*/
+
+
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
diff --git a/iinfernal-1/infernal.h b/iinfernal-1/infernal.h
new file mode 100644
index 0000000..f8fb411
--- /dev/null
+++ b/iinfernal-1/infernal.h
@@ -0,0 +1,510 @@
+/* The all-encompassing include file for INFERNAL.
+ *
+ * 1. CM_CORE: a core model.
+ * 2. CM_PROFILE: a scoring profile, and its implicit model.
+ * 3. CM_BG: a null (background) model.
+ * 4. CM_TRACE: a traceback path (alignment of seq to profile).
+ * 5. CM_CMFILE: a CM save file or database, open for reading.
+ * 6. CM_GMX: a "generic" dynamic programming matrix
+ * 7. CM_DPRIOR: mixture Dirichlet prior for CMs
+ * 8. Other routines in Infernal's exposed API.
+ *
+ * EPN, Wed Aug 1 07:09:21 2007 [DC]
+ * SVN $Id$
+ */
+#ifndef CM_INFERNALH_INCLUDED
+#define CM_INFERNALH_INCLUDED
+
+#include "cm_config.h"
+
+#include <stdio.h> /* FILE */
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#include "easel.h"
+#include "esl_alphabet.h" /* ESL_DSQ, ESL_ALPHABET */
+#include "esl_dmatrix.h" /* ESL_DMATRIX */
+#include "esl_msa.h" /* ESL_MSA */
+#include "esl_random.h" /* ESL_RANDOMNESS */
+#include "esl_sqio.h" /* ESL_SQ */
+#include "esl_histogram.h" /* ESL_HISTOGRAM */
+#include "esl_dirichlet.h" /* ESL_MIXDCHLET */
+
+/* Search modes.
+ */
+#define cm_NO_MODE 0
+#define cm_LOCAL 1 /* local */
+#define cm_GLOCAL 2 /* glocal */
+
+#define cm_IsLocal(mode) (mode == cm_LOCAL)
+
+
+/*****************************************************************
+ * 1. CM_CORE: a core model.
+ *****************************************************************/
+
+/* Flag codes for cm->flags.
+ * Flags marked with ! may not be changed nor used for other meanings;
+ * such flags were stored in old CM files, and we must preserve their
+ * meaning to preserve reverse compatibility.
+ */
+#define cmH_HASBITS (1<<0) /* obsolete (was: model has log-odds scores) !*/
+#define cmH_DESC (1<<1) /* description exists !*/
+#define cmH_RF (1<<2) /* #RF annotation available !*/
+#define cmH_HASPROB (1<<3) /* obsolete (was: model in probability form) !*/
+#define cmH_STATS (1<<4) /* obsolete (was: model has EVD stats calibrated) !*/
+#define cmH_ACC (1<<5) /* accession number is available !*/
+#define cmH_GA (1<<6) /* gathering threshold available !*/
+#define cmH_TC (1<<7) /* trusted cutoff available !*/
+#define cmH_NC (1<<8) /* noise cutoff available !*/
+
+/* State types. (cm->sttype[])
+ */
+#define cmH_MAXTRANSITIONS 6 /* maximum number transitions from a state */
+
+/*
+enum p7t_statetype_e {
+ D_st = 0,
+ MP_st = 1,
+ ML_st = 2,
+ MR_st = 3,
+ IL_st = 4,
+ IR_st = 5,
+ S_st = 6,
+ E_st = 7,
+ B_st = 8,
+ EL_st = 9,
+};
+#define cmT_NSTATETYPES 10
+*/
+
+#define D_st 0
+#define MP_st 1
+#define ML_st 2
+#define MR_st 3
+#define IL_st 4
+#define IR_st 5
+#define S_st 6
+#define E_st 7
+#define B_st 8
+#define EL_st 9
+
+/* Node types (8) (cm->ndtype[])
+ */
+#define NODETYPES 8
+
+#define DUMMY_nd -1
+#define BIF_nd 0
+#define MATP_nd 1
+#define MATL_nd 2
+#define MATR_nd 3
+#define BEGL_nd 4
+#define BEGR_nd 5
+#define ROOT_nd 6
+#define END_nd 7
+
+/* Unique state identifiers (cm->stid[])
+ */
+#define UNIQUESTATES 21
+
+#define DUMMY -1
+#define ROOT_S 0
+#define ROOT_IL 1
+#define ROOT_IR 2
+#define BEGL_S 3
+#define BEGR_S 4
+#define BEGR_IL 5
+#define MATP_MP 6
+#define MATP_ML 7
+#define MATP_MR 8
+#define MATP_D 9
+#define MATP_IL 10
+#define MATP_IR 11
+#define MATL_ML 12
+#define MATL_D 13
+#define MATL_IL 14
+#define MATR_MR 15
+#define MATR_D 16
+#define MATR_IR 17
+#define END_E 18
+#define BIF_B 19
+#define END_EL 20
+
+/* Flags used in InsertTraceNode()
+ */
+#define TRACE_LEFT_CHILD 1
+#define TRACE_RIGHT_CHILD 2
+
+/* Flags used to define PDA moves,
+ * in display.c and emit.c (if not elsewhere)
+ *
+ */
+#define PDA_RESIDUE 0
+#define PDA_STATE 1
+#define PDA_MARKER 2
+
+/* Structure: CM_CORE
+ * Incept: SRE, 9 Mar 2000 [San Carlos CA]
+ *
+ * A covariance model. M states, arranged logically as a directed graph
+ * (on a binary tree backbone); arranged physically as a set of arrays 0..M-1.
+ *
+ * State 0 is always the root state. State M-1 is always an end state.
+ *
+ */
+typedef struct cm_core_s {
+ /* Information about the state type: */
+ int M; /* number of states in the model */
+ int clen; /* consensus length (2*MATP+MATL+MATR) */
+ char *sttype; /* type of state this is; e.g. MP_st */
+ int *ndidx; /* index of node this state belongs to */
+ char *stid; /* unique state identifier; e.g. MATP_MP */
+
+ /* Information about its connectivity in CM: */
+ int *cfirst; /* index of left child state */
+ int *cnum; /* overloaded: for non-BIF: # connections; */
+ /* for BIF: right child S_st */
+ int *plast; /* index to first parent state */
+ int *pnum; /* number of parent connections */
+
+ /* Information mapping nodes->states */
+ int nodes; /* number of nodes in the model */
+ int *nodemap; /* nodemap[5] = idx first state, node 5 */
+ char *ndtype; /* type of node, e.g. MATP_nd */
+
+ /* Parameters of the probabilistic model: */
+ float **t; /* Transition prob's [0..M-1][0..MAXCONNECT-1] */
+ float **e; /* Emission probabilities. [0..M-1][0..15] */
+ float *begin; /* Local alignment start probabilities [0..M-1] */
+ float *end; /* Local alignment ending probabilities [0..M-1] */
+ float el; /* EL->EL self transition probability */
+
+ /* Annotation. Everything but <name> and <cs> is optional. Flags are set when
+ * optional values are set. All the char *'s are proper nul-terminated
+ * strings, not just arrays. (hmm->map is an int array).
+ */
+ char *name; /* name of the model (mandatory) */ /* String, \0-terminated */
+ char *cs; /* consensus structure line 1..M (mandatory) */ /* String; 0=' ', M+1='\0' */
+ char *acc; /* accession number of model (Rfam) (cmH_ACC) */ /* String, \0-terminated */
+ char *desc; /* brief (1-line) description of model (cmH_DESC) */ /* String, \0-terminated */
+ char *rf; /* reference line from alignment 1..M (cmH_RF) */ /* String; 0=' ', M+1='\0' */
+ char *comlog; /* command line(s) that built model (mandatory) */ /* String, \0-terminated */
+ int nseq; /* number of training sequences (mandatory) */
+ float eff_nseq; /* effective number of seqs (<= nseq) (mandatory) */
+ char *ctime; /* creation date (mandatory) */
+ int checksum; /* checksum of training sequences (mandatory) */
+ /* emit map goes here */
+
+ float ga; /* gathering threshold (bits) (cmH_GA) */
+ float tc; /* trusted cutoff (bits) (cmH_TC) */
+ float nc; /* noise cutoff (bits) (cmH_NC) */
+ off_t offset; /* CM record offset on disk */
+ int flags; /* status flags */
+
+ const ESL_ALPHABET *abc; /* ptr to alphabet info (cm->abc->K is alphabet size) */
+ const CM_BG *bg; /* ptr to the background (null) model */
+} CM_CORE;
+
+
+
+/*****************************************************************
+ * 2. CM_PROFILE: a scoring profile, and its implicit model.
+ *****************************************************************/
+
+/* Indices for residue emission score vectors
+ */
+enum cmp_rsc_e {
+ cmP_MSC = 0,
+ cmP_ISC = 1
+};
+#define cmP_NR 2
+
+typedef struct cm_profile_s {
+ int mode; /* configured algorithm mode (e.g. cm_LOCAL) */
+ int M; /* number of states in the model */
+ float *tsc; /* transitions [0.1..M-1][0..cmP_MAXCONNECT-1], hand-indexed */
+ float **rsc; /* emissions [0.1..M-1][cm_MAXABET*cm_MAXABET], hand-indexed */
+ /* Below should be temporary, HMMER3 doesn't have them, all begin/ends equiprobable */
+ float *beginsc; /* Local alignment start probabilities [0..M-1] */
+ float *endsc; /* Local alignment ending probabilities [0..M-1] */
+
+ /* Objects we keep references to */
+ const ESL_ALPHABET *abc_r; /* copy of pointer to appropriate alphabet */
+ const struct cm_core_s *cm_r; /* who's your daddy */
+ const struct cm_bg_s *bg_r; /* background null model */
+} CM_PROFILE;
+
+
+
+
+/*****************************************************************
+ * 3. CM_BG: a null (background) model.
+ *****************************************************************/
+
+typedef struct cm_bg_s {
+ ESL_ALPHABET *abc; /* reference to alphabet in use */
+ float *f; /* residue frequencies [0..K-1] */
+} CM_BG;
+
+/*****************************************************************
+ * 4. CM_PARSETREE: a parsetree (alignment of seq to profile).
+ *****************************************************************/
+/* Structure: CM_PARSETREE
+ *
+ * Incept: SRE 29 Feb 2000 [Seattle]
+ *
+ * Binary tree structure for storing a traceback of an alignment.
+ *
+ * Also used for tracebacks of model constructions. Then,
+ * "state" is misused for a node (not state) index.
+ *
+ * Example of a traceback (from cm_parsetree_Dump(), from a tRNA
+ * model:
+ *
+ * > DF6280
+ * idx emitl emitr state nxtl nxtr prv tsc esc
+ * ----- ------ ------ ------- ----- ----- ----- ----- -----
+ * 0 1 74 0S 1 -1 -1 -0.58 0.00
+ * 1 1 74A 3MR 2 -1 0 -0.74 0.41
+ * 2 1G 73C 6MP 3 -1 1 -0.87 1.58
+ * ...<snip>...
+ * 11 10 66 54B 12 43 10 0.00 0.00
+ * 12 10 44 124S 13 -1 11 0.00 0.00
+ * 13 10 44 125B 14 28 12 0.00 0.00
+ * ...<snip>...
+ * 60 61U 61 120ML 61 -1 59 -0.22 0.87
+ * 61 -1 -1 123E -1 -1 60 0.00 0.00
+ * ----- ------ ------ ------- ----- ----- ----- ----- -----
+ *
+ * That is, emitl and emitr are always valid and always represent
+ * the bounds of the subsequence accounted for by the parse
+ * subtree rooted at this state. (Except for end states, which
+ * are -1,-1). nxtl is always a valid state (again except for E
+ * states, which are -1. nxtr is only != -1 for bifurcation states.
+ *
+ * For reasons of malloc() efficiency, the binary tree is organized
+ * in a set of arrays.
+ */
+typedef struct cm_parsetree_s {
+ int *emitl; /* i position in seq or ali (1..L or alen) */
+ int *emitr; /* j position in seq or ali (1..L or alen) */
+ int *state; /* y of state (0..M-1) */
+ int *mode; /* mode of state (used in marginal *
+ * alignment), (0,1,2,3) */
+
+ int *nxtl; /* index in trace of left child */
+ int *nxtr; /* index in trace of right child */
+ int *prv; /* index in trace of parent */
+
+ int n; /* number of elements in use so far */
+ int nalloc; /* number of elements allocated for */
+ int memblock; /* size of malloc() chunk, # of elems */
+} CM_PARSETREE;
+
+
+/*****************************************************************
+ * 5. CM_CMFILE: an CM save file or database, open for reading.
+ *****************************************************************/
+
+typedef struct cm_cmfile_s {
+ FILE *f; /* open file for reading */
+ char *fname; /* name of the CM file; [STDIN] if - */
+ int is_binary; /* TRUE if file is in binary format */
+ int byteswap; /* TRUE if binary and we need to swap byte order */
+ int (*parser)(struct cm_cmfile_s *, ESL_ALPHABET **, CM_CORE **); /* parsing function */
+ int mode; /* type of SSI offset (part of SSI API) */
+ int do_gzip; /* TRUE if f is "gzip -dc |" (will pclose(f)) */
+ int do_stdin; /* TRUE if f is stdin (won't close f) */
+ ESL_SSI *ssi; /* open SSI index; or NULL if none. */
+} CM_CMFILE;
+
+
+
+
+/*****************************************************************
+ * 6. CM_GMX: a "generic" dynamic programming matrix
+ * EPN, Wed Aug 1 07:52:44 2007 UNTOUCHED, not needed for cmbuild
+ *****************************************************************/
+
+enum cmg_scells_e {
+ cmG_M = 0,
+ cmG_I = 1,
+ cmG_D = 2,
+};
+#define cmG_NSCELLS 3
+
+enum cmg_xcells_e {
+ cmG_E = 0,
+ cmG_N = 1,
+ cmG_J = 2,
+ cmG_B = 3,
+ cmG_C = 4
+};
+#define cmG_NXCELLS 5
+
+
+typedef struct cm_gmx_s {
+ int M; /* actual model dimension (model 1..M) */
+ int L; /* actual sequence dimension (seq 1..L) */
+
+ size_t ncells; /* current cell allocation limit: >= (M+1)*(L+1) */
+ size_t nrows; /* current row allocation limit: >= L+1 */
+
+ float **dp; /* [0.1..L][0.1..M][0..cmG_NSCELLS-1] */
+ float *xmx; /* [0.1..L][0..cmG_NXCELLS-1] */
+
+ float *xmx_mem;
+ float *dp_mem;
+} CM_GMX;
+
+
+
+/*****************************************************************
+ * 7. CM_DPRIOR: mixture Dirichlet prior for profile CMs
+ *****************************************************************/
+
+/* Structure: Prior_t
+ *
+ * Dirichlet priors on all model parameters.
+ */
+typedef struct cm_dprior_s {
+ /* transition priors */
+ int tsetnum; /* number of transition sets to read in */
+ int tsetmap[UNIQUESTATES][NODETYPES]; /* tsetmap[a][b] is for transition set from ustate a to node b */
+ ESL_MIXDCHLET **t; /* array of transition priors, 0..tsetnum-1 */
+
+ /* emission priors */
+ ESL_MIXDCHLET *mbp; /* consensus base pair emission prior */
+ ESL_MIXDCHLET *mnt; /* consensus singlet emission prior */
+ ESL_MIXDCHLET *i; /* nonconsensus singlet emission prior */
+
+ /* bookkeeping */
+ int maxnq; /* maximum # of components in any prior */
+ int maxnalpha; /* maximum # of parameters in any prior */
+} CM_DPRIOR;
+
+
+/*****************************************************************
+ * 8. Other routines in INFERNAL's exposed API.
+ *****************************************************************/
+
+/* build.c */
+extern int cm_Handmodelmaker(ESL_MSA *msa, CM_CORE **ret_cm, CM_TRACE ***ret_tr);
+extern int cm_Fastmodelmaker(ESL_MSA *msa, float symfrac, CM_CORE **ret_cm, CM_TRACE ***ret_tr);
+
+/* errors.c */
+extern void cm_Die (char *format, ...);
+extern void cm_Fail(char *format, ...);
+
+/* eweight.c */
+extern int cm_EntropyWeight(const CM_CORE *cm, const CM_BG *bg, const CM_DPRIOR *pri, double infotarget, double *ret_Neff);
+
+/* infernal.c */
+extern void cm_banner(FILE *fp, char *progname, char *banner);
+extern float cm_SILO2Lod(int silo);
+extern int cm_AminoFrequencies(float *f);
+
+/* mpisupport.c */
+#ifdef HAVE_MPI
+extern int cm_core_MPISend(CM_CORE *cm, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int cm_core_MPIPackSize(CM_CORE *cm, MPI_Comm comm, int *ret_n);
+extern int cm_core_MPIPack(CM_CORE *cm, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_core_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, ESL_ALPHABET **abc, CM_CORE **ret_cm);
+extern int cm_core_MPIRecv(int source, int tag, MPI_Comm comm, char **buf, int *nalloc, ESL_ALPHABET **abc, CM_CORE **ret_cm);
+
+extern int cm_profile_MPISend(CM_PROFILE *gm, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int cm_profile_MPIRecv(int source, int tag, MPI_Comm comm, const ESL_ALPHABET *abc, const CM_BG *bg,
+ char **buf, int *nalloc, CM_PROFILE **ret_gm);
+#endif /*HAVE_MPI*/
+
+/* cm_bg.c */
+extern CM_BG *cm_bg_Create(const ESL_ALPHABET *abc);
+extern CM_BG *cm_bg_CreateUniform(const ESL_ALPHABET *abc);
+extern int cm_bg_Dump(FILE *ofp, CM_BG *bg);
+extern void cm_bg_Destroy(CM_BG *bg);
+extern int cm_bg_SetLength(CM_BG *bg, int L);
+extern int cm_bg_NullOne(const CM_BG *bg, const ESL_DSQ *dsq, int L, float *ret_sc);
+
+/* cm_core.c */
+/* 1. The CM_CORE object: allocation, initialization, destruction. */
+extern CM_CORE *cm_core_Create(int M, const ESL_ALPHABET *abc);
+extern CM_CORE *cm_core_CreateShell(void);
+extern int cm_core_CreateBody(CM_CORE *cm, int M, const ESL_ALPHABET *abc);
+extern void cm_core_Destroy(CM_CORE *cm);
+extern int cm_core_CopyParameters(const CM_CORE *src, CM_CORE *dest);
+extern CM_CORE *cm_core_Duplicate(const CM_CORE *cm);
+extern int cm_core_Scale(CM_CORE *cm, double scale);
+extern int cm_core_Zero(CM_CORE *cm);
+extern char *cm_core_DescribeStatetype(char st);
+/* 2. Convenience routines for setting fields in a CM. */
+extern int cm_core_SetName(CM_CORE *cm, char *name);
+extern int cm_core_SetAccession(CM_CORE *cm, char *acc);
+extern int cm_core_SetDescription(CM_CORE *cm, char *desc);
+extern int cm_core_AppendComlog(CM_CORE *cm, int argc, char **argv);
+extern int cm_core_SetCtime(CM_CORE *cm);
+/* 3. Convenience routines for getting info from a CM. */
+extern int cm_core_CountStatetype(CM_t *cm, char type);
+extern int cm_core_SegmentCountStatetype(CM_t *cm, int r, int z, char type);
+extern int cm_core_SubtreeCountStatetype(CM_t *cm, int v, char type);
+extern int cm_core_SubtreeFindEnd(CM_t *cm, int v);
+extern int cm_core_CalculateStateIndex(CM_t *cm, int node, char utype);
+extern int cm_core_TotalStatesInNode(int ndtype);
+extern int cm_core_SplitStatesInNode(int ndtype);
+extern int cm_core_InsertStatesInNode(int ndtype);
+extern int cm_core_StateDelta(int sttype);
+extern int cm_core_StateLeftDelta(int sttype);
+extern int cm_core_StateRightDelta(int sttype);
+extern int cm_core_NEmitAlph(const ESL_ALPHABET *abc, int sttype);
+
+/* 3. Renormalization and rescaling counts in core CMs. */
+extern int cm_core_Rescale(CM_CORE *cm, float scale);
+extern int cm_core_Renormalize(CM_CORE *cm);
+/* 4. Debugging and development code. */
+extern int cm_core_Dump(FILE *fp, CM_CORE *cm);
+extern int cm_core_Sample (ESL_RANDOMNESS *r, int M, ESL_ALPHABET *abc, CM_CORE **ret_cm);
+extern int cm_core_SampleUngapped(ESL_RANDOMNESS *r, int M, ESL_ALPHABET *abc, CM_CORE **ret_cm);
+extern int cm_core_SampleEnumerable(ESL_RANDOMNESS *r, int M, ESL_ALPHABET *abc, CM_CORE **ret_cm);
+extern int cm_core_SampleUniform (ESL_RANDOMNESS *r, int M, ESL_ALPHABET *abc,
+ float tmi, float tii, float tmd, float tdd, CM_CORE **ret_cm);
+extern int cm_core_Compare(CM_CORE *h1, CM_CORE *h2, float tol);
+extern int cm_core_Validate(CM_CORE *cm, float tol, char *errbuf);
+/* 5. Other routines in the API */
+extern int cm_core_CalculateOccupancy(const CM_CORE *cm, float *occ);
+
+
+
+/* cm_cmfile.c */
+extern int cm_cmfile_Open(char *filename, char *env, CM_CMFILE **ret_hfp);
+extern void cm_cmfile_Close(CM_CMFILE *hfp);
+extern int cm_cmfile_Write(FILE *fp, CM_CORE *cm);
+extern int cm_cmfile_Read(CM_CMFILE *hfp, ESL_ALPHABET **ret_abc, CM_CORE **ret_cm);
+extern int cm_cmfile_PositionByKey(CM_CMFILE *hfp, const char *key);
+
+/* cm_prior.c */
+extern CM_DPRIOR *cm_dprior_CreateAmino(void);
+extern CM_DPRIOR *cm_dprior_CreateNucleic(void);
+extern CM_DPRIOR *cm_dprior_CreateLaplace(ESL_ALPHABET *abc);
+extern void cm_dprior_Destroy(CM_DPRIOR *pri);
+extern int cm_ParameterEstimation(CM_CORE *cm, const CM_DPRIOR *pri);
+
+/* cm_profile.c */
+extern CM_PROFILE *cm_profile_Create(int M, const ESL_ALPHABET *abc);
+extern CM_PROFILE *cm_profile_Clone(const CM_PROFILE *gm);
+extern int cm_profile_SetNullEmissions(CM_PROFILE *gm);
+extern void cm_profile_Destroy(CM_PROFILE *gm);
+extern int cm_profile_IsLocal(const CM_PROFILE *gm);
+extern int cm_profile_IsMultihit(const CM_PROFILE *gm);
+extern int cm_profile_GetT(const CM_PROFILE *gm, char st1, int k1,
+ char st2, int k2, float *ret_tsc);
+extern int cm_profile_Validate(const CM_PROFILE *gm, float tol);
+extern int cm_profile_Compare(CM_PROFILE *gm1, CM_PROFILE *gm2, float tol);
+
+#endif /*CM_INFERNALH_INCLUDED*/
+
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
diff --git a/install-sh b/install-sh
new file mode 100644
index 0000000..f5061e7
--- /dev/null
+++ b/install-sh
@@ -0,0 +1,295 @@
+#!/bin/sh
+# install - install a program, script, or datafile
+
+scriptversion=2003-09-24.23
+
+# This originates from X11R5 (mit/util/scripts/install.sh), which was
+# later released in X11R6 (xc/config/util/install.sh) with the
+# following copyright and license.
+#
+# Copyright (C) 1994 X Consortium
+#
+# Permission is hereby granted, free of charge, to any person obtaining a copy
+# of this software and associated documentation files (the "Software"), to
+# deal in the Software without restriction, including without limitation the
+# rights to use, copy, modify, merge, publish, distribute, sublicense, and/or
+# sell copies of the Software, and to permit persons to whom the Software is
+# furnished to do so, subject to the following conditions:
+#
+# The above copyright notice and this permission notice shall be included in
+# all copies or substantial portions of the Software.
+#
+# THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+# IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+# FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+# X CONSORTIUM BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER LIABILITY, WHETHER IN
+# AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, OUT OF OR IN CONNEC-
+# TION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE SOFTWARE.
+#
+# Except as contained in this notice, the name of the X Consortium shall not
+# be used in advertising or otherwise to promote the sale, use or other deal-
+# ings in this Software without prior written authorization from the X Consor-
+# tium.
+#
+#
+# FSF changes to this file are in the public domain.
+#
+# Calling this script install-sh is preferred over install.sh, to prevent
+# `make' implicit rules from creating a file called install from it
+# when there is no Makefile.
+#
+# This script is compatible with the BSD install script, but was written
+# from scratch. It can only install one file at a time, a restriction
+# shared with many OS's install programs.
+
+# set DOITPROG to echo to test this script
+
+# Don't use :- since 4.3BSD and earlier shells don't like it.
+doit="${DOITPROG-}"
+
+# put in absolute paths if you don't have them in your path; or use env. vars.
+
+mvprog="${MVPROG-mv}"
+cpprog="${CPPROG-cp}"
+chmodprog="${CHMODPROG-chmod}"
+chownprog="${CHOWNPROG-chown}"
+chgrpprog="${CHGRPPROG-chgrp}"
+stripprog="${STRIPPROG-strip}"
+rmprog="${RMPROG-rm}"
+mkdirprog="${MKDIRPROG-mkdir}"
+
+transformbasename=
+transform_arg=
+instcmd="$mvprog"
+chmodcmd="$chmodprog 0755"
+chowncmd=
+chgrpcmd=
+stripcmd=
+rmcmd="$rmprog -f"
+mvcmd="$mvprog"
+src=
+dst=
+dir_arg=
+
+usage="Usage: $0 [OPTION]... SRCFILE DSTFILE
+ or: $0 -d DIR1 DIR2...
+
+In the first form, install SRCFILE to DSTFILE, removing SRCFILE by default.
+In the second, create the directory path DIR.
+
+Options:
+-b=TRANSFORMBASENAME
+-c copy source (using $cpprog) instead of moving (using $mvprog).
+-d create directories instead of installing files.
+-g GROUP $chgrp installed files to GROUP.
+-m MODE $chmod installed files to MODE.
+-o USER $chown installed files to USER.
+-s strip installed files (using $stripprog).
+-t=TRANSFORM
+--help display this help and exit.
+--version display version info and exit.
+
+Environment variables override the default commands:
+ CHGRPPROG CHMODPROG CHOWNPROG CPPROG MKDIRPROG MVPROG RMPROG STRIPPROG
+"
+
+while test -n "$1"; do
+ case $1 in
+ -b=*) transformbasename=`echo $1 | sed 's/-b=//'`
+ shift
+ continue;;
+
+ -c) instcmd=$cpprog
+ shift
+ continue;;
+
+ -d) dir_arg=true
+ shift
+ continue;;
+
+ -g) chgrpcmd="$chgrpprog $2"
+ shift
+ shift
+ continue;;
+
+ --help) echo "$usage"; exit 0;;
+
+ -m) chmodcmd="$chmodprog $2"
+ shift
+ shift
+ continue;;
+
+ -o) chowncmd="$chownprog $2"
+ shift
+ shift
+ continue;;
+
+ -s) stripcmd=$stripprog
+ shift
+ continue;;
+
+ -t=*) transformarg=`echo $1 | sed 's/-t=//'`
+ shift
+ continue;;
+
+ --version) echo "$0 $scriptversion"; exit 0;;
+
+ *) if test -z "$src"; then
+ src=$1
+ else
+ # this colon is to work around a 386BSD /bin/sh bug
+ :
+ dst=$1
+ fi
+ shift
+ continue;;
+ esac
+done
+
+if test -z "$src"; then
+ echo "$0: no input file specified." >&2
+ exit 1
+fi
+
+# Protect names starting with `-'.
+case $src in
+ -*) src=./$src ;;
+esac
+
+if test -n "$dir_arg"; then
+ dst=$src
+ src=
+
+ if test -d "$dst"; then
+ instcmd=:
+ chmodcmd=
+ else
+ instcmd=$mkdirprog
+ fi
+else
+ # Waiting for this to be detected by the "$instcmd $src $dsttmp" command
+ # might cause directories to be created, which would be especially bad
+ # if $src (and thus $dsttmp) contains '*'.
+ if test ! -f "$src" && test ! -d "$src"; then
+ echo "$0: $src does not exist." >&2
+ exit 1
+ fi
+
+ if test -z "$dst"; then
+ echo "$0: no destination specified." >&2
+ exit 1
+ fi
+
+ # Protect names starting with `-'.
+ case $dst in
+ -*) dst=./$dst ;;
+ esac
+
+ # If destination is a directory, append the input filename; won't work
+ # if double slashes aren't ignored.
+ if test -d "$dst"; then
+ dst=$dst/`basename "$src"`
+ fi
+fi
+
+# This sed command emulates the dirname command.
+dstdir=`echo "$dst" | sed -e 's,[^/]*$,,;s,/$,,;s,^$,.,'`
+
+# Make sure that the destination directory exists.
+
+# Skip lots of stat calls in the usual case.
+if test ! -d "$dstdir"; then
+ defaultIFS='
+ '
+ IFS="${IFS-$defaultIFS}"
+
+ oIFS=$IFS
+ # Some sh's can't handle IFS=/ for some reason.
+ IFS='%'
+ set - `echo "$dstdir" | sed -e 's@/@%@g' -e 's@^%@/@'`
+ IFS=$oIFS
+
+ pathcomp=
+
+ while test $# -ne 0 ; do
+ pathcomp=$pathcomp$1
+ shift
+ test -d "$pathcomp" || $mkdirprog "$pathcomp"
+ pathcomp=$pathcomp/
+ done
+fi
+
+if test -n "$dir_arg"; then
+ $doit $instcmd "$dst" \
+ && { test -z "$chowncmd" || $doit $chowncmd "$dst"; } \
+ && { test -z "$chgrpcmd" || $doit $chgrpcmd "$dst"; } \
+ && { test -z "$stripcmd" || $doit $stripcmd "$dst"; } \
+ && { test -z "$chmodcmd" || $doit $chmodcmd "$dst"; }
+
+else
+ # If we're going to rename the final executable, determine the name now.
+ if test -z "$transformarg"; then
+ dstfile=`basename "$dst"`
+ else
+ dstfile=`basename "$dst" $transformbasename \
+ | sed $transformarg`$transformbasename
+ fi
+
+ # don't allow the sed command to completely eliminate the filename.
+ test -z "$dstfile" && dstfile=`basename "$dst"`
+
+ # Make a couple of temp file names in the proper directory.
+ dsttmp=$dstdir/_inst.$$_
+ rmtmp=$dstdir/_rm.$$_
+
+ # Trap to clean up those temp files at exit.
+ trap 'status=$?; rm -f "$dsttmp" "$rmtmp" && exit $status' 0
+ trap '(exit $?); exit' 1 2 13 15
+
+ # Move or copy the file name to the temp name
+ $doit $instcmd "$src" "$dsttmp" &&
+
+ # and set any options; do chmod last to preserve setuid bits.
+ #
+ # If any of these fail, we abort the whole thing. If we want to
+ # ignore errors from any of these, just make sure not to ignore
+ # errors from the above "$doit $instcmd $src $dsttmp" command.
+ #
+ { test -z "$chowncmd" || $doit $chowncmd "$dsttmp"; } \
+ && { test -z "$chgrpcmd" || $doit $chgrpcmd "$dsttmp"; } \
+ && { test -z "$stripcmd" || $doit $stripcmd "$dsttmp"; } \
+ && { test -z "$chmodcmd" || $doit $chmodcmd "$dsttmp"; } &&
+
+ # Now remove or move aside any old file at destination location. We
+ # try this two ways since rm can't unlink itself on some systems and
+ # the destination file might be busy for other reasons. In this case,
+ # the final cleanup might fail but the new file should still install
+ # successfully.
+ {
+ if test -f "$dstdir/$dstfile"; then
+ $doit $rmcmd -f "$dstdir/$dstfile" 2>/dev/null \
+ || $doit $mvcmd -f "$dstdir/$dstfile" "$rmtmp" 2>/dev/null \
+ || {
+ echo "$0: cannot unlink or rename $dstdir/$dstfile" >&2
+ (exit 1); exit
+ }
+ else
+ :
+ fi
+ } &&
+
+ # Now rename the file to the real destination.
+ $doit $mvcmd "$dsttmp" "$dstdir/$dstfile"
+fi &&
+
+# The final little trick to "correctly" pass the exit status to the exit trap.
+{
+ (exit 0); exit
+}
+
+# Local variables:
+# eval: (add-hook 'write-file-hooks 'time-stamp)
+# time-stamp-start: "scriptversion="
+# time-stamp-format: "%:y-%02m-%02d.%02H"
+# time-stamp-end: "$"
+# End:
diff --git a/intro/5S.sto b/intro/5S.sto
new file mode 100644
index 0000000..a1b5e52
--- /dev/null
+++ b/intro/5S.sto
@@ -0,0 +1,28 @@
+# STOCKHOLM 1.0
+#=GF ID 5S_rRNA
+#=GF DE Taken from [Szymanski02], via Robin Dowell
+
+Esch_coli1 ......UGCCUGGCGGCCUUAGCGCGGUGGUCCCACCUGA..CCCCAUGC
+Baci_subt1 ........UUUGGUGGCGAUAGCGAAGAGGUCACACCCGU..UCCCAUAC
+Stcoc_aure ........UCUGGUGACUAUAGCAAGGAGGUCACACCUGU..UCCCAUGC
+Haem_influ ........CCUGGCGGCGAUAGUGCGGUGGACCCACCUGA..GACCAUAC
+Helic_pylo UCCCUUUUCCUUGUGCCUUUAGAGAAGAGGAACUACCCAGUUAACCAUUC
+#=GC SS_cons ......<<<<<<<<<<.....<<<<<<<<.....<<<<<<..........
+#=GC RF ......xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx..xxxxxxxx
+
+Esch_coli1 CGAACUCAGAAGUGAAACGCCGUAGCGCCGAUGGUAGUGUGGGGUCU.CC
+Baci_subt1 CGAACACGGAAGUUAAGCUCUUCAGCGCCGAUGGUAGUCGGGGGUUU.CC
+Stcoc_aure CGAACACAGAAGUUAAGCUCCUUAGCGUCGAUGGUA.GUCGAACUUACGU
+Haem_influ CGAACUCAGAAGUGAAACGCUGUAAUGCCGAUGGUAGUGUGGGGUUU.CC
+Helic_pylo CGAACCUGGAAGUCAAGCUCUUCAUCGCUGAUAAUACUGCUCUUUUC.AA
+#=GC SS_cons .....>>>>..>>....>>>>>>.>><<<.<<....<<<<<<<<....>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx.xx
+
+Esch_coli1 CCAUGCGAGAGUAGGGAACUGCCAGGCA.......U
+Baci_subt1 CCCUGUGAGAGUAGGACGCCGCCAAG.........C
+Stcoc_aure UCCGC.UAGAGUAGAACGUUGCCAGG.........C
+Haem_influ CCAUGUGAGAGUAGGGCACCGCCAGG.........U
+Helic_pylo GAGUGGGAAUGUAGGUCGGUGCAGGGAUAGGGAAAU
+#=GC SS_cons >>>>>>....>>.>>.>.>>>>>>>>>>........
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxx.......x
+//
diff --git a/intro/5S_ecoli.fa b/intro/5S_ecoli.fa
new file mode 100644
index 0000000..81a78df
--- /dev/null
+++ b/intro/5S_ecoli.fa
@@ -0,0 +1,4 @@
+>Esch_coli1 5S rRNA [Symanski02]
+UGCCUGGCGGCCUUAGCGCGGUGGUCCCACCUGACCCCAUGCCGAACUCA
+GAAGUGAAACGCCGUAGCGCCGAUGGUAGUGUGGGGUCUCCCCAUGCGAG
+AGUAGGGAACUGCCAGGCAU
diff --git a/intro/RNaseP.sto b/intro/RNaseP.sto
new file mode 100644
index 0000000..c5a97c7
--- /dev/null
+++ b/intro/RNaseP.sto
@@ -0,0 +1,70 @@
+# STOCKHOLM 1.0
+# structure and alignment from [Brown99]
+# reference line imposes the E. coli RNase P RNA coordinate system
+
+
+E.coli GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUC-------UUCG-
+S.typhimurium GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCU--------UUCG-
+Y.pestis GGAGUUGACUAGACAGUCGCCGCUUCACUGCCGUCCCU-------UUCG-
+P.aeruginosa AGAGUCGAUUGGACAGUCGCUGUCGCGC-----------------AAUA-
+H.influenza CGAGUUGGUUAGACAAUCGCUGGUUUAUUGAAGCCCUUAACCGUAUUUAU
+#=GC SS_cons <<<<<<<<<<<<<<<<<<-<<<<<<<<<<<<<-<<<<<<-<<<<------
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx-------xxxx-
+
+E.coli -----GGGG-AGAC-GGGCGGAGGGGAGGAAAGUCCGGGCUCCAUAGGGC
+S.typhimurium ------GGG-AGAC-GGGCGGAGGGGAGGAAAGUCCGGGCUCCAUAGGGC
+Y.pestis -----GGGG-AGAC-AGGUGGAGGGGAGGAAAGUCCGGGCUCCAUAGGGC
+P.aeruginosa -----------------GCGCGGUGGAGGAAAGUCCGGGCUCCAUAGGGC
+H.influenza ACGACCUAGUGGGACAAGUAAACGAGAGGAAAGUCCGAGCUACACAGGGC
+#=GC SS_cons >>>>>>>>>->>>>->->>>>>>>>>----AAA-AAAAA<<<<---BBBB
+#=GC RF -----xxxx-xxxx-xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+E.coli AGGGUGCCAGGUAACGCCUGGGGGG-GAAA-CCCACGACCAGUGCAACAG
+S.typhimurium AGGGUGCCAGGUAACGCCUGGGGGG-GAAA-CCCACGACCAGUGCAACAG
+Y.pestis AGGGUGCCAGGUAACGCCUGGGAGGCGCAAGCCUACGACAAGUGCAACAG
+P.aeruginosa AGAGUGCCAGGUAACGCCUGGGAGGCGCGAGCCUACGGAAAGUGCCACAG
+H.influenza AGAGUGCCGGAUAACGUCCGGGCGGCGUGAGCCGACGACCAGUGCAACAG
+#=GC SS_cons -<<<<<<<<<<----->>>>><<<<<---->>>>-><<---<<<<<----
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxx-xxxx-xxxxxxxxxxxxxxxxxxx
+
+E.coli AGAGCAAACCGCC-GAUGGCCCGCGCAAGCGGGAUCA-GGUAAGGGUGAA
+S.typhimurium AGAGCAAACCGCC-GAUGGCCCACGUAAGUGGGAUCA-GGUAAGGGUGAA
+Y.pestis AGAGCAAACCGCC-GAUGGCCCACGCAAGUGGGAUCA-GGUAAGGGUGAA
+P.aeruginosa AAAAUA-ACCGCCUAAGCGC----AACA----G-CGCCGGUAAGGGUGAA
+H.influenza AGAGCAGACCGCC---GU------GUAA-------AC-GGUAAGGGUGAA
+#=GC SS_cons --------<<<<<---<<<<<<<<---->>>>>->>>->>>-->>-----
+#=GC RF xxxxxxxxxxxxx-xxxxxxxxxxxxxxxxxxxxxxx-xxxxxxxxxxxx
+
+E.coli AGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGU
+S.typhimurium AGGGUGCGGUAAGAGCGCACCGCGCGGCUGGUAACAGUCCGUGGCACGGU
+Y.pestis AGGGUGCGGUAAGAGCGCACCGCGCGGCUGGCAACAGUUCGUGGCAUGGU
+P.aeruginosa AAGGUGCGGUAAGAGCGCACCGCACGGCUGGCAACAGUGCGUGGCUAGGU
+H.influenza AGGGUGCGGUAAGAGCGCACCGUGCCGUUGGUAACAACGUGCAGCAGGGU
+#=GC SS_cons --<<<<<<------->>>>>><<<<<<<<<---->>>->>>>>->-->>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+E.coli AAACUCCACCCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGU
+S.typhimurium AAACUCCACCCGGAGCAAGGCCAAAUAGGGGUUCAUAAGGUACGGCCCGU
+Y.pestis AAACUCCACCCGGAGCAAGGCCAAAUAGGGGUUCGCAUGGUACGGCCCGU
+P.aeruginosa AAACCCCACUCGGAGCAAGACCAAAUAGGAAUCCAU-UGGCGCGGCCCGC
+H.influenza AAACUCCACUCGUAGCAAGACCAAAUAGGAACUCA--AUGGGUGGCCCGU
+#=GC SS_cons -->>>>>>>>>>>>>---<<<<------<<<<<<----<<<<<-bbbb>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+E.coli ACUGAACCCGGGUAGGCUGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAU
+S.typhimurium ACUGAACCCGGGUAGGCUGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAU
+Y.pestis ACUGAACCCGGGUAGGCUGCUUGAGCCAGUGAGCGAUUGCUGGCCUAGAG
+P.aeruginosa GUUGGAUUCGGGUAGGUCGCUUGAGGCGUACAGUGAUGUGCGUCCCAGAG
+H.influenza CCAGAGUUCGGGUAGGUUGCUUGAGCGGCAGAGUAAUUUGUCGCCUAGAG
+#=GC SS_cons >>>>>>>>>----->>>>------<<<<<<<<---->>>>>>>>------
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+
+E.coli GAAUGACUGUCCACGACAGAACCCGGCUUAUCGGUCAGUUUCACCU
+S.typhimurium GAAUGACUGUCCACGACAGAACCCGGCUUAUCGGUCAGUUUCACCU
+Y.pestis GAAUGACUGUCCACGACAGAACCCGGCUUACCGGUCAACUCCAC..
+P.aeruginosa GAAUGGCUGUCCUCGACAGAACCCGGCUUAUAGAUCGACUCUCCCA
+H.influenza GAAUGAUUGUCCACGACAGAACUCGGCUUAUCGACCAACUCAAAAC
+#=GC SS_cons ---->>>>>>>----------aaaaaaaa->->>>>>>>>>>----
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+//
diff --git a/intro/RNaseP_ecoli.fa b/intro/RNaseP_ecoli.fa
new file mode 100644
index 0000000..db9dc4c
--- /dev/null
+++ b/intro/RNaseP_ecoli.fa
@@ -0,0 +1,9 @@
+>E.coli
+GAAGCUGACCAGACAGUCGCCGCUUCGUCGUCGUCCUCUUCGGGGGAGAC
+GGGCGGAGGGGAGGAAAGUCCGGGCUCCAUAGGGCAGGGUGCCAGGUAAC
+GCCUGGGGGGGAAACCCACGACCAGUGCAACAGAGAGCAAACCGCCGAUG
+GCCCGCGCAAGCGGGAUCAGGUAAGGGUGAAAGGGUGCGGUAAGAGCGCA
+CCGCGCGGCUGGUAACAGUCCGUGGCACGGUAAACUCCACCCGGAGCAAG
+GCCAAAUAGGGGUUCAUAAGGUACGGCCCGUACUGAACCCGGGUAGGCUG
+CUUGAGCCAGUGAGCGAUUGCUGGCCUAGAUGAAUGACUGUCCACGACAG
+AACCCGGCUUAUCGGUCAGUUUCACCU
diff --git a/intro/SRP_euk.sto b/intro/SRP_euk.sto
new file mode 100644
index 0000000..a5e08d3
--- /dev/null
+++ b/intro/SRP_euk.sto
@@ -0,0 +1,60 @@
+# STOCKHOLM 1.0
+#=GF ID SRP_euk
+#=GF DE [Larsen91]
+
+HOM.S._A ..GCC.GGGCGC.GGUGGCGCGUGCCUGUAG.UCCC.AGCUACUC.GGGA
+XEN.LAE. ..GCC.GGGCGC.UGUGGCGUGUGCCUGUAA.UCCA..GCUACU..UGGA
+DRO.MEL. ..GACUGGAAG..GUUGGCAG.CUUCUGUAA.CUCA.CGCUUCUG.UGAG
+ZEA.M._A ..NCC.GAGCUC.UGUAGCGAGAGCUUGUAA.CCCG...AG.....CGGG
+SCH.POM. .CGC......................UGUAA........UG.........
+#=GC SS_cons ..<<<..<<<<<..<.....>>>>>>......<<<<..........>>>>
+#=GC RF ..xxx.xxxxxx.xxxxxxxxxxxxxxxxxx.xxxx.xxxxxxxx.xxxx
+
+HOM.S._A GGC...UGAGGCUGGAGGAUCGCUU.GAGUCCAGGA.GUUCUGGGC..UG
+XEN.LAE. GGC...UUGGGCUGUCGGAUCGCUU.GAGUCCAGGA.GUUCUGGGC..UG
+DRO.MEL. GUC....UGAUUGUG.GGAUGGCCU.GAGGCUGGGAUCUACUGCGUAGCG
+ZEA.M._A GGCAUUAAGGUGGUGUGAAUGCUUU.GCGAUGGCU...UUCUGGGCCCUG
+SCH.POM. .GC.....UUGGUCGAAGUGUUUAGUA.CUCCCAAU..AGUGCAUGUU..
+#=GC SS_cons >>>....<<<<<.<<....<<<<<....<<.<<<<.....<<<.......
+#=GC RF xxx...xxxxxxxxxxxxxxxxxxx.xxxxxxxxxx.xxxxxxxxx..xx
+
+HOM.S._A ...UAGUGCGC.UAUGCC....GAUCGGGUGUCCGCACUAAGUUC.GGCA
+XEN.LAE. ...CACUGAGC.UAUGUC....GAUCGGGUGUCCGCACUAAGUUC.GGUA
+DRO.MEL. G..ACCAG.CU.CAUGUU....GACGGAACGUCCGCACUAAGCUU.GCCA
+ZEA.M._A ...GGCUCG.U.UGUGACACUGGCCGGCUUGCCCAUCCCAAGUUG.GUAG
+SCH.POM. ...CGGUGGUC.UCGGGUU...CGAGUCUCGCUU.UCGAUCCCUC.GAUC
+#=GC SS_cons ...<<<<<.<<.<<<..........<<<<<<.<..<<<<<...<<.<<<<
+#=GC RF ...xxxxxxxx.xxxxxx....xxxxxxxxxxxxxxxxxxxxxxx.xxxx
+
+HOM.S._A ....UCAAUAU.GGUGACCUCCCGGGAGCGGGGGACCACCAGGUUG.CCU
+XEN.LAE. ....UCAAUAU.GGUGUUCCUGGGGGAGCCUCGGAUCACCAGGUUGCUCU
+DRO.MEL. ....UCAAUAU.GGGUGCCAUGGAGGAGUCCGUGGCAUUCAGGUUGGCU.
+ZEA.M._A U...GUCUGGU.GGGGGCUCUAGCGAAAGCUUUGGGUCUCUGCAGA.CCU
+SCH.POM. ....UGCCACG.UCUGUUCGAAGAGUAGUCUUCGU.GGCAACUGGCAGUU
+#=GC SS_cons .....<<<<...<<<<..<<<<<<....>>>>>>..>>>>..>>>>.<<.
+#=GC RF ....xxxxxxx.xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx.xxx
+
+HOM.S._A AAGGAGGGGUGAACCGGCCCAGGUCGGAA..ACGGAGCAGGUCAAAAC.U
+XEN.LAE. AAGGAGGGGUGAACCGGCCCAGGUCGGAA..ACGGAGCAGGUCAAAAC.C
+DRO.MEL. AAGGAGGGAUGAACCGGGCCAGGGGUGAA..AACCAGCAGCCAAGAGU.U
+ZEA.M._A GGAGCGGCAGGAAUGGCGUAAGGCUGGCUUCACAGAGCAGCGAUCACU.G
+SCH.POM. AAACCGUGUAGUACCGAUGGAGGUUGGAA..ACAAUGCACAUCAC.UA.C
+#=GC SS_cons ..>>.<<<<<.....<<<.....<<<......>>>.....>>>...>>.>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxx..xxxxxxxxxxxxxxxxx.x
+
+HOM.S._A CCCGUGCUGAUCAGUAGUGGGAUCGCG.CCUGU..GAAUAGC..CACUGC
+XEN.LAE. CCCGUGCCGAUCAGUAGUGGGAUCGCG.CCUGU..GAAUAGC..CGGUGC
+DRO.MEL. CCCGUGGUAGGCAGUAGUGGGAUAGCG.UACCG..GAGUGGA..CUGCCG
+ZEA.M._A CCGACUCCCAACGGUGGGAGGAUAACGAAGCCGCUGC.ACU.UUGAGCCU
+SCH.POM. CGGGUCUUGGGCAGUGCGAUAGCGAUG.GGAUU..CACCUU...CGCAGG
+#=GC SS_cons >>..>>>>>>....>>>>>.>....>>.>>>>.....>>>>>..>>>>>.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxx.xxxxx..xxxxxxx..xxxxxx
+
+HOM.S._A ACUCCAGCCUGUGC..AACAU.....AGCGAGACCCCGUCUCUU
+XEN.LAE. AGAACAGCCUGAAC..AACAC.....AGCGAGACACAGUUCU..
+DRO.MEL. UUAUCAGCCCAACC..GAUAU.....GGUUGGACCACAAUCUUU
+ZEA.M._A AACUCAGGCU.CAGAA..CCUCACU.AAGCAAACCACCAUCUUU
+SCH.POM. AUGUGCA.UGGAAG..UAUAA......ACACAACGGUCGUU...
+#=GC SS_cons ....>>>>>>>.>>............>>>>>...>>.>>>>>..
+#=GC RF xxxxxxxxxxxxxx..xxxxx.....xxxxxxxxxxxxxxxxxx
+//
diff --git a/intro/SRP_human.fa b/intro/SRP_human.fa
new file mode 100644
index 0000000..70d567d
--- /dev/null
+++ b/intro/SRP_human.fa
@@ -0,0 +1,7 @@
+>HOM.S._A
+GCCGGGCGCGGUGGCGCGUGCCUGUAGUCCCAGCUACUCGGGAGGCUGAG
+GCUGGAGGAUCGCUUGAGUCCAGGAGUUCUGGGCUGUAGUGCGCUAUGCC
+GAUCGGGUGUCCGCACUAAGUUCGGCAUCAAUAUGGUGACCUCCCGGGAG
+CGGGGGACCACCAGGUUGCCUAAGGAGGGGUGAACCGGCCCAGGUCGGAA
+ACGGAGCAGGUCAAAACUCCCGUGCUGAUCAGUAGUGGGAUCGCGCCUGU
+GAAUAGCCACUGCACUCCAGCCUGUGCAACAUAGCGAGACCCCGUCUCUU
diff --git a/intro/lsu.sto b/intro/lsu.sto
new file mode 100644
index 0000000..49c72a4
--- /dev/null
+++ b/intro/lsu.sto
@@ -0,0 +1,425 @@
+# STOCKHOLM 1.0
+# [deRijk94]
+# structure "consensus" is the E. coli structure.
+
+
+Esccol.BPG GGUUAAGCGACUAAGCGUACACGGUGGAUGCCCUGGCAGUCAGAGGCGAU
+Bacsub.BGL GGUUAAGUUAGAAAGGGCGCACGGUGGAUGCCUUGGCACUAGGAGCCGAU
+Neigon.BPB GGUCAAGUGAAUAAGUGCAUCAGGCGGAUGCCUUGGCGAUGAUAGGCGAC
+Staaur.BGL GAUUAAGUUAUUAAGGGCGCACGGUGGAUGCCUUGGCACUAGAAGCCGAU
+Pseaer.BPG GGUCAAGUGAAGAAGCGCAUACGGUGGAUGCCUUGGCAGUCAGAGGCGAU
+#=GC SS_cons <<<<<<<<.......<<<<<<<<<....<<<<..<<<<<<<<<<<.....
+
+Esccol.BPG GAAGGACGUGCUAAUCUGCGAUAAGCGUCGGUAAGGUG-AUAUGAACCGU
+Bacsub.BGL GAAGGACGGGACGAACACCGAUAUGCUUCGGGGAGCUG-UAAGCAAGC-U
+Neigon.BPB GAAGGACGUGUAAGCCUGCGAAAAGCGCGGGGGAGCUGGCAAUAAAGC-U
+Staaur.BGL GAAGGACGUUACUAACGACGAUAUGCUUUGGGGAGCUG-UAAGUAAGC-U
+Pseaer.BPG GAAAGACGUGGUAGCCUGCGAAAAGCUUCGGGGAGUCGGCAAACAGAC-U
+#=GC SS_cons ...<<<<<<........>>>.....<<<<<<<..<<<........>>>..
+
+Esccol.BPG UAUAACCGGCGAUUUCCGAAUGGGGAAACCCAGUGUGUUUCG--ACACAC
+Bacsub.BGL UUGAUCCGGAGAUUUCCGAAUGGGGAAACCCACCACUCGUAAUGGAGUGG
+Neigon.BPB AUGAUUCCGCGAUGUCCGAAUGGGGAAACCCACUGCAUUCU---GUGCAG
+Staaur.BGL UUGAUCCAGAGAUUUCCGAAUGGGGAAACCCAGCAUGAGUUAUGUCAUGU
+Pseaer.BPG UUGAUCCGGAGAUCUCUGAAUGGGGGAACCCACCUAGGAUAA--CCUAGG
+#=GC SS_cons ....>>>>>>>...>>>....<<<....>>><<<<<<<......>>>>>>
+
+Esccol.BPG UAUCAUUAACUGAAUCCAUAGGUUAAU-GA-GGCGAAC-CGGGGGAACUG
+Bacsub.BGL UAUCCAUAUCUGAAUUCAUAGGAUAUGAGAAGGCAGAC-CCGGGGAACUG
+Neigon.BPB UAUCCUAAGUUGAAUACAUAGGCUUAGAGA-AGCGAAC-CCGGAGAACUG
+Staaur.BGL UAUCGAUAUGUGAAUACAUAGCAUAUCAGAAGGCACAC-CCGGAGAACUG
+Pseaer.BPG UAUCUUGUACUGAAUCCAUAGGUGCAA-GA-GGCGAACCACGGGGAACUG
+#=GC SS_cons >.<<<<<<<<<.........>>>>>>>.>>.........<<<<<.....<
+
+Esccol.BPG AAACAUCUAAGUACCCCGAGGAAAAGAAAUCAACCGAGAUUCCCCCAGUA
+Bacsub.BGL AAACAUCUAAGUACCCGGAGGAAGAGAAAGCAAAUGCGAUUCCCUGAGUA
+Neigon.BPB AACCAUCUAAGUACCCGGAGGAAAAGAAAUCAACCGAGAUUCCGCAAGUA
+Staaur.BGL AAACAUCUUAGUACCCGGAGGAAGAGAAAGAAAAUUCGAUUCCCUUAGUA
+Pseaer.BPG AAACAUCUAAGUACCCUGAGGAAAAGAAAUCAACCGAGAUUCCCUUAGUA
+#=GC SS_cons <....>>......>>>>>...........<<....>>...<<<<<.....
+
+Esccol.BPG GCGGCGAGCGAACGGGGAGCAGCCCA------------------------
+Bacsub.BGL GCGGCGAGCGAAACGGGAUCAGCCCAAACCAAGAGGCUUGCCUCUUGGGG
+Neigon.BPB GUGGCGAGCGAACGCGGAGGAGCCU-------------------------
+Staaur.BGL GCGGCGAGCGAAACGGGAAGAGCCCAAACCAACAAGCUUGCUUGUUGGGG
+Pseaer.BPG GUGGCGAGCGAACGGGGAUUAGCCCU------------------------
+#=GC SS_cons <<.....>>....>>>>>..<<<<..........................
+
+Esccol.BPG -----GAGC-CUGAAU------------CAGUGUGUGUGUUAGUGGAAG-
+Bacsub.BGL UUGU-AGGA-CACUCUGUACGGAGUUACAAAGGAACGAGGUAGAUGAAGA
+Neigon.BPB ----GUACGUAAUAA----------------CUGUCGAGAUAGAAGAAC-
+Staaur.BGL UUGU-AGGA-CACUCUAUACGGAGUUACAAAGGACGACAUUAGACGAAU-
+Pseaer.BPG ------------UAA------------GCUUCAUUGAUUUUAGCGGAAC-
+#=GC SS_cons .....<<<<..<<<..............<<<<<<<<<<<<<.<<<...<.
+
+Esccol.BPG CGUCUGGAAAGGCGCGCGAUACAGGGUGACAGCCCCGUACACAAAAAUG-
+Bacsub.BGL GGUCUGGAAAGGCCCGCCAUAGGAGGUAACAGCCCUGUAGUCAAAACUUC
+Neigon.BPB AAGCUGGGAAGCUUGACCAUAGCGGGUGACAGUCCCGUAUUCGAAAUCU-
+Staaur.BGL CAUCUGGAAAGAUGAAUCAAAGAAGGUAAUAAUCCUGUAGUCGAAAAUGU
+Pseaer.BPG GCUCUGGAAAGUGCGGCCAUAGUGGGUGAUAGCCCCGUACGCGAAAGGAU
+#=GC SS_cons <<<<......>>>>>........<<<.......>>>...>>>...>>>>.
+
+Esccol.BPG CACAUGCUG-----UGAGCUCGAUGAGUAGGGCGGGACACGUGGUAUCCU
+Bacsub.BGL GUUCUCUCC--UGAGUG-GAUCCUGAGUACGGCGGAACACGUGAAAUUCC
+Neigon.BPB CAACAGCGGUACUAAGCGUACGAAAAGUAGGGCGGGACACGUGAAAUCCU
+Staaur.BGL UGUCUCUCU--UGAGUG-GAUCCUGAGUACGACGGAGCACGUGAAAUUCC
+Pseaer.BPG CUUUGAAG------UGA---AAUCGAGUAGGACGGAGCACGAGAAACUUU
+#=GC SS_cons >>>>>>>>>.....>>>>>>>........<<<<<<<<.........>>>>
+
+Esccol.BPG GUCUGAAUAUGGGGGGACCAUCCUCCAAGGCUAAAUACUCCUGACUGACC
+Bacsub.BGL GUCGGAAUCCGGGAGGACCAUCUCCCAAGGCUAAAUACUCCCUAGUGACC
+Neigon.BPB GUCUGAAUAUGGGGGGACCAUCCUCCAAGGCUAAAUACUCAUCAUCGACC
+Staaur.BGL GUCGGAAUCUGGGAGGACCAUCUCCUAAGGCUAAAUACUCUCUAGUGACC
+Pseaer.BPG GUCUGAACAUGGGGGGACCAUCCUCCAAGGCUAAAUACUACUGACUGACC
+#=GC SS_cons >>>>......<<<<<<....>>>>>>..>>>>.....>>.>>>>>>>.>>
+
+Esccol.BPG GAUAGUGAACCAGUACCGUGAGGGAAAGGCGAAAAGAACCCCGGCGAGGG
+Bacsub.BGL GAUAGUGAACCAGUACCGUGAGGGAAAGGUGAAAAGCACCCCG-GAAGGG
+Neigon.BPB GAUAGUGAACCAGUACCGUGAGGGAAAGGCGAAAAGAACCCCGG-GA-GG
+Staaur.BGL GAUAGUGAACCAGUACCGUGAGGGAAAGGUGAAAAGCACCCCG-GAAGGG
+Pseaer.BPG GAUAGUGAACCAGUACCGUGAGGGAAAGGCGAAAAGAACCCCGGAGAGGG
+#=GC SS_cons ...............<<....>>....>>>>.......<<<<.....>>>
+
+Esccol.BPG GA-GUGAAAAAGAACCUGAAACCGUGUACGUACAAGCAGUGGGAGCACGC
+Bacsub.BGL GA-GUGAAAGAGAUCCUGAAACCGUGUGCCUACAAGUAGUCAGAGCCCG-
+Neigon.BPB GAAGUGAAACAGAACCUGAAACCUGAUGCAUACAAACAGUGGGAGCGCC-
+Staaur.BGL GA-GUGAAAUAGAACCUGAAACCGUGUGCUUACAAGUAGUCAGAGCCCG-
+Pseaer.BPG GA-GUGAAAUAGAACCUGAAACCGUAUGCGUACAAGCAGUGGGAGCCUA-
+#=GC SS_cons >....................>>>>>>>>>........<<<<..<<<<<<
+
+Esccol.BPG UUAG-GCGUGUGACUGCGUACCUUUUGUAUAAUGGGUCAGCGACUUAUAU
+Bacsub.BGL UUAA--CGGGUGAUGGCGUGCCUUUUGUAGAAUGAACCGGCGAGUUACGA
+Neigon.BPB CUAGU-GGUGUGACUGCGUACCUUUUGUAUAAUGGGUCAACGACUUACAU
+Staaur.BGL UUAA--UGGGUGAUGGCGUGCCUUUUGUAGAAUGAACCGGCGAGUUACGA
+Pseaer.BPG CUUGU-UAGGUGACUGCGUACCUUUUGUAUAAUGGGUCAGCGACUUAUAU
+#=GC SS_cons .....>>>>>>..>>>>..................<<<<<<<..<<<<<<
+
+Esccol.BPG UCUGUAGCAAGGUUAACC-GAAUA-GGGGAGCCGAAGGGAAA-CCGAGUC
+Bacsub.BGL UCCCGUGCAAGGUUAAGCAGAAGAUGCGGAGCCGCAGCGAAA-GCGAGUC
+Neigon.BPB UCAGUAGCGAGCUUAACC-GGAUA-GGGGAGGCGUAGGGAAA-CCGAGUC
+Staaur.BGL UUUGAUGCAAGGUUAAGCAGUAAAUGUGGAGCCGUAGCGAAA-GCGAGUC
+Pseaer.BPG UCAGUGGCAAGCUUAAUC-GUAUA-GGGUAGGCGUAGCGAAAAGCGAGUC
+#=GC SS_cons <<<<<<<<..<<<<..<<.......>>..>>>>...<<.....>>..<<<
+
+Esccol.BPG UUAACUGGGCG-UUAAGUUGCAGGGUAUAGACCCGAAACCCGGUGAUCUA
+Bacsub.BGL UGAAUAGGGCGCAUGAGUACGUGGUCGUAGACCCGAAACCAGGUGAUCUA
+Neigon.BPB UUAAUAGGGCG-AUGAGUUGCUGGGUGUAGACCCGAAACCGAGUGAUCUA
+Staaur.BGL UGAAUAGGGCG-UUUAGUAUUUGGUCGUAGACCCGAAACCAGGUGAUCUA
+Pseaer.BPG UUAAUAGGGCG-UUUAGUCGCUGGGUAUAGACCCGAAACCGGGCGAUCUA
+#=GC SS_cons <.....>>>>......>>>>>>>>>>>>>>.<<.....<<<<<<...<<<
+
+Esccol.BPG GCCAUGGGCAGGUUGAAGGUUGGGUAACACUAACUGGAGGACCGAACCGA
+Bacsub.BGL CCCAUGUCCAGGGUGAAGUUCAGGUAACACUGAAUGGAGGCCCGAACCCA
+Neigon.BPB UCCAUGGUCAGGUUGAAGGUGCCGUAACAGGUACUGGAGGACCGAACCCA
+Staaur.BGL CCCUUGGUCAGGUUGAAGUUCAGGUAACACUGAAUGGAGGACCGAACCGA
+Pseaer.BPG UCCAUGAGCAGGUUGAAGGUUAGGUAACACUGACUGGAGGACCGAACCCA
+#=GC SS_cons <<<<<<<<<.<<<<...<<<<<<......>>>>>>....>>>>...<<<.
+
+Esccol.BPG CUAAUGUUGAAAAAUUAGCGGAUGACUUGUGGCUGGGGGUGAAAGGCCAA
+Bacsub.BGL CGCACGUUGAAAAGUGCGGGGAUGAGGUGUGGGUAGGGGUGAAAUGCCAA
+Neigon.BPB CGCAUGUUGCAAAAUGCGGGGAUGAGCUGUGGGUAGGGGUGAAAGGCUAA
+Staaur.BGL CUUACGUUGAAAAGUGAGCGGAUGAACUGAGGGUAGCGGAGAAAUUCCAA
+Pseaer.BPG CUCCCGUUGAAAAGGUAGGGGAUGACUUGUGGAUCGGAGUGAAAGGCUAA
+#=GC SS_cons .<<<<........>>>>.>>>..>.>>>>>>>>>>>.<<<.....>>>..
+
+Esccol.BPG UCAAACCGGGAGAUAGCUGGUUCUCCCCGAAAGCUAUUUAGGUAGCGCCU
+Bacsub.BGL UCGAACCUGGAGAUAGCUGGUUCUCUCCGAAAUAGCUUUAGGGCUAGCCU
+Neigon.BPB ACAAACUCGGAGAUAGCUGGUUCUCCCCGAAAACUAUUUAGGUAGUGCCU
+Staaur.BGL UCGAACCUGGAGAUAGCUGGUUCUCUCCGAAAUAGCUUUAGGGCUAGCCU
+Pseaer.BPG UCAAGCUCGGAGAUAGCUGGUUCUCCUCGAAAGCUAUUUAGGUAGCGCCU
+#=GC SS_cons ....>>>>>>........>>..<<<<<<....<<<<<....>>>>>..<<
+
+Esccol.BPG CGUGAAU-UCAU-CUCCGGGGGUAGAGC-ACUGUUUCGGCAAGGGGGUCA
+Bacsub.BGL CAAGGU--AAGAGUCUUGGAGGUAGAGC-ACUGAUUGGACUAGGGGCCCC
+Neigon.BPB CGAGCAAGACAC-UGAUGGGGGUAAAGC-ACUGUUAUGGCUAGGGGGUUA
+Staaur.BGL CAAGUGA-UGAU-UAUUGGAGGUAGAGC-ACUGUUUGGACGAGGGGCCCC
+Pseaer.BPG CAUGUAU--CAC-UCUGGGGGGUAGAGCAACUGUUUCGGCUAGGGGGUCA
+#=GC SS_cons <<<<.....<<<.<<<<<<............<<<<<<<<.....<<<<<.
+
+Esccol.BPG UCCCGACUUACCAACCCGAUGCAAACUGCGAAUACCGGAGA-AUG-UUAU
+Bacsub.BGL UACCGGGUUACCGAAUUCAGUCAAACUCCGAAUGCCAAUGACUUA---UC
+Neigon.BPB UUGCAACUUACCAACCCAUGGCAAACUCAGAAUACCAUCAA-GUG-GUUC
+Staaur.BGL UCUCGGGUUACCGAAUUCAGACAAACUCCGAAUGCCAAUUA-AUU--UAA
+Pseaer.BPG UCCCGACUUACCAAACCGAUGCAAACUCCGAAUACCCAGAA-GUGCCGAG
+#=GC SS_cons ....>>>>>......>>>>>>>>...........>>>>>>..>>>.....
+
+Esccol.BPG CACGGGAGACACACGGCGGGUGCUAACGUCCGUCGUGAAGAGGGAAACAA
+Bacsub.BGL CUUGGGAGUCAGACUGCGAGUGAUAAGAUCCGUAGUCGAAAGGGAAACAG
+Neigon.BPB CUCGGGAGACAGACAGCGGGUGCUAACGUCCGUUGUCAAGAGGGAAACAA
+Staaur.BGL CUUGGGAGUCAGAACAUGGGUGAUAAGGUCCGUGUUCGAAAGGGAAACAG
+Pseaer.BPG CAUGGGAGACACACGGCGGGUGCUAACGUCCGUCGUGAAAAGGGAAACAA
+#=GC SS_cons >>>>>>.....<<<<<<<<<<......>>>>>>>>>>....<<<......
+
+Esccol.BPG CCCAGACCGCCAGCUAAGGUCCCAAAGUCAUGGUUAAGUGGGAAACGAUG
+Bacsub.BGL CCCAGACCGCCAGCUAAGGUCCCAAAGUAUACGUUAAGUGGAAAAGGAUG
+Neigon.BPB CCCAGACCGCCGGCUAAGGUCCCAAAUGAUAGAUUAAGUGGUAAACGAAG
+Staaur.BGL CCCAGACCACCAGCUAAGGUCCCAAAAUAUAUGUUAAGUGGAAAAGGAUG
+Pseaer.BPG CCCAGACCGCCAGCUAAGGUCCCAAAGUUGUGGUUAAGUGGUAAACGAUG
+#=GC SS_cons >>>...<<<<.<<<<..<<<......<.<<<<<<<..........<<..<
+
+Esccol.BPG UGGGAAGGCCCAGACAGCCAGGAUGUUGGCUUAGAAGCAGCCAUCAUUUA
+Bacsub.BGL UGGAGUUGCUUAGACAACCAGGAUGUUGGCUUAGAAGCAGCCACCAUUUA
+Neigon.BPB UGGGAAGGCACAGACAGCCAGGAUGUUGGCUUAGAAGCAGCCAUCAUUUA
+Staaur.BGL UGGCGUUGCCCAGACAACUAGGAUGUUGGCUUAGAAGCAGCCAUCAUUUA
+Pseaer.BPG UGGGAAGGCUUAGACAGCUAGGAGGUUGGCUUAGAAGCAGCCAUCCUUUA
+#=GC SS_cons <<<<..<<<.......<<<<<.<<<.<<<<.........>>>>.>>>...
+
+Esccol.BPG AAGAAAGCGUAAUAGCUCACUGGUCGAGUCGGCCUGCGCGGAAGAUGUAA
+Bacsub.BGL AAGAGUGCGUAAUAGCUCACUGGUCGAGUGACUCUGCGCCGAAAAUGUAC
+Neigon.BPB AAGAAAGCGUAAUAGCUCACUGGUCGAGUCGUCCUGCGCGGAAGAUGUAA
+Staaur.BGL AAGAGUGCGUAAUAGCUCACUAGUCGAGUGACACUGCGCCGAAAAUGUAC
+Pseaer.BPG AAGAAAGCGUAAUAGCUCACUAGUCGAGUCGGCCUGCGCGGAAGAUGUAA
+#=GC SS_cons ..<<..<<......>>>>.>>>>>...>>>..>>>>>.>>..........
+
+Esccol.BPG CGGGGCU-AAACCAUGCACCGAAGCUGCGGCAGCGACGCUUAUGCGUUGU
+Bacsub.BGL CGGGGCU-AAACGUAUCACCGAAGCUGCGGACUGUUC--UUC---GAACA
+Neigon.BPB CGGGGCUCAAAUCUAUAACCGAAGCUGCGGAUGCCGG--UUUA--CCGGC
+Staaur.BGL CGGGGCU-AAACAUAUUACCGAAGCUGUGGAUUGUCC---UUU--GGACA
+Pseaer.BPG CGGGGCUCAAACCACACACCGAAGCUGCGGGUGUCAC--GUAA--GUGAC
+#=GC SS_cons .........>>>>>>>>>>>..>>>>>>>><<<<<<<<<....>>>>>>>
+
+Esccol.BPG UGGGUAGGGGAGCGUUCUGUAAGCCUGCGAAGGUGUGCUGUGAGGCAUGC
+Bacsub.BGL GUGGUAGGAGAGCGUUCUAAG-GGCUGUGAAGCCAGACCGGAAGGACUGG
+Neigon.BPB AUGGUAGGGGAGCGUUCUGUAGGCUGAUGAAGGUGCAUUGUAAAGUGUGC
+Staaur.BGL AUGGUAGGAGAGCGUUCUAAG-GGCGUUGAAGCAUGAUCGUAAGGACAUG
+Pseaer.BPG GCGGUAGAGGAGCGUUCUGUAAGCCUGUGAAGGUGAGUUGAGAAGCUUGC
+#=GC SS_cons >>....>>>>>>..<<<<<...<<<......<<<<<<<<....>>>>>>>
+
+Esccol.BPG UGGAGGUAUCAGAAGUGCGAAUGCUGACAUAAGUAACGAUAAAGCGGGUG
+Bacsub.BGL UGGAGCGCUUAGAAGUGAGAAUGCCGGUAUGAGUAGCGA-AAGAGGGGUG
+Neigon.BPB UGGAGGUAUCAGAAGUGCGAAUGUUGACAUGAGUAGCGAUAAAGCGGGUG
+Staaur.BGL UGGAGCGCUUAGAAGUGAGAAUGCCGGUGUGAGUAGCGA-AAGACGGGUG
+Pseaer.BPG UGGAGGUAUCAGAAGUGCGAAUGCUGACAUGAGUAACGACAAUGGGUGUG
+#=GC SS_cons >...>>>..>>>>>.......>>>>>>>.......<<.....<<<<<<..
+
+Esccol.BPG AAAAGCCCGCUCGCCGGAAGACCAAGGGUUCCUGUCCAACGUUAAUCGGG
+Bacsub.BGL AGAAUCCCCUCCACCGAAUGCCUAAGGUUUCCUGAGGAAGGCUCGUCCGC
+Neigon.BPB AAAAGCCCGCUCGCCGAAAGCCCAAGGUUUCCUACGCAACGUUCAUCGGC
+Staaur.BGL AGAAUCCCGUCCACCGAUUGACUAAGGUUUCCAGAGGAAGGCUCGUCCGC
+Pseaer.BPG AAAAGCACCCACGCCGAAAGACCAAGGGUUCCUGCGCAACGUUAAUCGAC
+#=GC SS_cons .....>>>>>><<<<....<<<<<.<<..<<<<<<<...<<.....>>.>
+
+Esccol.BPG GCAGGGUGAGUCGACCCCUAAGGCGAGGCCGAAAGGCGUAGUCGAUGGGA
+Bacsub.BGL UCAGGGUUAGUCGGGACCUAAGCCGAGGCCGAAAGGCGUAGGCGAUGGAC
+Neigon.BPB GUAGGGUAAGUCGGCCCCUAAGGCGAGGCAGAAAUGCGUAGUCGAUGGGA
+Staaur.BGL UCUGGGUUAGUCGGGUCCUAAGCUGAGGCCGACAGGCGUAGGCGAUGGAU
+Pseaer.BPG GCAGGGUUAGUCGGUUCCUAAGGCGAGGCUGAAAAGCGUAGUCGAUGGGA
+#=GC SS_cons >>>>>......<<<..<<...<<<...<<<....>>>...>>>...>>..
+
+Esccol.BPG AACAGGUUAAUAUUCCUGUACUUGGUGUUACU-------GCGAAGGGGGG
+Bacsub.BGL AACAGGUUGAUAUUCCUGUACCACCUCCUCACCAUUUGAGCAAUGGGGGG
+Neigon.BPB AACAGGUUAAUAUUCCUGUACUUGAUUCAAAU-------GCGAUGUGGGG
+Staaur.BGL AACAGGUUGAUAUUCCUGUACCACCUAUAAUCGUUUUAAUCGAUGGGGGG
+Pseaer.BPG AACAGGUUAAUAUUCCUGUACUUCUGGUUACU-------GCGAUGGAGGG
+#=GC SS_cons .<<<<<........>>>>>..<<<<<<<<<<<............<<<<..
+
+Esccol.BPG ACGGAGAAGGCUAUGUUG-GCCGGGCGACGGUUGUCCCGGUUUAAGCGUG
+Bacsub.BGL ACGCAGGAGGAUAGGGUAAGCGCGGUAUUGGAUAUCCGCGUCCAAGCAGU
+Neigon.BPB ACGGAGAAGGUUAGGUUG-GCAAGCUGUUGGAAUAGCUUGUUUAAGCCGG
+Staaur.BGL ACGCAGUAGGAUAGGCGAAGCGUGCGAUUGGAUU-GCACGUCUAAGCAGU
+Pseaer.BPG GCGGAGGAGGCUAGGGCC-GCUUGGCCGUGGGUGGCCAAGUUUAAGGUGG
+#=GC SS_cons ..<<<<..<<<..<<<<<..<<<<<..........>>>>>.<<<.<<<..
+
+Esccol.BPG U-AGGCUGGUUUUCCAGGCAAAUCCGGAAAAUC---AAGGCUGAGGCGU-
+Bacsub.BGL U-AGGCU-GGGAAAUAGGCAAAUCC-GUUUCCCA-UAAGGCUGAGCUGU-
+Neigon.BPB UAGGUGG-AAGACUUAGGCAAAUCC-GGGUUUU----CUUAACACCGAGA
+Staaur.BGL A-AGGCU-GAGUAUUAGGCAAAUCC-GGUACUCGUUAAGGCUGAGCUGU-
+Pseaer.BPG U-AGGCUGAAAUCUUAGGUAAAUCCGGGGUUUC---AAGGCCGAGAGGU-
+#=GC SS_cons ....<<<<<<<<<<<.<<.....>>>>>>>>>>.....>>>.....>>>.
+
+Esccol.BPG GAUGACGAGGCAC--UACG---GUGCU--GAAGCAACAAAUGCCCUGCUU
+Bacsub.BGL GAUGGCGAGCGAA--AUAUA--GUAGC--GAAGUUCCUGAUUCCACACUG
+Neigon.BPB AGUGAUGACGAGU--GUCU--ACGGACACGAAGCAACCGAUACCACGCUU
+Staaur.BGL GAUGGGGAGAAGACA-UUG-UGUCUUC--GA-GUCGUUGAUUUCACACUG
+Pseaer.BPG GAUGACGAGUCGUCU-UUU-AGAUGAC--GAAGUGCUUGAUGCCAUGCUU
+#=GC SS_cons ..>>>...<<<<<.........>>>>>......>>>>>...>>>...>>>
+
+Esccol.BPG CCAGGAAAAGCCUCUAAGCAUCAGGUAACAUCAAAUCGUACCCCAAACCG
+Bacsub.BGL CCAAGAAAAGCCUCUA-GCGA--GGUGAGAGGUGCCCGUACCGCAAACCG
+Neigon.BPB CCAGGAAAAGCCACUAAGCUUCAGUUUGAAUCGAACCGUACCCCAAACCG
+Staaur.BGL CCGAGAAAAGCCUCUA-GAUA--GAAAAUAGGUGCCCGUACCGCAAACCG
+Pseaer.BPG CCAAGAAAAGCUUCUAAGCUUCAGGUAACCAGGAACCGUACCCCAAACCG
+#=GC SS_cons >.........>>>>.........>>>>>>>>>>>.>>>.>>>.....<<.
+
+Esccol.BPG ACACAGGUGGUCAGGUA-GAGAAUACCAAGGCGCUUGAGAGAACUCGGGU
+Bacsub.BGL ACACAGGUAGGCGAGGA-GAGAAUCCUAAGGUGAUCGAGAGAACUCUCGU
+Neigon.BPB ACACAGGUGGGU-AGGAUGAGAAUUCUAAGGCGCUUGAGAGAACUCGGGA
+Staaur.BGL ACACAGGUAGUCAAGAU-GAGAAUUCUAAGGUGAGCGAGCGAACUCUCGU
+Pseaer.BPG ACACAGGUGGUCGGGUA-GAGAAUACCAAGGCGCUUGAGAGAACUCGGGU
+#=GC SS_cons .....>>>>>>>.<<<<......>>>>..>>>>..<<<<....<<<<<<<
+
+Esccol.BPG GAAGGAACUAGGCAAAAUGGUGCCGUAACUUCGGGAGAAGGCACGCUGAU
+Bacsub.BGL UAAGGAACUCGGCAAAAUGACCCCGUAACUUCGGGAGAAGGGGUGCUCUG
+Neigon.BPB GAAGGAACUCGGCAAAUUGAUACCGUAACUUCGGGAGAAGGUAUGCCCUC
+Staaur.BGL UAAGGAACUCGGCAAAAUGACCCCGUAACUUCGGGAGAAGGGGUGCUCUU
+Pseaer.BPG GAAGGAACUAGGCAAAAUGGCACCGUAACUUCGGGAGAAGGUGCGCCGGC
+#=GC SS_cons <<<<<<<............<<<<<<<..<....>...>>>>>>><<<<<<
+
+Esccol.BPG AUGUAGGUGAGGUCCCUC-GCGGAUGGAGCUGAAAUCAGUCGAAGAUACC
+Bacsub.BGL UUAGGGU---------GCAA--------GCCCGAGAGAGCCGCAGUGAAU
+Neigon.BPB U-AAGGUUAA-GGA-CUU-GCUCCGUAAGCCCCGGAGGGUCGCAGAGAAU
+Staaur.BGL UA-GGGU---------UAAC--------GCCCAGAAGAGCCGCAGUGAAU
+Pseaer.BPG UA--GGGUGAAGGA-UUU-ACUCCGUAAGCUCUGGCUGGUCGAAGAUACC
+#=GC SS_cons ...<<<.....<<<<......>>>>....>>>..>>>>>>..........
+
+Esccol.BPG AGCUGGCUGCAACUGUUUAUUAAAAACACAGCACUGUGCAAACACGAAAG
+Bacsub.BGL AGGCCCAGGCGACUGUUUAGCAAAAACACAGGUCUCUGCGAAGCCGUAAG
+Neigon.BPB AGGUGGCUGCGACUGUUUAUUAAAAACACAGCACUCUGCCAACACGAAAG
+Staaur.BGL AGGCCCAAGCGACUGUUUAUCAAAAACACAGGUCUCUGCUAAACCGUAAG
+Pseaer.BPG AGGCCGCUGCGACUGUUUAUUAAAAACACAGCACUCUGCAAACACGAAAG
+#=GC SS_cons ..<<<<<<<<<..<<<<<.....>>>>>...<<<<<<<<...<<<....>
+
+Esccol.BPG UGGACGUAUACGGUGUGACGCCUGCCCGGUGCCGGAAGGUUAAUUGAUGG
+Bacsub.BGL GCGAAGUAUAGGGGCUGACGCCUGCCCGGUGCUGGAAGGUUAAGAGGAGC
+Neigon.BPB UGGACGUAUAGGGUGUGACGCCUGCCCGGUGCCGGAAGGUUAAUUGAAGA
+Staaur.BGL GUGAUGUAUAGGGGCUGACGCCUGCCCGGUGCUGGAAGGUUAAGAGGAGU
+Pseaer.BPG UGGACGUAUAGGGUGUGACGCCUGCCCGGUGCCGGAAGGUUAAUUGAUGG
+#=GC SS_cons >>...>..>>>>>>>...<<<<.<<<..<<<<<<<..<<<.........<
+
+Esccol.BPG GGUUAGCGCAAGCGAAGCUCUUGAUCGAAGCCCCGGUAAACGGCGGCCGU
+Bacsub.BGL GCUUAGCGUAAGCGAAGGUGCGAAUUGAAGCCCCAGUAAACGGCGGCCGU
+Neigon.BPB UGU----GCAA-----GCAUCGGAUCGAAGCCCCGGUAAACGGCGGCCGU
+Staaur.BGL GGUUAGCUUCUGCGAAGCUACGAAUCGAAGCCCCAGUAAACGGCGGCCGU
+Pseaer.BPG GGUUAGCGCAAGCGAAGCUCUUGAUCGAAGCCCCGGUAAACGGCGGCCGU
+#=GC SS_cons <<<..<<....>>...>>>>.........>>>>>>>>..>>>>><<<<<<
+
+Esccol.BPG AACUAUAACGGUCCUAAGGUAGCGAAAUUCCUUGUCGGGUAAGUUCCGAC
+Bacsub.BGL AACUAUAACGGUCCUAAGGUAGCGAAAUUCCUUGUCGGGUAAGUUCCGAC
+Neigon.BPB AACUAUAACGGUCCUAAGGUAGCGAAAUUCCUUGUCGGGUAAGUUCCGAC
+Staaur.BGL AACUAUAACGGUCCUAAGGUAGCGAAAUUCCUUGUCGGGUAAGUUCCGAC
+Pseaer.BPG AACUAUAACGGUCCUAAGGUAGCGAAAUUCCUUGUCGGGUAAGUUCCGAC
+#=GC SS_cons .......>>>>>>..<<<<..........>>>><<<<<<.....>>>>>>
+
+Esccol.BPG CUGCACGAAUGGCGUAAUGAUGGCCAGGCUGUCUCCACCCGAGACUCAGU
+Bacsub.BGL CCGCACGAAAGGCGCAACGAUCUGGGCACUGUCUCAACGAGAGACUCGGU
+Neigon.BPB CCGCACGAAUGGCGUAACGAUGGCCACACUGUCUCCUCCCGAGACUCAGC
+Staaur.BGL CCGCACGAAAGGCGUAACGAUUUGGGCACUGUCUCAACGAGAGACUCGGU
+Pseaer.BPG CUGCACGAAUGGCGUAACGAUGGCGGCGCUGUCUCCACCCGAGACUCAGU
+#=GC SS_cons ..........>>>>...>>.>>>>>>>..>>>>>>>>>>>>>>.>>>>>>
+
+Esccol.BPG GAAAUUGAACUCGCUGUGAAGAUGCAGUGUACCCGCGGCAAGACGGAAAG
+Bacsub.BGL GAAAUUAUAGUACCUGUGAAGAUGCAGGUUACCCGCGACAGGACGGAAAG
+Neigon.BPB GAAGUUGAAGUGGUUGUGAAGAUGCAAUCUACCCGCUGCUAGACGGAAAG
+Staaur.BGL GAAAUCAUAGUACCUGUGAAGAUGCAGGUUACCCGCGACAGGACGGAAAG
+Pseaer.BPG GAAAUUGAAAUCGCUGUGAAGAUGCAGUGUAUCCGCGGCUAGACGGAAAG
+#=GC SS_cons ...........<<<<<........>>>>>..<<<<<<<<.<<<.<<....
+
+Esccol.BPG ACCCCGUGAACCUUUACUAUAGCUUGACACUGAACAUUGAGCCUUGAUGU
+Bacsub.BGL ACCCCGUGGAGCUUUACUGCAGCCUGAUAUUGAAUGUUGGUACAGCUUGU
+Neigon.BPB ACCCCGUGAACCUUUACUGUAGCUUUGCAUUGGACUUUGAAGUCACUUGU
+Staaur.BGL ACCCCGUGGAGCUUUACUGUAGCCUGAUAUUGAAAUUCGGCACAGCUUGU
+Pseaer.BPG ACCCCGUGAACCUUUACUGUAGCUUUGCACUGGACUUUGAGCCUGCUUGU
+#=GC SS_cons .<<<<<.<<<<<<<.<<<<<..<<<<<<<..<<<<<<<<<<<<<<<<...
+
+Esccol.BPG GUAGGAUAGGUGGGAGGCUUUGAAGUGUGGACGCCAGUCUGCAUGGAGCC
+Bacsub.BGL ACAGGAUAGGUAGGAGCCUUGGAAACCGGAGCGCCAGCUUUGGUGGAGGC
+Neigon.BPB GUAGGAUAGGUGGGAGGCUUGGAAGCAGAGACGCCAGUCUCUGUGGAGUC
+Staaur.BGL ACAGGAUAGGUAGGAGCCUUUGAAACGUGAGCGCUAGCUUACGUGGAGGC
+Pseaer.BPG GUAGGAUAGGUGGGAGGCUUUGAAGCGUGGACGCCAGUUCGCGUGGAGCC
+#=GC SS_cons ........<<<<<..<<<......<<<<<<<<....>>>>>>>>...>>>
+
+Esccol.BPG GACCUUGAAAUACCACCCUUUAAUGUUUGAUGUUCUAACGUUGACCCGUA
+Bacsub.BGL AUCGGUGGGAUACUACCCUGGCUGUAUUGACCUUCUAACCCGCCGCCCUU
+Neigon.BPB GUCCUUGAAAUACCACCCUGGUGUCUUUGAGGUUCUAACCCAGACCCGUC
+Staaur.BGL GCUGGUGGGAUACUACCCUAGCUGUGUUGGCUUUCUAACCCGCACCACUU
+Pseaer.BPG AUCCUUGAAAUACCACCCUGGCAUGCUUGAGGUUCUAACUCUGGUCCGUG
+#=GC SS_cons ............>>>>>..>>>>>>>>>>>>>>>>....<<.<<<<<<..
+
+Esccol.BPG AUCCGGGUUGCGGACAGUGUCUGGUGGGUAGUUUGACUGGGGCGGUCUCC
+Bacsub.BGL AUCGGGCGGGGAGACAGUGUCAGGUGGGCAGUUUGACUGGGGCGGUCGCC
+Neigon.BPB AUCCGGGUCGGGGACCGUGCAUGGUAGGCAGUUUGACUGGGGCGGUCUCC
+Staaur.BGL AUCGUGGUGGGAGACAGUGUCAGGCGGGCAGUUUGACUGGGGCGGUCGCC
+Pseaer.BPG AUCCGGAUCGAGGACAGUGUAUGGUGGGCAGUUUGACUGGGGCGGUCUCC
+#=GC SS_cons ...>>>>>>>>......>>>>>>>...>>>>>..<<<<<...>>>>><<<
+
+Esccol.BPG UCCUAAAGAGUAACGGAGGAGCACGAAGGUUGGCUAAUCCUGGUCGGACA
+Bacsub.BGL UCCUAAAAGGUAACGGAGGCGCCCAAAGGUUCCCUCAGAAUGGUUGGAAA
+Neigon.BPB UCCCAAAGCGUAACGGAGGAGUUCGAAGGUUACCUAGGUCCGGUCGGAAA
+Staaur.BGL UCCUAAAAGGUAACGGAGGCGCUCAAAGGUUCCCUCAGAAUGGUUGGAAA
+Pseaer.BPG UCCUAAAGAGUAACGGAGGAGUACGAAGGUGCGCUCAGACCGGUCGGAAA
+#=GC SS_cons <<<...........>>>>>><.<<..<<<<<<<<<<.<<<<<........
+
+Esccol.BPG UCAGGAGGUUAGUGCAAUGGCAUAAGCCAGCUUGACUGCGAGCGUGACGG
+Bacsub.BGL UCAUUCGCAGAGUGUAAAGGCACAAGGGAGCUUGACUGCGAGACCUACAA
+Neigon.BPB UCGGACUGAUAGUGCAAUGGCAAAAGGUAGCUUAACUGCGAGACCGACAA
+Staaur.BGL UCAUUCAUAGAGUGUAAAGGCAUAAGGGAGCUUGACUGCGAGACCUACAA
+Pseaer.BPG UCGGUCGCAGAGUAUAAAGGCAAAAGCGCGCUUGACUGCGAGACAGACAC
+#=GC SS_cons .>>>>>...>><<......>>....>>>>>>>>..<<<<..<<<......
+
+Esccol.BPG CGCGAGCAGGUGCGAAAGCAGGUCAUAGUGAUCCGGUGGUUCUGAAUGGA
+Bacsub.BGL GUCGAGCAGGGACGAAAGUCGGGCUUAGUGAUCCGGUGGUUCCGCAUGGA
+Neigon.BPB GUCGGGCAGGUGCGAAAGCAGGACAUAGUGAUCCGGUGGUUCUGUAUGGA
+Staaur.BGL GUCGAGCAGGGUCGAAAGACGGACUUAGUGAUCCGGUGGUUCCGCAUGGA
+Pseaer.BPG GUCGAGCAGGUACGAAAGUAGGUCUUAGUGAUCCGGUGGUUCUGUAUGGA
+#=GC SS_cons >>>..>>>>.<<<....>>>.>>..........<<<<<<<.<<.......
+
+Esccol.BPG AGGGCCAUCGCUCAACGGAUAAAAGGUACUCCGGGGAUAACAGGCUGAUA
+Bacsub.BGL AGGGCCAUCGCUCAACGGAUAAAAGCUACCCCGGGGAUAACAGGCUUAUC
+Neigon.BPB AGGGCCAUCGCUCAACGGAUAAAAGGUACUCCGGGGAUAACAGGCUGAUU
+Staaur.BGL AGGGCCAUCGCUCAACGGAUAAAAGCUACCCCGGGGAUAACAGGCUUAUC
+Pseaer.BPG AGGGCCAUCGCUCAACGGAUAAAAGGUACUCCGGGGAUAACAGGCUGAUA
+#=GC SS_cons .>>>>>>>>>.....>......>>>>>..>>>>>>>.......<<<<<<<
+
+Esccol.BPG CCGCCCAAGAGUUCAUAUCGACGGCGGUGUUUGGCACCUCGAUGUCGGCU
+Bacsub.BGL UCCCCCAAGAGUCCACAUCGACGGGGAGGUUUGGCACCUCGAUGUCGGCU
+Neigon.BPB CCGCCCAAGAGUUCAUAUCGACGGCGGAGUUUGGCACCUCGAUGUCGGCU
+Staaur.BGL UCCCCCAAGAGUUCACAUCGACGGGGAGGUUUGGCACCUCGAUGUCGGCU
+Pseaer.BPG CCGCCCAAGAGUUCAUAUCGACGGCGGUGUUUGGCACCUCGAUGUCGGCU
+#=GC SS_cons <<<<<...<<.......>>...>>>>>>>>>.>>>.........<<<<<<
+
+Esccol.BPG CAUCACAUCCUGGGGCUGAAGUAGGUCCCAAGGGUAUGGCUGUUCGCCAU
+Bacsub.BGL CAUCGCAUCCUGGGGCUGUAGUCGGUCCCAAGGGUUGGGCUGUUCGCCCA
+Neigon.BPB CAUCACAUCCUGGGGCUGUAGUCGGUCCCAAGGGUAUGGCUGUUCGCCAU
+Staaur.BGL CAUCGCAUCCUGGGGCUGUAGUCGGUCCCAAGGGUUGGGCUGUUCGCCCA
+Pseaer.BPG CAUCACAUCCUGGGGCUGAAGCCGGUCCCAAGGGUAUGGCUGUUCGCCAU
+#=GC SS_cons <<<<<<..<<<<<<<<<......>>>>>>>.>>..<<<<<.....>>>>>
+
+Esccol.BPG UUAAAGUGGUACGCGAGCUGGGUUUAGAACGUCGUGAGACAGUUCGGUCC
+Bacsub.BGL UUAAAGCGGUACGCGAGCUGGGUUCAGAACGUCGUGAGACAGUUCGGUCC
+Neigon.BPB UUAAAGUGGUACGUGAGCUGGGUUUAAAACGUCGUGAGACAGUUUGGUCC
+Staaur.BGL UUAAAGCGGUACGCGAGCUGGGUUCAGAACGUCGUGAGACAGUUCGGUCC
+Pseaer.BPG UUAAAGUGGUACGCGAGCUGGGUUUAGAACGUCGUGAGACAGUUCGGUCC
+#=GC SS_cons .....>>>>>..>..>>>>>>.....<<<<<<<....>>>.>>>>....>
+
+Esccol.BPG CUAUCUGCCGUGGGCGCUGGAGAACUGAGGGGGGCUGCUCCUAGUACGAG
+Bacsub.BGL CUAUCCGUCGCGGGCGCAGGAAAUUUGAGAGGAGCUGUCCUUAGUACGAG
+Neigon.BPB CUAUCUGCAGUGG-CGUUGGAAGUUUGACGGGG-CUGCUCCUAGUACGAG
+Staaur.BGL CUAUCCGUCGUGGGCGUAGGAAAUUUGAGAGGAGCUGUCCUUAGUACGAG
+Pseaer.BPG CUAUCUGCCGUGGACGUUUGAGAUUUGAGAGGGGCUGCUCCUAGUACGAG
+#=GC SS_cons >..>>>>>>>>>>>....<<<<<<<<..<<<<..<<<<<<<.........
+
+Esccol.BPG AGGACCGGAGUGGACGCAUCACUGGUGUUCGGGUUGUCAUGCCAAUGGCA
+Bacsub.BGL AGGACCGGGAUGGACGCACCGCUGGUGUACCAGUUGUUCUGCCAAGGGCA
+Neigon.BPB AGGACCGGAGUGGACGAACCUCUGGUGUACCGGUUGUAACGCCAGUUGCA
+Staaur.BGL AGGACCGGGAUGGACAUACCUCUGGUGUACCAGUUGUCGUGCCAACGGCA
+Pseaer.BPG AGGACCGGAGUGGACGAACCUCUGGUGUUCCGGUUGUCACGCCAGUGGCA
+#=GC SS_cons ......>>>>>>>.<<<<<..........<<<<<<<<<<<....>>>>>>
+
+Esccol.BPG CUGCCCGGUAGCUAAAUGCGGAAGAGAUAAGUGCUGAAAGCAUCUAAGCA
+Bacsub.BGL UCGCUGGGUAGCUAUGUGCGGACGGGAUAAGUGCUGAAAGCAUCUAAGCA
+Neigon.BPB UAGCCGGGUAGCUAAGUUCGGAAGAGAUAAGCGCUGAAAGCAUCUAAGCG
+Staaur.BGL UAGCUGGGUAGCUAUGUGUGGACGGGAUAAGUGCUGAAAGCAUCUAAGCA
+Pseaer.BPG UUGCCGGGUAGCUAUGUUCGGAAAAGAUAACCGCUGAAAGCAUCUAAGCG
+#=GC SS_cons ..>>>>>........>>>>>...<<<....<<<<<...........>>>>
+
+Esccol.BPG CGAAACUUGCCCCGAGAUGAGUUCUCCCUGACCCUUUAAGGGUCCUGAAG
+Bacsub.BGL UGAAGCCCCCCUCAAGAUGAGAUUUCCCAUUCC-GCAA--GGAA-GUAAG
+Neigon.BPB CGAAACUCGCCUGAAGAUGAGACUUCCCUUGCGGUUUAACCGCACUAAAG
+Staaur.BGL UGAAGCCCCCCUCAAGAUGAGAUUUCCC--AAC-UUCG--GUU--AUAAG
+Pseaer.BPG GGAAACUUGCCUCAAGAUGAGAUCUCACUGGGAACUUGAUUCCC-UGAAG
+#=GC SS_cons >....>>>.>>>>......>>>>>>>>..<<<<<.....>>>>>.....<
+
+Esccol.BPG GAACGUUGAAGACGACGACGUUGAUAGGCCGGGUGUGUAAGCGCAGCGAU
+Bacsub.BGL AUCCCUGAAAGAUGAUCAGGUUGAUAGGUCUGAGGUGGAAGUGUGGCGAC
+Neigon.BPB GGUCGUUCGAGACCAGGACGUUGAUAGGUGGGGUGUGGAAGCGCGGUAAC
+Staaur.BGL AUCCCUCAAAGAUGAUGAGGUUAAUAGGUUCGAGGUGGAAGCAUGGUGAC
+Pseaer.BPG GGCCGUCGAAGACUACGACGUUGAUAGGCUGGGUGUGUAAGCGUUGUGAG
+#=GC SS_cons <..<<<<<.......>>>>>....<<<<<<<<..<<....<<<<<....>
+
+Esccol.BPG GCGUUGAGCUAACCGGUACUAAUGAACCGUGAGGCUUAACCUU
+Bacsub.BGL ACAUGGAGCUGACAGAUACUAAUCGAUCG-AGGACUUAACCAU
+Neigon.BPB GCGUGAAGCUAACCCAUACUAAUUGCCCGUGAGGCUUGACUCU
+Staaur.BGL AUGUGGAGCUGACGAAUACUAAUCGAUCG-AAGACUUAAUCAA
+Pseaer.BPG GCGUUGAGCUAACCAGUACUAAUUGCCCGUGAGGCUUGACCAU
+#=GC SS_cons >>>>...>>...>>>>>.>>>.....>>.....>>>>>>>>..
+//
diff --git a/intro/lsu_ecoli.fa b/intro/lsu_ecoli.fa
new file mode 100644
index 0000000..702f73d
--- /dev/null
+++ b/intro/lsu_ecoli.fa
@@ -0,0 +1,60 @@
+>Esccol.BPG
+GGUUAAGCGACUAAGCGUACACGGUGGAUGCCCUGGCAGUCAGAGGCGAU
+GAAGGACGUGCUAAUCUGCGAUAAGCGUCGGUAAGGUGAUAUGAACCGUU
+AUAACCGGCGAUUUCCGAAUGGGGAAACCCAGUGUGUUUCGACACACUAU
+CAUUAACUGAAUCCAUAGGUUAAUGAGGCGAACCGGGGGAACUGAAACAU
+CUAAGUACCCCGAGGAAAAGAAAUCAACCGAGAUUCCCCCAGUAGCGGCG
+AGCGAACGGGGAGCAGCCCAGAGCCUGAAUCAGUGUGUGUGUUAGUGGAA
+GCGUCUGGAAAGGCGCGCGAUACAGGGUGACAGCCCCGUACACAAAAAUG
+CACAUGCUGUGAGCUCGAUGAGUAGGGCGGGACACGUGGUAUCCUGUCUG
+AAUAUGGGGGGACCAUCCUCCAAGGCUAAAUACUCCUGACUGACCGAUAG
+UGAACCAGUACCGUGAGGGAAAGGCGAAAAGAACCCCGGCGAGGGGAGUG
+AAAAAGAACCUGAAACCGUGUACGUACAAGCAGUGGGAGCACGCUUAGGC
+GUGUGACUGCGUACCUUUUGUAUAAUGGGUCAGCGACUUAUAUUCUGUAG
+CAAGGUUAACCGAAUAGGGGAGCCGAAGGGAAACCGAGUCUUAACUGGGC
+GUUAAGUUGCAGGGUAUAGACCCGAAACCCGGUGAUCUAGCCAUGGGCAG
+GUUGAAGGUUGGGUAACACUAACUGGAGGACCGAACCGACUAAUGUUGAA
+AAAUUAGCGGAUGACUUGUGGCUGGGGGUGAAAGGCCAAUCAAACCGGGA
+GAUAGCUGGUUCUCCCCGAAAGCUAUUUAGGUAGCGCCUCGUGAAUUCAU
+CUCCGGGGGUAGAGCACUGUUUCGGCAAGGGGGUCAUCCCGACUUACCAA
+CCCGAUGCAAACUGCGAAUACCGGAGAAUGUUAUCACGGGAGACACACGG
+CGGGUGCUAACGUCCGUCGUGAAGAGGGAAACAACCCAGACCGCCAGCUA
+AGGUCCCAAAGUCAUGGUUAAGUGGGAAACGAUGUGGGAAGGCCCAGACA
+GCCAGGAUGUUGGCUUAGAAGCAGCCAUCAUUUAAAGAAAGCGUAAUAGC
+UCACUGGUCGAGUCGGCCUGCGCGGAAGAUGUAACGGGGCUAAACCAUGC
+ACCGAAGCUGCGGCAGCGACGCUUAUGCGUUGUUGGGUAGGGGAGCGUUC
+UGUAAGCCUGCGAAGGUGUGCUGUGAGGCAUGCUGGAGGUAUCAGAAGUG
+CGAAUGCUGACAUAAGUAACGAUAAAGCGGGUGAAAAGCCCGCUCGCCGG
+AAGACCAAGGGUUCCUGUCCAACGUUAAUCGGGGCAGGGUGAGUCGACCC
+CUAAGGCGAGGCCGAAAGGCGUAGUCGAUGGGAAACAGGUUAAUAUUCCU
+GUACUUGGUGUUACUGCGAAGGGGGGACGGAGAAGGCUAUGUUGGCCGGG
+CGACGGUUGUCCCGGUUUAAGCGUGUAGGCUGGUUUUCCAGGCAAAUCCG
+GAAAAUCAAGGCUGAGGCGUGAUGACGAGGCACUACGGUGCUGAAGCAAC
+AAAUGCCCUGCUUCCAGGAAAAGCCUCUAAGCAUCAGGUAACAUCAAAUC
+GUACCCCAAACCGACACAGGUGGUCAGGUAGAGAAUACCAAGGCGCUUGA
+GAGAACUCGGGUGAAGGAACUAGGCAAAAUGGUGCCGUAACUUCGGGAGA
+AGGCACGCUGAUAUGUAGGUGAGGUCCCUCGCGGAUGGAGCUGAAAUCAG
+UCGAAGAUACCAGCUGGCUGCAACUGUUUAUUAAAAACACAGCACUGUGC
+AAACACGAAAGUGGACGUAUACGGUGUGACGCCUGCCCGGUGCCGGAAGG
+UUAAUUGAUGGGGUUAGCGCAAGCGAAGCUCUUGAUCGAAGCCCCGGUAA
+ACGGCGGCCGUAACUAUAACGGUCCUAAGGUAGCGAAAUUCCUUGUCGGG
+UAAGUUCCGACCUGCACGAAUGGCGUAAUGAUGGCCAGGCUGUCUCCACC
+CGAGACUCAGUGAAAUUGAACUCGCUGUGAAGAUGCAGUGUACCCGCGGC
+AAGACGGAAAGACCCCGUGAACCUUUACUAUAGCUUGACACUGAACAUUG
+AGCCUUGAUGUGUAGGAUAGGUGGGAGGCUUUGAAGUGUGGACGCCAGUC
+UGCAUGGAGCCGACCUUGAAAUACCACCCUUUAAUGUUUGAUGUUCUAAC
+GUUGACCCGUAAUCCGGGUUGCGGACAGUGUCUGGUGGGUAGUUUGACUG
+GGGCGGUCUCCUCCUAAAGAGUAACGGAGGAGCACGAAGGUUGGCUAAUC
+CUGGUCGGACAUCAGGAGGUUAGUGCAAUGGCAUAAGCCAGCUUGACUGC
+GAGCGUGACGGCGCGAGCAGGUGCGAAAGCAGGUCAUAGUGAUCCGGUGG
+UUCUGAAUGGAAGGGCCAUCGCUCAACGGAUAAAAGGUACUCCGGGGAUA
+ACAGGCUGAUACCGCCCAAGAGUUCAUAUCGACGGCGGUGUUUGGCACCU
+CGAUGUCGGCUCAUCACAUCCUGGGGCUGAAGUAGGUCCCAAGGGUAUGG
+CUGUUCGCCAUUUAAAGUGGUACGCGAGCUGGGUUUAGAACGUCGUGAGA
+CAGUUCGGUCCCUAUCUGCCGUGGGCGCUGGAGAACUGAGGGGGGCUGCU
+CCUAGUACGAGAGGACCGGAGUGGACGCAUCACUGGUGUUCGGGUUGUCA
+UGCCAAUGGCACUGCCCGGUAGCUAAAUGCGGAAGAGAUAAGUGCUGAAA
+GCAUCUAAGCACGAAACUUGCCCCGAGAUGAGUUCUCCCUGACCCUUUAA
+GGGUCCUGAAGGAACGUUGAAGACGACGACGUUGAUAGGCCGGGUGUGUA
+AGCGCAGCGAUGCGUUGAGCUAACCGGUACUAAUGAACCGUGAGGCUUAA
+CCUU
diff --git a/intro/ssu.sto b/intro/ssu.sto
new file mode 100644
index 0000000..68e3fc8
--- /dev/null
+++ b/intro/ssu.sto
@@ -0,0 +1,356 @@
+# STOCKHOLM 1.0
+# Structures, alignment from deWachter database
+# Reference coord system imposes E. coli coordinates
+
+Esccol.BPG ---AAAUUGAAGAGUUUGAUCAUGGCUCAGAUUGAACGCUGGCGGCAGGC
+#=GR Esccol.BPG SS ...................<<<<......<<<<.<<<<<<.<<<<<<<<<
+Vibcho.BPG ----------AGAGUUUGAUNNUGGCUCAGAUUGAACGCUGGCGGCAGGC
+#=GR Vibcho.BPG SS ...................<<<<......<<<<.<<<<<<.<<<<<<<<<
+Haeinf.BPG NNNNAAUUGAAGAGUUUGAUCAUGGCUCAGAUUGAACGCUGGCGGCAGGC
+#=GR Haeinf.BPG SS ...................<<<<......<<<<.<<<<<<.<<<<<<<<<
+Yerpes.BPG ----------NNNNNNNNNNNNNGGCUCAGAUUGAACGCUGGCGGCAGGC
+#=GR Yerpes.BPG SS ...........<<<<<.......>>>>>.<<<<.<<<<<<.<<<<<<<<<
+#=GC SS_cons ...................<<<<......<<<<.<<<<<<.<<<<<<<<<
+#=GC RF ---xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG CUAACACAUGCAAGUCGAACGGUAACAG-GAAGAAGCUUGCUUCUUU-GC
+#=GR Esccol.BPG SS ....<<<.<<<..<<<..<<.<<..<<<.<<<<<<<....>>>>>>>..>
+Vibcho.BPG CUAACACAUGCAAGUCGAGCGGCAGCACAGAGGAA-CUUG-UUCCUUGGG
+#=GR Vibcho.BPG SS ....<<<.<<<..<<<..<<.<<..<<<.<<<<<<......>>>>>>..>
+Haeinf.BPG UUAACACAUGCAAGUCGAACGGUAGCAG-GAGAAAGCUUGCUUUCUU-GC
+#=GR Haeinf.BPG SS ....<<<.<<<..<<<..<<.<<..<<<.<<<<<<<....>>>>>>>..>
+Yerpes.BPG CUAACACAUGCAAGUCGAGCGGCAGCGGGAAGUAG-UUUA-CUACUUUGC
+#=GR Yerpes.BPG SS ....<<<.<<<..<<<..<<..<..<<<<<<<<<<......>>>>>>>.>
+#=GC SS_cons ....<<<.<<<..<<<..<<.<<..<<<.<<<<<<<....>>>>>>>..>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxx-xxxxxxxxxxxxxxxxxx-xx
+
+Esccol.BPG UGACGAGUGGCGGACGGGUGAGUAAUGUCUGGGAAACUGCCUGAUGGAGG
+#=GR Esccol.BPG SS >>>>..>>>>>......<<<.......<<<<<<..<<...<<<<<<<.<<
+Vibcho.BPG UGGCGAGCGGCGGACGGGUGAGUAAUGCCUGGGAAAUUGCCCGGUAGAGG
+#=GR Vibcho.BPG SS >>>>..>>>>>......<<<.......<<<<<<..<<...<<<<<<<.<<
+Haeinf.BPG UGACGAGUGGCGGACGGGUGAGUAAUGCUUGGGAAUCUGGCUUAUGGAGG
+#=GR Haeinf.BPG SS >>>>..>>>>>......<<<.......<<<<<<..<<...<<<<<<<.<<
+Yerpes.BPG CGGCGAGCGGCGGACGGGUGAGUAAUGUCUGGGGAUCUGCCUGAUGGAGG
+#=GR Yerpes.BPG SS >>>...>>>>>......<<<.......<<<<<<..<<...<<<<<<<.<<
+#=GC SS_cons >>>>..>>>>>......<<<.......<<<<<<..<<...<<<<<<<.<<
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GGGAUAACUACUGGAAACGGUAGCUAAUACCGCAUAACGUCGCAAGACCA
+#=GR Esccol.BPG SS <<.....<<<<<<....>>>>>>......>>>>.....<<<....>>>..
+Vibcho.BPG GGGAUAACCAUUGGAAACGAUGGCUAAUACCGCAUAACCUCGCAAGAGCA
+#=GR Vibcho.BPG SS <<.....<<<<<<....>>>>>>......>>>>.....<<<....>>>..
+Haeinf.BPG GGGAUAACGACGGGAAACUGUCGCUAAUACCGCGUAUUAUCGGAAGAUGA
+#=GR Haeinf.BPG SS <<.....<<<<<<....>>>>>>......>>>>.....<<<....>>>..
+Yerpes.BPG GGGAUAACUACUGGAAACGGUAGCUAAUACCGCAUGACCUCGCAAGAGCA
+#=GR Yerpes.BPG SS <<.....<<<<<<....>>>>>>......>>>>.....<<<....>>>..
+#=GC SS_cons <<.....<<<<<<....>>>>>>......>>>>.....<<<....>>>..
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AAGAGGGGGACCUUCGGGCCUCUUGCCAUCGGAUGUGCCCAGAUGGGAUU
+#=GR Esccol.BPG SS ..<<<<<<..<<....>>>>>>>>.>>>>>>>..>>.>>>>>>.<<<<<<
+Vibcho.BPG AAGCAGGGGACCUUCGGGCCUUGCGCUACCGGAUAUGCCCAGGUGGGAUU
+#=GR Vibcho.BPG SS ..<<<<<<..<<....>>>>>>>>.>>>>>>>..>>.>>>>>>.<<<<<<
+Haeinf.BPG AAGUGCGGGACUGAGAGGCCGCAUGCCAUAGGAUGAGCCCAAGUGGGAUU
+#=GR Haeinf.BPG SS ..<<<<<<..<<....>>>>>>>>.>>>>>>>..>>.>>>>>>.<<<<<<
+Yerpes.BPG AAGUGGGGGACCUUAGGGCCUCACGCCAUCGGAUGAACCCAGAUGGGAUU
+#=GR Yerpes.BPG SS ..<<<<<<..<<....>>>>>>>>.>>>>>>>..>>.>>>>>>.<<<<<<
+#=GC SS_cons ..<<<<<<..<<....>>>>>>>>.>>>>>>>..>>.>>>>>>.<<<<<<
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AGCUAGUAGGUGGGGUAACGGCUCACCUAGGCGACGAUCCCUAGCUGGUC
+#=GR Esccol.BPG SS .<<<..<<<<<<<<<<...>>>>>>>>>>>>>...>>>>>>..<<<<<<<
+Vibcho.BPG AGCUAGUUGGUGAGGUAAGGGCUCACCAAGGCGACGAUCCCUAGCUGGUC
+#=GR Vibcho.BPG SS .<<<..<<<<<<<<<<...>>>>>>>>>>>>>...>>>>>>..<<<<<<<
+Haeinf.BPG AGGUAGUUGGUGGGGUAAAUGCCUACCAAGCCUGCGAUCUCUAGCUGGUC
+#=GR Haeinf.BPG SS .<<<..<<<<<<<<.......>>>>>>>>>>>...>>>>>>..<<<<<<<
+Yerpes.BPG AGCUAGUAGGUGGGGUAAUGGCUCACCUAGGCGACGAUCCCUAGCUGGUC
+#=GR Yerpes.BPG SS .<<<..<<<<<<<<<<...>>>>>>>>>>>>>...>>>>>>..<<<<<<<
+#=GC SS_cons .<<<..<<<<<<<<<<...>>>>>>>>>>>>>...>>>>>>..<<<<<<<
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG UGAGAGGAUGACCAGCCACACUGGAACUGAGACACGGUCCAGACUCCUAC
+#=GR Esccol.BPG SS <....>>>>...>>>>>>>.<<<<<<<........>>>>>>>.<<<<...
+Vibcho.BPG UGAGAGGAUGAUCAGCCACACUGGAACUGAGACACGGUCCAGACUCCUAC
+#=GR Vibcho.BPG SS <....>>>>...>>>>>>>.<<<<<<<........>>>>>>>.<<<<...
+Haeinf.BPG UGAGAGGAUGACCAGCCACACUGGAACUGAGACACGGUCCAGACUCCUAC
+#=GR Haeinf.BPG SS <....>>>>...>>>>>>>.<<<<<<<........>>>>>>>.<<<<...
+Yerpes.BPG UGAGAGGAUGACCAGCCACACUGGAACUGAGACACGGUCCAGACUCCUAC
+#=GR Yerpes.BPG SS <....>>>>...>>>>>>>.<<<<<<<........>>>>>>>.<<<<...
+#=GC SS_cons <....>>>>...>>>>>>>.<<<<<<<........>>>>>>>.<<<<...
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GGGAGGCAGCAGUGGGGAAUAUUGCACAAUGGGCGCAAGCCUGAUGCAGC
+#=GR Esccol.BPG SS .>>>>...>>>>>>........<<<<...<<<<<....>>>>>.>>>>>>
+Vibcho.BPG GGGAGGCAGCAGUGGGGAAUAUUGCACAAUGGGCGCAAGCCUGAUGCAGC
+#=GR Vibcho.BPG SS .>>>>...>>>>>>........<<<<...<<<<<....>>>>>.>>>>>>
+Haeinf.BPG GGGAGGCAGCAGUGGGGAAUAUUGCGCNAUGGGGGGAACCCUGACGCAGC
+#=GR Haeinf.BPG SS .>>>>...>>>>>>........<<<<...<<<<<....>>>>>.>>>>>>
+Yerpes.BPG GGGAGGCAGCAGUGGGGAAUAUUGCACAAUGGGCGCAAGCCUGAUGCAGC
+#=GR Yerpes.BPG SS .>>>>...>>>>>>........<<<<...<<<<<....>>>>>.>>>>>>
+#=GC SS_cons .>>>>...>>>>>>........<<<<...<<<<<....>>>>>.>>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG CAUGCCGCGUGUAUGAAGAAGGCCUUCGGGUUGUAAAGUACUUUCAGCGG
+#=GR Esccol.BPG SS >.>>>>>>..<<<<......<<<<....>>>>.....>>>>.<<<<<<<<
+Vibcho.BPG CAUGCCGCGUGUAUGAAGAAGGCCUUCGGGUUGUAAAGUACUUUCAGUAG
+#=GR Vibcho.BPG SS >.>>>>>>..<<<<......<<<<....>>>>.....>>>>.<<<<<<<<
+Haeinf.BPG CAUGCCGCGUGAAUGAAGAAGGCCUUCGGGUUGUAAAGUUCUUUCGGUAU
+#=GR Haeinf.BPG SS >.>>>>>>..<<<<......<<<<....>>>>.....>>>>.<<<<<<<<
+Yerpes.BPG CAUGCCGCGUGUGUGAAGAAGGCCUUCGGGUUGUAAAGCACUUUCAGCGA
+#=GR Yerpes.BPG SS >.>>>>>>..<<<<......<<<<....>>>>.....>>>>.<<<<<<<<
+#=GC SS_cons >.>>>>>>..<<<<......<<<<....>>>>.....>>>>.<<<<<<<<
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GGAGGAAGGGAGUAAAGUUAAUACCUUUGCUCAUUGACGUUACCCGCAGA
+#=GR Esccol.BPG SS <.....<<<<<<<<<<<.......>>>>>>>>>>>.......>>>>>>>>
+Vibcho.BPG GGAGGAAGGUGGUUAAGUUAAUACCUUAAUCAUUUGACGUUACCUACAGA
+#=GR Vibcho.BPG SS <.....<<<<<<<<<<<.......>>>>>>>>>>>.......>>>>>>>>
+Haeinf.BPG UGAGGAAGGUUGAUGUGUUAAUAGCACAUCAAAUUGACGUUAAAUACAGA
+#=GR Haeinf.BPG SS <.....<<<<<<<<<<<.......>>>>>>>>>>>.......>>>>>>>>
+Yerpes.BPG GGAGGAAGGGGUUGAGUUUAAUACGCUCAAUCAUUGACGUUACUCGCAGA
+#=GR Yerpes.BPG SS <.....<<<<<<<<<<<.......>>>>>>>>>>>.......>>>>>>>>
+#=GC SS_cons <.....<<<<<<<<<<<.......>>>>>>>>>>>.......>>>>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AGAAGCACCGGCUAACUCCGUGCCAGCAGCCGCGGUAAUACGGAGGGUGC
+#=GR Esccol.BPG SS >...<<<<<......<<<<<....................>>>>>>>>>>
+Vibcho.BPG AGAAGCACCGGCUAACUCCGUGCCAGCAGCCGCGGUAAUACGGAGGGUGC
+#=GR Vibcho.BPG SS >...<<<<<......<<<<<....................>>>>>>>>>>
+Haeinf.BPG AGAAGCACCGGCUAACUCCGUGCCAGCAGCCGCGGUAAUACGGAGNGUGC
+#=GR Haeinf.BPG SS >...<<<<<......<<<<<....................>>>>>>>>>>
+Yerpes.BPG AGAAGCACCGGCUAACUCCGUGCCAGCAGCCGCGGUAAUACGGAGGGUGC
+#=GR Yerpes.BPG SS >...<<<<<......<<<<<....................>>>>>>>>>>
+#=GC SS_cons >...<<<<<......<<<<<....................>>>>>>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AAGCGUUAAUCGGAAUUACUGGGCGUAAAGCGCACGCAGGCGGUUUGUUA
+#=GR Esccol.BPG SS .>>>>>>>>>>.......<<<<<<<......<<<<...<<<<<<<<<<<.
+Vibcho.BPG AAGCGUUAAUCGGAAUUACUGGGCGUAAAGCGCAUGCAGGUGGUUUGUUA
+#=GR Vibcho.BPG SS .>>>>>>>>>>.......<<<<<<<......<<<<...<<<<<<<<<<<.
+Haeinf.BPG GAGCGUUAAUCGGAAUAACUGGGCGUAAAGGGCACGCAGGCGGUUAUUUA
+#=GR Haeinf.BPG SS .>>>>>>>>>>.......<<<<<<<......<<<<<..<<<<<<<<<<<.
+Yerpes.BPG AAGCGUUAAUCGGAAUUACUGGGCGUAAAGCGCACGCAGGCGGUUUGUUA
+#=GR Yerpes.BPG SS .>>>>>>>>>>.......<<<<<<<......<<<<...<<<<<<<<<<<.
+#=GC SS_cons .>>>>>>>>>>.......<<<<<<<......<<<<...<<<<<<<<<<<.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AGUCAGAUGUGAAAUCCCCGGGCUCAACCUGGGA-ACUGCAUCUGAUACU
+#=GR Esccol.BPG SS <<<<<<<<<.......<<<<<<.....>>>>>>......>>>>>>>..>>
+Vibcho.BPG AGUCAGAUGUGAAAGCCCUGGGCUCAACCUAGGAAU-CGCAUUUGAAACU
+#=GR Vibcho.BPG SS <<<<<<<<<.......<<<<<<.....>>>>>>......>>>>>>>..>>
+Haeinf.BPG AGUGAGGUGUGAAAGCCCCGGGCUUAACCUGGGNAU-UGCAUUUCAGACU
+#=GR Haeinf.BPG SS <<<<<<<<<.......<<<<<<.....>>>>>>......>>>>>>>..>>
+Yerpes.BPG AGUCAGAUGUGAAAUCCCCGCGCUUAACGUGGGAAC-UGCAUUUGAAACU
+#=GR Yerpes.BPG SS <<<<<<<<<.......<<<<<<.....>>>>>>......>>>>>>>..>>
+#=GC SS_cons <<<<<<<<<.......<<<<<<.....>>>>>>......>>>>>>>..>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx-xxxxxxxxxxxxxxx
+
+Esccol.BPG GGCAAGCUUGAGUCUCGUAGAGGGGGGUAGAAUUCCAGGUGUAGCGGUGA
+#=GR Esccol.BPG SS >>>>>>>...<<<<<<<<...<<<<<<<....<<<<<<<<...<<<....
+Vibcho.BPG GACAAGCUAGAGUACUGUAGAGGGGGGUAGAAUUUCAGGUGUAGCGGUGA
+#=GR Vibcho.BPG SS >>>>>>>...<<<<<<<<...<<<<<<<....<<<<<<<<...<<<....
+Haeinf.BPG GGGUAACUAGAGUACUUUAGGGAGGGGUAGAAUUCCACGUGUAGCGGUGA
+#=GR Haeinf.BPG SS >>>>>>>...<<<<<<<<...<<<<<<<....<<<<<<<<...<<<....
+Yerpes.BPG GGCAAGCUAGAGUCUUGUAGAGGGGGGUAGAAUUCCAGGUGUAGCGGUGA
+#=GR Yerpes.BPG SS >>>>>>>...<<<<<<<<...<<<<<<<....<<<<<<<<...<<<....
+#=GC SS_cons >>>>>>>...<<<<<<<<...<<<<<<<....<<<<<<<<...<<<....
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AAUGCGUAGAGAUCUGGAGGAAUACCGGUGGCGAAGGCGGCCCCCUGGAC
+#=GR Esccol.BPG SS ..>>>......>>>>>>>>...........<<....>>.>>>>>>>..>>
+Vibcho.BPG AAUGCGUAGAGAUCUGAAGGAAUACCGGUGGCGAAGGCGGCCCCCUGGAC
+#=GR Vibcho.BPG SS ..>>>......>>>>>>>>...........<<....>>.>>>>>>>..>>
+Haeinf.BPG AAUGCGUAGAGAUGUGGAGGAAUACCGAAGGCGAAGGCAGCCCCUUGGGA
+#=GR Haeinf.BPG SS ..>>>......>>>>>>>>...........<<....>>.>>>>>>>..>>
+Yerpes.BPG AAUGCGUAGAGAUCUGGAGGAAUACCGGUGGCGAAGGCGGCCCCCUGGAC
+#=GR Yerpes.BPG SS ..>>>......>>>>>>>>...........<<....>>.>>>>>>>..>>
+#=GC SS_cons ..>>>......>>>>>>>>...........<<....>>.>>>>>>>..>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GAAGACUGACGCUCAGGUGCGAAAGCGUGGGGAGCAAACAGGAUUAGAUA
+#=GR Esccol.BPG SS >.>>>>>..>>>>...>>>>....<<<<<<<...<...<<<<........
+Vibcho.BPG AGAUACUGACACUCAGAUGCGAAAGCGUGGGGAGCAAACAGGAUUAGAUA
+#=GR Vibcho.BPG SS >>.>>>>..>>>>...>>>>....<<<<<<<...<...<<<<........
+Haeinf.BPG AUGUACUGACGCUCAUGUGCGAAAGCGUGGGGAGCAAACAGGAUUAGAUA
+#=GR Haeinf.BPG SS >.>>>>>..>>>>..>>>>>....<<<<<<<...<...<<<<........
+Yerpes.BPG AAAGACUGACGCUCAGGUGCGAAAGCGUGGGGAGCAAACAGGAUUAGAUA
+#=GR Yerpes.BPG SS >>.>>>>..>>>>...>>>>....<<<<<<<...<...<<<<........
+#=GC SS_cons >.>>>>>..>>>>...>>>>....<<<<<<<...<...<<<<........
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG CCCUGGUAGUCCACGCCGUAAACGAUGUCGACUUGGAGGUUGUGCCCUUG
+#=GR Esccol.BPG SS .>>>>...>>>>>>>>..........<<<<<<<<<<<<<<<<<<<<....
+Vibcho.BPG CCCUGGUAGUCCACGCCGUAAACGAUGUCUACUUGGAGGUUGUGCCCUAG
+#=GR Vibcho.BPG SS .>>>>...>>>>>>>>..........<<<<<<<<<<<<<<<<<<<<....
+Haeinf.BPG CCCUGGUAGUCCACGCUGUAAACGCUGUCGAUUUGGGGGUUGGGGUUUA-
+#=GR Haeinf.BPG SS .>>>>...>>>>>>>>..........<<<<<<<<<<<<<<<<<<<<....
+Yerpes.BPG CCCUGGUAGUCCACGCUGUAAACGAUGUCGACUUGGAGGUUGUGCCCUUG
+#=GR Yerpes.BPG SS .>>>>...>>>>>>>>..........<<<<<<<<<<<<<<<<<<<<....
+#=GC SS_cons .>>>>...>>>>>>>>..........<<<<<<<<<<<<<<<<<<<<....
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG AGGCGUGGCUUCCGGAGCUAACGCGUUAAGUCGACCGCCUGGGGAGUACG
+#=GR Esccol.BPG SS .>>>>>>>>>>>>...<<....>>...>>>>>>>>>>>>>>>.<<<<..<
+Vibcho.BPG AGGCGUGGCUUUCGGAGCUAACGCGUUAAGUAGACCGCCUGGGGAGUACG
+#=GR Vibcho.BPG SS .>>>>>>>>>>>>...<<....>>...>>>>>>>>>>>>>>>.<<<<..<
+Haeinf.BPG -ACUCUGGCACCCGUAGCUAACGUGAUAAAUCGACCGCCUGGGGAGUACG
+#=GR Haeinf.BPG SS .>>>>>>>>>>>>...<<....>>...>>>>>>>>>>>>>>>.<<<<..<
+Yerpes.BPG AGGCGUGGCUUCCGGAGCUAACGCGUUAAGUCGACCGCCUGGGGAGUACG
+#=GR Yerpes.BPG SS .>>>>>>>>>>>>...<<....>>...>>>>>>>>>>>>>>>.<<<<..<
+#=GC SS_cons .>>>>>>>>>>>>...<<....>>...>>>>>>>>>>>>>>>.<<<<..<
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GCCGCAAGGUUAAAACUCAAAUGAAUUGACGGGGGCCCGCACAAGCGGUG
+#=GR Esccol.BPG SS <<<....>>>>...>>>>..>>>>..<<<<.<<<<<<<<.....<<<<<.
+Vibcho.BPG GUCGCAAGAUUAAAACUCAAAUGAAUUGACGGGGGCCCGCACAAGCGGUG
+#=GR Vibcho.BPG SS <<<....>>>>...>>>>..>>>>..<<<<.<<<<<<<<.....<<<<<.
+Haeinf.BPG GCCGCAAGGUUAAAACUCAAAUGAAUUGACGGGGGCCNGCACAAGCGGUG
+#=GR Haeinf.BPG SS <<<....>>>>...>>>>..>>>>..<<<<.<<<<<<<<.....<<<<<.
+Yerpes.BPG GCCGCAAGGUUAAAACUCAAAUUAAUUGACGGGGGCCCGCACAAGCGGUG
+#=GR Yerpes.BPG SS <<<....>>>>...>>>>........<<<<.<<<<<<<<.....<<<<<.
+#=GC SS_cons <<<....>>>>...>>>>..>>>>..<<<<.<<<<<<<<.....<<<<<.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GAGCAUGUGGUUUAAUUCGAUGCAACGCGAAGAACCUUACCUGGUCUUGA
+#=GR Esccol.BPG SS .<<<<<<<<<<....<<<<........>>>>........<<<<<<<....
+Vibcho.BPG GAGCAUGUGGUUUAAUUCGAUGCAACGCGAAGAACCUUACCUACUCUUGA
+#=GR Vibcho.BPG SS .<<<<<<<<<<....<<<<........>>>>........<<<<<<<....
+Haeinf.BPG GAGCAUGUGGUUUAAUUCGAUGCAACGCGAAGAACCUUACCUACUCUUGA
+#=GR Haeinf.BPG SS .<<<<<<<<<<....<<<<........>>>>........<<<<<<<....
+Yerpes.BPG GAGCAUGUGGUUUAAUUCGAUGCAACGCGAAGAACCUUACCUACUCUUGA
+#=GR Yerpes.BPG SS .<<<<<<<<<<....<<<<........>>>>........<<<<<<<....
+#=GC SS_cons .<<<<<<<<<<....<<<<........>>>>........<<<<<<<....
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG CAUCCACGGAAGUUUUCAGAGAUGAGAAUGUGCCUUCGGGAACCGUGAGA
+#=GR Esccol.BPG SS ..<<<<<<<..<<<<<<<....>>>>>>>...<<....>>..>>>>>.>>
+Vibcho.BPG CAUCCAGAGAAUCUAGCGGAGACGCUGGAGUGCCUUCGGGAGCUCUGAGA
+#=GR Vibcho.BPG SS ..<<<<<<<..<<<<<<<....>>>>>>>...<<....>>..>>>>>.>>
+Haeinf.BPG CAUCCUAAGAAGAGCUCAGAGAUGAGCUUGUGCCUUCGGGAACUUAGAGA
+#=GR Haeinf.BPG SS ..<<<<<<<..<<<<<<<....>>>>>>>...<<....>>..>>>>>.>>
+Yerpes.BPG CAUCCACAGAAUUUGGCAGAGAUGCUAAAGUGCCUUCGGGAACUGUGAGA
+#=GR Yerpes.BPG SS ..<<<<<<<..<<<<<<<....>>>>>>>...<<....>>..>>>>>.>>
+#=GC SS_cons ..<<<<<<<..<<<<<<<....>>>>>>>...<<....>>..>>>>>.>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG CAGGUGCUGCAUGGCUGUCGUCAGCUCGUGUUGUGAAAUGUUGGGUUAAG
+#=GR Esccol.BPG SS .<<<.<<..<<<<<<<<<<<<<.<<<<<<<<<....>>>>><<<<.....
+Vibcho.BPG CAGGUGCUGCAUGGCUGUCGUCAGCUCGUGUUGUGAAAUGUUGGGUUAAG
+#=GR Vibcho.BPG SS .<<<.<<..<<<<<<<<<<<<<.<<<<<<<<<....>>>>><<<<.....
+Haeinf.BPG CAGGUGCUGCAUGGCUGUCGUCAGCUCGUGUUGUGAAAUGUUGGGUUAAG
+#=GR Haeinf.BPG SS .<<<.<<..<<<<<<<<<<<<<.<<<<<<<<<....>>>>><<<<.....
+Yerpes.BPG CAGGUGCUGCAUGGCUGUCGUCAGCUCGUGUUGUGAAAUGUUGGGUUAAG
+#=GR Yerpes.BPG SS .<<<.<<..<<<<<<<<<<<<<.<<<<<<<<<....>>>>><<<<.....
+#=GC SS_cons .<<<.<<..<<<<<<<<<<<<<.<<<<<<<<<....>>>>><<<<.....
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG UCCCGCAACGAGCGCAACCCUUAUCCUUUGUUGCCAGCGGUC-CGGCCGG
+#=GR Esccol.BPG SS .>>>>....>>>>.....<<<<<<<<<<<<<<.<<..<<<<....>>>>>
+Vibcho.BPG UCCCGCAACGAGCGCAACCCUUAUCCUUGUUUGCCAGCACGUAAUGGUGG
+#=GR Vibcho.BPG SS .>>>>....>>>>.....<<<<<<<<<<<.<<.<<..<<<......>>>>
+Haeinf.BPG UCCCGCAACGAGCGCAACCCUUAUCCUUUGUUGCCAGCGACU-UGGUCGG
+#=GR Haeinf.BPG SS .>>>>....>>>>.....<<<<<<<<<<<<<<.<<..<<<<....>>>>>
+Yerpes.BPG UCCCGCAACGAGCGCAACCCUUAUCCUUUGUUGCCAGCACGUAAUGGUGG
+#=GR Yerpes.BPG SS .>>>>....>>>>.....<<<<<<<<<<<<<<.<<..<<<......>>>>
+#=GC SS_cons .>>>>....>>>>.....<<<<<<<<<<<<<<.<<..<<<<....>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx-xxxxxxx
+
+Esccol.BPG GAACUCAAAGGAGACUGCCAGUGAUAAACUGGAGGAAGGUGGGGAUGACG
+#=GR Esccol.BPG SS >>>..>>>>>>>..<<<<<<<<.....>>>>>>>>....>>>>>..>>>>
+Vibcho.BPG GAACUCCAGGGAGACUGCCGGUGAUAAACCGGAGGAAGGUGGGGACGACG
+#=GR Vibcho.BPG SS >>>...>>>>>>..<<<<<<<<.....>>>>>>>>....>>>>>..>>>>
+Haeinf.BPG GAACUCAAAGGAGACUGCCAGUGAUAAACUGGAGGAAGGUNGGGAUGACG
+#=GR Haeinf.BPG SS >>>..>>>>>>>..<<<<<<<<.....>>>>>>>>....>>>>>..>>>>
+Yerpes.BPG GAACUCAAGGGAGACUGCCGGUGACAAACCGGAGGAAGGUGGGGAUGACG
+#=GR Yerpes.BPG SS >>>..>>>>>>>..<<<<<<<<.....>>>>>>>>....>>>>>..>>>>
+#=GC SS_cons >>>..>>>>>>>..<<<<<<<<.....>>>>>>>>....>>>>>..>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG UCAAGUCAUCAUGGCCCUUACGACCAGGGCUACACACGUGCUACAAUGGC
+#=GR Esccol.BPG SS >>.>>>...>>>>>>>>>...>>>>>>>...>>.>>>>>>>>...<<<<<
+Vibcho.BPG UCAAGUCAUCAUGGCCCUUACGAGUAGGGCUACACACGUGCUACAAUGGC
+#=GR Vibcho.BPG SS >>.>>>...>>>>>>>>>...>>>>>>>...>>.>>>>>>>>...<<<<<
+Haeinf.BPG UCAAGUCAUCAUGGCCCUUACGAGUAGGGCUACACACGUGCUACAAUGGC
+#=GR Haeinf.BPG SS >>.>>>...>>>>>>>>>...>>>>>>>...>>.>>>>>>>>.....<<<
+Yerpes.BPG UCAAGUCAUCAUGGCCCUUACGAGUAGGGCUACACACGUGCUACAAUGGC
+#=GR Yerpes.BPG SS >>.>>>...>>>>>>>>>...>>>>>>>...>>.>>>>>>>>...<<<<<
+#=GC SS_cons >>.>>>...>>>>>>>>>...>>>>>>>...>>.>>>>>>>>...<<<<<
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GCAUACAAAGAGAAGCGA-CCUCGCGA-GAGCAAGCGGACCUCAUAAAGU
+#=GR Esccol.BPG SS <<<<.....<<<..<<....<<<.....>>>...>>....>>>.....>>
+Vibcho.BPG GUAUACAGAGGGCAGCGAAUACCGCGAAGGUGGAGCGAAUCUCACAAAGU
+#=GR Vibcho.BPG SS <<<<.....<<<..<<....<<<.....>>>...>>....>>>.....>>
+Haeinf.BPG GUAUACAGAGGGAAGCGA-AGCUGCGA-GGUGGAGCGAAUCUCAUAAAGU
+#=GR Haeinf.BPG SS <<<<.....<<<..<<....<<<.....>>>...>>....>>>.....>>
+Yerpes.BPG AGAUACAAAGUGAAGCGA-ACUCGCGA-GAGCCAGCGGACCACAUAAAGU
+#=GR Yerpes.BPG SS <<<<.....<<<..<<....<<<.....>>>...>>....>>>.....>>
+#=GC SS_cons <<<<.....<<<..<<....<<<.....>>>...>>....>>>.....>>
+#=GC RF xxxxxxxxxxxxxxxxxx-xxxxxxxx-xxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GCGUCGUAGUCCGGAUUGGAGUCUGCAACUCGACUCCAUGAAGUCGGAAU
+#=GR Esccol.BPG SS >>>>>>>.........<<<<<<<........>>>>>>>..........>>
+Vibcho.BPG ACGUCGUAGUCCGGAUUGGAGUCUGCAACUCGACUCCAUGAAGUCGGAAU
+#=GR Vibcho.BPG SS >>>>>>>.........<<<<<<<........>>>>>>>..........>>
+Haeinf.BPG ACGUCUAAGUCCGGAUUGGAGUCUGCAACUCGACUCCAUGAAGUCGGAAU
+#=GR Haeinf.BPG SS >>>>>...........<<<<<<<........>>>>>>>..........>>
+Yerpes.BPG CUGUCGUAGUCCGGAUUGGAGUCUGCAACUCGACUCCAUGAAGUCGGAAU
+#=GR Yerpes.BPG SS >>>>>>>.........<<<<<<<........>>>>>>>..........>>
+#=GC SS_cons >>>>>>>.........<<<<<<<........>>>>>>>..........>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG CGCUAGUAAUCGUGGAUCAGAAUGCCACGGUGAAUACGUUCCCGGGCCUU
+#=GR Esccol.BPG SS >>>.....<<<<<<<.........>>>>>>>...........>>>>>>>>
+Vibcho.BPG CGCUAGUAAUCGCAAAUCAGAAUGUUGCGGUGAAUACGUUCCCGGGCCUU
+#=GR Vibcho.BPG SS >>>.....<<<<<<<.........>>>>>>>...........>>>>>>>>
+Haeinf.BPG CGCUAGUAAUCGCGAAUCAGAAUGUCGCGGUGAAUACGUUCCCGGGCNUU
+#=GR Haeinf.BPG SS >>>.....<<<<<<<.........>>>>>>>...........>>>>>>>>
+Yerpes.BPG CGCUAGUAAUCGUAGAUCAGAAUGCUACGGUGAAUACGUUCCCGGGCCUU
+#=GR Yerpes.BPG SS >>>.....<<<<<<<.........>>>>>>>...........>>>>>>>>
+#=GC SS_cons >>>.....<<<<<<<.........>>>>>>>...........>>>>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GUACACACCGCCCGUCACACCAUGGGAGUGGGUUGCAAAAGAAGUAGGUA
+#=GR Esccol.BPG SS >>.>>............<<<<<<<<..<<<<<<<<<<<<....<<<<<<.
+Vibcho.BPG GUACACACCGCCCGUCACACCAUGGGAGUGGGCUGCAAAAGAAGCAGGUA
+#=GR Vibcho.BPG SS >>.>>............<<<<<<<<..<<<<<<<<<<<<....<<<<<<.
+Haeinf.BPG GUACACACCGCCCGUCACACCAUGGGAGUGGGUUGUACCAGAAGUAGAUA
+#=GR Haeinf.BPG SS >>.>>............<<<<<<<<..<<<<<<<<<<<<....<<<<<<.
+Yerpes.BPG GUACACACCGCCCGUCACACCAUGGGAGUGGGUUGCAAAAGAAGUAGGUA
+#=GR Yerpes.BPG SS >>.>>............<<<<<<<<..<<<<<<<<<<<<....<<<<<<.
+#=GC SS_cons >>.>>............<<<<<<<<..<<<<<<<<<<<<....<<<<<<.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GCUUAACCUUCGGGAGGGCGCUUACC-ACUUUGUGAUUCAUGACUGGGGU
+#=GR Esccol.BPG SS .<<<..<<....>>.>>>.>>>>>>....>>>>>>>>>>>>..>>>>>>>
+Vibcho.BPG GUUUAACCUUCGGGAGGACGCUUGC-CACUUUGUGGUUCAUGACUGGGGU
+#=GR Vibcho.BPG SS .<<<..<<....>>.>>>.>>>>>>....>>>>>>>>>>>>..>>>>>>>
+Haeinf.BPG GCUUAACCUUUUGGAGGGCGUUUACC-ACGGUAUGAUUCAUGACUGGGGN
+#=GR Haeinf.BPG SS .<<<..<<....>>.>>>.>>>>>>....>>>>>>>>>>>>..>>>>>>>
+Yerpes.BPG GCUUAACCUUCGGGAGGGCGCUUACC-ACUUUGUGAUUCAUGACUGNNNN
+#=GR Yerpes.BPG SS .<<<..<<....>>.>>>.>>>>>>....>>>>>>>>>>>>..>>>>>>>
+#=GC SS_cons .<<<..<<....>>.>>>.>>>>>>....>>>>>>>>>>>>..>>>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxx-xxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG GAAGUCGUAACAAGGUAACCGUAGGGGAACCUGCGGUUGGAUCACCUCCU
+#=GR Esccol.BPG SS >..............<<<<<<<<<<....>>>>>>>>>>...........
+Vibcho.BPG GAAGUCGUAACAAGGUAGCGCUAGGGGAACCUGGCGCUGGAUCACCUCCU
+#=GR Vibcho.BPG SS >..............<<<<<<<<<<....>>>>>>>>>>...........
+Haeinf.BPG NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
+#=GR Haeinf.BPG SS >..............<<<<<<<<<<....>>>>>>>>>>...........
+Yerpes.BPG NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
+#=GR Yerpes.BPG SS >..............<<<<<<<<<<....>>>>>>>>>>...........
+#=GC SS_cons >..............<<<<<<<<<<....>>>>>>>>>>...........
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+Esccol.BPG UA--
+#=GR Esccol.BPG SS ....
+Vibcho.BPG UU--
+#=GR Vibcho.BPG SS ....
+Haeinf.BPG NNNN
+#=GR Haeinf.BPG SS ....
+Yerpes.BPG NN--
+#=GR Yerpes.BPG SS ....
+#=GC SS_cons ....
+#=GC RF xx--
+//
diff --git a/intro/ssu_ecoli.fa b/intro/ssu_ecoli.fa
new file mode 100644
index 0000000..ec91e22
--- /dev/null
+++ b/intro/ssu_ecoli.fa
@@ -0,0 +1,32 @@
+>Esccol.BPG
+AAAUUGAAGAGUUUGAUCAUGGCUCAGAUUGAACGCUGGCGGCAGGCCUA
+ACACAUGCAAGUCGAACGGUAACAGGAAGAAGCUUGCUUCUUUGCUGACG
+AGUGGCGGACGGGUGAGUAAUGUCUGGGAAACUGCCUGAUGGAGGGGGAU
+AACUACUGGAAACGGUAGCUAAUACCGCAUAACGUCGCAAGACCAAAGAG
+GGGGACCUUCGGGCCUCUUGCCAUCGGAUGUGCCCAGAUGGGAUUAGCUA
+GUAGGUGGGGUAACGGCUCACCUAGGCGACGAUCCCUAGCUGGUCUGAGA
+GGAUGACCAGCCACACUGGAACUGAGACACGGUCCAGACUCCUACGGGAG
+GCAGCAGUGGGGAAUAUUGCACAAUGGGCGCAAGCCUGAUGCAGCCAUGC
+CGCGUGUAUGAAGAAGGCCUUCGGGUUGUAAAGUACUUUCAGCGGGGAGG
+AAGGGAGUAAAGUUAAUACCUUUGCUCAUUGACGUUACCCGCAGAAGAAG
+CACCGGCUAACUCCGUGCCAGCAGCCGCGGUAAUACGGAGGGUGCAAGCG
+UUAAUCGGAAUUACUGGGCGUAAAGCGCACGCAGGCGGUUUGUUAAGUCA
+GAUGUGAAAUCCCCGGGCUCAACCUGGGAACUGCAUCUGAUACUGGCAAG
+CUUGAGUCUCGUAGAGGGGGGUAGAAUUCCAGGUGUAGCGGUGAAAUGCG
+UAGAGAUCUGGAGGAAUACCGGUGGCGAAGGCGGCCCCCUGGACGAAGAC
+UGACGCUCAGGUGCGAAAGCGUGGGGAGCAAACAGGAUUAGAUACCCUGG
+UAGUCCACGCCGUAAACGAUGUCGACUUGGAGGUUGUGCCCUUGAGGCGU
+GGCUUCCGGAGCUAACGCGUUAAGUCGACCGCCUGGGGAGUACGGCCGCA
+AGGUUAAAACUCAAAUGAAUUGACGGGGGCCCGCACAAGCGGUGGAGCAU
+GUGGUUUAAUUCGAUGCAACGCGAAGAACCUUACCUGGUCUUGACAUCCA
+CGGAAGUUUUCAGAGAUGAGAAUGUGCCUUCGGGAACCGUGAGACAGGUG
+CUGCAUGGCUGUCGUCAGCUCGUGUUGUGAAAUGUUGGGUUAAGUCCCGC
+AACGAGCGCAACCCUUAUCCUUUGUUGCCAGCGGUCCGGCCGGGAACUCA
+AAGGAGACUGCCAGUGAUAAACUGGAGGAAGGUGGGGAUGACGUCAAGUC
+AUCAUGGCCCUUACGACCAGGGCUACACACGUGCUACAAUGGCGCAUACA
+AAGAGAAGCGACCUCGCGAGAGCAAGCGGACCUCAUAAAGUGCGUCGUAG
+UCCGGAUUGGAGUCUGCAACUCGACUCCAUGAAGUCGGAAUCGCUAGUAA
+UCGUGGAUCAGAAUGCCACGGUGAAUACGUUCCCGGGCCUUGUACACACC
+GCCCGUCACACCAUGGGAGUGGGUUGCAAAAGAAGUAGGUAGCUUAACCU
+UCGGGAGGGCGCUUACCACUUUGUGAUUCAUGACUGGGGUGAAGUCGUAA
+CAAGGUAACCGUAGGGGAACCUGCGGUUGGAUCACCUCCUUA
diff --git a/intro/trna.sto b/intro/trna.sto
new file mode 100644
index 0000000..1f4dfe5
--- /dev/null
+++ b/intro/trna.sto
@@ -0,0 +1,20 @@
+# STOCKHOLM 1.0
+#=GF ID trna
+#=GF DE Taken from Sprinzl alignment of 1415 tRNAs [Steinberg93]
+
+DF6280 GCGGAUUUAGCUCAGUUGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+DE6280 UCCGAUAUAGUGUAAC.GGCUAUCACAUCACGCUUUCACCGUGGAGA.CC
+DD6280 UCCGUGAUAGUUUAAU.GGUCAGAAUGGGCGCUUGUCGCGUGCCAGA.UC
+DC6280 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+DA6280 GGGCACAUGGCGCAGUUGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+#=GC SS_cons <<<<<<<..<<<<.........>>>>.<<<<<.......>>>>>.....<
+#=GC RF xxxxxxxxxxxxxxxxxxxx.xxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+DF6280 UGUGUUCGAUCCACAGAAUUCGCA
+DE6280 GGGGUUCGACUCCCCGUAUCGGAG
+DD6280 GGGGUUCAAUUCCCCGUCGCGGAG
+DC6280 UUAGUUCGAUCCUGAGUGCGAGCU
+DA6280 UCGGUUCGAUUCCGGUUGCGUCCA
+#=GC SS_cons <<<<.......>>>>>>>>>>>>.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxx
+//
diff --git a/intro/trna_yeast_phe.fa b/intro/trna_yeast_phe.fa
new file mode 100644
index 0000000..933baa4
--- /dev/null
+++ b/intro/trna_yeast_phe.fa
@@ -0,0 +1,3 @@
+>DF6280
+GCGGAUUUAGCUCAGUUGGGAGAGCGCCAGACUGAAGAUCUGGAGGUCCU
+GUGUUCGAUCCACAGAAUUCGCA
diff --git a/intro/tutorial.big.db b/intro/tutorial.big.db
new file mode 100644
index 0000000..0783dcd
--- /dev/null
+++ b/intro/tutorial.big.db
@@ -0,0 +1,5001 @@
+>example
+GTCCGCTCCGTCTATCAATACCGTTCGATTCGCTACCTTCGATGATTTTCGTACAGTCTG
+CCACTAGGAAGGCCTCAGTACGCCATGTCAGTTCTCCCCCGCGGATTTAGCTCAGTTGGG
+AGAGCGCCAGACTGAAGATCTGGAGGTCCTGTGTTCGATCCACAGAATTCGCACGCCTGT
+CTCTTCAGTTGTGAGTTATAGCGACCTGACCTCCCATGCATTCCGCCGGGCTATATGTGC
+CCCGAACCTGCATCGATCTTAGAGGTGGCGAACTGACGTGCATTTCACATCCTCAGCTGA
+AAGAAGGAGCCGCCCACATACGACGTTGTAATGCGGACTTATCGAGTTACCCTTTCAGCG
+CGATACCTGTTAGCATTCTTACAGGGGGTTGGGGGGTGCGAACTACGAAAAACCGGTTGA
+CTTAACGGCGTCGTCTCCTCCCCTCTTTCACTCTTGAATGCTCTAGCCGGAGTCTGCACT
+GTGCCGTTACCGAGTTAGATAGACTGGCCATCCTGTTATGAGCGATGCTATGCGTAGCCA
+CAACCAGCTCGTTTGGTCTTTTGTGGCCTCGAGTTCACGTGGTTTAAAATGCCATGATCC
+ACAGGTGGACACTAATGTACGTGCTGTCGTTTCCAATAATCGGCTCACAGGAAAAATGGA
+TGCACGGTGAGACGCGCAAGCTAGCCGCAGAAGTCCAGCCGCGCTTTGTCCTCTTCGCAC
+ATGCAAGGTTATTATCCTAGACACCGAAGAACATTTTGACCTAAGCTTGTCTCGTCCCGA
+GTCATACCTGTCCACCTCCTCACGCGCGGCCCTATTTGGGGATCCATACACGAGCTACAA
+AGCACAGTGAATAAACTTCTGTTTAGGTGTGCAGCAACCTCCAAGCTCTATGTCAGAGAA
+AGGACTAGAGAAGTGTAGATTCGTATTATTGCCATAACGAGGTAAACGCTACGCACCTGG
+TTAAGAGGGACGGAGAAAAACTAGCAGATTTCGATTTTTCAGCTTCTATGCTATCGTGTA
+AGCAACACATATGCGATTAGGTACAGCTCGACTACCTAGTCAGGTACTCAATGCATGCAT
+GCGTGTTGTTTGACGCAGCCTGCCTTGCACCTTATCTGGTTCGTCTCACGTGGTCTGACG
+CCGGACCAGGCAACCCTCCGACCTTGTTATAGGGTACAAGTAGGGCAATGGGACGCTCTG
+GTATTTGCGGTTTTTGGGTTTAGAAAGCACATGACAATTCACGCATTATCTCGGAGTCTA
+GGCCAAACAATACCGCCGGTAAAAGAGATCATATTTGTCTAAGAAAGTCTGGAGTAGCAC
+CGCCGTGAGTATTAAAGGACGGCGACATATACATTCTACCCTCGAGAAGCTTCCGGACCG
+TTAACGTCGTGTTGGATATCAGAGCACGGACGTACGCGTCAATGGACTGTCTCCGTATGG
+GCACGATGCACTGATCGAAGGCGGAACAGTCCGTGCTAGGGCACAGAAGCCATCTTGACG
+GACCGTTCAAAGAGCGGTGAGCTCCCCTGATGCAGGGCTTGAGCGTACCTACTCAGAATC
+CGATCGCGCCCACTACGTTACCACTGAACCTCGGGCCACGAGATAATAGATCCGTCCGCT
+TTGCAATAGGCGGATACAGTTATCACCGGAACGCCCAGACGTCTTAGGGAATAGGCCACA
+AGGAACGACAATGATAGTGATTATGTGGAAGCCAAAGGAACCTATCTGTTAAGACGAGGC
+CTGTAAACGGACTAGGCACCTGTACTGTGCCTGACCACTGCCGAGTACCGAAGCTCCCCG
+CAGCTTGGCGCGAATATTGTGCAGTCGAAGCAATGGTAACTTACGAGTCCTCTGCTAAGC
+CGCGCTTCTCTGGCGGAAAACAAGAATATCGGGGGGTAACCTCATCTGTACTTCGCCCTG
+AAGTTACGCCTGATCTCCGCACTATCATCCCAAGGCGCGCAAAGTCACCTGCCCTCGTGG
+GTGTTATACCTGCTGGAAATAAGAGTGTAACAAATACTGCACGGGGGTCCTAGTGGTATA
+GACTGGGAGTAGTCCACTCGGACTCCAACCGGGTAATTGCGGATCAGTGAAGGCCCGGTA
+CTAGTGAAAAGATGCTGACGAGTGCTGACATTAGAACAGACAGCAGCTGGTCTTGATCCT
+TTCCCGCGAAGATATCGTTGTGAATTTTCCACAGAAGGGGACAATAAGAATATATCAGCA
+CGACGTATTGACATGCGTCAGGACATAGCAATCTGCAAGGGGGGATTAGTTACCTAAAAC
+CATCCTCCCATGAATCCGCCGATCAGTACTCGATCAGCTTAGACCTTTGGGCTCTGTCGC
+TGACATGGAAATTTCAAGCGGCCGCGTTCACCACCCCTTGCTATGCGCAGAACTTAAAGA
+TTAACCAAGTTCTGAATAAGTAAACTGGGGCGTGGGTTCAGGCAAGCCACACTCCGTGCT
+TGGACTGATCCAGCTTATAAGGCCTTATCCCCGAATCCAGGTACAACCACGCAAATTGGT
+AACCGAAATCCCTGCTCGCGTCCTTGTCCGGTGACCCTTTTAAATAACAACTTACTGTGG
+CGTTGAATCGTTCCCAGAGATACGGACCTGAACTCGCATGACTCCAACATGGAAAGAGGA
+TTACAAAGCTTATGACGACGGGCAAGGGTAACGTATATTTGACCGTACGCCGACTCCGTG
+GTACTTCCTAATTGTTGAGGATAGGGTGGACAGCGCGTAGATATTAAGGTTAGTCATCGC
+TTAGAGGAGACAGGCTAGCGTCCCGCGCCCGCGAGCAATAGTGTGCCACGCTCCTTTGCG
+TTTACCCAAAGTTGGAGAAGAAGTTAAGGGTGCCATGTTTGATAAAGGCCACTCTACCCT
+ACTTCAGCTAGAGGGCGCGGGCTGCATAGGTACCAGTGAACCACACCGTTGTTCCGCCAG
+TGTATCACAGTTTAAAGTGAGACCGTCGCCGTACGCACGGTGCCACGAGTGATGGGACGT
+CCGTGGAACTCATAAGATACCACGTATGTAAACAACCCCCCTATCGGTAGAGGGTGGAGT
+GATGTGACCGTAGAGCGAGAGACGCATATGCCACCAACATACAGTAGACGCAGTGGACAC
+GATAGAAAAAGCACGTTCTGGAATACAGAGCTACCTAGCGTAATAGGAGTAGTAGAGACG
+ATTCGTCGTTTCTGAAACAACATGCCTCAGATAGACACTATCGATCTGTCGATGTCCAAA
+TGATAATCTACAGGCCCTACGTCGCAATTCCTTAATATTAAACATGGATGTAACGGCGGC
+TTACGCATTAGAGTATCCTAGTGATCGCATGACCGACCGGTGCGATAAATAAGGAGGCTA
+AATTATACATCGCTAAAGTAGTCGCCCTAAGTTAGCTCGGTATAACCCCCATGTCTTACT
+AGTGTCTGGGCGAGATAGACGATTAGGAATCGTTACCCGGGTGTTCCAGCAGTGTCATAG
+CGACGGGAGTCTTCTGCAGCTGACACAGACACCAACGTATCCGACGCCTATTTATATACT
+TACTGTGACTGGCTCTTTTATTATGATCTGCTTGGGGGTACGCGTCATTCATGTCAGAAG
+TAGTGGGGTCTCACGAAACTCGGCACCTATAGTACTGCAGAAAATAACGGAGTGATCAGA
+TAAACTAGGAGCGTGTACTTTGGTGGTTTTGTCTCCGCATGCTTGGGTTCGATAGTACTA
+CAAGCCGGACATGCACTACTTACGGAAACTCAATGCTGATTGCGGGGGGGCCCAGTAACT
+CGATTGCCTCTAAATTATTCCCGTCAATTGCGTGCTTGGGTTGAACTAAACGAAAATAGA
+TTGGTGCAGAAATCTGTCCTGCCTGACCTTTTGACTGTTGAACGAGGCGCCTTAACTCCC
+GAGTTCTCGATGGGGTGGGGGCCCGAATGAAATCCTTAACTATACCTGACCCTACAGCAT
+TGTTTAGTATAATGAGCGGGCACAATGAACCCTGTTTAAGTACATCCAGGTTTGTAAACC
+GCCAGTCAGAGTATCTAAGACCTATAAGGAGGGAGTCACAAGGTAGATGCTTCGTCTTGA
+GAAATGTCTCTTCAGTACTCTAACAGTGGACTGAGATTCTATGCACGCGCGACCAGGACG
+GTTATGCTGGAACACTTCAAAGTTCTCACTATTGTGTTCCTTCGCTGATGCCGCACTTAA
+CATTTTGGCGGTACCGGATAGTTCCGTCGCACGTTGCCTTATTTTAGTAGTCTGGTCTCT
+ATCTTCGCGCAGACGAAGAAGGGGGATCTTCGTAATGGGCCGTTGACTTGGCTAAGTAGG
+TAGACAGGTACACTAACACGATGCGACTGGACACATAAATCTGCGTTACTCTGCAGAATC
+GTTAACTGGGGTATGTGACCCGTCAGCCAGGAGCATTGGATAAAGAGATGGAATGTTCAC
+TGGCCTTTTAAGACCGGTCCGGAAGGTGGTAGTGCGGCAGGTAAGCCCCATAAAAAGGTG
+TGCAAATCGGTCATAAGTCATATCGTCATATCTGGTTCCTCTGCGCCACCAGGACATTTT
+CTTGGTGTCGTAACCGCGGTGCATCTACCTACGAAAGGCTTAGGCCGTATTGGTGACGCC
+AGTTTTTACTCCTGCTACTCGATTGTGCCTTGACCAGGTCGCCGTACCCTCCCGTGGCTG
+TGTAGAAGCGGAGCTGTCAACCATCAGCAGTTATTTACTAGATACAATCTGACCGTGGAC
+ATGGCCTCATACATTTACTAATACGATTTACTCTCCAGTTAGCCGTTGATTAGTTAACAG
+CGCCTAGATATGTTAAACGCCTGCTCGTTTACCCCGGACGAAATACATGTACGCGTTCTA
+ATATTCATTATGATTGGACAGTACTCTTAATTAACAGAAATGTTTGAGAACGATGTCTGA
+ACCATGGGTTATCAAATTGGGCCACGCTGCGATTGTTAGCTACCTGGGTTAAGTGGTGTG
+GCCTTCGAGCAGGGTCACTGTCAGAAAGCCCTATGGAGCGTCTTCAGCGCTGGCCATAAG
+CCACCCATCGAGGGTGTGATTTACTCTGGGTGAACACATGCCAGCTACTTAGAATTCTTT
+CTTGCCCCTCGGCTGGAAAGGTGAATTTCTTTGGGCCAGGCGTGACCCGGGCAACTTTAG
+GGATTACGTAGATATCATTGAAGACTGCGGCGGTTACAGCAAAAACTCTATAAACTCAAC
+AATCCGTTACTCGCCTATAATGAGCTGACACGGCTAAGACCCTAAGCCTGGAGTGGTGGT
+AGAGGTCTTCCATGATGGGAATCGGAAGCCCCTTTCGGAAGTGCCATGGTGTCGCCATTA
+TGGGACTATGTCCGGCCTTATCCATAGGCACTTTCAGCGACCGGACGTGGTCATTATTTG
+CTCTGACCTGAAAAGGCAATTGCCCTAGGGCCAGCTTGGGCAGAGCGCGCTATAACCGTG
+ATCAACTGTGCGGCTGGACGTTTGGACTTGACTCCCTCAAGTCGTGGGTCCCCTCTACAG
+CTTGAACTCGAAGACGTCATTGTAGTCGTTGCAAGCCCGTTTAAGGCATACGTTCGGAGC
+CAATTCCGACAAAAGATGAGGCAGGCGTCACTCTGAGTATTCTCTCGTCCGCGGTGGTAA
+GTCGTGGGTGGAAGATCACGCCGACTCTATACTGACAAAACGAATAAAGCTTGCTTACGG
+TTCCAGCCACCGCTGCTCAACACATATCATAATGATCATGAGTGTGCCCCCACAAGTGCT
+CAGCGGTCTGTTAGTAGTTCCGGCAGAGAGTCCTGGATAATACCTACGCCGCGTTTGCCT
+TGTATATACCTACCCTAGCGAGTCCTACGATCCAAGCCAGCGGGGCATTGCTCTATGTGC
+CCTTTCTGCATTAGGTCAATAAAGCCTTCAAGCCTACGGGTGACATGAATAGTATGCCGG
+TTTGAGCCTGAGCACGTAGGCGTACTTTACAATCAAGCTTAGGTGCCAAACACACCAAAG
+GGCATGACAACGTCAGGTCGTACGAACCTTTTACTAAACGGCTGTGCCCTGAATCTCATA
+TGCCCTGTCCGCTGTGTCGTCAAATGCGTACATCTTCTAAGATACCTGACGTATAAGATC
+TTGCTCACAGTTGGGTAGTAGGAGGGATACAATTCTTGATTATACCAGCTTATGGTCCGC
+TGAGCTTCCGTATGTTCGTGAGAACAGGGTCCAAAGTTTGTTAGCGGTGGAACGTCCTTT
+AAAGAGATGCTTGTCTCGTATCACTTGATTTTACACTTCTTCCCCAATTTAAGTCTTACT
+GTCCGGTCTAATTAAGCGGAAGTCTAGCGCAAAGGCATGTATATGTAATCGTAGCAGCTC
+CGATGGACGGAGAACGTGGCGCCCCATTAGAGCCCAAGCTTGACGTCATGCTACAGCGCG
+CGGATAGGCGACTAAGCAGACGAGCCTGCGTCTACTTCGGTTAGCCTAGCCAGCGATAGA
+CCTATATCAACTCCGCTGTGGTAGCTCGAACCTGCAATATATTGTTGTCCGGCACTACCC
+CCCTGGATATGCGTTGTCATTCCCTTGCTTAAACACTTGTTTTTCGAGAGACATGTAGCC
+TAAGCTACGAGATACAGCTCAGTTGAGCGTACAATAGACGATAATCCCCCATTGCACAGC
+CAGTACTGCGGATCGGCCCACAGATGTTGGGATTGGTGCGGTTCAGTTCATATCAGTGAC
+CATCGCTACTTCCTATCGCACCGAGTGCCTAATACTTCGAAGGGCATACATTTAGCTACA
+TAAGGAAATTGTCAAGAGTTTTTCGCTGCGACGTTCCACTTAATTACGAGCGCACTGCCG
+CAATTAGCTGTCGTCTCAGGCCAGTCCTGCAGAACTACGTGCGAAAGACCATTGCCCTAA
+TATTGAGGCAGTTACTATCACGACGGACTGTAAACAATAAAGTCATACTTTTACTGTCCG
+AGACCACTAGAATGGTGACGGCAACAAAACACTGTTCAAGGTAGTAGAACTACCGTGCAT
+ATGCGTGCAAGACTGCTGTCTATTTGCGGTTGCGACCAACACGGCTCTATAGGTCGTTCG
+GAAGCTCTCGACTCGCTTATCCGGGGTAAAACAGCCCAATTCGCGGGGGTCCCCTAAAGG
+CCCATTTTTAGCGCTGAAATGAGTGATTGCCACCTCCAAAATGTGGTCTTGACGTACTGT
+CCCTAAAATGCGCGAGAGGTACGCGACATTCGTGCGTCTGAGCAGTTAGACACGGGGTTG
+ATATTGGCGCCCAGCTATTGCCGGACCTTAGTACTGTGCACCGCTGGCCGCACGGGCGAA
+GGACGAAACGGGCGAACCCACGCTGGGCTCTTACTCGTTTGTCTCTGTCAACTTTACTGG
+GAAACTATGGAAGGTAACATTATACTGCAATTAATGGATGTAAATGACCCTACCGGTAAT
+CGGCACGGAAAGTGGAGTGTTCTAAGACAACGTTCGGGTGTATGTATCGTGGACCGCCGA
+ACTTAAATTAGACATAGGCTATAGCAAATAGCGTAAGCGTAGTGTATGATGTTTATGTGT
+TGCTAATGGGTTGAAGTACCGCGGGGTAACTGAGTACTAGCTCGCGCGATTCATCACGTA
+TTTGCCCACTTCACCATAGACTCGAACGACCCGAATGGGTGTGAGCACCGGTGGCCCGAA
+AGTACAGTGTGAATAGCGTACGTTACCTTGGTCTTCGGGCTTCACTATAGCCCTATTCCG
+CGGCGGGGACCAGCGGTGTTTGAATCAGGACGATCAACGAGTCAATTTGCAGTTTGGCCA
+CCTAGCCTGGTATCCGCGCCGACTACGCCGCCACGTAATGAAAATTGTGTTCTGGTGGCT
+CTTAAAACGGAGCTGGCTACCCCGGGTGACGTAATTAATCTGGCTTGGGGGCCTCCCTGG
+CCGGTTTGGCGAATGTCGAGCGGGTACCCGTACTCAGGAAGCACCACAGTAAAATTATGC
+CTGGTTTACTGAAGGTCCCACGCTACCTAAAACCACGTCTCGTACTTGGTCTGCTCGTGC
+GCACCCATACTACCGTGGCAGGGTGGGTTTAGACATGACCCGCGCTTTCTGACTCCCTAC
+GGAGATAAGCGATTGGCCTGTAACGAAATTGAATTCAAACGATAGGAACTCACAGATTGG
+GGGGGATCATCGTGAAAGCCGGTTTTACGCCGCTCCCCAACTAATATAAGCTGAATCGGG
+GTCTTTGCAGCCGAGAGGGGTTTTTTCCAGGGGCCATGGTGGGGTAGTAGTGAGCAATAC
+GCAGATCCGGCAAATAAGCAGAGGCTTCCAGCGGCAGTATGTCCGCCCTCTGCTAAGTGG
+TTGTGGCAAGTAACATGTCATAGATGTGTGGTGCTCTTGTGTATTGAATGGTGACCGGTC
+AATCCTACGGTATCATTCTAGTTGCGCCCTGCTTGTGATGGTGCGACTCTCGTCGTTCTG
+AATGTAATTAGTTTCCAGGCGAGTTGTGGCCTTCACTCTTCCTGCGTTCCAACGCCCACT
+TTGTACCCAGCCATAACGGCAAGCAGCCCTGCTTGGTTTTGTTGGTGAAGTGTCGACGGT
+TGCGGATCTGTCACAACTCTGCTGACGGTAAAGATCTCTATTACTCAAATACTGTTATAA
+ACGGCTCAGGCTACGTACGGTAGAGTCTGCGCTGCAATAATCTACACGTGACGTATTGCC
+TCGGGGCTCGCCAGTATCGGGCTTAAAAGCCGTTGTGCAGCATACCATCACGTTCCTCGC
+CAACGAGTGGTTGTGCGGTCTAACAAAACCATCTTCCTCCCATTTTTGTAGATTCTGATA
+GATTAGCTTCATGTAAATCGTGTTGTTACCGCCCGATTCATCCTCACAGCAGCTGCTACA
+TAAGTCCATAGAGAAAGGCCTCCAGCGACTAAAGTCTCAGTCGGTATCGCCCCGGAGAAA
+AGTTTCGACGACTTATAGCCACTGATACGCAGCCTATAGATCCCCCCGATGGGCCCTTTT
+TTCTCGGTAAAGGTTGCCCCCTGTTATACATTGCTCGGCTTTGAGACCGAAAAACTGTAA
+AAAATCCGGTTCAGAACACTGAAATTAGGAGTCCAAATGAGCGTAACGCATGACTTTTAA
+GGGGGTGGGACGTGGGTTCATATCATGCCAGCAGATACGTGCCCCTGGTCATTCCGGTGA
+TCAATAGAGGGCAAACCTTATTTGCAGCCGAGAGAAAACCTTTCGAGAGTCGTTGAATTC
+TAGCGGCTCTCAGGGATATCTCCTCTCGTTGCACGGCTGTGTTCCGCGTTATTGCAGTGC
+GTATTGGTCATGTTCACTCCGACAGTGGAGCCTAGCTATTCCCCGTCGGCCCTGATCACG
+ACACGTAAACAAGTAGTATACCAGACCCTTCAGCCGTCCTGATCGTGCGGAGACTTATGA
+TATCTCCCTATGGCATCGAGTGTCTACCCCTATAGCCACTCTCGGAGTGGGCTATGGTGC
+CGAACTCTCGGCATCCCATCATTCTATGATGCAAAAGCGGCCCTGATTCGCCTCGATGAC
+TCCGAACCGTCAGGACAAATACAATCCCGGGGAGCATCCGTCTTGGCGGGTGCCCCACGT
+GTCCCGCCGCACGCGAGATTACCAAGGCTTGCGGAAAGTCTTTTCACGGAGCCGCGATTG
+CCGTATATACACAGTCGAAAACTAGTAAAGCACAACATCAAGTCAATGGGTTGATGCTCG
+ACCCGCCATGGCGGACACTGGGATTAATCCTCTCGACTGTAGTGCGCAATTACGTTGCTT
+CCCTGTGGATTCGTGTTATGATATCATTCCCCGTAGCTGGTACAACGCGGGTGTACACCT
+GCATAATTTTTTAGTGCAGCGGTACTCCTTAAATGTGACCTCTATCATAAAGGATTGCCC
+GCCCCAGCTCATTCGATTTAAGTCACAGCCGGAGATGACTGTGCTACACACATAGCTGGT
+TCAAAGGTACAACGCATGGCAGTCTTCGAGTGCACCGGGCCCGAACTCTAGTGCATTGTC
+TTGTTTTAGCTAGCAGGGGCGAGGTCACGGGCAGCCTAGCACAAACAACAAGAACTCAAA
+TTCAACCAAGGCCCCTCCGAGTTAGGCAAAGCGTTCGGCCCCTGGAGTGACTGTTCTTAA
+CGCATATCAGACTCGAATTAGCGTCAAAGGTGACTAAAGGTACAAGAGTTACAATCCGAA
+TCTAGTGGAAAATGCTTAAATGATACGGGGGGTGTGTGAGCTTTGGACCACCACGGCTTC
+CAGCGGCTCCACAAATGCATTAGAGACGACCGCTGATACTCGATGTCTCTGGTCTGGACG
+GACACAGCAATCGCAGTGCGAAAGGTCAACACTGGACGTAGCAAGCCCGATTCTTCAGGA
+CCTGACGCCGTTGCGGCGTCTTCTGCGTCATATCTAAGGTGGATACCGAGAAAGTTTGAA
+GTCCGAATGCCCTCAAAGGCGACACTTACGTTGGTGGCTTAACTCCGTGGTTCATCCGCA
+ATGATTTAGGGAGTGTTCCGATTCCGGCATGGTGACACCTGGGCCACATAATTTTAACTA
+TGTCCTTTCGCAAAATTATCGCTATCTCGTCGTAAACCAGACCTGAGGGATAAGCAGTCA
+GTGGATTAAGCATGCGGAGTACCCTAGCGTCGGTTCGGAAGTAGATGGTACCGATACAAA
+CGTACTTGACTGATGTGCTATTCACTAGGAGTAATCTCCCTGAAGGAGCCACTACACGGG
+GCCGTATTGGCCATACACGAAATAAGTATCATATCATTGAGCGCTCGGCCACAGTGCGCC
+CAAGCTTTCGCATGGACCGCCCTATCGATATGTCGTCCTGTATCACCTAGACTTGTGTGC
+TAGCATGTCCCTCGAAAAGCGGACGACTGCTATCCTTGGTGTAGGACTCGACGTATCCCG
+TTATGCATTCAAGACCACATTCATCGTGCCTTTATAGGTATATCATAGTACCAAGTCGCA
+CCGCATACTGACCAGTATGACATGAACCCTAGTGCAAAGCATGCAGCAGCCACTACTGCA
+AAATAAGTACCCGTCCGGCGTGTTAGAGCGGGGAGGTACCCCGTTGTGACATTCTCGGCT
+GGCCCCCAGTGCCAACCCTTGAGTGACCGGTCATTAACTTCCTCTCGTCGTAAGAGCCCG
+GTTACCTAGTTTCTGATTACTCCGTAGCCCTAATACAGATCTGAACGGCTCATGGCGACC
+TCACTACGCCCGCCTGCGTTTCAGTCTTAGCCTTAGAAATACCTGCGCAGATCCTGCTCG
+GGGACGTTCTTCAGGAAACCGGTTAGAGGGTCCTTTTGATACGGACATAAAGCAAGCTAA
+TTGTCATCGCGCTTCGATGTATACCCGAATGGTCGCCTTTTCACACGCCGAACAGAACCT
+GGAAGTATGCATCTGGCAGCACATACACCGGGAATACTTTCGTTAAGCAACCCCGACGAT
+ATGATGCCACGGGCCGAGTCCTGAGCGGGGAGTATCTAATTGGGGACGGTCGATGAGGTG
+AGTGACCACACATTTATGTGCAGTCCGGCTTAGGAGGCGAACACGACTACTAAAGGGTAC
+CTCAGGGTAACGGTGGCCGGGGTTTATACCCTCCAAACTTTTTCCCGTTCGATACACGCG
+TGTTCGATCAGTACTCCCTTGATTTGATTCAAGAACCGTCGTAACGTCTTTGCTATAACC
+TTTCGCATTCTATAGAATGGAGGAGGACAGCGTGACCGCCGACAGGATGGTCAGTCGCCA
+TTAATTGCACCCCGATCTCAGTGATACACTAACATTGGTCCTAGCCAGTCCTGGGACTCA
+GCCAAACAGGCATTTATGACCTCAACTGTTCCTTCCGTCCTTCAACGTATGAGTGCGTCG
+ATAGGGTAACAGACTGTTGTATCAAGGAGGTTCTAAACTGTGTTCCAGGCCATTGCACCC
+CCAAGCACGTTGATAAAAATTTTAATGTAACTCTCCATAGTCAGTTCATAATTTAGACAG
+TATCCTACCGGCCCTTACGGACTGGCCCGGCCGCCACCGGGTCAGTTTGCTTCCAGTATG
+AACAAGCTATGGCACGTGGCGCATACGTGTTGCCAGCGTCGTAGGTTTGGAAGTAGCCGC
+TCTTCAGTTGGTGTCGATAGGAGTCGGGCTAACTAGGCTGCCGCCCTGTAATTCCAAGCC
+AAGCACGGTTAGGTGAGCAAGTATATACGTAAGCCTCGGGTGGTGTAGGTCAACGTAAAG
+GTCCAACCTCCCGGCTTATGGGACTTTAAGACTGGCCAAGTCACCTTCTATCACGCAGCT
+TAATATACTAATAAATAACTCTTACCATAAGAAGATCTCGAGCGTTTCGCTATATCTTCG
+GGCTGGGGGTAATACGGATGCGTATAACGAAAAGACTCCGTGGACAGGCCCTAGGCCGAG
+CTAAGAATTTGAGCGAGGCGCGGCAGCCTCGTCATTCGGATTGATACGGAGTCTTTTTCA
+CGCCTGTTCTAGCTGCCTAAACTACACAACGTCGGGCTCACGTGGCGATAAGGTTTACCA
+ATCGGCGATGGGAGAACCACCATGAGCGTGTGAGTTCGAAGACCGTACCATCGGTAATAA
+CATCAGGCCTGTGGTGGTAAAGTCCCCCACCAGATTAGGTCTCCGACTTCGGTACTGTTG
+AGAATGGAGTGTAACCGCTACGACGACGCGTTGCGACACTGTGCTTACAGGAGATGACAA
+AAATCTCAATATCAGTTGAGCCTCATACCTGACCTATCTGCGACGGACAGTGACTACGGA
+GGTCCTTCCCATGTGTCTCCTCGAGCGGGAACTGGGGTATGAAAGGGGAAATCACGGGTG
+GCAGATTTCTGAGACGTTCTACTAATCGCCTTCCATGGTCAGCGGCCTGGACGGGAGGGG
+TAGCGGCATGGGCGGTGAAGCATCAGCCCGGTCATTGTGCGATCACTAACTGACCACGTT
+GAGACCTAATGGTTAGGCAATCCATCTCTCAGGTCCGTTCAGTCGACCGCGGAACCCACC
+CCCCGCGTTGACCCTTTTATATGTCGGGCACGGGTCAGGGCAAAACGGCGCAATCGATTG
+ATTACTGGGGTCGATCGTGCATAAAGGACACCCAAGAGTCCTAGCAGATATGACGGAGCG
+TACGCCGTGAGACTCGACGCCAGTACCCGTCTAAGCAATTTCCTATAACCGCTATAATAG
+CGGCCAAGTTCATCCACAGCGACATTAGCCACCCGGGTTATGAAAAGTTTGCTGTAGATA
+TACTTAAGATCGAAATTATCTATGGTCTAGCCCAATCGAAATTGCCAGGGAATCGTGCAC
+GATAAGAGGAGAGAATACGTTTAGGCTAAGTCGTCGTACGCAATGTCTGCGCGAGAGAAA
+TACCGCACTACGCATCGGAGCACTATAAGCCATTTCGCATACATGCCGCAATCGCCGTGT
+GGAAGGACGAAATAGCGGTAGGTTCAACGGGCGATTAACCCCGCATGAGAGATACTAAAA
+CGAGGACCCGTCCGTTTACCGGTGCGTGTTAACGCCAATTTAAGCGCGCCACGACGTTGT
+CACACCATCTTGTAGATTGTGGAAACCTTATGATAAGATCATCATTCGTCGGGGTCTGGT
+TGTAACCAGTAGTCACAGTGGCACGCTCCACAACTAGATATCTGAGTAGGTAGGTGAGGC
+AGCACACTGACGAGCACGGGGAAGCATGCGCACAGGAGGCTCAACAAGGGCAACAGAATG
+GGCCAACCGAGACCCCTTGCACAGAAATCCCGTCAATAACTATGACCCACACGAACCCGT
+TGCTGTGCCGAGGCGGTCACTATCCAAGTCGCCTATCCCGGGTGACCGCACTATGCCGCT
+GTGATTATTGATGTTCAGACAGAATTAGCCGGCGCTTTCCAATAACCGTTACAATACCTA
+GCGACCCAGGTAACGTCGCCACATCTTGCGATATGCGTAGATCTCAGTTACAACGGGATA
+GACTTGATAACAGGCACCTTAAAGACCTAACTACAGCCTTTCACAGTATCTTCCGTATTG
+GCTTAGGCGAGCTGGCCTATAGCACTAGTCGAACATCTGCGCTTTTGAGATTTATCACGC
+GAGCACCAGAGCGCACCGAGCGGATCCTCTGCCAATTCAAGGAGTTTCGCTTGCTTGTGC
+ATACTCCCCCATGCCAGCTGCTCGACCATCAGGTTACCAAGATCCGGTACATCATTCCCA
+AGAGACCCTACCCGTTAAACATGTTCGCTAGTTAGCAACCATATTAACTCATAACAATGA
+AAACCCAACGTCTCGTGAATTTGGCTAGTTCCGGTGATGTGAATGGCGTATAATCAAAGG
+TCCAGGTGTTGGCCTTATCATCCACACTTCGTCGAAGTGCGGTTAGCCCCCTCGATTGCA
+CGTAGAGGTACGAGTAACCTTCTCTAGATTTATCAAAGTGCACTCATGGGGCTTGCGTAT
+GCCTTGGGAACGGGGAAGGAAATCCATAGTCTATAGAGAGAATTGAAAACAGTCATCCTC
+GAATCGCAGTAAGCTCTGTAGTCAAATTACATTCGTATAATCGTTTCCTTTTCGAGTCAG
+AAGCACTCGCAGTATTCACCACCTTATTTGCGGAGCTGAATACCTTAGTACGGAAGGGAA
+GTTAATCTACGGCCAGATCGATGTTACGGTTCCGCTGTCCTGCCTGAGAGCACCGCGCCT
+TGTATTCAATTGGGTTCACGTTTGGGGTATGTCTGAAATGAGGACACAGTGCCGGATTGA
+AGCGTACTCTCTATGGACTCTAGGGATGGCTGAGTAGACATGCGTTCCTCTAGTCCCTTA
+CTGGATATTCATAGGAAGGATATTTTTAGTAATAAGCGTATACGACGTGCGTCGGCAATT
+GTCATCGGACCACCATCGAGCGTGGACGGTAAGGGGGCAACTCGTCCATCAAGTTTCCAG
+AGTCGAACGCCTATTCGTGAGGTCTTCCAGGGTTTGTGAATCCTGCTCCATATGTCGCCA
+TCCAAAGTTTCTGCGGGGCGGCGAGATAATACAATACAAATTGCTACTCCGGTATGCTTA
+CATGATCATTCAGAGGTGTAGACGCCATTACTAGGACGATCCTAGGGCATTTAGATATAC
+TGGCCGAGCCAGCCGATGATAAGGAAGCGCACCGCTTTCATATCCTGCTTGTGACCGAGG
+CAACTATTAGCACTCGGAACCTGTAATAGAGGGTGTCACATGGACAGCGGGTTGCTTTAG
+CGAAGAGGGAACGTACGCAGAGATAGCCATTCAGCCGCGTCATTGTGTCCAATCTCTAAA
+GAAGGCCGTATCACAAGCGATCGAATAAGGATCCACAAAGGGCTAGTGCCCCACACAGTT
+ATCCAAGGCGTGGGACCCGCGGCTCGGAAACCGCTTTGTTACCTTGCGTTGGGAGACAAG
+AATAATAGTCCTGCCGACACCTGGGTATGCTCTGCGCCTTTAAGGTATTGGAATTTGGCA
+CAAACTTTGCTGACGCAGTTCGGAAACGTACTTTCTTCAGCAATTTTAACCGTTTAAGTA
+ATCACGTACGCCTATGATCGCTTCGTCCAGTCCTTCTTCGAGCGCAGCTAACTTCCGTTT
+ATCCCAGGGTTTGTATCCGCTTGTTGCCAAAGTGTAATAAGTTTCCGACCCGGGGGTCAG
+AACAGGCGCTATACAGCAGAGGTAGTTAGTTTATTATATAGGTAATAGCCCTCCGCCCCG
+TGGAAGCTCTGGGCCGCCGCGTGAGAAAGCCGCGACCATGGGAGCCTAAGTCGACAAATG
+TGTACTTTAATCCCGATATTGGGAACGAGGAGCGTAGACCGCCTGAAGAAGAACTAAGGT
+AATCTTATTAAGGATTCCTCTGGTAATCAGATGGACTTCGCCATTTGCCAGGATCCTTTT
+TGTTTACATCCGGGTAGGTTAAACTGAGTTCGCTAATCGTCTATCTAAGATTGTGTAGCC
+CTTTTACAGTGCCCGTTCTCGAGGAGCCGCTGCCGCTCGTACATTGTTCGTTTTTTGCGC
+CTTTTGCCTGTTTGGGGGGTGGAGCAGCCCCGCTGCTTACTGTCTTCGCCGCGTTCAGGC
+AGTCACCTTCTTCCAGGACCTCAATGAAATTACAACTCCGAGGCGCTCGGGTTGTGCCGG
+ATTCCCGCAGGACATATGAAGTACAAGTTTGGTGAGGGCCTGAATTCAGTAGGATCGATA
+CCCTCCATCAATAAGCTACCCATGGCCGGCGCAGCCCATTCTCACAACGTACATCTAGCT
+TCGTAGGAATTAACTCATAAAATATCCGGAGCTTGAATTCTCTTGGCCCTGTCCGCCACA
+AATCTGGGGCATCCTGTAGATCAATGGGCCAACGCATTATTCGCGGGCTATGAAATGAAA
+CTAGAGATACATTGGTCCGCACTCGGTTCGGCCCCGCCCGCTAGCGGGTAAACACGGCGG
+GCGCTAAGGTCGTCAGAATCATCGCCACTAAGTCGATACGAGCAGATATTCTAGAGCACT
+GATTACCAACAGTAGTTCGAATGAGGCTTGCACTATTAGGCGCCCGCCTTAATCATGCAG
+GTTGCAAAAAAATGGAGATGAAGCAGCCACGTCCGTGATTCAGTTTAGCATACGCCTTGG
+CCGACCGTAGCGTGAGGCAATTAGACACTGTACCATCTCCACCCTTGCTTAGCCAACCGT
+ATCCATGTGGCCAAACAAGAATGGGCTCTTCTTGCCAATAGGTAAGTGGGAATATGTGAT
+AGATGGTGCTCAGGTTCCTAAAGCCACCGAAAGGTGGCCCCGACTCCACCGGTTTTAGGA
+TAATGAAAAGACGAAGAAACCGCCGAAACTTTTGCTTGTAACAGTTTTAGTACATCAGGT
+GCGGCGTCATACCCACGGCAACTTAATGTGTGATACAGAGTGCCTTTCCGTTACACTACT
+TGCTTTTAAAAACGTGGGCGAACCGCAAATAATAACTGCGATAGGAAGGGATCAAGAACC
+GGCCAACCATTACGCCATCGATGAGAAAGATGGGCGGTGATTCCATAAAAGAGAATACGT
+TGACCATCTTCAGGTGAATTGTTCCTGTAGTGTGTGCGAGACAGAGGGCAAGACCAAGCA
+TCATCAGTTTATCGGCAGCGTAACGAGGCGTTTTTTCTATAGCTTCTGCGGTCGTACCAC
+GGAAGAGTGTAACAGCGTAGGGATCCAATAGTCCGCCCATAACGGTCTCGTACGAGTTCA
+TTTCGTACACTCGCGTGGTGGCGATAGCCTGAGTGCGGAGTAATGATAACGACTGGTGCA
+CAACTTGAATGATTCCAGCTGCTCAAAGTAAACACGAAATACACGCACTTTCCGCCCGAA
+CGATTCGGTTTGTATCAAACACACTCGTTGCGTGGTGTGGACCGTGGATGACCAGTATCT
+TCCACTGCCCTTATTTGCTCACCATCCGTCGCTCAACAATAAAAGCCCAAAAAACAAGCA
+ACACCATGCCACGAGGGCATCGGCTTGATGAATAACATACGGCCTAGGCGGTGTTCTTTT
+TAAGACCCCAAACATATCGAAACCCGACTAAGCGACATCAACATTTCTGGCTACGCCACT
+TCACCGACTGTGTCTTTGTAGCTCGGAAACGGATTTGCAACCGTAAGTGCGTGGACAGGT
+TTCAATTACTTTCCCATCCCGATATTATTGGCTGAAAGAGGGGGCCAGTTCGATATCTGT
+TTCGCCGGAACAGAAAAAGCTGCTCATGATTCAGGAGCTAGAGCAGATGTGGATTGCCCA
+CTCTAGGGCGTGGATTATGCACTGCGTTACGACCACCACGTACCATCCCAAGACATGGCA
+CCTGTTACCAGAGGAAGACTCGGATCCTGTCTCATGCTGTCTTGTACCGCGGTAATACTG
+AACACGGCGTGCGTCGGGTTGGCTGTCTGGCCCGGTATCTTACGGTAACTAAACAAGATT
+CTACGCCTTCTGTGGACGGAACAACCCGCTCTATCGGATTGTCTCAATCTAGTCGTGCAA
+CGGTGAGGCAGCGCTTAGAAGAGTATGAGTAGAAGGCCGAGACGAATAGACGTCCTAGAG
+TTTTATGGACACCGCGTACTGTCAACACCCTGGGAAAGACTAGGCTTCCACGTTAGTTGT
+GTGAGACCTAGACCTTCTATACTCATCCCTTGCTGGAGCTACGTAATTGAGCGCCGTTGA
+CCGTTACAACACGACATCGCGCGCTATTCATATCATAGAAACATGGCGTACCTGTTATAT
+TCATCAACTCAGCCAGCTCTGATACATTTGTCTAGCAAAGGTATGTTCTCGGTTCACGCG
+TTGTCTGAGTCGTGGGTCACTCTGTACACAAGACTTCAGGCTACTGTAGCTTTCGATAAA
+CCGTAGGCTTGTTACAGATCGTGGCCGTGGCCCACTTTATCGGTTAAAGAGATCTTACCA
+GCACCTTATCGATGTGACCCTTCATGTGGAGGTGCGACTAAAGTCGGCCTTAGTGGGATA
+ATATAAGCGTCGACGGACGTTCACACGCATATAAGCTTGTATCCCTGCGGCATCGCCTGA
+CTATATGCGCAGACAGGTTACCCCATATCGAGAACTAAATCTCAAGCGACAGTTGACAAC
+GTTGTTACAGTCCCCCTACTAGACACTACTCGCGGCAGGCGGGAGGGAATCCTACGGCGA
+ACGATTAGGGTCATGGATCAGCGATTGCACTTAATCTGTTACAGAGTTCCAACAGTAGGT
+CGGCTAGCTATTCAGGGAGAAAAGTTCATCGGGGGACATAGCCACGCATCTCAAAGGTAA
+GAGGCTCTCTCGTAGAAGTCTGGGTATCTTGTGCACTCCAAATGAGGCCTAATTGTCTGG
+GCTATTGGACTTCATGCCGCTGCAATGGGCTAGGTTAGCGCCTCGACGAGCAAGGGGACG
+TGCTGACAAACGGGAATCCAGTTTCAAGCCTTGTTGTGTCCATATATGGTTTCACCACGA
+TCCAGATACTTTAAAGGTTTCGGTGGGCCCCGCCCCAAATCCGTGGGGGACGTCAAGTCT
+AATCAACTGCGCAACTTTTACGGATCATTGGATGTCTCGCGATATCATTCGAGGTCCACT
+TGCACCCATGTGATAGTCCGTGATAAAGCATGTAGCGTTTACTACAGGTGGCTCCTCATC
+GAACCCTATGCTCACGTTCCTACTCATTCGAACTATTTCATCCCATGGGAACATACGCCG
+TCAGGTTGAATACCACTTAATTTGGCAAACGATTTTTCATTGTCTTAGCGTCCGCGCTAA
+TATGAGTTCGCCCACACCCCACGCCGGGTTTTGATCAGTGCAGATGCTCAGCTTATCGAG
+AATTGTCCATGCTACGGGAGTTTGTCCCAATCTAGTAAGAAAAGTAACACGCATTCATTT
+CTGTAATAGTCCTGTCCATGCCAGCTGACCCAATAAGGGATTCCGTTAGGACTAGGCCTA
+TGTACTCTAACGAGAGTCTTGTAGACTACCCAGCATGTCAGTTCCTGTGGCATAGGAGCC
+TCCTGCTAGTCATGATTAAGGTTAATTTGGAGAGCTGCACCCGATCACGCACTTCTCGAA
+TCTATAGAGTGGGCTACACCTTCGCGCTCTATCGAGGTGCCGAATGTCTTTACACGACTT
+CCCGGATAACCGGGTTACCCGTGCACTAGCCTCGTGTATGTGTAGTCCCGGGAACTCGCT
+GGGCCTTGGTCCATAAGGAATTACGCCACTTAGGCGTACCACAATTTCCTTTAATCTCCG
+AGAAAAGACTCTAGTCTGTACGCACGGATGGGCTTGCCCACAGCGTGACTGCGGAGCCGC
+GGAAGCGCACCTGCCAAATTTAAGTGTAGTTCGGGGGAGTAGGGATGACGAGCAGTGTTA
+GTTGTCAGCTGGATCTCAGAGGCAATCTAATCCACCTTTGGGAAATAGCGGAGGACGTGC
+GTCAAGACGTTTCCTGCTGTAGCACTCTGGGTCGGATTCGGAATTCCCTTTATTAGGCGT
+TTCTTAAAGTTGATGCTGATCTGAACAGGGCATGTGGTGCTCGGGGAGTGCTTAGATTTA
+CCTGTATACACTTAAGTGGGGTTGATTAACTGAATGCACGCACGGGAAAAAATGCGGTGT
+GGCGGCTGGGCACATCGGCCTCGTCCTGAGTTTCTTCTTATATGAGCGAACATAAATATT
+CCGCGCTTCCGAACAGATATACATGCTTGCGTGGAGAAATCTTGACCGTACCCCCGATCA
+GTGGATACTAACACCTACTACTTTATCGGGTTGTAATCCTTTCGAACCTCAGCCTTGAGC
+AACTGGATCATGAGTGAGACATGACTATCCTGCTCCTCTAGCTGGAGGAAGCGAGACAAT
+CGATCGATAACGGCGCATCGTCACACAGTGTAACGAACAGACTTGTGAAAGTAGGGCCTG
+TTTTAATGGTGGGGCAGACGACACGGGGAGCATTTTGTGGCTCTGAGGGAGTCTCTGCAG
+ATTAATTTCCCGCGTTCGCCACCTGTGATGAAGGTTAGAGGACTATTATGGGTTGCCCCG
+CTCTCGCGGCGGAACAAGCATAGCCCGGGATCACTAACTATCCCGGAAATCTGGTTTCCT
+TGCGTAAGCAGGGCCCCCTTGACGTGAACCTCCGTTGTTTCTACGATAATTGAGTCGGGG
+GATACAGTAGTGTGGGGATCAAGGTAAGATGTGGTCATGAACGTCATGCACTAAACGCAA
+CGATTTCCTGCCTCATGTTTTTGGCTCCTCCGACCCAGTGCAGCAGGCAGTACATTTCGT
+GTAAAGTGGATCTAAAGAGCTCACATGAAGAATAATTTACGATCAACTGCACCCACCTGC
+ACTGACCGTGAGGGCAATAGCTATCGGATACTCGAGACGGTTTTTAGACAGGGAGCCTGT
+ATGGCGCATGAACCTTAATAGGTTAAGGCGTAAACGCTGAGTGTCGACGAAGCCGACCGC
+TGTGGACCTCTGTGCGTCACTTAAAAACGTAATACACGCTGTGGCGTTATATCATTCACG
+GTTATCGCTCCAGGCGGAGTGATTGCTCAAATATTTGTGTTAGGGTACACTAAGTTAACT
+CGACATATAGGCCCGAGTACCCGATGCAGCAGCCTTTTCATTAAAAGACGGGGTAGGACT
+AGCCACATATCGACATTTGTGGATTGACGGCTACGGTATGTTCTCACAGTCGCAGAAACT
+CGCACGGATACGATGCGTAATTTGCTAGTCCCTGAAATTAGGCTACTCTCAAAACACCCT
+CGATTGGGCAAATACTTGTAGGCGCTAATGGGGGTGGCACGAGCTGGTGATCCACTCTCG
+AACGTGGATAGGCAGCCTTTGGTTTTTTATTCTGACTTTCACCGTAGCCGAGATTCCGTT
+ACATTCGCATAGAGACCTACGGAAGAGTACCACAGGAGCCCGCAATCTCCAGTACTAAAA
+CTCGCACCGTGTCCCGGGACGAGAGGAGCGACAAAGGTCCGGTATCATTCAGCAGTCACA
+ACCACGTATTCGGTGCCCTGTTTATAATTCGGGCCTGGCAAATCAGCGGGGCGATTGAGT
+TCATATCACTTAGGGCAAGGGCCGCTCTGACCAACCGATAATCAATCGATCTTCTCAGGG
+ATTGCTAGATTTGAATTGTTATTATAACTCCACTGACCCGCTTGTGATGGGCAGCTAGTA
+GACAGAAAGTGTAATTCCGCAAACTTACGAAGCGGTGTGGCAGTAGAAGGTCGACGCATT
+CACACGGCTAACTTGGTATTGGGTAGCCTGTGCTGTGATTCATAACAAAACAAGAGCGCG
+GTTGGCGCAGTTTGATTTACTATATCCAAGAACTAGTCGGCTGACTGGCAGAGTATACTA
+CCATATTCTGCAAGCGAAATGAACGCGCGTGCCGAGGAGGGAATGTAGACCCTACGTACC
+TTTTCACACCTCACGTATCATGGTTTGGCCCCTAAACCGAGACAGACGAAAGGTTGCGTT
+AGTATGGGTACGCGCAACTACTGGTGCCAAGGCCGAAAACACACACTGTATGCAGTGGCA
+TGCATTTTTGGATTTCTGCGAAGCGCTCATATAGGGTGGGTTGAGCCAGTTCCTGGCTTA
+GATTTATCCTTTACTGCAAATGATCCTCGCTCAATGTCGCCTAGCGCCGCCCTCGCCAAT
+GAGACTAAACGATTAAGTGCCAGCTCATATTTGGACACTAGTATCAACTAATTTCCCGAT
+CTAACTGCCTAGTGGCTTGTCCCGATAACATTACTCTTGTTAAACGTCCAGGTGGGCCCT
+GTCACCGATGACGTCGCTCTTGGTTGACGGATCGGTTCATTCATGTGCTCAGTTTATGAG
+TCCACAGGCTTTACCGTCTAATAATGACCTGATTGAAGATCCAAATTGTATGCTGAGAAA
+GAGAATTACTGCGAGCTGAACCCAAATACATAAATAGGGTCTCCGATTGATAAGGGGCGG
+CACCGGGACCTACGGAGAGAGAGCTACATTTCTCTTGACAGGTGCACCCACTAACCGCGG
+TACTCATTCGGTCCTCCGTTGAGAAAATAGGCGTTCCATCTAGTCGTCAACGTAAATGTA
+GCTTTCTTGAACTTAGACATGTGTGTGAACTTAGGACAGCGATTCAGCAGAGAGTGCACA
+TAAATCCGAGTCGTGAGAGTTAGAGGATTCCCGCTGCAACGGAGCAGAGAAAATGTGTCA
+TTGACTGTGTGGACCGTTGGCGTTTGAGACGGGAATTATCCGCGCGTCTAGATTCCCCCC
+GAAATCCTATTGCTGGACCTGTCTGGTCCGGACGGTCAGCCCAGGTTCGCCAGCGACATT
+GCGTGGGGGAGCCATTGAGCCCCACCAAGATTTGCTAGCGGGGCGCTGTGACTAGGCTCG
+GTTACGTACCTAGCGAAACACGACCCAAGTAGGAGTAATGCGCTAAGGGAGGAGGTGTTA
+ATATATAGTACTACACCTATTAGCAGCTCGGGGATCTAAGCTCTTCGGAGAAAGTCTGTA
+TGGAGCCGTAGTGGGGGATGAACCACTTTGTCTATATCGCAGAGCCGGCGGTAACTGTTG
+ACGCTGTGGTTGGATATTGAAAACGCAGGGGTTACAAATATAGTTGTATACACAGCGCTT
+GTTTAACCTGACGAACGCAGCTTAGATTACGCACGGCCTGTGAGAACGTATGAAGGTGAT
+AGACTCTGTGGATTTACAACGGCGACTGCCGACTTGATCTTGCTATTAGCATACTAGACA
+TAACATCATTAAGTCGCTGCGCGAACCAACTCGTATCGTGTACTCAAGATTTGACAAATA
+CTGGATTTGCCTGTCCGAGCACCTTAATTATCCGAACGCGGAGGAGTGAGCTATAGCATG
+TTCTCTACTGAACGATCTCGGCTAGCTCGAATCTGAAGAGTTGCTACCTGGTTGCTGCGC
+ATTCACAAAGATGTGTATGGCAAGCCAGACCAGAGGCTCGGTGAAACGAGGATATGTTCG
+GGCGTAGAGCCAGGCACGGTCATCTACAACCATACGGGATCGACATTTTCGATGTAGTTG
+TTGAAAGAAGCTACCCTACTTTGAAGTTACATCGAGGGCTCGCGGGCTTGGGATCGTCCG
+CAGCCCTATGTTGAGCAAGGACCGCAACCTCGTGTATCTGCATGAATGAAACCTAGTGAT
+TCTTGTTTTAAGTTATCACGGCTCGGATCGTTGCGCAAGGTACGTCGACGTTCAAAGGGA
+GATAGGAGAGATTTTTTGACTAGACGGCGGCCCGTCCCCCCAAGAGCAGTGAAAAGCTCT
+TTAGACCTAAGAGGACCGCGCGCTCCTGAGACTACTATATGAGTCGACGTTAGGCTGAAC
+TCCCGCACGTTCGTCATAGATGGTGGAAATCGGAGCACACGGGTCCACCGTTCCGAGATG
+CTGGAGGTAATAACAGTAAAGGACCCCATTGAGAGGCACCGGACCTCACTGTCGCTTCGT
+ACCCAGCCCGCTCTGTTACTGGATAAGGAGGCGAGTCTTATATTGGCTCGAATACACTGA
+GGCGGTTTGCAACCTAATCGCCCAATGGACCTATGCGGTACGGGTGTGGCGTACCCGTAA
+GGAGCCATCGCAAGACTTCATATTCAACTAATTTCCAATCGCTCCAGGCTCACTCCAGCT
+AATACATTACTTAACTGACCACTATCACTGAACATACATGGGTGGAGCAGGGCCTAGAAA
+AGGAGTCTCCTGTTGATAACCTCTTAAAAAAACACCGCAGTCGTTCCTAGGAGCAGGATT
+GTGATAAATCTGTCGGTAAGTGAGGCGGAGATCTTTCGACGGTCGTTCCGGCGTTTGAGC
+GCGCAAGGGGAGTGAGGGATTTGTCGCCGCAGAGGAATATCGGGCGTCGGTACGCTCCGA
+GTTTCTGTGATACTCTTCACTGGGGTTATGGTTTGGTGGTTTTGCCTATCCTCATTTTAT
+CGCACAAGACAACAGGAAGCTATATCTTTCCCGTGTGGCCGGGATGCAGGGGCGACGACG
+TTTTCATATTAACCCGGGATGCGGCCAAATCTAACCCAGTATAACACCCTTGGGTTGATG
+TAGCACCAAGATAGTCTAAGTCAGCGTAAGTTCACAACCGCCCTAAGTATGTCCAGGGCA
+GCGAATCTTGCTCGTAGAGGGCCCATGCCGATCGCGACAGCCTTGGATTTAGCCCGAGGT
+TCCGGCGTAACGAATGACACATCACTTGGTACGATGCCCCATATGTGCCGGTAACACTCC
+TCCAGAACATAGGAAGTGGAACAGAAGACCGTGTTTTGGCACATATTGGTCCAGTGTGGG
+CAGGGCCAGCGTAGGCGTCTACTGCAACCACTGAAAACACGTGGTATTCACCTAGAGGTG
+AGAACGATACTCGAGGCAGCTGCGCGCTTTAAATCCTCCGCAGACTGCTACAGAATAGTT
+AATTACCGTTCTAGCCCCCAGCAGGTATGTAACCCCGACCACCGATCATCTCTAAGGAAT
+AGTCTCGGATCTAAGCCGGTTACTACTACAAGAATGGCTACCCTTACGGCTAACCAACTA
+TTTGCAGGATAGTCATACTTCAGGCGACATGCGGTCTTAGATTCGGTGCTCCACTGCTCC
+ATAAGAGAGACAGGTAAGGGGTCACTACTGACAGTCATTATGTCAGCATAGCATAACGCT
+GCTCCCCCGTTGGTCATCCACTAGTTAAATCGGAAACGGTACGACTTAGGCTAAACTTCA
+AATTGAAAGATTCAGCGACCCCATGGACTCCGCTTTCTATGCGGGAGGATGCACCTAGAA
+TGTCGTCGGCGAGTCATAAGATGTGAACATGACCGGCCGCGAACAGTTCAAGCTGTAACC
+GGTGTCTTGGTCCTTATTACGCTGCCCTGGATTGACGTTGCTACCTCCCGTGAACTATTA
+CCAAAACCTCAAATTCGAAAGCGGTGCGGGAACGAGAAATAACATTGTATGCTCTCTCGT
+CCCCGACGTAACCGCAAAGGGCCCCGCTAAACCTCCCATTTTGAGCGAAGTTCTCTACGT
+AGAATAAAGTATGTGTCCCGGCTTGCCCACGGAAGATCGGTGCGGTATGAAGTAAACGCG
+TGGTTATTTCGTGCACTATTGCTAGGGACAGCATACCTTCTGCTGCGCTATCCATCCATC
+GCCCGAGCATCCAGAGCGGTACTTAATACCAACTCCGTCTATCTTGCGGGCAGAGTGTAA
+ATTCTTCAACTGCGCTTAACCTACTGTGGGAGTGAACCGCTCGCGACTACTAACAACATG
+TGGAATCTGCGAGGGTCCAGCTCTCCTTGTCAGCCTGGTTATACCACCATATGAGCCACT
+AGGCGAGCACGTCCTAGTTTAAGGTAGCGAATGATAGCCGAGCTGATGGTGCGGGAAGCA
+TCGTCGGTGAGTAAATGGCTTACCCAAGGCCGTTCGGCTCAATATGTCAGGGCCGTTTTG
+ATTTATGTGGTTGTTTCCTAGGACATGCTCACGCTGTCGGTGTGGAACACCGTCGAGAAC
+TCCGCCGGCCCATCTCCAACCTATCTATGTAACTTGTCCAATGCAACTTTTGGTCAGAGG
+CCTCTAGGTGAAGGGCGCGACCGTTATGAATGTTTGACCCATGGTTTGCCACAAATCTCC
+AATCCGATTTCCGGGTATTGCATAGTCACGCCCACTCCTAGAGTCGTCAATGCCGTCCCT
+AAGTGTAATGGCAATCCTGCGTTCGTATGAGACCAACCTGTTAGGGCCCATCCACAGCGA
+CTCCGTATCGAGCACGGAATGATTCTAAGCGGTTAAAGAATAAGCAGAACAGGAGGCAAT
+GCGAGTGCAGATCGATACAGGAGGAAATTCATCCGCCCCATGGTGTCTCTCGCGGTAGAG
+TATTCCATTCACGTTCGGTCTCCGCTGAACAAGGAACTTCCTGGCTCCCGCGCTCATTAA
+CGTGGTACCGGGATGCAGCCGTAATCAACTTAAGCGCCATAGGAAGCTCCACTGCACCTC
+GCTGTGGACACTAACATATCTGGGGAGCTACGGGACCGGAGCAGTCTGGTTATGGAAATT
+CAAGGGTGGCGCTAATGAACTATGAAAATATCACGTTCAGTACAGCCCAATTGGCAGAAA
+TAATAAACGATCTAGAACACAGAAATCAACGTCTGCGGGCTTCTGTGATAGCGATCCAAT
+ATGACAATTACATAGAGAGATGCGTTACGAAGGCACTTCGTGCAGTATATTGGCCACTTG
+GGTGGCGATAGGCTGGCCCACGATGGATCATGGTCCACGTCGCGCTAACAGTAGCATTTA
+GAAGGGTTTACCAAGTAGTTGTGCCTATACGTCGATGTAGCACCATCGACAGAGTGCTCA
+CTGGACGTGTCCATACATTGACATCGCTGAGCCAGAGTATCGTGCCAATGCATCTTTGTG
+AATCCTGATTATGCCATTAGCAAATCAAGAGCGCAGGGAAGCCGATGCTGCGGCTAAGAG
+TTCCGACCTTATGTCTAAATGACACATTTGCCGCGTCCTAAACAGCGATTGTGGCGCGTT
+GCGTCCAGAGTAAAGTTTAAGCCATATAACAATCTCGACAGACACCTAACCTAGTATCTC
+ATTATCACCGTAGCTCGCGAGGGGTCTTAACAAAAACCCCAAGTGACTCCTCCTTATTCC
+AGAAAGAGAGCAATCAGCGTCGTTCAGATTATGGCGCCTACTGATCCTGCGGAAGACACG
+ACGCGCCGAACCATCAAAGCAAGCTTTCCCCGTTTAAGGGAATATCAGCGGGTACCGCCG
+GCTCCTTACCTTGATCGGTTTTAGGTCGGTCCATGTAAAATGTCAAGTTAACACGGAGAC
+GTATAACATTATTCTCGTACTTCGCTACAAACATGAAGTTGTGGGAACCATAACTCTGCG
+GCCTATCATCTATGAGGGACCGTAGTCCGAAATCAACACACTACGAATTGATATGACCCG
+GGAAGAAACGTAGAACGAAACCTGCGTCCCAAGTGTTTAACAATCTGTCCCTTACCGTCT
+TACGGTCCGATAAGATAGCTATGATCGCGAACACGCTTTCAAATACGCGAACGTAACTAG
+AGTGTGGGTCCCCGAATTCCGCACACTTGTGCGAGCACGTGGTTATGACAGAACAGTGCA
+AAGGTAGGGTGTGCTACTTCAGCACTAAGGAGTTCGTTGGTTTAGGGTTAATGTATGCCT
+TTGCATACCATCCGGGATTGCATTAGATTGTTTGAACTTGCAGTACTGAACATGGCGAAT
+GAGCGTATTCGTGCATACCATAGGGCCGCGGCAAGGCGGCATTTACCCCGCCCGTTTAGA
+GATGACAATTAGCTAGAACGTTAGGTTATTGAGTAGCGTAACTCTTTGTTTGTAAACCGC
+GCGTCTCGGTGAATTTTGTATTAGGAAACCCGTTTTAAAGTAACCAGCGGAGTGGTTTCT
+ATAAACTGGATCCTTCATGGCTCCTACCGTTGGTTATGCAGACCGAGCCATTACATAGTA
+GACGGGATTACGCACGAGGATGGTGATGTTGTGAGCTACTAGCTTATCGGCGAAGCGGTA
+TTACGCCTTAAAATTACCGGAAAGCTCTCCGAATCGCAGAGGATACACGTCTTCATGCAG
+GGGCAGGGAAGGAAGAGTAGTTTATCTTTATCGGCATGAGTACTAAGGGCCATGAACTTT
+TCCTGCTTTCAGCTCTTCCTATCGGCACCAGTGAATCATGCCGCCACAGTCGGATGCGGG
+CGGATTCCCGCCTGGGCAAATGGGGAGGCGCCAGACACCTCATGAAAAGTTTACAATCAC
+TAGGCTATATCGTACGGTCGACCGCGCAGTCGTTCCACTTCACCTCGAAACCTGAGCGGG
+TTGCTACAAGTTAGTCTTAGGCAGAGACAACAAGAGAGGATTCGTCTTGAGGCGTGAGTA
+CGCTTTTGGGACTGGTTCAGCTTTTAACAGGTCCGGAGGTGGGTTCGTTACAGAGCGGCG
+CCCCAGAGCCACCAACAGCTGAGCCCTACGCCAAAGTTCGGCTCGGAATCGTATAAGGTA
+GTGTTCTTACTGGAACCCTCTCACCCGTCCCTCGTTTGTCAAGCGAACGTTACTACTCAT
+TGTCGGATATGCTGTCGGCCAACACCCTTCCGAGTAAAAGGATTATCGTCCTTGCGGGCT
+TTGTGACATCGTGACGCAGCGACTGGGTCTATGAACCCGACTCGGTAGAGTCGGAAAGCT
+CTCCTGTCACGTTTCACTGACCACGTTTGAAGCCATAATGTGAAAGTGCCAAAGACTACT
+TCGTCTCACCGCACTCGTTTCTGTATGTCGATAATAGACGACTGCGAACACAACAGTGAG
+CGTTCACACTTTGGAAGTCGAATCTAGGTACATCCTGCACTCGATAATCACTGGGCTGTT
+TACCATTCTAACTGCTGGTTCTAGAGTCTCGGCCCTATTGCCCCGAGGACAGCAATGACT
+ATACGCCGTCGAAATGTCCAACATTAAATTTGACACCTGGTCATTTTTTGAATGCTTGAC
+GAACACTCCCATAACAATGTAGCGGCTATTGTCTCATACTCACCTTGAACGGAGGGGTGG
+TCGACTTCTCCCGTGCGGGGCGATGGGCCCCCCAAACTCGAAAACTTAGGCCACAGTAAT
+TAGAAAGGCAAGCTCGTAACTAATGTCCAGTCAACATCGCCACCGTACCTTCCTTCTTTC
+CCTAAGTGCTGCATCCGATTTAATCCACTCTAGAGCAACAAGGGACCCTCTCTGGCCTAG
+ATCGTAGAAACGGAATCGCTGTTGTTATTACATTATCGAGCACACACTTCCATCTACAAT
+TCTTTGACCGTCTCCGTAGGGAAAGACTACACGGCGCGGGCTATAGTGATGTGGTGCTCG
+GTGTATCAAATAAACTAGAAGCATCGCACACTAGCACATCTTGCAAACAACGCGCCCCAT
+CTCCGAAATTTTGATCCTACAATTTGCCTGGTCGTGCCTTGGGAGTCTTCCCTTAAATCG
+ATTCAGCAACCTGCTGTTAGTTCATGTCCTACACGAGACGGCCCGCGTCACTGAATCCGC
+AGGATGTGGCCGCTCGGAGGGCAGTGACCAACCTCCCCGAAGCGCTGTGATCAGGAAAAT
+TCTGCGGAGTCTCGATCCTCTGACATCCCAGCTAAATGTGCATGGTAGCTAAGGCCGTGT
+TTATCATTCTTGAAACCATATGTGGACTCCCCCCATAACGGAATGTTCTGTTCAGGGATA
+AAAGCTTCCGGCACTCTTAGTGAAAGCTGTCCACGACTACCCAGAGGATCAAGAATTTTG
+ATACGGACATCAAAAGTCAAGAGTCCAGCTATATGAGAAGCTAGTTACTTTAAGAAATTA
+GCCACGAACTTCTATCGTTCCCGCCCGAGGGGCGGGGCTTGCAGCGGCCACCACGTGAGG
+TTTTGGTTCTCCCACGATTTAGTTATCTTGTTTGTCGAATTCGGCGGCGTGACTTACATG
+GTTTCGTCAGTTGGCTCGACGGGTAAACTGATGTGCTGGACCTATCTGCACGCATGAAGG
+GGCAGTAGACAAGCTAACCGATAGCGGATAATCGAAGTAACCATGCGTGTGGGATGTTAG
+AATAGCTGGCCTCATCGGCAGAAGCTAGAAGCTAAGGCTTAGTGGGATCGTTTGCCGCGG
+GTTAGAACGTACATGTATCCTATAGCAACCTAAGAGCTCTGCCCCTTCATATCAGCTACA
+AGCAAGGAAACCCGCAATGCAGTGTATCTGCTTAATTGCACCGCGCGCTTGTGCATTTGT
+AGACGATCTTCCACCTAATCAACCACACGTTCTGATCTAATTTAGTAACGTCGGGGATGC
+TGCTGCAATCCTGGCAATAGGTGGCCGTTGCTTGGAGTTCCCGAACTGGCTGCATCTGCA
+GCTCATTGGACCCCGCCAGAGGGTTGTATGCCTGGCCTTAGATGATACTTTATTCGCCCG
+TAATGACGTTAGACGAAAGAACAGTTCTGACACATTATCGCTTTCGCCCTGCTAACGTGG
+TCTGACCATCTTTTGTGTTCATCGAATGTCTGGTCGAAGTCAACAAAATCTTAATCTGAG
+GGGGGAGTAGTTATACCTCATTCCTTTCGCTCTCGTGGTATTCGAGTTAATAAGTGCACT
+GTTGAAAGGTCTAGATGGACGGCTGAGCAGTGCGTATAAAAATACGCGGGTGCGAATTGG
+GGCGAACATACTACTGCGCAAATCTCGCAAGTATAGTCAAAGGGTTGTTGTCTTTACCAC
+CTGGGTGGTAGCGAGCCCTTAATTCACATTATCGTGTCCTCCCGAGCCAGCCTAGACGAC
+AGGCATAAAAGCGTTGACCAGACATAGCAGCCTGTAACGGAGGGGATAATTCCCGCGTAG
+CAGGAACAATCAAACTCTTTAGGGCAATCCCCGCGCCGCGAGTACTCGCCCTATCTGCAT
+GTGGCCAGCCCGAGCCATTGGAAAAATCAGGGCGGTTTCGACTCGTTGTTTAGCTGAGGG
+CCTACGAAGGTGATAGGGGGCATACCAGCAGTATGAATGGGAAGGCCTTCCGTATTTCAG
+ACTCTACTTTTTGAGAAATAACCATACAGTAGAAGTAATGATAGTAACGTAAGAGATATC
+TTTAATCCTAAAGACGGTTTAAGAACTCTGCGTTTGCGCAATCCCGCGCTCAAATAAGGT
+TTGTTCATGCCTCGAGAAGATCCCGATTACCTTATCACCCACATAGGCAAGCACCACGCC
+GACGCATTGAGCCTTACCTTTGTGGGCTTTTCACAGATGATTTATCTACTAGGTGCGAAT
+GCAACAAACCACGAATCTGAGCGTGACATTTCCAACTTCTGTGAAGACATTGTAACAGTG
+AGGCGGGCTCACTTCAAGAATCAGAGTACGAAGAGACAATCCGCCTCGAATGTTACCGAT
+TAGGATGTCTCAGATCGAGCACTTAGTCAGCGGGCAAGCTTTAGCAGGTCAAATGACGTA
+CTCGTGGATGCGAAGTTAAGTCACAGCAGGCTTATAGCATCCCCCAATAACTGACATTGG
+CTAGAGCGCCAGATAACCGGTTCACTGCGCAGTTAGTACTCGAGGAAAACATCCATTGTG
+CAGCGACGGTTGAACGGCGTTTGCTGGTGCCCACCACGCTCAGCCGCGCTTCTGTGAACG
+TGGCATGCATGTTGTCCTACACCCTTTCTCAAAAGAATTTAGTGGCCGTGGTCACCTACA
+GGAAACGCTATGATTGGTGGCACGTGCCGATGCGCAACGCCGGAACCACCTTGACGTGTG
+GTGGGGCTAAAGAATTTGCATCCACGCACAAGCTGTGTCAGGGACCTGGCTCCAATAAAA
+CCATGTGATAATGTCTAATTTTGCGGTTTGACGCACAAGTAGCTGCCTAGAACCTGCCGT
+AGATGGTATCCTGTTCACAACGCTCTCCTCCGTCTATGTAGCGGTCTTCGCATAACACAC
+ATGAATATCTCTAGTAGGTGAGTAATTTAGCATCACGAATCTCCGTCTCCTACTGATTCT
+GCTATTGCCCGGTCGAACTGGTCGTGTCGAAGTGTAGTCGACAAGCGTAACGGTGTCAAA
+ACATTGACCCAGAATGACTTTTAACATCGTGATGTTAGGTACGCTCTCTGCGGCGAAAAT
+GGGATAAATCAAGCTCCCTTAATGCGGTCTGCTACATTGCTTCCAAAGGTATCAGGGTCA
+GCAATCAGCTGTAAGAACAACGGCCGCCCATGAAATAGTTGGGGCGTCGGGCCGACAATT
+TAGTACATCACTATCCAAAGACTGGGCTCTTCCCGCGGTAGGTGGGACTCTCCCTGCCCC
+GGCGTGCACATGGTTACGACGACGGGACGAATCAATCAATTTTCTATCCAAAGGACCAAC
+CTTGCTTGTAAAGCAGCGCAAACAACTACAGTATACTCCTAACTGTAAAGAGCAAGGGGT
+ACATTAAAAAGGGTTCGTGGCCTTTTGGACCGCGGTCTAGAGGCAGCGCTACATGGGCTT
+CGGCACAGCGGCCATACACAGCCGGGCCACCAATCGATCCGTTATTGATGCGTAGGACTT
+CCTGATAATGTGTTACCCGAGCCCGTTGTACTCCGGGCATAAGGCTGATCTCTTAACAGC
+TTGCCGAGTGTAGGGCTTGTAGTCAACAAAATGCGAGATGCCCGCTGGACGATACGGAAC
+AGTGACGACACCAGCTAAAAAGTTACACCAGAACACTTGTGGGATATGCTGGTGTGTTTC
+TAAATAGTATTGGATTCGGTAAGCTTTTATAACTGCAAAATGCAGAACAAATTCGTAACT
+ATATCCACTCCAGAAACCTGATCGGAATACTCAACTATTGATTCGGGTATAAGATCCGCC
+GGCGAAATCGTCTTCAGGCCCATTACTCAGGATCCCACCAGTCTTTATTGACCTTGCTCA
+TCCAGGGGCCCCTTGCGATCTCGGCAAAGTTACAATGGTGGATACTCATGATGCCTGGTA
+TCCTGCTCATTGTCTAATCCTGAACGAATGGAACGTAATCATTAAGCGTAATGTCTTAAA
+TTCTTTGCTCGCGAATCCGGGTACGTTGTGGGGTCGGAGGATCTTTGGGTCGAACGTGAC
+TCTCCTACCATCGGAAGGCGACAAAGCTTCTCGAGATCGAGAACTGTTTATGAAGAGAAC
+ATCAAAAAACATTGCTGTGGGGGCTGCGCGTTCCTTCAGTATTCCATTATTCATAACGAT
+GCATGGTGTGATACATCTGCCGTTGGACAAACGTTCAACCTCTACATTAGCCTTATTTTA
+CCCAATCAGGCAAGAGTCTGACATCAAATGAGACGCGTCAGCTTAATGAGCGGTAGACCA
+ATACTCCGGCCTACGTGGCTTACTACAGGGGAAAGTGAGGGAAGTTCTGGTTCACTCCGA
+ATCAACGTCATACACTGCTGGTCAGAGAATATGCCTAGGTACTTGGTGACTAACAGGTTT
+CCCTCACCGAAGGTGCTGCGCTTCCTCATGGGGGTGCTATTTTGTGTGCGTCATGCCAAC
+ATCATACAGCGGGTGGAGAGATGAATTAAGATACGGCGTTGGGTAGGAGTATCACTAGAT
+AATACACATTCCCATTGGTTGTGGTGAGGAGAACTGCGTGAAAAAACCTCGACGGCGCAG
+GTGGGTGGGTTCGACCCATTACAGCGCGGCAATACGTGGTCATGCCTCGGACCTACTCCC
+GTTACTTAGGATTAGAGCCGATTTCTCATTAACCGTTGAGAACTTGCAGTCCAACGTAGG
+AAGGTCTGAGATATTAGATTTCTGAAGGCTCTCACAATGGATTATTTGCTTGCGAGATCT
+ATAATGGAAGTCGAGCCTCTTTTTCCTCCGGAATACACCGCGAACAGAAATCAGGGGTCT
+CTAAGTAGTTGCTCGTGCAGGTGGGTCTGAGCGTTCGTTCCTAGGCTACTAGGCAAAATA
+CCTTGTTTTGGGAACTGAAATGCCTGTTAAATTAAAGGGACACTCTTTAGATAAGTCTTT
+TAGAAATAGGCCCATAACTGAAAACCGTAGATCGTCGCGGTGAAAGTATAACCGACGAGT
+GAGGAAGGAAACGGTGCGCAAGCGGCAACCCAGTCATTTGGGAGTCCCGCTGTCAGTCGT
+GTCGTTTCGCAATTTTGTTACCTCGCTGCTTTAACGCCGCGTAGGGGATCCTACTTGTGC
+GCCGTATGACGGTCGCCGTCTGACAATTTCTATAGGGGGAGAATAGAAGACGCCCTGCTG
+CTATTTGGAGTGTCTGACCGTATGTCATCGCTTCCAAAGTCTCGCACATACAGATCCTTA
+GGATCACAAGGGCGTTGACGCCCGGCGTGAGTTCCACGCGGGACATTTGACAGATCAACG
+AGCTGCCCCAAATGAGTTAATGCGCCCGAGTTTCAGATGCTTAATCAGGGGCGCGGGAGC
+TCCTCGCAATGCTGAAGACCCACATACGTCTTGGGGAGTCAAGGACGATGCTGGGACGGC
+CCCTGCTAAAGTTGTCCAATCCCACACGCTTCCCACGGTTGTTCTCCTTGGCCTCCAATT
+CACTCCAGATACGAGGGGCACTTCTTCCTGCGGGCACCATCCCAACCTTACGCGTCGAGC
+GCGCTTCTGCATGTGTTATTGAGAAGTATTCACATTTCATGCGTTCACGCTCAGCCCTAT
+TGCGTTGCCGTCATGCCCGCATGGCGGAACACGGGCCGTTACTTGATTATAACGCCTGCA
+CGAAGTTATCATGGCTAGCATTGAGGGTGTTCGTTGAGTAGCCGCCTCTGGCTGTGTTCT
+TGAAGGCATTTTTCTAAACTGTAATATCTCCTATATTGCTGTCGGAGCCCACTGAGGACA
+CACGTCCGCTCAGCATCTATTAGTGTATTGATTGGGGTATAGCTCCTCTCTGCTCAGAGC
+CACAGCTTACGGATTTTCGGGGTTTGTTTCATCGGTGAATGCCGAATCAATGGTTCTGAA
+CTATGCGTACCGAGATACATTCCTAAAATACAGGCAAGTGCTGCGCGGACTTACGTCTCC
+TGAAGGGTAAAACTCCTCTTCAAAATAATATATGAATCTTCCTACATTCATGTTTCCAGA
+CACTAACCTTTCGTTATTATTAAGTCGTTATTAAGGGCAACCTGGTTGATCATCTTCCCC
+TAATTGTCCAGTTTACGTTTTATATTATCAGGGGCTGATTGGCACGGAAATCTAACAAGT
+GAAAACCGCATCCGTGGCTAATCTCAAAGCCCAGAGCACGTCTTACGGCTGGCCTCAACA
+TATTTTAACGTTGCCAAGAGTTATCCAGTATCAAGTTTCTCGAATCATCATCATGTGCTA
+ACGATGGCGCGGGACAAGAACACGCGCCTCTCGGACTAGGCCTCACCAAGTCTTGACGTT
+GATACGGCGGCCCGCAAGACTAAGCGGAAACCGCGGAGAGACCCCTAAATCAGCTGACCA
+CACTCTGGACTGTAAATGAGGGCGGCGCCTGGACGAAGGTGTCCCCATCATCCCTAATCC
+GCAAAGACAGGCAGATCCCTTCATGATCCCGAATATACATAGGAATATATGTCCGTACTG
+CGCGCTGGTGCCGCTTTCTCACAGACGTCGCAAGTTCAATGGTCTTCCACATTGCTTGAC
+GTAGCAACGAGTAATTACGTCGTTGTCCATGCTCAGAGCAATGGGCTCTCTGAAGTCGCC
+TGCAGGTGCCACTGTACTGCGGTGCAGTCGTAAAGCTTAAGTGTTGTCGTACCGTAAGTA
+TCCTCACCTGCTGTTATAGGTCGGTCGGATTGGGATCGAGTCCATGATAACTGAATACCG
+AACGGCCTTAAGGAGCAAAGAGCAATAATTCTCTCGTCAATCGGTGGGGCCTCGTAGCGG
+GACAGCTTTCGACTACCTCAGGTTTCATCCTGGAGCTTCCATCAAACGCAGCAGTACACA
+CCAAGGCGAGCTTAGGTAAACGGATTTAGCCATCCGCTGGCGTCGCGCTGTAATTTTGAC
+CACACAAAGTAGACATGGAGCTTTCTCAGCATCGCAAGTCCCACATGTCTCAACGTTGCC
+TCCATGTCGTAAGTTAAGTGGACTAATAGTGAGTGCTGCTTTTATTTTGATGCGGGTATT
+GGTACTAAGTCCGGTTGGCGCGACAATTAGAGTGATTGGACTGTCCGGCTCCAGGATTCA
+GCACACTACATTCAGTCCCAACCATCCATCTAGAACTGGGTACTGTCAGGCTCGCAGGTC
+CGAGCGCTCTAGTGGTTGCAGATGCGCGGCCGAGGTTGAGTTAGAAGGCCATAATATTCT
+CGTTCGAGTAGTATCGAGTGTGACTTAGGATAAGTGGTTTAAAGCTATAGCTCTGAGTAG
+ACGATCTATAAACTGGGATGTCGCGGTGGCATGCTCAGCAATCCCTGTGCCGACGCAGTG
+AATTGTTTAATTGAGCCAATCATGTAAACCCAACTAGTTCTGACACACGACAGTAATGAC
+GACATTAAATTGCGAGATCTGAGCGCTTGCCCAGGTGTCACAGTTCTTCTTTACTGAGAA
+AACTTATAACTACCCAACATATATCGCTCTGCGGACGCGCACGACGGTAGCAAACAACGA
+TTGCTACCACCCGACATTAGGAAGACTGGTATAGCTAATCAACCTGTACAAATCTACGGG
+TTAGCTCTGCAGAGAGGTGAGAACCGAATGATATGAAACACGACATAGTCTGGTGGGGTG
+AATGCTCAATCGATAACCGTATCGTATCTCTGGGATCGCATCCGCACGCAAGTTGCTTCG
+TCATTGGCAGGAAGTGTTTACAGGACGTGTCACGTTCGCACGCTCCCTACAACCTCTGTG
+ACAGATCTGCGAGCCCTCGTAACTAAGCGGTGGATCCTTTTATGATGCCGATCGTTCGAG
+GTGGGTAGAGTCCTCAGCATTGCCGTTGACATGATGCCTTTCCGTGGGACTATACGCCGG
+CCACGAATGGTAGTGGCCGGAGTCTCTTAACGTTTGAGCAAGGTGGATCTCTCCTCTGTC
+CGTTGCAGGCGCGAGAAGCGTCAGATTTCTGTCTAGTGTGGTTCCGCAGTTGTCTCGGCA
+ACGTTTTAGGCATCATCATGAGAAGTCCACGTTTAGACATCGCCCTTTCTTTTAAAACAA
+TTTCTGATCCCTGTGGCAACAAATGCTGATATAGTCCTGGCATAATCGACGACATTTAAG
+CACAAAACAAGCCTTCGCGGCAGGGGAGAACGTTAGCGGAGAGTGGAAGGTTGTGGCAGC
+ATCCCGATACAAATATCACAAAGCCTTATTACACAAATGCATGGCTACGGTATACCACCC
+CCGGTGGATCGGCCAGTTGGGTGTAATTGGCAACTGTGGAACGATTGCACACATTCGGTA
+ATACGTGTCGCTACGGGGGTTTCGGGGAACTGGGAGCCCATCCAGGTTTTAGCCCATGGG
+CTGTTATTGTCAGTCACCACATGAAGTGTTCAGGGAGTTTGTGACCCTTAGCTGACACCA
+CTACAATTGGAATATGCTGGCACGCCTCTTTGCACACGTTCAACCTTCCCTCAAGAATTC
+TTCTTATTGTCTCCACGCGCACACCAGAAGTAGAGCAACTTTCTAATCGTGTCTCTATGC
+CCCCCTACTAGTGTGCTCCCCCCTATTCGGTAAGTCGCCCATAAGAGTTGTGCCGTATCC
+CAGAAACAGACTCTTAAACGAGCAGTCGCATGCGCAGATCTAAGATCCGCGCCTTGGAGG
+GATCCGGGTGCGTGGGCGTAATAAAAAATTTAGCCACGAGCAGTCCCGACCCTCTGATAT
+TGTACTTCTATGCGCCCGAAAGGACAAGCTGTTTGTGGCTAAATGCAGTTTAGCTTTGCG
+GCATCTCATGTCTCCATGCGGCACCATCCCGTCGGGATCTCGATGTACGTTGGGCGGAGA
+GCACTTTTTACCCAGCAGCCTATGGGCGGGATGACTTGTGTTAGGCATGGGCACAATCAC
+ACCTGGCGATATACCGCTCGATCGAGCAAACCCCCGTGATGCCTCTTTAGGCCACACAAA
+CATCTCTCTGCATTCAATTCAATCCAGCCATACGTAACGGGTCAAGAATATTTTACTCCA
+CTTTACTACACAGTACTACGGTTTGCCACTCAGGACATGACGTCAACCTGAATAGGGACA
+CTCCTACCTATAAATATGCGCGAATTCCCACACGTCTTAAATCGCATGCCATAAGTGACT
+TGCGCGTGAATTAGTTCGCAAGCCTATAATCCGTGACATATCTAAGCCGCGATTATCACT
+TGGCCTATGGTTCGGACTGGACTCCTTCTATCGCAGCAGCGACTGCGGTATGCTAGGCAG
+CCCATCAAGTTAATTTGGACCGACCCCCAATCACACGACTACCGGCAGCTTGTCTTAGTT
+AGCCTGAATGGAAACAACAGGCAGAGAAGAAAGTCGAACGCCGAGTGATGGACTTTCCAC
+TAGAAGAGCCGGTCGGCATAATGATATTGGTGACATCGCCCAATAATTGTGGAAATTGAC
+TACTGTGATTACTTGTTATTCGCCAACTTGCTGTAACAGATCCGTTCGACATCCGACGCG
+CACAAGCTTAAACTAGACTTCCCGGCTGAGGGACATTTTTCGGGCATCGGATGGATTTTA
+TGTTACTGAAAAGTTACGTGCCACCGCTGCGGGTCCGACAGGCTTACAAATGTCTACTGT
+GTTACTAAGTTGCAGCAGTCGGAAAACTACGAGTTACTTTATGGTGTCAACATGCCGCGA
+CATCCCCCTAGTAGCGACAGTATGAGAGAGCGGTGCCCGATGCAGAAGGGGCGGACACTT
+TGCCTGATGCCACACACAGAATCGACCGTGTAGAGTAGACATAAGTCTAAACACGACGCA
+CCAGAGAGCCTTATCGAGAGCACCGAAGATTTTTCCAGTGTCTCTTGTTGAACCCTCTAT
+GACAGTTGTTAACAGCCCGAATGATTAGGATTGGAACATGCTCATTATGTTAGCGGTATG
+TCCCTTACCGCGCCCAGTTAGTGTTAGTACACCCATTTCGAAATATAGCGCTCGAAAGCC
+GAAGAATGAAGGGTGGCGCCTCGTCCAGCTATTAGGATGCCACAACCGATTTTCGCTAAA
+GGGCCGTGTTGCGTGGGGAAAGGTTCGGTCTATCATAAGAACCCTGCTGATAAGGTTTGC
+ATACTTAAGTGAGATATCGAACTGCTAGTGCGATGTGTCAGCCCGGTTTTGGATTGCAAC
+AGGATCGCCAAGGAGAAAAGCTAAGGCACTTCGGGTCACTACCCGTAAGCACACTGCACA
+GGGTCCAATTTATAGCTAGAAATGGAGTACAGATATTAGGGGGCTAAAGGTCATGCTTAC
+TGCACTTGACGCGTTGGAAAGCCTGCTCCAGCCTCAACATGTAGAACCCACGTACAGCAA
+TGGCCGCGTGGTTTGTCAATACAGATGACGTTGCCTAGCCAGGACGCTAATCTAACACAA
+GCAAGGAACCCTACATAGCCAGCGTGGCCGCCAAAACATAAACGAAAGTTGATCGATGAC
+CTATAGAACAAACATACTTTTAATTTGCGCGGCGCTATATCGATTAACTAAAGATTTTGC
+TTGACTTGGCTCAATATACGTTGGACGACCTGTCTTGATACCCCACTGCGCCCCGTCTTA
+TATCCACAACAATTAGGAGACAGTTAATTGAGACGACTGGTGTCATCATCAATATGTAGC
+AACTTTCAGGGTGGAGAGTTACTACTCTACAAGTTGCCTCGCATCACTACTCACCAATGG
+GGCTATAGGTTGGGGAGGCGGTGTTGCGCGTTCCGAGAATGTCTTGATCTAAAGTCCAAG
+GCAGTTGCTAATGGGGCTTTTTAGGATCCGGAGATTTCAGGTAATCTTGCCTGAGACTCG
+AAGTCCACCTCATTGCGATCTTATCGGAAGGGATGCCACACAACTGGGTCGCGAGCGGCG
+AGACCCTCCCACATGATCGAGATTAACGGATTCAGAGGGAGCGTCCCTGTAAATCAGCGC
+TTGATGTCGATACTGACGCCTCAATATCTGCCCTTCAGCAAATCGGGTGTTGTAAGCCGA
+TTTTACTGAGAGATATCCCACCACCATAGCCCACTATCATCTATGGGATCTATAATTCCA
+CAACCGGTCTCTGAAAACTTAATAGTCATAAGGCGTGGGATTGTAGATGCTCGCACTATT
+AATCAAATGTCCTTGGGACAATACCTGTCTGAGTCCTCAATAGCAGATCGCGTCGTGTTG
+CTTACGGGGCCGACACAATGAAACAGGGTGCCTCAGAACTTTACCCTAATCCTTTCGCAG
+TATCTCGGGAAACGCCCGGGAAAGCGAAAGATGAGTGCGCCCTACTCAAGAGTTATGCTC
+AGAAACGTCGAGTTCACTGGCAGTGAAACTCGAAGGTTACGTGGGATCCTACGCCAAGTC
+TTTACCTGTAGGCCGAGCATCTGACGAGGGGGGGCGACCTTAGCAGCCGCTGGGGAACTC
+ATCGTAACAAACGTCGAACCGCCGGCTTGTTGGTGTGCTCTTTAGGATAATGAGAAGTCC
+GTGCTGCTGCATAGCATACGTTTCCCAGCTATATACCGCTACTAAGATTCAAAAATCGAA
+CGCTGAATATACGAGGCCCGGCGTCCAAATGTCGCTGGGGTTGCCCACTGTTTATACCAG
+CCAATGATACTTCAAGCTTCCGTGAAATAAAGAATAGTCTACGATTGCGAGACACACGTC
+GTGTGTGACGTTAAATATCCCTTGTTTATGTATCAAAACGTAATATACGCACGTGAGCTG
+AGATTCTTTCACTACAAGCTTGGACTCAAAAGACTTTCACGCCAGGTCGCCAGAAAAGAT
+AAGGTGGATTGCTCTGGCAACGCTCATCCGAGGACACTTGGTGACAAGGGCTCACAGTGT
+GAAAAAATGTTACGAAGCTCACATTGCTGGGCTAACCTCAAATACCGGTCGGATTGGGGG
+ATTCCACACGTTGCGAGGTGTTTCAGAGAAGATATTTCGGGGGGTGACGTGGATAGCCAC
+GTCTCTAGCTCCAAAGAAGGCTTACGTTGGATCTCTAGTCACCAATCTATCAGTTCGATC
+CAATGTCTCTCATCGTCCTGCCGGTTGGTGTAAGATCAGTACGCTAGCAATTCGGGCAAT
+ATCTACGAGTGCTCCCATGCAAGCACCGGCCACGTAGGGGTAAGATCTTTTAAAGAAAAG
+TGCGCTGACCCAACAGCTAGGAGCGTTGCTCCCGTGATCAGCCTCACTGAGGTATGTAGA
+GCTCTCACTTTTCCTGTGGTTGGTGTCTTGGCAACCCGTCATAAGCTGAACAGGTTAGCG
+TGACGACGTATCAACATCTATCGCGCAGATGAGCGAACGAAAGCACCATTTGTTATCCCG
+TAGAGTCATTGAATATGGTGCTGATACATTAATATAAGTTATTCTTGCGCATGAAGGCGT
+GTTTTTATTTCCAAGGAGCCTGCGAGCCTCCAGGGCGTCTTGTCGAACCGAGGGTTTAAG
+GAGCCATGCGGCTCGTCTCGCTTACCTTCGTAATTTGCTCACGTACAACAACCCCCACGC
+TGGGTAACGCGACTAGTGCCAGTATTGAATCTGAGTGATTTCTGCCAGCGCTATTTACAT
+TAGGCAGCGCAGTCCGATACACTCAGAGTTACTGGGGTACTAGAAGAGGCAACACAAAAC
+CCTTGTCAAAATGCCAGCTGGCAGAGGCTAGGTACTGGATCAGGAATCTCCGGACGCATT
+ATGGGTCTAGCGCTTTGCAGCAGCCGGTGACACAACTGCTTGGATCTCCCATTGGCGGAC
+TGAACGCTAAATGGACCGACGGTTGGGCCATCCCCCCTGCTGGAAGGCCCTCATTGCCAA
+GGGCACACTGTCAGATCACTGGCTAACAGTTCCCCTCAGAGCATTCCCGAAATGACGAGA
+TTGTCTTCGCTTGCTATGTCTTTCTTTATAGCCAGGTGTAAGCACGTCTCATGGATCTCA
+CTGCTTTGTGCCCTCTCCGTTCATTCTAAGTTAGCTACAAAGCGCCACGTTAGAGACTAC
+CCTCATTGAGGACTGCTACGAAGGCCCAAGTCATTACGGGACAAACTAATTAATAATGGT
+GATTAATGACTTTAACTAGTGGAACTCATTCGCGACATACTGTAGTGAATCGTGTCATGA
+AACTAGTCAAGCCTTGGCAACATGACCGGTGTATAGCACCCCCGTTCTACGGGGTTCCAG
+AAAAACTGGGTCCTTGCTCCACCACGTGATTAGTACCGTGTCGTGGATTCACGTCTAGAC
+GACTTTATCTCGCAGTTGAACAGGAGCACATGCTGGAAGAAACCCATTCATGAGTTCACA
+ACGAATCGTGTCCGGTCAATTGACGTTAGCCAAAGGCTCTGGTCATAACGCTCAGATGTG
+ATGTTTTGAACATCGTATACGATAGACGTTATAACCTAGTACTCCACCTGAGCCCGTACG
+TCTTGATCATGATCCCTATACATTAAGGGGTTAGACACCGCTCGCAGTTAACGACGCCCA
+CGAAGGTGCACAACAGCCCGCATGCGTATGAATAAGGCGTCAGGAATTACACGGCCGCCG
+TGAGCCTGCTATTGGCAGGGTTAAAGGCAGCTCAGAGGCGGCTAGAGACTTTGCTATCGT
+AGTCAACGTCCGGAATCTGCTACTGCACGTCAGATTAAGGGGTAACTCAACACAATAGCC
+TGAAGAATGCTCTCAGTTGTCTTGACTGTCACGCTGATAGCAGATTAGCGCACCCAACCA
+CCTTGCTCATAAGGGCTGGAGACGGTGCTCTGTAGCGCTTTTTAGGCGTGGTAGTATTTG
+GTCACCCTCTTTAGGCGACGCCATTCATTTCCTCGGCCGCGGATCTAGCGCTAGTCCGGT
+GTATCCCCCGGCGTCAGGGTCACCGTACGTCCTAATAATTCATCCTCGCCCAGTATGAGA
+GGGACTGAATAGGGCTGTCGATTGCTCGGTCTTGTGGAACTTGATTGGGTTGGACCCCTG
+CCCGGCTCCTGCGTTGTGATACGCTAGTGGAAATGTAGAGACTTCACGCAACGGAGTTAA
+GTGGGGGATGCGAGCCTGAGGCTTTTTTATCTGCTCATGTTAGGCATCGGGGCTGAGTTG
+GACTTTTACCCTCCTTTCGTCGTAGCCAACCCCGAGCACCCACGCGTCTACGGAGTGTAA
+CACATTACCACCCGGGTTATGGTGGGCTAAGCGACCAGGAATTAAGTCGTAGGGAAGCCC
+TATGTATTCGACTCCAGCGAATATGGAAAAGTGAATCCTCTGTCTTCCCAATTTTATACC
+AGCTCGCAAATACCTGAAATGGGTCGTAATATGTAACCCCTACCTCTATCTAAGGATGAT
+CACGACCGGGTGCGAGATGAAACTCCGGGACGGTGTGAGAGATTCGTAATGGCTATTAGA
+CCGGTCATTCCGACTGGCTCATATGATTCGCTGCTGGGATCTGCCGTTTCGCAAGCCCGT
+AGCTGGGCATGAATTAAACCATTATCACTCCCGCGTGTTTTCAAAATACATAGTGGTAGC
+ATATAAACCAGGGTTGCACGCTCTCAGATTGCAAGCGGGTTCGCCTTAGGGTGTGTTGAT
+CCTACGTGATCCTTCAACCCTCCCGTGTAGGTGAAGCGCACTTGAGTGGAGCCTCCATCT
+CTCGGCCACTCAGTCGTGGCCTTCGCATAGCTTGGTTGCTGCGGTCACAAGTGCCACTGG
+TGACGCTCAGCCTCGAGGGATGATCAGTGAAGCGCTGCCGGTGTAAGCGTAGATTTATAT
+ATAGTAGTGGCTGACTCGAGTAATTGGCCTCGGAATGTCCGTGTTACCATGCCTAAATTG
+TATCTTAGACCCGTACACTCCACCATCGATGCCCGTAGGCGAATATCCCTGTGTCGCCGT
+GGTCGCGTCCTCGCATCTGTGCGCGTTCTCTCAGATAGTCCCCCCGTAACAAGCGATGAG
+CCCTAAGGCAGGGCTTGGGTCGGCATGGTGAGCATCGGCAGAGGCCCCACGCACGTTTTA
+ACCGCCGTCCCATCGAGGAGTGTCTCTAGATTACAATAGGGGCGTTGTAATTATCCATAA
+GTCTCAGCGCTGCGGGAGGTGCGGTTCCATTATCCACCGGCTAGTGCAGGGGTGAAAGGG
+CGCTGGTGAGCCCGCGGAGCAAAGGTCTAGGCACACACACCTATACGAAAAATATAGCTC
+TCGTGTTTCCTAGCATCTGGTTTGACTGTTGAGTGCCATTAAAGCCAATCCCAGGCATCG
+CGCAACTAGTAACGTATTACCCCCACAAGCGATCCGAAGTGCAAAATTCAGCTTTAAACA
+TGGGAGCGGTGGGACAGACAACGTATTGGAGGTTGCTACAACTCGCCACTTTCACTAAAG
+GCAATACTTTAGGGAAAATGCTCCCCATCTCCACTCCGTAGGGACCTCTGGTGGTACCGA
+GTTGATGCATCTATCGCCTTAAGTCGCTCCTTCATGCCCCTCTACTCAGCAGGCTGCCCC
+GGTAGATCACTCGCGTTGTACACAAGGGCACGCGGCTATGGAAGACTATTTTGAAGTCAG
+ATCGCGTAGATTCATATTAGAGGTTATTACTGTTCGTCACTGGTGGTACGGTGTTAATCG
+AAATTAGGAAGCAGATGACTAAGGGACCCATTGATAGCTATATGACACTCATAACTGTCA
+TATACTAGAAATTTTCGATGGCAGGATGTGTAGTGAGGTCCCCCGCCAGAGTCTAAAGCG
+CTGTAGACGGTTAATGCACGGATCTTAAAGTAACGACAAAGGGCCATAGGACACACCGGA
+AAAGGTAAACAGTAGTCAAGTACCCGACCCGCACGGGCATAACGGGTCTACATATAAGAA
+GAGGTTTGTACTACGAGAGGGGCGTGAGTCCGGCCCAATATCGCTCCTAGCCCTCCTTAG
+CCTAAGTGTGTTACAAGCGTCACCATTAAAGACGTCACCGAGTGGAACTCGTCACTACTA
+TAGCAAAAACAAACACTTTTAATAGTCTGCTCGGCCGGTAACAGCATAGATGGTTAGGGG
+CACGGTGTTTTTACGGTTGATGTATCAGCTACAAATCGTGTTCCCCTCCGTAGTCGAGAC
+TATGTACATTGGTATGGGGTTGCTCATGGTTATCGTAACGCTACTATCTGTGTATCAGTT
+GTCACAACCTGTACGCTGAATTCAGGCTTCCGTACCGCCAGATGCTTCGAACGATTGTCC
+AACCCACAAGCCTGATGGTTTGCAGGTGCAGAATTCGAGGACCTTCGGAGTTGCAGTACA
+GGATTGAAGATTAGTATATCTATTTCGGTGTTGCGATTAGGGAGATCCCATCATTCCTGT
+CAATACGCTCCGACCGGGTTTGCCACAACTCCCTTCATCAGCCCACCCGTGCTGGGGGTA
+GGCCGTGAATGTGTGCACCCTTGTGCAACTTAGGCGTACTACGCCCCAACTGTTATGCCC
+AAACTCGCTATTCCACCCCTAGCGCGCCGTCACCTAGATTACCAATCCTCCCCTCGTGAG
+AATGCCGTTTTCCGCGACTGTACATAAGTAGCAGATATCCAACTCCATGTGTTGTTCGTA
+CCGTTTACATACTTTTGAGTAACAGAGTACCGCTAGTTGATGCGAGGTCTGCAATTCGGT
+CTTGATCCTTGCACCGTTGGCAAGAGACGTGCACATAGCCCTCATTAAAGAAAATGAACG
+TGCGTATGCCACAAAGCATGCATAGACGAGCTACCGATATGGAATGTAAACTAAGCTTGC
+GGGCCCCGCCTTGCCATGTAGGTACGTCCTCCCAATTCGTGAGATTGGAGAGGTGCCACA
+ACCTCGCATGCATCGATGAACGCAGCAGGTCCCACAAGTTTAACCTACAGAAATACGCCA
+CACGCGTATAAGTCCTGGTCCCCATCGCGCTGTGCCACCCCGCTAAAGGGACGTTGGGCG
+ACTCTTAACTATTTGCAAAGATGTCATCGGCCCCTATAAAACAACGCGACCTGGGGCAAC
+CGCTCGACAATTACACTCCCGGGCTATCTTCGACCTAATCCCACAGCGTGCATTACGCCC
+AGACTTGGCCAGGACTTTCTTTTTTTCGGGACCGTACTGGGCTCGCTGACCAGATACCTG
+AGTCACCCCACGAAGGTTACAGCAGAGAACCCTTATCGCCATAGAGGATGCTCGCCAAAG
+CCCTTAGACACCTTGCGGATGCGTTTGGCGCTGAGATACAAAGTACGTCTGTGTAAACAC
+ATGTCCCTAATCTAAAATAAAAGGCAGTGTCGACTCGTGCTGAACTCGAGCCATCCGCGC
+AACTGGTACGCCAGATCTGGCCATGGAGTGCAGGTTCTGTAAGCTTGGCCCGTGCTTGCT
+GTGAGAATGTGTCGACCAATGTCTCAACTAACAGATTTGATTATTGTTTACACGAACGGT
+AACCGGTGGCCTCTAACTCGCTGACTTCACGAAATGGTGAAAAGCGGCCCTCCTGTTCGA
+TAGTAATAAGGGCAATCAGGCAATACATTCCGGGCAGCAGCGCTCGATGCTTAACTTGGA
+CCTGTCTAACAGGGGGCTTATCACAATCAGTTTCTTCTGTGCGCTTCGATGAAGTGTGGG
+TTACAGGCAGATGCCTTTCGACTCCACGCCTTTGCGCGGTGGTCCCTAATACGTCGGTTC
+CCGTCATATTCCAGCCCTTAACGCATTATCCGAAAGTAACTACAGCTTCGTTGGTAACAG
+GGTGCGAAGGACTGTACTGAGCGTGTGACGATCCGTCGAGGTACTCGGAAGGTGCTTCCT
+GAATCAACTCTCTTCCGGAGCTACCATGGTGAAGTCGATCTCCGCAGCATTCTGTGCAGT
+GACCGTAACACATATCCGCCGACGGTTAAGCCGGGCTCGGATGGACATTACCGTTGCCGA
+TCCTATTCGTTCGGAGCAAGGCCCCATGGGCTAGTGTTTGATTTAGGTATTATTTTGATG
+ACCGGATCCTCAAGCTGGACCGTGACCTGACAATGTAATAGAGCCATGGCGAATACCTTT
+TACTACCCACACAAGACGGCCAGACCTAGTTTACCTTGCGCAGGCCGCATCCAGCCATCT
+GGTGTTACATACGAGGACTGTGGCCTCAAGTATGGGAGGGTACGTTTGTCCCCGCCATAA
+GATCACTAACCGAATTAACATCCAAACGGAAGGTCGCTAAGCTAGAAAAAGCGCACAGGG
+CGGGTGGACTTCTGAATGTTAGGCAAGGAAGACGACTTTGGTCGGTGTACATTGCGGCGC
+GTGGAGAGTAAATGTCGCGTCGGCATACAGAGGTCAGGGGTATAAACACATCTTGCTTCC
+ACCTTTACAAGAATGACTTCGCGCGGCCATTCTCGGCCAGGCAACATCAACGTGCCCTTT
+AGTCGTATTGGTAACGCATTCCCCAGCAATTGACTTCCGGTGATGTAACTGGCCTACGGA
+ATAGGAGAATGTTGGTCTGGTGCGGACAAATATATGAGGCGAAACGCCCCAAGTTGGTCC
+AGGAGGTATTTGGGAGAGCACCTGACCGCCCTTATTTGGGGACAAAGTCCGGCCTTCCGT
+ATCATATAGGGCTCGGCAGTCTGGAACTGTGAATGAGCAACTAGGTTGGGAGCTAAAACA
+AGCAGACCCCTTGAGTCCATCGGGGAAGTCCCCGAAAAAGGATTACCGACAACAATTGCG
+TGCGGGAGCACGAAGCTGACTCTGGTCGGTGGGGCACTTCGAGAGTTGGCATGACGAATT
+CGGGGCGAGCTTATCGGAAATTAGTCTCGATGCTCTCCTACAGACCCGTAAGCTAGCCAA
+CCTACCTGGGCTGCTCAGTAACTCGAATGTCTGTGAAGCCAAGTCACGTTACGTCAGACT
+AAACGTCCCTCATACGATTACGTTCAGGGTCGGTTCGCCTAAGTAAAAACTCTCTCAACA
+GGCTTATCAAACCCTGGAAACCCACGTTGCAGGTTGAACCACCCATATCGTGTCACCCGG
+GGATCTCAATTGCCGTGAGGAACATTTCATACCGCTTCGAGTTATAGCAACACATGCCCT
+TCTCAACTGTACCACGCAGGAGGGTAATCCCGCGATTCCCGTCCGAGGGCGCCATCCGGT
+CATGTCTATAAGAAGTGTCCTATAGGCGCACGGGAATGCATGCATGCCCAAGCGCTGATA
+GGCAAGAGAGTGAAATCTACTCGAATTCTCGCGGGCGCCAGCGGAGTGTACATAGGTCCC
+TTTCGGGCCGTTACTGGTGTCGCAGTTCCCCACATGAAGGGGTGCGGTTGCGTAGTTACT
+GTAGCCGTCACAAGTATATATGTCAATATCAAGGTTATTCCGCGCCGTGCGAAAATAAAT
+CATTCGAAAATTAGCCGGGTGATTGTAAGGGAAGGTAAACACGAGTGACTTACCCTAGCT
+AATGGCGGCGGCGTGCACCCTAGAGTACTGGTTTCGACTTCTCCTGAACCTAATTGTAGT
+GAGGTGCGTAACGAATGGCTGATTGCTCGTATCTGTAAGTTGGGGTGACGTAGCTGGGGA
+CCTAAACATAAGAGTAGCATGAAGTATTTCTTGTAATGAGGGTGGAGTAGTACGTGAACA
+TCTCCGGCTTGTGGAAAGGCTCCCGTATCTACGCAAATTAGTGCAATAGCACTATAGCAT
+TGTAACGATTCGTACTCAAAAGGATAGTAATAGAAACGACGAGCATTCCAGTGGATAGCA
+GTTACTCTGGCGGGTTCTGAATGCGTTATATTCCAGAGTAATTAGCGATGCGCCCCGCTA
+TGGCTTTCTGACGGGGCAATTGGAGTGTGGCAGCCTTATGCACTCTCTGTGCAATGAGTC
+GGACAAGTAACCATCATGCGTAAAAGAACGTCGTTGCCCCCTAACGGGTACCCGACGCCC
+AGACGCTAGGACATCAATTACTATTGCTATCAAACCTCAACATTCCTCTTCTACTCCTAG
+AGTCGAATACATGGGAGTGATAGCACAGATGTCGTCGGACACACGTCTGTTGCGACAGGA
+TCAGACTATCACGGGATCCCTATTACGATACGATCTTAGCCACCCCCAATTCCAATAGCA
+ATTGTGGGATTAGCATCAAGCGGGAGCCGATCCCCCACTGCTATAAAGTTTTCTCGTAGA
+TGGTGCTGGCATTGGTGAGCGTAGCAGTTGTCGAATGGTTCGCTAAACTTCCGATTGAAT
+GGGCGTTAAGAAGGGGACTCAGAACTAATGAGATAGCGCAAGCCGTCTATGTGTTCGCCG
+AAGTCAGCTCTGTCAGACAGAAGATGTCGGTACTTGGAGCATGACCTTAGTCTACGAACT
+GTATATCACTACGGGGCAGCTATAGCGTGAACTTGGGCTATATAACCCTTCGGCTGACAA
+CCGAGTTCGTAACCCCCTCGAAAACCAACCGCAAATGAAGTCGGTACATGTCTGTCTATA
+GTTACGGGGCGATCCGTCTTGAGACTTTCGCTATTACAAATAATCTGAACGTAATGAAAG
+AGTCGGAATGATCTCGGTGTCCTGTATGAGCTCTGATCGTTTTTGTTAATGTTCCTTTCG
+GTCCCCTGTCACCGTAGCGGTTGTTCTTACTAGGATTAGTGAACGGCCCCTAGCTTAACG
+AGCGACCGCTGTCGAAGTGTGTTTAACCTCTCCCAATATTAATCATAGCAGGCTGTCGCG
+GTAGGGGGAAGATGGGCCGTACGCTCTGTATAAACATAGTGTATATCGCGATCCGGGTAC
+TTGATCTAGTAGAAGTGGGAAAACCGTGCTGTAATGTCATTACCCGAATCTTCTCTCCAT
+GCTTCGGGCTGTAACAGTGAAGTTACACCTTCTCTGAAGTGCATAATCCTTTAAGCCCAA
+TAGCGACTACCTAATGAGGCGATCAGTACGCGGTTTATAGCCACAGGCATAGAAAGTATA
+CCAGAGGCCGAAGTACGTTGCACCCCTATGATCGTATCGCTACGTCTTATTCGATTCGTT
+AGAAATGTCTACAAACTGCCCTTACTCTGTCACTTACACCTCTGTAGCTATGTATGACTC
+AGACGGATGTCCGTAGCAAGTATTTACCAGATATCTCTACCTCCCTTCGATACACCGCTT
+AATCCACCGACCGTAAAAATAACACGCCCAATTTGTCGCTGTCTCCCTAAACATTGCATG
+GGGTTTGAGGGACGGGCCAATTTAGTGGCCATGGGGCGTCTATAGACGAAGTGGGCTTGG
+TCCGTTTAGACAAGACCGACGCTCTTATCGGACATGACAGAACGATACCATTTAGCGGCA
+AATAAGTAATTTGCCTGACTCGTTCATTCAATGGAGGTGCCGGTGAATACGACACTTGTG
+GTGCGGGTCCCCTTGATTTACACACAGCAGCGAGCCAAGTAGTTCGCGGGGGTTCACCAA
+CAATTCCAGTGACTTAAGCAACGCCCACCGCGTCCCTTTCTTCCGCTAACTGATCTCGTC
+TCGTTGCCTGCTTTGCTTGGACGTACCAACACATCTCCGTCTGATCTGCAAAGCCTGGGG
+AGATGCCCACCGGACGCGGGGCGGTACCAATGCCGGCTTACTCTGGTAGGTGCTCTACGG
+GTACCAGTTCAACAAACATCCGGAAGCGTAGGAACTAATTTAAACACACAGGTGTCGGGG
+TAGGGATAGTTGTAAACGACATGCCCTCGAGCGCAGTATGTTCACAATGTATCGCACGAG
+CAATGGAAGTACTCCCTCGGCCACGATGGTCTCGAGAGTCATGCGTTCTTACAGGCTCTG
+GTTTTACCGCGCCGAAGCAAGGACGATTCGTGCGTGACTGTTCGGAATCCTATACCCTTA
+CGTTCCGCTATCCTCATATGCACCTGCCGTTTCGCGGAGGCTGTCGGATGCTCAGGCTAC
+CCTACCTTTGTTTACAGATCAAGAGCTTCTCGGCAACCAAAATCACCATCCTGTGTCCGC
+GTATTAAGTCACGGAAGAAACAGTAGCCAACGTGGTCAGAGGAAGCCTTTACAGTGTTAT
+GAGTGGCTCCACTGAAGGCGTGGGTCGGCGCTATGGTCGGCACGTTACTAGCCGTGCTCA
+AAACTTGGTTTCCTCTGAACTGGTTTTGCTCCCTTGCATGCATGTCGTGATCGCCGTCAT
+GTTTAGTGGTTGTAGGGGTGGAGGTTTGTACACCGGGATGTGCTGGAACCCGCGATCAAA
+TAGCGGCCCATCGCGCTCCTGCAACTCTATGCAGCGCTAACCCAGTCGCATCTTTTTTAC
+GTCAGGTACTGTCAATAAGTGCGAGGAAAGAGCACGTTGCCCCGGGCACATCTAAAGTAT
+CCGATCAGCGTTACGGGGCCCCGCCTAATCATGATGTATATCGTTACTACGAGGAGAGGC
+TACAAACCAACGTTGATGGTGTAACACAGATGTTCTCGTTTAAGAGGTTATAGCGCCTTC
+CTTCTCTATATCACACCTTGATTCGATTGAGCACACGCACTTTTATTAGTGAGGCTACGT
+CAAGGGGTCCCAACCAGCCGACTCGAACGGTCACTACCGGTGATAGGTTGATAAGCACAG
+GCCTTTGTCTCCCGGGCAAAAACAGTAACAACCGTTCCCCTAAAGTGCGCAAAAATGTAG
+GTCATGCGTCATTCTACACACCAAATCGGAACACCATGGTTATCGGAAAGAAGAGCTAGG
+ACGAAGAGTTGGGTGAATGGCCGCAGTATTAACTCAAAGCCCTGTTGCCGTACACATCTT
+AGACAAGACCTACCGACGACGACCGTTTTACTTGTGGATACGTCTGTCGCTCTAAGCAGT
+ACATATTTGGCTACCAGAATAAAATACAAGTGGGAAGCGGGATTGCTATTGGGAGACTTA
+ACATATATTTTTACCCCCTATCGGCCCGGCAACACGGAGATCAGATATGCAACCTAGTGT
+CTAGTTCCCCCGGGAGCGTCCCCCGTCCAATACAACGATTTATGGTCCCCTAGAATACGC
+GAGACCCTAGAGGCGTACAGGCGTTAGATAAAGTTTTCCCAATGGCTAACGCTGGCGGAC
+GGCATTGCTTTTCAAGTCCCGCTGGCGAACGTCTACCTTAGTGTGCATTCCCAAGATGCC
+CAGTTTTCAACCATCCTAACTCTCCCCGATCGTGTGAGGTGATTGTAAATCTGCACCGTC
+TGACGATCGATAGAGACAAACTTGTCCTGTGCCCAGCACGTTCGCCTAAAGGTGATACTT
+CAAAGCTTTAAAATTGACTCCAACGCGCCCCCACCCGTAGGGTTGGGGCAGAAGCCAACT
+TAGCCTCTCATGCCCTTTATTATTCATTGGAATTTGCAGCTGAGTAATTAGTCCAGCAAA
+GTCAAGAAATACTATCTCCAAAAGGTCCTGTTGACAATTCAGCCTGTACGAACAGGCCGT
+TCTCAGCTCCCTGGTGGTCAGCCGCGAAGCCATTGCGGTGGAACTAGTTCTGGTGTTGAA
+TGAAATCTTGCAGTTGGTATCGCAATCTCGAACAGCCCAGGCTCGCGGCCGCGACGCCTA
+TGTGGTACACATCGTATTTCTTCACGATGACATATCAAACGCTGTGAGAAGATTCCAGAG
+GAATCGTCCAACGCGGCATGGCGTGCCTGCTTACGGGGCAAACAGAGACTTTGTTTCGCC
+CCTAGCACCTTGCCTCCGGACTAAACCTCGTGATGTATACATGGGTGAACGAAACGCTCA
+CGATCTCCGATCGCAGGTAAAGGGCTCACCGAGATGCTCTCGTAGGATATTCCGACAGAT
+CGCTTACAATTGTTTTGCGTACAACCAGGCTCCGGCCCCAGCGGGCGAACCCCTAAAATG
+TCCTGGTGGAGTATCCAAGTCTCTGGGCCAAAGTCTAATTCTTTCGCTTTAGACTGTTTG
+ACTGAGCACGAGGTAGGCCTAAACGCTGGCTAGTGGATCTCCCATTTTGAGCCATGGGGA
+AGGGAGTGCTATAATCCCAGTATGCAGGGGTTAGGATGGTTATGCCTGCCCGCAGAAGCT
+TTCAGGGTAAGCACAACCCACTGTGTTCCATGAGGCGTACCTTTAACGAATACTTTCCGA
+TAGTCTAAGCGTCGTCGATCTCTCTTGCCCGCTTCCCAACTCACGCGTGTTAAAGGCGTC
+GACTGTAGTAGAGTTACGATTTCATCGGTGATTCAGACGAATCATGGACCGCGGAGGCAA
+GAAAGGCGAGGTGCTCAAAGTGGGATTTCCAGCCCTCGCCCTGGATGTCACAACCTCTGA
+TAATTACCGCGCCCAGTTGGGGATACCTAGTCGGGTCCAGCGTCTAGCTCCGCGCTAGCA
+TTCGGCTAGCGAGCGTCATCATGTACTATAATGGGATCCGCTGCGCTTCTGGCCCCTCTG
+CTTACAACGTCCCGCGCCGAGTAGTCGGCCATCACGATGCTCCTCATAAGTGAACAGTCA
+GCGCCCTTTGCATAACAATCGTAGGATACTTCAGCATGAATTTCTCAACTGTCCTGTGTA
+AATTAACGTGCCTCTAATATATGCGCAGGTGGGTTCCAGAACATGTAACTCCTGTGATTT
+AGGTGCATTGTAAGCCGACCAAACTCTAGACATACGAGCTGGATGTCAGGGGGGCAGTGC
+GAACGAACAATATGTAGAGGTGTCATGCAGCCGACCTCCGCATGTCGCTCCGGGGACCGA
+TGCGCTTTATGAGGGTTGTGTAACTACGAAAGCTTTTTGCATCATGATTATTCAGTGGAC
+AACAGACAGGCCCCATTACTATTCCCAGGCCCTGATAGGCGGTGCCCCCTACGCCATCGC
+GAGATTGCCAGTCAGTCTCCCTAAATTCATAGTCTGAGAACACCCAGGACAAATAGTGTC
+CTTTTTGTGGCCTGCTTCTGTAGTCACAAAGGTTTCGTACCGGGCTCTTCCTACAACCTA
+GAATGACTAGTTAGACGCGCAACAATCTCGAAAAGAGAAAAGCGAAAGTCTTGATTTACA
+TCCGCTAAGTGTGAAGATTGAGAGCTTACGATGGATTACCCGGCCGAACGTCAGTTAGTA
+ATAAAGAAACACCACACCAACCGAGTCCCGCTGGCATCTCCTGTTGGGTTCTATTAAATT
+ATCAACCCAGCAGCGTCAAGAACCTCTGTTTTTGTGAGGAGATACCCGCAGGTAGCTTTG
+ATCCATCGCTGCGTTGTGGACGTAGCTATAGCCTTGGACCCCAAATAGAAAAGTAACTCA
+AAGTGGATCCGCATGACACATATCGCCTTTTTAGAATGCACTTAGGCCCTCTGCGAACTG
+GGTCAGGGGTCTAGGCACACGACATGTACGGATGTCAATTTACGCCGTTACGGGCTAATG
+ATGCTGCCCAGTATTCGCTTTGGATTCACCCGGGAACTCTCCAACTCTGTTGACCCATAT
+AAGACAAGGACCATAACACGGCTCGCAATAGCTGGCCAGCCGCGCTGCTCCCCTTTCACT
+CTGAAACAGGCGCTGTTGATCCACCCTCATAAATTGCCTCTAGACACTGCTCGCTGGATA
+TCCAATAATCTGTTTATGGCCCGCCTTGTAACTATACACTACGTATAGAATTACTCTTGC
+TTTGACACGGGCACTGTGATCACAGCAGCGAGTGCACTTGTTGTGTTGATGCTGAATTGA
+GGCGTTAGGGTGAGCTCATCTGCTGTTCCGCCAGGGCCTCATCAGGGAAAGATGTTTAAG
+TAAATTCCAATACCCAACAATTGTAGCGTTAGGGGTTCGGGTTAGTACATCCTCTTGCTG
+AGCAGAGAAACCAGAAGCCCCATTATTTACATCCATATAGTGTTCTTCCCTACGCACTCC
+CTACCTTCTACTGTCAGCTTGACCCCCGCACAAACACGGGTCCATTGAATGCATGCGCAT
+AGGGCAGTCTTCGCTCTGTCTACTTTCGGGTAAAGCGGAGTGATCGTGAGTAAGAATATT
+GGAAGCTCTGAGCAGCCGTACTTTGATCCACCTGGTAGGCACAACCGCAAGTTCATCACG
+TCACCGACGATCGTTAATGTGCCGGGTTTGGGAATAGATTCTAGCCCCAGATTCCCTGCC
+GGGGTTAAGGTCACCAGACACTCAATTCTTGGATCCCTGTCTCTGACGCGAACAAGTCCG
+GTGCACCCATTTATTGATTCATTTACGCGACTTTCGCCCGCGGGGTTTCATCAGCAACGT
+TCTGGTTGATCCAAAAGTGCCATCCAACAGAGTGAACCAGCCCGTTCTGCTGCAGAGCTT
+GTGAAAGGGTTGGGCAGGGACCGAATCATTAGTCCGTCTACGTGCGGCTTACCAGGTTGG
+ATTGGGCAGTGAATCCAAGCTACATATTCGGTCTAGGGAGCAAGTATGGTTACATAGTAC
+CTACCTGTCCCGAAGTTCTGCCTATGGCCGTGGCCTCAACTCGGTGCGGTGCCCCGCGGA
+TGGGGTGGGTCCCCCTTAGGAGAGCTACACTTGCTAAAAGCTCACCACGTCTTATTTTAT
+GTGCGCCGTTTATACAGGGACGTCATTTTCCCCGTCCATCAATGTCCGCGCTCCTACCTG
+GGGACCCTTAGAGATATCGCTGCATCGGTGAATTGCAAGCGTTAGCAGGCTCGGTCTAGA
+CCGCTTACTCAGTCAGTACTGGGTGTCATCTTCGCGCACAGAAATCTTATGTAAACACAA
+GCCCACGCTCACGATTTCTCAGCCAATGATGCCTGAAAAGGAGCATCATCGGCGTCCGCG
+TGCTCTCCATTGCTCGCAATGACGACTTCTCTTATATAGTTAGAAGTAGCCCGCCGCTAA
+CACGTTAGCCAGCTCCGATCGCCTGAATTTGAGGGGAGGGTAAGAACTCTCGAACGAGAA
+CTTTTAGGTGGCATTGTGGGGACGCCCGGTTCGACAGATACAAGTATCGCGAGGACCGGA
+CACTACGGTGGGCAACGGGGTTTTGCGTGGCACGAGGTAAGAGATGCGTCCAGGTCAAAA
+TGGGGAGCATGGCACGCGAAGAAGCTGCCGTCGGATCCGGCCTAGACTTCGAAGAGCGGC
+CGTGAATAAGACTAGATCTTTCGACTCGAGTTACTGCGATAATGCGATGAGCAGCCGACG
+CTACAGGAAGCCGTAGGCCACGGAAATTGGTACTAACAGTTCGAAAACTAGGTACAGCCG
+ACACAACAACTGTATTTGGGGTCCTTGGTCCTAACGGAAAGAGGGGATTTACGGACCAGC
+AATAACGTTACCCCGCCCCCACGCCGCGCCTCAACGTCTATGTTAAGAATTCTAGCCTAC
+GACAATCATACCGCCTGAAGATTGGAAGCACCCAAACATGGCCCTGAAAGAGAACCCAGG
+GAGGTGAATTCCATGACACGGAAAAACCATTAGTGTCGTGGAGAGCCTGAACCTCTTATC
+ACACGCTTAGAGTCTGACTATGCCTGGGGCCTTATCCGTGCCTTCCATCTAGAGGAATCG
+GCGCGTGTAGATATTTCCAGGAGTCCGCCCCAGATCTCAACACGTACCTATGCCCCAACG
+ACGAAACGTCCAAGTGTATGGCGTGGGCAGCCGGAATTGCCCATTACGCTTGTAATGTAG
+CAATCAAAATGCGCAGAAACATAATGTAGAGGGGTTGGAGTGCAACAAACGATCGCTCTA
+CGAGTGGACAGCCTGGCGAATTATTGGTCTCAATTGATAGGAAAAGGCCTGTGAGGTGCT
+GAACTTTTCGATCGGAACATGAGCTACCCTAATACGGGGTTAACTGAAAAAAGAAGCCAT
+ACTACGAGGACACAGTGGATATTAACCCTGCTCCGCGTGCTAAGATTCCACGAGGACACC
+AGGTTGAGACTGAACATGGTATGACCTCAACTACCCTGATGCGCAACTCTGAGAACTAAA
+GGACGCCGCGGACCCGTGCATTAGTGACGTTCTCATGTTTACAATGGGGCCCAGTCCATA
+ATGAGACCATTGAAGATGCCATCCTTCATCTGTATAGACAGTCCCCGGTTTCGAGGATTG
+TATCAGACGTGCGCTATACGAGGTACTCAAGAGAGATTGCTCCTATGGAGTGATGTACGG
+TGACTCTATCCTACATGAAGAACTCTGTGCACTCTAGTGTCTACGACCCTGTTCTAGTCC
+TCTTTTGTGGACAAGCGATTATCCTTTAATATTCAGCAGATGTAGCCTTAATAAGTGCCA
+TTCGGAGTTAGTTCTGCGTCCTCAGGCCGACGAAGAAGATTTAATCATACTACCTCTTAC
+CGCAGGCTAGGCATCGCTAATAGGATTACTGAACTACTCATACTAGTCCCAGCAAAATTT
+TGTATAAACGGTTTCCATCTAGGCCCCCTCTAAATTGTATCTTAATCCGTTGTTGAGCGA
+TATGAATTGATGGCCGGGACTGAAAGGAGGTCCCGAGGCTTCCTCGCATCCTAGCGCCTT
+CACCCTGAAACAGCCAGGATTCGCGAGACTGAGTCTGATGAGGAAGCTATAGCTACATTC
+GGTCAAGACGTGCCCGGTTTGAGGAGAATAAGCAATAATCTGAAAGGCAACAACCGTCCG
+CAGGAGGCCTCCCGTGCGTATTAACGTAAGATGTGTCTAACCCCAAAGGAACCTTCATAG
+CATTCGCATCTTCAGTATAGGACACATGCCAAGTGTCTGGTCCCACGAGAGTGGCTCGGG
+ACATTTGTCCTAGTTAAACCGTAGACTGCCCCACGAGATTATGGCATTCCCAGGTTCCGA
+TGCAGCGTTCTCACGATTTTTCTGAGTGTACCTCCCTGGGCTATAGTGTTTTCGCCTTAT
+CTCTGGCCGATCGAGGGCAGACGCGCAGAATATCTCTGTCGCTGCCTGCGTTGCACCACT
+AAACGGGTCTCAAGGTCGATGGGTTTCTAGAGGCGCGCAGGTGTGATCTTGGCGTCATGT
+TACAACGTACGTATATACCATGCTACGAGTTGGAGTTCCTTAATGACACGCCGCTGGTGG
+GCGCTGATTCTTGTGTAAGGATTGATCTGTCAAGTACACGGGTGCGGCTCCGGGACAGGT
+TACGCATATAGTAAGTATAAACGCTTATCAGCCTACCTTGTCCCATTCATGGCGTGTGTC
+TATAGGTCCATGAGTGCTGGGAAACGATGGACAAGACCATTAGCAAAAGAGGGGAATGTT
+ATACTCCCGACCGTCAGAATATGCCGCTGGGTTAAGTGTCCGCTAGGCATCTCTATGGTA
+ACATTTAGTCATCCGGTGAATGAGGTATTTATAGTGCGTGTCACAGCAAATGTGTCAGGA
+TTAAACTGGTCTTCGTTAGGCAGTATGCGGGCCATCGAACGGGGTGAAAGGCATGGCAGG
+ATTTCAAACTGTAACAGCATTTCTATAACACAGATGGTCAGGCCTCTCCGAAGCCTTGGT
+GACGATGGACAGCGTTTCAACGATGCTCTCTTACGTCTGCTGCATTTCCTGGGAACAGCC
+CAGGTATCTGCTAATGCCGGTCAGGCTCCGGCTGCCTAGCAGAATGACTGCTCCAGTTTC
+GGACCCAGTGGTTAACACATCCAGTATCAAGGGGCTGGATGCCTTAATAGAGGTTAATGG
+ACCTTACGCATACAGCAAGCTAAGGGACTACGATCCAGGTAAAATTATCAGGAGATCCAT
+GTTGGGCACTTGAATGCGATGGGACAGGTGGGGCTGGATACAGTAACGTTGTGCGCTATT
+TGCGTGATGCTCTGTCATGGCGCGCATCACTCGCGGACGCCCGGTCCGGCAAACATGAAA
+CTCACGCCCGGAACTCCGATAGGAGTCCCGACTGTGGGCTGAGTCGTCCTCTTGCTCAAC
+CTCTTCCGGTAGATGGAAACCCACTAGAGTCTCGCTACAGAACAGGGTCTACGTCGCGAT
+GAGAGTGGAACAGGTGCCAGCCAAATAAATTTTCGTCCAGGATTTCTACAGGACGGTTGT
+CGTAGTGTGCCTGCAGGGTTCGCACCTTGGCTAACCAGACCCTTCGCGAAGTGCGAATTG
+ACCCAGTCGTCGAAGGCTGGGTGTATAAGGGACAACCTTCAGGCCTGGCTCACGTTGCTA
+CTTCATCATCCCGTGTCCGCATGGTGACTTCTCGCGTGCCATCAGATTGAAGGTCAGGTT
+TCGCCGCTCAAACAACTTACGGTAGATCGTGTTAGACCAACTCTTTTAATCAACTCTTGC
+GCTCAGACCGAACAAAGACATATGATGATCCGGTTGGCGTCAGGTCGGCCGATGTTATAC
+TATCACTTAGAAATCCAAAACAGGGCGCGAAAGTCTGTCACTACAACGATTTGGTGCGAC
+GGTGCCGTGCCGTACCTAAACCATGGTAAATTTCCAGTGCAGAGCAAGGCGACATGGAAC
+CCTTATTAAGGTACACTCTAACCTAAGGAGGAAGCACCTGATTTTGATACCAGTAGTAAT
+TGACGCACGGCCAGGAGGAGGTTCTGGGTTGTTACTGATAAGGTCAAGATGAATGCAGGT
+CTAGTTTGCATAAGGATCGAGAGGGAATCCAGCTTTGGTGGGTATAGTCCTTGACTGGCA
+CCACAGTACAAGCGTTTGGTCCCTACAAATAAGCGATCGCTGTAATCAATGGATCGGTGA
+CCCATTCGCCGTAAACATACTAGAAGTGACGATGGTCTTCACGCAGTCCCGAACTAGATG
+AACGGTGACTGGTGACTCTATACGGGTTTGGAACTATACAGTCCTGTTCGAGGTGCTGTG
+TCGAGAGAGAAAGTGGTGCCGGCCCGGGTTTAATATTCGTAATGATAAGCACATACCGCT
+CTCATGTGGTAGAACAGACCGGCCACAATAATAGGAAAAGGCCTTGCCTTTAATGTCGCT
+ACCGCTTCCTTCGTCGTGGTGATCTTGAGGGGATGAAGCTTCCTACGCTGTTCGGCTACC
+TAGGTGGATTATGACCAACTCTCGGTCGGCTGATGGTACTCAATGAATCTCCACGTAGAT
+GAGAGGGAGCGACAATATTGAACTCTATGCCTCCGAGAATGCGTAGCGCGTTTATGAGAT
+TAACAGAGCCACACTGGGATGCAAACCAATCCGTCACGGAAATGGCATCCACGCGGTGCC
+ACATCTTTGCCCAGTGTCTCCGCGCACAAAGAGGTGTCTTATAGGGCATATCGCTAAACG
+GAGACTTGTACGGCTCTAGCCTAGTAAACGCTAACGCAGGGCCCAGTACACGCAGATTAA
+CACACCTCCTATACTACAGTTCTAAGTGATTCGTCTTGTCCTCTTCTGAGTCATATAGCA
+GCCAGTTGCCACAGTGACAGGTGTACTGTCCTGCTCAGAGTAGACGCTTGACACGCTAGT
+CTATCCGTCTACATTCATCTATCCGACGAAATTCCCTACTTCGAAGTTGTGGTTTTCCTG
+GATCAGAATCGCTAGCGTTATGGGTAGAAGTTAGCCGGTCATAGAAGCTGGGCATCGTTG
+GCACCCACGCTGATTGGGTAGGGCGGACGCCGATTCGCCCTCGGATGTACTTCAGGGTTG
+CGCATAGGTACATCTAATCCTCTTATACATATTGAGCTCACTTTATTGCTCAGGGTCTAT
+AGCAATGGCGCCAGAATATGGTCGGTGCCCTCTGCATGTTCACCGGGGAGCCGGAGGTCG
+AAACACAGATAAGTCTGTGGCTGTCCACGTGCCCATCGACAGAAACGGCGCTGCCGGGCT
+GCATTCGGTATAATCAGTACCTTACTGACGACCCATAATTGGCGGCGTTCAGCAGGCCTT
+CCTACTGTGAACAGAAAACGTAATTTAAGACGAGAGCCAACTCTCCCGGCCCTCCTATTC
+AGCCTGATGACAACCCCTACCTTCACTATCCACTACGCGGAGTTCACTTAGGAGTAACAG
+CTAATGGCATACATGTACACCGCGTCTCATCACCCCTACTAATATGACCGAAGCAGATTC
+AGAGAAAAAGAAGGGCGAGGCGTGAGTGGCCAGGAAGTTCCAGTAACTCCCAGGACAATC
+TTTCCGGATACACGTAACGTGCCCATATGTCTGATCGACAACTTCGTGACGAAAACGATG
+TAACGTTGACTGTCCGACCGCCTTGGCTGCGTGGGGATCCCTGGTTAGGAATTCCAGACA
+CTTTACGGGTGATTCTATTCATGTTCGGAATGTCATCGGGACGTAGCGAAATCAGCGGCT
+GGTGCGTGCGATAGACGATCATCAAACATTGGAGCAGGAATGCGAACTCTTCCCGCGGGC
+GTAGTCCCTATGGTATCCCACCGTAGCATGAAGTCCTCCAATATGAGACTACCGTAGGGG
+TATATAAGGTGGGCTAAAATAGCAATAGAGACGGACCCCAATTACATGATCAAGGAAATG
+AATTAGGCGGAGACATAGGGACTGGATAAGAGTCGGCCTAGCGTCCAGACAGCTCTCTCG
+CATAGGGCGCAGGTGGTCCAGGTATCAGTTTCCGGGGGCCCTCGATTACAACTACTACAA
+TTCAGCCCCACGATATAATGAATTATCGGTGTCCCTTTTTTCGCGCCTACTTTTCCGAAA
+GGTTCTTACAACCGCTTGGGATACTAATATGCCTAAAGTTTGTGAGAAGACCCAATTCCA
+TGCCGCTATCATAATGGCGAGCGCTAAAGGCTAAACGCTATGTTTTTGTAGCAAGTGCTG
+CACGTTCGGTCCATTTATCGGGAAGCCCGGGCTTATTGTCAGGATGACACAACACCAAAA
+GACCGTCTACTATACGGTTCCGCACTTGCGACTCCACGCACCAGTGACGAAGGTAATATA
+CCCTACGCGTGTTTCCGTTCCGAGTGGCGCCTTTATTTGCCCACGAGCGAACCGTCCCAA
+GTTATCAGGCACCCGTGCAATATAGAAGCACGGATGCGGCAACGTCTGACCCAGCAGCGG
+AGTTGGCAATCCTGGTAGGTTACTGGCTCTTCCAACTTTTTCAGTACAGTAGCACGTTAA
+CTATCAGAAGGCCGCTTCGAGCCTCTACTCTCTTAGGCGACTAGGTATTTGCTGATTAGA
+AGGGATCACGACGATAATGATATATAGGTGCTAGCGACAGCTGCCGGTGGCGCTAGTTAT
+TGAGAATAACCTGACCTTGGGCGGCGGGGTCACAGTCTCTGCTGGGACGATAGTGGATCG
+GGACAATATATGGTGAAATGCCTTTATATCGACGCGTGGAGTTCACTATCTTCCGTGTGG
+TTAAGCGCTGGCCAAATTTGTTTTCAATGCTTACCGGACTTGCGCCCGTGCGGTTAATAT
+GATACGAGAGTGTATAAGTGATGTACCATCGAAGCAAAGTCAGACACGTCCTCACTGCAC
+CACTGGCTTTGTAACTTTAGAGTTCTGTAAGACCGGCCGGCGCTGGGAGACGTTGCGGGT
+AATTTATCAACGTGCACTTCACGAGTCTTGGCGTGTTGCCCTAGCCCGATAAATCTGGAG
+AGGCGACCAAATACACGTACGTATCCGGCTCTGCTTTTGCCACAATCGTGGACTAATGGA
+AGCAGTGTGGTACGTTGAGAATTGATCTCGAAAAATTGTCTTCACTCACATCATAGTTCA
+GGCGCACAAACCACGTACGGCAGCGAGGTCTATTGTTCCTTGGTCCCTGTGCAGGAGGTC
+GACCAGAAGTTTGTAGATAAGCGGTTGTGAACCACAGGCAAACTGCGTTCTATGAGCGAC
+AGTCAGGTCTAGGGTGATACATGTTAAAAGGTAGTGATGACGACCAACGGCAAATCGCAG
+CCTCTTATAACGACCCCCAACATTATACTAGGAGCTAAGAGCGGAGCCCGGCCTCAAAAT
+TTTATGTCTTGTCCGCCTACCATCGCCCGTTAGGGTTCATAAAAGCGTCCCAAAAAATAG
+GTTTCGCAGGACAAAAGATCGCATCGCTCATCTCTGGACTACACCTCACATTTCTTCAGG
+GAATCCACGACCTACGATTCTGTTGGTGCAGTGTCAGACTTGGATCCTGCTGAGCTGCAT
+TAACGTACCTCATGAAATTTATGGGTTTGGCATACTTAGATCATTACATGTGCCCTACAG
+TGTGAAGGATGACCTTATGTGGCAGTACGAGAGCGTCCTTAACCCTCGGTACGGGGCGGG
+AAGGATTGTTAAATGCAGGCCTCGGTAGCATGGTGTGTGTTTGAACGCTTTCGAGAGTTG
+GCGATATTAGTATCGCAGGGATTTAGGTTAAAATGTACGGGCCCCAAGGGGCAGGTTCGG
+AGACCTAGGCACGCAGCATTCTCAAGTGGTCTTGAAGAGTGACAGTAGGAGCGACGCCAC
+CGCGTTGCACTCCGTTTTCGAACGACTCCATGAGAGGTTGCTCCCCCCCATTTCGGTGGT
+CTAACTCCCTTGCTTGTTCAGTGACCTCGAACAACTGCTGACAGAAACTACATAGCGCCC
+GGTCTACTGTTGCGATAACTGACCGAGACCCCCAGATTTCCGGAATATCGTCATTCAGAC
+TTACTGCCCCTCAGTGTGCTCCGTACGTTCCCTCATACTTATGCGTGCGGGACTATTGAT
+GCCCGATAGACCGACAATGTAAGGCTCGTAGCCACAAGGGGCCACGCTCAAAGGAGGATA
+CCTATGGCAGGTAAAGGACCCTGATGGGATAGGTCTGGGGGCCTGTCTGATCGTTCACTC
+CTAGGCAAATTCCCTTTACGAACCGCGATTAATGCACCCAGTATACATGTATTTTACAGA
+GGGGCGTTTCCCTAACATTTACCCTGAGAGGTACTGAGACTAAGAACAGCCCTATTAAGC
+CGGTAGACCGCAGGGATAAGCATGGGCTTTGGAATATTGGTTCGAACCTGCGGATTGACT
+GACCGACAACATAGGCGGACGGTGGATTTGTTCGGGCTGGACTCGCAAATGTGAATTAGC
+CCACCCCTTGCTTCCTGCAGTGGCTAACTCTGTGTGTCCTTAACGCAGAGAACGATGCAT
+AAAACCCGGGACTGAGCCCTCTGATCAAATGCTAGACTGCCCCTACCCTAAGAGGTATTC
+GTGTCGGTAGCGAATCTTCCGGCTGCATGCGGGCGCGTTAGTCCGACAAAAGCATGACCC
+CGAGTTCGCTGTTAAGTCATTTTGCTGATGGCGGTAGTTGTATGAATGGTGATGTGAATA
+CATGGTTGAGAATCAAGCCTATGCGGGCGCGGTCTCTTCGTGGCACTTCTGTAGATTCTG
+GACCAAGCCGTATGTTTAATAAGCCCAATATACCAATTTTCCGCCAATACACGGTGTTCT
+TTTAGAGTACCGTCAAGCCCCATAGATCCTCGGCATCGCTGCAATAACGGCATTAGGAAA
+CCGAGTGGACTCCCGCTTAATTTATTAAGTGAGTGCAGCCGAGCGACGATCTAGAAAACC
+CGGGCATTCAGCTCTGTGACCAGGGTCCTGAAATACTCAGCGTAATCGTGCCCCTCTTCT
+ATCTAGAACTTCACGAGCTTTAGGTATGCGTCAGGAAAAAGTGCCAGGGTTCTTGGTTTT
+AACCGGACAGCGGTATACTGCCTTATTGACCAGTCTAACTCGGTACTGATCGAACCGGGT
+CTTCAGTTTTTAATGGTTCGGTGCTACCTTTCGAGGGCAACGCTACAGCCGTATGCGGAC
+TGTCCGGGGAATCCGTAAAGCGCGTACGGCTGGACAATTGCACAGCAGGTTTGCCATAAC
+TTAACAACACAGCAGTAACTTTACACAAGTTTGGGCAGGTCCCACCCCCAGCTCACGGAG
+AGTTGTGGCGGAGATTGTACACACATGTAGTTTACCCGATGTGCTAGACAGCATAGTGCA
+GGCGTTCCAACTCCTCCACACACTATATTCATCAAACGCAGGGTGCCTATGGCGTGAATG
+ATGGACACCTCAAATAATCACTCTTGTAATTTGACTTGCCAAGGGCCGTAAGTTTAGTGC
+CGGTATCAACGCTAGCATGTTGGTGCTGTAACAAATTATATCTCGAGTGCCCTACGTACC
+GGACTAACGTTATGTCGGGGACGCAACGTGGCTAGACGCTGCTGCATTAGTCGGATAGTG
+GTTTGCGGAAACTCTCGATATCAAGCATCTTTCCACGGGTGGCTCTGAGGGTGCGCGACG
+ACATTCGCACAGATTTAAACGCATCACTTTAAAAACATAGGCTTCATACCAGTTTCTCAT
+CAGACGATCTCAGTACAAAATAACTGAGGCGACCATCAGAAGCCACGGCCACGACGACAG
+TAAACATAGTGTAAGGTAATGCTGATCCCATCATTGGTGCATGTGCGTGGGCGTTCGTGA
+GTTCATGGGGACATTACTGTTTGCTTTTCTAAGGAGTTCTGGGTGCAATAACTCTCGAAT
+CACTCCATTGCACCTGAGTTCAAATTGATTACTATTCCGCTTGAAAGGACCAATTTGGAC
+CTACCCATGCTTCGCCCGGAATGGACCCCGAGCTGTTCATAGGGTGGGTTTGATCCTCGA
+TAGCACCACTACTAAGTGCTTAAACTCGAGCTCAACTTCTCGACAACGTAGCGACCCGTA
+ATAGACTCACTACAACTGACCCGACCTGTAGATATAATAGACGTCATATCGTATGCACCC
+ATGATTGAAATAGAAGGCTTACTAAAGTCAGGCCTACATTCATCAGCACCGTGATGCACA
+GAGACATTGAGCCTAACCAAGGAACTATCCGTATGTGGCCGCGGGATACATGTTTAAATG
+ATGGTCCCTGCCCTGGTGTAGTCAGTCTATGATAATCCCTCTCTCTGCGAATTATGAAAA
+GCTATCCTACACCACCGCCTGGGTACCGCGCATGGCTAACATGCCCCCCGCTGTGTGCGA
+GGGGAGGGAGGTGTCATTTGTCGAGTGTTGAAAGGCCTACAAAAGAGAATTGTCGGTCAA
+TATATCTGCCTCAATTGAGCCTCATTTCTATAATCAAAGCAATCTTATGTTTCTGTCGAT
+CAACTGAGAAATGCTTGTATAGTCCTCGACTATAATAGGAGTCATCAGAAGTATTGAGGC
+TAAGTTCACTTCAGCTCGGAGTTATTGACGGGCTACTGACAGTAGGCGGCTTATTATTGT
+GGCCTCTTATAAGTTTAGAATAGTGTCTCTCGCCGTGTTGGGTGATGCAGTTGGGTTGGG
+TCTGTTTTATAACTCAAATGCAATGTCATCCGATCGGGTACCTGGGCCAAGCATGAAAAC
+GTTGTGCATTGGTTACAGAGGGCATAACTTTCATACCCCCAACCTTAAGTTGTAAGAGAC
+TTCTGTGTCCCCCCGATAAGGTAGGTTGTGCTGGCTTAGCAAAGGGTTCCTGCATCAGGC
+CCTCGGTCCCCTCTCCGAGATAGGGACTGATACGTCCAACTGTTGGTACCCCACTGCTCA
+ACCATGGCTGAGCGTATGTCATCGCAGGGGGGAACCGCGGAGAAGCGACAGGATGGTGGC
+AAAATGACTTGGCCCTCTCGTCAACGCCTGCGCGGTCCAATATCGTTAAATCATAGTCGT
+GTATACTTCTAGTATTAGGGGCAATCTGTGTTAGCAGAGATTCATGCACATAATTCATGG
+GTTAATCGCTTCTACTGCGCTACTTCCATTCGCGACTGTAAACGGTTTAGAAGTAAGATG
+ACACCCTCATGTTGCTGTTACACTGTGTGTACGTAGCAGTGGATGAGGATTTTTATAGAC
+TGCTGGAAACAGAGTCTCCTCTGGGAAGAGCTGTATGAGCTATCTGAAACGTATATCAGC
+TTAAGCTCGCCGCCACACAGGGGTCATTGCCCCGCTAACCTCCGTTCCCCTTCTAGAGCT
+TCGACGTCTGTAGGCAGGTCGCCCCGCACAAGTGGTGGTGGGATAGACGACTATAGTTGT
+CAGTTTCACCTAGGTTTGAGGTGGGCCGTGTTCCATTGCTACAGGCTATCGGGCGAAAAC
+CTGAATCCACTTGCTAGCTTGTTACTTAGTCAGTCTTTGCATCGTAGGGTCAGATGGCCC
+TGCTATGACAATGCCGATAGGTGATCGGTCTGTATAGCCGTCACCTCTCCTGATAACACG
+CAGCTGACGGTTCGTGGTGCTCATGCCCCCATCAAAATAAGGCAATAGGACGCCAGTGAC
+CGGTGAAAAACTAACCTAGTGGTGACACGAGTCATGTTCTCGCCACTAGGCCGTCTCTAT
+TGCTTCGTGGTGTCTGTTCTGCCATGGGCAAACAATCGCGAGGAGACCTTAGTATAAGAG
+GCGACCGCCAATCGGCCATTTACACCTTGATATGCTAGAAAAAGCTCGAACTCCGCTCCC
+ACAAGAATATAAGCCAGCCGTGCGAATACCCCGTGAACTACCCCAAAAATACGTGATATA
+GCTTATATGGTTTCCAAGATCGCTCATAAATCCATGCGATTTGTTTCACCGTATGACAAT
+TGTTCTTTCCTCTGTCAATTCCCAAAAGGGACACAGTAGCTGTCCAGGAAGGGAAGTTAC
+TTCTGCTTATAATCTGAAGGCATGTGGACCGTTGTAGTTTCGAGGCCTGCTCAAGACGGA
+ACGGTTAGTTACTATACCTAGATTACCCGCGCCTGAGCGATTTCTGGCTATCTCCAAACC
+CCCTCAATATGGTTTAGTTTACAATCATAATGACAGTACCCAAGTAACTTGACATACCTG
+TCCCCGGTCTGCTGCCAAGTCCACACAAACCACTGAACGTGAAAGTTACGCCTTTCCAGC
+CTTGGCTGGCGCACCCACTTGCAAATCAGAGGCATCATAAGATACTGGTCAGTAGTTTGG
+AGTATAGTTAGGGGCTGACCAGGCTCAAGAAGATAGAATGTGGAATAACTAAGGGAATCT
+GAAACGGGGTCACGCTACTGGGCGAGAATACAAACGAGTACGAGGAGGAAACTTATGCTG
+ACCCCAGTCTATCTGTTATCTCATCCGCCGTGACCCAGCGCGTATTATTGAATTACCCGT
+AAAGTTGGCTCAACCAAAACGGTATACAAATCGACAAGGGGATCTTGCAACGAAGACAAA
+CGGGCCTCCAATTTTGTTATCCAAGGGCACAGCTATACAAAACCATATCTATAATGCATC
+ACAAGGAATAAGGAGAGTGTTAGCTATGAGGTCGGATGCGACGTTAAACTTCCTGTCACG
+CATGGCGCATACCTGACTATACTTCGATCTTACCCTTCGTCTGACACGCACCCTGGCAGG
+TAACCTAACAATACGCCCCTTATGAAACTAGCTTCTCATTCAACGGGCATGACAATCCAA
+TGACTAAGCCGAAGTAGACCACTCGGGATTCCAATTGAATGAGGGTACTAGGGACGGAGA
+GACTATGCGCCGATCGCCTTTACATCTGATTAGGTCTCGCGGCCTCTGCCGGTTCAGTAT
+AAACCGAGCAGGGCCCCATGGGGACTAAACGATAATTAAGCGGTTTTAAAAACCACGCCG
+TAATCTCACCTGATCTGAGGCGGTCTTAAATCAGCACAATGCAGGCCCTGAGCCCCTATG
+AGCTTACACGCGAGGGGTGCGAAGCCACTTGCACAGATCGGCCGCCACACGAGCGACCAA
+CTGTGCAGTACACTGCTGGCCGCAAACTATATCAACATCCCGTTCGCCGGGTTGCATCAT
+CATACGACGTCAATCGCGCAGTTTACGGAAGACGAGGCTCCGATATCACATGAAAGTACA
+GGATAGTCAAGTAAATCTAAATTACGGAGTCAATGGACCGGACAGAGGGTTCCACAGAGC
+TGGATGTCATAAGCATTTTGCTAGGTGTCGCAGAAGTTTGCTTTCGAATTCCTCGGCACA
+AATCGCCCCAGTCCCACGTTGTCAGCTTGCGAAAACCAAAAAGGTGCGCTTCAACACGTT
+TCTGAGTCGCTCAGTCGCCTACAGGTCAACTGTCTGATAGCAAAGAATGATTGAATGGAT
+CTTCATTTAGGACGTCTGTTACACGCAAAAGTTAGTGACGCGGGACAACTGAGTGGTTCA
+CCTTTGTTTGCGCCAGTGATTAGTGGCTCGAATGAGCACGTGATAGGTCGCTCGTCTTCC
+TTCCAATCCGCTAGGGTCTCTAAGAAGTGAGACTTTTTTACCATCGGGACACAAGTAACA
+TACACTGGGTTCGAAAGGAGGGTAAACCTAAGCAGATGGAACTCGGGTCAAGTCGGCGTG
+TGGGGTCTATGCCCGTCCCACGAGTGTCGTAAAAAGATACAATCATCTCGTGCCTTGGAC
+ACGCAGACTGGCTACGCCCCTGAGGTCTCCACCTTGGTTTACAGGGAGTCTTACCTAGTG
+AATCAGGATAGTAAATGACGTTACCTTCATAGCACTGTTCTGGCCGTCCGGCATTACGTC
+CACGCTGTATATGAAGGGAGATGGAACAAATATTCCCAGCGCTGCAAGCCCAACGATGAT
+GGAGTATGTATTACATTCTTGAGGGTTCGCCTTTGTCAACTAGCATTGGGGTACCCATGA
+CTCCTACCCAGGCTTTTGAGTAGCTGTTTCACCAACAGGCTCCTCGGCTTGTGCTGTTCA
+AAGGACTGTAGCCGCTGTGCTATGCGGGAGTCAGGTTCAGCGTACTTTTTCTATAAGTAT
+CGACTATGAAAACGTTATGAAGAAATGGAGATTTCTGCTAAGTATTGCCCAGCTAACTGC
+CACACTTACAGGCACAAACAGAGACCCGGTCAATACTTGGGCACGTTGATACGATCCATA
+GCCAGACCGTAGCTTCCGTGCAACTGGCGTACAGATTGTCGGAGACCGCCGAATGTGTTT
+TCACATTTCCAAGTTGCAAAGCTGAATCACCCTCGCAGGTCCCTCTCTCAACGTCGCTAA
+CGGAAGTATATAGATACGAACTCCCTGAGGAGACGGCTATGATGCGCAAGTTAAGCCTAC
+TCTCAATGCAGCTATTTGGTCAGTCAGGATGCTATCGATATGAGTACCAGCAATCCATTA
+TAGAGAGTAGTGACTATTATCCCATAATAGACAAGGGAACCTCGATTCAGTGACTCGTGC
+CGAGTATCTAACAGGAATTTTTTATATAAAACCGCGTGGACGGATGTCTCGCCCGCGTTC
+GTAGGTCTAGGTCAAACGCACCGCGTGTTACGCTATGGTGTGCAATCCAGCCCTTGAGCC
+CTTGAGCAACGGTGAGCTCAAATACAGGACAAGACACAGCCTGAGATTTGTGAACTCGAG
+GGCCCGAGTCACGGTGATTTCCGGCGGGATGTCTTGTTTACGGAGCAAGGCGTCTAGCAT
+ACTAGGTTTCTGCTTAATGGATCATCATTCTGCATCGCATAGATCTCGGGACCAACACCT
+TCGACTTAGACCACCCAGATGGGCTGCAGTAACATGCTCATGGGAAAAGTGGTTTAGAAG
+GCGTCCTATAGGCCATCGCAGAGAATGCGAAGAATTCAAGTGTTGAGCCGATACGTGCTT
+CATCCGTCCAGGATGAGTAGTCTGAGTATCAGTTGTCCAGCTCAGGGCCGTCATATCGAA
+TAGCTGCCGGCACTCTAAAGTACATCACCCTCTAAGCGAGAGCAGATGGCCGACGGCGAT
+CTCACGAGTTTACTCTATTACACTCGTCTAGAGGGAATTGAAAACCTGTAAATTGTTTCC
+CTCTTCACTAAAGGTATTGAAATCCACGTAAATCCTGACGGCGTCAGAGAAGCCCCGGCG
+ACCCCCACTTAGTTCGGCTAAATGAACCCCCGAACGCCCTCGAAACATCAAGTGAGTATG
+TGCATGCCGGCAACCTAGACTCAAATGCTGGAGACAATCATACGCCGGCGCCCAGATTAC
+GCTTATTGGGCCCGCCCGGATTTGTAGCCTTGGGGCAGTCTCTAACGCATCCGTCCAACG
+TACCATCCAATATCTCCCAATGACTCTGTTCGTCTTCGAAAAGAGTTTCTTCGCGTGGCC
+CGATCTTGACACAACTGGAATACCCTTCAGACCTCTGAGCGTATCCGGGTAGTCCTCTAT
+GATCCATATCGTGCAGGATGGCGTGCTTGAACATCCGGCATAAACTAATCCGATTTATTG
+TTGATATGCTGTAGGGCAACATCTGCTATGGCGTAATGGCCACGCGCCCATCAACAAAGA
+TATCGAGCAGCAGACGTCGGCTATAACAGGACATCGACGCTGCAGTGCTCTAACTATCGG
+TTCAACGACGACTTCACACTATATAAGTCCTTTTAGCCGCTGGCAGGTCGGCCGACATTT
+CGTGCTTAATGTCATTGAAATGAAATGAAATATCTTTAAGGGGGTCACCCACCTAATCCA
+ATTCGCAAACGTGATGCCCTTCTATGCGCTAACCGGGAAGAAGAAGGGCCAATAAAATCG
+GGGTTATATTACAACTCTTTCTGGCATGGTAATGTGTTATATCCAGGTTCCGGCACCCGT
+ACCGAATTTCTCTCGGGCGCTGCCCGCCTTGGTAGAGTAGATACAGAGGGAGAGATTACG
+ACAGGTGCTGATACAATTGACACGACATGTACAGTTCCACCTTATTCCGATATCTGTAGA
+TTGTATGCCGCTCCCATGCTTCCTATTTTGTAGGGCATCACATCCTAGTGTCTGTGACGT
+ATTTACCAGTTTATGAAAACGGTAGCAATTAGTAGGACTGAGACCCTCAATTGGGCACTT
+TCTTCCAAATTGGTAAGAATGGTAAAATGGCAAGTCCTAGGAGACCATGGTAGATCGAGA
+AGAGTCCGTCGACCCAACCGAACATTGTGACAGCTCGCTAAGATAGCACACGGTAGGTTG
+GTTGAGGCAGAGCTTCTCCTGGAGCCTTGCACGTGAGCTTATCGGTCGCTTTTGTAGGGG
+CTGTCGGCGACTTAGGCCAAGCTGGCGCTTCTGCCAATTCTTCTGTCCGAGAGGACATCA
+AGAGTTAAAAATACACAAAGACAAGTGCACGGCGGTCAAATAAGTATTCCGCTAAGCTAT
+ATTCCGCAATTCGCTCTTAGGCACAAGAATTTCGGTGGGTTTGAGTAGCGTCTCCTTCTG
+CCAGTCGATTTGTGCGTACTCACTCAAAGTAGTTTCTGTGGCCCACAGTATATAGTGAAT
+CTGATTTCAAGTGCTCCAAACGACGTAGTTCCACCAGCGGTAATACAACGGAACGTGTAG
+AGAGTTCGTCTTACGTAGTGAAACTAGAAAGACGGGCTGATACGTCGCATGTGACGCCCA
+TACTGCCAGATGGATGTTAAAAGTGCCCTAGCTCGCCCTTCAGACACCGCATGCCATATC
+TTTCAGAGGGGTCGGACTTATCCGGATTTTTCGCCCCTAACCTCTACTTCTGGTTGAGAA
+TGGGACATAGTCCTTGCCGCTATAGTAGTTCATATTATATTGGCCCTTGTTCGGACACGA
+CGGCAAGAATAAAAGGTCTAGAGCTTCATGGGGTCTTTACTTACTAGTTGATTTGATAGA
+GGTTGAAAGGCGTCCCCCTACTGCAACGAAGGGCAAACATTCGAAGGCCGATCCGACAGA
+TTGTGCGTGATAAAGCACCCTTTAATACTGTTGCGCTGGCGAAGCCATGCTAGGCCCTCC
+GACGACACTTTCTTCTGGCCAGTATTAGTGGAAACCGCTTAGAAAGACGGGGAGGCATGT
+TACAGGAGAACCAGATGCGTAGGGCTGGTTCACTGGATCTGAGTTTGGCTTAGAATGTCC
+AGCGGTGTAGATTTCCAGCGACAACCCGATCTCGTCATTATACCTGCATTCGTGCATTGT
+TAAGGAGCAGTCTTCTATAACTTACCGCGGAACCTGGAGCTTAGGGGTAATACCTTACGG
+CTACCGACCTGATAAAGACACGTACTCATCTGGCGAAATCGAGCTGACTCGCATACCCTT
+AGTGGTAGGCGTAGCCGACTACTATCTCGACGATATAGTACCTGCTGAACCAAGTAGTAC
+TCAACAAGTCATGTTGAGACTATGCTTTGCACGGCGCACCCTAATGGTACGGTCCTGAAG
+TAGGATCCATAACGAGGCACCTCCGGGGGGTGTGTATGTTTATAACGGAGCGTAACACAT
+AGGAGCAGATACGGCAAGACCATGAGAACCATCTCGACCAGAAGCCCGGGGAGGGCCGAC
+GCAAGAGTTGCATAATCGTCTAGTTGAAGCATATTCTTCGTACTCGGCACGTGCCGACAT
+AAGTAGGTAGAACGTAAGACGAACCATGACGACTCTCTAGTCGTGGTCGAGAGGTGAAAT
+ATCTTGAACTCAAACAGTTAGCAGAAACGCGATGCAATTGTTTAGAAGCAGTGCAGGCCG
+TACAAACACTCACGTTTAGCTCACATACGCCGAGACTGATATGCCGGCGAGGTCTAGACT
+TTCCCCAACATCTTCCTGACCGGTTGCCCGCTATAATGATAGTCGAAGTGGCTTGGGTTC
+CGCAGGGCCTAATACCAATCAGCCGCTAGTGTTAGGTAAGGACTGGGTCACGAGATCATT
+TGGGTCAGGCCCGTACCAATTCATAGTCCGCGGGGTATCGTTCGACCTGGTACCCGGGAC
+GGCGACAACAGAACTGACGTGCGCCCGTTGAGTTCTAGCTTTCATAGTGTTAGGACGTAC
+GACTCACTGCGATAAGTTGCGGGAGCTCCAAGAAGCTCAGCTTCAACATTGCAGGAGCTA
+CGATCGACATCTTTCTTCGACGCACCTTTCTCCCATTCGAAAAACCGCGGGCGCTTTGTA
+ATGGGGTCCCACATAGATCGGGGTAATATGTAGCAACAGTACATTATCGCGATAGATTAT
+GTCCATAGAGTGGTCGCTGAAGATTCGTGCTCCCGAGCATGCGAGAAGATATGAAATTTT
+GCGCCCGAGACGCGTGACGACCTCTCCGTTCCACAACAAAACTCGGTTTACGCCGGCCTA
+GCCGACCGCTCCACACAATCAAACGTTGATCCTAGCAAAGTAGGTAGCCCCTGCAATGGT
+GAGGTGTCTCAACCGTTCTAACATGTGTGCGATGAGGAGGGAGTCCTTTTGATCGACATA
+TCTCACCCACGCTTGTATGTAAGCTAAAAGGGAGCGAGAAAGTGTCTCCCCCGGATTTCA
+TCATCATTGGCGGGCACTGTGGCGCCAATTGTTACAGCCTATATCCCGAGAAGAACATCG
+GACAACGGTCGGAAATTTTCCGTTCAAACCACAAAAGGGCGACAGGCTAAACGGGAGCTT
+CATTTAACGCGAACCACTAGTACTCGAAGGTTCGGCGGCAACCGCCTTAAGTGGGTAAAC
+CCTTCAGACACATGGGAGAAAAACAATACCGAAGCTGAGTACCAATTACGCCTATGGGTA
+TTGTGTTTCCGGTCCCACCATCGCCTTTACTTTTACCACAAGCGTTACAAGCCAAGGCCC
+TAGGCAGCTAGTCGCACTTGTCATGGAATAGGCCAATTAGGACGTCGCCGCACTTCATCC
+GGCTGCAGAAGCAGCTATTAGCTCATCGTCACGAAATAGGCCATCACACGATCACCTGTC
+GGTAGGGTACAGACCACATTTTGGACGCTAGTCGCTACGGAGATCCCGTGCAACGCACTG
+GTTGTACTCGATTACAACAAGAACGTCAGTGCTCGATGTGGGCTCACTACCTGCGGTGAA
+CCTTCTTGGTAAAACCTATGAATCAACGCTCGGTATGTCATCTTTTGGTCGTTGAAGCGC
+CCGTCCAAGCTAGCCCATTCGACCCCTAAGTCTTTTAATCAATCCGCTTTTGCACCCTCG
+AAGTCCTGCATAACGAGGCGAATTTTATTGCAAAATAAGTTAGTTACACTCATCGTTGAA
+TCGCCGGCTCGGGGTGAACTGCAAGGGGGATAAGACCATCGAAGCTGGACGTAACGGCAG
+TGGGGCAGTGAATGAAAAAGCGCAACATGAGAATCAGCTGTTTTCGTTACTAACTTAATC
+CCTACAGCTCTGCGCCGGACACTTCCCCGGTTTCCCGTTCAACGTTAATCTCTTAAAGAT
+ATGGGTGGCTGCAGCATAGATCGCTTACCCCCACATCCGTCGCCTAAGGACACAGCAAGA
+CTGGGGTGTAAGAAGCCGCTTGGATGCTCCATTCCTCAAAAGTCGGTGCGCATCAAATGG
+TTGGAGCCTTTGCTACCACGGTGTCATGCTGCAGTCACGGTAGCTGTGTCGGTGGTCACA
+ATAAGCACTCTTATCGCTTCACTCTTTGGCCTATAGCCGTATTATCTTGAGAACGCCATC
+ACATTCCCTTTCCTTCACACACGTGCGTAGGGCAGTGTAATTTATAACTAAAGGTAAAGC
+GGGGAAACCCTTGTTACAGAAAAGTTAGGTTTGCTATTAAATGCTAAGAAACGGAGCACA
+CTTCGCTAATATTAGGCTAGCACTAGTGTCGACTCCCCACTCTTCGGGTCCCAATCTTAA
+TCCTGTCTTCTTCCGCCAAAAGCGGCTCGTACCACGAAGACTCCATGACGTTAGCGGCGT
+GTGCTCAGAGTAGGGAATATCACGGCTCGCAAACTCATAACCCTCGGTCGTGTTCTTATC
+AATATAAACACTAGAATCCTAGAGTCGTGAAGATTCTCGATACAATCATGCTTCTATGCG
+TCTAGCCTGAAATCACAGTAGTGTGAGTAGAAAAGTCATTTTAGTTATGCGACTATAGAG
+GATAATGTAGGCAGCTGCTTAGCAATAGTAATAATTCATGTTATCTAGTGTTTAGCTTCT
+ATATTACCAAGTATGGCGCCCGACAGGCCTCTTCATCGTATTGTAGTACCCGTTGTTAGA
+GCCCGACTGGTTAAGAAAGGCTGCGTGGATTCCTCCCGCCCGCTTAGAATCTTGCGGGAT
+TTTTACACCGTACCGCCTCTATGATTCAGGCAATCCAGGCGTGTATCGTGAGTATTCTCT
+GGCCAGGGGAAATACCTTAACACCCGTCATGCAAGAGTTGTCTTTAATGCCACGGCGTCG
+GTCACCAAATCGTACTGCCAATTACGTTCAGTGTTCATGTCGGTGTTAAGCGACCAACTC
+CTTCTGGCGTGTTCTCACGTTCATATTTGGGTAAATTAGTAAGCTTCGTAAATAAGTGAG
+TTGATGCGGTAGTAAATTCTTTTGAATATCCAGGATGCACCACCGCAGGTGCTCGGATAC
+CACGGGCCAGACCAGGTCTAACATGGATATTTTGTAAAGCAAGGTTACGGCCGGTAACCT
+GGGTAGGAATTGTGGGGTCCGTGCTCGAGATTATCGGTGAGGACGGCAGCTACCCCTAAG
+ATAGATGGAAGGTCAATGGCTGTCCCAAAAGCGAAGGCGTGTGCAACTGAACTATTATCA
+CACGTTTCTTGCTGTGTTTTCGTTTGTGGAAACATTGGCGCCCGACTCTATAGAGTATCT
+CGAAGCCAGTACTATGAGCACGACCTACGCCACCCTAAAGGATCAGCTGGTTGCCCGAAT
+AACTCTAGGTCAAGAAAGCTATCTGGTTGCCTTGATCTATGACGCCCCGGGAACTTAGCG
+TTGTGGCAACCCCCCTTTCCGCACATGCCCAGAGAGGTCGTCCAAATGTTTACACGCCGG
+GTGGGGCGGGGGCTCCCGATCCGGTTGAGGGGCGGGCCAACGTCTTCACCGTGTACCCCG
+CAATGCTGAAAGAACAATTCCAAGGCCTACCATCAAATGATCCGCTTACGATTGGGCTTT
+TTTTTCCCTCTCGGCTGTTTGTACTGAGACTTGATTCCAGTAAGACATCATGATGCCTGA
+ATTACGTTTGCCAGCTTTCTCGGCCCTGAGTTTTGACTCGTCTCTTTTCCTGACCCATGA
+CTCCCACAACACAGTTTATAAAACCGAATAGACATTTCGCACCATCATTCCGCGGTGGCC
+AAAGAGGATGTCCTCAAGTCCGATGACTCTTCATAATCAGACTATTCTAGGAAAATATCT
+GTTTACCACGGTCGAGTTTCACGGTATCCGGATGCTCGTGAATCTAGTGTATAATAAGTG
+CCTTACCCCGTCTGTCGATTTGCAGTGAGCTCTTTTCAATGGAAAAGTCGTGTGACATCT
+AAGTGACGCCGGGCGCTGCAAATTTCCGGCTGGGCATACGCTCCCGCTGCCACTATTTCA
+CGCCTCATAAAAGTAACGGCGTAACGGGCCAGCATCCATGGCCGCCCTTCCTACCCGAAG
+CTTTAGACACCACGTCGGATCACGTGAAGCCAATGTTGCAGAGAAAGTACGCCCGGGCAC
+CTGTAGCGCCGGTTGCAGCTTGCTGCAACGTCAGGGCCGAGCGCTTGACTACGCTTTTCG
+TGCTGACCGGAGACTCATGCATATAGGTGTGAGTGAGTGCAATAATCTCGACACTATTAG
+TCTTTTCTCAGGATTTATATAACCAAGTTCCTTGTACCCTCGCAGATCTTGTGAGTTATA
+TAGTGCGTCACGGTCGGGACAAGCCTCCCTACAGCCTTTGTACTTTGAAGCGTATGTGCT
+GACAACGACCGTCATTATCTATTTAGGGGGCCTTCTCTGATCCACCTCGTGGTGTCCTAT
+GAGATCGCGAACATCGCGGATTCCCATGGTAGCACGACCTGCCTGGCTTTCGAACCGTGT
+TATCGGTTCATCAAGTGCGACGAGGGTGGAGGATACAAATGGCCATTCCCAATGTGGAGT
+AGTTGAACCCTTCGTAGGCTGCAATTCATAACTCGGATTGGGCTAATTTTCCTGGCGCTC
+TATCGGTTACTATAGATCAACGTTAGCAAGCGATTGCGAGAGTCAATTTCCAGGGACCCC
+AATCAATTGTAAGCCTGAATGCAGAACTCTACCCAAACGAGTCGCTGAGCTAAAGGAGCC
+CCCGGCTAGCTACAATAACTCGATGGGAGGGGGGCGAGACCGTCCGGTACGCTAGGTTAC
+TATCTGGGTTCAGAAGTCGGGTAAGAGTAGCCTGGCTCCCCATGATCGGCAACAGGGAAG
+GTCGAACCGGGCCTCTGCGATATCCTATATCCTACCCATGGGGATAACATACAGTCCGCT
+CTTATCACTAGTTTATGTTCGGGGTGCAAGCCTAGGAACTACTTCACCTGCAGCGCTACG
+ACTCACTATACCAAACCGAAACGACTAAAGTGAGATTTCCCACGGTCGAGACCATTCAAC
+CAAAAATGCGGTCCTTAGCTAACGTGCAGTCTGGGGCTTTGATCAAACCTGTCGTATAAA
+TATAACGAGGGGAATCCCCCTCACCCGAAGGATATTACCCCATCACAAACTAAAATGGAT
+GTGTCTGGAACATGGTAAGGATAGTTCCGCGCTAGGAGCCCTTTCTCAGGGCATTTATCT
+GCACCTCGCCTATGAATGCAGTATATATGGGGGATTAAACGTGTTTTCGTTAGTTTGACA
+TAACGAGGACCGAGTGGACCGTACCCGCCGTCTAAGCGGTTTAGTGACACCTTATAATTG
+GACTTTGCCGACACCCAAGTAGCCCTAGCTGGACTGAATCAGCTACTAATAGGTCAGAGC
+AGGCAATATGATGTAACTGGGTCGTCGTACACTGCATTTTCAACACGAACTAGTCGGATG
+GTGCCTTCCCCACGGCACCGCTTGACGCGAAACCGCCCATCCACTGTTATGGAATACCTG
+CCTACTTTAGCCCAAGAGACATATTGCTCGCTAGAAAGTTCTCGCCAATTGGCGATGACC
+GGGGGAATCGACCACAATCTTCTCGGGCCGGATTGCCAATGGACGGCCATCCAGGTGCGT
+TGCGATCTCACCTGGTCCAATATATCGGCACTCACCGAGTGGTTTTTTTCGGCCCCGTGC
+GATCCCTGGGACGGATAGCATCGATGGCAACCACAGGATGCCCGTGGTTGAGAGAATCCG
+TGAAGGCCATCAGCTGCCGCAAAGGTGAACAGCTAAAGGGTCATCGGTTGCATCATAGCA
+CCGGGGGTATGCCCCTATTTAGTTTTCTCGCACCGTTCATACTGTTAATATAGCTTGCTT
+CGACCCCACTCAGCCCCACATGATGGGTTGCCTCGAGACCTGTAATCCCTCACCGCTGTC
+GTAGCTATCGAGGATCCCAGTTTTCATGGGCGAAAGGTTCACCTCAGAGGAGCAATTCTG
+CCCCTCGACAAGTGATAAATTATATACAATAACAGCGGTCTCCGACACGACAAGGAAAAT
+CTTAGCGTGATGGCGTAGTGTGTTCTCTCCAAAAACGGAGGTGGTGACTGTCTGGCATTA
+AGTGTACGATAGGTTAGCGTACAATAAGTAGGCACTCGGTAGGGTTAAGGGTTCCGGGAG
+ACTCCGACCAGATGATAGGGAGGGGTACGAAGTCAATGATAAGGCGGCGGATGCTTAGTA
+CAACACTATGGCAACGAGAGGTGAATACTCTACCTCGTCATCCGAAACTGATCAGGTTTA
+TCTTTCTTAGTCTGGGGAACATGCTCACTAGATTCTTTGCTATCCGAACGAAGACATAAA
+ATGTTAGGGGAAAAAACGTAAGCGGTGGAGGAATTAGGGGAGAAAAACGTTCTGATGCTC
+TCGCACCTGCCCCCTGTGCGCACTAGCAAGGTATTCCTTCCCGTCTCTCTTTACAACTCC
+TCAGTTGCTAGTGGCTAAGATGTGCGATCTGAGGCCGGATCTGTGAGAGGCAGCTTTTGA
+ACCCGTGGTGTTTAGGAGGCTTGTCCGCCTAAGCTCCTACGCAACAACGCGGGCGGGATT
+TTTGGAATTCCGAACAGCATCCATGGGAAGGATGTATTTTCCACGTCCCGTGGCAACCCA
+ACCATCGTAACGGCCCTCGATCCTTCCGTCTTACACTATATCTACCGTGGTAAACCGCTA
+ACTCACCCCAAACGATGAGACTATCGTGGAACGGACCGATCTACCATTATAAACACAACT
+CCGGTTCGCACTAAACTCAGATCTCAAGATTATGGCCTAACCTACCAAGGGACCCATATC
+CCCAGGTTGCCGAGGATAGTCGGGTGTGCAGACAACACGTGGCCGTTCGTTATGTTCTAG
+GGCAATATCAGCAGAGACGGATAAGTTTGGTATTGGAATACATAGACTGTGCTAACGGAC
+GCCTAATGGGCAAGTGCCCATTAAACTATATTATGGGACCCATCCCTGAGGAGTTCATTC
+ACTCATAAACAAAAGAAGTGGATTACTAATTGAACAGACGCATGAGATCTATGATTAAAC
+AGCCTTATCAGCATCGCCGCCGTTAGGGGGGAGGTAGCGTATTTCTGGGTATGATCCAAC
+CAGGAGCTGGTGGCTTGGCTGTAACGGGAAATGTAAGTCTAACTTGATGACAATTCGATC
+TTGTAATTGAAACAATAAAACACCAGTGGGTGTTTGAATGACTGCGTTAGCCAACGTGGG
+CGTGCCTTCTACTGGGACTGAGGCAACTCTTCCACGACTCACATAAGGCTATACGTATGA
+TAGCGCCAGGATATCACCATACGTTAAATGTACCTCATAATTTTCTAGGTGTACGACCTG
+GATCCGTCGCACATGCTCAGCGCACCCAGTCTGTGATCCGCTCTAATCGATTATTTCGCG
+AGCCAGTCATCTACAGGGTTAGGTTTATTAAACCTAGGCGGTAAGACTGATACCGCGTAC
+TCTCCGCTGACTCGTGACCGGCCTAGACTTGGAGAGCTTTTCTAAACGTACAACTTTTCG
+AAAGTTAGCCCTTTTGGCAAGATGCAAAGCGCAGCAAAACCGGAAGGCGCATGTGGCGGC
+AGATGGTGCTGAGTACGTACGATGGAAGAAGGAGCAGCCAGCACCACCATGTGGCTCCCG
+TTAGCTTCTGTTTAGCTTGATATAGAGCGGTGGTCGGGCTGTTTTGGACTCGCGATCTAT
+GCGACAAGATACGCATTCCATTGAGAAGCGAAAAAAGACTTTACCTTCCCTCTACCCTAA
+GACCTAAGAACCGGAGAGCAACCCGTCCATAGCTAGCTTAATCGTATAGCGTGCGAATTA
+AACATTAGTAAGTCCGCTTTGTGCAGGTCCGTTTACGTGAGAAGGCGCCCTTAAAGCGGA
+CTGGATGTACGATACAGTTCTGTAAAAGTATTAATGGACTGTACACGTTTCTAGAACGAA
+AAGGTTTATGGGTAGGTAGCATCTGTTAGTCTTACTAAAGCGCTGTCATTGGCCCGTACA
+TCCTTCAATTGGCATGCTCTTAAACCAGGAGATGTCGCCTCAGCACTTCTCGAAAAAGAG
+GGCCGTGTGGAAGCTTTCGAACGAGTCATCCCTACCAGGAGCAGAAATAGCGTCTGAGAG
+GAGTAGGGTGTTACTTGCTAAGAAACGACCTACAGGTGGCTGCAGAGTATCCCTGGACCA
+AGTAAGACCGCGGGGTACAATAGGTAAGCGCACGCAGAAACTACTGACAGCGAAAGGATA
+ATAGGGCTGGTAACGAACAGCTGACTAAGTCAGCTATGCGACGAGATATAAGACCTTCTA
+CCAGATTGGCGAGTCATCGACAACTAGCCGGGATTTACGTCGTAAATCGTTCTGTAGCAT
+GGCTTTTCATCCGTGCTATCGGGCTTCTCTGTCCATCAATGCACCCACGTCGCACCGCTT
+AGCCCAAAAGGATTGCGCTTCTGTAGCATATCGTATTTGGCGTTCGTTAAATGTAGACTA
+ATAGTCGGACGCAGTGACCGACTCGAACCGATAATGAGCCGAGGCACCGGTGAGGGTGGT
+CTGACCTTACGCAGGATGGTTGCCGTTTCGGTCTGGACGGGGTCATGCACAGATGCTGTC
+ATGATCGCTTTTAGACCAGCTCTTGCCCAGCCATAGGTATTATGTGATCTACAGGTTAAC
+ATCTCGAATTCTGAACCCTCAAGTCTAGTATCTGGTTCATTTCGCGTCCATATCAAAACG
+GCCGGCAGCTCCTCCTGATAGAGCTCCTTCTTTCATCATTGTTGAGGATTACTCATGGTT
+TGCACTTGCAAGCTGCCATCTTTCCGGAGAATGGGAAAGAGTGTTCCGCGCGGCATCGAG
+TTTAGACCCATAATACGAACAAACTAATTCCCTCGAAATCTCTTTGGAGTGTTGTGGTCG
+ATCAAAATTACCCGTCTGAGCAGTTCGACTACGTGCTGCACAACGACTGGTCCTCAGCCA
+TTCCGTATTAAGGCCTTACATGGTTTCACAGCCTGTCTTTTGATCCACAGACCGGACGCG
+TAGCGTTGTGGCTGGGCTACAGAGCAACGCGGCACGCTGATACAAATGTGCGTCCCGGTC
+ACGCACGAAACCCGAAGTTAGACCATGAAAGATGTATATCTATCAGAGTTTTTTTACGAA
+GGCTGCCGAATGTTGCATGATATCAGGGTGAAGTTGAGCGAGAGACAACCACACGTCTCA
+AAGATATCTAGGTTCATCGTTGGTGTCACTGGTAGCTATCGGCAACTAGAATCCATTAAC
+AGCAGTCTTTGCGAAGTTTTACTCTCGGCCCGTGCTGACCGCACGGGTCGTGAGGTATCT
+GTCAACTCTAACCACTTGAAAATAATACGCAGTAACCAGTGCGGGAGTGGCCCAGCTAAG
+GCCCGGGGGCACGGCCCTAAGTTAAGCACGGGATTACCACAGCGTTAAGTTGATCCTGCT
+CAACCGCCGTCCAAATCTTCCGTATTACCGCGAGCAATGATAAGGGCCCGGGTATCCCAT
+ATGTAGCGGTCTGTGCTCAACGGAGTGGATCATTTCAGTCGCAGTAATCTCGACGTTAAA
+GTATGCTAGCCGGGATCTACACGTTCATTAACTGGTGAAAGGTCAAAAAAATGCAAGAGG
+TAACCCTTAAAAGCAACGTGATTTGCCTGCTCAAAAGAGGATCCAATGAAGGATGCAAGT
+CTACAACGGTTGTTTGATGATTGCGTACATAATGGCGCTTGAGAAGCTTGATCACAACAG
+GGGGTTAATGCATTCATATTACAAGGATACAATACGGAAGTTAAAGTAAAAACAATTGAA
+ATACTCGGCCTCGGGGACGTAGATACGGTCGCATGCATTTACCCGTGGCTGGTCGTGACG
+ATAGATGTTCCCGGGTAAAGCTCAATCAACGTTGCTCGGACAACATGACGAGACTAGGCA
+AGCCTAGGGTTTCGCTTGCCGGCTAGGTTCTTTACAACCAAGCGTGCCTCTGCCCGTTTA
+GCGAACGTTACGCTCCTTGCTAGTATGGCTGCGATCCTTGGTCGAGTCATTGATGGATCG
+GAGCCTTTATCACGTCTGGCGTTACTCAATCTATCGATATATATAGGGTAAGAGGGGGCG
+GTACGTGCCATTGTGGCGGTCTGTCGTACAAAGTGATACATTCGGAGGCAAGCGAGGGGC
+GGTCCATGCATCAAGCGCGAAGTTGTCTGCCCTAGACTCAAACCGAATAAAGGTCAGACA
+CCGTTGCCTCATTTCCCAACATGTTTGAGGCATGTTGGTCGCGTAGGTGGGAGGCATGCC
+ATAGGGACCCAGTTCTAAGGGCTGTTTAGCGCAACTGGGTGCGTCGAGATGAAAAGGTCG
+CGCCCTAATGCTCCCATCCACTGGCTTTGCTTCGTTCGCCCAGGTCCCAAGATCTTACGG
+CAATTATACATGGGGGGGAATATTTTACCTATACGTTCACATGGGAGACACTGAACTATC
+GGCTGCAGTTACATCATATCAACGGGGTGCGGGGATATACTCAGCAGCACCTCACGTTAC
+AAAGGATTAGACCGCAACAAAACGCGTGAGCTAGCGAAGATTGTCAGTTTGATCGCATAT
+TACTAAGGTATTCAGTCTTCCCTCGCTATGTTACAAGCTTCTGGTAACGGCGAGTGCAAC
+CAGAATTAGATCAGGATCGGAGCAGACAGCTCGCTTTAGTGGCGTTGTCTGGGCCTGGTG
+AAAAAGTCCATTATGTATTATGGAGACGCGTAAGGCAATGAGACTACTCGAGTCCACGAT
+CGGTAGTATGGATGTCAGGGCCCAGTGACTCCACCCCCCCGTCCAGAACACGTCGCCGTC
+CCTCGTGGCCACCACCAGGTGTCTGGAGGAGAGGGACCCTGTTGGCATTTGAAGTAGCCT
+ATTATCAGGAGTTTGGGCGGGATTTACTGCCCTGCTACGGCATAGTTAATAAACCTCTGG
+TCCCTGGTGTGGAGAGAAAGATTTGCCTTTGGCTGTGCCCGATTTACATTTGGTCCGTCT
+GCGCGGGACGGCTTAATCTAGGTGCCCAGCGTACCCCATGAATGAGCTAAAGGGCGGCTT
+GCTTAGCGAACGTAACTTTTGGTGCGGAGGCGATCGACCGCCAGACAGCCTTCAGAGCTT
+ATAATGCTACAAGACGGATGTACTCGCCTTTGTCATTGCGAGTGCTTCGTTAGGTCATCC
+CAAAGCCTTCCTGACACCGACCAATGGCTGATCTTAAGCTAACAATGATTCAAGTCTGCT
+CAACACCCAGGCGTTTCGTACATTAGTCTGTTATAACTTTACTTTATTCTAAAGACAATA
+TGTACTCTGAGCAGAGAACACTTCCCCTCAATAAGAAATTGACGCGGTCAACGAAACCGC
+ATATCAGAGCGATCTCTCGCCGGAACTGTGTTGGATCCCACCTTATCAAAACCATCGGCG
+CACAGTGAGGTGAGTACTAATCACAGCCTGGCGCTGTGGGTCTTACCACTCCATAGGAAT
+TTCCGCTCCATACACTGGGGGTCGGATGTTATCGTTCGGCCTGTTGAATTCTTTTTTACG
+TTATCATATAAAGCGCTGTCACGGCATCATGAGAATTATGAGTACCTGGAGGGGGTATGG
+CGATCGGGCTCTATGCGCTACCACCAAAGTTCCTACTCAATTGGCATTACTAAACGTTGT
+TTCATTGAGTAAATCTCATCGCCAATATTGCGTAGCGCTATCGCGGCACCGCTTTCCTGT
+ATCGAATCCTGGCTGTTTACCTCGGACGACTTCTGAAACCGCGATACCGGGAAATCTGGA
+GCGCATGAATCCGATTAACTCAAGACTATAAAAAGTCACCTCCCACTTGTCCCGGTGCCA
+CAGTTGGAAAGAGAGCTAAGGATTGGGCGACGAAGATTATACATTACCACGGGCCAATGC
+TGCGCGTGTAGTGCCTAACCGGATGTGGGATAGCAGCCTTCTGTGGGCGATGATGACTCG
+GTAAAGAAATCGCGTCCATTGATTGGTGGTCCTACGTCAGCCTTCAGAACCCCATTAACG
+GGTCTAGATCGGCACTCATTATAACATGTCCATTAAGAACTTCAGATACCTCTTGAGCAA
+TGATGAAATGCTGGTGGCATTAAAATGTTGGGTGACAGTCCATGTGTGCCTCGCCGGAAC
+ACGATCACCGAGGGAGCCCCCTTCACAACCCTGCAAGGGAACATCTCGCCCTTGATATGG
+CCTTCGTGTAAGTGGTAGACTAGAAAAGATTTATTCTGTAAAGGTCAGTTCTAGTCAACG
+ATTTCCAAACGGGATCAACGCATTTCGTCCTAATTACTCCCTCCCGGAGCAGATGACTCC
+CCTAACTCTCCCATCCTATGTCTCCCAAATTTACAGACGACCTCCATGCAATTATACGGA
+CGATCGCGCGGTAACGGTACGGTACTCGCCCGCAATGTACCAAGTGTTTCTGTATGGAAT
+TTGAGGAGAAGAAGTAACTGTGCTTTATATTCCGATAAACTCTGCTGCCGGTATAGCCAA
+TTGTAACGTGCATTCGGCGAGGCGACAGCTCGCATTCACAGGTAGGGTGATGCAGCAACG
+AATAGACCCATAAACAACCCGCTAAGCTGTCTTGTAGGTAAGTTGACCGCACAGACGTTT
+ATCGCCGATGCCTCCCGGCGGGGTACACCTAGTCTTTCCTGCTGCCCAGCGGCAAGGGGG
+TCGAGACCACGACCCCGTGTTTGGCAAGCTAGTTGTCCACGTAACACATGCTGACCCTAT
+GGATCAACTCGTCTCGACGGGTCCTCTGATAACGTTTGATATTCCTGTTCGCTGGCTAGG
+GGCCAGTTTTGGGCCGTGTCCCACACACATTAGGTCGTTCTGATTAGTTCCGGCCGCCCC
+TCAGGAAGGCCCCTATCCAGGGAGGGGAGCCGTCGGTGGAGGCAGTACAGCGTACCACCA
+CTGGGATGTAATTTGCGAGCGCAGCATGGCCACTCAAACCGGGTCCGGATGAGCAATAAG
+GTGATGGAGCCCTTGAATTCCACCTCACACCGGACTCTTTATCATACTTAAAGCTCGCGT
+TCCATGAGGGTAAACAATCAGTGAAGGGGAGACGGAGAGCATTATCAGAACAAGCCTTAC
+CGTCGACGTGTTTTCTAAGCATGGGGTATGCACATGTTTCGTATTCATAGAAGATCTTCG
+GGCCTTCGTCTTGGACAAAATCTGCCAATAGACCGCACTTGTTCCTGTAGTAAAAGTCCT
+AGCTCCAATGCATGTGCGCCGAATGCGATTCGATCCCTTGAGGATTGGGTTGCTTAGCTT
+CCGCCAGTAAAGATTACCTCCTTACAATAAGATGTAACGGTTACAAACCTGGATCGCCAC
+CCTTGGTACGCGACTAAGCTGTTACCCCCAGACCATGTACATTCAGTTCACCCAAAATAC
+GCGATGGCGCCGCGGGGAATTCACTACAATTTCTCCCCAAATCACCCCATCATCGTTCTC
+TGCTTTTGTCCGCGACATACTGATAACCTCCCTGTACTCAATTATGATAAGGCATCATTA
+TTATTTTCGCACGACGACCTAAACACTGATGGAGGTCTTCAATAACTATCGGAGACGTGG
+CAGATAATACATGGGTCAGGCTGACGATCCCTAGCACATCTTACGGAAAAACAAGGTAGC
+GGCTACACGGGCATCGTAAATGTCTGACCACGATAAAGTTTCATGCTGTAGCCAGGGAGC
+GTAGTGGTTTTACCGGCGGAATAATTATGTGTACATGGATTTATTAATACAAGGAGCACG
+ATAGGGTGGAGCAAAAGGGGCGTCACCGAGAACAGCGTCATGGACTTACAGACACCGATT
+TAGTTATAAAATTTCTACAATGCTAGGACATATGCACCTCATCTTCAACTTTGTCCTTGG
+GACGTCCGATTCAGCAGAAGGCACAGCCCCCTCTGACTGGGTCACGCTAAGACCGGAGAG
+CTGACGTAGTTTTCTTTGGCGAAACACTTTGCTACGCGTTCGGCAGATACTGGCGGAGAT
+ACGTAGTATCGGACTCATACGGTCCACGGAGCCGACGGAATCCAAACGACAAGAACGTAG
+CTAAAATAATTATTGTAACAGACAGGAATAATCGTGGAGACCCTGACTCCGCTCGCGGAC
+CACTACGAAAAGGCAATGTAAGACGCAAACCGCTTCTTCCAGGCACGTGCCGCGCAAGTT
+TCGGCGTACAACCGTAATAAGGTGTGGGGCTAGCATCGGTTCGAGACGAATATATCGAGC
+CGGCTAGCATCGAACCCAGACCATTACAGTGCAGTGGAATAGACATTGAGAAGCTCAGCG
+GACCTATCTTCCACGATGGGATGTTCGATTAGCGAGGGAATCTATCTCATTCAGCTCGTC
+TAACAAGCCGTTTAGTCCATGGCCTCAGGTGAATGGCGGTAGTTTCTCTGACTCGCCTAG
+CCGAAGGTGCGCCGGGATTGTCGCCGCAATAGAGATAGAGAGGAGACAGATGAGGGCTAT
+GACGGCTCGTCAACTCTGTTTGTTTAATGACTTTGCGACCCTAGGCATATGGGATGACGA
+AGACTAACGTATTCTCGAGAGGTACCATGACCTATGCACTATTCTATATACAATGAAGAA
+CAGCCTGGCGTTGATTTCTCTCCAACCAGTTCATGCGTGGTACTAATAACGACCGTTATT
+TTGGTCATAATTTAAGAAAGCTCTATATTCGAACGGAGCAAGATCGATTTATCGTCCTAA
+CCGGTCTAGACCAGGAGAGTCGCGGCGTCTCAGTGCCTTAAGTGCCGGGTCAAATTCACA
+AAGGGGCATGACAGACATTTTGATTTAAGGATCGGACAATTATAACCCGGTGTTCCGGAA
+AGATAGCTACGTGCCTAATATGATGACTCAACAACGTGGAAGTAAAGTGTGGCTCTGTGA
+TGCCACCGTCCATTGAGGCAATCGCATGCCAAGAGGTCATTTTCCAGAGCGCGAATTAGC
+GAAGGGGTATCTAAACACCTGCGGTTGGTCAACGGAGCGTTATGGATCCGGGCCGAGAGA
+TTAGCCTACAGGTTCTTAGAGTAATGGTAATGACATTTTCAACATACGTGCAACCCACGC
+TCCGATCCCATACCCAGCAGTCATGACTCTCCCGTATCAGGTGGGCGTCTGTACTCGATG
+CGTCTGTGCAGCGCTGTTCACCGCGTTACGTGCGGATCCCGGGTAAGATGTCGGAGTGCA
+TGCTAACGATCGGACGCTTATGAGCGACTTCAGTCCTGATAATAACAAACACGATTAACG
+CCACCCTTTGCGCTTTACTCCCATCCTCAGCAACCTCATCTCGGGTAAAGAGGTGGTCCG
+ACAGCCAGTATACTTTGTGTAAATGCATGACGATCTCGGACGGAGTATGCGAGTATATAA
+AGTCTCTGACTCTGTGCAATGACACTTGGCACAAAAGTCTCAATCTATGCATGCCGGCCC
+CTCACGGCTCCTTAGCGGCACCAGAGGTTTTCATTTTTGCAATGCAAGAGGACCGGGCGA
+CCCGACTCAATGTACCCCACTGGCCGTAACCGGAAGAGGTGGGACTAGACAATGAGTATG
+GTCGCCGACTCGGATTCAAATGCAGATATAATACTCCACTTCTGTGGTATGCCTACTCGT
+TGGAGAAAGTAGCGAAATAGTTAAGACTGTGCGTAAACTTATTTTCCAACAGCTAGCTAA
+GGGTGTCTATCGATTAGAGCTGTATGATAGGTTCCTATCAGTCACACGCGCAACTTCAAT
+GTTCGCTCCCCAACCGCTCTACGGTGTTGGATCAATTCGGGGGTAAGACGGGAGAATTAG
+GGTCTTTAGTGATACCACCCGGCCTCATAGCGCCGATTTAGCGTGGATGGATGCTTGACG
+GACATGGTTACCATATGCCGCCTACTCAGCCACCAAGGACACGGCGAGAGGTTATAGTTA
+GTAGCTGTGGACGCTCCTTTTGGACGTATCTCACCGGGAATACCTGTTCGAATCTTCGTT
+TATTTTATTACTGCCGCCTAACAGCCGCCGGAACTTTGTGTCTCGCACGGCCCGTGCCGA
+CCTCATAACGAGATCTCCTTGTGGCGTTTGCCTTGGGCACTACGGCGACTGGTGGTTCCG
+GCAAGTCTCTAGCGGGAGTTCGTGACAGCCCCAACCGCCTGACGTTATACCGTGGGCACC
+GGCCCCTAGTTCCATTGCCGTCACCCAGTTGTCCTACACCAAGCTCCGATGTCCCGACAG
+TCGGGATGGGATAACTAGAAGCTAAGAGTGATGTGCCCGCTACTGCGCTAGGGCTAGTCA
+TAACGGCTTTTCCGATACTAGAAGTATCACTTATGAGAAGATACTACATCCATTCCCGGT
+TACGATATGCCCTCTCCCGAAGGTCTCGCCAAGTTTTTTGAGCGGTGTAAATTCTTAGAA
+AGCCCCCACGGTGGTGACGTTAATCTTAGGTGTATTATAGTAGCGCAGCAAGAGGTTTGC
+AGTCTTCGGCACTACGCAATTCGTACCTATATCGCAATATGAAGCACGGTCACGTTGGCA
+TTTGGGGACAAGGCCGCCGCCACACGGACCTAGGCCAGGGGGACGGCAGTTCAAAAAGAA
+GATGAGTGAGTCGAGTATCATACCGCATGAAATTGCCCTTGCTCAGGCCCGCAGGTTGTC
+CGGGTTGGACTGAATAGAGGGAACACCGGCTCAGGTGCAGAGCGGCTGAGCATTGGGCGC
+CGGAATCCGCGGTGCATAGCGGCTGGCCCTTTCCGGATCGTCAATTGTACAAACAGACAT
+TCATAAGGCTCAGCTTCTTACGGTTCGTGTCCGGTCCTAGATGCAGTGTAGGCCAATGCG
+GTTAGCAACGCTCTTATGAGAATAATCTAGCAGGGGCAACGCGTTCTTCTGGCAATGAGC
+CACAGGAGACAGTGAGAGAAAAATTCCGCTTCCGCCTCGACCAGAAAAGAATTACGTTTC
+CCTCCCAGATAAGAATGGGAAAGCCGGGGGATTTATGTGGTAGGGTACCGGATAACTGTG
+CGAGGTACGTTAGACTCGGGAGAGGAGTTGACACTGATGGTAGTCATGACTCAGCGCTTG
+CGGATTCCATTGTGACAATTACAAGCTGTAGAAGAGTCGTTCGAGCTGCAGAACGCGAAC
+GCCAGTCCAACGTACCAGTGGTATTATAGACTCTAAGAACGTTTCAACCTTGCTCAGACT
+GACATTGAGCCGCCCGCGTCCTTCAGTTTGGTTGGCGTAAATTCCGGATCTCTTTGTAAG
+CTTATTCCCAGAGGAACATGGGATCTGGAAGTGGCCCTCTGACGGTAGGATATCTCGCCC
+TCTACGGGCCCTGTGCTCCGGTTACCTTGTACCTCGGGGCTATACCGTGTGATATGCTCT
+GCATGAAAGGTCCTTTTTGGACAGCCAAATAGCCCTGGCGAGATTTGTTTCCGGCCCTGA
+GACGAGAATGATCAGAGGCTGAGCTAGCGGGTCTATCTACCCGGCGGAGTACCTATTGCA
+TATGACGGGCAATATATCTTCTTCCGTCCGCACATTGAAAATTAGGACGATCCAAGCAGG
+CTTAAGGGCCATCACCCACGGAATGAATCCCTGGTAGCTTTACAATATTGGGGATATTGC
+TGATGCTGTATTACATATGTGCCGTAGCGGTGAACGATATGAAGAGAGTTTGTTCTACGT
+GACAACACGGCTCCCCCCTTTTAACATACAGGCTACTGATGTTTCACTATTGGCGGTTAA
+CCTGCCGACCATGCCCGCCTGTAATGCATGAGCGGACATGTCCCACTCTAGGTTGGCCAC
+GCGCCCCCGATACATAGAAATCGGCCCGACTCTTGCGATGGTACGTGTCTCGTCTTCTGT
+CTATGATTGACTACAGCTCGAAATATCAGCTCTGAGATGTTAAACGGAGAGTGCCGTCTT
+TATATTCAAACGTCCCGTTGAGCTTCAGGGGCTAGGTGTGGACTGGGGTGTGAGGTCGAG
+TGGTGGAACTACAGGCAACGCGGCCTGGCTTTGCAACCAATGCTCAATCTTTCGTACCAT
+CGAAGCCGGGTCTGCATTAGGTTCTGTCGGAATACTCATGAAAATAAGAGTAATCGAGAA
+CTATCAGGGTTAAGAATACGTAAGATACTACTTCTCACCTCGAACCCCCGGGCTCTCAGT
+GTGTTAGAGGGCTAAATCCCGGCCTTCTTTTAGGCCAGATAACCTGGAGCTAATGAAGCG
+AACAAGTTACTCGGGACGGGGAGAACCAATGGGACCCTTAGTGAGGCTAGGACATGGTGT
+GATGATGACTGAGGAGAACCATAAGGTGTTAAATTGCCCTGTCCCCCCCATAAATTTGGT
+CAGGAGACAGCTAGGGTGCCTACACGTTGATAGCGCAAAGAGTTGGTCCGTAATACGTAT
+TCTCCACGCCTAATTGGCTCATGGGTAATCCCACCGAAGCGTGGAGGTCGCACGGAAGGT
+ACTGGAGGAAATTCCAAGGCCATAAACGCTAAATGTCGTTTTAAGACTAAGTTTTATAGA
+TCATTCCCGAATAACGCAGGCGCTGCGTAGGGCGACTCGGGAGTGCCACTGATTGACTCA
+CCCTAATCGCCATACTTGAACGGTAGACGGATGTACCTATGGGAACCCCACCAGCACATA
+AGATGAAACATTCACTGCGCTGAATTGTAGGAACGGCACAAAGTTGTCCGGGGCGTGTCA
+GTGGAAGGCCCGACTTAGCGTTGTAATTCTGTGCCGGACGCCTCATATTCGGCTGAGATT
+GGTTTCCAATCGACCGACGAGGGCATGCCAAGTCGCCGTGATCGGCCTATTAACACCGGC
+TGCACCCCAAAGCACGCGGAGACAGTCATGAGGACCTATGCTTGCTATAGAAGTTTGGGA
+GACGGTTCTAGAGGTGCTTCTCAGACCCTTTCTTGAACACTAATCGACAGTTTGCTTCCA
+GCTGTTCGTATCCAGGATCCTCGTTGCGTCTGTGTGGTCAAAAGAGCGGGTCCATATTGT
+CCAGTCGCCCACATCACGAGTCGAATGAGACAACGCGTTCAGGAGCTCTCAGATGAGGCC
+GCGTTGAGAATGATAATGGGGCACTAGACCCTTCGCTGTGCATCCAAAACGAGCGCCTAA
+GTCATAAGCGGGGATGTTCGGTCGGCATCCAACTACTATGGCCCTCAGGTGTCCACCGCT
+CACTATCCTGTAGATCAGTTGCTCCAAAGCCTCTTCGGATCACGAGGGAGGACGTCTGGT
+ACCTATTGATAGTCGTTTAACATTCAAGCTTGACTGCGGAAAGGGACCACCTCGCCACCC
+GATGTGTATTCAAGCACAACTCACGTCGCATCAGTACTTCCTTTACAATTGTGGGGGTTG
+GAAATCGACACCATTAGCTACAGAGAAGTAAAAAAAGACAGCAATCCATGAGCCTCAACC
+TGACTGTATGTTTGCACCTAGGTGCTGAATGACAGCATGATCCAGGGATCAAAAAGTGCG
+CCCGCTGCATCAATAAAACGATCGCTAGTCTGCTGCGAAGCGATGTCGTACCGCAGTCGG
+GTTCACGTTGATTTCATGTAGTCGTCTCCACTACGGCCAGTCCAACATTCGTGTCATAGG
+TATCAGTACCCATGCTTGCCCTGCACCAGCTCTAGTATCCGTGTATGTTACCAGTGGAAG
+GGGACGACCACATTATAAGCACTTCACCGCGGCGGATGCCCTTAGGGTTGATCTTCGATC
+GGTAATGAAAAATTACACAGAACCGGACGAATTTCAGGCAGCTTTTACCCTTTGTGTCGC
+TTCCCTACCGTACCGAACTTTCCCGATAGGTCCCCTCAACACGGTAAATATTGCCATCCG
+CGTTCCCTATGCAGGGGTATTGGTCCATTCCCATCCCAGACTCCCAACACACTACCTATC
+TGGACTCAACACACTCTCAGTAGGGAGTTGTTCGTCGAATAGCGAGCCTCAATAATCGTT
+GATCGAGCAGCTGATCAACCTTGTGCAAGGTCGACGATTCCTACTTAGCGGACTGCACGC
+CTGCAAAGGGCCGTAATTGAGTGATATTGAGGTTAAAATACTATAGCCTGTGTTTCCTGG
+TTGTCGCCCAGATCACATGCTAAGCGATGCAAGGTGCCTTGTCTTAATGTTGAAACGATT
+CGAGTGATTCTATCAATCCTCGGGTCCGGTTCAACCGTGGGTTGGGTGAATTATAAAAGC
+TTCTCTCCTGAAGAGTTGCGCTGAGAATTCATAGGTGCCTTGTTCCTGTAGAGAGTACAT
+TACTATTTGACATGAGCCAGGCAGTCACCGGGAGACAGCGCTATAAGGGTAATTTTTTGG
+TTAGTTGACACTGAGTGAGCTGCCATGGGGTCTTGTGCCGTTTGACTAGCGCGTCGGTTC
+AGCCGAAAAACACGCGGGGGTTAAGTTGAGTGTTTGCGGTTACAAAGGAAGACATTCGGG
+CTACCATCGTTGACATTTCGCACGAACAAGAGACACGGCTGAGGGAGCTGGTCTTGGCTC
+TTCCGATCACGGGTTGTGCTATAGAATGGGGAGTGCCCCCACTAACGTTGAGACAGCCCC
+AATGGGCAATGCAGCGCTACGGGATTGACGAGTCAACACGTGCAAGTGAGACAATAATGC
+GGTCACAAAAATTCGTCCGGATTGGGAGTAACATTACATGTGCTCCTGCGGAATACTGTT
+GCCAGCGCGTAAAGTTGGATCGTTACCTTGCGAGGTGAATCGGGGATGCAAGGTCTCGCG
+ATTGTCCAATTACTGCCCTACTAATGAGGCATACGACTAATGCACCCACGTGCACTACGG
+TCGCTACCCCTACCCCTTCTTTAGAAACAGCTATCCAGCACTACCAAGTACATATTACGC
+AGTTAGGGGACCCCTTCATGGGCCCGGACAGTGACCTCATGAACCACCGGGTGCTCCCCC
+CACCGGCAGACGCCTACCCACATCATCGCGCTGGTATGGCAAATGAACGTAGGCCCATGT
+CTTTCCAGTGTAAGGTGATTGATCGCACGAGGAGCCCCTCGAAGAACGTTCCCGCTGAGG
+GATTGTAGTTTACGTCACGAAAACTCTGTACATCAACTAGAAACGTATGTTCGGTCGGTT
+AGAGCCTTGTGACACTGTTACGTTGATTGGAACCTCGTCCGTCTTATGAGCACGTTCCTT
+GTCACCCCTTTAGCACGTGCATACATGAGTTAGAGACTGCCCCCTTTGGTTAACTTATCG
+TACAACACGAGGAGCCCAGGGACGTTCATTTTCTCACTCCTCTTCATATAAGCGGATCGC
+AGAATTGGAAAATACAAATATACCAGCGGTATCCCTAATGCGGGTTCCGGCTAAGATACA
+ATCTGGCGAGCCGATTGAGCTCGAGGCCGCCTAAGATGCGCTGTTGCCGATGCCAGGGGA
+TAGCCCATCGTGGGACCATCTCGCCGATACGACCCGTCTACAGAGAAAGGCCCTATTTGC
+CTCTCGACAGACTATCTGAAGATTCCGTATTTAACTAGGGATTTTACAAAAGAAGTGAAT
+AAGAGTAGAACCTATTAGGGGAGTGACTCGCACCAACACTCTACGCCTAACAGATCATTT
+GAAACAAAAGCTGAGTCCGGCCGCGCGCTTGATTTTTCCTCCGTGTCAATAGACTAATAG
+TCACCAATCGCAGCCAGTAGACATCCTCTCGACAACAATCCATTGATTGATCGACGGGTG
+CTTCTTGATGCGCTCTCGCACTGGCTTCTGCTCGGTCTATAGTCGCGACGACGAGCGGTA
+TATCCAAGGGGCACTGACCCACGTGGGAATTTAGTCGGTGTCGGTAGAAGACCTCCTAAG
+CGTAACGTATATAAGATTTCCTTGACCATGCGGGAGCCACGTTAGGACGCGGGAAAGGGT
+AGTGCAAAAACTCCCCGAAATGAAATCGCACAAGGGATGATTGCCAAGGCTGTCCTTCCC
+CGACAGGTGAGGAGACGTACCGTTCTAAGGAGACACAATTGTTTTCGAAAGGGCACCCGA
+GACCCGTAAGGGTAGGGGGGAATATCGTGCTGCAAAACGTCATCGATACTTCTCATCTTC
+GGCGAGCAGACGCCTAGTATGGTACTGATGGTCCTCACCTATCCTGGCAATTTACGCTAT
+AGAACTACATCCATGCGGGACAACTTCGAGTAACGCCCGTATTGAACTTATCGTCCAGTA
+TCATAGGGATCCTTAACGTGGTTCGCTTCTTCAATCCCTGATTAGGACCGCCCGGCAAGA
+TCCTAAGTGCGTAATTGCCCTAGGGAGCGATTGAATAAACTAAGGTAAAGCAGTGGGCTG
+ATCGACATACGGAAAAGGGTGCACTTAGATTGAGAGTTTATCGACTCGGTTCTGTGTGGA
+TACAAACAACCGCCCGGGGTCGATCCGTGGCAACGCATTTCACTCTCCTACAAGACCCAT
+GTCACTAATATAGTTGGCCTCCGTACTCTATCTGAGTTAGAATGCTACTTGACTCATTCA
+GCACGGAGTACTTGTTCCGCAAGGGAGCGGCGCTTCTGATGAACTTAAGGCACAAAAACT
+TTCAAATAATGCAGCGGAATTTACGACTCAATGGGTCTCCCTATATAAAAGTAGCGCAGC
+TAGAATGGGCCTGGCCGCAGACACGCTGCGTGCACCTCTGACCATCTGGTGGTTTCGGGA
+GCTCGGAAATCCTACCAGTCTTGATACCGGGCAGATCGGTCTTAGGCTGAGCGGTTAGGC
+GCACGGTGGATCCGCGCCTTCCTTTTCTTAAAAGAACGCTAGCGAGTTCAATAACGCCCG
+GGCCACAAAAAGCGACGCACTAAGACCAATCGTGGCTTTTAGAAAGAAATCCCCCACAGT
+GTGATGCCTATGCATAACTCTCTGCGGGCGAGGCGAGCCTACCAGGAGGAGCCACGCCTA
+AGTTGGTATCGAGCCCAAGAAACCAACGGGGTATACATCTCTTCATACGGTACGCCTTCC
+TAGGCACTATAAAACAATTTATTCCTCGGCGTCTTATGCTCGCAACACATCCGATCGTCC
+GAGCATTGGTGCAGGGCCTTCAAACGACATTTAGGTGACGCCCCGTAGCGCAGCTTAACT
+GATTCTGTGGCTCGGAAGTTGCAACACTGCACGGTGCTTCATTCTGTGCTTGGAACCCGA
+TCTATATGGACGATCGTAAGTCTTTAACAGACAAATGCTTCCATTCCCGTTATCGAGAAC
+TTCACAAATCGATGCCGAGGTGATCACATGAAAATGTGGCAGTGGACCCCCAGCGTATCC
+GACTCCAACCTGCAGGATCGAAGCTTCAAGCACTCGCCACTAGCTGCGATGATGATTCGC
+ACGATGCGCGCTTTACCATCTGATTTAGCAACACTGGGGCGCCACGTGTCGAACATGTGC
+TAATGGTCCACGGTGACTTCCCTTCAGGCGGCATCGATCAAAGATTCATATCCCGGAGTA
+AGTTATCCAACCAGATGGCTGATCAAAACGTAAGTGGACGATCGGCACCGCCAAGTGGCC
+CGGCTGTATGTAGTAGTGGTTAAAACATGACATACCAACAGCGGTACTGGAGTTTAGGTC
+CGTCCGTATAGATTATCGATCACCGTTCTCTAGACGCTGGCCCACACGACTTGTACCACA
+CAAGGTGGGCTGGGCTTAATCTCGCAGTTAGACTATGAATGCAGTTTCTTAGGCGAGATT
+TGCCCCCGACTGAGAAGTATGGGGCAGTACATTCGTACGCTAAGTTTTGACCGTACTTAA
+ACGTTAGGATCCTACTAGTGTACCGGGCCCTTAGATTTGCACTGTACGACTCAGAGCCGA
+CCCAGGCAGTCAGTTCCCAGGGAAGATGCCGAGGACCAATACCGCCCGTTCGCCGAGCTA
+TACTCTGTCTCCCAACAGGGCCTGTATTTGGGCATTAGGGATCCGTCTATAAAGATCTAG
+CGTCCAGGGTACCACGCAGAGAATGTGGGCGTGCAGGCTTCGGTTGGGAAGGCCTCACTG
+CTCCCAGACGTTCGCGCAAGCGCGTCAGATCACAGGCGTAGAAGGATCCTAGGATGGCGA
+ATTATCGGGAGCGCCGTCCCGAAGCATACAATAGTGAATTGTTTGCTATAGTGCGTCTGT
+TTTCGTTGTCCTCCTCATAGCAGAACCGCCAGTACGAGCCATCTGATCGCGCTGTCCCCG
+GGTAGTCTATCCGAGGAGGTAATGCTGCCCGCCTACATTACTAACCATGTCACAACACCA
+GCCCTAAGTCGCTTGGAATCTGTGTTCCAATACATTCGGGGTCCAGCTTACTGGGTACTC
+AGCAATATGGGGCACGTTCCAGCACTTCATCCACCCCCCGGAGATGACCGGAAAGGTCGA
+GATCTATACATCCCCCAACGGGATAAGGGTAAAAGTCCTAAGTTGTGGCTCTTTTGTGCG
+ATCATGAAAGTGTTAGAATATTCACGCGATCGCATTAGCCTTTCTCCTTTCTAAGAGGCA
+ACAGTCAATAGAGTCGCTTTCTGCCACTTTCGAAGGATCTCTGTCTCAACCTAGGACATG
+CTCACTACGCTGACCTCTCTCTTGCTGGGATTCGTATGGCAGAGTCTACCCTGGAGGCCA
+CGTAGGCGTACCGGTGGCGCCTGGCCACTATGCCCAGGTAAGCAAAAAAAGGACACATCC
+GGTCCGACATCTCCGGGGGTCGTCATAACTTGCTTAGTGTTATTTAAAATATCGTTACGC
+TACACTCGCACGCGGTTTCATGGCGTATATTTTAAAGTCGAGCTCCCGTCACTATCGGGG
+CCTACTAAATTGATTGGTGCTCCATTATGTCGCAACGCAGGTAAACATTTGGGTAAGCCC
+TCGGTCAAGAGCAGCAATAAGAGAATTCTCGTCTCTATGTGGTGACAAACATTTAATTTC
+CACTAGTCGAATGCTGGTCCCTTATGCGCATGGTGCTTCCCCAAGGTTACGCAAACCTAA
+TCCGGCACGGTGCTAAGCTTAGGTCGCTTTTGCCGGAAGGGGACGACTTTCATCGACAGT
+TTAAGGCGGTGAGCCAATAGAGATCGCAGGAGATGTAAGGACGTTTAAAGAACGGCCCAC
+TTTATTGTCCACGAAGCTTCACAGCGGGGATTGATCGCACTAGTGGTTTGGTCTTGAAGC
+GGGGGAACAATATGAAATAACTTGTGGTTGCGGCGTTCCGATGATGCTCAGCCACTGAAG
+AACAGCGCCAATCTCCTTGACGGAACTCGGTCTATCACCCGGCCGTAGATACCTAGACGA
+CAGGGTCTACGAACTTGCGGGAGCGTTCCAACCTTATTACCCCGTTGGTCATATCATTGG
+ATTAAAGGTCGCACGTTATGACCGGGGGACGGAGGTCTGCGTGTGGCGCTGCCGTCTCCA
+CTGCCTACCATGCCTCTTAATTTCAGTAGTTGTGTGTTCCATATGACTTTCTCATCGGTC
+GTATATGGAGGCGATTAGGACTGGGGTACGGTGTACATGGTTCGTGTGGCGATATTTGGT
+TGCACTCCCCGTCTCGTAGAAGGCTGGAATGAAAGGCGTGCCGGCCGAAAACACTTCCTT
+TTGGTCGGGGATCGGAATGTCTTCAACGCAGCGATTCAACGCGACATGCAACTTCCAATA
+ATCTTGGGGCGGGTTTCGTCGAACCATGGTGGCAGGTGAAGTCCTACTGATTAGTATATG
+ATGACTGGTAGGAAAAGACGGGGGCGGTGTACAAGGAAAATGAGGCAGCCTTCAGACCTG
+ACTGACGTTGATAACCGAGATAGTTCTAGGTTAGATCGTATTCTACTGCTCAACGCAATG
+ACTATTATGTTTCCGGTACAACGCTACGCCCACGCCATCGCCGCGAGGCCTTCTAGCCTG
+TCCGCGGACATGCGTGCCATGTGCCAGTTGTCCTGAAAATCTTATGTAAGTAGAGAGTCA
+GCGCAGTAGTGCGCATAGATTCCTGACGTACGGCTGAACTTACATGGAGTTCGGCCGAGA
+AGTGGCGCCCATCATTCGGGCTCGAACCCTATGCGCCCCTACACATCGACCGTAACCTCG
+AGGACCGTGTAACCCGCACCTGCACGACCGGGTGTTGTGCAGCAACTGGGGCCAACAGCA
+CTAAGAACAAAACTATCGACTATCTGCCGGTTTGAGCCGTTCACGTATGAATACAGCAAG
+TATCGAACCGCAGGGAAGGAGAATGGCAGCGTTGTTTAACGGCCAGAAGCCTGGCCAGCA
+GTAACTGCCCGCCACATTCAGATAGAAAAGTGTTTACTTAAACTCTGCTCATCTACGTCG
+CGTTCGTAGCATGCTACAACGCTCCCCCCTGAGGAGAGATCAATCAGTTGTGCCCCCCCA
+ACAATTCGACGCTTCGCTAGCTCGCGGTTTGCTTGTGTGCACCCACGATAAGCCGAACCC
+CAAGATAAAGTTCAAAAAGGTGCTCTATCCTTGTACCGGTATGGTCGTTTCAGCTCCTAG
+ATTTCGCACTCTTCAGGAGCGGTCCACCTCGACTATACGACAATGTCGCCTTGCGGGTAA
+CTCTCAGAGGTATTGCGATGGCCATACAGAGCCTCCATCGAAAGGTTGGCGACTTCCAGT
+GTATACGGTAAAGCGTCGGGAGTCGCCAGCAACCGTAGACGCGGGCAGACTTGCCATATT
+GTTCTCAATAGCAGGCTCCGGTAACCTCTGTCTGACGTCTTTATTACTCAACCCACGGAT
+AACATTTGGACTAAATCTTACATCTATCGTCGTCTTCCTATCCAACCCAGGCGTGCCAAT
+TTAGGAAAGGTGCGAATTGCTCCGAATCAGAAGAGAGTGGCCTTCCAAGAGATTCCCCCT
+CGTACAAACCGGCGGTAGGTAATTATAGGAATCGCCAATTCGCTTTACAACTGCGGCGAG
+CCGGCGAACCTGATTGTGTGCAGCTTCCCAGAATTCATAAAGCTCACAGGGCTACTCGGC
+ACCAAGGACTAAGTTAAGGAGCTGAGGATCGTTGAACGTGTGATCCCCAGGAGTCCACCG
+CAAAATTAATGAGCGCGGGTAAGGAGACATGGCCTGACGTCCCCTAACGATCTTTGCCTA
+CTCAAGCCGTTGCGCCTCTAGTCTTCTAGCTTCACGACCGTGCTTGTTCCGACCCAGACC
+GACGAGTCGCGGTACGTATAACGAGGTTCGCACGCACCGTCGGCGCGGACCATGCTAAGA
+TAATCAGATGTTAGCTGCCGCTCCCTTACAACTAACATATAACAATAATAGGGGGTTAGG
+TTTTTCGTCTAGAAGCGCGTATCGTTACCAAACTTCCACCGCAGGAGTGAAGCAGGTCGT
+ATCTTGAGTGGGCCGTACTTGCGAAAGCAGCGGGGCCGCAAAGACAAGTCTGCTTCAGCT
+TTGCGGTTAGGGGATTCGAGTAAGTGAAATCGTCAGAGGCGTGAATTATAGATATTCTTA
+ATATCTACCTGTAAGAGTCGTAGGGATTAATGTTGCAAACCGTAGAGTATAGGTGATTAA
+GCCTTACATTCAGAGGCCGTCCGTCATCTATTCGTGCAGATTTCGTCTATACTAATGTAG
+GTGTCTTCGCAGTGTGGATGATTATGTCGAGGCTCTCAGGAAATGGATATGGCGTTCCTG
+ATAATTATCCGGGGGCTTCGCAGTGGAGCCGGTTACTTGTTTGAACTACAGTCCCTGTAA
+GCCCTGTATTGCCCGGTGAGGGGCATAGCATATATGTAGCTTGTTCACTAAACGTGCTGG
+ACGGATACTGACTGGATATTGATAGATTCCCAATAAAAGGAACGCGGTGCTGAAACTGCT
+ATATCAGAGCAGGAACTCTAGATGACTCCAATTTCAGACAAGTCTCCTAACTAGCGTTTT
+GACACGGAGAAGTTCAGTCTGCACGGTAAATCACTAGGTCTCTTCACTTCGGTCCGAGCA
+AGGGCCTGAGGTGACAAGTCGGTGACGCCTCTCCGCCGGACCACATACGATAGTTTAGAA
+TCGCAATAACAGGGTTCGGCGTCCATGGACAAGTAATGTTAGTCGTAACACCCTCGCACT
+GTTTAGGAGGGCGGGAACTTAGTGTGCTCAAGTGCCGTCGGCATGTGAACCCTATGGGAA
+GCTATGGGCGGGACCTGAGGCCCCTGCCTCCTCACTCGAACACGCACGGCTTAGGCTGCT
+TAGAGAAAACAAGAGCATGCGTACCAAGGCTTACAAAGCACGTGAGATACGCAGCTAACG
+ACGTTGTCGCCTCGGTGGCCGGCCCTGAATGGGAGGGTGTATACTCTGCAGCCTCCGCAT
+ATTCTAGAACCGGACTTACCGGCGTGTCGTAAGCTTAATCAAAAAGAAAACCACATTAAT
+CAGTTAAGCCGACACCTGTACATGGTTATCAAATGATTGATGAGGCCGACTCAACAACTC
+CGAATGGACACCTCCCAGGTCTAGTTCAATCAGAGCGCTCATTCTTTCATCACCATAAAA
+AGGAACAAGACGTAGTCCTTGCGCGTACGGCGGTCACCTCGTACGCCTAATCGAGTGTGC
+CAATTTTCAGTTCTACTCAATGTTGGTAATTACGGACCGCAGGCACTCCTCATGGCTCCT
+TTCTTCGCTGAGCGCTTTCATACGTTGTGAGTGGGCCCCTCTGGATACTCGATTTGTGGC
+TTAGGGTAGTGATGTATCCGTGCGGATCTCGAGGATAAGCGTCTGTTCCAAGAGAATCAA
+TTCCGGCGCACAAAAAGGCCGACTGGGGGCTTCGAAACGGACACCTTCAGAGTCATCTAA
+GATCCCCCAAATGACCGACAACCACGCTCGTCAGAACACTGTGTCTCTCCTCTAGAGTCC
+ACCTGCCCTAAACGAGCGCCCTTTTTAAGACGGTATGTAGTAGAAGCGCCACGGGGGTCG
+GAATAGTCCCGAGCCACGCGTTGTTTGTCGTGCGGCTGGGCGCAAGCGTGTGAGTACGTC
+ATCCGATCGTATGCCGTACTTATATTACATTTCGGCATTGTCCACTCCACCCGTCTAACT
+GGCGGTGTCCCTTCTCAGGTATTAGATAGTCGCCATCGTAGCCATCCTACGGGTCATTAC
+CCCGTAAACGGAATTTGATGAGAGCCAAGCAAATACTTAATCCCCATGTCTCGGAGCGAT
+TTATACGCCCGAGCCGGTTCTATAGTCCTCTCTCACAGCGACGCAACCCCTCAATAGGGA
+GGTTGCGGTTGTTCACCGATGCCGGCTTTTTATGCTTCGAGATCAAAGCGTAGGCCGGTG
+TGACAGGTTCTGTGCCATATCGTGGTCGCCGAGATAATGTGGGCTCTGAAAAGCCGCACT
+GAAGATGATAGATACTCACCACTCCCCTCCGACTGCATTACCCGTCGCTATAGCACCACC
+GTTGAGCTAGTTGAGATAACGCGGACGTACCAAAGGTAGAGCGTAAGATCGCCTACCGTC
+CGCATTGCATGAGTATGTCAGGAGACGTGTGGTAATTAACGCAGATGTTAGGCCGCGAGT
+CCTTGCCCCGCCGATCTCCCTTACAGTAGCTCAAGGGGCGGGCCAGTCCTGCTAACCCGC
+CATCCTTGGGCTGGGATGAGAGCATTACGATTTCGTCCAGTACCCGCTTAGAGTCGCTGA
+CAAATGACTACTAGCCTCGCCCCGATGTTGCGCCAGAAGGTGTGAGGAGTTAAACCACCT
+TCCGAACCGACCATAGCAGTTCTTTGCATAGACCCATCCTTCGCGCTACATTCGGAAGGT
+TCCATGCAGTACTACGGCCTATCCGCGTGTAGTCTTTTTTCACCAGGCTGGTGACAGGGT
+CGCTTAGCCCTTCTTAAGAGTAATGAGCGAGCATGATATAAGGATCAAGAGGTACGGTCC
+GTCACATACGCTACATCCGTAAATGGTTATCTAGAGTTCATTTGATATGAGTGATTGCAA
+GCTCAGGCTCTCCTTTCCCCAGGGAGAACCAATGCCGCCCGCACCACTTGGTCGACCCGA
+AACCGTGCATGTGCGCAACCGACTAAGCGTTAGTTATCAGATGCCGTCTCCTCGTATTGT
+ACGCTTGTGTGGAAGGAGGTATTTTTCGACCACCCCGGGCAGGAGTTCTTCATATTGTCC
+GGATCAGCTATAATGTGTATGGCTGAAACATACGGCTCCCTAGTTTTCAATCAATCACAA
+CGAGAAACACTCCAAACGTCAATTTAAGCACGGTATATCGGGCTAGCGCCGGTTATGCAA
+CCCGGTACCCGCACCAAGTCCATACACCGCGTCGACCCACACTCAGCGATCGCTTGCTGT
+CTTTTAAGAATATGCTGGACTCGGCCATATCCCATCTCACGATAGGCCAGACCCGCAACT
+TATCTCACAACCTGTTATCTTTAGAACAGTCGTTGATCAGCGTTCAAAGTAAACTTCCTG
+CACCTGCCGCGCGGAAGAACGTATCTAAACTAGGGTCTCTTGGCTGGGTATACTTATAAG
+CCCACCGCTCTCGGTGATGCTACGCTGGTCCTTGCTCCAAACTTAGGGTCAGGCCCTGAG
+TGAAATTGCAGACGCTACGACGCGAATAGACCCCTCGCGCGTCCAACAGAACACAGAACG
+CCGAGCCCCCAGCCATCGGTGGTGGAGCTGCATCTTCATAACGAGAGTCAAACGCGAAGC
+CCCATCACACGGAACGACGACGTTGCCAGCCACCGCTCTATATTATGTCTGATACTCTAT
+TGGGTACTAAGAAGTCGCTTTCCTATTGAACTCCTGTTCGCTTGTATGTAGCATTCCGCC
+GACTGCTTTTGTAGATAGGAGCCTACTCACTGTACTCAGCGCCCTGATCTTGTAGAGGAG
+GGATAGTAAACAACCTCCTCCATTTGATTGCTCGTGCGTCCACAAGGCTCTTGGCAGTGG
+CTGTTGAATGAATAAAGAATCCTAATCCAGGTCGTGATGCCTGATGTGATGCCCCAAACA
+AGCTCTGTGTCATCACCTCCGGAGGATTTCTTAAGCACTGCGCGCTGGCGCTACCGCACT
+CGACTGAGGGACCCCGTTACGCTGTCAAGTAAGAGCTGCTGGGAGGGTGGATCTCTCCGT
+GGGCAAAAACCCGGAAACCCTAGGAACGCGGCTAGAATGCCCGACCGAATCATGTCATGG
+AGGTTGCTAGATTGTGCCCACATCCGGGCCCACGCATGTGCGTAAGAACCCATGGTCAAA
+TATGATTTTAAGGCCGATTCTCACCCGTTGTACCGTTCTTAACGATTATCTGCCCGAGGA
+TACCGGCTCTGATCCTAGGTACTGTCCACCTTTGTCGGTTTCTTCGTACACGAAGCCGTG
+AACTGACCTCCGGAAGCAATACCTTCTTTAGACCTAGATCAGGAAGCGATTATTTACAGG
+GCTACGCGTTATATAGGATTATGCACTCGGAAATTAACACCTCCCCGGATACGCAGTCGA
+CCCGCCGGCCCGACAGGCCGGAATTCATAGCGTTATCCGGTGGGAGCTCTAAGTCCAAGA
+CCTCATAACGTTAGATTTTCCAATAGCCTATTTCCCGCCCAGGACCTCTTGGGCATCAAT
+ATAGAGAGGCTACCTGCCTGTCCCTTCTTTTCAGTGTCAGAATCTCTTGGCATAAAGAGC
+TTAGCCGAGAATATATCAACGCCGCTACATCAGGGTGAATGAGACACCAGCCCATGGCAG
+GAGAACTGTAGAGTCATTCCTGGCTCCGACAGTTCTCGAAGGATCCTCCGGCTGGGAAGT
+ACTTGTTGCAATCCTATCCCAATGTCGGTATAAGGGTCATCAACGATTAGGACGCCCCCG
+GCTTTGCCCGACGACTCAACTCGGGACCATCTGCGCGTTCGGCCGTCCGAAGTTAGCATT
+AGCTTGATGAAAGAGAAGCACCTCGCTGCCGACAGTTCGAGTTGCAGCACCGGCGTTCGC
+ATGCACAAGCTGCCAGGACAATGGTTTAGATGAGGCTTTGGCAGGTAGCGATCTAAATGC
+CGTTGCTCTTCCCTGCGACAAGTGGCATTCGCCGGCCTGACGAACGTTACCGTGTCACAA
+CCCGATTATCCTCGGGCAGGGCCCCGAGTCGGAGTAAGTGTTGAGATCACAACGGGATGG
+TGGAGTTGGAGGTTCTCCTGGTTCCTTTGATCTTTGTCCAGCGGGTTCAGTTCAACTGGG
+GCTCACTCCAACTTTTCAGATAAGCGGGAGTGTGACGTTAACGGCGGATCGTGGAACGGG
+CATTTCCTTGTCCTGAACGGGTTATGGTAATCAACCTGTGCCCAAGTCTGGATGCCATGC
+ACATGAAGGATCTGTTTCTATCGGGCCGTATTGGCGTTTTATTTAAACAATACTTTAGGA
+GCCTAAAACTCTTCTTTTTTGTGGCTATCGATCCAGCATGATCGAGCGTCATATTGGTGA
+ACCGCGCCAGCTAACAAAGACTTTGTCTTGGAGGATCCTAGGCGATGAGAGTCTAGGTAC
+GTGGCGCTAACGATGCCTCAGAATCACGCAGATATCGCGAACTCGGCCCGGGTGGCAGAA
+AGTTATCGGCTCTCGTAACGGAATTCTGTTGTAGACCCTTAACGGTCAAGCCTGTAGTAT
+ACCAATAGTTACCGATATGGATAACAGGACAGTTTGATAGCGGCCTCCCGCTCGTGTACA
+ACCTAAGGGGATACTGTTAAAAATACAAAAATTCTACAGCTTTTTAAGCTCAGATCGCCT
+GTTTATACCGATGCAGCCATTGCTCGAGTGAGTTGAGTAGATGAGTTTTTCGTGGGGCTG
+CTGGGTCGATACGGCAGAAACATTATCAGGCTTACACACACACTGTTAACCCCGCGGATC
+GCAGTGGGCTTCGCTCGGCTTTCAGAGAATGCGAATTGCCCCTGCCCAGTGGCGTCTCAA
+TCGCAGCCTAGTCTAACTTACCCCTCTTGACTTGTTCTTGCACCCAGTGCTGCTTCTGGC
+CCGTCTTTACATAGCCAAATCTCTTACCCGTCATTAAAGAGTAGGACGGTATTAGCGACA
+TAATTTGTTTCGTTAATCCCCGTGTGTAGTCTTGTGAGGACAACTGTACTAGCCGGGCGG
+GAACCGATGCCGACCGCTAAGCAATCAAAAGACGTATTCCGACGTAGTAGCTTTCGTTGC
+GCCTATACTGAGTCAGCAGCAGACGGAAACCGTTTTCCTATCAGTCACGGAGGACCCGAT
+CACTCTGGGAGCCCATGTGATTCACCACATCGCCACTCGGTATCCGTGCATAGCCATCAG
+CGCATACTCGGCTCAGATAAACTGGAGACATATGGAACTAAGCCTGTGAAAACGGATCGC
+CTCGGGACCGACGAGCTTTTACCGTAGAAGAACGTAAAGGGTGTGCCTTGAGGAGGGTTT
+TCCTTACGTAAGTTGCGCTGGAATGGAGAAATACTAGATATGCTAGTCGAGGCAACAAAA
+TTAAACTCTCCAAGGTAGAGAGGGCTTCTCTGGTCCCCCGTCTCCCTGCATGATTTGATG
+ATTTGTAAGCTTCTAACTTAGCCCCTACGGAGAAATATGACTGCAGCGTGCGTAGCCGGA
+GCGCGTAGCCTTCTGTGTGAGAGAGAAGGTGCGGGATTGGATGTGGCGTCGGGTCCAAGG
+TAAATAGCTCCAGAGTCGGAGGCGTAGATACGGCGCGAGTGCGGCGAAAAAAAGTGCGTC
+GGCAGCGACGGGATGAGGTCCGTGACCCTACCTTTAATCAGACAAACGTATAGCTTTACG
+ATGAAATGCCACATGTTGGCGATAGAGATCAGTCTGAATTGCCTGTCGTTCGTGGTCTAA
+ACGGATAAAGGATTGGGGCACTGCGGTGTGAATAGTGACAGACGAGCATATTTTATTTAT
+AGCATTCCCCCAATTGCCGGGAACCACAGGGACTCGATTAAGCAGAAAGTAAGTCAAGAA
+GTGGTCAGTTTCGTTTTATTTCTAATATATGGGGGGCACAAGTGCAAGATATTGTTTGAT
+CAATAGGTGTTTATCGCCGTAGCAATTTTGGCCCTGCTCTGCTAGAGAGATGCTCTCGGG
+ACTCTAGGACGAGGTAACATATTGACCCGAATTATCGTTTCGTATGGCGGCGCCAGCCTT
+TATCAGGTATATAGACTCGATTACGTTTGCTTCGCTCTCATCAAGTCTCAATAGGGGATT
+GCCCCGTGTGGTGTAACTTATGAGCAGTTCTCCCTCGCGTGTACCTTTCCCGCATCTTGG
+CACTGAATGCAAAGCGCTCCAGGTGCCCCACTCATCCGGGCTTTACTCTTGAGAGGTGGT
+TACAGATCCAACGTACCAAGAGGCAGGTCGCAAACTAGTCGCCGCAGCGAAAAAAACCAG
+GAACTGTAGATACAATCGTATAGGGGAACCGGGCAGCAGGATTCCGTGTATATGCAACGC
+TCTGATGGTCCTGAGGCGCAGGTCAGTTTGCATAACTGTTTACTCGGTCTCGCGATGTTC
+CTCTTCTCCGTAGGTGGCTAGTGGATAGCTACTTCCAATGGGCCCATGGCCGACTGAAGC
+CTAAGTATTCACAACGAAGTAATCGAACACGCATGGAAGAATACAGTCTGACAAGGAGTT
+GACCACGTCGACGGTTGTGGATAATTCCTCAGCCATGCTTGTATATGACACGTTGTGCAT
+GCCGAGGTATGAGTACCCATGGTGAAGGCTTAAAGGAACATCGGAGGTCGAGTACCGCGT
+CATAACAGTTGCATATTGCGCCAGCGGACAGTTTTCTCATTGTCCGAGCACGCTACAGGT
+TGACCAAGGGCGATTTGCGACCGCCGACGCCCACTGCACCAGCATACCAAGCCCCAGACA
+CTTTCAAGTCTCCCATCGACTGCGTTCTACGGGTGAGTGCGCTTCACGTTACTACATAGA
+AGTCGGGAACGATCTCTGTACCTCTGATACAGCCCTGCCGTAAGGAATCGGACTGAATAA
+TATAGCCTGACCGGGTACGTGAGTCTCTAAGCTCGCAGGCATGGTAGCTGACTCTAAAGA
+TTCATAAGCCGACCCGTCTACTCATTACGACCGGAAAATGACCATCTGTTTCTGGCTACG
+AAGTGTAACTATTATAGGGAATCACAACGGTTGCCCTTACTCCAGGTTACAGGTAAACCT
+AGTGCCATCAGTGAAGTTAACGGGCGACGGCGTAGGAACACTCCAGCTCGAACGATCGCT
+CCGATATCGTACTAATCCTGGCGATCTACTTCCGAGCGCACCTGAAATACGCGTTTATGT
+ATTGGGCTGAGCATAGATCAGCCATACATCCGAAGGCGCATCATAGTTCTTCATAGCACG
+TAACACACGTCTCAACTTTCGAAGCCGATGGCAAGGCCCTGAATCTATTATTTTCGGGCC
+CACGGGCGCAGCCGGGGTGACTGACGAGTGTGTGGCTCGGCAAGCGAGCAACTCAGGTTG
+CAAACTTGAGCTAGACATACAGATTAGTGGAAGTACCTTACACATATACATGGGCGGATT
+TTCCACTAAAAGAGTGACGGGTAGCATGCCTCCTACGTGTCTGGGGCTGAGCAAAGTCAT
+GACCATTAAATGCAATAGCTTTCACGTGCGAGACTAAGCGTCGACAGTACTTCCTTATGC
+AGGCAATTCTCTCGTGTACGCTGTCGTGTAACGTTTACGTCACGCAAAGTGGCATGTCGG
+CAACTCTTGTAGCTTTCCTTCTTATGCAAGAGAACGTGAAGCCTCGTTGAAGCAATATAT
+CGAATTAATGATAGGTCTCCCGCTGTGTGACACGTAGTCTAAGCGCTTCAAGGCTGAGTT
+AAAATCACCGGATATCCGCACCACATACGTTCCCCGTTCATGAGCCTGTTGTGGAGTCAA
+GAGGCTGTATCTCTGGACACCGCCGCGTAAAAAAAGGATGCTTCCTGTTACCTCCGACGG
+AAACCACGCGTCATCCCAAGATTATTGTGACTAACGAGGGGCTTCGGAAACGAGCGTTGC
+GAAGGAGGCGGCATCGGCCTAGAAGGATCGATTAGACTCGCAGGCCCACCTGTGGGGGGT
+TGCCATTACGAACCCAGTTTACGACTGATAACCCGTTATCGAGGTTGTTGACCGTATATA
+AACCCGACAGTCGCAACTGCACAGTAAAAGGGTGCAGCGCAGTTGATGGCTGAGTCCTAT
+ATACTCGTAGGGGTTTCGCTCGGAAGCCACACTTCGTGAATTCGCAACATCTGTTAGATT
+ACGAAGGGATCTCAGGACCCGGAGAGCCGCCTATTCTTTAGCGACTTCCTGAATCACCGC
+GCTATACACAACCGCTCGGCAGTAGGTTGGGTAGTCTGTCCCGTTAGGAAGTCACACGAT
+ATTACCGGTATACTCATTACGTCTCCGTCAGCCCGGGTCGGTCGTGAGGCCTGGCGACGT
+GTCATGGGCAGCCATGCTTCCGTTCCTCCTCCGGTCGCTATAGGAATGACCAAAGAACTC
+CACTCACTTTTCAGGGGACTGTTCTCTGCCTGCCTACCAGCCTTAAGCCCGTGGCGGCTA
+GCCCGTCGCCCATCGGTCATACTACAACTTGGGGCAGCTTCCCAAATTGCACCGTCCTTT
+TCCACGTCAGACACGTGACCCCAGTAGCACCACTGATGGCTAGGTGACAGCGTGCTTCAC
+TCAATGAATAGCTGATGCCCCCTTAGGATAAGAGCAGTTCGCGGCATGGGGTTGCGTGTG
+TCTTATCTTTCTCAAGCAGCGGTTTGAACTATCATAACAAGGCTAAACTACAGGATTACT
+AACATCCCGGTAATACTGAGGGTATCTACATACGGATATTATGACGGAGACTCAGGACAC
+GCGCAAATGGCTGTATTTACGCTTACGTACGGCTCTCTAAGAGGGTCCAACCCGCCAAGA
+ACAATATCGTCCCGGGATATACCTTCGAACCCACTAGCTACACGACATATAGATGTTTTT
+GGCGGCTGGGACAGAGGCCCGTTGTTGCTCCGTCTACCGTCTCAGAAGGTCTCTCAAGCT
+ATGGGACGGTTCACCCGCCTTAGTGCGCCCCTAGTCCACGAGCCGGTCACGTGAATATCG
+TCGCGCCTGAGGCTGAAAGATATGCTACATAGAGCCTCTGAAGGCGCACTCATCACCGCT
+GTACAAATTACCTCATTTTGGATAGCATGCGCGTGTACCACGGAGCTCGGCTCGCTCTAT
+CTGTGACTTCATTGCCGAGTGCAGATGATCGGTGGTTGCAAACTCCCCTCAGATGAGATT
+ATGCTTCGTCCAAATCTTAGGCAGCCTAATCATAGATAAAAGGACAGCATAAACAGAAGT
+CGAAATGTATACGTTCTTCCGAGGGACCCGCGAAGACTAGCGGCACTATGATGGTCAGCA
+ATAGCTTGACTTCGCATTGGACCTTATCTATTAATTAGTCTGCTTCCACAAGGTGACGCT
+CCACGCGAGGCCAACTGAGCTAGCGTCTCAACCGAGGTGGGTCTAATGGACACTAAAACT
+GCTATTGCCGTTGATGATTGCTTTCGGTCGGGGGACTTACCCCGGATGCCTATCTTGATA
+CGTTGTGTGGAGAGGTAAAAAGTGTGGGACCTCCCATAACGGAAATGATCAATCAACCAT
+ATCAGGCGCCCGGATATTCTGAATACCCAGACCTAAAATCGAAGTGAAAATAGAAGAGCA
+ACCGCGGGGGGTCGGGACCTAGATCTCGGTACAGACTATACCCTGGCAATTGGCGTACCA
+GACAAAGTATCGCAACGACTTTCATCCCCATGCTTGTTACACAATTGCGATGGTATATAA
+CGAGGGAGAGTTTACAGGTTGGGACGGCGCGCCGTGGCGGACGGGGAATTTGCAGCTGTC
+AAGAAGATATTGCCGTGGGGGTTCCTTACAAGTTACGAACCGGCTACTCTTATGTAAAGA
+ATTCAGGGTCGGGTGGGGGCAGAGCGTACGGTCGCCTCTCGACGGCTGTGATAGGATGGT
+ACTTAAGGATCAGACATCCTCTCTGTGGCTATCCCTCTTTTGAAGAAGATGCACCATAGC
+TGTTATGTGTCGGTCAACATGTCGTACCCGAATGAGTAGCTCCTCGAGCGGATTGACCGT
+CTAAACGCCTGTGCCCACATTAATTCTTTAAGCTATTTGTTTTGAAGGCGCATCTTCAAT
+AAATCTTGTCTTATAGTCAATCATCCACCCGTTAGGATTCCGACCCCTGATAGTCCGCAA
+GGTGACACTGGTCTGGACGAGCCTCGTAGATCGGATAATACTTAATCTGGAAGGTCACCA
+ATGAAATCGGCCCATGGCGTGTCCACATCAACGCTGATTTGCAACCACATCGCAGTACAC
+TTGACTGGTGCCGTGATGTCCCCCAGGTGGGTGGAGCTCTCCACGAGAACCCTGGGGTAA
+GGGGAACGCGGTGTCGGTCGTGCACCAGTGGAAGGCAGATGGCCTATTAGCTCCTCGGAG
+GAGGATTAAGTTGACCGTACATCGGAATTAGACCTCAAAGTCGCACCCTTACCCGTGATA
+TCTCGCTGAGTCTTAGCTTTACCTAAGGTTGTCAAGTTCTTTATCCTTGAGGTAAAGTAT
+GGTCTCAGTACGTGACTGAAGACGATGGATCCTTGAGACGCAACGAACGAGATGGTTAAA
+AATTCAAGTGCGACTGGCCTCGAATCCGTAATCGTAGTGGAAGCCTTTTGCCTTGACGAG
+CCAGACGTGCGTCTCTCAGACCCGGACCTCCAGGTGTAGGTCGTATATCGAGAACACAGC
+TGTCCTGCTGGTAGGGACAGAGAATGGTTACGTTTAATTGCCTAGCCCAGATGGAAGTAG
+GGCAGATCCTAGCCACTCACCAACTACGATGTGTCATAGGTCGGTGATTAAGTTTACAAC
+TATGGATCACCTAACGCCTGGGCGCGAGACAAGCGCGTGCGGACGACCATTCGAGGCATA
+GAGATTTGTGGCTATTGTTCTTGTTATCCGCTGGTTTACTCTTCTCGAACCGAGCTCGCC
+ATCCCGCCGGGGATCGCGAAGTCTCGACCCAGTAGAACGGGGGCCGGTTTCACTGAGAGT
+TAACTTGCTTAAAAATCCAAAATTAAAACACGAGCCGTATCCCTACATAAACTTATTAGG
+GCCTGTCTGCAGTTGATATACCTCAATGTCATCGATCTCTACTCTTTTCAAGGCTGGTAG
+TCACTTTGGACGTGAGTCTACCTACTTCGCCGCCAAAGGCTATCTGTAAACAGAGTCTTA
+GTCAGCGTCACCGAGGTTGTCCCTCGCGAGCCCAAAAGACGGGAGGCCAAGCCCTCTGGC
+ACACCAGAAGCAAGGTACGTAAGATTTGAAAGACTAACGACACTACCTGCTCGATCGACC
+CGGTGAAGTGACTCTCAGATCGCCACTCTGTGTTATATCAGGGGCGGCGCTACGCACAAA
+TTCGGCAACTTACATCTCATAGTGCAGGCGACATAATCACGGCTCAGTTGTCATTATTGG
+GACTTCACAACGGAATCGAGTTTCACCCACACGCAACCGCGTACTGGTTGGTTCGACCGG
+CCTTACGTTTCGACTTCACAGTGCTGAGACTAGATTGATGATTGTGGCTTGGGTAATTCA
+ATGCTTTTCTTGGTTAGCCCCATATTGAAGCCGCTTTATGGATATGATGCGGGTTAGCTT
+AGGTTCCATCCTTGCGAAAAATCGACATTGCTCTGTTCTGGACTATGTGGGAGGCCAACT
+GAATATCTGCAAGCTAGCCTAGCTATACAAACCCGAATGATTAGCTAGTAGGGCGCTAGA
+AAAATCGTCGTGCATCTGGCAGGATATTTCATCATAGATAACGCCACCTTATGGCGTCGC
+ATTCAAGCCAAGCACGCCCGCTGACCTTTTCCTGAGGGTCTGGTGGCTCTTGTACGATCC
+TTAAATATATTCTGATACAGTGAAGTCCAGGAGCAGAGACCGCTAATGAGGCATGAAAAG
+GGCCACTGATGCGAATCCGCCACGCCTAAGCGGGGGATTACCTCCACTGTACATAAACGG
+CCTAATAGGAAGGGATCCTTGAATCTAGTATTAAGCGTAGTCAAAGGTGCTAAAAAGGGT
+TAGTAATCTTAAGTAATCTTTGTCGACAGCTCGACACAGATGAGCGCCGCGAGATTAGCC
+TCCCCCTCCCAGCGCCGCAACGACAGTCCTGGTGAGGCCCTGCTGAAAAGCACTTGGTAT
+ACGCCAAACTCGGGCGCGACTAATCGACTTTACGCAATAGCGATCAAAGGTTATCGAAGT
+ATACTCTATCGCGGTTCGGCTATAGGGTTTTGTACCCTCTGTAGACATCCGTCAAGCGTG
+GGTCCGACTCAGTTACGTGCTGGTGTTTATGCGACTACGTGTCGACCTTTACTTGAAGGT
+CCATCTCTGGGAGTATAATCTGCATACCAGCAGGAGCTTAGGCTAGATGACATGCTGGCG
+CCTGATCGTAAACACCCCCCGTAGTGGTTCTGCCTCACTTGGTCGGAGTACGACGAATCT
+TTTTTTGGCGATGTTTCACTTGCAAGCGCTGATTGTATATTACCCCGCAGCTCGAGCCTA
+CCTTAGGGTAGGCCGCCCGTTCGTGCCGTGAGTAGCGGAATAATAGGAACTTTCATCAGG
+TTCCTCACAAGTAGACACTATTCGGCAATGCCGGGTATTTCGCGCCAGCCAATAAGCTAC
+TCCACGGGCCTCCTGAGTCTTAGTGATGAACACGCCTGCGAGCAGTCCTTAGTTGCACCG
+AACAACGTCTAACATTACCCCGGTAGATCGTTGCTAGAATCTGATAAGCCAACCCGACTG
+CCGGCAAGACGACAAATTTCATAAAGGATGGACCGGTGCTCACCAGTCGGCGTCCGGCAG
+AATCATCGCTCGCACCAAAATAAATCAATGGATTACTGCCTTCCTAATTTTGCTACAAAG
+CGCCCAGCTTAATAGCCGGGCTGACGTGTTGTTCACCTCGCTCTACTGTTCAAGTGAGAT
+GTACGGCAACACAGACTCCCGATGGAACGTTTCCCCATTCATCGCAGCCAATTTTACCTC
+TACTGATGATACTTGATAATTCGCAGTTACTCAACACTAGCGCGAGGAAGTCAAGATGTC
+CCGACGTACAGCCAGCCCAGAACGGCGGACATGGTGGTTCCGGTTTTCACAACCCATACA
+TTGACTGACCTAAAGCCCGACAGTGCATTTATAGAGTGCCCTGATTTTTGTACGCATATA
+TCGCGTTCATAGTTCATGTACATTAAATAGCAGTGTACAATCCCGCTTGGTTAAACCATC
+GAAATCGTCCGTCGGCTCGTAATGACGGCCATTCTGACGGGCGCAATAACCAGCGTGGTC
+CATTGTACGACATTCTTCATGAGTCCATTTGCACGTCCGACATACCCTAACTTTCGGTCA
+CAGCACAACATGCCGTAATCCTGGTTAAGTGTTTTACGGACACCACTGCATGGTTCGGTT
+AGTCCGGCCTTCGCTCAATTAGCCATATCGGCAACTTTGAAGTCAGGGAGGCCGCTTGCA
+GAGGAATAAACGACCATAGGCCGTGACACAGAGAGTATTTATAAGACGCAGCGTCCTACA
+GTGCTCTCTTGGTATGGGTTACAGCGTGTCTGAGGGTAGGCTCGGAGGGGAGGAATCTTG
+TCATCAAACGTTACGCACACAGTGCGCTAAACGCAGGGAAATTGCAGGGACTGGTGATGG
+GTTACAGAGAGTTCAATAGTTACCGCGATAACGAGTACTAGTACGTCTCTACATGATTGC
+CAGCCGCCTAGTAGGACTCTCCTGGAAACTGCCGTATAACATCATACCGACGAAGTCCTG
+CATCTCGATCGGGAGTTTAATATTATTACACAGCTCTAGGAATCTGTGCATCGCGGCGTA
+CGACCAAGTGCGACACTCCTAAGGGGCTCTACATAAAGTCGTTGCCTCTCTCGAACTTGC
+CCTCTGCAGGCTCGTTAGTGGTGTCTTAGGATGGGGGAGTAGTTAGGACGGAGCGTTGAT
+GTCCCGCGGAGGTCAGTGACTTAAGGCATGTTTATACAAAGGATTTGACCGTTCGATGGT
+CTAGGTTGACCATCGGGCAATAGAACGAATTAAGCGAAGTAAGGACTCAACCTCTAGGCG
+TTAGCGCCATCATGGTACTTATAGATCGCCTCGAGCGAGACGAGTGTCGGACGTCAATAA
+CGCACGTCGCATGCGTGTACATCTACGTGAAGCTCCCAATCGAGGGGGGCTCTGGGGGGG
+AAAGGGCGCCGTGTCAGCGGCAGGCTGGTATACATGTGGTCGATCCGTTGACAGTAGTGA
+GAAGGGCGTAGAAAACTTGAGGTGTGTGTCCCGAGCAAATAATTTTTATCTCCCTGTTTT
+AACACGGCGTGGTGATGTTCGCCGTTTGGCCCACGGCTATCGTATTGTAACTTCTCGTCA
+TTCCAGCCCACGTATAAATTTACCTCGATATGAGCAAGCACAGAAGCATAAGTTGTCGCA
+CTAAATTGATATTCGCTGGATTCTGCATTATTACCGTCACCCTGAGGCATACTAATACCT
+TAGCCATTTCGCAGGTCTATCGTAGAAACTATGGCACTCACCAATCGTCTTCCTGCAACC
+GAGGCCATTCGATTAGTCCATCGGCTCCGGAGCTTATGGCCTGGAAGGACAGTCGCAGAA
+ACCCAATGCTGCGACTCAGCCTAGCCGCCCTAGGTTCTGGGTGTTATGCTACATGCAGAG
+TTGGGTTCTTATTGCTACATCTAGTTATTTCTGGGGCGTTTCCTGTCAACTACCCGCATG
+ACCTAGCCGTCGACCGTGTAACACTATCCTAGGAGGGAGACGCCGTATGATGAACCCGTA
+CTAGGACACAACGGGGTTCCAAAGTTACCTGACCAATGTCCATTGTCCTCGGGAAGGTGG
+TGCAGCATAGCTCGCCGAACTGTGGAGTCACCTACATTTCAGAAGGATGCGCGTTCAGCT
+AACCCGCTCTTTAACCGCCCGCCATGCGATCAGGCGCATTAACGTGTAGCGCAATTCAGA
+ATGGGGGCTAAATGATGTGATTATGGTGAAGTTACTTCCCTAAGTTCGCTAAGGGGCACG
+GGTAGTCCTAGAGCGACTACAGGGTCGTCGTTTGAAGGAATTAAGGCTGCGGCTGCACGA
+TACGATCACTCATTGAATCACGTTAGAACAGCTTGCGGCCGGTCGACAACGACCGGCCTG
+CGCTGTGGTTGAACTTTGTGCATGTTGCGGGACCTGTATGCCATTAGGCTGTACGGGGTA
+TGCGAAGGGGGTTGGGCCGAGTCATCGCTACGACGGTATTAGGCCTATTTTGATGGAGGA
+GTTTAGGACGTTAAGGAGCCACTAGAATTATAACGTTGTGGAGCTTATTCATAAGCGGTG
+ATGGAACGTAAGTTGTGCTTCTTACAGATGTGTGTCGTACTCGAGGGGACAGATACTAGG
+ACACCGGCAACACGCCCATTCGTTGCAATATCATACAACGCGGGGCCCCTTGCGGCGCGT
+ACGTCGAATCAGTGGTCTACCTGGGTCCACCGCAGCGCCAATCAGGCGAGCTAATTAATC
+GCTATCTGACAGCTACATCCTATACGAGGTGGTTCATGTGATGTGTGACCCGGGATTTGG
+TACGTTAGAAAATTATCGTTGAACCCCTACCGTTTGTTGGGACGAGCGTGTATAACCCGC
+ATCTCCAGTGGTTAACGCAGCAAGCCTGTTCTGAATTCTCACCGCAGCCGAGCCAGTTTG
+CTTGTGCCTTGAATCTTAGCCGGCTCTATAGACGATCCCATTTATACATTGTTTCCTAGG
+TTGTGTCAACTCTGGCAGATGTGGAGGCAGGAACGTACGCCCATTTCCATCAACTGTAGC
+TATGTCAACATCCATTACTCCAATAATCAAGCATCCTCCTTTTCTACATACAAGAGCTTC
+GTCTTCGTACCTTTCCTTGTAGTTATCACGTGGCTCAATGTAATTTCTTCCGAGTCAGCA
+AACTCGACGCTTTCGATGCAAGTAAGGACCACTTGCGAAGGGATTATCACGCTGCCATGC
+AGTACTCCTGTCACTATCAGCTGAAAATCTTCAAACCATTAGTTTCCATCTCACGATCCT
+ATCGAGAAAAGGCTAGACTTGGGTTTCCGAAAGCCTACGGAACTTCTGAGCCGTACGTGC
+AGCATGACAATACTTTATGTGTATCAGTTCACCTGCCCGCCGGGTTTCAGCCGACGGGTA
+GAAAGTATGTAGCGATGGATCAGGTATTAGTACATTCTGTCATTGTGTGAGACGATGCGA
+TATCAATCGCTCACTGCAAGGGACACATACAAGGCCCCCTCTCCCCGAGGTAGGAGACTG
+CCTCGCATGGAATGTCCTTCAGCCACGTTGAAGCTGTCCCGCGCTTACTGGCTAGCAACA
+GCTCGATACTGCCTTTGTCTGTAGTAGCCACGGTCATGTTGACAACTTAATTTATACATT
+CCAAGAATAAGGGATGTGTCTGTTGCCCGGCGTGATTGCTAAAAACGGACCCACACCTAG
+CTAGCAGACCAGGACCTAAAAGAGAAACGGTTGTTGTGAATGGCAGGGACGTATCAGTTG
+GATGAGCGTCCCGGCCGCCAATTCTCAAGTTGCGGACACGCAGTGTAGCTTATTGGCTTA
+CGTCCGGGTATCCGTAGGGTTCCCATCGCGTCTCCCGGAATAATACCGAAGAAGAGCTCG
+CATGGTAGCTAAACCCTGGGATTCCTAAGTCTGTCGAGTGATCTATTCGCTCCGTTCAAT
+TGAGCCTATCGAATGATATGACGGCAAGCTGTGTGGCTCCCTCACGTCCGCCACTTCTAA
+TATAATATACTCGTACCATGCTGTTCTAATTAGGCATGGTTCTATGAAATTAAACGGGCA
+CGTGCGGGTCACGAGGGACTAACGAATGAGGCTGATGCAGTGAATGGGTTGGTTAATAAC
+GCTACAATGATATGTGAAATTGGCACCATCTTCCCCAAGAAACCACTCTTTTAGTACTCC
+CGAGCGCCGCAATGATGAATTGCTTACTCCTTATTTCATGGCATAGCGCACGCCCCGAAT
+CATATCCCCGGTGAAGTTCGCTCCCAGGCTGTGGTTCCGTGTCGGTATATCCTTAATTGT
+AGGCATTCGTCATTGCGTGAGTTAGGGTCGCTATGGATAGCTCTGAGAGCGTTTTCAGCC
+GGAGCGGAAGGAACCTCGGGGTCTATCCACGAAAATTCCTGCTCAATAAGGAGCCGCTAC
+ATTCCGAGGTCAAAAGAAAAGATAGACTTCTTTTTGCACCGTCGCCCATTATGGCGCGGC
+CTGGCGCACTAGACACACAATAGCCCATTTCTAGTATCGTGGAGGAATTCCGGGAGATAA
+CGGTAACCATTGGTTGATACTAACGACTTCAAATCTCAAGTGTGTTAGGCTCCGAATGGT
+ACCCAAGGCTGGGTGTCCTTTAAAAAGATAGTAAGACTGGGCTCAGAAGAGAGGGCTTAC
+TAGGTGTGAGGCATAGACGCTGACTCTAAGACTTCAGGAGGACACGCTGTGGACCATTAA
+ACACCTAGAACCTTGTAAAAGTTGTTGTATACGCTTAGCCGCAGTATGAATTGTGTCCTG
+CTGCGTAGAGGCTGGCGGTGCATAGTATATACAGGACACAAGACGCCCATGTTGCCAACG
+ATCATACGGTTCACTTCAGGACATGAGGGCCAGTAGGTGCCGCAGTGAACCACACCCCCA
+TCTGGCGCTGGCCACCCTTAGGATTGGGATAAATAGGCGTTAAGTCCAGTCCCGGGGGGG
+GCTAGAGTCGTCCTAGTAGGGCCCAGCTAACTGCCAGGGATAATTGTTAACGAACGAATT
+ATCTCTCTCACGGATAGGCTAATAGGTTCCATTCTCGGGCATTTACTTCCGATTATATTA
+GCCCACTTAGAGCTCCCGGTTACCGCCATCAAAACGACCTATGGCAGTTCCCAAATTTGG
+GGGGCATTGGTACCCATTACACTCGGCCGTGTTTAAGCTCAACGTTGTTGTACAGGCTGA
+CTTCAATTCAACCTAGGATATCTGTTCCCTGGTATGTCGACTGTTGATTACCCGGGTCTC
+TCCGAAGGAGCTTACGATAATTGACATTAGAGCATGGTGAACATTTGAATTTAAACAGCC
+GTCTTGCTAACGGTCACAGCGTTCGAAGAGTAGGGCGAGAACCGCCATAGGCATTTCCGT
+ACGCACAAAGGACACGGGCTACCTTTTAGTGTCAAGGTATCTCTTGCGAGAACAAGGTGA
+CTGGCGGGTGGGCCCTTACGGTCGCGCTCTCCAGCGCCATGCGACACACTTCAACCGCTG
+ATAATGCACCATGCTTAAGTGGGATGCTGCTTAGTCGTCGTCTATGAGGTAGGTTCGCAT
+GCTATTAGTCTCGTCATGACGTACAATGGGAGCCTGCTCACCTCTCTGTATCAGCATGTA
+ATTATGAACCCGTATGGGGGGACCCACCCTAGAGGCTAGCCGGGTAAAGCTAAGCGCTTA
+ATGTCACGACTCAAGCGTGTAAAGAGGGGCCCTCGCCATTTAGTTTGGTTACTCCAGCGC
+TCTACTAGCCAACTTTCGCTCATCACATGCACTTTTAGGTTTGCTCAACGCCCCGAGGCA
+GAATACCCCCGACAAACTAGCACCGTACATCTTATTCGTACGGCGGTTGACTTTCAGCGA
+TGTTAGAGGCCTTTTACGGACGAACCTAGGCCTTTGCGAAAGCATCGCCGCGCGAGCGCG
+ACCACGCCCAAACGGCTTTCACTATGATCCCTTTCCCCGGGATGCGGCGAACAGAAGAAT
+CGATAGGGTCCATGAGAACGGGGATAACCGAATACTGAGCTGTGGAGCTTTGCCAGATTC
+CCCATCCAAAGAAGTCTTCTATAACTACGTTTCAGTATTTCCGCCCACCGTCGGATCCAG
+CTCCTACAACTTCAACGGCGGTGCGTCTACTTATTAACTGCGCCGTGTAGCTACTATTGT
+GAATACCCAGGCTGCGAGGAGATAACAGAAAGAATTATGAGCGACTAATACTAGACACCT
+ATGCACCAGACATACGCCATGCGTCCAAATCCTGGTTTCGACCGAAGTCCTGGGCTGGCA
+ATGGCAGCTGACATAGACAAACTAGTTAGTCCGCAATCATTACGATCAGGATATGGCGCA
+TGCAACCGTCGCATACGCGGCGGATATACGTCGAATCCGCGATCCATCCCTCAGGCGGTG
+ATTAGCATCACCGCCAGGATAGTTGTTATTTCCCCTCGAGTCTCCAGGACTAACAGCCTC
+TCAGGCCCCCGAACAAATGGGATAGCTGAGCGAAGGATCGGTGAATTATTCACGTGCGTA
+GTACAATTATATCGGGATCACGGGATGTGAGACCCAGCGGAGTAAACGTCCCAGGGCTTT
+CGGGTGGCGCTGTTGATTTGGGCTTACTTTCAAAATAGCACGTTGCCCACTTAAGTAGCT
+GAAGCCACGCAGTTTAGCACAAGATTGGCAGCAGCTACGGAGATCCATCGTTGCAAGGGT
+CGTCTCGCGTTCACCGGGCCATGATCGCCTAATTGGGCGAGGTCATACTGTGCCAAAGAA
+CGACAGACTTCTGCTATAAATATGTCCTGGCGCTTGGCGCGGCCCGCGAGATAGATTATG
+TTTATCTTAACAGCAAGAATGCAAATCGCAGCTAGCCGGATAGGGTCCCGGACTTAGGCC
+TCTTATGCAAGGACTCTATCCTAATCCATGCGTGGCGCACATTCGGCAACTCGGGGACCC
+GTGCAAATTCATGAATAAATCTAACTTATATATATACACAATCCTACGGACTAGAAGGCT
+CAACGACATTAGCTTTGAATGCTATAGAGAAGTGTAGTTAATGGAATTCCGTAAGGTCAC
+TCAAGACTATGTTCGAGCTGCATACGCCCTAGCCACCTGAATGGCGCAGGGTGATGGCCT
+CCATATATCGCCCCATTTGCTATGGTCGGCGCAGGAAAATGACAAAACCTTCGGGCTGTG
+AGAGTTCCGTCCGGGTGTGCCTGTGCTGGCGCCCGATTCAGTTGCTGATCACCAGAAAAC
+TTCGGGGGTTCACTCTATGGGAGATCAGACCATTTGCGTCCATCGACCCCTTAAATGAAT
+AAAGCAACGCCTCCCACCGAGACATTCCGGAGTTACTAGATACGGACAAGCACGGGACTG
+GCTCTTGGAAATCTGGTTCAGCCAGGACCCTTACCACGTGTATCAGTCTTCGTAAGGACC
+ATTCAGCGAGTACCAGCGTGTCACGCAGTTTCATAAACAAGCACGGGGCCTTTTGGTAGA
+TGACTTGGTACACATCTAAATTTCGAGTATTTCCCCCCACAGGAGGTTATAAGACACAAA
+GTACCGCCCGTTGTACGCGGCTGATGATAGGTTGTTCGGTTTGAATCTACGGAGTGTGGC
+ACTGAAGTGCCGCAAAACGATTTAGACTGGGCTAAAAACTACCTGAGCCTGATCCTTCCC
+GTTGAGGTTATCTACGCAAAGGCAGTCGTTCTGGCATTCTCAGTACCACTGAGGTCATTC
+ATTTAGATACCTAGTTTAACTAATGGCAGCTGAAACCTCGAATTACGGCACTGGGGGACT
+GTAGCCCGGACAGAAGCTAACGCTCTAGCCTCCAAGCGGTATTCGTAACCTTCGTCATCT
+CTAGAGCATCCAGACCCATTCTCCACAGTCGTCTTAAAAGAGCTCCGTTGTTGATGATCC
+TCGGCCAGTCCAAAAACTAGAGGACACTGGAGTATTGCAACGCTCTAACGAAAGCTTATT
+TGTTACGCCACATCCTGCCTATATTTTCACTACTTTCTGGTACAGACTACACTTACTCCC
+GTTATAGGATGTTTTACCTAGGTTAGCTTTTAGTCTTTCGTCGGACTAACTGAATTGGCT
+CTAGCAACCTGCCCTTGTGAATCTACCGCCACACTCATACCTGATGGGTGACGCTCCGTG
+TCGGATCGCTCGATGTCGAATACCTAACTCCATTAGCTACGCCAAAATCATCTCATAGGG
+TAAGCCAATCCTCGGACCGGATCTCGTCCCGCTTCCGACCTTATGGGTCTATGCGACTCC
+CCGCGTGTCGACGAAGATTACCGTTTGTGCAGCAGGAATGGACACACGTGAGGGCCAATT
+GCAAAGCGAAATCTGAAAAACCAGCGGAGTACTTCCTACAGGAGTGGATTCTGTTCTACA
+GTTACCAGGATCGAGCAACCCGAAATGTTTAAATGGGAAGCGCTGGGGAGTTACAGGGCC
+GTGGACTCCCCGAGACCCATATAGGGAGTCCCAGGCTCCCACGGCCTCGTCCCACTGAGC
+TCACACCTAGCACGCCCGGGATTTGTAAGTATGCAAGAGAGGATGCAGTGTCCAGTTGAG
+TGAAATGCTCAACATCAGAGTAATCTTGCTTTAAATTCGGCACGGTCGGTAGATTCTGCT
+CCTCCGGCCCCTGTTGCCCGCCAATGATAGAAGCCCACAACTACGTGCTAAACCTATATA
+ACGATCTCGTGGCCTTCATATCGATTACTCTGCCCGACTCGAGGATATGAGGTCTTCTGG
+CAAGGGCGCACTCTTATGAGTTATGATCCGATGGTGCTCTCTGTAAACGTGTTCTGAAAA
+CATGTTAATGCTACACATTTTGGCTTCAATACCTAGTCGGAGGCGTACTACAATGACTGT
+CCTGCCTCAGATGTTCGGACAAAGGTTCAGATCAGTACGCATCAGCCCATCCCACATTAA
+CTATGCAGTGTTAGAGACTTATCCTATTTTGAAGGGTGACTGCGACCACAGCCTTCAATA
+ATGAACCTTAAAGGAGGTTTGCGATAGCGGTATTCCCATCATTTCAAGGTCTCTTGATCC
+GATTACTCTCGATAAACAGCAACTCTACCCTCATTAAGTAAAAGCATGCCCCCTGATGTC
+CATAATTGAAAGGACGGGCTGCCTGGAACTTATTTGCGTGCGCGTTGCCTGTGGGGTGGT
+CACTTCCCTCGTACGGGGGTTTGCCGTCTAGACAGCACCGCGTGACGGGATCTCACATCG
+CCATGGCTTCTTGTCCAGCTTCACTGGCTAGGCTATGTCTAACCATTAAATGCCTACGTA
+TTACATCGCGAGGGGTGGTCAACTGTCGATGTAAAATTCGGGCAGCCGCGGATTTCGATC
+GAGGTATAGGCCTGCCCCTTTTCACTGACAGTAGAATTGCCACGGTAGCTCTCACTTTTG
+GATGGTTAAGTGGCACACGAATCGTGTGACCACATTAGAATACCCCACTAATATTGCCGG
+CTGGGGAGCGTATAATCGTATGTTTTAAACACTGACTCGCAAGGCCGGTGGGTACCGTGC
+TAAGCCATCGAAAATCGAGGGTGTCTAAACGTATTTCTGTTAACCTCTCCGAAATCAACT
+CGGCTGCTCCGAGTTTCGTGTGTTCGGTCTTACACGAATCTGGTCGTACGGAAGGGAAAC
+AAAAGGAGTCTGAAGCGCATGGACCGGGCCCAAGTTCGGATTGACTTGAAGCTTGGAAGA
+TAGACCGGATGACCGATGAGGCGGTGGCCTTCCTAGGCTCGATGAAATAAGTCCTATTAG
+TGAGCAGGCTATGCGTACATTGGATAAACTAAAAACAGGACCCATGGGATTGCATACTCT
+TGCTGGCTGAGCGTCTTATGCAGTTATTCTAATAGTGCGTGCTAGTAAGATTGTAGAATG
+GCTCTCTTCAAATGGCCTTTAGCACTTGTACGGGGATATTCAAGTTTAACAGCTGTCAAA
+ATCGATAACCTGCGAAGAGTTACCGACCGGGCGTCGGTATATGAGTTGTTCGTTAGATAC
+GTTTTCCAGTAGCGACAGCCGGAGTAACATCCTGCAGCTTGGGTTCTAGGTTGAGTCAAC
+CCGGATCAGGAACAAAGAGTTACCTACCTGTATACCAGTAGACACCTGAGCGTCAACCGC
+TCTATCGACGCAGACGTAATAGGATTTTGAAGGATTTCAGAACCATAAGCCTACTTGGCC
+CCTGCCACGGACTTTGTACTCTAAGCCGCCAAGTGGCGCATTCAGAATTACGGCAATTAA
+TTGCGCCAAATCCGGCTCGCTTGATCGGGGTCCCGGCACGCATGAAGCTTAGCTTTGGTC
+AAACCCATCCTGGACGTGGAAGACTTTGTCAGGGGCGCAACACAACGATCTGTATTGGTC
+TGCAGTATAGAACATCCTTGAAAACCCTGGCTAGTATCTATCTCGCAACATTCTCCAACG
+CCGGTGACCATAGATATCTGCGCATGAAATCCTACCAGTTCCTTAATCCCGAATAGAGTG
+CTATGTACCTGCCGTAGAGGTGGGCGGAAAAGGAGGGGCTAGAACCTAGCGGGGTGTTTT
+CCTCTGCTTGCATTCTCGTGGTGCAGGGATGGGTACCCACATCGAGGTCAACTTTCAGGC
+AATCCTTGAAACACAACGCCTAGCCAGTAGTGGGACCAACGCCCGTATGGGCCGACTTTC
+GCGCTACGATACACCCTGGCCTTTTTCGGTGATCGACTGCGAGAGTAAACCTCAGGGTAG
+GTAATGTTCGCTGCATTTCATAGCCATTATGCTTCGGCTATAACGGGGGTGGGACTAAGT
+TGGCGCAACCTGATACGAGGTTGTGGGCTGGGCGTATCCCAAGGAGGTGGAAGGCGGAGG
+TGCAGTCGTCCGCCGGACACGTCCCAGACGCTTCCGGTTACGCTGAAACCGAACTTCGTA
+CTTCTTTTAGATTAAGCTTGAATAAAAAAAAGCTTCAACGCCCGGTATGGGTAACTCTCA
+TAGCGTGGGAATATCGTCCACCTTTGTGATTTACTTAATCGGTGGGTCTACACACGTATA
+CGTTTGGCACGTGGCACGGCCGTTATAGTCGGAGCCCACTCTTCCCCATGAAGTCGAGAT
+CGGGAAGCACCGCGGTTAGGCGTTCGAAGCATCGGGCTAGATTCTCATTTTCCTAGCTTT
+AGGGACCGCAGTAACCATTAGCCTTAAACCGATTTGTATCAAATATATTCTAAATCGCAT
+ACCTTGCGAATACTTGTGACGCCTTCTGAGACTCGCTCCCGTGTCAAGTCATGTGACGCC
+AGAGGTCGTTCGAGCAATGATTCAGGCATTGCTTCCAGTTAACTCTGTTTGTATCAGGTA
+AGATAAGATAGCGTCCACTCAGTCACGGAGGATTAGCGCAGGTATCGCCGCGAACTCAAC
+GGGGTTTACTTTAACGATAGAAAAGTACATCTCCACGAGTGCCATCGAATAGCGACGCGT
+CGGTGATGGCTCACTGTCCCTGCGATGCGCTCTTCGGTGAACTACCCTCCTTGGACAGTT
+TAAAATTATAAAGCTAAGCTACCGCCGTCAGCCATGTCGGCGGTGCGATCCTTAGCGACT
+TAGAAACAATGATGAGCGCTCGTGCCCGGAGCGCTTGAACCCTGCGATTTATGTATTGGG
+GCTGGCAGTACGAGTATATTCCTGCCGGGATCCAATAGAAAGTATTGGAAAGAGGTCACT
+GGTGGCTGGATGCTAGCTGCCTTACGGGCGCTATGGCACGATTACTGTAAGACTAAGCCA
+TTAACACGGCACCCTAGGTGCTATTCAATAGTAACCACATCCCAGAACGAAATACAGATT
+TATTATACACAGCGCCATGTCACTCATGGACGTTTTAGATTATCGCCCACTCTTGCATAG
+TGCGAGGGGACATATAAGGTTCGTAGCTGCTAATCACCAGATTGTGCACCTCTGTCATTG
+AAAAACCTAGTGAGACATCTCGCTTTAAACGGTTGGGGTATCTGTGCCCACTACGCTCCC
+CATAACCTTATGCTCTGTTTGGCTCAGCCGTAAACCGGTAAAAGCAGAGTAAAGCATATC
+CTGGGACTTTGTTAAAAAGGCAAATCAGTGGCTGGCAGAAGTTTTGAGTATCAAATTGTA
+CCATTTGCTCGGGGGTCTCGAAGGGGATTTACTGGACATGTGCCACGTCCCCCTGTTTTT
+ACCCAGCCAAAGTCCCCTTATGACCGCCAGGCACTGCGAAGCCTGACGAGAACAGGTCCC
+GGAAGGCTGGTAGTTAATTCCTCAGCCGCCGTTGAGCAAGTTGACGCAGCAAGCCGCGTT
+GGTCTTCGTAACGCTTCCCTTAACTACCTATGGATAGTACCTCCGTTGTACGGATGAGGT
+GGCGTTCCGGCGACTGTGGTTAATGATAGCGTAGAACTCCATGGCCTACTCTATACACTA
+CACTAGGACTCTGGTAAATCCGTTTGCTGTATGGAAAACAATCGTGTGATGACCCAGCCA
+ATTGAGATCATTACTGATTGACTGACAGGGAGTGGGAGGTAATCGCCAGCTTTAGTTATA
+CAGAGGGTGTCTATGGCTGCACCTTTTGCGTAATTACGTCTTAATCGTCCGCCCCGCCGT
+AGGTGTTAGACTAACACGGACCCCTGTCAGTTATTCTGCATGGTTCTCTGAACATCGACC
+CCGTCACAATGGAAGTGAAAGCATCCGCACGTCATCAAAGGAATTATCCGCCATTGTTAG
+GTTACCTGTGCGAAAAGGTGCAAGTGAGGGTCCCTACCTATCTTAACCCTCCTTACATTA
+GTGTCTGCGGCCCATGCGATAAAGGACAAGGCCGGGGCCACGTTCCTCCGTAGAAGGGTA
+GACGATCATCTGCATCCCATTTCATTTGTAGAACCGCACTACTTGTGAAGGCAGAGGGCG
+CCCAATGGGCAAAGCGCGAATCGTGATAATCTGTACCCCTCCCTCGGGGCGGCTTACGAC
+CCCCCAGTGCGGAACGAGGGAGGCGCTCAATAAGATACTGTAATAAGGCAAGCCAGCAGG
+ACACCGTACAATCTTCGCGCAAAGGCCAATAGCAGTTCAGCATTTGGTGACCAGTAGCTG
+CGCGTAAGTTGGACGCGCTACCGTGGCAGGTGCGGCTAGCATATAGACGAGTTAGTTTCG
+ATCTTCCCGGCTTTTGCTTTTTTACCAACAGGAGGGCCCTTGCAGTCACGCCGGGTCCTG
+CGTCTTATTAAGACGTCCGGTGTGGAGCGATATGCAACGCAAAGTTCACGAATACTTTCC
+AGGAATAACCCGGAAGAACGGGAGGCTGCTCAACACAGGTATTGTAGTAAAGACCAGCGG
+CGACAAATACAGTGAGTATCTGGCGGGGTCGGACTGGGCAAGGCCTCCTTTTCTGAATTA
+CAGATCGACTCACGACAAGATGCTGGCCCGTAACCTTTGACGAGGGCCTTCGGAAGGTAT
+CGGTCTCGCCTCAAGCCTTACTCATAGCGGGAGGTTGTCTGATTGGAACCTCCTGCAGGG
+GAAAGGGCTACTCAAATGAGCTTACATTGCAAAAAGAGAGGTGCCTCGTAAGTGGACACG
+AGCCCGAGGGCCGGACGTACCTAAGGCGAGTCCTTCGGGACGGCTGGAGAGTAATCCTGT
+CTGCCTGAGTCTACGTAATATTACGGGCTCTTCAGAGAGGGATCGCGTATGCGTCTCGGG
+TCGAGGTAACGGAATGATTCGAAATAGGCATAGTGCATAGAGTCTGAATTTTGGGGGATT
+AGAGCGGGCGTTGAACTAAGGTAAAGGTCTACTAGTCTTCTGTATTTGTCCGCTCCGCCC
+TCCCCATTTGGCGAGTATAGATATTGGTGCTAGACAGCCTACAGCAATGGGCCTGCTTTC
+TCAGTCCTCTGAGTTTATTATCTTTTACCTGACTGAAAGCCGAGTATTATCCGGTGATTA
+CACTCGTACGATACACTCGTGCTGCAAGAGCAGATCTCCAAAGTCTCTGATAGCTTACTT
+ACAAATGCCACATGTGGGGTACGTGGCCTGATTCAAACCGGCATGGCTACCCCGCCCAGT
+TTACTTTATACTAAAGTACTCATTTGAGAGCCCTCTGAGGGCAGGCAGAGGTACGGTCAT
+CTGTTCCAGGCCTCAAGAATACATTTAATGGCCGTAACGTTCCTTCGGAATTGTCGCAGC
+TATAGTGCCTAAACAAGAGAATCTGTGTATAAGTGAAACGGGGGGGTTTTAGGGAATAGG
+CGATTTGAAGTTACAGTGCTAAAGTAACTGCGGGTGAACCTCCACGGCAGAGACGCCCTG
+TGAGGATTAGGCTTTCACAACCCCCGTAGGTCAGAACTGCAGACCTTAGTAGTAGGATTA
+GATAGAATCAAGGTTCGTTGAGGATAACTGTGTCCTTATTGACAAGGCTTAGCTTTGTAG
+CTAACGACGCTGCCGTCGAGCACGGTGCTTCCATCGCCCCACTCTACACTACACTGAGCG
+AGCACCGCCAAACAACTTAAGTAGGAATTGGCATATTGCCAATGTGCGGTGCATCACAAA
+GGTAATAAAATAACTATAAAGATAAGTCCTTCCATGGAGTACTCGACCTAGGTCCGGACA
+AGTGCTTGCGTATATCGGGTGCTTGGTTTCAGTAACTGGCCGATGGGAATCCCTACCTTC
+GACATCGACGGCCTGGACCATGGTACCACGCTAGATCCGAAATGGTGACGTAACAATAAG
+GCATTCAGCGATTGCTGAGTATCCGCCACTCAAAGGTCTAGTTTCCCACCAATTCATCGA
+TGCTAATCTGGGGTGGCGTCGGAGCGGTTTGTAGAGTTTCAGTAAATAAACACGAAGGCC
+GTTGCGTCTCACAGTACATGGGGTACGGATCTCTTCCGCGGTGGCTACACTGGCCGCCAC
+AGCAGGGGCCCCGGAGCCGTGGGTCTTGTAATCCTACGGGCACCCTAAACGCTTCGCAAG
+TCTACCTAATACGTCAAGAATGGATAGACAAGCCTGCAGCAGCCGGACTTACCCCGCTTA
+ATTCAAGAAACAGGCTGGGTACTAGTACCAAAATAACGGCGCCGTTTGCACCTCGTCAAA
+CGTCCCGAAGCTACGGCTATCCCCTCTAAAGTTTACTCTCTCTATGAGGGAATCCGTTGT
+CCTAGCTGCGCTTCAGACACAATTGTTCGGCCTGGTACTTCCCAATATCACGGAGTAGAA
+GGTACTCTAGTGAAGGGAACCGGAAGAGTTTGACTATCACAGGGAGAATCAGGTCTAGGC
+TCCCCCTTTCGATCTAGTGGATACCCTTCAGTAACGGCTCCTACGGTCCACTGTAAAATA
+TCTTGGTTGCGTCCCCCTATCAAGATTAACCCCTAATCTTAATGTGCGACGCCACGTGGT
+ACTCCACGGTAAGCGAAATAGACGCGCTTTCCCAAGTCCACAGTTTGTGGCTGCGACGAA
+TCCAAAACTTAGACTGGGTAATCGAGCGTGTGCCGAATAACACAGCAGCGGAAGTATGGA
+ACGTGTTAACATGGAATACAGACACATTCTCTAATATCTTGGTTGCCCGTTATACCACCT
+TGCCAACTAATAACGCCCCATCGGAATAACGCTGTGACTTTGAACTTTATCCAAAGATTG
+CCCATGGCCTCAACTCACCGCCGAACTATCTGTACAACCGAGCCGGATTAGTCATCATCG
+ATTTACCCGGTCATAGCCCTAGACCCACTGCTGGGGCACTTAGGTTTCTGCAAGAATCTG
+GCGACTGGCCTTTCTTAAATTCAGGGTGGTCATAGCTCGTGGGATTCGAATAGTTACGCT
+TAACACTGGGTGGCGCCACTGCTGAGATAAGAATGCGACTAAATTTTCCGACCGCCAAGA
+TACAATTAATACGCGGCGGTAGTCCTGTAGTGGGCGGAGTTTGCGGCAAGTTCTACTCCC
+CGCCGCCTACGGTGCCCTTAATTGCGAAAAAGTAATCCTCATTCCTAGGGAACTTGTCAT
+TTAGTCGGTTCATCTTACTCTGCCTGAAGAATCAACTGGATCCCTGGGGGTCAGAGTCAG
+AATTCACCTAGTCTACCGAGCGGCTGTGAACGTACTCCCCCATGTGAATTGATCAGTCAC
+ACTCATCTCATGGAGCGATTTGCCTAAAAGGCACCATCCCTGGAGGAGAAATTTACTGAA
+CCCGGACGCCGGCGCATGTATTCTGCGCCGCTTCTAATTCACGGCTGAGGAGTGGTTTGT
+TACAAAAGAACAAAGCCGTTCCCTGCCGCATTATGTCCACACCACCAATTCTCTGGCGAG
+CAGAATAGTGGTTCAGCCGAGACAGGTTCAGCTGTACGTAAAAAGGTTGACGCTACTTGA
+GGTCATTCTATGAACTACCTTGGCCCATCCCGCATCCTCGTTTAACTAAGCCGAATCTTT
+AAGCCACAACGGTGATCGAGGTATAGTTACCAGGCTGGAAGTCGCAAGATTCCCCGGCTT
+TTATACTAGTCCCCCCTGAACGTCAGGCGCGCAACTTGCCCGTGTTCCCCGTGAGTTGGC
+CCGGCACCGACGTCCCGAAATGCACTTCATTTCGTCCTTTTGTGGACATACAGGAAAAGG
+CGCTAGGGTGCACTTAGAACGGTTTACCAATTGGCCCCTTCGCCCCAGATTAGACAGTAA
+GCGTGCAAGCAACAAAGCCCGGCTGACAAACCGCTTCCCGTTGAGCTCGGAGTGGACGGT
+AGAACTTGACATTGGGATTTCCCAACGGCGTTTGCCCATACTTCCGCATCCCAAGGCTAA
+CTCAGTACTCATCCCAACACGGTGGTATCAGATCCCTTCTTTATTCTGACAAAGGCTCGT
+CGTAAACGCGCACACAGTTACTTTCTAACGCTGAATTACGCTTGAGCTTTTAATCATTGG
+GCCAACAAAGTTTCTACAGAAATGGAAGAAGATTTCGGCTAGAAACAAAAGGTCGACCGG
+TTAAGCACCGATTGCAAGTGGCCATGGATTCATACTACTGGGGCAGGTGAACAGCACCTT
+CCTGCGTCGTTGCATGGGTCCTCCGCACAAGGGGGTCAGAATTTAGACTTTGACTACAGA
+AAGTAACGTCTCTCAAGCAGGGCACGCCTAGGTGACCCCGACTCGTATTGTGCGTCATCC
+AGAGCAAATTATGCCGGTTTCTGTGCGGCACAGTTTGAACCTCACAGACTGGGGCGTGGC
+TTGGTAAATGTCATCCAACTCTGATATGGTTCCCTCCCTTTAAACTCATACGAAATCGGT
+GCAGAAAAGCGATATATCGTTTGAGATTAGTTGGTATACTCCATATCCTGATGAGGCTAG
+AGCGCACTGTTACGTCAAATTGATACTACGGGTCAGTCTAAAACCCCCCATAGCAGTCTT
+CGACCCAGAATTGCGTTCATAGCCACATCAGGCTGCACGCTTAGCGGAGTTTCGGAGCAA
+GTAGGATCTGTCATTCTTGCGGGAATGCCTGCGCCATCCCGATTCGGATTTGGCGACTAA
+TCAGAACATATTTACAGCGTAGCGTATGACCACAATTTACCCATCTGTGCGGAGGTAGGG
+ATGGATGCTAAGAGTCCCATCGTAATCCGGCTCCGTTATATTGGGTATCTAGCGATGTCA
+GGCTTCTTGTACGATGTTCTTCCAGACCAACTTTTGTAGACGGGCAATCCTTGTCCGGCC
+CTATCACTGATATACTCTTTGTGGTAGATGAAGTAGGTCCACTAAGGTTCACCACAGGGA
+GGTCGGTAACGAAAATCATACACTTCTGCCGCAAGATCGGGAATCAAAACCTGTTCCGGA
+ATATGCAGTCAAATTGGGATGTAAGGTCCGACGATGGCGAGGTCGCGTCTATAAATCAAA
+CGTAGCGTTTCGGTACCGAGCCAGATAGAGCAACAACGTTTAAACAAACTTTATCCCCCG
+GCCTCTATAATGGGCGTACAGAGAGGTAAAGGAGACCCTCGTGCCGTTCGTGACTCTCAC
+GAGTGTCCGAGCGGCATTCAAGCCCGCCCTGTTCCGCTGATCGGGGACGACTCATTCAGG
+TTTGAATTTCATCTAACACTGGTCCAGACTTGGGATGCCTAATGATGAATTAAAGGACAC
+TAGTGAACGTGTGGCCTGGTCCCGTCGCGGAAACGAGGGGACTCTCAGTCTATTCCGCGC
+GGAAGCCGACCAAAATAACGCGCTTGAGTCACGTTCTTCATAACTAATTCACGCCAATTG
+CGCACTCCTCGTGGCCGTCATGCGTATAGGGTCACGTTACGCCAGAAACCCTAAATAGGG
+ATATTTGCCGGAGATGTTGCGTGCCACCTAAAAAAGACTGTCGGTACCCCATTCTGAATC
+TAGCTGGTGCCCACCGACCATAGGTTTTTAGCGAGCAAAACGATAGTCCCCGAGAGGTTT
+GGGGGTGCTGCTTTACTTTATCTTTCATGCCTACATTTTTTATCGAGGCTCATTGCGTCT
+AGCAGTCTTGTCAGTGTTTCGATTAGTGGAACGCCGGGCTTTTGCGGTCTTCGTCCGCGA
+ACGCAAGCGAGGTTGCCAACTATGGCCTACCTGGCGAGGTTTTTGATGCCCACCTAGGAT
+GTAATGCATCGGGTCGGTAGGGACCATCCGGGGTGTACTCGGAAAAAATAAAGCCCACCG
+TCGGCAGACGTTAAAGTTCTTGTACATTCCAGACCCATTATATATCAGCAACCTTGAAAG
+TGGTTATGGCCTCAACACCCCCAACGTCGACCCTGGAGTTAACAACCTTCTCCAGACCGG
+AAGAATAGTCAAAGCACGGCGTCTCAGAATTTTACGTAGCTACATTCTAGGCAGATAAAA
+CGCTGGAGTGTTCTTATTCAAATTATACAGCCTTGATAAACAGCAGGGTGTCCAGTACTC
+TCTAGATACATTGCAACTATAGCGAGTCCTGGACATATGCCTAAAGTGGCACACCTTAGT
+ACATAGCCCCCGAGTGAATTTAATGTCTAACACATGCATCGCGGTGAGATCCAACCCTCG
+TAGGATTAGTGCGGGGGGAGTCCTGCGCAAATCATCTGGCCGTAGTGGGTCAAGGCCTGA
+TTTTTGCCATGAATGCGTTACTTATTTGCGGAGCATTTTTGCTTGGTGCATAATGTGCTT
+TCGCGCCCGTTAGTGCTTACCGATTGAGCTGCGCCCTTCGTTCAACAGAGGCCATATAAA
+GTGTCCTGTGATGCAAACCGAGGCTGAATAGGTGATCGACGGTCCTTCACAAACCACGAA
+GAAGGTCTAATTCGACGGTTTCGGCGAATTGAATCCCAGAGTCATGATGACCGATGAAAT
+GAAAATCAACCAGCGCAGCTTCCGCTGAATGAACTGAGGGAGTATAAATTGTTTACAATT
+ATTAGACAACGCCCGAAGTACAAGATGTAGTAGAACACCAGCGGACCAAAGCCTCCACCG
+TCCGGCATAGCGGAGGCGGAGGCGTTTCTTCCCTCACCCTCAGACGAGTCCCCGATTCGC
+TAAAATCATCAGCTGTCTACGAAGCGTGCTCAGTAGCAGTTTTGTCTCATTCAGATCCTA
+TTATGCTCGAGCAAATTGCTACTAGAGATGGAGTGGGGGCTCCAGCACCTTGGTGAGCTA
+CGGCAAAAGAATGCGAACCGCCTGTTAAGCGGTCGGCAGTAACACCTAGACCCTTGCGTC
+TCTGTAGCCGTTGCGTGGCTTCTCCCTCGTCAGGGCCGAGGAGCTCCCCAGATTCCTTCC
+TACGGGACTCTATTCAGGATGAAATCAAGAGACGATCAATTGCTTTTATCGTTCTTAGAC
+AGATCGTTAACACTATTCGGCTCCCCAAAGGATCTGCTCTCCCGATACATAAAGTTGGGG
+AGCAGGACAGAGGGTGGCTTCTCTACATATGTGTGCGGAGTCTTGCATGCGGACAGCTTC
+GGGCGTTGTCGCGTCGCTCAAGCGATATTGAGGTAGGACGCACTCTTTACCATCCTTACC
+ATACAACGCGTGGGATAAAAACGGTGCTTAGTTCAAGTTCCTGTTTCGCAGCTCACAGGT
+ACATAATCCATCAATTCTTCGTGACCCGTTGAACGGCACAGGCCCGATCAGAATCGCGGG
+TTCTTGGCCAAACGCTGGAACTCCCGCTTTTTCAACATGGCCCAGCTCTGCAGGTGGGAA
+AATACCAAGACCCGGGGCGAGAATGATGCCTGTAGGAACGGCATGGTACACCAAAAAGGC
+TGCAAGTAACAACGGCTAAGGTAGCGCACGAGATGTAGGGGGCGCGAAAGAAGCGCTACC
+ACGAGTATATTGAAATTGATTGGTACTAATCCACGCTATGATGCTCCGCTACTTTACCGG
+TGCTGTTTCCTTGTACGACCAAAGGGGATGTGCCACAGATGCGTCGCCTAAGGGACCTAA
+ACGAAATTAGTAGTTATGAGCAATGGTATTCGTGAGCCGATGAACACTAGCGCAATATAT
+TTGTTGATGGAGCGAGGCGACCCCACACGCTAGCGTGGGTGTTGCCTTGTGAGACGTTTT
+CCTACCAGATTTTAGCCCCCATGGTGTCTGTTGATAACCATAGGACCTAGTGCAACGAGG
+GGAGTGACAGGACACCTAACCTGACCTGGACACGGCATGGTAGTAGGCGGCGGGGCCCTG
+GACCCTATTCTGTTCATCAACTCCGACCACGTCCTCAACTTCGCAGACGGTAGGCCTAGG
+ATCTAAACGCATAAGATTACTTGAATCACGCAGTAATGTGAAGTACACAGATATCCCCTT
+GCAGGCCCGTAAACCTAAACCCCGTGCCGAGTAGCACCCTAACGGAGAGCATAGACTTAC
+ACACCAGCATGATCTACCTTATATATTCTCCCCAATAGTGCATGCATATGGGTGGACCAC
+TCCCGCGAGAGCACCACCATAACTCATGGAGTACCATCATCAAAGCCAGGTTTTTTGGAA
+CTTTTGAGAAGTTGAAGTTTTGCCCTAAGAGCGAACTTCCTTATACATATGGATTCGCAG
+GGCCAACCTCTTGGCGTAGCGTACATTCAGGGCTACATCGGCATTTGCCTATCGACGGCA
+TAGCGAATCGATGTGTAAGTCCACGTAGAATTCCAACATCACTACGAGTCCGGCCTCGCG
+TGAAGAGTCCCATCAGTGCCTTTGTGCGTCGTCATAATTTTCTCTTCGCGATCCAAACAT
+GCGTCAATATTTAAATGTGGATGGACGGCCTTTCAGTGTCAAAGTGACAGTTCCGAACAA
+TCGGGCACACTACCCCCGGACATGTGTATAGGTGTAAGGCGCCACCACGTACCCAGCATT
+GAAACGACCCGTTGCGACGAGTCCCTTAAACTATATTCCCGGCTTGGATCGTGTTGGATA
+CCATTAAAAACGAAGACGACTTTGGACCACCAACCGAACCTGTGTCTTCTCGCTGCCAAC
+CGGTAGGGAGAAGTCCACTTTCAATGAGATCAGAGCTTATATTGTGTGTCACGTAGTTTG
+GTCTAATTGGGAGAAATGACCTGCATTAATTTTTTGACACTTGACGATCAAGAGCCACGG
+CAATCGTCTGGTTCCCAACTAAAGAAGGGAAAATGCGTTAATTAAAACACAAGCGATATA
+TGCTTTCCCAGATTCGCACATTCCCGCCTCGCCAACTCCATAAATAGCACGTCTTAGCTT
+GCCTACCCTCTCTGAGCGACAAATTCCGCTTGCCGCATCGTTACGTCACGACTCTCCCTC
+ACGCACCATATGATCTAAGGAACTTGCTATGACAGAACGAGAGTCGCTCGCGTCGAGACT
+AATTGTCCCTCAAAGATAAGGGACACCACGCGGGCCGGGAGCCCTATAGTCCGCTGCGTA
+GAATTCCTATGCTTGGCTGGCTTTATTCTAACCCTTGCGTCAGCAGATAGCCGGAACAAA
+AGCGAGACACTCCTTGACCCAGCCGCTGAACACCCCGGCATCCGTTGTGGCTAATAAACA
+TCGAGGACGCAACCTTATAGACCTACAGGAGCATTCAAGGTCCCGAAGTTGTACAATTGC
+TATCAAGACATGTAGATTGAGCCGATTCCTGAAGCAGCGTGCTTGCAGAAAAAAAGTCAA
+CTCAATTCCATGCATGGCTTTCGGCATGACGACAGCCCCGTCAGTTGGACTTTGAGGGCG
+GGGCGGGACGAGAGGCATATCCTATCCAATATTAAATGCTCTTCTCGAAAGACAGCGCGC
+CCTTAAGCCGGAGTGGATGTTATCGAAGCTTGCCGCGTCTCCCTCATAAATTCAGCTGGG
+ACCGGGGCTTATGCGAAGGCTCTTTTACATTGAGTTACGGTACCGGCAGCTAAATAGTAA
+CAAGCCCCCGATCCTGATTATCCAGCCCTGGATATGTCCTTCCGAGACCACAGAAGGTAT
+CGATGTTACTGGATCTAGGGGCAGTCAGACATACGTCATGTGTATATAGCTACCCGTAAG
+GATATGTGTTGAATCTTCGAACCTGGCGCGAGCGCCAATCTTTGTGAATATGTAGACGCT
+GCTATAAACTAATCATATATTGCTGGGCACAAGTTTATCTTTACGGGCCGCGTCGGACGG
+ATAAGATAAATTCCCACTAGTTGGCTCTGACTGTTGCCCGTTGCGCACCGTACCCCGATG
+CTATGCCCCAACTTCACTTCCGAGATGAAGGCTGCTCAGTCCTCGCGTTGTCGTGCCGCA
+CTTTTTTCCTATTCATCGGTGGTGTTAGCAGAGCGTTTGAAAGAAAGGGGTCCATTTGCC
+TGGAGGGCAACGCCTGGTCCATGTGATGTCATCTTGGAATTGGCGCGCGCTTGGATCGTA
+TTAATCTCCTCTCGGCGGGAATCGAACCTTTCGCAAGCGGGAGATATCTTCGGCGTTGGA
+CTGAGCGCGCGGGTGACTTGGCAAGTCGCTGCGCTGTGTGGTATGGCCGGGGCACGGTAC
+ACTATCAAGCGTGGGATCTCATGTGTCGGGACGTGGAACCTGGTTGTCTGTATCGCGAAA
+GCCGGATGACGTCTCCGGCTTAACACGGATAAACAGCCTCGCGGCGTTGATCGCGGGGTC
+TATGTCGATTTTGCGTAGGTAACGTCCTACCAGTACGTTTCTCTCGGCCCAATTCCAAAC
+GGAATCAACTTTTGCCGACGTAGGTAATAATGGAGGCGATAGCGGAGACACCGTCAGCTA
+CCTACTGTATCTCAGAGGGAGGGGCTATCAGATTTGATCATCTGGATCAAGCCTGCATGG
+AGTTGGCGGCTTCTCACGTATTCATCCCTGATTCCTTATACCTGATCAACTTAAGGGTGC
+ATAATATAGGGATCGGAGCGAGCCTAGTACTGCCTTCAGGTGTATGTTCCAGATTGAATA
+AAGCGTTCGACGATCCGGGACTGGCAGTAAAAGCCTAAATCATGTTAGCCACCGTGAGCG
+TATTGCTTCACGCATTAATACGTAAGCCGTCTTTCTTGAGGGGTCGGTCCCTGTCTAAAT
+GTGTGGAATAAGGTGGCACTTATGCACGCATCCCAGGATTTAAACTTATAATCTCTCCAA
+GAAACAGGTTTTAGAGGTTCCAAACGTTGTTGATTGCGTGCGCTGGCGAAGCTAGCGCAC
+TTGGCTCAGGTTTCGTATGTGAATGCCAATCAGACTGTGCATTTTTCGTTTTTCTGCCGT
+TTCAGTATAATTGAAGAATTCATTACTCTCAGATGCGCCGAGGAACAGCAAGATGAGGTA
+TACCCCTCGACGAAAATCGGAATGAAACGGAATGGCTACGGCTGCGGCGTTCAATTACTT
+GCCTTTGACCACCACCGGATTAATTCAGACGGACAAAATTAAACAGCTATAGCCCCGACT
+TTCCACATCCGGACGCCCCTTGCGAGAATCGTCCTCGAGAGTTACGCCACACCCATACTG
+AACGACGGACCCCGCCACTTGACAACCCCAGACGGAGATATCGCGCGCAAGGCGGGCATC
+GATTCCTTAGTGCACTTCAGGTACGCAAGGCAACTGGCCTTGTGGGTACACACCAAGTCG
+TTCTCGGTTATGATGATTATCCCAGCAAGCAACATACACTGAAAACGGGATTAGTCTCTG
+CATAAAGCGGCAATTCGTTCGGTGGCATTGTTCTAGCTATGAGCGCAGGGGGACATATCC
+GCGTGCGCGCAGGTGCCTATGACATCCTGTTCATTCGATGTGGAGCCCCTGAGTGGATAG
+GGTGGATGATAGTTGGTATGGTGTATGCCACGTAACGAAAAATCGTAAGTATCTGCGCGA
+AATACTAAGCCCTTAATACAATATCCAGGACCACTTTGACCTTAACTGCAGACCTCAAAA
+CATACTAAAGGTGGTCGGACAGATATGGCGGAGAGCATGGTTGCACTATCTCAGTGCTCG
+AACAGTGCCGACGACTAATGTGAAGCCTCTTGAGATGTAGAGAGCCGAGGAGTGTTCCTA
+TCTAGGAGGGTGGCGTAATGCCACGCGCTCCATAGAAGCACAACATATGCCGCATCGCTT
+CTGGCGCTAGGGTTACCTGTGGTCGACTCGTACTAGCTTGGCCGGAGTCTGTATCATCTC
+CAACGTACAGAGGTAAGGACACTCATATGCTCTTTGGGGGGATTGCGTGCATAATAAAGG
+TGTTGTTAGGTTGGCTCGAAGTCCTACGAGCACCATCAATAAGTGATTGAATGCCCGGGG
+TTTTGGGATTTATCAGGGAGCTCCCCCTTTCGTACTATGCGTACCGAACAGGCGAGAGGG
+AAAGATGCTGGTACGCGCGGATGACCTGGTGACGTTAGAGAACGCCAAATTCTACGGCTT
+GTGCAACCGTCTTACGTTATGTCGAGCACTAAGGGTTAACGGTATTGGTGCCAGAGGATG
+TCCCACGTGGACTCTCGTCTTCATTAACCAGTGCCCTGGGATTGTGACTAGGTAATCATT
+AAAGTATAGTTTCGGGACCTGTCTTCGATGAGCAGGTTTGCCGCTATTTGTGGTTCTAAC
+ACGCCAACGGAACACTCCCCTTTTGTACCTAATGCGTTTGAGAATACCGGGCCGGTCCCT
+TGGAATCACATGACGCATACATTAAAATGGTGCTCCAATCACTTTTAGAGCTTAGATTCA
+TTGACATAGCCAATACACTGGTTCAGGATTTTAATTCGCACGAACTCGCTCCAATTGAAT
+CCATCTTAGCGACTTGTGGTACACCACTTGCACGTCGTCCCTCTCGCAGGCTTTAACTGA
+CTCGCTACAGCAAAAGCAACGGTTGGTTCTGCACGGGCACTATTAAGCAGATTTACAGTG
+AGACGTTTCAACATGGTACAGCGAGTCTAGACCTACGAAACGCTTCTGCATTCAGAGGGG
+GGGAGGTTAAAGATCGGTACTTGAAACCACCAGAGTACCAATCTTCACCCCCAACCCGTT
+CAATAAAGTGTAGCAATGTGCTGTACCTGCTACTTGATCAGGCAAGTACTGTCTCCAATC
+GTACTCTAGGCATAAGCTCTGGGGGCGAGATAACCAATAACGTCTTTATCGGGTTCGGGG
+GCAGTCCCAAAATTCTAGCCGTAGCCCCCATCGAACAGACAGAACCGACCCACTTATTTG
+CTCTCCGAAAGACAACACGGGTCGAGGCGCGTAATTCAGTTAGGCGCATCTTATCTCTCA
+CATAGAATAAGGACGTCTTTACCCTGGCTAGATCTCCAACCCCCCTGCGCCCTAGGGTGC
+CCGTGGAACACAGCTAATTCCCCATGAGGCGCTGGTACATTCTCCCGAGTATACAGCAAA
+GAGTGCATAAATGCGTAGGTACTCGGGTAAAAGCCTCCGGCCGGTCTATACTTTCCCACA
+ATCGAAGACTATCGCGTCTTATACGTAACCGAGCTCTAATACAAGTTAATCTCTAGTGAC
+CCCTTGGAGCGCTTCATATAGAGAGACTCGAAACTCATACAACTATCTGAGTTCCGCTCC
+TTCTGACATCCCCCATTTCAGCAACCGTGAATCCTTTGGGGAACGTAGAGGTCTCCCTTA
+GGCGTAGGGCCGCAGTTTATTCAGATCATCTCTGGATCCAATTTGGTGGCGTAAAACACT
+TGAGGGCAGTAAGATGATGGCAGGGTTAACACTGGCTGGTCGCGGGGGCAGGCGATGAAA
+GGGATTCGTGTATCTTCCTTCCAAAGTTTCAAGGCGCTACGTGAAAGTTTCCGTCCTACA
+ATACCTCACTAACGATCAGTGGAGATGCAAGAACATTTCCGTTGCGCCCGGTCGGGAGAG
+ACAGAGTATTGGAATAGAATACGTATGGCCATGAACCGTCCAAGGTCATGCTTAAAGAGA
+GCGACTTATGCGTGCGTTTCTGTCGCGGCTGAATCCGATACCGGACGGCCGCTTCAAATT
+GACCCTCAAGCCCATTGCACCGAATCTATATGGGAATTCGGAAGGTAATTGGACCAGAAC
+AAGCTCAGTGTAGCTATGGGAAAAGAAATGTGCGCAAAATAGAAGTTTATTTCTGTCAGT
+ACTTAATTTTATGCCCAAACTAACAACGACAAACTTGGTTACCGCACCTGTCGGCATTGA
+TTGGCAGTAAGCCGGTATTTTGAATTATTGTGTGACTACGGGGCTAGGGCCAGCTTAGAC
+TTGTAGCGACCCCACGAATGCGTTCGTGGAGGGGCCGGAACCTGCAAATCTATGTTGTAC
+GGTATCACTTTCAGTGCAATGTATCACGTAATGTTCGCGTCGGATTACAACATCCGGACG
+AATTTTACACCCAGTCCATATCATTAGACCTAGCAGGACCGGCCCCTCGACTGAACAAGA
+CTAACGTAATATCAAACCGCGCCTGAGCGCACTTTAGTACCTTCTCACTGCTCAGCTGTC
+GTTTCCGGTGGCCGTATGAGTGGACAAATGCCTATCGTACTTTCTAGAAGTAATTCATTG
+CATTTAATCGTTTAAATAAGTCTTGCGGCAGTACATTATCTCTCGTTCGCACGAGGTGCC
+TGTCCCGGGGTGACTTGCATCGCTGGGTTAAGCCAAATCTAGATGACTCACAATAAGGAC
+AATATAGGGGGGCGCGGGAATTGCTCCCCAATCCTCTAACCACGGGCGACTTCTTTTCCC
+GTGTCCAAGGTGCGACCGGCACGCAATTGTAAGGCGGACGGGCTTGGCCCCCTTGGTCTC
+AGACTTAATGACAGAAACGGCGGCTTATCCTCGGAGGCGCAACGGCGTTGCAATTCCAGT
+CATAATTCGGGTACCAATCAGGAACTAGTTGTCGCTCGAATACATCTCTATGTGATTGTT
+AATCTCGATTGACCGCCGAAGTCTTGAACACCGCGCATTCGTAGGCCGCACGCGTGAAGG
+GACGACGTCGTGCGCCAGCTTTGCGCTATTCCCACGCGGGATCGGAGCACTAATTACTGG
+CGAATTTGGACTTGGGCCCCAGTCCGTAGCGGCAGAATTAAATCAGCAGTAACCGAATTT
+CACAAAGCTGTGGACGTCCAATCCGGGGGGGGCTGACGGGCCTGATTACACAGTCCTTTT
+TGTTCCATAAAGGCACAACCCATTAAACCAGCCTGCGCTATCGATGTGCTGGTCCTGCCC
+AATTCAACGCCGTTCGTGACTGGATACTGTGCCGTCACTCGTCGCACTTGATACGTTACG
+CGAGCCTCGGACCGTCTGTCGCAGTCTTGTGAGCCAGCTCTTCAAAGGGCTCTTGGCCTT
+CTGTGTTGTGGTGGCCGGTCCTATATACCCTTTCTCTACTGGAACTTAGTTAAAACATTA
+CACGACGGATACATCCCCTCTGATCTACTCACTGCTGGATGGAATTGAGACGTAGTATGG
+CGAGTAGGCAATTCCCTCCCTGAGAAAAAGAAAGCTTGGGCCTTTGGAGACATTCACCGT
+TTTAGACAAACACGATACCTCTACCTAGAAGCTAAGAAAGTAACGGCAACAGCCATCGTG
+GAAGTGGATAATATCGTGCCTCCATTGCACGCAAAAAATAAATTCCTCCAACATATCGAG
+TTAAAACTAAATAAATCGGCCTCCGTCCGCCCTATTTGGTGCTGGTCTCGTTTAGTATAA
+AGACCATCACAGCTAGCCTAACACGGGAGGCCCAAGACAGTACGAAGCACGTATATAATC
+CGCCCAGCACGCGCTGCCAAAGTCGTTACGACACTATAAGCCAGTCGGGGGTGACTTGGA
+AGGGCGAGGCTAGCAGGGCGACGTTGTATCTTACGTTATGTAGTACGTAGTCGGCGCAAT
+TTCTAAACTCATAGGGGCTTCGGCCAAGAGCGAGCGGTGTGTGAATGCATCAGTTCGCGT
+AAATGACTCGCAAGTTGACTCGCAGCACGGCTTAGGGGTGTGAGAAATTTTTGTGTACAG
+AATCCTGGACTAGAGCGCGGTGGGATTTTGTTGCTATCCGTCTATACCTGTAGCGTGGAA
+CTAATATAATGAGAGGTCGAACTCATTTTTATTCAGAAACTACGGTGGATAGCAAGATAA
+CCACGGAGGATTCCAGCTAATGTACTGTACCCTTGGCGTGCGACATGCCCCCAGGCCAAA
+ACGATCTGCGAGTGCCTTCCGGCCAAGGCAAAGTGTTCTTTGCTCGAACTGAAGCATTCC
+GGGTGCGCGTCGAGTCGAAGTACATGAGACATGAATAAACCCGAACGAGCATATATAGGG
+TACCGCCGTACCTCAAAACTCATGCGTTTGCGATGTGATACCATAGTTGACGCCCGGTGT
+AAAAAGCAGGCTAATGAGCAGCTTAACTCGCCACAACGTTCTCTCAAAGGCCCTACCAGC
+TAGTGGGGATTTCCCAGTAGCGTTGGTGCAAAGGTTGTATCATTCCGAGGAGGTTTAACT
+GTTGTCATGGATTATCGCGCCACTCATGCTTTGGCTCATTACATACATAAAAGGGAAGAG
+GAGAGTTTCCGTGCGTCTTTAGGGATCTAACGGAGCGTTAGTACAGAATACTGCTGCCGT
+CTCCAGGCCGGTTGAGACGGAGGCTAACACGTTCTGAACACTACTTTGCCGCGCAGATGC
+AGGCGTGTCATTCTTCGCTTCGATTCGAATACCTTCCTTGTGAGCCTATGTTTAGTGAGC
+ATGATTACTCAGGGTCTTGCGACTCGATGTGATAACTCTCTCCCACCCATGCCTAATTTT
+ATGTCCTTGTCAACCTGTCGTCAATTGCGCTGACCCACATCACCCAGAAGATCCACAAAT
+CTCCAGTTATCGAGGAAGCGAACTAGCTTACGAGCCGGCTCGCGTTGTACTAAAGGTTAA
+AGGGATGCACCACCGTTTCCATCGGGACAGCTCGTGTGACGTCATTGTGTAAACGCAGTT
+CCCGCTGCAATGAGTGAGAGGACCTATCCGCTAGGATAAAAAGTCAATACCGTGAAGTGG
+TACGGGTGACTTCGCGACAATTTCCGCTTTACAAAACCCGCGCGAGGTCATGCGGCTAAA
+ATTGGTATTAGCGTAGAACTGTGTCGAAGATAATCTAGAGGGCCTAAGCACCACGTTTAT
+GAGTCTCTGGCGTATGAACGGAGCGTGCTAGAATAGTAACGCAGTATATGCGGCCTCAAG
+TCGATCTTATCGAGATCCTGGTTGGTGTGAGGCACGTAAAAGCAAGAAAAGAGACCGTTA
+CCAGTGCAGGGAGGGACCCCGTATTGGTCTCGGTCTGCTGACCAGAACACGAAAGCTGGG
+ACCCATGGATTTAGAGGACTCCCACAGAGTTCTCAACAGATACGAATCTGCTTAAAAGGG
+CCCGTTCTATGGGACTTCATCATGACAGGACTACAGGCGAAATCCAACATGGGTCAAAGC
+TGACCGTGAGGAACTTGCCGTGGGGATTCTGCTACCCTGCACGTAAACCTCTTTGCGTCT
+AGGAGCCGTTGGCATCCTTAATAGATACTGCACGGTGTAACAGACCGAGATTGATCAAGA
+AGGCGGACGGATCCCGCGCTTAAAACGTTGACTTTATAACTCCATCGATCGGAGTTACAT
+GTTGCTAACTCCACTCTGTACTGCGTCTAAAAGGGCAGCTAGTAGTCGCCTCCTCGTGCT
+GCCGTACATCCGATATTAGTCTATCACGTCGCCTACGAGATCTGGTTAAGAATGTACACG
+GCCCCACGTGCGTTGCTCCGATTTTCATCAGATAGGTCAAGGGCCCGGATCCAGCCCGCG
+TAACCCAATATCAGTTAACCCATGGATTTTCTTAAGCAGAAGGCGGGCAGCACAATGGCA
+TTTACCCCATGACCGGCGATGAACAGTACAAAGTTATGAGTGCTTCCGGCATCATCGCTG
+GGCGAATTACTAAGGTGAAGGAAGGATTTCCTGTCAGGGTTGGGCCGCGCATTTCCACTG
+ATATATCTTATAGGGAGAGTGTGGAGGACAGGGAGATCGCGCCCCATGCGTTATGACGCA
+GTGCAGAACGCCGACGATACATAGCAGGTATATATTAGGCACCATGCTGCGACTGAACCC
+AAGGAGAAACGATAAATTGCCGCGCTTTCCTAATAGGACGTTGCCCACCCGTTATGTAAA
+CGGCTCTCGGACGGCGTCCCACTCTCATACCGCAATTCTATGTCATCAGCGATTAGCTTG
+CGGGGGGCCCGGGTGAACGCGCTGGGCGATCGCGTAGCGCACTGGGATTATATTAGGCAA
+GTACAAAAAACATTTCGCAACCTGGGTTTAATTGGGTAGCGTGCAAGTCGGAAGAGGGAT
+ACTCAAGCGTCTCTGTAGGTTAGACGTGGTCTTCACCTTTGTTGGAGGGGTATGTGCAGT
+GTGGCGAAACTTTACCCCGCGCTTTCGAGCTGGGGGATAGCCAAGGGTGGAAACTGGCAA
+ACGTGACAGTTGCCACCTTAAGCGCAACTCTAGCTTCGGCACGGGCTAGATTTCTAAGGG
+AATTCCGCGTTCGCAGTGAGCTCAACATTTCTAGTGGATGTGACAACATAGCGTGAAAGG
+TCAGTTTCGGTAGCCAGGATCGAGTGTCGAGATGTGTGGTCGTGATAGGTCCCAGACGTC
+GCACTCCTGAGGAATAATGGTAGTGACACACATCTGCACACATCGGTCCGCCGGGTAGTA
+TGCTGTCGTATCGTATCCTTACTCACAATTATGGGGCCCATACCTGGTGCTTCGCTGCAC
+GGAATAAATTGCAATGGTCCGACGCATCCGCGCAAGACGACGCTTGGCTGCTGCTTCATA
+GCCGTGGAAGAACAAGTTTGTGGCACGTCGCGTCGGATGAAACCGACGCTGATGGATCGA
+GATTTTGGGGTTGCGCTCTGCAGGGTCGGTGGACGGAGGACGCCAGACTTACAATTTCGC
+CCCTGTAGCTGCGTGCGTCTACTACCAGATCGTCTTTTGTGCACAGCCCCGTCGGCAGCC
+CCAATATTGGGTATCCAGTTTCGGACCATGATAGGGTTCTTCTTTCGAACGTCCCAAGTA
+TCTAAACATATTAGACTGCTGTGTTATGCCCGCGCCTATGTTCTAAAATGCGTTTTAGAA
+ACTCTTCAGCAATGGACATACCTGAGCGTTTTGCTAAGAGGGTGGGACTACATCTTCGGA
+CATCATGTAAGCCCGTCACAGCCCCGGAACTAACTTAATTAACCATACCACCCTGTAACA
+AAGATCAAGGCTCTACCACCCTCACTTTCTTGGGGCTAGCCCCGATAGTTTGCATTTGCT
+AGTTTCCCGCCCTCCCCTTCGCATGCTGACATGACCACATATGGGTCAGACATATGGAAA
+AAGTAATTACGTGAAGGATCCAGACAGCAAGAGAGGGGGCCCTTAGCAAAGACCCCGGGA
+AGTTAACTGCCGACACGTTTCAACTTTTAATGCAGACCTCAGCTCCTGATGGGCCCCTGA
+GGCCTTGGCTGATCCCAGCTAAAACCTACAGCCAACTATGTACAGTTCAAAGCTAGCAAA
+TGATCCCGCTTGACCGAACATACACTGAAGGGGCGTTCAATCGCGATAAGTTCTGGTGCA
+AACAGGTGGTCTGACCTGGTTCCTACGGACCTCGAACGCGTTTGGACGAATACGTCTTCG
+GTGGTGCAAATAACTAGTCTAATTGGGCGCACCGTTGCTCCCCTACTGGATGCCATATAA
+TAGCACACGAGACGACGGTAGAACGGTCGTTAGGAACTACGTAGAATTTCGTCAATCCCG
+TCTGGGTTGATCGTCTGGAAAACCTCTGGGATGCTTAGCGCGCTATGATCTTGAATCCTT
+GACCAGGTGAAGTAAATCGATCCAATGCACAAGTCGTCAGGACATCGGGTCGTCTGTCTA
+ATGCGATTCGAGAATTAAAGGCTCTTAACCGACTGGGCACAGATATTCATTCCATCAGGC
+GGCTTTCGTACGCTATGGGTTAATATCTTACCTGTGAGTAAAGCTCGTAGGTTCCGTTGG
+AGGAGCAGAAGAGCTACTTGTTTTTCCGGTATCTATCAACTTTTCTAAGCATCTAGACCT
+CTAACTCCCCTGGTAGGGAATCCTATACTGGAACTCAGTTAATCTGGCACATATGGGCGA
+GATATCTAGAAGCCAACGTTGGAGTGAATGTACCTAGATTCGAGCTCAGGAGGCCTCTAG
+TTTTTGTCATTAGTAGCTTCGCCGTGGGGTTTGTACAGATTCCGCTTGCGCCTACGAATA
+TATCTAGGACAGGGCGATAATTTAGGTATATCACGACACCTCATTATCCCACGAAACCTT
+CAATTGCTGTTATCCTTCGTAGGAGTGTAACTAAGGGGATACGTCGTACAAAAGCGGAGC
+ACCCCACAAGACGATCTCCCTCGTTCCCGAGCTGGCTTCTAGATGATTAATAGGATGCGG
+CTGGCCCAAAAGGTTCGGTTTTTGGATTGAACAAATATCGGGAGGCTTTCTCACTCGGTT
+AGTCTTTTATAATCTATAAGCGTTAGACGTTTTGATTCAAATTCCGCTAACTACACATCA
+ATGGCGGACTCGCAGGGCTAGAACTTCTAGTGGGGACAATCTCTTTCGAGGCCCGAATAA
+ACTGTCAGAAATATCCCTATCTGCATTCTCAAGCTTAGGGACATACGTATCAATATGTCG
+TGCGGACTTGTCCGCTCAAGATTTGTGACCGGACTAGACGGGGTCGGCTTACCGAATAGC
+TTTTAACAAGGTATAATGTACCGTTAGCTAGCCATCTAAGTTATTGCAACGCTGCCGACC
+TAGAATCAAAAGCGGCGAAGACAGATGTCTGCTAAAACTCGAGTAACGCGCTATTGCTGC
+GAATTTAAGAACTCAATGTGTGCATAAACTGAACCCCCCGGTTTGTAAGCCAGTTAACAG
+TTATAGTCGTGGACTCTGAGTTTTGTAGCGACAATTCTAGCAAGGTTTTCATCACCCGAT
+AAAACGCTGCGCCTCGTCCAAGTCCTCGGGGTATCAGTTGACCACTAGCCCGGCTATCCC
+AGCTTATCGAGAAACAGCGAGGTATAGTCGAGCGCAGCGGGCCGCGATCACGGTAATAGG
+CCCTGTCGTATGCTCAGCAAACGCACAGATCGATCTCTGTATCTTAGTCGCGTTTTATCC
+TAGGTAGAGCTCCAGCAATCCGTATCCCCCCAATACTGAGATCTGGAACTCCGTACTACA
+ACGTGGTGCATGGAACACCACTTATTTGGCGAGTTAGAGTCAAGTGGTAAAGAGGTACCA
+CGGAGCTATCTGTCCAGTGAACGTTGGCCGAGACTTGGGTTTACTCTGCGTCTGTGGTAG
+ACAAATGTTAGATGAATCCATAGCCCAAGAACCGTTGACGACCGGCGCTTGACTCCAAAG
+CTTGCTGTATATCGTTAGCGATTATATAAGAGGGCTTCAAGCTGACAGTGCGATTGCTGG
+ACGCCACGAAAGGATCAGTCTATGCGACCGAACGCGTAGGTTTTAGGGTAAGACATGGCT
+AAAAGCCCACGGCCTCAGGCTTCTCGAACTGAACGCGTGTCTCAGGCAGCTTTTGCTGAG
+TACATGACTACACATAGTGATGAAGGGACCTAATATACTGCATGAACGAACTCCCACACC
+GGGTCATTTCGTATCATCAGGTCAGTCATCGTCCAAAGAACTCCGTCAGAGAGTCGCAGC
+AGAAACCGGGTCGCGAGAGGCCGTAGATACATTTAAAACAGTGAGCTTGCACAGCTTTTC
+GCGCCGGGCGCATGCCTAGCTACAATGAAGGCAAATCGTTCGGGCGCCTGAAATCATTCA
+CACGCTAGTTTGTTTGGTAGGTACATCTAGCTTGTGGCCCTTCGGATAGAATGCCTGGGT
+CGCCAAAGCTGCTCCAGGATGCGTACGAGTTCGCGAGGCAGAGCGGGCCCGGGCAGCCCT
+CGCGGGCCACGCTTCAAGGAATCTCCATACCCGCGTTGTGTCCCCGTGCAGGCGCACCCG
+AAATAGATGCGAGGTACGGGCCGTGCATAAGTCCCATAACCACTCAAATCAGATATCTTG
+TGCCTCATTTAGGATGAATTACTATTACCCGCTCTGCAGTGGTCTGTACGGCTAGACATT
+TTACTTGTTACAGCTAAGTTTGCTCACCTTATCCCCGGTTAATGGACAGTTCGCCCTGTA
+TATTACAACCTCTCCTCCTTCAGATATCTTATATACAAATCAAGGGCGCACTAATTCGGT
+CATCTCCCACGGGTTGGATTAGCAAAGTGCACAGAAATTTGCTTGGACTTTGATCCCCGC
+GAATGCATCTGACTGATCATTCATCTGCGTCCTTTACCGCTGGCAGTCAAACTACGTCAC
+AACTGTACGCTTCCTACAGCTTGCGGATACGTCTAAGATGCCCTGTGCCAACCAGCATTC
+TTGTTAGCTCGATGGGGTAGTCCCTTGTGCCCATGAGCTACGGGATAGTGTGTCGGATTA
+AATTGCGAGGCGCGACCATGACGGCGAGGAATTTACCGCTTATTATGTGCATCACAGTTT
+TATGCCCACCGGGATGTGGAACTATCACGAGAGGGGAGGTGATCGCCGTGTAGACAAGGA
+GCAGGTCGGTTAAAATCAAAAGTGCTACTATGGGAACCCTGCAACGTTGTATTGGCAGAC
+CCGAATTCCCGATGGGGGTCTCATGAGTACAGTGAGTCGGCATGATAATTACGACCCTGC
+TTACGTTGGTATAAGGCTGCACACTGGAGGCCCGGTTTCACACGGGCCCGTATGTGGGGT
+CTCTTCTGAGGGACGCAGGCTATAGTTAGGGAAAAACCCAAGTTTTTACCTCTCACAGGT
+TCATGCTTCCTAAGTAGCTGTTAGACGCGTAGTAAAGAGGTTAAGATCCCCGGCCCGTTG
+CCCACTCTAGAAATGGAACTCGGCCCCTTACGTGAGTGTAACTCTAGGTAGTACGGTAAC
+GAATGTGCGGGCGGGTTTGCAGTGGGTTGCAGGTCGGTATGTAGCTGGCGTACTTACCCC
+GTACAGAGATGTTCCTGCTTTAAACATCGGTGTTTGCTTAGGGGAGAATTCCACGTGGTG
+CGTCCGACATTTATTATGGCGGGTCTGTACAGGATGCCTCATCCTCTGAATACGCTACCA
+ACACTTCGACCTCGCGTCCGACAGCTTAAGAGTTTTTTACAGCGCAACCGACCCTTAATC
+GTCGAGGCGGGCGAGACCGGATGATAAACCTATTGGGGCTAGCGACCAGCTAATCGAAAA
+GATGAGAGATGCTATAGTAGGACGTCAAGCTTACGATTCTGAGTAACGGGACGTCCCGTT
+AGGGCGGCCGCCGACTATGCAGAGCTGCTTTTACATTTGGTAAAGTCCACCATGCCGGGT
+AATTTGCCCATCTTGACGAAAGGTGGATAATGCCGCTAGCCCCCCTCCAACGAAGTTATC
+GTTCTGAATAAGCTATGTCCTTCAGATTGACGCAGATGTTCGACAGCGCAGGCGAGTAAT
+TAGCATCCGCGAGACGCACAGTAGGCTATTTTCACAGGGTTCAAAGGCGCGAGAAGGATT
+TTGCCGACACTTTGCTGGCAGCCCGGTGCTACTGGTTATCGGAATTATTAAATCCCTGAC
+AGCTCTGTCAGTTGGTATGCCCACAGCCGTCTACATGTAAACGGTAGCGTTTCATCTACT
+GCGCACTACTACCCTTGGCAGGTAATTCCAGATCCTCATAGCAAGGACTGCTTTAGGGCA
+TAAACAATCTGTAAGGCCGTGGCCCGAACGTTAGACACACCCAACCCGTGAATAAGGATT
+TAATTTACACACCGTATGCATAAGTGCTTCCCGCCATCTCCTTCGTCAACGAAGAGTTAT
+TATGGAAGGTGAAGAAAACTCAGATATAGTATGGACAATTTGACCGCGTAATTACATCCC
+TCAAGGGGTCGTCAATTTCTATACAACGAGGCTTGTATTAGCGCTCTCTGGTTCATCCTA
+GTCACATGACCATGTCACGTTCTTTTTGTACAAAGGATCAGAGGCTAAAGAACTACGTTT
+ACCACGCACGGCAGATGCCTAAGTAGTCCTTGTGCTGCGGGCCCACGATGTAAGCAGAAT
+GCAGAAATTTCCAGAGCCCGCTGCGTATCCAGTGTATGGGAGTTTGCTCCACCGATCCTA
+GTGAGTATGGCTGGGCGTCGGTCCAATGCTAGTCGTTGATTGTTCGCAGCGTCCTGAGAC
+TTGCTAAAAGAAACCGCTCGTCTCTGAGGAGTCTTGTTCAGAAGTTGTGCCTGAGACCCC
+TCCTACTGGGCGAATATGCTCAAGTATTCGCACTCGAAACCCATCATTATGCATACGGCC
+GGACCTACCAGATGACAGACCCGACCGATAGTCCTTGACATTTGTGGTGAAGGTTATCTC
+TCATGCTTGTAGGACCGCCGAACCCCAGTCACCCACTTCAGAGAGGTAGCAGGGGTGTGC
+CCTCCTCACTGGGGCCCATATCTTCTGTCGTGGCAAACGCCATATGAGTTAACGATAACG
+GGGTCGATCTGAATGACTTCTACGTGGGGCTGAGTTGAAACGCGAGCACAGCAACGACGG
+GAAAACCTATGCTCCCTTTGGTGGCCAGTGAAATTTGGTTTAATTAACGGGCTCGAAGAC
+CGTCGAGAATCGGACGACACTTATGGGTGTGAAACCATCAGGAACAGAGCCCACCTGTAC
+GATGTTTATTTTCATACTAGTGCCCTGCACCGGAAGGATAGTTGTTCATATTCGGCCAAG
+AGTGTAATAGCACACACAAGAACTCGAGGGGCCTAGAATTCCACCAAGACCCATACTTAA
+CTCGACGCATTTAGCGGCGCCCAAGTCAGTAGACGCTTATGACTGGGCTACCTCCCTGTG
+AGTCTCAAGAACTCAAGGCCTCCACATAAGATACAGGGACGCTGTGAGTCTTATTCATTT
+TGACAAGGTTCGGGTACCTGTTAACCGAAATAGCCGGTGATGACCACAATCATAGGGATA
+CACAGTAGTTCTCCGTGGTAAAGACGACTAGCCGTGATGTTAAATTCCCCAAGATAGCGG
+GAAGCCTGGTTCTAGGGAAGATCATCGCTAGGAGCGGCAAACTAGATCTTAACGATCACG
+CATTCTCGCCCGTAGATCCTGGAAGCCCTATGACACCGTAGACGGTCAAAGCGCGAGTCT
+TTAGCACACGATGCGTCCCACCGTGGATTGTAATAGCTAGTACAACAAGACTTGACCTCC
+AATGGCAATAGAGGGCGTCGTCATTGTTCTAGTCGCGATACGTGCCGCGACGGACTCTCT
+ACTGAATGGCGCCCCCGGCGGTACTATCCTAATCCGATTTAGAGCGAGCCACTTGCACTC
+ATTTTTCATCGTCAGATGCCAAACGCCTATTTGTGGTCATCGACTTCCTTTCCGATCAAG
+GCAGCGCCGTCGACTAGATCGTTTTCCCACGCTGAGTTCTGATCGCGCGCGGGTTTCGTT
+AATCCGTCCGTTCGTCAGTCTGTCATCGCAAACACTTCAGGAAAGAAAACCTTCTGGCAA
+ACATGGTCCATAGTCTTTCTGCACGGGACACCGACAGCTGAAGACACACCTAGACTGGAG
+CGAGACTTGCCTGTGTCCACGTTAGAGATTCCAAAGATTAGAAACCCGTGCAAAACGGTC
+AAACGATTTGTGGTGCGACATGAGTACCAAATGGATGGTCGGGGCATTTCATCTATCTCC
+GCTTTTTCGATGTGCTTAGGATCGCCTGACAAACACACCCGTATTGCCGTGCCAGTCCGC
+TGCCCGCTCGCCCGCCACTTCGCACTTTATTCCTGTATCTGGGGAAGGATTAGCCCCTAC
+TAGTGAGAGAAGCACCTTCGATGAAGTAGACCAGCCAAGGTGAGCTATCGAGGGTCACTA
+CTATGCAAAGGTGGGAGCCTCACTATGTAGTATCATAGTCGTAGTCGGTCGTTATCCCCA
+ACTGACACCTTTAGATCCTCACTGTTAACTGACACGTTAGTTATTGTGACTTCACACTTA
+AAATGCTCATCTTCGTTCCAGAACCTCTTTGAGAACGCCGCATGGCTTAGTACCCTGAGC
+AGACAGCGAAGCCTCTAGCAGAAAACATGTTAGGACGCTCCTGCTTTATTCCTGAGTTGC
+CCGAAGGTATCTCTGCCACAGCGGTCTTTATCACGGCCCCTACATAGGTTCGAATGACGG
+GTGTAACTCGCAGCAGTGACCGTCTGCAATTCCACCGGGAAGTCCTCGCGGTGATGACCC
+TGCCCTTCTTTGGGCATCCTGAGCTGGCAAATCTCGTTATGCAGAACAAGTGTACGGTGT
+CAATCGTAGCGAGCCTCGAGGAGTCTATTCTCGATTTACGATTCGCAAAAGAGGAGATGA
+TGGGTAGAAATGCGACGGAAGCGTACTGGCGTGTCGTTACTAATCGAGATTACGGCCGTC
+TGTAAAACTAGTAGAACGGGCTCATCACACAACTGGCTGTATGCGTACCTGACATGAAGA
+TGGATGCATTGGTTTTCGTCTGTGGTCGACACTGTCCTGAACGGGGATCTTGTCAGGCAG
+GCCTGATACCCAATCCCGACTCTCAGTGGCGCGCGTCCATTGGATTCTCAATCCGGTGAC
+CGGGGCAACTAGCGTCTTGCAGCCACCGTGGTGATTTGTACTCAAGCTGAGCATACGCAT
+GTGCTTTCGTAAGGGGTACCGGGTTGAACCATCATGGTCTTGATAGGAGTCTATTTCCCG
+ACCAGGGCTCCTGCTGAGGAATGCGGTCAGCTGATCACGGGTCTATGGTCTCCATAACGA
+AAGCGTCGAGGTACTTGAGATCTTCTCATGCATGAGGGTTAGCTTGCGAGATCCCTTAAG
+TCGCTGGCGATCCATTGTCTCGGAGGTGGGAGGTAACAACCAAATCATAAACTCGACTCG
+AGCGGACCAATAGGTTACTGCGGAGAAATCCTGTAGGCATTCGCGCGTGCCAGCAGCACG
+AATCCGATCATCCTGCAGACACTTACGTTCCTTCTTGGGAGAAGACAGGACCCATGCTTT
+AGCATGCCTCTGTCTATGGTCCGAGGGGTCGTGAAGTTCGCTATGGTGCGGACAACTGGA
+CTGGTTTGACCATCCAAAACGATAGTAGCGCGTACCAAGCGGCTCGTAGATAGTCGAGGG
+CACATGGGTCATGATAAGACGTTGGCCGTCAGACGAAGCAGAGATCAAAAGGCTACCCCC
+TCTCCTGCACTCGCCATTTACGCGGCGACTAACCCCCGCGTAATATCGTTAGTGCCCATC
+TCACGGTCTTGGAGTTTTGGGCTGCTTTTTCTGCGATCCGTTACACGTCGGTCCTGTTTT
+CGCGGCATGCCGGAATCAAGATTATCGCCTCGGGTGCCAGCGTCCACTCCGCCACGTAGT
+GCCCGATAGCACCAATCAAATACTTTAAATCCGCTTGGGGGGAAGTCATGAGCAATACCC
+GATATTACCAACTCCGGCCAAAGAATCCAGAGCGGTTACTTGAGCGATGATCCTGCCGAT
+GCAACCCCATGTATGCCGAGCGTAATAATTTGTATATCAGCTTGATCATCCTATTAGAGT
+GACAATATTTTTAGTGTGCTCTTTTAGATCTGTGCACTCCGACTGCGCCGACTTTCTTTT
+ATGAAATTTGAGCCCGGTATAGCGACTAGGAACTCTTAGTCCGCTGGCCTCTATCTTCAG
+TTCCGTGTTAATTCCCTAACTGGCCGAAACCCCGGCGGTCTTTCTATATTCCAACACTAG
+GCTATACGCGAGATTCACCGCCTTATGCAGATGTTGGCAGCGAGCACGACCAGCGGTTAG
+TTCACTCATATTTAAATCTAGGAAAGAGTAGGGCAACACATTGTGCAAACACCATTAGAA
+GAGAGGCAGACGAGGAGGATCAATGCTGAACCACCCGTGCGCGCTGGACAATCAGGATGT
+AAGTCCCGTTGGCACATTATGATCCGACTCTCCGTGGTTCCTGCCGAAGCGGTCTTGGGA
+AAAGCGGTTGGGCGATCGGTACGACACCCTCAGAGGCGTGGTCTCACGCCGCGACCATGT
+AAGAAGTAACATGACTCTCGAAAGCGCGGGGTATCCCTCCAATAGAGGCATTTATATCGG
+TCAGCCTATAGCAGAAGACGTAACACCACACAGACGCGGCCATATAGTCCTCGAACAAGA
+CTCGCATCTCAGCTATTTAGGCACACGGACAGGGACTTTAGCCACCCGTCACTTCCAGGG
+AATACCCGCACTAGAGGCACTCCCTCTCAGGCAGGTCCCTCCATATAGATATTCATGCTA
+GAGTTAAGCTTACTCGATTTCGGGATTAATGATCTAGTGAACTGCGACTTCCTACCCGGC
+ACACAATGATACAAATGCCTCAGCGTCGACCCACAGCTCGCACATACCCTCGATTAATTG
+TACACCGACCCTCCCCTCGGAGTCGTGCCTTGGGTACGCTCATACTTACTCGAGCAAGTG
+CGCGATGTTGACAGTATGACCTTAACGACCTTCCTTAGTCTACCATACTCGTGCAACACT
+CGTAATGTCCTCTCTGCCTACACCTCCCTGAGTGCTGCATGTCTTCACCCACTAATCCGC
+GCTCCTTGGACTTGGGGGGGAAAGTCTATTTCGGGAAGTGATGCCCAATGATTCATTTTT
+GTATAGTATATGATACCTCGTGTCCCAAATCTCTGCCCCTTCACCGTTGAGCATTCTGGA
+CCCATCGCTCTCGAGGATTAATAACCTTGGACTATTGAACTAGAATCGTTAAAAATATTG
+TAACGACAGCGGTACCCGGCTTCACGACGCTGTGTAGAGCACGTCGACTGTTTACGTTCG
+AGGTGTTGGTATGTTAAACCGCGTTAGTGATTCGGCTTGATCGAGAGGTCTGCAGGTGTC
+CATTTAGACCTGATGGTACTTATCACTATGAGATCACATCGAAGAGGACCCTGGGGTTAC
+CACTAAAGCCGTGTTGTATAATTGTTGATGGTAGTCCCACACCACTTTTGTTAGGTAGAT
+AACAGGCCAGTAGCTTCGACTTTGTAGGCGCACTGTGTAGACTGATTAGAGGGCGCGCCT
+GATGTTTATTAGTTCGAGCCTGTCGACGCCCGCCGATCTAGCTGCGCGGTGGGCGGAGGG
+TACACAAGAATTACGATTTCATTTTCAAACGGCACAGTATAGGTCATTAAATGGGAGATA
+GCCACATGTCTCCCCTATCAACGGTTAGTACCTAAGAATACTTTTTAGCGTATACAGTAA
+AGCTTCTGACGCTTGTTCCCGTGGCGAGAGTTCCCGTTCGGCGACAGGCGTACAATTTAG
+CGGTCACCAGCGCGGCAGTCCCTCGTCTCAGTTACACGAATATTCCCCGCAGCAGGTTTC
+TAGATTCGTCCTATGACTTTCTTCGAAGGATATCCAGTCCACATATACCCCACTAAAATC
+CACCGTTCAGTTAATCATGGGTCAGCGTTGGCTTAGCTGCAAGAAAGACTACCCAATGCT
+TGAAGATCGCGCGGGTTATGGATGGCGCTGTCGTAGACGAGTAGCTCTCTATCACTTACA
+TGATATTAGAGGTCATAGCTTATGCTAAACATTGCCCATTCAGAGAATTAATACACTCCC
+CAGGCTATAGCACTTATATCACATACCACTGATCAATCATCCACATAGGCACTGGCTTCG
+CGTTCAAGAAAGTGGGCGTTTGGCACGAGCGGGAATTATTCTTTAATACACGACCGAAAA
+AGATTTCTTGAGAAACTGACCCTCCACACAAGACAAGTAAACTTCGCCGAAATCCAAGCA
+GATGCATTCAACCCGGTCGTCTTCCGGGACATGTGACGACAACCCCTTGTCACCACCAGT
+GGTGTAACCAGCTCGGCTGGAGATGTAACGAGACTGTCCTAAATAATCACATGAGGCCCT
+TAATTTTTATGCCTTAAACCCGAGTGACATGCGGTGTACATTAGCCCCAAGGTTAGTTAA
+GGGTGGTCACTCCCTCAGCGTTATGGCGTCTTTAAGACACCCCTTTGTTAAGTGGGACGT
+CGCCGTAAGGTTTTTCCTAGAGTCACGGCTCACTTGGGTATGCAAACCGCCCTCCTCTAG
+GTTTGAAACCAGACTGGTGCTCTCTTTTCGTGCATGTGGAGGCGATAATGCCGCACGTCT
+GATGCTCGGCAAGACTGAACACCGATCGGGGCGATGATATTCAAGTATGTGCTCTCGGAC
+CTCCTGCTCGATGTAAGGCTCATGGAACCCCGGCGCCACGATCAAAGTTGTCGAGATCAT
+ACTGGAACCCGCCTCTGATAAGCACTCTGTCGACATATAATCGTGCCAACGGCTCCTTTA
+CTGTGGTTATGGGTCCCATGGAAGACGGAATCCTATTATACGCAACGCCCATTGGCCAAG
+AAAGATGGTACTCATTAGTCTTGTGGCTGATGTGGCACTCGGTCAGATGTTACCAACCGA
+CTACCTAACGCACCTTGCACCCATAGAGCTTATAGCTAGTGCGTAAAAGTTATGTGATGT
+GCCAATAAGCCACCGATCCTAGAGATATGTTGGTGGTGCATATAGTAGTTAATTACGGCG
+GACACCTCATTGGATCTAACTTTAGTCCCAGCTCCCTTAGACACGTTGACTTACTAAAAT
+CACTCTCATCTGGCTCAAAATTAATCGACTCGTTTTACTAGCATGTCTTTCTCCCGTAAT
+AACGCAATTAAATTTTGTTCCCCGTTCGTATCGGAAACGGACGGGTTTTTACTAGACATC
+GACATCAGAAAAGTTATCTAGTCTGGGAACTAGGCCGGATTGTAGCGGCGCGCCGGGTTC
+TCAAGGTATTTTCACAGAGGTGAAAACATAGCATCGGAACACTGGCTTGGAGAGACCCAT
+TATCATTAACTCATGGCAGGGACTTGTGTTTAATCTCGTATCTGATGAGACCAGACTGAA
+GGGCGTTCGTTTCAGACGAGAACTGCTAGTTTGGCCTTAGCACTAGGGCGTTAACTTGAG
+GGTGACGAGTGCGTTTACCCACTTGAATGATTCCCGGACCGTATGCACCGTTGCAACACA
+ATACATCTGTCGGCAATGGGTTGTCAAATAATTTCGTCGATATAGAAGGCGGCGCCAGCT
+AATTGCAACGCTGAACCTGAGGGGGTATAGTTGCTCCTGATAGCGCCTTCACTTGAACGT
+ACTTGGTCTGTCCAGGCTTCATATATTGGAGAACGAGGCTGATAAATTAAACATCGCCTT
+TTAATTATCTCTTACTGGCGAGAGTGGCAATTAGGTCCTCCCGGTATAGTCCTGATACGC
+TGTAGCAATTGCGTGGATCGGAGTGGAGGTAACGATGGCCACCAGGCTAGATACTAGTAG
+ACTACGCCACCCGCTCCACTTATTGCGAGGGAAGTCATTTTGACCCTGAGCGGTGTTTCG
+CTTTTTTTCACATTCATCGGCAAATCCGAGAATGCGAAACTAAGAAGGCGCTTATGGGTC
+CCCAGTCGATAGCGCTCCCTCTCGTAGACATTGTTCACCAGACGATCAATGCATGGTACC
+GAGTACATATATGGTTGAGTCTTCAATTGTCTAGTTTAGTTGATTTACTGACCAGGAAGC
+TAGGCGTTGAGTAACCATATATCGAGGCGGAGCAGGGTAGGTTTCGTGGACAAATTACCG
+TACGATTTTCACATTTTCCCGGGGTTTGCAGCTGTGCCATAGGAGATTTGATTCGCCGGA
+GCGGCCCTGCGGTAAACTACGTCGCCTAAAGGTCGAATGAGTCATACCAAAGCTGGTCTA
+GGCCATCGTCCGTAATGTGATGTCCCTAATAAGGACAACAGGTGCAGAACGCGAATCCAT
+GCCAGCGGATAATCGGCTTCTCCCCCGTTTGATGCTTCCCCTTGCTCAGTGACGGTCAGG
+CTCCCGAGCATACCAGAGCCCTCTACGTAAGAACTACTACACCACTGGAGAACGTCCGGC
+GCCGCGAGTTGCTGGGGATGTCGGTGTGATGTTGGTCCAATCTTAGGCATAACTGACTGC
+TTACTAGGCCCCCAAGGGAGTCTCGCCATCCGTAGTTACAGGTGGAGGCCAAGAAGGTAG
+TTTTGTCCTAGGTAATCTGATCCACCAGGGTTGGGAGTAGTACCTCGATCTATTCGCGCC
+TACCTTAATAATTGTTTACCGGTTGCCTACGACGCAAGGAAAACTTGACCTTTGTGATCA
+GAAGTTGCGGCATTAACAACTGGGCCATATAGCGAACTATTCGGAGGTTAGTGTACCATT
+TGAGGATCTCTCAAACAGGCCGGAGTCTTGTGAAACCTCTAAATTTTGTAACATGGTTGT
+ACAGGAGCCATTTTAGGTAAGCCTTTGAGATTAAGCACTATTAAAGATCCGATTGCAACG
+AGTTTTACCGACGTTTCACCACCTTAATGGGTTGGAGATTATAGTGTCGCATTCTGCTGA
+ACGAGACAGGAGGCGCATATGATGGCAGTGTACCCGCCACCATAGTCTGCTATCCCAGCA
+CAGTAGGCTAGTCGTCCGAGAGAGGGACTATCATATACGTCCAGTGATCGTGTCCCTTAG
+CGATACCCTTATAAAACGGAAACCTGACTGTTCAAAGGTTCAATGCAATCGAGTGAGCTA
+GAACTAGCGGCCTTGGGGAGCCCTAGAGTACAGTAACGGGTGTCTGGACATATAACTACC
+GTCGTTGTAGCTGACCTGAATGGTTAGCTAATTCATCGTACATGATCTCTGGACTGAACC
+GTCAAGCCATACGCATACTGCGTATGCGCACATCCCCAGGTAAAGAGGCGTGACCTCGGA
+CGGTCCTGCGTGGAGTATAACGCCCTGACAGATGCGATGGGTTGAAGGTTAACCGGAGCG
+ATGCACCGACTCTCCTCGTTTCCTACTGTTTGCCTTTAAGGGTAGCGATTTCGTACCTAA
+TGACAACCTCAGTAAGGGGTCTCACCCTGAGTCTGCTGTTTTTCATCTGCGAGTATTGCA
+TTTTTCCGAATCTCATATGCCCCGTGGATGAGGGCCACTCCTGAAGAAGGTACAGACGGT
+TCTATGCGGGCCGACTAATAGCACCGAACTTCGTCTATCGCTCTGACCTCGGCGTGGGAG
+AAATATTGGCAGCACCCTGTCCAAGATCTACGACGGCTAACACCATTCGATTGGCACAAT
+TCATAACGTCAGGCTCAATAAAGGTAGCTACCGATCGACTAACGCTGCAATTGACAGTCA
+CGTATCCTAAATAAGTCTGACATGTCGTACTGAATATACAACACCCCTCAGGTATGATAC
+TTGTTCGAAAAGTCCTCGACGACCCAAACGAGACCACAATGTGTGAGTTGTCCATGCCCT
+ACACCTAAACCGTTCACATGACCATCTATCCTACCACGCAGACCGGACCGTACAAACTTA
+TTTAATTCATTTGATTATTATCGATGGAAACTTTCCTGGCAGGGCTCCCGTGTCACGATT
+CAGCCTTCTAACGTTGGCTCTATCTATCTGGGTGATTAGTTTCAGAAGAGCTTCGAGGCC
+AGATATGATCCAGGCCAGAATTTTTATGGATCACGCGTACAAGAAGATGGTGCCTGATGC
+AGATAAAAGCTTGCATGGCGATTACGCGAAGGAGCGAGAGAAGGTACGCTCCTACGAGTT
+GCACATAATCCCCAGGACTCCGTTCACACAGGCTGCCCATGACCATCTAGGACCTAAGAA
+TAGGCGAAGCGCCACCACAGCCCAGCGGGTACTGTGGTTCGTTTTGAAGAGACAATCCCG
+CTTGAGCATGTAGTACGTGAAATTATAGCTGTTGAACAACCTACGTACTGGACCGCACTA
+GGCACGCGATGCCTCGATTCCCTAATACAAATGCCCCGTGAGACGACAATAGTAGGTCGA
+TAAAAGCAGTAATGCAACTAGCGAGGGCGGTCTTCATCCACCACGGCCGTATATTATTTT
+ACCGGTAACTGTCCTCAACGATGCAATCTGCCCCTAAACGGGGTGCCGACGAAAGGTAGC
+TGGTTGTTGATGGCTAACATATCACCGAGAAAATAGCAACATCATAGCTCGAATGTAGGT
+ACTAAGAGTAGAGAATGTCTCAGTTAAGATACAACAGAGGCAACGCGTTTACCGACCGGC
+ACAGTGTTCGTTTGCCCTAGAAGCGTTGTGCATAGAGTAACTCTTGCGGCGGGAGGTTGC
+TGCCACGCTCACTCCGTTCCCACCATCGTAGGAGTGTCGCCACACCTAGCGCCTGGATTC
+GAACACTGCGGACCTATCGCTACCGCCAATCAATGACCTGGATGAAGCGATAACAAGAGC
+TGTCCTACAGCCAGGGACGCATTCGATGAAGACCAGTCTTTGGGTGGAGTTCATTTAGCC
+TCCGACGGGGCGTACGTTCGTTGTTGCAAAGAATTAGGAAAAAGATACGGGCCTGGGGAA
+CCTATACGACCCCATTTCCATCCCGCGCACCCATGGCCATAAACTGGTTTAACCCTCGTT
+AAAGGTTCGACGGAGCGCGTGGTCTATTGATATAGGTGTTTATCCCTGTGAGTGGGCCCC
+GTCTTAATAGCGGGTCATGGCACGCGATAGCAATTTGTAGACTGGTGCCGGCCATCGGGA
+ACGGTAGACAAGCTGCTTTGGTGCTAGCCATTCGGCCAATGTCTCTCTAACCGCGGCAGC
+GGCATCTACGTAATGGAGTCTCCGGCTGTGACCATGGGTTGGGGCCATTAGCTTCAAGTT
+CATTTAGAGATCCATCAGGATTGAGGCAGATATGCTCGTCGGAACCTAGGCCCTTATTCA
+CACGACCTTTCGTCTATGCCAACCTGTATCCGAAGTCTTCGAATTGACATAACGAAAGGT
+CATACACTTTATAACGAGTCCCGAAGTACGGCACCTAAGTCAACTACGGCGCAGTGCTTG
+TCGCCCTACTAGTAGCCTCGTGGGGCCTGTGAGGGAAAGATTGACCCTCCCCGGCCACTT
+TATAAACCTCGTCACTAGGGCTAGCACCATGGAACCCTACCAGTGGCCTGCGCGACTGGG
+ATGAACTTACCGCGACCCACACGTTACGTCAATTGTGCCTTGATTAGATTCAACGCCTAT
+CGAACCTCCACCATGGCAAGTTACTGATGTTTATAAGTGCACAGCATATTTCGCGATTAG
+GAAATACGAGTAACTCCGCATAAATCGCAACGCACCAGATGGTGGCAGCTATGACAATAA
+AGGTATGCGTAATACTACACTAAGGATGGTTACTGGGGAGGCCGCGAGCCGAGTGGCAAA
+GCAACGGAGTCACACTGAGTCAATCCCTTCGCCAGTGCCCGTTACAGAAAAAAGCGGATT
+GTAGGGGTACGTCGACCGCCCACTACACCTTACCTACTAGCCCCGAGTGTGAAGCATTGC
+CATCAGTTGATTAGTATACGGTCGAGTGGGCAACTTGTGCCTGTGACTCCACCTATCTTT
+GCGACAAATGCGATCGCTAGTTTGTTGTGATTATTAAGTCGATCGCTGTTAGTCTACGAC
+GTCAAAAATCTTTTTTTAATCGCTACGCAGTAAACACGAGCCAATATACCTCGATCGGTC
+TGAGGAATGTTATTCTGCCGAGCTAGTATTGCGGCTGGTGTCTCTGTTTGTTCGGAATTA
+TCCCTAACGGTCTTAGCAGCTGTGACCGGAGGCAAGCGACAGGCCGGAGAGTACGCTTAT
+GCCTTGGACACGCACCAAAAGATTCGGTAGCCACGCGTAGGCTGCCGAGAGTTTCCGGTC
+GTACCCAACTATGAAGAAGCCGTTCCACCCCGACAAAAAGCAGCACGCTCTTGTACGCCT
+AGGTTCAGCTCCAATGGCTACCACATCTGCGCAACCCCACAGCTTTACCTCAGGTTAACA
+GCGTATGCTACAGATATCGAAAAAACCTATTTTTCTATATAGAAGCACTAGTTGCCGTTA
+CGTTCAGTCCGCCCCCTTGAACATGTGTTGGGTTAAACGCGACGGGGATTATAACTGGTT
+ATGGTGCGGAACATTTACCGCCATTCGATGGTGCCCTGGCCTTAGTATACTAGAGACTAT
+CTGATTAGCATCGTGATCGGTGCATACGCCACTGCTGTTTTGCTTTAGGACTATGGGCAT
+ACGCACGTGACTAGCCCTCGCATTCTCGCGAATTAAATTTTCGCTCGTTCACAGGCTTTG
+CTAGCGGATTAGGTCTCGAAGTCCGTCTATCTCGCCTTAAAAACAGTCGGTTCTTAACAA
+CTGTGTATAACAAGCGGTGTATACATGTGCTCCGTGGACGTGTGGTTGCTAAGGAGTTCT
+CCGCTTCGGGGAGCAGTTCATTTGGAGCTTTCAATAATATACGCCCCAGTGACGGGGTAC
+ATTAGCTCCAACCCCCTGCGCGTTAGGTTTTTAACGCTTACAAGGCCGAGTCGTCCGACC
+CCGGAGGTCTTTGAAGGGTTATCTGGCTCGTAAGAAGGATGGTCTGGTTACGGTCTAAGC
+CGAGGTATCCCCAATAGCGGAAAAGCGAAGTCGATGTCCATCATCAATATCACGTAACTC
+GCAGATGTTAGGCGTAGAATTTTCCATATGGATAAGTAGATGGATGGCCCCAATGAAATC
+AGATAGCCGTACCACGCCTCTAAAACGCCGTTAAGCGTACGCATGACGATCCAATTCGTG
+CGCCCTCCCAGAGCTAGACTACCTGCACGCGTGACATGAGATAATCACAGAGCATCTCAG
+GGCCGGTGCATGCCATGGTCTCACTCCCATACAACTAAAGAGCTGTCTGTTTTGCAGCGT
+CCGCGTTGGCTCCAGCAGGCGCCGGTCGCAGTCGACGTGGTCGGAGGCGAGAAAATTTGC
+AGCTCTTGGGGTTTCGCGCTTATGAGTCGGTTGCGCAGCTACTCTCGATCGTCTTCAGGA
+CGGTGAGTATCCGGACGCCTGCAATCCTGTAGTAGATGTTGCGCTGCATGACCCGGGAAC
+GCGTAGGGCCGTTCGTGCGTTTAATCGTACAGCTACTAACATGTTAAAAGTCAGGTTTGA
+TCGTGATTAGGCTTTCATGTTAGTGAGTTAATGGATATATCCTCCTGTATTAATATCCGC
+GGAATAGGAATGTCCACCAATAGGACTTTCGTGCACTGGTCTGGAACTGACCGTTGACTA
+CACAGAGCTTTACGGGCCGACTTGTCAGACACCAGTTATCAATAAGTTAGTTATTGTAGA
+GCGGATGGTGGACGACTATCGTTTTCATCACAGCAGCTGTACACTGTCCTCACCGCAAGA
+ATATTCTTTTGTCCGGCAGTATGATCTCCGACAGCGTAAACAATCCCCAACCGGAGATCC
+GAACTGACCATCGGAATTGCGACTCACTTATAAATTATTTACGCTCCACACATGAGAAAT
+CAGACCAACCTCAGCAGGATGTTATTACCCATGGGGAGTGGGAATGAGCTACCGCTCCTG
+GAGCGTAAGTGCGACAGCTAGGAGCCACGGAGCGGGAGAAGCACCTGCGTCAGTCCGGAC
+TTATATGTTAGTAATTCGGGACTCCTGAACAGCCCATATTGTGTAAGAGTGAGCATGCCC
+CTCGACATTGTTACTGTATCGAAGTAGGTCGTTTGATCTAGCACAGTGCTGCCAAGACTT
+GGGACTCACTGAATAAACGACGGTCGATCGTTCTAAAACGGATTACGTTGACTAGCCATC
+CGGCATGAACGTGGTATGTTGATATGAAGGAAGGTTGGCCGTTTTGGTGGACATAACTTC
+GAATTCCTTCACCTTGATACGTTTCGGGCCTGCGTAAATAGGTTTTGAACGCGGGAGAGT
+CGAGAAAACGGGCAACTGCCCGATGGCGAAGCCAGTCGGATACCCTCACATGTAATCACC
+AACCAAAAACCAGGTATTGTTTATTTTGATGGTCTCCGCTGTCGCTCCGGCGGCTAAGGT
+CCTAATAACGTTTGGACGGATGCAGCCGGTATCACAAAGCTTTCGCTGATAATAACGTTG
+GGCACCCAGGGGCTGACCGTCGACCAATTGCACACGCCAGTTTAACTCGGTAGGGGATAA
+CCGCGTCTCTGGTGTCTAAGATGACACCCACGCTGGACGTAAGGTTGGCCAAATTACCTC
+TGTGACTGCCGCGGTAAACCGTACAATACGCTGCCACCTCTAAGGCGAAATGCACTGTGC
+AACGTTATTCTATCATAAAGATCCTTCAGAAAGTGCGTCGAGCTATTGTCGGATGAGGCG
+GGCAATGAGGTCGTGTGAGGGACGAACATGTCGAAATATTAGGGTAGACGAATCGTAATT
+CCTTCATGAGCAATATAACCTTACTTTCCGCTCTCCAGCTAGGTGACGGGGTAAAGCCTA
+TGGGAGTTCGCGTCACGTGCCTTCCTCGGTCCCTAGTCTAATGCTTACTACAACAACTAG
+GCTATTGTATTATTTATTGAGATTCTTTGGATCTCGGATTGAATGCATAGCACCGGTGCA
+TCCCTTGTGGCTAGAATTTCAGTGCAGCTCTAAATCATGTATCGTCGGGTAGTGGATTCT
+CAAAGCAGCCAAAAAGTACGGGCTCTGGGAGAGAAGCCGCAACACCGGAAGGGTTGCCCG
+AGGCTAGGGTAACATCCGCTAAAGATGACAGTGCTAATGTGCCCGTGTAATTGTCACAGA
+TGCCTACGCTCGTGAAGTGTATTACTAATGCAGCCAGAAATCACCACTCCTCGATAGATC
+GTCATATGGGAGAAACAATGCAATCGTGTACGATCTCCGTGCCATCACGCTACGACATTT
+GCATGGGAATTACTTGGATCTATGCAGATACTAACACATGAAGTGGAATAGTCCAGCCCT
+TGTCGGCACAGTGATAAGGCCCGGTCGGTAGCCTGGTTCCGGTCTTTACCTTAACTTCTG
+GTTGAAGAAAAAAACAATCGCCGGGAATACTTTGAGCTGAGCGTACTATCGTGGGATAGG
+GTCAATGGTATTGCCTGGTTTCATAGAAGTAACTGTATATTGGGCGCACAGTAAACCGAC
+ACCGGTTAGCGAAGAGTAAGAAAAATAATAGACAGCCGCTCATCACTTGGCCGCTTAAGA
+GCCTGACGGAGGTGGTAGCCCTATATAGGAGTGACCATCACTTTTGGTCGTTCCCGACCA
+GCTTATCGGCCCTTAGCCCGACATTTGAGCCACTAGCCTGGAGTCCAGGCCCTTGTGACG
+TCCTCATAGTGAAGCAAAAATGGCTATTATCCAGAGGCAAAGATATAGTGGGTGTTGGCG
+ACCGCTATACACATATGTGTATACACAAGCAACTCACACTACAAAAGTTGTCAAAGGGGC
+GAACCTCACCTGTGAGCTATCGTTGGCCGACTTCACCCAGGATTAAGCAAGAGCCCTTTA
+GAGGTTTCGCAGGAACGCTCTTAGAATCTCCCCGCCCCCCAAACTATCTAACAGGTATCA
+TCTTATATATATAGTCTTTGTACCTCTCTTCACAAGAGTTTCCCCTCTCGGCCGTCAATA
+GGAGCCCGTATATGGCGCTGGACATTCTACGAACCGTTAAAGGGACCCCATTCTTATTGG
+CAAGTAAGTCAATTGGTGTGAGCAGCCTACGCCTCAGAATGCCAGACCTTTGCCGCGACG
+CAAACGCTTTATTCCAGACAAGTCTATACTTACGCACGCGACTCGGCGGGTAATGATTCT
+TCCGTAGCCTAATTATCCTCACTGTAATTATACCTATCCTAACTCGAAGGGATAAATGTT
+CGGCAGGATCAGAGAAGTACAAATTACAATTGGAAGGAACCTGCTCCCGGAGAACCTGAG
+CGTGCGCCCTCGGCCGTGCTGCGACTAAGGGGGAGTAAATGCGGGGAAATATCATCTATC
+TGGTAGAGCTCCTAGTTGATGATTCTCTCCCAGCCCGTCTCTCCTTCCGCGAGGCCAAAA
+GGTGCGGACCTTTTTTAGTTATATTAAAGCAACTATAGCTGCTGCGTTCCTCATGGCAAA
+TAAGGTCACCTGCGCCCACGCACGACTAGGGGCCCAGGCCTGACCGTCACGTCGCGACAT
+GACTATGTCGATAAATTCGACCTTCTGCGGTCTGTTTCAGCTGAGAGCAAAGCAGTATTG
+ACGGGACCCACGTTCCGCTTTTACTTCATTTACTCATCAGGGGCCTCTTGGGGCCCTCGT
+TCATTTGAGCAGGTGGTCTAGCGAGCCGAGTTTCGTTCTATCCCGCAAAGAATTCTGGGT
+CACACGTCGCAGTAGGGTGCGCTGCTGAGGAAGGACACATCACGGGTATTCCTACTTTGT
+TTTTCGTTCGGGCTAGAGTTCTTAACTCGACGGTGCCCGGTCTTAAAGACCACGGTGCTA
+CTTTTTTCTCGTCTCTGGCGCCTCCCCCAGGAATTAATTTCGGAATCAATAGGCCGCACG
+TGTGTACAGACCGCTTTTCGCCGAACTGTGGTAGGATAGTCGGTCAGCCCGTGGTTACAT
+AAAATGTCGCCGACTTAAGTTATAAGGGACGAAAGTTGATCAATGAGGTGGATCGCTTTG
+CCCTCACATCAAACTCAGCCGTGCGCTCGGCTAACCCGGTGTATTATGAAGCGGGGTGAA
+GCCCGGTGGGCCTGGTAGAGTGCGCGACCGAGACGCGTACGGTACTCCGAGTGAAGTGTC
+CTAGTGTCTATGTGAAGAGTGATGTCTTGGTTTATTATGATAAGATTCCAATGAATAACC
+GTAACGTACAGCTGAGTAAACTAGGCGGGGTAAGTTTTAACAGAAGCCTACACTGGAGTT
+CCAGGGACCTAGTGTGGACTAACCTATCCGCAGAGTCCGCTTCGGATTCTTGGACTGGTG
+GATTGAAATAGAAGAATGCTCAGAGGTCCCAATGGCGCATTTGAACTAACCCGATACTTC
+ACGGTGGCGTGTCTGAGTTTCTTTTTCTCCCGTATCATGTGCAATGCTGCAGATACTATG
+CACCGCCAACGCTAAGGGTTTCTATTCGCGATAAATTTTGATTGCAGATTTGTGCCGAAG
+TGCAAACGAAGATGTAAGTGATACAGGAAGCCTATCATACAAATGATGTACCGACGCCAG
+CTGGCGGATTCTCTCTGCAGATCGGGGATGCCCGCAAATGGCGGCCGCGCAAGTGACTCC
+AGGCACCGTGGCCGGACCGCAGGGGGTGCATTTGGGCGGGTATGACCTCTGGCGCGAACG
+GCAGCTTCTCTTGCTCAATTAACGGCAGTGCACACAGCAGTTCGGATTTTTATAGTTGGT
+TACGGGCCGTTAAGAGTCAATCATAGTACACACCAGACGTTAGCCGGCAATGTTGCGTAT
+TAAAGGATCAAAAAGCCAATAATGAAGAGTTTCCGCGTGTAGGAGATCTGACTAAGCAGA
+AAAGAAAAGCATGATGTTTCAGGTGGGGCGCGGAAAACGCTTAACATGCACCAACCAGCC
+TTCGATGTGCTATATTCCCCCACAGATTCACTCGGGTGTCGGCGCGATTTGGCCCGGACA
+ACTGTTGAACTCCAACAGTAGGATCTTACGAAGGTCTGGGATTGTTTCGTCTCACACGTA
+AGTGAGTTCTATCCACCGTCACCTCTGAGACTGGCATATGCCGCCGAGAGACCTCGCCCA
+TTCGAGTATCTGGGCCGGGCGATATAACCGGAGGCTCTACGTGCGGCAACACGAAAGGCC
+AGCGGGGGGCCTGGTGAAACAGCCACCTTTAGGGGGGTCAGGCCCTGGGGCTTAAAGTTT
+AGGAATTGAAGCCCATATGTACTGGTTCGTTCCCAGGCGACTCCCCTCAACCCTTTAGCT
+AAGGAATTGCCCGGGCTGCCGTACAACACAGCTCGTCTCGTCATTTGCCCGGAAGTGGAT
+TTAACAGCCCCGGTGCCTACCACATGTTACTTAAGACTTAGAGACTAATATATGGTTATG
+CAGTATTTGTCGAATGGCCCGCTATCGCACGGCAGCCCTGTACTGTGGGCTCGCAACATA
+TAGGTGAATCTACTTCGTCTGTGATTCACGCTTCACGGGTCACCGAACGGACTCTACGAC
+GTTGCGAAAAAGCCTAGTCATCCCCAATCATACGACCCGCGGAATTATCCGACCCAGGGA
+TCACATTCTCGGACCTGCCAATCTGTATCGCTCGTACGCGTTTGCCAGGTTAACTAGACC
+TACTAAATCGAGGTTTTCGACTTGTGCGAGAACCGGGCCCTAGAGCACTATAAAGCTAAG
+AGGGCGCTCACCAACGTAGACGAAAGTATCGTTAGCCACACCATGGACAGACGACCACCC
+GCGTCAGAACTCCTTCTTAACCACTGGCAGCATTTCTCTCAATCAAGCTCATGTGTATCG
+TGGCGTCATCGGAATTTTCTGTGAGTAGACTTTACATCAAGTTCCTACTTCAACTCCGTC
+GAGAACCGCATGATTCATGGAGCGCATAGCCAGATGCAGGATCCAGGTATTGGATCGGCC
+GGGAAATGTTAATCACCAAGTACAGCCTACATAAATGGGGGGCGCGCAATTGTGCAGGGA
+CCCGAATTAGCCCTTTGCGAATCTCACATGCAGGGGGGCGTCTGCCGTGCAACGTAGACT
+CTCCATTCCAGCGCCTTCCCGTATCTATGGCCTTACCTCGTCAATTAAAATTGGTCTTAG
+ATTGGGGAGGTCACAGGCTGTGTGGTGTTTACACCATGTAGTCACCTGAATCTCAGGGAT
+CTTCCCGAAACCGCTTCGGAAGATCGGGCTTAATCTAGTAGCACCAGTGATAGCCCGAGT
+TGCTGAGGGAGGTGATGTGTGCTAACGGACTGCGGAGGTAACAAGTACCAGTCTGACTAC
+AACCTACAGGCCTCCTCTGGTCTGCTCACTACGTCCGGGAACGGGTGTTAGTCCAGTATG
+TCTATCGGTCTGCCACCACGCTCCTATGCTCTAGATACGTGAATCGTTATATCTCGGGGT
+TAACGGGGCCTCAGATATATTACGGCGCAATGATCTGTGTGCTAGGACGGGACATTGAGC
+TCGAGCCCGACCCGGGATCTCGATGCTTGCCGTTCAGATGACATTTGTATGTGAACTGAG
+CCTTGACTGCGTCCCTCTACGAAAACGGAGGCTGTGGCAAGCTGATTTAGCATCTGTTAA
+GTGGTACAGGAGTCAAAGTGAGACAACTCCTCTAATGATATACTTGTCGTGTGGGTAGAG
+CGACGAGGAGGCATCTACCAGGGTCAGAATTATAGGTGCCAGAGCAATCGATTACCAATA
+ACCTACAGTACTGCAGCCATATACCCTACTATGAGGCATAGTAGCGTGGGGGTCTGACAA
+CCGCTCTAGAGGCCTTACCTCAAACGATGCAAACCAAGCGGTTTTTCTCGCTGCAGCCTA
+TTCCAAAAGCCTGTGTTTACTAGAATTCCGGTGCTGGGTCTTACAACACACTCATGCCGC
+TGGATCCATATGCCTTCTGTATGCAACCCGAGCTCTAATTGTTCTTACATTGTGGGTTCA
+AATAGGATTTATAGATACTGTCAATTGAACTGATCGATGAACTAGACCTTATCGTCAGGC
+CCCCAACAGTCCGGATGTGTCATACTGATGTCACACAGTTAGTAGTTGGTTGGGAATCCT
+CGTTTCTAATCTCACGCGGCCCTCATGCCCGCCCCCGAACCCGTCTGTATATTTAGCTTT
+GTGAACCCGTAGAGACCGCCATAAACGAAATTGGTCGATTTCCTGGCAGGTGTGTTTTTG
+GGCCCGCTTCGTTGTTGAGCAAGGGGACTCTCACATGTGTAGGGCGGTCTCGCGGTAGCT
+ACCAGGCCGCAATGTAGAGCAGCGCCATACAGAAGGCGGTGAGAAGGTTTCCCATTCTTA
+CTGCGTGATCTTCAAGTCGAAATCATGCAGACATACGTTAATCTGTCAATAGATGGAATA
+CGTTTGCACCGTTGGTGCATGGTCGACCCATCGATCGAAGGTAACTGTGAACATTGAGTC
+AATAATACATCTGCTAATTCTGGTTTCCCCTCGTAATGTGGATCTTAGCACCTATCCAAG
+TCATGCTGTGACCGTACCTAAGTGACAGACTCTCATCTGGGAACCGGTGGTCATTGCTTG
+TGGATGTCACCACTGCTATTATAGGAGCAATCCCTGCGATCCCATTCGTAATGACATAGA
+GAGTTTGCCTCTGATGCAATCCGGATCTGCTCACGCTATCACTGAGGAAATGAAAGTCCT
+GTAGTATTCCCACTTATTAATAAATCTACACTTAGTACGCGGGTTTGAGGCACTCATCCG
+CATTTTACCACTGACGCAGGCATACTTTCCCAGAAATGACGCCTCGTATGTGAAATGTTA
+GTACGGTAATGGGGGATGGGGGGGAATGAACGTAAAGGACATCTCGATGATTGCTCGGGA
+AGGGGGTCAGACCCCATTTAGGATACGACTCCTCGAGTCAGGTTTTTAGAAGTTAATGCA
+GTTCTTCAACCCTATCTATAAACCGTACAAGTCACACACTAATGGGTACCGGGGTAAGGT
+ACTCTGTTACCATCCTTACTGCGAACCTTGCCCATTCCATATGTTACAAATTATCAGGAG
+CGGGCAGCCATAGCGGTGTCTGCGGTAAGTTGAAAACGTGCGTGGAAGTTGAAAGCCCGA
+TCTGGTATGCATAACCTGATACTCTAGATGAGATATCAGGGTGCCCCTTCAATGCTACCA
+CGAGAGCGAAAGGCGTTTACACGCAACATTCAACGTCAATTCATCCTGATGAGATTGATT
+TAGACAACTAAATGTCCCCTAGTTACGGACTCTCAGACCTAATTACATCGGATGACTCCT
+CCCTATAAGAGACTCGCGGTGCATCCCGGCATGTGGTCAGCTCTGGTGACACTGAAGTGG
+AAGGAGGCACTATTCAAGTATAATGGTGGCAGTACCGTGTTCGAAATACTACAGACCGGG
+GAACCGCACAATATCCGGCTACCTCCGTTAGGTTCGAGGAGAATCCAGTCGTAGAAGACA
+GCCATTTCCTGTACACTCAGCACGACAGTCACAGCCCACGGCGACGGTCGACATCAGGAA
+TGGGATCCGACAGTTGTTTAAAGTTAAACGCTGTTTCTACCCGATTTTTGGCGGACGTTC
+AAGTTGCCTTTTACGAGCGGTTACTGTGAGATCAGCTACAGCTAACTACAGTAATAGCCT
+ATCTATAAGGAACTATATAGGATTTTGGCGTAATACTTTCAAGATAGCCTCATGTGCCGT
+CGAAAACTTAATGTCGACATAGTATGGGGACTAGTTGTGCACTATCCTAGTTATGCCTAT
+GTCGTACGTTTTCGCGTGTCTGAGGGGATTGTAAAATCCTCCGTCTCTTAGGAGGTGCAG
+TAACTGGTACTTTTCGCCATCTCTCCGGTGGAGTTACTCAAAGTTCTATGTTAAATGCGA
+CCCTCCGTGGACGGCTGGGAAGAATCGTGGGTGCATATCCGGCTACCTAAGCCCTCATGC
+TAGATTCCCATCGAACTATCTATTAGGATCGCGCAGACCCTGGCGGCACCATTCGCTGCT
+AGCCAAAATTCAATCACGCGACTACCAAGAGTCAGTCCGAAACCGCCCAGAAGTACGACG
+CTCGATAAAGGTGCCAAGAATTCGATCGCCCGTTGGTTTTGGCAAGAAAGTAGAAAGCCG
+TGACGAGCTTCTCTAGTTCTGATTTTCGGCAAAATTCGGGGAGTACGAGATGTGAACCTT
+TACCACTGCCCCTAACGAATATGGGACCAACCAGTAGTTCCAAAATATTACTTTCCGGAG
+TTACAATTTACATGTGTCTATACGTACGGACGAAATGTCGTTTACTAAACGGGGCTACAG
+ATTCGAGGTACATGAGGCGTATCCCGAAGATCTTCCAATAGTTGGGCCCAATAACAGATC
+CAGTGTCTTTATTCTACCGACCCCTTGTCCGACAAAGCAGCTGGCACGGCCCTCTCATTG
+TCACATGACTCGCGCCGGCTTAAGGGAATTAAATGTTAAACCGGGGTCCTGGATCTTTAT
+CGCTTGTGGCGGCTTTGTGCTTGCACCATACTAACGTAGAAATCCGTCCGCTTGTAGGTG
+ATTTTGTCTCGTTCCATGACTTGGAGCCCCTATGATTAGAGAACTAAAGTTCAGCGTGCT
+TTATTGACTGCCGCTCCTGGGGTTGCAAACGGCTCGACGGATTTCTTGACTAAATGGGCG
+GGAAACGTGATGGCAGGGAGTACAGAGGATTCCATTGGCAAGGATCAGCTCTATTGACCG
+GGCGAGGGAGCAAGGAACACCCAGCCAAGGTAAGCAACAGCTCTGTCGCAATATCTCTTA
+CCGACATAAGTTTCCAGAGTAGACTTATGCGCACTTTATTCGCTGACCACGCGCAAGGCG
+CCGTAGGTATTAGCGCTACGGTGTTGCTAGGCCTCGATAAGCTACAACTAACCTGTCCAC
+TTGGCAGGACTACACTTCGGTGCTAGTGCCCCCTAATCTTTAGGGAGCACAGCTGAGCGG
+GGACATCAACTTCTGTCTGGTCTCAGCTGACCAGGACGAGGGTGTGCGCATGGTCGGAAC
+AAGGGGAGCTTCCGTATGCCCCAGCTTCGAGGCACCGTTGGGATTCGGCGCCCGTGGTCT
+TTTATCTACTACGGCAGATCTACACTACTCTGCGTGGTGCCATGCATGAGATAACACTTG
+GCTCTATTATGAATACCTTTGTTTATCCAAGAGAATTGATACGAATATGGTGCCTTGCTC
+ACCTTCGGCCTGATAGGTGCCTTCTCTCTGGAACCAATATGTACTGTTGAGCCGTCATAA
+CAGAAGCAAACTTCAGTTTGCGATCTTCCCTCTAATCTTTTTGGCCCCCATTATATATTG
+TATGGCTACTGTCACAAGAGACACCAGCCCCCGCTGGCTTGTGGTAGGCAGGTTAGTCTC
+AAAGCTTCATGCGACAGTCACCTGGAGTAGACGGTCCATATCCGGCTGGGTTCTGTCAGT
+ATACACCGAGACCCAATATGCTAAGGGAGTGGTGTTCTGGACTTCCCTCGTGAAGTACTC
+ACTGCCTCGTTCTAATGTCTTTGCTTACTGGTGAGCATGTAGCACCCGGATGCGATCTCC
+GCAAACTGGCTTACGACCGTACAGCAGAAGAGGGACCATGCACCGAAGGGCTGGCTCTTA
+TGTAAACCTATTTCATAATGCTTCTAGGGTCCGGATATCATTCCTCTCATCCTCCCTCGG
+ATCACCGAGCTCGTTAAAATCTGGTGCGGGTGATAGCAATCTTGCCAGGGTACATACAGC
+CAACCCACCTCCGATTAGTCTCATGACTCACATCCTACAGCTTGTTAGTCGAGAAAGAGG
+TAGACCTCCACTAAATAAATGACCTAATGGCCGGCTGACCTTAAGAGTAGGCTGAAGGTA
+AACGTAGCCCCGGTTCCGCACTACTAGTAGTCAGCTTTCAAAGTACGCAGTTGTTTAGGC
+CGCGATTTGTTAAATGGGACAACTGGCTTCGATCAGTTTGTTCGGCAACTAGTGTTATCA
+TATGCCGAAGTCCGTCTAGTCCTGTAATGTGAATAACAGGCTTAGGGCAAGGCGAGGGAA
+TGGCAGTATCGGATGGGGCGTCCCCTTCTCATAGCCAGAACGACACCAGGTATCATGACT
+ACATTTCGCTAATTTCGAGGACAGAAGGAGCACCCGATGAATTACTCCTTAATTCTTTGT
+CCGGGGGCAACACCACCAAGATGCCAGTCCAGATCGAGAATCTCGGGGGGATCAAATGAG
+AAAGTCCGATCTTATTATGTAAGGACAGGAAGGCACTGGATTGTTTATTGTAGCATCCCG
+GATCGGGGGGCGTACGAAATATCCCTAGATCGTTTGGGGAGAGCATGTCTAGGCGCCAGG
+ATGTGTCAAGCAGACGAGGTTCCTGATACTCTGCTTTTTACAATGGTCGGACACTTGTGT
+ATCTCGAAAAAGCTGTCAATGTCCCCTAGGATGAACGCTATCTACTGGGGTCTCGTTTCG
+GCACCGGAATTACAAGCCGAGACCAATCCCGCGTTACACGAGTGTAAACCGCGACATAGG
+GAACTTAATCCTTCAGGGGTGGGTCAGCCTCACGTAGATTGACTATGCCGCCATATCAAC
+GTCTGTTATTCCGCTGACCCAAGGAGCAGATGGGCCAGAGATGCCGTTCAGCTTCATCTT
+CGGACACGCTCCTCCCTACGGCCTCCAGGACGGGTCATTGGAAAGAGGCCACGTACGCGC
+GCCATCCGTACTCACGCGGAGTCATAGCCAGGGCCCCTAATGTGATATCACGACGTCTAG
+CTCACTTATCAATTTTCCTCTGACCAAATTGCGTGAAGCCTTAGTAAGTCATTTATGGCC
+GCGGATTTGTTACATTCACTCGGACGGTAATGCACTCTTGTAGATTGAAAGTTAGTTATG
+CTTCTACCCTGCCGACCTGTCCACTACTCTCTAGACCGACGGGTAGCCCTAAGTCGGATA
+AATCCTCGGTACGTTGGGTCTTAAACTGCACTCCGCACACAGTCAGGACGCATCCCCTGT
+CTTGCAAACGACGACTACTCTGAAGTGCCGTCACTCTGAGCCCTAAACACAATAACCATC
+CGCCGCAAGCGCCTCTGAGTTTACCTACGGTTGCACATGATTGTGATAGGTCCGACTGCC
+GAGTTTGATAAGGGAAGCAATCGTTTAGATGCCTAACAAGATCCGGGTTCTGAGACTGTA
+TCGATCCGCCCGACATTCACTATAATTGTAATATTGAGCCGCAGTAAGAAATCAGTCTGG
+ATCGCAAGCCATGCTGTTTACCTAGTAGCGGAGCAAAACGTTCACTAGCTAGTGTTTCAA
+TTAATGGGAGTTGGAAGTCTTGCACTATAAATGAGATCCCTTTAGAAAGTAACGTAGATT
+CGTTGCCATAAGCACCAGGGCAGACCAACTGACATTGGCGGCGGACTGATCATACTAACG
+TAGTAGCGTGCTACAGCTCGTTGAGCGCCACGTGATGTTACTGCGTCACCCATTTACAAT
+GAGGACTGTTACTCTCTAAACTCGTCTACCTATAATGGAGTGAGAAAGTAAATCATATCT
+TGACAAGGTATTTTCCCAAGTGAAGAAGCTAATGTACGAGAATACGGTCGGTACAATTAA
+CCTAAGATGCAGATTATTAACTACTCATGGGCCTATTAATGCATAAAGGTCGTCGAAACT
+CCGGTCACAAGAAACCCCGACGCATAAGACCAGGATTTAAGTCCGTGGCACTGTATCCGA
+TAAACACAGCCGTTAACCTCTAGGCGCAATTTTTGAAGGTTTATTAGGTAACCCTATGTT
+TGTGTTCCGTTACCCGCATTCTCCCAGTTAACTCACTGTGAGTGTTCGCTACCCGTCCTT
+CACGCTGGTTAGCGTCCCAGAATATCAAAGCGGCATCATTTATGTTATGTCCCCGCCTGG
+AGCAGCTGACGCCGCACACTCCGCAGAAGGATACGCGGCAACTCGGATCGCCGAACGTGT
+TGTTCACAGGGCCTCCCGACACCTGTCAAATGGCACGAGGATTTCCCTGCAGGAACGAGT
+CCTAGAGTGAAGGAACTATTCTTGTCCGTGAATTTGATTCCCACCAACGACCGGACGGTG
+GCCTGGGTTTCTTTAGGTACCTCGAGATGGTCATCAAAATCATTAGGTACCGCGAGTCAT
+CTGCAATGGTCTGCTATGCATGGTGGATGCGAGACGTTTTGAAGTCCCTCCATACTCAAA
+ATCCCTTGGATCAAACCAAACGGCTGTCTTTGACCAACGTTGCAGAATATCGGGTGAACG
+CCATTAGAAGTCGGTGTCTGGACCGCACATCGGGATCGTGGTGTGTGCTTGCTCTGCGTT
+CTATCATGGTCAGCAACCTCTTCACACTGAAGGAATCCATTTTCTGGAGCGGGCGGAAGA
+TAGCATGTTTCGTGTGCCAAGTGGTAGTTACCTATCGCTCCGTCGCCTACATCAATTTCT
+GAGCTCACCTAACATCGAAGCATCCTCTCAGCAGCCTAGCGACGCTCAATACGCGGGTTC
+ACATCTGAGCCATTTCGATCGTGATCTTACCTCCTCGAGACGGGTGAGGCGGCCCATCAC
+TCTTCTGGCAGCAAATCGACGCGCCACATTCACTGGGATGACGCGGATTGGTACAGCTAC
+GTGGGCTTAGTCCCAGAATAACTTCGGCGAGTCCATCCCTAGCACGACAGAGAGTAGAAC
+AGGTAGTCTATCCGAGTAACTCATAAAACATAGCCCTGAAGAGGCCCTTTCTGGGCTTCC
+AGGCGATCAAGTACGTACCTGATGGTGCTGCTTCGTGTCTATACAAGTTCTCAGTCCTTG
+TCGAGCCTCAGCTGGTAGCCCCGCGCAGGCGGCCACAACCAGGTACCCACATTGCTATAG
+CGCAGAAATAGCACATCGTAGCAACTGTGCTCGAATAAAGGTTAGATAGTCAAGTGTGAT
+AACGTTGTTATCTATTACCTCTGGCAATTTCGCCGTATAAGAATCAGATCGCCTAGTGTG
+TACTCGGATGGCCCCAGCAACGAAACGATCCGCGTCGGTGATATACCCAAGGGGACGCCG
+CGCCTAAGCAAGCTAACGGGTATGTGTCGGCCCGATGCGCCACGAGTCAGCAAAAGCTTT
+AATCTCTTCCTGTCTAAGCCGCATCGAGGCCAAACTCGTTTGCTCACAGAGTCTAAGGGG
+AGCCAATCTCAGACTACCGAGGCTGTCCAACGTATTATAAGTCAGTATAAGCGATGCCGT
+TTCAGGGACGTCCCTTCGGCGTACTAAATGTGTGTTACCATTTGGCAAATGGCCCTCCGC
+GCTTGCGGTTCTTGGTAATATCGCGCCGTTCAAGGTGCAACCTCGTCTCATGAACAATTC
+TTGTCAGATCCCATGGCTGAGCCAGCTCTGTGATGCCGATCGAAGATTGTGTGGCTGTTC
+GCGCCGCGCTAGTGGCCTTTGAGGCGACTTACACTTCTTTATGCTAGGAAATAGTACTTC
+TATCCCGCCCAAGCGTTGGTCGGAGTGAGACTTACCGGGCCGAGCTATAGCCTCACACAT
+GAAAAGGCATTGTTCGAAGTGAATCCGCGGAAGCGGCCCATATTAGGGTGAAATTGCTCT
+GTAAACACAGATCTCGCCAACCCATGGCCTGAGGCCTAAAAGATAGCGCCCAGTTAGAAG
+TGTTTGGCCCTCGGTGACTTGCTTAGCCGCGACACTGATAACACTACTGTTGAGTCGGCG
+GAAGGAGTTTTTAGTCAGCTGACCTGCCGCCCTGGCTGTTTTTTCTCCTAATCGCCGCAG
+ACCGGTACGTTATCAGCACCTAATATCTTACGAAATCAGTGGAACCCAAATCGCGGCCCT
+GTGATTCTTTAACCATGCCTCCAACCGCACAAGAAAGTCACCCGGTAACGACTTCGGGTA
+AACATTGTTCCGAGTGCTTCCACCACGCAACGTTGGTGCTGAAGCTATCTTGACAGACCG
+ATCGCCCTTGTGGTACGTATACTGGGTGCAGCAGAGCTATAGGGCCAAACGGGCCTATAG
+CCCGTTCTGTCTTTGCTATGCCTTAATGTCTAATAGGTAACACTCCGTTCTTATAGGTCG
+CCCCTCTCGCAATTTATTAATCTGCTCCTAGGCTTTTGTTAACTGGTGGGTAGCGGTCCG
+TTCAAGCTGCAGTCGTTACTTGAGACTGCAGGCATTACCAACGAGGTGGGCACGACTGAC
+CGCTGCAGCGGATTTCAAGCAGCGGACTGAAGTAAACCATCGGTAGTACGATGGGGGGTC
+ATGTAAGTCCACGAGAGACACGCCGATTTTAGGGTGGACTACATCGTCTGACACCTTAGG
+ACTGGGTACAGTGATGAAAACCACGATGTAAGAGAATGAAAGTAATAGAGACCTAGTGTA
+ATGTGCATCTTAGACGATGCTGCGGGCCCCCTTCGAGTAGGCTCCGATGACGGCCGCTGA
+CGCTGAGTGCAAGAAATACTATTTGATTGATGTACCCGGAAAAAGAACTGGTCCTCGTTA
+GTTGGGCACCTTACTTGGTGCATCACTCGGCTGTAACTCGTTGATTCTTATACGATCCGG
+ATCCACCACGAGTGCCACCTACCCGTGCCCGAGTACGGAGCATTCCCTCTGCACCTTTAA
+TACCCTTGTCGGCCGACATCGGCTTATGGATAATCAAGGGGCGTGCAGAAGCCACGATTT
+TCGAAACGCGAGATTCTTGTAACGGGTTCGATCACATTTTCTACAGAAGCGAGTCTTGTC
+GATGGACATACTTCGTGATGAGGAGATGTGTTTATGGACCCCGTCATGCGGCGAGTCACG
+AGAGAGGCACCTCATTGGCCAGTATCGCTAGAGAGCCACCAGTATAGCAATGAGACATGC
+GGAACCTCCGTGGAATTTCGTCTATCTGAGGCCTAATTTATGGATAAGTAGTGTGCTATT
+CGAGCAATAGTGGCCCGCTTCTTAAGTCGGACCATCAACTTAGGGTAATGACGTTAATTG
+ATAGAAATAATCTGAAAGCCCTGTCTCCGGTGGTGGATTGGGTAAGGAGGCAAAACTAAA
+TAAAAAGTATCGCTAACGTGTAACTAGCCCAGCGTCGTACCTCCATGTAGTCTATCTTGA
+TTCCATAAAGCAAAGATACAGCCACAGATTCACGGCTAGGTGCGCATTGAGCCTTATGAG
+GTCCCCCCACTTTCGATCTGCTTGCATGGCACTGCGTATCCTACCTACAAGATTTTTAGA
+ACTCCACATCCCAAGACACCGACTAGTGACAGGCCCCATAATCCTGACATCTGGACCACA
+GAGATCGTCGAGGTAGGTTGAGTTGTTACACACGGTTCGTCTGATATCCTTGGACCGCGC
+CCGACCAGTCGTATGTCCAGTCAGAATGACCGGCTCACTGGTTCTTAGAATATGCGGCAT
+AGATGCACCAGCATTGTTCTTTCCTGATTCGGGGCATTTTATCCCTATACAGAGATTCAG
+ACTTACGGCACGATCGAGCTAACACTAATGACATCTTGTTAGTGTTAATATTCTTACAAT
+CTCCGATCTAACACCTGAATGGAAGTCAGCCGGCAATATCGTTTGATTTCGACTTCGTAT
+TCGGGGTGAGCTAGGTGAAATGCGCAGGCTTTTACCTGAAAGTACCCCCTACTTTTACAA
+GCGCTACCAATTATTATAGATGAGGCCAGGTCGTAGGTAACTCGGATGAAGTATGTACTA
+ACTCGGAACAAGAGGACGGCAGAACTGCGCGAGCGGGAATTAGTGTTTACTGCGTAAGTG
+TTCCCTTGCCGTTCAGCAAATACCGTCTGTAGTACGACTAGTTCGCAGTATTGCAGGTTA
+CGTTACCCATGGCCTTCTGAAGTGTGACCCTACTCGGTGACTCCTGAGCATGCCAAGAAC
+CAGCCCCCTGATGACTGGTTCTCCCACCTCTCTTCAGACGATGCTGAGTCGAAATGCAAC
+ACACCACTTAAAGCTACTACTGGTACTACGAACGATTCTAAAGTTGATGCCTAGTCATGT
+AAGATCGCTGCTAGTTTGTGGGGTTCGGTCTCAGCCGGAGCCTGTAGGTGTCTCTTATCT
+GCACACAGCTACCAAGATACTTAAGTGCACTCTCGGTCAACAGCGCATAAGAGACTTCTG
+TTCTCGGCCCGCCCCCAGGAGGAAGTTTCATCAATATCTGCAGAGGCAGATTGTCCCAGA
+GACATCTGGCGATGAGAATCCCCTGGCAAGAGTTGGGTGTTTCGCCGCCCTGACGACGCT
+AGCGCGCAGAGATGCGACGTAGAAGGTGAATATTGATGTGTCGTTGACCTAGGTCTTAGG
+CGGACACACCCCACGGGAAGGAGTCCGCAAGCCCTATTTCCGCGTTAAAAAAGAATTCAG
+ATCATTCTGATCCGTGCGGAAGGCACCCGCTACGTCGGACTGAGCCCTACTAGAAGTTGG
+GGGCGATTTTATTGGCAATAGATCTATAGAGGGATCGATTCTATACAGTCGAACTCTCAA
+TCTTGTGGCCCGGCATGACGCTTCATTGGGCATCGCGGTTCTCTACTTAAGTCGCCATGA
+CGTATACTGGGAAACATATGCAGCGGCCGCGCATTTAGCAGACTCGTCGCGATAAGGCAT
+ACACCTGCAGCATTTTATTGGTGTCTTTGGTGTCAGCGACATCTGAGTAAGACCATCCAC
+CGAATACTCGTCAGAGACCCGCTGCCACCTCCTCCCTCAAGTCCCCTGTTGCGGTTGCAT
+ACTCAAAGTGATCCTAGGGCAAACCGTGCTTCTAATAACCTTGCCTCCCTTTCGATCTTA
+GTGTGTTCGAACACACGCACCGCTTGCTAGGCTCTCCTACTGTTTGCTCTATTTCTTTCC
+GAGTAAAGACCAGAGTTCGCGACAAGGTGAGACCGCTAAGATGGTTTAAACACATGGATC
+ACACTTCACTGCTTATCGGACTTAGCATATCCGATCCCGTTCCAATCCAAACTCGTCGGG
+ACGTGCTGATCGAGAGTGACGAGAGATGTCCTTCGGGCGGCGTAGAAGCGAGTCACCGCT
+TCCGCGCGAGATCGCCAGCACGGCCCCGCTTTAATGAATGCCGGCGTAACTCCACTCGGT
+GCGAACCTACCGTTCATTCTCAGGAGGACAATTGTGACCTTCTCATTTCATGGCCAGCTC
+AGCCTCATATCACTAAATTGTTTATATTGACATGGCGTTCAGCCAAAAATTGAAATAGCG
+TAGATTGGATCGTGTTGGTACGCCCTGCGCAAAGGTTGGGCGAAACATACGCACGTAAAG
+TCTCCAAGATTCTCGACCCATGGGCCGCCAATTACACGTTTGGCATGCCCTCACTAGCTA
+GCGCGGTCGATCATCAAGCTAGTCAAAATCTTGGAGGCGACGCAACAGAGCGCCAAAAAC
+TGGCCATTTCTTGCGTGGTCGGTACCCTCCCATCAAGTAACTGACTGCCACTAGGTGGCA
+AGAGTAACGCTCCCCGACCGCAAGCGATATGAAAACAGATCTATCCAAGCCCCGTTTGCG
+GATTACATGTCGACCCGCCGGTATTAATACGGTTATAGCTCGAAGTTTTCGTCTGTTGAT
+CAAAAATGTGTGCGTTACAGTTGTTGCTCGCACGTTAATAACAATAATCACAATATATTA
+CAATTTCCACCGCAGGACTGAATCCGCGCTAGCTTGATGAGCAGGACCCGATTACCTAGC
+CTCGTCCATAACAGTTATAAGCAGCTGCGGCATTGTCACAGACAGTATTACGTGGGGGTG
+GGCCTAGGAGGAGCAATCTTGGCTCGCTGTTCGCCGATCCGTTCACGGCAACCAGCCGCC
+TTTGGGAAACTCTCGCAATTCACATCGCAAAGTCGTAGCGCCGAAGTGGGTCTCTCACGA
+GGTTCCAAGGTCTTTCTGATGTGTCTACCTATTCTATACGTGGTACTGGCGAGCACACCG
+GACCCCTTTAAGAGGGACTTCCAAGCCATAGGTCTCAGTAGTAAACTGTGCGTCTACATG
+CTTATGGCCCAGACGGGGATGATCTTATCAGGAATGATGACCTCCTGTTATTCTTAGGGC
+AGTCCCAAGTTCCAATGTGCCGAGTCCCACGGCACATTGGCGCTCATGTTGTACTAGTTC
+GAGCGAGGAAAACAGCTGCCCGTCTACGCAACCGCAGGTCGCTGGGGATCATTGGCGGAA
+GTGACCCGCATCTTGAGGTAATTCTTGAAGCTCAGTCGGGCAGGTCCTAATTCACCCTGA
+GACTAGTACAGTACGGTGAGGGCGCGGGTACAACTCCTAGTTATCCTACATGCTCTTACA
+GCCGGTCACCAATACGTAAGTGCCGTATTTTCAGTATTCGGGGTCTTAGTGGCGCGCATT
+GCAAGCAAATGTTGAAACCCCTTGTGCGTGCCTCGGAGAATCAGGGTAATCGAAGCTTAC
+GCGATCGAGTGTAGTCACATCGTACTCAGGCATTACATCATGCCATGTACATAGCGCTAG
+TCGTCCAGTGTCAACTGTTTAAGGCTCGTGACCCAAGTTGATTGAAAGATGCTACTTTCG
+TACTCGAAGCCCCACGAGGAGGGGGTTCATATCGCGAGATCTCACTCAATTCGTTACTGG
+AAAACGTGTCAACCAATCTCCGCATTCGGCTCTTAGAGTAAGGGCGGCGTTATTATATGA
+TGACTGTTGATATGTCCGTTATAAGGTTTGCAGTATCGACCACTGAAAGGCATAACGCTC
+GGACGAGGCCCCTCACACAGTCATACTGGAGCATCATAGAATTAGATCTACGGTTAAATT
+TAGACAATCAGGACCCCAACGCTCGCTCATAGGCTTACACGTTTAGATGCTCACCTCGAG
+CGGCTCGGTAATAAGGTGCATCCCACCTCCGCGCGATATTTATCATACTCGCTAAAGCTC
+GTGCATATGGAATCGCATTCTCGCACACCGGTCCTATCTGGCGGATTAGTCAAGTACGGC
+GCTAGCCCACCCTCCTGGCCGCATCATTCAGTGGGTTACTGAGGCAGCGGGGGTGTCCCA
+CTGCAAGCCTGTTTGCCCCTAAGGAGCTGAGGGGCAGTTACACTGCGCCTCTTACATCCG
+GAAGATCGACCTATCCACCCCTTATAGGTTGGGTCAACCTGTAAATCGGGTAGCAACCTT
+GTCTAAGGTGTGTCCTTCACGATTGAGCACTTACACGTGTTTTTAGCGAGCAGCCCGTTC
+CCGGGGTTAACTCAGAACTCGAAGAACTCTACCCATGTGAATCTTCTGCGGGGGAATGAC
+ATCCGTTTCGATAATTACGCATCAGAAATTTCATTAGCGTTTATCGTAGCTAGAGTTTGA
+TCCCGGGTCAAATCCATGCCCTACAAGACGCAGTCTGGGCGCTGATGGTATAAATCTATG
+ACTGAGATGACATGGGGTGAGCGTCTTGTTGTCGCCAGAGCCGCTAACGGTGAACAGAGT
+ACTACTGGCCGGCGTGTACGGGACTCACCCAACTGACAGTATATCATCGAAACGAGTCCA
+AGCCCCTCCGCGAAGGCTCTTATAGCTGAGTGCCAGTGCGTGCGGGAACTAGCTGGCGCG
+TTCATCAAGCAACACCAAAGGCAGTACTCAAGCACTGTTTGTGCCGGCTGCGCTAGTGGA
+CAACACTCTGCACTAAGATCTGGGTTGTTGACGAGATCGTCTAAACACTCCCAGCCTTCG
+GCACCACCGGGAAGATATGCACTAGTTCGCACGACCTACTGTGACCGCCCTCCCAGTACA
+CTGGTGGTGCAGCATTCCTCTCTGCATAGCAGTTAGCTCACTATACCTCGATGCGGGGGC
+CAGCCAAAAAGCTCGCGGACGCATAAAGCCCTTACGTCCTGCCGGTGTGATATTCCTCTG
+TCCGGCTAGGTACTCCATTTAGGTCGAGTTTAGATAATCAAGAGGCACATGCCCTACAGT
+CACGCTTAGCCTAATCCGCATAAAAAAGCAGGATTGGGGGCCTGTGGTTTGGTCCCGCGG
+CATTTCTAGAGAAAGACCCAGGCTCTAGTTGTATCCAGTCTGTCCTGGTTATCGATCTTA
+TAAAACAGGAGCGCAGACTTATCGTTCGATCGGGGAACTTTACGTTTTCATAGGATGTCT
+GAACGTGCGCAGGTCTTTAAACTAACAGCACGATAGATTTTGGGTAATAGCATGAATCTA
+GCTGCGGAAGTGATCCGACGGCAATTCGCAACGCTATCCGTCAAGTGGAGGGTTTGGTAG
+GGGAGGAAGCATCGATGGGTCGCAGCAACGATAGTAGGAGAAGGGGTGAGTTTCAGTTTC
+ATCGAAAACAGGCATGTCGGTTCTGAGAAGTGTGACCTTTAATGTATCACACACGTCAAA
+ACAATAAGGTTTTTTAGATAACCTCCGAACCAATCGACACAAGTAAAGCCTGGTAGTAGA
+ATATATAAAGGAATTCAGACCTCGCTAACACATGGTATAGCGCCTGCATTAAAAATCATT
+CAGACATAGCGCACCCGGCAGTTATGTAAGAGAATGTAAGGGTTGAACAGCTTAACGTTA
+GCTACTACTCATGCTATCTGGGAATAGGTCTAGTAGGTCGCTGCTGAGCGTACGGATACA
+AATTTCAAAGTCCAAGGCAGAACGCCCCTCGATGTTCTTAGTAGACAGTGTGAACGCCCC
+TGTACGGCCATCTCGTTCGGTGTGGGTTGGACGCTAGTAGGGATCCTTCCTCCCGCTGGT
+CAGAGTTTGAAGCCAGTGGGCATACACCGTAGCGAAATCCGGGAACCCCTGCCACGCCCT
+TCGACTAGTATGCCACGTATGGCTGCCTGGCTTGAATACTCGAACACGCATAGCACGTGC
+TCATTATCGCATCACCCGGCCACTCACCTGAAACGGGCTGGCCAACGGATGCGACTGGTG
+ATCCCTTTCCAAATAAACGGCATCGTAGGACTCGACATCAACCGTTAACCCGGCCAGATA
+CAATCCAAGACTCTCGAAGCACCTACTCACGAGGAACAATCCGGTACTAGGCCTCGTCAC
+CGGTTGAGACCGGCGAATCCTAGGCCGCATTACGACGGCTGCTGATTACTAATCGCCTTT
+TGCTCCACGTGACTCTGCTGTTTGACAGCAATGCATTTATTCCGTGCGTAAATCGGCATA
+CGGCCGCCGCGTGTAGCCTCAAGTGATTAGTCTGGCATCGGGTGATGTGTAAGCGGCGGA
+ATATAAGGGTCCCGCCTGGGGACATATTTATGCCCTTTCAACGGAAGGCAATCGGAGTGG
+CGCCGTCGCGTACAACGATCCCATGATCATCATGCATGAATCTAGGCCACTCTCTCGCCA
+TTAAGGAAGACCCGGAATCCCGGTAAACTGACCTCGTAACAGAAAGCTGAGATGGCGTAA
+ATTGGCAACACAGCAGTGTAGATGAGAGGATCACACTTTCGTATTCGAGCTCGGTATGTG
+AAGATAGTCGATCCGAATGATATCGACTCGACATAAAGCCAGGAGATGCCTCCGGTGACT
+CTGCCGCTACTTGCCTTGTGCCTATTCACGATCTGTGAAGCCTACTACCTCTTCTCTGTA
+CATTGATGACGTTGCAGCCGTATACAACTGGCGCATAGTGGCTCGCTTTATAGGGTCGCC
+TCATGACTGACCAAAGCGGCCATTGATACGCACCACCGAAATCGTAGTCGAACTTTAGTC
+CAAATCCTAACTCAAGGATACGTGATGGAGTGTAAGTGGCATCCAATTTCATCGACCTCT
+CCCGAGGCATCCGGGAATACATGATCCGCTGCTGGGTGAGCCGTCTAAAAGGCCATAGGA
+ATTTCGGCCGATTAGGTGCTATGTTAACCTCGCGGAGGAACACTAACGTGCTTGTCCGTG
+AGGCGGTAATGTCATGGTAGGAATGGCCGGGCTGACTTACAGCACTTGTAGGTCCCTGCA
+ACCCAGTAAATCCTCAAGGCATGGCGGGACTGCGCCCTGACATACCGCTTGGCTGGTGAT
+ATATCCGCCCACCTGCTGACCTGAGTGAGAACGCCATTATTGATGTATGCGATATGGAAT
+AGGCTTGGACGGGCCGTATGGTCACTCAGGTTGGGTTCTCCAACAAGGGTATTTACGAAA
+AGCTAGTACGCCTAGAGACGGGTTACACGCCTTTGTACTCATGTGCGAAACACGTACTGG
+CACGAACGACGAAGCTAGGTTGGTACCTCTACGTGTTCCTCGGAGATCCCGAGACTAACG
+GTATAACAGTCTTTTAAATGAATCGCTTACCAATCCCCATTATCCGCGACGAGACCGCGA
+GTTCCCAATTACTGAGACGCTTCCTCCTGTCAAACAGTTCAAGCCACCCCCTTTCACCGT
+TCTTTTCGAGTCCGAACATTTGCGTTCTAACGAAATCTAGAATTTCTGGACCGGTTAGAG
+TATGAGAGAGCCATATTGACCCAGTTAGTTGCGAAATTGAGAATATCCGAAACCAGATCT
+TGGGCGCACCGTCTGATGGATCATCACGACATTCGAAAGGTGAAGCTTAACTAGGTTTGG
+CTCACGATATGGAATTCGTCGGGATTGACAATGTCGTGCACAAGTAGTGTCCGAGTCATG
+TCGGTGCCCGCGGTCAACGAGACGTTTTCACCCGGTTGGATCGCTGAAATGTTCAGATGG
+TGCTCATTGATTGATTCTCGCCGACGAAAGCAACCCTATCGGGCAAGGGCCAGGTAGACA
+CTAGTATAGCACGATATGGGTAGTACAACACTATACCTCATGACCCACGGGAATTATATC
+GTAGCTTGTCTCATATTCTATCCCACAGACAACCTGTTGATTTGTGACCCCTCGTGGCCC
+AGCTTGCGTACAGAGCGTGAATGGTACTCGGCATAAAAAGAACAAGAAAACCAGCTGTAA
+GGGAACACAGCCACCGAGCGTAACTCTTCGTTACTGCAGATGGATGTACCCCACCCAACC
+GCCAGTTGCAGTGGTACGGCAGACGTGCGATTTGCCTTGTGAGTTCGTCAAAGAGGGATT
+AGCCAAGCAGACGCGGACCAAGATAGGTTGAGAAACAGTGAACAGGTGAGCAGCCCCGAA
+GTCACTTCTTGCGTAAAAGTAGCAGGTTTGTTCCGCCTATTCGTCTCGCTGCGACGGTAC
+CTTTGACGTCATAGTGACGGACGACAAAGACCGCTTAATGTGCGCCCTTCCTGGCGTGCG
+TTATTAGATTATGCTCGTTGTTCCTTAAATCTATGAACCCGTCCCCTACGCATTTGGTGT
+ATGCATCCTAAGTTGGATCAGCCGTCATGGCTCCCGGCGCTCGGGGGAGTCAATCAACAA
+AGTACCTACCTTGCAGGGTTACCTGGTCTTGTCTCTAACGCAAGACCATCGTCCAGCGCT
+CGATATGACGTTCGTACACCCCACAAACCAGAACTGAGGGATCATGGCGGAGCACCTCCG
+TCAGCAACCGTGATTAGTCACAGCATGGACGTATCCTCTACATCGGCCCCACATGCCCCC
+AGGCACAGAATGCGTTCTCAGACAGCGCACCCTAGGCCTCCGTCAATACACCCCGACCAC
+TATCTAGGACATATCCGGCAGCGCTCTCGTCAGAGGAGGAAAATATGTTGTTGTACATTG
+ACAGCGGAAAACCTCGTTCCAGCAGCCGCTAATATTTAAAAACAATGTGGGACAGTAAAC
+CTAGGTAGATTGCTTCGTCCTTCTTGTACTGGTGCTCGCTGCCATGCCGAGGTACCGTCT
+GCCGGATTGCGTGTGGGAAATGTGTGGAGTCTTGCCCTTTTGCTCATTATTTGTTGACTA
+ACGTTAGGAATCAGCTGAAGCTGGACAGAACAATAGAGGGGCCGTGAATCTGGTATAAAG
+TTTTGCACACAGTTATTGGTATGAATCTGAACTTAGGGGTATGTTAGCCCTGTGAGGAGC
+AAAAATGTCCAAATGTTTGGTCTGCGCCTAGTGGCAACGGAATAAGTAATCTTTTCTGCT
+TTGGCGAAACACATATACACCTAGGGCCACGTTTGAGCGATTAAAGAGCTTCTCCTTGAT
+GCGGGGATGGTCCTTGGAAACTTATTTAATGGAGCATCGTCCGGCGAGACCAGGCAAGCT
+TTTCGTCCAAGTAATATTGTTCTGGACCGGGGACTAGATTGGATGTGCTCTGCTGGACTC
+AGAGCCGGCTAGAATACCCCCGATTTATAACATGACAGTAGAGACGGTGGGTCTCTGTTA
+CGGCCTGCCTTAGCCGACTACCCCTGGTGCCTCTGACCAGTGCCCGGGTATATCACCCCC
+CGCTGGTCAGTAATATATCAAAGATGGCACCAGTTGTCAACTTCCAGACGCTGAAAAGCT
+ACTGAGGTGGGTATCTGGCGCCGAAAACGCTCATGTGGCGGATTAGGAACGATTGTGTAG
+AGTGGTGGATCCGGCACCCGGATTCCGCGCAAGGAGACTACCTTGTTTCATAAATTTAAT
+ATGAGTCCTGACCATACGCTCCGCGATGACGACTACGGGGCGTGAAATTTACGTAGTATT
+AGGTACGCGAGGCCGTAACTAACTCCTAGAGATCCCTTCAGAACTACCGGCCAGCCCAAT
+TCCCACAAATGACGGCTACAATATGCAAAAAAAGAAGGCTCACATTCCATGGGCATTAAC
+CTTGTGCGAGCTGAGAAGTCCACCAACATAGCAAGCCTTCAGTACGTTCCATTAAAATGA
+GCGCGGGCGCTGCACTCAGTATAGCCAGTGCTGACGTTGGAATGTCTCCAACATCAAGAG
+TTTGTTTGATAAGATGGGGGCGGTCGAGTGGGCCGATGGTTCCTGCAACGAGGTCCTCTT
+GGCGTACACTGTTAGCTATCTACCCCCTCAGTATACATGCTCTGCTAAATACAACTAGGC
+ACCCATCAAGAAGATCTAAGTCCTTTGGGTACAATCCCAAGTCAGCCAATCGGATTTACA
+CTAAACCACTGGATACTTGTTCAGCTAAACAAGATAAAGAACGACCAAAGCCTCTAATGG
+GCGTCAGCTGAACGGTCGATGGAGCGGTAACCCTCCGGAACAGTAACTTGCGGTATTACC
+GCGAACTCTTCTAATGCAGGTAGCAGACAACCCCTGCTCCCTTTCGAGGGCTTACACCGG
+TATCCATCCTCTTTCCCTACCGTTGGATATCTTGCCTTGCATGAGCGCTCCTTCCTGTGG
+ACGTTCCGTTTGTGGAAAAAATTTGCTCTGGGGGCCCTGACGCACCCGCCTCTCAGTCTA
+CGGTCCTGTGGGTATGTGGTGGAATGGTGTCACACACGAGCACACTAGAGGCGGTATGCT
+TTTCACTTAAGCGTCAAATATGATAACACCCGTATTCAACAAGTGGACTTTAGCAGCTTA
+AGTTTTACAGCGCAAACAATGGCAAGCTCGGCTAGTACATAGTATCGCCTGGCGGTAGAG
+TAAGCGTTAAGCGCAGTCTTGGCTTGCGGGAAAGCTAGCAATGGGGGCGTCGCCACCAAT
+AGATTCTCCCAACCTAGTACAGACTCCTGGTTACGGAAGGAGCGTCCTAAGATCATCACA
+TACCTTATGCTTAGATTCTGCAATGTTATGGTACAGAGAACTAGTACTACGGCCCTTGGG
+GAGCTTGCCTCTCACCGAGCCCATCAGCCCTTCGCCTTACAAGATCGCTACTTGACATCC
+ATATCCTTGAGTTCGGGCTGTAGGACGAGTACTCAGCAGCGGCGACGTCAACAAAGACCC
+GGCAGGTGGTGATAAAAAACAGTCGTGTCGACACTTCACTACTGATACACATACGAGGTA
+GTTGCAAGAAAAGGATTCCATCGTTAACCTCGAACCCTACCTCTTTGCCGTTTCAATATA
+TGGGGGCTGGCCAAACTCGCAAACAGGCGCACAGGCGATCCCTACGATGCTACCGCCCTA
+TGAATAGATACAGGTAGAGCATCATGAGGTAACGATGGATCAGGAAAGAGCCACCAACAC
+TCTAATAATGATGATAAATGCTCGATGGTCCGCAAACGAGTGGGCCTCGGAGGAACAAAC
+CTATCTGGGCGTCATTCGACGCGTCGAATGTACATGCATTTTGGCGTCGTATAGTCGCGT
+TAATCGTCTCTCCATTGCTGCCCTTTCTGAGTACTCAGAGGTGTTTCGGGATTGCTCAGG
+GCTATCGTGCCGTAGCCATTACCCGATAGGTTAGGTTTCAGTTGGAATCTTCGTAGTTTC
+CCGTAAGTCCAGGGAGTGGCATACAAGACTAGTTAATATCCTTGTAAGGGAACACTCTAT
+AAATCAGTATGGGCTAAAAACAAATGTCCGGGATAATCAAGCAGCGGGCCTCGCGCAAAT
+CCACAGCAGAACGTATGTGTAAAGCAAATACTACACGGCGGATACAGGTGTACTAAGACT
+CGTGTTACGCACCTGCATCCCACACACTGGCTGGCCTCTCCTTACTTAGTAATTGGTACG
+CGCACCCATCTGTTTTGAGACGCTAGGTCACTACGATAGTTCGCAATAGACCCGATGTGC
+TTAAGACCCGAGTGTAACGTCGAAGACGGCCGCGATAATATCGTGAATTACTCATTAGGG
+ATATACTTGGGGCAGCCTTACTCTTCTAACACTCAGGCAGGAGGTACTAGACGCTTGCGC
+ACGTGTAATAACGTTTGGGTAGATTTCGCACCTGCCGGTGCGGTTGAGGACCATAGGTGC
+GACTACGTGGCGATTTAAAAACCGCTCAGAGGAGCTAAGAGGATTCGACGATCAATCGTG
+CTATCGTTTTCCCAGACTCCCTCAACTCCTAATCCTTAAGGAGTGTGGAAAGGTACGGTC
+GAACCTACGCGACGGAGATATTCCCTTGAGAGTGGGTAATAAGCAGAATATTGTTTTGGG
+CAAAACGATCCTCAGCACATAGGTGCAGCGTGAGCATTATCCCCCGTAGCCAACGAAGTA
+AGTGTTAGTAAGACTAAGGGCGTGGAAGGCGCACTCCGCTTAGTACAATCACCTCAGTAA
+GTAACAGCGAAACTATAGGGCCGACGGCTTCTAGACAACGATCCACGGAGCGAACTATAA
+AGGGTTGAATAGAACGCATAGTCGGAAGTCATGTATAGTAGAACCGTTTCGACGTTTGAC
+GCCTACAGGATCCTTCAATCTTGATAGTTAAAATGCTAATATATCACCAAGAGGATTATG
+TGCCTCATGCGATACCCCGTACCAGTGTATCAAATAATTTTAACCCGAAAGTAAAGCCGC
+CGGGGGACGACGCTAACCGGTGTAGCAGGGATTAATGCAGTTAAGAACCCCCATAAGGCT
+AGCCAGTTACTTAAGACTTGACAACTCAGTGATCGGCGGAGAGTCATCAAGGTCTCTAAG
+ATAGGTGGGGTGTCTCCGTCTAGTCAAACTAACGGTTGATACACTTTATAAGCACGTGCC
+CGTAATCGCCAAAACGACCGGGTTATGAAGAGCGTCAATATATCGGCTTGCCCGGGGCAA
+TACCGTTTCGACTGTAAAAGGTCAACCCCTGCTCGCAGATTATAGTACCTACTGTAGGCG
+AATGGCGGGATCGCACCCCCACTTACCCTATTAATCGTTACGTAGAAGCTTTGAAGTACA
+CTTTTTCCAATATGCTCAACTTGCGGTGGGTAAAGCTACCTCCCGGTACCGGGTATAAGT
+CCTGGGTTCTACAAGTCTACCTAGAGCCGGTAGACTGCAAATTAGCGCATCTCCCTAACA
+GATGGTGGGTCTGCCATGTTATAGTTACAATAAACCCGAATTCTTCGGACCTTTTATGGT
+CCTACGAGTCGAAGGACTTATGGAGCCTATTGCGGTTGCCCCATACGGCCAACACTCTGC
+GGTCTACGATTTGTACTTGTCGAGTGAATCTGGTCCAGTCACACGCGATCCTCTTGGGAG
+GAATTCCACCTGAGGTGAACTACCTGACGCTAACTGGGGTAGCGTCGCCACCGTTCGTCT
+GGGTTTGTGGGCCAGCTACTCAGCCGTTCGGATTGATTTGCAATACATGCCGACCGTGAA
+TGTGGCAAAACCTGCGAGTATAGTTGATTTCCACTAGCCAGACGGCTGCTAAAGGGCATT
+ATGTAATTTCCGGTTACGGAACTCGCGTAGATTTAGATCAAAGGGAATCCGCCCGTCAGC
+GTTGGTAGACTACTCCGCCGTTGTTATGACCTCAGGGAGAAAGTATTAGGCTTTCTAGGG
+TATCGAACTTCCGCTGGCATACTACACGTCGGCGCCTTTGGAGTGGGGTCTTATCAAGTT
+CAGTCGAAAGACGACTTTAGATTGACCCCAAATTCGCTACTCGTTGGTTGAATTCGGCAG
+CGGGGCTAGTGCCGGATACAACTGCTGTATAATCGAATATGCAGGCAGGTTGTTGGGGTA
+CAGGGCCCAGCCAATTAAATTAGAGGGCGGCTACGGCATCCGCATGCACCGCTATAACTA
+GACCCGCGTTTCCCAGTCTTTACGTAGGACAATTAGATATCCAGCACGGCGCCTCTCTCT
+GTGCTTGCCCAGCATCCAGGGAACGGAAATAGATAATGCAAACTGGATTTCCCTGAACGC
+CCAAGAGGAAGCGCGCATACGAGAGGTATGCGGGCTAGAAAAGTAGCACAGGCCATTGCC
+TCGAAGGAAGACACTGCACGAGAGCGCCGGCAGTGCTTGGTGTATACCACCCTGGAGGAA
+GGACTGTAGCGGGCTTGGGGTATAATGCCGGCGTCCATACCGCTCTTGCGTGAAGCAATA
+ACGTTCGCCGGGCCAATAGTAAATCCCTCCCGGCAATTGGGTGAAGTTCCTCGCCACGTC
+GCCACGGTTGTGGCCCACTAGGTCAAGAGATGGTACAGCGCCCAACACCACCCACGCACA
+GTAAGTCCACCCACGGGAAATGCTCACTATTAGACGATTCAAGTGTAGCTCTTGTTCAGG
+ACTTCACGTTCGTTCCAAAGAACGGTAGGTGCAGGTAAGGTCGTGGGTCCAATAATCTTC
+AGGGGACGGCTCCCCACGGCTAGTCCGTGTCGTGGCCATGATTATAGTTGCTTTTGGAAG
+CTCACGGCGTGAGGTGGACTTAAAAGCACGTCTGACTCAACCCCCTGATTTGGCAGATCC
+GCGACTATGTTTTTTGGGATCTTTGACTGGTGCAATAGAAAGGCTAACTATAGACTATTA
+TGAGTCTAACACGTGGAACACGAGTTGGGTCCCTGGTATCAACTACTGTTTTTGCGCTTC
+ACAGACCTGTAGAGAACATAGTAGCATGGTGAGTTAAAATAGGCCGCAGTGCCAAATGCG
+GTAACCAACATAGTATGGCCTAATGGGACCCGTAAACCTCTAGCGACGTTGCACTTGAAT
+TTAGTTGATGCCATAAGAGATCGACGAGCTTCACGTGCGTTCGACGTTAGCTAAACTCAC
+TCCTCTGCCTACGCATTCTAATGTTATCTGCCTGCGTTCCCTCCATGCGGAACACCTGGT
+GGGACCTTGACTCTCTGACTTAATATGAGGCCCACGCCCACAACAGGTCCGGTGCCCATG
+CGCGATACCAGGTAGATTACGAGAATCACACATAGGCTTCGTGAAGGCCACTGACACCCC
+TGGAGACAAGGGGGAGTTTCATCTTTCCACAGGTAATTTGAAAAGTCAGAACCTAACGGA
+TGTGTAAATGCAGAGGGCCTTTAAGGGACAAAGTATCTATGACCAATATCACTTGAGGTT
+CTCGATGACAATCAGTGTAACTCCGCAAAGTGCGGATAATGTATAAGTGTATACCGGGCC
+AAGTATAATGTTCTCGCAACGCTCTCACCATGGTTTGGTCCTCGGGTTGTCTGTACCCGG
+CGCTTGAGGGTACTTGCCGAGCAACGTTGGTTGAATCTTGCACGACGTAAGGGGCAAGTG
+TGTGGGCCTGGTATGTCAGGAGTCCGCTGGTGCTGCTCCGTCCGAATATCGAGTCGAGGA
+CCCAACATCGATTGTAAAAGCGGGATTTCTGTAGAGCTTTTTGCTGAGGGTTGGCTAGGG
+GGTTGCCATCTCTCGTCAAACGTCTCGTGGGACGTATCATGAAGCGCGATGGTCTTAGTG
+GTCAACAAGGAATTACGAGCGGTGGTGCACCGCCGGGGATGGAACTCTCTCCCCCCAGAG
+GCGGATACACGTGTGGCGTAAAAATTGGAGCAAGGTACAAGCCGGTAATCACCTAGTTTT
+GCTTCAGCTGACGCGCAGGGAGTTATTCCAACCTCTATCTCGTCCTAATTTTGGGGAAGG
+GCCGACCTTGATTCTGAGATTATAGCCCCCCTTGCATGTTACCCTGAGCTAGTTGTTACT
+CAGCCGGATATTTATGGTTTTGTGGAGCTCATGGTACGTTGTAACCGAACCTGTACGCTA
+TCGGAGCGACATCGGAATCTTGACACCGACGGGTTCAACCATTAGTACGCTAAGACCTCA
+GGGTAACTAGGCCGGCTCAGCCATAGCTAGTAAGCCGGAATTGAAAGTCTGGGTCTATTG
+TCGTTGCCCCCGACGCCGGGTACGAAGTAAGGGGTATACATTGGAAGTCGCTCAAAGTCC
+TCGTACAAGACATCTTGGGACGGGACCCAGTAAGACATACGCACTCTGATTATGTGGGAG
+GAGATTCAATCCTTCAGTAGAAAGAAGCGGTCCTCGATAGGAAGCCCGGTTTCCCGAAGG
+TCAATCTACAACTTACTCACCCCGGTAGCAGTCGTAGTAAATTCGAAGAACAGGCCGTTA
+TTAATGTTATTGTCGTATACCAGGGGGACACGATACGCGGTGATCCGGGGATGCAACCGC
+GGGCCTGAGTCCAACTCGGCTATTAGTTCCAATGCCTCTTATGAAGCAGTTTTGACGTAG
+CCACTGTCTGCGGATAACCACGCATGGCTAAAGCATGTGCTGTTAATTGGCTTTCCAAGA
+CAGGCACGTAGGCAGCGCACACACATTGCGAGCACAGTCTTAGACAAGCTCTCCGAGAGA
+GTACTTTCCCTTCGTCCGACCTTGTTCCGACTAGCGGCTTTTGATTGCTTGCCCGCAAGG
+CGGCTCCCTGCCGTAACGTAGAACAAAGGTAGCCCAGGACTTAACCAATAACTTAAGTGC
+ACGCCCCGCAAGGTTGAATCGGAATGCTACTTCGCCCTCTACGTGGGACAGAACCGTTAG
+GACTTTAACCACAAGGCTGCCGCAGAGAGAAACATGACCTCAGTCCGTTCAGGAATGCTC
+GAACCCAATACCAATAGCGCCGGCCGGATGTTGGTGTGGGACACATGGCCGGTTGGCCCT
+AAGGCGTGATCTCGATAATCGATGGTTGTACCTCACGGCAAGCGTGTAGGGCCAGAGTTA
+TGGACTGTTTTATGACCTTTGGGTCTAACAGTTACTTACCTGACACCGGCCACCAACTGA
+TAAAGCAACAGCCACTGGAGGGCAGACCCCACCGGTCTCTCTCAGCTCATAGTGAGAGAT
+GGGACTGAGTGCTTCGGCGTTGGGGGTAGGTACTCGATCAACGGGATTAAGATGCATTCA
+CTTTAATATTCACTGATTCGAACCAGCGTAGGTTCACTGGGTACTGATATATCTTTGAGC
+CGCTAATGGACTAAATATGAAACGAATAGACTGTATCCAAACAAAGGATAGAGGACCCTC
+GTAGCCCCTCCAAAGGATCTATGGGAGAGGGAGAGTTAAGTGGATTCGATGAGTACAGAC
+TACCGTTTCGCGGCCGAGGGCAACCGTTGCATGTGCTCGTCCTTGGGCTGATTCAGCTAA
+CCCAAACAATCACGTTCGTTAGAATGTTCGTCTATAGGCATCTCAATTCTAATATCTTGC
+TGTACCCGCAGATATTAGGAGGACAGTCGTGAGATACCTGAAACGACCAAACCCCTGCCG
+TGAGACAGTCCGATGAGATGGCTACATTGCTTATGGATCCAGCCCTCCCGCTCCAGCCAG
+CCCGAGAGGGCACAAACGCGTCCGCAGGTAGTTAATACAAGGGAAGTTGGTTGGGGTTCT
+CAGCTACGATGTGGAATATCGCAAATAAGGACGTCCATCCCACTGCGTCCAGCTCGGCGT
+GGCACCAACCACTCTCTCACCGACATTGCTGTCCCTCGTACCTTCGTGTCGACGTGTATA
+ATACCCTCGTAGGCTCTAGCGTCACTTTGTGTCGTGAGTGGTTCAGTGGCTACAACCGGG
+AATCACGACACTTTGATCCCAAAAGAGGCGGTGGAGCCGACTAGTCGGTCTGGTCCATGC
+TAGATGCAGAGTCACTGGCTTTCTCGAGGGACAAGACGACGCTCAAAATGCTCCAGAATA
+CACAGATCGCCATGCAAATTATATCCGAGCCCTAATTCGCGCGAAACCTCGAGACTCTAA
+AATATCGCAGCTCTAATTATCTATCATTTGAAGTGCGCTTGTCAGCTCGGATTCCTCCCT
+AGAGTTCGCTCTTCATTATGAGATGGCTCGCTCGTAAGTCTTATGCATTGGTAAGCATAG
+GTGTAAGTTAATATTACCTATATACCTAGGTTGCTTTCATGATGCGTGAGAGTGCGAACT
+GCTGTAGACTCGCCGTCCCCAAGCACCACCTTATCTGCCCCATGGGATCGCTCTGTTTAT
+GGGTAAATGACTAGCTGCCGTTCGCATAGGAGCTAGCGTTGTTGACCATAATGTTCCTGT
+CCTTAACCTGAGTTGGTCCAGCGTACTTGAAAGTATTCGACTAACTTCAATGCTCGGGTA
+ATACTCGCTGGGGAGGTTTCTCGTGACGGAGACAGTGGAAGGTGGAGTCCTGCATAGTGT
+TGGGCTACACATAAGCTGGTATATACCAATGGTGTGGAGCCCCGATTGCACAGCCTATAT
+AGGTCCCTATATTCGGACCGATTTGGATCTTATAGCTTAGCATGACCCATGAATTAGGGA
+CAAGTCCCGTCGCATATGACTTCATATAAGTGAGGGACCAGAACCGTAATCATGCAGATG
+TGTCGCACGTGCACGATCTCCCCTGAACATGGCCGTAGATCAATGATGCTGTTGTGGTTC
+GGTAGGCGGCAGGACATGCTGCAACCAATGCTGGTTTGAGAAGCAATTCGTACAATTGAA
+TTTGTCATAAACTACGTTCCAATACTTTGCGGTTTAATTAGGCGACAACGAGTTTGGTAT
+TAGTAGATGACGTAGTCTTATACCTTTTAACTCAAGGGAGTCAGCCGACTTGGAGGCTGA
+TCGAGATAATGTGCCCTGGTTCGAGTAAGCCAATGCAATACTGACAATGAGTACTCGGAT
+CGACGATTGAAGTATTAGAATATGTTACCAATAAATCGGTAGAGGGAGGCGGTCGTCTCA
+TAAGTGTTGGTGGGGCACTTTGCTACGTACGAGACGGGGATGAGCGTCGGGATCTTAATG
+GGTTCCTCGAAGTTCTCAAGCCTAAATATATCGCGACTTTCGAGACGCGCAGACGGGGTA
+TCTTCTAGAATCGCCCACGTCGGGGCAGACTCGCCACGTCAACAATGAAACTTAAAAGAA
+GAAACAAATTGGAGTGGAAAACATACGCGATAGTGACCATCGATATGTGGGCGCTTGGAC
+CACCTCCTGCTGGAGACTTAAGGTTTGTTAGAATATCACGCTAAGTCAAGCAGGCTCACC
+TGTCGGACGCGCGTACACTGTGTTGTCGGCTCATTAAACAATAGTAGTTCATGAGGCGGG
+ATCGAGGGAAAAATCCCCTTCAGAGTCCCCCCGGGCGCCAAACTGCCCACGGCCTGGCGT
+ATGTAAACTAATTCCCACCTAAGCTTAAATTGGTTTGCGGCGTGTTATGGGAGACTATGT
+TAGCCCCAAACTGAAACTCCCTGCGGCCAGTTACCACTCTAGTTAACGTGTGTAAGACTC
+AACTAACACATCAAAGCCACCGGCCTAAACTGTTCAACTAATATATAGATTGATCAGAAG
+CGACCCACAGCCGGTCCGCTGGCCTCAAGTCTAGACGATTATGTCGGAGTCGGTCCAAGT
+ACAGACGCGCTTAGGACATCGCCTTCATAGACAGAGTATGGTCGTATCCCTAGCAGCCCA
+TCGATCTCAGCAGCGGGAAATTAACCAGAACGCCATACTCTCAACATAGACTATTTTGAT
+GGTGACCCGGCCGAGACGCACTTAGTCATGCGGGCCCTGACCTGGATTGTAGAGGTAGTT
+GGAGAGAGCAGATTCATACCGTTTCGATACGAGATCCCATTAGAGTTCGAAATTACATCC
+CATAACGCTTCCATAAAGCCAACCATTGCTCGGAGTGTGTTGATCTTTGTCTTGGTCCTG
+CTTAAGGCCAGCGTTCTTGAGATTTGTCGTCTCTTTGAAAAGTACGCCCCGGCCGGTCGA
+TAGCGACATCATTCCTACCCGGTCCTTGAGCTATCTCCGTGCTCCTCGTGGATTCTAGCT
+CTGAAGGCACATGAATTCGGACAGGCCCAAGACACACTTCTATGGGCTACTGGTTGAGCT
+ACTCCTTTATACTAAAATTATGTGATCGCCTGTAGCCTACTACCTTATCCAGGCATCAAA
+CTCGCTCAGTTAGTCGCCAGCACAAAGCTTTCGCACATATCTGCAACCCGACCCTCATCG
+TAAAACGTCCTAGGATGTGTCATCAGACTAACTTGCTATTCTGCAACTAGCAGGAACCTA
+CCAGCGACAGTTCTCATAGGCGAATTGACGGTTCGATTTTAATAGAATCTCTAGCCTTCT
+CGTGTGCAATATCATGGCCTCTGCAGCGTATCCCCCCGATCGGGTGCTGACCAGTATAAG
+CGTCTCGAGGTTATACTTGCATGTCGCGCCCATGAGGCTAGAATTCAACTGCGCAGAAGC
+TCGACTGAGATCCCGTGTCCTGGCAAACCACGATCACGGCATGACTAGCCACAGCTATTA
+GGGTAGGACTCCTGCTAAAGCCTGTAATGTGGGTATACCGCCTGGCGAGACGAGACGGTA
+TCGGACTTGTAATGCAACCAGCAAATTGGGCGCGAGTTGGGTTTGCTAGCCACCTGGCAT
+ATTGCTTTCGAATTATAGACAGTGGGGCCGAGGCCTGAGTTTGAGTGTATCCGGAACGCC
+GATGGGCAAACGAGCCGCCGCAGCTTAAGTGATTTGCAGTAAAAGTTTAGAATCAGACTT
+CCGGCAACGATATACGCAGAAGGAAGGTGTTCCTAATCCACGATGTTGTCGTATTTTAGA
+AGACTGAGTATTCCTCCGCGCAGGTGAGGCCCCTGATTCTGGAGGCACACTATAAGGTGC
+CTACTGACATACCGCAGGGTATAGAATACCCAACTACACAGGTTTGTGAGCCGTGCTTCA
+CCTCCCGGGTCTGTACCATAAGCACGTTGCGAGGTCGCCCCACGGCGTCTCGTTCGCATG
+GCGAAACGGGGCTACTGGTTTGCTAAGAATAATAATTAACTGGCACTTTGCCACTATCAG
+AAACCGAGACGCAAAAGCCGGGATCAGCAAGGATTAGGCAAAGAGCAAGTATGAGAGCAT
+AAAGTCAGGTTGACGAATTCACACATGGAGAGCAGCCGCCGGGCTCTGTGATACAGGGCG
+CACGCCAGCGAGTTGCCGTGGCTTCGGCGCATAGGGGCCCGTGAGGCAAGAACTTTCCGC
+TAAGATATTGGTTCCGCGGCAGCTCTACCACCTCGTCTCGCTGGCTCTTGTATATGAGGT
+CATTAGACTGACCGCTGTTATGCCAGATAGGCTCTGGTTGCAGAAAACCCGGAGGGCGTT
+TCATGCGCGAGCCATTATTAGTTTTGATGCACGGAGAGATTCATAATGCAAGATCTTATT
+TGCCTCACGATAAAACTGAGCTTCCCTGTTCGACAATACAGAGAAGGAGGCTAATACGGC
+CTGCAATATCGGAGTGCCGAAAGCCCATCAACTCCTCTATGCGAAGCTAGTATCGCAGCT
+TTACTGACCAATCGTATAGGGCCGTATACCATTGCGTGTCGAAGACAGACGGGAGTTAAA
+CACTAGCGGATTAAGATAAGTCTTGTATCATTTGCATAAAAGCCTCGGGAGTTGAGACTA
+TGACATACAATTACGACTTAACGTCTTCATATGAAATGCACTGATGATACACTCACAATG
+ATTCGACTCATCACCGGTCGTGGTCTCGGAATGAAGCCACCTGCACAACACCCCTATCCT
+ACGGAACGTTGGCACCTGGACCGGCATTCAATTGTGTCCAGCGCACCCGCAATTCGGGGA
+CGTATCTTCAACCTCCCGTGTGATTTTGTACACACCCCGCTTAGCCGTTGCGACTCGAAT
+CGAAAATAGTAGATCTAGAGCTTCCTCTGGCCCTTCAGTGTGCCAGGTTGAGCTCTAAGA
+CAAGGCCGAAGCGGCAGTTTTGTTACGCATCGATCGTTAAGTCTAGTAGTAAGCTTGAAA
+AAACTGACGACCCGCCTAGCGCGGTGTTGTAGCCAAAGGTTTTCGAATCTGCCAGAAGAT
+CGCTTCACAGGTAGTTATTGCAGTCCTCTAATTGATATTGGTCCAGTTCACTGAAGGAAT
+ATTATGTACTTTATGGATGTGAGCGCTCAGGTTTGGGGCCACAATCCCGTCCTTATGTAG
+GAGGACGATCCCGTAAGTACATAGATCTAAAAGTAAAGGGCCCGCGTTGACCTCTGGTAG
+AAATAGGTAGGCCTCTACGGGCGTGCTACAGTATCGACTACGACTCCTGCTTTTGGTAAG
+CTTGCACAAGAGCCTTTCCCCACATCATCCATCTTTACTGTAGTCATGTAGGAGAAGATA
+CTCCACCGAAGGGATAGCTCATGCGATCGACGGGTTACAGCGCCTTATATATCTGTGACT
+ATAAACTGAGGATAACCGTGGTACATCTCTATCTCGTTGTGGGCACCTATTGCTATGATC
+GTCTTCTTATATCTGCCACCTCAGCCAGCCGCCTTCCTTCCTTGACCGCCGTGGAGCAAC
+ACAGTAGCGTTTCCACGCAGAATGACTAGGCGTTTGACGGGCGCGACTAGTTTCTCCTGC
+GTATACGCTCGGGACTCGTGCGTAGAAGCTGTATGGTGGGCACGATCGTCACCTACGCGT
+TACCGGCTCAAATACACACTCACTACAAAAGTAAGGATCACGGCCGCAAAGCTTACCGCT
+GTCTGCTGCTTGGGTGAGCGAGTTCAGGATCCCAGATAGCTGCTCACGCGAGGCGGCTAA
+CACTTACTGGGGGAGACGCACTAGGGATCGTGAATGAGACAAAGCCCTGTAGGAATCGCT
+CTTGGATAGATTGTATCCGGAACATACGATAGGGACCTAGATATGTAACGATCGTTAGGC
+TCCGGTTCTCGACATGCCCGCGCACGCGAACGTCTTCTGGCCGATAACAACTCGAGTGTT
+TCCGGCCCCATTTATTGTGGGCGTAATGAAACCTCAGAGGGTGCTTTAGTTTAGCTCCAA
+GAAGCAGCCCGACGCGTAATAGGAACAGCCTTGAATTTCTACGACCATCTCGATAAACAG
+TGGTAGAGAGCAGTTCCGCTCCAGGCCGTATTAGGGTGCGAGAGAACATCCGGGACTGAG
+TGACAGCTTGAAGAGCGAGGGATTGTCTTGCGATTCCTCCAGGATTTGATCGCAAGTAGT
+CGTGAAAAGGCATAGGAGCCCGTGCTGTTTCGCTGACAGGTCCAGAAACAGAGTACTATC
+GGGAGCCAGTCCGCTTGAGTAGCTCTTGAGCCACGAGAGCGGGTCGCCAGGACCATTCTA
+TCAGTAGAGTTAAAGTCAGTCTTGTTAAGTTTGATAGAAAAACTCCCAGTGGCCCCTTGG
+CAAGCAACGATATGGTCTCGGCAATGCAGGCCACGTGGGCTACAGATTGGACGACCCATA
+GATCTAACTAATACACCTGGTATTGTCAGCGCGTGGGGCACGCGGGGAAATATACACATG
+TAGGGTCGAAAGACTAGAACGAGACCCTAAGGGTGTGCGTGGGACACGAAATTCATCGGC
+CCGGACTGGGGGTCTTGAACTTGACTACCAGAGCGTGTGCAACATTTTTGTAGTATTTGC
+CGAGGGATGGGTTCTAGTCGGGCTCTTACTCGATAGTATATATACTACAGTATCCGATAT
+TCCATCCAGGTCCACGAACCAGCATAAATGTGTATCATGCGAATCTGCCTAACCGACTTC
+GCTTTTTGAGGAATACGTGTCCCGGCGCTCCGGGTAGCGGTATTTGACTTTTGCTTCGGC
+CGGATTGCTTACTATGTCCGGATTGAGCTGCTGATGCGGAAGGTTAGCAATGTTACGAGT
+CCCGACCCTCTTCCCCTCCTAAGGGCTGAGGGGTCATACTAGCTAACGTCCCAACCGCTC
+ATGCTGCCACCTAGCTACCATCAGATTGCGAGATCCTAGTCCGATCGAGTGTTATGCGGC
+GAAATCTTAAAGCTGGCAGTAATACGACGTAAGTGAATTATGGTGCCGGCAAGTAGTACG
+ATCTTACGAGGAACTTCGAAATTTAACACCCGCAGGGGGTCTGCAGGTCAGGCTAGAAGG
+ACTGGTGCAGTATAAAGAATCCAAACTCATAGTCTCGTACATGCTATTCCATACAGCTTT
+ATTGACCCATGTCTATGTAATAATGTCCCGACATAACTTATAGGTTTACAGCTCCCCTGT
+TATGCGTCCTAGAAAGAGCTGCCTCCCTCCCCAGCCTTGGATATCCCGATTTACGGCCAA
+AAGTGCCATCTTGTAGGCCACGAAGATCGATCCGATTAGAAAAACTACTCTGGTCCAACC
+CCGTAAAACTGTACTAGCTATCTAATTGGTGTGGCTCCGGGAAGCCGACTGTACTTCGAA
+CCTGGGGTGACACCGAAGATGAATTGAAGTTAGACTATGTGATAGTCCGTAGTCTTACCA
+CAGCCGTTGCTCGCTCAATGAACGGTCTCATCGCGCGTAGTCCCTGTTTCGGATCCCCAT
+AAACTCGGTGTATCTCACATAGACGAGTTACTATAAATTATCCACATGCGGAATGCACGA
+GTGCTTTGAAGGAGTGGCAATTTCTTCAGTCTATCTATTGAATCCTTGACAGCCAGAACT
+TTAGCGGATTAGGCCTCATCGACATTGCTGACGCTTCACTCCGAACCAAACCTCGGGCTG
+TGATCACTAGATATCAAGACCCAGTGTACGTATAAGAGGCGGGAACAATGGGCAGCTGTG
+GCCTCTCGAGCAGGTACATGCCATATCTTTCGAGCTTCACGCAAATAACGACAGTTGTCA
+GGAGCGCGCGTATCACGGACACCCTCGGTAATGTTATGTGATTTCCGCGTCCAAGTCTCG
+ATATCTTCTCATCTACGGAGATGCGCTCGTCACCGATCGTGAAGTGTGCGCCGGGGCAAC
+AGCCGCGCACAAAACGCGGGTCAAGTACCTTCGAGGAGCCCTCCTCAGCAAACAACTCGC
+AACCCGTTAGTCCCGGTAGTATAGCATCGCCGGGTTATCATAACGGGTTCGGGTCAGGCT
+GGCGTGGCCATATGATAGCGGTACTCGGAGTTACTGTGGAAGCAGACGACATATGCAGGT
+GCGCTAAAATTGGGTGTGAAAGGTTAAGTTCGTTAAGAGCGGTCCCCAAACTCCTTTACA
+ATGCGTACCGTCCTTTATAAACCAATCTTTATCGTTTTTCGACAATTGCTTACGGACGTT
+TCCTCAACGAGTGCTTGAAATAGCGGTAATCGAGCTATTTCGCTTAGCCTAGTCGACCCA
+TCATGTTGGTCTATCCATTTCTCTGACTGGGTGACTGTATGGCCGGAGCTGAGAGAGCCT
+CCCACGTTGAGGGCGCTGTCTCGGGTCCTAGAAGATACATGCCGTTCCCACTTGGTGGTA
+GCTTAAACAAGGTGGTCTTTTAACTGCGTATCAGAAATAGATTGGTGCCACAGCCGAGGC
+ATCCAGCGACGTCTCGCTAATGCCCGGCCGGTGCCAGATAGCGTTATCCATGCCGGCCTC
+TGATCTATAGTATGGAAGGATGGGCGTAGTGCTTTTATTACGTCCCCGGGGACTGACCAT
+GGCCTATAAGGATGGACTAGGTGGACGATGACTTGGGGTATGTGAGATGATCATCCCTGC
+GAGATTGCGGACCGTGTACACCGTTTGCTGTACAAGATGCTATGGAGCAGGAATCGTGCA
+GCCAGGTATTTTAGTACTATGACTGGCACTGTCGAGATCATACACCGCAGGACTCAAGCA
+CGTGATAGGGCCTTGCTTCTCGGATGGAACACGGACCACATACGTACATATGCAACCAGT
+TTGCGTACCTGACGGGAAGCGCTAGCCTCTTCCCATTCGAGTCTTTCGAATAGGGCGCAC
+AGGGGGCGAGCGAAACGCGCGAACGCTCTGCGTTGCGCGGGGCAAGGGATAAGAAAGTCT
+TGTTCCTTCTGTCTGGCAATAAGAGATTTTTCGCGGGCCATTGCCTATTCTCCAATTGGC
+ACTTTTCGTGTGAATGAGCACCCGCCGCACTTGGAGTTGAATCGGCGAACGGGGCGAAAG
+ATGAGCAGGCCATTACGCGCAACACTAGTCGAGGCTTAACCCAATACAGTACCAGCCATT
+ATGCCGCCGTTCTCCAGCGCTACTACTGCAGCAAATAGAACGCACAAGTGCGATTCTCAG
+TAGGCACTAGATCGTAATACAAAGATTCTAAGAGTATTTATTAAACCAAGGGCACCTTAC
+TTTTCGCATTCCGCATACGTACCGCGACCACCGGACAAGCCACAGGAAAGTTTTCTTTAT
+TACGCGAGGATCGATCGTCCACTATCAAAACGGAGTCTCCGCAAGTACAACTAGTCTACT
+TTTATGCCGCACTAAAACCGGGTGCCGACCCGGTGGATTGTGAAGGGCAGCCCTGCTATC
+ACATAGGCACACCAACCTGCGAATCAGCCGGCACTCCAAGTAGCATAACATATTGCCGGC
+AAGCCTTACGTACAGACAAGTTGGAATTATGTTTTTTGATAACTTCCTGATAGAATAACA
+AATATAGTATGACTAACCTTATGCCACGCACCCGCGACATCTTACACACCAGTTAATATA
+AGTGAAAGGGCCGAAAGAGCAGAATAACAGTGCGTGTGCCCCTCATAGAAGGAACCCAGA
+AGGCTGCTTAACAGCTCATCACGTATCGTGAGCTCGAAAAAAACGTCATGAGATCTGAAT
+ATCGTCAGGAATACCCATTCATGCAGGAATTCCAATAAGCGTCTAGCCATCCAATATTAT
+ATATCACAGACGAGGAGATGCCGCCTAATCTGCGTACGAGTGATCAAGACTCAATCGCCA
+ATCCAAGGGCTTGGATCATCTGTGATACGGGGCCGGATTCCACGACGCGATACATGTGCG
+TATGGATGGCCTCCTGTGTGTTTTATAGATATCACAATCACCATCCAACCTTGGGTGAGT
+CTCACCCACCCGCACTCAAGTCCACCCGACTCACCAGTAGATCCTACTTAGTCCTAAGTG
+TGAGCGGCCGAAGGGGAGGGGCCGTATCGGGCTGTTATGACGACTACTCTGTCCACCGAT
+AATTAAGCAAGTGTGACAAAGCCTCCCTTATGGAATGTATTTAAGGCTCCAGCTACAACA
+CTTTGATGCTGAAATCTCGTGTCAGGGTGCGAATCCATGACGGGAAGAACAGTCGTAATG
+TCGAAAGAGTATGAGCGCTCATGTAGTCAACAGTCTCTGACTCGACTAGTTAAATCGGAA
+TCCCGGAGTGGTGCCGCTAGCAACCGTATCGGTCAAGGGGGTAATTTGTTGGTGGTGCCC
+GGCTCACTGCCTGATATCACCGTATCGATGTAGATGTCTCAATACCAAAGCCAGATTACA
+CCAATCTCCGTAAACAACGAAATTTCCTTCCCTACCCCCGCCCCCCTGTAAGAAAGAATA
+AAACGGCGGCTCAAGGCTGCCCGACGACGCGCAGTCAGTATAAGAGAGAACTATTAGGTC
+CAGGAAATTAAGCCCTTCGTGGTCATCCTGCCACGTATCCATAGGCTGACCATGACATTT
+TTACTATAGAGTAACCGCCGAAACAGCTACCGACTCACGGTTATCCACTAGGGATCCCGC
+GCAGAATGTCTTTTACTACTTCCAACTTTTGTCCCTTATCGAACGAATAGGAGTGCTTGG
+AGGAGCAATGTAGGTTAGCCGCCTAAAGCTTCCCAATTATCTACCGAATGTGGCTAGTGT
+ACGGACGCTAGTGTACAATAGTGTCAGAGATTGGAAAAGTTGAGAGGCGGCGGCGGGGCG
+AGCAAATTTGCTAACCGGTACCCCGGGAGTCTACATCTTTTCGGCTATCAGGCGCTATAC
+TATTACTAGCGAATCTAAGTAGGACAACATCATAACTTACTATACCTCTTCGTCTCGTGG
+GACCAATCTACTATGTTGCTAGACATTTGCGTCGTCCGGACGTTTACCACACTTCGTTGC
+TCGACACTAGACGAGGCGCTGTAGTTTCAAGTCGTCCTATTACAGGAAGGTTCGTCGACG
+TGCATATAAAGACCGGCATGTCCTTGTGCACCTACCAACGCAGTCAGAGGTGAACTGTAT
+TCTCGCCAGCCTGTGCCTAGAGACAGGGACGGAAGCCGCTGATACCCCGTCAGTATCCTA
+CTCTCAAGAATGAGTTCCCTAGGGGGGTTACTACTAAACCACGATCACTCGGTTTTCTGC
+AAAGGTCGCCGGGGCACTTATAAGGGCAATTCACTAGTAACACTGGTCAAAAGTGTTACA
+CCCATGGTATTTGAATCGTTGGGTCTGAACCCGACAGCGAATCACGGGATGAAGGCACAC
+GCAGACAGGGACACGTCTAACACTCGGCCACACGTGGTGGCTCAGCCCTTTGTTGAACGT
+TACCACTTACATAGAACGGTTACGGTGGCGAATCCAAACTGGGAGTCATAAATCAGACTC
+AATGTTGATCTCTCATACCAAATTACCCAAGAAAATGCGTGGTTAAAGAGTCTGACCTAG
+TAACTAGCGTAACAAGTAGCTGCATACGGGCCGAACGGCAAAAGTCGTCGTTATAACAGG
+GACTCACGACCCCCTATTATCTGGAGCATCCAACTACGTCGCAGATCGTACGTACTGGAA
+CGAAATCTATTTTTAATTTTCACGCATTCTATGCATTCTATAAACTCCCGTGCCGTCGGT
+TCTGTATTGGGTCGGGGCGGTACGCATCCAGCAAGGGCCCCCAGTGCTTGTGGATGCACG
+GTAATTGAGGAGTAACCAATTGGAGATATAGGCGTGACTTGCGGGTCTGCTTTTCATTTC
+CCAGTACCGCCGCATAAGCGCGTTTAGGCAGACCGGACACATATCGCCACTTTCGCCAAA
+GTCAGTCACACCCGGATAACGGCTTTCCGTCTTTGAAGACTCGTTGCAAGGCTTCCACCG
+TATACCCATTTCGCAGATTACTTTGCTGCACCTCTAGGCCGGGAGCGGATTACACTATGA
+TCATCCCATAACGGGGTTAATGTCAATGCACAAGGATTTAATGACACGGTCCACAAGGGC
+GCTGGATTTCTGATCGCGTGGTTGTAAGCACAAAAGCTCGATTAGGAGCGATCCCTAATC
+TAAACGATTGACTGCCGGGGAATAGTGTTCTCCTTACTACTATGATTTGATAAAGTGCAT
+ACAAAATACACTGGGACTTGCATTAACCTAGGTATGTCGATAGGATAGACTTTCGGACTC
+TCCTTACCACTTAATTCGGACCGAGCACACGGCATTAGCTTTCAGCACGGTGTGACCCCT
+GCCTTACAAGCCCGAGGAGCCATGGTGCGTTGGATTGAATTCCAACCTTGGACATATCGT
+AGAACCGTTTAAAATGCGACCAGAAAAATACCTTAGAAGGCCGGGAAAAACGTCTAACTA
+TTCATGATGCTGATCATAGTGCAAGTGATTACTTTTCGGCTCCCGTTGCGTAGACTTAGC
+AGTGAGGTACCAGAAAGGGAAGGCTGGGTGTGTCGCTGTCCTGGCCCAGACATAACGCCG
+AGTTACCTTTGTAGATTGTATGTACTCCATACCTTTGGACTTGCCTGTACAGAGCTTGTT
+TTTGCCACTGATGCTGCCTGTCACCTGCTTATATACGACAGAACCCCCGCCTTGCCTAGA
+TCCTTATCACCGCCATACCCCTTTTCGCAATAGGCGGGGCAGACGTTTATCGTGAGTCAT
+CTTACCTTACAACAATGATAAGGTTATGTCCCATCTAGCAAACGGTCGCTCGCAGAACAT
+GTGTCTACGGGAGGTTGTTGATCAATCGGGATATGTGACAGCTTTTCTGAAAGCTGAACG
+ATTGGGGGACGAGAGATAAGACTCCGAAAATTTATTATCCATGCGGGTCTCTTTTTATAG
+GTCCGATCGTGACCACATTACAGAGTGAGTTAACGTCAGTACATAGCCGGCACCGTACGG
+ACAAGCGTGCCATAAGGTTTATTTTCCAAGTAGTCTCTCGTCAGGACTAGGAGGAGATGT
+TCCTACCGAGATCTGTATGTGAGCCTGTTCTTGTCGGTCCAATTGTCAAGGGATGCGGCT
+CCTGAAGCAAGTCTACAGTATTATCGTAGGTCATCTTGGCCCTGATGCACTTTGTGATCT
+TCGTCGCATAACAATACGGACTAATCCACGATGTCCACGATGGTTCAATTACTCGTGAGT
+TTGTCGCGATAACCCCCTGTGGACGCCGCCGATCAGAAAGGGCTTTCAACAACTTTATTC
+GCGCTTTGCGAAACGTAGTGCTACGTTCTGGCTGAGTGCCAAAGTCCTCACCCACCTATG
+TCGAACGCTTGCACCATATGTTTAAGTTTTGCTATTTGGGAGACTCTAACAAGACGAGAA
+CGAGCCTGAGTCGGGTGCAACAATCATTGAAACGTCTATAAGAATCTCGACTCCTCTAGT
+AGGTTACCTTCGGCAGCGAAGCTTGGGCAATTCTGGGGGATAGCCAATTATGACGTTTCC
+TGACTGTATCCATTGTCTATGTAGGATCGTGCAAGATTCATCACTCGCGCGCTGGATCAA
+GCTCTGCACGGCGACAGACTGCCCTGGCGACGTGTTGCTTCTCAGCTACCCCGTAAGAGC
+TTCTCGGCCTTTGTGCATCGGAGTAGCACAGTTCGATCGTCCCGCCGGATGGCGGCACGA
+GTAAATTGATGCCGCTCCAAAGATGTCAAGGACCTGTTCTTGCATAGGCGTGATTTTGGC
+GGTATTAATTAGTCCTGTCTAGGGCCTGTCACATTATCGTTACGTCATGGCAGGCCCGTT
+TGTCAAGATCTTGAGTTTAAACAATATGCCCTTTCATGTGCGTATGAAAAGCTTTAACAT
+TTCACACAGCTGTTATGACCACAGTGATTGGCGCTGATTCGTCAATCACATCTATCTTGG
+TAATCGTTACGAATTATGACTCTAAATAGACAGACTTTGGCCTGCTGGAAACTATTTGCG
+TCCGAAAGCCACTCATGGTCCTATACGTTCGGTAATGCAGGAGACGGTAAGAACTAAGAA
+CGGGCAGGATGAGGTTGCCATGGCGTTTCTATGAATGCCTATTACATCTTCTGATCTCTA
+AAATAGACTGGTCACCTGCCGGTTCTTCGGCAACTATAACAGCCACCACCCCTGCTCGGA
+GGTCGTGGTCAATTGCGCCGTGGGTCAACTGTTGAACAAATCGGTATACTAGCCGCGCGG
+TGCTTTACATAACTTCCTCCTATAGTACCAGCTAGAATTGGACTAGTTATGATCTGTGGC
+CTGGCGATTGCACCTTCTCTCAGCCCTAATGATGACAATTCGATGCTAACGCTGATTCCA
+GCGCACCCACATGCAGGCAGAGTAACAAGTCTATAGGCAGATTGCTACGGAGTATACTTT
+ACTGCGCACGACTCGTCTCGATCATCCACAGCACCGTAGTGATTAGTTTTTATGCGATCC
+TGGACGTTGTAGGAAGACAAGTCCGAATGATATCAAATCTTCTAGATATCGTATCTTCCC
+CTTAGTACCCTTCAGATTGCGTTGGATAGCGTGACTTACGGGCCCATCCAAAACGACTCA
+AGGTTTTTTATTCAAGGCTTCGCGCCGTTAGTATGAAACAGGGCGTCTTATAACGACCCA
+GAACCTTAACACACTAGACGGTAGATTATCAACGTAATTCATACGCAATGGTTGTTGTTC
+CCTCCGTTAGCAATGGTGACTGGTCGGACCTCGTCGCCGCCATATGGTATTAACACACTA
+GAATATAATCTTCTCTGTTGTTGGCTGCCGGAACATCCGCGAGGGCCAAGGTTTATCCTT
+GCTATATCCGGTAGCCCGCGAACCGTAGAACTTCAGCATTTGAGGTCTGCAGCAGGTCAA
+GATGCTGCTGAGCCAACGTCAGTTGAGATCTTGCCGTTAGAACGTCTACAGCACCGAACA
+CCCTTGGTCGGCCTATGACATGTTGAGTGTTCAGCTAAAGGAACCATGAGTCCTTAAGAC
+GGGACGGGTTACCGTTACCAAGAGTCCAGCTTCAACCCGAGTGTCCTTGGTGTAGTGGTA
+AAGCGTTCATACGGCGTGCGGGGTCTGACGTCAACCGCGTAAGCGGAGTCGCAACGCCGA
+CAGCTTCCCGTAATCCTCGTGGTATAACAACTGTGTAGACTTCAAGGGCAAAGTAATTCG
+CACATATAGAAATTGCATCTTCTCCGTCTACTGTCGATACATTAGGCTTCACGACTGGAA
+GTATTTGACATCAATTGTTGTACAAAGTTGTCGTAGCGGATCCTGCGCAAACCGTTCGTT
+ATGCATTGTAGAGTGAAGCGCATAATTTATCGAGATCGGCTCCAAGAACAGGTGGGGCCC
+AACTTTTTAGCAGGCCCGAGAACTAATCGGACTCACATAAAGGGGCAAAATGGCTAGCAC
+GAAGCGAGGTGCCTCCTGCGATGACCTCCGCCGCTCGGGCGATGCGGGTGCATGGCGCAC
+TAACAAACCCGTAATGGATTATTGTCACAACCCGTCTCCTCCGAGGCCGGTCATAATTCA
+ACCATATGCCGTCCTCCTCACATAATAAGTAGACTCGTGATCAGAACGCCATTATGGTAT
+GGTATACCACTTACGTGTTTCTCGTGACCTGATGCAGCGAGAGGGGGTTCCGTGTACTGA
+GATGTTACGACCGCAATCCCTTCGTCGTGAAATAGTAATGCTCGATTATGCATTACTGTG
+CATGGCATTTGGGAGAAGCCTCACTGCTTATCATCATCGAGGGCTATATACTCCGCGTAG
+TGGGGCAGCGGGCTGGATAGGACATCGTTCACGAGTTGAAAGGTCGGATGTCCTCGATAT
+TCAGCGGGCCCGGAAGATAATCGTTAACCTGTCTATACAGTCAGTCTCCTATTGGAGAGA
+TTGCCTACCAGCTTCTCATCTATGACAGTGCATGGAATCTTCCTGGAGGGACGGTACCGG
+ACGGTTGATTTCATCGGGCATTCGGCGTGAACGGGCATATTTCACGATTCTACTGGGACT
+CGTGATTTTAGCACTGCTCTTCTCTTTATGGAGACAATATAGGTGGCCGCATTGTGCCCG
+GCGTTCAGAGTATATGATATTCCCCGTGGGCAAGCTTTCGATAAGTATCGGCGTAGCCAT
+AAAGAATGTGCTTGGGTCCAGGGGGTAAACCTGCTGTGCCACCTTCACTAAACGTGAGGG
+CGAATCGGCGATGTGTCCCGCACAAACGGCGGCTTACGAGCAGCCTGATGCCTGTATCCC
+GACTGACACACTGGCACAGTTATATAAGGTTGATTATAGCCTGCGTTGATTGATGATACA
+GCCCCCAATTTGACAAAATCGACATCGCTCGCATGATGGAGGGTAAGAGCTTGGGTCACG
+GGCCTTCTGCTCACACCAGTGCGTTCATTATATGTTATAACATTGCAATCGGGTTATACC
+CGGACCTAAATCATATCGATGGACGAGTCCCTCGAACGGGAACCTGAAGCGTGTATGATG
+GTGCCCCGATGCAGAACGGGGGTAGGCCAAGCCTCGTCGATTCAGGGTTCCCCATTCTGT
+TCTGCAACGGGAGAACAAAAATACAAATTGTACGGAGTTGGTTGTCCTTCATTCCTGGGA
+GCCACACATCTCCTATACAGTGGAAAAGTACCGCGTTGAGCGTCTCCGGTTGTGTCAGTT
+GCAGCGGGGTCGTAATTTTCGCAAAAGTAGCCATCAGGTACCGCAGGCGACTCTTAACGT
+TTCCGACTTGAATGTGTAAGAGCCGCATGCGTGAGCAGCCGTTGTATTTTCAAGAAACGG
+CTTAAGGGAGAATTCGATGTACAGCAGTGATCGAACGCCAGGTCTTTGCAGTGCATCATA
+ATGCTTGATGACCGGTGCCAAATGTATGCTGAATACCACCGGTATGGTCAAAGGCACCTA
+CCGGAAACATTATCACGGGGTTAGACGCCTGCTCATAATGAGGCCCAGTCATATTACATG
+TCTTGTTCTGAGCGTGGGCCCCTTGGAAAGTTATATATCATCCGATGCCGTTCAAGCGAG
+CTGGTGGCCCGCTCAATGGCGCCTCGGAAGACCGCCGCTGCCGCGGTGCACCCGACCGGA
+GTTTTGCATTGCTTAATTTTCGAGAAATAGGGAAACGCAATTTGCGGAGACGGACAGGGC
+GATTGCAGGTCCTTAAATACGCTTACATTTACTTAATACCGCATGATAGATCAAGACGGA
+GAATGGCGAACAAGTCAATACATAGGACCTATTGCTGGATATGTACTTCAGATCCATTTG
+GGATCGGACACGTAGCGAAACCGTTGTCGGGGCTCCTACAGAGAGATTTTGTTTAAGGTA
+TAAGGTTCAGACGAGGGATCAGGAGTCTATTTCCCTATTTCCCGGAGTCGATACATTCTT
+GTTGCCCCGCCCACCGGCTGGGGCTTGTGGGCGTCAGGGAGTCCTACAGACAATCTTTGC
+TGTGTTAGGAGAGCGTAGCCCGTATTTAAATCGCAAACGCTTCGAGCCACTGAAGTTAGG
+GTAAAGACGTTCTCATTGAAACTACTACTTTTTCCGGCCGAGATCACATATCGAGGCGGA
+CTTTAAAGGCTAGCCGGGGAGCCTTATGTGTAAGGAGACAACTTGATTCATGTTCTTATC
+CGAGGAACGATCTCGCGGGAACCAGACACAGTTGCAGCTGCCTCTGCCCAAAATGCCCGA
+AGGGAACGCGCGAACCGACTTGTTCTGCATGAAAACAGATAGCTGGGTGGTTCATTGGAC
+GTCACGTGAATCGGTTATCGTCAAAGCTGTCGGCACTATTACAGTAATTGTGGACTGTAA
+CTGCACTGCGCTCACTGCGCCAAGAATATGCTGCGCATGTCTTCTTCTAACCAATGCCTC
+TGTGCTTCCGTTGTTCGTCGCAGAGAAAAGGCATGGTCAAACCAATCATAGACCGTAATG
+TACGGGGAGGATGCATCTATCGGCAGGCATCCTGTAGAACAATAATTAACCACTGCGTTG
+AACGTACACCCAGGAACCAGACTAATAGAGCTCACGAATCCATTGCCGCGGTCCATGGGT
+GCGGACGGCGGCTCGCTTTAACCGCGCCCTTTACTGAGTGTGTTAGTGAGAACGACTCCG
+TAGTAGGTCGCTCCATCGTTTGACTTGTCCCGTTAGTTATTGACCCCTAACGCTAGGAAT
+CCCACATCCTTGTACCGTCGGGGCGAAGGTTGGCTTTTTTGGCTCAGTTGTACAGATCCA
+ATTCTGGAAGAATCGCTCAGTAGTACCATAACCCATAAGCTTAAGCCTCGGAGGCCGATA
+AACAGCCGATCACTGTCGAAATGAAGCAACACCTCTAGTGAGGATGCTACCTGTAGGCGT
+CCAGGACTAGAGGAAAGGGGGCTTAGAGCCAGGGAAAACCATGACATGTCACCCCGGTTG
+GAATGCATATTTTAAACAACTACTCTTAAAGTATTTGCACCTTTCGGGCTGGAGACGACG
+TTGAAGGCTGGACGTCAGTCGCGGGCATATGCCGGCCACATCTTAACGCACACAGGATTG
+AAATTCGTACTAAAGCGTATATTACAGTGGTCTGGCCCAAGGAAACAATCGACAGCCGCA
+GCCCTTGAAGCTACGTCGCATACTCGTTAGCGTGGAGCTAAGCTGGCCGGATAAATGATC
+AAGACGGACCACCCAATACAAGACGTTCTTCATGTAACCCTCTTAGCAACTGCGGTAGTC
+GAGGACTTCGTCGAGTTGAGCATGAGATCCGGGTTTGGTGATAACCTTGGGGGGCAGAGA
+AGAAGTGCAGACATTGCCCCTTAAGTGGGTGGACTGGAATGAATTAATGGGATCGAATTA
+TTAGGTGAATAGAGTTGATTCGAAGACACTTCATTACATCCACACTCTCGTCACGTGAGA
+ATTCAAATTCGGTAGAGCGGTACGTGAAGACTTTATAAATCTCTTAAGCTGCGGACGCTA
+ATAAGACACAACGACGCCCGGATGCCCGGAGCACACTTAATGGCTTAAGCCAGTACAGGT
+GGGGTGTGCGACACAAATAGCTCCATGCACTTACGTCATGTCCATGCATTCGGAACCCTC
+GTCAAACCTCAACGGTAAAGGATAGTGTTTATACGCGCGCTGAATTCGCATCGATTAATT
+TAACTGAAGCCCAGACCCACCACTAGGACCGCTATGAAGCCAAGCACTCAACGAGGCATC
+TCTAGATTCTGGAGTCAGTTACCGTTTTAGACTTTCAGTCGCGTACTACCTGTTTAAAGG
+GTCAGCCGTGACAACGGGGGACATTACTAGATCGTTCCAATCGACCGTATGTGTCTAAGA
+CTCTGGCAACATTGGGACTACCCGATCTTATAAGCACCCGACTGGGACGTATTGATATTA
+CACCAGCTATTTAAGATTTTACGGGCACTCCGAGTGACGCACACCCTTAAGTGGCACCGC
+CATAATCACTATACGCAGATGGCCTCACGACCCGGTTGCGACTTTTAGGTCACGGCCACA
+CACCTGCGGCCTCCGACTAGGTCAACATGTTATTGGATGCAAGCTTTTTCTTGGGTTTGA
+GCGTTCCTGCTTTGTTCGATTGGTACAGGTCGGCGCTATCAGGTGATCAATGGTGAGTGG
+GTGGTCCTTACAAGCTCAAGTCACGCCTCGGGTGAGCCCAGACGCGTCGCTTAATCAGCC
+TAGAGTAGTACTTCCAAGGGGAAGCCCTGATGCAAGACGCGGGATTCTTAGTAATCGTAC
+GCGACACGAACCGTCCCCCTGCTGGTAGTATGTCTCTGAAGATACTACTAAAACTCAGAT
+AAATTCGGACGCATACTCCTGTACCAGGCGCTCGATGATCGATAACCTTAAGTAGAGGAC
+CAAAAGTTCGAATCTACTGAAGCAGAGCGTATAATCCTGTCTCAACACCGTACACAATCT
+GTGACTATAGTGGGTGGCTATTTAACGGCCTCTTTGGGCTCTAATATAAGCTCTAGCATG
+TTCATGGGTAGTACTAGCCTGGGAGGCGGCGAAGAAGGCGCTCTGGTCAGTTTCGGTGGG
+CGTCACACAGGTTCGTGTAGTAAGCGATGTGCAGCAAATCTGAGATGCACGCTTATCCCT
+CGAATAACCGGTTTCAGTCTCTGACGAAGGGTATCTGTGCTCGCGCAGTACAAGGTATAA
+AACGCTCCAGCTGTCTGCCAAACGCGGCGCGTACTGTTACCGGGGGAGCTAAGGCGGGGC
+CATTCCGTCTGGGCGTGACTCCGCCCCCTGTTAATGTCACCTCGTGCGCTATTAGGGTGC
+CTGCAGGGTTGCTATGGCTGTCAATGATCTTACCGATATCCAGCCGCGGACACAAAAAGC
+CGATATCGGCATTGCTTGGGGCACGTAGGGAGCCGGCCACTTTATGTTCGCGCGAGCCCG
+ACACGTGCTAGACACAGGGGGGCTTTTAAGAGATTCCAAATCTATTGTCTGGCCTCCAGA
+AGTTTGGTTAGCATCGCCGATATTTACTTACAAGCACAAGGTGCAACTTTCGATTTCAAT
+GGAAAAGGCTGAGTATCAGTCTTCGCGCGCATTCGCGATCATGGTAATAGCAGAGGCACC
+CAAGCGTCGATGTTAAGGGAACGAAAATCCCGTAAGATTATCCCACTATTTGTGGCAGTC
+ATCTCGATCATGCGGTTACTCCATTGTGACGTCCTATACCCGATTCGATGGCGCTAGGCT
+TACGGAAGCCACACACTAAGGTTTGCTTCAATGTCTTATAGAGGGTCGGGGTACGGTTGC
+ATACTCGATAGCGTCGTCACGTTTACTCGATTCAGAGATGGCGTCCCGATAATATCGTTG
+CTTAAACCCGGATCCCTGTTTCTCTCAACAAAGCGCTATCCCTTAACCAGGGAGACGAGC
+GCTCAAAAGCCGAACAGAGTGATCGGACAATTGCAATCTATGTTACAATATCCAACTGTA
+GACGGGTGTCTCAGTCGGTCGTTACCTTTATTACGAAGGACCGGAGAGGCGCGAGTAGCT
+CTGTACCAACGACCTAGACTGCTACGAATGTAATTTTAACACACGCCGATTTGTCCGACC
+CTGAGGTCGCGTGGCACGTGCCGCGTCGAGGCTCAAGCCTCATGCGCTATGTCCCCGTTA
+TGCGGACCGTCCTTCTACCCCCCTTCGATCCGCTACGTGTGGTGGTCGTCACCGAGACCC
+GGAGTAACAGGTCTGCAGATGCAGGCCATTTTGCTCGCCACACAGAATCGGAAGGTGTCT
+GAGTTACCGCTACTGCTACTGGCTAAGAAACTCTTTTCGCCCAATCGAACGCAAACTGGT
+GCGGTGGAGTTGCAGCAGTCGGTCCCACGGCACGAAGCGCCACATGACTTTCAGATGCCG
+CCCCGTGACTTTATATTTAACGCTGTCAAGACCACTACTCTGCCGGTCTGGACGGTGGAA
+GGCTTATGCCAGGTAGTACTTGGCCTCGGTGAAGGTCCTAACTGGACGTTGTGACTGCAC
+GCGGGAGGATTTAGATGACAGCATGCCGAGGTATTAGTTATACCAGGTGGACCCCGTCGC
+CACAAGACCTCAAATAATCGGCAATGCTGCTAACGGGCGGGAATGTACGGGTGACACGCA
+CTCTTACGTAATCCAGAGTGCATAATTTAGCACTGACATAAGACTCCTAGGCGCAAGTTG
+ATCCTGCGTAGAAGGTTAAGGGTGGCGTAGCTCTGCGTTCCGACAGTTTAGCGAGGTTCA
+TTCATCTTCTAGCTTAATCATCATATTTTTTGCAAAGTGTTCGGGCAGACTGAAGGGATT
+CCATGTTGAAGCCGCGGAATAATGCAGGACTGATCCGTATATTGGCCGTGCAGCATTAAG
+TATTGCTGCACCGGCAGAGAGCTTCGTGGCGGTCGTGATCTGCTTTGGGGTCCAGGACCG
+GAGTCGGCACGTGCCCTGTCATACGCGCAGAGGGGACAATCTTAATGAATCCTGTTTTCA
+ATTTCCGCATTCCCGCATTCGCTTATCGTGTCCCATACATGTAAAAGGGAATCTTGATAA
+CTGGCGATTCCCTGCGGTAATCCCCCTGTGCGAGTCTACACGACTCGATGTGCACAAGGT
+CACCGGAAGCCATGGTTCGACGTACCCGTCCATAGTTCGACCTCAAGTGCAAACTCTTTG
+CTGGGGAATAGTCCTCATCTCGGTCTAGAGCGTTCAACGATGGGGGAAGAGGCTGCTAAA
+AATGTTACACCAGGGGGCTGTACCTCATCTTATCACCCAGATCGGTCCTGAAAGGTGTTA
+TAACTTAGCGGTCTGCACTAGCAAGCCATTGCTTCCCGTTGACAAGTTCGCGCCCAATGA
+TCGGCTAGTGCGCTCCCGATAGAGGGGTGATATAACGGCCGTTGACTGGGCCAACCAAGT
+CGACGGTCCAGTGCTCAGTGATAATCTCCTGTATCCTACGATTGTAACCAAGAAAGAAAT
+GTATTCTCGAAATTACCTGTAACTCTAGGATCCGTAACCCGACTAAGTCTACTCGTGACC
+GCATCTCGGTTCAATTGGCACTTATGACGAGCCAAACATGCACTTTAACTGTGCGCACTT
+TAACAGGCGTGGTGGCTCTTGCGCTACGATTTGGCCTACAGAAAAACTCACGGGTGACTA
+TGAAGCCGCGGCGGTGATGAAGAGGCTATCTGGGTGCTCTGAAATCTGTGCATAGGTGGC
+CCGCGATAGGGTCTCCAAGGGGATATACAAATGACGGGAGAAGCTGCCTTTAGGATCAAG
+CCGTGGGAGCACACCGGGAATCCACCTAATTCACACGCACAAATGGATGGACGCACTCGA
+CGAGTCGAATACTAAGAAACCCAAGGCTCGCAGCCGGCCCACCGAAAGGCCTATGACCGT
+CGTATATACTTCCACGTCCTTCACATCAGTGTACTCATCTGCAGCAAAGATTGATGCAGA
+GACGCCGCTAACACTTCCCCCTACCTCTAAGTGTGCGTATACCATATGCGTGATAAATGG
+ATCTCCTAGGTTTCATCGGGTGCTCGAAAGGTTGAACTGTTCAGGGATCTTATTAAACCT
+AAATAGTTATGAGGCGCGAGTATTTATAACATACTTATAACCGACGCCACCGGCAGTTAC
+GGCCTGAAAAGTTTTGCTCCGTCTCAGATCGATTCGCGATTGATCACAAACGCTAACCCC
+AGGACTCCTTAATACTATAAAGGGATCACCGCAAGGGGAGGAGTAACCATCTAAAACTGG
+GTCCGCGTCATACACTACCCCCAACGAGGGTCCACCCTGCTGCGTCGAGCGTCGCTAACT
+CGTCCGGGTTCCGTGGATAGATTGTGAAACATGCGAGTTTCCTCCTTTCACTCGGAAGAA
+GTGCGCTGTAAGCGAACATTGACCCCTCCCCCGTAAAACTCGGTATGTCCAATTGCCTTG
+CACATGCGCCCACAGAGATACACTAACAGCCCCAGCTAGAAAGCCCTAGAGTATAATCTC
+GTTCTGCTCGAAAACCGCATTAGGACAGCCCAGTTTGGCATAGTTCCTGACAAAAAAATC
+GTCCGGAGTGATGCATTCCCGATTTAAGGACAAAATGACAAAAGGTTGGAGCCTCAACCA
+AGCCCCATTTATCAGCAACTCAACCTCTATAACCTCAAAAATAATTACAAACAGGATATC
+TCCCTGAGTAGGGGCACGCCCGAGACAGGAGCATCTGACCTTGTAACTCGACACGTCCGC
+CCTCCACTTTTAATCAGTGCGCCTGGGGTATAGCAAGTCCCCCACCTCGTTGGGCCTTAA
+AACAAGAGGGGTAGGTCGGTGTCTATCATTTACCGCGGTAGTTGGGAGATAGAAACCGAT
+TAAGCACACCCTGGTTAGGTCCGCGAAGGTTGGCGGGACGCTGGGTCTGAGATTGTAAAT
+ATCCGCCTAGCTCTCCGCTCTTCTCCGCGTAACGAGGCGGGTTGGGCAGACTCACGCGCT
+ACATGCTGTCTGTACAAGTTATAACGACCGGCCTTGAGCTCAACCGGCAGGGAAGTCACG
+CCAGGCTTGAAGAATATCACAGGCAGTTGTCCTGTCTTGGTACCGGGTAACCTACGTCTC
+TAAAGTAAATCTGATTCTCATTGATGATGTTGATCTACAAAGAGATGATACCGTAGAGGA
+TCTATCTCTAGGTCTCACGCTAGCGGTCGCGCTATTTGACCGAACGCCGATAATCCCGGA
+AGTCCGCCACTCCCTCTTCCTACTAGCTGTCCCCGAAAATGACGACCAGTGAGATAGCCA
+AGTATGAATCGCAGTGATGAATTATGAAACGAGCGACAAGCCTTCGGACTTACGCAAGAA
+ACGACACACATCAGCAGTACCTGTAATTTACAGCTAGATGTACCTGCGCATACAGACGGC
+ATACTCGTTTATGAGACTAGCGTAGTATTGTCGCCGAACTAGCAAACGCACTAAAAGGTA
+GCTCCCTAGTCTGAGAGTGCCTTGTTACATATCGTTAAGTCCGGGTCTGTCTCTCTACCG
+GACAGGGCGCGGACCCTCCACTTCATCGGGCTTACGTGACTATTAACACACAGAACGGAG
+AACTACGGTTACTGGATTTTCGTGTCTATATAGCACGTGTGGCCCCAGACGCAACGGAGG
+CGTTTTCAATCCCCGATTCTGAAATTCGGAGTTTATTTTTCACTGTGTTACCGAGAGGGA
+AGAAATACACCATCAGGTGGCAGGGTATTTGTAGTACTGTTTGACTATGGAGATGATAAT
+CGTTAGGCTATGGTTCTTAGTCCCTCGTATGCTGAAAATGATTGACTTCTACACGTGCCG
+CTACCGACTAGGACGCAAACTCGTGCGCCCAGCCATCAATTGCACCGCACGGCGAATTCC
+GAAAGGCTTCGGGTATCGTGGTGGGCCTCTAATGTGCTACTATGCCGTCGGGGTGGCGAT
+AGTAAGCTGCTGAGTTTGCCTTACGGGATATTCACTGCAAGCCCATATCGCCTTTAAGCG
+GAACTTGCTCTTTTTTCAGTGAGTCCACTCACCGGCGACGGCTCTATCTAGCGCTACATT
+TCTCACCTGGATGGGGGACGGCCCAGAGGCTGAGTGCTTCCTAGCTGCAGGCGCACGTGT
+GTAGTATCCTGTAAGCAGTCGGGTAGTGAAGCGCGCCCGACTGGTGACTTGTACTAGCAG
+ATGGGGAACCATTATGACGACTCTTTAGGCATTCCATGAGTAGTCCGGATGGGGGTTGAC
+CAGCTACCTAATCCCAGCCCTCCAGATGGCCTGATGTGCGGGCTTGTTTTAAGAAGAAGG
+TCCTGCCGACTGGGGATCTCCCCAGTCGTGTATCCGTAGGAGAGTTATGTTAGCGTGAAA
+AATAGCCATTAGGCCGGGACCCCCGTTGGAGTAGGTAACCCGTGCAAGACCCGGTTTCGT
+CGCTTAGACCTGGCTGCGAAACAAACGGAATCCTATCTATTTGTACATTGCCATCAAAAA
+TTTCTCGCGACATGAAACTGGAAAAGTAGCCAGCCACGTGGAATGTACATTAGTTCCACA
+CCTTCCAGCCTCCCGTCGCGAGTATAGATACTGCTTTATGATCTCATCCTCAGGCTTTCA
+TCCTCGGGGAGAGGCACCGAGTCCGTGGGACGCGCGTGGCACTAGGTGGGTATCGGGAAT
+TGCGCAGTTCGTAACTCCTCCTAGTTGAGTTGAGCTTTTCATTAAGCGGGACCGTATATG
+CACGTGGTTGAATTCTCGCGATTTGTTGAGCAGGATGATACTAACACCGCGAAAACGAGA
+TTGACTGAGCTATGACTCGTTAACAAATCAACTCAGTCCTATCACGGCTTTCGTCGGTCG
+GGGTTGTTTGATTTCATCTTCAACTTCTTATATAACCCCTACGCCAGACCCATCTAAGCT
+TGTCTGGATAAGAATACTCGAACGCCGGCCTGCACCTTACACTGATAATACAAAGGCTGT
+GTGCGTACGTTCCAATGATATTTCCTAAAACTCGTTAACCCATAGTAGGGGACGCTCCTC
+GCAGGAGTCTAGTCGACACGCAACCGTGGACTTCGCCCCATGTTTAGGCCACCCGATTGT
+ATAGACCAAATGACCCAGAAGCATTACTTTATCGTGGGCGGGTAGTTTGTAGACACGATC
+GGTGTGGTGGAATCTTTGCGGGCTGTCTCCTCGTTATCCCTTGTCATGGATGGGATGACA
+CCGTCTGACTGCCATCAACTCGAATTCTACACGGCGGGTGTAGCTCCACCGCACGGGGGT
+CTTGAGTGTCGCATTCATCCCGGTTGAATCAACGCTACCTGGAGCACCGGAAACTTTACG
+GTATAAAAATATCGAATGTTGTGCCCGGGGAGGATCGAGGGATGAATCGGCCGCTGTACG
+CGGGGACCCTGCATTCGCTGTCTAGAGTTAGTGGTGCCAAAGTGCGGACGACAACCTAGG
+CATCGCCTTAAGACTAGTTGGTACATCGCGACCTCGCCCAAACCCGCATCTTCGCGTGTC
+AGTATGCCTCCAAGTAAGGGATATGGGTCTGCCGTAGTACGAGTGGGCGACCGGTCCGAT
+CTTCACTGTTACCATATCATGTTAAGAGGTCTGGAATTAGTAGCAGACACTCAACCGTGA
+TAAATGTTTAGTCAACACTGATGTGGAAGCACGACGAACTGCAAAGTCAGTTAGCAATTA
+CCATCAAACGAAGTTGTCGCGGTCCTGTAGGTACACACCGAGCATTGGACGGTACCTATG
+CTATGTAAGCGCGCAGCACGCTAGGTTGCCAACCTATCCCCATCGTTCACCGATATGCCA
+ACACTGACACGTACCCCTGGGGTTGACCTCTGGAAAGCTCTGAGCAAACATTCGGGGGCC
+GCGACAATCCAAGAAAAAGACTCGGAACGCGCGCGTAATTGAGCGTGGTGCGATTTTGGA
+GCTTGCTCATGCGGAAAACGTTGGTGTCCCAAAACACGTCCGACCAACGGTCAACGGCAA
+GCCGTTGATTGCAGGATCCTGTCATCTGCTTCAGAAATTAATTCGGCGCCCACTGGGTGA
+ACCAGCCGAGCTACGCTAGTATAGTGATTGGCAGTTGCTTCAGAGAAGAACTGATGATCA
+TGGAACGGGATAGACTCCCAAAACTCATACAAGACGTTCAGCTCGCCTACCCTGATATTA
+CGGAAAAGGACTTTAAGATGAAAGACTGCACCGGAGTGCTGAGAAGGCCATATCGAAACC
+CGGCTATGTGGCGGCTAAGTCCGCGGCTTATGTACGGCGCTATGGGTGGACGACCTGGTA
+TCCTACTTTCTACCTCTCCACCTCGGATGCTAATTAAAACAGCATCGAGACCACTGATCT
+CGTTGTGTCGCATGCGACTCTTTGTCGCGGTTCCGGTTGGGTGCCCTAGACCCCTGCGCA
+TTTAGAGGAGAAGTAACCCGTACACATCGCCTCCTGGTGTTTATCTCCGCAAGGCGGCAC
+ACGCGGACGCCCGTCTATCGAGACGCTAGCGATTTCCACTGAGCCCTATTTGTGTCGGAT
+ATTTAGAGTCGCCCCCTTCGTACTGTAGCCGAAATGTCGTACCACGTAGATTCTAGACAC
+TCTGACCATAGACTGGAAACCACAAGTGCGAAGTCGACGGACGCGAGCAAGGAGGGTGGA
+ATAAGCACAGGGTAGACTGTATATACACCTAGGCCCCATGAGACCAGGTGATCAAAACTG
+GGGTGTGCTTTGGGAGTCTAAGTCATGGATTCTTTGTTTGCGGAGTCTCACAGGCTACTA
+AGTAATGCCTATTTGACACGAACGTCCGTGATGGCCAATTATCAACCGAGTTTATTGTCG
+AGTTATACTAGATGTGAGGCAAGGGGTGGGGGCTAGGGTGGTAACAATTCACCATGCAAG
+CCGACATCTATCTCGGGCATTACTTCTTATCGGCCGATGGAAAGCTCTGCTGGCGAGAAA
+CATTCACCCATTCATACAAGTTAGGAGGTATGGATCCTGACACTAAATTCTATACGGCAA
+TTTGTGACTGCGATCGTGGGCATGTCGGTGAGTATTGCAGTCTAAGCACCTCGGACAATA
+GCATTTTAACCTCTGGGTATACGTGCAGGCTCCGAATTTTGCTGTTTCAACCGATGAGAA
+CAGTTATTTTAGACGAGGCAAAGGACCAGACCGGGTGTGTGTTGAGAATAGCCTTCTAAA
+GACTGGTGAGCGTGGCTTAGCACAAACCCACTGTATTTCTATGCCCGGTGCAATTCTAGG
+AGAATCCCGTTTGGAATAATCGTTGGGTTCATAAATCATTAACGGATATCGCGCTGCTGT
+GCATTGTTCGCTAGCTTCGCCCTAACTTACTTTAAATATGTACATGCTGACGTCACAGCA
+AAAGCTTTATTTTCCACATTCGGGGATTACCGGAGGTCAAAGACCCCTATAGTCGAGACA
+ATGTTTACAGCGGACACCATGCACCCAGGTATATCATATGTATACACGTGGTCTATTTCT
+AAGAATCCAGCACCGAGGTAGCCCCAAGCGCTTACTCAACGCCCTTTGGATGCCGAATAC
+AGTTTCACAGGTTTGGACGGTGCTCCTACGAGTTCGTAGTGGTCACGTCACATGGAGTGA
+ATAGGTCGTGTCAGAAGTTCACTAAAGGTTCGGGTGATTCAGCGCGCGGGCCCACCCGCG
+GGGCTCCTGCCATGAATAGGCTGTCTTTTAGAATTTACCTGCACTGTCGTGGCGAAGCCG
+AGTAGTTGCCCATATCAAAAAAGATCCCAGCAGAATATGTGAGCGGCAATCTGTCTATGG
+GCCGCTCGCGCCGTAGTCTCGAGGACTGACCCCGGTTCGCGGCGCTGTTACTAACTCGTG
+CTTCTTGTCAGGGCCTGGAGATAGCAGCCCCCTCCATTGTAGGCCAATTAACCCCATTCT
+CACTCTATCACTTCTAACATAAAGACCGAAAGCGTGGACGGGGGTAAGAGCAAAGTACAC
+ATGAGATAAATTAAATATTGGGATGTTCCCCAGCGTGGGCTTCTTACATGGGCGGTGGAG
+GTTAGTTTCGGCATTAGAGCTCCTACGTTGTGAGTATGGTGTGTCTCGCCGTACGGAGCC
+TCACTGATGTTGAGAAATCCGCCTAGGATTTTCATTTACCTCATGCAGTCGAGAGGTCAC
+CACCAAACAGTCTATTTTAAATTATAAGACCATCGGGTCGTTCTATCACCGAATCGCCCA
+ACGCTAACGACTGGGTCACACCACGATGATCGTCCGGGCCACAGCGGGGGTCAATGCTGG
+CGGTCCCTTCTGCGGCGTTGCCACGTTTATCTAGAGCGCAACATTAATGGGGTAGAGGAG
+AGATCTGAGTAGCGCTCCCTATAGTCGTATTGTGAATAACCGTACGTCATCGTGAGTGGT
+GGTGGCCACCTCCGAACGACTAGCCTAGCTATTGCCCCGTAAGATCCGAAACGCGCCTTG
+CCCCAAATAATATTATGGTCACTGATTGTTGAATTGATGGACGGCACTTGTAACATAACC
+TCTAAAGGTACATTGGGGTGGGAGACTCTTGGTTTTCAGACATTTATCACAGCATCTATC
+CGACAAGCGCTAGTGTATCTTAAAAAAGACAGCGATAGACTGTCGAGCGTAAACTTGTCT
+AACAGGCTGCTTTCGATTCCTGAGCTTACATCGCACCGTCATGCGCACTTTGTGCATATC
+CACCCGCATTAGTTTAAGACGGTCCACCCGGATCTGGAGTTTGTATCAGTATTCAGGCAC
+CGTAGATGTAGCTTTACGCTTGCGTAAAAGGCGAATTTTACACAAAAGGGTTTCATAACG
+GTACCCACGCATGGAGCTTAGCCAAATCTGTAAGATCCTTCACCACGTCGTCACGGAAGT
+TTCAAAGTGCACCAAAAGAATAAAATCGGTTAGCAACATGGTGTTCATCGTTCTCTGGCT
+GCTGGACACGCCAAAGCGTTAGTAATAATGGTGTCTGTTTGTATATATTTAACTCGCGGG
+TTGCGAAGCACGTATAGATGATTGAAGTCTAATTAATATCCGCTTTTGCTACCTCTCGAA
+GTGGGTGCGCGACGGCCAAATACATCAATCGGAGGGGCATAGGAATAAACCGTGTGCTTC
+GGCGAGCGCGCTTATATACACCTCCCAACGCCCCGCTCGGTTAACGCGTGTTACAACGGA
+GTCTGTATCTCCATTACAATTGATCGGGCGGTGTGCTACCTCGCCCAGATATTCTCGTGT
+GAACCTGTCGCCTTGAGCGAGGAGGGCTATCTGAGCAGCGTAGACCGTTTGGACTTGCTT
+CTAAGCCAATGTTAGTGCAATCCGTCGCGAACCATGGGAGAGGCGATCCCTAGTCAGAGT
+CGACCCCGAACACCCTAACCCCCACAACGTGTGACTACCTGCATCATTCACGTCCATCAT
+AGAACAACTATTAGGATGACTAGGCCTATGGCTACAGGTTAGTGGTGCGACTGGACGCAT
+TTGGCAATTGCACGGTCCGGCATATATGTCTCCTGTCAGTTTAGCAGGGGAGACTGCCTG
+CCATCCGGTGGAGACAAATGGTTGTGTATTGGTTACTTTGGGATAATGCGAAGCGATACA
+GAGTCCGCAGAGCCTTTCATTTAATAATGGAGTACCTTCAGCTACGGACCAATGTTCCCT
+CTCTTCTTACGAGAGTGGCTATTGACAAAGGCGGAGAGCATCTTTGCACTGAATTCTTCC
+CTACAACGAGTCCGATGACGTCTTTAGGAAGAAACCCAGCTGTTAACTCTAGCGCATCCG
+GGTTTCTGAGGCTAAGATTGGGAAAGAAGCTATCTCTACCGGAAACAGTAGCAGGTACGA
+GGGCCGACAATCAGGATCCCCCCGGAAGGAAAAATATAGGGCTAAGACGCACCTCTCAAC
+GACCAATTTGATCACCTCATGGAAAGCTAATAAAATACCGCATATGCATTATCTGTAACG
+TGCTGTTAGCGTGGGCCCCCACGCTCATATCCCGCCCGTGACTGTGCAAAGAATCATTCC
+GCATGCCTCGATCTCTGCCCGCTCTGATCGGGGCCAGGAATTAGCTAACACATGCTGGAG
+CATAGGAACGTCCGCTACATGAAAGAGCATTGGGTCCGGCTGCACAAAAATTGTCTGACG
+GGGTGTCAAGTGCGTAGATTGGTGATGAGTACAGACGCCGTATCAATTGGTTCCCGGGAG
+CTGATGGTCGGAGTTGTACACTATTCACTGGCTAGATTGGTGGAACTCGGCTGGTCAAAT
+TTTATGAAACGACGTACTCTCCGGCGTGGCCTGGCGAGTCTGCACCATGGAAAGAGCCAA
+CCGGACACTGTACCCGAAGCTCCAGCTATCTGTAGCGGTCTGAGGTGAGGACCAAGCGGC
+CTTGTGGACCGGTGTCTGCTAGTGTGCTGCCGTTGAGCAGAAAGGCAGTATCACTACATC
+CACTGTAAAATGATCACTAACCGTTTAATGCAAGGCGCCAGGGTCAGGTATAAGTTAGAA
+GTCGAGGATTGGTGTGCATATGTCAGGCGGAACCCTGGAGTTCATGCAGGAAAGCCAGCT
+GGGCGGTAAAGAGCCATCTAGTACAACTCGCTCTGGCAGGTTTCGCCATGCAAATGCCCC
+GGGGCGCCTCGGGATGTCGCAACGCTGCCTTAATACCTCAATTTCAAAGAAACGCCAGGA
+GGAACGTTAGGTAGGTATAGCCAATCCTCGTATTAATCTGTTTCATCGGAGGTTCAATAG
+CCGCTGAACGCGGCAAGACAAGTTATCAGTAATCCGACTAGTGACAGAACCGGTTACCCT
+AGACCCTATCCGGCTCCAGATCGCACACCCCGTGTTCTGCCCGCCTGCAAGTCGCATCCA
+CAATCCCTTTTCACTGTCAGTCATACCCAAGATTATGGGCCGAATATCACCACATTGCAC
+AACTGGTTGGCGAGACTGAAAGTGACTAAGGCTTGTTGAATCTCAATATTCTGCGGCTCG
+CCGGCGTTACACCGGGAAACAAAGATTTTCAATGCAGGGAAGTTTCCTGTGCCCTCCCTG
+ATTACACTGAAAAACCTTTTGATTGGCCGTGGTTGATGTCCATATCAGGACCTGGTCGTT
+ACTACACCCCTTATCCACTAATATTTGGGCGAGACGATACTCGATCCAGTAACGGGGCAT
+CCGGGTAGGCAATACATGATCGCGCCATTGAACAGTGAAGACCACGGTTGCATGGAGGGA
+CATAGGGCCTCCCGACGGATAGCGAAACGCAGTGACACGAGTTTCCAGTTCCCCGCTCTT
+ATAACACCTTTCGGGGACATCTATCGTAACTCTGCTAAGCTCGGTTGTTGGTCCCTTCCG
+CTTGTCTGCAATTTTCGACAGAAGGCCTGACCGGTACTCGTAAAAGCCTCAGCGTCTGCG
+GCAAAGGCCATAAGAAACACGGTATCTCAATAGTCGCTCTGATTTTGCAGACCAAAGAAA
+AGTAGCTCCCGCCCGACCGTAGCGTGGGAGCGCAAGCAGGTCACCCCGCTAATTCGTTTA
+TTTTTTATCTACCATACAAGGGACGGTGTCCAGCATTAGACAACAAATTGTCATAGAAGT
+TACGTCTAGGCCTAATACTGATCCTTAAAGTGGACCGGCGGGCTCACAGAAATGATGAGG
+AGCAAAGACTGTCGCTAATCCACCCCCCGTGAGGTCCAAACTAGGCGCCATTCCGCGCAA
+AGAAGTGGGTAAGCGGTCGCTGCCAGACTACACGCCCTATCCGATGCCATCCCAACTTGA
+CAGGGCATCAGTAGCCCCGCGGCAGAATGTTGTGCTGACCGGATACACTAAGAAAGGTTG
+GGGTGATTCTTAACCGGGCAAAACCCTAGGTTGCAAATCTTATGCAAAGTTTTTCGCCCG
+ATCGGAAAGTGGACGGGCCGGTGCATGTCCTCACATCGCCTCAGGCAATGTGAAGGTACC
+GTGACAGGTGGCAGCGAATGAGTTATAACTGTACGGCTTTGTCGGGGTCCAAGTGGCTAG
+AACGTTGAGTCGCACGAATATGGTCTCGGACCGGAAGTAGGCGCAGAGTCGCCACTTACT
+TGTGGGGAGTACTCCCCATACGCCAGACCTAGCATCGGGCGTGACGTGCACTTGACCCGC
+GCGCATCGTTTCGTTCTCTGCCTCGAAGCACTTCGACCTTCTATCCCAACTGTACTAGCT
+GGGGCATGACACCTTCTCTACATTGACCGCTCTTGTCTGGACCCCCATGCTGCGTAACTA
+AGAGACGGAGGCCCGATTTCCCCCGTAGTGTAGTCTGTTAAATAGCGCAGAAACTAACCC
+CTCTGAAAGTTAGACTCGCACCAGCGGTTGATCCTGTGATCCATGGGTTCTCGCTACACC
+GACAATTGAGCGGATTTACCCGGCAATGTTTCTTATGAAAGGCGAGGTCGCTCTTGTACA
+CGTATGTGTCCGCGGCAGATTCGTACACTGGGGACGCTCTCCCTATGCCTCCCCACCGAA
+CGATCGTGTGCACATGGAGTGTGCTTCTGACGCCGCTGTGTCTGCAAGGCTTAACGCCTC
+TGGCGTTAGAAAGACGAAAGTCGTCCGCACTCCGTGACTAAGCCCGGCGGGATTCCGCAC
+CTCAATTTTAGTCAAAACCGAGAGGTACGTAGGCGCCCTCAGGCGGTGTCGGTGGCATCT
+AGGCGTATGGCCTGGCGGATCCGGGTAGCTTGTGGGAAAGTAGGGACGTCCGTAACAGTC
+AGGCGTCTACGTCGCAAGGCAGCCGAGGCTAGAGTTGGTATTATCGTCGTTTTGGAGAGC
+TCGGGACTGGGTTAGGTATATGAGGTCAGTGCATGACTGTCGAAACCGTTTTGAGTTCTT
+CTAATGGCTATCCGGGGGTTAACCAGTCCGTATCCGGTTCCAACATACAAAAAGGGCATA
+GGAACTGATTCCGATGATTCACCCCTCCAGGGTAACCACGACCTCACTCTGCATCTTGGG
+AGTAGTGATAATGTTGTATGAACGCAGTAAATGGATAGGCTTTGTCATGTGCACAAGCGT
+TAACTCCCAGAGTACTCCTTACGGACTGAACCGCTCGATAATTTTCCCGCGTTCACGAAA
+TCTTATAATGGGTGGGGCTTTCGTAGCTGGAAGCAGAACCGCGAATACTCACTTCGCCGA
+TTTTCTAGCGTCCTAGTCCGATGAGTGTCGCTGTGCCCCACAACGTCACGAACCGAGCCA
+TGTCTTCAGTCAGCAGTCAAGATCGCTCAATATGGCTAACGCTTCGCAAAGTGTCTCGGC
+CCACCGGCACTCTCGACCGGTTGTGCTGTCTCATCACAGATGTCGCGCGCCTTGAGGTTA
+GGTGTACTGGCACTTCCATTCGGCGAATCGGGCGTGGCACTGGCAGGACCCCTTTGAAGA
+GGCAGCCGGCGCCTGCCTGCGTGCCTAGCCCTGGGGTCAAACTCCCTAAACCTCTGCCTA
+AGAAACCTGAACAAGTCTGGCGCGATTCGTCACTTGGGGAATCATATCAGATAAAGCACA
+CACCGATCAGATCTTTGCCCCAAAACAACTTATAGTCTTATTTGGTACATTTGAGTGGCA
+GATTTGCTCCTATTGCACGTATGACGTGACTCACTGTGCCCTCCTTCCTTTACAGATGCG
+CGCTCATAGGCCTAGTACCCGTCATCTAGTATGATAGTGACACCAGCCTCCCCGAGGATC
+TGTTAGAAAGTGTGACCCGTTATTTCTTAGTCCCCTTCATGTGCTGCAAGCACCACGATA
+ATGGTTCATTAGGGGATATACAGGGCGTATTCCCCGGCCTGAGCAGGGGTTTCGCAGATG
+GCTGGTAATCTCAGCTACAAAACGGTGCTAAGTCCTGAAGAAGTGGAAGATACGATGCAC
+GAGATGTGTAAACCCTGACTAGATTCTATGGTAAGGAGGTAGCGAGGGCCCGCACGTGGA
+CTGAGACGCAGGCAATGTATCTGTCCCGCCGGAACCAACAAGCCCACGAACGAGGCCCAT
+AAGGTTTCGTGTCCTTAAAGCCTAAATGTTATCGCCTGGGGGTCATCTGCCGAGCTCCAT
+TTTATGACCGCTGGTTTTGTTCGCCAAAAAACCCGCTGGTGGCGGCGAGCTCCTATTGAC
+CTCACGTTGTACCCCGCTTCAGGTTGCCCGCACACAGCGGCGAATATAACTATCTGCGTG
+TGATTCTCTATGTAAGAGGCCTGGGGTCGTTTCCCACACCACGGAAGAGTCGTTCATACA
+TGTAAGCCCCCATAGGAGGCAGCGAGCGCGCACTTATCTTCACTCTGGAACTCTAACATG
+TCGTCGAAATCTGACGAGCGAAGACAGATCCCCGTCATAAACTGGAAGGGTCTTTAAAAT
+GCAGGCCAGTGTTGGCGTCGGACGGCAGGGCCAAACCGCCGTGGGCGCTACACTAGGCCG
+AGAGGCACATATTAGATCTTGTTACGTCTCAATAAGACCTGTGCAATCCTCAAATTAGAA
+TTTTTTGGATGGCGCCGCAAGTGTCGCGTAACAATTCTTCTTAAGAACTAACTTGGGTCT
+GATCAATGACCGCTGCGCTTCCTGTTGTGAGCTAAGTATACCTCATGTGTGCCTACATTA
+GAAATAGACATGAGACTGGGTCGACGCAGTGTTTCTGAGAAGCTTACGGGGTTGGAATTT
+TTGTCTGTTCCCGGGTTCGCTCGCTCACAAACTTTAGCCTATGGGGCGGGGTATTTGGGG
+ACGGAAGGTTCTCTCTTAGGTCCATTTACTGGCGCGGCGACATCTTATATCCCCTACGCG
+TCATGGGTCTTAGCTGACTAACGAGCGGGGTCAGCGTAACGTCAAGCAGAAGTCGGCCCT
+TGTATGAGCACTATTCGAAGCGTGATCCCCCTAGGTCAAGGGATTTTGTGGATGATATTG
+TGGGCAAGCGTAATGAAACTTACATAAATGCCAACGATGCGATTTCGGAGCCATCTGATC
+ACGGTGGCGGAGCGAACTCAATTAGTTAATAGTATCAGTGATACCTTTAGAGTGAGTATA
+AGGTTCATATACATTAAAAGGAATAAGTCTTCGGCGTGACAGCTGAGCACATAAAAGCAC
+TAAAGGGAAGCCCTTGTCGCGACTATCGGCGATTACTCTGAAAGGATGTCGTCCTAAGGA
+CCAGAGTTCTCGAAGAGCATTGTGACAGTGAGTCGTACAGCTCATAGACAGAGAATGAGT
+GTCCCATTTCTGGGTAAGTCTGAACTATAGCAATTTTCGGATTACTGCCTGGTTTGATGT
+AGCACTGGGTACGATACTTAGGCCTCTTTAACCCACCTCATCGATTAGTAACAGCTCTAG
+AAGGGATGTATATAGGGTTATGCGAGGGCGTAGACATTTGTCTAATTAGTAGACATGTGC
+GCACACCCCTCCTGAAGCAGAAGACCACAGCTATCTGTTGCCTTGTCTAGTGATATAACT
+TGTCAACAAAACGCAACGCCCGGCGGTTACACTTCAGATGTAGCTCCACCGGATCCGCGA
+CGGGTGAAAGGCTTGGGAGAAGGGGGGCAACCTGTGTAGCTCCTAAAGTTAACCATTCCT
+ACTCCTCGGTCATTACCTCAGTCCAGCCTGATCTTAAATGCGACAGATGTAGTTGCCCGA
+TTCATACAAGTCACAATTGTCGCCGCGGGTGTAGGAAATTTTTTCCTTCCCATGTTTGTT
+TCCCTAGCTATCCACTAAGCCTGTGAATTTTCTTGCTAACGGGCTGGGCGGGCCATGTAA
+GTCCAGTGCTCACACACATCTGCGTCTTAGCTTCCCGTGTGATAGATACGAAAACGGTAC
+CGAATAGCTTTTTGAAGGGTTGCTGGTTTTCCTCCAGGGACTCTTTCTCTCGGATCTTAG
+GCTAAGACGTAGGCGTCCACCAGTTCCCCTTCCATGCCGCCAGCTACGTGTTAGGCCTAG
+GATGTACACCGGCGTCGTCCCTCAGAGGCGATGGTCTCGTGTAGAGCCGGGTGTTAAGCT
+CATTGTCAGATCTAACTCATGTTAACGCTTAAAATAAACCAAGACGGTATGGTCTAGGCT
+AGATCGCTTACTTCCTAGCCGCGTAAAATTAAATTCATAGCCCTGGTTACCGGGTTGTCG
+TGAGGGCGCAGCGCCCTGATGACGGTTAACATGTCTGTCAGCAACAGGATTGCGTAATTT
+GGTGCAGCACATTCTGGTGGTGACGGACAGAAAGGTAGCAACATTCCGCACCGGCTACTG
+TAGGGGCGTCATCCATTGTGGTTCGCTGCAATTGGAGGATGTACAGGCAGTGGGAATGCC
+TAAAATCCCCGAAGGCTTGATACTGCAACTTCAGTTTACCCCTTGGAGAAGTTCCGCGAC
+CATGTCTCAAACCATCGTCCCATAGCTTCCCTGGCATGATGTTATTATAATTCCCCTCCT
+CGAGGTGGGGAGCTGTCGTACTAGCTGTCCTAAATATGGGACTGAAAATTTGGGGGGCTC
+ATCATTAAGAATGTACACTCGCTAACACTAAGGAAGTTAGACCCGTTACAGATTCGGGTC
+TTTTTGCTCCCCTATGTGCTACCGCAGTCGACATTTGCGCACACGAAGTGGAATTCGGGA
+AGGCTTGACATTGGAAGGGAACCCGGTTTATGGCGGAAGTGAAACTCGGTTCGCGGTGCG
+CGGGCATACCGAACTATACTGCCCGATCCAGCACGTATCATTAACGAAGTCCCATTTGAC
+TCAAATCCTTTTCCAACTGCGTCCTCCGCAGTCCCACAAATAAATCCCTCTAGAATGCCC
+TTTCTATCGCACCATAGAACTACAGCGAGTGGCACGTCGACCCCGTAACCACCAGAGCGC
+AGAGTGTTTCCGTTCTCGGGCTCCAGCGGGGGTATAGTAGATTCACCCAATTATCCAGCA
+CTTTCTGCATTTCGTCCTGTAGTGCAATCCCGCGAAGGCAACGGACGAGGATCTTCCAGC
+GACGTTGCTTGATGGAGCCAGAGGCGCCTATTGATAATAATAGTCTGCCACGTAGTCGCA
+GAGCGGGATTTCGGTAAAGAGGTCCTTCTCGTTGGGGCTAAATACCCACGAGAGGTATGT
+CCACGACTAGACGTAAAGCGGGATAGGGCATAAAGGATTCGCGCTAGGTTCCCGCGTGAA
+AGTCGCAGAATGAGATTACCGTAAAGACCGCCAACACCTCGAGACTTAACCAAGGACATG
+CGGAACGGACCGAATACCCAAATCTGTACAACTCCAAAACTGCCTGGCTGCCGATATGGT
+GAGTACGGTGTTACGTGCTTTTTTCAATGTCCCGTTTGGATGCATAATGAACGTATTGGA
+TGCGCGATACCACTATGCCCAGCAACACGACATTCGCCCTAAATTTCCCACTGCTTCAAC
+TAGAGGCCCAGCAACTAGCACCATAGCCGCGTTGCGGATGTGTGATAAGTCTAATTAGGT
+GCAGAGTATTGTTTACCACCAGGACGTTGCTGGCTTGGCGATAGCATACCCTATTCACAG
+AATCTGATTGCTAGAATAGGTTACCACAAAAAGTAGATGCCCATTTACGGGACACAATAA
+GACCAATCGCGGTTTGCAACCTTTGGCGGAGATACAGGAATCCTTCGATAACTCTCTGCG
+CGACGCGTCAACGCGTGGAGCTGCACGGCCATCGAAGGCAGATTTGTTCTACACATGTGA
+GGTCGAGTCCTCCGGGTAAGGGGCAGCGTGGTAGTGGCATCCTATTTTAATTATCAGCAC
+GTGCCTTTATTTCCTTTGTGTTTGCGCTTCAACCCTATGATTGCGTCCTCACTTGGGCGT
+GGATGCGAATAACCATCAGTTACTATCCATAGATGGATCCCCAAATTAGGGTTCACTAAA
+TTAGGGAGCCCAATGTACAAGGAGCAAGGGGAAGCCCCAGTTGATTCTGGACTTATTTGT
+AACTGCGGAACGGATTAGGCAAGCTCAGCCCAACTATGTTTGTCCAAAGACCGATAGAAA
+TGCTGACCATGCTCGGGTGATCTGTACTCAAACCGGGGCTAATGTTCTTCTACATTGCCT
+TCAACGATTGTGGAAGGTCGCGCATTAATGATGTCGTAAAGGGGGCTTAATAGGCACGCC
+CAGGCTCTCAATCTAGTTAGGACGAGCTGGATCTCTGACGTAAAGTGTGATTTTCGTGCC
+TACAAATTCAAGTAATGATGCACAACGGAGACGACTCCATCTCGAGAGACGAACAAGTGT
+TAGGTCATCATTAGGAGGACCTGATCTCCAGTCAAAGTCACGCGATAACATGCTGACTAA
+GAAGTTGGTTCCGTCCACGGTCCCTGCCCGAATCCTGGCACGTTTCAAATCCATACAACA
+TCAAGTTACAACCGTCTGATGGTGGCAGTGATAATAATCGAGATAGATCGACCGGAGCTT
+GCCCCATCTGTCCCCTGCCCCCGAGGATATGTGGTAGATCAAATGTCAAACAACTCTCGG
+CCCTCGGCTGCATCTTTGAATACAAGTTCCGGAAAGGTTGGTGGAATGTAGCGAGTGGCT
+CATACGCAGACTGCCTAGGTTTAGCGGCCCGGTCGAGCAAGGACTACGCTGATTTAATTA
+TTGGTCTCTGCAGGACCTTGGGAAACTCATCGACGCGACTTAACATGTCAACACCACAGC
+CAGCCCTGGACGCGCAGCGACGCAATCGGTTTACCTCTTGTAATCTGATCATGGTCTCCA
+TTGGCAGCTTGCATTTGTCTCCATTGCGACAAGGCAACCCCCAGGCTAAATTGAGCCTTT
+GAGTACGAACTTGCTACCACCTTGGCGTCAGTCAACGAACCTGTTAAGGGACCTACTCAG
+TTCGATGACCCTCTATACTTTCGGTATTGTCTCCGCCCACTAACCTTAAGCCAAAGGTTG
+CACGGGCGATCGTCCTGAAAGCCATATTCGGCAGGTGAGGTAATCGAGGTGCATACACCG
+AACAGGGGAAAAGCTAGACGTACCTGATCATTAGCGGCGAAAAGCACGTCCTGCTCTGGA
+CTATTACCATGCTGGATCGTACACCTGCTCTTCCAACACTGATTATAACGCAGGTATAGT
+TAATATCTACAACTCCAATTTTGCCGCCTTTGCAACCTACTGTATGCTGGGGGTCAGGCA
+TTGAAGCAACGATAGTGCTAAGCTGCTATCCTAAGCCGATTCCCTATGCCTGCGTCTGCC
+GGTAAACACTATACAAAGACCACCCTCAAGGAATCGCTGTCCTGACTCCAATCTTTTGGC
+GCGATCGCGCCTTAGAGTGGCTCGCAGACCGTGTGAGGGATCTGCGGGGGAATCAATACT
+TCATAGCGTAAAGGTTCTATGTGGGCCCCCTCTCTATAGAACGCAGGGGCCAACAGATAA
+TCGGTCGTACCGCAGCCACCTCTAAGTTCGACTGACCGTCGGAGCTGTGACCTCTGTGTT
+AGATGCTTATTACCGTATATGCGAAGGGACCAGTGCTTAATAATATGTCCGGAAAAAATT
+TAGGTATACTGGACGCGACCAGGAAGTGCTCATTCTTTTAGCATCAAGGACGCTCACGTG
+CACCATCCTATGTCAGTACGACTAGGAACACTTCTAGACAGACGCATTAGCGTCGATCAT
+ATTCTTATACTTGGCACATTGACCTGTTAACGATCGGAAGAAGGCGTAGCAAATTTGTAT
+TGAGACTAAAGTCCGCCTATGAGCGCCCGGCAACCCCCTTCTTAGAAAATGATTCTAGAA
+CTATGACAAACCGGCTTTTCTAATCGTGGTTCTGTTGTCAAAAATGGTCCCGGAAAACCG
+ACGTATACTCTGTGTCGTAGCAGAGTCAACGGATTAAACCATGGGAACCATCGGCGACTA
+AAATCTTGGACGTCGGCAGCGCCTAAAGACCATCAGAATCTAAAGCGATCCCGACCCCAG
+GTATCGAATCAACCAGCATGCGGCAACTCTCCGCAACATTTCAACTGATAGTACCTAATA
+TGCGGTACGCCCATGTAAGCAGCGACGTATAAAATATGTGGAAGTCGACGTTCAATTACT
+ACGTTAGGTTTGGAGAACCGCCCTAGGGGGACATGACCCATACACGTAGAAAATTGCCCT
+CGTTTAAGAATTGAGCGCGCGCCCAGGATTACCATAACGGCTTCCCCTCCGTTGTAGCCA
+CCGGGTAAGTAAAATCCCGTTTGAGGTCCAACCCGATATGGGGGTATAATTGTGCATGGC
+ACCGGAACATAAGATAGGGCTCCAGCGCATGAGTTAATGAAAGCCCTTCCCTTGTGATTA
+TTAGAGGGACCTGCAATCTGTGAGACACAACAGTCCATATAAACGAGACTCAGGGAACGG
+GGAAAACCACAGAATATGCTAACCCCGAGTAGTGGGCTTCGGACCTTTGTGGTTGGACAG
+GACAGGTGTGTATCTTGTACTTTAGTCATGTATGTGTCTGGATCTTGGTCGCAGACTTCA
+CCGGCTGTGGAGAATAGAAAAAGTGGGTTCTAATTATTGATTGGACGTATCACCTTTTAG
+GCGAAATCTTTCTATGTATGCGAGGGAGAAGGAAAGCGCCGCTGTCTAAGGCTTTAGTAG
+CTGGGTGTTAGGGTATCCTCGGCAGAGTATCAGGTGAGAAACTAGAACCACGAAACAGAC
+CCTCAGCCGACCTGTACGGATTAACACAGCAAATACAAATGTGACCCTCATAAATGCGTT
+GGTTGTAACCTATTAAACGAATTGGGCTAAGGACATTTGCTCCCATGAACTCGTTGCTAG
+TATAGTGGGGGCCCGTCTGTGTATGGCCAAGACTAGCCATTCCTATGAATTCTGGCGTCC
+TCGTATAGTTTTTGATCCTCCTATCCTGATATTATGCGCTGTACGGGTGTTATACGTTCG
+TGTCTATCCGGGCATTTCTATCCTCCATACAGGTTTAGCTCCATGATCCACTATAACTTC
+CTGGGCAACCCAAAATAGCGAGTATTCAAATAATACAACGCCTCACCATGCATATGTTCC
+TGTTATCGTCCATTATCTGGGAACAAGGTCACCGTTGCGCCACGACAAAGTGAGCACTAG
+AAGTCTCGGGTGCTAAACAGTCGATATATGGCGCAATCTCAAGATGTAAGTCCAATCATA
+TTCCAGTGGGTGGCTCAGGGGTGCGGCAACATAGGCCAAACTCTCGGGAAACTTTGTCTA
+TTAACCGACTCGGTATTTCATTATGGGCGCGGGTGGGGTAAGGATAAGCTCCCGGCCACG
+CGAGTCACCCAAAGTTTACGGCCATTCGGATATAGAAGAGTATCGAACACACCAGCATCA
+TTGCAGTACATTTTCCTTTCTGTCGCATCGACATGCTTGACGAGGCGATGTCACGCAGGT
+GTTCTCCGTGCGCCACGACCATCTCCATCTATATCACCTCCCATACGCGCTCAGCCGGTG
+TAATCTATCTCTCACGTGTCTCAAATACTGCCCATCCACATGGCTGCTTACTCTAACTGT
+CCACTGCACGCGTGAAGCGGTAGCGATATGATTATTCATGACAGGTCGCTGATGCCTGAG
+TTGGTTGGAGCCCAGACACATTGTGCCCAGCCGTCCGGTGTATGGCAATTAATCATCTGA
+AAACGCAGCCACCGGAAACTACCGTGATAGCGCGCCGTCGCTGGGCCAAGCCAGCCGTAG
+GCCGCAAGGCGCCCGCGAGCTGGTTAAAAGGCACACTCTAGGCCCGTCTCAGTAATCACA
+GAGTTGGTTGCCTTACAAAATGTACAATGTACGCTGATGGACGATGATAGCTAAGAAATT
+ATGACTCCTATGAGCGTCTAGGTTGTACCCTTAAGGCCTCTCGACCTTGCCATGCTGTCC
+AATACCGATAGCTGTTATGCTTCAGGGGAAGGAGCTGAAACGTCAACTGCGCCCCTCCCC
+ATTAAGTCCGCGGACTTGTAGGGCGTAAAGTCGGTCCCAGCAGATGAGAGCTATGGAATA
+ACGGCAGGCCTAACGACGTTCTACAATAGTACAGGTATTGGGTGTGTTAAGCAAGAGCTG
+CTACAATAAGTAACAGCAAATAGATGGAATATTGTCGCACGGACGATCACTCATTCGGAA
+CCCCCATCCGAGTAGGTTATAGTTAATTGTACGTCTACAATCCGAATACGCAACGCTTGT
+CGCCGACTGGAGAGGCCCCCAATACGAGAGCGTGTGGGACATGATGTCAGTCATGGCATA
+CAGTGACGGTTTAGCCTGCGTGAATGGTTTTACTCGTCCCGCCGGCGGTGAAAGGCACAG
+CTTAACAAGGGGTTAACTCCGTCAATGTTAGCGGTAATGTAAATAGTCTTGCAGGTCCAG
+AGGTGAAAGGAAAGACAGCTGTTTGGCGACTCTGAAGATACATATACAACCGGATTGTTC
+TGCTGGACCGCGGGCATCCCCAAAATAACTGGAGCCGGCTAGACTGTTAATGTGTTTGGG
+CAGTTTGGGGCGAAAAAATCTTACACAACGGAGGTTAGCAATTGCTCATTCCGTGTTTCC
+GAGACGGGGACAGGAGCGCTGTGTCAATGGCACCCTCTAATCTATCTGCTACATCTCCGA
+CGTAGCGGCCGTGTCGTCAATTGCCCGTGTGGCCGTTAACATCTGCAATGGTTATAGGTT
+ATCCAGCCGTATATATGTCACTACAACCAATAGGGCGAAGAAGGTTTTGTACGGAGGTCC
+CGAGGCCAACTGTATTTCGACTAAAATCATCTTGCTGTCAGGGTTAGCCGACCACCAGCC
+AGACCTCTGACAAACATTACTAGAACGTTACGCTTGTCAAGTCCCAGTCAGAGTTCAATT
+ACTGATTGGCGGTTTAAGTGGGCACTTTGCACGATGGTCATAGGACGCATCTCGCGTATC
+TAAGATAACGGTTCATGCCGACGAGGATGTGGGTCTCCTGGCGCCGGGAACATCCAGGGG
+GCTTTTTCTCAGCCAAAAGGTTCACTAATAGGGACGCTTTGCGACGCCTTCGCGGCGGTG
+TTGATTTCGCGCATCTCCTTTCTAGAACCCAACCCGGACTTGCCCATCAGCAGGTGAATC
+AAAATTACCCTCGTTCAACAGGATTGTCGGCGGGTAGTCCCTTTCAGTGCGGGACGAGAC
+TGTCTAGTTTATTTACAGCCGCTCTCCTACGATCGTCACATGGGACGTGTCTACATGCCT
+TGGGCTATGCCCAGTATCCTGATATCAGCTATGCCTGAGAGGTGTTTAGATAGCAGCGTT
+GGCTTAGTGACATAGTGAATACACTTCCAGGCCAGTCCCTTGGGGATTACAATTCATGCC
+CCACACGAATAAACAAGTTGCAGTCTACTGTAACTTACGACAAGTATCCCGAGAGATTTT
+GCCTGATACCTGGCTTCCCAACTGAGAACATGTCCTGGCTTTGGCCTCTGCTGCTCTAGA
+TTGAGCTAGGGACGCGGATCGCCTGGTTGTGACAGAGACTGACCTAATCATCCACCGAGG
+TGCCCTATCAACGCTCGTCTTCGCGCTGACATTACTGGTGCTGTAAAATCTCTTCGCGGC
+GCTATGAGGCCTCATTTTATTCTCCAAATCAATGAATTCATAAGGCTTGGATTGCGGCAA
+GTTTGGTAAGCGATCCACCGGCCAAGTGGTCCTAAAACGATCCGAATCGAAGTGATCCGC
+AAATATGATCTCCATGTTCAGGTCCAGGAAAGTTGTTACGCCTGCTCGGCAAGGGGAACT
+TCTACTGAGTCACTTGCTTCTGTGAATCTCGACACGGTGAAATATGACCGCATGATGCCA
+CTACGCGTGCAACACGACCTGGATGACGACGCCATTGATTCTGGTTCTGCAAATCGCATA
+GTGTGATCACTTTTCGCCCTTATGACGTAGAGTCATGTAGAGCGACGTCATGTTGGACCC
+TCACCAAACTGCATATCGGTAACGGAAGGCAATACTAGACGACCTGCATGTTCATGGGCC
+GACCCTGGTTCCTTAGAAACGTGGACTGCTATCCATAATATACCGCATTCGGTGTAAGTT
+GGTCACGAGCCACGCTGATGGCTGCGTTCGGCACTCTGGCCCGCTAGAACAAAGGGCGGA
+CATAACTCGAGAACCTATATAATTTGGTAGTACCAAGCTCAGGAGATACTACTTTCGTCC
+CATTCGCATTGCTCGTTCACGCGTTGGTACTGAGCAAGGTATTGTTCGTTAATTTGCCCG
+TGTAGTCATCCGAGTCGAGCATGAAGGAGTACAACAAGCATAGAGGTGCTGTATTCCACC
+TGTTGAAAAGTGCTAACATGAGCATGTTATGTTGAGAACGTATCAGTGGAGGAGAATTCG
+AGGGTTTCGTCATACAGCACTTCCTACGCAACGAGACGGTATCCCCTCATGTGGGGGATC
+GGTGAGCTCTAAACAGGGCAGGATGGCGTAATAGCACGGCGTAGGCATTTAGGAAGTGAG
+GGTGGTACCTGCGGCACTTGGGTGAGATAGAACGTATCGAGTTATTTGTGTAATGTCGCA
+TATACCCAAACGCACTTACCAGGCTATGGTATTATGGCATATACACGTCGGAAAATAAGA
+TTCTGGGAATCCGCACCCTAGGAGTTCCGTTCGCTGACGAGCTCTACTAGTGCTCACTGA
+TAAAACGCATCACCAAGACATACGGCACATAAGAGACTATCTCGCGAGGACTAACTGTTA
+CAATTAAATATTAAGAGCTGGATATCCCGTTATTCAAAGGTGGACCTTCATTTAGGATCT
+TCAGCGCAACTGAGTTGGAGCAGCAAGGCCTGTGGATATGTCTCTGCTATCAGGGTACCA
+TTGATACGAAGATGAGCACCTATACGCCATGGGCTTGCTTAATACTCTGCGTATGAATAA
+ACTTTGCAACGATTGCCTTCCGCTCGACGGATGATATAATCCACTATCGCGGCACATGTT
+AGAATCGGTAGGAGAGGACATCACGCGTCCATGAAGTAACTAGTTCGTTACGCTACTGCC
+GATATCATACAGCAAGAAGCATGGCCCTGCAAACGCAGGCGAAGAACAGTCATATTGGAC
+TGGAAGGGGGTCGTTTCACCCGAACACTTCGCAACTCAGTCGTTAAGCGATGTCCGGGAA
+GGATATCATTAAGGACATGGTCGATCAGGAATCGCCCTCGATCCTCAACCCCGACTGGAG
+GCGACCTCTGGGGTGCAGCTGCAGAGACTATTCAAAAAACCGTTCATATATGCGGGGAGT
+TAGCTAAAGTGGCTCTACCGGCTACATGGGGTCGCGGCGTGCTGTCTATCTACGTCGCAC
+CTATGATCACTTATCCGGGGGTGTTCCCCTTGGGCGTCAGATGAGCCTTCGGGGTGCGAC
+GGAACTACACTAGCCCAAGTTGGAGTCCCGGTACTATCGTGATGCGATTCATAAGCTATT
+TGTTGTGACGTGAAACACCTTAGGATGCTGAGGCCGAGGTCACTCATACTTTGAAGCGCT
+GTAGCTGGACGTTTCACCTTAAGAGAATAACGGAGAAGCACCCAGATAGGAACCCGGCAT
+TCAGCTCGACCTTTTTCAAGGAGCTCAGACCGCCGGGGCAAGCAACCTCTATGAACTCTG
+TTGAGCTACCGGATCGAGCGCCTCGCGGATAATTAGGCGGGCCGAGGACAGGTGGGGACA
+AGTTCCCCCTTGCCTTGTGACCGATAAACAGGCCTGTACAGGTCCACAAGAATCGTCCTT
+CGTCCGACACTAAATTGGTCTCTTAGATTGTTGACCATCGAACTACATCGTTTTGCTTGC
+TATAGTCCGGGGTCCCCCTATGGCGTCTTCGCATTCGAGTCAAGTGGGTTGGCCGCGATG
+CGACCTTCCGACCGTAAGTCGATTTTGTCAATGGTGCCTGTCCCAAACTTCCATTTGGGA
+GTTGAGGTATATTGTTTGAGATACCGCGGGTACTGTATCAAAGAGATTGCTTCCGTCGGT
+TCCCCCGCTCGTACTTTACGCGACGCGGCTGAGCCCCGCGTCGCCAGATAACGGTGAATC
+AATGCGCTAGGATAGCGACTTGAATCGTCACATAAAACAGTCTAACACTCCCAGAATCCT
+TCATTAGGTGGTTACCAGTTTCGGTTATCTTCGCAATAGCTATCTGATTAGGCACAGGTT
+CACCCTGCGCTCGTGAGATATGCTGGAGCGATCGGGGTCGCGCGCCATTCGGCAGGAAAT
+GGTCTGTTGGTTCTTGGTTAGACTTGAAGCAGGCTATATACTCAATGTTGTCATGTGCTC
+ATCCTTATCAAATCCTGTTGTCGGCGTTTGGGGCGGTTTGTGTGCGGAGGCGCGAATTTT
+TCGATCCGAATTCCTGGCCCGGTAGGTATTCCACGTATATATACCTTGACTTGAGTCCCC
+GGACATTTCGATGTCAATGCAAGGCATTCGCATACCCTCTGGATTCTGCCACCGGGCTGT
+TTTAGCGGGTTAAATGTGCATGTGAATCGCTTTTCTCACACGGGTTGATAGGCGGTCTCA
+TGCAACATTTCATGTCATTCATAACACGCTTAGTAACCCGCAGTTGGAGGTCCACTGAGT
+CGGGCCGGCGAGATGGGAAACTGATCGGCAGCGATAACTTTGTTACTGTACTGCAGAGTA
+AAACGTTCCTCCACTAGTCTGCGAAAGAGGCGGACTTCCGAACGGGCTACCGGCCGCTTC
+ACCTCGCGTGCGCAGGCTGGCCCGTGTGAGTCCCAATATGCCACAATAGCCCTTGCTAAT
+GTCATTACGAGGTTCTGAGGTGGATGGATTATATGGGGTTACTCTTGCATACTACTAATC
+CCTCAAGGTTGGTCGCGTAACGAAGGATCATGATTGCTCTAAGATTGAGGAGGGTTCGTT
+TATCCTTCGGCGTCGAAGTAGTGATTGGAACATTATGTAACGCAACCACTGAACTCCAAT
+TACTGACACGAGAGTTGGAACGTGTTGGGGTGTCCATTACTATGTACATCAGATACACTT
+CGAGAATAGGCTACACAAGCAAGGCACCTTCATGGTGCGTAACCCCCTTGTGGCGACCCA
+GCGAGAACTATAGTCTTTCCGCCATTCGCTTGTAAGACGCATATTAAAGACGGGTCCGTC
+CTACATCACCGAGGGTCCGCCTCGTCCGCTTGGCTCCGAGGTAGCTTGGCCGAGTCATGG
+GCTTGCGATATCGCGGGCGTCAGCGCGGCCAAGTCATTTCTGTCGTTCTAGGTCATCTGA
+AGCTGGGGAGACTCTGTGACCACTTTGGCACGCTATCCGCTTGAAGCACCCGCTGCAATT
+GCGCGAAAGCTCGCCGTTATGTTATGTTGGACGAGGACTAATTATAACTCGACGGCTTCA
+CGGAGACTCCGCCTTCCCCGTGTCACAAGCGGATTACTAATTTCTGCTGAGGTCAGCATT
+TATTTTTGTTCTAAGCGATAAAGCTAACGCGCACTCACGGCTAAGAGAAGTTAATAGCCA
+ACTCTGGTTAGGGTCACATTTAATTTCTACGCACTAAACGTCAAGACAACTAATTCGTCT
+ACAAGAATACCACTGTGCGCCTGAACAGGCTGATGACGCTTAGCTGGTGTACCTGACGCA
+ACTCCAAGCCATTCGGCCCAGGGCTTGTTTAGGCAGGGTATTGAGGTTTGTCTCTTAACT
+GTACCTGGACCAGACATCGGACCCCAACCGCCGCGCATAGTAGGCCACGACGAAACCTTC
+GAAGCCGGCGTGCGACGTTGGCCGGGTCGATGTTGAGGGTTAGTGCGCCCGAACTCTTGG
+TCTTAGGTAATTTCTCTCGATGGTATTCGCCGATTTAGGCGTAAACTGCTGACACAGCAT
+CGGTGATATGGAGCTATTGAAATCGGAGAGATTCGTAACAGCTCGACCATTGTTATTAGG
+CTTTACGCCTGAATTACGGCGCGCAGGACCTGGGGCAAACACGGAGGGCCTCTCGCGAAA
+TCCCAGAAACTAAGTTTCAAGTCTATAGTTTGAAAGGCCTAGTCTCATCGGCCTCGTTGA
+GGCGCGACTTGGGCAGGTTCCGTCGACCAAAACTAGGGCTAGTCGGCCAAGCACTCTTAG
+CTAGAGTAGAAGCCACATTCGAATCTAGGAGATAAGGGGGCAATACTCGTGATTTGCGCG
+GCCTATCGTAAATCACATTTCCACAGACCTTCGAGCCTTGAAAAACTCTCACCCATCCAT
+TTCGAAAGATCGTAAGTGTAGACTACAGACATACCCAATGAAGTTTAATCTTCGCAAATC
+CCGAAACCATGTAAGGACCGTCGTATTTACAACGCCACGGGGAATTGGTACTAGCGTGAA
+GTATCAAGGGCCACCCTATTGTGTCCAGGCGCGAATTCTTTGCTCGTTGTGAGTTGGGAA
+TACCTTATGTCTAGAAGATAGAACTCAGAGTCACGAGATCCTACCTTCGGCCACAGCTCA
+GTATAGTATCCCTGAGCATGTGCTCCGGACTTCCATGTTCAGTCGGTCCCTGGACGATGA
+ACATTAAAGTTACCGATGGGGGTTGGCTCAAAACGACTCATCGCGTCAACTCTCTGGTGA
+TCTTAAAGAGTTTTTCTAAGTATGAGAAAGCTCGTAAGAATCAGCTGTGGCCGACATCCG
+GGAGCCCCATGGTAGATGGGCCGAAACCCATGCGGACCGACCGTAGACAGAGGGTCAGAA
+TCCGGTATACATGATTGCGCCTGACCGGTCTCGGCGAGACACAGCCGCGTCTTCATACTA
+TCACCCAGTGCCGAAGTTAGTCTCGTCAAGGGTGAATGTCGCTAGCTACGGGATTGGGCT
+AAGGTCGAGGAATTCAACTTCAGCACCACCTATGTGAATTTCCTCGATATCGGGCGTCGA
+ATTGCAAGCATGAACTGATAAATGTCAGTGCTTGCGTCGTTCGGGACATATCCGAGACTT
+TGCATGCCCAGGGTTCATATATAGCCACTTAACCCACCGACTGTATCGTCTTACCCGGGG
+TTGAGAGAGGCGTAACGCATGACTGCCTGCGAAGGACGAACAAAGACCGCGCAGTGGCGT
+CTAAGTTCCTCCCGATACCAGGTATGTCACCTTAGAGCCATGCACATCACAAAGTTGCAT
+ACAGCTCCGTTATTCCTATTAACGGATTTTTCTGAACATGTATTGGGTGGTTAATAGTAC
+CACCTCTAACTAGAGCCCGCCGTCATCCTTTATCGTCGTGGTTTGAACGAGGAATGCTAG
+ATAGTAACGTTAGAAAAGCCCTAAATTCAGGGAACGCCCACTACAGACCAAATATCTTGC
+CTATGATTCGAAGTGGATAAGCACGGCTCCCGATAAATTAAAAGCCTCGTCCTTGGAATC
+TATCAACTGGCTTCTGAACTCACTCGATAATAGTTTTCTCCGTTATGTACACAACAAAAG
+GCAAGGCAGGCCGCATTCATCGGGTGGTAGTCCGGCCTTTAACACGTCCGCGGGCGATGC
+GGGTTAGCTATGCTCCACCGGTCCTTGCCAACTACTTACGATATGATGTTAAAGGCTTAC
+ATGTGCCTGAGTAGTCTGTCGTACGGCGATACGGGCATCCCCGCTAAGATACCCGAAAAC
+ACTAATTTAAGTTTGTCGCGTATATGCGATCGACCGATTTGCGCTAAGGCGTTCGTCGTT
+ACGGTGGTGAGTTTAGGCGGTCACGAATTCGGCCAAGTTATGGTAGTGGGCTTTCATTCG
+CGCACCCCGTGATAAGGCTGCGTCTTCCGTACGGGGGGATCGATTTCCGCGCCCACCGAA
+TCTCGAGCATACCCTACGCGCGCACATTGGGCGTTTCACTGACACAGTACAGTGCCAACG
+GGTTTTGATACATGATTATGGCTTCGTCCGTGCGTAGGGCCGGGACCTTCAATACTGTTC
+TCCATTTGAGGTATCTTTACGCCCTTTGTGAAGATTAAGTCGCAGCCGGTTATAACTAAT
+CGTACGTGTTGTGTGCGGTATACCAGTGGCACTGTCGACCCTCAGCTGGGGCCTTGTTAA
+GTCCTATTATTGGTTACATGCGGCCATCAGAGTTGGTCCCGATATCAAAGCAGTCTATGA
+CCTCAGCCACTATTCCGTCCCCTTGTATCCCACTACAGGCTTCACTCCTTGTGCGGCCGA
+ACAGAAGCTTACCAAGGAGAGCGAGGGACTTGCGTGTAACTATCGAACTCATCCAGTTAA
+GTGGAGGCCGGATCGTGTTTTGCCTTAACCAACTAGAGAAGTTCACCAACGGGAGGCTCT
+TGAGGCCGAAAGCTGACCGTGTATACATCTGCTGGTCCTTAATCACCCCGGCTTCTTACG
+CACACGCTCCACTCGATAGCTTGCAAATACCGCCCTGCAATATAGACTCAGAGAGCACGC
+TTGAATTCGAGAGAACTCATTTATTATCTACTCAACCCAACGAGCATGCCCTGATCACCA
+ATTATTGTGGCCATACATCTTGGGCGAACGTGCCAAGCGTAGTTATTGAGCGGATCCGTT
+AATAAGTATCTGGTTGATGTGAACCGGTATATTGTCGCGTGTTTTAGTGATCATTCCAAG
+TTAGTACTGTAAATCCTTTTGTCTACGCCCTATGTTGGGCCACCGAACTAATTCGGTCGT
+GGTAGAAAGGCTAAGGGTTCCCGCGGTGCGCTTAGGAGGTTGATTAGAGCTCTGCGAACC
+TAGACGCAAACTGTTGCAAATAGTCAGTTTGGAAGGGTCCCTAAATGGACTGTCAGACCA
+GCCGAAGCATATGCCCCTCATAGCACGAAGTGAATGCCAGGGAGGCCCGGTGCGATGAAC
+GCTTTTGTTATTCAGCTACAGCACTAGATTCTCAGCAGTCTTAGCTCGTCGGTCTACTCT
+TAAATACCGAAAAGACTAAGGCCCCTCTGTGTTCGTATGCCCTTGTCGGAGGCGCGTGGC
+CTACTGCCAAAGGCCAAGTTATAGGATGCGGATTGTGATGTCTTTAATTGGATAGGATGG
+TAGGTCGCGGTTTGCCCATATCACAGGAACACCGACGTGATGCACCAATGCAGCGAGCGC
+TGAATGAAGGCCTATCAGCAAGTCCGTTACGCAATCAATATCCGCATCTAGTGACGCTAG
+AATTGTATACTGGTGACCCCCATCGCAATTTGCAGCGTACACAGCCTTTTCGTCATCCCG
+CGGAAAGAAGCGTGGTTCGCCAAGACGGCAATGCAATTGCCGCTAAAAACTCTCGAATCT
+TCTCAGGATCTTCTACTTTGAATACACTGCCTATAGAGGGGGACGTGTGTTTAATTGGCT
+ACCGAAGGCCCAACACTCGGTGATAGGTCTAATATCTTCAGGCCGGAGATATCAGTAAGA
+ACAAACTAAGAAACGTGCATAAAAGTAGGACCGTAGCAACTCCCATCTGGCCCTCTTATG
+TCATCATGTTAGAAACAGACGAGTCAAGGCGTAACAATAGGGTGGGGTGAGATTACACTG
+GACTATTGACCTGGTCTCGTGGGCTTTAGATGTGATCTTGCAATGTACTATTACCTTATT
+TGACTGAATAGCCGAGCACGAGGATTTATATGGAAGTGGATGTGGCGTCGCGTTACGAAG
+CAGCTCAGTGACGCGGGCCGGGTCTGACATAGTTATACCAGGCAAACCAGGGATGCGAAC
+TTGAATATTAACGCCTCGCCAAGCCGGGAGAGTTTTCGCCCATAGCACCGAAAATACGTT
+AAGCGCCGTTAACGTGACCAATTACCTCTCTTTTGGGCGCCCCGAAGAAAGACCTACCTA
+TGGGTCTGTCTTGAACGATGTAACCCAAAAATGGAGAATCAAAGATGGCGGGGATGTATC
+GTCGGACATAGCATGTTCGATTCACGGTTCAGGGTTCTGATTCCAAGTTGCGGCCCAGAG
+CTTTCGAATAGAAATACATTATTCATCTTCTCCGGCCACGGTGTTAATGGACCACTACAA
+CCAGGTGTAGGGGGGTTACCCGCATCGGTATGTTGCTAAATGGTAGAGCCCAAGGCTAAG
+CAGGTGTGATCGTCCCCCGGTCCAGGACACTGAGACCGGTATGAGTGACCTTAAAGAGCT
+AGACAAGGTAAGCCCGTTCGAAACGCCGAGGTTTCGCCTCACCGGCGTCCACGAGGTCCG
+CGGTCCTCTTCCTTTACTAAGCCTCCAACTGACCCCACACATCCCCGGCAGAATTCTAAA
+CGGTGACAACGGTAGTGCACGTCCTACGCGTGATAACTTATTGACTACGGGACAACATCT
+TCGATTCCCGAAGGGGCACGACCGCTTCCGGACGGAATCTCGTATCACCTGGTAGTTAGG
+AGCTGAACTAACAATTTCGGCAGAAGCTCGAATCGTAGCTACAACTACTAGTCCTGAGCT
+AGTCAGAAGTCGTTATACTGATCCCCATTAACAACTTACCGATGCTACCTCAGACGCATG
+TGCTCATGAAAGGATAACGACCGACCTTCCTGCTGCTGGTAACAAGCGTAACTGCCAAAT
+TAAATGTCAGACATAGTAAAACTAGCTGGAGAGTCAAATTCGTAGGTTCTACGGGGACAG
+TATTAATTCCAGAGATTTAACCCCGTTGTGCCTTCGCGGTGAGCGACTATAGCGGGGGAT
+CGCAGTTGACCGTTAGCCTCGTGTTCCGGTGGATGTCATGCGAAAAATAAGTAATGTTCC
+GCGGGAACTCTAGCTTGCCTAGTAAGCTGAACGCACCTGACGGAGTTTCCATACTCAACC
+GTCAACTATTTAGCATGCTAATCCTGCAGATCTAGCCTGCGCTTAGTGAAATTCCCAACT
+TCAAGTCCGGTTACCGCCGAATGCTGTACTGAACCTCGGTACTGACAATTGAATGGCAAT
+CGGCCCTTCTAGATCGGTTACAGATACCGGTTGCACGGCACCTAGAACCCTAAGGCCCCA
+GACCGACAGGATGCCCCTTGAATATGCCACTGATCCTACCTGAACTGGGGCCGCGTCTGC
+CCTAACGGAGCTTTCATTCCGAGCTGGCGGCCGGAACGTGGAGCCCTGCTCTTCGGAGGC
+CGATAAGGATGCACAAAAAGGAAGTAAGAAGTGAAAGAACGTCGGACATCGGCCCTGGGT
+GCGTAAATATCGCCCAATCAAGGCGAAAGCCACATAACTCGCTGAATGCTGTGTTATCAA
+CAAGCACGATGATGGAAGCTTCTCCTAATAATGTATGTCAGGTCGTTCGCGTGGGTGCCG
+GCGTCTTAACGACAGTCGTTCCCATTGTCCTGTCACACTTTATCAAGCCTTGTCCTTCAA
+GACATACGTGTGTGTCACCACTTCAAGACGGCTCGGATACCCCAGTTATGTGGGTGGGAT
+TTCGCAATTGCGGGCCAGTGTGTGGGGTGGGCTCTGTGGTGCAATTACATCTGCCGTCAA
+ACTGCTTCCACTTTAGATAGGAGAAGTTAGCAAGTGTACTAATTCTCGGAGCGAGGCAGA
+GTGAAGGTGCCAAACGCACGCCGTTCCTCCATCCTGCGGGGATGTCGTGATAGGTAAAGT
+TTCAGAAGTGAGTTCGAAGTCGCCGGGTTCTATAATTTCTGGGAGAATCCATGCGACCCT
+ACCTCAAGTCCTCTAGACTGTATCGCTTTGTGCACATCGCGAGCCCCTCAACTGGGTGGG
+AGTGTCCAACGCAAGCAAAAGTTATGCGAAATACGTATGTCGTACACAGAGGCCCTATCC
+CTTTACGGGTCACGATTTGAACTCGTCGTTGTGAGTCCGAAGTGCGGCTTTTGTAGAGCC
+TAATTCCTGGCTGTCTCACAAACCCCGTTCCCTATAACGTGTACCCACAGAAACCGGTAC
+GGCACTGTGGAACCAGCCTATCATTATGTCGTCCCTGTGACTTCGGATTAAGGCCCGAAG
+CAGGCCTAGCTGGTCCTCACGCCGCACCGCCATTGCCTACTGGTTCTATAGCCGCAACAT
+GATGCGGACCCCGTAAATCACTTACGGAATTAGAAGGATGTCTTAGAAGGGTCCCTTGCT
+CCTATCTATCGACAATCAGCAGACCGTCACCATGGAATCACGTTGTCTTCATGCGTGTTA
+GGGGGATCGTTAGAGAGCTAGTTAGCGCAGAGCCTGAGGAAGCTAAAATATAGGTACGGC
+AACCTGGTGAACGTTATTGTCCAGAGCCCGGTGCCTCTAGATTCGCCGCTCTGCGAGTTC
+GACTAGCGACGGTGCTGGCACTCTCGGACGCTTATTCGGCGTATGATGACAATACTCAAG
+TCGACCCTACTGAGCCTACGGTGTTATTGTGCTTAAGGTAGACGCTAGTACGACCTTCTA
+TAGGGACTCGACCTATCGCGACACCCGTGGGTCGGGCAGGCTGACGTCCTGTAGCCTAAC
+CTTTTTAGAGACCCGTGTCTAGAATGGCATTCTAAAACATGACCCATGGAACCAATGAAA
+ATGTGATCAGGACTTGCGTACCTGACCGGGGATTCAAGAGCAGAGATAGACAAGGGGTCT
+ACACCCCGGCTAGAGCCATTAGGCACAGATCTCGCCGGTTATATGCAAGACAAGCTCTAG
+GCGCCTAGTGACGCTCTTTCTACAAAACCAGCTACCCGTGACACACCCGACCAGCTGATT
+CGCTATGCTAGAGGGTCATAACTCGTAATGCTTCGTGCATCACTGTCTATCGCTAACGTA
+CGTTATGTTACTTGATGGTTCCGTATACTAGAATGGCAACTCTCTTTACAAACCCGCGTA
+TTTCTTGATATGGCTCCCTGCCGAAAAACGAGTCTCATTTCGAGACTACTCATTGTCTGG
+TATTACAGATAGTGGCGCGATGTAATCGCTACACGTGTATGGAGCGCTCGCAAGTCACTG
+CAGAAGAATGTGCCCGTGCTCAGGGGATGAACCTCTATTGATACGTACTAATTAGTCTTG
+ATATTTCCGCGACTGAGACATAAAGGTAGCGGATTATGGCTTCCCGCTTATCTAGGACTG
+CGCATAGTAGACGAGGGATCTCATGGATGACATCGAGACTGTGTGGCAAGCGCGTTTCTA
+CCAGACTATTAAACAACTAAGTAAAAACATTTTTATGGGGTCGGGGCCGCCAATTGGCAT
+GTCCCTGAGCTGTGTGATCCACATTCCCCTCTCCGTAGGAGAGCAGGTCCGTCCGTTCCT
+ATTGTTGTGCTTGGACGAAGTGCTCGTCCAACTCATTGATGTAACCGGGACTACGTTCAT
+TTTACCTGGAGCCGCCTCTATCAGCAATGTCCAGCGGACGCGTCCGGTAGCTCCCTACCG
+CTTTATTGATTGCGATTCTGATAAGCTATGACTTGGGTTCATTGTATGATTGCACACATC
+AAGAGGTGTGGAAAGGCAGTAAGTCTCCCTTACCTCTGTACCTAGATCCCGTGCAGAGTG
+CCTTAAGCCAAACTAGGTTACACCCATTACTCCCCTGAGGACATCGATTGCCCGGAAACA
+TTGGTCCGGGTGTTCTTTCCAACTTGACGACGACCTCCTACGGAGTGAGGGCTTCTGAGC
+TGGGTTTAAAGCCGGCTTACTTAAACCTTCCGAGATCCTCGATCCGTGTGTCTGTTAGCG
+TGTTATATTATATATCTGCATGTGTGAGTGCCACGCAGAGACATCTGAACTCGCAGAGTG
+ACTCCTGCTTATAAAACAAGCATGCCCCTCAGTTTTTTTCCGAGGCGTACCATATTCCGC
+CAGTCCGTGAGGGGGAAGCCCGGGCATCCTGCTATCGCATTAATAGATATCGGTAAGGCT
+CCTCTAGTCAGACCTTGAATAGTGCGTACATTTTCTATGTTAAGATTACCCTACGAACCG
+CCTTGGAGCAGCATCAGTTCTGAACTCGACTGCTTACTTCCGCAGGTGATATTATCCACA
+GAAGAGTGCAATATTTCATCCCCTAGCCTCACCGTTCGCTCGTTTCGGCCCCGATAGGGG
+GCAAGACATAAGCCATTGCTAGACCGACAAAAATGTGTTGGAGCGCTAGCTTCTGAGTGC
+AATGGTACTAAGCCTTCGTGGTTGACTCGTAGCGTCCGGCTAAAGAGCTTTGGGGATAAT
+CGTACCAGCAAAAGGCCAGGCACCCGCCTGCAACCCTGAGTGGGGACGGGAGGCGATAAA
+ATCGCTAACGGGGTTATAAAAGATATCCCCCGAGTTCTGCTCAATACTCCAGATACAAGT
+TCAATGTTGGAAAATTAACCGTTACTCCTGTGACTGAAAGAATTATCGTGATCACGCCGA
+AGCCATTCGCCTCTAGCACAAAACTGACTGGCGAGGGGAAGCGGCAAGCGCCTACACTTT
+GCTGATTTCGTGTGCCTGTTCATGTAAAGGACGTGCGGGCCGACAGTACTTTGGTCCTCG
+ACCTACCCCCTCCTCGATAGAAATTAGGTGTCCCCAACTCGCCCCAAGGGAAATCATCAG
+ACAGTGGCTGGATAGGGTCCATTAATCAACTGGAGGGTCAGCCTGAGCGTAACAGTTCCG
+CACTCGCACTCATCCTGTAGAGTTGAGCGCCTACGGACTCCATCTTGTAACACAATAACA
+GCCCGCCGTGATGCGTATGTAACTCTGCGTTAGTCAGTCTATCTTAATGTCCTAACATCA
+CGTCTGTACCCCGGCGACACACGTCATCCGAATCTCGCCTCATCTCCATGCCCAAGAGTG
+CTTAATACCCGGCAAGAGAGGGAGACCATCCGACCCTCTGCAGCACTTCAAGGCAGAGTG
+GTAGTCCAGGGTTACCCACTCAGGGACCAATCTCCAACATGGGTAGATTGGAAGAAACCT
+TCTCATACCATCTAATAGAATGCTTGCTTATTTGGTAGCTTCTATTGAGCGGGTCTTGGC
+CCAAGCTTATCCCGGACTCTCCCCCAGCTAAAAGTGATTACCGGGCAATTGGGGTATGAT
+CCAGCATGTAGCAGGTTTAAATACAGTCGACCCATCCATCCTCTCCAGTTCAGGAGTTTA
+AAGCAGGTTCAAGGCCGCTTTACTATACTAGCTATTGTAGACCTGTGTGATACGCCAGTC
+TCTAGGCGAGCAGTTTATGGGACTGGATGAGCCGCCTTGTCGTACTGTTAGAAAGCCCAC
+TGCAGTGACGATCCCGTTGGTAACCCTACGTTCTGGGCATGGTCGAAACTGAAGTTGCTT
+CTGAAAATTTCCGGCGTTTAGAAAGGAATCCCGCGTTGGCCCACAGGGTCCTTTGCATAC
+GTCCATATAATAGAACAGTGGGGACTTCGATGGCGGCAATGGTGATGCGCCCCCGTGCCT
+AAAGCGGTCTAACCCCCGGAGTTCGCGAAATTTCTGTCTTTCACGCGGCGTGTGCCCCAT
+GAAGATGTGAAGCACGATTGAATCTCTAGGTTATGAGGGTATCTTCAGTTCGCTATAACG
+ATACATGGGACCTCTAGTGGTTATGAGAATCCGTTAAATCTTGGATATCCATGGGCGGAA
+CACACTCTCCGGTTACGTTAAGGGGGGGTATGCGTACCAACTAGGCTATTCGTGGGCCAA
+CGGCAGCTGCAATGATTATGATGGAGAGGATAATTCCCCACGCAAGAGCTGAAAGCAGTG
+GCAAAACCCCCTCGCATCTCAAAAGCAAACTATCGTAGCGAGCCGGTCCATGTGCCCTCT
+CTTGGGTCTCCCTAGGCCCCTTGTGTGGAGCGCGAAGCTTACAGCCAATCAATAGTCTCC
+GCAGGGAAGGAATTCGGGACAAGTCAATCTGCAACGCACTATCGCTGAGCTCCTGGGCCG
+GAGTTGAGGGGAACCCGTTTTATTCATCGAAACTCTGTAAGCACCTCTCGTGAATTTAGT
+GTGTTAAGATTAATCGCGCAGGTAAAACGATGATCTCCTAGAATTCCGCGGTAGTGTTGG
+AATAGGAAACGACCTGGCCCGGGTTTACAGATGCCACAGAGTACACGGGCATTGTAATGC
+GATAGTATCTGAAGCCTCGGCCGGAATAATGGCTACGCCGGGAACGTTTGTCCATAGCGT
+TTACTGGGTCCCATTTCTGGTGAGCGCACAAGGTTGATTGCCGCCTCGCGGATGGATTAC
+GTGGAGGCTGGCATCCCAACGTCCCGCGGGTGGCGGCGGAGTGTAGAGGCACAGGGAAAT
+GAATGCATGCTATACCTGTTAGTAGTTCGACCCGGCAACGGAACTGCCTTGCTCTATTCC
+CAGGAACTACAGACAGGACCTGAGCAACACTTGAGTCCGCCCAGCCCGCACACGCCAATG
+TTATAGTTTAGAGACCGGCTCCCCCTTCTTGACCGTCCCTTCTCGTTAGACGCCCGCAGG
+GGGTAAAGCTACTGGGCAAGTGCGGGGCCACAATCTAATACAAGCCGCCACGAGATAGTG
+GTAGGCTTTCTCGAGCTGACTTCGAGATGGGTATCATAGAATGCGGCTGAACCAATTACT
+CTTGGCACAGTATTAAAGGCCTAGATAATCTATGCGTATATTGAACAGGGTACGTCCCAA
+CTCACCGTTTGCACGGCAGGAGACTAACAGATGGTAGGAAAGCGGCGTCACATACGGGTG
+ATATTTAGTAGATGATGGGTATGCACTTATACTGTGGGAAACCATCCTCGGCGTTATCTT
+AAGATTAGCTCTGGCGGTAACCCACTGTCTTTGCGAGGATAGGGAGGCTGCGCGGATACA
+AGCACGAGCTTGGGACGCTGCCTGGTATAGTATAGGCGGCTCGCCCGAGGAAGCGTATGA
+TGATCGCGATAACGGGAGTCATTGCCAAAGTTTGTCCGGAGGTTCGTATTTGATGAGCAG
+CTCCAGGAAAAATCAGTAGTGTTAAGGCCTCAGTTCAAGGCTATGACAAAAGGAAGGCTG
+AATTCTCGCAAGCCAAGCCAAGTCCCTTGCGCATGCTACCTCACATGCGAAAGCGAGCGT
+AACTTTGCCGTCGGTCGTACTACATACGCAGTTCTCCGCTTCAACTGCGCGAACATCCGG
+AATTTATATGCAGCTAGTCTGGTATACAGGGGTGGTGCGGTTATGTTATGCCCCCATACA
+TCCGGTGACGGTACAAAGGCGCTAACGCTTCGTCTGAGTGCTACCTCTATGTAATCTTCT
+AAGATCGTCACCGACATTTATGCGCAATGAATCCTGTATGGTACTCGTAGAGGCAAACTT
+AATTCTCGAGGGGTTCATCTGAATAATCAGCGGCAAAGGGCAAAACTTGATGCATTTTTT
+GTAACAAGCGGGTGTGGACCATACCTCTGGATACACGCATTACGCTATCATCTCAATGGT
+CCAGTCCGTCTCTGCGGCGAGCGTTAATCGTTGATTTACTAGTACTGTATGGTGGCCGCC
+ACGTAAAGAGTCGGTGAACAGTCTCTATAGGTAGGCCATGGTTCTTTCTGCTGTTTGTTC
+CTCAGCTAGCAACCGTGTGGCTTACGGCTAGCAGTGACCTGCTACTTAACGTCGGCATCT
+GGGCTAAGAGTGAACAGAAGGAACTCGGCGCAGAAGAGGTGCCAAAGGGCTTTTTGAGGC
+GCGCATGGTGTGGACTGCCGGGACTCGCGGTACATAGATCATAATCGTCTCACGCTTCAC
+GACTTGTCAACTCGATCGGGTAAATTACATCCGGGTACTAGTCAAGAAGACACGTTCCTG
+CCTAGTTAATGACTCTACAGATCTGATCTTATTAGAAAGCTGATGGACAAAAATCAGTGC
+AAATGGAGGGCCGAACTGAAAATGTAGGGGGGCCGGGCCAACCAAAGCACTTGCGATCTC
+CGGGTCCGTAGTTCGCTCTACTTGCCGTAACGCCAGCCTGACATGGTAGTCGCGTGAGTG
+CACAGTACGGAGTAACGGGCTTGAGATTTATTACCTCATCCGGGCTTCCGCGGAAGGGTT
+AACCAGTGAAGCGAGCTTCCAATTGATCTAAACGCGCAACGAGGAGCAATGCCGGCCGGC
+CAATTGCTCGTGATCTGGCTAGTAGATAAGACTACTCCTTCGCGGCCTACGACGGACCCC
+GAGTTCCCCGGCTTCGGGTTGGGTTTAATGTGCCGTCTTTAGCCGGACTCGTTACACTGT
+ATCTAGCTATCAGCTTCTCGACGCACTAACTGCAGCTACGTCGACTTTTCTGCCTGAGAA
+ATACATTATATCACATCAGTCCATTAATTGAAAGGATCGTAGGTCCGTGGTATACGCCTA
+GGATTGGGGATGGGTACACCTTGGGCCAGGAGCTGCTCATGAGGCTATCAGATATCGGAT
+CATATCCTGAAGATCGGTCAGTGACATTGCGCGCGCAATTCTAGCGCCGCGTGGCCGTTG
+CCGTCCGACCCCGCCCGGGGCTCGATAACTCTACTAGAATCGCTCCACACCTTATGCGAG
+ATACAGCACACTCGTGGTGTATTCTACCTTAGAGTAAAACCGATATTTAGTTAGCGTAGT
+TTTACTTGGTTGATTCCGAAAAAAAAATCTCAAACCGAAGTAAATTCAGACTTCATAACT
+GAGGCAGCGCGAGAATGGCACAGTCTGTAGACTCAACTGATGACGCGTATAACGCCGGTA
+ATGACTCCATGTGTCTGGTCCTTGATGACCAGCTTAATCGCAGAGTGCGGTTTACCCATC
+ACTTTGTTCTCCCTGTTCGCCGTCGGTGGCGAACAATGATGTCGTAAGATTGCTCAGAGA
+CGTGTAGACACCATCCTAACTGTCATCCCTTTGCACGCTCCGTTCCAACGCTTCGATCCC
+ATACCGGTAAGGGTAATTACCACAAAAGTAGCTTCGTAGGCGAATCATATCGTCGGCGGA
+TCCTAGCACGGCAACACTTACTGGAAGTCAACCGTGAAGTCTATGTGCAAGTCTACCGGG
+ATGCCCGTGCAACGAACCGGTGCCGTGACATGCGGCAATGACTTTAGGATTCTTACTGTA
+CTCCGCCGGCGGTAAATCGGAGCTGCCAAAAAGGTACGATTCAGCCCAGATTCCCCTTAC
+ATATAGCAATTGGAAACATAAGAAGCTCGTGTTCGTGGCCCGCTACATGCGACGACTGTG
+ATACGAATCGAAGGTGTTGCCGGCCATGAAATGTCCCGTGACGTGTCTCAGTGAGTGGAC
+AGGGCCAAGGCTCGCGAACAATAAGGAGGCTTCCCCTCTCTAACTACTGTAAAATGCGAA
+ATTCGCAACGAGGAACCACCGCTCAGCCAAATGCCTTACGAAGTGGTGGGTCACAGTCGG
+CACCCTCGGGCCGCTGGATAGATAGCTTGTGGGTTGCCTATACGACTTTTCAAGTACAGA
+TTGAGTACTCGACTGCGAGGTGGACCCATGAGAGTGGAGAAATTTCTGCACATACTAGCC
+GGTGCGGGTGGCCTCTTCCAGTTGAGCGATGTGGAGCCGCGTGGCTCTGCTCGCGATACA
+ACGCCGATAGTACTCGGCGGCCCCGCCCAAGAACCTGGAACCCCGGTCACTCATGGCCGC
+ACGTGTCCGCCACATATCCTGTACTATTTCGTGCCAGGGTGCGGCGAATTAACTTGTTAG
+CCTCGATTCGAGTTACTAGACAGTAGCGTTAATTAGAAACGGACGTGAAGCCGGCCAGGG
+ATAAGACTTGAAGACACGACTAGCACCTGGCTAACTAATGTTCCCGAGATGTATCCCACC
+TCAAAATTGTGCGGCAAGGAGGCCGCGCACTCGGCACCCCCACCCCGACCAGTATAACCG
+CCACCCTTTCAAGGTACTACCAAAGGATCGTTCAATGACGTTTTTCCCGGTCTAGTAACT
+GGGCATGTGAAAGGATTGCCAGGATAAAGTTGCGGGTTGTTGGGTTCAACGGACAACCCG
+CTACCGACTAGTAATTGAGTCGATCCAGCAGCCGTAACTCTACTTCCCGCTGTATACCAC
+AGGAGGAGTCCGACTCATTTTGGAGACTGACGGTTTTGCAGCTTGCCTAGTACATTATCC
+CAGCACGTAATAAATGATACTTCTGATCGGCTCAGACTTCAATGAGCCGACTCAGTTTCT
+CCAAGGGAACCAGGCCCCAGTGCAGTCGTGGACAGAATCGATAAAATATAACTCAAGGAA
+TACCGAAGAATTACGATATGAGTTTAGGATGCTCGGGACGTGGAAGAAACCGGGCAGCCT
+CATATATCCTTCGCCAAGATCCTAGCCTGAAGCCTTTCTTTCTTTCCCTTAAGATCGCGG
+GGTAAGACGCCTGACTGCTCGCACTGATCTATCCCCATCGCCCCCGGACGTGAGAATCCA
+GAAAAAGCAGTCTATAGCGACCCGCGGACTCAGCGGAGGCATAGCCTGCCTGAACATTCC
+GGGTGTATTACGCTGCGCTTTCGCAATCAGGAGCCCGGCTCCAGACAACGGCTTCTCAAC
+TCCAGACTCATGCAAGGCGGGTGTTCGCAGTTAGGCCTGTGAGACGAATTATGCTCGCTC
+GGGTAGGGTGAACTCTTACTCCGTGGCTAGAGTGTACTCAAACCTCTACCGGCTTTATGG
+ACGCTCGGTGGCGCAGATTTGTTACTGAAGAGGACACACAAACGTCAAAAAGCTTATACG
+GACGGTCTGAGCGTAGGTATAGTATGCACGGTGTAGTTTTAACGGGCCCCTAGTACTTAC
+GACGTCTTTCACATATGACAAGGTACCCAAATCAGGACGGTACCGGCTTAACATCGATTC
+TGTTTTTACGAAGCAATAGTCCGCTCCCGCAATCGACACCGGAGCAGCAATCACTTTGCT
+ATAGCAACCTCCAACCAGACATCCCCGGTTAACTGAAGAAGTAACCGCCTTCTAACGTGG
+TACAATCCGTAGTCGCCGGTTTACCTGTCATACATGACCCTCCACACATTCGATACCCTG
+GGGTGCGAACAAACTAAGCGAGGCTTGGTATTGGTAGCAGGGCGGACTACATGATCAATT
+GGCATATATCCAGTCTCGTGATCGACCCGCTGTAGGGCGTGTGCCTAAGAATGGTCTTCA
+TCATTATAGCAACAATAGGACAGGACTTGGATGCATTCGAAAAGCTCTGGCACAACTCTT
+CATCTCTGGACACATTCTCTGAGCACGTCGTGTGCGGCTGGACCAAAGTGGTATGGCGAC
+GAGCTTAGGATCGGAGAATCATCCGGCCGGCAGGTGCTGCAATTCCTTCATAGGATGTGG
+CGCCCGACCCTCTCAAGCAAACCATCTAAGATGCACGTCGGTGAGCGCGTTACGGACGTC
+GCTTTTGTATCGGCTGGCCGCCCCCAAATTGAACGAGATGTGGCCGAAGACAGGGCCTAC
+TGTGGATTGGATGAATTCGCGCACACGTAAAACTCAACTCAAAATCGAGACAGGTCACCC
+GCCTGCGCTTGCCTTACCTCATCTCGTAGGGCTCGGATTGATCTAGATTCAGCTCGCCTG
+CAAACTTCTCGAGCCACGTCCTATGTAACACCATATAGCCGTTGCACTGATTGGGCTGTT
+CGCAGGGTCGATGCGAGTAGGCCTGCATGCCTTCCAATTTTTCAAGACGCGGACTAGTAA
+AGCTAGTACAACAATCTACGGCATACAACCAGAGCGATGTCGTATAAATTCAGACGGTGG
+CTCTGCAGTGGCACATGCTCAGTGACTCCGCATTAATCCCCGAATTACGGTCGTATCCTC
+GAGCCAGATGTGGCTAAAGAGGAAACGGCACCGGGAGGATAATCCCGGGACACTCGTGAT
+ATCTTCGTATTTGCGAATTTTTCGGAAATTATTGGAAGTAACGTTCCTTGTCACTGTTAA
+CGTCGATGCCCGCAGAAGGCACTTGGGCAGTGGAGGCACTCGCGAATAGAGGAGTTCGCT
+TGGAAATGGTACTCCTTTGCGTACCAGGCTGTGGGCGAGAACACGGTTAATCATGTTTAG
+GGCGTGATTAATGGTTACATGTCCTACTGGTTCTGAGTCTGGATTATGCAGTTAGTTTGC
+GGGAGCCATGCGGGACTTTCAATGCGGTTACTAGCAAATTCCTAATTTCAAAGTGCCAGG
+AGCGTGTAGGATACCAGATAGTTTAGAAGGATGATCTTTAAATATCGATTTCGGAAAAGC
+CGGGGAGTCCGGAATGTATGCCTATTGGTGCGCTAAGCAAAATTCATGCGGAAGTAACTA
+AAAGTTACGTCTCTTAAGATAGCACTCGATAATGGACGCATCCGGGCCTCTGGGCACTGC
+GTCATGTTGTTTAGAGGCAGTACCCGCCTGCGTTAGGTGGCGTCTCAGGCTTAACACAAA
+TTAACTGACGTTTCCATACATTCGCTAACCGAGCAGCGTAGACATGGAAGCCCTACTATT
+CTGCTGACCGAGGGGACGTACGCGGACATCGAGTCCAAGAGCAGACTAAGCCCTTTCTTA
+CGCACCTCACCTTATGTTGCCAGGCGATACCCTCCTGGGACCCAGTGAAGAGAGGTTTAA
+CAGGTTCGAACAAATAGCCGCGCCCAGGAGATACTCACGGACACGTTACAGCCGGACCAA
+ACACGGGGCATCGTGCATTCAGCTGAGATACATTCATTCCAGCAGCAACTCCCATATTAA
+CTTTTGATGCCGCGGGAAAAACTGCAGGACACTATCGCATACGCAATGAAATTGACTTCA
+ACCGGACGTACTTTTCGTTGGGGCTGGGATGAGTCTTATATGTTACCCCGTGATTTGTGA
+ATTTGACATTCCGGTCTGCGCGATGAAGTGAGTGGCAGGCGTTCAAATGTGATGCTCAGT
+CATTGCTAATATCGACCCACACGTGCCCACCAACGCAGCATTTATAATTCCAGTCTTATG
+GTGGGTGTGTGGTAAACTCCAATCAGAATTAAAAGGCGGCTTTTCTTGTATAGGATACGT
+GGAAAGCTACTGACCCGGTGTGCGACTTTAAGCCGCTCATCAGGCTTGCGCGAATCCAGT
+AATGGCAAATTTGGCGGTGGGTATTCAGGTGCCAAATCCCAATCGCCCGGCACGTTTATC
+TCCTTCCAGGTCAAGACATTCTGTATTTATTTCACCTTGCCCGGCGGAGATCTGTCATGC
+CACTTGTTCGGCGCAAACGTCCTATCTAATTCGCCCGAGTAACACACATTGCTCCGATTG
+CATCCGTTGCCATAGTTTTTCGCGTGTTGTCATTACCGGGTATCCTCTCATCTAGTTGTC
+GACTCTTCTTATGACGGAAATTTCACTACGGGCACGCATTTGCATTAGTAGAGTCATATG
+TGGTCCGGATCGGTTGCTATGAGGTGTTGATTTTGAAATGCCGTAGCCCCCGCCAGACGT
+TTTCTACGGATGTGGCTCGTCTAGTGCGTTACTCGCCAAACGGTCATATCACCGGACCTA
+CTCACATCCGCCGGGCATTGCGGCTGTGAGTCCCCTACCGGTATTCAGGTGGAAATTGGC
+GGTGGCTCTGCCGTATAATTTTGGTCACGGACGGATGTGGAAGTGGCGGTTCATACCGAG
+AGAATTGTGTTACCTCCAGCTTCTTACCAACCCCTTACGATTGATCAATAGTCATAGACC
+AAATTTGGATAAAGACGGGGTTTTCATAGCCCCCGCCTGGAGTGAGGCTTCGTCACTACG
+GAGTGCTACTACCCTTCCATCCATGTGGGTCTGACGGCAGGCCCTAGACTCCTATACGCG
+CGGTGATGCGAACCCGAATGATTGGGGTTGAGCCCTAAGCAACACCCCGCTTAGGTGAGG
+CCTGATGAAAATCAGGTGATACGCTTGACTCCGCCAGATGGCCATTGCCAGAGTGACTCC
+GCTAAACAGCTGTCCCCTGCAATATCACGCAAGGAGACCATATGTGTCTGTGCACAGACC
+CGTTAGATCAACCAATCGTTCTATAGCCAAGCGCCGGGTGGTTTAGGCCCCTGTCAGTGC
+TTTCCCCCGTGGACCCCCAATCACAGTAGTGAAGGTCTTACCAATCTGGCACCCCTAAAA
+CGGTTAGATCTTCGCGTGGCAAGAAGGCCACAGTTTGTAGTACTGCTGTAAAGCCATGAC
+AAGCTCTGCGACCACTACCGAAGGTTGTGCCACATTGTGATAGCCTTCGCTACCGTGCTG
+TTCGACCGGGCATTACTTTAAGGTAAGAGAATTTCTCTAAGTGAGTGGCTGATGCTGGTC
+GAATAGAACTGCCGCGAGGCTGGCTCCGGACATGCACCATTAGGGGGCAGTACCAAACAC
+GACAAAGGACGCTTTCTAGGGTCCGCGATTTCTGAACGGGATTCTTGGTAGACATAGACG
+CCCTGTGCTCATAACTGCACGAATCGCGTGAAATTTCTCTGGATGAGGCTTCAACGGAAT
+GAACATACTCAAATAGACGGCCTTAACGTCCTGGCGGCAAGGCAGTAGTGTCATTTTAAG
+TGTACTTGGTTCCGGGTAATCCCACTTGGACCAACCAAAGTGTGTGAGAACCAATTCCTT
+ACGGCTTTTCTTGATATCCATATTGTTAGAGGATCATAGAGGGGTGGATGGGAAGTAGTG
+GGGGCTAGTAAGATCAGATCTGGTCAACGGTAGACATCACGGTTATGGCTTATCCACAGA
+GTTATGATATACCGTAATCTTTATGCATTCCGCCCGCCTACACAGACTCCGTTGACGCAC
+GAACGAGAGCAACTTTATTGAACCAAAGATTCATGTGCGGGCATCCGCCGTGGAAATGAA
+ATACTTTAAGCGACCCCAATTCGCAAATGAATTTGGAAGGAGGGCAAATGGACCGATCAT
+CCAATATAAAGTTGGCACCGCTTTCCTTTCTCGGACTTGTGTGCCCTATGCATGGACATA
+CTCAATTCGTTTTGGAGTCTAGATGGTGGACAAAGCTTCTTTACCCTCCTTTATGGACTA
+AAAACATTGTTAAGCCGGATACACAAAACTTTATCTGGCTGCCTATGGGTCTGATTGACA
+CTCGCCGACAGCTCCCAGGACGTAGACCAGCGCTGCGGGAATCTTTGACATAGCTATGCG
+ACGCTGGATCTATTGGCAGCCAGGAATACCACCACCGAATCTTAGCTCACCCTCTTCAAA
+CTCAATCCATCAGGCACGGAGACCAACCAACGGAGCGGACCATTGTTGTTCGTCTTGCTG
+CTCTGCAGACCCCGTTACCGTTCACTGCGAAGTCTGTCTCGGTTGCAATCGCGTCTTGCA
+ATGTTGATAGACAGAGTGCTGAATACAACGCTGTCTATGCTCGTACGGCTATCGCGTACC
+CGCGGCAACGTATCGAAGGTTCGCAGTATCGTGGTTGCACCGCGCATGGGGGGGAACGAT
+TCGGGAACCACAAGTCACCCCTTTTAACTGGGTCACGAAGCCAGTACTGAGGTCCGACTC
+AAGCACGGAGGGTGGCTTACCTAGCCATGCTACCTTGGGTCTCGTACTGACATCCGCCAC
+AAGACAACGTGACACTTCCGTCTATGCGCGCATGAGGTAGATCCATTAACAGTTGCTAGT
+ATGGGTATTCAACTAGTGACGCGCACAATGGTTCTCTTTTCTTGGGTACTATAAAGCTAT
+CTATTCGAGGTTATTGTGGAGGTCCAGGAGTAATAACCGCGATCGCGCTTGTTGACGTAT
+TCTGATCTCGTAAACGAATGAAGATTCCTCGGGCTCAAACATACCCCGCAGTCCCTCCGA
+CTCGTCGACGGATAAAAAGACCATGGACCACAGTATGAGACGATACGGGCGGAATACAAA
+TCGTTGGTTTTGCCTTCCGTCATACCTCACGATGCGCGCTGCGTTACTCAGCCGACTAGA
+ATACTGCACCCTCCGACAATAGTAAAAGGTCTGATCCGCAAAGCGGCCGATCAGCCTCTG
+CGGGGATGGTGGCCGGCGCTCCAATATCTTCGAAGTAACCTCCCCTCCTCAATGTTAAAC
+TCTCTTGTGTCCAGAGCGTGCCAACCTGGGCGTCAGTACACAAGGAATTACCAAGCTCGG
+GATTAATAAGTTCTAAGACGTTAAGTGAGCACACATACAGTACTCCAGAGTGCTTTGTTC
+ACTTAGGTCCTGATCTAGATAACTCGGACGGAATTGCAGCAGATTCTTGCTTTTTCAGCA
+TAATTCCTTCACGTTTGTGTCGTAGGGAAACACCGAAAGATTTGGTTACGTAGATTGGGC
+GGATGATCTGGAACGCCTTATTGGTACTTGATTGCCGCAGAAATTTACTGAAAACCAAGC
+TCCTGGGTAATTGATGTGAACCTATTGGCAAGAAGTAGTCGCTGTTGCGTTAAAACGTAC
+TCAGCTCGCCGCTCGTTCAAATCAATCCAAGGACATTAGGCCTTTCCATACACTTAGGCA
+GGAAATAGATCTAGTCACCGCCGGTCTGAATCAAACCGGGCATTACACGGGAAGAAGAAT
+GCTAACTGTGCGCAATGGGCTGTACCGCACGTTGAGAACCACGACCTGCCCAGGCGTACC
+TTGGAGACGCTAGAGGGAGAGTCTCAGGGTAGATCATAGTAGTTGTTGACATCGCCCGCG
+TGGACTACAATGGGCTTTGCCTAAGGGAATGGGTACGGTGCCCTGAGCCTGGACCCCGAC
+TACTGGATTTCTCTTGTCCCATACATACCTCTGTTCGAAACCCACCCTGCACGACGACTT
+GATAGCTTTACAGATGTAGGGACGGGTCAGAAAGAAGCCCTCATACACTGTAAGAAATAT
+TGCCGGCTGAACGCGCCGCCGTTCACTCGCGAGATGTCAATCGCAGACATCCGCACTAAG
+TATTTATTGCGTGTTGCAGTGGACCTTTGAATCATCCACGTATTGGAAAGAACTGGATAC
+TCTCGGTGCATCTGCCCATCGTGATACGCGAACTCTGAAAGTAATAGCTTCTCAATAGCT
+CAAAGTTCTGACTTGGATCGCTGCCTTCAAAGTTAAGGATATGGTCCGTACGTAGTAATG
+AGCGGCTCCGTCGCACGATCGTACATCGCTAAGAGAGGTAACGGGAACATCAGCTTTACG
+CCGTCGGCGTAGCTGAGAATTTAACCTTTAGCAGATAGCGTTGAAGTCGTAATAAGCTTT
+GTAGCCCGTAGTCTTCAGAACAACTGTTTTCGTGAGAGGGGGCATTTACGGATTCGAAAC
+GTAGAACAAATTTCAACGTGTATCGAGCAGGGCATTTTCGCGTACCTCACTACCAAGGTG
+TCCCCGGACCGAGTCATACCTCCATGTTCCGAGCCCGTCAGGAAAAGAGGAGCTTGATAA
+CCAAATCCGCTCTACCAATAGGTAATTCCGGATGGATTAGATTACTGCCACAAGGAAGTG
+GGAGTCCCATGTAGCTAACAACCGCAGGAAGGTGCGCCAAACCAGGCCCTTAACTTGATG
+GCATCGATTAGCATCTGCCCAGTAGGTGGTGATGCAGGGAGGACTAAGACAACTATACGA
+TGAACAAGACCCTAGATTACGTGATATCCACAGTATGAGGCCGGGGAAGGCGCCAAGAAT
+AGAACAGTGTACCGCAAACCGAAAGCCTGAATTATCTGAGCACGACCTCATGGCCGTTCC
+CGAAGGAGAAAACCCTTGTCTTAATGAACGTGTATGACCTGCCCCGGGGTAGGAGATGCT
+GACTGACTTAGAGGATTGTTTTGTCGGTAAGCGACAGCGACGACTACAGGAGGGTCCAAT
+GCCAGGGCTGAGCTCGACAGGCGGACGGTCGGTATATCGCTTATACTGGGATGGGCATGT
+GATGGTGTCGCGGTCTGGCTCAATCATTACACGGATCTCCTGAACCACTTTAGGCACCGG
+TTACAAAAGCCTCACGGTTTGTTACAGAATTGCTCCTCAATTATCGAAGGTGGCGCTTCT
+GATACCGATAGGGTGAGTACGGACTGACTAATTCAAGGACGGTTATTCACTTAGTTCAGT
+AGGGCGACAGGTGAGCGGCATTAATCAACACGCGGATATAGGGTTGGTACTCTCAGAAGG
+TACAGGCGCGTGGCCCCGGAAACTACATTGCCTGTTAAGCAAACGACCCCCAACGTACTA
+ACCTTACAGGCGTGGCCTATCCGCAAATGACGTTAGATTCCTGTGTTTTCAAGGGCCTGG
+ATGGACCTCATTATCTAAAGCTTGGTTGGGACCAGGCTTGAGCCCCGCGGCTTCCTTGCC
+CCTCGGATATCCATGTCGATGTCCGACTGGCTTAAAATTCACAAGCTACGCAGTGCCCTC
+CTCTTACGGTCGAGGTGACATTGTATCAGATCTAATGGATGTCTCCGCACGAGTGGCTAA
+AGCGTATTTGTACCTCTTTTGCGTTCCTATCACGGTCCCGTGACAACCAGTCGCTTCCAA
+GTCAATCGTTCGCCCGAATGTGGGCCGATCCCCTTTGTAGAGACGCAGGGATTAATACAT
+AGAGCCCGGATCTACCAGTAGCGACGACCTGCGATACCACGTCGCAAACTTGCCTTTTCC
+AGCGTCTCGTACCGTGTCACTCGAGGAGGATATAGAGAGCGTGCGAAGTGGCACAGTCTT
+GCGCAATCAAGTTGGGCAATTCTCTTTTCCGGCACTGCTGGTCTGGCATTCGTTTTCTCG
+AAGTGAACAGGATCACTTCAATGCACTTCGCGTCGTCTACACGCTTTCACTTACTAAGTG
+ATATTAGGGATCTTAATCGGTCGGAAGCGCGCCAGGGCGTTTTTAACAAGAAGAAGATGC
+TGTAGTCCCGTTCGGTATTAAGTGATATCATTTTGGCGACTTCGTACTCATACTACTTCA
+CATCCGTGCCCATGAGATATATCCCATGTTCACCCGCCCAAGTCATGAAATAAGTGCAAA
+CCTCGTACCAACAGTTTCTGAGATCTTGTTAATTCGCCGCATGCTATAAGTGTTCCAATG
+CGGCATGTTGACGACGCGGCCATTTAACCATAGTCGTACGGAGTTGGGACGCTACCCATT
+ATACTCGACTAGACGCGCTACGCCGTATCCACCGGACAACGTGTTGCCAGGGATCTCGAC
+GGGAAACGTCCTCTGCAGGACGGTGGACTATGGAGTGGAAGGTAACAATTAGTTCATTGG
+TCAGTGCGCGCCTGCTGCTAAACCCCGCGCTGACTTTAATTGCCCCGCTGTGTTGTTAGA
+TACGGGTATGATCATTGCCGATACAACGGTATGCTTGAAGCGTGGCGTATTCTAATGTGC
+GGGAGGCTGTACTGCGTGAGCAGCGCCACCCACTAGGACGGTGTATGGTTCGCGCTGCCC
+GGTTACGGTATCATAGGAAAATAATTAGACGCGCAGCGGACCATGTGAAACGATATACAC
+GGAGGTGGGATCAAACTTCGGCTCCTACACTGAACATCATCTAAGACACCGGAATGTCGA
+TCGCATTACCAAACCTAGAGTACCGTATGAATTACCAGTCGAAACCGTATGAGATAATTA
+CACACGGCAGTCATACACGCTTTCAGAACATACATCCATCTGGTGGAGAAAGTCGCAGAA
+ACTCATACAGCACAGGGTCACTCCAAACGTCCCTCTAGGATGGGGCGTTACGTTCAAGTG
+ATTTTATAGTCCCCGCTAGTTTTTTAATCACTACCTATGCCACTCGAAGACAGAAAAACA
+TTTGGTAATAAACTGTTCGGGCGCCAGCCCTTGGCCGACACTCGTTCTAGTCCCGCTGAG
+ACTCAGGCGGGCCGACTGCGTAATATGACGAAGATAGTCAAAACAGGGAGTCTGAGATTT
+TTAATGAATGATTTTCGTCCCGCTGAGAACTCCATACTCTCTCCTTCACCATAGGTGCCA
+CGCCCTTGGGTGGAGGAGAAGGAGCATGGTGGAAGGAAGTTTGGTTGGCAGACACGGCAG
+GTGTGCTATCTTACCGTGTACATCATATGTTGACGAGTTTCGGCTGGTAGATGGAAGCAC
+GGATCGTAAATGTACCGTAGCGGCAATTGTTGATCCCAAGCGTCTTAGCTCGCTATGATT
+TCGAATGCTAGCACCACCTGCCCTTCGAAAAAGTTCGGCTGGATAACGTGAATGTTTTCA
+GAAATTCAACGCCTGGTCGTCCTACCCAAAGGCAAATAGAGAGCGCATTCCACCACCCTC
+GACCACTGGCGAGCATTAAAATCACTTCAAGATCCCGGGGGACCTACTATCTTTTGCGTC
+AACACAGCATTGTCAAAATTAGTACGAAGGCTACCTGGATTTAGTCCTCGCTCAGCCCTG
+GGCTGCGCAGCTTGCTTAACTTCCTGCTCAAGAATAATATTGTTCTGTCACTAGTACATC
+TGACATTACAGACATATAGGAGGATAGCTAGAATTTCCCGGCGGGGCTAAGCTGACCAGT
+AAGTAACGGTGGTATTTGGTAGACTAATGCTATAGGCATTAATCTCTATTTGCACCTGCA
+GTATGCCCTGCGCTACACAGTCGTGTGGGGATAAATTACACCGCCTCCGAGTTGAGTCTA
+CACTGTCGCCACAAGATACGGGGAGGCAGGCTCTAGTTTCGAGATTTCATCGATTAGATG
+CTACTTAAGATTGAACTACGACCATACATGCCTGAGGAGAGCATTGTGCGCTATGGAGGG
+TCTGGCTACTGACCGCCACATCCGTTCGCGAGCTACCATGATAACTATTAGATGATAGCC
+TATGTCGATGGTGGGATTAAGCACCTCTGTCGCGAAAGAGCATAGCGCAACGCTATAGTT
+TACCCTACATTTGATAAGCTGGACTCCGAGGCTGCGGTTACAGAGTTACGATCCCGATTT
+AGCCATTAAAACCATCACTACATAGAAGCTCCAAAATCCAGAATTTCCTTGAAGACGGTG
+AAGGGTTACTCGGCGTTTTGAGGTCTCATCCGGGCCAGTTGCGGGATCGGCTCAATCCCG
+TCGCATTGTAGCTTACCGAATATCGGATAATAGGCTTATGGAGATTACGCTCCGGTCCGT
+TAATCCTGAGTCTGGTTGGCATTGCAGAGCTGGAAGGCACGCCGGGCTAGTGGGCTTGTC
+CCACCGGTATGAACTGCGTAAAGGGGCGGGCAGTATGATCGATTTGAAGCGGTCAACAGG
+AGGGGATTAACCCTCCTAGATCGTTCAAAGATCGGTTAGTGAGGTAGTGTCGCCGCCGGC
+GGCTTTAATTTTAGTTCTAAAGCTCACCCTTCACTTAAGCCGGGTGACCTACATACCTTG
+CCCTGAAATTCGTGGGTGCTTAGGTTTGTCCTGGGTAAGTGGACGTGGGTCCTGGGACAT
+AAGAAGAGTGCGTGGTTGCGGTGAGGCCAAAAAATAGTAACTCTACTACCCCTGCCTCCG
+CCCTACTCCCCGGAAGGATATTACCTCGTTTGGTTTGAGCCGTGTACAAACATCTTCTGG
+TTTGCGGCATGCATTGAAATCCATCCCTGGCACAGTCAGATCCTATGATGCTGGTCCGAA
+AAAACGAGGCAAGGTGTAGCATACTACGCCTAGTCAAGCGGGAATCGCATAACCAAGATG
+ACGAGATCGTCTGCTATTCACAAGTCCTCGAGGATAATTAGCATTCTAGTAAACGGTTTC
+GGTAAGTACCCCGGGATGAAAGTTGGCGCATAACGCCGGTTATGTTGCACTCAAGCATCG
+TGGACAGACTACTTAGTGTATAGCAGCTGGCCCCTTAGAAGTTCCCGTTGACCCTTAGAA
+GCGAAGCCATGTAGGAACGCGCCTGAAGGAGGTGCTAGCGAGCTGCAAAAGGCCGGCGGA
+TCAAGGGCAAGACAGTGTGAGCACTGATAGGGGAAAAACGATCTTGGGCGATACTGAACG
+GCCGTTTGGATCAGTCGTTCCAGCCTGGGCCATACCTGCTTCCCTGGGGGAGGGCAGTAG
+ACCATTTATCAGCCTACGAATGAAGACTCAAGTTTACTGTGCCGTAACTCAAGTTCCATG
+ACTATCGCCTGATTGCGATCACTATGAACGCGCGCCATAGTTAGTGCCAGTCGGGCGCAC
+CGTTTGCGTGTAAGCTTCTTGCAAACCGGAGCTGCGTATCCCGTCCTAGCACGAGACACT
+GGTTAGTCCGAATCGTCCGCACACTACGTGCCAACCTGGCTTAAGCAATGAGTGGTACGG
+CACTTACGCCAATAGTGTGATTGTTTAACATTAACATAGAAATTTTTAGAAAGCTTTTCC
+CGAATATCCTCGGTCAGCCCTCCAGATGGTTTTTGTGACATAGGGAGACGCCATTATCCC
+GCGAAATGTATACTTGCAACCATGGACCCTAAGTCTAACCTGGATTCCCACGTGGTACCG
+CGAGCCGCTTTTAAACCCGAACCTGATGATTCGGATAGGAATTGTTTTTGTCAGTTGACG
+AGAATCAATTTTAATCTCATGACCTTTGAGGAGGACTATTCGACATTGTCGTTAGGAAGG
+AAACGCGGAAGGACTGCTGACGATAGTGGCTCCGGGGTGAGTAATCTCCCGCATGGGTGC
+GGTCGATGCCCATACTGGGCCCAACGTAGGTCCCTTAGGTGGTTGAAACCGCGTCTGGCA
+TTAACTATGACTCCCGCATCCAGTAACGATGAGCGCGTAGACATAGCTGGGGGGCACCGG
+GGTTACGTTATTGTTCTGGCCTATGCGTTACCGGTGCGTATAATTGGCGAGACGGTTCCG
+TGCCTGTTTCGTACGTGAGAGTCAACTTACCCTGCGTGCGTTTGATTCCTTAAGTAAGAG
+GGCGGTCTAGGGTAACGAGGGTTCCGTGTCCCTGCTCATGGAGCGCAGACTACGCTTATG
+GACACTCATGCGGACATCAGCGAATGCCGACTCGCCTCTTATGGCGACATGGGCCGGTGA
+CTACTCAACGACAAAGCCCAAAGCCCCGTGGAGCGGCGAGATCTAAGGTGGCTCCAAACG
+CCTCCGAGTTGCAAGGACCAAGGTGCTCGGTGCCACCCTATATGTTATCAGCCACAATCA
+ACTGGTGCATTTAGGGGAGTTGCGTTTAGGGTAGAAGAAGTGTGCAACTAAAGAGCATGT
+AAGGCTGGCTTGCACACCGCAACCTACTTGTCGACTTAACCGATAAAGTTGGTAAGCGCA
+ATGATCCCCTTCAGAGCTGCTCCCGACAGGTTTCACGTTTGGGTATAGCTTGCAGCGCTT
+TGGAGCGCCCTATCGATTTGTGCGTGGCGCAGAATATACGCGCAAAATATTGGAGGTAGA
+AAAGAAGGAGCTTCCGTCCCCACCAAATCATAGGTTAGTCCCTCAAGTGGGACAAATCGC
+GATTGATCCAGGGTTGTCGCGAGGTCCCACCTCTGTAGTGCCACTGGAATTATACATGTA
+TAGCGGAATGATACTACAGTAGAAAACACAGATTCCCCTCGCCTCGGTGCCGAATGTTGC
+TAGCTCGAGAATGAGATGTGACCAGTTAAGTACCAAAGTAACCGGTAAGAACACAGTCAC
+ACCTTGTTACGCCCGGTGCTCACGCCCAAGTATTTTCGTTACACACCTAGTGGCACACTG
+ACGGGTAGCAATGATGCTTGAGAATACCACTCCCAGGCGCTGGACAAACCACGTTTGGTT
+TAAACGGTGGGTTAACCACTTTCGGTCCCCTCTTACCGGACCGTGGACTCTGACCCAACT
+TAGGGGTGTATGGAAATGTACTCCCATTACAATGGCTGCACCTATTGGGCAGGTTGATTG
+TCTGGAAAATCGGCGGTGGTCGTTTCGGGAGTTCCAGATAACAATTCGATAGAGCTAGCG
+AAGATTGTATACTATGTACCGGATGAGAGCCACTGTTCCTGAACATGGCACTTAGGAAAG
+TGCTGGCAGCGACACCCGAGCTAGAGTATATAAGCTCAACCTGGAAGTTGCCTTAGCATG
+TGGTCAGGGAGAAGTGAAAGCGATTTAAGTTTAAACGGCGTATCAGCCGGCGTCCGAAGA
+CGGCAACCTACCCTAGACGAACCATCTCAACACACCTTACCTTCGCCCACAGAGCTCATT
+GGCGGTAACCCCGTAGAGGAAGCATACCGCCTACGAGTAGCGTGGTTTCTATAGCAATAA
+CGGCTCACCACTTTCCAAATCGAAAAGATGCTAGACTTCTGGCATCTGTTAGAGTAATTA
+ATGGGCCTCCCGCTGGGTGGTCCACTTTGACAGTTACCCCTACTTCCTGAGTTGCCTTGG
+GTGAATCAGTCGTGCGGACGCTTTGCGGTCCGGTTAACTCGGCAACAGGTTACGGACTCC
+GATTCGAGCTACTGCCTACTTTCGCAGAGAAATATCAAATGGTCCTGGGTTCCGTGACTT
+CAGGCCTACAAATAACGCCTACAGTACAGAGCCTTGTACCCCGGGCTGTCCTTCTCTTAC
+TGACGTGAAGCCCACTCCTTGGTCTCCCGGAAATACCCAGCATACGAGTAGTTGTTCGTT
+CGAAATGAAGTATGGCTTATGCTTACCAATACGTGGGGGTTCACGGGTAAAGCGTGGCCT
+CAGGACATGCTCCACGGTCCACACTTCCATTGAATCCTGCAAAGTTCCACTTGCAATAGA
+CGTCGGTACATGAAGCGGAGGTCCCCTCCGGCTAAAGTACCCGGCGAACGACTTATTACG
+GTCTATAGCTCGGTCACACACACAGTTTACCACTCACCCGGGCGCTATTCGGCCTTGCCC
+TATATATGTTGGACCATGCCACAGCACGTTATCCAGTAGTGATAATTAGCAGACAGCACT
+GCAAAGCATTCTGTATGGACTGCCCCCGCCCGAAGGGGTTAGTTCACATTGTATAGAATC
+AGTTCAAAACGCCTATACTGTATATTCCAGGACAATAGTAAGGTTTACATATTTTTGCAT
+TATGGCCGATGTGAGGACATGCCCTGCCTTCACGATTTGCAAACTAAGAAGCCCAAAAGG
+TCGGACAAGCTACACCGGGTTACTACATAACAGTCGTTCCGTCGAGCATCTGTAACATCT
+GTGCGCAGAGTCAGACTCGTTGATCTCCCAGTTTGCATACTAAGCTCCCGCAACCCCCAA
+GTTTGCCCGGGAATACCCCTAACTGATGACGCAGATGACGGGTTTGGAGATCATCAGGGG
+ACTGGTTCTCAAGTTGTCAACCTCTGACTTACCCTAAGGCATATATCCGTCAGACTTTCC
+CAATCATATGCCAGTTTAATAATGAGCGAACCTCTCCTCTAAGGTACGGATTGAAATCAG
+AACAAGAGGAAACTCCCCATTCGCTATATCATCGGGTATTCAGACAGCGGCATCTTCCGA
+AGCAGTGACCCAGCGAGTAGAAAAGATGACGGTCAGCAGTAAGCTTATTCGAGGTTGACG
+GGCTACCACACTAAGGGCATATCTGCCCGGGAATCGGATTCAAAGTGGTGCTCAAACTAA
+TCAAGAAATAGTAATAAATCGATTGAAGAAGAGAAATAATGCCCAGGAGGTGGTTACCAA
+ATCCGACCTGCGACGTCTTCCAGACGTATTGGAGAGATAGACCATCACCGGCGAGAGTGC
+GGTAATTTATTTTTACGGCGGAACCGGCTTTTATTTTACAACTCAATTACTATGCTATTG
+ACTTAGTGGGCTCAGCGGTCCACTTACGCGCCCATCTGGATCGCTATCTATTATCTGATG
+GGCCGCTACACCCACGCCGACAGTCAGACTGACCTCTCAGCGTGCTGTCCCCGAAAGCTG
+ATCGTAAGATCACTATGAACTTGAAAATTGGAAACCTGGTGTTTTAAGGACCCGCAGTTC
+GCCGCAGAGTAAGACATTAACTATTGGTGATTGTCGTGGTTGTAATCTTCATAACCCCGC
+CCACCACATTGGGTCCAGCGTTTGACCCATGGCACAACGGTACGGCTGCTTTATATCACC
+CTCACAGTTAAGTGTTGCTTAGTCGCCGTTAGTGGACGCCACTACGTCACATGGCGAACG
+CTTCACCGAGGGAAACGGAGGCTTGCAACTTTGAAAGCAAGGTTACTCTCCGCCGGTTCA
+CGTATGACACGATACTAAGTATTTCGCTAAAGTTCCATTGATAAGTCCCTCTTTTAGTTT
+AGGGACTCTGAGTTAAGTGCTATACGCCATGTTCAGTGCCACTAGGCCCCTAAGGATCTC
+CACACAGCGAAACAAGAGCGCTTTAAAACGAACACGCAGCGACACATCCCTCAGTCAGTC
+TAGACAGTCTTATTATCGAGGTGCAGGACGTTATGGTGTCTAACCAAATAGAATACGCGT
+GTATAGCATTACCATAGTGTATAGGTTGTGACCACGGCTCCTTGTTATCAAGATGATGCG
+GAGACTCTATCTTTAGCGACGCCCAAAGATGCCTCCACAGGACTTGATACCCATGCGATA
+AACCCGTTGGGGACCGATATTTGCTTATAGAACATACTAAGACTACCAGTGAGCCTTTAA
+TTCTCTTGCCATCAACCCGGAACTCAGATAAGTGATTCTTCGGGGGGGGCTTACTTCGAG
+CCAACACCCTCTCAAGCAAAATCATAAGTGCCCATCCTGAGTAGGCAGCGCGCGATGGAA
+CCGACCTACAACCACCGATGCACAGTTTTCAGAAGCCGGCCAAGTCGAGTTTTGTGAAAG
+GCATACTCTACGGTTAGCGGAACCGGACTACTGCGTGCTTAGCTACGGGAGTGCGTGCCA
+AACTTCATCTACACCTCTCATAGATCCTAGGAATAACTCTTAAACGGCCGCAGTCCCGGA
+CAGCAGCGCGGAACCCGACCCGCAGAGGCTCCGATGTTCGGAGCCCCAATGAGTACCTCA
+ACCTTACATGATCGGAGCGGATAAACAGCAGCCGCACCAGGGTCCGCTTGCGACCCAGCG
+CATTAGGTTGCGTATCGCCCAGATACAGTGATACCCTTTCGGATCTATTCTTTCCTATGA
+TGGCGCTACGCTTACCGTTTCAGCGGGGCATATAATGTCTCTCGGTGTACTCAGCGTTTA
+CAGGTATAATACTTCTCTTTATTTGAATCACTGGGCCTGGAGAAGTGCTGATGCAAGTAG
+CTCCGGCCTCAACTCCAATTTAGTTGATTATTTGAACATAAGCTAAAGAAAGACAGATTG
+CCACGGGTGCCAAACTAGCCAGCATGGAAGAGCCATAAGTCTATCCTTGACGACTGGCAT
+TCATTCACCTTAACACGGGCAAAAAAATGTGGGACCCACGCAAGTTATTGTGCCGAGCGG
+TACCGTTTATTATGTTCTTTGGCGCCCACAAAGGTTGGCGACGCCATCGGAAGATAGATG
+TTCCATTTTCAGGCTCCATAGGAACCGCTGGACTAGAATTGACACGGGCCGTTATCGCTC
+TCGACACGAGGACGACAGCATACGTGGGATACACCGCGCTCGTCGATCGCTCATCTATGC
+GCTTGCTTACTACTGCCTATGCACTACTTAGCTGCTGGCCTAGTGCATCCCGCCATGGTA
+CGTATTCTCAGCTGGATCTTCCTTTGAACAACTAAGGCGATTTACAACCGACATCGCCAA
+TTGGCTTTCAGGCTACACCCAACCTCATTTCTGTCCAATATCGGTGACCTCACTTATTTC
+ACTTTTCAGGCCCTTCATATTTTCAGGTGGGAACCTAAGCAGCTGAAACTCGACCCGTGG
+TTTCCGAATGCGGCGATCGGAATTGACAGTACATGTTAAGGCTCAGGAGCTGGTTGTATG
+CACAGTCTTCGCTAGGAACAAGCAAGCTACCGATTTAAATACAGTAAATGTCGCATCCGG
+TAGAACATTGGAGGAGTGATTCTGTCACTGTACAGTAAAGGAGGAAGCGATTTCTTAAAG
+CTCATGTGGTCGACCATGGGAGGGTCTCGAATCTTGACTTACTCACTGTGCCCTCTCCCA
+GAAGGCAATTGGCTACTGCGCGCCCTTTTAACCCACGCTCTCATGTGGCAACGTTGGGCT
+CGTAACTTAAGGTTGCCTCGTTAGAGCTAACACTAATCGACGTTACGTTTGTGTTGTGCA
+TATAGTGGTTCAGCGCGCTTGAAGTACGTCAAGTGTATAGCTGGCGCAAGGGTACACCGA
+AGCTCGAGGTTTCATGAGAAATCAGGAATCTTGAAGATTGACGCTTAACGTACCCTGGCC
+ATGTTCGATTCGGTGGGTGGGGTGATGCCACTTGCGACTATGAACACGCGTAGGGCAGAA
+ATGCTACACAGTACAGTGTTGCGAGCCATTGTAAACTTGCGCGTTCAGGCGTCAGGCCAC
+CTCTACCTCCGTAGTTCCTCCAATCCTCTCTTCCGTCGCCTATTGTGTTGAAACACGCCC
+GGGGAAGTCTTATAAACGGTTCCGTTAGCCATTAACCAGGAAAGCTGTCATAGACAAATA
+CGCAGGTGAAATCCTTTCCGCGTGGGACTGCGATGTGCTGTTCTCCCTTTGGCGCTCGAA
+CTACTTGATCCAGTAATTGTTAACTCGACCGCTATCTATTACCCGTGGTAGATTATACTA
+CTGCATCCATAGATGAATCCAGGAGGCAGAGGACCAACACAAACTCGACCGGGGGAAACG
+CATTTGGAACTGCAGAGTATTACGCCGTTCCTCCGAGGTTGGCATATCTTTTTTGGAAGA
+CTTTTGAAGTTATCCTACCTGGTCTGTACTAAGGTTCGTATTGCAGCAGCCGCTCTACTG
+ATGTACAGATCGCGGTTGCTGGGGCGTGCTGGTTGTGAGTCTAATAGATACCTGTACCGG
+GTCGCTCGCGTCTTCGCTAAAACGCCCGTACATGATATGGTTCTGAAAGGTCCATCCCAG
+GCGAAGATATCCCCGGCCCGAAAGCGTTAATATTCTCGCCCGCAGCGTCGGCTTTGATAG
+ACGATTAACGGTCGCGTGCGATAAGTCCTTCCTTTCAACTTAACGACACCGACGGGCCGT
+CTCTAGAGGCCGTCCTTGAAAATTACTCTCGCGCGTCGCCGTAAAATCTCGAAGCACGTC
+AAATCTTAGTAATGATCATGTAGCCTGGACGACGCGTATTGTACAAACCTAAAGCCTCCA
+AGGTGGTGGGGTTATGCCACCGGGAGTCTCTAGCCGACCGGTCCGAACATCATAGTGCAC
+AGTACCTCCTTTCTTAGAGCCTTTTGGAACTTGCAGAACCCATTAAGTGTAAAATCGATC
+TAGTCGAGCCGTGACCCATAGCAAAAAGGGAACAATCGTCCGAGTGCAGGTCAGACGTAT
+TTGAACCCAGATATCATATGCAGATGTCAACAACATCTAAGGCGGGCTTGCCACTGCTTC
+TCGTACTAAAGGATGAGGTTAAAACTTGAGGGTCATTTACTGAGTCCTAAGTGAGACTCC
+TGGCCTCATACAGTAGATGCAAATCATATACTCACGGTATCAGCGTGTCAGCTCCATACG
+AGATGTAGGAGGCTTCTGTCTCACGCTGCTGGGAGTCCGATGGACTAAACTCTTGTTGGA
+GTCGACCAAGTCGCCGAACTCAATATGTTAGCCAAGCGTCAGTCCGCAACTAATCTAGTA
+CTGTTTGTGTACCGCAGTAGAGGCTCATTGTCGGGATTGGCCACTCAAGTACGGCGTTCC
+GGCTTCTGATGGGCCTCTATTAGACCAGTCCATACCTCGGGTGTCTAGTCGATCGGGAGC
+ATAAGTGCTCCTTGGCAGTCTAAAGCGACGCCAAAGTGAATAATCTGAGGAGTGCGTTTA
+GACGGCCGCTTTATGTCGGTGGACTCATCTAGAGAGGACATAATCTGGCCATAAGAGCCT
+AAACATAGCAGCTCGGACCAATCAGGCTTATTTCGTCAGCAATGAGGATTAACACACCTC
+TGTGACGATGTGACGTCGCGACGTCCCCTGATGAATGCTTGCCACGTGGCCGTAGAAAGG
+GAACACTAGATTCATAGCGAAACATCCATGTCCTCACGAGACCTCCAGATCGGTAGACCC
+TCTATGGTTCGGTGAACATGAACCTGCCGTAAAGGAAGTAACTGAATGTATGACGGGGAG
+ACTAGCGGGCGCCCGACCTGCTACATTGCAAGCACATCCTTGTGTTTGATGTAAAACCAA
+GTCATCGACTCCGAAGATTAATTACCACGTACAGCAGATGAGAATGGACAGGCGAGGCTG
+CACTCCTATTGGGCATGGCCTTAACGATAGAACCTGCGTTTTCCTGTCTTGGAGCCGCCT
+CAGATGAATAGGCATTGATAGCCTAGATAATATGATCTCGGGGATAGAAGTAAGTTAGTT
+TACCTGGTAGAGGGCCACAGAAGGGCACCTTTTTATGCAATTCGCGGTCGGATGGGAGGA
+TATGATCCTAATAATCACTGTGATTGCCGTCCAAGTCTGGAGCCTCGGGAATCGGGTAAG
+ATAATAGAAAGGGTCTCTCTCTTCCGGCTTTGTAGAGACGCGACGATCCCACCTCCTTTC
+AGACTAGATAAAAGGTTGATGCATTTTCACCCTTTGGGATCAGTCGTTTGTGAGGAAGAA
+GTCACCTAGACCCCTTCAATTACGGTTCGATTAGCAGGTGGAGTGGTGAGTGCTTCGGAT
+CTACACGCGTTACTAAGATGCATAATAGCTATACGGCCTTGATGCTATGTTAAATGAAGC
+ATTATCGCTTATACAAATAGTGGGACTCTTGACCTACGTAGAACGAGGGTCGCTTGAGAG
+TCAACAGGTGCGTAGCGATAAGTCTCTTTAAGCCATTCTATGCAAGAACGAGACCTCACA
+TGAACAGGGCCATGCTAAGCACCCTCGAGCCGCAAAAAGAGTGCTTTCACGGGTCGATTG
+GGTCTTAAAGCCATGCGGTAAAATCTAGGCCTGAGGCCGCAGGCAATCTTTTTGGCGGTT
+GGCATCACGCTCAGGATTCCCGGCAAGATCTCTGCTCAAGACCTGTCTCTGGTTCCTGAC
+AAATACAGGGTGAAGGATAACTGGCAAATACGCGCGGTCCTATACGTCCCAGTTGCAACA
+CGGACCGTGCCCGATCTCGTAGTAGATAATAGGCGATTGCTAAGACGCTACTTCCAGTCT
+TAACACTTAGTTTTTTGGAATAGAAACAAGATTTGCTCAGACCTACGCGACTCCGAGTAT
+CTCAATTAACCGACTGACTGATTTGCTCACGTCATACTGGTTCCGACATCAGATATACCC
+TGAGTTATGGCGCTCGGCGGGATTTATAACGCTATAACCTACTTCCTAGCAATCGGCGGA
+TCCGGGCTCGAGGTACATAGCGGTGAGACGACCCAGAGATTCGTATTAGCGGTTGTAGTA
+GTCGATGATCTTTTTAAAGCGAAATCTCCCTACGCTGGGGGAACTTAACTGCACACTTAA
+CTTAAAATTTTTTGGGTCCGTTAGCGAATACCCGACGCTTAAGCAAGCATTTGCTACGCA
+TCAGCCAATTTCTTGCAAGGTGTTGTCACTGAAACACAGTATAGCCCCCTGTAAGGCGCT
+GTTACAATACAGGATTCAGGGTCGACTACAGAGAAGAGGTATCCATCGATAAAATCGCTA
+CCTGCGGAGAAATCGTAGCGAGTTTATTTATTTGGGAAGCGATGATATCGCGTGAGGCGC
+GACAGAATAAGGTGGCCCTAGTCCCGCCAAAGACTAGTATGCGATTAGGGGAACCAACAT
+TGTGTGTGTAGCTGTTTAAGTGCCATTAGACTAGAGTTCAACTAACTCGAGAACTGGAGG
+GAGGTTGTTTTAGCCATGATTGTGGGTAGCACTGGTCACTCCAATCGTTCTACTGCAGAG
+TATCAGCCATATCGACTTTCTGCACTGGCCACGAAGCAGCGATTCGGTCCCGTTTTTAGA
+ACTTTGCAGTAACACAGCCAGTCCGATTCACTTTAGAATAAACCCGTGACCGTACGCGCA
+GTGCTAGCATAGACTCGGTTGATGATGAAGCTAGAGAGACCGTTTATAAATTGGCCAGGC
+CGGTATTTGCAAGCGGACGAACGCGAGGTTCTATGCGATTCTCGGGGCGCATAGGAGCAT
+GTCGACGCGGCATCGACTGCTTATGGGTACGCTTAACTTAATTACACAAAAGGATCTCGT
+GTTTAGACGCACGTGTGGGATTAGTTTTTATTCTACTCCCCTCTGAGACTTTCACCTATG
+CAGTTCGGGATAGTGGTACTAGAATCCTGTAATCCGCTATGAGCCCTAGGCCTCACTGTT
+TTATCCCTAAGGCTTTATAAGCCAAGATTTAGGGAATCGGAGGGTCTACTGGACGGGTCA
+ACGACGGGCCGCTCGTGTATGCTTCCTGTGACAATGAACGTTTAATATGATGACGTAGGG
+TAAACATACGAAGGCTTAGAGCCACAGTTTCGTTTCCTCCTTATAAATACACGGTCACTG
+ACCGGGTTGCGACGGTAGTGACCTTACATAGGCCACGGGTGTGTCGTCGTCGAGTTTTTT
+CTTTGTGCAGTAGATTGTGGTGGCGTCTTGGGTCTGGAGTGATAGGGTAGCACCTCAGCT
+AGACATTACCGCTCGGTAATGGTTACATGGTAAATCCTGACCCAGACCGGGAAGAATGTA
+CACCGGTGCAATAGGAAGAGACACTGGCATCGACCTGGTCTTTACTCAATGGACCGTGAG
+CTCTTATGACGTTGCGGATTTTAACGTGGCCCTAGATGTAAAACCTTTGCACGAGTGGCG
+GACCGACTACGCATTGCTTTTCTAAGATCTCTACAACATTCGCCATTAGTTCCAATTTCT
+CGAGGTGGGCCCATTAATATTCGGGTAATAAATTAAGGGCTCAATCGATAGTTTTGCTCG
+GTCATCTGCACAACAATACCGTCATACGCTTTGGGCGATCAGGCGACAAGCCCAACTGGT
+CCTAGCGCGTCATCACAGCAGAGTCCTCTACGGGACTCTATGCAAAATTGGAGTTGAGAG
+GTCTGGGTTTTTACAACCTGGAGGAACGATGTGATGGTACGATCGATTGGTAACCGACTT
+TCTAACGTGATGCTTTGTGGGGGTCATTGTGTGCATAGGTTTCCAGGGACCTCTGGGATT
+GAACGTTGTTACACGACGTACGACTTTCCTCTAGGAAGCTTGAGCGCATGAACGACGATG
+GGGTGGATGTCCACTCAAAGATGTTAGATAGAACGTGCAAATATGCTTCCATGAAGTATA
+TCAGTGCTTCCGGCATGGATTATACGCACGGTCAGTAACCACGAGCTGGACGCTATACTA
+ACCTTGACCGGATTAGTGTGCGCCGTTCCTTATCGGACCCGATCACTCTGTTGTGCGGGT
+GTGCTTGCGTACTCGGCTGCAGGAGCGTGGTATCGCCCCTAACCTACCCGGGGCGCATAT
+CCCTCTGTCAGCAGGCAAACCAGGATCATATTAAGAAATTCGTCCTGATGGCTTGACGTG
+CGTGACTGATGGTCTCCGGGTTGCCGCTATTTCACTGTCTCGGCACGCCATCATGGAAAA
+CTAGCATGCAAGACCACATGAGTCTCTTAGCGCCCGTGTTCGAGAAAACTAGAATGCACT
+CTTCGGCCTGACAAGAGAGACGCTCCAAAGGTCGGTTAAAAGTCCATCAGCGGATGCGGA
+TGAGCCGTAGGGTGGTGTTGTCAGTCAATTGCGGCTTTTCGTGTCCTCGGCTGGGGCTAA
+GAACAGGTCGAACTCGCGTACGGCCTTTTGGCGTTCCTAAAAGTTTCAGACTCGATTCAT
+GCCGCCCGCGCAAATGAGCTAGGATTCCAAGATATAATTCAATGTGTTTGCTCCGCTTTT
+GGGACGCGATCCGTACATCTATCCAGTTTTTTTACAGCATCACCTATAGTAGGAATGCTA
+TTATATACGAACGTCCCGTACATTAAACGATGACTCGCAGAGCTGACGGCCGCCGTTAAT
+CATCGGTCCGGACGCGTCTTTGAGAGAAATCCTATTTAATCATACGCCTCATTAGGCGCA
+GGGTCGGAATGTAGTGCGGTTTATGCCAAAGAGTGCCGGGCCTGCTCTAAGCCTCGTGGC
+ACTATAGACAGCGTACACGACTACAATAATATAGGTACATATCTCTTTCCATGTTAAAGC
+AGTGGCGACGTATGGTCTACTCGCGGATAGCCTGGGTGCGATACCGTAGCATTTCCAAAA
+TGTATTACGTACCGGTCTCACACCGTTCCTAGATCGATAATTGGCATGTAGAACAACCGG
+GGCTCGACCAAAACTACCGATCATGTGGCTGTGGATTATGATACAGTGGGGCCACTCAAC
+TCTGGCCTGATGCATATACGGTTGGTCAGTAAGCTATCGGAATTCTTTATCTAACCCTGG
+GAAGAATGAGCTGCGATGGACTTGGGCGAACTCGGGGGGTTGGAGGCCAGAATATCATCA
+GTTGTGCAAGCAACGATAAATTAATCGCGGTACCGCTCGGTTTAAATGATGCCAAAGCCT
+ACTACACGCTAGGGCGAGGGACTGGCTCAGAACCTGACGATTTACTGTCTTGTCAGGCTA
+TCCCGGCACTCAGTCGGATCGGGTGCCTACCTAATATAAATCCTTGAAATATCCCGAGAA
+GAACTGTTATTCACTCCGTTTTATGGTATTAATTAAATTAGATATCTTTTATGCTCATTA
+TCTTAAGGATGCTTTTTGCTTGCAATCTCGGATTGATTAGTATATACTCTTACCGGTTTC
+GCGACAGCCTGTTGTGCTCCTGGTCTCCACCACCGCGAGTTTCGGAACTCCTTGGTTCCA
+CATGCGTTCAACCCTTGGGGTATACAGTACATCCCGCGCAACCCCTAGGTAAGCCCTTCT
+GGAAAGCGATGGCGGCGATCGCTAGATTGATATGTTACCCCATCGGAGTGTAGTACTCGC
+GCTTAGCGGTGGGCTAAATAAAGCGAACAACATCAAACTCTCCTTGGTGTTGGGTTAGGT
+AGTACGCGACATCGTTCGTGTTGACCTGAGGGGATACTTGCATAACACAGTTGGTCATGG
+GTGATTGAGCTTCACATACTCCTCACTATAGGCGCCTGCCTCGGAAGAGCTTACAAGCGT
+GCGTCTCTCGGAGACCTCCTGAGTACCTTAAGAAAAGACGGTTGATTAGTAGCCCTGGCT
+ACGCTTGTGCACCAATAAGGTGGCGAAGACGCCTGTAATCATCGCTGACCGCTCTGTCAG
+CCTGGCACTTCCAGAATGTATTTTGGAGCTCCGGTCTGGTGGTAGCAACGACTGTCACGT
+TGTGACCCAGCTTAGCACTCAGACCCCACGGCAGCCATTTGTAAAAAGGTGTGCAAGACG
+TTAGTTTAGAGCCCTGCGGGGATTTTCACATTCCTCTGGTAAGATGTACGAAGCTAATCT
+AGCGAGAGTGTGCATCCGCCGTACTTGGGCCACAGGGGGTTCGCGCAACACCCAAGCTGC
+TGGCCTCGGCGCCCTTTCATGACACTTAGCTTGTTACTTCAGTGAATCGGCTAGCTCCGG
+TCTCGCCATAAGCGCGACCCGCTCACTTAGATAATACATGCTTGAATAACTCCTCATTTG
+ATGTCGTCGAGCGGCTTAGATTCCTTGGAAGTACATAGCCTCGAAGCCACGTCTCACCGT
+ACTATTGAAAGCTAGCGAGTCGATGATTTCCCAGACGTTTCAGAATTCGCTACATTACTC
+GATGACGCTCAGAGCTCCCCTGTGCTCTGTGGGAGGAGGTTGTCGCGCTAGTAGCACAGT
+CATAGACATCATAATTAGGTAGCCCGCAGCCTTCAACTGACTCTCGATCTTGTATGAACC
+TTGAGGCATCTTGAAACAGGTATAAAATTCTATTTGGACAATATGAGAGTAATCGCCTAC
+CACGGCAGCGTTGACAGGGCCTAGCGGCCGTTTTCCCCTACTACTTCGCGGTACTAAATG
+TATATTTAGGTCCGCCTGAGCGACAACGGTTCTTGAGTAGCTCCGGAGGGCCTCTGAGAT
+GATCGGCTTTGCCCCCTTACAGTATTGTGGCGCCAGCTCTTAAGGACTCCGTCCACCGCG
+AAAAAGCTAGTGACCTCCTAGGTAACGGTCTTGAACACAGAATAGTAAGAATGAATACGT
+TCGGTAACACCCCGTACGGAACCTCTCACGTCGCGAACTGCCGCCAGCTAAAGGACGCAC
+TCTCGACTTTTAAGCGCACCGGCATCGGACTAATCTGATACAAACGGTCCAGGAACGTCA
+GCGTGTCTGTCCCCCGTCTAATACACGCAGAGAGTGAATCATAGAAAGTTTGCAGTCAGC
+GTGGTGCGTTCGCGCATACTTCGGATCGTTGTTTTCGGGGATATGCATCGTGTTCACACC
+GACCTTGTCACGATAGCCAGAGTCGCTTTCGAGGCGCAAATAATGGGCGATGATCACTCA
+TTCCTAGAGTATGCGCCCATGCACCCTTTATTGCCTACAAGGCATGATGGCTCGAACATA
+TATCAATCTGGTGTGATGACCACCAGAGGCCTTACACAGCTGCTCTCGGGCTTCAAGTGA
+CAGCAACCCTGGTAACGAAGGGCACCCGGAGTGCCACGTTGGACTCTGAAATGGACATGA
+GAAAGTCGTTTCTGCACAATCGAGGAGACTCAGCGCCGACTCGTATGGGATGATGACTTT
+TTGCAGTAGCGAGCATATGGGTATATTCCCTGTCTCTGCAGTCAACCCACTTTGTTACCA
+ATAGTACATTGTACTTCAGCGTACCGTATAACACCCTCCATGGGTGTAGAAACGAATTCC
+TGGTATTACTGCCATTTTGACACGACGCCTTAACACACTCCCAGCATAGTATTGAGTAGG
+GGTGGCTGCTCCTAAAGTAAGGGACCGTTGATTCTGCTATTCCTTAAGATTTTGTAGCAG
+TTATTACCTTGCAAATACGTTTTAGACGTCAACCGAAGGAGTATAGGACCCGTTGTCACG
+GTGAGGAATAAGGCGGTGTAAAGATCCGGGTTATTCGAGCGCTCGTCACAAGGTCAGAGC
+GGAGTTGGTATAGATGCCACGTGGTCACAAGATTATTAAAAGTCGGCGAATGTGAATTTG
+GTTGACGTCTGGATGTCTTGACACACCATTAGAGGTACCACGACAGCAGACCCACCATAC
+GAGTGGCAGCCAGTGCGGCGTATGAGTTGTAATGTGCTAATGGACTGATAGTCACCGCTC
+GATTCATAAGGGTCGAATGCCAAGTGTTGCTAGCTGATGCGCACGAACCAGAATGTTCAT
+GTATCACAAGCTAATATTGGTTCCCACTGCCTCGGTTCAGGAGTGGATAGAAAATGAATG
+CTTTCGGGATTCGCGCTGTTACGTATTTTGTAACGCGTGCACTCCCGCCACGTGGGGGAT
+TACGAGTTGGGCAAGGGGTGATATGAGGACCTCGCGCGCTGGAAAAGACCCTAAAAACAA
+AATACACCCGCCGGATCCCTAACACTAGTCAATGAGAAAGAGCGTTGGTTGTAGTGTCCA
+ACCGACGTATCCGGGCGTATCAGCGATATGGTGATTATAGTACGAGCTCACCGACTAATG
+TCTTCACGATACATTTCCAGCAGCTCCCTTTGGTGGGGTGGTCCGGGAGACGAGAAACCT
+TACGTATAAGGGACACGGGCACGTTCACCGAATACCTGTAGACCCCCCACTATATTGCAA
+TGCAGTCCCTGAATTTGTATAAGAGCGAGTCGACTGGCGCGAGCAAAGAATAAGTCGGTA
+GCCTCCACCAGAGGACCATCATTGGCAACAAGCACTTCGATTTCGGTTCCACACTTCGAT
+GGCATTCACTATCCCTTGTAGATGAGAGATCTAATTTGCCGCATTCCATTCCCAAGTTTC
+GCAGGTCGGGTCTCCAATCCGTTGCGTTTGATTCATGTGGTTTAGTCATGGCTGGACCGC
+TAGCATCTTCGGGCGACCAGGCGGACCGTCAGACGAGTACTCTACTAGATCAGGATCACC
+ATAAATCATGTGGCCGAGAGAACATGGCGCTGGTTAGGCGTAAACCATCCTCCCTTTCAC
+GTCGAAGAACGTGTAAAGCCCCACTAAACATGATACCGCCGACTGTAGCCATGATAGGCG
+TGGTAGGATCTGAAACGATTGCGGGAGTTTCAGTTGTGAAGGACTTCTTTTCTTGTTACA
+CTCTGTGAGGTGGACACTGCAATTAACATTGCCTTTTCTGGCTCGGGTTGGGTCTCAAAC
+CTATCTTTTTGGTGCCGCTTCTCTGCACTCGTCCAGATTGTCAGCGGCACCCAAGGTCGC
+TAGTAATTACACGGCAGGTGGATTTTATTTGGCTTGCAAACGTGATGCTTTGCGGAAGCC
+TCAAAATCCGTTACGAGTTTCGACGCGCTTAACCGTGGACCAGGTCTGGTGACATTCTGC
+TAAAATTCACTCTGGTGCTACTATCAGGCGATTAGCTGCAGACGGGGACCAAGTACACCC
+GGGGTGCCCAGCATTCGGCTACGTCCGCATATGCACACTGGATGACACCAGAGATTTGCC
+CGGCATACGCAGGTCGTGCGAGGCGTTGTTATACAGGCCGGTGAGCATTCTTCCCTGGGA
+AACGAACAAGTCTGGTGATCAACGCAGACATTACCGAGGCTCTCCGTACAGGTTTACCTG
+ATTTAAAGCTCACTCGTCACGGGTCCGCTGACCCACACCGATAATAGAGGCGTGGCTTTG
+TGTCACCTGCGCGCCATATATCTACGGGATACTTTATACTGGCCACTCAATATTCTATGT
+CGAGCTATTTATGAACACTGTTTACAGAATTTCATCGACGCCCTCCACTTAAGCAGTCAT
+GCTCAAACGCTTGTTGTGGCAATACCCTCCATTTCACGTAAGTCCGGCGGGGTATTCGTA
+CTGGGCTCTCGTCTCGATGGTAAGCGGGCTATTCACAGGGCAAACAACTGGATTGTCTCT
+GATGGCTTGTCCGTTCCCTCATGTCTACAAAGTCCTGAGGCCGTCAGTCGACTAATCATG
+ATTTCCCTTTCATGCGTATTTAAGGCATCACCCAATCAGCATTTTATTTTAGATAGTTTG
+CAGTGCGCTCCTCGAGCTCTTCACTAGGGTTGCTCCCTCCACCCCGATTCAGTCCACACG
+TACCGCTATCCATGGCTCACCAATAAGTGACCCGGTTGATCGGACGGGATACGCAGGAGT
+CCTTGCTTGGCCACTCACTGCTCCAGTCATTGCGAAGAGAACGTGCAAAGGCCTCTGGGC
+GAGCTTTAGCAGTTTGACTTACTAAGAGATCAACGGGTTACTTTGCTAATACATCCCCTT
+GCCATTCCAAACGGCACACTCCACCTATGATCTGCCGATAGGAACTGGAACGACTGCGTG
+GTTTGTAACCTAACAAGCCGTGTTTCCACTGCTCTGTCTATATAGTTAGGAAGAAGCCGC
+CATAGATTTGCTGCCACTACAAGTGAAAATGTTTACCACTGCTGTGTCTTAGAATTGTAG
+GTCTTGATCGTGGCGCCTTCTTATAAGCTGCATGACATCCTTAGTGACCCTTGTTGCCCA
+TGGAAGCCGACACGGTCAGGAACGTCTCATATGACCCGCGAATGTGTAACAGCTTCTCCA
+ATATCGGAGATGGTAGAGATTTAGTTATGTATCCTATGCCCCCAAGGCGCCTACGAGGCG
+ACCTGAACGAGTTGCGCGTATTTTTCGATCGACGGACTGGATAACAAACTGATTCATCAT
+GCTATAATTCATCCATATGGGGGTAGGGACACTCGGGGAGTGGTGCCTTCCAGCGCCCTC
+ATTATGTACGTGTTTGTTCACAGCAATATACGCGTCGTCTTAGAGGCGCAGAGGTCAATA
+GTGTACACAGGTGGCGAATGGGTCCAAGTACCCGCGCAGGGTCGTAACTGGCGTGCTACT
+TCGGATTTAATTCAGCAGTAGGCCGTTCGATTCTATCACGGCACTTCAAAGCGGTCTGGC
+ATTGACGAGCGTAAGGCCATCACCTCACACGACACGCATCGGATTTGGATCTCGGTCCCG
+ATCGTACCCTGTGCATAGCCTCCAAAAGTTCCACGAGACACCCCTACCCGAGACTCTAGC
+CTTGATAAGGCAGCAGGTAGTGCATAACAGACGATTTGCAGTATTTCGGCTGACACGAGA
+ATCTGTGAGCCGGTTCATTTGGCTTAGGTGGCACCAGCTGTATTATGCGTACCGCTCCTA
+TTTGATGATATGACCCCACAGTCTCTCGGATATACTACGTCTATCCGTACATAATGCTAT
+TAGAGCGCGGCTCGCACCGCCTGGCGCAGTATCCTAAAACGAAGCTCCACGCGAACTCGG
+TATACGGTGATGGATCCCTCGAGGGTCCCGATGGCGTTGCCCTCTCAGTTAATTTAGGAA
+GTGATTGATATTCATAAGCTCCCCCGCTCTTACCTGGTGGAAGACAAGCAGCCGCATCTT
+TATAATCGGGACTCTACGCGCCTATTTAGGCATGCCACAACGTCGGAATCCTAGGGTTCT
+GTCATTCGGCGGTGTATCCCGTCTTAGGACGTCCGCGGCGCTAGCGCCACTAAGATCGGC
+CGGACAATGGGTGGAAATTGAACTCCGACATAGCGTTGACGCACCGATGTTGCTTCCGAT
+TTAATCTCCCAAGGTCCTCTCGAAGAGAAAGTCATATCCAGGATCACGTACAAGTTCGTG
+CTAAGCGTGGTCGACGAGTTTTCAAGTCTCTGTCCCGGTCACCGTTCTATATAGTTGCGC
+CCTAATCCTTGCGACAAGATGAACGTTAGCGCTCGGACAAGTGTACCAAAATAGGGCCGT
+AATGCATGGAACCTAGGTCTAGTACGGACGAATATGAGCGTTTCGTGTCCCCTAAACCGT
+GCTCCATGACCGGGCCGCCGAATGGCGAAGTAATCGTTCCCGTCGGCCAGAAGCGTCGAG
+AAACAGAAGCCGTAAGAATGATCCGTTATCACTCTATCCCTGCTTTTTAGTGTGAACGTA
+CTGGTATGTTCGCGTAAGCTAATAGTTCAGGCTTTTCTAAGCAGGAGCATGCGGTGACGA
+GACGTTTCCCATTGACGACTCAGTGACGTAAAACGAATCGGTCACTCAACTGCCTCTCAC
+GAGAACATTACGATGAGGACTTGTGTACGGACGCTACGCAAACGCCCCTACATCTCAAAG
+CTTATTTGTCTCGTTTCGGCCTAATTCTGTGCCATCAGATGGAACGGTAGTACAGTCCCT
+TACCTTTGAGCCGATTTAATTGGTGGGGGCCGCTTTTTCTGTTGGCCATTAAGTCATTCA
+GTTCCTGAGTAACTGGTCGTTCGCCGGCGATCTGTGTCCGATGGGCTACGCATAACGCAT
+AACGACCTACTCTCATGCCAGTTCGAGAACTTGACTATTAACCGTCTTTCTCACACTACT
+GGCCCTGGGGCTAACCGGCGCTTCGCAGAGGACATTTGTCCTGTCGCGATTCCCAATGAT
+GACCGCGATACTAACAATTACAGCACATTGGCCCTCATTGCACGGTTTTTTGTACTCGCT
+TTAGGAAGATGTGGGTGAACGTCGTAGTAGCCTGCCTCATTATAAACGGGAGTGATCGTA
+ATGGTACCACTTGTGTAAGTACAGTTTGCTCTCCCTGTGGCGCTTATCAAAGAACCGACG
+CTAGCTCTATTCTGACACTGTTGCGGCGAGACAGCGAGTTTACCCCGGAGAGTTTAAACC
+TAAACCTGGGACCAGCAAGAGTAACTGTACGCGCGTAGACGCCGATGCCCTAGTAGTCGG
+CACAGCTGAGGGACACCGCCCAGAACAAGCAATCACCACAATCATCGCTCTCTTCAGGCG
+TGCGTTCGGTCTAAGGAAATCATAGGGCTCTTAGCATGGTCAGTGACCGCACGGTCCTAC
+ACAGGAATAGGGAGCCCTAGTCACAAAACGGAGTCTAAACCCTGTTCCCTGCTTCCCGCC
+CGTATAGTCAAACTTCGCATGAGGCGTATTTTCTCTGTTGACCGCCCGACTCCTCCAACA
+AGATCTTCGTGGCAATCGCTCTAAGCATCCGATTGTTTCCACACGGAATACAGAATATGT
+CCCTAACGCCGGCGCATCGCCCCGCTCCATCAGTGATACATTCATTGCTCAATGTTCCCG
+TGGTGCCCCAAGTGTGCGTTGCAAAGGGATTGTGTCTTTTCCGGCATTGTAGTTGCTGGC
+CGCGTTACAGTAAGACGTTCGGTATCGCAGTTGTTGTGCAGAAGCAGTCCAATGTTGCAA
+GACATCCATATATCGCGCCTGTCCTGGGTGATTTCTGAACCAATGTCCCGCAAGGAGTAA
+ATAGACCCGCCGAGCGAGAGGCCGAAACTGCCATCTAGTCATTCGGCAGACCACCGCCCC
+GTGCTAGGTGCAAGCTCTCTACACGGAGCCAGTGCTCACCTTTAGGCCATTATCCGGTTC
+AGGCCGCAGAGTGTACGTGCAGTAGTACTTGTGGACTCGGCTATCAACCGGCGTACCGGG
+GAATACTGAGCAAATCTTAGTACGATTGGTAAAGTCGGCATGGTAAAGTCAGCCCTCTAC
+AAGCAGCAGCCTTAGCTTATATGGATGTACCTGACAGATCGCAGGCCATGCTCTACCCAC
+ACGCCGATAAGATTATCCAAAGGCCCACGAAGAAAGAAACACTTACCATTTTTAACTGAA
+TCATCAGCTCATAGGCGCTCATTCAGTGGTGAATCACTCTCGGCATCATATTTAGAAACA
+CCGTACAGCACAATTCTCCGCGCTCCTGCGCCGATCAGCTGACTGCGGCGTTTCTCAGGC
+ACGGCGCTCTTATCGGATGCAGTCAAAGGGCCCATCACACGACCGATGGAGGTTGCTATG
+TCGCCCGTGTGTCGGCCGGGCGAAGTCTTTGACTCCCGTGAACGTTCTATTTGCGGCATG
+CGAAATGCATAAGCACATTACTGTGCACTATGGATCATGCTACCTAGGACGCACAAGGTA
+GCGGCTAGTCCTATTAATTATGCGCCAAACCCTTGGCTGGCTCGCCGATGGTTTGGTATT
+AAGAGTCATAAGACGCGCCCAAGTATGCCTACCTAGGTCATCTCTCGCGATGATGACGGC
+CGGCCTCCTGCACAGTGATATTCTGTGGGGCCAGTCTCGGGTCTGGGGGTCCGATTTTAA
+ACGATTACGGGCTCGCATATTCCGTTTCGTCTATACTTCATACCTCGAGGTACCTCGCTC
+CGCGCCTCAAGTTAGCTTGGCTGTACAAATCGCTCGAGCGAACGTTAGATGCCGCATTAG
+CATGGAGATGCGGCACACGGCACCGTTCTTATCGTCCACCGGTGGGTTCCCGCGTACTCG
+CGAATGAACCTCAGGATGATGCCGGAAGGATCTTATCCCAGACCTCCGCTACGCATTTGA
+TAACAATCTTGACCGCTCTGCCTTATATAATCCAAAACATAAGTTTGGGGGGAAGTAACG
+CGCGCGTCTGATGGCCCCTAACAGTACAAGTGACCAGCACCTCTGCTAAGTGTCGCCGAT
+TTGACACCATTCCGCAGGAACGACTGCGGACATCTATGCGCAGGCCCGGGCACCGCACCA
+CTGCAGACCACAGTACCTCACGGCGACCCACTGTTGGCCGACATGGAATGGACGAAAGAC
+TCAATATAGCGTGTCGACATACGGCATGAAGCCGAGATCATTCTCCAAACCAACGTTACA
+AGTCTGTCAATTACGGCATGTAGAATTGAAGAGGCGCTCTCCAGCCCCCAAGGAAGTCTA
+TGCTGCTGGTCTCATCTAGAAGTAAGAATACACAGGGGAGTGAGCCCTAGCCTCGGACGC
+CCTTGACGCAGCGATAACTCAACCGATGCCAAGCCGGTTCGCTCATTCGATCAAGGCCGC
+GTGGATAATGAAGAAGTGCTGTGATTCGGTAAGTTGAGCAGTAAGCCTTGAGGTTCCACG
+CCTCTAGTCAAGAGGAAAAGTAAGTTGCGACCCACTTCACACTTGGGACGGCCAAAAGGG
+TGACTGTGCAAACCGAGATCAATATATACGAAAAAGCTGACGCTTAATCTATAACAATAG
+GCTCTGCATCGAACCTTCTATAATTTCCACTAGGGGTGAGTCTCAAGAAACCACACACTA
+GCGACGTTTCAAATGGAGAGTGTGGTGATCTGCACGTGAATTGCACAGAGGATCGTGCAC
+GGGCGACTGGAAGTCCTAGCCTATGGCCCTGTGCAAACCCTGACGGACGCCAGCACTGTC
+GGTATGGAAACGTGTCACCGCTTGTTATCATTCTGAAGTATATCCAAAGTTAGCCCGGTT
+TTTACAGAGCCTGTAGGAAGAATCCCAATCTTATTACATCTTGAATCATTGAGATACATG
+ATTGGTGCAAGACCAATAGGACTGGGACGGAACTCCCAGGAGTTCTACCAATCGTTTTTC
+ATAAGTTTGAGCATATTGCCAGGACGTGTGTGCAGTGGTTCGCGTGTTTGAATCGGTCTA
+AAACTACACCATTCAATACTGAGCATCAGTATCTAGTACATTGGTACACGATTATGCAGC
+CTGGACGAGGACACAAGACCCTCCCTCGCGATGTGGCTGGCGATTCTTCTGTCATGCAGT
+CCATATTATACTATCGATAGTCGGTCGGTACGCGGTGCTCTCCGCCTTATTTGATTAGCT
+GGTACTCTGGTATACGGGATACTCGGTATTTGCTTAGATCCCAATGTTGTTTGTTAATTC
+GATCGCGGACAAACGGTGACACCATTATAGTTCGCGATACGGGGTGAGCTCATACGCTCA
+AGGGCACAAAGTGGTTGACGCGAAGAGGGTCTTTTATTCCGTCGCTATTCTGAGGCTAGT
+CATTTCTTCATGCCGGGGAACTCCAGGGCTCTCAAGGCGGATTGCTTAAGACACGCCCCT
+CGTTCGCGAGGATGTCGACTTAACTTGTTCGGATGGGAAGCCTAGTGTCCACTACACTAT
+ACGATAGTACCTAGTATATTAACAAACCGCGTCACATAACGATCGGAGAGAAGACCGTTA
+ACATTATATCGCCAACTTCATCGACGCTGAGAGTGGGTCTGGCTTGAGCTTAAAGAAGGA
+CCTCGTCTAGGGACGTGAAGCCGTCTACTCTCTATAGGGACTTTCTTTCTATGCCCAAGG
+AATATTTTAATGGCATTAACGCCGCATTTCCCGTGAACCCACTGGCGCACAATACGAGTA
+TTGGCGAACACGCGGTACGCCTCCGTGGTTCCGACGCTGATTCTGAAGTTCCGCTATCGA
+AAGTGCACCTAATTGTCAGTTCGACGTCAGAGACCATTACAAACCACAAAAAGGTTGGGC
+GAAAGCGTCACATTTAGGAACCATCAGCCCCGATTAAAACTACGAAACAATTAGAGGCAT
+ATTGGGGTTACACACAGCCGTAACAAAAAGAGAAACGACTATCCGCGTACCCCTTCTAGA
+TAGCAACCCCCAGGCATGCAACACAATAAGTGCCGCGTCTGCACTGCCACCAGCACTTGT
+TCTATGAGGATTTCACGATTGCTTGGGGTGCCACTAGGTCTGGCCGAGACGTAATTATTG
+ACGATTACGTCAGGTGTGAGAGACCTATTATCTTAGGTACGAAACCCAAGCCGCTGGGGC
+TATGATGTTCCGCTTCACCTACTACAGCAACGCATTGGGTGTAATTGCACACACTGTCTC
+TCAAAAGCGTTCAAAAATTTTGGCTAGTTAAGGAGGAGTCGATTCCTACAGGGCTAAATA
+GGGGTGAGAAAGGAGCATTTCGCTATTCATCTTCTGTCTTCTCGTGACGAGGGTCTTCCA
+CGTCCTCGAGATGGTAAATGGTGAAAGAATTCGCTAAACTCGACGAGTAGGCATTAATAA
+AATACGCACGCCGTTATTCGCGTCGCCCACTTCATTACCGGGTCCAACAGGAGGGTATGC
+TTCGCCTGGGTTGACGGCCTTGGATGCGTAATAATGTAAGCCGCAGGCCCCTTATTAGGA
+AGATTCGTAAGCTCGATGCAAGCTGTCACGATGGAACGGCGGGCCTAATTGCCGTTACCG
+AATTATGGCGAAGTAACATGCCTTATCCCGATGACGTCTTCTCGGCGCACGTCTGCCTCA
+ACGCGGGTTAACCTAGTTGACCATATTGTCACAAGTTTTGCCCTGAGTCCGTCCCCATGT
+CTTTCACCGAGTCGGTGGAGGATCATGTGCTGGCATATGTTGAAACGTATCCGCGTTTTA
+AAGGCACAAAAACAGTATGCTAGTTTAAATTCTTCTCGTCCATGTTTTAGTAAAATCCGC
+CCTGTTAGAACATCGGGAGAGCAAATATCAGGTAGTGCACTCGTTACGCCATTACGGCGA
+TGGACTGAAGACGCCCAGGGGACATGTAGGATATCCGATACTGTCTACATAAAACAACTT
+GGTCCTTGCCTCGGGTTATGTAAAAAGATTCTGCCCGTAATATCAACGGCACACTAGGGT
+CCATGTGCGCCCAGGTTTAATAATGCTGGGCTACATCAGTGGACCGTCGTGATCAGGATT
+GATCGGACGCGTCTTTTGAACTACGCCGCTTTATTGTGAACTCTTAGACTATTGCGGTGC
+CGGCTCATGACCACATCAATGGAGTGTAATGGCAGGCTTTCTGCTTCTAGATGTAGGGCG
+AATAGATGATACATTCAACTTAGGTTCGAACTGGGGAGCACGTCCGCTATTAAGATGTTC
+AATCAGAGCCTCGACCTTCTTAATAAGTGGGTAAGACTATCTGAGGCTAGTCAACATGGT
+TTGCGTCACTACCTACAGAACACCCACTGACCACGATTATCGAAGAATTTTCATTCGCAT
+TGGTAGAGAAGCCCCTCGTCGCTAATAATGACCTCCTTATCGCTACGTGTTTGGCGCTCG
+TTGAGGGACGGTTAGATCATACTGCCTTCTAAAGTTAGCAATGCAAAGTATACGATACTC
+TAGTGAGTGGTCGCTAACTTTTTTATTCAGTACATCCCTTCGTGTGCTGGGAGAGACATA
+GGGACAATCCGTCACAGAAGGGGTCAGAAACTGTAGGGAAGAGCAGGCTACTGTAATCCT
+ATTTGCTAGTCGTGTCCTTGTGCATGTCACCGCGCGACCTAAGAACGGCTGCCCAAGGTG
+CGGCCTAAATCGGAACTGTTGCGCCAAATGGCCAAGGTATTAGAGCTCTCCTTTGCTACG
+AAAGTTGAAACCGCCTCCGCGCACGGTACCTTGTAATGGTCCCGTTAAGTACAGTAAGTA
+CAGCGGAAACTGGCAATCGTGATGATCACTGGGTCAAGTTACTTATCTACTAACTCGTCT
+GTGTCTGCCCTTCATTTCGATGATATAAAAGGGCAGCCTATGCCGTCATAATATGCGTTG
+ATGAACAATGGATGTGTGCGCAAACCTTGTCGTTCAAAAGGCGACTAGATATCTTAAAGG
+ATTCAACTTGAATTGGTACCCAGTCGGGGACGGACATCCGGTCCTTACTACCTCTAGGCC
+CGAGTTGCTGTCCATAGTCGGAATCCCGCCCTGAGTAACTCTATCGACCGGCACCTAATT
+GCCATGCCTGCCAGGCAGGTCTTCCTGTTTGCCCGTTATATCTAATAGAGGTAACATAAA
+ATGCTATGCTTTTGAGAGGATACTAGAGCCGTGATCCTAATCATAAATGGCGGCTCCTGC
+AAACAGTTTGTCGGAGCAAGATATCACCCATGTCGACCGGAACGAAGGAGGATTTTTCGA
+AGCTCTTAGAACATGGACACTACGGTCTTAGGACAGCAAGAGGTTTCGACGCATCTTCGA
+CGGTAGGTCAGTCCCCCGCTTTTTGGAGGAATAGTTCCTGGTACACCCCGAACCTAAAGG
+TACCAAAAGTGTGTTGACATTGCATGGGGTTAGTCAGGACTAAACCAGTAATAAGGCTAG
+TTGATATACCTCTCCCTGCGTCTTAGTGACGGGTTTCCAGAGTAGTCCGCAACAGGCTGC
+GCTGCGTGGGCGAAACGACACTAAATTAGTGTCTTATTGCCATATGCGTCTATCACACAA
+CCGCCACCCTAGCGAAACTACCTGTTTCCGAATGAGACTTACTGCAGACAGATTCTCTAG
+ATGTCGAAGCTCTCAGGACGGTCAAGTCCGGGTTTGTCATCATCCTATATCAAAATGAAT
+GGTTATATTGCGGAGCGACGAATTTTCATCTTTACTAAACTAGTATAGCGGGAGGCGTAG
+AGTTTTCGCTCTGAAGGGCCACTTGAATGGCGCGCGTTATTCACGAGATAGGAGGCCAAT
+TGGGACCGTTAAAAAACTTTAACACCTAACTCCCAAGTTATTGATTTTGAGGTAGTCATG
+GAGCCTAACCGCATACTGAAGCGGCCGCTTAGATGCGTCACAGCCACCAGGCTTGATACA
+AGGTTCGGTTTCGTTCCCTAGCCAAGTTTCACTCACCAGGTGTGTCTCCGGTGACGGTCT
+CCTCGGACGCCACTGGGATCGTTCCGAAGCATACTGACGCATTAGCCGTGGTGGTAGGGC
+CCCCGCCGCCGGAACAGACTACTACGGCTCCAGCAGCCTAGACATGACATCGATCACCGC
+GGCACTCTCACTCTCACTTCTGCTCGCACAAAAAACGTTGTCCTCTCCCTTTTCTGGCCA
+TTAGCCCGTTGTACGCATTCCGGGCAGGCGTGAAGTTCGTCCCAAGGAGGCTTTTACCCC
+TCAGTCGCACGCTGTTCTAATAACTATATTAGCAACCCATGCAAAACAATCGAGGTTTCG
+TTACGTAACCAAGTACTCCGAGTTCGTCGATCGGGACCAAATACGATGTCGAATTTAGCC
+GTGTTATAAGATTTAGCGCGGCATATGGCTGCTCGTGCTTCACCAGGCGGCATGCAATCG
+CCCTATTGAGGACTTGCACTCGCCATGAGACAGGACGGACATATTAGAGTCGTTCGTCCC
+GATTCTCAAGAACGCACACTCGATGCACGAAGACTCGTGCTCTTCGCGAAACACGCTAGG
+GGATACCGTGCACAGTCCCTCATCGGAGTGAAAGTTGATCTAACAACGAATGTGTTACAT
+TCAGGTTGGAATTAAATGCGCCCAGCGCTTCCATGAGATTAACTGTACCCCACTCAGTAT
+AACTTAGGCATGGGCCTGGACAACCGGACACTATTTGCGGACGTGGGCAGAATCTTGCCG
+CTTACTACCTAGTCAGACTGCAATGACTCTGGATAGCCGCTGTTGGAAACGACATCGGTA
+CGTACCACACCTATCATGCGAGCAGACCTGTACCAAACCCCAGCGACACATGTTCTTTCG
+CCTTTAATGCTCGTCTGAGTAGATTAGCATATAATTTCCATCCCTCGGCAGTACCAAGCG
+CTCCAACGGCCGGGCAAACTCAGGGTCCAGATTGTTCTTGTAACCAAGGCAATCAACTCG
+GTAACCGCGGATTGGGTTTAGGCAGTAAACTGCACAATCCATACTTCTTCTTCCCCCCGG
+TCCGTGTCATGAGGCGAAGATAACCACTCTAGACCCGGGGCTTTCGCAAATATCCTTTAT
+AAGCGTGTAAGTGCCGAAGGCGTGTAACTTCGTTAGTCGGAAGCTCTAAGCGTTGAGAAC
+TAAATAGCTTCTATACGCGGCACGAATAGATAAATTTCTACGCACAGCTAGAATACCACT
+CGATTAGGACCACAAACTCATAGTTGTGCTGGACCACGGGTAACCCCTGTATTAGAATGC
+TTTTGAGGGCTGTTGCCTACGCAATTGCCCTATTACAGAAAAATGGTACTGCCAATCATC
+AGTACGGTGGGAGGGAAGAGATGAGGAAACGCGTTTAGGTCAGTTAGCTGAGGCCACGGC
+TAATACGGCAACTAAGGCGTCAAATCCTATAGGCCTGTATCTGTCTCAGTTCGACTTTGA
+TGGGATTTGGTATATACTAATTCGTCGTGCCTCCGGTCAACTCCCGGACCGAGCTACCGA
+GCTACGTCCCCCAAACCTGCTTACTGCAAGCACGCTCTTGTTTCCTTGCAAGTGAATACT
+AACTGTGAATGTGGATTTCGTAGGTCTGGATAACTAGTGGTTTCAGCGCGACGGTCCCAC
+TGCCCGGGAGTGCCGAAGGCGTTTGTATCCTGTGGAGCGGCGGCGGAGCCGTCTCGAGTG
+CTTCAGTGCATACTTGTCGGGGACTCGTACTATGAGATGTTTAGAGGACGCCCCCTCGAG
+CAAGAGTGTATCCAGTAGAACAGATGGTTCGACACGCGACTATGTGGAACATTATCTACC
+CTAACACACTGTCAGTGTTACTCAGACGTTCTTACCTACTCTCTCCAGAATCCTGGGACG
+ATATACTTCGACCCCTGAGCCTCACAATCGTATGCACCTTGCCGGTGGTCCCCTCAGGCA
+GGACTTGCTTCAAGATTGAAGCCTCGGGTCGTTTATATCACGTTACCCGACCAGCTCGAG
+CGGATCAAGGGCTAAGTTAGCACACGTTTGAAGCTACACTCACCCCACGTATAAGTAGAC
+AATTGAGTGCTGGTGCGCCTAGAAACTGTATTACCACAAATACCACACCTGTGACATGCA
+AGATCTTGCTGAAGTGTCTTAGCCATAGCTTTGAGCCGTACAGAAACGTTTTCTATCGGG
+TTTCGATGGCTCGCCGCTCGAATTCGCAAACTGGATACCAACGTCCGCTACCAACACATA
+AGCCAGCCCTCCAATCTCATTGCCTGCGGTGATCTACTAGGACGCGGCTCAGTCCCTCAG
+ATGGGGACCCTCTGGATCGAGGCCGAGACCAGCCTTACACACGCTTTGTAGCGGTGCTCT
+CGAGTGCATCTCGACTCAGCGCCGCTGTGGCGGCGGATGAGAACGACGATGACTTCCCTC
+TTTTGGCACGCGGTCTCCGTGAATCCTGACTACGCCACAGGGCCTGCACTGCCCTGGCCA
+GTTCGAGTCGATTCGCCGCGATAGTCAATCGGCTTTCGACGCTAGAACGTGTCAGATTCA
+CAATCATTAAACCAGAGACTGCGTAATGTCGATGGCCAAAACGTTTGCGGATGACACTGT
+TCTATGGCGTTAAGCCTATTTTCGTCAATTATTAGAAAATAGTGACTCATGGGACTTGTA
+GCTGGTGAGTTACGCGGGGTAAGGACCTGGGCGTCTATCGTTATAAAGATGACCTCTTGT
+CCCGACAATACATCTATTTGGGCGAGAAGGTCTGGAGATTACCTTCGCAGCGGTTCTGGT
+CCTTAATCAAGAAGGTACTAGTGTTCTGCTTTTTACAAGCAGTAGGCTGCGGCCTTTTAC
+TTGACCATTAAAGTTATGAGCGGTTATACCACGTCTGAGTCACGGTCTCTACGTATCACG
+TCAAGTCCCTTCGCTGGGAGAGCTGTAGAGCCTATTCCATACAGTGTACGTCGGGGCTAC
+GACCCTGCTCCTGCATATACATATGCTGTCGTGTTGAGCTGCGTGTGATGTACTTAAGCC
+GGCTCATCTCCATTTCCGTCGCACTTATGCAGGATATTCGACCAACTCTGGCGCAACTTT
+TCCTACTCCTGATCCCGTTGCTGACCGCGGGATCCATAGGACTGGGAAAGAGGGCTCGTA
+GAATACACTCTGCGCCGGTGGGTTCTGATATTTCTGTATATCCCCGTTCGGGAAGCGATA
+TGATGTTGTTGATGAGTAAGCCGTCGCTACCCCGGCATGTAGTGCACTCAGCATATTTCG
+CCGTCAGCGAGTATTCCCCATACCCACACAAGAACGCCAGGCCTCGGGGCGTGTCGGATA
+AGTCCGTCGGTCCACCAACGAGGGGAATCGCCCATTAACCTAAGGATTCCACGCAGGAAA
+GAAATCTGCTGACCCGCGATCAACGATATAGTCGACACCGTACCGGCACTAGAAGACACA
+GCGGCTGCTTTATAGTTTTCCTGCGGGTACCACGGGGGCTCTCACACAATGTAAGAGGCA
+AGCTGATATGAAGCGATTAGGTCGCAGTCTTCAATACGCCTCTTGCGACTATGCATACTC
+GCATGAACCACCAAGGATCATCGCATCGCACGGTCCATGCGAAGCCCAGGTATCACGGCC
+AATCCCGCCGATTCCATGGCAATTTTGGATACAAACAGCTCCCGATTACACCTAGTGATA
+TTGTTCCTCCCGAATAATCCTTTTTCTACAGCTCCATACCGCAGCATACGCAATGTACCT
+AATCTACGTGAAACGTCGTAGCTAACGTGAAGGGGGCGGAGACCACTCATGTTCGCACCG
+GCTAAAAAACTCAACGCCGGAAGGCTAAGCTCCGTAATAAGGGTGTGACGATTGTACCCG
+CCCGCCTAACCACCAGGGGTTGTCGTCTCTTAAATCACAGCATGTCCTACTTCTCGCCAT
+TCCGAGCACACCGGGCCCCCCGACTGCATTATCTCCGGGTGACAGTAGTAGTATCCTTGA
+AGCCTGCCTCTTCATTCGCTCGAGGTGTATGGACGTAGGCACCACGTTCGGGCACCTCAT
+TACGCTGGGAACCGGGTAACCTTCCGACTAGCCAGTCAGTGTACGTGCACTCTTAAGTTG
+GTCAATACGGTAGATCCCGCGTAACAGTAGACACCTTCGTCCAGCTCAAAACTGCATCAG
+GTCACGTGAGAGACGACCTAGAAATCAACATTGATCATGTCGTATCAAGTAATCTGTTCA
+AACGTCCCTTCTCGATTCGCCCTCATAGGAACCGTTTGCGATATGGAACTTGTGCCCCTT
+GGGCACCTGGTGATGCTCCGCGACTCATATCCCATGATATGCGCTTTGTCCGCATTCTCT
+ACCTTTATATACCGTGGGTAGTGCGACTCGGCTCAATTCAGCAGGGGGAGACAATAAGAA
+ATCTGTCACGCAAAACACTTTCCACCGGTACATTCATAAGTATGAGACAACTGATCTTCA
+GGACGGTCTTTATCCGGGTACTATTACGTCACCCAGGAAGATGTCGGTGCAGTAGAGCAA
+TTGACGCACTTATTTACCGGTTATGGCCCGAAACTCACCCGATGATGCGATATAACTACC
+GTTGTTTTGTGAGCCAGTGTCCAATCCACTCAAAAAGGTATGCTTGGGTGGGTGTACGGG
+ATTCGAGGGTAAATAGGGGTATGATCTTCGGATGACTAACTCACAGTCCACTGTCCGGGT
+TAGGCGATCCAAGGCTTTATAGGTTCTCATTCGTGCTGTGCCATATCCGGGCAAATTATT
+TAGAGCGTCGTGTCTCGAGACCGGACAAAATAACTACTGTCTCTGGCGTGGATATACGCT
diff --git a/intro/tutorial.db b/intro/tutorial.db
new file mode 100644
index 0000000..d974bd5
--- /dev/null
+++ b/intro/tutorial.db
@@ -0,0 +1,7 @@
+>example [random sequence w/ yeast tRNA-Phe embedded at 101..173]
+CATTGTGAGACATCTCTCAGCGGGAAGAAACTTATGACTCCCGGGTCGTC
+TTAGTAAGAGTAGCAGCTGTACTCAATGGTGACTCAGCGGGCGCTCGAAC
+GCGGATTTAGCTCAGTTGGGAGAGCGCCAGACTGAAGATCTGGAGGTCCT
+GTGTTCGATCCACAGAATTCGCAACCGAGGCGGAGAGTCTTTCTGGGGAA
+CTCAATAGCTTGTTGTTACCTTCGCGTTATTCTACATTTGAAACTCGGGT
+GTCTCTAACTCGTTTGCGCGCGGGACGGGCATACTAGGGGTCGGAAGGGT
diff --git a/intro/tutorial.fa b/intro/tutorial.fa
new file mode 100644
index 0000000..926fec1
--- /dev/null
+++ b/intro/tutorial.fa
@@ -0,0 +1,19 @@
+>tRNA1
+GCGGAUUUAGCUCAGUUGGGAGAGCGCCAGACUGAAGAUCUGGAGGUCCU
+GUGUUCGAUCCACAGAAUUCGCA
+>tRNA2
+UCCGAUAUAGUGUAACGGCUAUCACAUCACGCUUUCACCGUGGAGACCGG
+GGUUCGACUCCCCGUAUCGGAG
+>tRNA3
+UCCGUGAUAGUUUAAUGGUCAGAAUGGGCGCUUGUCGCGUGCCAGAUCGG
+GGUUCAAUUCCCCGUCGCGGAG
+>tRNA4
+GCUCGUAUGGCGCAGUGGUAGCGCAGCAGAUUGCAAAUCUGUUGGUCCUU
+AGUUCGAUCCUGAGUGCGAGCU
+>tRNA5
+GGGCACAUGGCGCAGUUGGUAGCGCGCUUCCCUUGCAAGGAAGAGGUCAU
+CGGUUCGAUUCCGGUUGCGUCCA
+>tRNA6
+GCGGAUUUAGCUCAGUUGGGAGAGCGCCAGACGAGGUCCU
+GUGUUCGAUCCACAGAAUUCGCA
+
diff --git a/intro/tutorial.sto b/intro/tutorial.sto
new file mode 100644
index 0000000..a208dd6
--- /dev/null
+++ b/intro/tutorial.sto
@@ -0,0 +1,16 @@
+# STOCKHOLM 1.0
+
+tRNA1 GCGGAUUUAGCUCAGUUGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCUAUCACAUCACGCUUUCACCGUGGAGA.CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUCAGAAUGGGCGCUUGUCGCGUGCCAGA.UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUUGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+#=GC SS_cons <<<<<<<..<<<<.........>>>>.<<<<<.......>>>>>.....<
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+#=GC SS_cons <<<<.......>>>>>>>>>>>>.
+//
diff --git a/matrices/RIBOSUM100-25.mat b/matrices/RIBOSUM100-25.mat
new file mode 100644
index 0000000..d119c71
--- /dev/null
+++ b/matrices/RIBOSUM100-25.mat
@@ -0,0 +1,33 @@
+RIBOSUM100-25
+
+ A C G U
+ 0.258308 0.219504 0.297310 0.224878
+
+ A C G U
+A 1.971671
+C -1.343217 1.001064
+G -0.921788 -1.699044 0.854147
+U -1.005464 -0.613591 -1.111982 1.382532
+H: 0.5617
+E: -0.0957
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -2.604645
+AC -8.470563 -1.853570
+AG -8.822189 -9.594620 -1.327118
+AU -5.075545 -1.654552 -6.067763 4.252767
+CA -10.056671 -10.552723 -10.646974 -5.774248 -6.205123
+CC -13.442368 -8.854252 -15.136720 -2.374419 -11.693921 -3.456602
+CG -3.871417 -5.438003 -2.572185 2.030624 -3.240493 -5.067212 5.222069
+CU -12.105264 -10.682421 -9.357424 -4.179064 -8.325364 -6.862516 -4.386954 -2.559931
+GA -6.625421 -7.170250 -9.390651 -3.792122 -7.764439 -12.895778 -6.029141 -7.141504 -1.623429
+GC -5.219950 -2.695725 -6.290820 2.876080 -5.395295 -3.754027 2.801056 -2.204690 -2.569771 5.489061
+GG -9.691680 -10.383497 -4.223349 -4.930131 -11.479506 -12.063889 -4.707853 -9.136017 -9.906732 -4.774241 -2.305253
+GU -6.496390 -4.924699 -7.125769 0.745252 -6.201344 -7.102632 0.251253 -4.410597 -6.189448 1.424712 -5.534224 3.320225
+UA -2.485010 -5.590836 -2.822798 1.878540 -2.907659 -6.465319 2.926758 -4.327115 -4.869013 1.889057 -6.320650 0.064069 4.723641
+UC -12.263343 -8.877730 -8.011171 -4.540962 -8.030163 -8.946997 -4.345131 -4.669281 -6.980707 -4.161804 -10.568347 -4.611892 -3.529918 -4.138184
+UG -3.546296 -7.166265 -5.829573 -0.392702 -6.206307 -8.303615 1.189462 -6.470759 -7.672941 0.327564 -4.341610 -1.261343 1.043982 -4.199517 3.189382
+UU -8.867475 -8.385429 -9.762040 -2.456123 -8.850458 -6.641057 -3.008435 -5.429174 -10.145796 -3.034762 -5.019912 -2.575165 -1.581614 -5.904415 -3.644739 -0.715714
+H: 3.4639
+E: -2.6040
+
diff --git a/matrices/RIBOSUM100-30.mat b/matrices/RIBOSUM100-30.mat
new file mode 100644
index 0000000..4fa89f4
--- /dev/null
+++ b/matrices/RIBOSUM100-30.mat
@@ -0,0 +1,33 @@
+RIBOSUM100-30
+
+ A C G U
+ 0.258284 0.219532 0.297342 0.224842
+
+ A C G U
+A 1.972360
+C -1.344047 1.001351
+G -0.922482 -1.699386 0.854425
+U -1.006582 -0.614272 -1.113000 1.383155
+H: 0.5622
+E: -0.0959
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -2.603894
+AC -8.470122 -1.853437
+AG -8.821726 -9.594466 -1.326941
+AU -5.074954 -1.654023 -6.067754 4.253602
+CA -10.056229 -10.552590 -10.646820 -5.775143 -6.204990
+CC -13.442235 -8.854428 -15.136875 -2.374198 -11.694097 -3.457087
+CG -3.871265 -5.438174 -2.572318 2.030071 -3.240654 -5.067683 5.221619
+CU -12.104720 -10.682187 -9.357168 -4.178441 -8.325129 -6.862591 -4.387006 -2.559595
+GA -6.624957 -7.170095 -9.390474 -3.791566 -7.764284 -12.895932 -6.029273 -7.141247 -1.623253
+GC -5.220724 -2.695882 -6.291214 2.875845 -5.395536 -3.754496 2.800486 -2.204757 -2.569904 5.488602
+GG -9.691504 -10.383629 -4.223460 -4.929956 -11.479638 -12.064330 -4.708279 -9.136048 -9.906843 -4.774661 -2.305651
+GU -6.495910 -4.924468 -7.125567 0.745141 -6.201176 -7.102715 0.250943 -4.410244 -6.189170 1.424606 -5.534233 3.320576
+UA -2.485164 -5.596511 -2.824172 1.878742 -2.907259 -6.465591 2.926251 -4.326510 -4.868630 1.888583 -6.320774 0.063396 4.724416
+UC -12.262800 -8.877496 -8.010915 -4.540369 -8.029929 -8.947071 -4.345193 -4.668945 -6.980451 -4.161876 -10.568378 -4.611534 -3.529380 -4.137848
+UG -3.545733 -7.166062 -5.829295 -0.393684 -6.206051 -8.303667 1.189222 -6.470420 -7.672718 0.327374 -4.341619 -1.261042 1.044086 -4.199159 3.189760
+UU -8.866521 -8.384784 -9.761374 -2.455107 -8.849813 -6.640721 -3.008077 -5.428428 -10.145129 -3.034405 -5.019533 -2.574439 -1.580581 -5.903669 -3.643971 -0.714557
+H: 3.4640
+E: -2.6041
+
diff --git a/matrices/RIBOSUM100-35.mat b/matrices/RIBOSUM100-35.mat
new file mode 100644
index 0000000..203161c
--- /dev/null
+++ b/matrices/RIBOSUM100-35.mat
@@ -0,0 +1,33 @@
+RIBOSUM100-35
+
+ A C G U
+ 0.258251 0.219570 0.297390 0.224789
+
+ A C G U
+A 1.973243
+C -1.345056 1.001678
+G -0.923217 -1.699819 0.854726
+U -1.008059 -0.615004 -1.114157 1.383881
+H: 0.5628
+E: -0.0961
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -2.602836
+AC -8.469565 -1.853251
+AG -8.821086 -9.594263 -1.326721
+AU -5.074235 -1.653292 -6.067736 4.254784
+CA -10.055606 -10.552404 -10.646617 -5.777001 -6.204804
+CC -13.451740 -8.854678 -15.137108 -2.373916 -11.694347 -3.457774
+CG -3.871153 -5.438665 -2.572538 2.029397 -3.240895 -5.068367 5.220945
+CU -12.103943 -10.681846 -9.356810 -4.177615 -8.324788 -6.862686 -4.387101 -2.559100
+GA -6.624318 -7.169892 -9.390254 -3.790805 -7.764081 -12.896165 -6.029490 -7.140890 -1.623033
+GC -5.224986 -2.696159 -6.291856 2.875561 -5.397047 -3.755178 2.799648 -2.204872 -2.570120 5.487917
+GG -9.691479 -10.383846 -4.223659 -4.929646 -11.479854 -12.064983 -4.708946 -9.136109 -9.907042 -4.775327 -2.306269
+GU -6.496019 -4.924115 -7.125249 0.745190 -6.201035 -7.102942 0.250418 -4.409740 -6.188825 1.424391 -5.534278 3.321054
+UA -2.485541 -5.603296 -2.825868 1.878789 -2.906682 -6.466914 2.925681 -4.325743 -4.867918 1.887915 -6.320834 0.062652 4.725481
+UC -12.262023 -8.877155 -8.010557 -4.539510 -8.029588 -8.947167 -4.345284 -4.668449 -6.980093 -4.161989 -10.568440 -4.611037 -3.528521 -4.137353
+UG -3.544942 -7.165704 -5.828944 -0.394783 -6.205693 -8.303746 1.188952 -6.469926 -7.672468 0.327214 -4.341664 -1.260632 1.044421 -4.198705 3.190287
+UU -8.865153 -8.383852 -9.760424 -2.453624 -8.848881 -6.640225 -3.007572 -5.427341 -10.144180 -3.033892 -5.019003 -2.573382 -1.579161 -5.902582 -3.642957 -0.712879
+H: 3.4641
+E: -2.6042
+
diff --git a/matrices/RIBOSUM100-40.mat b/matrices/RIBOSUM100-40.mat
new file mode 100644
index 0000000..ba45c13
--- /dev/null
+++ b/matrices/RIBOSUM100-40.mat
@@ -0,0 +1,33 @@
+RIBOSUM100-40
+
+ A C G U
+ 0.258192 0.219618 0.297460 0.224730
+
+ A C G U
+A 1.974413
+C -1.346626 1.002076
+G -0.924218 -1.700147 0.855010
+U -1.010277 -0.615834 -1.115055 1.384900
+H: 0.5636
+E: -0.0964
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -2.600567
+AC -8.467939 -1.852273
+AG -8.819485 -9.593305 -1.325788
+AU -5.074901 -1.652333 -6.066426 4.256203
+CA -10.053981 -10.551422 -10.646173 -5.777754 -6.203821
+CC -13.450757 -8.854811 -15.136793 -2.375845 -11.694008 -3.458077
+CG -3.872748 -5.450894 -2.572288 2.028595 -3.241087 -5.069179 5.220232
+CU -12.102272 -10.680818 -9.355807 -4.178211 -8.323760 -6.862301 -4.386867 -2.558026
+GA -6.622717 -7.168934 -9.389321 -3.789295 -7.763124 -12.895851 -6.029418 -7.139886 -1.622100
+GC -5.225275 -2.700414 -6.291675 2.874931 -5.397448 -3.755620 2.798284 -2.204826 -2.571426 5.487147
+GG -9.690546 -10.383556 -4.223394 -4.929228 -11.479565 -12.065336 -4.709682 -9.135954 -9.906777 -4.779033 -2.306672
+GU -6.501104 -4.923363 -7.124271 0.745067 -6.201074 -7.103088 0.249083 -4.409044 -6.187946 1.423692 -5.534126 3.321382
+UA -2.484990 -5.605090 -2.824353 1.878312 -2.906494 -6.473380 2.925087 -4.335169 -4.866850 1.886496 -6.323656 0.062309 4.726972
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diff --git a/matrices/RIBOSUM100-70.mat b/matrices/RIBOSUM100-70.mat
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diff --git a/matrices/RIBOSUM100-75.mat b/matrices/RIBOSUM100-75.mat
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diff --git a/matrices/RIBOSUM100-80.mat b/matrices/RIBOSUM100-80.mat
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diff --git a/matrices/RIBOSUM45-60.mat b/matrices/RIBOSUM45-60.mat
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diff --git a/matrices/RIBOSUM45-65.mat b/matrices/RIBOSUM45-65.mat
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diff --git a/matrices/RIBOSUM45-70.mat b/matrices/RIBOSUM45-70.mat
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diff --git a/matrices/RIBOSUM45-75.mat b/matrices/RIBOSUM45-75.mat
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diff --git a/matrices/RIBOSUM45-80.mat b/matrices/RIBOSUM45-80.mat
new file mode 100644
index 0000000..c7c4c98
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diff --git a/matrices/RIBOSUM55-30.mat b/matrices/RIBOSUM55-30.mat
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diff --git a/matrices/RIBOSUM55-35.mat b/matrices/RIBOSUM55-35.mat
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diff --git a/matrices/RIBOSUM55-40.mat b/matrices/RIBOSUM55-40.mat
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diff --git a/matrices/RIBOSUM55-45.mat b/matrices/RIBOSUM55-45.mat
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diff --git a/matrices/RIBOSUM55-75.mat b/matrices/RIBOSUM55-75.mat
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diff --git a/matrices/RIBOSUM55-80.mat b/matrices/RIBOSUM55-80.mat
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diff --git a/matrices/RIBOSUM55-85.mat b/matrices/RIBOSUM55-85.mat
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diff --git a/matrices/RIBOSUM55-90.mat b/matrices/RIBOSUM55-90.mat
new file mode 100644
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diff --git a/matrices/RIBOSUM60-30.mat b/matrices/RIBOSUM60-30.mat
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diff --git a/matrices/RIBOSUM60-40.mat b/matrices/RIBOSUM60-40.mat
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diff --git a/matrices/RIBOSUM60-45.mat b/matrices/RIBOSUM60-45.mat
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diff --git a/matrices/RIBOSUM60-50.mat b/matrices/RIBOSUM60-50.mat
new file mode 100644
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diff --git a/matrices/RIBOSUM60-60.mat b/matrices/RIBOSUM60-60.mat
new file mode 100644
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diff --git a/matrices/RIBOSUM60-65.mat b/matrices/RIBOSUM60-65.mat
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diff --git a/matrices/RIBOSUM60-70.mat b/matrices/RIBOSUM60-70.mat
new file mode 100644
index 0000000..ea3d4ab
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diff --git a/matrices/RIBOSUM60-75.mat b/matrices/RIBOSUM60-75.mat
new file mode 100644
index 0000000..7f70dfa
--- /dev/null
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diff --git a/matrices/RIBOSUM60-80.mat b/matrices/RIBOSUM60-80.mat
new file mode 100644
index 0000000..fa5a858
--- /dev/null
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diff --git a/matrices/RIBOSUM60-85.mat b/matrices/RIBOSUM60-85.mat
new file mode 100644
index 0000000..5c3e156
--- /dev/null
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diff --git a/matrices/RIBOSUM65-60.mat b/matrices/RIBOSUM65-60.mat
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diff --git a/matrices/RIBOSUM65-65.mat b/matrices/RIBOSUM65-65.mat
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diff --git a/matrices/RIBOSUM65-70.mat b/matrices/RIBOSUM65-70.mat
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diff --git a/matrices/RIBOSUM65-75.mat b/matrices/RIBOSUM65-75.mat
new file mode 100644
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diff --git a/matrices/RIBOSUM65-80.mat b/matrices/RIBOSUM65-80.mat
new file mode 100644
index 0000000..f71c4f0
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diff --git a/matrices/RIBOSUM70-60.mat b/matrices/RIBOSUM70-60.mat
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diff --git a/matrices/RIBOSUM70-65.mat b/matrices/RIBOSUM70-65.mat
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diff --git a/matrices/RIBOSUM75-50.mat b/matrices/RIBOSUM75-50.mat
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diff --git a/matrices/RIBOSUM75-55.mat b/matrices/RIBOSUM75-55.mat
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diff --git a/matrices/RIBOSUM75-60.mat b/matrices/RIBOSUM75-60.mat
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diff --git a/matrices/RIBOSUM75-65.mat b/matrices/RIBOSUM75-65.mat
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diff --git a/matrices/RIBOSUM80-25.mat b/matrices/RIBOSUM80-25.mat
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diff --git a/matrices/RIBOSUM85-40.mat b/matrices/RIBOSUM85-40.mat
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diff --git a/matrices/RIBOSUM85-45.mat b/matrices/RIBOSUM85-45.mat
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diff --git a/matrices/RIBOSUM85-50.mat b/matrices/RIBOSUM85-50.mat
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diff --git a/matrices/RIBOSUM85-55.mat b/matrices/RIBOSUM85-55.mat
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diff --git a/matrices/RIBOSUM85-80.mat b/matrices/RIBOSUM85-80.mat
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diff --git a/matrices/RIBOSUM85-90.mat b/matrices/RIBOSUM85-90.mat
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diff --git a/matrices/RIBOSUM85-95.mat b/matrices/RIBOSUM85-95.mat
new file mode 100644
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diff --git a/matrices/RIBOSUM90-30.mat b/matrices/RIBOSUM90-30.mat
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diff --git a/matrices/RIBOSUM90-45.mat b/matrices/RIBOSUM90-45.mat
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diff --git a/matrices/RIBOSUM90-50.mat b/matrices/RIBOSUM90-50.mat
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diff --git a/matrices/RIBOSUM90-55.mat b/matrices/RIBOSUM90-55.mat
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diff --git a/matrices/RIBOSUM90-75.mat b/matrices/RIBOSUM90-75.mat
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diff --git a/matrices/RIBOSUM90-80.mat b/matrices/RIBOSUM90-80.mat
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diff --git a/matrices/RIBOSUM90-85.mat b/matrices/RIBOSUM90-85.mat
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diff --git a/matrices/RIBOSUM90-90.mat b/matrices/RIBOSUM90-90.mat
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diff --git a/matrices/RIBOSUM90-95.mat b/matrices/RIBOSUM90-95.mat
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diff --git a/matrices/RIBOSUM95-75.mat b/matrices/RIBOSUM95-75.mat
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diff --git a/matrices/RIBOSUM95-80.mat b/matrices/RIBOSUM95-80.mat
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diff --git a/matrices/RIBOSUM95-85.mat b/matrices/RIBOSUM95-85.mat
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diff --git a/matrices/RIBOSUM95-90.mat b/matrices/RIBOSUM95-90.mat
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diff --git a/matrices/RIBOSUM95-95.mat b/matrices/RIBOSUM95-95.mat
new file mode 100644
index 0000000..a97fa6a
--- /dev/null
+++ b/matrices/RIBOSUM95-95.mat
@@ -0,0 +1,33 @@
+RIBOSUM95-95
+
+ A C G U
+ 0.256593 0.218634 0.293799 0.230975
+
+ A C G U
+A 2.512232
+C -5.564475 1.699756
+G -5.066604 -5.911098 1.394526
+U -5.060932 -3.988181 -5.522276 2.045924
+H: 1.8665
+E: -1.4737
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -0.889170
+AC -8.892653 -0.257793
+AG -8.501385 -10.711335 -0.330886
+AU -6.763221 -5.046739 -7.641741 5.288135
+CA -999.000000 -11.412078 -13.540924 -9.144031 -1.462121
+CC -999.000000 -8.939330 -999.000000 -10.523369 -9.827476 -1.201276
+CG -12.653784 -11.937514 -6.910055 -3.449706 -4.892668 -6.233577 5.880812
+CU -13.620582 -999.000000 -999.000000 -6.529142 -10.226387 -7.678200 -6.174925 -0.658202
+GA -8.239196 -999.000000 -9.669759 -13.620631 -10.423354 -14.514318 -9.455281 -13.593539 -0.540741
+GC -9.240083 -5.206258 -10.302109 -1.436769 -10.445411 -5.716880 -3.119711 -8.283714 -6.859892 6.003788
+GG -11.237484 -11.166786 -9.294972 -9.061736 -10.053919 -12.802776 -6.490472 -15.373851 -9.244899 -6.068602 -1.494985
+GU -11.276444 -9.046222 -11.291932 -1.940563 -13.101686 -10.269675 -4.777164 -7.087585 -7.428595 -1.548385 -7.790152 3.967277
+UA -7.330413 -10.491299 -9.512132 -3.305226 -4.953849 -8.831197 -1.402468 -9.528791 -8.446450 -3.865559 -16.970943 -5.339284 5.510212
+UC -999.000000 -7.791484 -11.879293 -8.421178 -11.461968 -9.238466 -10.272698 -9.282161 -999.000000 -6.049876 -999.000000 -10.928268 -6.589518 -1.068690
+UG -9.834767 -11.974629 -8.801008 -5.476239 -8.663530 -12.470495 -1.261145 -9.814605 -10.612079 -4.772666 -8.002710 -6.352017 -1.971203 -7.243733 4.000777
+UU -999.000000 -12.295433 -12.122563 -5.589483 -11.754593 -999.000000 -8.277627 -7.830848 -999.000000 -8.089051 -16.090502 -7.084722 -5.665304 -6.050974 -6.955989 0.577555
+H: 5.1321
+E: -46.4133
+
diff --git a/matrices/RIBOSUM95.mat b/matrices/RIBOSUM95.mat
new file mode 100644
index 0000000..94fa895
--- /dev/null
+++ b/matrices/RIBOSUM95.mat
@@ -0,0 +1,33 @@
+RIBOSUM95
+
+ A C G U
+ 0.259590 0.218935 0.296865 0.224609
+
+ A C G U
+A 1.957050
+C -1.327709 0.993553
+G -0.912937 -1.688811 0.851274
+U -0.967605 -0.616901 -1.100374 1.371214
+H: 0.5525
+E: -0.0920
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -2.836339
+AC -8.542075 -2.063198
+AG -9.171443 -9.338787 -1.333369
+AU -4.960081 -1.625652 -5.886511 4.218933
+CA -9.972106 -10.361264 -10.348975 -5.608631 -6.185568
+CC -13.465209 -8.794781 -14.748599 -2.479611 -11.362358 -3.691113
+CG -3.825019 -5.346431 -2.561524 2.055697 -3.135092 -5.019910 5.216376
+CU -11.940979 -10.614086 -9.498182 -4.127227 -8.338771 -6.954490 -4.329356 -2.679123
+GA -6.945877 -7.670429 -9.634198 -3.861365 -7.986957 -12.695520 -5.852565 -7.602646 -1.652584
+GC -5.177890 -2.701291 -6.114440 2.889332 -5.339947 -3.700908 2.819353 -2.196868 -2.605374 5.501172
+GG -9.663110 -10.140342 -4.364132 -4.805366 -11.459665 -11.708041 -4.659171 -9.314241 -9.514881 -4.641712 -2.189426
+GU -6.415936 -4.682229 -7.083086 0.741036 -6.093825 -6.988342 0.257087 -4.454374 -6.238974 1.425776 -5.524756 3.305492
+UA -2.489150 -5.392276 -2.840219 1.902883 -2.900026 -6.309171 2.956730 -4.320234 -4.742708 1.937261 -6.221954 0.092109 4.710644
+UC -11.834851 -8.906122 -7.963261 -4.301568 -7.830062 -8.563464 -4.273898 -4.579988 -7.141185 -4.064262 -10.719490 -4.570908 -3.547309 -3.991383
+UG -3.648875 -7.122901 -5.782214 -0.374404 -6.101134 -8.231842 1.222936 -6.405424 -7.631738 0.315068 -4.283793 -1.330153 1.045372 -4.243835 3.179516
+UU -8.891744 -8.300177 -9.535487 -2.399937 -8.874837 -6.512299 -3.041975 -5.400998 -9.790375 -2.944840 -5.028789 -2.627723 -1.586224 -6.027980 -3.684502 -0.741342
+H: 3.4585
+E: -2.5897
+
diff --git a/rigfilters/Makefile.in b/rigfilters/Makefile.in
new file mode 100644
index 0000000..353fe4b
--- /dev/null
+++ b/rigfilters/Makefile.in
@@ -0,0 +1,14 @@
+all:
+ (cd cfsqp; make)
+ (cd cm2hmm-1.0; make)
+
+clean:
+ -rm -f *~
+ (cd cm2hmm-1.0; make clean)
+ (cd cfsqp; make clean)
+
+distclean:
+ -rm -f *~
+ (cd cm2hmm-1.0; make distclean)
+ (cd cfsqp; make distclean)
+ -rm Makefile
diff --git a/rigfilters/cfsqp/Makefile.in b/rigfilters/cfsqp/Makefile.in
new file mode 100644
index 0000000..16e1b3e
--- /dev/null
+++ b/rigfilters/cfsqp/Makefile.in
@@ -0,0 +1,59 @@
+#################################################################
+# Infernal:rigfilters
+# cfsqp Makefile
+#################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+#################################################################
+
+SHELL = /bin/sh
+
+## your compiler and compiler flags
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+
+## other defined flags.
+# DEFS contains stuff that autoconf decides on.
+# LIBS contains system libraries that the configure script decides we need.
+#
+DEFS = @DEFS@
+LIBS = @LIBS@
+
+## archiving command, and ranlib command.
+# these are used to create the libcfsqp.a library, necessary for cm2hmm
+#
+AR = @AR@ rcv
+RANLIB = @RANLIB@
+
+OBJS = cfsqp.o\
+ qld.o
+
+HDRS = cfsqpusr.h\
+
+.c.o:
+ $(CC) $(CFLAGS) $(DEFS) -c $<
+
+#################################################################
+## Targets used in making cfsqp library.
+##
+all: libcfsqp.a
+
+libcfsqp.a: $(OBJS) ${HDRS}
+ $(AR) libcfsqp.a $(OBJS)
+ $(RANLIB) libcfsqp.a
+ chmod 644 libcfsqp.a
+
+
+#################################################################
+## Miscellaneous targets.
+##
+clean:
+ -rm -f *.o *~ libcfsqp.a
+
+distclean:
+ -rm -f *.o *~ libcfsqp.a
+ -rm -f Makefile
+
+
diff --git a/rigfilters/cm2hmm-1.0/Cm2HMM.cpp b/rigfilters/cm2hmm-1.0/Cm2HMM.cpp
new file mode 100644
index 0000000..55ac02f
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HMM.cpp
@@ -0,0 +1,2839 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "UseDebugNew.h"
+
+#include "cmzasha.h"
+
+/*
+namespace lpsolve {
+#include <lpkit.h>
+}
+*/
+
+// note: what I call "normal states" and "(post) insert states", Sean Eddy calls "split set" and "insert set" in Eddy, S.R. (2002), BMC Bioinformatics, 3:18 (see Table 3 and text on that page). I guess I should ideally have read that paper before doing this...
+
+// my LP problems were unbounded, so just in case the problem recurs (this was from my very early work, but the lower bound seems pretty conservative)
+#define HACK_LOWERBOUND -8000.0
+#define PARAMETER_GUESS 0.0
+
+#define ENABLE_CACHING // building the HMM can take kind of a while. Caching is somewhat deprecated (it seems better to deal with loading/saving HMMs in specific files), and I don't expect it to make it into a production version of this code.
+
+#ifdef CM2HMM_ONLY
+// this caching thing doesn't make sense for distributed code -- it's just a complication to explain
+#undef ENABLE_CACHING
+#endif
+
+//#define DEBUG_DUMP // enable dumping of HMM build work, into hmmdump.txt
+FILE *dumpFile=NULL;
+
+// THE FOLLOWING EQUIVOCATION IS NO LONGER NECESSARY - THIS VARIABLE WILL ALWAYS BE SET TO 'TRUE'
+// I'm not sure if this is necessary/good. currently I think it is
+// if true, then every CM node has at least 1 left & at least 1 right node in the HMM
+// e.g. a MATL node will have a dummy PASSTHRU node on the right
+// if false, MATL nodes wouldn't have anything on the right
+// advantage of true: it's well-defined how to move thru the HMM based on the CM, whereas
+// without the passthru nodes, it's weird. Also, without the passthru node, we get more info
+// in the HMM, but this isn't reflected in the CM, so it doesn't help with an upper bound
+// of the CM (e.g. a CM has ROOT,MATL,MATL,MATL,MATL,MATR. if everyCmNodeHasLeftAndRightHmmNodes==false,
+// we can hook up the ROOT directly to MATR & make better decisions on what state to enter in the MATR,
+// but the CM doesn't do this anyway).
+#define everyCmNodeHasLeftAndRightHmmNodes true
+
+bool IsFirstHmmBuilt(HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ if (committeeBuildInfo==NULL) {
+ return true;
+ }
+ else {
+ return committeeBuildInfo->currCommitteeMemberNum==0;
+ }
+}
+
+// the HMM consists of Left-emitting stuff from the CM, and Right-emitting stuff from the CM
+enum HMM_Direction {
+ HMM_Left,HMM_Right
+};
+
+struct CmNodeTypeData {
+ // total # of states in the Covariance Model
+ int numCmStates;
+ // all nodes start with something normal, like a S_st, MP, ML, MR, D, that has to do with their function. Then they can have an IL and/or IR state. the normal states of a node always connect to the insert states of that node and the normal states of the next node. The insert states of a node connect only to the normal states of the next node.
+ int numNormalStates,numInsertPostStates;
+ // state types, for verifying that they're the way I expect
+ const int *stateTypes;
+
+ // starts/ends segment
+ bool isStartingNode,isEndingNode;
+
+ // stuff about HMM encoding
+ // # of HMM states to the left, # to the right
+ int numHmmLeftStates,numHmmRightStates;
+ // how many of those states are IL/IR
+ int numHmmLeftInsertStates,numHmmRightInsertStates; // these are either 0 or 1
+};
+static int BEGR_stateTypes[]={S_st,IL_st,INVALID_st},
+ BEGL_stateTypes[]={S_st,INVALID_st},
+ ROOT_stateTypes[]={S_st,IL_st,IR_st,INVALID_st},
+ BIF_stateTypes[]={B_st,INVALID_st},
+ END_stateTypes[]={E_st,INVALID_st},
+ MATP_stateTypes[]={MP_st,ML_st,MR_st,D_st,IL_st,IR_st,INVALID_st},
+ MATL_stateTypes[]={ML_st,D_st,IL_st,INVALID_st},
+ MATR_stateTypes[]={MR_st,D_st,IR_st,INVALID_st};
+static CmNodeTypeData BEGR_data,BEGL_data,ROOT_data,BIF_data,END_data,MATP_data,MATL_data,MATR_data;
+static bool isInit_CmNodeTypeData=false;
+void InferStuffFromStateTypes(CmNodeTypeData& data,const int *stateTypes)
+{
+ data.stateTypes=stateTypes; // that was easy :-)
+
+ data.isStartingNode=stateTypes[0]==S_st;
+ data.isEndingNode=stateTypes[0]==E_st || stateTypes[0]==EL_st || stateTypes[0]==B_st;
+
+ data.numCmStates=0;
+ data.numNormalStates=0;
+ data.numInsertPostStates=0;
+ data.numHmmLeftStates=0;
+ data.numHmmRightStates=0;
+ data.numHmmLeftInsertStates=0;
+ data.numHmmRightInsertStates=0;
+ for (int i=0; stateTypes[i]!=INVALID_st; i++) {
+ bool isInsertState=stateTypes[i]==IL_st || stateTypes[i]==IR_st;
+ bool isStartingOrEndingState=stateTypes[i]==S_st || stateTypes[i]==E_st || stateTypes[i]==EL_st || stateTypes[i]==B_st;
+ bool isLeft=stateTypes[i]==IL_st || stateTypes[i]==ML_st || stateTypes[i]==MP_st || stateTypes[i]==D_st || isStartingOrEndingState;
+ bool isRight=stateTypes[i]==IR_st || stateTypes[i]==MR_st || stateTypes[i]==MP_st || stateTypes[i]==D_st || isStartingOrEndingState;
+
+ data.numCmStates++;
+ if (isInsertState) {
+ data.numInsertPostStates++;
+ }
+ else {
+ data.numNormalStates++;
+ }
+ if (stateTypes[i]==MP_st) {
+ // don't put anything extra for HMM for MP_st - ML_st and MR_st should put it in
+ }
+ else {
+ if (isLeft) {
+ data.numHmmLeftStates++;
+ if (isInsertState) {
+ data.numHmmLeftInsertStates++;
+ }
+ }
+ if (isRight) {
+ data.numHmmRightStates++;
+ if (isInsertState) {
+ data.numHmmRightInsertStates++;
+ }
+ }
+ }
+ }
+
+ if (stateTypes[0]==ML_st) {
+ data.numHmmRightStates--; // generic alg overcounts because it thinks the D_st is on both sides
+ }
+ if (stateTypes[0]==MR_st) {
+ data.numHmmLeftStates--; // generic alg overcounts because it thinks the D_st is on both sides
+ }
+
+ if (everyCmNodeHasLeftAndRightHmmNodes) {
+ if (data.numHmmLeftStates==0) {
+ data.numHmmLeftStates++;
+ }
+ if (data.numHmmRightStates==0) {
+ data.numHmmRightStates++;
+ }
+ }
+}
+void InitCmNodeTypeData(void)
+{
+ InferStuffFromStateTypes(BEGR_data,BEGR_stateTypes);
+ InferStuffFromStateTypes(BEGL_data,BEGL_stateTypes);
+ InferStuffFromStateTypes(ROOT_data,ROOT_stateTypes);
+ InferStuffFromStateTypes(BIF_data,BIF_stateTypes);
+ InferStuffFromStateTypes(END_data,END_stateTypes);
+ InferStuffFromStateTypes(MATP_data,MATP_stateTypes);
+ InferStuffFromStateTypes(MATL_data,MATL_stateTypes);
+ InferStuffFromStateTypes(MATR_data,MATR_stateTypes);
+
+ isInit_CmNodeTypeData=true;
+}
+CmNodeTypeData GetCmNodeTypeData (int nodeType)
+{
+ if (!isInit_CmNodeTypeData) {
+ InitCmNodeTypeData();
+ }
+
+ switch (nodeType) {
+case BIF_nd:
+ return BIF_data;
+case END_nd:
+ return END_data;
+case MATP_nd:
+ return MATP_data;
+case MATL_nd:
+ return MATL_data;
+case MATR_nd:
+ return MATR_data;
+case BEGL_nd:
+ return BEGL_data;
+case BEGR_nd:
+ return BEGR_data;
+case ROOT_nd:
+ return ROOT_data;
+case DUMMY_nd:
+ assert(false); // I thought DUMMY nodes get removed once the CM is made
+ break;
+default:
+ assert(false);
+ Die("unknown node type when converting CM to HMM\n");
+ break;
+ }
+
+ // keep compiler happy
+ CmNodeTypeData data;
+ data.isStartingNode=false;
+ return data;
+}
+
+// make sure we got everything about CovarianceModels right
+// don't use asserts -- I want to run this at run time
+bool ValidateCmNodeTypeData (const CovarianceModel& cm)
+{
+ CovarianceModel::Node node;
+ for (node=cm.GetFirstNode(); node!=cm.GetLastNode(); node++) {
+ int thisNodeType=cm.GetNodeType(node);
+ CmNodeTypeData data=GetCmNodeTypeData(thisNodeType);
+ CovarianceModel::State state;
+ int numCmStates=0;
+ int numInsertPostStates=0;
+ for (state=cm.GetFirstStateOfNode(node); state!=cm.GetLastStateOfNode(node); state++) {
+ if (cm.GetStateType(state)==IL_st || cm.GetStateType(state)==IR_st) {
+ numInsertPostStates++;
+ }
+
+ CovarianceModel::Node nextNode(node);
+ nextNode++;
+
+ // the curr node is not an ending node, then the next node should be physically next
+ if (nextNode!=cm.GetLastNode() && !cm.IsBifuricationNode(node) && !cm.IsEndNode(node)) {
+ CovarianceModel::State state=cm.GetFirstStateOfNode(node); // I don't trust GetLastStateOfNode, since I might change the alg
+ while (cm.GetNode(state)==node) {
+ state++;
+ }
+ // now that we're past 'node', we should be at 'nextNode', since nextNode should be physically next, as well as numerically
+ if (cm.GetNode(state)!=nextNode) {
+ assert(false);
+ return false;
+ }
+ }
+
+ if (nextNode!=cm.GetLastNode() && !cm.IsBifuricationNode(node)) { // last node doesn't link to anything & I'll ignore bifurication nodes
+ CmNodeTypeData nextNodeData=GetCmNodeTypeData(cm.GetNodeType(nextNode));
+ CovarianceModel::State expectedFirstChild;
+ int numTransitions=cm.GetNumChildren(state);
+ int expectedNumTransitions;
+
+ if (cm.GetNodeType(node)==END_nd) {
+ // special case for end nodes
+ expectedNumTransitions=0;
+ }
+ else {
+ if (numCmStates<data.numNormalStates) {
+ // should link to IL/IR states + all normal states in the next node
+ expectedNumTransitions=data.numInsertPostStates + nextNodeData.numNormalStates;
+ expectedFirstChild=cm.GetFirstStateOfNode(node).PlusInt(data.numNormalStates);
+ }
+ else {
+ // isa IL/IR state. should link to itself and any remaining IL/IR states & all normal states im next node
+ expectedNumTransitions=(data.numCmStates-numCmStates) + nextNodeData.numNormalStates;
+ expectedFirstChild=state; // I should be my first child if I'm an IL/IR
+ }
+ }
+
+ // verify we have the exact child states we expect
+ if (numTransitions!=expectedNumTransitions) {
+ assert(false);
+ return false;
+ }
+ for (int childNum=0; childNum<numTransitions; childNum++) {
+ if (cm.GetNthChildState(state,childNum)!=expectedFirstChild.PlusInt(childNum)) {
+ assert(false);
+ return false;
+ }
+ }
+ }
+
+ numCmStates++;
+ }
+ if (cm.GetNodeType(node)!=BIF_nd) { // ignore bifurications
+ if (data.numCmStates!=numCmStates || data.numInsertPostStates!=numInsertPostStates || data.numNormalStates+data.numInsertPostStates!=data.numCmStates) {
+ assert(false);
+ return false;
+ }
+ }
+ }
+ return true;
+}
+
+int GetNumExtraMATPStatesVersusOriginalHmmBuildType (Cm2Hmm_HmmBuildType hmmType)
+{
+ switch (hmmType) {
+ case HmmBuildType_Original:
+ return 0;
+ case HmmBuildType_separateMPandMLMR:
+ return 1;
+ case HmmBuildType_separateMPMLMRD:
+ return 2;
+ }
+ assert(false);
+ throw SimpleStringException("internal error %s:%d",__FILE__,__LINE__);
+}
+
+int GetNumNormalHmmStatesInNextLeftNode(const CovarianceModel& cm,CovarianceModel::Node currNode,Cm2Hmm_HmmBuildType hmmBuildType)
+{
+ // check that it's not an ending node, in which case there is no next node
+ {
+ int currNodeType=cm.GetNodeType(currNode);
+ CmNodeTypeData data=GetCmNodeTypeData(currNodeType);
+ if (data.isEndingNode) {
+ return 0;
+ }
+ }
+
+ // else, see what's next
+ currNode++;
+ while (1) {
+ int currNodeType=cm.GetNodeType(currNode);
+ CmNodeTypeData data=GetCmNodeTypeData(currNodeType);
+ if (data.isEndingNode) {
+ return 1;
+ }
+
+ if (data.numHmmLeftStates>0) {
+ int num=data.numHmmLeftStates - data.numHmmLeftInsertStates;
+ if (currNodeType==MATP_nd) {
+ num += GetNumExtraMATPStatesVersusOriginalHmmBuildType(hmmBuildType);
+ }
+ return num;
+ }
+
+ currNode++;
+ }
+}
+
+CovarianceModel::Node FindPreviousRightNode_NotAtStart(const CovarianceModel& cm,CovarianceModel::Node currNode)
+{
+ // check that it's not a starting node, in which case there is no previous node, and this violates our precondition
+ assert(!GetCmNodeTypeData(cm.GetNodeType(currNode)).isStartingNode);
+
+ // else see what's next
+ currNode--;
+ while (1) {
+ int currNodeType=cm.GetNodeType(currNode);
+ CmNodeTypeData data=GetCmNodeTypeData(currNodeType);
+ if (data.isStartingNode) {
+ return currNode;
+ }
+
+ if (data.numHmmLeftStates>0) {
+ return currNode;
+ }
+
+ currNode++;
+ }
+}
+
+// find the first (lowest-numbered) state in the given CM node that has a state on the Right side of the HMM
+CovarianceModel::State GetFirstHmmRightState(const HmmAndBuildInfo& newHMM,const CovarianceModel& cm,CovarianceModel::Node prevRightNodeInCM)
+{
+ CovarianceModel::State firstCmState=cm.GetFirstStateOfNode(prevRightNodeInCM);
+ CovarianceModel::State lastCmState=cm.GetLastStateOfNode(prevRightNodeInCM);
+
+ CovarianceModel::State firstState=CovarianceModel::GetInvalidState();
+ CovarianceModel::State cmState;
+ for (cmState=firstCmState; cmState!=lastCmState; cmState++) {
+ CovarianceModel::State hmmRightState=newHMM.cm2HmmState[cmState].hmmRightState;
+ if (hmmRightState!=CovarianceModel::GetInvalidState()) {
+ if (firstState==CovarianceModel::GetInvalidState()) {
+ firstState=hmmRightState;
+ }
+ else {
+ if (CovarianceModel::StateToInt(hmmRightState) < CovarianceModel::StateToInt(firstState)) {
+ firstState=hmmRightState;
+ }
+ }
+ }
+ }
+
+ assert(firstState!=CovarianceModel::GetInvalidState()); // should have got something
+ return firstState;
+}
+
+// does all the work to set up the children of an HMM state, based on a CM source state
+// the tricky thing about this function is that the children are relative to a start-to-end traversal of the HMM. Thus, on the HMM that corresponds to Right-side emissions in the CM, we have to set up the children backwards, since CM nodes appear in the reverse order on the right-emitting side.
+void SetupChildren (HmmAndBuildInfo& newHMM,const CovarianceModel& cm,CovarianceModel::State cmState,CovarianceModel::Node cmNode,HMM_Direction hmmDirection,CovarianceModel::Node cmFirstNode,CovarianceModel::Node cmLastNode,Cm2Hmm_HmmBuildType hmmBuildType)
+{
+ assert(hmmDirection==HMM_Left || hmmDirection==HMM_Right);
+
+ CovarianceModel::State firstCmStateOfNode=cm.GetFirstStateOfNode(cmNode);
+
+ CovarianceModel::State hmmState;
+ if (hmmDirection==HMM_Left) {
+ hmmState=newHMM.cm2HmmState[cmState].hmmLeftState;
+ }
+ else {
+ hmmState=newHMM.cm2HmmState[cmState].hmmRightState;
+ }
+
+ int thisNodeType=cm.GetNodeType(cmNode);
+ CmNodeTypeData thisNodeData=GetCmNodeTypeData(thisNodeType);
+
+ assert(CovarianceModel::IsStateInRange(cmState,firstCmStateOfNode,firstCmStateOfNode.PlusInt(thisNodeData.numCmStates)));
+
+ int thisNode_separate_extraStates=0;
+ if (thisNodeType==MATP_nd) {
+ thisNode_separate_extraStates=GetNumExtraMATPStatesVersusOriginalHmmBuildType(hmmBuildType);
+ }
+
+ if (hmmDirection==HMM_Left) {
+
+ int numNormalStatesInNextLeftNode=GetNumNormalHmmStatesInNextLeftNode(cm,cmNode,hmmBuildType);
+ if (CovarianceModel::IsStateInRange(cmState,firstCmStateOfNode,firstCmStateOfNode.PlusInt(thisNodeData.numNormalStates))) {
+ // normal state on left side is connected to insert states in this node on the left side & normal states in next node in CM
+
+ newHMM.hmm.SetFirstChild(hmmState,newHMM.cm2HmmState[firstCmStateOfNode].hmmLeftState.PlusInt(thisNodeData.numHmmLeftStates+thisNode_separate_extraStates-thisNodeData.numHmmLeftInsertStates)); // first insert state in this node
+ newHMM.hmm.SetNumChildren(hmmState,thisNodeData.numHmmLeftInsertStates + numNormalStatesInNextLeftNode);
+ }
+ else {
+ assert(cm.GetStateType(cmState)!=MP_st); // this shouldn't happen for MP state, since separateMPandMLMR logic is not applied here
+
+ // insert state on left side is connected to itself and normal states in the next node in the CM
+ newHMM.hmm.SetFirstChild(hmmState,newHMM.cm2HmmState[cmState].hmmLeftState);
+ assert(thisNodeData.numHmmLeftInsertStates==1); // I'm an insert state, and I can only have <=1 IL_st, and <=1 IR_st
+ newHMM.hmm.SetNumChildren(hmmState,1 + numNormalStatesInNextLeftNode);
+ }
+ }
+ else {
+ assert(hmmDirection==HMM_Right);
+ if (CovarianceModel::IsStateInRange(cmState,firstCmStateOfNode,firstCmStateOfNode.PlusInt(thisNodeData.numNormalStates))) {
+ // normal state on right side is connected to all states (insert and normal) of the _previous_ CM node that emits on the right
+ if (thisNodeData.isStartingNode || cmNode==cmFirstNode) { // if it's an actual start node, or if it's acting like a start node (presumably because it's in DoLocal mode)
+ // start node on right is connected to nothing (it's really an end node);
+ newHMM.hmm.SetNoChildren(hmmState);
+ }
+ else {
+ CovarianceModel::Node prevRightNode=FindPreviousRightNode_NotAtStart(cm,cmNode);
+ //CovarianceModel::State firstStateOfPrevRightNode=cm.GetFirstStateOfNode(prevRightNode);
+ int prevRightNodeType=cm.GetNodeType(prevRightNode);
+ CmNodeTypeData prevRightNodeData=GetCmNodeTypeData(prevRightNodeType);
+ newHMM.hmm.SetFirstChild(hmmState,GetFirstHmmRightState(newHMM,cm,prevRightNode));
+ int extraStateForPrevNode=0;
+ if (prevRightNodeType==MATP_nd) {
+ extraStateForPrevNode=GetNumExtraMATPStatesVersusOriginalHmmBuildType(hmmBuildType);
+ }
+ newHMM.hmm.SetNumChildren(hmmState,prevRightNodeData.numHmmRightStates + extraStateForPrevNode);
+ }
+ }
+ else {
+ // insert state on right side is connected to itself & all normal states of the _current_ CM node that emit on the right
+ newHMM.hmm.SetFirstChild(hmmState,GetFirstHmmRightState(newHMM,cm,cmNode));
+ newHMM.hmm.SetNumChildren(hmmState,thisNodeData.numHmmRightStates+thisNode_separate_extraStates);
+ }
+ }
+}
+
+void ReverseMapCm2HmmState(HmmAndBuildInfo& newHMM,const CovarianceModel& cm)
+{
+ // set up reverse mapping 'hmm2CmStateVector'
+ // WARNING: might be ambiguous since some HMM states are used by multiple CM states, but for now it doesn't matter. So, I'm using a list of states
+ newHMM.hmm2CmStateVector.clear(); // forget anything that's here already
+ newHMM.hmm2CmStateVector.resize(newHMM.hmm.GetNumStates());
+ CovarianceModel::State cmState;
+ for (cmState=cm.GetFirstState(); cmState!=cm.GetLastState(); cmState++) {
+
+ CovarianceModel::State hmmLeftState=newHMM.cm2HmmState[cmState].hmmLeftState;
+ if (hmmLeftState!=CovarianceModel::GetInvalidState()) {
+ newHMM.hmm2CmStateVector[hmmLeftState].push_back(cmState);
+ }
+
+ CovarianceModel::State hmmRightState=newHMM.cm2HmmState[cmState].hmmRightState;
+ if (hmmRightState!=CovarianceModel::GetInvalidState()) {
+ newHMM.hmm2CmStateVector[hmmRightState].push_back(cmState);
+ }
+ }
+}
+
+/*
+Converts the block of the CM in the closed interval [firstNode,lastNode]
+to an HMM structure (i.e. not filling in the transition/emission weights)
+
+firstNode must be a ROOT or BEGIN node
+lastNode must be END, local END or BIFURICATION NODE
+there cannot be any bifurication node in the range firstNode..(lastNode-1)
+*/
+void Cm2Hmm_Structurally_Block (HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM,CovarianceModel::Node firstNode,CovarianceModel::Node lastNode,ExtraCm2HmmInfo *extraCm2HmmInfo,Cm2Hmm_HmmBuildType hmmBuildType)
+{
+ assert(sourceCM.IsRootOrBeginNode(firstNode) || sourceCM.DoLocal()); // firstNode must be BEGL, BEGR or ROOT, unless we're doing local, in which case we skip the root
+ assert(sourceCM.IsEndNode(lastNode) || sourceCM.IsBifuricationNode(lastNode)); // last state must be END or BIF
+
+ CovarianceModel::Node lastNodePlus1(lastNode);
+ lastNodePlus1++;
+
+ // other sanity checks
+ CovarianceModel::Node cmNode;
+ for (cmNode=firstNode; cmNode!=lastNode; cmNode++) {
+ assert(cmNode==lastNode || !sourceCM.IsBifuricationNode(cmNode)); // can't have bifurication node, except at end
+ assert(!(sourceCM.GetNodeType(cmNode)==DUMMY_nd)); // I thought those were removed by the time the CM was built
+ }
+
+ // work out how many states we'll need in the HMM
+ int numHmmStates=0;
+ for (CovarianceModel::Node node=firstNode; node!=lastNodePlus1; node++) {
+
+ const CmNodeTypeData nodeTypeData=GetCmNodeTypeData(sourceCM.GetNodeType(node));
+ numHmmStates += nodeTypeData.numHmmLeftStates + nodeTypeData.numHmmRightStates;
+
+ if (sourceCM.GetNodeType(node)==MATP_nd) {
+ numHmmStates += 2*GetNumExtraMATPStatesVersusOriginalHmmBuildType(hmmBuildType);
+ }
+ }
+ numHmmStates--; // the end states are over counted since they're both left & right
+
+ newHMM.hmm.Init(numHmmStates);
+ Cm2HmmState nullCm2HmmState;
+ nullCm2HmmState.hmmLeftState=CovarianceModel::GetInvalidState();
+ nullCm2HmmState.hmmRightState=CovarianceModel::GetInvalidState();
+ newHMM.cm2HmmState.assign(sourceCM.GetNumStates(),nullCm2HmmState);
+ CovarianceModel::State firstHmmState=newHMM.hmm.GetFirstState(),lastHmmState=newHMM.hmm.GetLastState();
+
+ // first set up the new HMM states & which CM states map to them (this info will be used in setting up the children of those states)
+ for (cmNode=firstNode; cmNode!=lastNodePlus1; cmNode++) {
+
+ assert(firstHmmState!=lastHmmState); // else we miscalculated somewhere
+
+ int thisNodeType=sourceCM.GetNodeType(cmNode);
+ CmNodeTypeData thisNodeData=GetCmNodeTypeData(thisNodeType);
+ CovarianceModel::State firstCmState=sourceCM.GetFirstStateOfNode(cmNode);
+ CovarianceModel::State lastCmState=sourceCM.GetLastStateOfNode(cmNode);
+
+ if (thisNodeData.isEndingNode) {
+ lastHmmState--; assert(firstHmmState==lastHmmState); // end in the middle
+ newHMM.hmm.SetStateType(firstHmmState,PASSTHRU_st);
+ newHMM.cm2HmmState[firstCmState].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState].hmmRightState=firstHmmState;
+ assert(thisNodeData.numCmStates==1); // should have checked this already, but whatever
+ newHMM.leftToRightPassthruState=firstHmmState;
+ firstHmmState++;
+ }
+ else {
+ // do normal states of node
+ switch (sourceCM.GetNodeType(cmNode)) {
+ case ROOT_nd:
+ case BEGL_nd:
+ case BEGR_nd:
+ // left side start
+ newHMM.hmm.SetStateType(firstHmmState,S_st);
+ newHMM.cm2HmmState[firstCmState].hmmLeftState=firstHmmState;
+ firstHmmState++;
+ // right side start
+ lastHmmState--;
+ newHMM.hmm.SetStateType(lastHmmState,E_st);
+ newHMM.cm2HmmState[firstCmState].hmmRightState=lastHmmState;
+ break;
+ case MATL_nd:
+ // ML_st
+ newHMM.hmm.SetStateType(firstHmmState,ML_st);
+ newHMM.cm2HmmState[firstCmState].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState].hmmRightState=CovarianceModel::GetInvalidState();
+ firstHmmState++;
+ // D_st
+ newHMM.hmm.SetStateType(firstHmmState,D_st);
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmRightState=CovarianceModel::GetInvalidState();
+ firstHmmState++;
+ if (everyCmNodeHasLeftAndRightHmmNodes) {
+ lastHmmState--;
+ newHMM.hmm.SetStateType(lastHmmState,PASSTHRU_st);
+ newHMM.cm2HmmState[firstCmState].hmmRightState=lastHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmRightState=lastHmmState;
+ }
+ break;
+ case MATR_nd:
+ // MR_st
+ lastHmmState--;
+ newHMM.hmm.SetStateType(lastHmmState,ML_st);
+ newHMM.cm2HmmState[firstCmState].hmmLeftState=CovarianceModel::GetInvalidState();
+ newHMM.cm2HmmState[firstCmState].hmmRightState=lastHmmState;
+ // D_st
+ lastHmmState--;
+ newHMM.hmm.SetStateType(lastHmmState,D_st);
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmLeftState=CovarianceModel::GetInvalidState();
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmRightState=lastHmmState;
+ if (everyCmNodeHasLeftAndRightHmmNodes) {
+ newHMM.hmm.SetStateType(firstHmmState,PASSTHRU_st);
+ newHMM.cm2HmmState[firstCmState].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmLeftState=firstHmmState;
+ firstHmmState++;
+ }
+ break;
+ case MATP_nd:
+ switch (hmmBuildType) {
+ case HmmBuildType_Original: // also called "Compacted" or "type 0"
+ // normal case
+
+ // left match
+ newHMM.hmm.SetStateType(firstHmmState,ML_st);
+ // left delete
+ newHMM.hmm.SetStateType(firstHmmState.PlusInt(1),D_st);
+ // right stuff
+ lastHmmState--;
+ lastHmmState--;
+ // right match
+ newHMM.hmm.SetStateType(lastHmmState,ML_st);
+ // right delete
+ newHMM.hmm.SetStateType(lastHmmState.PlusInt(1),D_st);
+
+ // hook up CM to equivalent HMM states
+ // MP_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(0)].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(0)].hmmRightState=lastHmmState;
+ // ML_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmRightState=lastHmmState.PlusInt(1);
+ // MR_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(2)].hmmLeftState=firstHmmState.PlusInt(1);
+ newHMM.cm2HmmState[firstCmState.PlusInt(2)].hmmRightState=lastHmmState;
+ // D_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(3)].hmmLeftState=firstHmmState.PlusInt(1);
+ newHMM.cm2HmmState[firstCmState.PlusInt(3)].hmmRightState=lastHmmState.PlusInt(1);
+
+ firstHmmState++;
+ firstHmmState++;
+ break;
+ case HmmBuildType_separateMPandMLMR: // also called "expanded" or "type 1"
+
+ // with extra states
+
+ // left match MP
+ newHMM.hmm.SetStateType(firstHmmState,ML_st);
+ // left match ML
+ newHMM.hmm.SetStateType(firstHmmState.PlusInt(1),ML_st);
+ // left delete
+ newHMM.hmm.SetStateType(firstHmmState.PlusInt(2),D_st);
+ // right stuff
+ lastHmmState--;
+ lastHmmState--;
+ lastHmmState--;
+ // right match MP
+ newHMM.hmm.SetStateType(lastHmmState,ML_st);
+ // right match MR
+ newHMM.hmm.SetStateType(lastHmmState.PlusInt(1),ML_st);
+ // right delete
+ newHMM.hmm.SetStateType(lastHmmState.PlusInt(2),D_st);
+
+ // hook up CM to equivalent HMM states
+ // MP_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(0)].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(0)].hmmRightState=lastHmmState;
+ // ML_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmLeftState=firstHmmState.PlusInt(1);
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmRightState=lastHmmState.PlusInt(2);
+ // MR_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(2)].hmmLeftState=firstHmmState.PlusInt(2);
+ newHMM.cm2HmmState[firstCmState.PlusInt(2)].hmmRightState=lastHmmState.PlusInt(1);
+ // D_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(3)].hmmLeftState=firstHmmState.PlusInt(2);
+ newHMM.cm2HmmState[firstCmState.PlusInt(3)].hmmRightState=lastHmmState.PlusInt(2);
+
+ firstHmmState++;
+ firstHmmState++;
+ firstHmmState++;
+ break;
+ case HmmBuildType_separateMPMLMRD:
+
+ // with more extra states
+
+ // left match MP
+ newHMM.hmm.SetStateType(firstHmmState,ML_st);
+ // left match ML
+ newHMM.hmm.SetStateType(firstHmmState.PlusInt(1),ML_st);
+ // left delete MR
+ newHMM.hmm.SetStateType(firstHmmState.PlusInt(2),D_st);
+ // left delete D
+ newHMM.hmm.SetStateType(firstHmmState.PlusInt(3),D_st);
+ // right stuff
+ lastHmmState--;
+ lastHmmState--;
+ lastHmmState--;
+ lastHmmState--;
+ // right match MP
+ newHMM.hmm.SetStateType(lastHmmState,ML_st);
+ // right match MR
+ newHMM.hmm.SetStateType(lastHmmState.PlusInt(1),ML_st);
+ // right delete ML
+ newHMM.hmm.SetStateType(lastHmmState.PlusInt(2),D_st);
+ // right delete D
+ newHMM.hmm.SetStateType(lastHmmState.PlusInt(3),D_st);
+
+ // hook up CM to equivalent HMM states
+ // MP_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(0)].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[firstCmState.PlusInt(0)].hmmRightState=lastHmmState;
+ // ML_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmLeftState=firstHmmState.PlusInt(1);
+ newHMM.cm2HmmState[firstCmState.PlusInt(1)].hmmRightState=lastHmmState.PlusInt(2);
+ // MR_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(2)].hmmLeftState=firstHmmState.PlusInt(2);
+ newHMM.cm2HmmState[firstCmState.PlusInt(2)].hmmRightState=lastHmmState.PlusInt(1);
+ // D_st
+ newHMM.cm2HmmState[firstCmState.PlusInt(3)].hmmLeftState=firstHmmState.PlusInt(3);
+ newHMM.cm2HmmState[firstCmState.PlusInt(3)].hmmRightState=lastHmmState.PlusInt(3);
+
+ firstHmmState++;
+ firstHmmState++;
+ firstHmmState++;
+ firstHmmState++;
+ break;
+ }
+ break;
+ default:
+ assert(false);
+ break;
+ }
+
+ // do insert states
+ CovarianceModel::State firstCmInsertState=firstCmState.PlusInt(thisNodeData.numNormalStates);
+ CovarianceModel::State lastCmInsertState=lastCmState;
+ CovarianceModel::State cmState;
+ for (cmState=firstCmInsertState; cmState!=lastCmInsertState; cmState++) {
+ if (sourceCM.GetStateType(cmState)==IL_st) {
+ newHMM.hmm.SetStateType(firstHmmState,IL_st);
+ newHMM.cm2HmmState[cmState].hmmLeftState=firstHmmState;
+ newHMM.cm2HmmState[cmState].hmmRightState=CovarianceModel::GetInvalidState();
+ firstHmmState++;
+ }
+ else {
+ assert(sourceCM.GetStateType(cmState)==IR_st);
+
+ lastHmmState--;
+ newHMM.hmm.SetStateType(lastHmmState,IL_st);
+ newHMM.cm2HmmState[cmState].hmmLeftState=CovarianceModel::GetInvalidState();
+ newHMM.cm2HmmState[cmState].hmmRightState=lastHmmState;
+ }
+ }
+ }
+ }
+
+ // now figure out child structure
+ for (cmNode=firstNode; cmNode!=lastNodePlus1; cmNode++) {
+
+ CovarianceModel::State cmState;
+ for (cmState=sourceCM.GetFirstStateOfNode(cmNode); cmState!=sourceCM.GetLastStateOfNode(cmNode); cmState++) {
+
+ if (newHMM.cm2HmmState[cmState].hmmLeftState!=CovarianceModel::GetInvalidState()) {
+ SetupChildren (newHMM,sourceCM,cmState,cmNode,HMM_Left,firstNode,lastNode,hmmBuildType);
+ }
+ if (newHMM.cm2HmmState[cmState].hmmRightState!=CovarianceModel::GetInvalidState()) {
+ SetupChildren (newHMM,sourceCM,cmState,cmNode,HMM_Right,firstNode,lastNode,hmmBuildType);
+ }
+ }
+ }
+
+ ReverseMapCm2HmmState(newHMM,sourceCM);
+}
+
+void DumpHmm (FILE *file,const HmmAndBuildInfo& newHMM,const CovarianceModel& cm)
+{
+ newHMM.hmm.DumpInfernalHmm(file,cm);
+}
+
+void DumpHmmAndBuildInfo (FILE *file,const HmmAndBuildInfo& newHMM,const CovarianceModel& cm)
+{
+ DumpHmm(file,newHMM,cm);
+
+ CovarianceModel::State state;
+ fprintf(file,"CM had %d states\n",newHMM.cm2HmmState.size());
+ for (state=CovarianceModel::IntToState(0); state!=CovarianceModel::IntToState((int)newHMM.cm2HmmState.size()); state++) {
+ fprintf(file,"CM state %d maps to HMM: left = %d, right = %d\n",CovarianceModel::StateToInt(state),CovarianceModel::StateToInt(newHMM.cm2HmmState[state].hmmLeftState),CovarianceModel::StateToInt(newHMM.cm2HmmState[state].hmmRightState));
+ }
+}
+
+CovarianceModel::Node FindFirstEndingNode (const CovarianceModel& sourceCM,CovarianceModel::Node firstNode)
+{
+ CovarianceModel::Node lastNode=sourceCM.GetLastNode();
+ CovarianceModel::Node currNode;
+ for (currNode=firstNode; currNode!=lastNode; currNode++) {
+ int thisNodeType=sourceCM.GetNodeType(currNode);
+ CmNodeTypeData thisNodeData=GetCmNodeTypeData(thisNodeType);
+
+ if (thisNodeData.isEndingNode) {
+ return currNode;
+ }
+ }
+ return lastNode;
+}
+
+void SetupReverseMapping(ScoreVariablesInfo& scoreVariablesInfo,const HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM)
+{
+ TransitionOrEmissionInfo dummy;
+ dummy.isUsed=false;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector.assign(scoreVariablesInfo.numVariables,dummy);
+
+ CovarianceModel::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+
+ for (unsigned int i=0; i<scoreVariablesInfo.transitionToVariableNumVector[hmmState].size(); i++) {
+ int globalVar=scoreVariablesInfo.transitionToVariableNumVector[hmmState][i];
+ if (globalVar!=-1) {
+ CovarianceModel::State toState=newHMM.hmm.GetNthChildState(hmmState,i);
+
+ assert(!scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].isUsed);
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].isUsed=true;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].isEmission=false;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].edgeInfo.fromState=hmmState;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].edgeInfo.toState=toState;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].edgeInfo.childNum=(int)i;
+ }
+ }
+ for (unsigned int i=0; i<scoreVariablesInfo.emissionToVariableNumVector[hmmState].size(); i++) {
+ int globalVar=scoreVariablesInfo.emissionToVariableNumVector[hmmState][i];
+ if (globalVar!=-1) {
+
+ assert(!scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].isUsed);
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].isUsed=true;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].isEmission=true;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].emissionInfo.state=hmmState;
+ scoreVariablesInfo.globalVariableToTransitionOrEmissionVector[globalVar].emissionInfo.nuc=(int)i;
+ }
+ }
+ }
+}
+
+void SetupTransitionAndEmissionVariables(ScoreVariablesInfo& scoreVariablesInfo,HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM)
+{
+ scoreVariablesInfo.transitionToVariableNumVector.resize(newHMM.hmm.GetNumStates());
+ scoreVariablesInfo.emissionToVariableNumVector.resize(newHMM.hmm.GetNumStates());
+
+ int nextVariableNum=0;
+ CovarianceModel::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+
+ switch (newHMM.hmm.GetNumChildren(hmmState)) {
+ case 0:
+ // nothing to do
+ break;
+ case 1:
+ // with only 1 transition, it doesn't matter -- just set it to 0 (this case can arise with PASSTHRU nodes)
+ newHMM.hmm.SetTransitionLogScore(hmmState,0,0.0);
+ // resize to 1, for convenience
+ scoreVariablesInfo.transitionToVariableNumVector[hmmState].resize(1);
+ scoreVariablesInfo.transitionToVariableNumVector[hmmState][0]=-1;
+ break;
+ default:
+ // the interesting case -- multiple transitions
+ scoreVariablesInfo.transitionToVariableNumVector[hmmState].resize(newHMM.hmm.GetNumChildren(hmmState));
+ for (int childNum=0; childNum<newHMM.hmm.GetNumChildren(hmmState); childNum++) {
+ if (newHMM.hmm.GetNthChildState(hmmState,childNum)==hmmState) {
+
+ // self-loops are easy -- they must have the same score as the corresponding loop in the CM
+
+ assert(newHMM.hmm.IsInsertState(hmmState)); // this is the only self loops I'm expecting
+ assert(newHMM.hmm2CmStateVector[hmmState].size()==1); // insert state should only map to one state
+ CovarianceModel::State cmState=newHMM.hmm2CmStateVector[hmmState].front();
+ assert(sourceCM.GetNthChildState(cmState,0)==cmState && sourceCM.IsInsertState(cmState)); // this is what I expect based on the stereotyped structure of CMs in the infernal code -- otherwise, I'd have to search for the self-loop
+
+ // NOTE: the following 2 lines are a workaround to a scary (possible) g++ optimizer bug that makes this code crash in release mode, but do fine in debug. By using the variable 'tsc' (rather than just putting 'sourceCM.GetNthChildTsc(cmState,0)' directly as a param), it doesn't crash, & appears to work. This happens for RF00032 and RF00016, and I'd guess everything else. The code appears to work properly with this fix. I've checked hmm-dump.txt for RF00032 and it achieves the sa [...]
+ float tsc=sourceCM.GetNthChildTsc(cmState,0);
+ newHMM.hmm.SetTransitionLogScore(hmmState,childNum,tsc);
+ scoreVariablesInfo.transitionToVariableNumVector[hmmState][childNum]=-1;
+
+ // while I'm at it, might as well set the emission scores, which should also be the same
+ scoreVariablesInfo.emissionToVariableNumVector[hmmState].resize(Alphabet_size);
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ scoreVariablesInfo.emissionToVariableNumVector[hmmState][nuc]=-1;
+ newHMM.hmm.SetSingletEmissionLogScore(hmmState,nuc,sourceCM.GetSingletEmissionScore(cmState,nuc));
+ }
+ }
+ else {
+ // add a new variable
+ scoreVariablesInfo.transitionToVariableNumVector[hmmState][childNum]=nextVariableNum;
+ nextVariableNum++;
+ }
+ }
+ break;
+ }
+
+ // we already did IL_st, IR_st, since they're self-looping, and we can just copy the probs from the CM. Now, we have to do ML_st and MR_st.
+ assert(newHMM.hmm.GetNumSymbolsEmitted(hmmState)==0 || newHMM.hmm.GetNumSymbolsEmitted(hmmState)==1); // HMMs don't have MP_st
+ if (newHMM.hmm.GetNumSymbolsEmitted(hmmState)==1 && !newHMM.hmm.IsInsertState(hmmState)) {
+ scoreVariablesInfo.emissionToVariableNumVector[hmmState].resize(Alphabet_size);
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ scoreVariablesInfo.emissionToVariableNumVector[hmmState][nuc]=nextVariableNum;
+ nextVariableNum++;
+ }
+ }
+ }
+
+ scoreVariablesInfo.numVariables=nextVariableNum;
+}
+
+void DumpVariables(FILE *file,const ScoreVariablesInfo& scoreVariablesInfo,const HmmAndBuildInfo& newHMM)
+{
+ fprintf(file,"\nHMM variables: \n");
+ CovarianceModel::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+
+ fprintf(file,"state %d:\n",CovarianceModel::StateToInt(hmmState));
+
+ fprintf(file,"\tTransitions:\n");
+ int childNum;
+ for (childNum=0; childNum<(int)scoreVariablesInfo.transitionToVariableNumVector[hmmState].size(); childNum++) {
+
+ if (scoreVariablesInfo.transitionToVariableNumVector[hmmState][childNum]==-1) {
+ fprintf(file,"\t\tchild #%d (to state %d): fixed at %f\n",childNum,CovarianceModel::StateToInt(newHMM.hmm.GetNthChildState(hmmState,childNum)),newHMM.hmm.GetNthChildTsc(hmmState,childNum));
+ }
+ else {
+ fprintf(file,"\t\tchild #%d (to state %d): var #%d\n",childNum,CovarianceModel::StateToInt(newHMM.hmm.GetNthChildState(hmmState,childNum)),scoreVariablesInfo.transitionToVariableNumVector[hmmState][childNum]);
+ }
+ }
+
+ if (newHMM.hmm.GetNumSymbolsEmitted(hmmState)==1) {
+ fprintf(file,"\tEmissions:\n");
+ for (int nuc=0; nuc<(int)scoreVariablesInfo.emissionToVariableNumVector[hmmState].size(); nuc++) {
+ if (scoreVariablesInfo.emissionToVariableNumVector[hmmState][nuc]==-1) {
+ fprintf(file,"\t\temit %c : fixed at %f\n",nucs[nuc],newHMM.hmm.GetSingletEmissionScore(hmmState,nuc));
+ }
+ else {
+ fprintf(file,"\t\temit %c : var #%d\n",nucs[nuc],scoreVariablesInfo.emissionToVariableNumVector[hmmState][nuc]);
+ }
+ }
+ }
+ }
+}
+
+TemporarilyModifyInequality::TemporarilyModifyInequality (Inequality& _inequalitySoFar)
+: inequalitySoFar(_inequalitySoFar)
+{
+ numVariablesAdded=0;
+ startingScore=inequalitySoFar.rhs;
+ startingWeight=inequalitySoFar.weight;
+ starting_sumOfConstantsInHmm=inequalitySoFar.sumOfConstantsInHmm;
+ starting_hmmInsertStatesInPath_size=inequalitySoFar.hmmInsertStatesInPath.size();
+ for (int i=0; i<MAXABET; i++) {
+ startingNucEmitCount[i]=inequalitySoFar.nucEmitCount[i];
+ }
+}
+TemporarilyModifyInequality::~TemporarilyModifyInequality ()
+{
+ for (int i=0; i<numVariablesAdded; i++) {
+ assert(!inequalitySoFar.lhs.empty());
+ inequalitySoFar.lhs.pop_back();
+ }
+
+ inequalitySoFar.rhs=startingScore;
+ inequalitySoFar.weight=startingWeight;
+ inequalitySoFar.sumOfConstantsInHmm=starting_sumOfConstantsInHmm;
+
+ assert(inequalitySoFar.hmmInsertStatesInPath.size()>=starting_hmmInsertStatesInPath_size); // how could it get smaller as we do more of the path?!
+ while (inequalitySoFar.hmmInsertStatesInPath.size()>starting_hmmInsertStatesInPath_size) {
+ inequalitySoFar.hmmInsertStatesInPath.pop_back();
+ }
+
+ for (int i=0; i<MAXABET; i++) {
+ inequalitySoFar.nucEmitCount[i]=startingNucEmitCount[i];
+ }
+}
+void TemporarilyModifyInequality::PushInsertState (InfernalHmm::State insertState)
+{
+ inequalitySoFar.hmmInsertStatesInPath.push_back(insertState);
+ assert(inequalitySoFar.hmmInsertStatesInPath.size()<=2);
+}
+void TemporarilyModifyInequality::AddScore (float addToScore)
+{
+ inequalitySoFar.rhs += addToScore;
+}
+void TemporarilyModifyInequality::MultiplyWeight (double mult)
+{
+ inequalitySoFar.weight *= mult;
+}
+void TemporarilyModifyInequality::AddVariable (int globalVariableNum,std::vector<int>& globalToLocalVariables,int& numLocalVariables)
+{
+ InequalityTerm newTerm;
+ int localVariableNum=globalToLocalVariables[globalVariableNum];
+ if (localVariableNum==-1) {
+ localVariableNum=numLocalVariables;
+ globalToLocalVariables[globalVariableNum]=localVariableNum;
+ numLocalVariables++;
+ }
+ newTerm.variableNum=localVariableNum;
+ inequalitySoFar.lhs.push_back(newTerm);
+ numVariablesAdded++;
+}
+
+void Cm2Hmm_MakeInequalitiesForPath_HmmTransition(TemporarilyModifyInequality& temporarilyModifyInequality,const CovarianceModel::State hmmState,CovarianceModel::State& hmmNextState,const HmmAndBuildInfo& newHMM,const ScoreVariablesInfo& scoreVariablesInfo,std::vector<int>& globalToLocalVariables,int& numLocalVariables,WeightedInequalitiesInfo *weightedInequalitiesInfo)
+{
+ if (hmmNextState==CovarianceModel::GetInvalidState()) {
+ // stays the same, and no transition cost
+ hmmNextState=hmmState;
+ }
+ else {
+ if (hmmNextState==hmmState) {
+ // nothing to do -- this HMM state didn't change on that CM transition
+ }
+ else {
+ // check if we're going to an insert state
+ if (newHMM.hmm.IsInsertState(hmmNextState)) {
+ temporarilyModifyInequality.PushInsertState(hmmNextState);
+ }
+
+ // update inequality to take into account this transition
+ CovarianceModel::State fromState=hmmState,toState=hmmNextState;
+ if (fromState>=toState) {
+ // we must be on the right side of the HMM, so we're going backwards
+ std::swap(fromState,toState);
+ }
+ int hmmChildNum=newHMM.hmm.GetChildNum_Slow(fromState,toState);
+ int globalVariableNum=scoreVariablesInfo.transitionToVariableNumVector[fromState][hmmChildNum];
+ if (globalVariableNum==-1) {
+ // oh, don't bother
+ }
+ else {
+ // okay, add the variable for this transition
+ temporarilyModifyInequality.AddVariable(globalVariableNum,globalToLocalVariables,numLocalVariables);
+
+ // and weight the inequality
+ if (weightedInequalitiesInfo!=NULL) {
+ temporarilyModifyInequality.MultiplyWeight(weightedInequalitiesInfo->transitionCounter->GetTransitionFrequency_Unreversed(fromState,toState));
+ }
+ }
+ }
+ }
+}
+
+
+void DumblyWorkOutHmmStates(CovarianceModel::State& hmmFirstNormalState,CovarianceModel::State& hmmLastNormalState,const HmmAndBuildInfo& newHMM,CovarianceModel::Node cmNode,const CovarianceModel& sourceCM,const CovarianceModel::State Cm2HmmState::*leftOrRight)
+{
+ // do this the dumb way that works;
+
+ CmNodeTypeData nodeData=GetCmNodeTypeData(sourceCM.GetNodeType(cmNode));
+ CovarianceModel::State cmFirstNormalState=sourceCM.GetFirstStateOfNode(cmNode);
+ CovarianceModel::State cmLastNormalState=cmFirstNormalState.PlusInt(nodeData.numNormalStates);
+
+ hmmFirstNormalState=newHMM.cm2HmmState[cmFirstNormalState].*leftOrRight;
+ hmmLastNormalState=newHMM.cm2HmmState[cmFirstNormalState].*leftOrRight;
+
+ CovarianceModel::State cmRootState;
+ for (cmRootState=cmFirstNormalState; sourceCM.IsStateInRange(cmRootState,cmFirstNormalState,cmLastNormalState); cmRootState++) {
+ CovarianceModel::State thisHmmState=newHMM.cm2HmmState[cmRootState].*leftOrRight;
+ hmmFirstNormalState=std::min(hmmFirstNormalState,thisHmmState);
+ hmmLastNormalState=std::max(hmmLastNormalState,thisHmmState);
+ }
+ // make half-open
+ hmmLastNormalState++;
+ assert(hmmFirstNormalState!=CovarianceModel::GetInvalidState() && hmmLastNormalState!=CovarianceModel::GetInvalidState() && hmmFirstNormalState!=CovarianceModel::GetInvalidState() && hmmLastNormalState!=CovarianceModel::GetInvalidState());
+ assert(hmmFirstNormalState<hmmLastNormalState); // every node should have at least 1 "normal" state
+}
+
+// recursively make the inequalities for each node along a path of consecutive nodes.
+void Cm2Hmm_MakeInequalitiesForPath(HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM,const ScoreVariablesInfo& scoreVariablesInfo,const CovarianceModel::Node cmStartPathNode,const CovarianceModel::Node cmEndPathNode,const CovarianceModel::State cmRootState,const CovarianceModel::State hmmLeftState,const CovarianceModel::State hmmRightState,const bool doneEmission,InequalityList& inequalityList,std::vector<int>& globalToLocalVariables,int& numLocalVariables,Inequality& inequalitySo [...]
+{
+ //fprintf(stderr,"MakeInequalitiesForPath: root state=%d,done emit=%c\n",CovarianceModel::StateToInt(cmRootState),doneEmission?'T':'F');
+
+ // check for base case
+ if (sourceCM.GetNode(cmRootState)==cmEndPathNode) {
+
+ // it's the base case, end of path
+ inequalitySoFar.pathEndState=cmRootState;
+
+ /* // nope, not for now at least
+ // add to totalWeight (for later normalization)
+ totalWeight += inequalitySoFar.weight;
+ */
+
+ if (weightedInequalitiesInfo!=NULL) {
+ // do the left side of the HMM in-edges at the end of the walk (search for comment with "JHKOOIUYOIUY" for details on why)
+ CovarianceModel::State hmmLeftFirstNormalState,hmmLeftLastNormalState;
+ DumblyWorkOutHmmStates(hmmLeftFirstNormalState,hmmLeftLastNormalState,newHMM,cmEndPathNode,sourceCM,&Cm2HmmState::hmmLeftState);
+ double leftProb=weightedInequalitiesInfo->transitionCounter->GetEntryProbability_Unreversed(hmmLeftState,hmmLeftFirstNormalState,hmmLeftLastNormalState);
+ inequalitySoFar.weight *= leftProb;
+ }
+
+ // add this equation to the list
+ inequalityList.push_back(inequalitySoFar);
+ }
+ else {
+
+ // not base case
+
+ // take another step
+ if (sourceCM.IsEmitting(cmRootState) && !doneEmission) {
+
+ if (sourceCM.GetNumSymbolsEmitted(cmRootState)==1) {
+
+ // case 1: only 1 symbol is emitted
+
+ // NOTE: we could be a position where cmRootState emits 1 symbol, but both hmmLeftState AND hmmRightState are emitting. This happens, e.g., in ROOT node in a transition from the IL state to the IR state, where hmmLeftState is still on the IL state.
+ CovarianceModel::State hmmEmitState;
+ if (sourceCM.EmitsLeft(cmRootState)) {
+ assert(newHMM.hmm.IsEmitting(hmmLeftState));
+ hmmEmitState=hmmLeftState;
+ }
+ else {
+ assert(sourceCM.EmitsRight(cmRootState));
+ assert(newHMM.hmm.IsEmitting(hmmRightState));
+ hmmEmitState=hmmRightState;
+ }
+
+ // special case: given the current implementation of infernal-0.54, and the fact that we don't need to solve much for IL/IR nodes, we'll have many IL/IR nodes where the emissions don't have variables assigned for any symbol. In this case, we only need to do the recursion for one of the vars. This saves time, and may allow us to build more sophisticated sets of equations
+ if (sourceCM.IsInsertState(cmRootState)) {
+ // is IL/IR: activate special case, but verify it's true
+
+ // sanity checking code
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ float emitScore=sourceCM.GetSingletEmissionScore(cmRootState,nuc);
+ assert (scoreVariablesInfo.emissionToVariableNumVector[hmmEmitState][nuc]==-1); // IL/IR states should never need vars for emissions
+ assert(newHMM.hmm.GetSingletEmissionScore(hmmEmitState,nuc)==emitScore); // I should have set it
+ }
+
+ // NOTE: don't add anything to inequalitySoFar.sumOfConstantsInHmm or inequalitySoFar.nucEmitCount, since this is an insert state, and insert states (since their emits are not vars, and are equal) get treated weirdly in other code
+
+ // we got here -- it's safe, so recurse
+ Cm2Hmm_MakeInequalitiesForPath(newHMM,sourceCM,scoreVariablesInfo,cmStartPathNode,cmEndPathNode,cmRootState,hmmLeftState,hmmRightState,true,inequalityList,globalToLocalVariables,numLocalVariables,inequalitySoFar,weightedInequalitiesInfo);
+ }
+ else {
+
+ // normal case
+ // do the emission
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+
+ TemporarilyModifyInequality temporarilyModifyInequality(inequalitySoFar);
+
+ // do weighting. Technically, weighting shouldn't care about whether it's an insert or match (i.e. whether or not we need a variable for the emission cost). However, we can put this code here: for the insert case, we're really exploring all nucs at once (since we don't use a variable), and the total probability for the possible emissions is 1
+ if (weightedInequalitiesInfo!=NULL) {
+ temporarilyModifyInequality.MultiplyWeight(weightedInequalitiesInfo->transitionCounter->GetEmitFrequency(hmmEmitState,nuc));
+ }
+
+ inequalitySoFar.nucEmitCount[nuc]++;
+
+ float emitScore=sourceCM.GetSingletEmissionScore(cmRootState,nuc);
+ if (scoreVariablesInfo.emissionToVariableNumVector[hmmEmitState][nuc]==-1) {
+ assert(newHMM.hmm.GetSingletEmissionScore(hmmEmitState,nuc)==emitScore); // I should have set it this way, if no variable was assigned, in which case, they cancel out
+ assert(false); // now that I'm doing inequalitySoFar.sumOfConstantsInHmm, all emits except insert states should have variables. Otherwise, the code has to change to accomodate this.
+ }
+ else {
+ // put it in
+ int globalVariableNum=scoreVariablesInfo.emissionToVariableNumVector[hmmEmitState][nuc];
+ temporarilyModifyInequality.AddVariable (globalVariableNum,globalToLocalVariables,numLocalVariables);
+ temporarilyModifyInequality.AddScore(emitScore);
+ }
+
+ // and recurse
+ Cm2Hmm_MakeInequalitiesForPath(newHMM,sourceCM,scoreVariablesInfo,cmStartPathNode,cmEndPathNode,cmRootState,hmmLeftState,hmmRightState,true,inequalityList,globalToLocalVariables,numLocalVariables,inequalitySoFar,weightedInequalitiesInfo);
+ }
+ }
+ }
+ else {
+ assert(sourceCM.GetNumSymbolsEmitted(cmRootState)==2); // only remaining possibility
+
+ for (int leftNuc=0; leftNuc<Alphabet_size; leftNuc++) {
+ for (int rightNuc=0; rightNuc<Alphabet_size; rightNuc++) {
+
+ TemporarilyModifyInequality temporarilyModifyInequality(inequalitySoFar);
+ float emitScore=sourceCM.GetPairEmissionScore(cmRootState,leftNuc,rightNuc);
+
+ inequalitySoFar.nucEmitCount[leftNuc]++;
+ inequalitySoFar.nucEmitCount[rightNuc]++;
+
+ // weight by join prob
+ if (weightedInequalitiesInfo!=NULL) {
+ temporarilyModifyInequality.MultiplyWeight(weightedInequalitiesInfo->transitionCounter->GetEmitFrequency(hmmLeftState,leftNuc));
+ temporarilyModifyInequality.MultiplyWeight(weightedInequalitiesInfo->transitionCounter->GetEmitFrequency(hmmRightState,rightNuc));
+ }
+
+ int globalLeftVariableNum=scoreVariablesInfo.emissionToVariableNumVector[hmmLeftState][leftNuc];
+ int globalRightVariableNum=scoreVariablesInfo.emissionToVariableNumVector[hmmRightState][rightNuc];
+ assert(globalLeftVariableNum!=-1 && globalRightVariableNum!=-1); // MP_st should map to two ML_st in the HMM, and since they're not insert states, we should have variables for both of their emissions
+
+ temporarilyModifyInequality.AddVariable (globalLeftVariableNum,globalToLocalVariables,numLocalVariables);
+ temporarilyModifyInequality.AddVariable (globalRightVariableNum,globalToLocalVariables,numLocalVariables);
+ temporarilyModifyInequality.AddScore (emitScore);
+
+ // and recurse
+ Cm2Hmm_MakeInequalitiesForPath(newHMM,sourceCM,scoreVariablesInfo,cmStartPathNode,cmEndPathNode,cmRootState,hmmLeftState,hmmRightState,true,inequalityList,globalToLocalVariables,numLocalVariables,inequalitySoFar,weightedInequalitiesInfo);
+ }
+ }
+ }
+ }
+ else {
+
+ // take a transition to another state
+ for (int childNum=0; childNum<sourceCM.GetNumChildren(cmRootState); childNum++) {
+ CovarianceModel::State cmNextState=sourceCM.GetNthChildState(cmRootState,childNum);
+ if (cmNextState!=cmRootState) { // no need to try self loops
+
+ TemporarilyModifyInequality temporarilyModifyInequality(inequalitySoFar);
+
+ float cmTsc=sourceCM.GetNthChildTsc(cmRootState,childNum);
+ temporarilyModifyInequality.AddScore(cmTsc);
+
+ CovarianceModel::State hmmNextLeftState=newHMM.cm2HmmState[cmNextState].hmmLeftState;
+ CovarianceModel::State hmmNextRightState=newHMM.cm2HmmState[cmNextState].hmmRightState;
+
+ Cm2Hmm_MakeInequalitiesForPath_HmmTransition(temporarilyModifyInequality,hmmLeftState,hmmNextLeftState,newHMM,scoreVariablesInfo,globalToLocalVariables,numLocalVariables,weightedInequalitiesInfo);
+ Cm2Hmm_MakeInequalitiesForPath_HmmTransition(temporarilyModifyInequality,hmmRightState,hmmNextRightState,newHMM,scoreVariablesInfo,globalToLocalVariables,numLocalVariables,weightedInequalitiesInfo);
+
+ // and recurse
+ Cm2Hmm_MakeInequalitiesForPath(newHMM,sourceCM,scoreVariablesInfo,cmStartPathNode,cmEndPathNode,cmNextState,hmmNextLeftState,hmmNextRightState,false,inequalityList,globalToLocalVariables,numLocalVariables,inequalitySoFar,weightedInequalitiesInfo);
+ }
+ }
+ }
+ }
+}
+
+void DumpInequalities(FILE *file,const HmmAndBuildInfo& newHMM,const CovarianceModel::Node cmStartPathNode,const CovarianceModel::Node cmEndPathNode,const InequalityList& inequalityList,const std::vector<int>& globalToLocalVariables,int numLocalVariables,const ScoreVariablesInfo& scoreVariablesInfo,const std::vector<float>& localVariableToValue,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ // build reverse-mapping info
+ // global variables to string description
+ std::vector<std::string> globalVarToString;
+ globalVarToString.resize(scoreVariablesInfo.numVariables);
+ CovarianceModel::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+ for (unsigned int i=0; i<scoreVariablesInfo.transitionToVariableNumVector[hmmState].size(); i++) {
+ int globalVar=scoreVariablesInfo.transitionToVariableNumVector[hmmState][i];
+ if (globalVar!=-1) {
+ char buf[256];
+ CovarianceModel::State toState=newHMM.hmm.GetNthChildState(hmmState,i);
+ sprintf(buf,"trans(%s %d -> %s %d)",newHMM.hmm.GetStateTypeName(hmmState),CovarianceModel::StateToInt(hmmState),newHMM.hmm.GetStateTypeName(toState),CovarianceModel::StateToInt(toState));
+ globalVarToString[globalVar]=buf;
+ }
+ }
+ for (unsigned int i=0; i<scoreVariablesInfo.emissionToVariableNumVector[hmmState].size(); i++) {
+ int globalVar=scoreVariablesInfo.emissionToVariableNumVector[hmmState][i];
+ if (globalVar!=-1) {
+ char buf[256];
+ CovarianceModel::State toState;
+ sprintf(buf,"emit(%s %d , %c)",newHMM.hmm.GetStateTypeName(hmmState),CovarianceModel::StateToInt(hmmState),nucs[i]);
+ globalVarToString[globalVar]=buf;
+ }
+ }
+ }
+ // local vars to globals
+ std::vector<int> localToGlobalVar;
+ localToGlobalVar.resize(numLocalVariables);
+ for (unsigned int i=0; i<globalToLocalVariables.size(); i++) {
+ int localVar=globalToLocalVariables[i];
+ if (localVar!=-1) {
+ localToGlobalVar[localVar]=i;
+ }
+ }
+
+ fprintf(file,"\nInequalities for node %d --> node %d\n",CovarianceModel::NodeToInt(cmStartPathNode),CovarianceModel::NodeToInt(cmEndPathNode));
+
+ fprintf(file,"\nglobal to local var mapping:\n");
+ for (unsigned int i=0; i<globalToLocalVariables.size(); i++) {
+ if (globalToLocalVariables[i]!=-1) {
+ fprintf(file,"\tglobal #%d --> local #%d\n",i,globalToLocalVariables[i]);
+ }
+ }
+
+ fprintf(file,"\ninequalities:\n");
+ InequalityList::const_iterator ineqIter;
+ for (ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+
+ float totalValue=0;
+
+ // low level
+ fprintf(file,"\t");
+ std::list<InequalityTerm>::const_iterator lhsIter;
+ for (lhsIter=ineqIter->lhs.begin(); lhsIter!=ineqIter->lhs.end(); lhsIter++) {
+ if (lhsIter!=ineqIter->lhs.begin()) {
+ fprintf(file," + ");
+ }
+ int variableNum=lhsIter->variableNum;
+ fprintf(file,"%d",variableNum);
+ float value=localVariableToValue[variableNum];
+ totalValue += value;
+ }
+ fprintf(file," >= %f",ineqIter->rhs);
+ //fprintf(file," (weight=%lf)",ineqIter->weight);
+ fprintf(file,"\n");
+
+ // easier to read
+ fprintf(file,"\t");
+ for (lhsIter=ineqIter->lhs.begin(); lhsIter!=ineqIter->lhs.end(); lhsIter++) {
+ if (lhsIter!=ineqIter->lhs.begin()) {
+ fprintf(file," + ");
+ }
+ int localVar=lhsIter->variableNum;
+ int globalVar=localToGlobalVar[localVar];
+ std::string description=globalVarToString[globalVar];
+ fprintf(file,"%s",description.c_str());
+ }
+ fprintf(file,"\n");
+ fprintf(file,"\t(weight=%lf)\n",ineqIter->weight);
+ fprintf(file,"\tachieved value=%f\ninflation=%f\n\n",totalValue,totalValue - ineqIter->rhs);
+ }
+
+ if (IsFirstHmmBuilt(committeeBuildInfo) && committeeBuildInfo!=NULL) {
+ fprintf(file,"\nSolutions within committee (tab-delimited, for cut&paste into Excel):\n");
+ for (int localVar=0; localVar<numLocalVariables; localVar++) {
+ int globalVar=localToGlobalVar[localVar];
+ std::string localVarDescription=globalVarToString[globalVar];
+ fprintf(file,"%s\t",localVarDescription.c_str());
+
+ const HmmCommittee::LinearProgramStoredInfo& storedInfo=committeeBuildInfo->cmStartNodeToLinearProgramInfo
+[cmStartPathNode];
+ for (size_t solutionNum=0; solutionNum<storedInfo.localVariablesToValuePerSolution.size(); solutionNum++) {
+ fprintf(file,"%lg\t",storedInfo.localVariablesToValuePerSolution[solutionNum][localVar]);
+ }
+ fprintf(file,"\n");
+ }
+ }
+
+ fprintf(file,"\n");
+}
+
+/*
+void AddConstraints_set_mat(lpsolve::lprec *linearProgram,const InequalityList& inequalityList,std::vector<double>& weightedUsesOfVariable,const int numLocalVariables)
+{
+ int result;
+ int constraintNum=0+1;
+ InequalityList::const_iterator ineqIter;
+ for (ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+ // set everything to 0 first
+ for (int i=0; i<numLocalVariables; i++) {
+ result=(int) lpsolve::set_mat(linearProgram,constraintNum,i+1,0.0);
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_mat failed");
+ }
+ }
+ // now go thru variables in the constraint, & set them to 1
+ std::list<InequalityTerm>::const_iterator termIter;
+ for (termIter=ineqIter->lhs.begin(); termIter!=ineqIter->lhs.end(); termIter++) {
+ weightedUsesOfVariable[termIter->variableNum] += ineqIter->weight;
+ result=(int) lpsolve::set_mat(linearProgram,constraintNum,termIter->variableNum+1,1.0);
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_mat failed");
+ }
+ }
+ result=(int) lpsolve::set_constr_type(linearProgram, constraintNum, GE); // all >= constraints
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_constr_type failed");
+ }
+ result=(int) lpsolve::set_rh(linearProgram,constraintNum,ineqIter->rhs);
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_rh failed");
+ }
+
+ constraintNum++;
+ }
+}
+*/
+
+/*
+// I wonder if using the add_constraint function is faster
+void AddConstraints_add_constraint(lpsolve::lprec *linearProgram,const InequalityList& inequalityList,std::vector<double>& weightedUsesOfVariable,const int numLocalVariables)
+{
+ std::vector<REAL> coeffs;
+ coeffs.resize(numLocalVariables+1);
+
+ int result;
+ InequalityList::const_iterator ineqIter;
+ for (ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+ // set everything to 0 first
+ for (int i=0; i<numLocalVariables; i++) {
+ coeffs[i+1]=0;
+ }
+ // now go thru variables in the constraint, & set them to 1
+ std::list<InequalityTerm>::const_iterator termIter;
+ for (termIter=ineqIter->lhs.begin(); termIter!=ineqIter->lhs.end(); termIter++) {
+ weightedUsesOfVariable[termIter->variableNum] += ineqIter->weight;
+ coeffs[termIter->variableNum+1]=1;
+ }
+if (ineqIter->rhs > 0) fprintf(stdout,"WARN: rhs = %f\n",ineqIter->rhs);
+
+ result=(int) lpsolve::add_constraint(linearProgram,&coeffs.front(),GE,ineqIter->rhs);
+ if (!result) {
+ Die("LPSOLVE is unhappy: add_constraint failed");
+ }
+ }
+}
+*/
+
+/*
+void SolveInequalities_SetVariableLowerBound(lpsolve::lprec *linearProgram,const int numLocalVariables)
+{
+ // by default, all variables are constrained to be >0 (I have no idea why, but I'm not about to write my own LP solver...). Take this off.
+ for (int i=0; i<numLocalVariables; i++) {
+ // crap -- it doesn't like it when I set it to -infinity
+ int result=(int) lpsolve::set_lowbo(linearProgram,i+1,HACK_LOWERBOUND);
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_lowbo failed");
+ }
+ }
+}
+*/
+
+/*
+void SolveInequalities_SetObjectiveFunction(lpsolve::lprec *linearProgram,int numLocalVariables,const std::vector<double>& weightedUsesOfVariable)
+{
+ // now the objective function
+ lpsolve::set_minim(linearProgram); // we want to minimize the objective function
+
+ // I think we want the obj func to be the sum of the lhs of all the inequalities -- we really want to minimize the sum of the slack variables -- except now I allow weighting
+ for (int i=0; i<numLocalVariables; i++) {
+ int result=(int) lpsolve::set_mat(linearProgram,0,i+1,weightedUsesOfVariable[i]);
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_mat failed");
+ }
+ }
+}
+*/
+
+/*
+void SolveInequalities_CalcInflation(float& get_avgInflation,lpsolve::lprec *linearProgram,const int numLocalVariables,const std::vector<float>& localVariableToValue,const InequalityList& inequalityList)
+{
+ REAL *constraints;
+ int result=(int) lpsolve::get_ptr_constraints(linearProgram,&constraints);
+ if (!result) {
+ Die("LPSOLVE is unhappy: 'get_ptr_constraints' failed\n");
+ }
+
+ int numRows=(int)(inequalityList.size());
+ double totalInflation=0;
+ for (int r=0; r<numRows; r++) {
+ float lhs=0;
+ for (int i=0; i<numLocalVariables; i++) {
+ lhs += (float)(lpsolve::get_mat(linearProgram,r+1,i+1) * localVariableToValue[i]);
+ }
+ float rhs=(float)(lpsolve::get_rh(linearProgram,r+1));
+ float inflation=lhs-rhs;
+ assert(inflation>=-0.00001);
+
+ double putativeSlack=constraints[r] - lpsolve::get_rh(linearProgram,r+1);
+ assert(putativeSlack>=-0.00001);
+ double deltaToPutativeSlack=fabs((double)(inflation)-putativeSlack);
+ assert(deltaToPutativeSlack/inflation<=0.00001 || deltaToPutativeSlack<=0.00001); // plausible equal to 0, modulo precision errors
+
+ totalInflation += putativeSlack;
+ }
+ get_avgInflation = (float)(totalInflation)/(float)(numRows);
+}
+*/
+
+/*
+void SolveInequalities_FindVariablesValues(lpsolve::lprec *linearProgram,const int numLocalVariables,std::vector<float>& localVariableToValue)
+{
+ REAL *variables;
+ int result=(int) lpsolve::get_ptr_variables(linearProgram,&variables);
+ if (!result) {
+ Die("LPSOLVE is unhappy: 'get_ptr_variables' failed");
+ }
+ localVariableToValue.resize(numLocalVariables);
+ for (int i=0; i<numLocalVariables; i++) {
+ localVariableToValue[i]=(float)(variables[i]);
+ }
+}
+*/
+
+/*
+void SolveInequalities_DumpSolution(lpsolve::lprec *linearProgram,const int numLocalVariables,std::vector<float>& localVariableToValue,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+#if 0
+ lpsolve::print_lp(linearProgram);
+ lpsolve::print_solution(linearProgram);
+#endif
+#ifdef DEBUG_DUMP
+ if (IsFirstHmmBuilt(committeeBuildInfo)) {
+ fprintf(dumpFile,"\nSolution:\n");
+ for (int i=0; i<numLocalVariables; i++) {
+ fprintf(dumpFile,"local var #%d = %f\n",i,localVariableToValue[i]);
+ }
+ fprintf(dumpFile,"Objective func value with solution: %lf\n",lpsolve::get_objective(linearProgram));
+ fprintf(dumpFile,"\n");
+ }
+#endif
+}
+*/
+
+/*
+void SolveInequalities_DumpProgram(lpsolve::lprec *linearProgram,const CovarianceModel::Node cmStartPathNode,const CovarianceModel::Node cmEndPathNode,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+#ifdef DEBUG_DUMP
+ if (IsFirstHmmBuilt(committeeBuildInfo)) {
+ fprintf(dumpFile,"\ndumping linear program (node %d --> %d)\n",CovarianceModel::NodeToInt(cmStartPathNode),CovarianceModel::NodeToInt(cmEndPathNode));
+ lpsolve::write_LP(linearProgram,dumpFile);
+ }
+#endif
+}
+*/
+
+/*
+void SolveInequalities_ConstructLP(lpsolve::lprec *(&linearProgram),const InequalityList& inequalityList,const int numLocalVariables,const CovarianceModel::Node cmStartPathNode,const CovarianceModel::Node cmEndPathNode,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ const bool use_add_constraint=true;
+
+ int numRows=(int)(inequalityList.size());
+ linearProgram=lpsolve::make_lp(use_add_constraint?0:numRows,numLocalVariables);
+ if (linearProgram==NULL) {
+ Die("lpsolve couldn't make the LP");
+ }
+
+ SolveInequalities_SetVariableLowerBound(linearProgram,numLocalVariables);
+
+ //fprintf(stderr,"Setting up %d constraints on %d variables...\n",numRows,numLocalVariables);
+ std::vector<double> weightedUsesOfVariable;
+ weightedUsesOfVariable.assign(numLocalVariables,0);
+ if (use_add_constraint) {
+ AddConstraints_add_constraint(linearProgram,inequalityList,weightedUsesOfVariable,numLocalVariables);
+ }
+ else {
+ AddConstraints_set_mat(linearProgram,inequalityList,weightedUsesOfVariable,numLocalVariables);
+ }
+ SolveInequalities_SetObjectiveFunction(linearProgram,numLocalVariables,weightedUsesOfVariable);
+
+ SolveInequalities_DumpProgram(linearProgram,cmStartPathNode,cmEndPathNode,committeeBuildInfo);
+}
+*/
+
+void SolveInequalities(std::vector<float>& localVariableToValue,const InequalityList& inequalityList,const int numLocalVariables,CovarianceModel::Node cmStartPathNode,CovarianceModel::Node cmEndPathNode,float& get_avgInflation,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ /* This first resize is very important, as it actually initializes the vector at this point.
+ * localVariableToValue is a NULL list when received by SolveInequalities()
+ */
+ localVariableToValue.resize(numLocalVariables);
+ for (int i=0; i<numLocalVariables; i++) {
+ localVariableToValue[i] = PARAMETER_GUESS;
+ }
+}
+
+/*
+void SolveInequalities_BeforeCommittees(std::vector<float>& localVariableToValue,const InequalityList& inequalityList,const int numLocalVariables,CovarianceModel::Node cmStartPathNode,CovarianceModel::Node cmEndPathNode,float& get_avgInflation,const int nodesToSpanWhileSolvingScores)
+{
+ lpsolve::lprec *linearProgram;
+ SolveInequalities_ConstructLP(linearProgram,inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,nodesToSpanWhileSolvingScores,NULL);
+
+ int result=lpsolve::solve(linearProgram);
+ if (result!=OPTIMAL) {
+ assert(false);
+ Die("LPSOLVE is unhappy: 'solve' failed");
+ }
+
+ //fprintf(stderr,"Finding optimal local variables' values.\n");
+ SolveInequalities_FindVariablesValues(linearProgram,numLocalVariables,localVariableToValue);
+
+ SolveInequalities_DumpSolution(linearProgram,numLocalVariables,localVariableToValue,NULL);
+
+ SolveInequalities_CalcInflation(get_avgInflation,linearProgram,numLocalVariables,localVariableToValue,inequalityList);
+
+ lpsolve::delete_lp(linearProgram);
+ //fprintf(stderr,"Done LP.\n");
+}
+*/
+
+/*
+void SolveInequality_WithCommittee_RegurgitateSolution(std::vector<float>& localVariableToValue,const int numLocalVariables,const CovarianceModel::Node cmStartPathNode,const CovarianceModel::Node cmEndPathNode,float& get_avgInflation,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ assert(committeeBuildInfo!=NULL);
+ HmmCommittee::LinearProgramStoredInfo& storedInfo=committeeBuildInfo->cmStartNodeToLinearProgramInfo[cmStartPathNode];
+
+ assert(!storedInfo.localVariablesToValuePerSolution.empty());
+
+ unsigned int solutionToUse;
+ if (storedInfo.numTimesGeneratedSolution < storedInfo.localVariablesToValuePerSolution.size()) {
+ // just use all solutions in sequence
+ solutionToUse=storedInfo.numTimesGeneratedSolution;
+ }
+ else {
+ // and then pick a random solution
+#ifdef DISABLE_ZRAND
+ throw SimpleStringException("Random numbers (zrandlib) are disabled, so this won't work %s:%d",__FILE__,__LINE__);
+#else
+ solutionToUse=(unsigned int)(RandInt((int)(storedInfo.localVariablesToValuePerSolution.size())));
+#endif
+ }
+ storedInfo.numTimesGeneratedSolution++;
+
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"For start path node #%d: regurgitate solution #%u\n",CovarianceModel::NodeToInt(cmStartPathNode),solutionToUse);
+#endif
+ localVariableToValue=storedInfo.localVariablesToValuePerSolution[solutionToUse];
+ get_avgInflation=storedInfo.avgInflationPerSolution[solutionToUse];
+}
+*/
+
+/*
+void FindWhichSlackVarsAreZero(_Bvector& slackVariablesFoundWithZero,lpsolve::lprec *linearProgram,size_t numRows,int numLocalVariables)
+{
+ REAL *constraints;
+ int result=(int) lpsolve::get_ptr_constraints(linearProgram,&constraints);
+ if (!result) {
+ Die("LPSOLVE is unhappy: 'get_ptr_constraints' failed\n");
+ }
+
+ for (unsigned int r=0; r<numRows; r++) {
+ REAL rhs=lpsolve::get_rh(linearProgram,r+1);
+ REAL lhs=constraints[r];
+ double slackVar=lhs-rhs;
+ assert(slackVar>=-0.000001); // can't be negative
+
+ if (slackVar < 0.000001) { // close enough to zero
+ if (!(slackVariablesFoundWithZero[r])) {
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Slack variable/inequality #%d found to be 0\n",r);
+#endif
+ slackVariablesFoundWithZero[r]=true;
+ }
+ }
+ }
+}
+*/
+
+void StoreSolution(HmmCommittee::LinearProgramStoredInfo& storedInfo,const std::vector<float>& localVariableToValue,const float get_avgInflation)
+{
+ size_t numSolutionsSoFar=storedInfo.localVariablesToValuePerSolution.size();
+ assert(numSolutionsSoFar==storedInfo.avgInflationPerSolution.size());
+
+ storedInfo.localVariablesToValuePerSolution.resize(numSolutionsSoFar+1);
+ storedInfo.localVariablesToValuePerSolution[numSolutionsSoFar]=localVariableToValue;
+ storedInfo.avgInflationPerSolution.resize(numSolutionsSoFar+1);
+ storedInfo.avgInflationPerSolution[numSolutionsSoFar]=get_avgInflation;
+}
+
+/*
+Note: lpsolve does weird things if you re-use the linearProgram (i.e. I was creating one linearProgram instance, and then just modifying individual constraints, and I got weird results for the slack vars). So, I create a new linearProgram instance from scratch every time I want to call lpsolve::solve.
+*/
+/*
+void SolveInequality_WithCommittee_FindSolutions(const InequalityList& inequalityList,const int numLocalVariables,CovarianceModel::Node cmStartPathNode,CovarianceModel::Node cmEndPathNode,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ assert(committeeBuildInfo!=NULL);
+ HmmCommittee::LinearProgramStoredInfo& storedInfo=committeeBuildInfo->cmStartNodeToLinearProgramInfo[cmStartPathNode];
+ assert(storedInfo.localVariablesToValuePerSolution.empty()); // we shouldn't have done anything yet
+
+ std::vector<float> localVariableToValue;
+ localVariableToValue.resize(numLocalVariables);
+
+ // make the LP
+ lpsolve::lprec *linearProgram;
+ SolveInequalities_ConstructLP(linearProgram,inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,nodesToSpanWhileSolvingScores,committeeBuildInfo);
+
+ // find our first solution
+ int result=lpsolve::solve(linearProgram);
+ if (result!=OPTIMAL) {
+ assert(false);
+ Die("LPSOLVE is unhappy: 'solve' failed");
+ }
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"First solution for start path node #%d\n",CovarianceModel::NodeToInt(cmStartPathNode));
+#endif
+ SolveInequalities_FindVariablesValues(linearProgram,numLocalVariables,localVariableToValue);
+ SolveInequalities_DumpSolution(linearProgram,numLocalVariables,localVariableToValue,committeeBuildInfo);
+ float unconstrainedAvgInflation;
+ SolveInequalities_CalcInflation(unconstrainedAvgInflation,linearProgram,numLocalVariables,localVariableToValue,inequalityList);
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Most general LP gives avg inflation=%f\n",unconstrainedAvgInflation);
+#endif
+
+ storedInfo.localVariablesToValuePerSolution.reserve(10); // try to minimize reallocs
+ storedInfo.avgInflationPerSolution.reserve(10);
+
+ StoreSolution(storedInfo,localVariableToValue,unconstrainedAvgInflation);
+
+ // now the fun starts, as we try to find other solutions
+
+ // initialize work variables
+ _Bvector slackVariablesFoundWithZero; // we stop when we've found a solution with each slack variable 0, or given up
+ slackVariablesFoundWithZero.assign(inequalityList.size(),false);
+ FindWhichSlackVarsAreZero(slackVariablesFoundWithZero,linearProgram,inequalityList.size(),numLocalVariables);
+
+ lpsolve::delete_lp(linearProgram);
+
+ // go thru the rows (aka inequalities), and see which ones can be zero
+ for (size_t currRow=0; currRow<inequalityList.size(); currRow++) {
+
+ if (slackVariablesFoundWithZero[currRow]) {
+ // already found a solution with this slack variable being zero (aka this inequality being solved perfectly), don't do anything
+ }
+ else {
+ // haven't solved this inequality perfectly yet -- see if it can be done
+ SolveInequalities_ConstructLP(linearProgram,inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,nodesToSpanWhileSolvingScores,committeeBuildInfo);
+
+ size_t constraintNum=currRow+1;
+ result=(int) lpsolve::set_constr_type(linearProgram,(int)constraintNum,EQ); // require it to be perfect
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_constr_type failed");
+ }
+
+ // and attempt to solve
+ result=lpsolve::solve(linearProgram);
+ if (result!=OPTIMAL && result!=INFEASIBLE) {
+ assert(false);
+ Die("LPSOLVE is unhappy: 'solve' failed");
+ }
+
+ if (result==OPTIMAL) {
+
+ // it's solvable -- see what the cost is
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Found solution with ineq #%d perfect\n",currRow);
+#endif
+ SolveInequalities_FindVariablesValues(linearProgram,numLocalVariables,localVariableToValue);
+ SolveInequalities_DumpSolution(linearProgram,numLocalVariables,localVariableToValue,committeeBuildInfo);
+ float avgInflation;
+ SolveInequalities_CalcInflation(avgInflation,linearProgram,numLocalVariables,localVariableToValue,inequalityList);
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"avg inflation = %f\n",avgInflation);
+#endif
+
+ if (fabs(unconstrainedAvgInflation-avgInflation) < 0.000001) {
+
+ // this solution is good
+ StoreSolution(storedInfo,localVariableToValue,avgInflation);
+ FindWhichSlackVarsAreZero(slackVariablesFoundWithZero,linearProgram,inequalityList.size(),numLocalVariables);
+ }
+ else {
+ // this solution is less optimal, so I'm going to leave it
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"inflation got worse, so not using this alternate solution\n");
+#endif
+ }
+ }
+ else {
+ // that constraint can't be satisfied perfectly, so just give up on it
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"ineq #%d can't be solved perfectly\n",currRow);
+#endif
+ }
+
+ // set constraint back to normal
+ result=(int) lpsolve::set_constr_type(linearProgram,(int)constraintNum,GE);
+ if (!result) {
+ Die("LPSOLVE is unhappy: set_constr_type failed");
+ }
+
+ lpsolve::delete_lp(linearProgram);
+ }
+ }
+
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Found %u distinct optimal solutions\n",storedInfo.localVariablesToValuePerSolution.size());
+#endif
+}
+*/
+
+/*
+void SolveInequality_WithCommittee(std::vector<float>& localVariableToValue,const InequalityList& inequalityList,const int numLocalVariables,CovarianceModel::Node cmStartPathNode,CovarianceModel::Node cmEndPathNode,float& get_avgInflation,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ assert(committeeBuildInfo!=NULL);
+ HmmCommittee::LinearProgramStoredInfo& storedInfo=committeeBuildInfo->cmStartNodeToLinearProgramInfo[cmStartPathNode];
+
+ // check if we've already done this
+ if (storedInfo.localVariablesToValuePerSolution.empty()) {
+
+ // nope -- we'll have to solve them now
+ SolveInequality_WithCommittee_FindSolutions(inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,nodesToSpanWhileSolvingScores,committeeBuildInfo);
+
+ // and finally, regurgitate a solution
+ storedInfo.numTimesGeneratedSolution=0;
+ SolveInequality_WithCommittee_RegurgitateSolution(localVariableToValue,numLocalVariables,cmStartPathNode,cmEndPathNode,get_avgInflation,committeeBuildInfo);
+ }
+ else {
+ // yup -- just find a solution to re-use
+ SolveInequality_WithCommittee_RegurgitateSolution(localVariableToValue,numLocalVariables,cmStartPathNode,cmEndPathNode,get_avgInflation,committeeBuildInfo);
+ }
+
+}
+*/
+
+/* The new SolveInequalities() above replaces this one
+void SolveInequalities(std::vector<float>& localVariableToValue,const InequalityList& inequalityList,const int numLocalVariables,CovarianceModel::Node cmStartPathNode,CovarianceModel::Node cmEndPathNode,float& get_avgInflation,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo)
+{
+ if (committeeBuildInfo==NULL) {
+ SolveInequalities_BeforeCommittees(localVariableToValue,inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,get_avgInflation,nodesToSpanWhileSolvingScores);
+ }
+ else {
+ SolveInequality_WithCommittee(localVariableToValue,inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,get_avgInflation,nodesToSpanWhileSolvingScores,committeeBuildInfo);
+ }
+}
+*/
+
+void SetHmmScores(HmmAndBuildInfo& newHMM,const ScoreVariablesInfo& scoreVariablesInfo,const std::vector<int>& globalToLocalVariables,const std::vector<float>& localVariablesToValue)
+{
+ CovarianceModel::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+ for (unsigned int i=0; i<scoreVariablesInfo.transitionToVariableNumVector[hmmState].size(); i++) {
+ int globalVar=scoreVariablesInfo.transitionToVariableNumVector[hmmState][i];
+ if (globalVar!=-1) {
+ int localVar=globalToLocalVariables[globalVar];
+ if (localVar!=-1) {
+ int childNum=(int)i;
+ newHMM.hmm.SetTransitionLogScore(hmmState,childNum,localVariablesToValue[localVar]);
+ }
+ }
+ }
+ for (unsigned int i=0; i<scoreVariablesInfo.emissionToVariableNumVector[hmmState].size(); i++) {
+ int globalVar=scoreVariablesInfo.emissionToVariableNumVector[hmmState][i];
+ if (globalVar!=-1) {
+ int localVar=globalToLocalVariables[globalVar];
+ if (localVar!=-1) {
+ int nuc=i;
+ newHMM.hmm.SetSingletEmissionLogScore(hmmState,nuc,localVariablesToValue[localVar]);
+ }
+ }
+ }
+ }
+}
+
+// warning: I think this function takes some short cuts that only work when walking delete state (well, obviously it doesn't do any emissions)
+void WalkHmmDeleteStates(const HmmAndBuildInfo& newHMM,const CovarianceModel& cm)
+{
+ float cmCost=0,hmmCost=0;
+ CovarianceModel::State cmState,hmmLeftState,hmmRightState;
+ cmState=cm.GetFirstState();
+ hmmLeftState=newHMM.cm2HmmState[cmState].hmmLeftState;
+ hmmRightState=newHMM.cm2HmmState[cmState].hmmRightState;
+ while (cm.GetStateType(cmState)!=E_st && cm.GetStateType(cmState)!=B_st) {
+
+ fprintf(dumpFile,"CM=(%d) $%f / HMM=(%d,%d) $%f\n",CovarianceModel::StateToInt(cmState),cmCost,CovarianceModel::StateToInt(hmmLeftState),CovarianceModel::StateToInt(hmmRightState),hmmCost);
+
+ CovarianceModel::State cmOkayChildState=CovarianceModel::GetInvalidState();
+ float tscCmCost;
+ for (int childNum=0; childNum<cm.GetNumChildren(cmState); childNum++) {
+ CovarianceModel::State cmChildState=cm.GetNthChildState(cmState,childNum);
+ int cmStateType=cm.GetStateType(cmChildState);
+ if (cmStateType==D_st || cmStateType==PASSTHRU_st || cmStateType==E_st || cmStateType==B_st) {
+ assert(cmOkayChildState==CovarianceModel::GetInvalidState()); // I think there should be only one of these
+ cmOkayChildState=cmChildState;
+ tscCmCost=cm.GetNthChildTsc(cmState,childNum);
+ }
+ }
+ assert(cmOkayChildState!=CovarianceModel::GetInvalidState()); // should have got one
+
+ cmState=cmOkayChildState;
+ cmCost += tscCmCost;
+
+ CovarianceModel::State hmmNextLeftState=newHMM.cm2HmmState[cmState].hmmLeftState;
+ CovarianceModel::State hmmNextRightState=newHMM.cm2HmmState[cmState].hmmRightState;
+ if (hmmNextLeftState==CovarianceModel::GetInvalidState()) {
+ hmmNextLeftState=hmmLeftState;
+ }
+ if (hmmNextRightState==CovarianceModel::GetInvalidState()) {
+ hmmNextRightState=hmmRightState;
+ }
+ if (hmmNextLeftState!=hmmLeftState) {
+ CovarianceModel::State fromState=hmmLeftState, toState=hmmNextLeftState;
+ if (fromState>=toState) {
+ std::swap(fromState,toState);
+ }
+ int childNum=newHMM.hmm.GetChildNum_Slow(fromState,toState);
+ hmmCost += newHMM.hmm.GetNthChildTsc(fromState,childNum);
+ }
+ if (hmmNextRightState!=hmmRightState) {
+ CovarianceModel::State fromState=hmmRightState, toState=hmmNextRightState;
+ if (fromState>=toState) {
+ std::swap(fromState,toState);
+ }
+ int childNum=newHMM.hmm.GetChildNum_Slow(fromState,toState);
+ hmmCost += newHMM.hmm.GetNthChildTsc(fromState,childNum);
+ }
+ hmmLeftState=hmmNextLeftState;
+ hmmRightState=hmmNextRightState;
+ }
+}
+
+/* // this isn't the way I want to do this
+void NormalizeInequalityWeights(InequalityList& inequalityList,WeightedInequalitiesInfo *weightedInequalitiesInfo,double totalWeight)
+{
+ double pseudocountTotal=weightedInequalitiesInfo->pseudocount * (double)(inequalityList.size());
+
+ InequalityList::iterator ineqIter;
+ for (ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+ ineqIter->weight = (ineqIter->weight+weightedInequalitiesInfo->pseudocount)/(totalWeight + pseudocountTotal);
+ }
+}
+*/
+
+std::vector<int> ReverseGlobalToLocalVariables(const std::vector<int>& globalToLocalVariables,int numLocalVariables)
+{
+ std::vector<int> localToGlobalVariables;
+ localToGlobalVariables.resize(numLocalVariables);
+
+ int globalVar;
+ for (globalVar=0; globalVar<(int)(globalToLocalVariables.size()); globalVar++) {
+ int localVar=globalToLocalVariables[globalVar];
+ if (localVar!=-1) {
+ localToGlobalVariables[localVar]=globalVar;
+ }
+ }
+
+ return localToGlobalVariables;
+}
+
+void Cm2Hmm_SolveScoresForPath(HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM,const ScoreVariablesInfo& scoreVariablesInfo,CovarianceModel::Node cmStartPathNode,CovarianceModel::Node cmEndPathNode,CovarianceModel::Node firstNode,CovarianceModel::Node lastNode,float& get_avgInflation,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo,WeightedInequalitiesInfo *weightedInequalitiesInfo,ExtraCm2HmmInfo *extraCm2HmmInfo)
+{
+ // start in all normal nodes in cmStartPathNode, and end in any normal node in cmEndPathNode
+ assert(cmStartPathNode!=cmEndPathNode); // else path is 0 len
+ CovarianceModel::State cmFirstStateOfStartPathNode=sourceCM.GetFirstStateOfNode(cmStartPathNode);
+
+ // first initialize mapping of overall variables, to variables we'll use in this Linear Program
+ std::vector<int> globalToLocalVariables;
+ globalToLocalVariables.assign(scoreVariablesInfo.numVariables,-1); // they all don't have a local mapping
+ int numLocalVariables=0;
+
+ // we'll build up a set of inequalities
+ InequalityList inequalityList;
+
+ double totalWeight=0;
+ CmNodeTypeData startNodeData=GetCmNodeTypeData(sourceCM.GetNodeType(cmStartPathNode));
+ CovarianceModel::State cmRootState; // the root of this path thru the CM - try all normal nodes
+ CovarianceModel::State cmFirstNormalState=cmFirstStateOfStartPathNode;
+ CovarianceModel::State cmLastNormalState=cmFirstStateOfStartPathNode.PlusInt(startNodeData.numNormalStates);
+ CovarianceModel::State cmActualLastNormalState=cmLastNormalState.PlusInt(-1);
+
+ // NOTE (JHKOOIUYOIUY): the left side of the HMM goes up in state#, the right side goes down. To handle this, we check the in-edges for the left side at cmEndPathNode (at the end of walking a path), and the in-edges for the right side at the beginning using cmStartPathNode (i.e. in this function). Things may also be backwards because TransitionCounter (ScanHMM.h) uses the reversed HMM used for scanning, i.e. HmmType1 (ScanHMM.h), rather than the one that we build in this file using Co [...]
+ CovarianceModel::State hmmRightFirstNormalState,hmmRightLastNormalState;
+ DumblyWorkOutHmmStates(hmmRightFirstNormalState,hmmRightLastNormalState,newHMM,cmStartPathNode,sourceCM,&Cm2HmmState::hmmRightState);
+
+ for (cmRootState=sourceCM.GetFirstStateOfNode(cmStartPathNode); sourceCM.IsStateInRange(cmRootState,cmFirstNormalState,cmLastNormalState); cmRootState++) {
+
+ // find the HMM states
+ CovarianceModel::State hmmLeftState=newHMM.cm2HmmState[cmRootState].hmmLeftState;
+ CovarianceModel::State hmmRightState=newHMM.cm2HmmState[cmRootState].hmmRightState;
+ assert(hmmLeftState!=CovarianceModel::GetInvalidState() && hmmRightState!=CovarianceModel::GetInvalidState()); // my current code requires that we always get a state, at least for normal states (as opposed to post insert states)
+
+ // prepare root state for search
+ Inequality inequalitySoFar;
+ inequalitySoFar.lhs.clear();
+ inequalitySoFar.rhs=0.0;
+ inequalitySoFar.weight=1.0;
+ inequalitySoFar.pathStartState=cmRootState;
+ inequalitySoFar.sumOfConstantsInHmm=0;
+ for (int i=0; i<MAXABET; i++) {
+ inequalitySoFar.nucEmitCount[i]=0;
+ }
+ if (weightedInequalitiesInfo==NULL) {
+ // no need to do anything with the weight
+ }
+ else {
+ // start off with in-edge probabilities, on right side only (search for "JHKOOIUYOIUY" for explanation)
+ double rightProb=weightedInequalitiesInfo->transitionCounter->GetEntryProbability_Unreversed(hmmRightState,hmmRightFirstNormalState,hmmRightLastNormalState);
+ inequalitySoFar.weight *= rightProb;
+ }
+
+ // and start exploring paths
+ Cm2Hmm_MakeInequalitiesForPath(newHMM,sourceCM,scoreVariablesInfo,cmStartPathNode,cmEndPathNode,cmRootState,hmmLeftState,hmmRightState,false,inequalityList,globalToLocalVariables,numLocalVariables,inequalitySoFar,weightedInequalitiesInfo);
+ assert(inequalitySoFar.lhs.empty());
+ }
+
+ if (weightedInequalitiesInfo!=NULL) {
+ // adjust weights by pseudocounts
+ double numSamples=weightedInequalitiesInfo->transitionCounter->GetNumSamples();
+ double pseudocount=weightedInequalitiesInfo->pseudocount;
+ for (InequalityList::iterator ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+ assert(ineqIter->weight>=0 && ineqIter->weight<=1); // should be a probability of the traversal, and not have any pseudocount-type adjustment
+ ineqIter->weight += pseudocount/numSamples;
+ }
+ }
+
+ if (extraCm2HmmInfo!=NULL) {
+ extraCm2HmmInfo->inequalitiesAndLocalVariables[cmStartPathNode].numLocalVariables=numLocalVariables;
+ extraCm2HmmInfo->inequalitiesAndLocalVariables[cmStartPathNode].inequalityList=inequalityList;
+ extraCm2HmmInfo->inequalitiesAndLocalVariables[cmStartPathNode].globalToLocalVariables=globalToLocalVariables;
+ extraCm2HmmInfo->inequalitiesAndLocalVariables[cmStartPathNode].localToGlobalVariables=ReverseGlobalToLocalVariables(globalToLocalVariables,numLocalVariables);
+ }
+
+ std::vector<float> localVariableToValue;
+ bool actuallySolveScores=true;
+ if (extraCm2HmmInfo!=NULL) {
+ actuallySolveScores=extraCm2HmmInfo->actuallySolveScores;
+ }
+ if (actuallySolveScores) {
+ //printf("# inequalities: %u, # local vars: %d\n",inequalityList.size(),numLocalVariables);
+ SolveInequalities(localVariableToValue,inequalityList,numLocalVariables,cmStartPathNode,cmEndPathNode,get_avgInflation,nodesToSpanWhileSolvingScores,committeeBuildInfo);
+ }
+
+#ifdef DEBUG_DUMP
+ if (actuallySolveScores) {
+ if (IsFirstHmmBuilt(committeeBuildInfo)) {
+ DumpInequalities(dumpFile,newHMM,cmStartPathNode,cmEndPathNode,inequalityList,globalToLocalVariables,numLocalVariables,scoreVariablesInfo,localVariableToValue,committeeBuildInfo);
+ fprintf(dumpFile,"Avg inflation here = %f\n",get_avgInflation);
+ }
+ }
+#endif
+
+ if (actuallySolveScores) {
+ SetHmmScores(newHMM,scoreVariablesInfo,globalToLocalVariables,localVariableToValue);
+ }
+}
+
+void Cm2Hmm_FindScores (HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM,const ScoreVariablesInfo& scoreVariablesInfo,CovarianceModel::Node firstNode,CovarianceModel::Node lastNode,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo,WeightedInequalitiesInfo *weightedInequalitiesInfo,ExtraCm2HmmInfo *extraCm2HmmInfo)
+{
+ float totalAvgInflation=0;
+
+ CovarianceModel::Node cmStartPathNode,cmEndPathNode;
+ cmStartPathNode=firstNode;
+ bool keepGoing=true;
+ while (keepGoing && cmStartPathNode!=lastNode) {
+
+ //fprintf(stderr,"cmStartPathNode=%d\n",CovarianceModel::NodeToInt(cmStartPathNode));
+
+ cmEndPathNode=cmStartPathNode;
+ for (int i=0; i<nodesToSpanWhileSolvingScores; i++) {
+ if (cmEndPathNode==lastNode) {
+ keepGoing=false; // we're at the end, just do this last segment, and don't re-loop
+ break;
+ }
+ cmEndPathNode++;
+ }
+
+ float avgInflation;
+ Cm2Hmm_SolveScoresForPath(newHMM,sourceCM,scoreVariablesInfo,cmStartPathNode,cmEndPathNode,firstNode,lastNode,avgInflation,nodesToSpanWhileSolvingScores,committeeBuildInfo,weightedInequalitiesInfo,extraCm2HmmInfo);
+ totalAvgInflation += avgInflation;
+
+ cmStartPathNode=cmEndPathNode;
+ }
+
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"total avg inflation for this sub-CM: %f\n",totalAvgInflation);
+#endif
+
+ //WalkHmmDeleteStates(newHMM,sourceCM);
+}
+
+void IncCm2HmmState(const CovarianceModel& cm,Cm2HmmStateVector& cm2HmmState,CovarianceModel::State firstHmmStateToInc,int incrementBy)
+{
+ CovarianceModel::State cmState;
+ for (cmState=cm.GetFirstState(); cmState!=cm.GetLastState(); cmState++) {
+ if (cm2HmmState[cmState].hmmLeftState!=CovarianceModel::GetInvalidState()) {
+ if (cm2HmmState[cmState].hmmLeftState>firstHmmStateToInc || firstHmmStateToInc==CovarianceModel::GetInvalidState()) { // sic -- left side only inc's if it's _greater_
+ cm2HmmState[cmState].hmmLeftState += incrementBy;
+ }
+ }
+ if (cm2HmmState[cmState].hmmRightState!=CovarianceModel::GetInvalidState()) {
+ if (cm2HmmState[cmState].hmmRightState>=firstHmmStateToInc || firstHmmStateToInc==CovarianceModel::GetInvalidState()) {
+ cm2HmmState[cmState].hmmRightState += incrementBy;
+ }
+ }
+ }
+}
+
+void MergeCm2HmmState(Cm2HmmStateVector& cm2HmmState,const Cm2HmmStateVector& cm2HmmStateToAdd,CovarianceModel::State state,CovarianceModel::State Cm2HmmState::*hmmState)
+{
+ bool has=cm2HmmState[state].*hmmState!=CovarianceModel::GetInvalidState();
+ bool hasToAdd=cm2HmmStateToAdd[state].*hmmState!=CovarianceModel::GetInvalidState();
+ if (has && hasToAdd) {
+ assert(false); // they both do the same state??
+ Die("Internal error %s:%d",__FILE__,__LINE__);
+ }
+ if (!has && hasToAdd) {
+ // get it from ToAdd
+ cm2HmmState[state].*hmmState=cm2HmmStateToAdd[state].*hmmState;
+ }
+}
+void MergeCm2HmmState(const CovarianceModel& cm,Cm2HmmStateVector& cm2HmmState,const Cm2HmmStateVector& cm2HmmStateToAdd)
+{
+ assert(cm2HmmState.size()==cm2HmmStateToAdd.size());
+
+ CovarianceModel::State state;
+ for (state=cm.GetFirstState(); state!=cm.GetLastState(); state++) {
+ MergeCm2HmmState(cm2HmmState,cm2HmmStateToAdd,state,&Cm2HmmState::hmmLeftState);
+ MergeCm2HmmState(cm2HmmState,cm2HmmStateToAdd,state,&Cm2HmmState::hmmRightState);
+ }
+}
+
+/*
+Purpose: build an HMM structurally-only based on a CM, or a part of a CM. The function calls itself recursively to build
+parts of the CM to deal with bifurication nodes.
+
+Params:
+firstNode - the CM node of type BEGL, BEGR or ROOT that will correspond to the start state of the HMM
+justBuildToBIFNode - if justBuildToBIFNode==false, and we get to a BIF node, the function should recurse and build each component, and
+stitch them together. if justBuildToBIFNode==true, and we get to a BIF node, the we're already recursing, so just build up to the BIF node as if it were an END node. Regarless of the value of justBuildToBIFNode, if we get to an END node, that's just the end.
+*/
+void Cm2Hmm_Structurally (HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM,const CovarianceModel::Node firstNode,ExtraCm2HmmInfo *extraCm2HmmInfo,Cm2Hmm_HmmBuildType hmmBuildType,const bool justBuildToBIFNode=false)
+{
+ CovarianceModel::Node endingNode=FindFirstEndingNode(sourceCM,firstNode);
+
+ int endingNodeType=sourceCM.GetNodeType(endingNode);
+ assert(endingNodeType==END_nd || endingNodeType==BIF_nd);
+ if (justBuildToBIFNode || endingNodeType==END_nd) {
+ // base case
+ Cm2Hmm_Structurally_Block(newHMM,sourceCM,firstNode,endingNode,extraCm2HmmInfo,hmmBuildType);
+
+ SolveScoresPath thisPath;
+ thisPath.cmFirstNode=firstNode;
+ thisPath.cmEndingNode=endingNode;
+ newHMM.solveScoresPathList.push_back(thisPath);
+
+#ifdef DEBUG_DUMP
+ DumpHmmAndBuildInfo (dumpFile,newHMM,sourceCM);
+#endif
+ }
+ else {
+ // BIF case
+ // Build 3 sub-HMMs: one rooted at the current firstNode, and one at each of the child states of the BIF
+ // then hook these HMMs together.
+
+ // work out where the subtrees are
+ CovarianceModel::State bifState=sourceCM.GetFirstStateOfNode(endingNode);
+ if (!sourceCM.IsBifurication(bifState)) {
+ Die("BIF nodes should have only a single B_st. What kind of a world do we live in?");
+ }
+ CovarianceModel::State leftChildState=sourceCM.GetLeftBifurifactionChild(bifState);
+ CovarianceModel::Node leftChildNode=sourceCM.GetNode(leftChildState);
+ CovarianceModel::State rightChildState=sourceCM.GetRightBifurifactionChild(bifState);
+ CovarianceModel::Node rightChildNode=sourceCM.GetNode(rightChildState);
+
+ // and recurse
+ HmmAndBuildInfo rootHmm,leftChildHmm,rightChildHmm;
+ Cm2Hmm_Structurally(rootHmm,sourceCM,firstNode,extraCm2HmmInfo,hmmBuildType,true);
+ assert(rootHmm.leftToRightPassthruState!=CovarianceModel::GetInvalidState());
+ Cm2Hmm_Structurally(leftChildHmm,sourceCM,leftChildNode,extraCm2HmmInfo,hmmBuildType,false);
+ Cm2Hmm_Structurally(rightChildHmm,sourceCM,rightChildNode,extraCm2HmmInfo,hmmBuildType,false);
+
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Recursed HMM construction. root @%d, left child @%d, right child @%d\n",CovarianceModel::NodeToInt(firstNode),CovarianceModel::NodeToInt(leftChildNode),CovarianceModel::NodeToInt(rightChildNode));
+ fprintf(dumpFile,"Starting HMM merge.\n");
+ fprintf(dumpFile,"\nroot hmm: \n");
+ DumpHmm(dumpFile,rootHmm,sourceCM);
+ fprintf(dumpFile,"\nleft child hmm: \n");
+ DumpHmm(dumpFile,leftChildHmm,sourceCM);
+ fprintf(dumpFile,"\nright child hmm: \n");
+ DumpHmm(dumpFile,rightChildHmm,sourceCM);
+#endif
+
+ // order is: left part of rootHmm, left child, right child, right part of rootHmm
+
+ // first splice rightChildHmm onto leftChildHmm s.t. the start state of rightChildHmm takes over the end state of leftChildHmm
+ // in the cm2HmmState vectors
+ IncCm2HmmState(sourceCM,rightChildHmm.cm2HmmState,CovarianceModel::GetInvalidState(),leftChildHmm.hmm.GetNumStates()-1);
+ MergeCm2HmmState(sourceCM,leftChildHmm.cm2HmmState,rightChildHmm.cm2HmmState);
+ // and in the HMMs
+ CovarianceModel::State originalLeftChildEndState=leftChildHmm.hmm.GetActualLastState();
+ assert(leftChildHmm.hmm.GetStateType(originalLeftChildEndState)==E_st); // this is what we're clobbering
+ leftChildHmm.hmm.AddStates(rightChildHmm.hmm.GetNumStates()-1); // -1 for the E_st we're clobbering
+ rightChildHmm.hmm.MoveStatesHigher(rightChildHmm.hmm.GetFirstState(),originalLeftChildEndState);
+ leftChildHmm.hmm.CopyStatesVerbatimFrom(rightChildHmm.hmm,originalLeftChildEndState,leftChildHmm.hmm.GetLastState());
+
+ // now splice the curr leftChildHmm (which is a concatenation of the original leftChildHmm and rightChildHmm) into the (middle-ish) part of rootHmm that corresponded to the original E_st in the CM that rootHmm was built from (i.e. rootHmm.leftToRightPassthruState).
+ // move the right-side of rootHmm up to make room, and also move the left-to-right passthru state up, because it knows what its children are.
+ int numLeftChildStatesThatAreMoving=leftChildHmm.hmm.GetNumStates()-1; // -1 since its E_st is going to be tragically lost in the move
+ // in cm2HmmState
+ IncCm2HmmState(sourceCM,rootHmm.cm2HmmState,rootHmm.leftToRightPassthruState,numLeftChildStatesThatAreMoving);
+ // in the actual HMM
+ rootHmm.hmm.MoveStatesHigher(rootHmm.leftToRightPassthruState,rootHmm.leftToRightPassthruState.PlusInt(numLeftChildStatesThatAreMoving));
+ // prepare leftChildHmm to be spliced in
+ // in cm2HmmState
+ IncCm2HmmState(sourceCM,leftChildHmm.cm2HmmState,CovarianceModel::GetInvalidState(),CovarianceModel::StateToInt(rootHmm.leftToRightPassthruState));
+ // in actual HMM
+ leftChildHmm.hmm.MoveStatesHigher(leftChildHmm.hmm.GetFirstState(),rootHmm.leftToRightPassthruState);
+ // and copy it in
+ rootHmm.hmm.CopyStatesVerbatimFrom(leftChildHmm.hmm,rootHmm.leftToRightPassthruState,rootHmm.leftToRightPassthruState.PlusInt(numLeftChildStatesThatAreMoving));
+ MergeCm2HmmState(sourceCM,rootHmm.cm2HmmState,leftChildHmm.cm2HmmState);
+
+ // re-build HMM-to-CM state mapping
+ ReverseMapCm2HmmState(rootHmm,sourceCM);
+
+ // merge solveScoresPathList
+ rootHmm.solveScoresPathList.insert(rootHmm.solveScoresPathList.end(),leftChildHmm.solveScoresPathList.begin(),leftChildHmm.solveScoresPathList.end());
+ rootHmm.solveScoresPathList.insert(rootHmm.solveScoresPathList.end(),rightChildHmm.solveScoresPathList.begin(),rightChildHmm.solveScoresPathList.end());
+
+ // et voila -- copy it back
+ newHMM.hmm.CopyFrom(rootHmm.hmm);
+ newHMM.cm2HmmState=rootHmm.cm2HmmState;
+ newHMM.hmm2CmStateVector=rootHmm.hmm2CmStateVector;
+ newHMM.solveScoresPathList=rootHmm.solveScoresPathList;
+ newHMM.leftToRightPassthruState=CovarianceModel::GetInvalidState(); // we shouldn't need this any more, and don't have a meaningful answer anyway
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"\nResulting hmm:\n");
+ DumpHmm(dumpFile,newHMM,sourceCM);
+#endif
+ }
+}
+
+void SetupLeftRightness(HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM)
+{
+ // set left/right-ness of HMM states
+ InfernalHmm::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+ newHMM.hmm.SetLeftState(hmmState,false);
+ newHMM.hmm.SetRightState(hmmState,false);
+ }
+ CovarianceModel::State cmState;
+ for (cmState=sourceCM.GetFirstState(); cmState!=sourceCM.GetLastState(); cmState++) {
+
+ InfernalHmm::State hmmLeftState=newHMM.cm2HmmState[cmState].hmmLeftState;
+ if (hmmLeftState!=InfernalHmm::GetInvalidState()) {
+ newHMM.hmm.SetLeftState(hmmLeftState,true);
+ }
+
+ InfernalHmm::State hmmRightState=newHMM.cm2HmmState[cmState].hmmRightState;
+ if (hmmRightState!=InfernalHmm::GetInvalidState()) {
+ newHMM.hmm.SetRightState(hmmRightState,true);
+ }
+ }
+}
+
+void Cm2Hmm_Structurally(HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM,ExtraCm2HmmInfo *extraCm2HmmInfo,Cm2Hmm_HmmBuildType hmmBuildType)
+{
+ CovarianceModel::Node cmFirstNodeForConversion=sourceCM.GetFirstNode();
+ if (sourceCM.DoLocal()) {
+ cmFirstNodeForConversion++; // don't do anything for the whole first node, since that gets clobbered by the ConfigLocal function in modelconfig.c.
+ }
+ Cm2Hmm_Structurally(newHMM,sourceCM,cmFirstNodeForConversion,extraCm2HmmInfo,hmmBuildType);
+
+ newHMM.hmm.AllocHmmData();
+
+ SetupLeftRightness(newHMM,sourceCM);
+}
+
+void SetLocal(HmmAndBuildInfo& newHMM,const CovarianceModel& sourceCM)
+{
+ assert(sourceCM.DoLocal()); // otherwise there's no reason to call this function
+
+ newHMM.hmm.SetDoLocal(true);
+
+ InfernalHmm::State hmmState;
+ for (hmmState=newHMM.hmm.GetFirstState(); hmmState!=newHMM.hmm.GetLastState(); hmmState++) {
+ newHMM.hmm.SetLeftwardBeginsc(hmmState,(float)IMPOSSIBLE);
+ newHMM.hmm.SetRightwardBeginsc(hmmState,(float)IMPOSSIBLE);
+ newHMM.hmm.SetNumEndscLinksToLeft(hmmState,0);
+ }
+
+ CovarianceModel::State cmState;
+ for (cmState=sourceCM.GetFirstState(); cmState!=sourceCM.GetLastState(); cmState++) {
+
+ if (sourceCM.GetNode(cmState)!=sourceCM.GetFirstNode()) { // don't do anything for the whole first node, since that gets clobbered by the ConfigLocal function in modelconfig.c.
+ InfernalHmm::State hmmLeftState=newHMM.cm2HmmState[cmState].hmmLeftState;
+ InfernalHmm::State hmmRightState=newHMM.cm2HmmState[cmState].hmmRightState;
+
+ float beginsc=sourceCM.GetBeginsc(cmState);
+ if (beginsc!=(float)IMPOSSIBLE) {
+
+
+ if (hmmLeftState==InfernalHmm::GetInvalidState() || hmmRightState==InfernalHmm::GetInvalidState()) {
+ assert(false);
+ Die("internal error %s:%d",__FILE__,__LINE__);
+ }
+
+ float hmmOldLeftBeginsc=newHMM.hmm.GetLeftwardBeginsc(hmmLeftState);
+ float hmmOldRightBeginsc=newHMM.hmm.GetRightwardBeginsc(hmmRightState);
+
+ // scores must sum to original beginsc (or more), for now I'll just divide the score evenly into 2.
+ float newBeginsc=beginsc/(float)2.0;
+
+ // sometimes multiple CM states can use the same HMM left or right state; so, we must take the max of the beginsc
+ newHMM.hmm.SetLeftwardBeginsc(hmmLeftState,std::max(hmmOldLeftBeginsc,newBeginsc));
+ newHMM.hmm.SetRightwardBeginsc(hmmRightState,std::max(hmmOldRightBeginsc,newBeginsc));
+ }
+
+ if (sourceCM.GetEndsc(cmState)!=(float)IMPOSSIBLE) {
+
+ // link right state to this left state, for simulating endsc
+ if (hmmLeftState==InfernalHmm::GetInvalidState() || hmmRightState==InfernalHmm::GetInvalidState()) {
+ assert(false);
+ Die("For making an HMM local, it's pretty tricky if the insert states (IL,IR) in the CM have non-IMPOSSIBLE endsc scores, because in my mapping, IL,IR states don't have both a left&right hmmState, and it's not easy to see what it should be. So, I just assumed it wouldn't happen, making an ass out of me and you, the anonymous user of this program. Sorry.");
+ }
+
+ int numLinks=newHMM.hmm.GetNumEndscLinksToLeft(hmmRightState);
+ newHMM.hmm.SetNumEndscLinksToLeft(hmmRightState,numLinks+1);
+ newHMM.hmm.SetEndscLinkToLeft_State(hmmRightState,numLinks,hmmLeftState);
+ newHMM.hmm.SetEndscLinkToLeft_Endsc(hmmRightState,numLinks,sourceCM.GetEndsc(cmState));
+ }
+ }
+ }
+}
+
+void Cm2Hmm (HmmAndBuildInfo& newHMM,Cm2Hmm_HmmBuildType hmmBuildType,const CovarianceModel& sourceCM,const int nodesToSpanWhileSolvingScores,HmmCommittee::CommitteeBuildInfo *committeeBuildInfo=NULL,WeightedInequalitiesInfo *weightedInequalitiesInfo=NULL,ExtraCm2HmmInfo *extraCm2HmmInfo=NULL)
+{
+ Cm2Hmm_Structurally(newHMM,sourceCM,extraCm2HmmInfo,hmmBuildType);
+ newHMM.hmm.SetHmm2CmState(newHMM.hmm2CmStateVector);
+ newHMM.hmm.SetCm2HmmState(newHMM.cm2HmmState);
+
+ ScoreVariablesInfo scoreVariablesInfo;
+ SetupTransitionAndEmissionVariables(scoreVariablesInfo,newHMM,sourceCM);
+ SetupReverseMapping(scoreVariablesInfo,newHMM,sourceCM);
+#ifdef DEBUG_DUMP
+ DumpVariables(dumpFile,scoreVariablesInfo,newHMM);
+#endif
+ if (extraCm2HmmInfo!=NULL) {
+ extraCm2HmmInfo->scoreVariablesInfo=scoreVariablesInfo;
+ InequalitiesAndLocalVariables dummyInequalitiesAndLocalVariables;
+ dummyInequalitiesAndLocalVariables.numLocalVariables=0;
+ extraCm2HmmInfo->inequalitiesAndLocalVariables.assign(sourceCM.GetNumNodes(),dummyInequalitiesAndLocalVariables);
+ }
+
+ SolveScoresPathList::const_iterator pathIter;
+ for (pathIter=newHMM.solveScoresPathList.begin(); pathIter!=newHMM.solveScoresPathList.end(); pathIter++) {
+ Cm2Hmm_FindScores(newHMM,sourceCM,scoreVariablesInfo,pathIter->cmFirstNode,pathIter->cmEndingNode,nodesToSpanWhileSolvingScores,committeeBuildInfo,weightedInequalitiesInfo,extraCm2HmmInfo);
+ }
+
+ if (sourceCM.DoLocal()) {
+ SetLocal(newHMM,sourceCM);
+ }
+}
+
+
+std::string EscapeCmFileName(const std::string& cmFileName)
+{
+ std::string s(cmFileName);
+ for (unsigned int i=0; i<s.size(); i++) {
+ if (s[i]=='/') {
+ s[i]='_';
+ }
+ }
+
+ return s;
+}
+
+std::string MakeCm2HmmCacheFileName(const char *cmFileName,const bool doLocalAlignment,const int nodesToSpanWhileSolvingScores,const int committeeSize,Cm2Hmm_HmmBuildType hmmBuildType)
+{
+ std::string cacheFileName("cache/cm2hmm_");
+ std::string escapeCmFileName=EscapeCmFileName(cmFileName);
+ cacheFileName += escapeCmFileName;
+ if (doLocalAlignment) {
+ cacheFileName += "_local";
+ }
+ if (nodesToSpanWhileSolvingScores>1) {
+ char buf[16];
+ sprintf(buf,"_spl%d",nodesToSpanWhileSolvingScores); // "spl"="Sub-Path Length"
+ cacheFileName += buf;
+ }
+ if (committeeSize>1) {
+ char buf[16];
+ sprintf(buf,"_cmtee%d",committeeSize);
+ cacheFileName += buf;
+ }
+ {
+ char buf[32];
+ sprintf(buf,"_buildtype%d",(int)hmmBuildType);
+ cacheFileName += buf;
+ }
+ return cacheFileName;
+}
+
+void Cm2Hmm_WithWeighting_NoCaching (InfernalHmm& hmm,Cm2Hmm_HmmBuildType hmmBuildType,const CovarianceModel& sourceCM,const char *cmFileName,WeightedInequalitiesInfo *weightedInequalitiesInfo,ExtraCm2HmmInfo *extraCm2HmmInfo,const int nodesToSpanWhileSolvingScores)
+{
+ VerifyValidHmmBuildType(hmmBuildType);
+
+ // verify that the structure of the CM is what we expect, so we can just assume it for the rest of this function
+ if (!ValidateCmNodeTypeData(sourceCM)) {
+ Die("(while converting Covariance Model to HMM) CM doesn't have the structure we expect");
+ }
+
+ HmmAndBuildInfo newHMM;
+
+ Cm2Hmm(newHMM,hmmBuildType,sourceCM,nodesToSpanWhileSolvingScores,NULL,weightedInequalitiesInfo,extraCm2HmmInfo);
+ newHMM.hmm.SetFromCmFileName(cmFileName);
+
+#ifdef DEBUG_DUMP
+ DumpHmmAndBuildInfo (dumpFile,newHMM,sourceCM);
+#endif
+
+ hmm.CopyFrom(newHMM.hmm);
+}
+
+void Cm2Hmm (InfernalHmm& hmm,Cm2Hmm_HmmBuildType hmmBuildType,const CovarianceModel& sourceCM,const char *cmFileName,const std::string& programParams,bool forceCreate)
+{
+ const int nodesToSpanWhileSolvingScores=1; // making it higher didn't seem to lead to any more optimal scores (using RF00032==Histone3, which is small), and it takes forever to build the HMM -- it spends most of its time entering the constraints to lp_solve, since lp_solve's sparse matrix format requires it to do a lot of copying & reallocation. I could probably optimize this by eliminating redundant constraints myself, but it doesn't look like we can improve things this way anyway.
+
+ if (dumpFile==NULL) {
+ dumpFile=ThrowingFopen("hmm-dump.txt","wt");
+ }
+
+ InfernalHmm creatingHmm;
+#ifdef ENABLE_CACHING
+ std::string cacheFileName;
+ if (overrideHmmCacheFileName!=NULL) {
+ cacheFileName=overrideHmmCacheFileName;
+ }
+ else {
+ cacheFileName=MakeCm2HmmCacheFileName(cmFileName,sourceCM.DoLocal(),nodesToSpanWhileSolvingScores,1,hmmBuildType);
+ }
+ fprintf(stderr,"Trying to load HMM from cached file '%s'\n",cacheFileName.c_str());
+ printf("Trying to load HMM from cached file '%s'\n",cacheFileName.c_str());
+
+ bool loadHmmFromCache=!forceCreate;
+ if (loadHmmFromCache) {
+ loadHmmFromCache=creatingHmm.LoadInBinary(cacheFileName.c_str());
+ }
+ if (loadHmmFromCache) {
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Loaded HMM from cache.\n");
+ fprintf(stderr,"Loaded HMM from cache.\n");
+#ifdef DEBUG_DUMP
+ creatingHmm.DumpInfernalHmm(dumpFile,sourceCM);
+#endif
+#endif
+ }
+ else {
+#endif
+ fprintf(stderr,"Building HMM based on CM...\n");
+
+ Cm2Hmm_WithWeighting_NoCaching(creatingHmm,hmmBuildType,sourceCM,cmFileName,NULL,NULL,nodesToSpanWhileSolvingScores);
+ std::string build("(default construction of HMM) ");
+ build += programParams;
+ creatingHmm.AddBuildDescription(build);
+ creatingHmm.SetHmmBuildType(hmmBuildType);
+
+ fprintf(stderr,"Built HMM.\n");
+
+#ifdef ENABLE_CACHING
+
+ creatingHmm.SaveInBinary(cacheFileName.c_str());
+ }
+#endif
+
+ hmm.CopyFrom(creatingHmm);
+
+ fflush(dumpFile);
+}
+
+
+HmmCommittee::HmmCommittee ()
+{
+ recommendedCommitteeSize=0;
+}
+HmmCommittee::~HmmCommittee ()
+{
+}
+int HmmCommittee::GetRecommendedCommitteeSize (void) const
+{
+ if (recommendedCommitteeSize==0) {
+ Die("HmmCommittee::GetRecommendedCommitteeSize called, but we don't have a good effective committee size -- you must explicitly give one.");
+ }
+ return recommendedCommitteeSize;
+}
+bool HmmCommittee::LoadInBinary (const char *fileName,int effectiveCommitteeSize)
+{
+ FILE *file=fopen(fileName,"rb");
+ if (file==NULL) {
+ return false;
+ }
+
+ size_t committeeSize;
+ fread(&committeeSize,sizeof(committeeSize),1,file);
+
+ if (committeeSize==0) {
+
+ int format;
+ fread(&format,sizeof(format),1,file);
+ if (format!=0) {
+ Die("Expecting HMM committee to be saved in file format #0\n");
+ }
+
+ size_t descriptionLen;
+ fread(&descriptionLen,sizeof(descriptionLen),1,file);
+ char *descriptionTmp=new char [descriptionLen+1];
+ fread(descriptionTmp,1,descriptionLen,file);
+ descriptionTmp[descriptionLen]=0;
+ description=descriptionTmp;
+ delete [] descriptionTmp;
+
+ fprintf(stderr,"----hmmCommitteeOrigin: %s\n",description.c_str());
+ printf("----hmmCommitteeOrigin: %s\n",description.c_str());
+
+ fread(&recommendedCommitteeSize,sizeof(recommendedCommitteeSize),1,file);
+
+ // remember to read the committee size
+ fread(&committeeSize,sizeof(committeeSize),1,file);
+ }
+ else {
+ fprintf(stderr,"----hmmCommitteeOrigin: Old file format -- unknown origin\n");
+ printf("----hmmCommitteeOrigin: Old file format -- unknown origin\n");
+ recommendedCommitteeSize=0;
+ }
+ if (effectiveCommitteeSize==0) {
+ effectiveCommitteeSize=GetRecommendedCommitteeSize();
+ }
+
+ printf("Loading %d HMMs (effective committee size) out of max %u\n",effectiveCommitteeSize,committeeSize);
+ committeeSize=std::min(committeeSize,(size_t)effectiveCommitteeSize);
+ for (size_t i=0; i<committeeSize; i++) {
+ InfernalHmm dummy;
+ hmmList.push_back(dummy);
+ hmmList.back().LoadInBinary(file);
+ }
+ return true;
+}
+bool HmmCommittee::SaveInBinary (const char *fileName,const char *additionalDescription)
+{
+ FILE *file=fopen(fileName,"wb");
+ if (file==NULL) {
+ return false;
+ }
+
+ description += additionalDescription;
+
+ size_t zero=0; // signify new file format
+ fwrite(&zero,sizeof(zero),1,file);
+
+ int format=0;
+ fwrite(&format,sizeof(format),1,file);
+
+ // write description string
+ size_t descriptionLen=description.size();
+ fwrite(&descriptionLen,sizeof(descriptionLen),1,file);
+ fwrite(description.c_str(),1,description.size(),file);
+
+ // and the actual committee
+
+ fwrite(&recommendedCommitteeSize,sizeof(recommendedCommitteeSize),1,file);
+ size_t committeeSize=hmmList.size();
+ fwrite(&committeeSize,sizeof(committeeSize),1,file);
+
+ for (HmmList::iterator i=hmmList.begin(); i!=hmmList.end(); i++) {
+ i->SaveInBinary(file);
+ }
+ return true;
+}
+void HmmCommittee::DumpMemberBuildInfo (FILE *out)
+{
+ if (disableHmmBuildInfoDump) {
+ // don't dump anything
+ return;
+ }
+
+ fprintf(out,"Dumping build info of committee:\n");
+ int n=0;
+ for (HmmList::iterator i=hmmList.begin(); i!=hmmList.end(); i++) {
+ fprintf(out,"\tHMM #%d: %s\n",n,i->GetBuildDescription().c_str());
+ n++;
+ }
+}
+
+void Cm2Hmm (HmmCommittee& hmmCommittee,const CovarianceModel& sourceCM,const char *cmFileName,int committeeSize,int effectiveCommitteeSize)
+{
+ dumpFile=fopen("hmm-dump-committee.txt","wt");
+
+ const int nodesToSpanWhileSolvingScores=1; // see single-building HMM function for details
+
+#ifdef ENABLE_CACHING
+ std::string cacheFileName;
+ if (overrideHmmCacheFileName!=NULL) {
+ cacheFileName=overrideHmmCacheFileName;
+ }
+ else {
+ cacheFileName=MakeCm2HmmCacheFileName(cmFileName,sourceCM.DoLocal(),nodesToSpanWhileSolvingScores,committeeSize,HmmBuildType_Original);
+ }
+ fprintf(stderr,"Trying to load HMM Committee from cached file '%s'\n",cacheFileName.c_str());
+ printf("Trying to load HMM Committee from cached file '%s'\n",cacheFileName.c_str());
+
+ if (hmmCommittee.LoadInBinary(cacheFileName.c_str(),effectiveCommitteeSize)) {
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"Loaded HMM Committee from cache.\n");
+ fprintf(stderr,"Loaded HMM Committee from cache.\n");
+#endif
+ }
+ else {
+#endif
+ fprintf(stderr,"Building HMM Committee of size %d based on CM...\n",committeeSize);
+
+ // verify that the structure of the CM is what we expect, so we can just assume it for the rest of this function
+ if (!ValidateCmNodeTypeData(sourceCM)) {
+ Die("(while converting Covariance Model to HMM) CM doesn't have the structure we expect");
+ }
+
+ HmmCommittee::CommitteeBuildInfo committeeBuildInfo;
+ committeeBuildInfo.cmStartNodeToLinearProgramInfo.resize(sourceCM.GetNumNodes());
+ for (int i=0; i<committeeSize; i++) {
+ committeeBuildInfo.currCommitteeMemberNum=i;
+
+ HmmAndBuildInfo newHMM;
+ Cm2Hmm(newHMM,HmmBuildType_Original,sourceCM,nodesToSpanWhileSolvingScores,&committeeBuildInfo);
+
+ InfernalHmm dummy;
+ hmmCommittee.hmmList.push_back(dummy);
+ hmmCommittee.hmmList.back().CopyFrom(newHMM.hmm);
+ }
+
+ fprintf(stderr,"Built HMM Committee.\n");
+
+#ifdef ENABLE_CACHING
+
+ hmmCommittee.SaveInBinary(cacheFileName.c_str(),cmFileName);
+ }
+#endif
+
+#ifdef DEBUG_DUMP
+ fprintf(dumpFile,"\n\nDUMPING HMM COMMITTEE\n\n");
+ int c=0;
+ for (HmmCommittee::HmmList::const_iterator i=hmmCommittee.hmmList.begin(); i!=hmmCommittee.hmmList.end(); i++) {
+ fprintf(dumpFile,"Commitee member #%d\n",c);
+ HmmAndBuildInfo hmmAndBuildInfo;
+ hmmAndBuildInfo.hmm.CopyFrom(*i);
+ DumpHmmAndBuildInfo (dumpFile,hmmAndBuildInfo,sourceCM);
+ fprintf(dumpFile,"\n");
+ c++;
+ }
+#endif
+
+#ifdef DEBUG_DUMP
+ fclose(dumpFile);
+#endif
+}
+
+void GetOrSet_LocalVariablesValueForNode(std::vector<float>& localVariablesToValue,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo,std::list<int>& globalVarNums,bool isSetting)
+{
+ if (!isSetting) {
+ localVariablesToValue.assign(extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].numLocalVariables,FLT_MAX); // MAX_FLT doesn't seem reasonable -- protect against getting something twice
+ }
+
+ assert(extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].numLocalVariables>0); // else you probably shouldn't be calling
+
+ // first emissions
+ InfernalHmm::StateFromNodeList hmmStates;
+ infernalHmm.GetHmmStatesByCmNode (hmmStates,cm,cmNode);
+
+ for (InfernalHmm::StateFromNodeList::iterator i=hmmStates.begin(); i!=hmmStates.end(); i++) {
+ InfernalHmm::State state=i->state;
+ if (infernalHmm.IsEmitting(state)) {
+ size_t s=extraCm2HmmInfo.scoreVariablesInfo.emissionToVariableNumVector.size(); // for aid in debugger
+ if (extraCm2HmmInfo.scoreVariablesInfo.emissionToVariableNumVector[state].size() == 0) {
+ // although this state emits, its emission probs weren't configured as variables, because they could reasonably be solved directly. This is the case for insert states.
+ }
+ else {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ int globalVar=extraCm2HmmInfo.scoreVariablesInfo.emissionToVariableNumVector[state][nuc];
+ if (globalVar==-1) {
+ // wasn't configured as variable
+ }
+ else {
+ globalVarNums.push_back(globalVar);
+
+ int localVar=extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].globalToLocalVariables[globalVar];
+ assert(localVar!=-1);
+
+ if (isSetting) {
+ infernalHmm.SetSingletEmissionLogScore(state,nuc,localVariablesToValue[localVar]);
+ }
+ else {
+ assert(localVariablesToValue[localVar]==FLT_MAX); // hasn't been set before
+ localVariablesToValue[localVar]=infernalHmm.GetSingletEmissionScore(state,nuc);
+ }
+ }
+ }
+ }
+ }
+ }
+
+ // transitions
+ InfernalHmm::EdgeInfoList edgeInfoList;
+ infernalHmm.GetHmmEdgesByCmNode (edgeInfoList,hmmStates,cm,cmNode);
+
+ for (InfernalHmm::EdgeInfoList::iterator i=edgeInfoList.begin(); i!=edgeInfoList.end(); i++) {
+ InfernalHmm::State fromState=i->fromState;
+ InfernalHmm::State toState=i->toState;
+ int childNum=i->childNum;
+ if (extraCm2HmmInfo.scoreVariablesInfo.transitionToVariableNumVector[i->fromState].size() == 0) {
+ // this transition wasn't configured as a variable, which is done for the dummy PASSTHRU states
+ }
+ else {
+ int globalVar=extraCm2HmmInfo.scoreVariablesInfo.transitionToVariableNumVector[i->fromState][i->childNum];
+ if (globalVar==-1) {
+ // wasn't configured as variable
+ }
+ else {
+
+ globalVarNums.push_back(globalVar);
+
+ /* // was for aid in debugger
+ CovarianceModel::Node otherNode;
+ for (otherNode=cm.GetFirstNode(); otherNode!=cm.GetLastNode(); otherNode++) {
+ if (extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].globalToLocalVariables[globalVar]!=-1) {
+ break;
+ }
+ }
+ */
+ int localVar=extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].globalToLocalVariables[globalVar];
+ assert(localVar!=-1);
+
+ if (isSetting) {
+ infernalHmm.SetTransitionLogScore(i->fromState,i->childNum,localVariablesToValue[localVar]);
+ }
+ else {
+ assert(localVariablesToValue[localVar]==FLT_MAX); // hasn't been set before
+ localVariablesToValue[localVar]=infernalHmm.GetNthChildTsc(i->fromState,i->childNum);
+ }
+ }
+ }
+ }
+}
+
+void GetGlobalVariableNumsForNode (std::list<int>& globalVarNums,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo)
+{
+ std::vector<float> localVariablesToValue;
+ GetOrSet_LocalVariablesValueForNode(localVariablesToValue,cm,infernalHmm,cmNode,extraCm2HmmInfo,globalVarNums,false);
+}
+
+void GetLocalVariablesValueForNode(std::vector<float>& localVariablesToValue,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo)
+{
+ std::list<int> dummy;
+ GetOrSet_LocalVariablesValueForNode(localVariablesToValue,cm,infernalHmm,cmNode,extraCm2HmmInfo,dummy,false);
+}
+
+void SetLocalVariablesValueForNode(std::vector<float>& localVariablesToValue,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo)
+{
+ std::list<int> dummy;
+ GetOrSet_LocalVariablesValueForNode(localVariablesToValue,cm,infernalHmm,cmNode,extraCm2HmmInfo,dummy,true);
+}
+
+
+void GetGlobalVarsFromInfernalHmm (std::vector<double>& globalVars,const InfernalHmm& infernalHmm,const TransitionOrEmissionInfoVector& transitionOrEmissionInfoVector)
+{
+ size_t numGlobalVars=transitionOrEmissionInfoVector.size();
+ globalVars.resize(numGlobalVars);
+
+ for (size_t i=0; i<numGlobalVars; i++) {
+ assert(transitionOrEmissionInfoVector[i].isUsed);
+ if (transitionOrEmissionInfoVector[i].isEmission) {
+ globalVars[i]=infernalHmm.GetSingletEmissionScore(transitionOrEmissionInfoVector[i].emissionInfo.state,transitionOrEmissionInfoVector[i].emissionInfo.nuc);
+ }
+ else {
+ globalVars[i]=infernalHmm.GetNthChildTsc(transitionOrEmissionInfoVector[i].edgeInfo.fromState,transitionOrEmissionInfoVector[i].edgeInfo.childNum);
+ }
+ }
+}
+void SetGlobalVarsIntoInfernalHmm (InfernalHmm& infernalHmm,const std::vector<double>& globalVars,const TransitionOrEmissionInfoVector& transitionOrEmissionInfoVector)
+{
+ size_t numGlobalVars=transitionOrEmissionInfoVector.size();
+ assert(numGlobalVars==globalVars.size());
+
+ for (size_t i=0; i<numGlobalVars; i++) {
+ assert(transitionOrEmissionInfoVector[i].isUsed);
+ if (transitionOrEmissionInfoVector[i].isEmission) {
+ infernalHmm.SetSingletEmissionLogScore(transitionOrEmissionInfoVector[i].emissionInfo.state,transitionOrEmissionInfoVector[i].emissionInfo.nuc,(float)(globalVars[i]));
+ }
+ else {
+ infernalHmm.SetTransitionLogScore(transitionOrEmissionInfoVector[i].edgeInfo.fromState,transitionOrEmissionInfoVector[i].edgeInfo.childNum,(float)(globalVars[i]));
+ }
+ }
+}
+
+
+void AddCrossProductOfInequalityLists(InequalityList& inequalityList,InequalityListList& inequalityListList)
+{
+ // if one of the list is empty, we should just preserve the list (I guess it's not quite a proper cross product). In other words, remove any empty inequality lists from the list of lists.
+ std::list<InequalityListList::iterator> killList;
+ for (InequalityListList::iterator i=inequalityListList.begin(); i!=inequalityListList.end(); i++) {
+ if (i->empty()) {
+ killList.push_back(i);
+ }
+ }
+ for (std::list<InequalityListList::iterator>::iterator k=killList.begin(); k!=killList.end(); k++) {
+ inequalityListList.erase(*k);
+ }
+
+ if (inequalityListList.size()==0) {
+ return;
+ }
+ if (inequalityListList.size()==1) {
+ inequalityList.insert(inequalityList.end(),inequalityListList.front().begin(),inequalityListList.front().end());
+ return;
+ }
+ if (inequalityListList.size()==2) {
+
+
+ InequalityListList::const_iterator lli=inequalityListList.begin();
+ const InequalityList& l1=*lli;
+ lli++;
+ const InequalityList& l2=*lli;
+
+ for (InequalityList::const_iterator i1=l1.begin(); i1!=l1.end(); i1++) {
+ for (InequalityList::const_iterator i2=l2.begin(); i2!=l2.end(); i2++) {
+
+ Inequality newIneq;
+ newIneq=*i1;
+ newIneq.rhs=i1->rhs + i2->rhs;
+ newIneq.lhs.clear();
+ newIneq.lhs.insert(newIneq.lhs.end(),i1->lhs.begin(),i1->lhs.end());
+ newIneq.lhs.insert(newIneq.lhs.end(),i2->lhs.begin(),i2->lhs.end());
+
+ inequalityList.push_back(newIneq);
+ }
+ }
+
+ return;
+ }
+
+ assert(false); // full generality is not implemented
+ Die("something bad @ %s:%d",__FILE__,__LINE__);
+}
+void AddInequalitiesInTermsOfGlobalVars(InequalityList& inequalityList,const ExtraCm2HmmInfo& extraCm2HmmInfo,const CovarianceModel::Node cmNode)
+{
+ const std::vector<int>& localToGlobal=extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].localToGlobalVariables;
+ const InequalityList& nodeInequalityList=extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].inequalityList;
+ for (InequalityList::const_iterator ineqIter=nodeInequalityList.begin(); ineqIter!=nodeInequalityList.end(); ineqIter++) {
+ Inequality newIneq=*ineqIter;
+ newIneq.lhs.clear();
+ for (std::list<InequalityTerm>::const_iterator termIter=ineqIter->lhs.begin(); termIter!=ineqIter->lhs.end(); termIter++) {
+ InequalityTerm newTerm;
+ newTerm.variableNum=localToGlobal[termIter->variableNum];
+ newIneq.lhs.push_back(newTerm);
+ }
+
+ inequalityList.push_back(newIneq);
+ }
+}
+void ConvertInequalityListVarNums (InequalityList& inequalityList,const std::vector<int>& varNumMapping)
+{
+ for (InequalityList::iterator ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+ for (std::list<InequalityTerm>::iterator termIter=ineqIter->lhs.begin(); termIter!=ineqIter->lhs.end(); termIter++) {
+ int inputVarNum=termIter->variableNum;
+ //("%d ",inputVarNum);
+ int outputVarNum=varNumMapping[inputVarNum];
+ assert(outputVarNum!=-1);
+ termIter->variableNum=outputVarNum;
+ }
+ }
+}
+
+void VerifyValidHmmBuildType (Cm2Hmm_HmmBuildType hmmType)
+{
+ switch (hmmType) {
+ case HmmBuildType_Original:
+ case HmmBuildType_separateMPandMLMR:
+ case HmmBuildType_separateMPMLMRD:
+ // okay
+ break;
+ default:
+ throw SimpleStringException("The given HMM build type (%d) doesn't appear to be valid",(int)hmmType);
+ }
+}
diff --git a/rigfilters/cm2hmm-1.0/Cm2HMM.h b/rigfilters/cm2hmm-1.0/Cm2HMM.h
new file mode 100644
index 0000000..5854f59
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HMM.h
@@ -0,0 +1,240 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+struct SolveScoresPath {
+ CovarianceModel::Node cmFirstNode,cmEndingNode;
+};
+typedef std::list<SolveScoresPath> SolveScoresPathList;
+
+// collects the info we use as we build an HMM model
+struct HmmAndBuildInfo {
+ InfernalHmm hmm;
+ Cm2HmmStateVector cm2HmmState;
+ Hmm2CmStateVector hmm2CmStateVector;
+ CovarianceModel::State leftToRightPassthruState; // the old end of the CM block, which is now in the middle of the HMM
+
+ SolveScoresPathList solveScoresPathList; // remember this info so we can solve scores easily at the end
+};
+
+typedef VectorByCmState<std::vector<int> > TransitionToVariableNumVector; // first dim is HMM state, then transition #, and we get the variable number for the Linear Program. If variable number is -1, then we don't use LP to find it (and just set it 0)
+struct EmissionInfo {
+ InfernalHmm::State state;
+ int nuc;
+};
+struct TransitionOrEmissionInfo {
+ bool isEmission; // else is transition
+ bool isUsed; // sanity check
+
+ InfernalHmm::EdgeInfo edgeInfo;
+ EmissionInfo emissionInfo;
+};
+typedef std::vector<TransitionOrEmissionInfo> TransitionOrEmissionInfoVector;
+
+extern void GetGlobalVarsFromInfernalHmm (std::vector<double>& globalVars,const InfernalHmm& infernalHmm,const TransitionOrEmissionInfoVector& transitionOrEmissionInfoVector);
+extern void SetGlobalVarsIntoInfernalHmm (InfernalHmm& infernalHmm,const std::vector<double>& globalVars,const TransitionOrEmissionInfoVector& transitionOrEmissionInfoVector);
+
+struct ScoreVariablesInfo {
+ TransitionToVariableNumVector transitionToVariableNumVector,emissionToVariableNumVector;
+ TransitionOrEmissionInfoVector globalVariableToTransitionOrEmissionVector;
+ int numVariables;
+
+};
+struct InequalityTerm {
+ // no need for coefficient, since they're all +1.
+ int variableNum;
+ bool operator < (const InequalityTerm& t) const {
+ return variableNum<t.variableNum;
+ }
+ bool operator == (const InequalityTerm& t) const {
+ return variableNum==t.variableNum;
+ }
+ bool operator != (const InequalityTerm& t) const {
+ return variableNum!=t.variableNum;
+ }
+};
+enum InequalityType {
+ IneqType_GE,IneqType_Less
+};
+struct InequalityBase {
+ // all inequalities are lhs >= rhs
+ std::list<InequalityTerm> lhs;
+ float rhs;
+
+ // this code is used by the old implementation of the inf-len forward alg; now I evaluate it fully symbolically
+ CovarianceModel::State pathStartState,pathEndState;
+ float sumOfConstantsInHmm; // for convenience if we're tracing paths in the HMM. The inequalities themselves mention any variables in the path, but some transitions don't have associated variables, so this field stores the sum of these constants (and remember that the constants represent logs)
+ InfernalHmm::StateList hmmInsertStatesInPath; // again, for convenience of adding scores in paths; in this case, we technically have to consider unbounded-length paths thru insert states
+
+ // # of nucs of each type emitted on this path
+ // since insert states don't emit on the path, they're not reflected here
+ int nucEmitCount[MAXABET];
+
+ // 'weight' is used by a defunct method to optimize HMMs ("EMish"), which is not as good as the inf-len forward alg
+ double weight; // 'weight' is the weight of this inequality's slack variable in the objective function. weight==1.0 if we're not weighting the inequalities
+
+ InequalityType inequalityType; // for non-standard inequalities
+
+ // convenience functions
+ bool ContainsLocalVar (int localVar) const {
+ InequalityTerm term;
+ term.variableNum=localVar;
+ return std::find(lhs.begin(),lhs.end(),term)!=lhs.end();
+ }
+};
+struct Inequality : public InequalityBase {
+ Inequality (void) {
+ inequalityType=IneqType_GE; // what we normally use
+ }
+ ~Inequality () {
+ }
+ void operator = (const Inequality& t) {
+ InequalityBase::operator =(t);
+ }
+ Inequality (const Inequality&t) {
+ *this=t;
+ }
+};
+typedef std::list<Inequality> InequalityList;
+typedef std::list<InequalityList> InequalityListList;
+
+struct InequalitiesAndLocalVariables {
+ std::vector<int> globalToLocalVariables;
+ std::vector<int> localToGlobalVariables;
+ int numLocalVariables;
+ InequalityList inequalityList;
+};
+typedef VectorByCmNode<InequalitiesAndLocalVariables> InequalitiesAndLocalVariablesByCmNode;
+
+struct ExtraCm2HmmInfo {
+ // outputs of Cm2Hmm
+ InequalitiesAndLocalVariablesByCmNode inequalitiesAndLocalVariables;
+ ScoreVariablesInfo scoreVariablesInfo;
+
+ // inputs
+ bool actuallySolveScores; // set this to false to save time when we only want the inequalities, not the actual solutions
+
+ ExtraCm2HmmInfo (void) {
+ actuallySolveScores=true;
+ }
+};
+
+extern void AddInequalitiesInTermsOfGlobalVars(InequalityList& inequalityList,const ExtraCm2HmmInfo& extraCm2HmmInfo,const CovarianceModel::Node cmNode);
+extern void AddCrossProductOfInequalityLists(InequalityList& inequalityList,InequalityListList& inequalityListList);
+extern void ConvertInequalityListVarNums (InequalityList& inequalityList,const std::vector<int>& varNumMapping);
+
+extern void GetGlobalVariableNumsForNode (std::list<int>& globalVarNums,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo);
+extern void GetLocalVariablesValueForNode(std::vector<float>& localVariablesToValue,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo);
+extern void SetLocalVariablesValueForNode(std::vector<float>& localVariablesToValue,const CovarianceModel& cm,InfernalHmm& infernalHmm,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo);
+
+
+class TemporarilyModifyInequality {
+protected:
+ Inequality& inequalitySoFar;
+ int numVariablesAdded;
+ float startingScore;
+ double startingWeight;
+ float starting_sumOfConstantsInHmm;
+ size_t starting_hmmInsertStatesInPath_size;
+ int startingNucEmitCount[MAXABET];
+public:
+ TemporarilyModifyInequality (Inequality& _inequalitySoFar);
+ ~TemporarilyModifyInequality ();
+
+ void AddScore (float addToScore);
+ void AddVariable (int globalVariableNum,std::vector<int>& globalToLocalVariables,int& numlocalVariables);
+ void MultiplyWeight (double mult);
+ void PushInsertState (InfernalHmm::State insertState);
+};
+
+struct WeightedInequalitiesInfo {
+ const TransitionCounter *transitionCounter;
+ double pseudocount; // should be 1, but maybe 0.5 makes sense. Setting this to 0 is very dangerous, since then you can get divide by 0 for states that were never visited. While in the ensuing debugging, you might miss your bus, and be stranded at school forever. (Not really; it's only a 30-minute walk.)
+};
+
+// HMM committees (a series of HMMs to apply) are deprecated, since it doesn't help much when the HMMs are of the same type (i.e. all compact or all expanded) and are optimized with the inf-len forward alg. Anyway, the same functionality can be specified on the command line.
+class HmmCommittee {
+protected:
+ std::string description;
+ int recommendedCommitteeSize; // is computed by evaluate_everyone, otherwise just unknown (0)
+public:
+ int GetRecommendedCommitteeSize (void) const; // will 'Die' if unknown
+
+ typedef std::list<InfernalHmm> HmmList;
+ HmmList hmmList;
+
+ HmmCommittee (void);
+ ~HmmCommittee ();
+
+ bool /*success*/ LoadInBinary (const char *fileName,int effectiveCommitteeSize);
+ bool SaveInBinary (const char *fileName,const char *additionalDescription);
+
+ void DumpMemberBuildInfo (FILE *out);
+
+ // information stored on a linear program, so when we want to solve it again, we can generate a new solution. For now, I'm just planning on finding all solutions at once, and then picking from them. Another simplification, is that I assume the only distinction between solutions is which constraints they satisfy perfectly (i.e. which slack variables are 0). In practice, there seem to be multiple solutions in this sense, but clearly you should be able to generate intermediates.
+ struct LinearProgramStoredInfo {
+
+ unsigned int numTimesGeneratedSolution; // our pattern is to first go thru all solutions, and then to pick randomly
+ std::vector<std::vector<float> > localVariablesToValuePerSolution; // first dimension is solution #, 2nd is the local variables' values in that solution
+ std::vector<float> avgInflationPerSolution;
+
+ /*
+ std::vector<double> sumOfSlack; // each constraint has a slack variable. This is the sum of the slack variables in the optimal solutions generated so far
+ _Bvector slackHasBeenZero; // each constraint may have been solved perfectly in one of the solutions, if so slack has zero is set to true
+
+ double optimalValueOfObjectiveFunc; // when we come up with alternate solutions, we want them to all be just as optimal, i.e. have the same objective func value
+
+ bool isFirstSolutionFound;
+ LinearProgramStoredInfo (void) {
+ isFirstSolutionFound=false;
+ }
+ */
+ };
+ // allows me to add ideas later. Usually passed around as a pointer, where NULL implies no need to do anything about committee. Stores input parameters, and work-in-progress
+ struct CommitteeBuildInfo {
+ VectorByCmNode<LinearProgramStoredInfo> cmStartNodeToLinearProgramInfo;
+ int currCommitteeMemberNum; // first is 0, then 1, ...
+ };
+};
+
+extern void Cm2Hmm (InfernalHmm& hmm,Cm2Hmm_HmmBuildType hmmBuildType,const CovarianceModel& sourceCM,const char *cmFileName,const std::string& programParams,bool forceCreate=false); // cmFileName just used for caching the translation to an HMM
+
+extern void Cm2Hmm (HmmCommittee& hmmCommittee,const CovarianceModel& sourceCM,const char *cmFileName,int committeeSize,int effectiveCommitteeSize);
+
+// slightly lower-level function
+void Cm2Hmm_WithWeighting_NoCaching (InfernalHmm& hmm,Cm2Hmm_HmmBuildType hmmBuildType,const CovarianceModel& sourceCM,const char *cmFileName,WeightedInequalitiesInfo *weightedInequalitiesInfo,ExtraCm2HmmInfo *extraCm2HmmInfo=NULL,const int nodesToSpanWhileSolvingScores=1);
diff --git a/rigfilters/cm2hmm-1.0/Cm2HmmMain.cpp b/rigfilters/cm2hmm-1.0/Cm2HmmMain.cpp
new file mode 100644
index 0000000..c4bec55
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HmmMain.cpp
@@ -0,0 +1,213 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+// Cm2HmmMain.cpp: the 'main' function for the cm2hmm command, intended to become a part of Infernal
+
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+void Cm2Hmm_Create(char *cmFileName,const char *hmmFileName,Cm2Hmm_HmmBuildType hmmBuildType,HmmFileFormat hmmFileFormat,SolverWrapper *solverWrapper,const std::string& programParams)
+{
+ // do one node at a time, as described in paper (doing more doesn't appear to help anyway)
+ int numAdjacentNodesToMerge=1;
+ int numNodesAtATime=1;
+ // generous # of iterations
+ int numIters=100000;
+ // can't do local alignments
+ bool doLocalAlignment=false;
+
+ printf("Using the following 0th-order Markov model:\n");
+ defaultTrainingMarkovModelStats->Dump(stdout);
+
+
+ // run the infinite-length forward alg to create the HMM
+ HmmOptimizer_NodeCombiner (cmFileName,doLocalAlignment,programParams,numAdjacentNodesToMerge,numNodesAtATime,numIters,hmmBuildType,solverWrapper,false,hmmFileName,hmmFileFormat);
+}
+
+void Cm2Hmm_Create(int a,int argc,char **argv,const std::string& programParams)
+{
+ bool okay;
+
+ // CM file name
+ AnotherParam (a,argc);
+ char *cmFileName=argv[a];
+ a++;
+
+ // HMM file name
+ AnotherParam(a,argc);
+ const char *hmmFileName=argv[a];
+ a++;
+
+ // markov model specification
+ okay=false;
+ AnotherParam (a,argc);
+ int a_markov=a;
+ const char *markovType=argv[a];
+ a++;
+ if (strcmp(markovType,"uniform")==0) {
+ SetNew_defaultTrainingMarkovModelStats(MarkovModelStats::NewUniformMarkov());
+ okay=true;
+ }
+ if (strcmp(markovType,"gc")==0) {
+ okay=true;
+ AnotherParam (a,argc);
+ double gcFrac=atof(argv[a]);
+ a++;
+ if (gcFrac<0 || gcFrac>1) {
+ throw SimpleStringException("G+C fraction used to specify 0th-order Markov model needs to be between 0 and 1, but isn't.");
+ }
+ double gFrac=gcFrac/2;
+ double aFrac=0.5-gFrac;
+ double nucProbs[4]={aFrac,gFrac,gFrac,aFrac};
+ SetNew_defaultTrainingMarkovModelStats(MarkovModelStats::NewMarkov0 (nucProbs));
+ }
+ if (strcmp(markovType,"file")==0) {
+ okay=true;
+ AnotherParam(a,argc);
+ const char *fileName=argv[a];
+ a++;
+ FILE *file=ThrowingFopen(fileName,"rt");
+ MarkovModelStats *mm=new MarkovModelStats(file);
+ fclose(file);
+ SetNew_defaultTrainingMarkovModelStats(mm);
+ }
+ if (!okay) {
+ throw SimpleStringException("Unrecognized specification of 0th-order Markov model: %s",argv[a_markov]);
+ }
+
+ // HMM type & output format
+ Cm2Hmm_HmmBuildType hmmBuildType;
+ HmmFileFormat hmmFileFormat;
+ okay=false;
+ AnotherParam (a,argc);
+ int a_hmm=a;
+ const char *hmmType=argv[a];
+ a++;
+ if (strcmp(hmmType,"compact")==0) {
+ okay=true;
+ hmmBuildType=HmmBuildType_Original;
+ hmmFileFormat=HmmFileFormat_Text;
+ }
+ if (strcmp(hmmType,"expanded")==0) {
+ okay=true;
+ hmmBuildType=HmmBuildType_separateMPandMLMR;
+ hmmFileFormat=HmmFileFormat_Text;
+ }
+ if (strcmp(hmmType,"compact-HMMER")==0) {
+ okay=true;
+ hmmBuildType=HmmBuildType_Original;
+ hmmFileFormat=HmmFileFormat_HMMER;
+ }
+ if (!okay) {
+ throw SimpleStringException("Unrecognized specification of HMM output type & format: %s",argv[a_hmm]);
+ }
+
+ // solver spec
+ SolverWrapper *solverWrapper=MakeSolverWrapper (a,argc,argv);
+
+ Cm2Hmm_Create(cmFileName,hmmFileName,hmmBuildType,hmmFileFormat,solverWrapper,programParams);
+}
+
+int try_main(int argc, char **argv)
+{
+#if defined(_DEBUG) && defined(_MSC_VER)
+ // enable MSVC++ debug heap
+ _CrtSetDbgFlag(_CRTDBG_ALLOC_MEM_DF|_CRTDBG_LEAK_CHECK_DF);
+ // _CRTDBG_CHECK_ALWAYS_DF|_CRTDBG_DELAY_FREE_MEM_DF
+#endif
+#ifdef WIN32
+ // for this process to allow me to work while it's running
+ // set it to low priority
+ SetPriorityClass(GetCurrentProcess(),BELOW_NORMAL_PRIORITY_CLASS); // only works on Win 2K/XP
+#endif
+
+ bool doHelp=false;
+
+ if (argc>=2) {
+ if (strcmp(argv[1],"--help")==0) {
+ doHelp=true;
+ }
+ }
+ if (argc<2 || doHelp) {
+
+ fprintf(stderr,"Make a profile HMM for rigorous filtering of a CM:\n");
+
+ fprintf(stderr,"cm2hmm <input CM file name> <output HMM file name> <0th-order Markov model specification> <HMM type & output format> <solver specification>\n");
+
+ fprintf(stderr,"\t<input CM file name> : file name of a CM in Infernal-0.55 format.\n");
+ fprintf(stderr,"\t<output HMM file name> : file name of HMM to create.\n");
+
+ fprintf(stderr,"\t<0th-order Markov model specification> : one of the following:\n");
+ fprintf(stderr,"\t\tuniform : use a uniform 0th-order model (all nucleotides have probability 0.25)\n");
+ fprintf(stderr,"\t\tgc <fraction> : the G+C content is <fraction>, a number from 0 to 1.\n");
+ fprintf(stderr,"\t\tfile <file name> : load it from a file (logic to create these files from an input sequence may or may not be implemented in distribution.\n");
+
+ fprintf(stderr,"\t<HMM type & output format> : one of the following: \n");
+ fprintf(stderr,"\t\tcompact : create a compact-type profile HMM in the default text format.\n");
+ fprintf(stderr,"\t\texpanded : create an expanded-type profile HMM in the default text format.\n");
+ //fprintf(stderr,"\t\tcompact-HMMER : create a compact-type profile HMM in HMMER format.\n");
+
+ fprintf(stderr,"\tsolver-specification : one option currently:\n");
+ fprintf(stderr,"\t\tcfsqp <B> <C> : use CFSQP. <B>=0, <C>=1 are reasonable parameters. Refer to the CFSQP manual for details.\n");
+ fprintf(stderr,"\n");
+
+ return 0;
+ }
+
+ std::string programParams=DumpProgramParams(argc,argv,true);
+
+
+ int a=1;
+ Cm2Hmm_Create(a,argc,argv,programParams);
+ return 0;
+}
+int main(int argc, char **argv)
+{
+ int result=1;
+ try {
+ result=try_main(argc,argv);
+ }
+ catch (const std::exception& e) {
+ printf("FATAL: %s\n",e.what());
+ }
+
+ delete defaultTrainingMarkovModelStats;
+
+ return result;
+}
diff --git a/rigfilters/cm2hmm-1.0/Cm2HmmOptimize.cpp b/rigfilters/cm2hmm-1.0/Cm2HmmOptimize.cpp
new file mode 100644
index 0000000..906dbc1
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HmmOptimize.cpp
@@ -0,0 +1,791 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "UseDebugNew.h"
+
+#include "cmzasha.h"
+
+#include "NoUnderflowDouble.h"
+
+template <class Real1,class Real2>
+void Vector_ConvertReals (std::vector<Real1>& v1,const std::vector<Real2>& v2)
+{
+ v1.resize(v2.size());
+ for (size_t i=0; i<v2.size(); i++) {
+ v1[i]=(Real1)v2[i];
+ }
+}
+
+void VectorFloatToDouble (std::vector<double>& varsDouble,const std::vector<float>& varsFloat)
+{
+ Vector_ConvertReals(varsDouble,varsFloat);
+ /*
+ varsDouble.resize(varsFloat.size());
+ for (size_t i=0; i<varsFloat.size(); i++) {
+ varsDouble[i]=varsFloat[i];
+ }
+ */
+}
+void VectorDoubleToFloat (std::vector<float>& varsFloat,const std::vector<double>& varsDouble)
+{
+ Vector_ConvertReals(varsFloat,varsDouble);
+ /*
+ varsFloat.resize(varsDouble.size());
+ for (size_t i=0; i<varsDouble.size(); i++) {
+ varsFloat[i]=(float)(varsDouble[i]);
+ }
+ */
+}
+template <class Real>
+void ExponentiateVariables_templ(std::vector<Real>& varsExp,const std::vector<Real>& vars)
+{
+ varsExp.resize(vars.size());
+ Real log_of_2=log((Real)(2));
+ for (size_t i=0; i<vars.size(); i++) {
+ varsExp[i]=exp(vars[i]*log_of_2);
+ }
+}
+void ExponentiateVariables(std::vector<double>& varsExp,const std::vector<double>& vars)
+{
+ return ExponentiateVariables_templ<double>(varsExp,vars);
+}
+void ExponentiateVariables(std::vector<NoUnderflowDouble>& varsExp,const std::vector<NoUnderflowDouble>& vars)
+{
+ return ExponentiateVariables_templ<NoUnderflowDouble>(varsExp,vars);
+}
+
+////////////////////////
+// ObjectiveFunc
+
+ObjectiveFunc::~ObjectiveFunc ()
+{
+}
+double ObjectiveFunc::EvalActualObjectiveFuncLog2 (const std::vector<double>& problemVars)
+{
+ double fx;
+ std::vector<double> gradient;
+ vector2d<double> hessian;
+ Eval(fx,gradient,hessian,problemVars,false);
+ return fx/log(2.0);
+}
+double ObjectiveFunc::EvalValueOnly (const std::vector<double>& problemVars)
+{
+ double fx;
+ std::vector<double> gradient;
+ vector2d<double> hessian;
+ Eval(fx,gradient,hessian,problemVars,false,false);
+ return fx;
+}
+
+////////////////////////
+// LnObjectiveFuncAdaptor
+
+LnObjectiveFuncAdaptor::LnObjectiveFuncAdaptor (ObjectiveFunc *adaptee_)
+{
+ adaptee=adaptee_;
+}
+LnObjectiveFuncAdaptor::~LnObjectiveFuncAdaptor ()
+{
+ delete adaptee;
+}
+void LnObjectiveFuncAdaptor::Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ double fX;
+ adaptee->Eval(fX,gradient,hessian,problemVars,calculateHessian,calculateGradient);
+
+ f=log(fX);
+
+ if (calculateHessian) {
+ // do hessian first, before we clobber gradient
+ // d ((df(X)/dx_i)/f(X) / dx_j [formula from gradient, now differentiating wrt x_j]
+ // = (d(df(X)/dx_i)/dx_j)/f(X) + -(df(X)/dx_i)*(df(X)/dx_j)/(f(X)^2)
+ // so hessian = hessian(f(X))/f(X) - gradient(f(X))*gradient(f(X))' /f(X)^2
+ for (int i=0; i<(int)gradient.size(); i++) {
+ for (int j=0; j<(int)gradient.size(); j++) {
+ hessian[i][j] /= fX;
+ hessian[i][j] -= gradient[i]*gradient[j]/(fX*fX);
+ }
+ }
+ }
+
+ // f(X) = objective function
+ // dln(f(X))/dx_i
+ // = dln(f(x))/df(x) * df(X)/dx_i = (df(X)/dx_i) / f(X)
+ // so gradient = gradient(f(X))/f(X)
+ for (size_t i=0; i<gradient.size(); i++) {
+ gradient[i] /= fX;
+ }
+}
+int LnObjectiveFuncAdaptor::GetNumProblemVars (void)
+{
+ return adaptee->GetNumProblemVars();
+}
+void LnObjectiveFuncAdaptor::LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars)
+{
+ return adaptee->LocalToProblemVars(problemVars,localVars);
+}
+void LnObjectiveFuncAdaptor::ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars)
+{
+ return adaptee->ProblemToLocalVars (localVars,problemVars);
+}
+const InequalityList& LnObjectiveFuncAdaptor::GetInequalityList (void)
+{
+ return adaptee->GetInequalityList();
+}
+
+////////////////////////
+// ProblemDefinition
+
+ProblemDefinition::~ProblemDefinition ()
+{
+}
+
+ProblemDefinitionInstantiator::~ProblemDefinitionInstantiator ()
+{
+}
+
+///////////////////////
+// SolverWrapper
+
+SolverWrapper::SolverWrapper (void)
+{
+}
+SolverWrapper::~SolverWrapper ()
+{
+}
+
+SolverWrapper::MessageReceiver::~MessageReceiver ()
+{
+}
+void SolverWrapper::MessageReceiver::EvaluatedObjectiveFunc (double functionValue,const std::vector<double>& problemVars)
+{
+}
+
+SolverWrapper *MakeSolverWrapper (int& a,const int argc,char **argv)
+{
+ AnotherParam(a,argc);
+ const char *method=argv[a];
+ a++;
+ if (strcmp(method,"OptNIPS")==0) {
+ /*
+ printf("WARNING: OptNIPS can be very slow compared to CFSQP, I believe since it has to manipulate the hessian matrix, and since the code has to find the O(n^2) double derivatives for the hessian.\n");
+ return NewSolverWrapper_OptNIPS();
+ */
+ printf("ERROR: Depracating OptNIPS - this solver is not availabe!\n");
+ }
+ if (strcmp(method,"cfsqp")==0) {
+ AnotherParam(a,argc);
+ int B=atoi(argv[a]);
+ a++;
+ AnotherParam(a,argc);
+ int C=atoi(argv[a]);
+ a++;
+ return NewSolverWrapper_cfsqp(B,C);
+ }
+ throw SimpleStringException("unknown solver: \"%s\"",method);
+}
+
+
+//////////////////////////
+// SymbolicProbVariableMath
+
+SymbolicProbVariableMath::SymbolicProbVariableMath (const std::vector<int>& problemToGlobalVars_,const std::vector<int>& globalToProblemVars,Expression expression)
+{
+ problemToGlobalVars=problemToGlobalVars_;
+ SetRootExpression(expression);
+}
+SymbolicProbVariableMath::SymbolicProbVariableMath (const std::vector<int>& problemToGlobalVars_,const std::vector<int>& globalToProblemVars,const CovarianceModel& cm,const InfernalHmm& infernalHmm,const ScoreVariablesInfo& scoreVariablesInfo,bool applyLog2)
+{
+ problemToGlobalVars=problemToGlobalVars_;
+
+ HmmType1 scanningHmm;
+ scanningHmm.Init(infernalHmm);
+
+ Hmm symbolicHmm(globalToProblemVars,scanningHmm,infernalHmm,scoreVariablesInfo);
+ SymbolicProbVariableMath::Expression rootExpression=InfiniteLengthForwardAlg_Symbolic (symbolicHmm,*defaultTrainingMarkovModelStats);
+ if (applyLog2) {
+ rootExpression=Expression::Log2(rootExpression);
+ }
+
+ SetRootExpression(rootExpression);
+}
+SymbolicProbVariableMath::~SymbolicProbVariableMath ()
+{
+}
+void SymbolicProbVariableMath::CreateGlobalVars(std::vector<double>& globalVars,const std::vector<double>& problemVars)
+{
+ for (size_t i=0; i<problemVars.size(); i++) {
+ globalVars[problemToGlobalVars[i]]=problemVars[i];
+ }
+}
+int SymbolicProbVariableMath::GetNumProblemVars (void)
+{
+ return (int)(problemToGlobalVars.size());
+}
+
+SymbolicProbVariableMath::GenericObjectiveFunc::GenericObjectiveFunc (SymbolicProbVariableMath& master_)
+: master(master_)
+{
+}
+SymbolicProbVariableMath::GenericObjectiveFunc::GenericObjectiveFunc (SymbolicProbVariableMath& master_,const InequalityList& inequalityList_)
+: master(master_)
+, inequalityList(inequalityList_)
+{
+}
+SymbolicProbVariableMath::GenericObjectiveFunc::~GenericObjectiveFunc ()
+{
+}
+void SymbolicProbVariableMath::GenericObjectiveFunc::Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ //printf("problemVars: "); for (size_t i=0; i<problemVars.size(); i++) { printf("%d=%lg, ",i,problemVars[i]); } printf("\n");
+ master.Eval(GetNumProblemVars(),f,gradient,hessian,problemVars,calculateHessian,calculateGradient);
+ fprintf(stderr,"obj func = %.15lg\n",f);
+ //if (calculateGradient) { printf("gradient: "); for (size_t i=0; i<problemVars.size(); i++) { printf("d %d=%lg, ",i,gradient[i]); } printf("\n"); }
+}
+int SymbolicProbVariableMath::GenericObjectiveFunc::GetNumProblemVars (void)
+{
+ return master.GetNumProblemVars();
+}
+void SymbolicProbVariableMath::GenericObjectiveFunc::LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars)
+{
+ throw SimpleStringException("SymbolicProbVariableMath::GenericObjectiveFunc::LocalToProblemVars not implemented, %s:%d",__FILE__,__LINE__);
+}
+void SymbolicProbVariableMath::GenericObjectiveFunc::ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars)
+{
+ throw SimpleStringException("SymbolicProbVariableMath::GenericObjectiveFunc::ProblemToLocalVars not implemented, %s:%d",__FILE__,__LINE__);
+}
+const InequalityList& SymbolicProbVariableMath::GenericObjectiveFunc::GetInequalityList (void)
+{
+ return inequalityList;
+}
+
+SymbolicProbVariableMath::Hmm::Hmm (const std::vector<int>& globalToProblemVars_,const HmmType1& scanningHmm_,const InfernalHmm& infernalHmm_,const ScoreVariablesInfo& scoreVariablesInfo_)
+: globalToProblemVars(globalToProblemVars_)
+, scanningHmm(scanningHmm_)
+, infernalHmm(infernalHmm_)
+, scoreVariablesInfo(scoreVariablesInfo_)
+{
+}
+SymbolicProbVariableMath::Hmm::~Hmm ()
+{
+}
+int SymbolicProbVariableMath::Hmm::GetNumStates (void) const
+{
+ return scanningHmm.GetNumStates();
+}
+SymbolicProbVariableMath::Hmm::State SymbolicProbVariableMath::Hmm::GetFirstState (void) const
+{
+ return scanningHmm.GetFirstState();
+}
+SymbolicProbVariableMath::Hmm::State SymbolicProbVariableMath::Hmm::GetLastState (void) const
+{
+ return scanningHmm.GetLastState();
+}
+SymbolicProbVariableMath::Hmm::State SymbolicProbVariableMath::Hmm::GetActualLastState (void) const
+{
+ return scanningHmm.GetActualLastState();
+}
+SymbolicProbVariableMath::Hmm::State SymbolicProbVariableMath::Hmm::GetInvalidState (void)
+{
+ return HmmType1::GetInvalidState();
+}
+bool SymbolicProbVariableMath::Hmm::IsEmittingState (State state) const
+{
+ return scanningHmm.IsEmittingState(state);
+}
+int SymbolicProbVariableMath::Hmm::GetNumChildren (State state) const
+{
+ return scanningHmm.GetNumChildren(state);
+}
+SymbolicProbVariableMath::Hmm::State SymbolicProbVariableMath::Hmm::GetNthChildState (State state,int childNum) const
+{
+ return scanningHmm.GetNthChildState(state,childNum);
+}
+SymbolicMath::Expression SymbolicProbVariableMath::Hmm::GetVarIfUsedElseConst (int globalVar,double constVal) const
+{
+ if (globalVar==-1) {
+ return Expression(constVal);
+ }
+ else {
+ int problemVarNum=globalToProblemVars[globalVar];
+ if (problemVarNum==-1) {
+ // no problem var -- so, just return a constant
+ return Expression(constVal);
+ }
+ else {
+ return Expression::ExpressionOfVarPow2(problemVarNum);
+ }
+ }
+}
+SymbolicMath::Expression SymbolicProbVariableMath::Hmm::GetNthChildTransitionProb (State state,int childNum) const
+{
+ const HmmType1::State toState=scanningHmm.GetNthChildState(state,childNum);
+ const int infernalChildNum=infernalHmm.GetChildNum_Slow(InfernalHmm::IntToState(toState),InfernalHmm::IntToState(state));
+ int globalVarNum=-1;
+ if (!scoreVariablesInfo.transitionToVariableNumVector[InfernalHmm::IntToState(toState)].empty()) {
+ globalVarNum=scoreVariablesInfo.transitionToVariableNumVector[InfernalHmm::IntToState(toState)][infernalChildNum];
+ }
+ return GetVarIfUsedElseConst(globalVarNum,scanningHmm.GetNthChildTransitionProb(state,childNum));
+}
+SymbolicMath::Expression SymbolicProbVariableMath::Hmm::GetSingletEmissionProb (State state,int nuc) const
+{
+ int globalVarNum=-1;
+ if (!scoreVariablesInfo.emissionToVariableNumVector[InfernalHmm::IntToState(state)].empty()) {
+ globalVarNum=scoreVariablesInfo.emissionToVariableNumVector[InfernalHmm::IntToState(state)][nuc];
+ }
+ return GetVarIfUsedElseConst(globalVarNum,scanningHmm.GetSingletEmissionProb(state,nuc));
+}
+
+////////////////////
+// GenericSymbolicObjectiveFunc
+
+GenericSymbolicObjectiveFunc::GenericSymbolicObjectiveFunc (SymbolicMath& master_,const InequalityList& inequalityList_,int numProblemVars_)
+: master(master_)
+, inequalityList(inequalityList_)
+, numProblemVars(numProblemVars_)
+{
+}
+GenericSymbolicObjectiveFunc::~GenericSymbolicObjectiveFunc ()
+{
+}
+void GenericSymbolicObjectiveFunc::Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ master.Eval(numProblemVars,f,gradient,hessian,problemVars,calculateHessian,calculateGradient);
+}
+int GenericSymbolicObjectiveFunc::GetNumProblemVars (void)
+{
+ return numProblemVars;
+}
+void GenericSymbolicObjectiveFunc::LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars)
+{
+ throw SimpleStringException("Not implemented %s:%d",__FILE__,__LINE__);
+}
+void GenericSymbolicObjectiveFunc::ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars)
+{
+ throw SimpleStringException("Not implemented %s:%d",__FILE__,__LINE__);
+}
+const InequalityList& GenericSymbolicObjectiveFunc::GetInequalityList (void)
+{
+ return inequalityList;
+}
+
+
+////////////////////
+// SymbolicObjective_OneNode_ForwardAlg
+SymbolicObjective_OneNode_ForwardAlg::SymbolicObjective_OneNode_ForwardAlg (const InfernalHmm& sourceHmm,const CovarianceModel& cm,int windowLen,const CovarianceModel::Node cmNode_,const ExtraCm2HmmInfo& extraCm2HmmInfo_,const char *fastaFileToSearch,int _numLocalVariables)
+: extraCm2HmmInfo(extraCm2HmmInfo_)
+{
+ cmNode=cmNode_;
+
+ symbolic=new SymbolicProbVariableMath (extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].localToGlobalVariables,extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].globalToLocalVariables,cm,sourceHmm,extraCm2HmmInfo.scoreVariablesInfo);
+}
+SymbolicObjective_OneNode_ForwardAlg::~SymbolicObjective_OneNode_ForwardAlg ()
+{
+ delete symbolic;
+}
+ObjectiveFunc *SymbolicObjective_OneNode_ForwardAlg::NewObjectiveFunc (void)
+{
+ return new LnObjectiveFuncAdaptor(new ObjectiveFunc(*this,*symbolic,extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].numLocalVariables,extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].inequalityList));
+}
+
+SymbolicObjective_OneNode_ForwardAlg::ObjectiveFunc::ObjectiveFunc (SymbolicObjective_OneNode_ForwardAlg& _master,SymbolicProbVariableMath& symbolic_,int numLocalVariables_,const InequalityList& inequalityList_)
+: master(_master)
+, symbolic(symbolic_)
+, inequalityList(inequalityList_)
+{
+ numLocalVariables=numLocalVariables_;
+}
+void SymbolicObjective_OneNode_ForwardAlg::ObjectiveFunc::Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ symbolic.Eval(numLocalVariables,f,gradient,hessian,problemVars,calculateHessian);
+}
+int SymbolicObjective_OneNode_ForwardAlg::ObjectiveFunc::GetNumProblemVars (void)
+{
+ return numLocalVariables;
+}
+void SymbolicObjective_OneNode_ForwardAlg::ObjectiveFunc::LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars)
+{
+ VectorFloatToDouble(problemVars,localVars);
+}
+void SymbolicObjective_OneNode_ForwardAlg::ObjectiveFunc::ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars)
+{
+ VectorDoubleToFloat(localVars,problemVars);
+}
+const InequalityList& SymbolicObjective_OneNode_ForwardAlg::ObjectiveFunc::GetInequalityList (void)
+{
+ return inequalityList;
+}
+
+SymbolicObjective_OneNode_ForwardAlg::ProblemDefinitionInstantiator::ProblemDefinitionInstantiator (void)
+{
+}
+SymbolicObjective_OneNode_ForwardAlg::ProblemDefinitionInstantiator::~ProblemDefinitionInstantiator ()
+{
+}
+ProblemDefinition *SymbolicObjective_OneNode_ForwardAlg::ProblemDefinitionInstantiator::NewProblemDefinition (const InfernalHmm& sourceHmm,const CovarianceModel& cm,int windowLen,CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo,char *fastaFileToSearch,int numLocalVariables,const std::vector<float>& localVars)
+{
+ return new SymbolicObjective_OneNode_ForwardAlg(sourceHmm,cm,windowLen,cmNode,extraCm2HmmInfo,fastaFileToSearch,numLocalVariables);
+}
+
+
+/////////////////////////
+// GlobalForwardInfSymbolicObjectiveFunc
+
+GlobalForwardInfSymbolicObjectiveFunc::GlobalForwardInfSymbolicObjectiveFunc (const InfernalHmm& sourceHmm,const CovarianceModel& cm,const ExtraCm2HmmInfo& extraCm2HmmInfo,int numAdjacentNodesToMerge)
+{
+ numGlobalVars=extraCm2HmmInfo.scoreVariablesInfo.numVariables;
+
+ std::vector<int> identityMap;
+ identityMap.resize(numGlobalVars);
+ for (int i=0; i<numGlobalVars; i++) {
+ identityMap[i]=i;
+ }
+ symbolic=new SymbolicProbVariableMath (identityMap,identityMap,cm,sourceHmm,extraCm2HmmInfo.scoreVariablesInfo);
+
+ inequalityList.clear();
+ for (CovarianceModel::Node cmNode=cm.GetFirstNode(); cmNode!=cm.GetLastNode(); ) {
+ InequalityListList inequalityListList;
+
+ int numNodesIncluded=0;
+ while (cmNode!=cm.GetLastNode() && numNodesIncluded<numAdjacentNodesToMerge) {
+ InequalityList dummy;
+ inequalityListList.push_back(dummy);
+ AddInequalitiesInTermsOfGlobalVars(inequalityListList.back(),extraCm2HmmInfo,cmNode);
+
+ cmNode++;
+ numNodesIncluded++;
+ }
+
+ AddCrossProductOfInequalityLists(inequalityList,inequalityListList);
+ }
+}
+GlobalForwardInfSymbolicObjectiveFunc::~GlobalForwardInfSymbolicObjectiveFunc ()
+{
+ delete symbolic;
+}
+void GlobalForwardInfSymbolicObjectiveFunc::Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ symbolic->Eval(numGlobalVars,f,gradient,hessian,problemVars,calculateHessian);
+}
+int GlobalForwardInfSymbolicObjectiveFunc::GetNumProblemVars (void)
+{
+ return numGlobalVars;
+}
+void GlobalForwardInfSymbolicObjectiveFunc::LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars)
+{
+ Die("GlobalForwardInfSymbolicObjectiveFunc::LocalToProblemVars is meaningless");
+}
+void GlobalForwardInfSymbolicObjectiveFunc::ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars)
+{
+ Die("GlobalForwardInfSymbolicObjectiveFunc::LocalToProblemVars is meaningless");
+}
+const InequalityList& GlobalForwardInfSymbolicObjectiveFunc::GetInequalityList (void)
+{
+ return inequalityList;
+}
+
+//////////////////////////////
+// NodeCombinerForwardInfSymbolicObjectiveFunc
+
+NodeCombinerForwardInfSymbolicObjectiveFunc::NodeCombinerForwardInfSymbolicObjectiveFunc (InfernalHmm& sourceHmm,const CovarianceModel& cm,const ExtraCm2HmmInfo& extraCm2HmmInfo,int numAdjacentNodesToMerge,int maxNodesAtATime,const CovarianceModel::Node cmStartNode,bool applyLog2)
+{
+ numGlobalVars=extraCm2HmmInfo.scoreVariablesInfo.numVariables;
+
+ globalToProblemVars.assign(numGlobalVars,-1);
+
+ inequalityList.clear();
+ for (CovarianceModel::Node cmNode=cmStartNode; cmNode<cm.GetLastNode() && cmNode<cmStartNode.PlusInt(maxNodesAtATime); ) {
+ InequalityListList inequalityListList;
+
+ int numNodesIncluded=0;
+ while (cmNode!=cm.GetLastNode() && numNodesIncluded<numAdjacentNodesToMerge) {
+ InequalityList dummy;
+ inequalityListList.push_back(dummy);
+ AddInequalitiesInTermsOfGlobalVars(inequalityListList.back(),extraCm2HmmInfo,cmNode);
+
+ std::list<int> globalVarNums;
+ if (extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].numLocalVariables>0) {
+ GetGlobalVariableNumsForNode (globalVarNums,cm,sourceHmm,cmNode,extraCm2HmmInfo);
+ }
+ for (std::list<int>::iterator i=globalVarNums.begin(); i!=globalVarNums.end(); i++) {
+ //printf("%d\n",*i);
+ globalToProblemVars[*i]=0;
+ }
+
+ cmNode++;
+ numNodesIncluded++;
+ }
+
+ AddCrossProductOfInequalityLists(inequalityList,inequalityListList);
+ }
+
+ numProblemVars=0;
+ for (int var=0; var<numGlobalVars; var++) {
+ if (globalToProblemVars[var]!=-1) {
+ globalToProblemVars[var]=numProblemVars;
+ numProblemVars++;
+ }
+ }
+ problemToGlobalVars.resize(numProblemVars);
+ for (int var=0; var<numGlobalVars; var++) {
+ if (globalToProblemVars[var]!=-1) {
+ problemToGlobalVars[globalToProblemVars[var]]=var;
+ }
+ }
+
+ ConvertInequalityListVarNums (inequalityList,globalToProblemVars);
+
+ symbolic=new SymbolicProbVariableMath (problemToGlobalVars,globalToProblemVars,cm,sourceHmm,extraCm2HmmInfo.scoreVariablesInfo,applyLog2);
+}
+NodeCombinerForwardInfSymbolicObjectiveFunc::~NodeCombinerForwardInfSymbolicObjectiveFunc ()
+{
+ delete symbolic;
+}
+void NodeCombinerForwardInfSymbolicObjectiveFunc::Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ symbolic->Eval(numProblemVars,f,gradient,hessian,problemVars,calculateHessian);
+}
+int NodeCombinerForwardInfSymbolicObjectiveFunc::GetNumProblemVars (void)
+{
+ return numProblemVars;
+}
+void NodeCombinerForwardInfSymbolicObjectiveFunc::LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars)
+{
+ Die("NodeCombinerForwardInfSymbolicObjectiveFunc::LocalToProblemVars is meaningless");
+}
+void NodeCombinerForwardInfSymbolicObjectiveFunc::ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars)
+{
+ Die("NodeCombinerForwardInfSymbolicObjectiveFunc::ProblemToLocalVars is meaningless");
+}
+const InequalityList& NodeCombinerForwardInfSymbolicObjectiveFunc::GetInequalityList (void)
+{
+ return inequalityList;
+}
+void NodeCombinerForwardInfSymbolicObjectiveFunc::GlobalToProblemVars (std::vector<double>& problemVars,const std::vector<double>& globalVars)
+{
+ problemVars.resize(numProblemVars);
+ assert(numGlobalVars==(int)(globalVars.size()));
+ for (size_t i=0; i<globalVars.size(); i++) {
+ if (globalToProblemVars[i]!=-1) {
+ problemVars[globalToProblemVars[i]]=globalVars[i];
+ }
+ }
+}
+void NodeCombinerForwardInfSymbolicObjectiveFunc::UpdateGlobalVarsFromProblemVars (std::vector<double>& globalVars,const std::vector<double>& problemVars)
+{
+ assert(numProblemVars==(int)(problemVars.size()));
+ assert(numGlobalVars==(int)(globalVars.size()));
+
+ for (size_t i=0; i<globalVars.size(); i++) {
+ if (globalToProblemVars[i]!=-1) {
+ globalVars[i]=problemVars[globalToProblemVars[i]];
+ }
+ }
+}
+
+
+float ComputeLhs (const std::vector<float>& localVariablesToValue,const Inequality& ineq)
+{
+ float lhs=0;
+ for (std::list<InequalityTerm>::const_iterator termIter=ineq.lhs.begin(); termIter!=ineq.lhs.end(); termIter++) {
+ int localVar=termIter->variableNum;
+ lhs += localVariablesToValue[localVar];
+ }
+ return lhs;
+}
+
+void DumpHmmInflationsPerInequality (char *cmFileName,const std::string& programParams,bool doLocalAlignment)
+{
+ CovarianceModel cm;
+ cm.Load(cmFileName,doLocalAlignment);
+
+ InfernalHmm infernalHmm;
+ Cm2Hmm (infernalHmm,HmmBuildType_Original,cm,cmFileName,programParams);
+
+ // get inequalities
+ ExtraCm2HmmInfo extraCm2HmmInfo;
+ extraCm2HmmInfo.actuallySolveScores=false;
+ InfernalHmm dummyInfernalHmm;
+ Cm2Hmm_WithWeighting_NoCaching (dummyInfernalHmm,HmmBuildType_Original,cm,cmFileName,NULL,&extraCm2HmmInfo);
+
+ float minInflation=+FLT_MAX;
+
+ for (CovarianceModel::Node cmNode=cm.GetFirstNode(); cmNode!=cm.GetLastNode(); cmNode++) {
+
+ if (extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].numLocalVariables>0) {
+
+ // get scores' curr values
+ std::vector<float> localVariablesToValue;
+ GetLocalVariablesValueForNode(localVariablesToValue,cm,infernalHmm,cmNode,extraCm2HmmInfo);
+
+ const InequalityList& inequalityList=extraCm2HmmInfo.inequalitiesAndLocalVariables[cmNode].inequalityList;
+ InequalityList::const_iterator ineqIter;
+ for (ineqIter=inequalityList.begin(); ineqIter!=inequalityList.end(); ineqIter++) {
+
+ float lhs=ComputeLhs(localVariablesToValue,*ineqIter);
+ float thisInflation=lhs - ineqIter->rhs;
+ minInflation=std::min(minInflation,thisInflation);
+
+ printf("node #%d,ineq,%f\n",CovarianceModel::NodeToInt(cmNode),thisInflation);
+ }
+ }
+ }
+
+ printf("\n\nlowest inflation = %f (there's a problem if this is much below -1e-6)\n",minInflation);
+}
+
+void MakeCmHmmForOptimization (CovarianceModel& cm,InfernalHmm& infernalHmm,ExtraCm2HmmInfo& extraCm2HmmInfo,char *cmFileName,bool doLocalAlignment,const std::string& programParams,Cm2Hmm_HmmBuildType hmmType)
+{
+ cm.Load(cmFileName,doLocalAlignment);
+
+ Cm2Hmm (infernalHmm,hmmType,cm,cmFileName,programParams);
+ infernalHmm.BuildNonSavedInfoIfNecessary();
+ infernalHmm.AddBuildDescription(programParams);
+ infernalHmm.SetHmmBuildType(hmmType);
+
+ // get inequalities
+ extraCm2HmmInfo.actuallySolveScores=false;
+ InfernalHmm dummyInfernalHmm;
+ Cm2Hmm_WithWeighting_NoCaching (dummyInfernalHmm,hmmType,cm,cmFileName,NULL,&extraCm2HmmInfo);
+}
+
+void GlobalHmmOptimizer (char *cmFileName,bool doLocalAlignment,const std::string& programParams,int numAdjacentNodesToMerge)
+{
+ CovarianceModel cm;
+ InfernalHmm infernalHmm;
+ ExtraCm2HmmInfo extraCm2HmmInfo;
+ MakeCmHmmForOptimization (cm,infernalHmm,extraCm2HmmInfo,cmFileName,doLocalAlignment,programParams);
+
+ int B=0;
+ int C=1;
+ SolverWrapper *solverWrapper=NewSolverWrapper_cfsqp (B,C);
+
+ std::vector<double> globalVars;
+ GetGlobalVarsFromInfernalHmm (globalVars,infernalHmm,extraCm2HmmInfo.scoreVariablesInfo.globalVariableToTransitionOrEmissionVector);
+
+ printf("merging %d adjacent nodes\n",numAdjacentNodesToMerge);
+ GlobalForwardInfSymbolicObjectiveFunc *globalObjectiveFunc=new GlobalForwardInfSymbolicObjectiveFunc(infernalHmm,cm,extraCm2HmmInfo,numAdjacentNodesToMerge);
+ LnObjectiveFuncAdaptor lnObjectiveFunc(globalObjectiveFunc);
+ std::vector<double> gradient;
+ vector2d<double> hessian;
+ double currLogVal;
+ lnObjectiveFunc.Eval(currLogVal,gradient,hessian,globalVars,false,false);
+
+ printf("NOTE: this function won't actually save the optimized HMM, since global optimization doesn't seem to perform any better than node-at-a-time optimization; it doesn't run faster (at least not for reasonably-sized HMMs), and doesn't come up with a better HMM.\n");
+
+ printf("starting log val = %lg (log_2 = %lg)\n",currLogVal,currLogVal/log(2.0));
+
+ solverWrapper->Solve(&lnObjectiveFunc,globalVars,100.0);
+
+ delete solverWrapper;
+}
+
+void HmmOptimizer_NodeCombiner (char *cmFileName,bool doLocalAlignment,const std::string& programParams,int numAdjacentNodesToMerge,int maxNodesAtATime,int numIters,Cm2Hmm_HmmBuildType hmmType,SolverWrapper *solverWrapper,bool saveHmmsInProgress,const char *hmmSaveFileName,HmmFileFormat hmmFileFormat)
+{
+ CovarianceModel cm;
+ InfernalHmm infernalHmm;
+ ExtraCm2HmmInfo extraCm2HmmInfo;
+ MakeCmHmmForOptimization (cm,infernalHmm,extraCm2HmmInfo,cmFileName,doLocalAlignment,programParams,hmmType);
+
+ printf("Optimizing HMM using infinite-length forward algorithm\n");
+ printf("merging %d adjacent nodes, %d nodes at a time,\n",numAdjacentNodesToMerge,maxNodesAtATime);
+
+ CovarianceModel::Node cmStartNode=cm.GetFirstNode();
+ double lastScoreAtFirstNode=+DBL_MAX;
+ for (int iter=0; iter<numIters; iter++) {
+
+ std::vector<double> globalVars;
+ GetGlobalVarsFromInfernalHmm (globalVars,infernalHmm,extraCm2HmmInfo.scoreVariablesInfo.globalVariableToTransitionOrEmissionVector);
+
+ NodeCombinerForwardInfSymbolicObjectiveFunc *objectiveFunc=new NodeCombinerForwardInfSymbolicObjectiveFunc(infernalHmm,cm,extraCm2HmmInfo,numAdjacentNodesToMerge,maxNodesAtATime,cmStartNode,true);
+ //LnObjectiveFuncAdaptor lnObjectiveFunc(objectiveFunc);
+
+ if (objectiveFunc->GetNumProblemVars()==0) {
+
+ printf("iter #%d (start node=%d): skipping, since no vars\n",iter,InfernalHmm::NodeToInt(cmStartNode));
+ }
+ else {
+
+ std::vector<double> problemVars;
+ objectiveFunc->GlobalToProblemVars(problemVars,globalVars);
+
+ std::vector<double> gradient;
+ vector2d<double> hessian;
+ double currLogVal;
+ objectiveFunc->Eval(currLogVal,gradient,hessian,problemVars,false,false);
+ currLogVal *= log(2.0);
+
+ printf("iter #%d (start node=%d, # vars=%d): starting log val = %lg (log_2 = %lg)\n",iter,InfernalHmm::NodeToInt(cmStartNode),objectiveFunc->GetNumProblemVars(),currLogVal,currLogVal/log(2.0));
+
+ if (cmStartNode==cm.GetFirstNode()) {
+ if (lastScoreAtFirstNode!=+DBL_MAX) {
+ printf("At first node. Prev score @ first node = %f . Curr score = %f .\n",lastScoreAtFirstNode,currLogVal);
+ }
+ if (fabs(lastScoreAtFirstNode-currLogVal)<1e-5) {
+ printf("We haven't made enough improvement since last run thru the nodes. Stopping.\n");
+ break;
+ }
+ lastScoreAtFirstNode=currLogVal;
+
+ // seems a good time to clear any unused stuff out of the cache
+ SymbolicMath::Expression::ClearConstCache();
+ }
+
+ problemVars=solverWrapper->Solve(objectiveFunc,problemVars,100.0);
+
+ objectiveFunc->UpdateGlobalVarsFromProblemVars(globalVars,problemVars);
+ SetGlobalVarsIntoInfernalHmm(infernalHmm,globalVars,extraCm2HmmInfo.scoreVariablesInfo.globalVariableToTransitionOrEmissionVector);
+ }
+
+ cmStartNode += maxNodesAtATime;
+ if (cmStartNode>=cm.GetLastNode()) {
+ cmStartNode=cm.GetFirstNode();
+ }
+
+ if (saveHmmsInProgress) {
+ infernalHmm.SaveInFormat(hmmSaveFileName,hmmFileFormat);
+ }
+
+ delete objectiveFunc;
+ }
+ infernalHmm.SaveInFormat(hmmSaveFileName,hmmFileFormat);
+
+ delete solverWrapper;
+}
diff --git a/rigfilters/cm2hmm-1.0/Cm2HmmOptimize.h b/rigfilters/cm2hmm-1.0/Cm2HmmOptimize.h
new file mode 100644
index 0000000..e2b3d6d
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HmmOptimize.h
@@ -0,0 +1,260 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+void VectorFloatToDouble (std::vector<double>& varsDouble,const std::vector<float>& varsFloat);
+void VectorDoubleToFloat (std::vector<float>& varsFloat,const std::vector<double>& varsDouble);
+void ExponentiateVariables(std::vector<double>& varsExp,const std::vector<double>& vars);
+
+// abstract class to represent an objective func, with gradient & hessian, so I can re-use code
+class ObjectiveFunc {
+public:
+ virtual double EvalActualObjectiveFuncLog2 (const std::vector<double>& problemVars);
+ // convenience
+ double EvalValueOnly (const std::vector<double>& problemVars);
+
+ virtual ~ObjectiveFunc ();
+ virtual void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian=true,bool calculateGradient=true) = 0;
+ virtual int GetNumProblemVars (void) = 0;
+ virtual void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars) = 0;
+ virtual void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars) = 0;
+ virtual const InequalityList& GetInequalityList (void) = 0;
+};
+
+// adapts an ObjectiveFunc object to return the log(obj-func)
+class LnObjectiveFuncAdaptor : public ObjectiveFunc {
+protected:
+ ObjectiveFunc *adaptee;
+public:
+ // adaptee is owned by this class & freed in destructor
+ LnObjectiveFuncAdaptor (ObjectiveFunc *adaptee_);
+ ~LnObjectiveFuncAdaptor ();
+
+ void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient);
+ int GetNumProblemVars (void);
+ void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars);
+ void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars);
+ const InequalityList& GetInequalityList (void);
+};
+
+// class to capture the objective function of a node by running an HMM forward alg on a "number" class that symbolically represents the vars. Currently, it's only set up to work with the infinite-length forward algorithm
+class SymbolicProbVariableMath : public SymbolicMath {
+ friend class Hmm;
+protected:
+ std::vector<int> problemToGlobalVars;
+ void CreateGlobalVars(std::vector<double>& globalVars,const std::vector<double>& problemVars);
+public:
+ SymbolicProbVariableMath (const std::vector<int>& problemToGlobalVars_,const std::vector<int>& globalToProblemVars,Expression expression); // for more general functionality
+ SymbolicProbVariableMath (const std::vector<int>& problemToGlobalVars_,const std::vector<int>& globalToProblemVars,const CovarianceModel& cm_,const InfernalHmm& infernalHmm_,const ScoreVariablesInfo& scoreVariablesInfo_,bool applyLog2=false);
+ ~SymbolicProbVariableMath ();
+
+ int GetNumProblemVars (void);
+
+ // a version of HMM that returns "numbers" of type Expression
+ class Hmm {
+ protected:
+ std::vector<int> globalToProblemVars; // vector mapping each global variable to a problem variable. If entry is -1, then that global variable is not used.
+ const HmmType1& scanningHmm;
+ const InfernalHmm& infernalHmm;
+ const ScoreVariablesInfo& scoreVariablesInfo;
+
+ SymbolicProbVariableMath::Expression GetVarIfUsedElseConst (int globalVar,double constVal) const;
+ public:
+ Hmm (const std::vector<int>& globalToProblemVars_,const HmmType1& scanningHmm_,const InfernalHmm& infernalHmm_,const ScoreVariablesInfo& scoreVariablesInfo_);
+ ~Hmm ();
+
+ typedef int State;
+ int GetNumStates (void) const;
+ State GetFirstState (void) const;
+ State GetLastState (void) const;
+ State GetActualLastState (void) const;
+ static State GetInvalidState (void);
+ bool IsEmittingState (State state) const;
+ int GetNumChildren (State state) const;
+ State GetNthChildState (State state,int childNum) const;
+ SymbolicProbVariableMath::Expression GetNthChildTransitionProb (State state,int childNum) const;
+ SymbolicProbVariableMath::Expression GetSingletEmissionProb (State state,int nuc) const;
+ };
+
+ class GenericObjectiveFunc : public ::ObjectiveFunc {
+ protected:
+ SymbolicProbVariableMath& master;
+ InequalityList inequalityList;
+ public:
+ GenericObjectiveFunc (SymbolicProbVariableMath& master_);
+ GenericObjectiveFunc (SymbolicProbVariableMath& master_,const InequalityList& inequalityList_);
+ ~GenericObjectiveFunc ();
+
+ void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient);
+ int GetNumProblemVars (void);
+ void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars); // function isn't implemented, since this class doesn't know about local vars
+ void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars);
+ const InequalityList& GetInequalityList (void);
+ };
+};
+
+class GenericSymbolicObjectiveFunc : public ::ObjectiveFunc {
+protected:
+ SymbolicMath& master;
+ InequalityList inequalityList;
+ int numProblemVars;
+public:
+ GenericSymbolicObjectiveFunc (SymbolicMath& master_,const InequalityList& inequalityList_,int numProblemVars_);
+ ~GenericSymbolicObjectiveFunc ();
+
+ void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient);
+ int GetNumProblemVars (void);
+ void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars); // function isn't implemented, since this class doesn't know about local vars
+ void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars);
+ const InequalityList& GetInequalityList (void);
+};
+
+class ProblemDefinition {
+public:
+ virtual ~ProblemDefinition ();
+ virtual ObjectiveFunc *NewObjectiveFunc (void) = 0;
+};
+class ProblemDefinitionInstantiator {
+public:
+ virtual ~ProblemDefinitionInstantiator ();
+ virtual ProblemDefinition *NewProblemDefinition (const InfernalHmm& sourceHmm,const CovarianceModel& cm,int windowLen,CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo,char *fastaFileToSearch,int numLocalVariables,const std::vector<float>& localVars) = 0;
+};
+
+// uses symbolic math to do objective function for a single node
+class SymbolicObjective_OneNode_ForwardAlg : public ProblemDefinition {
+protected:
+
+ const ExtraCm2HmmInfo& extraCm2HmmInfo;
+ CovarianceModel::Node cmNode;
+
+ SymbolicProbVariableMath *symbolic;
+public:
+ SymbolicObjective_OneNode_ForwardAlg (const InfernalHmm& sourceHmm,const CovarianceModel& cm,int windowLen,const CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo,const char *fastaFileToSearch,int _numLocalVariables);
+ ~SymbolicObjective_OneNode_ForwardAlg ();
+
+ class ObjectiveFunc : public ::ObjectiveFunc {
+ SymbolicProbVariableMath& symbolic;
+ SymbolicObjective_OneNode_ForwardAlg& master;
+ int numLocalVariables;
+ const InequalityList& inequalityList;
+ public:
+ ObjectiveFunc (SymbolicObjective_OneNode_ForwardAlg& _master,SymbolicProbVariableMath& symbolic_,int numLocalVariables_,const InequalityList& inequalityList_);
+ void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient);
+ int GetNumProblemVars (void);
+ void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars);
+ void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars);
+ const InequalityList& GetInequalityList (void);
+ };
+ ::ObjectiveFunc *NewObjectiveFunc (void);
+
+ class ProblemDefinitionInstantiator : public ::ProblemDefinitionInstantiator {
+ public:
+ ProblemDefinitionInstantiator (void);
+ ~ProblemDefinitionInstantiator ();
+ ProblemDefinition *NewProblemDefinition (const InfernalHmm& sourceHmm,const CovarianceModel& cm,int windowLen,CovarianceModel::Node cmNode,const ExtraCm2HmmInfo& extraCm2HmmInfo,char *fastaFileToSearch,int numLocalVariables,const std::vector<float>& localVars);
+ };
+};
+
+// uses the symbolic math stuff to define the global problem (rather than a per-node problem)
+class GlobalForwardInfSymbolicObjectiveFunc : public ObjectiveFunc {
+protected:
+ SymbolicProbVariableMath *symbolic;
+ InequalityList inequalityList; // in terms of globalVars
+ int numGlobalVars;
+public:
+ GlobalForwardInfSymbolicObjectiveFunc (const InfernalHmm& sourceHmm,const CovarianceModel& cm,const ExtraCm2HmmInfo& extraCm2HmmInfo,int numAdjacentNodesToMerge);
+ ~GlobalForwardInfSymbolicObjectiveFunc ();
+ void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient);
+ int GetNumProblemVars (void);
+ void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars);
+ void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars);
+ const InequalityList& GetInequalityList (void);
+};
+
+class NodeCombinerForwardInfSymbolicObjectiveFunc : public ObjectiveFunc {
+protected:
+ SymbolicProbVariableMath *symbolic;
+ InequalityList inequalityList;
+
+ int numGlobalVars,numProblemVars;
+ std::vector<int> problemToGlobalVars,globalToProblemVars;
+public:
+ NodeCombinerForwardInfSymbolicObjectiveFunc (InfernalHmm& sourceHmm,const CovarianceModel& cm,const ExtraCm2HmmInfo& extraCm2HmmInfo,int numAdjacentNodesToMerge,int maxNodesAtATime,const CovarianceModel::Node cmStartNode,bool applyLog2=false);
+ ~NodeCombinerForwardInfSymbolicObjectiveFunc ();
+
+ void Eval (double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient);
+ int GetNumProblemVars (void);
+ void LocalToProblemVars (std::vector<double>& problemVars,const std::vector<float>& localVars);
+ void ProblemToLocalVars (std::vector<float>& localVars,const std::vector<double>& problemVars);
+ const InequalityList& GetInequalityList (void);
+
+ void GlobalToProblemVars (std::vector<double>& problemVars,const std::vector<double>& globalVars);
+ void UpdateGlobalVarsFromProblemVars (std::vector<double>& globalVars,const std::vector<double>& problemVars);
+};
+
+// wraps a solver library, such as Opt++ or CFSQP
+class SolverWrapper {
+public:
+ SolverWrapper (void);
+ virtual ~SolverWrapper ();
+
+ class MessageReceiver {
+ public:
+ virtual ~MessageReceiver ();
+ virtual void EvaluatedObjectiveFunc (double functionValue,const std::vector<double>& problemVars); // default: do nothing
+ };
+
+ virtual std::vector<double> /* optimal problem vars */ Solve (ObjectiveFunc *objectiveFunc,const std::vector<double>& inputProblemVars,double maxVariableMagnitudeForUpperLowerBounds,bool importantBoundsAreSet=false,double importantLowerBoundAllVars=0,double importantUppderBoundAllVars=0,MessageReceiver *messageReceiver=NULL) = 0;
+};
+
+SolverWrapper *NewSolverWrapper_cfsqp (int B,int C);
+SolverWrapper *NewSolverWrapper_OptNIPS (void);
+SolverWrapper *MakeSolverWrapper (int& a,const int argc,char **argv);
+
+extern float ComputeLhs (const std::vector<float>& localVariablesToValue,const Inequality& ineq);
+
+extern void GlobalHmmOptimizer (char *cmFileName,bool doLocalAlignment,const std::string& programParams,int numAdjacentNodesToMerge);
+
+extern void HmmOptimizer_NodeCombiner (char *cmFileName,bool doLocalAlignment,const std::string& programParams,int numAdjacentNodesToMerge,int maxNodesAtATime,int numIters,Cm2Hmm_HmmBuildType hmmType,SolverWrapper *solverWrapper,bool saveHmmsInProgress=true,const char *hmmSaveFileName="combiner-hmm.bin",HmmFileFormat hmmFileFormat=HmmFileFormat_Binary); // defaults are for benefit of legacy code
+
+
+// actually defined in ForwardHMM.cpp
+extern SymbolicProbVariableMath::Expression InfiniteLengthForwardAlg_Symbolic (const SymbolicProbVariableMath::Hmm& hmm,MarkovModelStats& markovModelStats);
+
+extern void MakeCmHmmForOptimization (CovarianceModel& cm,InfernalHmm& infernalHmm,ExtraCm2HmmInfo& extraCm2HmmInfo,char *cmFileName,bool doLocalAlignment,const std::string& programParams,Cm2Hmm_HmmBuildType hmmType=HmmBuildType_Original);
+extern float ComputeLhs (const std::vector<float>& localVariablesToValue,const Inequality& ineq);
diff --git a/rigfilters/cm2hmm-1.0/Cm2HmmOptimize_cfsqp.cpp b/rigfilters/cm2hmm-1.0/Cm2HmmOptimize_cfsqp.cpp
new file mode 100644
index 0000000..fd7f7c1
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HmmOptimize_cfsqp.cpp
@@ -0,0 +1,342 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "UseDebugNew.h"
+
+#include "cmzasha.h"
+
+// optimize HMM using cfsqp.c functions
+
+//#ifdef _MSC_VER
+#define CFSQP_STDC
+//#endif
+extern "C" {
+#include <cfsqpusr.h>
+}
+
+class SolverClass_cfsqp {
+protected:
+
+ struct CookieData {
+ ObjectiveFunc *objectiveFunc;
+ std::vector<const Inequality *> constraints;
+
+ std::vector<double> objFuncCachedProblemVars;
+ double objFuncCachedResult;
+ std::vector<double> objGradientCachedProblemVars;
+ std::vector<double> objGradientCachedResult;
+ SolverWrapper::MessageReceiver *messageReceiver;
+ };
+
+ static void CopyVars_Cfsqp2Vector (std::vector<double>& vars,const double *x,int numVars);
+ static void CopyVars_Vector2Cfsqp (double *x,const std::vector<double>& vars,int numVars);
+
+ static void ObjectiveFunction(int nparam,int j,double *x,double *fj,void *voidCookieData);
+ static void ObjectiveFunction_Gradient(int nparam,int j,double *x,double *gradfj,void (*dummy)(int,int,double *,double *,void *),void *voidCookieData);
+ static void ConstraintFunction(int nparam,int j,double *x,double *gj,void *voidCookieData);
+ static void ConstraintFunction_Gradient (int nparam,int j,double *x,double *gradgj,void (*dummy)(int,int,double *,double *,void *),void *voidCookieData);
+
+ // for B,C, see p. 18 of the user manual, describing the 'mode' input parameter
+ int B,C;
+
+public:
+ SolverClass_cfsqp (int B_,int C_);
+ ~SolverClass_cfsqp ();
+ std::vector<double> Solve(ObjectiveFunc& objectiveFunc,const std::vector<double>& inputProblemVars,bool importantBoundsAreSet,double importantLowerBoundAllVars,double importantUppderBoundAllVars,SolverWrapper::MessageReceiver *messageReceiver) const;
+};
+SolverClass_cfsqp::SolverClass_cfsqp (int B_,int C_)
+{
+ B=B_;
+ C=C_;
+}
+SolverClass_cfsqp::~SolverClass_cfsqp ()
+{
+}
+std::vector<double> SolverClass_cfsqp::Solve(ObjectiveFunc& objectiveFunc,const std::vector<double>& inputProblemVars,bool importantBoundsAreSet,double importantLowerBoundAllVars,double importantUpperBoundAllVars,SolverWrapper::MessageReceiver *messageReceiver) const
+{
+ std::vector<double> problemVars=inputProblemVars;
+
+ int ndim=objectiveFunc.GetNumProblemVars();
+
+ CookieData cookieData;
+ cookieData.objectiveFunc=&objectiveFunc;
+ cookieData.messageReceiver=messageReceiver;
+
+ // set up linear inequalities constraints
+ const InequalityList& srcInequalityList=objectiveFunc.GetInequalityList();
+ cookieData.constraints.reserve(srcInequalityList.size());
+ for (InequalityList::const_iterator ineqIter=srcInequalityList.begin(); ineqIter!=srcInequalityList.end(); ineqIter++) {
+ cookieData.constraints.push_back(&(*ineqIter));
+ }
+
+ // code copied from sampl1.c from the CFSQP distribution
+
+ int nparam,nf,nineq,neq,mode,iprint,miter,neqn,nineqn,
+ ncsrl,ncsrn,nfsr,mesh_pts[1],inform;
+ double bigbnd,eps,epsneq,udelta;
+ double *x,*bl,*bu,*f,*g,*lambda;
+
+ int A=0; // we'll always want this
+ mode=C*100 + B*10 + A;
+ iprint=0;
+ miter=500;
+ bigbnd=1.e10;
+ eps=1.e-7;
+ epsneq=0.e0;
+ udelta=0.e0;
+ nparam=ndim;
+ nf=1;
+ neqn=0;
+ nineqn=0;
+ nineq=(int)(srcInequalityList.size());
+ neq=0;
+ ncsrl=ncsrn=nfsr=mesh_pts[0]=0;
+ bl=(double *)calloc(nparam,sizeof(double));
+ bu=(double *)calloc(nparam,sizeof(double));
+ x=(double *)calloc(nparam,sizeof(double));
+ f=(double *)calloc(nf,sizeof(double));
+ g=(double *)calloc(nineq+neq,sizeof(double));
+ lambda=(double *)calloc(nineq+neq+nf+nparam,sizeof(double));
+
+ if (importantBoundsAreSet) {
+ // implement important bounds
+ for (int i=0; i<ndim; i++) {
+ bl[i]=importantLowerBoundAllVars;
+ bu[i]=importantUpperBoundAllVars;
+ }
+ }
+ else {
+ // sets upper & lower bounds on variables to -/+ infinity (i.e., they're unbounded)
+ for (int i=0; i<ndim; i++) {
+ bl[i]=-bigbnd;
+ bu[i]=+bigbnd;
+ }
+ }
+
+ CopyVars_Vector2Cfsqp(x,problemVars,objectiveFunc.GetNumProblemVars());
+
+ cfsqp(nparam,nf,nfsr,nineqn,nineq,neqn,neq,ncsrl,ncsrn,mesh_pts,
+ mode,iprint,miter,&inform,bigbnd,eps,epsneq,udelta,bl,bu,x,
+ f,g,lambda,ObjectiveFunction,ConstraintFunction,ObjectiveFunction_Gradient,ConstraintFunction_Gradient,&cookieData);
+ //printf("(cfsqp.c) inform==%d\n",inform);
+ if (inform!=0) {
+ printf("WARNING: (cfsqp.c) inform==%d\n",inform);
+ /*
+ throw SimpleStringException("WARNING: (cfsqp.c) inform==%d\n",inform);
+ */
+ }
+
+ // retrieve solution
+ CopyVars_Cfsqp2Vector(problemVars,x,objectiveFunc.GetNumProblemVars());
+
+ // free arrays used for cfsqp
+ free(bl);
+ free(bu);
+ free(x);
+ free(f);
+ free(g);
+ free(lambda);
+
+ return problemVars;
+}
+void SolverClass_cfsqp::ObjectiveFunction(int nparam,int j,double *x,double *fj,void *voidCookieData)
+{
+ CookieData *cookieData=(CookieData *)voidCookieData;
+ assert(cookieData->objectiveFunc->GetNumProblemVars()==nparam);
+ assert(j==1); // only one objective function, and j is 1-based
+
+ std::vector<double> problemVars;
+ CopyVars_Cfsqp2Vector(problemVars,x,cookieData->objectiveFunc->GetNumProblemVars());
+
+ if (problemVars==cookieData->objFuncCachedProblemVars) {
+ *fj=cookieData->objFuncCachedResult;
+ }
+ else {
+ double fx;
+ std::vector<double> gradient;
+ vector2d<double> hessian;
+ cookieData->objectiveFunc->Eval (fx,gradient,hessian,problemVars,false,false);
+ *fj=fx;
+
+ if (cookieData->messageReceiver!=NULL) {
+ cookieData->messageReceiver->EvaluatedObjectiveFunc (fx,problemVars);
+ }
+
+ cookieData->objFuncCachedProblemVars=problemVars;
+ cookieData->objFuncCachedResult=fx;
+#if 0
+ unsigned int *pui=(unsigned int *)&fx;
+ printf("fx=%lg (%lx%lx)\n",fx,pui[1],pui[0]);
+#endif
+ }
+}
+void SolverClass_cfsqp::ObjectiveFunction_Gradient(int nparam,int j,double *x,double *gradfj,void (*dummy)(int,int,double *,double *,void *),void *voidCookieData)
+{
+ CookieData *cookieData=(CookieData *)voidCookieData;
+ assert(cookieData->objectiveFunc->GetNumProblemVars()==nparam);
+ assert(j==1); // only one objective function, and j is 1-based
+
+ std::vector<double> problemVars;
+ CopyVars_Cfsqp2Vector(problemVars,x,cookieData->objectiveFunc->GetNumProblemVars());
+
+ double fx;
+ std::vector<double> gradient;
+ if (problemVars==cookieData->objGradientCachedProblemVars) {
+ gradient=cookieData->objGradientCachedResult;
+ }
+ else {
+ vector2d<double> hessian;
+ cookieData->objectiveFunc->Eval (fx,gradient,hessian,problemVars,false);
+
+ cookieData->objGradientCachedProblemVars=problemVars;
+ cookieData->objGradientCachedResult=gradient;
+ }
+
+ for (int i=0; i<nparam; i++) {
+ gradfj[i]=gradient[i];
+ }
+
+#if 0
+ printf("g=");
+ for (int i=0; i<nparam; i++) {
+ printf(" %lg",gradient[i]);
+ }
+ printf("\n");
+#endif
+}
+void SolverClass_cfsqp::ConstraintFunction(int nparam,int j,double *x,double *gj,void *voidCookieData)
+{
+ j--; // csqfp has this 1-based, for some reason
+ CookieData *cookieData=(CookieData *)voidCookieData;
+ assert(cookieData->objectiveFunc->GetNumProblemVars()==nparam);
+ const Inequality& ineq=*(cookieData->constraints[j]);
+
+ std::vector<double> problemVars;
+ CopyVars_Cfsqp2Vector(problemVars,x,cookieData->objectiveFunc->GetNumProblemVars());
+
+ // we have an inequality of the form
+ // x_i+x_j+x_k >= 5.
+ // to make cfsqp happy, it looks like we'd like to change it to a less than, with 0 on the rhs, i.e.
+ // 5-x_i-x_j-x_k <= 0
+ double value=ineq.rhs;
+ if (ineq.inequalityType==IneqType_GE) {
+ value -= 3e-6; // numerical issues
+ }
+ for (std::list<InequalityTerm>::const_iterator termIter=ineq.lhs.begin(); termIter!=ineq.lhs.end(); termIter++) {
+ value -= problemVars[termIter->variableNum];
+ }
+ if (ineq.inequalityType==IneqType_Less) {
+ value = -value; // reverse sign
+ }
+
+ *gj=value;
+}
+void SolverClass_cfsqp::ConstraintFunction_Gradient (int nparam,int j,double *x,double *gradgj,void (*dummy)(int,int,double *,double *,void *),void *voidCookieData)
+{
+ j--; // csqfp has this 1-based, for some reason
+ CookieData *cookieData=(CookieData *)voidCookieData;
+ assert(cookieData->objectiveFunc->GetNumProblemVars()==nparam);
+ const Inequality& ineq=*(cookieData->constraints[j]);
+
+ std::vector<double> problemVars;
+ CopyVars_Cfsqp2Vector(problemVars,x,cookieData->objectiveFunc->GetNumProblemVars());
+
+ // clear gradient
+ for (int i=0; i<nparam; i++) {
+ gradgj[i]=0;
+ }
+ for (std::list<InequalityTerm>::const_iterator termIter=ineq.lhs.begin(); termIter!=ineq.lhs.end(); termIter++) {
+ switch (ineq.inequalityType) {
+ case IneqType_GE:
+ gradgj[termIter->variableNum]=-1;
+ break;
+ case IneqType_Less:
+ gradgj[termIter->variableNum]=+1;
+ break;
+ default:
+ assert(false);
+ }
+ }
+}
+void SolverClass_cfsqp::CopyVars_Cfsqp2Vector (std::vector<double>& vars,const double *x,int numVars)
+{
+ vars.resize(numVars);
+ for (int i=0; i<numVars; i++) {
+ vars[i]=x[i];
+ }
+}
+void SolverClass_cfsqp::CopyVars_Vector2Cfsqp (double *x,const std::vector<double>& vars,int numVars)
+{
+ assert(vars.size()==(size_t)numVars);
+ for (int i=0; i<numVars; i++) {
+ x[i]=vars[i];
+ }
+}
+
+class SolverWrapper_cfsqp : public SolverWrapper {
+protected:
+ int B,C;
+public:
+ SolverWrapper_cfsqp (int B_,int C_);
+ ~SolverWrapper_cfsqp ();
+
+ std::vector<double> /* optimal problem vars */ Solve (ObjectiveFunc *objectiveFunc,const std::vector<double>& inputProblemVars,double maxVariableMagnitudeForUpperLowerBounds,bool importantBoundsAreSet,double importantLowerBoundAllVars,double importantUppderBoundAllVars,MessageReceiver *messageReceiver);
+};
+SolverWrapper_cfsqp::SolverWrapper_cfsqp (int B_,int C_)
+{
+ B=B_;
+ C=C_;
+}
+SolverWrapper_cfsqp::~SolverWrapper_cfsqp ()
+{
+}
+std::vector<double> SolverWrapper_cfsqp::Solve (ObjectiveFunc *objectiveFunc,const std::vector<double>& inputProblemVars,double maxVariableMagnitudeForUpperLowerBounds,bool importantBoundsAreSet,double importantLowerBoundAllVars,double importantUppderBoundAllVars,MessageReceiver *messageReceiver)
+{
+ SolverClass_cfsqp solver(B,C);
+ return solver.Solve(*objectiveFunc,inputProblemVars,importantBoundsAreSet,importantLowerBoundAllVars,importantUppderBoundAllVars,messageReceiver);
+}
+
+SolverWrapper *NewSolverWrapper_cfsqp (int B,int C)
+{
+ // for B,C, see p. 18 of the user manual, describing the 'mode' input parameter
+ assert(B==0 || B==1);
+ assert(C==1 || C==2);
+ return new SolverWrapper_cfsqp(B,C);
+}
diff --git a/rigfilters/cm2hmm-1.0/Cm2HmmSearchMain.cpp b/rigfilters/cm2hmm-1.0/Cm2HmmSearchMain.cpp
new file mode 100644
index 0000000..84ec9bd
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Cm2HmmSearchMain.cpp
@@ -0,0 +1,354 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+// Cm2HmmMainSearch.cpp: the 'main' function for the cm2hmmsearch command, intended to (indirectly) become a part of Infernal
+
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+void AddHmmFilter(int& numHmmFilters,HmmType1 **hmmFilterArray,const char *hmmFileName)
+{
+ if (strcmp(hmmFileName,"-")==0) {
+ // ignore
+ }
+ else {
+ InfernalHmm infernalHmm;
+ infernalHmm.LoadInBinary(hmmFileName);
+ hmmFilterArray[numHmmFilters]=new HmmType1;
+ hmmFilterArray[numHmmFilters]->Init(infernalHmm);
+ numHmmFilters++;
+ }
+}
+
+void ApplyFilters(HitList& hitList,const HitList& inputHitList,float scoreThreshold,const char *rnaSequence,int rnaSequenceLen,int windowLen,int numHmmFilters,HmmType1 **hmmFilterArray)
+{
+ hitList=inputHitList;
+ for (int currHmmFilter=0; currHmmFilter<numHmmFilters; currHmmFilter++) {
+ HmmType1& hmm=*(hmmFilterArray[currHmmFilter]);
+ //hmm.Dump(stdout);
+ //for (int i=0; i<inputHitList.front().second; i++) { printf("%c",nucs[rnaSequence[i]]); }
+ CykscanStats scancykStatsDummy;
+ HitList currHitList;
+ ScanHmm_HmmType1Float_NonTemplated (currHitList,hitList,hmm,scoreThreshold,scancykStatsDummy,rnaSequence,windowLen);
+ //hitList.Dump(stdout); currHitList.Dump(stdout);
+ hitList=currHitList;
+ }
+}
+
+void DumpHitHeader(char *rnaSequence,int rnaSequenceLen,int start,int end,int reversed,float score,int& currHitNum)
+{
+ printf("----hitSequence: ");
+ for (int i=start; i<=end; i++) {
+ printf("%c",nucs[rnaSequence[i]]);
+ }
+ printf("\n");
+
+ printf("hit %-4d: %6d %6d (%s) %8.2f bits\n", currHitNum,
+ reversed ? rnaSequenceLen - start + 1 : start,
+ reversed ? rnaSequenceLen - end + 1 : end,
+ reversed ? "rev" : "fwd",
+ score);
+ if (analScoreDumping) {
+ unsigned int *ui=(unsigned int *)&score;
+ printf("anal score: %.8f (in hex of IEEE format: %x)\n",score,*ui);
+ }
+ currHitNum++;
+}
+
+// for the HMM filtering, we run CYKScan on a subsequence of the overall sequence. this function translates the sequence position info relative to the subsequence (what we ran CYKScan on), to the overall sequence, so we can report hits
+void TranslateHitsFromSubsequence (int nhits,int *hitr,int *hiti,int *hitj,float *hitsc,int subsequenceFirst,int subsequenceLast)
+{
+ for (int i=0; i<nhits; i++) {
+
+ hiti[i] += subsequenceFirst;
+ hitj[i] += subsequenceFirst;
+ }
+}
+
+void FixupAlignmentByShiftingDatabasePosition(Fancyali_t *ali,int startOfLocalWithinLargerSequence)
+{
+ ali->sqfrom += startOfLocalWithinLargerSequence;
+ ali->sqto += startOfLocalWithinLargerSequence;
+
+ for (int pos=0; pos<ali->len; pos++) {
+ if (ali->scoord[pos] != 0) {
+ ali->scoord[pos] += startOfLocalWithinLargerSequence;
+ }
+ }
+}
+// version of DumpHitsAndAlignments to handle larger sequences (like human chromosomes)
+// localRnaSequence,localRnaSequenceLength is within the current interval in which a hit was found; this is a semi-hack that will allow us to handle huge sequences (like human chromosomes) without major changes that relate to Infernal, which would add lots of risk a week before the ISMB deadline (the problem is that the routines to print alignments allocate too much RAM). This trick won't work if filtering fraction=1, since then we'll be in the same position we started with. A perhaps [...]
+void DumpHitsAndAlignments_LocalCoords(int nhits,int *hitr,int *hiti,int *hitj,float *hitsc,char *localRnaSequence,int localRnaSequenceLen,int startOfLocalWithinLargerSequence,int reversed,int rnaSequenceLen,float scoreThreshold,const CovarianceModel& cm,CMConsensus_t *cons,int& currHitNum,SequenceSet *sequenceSet)
+{
+ Parsetree_t *tr; /* parse of an individual hit */
+ Fancyali_t *ali; /* alignment, formatted for display */
+
+ bool gotHitAboveThreshold=false;
+
+ for (int i = 0; i < nhits; i++)
+ {
+ bool isAboveThreshold= (hitsc[i] - scoreThreshold) >= -2e-6; // allow some extra fudge
+ if (isAboveThreshold) {
+
+ printf ("\n");
+
+ if (!gotHitAboveThreshold) {
+ if (sequenceSet!=NULL) {
+ sequenceSet->DumpContext(stdout);
+ }
+ gotHitAboveThreshold=true;
+ }
+
+ // this function can know about the full sequence, since it doesn't allocate memory
+ DumpHitHeader(localRnaSequence-startOfLocalWithinLargerSequence,rnaSequenceLen,hiti[i],hitj[i],reversed,hitsc[i],currHitNum);
+
+ cm.CYKDivideAndConquer(localRnaSequence, localRnaSequenceLen, CovarianceModel::IntToState(hitr[i]), hiti[i]-startOfLocalWithinLargerSequence, hitj[i]-startOfLocalWithinLargerSequence, &tr);
+
+ ali = cm.CreateFancyAli(tr, cons, localRnaSequence);
+ FixupAlignmentByShiftingDatabasePosition(ali,startOfLocalWithinLargerSequence);
+ PrintFancyAli(stdout, ali);
+
+ printf("----endhit\n");
+
+ FreeFancyAli(ali);
+ FreeParsetree(tr);
+ }
+
+ }
+
+ if (gotHitAboveThreshold) {
+ fflush(stdout);
+ }
+
+ free(hitr);
+ free(hiti);
+ free(hitj);
+ free(hitsc);
+}
+
+void Cm2Hmm_Search(int windowLen,float scoreThreshold,const CovarianceModel& cm,int numHmmFilters,HmmType1 **hmmFilterArray,SequenceSet& sequenceSet,bool runCM)
+{
+ int maxlen;
+ int currHitNum=0;
+
+ int nhits=0; /* number of hits in a seq */
+ int *hitr=NULL; /* initial states for hits */
+ int *hiti=NULL; /* start positions of hits */
+ int *hitj=NULL; /* end positions of hits */
+ float *hitsc=NULL; /* scores of hits */
+ CMConsensus_t *cons=NULL; /* precalculated consensus info for display */
+ FracLetsThruCounter fracLetsThru;
+
+ Stopwatch_t *watch;
+ watch = StopwatchCreate();
+
+ if (runCM) {
+ cons = cm.CreateCMConsensus(3.0, 1.0);
+ }
+
+ StopwatchZero(watch);
+ StopwatchStart(watch);
+
+ maxlen = 0;
+ while (sequenceSet.Next()) // iterate over all sequences
+ {
+ if (sequenceSet.GetLength() == 0) continue; /* silently skip len 0 seqs */
+ if (sequenceSet.GetLength() > maxlen) maxlen = sequenceSet.GetLength();
+ char *rnaSequence = sequenceSet.GetDigitizedSeq();
+ const char *rnaSequenceFixed=rnaSequence+1; // my code uses 0-based offsets
+
+ HitList hitList;
+ HitList inputHitList;
+ inputHitList.Init(sequenceSet.GetLength()); // one interval spanning the whole sequence
+ ApplyFilters(hitList,inputHitList,scoreThreshold,rnaSequenceFixed,sequenceSet.GetLength(),windowLen,numHmmFilters,hmmFilterArray);
+ fracLetsThru.ProcessPruning(inputHitList,hitList,windowLen); // update filtering fraction statistics
+
+ // The HitList now is a list of intervals that the profile HMM filter was unable to eliminate; scan each of these intervals with the CM
+ HitList::iterator i;
+ for (i=hitList.begin(); i!=hitList.end(); i++) {
+ assert(i->second >= i->first);
+ //fprintf(stderr,"[%d,%d) ",i->first,i->second);
+
+ int numNucs=i->second - i->first;
+ // do the searches in "local" nucleotide coordinates, i.e. where the start of the interval (i->first) is numbered zero. This means that for large human chromosomes, we don't have to allocate so much RAM in CYKScan.
+ char *localRnaSequence=rnaSequence + i->first;
+ int localRnaSequenceLen=i->second - i->first;
+ if (runCM) {
+ // run the CM
+ cm.CYKScan(localRnaSequence, localRnaSequenceLen, windowLen,
+ &nhits, &hitr, &hiti, &hitj, &hitsc);
+ // translate the local nucleotide coordinates into coordinates relative to the start of the whole sequence
+ TranslateHitsFromSubsequence (nhits,hitr,hiti,hitj,hitsc,i->first,i->second);
+ // print out info on any hits that the CM found
+ DumpHitsAndAlignments_LocalCoords(nhits,hitr,hiti,hitj,hitsc,localRnaSequence,localRnaSequenceLen,i->first,sequenceSet.IsReversed(),sequenceSet.GetLength(),scoreThreshold,cm,cons,currHitNum,&sequenceSet);
+ }
+ }
+ }
+
+ StopwatchStop(watch);
+
+ printf("\nFound %d hits.\n\n",currHitNum);
+ fracLetsThru.DumpFracLetsThru(stdout,"",false);
+ StopwatchDisplay(stdout, "\nCPU time: ", watch);
+
+ if (runCM) {
+ FreeCMConsensus(cons);
+ }
+ StopwatchFree(watch);
+ SqdClean();
+}
+
+void Cm2Hmm_Search(int windowLen,float scoreThreshold,char *cmFileName,const char *hmmFileName1,const char *hmmFileName2,char *sequenceFileName,bool runCM)
+{
+ CovarianceModel cm;
+ cm.Load(cmFileName,false);
+
+ int numHmmFilters=0;
+ HmmType1 *hmmFilterArray[2];
+ AddHmmFilter(numHmmFilters,hmmFilterArray,hmmFileName1);
+ AddHmmFilter(numHmmFilters,hmmFilterArray,hmmFileName2);
+
+ SequenceSet *sequenceSet=MakeSequenceSet(sequenceFileName,false);
+
+ Cm2Hmm_Search(windowLen,scoreThreshold,cm,numHmmFilters,hmmFilterArray,*sequenceSet,runCM);
+
+ delete sequenceSet;
+}
+
+void Cm2Hmm_Search(int a,int argc,char **argv,const std::string& programParams)
+{
+ bool okay;
+
+ // window len
+ AnotherParam (a,argc);
+ int windowLen=atoi(argv[a]);
+ a++;
+
+ // score threshold
+ AnotherParam (a,argc);
+ float scoreThreshold=(float)(atof(argv[a]));
+ a++;
+
+ // CM file name
+ AnotherParam (a,argc);
+ char *cmFileName=argv[a];
+ a++;
+
+ // compact HMM file name
+ AnotherParam(a,argc);
+ const char *hmmFileName1=argv[a];
+ a++;
+
+ // expanded HMM file name
+ AnotherParam(a,argc);
+ const char *hmmFileName2=argv[a];
+ a++;
+
+ // sequence file
+ AnotherParam(a,argc);
+ char *sequenceFileName=argv[a];
+ a++;
+
+ // run CM?
+ AnotherParam(a,argc);
+ bool runCM=atoi(argv[a])!=0;
+ a++;
+
+ Cm2Hmm_Search(windowLen,scoreThreshold,cmFileName,hmmFileName1,hmmFileName2,sequenceFileName,runCM);
+}
+
+int try_main(int argc, char **argv)
+{
+#if defined(_DEBUG) && defined(_MSC_VER)
+ // enable MSVC++ debug heap
+ _CrtSetDbgFlag(_CRTDBG_ALLOC_MEM_DF|_CRTDBG_LEAK_CHECK_DF);
+ // _CRTDBG_CHECK_ALWAYS_DF|_CRTDBG_DELAY_FREE_MEM_DF
+#endif
+#ifdef WIN32
+ // for this process to allow me to work while it's running
+ // set it to low priority
+ SetPriorityClass(GetCurrentProcess(),BELOW_NORMAL_PRIORITY_CLASS); // only works on Win 2K/XP
+#endif
+
+ bool doHelp=false;
+
+ if (argc>=2) {
+ if (strcmp(argv[1],"--help")==0) {
+ doHelp=true;
+ }
+ }
+ if (argc<2 || doHelp) {
+
+ fprintf(stderr,"Do a CM search using profile HMM filter(s):\n");
+
+ fprintf(stderr,"cm2hmmsearch <window len> <score threshold> <CM file name> <compact profile HMM file name> <expanded profile HMM file name> <sequence file> <run CM?>\n");
+
+ fprintf(stderr,"\t<window len> : window length parameter for CM scan.\n");
+
+ fprintf(stderr,"\t<score threshold> : hits below this threshold will be ignored (and likely filtered out by the profile HMMs).\n");
+
+ fprintf(stderr,"\t<CM file name> : file name of a CM in Infernal-0.55 format.\n");
+
+ fprintf(stderr,"\t<compact profile HMM file name> : name of a profile HMM to do filtering, or \"-\" (a single dash) to not use this HMM. Although this HMM is presumed to be compact type, this is not enforced.\n");
+ fprintf(stderr,"\t<expanded profile HMM file name> : same idea as previous field.\n");
+
+ fprintf(stderr,"\t<sequence file> : name of a sequence file, which is presumed to be in FASTA format.\n");
+ fprintf(stderr,"\t<run CM?> : if \"0\" do NOT actually run the CM, just do the filtering and report the filtering fraction. If \"1\", run the CM to find hits.\n");
+
+ return 0;
+ }
+
+ std::string programParams=DumpProgramParams(argc,argv,true);
+
+ int a=1;
+ Cm2Hmm_Search(a,argc,argv,programParams);
+ return 0;
+}
+int main(int argc, char **argv)
+{
+ int result=1;
+ try {
+ result=try_main(argc,argv);
+ }
+ catch (const std::exception& e) {
+ printf("FATAL: %s\n",e.what());
+ }
+
+ return result;
+}
diff --git a/rigfilters/cm2hmm-1.0/CommaSepFileReader.cpp b/rigfilters/cm2hmm-1.0/CommaSepFileReader.cpp
new file mode 100644
index 0000000..5ec625f
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/CommaSepFileReader.cpp
@@ -0,0 +1,288 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "CommaSepFileReader.h"
+#include "MiscExceptions.h"
+
+////////////////////
+// CommaSepSeparator
+
+CommaSepSeparator::CommaSepSeparator (char _delimiterChar)
+: delimiterChar(_delimiterChar)
+{
+}
+CommaSepSeparator::CommaSepSeparator (const CommaSepSeparator& t)
+: delimiterChar(t.delimiterChar)
+{
+ currLine=t.currLine;
+ fieldsInCurrLine=t.fieldsInCurrLine;
+ size_t i;
+ for (i=0; i<fieldsInCurrLine.size(); i++) {
+ fieldsInCurrLine[i] -= (long)&(*t.currLine.begin());
+ fieldsInCurrLine[i] += (long)&(*currLine.begin());
+ }
+}
+CommaSepSeparator::~CommaSepSeparator ()
+{
+}
+void CommaSepSeparator::SeparateCurrLine(void)
+{
+ fieldsInCurrLine.clear();
+ char *cursor=&*currLine.begin();
+ while (1) {
+ char *nextTab=strchr(cursor,delimiterChar);
+ if (nextTab!=NULL) {
+ *nextTab=0;
+ }
+ fieldsInCurrLine.push_back(cursor);
+ if (nextTab==NULL) {
+ break;
+ }
+ cursor=nextTab+1;
+ }
+}
+void CommaSepSeparator::SeparateLine (const char *line)
+{
+ const char *first(line);
+ const char *last(line+strlen(line)+1);
+ currLine.reserve(last-first);
+ currLine.clear();
+ const char *i;
+ for (i=first; i!=last; i++) {
+ currLine.push_back(*i);
+ }
+ SeparateCurrLine();
+}
+void CommaSepSeparator::SeparateLine (const std::vector<char>& line)
+{
+ currLine=line;
+ SeparateCurrLine();
+}
+void CommaSepSeparator::SeparateLine (const std::string& line)
+{
+ SeparateLine(line.c_str());
+}
+const char *CommaSepSeparator::GetField (int fieldNum) const
+{
+ if (fieldNum<0 || fieldNum>=GetNumFields()) {
+ throw SimpleStringException("Reading delimited data file: a required field was missing (0-based field #%d, %s) .",
+ fieldNum,GetAdditionalInformationForException().c_str());
+ }
+ return fieldsInCurrLine[fieldNum];
+}
+int CommaSepSeparator::GetNumFields (void) const
+{
+ return fieldsInCurrLine.size();
+}
+bool CommaSepSeparator::IsFieldBlank (int fieldNum) const
+{
+ return GetField(fieldNum)[0]==0;
+}
+int CommaSepSeparator::GetNumFieldsExcludingBlankPadding (void) const
+{
+ int numFields=GetNumFields();
+ while (numFields>0) {
+ if (!IsFieldBlank(numFields-1)) {
+ break;
+ }
+ numFields--;
+ }
+ return numFields;
+}
+bool CommaSepSeparator::IsLineBlank (void) const
+{
+ switch (GetNumFields()) {
+ case 0:
+ return true;
+ case 1:
+ return GetField(0)[0]==0;
+ default:
+ return false;
+ }
+}
+std::string CommaSepSeparator::GetAdditionalInformationForException (void) const
+{
+ return std::string("");
+}
+int CommaSepSeparator::GetFieldAsInt (int fieldNum) const
+{
+ const char *field=GetField(fieldNum);
+ char *endptr;
+ int result=strtol(field,&endptr,10);
+ if (*endptr!=0) {
+ throw SimpleStringException("Int field had some non-numeric content, field text='%s', %s",
+ field,GetAdditionalInformationForException().c_str());
+ }
+ return result;
+}
+double CommaSepSeparator::GetFieldAsDouble (int fieldNum) const
+{
+ const char *field=GetField(fieldNum);
+ char *endptr;
+ double result=strtod(field,&endptr);
+ if (*endptr!=0) {
+ throw SimpleStringException("Double field had some non-numeric content, field text='%s', %s",
+ field,GetAdditionalInformationForException().c_str());
+ }
+ return result;
+}
+bool CommaSepSeparator::FieldsContainValue (const char *value) const
+{
+ int f;
+ for (f=0; f<GetNumFields(); f++) {
+ if (strcmp(GetField(f),value)==0) {
+ return true;
+ }
+ }
+ return false;
+}
+
+
+////////////////////////////
+// CommaSepAbstractFile
+
+CommaSepAbstractFile::CommaSepAbstractFile (char delimiterChar)
+: CommaSepSeparator(delimiterChar)
+{
+}
+CommaSepAbstractFile::~CommaSepAbstractFile ()
+{
+}
+
+
+////////////////////
+// CommaSepFileReader
+
+CommaSepFileReader::CommaSepFileReader (const char *fileName,char _delimiterChar)
+: CommaSepAbstractFile(_delimiterChar)
+{
+ inFile=ThrowingFopen(fileName,"rt");
+ deleteFileOnDestructor=true;
+ lineNum=0;
+
+ currLine.resize(128);
+}
+CommaSepFileReader::CommaSepFileReader (FILE *_inFile,char _delimiterChar,int currLineNum)
+: CommaSepAbstractFile(_delimiterChar)
+{
+ inFile=_inFile;
+ deleteFileOnDestructor=false;
+ lineNum=currLineNum;
+
+ currLine.resize(128);
+}
+CommaSepFileReader::~CommaSepFileReader ()
+{
+ if (deleteFileOnDestructor && inFile!=NULL) {
+ fclose(inFile);
+ }
+}
+int CommaSepFileReader::GetLineNum (void) const
+{
+ return lineNum;
+}
+bool CommaSepFileReader::ReadLine (void)
+{
+ lineNum++;
+
+ // read whole line
+ int bufferPos=0;
+ while (1) {
+ if (fgets(&(currLine[bufferPos]),currLine.size()-bufferPos,inFile)==NULL) {
+ if (feof(inFile)) {
+ return false;
+ }
+ throw ANSICLibException("Couldn't read next line","fgets");
+ }
+ const char *s=&*currLine.begin();
+ if (strchr(s,'\n')!=NULL) {
+ // already read entire line
+ break;
+ }
+ else {
+ // line was too long - extend buffer & try again
+ bufferPos=strlen(s);
+ currLine.resize(currLine.size()*2);
+ }
+ }
+
+ const char *s=&*currLine.begin();
+ currLine[strcspn(s,"\r\n")]=0;
+
+ SeparateLine(currLine);
+ return true;
+}
+std::string CommaSepFileReader::GetAdditionalInformationForException (void) const
+{
+ char buf[256];
+ sprintf(buf,"line #%d",lineNum);
+ return std::string(buf);
+}
+const CommaSepSeparator& CommaSepFileReader::GetCommaSepSeparator (void) const
+{
+ return (const CommaSepSeparator&) (*this);
+}
+
+///////////////////
+// CommaSepMetaSep
+
+CommaSepMetaSep::CommaSepMetaSep (const char *fullString,char lineDelimiterChar,char fieldDelimiterChar)
+: lines(lineDelimiterChar)
+, CommaSepAbstractFile(fieldDelimiterChar)
+{
+ lines.SeparateLine(fullString);
+ lineNum=0;
+}
+CommaSepMetaSep::~CommaSepMetaSep ()
+{
+}
+bool CommaSepMetaSep::ReadLine (void)
+{
+ if (lineNum==lines.GetNumFields()) {
+ return false;
+ }
+ SeparateLine(lines.GetField(lineNum));
+ lineNum++;
+ return true;
+}
+int CommaSepMetaSep::GetLineNum (void) const
+{
+ return lineNum;
+}
diff --git a/rigfilters/cm2hmm-1.0/CommaSepFileReader.h b/rigfilters/cm2hmm-1.0/CommaSepFileReader.h
new file mode 100644
index 0000000..3f17d24
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/CommaSepFileReader.h
@@ -0,0 +1,142 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+CommaSepFileReader:
+Reads comma-, tab-, or any-character separated files
+for slightly extra convenience.
+*/
+#ifndef __COMMASEPFILEREADER_H
+#define __COMMASEPFILEREADER_H
+
+// a nice class for SGD files, which have internal fields that are pipe-delimited
+// this class is also used by the actual CommaSepFileReader
+// This class will split up given strings (in a vector<char>) by the delimiter, and
+// allow the user to query the fields
+class CommaSepSeparator {
+protected:
+ const char delimiterChar;
+ std::vector<const char *> fieldsInCurrLine;
+ std::vector<char> currLine;
+
+ virtual std::string GetAdditionalInformationForException (void) const;
+ void SeparateCurrLine(void);
+public:
+ CommaSepSeparator (char _delimiterChar);
+ ~CommaSepSeparator ();
+
+ CommaSepSeparator (const CommaSepSeparator& t);
+
+ // copies line to an internal vector, and separates the fields in it
+ // this replaces any line that was previoualy separated (i.e. all previous fields are lost)
+ void SeparateLine (const std::vector<char>& line);
+ // same thing, but here line is a 0-terminated string
+ void SeparateLine (const char *line);
+ void SeparateLine (const std::string& line);
+
+ int GetNumFields (void) const;
+ const char *GetField (int fieldNum) const;
+
+ // for convenience: returns # of fields, not counting blank fields on the right (when exporting
+ // to .csv format, Excel will include blank fields to pad lines that don't have so many fields)
+ int GetNumFieldsExcludingBlankPadding (void) const;
+ // for convenience: returns true iff original line was blank
+ bool IsLineBlank (void) const;
+ // for convenience, returns true iff field is the empty string
+ bool IsFieldBlank (int fieldNum) const;
+ // convenience, returns true iff at least 1 field has the value of valueStr
+ bool FieldsContainValue (const char *value) const;
+
+ // convenience: getting field as other data types
+ int GetFieldAsInt (int fieldNum) const; // note: it's an error for field to be blank, or contain any non-int characters
+ double GetFieldAsDouble (int fieldNum) const; // note: it's an error for field to be blank, or contain any non-double characters
+};
+
+class CommaSepAbstractFile : public CommaSepSeparator {
+public:
+ CommaSepAbstractFile (char delimiterChar);
+ virtual ~CommaSepAbstractFile ();
+
+ virtual int GetLineNum (void) const = 0;
+ virtual bool /* has next line */ ReadLine (void) = 0;
+ // gets the 0-based field in the current line
+ // for convenience, throws an exception if there aren't that many fields in the curr
+ // line (as opposed to asserting, which wouldn't work in release mode & thus isn't appropriate
+ // for possible errors with input files)
+};
+
+class CommaSepFileReader : public CommaSepAbstractFile {
+protected:
+ FILE *inFile;
+ bool deleteFileOnDestructor; // does this class own the file
+ int lineNum;
+
+ std::vector<char> currLine;
+
+ // implement this to put in line #s
+ std::string GetAdditionalInformationForException (void) const;
+ // make these inherited members protected
+ inline void SeparateLine (const std::vector<char>& line) { CommaSepSeparator::SeparateLine(line); }
+ void SeparateLine (const char *line);
+public:
+ CommaSepFileReader (const char *fileName,char _delimiterChar);
+ CommaSepFileReader (FILE *_inFile,char _delimiterChar,int currLineNum=0); // will not close file on exit if this constructor used
+ ~CommaSepFileReader ();
+
+ bool ReadLine (void);
+ int GetLineNum (void) const;
+
+ // gets a CommaSepSeparator class that corresponds to the current line, so the caller
+ // can store this data conveniently
+ const CommaSepSeparator& GetCommaSepSeparator (void) const;
+};
+
+// similar to reading a comma-separated file, but the entire file is just one string. One delimeter separates lines, another separates fields within the lines. This is useful for code that reads a comma-sep file, when I want to optionally be able to put the file as a command-line parameter, so I don't have to create a whole file.
+class CommaSepMetaSep : public CommaSepAbstractFile {
+protected:
+ CommaSepSeparator lines;
+ int lineNum;
+public:
+ CommaSepMetaSep (const char *fullString,char lineDelimiterChar='/',char fieldDelimiterChar=',');
+ ~CommaSepMetaSep ();
+ bool ReadLine (void);
+ int GetLineNum (void) const;
+};
+
+#endif // __COMMASEPFILEREADER_H
+
diff --git a/rigfilters/cm2hmm-1.0/CovarianceModel.cpp b/rigfilters/cm2hmm-1.0/CovarianceModel.cpp
new file mode 100644
index 0000000..329ba0d
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/CovarianceModel.cpp
@@ -0,0 +1,978 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "UseDebugNew.h"
+
+#include "cmzasha.h"
+
+int CovarianceModelBase::nextUniqueId=0;
+bool CovarianceModelBase::enableInsertHack=true; // by default, we should be using this for compatibility with Infernal, and also because as I write this, my code is dependent on it
+void CovarianceModelBase::DisableInsertHack (void)
+{
+ enableInsertHack=false;
+}
+CovarianceModelBase::CovarianceModelBase (void)
+{
+ cmMemoryOwned=true;
+ cm=NULL;
+ cmfp=NULL;
+
+ uniqueId=nextUniqueId;
+ nextUniqueId++;
+}
+void CovarianceModelBase::Destruct (void)
+{
+ if (cm!=NULL && cmMemoryOwned) {
+ FreeCM(cm);
+ cm=NULL;
+ }
+ if (cmfp!=NULL) {
+ CMFileClose(cmfp);
+ cmfp=NULL;
+ }
+ cmMemoryOwned=true;
+}
+CovarianceModelBase::~CovarianceModelBase ()
+{
+ Destruct();
+}
+int CovarianceModelBase::GetUniqueId (void) const
+{
+ return uniqueId;
+}
+void CovarianceModelBase::Save (char *cmFileName)
+{
+ FILE *out=ThrowingFopen(cmFileName,"wb");
+ CMFileWrite(out,cm,FALSE);
+ fclose(out);
+}
+bool CovarianceModelBase::Load (char *cmFileName,bool doLocalAlignment)
+{
+ // if it looks like it came from tRNAscan-SE, make sure enableInsertHack==true
+ if (strlen(cmFileName)>=4) {
+
+ const char *cursor=cmFileName+strlen(cmFileName);
+ while (cursor!=cmFileName) {
+ if (*cursor=='/' || *cursor=='\\') {
+ cursor++;
+ break;
+ }
+ cursor--;
+ }
+
+ if ((cursor[0]=='t' || cursor[0]=='T')
+ && (cursor[1]=='r' || cursor[1]=='R')
+ && (cursor[2]=='n' || cursor[2]=='N')
+ && (cursor[3]=='a' || cursor[3]=='A')) {
+ if (enableInsertHack) {
+ throw SimpleStringException("CM file name begins with 'trna', which suggests it might have come from tRNAscan-SE. Are you sure you didn't mean to use the --no-insert-hack flag? To get around this error (__IF__ it's a false alarm), change the file name.\n");
+ }
+ }
+ }
+
+ bool isRsearchCM=false;
+ char RSEARCHCM[]=".rsearchcm";
+ if (strlen(cmFileName)>strlen(RSEARCHCM)) {
+ const char *cursor=cmFileName+strlen(cmFileName)-strlen(RSEARCHCM);
+ if (strcmp(cursor,RSEARCHCM)==0) {
+ isRsearchCM=true;
+ }
+ }
+
+ if ((cmfp = CMFileOpen(cmFileName, NULL)) == NULL)
+ Die("Failed to open covariance model save file %s\n", cmFileName);
+
+ if (isRsearchCM) {
+#ifdef CM2HMM_ONLY
+ throw SimpleStringException("Can't handle RSEARCH-format CMs (which use fake probabilities) in this version of the program.");
+#else
+ fprintf(stderr,"Detected CM from RSEARCH\n");
+ printf("Detected CM from RSEARCH\n");
+ if (! read_ascii_cm_nonrenormalizing(cmfp,&cm)) {
+ Die("Failed to read RSEARCH CM from %s\n",cmFileName);
+ }
+#endif
+ }
+ else {
+ if (! CMFileRead(cmfp, &cm))
+ Die("Failed to read a CM from %s -- file corrupt?\n", cmFileName);
+ }
+ if (cm == NULL)
+ Die("%s empty?\n", cmFileName);
+
+ if (doLocalAlignment) {
+
+ Die("Local alignments aren't properly handled, since local-ends turned out to be more tricky than I expected.");
+
+ ConfigLocal(cm, 0.5, 0.5);
+ }
+
+ CMLogoddsify(cm);
+ if (enableInsertHack) {
+ CMHackInsertScores(cm); /* make insert emissions score zero. "TEMPORARY" FIX. */
+ }
+
+ // for debugging local stuff -- remember, tho, that endsc can't really be debugged easily
+ /*
+ int state;
+ for (state=0; state!=GetNumStates(); state++) {
+ cm->endsc[state]=(float)IMPOSSIBLE;
+ }
+ for (state=0; state!=363; state++) {
+ //cm->beginsc[state]=(float)IMPOSSIBLE;
+ }
+ for (state=364; state!=GetNumStates(); state++) {
+ //cm->beginsc[state]=(float)IMPOSSIBLE;
+ }
+ //cm->beginsc[3]=0;
+ //cm->beginsc[363]=(float)-7.72;
+
+ for (state=363; state!=GetNumStates(); state++) {
+ //printf("%d,%f,%f\n",state,cm->beginsc[state],cm->endsc[state]);
+ }
+ //cm->endsc[363]=(float)IMPOSSIBLE;
+ */
+
+ /*
+ FILE *f=fopen("local.cm","wt");
+ CMFileWrite(f,cm,0);
+ fclose(f);
+ */
+
+ return true;
+}
+
+namespace tRNAscanSE { // stuff related to reverse engineering of tRNAscan-SE by Todd Lowe & Sean Eddy
+
+ // this is from tRNAscan-SE-1.23/structs.h
+ enum NodeType {
+ BIFURC_NODE=0,
+ MATP_NODE=1,
+ MATL_NODE=2,
+ MATR_NODE=3,
+ BEGINL_NODE=4,
+ BEGINR_NODE=5,
+ ROOT_NODE=6,
+ END_NODE=BIFURC_NODE
+ };
+ enum StateType {
+ DEL_ST=0,
+ MATP_ST=1,
+ MATL_ST=2,
+ MATR_ST=3,
+ INSL_ST=4,
+ INSR_ST=5,
+ STATETYPES=6, /* MATP nodes contain 6 states */
+ BEGIN_ST=DEL_ST,
+ BIFURC_ST=DEL_ST,
+ END_ST=DEL_ST,
+ };
+
+ struct NodeTypeInfo {
+ NodeType nodeType;
+ int infernalNodeType;
+
+ int numSplitSetStates;
+ int numInsertStates;
+ StateType *states;
+ bool firstStateIsStart;
+ };
+ StateType matpStates[]={MATP_ST,MATL_ST,MATR_ST,DEL_ST,INSL_ST,INSR_ST};
+ StateType matlStates[]={MATL_ST,DEL_ST,INSL_ST};
+ StateType matrStates[]={MATR_ST,DEL_ST,INSR_ST};
+ StateType rootStates[]={DEL_ST,INSL_ST,INSR_ST};
+ StateType beglStates[]={DEL_ST};
+ StateType begrStates[]={DEL_ST,INSL_ST};
+ StateType bifStates[]={BIFURC_ST};
+ NodeTypeInfo nodeTypeInfo[]={
+ {BIFURC_NODE,BIF_nd,1,0,bifStates,false}, // BIF handled specially, though
+ {MATP_NODE,MATP_nd,4,2,matpStates,false},
+ {MATL_NODE,MATL_nd,2,1,matlStates,false},
+ {MATR_NODE,MATR_nd,2,1,matrStates,false},
+ {BEGINL_NODE,BEGL_nd,1,0,beglStates,true},
+ {BEGINR_NODE,BEGR_nd,1,1,begrStates,true},
+ {ROOT_NODE,ROOT_nd,1,2,rootStates,true}
+ };
+ NodeTypeInfo GetNodeTypeInfo (NodeType nodeType) {
+ for (unsigned int i=0; i<sizeof(nodeTypeInfo)/sizeof(NodeTypeInfo); i++) {
+ if (nodeTypeInfo[i].nodeType==nodeType) {
+ return nodeTypeInfo[i];
+ }
+ }
+ throw SimpleStringException("GetNodeTypeInfo failed for node type %d",(int)nodeType);
+ }
+
+ struct StateTypeInfo {
+ StateType stateType;
+ int infernalStateType;
+
+ int numEmits;
+ };
+ StateTypeInfo stateTypeInfo[]={
+ {DEL_ST,D_st,0},
+ {MATP_ST,MP_st,2},
+ {MATL_ST,ML_st,1},
+ {MATR_ST,MR_st,1},
+ {INSL_ST,IL_st,1},
+ {INSR_ST,IR_st,1},
+ {BIFURC_ST,B_st,0},
+ {BEGIN_ST,S_st,0},
+ {END_ST,E_st,0},
+ {END_ST,EL_st,0}
+ };
+ StateTypeInfo GetStateTypeInfo (StateType stateType) {
+ for (unsigned int i=0; i<sizeof(stateTypeInfo)/sizeof(StateTypeInfo); i++) {
+ if (stateTypeInfo[i].stateType==stateType) {
+ return stateTypeInfo[i];
+ }
+ }
+ throw SimpleStringException("GetStateTypeInfo failed for state type %d",(int)stateType);
+ }
+ StateType InfernalToCoveStateType (int infernalStateType) {
+ for (unsigned int i=0; i<sizeof(stateTypeInfo)/sizeof(StateTypeInfo); i++) {
+ if (stateTypeInfo[i].infernalStateType==infernalStateType) {
+ return stateTypeInfo[i].stateType;
+ }
+ }
+ throw SimpleStringException("InfernalToCoveStateType failed for state type %d",infernalStateType);
+ }
+
+ typedef float qTransitionMatrix[STATETYPES][STATETYPES];
+ struct TransitionMatrix {qTransitionMatrix array;};
+ typedef float qSingletEmit[4];
+ struct SingletEmit {qSingletEmit array;} ;
+ typedef float qPairEmit[4][4];
+ struct PairEmit {qPairEmit array;} ;
+};
+void CopySingletEmitFromCove(CM_t *cm,int state,const tRNAscanSE::SingletEmit& coveEmit)
+{
+ for (int nuc=0; nuc<4; nuc++) {
+ cm->e[state][nuc]=coveEmit.array[nuc];
+ cm->esc[state][nuc]=(float)(sreLOG2(coveEmit.array[nuc]));
+ }
+}
+void CovarianceModelBase::LoadCove2 (const char *cmFileName)
+{
+ Destruct();
+
+ bool useLocalEndStates=false; // I wonder what EL_st states are for, looks like it's always E_st
+
+ FILE *cmFile=ThrowingFopen(cmFileName,"rt");
+ char version[256]="";
+ fscanf(cmFile,"### cove %s\n",version);
+ if (strcmp(version,"V2")!=0) {
+ throw SimpleStringException("Cove-format file didn't begin with \"### cove V2\" --> it's not in Cove V2 format.");
+ }
+ int numNodes;
+ fscanf(cmFile, "%d \tnodes\n", &numNodes);
+
+ // can allocate Infernal structure now, possibly using more memory than we need (because we're using an upper bound for required # of states), but I don't think that matters
+ int upperBoundOnNumStates=numNodes*6;
+ int upperBoundOnNumNodes=numNodes*2;
+ cm=CreateCM(upperBoundOnNumNodes,upperBoundOnNumStates);
+ assert(cm->nodes==upperBoundOnNumNodes); // just verifying my expectation of the CreateCM function
+ assert(cm->flags==0); // shouldn't have any set, right?
+
+ cm->name=(char *)MallocOrDie(strlen(cmFileName)+1);
+ strcpy(cm->name,cmFileName);
+
+ cm->null[0]=cm->null[1]=cm->null[2]=cm->null[3]=0.25; // default NULL model
+
+ std::vector<int> coveLeftChild(numNodes),coveRightChild(numNodes);
+ std::vector<tRNAscanSE::NodeType> coveNodeType(numNodes);
+ std::vector<tRNAscanSE::SingletEmit> coveEmitIL(numNodes),coveEmitIR(numNodes),coveEmitML(numNodes),coveEmitMR(numNodes);
+ std::vector<tRNAscanSE::TransitionMatrix> coveTransitionMatrix(numNodes);
+ std::vector<tRNAscanSE::PairEmit> coveEmitMP(numNodes);
+ std::vector<int> infernalNodeToCoveNode(upperBoundOnNumNodes); // upper bound on # of nodes, if every cove node were an END node
+
+ // first, read in the file
+ for (int currNode=0; currNode<numNodes; currNode++) {
+ int currNodeFromFile;
+ fscanf(cmFile, "### node %d",&currNodeFromFile);
+ if (currNode!=currNodeFromFile) {
+ throw SimpleStringException("Cove V2 file's nodes are not in sequential order, but this dinky code assumes they are.\n");
+ }
+
+ int thisCoveNodeType;
+ fscanf(cmFile, " type %d\n", &thisCoveNodeType);
+ coveNodeType[currNode]=(tRNAscanSE::NodeType)thisCoveNodeType;
+
+ int leftCoveChildNode,rightCoveChildNode;
+ fscanf(cmFile, "%d %d\n", &leftCoveChildNode,&rightCoveChildNode);
+ if (leftCoveChildNode!=-1 && leftCoveChildNode!=currNode+1) {
+ throw SimpleStringException("Cove V2 file's left child (of node #%d) is not the next node or -1, which I was assuming it would be",currNode);
+ }
+ coveLeftChild[currNode]=leftCoveChildNode;
+ coveRightChild[currNode]=rightCoveChildNode;
+
+ for (int from=0; from<tRNAscanSE::STATETYPES; from++) {
+ for (int to=0; to<tRNAscanSE::STATETYPES; to++) {
+ fscanf(cmFile,"%f ",&(coveTransitionMatrix[currNode].array[from][to]));
+ }
+ fscanf(cmFile, "\n");
+ }
+
+ for (int i = 0; i < 4; i++) {
+ fscanf(cmFile, "%f ", &(coveEmitIL[currNode].array[i]));
+ }
+ fscanf(cmFile, "# INSL\n");
+ for (int i = 0; i < 4; i++) {
+ fscanf(cmFile, "%f ", &(coveEmitIR[currNode].array[i]));
+ }
+ fscanf(cmFile, "# INSR\n");
+ for (int i = 0; i < 4; i++) {
+ for (int j=0; j<4; j++) {
+ fscanf(cmFile, "%f ", &(coveEmitMP[currNode].array[i][j]));
+ }
+ fscanf(cmFile, "# MATP\n");
+ }
+ for (int i = 0; i < 4; i++) {
+ fscanf(cmFile, "%f ", &(coveEmitML[currNode].array[i]));
+ }
+ fscanf(cmFile, "# MATL\n");
+ for (int i = 0; i < 4; i++) {
+ fscanf(cmFile, "%f ", &(coveEmitMR[currNode].array[i]));
+ }
+ fscanf(cmFile, "# MATR\n");
+ }
+
+ fclose(cmFile);
+
+ // now, linearize the states, as in Infernal
+ int nextInfernalState=0;
+ int nextInfernalNode=0;
+ for (int currNode=0; currNode<numNodes; currNode++) {
+
+ infernalNodeToCoveNode[nextInfernalNode]=currNode;
+
+ cm->nodemap[nextInfernalNode]=nextInfernalState;
+ tRNAscanSE::NodeTypeInfo nodeTypeInfo=tRNAscanSE::GetNodeTypeInfo (coveNodeType[currNode]);
+
+ cm->ndtype[nextInfernalNode]=nodeTypeInfo.infernalNodeType;
+ if (coveNodeType[currNode]==tRNAscanSE::BIFURC_NODE) {
+ if (coveLeftChild[currNode]==-1 && coveRightChild[currNode]==-1) {
+ // it's really an end node
+ cm->ndtype[nextInfernalNode]=END_nd;
+ cm->sttype[nextInfernalState]=EL_st;
+ cm->ndidx[nextInfernalState]=nextInfernalNode;
+ cm->cfirst[nextInfernalState]=-1;
+ cm->cnum[nextInfernalState]=0;
+ if (currNode+1==numNodes || !useLocalEndStates) {
+ // final end state
+ cm->sttype[nextInfernalState]=E_st;
+ }
+ }
+ else {
+ if (coveLeftChild[currNode]==-1 || coveRightChild[currNode]==-1) {
+ throw SimpleStringException("Cove V2 had Bif/End node (#%d) that had exactly one child. I agree that's senseless.",currNode);
+ }
+
+ // bif node
+ cm->sttype[nextInfernalState]=B_st;
+ cm->ndidx[nextInfernalState]=nextInfernalNode;
+ // set up the children later
+ }
+ nextInfernalState++;
+ }
+ else {
+
+ int numSplitSetStates=nodeTypeInfo.numSplitSetStates;
+ int numInsertStates=nodeTypeInfo.numInsertStates;
+
+ int nextSplitSetStates;
+ if (coveLeftChild[currNode]==-1 && coveRightChild[currNode]==-1) {
+ // next node is a phantom END node
+ nextSplitSetStates=1;
+ }
+ else {
+ assert(currNode+1<numNodes); // else this should have been an END node
+ tRNAscanSE::NodeTypeInfo nextNodeTypeInfo=tRNAscanSE::GetNodeTypeInfo (coveNodeType[currNode+1]);
+ nextSplitSetStates=nextNodeTypeInfo.numSplitSetStates;
+ }
+
+ int firstChildState=nextInfernalState+numSplitSetStates;
+ for (int currState=0; currState<numSplitSetStates+numInsertStates; currState++) {
+ tRNAscanSE::StateType coveStateType=nodeTypeInfo.states[currState];
+ tRNAscanSE::StateTypeInfo stateTypeInfo=GetStateTypeInfo(coveStateType);
+ cm->sttype[nextInfernalState]=stateTypeInfo.infernalStateType;
+ if (nodeTypeInfo.firstStateIsStart && currState==0) {
+ cm->sttype[nextInfernalState]=S_st;
+ }
+ cm->ndidx[nextInfernalState]=nextInfernalNode;
+ cm->cfirst[nextInfernalState]=firstChildState;
+ cm->cnum[nextInfernalState]=nextSplitSetStates+nodeTypeInfo.numInsertStates;
+ if (cm->sttype[nextInfernalState]==IR_st && numInsertStates==2) {
+ // special case -- IR doesn't go to IL
+ cm->cfirst[nextInfernalState]++;
+ cm->cnum[nextInfernalState]--;
+ }
+
+ // emits
+ switch (stateTypeInfo.numEmits) {
+ case 0:
+ // nothing to do for emits
+ break;
+ case 1:
+ if (coveStateType==tRNAscanSE::INSL_ST) { // MSVC++ screws up tabbing if I use switch/case
+ CopySingletEmitFromCove(cm,nextInfernalState,coveEmitIL[currNode]);
+ }
+ if (coveStateType==tRNAscanSE::INSR_ST) { // MSVC++ screws up tabbing if I use switch/case
+ CopySingletEmitFromCove(cm,nextInfernalState,coveEmitIR[currNode]);
+ }
+ if (coveStateType==tRNAscanSE::MATL_ST) { // MSVC++ screws up tabbing if I use switch/case
+ CopySingletEmitFromCove(cm,nextInfernalState,coveEmitML[currNode]);
+ }
+ if (coveStateType==tRNAscanSE::MATR_ST) { // MSVC++ screws up tabbing if I use switch/case
+ CopySingletEmitFromCove(cm,nextInfernalState,coveEmitMR[currNode]);
+ }
+ break;
+ case 2:
+ {
+ for (int leftNuc=0; leftNuc<4; leftNuc++) {
+ for (int rightNuc=0; rightNuc<4; rightNuc++) {
+ float emitProb=coveEmitMP[currNode].array[leftNuc][rightNuc];
+ cm->e[nextInfernalState][GetPairIndex(leftNuc,rightNuc)]=emitProb;
+ cm->esc[nextInfernalState][GetPairIndex(leftNuc,rightNuc)]=(float)(sreLOG2(emitProb));
+ }
+ }
+ }
+ break;
+ default:
+ assert(false);
+ break;
+ }
+
+ nextInfernalState++;
+ }
+
+ // (annoying) special case: a node of regular type (like MATL) can also be an END node. In this case, we have to put in the INFERNAL END node afterwards.
+ if (coveLeftChild[currNode]==-1 && coveRightChild[currNode]==-1) {
+ nextInfernalNode++;
+ infernalNodeToCoveNode[nextInfernalNode]=currNode;
+ cm->ndtype[nextInfernalNode]=END_nd;
+ cm->nodemap[nextInfernalNode]=nextInfernalState;
+ cm->sttype[nextInfernalState]=EL_st;
+ cm->ndidx[nextInfernalState]=nextInfernalNode;
+ cm->cfirst[nextInfernalState]=-1;
+ cm->cnum[nextInfernalState]=0;
+ if (currNode+1==numNodes || !useLocalEndStates) {
+ // final end state
+ cm->sttype[nextInfernalState]=E_st;
+ }
+ nextInfernalState++;
+ }
+ }
+
+ nextInfernalNode++;
+ }
+ cm->M=nextInfernalState;
+ cm->nodes=nextInfernalNode;
+
+ // do transitions, now that every state has its type
+ for (int state=0; state<cm->M; state++) {
+ int currInfernalNode=cm->ndidx[state];
+ int currNode=infernalNodeToCoveNode[currInfernalNode];
+
+ if (cm->sttype[state]!=B_st) {
+ tRNAscanSE::StateType coveFromStateType=tRNAscanSE::InfernalToCoveStateType(cm->sttype[state]);
+ for (int i=0; i<cm->cnum[state]; i++) {
+ int childState=cm->cfirst[state]+i;
+ tRNAscanSE::StateType coveToStateType=tRNAscanSE::InfernalToCoveStateType(cm->sttype[childState]);
+ float p=coveTransitionMatrix[currNode].array[coveFromStateType][coveToStateType];
+ cm->t[state][i]=p;
+ cm->tsc[state][i]=(float)(sreLOG2(p));
+ }
+ }
+ }
+
+ // now set up right children of BIF nodes
+ // first reverse-map nodes
+ std::vector<int> coveNodeToInfernalNode(numNodes);
+ for (int infernalNode=0; infernalNode<cm->nodes; infernalNode++) {
+ coveNodeToInfernalNode[infernalNodeToCoveNode[infernalNode]]=infernalNode;
+ }
+ // now do it
+ for (int currNode=0; currNode<numNodes; currNode++) {
+ if (coveNodeType[currNode]==tRNAscanSE::BIFURC_NODE) {
+ if (coveLeftChild[currNode]!=-1 && coveRightChild[currNode]!=-1) {
+ int bifState=cm->nodemap[coveNodeToInfernalNode[currNode]];
+ int leftChildState=cm->nodemap[coveNodeToInfernalNode[coveLeftChild[currNode]]];
+ int rightChildState=cm->nodemap[coveNodeToInfernalNode[coveRightChild[currNode]]];
+ cm->cfirst[bifState]=leftChildState;
+ cm->cnum[bifState]=rightChildState;
+ }
+ }
+ }
+
+ // now set up parent pointers & full stid
+ // first clear parents
+ for (int state=0; state<cm->M; state++) {
+ cm->plast[state]=-1;
+ cm->pnum[state]=0;
+ }
+ // now set everything
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ cm->stid[StateToInt(state)]=DeriveUniqueStateCode(GetNodeType(GetNode(state)), GetStateType(state));
+ if (IsBifurcation(state)) {
+ State childState=GetLeftBifurcationChild(state);
+ cm->plast[StateToInt(childState)]=StateToInt(state);
+ cm->pnum[StateToInt(childState)]++;
+ childState=GetRightBifurcationChild(state);
+ cm->plast[StateToInt(childState)]=StateToInt(state);
+ cm->pnum[StateToInt(childState)]++;
+ }
+ else {
+ for (int childNum=0; childNum<GetNumChildren(state); childNum++) {
+ State childState=GetNthChildState(state,childNum);
+ cm->plast[StateToInt(childState)]=StateToInt(state);
+ cm->pnum[StateToInt(childState)]++;
+ }
+ }
+ }
+}
+void CovarianceModelBase::CopyFrom (const CovarianceModelBase& t)
+{
+ Destruct();
+
+ cm=CreateCM(t.GetNumNodes(),t.GetNumStates());
+
+ cm->name=(char *)MallocOrDie(strlen(t.GetName())+1);
+ strcpy(cm->name,t.GetName());
+
+ COPY_ARRAY(sttype,t.GetNumStates()+1);
+ COPY_STATE_ARRAY(ndidx);
+ COPY_ARRAY(stid,t.GetNumStates()+1);
+ COPY_STATE_ARRAY(cfirst);
+ COPY_STATE_ARRAY(cnum);
+ COPY_STATE_ARRAY(plast);
+ COPY_STATE_ARRAY(pnum);
+
+ COPY_ARRAY(nodemap,t.GetNumNodes());
+ COPY_ARRAY(ndtype,t.GetNumNodes());
+
+ COPY_ARRAY_2D(t,t.GetNumStates(),MAXCONNECT);
+ COPY_ARRAY_2D(e,t.GetNumStates(),Alphabet_size*Alphabet_size);
+ COPY_STATE_ARRAY(begin);
+ COPY_STATE_ARRAY(end);
+ COPY_ARRAY_2D(tsc,t.GetNumStates(),MAXCONNECT);
+ COPY_ARRAY_2D(esc,t.GetNumStates(),Alphabet_size*Alphabet_size);
+ COPY_STATE_ARRAY(beginsc);
+ COPY_STATE_ARRAY(endsc);
+
+ cm->flags = t.cm->flags;
+}
+void CovarianceModelBase::MirrorFrom (CM_t *t)
+{
+ Destruct();
+
+ cmMemoryOwned=false;
+ cm=t;
+ cmfp=NULL;
+}
+
+void CovarianceModelBase::Realloc2d(float **(&array),int oldNumStates,int newNumStates,int sizeDim2)
+{
+ float **old=array;
+ array=FMX2Alloc(newNumStates, sizeDim2);
+ for (int i=0; i<oldNumStates; i++) {
+ for (int j=0; j<sizeDim2; j++) {
+ array[i][j]=old[i][j];
+ }
+ }
+ FMX2Free(old);
+}
+// WARNING: only for HMMs
+void CovarianceModelBase::AddStates(int numNewStates)
+{
+ int newNumStates=numNewStates+GetNumStates();
+
+ cm->sttype=(char *)ReallocOrDie(cm->sttype,sizeof(cm->sttype[0])*(newNumStates+1));
+ cm->stid=(char *)ReallocOrDie(cm->stid,sizeof(cm->stid[0])*(newNumStates+1));
+ cm->ndidx=(int *)ReallocOrDie(cm->ndidx,sizeof(cm->ndidx[0])*newNumStates);
+ cm->cfirst=(int *)ReallocOrDie(cm->cfirst,sizeof(cm->cfirst[0])*newNumStates);
+ cm->cnum=(int *)ReallocOrDie(cm->cnum,sizeof(cm->cnum[0])*newNumStates);
+ cm->plast=(int *)ReallocOrDie(cm->plast,sizeof(cm->plast[0])*newNumStates);
+ cm->pnum=(int *)ReallocOrDie(cm->pnum,sizeof(cm->pnum[0])*newNumStates);
+
+ cm->begin=(float *)ReallocOrDie(cm->begin,sizeof(cm->begin[0])*newNumStates);
+ cm->end=(float *)ReallocOrDie(cm->end,sizeof(cm->end[0])*newNumStates);
+ cm->beginsc=(float *)ReallocOrDie(cm->beginsc,sizeof(cm->beginsc[0])*newNumStates);
+ cm->endsc=(float *)ReallocOrDie(cm->endsc,sizeof(cm->endsc[0])*newNumStates);
+
+ Realloc2d(cm->tsc,GetNumStates(),newNumStates,MAXCONNECT);
+ Realloc2d(cm->esc,GetNumStates(),newNumStates,Alphabet_size*Alphabet_size);
+
+ Realloc2d(cm->t,GetNumStates(),newNumStates,MAXCONNECT);
+ Realloc2d(cm->e,GetNumStates(),newNumStates,MAXCONNECT);
+
+ cm->M=newNumStates;
+}
+// WARNING: only for HMMs
+void CovarianceModelBase::MoveStatesHigher (State st_firstState,State st_destOfFirstState)
+{
+ int firstState=StateToInt(st_firstState);
+ int destOfFirstState=StateToInt(st_destOfFirstState);
+
+ assert(destOfFirstState>=firstState);
+ int increase=destOfFirstState-firstState;
+ int newNumStates=GetNumStates() + increase;
+
+ AddStates(increase);
+
+ // do the move, careful about the overlap
+ for (int state=newNumStates-1; state>=destOfFirstState; state--) {
+ cm->sttype[state]=cm->sttype[state-increase];
+ cm->cfirst[state]=cm->cfirst[state-increase];
+ cm->cnum[state]=cm->cnum[state-increase];
+ for (int i=0; i<MAXCONNECT; i++) {
+ cm->tsc[state][i]=cm->tsc[state-increase][i];
+ }
+ for (int i=0; i<Alphabet_size*Alphabet_size; i++) {
+ cm->esc[state][i]=cm->esc[state-increase][i];
+ }
+ }
+
+ // now adjust 'cfirst' members of the moved thingies
+ for (int state=destOfFirstState; state<newNumStates; state++) {
+ if (cm->cfirst[state]!=-1) {
+ assert(cm->cfirst[state]>=firstState);
+ cm->cfirst[state] += increase;
+ }
+ }
+}
+void CovarianceModelBase::CopyStatesVerbatimFrom(const CovarianceModelBase& t,State st_firstState,State st_lastState)
+{
+ int firstState=StateToInt(st_firstState);
+ int lastState=StateToInt(st_lastState);
+ int state;
+ for (state=firstState; state<lastState; state++) {
+
+ cm->sttype[state]=t.cm->sttype[state];
+ cm->cfirst[state]=t.cm->cfirst[state];
+ cm->cnum[state]=t.cm->cnum[state];
+ for (int i=0; i<MAXCONNECT; i++) {
+ cm->tsc[state][i]=t.cm->tsc[state][i];
+ }
+ for (int i=0; i<Alphabet_size*Alphabet_size; i++) {
+ cm->esc[state][i]=t.cm->esc[state][i];
+ }
+ }
+}
+
+void CovarianceModelBase::Init (int numStates)
+{
+ //cm=CreateCM(0,numStates); // Nodes not used in Zasha's structure
+ cm=CreateCM(1,numStates); // But nnodes=0 causes a malloc(0)
+ // which is undefined and can cause a crash
+ // Using 1 instead is ad hoc to prevent this
+
+ char dummyName[]="unnamed";
+ cm->name = sre_strdup(dummyName, (int)(strlen(dummyName)));
+}
+void CovarianceModelBase::DivideOutUniformNullModel(void)
+{
+ int v, x, y;
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] == MP_st)
+ for (x = 0; x < Alphabet_size; x++)
+ for (y = 0; y < Alphabet_size; y++) {
+ cm->e[v][x*Alphabet_size+y] *= 16.0;
+ cm->esc[v][x*Alphabet_size+y] = (float)sreLOG2(cm->e[v][x*Alphabet_size+y]);
+ }
+
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ for (x = 0; x < Alphabet_size; x++) {
+ cm->e[v][x] *= 4.0;
+ cm->esc[v][x] = (float)sreLOG2(cm->e[v][x]);
+ }
+ }
+}
+void CovarianceModelBase::CMRenormalize (void)
+{
+ ::CMRenormalize(cm);
+
+ // copied from ::CMLogoddsify, but in this case we just want to Log
+ int v, x, y;
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ for (x = 0; x < cm->cnum[v]; x++)
+ cm->tsc[v][x] = (float)sreLOG2(cm->t[v][x]);
+
+ if (cm->sttype[v] == MP_st)
+ for (x = 0; x < Alphabet_size; x++)
+ for (y = 0; y < Alphabet_size; y++)
+ cm->esc[v][x*Alphabet_size+y] = (float)sreLOG2(cm->e[v][x*Alphabet_size+y]);
+
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ for (x = 0; x < Alphabet_size; x++)
+ cm->esc[v][x] = (float)sreLOG2(cm->e[v][x]);
+
+ /* These work even if begin/end distributions are inactive 0's,
+ * sreLOG2 will set beginsc, endsc to -infinity.
+ */
+ cm->beginsc[v] = (float)sreLOG2(cm->begin[v]);
+ cm->endsc[v] = (float)sreLOG2(cm->end[v]);
+ }
+
+ if (enableInsertHack) {
+ ::CMHackInsertScores(cm);
+ }
+}
+void CovarianceModelBase::HackInsertScoresToStrictProbs (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ if (IsInsertState(state)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ SetEmissionProbDirectly(state,nuc,0.25);
+ SetSingletEmissionLogScore(state,nuc,-2.0);
+ }
+ }
+ }
+}
+void CovarianceModelBase::SetTransitionProbDirectly (State state,int child,float prob)
+{
+ cm->t[StateToInt(state)][child]=prob;
+}
+float CovarianceModelBase::GetTransitionProbDirectly (State state,int child) const
+{
+ return cm->t[StateToInt(state)][child];
+}
+void CovarianceModelBase::SetEmissionProbDirectly (State state,int nuc,float prob)
+{
+ cm->e[StateToInt(state)][nuc]=prob;
+}
+float CovarianceModelBase::GetEmissionProbDirectly (State state,int nuc) const
+{
+ return cm->e[StateToInt(state)][nuc];
+}
+float CovarianceModelBase::GetPairEmissionProbDirectly (State state,int leftNuc,int rightNuc) const
+{
+ return cm->e[StateToInt(state)][leftNuc*Alphabet_size + rightNuc];
+}
+void CovarianceModelBase::SetPairEmissionProbDirectly(State state,int leftNuc,int rightNuc,float prob)
+{
+ cm->e[StateToInt(state)][leftNuc*Alphabet_size + rightNuc]=prob;
+}
+void CovarianceModelBase::NormalizeEmissionsToStrictProbabilitiesViaProbabilities (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+
+ switch (GetNumSymbolsEmitted(state)) {
+ case 1:
+ {
+ double totalProb=0;
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ totalProb += GetEmissionProbDirectly(state,nuc);
+ }
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ float t=GetEmissionProbDirectly(state,nuc);
+ float prob=(float)(t/totalProb);
+ if (t==0 && totalProb==0) {
+ prob=1;
+ }
+ SetEmissionProbDirectly(state,nuc,prob);
+ SetSingletEmissionLogScore(state,nuc,(float)(sreLOG2(prob)));
+ }
+ }
+ break;
+ case 2:
+ {
+ double totalProb=0;
+ for (int leftNuc=0; leftNuc<Alphabet_size; leftNuc++) {
+ for (int rightNuc=0; rightNuc<Alphabet_size; rightNuc++) {
+ totalProb += GetPairEmissionProbDirectly(state,leftNuc,rightNuc);
+ }
+ }
+ for (int leftNuc=0; leftNuc<Alphabet_size; leftNuc++) {
+ for (int rightNuc=0; rightNuc<Alphabet_size; rightNuc++) {
+ float t=GetPairEmissionProbDirectly(state,leftNuc,rightNuc);
+ float prob=(float)(t/totalProb);
+ if (t==0 && totalProb==0) {
+ prob=1;
+ }
+ SetPairEmissionProbDirectly(state,leftNuc,rightNuc,prob);
+ SetPairEmissionScore(state,leftNuc,rightNuc,(float)(sreLOG2(prob)));
+ }
+ }
+ }
+ break;
+ }
+ }
+}
+void CovarianceModelBase::NormalizeTransitionsToStrictProbabilitiesViaProbabilities (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+
+ double totalProb=0;
+ for (int child=0; child<GetNumChildren(state); child++) {
+ totalProb += GetTransitionProbDirectly(state,child);
+ }
+ for (int child=0; child<GetNumChildren(state); child++) {
+ float t=GetTransitionProbDirectly(state,child);
+ float prob=(float)(t/totalProb);
+ if (t==0 && totalProb==0) {
+ prob=1;
+ }
+ SetTransitionProbDirectly(state,child,prob);
+ SetTransitionLogScore(state,child,(float)(sreLOG2(prob)));
+ }
+ }
+}
+void CovarianceModelBase::ZeroAllEmitProbs (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ assert(GetNumSymbolsEmitted(state)!=2); // only meant for HMMs
+ if (IsEmitting(state)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ SetEmissionProbDirectly(state,nuc,(float)0);
+ }
+ }
+ }
+}
+void CovarianceModelBase::ZeroAllTransitionProbsExceptSelfLoops (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ for (int child=0; child<GetNumChildren(state); child++) {
+ State toState=GetNthChildState(state,child);
+ if (state!=toState) { // no a self-loop
+ SetTransitionProbDirectly(state,child,(float)0);
+ }
+ }
+ }
+}
+void CovarianceModelBase::ZeroAllTransitionProbs (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ for (int child=0; child<GetNumChildren(state); child++) {
+ SetTransitionProbDirectly(state,child,(float)0);
+ }
+ }
+}
+void CovarianceModelBase::SetFirstChild (State state,State firstChild)
+{
+ cm->cfirst[StateToInt(state)]=StateToInt(firstChild);
+}
+void CovarianceModelBase::SetNumChildren (State state,int numChildren)
+{
+ assert(numChildren>=0 && numChildren<MAXCONNECT);
+ cm->cnum[StateToInt(state)]=numChildren;
+}
+void CovarianceModelBase::SetNoChildren (State state)
+{
+ cm->cfirst[StateToInt(state)]=-1;
+ cm->cnum[StateToInt(state)]=0;
+}
+void CovarianceModelBase::SetStateType (State state,int stateType)
+{
+ cm->sttype[StateToInt(state)]=stateType;
+}
+void CovarianceModelBase::SetTransitionLogScore (State state,int childNum,float score)
+{
+ assert(childNum>=0 && childNum<GetNumChildren(state));
+ cm->tsc[StateToInt(state)][childNum]=score;
+}
+void CovarianceModelBase::SetSingletEmissionLogScore (State state,int symbol,float score)
+{
+ assert(symbol>=0 && symbol<Alphabet_size);
+ cm->esc[StateToInt(state)][symbol]=score;
+}
+void CovarianceModelBase::SetBeginsc (State state,float score)
+{
+ cm->beginsc[StateToInt(state)]=score;
+}
+float CovarianceModelBase::CYKDivideAndConquer(char *seq,int L,State state,int i,int j,Parsetree_t **retr) const {
+ CM_t *nonConstCM=(CM_t *)cm;
+ return ::CYKDivideAndConquer(nonConstCM,seq,L,StateToInt(state),i,j,retr,NULL,NULL);
+}
+float CovarianceModelBase::CYKInsideScore (char *seq,int L,State state,int i,int j) const {
+ CM_t *nonConstCM=(CM_t *)cm;
+ return ::CYKInsideScore(nonConstCM,seq,L,StateToInt(state),i,j,NULL,NULL);
+}
+CMConsensus_t *CovarianceModelBase::CreateCMConsensus (float x,float y) const
+{
+ CM_t *nonConstCM=(CM_t *)cm;
+ return ::CreateCMConsensus(nonConstCM,x,y);
+}
+void CovarianceModelBase::CYKScanZasha (char *dsq, int L, int W,int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc,CykscanStats& cykscanStats) const {
+#ifndef CM2HMM_ONLY
+ CM_t *nonConstCM=(CM_t *)cm;
+ ::CYKScanZasha(nonConstCM,dsq,L,W,ret_nhits,ret_hitr,ret_hiti,ret_hitj,ret_hitsc,cykscanStats);
+#endif
+}
+void CovarianceModelBase::CYKScan_OptionalBug (char *dsq, int L, int W,int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc,bool fixBug) const
+{
+#ifndef CM2HMM_ONLY
+ CM_t *nonConstCM=(CM_t *)cm;
+ ::CYKScan_OptionalBug(nonConstCM,dsq,L,W,ret_nhits,ret_hitr,ret_hiti,ret_hitj,ret_hitsc,fixBug);
+#endif
+}
+Fancyali_t *CovarianceModelBase::CreateFancyAli(Parsetree_t *tr, CMConsensus_t *cons, char *rnaSequence) const
+{
+ CM_t *nonConstCM=(CM_t *)cm;
+ return ::CreateFancyAli(tr,nonConstCM,cons,rnaSequence);
+}
+float CovarianceModelBase::ParsetreeScore(Parsetree_t *tr,char *rnaSequence) const
+{
+#ifndef CM2HMM_ONLY
+ CM_t *nonConstCM=(CM_t *)cm;
+ return ::ParsetreeScore(nonConstCM,tr,rnaSequence);
+#else
+ throw SimpleStringException("Not implemented %s:%d",__FILE__,__LINE__);
+#endif
+}
+void CovarianceModelBase::ParsetreeDump(FILE *out, Parsetree_t *tr, char *rnaSequence) const
+{
+#ifndef CM2HMM_ONLY
+ CM_t *nonConstCM=(CM_t *)cm;
+ ::ParsetreeDump(out, tr, nonConstCM, rnaSequence);
+#endif
+}
+const char *CovarianceModelBase::GetName (void) const {
+ return cm->name;
+}
+void CovarianceModelBase::CYKScan (char *dsq, int L, int W,int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc) const
+{
+ CM_t *nonConstCM=(CM_t *)cm;
+ ::CYKScan(nonConstCM,dsq,1,L,W,ret_nhits,ret_hitr,ret_hiti,ret_hitj,ret_hitsc,0.0);
+}
diff --git a/rigfilters/cm2hmm-1.0/CovarianceModel.h b/rigfilters/cm2hmm-1.0/CovarianceModel.h
new file mode 100644
index 0000000..cb35f28
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/CovarianceModel.h
@@ -0,0 +1,586 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+// wrapper of CM_t object from infernal-0.54
+
+// states I've added
+// dummy states we use (& keep in the HMM) for the end of a non-bifuricating block. It's functionally equivalent to a D_st
+#define PASSTHRU_st 16
+// nice sentinel value
+#define INVALID_st -1
+
+class CovarianceModelBase {
+protected:
+ CMFILE *cmfp;
+ CM_t *cm;
+ bool cmMemoryOwned;
+
+ int uniqueId;
+ static int nextUniqueId;
+
+ void Destruct (void);
+
+ static bool enableInsertHack;
+
+ // was for debugging: void fwrite(void *p,size_t size,size_t count,FILE *file);
+
+ void Realloc2d(float **(&array),int oldNumStates,int newNumStates,int sizeDim2);
+public:
+ CovarianceModelBase (void);
+ ~CovarianceModelBase ();
+
+ // useful for caching & verifying that we don't have 2 CMs at the same address
+ // may be conservative about being equal (i.e. if you copy a CM from another using CopyFrom, they'll have different uniqueId's, even though they're really the same)
+ int GetUniqueId (void) const;
+
+ bool /*success*/ Load (char *cmFileName,bool doLocalAlignment);
+ void Save (char *cmFileName);
+ void CopyFrom (const CovarianceModelBase& t);
+ void MirrorFrom (CM_t *cm);
+ void Init (int numStates);
+ // load Cove 2-format used by tRNAscan-SE (Lowe & Eddy, 1997)
+ void LoadCove2 (const char *cmFileName);
+ static void DisableInsertHack (void);
+
+ class NodeOrState {
+ friend class CovarianceModelBase;
+ protected:
+ int index;
+ inline NodeOrState (int _index) {
+ index=_index;
+ }
+ inline int ToInt (void) const {
+ return index;
+ }
+ public:
+ inline NodeOrState () {
+ }
+ inline void operator = (const NodeOrState& t) {
+ index=t.index;
+ }
+ inline NodeOrState (const NodeOrState& t) {
+ *this=t;
+ }
+ inline bool operator == (const NodeOrState& t) const {
+ return index==t.index;
+ }
+ inline bool operator != (const NodeOrState& t) const {
+ return !(*this==t);
+ }
+ inline void operator ++ (int dummy) {
+ index++;
+ }
+ inline void operator -- (int dummy) {
+ index--;
+ }
+ void operator += (int t) {
+ index += t;
+ }
+ inline bool GreaterThanZero (void) const {
+ return index>=0;
+ }
+ };
+ class Node : public NodeOrState {
+ friend class CovarianceModelBase;
+ protected:
+ inline Node (int index) : NodeOrState(index) {}
+ public:
+ inline Node () : NodeOrState () {}
+ inline Node (const Node& t) : NodeOrState(t) {}
+ inline Node PlusInt (int i) const {
+ return Node (index+i);
+ }
+ bool operator >= (const Node& t) const {
+ return index>=t.index;
+ }
+ bool operator <= (const Node& t) const {
+ return index<=t.index;
+ }
+ bool operator < (const Node& t) const {
+ return index<t.index;
+ }
+ bool operator > (const Node& t) const {
+ return index>t.index;
+ }
+ };
+ class State : public NodeOrState {
+ friend class CovarianceModelBase;
+ protected:
+ inline State (int index) : NodeOrState(index) {}
+ public:
+ inline State () : NodeOrState () {}
+ inline State (const State& t) : NodeOrState(t) {}
+ inline State PlusInt (int i) const {
+ return State(index+i);
+ }
+ bool operator >= (const State& t) const {
+ return index>=t.index;
+ }
+ bool operator <= (const State& t) const {
+ return index<=t.index;
+ }
+ bool operator < (const State& t) const {
+ return index<t.index;
+ }
+ bool operator > (const State& t) const {
+ return index>t.index;
+ }
+ };
+ typedef std::list<State> StateList;
+ typedef std::list<Node> NodeList;
+ typedef std::vector<Node> NodeVector;
+
+ // __ONLY__ for calling code in infernal
+ inline CM_t * GetCM (void) {
+ return cm;
+ }
+ inline const CM_t *GetCM (void) const {
+ return cm;
+ }
+ CMConsensus_t *CreateCMConsensus (float x,float y) const;
+ float CYKDivideAndConquer(char *seq,int L,State state,int i,int j,Parsetree_t **retr=NULL) const;
+ float CYKInsideScore (char *seq,int L,State state,int i,int j) const;
+ void CYKScanZasha (char *dsq, int L, int W,int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc,CykscanStats& cykscanStats) const;
+ void CYKScan_OptionalBug (char *dsq, int L, int W,int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc,bool fixBug) const;
+ void CYKScan (char *dsq, int L, int W,int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc) const;
+ Fancyali_t *CreateFancyAli(Parsetree_t *tr, CMConsensus_t *cons, char *rnaSequence) const;
+ void ParsetreeDump(FILE *out, Parsetree_t *tr, char *rnaSequence) const;
+ float ParsetreeScore(Parsetree_t *tr,char *rnaSequence) const;
+
+ void CMRenormalize (void); // calls CMRenormalize in cm.c
+ void DivideOutUniformNullModel(void);
+ void HackInsertScoresToStrictProbs (void);
+ void ZeroAllTransitionProbsExceptSelfLoops (void);
+ void ZeroAllTransitionProbs (void);
+ void ZeroAllEmitProbs (void);
+ void NormalizeTransitionsToStrictProbabilitiesViaProbabilities (void);
+ void NormalizeEmissionsToStrictProbabilitiesViaProbabilities (void);
+
+ const char *GetName (void) const;
+ static inline int StateToInt (State state) {
+ return state.ToInt();
+ }
+ static inline State IntToState (int s) {
+ return State(s);
+ }
+ inline int GetNumStates (void) const {
+ return cm->M;
+ }
+ inline bool IsStateValid (State state) const {
+ int stateIndex=StateToInt(state);
+ return stateIndex>=0 && stateIndex<cm->M;
+ }
+ inline State GetStartState (void) const {
+ return State(0);
+ }
+ inline int GetStateType (State state) const {
+ return cm->sttype[StateToInt(state)];
+ }
+ inline int GetCombinedStateAndNodeType (State state) const {
+ return cm->stid[StateToInt(state)];
+ }
+ inline const char *GetStateTypeName (State state) const {
+ switch (GetStateType(state)) {
+ case INVALID_st:
+ return "INVALID";
+ case PASSTHRU_st:
+ return "PASSTHRU";
+ }
+ return Statetype(GetStateType (state));
+ }
+ inline State GetFirstState (void) const {
+ return State(0);
+ }
+ inline State GetLastState (void) const {
+ return State(GetNumStates());
+ }
+ inline State GetActualLastState (void) const {
+ State s(GetLastState());
+ s--;
+ return s;
+ }
+ static inline State GetInvalidState (void) {
+ return State(-1);
+ }
+ static inline Node GetInvalidNode (void) {
+ return Node(-1);
+ }
+ inline bool IsValidState (State state) const {
+ int s=StateToInt(state);
+ return s>=0 && s<GetNumStates();
+ }
+ inline bool IsValidNode (Node node) const {
+ return node>=GetFirstNode() && node<GetLastNode();
+ }
+ static inline bool IsStateInRange (State state,State firstState,State lastState) {
+ return StateToInt(state)>=StateToInt(firstState) && StateToInt(state)<StateToInt(lastState);
+ }
+
+ static inline int NodeToInt (Node node) {
+ return node.ToInt();
+ }
+ static inline Node IntToNode(int index) {
+ return Node(index);
+ }
+ inline int GetNumNodes (void) const {
+ return cm->nodes;
+ }
+ inline Node GetFirstNode (void) const {
+ return Node(0);
+ }
+ inline Node GetLastNode (void) const {
+ return Node(GetNumNodes());
+ }
+ inline Node GetActualLastNode (void) const {
+ Node n(GetLastNode());
+ n--;
+ return n;
+ }
+ inline Node GetNode (State state) const {
+ return Node(cm->ndidx[StateToInt(state)]);
+ }
+ inline State GetFirstStateOfNode (Node node) const {
+ return cm->nodemap[NodeToInt(node)];
+ }
+ inline State GetConsensusStateOfNode (Node node) const {
+ return GetFirstStateOfNode(node);
+ }
+ inline State GetLastStateOfNode (Node node) const {
+ // I'm just going to go with the dumb alg, which is somewhat slower than it has to be
+ State testState=GetFirstStateOfNode(node);
+ while (GetNode(testState)==node) {
+ testState++;
+ }
+ return testState;
+ }
+ State GetLastSplitSetStateOfNode (Node node) const {
+ State testState=GetFirstStateOfNode(node);
+ while (GetNode(testState)==node && !IsInsertState(testState)) {
+ testState++;
+ }
+ return testState;
+ }
+ inline int GetNodeType (Node node) const {
+ return cm->ndtype[NodeToInt(node)];
+ }
+ inline bool IsRootOrBeginNode (Node node) const {
+ return GetNodeType(node)==ROOT_nd || GetNodeType(node)==BEGL_nd || GetNodeType(node)==BEGR_nd;
+ }
+ inline bool IsEndNode (Node node) const {
+ return GetNodeType(node)==END_nd;
+ }
+ inline bool IsBifurcationNode (Node node) const {
+ return GetNodeType(node)==BIF_nd;
+ }
+ inline bool IsBifuricationNode (Node node) const {
+ return IsBifurcationNode(node); // fix my spelling
+ }
+ // this function is invalid for bifurcation states
+ inline Node GetNextNode (Node node) const {
+ assert(node!=GetInvalidNode());
+ if (IsEndNode(node)) {
+ return GetInvalidNode();
+ }
+ assert (!IsBifurcationNode(node));
+ if (IsBifurcationNode(node)) {
+ throw SimpleStringException("(CovarianceModelBase::GetNextNode) function was asked about a bifurcation node, which doesn't have only one next node.");
+ }
+ const State firstState=GetFirstStateOfNode(node);
+ State state=firstState;
+ while (GetNode(state)==node) {
+ state++;
+ }
+ return GetNode(state);
+ }
+ inline int GetNumStatesInNode (Node node) const {
+ int result=0;
+ State state=GetFirstStateOfNode(node);
+ while (GetNode(state)==node) {
+ state++;
+ result++;
+ }
+ return result;
+ }
+
+ inline bool HasChildren (State state) const {
+ return cm->cnum[StateToInt(state)]>0; // trick works for B_st, since cnum is right child which won't be state #0 since that's the start state
+ }
+ inline int GetNumChildren (State state) const {
+ assert(!IsBifurcation(state)); // technically, this should be okay, but there's an overloading of a CM state, vs. an AlphaState (meta state), so I'll be conservative
+ return cm->cnum[StateToInt(state)];
+ }
+ inline State GetNthChildState(State state,int childNum) const {
+ assert(childNum>=0 && childNum<GetNumChildren(state));
+ return cm->cfirst[StateToInt(state)] + childNum;
+ }
+ inline float GetNthChildTsc(State state,int childNum) const {
+ assert(childNum>=0 && childNum<GetNumChildren(state));
+ return cm->tsc[StateToInt(state)][childNum];
+ }
+ inline double GetNthChildTransitionProb(State state,int childNum) const {
+ double e=GetNthChildTsc(state,childNum);
+ return pow(2.0,e);
+ }
+ // this function is somewhat inefficient, but whatever. which child# is toState, transitioning from fromState?
+ inline int GetChildNum_Slow(State fromState,State toState) const {
+ for (int childNum=0; childNum<GetNumChildren(fromState); childNum++) {
+ if (GetNthChildState(fromState,childNum)==toState) {
+ return childNum;
+ }
+ }
+ // shouldn't get here -- there's no transition
+ assert(false);
+ return 0; // keep compiler happy
+ }
+ inline int GetChildNumEitherWay_Slow (State fromState,State toState) const {
+ if (fromState>toState) {
+ std::swap(fromState,toState);
+ }
+ return GetChildNum_Slow(fromState,toState);
+ }
+
+ inline bool DoLocal (void) const {
+ assert( ((cm->flags&CM_LOCAL_BEGIN)!=0) == ((cm->flags&CM_LOCAL_END)!=0) ); // I'm not clear when you'd want one without the other, and I therefore don't intend to handle this case
+ return (cm->flags&(CM_LOCAL_BEGIN|CM_LOCAL_END))!=0;
+ }
+ inline void SetDoLocal (bool doLocal) {
+ cm->flags &= ~(CM_LOCAL_BEGIN|CM_LOCAL_END);
+ if (doLocal) {
+ cm->flags |= CM_LOCAL_BEGIN|CM_LOCAL_END;
+ }
+ }
+ inline float GetBeginsc (State state) const {
+ return cm->beginsc[StateToInt(state)];
+ }
+ inline float GetEndsc (State state) const {
+ return cm->endsc[StateToInt(state)];
+ }
+
+ void SetFirstChild (State state,State firstChild);
+ void SetNumChildren (State state,int numChildren);
+ void SetNoChildren (State state);
+ void SetStateType (State state,int stateType);
+ void SetTransitionLogScore (State state,int childNum,float score);
+ void SetSingletEmissionLogScore (State state,int symbol,float score);
+ void SetBeginsc (State state,float score);
+
+ // put it directly into the 't' array (not 'tsc')
+ void SetTransitionProbDirectly (State state,int child,float prob);
+ float GetTransitionProbDirectly (State state,int child) const;
+ // or the 'e' array
+ void SetEmissionProbDirectly (State state,int nuc,float prob);
+ float GetEmissionProbDirectly (State state,int nuc) const;
+ float GetPairEmissionProbDirectly (State state,int leftNuc,int rightNuc) const;
+ void SetPairEmissionProbDirectly(State state,int leftNuc,int rightNuc,float prob);
+
+ // somewhat specialized functions, for building HMMs
+ // add states to the end of the CM, without doing anything with them
+ void AddStates(int numNewStates);
+ // states [firstState,GetLastState()] are moved to begin at destOfFirstState, and their child ptrs are updated to apply to their new position. Node information is ignored, since I don't need that for HMMs. It's assumed that destOfFirstState>firstState.
+ void MoveStatesHigher (State firstState,State destOfFirstState);
+ // another HMM-building function -- copies range of states defined by the half-open interval [firstState,lastState) from one CM into the _same_ positions in another, without modifying the data at all (useful in combination with MoveStatesHigher)
+ void CopyStatesVerbatimFrom(const CovarianceModelBase& t,State firstState,State lastState);
+
+ inline bool IsBifurcation (State state) const {
+ return GetStateType(state)==B_st;
+ }
+ inline bool IsBifurication (State state) const {
+ return IsBifurcation(state); // fix my spelling
+ }
+ inline State GetLeftBifurcationChild (State state) const {
+ return State(cm->cfirst[StateToInt(state)]);
+ }
+ inline State GetRightBifurcationChild (State state) const {
+ return State(cm->cnum[StateToInt(state)]);
+ }
+ inline Node GetLeftBifurcationChild (Node node) const {
+ return GetNode(GetLeftBifurcationChild(GetFirstStateOfNode(node)));
+ }
+ inline Node GetRightBifurcationChild (Node node) const {
+ return GetNode(GetRightBifurcationChild(GetFirstStateOfNode(node)));
+ }
+ inline State GetLeftBifurifactionChild (State state) const {
+ return GetLeftBifurcationChild(state); // fix my spelling
+ }
+ inline State GetRightBifurifactionChild (State state) const {
+ return GetRightBifurcationChild(state); // fix my spelling
+ }
+ inline bool IsEndState (State state) const {
+ return GetStateType(state)==E_st || GetStateType(state)==EL_st;
+ }
+ inline bool IsInsertState (State state) const {
+ return GetStateType(state)==IL_st || GetStateType(state)==IR_st;
+ }
+ inline bool IsSplitSetState (State state) const {
+ return !IsInsertState(state);
+ }
+
+ // function returns empty list if no children
+ struct ChildAndTransitionScore {
+ State childState;
+ float tsc;
+ };
+public:
+ enum {MAX_CHILDREN=16}; // I'm not sure what's the real max, but CMs have bounded # of out-edges, so this technique will work
+ typedef FixedArrayWithSize<ChildAndTransitionScore,16> ChildAndTransitionScoreVector;
+ inline void GetChildren (ChildAndTransitionScoreVector& children,State state) const {
+ if (IsBifurication(state)) {
+ children.resize(2);
+ children[0].childState=GetLeftBifurifactionChild(state);
+ children[1].childState=GetRightBifurifactionChild(state);
+ children[0].tsc=children[1].tsc=0;
+ }
+ else {
+ children.resize(GetNumChildren(state));
+ int i;
+ for (i=0; i<GetNumChildren(state); i++) {
+ children[i].childState=cm->cfirst[StateToInt(state)]+i;
+ children[i].tsc=cm->tsc[StateToInt(state)][i];
+ }
+ }
+ }
+
+ inline bool EmitsLeft (State state) const {
+ int st=GetStateType(state);
+ return st==ML_st || st==IL_st || st==MP_st;
+ }
+ inline bool EmitsRight (State state) const {
+ int st=GetStateType(state);
+ return st==MR_st || st==IR_st || st==MP_st;
+ }
+ inline bool EmitsLeftAndRight (State state) const {
+ return EmitsLeft(state) && EmitsRight(state);
+ }
+ inline bool IsStateMP (State state) const {
+ return EmitsLeftAndRight (state); // synonym
+ }
+ inline bool IsEmitting (State state) const {
+ return EmitsLeft(state) || EmitsRight(state);
+ }
+ inline bool IsEmittingState (State state) const {
+ // just synonym
+ return IsEmitting(state);
+ }
+ inline int GetNumSymbolsEmitted (State state) const {
+ int left=EmitsLeft(state) ? 1 : 0;
+ int right=EmitsRight(state) ? 1 : 0;
+ return left+right;
+ }
+ inline float GetSingletEmissionScore (State state,int nuc) const {
+ assert(nuc>=0 && nuc<Alphabet_size); // valid nuc
+ assert(GetNumSymbolsEmitted(state)==1); // valid for this state
+ return cm->esc[StateToInt(state)][nuc];
+ }
+ inline double GetSingletEmissionProb (State state,int nuc) const {
+ assert(nuc>=0 && nuc<Alphabet_size); // valid nuc
+ assert(GetNumSymbolsEmitted(state)==1); // valid for this state
+ return pow2(GetSingletEmissionScore(state,nuc));
+ }
+ inline float DegenerateSingletScore(State state,int nuc) const {
+ assert(GetNumSymbolsEmitted(state)==1); // valid for this state
+ return ::DegenerateSingletScore(cm->esc[StateToInt(state)],nuc);
+ }
+ inline static int GetPairIndex (int leftNuc,int rightNuc) {
+ assert(leftNuc>=0 && leftNuc<Alphabet_size); // valid nuc
+ assert(rightNuc>=0 && rightNuc<Alphabet_size); // valid nuc
+ assert(Alphabet_size==4);
+ return leftNuc*Alphabet_size + rightNuc;
+ }
+ inline float GetPairEmissionScore (State state,int leftNuc,int rightNuc) const {
+ assert(GetNumSymbolsEmitted(state)==2); // valid for this state
+ return cm->esc[StateToInt(state)][GetPairIndex(leftNuc,rightNuc)];
+ }
+ inline void SetPairEmissionScore (State state,int leftNuc,int rightNuc,float score) const {
+ assert(GetNumSymbolsEmitted(state)==2); // valid for this state
+ cm->esc[StateToInt(state)][GetPairIndex(leftNuc,rightNuc)] = score;
+ }
+ inline float DegeneratePairScore (State state,int leftNuc,int rightNuc) const {
+ assert(GetNumSymbolsEmitted(state)==2); // valid for this state
+ return ::DegeneratePairScore(cm->esc[StateToInt(state)], leftNuc,rightNuc);
+ }
+};
+
+class CovarianceModel : public CovarianceModelBase {
+};
+
+
+template <class T>
+class VectorByCmState : public std::vector<T> {
+public:
+ const T& operator [] (CovarianceModel::State state) const {
+ return std::vector<T>::operator [] (CovarianceModel::StateToInt(state));
+ }
+ T& operator [] (CovarianceModel::State state) {
+ return std::vector<T>::operator [] (CovarianceModel::StateToInt(state));
+ }
+};
+class BoolVectorByCmState : public _Bvector {
+public:
+ _Bvector::const_reference operator [] (CovarianceModel::State state) const {
+ return _Bvector::operator [] (CovarianceModel::StateToInt(state));
+ }
+ _Bvector::reference operator [] (CovarianceModel::State state) {
+ return _Bvector::operator [] (CovarianceModel::StateToInt(state));
+ }
+};
+template <class T>
+class VectorByCmNode : public std::vector<T> {
+public:
+ const T& operator [] (CovarianceModel::Node node) const {
+ return std::vector<T>::operator [] (CovarianceModel::NodeToInt(node));
+ }
+ T& operator [] (CovarianceModel::Node node) {
+ return std::vector<T>::operator [] (CovarianceModel::NodeToInt(node));
+ }
+};
+class BoolVectorByCmNode : public _Bvector {
+public:
+ _Bvector::const_reference operator [] (CovarianceModel::Node state) const {
+ return _Bvector::operator [] (CovarianceModel::NodeToInt(state));
+ }
+ _Bvector::reference operator [] (CovarianceModel::Node state) {
+ return _Bvector::operator [] (CovarianceModel::NodeToInt(state));
+ }
+};
+
+#define COPY_ARRAY(NAME,NUM) memcpy(cm->NAME,t.cm->NAME,sizeof(*(cm->NAME))*(NUM));
+#define COPY_STATE_ARRAY(NAME) COPY_ARRAY(NAME,t.GetNumStates());
+#define COPY_ARRAY_2D(NAME,S1,S2) for (int i=0; i<S1; i++) { for (int j=0; j<S2; j++) { cm->NAME[i][j] = t.cm->NAME[i][j]; } }
+
+extern int read_ascii_cm_nonrenormalizing(CMFILE *cmf, CM_t **ret_cm);
diff --git a/rigfilters/cm2hmm-1.0/ForwardHMM.cpp b/rigfilters/cm2hmm-1.0/ForwardHMM.cpp
new file mode 100644
index 0000000..146f0a4
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/ForwardHMM.cpp
@@ -0,0 +1,282 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+
+// helper function for InfiniteLengthForwardAlg_LastStateDoesntEmit (see below)
+template <class Hmm,class Real>
+Real CalcExpectedEmitProb_0order (const Hmm& hmm,const typename Hmm::State state,MarkovModelStats& markovModelStats)
+{
+ if (hmm.IsEmittingState(state)) {
+ Real emitProb=0.0;
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ emitProb += markovModelStats.GetProbOfNuc_0order(nuc) * hmm.GetSingletEmissionProb(state,nuc);
+ }
+ return emitProb;
+ }
+ else {
+ return 1;
+ }
+}
+
+// helper funcs for below
+double RealToConcreteDouble (double selfLoopProb)
+{
+ return selfLoopProb;
+}
+double RealToConcreteDouble (SymbolicProbVariableMath::Expression selfLoopProb)
+{
+ return selfLoopProb.ToConstDouble();
+}
+
+
+// returns the sum of the probabilities of paths of any length in the HMM starting at startState and ending at endState. If startState or endState emits, the emission probability is counted. If you don't want their emission probs, you'll have to divide it out. It is illegal for startState or endState to be of type IL_st (really, it's illegal for them to self loop).
+// idea: use a dyn prog table that has only 1 dim, corresponding to states. The dyn prog stores the probability of generating a path that ends at that state, including any emission(s) done at this state (could be more than 1 emission for insert states). For last state, divide out emitScore, if any. To simplify, we disallow start/end states being insert states; this is fine because for the node-probs, we don't have to stitch together paths at insert states.
+template <class Hmm,class Real>
+Real /* expected score */ InfiniteLengthForwardAlg_LastStateDoesntEmit (const Hmm& hmm,const typename Hmm::State startState,const typename Hmm::State endState,MarkovModelStats& markovModelStats)
+{
+ assert(markovModelStats.GetOrder()==0);
+ if (markovModelStats.GetOrder()!=0) {
+ throw SimpleStringException("%s:%d",__FILE__,__LINE__);
+ }
+
+ std::vector<Real> table;
+ table.assign(hmm.GetNumStates(),0.0); // clear to 0, so we don't have to do any explicit initialization
+
+ typename Hmm::State state=startState;
+ table[state]=CalcExpectedEmitProb_0order<Hmm,Real>(hmm,startState,markovModelStats); // by the definition of the table, it must include emissions
+ while (1) {
+ state++;
+
+ if (state>endState) {
+ break;
+ }
+
+ Real emitProb=CalcExpectedEmitProb_0order<Hmm,Real>(hmm,state,markovModelStats);
+
+ Real totalTransitionProb=0.0;
+ Real selfLoopMultiplier=1.0;
+ for (int childNum=0; childNum<hmm.GetNumChildren(state); childNum++) {
+ const typename Hmm::State childState=hmm.GetNthChildState(state,childNum);
+ const Real tsc(hmm.GetNthChildTransitionProb(state,childNum));
+ if (childState==state) {
+ // this is a self loop
+ // compute the prob, which is a sum of a geometric series. This prob will be multiplied into other things
+ Real selfLoopProb_Real=emitProb*tsc;
+ double selfLoopProb=RealToConcreteDouble (selfLoopProb_Real);
+ if (selfLoopProb>=1) {
+ assert(false);
+ throw SimpleStringException("Self-loop (presumably in insert state) has >1 probability, which will converge to infinity, and make it impossible to apply the forward alg with infinite-length strings. One non-hacky solution: model the probabilities of the input strings s.t. longer strings are less likely, but this requires a big re-think of the infinite-length forward alg. A quick-fix solution is to adjust the 0-order Markov model you're using (with the --set-input-mm-file flag) suc [...]
+ }
+ selfLoopMultiplier=1.0/(1.0-selfLoopProb); // sum of infinite geometric series
+ }
+ else {
+ totalTransitionProb += tsc*table[childState];
+ }
+ }
+
+ // justification of this formula for insert state (I think the tricky case): probability of being at one of our child states, times probability of transitioning here, which is given by totalTransitionProb. This is our probability of getting into the state at all. At this point, we have to do an emission (if we're an insert state), so multiply in emitProb. Now, if we're an insert state, we could just go to the next state, with whatever probability that has (but that's taken care of b [...]
+ Real thisProb=emitProb*totalTransitionProb*selfLoopMultiplier;
+ table[state]=thisProb;
+ }
+
+ return table[endState];
+}
+template <class Hmm,class Real>
+Real /* expected score */ InfiniteLengthForwardAlg_LastStateDoesntEmit_StartWithInfernalHmm (const InfernalHmm& infernalHmm,const InfernalHmm::State infernalStartState,const InfernalHmm::State infernalEndState,MarkovModelStats& markovModelStats)
+{
+ assert(infernalHmm.GetStateType(infernalStartState)!=IL_st && infernalHmm.GetStateType(infernalEndState)!=IL_st);
+
+ Hmm hmm;
+ hmm.Init(infernalHmm);
+ const typename Hmm::State startState=InfernalHmm::StateToInt(infernalStartState);
+ const typename Hmm::State endState=InfernalHmm::StateToInt(infernalEndState);
+
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit<Hmm,Real>(hmm,startState,endState,markovModelStats);
+}
+
+/* DLK: commented out this apparently unused function. Undeclared variable selfLoopSomething causes issues for strict compilers
+// I didn't really implement the following function. It looks like higher-order Markov models aren't going to help the HMMs all that much, and it's tricky to implement.
+// generalizes InfiniteLengthForwardAlg_LastStateDoesntEmit to arbitrary-order Markov models. I've re-written the function, since much has to change. Also, for this function, I'm planning to generate the objective functions to optimize HMMs using a fake 'Real' class that actually does symbolic expressions. Therefore, there's no need to be able to set a start/end state, or make sure that we don't over/under-count emissions (in InfiniteLengthForwardAlg_LastStateDoesntEmit, I had to make [...]
+// issues: IL self-loops with a general MM -- the infinite geometric series could get weird...
+template <class Hmm,class Real>
+Real *//* expected score *//* InfiniteLengthForwardAlg_GeneralMarkov (const Hmm& hmm,MarkovModelStats& markovModelStats)
+{
+ typename Hmm::State state;
+ const typename Hmm::State startState=hmm.GetStartState();
+ const typename Hmm::State endState=hmm.GetEndState();
+
+ int order=markovModelStats.GetOrder();
+
+ // table is first indexed by a state. Within the state, it is indexed by the Markov-model context, with 4^N entries for an N-order model. Within each of these entries is a Real. The entry for state V and context C is Score(V^C) the total score for paths ending in state V that produce strings ending in C.
+ vector<VariableDimVector<Real> > table;
+ table.resize(hmm.GetNumStates());
+ // initialize each state-cell
+ for (state=startState; state<=endState; state++) {
+ table[state].resize(order,Alphabet_size);
+ }
+
+ // initialize the start state. The total probability of the start state sums to 1. However, it's marginalized on the probability of each possible context of size N (for N-order model)
+ VariableDimVector<double> contextDistribution; // type 'double', since it's constants
+ markovModelStats.GetContextDistribution(contextDistribution);
+ // since contextDistribution is of type 'double', and we want to set it into type 'Real' (which might be abstract), we must do it manually
+ NaryCounter counter(order,Alphabet_size);
+ bool counting=true;
+ while (counting) {
+ table[startState].GetRef(counter) = contextDistribution.Get(counter);
+ counting=counter.Next();
+ }
+
+ // temp variable, declared here to avoid reallocation
+ vector<int> childContext;
+ childContext.reserve(order+1);
+
+ // now start computing values of states
+ state=startState;
+ while (1) {
+ state++;
+
+ if (state>endState) {
+ break;
+ }
+
+ // check if the state self-loops. if so, we'll have to do the infinite geometric series, only this time we need to solve a system of linear equations to find the limit
+ // the trick: for 0-order model case, we need to solve the usual sum of infinite geometric series. Here's the usual solution. Let S be the sum we wish to solve, i.e. S=1+x+x^2+x^3+x^4+... . Then, S=1+x*S. Therefore, S=1/(1-x)
+ // now, here's the 1-order case. We can write out
+ // S_a = 1 + p_aa*S_a + p_ac*S_c + p_ag*S_g + p_au*S_u
+ // S_c = 1 + ...
+ // ...
+ //
+ // we then solve this system for S_{context}, and each S_{context} is our self-loop multiplier.
+ // note that in this case, p_xy includes the Markov model probability Pr(x|y), the self-loop tsc, and the HMM's emission score.
+ assert(false); // not implemented
+
+ // first loop over contexts for curr state
+ counter.Init();
+ counting=true;
+ while (counting) {
+
+ // now loop over children -- we need to do this now, since the emission probs are dependant on which child (it's simpler if the state doesn't emit, but no point in dealing with that now)
+ Real probOfThisContext=0;
+ for (int childNum=0; childNum<hmm.GetNumChildren(state); childNum++) {
+ const typename Hmm::State childState=hmm.GetNthChildState(state,childNum);
+ const Real tsc=hmm.GetNthChildTransitionProb(state,childNum);
+
+ if (childState==state) {
+ assert(false); // implement logic to work out self-loop prob... well, use the self-prob that was calculated above
+ }
+ else {
+
+ Real emitProb;
+ if (hmm.IsEmittingState(state)) {
+
+ // handle case with emission
+ childContext.clear();
+ childContext.push_back(0); // dummy to use the cell -- this is the nucleotide that goes out of the context when the current state emits its nucleotide
+ childContext.insert(childContext.end(),counter.begin(),counter.end());
+ int emittedNuc=childContext.back(); // this is the nucleotide the current state emits
+ childContext.pop_back();
+
+ emitProb=0;
+ for (int outOfContextNuc=0; outOfContextNuc<Alphabet_size; outOfContextNuc++) {
+ childContext[0]=outOfContextNuc;
+ // Pr(child at this context)*Pr(emittedNuc | childContext)*Score(emittedNuc | state)
+ emitProb += table[childState].Get(childContext)*markovModelStats.GetProbOfNuc(emittedNuc,childContext) * hmm.GetSingletEmissionProb(state,emittedNuc);
+ }
+ }
+ else {
+ emitProb=table[childState].Get(counter);
+ }
+ probOfThisContext += tsc*emitProb;
+ }
+
+ table[state].GetRef(counter) = probOfThisContext*selfLoopSomething;
+ }
+
+ counting=counter.Next();
+ }
+ }
+
+ // finally, add up the marginalized probabilities in the last state
+ Real total=0;
+ counter.Init();
+ counting=true;
+ while (counting) {
+
+ total += table[endState].Get(counter);
+ counting=counter.Next();
+ }
+
+ return total;
+}
+*/
+
+double CalcExpectedEmitProb_0order_InfernalHmmDouble (const InfernalHmm& infernalHmm,InfernalHmm::State state,MarkovModelStats& markovModelStats)
+{
+ return CalcExpectedEmitProb_0order<InfernalHmm,double>(infernalHmm,state,markovModelStats);
+}
+double InfiniteLengthForwardAlg_LastStateDoesntEmit_HmmType1Double (const InfernalHmm& infernalHmm,const InfernalHmm::State infernalStartState,const InfernalHmm::State infernalEndState,MarkovModelStats& markovModelStats)
+{
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit_StartWithInfernalHmm<HmmType1,double>(infernalHmm,infernalStartState,infernalEndState,markovModelStats);
+}
+double InfiniteLengthForwardAlg_LastStateDoesntEmit_HmmType1Double (const InfernalHmm& infernalHmm,MarkovModelStats& markovModelStats)
+{
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit_HmmType1Double(infernalHmm,infernalHmm.GetFirstState(),infernalHmm.GetActualLastState(),markovModelStats);
+}
+SymbolicProbVariableMath::Expression InfiniteLengthForwardAlg_Symbolic (const SymbolicProbVariableMath::Hmm& hmm,MarkovModelStats& markovModelStats)
+{
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit<SymbolicProbVariableMath::Hmm,SymbolicMath::Expression>(hmm,hmm.GetFirstState(),hmm.GetActualLastState(),markovModelStats);
+}
+double InfiniteLengthForwardAlg_LastStateDoesntEmit_HmmType1Double (const HmmType1& hmm,MarkovModelStats& markovModelStats)
+{
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit<HmmType1,double>(hmm,hmm.GetFirstState(),hmm.GetActualLastState(),markovModelStats);
+}
+
+#ifndef CM2HMM_ONLY
+SymbolicProbVariableMath::Expression InfiniteLengthForwardAlg_Symbolic (const SymbolicMath_HmmWithPenalties::Hmm& hmm,MarkovModelStats& markovModelStats)
+{
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit<SymbolicMath_HmmWithPenalties::Hmm,SymbolicMath::Expression>(hmm,hmm.GetFirstState(),hmm.GetActualLastState(),markovModelStats);
+}
+double InfiniteLengthForwardAlg_LastStateDoesntEmit_HmmWithPenaltiesDouble (const HmmWithPenalties& hmm,MarkovModelStats& markovModelStats)
+{
+ return InfiniteLengthForwardAlg_LastStateDoesntEmit<HmmWithPenalties,double>(hmm,hmm.GetFirstState(),hmm.GetActualLastState(),markovModelStats);
+}
+#endif
diff --git a/rigfilters/cm2hmm-1.0/HmmType1.cpp b/rigfilters/cm2hmm-1.0/HmmType1.cpp
new file mode 100644
index 0000000..ff779aa
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/HmmType1.cpp
@@ -0,0 +1,344 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+
+///////////////////////
+// HmmType1
+
+void HmmType1::Init (const InfernalHmm& unreversedSourceHmm)
+{
+ InfernalHmm sourceHmm;
+ sourceHmm.CopyReverseOf(unreversedSourceHmm);
+
+ numStates=sourceHmm.GetNumStates();
+
+ stateInfoVector.resize(numStates);
+ singletEmissionScores.resize(Alphabet_size);
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ singletEmissionScores[nuc].resize(numStates);
+ }
+
+ doLocal=false;
+ if (sourceHmm.DoLocal()) {
+ doLocal=true;
+ localStateInfoVector.resize(numStates);
+ }
+
+ hmm2CmStateVector=sourceHmm.GetCmStateVector();
+ cm2HmmStateVector=sourceHmm.GetHmmStateVector();
+
+ CovarianceModel::State state;
+ for (state=sourceHmm.GetFirstState(); state!=sourceHmm.GetLastState(); state++) {
+ int i_state=CovarianceModel::StateToInt(state);
+
+ int stateType=sourceHmm.GetStateType(state);
+ assert(stateType==ML_st || stateType==IL_st || stateType==E_st || stateType==D_st || stateType==PASSTHRU_st || stateType==S_st); // these are the only types that HMM should have
+ if (stateType==ML_st || stateType==IL_st) {
+ stateInfoVector[i_state].isEmitting=true;
+ }
+ else {
+ if (stateType==E_st || stateType==D_st || stateType==S_st || stateType==PASSTHRU_st) {
+ stateInfoVector[i_state].isEmitting=false;
+ }
+ else {
+ Die("Internal error: Unexpected state type in HMM represented as a CovarianceModel");
+ }
+ }
+
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ float floatScore;
+ if (stateInfoVector[i_state].isEmitting) {
+ floatScore=sourceHmm.GetSingletEmissionScore(state,nuc);
+ }
+ else {
+ floatScore=0;
+ }
+ singletEmissionScores[nuc][i_state]=ScoreHelperType::FloatToScoreType(floatScore);
+ }
+
+ stateInfoVector[i_state].numChildren=sourceHmm.GetNumChildren(state);
+ assert(stateInfoVector[i_state].numChildren<=MAX_CHILDREN);
+ stateInfoVector[i_state].firstChild=-1;
+ stateInfoVector[i_state].isRightState=sourceHmm.IsRightState(state);
+
+ if (stateInfoVector[i_state].numChildren>0) {
+ stateInfoVector[i_state].firstChild=CovarianceModel::StateToInt(sourceHmm.GetNthChildState(state,0));
+
+ for (int childNum=0; childNum<sourceHmm.GetNumChildren(state); childNum++) {
+ if (GetNthChildState(i_state,childNum)!=CovarianceModel::StateToInt(sourceHmm.GetNthChildState(state,childNum))) {
+ Die("Internal error: CovarianceModel apparently doesn't have consecutively-numbered states any more. I hate it when things change on me, so I'm going to die now.");
+ }
+ stateInfoVector[i_state].tsc[childNum]=ScoreHelperType::FloatToScoreType(sourceHmm.GetNthChildTsc(state,childNum));
+ }
+ }
+
+ if (sourceHmm.DoLocal()) {
+
+ localStateInfoVector[i_state].leftwardBeginsc=sourceHmm.GetLeftwardBeginsc(state);
+ localStateInfoVector[i_state].rightwardBeginsc=sourceHmm.GetRightwardBeginsc(state);
+
+ int numLinks=sourceHmm.GetNumEndscLinksToLeft(state);
+ localStateInfoVector[i_state].endscLinksToLeft.resize(numLinks);
+ for (int link=0; link<numLinks; link++) {
+ localStateInfoVector[i_state].endscLinksToLeft[link].hmmLeftState=InfernalHmm::StateToInt(sourceHmm.GetEndscLinkToLeft_State(state,link));
+ localStateInfoVector[i_state].endscLinksToLeft[link].endsc=sourceHmm.GetEndscLinkToLeft_Endsc(state,link);
+ }
+ }
+ }
+
+ // Forward Alg info
+ forwardAlgInfoVector.resize(GetNumStates());
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ for (int i=0; i<GetNumChildren(state); i++) {
+ forwardAlgInfoVector[state].transitionProbs[i]=(float)(pow2(GetNthChildTsc(state,i)));
+ }
+ assert(Alphabet_size==MAXABET); // I used MAXABET to define the bounds of singletEmissionProbs in ScanHMM.h
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ if (IsEmittingState(state)) {
+ forwardAlgInfoVector[state].singletEmissionProbs[nuc]=(float)(pow2(GetSingletEmissionScore(state,nuc)));
+ }
+ }
+ }
+}
+void HmmType1::Dump (FILE *out) const
+{
+ fprintf(out,"# states: %d\n",GetNumStates());
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ fprintf(out,"state #%d : %s\n",state,IsEmittingState(state) ? "EMITTING" : "silent");
+ if (IsEmittingState(state)) {
+ fprintf(out,"\t");
+ for (int nuc=0; nuc<MAXABET; nuc++) {
+ fprintf(out,"%c: %f , ",nucs[nuc],GetSingletEmissionScore(state,nuc));
+ }
+ fprintf(out,"\n");
+ }
+ fprintf(out,"\t");
+ for (int child=0; child<GetNumChildren(state); child++) {
+ fprintf(out,"#%d: %f , ",GetNthChildState(state,child),GetNthChildTsc(state,child));
+ }
+ fprintf(out,"\n");
+ }
+}
+void HmmType1::Dump (const char *fileName) const
+{
+ FILE *out=ThrowingFopen(fileName,"wt");
+ Dump(out);
+ fclose(out);
+}
+
+
+
+////////////////////
+// TransitionCounter
+
+TransitionCounter::TransitionCounter (const HmmType1& _hmm)
+: hmm(_hmm)
+{
+ transitionCounts.resize(hmm.GetNumStates());
+ emitCounts.resize(hmm.GetNumStates());
+
+ HmmType1::State state;
+ for (state=hmm.GetFirstState(); state!=hmm.GetLastState(); state++) {
+ transitionCounts[state].assign(hmm.GetNumChildren(state),0);
+ if (hmm.IsEmittingState(state)) {
+ emitCounts[state].assign(Alphabet_size,0);
+ }
+ }
+
+ numSamples=0;
+}
+TransitionCounter::~TransitionCounter ()
+{
+}
+void TransitionCounter::AddSample (void)
+{
+ numSamples++;
+}
+int TransitionCounter::GetNumSamples (void) const
+{
+ return numSamples;
+}
+int TransitionCounter::GetTransitionCount_Unreversed (int unreversed_fromState,int unreversed_toState) const
+{
+ int fromState=unreversed_toState;
+ int toState=unreversed_fromState;
+ return transitionCounts[fromState][hmm.GetChildNum_Slow(fromState,toState)];
+}
+int TransitionCounter::GetTransitionCount_Unreversed (CovarianceModel::State unreversed_fromState,CovarianceModel::State unreversed_toState) const
+{
+ return GetTransitionCount_Unreversed(CovarianceModel::StateToInt(unreversed_fromState),CovarianceModel::StateToInt(unreversed_toState));
+}
+int TransitionCounter::GetEmitCount (int state,int nuc) const
+{
+ return emitCounts[state][nuc];
+}
+int TransitionCounter::GetEmitCount (CovarianceModel::State state,int nuc) const
+{
+ return GetEmitCount(CovarianceModel::StateToInt(state),nuc);
+}
+double TransitionCounter::GetEntryProbability_Unreversed (int unreversed_toState,int unreversed_alternateToStateFirst,int unreversed_alternateToStateLast) const
+{
+ assert(unreversed_alternateToStateLast>=unreversed_alternateToStateFirst);
+ assert(unreversed_toState>=unreversed_alternateToStateFirst && unreversed_toState<unreversed_alternateToStateLast);
+
+ int fromState=unreversed_toState;
+ int alternateFromStateFirst=unreversed_alternateToStateFirst;
+ int alternateFromStateLast=unreversed_alternateToStateLast;
+
+ int total=0;
+ int numerator=-1;
+ for (int currFromState=alternateFromStateFirst; currFromState<alternateFromStateLast; currFromState++) {
+
+ int totalForState=0;
+ for (int childNum=0; childNum<hmm.GetNumChildren(currFromState); childNum++) {
+ if (currFromState!=hmm.GetNthChildState(currFromState,childNum)) {
+ totalForState += transitionCounts[currFromState][childNum];
+ }
+ }
+ if (currFromState==fromState) {
+ numerator=totalForState;
+ }
+
+ total += totalForState;
+ }
+ assert(numerator>=0);
+
+ if (total==0) {
+ // special case for start node
+ assert(numerator==0);
+ return 0; // path is never taken at all, so prob is 0
+ }
+ else {
+ double result=(double)(numerator)/(double)(total);
+ assert(result>=0 && result<=1);
+ return result;
+ }
+}
+double TransitionCounter::GetEntryProbability_Unreversed (CovarianceModel::State unreversed_toState,CovarianceModel::State unreversed_alternateToStateFirst,CovarianceModel::State unreversed_alternateToStateLast) const
+{
+ return GetEntryProbability_Unreversed(CovarianceModel::StateToInt(unreversed_toState),CovarianceModel::StateToInt(unreversed_alternateToStateFirst),CovarianceModel::StateToInt(unreversed_alternateToStateLast));
+}
+double TransitionCounter::GetTransitionFrequency_Unreversed (int unreversed_fromState,int unreversed_toState,double pseudocount) const
+{
+ int fromState=unreversed_toState;
+ int toState=unreversed_fromState;
+
+ if (fromState==toState) {
+ assert(false); // we shouldn't need to explore self-loops
+ return 1;
+ }
+
+ double prChild=-1; // we'll actually set this later
+ double prState=0;
+ for (size_t i=0; i<transitionCounts[fromState].size(); i++) {
+ HmmType1::State childState=hmm.GetNthChildState(fromState,(int)i);
+ if (childState!=fromState) { // avoid self-loops
+ prState += (double)(transitionCounts[fromState][i]) + pseudocount;
+ if (childState==toState) {
+ assert(prChild==-1); // should only set this once
+ prChild=(double)(transitionCounts[fromState][i]) + pseudocount;
+ }
+ }
+ }
+ assert(prChild!=-1); // should set this
+
+ if (prState==0) {
+ assert(prChild==0);
+ return 0;
+ }
+ else {
+ double result=prChild/prState;
+ assert(result>=0 && result<=1);
+ return result;
+ }
+}
+double TransitionCounter::GetTransitionFrequency_Unreversed (CovarianceModel::State unreversed_fromState,CovarianceModel::State unreversed_toState,double pseudocount) const
+{
+ return GetTransitionFrequency_Unreversed (CovarianceModel::StateToInt(unreversed_fromState),CovarianceModel::StateToInt(unreversed_toState),pseudocount);
+}
+double TransitionCounter::GetEmitFrequency (int state,int nuc,double pseudocount) const
+{
+ double prNuc=(double)(emitCounts[state][nuc]) + pseudocount;
+
+ double prState=0;
+ for (size_t i=0; i<emitCounts[state].size(); i++) {
+ prState += (double)(emitCounts[state][i]) + pseudocount;
+ }
+
+ if (prState==0) {
+ assert(prNuc==0);
+ return 0;
+ }
+ else {
+ double result=prNuc/prState;
+ assert(result>=0 && result<=1);
+ return result;
+ }
+}
+double TransitionCounter::GetEmitFrequency (CovarianceModel::State state,int nuc,double pseudocount) const
+{
+ return GetEmitFrequency(CovarianceModel::StateToInt(state),nuc,pseudocount);
+}
+void TransitionCounter::AddTransition (int state,int childNum)
+{
+ transitionCounts[state][childNum]++;
+}
+void TransitionCounter::AddEmit (int state,int nuc)
+{
+ emitCounts[state][nuc]++;
+}
+void TransitionCounter::Dump (FILE *out)
+{
+ HmmType1::State state,childState;
+ for (state=hmm.GetFirstState(); state!=hmm.GetLastState(); state++) {
+ fprintf(out,"state #%d:\n",state);
+ for (int childNum=0; childNum<hmm.GetNumChildren(state); childNum++) {
+ childState=hmm.GetNthChildState(state,childNum);
+ fprintf(out,"\t--> state #%d: %d\n",childState,transitionCounts[state][childNum]);
+ }
+ if (hmm.IsEmittingState(state)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ fprintf(out,"\t\temit %c: %d\n",nucs[nuc],emitCounts[state][nuc]);
+ }
+ }
+ }
+}
diff --git a/rigfilters/cm2hmm-1.0/HmmType1.h b/rigfilters/cm2hmm-1.0/HmmType1.h
new file mode 100644
index 0000000..a77767c
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/HmmType1.h
@@ -0,0 +1,349 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+// classes to do float<-->type conversions for using 32-bit ints instead of floats. In practice, looks like uses floats works best, and it's certainly easiest.
+class FloatScoreHelper {
+public:
+ typedef float ScoreType;
+
+ inline static ScoreType GetZeroScore (void) {
+ return 0;
+ }
+ inline static ScoreType GetImpossibleScore (void) {
+ return (float)IMPOSSIBLE;
+ }
+ inline static ScoreType GetNegativeInfinityScore (void) {
+ return -FLT_MAX;
+ }
+ inline static ScoreType FloatToScoreType (float t) {
+ return t;
+ }
+ inline static float ScoreTypeToFloat (ScoreType t) {
+ return t;
+ }
+ inline static ScoreType DoubleToScoreType (double t) {
+ return (float)t;
+ }
+};
+class DoubleScoreHelper {
+public:
+ typedef double ScoreType;
+
+ inline static ScoreType GetZeroScore (void) {
+ return 0;
+ }
+ inline static ScoreType GetImpossibleScore (void) {
+ return IMPOSSIBLE;
+ }
+ inline static ScoreType GetNegativeInfinityScore (void) {
+ return -DBL_MAX;
+ }
+ inline static ScoreType FloatToScoreType (float t) {
+ return t;
+ }
+ inline static float ScoreTypeToFloat (ScoreType t) {
+ return (float)t;
+ }
+};
+// for 32-bit int scores -- HACKY for now
+class IntScoreHelper {
+public:
+ typedef int ScoreType;
+
+ inline static int GetBitsOfDecimalAccuracy (void) {
+ return 23; // give 23 bits of decimal, leaving 8 bits of integer range (0-255), and 1 sign bit
+ }
+
+ inline static ScoreType FloatToScoreType (float t) {
+ double scoreAsDouble=ldexp(t,GetBitsOfDecimalAccuracy());
+ double rounded=ceil(scoreAsDouble); // make sure we round up, because we want upper bounds
+ return (int)rounded;
+ }
+ inline static float ScoreTypeToFloat (ScoreType t) {
+ return (float)(ldexp((double)t,-GetBitsOfDecimalAccuracy()));
+ }
+ inline static ScoreType GetZeroScore (void) {
+ return 0;
+ }
+ inline static ScoreType GetImpossibleScore (void) {
+ return -INT_MAX + (20<<GetBitsOfDecimalAccuracy());
+ }
+ inline static ScoreType GetNegativeInfinityScore (void) {
+ return -INT_MAX;
+ }
+};
+
+// I re-templated this, because I wanted to be able to use doubles. So, ignore: I have un-templated HmmType1, because templating seems to be making g++ produce slower code. Originally, I wanted to be able to use 32-bit ints, but this doesn't give enough of a performance improvement to justify the complexity. So, I've decided to just back away from templating.
+//template <class ScoreHelperType>
+class HmmType1 {
+public:
+ typedef FloatScoreHelper ScoreHelperType; // this is no longer a template param
+ typedef ScoreHelperType::ScoreType ScoreType;
+ typedef int State;
+protected:
+ int numStates;
+ std::vector<std::vector<ScoreType> > singletEmissionScores; // singleEmissionScores[nuc#][state]
+ enum {MAX_CHILDREN=5};
+ struct StateInfo {
+ int numChildren;
+ int firstChild;
+ ScoreType tsc[MAX_CHILDREN];
+ bool isEmitting;
+ bool isRightState;
+ };
+ std::vector<StateInfo> stateInfoVector;
+
+ // for doLocal
+ bool doLocal;
+ enum {MAX_ENDSC_LINK_TO_LEFTS=2};
+ struct LinkToLeftInfo {
+ State hmmLeftState;
+ float endsc;
+ };
+ typedef FixedArrayWithSize<LinkToLeftInfo,MAX_ENDSC_LINK_TO_LEFTS> EndscLinksToLeft;
+ struct LocalStateInfo {
+ float leftwardBeginsc; // beginsc for HMM left-side states, corresponding to the start of the HMM
+ float rightwardBeginsc;
+
+ EndscLinksToLeft endscLinksToLeft;
+ };
+ std::vector<LocalStateInfo> localStateInfoVector;
+
+ // probabilities, which are used in the Forward Alg
+ struct ForwardAlgInfo {
+ float transitionProbs[MAX_CHILDREN];
+ float singletEmissionProbs[MAXABET];
+ };
+ std::vector<ForwardAlgInfo> forwardAlgInfoVector;
+
+ Hmm2CmStateVector hmm2CmStateVector;
+ Cm2HmmStateVector cm2HmmStateVector;
+public:
+
+ inline HmmType1 (void) {
+ }
+ inline ~HmmType1 () {
+ }
+
+ void Dump (FILE *out) const;
+ void Dump (const char *fileName) const;
+
+ void Init (const InfernalHmm& sourceHmm); // construct from the CovarianceModel representation of an HMM
+
+ inline const std::list<CovarianceModel::State>& GetCmStateListOfHmmState (State hmmState) const {
+ return hmm2CmStateVector[InfernalHmm::IntToState(hmmState)];
+ }
+ inline State GetHmmLeftState (CovarianceModel::State cmState) const {
+ return InfernalHmm::StateToInt(cm2HmmStateVector[cmState].hmmLeftState);
+ }
+ inline State GetHmmRightState (CovarianceModel::State cmState) const {
+ return InfernalHmm::StateToInt(cm2HmmStateVector[cmState].hmmRightState);
+ }
+
+ inline int GetNumStates (void) const {
+ return numStates;
+ }
+ inline State GetFirstState (void) const {
+ return 0;
+ }
+ inline State GetLastState (void) const {
+ return GetNumStates();
+ }
+ inline State GetActualLastState (void) const {
+ return GetLastState()-1;
+ }
+ inline static State GetInvalidState (void) {
+ return -1;
+ }
+ // all states are either left-emitting, or non-emitting. No other types are necessary for HMMs
+ inline bool IsEmittingState (State state) const {
+ assert(state>=0 && state<GetNumStates());
+ return stateInfoVector[state].isEmitting;
+ }
+ inline ScoreType GetSingletEmissionScore (State state,int nuc) const {
+ assert(state>=0 && state<GetNumStates());
+ assert(IsEmittingState(state));
+ assert(nuc>=0 && nuc<Alphabet_size);
+ return singletEmissionScores[nuc][state];
+ }
+ inline int GetNumChildren (State state) const {
+ assert(state>=0 && state<GetNumStates());
+ assert(stateInfoVector[state].numChildren<=MAX_CHILDREN); // seems a reasonable place to validate this property (although, I suppose I should check closer to the actual setting of stateInfoVector[state].numChildren)
+ return stateInfoVector[state].numChildren;
+ }
+ inline State GetNthChildState (State state,int childNum) const {
+ assert(state>=0 && state<GetNumStates());
+ assert(childNum>=0 && childNum<GetNumChildren(state));
+ return stateInfoVector[state].firstChild + childNum;
+ }
+ inline ScoreType GetNthChildTsc (State state,int childNum) const {
+ assert(state>=0 && state<GetNumStates());
+ assert(childNum>=0 && childNum<GetNumChildren(state));
+ return stateInfoVector[state].tsc[childNum];
+ }
+ inline int GetChildNum_Slow(State fromState,State toState) const {
+ assert(fromState>=0 && fromState<GetNumStates());
+ assert(toState>=0 && toState<GetNumStates());
+ for (int childNum=0; childNum<GetNumChildren(fromState); childNum++) {
+ if (GetNthChildState(fromState,childNum)==toState) {
+ return childNum;
+ }
+ }
+ assert(false); // wasn't a valid transition -- toState is not a direct child of fromState
+ return -1;
+ }
+
+ // actual probs
+ inline ScoreType GetNthChildTransitionProb (State state,int childNum) const {
+ return forwardAlgInfoVector[state].transitionProbs[childNum];
+ }
+ inline ScoreType GetSingletEmissionProb (State state,int nuc) const {
+ return forwardAlgInfoVector[state].singletEmissionProbs[nuc];
+ }
+ // setting -- hey it's easy, & convenient
+ inline void SetNthChildTransitionProb (State state,int childNum,ScoreType score) {
+ forwardAlgInfoVector[state].transitionProbs[childNum]=score;
+ }
+ inline void SetSingletEmissionProb (State state,int nuc,ScoreType score) {
+ forwardAlgInfoVector[state].singletEmissionProbs[nuc]=score;
+ }
+ // just so I don't put the explicit double->float conversions elsewhere & forget about them if I want to change it (though there are undoubtably many littered around the code)
+ inline void SetNthChildTransitionProb (State state,int childNum,double score) {
+ forwardAlgInfoVector[state].transitionProbs[childNum]=ScoreHelperType::DoubleToScoreType(score);
+ }
+ inline void SetSingletEmissionProb (State state,int nuc,double score) {
+ forwardAlgInfoVector[state].singletEmissionProbs[nuc]=ScoreHelperType::DoubleToScoreType(score);
+ }
+
+ inline const std::list<CovarianceModel::State>& GetCmState (State state) const {
+ return hmm2CmStateVector[InfernalHmm::IntToState(state)];
+ }
+
+ // accessor functions for doLocal
+ inline bool DoLocal (void) const {
+ return doLocal;
+ }
+ inline bool IsRightState (State state) const {
+ return stateInfoVector[state].isRightState;
+ }
+ inline float GetLeftwardBeginsc (State state) const {
+ return localStateInfoVector[state].leftwardBeginsc;
+ }
+ inline float GetRightwardBeginsc (State state) const {
+ return localStateInfoVector[state].rightwardBeginsc;
+ }
+ inline int GetNumEndscLinksToLeft (State state) const {
+ return localStateInfoVector[state].endscLinksToLeft.size();
+ }
+ inline State GetEndscLinksToLeft_State (State state,int linkNum) const {
+ return localStateInfoVector[state].endscLinksToLeft[linkNum].hmmLeftState;
+ }
+ inline float GetEndscLinksToLeft_Endsc (State state,int linkNum) const {
+ return localStateInfoVector[state].endscLinksToLeft[linkNum].endsc;
+ }
+};
+
+// attempt to make scanning faster by using un-C++'d version of HmmType1. Didn't affect performance.
+struct HmmType1_OldSchool {
+ typedef int State;
+
+ int numStates;
+ float **esc; // [nuc][state]
+ enum {MAX_CHILDREN=4};
+ struct StateInfo {
+ int numChildren;
+ int firstChild;
+ float tsc[MAX_CHILDREN];
+ bool isEmitting;
+ };
+ StateInfo *stateInfo;
+
+ HmmType1_OldSchool (void);
+ ~HmmType1_OldSchool ();
+ void Init (const HmmType1& hmm);
+};
+
+
+// Count # of times transitions were used in a series of Viterbi parses. Was used for the deprecated EM-ish alg.
+class TransitionCounter {
+protected:
+ std::vector<std::vector<int> > transitionCounts;
+ std::vector<std::vector<int> > emitCounts;
+ int numSamples;
+ const HmmType1& hmm;
+public:
+ TransitionCounter (const HmmType1& _hmm);
+ ~TransitionCounter ();
+
+ // get actual counts
+ // "_Unreversed" refers to the fact that the hmm gets reversed because that made
+ // more sense for the HmmScan function. This means that the HMM-building code uses one direction, but the
+ // scanning code uses another. These functions are used by the HMM-building code, so
+ // they use the un-reversed HMM. It's irrelevant to emission, tho (since it's the same state in either
+ // direction), so doesn't matter.
+ int GetTransitionCount_Unreversed (int unreversed_fromState,int unreversed_toState) const;
+ int GetTransitionCount_Unreversed (CovarianceModel::State unreversed_fromState,CovarianceModel::State unreversed_toState) const;
+ int GetEmitCount (int state,int nuc) const;
+ int GetEmitCount (CovarianceModel::State state,int nuc) const;
+
+ // Okay, I'm stopping with the pseudocount stuff -- I'll add something into the final #s
+ // get frequencies, with optional pseudocounts (e.g. pseudocount=1). pseudocounts are applied to each edge (which I think is reasonable, but I'm not sure). Note that with pseudocounts, the forward & reverse direction can be different, but I'm not sure this really matters. Perhaps a better idea with pseudocounts is to add say 0.0001 to each inequality's weight once we've got everything (since the inequality weights are kind of probabilities)
+ // GetTraversalProbability_Unreversed gets Pr(going into toState as opposed to states [alternateToStateFirst,alternateToStateeLast)), starting at the beginning of the HMM. In other words, if [alternateToStateFirst,alternateToStateLast) describe the "Normal" states within some node, then what is the probability of an optimal parse going thru toState? BTW, requires that toState is in the alternateToState list
+ double GetEntryProbability_Unreversed (int unreversed_toState,int unreversed_alternateToStateFirst,int unreversed_alternateToStateLast) const;
+ double GetEntryProbability_Unreversed (CovarianceModel::State unreversed_toState,CovarianceModel::State unreversed_alternateToStateFirst,CovarianceModel::State unreversed_alternateToStateLast) const;
+ // gets empirical Pr(transitioning to this childNum | start in state)
+ double GetTransitionFrequency_Unreversed (int unreversed_fromState,int unreversed_toState,double pseudocount=0) const;
+ double GetTransitionFrequency_Unreversed (CovarianceModel::State unreversed_fromState,CovarianceModel::State unreversed_toState,double pseudocount=0) const;
+ // gets empirical Pr(emitting this nuc | in state)
+ double GetEmitFrequency (int state,int nuc,double pseudocount=0) const;
+ double GetEmitFrequency (CovarianceModel::State state,int nuc,double pseudocount=0) const;
+ // a sample is one full alignment
+ int GetNumSamples (void) const;
+
+ void AddTransition (int state,int childNum);
+ void AddEmit (int state,int nuc);
+ // a sample is one full alignment
+ void AddSample (void);
+
+ void Dump (FILE *out);
+};
+
+// in ScanHMM_NonTemplated.cpp
+extern void ScanHmm_HmmType1Float_NonTemplated (HitList& hmmHitList,const HitList& inputHitList,const HmmType1& hmm,float minLodScoreForHit,CykscanStats& cykscanStats,const char *rnaSequence, int windowLen);
+extern void ScanHmm_HmmType1Float_NonTemplated (HitList& hmmHitList,const HitList& inputHitList,const HmmType1& hmmType1,const HmmType1_OldSchool& hmm,float minLodScoreForHit,CykscanStats& cykscanStats,const char *rnaSequence, int windowLen);
diff --git a/rigfilters/cm2hmm-1.0/InfernalHmm.cpp b/rigfilters/cm2hmm-1.0/InfernalHmm.cpp
new file mode 100644
index 0000000..b6c9550
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/InfernalHmm.cpp
@@ -0,0 +1,1198 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "UseDebugNew.h"
+
+#include "cmzasha.h"
+
+
+///////////////////
+// InfernalHmm
+
+InfernalHmm::InfernalHmm (void)
+{
+ loadedFileFormat=GetCurrFileFormatNum();
+ hmmBuildType=HmmBuildType_Original; // assume this for now
+}
+void InfernalHmm::SetHmmBuildType (Cm2Hmm_HmmBuildType hmmBuildType_)
+{
+ hmmBuildType=hmmBuildType_;
+}
+void InfernalHmm::SetFromCmFileName (const std::string& _fromCmFileName)
+{
+ fromCmFileName=_fromCmFileName;
+}
+void InfernalHmm::AddBuildDescription (const std::string addedBuildDescription)
+{
+ fullBuildDescription += ";";
+ fullBuildDescription += addedBuildDescription;
+}
+std::string InfernalHmm::GetBuildDescription (void) const
+{
+ return LineBreaksToTabs(fullBuildDescription);
+}
+const std::string& InfernalHmm::GetFromCmFileName (void) const
+{
+ return fromCmFileName;
+}
+int InfernalHmm::GetFileFormat (void) const
+{
+ return loadedFileFormat;
+}
+void InfernalHmm::Init (int numStates)
+{
+ CovarianceModelBase::Init(numStates);
+ endscLinksToLeftVector.resize(numStates);
+ otherStateInfoVector.resize(numStates);
+ hmm2CmStateVector.resize(numStates);
+ cm2HmmStateVector.clear();
+ nonSavedInfoVector.clear();
+}
+void InfernalHmm::BuildNonSavedInfoIfNecessary (void)
+{
+ if (nonSavedInfoVector.empty()) {
+
+ // must build
+ nonSavedInfoVector.resize(GetNumStates());
+
+ State parentState;
+ for (parentState=GetFirstState(); parentState!=GetLastState(); parentState++) {
+ for (int childNum=0; childNum<GetNumChildren(parentState); childNum++) {
+
+ ParentAndMyChildNum parentAndMyChildNum;
+ parentAndMyChildNum.parentState=parentState;
+ parentAndMyChildNum.myChildNum=childNum;
+ State myState=GetNthChildState(parentState,childNum);
+
+ nonSavedInfoVector[myState].parentAndMyChildNumVector.push_back(parentAndMyChildNum);
+ }
+ }
+
+ State state;
+ for (state=GetFirstState(); state!=GetLastState(); state++) {
+ nonSavedInfoVector[state].childNumOfSelfLoop=-1; // assume nothing
+ for (int childNum=0; childNum<GetNumChildren(state); childNum++) {
+ State childState=GetNthChildState(state,childNum);
+ if (state==childState) {
+ nonSavedInfoVector[state].childNumOfSelfLoop=childNum;
+ }
+ }
+ }
+ }
+}
+int InfernalHmm::GetChildNumOfSelfLoop (State state) const
+{
+ assert(!nonSavedInfoVector.empty()); // didn't call BuildNonSavedInfoIfNecessary
+ return nonSavedInfoVector[state].childNumOfSelfLoop;
+}
+void InfernalHmm::SetHmm2CmState (const Hmm2CmStateVector& _hmm2CmStateVector)
+{
+ hmm2CmStateVector=_hmm2CmStateVector;
+}
+void InfernalHmm::SetCm2HmmState (const Cm2HmmStateVector& _cm2HmmStateVector)
+{
+ cm2HmmStateVector=_cm2HmmStateVector;
+}
+void InfernalHmm::CopyFrom (const InfernalHmm& t)
+{
+ CovarianceModelBase::CopyFrom(t);
+ endscLinksToLeftVector=t.endscLinksToLeftVector;
+ otherStateInfoVector=t.otherStateInfoVector;
+ hmm2CmStateVector=t.hmm2CmStateVector;
+ cm2HmmStateVector=t.cm2HmmStateVector;
+ nonSavedInfoVector=t.nonSavedInfoVector;
+ loadedFileFormat=t.loadedFileFormat;
+ fullBuildDescription=t.fullBuildDescription;
+ fromCmFileName=t.fromCmFileName;
+ hmmBuildType=t.hmmBuildType;
+}
+void InfernalHmm::MirrorFromWithHackedExtraInfo(CM_t *cm)
+{
+ MirrorFrom(cm);
+ endscLinksToLeftVector.resize(GetNumStates());
+ otherStateInfoVector.resize(GetNumStates());
+ hmm2CmStateVector.resize(GetNumStates());
+ cm2HmmStateVector.clear();
+}
+void InfernalHmm::ClobberIR (void)
+{
+ State state=GetFirstState();
+ state++;
+ state++;
+ if (GetStateType(state)!=IR_st) {
+ Die("InfernalHmm::ClobberIR: expected IR to be 3rd state.");
+ }
+
+ // change IR to a D state, with the same transitions. I think this is a reasonable hack, and whatever we do the IR state will have low probability and there's only 1 IR state, so it won't make that much of a difference.
+ SetStateType(state,D_st);
+
+ // now verify there's nothing else right-emitting.
+ for (state=GetFirstState(); state!=GetLastState(); state++) {
+ if (EmitsRight(state)) {
+ Die("InfernalHmm::ClobberIR: found unexpected right-emitting state.");
+ }
+ }
+}
+void InfernalHmm::CopyFromWithEscHack(const InfernalHmm& t)
+{
+ CopyFrom(t);
+
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ if (IsEmitting(state)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ float esc=GetSingletEmissionScore(state,nuc);
+ esc += (float)2.0;
+ SetSingletEmissionLogScore (state,nuc,esc);
+ }
+ }
+ }
+}
+void InfernalHmm::SetLeftState (State state,bool isLeftState)
+{
+ otherStateInfoVector[state].isLeftState=isLeftState;
+}
+void InfernalHmm::SetRightState (State state,bool isRightState)
+{
+ otherStateInfoVector[state].isRightState=isRightState;
+}
+void InfernalHmm::SetLeftwardBeginsc (State state,float sc)
+{
+ otherStateInfoVector[state].leftwardBeginsc=sc;
+}
+void InfernalHmm::SetRightwardBeginsc (State state,float sc)
+{
+ otherStateInfoVector[state].rightwardBeginsc=sc;
+}
+void InfernalHmm::DumpInfernalHmm (FILE *file,const CovarianceModel& cm) const
+{
+ if (!disableHmmBuildInfoDump) {
+ fprintf(file,"----hmm-from-cmFileName: %s\n",GetFromCmFileName().c_str());
+ fprintf(file,"----hmm-build-info: %s\n",GetBuildDescription().c_str());
+ fprintf(file,"----fileFormatNum: %d\n",loadedFileFormat);
+ }
+
+ int numStates=GetNumStates();
+ fprintf(file,"# states=%d\n",numStates);
+
+ State state;
+ for (state=GetFirstState(); state!=GetLastState(); state++) {
+ fprintf(file,"\tState #%d: type=%s. (left=%s,right=%s)",StateToInt(state),GetStateTypeName(state),IsLeftState(state)?"T":"f",IsRightState(state)?"T":"f");
+ if (DoLocal()) {
+ fprintf(file," beginsc left=%f, right=%f, links-to-left: ",GetLeftwardBeginsc(state),GetRightwardBeginsc(state));
+ for (int linkNum=0; linkNum<GetNumEndscLinksToLeft(state); linkNum++) {
+ fprintf(file,"(%d,%f) ",StateToInt(GetEndscLinkToLeft_State(state,linkNum)),GetEndscLinkToLeft_Endsc(state,linkNum));
+ }
+ }
+ fprintf(file,"\n");
+ if (HasChildren(state)) {
+ int numChildren=GetNumChildren(state);
+ fprintf(file,"\t\tChildren = %d\t%d",StateToInt(GetNthChildState(state,0)),StateToInt(GetNthChildState(state,numChildren-1)));
+ for (int childNum=0; childNum<numChildren; childNum++) {
+ fprintf(file,"state %d (score=%f) ",StateToInt(GetNthChildState(state,childNum)),GetNthChildTsc(state,childNum));
+ }
+ fprintf(file,"\n");
+ }
+ else {
+ fprintf(file,"\t\tChildren = none.\n");
+ }
+ if (IsEmitting(state)) {
+ fprintf(file,"\t\tEmits: ");
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ fprintf(file,"%c (score=%f) ",nucs[nuc],GetSingletEmissionScore(state,nuc));
+ }
+ fprintf(file,"\n");
+ }
+ }
+
+ fprintf(file,"\nCM to HMM mappings\n");
+ if (cm2HmmStateVector.empty()) {
+ fprintf(file,"\tMAPPINGS HAVE NOT BE CALCULATED & RECORDED YET.\n");
+ }
+ else {
+ fprintf(file,"\n\tCM state --> HMM left state , HMM right state\n");
+ for (CovarianceModel::State cmState=cm.GetFirstState(); cmState!=cm.GetLastState(); cmState++) {
+ State hmmLeftState=cm2HmmStateVector[cmState].hmmLeftState;
+ State hmmRightState=cm2HmmStateVector[cmState].hmmRightState;
+ char leftStr[32],rightStr[32];
+ if (hmmLeftState==GetInvalidState()) {
+ sprintf(leftStr,"---");
+ }
+ else {
+ sprintf(leftStr,"%d",StateToInt(hmmLeftState));
+ }
+ if (hmmRightState==GetInvalidState()) {
+ sprintf(rightStr,"---");
+ }
+ else {
+ sprintf(rightStr,"%d",StateToInt(hmmRightState));
+ }
+ fprintf(file,"\t%d --> %s , %s\n",CovarianceModel::StateToInt(cmState),leftStr,rightStr);
+ }
+ fprintf(file,"\n\tCM node --> {HMM state set}\n");
+ for (CovarianceModel::Node cmNode=cm.GetFirstNode(); cmNode!=cm.GetLastNode(); cmNode++) {
+
+ fprintf(file,"\t%d --> {",CovarianceModel::NodeToInt(cmNode));
+
+ StateFromNodeList hmmStateList;
+ GetHmmStatesByCmNode (hmmStateList,cm,cmNode);
+ for (StateFromNodeList::iterator i=hmmStateList.begin(); i!=hmmStateList.end(); i++) {
+ fprintf(file," %d",StateToInt(i->state));
+ }
+ fprintf(file,"}\n");
+ }
+ }
+}
+void InfernalHmm::AllocHmmData (void)
+{
+ endscLinksToLeftVector.resize(GetNumStates());
+ otherStateInfoVector.resize(GetNumStates());
+}
+int InfernalHmm::GetCurrFileFormatNum (void)
+{
+ return 4;
+}
+bool InfernalHmm::LoadInBinary (FILE *file)
+{
+ char firstFourChars[5];
+ fread(firstFourChars,4,1,file);
+ firstFourChars[4]=0;
+ if (strcmp(firstFourChars,"Prof")==0) {
+
+ // new text format
+
+ fscanf(file,"ileHMMFilter\n");
+
+ if (fscanf(file,"FileFormatNum:\t%d\n",&loadedFileFormat)!=1) {
+ throw SimpleStringException("Input profile HMM missing 'FileFormatNum'");
+ }
+
+ int numStates;
+ if (fscanf(file,"states:\t%d\n",&numStates)!=1) {
+ throw SimpleStringException("Input profile HMM missing 'states'");
+ }
+ Init(numStates);
+
+ char cmFileNameTemp[4096];
+ if (fscanf(file,"cmFileName:\t%s\n",cmFileNameTemp)!=1) {
+ throw SimpleStringException("Input profile HMM missing 'cmFileName'");
+ }
+ fromCmFileName=cmFileNameTemp;
+
+ fullBuildDescription = "";
+ fscanf(file,"hmmBuildCommands: ");
+ while (true) {
+ int ch=fgetc(file);
+ if (ch=='\r' || ch=='\n' || ch==EOF) {
+ break;
+ }
+ if (ch=='\t') {
+ ch='\n'; // I'm finicky about restoring the '\n's because by making things exactly the same, it helps me to show that this text format works like the binary format by loading a binary-format file, saving in text format, loading that, saving in binary, and verifying that the file is the same as the original. Other than that, it doesn't matter.
+ }
+ fullBuildDescription += ch;
+ }
+
+ char hmmTypeText[256];
+ if (fscanf(file,"hmmType:\t%255s\n",hmmTypeText)!=1) {
+ throw SimpleStringException("Input profile HMM missing 'hmmType'");
+ }
+ hmmBuildType=GetHmmBuildTypeByText(hmmTypeText);
+
+ int doLocalInt;
+ if (fscanf(file,"isLocal:\t%d\n",&doLocalInt)!=1) {
+ throw SimpleStringException("Input profile HMM missing 'isLocal'");
+ }
+ SetDoLocal(doLocalInt!=0);
+ if (DoLocal()) {
+ throw SimpleStringException("Hey, wait! Input profile HMM specifies that it uses local alignments, but I haven't implemented that yet. Are you sure about that?");
+ }
+
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+ int i_state=StateToInt(state);
+
+ char sttypeText[256];
+ int stid;
+ if (fscanf(file,"%d\t%255s\t%d\t%d\t",&(stid),sttypeText,&(cm->cfirst[i_state]),&(cm->cnum[i_state]))!=4) {
+ throw SimpleStringException("Input profile HMM state #%d didn't have the expected first 4 fields (unique id,state type,first child,# children)",i_state);
+ }
+ cm->stid[i_state]=(char)stid;
+ if (strcmp(sttypeText,"PASSTHRU")==0) {
+ cm->sttype[i_state]=PASSTHRU_st;
+ }
+ else {
+ cm->sttype[i_state]=StateCode(sttypeText);
+ }
+
+ int isLeftStateInt,isRightStateInt;
+ if (fscanf(file,"%d\t%d\t%g\t%g\t",&isLeftStateInt,&isRightStateInt,&(otherStateInfoVector[state].leftwardBeginsc),&(otherStateInfoVector[state].rightwardBeginsc))!=4) {
+ throw SimpleStringException("Input profile HMM state #%d didn't have the expected vestigal isLocal fields (isLeft,isRight,leftwardBeginsc,rightwardBegins)",i_state);
+ }
+ otherStateInfoVector[state].isLeftState=isLeftStateInt!=0;
+ otherStateInfoVector[state].isRightState=isRightStateInt!=0;
+
+ int numRelatedCmStates;
+ if (fscanf(file,"%d\t",&numRelatedCmStates)!=1) {
+ throw SimpleStringException("Input profile HMM state #%d didn't have the specified of the # of related CM states",i_state);
+ }
+ for (int i=0; i<numRelatedCmStates; i++) {
+ int cmState;
+ if (fscanf(file,"%d\t",&cmState)!=1) {
+ throw SimpleStringException("Input profile HMM state #%d supposedly had %d related CM states, but they weren't all there (I could only read %d)",i_state,numRelatedCmStates,i);
+ }
+ hmm2CmStateVector[state].push_back(CovarianceModel::IntToState(cmState));
+ }
+
+ if (IsEmittingState(state)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ if (fscanf(file,"%g\t",&(cm->esc[i_state][nuc]))!=1) {
+ throw SimpleStringException("Input profile HMM state #%d was supposedly emitting, but I couldn't read all its 4 emit scores",i_state);
+ }
+ }
+ }
+
+ // tsc
+ for (int child=0; child<GetNumChildren(state); child++) {
+ float tsc;
+ if (fscanf(file,"%g\t",&tsc)!=1) {;
+ throw SimpleStringException("Input profile HMM state #%d supposedly has %d children, but I couldn't reaed the transition score for its %dth child",i_state,GetNumChildren(state),child);
+ }
+ cm->tsc[i_state][child]=tsc;
+ }
+ fscanf(file,"\n");
+ }
+
+ int numCmStates;
+ if (fscanf(file,"%d\t",&numCmStates)!=1) {
+ throw SimpleStringException("Input profile HMM didn't specify the # of CM states in the underlying CM");
+ }
+ cm2HmmStateVector.resize(numCmStates);
+ for (int i=0; i<numCmStates; i++) {
+ CovarianceModel::State cmState=CovarianceModel::IntToState((int)i);
+ fscanf(file,"%d\t%d\n",&(cm2HmmStateVector[cmState].hmmLeftState),&(cm2HmmStateVector[cmState].hmmRightState));
+ }
+ }
+ else {
+ // old binary format -- and BTW those 4 bytes we read we the # states in the original format
+ int numStates=*(int *)(firstFourChars);
+
+ if (numStates==0) {
+
+ // new format
+ int format;
+ fread(&format,sizeof(format),1,file);
+ loadedFileFormat=format;
+
+ //fprintf(stderr,"Reading InfernalHmm file format #%d\n",format);
+ if (format<0 || format>=GetCurrFileFormatNum()+1) {
+ Die("Unknown file format for InfernalHmm");
+ }
+
+ if (format>=2) {
+
+ // read cmFileName and fullBuildDescription
+ size_t s;
+ fread(&s,sizeof(s),1,file);
+ char *p;
+ p=new char[s+1];
+ fread(p,1,s,file);
+ p[s]=0;
+ fromCmFileName=p;
+ delete [] p;
+
+ fread(&s,sizeof(s),1,file);
+ p=new char[s+1];
+ fread(p,1,s,file);
+ p[s]=0;
+ fullBuildDescription=p;
+ delete [] p;
+ }
+
+ if (format>=3) {
+ fread(&hmmBuildType,sizeof(hmmBuildType),1,file);
+ }
+ else {
+ hmmBuildType=HmmBuildType_Original;
+ }
+
+ // convenient to know # of states before format-specific stuff
+ fread(&numStates,sizeof(numStates),1,file);
+ Init(numStates);
+
+ int int_doLocal;
+ fread(&int_doLocal,sizeof(int_doLocal),1,file);
+ SetDoLocal(int_doLocal!=0);
+
+ if (DoLocal()) {
+ fread(&(endscLinksToLeftVector.front()),sizeof(EndscLinksToLeft),numStates,file);
+ }
+
+ fread(&(otherStateInfoVector.front()),sizeof(OtherStateInfo),numStates,file);
+
+ hmm2CmStateVector.resize(numStates);
+ for (State state=IntToState(0); state<IntToState(numStates); state++) {
+ int n;
+ fread(&n,sizeof(n),1,file);
+ for (int i=0; i<n; i++) {
+ int i_state;
+ fread(&i_state,sizeof(i_state),1,file);
+ hmm2CmStateVector[state].push_back(IntToState(i_state));
+ }
+ }
+
+ if (format>=1) {
+ size_t numCmStates;
+ fread(&numCmStates,sizeof(numCmStates),1,file);
+ cm2HmmStateVector.resize(numCmStates);
+
+ fread(&(cm2HmmStateVector.front()),sizeof(Cm2HmmState),numCmStates,file);
+ }
+ }
+ else {
+ // original format
+ Init(numStates);
+ }
+
+ fread(cm->stid,sizeof(cm->stid[0]),numStates+1,file);
+ fread(cm->sttype,sizeof(cm->sttype[0]),numStates+1,file);
+ fread(cm->cfirst,sizeof(cm->cfirst[0]),numStates,file);
+ fread(cm->cnum,sizeof(cm->cnum[0]),numStates,file);
+
+ for (int state=0; state<numStates; state++) {
+ fread(cm->esc[state],sizeof(cm->esc[0][0]),Alphabet_size*Alphabet_size,file);
+ fread(cm->tsc[state],sizeof(cm->tsc[0][0]),MAXCONNECT,file);
+ }
+ }
+
+ return true;
+}
+bool InfernalHmm::LoadInBinary (const char *cmFileName)
+{
+ // WARNING: only does what HMM needs -- no nodes, null model
+
+ FILE *file=fopen(cmFileName,"rb");
+ if (file==NULL) {
+ return false;
+ }
+
+ bool result=LoadInBinary(file);
+
+ fclose(file);
+
+ return result;
+}
+void InfernalHmm::SaveInDeprecatedBinaryFormat (const char *fileName)
+{
+ FILE *file=ThrowingFopen(fileName,"wb");
+ SaveInDeprecatedBinaryFormat (file);
+ fclose(file);
+}
+void InfernalHmm::SaveInDeprecatedBinaryFormat (FILE *file)
+{
+ int zero=0;
+ fwrite(&zero,sizeof(zero),1,file);
+
+ int format=3;
+ fwrite(&format,sizeof(format),1,file);
+
+ size_t s;
+ s=fromCmFileName.size();
+ fwrite(&s,sizeof(s),1,file);
+ fwrite(fromCmFileName.c_str(),1,s,file);
+ s=fullBuildDescription.size();
+ fwrite(&s,sizeof(s),1,file);
+ fwrite(fullBuildDescription.c_str(),1,s,file);
+
+ fwrite(&hmmBuildType,sizeof(hmmBuildType),1,file);
+
+ fwrite(&(cm->M),sizeof(cm->M),1,file);
+
+ int int_doLocal=DoLocal()?1:0;
+ fwrite(&int_doLocal,sizeof(int_doLocal),1,file);
+ if (DoLocal()) {
+ fwrite(&(endscLinksToLeftVector.front()),sizeof(EndscLinksToLeft),GetNumStates(),file);
+ }
+
+ fwrite(&(otherStateInfoVector.front()),sizeof(OtherStateInfo),GetNumStates(),file);
+ for (State state=IntToState(0); state<IntToState(GetNumStates()); state++) {
+ size_t n=hmm2CmStateVector[state].size();
+ fwrite(&n,sizeof(n),1,file);
+ for (std::list<State>::const_iterator i=hmm2CmStateVector[state].begin(); i!=hmm2CmStateVector[state].end(); i++) {
+ int i_state=StateToInt(*i);
+ fwrite(&i_state,sizeof(i_state),1,file);
+ }
+ }
+
+ size_t numCmStates=cm2HmmStateVector.size();
+ fwrite(&numCmStates,sizeof(numCmStates),1,file);
+ fwrite(&(cm2HmmStateVector.front()),sizeof(Cm2HmmState),numCmStates,file);
+
+ fwrite(cm->stid,sizeof(cm->stid[0]),GetNumStates()+1,file);
+ fwrite(cm->sttype,sizeof(cm->sttype[0]),GetNumStates()+1,file);
+ fwrite(cm->cfirst,sizeof(cm->cfirst[0]),GetNumStates(),file);
+ fwrite(cm->cnum,sizeof(cm->cnum[0]),GetNumStates(),file);
+
+ for (int state=0; state<GetNumStates(); state++) {
+ fwrite(cm->esc[state],sizeof(cm->esc[0][0]),Alphabet_size*Alphabet_size,file);
+ fwrite(cm->tsc[state],sizeof(cm->tsc[0][0]),MAXCONNECT,file);
+ }
+}
+void InfernalHmm::SaveInBinary (FILE *file)
+{
+ fprintf(file,"ProfileHMMFilter\n");
+ fprintf(file,"FileFormatNum:\t%d\n",GetCurrFileFormatNum());
+ fprintf(file,"states:\t%d\n",GetNumStates());
+ fprintf(file,"cmFileName:\t%s\n",fromCmFileName.c_str());
+ fprintf(file,"hmmBuildCommands:\t%s\n",GetBuildDescription().c_str());
+ fprintf(file,"hmmType:\t%s\n",GetHmmBuildTypeDescription(hmmBuildType));
+ fprintf(file,"isLocal:\t%d\n",DoLocal()?1:0);
+
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+
+ int i_state=StateToInt(state);
+
+ // basic info
+ const char *sttypeText;
+ if (cm->sttype[i_state]==PASSTHRU_st) {
+ sttypeText="PASSTHRU";
+ }
+ else {
+ sttypeText=Statetype(cm->sttype[i_state]);
+ }
+ fprintf(file,"%d\t%s\t%d\t%d\t",(int)(cm->stid[i_state]),sttypeText,cm->cfirst[i_state],cm->cnum[i_state]);
+
+ // vestigal info for local alignments
+ fprintf(file,"%d\t%d\t%g\t%g\t",otherStateInfoVector[state].isLeftState?1:0,otherStateInfoVector[state].isRightState?1:0,otherStateInfoVector[state].leftwardBeginsc,otherStateInfoVector[state].rightwardBeginsc);
+
+ // hmm2cm state mapping (list of CM states that relate to this HMM state)
+ size_t numRelatedCmStates=hmm2CmStateVector[state].size();
+ fprintf(file,"%u\t",numRelatedCmStates);
+ for (std::list<State>::const_iterator i=hmm2CmStateVector[state].begin(); i!=hmm2CmStateVector[state].end(); i++) {
+ int i_cmState=StateToInt(*i);
+ fprintf(file,"%d\t",i_cmState);
+ }
+
+ // esc
+ if (IsEmittingState(state)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ fprintf(file,"%.9g\t",GetSingletEmissionScore(state,nuc));
+ }
+ }
+ // tsc
+ for (int child=0; child<GetNumChildren(state); child++) {
+ fprintf(file,"%.9g\t",GetNthChildTsc(state,child));
+ }
+ fprintf(file,"\n");
+ }
+
+ // mapping of CM states to HMM left & right states
+ fprintf(file,"%u\n",cm2HmmStateVector.size());
+ for (size_t i=0; i<cm2HmmStateVector.size(); i++) {
+ CovarianceModel::State cmState=CovarianceModel::IntToState((int)i);
+ fprintf(file,"%d\t%d\n",InfernalHmm::StateToInt(cm2HmmStateVector[cmState].hmmLeftState),InfernalHmm::StateToInt(cm2HmmStateVector[cmState].hmmRightState));
+ }
+}
+void InfernalHmm::SaveInBinary (const char *cmFileName)
+{
+ FILE *file=fopen(cmFileName,"wb");
+ if (file==NULL) {
+ Die("Could not open '%s' for writing. %s:%d",cmFileName,__FILE__,__LINE__);;
+ }
+
+ SaveInBinary(file);
+
+ fclose(file);
+}
+void InfernalHmm::CopyReverseOf(const InfernalHmm& t)
+{
+ // WARNING: only for HMMs
+ cm=CreateCM(t.GetNumNodes(),t.GetNumStates());
+
+ cm->name=(char *)MallocOrDie(strlen(t.GetName())+1);
+ strcpy(cm->name,t.GetName());
+
+ COPY_ARRAY_2D(esc,t.GetNumStates(),Alphabet_size*Alphabet_size);
+
+ COPY_STATE_ARRAY(beginsc);
+ endscLinksToLeftVector=t.endscLinksToLeftVector;
+ otherStateInfoVector=t.otherStateInfoVector;
+ hmm2CmStateVector=t.hmm2CmStateVector;
+ cm2HmmStateVector=t.cm2HmmStateVector;
+ cm->flags=t.cm->flags;
+
+ // initially no children
+ State myState;
+ for (myState=GetFirstState(); myState!=GetLastState(); myState++) {
+ SetStateType(myState,t.GetStateType(myState));
+ SetNoChildren(myState);
+ }
+
+ State srcState;
+ for (srcState=t.GetFirstState(); srcState!=t.GetLastState(); srcState++) {
+ for (int childNum=0; childNum<t.GetNumChildren(srcState); childNum++) {
+ State srcToState=t.GetNthChildState(srcState,childNum);
+ float tsc=t.GetNthChildTsc(srcState,childNum);
+ if (GetNumChildren(srcToState)==0) {
+ SetFirstChild(srcToState,srcState);
+ SetNumChildren(srcToState,1);
+ SetTransitionLogScore(srcToState,0,tsc);
+ }
+ else {
+ int int_srcToState=StateToInt(srcToState);
+ int int_srcState=cm->cfirst[int_srcToState] + cm->cnum[int_srcToState];
+ assert(srcState==IntToState(int_srcState));
+ cm->tsc[int_srcToState][cm->cnum[int_srcToState]]=tsc;
+ cm->cnum[int_srcToState]++;
+ }
+ }
+ }
+}
+int InfernalHmm::GetNumStatesForCmNode (const CovarianceModel& cm,CovarianceModel::Node cmNode) const
+{
+ // the cheezy, slow implementation
+ StateFromNodeList hmmStates;
+ GetHmmStatesByCmNode(hmmStates,cm,cmNode);
+ return (int)(hmmStates.size());
+}
+void InfernalHmm::GetHmmStatesByCmNode (StateFromNodeList& get_hmmStates,const CovarianceModel& cm,CovarianceModel::Node cmNode) const
+{
+ get_hmmStates.clear();
+
+ BoolVectorByCmState hmmStateUsed;
+ hmmStateUsed.assign(GetNumStates(),false);
+
+ CovarianceModel::State cmState;
+ for (cmState=cm.GetFirstStateOfNode(cmNode); cmState!=cm.GetLastStateOfNode(cmNode); cmState++) {
+
+
+ InfernalHmm::State hmmLeftState=cm2HmmStateVector[cmState].hmmLeftState;
+ if (hmmLeftState!=GetInvalidState()) {
+ if (!hmmStateUsed[hmmLeftState]) {
+ hmmStateUsed[hmmLeftState]=true;
+ StateFromNode add;
+ add.state=hmmLeftState;
+ add.isRight=false;
+ add.isNormal=!cm.IsInsertState(cmState);
+ get_hmmStates.push_back(add);
+ }
+ }
+
+ InfernalHmm::State hmmRightState=cm2HmmStateVector[cmState].hmmRightState;
+ if (hmmRightState!=GetInvalidState()) {
+ if (!hmmStateUsed[hmmRightState]) {
+ hmmStateUsed[hmmRightState]=true;
+ StateFromNode add;
+ add.state=hmmRightState;
+ add.isRight=true;
+ add.isNormal=!cm.IsInsertState(cmState);
+ get_hmmStates.push_back(add);
+ }
+ }
+ }
+}
+void InfernalHmm::GetNormalHmmStatesOfLeftOrRightByCmNode (StateList& get_stateList,const CovarianceModel& cm,CovarianceModel::Node cmNode,bool getIsRight) const
+{
+ get_stateList.clear();
+
+ StateFromNodeList stateFromNodeList;
+ GetHmmStatesByCmNode (stateFromNodeList,cm,cmNode);
+ for (StateFromNodeList::iterator i=stateFromNodeList.begin(); i!=stateFromNodeList.end(); i++) {
+
+ if (i->isNormal && i->isRight==getIsRight) {
+ get_stateList.push_back(i->state);
+ }
+ }
+}
+void InfernalHmm::GetHmmEdgesByCmNode (std::list<EdgeInfo>& get_edgeInfoList,const StateFromNodeList& hmmStateList,const CovarianceModel& cm,CovarianceModel::Node cmNode)
+{
+ BuildNonSavedInfoIfNecessary();
+
+ get_edgeInfoList.clear();
+
+ for (StateFromNodeList::const_iterator i=hmmStateList.begin(); i!=hmmStateList.end(); i++) {
+
+ InfernalHmm::State fromState=i->state;
+
+ bool isRight=i->isRight;
+
+ if (!isRight) {
+ assert(IsLeftState(fromState)); // could also be right, but I don't care
+ for (int childNum=0; childNum<GetNumChildren(fromState); childNum++) {
+ InfernalHmm::State toState=GetNthChildState(fromState,childNum);
+ EdgeInfo edge;
+ edge.fromState=fromState;
+ edge.toState=toState;
+ edge.childNum=childNum;
+ edge.isRightSide=false;
+ get_edgeInfoList.push_back(edge);
+ }
+ }
+ else {
+ assert(IsRightState(fromState));
+
+ for (ParentAndMyChildNumVector::const_iterator parentIter=nonSavedInfoVector[fromState].parentAndMyChildNumVector.begin(); parentIter!=nonSavedInfoVector[fromState].parentAndMyChildNumVector.end(); parentIter++) {
+ EdgeInfo edge;
+ edge.fromState=parentIter->parentState;
+ edge.toState=fromState;
+ edge.childNum=parentIter->myChildNum;
+ edge.isRightSide=true;
+ get_edgeInfoList.push_back(edge);
+ }
+ }
+ }
+}
+void InfernalHmm::CopyProbabilitiesForNode(const InfernalHmm& sourceHmm,const CovarianceModel& cm,const CovarianceModel::Node cmNode)
+{
+ StateFromNodeList hmmStateList;
+ GetHmmStatesByCmNode(hmmStateList,cm,cmNode);
+ EdgeInfoList edgeInfoList;
+ GetHmmEdgesByCmNode (edgeInfoList,hmmStateList,cm,cmNode);
+
+ // emissions
+ for (StateFromNodeList::iterator i=hmmStateList.begin(); i!=hmmStateList.end(); i++) {
+
+ InfernalHmm::State fromState=i->state;
+
+ if (IsEmitting(fromState)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ SetSingletEmissionLogScore(fromState,nuc,sourceHmm.GetSingletEmissionScore(fromState,nuc));
+ }
+ }
+ }
+
+ // transitions (i.e. edges)
+ for (EdgeInfoList::iterator i=edgeInfoList.begin(); i!=edgeInfoList.end(); i++) {
+ State fromState=i->fromState;
+ State toState=i->toState;
+ int childNum=i->childNum;
+
+ SetTransitionLogScore(fromState,childNum,sourceHmm.GetNthChildTsc(fromState,childNum));
+ }
+}
+void InfernalHmm::DumpProbabilitiesCsvByNode(FILE *nodeDump,const CovarianceModel& cm,bool doValues)
+{
+ BuildNonSavedInfoIfNecessary();
+
+ CovarianceModel::Node cmNode;
+ StateFromNodeList hmmStateList;
+ EdgeInfoList edgeInfoList;
+ for (cmNode=cm.GetFirstNode(); cmNode!=cm.GetLastNode(); cmNode++) {
+
+ if (doValues) {
+ fprintf(nodeDump,",,");
+ }
+ else {
+ fprintf(nodeDump,",node #%d,",CovarianceModel::NodeToInt(cmNode));
+ }
+
+ GetHmmStatesByCmNode(hmmStateList,cm,cmNode);
+ GetHmmEdgesByCmNode (edgeInfoList,hmmStateList,cm,cmNode);
+
+ // emissions
+ for (StateFromNodeList::iterator i=hmmStateList.begin(); i!=hmmStateList.end(); i++) {
+
+ InfernalHmm::State fromState=i->state;
+ if (IsEmitting(fromState)) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ if (doValues) {
+ fprintf(nodeDump,"%f,",GetSingletEmissionScore(fromState,nuc));
+ }
+ else {
+ fprintf(nodeDump,"%d @ %c,",StateToInt(fromState),nucs[nuc]);
+ }
+ }
+ }
+ }
+
+ // transitions (i.e. edges)
+ for (EdgeInfoList::iterator i=edgeInfoList.begin(); i!=edgeInfoList.end(); i++) {
+ State fromState=i->fromState;
+ State toState=i->toState;
+ int childNum=i->childNum;
+
+ if (doValues) {
+ fprintf(nodeDump,"%f,",GetNthChildTsc(fromState,childNum));
+ }
+ else {
+ if (i->isRightSide) {
+ std::swap(fromState,toState); // just for printing's sake
+ }
+ fprintf(nodeDump,"%d --> %d,",StateToInt(fromState),StateToInt(toState));
+ }
+ }
+ }
+ fprintf(nodeDump,"\n");
+}
+bool InfernalHmm::AreSingletEmissionScoresSameForAllNucs(const State& state) const
+{
+ assert(IsEmitting(state));
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ if (GetSingletEmissionScore(state,nuc)!=GetSingletEmissionScore(state,0)) {
+ return false;
+ }
+ }
+ return true;
+}
+void InfernalHmm::HmmNormalize (void)
+{
+ for (State state=GetFirstState(); state!=GetLastState(); state++) {
+
+ if (IsEmitting(state)) {
+ double sum=0;
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ double e=GetSingletEmissionScore(state,nuc);
+ sum += pow2(e);
+ }
+ double logSum=sreLOG2(sum);
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ SetSingletEmissionLogScore(state,nuc,(float)(GetSingletEmissionScore(state,nuc) - logSum));
+ }
+ }
+
+ double sum=0;
+ for (int child=0; child<GetNumChildren(state); child++) {
+ double e=GetNthChildTsc(state,child);
+ sum += pow2(e);
+ }
+ double logSum=sreLOG2(sum);
+ for (int child=0; child<GetNumChildren(state); child++) {
+ SetTransitionLogScore(state,child,(float)(GetNthChildTsc(state,child)-logSum));
+ }
+ }
+}
+void InfernalHmm::ConvertToInfernalSavableFormat (const CovarianceModel& sourceCm)
+{
+ throw SimpleStringException("Sorry InfernalHmm::ConvertToInfernalSavableFormat doesn't work; Infernal is highly dependent on node type, and it'd take a fair amount of work to make my HMMs conform to the nodes defined by Infernal, & this info is used in Infernal's alignment code.");
+
+ // alg: go thru HMM states in order. Whenever the corresponding CM node or the left/right side of the HMM state changes, that's a new node
+
+ // first alloc node stuff. GetNumStates() is an upper bound on # of nodes we'll need
+ cm->ndtype = (char *)MallocOrDie(GetNumStates() * sizeof(char));
+ cm->nodemap= (int *)MallocOrDie(GetNumStates() * sizeof(int));
+
+ int nextNode=-1; // first HMM state will cause an increment, so we'll start at 0
+ CovarianceModel::Node prevCmNode=CovarianceModel::GetInvalidNode();
+ bool prevIsLeft=false; // just init to avoid compiler warnings
+ for (InfernalHmm::State hmmState=GetFirstState(); hmmState!=GetLastState(); hmmState++) {
+
+ // PASSTHRU_st -> S_st
+ if (GetStateType(hmmState)==PASSTHRU_st) {
+ cm->sttype[InfernalHmm::StateToInt(hmmState)]=S_st;
+ }
+
+ // what node are we in
+ CovarianceModel::Node cmNode=CovarianceModel::GetInvalidNode();
+ for (std::list<CovarianceModel::State>::iterator cmStateIter=hmm2CmStateVector[hmmState].begin(); cmStateIter!=hmm2CmStateVector[hmmState].end(); cmStateIter++) {
+ CovarianceModel::State cmState=*cmStateIter;
+ CovarianceModel::Node thisNode=sourceCm.GetNode(cmState);
+ if (cmNode!=CovarianceModel::GetInvalidNode()) {
+ //assert(cmNode==thisNode); // they should all map to the same node, or something's weird
+ // this happens with states that are from splicing after bifurcation. Just take the lowest-# state; it odesn't really matter
+ if (thisNode<cmNode) {
+ cmNode=thisNode;
+ }
+ }
+ cmNode=thisNode;
+ }
+ assert(cmNode!=CovarianceModel::GetInvalidNode());
+ //printf("%d\n",CovarianceModel::NodeToInt(cmNode));
+
+ // did it change?
+ if (prevCmNode!=cmNode || prevIsLeft!=IsLeftState(hmmState)) {
+ // a change
+ nextNode++;
+ cm->nodemap[nextNode]=InfernalHmm::StateToInt(hmmState);
+ if (GetStateType(hmmState)==S_st) {
+ cm->ndtype[nextNode]=MATL_nd;
+ }
+ else {
+ if (IsEndState(hmmState)) {
+ cm->ndtype[nextNode]=END_nd;
+ }
+ else {
+ //crap: on the right side, the nodes are in the reverse order. Maybe I can just call it MATL_nd... assert(GetStateType(hmmState)==ML_st); // what other type of HMM node is there?
+ cm->ndtype[nextNode]=MATL_nd;
+ }
+ }
+ }
+ cm->ndidx[InfernalHmm::StateToInt(hmmState)]=nextNode;
+
+ // remember previous
+ prevCmNode=cmNode;
+ prevIsLeft=IsLeftState(hmmState);
+ }
+
+ cm->nodes=nextNode;
+ cm->null[0]=cm->null[1]=cm->null[2]=cm->null[3]=1;
+
+ for (int s=0; s<GetNumStates(); s++) {
+ if (IsEmitting(IntToState(s))) {
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+ cm->e[s][nuc]=(float)(pow2(cm->esc[s][nuc]));
+ }
+ }
+ for (int child=0; child<cm->cnum[s]; child++) {
+ cm->t[s][child]=(float)(pow2(cm->tsc[s][child]));
+ }
+ }
+
+ // set plast/pnum
+ for (InfernalHmm::State hmmState=GetFirstState(); hmmState!=GetLastState(); hmmState++) {
+ int i_hmmState=InfernalHmm::StateToInt(hmmState);
+ cm->pnum[i_hmmState]=0;
+ cm->plast[i_hmmState]=-1;
+ }
+ for (InfernalHmm::State hmmState=GetFirstState(); hmmState!=GetLastState(); hmmState++) {
+ for (int child=0; child<GetNumChildren(hmmState); child++) {
+ int i_hmmState=InfernalHmm::StateToInt(hmmState);
+ int i_childState=InfernalHmm::StateToInt(GetNthChildState(hmmState,child));
+ cm->plast[i_childState]=i_hmmState;
+ cm->pnum[i_childState]++;
+ }
+ }
+}
+void InfernalHmm::DumpCmAndHmmCorrespondingScores (const char *outFileName,const CovarianceModel& cm)
+{
+ FILE *out=ThrowingFopen(outFileName,"wt");
+
+ fprintf(out,"CM node,node type,CM state,state type,emit/transition?,emit left nuc OR transition to state#,emit right nuc OR transition to state type,CM score,HMM left score,HMM right score\n");
+
+
+ for (CovarianceModel::State cmState=cm.GetFirstState(); cmState!=cm.GetLastState(); cmState++) {
+
+ if (cm.IsBifurcation(cmState)) {
+ continue;
+ }
+
+ fprintf(out,"\n");
+
+ InfernalHmm::State leftHmmState=GetHmmLeftStateOfCmState(cmState);
+ InfernalHmm::State rightHmmState=GetHmmRightStateOfCmState(cmState);
+
+ if (cm.IsEmittingState(cmState)) {
+ int numLeftNucs=cm.EmitsLeft(cmState) ? Alphabet_size : 1;
+ int numRightNucs=cm.EmitsRight(cmState) ? Alphabet_size : 1;
+ for (int leftNuc=0; leftNuc<numLeftNucs; leftNuc++) {
+ for (int rightNuc=0; rightNuc<numRightNucs; rightNuc++) {
+ fprintf(out,"%d,%s,%d,%s,emit,",CovarianceModel::NodeToInt(cm.GetNode(cmState)),Nodetype(cm.GetNodeType(cm.GetNode(cmState))),CovarianceModel::StateToInt(cmState),Statetype(cm.GetStateType(cmState)));
+ if (cm.EmitsLeft(cmState)) {
+ fprintf(out,"%c",nucs[leftNuc]);
+ }
+ fprintf(out,",");
+ if (cm.EmitsRight(cmState)) {
+ fprintf(out,"%c",nucs[rightNuc]);
+ }
+ fprintf(out,",");
+ if (cm.EmitsLeftAndRight(cmState)) {
+ fprintf(out,"%f,",cm.GetPairEmissionScore(cmState,leftNuc,rightNuc));
+ }
+ else {
+ const int nuc=cm.EmitsLeft(cmState) ? leftNuc : rightNuc;
+ fprintf(out,"%f,",cm.GetSingletEmissionScore(cmState,nuc));
+ }
+ if (cm.EmitsLeft(cmState)) {
+ fprintf(out,"%f",GetSingletEmissionScore(leftHmmState,leftNuc));
+ }
+ fprintf(out,",");
+ if (cm.EmitsRight(cmState)) {
+ fprintf(out,"%f",GetSingletEmissionScore(rightHmmState,rightNuc));
+ }
+ fprintf(out,",");
+ fprintf(out,"\n");
+ }
+ }
+ }
+
+ for (int child=0; child<cm.GetNumChildren(cmState); child++) {
+ CovarianceModel::State cmToState=cm.GetNthChildState(cmState,child);
+ fprintf(out,"%d,%s,%d,%s,transition,%d,%s,%f,",CovarianceModel::NodeToInt(cm.GetNode(cmState)),Nodetype(cm.GetNodeType(cm.GetNode(cmState))),CovarianceModel::StateToInt(cmState),Statetype(cm.GetStateType(cmState)),CovarianceModel::StateToInt(cmToState),Statetype(cm.GetStateType(cmToState)),cm.GetNthChildTsc(cmState,child));
+
+ InfernalHmm::State leftToHmmState=GetHmmLeftStateOfCmState(cmToState);
+ if (leftToHmmState!=InfernalHmm::GetInvalidState() && leftHmmState!=InfernalHmm::GetInvalidState()) {
+ int hmmChild=GetChildNum_Slow(leftHmmState,leftToHmmState);
+ float tsc=GetNthChildTsc(leftHmmState,hmmChild);
+ fprintf(out,"%f",tsc);
+ }
+ fprintf(out,",");
+
+ InfernalHmm::State rightToHmmState=GetHmmRightStateOfCmState(cmToState);
+ if (rightToHmmState!=InfernalHmm::GetInvalidState() && rightHmmState!=InfernalHmm::GetInvalidState()) {
+ int hmmChild=GetChildNum_Slow(rightToHmmState,rightHmmState);
+ float tsc=GetNthChildTsc(rightToHmmState,hmmChild);
+ fprintf(out,"%f",tsc);
+ }
+ fprintf(out,",");
+ fprintf(out,"\n");
+ }
+ }
+
+ fclose(out);
+}
+CovarianceModel::NodeList InfernalHmm::GetCmNode (const CovarianceModel& cm,State hmmState) const
+{
+ CovarianceModel::NodeList nodeList;
+ const CovarianceModel::StateList& stateList=GetCmState(hmmState);
+ for (CovarianceModel::StateList::const_iterator i=stateList.begin(); i!=stateList.end(); i++) {
+ CovarianceModel::Node node=cm.GetNode(*i);
+ if (std::find(nodeList.begin(),nodeList.end(),node)==nodeList.end()) {
+ nodeList.push_back(node);
+ }
+ }
+
+ return nodeList;
+}
+void InfernalHmm::ComputePairInflationMatrix (PairInflationMatrix& inflationPerPair,const CovarianceModel& cm,CovarianceModel::State cmConsensusState) const
+{
+ assert(cm.GetStateType(cmConsensusState)==MP_st); // otherwise it's weird to call this function
+
+ const InfernalHmm::State leftHmmConsensusState=GetHmmLeftStateOfCmState(cmConsensusState);
+ const InfernalHmm::State rightHmmConsensusState=GetHmmRightStateOfCmState(cmConsensusState);
+
+ float minInflation=+FLT_MAX; // okay really, the min inflation should be 0, but I'm cheating by calculating this under the assumption that the minimum "inflation" (HMM score minus CM score) is like inflation of 0. So, later I subtract this out
+ for (int leftNuc=0; leftNuc<Alphabet_size; leftNuc++) {
+ for (int rightNuc=0; rightNuc<Alphabet_size; rightNuc++) {
+ float hmmScore=GetSingletEmissionScore(leftHmmConsensusState,leftNuc) + GetSingletEmissionScore(rightHmmConsensusState,rightNuc);
+ inflationPerPair[leftNuc][rightNuc] = hmmScore - cm.GetPairEmissionScore(cmConsensusState,leftNuc,rightNuc);
+ minInflation=std::min(minInflation,inflationPerPair[leftNuc][rightNuc]);
+ }
+ }
+ for (int leftNuc=0; leftNuc<Alphabet_size; leftNuc++) {
+ for (int rightNuc=0; rightNuc<Alphabet_size; rightNuc++) {
+ inflationPerPair[leftNuc][rightNuc] -= minInflation;
+ }
+ }
+}
+#ifndef CM2HMM_ONLY
+void InfernalHmm::AdjustLeftAndRightEscForRewardedPairsOnly (SingletEmissionScores& leftNucScores,SingletEmissionScores& rightNucScores,const CovarianceModel& cm,const CovarianceModel::State cmConsensusState,const BoolBasePairMatrix& boolBasePairMatrix) const
+{
+ assert(cm.GetStateType(cmConsensusState)==MP_st); // otherwise it's weird to call this function
+
+ const InfernalHmm::State leftHmmConsensusState=GetHmmLeftStateOfCmState(cmConsensusState);
+ const InfernalHmm::State rightHmmConsensusState=GetHmmRightStateOfCmState(cmConsensusState);
+
+ // find inflation matrix
+ PairInflationMatrix inflationPerPair;
+ ComputePairInflationMatrix(inflationPerPair,cm,cmConsensusState);
+
+ // now actually compute extra penalties
+ SingletEmissionScores minInflationForLeftNuc={+FLT_MAX,+FLT_MAX,+FLT_MAX,+FLT_MAX},minInflationForRightNuc={+FLT_MAX,+FLT_MAX,+FLT_MAX,+FLT_MAX};
+ for (int leftNuc=0; leftNuc<Alphabet_size; leftNuc++) {
+ for (int rightNuc=0; rightNuc<Alphabet_size; rightNuc++) {
+ if (boolBasePairMatrix.IsPenalized(leftNuc,rightNuc)) {
+ // this is a penalized pair
+ minInflationForLeftNuc[leftNuc]=std::min(minInflationForLeftNuc[leftNuc],inflationPerPair[leftNuc][rightNuc]);
+ minInflationForRightNuc[rightNuc]=std::min(minInflationForRightNuc[rightNuc],inflationPerPair[leftNuc][rightNuc]);
+ }
+ }
+ }
+
+ for (int nuc=0; nuc<Alphabet_size; nuc++) {
+
+ float score;
+
+ // left
+ score=GetSingletEmissionScore(leftHmmConsensusState,nuc);
+ score -= minInflationForLeftNuc[nuc]; // if there are no penalized pairs for this leftNuc (kind of weird, but whatever), minInflationForLeftNuc will be +FLT_MAX/2.0, so score will be some large negative #
+ if (score<(float)IMPOSSIBLE) {
+ score=(float)IMPOSSIBLE;
+ }
+ leftNucScores[nuc]=score;
+
+ // right
+ score=GetSingletEmissionScore(rightHmmConsensusState,nuc);
+ score -= minInflationForRightNuc[nuc]; // if there are no penalized pairs for this leftNuc (kind of weird, but whatever), minInflationForLeftNuc will be +FLT_MAX/2.0, so score will be some large negative #
+ if (score<(float)IMPOSSIBLE) {
+ score=(float)IMPOSSIBLE;
+ }
+ rightNucScores[nuc]=score;
+ }
+}
+#endif
+Cm2Hmm_HmmBuildType InfernalHmm::GetHmmBuildType (void) const
+{
+ return hmmBuildType;
+}
+void InfernalHmm::SaveInFormat (const char *hmmFileName,HmmFileFormat hmmFileFormat)
+{
+ switch (hmmFileFormat) {
+ case HmmFileFormat_Binary:
+ SaveInDeprecatedBinaryFormat(hmmFileName); // really save in binary
+ break;
+ case HmmFileFormat_Text:
+ SaveInBinary(hmmFileName);
+ break;
+ case HmmFileFormat_HMMER:
+ throw SimpleStringException("Save format HMMER not implemented yet.");
+ if (hmmBuildType!=HmmBuildType_Original) {
+ throw SimpleStringException("This HMM is not a compact-type profile HMM, so it cannot be saved in HMMER format.");
+ }
+ break;
+ default:
+ throw SimpleStringException("Invalid save file format set, or it wasn't implemented. Sorry, it's undoubtably my fault.");
+ }
+}
+
+HmmFileFormat InfernalHmm::GetDefaultHmmFileFormat (void)
+{
+ return HmmFileFormat_Binary;
+}
+
+char *GetHmmBuildTypeDescription (Cm2Hmm_HmmBuildType hmmType)
+{
+ switch (hmmType) {
+ case HmmBuildType_Original:
+ return "compact";
+ case HmmBuildType_separateMPandMLMR:
+ return "expanded";
+ case HmmBuildType_separateMPMLMRD:
+ return "overexpanded"; // deprecated too
+ default:
+ assertr(false);
+ return "unknown type";
+ }
+}
+Cm2Hmm_HmmBuildType GetHmmBuildTypeByText (const char *text)
+{
+ if (strcmp(text,"compact")==0) {
+ return HmmBuildType_Original;
+ }
+ if (strcmp(text,"expanded")==0) {
+ return HmmBuildType_separateMPandMLMR;
+ }
+ throw SimpleStringException("HMM type text string (e.g. compact or expanded) was not recognized -- is some input file in the wrong format?");
+}
diff --git a/rigfilters/cm2hmm-1.0/InfernalHmm.h b/rigfilters/cm2hmm-1.0/InfernalHmm.h
new file mode 100644
index 0000000..8e9f57e
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/InfernalHmm.h
@@ -0,0 +1,253 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+// InfernalHmm class implements an HMM based on the representation of a CovarianceModel
+
+enum Cm2Hmm_HmmBuildType {
+ HmmBuildType_Original=0, // also called "Compacted" or "type 0"
+ HmmBuildType_separateMPandMLMR=1, // also called "Expanded" or "type 1". for MATP node, each HMM node (left and right) has 2 ML states, 1 D state, 1 IL state
+ HmmBuildType_separateMPMLMRD=2 // Didn't work well. for MATP node, each HMM node (left and right) has 2 ML states, 2 D states, 1 IL state
+};
+extern void VerifyValidHmmBuildType (Cm2Hmm_HmmBuildType hmmType);
+extern int GetNumExtraStatesVersusOriginalHmmBuildType (Cm2Hmm_HmmBuildType hmmType);
+extern char *GetHmmBuildTypeDescription (Cm2Hmm_HmmBuildType hmmType);
+extern Cm2Hmm_HmmBuildType GetHmmBuildTypeByText (const char *text);
+
+enum HmmFileFormat {
+ HmmFileFormat_Binary, // DEPRECATED: binary format - bad, mainly since it's not compatible between little-endian and big-endian CPUs, and also probably not between 32-bit and 64-bit CPUs
+ HmmFileFormat_Text, // newer textual format (which is what the 'SaveInBinary' function saves by default)
+ HmmFileFormat_HMMER // HMMER format. Only works for compacted-type profile HMMs (expanded-type HMMs aren't technically profile HMMs, so they won't work with HMMER)
+};
+
+typedef VectorByCmState<std::list<CovarianceModel::State> > Hmm2CmStateVector;
+
+// each CM state corresponds to 1 or 2 HMM states
+struct Cm2HmmState {
+ CovarianceModel::State hmmLeftState,hmmRightState; // -1 means not applicable
+};
+typedef VectorByCmState<Cm2HmmState> Cm2HmmStateVector;
+
+
+class InfernalHmm : public CovarianceModelBase {
+private:
+ // these functions are not meaningful for HMMs (or at least not in the same way), so I'd like to prevent myself from using them by making them private
+ float GetEndsc (State state) const;
+ float GetBeginsc (State state) const;
+ void SetBeginsc (State state,float sc);
+
+protected:
+ // to handle the endsc part of local alignments, we need this link info.
+ // index endscLinksToLeftVector by an hmm state. If this state is a left hmm state, then you'll get an empty list. If it's a right hmm state, you'll get all the left hmm states that come from the same CM state as the right state. For handling endsc in the hmm, we're allowed to skip from right to left at cost endsc.
+ enum {MAX_ENDSC_LINK_TO_LEFTS=2};
+ struct LinkToLeftInfo {
+ State hmmLeftState;
+ float endsc;
+ };
+ typedef FixedArrayWithSize<LinkToLeftInfo,MAX_ENDSC_LINK_TO_LEFTS> EndscLinksToLeft;
+ typedef VectorByCmState<EndscLinksToLeft> EndscLinksToLeftVector;
+ EndscLinksToLeftVector endscLinksToLeftVector;
+
+ struct OtherStateInfo {
+ bool isLeftState;
+ bool isRightState;
+
+ // we can have beginsc that correspond to left/right HMM nodes. Sometimes a left/right HMM node can be related to 2 CM nodes, in which case e.g. it's left score will be the max of the 2 scores. I'm worried about HMM nodes that are both left & right nodes, so to make things easier, I'm just going to keep the leftward & rightward scores totally separate.
+ float leftwardBeginsc,rightwardBeginsc;
+ };
+ typedef VectorByCmState<OtherStateInfo> OtherStateInfoVector;
+ OtherStateInfoVector otherStateInfoVector;
+ Hmm2CmStateVector hmm2CmStateVector;
+ Cm2HmmStateVector cm2HmmStateVector;
+
+ struct ParentAndMyChildNum {
+ State parentState;
+ int myChildNum;
+ };
+ typedef std::list<ParentAndMyChildNum> ParentAndMyChildNumVector;
+ struct NonSavedInfo {
+ ParentAndMyChildNumVector parentAndMyChildNumVector;
+ int childNumOfSelfLoop; // of -1 if this state has no self loop
+ };
+ typedef VectorByCmState<NonSavedInfo> NonSavedInfoVector;
+ NonSavedInfoVector nonSavedInfoVector;
+
+ std::string fromCmFileName;
+ std::string fullBuildDescription;
+ static int GetCurrFileFormatNum (void);
+ int loadedFileFormat;
+
+ Cm2Hmm_HmmBuildType hmmBuildType; // how were we built (redundant with fullBuildDescription, but nice to have to computer know for algorithms that require a particular method)
+
+public:
+
+ InfernalHmm (void);
+
+ void AddBuildDescription (const std::string addedBuildDescription);
+ void SetHmmBuildType (Cm2Hmm_HmmBuildType hmmBuildType_);
+ Cm2Hmm_HmmBuildType GetHmmBuildType (void) const;
+ void SetFromCmFileName (const std::string& _fromCmFileName);
+ std::string GetBuildDescription (void) const;
+ void SaveInDeprecatedBinaryFormat (const char *fileName);
+ const std::string& GetFromCmFileName (void) const;
+ int GetFileFormat (void) const;
+
+ // by default, we don't make nodes for the HMMs, but if we want to save them in Infernal format, we need to make them up. Also changes PASSTHRU_st --> S_st, which hopefully Infernal will be okay with
+ void ConvertToInfernalSavableFormat (const CovarianceModel& cm);
+
+ void HmmNormalize (void);
+
+ // returns -1 if given state has no self-loop
+ // caller must call BuildNonSavedInfoIfNecessary at some point before calling this, or have called CopyFrom on an HMM that had it called on (or was CopyFrom'd one that... etc)
+ int GetChildNumOfSelfLoop (State state) const;
+
+ void BuildNonSavedInfoIfNecessary (void);
+
+ void Init (int numStates);
+
+ void DumpInfernalHmm (FILE *file,const CovarianceModel& cm) const;
+ bool LoadInBinary (FILE *cmFile);
+ void SaveInBinary (FILE *cmFile);
+ bool LoadInBinary (const char *cmFileName);
+ void SaveInBinary (const char *cmFileName);
+ void SaveInDeprecatedBinaryFormat (FILE *file); // really do it
+ void CopyReverseOf(const InfernalHmm& t);
+ void CopyFrom (const InfernalHmm& t);
+ void CopyFromWithEscHack(const InfernalHmm& t);
+ void MirrorFromWithHackedExtraInfo(CM_t *cm);
+ void ClobberIR (void); // for creating HMMs from cmbuild; kill the IR in the start state
+ void SaveInFormat (const char *hmmFileName,HmmFileFormat hmmFileFormat);
+ static HmmFileFormat GetDefaultHmmFileFormat (void);
+
+ void SetHmm2CmState (const Hmm2CmStateVector& _hmm2CmStateVector);
+ void SetCm2HmmState (const Cm2HmmStateVector& _cm2HmmStateVector);
+
+ // hackquery
+ void AllocHmmData (void);
+
+ void SetLeftState (State state,bool isLeftState);
+ void SetRightState (State state,bool isRightState);
+ void SetLeftwardBeginsc (State state,float sc);
+ void SetRightwardBeginsc (State state,float sc);
+
+ inline int GetNumEndscLinksToLeft (State state) const {
+ return endscLinksToLeftVector[state].size();
+ }
+ inline State GetEndscLinkToLeft_State (State state,int linkNum) const {
+ return endscLinksToLeftVector[state][linkNum].hmmLeftState;
+ }
+ inline float GetEndscLinkToLeft_Endsc (State state,int linkNum) const {
+ return endscLinksToLeftVector[state][linkNum].endsc;
+ }
+
+ inline void SetNumEndscLinksToLeft (State state,int n) {
+ endscLinksToLeftVector[state].resize(n);
+ }
+ inline void SetEndscLinkToLeft_State (State state,int linkNum,State hmmLeftState) {
+ endscLinksToLeftVector[state][linkNum].hmmLeftState=hmmLeftState;
+ }
+ inline void SetEndscLinkToLeft_Endsc (State state,int linkNum,float endsc) {
+ endscLinksToLeftVector[state][linkNum].endsc=endsc;
+ }
+
+ inline bool IsLeftState (State state) const {
+ return otherStateInfoVector[state].isLeftState;
+ }
+ inline bool IsRightState (State state) const {
+ return otherStateInfoVector[state].isRightState;
+ }
+ inline float GetLeftwardBeginsc (State state) const {
+ return otherStateInfoVector[state].leftwardBeginsc;
+ }
+ inline float GetRightwardBeginsc (State state) const {
+ return otherStateInfoVector[state].rightwardBeginsc;
+ }
+
+ inline const CovarianceModel::StateList& GetCmState (State hmmState) const {
+ return hmm2CmStateVector[hmmState];
+ }
+ inline const Hmm2CmStateVector& GetCmStateVector (void) const {
+ return hmm2CmStateVector;
+ }
+ CovarianceModel::NodeList GetCmNode (const CovarianceModel& cm,State hmmState) const;
+
+ inline State GetHmmLeftStateOfCmState (CovarianceModel::State cmState) const {
+ return cm2HmmStateVector[cmState].hmmLeftState;
+ }
+ inline State GetHmmRightStateOfCmState (CovarianceModel::State cmState) const {
+ return cm2HmmStateVector[cmState].hmmRightState;
+ }
+ inline const Cm2HmmStateVector GetHmmStateVector (void) const {
+ return cm2HmmStateVector;
+ }
+
+ // note: this will not necessarily return states that are unique to a given node, just states that implement CM nodes. There will in general be states that relate to more than one nodes at splice points from splicing bifurcations together.
+ int GetNumStatesForCmNode (const CovarianceModel& cm,CovarianceModel::Node cmNode) const;
+
+ struct StateFromNode {
+ State state;
+ bool isRight; // when coming from a Node, a state is only either left or right
+ bool isNormal; // as opposed to post-insert state
+ };
+ typedef std::list<StateFromNode> StateFromNodeList;
+ void GetHmmStatesByCmNode (StateFromNodeList& get_hmmStates,const CovarianceModel& cm,CovarianceModel::Node cmNode) const;
+ void GetNormalHmmStatesOfLeftOrRightByCmNode (StateList& get_stateList,const CovarianceModel& cm,CovarianceModel::Node cmNode,bool getIsRight) const;
+ struct EdgeInfo {
+ State fromState,toState;
+ int childNum; // relative to fromState, of course
+ bool isRightSide; // else on left side of HMM
+ };
+ typedef std::list<EdgeInfo> EdgeInfoList;
+ void GetHmmEdgesByCmNode (EdgeInfoList& get_edgeInfoList,const StateFromNodeList& hmmStates,const CovarianceModel& cm,CovarianceModel::Node cmNode);
+
+ void DumpProbabilitiesCsvByNode(FILE *nodeDump,const CovarianceModel& cm,bool doValues); // doValues as opposed to do headers for csv
+ // copies them into this Hmm
+ void CopyProbabilitiesForNode(const InfernalHmm& sourceHmm,const CovarianceModel& cm,const CovarianceModel::Node cmNode)
+;
+
+ bool AreSingletEmissionScoresSameForAllNucs(const State& state) const;
+
+ void DumpCmAndHmmCorrespondingScores (const char *outFileName,const CovarianceModel& cm);
+
+ typedef float PairInflationMatrix[MAXABET][MAXABET];
+ void ComputePairInflationMatrix (PairInflationMatrix& pairInflationMatrix,const CovarianceModel& cm,CovarianceModel::State cmState) const;
+
+ typedef float SingletEmissionScores[MAXABET];
+ // starts with scores for the given infernalHmm (this pointer). adjusts them to take into account only those pairs that are PENALIZED in boolBasePairMatrix
+ void AdjustLeftAndRightEscForRewardedPairsOnly (SingletEmissionScores& leftNucScores,SingletEmissionScores& rightNucScores,const CovarianceModel& cm,const CovarianceModel::State state,const BoolBasePairMatrix& boolBasePairMatrix) const;
+};
diff --git a/rigfilters/cm2hmm-1.0/Makefile.in b/rigfilters/cm2hmm-1.0/Makefile.in
new file mode 100644
index 0000000..213bca8
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Makefile.in
@@ -0,0 +1,55 @@
+variable_CFLAGS=-D DISABLE_ZRAND -D CM2HMM_ONLY
+variable_LFLAGS=
+
+COMPILE= @CXX@ -c
+LINK= @CXX@
+DEFS= @DEFS@
+ALLOCA = @ALLOCA@
+
+INFERNAL_PATH=../..
+CFSQP_PATH=$(INFERNAL_PATH)/rigfilters/cfsqp
+
+MYLIBS = -linfernal -lsquid -lcfsqp -lm
+MYLIBDIR = -L$(INFERNAL_PATH)/src -L$(INFERNAL_PATH)/squid -L$(CFSQP_PATH)
+
+common_CFLAGS=-ftemplate-depth-30 -I. -I$(INFERNAL_PATH)/src -I$(INFERNAL_PATH)/squid -I$(INFERNAL_PATH)/easel -I$(CFSQP_PATH)
+common_LFLAGS= -g
+
+# debug build
+#CFLAGS=$(variable_CFLAGS) $(common_CFLAGS) -g -D_DEBUG
+
+# release build
+CFLAGS=$(variable_CFLAGS) $(common_CFLAGS) -O3 -DNDEBUG
+LFLAGS=$(variable_LFLAGS) $(common_LFLAGS)
+
+# all .cpp files (or .C files)
+CPPFILES=CovarianceModel.cpp InfernalHmm.cpp cmzashaUtils.cpp ForwardHMM.cpp Cm2HMM.cpp Cm2HmmOptimize.cpp SymbolicMath.cpp Cm2HmmOptimize_cfsqp.cpp MarkovModelStats.cpp HmmType1.cpp CommaSepFileReader.cpp MiscExceptions.cpp NaryCounter.cpp SequenceSet.cpp ScanHMM_NonTemplated.cpp
+
+# include files that pretty much everything includes.
+# FOR LAZINESS, just put every include file, so we don't have to worry about the dependencies too much
+COMMON_INCLUDE_FILES=CovarianceModel.h stdafx.h Cm2HMM.h cmzasha.h SymbolicMath.h HmmType1.h MarkovModelStats.h Cm2HmmOptimize.h CommaSepFileReader.h MiscExceptions.h multiDimVector.h NoUnderflowDouble.h stl_extra.h vectorPlus.h NaryCounter.h InfernalHmm.h SequenceSet.h
+
+# automatically inferred stuff
+CPP_O_FILES=$(CPPFILES:.cpp=.o)
+OBJS=$(CPP_O_FILES)
+
+all : cm2hmm cm2hmmsearch
+
+$(CPP_O_FILES) : $(COMMON_INCLUDE_FILES)
+
+cm2hmm : Cm2HmmMain.o $(OBJS)
+ $(LINK) $(LFLAGS) $(DEFS) $(MYLIBDIR) -o $@ Cm2HmmMain.o $(OBJS) $(MYLIBS)
+cm2hmmsearch : Cm2HmmSearchMain.o $(OBJS)
+ $(LINK) $(LFLAGS) $(DEFS) $(MYLIBDIR) -o $@ Cm2HmmSearchMain.o $(OBJS) $(MYLIBS)
+
+.SUFFIXES: .cpp .o
+.cpp.o:
+ $(COMPILE) $(CFLAGS) $(DEFS) $<
+
+clean:
+ -rm -f *.o cm2hmm cm2hmmsearch
+
+distclean:
+ -rm -f *.o cm2hmm cm2hmmsearch
+ -rm Makefile
+
diff --git a/rigfilters/cm2hmm-1.0/Makefile.test b/rigfilters/cm2hmm-1.0/Makefile.test
new file mode 100644
index 0000000..523bc83
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/Makefile.test
@@ -0,0 +1,58 @@
+variable_CFLAGS=-D DISABLE_ZRAND -D CM2HMM_ONLY
+variable_LFLAGS=
+COMPILE=g++ -c
+LINK=g++
+
+INFERNAL_PATH=../..
+CFSQP_PATH=$(INFERNAL_PATH)/rigfilters/cfsqp
+
+LIBS=$(INFERNAL_PATH)/src/libinfernal.a $(INFERNAL_PATH)/squid/libsquid.a $(CFSQP_PATH)/cfsqp.a
+common_CFLAGS=-ftemplate-depth-30 -idirafter . -idirafter $(INFERNAL_PATH)/src -idirafter $(INFERNAL_PATH)/squid -idirafter $(CFSQP_PATH)
+common_LFLAGS= -g
+
+# debug build
+#CFLAGS:=$(CFLAGS) $(common_CFLAGS) -g -D_DEBUG
+
+# release build
+CFLAGS=$(variable_CFLAGS) $(common_CFLAGS) -O3 -g -DNDEBUG
+LFLAGS=$(variable_LFLAGS) $(common_LFLAGS)
+
+# all .cpp files (or .C files)
+CPPFILES=CovarianceModel.cpp InfernalHmm.cpp cmzashaUtils.cpp ForwardHMM.cpp Cm2HMM.cpp Cm2HmmOptimize.cpp SymbolicMath.cpp Cm2HmmOptimize_cfsqp.cpp MarkovModelStats.cpp HmmType1.cpp CommaSepFileReader.cpp MiscExceptions.cpp NaryCounter.cpp SequenceSet.cpp ScanHMM_NonTemplated.cpp
+
+# include files that pretty much everything includes.
+# FOR LAZINESS, just put every include file, so we don't have to worry about the dependencies too much
+COMMON_INCLUDE_FILES=CovarianceModel.h stdafx.h Cm2HMM.h cmzasha.h SymbolicMath.h HmmType1.h MarkovModelStats.h Cm2HmmOptimize.h CommaSepFileReader.h MiscExceptions.h multiDimVector.h NoUnderflowDouble.h stl_extra.h vectorPlus.h NaryCounter.h InfernalHmm.h SequenceSet.h
+
+
+# automatically inferred stuff
+CPP_O_FILES=$(CPPFILES:%.cpp=%.o)
+OBJS=$(CPP_O_FILES)
+
+.PHONY : all clean dump_vars
+all : cm2hmm cm2hmmsearch
+
+$(CPP_O_FILES) : $(COMMON_INCLUDE_FILES)
+
+cm2hmm : $(OBJS) Cm2HmmMain.o
+ $(LINK) -o cm2hmm $(LFLAGS) Cm2HmmMain.o $(OBJS) $(LIBS)
+cm2hmmsearch : $(OBJS) Cm2HmmSearchMain.o
+ $(LINK) -o cm2hmmsearch $(LFLAGS) Cm2HmmSearchMain.o $(OBJS) $(LIBS)
+
+.SUFFIXES: .cpp .o
+.cpp.o:
+ $(COMPILE) $(CFLAGS) -o $@ $<
+
+clean:
+ rm -f *.o cm2hmm cm2hmmsearch
+
+distclean:
+ make clean
+
+dump_vars :
+ echo "CPPFILES"
+ echo $(CPPFILES)
+ echo "COMMON_INCLUDE_FILES"
+ echo $(COMMON_INCLUDE_FILES)
+ echo "CPP_O_FILES"
+ echo $(CPP_O_FILES)
diff --git a/rigfilters/cm2hmm-1.0/MarkovModelStats.cpp b/rigfilters/cm2hmm-1.0/MarkovModelStats.cpp
new file mode 100644
index 0000000..57d1794
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/MarkovModelStats.cpp
@@ -0,0 +1,501 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+
+///////////////////////////
+// MarkovModelStats
+
+// unnecessary: #include <gsl/gsl_linalg.h>
+
+MarkovModelStats *defaultTrainingMarkovModelStats=NULL;
+
+MarkovModelStats::MarkovModelStats (void)
+{
+ order=0;
+ alphabetSize=0;
+}
+MarkovModelStats::MarkovModelStats (FILE *file)
+{
+ LoadFromDump(file);
+}
+MarkovModelStats::MarkovModelStats (int _order,int alphabetSize_)
+: data(_order+1,alphabetSize_)
+{
+ alphabetSize=alphabetSize_;
+ order=_order;
+ path.assign(order+1,0);
+}
+MarkovModelStats::~MarkovModelStats ()
+{
+}
+void MarkovModelStats::ClearData (void)
+{
+ data.SetAll(0);
+}
+void MarkovModelStats::PushOnPath (int nuc)
+{
+ assert(nuc>=0 && nuc<alphabetSize);
+ path.pop_front();
+ path.push_back(nuc);
+}
+void MarkovModelStats::Inc (void)
+{
+ VariableDimVector<double>::LowLevelOffset offset=data.GetOffset(path);
+ data.Set(offset,data.Get(offset)+1.0);
+}
+double MarkovModelStats::Get (void) {
+ return data.Get(path);
+}
+void MarkovModelStats::Set (double t) {
+ data.Set(path,t);
+}
+template <class Container>
+double MarkovModelStats::GetProbOfNuc_templ (int nucForPr,const Container& container)
+{
+ assert(nucForPr>=0 && nucForPr<alphabetSize);
+
+ int context[16];
+ assert(order<=8);
+ if (order>16) {
+ Die("%s:%d",__FILE__,__LINE__);
+ }
+
+ double totalProb=0;
+ double prOfNuc=-1;
+ for (int nuc=0; nuc<alphabetSize; nuc++) {
+
+ int *first=context;
+ int *lastOfContext=std::copy(container.begin(),container.end(),first);
+ *lastOfContext=nuc;
+ assert(lastOfContext-first==order); // that's how long the context is
+
+ int *last=lastOfContext+1;
+ double p=data.Get(first,last);
+ totalProb += p;
+ if (nuc==nucForPr) {
+ prOfNuc=p;
+ }
+ }
+ assert(prOfNuc>=0);
+ if (totalProb==0) {
+ return 0.25; // hedge in this case
+ }
+ else {
+ return prOfNuc/totalProb;
+ }
+}
+double MarkovModelStats::GetProbOfNuc (int nucForPr,const NaryCounter& counter)
+{
+ return GetProbOfNuc_templ(nucForPr,counter);
+}
+double MarkovModelStats::GetProbOfNuc (int nucForPr,const std::list<int>& context)
+{
+ assert(context.size()==(size_t)order); // that's how much context an 'order'-order Markov model needs
+ return GetProbOfNuc_templ(nucForPr,context);
+}
+double MarkovModelStats::GetProbOfNuc (int nucForPr,const std::vector<int>& context)
+{
+ assert(context.size()==(size_t)order); // that's how much context an 'order'-order Markov model needs
+ return GetProbOfNuc_templ(nucForPr,context);
+}
+int MarkovModelStats::GetOrder (void)
+{
+ return order;
+}
+double MarkovModelStats::GetProbOfNuc_0order (int nuc)
+{
+ assert(order==0); // this function is only appropriate for 0-order models, since it doesn't take any context
+ std::list<int> context;
+ return GetProbOfNuc(nuc,context);
+}
+void MarkovModelStats::GetContextDistribution (VariableDimVector<double>& probabilityOfEachContext)
+{
+ probabilityOfEachContext.resize(order,alphabetSize);
+ if (order==0) {
+ // nothing much to do
+ return;
+ }
+
+#if 0
+ // CRAP -- I was right all along & this whole linear equation thing (which requires the GSL) is unnecessary. I was bothered by the fact that he order-(N-1) Markov model learned from a sequence is different from the order-(N-1) Markov model inferred from the order-N Markov model learned from the sequence. It's not the same because when I start with the order-N model, I ignore the first N-1 characters -- this explains why the numbers are close, but not quite the same. I now believe the [...]
+
+
+ // here's the idea. For a 1-order MM, where p_xy = Pr(Y is next char | X is prev), we can write the equation
+ // p_a*p_aa + p_c*p_ca + p_g*p_ga + p_u*p_ua = p_a
+ // writing this out for all cases leads to a system of linear equations
+ // we'll also require p_a + p_c + p_g + p_u = 1, otherwise p_x=0 is okay. To be able to introduce this equation, while keeping the matrix square, we add a dummy variable that's 0. To make it 0, we place that dummy var in every equation with coefficient 0, and make the rhs of the equation 1.
+
+ // A*x=b, where 'x' is the entries of probabilityOfEachContext
+ std::vector<double> A_data,b_data;
+ // init A=0, since many entries will be 0
+ A_data.assign((size_t)((probabilityOfEachContext.GetLinearSize()+1)*(probabilityOfEachContext.GetLinearSize()+1)),0);
+ // b=0 is the final value, except for the last equation
+ b_data.assign((size_t)probabilityOfEachContext.GetLinearSize()+1,0);
+ b_data.back()=1.0; // result of last equation
+
+ // last row of A is all 1s (sum of vars is 1)
+ for (int i=0; i<probabilityOfEachContext.GetLinearSize()+1; i++) {
+ A_data[(int)(A_data.size())-1-i]=1;
+ }
+ // last column of A is all 1s (make the dummy variable 0)
+ for (int i=0; i<probabilityOfEachContext.GetLinearSize(); i++) {
+ A_data[i*(probabilityOfEachContext.GetLinearSize()+1) + probabilityOfEachContext.GetLinearSize()]=1;
+ }
+ // but lower,right corner of A is 0 (don't want the last variable influencing)
+ A_data.back()=0;
+
+ gsl_vector_view b = gsl_vector_view_array(&(*b_data.begin()), probabilityOfEachContext.GetLinearSize()+1);
+ gsl_vector *x = gsl_vector_alloc (probabilityOfEachContext.GetLinearSize()+1);
+
+ std::vector<int> currContextInput,currContextOutput;
+ currContextInput.reserve(order);
+ currContextOutput.reserve(order);
+
+ {
+ NaryCounter counter(order-1,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ for (int preNuc=0; preNuc<alphabetSize; preNuc++) {
+ for (int postNuc=0; postNuc<alphabetSize; postNuc++) {
+
+ currContextInput.assign(1,preNuc);
+ currContextInput.insert(currContextInput.end(),counter.begin(),counter.end());
+
+ currContextOutput.assign(counter.begin(),counter.end());
+ currContextOutput.push_back(postNuc);
+
+ std::list<int> currContextInputList;
+ currContextInputList.insert(currContextInputList.end(),currContextInput.begin(),currContextInput.end());
+ double prob=GetProbOfNuc(postNuc,currContextInputList);
+ if (currContextInput==currContextOutput) {
+ // same variable, so subtract the occurrence on the rhs
+ prob -= 1.0;
+ }
+
+ int col=probabilityOfEachContext.LowLevelOffset2LinearOffset(probabilityOfEachContext.GetOffset(currContextInput));
+ int row=probabilityOfEachContext.LowLevelOffset2LinearOffset(probabilityOfEachContext.GetOffset(currContextOutput));
+
+ A_data[(size_t)(row*(probabilityOfEachContext.GetLinearSize()+1)+col)]=prob;
+ }
+ }
+ counting=counter.Next();
+ }
+ }
+
+ gsl_matrix_view A = gsl_matrix_view_array(&(*A_data.begin()), probabilityOfEachContext.GetLinearSize()+1, probabilityOfEachContext.GetLinearSize()+1);
+
+ int s;
+ gsl_permutation * p = gsl_permutation_alloc (probabilityOfEachContext.GetLinearSize()+1);
+ int status=gsl_linalg_LU_decomp (&A.matrix, p, &s);
+ if (status!=GSL_SUCCESS) {
+ throw SimpleStringException("gsl_linalg_LU_decomp didn't work: %s",gsl_strerror (status));
+ }
+ status=gsl_linalg_LU_solve (&A.matrix, p, &b.vector, x);
+ if (status!=GSL_SUCCESS) {
+ throw SimpleStringException("gsl_linalg_LU_solve didn't work: %s",gsl_strerror (status));
+ }
+
+ for (int i=0; i<probabilityOfEachContext.GetLinearSize(); i++) {
+ probabilityOfEachContext.Set(probabilityOfEachContext.LinearOffset2LowLevelOffset(i),gsl_vector_get(x,(size_t)i));
+ }
+
+ gsl_permutation_free (p);
+#endif
+
+#if 1
+ probabilityOfEachContext.SetAll(0);
+
+ if (order==0) {
+ // nothing more to do
+ return;
+ }
+
+ // we have the counts of strings of length 'order+1', so each string of length (order+1) has two strings of length (order)
+ double totalCount=0;
+ {
+ NaryCounter counter(order+1,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ double thisCount=data.Get(counter);
+ totalCount += thisCount;
+
+ NaryCounter::const_iterator first,last;
+ first=counter.begin();
+ last=counter.end();
+
+ last--;
+ probabilityOfEachContext.GetRef(first,last) += thisCount;
+
+ first++;
+ last++;
+ probabilityOfEachContext.GetRef(first,last) += thisCount;
+
+ counting=counter.Next();
+ }
+ }
+
+ // divide total probability out, to make it a probability distribution
+ {
+ NaryCounter counter(order,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ probabilityOfEachContext.GetRef(counter) /= (totalCount*2.0);
+
+ counting=counter.Next();
+ }
+ }
+#endif
+}
+void MarkovModelStats::LoadFromDump (const char *fileName)
+{
+ FILE *file=ThrowingFopen(fileName,"rt");
+ LoadFromDump(file);
+ fclose(file);
+}
+void MarkovModelStats::LoadFromDump (FILE *underlyingFile)
+{
+ CommaSepFileReader file(underlyingFile,',');
+ while (file.ReadLine()) {
+ if (file.GetNumFields()>0) {
+ if (strcmp(file.GetField(0),"order & count-dump list: ")==0) {
+
+ // found the line
+ if (file.GetNumFields()<2) {
+ throw SimpleStringException("MarkovModelStats::LoadFromDump: found line with data, but it didn't actually have the data.");
+ }
+ int fieldNum=1;
+ order=file.GetFieldAsInt(fieldNum);
+ fieldNum++;
+ if (order==-1) {
+ // new format, which includes alphabetSize
+ order=file.GetFieldAsInt(fieldNum);
+ fieldNum++;
+ alphabetSize=file.GetFieldAsInt(fieldNum);
+ fieldNum++;
+ }
+ else {
+ alphabetSize=4; // default, from old file format
+ }
+ if (alphabetSize==4) { // I don't feel like implementing this for other #s
+ if (file.GetNumFields()!=2+(1<<(2*(order+1)))) {
+ throw SimpleStringException("MarkovModelStats::LoadFromDump: found line with data, but it didn't have the right amount of data.");
+ }
+ }
+
+ data.resize(order+1,alphabetSize);
+
+ NaryCounter counter(order+1,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ data.Set(counter,file.GetFieldAsDouble(fieldNum));
+ counting=counter.Next();
+ fieldNum++;
+ }
+
+ // doesn't really matter what the path is
+ path.assign(order+1,0);
+
+ return;
+ }
+ }
+ }
+ throw SimpleStringException("MarkovModelStats::LoadFromDump: couldn't find data.");
+}
+void MarkovModelStats::Dump (FILE *out) {
+ fprintf(out,"%d-order Markov model:\n",order);
+
+ {
+ if (alphabetSize==4) {
+ // old format
+ fprintf(out,"order & count-dump list: ,%d",order);
+ }
+ else {
+ // new format, specifying alphabetSize
+ fprintf(out,"order & count-dump list: ,-1,%d,%d",order,alphabetSize);
+ }
+ NaryCounter counter(order+1,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ fprintf(out,",%lg",data.Get(counter));
+
+ counting=counter.Next();
+ }
+ fprintf(out,"\n");
+ }
+ {
+ fprintf(out,"conditional probs:\n");
+ NaryCounter counter(order,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ std::list<int> countingPath;
+ for (int i=0; i<order; i++) {
+ countingPath.push_back(counter[i]);
+ }
+ for (int nuc=0; nuc<alphabetSize; nuc++) {
+ fprintf(out,"\t");
+ for (int i=0; i<order; i++) {
+ if (alphabetSize==4) {
+ fprintf(out,"%c ",nucs[counter[i]]);
+ }
+ else {
+ fprintf(out,"%d ",counter[i]);
+ }
+ }
+ if (alphabetSize==4) {
+ fprintf(out,"%c = %lg\n",nucs[nuc],GetProbOfNuc(nuc,countingPath));
+ }
+ else {
+ fprintf(out,"%d = %lg\n",nuc,GetProbOfNuc(nuc,countingPath));
+ }
+ }
+
+ counting=counter.Next();
+ }
+ }
+}
+MarkovModelStats *MarkovModelStats::NewMarkov0 (double *nucProbs)
+{
+ MarkovModelStats *markov=new MarkovModelStats(0);
+ markov->alphabetSize=4;
+ assert(markov->data.GetDim()==1 && markov->data.GetSizeOfDim(0)==4);
+ std::vector<int> offset;
+ offset.resize(1);
+ for (int i=0; i<4; i++) {
+ offset[0]=i;
+ markov->data.Set(offset,nucProbs[i]);
+ }
+ return markov;
+}
+MarkovModelStats *MarkovModelStats::NewUniformMarkov (void)
+{
+ double nucProbs[4]={0.25,0.25,0.25,0.25};
+ return NewMarkov0(nucProbs);
+}
+MarkovModelStats *MarkovModelStats::NewDecrementedOrderMarkov (MarkovModelStats *inputMM)
+{
+ MarkovModelStats *newMM=new MarkovModelStats;
+ inputMM->GetContextDistribution (newMM->data);
+ newMM->alphabetSize=inputMM->alphabetSize;
+ newMM->order=inputMM->order - 1;
+ newMM->path.assign(newMM->order+1,0);
+ return newMM;
+}
+
+#ifndef DISABLE_ZRAND
+void MarkovModelStats::GenerateSeq (std::vector<char>& seq,MarkovModelStats& markovModelStats,zrand::ZRandom *rander,int seqLen)
+{
+ seq.clear();
+ seq.reserve(seqLen);
+
+ std::list<int> context;
+ markovModelStats.GetRandomContext(context,rander);
+
+ for (int i=0; i<seqLen; i++) {
+ int nuc=markovModelStats.GenerateNuc(context,rander);
+ seq.push_back((char)nuc);
+ }
+}
+int MarkovModelStats::GenerateNuc (std::list<int>& context,zrand::ZRandom *rander)
+{
+ double r=rander->Get0To1();
+ double probSumSoFar=0;
+ int nucToPick=-1;
+ for (int nuc=0; nuc<alphabetSize; nuc++) {
+
+ double thisProb=GetProbOfNuc(nuc,context);
+ probSumSoFar += thisProb;
+ if (r<probSumSoFar) {
+ nucToPick=nuc;
+ break;
+ }
+ }
+ assert(nucToPick!=-1);
+ if (nucToPick==-1) {
+ // defensive
+ nucToPick=alphabetSize-1; // most likely, we were just the victim of a rounding error, and this is what it should be
+ }
+
+ // adjust context (note the order of operation is important for a 0th-order Model, in which case, 'context' must end up empty
+ context.push_back(nucToPick);
+ context.pop_front();
+
+ return nucToPick;
+}
+void MarkovModelStats::GetRandomContext (std::list<int>& context,zrand::ZRandom *rander)
+{
+ if (order==0) {
+ // nothing needs to be done -- there's no context
+ context.clear();
+ }
+ else {
+ VariableDimVector<double> probabilityOfEachContext;
+ GetContextDistribution (probabilityOfEachContext);
+
+ double r=rander->Get0To1();
+ double probSumSoFar=0;
+
+ NaryCounter counter(order,alphabetSize);
+ bool counting=true;
+ while (counting) {
+
+ double thisProb=probabilityOfEachContext.Get(counter);
+ probSumSoFar += thisProb;
+ if (r<probSumSoFar) {
+ context.clear();
+ context.insert(context.end(),counter.begin(),counter.end());
+ return;
+ }
+
+ counting=counter.Next();
+ }
+
+ assert(false); // shouldn't get here
+ context.assign(order,alphabetSize-1); // defensive programming -- and perhaps it's just rounding error, in which case this is most likely what we should have selected
+ }
+}
+#endif // DISABLE_ZRAND
diff --git a/rigfilters/cm2hmm-1.0/MarkovModelStats.h b/rigfilters/cm2hmm-1.0/MarkovModelStats.h
new file mode 100644
index 0000000..ec3bc36
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/MarkovModelStats.h
@@ -0,0 +1,89 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+class MarkovModelStats {
+ int order;
+ int alphabetSize;
+ VariableDimVector<double> data;
+ std::list<int> path;
+
+ MarkovModelStats (void);
+
+ template <class Container>
+ double GetProbOfNuc_templ (int nucForPr,const Container& container);
+public:
+ MarkovModelStats (FILE *file); // calls LoadFromDump
+ MarkovModelStats (int order_,int alphabetSize_=4);
+ ~MarkovModelStats ();
+ void ClearData (void);
+ void PushOnPath (int nuc);
+ void Dump (FILE *out);
+ void LoadFromDump (FILE *file);
+ void LoadFromDump (const char *fileName);
+ // get raw number
+ double Get (void);
+ void Set (double t);
+ void Inc (void); // equiv to Set(Get()+1)
+ int GetOrder (void);
+ // get Pr(nuc|context)
+ double GetProbOfNuc (int nucForPr,const std::list<int>& context); // context is a list of 'order' nucs, with context.back() being the most recent
+ double GetProbOfNuc (int nucForPr,const NaryCounter& context);
+ double GetProbOfNuc (int nucForPr,const std::vector<int>& context);
+ // convenience function for 0-order models
+ double GetProbOfNuc_0order (int nucForPr);
+
+ // a Markov model assigns Pr(x|Y) where x is a nuc, and Y is a string of nucs of length 'order'. I'm calling Y the 'context'. In some cases, we'd like to find the probability of these contexts according to the model, e.g. to initialize the context for generating a random string according to the model.
+ void GetContextDistribution (VariableDimVector<double>& probabilityOfEachContext);
+
+ // makes 0-order Markov model with uniform stats
+ static MarkovModelStats *NewUniformMarkov (void);
+ // makes 0-order Markov model with given nucleotide probs (nucProbs is array of size 4)
+ static MarkovModelStats *NewMarkov0 (double *nucProbs);
+ // makes a Markov model of order (order-1), where 'order' is the order of the given MM. This is pretty much just for testing my code
+ static MarkovModelStats *NewDecrementedOrderMarkov (MarkovModelStats *inputMM);
+
+#ifndef DISABLE_ZRAND // I don't want to have to also include this library
+ // sets a random context, from the distribution
+ void GetRandomContext (std::list<int>& context,zrand::ZRandom *rander);
+ // using context, generates random nuc, and also updates context
+ int GenerateNuc (std::list<int>& context,zrand::ZRandom *rander);
+ // generate a full sequence from the model
+ static void GenerateSeq (std::vector<char>& seq,MarkovModelStats& markovModelStats,zrand::ZRandom *rander,int seqLen);
+#endif // DISABLE_ZRAND
+};
diff --git a/rigfilters/cm2hmm-1.0/MiscExceptions.cpp b/rigfilters/cm2hmm-1.0/MiscExceptions.cpp
new file mode 100644
index 0000000..26ec1d4
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/MiscExceptions.cpp
@@ -0,0 +1,221 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+ (c) Zasha Weinberg, 1999-2002.
+ Released into the public domain.
+ */
+
+/* alloca() is weird and not very portable
+ * The following, combined with AC_FUNC_ALLOCA
+ * in the configure script and written out to
+ * the src/config.h header, determines where
+ * it is defined (varies depending on platform)
+ * Eliminating it altogether might be recommended
+ * at some future point
+ */
+#include "config.h"
+
+#ifdef __GNUC__
+# define alloca __builtin_alloca
+#else
+# ifdef _MSC_VER
+# include <malloc.h>
+# define alloca _alloca
+# else
+# if HAVE_ALLOCA_H
+# include <alloca.h>
+# else
+# ifdef _AIX
+ #pragma alloca
+# else
+# ifndef alloca /* predefined by HP cc +0libcalls */
+char *alloca ();
+# endif
+# endif
+# endif
+# endif
+#endif
+
+#include "stdafx.h"
+
+#include "MiscExceptions.h"
+
+#include <errno.h>
+#include <stdlib.h>
+#include <stdarg.h>
+
+#ifdef _MSC_VER
+#define vsnprintf _vsnprintf
+#include <malloc.h>
+#endif
+
+#ifdef WIN32
+#include <windows.h>
+#endif
+
+////////////////////
+// SimpleStringException
+
+SimpleStringException::SimpleStringException (const char *format,...)
+{
+ va_list(arglist);
+ va_start(arglist, format);
+
+ std::vector<char> buf;
+ buf.resize(128); // starting value. Actually, I'm not too concerned about having too many
+ // reallocations, because this is an exception, so it shouldn't happen too often
+ // and as for memory allocation errors, I've completely punted on that.
+
+ while (1) {
+ int snprintfReturn=vsnprintf(&*(buf.begin()),buf.size(),format,arglist);
+
+ if (snprintfReturn>=0 && (size_t)(snprintfReturn)+1+1<=buf.size()) { // extra +1 is for snprintf on g++ 2.95.3/SGI, which seems to return the # of bytes that fit when not the whole string fit (very silly). So, for its benefit, we conservatively try again in that case
+ // vsnprintf says it fit in buf, so we're done
+ break;
+ }
+
+ // buffer wasn't long enough
+
+ // MSVC++ returns <0 for too long condition
+ if (snprintfReturn<0 || snprintfReturn+1==buf.size()) { // again, last case is for g++ 2.95.3/SGI
+ // double buffer & try again
+ buf.resize(buf.size()*2);
+ }
+ else {
+ assert(snprintfReturn>=buf.size());
+ // C99 standard and relatively recent gcc's return the # of bytes that are needed in buffer (much more useful!)
+ // alloc buf to required size, & try again
+ buf.resize(snprintfReturn+1); // not sure if +1 is necessary, but can't hurt much...
+ }
+ }
+ msg=&*(buf.begin());
+
+ va_end(arglist);
+}
+SimpleStringException::SimpleStringException (const std::string& s)
+: msg(s)
+{
+}
+SimpleStringException::SimpleStringException (const SimpleStringException& t)
+{
+ msg=t.msg;
+}
+SimpleStringException::~SimpleStringException () throw ()
+{
+}
+const char *SimpleStringException::what() const throw()
+{
+ return msg.c_str();
+}
+
+std::string GetAnsiCErrorMessage (void)
+{
+ return std::string(strerror(errno));
+}
+std::string GetWin32ErrorMessage (void)
+{
+#ifdef WIN32
+ DWORD error=GetLastError();
+ char *buffer=NULL;
+ if (FormatMessage(FORMAT_MESSAGE_ALLOCATE_BUFFER|FORMAT_MESSAGE_FROM_SYSTEM|FORMAT_MESSAGE_IGNORE_INSERTS,
+ NULL,error,0,(char *)&buffer,1,NULL)==0) {
+ char buf[1024];
+ sprintf(buf,"Error code %d (sorry FormatMessage failed with error code %d)",
+ error,GetLastError());
+ return std::string(buf);
+ }
+ else {
+ std::string msg(buffer);
+ LocalFree(buffer);
+ return msg;
+ }
+#else
+ return std::string("GetWin32ErrorMessage ("__FILE__") called, but we're not on WIN32");
+#endif
+}
+
+
+//////////////////////
+// FileNotFoundException
+
+FopenException::FopenException (const char *fileName)
+: SimpleStringException(BuildErrorMessage(fileName))
+{
+}
+FopenException::~FopenException () throw ()
+{
+}
+std::string FopenException::BuildErrorMessage(const char *fileName)
+{
+ static const char format[]="Cannot open file '%s': '%s'";
+ std::string errorType=GetAnsiCErrorMessage();
+
+ char *msg=(char *)alloca(strlen(format)+strlen(errorType.c_str())+strlen(fileName));
+ sprintf(msg,format,fileName,errorType.c_str());
+ return std::string(msg);
+}
+
+FILE *ThrowingFopen (const char *fileName,const char *mode)
+{
+ FILE *file;
+ file=fopen(fileName,mode);
+ if (file==NULL) {
+ throw FopenException(fileName);
+ }
+ return file;
+}
+
+////////////////////////////
+// ANSICLibException
+ANSICLibException::ANSICLibException (const char *description,const char *failedFunctionName)
+: SimpleStringException(BuildErrorMessage(description,failedFunctionName))
+{
+}
+ANSICLibException::~ANSICLibException () throw ()
+{
+}
+std::string ANSICLibException::BuildErrorMessage(const char *description,const char *failedFunctionName)
+{
+ static const char format[]="%s: '%s' failed, '%s'";
+ std::string errorType=GetAnsiCErrorMessage();
+
+ char *msg=(char *)alloca(strlen(format)+strlen(errorType.c_str())+strlen(description)+strlen(failedFunctionName));
+ sprintf(msg,format,description,failedFunctionName,errorType.c_str());
+ return std::string(msg);
+}
diff --git a/rigfilters/cm2hmm-1.0/MiscExceptions.h b/rigfilters/cm2hmm-1.0/MiscExceptions.h
new file mode 100644
index 0000000..d2a6875
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/MiscExceptions.h
@@ -0,0 +1,103 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+Miscellaneous exception classes derived from std::exception
+
+ Requires:
+ <exception>,<string> (STD C++)
+*/
+
+#ifndef MISC_EXCEPTIONS_INCLUDED
+#define MISC_EXCEPTIONS_INCLUDED
+
+// stores the message as a string
+class SimpleStringException : public std::exception {
+protected:
+ std::string msg;
+
+ // NOTE: you're not supposed to throw pointers to these exceptions (unlike my previous
+ // exception classes), so use of operator new probably means that I'm being absent-minded
+ // thus, I'm making this non-public
+protected: void * operator new (size_t bytes);
+
+public:
+ SimpleStringException (const char *format,...);
+ SimpleStringException (const std::string& s);
+ SimpleStringException (const SimpleStringException& t);
+ ~SimpleStringException () throw ();
+
+ const char *what() const throw();
+};
+
+// 'fopen' call failed
+class FopenException : public SimpleStringException {
+protected:
+ static std::string BuildErrorMessage(const char *fileName);
+public:
+ FopenException (const char *fileName);
+ ~FopenException () throw ();
+};
+// convenience: throws exception on failure
+extern FILE *ThrowingFopen (const char *fileName,const char *mode);
+
+// some ANSI C call failed
+class ANSICLibException : public SimpleStringException {
+protected:
+ static std::string BuildErrorMessage(const char *description,const char *failedFunctionName);
+public:
+ ANSICLibException (const char *description,const char *failedFunctionName);
+ ~ANSICLibException () throw ();
+};
+
+// convenience function for ANSI-C errors, using the errno/strerror interface
+std::string GetAnsiCErrorMessage (void);
+// same, for WIN32 errors, using GetLastError
+std::string GetWin32ErrorMessage (void);
+
+// assert, even in release mode; throw exception on failure
+#ifdef _DEBUG
+// in debug mode, use regular assert
+#define assertr(exp) assert(exp)
+#else
+#define assertr(exp) if (!(exp)) { throw SimpleStringException("Internal error (release mode assertion failed \"%s\") %s:%d",#exp,__FILE__,__LINE__); }
+#endif
+
+
+#endif
+
diff --git a/rigfilters/cm2hmm-1.0/NaryCounter.cpp b/rigfilters/cm2hmm-1.0/NaryCounter.cpp
new file mode 100644
index 0000000..7d94b45
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/NaryCounter.cpp
@@ -0,0 +1,81 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "NaryCounter.h"
+
+NaryCounter::NaryCounter (int _numDigits,int _base)
+{
+ numDigits=_numDigits;
+ base=_base;
+
+ Init();
+}
+NaryCounter::~NaryCounter ()
+{
+}
+void NaryCounter::Init (void)
+{
+ array.assign(numDigits,0);
+}
+bool NaryCounter::Next (void)
+{
+ int i;
+ i=0;
+ while (i<numDigits) {
+ array[i]++;
+ if (array[i]==base) {
+ array[i]=0;
+ i++;
+ }
+ else {
+ return true;
+ }
+ }
+
+ return false;
+}
+NaryCounter::const_iterator NaryCounter::begin (void) const
+{
+ return array.begin();
+}
+NaryCounter::const_iterator NaryCounter::end (void) const
+{
+ return array.end();
+}
diff --git a/rigfilters/cm2hmm-1.0/NaryCounter.h b/rigfilters/cm2hmm-1.0/NaryCounter.h
new file mode 100644
index 0000000..9b4a02e
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/NaryCounter.h
@@ -0,0 +1,82 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+NaryCounter:
+Counts in base-N with D digits, i.e. exploring all combinations.
+Assumes that N<256, since otherwise going thru all combinations would take too long
+
+ See also 'BooleanCounter.h'
+
+ example code:
+
+ NaryCounter counter(numDigits,base);
+ counter.Init();
+ bool counting=true;
+ while (counting) {
+
+ // use counter[0...(numDigits-1)]
+
+ counting=counter.Next();
+ }
+*/
+
+class NaryCounter {
+protected:
+ std::vector<int> array;
+ int numDigits;
+ int base;
+public:
+ NaryCounter (int _numDigits,int _base);
+ ~NaryCounter ();
+
+ // re-initialize to all 0s
+ void Init (void);
+
+ // increment by 1
+ bool /* has next */ Next (void);
+
+ inline int operator [] (int i) const {
+ return array[i];
+ }
+
+ // for convenience, make this look like a container
+ typedef std::vector<int>::const_iterator const_iterator;
+ const_iterator begin (void) const;
+ const_iterator end (void) const;
+};
diff --git a/rigfilters/cm2hmm-1.0/NoUnderflowDouble.h b/rigfilters/cm2hmm-1.0/NoUnderflowDouble.h
new file mode 100644
index 0000000..54b41cd
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/NoUnderflowDouble.h
@@ -0,0 +1,304 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+NoUnderflowDouble:
+an attempt to generically deal with underflow problems caused
+by multiplying <1 probabilities together many times.
+
+ HACK WARNING: this class should work with the kinds of situations that
+ I've been having trouble with, but it's not general enough to solve all
+ related problems.
+*/
+
+class NoUnderflowDouble {
+protected:
+ double value;
+ int extraExp;
+
+ inline static int TrapExpsBelow (void) { return 256; }
+
+ inline void Normalize (void) {
+ int e;
+ frexp(value,&e); // throw away the mantissa (the return value of frexp)
+ if (e>+TrapExpsBelow()) {
+ int fudge = ((e/TrapExpsBelow()))*TrapExpsBelow();
+ value=ldexp(value,-fudge);
+ extraExp += fudge;
+ }
+ if (e<=-TrapExpsBelow()) {
+ int fudge = (-e/TrapExpsBelow())*TrapExpsBelow();
+ value=ldexp(value,+fudge);
+ extraExp -= fudge;
+ }
+ int remainder=extraExp%TrapExpsBelow();
+ if (remainder!=0) {
+ extraExp -= remainder;
+ assert((extraExp%TrapExpsBelow())==0);
+ value=ldexp(value,+remainder);
+ }
+ }
+
+ inline NoUnderflowDouble (double _value,int _extraExp) {
+ value=_value;
+ extraExp=_extraExp;
+ }
+public:
+
+ // sometimes my implementation is too dinky -- I'd like to know
+ class NoUnderflowDoubleOverflow : public SimpleStringException {
+ public:
+ NoUnderflowDoubleOverflow (const char *file,int line)
+ : SimpleStringException("NoUnderflowDouble suffered underflow/overflow at %s:%d. Excuse: I'm an engineer, not a perfectionist.")
+ {
+ }
+ };
+
+ inline NoUnderflowDouble (void) { }
+
+ inline void operator = (const NoUnderflowDouble& t) {
+ value=t.value;
+ extraExp=t.extraExp;
+ }
+ inline void operator = (double t) {
+ value=t;
+ extraExp=0;
+ Normalize();
+ }
+
+ inline NoUnderflowDouble (const NoUnderflowDouble& t) {
+ *this=t;
+ }
+ inline NoUnderflowDouble (double t) {
+ *this=t;
+ }
+ inline NoUnderflowDouble (int t) {
+ double d=t;
+ *this=d;
+ }
+
+ inline operator double () const {
+ // this may underflow, but there's nothing else to do
+ return ldexp(value,extraExp);
+ }
+
+ inline bool IsOverUnderFlowedForDoubles (void) const {
+ return !(extraExp>=-1000 && extraExp<=+1000); // not in safe range
+ }
+
+ // this function is basically 'operator double',
+ // except the caller is saying it's okay to set it to 0.0 on an underflow
+ inline double ToDouble_ZeroOnUnderflow (void) const
+ {
+ if (extraExp<=-768) { // 768 is a bit conservative, but it doesn't really matter
+ return 0.0;
+ }
+ else {
+ return (double)*this;
+ }
+ }
+
+ inline double Log2 (void) const
+ {
+ double result=log2(value);
+ result += extraExp;
+ return result;
+ }
+
+ // for a weird bug I saw, where the value became negative. I think this may have been a compiler
+ // problem (when I re-built all it went away, but I'm not sure if that's why it went away).
+ inline bool IsInClosed0To1 (void) const {
+ if (value<0.0) {
+ return false;
+ }
+ int e;
+ frexp(value,&e); // throw away the mantissa (the return value of frexp)
+ if (e<=0) {
+ return true;
+ }
+ if (e>1) {
+ return false;
+ }
+ // e==1
+ const double doubleVal=*this;
+ return doubleVal==1.0;
+ }
+
+ inline void operator - (void) {
+ value=-value;
+ }
+
+ inline void operator += (const NoUnderflowDouble& t) {
+ if (value==0.0) {
+ *this=t;
+ return;
+ }
+ if (t.value==0.0) {
+ return;
+ }
+ if (extraExp==t.extraExp) {
+ value += t.value;
+ }
+ else {
+ if (extraExp-t.extraExp==TrapExpsBelow()) {
+ value += ldexp(t.value,-TrapExpsBelow());
+ }
+ else {
+ if (extraExp-t.extraExp==-TrapExpsBelow()) {
+ extraExp=t.extraExp;
+ value=t.value + ldexp(value,-TrapExpsBelow());
+ }
+ else {
+ // pick the more significant one - the other one'll get lost
+ if (t.extraExp-extraExp>0) {
+ value=t.value;
+ extraExp=t.extraExp;
+ }
+ }
+ }
+ }
+ }
+
+ inline void operator -= (const NoUnderflowDouble& t) {
+ // re-use +=, paying a minor performance penalty
+ *this += NoUnderflowDouble(-t.value,t.extraExp);
+ }
+
+ inline void operator *= (const NoUnderflowDouble& t) {
+ extraExp += t.extraExp;
+ value *= t.value;
+ Normalize();
+ }
+
+ inline void operator /= (const NoUnderflowDouble& t) {
+ extraExp -= t.extraExp;
+ value /= t.value;
+ Normalize();
+ }
+
+ inline NoUnderflowDouble operator * (const NoUnderflowDouble& t) const {
+ NoUnderflowDouble temp(*this);
+ temp *= t;
+ return temp;
+ }
+
+ inline NoUnderflowDouble operator / (const NoUnderflowDouble& t) const {
+ NoUnderflowDouble temp(*this);
+ temp /= t;
+ return temp;
+ }
+
+ inline NoUnderflowDouble operator * (double t) const {
+ NoUnderflowDouble temp(*this);
+ temp *= t;
+ return temp;
+ }
+
+ inline NoUnderflowDouble operator / (double t) const {
+ NoUnderflowDouble temp(*this);
+ temp /= t;
+ return temp;
+ }
+ NoUnderflowDouble exp (void) const {
+ assert(!IsOverUnderFlowedForDoubles()); // this function is extra hard if the input value could be overflowed (or underflowed), and in the programs I'm interested in, this case doesn't arise. So, I ignore it, and just assert it's not happening.
+ if (IsOverUnderFlowedForDoubles()) {
+ throw NoUnderflowDoubleOverflow(__FILE__,__LINE__);
+ }
+ double td=*this;
+
+ // okay, this is tricky. First, we agressively decompose the input number, because it's easy to overflow when you're exponentiating something
+ int inputExp;
+ double inputMantissa=frexp(value,&inputExp);
+
+ if (inputExp<0) {
+ // believe it or not, but this case seems tricky, and anyway, there's no possibility of over or under flow, so I'll just special case it
+ return NoUnderflowDouble(::exp(td));
+ }
+
+ // input now in form: inputMantissa*2^{inputExp}
+ // now, e^{input} = e^{inputMantissa*2^{inputExp}} = {e^{inputMantissa}}^{2^{inputExp}}, by some law of exponents
+
+ NoUnderflowDouble expOfMantissa=::exp(inputMantissa); // I'd be very surprised if this overflowed or underflowed, since input mantissa is supposed to be around 1
+
+ // decompose expOfMantissa into its mantissa and exp
+ int expOfMantissaExp;
+ double expOfMantissaMantissa=frexp(expOfMantissa,&expOfMantissaExp);
+
+ // now then, {e^{inputMantissa}}^{2^{inputExp}} = {expOfMantissa}^{2^{inputExp}}
+ // = {{expOfMantissaMantissa}*2^{expOfMantissaExp}}^{2^{inputExp}} , substituting our decomposition of expOfMantissa
+ // = {expOfMantissaMantissa}^{2^{inputExp}} * {2^{expOfMantissaExp}}^{2^{inputExp}} , distributing the exponentiation over the multiplication
+ // Now, {expOfMantissaMantissa}^{2^{inputExp}} should be within range, since I'm assuming the input's exponent wasn't ridiculous, and since expOfMantissaMantissa is a mantissa, so it should be close to 1
+ // And, {2^{expOfMantissaExp}}^{2^{inputExp}} = 2^{ expOfMantissaExp * 2^inputExp } , by the law of exponents I used earlier, but in reverse
+ double expOfMantissaMantissa_part=::exp(::log(expOfMantissaMantissa) * ldexp(1.0,inputExp));
+ assert(inputExp>=0); // else this doesn't work, & I'm not sure what to do (which is why I special case it)
+ int newExp=expOfMantissaExp * (1<<inputExp);
+
+ NoUnderflowDouble result(expOfMantissaMantissa_part,newExp);
+ result.Normalize();
+#ifdef _DEBUG
+ double direct=::exp(td); // for comparison, to see if my code's right (at least in the case where there's trivially no overflow & we don't really need all this logic)
+ double resultAsDouble=result;
+ if (resultAsDouble>100) {
+ int q=9;
+ }
+ //printf("%lf,%lf,%lf\n",direct-resultAsDouble,direct,resultAsDouble);
+#endif
+ return result;
+ }
+ NoUnderflowDouble log (void) const {
+ double valueLog=::log((double)value);
+ double extraExpLog=(double)(extraExp)*::log(2.0);
+ NoUnderflowDouble result(valueLog+extraExpLog);
+#ifdef _DEBUG
+ // for comparison, at least when the input is not too high
+ double direct=::log(ldexp(value,extraExp));
+ double resultAsDouble=result;
+#endif
+ return result;
+ }
+};
+inline NoUnderflowDouble exp (NoUnderflowDouble t)
+{
+ //return ::exp((double)t);
+ return t.exp();
+}
+inline NoUnderflowDouble log (NoUnderflowDouble t)
+{
+ //return ::log((double)t);
+ return t.log();
+}
diff --git a/rigfilters/cm2hmm-1.0/README.html b/rigfilters/cm2hmm-1.0/README.html
new file mode 100644
index 0000000..4142d45
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/README.html
@@ -0,0 +1,443 @@
+<html>
+ <head>
+ <title>README for cm2hmm</title></head>
+ <body>
+ <H1>README for cm2hmm</H1>
+ <P>This program implements the techniques described in Z. Weinberg and W.L.
+ Ruzzo (2004) "Faster genome annotation of non-coding RNA families without loss
+ of accuracy", in <EM>Proc. Eighth Annual International Conference on Research in
+ Computational Molecular Biology (RECOMB),</EM> ACM Press, 243-251.</P>
+ <H2>
+ <H2>Licensing</H2>
+ </H2>
+ <P>The files in the main directory (source code and this README file) is
+ copyright 2004 by Zasha Weinberg and distributed under the BSD license.
+ </P>
+ <P>The 'NotByZasha' directory contains 3rd-party libraries. CFSQP is
+ distributed by <A href="http://www.aemdesign.com">www.aemdesign.com</A>.
+ It is not freely available, but is available on request for free for
+ academic institutions. lp_solve and Opt++ are distributed under the
+ lesser GNU public license (LGPL). Infernal is distributed under the GNU
+ public license (GPL).</P>
+ <H2>Files</H2>
+ <UL>
+ <LI>
+ The root directory contains C++ files and a Makefile for the program specific
+ to profile HMM rigorous filters.
+ <UL>
+ <LI>
+ The 'data' subdirectory contains data files used as examples or that may be
+ useful.
+ <UL>
+ <LI>
+ The *.mm files are 0th-order Markov model files that are used by the
+ infinite-length forward algorithm.
+ <LI>
+ The RF00095* files and AL096836.fna are used as a demo, searching the <EM>Pyrococcus
+ abyssi</EM> for the <EM>Pyrococccus</EM> C/D snoRNA (Rfam RF00095).
+ RF00095.cm is from the Rfam Database, version 5.0 (<A href="http://rfam.wustl.edu">http://rfam.wustl.edu</A>).
+ AL096836 is from GenBank (<A href="http://www.ncbi.nlm.nih.gov">http://www.ncbi.nlm.nih.gov</A>).</LI></UL>
+ <LI>
+ 'NotByZasha' contains 3rd-party software
+ <UL>
+ <LI>
+ cfsqp: a non-linear optimization problem solver
+ <LI>
+ infernal: package for CMs
+ <LI>
+ lp_solve: solves linear programs
+ <LI>
+ Opt++: non-linear optimization package</LI></UL>
+ </LI>
+ </UL>
+ </LI>
+ </UL>
+ <H2>Installation</H2>
+ <P>First make the dependencies:</P>
+ <UL>
+ <LI>
+ CFSQP: cd into 'cfsqp', and type 'make'.
+ <LI>
+ infernal: cd into 'infernal-0.55', type './configure' and 'make' (Note this is
+ slightly different from Infernal version 0.55, in that the library
+ infernallib.a is created.)
+ <LI>
+ lp_solve: cd into 'lp_solve_4.0' and type 'make'.
+ <LI>
+ Opt++: cd into 'Opt++2.1/zasha' and type 'make'. (This is a subset of
+ Opt++ selected to make it compile easier.)</LI></UL>
+ <P>
+ Then, in the main directory, and type 'make'. In theory, everything
+ should be done. There should be two executables in the release directory,
+ cm2hmm and cm2hmmsearch.</P>
+ <H2>Usage</H2>
+ <P>release/cm2hmm creates a compact- or expanded-type HMM from a given CM.
+ release/cm2hmmsearch searches a FASTA sequence file using a CM and profile HMM
+ rigorous filters created using cm2hmm. Both programs display simple usage
+ instructions when run without any parameters.</P>
+ <P>Here's an example of creating both compact- and expanded-type HMMs for RF00095,
+ and scanning the <EM>Pyrococcus abyssi</EM> genome.</P>
+ <P>Enter the following commands (which each take a minute or so to complete):</P>
+ <tt>
+ <P>release/cm2hmm data/RF00095.cm data/RF00095_compact.hmm file data/Ecoli_0mm.mm
+ compact cfsqp 0 1</P>
+ <P>release/cm2hmm data/RF00095.cm data/RF00095_expanded.hmm file
+ data/Ecoli_0mm.mm expanded cfsqp 0 1</P>
+ <P>release/cm2hmmsearch 150 23.5 data/RF00095.cm data/RF00095_compact.hmm
+ data/RF00095_expanded.hmm data/AL096836.fna 1</P>
+ </tt>
+ <P>The first two commands create the HMMs given the CM in data/RF00095.cm.
+ They are both optimized based on a 0th-order Markov model of the <EM>E. coli</EM>
+ K-12 genome. The last command uses these HMMs to accelerate a search of
+ the <EM>Pyrococcus abyssi</EM> genome (data/AL096836.fna). The
+ search outputs the family members found in basically the same format as
+ Infernal. An important new piece of information is the 'frac let thru so
+ far', which gives the filtering fraction measured on this genome. The
+ reported filtering fraction is for the 2nd HMM, i.e. the expanded-type
+ one. (2d-fracLetsThru is a measure of the filtering fraction that
+ attempts to reflect the fact that the dynamic programming algorithm for CMs has
+ an extra dimension, so the filtering fraction is a somewhat pessimistic
+ estimate of the actual speed-up).
+ </P>
+ <P><STRONG><FONT color="#ff3333">Note</FONT></STRONG>: the code for the OptNIPS
+ solver (using the Opt++ package) isn't working.</P>
+ <H3>What 0th-order Markov model to use?</H3>
+ <P>The choice of Markov model in the infinite-length forward algorithm does not
+ usually affect the filtering fraction that much, but a good choice
+ can yield a modest improvement in filtering fraction (typically
+ around 10%). In general, it's best to use the 0th-order model of the
+ genome that has the highest (worst) filtering fraction. To estimate this,
+ create a compact-type HMM from any model, and run it on the <EM>Bordetella</EM>,
+ <EM>E. coli</EM> and <EM>S. aureus</EM> genomes.</P>
+ <H3>Using compact- or expanded-type HMMs, or both</H3>
+ <P>Once you've picked a 0th-order Markov model, the easiest thing to do is to
+ create both compact- and expanded-type HMMs, and run them on the three
+ genomes. This yields an estimate of the filtering fraction for the two
+ HMMs. If the filtering fraction of the compact-type HMMs is above 0.25,
+ it's probably not worth using it (this is based on a rule of thumb that the
+ expanded-type HMM runs 30% slower than the compact-type HMM, so if the
+ compact-type fraction is above 0.25, it's not worth using it). If the
+ compact-type HMM filtering fraction is low, there's no need to use the
+ expanded-type HMM, but it can't hurt.</P>
+ <P>The difference in speed between the CM and the HMMs is mainly dependent on the
+ window length W. The HMM is faster than the CM by a factor of usually a
+ bit over W. So, if the filtering fraction is significantly below 1/W,
+ then the search time is dominated by the HMM's search time, and there's no
+ point in getting a better filtering fraction.</P>
+ <H2>The source code</H2>
+ <P>This section assumes you've read the above RECOMB paper, including the
+ Appendix. (The terminology used in the source code is more closely
+ related to the terminology used in the CM literature.)</P>
+ <H3>Brief descriptions of files</H3>
+ <UL>
+ <LI>
+ CM2HMM.*: creates the profile HMM structure given a CM, and determines the
+ linear inequalities to use. (Basically, sections 4.2 and 4.3 of the
+ paper)
+ <LI>
+ Cm2HmmMain.cpp: defines the main function for the cm2hmm command.
+ <LI>
+ Cm2HmmOptimize_cfsqp.cpp: wrapper code for the CFSQP solver.
+ <LI>
+ Cm2HmmOptimize.*: overall code for optimizing profile HMM scores.
+ (Focuses on section 4.4 of the paper).
+ <LI>
+ Cm2HmmOptimize_OptNIPS.cpp: wrapper code for the Opt++ solver.
+ <LI>
+ Cm2HmmSearchMain.cpp: defines the main function for the cm2hmmsearch command.
+ <LI>
+ cmzasha.h: top-level #include file for the project.
+ <LI>
+ cmzashaUtils.cpp: miscellaneous functions and classes.
+ <LI>
+ CommaSepFileReader.*: code to read comma- or tab-delimited files. (Barely
+ used in this project.)
+ <LI>
+ CovarianceModel.*: a class that wraps the CM type defined in Infernal.
+ <LI>
+ ForwardHmm.cpp: computes the infinite-length forward algorithm score.
+ <LI>
+ HmmType1.*: represents a profile HMM. This organization of data seems to
+ improve search time (the main thing is the the emission score array, 'esc', is
+ inverted relative to the representation in Infernal.h). This class is
+ only used for scanning.
+ <LI>
+ InfernalHmm.*: a class that represents a profile HMM, borrowing heavily
+ from Infernal's representation of CMs.
+ <LI>
+ Makefile
+ <LI>
+ MarkovModelStats.*: implements Nth order Markov models. Used for the
+ 0th-order models.
+ <LI>
+ MiscExceptions.*: wafer-thin expansion on the std::exception class.
+ <LI>
+ multiDimVector.h: implements a 2-d vector.
+ <LI>
+ NaryCounter.*: counts in base N. (Barely used in this project.)
+ <LI>
+ NoUnderflowDouble.h: defines a numeric type that augments doubles by using an
+ extra int to store the exponent, thus effectively eliminating underflow and
+ overflow. Used in the infinite-length forward algorithm to avoid
+ overflows.
+ <LI>
+ ScanHMM_NonTemplated.cpp: implements the Viterbi scan algorithm for profile
+ HMMs to do filtering for a CM.
+ <LI>
+ SequenceSet.*: classes that wrap the sequence-reading capabilities of the Squid
+ library.
+ <LI>
+ stdafx.h: pre-compiled header (for Microsoft Visual C++), contains standard
+ #include files.
+ <LI>
+ stl_extra.h: slight extensions to the standard template library. (Barely
+ used in this project.)
+ <LI>
+ SymbolicMath.*: (1) a class to store mathematical expressions over N variables
+ symbolically, and evaluate them and their partial derivatives, (2) a class that
+ behaves like a numeric type, but whose operations return symbolic expressions
+ instead of real numbers. Used to evaluate the infinite-length forward
+ algorithm symbolically in order to be able to take derivatives.
+ <LI>
+ UseDebugNew.h: uses debugging features of Microsoft Visual C++.
+ <LI>
+ vectorPlus.h: the STL vector class with bounds checking.</LI></UL>
+ <H3>Highlights of the searching code</H3>
+ <P>This section is intended to point out the key parts of the source code relating
+ to searching with profile HMM rigorous filters, as an aid to understanding the
+ code.</P>
+ <P>The top-level main function that handles the cm2hmmsearch command is in
+ Cm2HmmSearchMain.cpp. The key function in this file is the first
+ 'Cm2Hmm_Search' function. Basically, this function just iterates over
+ sequences ("while (sequenceSet.Next())"), scanning each sequence, like the
+ analogous function in cmsearch.c in Infernal.</P>
+ <H4>HMMs in all directions</H4>
+ <P>The profile HMM creation code uses a representation of profile HMMs (in
+ Infernal.h) that is heavily based on Infernal's representation of CMs. In
+ this representation the start state is 0, the end state is the highest-numbered
+ state, and the children of a state have higher numbers than their parent.
+ The direction that child edges point is a hassle for scanning, since we'd like
+ to start with the start states and work towards the end states. So, I've
+ created another representation of HMMs (in HmmType1.h) in which the children
+ are lower-numbered states. This is just a different representation of an
+ equivalent HMM, but makes the scanning code easier to write. The HmmType1
+ type also structures the data somewhat differently in memory in order to get a
+ slight performance boost in scanning. The main difference is that the
+ emission score array's first dimension is the nucleotide, which promotes better
+ cache usage.</P>
+ <H4>The data type 'HitList'</H4>
+ <P>A key data structure in the Cm2Hmm_Search function is the 'HitList' data type
+ (declared in cmzasha.h, and defined in cmzashaUtils.cpp). This data
+ structure represents the list of ranges of nucleotides that must be searched by
+ the CM (i.e. the rigorous filter was not able to eliminate). HitList
+ derives from the STL list type. Each element in the list is an interval
+ defined by the members 'first' and 'second'. The interval is half-open,
+ i.e. it includes the nucleotides first, first+1, first+2, ..., second-2,
+ second-1 but does <STRONG>not</STRONG> include the nucleotide second.
+ With respect to 'first' and 'second', the first nucleotide position is numbered
+ 0.</P>
+ <P>The function 'ApplyFilters' scans a range of nucleotides with profile HMMs
+ and returns the HitList of intervals that the CM must scan.</P>
+ <H4>The function 'ScanHmm_HmmType1Float_NonTemplated'</H4>
+ <P>The code contains functions that implement the Viterbi HMM parse algorithm in
+ order to implement a rigorous filter. These functions are in
+ ScanHMM_NonTemplated.cpp. The main function is
+ 'ScanHmm_HmmType1Float_NonTemplated'. This function scans a sequence and
+ returns a HitList of the intervals that the rigorous filter cannot
+ eliminate. The input sequence is represented by a HitList, which
+ typically just contains a single interval spanning the entire sequence.
+ The key loop in the function iterates over all intervals in the input HitList,
+ and scans that interval.</P>
+ <P>The function 'ScanHmm_HmmType1Float_NonTemplated_Window' scans one interval
+ ("interval" is a synonym of "window"...). This is basically the standard
+ HMM Viterbi algorithm, which starts by initializing the dynamic
+ programming table, then updates the table for each position. The
+ algorithm only stores the partial table at 2 nucleotide positions, which saves
+ memory (a standard trick); these two positions are represented by prevTable and
+ currTable.</P>
+ <P>The main difference between this function and the standard HMM Viterbi algorithm
+ is that the HMM scores are compared to the CM's score threshold; if they exceed
+ the threshold, an interval is merged into the interval list. (section 4.1 of
+ the paper).</P>
+ <H4>The filtering fraction</H4>
+ <P>The search code computes the filtering fraction, which is reported to the
+ user. This is implemented by the 'FracLetsThruCounter' object (declared
+ in cmzasha.h, defined in cmzashaUtils.cpp). This object counts the number
+ of nucleotides that the CM must be run on, and the total number of nucleotides;
+ the ratio of these two numbers is the filtering fraction. (The object is
+ slightly more complicated in that it also computes (1) the 2-d filtering
+ fraction, which reflects more the expected speed-up of the CM Viterbi
+ algorithm, as described above, and (2) can operate on blocks of sequence,
+ reporting statistics for each block. The latter functionality is not
+ demonstrated in this code.)</P>
+ <P>To update the counts after a sequence is scanned, the function 'ProcessPruning'
+ must be called. The number of nucleotides scanned is computed by
+ inspecting 'inputHmmList', and the number of nucleotides that the CM will be
+ run on comes from 'outputHmmList'.</P>
+ <H3>Highlights of the profile HMM creation code</H3>
+ <P>The 'main' function for the cm2hmm command is in Cm2HmmMain.cpp. The
+ functions in this file basically just parse the command line and load data
+ structures (e.g. the CM), before dispatching to the 'HmmOptimizer_NodeCombiner'
+ function (in Cm2HmmOptimize.cpp).</P>
+ <H4>HmmOptimizer_NodeCombiner</H4>
+ <P>The 'HmmOptimizer_NodeCombiner' function is the top-level function to implement
+ the logic to create profile HMMs. It dispatches to other code to create
+ the structure of the profile HMM (i.e. the grammar, section 4.2 of the paper)
+ and to determine the linear inequalities (section 4.3 of the paper). The
+ function is focussed on implementing the iterative procedure in section 4.4.2
+ of the paper. It cycles through CM nodes, and optimizes the corresponding
+ HMM nodes using the infinite-length forward algorithm objective function,
+ holding the scores in all other nodes as fixed. At each CM node it
+ largely uses other code to implement the actual optimization procedure.
+ Once the number of iterations are exceeded, or all nodes are optimized without
+ much improvement, the loop ends; the profile HMM is saved to a file, and the
+ program exits.</P>
+ <P>For simplicity, the reader should assume that numAdjacentNodesToMerge=1 and
+ maxNodesAtATime=1. (These parameters were designed to see if the profile
+ HMMs were any better if more than one node is optimized at a time, instead of
+ considering each node in isolation; this idea wasn't discussed in the paper,
+ mainly because it doesn't appear to improve the results.)</P>
+ <P>The variable 'infernalHmm' holds the profile HMM (including scores) as it's
+ being optimized. To facilitate the optimization problems based on the
+ infinite-length forward algorithm, the scores in the HMM are mapped onto
+ variables, numbered starting at 0. These are called 'globalVars' and the
+ function 'GetGlobalVarsFromInfernalHmm' creates a vector containing the
+ globalVars, which are set from the scores in 'infernalHmm'.</P>
+ <P>'NodeCombinerForwardInfSymbolicObjectiveFunc' is a class that implements the
+ infinite-length forward algorithm objective function, with derivatives.
+ It's implementation is discussed later. In terms of its interface, it has
+ functions to evaluate the objective function and its derivatives, and to
+ retrieve the list of linear inequalities. This objective function object
+ is passed to a solver (e.g. CFSQP) to optimize the node.</P>
+ <P>'problemVars' is the subset of HMM score variables that relate to the current CM
+ node. The objective function knows which variables are in the current
+ node-specific problem.</P>
+ <P>Once we find the problemVars vector, we can evaluate the infinite-length forward
+ algorithm score (i.e. the objective function), and report this to the
+ user. Then we see if we should stop, i.e. if we've cycled through all CM
+ nodes and haven't made much improvement in the objective function.</P>
+ <P>If we're supposed to continue, we invoke the solver (via the 'solverWrapper'
+ object) to solve the optimization problem for this node. Then we map the
+ optimal problemVars back to globalVars, and set these scores into the
+ 'infernalHmm'.</P>
+ <H4>Creation of HMM structure and linear inequalities</H4>
+ <P>The higher-level function for this is 'Cm2Hmm_WithWeighting_NoCaching' (in
+ Cm2HMM.cpp). This code does three things:</P>
+ <UL>
+ <LI>
+ Creates the structure of the HMM, i.e. how many states are there, which states
+ emit, which states are children of which. (Like section 4.2 of the
+ paper.)
+ <LI>
+ Creates the linear inequalities for each CM node, i.e. which HMM transition and
+ emission scores are on the left-hand side of the inequality, and what's the
+ constant on the right-hand side (the constant comes from the CM's
+ scores). (Like section 4.3 of the paper.)
+ <LI>
+ Assigns scores based on optimizing a linear program for each CM node. The
+ linear objective function is in lieu of the (non-linear) infinite-length
+ forward algorithm, and is just the sum of the slack variables used in the
+ linear inequalities for the node. Honesty: this code is here because it
+ was the first method to optimize scores that I developed, and the code has
+ remained for largely historical reasons. The infinite-length forward
+ algorithm produces much better HMMs than this linear objective function.
+ However, the simple linear objective function can be optimized quickly, and may
+ therefore speed up the overall optimization process, versus starting the
+ infinite-length forward algorithm at a less-optimal starting point.</LI></UL>
+ <P>The structure of the HMM is recursively created by the 'Cm2Hmm_Structurally'
+ function (the first function with this name in Cm2HMM.cpp). This
+ basically handles CM bifurcation states, where the profile HMMs for the two
+ children must be spliced together.</P>
+ <P>The creation of a profile HMM for a CM that is free of bifurcation states is
+ done by 'Cm2Hmm_Structurally_Block'. This is the place where the
+ distinction between compact-type and expanded type is made.</P>
+ <P>The function 'SetupTransitionAndEmissionVariables' creates a mapping between
+ transitions and emissions in the HMM and a set of variables.</P>
+ <P>The process of creating linear inequalities and solving the simple linear
+ program is done by the function 'Cm2Hmm_SolveScoresForPath', which treats each
+ CM node independently. The linear inequalities are created by the
+ function 'Cm2Hmm_MakeInequalitiesForPath', which works by exploring all paths
+ from each CM state to a CM state that's in the next node (in the paper, this
+ relates to Appendix section B, the 2nd-last paragraph beginning "In making
+ constraints..."). Every time such a path is found, we have a new
+ inequality (as it's exploring sub-paths, the function keeps track in the
+ variable 'inequalitySoFar' of the score of the CM path, and which HMM
+ transition/emission score variables are used in the corresponding HMM
+ sub-path).</P>
+ <P>The function 'SolveInequalities' creates the linear objective function and
+ solves the resulting linear program, using the lp_solve package.</P>
+ <H4>Handling of the infinite-length forward algorithm</H4>
+ <P>At a high level, the infinite-length forward algorithm is implemented by the
+ 'NodeCombinerForwardInfSymbolicObjectiveFunc' object (declared in
+ Cm2HmmOptimize.h and defined in Cm2HmmOptimize.cpp). This object
+ implements the 'ObjectiveFunc' interface (declared at the top of
+ Cm2HmmOptimize.h), which also requires it to know about the linear
+ inequalities. This object is basically a wrapper of other
+ functions. Its constructor
+ ('NodeCombinerForwardInfSymbolicObjectiveFunc::NodeCombinerForwardInfSymbolicObjectiveFunc')
+ is complicated by the fact that the code deals with the possibilities of
+ optimizing more than one node at the same time, a feature not discussed in the
+ paper; for simplicity, assume that numAdjacentNodesToMerge=1 and
+ maxNodesAtATime=1.</P>
+ <P>The handling of the linear inequalities is simpler than it might appear; really,
+ all the code is doing is looking up the linear inequalities made in Cm2HMM.cpp,
+ and changing the variable numbers to be problemVars instead of globalVars, i.e.
+ take the subset of variables that are actually related to the given CM node,
+ and renumber them consecutively starting at 0. This is for the
+ convenience of the solver programs, which assume a set of consecutively
+ numbered variables.</P>
+ <P>The handling of the objective function is somewhat trickier. Recall that
+ we wish to not only evaluate the infinite-length forward algorithm, but also
+ take partial derivatives. To do this, we'll create a symbolic expression
+ of the function, which will make it easier to take derivatives.</P>
+ <P>To create the symbolic expression, the program uses two things: (1) some
+ function that actually implements the infinite-length forward algorithm and (2)
+ a mechanism to trick this function into creating a symbolic expression instead
+ of just returning a number. The function that evaluates the
+ infinite-length forward algorithm is
+ 'InfiniteLengthForwardAlg_LastStateDoesntEmit_StartWithInfernalHmm' (in
+ ForwardHmm.cpp). Note that this function is templated on a numeric
+ type 'Real'; we'll use a symbolic expression object in this template parameter
+ (instead of a numeric type like 'double') in order to build up the symbolic
+ expression.</P>
+ <P>The function itself is a lot like the HMM Forward Algorithm. To calculate
+ emission "probabilities", the nucleotide probabilities are marginalized by the
+ 0th-order Markov model, in the 'CalcExpectedEmitProb_0order' function.
+ The other different versus the Forward Algorithm is the handling of self-loops;
+ these must be detected, and an infinite geometric series must be summed.</P>
+ <P>Now, on to the symbolic expression. The code in SymbolicMath.h and
+ SymbolicMath.cpp implements symbolic expressions. Each operator we might
+ use (e.g. multiplication, addition, log to the base 2) is implemented by a
+ different object derived from 'ExpressionNode' (a nested class of
+ SymbolicMath). Thus, we can build up a directed acyclic graph (DAG) of
+ these expression nodes to symbolically represent the infinite-length forward
+ algorithm score.
+ </P>
+ <P>We also need a fake numeric type (to replace 'Real' in the
+ 'InfiniteLengthForwardAlg_LastStateDoesntEmit_StartWithInfernalHmm' function)
+ that creates these expressions. This is implemented by the 'Expression'
+ class (a nested class of SymbolicMath). If X and Y are
+ both variables of type Expression, then the C++ expression X+Y will generate a
+ symbolic expression with an addition object ('ExpressionNode_Add') whose two
+ children are X and Y. By feeding this Expression type into the
+ 'InfiniteLengthForwardAlg_LastStateDoesntEmit_StartWithInfernalHmm' function,
+ the function will generate a symbolic expression. (We also have to define
+ a fake HMM class that returns Expression objects when you ask it for
+ transition/emission scores; this is implemented by the
+ 'SymbolicProbVariableMath' object in Cm2HmmOptimize.h,.cpp.)</P>
+ <P>Based on the symbolic expression stored as a DAG, we can evaluate the
+ infinite-length forward algorithm as needed. One slight complication is
+ that since it's a DAG (not a tree), we have to be careful about not exploring
+ nodes multiple times, since that'd require exponential time. To solve
+ this problem, the 'ExpressionNode' base class implements a kind of dynamic
+ programming, by caching its value when the overall expression is being
+ evaluated; when we visit a node for the 2nd time, it simply retrieves its
+ value.</P>
+ <P>Derivatives are handled using rules from introductory calculus. For
+ example, consider an ExpressionNode_Mult object, which represents
+ multiplication of two sub-expressions X and Y. Its partial derivative is
+ given by the product rule: X*(dY) + (dX)*Y. For each ExpressionNode
+ object, we can find similar formulas for the partial derivative.</P>
+ <P> </P>
+ </body>
+</html>
diff --git a/rigfilters/cm2hmm-1.0/ScanHMM_NonTemplated.cpp b/rigfilters/cm2hmm-1.0/ScanHMM_NonTemplated.cpp
new file mode 100644
index 0000000..9d18852
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/ScanHMM_NonTemplated.cpp
@@ -0,0 +1,353 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+/*
+This has related functionality to ScanHMM.cpp, but it's un-templated code, which I believe may run faster.
+*/
+
+void ScanHmm_HmmType1Float_NonTemplated_Window(HitList& hmmHitList,int startPosToScan,int endPosToScan,const HmmType1& hmm,float minLodScoreForHit,CykscanStats& cykscanStats,const char *rnaSequence, int windowLen,float *prevTable,float *currTable)
+{
+ // init table
+ HmmType1::State state=hmm.GetFirstState();
+ prevTable[state]=0;
+ while (1) {
+
+ state++;
+ if (state==hmm.GetLastState()) {
+ break;
+ }
+
+ if (hmm.IsEmittingState(state)) {
+ // during initialization, nothing can emit
+ prevTable[state]=(float)IMPOSSIBLE;
+ }
+ else {
+ float bestTransitionScore=(float)IMPOSSIBLE;
+ for (int child=0; child<hmm.GetNumChildren(state); child++) {
+ const float thisTransitionScore=prevTable[hmm.GetNthChildState(state,child)] + hmm.GetNthChildTsc(state,child);
+ bestTransitionScore=std::max(bestTransitionScore,thisTransitionScore);
+ }
+ prevTable[state]=bestTransitionScore;
+ }
+
+ if (cykscanStats.collectHmmFullDynProgTable) {
+ const float templatedHmmScore=cykscanStats.fullHmmDynProgTable[0][state];
+ if (fabs(templatedHmmScore - prevTable[state])>2e-6) {
+ assert(false);
+ throw SimpleStringException("Sanity check failed: HMM scores don't match. I am insane. Initializing table. templatedHmmScore=%g, prevTable[state]=%g. state=%d",templatedHmmScore,prevTable[state],state);
+ }
+ }
+ }
+
+ // scan
+ for (int windowLast=startPosToScan+1; windowLast<=endPosToScan; windowLast++) {
+ const char actualNucLetter=rnaSequence[windowLast-1];
+
+ // compute this position
+ HmmType1::State state=hmm.GetFirstState();
+ currTable[state]=0;
+
+ while (1) {
+
+ state++;
+ if (state==hmm.GetLastState()) {
+ break;
+ }
+
+ const float *table;
+ float emitScore;
+ if (hmm.IsEmittingState(state)) {
+ if (actualNucLetter<MAXABET) {
+ emitScore=hmm.GetSingletEmissionScore(state,actualNucLetter);
+ }
+ else {
+ emitScore=0;
+ assert(Alphabet_size==4);
+ for (int concreteNuc = 0; concreteNuc <Alphabet_size; concreteNuc++) {
+
+ if (Degenerate[actualNucLetter][concreteNuc]) {
+ emitScore += hmm.GetSingletEmissionScore(state,concreteNuc) / (float)(DegenCount[actualNucLetter]);
+ }
+ }
+ }
+ table=prevTable;
+ }
+ else {
+ emitScore=0;
+ table=currTable;
+ }
+
+ float bestTransitionScore=(float)IMPOSSIBLE;
+ for (int child=0; child<hmm.GetNumChildren(state); child++) {
+ const float thisTransitionScore=table[hmm.GetNthChildState(state,child)] + hmm.GetNthChildTsc(state,child);
+ bestTransitionScore=std::max(bestTransitionScore,thisTransitionScore);
+ }
+ currTable[state]=emitScore + bestTransitionScore;
+
+ if (cykscanStats.collectHmmFullDynProgTable) {
+ const float templatedHmmScore=cykscanStats.fullHmmDynProgTable[windowLast][state];
+ if (fabs(templatedHmmScore - currTable[state])>1e-4) {
+ assert(false);
+ for (HmmType1::State i=hmm.GetFirstState(); i!=hmm.GetLastState(); i++) {
+ printf("table[%d]=%g\n",i,table[i]);
+ }
+ throw SimpleStringException("Sanity check failed: HMM scores don't match. I am insane. windowLast=%d. templatedHmmScore=%g, currTable[state]=%g, state=%d. emitScore=%g",windowLast,templatedHmmScore,currTable[state],state,emitScore);
+ }
+ }
+ }
+
+ const float bestScoreAtPos=currTable[hmm.GetActualLastState()];
+ if (bestScoreAtPos >= minLodScoreForHit) {
+ //printf("bestScoreAtPos >= minLodScoreForHit\n");
+ std::pair<int,int> thisWindow;
+ thisWindow.first=std::max(startPosToScan,windowLast-windowLen);
+ thisWindow.second=windowLast;
+
+ AddWindowToList(hmmHitList,thisWindow);
+ }
+
+ std::swap(currTable,prevTable);
+ }
+}
+
+void ScanHmm_HmmType1Float_NonTemplated (HitList& hmmHitList,const HitList& inputHitList,const HmmType1& hmm,float minLodScoreForHit,CykscanStats& cykscanStats,const char *rnaSequence, int windowLen)
+{
+ float *currTable=new float[hmm.GetNumStates()];
+ float *prevTable=new float[hmm.GetNumStates()];
+
+ hmmHitList.clear();
+
+#ifndef CM2HMM_ONLY
+ if (cmpWithPureHmm) {
+ cykscanStats.collectHmmFullDynProgTable=true;
+ HitList dummyHitList;
+ ScanHmm_HmmType1Float(dummyHitList,inputHitList,hmm,minLodScoreForHit,cykscanStats,rnaSequence,windowLen);
+ }
+#endif
+
+ HitList::const_iterator inputHitListIterator;
+ for (inputHitListIterator=inputHitList.begin(); inputHitListIterator!=inputHitList.end(); inputHitListIterator++) {
+
+ int startPosToScan=inputHitListIterator->first;
+ int endPosToScan=inputHitListIterator->second;
+
+ ScanHmm_HmmType1Float_NonTemplated_Window(hmmHitList,startPosToScan,endPosToScan,hmm,minLodScoreForHit,cykscanStats,rnaSequence,windowLen,prevTable,currTable);
+ }
+
+
+ delete [] currTable;
+ delete [] prevTable;
+}
+
+
+///////////////////////
+// HmmType1_OldSchool
+
+HmmType1_OldSchool::HmmType1_OldSchool (void)
+{
+}
+HmmType1_OldSchool::~HmmType1_OldSchool ()
+{
+ for (int nuc=0; nuc<MAXABET; nuc++) {
+ delete [] esc[nuc];
+ }
+ delete [] esc;
+ delete [] stateInfo;
+}
+void HmmType1_OldSchool::Init (const HmmType1& hmm)
+{
+ numStates=hmm.GetNumStates();
+ stateInfo=new StateInfo [numStates];
+ esc=new float *[MAXABET];
+ for (int nuc=0; nuc<MAXABET; nuc++) {
+ esc[nuc]=new float[numStates];
+ }
+
+ for (State state=0; state<numStates; state++) {
+ if (hmm.IsEmittingState(state)) {
+ for (int nuc=0; nuc<MAXABET; nuc++) {
+ esc[nuc][state]=hmm.GetSingletEmissionScore(state,nuc);
+ }
+ }
+ stateInfo[state].isEmitting=hmm.IsEmittingState(state);
+ stateInfo[state].numChildren=hmm.GetNumChildren(state);
+ if (stateInfo[state].numChildren>0) {
+ stateInfo[state].firstChild=hmm.GetNthChildState(state,0);
+ }
+ for (int child=0; child<stateInfo[state].numChildren; child++) {
+ stateInfo[state].tsc[child]=hmm.GetNthChildTsc(state,child);
+ }
+ }
+}
+
+
+
+
+void ScanHmm_HmmType1Float_NonTemplated_Window(HitList& hmmHitList,int startPosToScan,int endPosToScan,const HmmType1_OldSchool& hmm,float minLodScoreForHit,CykscanStats& cykscanStats,const char *rnaSequence, int windowLen,float *prevTable,float *currTable)
+{
+ // init table
+ HmmType1_OldSchool::State state=0;
+ prevTable[state]=0;
+ while (1) {
+
+ state++;
+ if (state==hmm.numStates) {
+ break;
+ }
+
+ if (hmm.stateInfo[state].isEmitting) {
+ // during initialization, nothing can emit
+ prevTable[state]=(float)IMPOSSIBLE;
+ }
+ else {
+ float bestTransitionScore=(float)IMPOSSIBLE;
+ for (int child=0; child<hmm.stateInfo[state].numChildren; child++) {
+ const float thisTransitionScore=prevTable[hmm.stateInfo[state].firstChild + child] + hmm.stateInfo[state].tsc[child];
+ bestTransitionScore=std::max(bestTransitionScore,thisTransitionScore);
+ }
+ prevTable[state]=bestTransitionScore;
+ }
+
+ if (cykscanStats.collectHmmFullDynProgTable) {
+ const float templatedHmmScore=cykscanStats.fullHmmDynProgTable[0][state];
+ if (fabs(templatedHmmScore - prevTable[state])>2e-6) {
+ assert(false);
+ throw SimpleStringException("Sanity check failed: HMM scores don't match. I am insane.");
+ }
+ }
+ }
+
+ // scan
+ for (int windowLast=startPosToScan+1; windowLast<=endPosToScan; windowLast++) {
+ const char actualNucLetter=rnaSequence[windowLast-1];
+
+ // compute this position
+ HmmType1::State state=0;
+ currTable[state]=0;
+
+ while (1) {
+
+ state++;
+ if (state==hmm.numStates) {
+ break;
+ }
+
+ const float *table;
+ float emitScore;
+ if (hmm.stateInfo[state].isEmitting) {
+ if (actualNucLetter<MAXABET) {
+ emitScore=hmm.esc[actualNucLetter][state];
+ }
+ else {
+ emitScore=0;
+ assert(Alphabet_size==4);
+ for (int concreteNuc = 0; concreteNuc <Alphabet_size; concreteNuc++) {
+
+ if (Degenerate[actualNucLetter][concreteNuc]) {
+ emitScore += hmm.esc[concreteNuc][state] / (float)(DegenCount[actualNucLetter]);
+ }
+ }
+ }
+ table=prevTable;
+ }
+ else {
+ emitScore=0;
+ table=currTable;
+ }
+
+ float bestTransitionScore=(float)IMPOSSIBLE;
+ for (int child=0; child<hmm.stateInfo[state].numChildren; child++) {
+ const float thisTransitionScore=table[hmm.stateInfo[state].firstChild + child] + hmm.stateInfo[state].tsc[child];
+ bestTransitionScore=std::max(bestTransitionScore,thisTransitionScore);
+ }
+ currTable[state]=emitScore + bestTransitionScore;
+
+ if (cykscanStats.collectHmmFullDynProgTable) {
+ const float templatedHmmScore=cykscanStats.fullHmmDynProgTable[windowLast][state];
+ if (fabs(templatedHmmScore - currTable[state])>2e-6) {
+ assert(false);
+ throw SimpleStringException("Sanity check failed: HMM scores don't match. I am insane.");
+ }
+ }
+ }
+
+ const float bestScoreAtPos=currTable[state];
+ if (bestScoreAtPos >= minLodScoreForHit) {
+ std::pair<int,int> thisWindow;
+ thisWindow.first=std::max(startPosToScan,windowLast-windowLen);
+ thisWindow.second=windowLast;
+
+ AddWindowToList(hmmHitList,thisWindow);
+ }
+
+ std::swap(currTable,prevTable);
+ }
+}
+
+void ScanHmm_HmmType1Float_NonTemplated (HitList& hmmHitList,const HitList& inputHitList,const HmmType1& hmmType1,const HmmType1_OldSchool& hmm,float minLodScoreForHit,CykscanStats& cykscanStats,const char *rnaSequence, int windowLen)
+{
+ float *currTable=new float[hmm.numStates];
+ float *prevTable=new float[hmm.numStates];
+
+ hmmHitList.clear();
+
+#ifndef CM2HMM_ONLY
+ if (cmpWithPureHmm) {
+ cykscanStats.collectHmmFullDynProgTable=true;
+ HitList dummyHitList;
+ ScanHmm_HmmType1Float(dummyHitList,inputHitList,hmmType1,minLodScoreForHit,cykscanStats,rnaSequence,windowLen);
+ }
+#endif
+
+ HitList::const_iterator inputHitListIterator;
+ for (inputHitListIterator=inputHitList.begin(); inputHitListIterator!=inputHitList.end(); inputHitListIterator++) {
+
+ int startPosToScan=inputHitListIterator->first;
+ int endPosToScan=inputHitListIterator->second;
+
+ ScanHmm_HmmType1Float_NonTemplated_Window(hmmHitList,startPosToScan,endPosToScan,hmm,minLodScoreForHit,cykscanStats,rnaSequence,windowLen,prevTable,currTable);
+ }
+
+
+ delete [] currTable;
+ delete [] prevTable;
+}
diff --git a/rigfilters/cm2hmm-1.0/SequenceSet.cpp b/rigfilters/cm2hmm-1.0/SequenceSet.cpp
new file mode 100644
index 0000000..f158e65
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/SequenceSet.cpp
@@ -0,0 +1,427 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+
+void AnnounceSequence(FILE *out,const SQINFO& sqinfo,int sequenceNum)
+{
+ fprintf(out,"----sequence: #%d,%s %s\n",sequenceNum,sqinfo.name,GetSqinfoDesc(sqinfo));
+}
+void AnnounceSequenceDirection (FILE *out,bool isReversed)
+{
+ fprintf(out,"----isReversed: %d\n",isReversed?1:0);
+}
+
+////////////////////////
+// SequenceSet
+
+SequenceSet::~SequenceSet ()
+{
+}
+std::string SequenceSet::GetEmblId (void)
+{
+ const char *name=GetSeqName();
+ const char EMBL[]="emb|";
+ const char SP[]="sp|";
+ const int emblSize=sizeof(EMBL)-1;
+ const int spSize=sizeof(SP)-1;
+ const char *startId=NULL;
+ if (strncmp(name,EMBL,emblSize)==0) {
+ startId=name+emblSize;
+ }
+ if (strncmp(name,SP,spSize)==0) {
+ startId=name+spSize;
+ }
+ if (startId!=NULL) {
+ // seems right format
+ size_t len=strcspn(startId,"|");
+ if (len<20) {
+
+ return std::string(startId,len);
+ }
+ else {
+ // that's definitely way too big
+ }
+ }
+ else {
+ // not EMBL sequence (well, not an EMBL sequence that was converted to FASTA using the sp2fasta command that's a part of the WU-BLAST package)
+ // check if it's NCBI
+ const char REF[]="ref|";
+ const char *cursor=strstr(name,REF);
+ if (cursor!=NULL) {
+ cursor += strlen(REF);
+ size_t len=strcspn(cursor,"|");
+ if (len<20) {
+ return std::string(cursor,len);
+ }
+ else {
+ // that's way too big
+ }
+ }
+ else {
+ // wrong format -- fall thru
+ }
+ }
+
+ throw SimpleStringException("(SequenceSet::GetEmblId %s:%d) requested EMBL Id of something that's either not in EMBL format, or I don't know how to parse. seq description='%s'",__FILE__,__LINE__,name);
+}
+const char *SequenceSet::GetCurrVirtualFileName (void)
+{
+ return GetCurrFileName();
+}
+
+int SequenceSet_UsingSQINFO::GetLength (void)
+{
+ return GetSQINFO().len;
+}
+const char *SequenceSet_UsingSQINFO::GetSqinfoDesc (void)
+{
+ return ::GetSqinfoDesc(GetSQINFO());
+}
+const char *SequenceSet_UsingSQINFO::GetSeqName (void)
+{
+ return GetSQINFO().name;
+}
+
+
+SequenceSet_Reversing::SequenceSet_Reversing (bool onlyForwardStrand_)
+: onlyForwardStrand(onlyForwardStrand_)
+{
+ isReversed=true; // forces getting the next seq
+ seq=NULL;
+ digitizedSeq=NULL;
+}
+SequenceSet_Reversing::~SequenceSet_Reversing ()
+{
+ if (digitizedSeq!=NULL) {
+ free(digitizedSeq);
+ }
+}
+char *SequenceSet_Reversing::GetDigitizedSeq (void)
+{
+ return digitizedSeq;
+}
+const char *SequenceSet_Reversing::GetTextSeq (void)
+{
+ return seq;
+}
+bool SequenceSet_Reversing::Next (void)
+{
+ if (digitizedSeq!=NULL) {
+ free(digitizedSeq);
+ }
+ digitizedSeq=NULL;
+
+ if (isReversed || onlyForwardStrand) { // onlyForwardStrand --> skip reversed strand
+ isReversed=false;
+ if (NextSeq(seq,sqinfo)) {
+ /*
+ static int loopy=0;
+ loopy++;
+ if (loopy==47) {
+ DebugBreak();
+ }
+ digitizedSeq=DigitizeSequence(seq, sqinfo.len);
+ free(digitizedSeq);
+ */
+ digitizedSeq=DigitizeSequence(seq, sqinfo.len);
+ AnnounceSequenceDirection(stderr,isReversed);
+ return true;
+ }
+ else {
+ return false;
+ }
+ }
+ else {
+ isReversed=true;
+ revcomp(seq,seq);
+ digitizedSeq=DigitizeSequence(seq, sqinfo.len);
+ AnnounceSequenceDirection(stderr,isReversed);
+ return true;
+ }
+}
+const SQINFO& SequenceSet_Reversing::GetSQINFO (void)
+{
+ return sqinfo;
+}
+bool SequenceSet_Reversing::IsReversed (void)
+{
+ return isReversed;
+}
+void SequenceSet_Reversing::DumpContext (FILE *out)
+{
+ AnnounceSequenceDirection(out,isReversed);
+}
+
+
+int SequenceSet_OneFile::squidFormat=SQFILE_FASTA; // default to FASTA -- by forcing this, we can read .gz stuff without mucking around with squid
+SequenceSet_OneFile::SequenceSet_OneFile (const char *_fileName,bool onlyForwardStrand)
+: SequenceSet_Reversing(onlyForwardStrand)
+{
+ fileName=_fileName;
+ char *nonConstFileName=(char *)_fileName;
+
+ int format = squidFormat;
+ if ((sqfp = SeqfileOpen(nonConstFileName, format, NULL)) == NULL) {
+ throw SimpleStringException("Failed to open sequence database file %s\n", fileName.c_str());
+ }
+
+ AnnounceFastaFile(stderr,fileName.c_str());
+ AnnounceFastaFile(stdout,fileName.c_str()); // doesn't change that often
+
+ sequenceNum=-1;
+ seq=NULL;
+}
+SequenceSet_OneFile::~SequenceSet_OneFile ()
+{
+ if (seq!=NULL) {
+ FreeSequence(seq,&sqinfo);
+ }
+}
+bool SequenceSet_OneFile::NextSeq (char *(&get_seq),SQINFO& get_sqinfo)
+{
+ if (sqfp==NULL) {
+ return false;
+ }
+
+ if (seq!=NULL) {
+ FreeSequence(seq,&sqinfo);
+ seq=NULL;
+ }
+
+ if (ReadSeq(sqfp, sqfp->format, &seq, &sqinfo)) {
+ get_seq=seq;
+ get_sqinfo=sqinfo;
+ sequenceNum++;
+ AnnounceSequence(stderr,sqinfo,sequenceNum);
+
+ char NOTIFY_SOURCE_FASTA[]="NOTIFY_SOURCE_FASTA=";
+ if (strncmp(sqinfo.name,NOTIFY_SOURCE_FASTA,strlen(NOTIFY_SOURCE_FASTA))==0) {
+ virtualFileName=sqinfo.name+strlen(NOTIFY_SOURCE_FASTA);
+ }
+ return true;
+ }
+ else {
+ SeqfileClose(sqfp);
+ sqfp=NULL;
+ return false;
+ }
+}
+const char *SequenceSet_OneFile::GetCurrFileName (void)
+{
+ return fileName.c_str();
+}
+const char *SequenceSet_OneFile::GetCurrVirtualFileName (void)
+{
+ if (virtualFileName.empty()) {
+ return GetCurrFileName();
+ }
+ else {
+ return virtualFileName.c_str();
+ }
+}
+void SequenceSet_OneFile::DumpContext (FILE *out)
+{
+ AnnounceFastaFile(out,fileName.c_str(),virtualFileName.c_str());
+ AnnounceSequence(out,sqinfo,sequenceNum);
+ SequenceSet_Reversing::DumpContext(out);
+}
+
+
+SequenceSet_FileList::SequenceSet_FileList (const char *fileListFileName,bool onlyForwardStrand_)
+: fileListFile(fileListFileName,-1) // -1 is unlikely to be found in a file name...
+, onlyForwardStrand(onlyForwardStrand_)
+{
+ currFile=NULL;
+}
+SequenceSet_FileList::~SequenceSet_FileList ()
+{
+ if (currFile!=NULL) {
+ delete currFile;
+ currFile=NULL;
+ }
+}
+const SQINFO& SequenceSet_FileList::GetSQINFO (void)
+{
+ return currFile->GetSQINFO();
+}
+char *SequenceSet_FileList::GetDigitizedSeq (void)
+{
+ return currFile->GetDigitizedSeq();
+}
+bool SequenceSet_FileList::IsReversed (void)
+{
+ return currFile->IsReversed();
+}
+bool SequenceSet_FileList::Next (void)
+{
+ while (1) {
+ if (currFile!=NULL) {
+ bool hasNext=currFile->Next();
+ if (hasNext) {
+ return true;
+ }
+ else {
+ delete currFile;
+ currFile=NULL;
+ }
+ }
+
+ // see if we can load another file
+ assert(currFile==NULL);
+ if (!fileListFile.ReadLine()) {
+ return false;
+ }
+
+ const char *nextFileName=fileListFile.GetField(0);
+ if (strlen(nextFileName)==0) {
+ printf("file list has 0-length name\n");
+ fprintf(stderr,"file list has 0-length name\n");
+ }
+ else {
+ try {
+ currFile=new SequenceSet_OneFile(nextFileName,onlyForwardStrand);
+ }
+ catch (const std::exception& e) {
+ printf("ERROR: (SequenceSet_FileList::NextSeq) eating problem opening file: %s\n",e.what());
+ fprintf(stderr,"ERROR: (SequenceSet_FileList::NextSeq) eating problem opening file: %s\n",e.what());
+ }
+ }
+ }
+}
+const char *SequenceSet_FileList::GetCurrFileName (void)
+{
+ assert(currFile!=NULL);
+ return currFile->GetCurrFileName();
+}
+void SequenceSet_FileList::DumpContext (FILE *out)
+{
+ currFile->DumpContext(out);
+}
+const char *SequenceSet_FileList::GetTextSeq (void)
+{
+ return currFile->GetTextSeq();
+}
+
+
+SequenceSet *MakeSequenceSet(const char *fastaFileString,bool onlyForwardStrand)
+{
+ if (fastaFileString[0]=='@') {
+ fastaFileString++;
+ return new SequenceSet_FileList(fastaFileString,onlyForwardStrand);
+ }
+
+ return new SequenceSet_OneFile(fastaFileString,onlyForwardStrand);
+}
+
+InMemorySequenceSet::InMemorySequenceSet (SequenceSet& sourceSequenceSet)
+{
+ Seq dummy;
+ while (sourceSequenceSet.Next()) {
+ seqList.push_back(dummy);
+ Seq& seq=seqList.back();
+ seq.name=sourceSequenceSet.GetSeqName();
+ seq.desc=sourceSequenceSet.GetSqinfoDesc();
+ seq.fileName=sourceSequenceSet.GetCurrFileName();
+ seq.virtualFileName=sourceSequenceSet.GetCurrVirtualFileName();
+ seq.rnaSequence.resize(sourceSequenceSet.GetLength()+1);
+ std::copy(sourceSequenceSet.GetDigitizedSeq(),sourceSequenceSet.GetDigitizedSeq()+sourceSequenceSet.GetLength()+1,seq.rnaSequence.begin());
+ seq.rnaSequenceLen=sourceSequenceSet.GetLength();
+ seq.isReversed=sourceSequenceSet.IsReversed();
+ }
+
+ Rewind();
+}
+InMemorySequenceSet::~InMemorySequenceSet ()
+{
+}
+void InMemorySequenceSet::Rewind (void)
+{
+ currIter=seqList.end();
+}
+bool InMemorySequenceSet::Next (void)
+{
+ if (currIter==seqList.end()) {
+ // sneaky, special value for the extra beginning
+ currIter=seqList.begin();
+ return true;
+ }
+ else {
+ currIter++;
+ return currIter!=seqList.end();
+ }
+}
+int InMemorySequenceSet::GetLength (void)
+{
+ return currIter->rnaSequenceLen;
+}
+char *InMemorySequenceSet::GetDigitizedSeq (void)
+{
+ return (char *)(&(currIter->rnaSequence.front()));
+}
+const char *InMemorySequenceSet::GetTextSeq (void)
+{
+ throw SimpleStringException("Not implemented %s:%d",__FILE__,__LINE__); // takes lots of RAM & probably won't be used
+}
+bool InMemorySequenceSet::IsReversed (void)
+{
+ return currIter->isReversed;
+}
+const char *InMemorySequenceSet::GetCurrFileName (void)
+{
+ return currIter->fileName.c_str();
+}
+const char *InMemorySequenceSet::GetCurrVirtualFileName (void)
+{
+ return currIter->virtualFileName.c_str();
+}
+const char *InMemorySequenceSet::GetSqinfoDesc (void)
+{
+ return currIter->desc.c_str();
+}
+const char *InMemorySequenceSet::GetSeqName (void)
+{
+ return currIter->name.c_str();
+}
+void InMemorySequenceSet::DumpContext (FILE *out)
+{
+ // do nothing
+}
diff --git a/rigfilters/cm2hmm-1.0/SequenceSet.h b/rigfilters/cm2hmm-1.0/SequenceSet.h
new file mode 100644
index 0000000..7e571ac
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/SequenceSet.h
@@ -0,0 +1,153 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+// abstract base class for a list of sequences to search. constructor initializes it to no file.
+class SequenceSet{
+public:
+ virtual ~SequenceSet ();
+ virtual bool /* has one */ Next (void) = 0;
+ virtual int GetLength (void) = 0;
+ virtual char *GetDigitizedSeq (void) = 0; // get "digitized" sequence, where 0=A, 1=C, 2=G, 3=T
+ virtual const char *GetTextSeq (void) = 0;
+ virtual bool IsReversed (void) = 0;
+ virtual const char *GetCurrFileName (void) = 0;
+ virtual const char *GetCurrVirtualFileName (void); // by default, equal to GetCurrFileName; but, if files generated by partition, this is how you can get the original file name
+ virtual const char *GetSqinfoDesc (void) = 0;
+ virtual const char *GetSeqName (void) = 0;
+ virtual void DumpContext (FILE *out=stdout) = 0;
+
+ std::string GetEmblId (void); // throws exception if the sequence doesn't seem to have an EMBL id, or if it wasn't converted into FASTA format in the way I already have done.
+};
+class SequenceSet_UsingSQINFO : public SequenceSet {
+protected:
+ virtual const SQINFO& GetSQINFO (void) = 0;
+public:
+ int GetLength (void);
+ const char *GetSqinfoDesc (void);
+ const char *GetSeqName (void);
+};
+// implements the reversing logic
+class SequenceSet_Reversing : public SequenceSet_UsingSQINFO {
+protected:
+ const bool onlyForwardStrand;
+ bool isReversed;
+ char *seq;
+ char *digitizedSeq;
+ SQINFO sqinfo;
+ virtual bool /* has one */ NextSeq (char *(&seq),SQINFO& sqinfo) = 0; // not counting reversal
+public:
+ SequenceSet_Reversing (bool onlyForwardStrand_);
+ ~SequenceSet_Reversing ();
+
+ bool /* has one */ Next (void);
+ const SQINFO& GetSQINFO (void);
+ char *GetDigitizedSeq (void);
+ const char *GetTextSeq (void);
+ bool IsReversed (void);
+ void DumpContext (FILE *out);
+};
+// implements SequenceSet for just one file
+class SequenceSet_OneFile : public SequenceSet_Reversing {
+protected:
+ int sequenceNum;
+ SQFILE *sqfp;
+ SQINFO sqinfo;
+ char *seq;
+ std::string fileName,virtualFileName;
+ bool NextSeq (char *(&seq),SQINFO& sqinfo);
+public:
+ SequenceSet_OneFile (const char *_fileName,bool onlyForwardStrand);
+ ~SequenceSet_OneFile ();
+ const char *GetCurrFileName (void);
+ const char *GetCurrVirtualFileName (void);
+ void DumpContext (FILE *out);
+
+ static int squidFormat;
+};
+// encapsulates a \n-separated list of files
+class SequenceSet_FileList : public SequenceSet_UsingSQINFO {
+protected:
+ const bool onlyForwardStrand;
+ CommaSepFileReader fileListFile;
+ SequenceSet_OneFile *currFile;
+ bool NextSeq (char *(&seq),SQINFO& sqinfo);
+public:
+ SequenceSet_FileList (const char *fileListFileName,bool onlyForwardStrand_);
+ ~SequenceSet_FileList ();
+ bool /* has one */ Next (void);
+ const SQINFO& GetSQINFO (void);
+ char *GetDigitizedSeq (void); // get "digitized" sequence, where 0=A, 1=C, 2=G, 3=T
+ bool IsReversed (void);
+ const char *GetCurrFileName (void);
+ void DumpContext (FILE *out);
+ const char *GetTextSeq (void);
+};
+// given string, make set. if string starts with '@', it's a file that's a list of fasta files. otherwise, it's just a fasta file.
+SequenceSet *MakeSequenceSet(const char *fastaFileString,bool onlyForwardStrand);
+
+// implements SequenceSet by caching a file (encapsulated with another SequenceSet object) in memory, and replaying things. This is probably pointless, but seems fun to do.
+// doesn't store the text-format seq, since I don't anticipate that being used. Also, doesn't do anything for DumpContext.
+class InMemorySequenceSet : public SequenceSet {
+protected:
+ struct Seq {
+ std::string name,desc,fileName,virtualFileName;
+ std::vector<char> rnaSequence;
+ int rnaSequenceLen;
+ bool isReversed;
+ };
+ typedef std::list<Seq> SeqList;
+ SeqList seqList;
+ SeqList::const_iterator currIter;
+public:
+ InMemorySequenceSet (SequenceSet& sourceSequenceSet);
+ ~InMemorySequenceSet ();
+
+ void Rewind (void);
+
+ bool Next (void);
+ int GetLength (void);
+ char *GetDigitizedSeq (void);
+ virtual const char *GetTextSeq (void);
+ bool IsReversed (void);
+ const char *GetCurrFileName (void);
+ const char *GetCurrVirtualFileName (void);
+ const char *GetSqinfoDesc (void);
+ const char *GetSeqName (void);
+ void DumpContext (FILE *out);
+};
diff --git a/rigfilters/cm2hmm-1.0/SymbolicMath.cpp b/rigfilters/cm2hmm-1.0/SymbolicMath.cpp
new file mode 100644
index 0000000..c1b9839
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/SymbolicMath.cpp
@@ -0,0 +1,1451 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+
+#include "UseDebugNew.h"
+
+#include "cmzasha.h"
+
+///////////////////////////////
+// SymbolicMath
+
+#ifdef _MSC_VER
+#define PTR2UL(X) (unsigned long)((unsigned cm_int64)X)
+#else
+#define PTR2UL(X) (unsigned long)(X)
+#endif
+
+SymbolicMath::SymbolicMath (Expression expression)
+{
+ rootExpressionNode=NULL;
+ SetRootExpression(expression);
+}
+SymbolicMath::SymbolicMath ()
+{
+ rootExpressionNode=NULL;
+}
+SymbolicMath::~SymbolicMath ()
+{
+ DeleteAllExpressionNode();
+}
+void SymbolicMath::SetRootExpression (ExpressionNode *rootExpressionNode_)
+{
+ DeleteAllExpressionNode();
+ rootExpressionNode=rootExpressionNode_;
+ rootExpressionNode->IncRef();
+}
+void SymbolicMath::SetRootExpression (Expression& rootExpression)
+{
+ SetRootExpression(rootExpression.GetExpressionNode());
+}
+void SymbolicMath::DeleteAllExpressionNode(void)
+{
+ if (rootExpressionNode!=NULL) {
+ rootExpressionNode->DecRef();
+ rootExpressionNode=NULL;
+ }
+}
+double SymbolicMath::Eval (const std::vector<double>& problemVars)
+{
+ rootExpressionNode->ClearValue();
+ return rootExpressionNode->Eval(problemVars);
+}
+double SymbolicMath::Derivative (const std::vector<double>& problemVars,int problemVarToDifferentiateTo)
+{
+ rootExpressionNode->ClearValue();
+ return rootExpressionNode->Derivative(problemVars,problemVarToDifferentiateTo);
+}
+double SymbolicMath::DoubleDerivative (const std::vector<double>& problemVars,int problemVarToDifferentiateTo_1,int problemVarToDifferentiateTo_2)
+{
+ rootExpressionNode->ClearValue();
+ return rootExpressionNode->DoubleDerivative(problemVars,problemVarToDifferentiateTo_1,problemVarToDifferentiateTo_2);
+}
+void SymbolicMath::Eval (int numVars,double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient)
+{
+ f=Eval(problemVars);
+
+ if (calculateGradient) {
+ gradient.resize(numVars);
+ for (int i=0; i<numVars; i++) {
+ gradient[i]=Derivative(problemVars,i);
+
+ /*
+ printf("Deriv wrt (x_%d) is %lg\n",i,gradient[i]);
+ std::vector<double> pv=problemVars;
+ for (double h=1e-3; h>=1e-6; h/=10.0) {
+ pv[i]=problemVars[i]+h;
+ double z1=Eval(pv);
+ pv[i]=problemVars[i];
+ double z2=Eval(pv);
+ printf("\tEst. %lg (h=%lg)\n",(z1-z2)/h,h);
+ }
+ */
+ }
+ }
+ else {
+ gradient.clear(); // if in doubt, say it loud
+ }
+
+ if (calculateHessian) {
+
+ //throw SimpleStringException("I'm not sure if double derivatives work in SymbolicMath.cpp; with OptNIPS, there was clearly a problem (it led to the obj func's value increasing in many cases), and I'm not sure where the problem is. So, I think you just shouldn't use this code.");
+
+ hessian.resize(numVars,numVars);
+ for (int i=0; i<numVars; i++) {
+ for (int j=i; j<numVars; j++) {
+ double x=DoubleDerivative(problemVars,i,j);
+ hessian[i][j]=x;
+ hessian[j][i]=x;
+
+ //printf("Double deriv wrt (x_%d,x_%d) is %lg\n",i,j,x);
+ std::vector<double> pv=problemVars;
+ double numericalDeriv;
+ for (double h=1e-3; h>=1e-6; h/=10.0) {
+ pv[j]=problemVars[j]+h;
+ const double z1=Derivative(pv,i);
+ pv[j]=problemVars[j];
+ const double z2=Derivative(pv,i);
+ numericalDeriv=(z1-z2)/h;
+ //printf("\tEst. %lg (h=%lg)\n",numericalDeriv,h);
+ }
+ if (fabs(numericalDeriv-x)>1e-6 && fabs(numericalDeriv-x)/(numericalDeriv+x)>1e-4) {
+ printf("Bonk! analytic=%lg, numerical=%lg, vars=x_%d,x_%d\n",x,numericalDeriv,i,j);
+ }
+ }
+ }
+ }
+}
+
+SymbolicMath::ExpressionNode::ExpressionNode (void)
+{
+ refCount=0;
+ ClearValue();
+}
+SymbolicMath::ExpressionNode::~ExpressionNode ()
+{
+}
+#ifdef _MSC_VER // the optimizer in MSVC++ seems to do something weird with this
+#pragma optimize("",off)
+#endif
+double SymbolicMath::ExpressionNode::Eval (const std::vector<double>& globalVars)
+{
+ if (!isEvalValueValid) {
+ evalValue=ActualEval(globalVars);
+#ifdef _MSC_VER // not sure what the function is called on UNIX systems
+ assert(_finite(evalValue)); // maybe infinity is valid for the expression you're trying to evaluate, but I bet it isn't. If I'm wrong, you can just comment this line out.
+#endif
+ isEvalValueValid=true;
+ isValueClear=false;
+ }
+ return evalValue;
+}
+#ifdef _MSC_VER
+#pragma optimize("",on)
+#endif
+double SymbolicMath::ExpressionNode::Derivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ for (int i=0; i<2; i++) {
+ if (!derivativeValue[i].isValid) {
+ derivativeValue[i].value=ActualDerivative(globalVars,varToDifferentiateTo);
+ derivativeValue[i].wrtVarNum=varToDifferentiateTo;
+ derivativeValue[i].isValid=true;
+ isValueClear=false;
+ }
+ if (derivativeValue[i].wrtVarNum==varToDifferentiateTo) {
+ return derivativeValue[i].value;
+ }
+ }
+ throw SimpleStringException("Internal Error %s:%d",__FILE__,__LINE__); // even for double derivative, we should need to store only 2 partial deriviatives
+}
+double SymbolicMath::ExpressionNode::DoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ if (!isDoubleDerivativeValueValid) {
+ doubleDerivativeValue=ActualDoubleDerivative(globalVars,var1,var2);
+ isDoubleDerivativeValueValid=true;
+ isValueClear=false;
+ }
+ return doubleDerivativeValue;
+}
+double SymbolicMath::ExpressionNode::ToConstDouble (void)
+{
+ assert(!IsConst()); // else ToConstDouble should have been overriden
+ assert(false);
+ throw SimpleStringException("SymbolicMath::Expression::ToConstDouble called, but expression wasn't const. This implies an internal error");
+}
+bool SymbolicMath::ExpressionNode::IsValueClear (void) const
+{
+ return isValueClear;
+}
+void SymbolicMath::ExpressionNode::ClearValue (void)
+{
+ isValueClear=true;
+ isVisited=false;
+ isEvalValueValid=false;
+ derivativeValue[0].isValid=false;
+ derivativeValue[1].isValid=false;
+ isDoubleDerivativeValueValid=false;
+}
+void SymbolicMath::ExpressionNode::IncRef (void)
+{
+ refCount++;
+}
+void SymbolicMath::ExpressionNode::DecRef (void)
+{
+ refCount--;
+ assert(refCount>=0);
+ if (refCount==0) {
+ delete this;
+ }
+}
+void SymbolicMath::ExpressionNode::DumpExpandedOneLine (FILE *out)
+{
+ throw SimpleStringException("SymbolicMath::ExpressionNode::DumpExpandedOneLine: derived class's method not implemented.");
+}
+bool SymbolicMath::ExpressionNode::IsConst (void)
+{
+ int numChildren=GetNumChildren();
+ if (numChildren==0) {
+ return false;
+ }
+ for (int childNum=0; childNum<numChildren; childNum++) {
+ ExpressionNode *child=GetChild(childNum);
+ if (!child->IsConst()) {
+ return false;
+ }
+ }
+ return true;
+}
+int SymbolicMath::ExpressionNode::GetNumChildren (void)
+{
+ return 0;
+}
+SymbolicMath::ExpressionNode *SymbolicMath::ExpressionNode::GetChild (int child)
+{
+ assert(false);
+ throw SimpleStringException("internal error %s:%d",__FILE__,__LINE__);
+}
+void SymbolicMath::ExpressionNode::DumpEvalCCode (FILE *out)
+{
+ throw SimpleStringException("SymbolicMath::ExpressionNode::DumpEvalCCode: derived class didn't implement this");
+}
+void SymbolicMath::ExpressionNode::Internal_DumpSubtreeEvalCCode (FILE *out)
+{
+ if (!isVisited) {
+ isVisited=true;
+ int numChildren=GetNumChildren();
+ for (int childNum=0; childNum<numChildren; childNum++) {
+ ExpressionNode *child=GetChild(childNum);
+ child->Internal_DumpSubtreeEvalCCode(out);
+ }
+
+ // postorder will be topological order
+ DumpEvalCCode(out);
+ }
+}
+void SymbolicMath::ExpressionNode::DumpSubtreeEvalCCode (FILE *out)
+{
+ ClearValue();
+ Internal_DumpSubtreeEvalCCode(out);
+ fprintf(out,"return t%lx;\n",PTR2UL(this));
+}
+bool SymbolicMath::ExpressionNode::Is_SumOfConstantTimesExpression (void) const
+{
+ return false;
+}
+bool SymbolicMath::ExpressionNode::Is_BinaryMult (void) const
+{
+ return false;
+}
+bool SymbolicMath::ExpressionNode::Is_LiteralConst (void) const
+{
+ return false;
+}
+
+SymbolicMath::ExpressionNode_Null::ExpressionNode_Null (void)
+{
+ IncRef(); // commit to being static; this makes us never deleted
+}
+SymbolicMath::ExpressionNode_Null::~ExpressionNode_Null ()
+{
+}
+double SymbolicMath::ExpressionNode_Null::ActualEval (const std::vector<double>& globalVars)
+{
+ throw SimpleStringException("Called function on SymbolicMath::ExpressionNode_Null, which is suspicious.");
+}
+double SymbolicMath::ExpressionNode_Null::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ throw SimpleStringException("Called function on SymbolicMath::ExpressionNode_Null, which is suspicious.");
+}
+double SymbolicMath::ExpressionNode_Null::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ throw SimpleStringException("Called function on SymbolicMath::ExpressionNode_Null, which is suspicious.");
+}
+
+SymbolicMath::ExpressionNode_Const::ExpressionNode_Const (double t)
+{
+ x=t;
+
+#ifdef _MSC_VER
+ assert(_finite(x)); // temporary-ish
+#endif
+}
+SymbolicMath::ExpressionNode_Const::~ExpressionNode_Const ()
+{
+}
+double SymbolicMath::ExpressionNode_Const::ActualEval (const std::vector<double>& globalVars)
+{
+ return x;
+}
+double SymbolicMath::ExpressionNode_Const::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ return 0; // derivative of const is always 0
+}
+double SymbolicMath::ExpressionNode_Const::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ return 0;
+}
+bool SymbolicMath::ExpressionNode_Const::IsConst (void)
+{
+ return true;
+}
+double SymbolicMath::ExpressionNode_Const::ToConstDouble (void)
+{
+ return x;
+}
+void SymbolicMath::ExpressionNode_Const::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"%lg",x);
+}
+void SymbolicMath::ExpressionNode_Const::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=%.15lg;\n",PTR2UL(this),x);
+}
+bool SymbolicMath::ExpressionNode_Const::Is_LiteralConst (void) const
+{
+ return true;
+}
+
+SymbolicMath::ExpressionNode_VarPow2::ExpressionNode_VarPow2 (int varNum_)
+{
+ varNum=varNum_;
+}
+SymbolicMath::ExpressionNode_VarPow2::~ExpressionNode_VarPow2 ()
+{
+}
+double SymbolicMath::ExpressionNode_VarPow2::ActualEval (const std::vector<double>& globalVars)
+{
+ return pow2(globalVars[varNum]);
+}
+double SymbolicMath::ExpressionNode_VarPow2::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ if (varToDifferentiateTo==varNum) {
+ return log(2.0)*pow2(globalVars[varNum]);
+ }
+ else {
+ return 0;
+ }
+}
+double SymbolicMath::ExpressionNode_VarPow2::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ if (var1==varNum && var2==varNum) {
+ return log(2.0)*log(2.0)*pow2(globalVars[varNum]);
+ }
+ else {
+ return 0;
+ }
+}
+void SymbolicMath::ExpressionNode_VarPow2::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"2^(x_%d)",varNum);
+}
+
+SymbolicMath::ExpressionNode_Var::ExpressionNode_Var (int varNum_)
+{
+ varNum=varNum_;
+}
+SymbolicMath::ExpressionNode_Var::~ExpressionNode_Var ()
+{
+}
+double SymbolicMath::ExpressionNode_Var::ActualEval (const std::vector<double>& globalVars)
+{
+ return globalVars[varNum];
+}
+double SymbolicMath::ExpressionNode_Var::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ if (varToDifferentiateTo==varNum) {
+ return 1;
+ }
+ else {
+ return 0;
+ }
+}
+double SymbolicMath::ExpressionNode_Var::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ return 0;
+}
+void SymbolicMath::ExpressionNode_Var::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"x_%d",varNum);
+}
+void SymbolicMath::ExpressionNode_Var::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=globalVars[%d];\n",PTR2UL(this),varNum);
+}
+
+SymbolicMath::ExpressionNode_MultiParamOp::ExpressionNode_MultiParamOp (void)
+{
+}
+SymbolicMath::ExpressionNode_MultiParamOp::~ExpressionNode_MultiParamOp ()
+{
+ for (ExpressionNodeList::iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ (*i)->DecRef();
+ }
+}
+void SymbolicMath::ExpressionNode_MultiParamOp::AppendParam (ExpressionNode *f)
+{
+ f->IncRef();
+ expressionNodeList.push_back(f);
+}
+void SymbolicMath::ExpressionNode_MultiParamOp::ClearValue (void)
+{
+ if (IsValueClear()) {
+ // subtree must be cleared (NOTE: to avoid exp time when clearing, we must avoid re-visiting nodes)
+ return;
+ }
+ ExpressionNode::ClearValue();
+ for (ExpressionNodeList::iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ (*i)->ClearValue();
+ }
+}
+int SymbolicMath::ExpressionNode_MultiParamOp::GetNumChildren (void)
+{
+ return (int)(expressionNodeList.size());
+}
+SymbolicMath::ExpressionNode *SymbolicMath::ExpressionNode_MultiParamOp::GetChild (int child)
+{
+ return expressionNodeList[child];
+}
+
+SymbolicMath::ExpressionNode_Summation::ExpressionNode_Summation (void)
+{
+}
+SymbolicMath::ExpressionNode_Summation::~ExpressionNode_Summation ()
+{
+}
+double SymbolicMath::ExpressionNode_Summation::ActualEval (const std::vector<double>& globalVars)
+{
+ double sum=0;
+ for (ExpressionNodeList::iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ sum += (*i)->Eval(globalVars);
+ }
+ return sum;
+}
+double SymbolicMath::ExpressionNode_Summation::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ double sum=0;
+ for (ExpressionNodeList::iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ sum += (*i)->Derivative(globalVars,varToDifferentiateTo);
+ }
+ return sum;
+}
+double SymbolicMath::ExpressionNode_Summation::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ double sum=0;
+ for (ExpressionNodeList::iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ sum += (*i)->DoubleDerivative(globalVars,var1,var2);
+ }
+ return sum;
+}
+double SymbolicMath::ExpressionNode_Summation::ToConstDouble (void)
+{
+ double sum=0;
+ for (ExpressionNodeList::const_iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ sum += (*i)->ToConstDouble();
+ }
+ return sum;
+}
+void SymbolicMath::ExpressionNode_Summation::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(sum ");
+ for (ExpressionNodeList::const_iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ if (i!=expressionNodeList.begin()) {
+ fprintf(out,",");
+ }
+ (*i)->DumpExpandedOneLine(out);
+ }
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Summation::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=",PTR2UL(this));
+ for (ExpressionNodeList::const_iterator i=expressionNodeList.begin(); i!=expressionNodeList.end(); i++) {
+ if (i!=expressionNodeList.begin()) {
+ fprintf(out,"+");
+ }
+ fprintf(out,"t%lx",PTR2UL(*i));
+ }
+ fprintf(out,";\n");
+}
+
+SymbolicMath::ExpressionNode_UnaryOp::ExpressionNode_UnaryOp (ExpressionNode *f_)
+{
+ f=f_;
+ f->IncRef();
+}
+SymbolicMath::ExpressionNode_UnaryOp::~ExpressionNode_UnaryOp ()
+{
+ f->DecRef();
+}
+void SymbolicMath::ExpressionNode_UnaryOp::ClearValue (void)
+{
+ if (IsValueClear()) {
+ // subtree must be cleared (NOTE: to avoid exp time when clearing, we must avoid re-visiting nodes)
+ return;
+ }
+ ExpressionNode::ClearValue();
+ f->ClearValue();
+}
+int SymbolicMath::ExpressionNode_UnaryOp::GetNumChildren (void)
+{
+ return 1;
+}
+SymbolicMath::ExpressionNode *SymbolicMath::ExpressionNode_UnaryOp::GetChild (int child)
+{
+ return f;
+}
+
+SymbolicMath::ExpressionNode_Log2::ExpressionNode_Log2 (ExpressionNode *f_)
+: ExpressionNode_UnaryOp(f_)
+{
+}
+SymbolicMath::ExpressionNode_Log2::~ExpressionNode_Log2 ()
+{
+}
+double SymbolicMath::ExpressionNode_Log2::ActualEval (const std::vector<double>& globalVars)
+{
+ double fx=f->Eval(globalVars);
+ assert(fx>0);
+ return log2(fx);
+}
+double SymbolicMath::ExpressionNode_Log2::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ // dlog_2(F)/dx = ((1/F) * dF/dx)/ln(2)
+
+ return (f->Derivative(globalVars,varToDifferentiateTo) / f->Eval(globalVars))/log(2.0);
+}
+double SymbolicMath::ExpressionNode_Log2::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ // ddlog_2(F)/dx*dy = 1/ln(2) * dd ln(F)/dx*dy
+ // dd ln(F)/dx*dy = ( (ddF/dx*dy) / F - (dF/dx)(dF/dy)/F^2 ) (by product rule on derivative of log_2(F)
+ double fx=f->Eval(globalVars);
+ return (f->DoubleDerivative(globalVars,var1,var2)/fx - f->Derivative(globalVars,var1)*f->Derivative(globalVars,var2)/fx/fx) / log(2.0);
+}
+double SymbolicMath::ExpressionNode_Log2::ToConstDouble (void)
+{
+ // can convert iff f is const
+ return log2(f->ToConstDouble());
+}
+void SymbolicMath::ExpressionNode_Log2::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"log_2( ");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Log2::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=log(t%lx)/log(2.0);\n",PTR2UL(this),PTR2UL(f));
+}
+
+SymbolicMath::ExpressionNode_Sqrt::ExpressionNode_Sqrt (ExpressionNode *f_)
+: ExpressionNode_UnaryOp(f_)
+{
+}
+SymbolicMath::ExpressionNode_Sqrt::~ExpressionNode_Sqrt ()
+{
+}
+double SymbolicMath::ExpressionNode_Sqrt::ActualEval (const std::vector<double>& globalVars)
+{
+ double fx=f->Eval(globalVars);
+ assert(fx>=0);
+ return sqrt(fx);
+}
+double SymbolicMath::ExpressionNode_Sqrt::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ // d sqrt(F)/dx = (dF/dx) / (2*sqrt(F))
+
+ return (f->Derivative(globalVars,varToDifferentiateTo) / (2.0*sqrt(f->Eval(globalVars))));
+}
+double SymbolicMath::ExpressionNode_Sqrt::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ throw SimpleStringException("Not implemented %s:%d",__FILE__,__LINE__); // I'm too lazy & haven't been using the Hessian
+}
+double SymbolicMath::ExpressionNode_Sqrt::ToConstDouble (void)
+{
+ // can convert iff f is const
+ return sqrt(f->ToConstDouble());
+}
+void SymbolicMath::ExpressionNode_Sqrt::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"sqrt( ");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Sqrt::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=sqrt(t%lx);\n",PTR2UL(this),PTR2UL(f));
+}
+
+SymbolicMath::ExpressionNode_BinaryOp::ExpressionNode_BinaryOp (ExpressionNode *f_,ExpressionNode *g_)
+{
+ f=f_;
+ g=g_;
+ f->IncRef();
+ g->IncRef();
+}
+SymbolicMath::ExpressionNode_BinaryOp::~ExpressionNode_BinaryOp ()
+{
+ f->DecRef();
+ g->DecRef();
+}
+void SymbolicMath::ExpressionNode_BinaryOp::ClearValue (void)
+{
+ if (IsValueClear()) {
+ // subtree must be cleared (NOTE: to avoid exp time when clearing, we must avoid re-visiting nodes)
+ return;
+ }
+ ExpressionNode::ClearValue();
+ f->ClearValue();
+ g->ClearValue();
+}
+int SymbolicMath::ExpressionNode_BinaryOp::GetNumChildren (void)
+{
+ return 2;
+}
+SymbolicMath::ExpressionNode *SymbolicMath::ExpressionNode_BinaryOp::GetChild (int child)
+{
+ assert(child>=0 && child<2);
+ return child==0 ? f : g;
+}
+
+SymbolicMath::ExpressionNode_Add::ExpressionNode_Add (ExpressionNode *f,ExpressionNode *g)
+: ExpressionNode_BinaryOp(f,g)
+{
+}
+SymbolicMath::ExpressionNode_Add::~ExpressionNode_Add ()
+{
+}
+double SymbolicMath::ExpressionNode_Add::ActualEval (const std::vector<double>& globalVars)
+{
+ return f->Eval(globalVars) + g->Eval(globalVars);
+}
+double SymbolicMath::ExpressionNode_Add::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ // derivative of sums is the sum of derivatives (basic calculus)
+ return f->Derivative(globalVars,varToDifferentiateTo) + g->Derivative(globalVars,varToDifferentiateTo);
+}
+double SymbolicMath::ExpressionNode_Add::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ return f->DoubleDerivative(globalVars,var1,var2) + g->DoubleDerivative(globalVars,var1,var2);
+}
+double SymbolicMath::ExpressionNode_Add::ToConstDouble (void)
+{
+ // can convert iff f&g are both const
+ double fVal=f->ToConstDouble();
+ double gVal=g->ToConstDouble();
+ return fVal + gVal;
+}
+void SymbolicMath::ExpressionNode_Add::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,"+");
+ g->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Add::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=t%lx+t%lx;\n",PTR2UL(this),PTR2UL(f),PTR2UL(g));
+}
+
+SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ExpressionNode_SumOfConstantTimesExpression (ExpressionNode *f,ExpressionNode *g)
+{
+ // I think I'm just going to go the easy way and (1) treat {f,g} separately, extracting any relevant terms (see comment in 'ExtractTerms') (2) see if there are any like terms that we can add
+
+ // get term(s) for {f,g}
+ ExtractTerms(f);
+ ExtractTerms(g);
+
+ // group like expressions
+ CombineLikeTerms();
+
+ // Call IncRef for whatever we have
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ i->expressionNode->IncRef();
+ }
+
+ /*
+ // trivial way -- implement the real thing later (which I've now done)
+ Term fTerm,gTerm;
+ fTerm.factor=gTerm.factor=1;
+ fTerm.expressionNode=f;
+ gTerm.expressionNode=g;
+ termList.reserve(2);
+ termList.push_back(fTerm);
+ termList.push_back(gTerm);
+ */
+}
+SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::~ExpressionNode_SumOfConstantTimesExpression ()
+{
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ i->expressionNode->DecRef();
+ }
+}
+void SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ExtractTerms(ExpressionNode *f,double factorSoFar)
+{
+ // for each of {f,g}, either it's (1) ExpressionNode_SumOfConstantTimesExpression, in which case we copy its terms, (2) ExpressionNode_Mult, in which case we see if it's a mult-by-const (recursively -- which could end up with a ExpressionNode_SumOfConstantTimesExpression), or (3) something else, in which case, we just say it's a term with factor==1
+
+ if (f->Is_SumOfConstantTimesExpression()) {
+ // extract each term from 'f', multiplying it by our factor
+ ExpressionNode_SumOfConstantTimesExpression *sums=(ExpressionNode_SumOfConstantTimesExpression *)f;
+ termList.reserve(termList.size()+sums->termList.size()); // help the memory allocator where possible
+ for (TermList::iterator i=sums->termList.begin(); i!=sums->termList.end(); i++) {
+ Term term=*i;
+ term.factor *= factorSoFar;
+ termList.push_back(term);
+ }
+ }
+ else {
+ if (f->Is_BinaryMult()) {
+ ExpressionNode *child0=f->GetChild(0);
+ ExpressionNode *child1=f->GetChild(1);
+ if (child0->Is_LiteralConst()) {
+ assert(!child1->Is_LiteralConst()); // if they're both const, they should have been evaluated by other code
+ // recurse into mult
+ ExtractTerms(child1,factorSoFar * child0->ToConstDouble());
+ }
+ else {
+ if (child1->Is_LiteralConst()) {
+ // recurse into mult
+ ExtractTerms(child0,factorSoFar * child1->ToConstDouble());
+ }
+ else {
+ // can't go further
+ Term term;
+ term.factor=factorSoFar;
+ term.expressionNode=f;
+ termList.push_back(term);
+ }
+ }
+ }
+ else {
+ Term term;
+ term.factor=factorSoFar;
+ term.expressionNode=f;
+ termList.push_back(term);
+ }
+ }
+}
+void SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::CombineLikeTerms(void)
+{
+ // alg: (1) sort the terms by expressionNode, (2) sweep thru them, combining like terms, (3) eliminate terms with factor of 0. (steps (2) and (3) are separate, so we don't have to worry about breaking the order while combining like terms, which must be adjacent
+
+ // sort by expressionNode
+ std::sort(termList.begin(),termList.end());
+
+ // combine like terms
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+
+ if (i->factor!=0) { // don't bother with already-clobbered terms
+ TermList::iterator j=i;
+ j++; // start at the next one
+ for (; j!=termList.end(); j++) { // while we're at like terms
+ if (i->expressionNode != j->expressionNode) {
+ break; // past like terms, so stop
+ }
+
+ // we have a like term to combine
+ i->factor += j->factor; // add into 'i'
+ j->factor=0; // clobber 'j'
+ }
+ }
+ }
+
+ // remove clobbered terms (this code is specific to it being a std::vector
+ {
+ size_t i=0;
+ while (i<termList.size()) {
+ if (termList[i].factor==0) {
+ termList[i]=termList[termList.size()-1];
+ termList.pop_back();
+ }
+ else {
+ i++;
+ }
+ }
+ }
+}
+double SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ToConstDouble (void)
+{
+ double sum=0;
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+
+ const double factor=i->factor;
+ ExpressionNode *child=i->expressionNode;
+ const double childValue=child->ToConstDouble();
+ sum += factor * childValue;
+
+#ifdef _MSC_VER
+ assert(_finite(sum)); // temporary-ish
+#endif
+ }
+ return sum;
+}
+void SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(sum ");
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ if (i!=termList.begin()) {
+ fprintf(out,",");
+ }
+ i->expressionNode->DumpExpandedOneLine(out);
+ }
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=",PTR2UL(this));
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ if (i!=termList.begin()) {
+ fprintf(out,"+");
+ }
+ fprintf(out,"t%lx",PTR2UL(i->expressionNode));
+ }
+ fprintf(out,";\n");
+}
+void SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ClearValue (void)
+{
+ if (IsValueClear()) {
+ // subtree must be cleared (NOTE: to avoid exp time when clearing, we must avoid re-visiting nodes)
+ return;
+ }
+
+ ExpressionNode::ClearValue();
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ i->expressionNode->ClearValue();
+ }
+}
+int SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::GetNumChildren (void)
+{
+ return (int)(termList.size());
+}
+SymbolicMath::ExpressionNode *SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::GetChild (int child)
+{
+ return termList[child].expressionNode;
+}
+double SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ActualEval (const std::vector<double>& globalVars)
+{
+ double sum=0;
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ const double factor=i->factor;
+ ExpressionNode *child=i->expressionNode;
+ const double childValue=child->Eval(globalVars);
+ sum += factor * childValue;
+
+#ifdef _MSC_VER
+ assert(_finite(sum)); // temporary-ish
+#endif
+ }
+
+ return sum;
+}
+double SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ double sum=0;
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ sum += i->factor * i->expressionNode->Derivative(globalVars,varToDifferentiateTo);
+ }
+ return sum;
+}
+double SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ double sum=0;
+ for (TermList::iterator i=termList.begin(); i!=termList.end(); i++) {
+ sum += i->factor * i->expressionNode->DoubleDerivative(globalVars,var1,var2);
+ }
+ return sum;
+}
+bool SymbolicMath::ExpressionNode_SumOfConstantTimesExpression::Is_SumOfConstantTimesExpression (void) const
+{
+ return true;
+}
+
+SymbolicMath::ExpressionNode_Minus::ExpressionNode_Minus (ExpressionNode *f_,ExpressionNode *g_)
+: ExpressionNode_BinaryOp(f_,g_)
+{
+}
+SymbolicMath::ExpressionNode_Minus::~ExpressionNode_Minus ()
+{
+}
+double SymbolicMath::ExpressionNode_Minus::ActualEval (const std::vector<double>& globalVars)
+{
+ return f->Eval(globalVars) - g->Eval(globalVars);
+}
+double SymbolicMath::ExpressionNode_Minus::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ return f->Derivative(globalVars,varToDifferentiateTo) - g->Derivative(globalVars,varToDifferentiateTo);
+}
+double SymbolicMath::ExpressionNode_Minus::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ return f->DoubleDerivative(globalVars,var1,var2) - g->DoubleDerivative(globalVars,var1,var2);
+}
+double SymbolicMath::ExpressionNode_Minus::ToConstDouble (void)
+{
+ // can convert iff f&g are both const
+ double fVal=f->ToConstDouble();
+ double gVal=g->ToConstDouble();
+ return fVal - gVal;
+}
+void SymbolicMath::ExpressionNode_Minus::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,"-");
+ g->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Minus::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=t%lx-t%lx;\n",PTR2UL(this),PTR2UL(f),PTR2UL(g));
+}
+
+SymbolicMath::ExpressionNode_Div::ExpressionNode_Div (ExpressionNode *f_,ExpressionNode *g_)
+: ExpressionNode_BinaryOp(f_,g_)
+{
+}
+SymbolicMath::ExpressionNode_Div::~ExpressionNode_Div ()
+{
+}
+double SymbolicMath::ExpressionNode_Div::ActualEval (const std::vector<double>& globalVars)
+{
+ double denomenator=g->Eval(globalVars);
+ assert(denomenator!=0.0);
+ return f->Eval(globalVars) / denomenator;
+}
+double SymbolicMath::ExpressionNode_Div::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ // by product rule & chain rule,
+ // d(f/g)/dx = (df/dx)/g - (dg/dx)f/g^2
+ double fVal=f->Eval(globalVars);
+ double gVal=g->Eval(globalVars);
+ double fPrime=f->Derivative(globalVars,varToDifferentiateTo);
+ double gPrime=g->Derivative(globalVars,varToDifferentiateTo);
+
+ assert(gVal!=0.0);
+ return fPrime/gVal - (gPrime*fVal/gVal)/gVal;
+}
+double SymbolicMath::ExpressionNode_Div::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ // dd(f/g)/dx*dy = d(d(f/g)/dx)/dy (from above)
+ // = (ddf/dx*dy)/g - (df/dx*dg/dy)/g^2 - ...
+ // okay I don't feel like this -- it might be expedient to create a recipricol function & break f/g into f*(recipricol(g)) if you need the double derivative
+ throw SimpleStringException("not implemented. %s:%d",__FILE__,__LINE__);
+}
+double SymbolicMath::ExpressionNode_Div::ToConstDouble (void)
+{
+ // can convert iff f&g are both const
+ double fVal=f->ToConstDouble();
+ double gVal=g->ToConstDouble();
+ assert(gVal!=0.0);
+ return fVal / gVal;
+}
+void SymbolicMath::ExpressionNode_Div::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,"/");
+ g->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Div::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=t%lx/t%lx;\n",PTR2UL(this),PTR2UL(f),PTR2UL(g));
+}
+
+SymbolicMath::ExpressionNode_Mult::ExpressionNode_Mult (ExpressionNode *f,ExpressionNode *g)
+: ExpressionNode_BinaryOp(f,g)
+{
+}
+SymbolicMath::ExpressionNode_Mult::~ExpressionNode_Mult ()
+{
+}
+double SymbolicMath::ExpressionNode_Mult::ActualEval (const std::vector<double>& globalVars)
+{
+ return f->Eval(globalVars) * g->Eval(globalVars);
+}
+double SymbolicMath::ExpressionNode_Mult::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ // apply the product rule from high school calculus: df*g/dx = f*dg/dx + g*df/dx
+ return f->Eval(globalVars)*g->Derivative(globalVars,varToDifferentiateTo) + f->Derivative(globalVars,varToDifferentiateTo)*g->Eval(globalVars);
+}
+double SymbolicMath::ExpressionNode_Mult::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ // apply product rule twice: ddf*g/dxdy = d(f*dg/dx+g*df/dx)/dy = (df/dy)*(dg/dx) + f*(ddg/dxdy) + (dg/dy)*(df/dx) + g*(ddf/dxdy)
+ return f->Eval(globalVars) * g->DoubleDerivative(globalVars,var1,var2)
+ + g->Eval(globalVars) * f->DoubleDerivative(globalVars,var1,var2)
+ + f->Derivative(globalVars,var1) * g->Derivative(globalVars,var2)
+ + f->Derivative(globalVars,var2) * g->Derivative(globalVars,var1);
+}
+double SymbolicMath::ExpressionNode_Mult::ToConstDouble (void)
+{
+ // can convert iff f&g are both const
+ double fVal=f->ToConstDouble();
+ double gVal=g->ToConstDouble();
+ return fVal * gVal;
+}
+void SymbolicMath::ExpressionNode_Mult::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,"*");
+ g->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Mult::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=t%lx*t%lx;\n",PTR2UL(this),PTR2UL(f),PTR2UL(g));
+}
+bool SymbolicMath::ExpressionNode_Mult::Is_BinaryMult (void) const
+{
+ return true;
+}
+
+SymbolicMath::ExpressionNode_Pow::ExpressionNode_Pow (ExpressionNode *f_,ExpressionNode *g_)
+: ExpressionNode_BinaryOp(f_,g_)
+{
+}
+SymbolicMath::ExpressionNode_Pow::~ExpressionNode_Pow ()
+{
+}
+double SymbolicMath::ExpressionNode_Pow::ActualEval (const std::vector<double>& globalVars)
+{
+ return pow(f->Eval(globalVars),g->Eval(globalVars));
+}
+double SymbolicMath::ExpressionNode_Pow::ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo)
+{
+ // f^g = e^{g \ln f}
+ // df^g/dx= d(g\ln f)/dx * f^g (BTW, I could just make my own expression of (g\ln f) and take the derivative of that
+ // ((df/dx *g/f) + dg/dx * \ln(f) ) * f^g
+ const double fVal=f->Eval(globalVars);
+ const double gVal=g->Eval(globalVars);
+ return pow(fVal,gVal)
+ * ( f->Derivative(globalVars,varToDifferentiateTo)*(gVal/fVal)
+ + g->Derivative(globalVars,varToDifferentiateTo)*log(fVal));
+}
+double SymbolicMath::ExpressionNode_Pow::ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2)
+{
+ throw SimpleStringException("not implemented. %s:%d",__FILE__,__LINE__); // I'm not currently using double derivatives, & don't feel like working this out
+}
+double SymbolicMath::ExpressionNode_Pow::ToConstDouble (void)
+{
+ // can convert iff f&g are both const
+ double fVal=f->ToConstDouble();
+ double gVal=g->ToConstDouble();
+ return pow(fVal,gVal);
+}
+void SymbolicMath::ExpressionNode_Pow::DumpExpandedOneLine (FILE *out)
+{
+ fprintf(out,"(");
+ f->DumpExpandedOneLine (out);
+ fprintf(out,")^(");
+ g->DumpExpandedOneLine (out);
+ fprintf(out,")");
+}
+void SymbolicMath::ExpressionNode_Pow::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"const double t%lx=pow(t%lx,t%lx);\n",PTR2UL(this),PTR2UL(f),PTR2UL(g));
+}
+
+
+bool SymbolicMath::Expression::enableGroupingCommonTerms=true;
+bool SymbolicMath::Expression::enableBinaryOpCache=false;
+SymbolicMath::ExpressionNode_Null SymbolicMath::Expression::nullExpressionNode;
+SymbolicMath::Expression::ConstMap SymbolicMath::Expression::constMap;
+SymbolicMath::Expression::BinaryOpMap SymbolicMath::Expression::binaryOpMap;
+void SymbolicMath::Expression::ClearCommonSubExpressionsCache (void)
+{
+ /* // wait, it should be deleted when not used already
+ for (SymbolicMath::Expression::ConstMap::iterator i=constMap.begin(); i!=constMap.end(); i++) {
+ i->second->DecRef();
+ */
+}
+SymbolicMath::Expression::~Expression ()
+{
+ if (expressionNode!=NULL) {
+ expressionNode->DecRef();
+ }
+}
+SymbolicMath::Expression::Expression (ExpressionNode *t)
+{
+ expressionNode=t;
+ expressionNode->IncRef();
+}
+void SymbolicMath::Expression::operator = (const Expression& t)
+{
+ if (expressionNode!=NULL) {
+ expressionNode->DecRef();
+ }
+ expressionNode=t.expressionNode;
+ expressionNode->IncRef();
+}
+void SymbolicMath::Expression::operator = (double t)
+{
+ if (expressionNode!=NULL) {
+ expressionNode->DecRef();
+ }
+ expressionNode=CreateConst(t);
+}
+SymbolicMath::Expression::Expression (void)
+{
+ expressionNode=&nullExpressionNode;
+ nullExpressionNode.IncRef();
+}
+SymbolicMath::Expression::Expression (const Expression& t)
+{
+ expressionNode=NULL;
+ *this=t;
+}
+SymbolicMath::Expression::Expression (double t)
+{
+ expressionNode=NULL;
+ *this=t;
+}
+void SymbolicMath::Expression::ClearConstCache (void)
+{
+ constMap.clear();
+}
+SymbolicMath::ExpressionNode *SymbolicMath::Expression::CreateConst (double x)
+{
+ ExpressionNode *expressionNode;
+ ConstMap::iterator findIter=constMap.find(x);
+ if (findIter==constMap.end()) {
+ // first occurrence
+ expressionNode=new ExpressionNode_Const(x);
+ constMap.insert(ConstMap::value_type(x,expressionNode));
+ }
+ else {
+ // re-use the ExpressionNode in the cache
+ expressionNode=findIter->second;
+ }
+ expressionNode->IncRef(); // inc ref for the caller
+ return expressionNode;
+}
+bool SymbolicMath::Expression::HasSymmetricAnnihilator(const Expression& t,double annihilator)
+{
+ bool hasIt=false;
+ if (expressionNode->IsConst()) {
+ if (expressionNode->ToConstDouble()==annihilator) {
+ hasIt=true;
+ }
+ }
+ if (t.expressionNode->IsConst()) {
+ if (t.expressionNode->ToConstDouble()==annihilator) {
+ hasIt=true;
+ }
+ }
+ if (hasIt) {
+ expressionNode->DecRef();
+ expressionNode=CreateConst(annihilator);
+ return true;
+ }
+ return false;
+}
+bool SymbolicMath::Expression::HasSymmetricIdentityConst(const Expression& t,double identity)
+{
+ if (expressionNode->IsConst()) {
+ if (expressionNode->ToConstDouble()==identity) {
+ expressionNode->DecRef();
+ expressionNode=t.expressionNode;
+ expressionNode->IncRef();
+ return true;
+ }
+ }
+ if (t.expressionNode->IsConst()) {
+ if (t.expressionNode->ToConstDouble()==identity) {
+ // we're fine as it is
+ return true;
+ }
+ }
+ return false;
+}
+void SymbolicMath::Expression::CheckForConst(void)
+{
+ if (expressionNode->IsConst()) {
+ double x=expressionNode->ToConstDouble();
+ expressionNode->DecRef();
+ expressionNode=CreateConst(x);
+ }
+}
+void SymbolicMath::Expression::PostprocessSymmetricBinaryOpForCache(BinaryOpDef thisOp)
+{
+ if (enableBinaryOpCache) {
+ if (thisOp.f>thisOp.g) {
+ std::swap(thisOp.f,thisOp.g); // standardize order, to catch more common subexpressions
+ }
+ BinaryOpMap::iterator findIter=binaryOpMap.find(thisOp);
+ if (findIter==binaryOpMap.end()) {
+ // add it
+ binaryOpMap.insert(BinaryOpMap::value_type(thisOp,expressionNode));
+ }
+ else {
+ // oops, already had this -- re-use the old term
+ expressionNode->DecRef();
+ expressionNode=findIter->second;
+ expressionNode->IncRef();
+ }
+ }
+}
+void SymbolicMath::Expression::operator *= (const Expression& t)
+{
+ if (HasSymmetricAnnihilator(t,0)) {
+ // done
+ }
+ else {
+ if (HasSymmetricIdentityConst(t,1)) {
+ // done
+ }
+ else {
+ ExpressionNode *oldExpressionNode=expressionNode;
+ expressionNode=new ExpressionNode_Mult(oldExpressionNode,t.expressionNode);
+ oldExpressionNode->DecRef();
+ expressionNode->IncRef();
+ CheckForConst();
+
+ if (!expressionNode->IsConst()) {
+ // adjust cache
+ BinaryOpDef thisOp;
+ thisOp.opType=OpType_Mult;
+ thisOp.f=oldExpressionNode;
+ thisOp.g=t.expressionNode;
+ PostprocessSymmetricBinaryOpForCache(thisOp);
+ }
+ }
+ }
+}
+void SymbolicMath::Expression::operator /= (const Expression& t)
+{
+ ExpressionNode *oldExpressionNode=expressionNode;
+ expressionNode=new ExpressionNode_Div(oldExpressionNode,t.expressionNode);
+ oldExpressionNode->DecRef();
+ expressionNode->IncRef();
+ CheckForConst();
+}
+void SymbolicMath::Expression::operator += (const Expression& t)
+{
+ if (HasSymmetricIdentityConst(t,0)) {
+ // done
+ }
+ else {
+ ExpressionNode *oldExpressionNode=expressionNode;
+
+ if (enableGroupingCommonTerms) {
+ // use the version of addition that can do the grouping
+ expressionNode=new ExpressionNode_SumOfConstantTimesExpression(oldExpressionNode,t.expressionNode);
+ }
+ else {
+ expressionNode=new ExpressionNode_Add(oldExpressionNode,t.expressionNode);
+ }
+ oldExpressionNode->DecRef();
+ expressionNode->IncRef();
+ CheckForConst();
+
+ // this is maybe weird if enableGroupingCommonTerms==true, but should be at worst benign
+ // however, I'll conservatively disable it in that case (there weren't really that many common subexpressions anyway)
+ if (!enableGroupingCommonTerms) {
+ if (!expressionNode->IsConst()) {
+ // adjust cache
+ BinaryOpDef thisOp;
+ thisOp.opType=OpType_Add;
+ thisOp.f=oldExpressionNode;
+ thisOp.g=t.expressionNode;
+ PostprocessSymmetricBinaryOpForCache(thisOp);
+ }
+ }
+ }
+}
+void SymbolicMath::Expression::operator -= (const Expression& t)
+{
+ ExpressionNode *oldExpressionNode=expressionNode;
+ expressionNode=new ExpressionNode_Minus(oldExpressionNode,t.expressionNode);
+ oldExpressionNode->DecRef();
+ expressionNode->IncRef();
+ CheckForConst();
+}
+SymbolicMath::Expression SymbolicMath::Expression::Log2 (const Expression& t)
+{
+ Expression expression;
+ expression.expressionNode=new ExpressionNode_Log2(t.expressionNode);
+ expression.expressionNode->IncRef();
+ return expression;
+}
+SymbolicMath::Expression SymbolicMath::Expression::Sqrt (const Expression& t)
+{
+ Expression expression;
+ expression.expressionNode=new ExpressionNode_Sqrt(t.expressionNode);
+ expression.expressionNode->IncRef();
+ return expression;
+}
+SymbolicMath::Expression SymbolicMath::Expression::Pow (const Expression& mantissa,const Expression& exponent)
+{
+ Expression result;
+ result.expressionNode=new ExpressionNode_Pow(mantissa.expressionNode,exponent.expressionNode);
+ result.expressionNode->IncRef();
+ return result;
+}
+SymbolicMath::Expression SymbolicMath::Expression::Pow (const Expression& mantissa,int exponent)
+{
+ Expression result;
+ switch (exponent) {
+ case 0:
+ result=CreateConst(1);
+ break;
+ case 1:
+ result=mantissa;
+ break;
+ case 2:
+ result=mantissa*mantissa;
+ break;
+ default:
+ {
+ ExpressionNode *exponentExpression=CreateConst(exponent);
+ result.expressionNode=new ExpressionNode_Pow(mantissa.expressionNode,exponentExpression);
+ result.expressionNode->IncRef();
+ exponentExpression->DecRef(); // ExpressionNode_Pow owns it now
+ }
+ break;
+ }
+
+ return result;
+}
+SymbolicMath::Expression SymbolicMath::Expression::ExpressionOfVarPow2 (int var)
+{
+ Expression expression;
+ expression.expressionNode=new ExpressionNode_VarPow2(var);
+ expression.expressionNode->IncRef();
+ return expression;
+}
+SymbolicMath::Expression SymbolicMath::Expression::ExpressionOfVar (int var)
+{
+ Expression expression;
+ expression.expressionNode=new ExpressionNode_Var(var);
+ expression.expressionNode->IncRef();
+ return expression;
+}
+SymbolicMath::ExpressionNode *SymbolicMath::Expression::GetExpressionNode (void)
+{
+ return expressionNode;
+}
+double SymbolicMath::Expression::ToConstDouble (void)
+{
+ return expressionNode->ToConstDouble();
+
+}
+double SymbolicMath::Expression::Eval (const std::vector<double>& problemVars)
+{
+ return expressionNode->Eval(problemVars);
+}
+void SymbolicMath::Expression::DumpExpandedOneLine (FILE *out)
+{
+ expressionNode->DumpExpandedOneLine(out);
+ fprintf(out,"\n");
+}
+void SymbolicMath::Expression::DumpEvalCCode (FILE *out)
+{
+ fprintf(out,"double ExternEval (const double *globalVars){\n");
+ expressionNode->DumpSubtreeEvalCCode(out);
+ fprintf(out,"}\n");
+}
+// helper funcs
+SymbolicMath::Expression operator + (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y)
+{
+ SymbolicMath::Expression z(x);
+ z += y;
+ return z;
+}
+SymbolicMath::Expression operator - (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y)
+{
+ SymbolicMath::Expression z(x);
+ z -= y;
+ return z;
+}
+SymbolicMath::Expression operator * (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y)
+{
+ SymbolicMath::Expression z(x);
+ z *= y;
+ return z;
+}
+SymbolicMath::Expression operator / (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y)
+{
+ SymbolicMath::Expression z(x);
+ z /= y;
+ return z;
+}
+
+SymbolicMath::MultiParamExpression::MultiParamExpression (ExpressionNode_MultiParamOp *t)
+{
+ expressionNode=t;
+ expressionNode->IncRef();
+}
+SymbolicMath::MultiParamExpression::~MultiParamExpression ()
+{
+ expressionNode->DecRef();
+}
+SymbolicMath::Expression SymbolicMath::MultiParamExpression::ToExpression ()
+{
+ Expression e(expressionNode);
+ return e;
+}
+void SymbolicMath::MultiParamExpression::AppendParam (Expression& t)
+{
+ expressionNode->AppendParam(t.GetExpressionNode());
+}
+
+SymbolicMath::SummationExpression::SummationExpression ()
+: SymbolicMath::MultiParamExpression(new ExpressionNode_Summation)
+{
+}
diff --git a/rigfilters/cm2hmm-1.0/SymbolicMath.h b/rigfilters/cm2hmm-1.0/SymbolicMath.h
new file mode 100644
index 0000000..cbf82ae
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/SymbolicMath.h
@@ -0,0 +1,436 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+// semi-generic class to do symbolic math, such as is used by the symbolic differentiation of the infinite-length forward alg
+class SymbolicMath {
+ friend class Expression;
+
+public:
+ class ExpressionNode {
+ // because expanding the expression is exponential, we must cache values, whether these values are computed by Eval, Derivative or DoubleDerivative
+ private: // only ExpressionNode will worry about this
+
+ bool isValueClear;
+ bool isVisited; // used by various walking functions
+ struct DerivativeValue {
+ int wrtVarNum;
+ double value;
+ bool isValid;
+ };
+ bool isEvalValueValid;
+ double evalValue;
+ DerivativeValue derivativeValue[2]; // needs 2, for calculation of DoubleDerivative
+ bool isDoubleDerivativeValueValid;
+ double doubleDerivativeValue;
+
+ // I've got to reference counting, since (1) in building the expression up, many subtrees get discarded, i.e. there is no path to them from the expression root, so we can't just delete them from the root, (2) C++ doesn't provide garbage collection, (3) having objects add themselves to a list isn't threadsafe & I don't want to be seriously un-threadsafe, (4) adding objects to a per-SymbolicProbVariableMath list requires giving each Expression a pointer to SymbolicProbVariableMath, which [...]
+ int refCount;
+ protected:
+ bool IsValueClear (void) const;
+ virtual double ActualEval (const std::vector<double>& globalVars) = 0;
+ virtual double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo) = 0;
+ virtual double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2) = 0; // evaluate derivative wrt to var1, then var2
+ void Internal_DumpSubtreeEvalCCode (FILE *out);
+ public:
+ ExpressionNode (void);
+ virtual ~ExpressionNode ();
+ // NOTE: before calling Eval, Derivative or DoubleDerivative, you must call ClearValue on the root
+ double Eval (const std::vector<double>& globalVars);
+ double Derivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double DoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+
+ virtual bool IsConst (void); // including children. default: if no children, then false, else explore children and return the AND of the children
+ virtual int GetNumChildren (void); // default: no children
+ virtual ExpressionNode *GetChild (int child);
+ virtual double ToConstDouble (void); // throws if not overriden; throws if !IsConst
+ virtual void ClearValue (void); // default implementation assumes no children
+
+ void IncRef (void);
+ void DecRef (void); // calls delete this, if necessary
+
+ // WARNING: if the expression is even moderately large, this is very bad because (1) it's exponential for a DAG, and (2) everything's fit onto 1 line. It's only really useful for debugging.
+ virtual void DumpExpandedOneLine (FILE *out); // default is to throw an exception
+ // prints one line of C code to eval this; assumes nodes correspond to variables of the form t# where # is the object's this ptr in hex. The caller is responsible for ensuring that the calls happen in a feasible order. The code should be compatible with C. the globalVars are in an array of doubles. varToDifferentiateTo and var1,var2 are defined as before
+ virtual void DumpEvalCCode (FILE *out); // default: throws 'not implemented'
+ // dumps the subtree rooted here into CCode
+ void DumpSubtreeEvalCCode (FILE *out);
+
+ // poor man's run-time type identification (I don't want to have to enable RTTI for everything, just so this class will work, so I'll use the poor man's approach)
+ virtual bool Is_SumOfConstantTimesExpression (void) const;
+ virtual bool Is_BinaryMult (void) const;
+ virtual bool Is_LiteralConst (void) const;
+ };
+ typedef std::list<ExpressionNode *> ExpressionNodeList;
+
+ class ExpressionNode_Null : public ExpressionNode { // dummy node, for default constructor
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Null (void);
+ ~ExpressionNode_Null ();
+ };
+ class ExpressionNode_Const : public ExpressionNode {
+ protected:
+ double x;
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Const (double t);
+ ~ExpressionNode_Const ();
+ bool IsConst (void);
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ bool Is_LiteralConst (void) const;
+ };
+ class ExpressionNode_VarPow2 : public ExpressionNode {
+ protected:
+ int varNum;
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_VarPow2 (int varNum_);
+ ~ExpressionNode_VarPow2 ();
+ void DumpExpandedOneLine (FILE *out);
+ };
+ class ExpressionNode_Var : public ExpressionNode {
+ protected:
+ int varNum;
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Var (int varNum_);
+ ~ExpressionNode_Var ();
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_BinaryOp : public ExpressionNode {
+ protected:
+ ExpressionNode *f,*g;
+ public:
+ ExpressionNode_BinaryOp (ExpressionNode *f_,ExpressionNode *g_);
+ ~ExpressionNode_BinaryOp ();
+ void ClearValue (void);
+ int GetNumChildren (void);
+ ExpressionNode *GetChild (int child);
+ };
+ class ExpressionNode_Add : public ExpressionNode_BinaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Add (ExpressionNode *f_,ExpressionNode *g_);
+ ~ExpressionNode_Add ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_Minus : public ExpressionNode_BinaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Minus (ExpressionNode *f_,ExpressionNode *g_);
+ ~ExpressionNode_Minus ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_Mult : public ExpressionNode_BinaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Mult (ExpressionNode *f_,ExpressionNode *g_);
+ ~ExpressionNode_Mult ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ bool Is_BinaryMult (void) const;
+ };
+ class ExpressionNode_Div : public ExpressionNode_BinaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Div (ExpressionNode *f_,ExpressionNode *g_);
+ ~ExpressionNode_Div ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_Pow : public ExpressionNode_BinaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Pow (ExpressionNode *f_,ExpressionNode *g_);
+ ~ExpressionNode_Pow ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_UnaryOp : public ExpressionNode {
+ protected:
+ ExpressionNode *f;
+ public:
+ ExpressionNode_UnaryOp (ExpressionNode *f_);
+ ~ExpressionNode_UnaryOp ();
+ void ClearValue (void);
+ int GetNumChildren (void);
+ ExpressionNode *GetChild (int child);
+ };
+ class ExpressionNode_Log2 : public ExpressionNode_UnaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Log2 (ExpressionNode *f_);
+ ~ExpressionNode_Log2 ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_Sqrt : public ExpressionNode_UnaryOp {
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Sqrt (ExpressionNode *f_);
+ ~ExpressionNode_Sqrt ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ class ExpressionNode_MultiParamOp : public ExpressionNode {
+ protected:
+ typedef std::vector<ExpressionNode *> ExpressionNodeList; // for quicker GetChild calls
+ ExpressionNodeList expressionNodeList;
+ public:
+ ExpressionNode_MultiParamOp (void);
+ ~ExpressionNode_MultiParamOp ();
+
+ void AppendParam (ExpressionNode *f);
+ void ClearValue (void);
+ int GetNumChildren (void);
+ ExpressionNode *GetChild (int child);
+ };
+ class ExpressionNode_Summation : public ExpressionNode_MultiParamOp { // could do this with ExpressionNode_Add, but with many terms to add, it can overflow the stack, and trying to balance the tree is a major hassle
+ protected:
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ public:
+ ExpressionNode_Summation (void);
+ ~ExpressionNode_Summation ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ };
+ // this class is used to add common expressions with different constants, as we get in the inf-len forward alg
+ class ExpressionNode_SumOfConstantTimesExpression : public ExpressionNode {
+ protected:
+ struct Term {
+ double factor;
+ ExpressionNode *expressionNode;
+ inline bool operator < (const Term& t) const {
+ return expressionNode < t.expressionNode; // sort by sub-expression identifiers (i.e. pointers)
+ }
+ };
+ typedef std::vector<Term> TermList;
+ TermList termList;
+
+ double ActualEval (const std::vector<double>& globalVars);
+ double ActualDerivative (const std::vector<double>& globalVars,int varToDifferentiateTo);
+ double ActualDoubleDerivative (const std::vector<double>& globalVars,int var1,int var2);
+ void ExtractTerms(ExpressionNode *f,double factorSoFar=1);
+ void CombineLikeTerms(void);
+ public:
+ // externally behaves like Plus
+ ExpressionNode_SumOfConstantTimesExpression (ExpressionNode *f,ExpressionNode *g);
+ ~ExpressionNode_SumOfConstantTimesExpression ();
+ double ToConstDouble (void);
+ void DumpExpandedOneLine (FILE *out);
+ void DumpEvalCCode (FILE *out);
+ void ClearValue (void);
+ int GetNumChildren (void);
+ ExpressionNode *GetChild (int child);
+ bool Is_SumOfConstantTimesExpression (void) const;
+ };
+private: // I'd like to protect derived classes from this -- they should call SetExpressionNode
+ ExpressionNode *rootExpressionNode;
+ void DeleteAllExpressionNode(void);
+protected:
+ // deferred: void SetRootExpression (const Expression& rootExpression);
+ void SetRootExpression (ExpressionNode *rootExpressionNode_);
+ double Eval (const std::vector<double>& problemVars);
+ double Derivative (const std::vector<double>& problemVars,int problemVarToDifferentiateTo);
+ double DoubleDerivative (const std::vector<double>& problemVars,int problemVarToDifferentiateTo_1,int problemVarToDifferentiateTo_2);
+
+public:
+ SymbolicMath (void);
+ ~SymbolicMath ();
+
+ void Eval (int numVars,double& f,std::vector<double>& gradient,vector2d<double>& hessian,const std::vector<double>& problemVars,bool calculateHessian,bool calculateGradient=true);
+
+ // the actual class that has operations performed on it
+ class Expression {
+ protected:
+
+ /// WARNING: enableGroupingCommonTerms should probably be set to false for most problems; it only works with something like the inf-len fwd alg, where there are many like terms that can be added together. Without this, it might take O(n^2) for 'n' terms with a tree containing lots of adds
+
+ static bool enableGroupingCommonTerms; // for now, default to true
+
+
+ static bool enableBinaryOpCache; // just uses lots of RAM & doesn't help that much
+ ExpressionNode *expressionNode;
+ static ExpressionNode_Null nullExpressionNode;
+ bool HasSymmetricAnnihilator(const Expression& t,double annihilator);
+ bool HasSymmetricIdentityConst(const Expression& t,double identity);
+ void CheckForConst(void);
+ static ExpressionNode *CreateConst (double x);
+
+ class AutoDecExpressionNode {
+ protected:
+ ExpressionNode *p;
+ void DecRef (void) {
+ if (p!=NULL) {
+ p->DecRef();
+ }
+ }
+ public:
+ AutoDecExpressionNode (void) { p=NULL; }
+ void operator = (const AutoDecExpressionNode& t) { DecRef(); p=t.p; p->IncRef(); }
+ AutoDecExpressionNode (const AutoDecExpressionNode& t) { p=NULL; *this=t; }
+ void operator = (ExpressionNode *t) { DecRef(); p=t; p->IncRef(); }
+ AutoDecExpressionNode (ExpressionNode *t) { p=NULL; *this=t; }
+ operator ExpressionNode * () { return p; }
+ ~AutoDecExpressionNode () {
+ DecRef();
+ }
+ };
+
+ typedef std::map<double,AutoDecExpressionNode> ConstMap;
+ static ConstMap constMap;
+
+ enum OpType {
+ OpType_Mult,OpType_Add
+ };
+ struct BinaryOpDef {
+ int opType;
+ ExpressionNode *f,*g;
+ bool operator < (const BinaryOpDef& t) const {
+ if (opType!=t.opType) {
+ return opType<t.opType;
+ }
+ if (f!=t.f) {
+ return f<t.f;
+ }
+ return g<t.g;
+ }
+ };
+ void PostprocessSymmetricBinaryOpForCache(BinaryOpDef thisOp);
+ typedef std::map<BinaryOpDef,AutoDecExpressionNode> BinaryOpMap;
+ static BinaryOpMap binaryOpMap;
+ public:
+ void operator = (const Expression& t);
+ void operator = (double t);
+ Expression (void);
+ Expression (const Expression& t);
+ Expression (double t);
+ Expression (ExpressionNode *t);
+ void operator *= (const Expression& t);
+ void operator += (const Expression& t);
+ void operator -= (const Expression& t);
+ void operator /= (const Expression& t);
+ static Expression ExpressionOfVarPow2 (int var); // sets to 2^(var)
+ static Expression ExpressionOfVar (int var); // sets to var
+ static Expression Log2 (const Expression& t);
+ static Expression Sqrt (const Expression& t);
+ static Expression Pow (const Expression& mantissa,int exponent);
+ static Expression Pow (const Expression& mantissa,const Expression& exponent);
+ ExpressionNode *GetExpressionNode (void);
+ ~Expression ();
+
+ double Eval (const std::vector<double>& problemVars);
+ void DumpExpandedOneLine (FILE *out); // see warning under same-named func in ExpressionNode
+ void DumpEvalCCode (FILE *out);
+
+ // can be good to periodically clear the cache, to free it of useless expressions. I've now disabled the general common sub-expr cache, so that's irrelevant, but clearing consts is good, since many random constants don't get re-used. (Actually, I should probably move to a thingy where a const object frees itself from the cache once it's done with, but I'm too lazy.)
+ static void ClearCommonSubExpressionsCache (void);
+ static void ClearConstCache (void);
+
+ // throws exception if it's not of type const
+ double ToConstDouble (void);
+ };
+protected:
+ void SetRootExpression (Expression& rootExpression);
+public:
+ SymbolicMath (Expression expression);
+
+ class MultiParamExpression {
+ protected:
+ ExpressionNode_MultiParamOp *expressionNode;
+ MultiParamExpression (ExpressionNode_MultiParamOp *t);
+ public:
+ ~MultiParamExpression ();
+ Expression ToExpression ();
+ void AppendParam (Expression& t);
+ };
+ class SummationExpression : public MultiParamExpression {
+ public:
+ SummationExpression ();
+ };
+};
+SymbolicMath::Expression operator + (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y);
+SymbolicMath::Expression operator - (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y);
+SymbolicMath::Expression operator * (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y);
+SymbolicMath::Expression operator / (const SymbolicMath::Expression& x,const SymbolicMath::Expression& y);
diff --git a/rigfilters/cm2hmm-1.0/UseDebugNew.h b/rigfilters/cm2hmm-1.0/UseDebugNew.h
new file mode 100644
index 0000000..3384166
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/UseDebugNew.h
@@ -0,0 +1,60 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+#include this file in .cpp files immediately after the main #includes
+Works also in template implementation files & will change file name
+
+NOTE: code to enable debug head is:
+#if defined(_DEBUG) && defined(WIN32)
+ // do this after initialization - most of the above
+ // has the lifetime of the program, so it's not a big deal
+ // if it's cleaned, or not (and it's a pain to sift thru it all)
+ _CrtSetDbgFlag(_CRTDBG_ALLOC_MEM_DF|_CRTDBG_LEAK_CHECK_DF);
+#endif
+*/
+
+#if defined(_DEBUG) && defined(WIN32)
+// Memory Leak detection stuff. Thanks VC++.
+#undef DEBUG_NEW
+#define DEBUG_NEW new(_NORMAL_BLOCK,__FILE__,__LINE__)
+#define new DEBUG_NEW
+#define malloc(X) _malloc_dbg(X,_NORMAL_BLOCK,__FILE__,__LINE__)
+#else
+#define DEBUG_NEW new
+#endif
diff --git a/rigfilters/cm2hmm-1.0/cmzasha.h b/rigfilters/cm2hmm-1.0/cmzasha.h
new file mode 100644
index 0000000..46284eb
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/cmzasha.h
@@ -0,0 +1,407 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+// generic #includes for stuff in my project
+
+
+// some other defines in cmzasha.cpp,ScancykBranchAndBound_Heuristic.cpp
+/* these were for branch&bound, which doesn't work well. Okay, at all.
+#define ENABLE_PRUNING
+#define USE_CELL_VISITED
+#define MAX_CELL_VISITED 2
+*/
+
+// forward decls
+class TransitionCounter;
+class BoolBasePairMatrix;
+class HmmWithPenalties;
+class LeftNucEventList;
+class HmmOptimizedForRememberNucScanning;
+class SequenceSet;
+// end forward decls
+
+extern bool dumpHmmCommitteePruningStats;
+extern const char *overrideHmmCacheFileName; // NULL means don't override
+extern const char *dumpHmmScoresFileName; // NULL means don't dump it.
+extern const char *dumpFracLetsThruByScoreThresholdFileName; // NULL means don't dump it
+extern FILE *dumpHmmScoresFile;
+extern const char *dumpLastHeurScoreInSequenceFileName; // NULL means don't dump
+extern FILE *dumpLastHeurScoreInSequenceFile;
+extern bool useThresholdOnCm;
+extern bool cmpWithInfernal;
+extern bool cmpWithPureHmm;
+extern char *nucs;
+extern bool disableHmmBuildInfoDump; // for testing
+extern bool analScoreDumping; // I swear, it's not what it sounds like
+extern bool dumpAverageScore;
+extern FILE *dumpFilterResultsFile;
+extern bool enableProgressFile;
+
+#ifndef DISABLE_ZRAND
+extern zrand::ZRandom *GetRander (void);
+extern int RandInt (int N);
+extern double rand01 (void);
+extern void InitRand (void);
+extern void DestroyRand (void);
+extern void ReinitRandWithFixedKnuth (void);
+#endif
+
+extern void AnotherParam (void);
+extern bool HasAnotherParam (int a,int argc);
+extern void AnotherParam (int a,int argc);
+extern std::string DumpProgramParams(int argc,char **argv,bool doPreamble);
+
+inline double log2 (double x) {
+ return log(x)/log(2.0);
+}
+inline double pow2 (double x) {
+ return pow(2.0,x);
+}
+
+extern std::string LineBreaksToSpaces (std::string inStr);
+extern std::string LineBreaksToTabs (std::string inStr);
+extern std::string GetFileNameFromFullPath (std::string path);
+
+#include "NaryCounter.h"
+#include "stl_extra.h"
+#include "MarkovModelStats.h"
+
+
+extern std::string GetSubsequence (const char *rnaSequence,int first,int last);
+
+struct TopLevelMatch { // matches corresponding to starting at state=0 (start state)
+ int windowLast,windowLen;
+ float score;
+
+ // redundant
+ int windowFirst;
+
+ bool operator < (const TopLevelMatch& t) const {
+ // sort first by windowFirst
+ if (windowFirst!=t.windowFirst) {
+ return windowFirst<t.windowFirst;
+ }
+ // then by windowLen
+ return windowLen<t.windowLen;
+ }
+};
+struct CykscanStats {
+ MultiplyArray3d<float> scores;
+ std::vector<float> scoresPerWindowLast;
+ std::string programParams;
+
+ std::vector<float> hmmScoresPerWindowLast; // for things with 2nd struct whose scores shouldn't ever be higher than a pure HMM
+ std::vector<std::vector<float> > fullHmmDynProgTable; // first dimension is windowLast, next is hmm state
+
+ bool isValid;
+ bool collectScores;
+ bool collectAboveThreshold;
+ bool collectScoresPerWindowLast; // for comparing with HMM, just collects the max score from Start node over all possible windowLen
+ bool collectHmmScoresPerWindowLast;
+ bool collectHmmFullDynProgTable;
+
+ typedef std::list<TopLevelMatch> TopLevelMatchList;
+ TopLevelMatchList topLevelMatchesAboveThreshold;
+ double threshold;
+
+ CykscanStats (void) {
+ isValid=false;
+ collectScores=false;
+ collectAboveThreshold=false;
+ collectScoresPerWindowLast=false;
+ collectHmmScoresPerWindowLast=false;
+ collectHmmFullDynProgTable=false;
+ }
+};
+
+extern void CYKScanZasha(CM_t *cm, char *dsq, int L, int W,
+ int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc,
+ CykscanStats& cykscanStats);
+extern void CYKScan_OptionalBug(CM_t *cm, char *dsq, int L, int W,
+ int *ret_nhits, int **ret_hitr, int **ret_hiti, int **ret_hitj, float **ret_hitsc,
+ bool fixBug=true);
+
+#include "CovarianceModel.h"
+#include "InfernalHmm.h"
+
+ // (taken out of HmmWithPenalties to avoid a cyclic compilation dependency, which was difficult to solve)
+ // this structure describes a fact that we can remember about what happened with the left nuc, in terms of a set of possible, mutually exclusive events. The potential elements of the set: either (1) the left nuc was in the state corresponding to an MP (this requires type 1/Expanded-type/separated-MP HMMs) and was one of A,C,G,U, or (2) the left nuc didn't use the MP state, so was an aberrant case relative to the consensus alignment
+ // and now I'm too lazy to change the name of this class even though it also does right-nucs
+ class LeftNucEvent {
+ protected:
+ bool member[MAXABET+1];
+ public:
+ LeftNucEvent (void) { SetEmpty(); }
+ ~LeftNucEvent () {}
+ bool IsEmpty (void) const { for (int i=0; i<MAXABET+1; i++) { if (member[i]) { return false; } } return true; }
+ void SetEmpty (void) { for (int i=0; i<MAXABET+1; i++) { member[i]=false; isLeft=true; } }
+ void SetLeftNucInMP (int nuc,bool isInSet) { assert(nuc>=0 && nuc<MAXABET); member[nuc]=isInSet; }
+ bool HasLeftNucInMP (int nuc) const { assert(nuc>=0 && nuc<MAXABET); return member[nuc]; }
+ void SetLeftNotInMP (bool isInSet) { member[MAXABET]=isInSet; }
+ bool HasLeftNotInMP (void) const { return member[MAXABET]; }
+ void Dump (FILE *out) const;
+ void DumpFilterSpec(FILE *out) const;
+ void DumpFilterSpec(char *out) const;
+ bool operator == (const LeftNucEvent& t) const;
+ bool operator != (const LeftNucEvent& t) const;
+
+ bool isLeft;
+ };
+ class LeftNucEventList : public std::list<LeftNucEvent> {
+ public:
+ void Dump(FILE *out) const;
+ void DumpFilterSpec(FILE *out) const;
+ void DumpFilterSpec(char *out) const;
+ };
+
+// I think this is a reasonable upper bound, & I think it'll be worth it in memory usage
+#define MAX_CHILDREN_WITH_BIFURICATIONS 512
+
+
+// the meta-state that is represented in the Alpha dyn prog table
+struct AlphaState {
+ CovarianceModel::State state;
+ int windowLast,windowLen;
+};
+
+
+// code to iterate in a really, really generic way -- too generic for some purposes (like I think confusing for prioritization), but nice for others
+struct ChildGenericTransition {
+
+ typedef FixedArrayWithSize<AlphaState,2> ChildrenToSum; // size is 1 for most state types, 2 for bifurication nodes
+ ChildrenToSum childrenToSum;
+
+ float tsc; // cost of this transition (tsc=0 for bifurication nodes);
+};
+typedef FixedArrayWithSize<ChildGenericTransition,MAX_CHILDREN_WITH_BIFURICATIONS> ChildGenericTransitionVector;
+// another way of doing things that doesn't require the expensive vector
+inline int GetNumChildrenAlphaStates(const CovarianceModel& cm,const AlphaState& alphaState)
+{
+ if (cm.IsBifurication(alphaState.state)) {
+ return alphaState.windowLen+1;
+ }
+ else {
+ return cm.GetNumChildren(alphaState.state);
+ }
+}
+inline void GetNthChildAlphaState (ChildGenericTransition& childTransition,int childNum,const CovarianceModel& cm,const AlphaState& alphaState)
+{
+ if (cm.IsBifurication(alphaState.state)) {
+ assert(childNum>=0 && childNum<GetNumChildrenAlphaStates(cm,alphaState));
+
+ int leftWindowLen=childNum;
+ childTransition.childrenToSum.resize(2);
+ childTransition.childrenToSum[0].state=cm.GetLeftBifurifactionChild(alphaState.state);
+ childTransition.childrenToSum[0].windowLast=alphaState.windowLast - alphaState.windowLen + leftWindowLen;
+ childTransition.childrenToSum[0].windowLen=leftWindowLen;
+ childTransition.childrenToSum[1].state=cm.GetRightBifurifactionChild(alphaState.state);
+ childTransition.childrenToSum[1].windowLast=alphaState.windowLast;
+ childTransition.childrenToSum[1].windowLen=alphaState.windowLen - leftWindowLen;
+ childTransition.tsc=0;
+ }
+ else {
+ childTransition.childrenToSum.resize(1);
+ childTransition.childrenToSum[0]=alphaState;
+ childTransition.childrenToSum[0].state=cm.GetNthChildState(alphaState.state,childNum);
+ childTransition.tsc=cm.GetNthChildTsc(alphaState.state,childNum);
+ }
+}
+inline void GetChildren (ChildGenericTransitionVector& children,const CovarianceModel& cm,AlphaState alphaState)
+{
+ int numChildren=GetNumChildrenAlphaStates(cm,alphaState);
+ children.resize(numChildren);
+ for (int i=0; i<numChildren; i++) {
+ GetNthChildAlphaState(children[i],i,cm,alphaState);
+ }
+}
+
+inline bool IsBaseCase (float& get_score,const CovarianceModel& cm,CovarianceModel::State state,int windowLen) {
+ if (windowLen<cm.GetNumSymbolsEmitted(state)) {
+ // this is invalid; there's no space left
+ get_score=(float)IMPOSSIBLE;
+ return true;
+ }
+ if (cm.IsEndState(state)) {
+ if (windowLen==0) {
+ // we're done
+ get_score=0;
+ }
+ else {
+ // we're not done, but we think we are
+ get_score=(float)IMPOSSIBLE;
+ }
+ return true;
+ }
+ return false;
+}
+inline bool IsBaseCase (float& get_score,const CovarianceModel& cm,AlphaState alphaState)
+{
+ return IsBaseCase(get_score,cm,alphaState.state,alphaState.windowLen);
+}
+
+struct SequenceInfo {
+ const char *sequenceName;
+ int sequenceNum; // this is actually unique for each seq (we don't get seq #0 forward, seq #0 reversed ; rather seq #0 forward, seq #1 reversed.)
+ bool isReversed;
+};
+
+// forward declarations
+class BranchAndBoundHeuristicStuff;
+class BranchAndBound_UpperBoundHeuristic;
+class BranchAndBound_SearchHeuristic;
+
+#ifndef CM2HMM_ONLY
+#include "AlphaDynProgTable.h"
+#include "ScancykBranchAndBound.h"
+#include "ScancykBranchAndBound_Heuristics.h"
+#endif
+
+class HitList : public std::list<std::pair<int,int> > {
+public:
+ void Init (int length); // one interval from [0,length)
+ void Init (int first,int second); // one interval
+ void InitEmpty (void);
+ void Dump (FILE *file) const;
+ int GetOverallLast (void) const;
+
+ int TotalSize (void) const;
+ cm_int64 SizeIn2D (int windowLen) const; // what part of the dynamic programming table must we look at; it's basically TotalSize() * windowLen, except that at the beginning of each interval in the hit list, we only have to worry about a triangular part of the dynamic programming table.
+};
+
+extern void GetNucNumsFromHalfOpenInterval(int& startNuc,int& endNuc,int first,int last,int sequenceLen,bool isReversed);
+extern void GetNucNumsFromHalfOpenInterval(int& startNuc,int& endNuc,int first,int last,SequenceSet& sequenceSet);
+
+class FracLetsThruCounter {
+protected:
+ cm_int64 nucsInAllSeqs,nucsLetsThru;
+ cm_int64 nucsSinceLastProgressReport,nucsLetThruSinceLastProgressReport;
+ cm_int64 size2dOfAllSeqs,size2dLetThru;
+ cm_int64 size2dSinceLastProgressReport,size2dLetThruSinceLastProgressReport;
+public:
+ FracLetsThruCounter ();
+ ~FracLetsThruCounter ();
+
+ void DumpFracLetsThru (FILE *out,const char *messagePrefix,bool sinceLastProgressReport);
+ cm_int64 GetNucsInAllSeqs (void);
+
+ void ProcessPruning (const HitList& inputHitList,const HitList& outputHitList,int windowLen);
+
+ double GetFilteringFraction (void) const;
+ void ResetCounts (void);
+};
+
+#include "Cm2HMM.h"
+#ifndef CM2HMM_ONLY
+#include "SubCM.h"
+#endif
+#include "HmmType1.h"
+#ifndef CM2HMM_ONLY
+#include "ScanHMM.h"
+#endif
+#include "SymbolicMath.h"
+#include "Cm2HmmOptimize.h"
+#ifndef CM2HMM_ONLY
+#include "Cm2HmmOptimize_Deprecated.h"
+#endif
+
+extern int DumpRandomCMWalks (char *cmFileName,int numDumps,double biasingExponent,bool useHackInsertScores);
+extern void SearchCMSansMP (int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,char *fastaFileToSearch,bool hackCM,const std::string& programParams);
+
+extern int GetPid (void);
+extern const char *GetSqinfoDesc (const SQINFO& sqinfo);
+extern void AnnounceFastaFile (FILE *out,const char *fastaFileName,const char *virtualFastaFileName="");
+extern void AnnounceCmFile(FILE *out,const char *cmFileName,bool doLocalAlignment);
+
+// assumes that thisWindow is sliding to the right
+void AddWindowToList(HitList& hitList,const std::pair<int,int>& thisWindow);
+
+struct RfamSeq {
+ std::string name;
+ std::string seq;
+ char *alloc_digitizedSeq,*digitizedSeq; // place-holder for the client
+ bool isFound;
+};
+typedef std::list<RfamSeq> RfamSeqList;
+void ParseRfamMembers(RfamSeqList& rfamSeqList,const char *rfamID,const char *rfamFullCsvFileName);
+
+#include "SequenceSet.h"
+#ifndef CM2HMM_ONLY
+#include "SearchPruner.h"
+#include "SmithWater.h"
+
+// Cm2hmmOptimize.cpp
+extern void GeneticHmmSet(int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,char *fastaFileToSearch,const std::string& programParams,char *savedHmmsFileName,int numHmmsToConsider,double adjacentLinkageProb,int numGeneticIters,bool onlyForwardStrand);
+extern void TrainHmmEMish(int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,char *fastaFileToSearch,const std::string& programParams,int numIterations,bool onlyForwardStrand);
+extern void DumpHmmInflationsPerInequality (char *cmFileName,const std::string& programParams,bool doLocalAlignment);
+
+// Cm2HmmOptimizeCorrel.cpp
+extern void GlobalHmmOptimizerCorrel (char *cmFileName,bool doLocalAlignment,const std::string& programParams,bool useProbRatioForEmissions,const char *distanceMeasure);
+extern void BuildHmm_MaxLikeliPathCorrespondence(char *cmFileName,bool doLocalAlignment,const char *hmmBinFileName,const std::string& programParams,Cm2Hmm_HmmBuildType hmmType);
+extern void BuildHmm_MaxLikeliPathCorrespondence(char *cmFileName,bool doLocalAlignment,InfernalHmm& createdInfernalHmm,const std::string& programParams,Cm2Hmm_HmmBuildType hmmType);
+
+// cmzashaSearch.cpp
+extern void SetHeuristics(BranchAndBound_UpperBoundHeuristic *(&upperBoundHeuristic),BranchAndBound_SearchHeuristic *(&searchHeuristic),const char *searchTypeName,const char *BB);
+extern void SearchWithPruning(int windowLen,float minLodScoreForHit,const char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,bool runCM,const CovarianceModel& cm,SearchPruner& searchPruner);
+extern void SearchWithPruning(double& filteringFraction,double& runTimeInSeconds,int windowLen,float minLodScoreForHit,const char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,bool runCM,const CovarianceModel& cm,SearchPruner& searchPruner,bool enablePrintfs=true);
+extern void SearchWithHmmCommittee(const int hmmCommitteeSize,const int windowLen,const float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,const bool runCM,const int effectiveCommitteeSize);
+extern void SearchWithHmmCommittee_EvaluateEveryone(const int hmmCommitteeSize,const int windowLen,const float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,const bool runCM,const char *inputSequenceFileName);
+extern void SearchWithHmm(int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,bool runCM);
+extern void SearchWithHmmWithSubCm(const char *subCmFileName,int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,bool runCM);
+extern void SearchWithBlastish(int valueOf11,const char *rfamCsvFileName,const char *rfamId,int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,bool runCM);
+extern void SearchFromBlast(int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,char *fastaFileToSearch,SequenceSet& sequenceSet,char *blastOutputFile,const std::string& programParams,bool extendHitsToWindowLen);
+extern void SearchForExactRfamMembers(const char *rfamID,const char *rfamFullCsvFileName,SequenceSet& sequenceSet);
+extern void ZashaSearch(const char *searchTypeName,int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,char *fastaFileToSearch);
+extern void SearchToLearnMarkov(SequenceSet& sequenceSet,const std::string& programParams,int markovModelOrder,const char *markovSaveFile);
+extern void DumpHmmAndCmScores (int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams);
+extern void DumpHmmBlockHeuristic (int windowLen,float minLodScoreForHit,char *cmFileName,bool doLocalAlignment,SequenceSet& sequenceSet,const std::string& programParams,int blockSize,const char *dumpFileName);
+extern void CountNucs(char *seqfile);
+extern void PartitionSequenceFiles (SequenceSet& sequenceSet,const char *targetDirectory,cm_int64 maxNucsPerFile);
+extern void HashTestSequences (SequenceSet& sequenceSet,const char *targetFileName);
+
+// in FakeCmbuild.cpp
+extern void FakeCmbuild (char *alifile,char *cmfile,const char *hmmBinFileName,const char *strategy,const std::string& programParams);
+
+// in CmSimplePathEmit.cpp
+extern void CreateRandomStockholmMSA (const char *msaFileName,char *cmFileName,bool doLocalAlignment,int numSeqs);
+#endif
+
+// in cmzasha.cpp
+extern void MarkovGenerate(int length,int maxSizePerSequence,const char *outputFileName);
+
+extern MarkovModelStats *defaultTrainingMarkovModelStats;
+extern void SetNew_defaultTrainingMarkovModelStats (MarkovModelStats *newMarkov);
diff --git a/rigfilters/cm2hmm-1.0/cmzashaUtils.cpp b/rigfilters/cm2hmm-1.0/cmzashaUtils.cpp
new file mode 100644
index 0000000..df25907
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/cmzashaUtils.cpp
@@ -0,0 +1,453 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+#include "stdafx.h"
+#include "UseDebugNew.h"
+#include "cmzasha.h"
+
+// global vars
+char *nucs=Alphabet; // defined in globals.c in infernal-0.54/src
+bool cmpWithInfernal=false;
+bool cmpWithPureHmm=false;
+bool useThresholdOnCm=false;
+bool dumpHmmCommitteePruningStats=false;
+bool analScoreDumping=false;
+const char *overrideHmmCacheFileName=NULL;
+const char *dumpHmmScoresFileName=NULL;
+const char *dumpLastHeurScoreInSequenceFileName=NULL;
+FILE *dumpLastHeurScoreInSequenceFile=NULL;
+FILE *dumpHmmScoresFile=NULL;
+bool disableHmmBuildInfoDump=false;
+const char *dumpFracLetsThruByScoreThresholdFileName=NULL;
+bool dumpAverageScore=false;
+FILE *dumpFilterResultsFile=NULL;
+bool enableProgressFile=true;
+
+/* miscellaneous utility-type functions & classes */
+
+std::string GetFileNameFromFullPath (std::string path)
+{
+ size_t i=path.find_last_of("/\\");
+ if (i==std::string::npos) {
+ return path;
+ }
+ else {
+ return std::string(path,i+1,std::string::npos);
+ }
+}
+
+std::string DumpProgramParams(int argc,char **argv,bool doPreamble)
+{
+ std::string programParams;
+ programParams += "Params: ";
+#ifdef _MSC_VER
+ int firstArgv=1;
+#else
+ int firstArgv=0;
+#endif
+ for (int i=firstArgv; i<argc; i++) {
+ programParams += argv[i];
+ programParams += " ";
+ }
+ programParams += "\n";
+#ifdef _DEBUG
+ programParams += "Build: debug\n";
+#else
+ programParams += "Build: release\n";
+#endif
+
+#ifdef _MSC_VER
+ WORD wVersionRequested = MAKEWORD( 2, 2 );
+ WSADATA wsaData;
+ WSAStartup(wVersionRequested,&wsaData);
+#endif
+ char hostname[4096]="???";
+ gethostname(hostname,4096);
+ programParams += "Host: ";
+ programParams += hostname;
+ programParams += "\n";
+
+ if (doPreamble) {
+ printf("%s",programParams.c_str());
+#ifndef _WIN32
+ pid_t pid=getpid();
+ double d_pid=(double)pid;
+ printf("pid: %lg\n",d_pid);
+#endif
+ }
+
+ return programParams;
+}
+
+void AnotherParam (void)
+{
+ Die("insufficient params. Run \"cmzasha --help\" for help.");
+}
+bool HasAnotherParam (int a,int argc)
+{
+ return a<argc;
+}
+void AnotherParam (int a,int argc)
+{
+ if (!HasAnotherParam(a,argc)) {
+ AnotherParam();
+ }
+}
+
+std::string LineBreaksToTabs (std::string inStr)
+{
+ char *s=new char[inStr.size()+1];
+ strcpy(s,inStr.c_str());
+ char *cursor=s;
+ while (true) {
+ size_t offset=strcspn(cursor,"\r\n");
+ if (offset==strlen(s)) {
+ break;
+ }
+ s[offset]='\t';
+ }
+ std::string str(s);
+ delete [] s;
+ return str;
+}
+
+std::string LineBreaksToSpaces (std::string inStr)
+{
+ char *s=new char[inStr.size()+1];
+ strcpy(s,inStr.c_str());
+ char *cursor=s;
+ while (true) {
+ size_t offset=strcspn(cursor,"\r\n");
+ if (offset==strlen(s)) {
+ break;
+ }
+ s[offset]=' ';
+ }
+ std::string str(s);
+ delete [] s;
+ return str;
+}
+
+
+///////////////////////////
+// HitList
+
+int HitList::TotalSize (void) const
+{
+ int total=0;
+ const_iterator i;
+ for (i=begin(); i!=end(); i++) {
+ total += (i->second - i->first);
+ }
+ return total;
+}
+cm_int64 HitList::SizeIn2D (int windowLen) const
+{
+ cm_int64 total=0;
+ const_iterator i;
+ for (i=begin(); i!=end(); i++) {
+ int len=i->second - i->first;
+ if (len<=windowLen) {
+ total += len*len/2; // it's just a triangular region
+ }
+ else {
+ total += windowLen*windowLen/2; // the triangular starting part
+ total += (len-windowLen)*windowLen; // the rectangular part
+ }
+ total += (i->second - i->first);
+ }
+ return total;
+}
+void HitList::Dump (FILE *file) const
+{
+ const_iterator i;
+ for (i=begin(); i!=end(); i++) {
+ if (i!=begin()) {
+ fprintf(file,", ");
+ }
+ fprintf(file,"[%d-%d)",i->first,i->second);
+ }
+ fprintf(file,"\n");
+}
+int HitList::GetOverallLast (void) const
+{
+ if (empty()) {
+ return 0;
+ }
+ else {
+ return back().second;
+ }
+}
+void HitList::Init (int first,int second)
+{
+ clear();
+ std::pair<int,int> fullWindow;
+ fullWindow.first=first;
+ fullWindow.second=second;
+ push_back(fullWindow);
+}
+void HitList::Init (int length)
+{
+ Init(0,length);
+}
+void HitList::InitEmpty (void)
+{
+ clear();
+}
+
+void GetNucNumsFromHalfOpenInterval(int& startNuc,int& endNuc,int first,int last,int sequenceLen,bool isReversed)
+{
+ int start=first,end=last;
+ // emblcsv format is a fully closed interval, whereas we used half-open intervals
+ end--;
+ // if reverse strand, we must reflect the #s
+ if (isReversed) {
+ start=sequenceLen-1-start;
+ end=sequenceLen-1-end;
+ }
+ // emblcsv format is 1-based, but we're using 0-based
+ start++;
+ end++;
+
+ startNuc=start;
+ endNuc=end;
+}
+void GetNucNumsFromHalfOpenInterval(int& startNuc,int& endNuc,int first,int last,SequenceSet& sequenceSet)
+{
+ GetNucNumsFromHalfOpenInterval(startNuc,endNuc,first,last,sequenceSet.GetLength(),sequenceSet.IsReversed());
+}
+
+
+////////////////////////////
+// FracLetsThruCounter
+
+FracLetsThruCounter::FracLetsThruCounter ()
+{
+ ResetCounts();
+}
+FracLetsThruCounter::~FracLetsThruCounter ()
+{
+}
+void FracLetsThruCounter::ResetCounts (void)
+{
+ nucsInAllSeqs=0;
+ nucsLetsThru=0;
+ nucsSinceLastProgressReport=0;
+ nucsLetThruSinceLastProgressReport=0;
+
+ size2dOfAllSeqs=0;
+ size2dLetThru=0;
+ size2dSinceLastProgressReport=0;
+ size2dLetThruSinceLastProgressReport=0;
+}
+cm_int64 FracLetsThruCounter::GetNucsInAllSeqs (void)
+{
+ return nucsInAllSeqs;
+}
+double FracLetsThruCounter::GetFilteringFraction (void) const
+{
+ return (double)(nucsLetsThru)/(double)(nucsInAllSeqs);
+}
+void FracLetsThruCounter::DumpFracLetsThru (FILE *out,const char *messagePrefix,bool sinceLastProgressReport)
+{
+ fprintf(out,"%sdone %lg nucs (frac lets thru so far=%lg, 2d-fracLetsThru=%lg).",messagePrefix,(double)nucsInAllSeqs,(double)(nucsLetsThru)/(double)(nucsInAllSeqs),(double)(size2dLetThru)/(double)(size2dOfAllSeqs));;
+ if (sinceLastProgressReport) {
+ fprintf(out," (since last report did %lg nucs, fracLetThru=%lg, 2d-fracLetsThru=%lg)\n",(double)(nucsSinceLastProgressReport),(double)(nucsLetThruSinceLastProgressReport)/(double)(nucsSinceLastProgressReport),(double)(size2dLetThruSinceLastProgressReport)/(double)(size2dSinceLastProgressReport));
+
+ nucsSinceLastProgressReport=0;
+ nucsLetThruSinceLastProgressReport=0;
+ size2dSinceLastProgressReport=0;
+ size2dLetThruSinceLastProgressReport=0;
+ }
+ else {
+ fprintf(out,"\n");
+ }
+}
+void FracLetsThruCounter::ProcessPruning (const HitList& inputHitList,const HitList& outputHitList,int windowLen)
+{
+ int inputNucs=inputHitList.TotalSize();
+ int outputNucs=outputHitList.TotalSize();
+ nucsInAllSeqs += inputNucs;
+ nucsLetsThru += outputNucs;
+ nucsSinceLastProgressReport += inputNucs;
+ nucsLetThruSinceLastProgressReport += outputNucs;
+
+ cm_int64 input2d=inputHitList.SizeIn2D(windowLen);
+ cm_int64 output2d=outputHitList.SizeIn2D(windowLen);
+ size2dOfAllSeqs += input2d;
+ size2dLetThru += output2d;
+ size2dSinceLastProgressReport += input2d;
+ size2dLetThruSinceLastProgressReport += output2d;
+}
+
+
+
+#ifndef DISABLE_ZRAND
+
+zrand::ZRandom *rander=NULL;
+zrand::ZRandom *GetRander (void)
+{
+ return rander;
+}
+void InitRand (void)
+{
+ bool initWithRandomSeed=true;
+#ifdef _DEBUG
+ initWithRandomSeed=false;
+#endif
+ rander=new zrand::KnuthRngDouble(initWithRandomSeed);
+}
+void DestroyRand (void)
+{
+ delete rander;
+ rander=NULL;
+}
+void ReinitRandWithFixedKnuth (void)
+{
+ delete rander;
+ bool initWithRandomSeed=false;
+ rander=new zrand::KnuthRngDouble(initWithRandomSeed);
+}
+double rand01 (void)
+{
+ /*
+ double ri=rand();
+ double maxRand=RAND_MAX;
+ double r=ri/maxRand;
+ assert(r>=0.0 && r<1.0);
+ return r;
+ */
+ return rander->Get0To1();
+}
+int RandInt (int N)
+{
+ int r=(int)(rand01()*(double)(N));
+ assert(r>=0 && r<N);
+ return r;
+}
+
+#endif
+
+
+std::string GetSubsequence (const char *rnaSequence,int first,int last)
+{
+ std::string s;
+ for (int i=first; i<last; i++) {
+ s += nucs[rnaSequence[i]];
+ }
+ return s;
+}
+
+const char *GetSqinfoDesc (const SQINFO& sqinfo)
+{
+ if ((sqinfo.flags & SQINFO_DESC)!=0) {
+ return sqinfo.desc;
+ }
+ else {
+ return "";
+ }
+}
+void AnnounceFastaFile (FILE *out,const char *fastaFileName,const char *virtualFastaFileName)
+{
+ fprintf(out,"----fastaFile: %s\n",fastaFileName);
+ if (strcmp(virtualFastaFileName,"")!=0) {
+ fprintf(out,"----virtualFastaFile: %s\n",virtualFastaFileName);
+ }
+ fflush(out); // doesn't happen that often, since FASTA files are usually reasonably large, & flushing means that the user can see where we got to
+}
+void AnnounceCmFile (FILE *out,const char *cmFileName,bool doLocalAlignment)
+{
+ fprintf(out,"----cmFile: %s (%s)\n",cmFileName,doLocalAlignment?"local":"global");
+}
+
+
+
+void AddWindowToList(HitList& hitList,const std::pair<int,int>& thisWindow)
+{
+ assert(thisWindow.second>=thisWindow.first);
+
+ if (hitList.empty()) {
+ hitList.push_back(thisWindow);
+ }
+ else {
+ std::pair<int,int>& prev=hitList.back();
+ if (prev.second >= thisWindow.first) {
+ // merge them
+ assert(prev.first <= thisWindow.first); // else we weren't calculating the left extent correctly, or it's not sliding properly
+ assert(thisWindow.second >= prev.second);
+ prev.second=thisWindow.second;
+ }
+ else {
+ // this is a new one
+ hitList.push_back(thisWindow);
+ }
+ }
+}
+
+
+void ParseRfamMembers(RfamSeqList& rfamSeqList,const char *rfamID,const char *rfamFullCsvFileName)
+{
+ rfamSeqList.clear();
+
+ CommaSepFileReader rfamFullCsv(rfamFullCsvFileName,',');
+ while (rfamFullCsv.ReadLine()) {
+ if (rfamFullCsv.GetNumFields()!=4) {
+ throw SimpleStringException("Rfam.full.csv file (line #%d) has a line with # fields !=4\n",rfamFullCsv.GetLineNum());
+ }
+ if (strcmp(rfamID,rfamFullCsv.GetField(0))==0 || strcmp(rfamID,rfamFullCsv.GetField(1))==0) {
+ RfamSeq thisSeq;
+ thisSeq.name=rfamFullCsv.GetField(2);
+ thisSeq.seq=rfamFullCsv.GetField(3);
+ thisSeq.isFound=false;
+
+ if (thisSeq.seq.size()>=5) { // there's a 1-length member of RF00001...
+ rfamSeqList.push_back(thisSeq);
+ }
+ }
+ }
+}
+
+
+void SetNew_defaultTrainingMarkovModelStats (MarkovModelStats *newMarkov)
+{
+ if (defaultTrainingMarkovModelStats!=NULL) {
+ delete defaultTrainingMarkovModelStats;
+ }
+ defaultTrainingMarkovModelStats=newMarkov;
+}
+
diff --git a/rigfilters/cm2hmm-1.0/data/AL096836.fna b/rigfilters/cm2hmm-1.0/data/AL096836.fna
new file mode 100644
index 0000000..6940862
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/data/AL096836.fna
@@ -0,0 +1,25217 @@
+>emb|AL096836| Pyrococcus abyssi complete genome
+GGGCTTTAGCCTCCTTCACCGCTTCCACGATTTTCTGCCTGTCAAAGGGCATTCTAGACATCCCTCCTTA
+GGTTTTTAATTAAAAATTCAAGGTGGAGTAAAAAGGGATGTTTTTAAATTTTTCTCACTCTTTCTCGGCC
+TTCTCAAATAGCTCGTCGTAAACCCCTTCATCTATTTCTCTCTGAACTTCCCTTGGATCCTTGCCTTCGA
+CGGTAACTCCCATGCTTAAAGCCGTTCCAATGACTTCCTTGGCGGCAGCCTTAAGAGTCAATGCTAGCAT
+CTGGTTTCTCTTCATCTTAGCTATCTTGATAACTTGCTCCATCGTTAAGTTCCCAACGATATTGTGCTTC
+GGCTCACCGCTGCCCTTCTCGAGCCCTAGTTCCTTCTTTATCAACTGGCTAGTTGGAGGGACTCCAACTT
+CTATCTCGAACTGCTTGGTTACTGGATCTACGATGATCTTCACTGGGACCTGCATCCCAGCGAACTCTTT
+AGTAGCCTCGTTTATCTTATCAACTACCTGCTTCACGTTCAATCCGAGTGGACCTATAGCTGGACCAAGT
+GGAGGACCAGGAGTAGCCTTCCCACCCTCTACTAAAACCTCAACGACCTGCTTCTTCATCCTTTCTCACC
+TCACTCCTCCTTCTGACGCTTGCTTATAAGCCTAACGTATTCTCCCCTAACCGTTACTGGAATCGGCACT
+ATCGCGCCTATAAGCTCAACAACGATCTCGTCCTTGCTTTCATCTACCCTAACAACCTTGGCCTTCTCTC
+CCTTGAACGGCCCAGATATTAGCTCAACGATATCTCCTGGTTCAAGACCACTAACGGCGGGCTTCTCCTC
+CAGGAAGTGCTCTATCTCACTAAAGGGTATCTCCCTAGGAAGAACTCCTCTAGCATGCCTTATTCCCCTA
+ATGGCTTCATCAACAACGCTTTTCTCGGGAGCTTCAATAAATATGTAACCCTTGACCTTAGAAGGAGCCA
+AAATAGCATATATCGGAAGATTATAAGTCCTAACCTTGCTGTATATTAACCTCGCAGTGTTTTCCTCCTG
+ACCCTGCGTAACCCTAACCGCAAATATCTTCCCACCCATCCTTTCATCCTCCAAGTACTAAGATGCCCAT
+GATTCTTATTAGCATGCCAATCAAGCCGATTAATATTATTCCAAGCCCCGTAATCTTCGCTGCCTTCTTA
+TACTCCTCCCATCCTGGCTTCCTCGTGACTAGGAAGACCCTCTTTGACTCCTTTAGAAAATTCCTGATCC
+TCTCTTGTAACTCTGGCATCCCTTTCCCCCACTCTTAACCTTGGTATTTAATTTAAAAATTTTAAGAAAA
+GTTAAAGCTCAGGGATATCGATCTTAACTGGGGGAACCTCTTCCTCTGAGGGCTCGGGAGTTTCCTCCTG
+GAACGTTATGTACCTGGATGTAACGCCTGTAACTATTACCATCACCCTAATTGTCTTCTCGAGTTCTGGC
+TCAAGCTGGATTCCCCAGATTACCTGGGCCTTTGGATCAACGTTCCTGGTAACGTACTCTATAATTTGCT
+GAGCCTCCTCAAGCTTAACATCGGCACCGCTTATGCTAATTAGAGCTCCCTTTGCCCCACTTATATCCAC
+GTCAAGGAGCGGACTGTTAAGTGCCTGTTCTGCAGCCTCCAAAGCTCTCTTCTCGCTGTCGCTCTCACCG
+ATACCTATCATCGCAACACCGCCATCCTTCATGACGGCCCTAACGTCATTGAAGTCAAGGTTAACTAGAC
+CTGGCTTGGTTATTAACTCGGTTATTCCCTTAACTGCTTGAACCAATATCTCGTCGGCAACCTTGAAGGC
+CATTTGAATCGGTAGCTTTGGAGCGACCTCGAGTAGCTTATCGTTCGGTATAACTATTACCGTGTCAGAA
+GCCTTAGCAAGTCTCTTAAGGCCATACTCTGCATTCTTGGCCCTTCTAATACCTTCCATAGTGAAAGGAA
+GCGTGACGACTGAAACGGTTAAGGCACCCATCTTCTTCGCCATTTCAGCTATGACGGGAGCGGCTCCAGT
+ACCTGTTCCCCCTCCAAGACCACATGTCACGAAGACCATATCAGCGCCTTCTAAAGCTTCTCTTAGTTCC
+CTCTCGCTCTCCTTGGCGGCTTCTTCTCCAATCTTTGGATCATTTCCAGCTCCAAGACCTCTCGTTAACT
+CTTTACCGATGAGGATCTTTTGATGAGCCTTAATCTTCAAAAGATCTTGAGCATCAGTGTTGACGGCTAT
+TATCTTAGCTCCAGTTACACCAACTTCCATCATCCTATTAACGGTGTTACATCCAGCTCCTCCAACTCCA
+ACCACATATATCCTCGCTTTTATCTGCTCTACTATCTTTTTAAGCTCCTCATCTATACTTGACTGAGGAA
+CTTGAATTTCCTGAGGTTTTTGCTCCTCTGCAGACACCCTTTCAACGACGTTCTCAACGAGCTTTAGCAT
+GCTCCAACCCTCCCTTATCAGGGTTAAATCTAAGAGAGGATTTGAAGGGAGGAAGTATATAAATTTCACT
+ACTCTTTGACGACGGCCCTGGGAAGGGGTACTGGATAAGGGATGCGCATTTCCTTAGCCAAGTGCATCAT
+CAAAGGCATTAGCTCAGATGTGGTGTAATTAACTACCTCCGCAACCAACTCACCAGGAAGAACTTTCTTT
+TCTTCCCATTCATCAAGTATCTCATCGATCTTCTCCTTGTCCCTTGGAACGTAAAAGACCCTAAGCTTTA
+TAGAAGCCCTGGCAACTTCAGGGGAATATAGAACATCGTACCTAACGTCAACCTCGATCCCTTTTACCCT
+TCCGGAAGGGAGGGGCATCTCCCCGAGTCTTAGATTCTCTATCGTCGGTCTAAGAGAAACTTCTATTCTT
+CCTCCCCCGATTTTTAACTTTTCAAATTCAACTCTAAGCATGTCATGACCAAGTATCGGCACGTTCTTTC
+ACCGAACCTAAGGAAGAGCGATCACTTATTAATGTTTTCATGGATTCTAAATTTTATATTTCTAATGACT
+TCCTCCTTTTTAGCTTCCGGATTCTTCGAGTAGGCTATCATAATCTCATTTAATATGTAAAAGAGCTTTT
+CAATTATGTCTTCACTAAGATTCCAAGGCGTAGCGTACCTATACAATACCAAATCGACTAACTCATCCAT
+ATCAAACTTTGCCAAAGATTTACTGCCGTCTGGTTCAACCATTAGTACGGATATACCATCCCCCTCAAAC
+GCGATTACCACTCTACCCTCCATTTTCCCCATCAATAATAGTATGTGAAAAGGAGTAAATTAAATTTGCG
+CTAGTCTTTTATGAATTCTAAACCCAACTCCTGGGCTAAAGACTTTGCTAGTTGTCTAGTTTCGCCTTTA
+CTTCCCTTCCAGTCAACGTATATCGCCTCTACCTTCTCGTGAAACCTGTTGATGGCCTTTAGTATGACAT
+CCCTAGAAACGGGTTGAGCGTACTTTGGGAGTATATGACCGAAGGCCAAGTCAGAATTCAAAGCCCTTTT
+CGTTTGCTTTGGTGCGTAATGACCACCACCGATTCCCAAAGCCACTTTAAACTTCGAGTTCTCGTAGTTA
+TCAAGGACGTAAACTATGGTTTCGGCTATTATTTCTCCAGCCCTATCGTTAACCCACTCCTCCTCGCTCG
+AACCAATCTCTATGAAAAAGCTTGGAACTTCCAACTCACTTGGCCCATGATGAGTTGCCTCGTAACAAAC
+CGTCCACCCGAGGTCATTTAACTCGTTCATCTTAAGCAGGGCAAGTTTCATAGCTGAGGGAATTGCAATT
+GCAAAACTTTCATCTTTCCCTCCGTACATTGCCTCCCCCCAGTTTCCCGTTACATGGGTTGTCAATGCGG
+GAAGCTTCTGCTTGCTTGAATGCCTAGAAGCGAATGCAATTATCTCGGGCTTAAAGCTGAGTTGTTTCTC
+TATCTCCCTGTCGAGGTAATCGTAATAAATCATTTCATCGTTCGTAGTTAGTATTACCATGTCATCCTTC
+TTATAAACTGGATTTCCGTCGAATTTAAGCTCGGTTTCCTTAAAGCCGAAGTTTTCAATCAGCTTTTGCA
+TTATGTTCATTGAAGCCTTGTCCACCTTGGTAGTCATAATCACCTTCATCTCACCACCCAACCAAAGTCC
+CATGAGTTGCTTAATACGATTTTCCTAAAAGGATATTAATTGAAAAACGAAACAGCTCTTGATGCCCAGG
+GAAAAAGTCGTGAGAATCTGGGATGAAAGGGAGGTAATCTACACCCCCAAAAGGTGGAGGATACTCTGGG
+AAAAGAGAGAGAAGGCTCTCAAGATAATGGAGCTCTTGAAAGATTTTGATCCCCACGTTTACGGTAGCGT
+TGCCAGAGGAGACGTAAGGAGAGATAGTGACATCGACATTGTTATACCTTACAGGGTTCCAAGCTACTTG
+ATAGAGTTGGCACTCGGTGACCTAGTTCAAAGAAGAAGGATAGTCATGGCGACCCCTTGGCATTTAATAA
+AGGGGCACATTGAAATAGATGAGGAAACCACGGTGACTTTCTTTTTAACTAATCCCACAGATAGGGAGTT
+AGAGTTTTACAAATGGGGCGGCATGCTAGACTTGTGGGGGGTTAAAACAAAGCAGAGGGTTCCTGGGGTT
+AATAAGAAATTAATTTTGATTATTCCAACTGATAAGGGACACATAGAGAGGGAGGTAGTTGGAAGGGAAC
+CAGAAGTCGCGAAAATACTTGGAGTGAGCATAGACATCGTGGAGGAGAGGGTGAAAGTTCTAACCAGGAG
+GGATAGAATAGGCAGAACTGGAATTTACCTTGATGAGGAAGTTCCAGACTGGAAGAGCTTTGAAGAGTTC
+TTAAAGGAGTTAGCAGATAGGGATCCCAATATAAGGAGGAAGGTCAGAGATAACATCTAAGAAAATTTTA
+TAACCCTAATCTTATACCCTATCCACCGAGGGGCCGTAGGGTAGCTTGGCCTATCCTGCGGGCTTCGGGA
+GCCCGTGACCCGGGTTCAAATCCCGGCGGCCCCACCATCTCTTGAATTTCACAAATAAACTTAGGCTTGA
+GTTCTTTGACTCCATGATAATAACCCGTTCTGGTTATCCGCTACGGGTGGCACGGATGGAACTTTTGCAC
+CACCCATAGTGGATAACCTTCCACCTACTCTCCTTCATCGGCTGACCTTCGTGGGAACGGAAACTCCCCA
+CGTCCTCTCAGGTCTCTCAAACGAATGCTCCTAGAGCACAAAATATCTTTTTCTCTCAAACCCAAACTAT
+TTATTGACGAGGATGACCTCCAATATATTCAGAGAAATTGGGATGTGTGTAACGTGGAAAACGTTGACAT
+CATTAGGGAGCTTGCAAAGATAGAGAGAAAACTGGATAATATAGAAAAACTCCTAAACGAGCTACTTGAG
+CGAGAAGAGAGTTATGCCATAATGAAGCTCTCAGAGGAATCCCTAAGAGAGTTCCTAGCGGACGAGCCGT
+ATATAACTCCGAAGAGGATCTCAAGGTGAAATATAGATGAAAGGAAAGATAGTCCTCGTACTATTTCCAT
+TCACAAGCTTGAGAGGAACAAAACTTCGTCCTGCTCAAGAATTGAACGTTATAATCCAGAGACAGATGTC
+CTTATCAAAGAATCACGCCCTGAATTTAACTTAACAAGCCTTAAAGTTTCGTCATTTATCAGACTTACAA
+AGATAGCAACAGTTCAAAAAGATATTACAGTCGGTGAACTTGGAGAGATCGGCCCAATAACCAAAAAGAG
+ATAAACCAGAAGATATGTTCAATCCTAGGATTTTAATGATGAGGAAATAGCTCATTGAAAAGTTATACTC
+ATAGAGTTTTAAAACCCTGTATCAAGATTCTCAACGACACTCTTAAAACTTTAGGTGCTGAATCAGGTTT
+CATGAAAATCGTGCACGTAGATGAAACCTCAACGAGGTACTATGGCTATGACCTCACCTCTAGATACATT
+CAAGCTGTGTTTCCCTTAGATGGGATACTCTGCGAAGTTGAGGAAACTATCTATGAGGACGGAGACAGAG
+AAGCGGATGGAATATTTTATAAGGCTCCAAAAGATATCCTCATTGAGCTCTCTGAGTTAATACTTAACGA
+ATTATCCCCTTCAGCCCTTGTCGACGTCATTTTCTCTTTGAGTGTTTAAGATCTTCTTCCAGTTAAAGAA
+CTTGAAAATGAAAAGCTTGTAGAGATAACAAGGAGAATTATGGAAGAATCCAACGAACTCGAAAACATAA
+TCATAGTAGGGGGAGGAGATATCACGGATCTATTACCGTCCGGTAATGATTTAACTTTATTCGTGTTGGA
+CGAAATCGAGATAAGGAGGGTCTCAAAGGATATAAACGTAGAGGAATTCAGACGTATCCTCGGGAGAGAC
+GTTAAGGACATTATGGACGTTATAGACTTTATAAAGGTGAAAAGGTATGGCAAAGATTAAAGATGAATGG
+GGAGAATTCCTTGTTAGGCTTGCCAGGAGAGCCATAGAAGAATATCTAAAAACTGGAAAGGAAATAGAAC
+CGCCAAAGGATACTCCAAAAGAGCTCTGGGAGAAGATGGGAGTGTTCGTTACCCTGAATAGACACAACGT
+TCCGCCCCAAACTGCGTTAAGAGGATGCATAGGATTTCCATTGCCAATATACCCACTCGTTAAAGCAACC
+ATCAAGGCAGCTATCTATTCAGCAGTCGATGACCCTAGGTTTCCCCCAGTCAAGCTTGAGGAAATGGACA
+ATATTATAGTAGAGGTAAGCGTCCTAACACCCCCAGAGCTAATCGAAGGTCCACCAGAAGAGAGACCCAA
+GAAGATAAAAGTTGGAAGGGACGGATTGATAGTAGAAAAAGGAATTTACTCGGGGCTACTATTACCTCAG
+GTTCCAATAGAATGGGGATGGGACGAAGAAGAATTCTTAGCAGAGACATGCTGGAAAGCAGGACTACCTC
+CAGACTGCTGGTTGGACGAGGATACCAAGGTTTACCGCTTCACAGCGGAGATATTTGAAGAGGAGTACCC
+AAGAGGACCAGTTAGGAGGAAGAGCCTCGTTTGATCTCCAAGCTTACGTCGAAGTTCTTCACGGAGTGAG
+TTAAGTAGCCTAAGCTTATAACATCCACATCAAGCTTAGCGTATTCTTCAATATTATTTGGAGTTATTCC
+ACCCGAGACCTCTATCTTGATGTTTTCTCTTAATCCTAGCCTCTTCAGCTCTTCTATAACCCTCACTATT
+TCCTGAGGTTTCATGTTGTCAAGCATTATAATGTCGGCACCAGCCTTTGCGGCCTTAATGGCATCTTCCA
+AGCTCTCCACCTCAACTTCAACAACCTTGTACATGCTGAACTCCTTTGCTCTTCTTATGGCCTCTTCAAG
+GGGGACTAGAGCTAAGTGATTATCCTTTATTAAGATTGCATCGCTCAAAGAGAAACGATGAGGCTCACCG
+CCACCGATCATTATGGCTTTCTTATCTATCAACCTAAGAAGGCTCTTCCTGGTTCCAGCCACCTTTACAT
+TTGGATTAACTCTCTTAACTTTCTCCACGAGTTTCCTGGTTTCAGTTGCTATTCCGCTCATCCTCCCCAT
+TATGTTAAGCGCAGTCCTCTCCACGAGTAATATTGCTCTAGCGTTCCCCTTCAGCTCTAGAATAACCTCG
+CCAGCTCTAACCTCTTCACCGTCCCTCTTCTTTACGCTAACGCTAACCCCAAAGTGCTCAAATAACACCT
+TTGCCTCCTCAACTCCAGCTATCACTCCATCTTGCTTCGCTATTATGACCGCTTCAGCCTCCATGTCCTC
+GGGTATAATGGCCTCGCTCGTCACATCCCCGTAGGGGGCGTCCTCCTCTATGAACTTCAAAAGGTAGTTA
+AGTGGTATCATAGCTCATCCCTTCGCGTACGTTAATATTCCAAATACCATATGGACGTTTTCTTCAACCT
+TATCTCCTAGCCTCATCCTAGTGCAAGATGTCAATTCAACTGGACTGAACTTTTTAATTAGATCCATAGC
+GTCTTCATTTGCATCGGGAACTATTATCTCCCTGCCCCTCAGGAGGAAGGCCTTTAGCATTATTTTCTCA
+GCGATTTTCCTCGATATCGCAACTAAGGGCCCAATTCTACCCCTGTAGACCATTCCAAAGCCCTCGTTTT
+CCACTCCAATTAACCTAGCTCCGCTCTCCAAGTAAAGCCTTAGAACCCTCGTCCTATCGTCACCAAATGC
+TTCCTTGTCAAGCTCCTCAACCCACCCAGGAATTTCCTTTAACTCCTTAACGCCCTCAACCTTCTTGAGC
+GGCCTGTTCCTGAGTTCGTACCTTACGGTCCTATACTCGTCGGTGAAATTGAACTTCTTGTAGAGCCCGT
+AACCCTGGGAGCTTGCATCTAGCCTTATAGTCTTACCTTTTCCAATTTTAAGCAACCTCTTGAATATCTC
+CGTCCCAATCCCCCTTCTCTGATATTCCTTCTTGACCCCCATAAGACCTACCCATGCAACTTTCTTGTAC
+AGGAATATACAACCCATCCCTACGGGCTTTCCGTCTATGAATGCTATTAGGCACCCATTGGGCTGGACTT
+TTAGGGATATTTCCATGGATTTCGCAACCGAATCCCTGGGTCCAGTGTAATTATATGCATCGATGAACAC
+TGAAACCATATCATCTATATCCTCAAAGGTTGCCACCCTTATCATCTCAGCTCATCTCTAGCATCCTCTC
+TATTGCCCTCCTCGCCTTCTCAGCTATGTCCCTGGGAACTTCAACCTTGTACTTCATATCCCTAAGGGAT
+TCGTAGATATGCTTCAGCGTTATAGCCTTCATTCCAATGCAAATGGCATCTTCCCTGGCTGGATAGAACT
+TCTTCTCTGGATAAAGCTTCTTCAATCTGTAAACCATCTCCCTCTCGGTAAAGACAACCCACTCATCGTG
+TAAGCAGGCGTTCTTTATCATTCCACCCGTTGAGACTATTATATCAGCCTTCTCCTGAACCTCTGGAATA
+CATTCGGGGTGAACCATGAGCTTAGCATTTGGATACAGCTTCTTCGCCCTCTCAACGTCCTCAATCGTGA
+ACTTCTGGTGGACATAGCAGTGGCCATTAGGCGGAACTGGGATGACCTTCTTACCTGTCATCTTAGCCAC
+GTAGTGGGCTAAGTTCTTGTCGGGGCCAAATATAACGACGTCTGCATCGAGCTTACTCACTATCTTTACT
+GCATTTGCGGATGTTACCGTTACATCGGCGTAAGCCTTTGTTTCTGCGGTGCTGTTAACGTACAGAACAA
+CCGGAGCATTCGGATACTTCCTCTTGGCCTCTATTATGTGCTCAACTTTGAGCATGTTGGCCATTGCACA
+GGTGGCCCTCCTAGAGGGGAGTAAAACCGTCTTATCCGGATTCAATATCTTGGCGGTTTCAGCCATGAAG
+TCCACGCCGGCAAAAACTATCACGTCTGCATCAACCTTGGTGGCTTTCCTAGCAAGCTCGAGGCTATCAC
+CTATGAAGTCCGCTATATCTTGAACCTCAGGGAGTTGGTAATTGTGAGCAAGGATTACTGCATTGCGCTC
+CTCCTTAAGCTTTAGTATCTCCTCAACAATATCCATCTCAACACCCATGATTGAGTTGCTCACTTGATAT
+AAAAATCATAGGATTAGCCATATGTATAGGAGTCCAGCGACAAGAAAGGTCAAGCTCGGTAAGAGCATTC
+TTAGGTAGACTTTACCAAGGTCAGCCTTGTAGTATTCCGCCGAAAAGACAAGGCAGAGGTGAACTGGACT
+AAAGAGCATTCCCATGTAGCCTCCTAAATAAGCTAGCGCTATCTTATCAAAACCAGTGAAGAAGGGCTTT
+AACAGAGGAAATACCATGGCCACATAGGCGAAGCTTATCCCAGTCATTAAGCCAATTATGAAGGGAGTCA
+CTAAGAGGATAATGATTATTGGAACGTGGAAGCTGAGCATAATCCTTGGAAGTACGTCAACCAATCCACT
+GGCCTCGATAACATCTTTAAAGTACATCACGGCTATCAACAGAAACACTATCCTGGGCTGAAACGCCCTC
+GTTAAAACTTCTTTTAGGCTTATTCTCTTAAGATTCGGGAGTAAAATTGAGAGGAAACCTACTAAAGAAC
+CGTAGAGCATATCCAGGCCTAGGATAATTGATAGGACTATTATCACCAGGATTGGATAAGTGGCCTTTAG
+GAGCATTTTCAATCCAGTAACTTTATTCCTGCCATTAGCTTTGTCTTCTTTAAGAGAGTAAACGAAGAAT
+AGGTAACCAATTGTTGCCATCAAAATCGTAAGTGGGAACATCTTGACGCTGATTTCCCTGATGGAAATTC
+CAACTACAGCCGAGGTAATAACAATTGCTTGGTACATCGGCCAAGAAAGCTCCCACACGTGCCTGAACCA
+GTAATTTATTAAGGTTTTGACCTCTGGCTTCAAGTTAAACTTGTTTGCAACGGGCTCTATCATCGGGGCG
+GAAACTAAAGCTCCAGCTGGCATTGGCATCAGGCCTATCAAAGCGGGTAGCGTCCAGAGGGAATGCTTGG
+CCTTTGGAAATAAGTGAAGGACAGCATTTTCCATATCTTTTAGATAACCTATTTGGGAAAATACTGAAGT
+TATTCCCATTATAAACGAGATTATTAGGATTAACCTTAAGGTGCTCCAAGAGGTTATCGTTGAGTACAAT
+GAATGTAAGGCTCCGTTGATTCCCAAGCCCGAAAGGAAAGCTAGGGTTAAGGCCCCCAGGAATATTGAAA
+CCCCTATGTTAACCTTCAGCCATATCAAGATTATAACGACAAGGAACGAGGCCAATAGTAGGATTATCTC
+CACCATACCACCAAGGTTGAAAAGGTTAGATGAGCATTTAAACATTGAGGTGGAAAAAGCTCGGCCTCTC
+GAACTCCTTCCTCATGAATGGGAAATCCCTCCTATAGTGGGAACCCCTACTCTCTTCCCTCTCGAGTGCT
+AAAGTTAGGACGGCCTTTGCAACAACTTTTAACCTCTGGTCTGCTTCAACTCCCTCCAGCTTCTTTAAAC
+CCTCAAGAAGAGAGCTCTTATCTCTAACTATTCCTGCATGATTCCACATTATCTCCCTTATGGAATCTAC
+ATCTCCAAGCTCATCGAAGTTATAAGGAGCATCGTTAGCTCCTCTCTTGGGCTCTTCCCTGAGAATCGTT
+CTAGCAACTTCCAATCCAGAGACCACGCACTCCAGAAGGGAATTGCTTGCCAACCTATTTGCCCCGTGAA
+AGCCGTTCGATGCGGCCTCTCCAATAGCGTACAATCCCCTTATCCTGGTTCTATAGAAGATGTCAACGCT
+TATCCCGCCCATCGTGTAATGAGCCACTGGAGTTACCGGGATCAAATCTTTCCCAGGGTCTATACCTTCC
+TTCTTCAACACAGAATAAACGTAAGGAAAGCGATCCTTGAAGTCTTCTATTCCCCTAGCATCCAGGAAAA
+CTCCCTTTCCCTCGAGCATTTTTAGGTAAATAGCTCTAGCAACGACATCCCTAGTTTCGAGCTCGTTTAC
+GAACCTCTCCCCATCCCCAGTAACTAACTTTGCGCCAGCCCCCCTTACGGCCTCGGTAATCAGGTAGGTT
+CTCCTACCTATAAAGCCCGTTGGATGAAACTGGACGAACTCCATGTCTCTGAGGGGAACTCCCTTGAGGG
+CTAGATCACCTATCAAAAGCCCAATGTTCTCCTTTACACCTGCCGTAAACCTATACAATCCAGAGAAACC
+TCCCGTAGCTACGACTACAGCATCAAACTTTAGCAACTCGCCGTTTAGGAAAACTCCAGCGAGCTTTCCA
+TTTTTTATTCCAATCTCCTCAACGAATCCCCTCACGAAGTTCACTCCAAGTTCCCTGGCATGCTTCTCAA
+GAATTGGAATCACGTGCTTTCCAGTTTCGCTCTTTATCGTGAAAACCCTCGGATGTGAATGCCCTCCCTC
+GAGCTCGTTGCCCGTAAAGGTTACGCCGTGCGATACTAGAAATGAATATGCCTCGGTAGATTTTGAAATG
+ACGTTCCAAACAACTTCCTCGTCATTTATGTACTTGCCAGCCCTTATTGTGTCGAGGACGTGAATCCTTA
+TGGAATCACCTTCCACCAAAGGAAAGGCTATTCCAGCCTGGGCTAGATAGGAGTTCGAATCCTTTGACTT
+TGGTCCTATTATTGAAACATCAACGCCCTTTTCGACCAATGAGATAGCTGCGACAAGCCCAGCGAGACCA
+CCTCCGACGATTCCAACTTCCATGTCTATCATCCCAGAAATCCTCTCATCTGAGCCAATTTAATAATATC
+CCCCTCTCCCCTAAACACAATCTCAGCTTCAGCTACATACTCCTCCTCGATCTCTGGTTTAAATTCTTTA
+ATCCTCTCAACTAGCTCCTTAAGGCCAGCCTTCTCAGCTACTCTAAAGCTGAAGAACCTCATTGCGAATT
+CTAAGTCCTCGTATATGTTCACATAGTACTCCGAAACTACATCTAGTTGTCTATCCGTGAGGGCGTTTAA
+GCCTAGCAATTCGGGTGGAACCCCTATCGAATACAGAGAGGCAGTAAACTTTATGGCCCTCGGAAGGGAC
+AGTCCTCCAACGTTCCTTGAATAACCGAAGAGACCTATGTGGAGCTTCCTCTTTCTCCTGTCGGGAATTC
+TCGTTGCCAACCTCCTTATATGGGGAGCTAAGATTTTCACCTGCCTCTGGTACTCAACTTCATAGAGTGT
+TATAAAATCGGGTACTTCAAGTGAATAAGGTTCCTTTCTCTTTGTGGATTTAACCTTTTCAACAGCCTTA
+ACTACCTCCTTAGTTGGGTAATCGAACTTGAAGCTACTCTGGACTGTGTAAGTTTGAACACTCGGGTATT
+CACTGAGAACGTTATCAACGTTATCTGGCCTCATTCCTCCCCTAAATGGAGGACCACCCACTCCGACTAT
+TGGATAAATTGGAATCGAAGTTTCTTCCTCCAGTTCCCAAATTTCTTGGAGGGCATTTTTGACGTACGTC
+ACCGCCGAGATTAGACCGTAATTCATAGCAGGATCACTTCTAGCGAGGAAAACTCGCTGATACTCTGGTT
+CTCTCCTTTCCAAGTACTCACCTATTATTTTTGCTGACTTTAAGAGAGCTACTTTAGTTTCAAAGAGAGG
+TATTATTCCGATTTCTTTCGGGTAAAACTCACCGATCCACTCTTTCACCGTCGTGTCATATATCCTCTCA
+TCCGCCAGGTTAACTACCTTTCTATACAGCTCATGCACTCGCTCAATTTCGGCCAAACTCGTCGTCATGG
+GTAGGATAACTTCAAATATCGGCGCTATGTCTTCCCCGTAGAATACCCTTGCATAATCTGCGGCCCTTGT
+TATCCCTTGAAGGGTTTCGAGGAGCAACTTCGCCTCGGCCTTTTCAACGGTTGGGTTCGGAACCCTTGGG
+GTTAACCTAACATCCTTTCCCAGGATAACCTTTCTGAAGAAAGATGGATATCTTTCGAGAAGTTTCTTTA
+CCACAAATTCGTCAACTTCTTTCCCTTCAAAATCCCACATCTGCTCGTCTGCACCTAAGACGTTGAATGC
+ATAGAAAGCTTCCGTTATCTCGTCTTCCCCTCCGAGAACAGGCGAATTCGCAAAGAATGGTATCGAGTAG
+TTATCCGGATGTTGAGTGCTCATTATCCTGGGTATCATTAAGCCCACCCAAACACTTCAAAATTGATAGT
+TTTAGAAATTATCGCGAGATAATTTGAATATAAGACAAAAGTTAAATAAATTTTTGGTTATAATATTCCA
+CGTTGGCACTGATTTACGCAACTTTTAAATATATGATGGTTCTATAATTCCAGGATGGCTAGTTTTAGGT
+TAGAAATGGCTTCTAATTTCCCTAAAAGTTCTAGAATTGGAATAATGAACAAGTAGATAAGAGAGCCTAC
+TAACAATCTGGGAATGGATATACTGGTTATAGGAGACCTCCACGGGGTGAGTATTAAGATAGATGTTCTC
+AAAATACCCGACATAGCCATTCAACTTGGTGATTTATCGAACTATGGGGAACCTGATATTATTGAGAATT
+TAATTTCAGAATTGGTTACACAGCTTGACCCTGTTCCCCTGCTGGTTATTCCAGGAAACCACGACATTTA
+CGGCTTAAATGACATCTTTGCAGCATTTCAGAGATTCAACAAGCTAGTAAAAAGGGCAGGTGCAATACCA
+CTTATGGAAGGACCACTAATACTCGAAGAAATTGGCATTGTTGGAGTGCCAGGTTGGTACGATTACTCGC
+TTGCCCCAGGGTACCTTAATATGACTAAGGATGAATATGAAATAAAGGCCTTTGGATTCCGACGATTAGA
+GGATGCAGATTATATAAAATCCTCCCTATCAGATGAGGAACTCGTAAGATGGAACCTAAACCTCCTCGAG
+AAGTTTATCTCTGAAATCAGGGAAAGTGTTAATGACGTAATTTTGGCTCTACACTTTGCACCATTTAAGG
+ATAGCCTTAAATATACTGGAAACCCTGAAATAGATTACTTCTCCGCTTATATGGGTTCCCAAAGATTCGG
+GGAGTTCGCACTTAGGCACAACATAGGATTAATTGTGCACGGCCATACTCACCGAAGTATTGAGTATTAT
+ATAGGCAAGACGAAAGTAGTTAGCGTTGGACTTAGAGAAACAGAACTTATAAGCCTTTAAATTCAAAGAA
+GAAGTAGAAAATTTGAAGAAGGAATCAAATCTCATCAGTCTAGGTCGCTACTGCTGCTGAAGTCCTCGCT
+TCCTCCTCCGCCCTTCTCTCCTTCCTTCTCCTTCTCAAGCTTCTGTGCTGCGATGACATCGTCAATTCTT
+AGGATCATTATAGCTGCCTCGCTGGCGCTCTTGATGGCCTGCTTCTTAACCCTTACTGGCTCAATGACTC
+CCCTCTCCATCATGTCGGCTGGCTCGCCCTCGTAGACGTCAATTCCGATGGTTGGTCCCTTCTCCTTGTG
+GGCGGCTATGACCTTAACTAGGGTCTCAATTGGGTCTAGTCCAGCGTTCTCTGCCAAGGTCCTTGGTATG
+ACCTTGAGGGCCTCTGCGAAGGCCTCAATTGCTAACTGCTCCTTACCACCGACTTCCTTAGCGTACTCGT
+CGAGCTTGATGCTTAGCTCGATCTCAGCGGCTCCACCGCCAGCGATGATCTTTCCATCCTCAAGGATGTC
+CTTGACTACCTTGACGGCATCCTCGAGGGCCCTCTCTACCTCGTCAACTACGTGCTCGGTTCCACCTCTG
+ATGAGGATCGTTACGGCCTTGGGGTTCTTGCAGCCCTCGACGAAGATCATGTTCTCTCCAGCTACCTTCC
+TCTCCTCGACGAGCTCGGCCTCACCGAGGTCCTCTGGGGTTAGGTCCCTTATGTTGGTAACGATCTTAGC
+TCCAGTAGCCTTTGCGAGCTTCTCCATGTCGCTCTTCTTGACTCTCCTTACCGCTAGGATTCCGTACTTG
+GCTAAGTAGTGCTGTGCAAGGTCATCGATACCCTTCTGGACGAAGACTACGTTAGCTCCAACCTCCTTGA
+TCTTGTCGACCATTTCCTTGAGCATCTTCTCCTCCTGCTCGAGGAAGGCCTGTAGCTGCTCTGGGCTGGT
+GATCCTTATCTCAGCATCGGTCTCGGTCTCCTTAACCTCTAGTGCATCGTTAATTAGGGCTATCTTAGCC
+TTCTCAACCCTCTTAGGCATTCCTGGGTGAACGACTTCCTTGTCGATAACTACACCCCTGATGAGCTTGG
+TGTCGCTAACTGCTCCACCTTCCTTCTTCTCGAACTTGATGTTGTCGATGTCAACCTTGAACTTACCGTC
+CTTCTCCTCTGCAACGAGCTTAACGGCCTCAACAGCTAACTTAGCTAAGTATTCTCTCTCCTCCTCTGCG
+GCCTTACCGGTTATTGCGGTCATTGCAGCCTTGAGGAGAACCTCCTCGTCATCTGGTTTGACTTCCTTGG
+CTATGCTGTCGAGGATCTCCTGGGCCTTCTCTGCAGCCAACATGTAACCCTTGATGACTATGCTTGGGTG
+GATGTTCTGGTCGAGCAATTCTTCAGCCTTCTTGAGAAGCTCACCGGCGATGACAACTGCAGTTGTCGTT
+CCATCACCGGCCTCCTTGTCCTGGGTCTTGGCAACCTCAACCATCATCTTAGCGGCTGGGTGCTGGATGT
+CCATCTCGTCGAGGATCGTTGCACCATCGTTCGTGATTACTATGTCACCAAGGCTGTCAACGAGCATCTT
+GTCCATACCCTTTGGACCTAGGGTCGTCCTAACCGTCTCTGCTATTATCCTTGCGGCGAGAATGTTCATC
+CTCTGGGCATCTCTACCAACATATCTCTGAGTTCCTTCGGGTAGAATTAGGATTGGTTGACCAGCTAACT
+GGGCCATTTTCACCCCACCTCCCTTATTTTTAGATTTAGAGCCGGCCTAAGTTTTAGTTACCTGTTGTAT
+CTTCCACACATAGGTTCCTTTGTGTTGCTTATAAACTTTTCGGTCATTATCAAAACCTTTAAATTAAGCT
+GAAGGCTAGAGCGAGGGGATGGGAAGAAAAATGAAGTTATTGAAAGTCGTTTTAATGACAACCTTAATTC
+TAGCGGTGATATCCGCTGGATGTATAGGATCTAACTCCACGCAGACAACCACAACACTTACACCAGAGGA
+CATCTACGAGAAGATAGAGAATCAAACACAGTTCGCTGGCATTTGGCACATAAACTTCTCGGTAAATGGA
+AGCATAGTATCAAGGATGGACGCCTATTCCTACGTAACCCCCGAGGAAATTAAAGTTGTCAGGCACTCAA
+AGGGAAGGATAGAGAACGAAGAGTGGGAATCCATCTCGTACATCAACTGGTCTAGCAGATACAACGTTGG
+AGAGCTTAACATGTTGATGAGAATAGGCAACACTTCCCAACCCTTCAGGGATGCACAGTTCATGAACTTC
+ACCTTGGCCAAGAAGTTGGCCTATCCAATTGGCGAGATATACCTAGCGTTCTCACCAAACTTCAACTTCA
+CTAAATCAAAGCACTTCACAACCTGCAACGGGAACTCGTGCAGGATAAGGGTAGTAAGGGAAGACAGCAA
+AATTCCACTAATGGATCAGCAAGGTGGGATGTACACCATAGAGTACGTTGAAGCCAATGCAACACTAAAG
+GACGACAAGGTCAAGGAGATCAAGATCTACGTCAGGACGAGTAGGGGAGAAGAGGAGTTCATGGAGTGTA
+AATTCCTTCACCCAGGGGAAAGTTGGGACGATATAATTAAGAAGATAGAAGAGGAGAGCAGAATCTTTGA
+AAACCAGACACAAGCAATCCTTAGGTGATCGAATTTTATTCTATTCCTAATCAGCAAGTAACTCTTTTCT
+CATTATTCTTTCAATTGGTTCGAAGTCTAGGTACTCCTCAACTGTCCTTTCTACAAAGTTAAGTCTTTTC
+TTCTCATCCCTACTCACGAGGAGCTTTCCTTTAATAGCCCTATATCGAAATGCTGGAGGAGCATCGTTGA
+GAACTCTCACATCAACTTCCATACTAATCTCTTTTTCAAGCTCCACAGCCAAAGAAATCTCGTACTTCAA
+GTAATTTTTCACGGATTCGTCAACGTAGACTGCAACGTCAATATCCCTAAAGTAATCGGTTTCTAGGATG
+CTACCATGAAGGTAAGCAAAGATCACCTCTCGGTGCTTTTCAAGGATTTTTTTAAGCTTCTCCTCAATCT
+CACACCTTTTCAAGGTATCTCACCACTGCCCTTATGAATTCTTCCAAATCAACTATATCTTCCCGAAGTA
+TTTCAAAAACCTTCTCATCATCTATTCTCCAGTATACATGAACGAGCATATTTCTGAACTTTGCCATCTG
+AGCTAAACGCTCTGCTAAATCTCCACTTATGATCCCTAGTCTGGAAAGCTTAAGAAAACAATCCGAGTAA
+CTGCTTGGAATATCTCCCTTTCTAACTACTATGTGATTGCATATTGAAAATGCTCCCCCTATGGCCATTA
+TGAGTAGATACTTCGCCGCATACCTAATGTGTGAGTTCGTTAGAAACTCTTCTAATCCTAAGTCCCCTAT
+ATCCCTAAGCTCATTGATTGCACCTTTTATTTCCGCCAACCTCCGCTCGATTAGATCTTTGTCTATTTCC
+AAAAGGATATCACCAAATATAGTGCAGAATCCAAATACTATAAAATTTAACTAAGAAGAGGCAAAAGATG
+AAACGTAAACATTGACACCGTATTCCTCGATAATCTCCTTTATTTTAGAAATCTCTTCTTTCCTGGGCCA
+GCAATGCTTATTGCACCATTCCTCATTTCTTGGATTGGTCAGTGGTCTTCCTACCAAGGGATTCAAGACT
+ACATAGTAATCAGTCTTTATCCTAGGTAGGACTTCCTTTACCCATGGCTCAATATTGAACCCTCTAGGGA
+TAGGTATCCTGAGTTCCAGCGGTATCTTGTGCCTTGACACTATCTCAAGCCCCTTGAGGTAAAGCTTCCA
+GAGAACGTTGCTAGCATTTTTCGGTAGACCATAGAGTTCCAAAGGTGGAACCTTCAAGTCCGTTGCAATG
+TGATTTACCAAGCCCTCAGAGAGCAATCTCTCGAGGGGACGGACAATTGTTAAGTTCGTGTTTAAGCTCA
+CCTCCACTCCAATTTCCTCTACCTTCCTTAGCAAATCAGAAAGCTCCCTCCATTGAACGAGAGGTTCTCC
+GCCTGTAATATGAAAATAGTCTATAAAGAGGGAACTTTGAGATAAATCCTCCATTAAAGAGTTGACGTTT
+AGTTCATGGCACTCTAGTCTATCTGCTATCCTCCAATTGTGGCAGAACGGACACTTCAAATTACAACCGC
+AGAGCCATATAGTGAAAGTGACTTTTCCATGAACGTCAACCATGCTTATGCTCTTCCATCCAGCCGTCAG
+CATTTTTCTTCACCCAGTATAATGCTTTCTTGTCCAGAACTCCTTCTTCCTGAAGGGGTTCCAGTTCCTA
+AGGGGTCTGTAGTACCCTATTATCCTACTCCATATCTCAACGTTCTCGCTTCCGCAACGAGGGCAATGAG
+TGTAAAGTCCAGTAGTTGAATATCCGCATGAGTTACAGACCGTTATAGCTGGCGTGTAACTCCAGTATAC
+AAGCTCTGTCTTCATGAGTTTTTTAGTAAGTTGAGCCAAGGCCTCTGGGTCTGGCTCCTCTCCCAGGAAG
+ATATGCATCATGACCCCACCTGTGAAGCTCCTCTGGACTTTCTCCTCAATCCTGATCCTATCAGCGAGCT
+CAAGACTACCGTAGTATGGAGCTATGCTAGTGGAATATATTGGATTCTCAGGGTCACTAAGAAACTCCTT
+AACTTCCGGAAAGTCCCTAGCATCTTTAATAGCCAACTTGGCGGCAGCACTCTCCCCTGGGACCTCTTCA
+ACGTTCCATGGAACTCCAGTCTTTCTCATCCATTCTCTCGCCTTGGATGTAGCAAACTCTACCATCTCCT
+TCATTATATTAGTAGCTTCAAGCCAGTCTCTTCTTGAACCCTCAATCCACAGCTTAGGATCGTTCAGATA
+AATTGCCGCAGCTTCAGGCAAGCCCAAGATTCCAATGGTATTAAAGTGGCTACTCGGGAACTCTTCCAAG
+TAGGTGGTTATCATGCTGTACATGTGAGGATAGTTCCTTATCAGGGAGATGTACCTATCCCTAAACCACT
+CCGTTGTTATCCTGACTATCTCAAGAACCCTCTCGTATTCCTCCCAGAACTCGTCATCATCCCTCGCTTT
+TAGGGCTATCCTGGGAAGATTTACCGTGGTTACATTAATAGAACCCGTAACATCTGGCATTGCCCATAAG
+CCACCAAATCTTTGCCTTTCAAGTCTTTCAAGTGCTTCCTCTTCGGAACTCTTTCCACTCAAACCAAAAG
+CGTACATGAACTCGTTTTTATCTATATTTAACCTGCAGCACATCGCATAGCTTGCATCAGGATCAACAAC
+GTTGGTGTTTAGCCAATAGAAGCTCCCCCTCTTTGCAGCCGTCGTAAAAACGGCCTCAAACACCTCGGGA
+TCATCCCAGAGCATCTTTGCCGTAACCATTATCGTGGGAATCGGGAAAGTGAAGGGCTGTCCTATGGCGT
+CTCCCTCCCTGAGAACCTGGGTTAATGCCACGAAGAACTTCTTGGCCTCTTCCTCGTACTCTCCTAGGGG
+GGCTACTTTCTTACCGTCGTAAACTGCGTAATCCCCCTCAAGCATCTTCTTAGGAGCGTCAAGCGTTACC
+GTGAAGTTAGTGAAAGGCGTTTGCAATCCAATCCTCGTTGGGTAGTTTAAGTTATAAACTAACCTCTGAA
+TGTTCTGCTTTATCTTTCTCTCATCTAGGTTTTCCTTCCTAATGAAAGGCCCAGCGTACCATTCAACGCT
+GCTAAAAGCTTGAGCTCCGGAGAAGTAGTGTTGCAACGTTATTAGATAATTAGCGACGTGATCCACGAAA
+GTGTCGAAATGCCTAGCTGGCCTAGAAATTATAGTCGGCGTCTTTAGGCCTTTCTCAAGTAGCCTAGCTA
+TGCTATGCCCAGTACAGTAGGGGATGTAGAGGCTGTAGGGTAGTTTATGTATGTATATTTCTCCAGAGAA
+GTGCGCCCTTCTTCCAATCTCAGGGATTAAGTTTAGGCTATCTTTCAGGGCCTCCTCCATCACGTAGGCA
+AAGAAACCGCTAGGCCCAGGATATCTGTTCGCGTTCTCGAGAACATCAAGACTCTGCCACTTCGCATACT
+CACTAATTATATCCCTTGAAACTTCCTCCATTCGAATCACCTGGATATTTTGTCCAATTAGGATGTGCTG
+GCTATATGGGTTATAGGCCTTTTGGATATTAAATCCAATATTACGGCAAAGATTTGACATTAAAATTGAC
+TTATCTTCATTGCTTCTTAAAAGCAAACTGGAAGAATACCAATCCAGAAAAGGTAGATAAACGAAAAGAT
+GAAAAATTAGTCATTAGTTCTTGTCACGATGTCATCATATTATCGCCTTTTCTGTATCTTTGTCAAATAC
+GTGCATCATGTCAAGGTCTATAACGATGGTTACTTCCTTCCCGACTTCAATTGGAATGTGCCCAGGGAGC
+TTAACCTTGACTAGCTCATCCCCAAATTTAACGTGGAGTATGGTGTCAGTTCCCAAGGCCTCAACGAAAT
+CAACCTTAGCATTGAGCTTTGCAGTCTTTTTCATATGAGCTAGCTCGCTAACCCCTTCAACGGTCATGTG
+CTCTGGTCTAATTCCAAATAGAACAGTTTTTCCAATGTAATCCCTAAGGAGTTCCATGATATCCTGGGGC
+AACTCTATTTTGAACCCTTTCCCCTCTAAGTAACCATCTCCTACAGAGACTTCAACTATGTTCATCTCGG
+GAGCTCCGATGAATGTGGCCACGAAGACGGAGTTTGGCTTAAGGTAAACTTCCGTGGGAGGTCCAACTTG
+AAGTAACTGTCCCCTGTTCATAACTGCAATCCTATCCCCCATCGTCATGGCCTCAACTTGATCGTGGGTA
+ACGTAGATTGTGGTGACCTTAAGCTTCTGTTGCAACTTTTTTATTTCAGCTCTCATCGCAACCCTAAGCT
+TCGCATCCAAATTGCTTAATGGCTCATCCATTAAGAGAACATCGGGCTCAACGACTATTGCCCTGGCCAC
+GGCAACCCTTTGCCTTTGACCTCCGGAGAGCTGGGCAGGATACCTATCTAAAAGTTCCTCTATTTGTAAA
+AGCTCCGCGGCCCATCTTACCCTCTTATCTATCTCATCCCTGGGGAACTTCTTTATCTTTAGTGGGAATG
+CTATGTTATCGTAAACCGTCATGTGAGGCCAAACGGCATAGCTTTGAAAGACCATGCTTATGTTCCTCTC
+CCTTGGAGGCAGATACGTCACTTCCCTATCCCCGAAGTATATCTTGCCCTCGGTAGGTTCCTCTAAGCCT
+GCAATCATCCTTAGCGTCGTAGTCTTCCCACAGCCACTCGGCCCCAGGAGAACTAAGAACTCACCATCTT
+TGATCGTTAGGTTTAGCTTATTCACCGCTGTAAAGTTTCCGAATTTCTTAGTTAAGTTTTCGAGCCTAAC
+TTCCACCATCTTAATCACCTCAAGGTTATACCCCACATCGTTACCAGATACCTCCTGGCAAAAAATATGA
+ACAGCATTGCGGGTAATATCATTATGAATGCAGCGGCGAACTTGTAATAAGCTGGAGCGGCCCCACCGGC
+TGCCCCTGCGACTATCGAGAGTATTTGAGCAGGCAAAGTTCTATTCTTCAGGGTTAGTATAGATGCTACG
+AAAACCTCATTCCAGCTCATGACGAAGGTGAACATTGCGGCAGCGGCCAATCCTGGCAAAGCCAGTGGTA
+GAGTTATGCTCTTGAATGCACCCCATCTCGTTAATCCGAAAACCATTCCAGCCTCTTCAAGCTCCTTATC
+AACGCCGGCAAATATGCTAGACGTTATAAGAACAACGAAAGGTAACGCCATGGCTGTATGGGCTAAAGCT
+ACCCCCAGGAGGGTATCTATTAAGTTTAGTTTTATGTAGAGAACAACTAATGGAATGGCCATTACTGGAA
+TTGGAAACATCCTTAACGCGACTATTGATAATTTTATGGTATCTTTTCCTTTGAAAACGTACCTAGCTAT
+CGCGTATCCGGCGGGAATTCCAAGTAAGAAGCTTATGATTATCGTGAGGACTGCGACTATTATGCTATTC
+TTTATACCACTCCACGCCCCAAGCGTGAAGAGTATTGTCTTAACCCACTGACTTGTGAAACTCGTTGGAA
+TGACCTTGTGGGGGTTATAGTAATCGGCCTTCGTTGAGAAGGCGTAGAGCGTTGAAACTATTATCGGGAT
+TAGAATCCAAGCGACTACCGTGAAGATAAAAGCGTAAAATGCAATTTTCTTTAACATAAATGCCGTTTTC
+TCATTCACGTTCTCACCTCCAAGTACTCGGCCTTGAGGAACTTAACGTACAATGCCCCCAGGAAGATTGA
+GAGCAACGCGATTGTTAGGGCATATATTGAGGCAACTCCATAATCCTTGATTTCCGTCAATTGATAGAAA
+CCCTCTCCAGCTAAGACGGGTATATCCCTTCCAGCTAAAATCCAGACGACACCGAACACCTGCATTGCGA
+AGAGCGTCCTTATTATGAGGGCACTCTGAATGCTTGGCTTAAGCATCGGAATGACTATCCTTCTCAATCT
+AGTCCAGTATCCAGCCCCAAAGACTTCGGCCGCTTCAAGGTATTCCCTACTTATCATCTGAAGCCCGGCC
+AAGATTATCACGAAGACTATTGCCGTTGCCCTCCAAACCTCAGCGATGACTATTGCCAAGAATTCCATCA
+TCCTGTACTCGTATCCAAAGAAGTGAATAGGACTCGAAATTATGCCTAGATTAAGCAGTAACTTATTTAT
+GAACCCATAATCAGATAGCATGGTGTACCATATTAATCCAGCCGCTACGTCGCTAATCGTTAACGGTATT
+ACAAGGGCGTAAATCGTTAAGTCTTTTCCCTTAAACGCTCTATTAACTGCCAAGGCCAATACCAAGGCGA
+GAATTAGTTGGACGGGAACTATAACGAGTGCAAGTAAAATCGTATATTTCAAAGCTTCCCAAAAGGTAGG
+GTCGGAGATTGCCCTCCTAACGGTATCAAGAGAAAAAGCTCCATTCTTTGTGAAAGCTAAATAAAGGGCT
+TGAATAAGGGGATAACCAATGAAGAATAGCAAATACACAACGGCAGGCGTGAGAAGGAGGTATGGGATAT
+ACTTAGATTTGATATTCATTTAAGCATCCCTCCATAAACAAAAAAGAGAGGAATTAAATCATGGCTCCTC
+TACACCCTGCTCCTTGAAGAGTTGGTGTAGCTTTGGCCCAAGTTCACTTAGTACTTTCTGTGGATCTTCA
+CCTTTCAGAACTATCCTCTTGAAGGCCTCTCTGTAAATACCGCTGAACTCACCGCCCTTGGCTCCAAGGT
+TGGGTATCATGACTATTAGGGCATCTCTCGTTGAACTCTGAGCGGTGACTCCCTTAACGAGAATCTTGAG
+TGGACCTTCTGGAACCGCATTTACCGCTTCCTTAACTGTTGGGAAGAATCCAACTTCCTTAAGCACCTTA
+ACCTGAGTCTCGGGTCTGGTTAGATAGTCTATAAGCTTCCATGCTTCTTCTGGATGTGGGGCGTTTTTTG
+GAATAGCTAATCCAGCTAAAACCACTATAAAACCTCTACCCTTAGGACCTCTTGGAACGGGAACTACTAC
+AAATTCCTCAGGTTTTGTTTCAATAGCATCCCTAATCCTAGCAGTATGATCCCATGCAATCAGCACTTCT
+CCCTGGAGTAGTGGATCTGCCATTGTATCCCAGGTTGTAGAGGCAGGGTTTGTATATTTCCAGAGCTCCT
+TGAAGTAATTCCACATTTCTATGGCCTCTGAACTGTCAAACTTCTTAGCCTCATAGCCAGTAAAGCTTGG
+ATATAGGTAACCATGGATAAATCTATGCAAGAGACCCTTTGGACCGGCTGGAAGTCCAAAGGCTTTCTTT
+CCAGTCCTCTCGTAGATGTTCTTAACCCAAGCTAGAAGGGCATCGTACGTCCACTTCTCAGTTCCCTGGA
+TAACATCCTGCTCGGTTAATCCGGATGGGAGGTACTTGAATGCCTCCTTGTTGACGACCATTACATAGGT
+TGCACTCATCCATGGGATGTAGAAGAGCTTACCGTTCTTGTCAGTTGCGTACTTCATATAACTCTCAATG
+AAAGTTCTACCCTCAAGCTTCTTTCCACTTAAATCCTCAAGCCAACCCTTAGCATTGAAGTAATCTAGAC
+CACCATGGAGGTCAGCAATGACATCTATGGTCACCTTTCCCGAGCTCTCCTCGGCCTCCAGCCTCGTAGC
+TAAGTCGGGATAATCCAGAGGAATAAACTCAACGTCAATCTTCACTTCTTCTTTAAATCCAGGTATAAGC
+TCATCGAGAACAAATGCTCTTTCCTGGGGCGGAGTGAACTGAGTTGATGCCCAAACGACCTTTGTAACTT
+CTCCACCACCAATGCACCCACTAGCTACTACTACAAGACCGAGGAGAATCGTGGCTATAACTTTTAGATA
+CCTATCCATATTCAAATCACCACCGATTTTTTATGACTTAATTCTTTATTTGCTTTTCGATTTTTGCTAT
+TATGAACTAGGCGAAACCTTATATCGAAATTAGAACATTAACAAGTCTAAATTAAGTCAATGAGGATACC
+TTTTTAATTACATTCACATCAACTATCTTAGGTGAGCCTAATGGAAGAGTGGGAACTCGCGCTCAAAAAT
+AAAGACTGTGAAAAGTTATTAGAGATCTTTGACGAATATTTCGAGCAGATAGAGGAAGATAAAATCGAGG
+AAGAGCTTAAGAGGGTTGGAGAGGTTGCCATAGAGTGCGAAAACTTCGACTTACTCCATGAAGTAGCCCA
+CCTCTACGAGCATCTTGGCAAGACTCAAGAAGGAATAGAGCTTTACAAGAGGATTGTAGAGAAAAGGAAA
+AACAAAGATCCAGAAGATTACGCGGAGGCACTCTATTACTTAGCCGATGCATACGAACACTTCGGCATGC
+CCGAAGAGGCCCTGAAGGTATATAACGAGTTATTAGAGCTAGAGAGAAAACTAAATAACGAGAAGGAAAT
+AGCACTAACCCTAGCGAACATAGCAATAGTGAAGGACGAGCTCGGGGAGACTGAGGAAGCAATAAAGCTA
+ATGGAAGAAGCAAGGGGATTATTTGAGAAGCTCAACGATGAGAGAAACTTCCTGATTAGTTTAATAGACC
+TGGCCCACTTCAACTACGAGCTTGGGAAATACGATGTTGCCCTCGAACTTATAAGGGAAGTCCTGGGGAA
+TCCAATAGATAAGGAGATTGAAGTCAACGCAAGGCTCGTTGAGAGCGAAGTATATTCAGGACAAGGGAAA
+TACAAAGATGCAGCCCTTTCATTGAGGAATGCATTGCAGAGGGCGGAGGATGATGAGGAGTTATTCGGGT
+TAGCCTTCGACTCGATAATAGAATTTCTAGAGGATCTATTCAATGAGGGAAAGTACTCAGAGCTATCGGA
+GATACCTAAACTCTTTGCGGAACTGTTCGAAGATGACACAAGGCATTTCTTTGAGGCTATAGCAAAGCTG
+GCCGAGTGGAGACTAGGAAATGAAAACGCCAGAAAGGATTTCGAAGAACTGTACAACAAAATTGAAAACG
+AGGAATTGAGGCAGATAATAGACGAGTGGAAGAGACCTAAACTGAGTCTTAGCCTTGGATTAAGCCTTTA
+AATTCTCGAAACCGTCTCTACCTCTGCACTTTCAACGTTCTCTACTTCCTTAAACTTCTCCGCAACCTCG
+TCAAAGGAGTATCCCTCTTCGTCCTTCCCAAGGACGTAGAACTTCAACGCCACTAAACCGAAAGCTATTG
+GCTCCCTTTCAACCTTTGCAAGTCCGTACTTCTCTGGTATTACTGCCTTAAGCTTCTCCTCGAGCTCGTC
+CAAGTTCACCTCTGGATCGCTTGGCATTACCTTAATTACCCCAACGATGTTGAAATCGCTCATTCAGGGT
+CCCTCCCATCCACACTTGGGGCACTTGTAGGGCTTAGCCAATAACCTACAAGTTTCACATCTCCAGATGA
+TAGCCTCCCCACAGTTGGGGCAAACGAAGTGAGTGGCATGCTCCCTAGGCGTGATCTCCCTTCCGCATGA
+CGTGCACACGGGTATCTCGAACTTCAGCTCAACGTTCTCCGCCAACTCCCACACCTCCAGAAGGGAGGTT
+TTTCTTAACTGTCATCGGGTTGAAGCAGGCATTTATAAACCTTTTCCCAAGATAGTCCTGGGGAAGAAAG
+TGGAGGTCAAGGCTTTCATAGAGATCATGAGACCTCACAACTGTATACTGGCTGGTGTAGTAGGAATACT
+CGGAAGCTTGGTAGCTTATGAGGGGATTCCAAGCATCGAAAAATTGGGACTAGTATTTCTCGTGGTGTAC
+CTTGGATGCTCGGCTGGAAATACCATAAACGATTACTTTGACGTTGAAATAGATAGGGTAAACAGACCAA
+ACAGGCCGATTCCCAGAGGGGCTATTCCCAGGAAAGTTGCACTTTACTATGCTTTACTTCAATATATGCT
+AGGGCTTGCGCTAGCTAGATTCCTAGGCGTTGAAGCATTGCTCTTTGCGTTAGGGGCCTATGCTTTAACT
+TTCATATACGCTTGGAAGCTCAAGCCTCTTCCTTTCATAGGCAACGTTGCCGTCGCACTTCTAACGGCGG
+CAACCCCAATATACGGAGCGTTGGGAGTTGGAAGAGTAGGTTTAGCCGGATATTTAGCTATATGCGCGTT
+CCTCGTTAACGTCTCTAGAGAGATCATGAAGGATATAGAGGACATAGAAGGCGACATGAAGATGGGAGCC
+AAAACTCTGCCCATAATAATTGGAAAGAGAAGGGCAGCGATGATATCTTCAATATTTGGCGTTTTAACTG
+TCATAACATCTTTCCTACCCGTAAAGGTTGGAATTGGACTAGGCTACGCTCCAATAATTCTCGTCGATGC
+TATGATATTAAAGGCGAGCATCGATGTAGTTAAGAATCCAGAGAGCGCCAGTAAAGGACAGAAAACATTG
+AAGATTGCTACATTCATAGCAGTTATAAGCTTCCTGTTGGGAGCATTAACTAAGGGGGTGTGAATGTTGA
+TTGAGAACGTTATAAAGGATAACATTAATGCCGAGGGCCTTTGGCTTATTTTGACGTTTAAGACTCCCTA
+TGGTCCCTTGGACACTATGGAAATTATTGAGAGAGCTGTAAAGGAAGCCGGATGGGAGGTAACGTTTAAA
+GCCAACTGGTGGACTGCAGATATTCCCTATGGACTAGTTAGAATAGATGCGAGAAAGAATGGAAGGGAGA
+AAATAATCCTGGGCAGGTGGATACTTGGGAAGAACCTTGAGGTCATAAAGGTCGAGAACCTGGACTTGGA
+AAAAGGAAAGGAAGAGTTCTTCAGAACCGTGGACAGCATAACCTCAACCCTAATCCATGATCCAGTAATA
+AGGACTATGAGAGAACAGTATTAGGTGTGTCTAAATTTATTTAAGAATGCTAATTTTTTACATGCATATT
+TCTATTATGTATACTATTAGGTTTAGATCTGATTACTTTTAATTCGAAAATCTTATATCAGGTTCTTCTC
+TATTAAATAAATGCTTGGGAGGTGTTATAATGTTCGGGTGGGCTAAGTTTGTTCTATTTGCCCTACCAAC
+CCTGATAGTTCTAGCTTCGATAGCTATCTATTACATAACTGGGAAGGAGGTGAAGACATGAGCAATGCCT
+ATGAAATGCTAAAGAACCCAGTAGCTCTAGTAGCTTTCCTATTCACACTAATATTGCCTATTCTAGTCGG
+ATTCTATGCCATGAAGAGAACTAAAAGTGAAGAAGACTTCTTCGTCGGCGGAAGGGCAATGGACAAGATA
+ACCGTGGCATTGTCAGCTGTATCGTCAGGTAGATCAAGCTGGCTCGTCTTGGGGCTAAGTGGAATGGCCT
+ACAAAATGGGAGTAACAGCTGTTTGGGCGGCCGTTGGATACATAGTTGCCGAGATGTTTCAGTTCGTATA
+CATGGGAATTAGGCTCAGGAAATTCTCAGAAAGATTCAATGCAATAACTGTCCCAGACTACTTTGAAGCA
+AGGTTCAGAGACACTTCAAAAATATTGAGAATCGCAGCGTCGATAATAATCATAATCTTCCTAACATCTT
+ACGTTGGAGCCCAGTTCAATGCGGGGGCAAAGACCCTAAGCACGGCGCTGGGGATAAGCATTTTCACAGC
+CCTCATGATATCGGTGTTAATGATAATAGTTTACATGATCCTGGGAGGGTTCATTGCGGTAGCATACAAC
+GACGTTATAAGAGCCGTAATAATGATAATAGGACTCGTCGTCCTTCCAGTTATTGCGGTAGCCAAGGTTG
+GAGGAACAGAGGAAGTTCTTAAAGTTCTACATGCTTTAGACCCAAAACTGATAAATCCATGGGCATTCGG
+GGCTGGTGTAGTCATAGGGTTCCTAGGAATAGGGTTCGGTTCGCCTGGACAGCCTCACATAATAGTTAGA
+TACATGTCAATAGACGATCCCAACAAGCTTAGAGTTTCAACAGTGGTCGGAACCTTCTGGAACGTCGTTC
+TAGCCTGGGGTGCAATATTCGTGGGATTAGCTGGAAGGGCTATAGTTCCAGATGTTTCACAGCTTCCTGG
+GAAAAACGCTGAGATGATATACCCCTATCTAAGCGCCCAGTACTTCCCACCAATACTATATGGGATCCTA
+ATCGGTGGAATATTCGCGGCAATATTATCAACTGCCGATTCACAGCTACTGGTAGTTGCCTCAACCGTCG
+TTAAAGATCTCTACCAAGAGGTGATAAAGAAGGGAACAAAAATAGACGAAAAAACGGCCCTGACAATAAG
+CAGGGTCACGGTTTTAGTTGTAGGATTCTTGGCCGCAATACTTGCATACGTTGCAAAGGACATTATATTC
+TGGTTCGTGCTGTTCGCTTGGGGAGGTCTAGGAGCATCATTCGGGCCAACGCTGATCTTGTCACTTTACT
+GGAAGGGAACGACAAAGTGGGGAGTCTTAGCTGGAATGATCGTTGGAACCATAACAACCATAGTCTGGAA
+ACTCTACTTAAAGCCAATAACTGGCCTTTACGAGCTAGTCCCAGCGTTTATATTCTCCTTAATAGCAACG
+ATAATAGTGAGCATGATAACTAAACCTCCAGAAAACGTTGAGGAGCTAATGAAAGCCATGGAGTGATATT
+TTTCCTTTTTATTTTTAATTTTCTTCCCAGAAAAATATAAAAATCAAGAGAGCCTTGCCCTAACGATCTC
+GATAGCCCTTTCAGCATCTTCTTTGAACTCCGGATAACCAAGCTTCTCCAAGGTCTCAGGTAGTGGAACT
+CCGAGCTCTTCATCCCATCCCCTAAGCCTGTAGAATTCCCTACGAGCCTCAAGGAAGTCGTTGTAGTCTA
+TGAACGCGGCGTTGCCCTTAGCTGGCCCATCTTGCTCTGGCTCCCACCACCTCTGCGGTATAACATCATC
+TAATGGTGGGGTTACCCAGTCCAAGACGTTGTGTATTCTAGCTATACTCTCCACGGCCCAGGCAACTTTT
+CTGAGCTTCTCAACAGTCCACTCTTTGCCAGTTGAGAGGGAGTAAAATCTTGCCAAGTCCTCCATACTGT
+AGGGAACGAACTTACAAACGCCTAGCATGTCGGTTATGTAACTCTCATCCCTACTCTCTATCAATGAGGG
+AACTAACTCTTTCGCAGGCCCTTGGTTAGGCAACTGGTGAGGCCTAGGCCATCCCCTCAGATGGCTCGCC
+CCAACGTCGGCCGTAGCGTAGCTCAATGCGTAGGTTCTCCTACCTCTAGGATCCCAAGCTGGTGCCTCCA
+ATCCCTTGACGTGAACCGCGAACTCACATCCCCTCCCAAGGATCTCGCAGGCCCTCTTAACGCCCTCAGC
+AAGAATTGCTCCAATACCTTTCCTCTCAGCTATTAAGTTGAGGAGCCTCTCCTCAGCTTCCTCATCACCG
+AAACCCTTCACCGAGAATCCTATTTCATCTTCACTTATAAGCCCGCGCTCAACCATCTCGAATAACCAGC
+CTATGACGTTTCCACTCGCTATACTGTCCAATCCAAGGTTGTTGGCTAACCAGTTGAAGTAAGCTACGGC
+TCTCAAGTTGAAAACTCCGGTTGCAGCCCCAAGCATCGCTAAGCTCTCGTACTCGGGCTTTACCCTAATC
+TTTCTCCCCTTGTACTCGACCTCTATATATCTGGCACATTTTATGGGACAGCTCTTCCCGTGAATGTACC
+ACTCCGGCTCCACCTCGTACTTCTTAACCTCATCTCCAGCCAACTTTGAAGCTAATTCCTCTGGAATGTA
+GGGCCTTGAGAAGTTGTAGGCTGGACTCATCCCTAGGCTAGCTGAACTCCTTAGCCCGTCAGTAGTTCCA
+TAATTTCTACTATGCTCGTACTTTGGATCCTTCGAGAACTTCTCGTAAAATTCATCCCAGAGTTTCTTGA
+ACTCCTCAGGATTCGCGACTTCAGGCTTCTCCCCAGGCTCAACTACCACCGCTTTAAGATTCTTGCTCCC
+CATGACAGCCCCGAGACCACCTCTTCCACTAGCCCTCTCCGTGTCATAGACTATGTTAGCTATCTTCACC
+AACCTTTCACCAGCTGGGCCTATGGAGGCTATGCTAGCATTTGGATACTTCCCCCAGAGCTCTTTGGCCA
+CTTCATAATTCCCCTTTCCCCAGAGGTCTTTAGCTGGTCTTATTTCGGCCTGACCATCGTATATGTGAAG
+ATAAACTGGTTCTTCAGCCCTCCCTTCGATTATAAGGGCGTCGAAGTGTCCCCTAAGCTTTGGACCAAAG
+GCATCCCCACCACTTGAATCACTTATCAACATAGTCTCTGGGCTCTTACTTACGGCAATCACCTTACTTG
+AGCCAGGAATTAAACCTGTAAGGGCTCCAGGAACGAAGAGAAGCTTATTTCCTGGGCTAAGAGGGTCTGT
+TCCTGGGGGAACTTCCCTATAAATTATGTAGTAACCGAGCCCTTTACCGCCCACGAACTTCTCTACGATT
+TCATCGGAAAGAGATTCCACTGAAGTCTTCCCATCGGTTAGATCAACCCTAAGGATTTTCCCCTTGTATC
+CCTTCATAACCCTCACCTCTAAACGCAAAGCTTCGCTCTTTCTCTATCTTCACGTGAAAGCCTCCAGCCC
+ATGGCTCCAAAGTTTTCCTTTATGTGATCCTTGTTGGAGGCCTTTGGAATTGCAACGACGTTCTCCTCCC
+ATATTAGGTAGTTGAGGGCAACTTGAGCTGAAGTTTTTCCATACCTCTTCCCTATCTCGGCCAAACACTT
+ATTCCTCGCTAGGATGCCCTTCTCGAGGGGAGTGTAGGCCATCAACGTGATTCCCTCCCTCTTCATGTAA
+TCGAGAAGCCCAGTTTCCTCTGGAGTCCTATCCATCAAGGAGTACTTAACCTGATTAACCACTATCTCGT
+ACTTTCTCATAGCCTCTTGACTTCTCCTGAGTAACTCAAGGTCGAAGTTACTAACCCCGATGTACCTTAT
+TAACCCCTCATCGACAAGCTCCTCTAGAGCGTGAAGTGTCTCCTCGATTTTCTTCCAAGTATCGCCTGGC
+CAGTGGAGAAGGTAGAGGTCTATATAAGTTCCTAACCTCTTCGCACTAGCCCTAGCCGCTTTTTTAGCCG
+ACTCGTAACCAAAGTGAGTAGGCCAAACCTTGCTGACTATGAATATCTCTTCCCTATTGAAACCCTCTAT
+AGCCTTCCCAACTAGTTCTTCGCTGTGACCTGCTCCATAGAATTCGGCGGTATCTATCAGGTTTATCCCA
+AGCTCGAGTCCGTATCTAAGGGCCTCTATGCTCTCCCTATCTTTCGAGTAATCAGGGAACTCCTTCCCAC
+CAATACCCCAGGTGCCCATGCCAATCGCGGTTACTTTATCATCGCCAATTCTCTTAAAATCGGAAACCTT
+TGCCATCTTCCACACCATAGAAAGTTTGTGTAGTTTAATTTAATTAAAGTTTCCATCTGAACGCTACGAT
+GGACAGATTTGAGGAATAGGATTTTAAGGATGAAAATTATTTCAGACTTTAGTGATAACATGGATCCTAT
+GACGAAGGCATTTGAAGAAGCTAAGCCTAATAAAGGCTGCGTTTTCCTTGATTCTACTCATAGCGTTCTG
+TGGAGTGATATTTATAACAATAGGAACTATAATCTCGACAAGGCAGGGCAGCTTCCTGGGATTAACTCAG
+CTAGACTTTCTCAAGCTCAGGGCTCGTTATGGCTTCATAATGCTTGTCTTAATTCTAATTCACCTGTTCA
+TGAATAGGAGCATAATGAAAAAAGAACTACAACTGCTCTTTGATTAAACTTCCTCAAGCTTCTTCCTTAC
+TTCCTCCGTGTTCTTCTTGGTCTCTTCGAGAGCATTTTTAATGCGCTCTATCTCAACTTTAAACTCATTC
+AGAGTTTTATTAACTTGATAGAAGGCAAAGATAAGTACAACAAGTATTATCAAGCCCAGGATTATACTTA
+TCCATCCGCTAGGAGTTTGCATATGCTCACCTCCCCACGGCATTTTTCACACCTCCTTAAGATTCTTCAA
+AGTCTCGTTTGTTATCACTATTTTGAATTGCTTTGCTTTGTAGTACTTCTTGGCCCTTGGATCCCCAGGC
+TCAAGGCGAAGTTCACTTTCAACTAGGCCTGCCTTTTCAAGCTTTTTCAAGTGTAGGTAGAGAAGTTGCC
+TCGAGATACCTAGTTCCTTAGCAAGCTCGTAAACGTACCACTCCTTCTCGCAGAGCATCTTGAGTATCTT
+AACCCTAACGGGATTTCCAAGGGCTTCGCCTATCTTCACAAGCTCATCGATGCTCTGCACCATAGTTACC
+ACGCTAATCAGTCCTTGGCAATTCCTGATAAGAAAAGGTAGAAAAAGATAAAAGCTTTCCGTTAGCTTCC
+AACTATGGAGCGATATTCTTCTTCGCTCAACACTTAAGGTGTGTACTCAATTCCATAATTGTCAGCTAAA
+ACCTTTGTAAAGGCCCTCAAGTGGTTCTTACTACCATCCATCAGGTTCTCGAACACGACTTTTATATCTT
+CATTATCTACCTTAGACAACCACTCTTCGAGATCCTTAATGTCTATCTCCTCTATTAATGCACCGACCTT
+CAGTGCATCCACTACACTTTGACTCCCCATCTCAACTAGTTCGTTGTAGAGATTCTGAAGCTCTTCGTTC
+TCAAAGACACCGATCTCATTCAAAGTATCAGGCGCCGTTAGGTTGTACTTCTCGATTAGCATTAGCACGG
+CATCCATGTGCCTCTGCTCGCTCTGTGCGATTCTATCAAAGATAATTAGCCCAGTTTCGTTGTAGAGCTT
+GAGATACACATCCCTTGCAAGTTTCTCCTCTTCAATCATGTAGAGTAAGCTATTAGCCTCTTCATCGCTG
+AGGGGAGCATAGTAGGACACTTGAGCTAGAGCTACTGGACTTGGCCCAGGAGTTCCCCTGTACGCTGCAA
+CTCCTTGAAGTACTAAACTAAATATCCCCAACGCCAACAACCCAAATCCTATCAACTTTTTCCTCATGTC
+TATTCACCTCTTCATATGTAACTTCAATATTACATATGCATGCTACACTTATAAAGTTTTCGGTTATTCT
+GAGGGAACGGTTAAACTAAACCTGGGACTTGGAACTTGAAAATCAAGCAAAGGCCTTATAAACTCAAACG
+GAGAATTCTTTTGAGGTGATTCTAATGGAAGAGGTAATTCCTGGGATATATAGGATATTTGATACCTTTG
+TCAACGTGTACATCGTGGATAGGGGAGACCACTTAGTTCTAGTAGATACGGGAATAGAGTCCACTTGTGA
+AAAAATAATCGAAGCCGTGAAAAAGCTAGGAAAACCTCTAAAGGCTGTTATATTAACCCATGGACATATG
+GATCATACCGGATCGCTAAGATGTCTCAAGGAAGTGCTAAATCCAATTGTGGCATCCCAGGAGGAAGAGG
+TTGAGATGATCGAGAGAAACACCGGTGTCAAGGTTGATGTAAAGCTTAAGGACGGAGAGCTCTTCGAGGG
+ATTTAGGGTTCTTCATAAGCCAGGACACACAAAGGGAAGCATTTGCTTACTAGATGAGGACAGTAAAAGC
+TTGTTCGTTGGAGACCTGGTTGTTGAAGAGAATGGAAAGCTAAAGGAAGTACCTCATCAGTACTCAATGG
+ATCCAGAGATGAACAGAAAGAGAATAATCGAGCTTTTAGAGGTTGAGTTCGAGAACCTAATGCCAGCCCA
+TGGAAATCCAATAATAGGAAAAGGAAAGGAGAAAATTAGAGAGTTAGTTGAGAGCTTTAATCTAAGTTAG
+GGATTTCATCCTCATGAGCCTCTCGTAAAGCTCTTCAACCTTCTCAGAGACATCCTCAGGTGAAAATCCT
+GATTTAACTGCCAGCCAAGTAGCTCCCCCTGCCCCAACACCCTCCTTAACGTAGCCCCTCTCGTAATCCC
+TCAATCCCTTGAACTTACTATTTGAAAAGTCAAGATCCGCCGAGTAAGTTATTATCCCTATTTCCCTAGC
+GGTCTCAACGAACGTTGCGCTCCTATCATTCACAACCCACCTAGTAGTTGCTATCATGAACCTTTTCATG
+TCCTCTCCTAGGGCTTTAAGTATCGCCGAAACTGCAAGCATCTGGGTTCCTCCAGCCAAAACAATGTCTT
+TCCTAAAGCCGAGCGACAAGCCAACGACAGTCGCTATCATCGGATCGCCGAACTGCCTCAAGGCTTCAAG
+GGGTTTCTCGCTCAGCTGACCCTTCTCTATTCCAGCCCTATTAAAGCCCTCCATTATTACCCTCTCCTTG
+AGCTCCTGAGGATTGTTTGGGGAAGCTGAGCTAGTCCTTGCTTCATACCCCAAAGCCCATAGCACAGCCT
+GTGCAGTTGTAGTTCCTCCTGGGGTAGATTCCCCAATTACGAGTTCTTTTATAGGTAACTTGTTTAACTC
+CTCGCCAAAGAGCTTAGCCCGCTTTATTATCTCCCCGAACTCTGGCAAAGCTATTTCCTTCCTAAAATCC
+CTACCGACAACATCGCTTATGTGGACGTGAGGAACTAGAGGAGCTAAATACGTTCCTCCCCTAATAACTA
+TTATTGGAAAGTCCGCAAGCTCTTTAGCAGCTTTCGTGATTATGGCTGGAGTCGGATGTCCCTCAGGGGT
+TACTGGAATCGCATCTATAGTCAAGGGCTTCTCGTGGAAAAGGTACTCTGCATCTGCAACAGGGGTTATC
+TTAGTTAGCTCTGGTGTAGCTCCAGCCACGCTTATCCCTGGAATTGTGCTTATCTCCGTGTTCCCCAGGA
+CAAGCAGGAACAGGCTCTCCATCTCAATCACGTTGGAGGTTTTATCCAAGAGTTTATATGCCCTTTGGTC
+TAGAGATACAACCCTAATTATGAAGTCATGGACGAGGATTACAGTTGCTAAGGTCTTATTACAGGCTTTA
+AGTTTATCCTTCACAATAAAGTCTACGGGCATAGCTTCCTTCAGCCAAGTTAGTTTTCGATTGTAAGCTT
+TTCGCATTGCCCCAGCCCTGCCATAATTCACGCCAAGAAGATACCCCAGAAACGCATTGTCCGTTCCTTA
+CCAATTCTAACCAGCGTTCAAAGCTCGAAAGTTACGTGCATAAAATCCAGTCTTGGATATTAAAGTGATC
+CTGCCCAGCTTAGCATTCTTTTCTCAGCTCTTCTTTTATGAATTCGACTGGTTTTAGGATTCTGACGATG
+TGGTCTTTGAGCCTTAGGGTCTTGTTTAAGCCTCTTAAGCTTAAGAGGTCTTTATCCCATGTGAGGATCA
+CGTAAGCCTTTGCCGCATAAGCTATGTCCAGCCACTTGTTATCATCTTCATCATGGCAGATGTTGAACTT
+TTCCCTTGGTTCTACTATTTCCGTCCCGTATAGGAAGTTTGCAAGAACCCGAGGCCAAGCATTGTTCAGT
+TTTCCTTCCTCTGCTAGTAAGGCAATCTTTGCTTGGAGCTCTTCGAGAGCCTCTGGACTTGTGTAGTTCG
+TGAAGTGCTGTTTATCTAATAAACTTATTAGTAGGCCCCCAAGGCCTTCTGGCCGTATGAGGGCGGCTAA
+GACAACGTTGGTGTCCATAACGAGTTTCATTTCCTGGCACCTTTGAGCTTCTTCCATTTCTTGTCAATAT
+CCTCTAGGAGCTCTTTGATGTCTTCTTCCGGCCACTCGTCTATTTCGGCCGCCAAAAGCTTTTGAAGTGC
+TTCCTTCGAGCGGACTTGGGCTTCCTCTGGAGTTATTTTTCTCGCAAGCTCTCTCGCCTGTTCCATCATT
+ATCTGACCGAGGGCTAGGGTTACGGCATATTTGATGAAGTCAGAGCGGCTTTTAAACTCACCTTTCTCCA
+CAAGCTCATCTATTTTCCTTATGATGTACTTTGGAAGTCTCACGGAGACGGGAGCCTCAACGGCTTGAGC
+CATAGTTATCACCAAACTACCATTGTATTACATTTGTATTTAAACTTCTCGGATTATCCCGATAGCATGA
+GAAAATGCGATCCATAGCGAAAGTTAATTACTATAAATGGATTTCAAGTTCCAGTTATTTTTATCTTTCC
+ACGAGCTCCGCTATTCTCCTTGCAAGCTTTAACTCCTCGGGTGTGTTCACATTAAGAGCTAACAGAGGAT
+TCCTAAATTCAAAAAACTTCTCCCCTTCAATCCCAACTCCATTCAATCCTACTATCGCGTATCCCCTATA
+AACTACGGGATGCAAGTCTTTAGGAACTAGCTTAAGGGGAAGAACGCCCGTAAGGCTTTCCTCACCTGAG
+AAAGCCCTTAGAATTGAATATATGTCAGATGACTTGACGAAGGGTAAATCGGCGGAAACGCTAATGAACG
+GCCCCAGTTCACTCAAAAGCCATTGAGTGTCCTTGACGTATCCTTCCCCAGGAGTCTCAATGAAAGGAAT
+CCCTTCCTTTAAGCATAGTTCCCTAGTCTTAGGAGTATTCTTGGATAGAGCTACAACAGTTTCCCCAACT
+TTTTCGGCCTCTTCGTAAACCCTAAGGATCATTGGCTTGTCCCCAACCTTAAGGACGGGCTTTTCTTTTC
+CCATCCTACTTGACCTTCCGCCAGCCATTATGATTATCATGATAATTGTTTAATTTTGAACCATGGTTAA
+AACAATTCCTCTAAGAACTCCAGAACGTCATTCCAAACTTTTTCGAATTTTGGAAGTGGGTTTATCTGAT
+GAACTAAACTCCTCTGCCAAGCCACCTTATAATAATCCTCGCGCTCTTTAAGGCTTTTTAAATTGGGGTG
+GACATTTTTAATTCTGAACTTGTCTGGGAGGATATTAATAACGGTGTCCATTTTAACCATATCCTTCAGT
+TTCCAAACATCATACAAATCCCTTGGTCTCGTTCTTTGAAAGAGAGAGCGAATTTTCTCAGCAAATATTT
+CTTCAAGAGAATAAACTATTATGTTGGCATTGCATTCATCAGAATCAGAATAGGGATGCAGAATTCTCTT
+CTTTTTCAATGGAAGCAAAATTAGTTCGTTTTCGTTTTTGGTGAGATCAATTTTAATCTTTAATGGAGCT
+CCCGATGTTCTCACGACTCTGAAATAGACTATTGCTTCATAACCATTTAGTGTCTCCCTAATAATTAAGT
+TGTCATCTTGGCAATTTTAACGCTCTTTGCTAATTTATTCAGTATCGTTTCCTTGCTATATCCCTTTAGG
+AGCGTAAAATCAAGATCATCGGAAAATCTATAATTTTCAATGTAAACTTTCCTTATTCCAGTTCCACCTT
+TTAATGCCATTTTAAGAGATGTCTTAGATAAGCCAAATAGAAGCCAGTTCTGAGCATAGTCTCTCTCTAC
+AGTACTCTCGGGAACTCCATTTTTTCTAGCGATAGTTTTGATTTCAAATATCGAGATCATTCTAACTCCT
+CCAGTTCAATATTAACAATAACTTTCCATTTGCCATCAACACATCCCCTTCTAGGCATTGTCGGATCTAG
+AAGGATATAATTTCTGGTCTTTGGTTTTTGTAAATCTATTGGTATATCGAAATAATCACAGAGATAACCA
+AGTCTCCGTATAACAGCAGAGTTACCCATCCTCAATGCATATCTTCTGAGCTTTTCTAGATCGAATTCAT
+TTTTATTCTTAAAAGCCTTGGCAACTTCAACTATCCCCCCACAATACCTGGGCTTATCCAGGCAATCTAC
+TATAGTCTTCTCCCTATCTGTTATGGGAACTTGAAACTCTTCAATCCAAGTCCTTTTAATTCCAAAAAAT
+TTTTCAGGCTTTATTCTTACAATTTTATACTTAACTCCAAAGATCGTCAACTCTCGCTTCTTCTTTCTCG
+CCGTTGTTTGAATAAATACAGTACTAGGAATTTGCTCTGTGAAGCCATAATAATTAAGAGCTGACCAGTA
+CGCTATAGCGGACGGTTGCACGAGTTGTGACCCAATTATAAATTCATGAAGTGTGTATTCACTTCTCTCA
+GCTTCAAGTGGGATAACAACATACTTCCCCCTTTCAATTCTCTCAATTAAACCTCTTTTTTCGAGTCTAC
+TTAGAAGAACCCTTAGACTGCTTTTCTTAACTCCAGATATTTCAGCAACTTCCTCTATTGTAAAAATTTT
+CTTCCTTGCGAGTTTCTTGAGCAATTCGATTCTCATATATGTTCACCTTAATTATCAATTTTGATAATGT
+TGGTGTATATTTTTGAGATCTTTTTAAACTTTTTGAGAACTCCTAACCGAAAAGGTGCTCTCTAACTGAA
+CACGTCAGGTTGTGAAACAAAGGCTAAAGCTTAAAATCACGAGAGTTCCAGCCCTCGTTATCTCCGCCAT
+AGCCCCAAGACAGTCCCCATTTATCCCACCAAAGTTCTCAAGCGAGAGCCTTATCACGTACCAAGCGAAT
+ACCAACCCCATGACACCAAAGAGAGCCGATGGATCGTAAATAACGACAGGGAGATATAGGAGCACGTAAA
+GTACTACTCCAATTGCGAGCTGTCTCCCGTTCATCCCCTCCATGAAGTAAGCCCCAAGCCCTTGACCGAG
+AGGCTTCTTCGTCGCTAACCCTAGAAGCATCGAGAACTTAGAGTTAAGCTCCGCGATGTAGATGGCGTAA
+AATGGAAGCATGGAGAGGGAATACACTTGAAGGAAAAGAACGACCACAACGGCAAATACACCAGCTATCC
+CAGTATTTAAATCCTTCATCGCCTTTATCTTCCTCTCCCTGTCCCCCTTTACCATTATTCCATCCGCCCA
+GTCAGCTAACCCATCCAAGTGCAGGAGTCCTATTACGAAATAAAGGGACAATAAAGCTAGGACGTTGGCA
+AGTGGTATTCTTAGGTAAAGTATAGCTATAGGAATAATCGAGCTTACCAGGGAAACTAAAGGAAACGCCC
+ACAACTCATTTCTAGCTTTCTCGAAATCTCCTTTGACTGGAATTCTAGTAAGAAATGGTAGAATGTTCCT
+CACAAGCCCACCTCGAGCTTCTTTTCCTCAAATTCTTCCCTAAGGGTTGAGAGTGTTTCATCGTCTACGA
+AAGCTAAAACGACTCCACAATTTAGGCAAAGGTAGGGAGTAGCCTCAACAACTGGTCTTAAGATTCCAGT
+GGCTTTGCTCTTCCAGGGAGGCTTCCAAAAGAACCTTGCATAACCTGCATTTTTCGCCTTGCTCTTAACC
+ATCGTTCCCCCACAGATGGGGCATTTCCTGGTTTCTATATCACTCACTTTGATCACCTTCAAATAGCCTT
+GTCATACAACCTGCTATAAATCCTCCGACAGCATCGTCCAAGAAGGGAGGTAACTTTGCTAAAATCCCTG
+GCTTTCTGGTGTCGTAGTAGAAGAAGTTGAAGAGCCCCATCTTTCCACCTATGTACTCCGCTATGTCTAT
+TCCAATGAGCTCATCGGCCACTAGATTCACTGGATCACCTTCAACTTCAGCTTCAAACCTCTCCTCCAAG
+AGAAGTGCCGCGCTTAAAAGGGCTTGAACGTTCACATCGTTGAGATAGTGGAGCATTATCCTTTTCAGCC
+TCTCCTTAACGTTCTCCCTCTTCTCATCATCTCCCAGGTAGAGCTCCATGGCCGTCTCGAGCATGCTCTC
+TAATGTGACGCCGTAGCCCTCTAATTTCCCTATGATTTCCTCGGCGTTCATGCTATAAACTCATCAATAA
+CCTATAAATATGTTGGAGCTTTTATCCAATCTGGGAAGATGGTATGAACCCTCTAATTCTCCTGGGTCTA
+GCGCTCATATGGGATCTCCTCCTGGGCGAGCCTCCAGCAAAGATTCATCCCGTGGTGTGGTTCGGGAAAA
+TTGCTGGATTTCTCGATAATAGATGGAGGAGGAGAGGTAAAATAGGTTTCCTAGCTGGAGCATTTGTAAC
+CTTTATTATTGTAGCATTAGCATTCTTTCTCTCCTTAATCCCCTCGTATCTCACCTTCCCTCTGGATTAC
+CTCTTGGCGATTTACCTCCTCAAGAGTTCCTTCGCGATAAGAAGCCTATACGAGCACGTTGCCAGAACTG
+TGACGGAGGATATTGAGGAGAAGAGGAAAACCGTCTCGATGATAGTGAGCAGGGATGTTAAGGTGTTAGA
+TCTAGCTCATCTAAACTCCGCAGCTATAGAAAGCTTAGCCGAGAACCTTAACGACAGCGTTGTAGCACCG
+CTCTTTTATTTCATGCTGTTCGGTCTCCCAGGAGCTATGGTTTACAGAGCTGTTAATACGCTCGACGCGA
+TGTTCGGGTATAGAGACGAGCGCTATGAATACTTCGGAAAGTTTCCGGCTAGATTGGACGATATCTTAAA
+CTTCATTCCAGCCCGCCTAACGGTACTCCTTTACTTGCCCTTCGGAGTTAAAGTCTTGAAGTACTACAAG
+CTCGCAAGGTTCAAGATAAACTCCGACAAACCGATCGCGGCAATGAGCGCTGTACTAGGCGTTTGGCTGG
+AGAAACCGGGAGCTTACCGCTTTCCTGGGAGGGAACCCAGGGATGAAGATATTAAGAGGGCCCTCGATGT
+TTATAAGTTGGTGGTTGCTGAGTACCTTTCAATTGTATTCGTATTGAAGGTGGTTCAACTATGCTTAAAC
+CCGTGAGGTTTTCAACTCATCACGGGGGAGCTAGAAGAAATGAAATTAAGCTGATAGATTTCTCAGCCTC
+TGTCAATCCTTATCCGCCCGAATGGGTTGATGAGATGTTCAAGAGAGCCCGGGAGATAAGCTTCAGCTAT
+CCATACTATGAGGAGCTTGAAGATGAGCTTTCAGAGCTTTTGAACGAGGAAATCACTATAACCGCTGGGA
+TAACCGAGGGGTTATACCTACTAGGAATACTCGCGCTCCGGGGAAGGAAGGTGATAATCCCTAGGCACAC
+CTATGGCGAGTACGAGAGGGTTGCAAGGATCTTCAACGCTAAGATAATTAAGGGATCGAATGAACCAGAG
+AAGTTGGCTGAGCTCGTCGAGAATAATTCAGTTGTCTTCTTCTGCAACCCGAACAATCCAGATGGAAGGT
+ACTACACGCCAAGGGAATTGAAGCCGCTCATCGATGCGGTCGAAGATAGGAAAGCACTCCTAGTCCTAGA
+TGAGGCATTCATCGACTTCGTCAAGGATGCAAAGAGCCCAGAAGGAGAGAATATCGTGAAGCTCAGAACT
+TTCACGAAGAGCTACGGCTTACCTGGGATAAGGGTTGGTTACATAATAGGATTTAGGGATGCATTTAGGA
+GCGTTAGAATGCCCTGGAGCATAGGCTCAACCGGAGTAGCTTTCCTCGAGTTCCTAATCGAGGATAACTT
+CGAGCACTTAAGGAAGACGATGCCTCTAATCTGGCAAGAGAAGGAAAGGATTGAAAAAGCGCTTAACGTC
+AAAAGCGATGCGAACTTCTTCATTAAATACGTTGGAGATGCCAAAAAAGCCGTCGAGGAGCTTAAAAAGA
+GGGGAATTTTAGTTAGGGATTGCACGAGCTTCGGCTTACCTGGATACATAAGATTCTCAGTTAGAAGGGC
+AGAAGAAAATGAAAGGTTAGTTCAAGCGTTAAAAGATTTAAGCCCCGAACTTCTCGCTCCTGTTCATTAG
+GTCCATCATTATGGGAACTATGTCGTGCCCCCTTATCCTTCCTAGGCCACCCTTCATTGCTTCTCTCTCG
+CCGAACCTCTCCGTATGGTCAGTTCTAACGCCACCGCCTGCTATCAATAAGGGAACTGGGTCTCCGCTGT
+GGTTCTTAACTTCGCAGGGGGTTGAATGATCACCCGTAATAGCTATCACAGTGCTCTCGAGGTCAATGTT
+ATCTATTATATAACCTATCATCTTGTCGGCCCTTTCTATTAGCTCGGCCTTAAGTTTTGGCTTATTATCG
+TGACCAGCGGCATCGGTTGGCTTGAAGTGGAGGAACACGAAGTCGTAATCCTTCAAGAGCTCAACGACCT
+TCTTAGCCTTGGCCATCTCGTTAGTGTTGTACTCTCCAGTTGCTCCCTCTGGGGTGTAAACGTCAAAACC
+TATGGCCCTTGCAACCCCCTTGACGAGGGCTACGGCAATGACAGCTGCAGCCTTAACTTTCCATTGCTCC
+GTGAACTTCATTGGAATGTTTGGATAAGTTCCGGCTCCCCTTATGAGTAAGTAATTAGCTACTGGCTTCC
+CCTCTCTTCTCCTCTTCTCATTTATGGGATGCCTCTCAAGAACCTCGTGAGCTTTTTTCACGAATTCCTC
+AAGTATCTCAGCGACCTTTTTACTTTCTTCGTCCTCCCAAGAGAACTTGTGGGGAGGCTTCCCCTCGACG
+TGGGGGTCATTATCCCCAACCCTATACCCATCGGCCATACCTTTGAGAACTAGGACAGCCCTATGACCGG
+TTGCTCCCTTGAAGATGAAATCAACTCCAACGTCAACTTCCTCCTGAATGGCCTTTGCGAGCTCGTGGGC
+TTCCTCGGTGCTTATCCTTCCAGCCCTCCTGTCAACTACTATTCCATCCTTCAAAGTTGCGAAGTTAACC
+CTGAAAGCCAAGTCATCCTCATCTAAATCCAACCCAACTCCCAAAGCCTCGAAGAACCCCCTTCCCCTGT
+ACGTCTTATAGGGATCATAGCCGAATATGCTCAGATGCGCCGTGTCGCTTCCAGCTGGCTGGCCGGGTTT
+TATTGGGTCTTGTTGGCCTAGAATCCCAATTTTAGCGAGCTTGTCCATATTTGGCGTGTTCGCGTATTCC
+AAAGGCGTTAATCCGCCCAGTTCTTTAATTGGCCTATCCCCCAAACCGTCCAAGATAATTAGAATTCCTT
+TCCTCTGCATTTCCACCACCTAACCCACTAATCTTCCAGAGCTTAAATCCTTTCCTTTGATAAAACGTCA
+AATATGAAATTCGCTATAGCCTTAGCCAACGGAGGAGGGACGGCTTCACCAACGCTATCAAATTGAACGT
+TTCTACCGCCTAAGAAAACGAAATCATCTGGAAAGCCCATCAATCTAGCTTGTTCTCTAACGGTTAAGGG
+CCTATCCTCGAAGGGATGAACGAACCTGCTATTCCCTCGAACGGTCGGTGCCGGCTTATATGGATGCAGC
+CTAATCCAATTCTGAAACCTACCGAACCTTTGGGCTCCTTCTCCCCACCTCAACCTAGGAATCCTTCTAG
+CTATCTTCGAGGGAGGACTCCAGAAGTCGTGATTCGGTGCATCAATTGGAATATTTTTTAGAGCATCCCA
+AACCTTCCTGGGGCCTTTAATTTTCTTAGGTTTCAGCTCCAAGTTAGATATAAACACCCTCCTCCTAACC
+TGGGGAGCTCCATAGTCTAGAGCGTTTAAAACGTTAAAGTAAATATCGTAGCCAGCTTTGTCAAATTCCT
+TCCTAAGGTACTTCTCCAGCTCCATTATCTGAGGAACGTTCTCCATAACGAAGACCTTCGGCTTTAACCT
+TTCCACGAACCTAACGAACTCCAAGACGAGTCTACCTATTGGATCCCTGTAAAGCCTATCCTTAGGGTTC
+TCCTTCCTCCTGGGATTTATCGCAGTGAAAGGCTCGCAGGGAGGTCCTCCTATTATGACATCGACATCCC
+CTATCTCATCCGGACTAATAACTTTGATATCTTGGGCTATCACCTTGACCCCAGGAAAATTGTGAGAATA
+AGTCTTGGCCTTTGGTTTGAAATTTTCAATTGCAGCTACTATCTCAAACCCTACAAGTTTAAAACCGAGA
+GAAAAGCCTCCAGCTCCAGCGAAAAGATCTAAAACCTTCATCCTTTTATTGCCTTCTCCCAAGCGTCTAG
+AACCTCCTTGGCCCTGTCGAATATCTTCTTTGCGGCTTCCTCCAGTGCCTTCTCTGGCGTTATCTTACCG
+TCGGTCACGACCCTAAACCTCGGCTTCCTGGCCATTAAGATTGGGTGCTCTATTGTGTAGGCCACGAATT
+TGACGTGTGGGTTCTCTCTTAAGGTTTCCGTGAGCAGGTTAGCGAACGTGTGATCTTCACCTTCCAGGTA
+AAATTCAAGCAGGTCCTGCTCCTTCTTGATCACCTCTATCTTCATCTCCCTCACCTTCCAGATGCTTGAG
+TAGCAACTCCAAGGCCTGCTCCTTGTTCTTAATGAGTTCATATTTAAACTTATCTTCCTTGTACTCGGCC
+AGCCCCAAATCGACGAGCATTTCCAAGACTTCCTCAGGGTCGAGGTTGTAAACTATCGAAACCGGAGCAA
+CGACCTCCCTAATCTGCCTGGTAGTTTGCAAGGATATCTCTGCTATAACATCGCTCAGCCTCTTCACCAG
+CTCGACTATCTCCTTCCAAGGCATCGATGTCTTCAAGTACTCGTCCTTTAGCTCCACCCTCTCACCAAGC
+AACTCAAGGGTTCTCAATAGGATTTGCAGGGAAACGTTTGCGCTCGCTTCCCTGAATATATCATCGGGAT
+AGTAAGTGTAAAGTCCCTGCCTGTCCGGGTAAAGCCTCCCCCTCACCCTCTTATGCGCCTCCCTAATTGC
+CCTTATAGCTTCCCTTATCTCATCCTTCGTTCCTTGAACGTTCACCTTTAGGGAGTTCAGCTTACCGTGA
+ATGTAGACGAAGGCCGAAAGATTTAGCCTCTGAACTTCCTTCATGAACTCCTCCTTCTCCACATCATCCC
+TAACGTGGAGCACTATAACCTTCTTTGCCCTCATAGCTTCACCTTCCTGTACAGCGTAGATATCTTCCTC
+GTCTCAACGTTTCCACACCTCGGGCAGACCAACTGGTTTCCTTTCCTAACGAGGGGGGTTCTGCATTTAG
+AACATAAGGCATATACAACTCCAAGGTCAGGATCCTTTGTCGTCAACTGAATCGGGCTCTTCTCGTCCGC
+TATAACCCTAGCCCTAACTATGTCCCCAATCTTGAACTCGTTCCTTAAATCCTCAACGAAGCCGTCCTTA
+ACTTGAGATATGTGGATTCCAGCAAGCTTTGAAGTGGCTATCTCCCTGTTCTCCTGACCTTCTATCTTTA
+TCATTCTAAGCAATACCGCCTGTTGCTTAACGTCTATCACCCTTGCATACACTATGTCCCCTTTCTTAGG
+TATTGGAGGAACGCTCGATGCCGGCTCGAGGCTTATCTCTACCTTGTCTTTATTTATCTTAACCCATCCT
+GCCCTTGCTGAGTAGAGGTTTCCGTCTTCTACTATAACTCCCTCTCCAGGGAGATATTCCTCTATAACCC
+CGAGGTAATCCCCAGGAAGGACAAAATCACCATTTTTTATGGTTTTCTTTCTCTCCTCACCTTCCTCCAA
+CTCTTCTCCCCTCCTATAAGGTTATTATTCCTGGGCCCTTTAAACCTTCTTCCCTCCTCTATTTCCCTCT
+GGACTATCATTGCTTCCATTTCAGCTCCCCTCTTCCCAAATACCCTTGCTATTCTTTGAACTGCCTCGAG
+TTTTCTAACGAGAGTGTCGAGCCACGTAAAAACGTCCCCAGGGTAAAGTATAAGCCCGTAAACCTTTCTG
+AAGTGCTCCGATATCTTCGACGGCTCTTTGCCGTCCCTTCTTAATTCGACGATTTTCTTTCCCATCATCA
+GCATTGCAAACTCTGTACAATCCTCCTCTGGGCAATTAAAGAAGTCCTGATAAATTAAGAACAACTTATC
+GGCAGCATTTGGGCTTATCTCTGGTATTATCTTGTCTAGCTCCTCTAAAACTGAAGCAAAGGAGCTTGAG
+AAAACGTTCGAGCTAATTCTCCCTCTTACGGCCGACTCTATCTCCCTCTGCAGGAAACCGGGAAGGTAAG
+CGTTTTCGAATGGACTGAGCATTATGGCTATGTCCAAGGGATTCATGTTGTCCAAGTTCTCCCTAATGAA
+CTCGGCCTCCCTTGGTAAGAGGAAGCTCATGCTGGTGGCCCTGCCATAAGGGGTCACCCTCACAATTCCC
+CCATGCAACTTAACCATGCCCAGCTCTTCCAATTTCTCAAGAACCTTCTCGGCACTCCTGTTAGCTCCTA
+AAGTTAGGGAGTTCACCTCCTCTATCACACTCAACCTATTGAAGACGCAAGCGTGGGCTAGAACATTATC
+CTCTTCAATCTCATCGCTCCACTCAACTATCACAGGCTCTATGGGAGAGGTTAGCAATTTCAAGGCCACT
+TCATCTTCGGTTCCTTCCATCTGAGCTGAATATTTCCTGCCAGGCTCAACCATCAGGTAAACTTTACCCT
+TTTCATGATAAAGCGGCCTTCCAGCCCTTCCAAGCATTTGATGAAACTCCCTAACGCTCAACCACTTATT
+CCCCATTGCGAGGCTTTCGAAGATAACTTGAGAGGCTGGAAAATCAACGCCAGCACCAAGGGCCGCCGTA
+GTTACGACCACATCTATCATCTGAGCTTGAAACTCCATCTCAGTGATCTTCCTCTGCTTGTAGGGGAGGC
+CGGAATGGTAAGGCTTAGCCTTCAATCCCTTTCCAGTTAAGAACGATGCAAGCTCATGACATCTCCTTCT
+GGAATAAGTGAAGACTATTGTCTGCCCCTTAAACCCCTTGGAACTCCTTCTCATGGCTTCAACTTTGCAC
+AACTTAGCTATCAACCTCCACTTCTCGCTTTCATTCCTAGCTATAACCAAGTGCCTCTCGAGGTCTACTG
+GTCTTTCGTCATAGAGAACGAGCTTCATTCCAAGGGCCTTCGCTAGCTCTTCGGGGTTGCCGATGGTGGC
+GCTAAGCCCTATGAACTGGGCCCCAGGATAGAGTTTCCTTAGCCTAGCTATTAGGCCATCTAGCCTCGGG
+CCCCTCTCCTCATCGTCGAGCATGTGAATTTCATCTATAACTATTGTTCCCACGTTGCCTATCTTCTTCC
+CCGCCCTCAAGAGGTAATCAATCCCCTCGTAAGTTCCAACTATTATATCGGCATCTATCCCAGTATCAAC
+CACAACTGGTTCCTCCCTTGTTTTTATCCTGCTCATCCCAACCCTTATGGCTACCTTCAAACCAAGCTTT
+GAATACCTCCTCCTAAAGTCCTCGTACTTTTGATTGGCCAACGCAACTAAGGGAACCAAGAAGAGCATCT
+TCTTCCCATTTAATGCTTTGGGTATCCCTGCAAGCTCTCCAATCAAGGTTTTACCGCTTGCCGTGGCCGA
+GACTACTAGTAGGTTCTCTCCCTCGAGTAAACCGCTTTTGATTGCAAGAACCTGAACCGGCAATAACTCT
+TTTATCCCCTCGAGCTTGAGGATGTCTTTGAACTTCTCTGGGATATCCAGCTCGTCAATCGTCATTCTCT
+CAACTTTAATACGCTTCGCCTTAAGCTCGTCCCACTTCGTTATCTCGGGATGCTGAGTCGGGTCAAACCT
+CGGGTCGAACGCGTATAGAACCTTGTCCAAATCCCTGAATTTCTCCAGTAACCTTTTAGCCTGCTCAAAC
+ATGCCTATAGAGTTGAACCTTGCCCTAAGCTCCCTTTTGAGTTCTTCCTCGGCACATCTCTCGCATATGT
+ACTCTCCCCTGTACTTTATCCTATTTCCTTCCGTCAGAACCGTTATCCTACCCTCCAAGAGACAGAGCCT
+GCACAGACTGGCCTTTTCAACGTTTTTATTCATAAGTCTCCTCTTGAAGTAGTCCTCCCACTCGTCAGCA
+TTCACTAGGACTATCCTGGACTGGCGGAGCAACTTTTCTATTTCCTTTGGGTTCCTGTATTGGCTACCCT
+CTAGAACCTTGAAAAGTCTACCCTCCCTCATTATTAGCCTTAAAACCCGATCAGCCTTAACGTTCCTTAT
+TTGAGATAACTTCTCTGGAGGATTCTCGATTACAAGTGCCTCTAGCTCACCCTTCTTCCTCCCTGGGCGA
+ATAACGAATAGCATCTCACCACCTACTTAAGGATAACTCCAGCCTCTTTAAAGTTCTCCAGTACTATTGA
+AACCCTCATCCTTCTCGCAAGGTTCTTGAGGTAGACCTTTCTGAGGTCCTTCAAAAAGGAGTTCAGCGAA
+TCAACATCCCTAAATGTCCCCCTAATTGCCAATTGAAACTCTCCACTCTTCTTGTAAACATCCGAGATGT
+TCCTCATCCTCAATATCGGCTGAAGAACCTTTGCTAAGTCAGGAGCCTCCGGATCAACGAGTTCAACCTC
+TATTATAGCTGTTAAAAATTCGCCGAAGAAAGATGTATCAACTACAGCAGAGTACCCTTTAATCACGCCC
+AGCTTTTCGAGCTTTTCAATCCTATTCTTAACAGCAGAAGCAGTTAAACCGACTTTCTTGCCCAATTCTG
+TGAGCGTTATTCTACTATTCTTTCTAAGTTCCCTCACTATAATCTCGTCGATCTCATCTATCCCGGCCAT
+ACCTCACGACCTAGTTTGATTTTTCAGGTCCCTCTCAAGTTCCTCTATGCTCTTCATTAGATGCTCCTTG
+ATCTTCTGGAGTATTTCAAGAGGGGACACCGGCGTGTATATGTAACCAAGCCAGCCGCTTTGAACGAGCT
+CCCTCTTAAGCAGGCCCCTCCTGTACAAGTTTAGAACGTGAGTTCTAACGCTCCTCTCGCTTATTCCAAG
+TTCTCTCTGAATCTCTCTTATCCTCATCCCCCTCCTCTTTTCAACGAGCAACCTATATATCCTTATCTCG
+TTCTTCTTAAGCCCTATTGCTTTTAAGAGGTCTTCAAGCTTTTTCAGCATCTCCTCCTGCTTCATTATTT
+TCCCACCTACGAAACTCTAATTACATACCCAAATTAGGGTAAAGAACGTTAAAAGGTTTTTCAAAACTAA
+ATAAATAGAAAAGAAATTACTCCGCCCATTCGTCTTCAGGGATTGCTTCCTTCTTAGCTGGAATTATGCA
+AATGAATTCGAAGCTCTCGGAATCCTCGTTTTTATAGCCGTGCGGCTCATTTGGGGGGATGTAAATGTAG
+CTCCCAGGAACGACTTTAAACCAGTTCTTTCCGTCCTTGGTTAAGTACCCCTCTCCCTTTACCACGAATA
+TCTCGTGCTCCCAGTCGTGCTGGTGGATTGGAATTTCTCCACCCTTCTTTATAACGAAGTACCTCATTGC
+AAAGTTCTTAGCGCCGACCTTCGGGCTTATTAGCCACCTTATCGTAGTTTCCTTCGCGTTGGGAACCTCC
+TTCTCGGGGGTATCGTCTATGTGTCCAATGTACATCTTTGTACCACCGTCAAGTCTTTGAGCAAGGAAGT
+ATTTAAATGCTTCCTGAGAGATAAGGATGGTGAACAAGATGATGTCATTTCTCAAGGAAGTTGAAGGCTT
+CAAATCGGAGAACGTTTTCAGGGACGTAGTTGAGATATCAAGGTACCACAGGATTCAGGGGTCTAGGGAG
+ATAGTGGATGCCGCGGAATACGTGGCCAAGAGGTTAAGCGAAATTGGTATTGAGTATGAATTTCTAAACG
+ACAGGTACGATGGTAAGAGGTATCATCTAACTTTACCTTCCCCAATTGCATGGGAGCTCAAAAGGGGGAA
+GCTGGAGTTCGAAGACAAGGTCCTAACAACTAACGACTCCCCACTCTTAGTCATGGCGCACTCACCGAGC
+GGGGAAGCAGAAGGGGAAGTTTTGCCTATATTCAAGGATGAAGACTGGGAGAAAGCGGAGGGAAAGATAG
+TTTTGGTTGGCGAGGATTGGAGGGAAGCGTACAAGAGGGCTAACGAAGCTGGAGCAAGGGCATTCATAGC
+ATATAGAAAGGGAACTGGAAGGGCTTTTCCATACATAGGCTTGTTCCTAACTAAAAAAGACTTAGAATGG
+GCCAGAATTCCTGCTTTAACCGTTCCAGAAACCTTCGCAAATGAACTCATAAACAAGGCAAAGAAGGGAG
+GAGCCAAGGTCAAGGTTGAAGTAGAGACCGAGATTAAGGAGAGCGAAGTTTTGCCAGTACTATATGCAAA
+GATAGGGGAACCCCCATATCTGCTCTTCTCGGCTCACATATGCCATCCAAGGCCAGGGGCAAACGATAAC
+GCGAGCGGAAGTGCCATGCTAATAGAGCTAGCAAGAGTTTTGAAGGGGAAAGAAGGAAGGGTAGGATTCG
+CCTTCCTCTGGATACCCGAATACCACGGAACTCAAGCTTTCATTCCGAAAGCTAAGTTAGATGAGATATA
+CGCTAATATAAACCTCGACATGGTCGGAGGAAGTGAAGACAGGGCGAAATCAACGATAATGCTAGTTAGA
+ACTCCACTTTCAAGGTTCTCACTTCTCCCAGGAGTCCTGGGAACGTTCCTGCAGCTGATAAATTCAGGAG
+GAAAGAGTTTCTCAGGGTCACCATTACCCAGGATGAAGCTTAAGGAGTATCCTTACGAGATGGGTAGCGA
+TCATGACATATTCAACATCTTCGGAATTCCTGGGGTGATGCCCATAACGTGGCCCGACAGCTACTACCAC
+ACCTCCGCGGACACTCCTGAAAAGCTGAGCCTCGAGAGTTTAGAGATAATAGGAAAGGCGGTTGCGGCAA
+CGGCAGTATTCTTAGCTAAGGCCGAGAAGGAAGAGCTCGAAAGGGTCGCTAGGGGATTCGCCATGAAGTA
+CCTTGGAGAGCTGAACTTGGAGAGGAAAATTGAAGTTGCCGAATCCCTTGTAATGAACGGCCTAAGTAGG
+GACTCAAAGTTCCTGGGATTAAACGTTGGACATGAAATTGAGGAAGAGGGAAGCATTAAATGGGTCGAGA
+AGGGAATAATCAGCCTAAAGGCTCTCGAGTACAAGAACGAAGAGCTAGCCAAGAGGTACAAGGAGATAAC
+TGAGGAGAGAATGATAAGCGTCCACATTCATGAGTACCTCATGCTTTCCGAGATCGTTGAGGAAGAAAAG
+GCCATAAAAGCGCTCAAAGATGAATACGGTGAGGTAAAGGAGGAGAAGATAAAAGAGGCAATAAAAGTCC
+TCAAAGACGCTGGAGTAATCAAGACCAAGTAACGTGCCTGTTGAAGATGTACCTCACTATGAAGGATGCC
+CCTATGCCCACCAGGTTAGAGATTAGATAGTGAACGCCGAGGAATAGGAGTGCCCAGTAGATTAGAAGCT
+GGGCGAAAACTCCTATTAGGGCCGCAATGTGAAACTGGAAAAACCTCCTGAGGACGCTCCCCTTCCTTAA
+ATCTTTAAACGTCCACAGATCGTTCCATATGAAATTGTTGATTACTGAAAGCTCGGTGGAGGGCAAAACG
+GCAACTTCCTTTCTTATTCCCATCTTAACAAAGAGCCAAAGGAAGCCCTCGTTAACGGCAACACCCGAGA
+GGCCGACTATGGAGAACTTCACGAGCCTGTCTATTTCCCCTTCCCACTTCATCAACCTGTAAACGTGCCT
+CAGGTAGTTCAACATTGTCTTCCCCTTAAGCTTGCTCTCCCCGCTCAGCCTTGTTCCAAATGTGAAAGGA
+ACTTCCTCAACCCTTGAGTATCGCCCCTTAATAAGTATCTCGAGCAGTATCTTGAAGCCTATTGGATTTA
+AATTAACGTTATCGACGACATTGCGCTTTAAGGCAAAGAAACCACTAACAGGATCCTTAATGCTCCTTAT
+CTTCGGTAAGGCAACCCTAGCTATCATTATCGCGCCCTTCGAGATCAGCTTACGATATAAGGGCCAATTC
+TCAACCCTCCCACCCTTCACGTACCTGCTCGCGATGGCCAAGTCTGCACCTTCTTTAATCCTCTTCAAAA
+GCTCGGGAATGACTTCTGGAGGATGCTGAAGGTCGGCATCCATTACAACGAATACATCACCACTAGCTTC
+TTTGAATCCTCTTATCACGGCCGATGAAAGTCCCTTCTCGTTAATTCTCCTTATCACCTTGACTGGGTAA
+ACCGAAGAGAGCTCCTGGGCTTTTTTCCAGGTTTCATCTGGAGAATCATCGTCAACGACTATTATCTCAT
+AATCGTAATCTTTGAGGGCTTTATCTATCCTGGAGAATAGCTCCTCAAGGTTCTCCCTCTCGTTGTACGT
+GGGAACTATCACTGATACTTTCATTATTAAAGCCCTAGGGAGAATGGAGCGTTGCAATTTTAAGGATTTC
+TAAGATTTAAAAGGGAAAAAGTTAAGTTTTCCTAACGACGAACAGTGCGTGATCCTTCTCGTAGGGTTCA
+AGATTCAGCCTCTCTATAACCTCAAAGTACTCACTTAGCTCCTTCTCAACTTCCCTGAAAACTTGTTCTG
+GCTCCTTGGTAACATCGATGCTCCTACTCTTCACAGCTATCATTCCATAGCCTCCCTTCTTAAGGTAAAC
+CTCCGCGTTGTCTATCAGTATCTTTGCCTGGGTTGGCTGAGCTACGTCTTCAAAGATTACGTCAACCTTT
+GGGACCAGAGCTCTGTACTCCTCGGGCTTCGTTGCATCCCCTAAGATGGGGACTATGTTCTTCCTATCCT
+CCACTATCGGGACGAGCTCTCTCAGAACCCTAGGCGAGAACTCAATTCCAAATATCTTCCCTTCCCAACC
+AATTACATCGCTAACGTGAGATGCAGTCGTTCCGCTGGCTATTCCGAGGTATAGAACGCTCTTCCCAGGC
+TTTATTGGGAAGTTCTTAAGGCCGTTCATTATGGCAGCTCCAAGCTTTGACCTGTGGGGGTTCCAAATTC
+TATACTCCTCGCCCTCCCACTTTATCACTCTCTCGCCGTAAACCCTTTGCCCAGGAACCAGGTTCTTAGT
+CGCTATCTTCTCGCTCCCATCATCGTCAATGACTATGTAGACCCCAGGGAACTTGTGCTTCTTAACCTCG
+ACCATTCAAATCACCTCCTCTTTCCCTTCTCTTTCTCCCTCTTTTTCTTCTTTTTCTTCTTCTTTTTCTC
+CTTCCAAGGCTTCCTCCTCTCTTCCCTCTTCCTCTTAGGTGGCTTCGGATACTTCTCCTTGATCTCCCTT
+ATTCTAGCTTCCAGCTCTTTCTTAAGCTCCTCAGCTATATACTCACCGGAGAAATAGTCCACTCTAGCCG
+CTATGGCTAACTTTCCAGCCAAGGCCCTTGCTATCTTACCCCTCTGCCACCATGGAGAGCGGTTTATAGC
+TGGATACTGGTAGATAACACCGTGCTTTGGAGGCTTCGCTCCAGTCCTTAAGTGCCTAAACAAAGCTTTC
+TCAGCCCCAAGAACCTGTATCGTCGAAGATGGGAGCATGGCGAGCTCCCTTAGACCACCTGCAAGGCTTA
+TCAAGCGAGCTGCAAGCTTCGCACCAACCAAAGCTTTGAGGTTAGGTGCAACGTCATCCATGGCCTTGTC
+TATGTAATCCTCGAGCTCCTTCCTGAGCTTGTATAGCCTGTCTATTTCTTCCGCGAAGTCCTGGACAACC
+CTTATATCCGTCTCGTCCATCCAAGCTCCCATAGTCTTCTCCTTAGCCTCAAGTATCTTCTTTATTTTCT
+CCTCACTCAAGCCAAGTTCTCTTAGCTTTTCTTCCTCAACGTTGTCCCTGTGCCCTATTGTCTTCACAAA
+GGAAACGTATTGGGGATGCCTTGGAAGTATCTCGTCGATCTCTGGGAAGTGGAGGGAATACCACTCCCTC
+AACCTCGAAACTAGCAGGTTAATTACCTTGTCAAGGTCATCAAGGGCTTCTATAGCTTGTATCACCATCT
+TATCCCTTGCACCGCTCTGCTCTTGTATCCTAAGCCTCGTGAGCTCAACTCCGACTTTGTAGTAATCTTC
+GTACCAATTCTCTCCGAGGAACTCCTCGGGGTTGCTTCTAAGCCTTTCGCCAGCGATGTTTGGGAATTCC
+GTCTTGGCATTGTAGCCGAGCTCCTTAGCCTTTCTCGTTAACTCTGAGTGCTCGAATACAAACTCATCGT
+ATCCCTTTTCTTTAAGCTCCCCCAGGAAAACCTCGAGATCCTTGACGAACTCTCCCTTAAGGAGCTTATC
+GAGAACCTTCTCGGGTTTATCCGTGTAGTACCTCTTAGCTATGAGCTTACCGTTTTCATCGAAGGCATAG
+ATACCTCGAACGTTTTCAGCTATGAACGCCTTCATCATCCTCACCAGATGGAACTTTGGTTCATGGTATA
+AAAGACTTGAGATTTAAATAGAAAAGCTTAGCGGTTTGGAAGGCTAAATCCTTAGCACGGTAGCAACTAC
+TGGGTCGGCTATCTTGTACGTGTTATCTTCTTCCACAATCCAGTTCATCTTTTTTAAGTTCTCGAGGAGA
+GCATAAAGCCGGGGCTCAGGAATTTTAGTGCCCTTAACTGCTAGGTAATCTCGGATGAGGCTCCACCTGT
+TATAGCCGAGGGCTATCGCTCTAAGGATATCCACATATCTTGGGCTTCTCCGCCTTAACTCCTCGAGTTC
+GCCCATTATTAGACCCTTCGCTACTTCAAGCGTTCTCTTCATCGCTCTCCCGAAATCTCCGTTTCTTAAG
+TACTCAACGCCAAAGACCACTAACCATCCTGGTATACCGTCTAAAAGCTCCACGGCCTCTTCTATTTCAT
+TCTCTGGAACATCTAAGTTTACTTCTCTAAAACCTCGCTTGAGGAACTCGACCGAAGTATCCTTGTCAAA
+GGGCTTCACTAGGACTTCGCCAGCGATTCGTCCATAGAGTGGGCTCTCATAATCTGTTATCTTTAAGAAA
+TCATGGAGGAGACCTACCTCCGAGCCCGTGAGTATTATCTTTAGATTAGGCAAACTATCGTATGCATAAG
+CGAACAGAGCTAAGAGTTCCTTTCCACCTCTCGAGCCATAGAAACGTAGATATTGAGCCTCATCGAAGGC
+CACTATGAACTCCCCAAGCTCCTCACCAAGGTCGTTAAGCTCTCTAAATACCTCCCTCAAGGACAGTTTC
+CTGGGTTCCAAAGTCAGAAATTTAAGGTTTAGCGATATCTTAAATTTTGACTGGAACTTTTGGAACGGGC
+TTATCGTTGATTGGAGTTCCTTTATTAGTTCTTCTCTCGTTATATGCCCCCTTTCAGCGTAAAGCTCCCT
+ACAATCTATTAATATTCCAGGTCTCTCGTTGAGAAACGCCCTTAAGAGCGAACTTTTTCCAACCCGTCTA
+ATTCCAAGGAGAAGAGTTAATGGATAATTCTCGAGGCTCTCCTCAAGCTTCCTGAATTCCTCCTCCCTAT
+CAAATATATCCTCCCTTCGGGTTTTGGGTCTAAGGTCAAACAGCACTTACGCCACCATAAGTGACTTACG
+GGGGCATAAGTTATAAAGGTTGGGATAAATTAAAGATTCATACCAACAATTCAAGCATTTCCTCACCATA
+GTGGAATATCCCTGGGAGACCACCCGTGTGTATAAAGAGAACGCTCTCTCCGAGATCTCCTTTCTTCGCA
+AGATCCATCAGGCCGTAGAATGCCTTTCCAGTATAAACGGGATCCAGCAGCAAGCCCTCCATAGTCCCAA
+CGGATTTTATGAGCTTTGCAACTTCTTTAACTATCTTCCCGTAAGCTCCAAAGCCGTAATCGTATATCCT
+CGGTTCCTGAACTTTCACATTAATTCCCAGGAGTTCCTTTGTTTTTTCAACCAAATTCTTAACCCTCTCC
+TTCGCTTTCTCGGTGGCACTACTAACGTCTATTCCAACTACGCTCCACTCTGCATTAACTATAGCGGACC
+CCAAGAGAAGCCCAGCGTACGTTCCCCCGCTTCCAACCGCATCAACTACGGTGTCAATCCTAAGTCCTAG
+CTTCTTTACCTGAGTGTACAGCTCACCTACTCCCCTAATGTAACCGAGGGTTCCAACTGGGGATGCCCCA
+CCAGGGGGTATTATGTATGGCTTCTTTCCTTCCCCCTTAAGTTCTTCGGCAACTTCCTCAGCAACTTTCA
+TTAGCTCCCAGCTGTTATCTGCCTCGTATATCCTCGTTTCAATTCCCATCAGCTTGTCAAGGAGATAGTT
+ACCCTTTAGGACTTCTTCACCTCTAAGGATTAGGACCGCACCCAGTCCAAGTTTTTTAGCCGCTAAAGCC
+GTCACAAAGGCATGATTTGAATGGACGGCACCTATCGTTATTACCGTGTCGCAACCTCTGGACAATGCAT
+CCCCTAGGAGGAACTCAAGCTTCCTTATCTTATTTCCCCCTATTCCAAGACCAGTTAAGTCATCTCTCTT
+AACATAAACGTCAACACCTAGCTCCCTACTTATTCTGGGAAGGTACTGGATTGGGGTTTCCCAGGGAATT
+AAAGTTATCCTTGGAAATCTCGAAAGAAGGGCATCAACCTTTGGATGCATACCTACCACCCCTTCTAGCG
+GCGGCGGGCACGCCCGAGGGTGGGAACCCTCCACCGCCTCCTTTCACCAGGGCCTACCTCATCCCCGCAC
+CCCCGCGAGCGTGCTCCGTGGCCCCTACCGCTGCTCCCTTCCGGGCCTTGCGGGGTTTGGGGCCTAAAGG
+GGGTTAGCACGGCCCTTCAGCCGTGCCTCCCCCACCGGGCACCCCGCGGGACGAGGACTCATCGTTCGGC
+CCTGGCTTCCGGAGGCGGCTTCGGGAACCGCCCCTCGGGCTTCGGCCCCGGCATATCGGCGGTTTCCGGT
+TACAGGGGACGCCGAACCCCCCGGCCTAGCCCGCCGCCAATTAACTACTATCAAGTTTACGTATATAAAG
+GTTTGGCTCTTAACATTCAGATGTCAAAAACATTTAAAAATGGAAAGCCTGCTTGTTATTAGTGTGCTAA
+AATCAGGTTCTTCTCAAATCAAACATCTTCAAGCTTAAGCTCAAGGGCAATGAGGAATGAATCCAATGCT
+GAGCAAAGGCAATGATTGACCCCAGAGTGGCCGAGCCTCTATATTTCTATAATCTCAAAGACGTTGTTGG
+CTAAATCAACTATGAGCAACTTGTTAGCTAGAGGTTCCCCATAACCTGTTATCAGCTTCACAACCTCTGT
+AACTTGAATGGAACCTATAACTCCAGCAGTAGCTCCCAGGATGGGGAATTTCCCTTTCTTCTTTATCCTG
+GGGAATATTTCCCTGAGCCTCTTAGTCTTCCCCGGTATTATCGTGGTCACTTGACCGTACAATCCTTCAA
+CGGCCCCATGAACTAGAGGAATGCCAACTTTATGAGCGTAATCATCAAGCAAATACCTAGTTTCGAAGTT
+ATCAAGGCAGTCAACTATGACGTCTACTCCATGGAGCACATCTTCTATGTTTTCCTCGGTTAGCTTACCA
+ACGAACGTTTCTATCTTTACATCTGAATTAAACTTCTCAAGCTTCCACTTAGCCGATAGCGGCTTTGGAT
+TCCTTCCCAAATCTTCCTCCCAGTGAAGTATCTGCCTGTTCAAGTTACTCAGCTCGGGAACCTGCTCGTC
+AATTAAAAGTATCCTTCCAACTCCAGCGGCCGTTAAGTAATAAGCCACTGGACTACCAAGACCCCCAACT
+CCAACCACTGCAACCTTAGCCTTCTTCAACTTCTCCTGACCCTCAACGCCGAAAATCATTATCTGCCTGT
+CATATCTCTCAAGCTCGCTCTCGCTCAGCATCTTCTATCTCCTCTAGAGCCTTCTTCAGCTCATCGTAAG
+CCTGCTCGAGAGACTCAGGTATTACCTTGGTGTCAGCGATTACCGGCATGAAGTTCGTATCTCCATTCCA
+CCTTGGGACTATGTGAAGGTGAACGTGCCCATCGACACCTGCTCCGGCAACTTTCCCGATGTTAAAGCCT
+AGATTAAAGCCATCCGGCTTCATAACTTTCCTTATAGCTTTCATTATTAGAGCGGCGAGCTTCATTATTT
+CAAGCATCTCCTCCTCGGTTAAATCCTCTATGCTCGCCACGTGCCTGTAGGGAGCAACCATGACGTGCCC
+AGGATTGTATGGATAGTTATTCATGATTATAAACGCATGTTTTCCCCTATATAATATGAGCCTCTCTCTA
+TCTCTATTCTCCTTTGGGAAGTCGCAGAATATGCAACCCTCATGCTTAGGTGCCCTTATATACTCAATTC
+TCCAAGGAGCCCACAGTATCTTCATCGCACCACCTAACCTTAGGAGAAGTTTTGTGTTTTTAAAAGCTTT
+AGTCACTCAATTTTGTCAACTTTTTGCGTGGTGTAATGTAAATTGAGAGTTCCTTAAATAAAGGCTTAAA
+ATCTAAAACAATCTTTTTCCATCTTGGTGAATTAAGTGGAGATAAGACTTGAGGATGATAAGATAATCCT
+TACCTAATAAGGAGTAATGCCGACGTGAATGGGGCTTTGAATATCTTGAGGAAAGTAGCCGGCGATTCGC
+ACGTTAGGGCGATAGCCGGTAGTGGCCGTGTGACCCCGGCCGGTGAGGGTGAGGCTATCGGCAACGGGAT
+GCCGAATGAGCCCTCACGAAGCCTAGCCCTTTAGAAGGCGGGGCAGGTCACTCAAGGAGCACCTTGATAA
+AAAGCTCGAGTACTAGAAGAAGAAAGGTGAGTGATTGTGAAATACAAGAGGGACATTAAAGAGAGGATCG
+AGTTCATAAGAAGATACGTCGAGTGGTTGAAGGAGACACCCAACCAGGTATGGAGCTCACAGCAAGCAGA
+GTTTATCAACGCGCTTTTAGATAACGCCTCAAACTTCCCCCTCTCAAAAAAAGAGTACCTCAGAATAAAA
+GAAAAGGCAAAAACTCCTAGGCATTAGCTTATAAATGGAAAAGTCATATCTCCTAAGTTTAATCTTGGAA
+AGAAGATAAAACAATTTAAAGCAAGGCATTTCTTAAATGAAGAAACTTGCCCACAAACCTTTTAAATGCC
+CTTCATTATGTTTGGGCGAAGGGACGGCTGGCTTAAGCTGGCCGTCACCATGGGAGGTGATGTAAATGGC
+CAGGATGCACGCTAGAAAGAGAGGTAAGAGCGGTTCAAAGAGGCCCCCAAGGACTGCCCCTCCAATATGG
+TTGGAGTACACGGTTGAGGATATAGAGAACCTCGTTGTCAAGCTCAGGAAAGAGGGTTATAGCACAGCTA
+TGATAGGAACGATACTTAGGGATCAATATGGAATTCCAACAGTTAAGCTATTTAGAGACCCTGACAACCC
+AAATAGAAAGCTCACGATAACGAGAATCTTGGAAAAGCATGGATTGGCCCCAGAGATTCCAGAGGATCTA
+ATGTTCCTGATTAAGAGGGCCGTTAACCTTAGAAAACACCTTGAGCAACACCCAAAGGATTTACACTCAA
+TGCGTGGTCTTCAGTTGATAGAGAGCAAGATTAGGAGACTTGTGAAGTATTACAAGAGGAAGGGTAAGCT
+TCCAAAGGACTGGCGTTACGACCCAGAGCAGGCAAAACTCCTGGTCCGCTGATTTCCTATTCATTTTAAT
+TTGGTGTTCTTGATGGACAAGAAGGGATTCTTAGAGAAGGTCAAAGAGGCTGTGGATTTAGCTAGATTCC
+ATATCGAGTTAGGCCACACTATAAGGATAATTTCCCATAGGGATGCCGACGGCATTACATCAGCCGCCAT
+AGTCGCCAAGGCACTCGCTAGGGAAGGTGCAGATTTCCACGTTAGCATAGTCAAGCAAGTGAGCGAAGAC
+CTAGTCAGACAGCTAAAGGACGAAGATTATAAGGTTTTCATATTCTCGGACCTCGGTAGTGGATCCCTAA
+GTATAATAAAAGAGCACTTAAAGGATAGAACCGTCATAATCCTTGATCACCATCCCCCAGAGAACGTTGA
+ACTTCCAGAGAAGCATATCCTAGTTAATCCAGTTCAATTTGGAGCCAACAGCGTGAGGGATCTTAGCGGT
+TCTGGAGTCTGCTACTTCTTTGCAAGGGAATTGAACGAACGAAACAAGGATTTGGCTTACATTGCAATAG
+TTGGGGCAGTTGGGGATATGCAGGAAAACGATGGCGTCTTCCACGGGATGAACCTTGACATTATAGAGGA
+TGGGAAATCCCTGGGCATACTAGAGGTTAAGAAAGAGCTCAGGCTATTTGGGAGGGAGACAAGGCCACTA
+TATCAGATGCTTGCCTACGCAACGAACCCTGAAATCCCGGAGATAACAGGGGATGAAAGGAAAGCTATTG
+AGTGGCTAAGGAACAACAACTTCAACCCAGACAAAAGGTACTGGGAACTTAGTGAGGAGGAAAAGAGGAG
+ACTTCACAACCTGTTAGTAATCCATATGATAAAGCACGGGGCCGGCAAGGAGGAGATAGACAGGTTAATA
+GGGGACGTAGTCATAAGCCCTCTCTATCCCCAAGGAGACCCGAGACATGAAGCTAGGGAGTTCGCAACGT
+TACTTAACGCGACAGGTAGGCTTAATCTAGGAAACTTGGGAGTGGCCGTTTGCTTAGGGGACGAAGAGGC
+CTTTAAGAGGGCTATGAAGATGGTCGAGGAATACAAGAGGGAGCAAATTGAGGCAAGAAAGTGGTTGATA
+CAAAACTGGAACAGTGAAGTTTGGGAAGGAGAGCACGTTTATGTCCTCTACGTTGGGAAGAACATTAGAG
+ATACCCTGGTTGGCATCGCGGCAAGCATGGCCATAAACGCTGGCCTTGCAAATCCAGAAAAGCCCGTCAT
+AGTTTTCGCAGACACGGACGAGGATCCAAACCTAATCAAGGGTTCCGCTAGAACGACAGAGAAAGCATTA
+GAGAAGGGCTACCATCTTGGGGAGGCCCTCAAGAAGGCGGCAGAAATGATAGGCGGCGAAGGCGGAGGAC
+ACGCAATAGCGGCTGGAATAAGGGTTCCAAAGGCGAGACTTGCAGAATTCAGGAAGTTGATAGATAAAAT
+CCTCGGTGAGCAGGTGAAGGGAAGTGAAAATCAGAGCGAAAGTTGAGCTTACCTGGGAATACGAAGATGA
+AGAGACCGCAAAGGCAATAGCCAATGCCGTGAACGTCGATAATATTTCGATTCCCGAGAAGCTTAAGAAA
+AGTTTAAATTTAATCACGTTTCCCGATGGAGCGAGGGTAGTAACAAAAGTTAAATATGAGGGAGAGATTG
+AAAGCTTGGTAGTCGCTCTCGATGATTTAATATTCGCGATCAAAGTTGCTGAGGAGGTGTTATGATGGCC
+GCGAAGAGGAGGGTTTCAGCTGCTAAGGATAAGTGGAAGCTCAAGCAATGGTACGTTATTTACGCTCCCG
+ACTTCTTCGGAGGAGTTGAGGTTGGACTAACACCGGCAGATGATCCCGAGAAAGTGCTGAACAGGGTAGT
+TGAGGTAACTCTAAAGGACATAACAGGGGACTTCCTGAAGGGCCACGTCAAGTTGTACTTCCAGGTCTAC
+GACGTCAAGGGACAGAACGCTTACACTAAGTTCAAGGGAATGAAGCTCGCCAGGAGCTACATAAGGTCAC
+TCGTCAGGAGAAGGACAACGAGGATAGATGGAATATTCAACATAACGACGAAGGATGGCTACAAGCTTAG
+GGTTATGGCAATGGTAATAGCAGCTAGAAGAATACAGACAAGCCAGGAGAGGGCCATAAGGAAGATAATG
+CAGGAGATAATCTACAAGAAGGCCGAAGAGCTAAACTTCAAAGACTTCGTGCTTGAAGCCGTTAATGGTA
+AGATTGCCGCCGAGATAGCTAAGGAAGCTAAGAAGATATACCCATTAAAGAAGGCCGAAATAAGGAAGAT
+AAAGGTCTTAGGAGAACCGGAGGTTGCTGCCTAAATTATCTCAAACTTTTTAATTTCACTTATCAGCACT
+ACCTCAACGCTTTCGGCATTCTTAATTTTCTGCAGGAACTCGTTTATTATTCCTTCAGCTTCCTTGAGGT
+CTTTTGGAAGGAGAAGCCTCACTATCAAGTTGTAACGCCCGACGCCCTTCTCGATTTCCTTCACGTACTC
+TACATTCGATATCTCAGATATCATCGCATCAACTTCAGAAGGAACCCTCAACTTTACGAGAACGAAAGCG
+TACATGTAACCTAACTTGTCCAAATCAGGAATAATTGTAAATTTTTTAATTACCCCAAGTTTTTTCAATT
+TAGTAATCCTTCTTGCAATCCTCTGCCTAGTGGTATTCATTAATTCAGCGAGCTCCCTATAGGTGAGTCT
+AGAGTTTTGAGAGAGTATTTTAACGAGTTGAATGTCAACCTTATCCAGCTTCCTCATTAAAGTCACCTCC
+TCTTAAAGATACCAAAAGGATATAAAAATGTTTCGTACGTTTCCCAAAATTCAAAAGTTATTACAACATT
+AAAGGTCTCTCCTTGAATATTTCGCAATTGTCTCCCTTAAGGCATCTTCAATGTTAATTTGAAAGTAATT
+TGCAATGCAAATTAGTGCAAATAGAACGTCCCCCACCTCTTCCTTCAACTTATTGTAGTCTTTCTCTCCC
+TTAACACCTTCAAAAGATAAGATAACATCAGCAAGCTCCCCAACTTCCTCAACCAGCGCTGTGAGCATTT
+GAGCTGGAGTCCAATAACCCCCCAGCTTTTGTATTAATTCATTCACTTCCTCCTGTAGCTCCTTCATACC
+CAATTTCCTCCATTACTGCCCTTAGGTATTCCATGAATTTTTCCTTATTGGTCCTGTAGAACCTCAACTT
+GCCCTCTCTTCTCTCCTCTAGTAATTCTGCCTCCTTGAGAATCCTTATGTGATGGCTTACAAGGGTTTGG
+TCAACATCCAGGGCCTTAGATATTAAGCAGACACACATCCACTTATCCCTCAACATCTTGAGTATTCCAT
+ACCTTATTGGATTTGAGATAACCTTCAGGAACCTCTTAACGTCTTCCCTGGGGTAAGGGTCTACTTCCTG
+CTCGAGGTCATATATTCCACACCTATCCAAACAGTTCTTCACGGTTCTCTTCTGCTTTTCGCTGAGGCTC
+TCTATAAGCTCCCTAAGCTTCATGGCACTTCACCATCTTATGGTTTTGAACTTTAAGTATAAAAAATTTG
+TTTCATCTGAAATCTAATAGGAGACCAAAACCATTTTCAACTAGGCAGATGAAATAGGAGGGGGATCGGC
+ATGCAGGATATAGCGGAGTTCACGCTCAAGATTAAGGATATGATAGTAGGAGAGGCGCTTGATGAGATTA
+ACGATGAGAATATGAGTAGGTTCCTAGCGAGGGTCTCAAATACGGTCAGGCAAGAAATCCCAAAGTACCT
+AATCGAAAAGATAGATGTCGATGGCATGATTAAGGGAATAAAAATTCAGGGCACACTAGAAGAAAAGTTA
+AAGGCACTAAAATCCCCAGGAACGTCAAGAAAGATAGGAAATTACATTAAAGAGGATGACAAAAAGCTGA
+GGAAACTCCTCCAAGATGTCGCTAAGGTAGTCTTAGTTTGGAATACTTTGAGGGATGACCTCCCACTAGA
+TTTCCCCGTTGGGAGGATAGAGAGCTTAAGCACGCAACCGAGATATGAAGAGGAGCACATTAATTTCACG
+GTAAAGTATGGGAAGTGGATAGTGGTTAAGAGACTTATAATTGACGAGAAAACTCCAATGCTCGATATCG
+CAAGATTGTTGGCTAGTATAAACGAAAGTGCGGTTGGGAAGATACCAGAGTTTGCGGGTATAGACATGAA
+AGAAATCAAAGACTATTTTGGTGGATTCAAGAGGGTTAGAAAAGATGAAGAGATAGAAGAGTTAGTAAGG
+GCATTTAGGAACTTCAAACCCGAGAACGAACTTGCAATTAGATATGCTGTCGGAGAAATGTTATCAAAGC
+TCGGACTAAGTATCGACGTTCCCTCAAAGAACCTTGAGAAGTACCTCGAAAAAACGGGATGAGGAAGCCG
+AGGACACCTGAATTGTGATGAATCTTCGCTTCGCCGACCGAGGTGATAACGTGTCCCCATTCCTTTACTT
+GATTTATTTCGCATATGCCCCCGCCCTCGCGCTCTTATGGTACTTTTACCATCAAGATAGGCTAGAGCCC
+GAGCCAAAAAGAATAGTCCTTGGAACTTTCCTCCTCGGAGGAACGCTCTCGGTTGGAGTTGCGCTAATAT
+TGGAAAGTGTCTTAGTTCCTAGGTGGTTCCCCAGGATACCTGCTTTGTTGCCTGCAACCTTCCTCTATGT
+TGCCTTAGTCGCTGGAATCGTTGAGGAACCTGCGAAGGCCCTCGCAATTAGATATGCCTACAACTCCGGT
+CAGCTTTACGGTATCATGGATGGCGTAATTTATGGCGTTGCGGCGGGTTTGGGGTTCGCCGCCACTGAAA
+ACTTGTTATATGGCCTCGGTTATGGGCTTCAGGTAACTATTCAGAGGGCCCTACTAACACCTATAGGTCA
+TGCAACGTGGAGTGCAATAGTTGGAGTTGGATACGGATTAAAGGCGGAGGGCAAAGTTTTCACGACGATT
+CCCTATTTCACGTTAGCTATACTACTACATTTCCTCTGGGACTATTATGCGTTTATGAGCACAGTGTCCC
+CAGTCTATTACCTAATGATCCTCCTAATATTCACGATAAACATAGTGATAATTAGGTGGCTTGTAATCCT
+GGGTAAGAGGGAAGATATGGAAAGGTTCTGGTGGTATATACTTATGGGTGGTAGAAGATGGTGAGTTGGA
+TGGAGATAGAAGAAGTCTTGATGGATGTCAGGCCGTACATAGAATATTATGGAAGGTTAAAGGAGCTAGT
+GGAGAGGATAGCTAAAGAGGCATCGAGTATAGATGACCTCATAGCCAGATTAAAGGCTGAAGAGGAGAGG
+ACAGAGGAGCCGTTCAAAACGGATTTGAGGATATTAATAAATAAGCTTGAGAGCCTCAGGTGATGCGGAC
+TTCATCACCACTCAGCCGGTTGATCCATCATCATCGGATCGTCTTAACCTCATTGGAAACCCTTATATTA
+TTTTTAACATCATCGTTGAAATGCCCGATGATGCCAACAGGGTAGCTGCCGAGGCGATGAGGAAGCCGTT
+CCAGACTGAGGGCGTAGCAACTTTTTTATTGAATTAAGTCCTCTAATTATTTGGTGATGCTTATGTATCT
+GGCAGAGTTTAAGCTCAGATTTGGAAGTAGAAAGTGGTACGTTAGAAGGATAGTAGAAGCAGATAGCTAT
+GAGAAGGCCGTTGAGATTGCTAAAAAGTACGCTGAGCTTATGAACAGGGGAGAGGTGAAATGGGAGCTGG
+CAGATGTGTATGGAGCTGAGAGGCCATTGCTCATAGGAGAGGAAGAGCTTAAAAAACTCGAGTGAGTTCT
+CCAGCAAGGTTCTTTCCCATAAGCTCTCTAACTTCCTCGATTTTTCTTGTATGCCCGAGTATCCACATGA
+GCTTGGTTACCGTTGCTTCTTTAGTCATATCTCCAGCTGGTATTATTCCGGCGTTTAGAGCCATCCTACC
+AACTTTGTACCTCTCTAAGTCCACTCCATCGTAGAGAGCCTGAGTTGTTAGCACAATAGGAATTTCCCTA
+GAGATTTTTGATATTACCTCAAACAAGTTAGTTCCCCTATATGGAATTCCACCTACTCCATAACCCTCGA
+TTACGATGCCCCTATAACCAATTTTTAGAGCAGCCTCAAATACATCCCCCGAAAGTCCAGGAATTAGCTT
+TAGCACGAGGACTTTGTGATTGTATCTAAAATCACTTGAGAATTCATCGCCATAAATCCTAGGAATATGA
+AGAATCTTAATATCATCTTCCAACTTTGCGATTAGGGGATAATTTATACTCTCGAAGGCGTCAAAGTTCA
+TGCTTCTAACCTTTGATGCTCTAACACCAAGCATGACCTTCCCGTTAAATGCAATATAGATACCCCTAAT
+TCCAGTTTCTGCAAATTTTAGGGCTGTGTAAAGATTTAGAGGGGCATCACTATTTTTCTCGGATGCTGGT
+AACATTGAACCCGTGAAAACTATTGGAACTGGAGGATTCCTAAGCATGAAACTTAGCATTGAAGCTGTGT
+ACGCCATTGTATCGGTCCCGTGAGTTATGACTATCCCATCATAATCCCAAATGTTCCTCTCAATTTCTTC
+TGCGAGAGTTTTCCAATCAGAAGGTTGGATTAGAGTGCTATCAACGTTCATAAGATCAATAGTGTCTATA
+CTAGAGCCAATTTTTTCCCTAATCCCTGATATCTCAATAATTTCCTCGATAGAAAGGGCACTTTCATAAC
+CACTCTCACCCTTAACGCTCGCTATCGTACCTCCCATTCCAATTATTAGCAGGCTCATTAAACCACCAAA
+AGTCAAGAATTGGTTTAACATTTTAGAATTTTTGGCGAATATTAAGGGAAATATTTAAAAGTAAATTGGA
+CATTTGTCAATATTCTCCCCATATTTCGAAGATATGAAAGCGTCTAACTAAGGGATTTGGATAAACCTCC
+CATTTAATATTATTCGGAACTTCGATGCTAATTTCCCCGTAGAGGTTTCCTTCCCTTGGATCTAGAGTTC
+TGCCTGTTATCTTTCCATCCCTTATCTCGACCCCCATGTACCTCGGAAGGCCTATAATTAAGTGATCCTT
+ATGCCCCTTCTTTACTTCCTCAATCGCCCACTTAACTGAAAATATTCCAGAATATATCTCAGCTATCCTT
+ACGGGAACGCTACTCTTACCTATCGCTAAAATTTCAATTCCCGTCTCCTCCCAGAATTTTTTAGCTAACG
+GTTGCACATCCTTCGAGAGGTCTTTCCACACCTCTTTACCTTTGTCAGAGATGGAAAGAGCTTCTATCGT
+CGGTTCATCAAGCTTTCTAACCTCTATGCCACCTAAAGTTGAATCCAAATGAACTACATCCGGCTTGGTC
+CTTTTAGCAAGTTCTATTGCAAGGTTTATTTCATCCAATATTGCCTGCCTTCCAGATAAATCGTAATTGT
+ATGGGTCGGAAAATTTGACTAAAAATTCTTTAGCCGTATTATACGGTTTTTCAACGAGCACGGCTACAGT
+CGATATTAATCCTATTGGCTGTAAACTCTCATCTAACACTGCCCCTCCAGTATCTGCCGCAACTATCCTC
+ACGCTTTCACCTCCTGGAAAGCGTTAATATCCAATTACTTAAGCATTTCCAAGGCGTAGTTAGAATTGAG
+TGTCTAGCATGATAGATGCGGTTGAGCTTGTTGTAGGGTCGTACGTCGATAACTTATGTAAGGGTGTTAA
+GGTTGCAACGACTAAAGGGGTAGCGTATCTCCTTGTAGGGAGAAGAGAATATCCCCTAATAGAAGGTTCA
+GTTCCACCAACCCTCCACATTTACACTAGAGAGGGACACTTGTTCATATACTCATTTTGGAGAAGTAATG
+AAAGGGAGCATGAAGCGTTCATAAAAGCTTCCTTAACTAGGGTACACTTATTAAAGAATGGTCTCTTAAT
+CGAACCTCATGGAACGCTCGAAAAGTTTGATGCATACGTTCTCATAAAGCTATTAGGACCAAGAGACATG
+TTCAATCTGCTAAAAAGGATAATCAATGAAGAGAAGTTCATGGCAAAAGAAGAAAATGGAGAAGTTGTCT
+CAACGTACCTTGAAGAATACTTAAAAACCAGGAGATAAAGATAAATCCGAGAAATGATGAGCTTGGCCGC
+TACCCGATCGATGAGGGTTAAACTCCGGTGCTGATCATAGGATGAAGTCAAACGCCCTATCTATACTTCC
+TGTATATGCTTTTACGTATCTCTCCGCCGATTTTTCCCAGGAAAATGACATTGCTCTCTTTTTGCAGTTT
+TCCCTGAATTTACTTAGATCGCTCCTAGAAAGTTCAAGGGCCTTTAAGATAGCATTTGCCAATTCTCCAG
+GATCGCCAGCCTTCACGAGGATTCCCGTTTCGTTCGTTATGATATCCCTAAGCCCTCCAACTGCTGAAGC
+TATAGGGATCGCCCCCAAACACATTGCCTCTAAAGCCACTAAACCGAATGGTTCAAAGTAAGATGGTATA
+ATAACGAAATCCACAGAGCCGTAAAGTTCCCTAACGAATTCCCTTGATAGCATCTCCGTGATAACTTTCA
+CATTTCCATGCTTCTCCTCAAGGCTTCTAGCCCAACCTTCAAGTTCAGGATCTCCCTTTCCAATTATTAT
+AAATCTCATTTCCTGGAATTCTTTCTTAGATGACAGAATTTCAATTGCCTTCAATAGAACATCAACGCCC
+TTTTGGCCCCTATCGAACCTTCCAATGAACATGAATGTTACTCCTTCGTCCATTCCAAACTTTGAGAGCA
+GGGATTTCTTCCTCTCATCCCTACTTCCCGTTAAATATGACTCGTTCCAAAAGCTACAATCAATCCCATT
+GAAGACGTAAGTTATTTTGCCCTCGAAGTTTCTAAAGAAACCCCATTCGTCAATTAGGTATCCCCTACTT
+ACGGTTGTCACGATATCAGCTATGTATCCCCCAGTGTGCTCTGGATCTATATCTGGATAAGGAGCCAACT
+CAGACAATCCCGCTTCATGGAAGTAGAAAGCCGGCAATTTTGATTTGTTCAGTCTATGTATTGTGAAAAC
+CGCGGGGATCTTGAAGTACTTCTTTATTAATGCCCCCGCAAATACCGTATGCCAGTCATGGAAGTGAACG
+ACATCTGGAAGGGGTTCCTCCCTAAGAAGATCGTTCAATAGCAAAACACTTGCCCTTCCAAAAGTTACAG
+CTTTTCTAATTAAACCATCCCATCCTGGGCCGTAAACATCTTCGGAATCGAGAAGACCTCCCCCTATTCT
+ATATATCCTTAGGTTCCCTCTCTCCTCGTAACTTACCTTTACCTGGACTTCTTCCCCAAAGACTCTAATC
+TTACCTATTTCCTCACCCTGAAACCTTCCATGTGAAGGTGTAAATACCAGAACCTCATGACCGAGGGATG
+CTAAAGCCTCAGATATCGCCGTAAGGGCCTCAGCAAGGCCTCCCACTTTAACCGGAAGAAACTCAAATCC
+AAGCAATAACACCTTCATGTAAATCCCCTTGGGGAGTTATCATGGTATCTTTTAAAATTTCAGAAAGGTT
+AATAAGAGAGAGCCGTTACTCGAAGGCGATGAGAGGGGGTTACATTCTCGTTTTCTTGGCGGCCTCGATG
+TGGGGAACCCTCGGGATATTCGCAAAATTCCTCTACAAATTCAACCTCTCCACCTACACGATAATCTTTT
+ATAGGGTCACGTTCGCGCTAGTGTTCCTGTTTATTTACCTTAAAGCCAAGGGCATGCCTATTTTGATACC
+CAGGGAAAGGCTGAAGTTTTACATAATCTATGCGTTCTTCAGCATATTTCTATTCTATTCACTCTACTTT
+TACACCGTTAAGATATCATCAGTTTCCTTTGCGGTTTTAATGCTCTATACTGCCCCAGCATACTCGACGA
+TATTCGGGAGACTAATATTTAAAGAGGAGATAACCCAAAGGAAGCTAATTGCGGTTGCATTGGTCATAGC
+AGGAGTCCTAATATTAAACAGTGGGGAAATCAGCTTCACGGGGAAAGCAATAGCCGTTGGACTAGCAAGT
+GGTTTAACGTACGCACTCTACGGAGTATTTGCAAAGATGGCCGTGAATAAGGAAGAACCGGAACAAGTCC
+TCTTCAACGTTCTCCTAATAGGAGCTATCTTTTTACTTCCCTTCACAAGCTTTAAGGTCCCCCTACAATC
+AGTCCCATACCTCCTTGCCTTGGCGTTCTTCCCAACGTTCCTGGGATACATACTTTATAATAGGGCCCTC
+AAAAGCGTTGAAGTTAGCAGGGCATCTGTAGTAGCAACTATAGAGCCCGTTGTAGCTATGGTGCTCGCGT
+TCTTAATATTCGGAGAGAAACTAACGATAATCCAGCTAATTGGAGCTTCAATGATAATTGGAGGAGCGAT
+ACTTGCGAGAAGCGAGTAACTACTCCCTAGTGCTCTCCCCAGTCATTACAGCGGAAGCTATCATGTGAGC
+CAGTCTTAGAGCCTCGGGAATTAGCGCGTTCCTCGATGTAATCCTTATGACTTCCTCAGCCTTCTCTCGA
+CTTATACCAATTGCCTGATAATAGAGCTTCCCAGGAATGAGCTCAATTGGAGTTCCAGCGGATTTTAATA
+AGCGTATTCTCATCTCGTAGTCATTGAAGTGCTTCTTAAGGGCAAGTTCCATGGAAGTTATGTCAGGCTT
+TTTCCTGATGACTACTATAATAGGCAAACCCGTTTCCTTATACACCCTCTCAACGTCCACTATATTGAAA
+CCGGCATAGGTTATACCCTTAAGGAGGATGACCCTCAAATCCTTAAACCTCGATGATGTTACTGCGTCTA
+TTATTGCATCGGTAACATCGAGCCCATCAATGGTTATCCACCTAGTTACGACACCAATAACGTCGAGCGA
+ACCCTTCATGACTACGCCAACCAGTATAACCTTATCTCCCCTAGCCTTAAACTTGAACGTTCCATCGTCA
+AAGCCTATTACTCTAATCTCCTTCTTGACCTTCCTAATCATCACCACAAGTTTAAATATGGGAAAATTAA
+TTTTGCGATGCATGCTAGGGGTAATATTCGCTGTGAAGTTAAAGCGAAGTGACAACTATCTAATTCCAAT
+AGACGACGAGCCTATGTTGAAGATAGTTGAGAGAAGACTTAGATTAGCCAAGAGAATTGAAGATGTAATT
+ACGCTAGTCAGGAAGGGTTACGAAAAGAAGTACTCATTGCACGTTAGCAATGTTAAGCCCGTTAAAGGGA
+AAAATATCATAGATGCCCTCCTTGAGGGAATACCCTATGGTGGAGAGTTGTTCCTGGTAAAAGGGAATAT
+GCCGTTGGTAATGCCCTTTCTAGTCAATTACATGAGCACCCTCTTCCTGGAAGATGAGGTAGATGCTCTC
+ATTCCAAGGTGGAGGGATGGAAGGATTGAAATCTTTCACGCTATTTATAATGCCAGAGCCCTTAGAAATG
+CATTAGAGGCCATGAAAGCTGAAAATGAGAGGGACATCAAGAGGTTACCCGAATACCTAGATGTCGAATA
+TATGAACATTGATGAGCTCGTCGGAAGGAACAAAAAGGTCATATGGAGTTTCTTTGAGGTTAGAACTTCA
+GAGGATTTAAGGACGATCCTTAATGCTAGAGATAATTTAGGGAAAATATAAAAGTTTGAAATTTCATCTC
+ATTATGGTGGCATCTATCATCACCATCACATAGGTGTCAGCGATGGCCCGATGGGAGAAGATCGTTGAGG
+GAGTTAAGAGCATAGCATTTATCAAAAGTAAGATAATCAGCCGTGGAAAAAGGATAGCCCTTCTGGTAGA
+TGGCCCAAATATATTGAGAAAGGAACTTGGAGTTCACCTTGAAGATATAGTTGAAGCCCTGAGTGATCTA
+GGGAACATAAGGGTGGCCAAGGTAATCCTAAATCAGTATGCACCCCAAAGTTTGATTGAGGCAGTTTCAA
+ATCAAGGGTTTGAGCCTGTAATAGTGGCCGGGGAGATAGGAGTTAAACTCGCAGTTGAGGCCATGAGGGA
+AGTGTACAATCCAAATATAGACATAATAGCACTTGCAACAAGGAATACGGAGTTCGTGCCCATAATACTT
+AAGGCAAAGGAAAAGGGCAAAGAGACTGCTATAATAGGTGTTGAGCCTGGTTTTAGCTCGGCTTTGAAGC
+ATGCTGCCGATTACGTCATAGTTTTGAAACCTAGAGGTGAGGTGAGTGAAGAGGGTAATCTCGAAGATTT
+GGAGAAAGGAGAGAGAGGAGGAGGAAGAAAATCCGAAAACAATAGGTCTGATAATTGATGGGCCAAACAT
+ACTAAGGAAGGAGTTTGGGATAAAACTTGAGGATATCAAGAAAGCCCTTGAGAGGATAGGAAAAATTCGG
+GTGGCAAAAGTCGTTCTCAATCAATACGCTCCACAGGGGCTTATAGAGGCAGTCGTCAATCAGGGATTTG
+AGCCTATAATAGTAGCTGGAGATACCGACGTTAGGATGGCAATAGAGGCTATGGAACTTATATATAACGC
+AGATGTGGATGTTATAGCTTTAGCCACGAGAGATGCTGATTTCCTCCCCCTGATAAGCGAGGCGAAAAGA
+AAGGGAAAAGAGACAGTCGTAATAGGAGTCGAGCCAGGATTTTCCGTCGCCCTTCAGAATGCCGCTGATT
+ACATAATTAAGATGGAGAAGAAAAAGGAGGGGGAAGGTTATTAGTATTCAATTCCCCTTCTTGCCGTAAT
+TCCCCTCTGGTATGGATGCTTAATCTCCTTCATCTCCGTCACGTAATCTGCAAGCTCGTACAGCTCTTCA
+GGACAATACCTGCCAGTTAGGACTAGCTCAGTGTTCTTAGCTTTGCTTCTTATAAGCTCCTTAACTTCCT
+CAACATCTAACATGCCAAAGCCAAGGGCTACGCATATCTCATCCAAAATAACCAAATCCCACTCCCCACT
+TTTAACCACTTCCTTAGCCCTCTCAAGGGCTCTTTTAGCAGCTTTTATGTCCTCTTCATCTGGCTTCCCA
+TGGACAAATTTTGGCAAACCATAGGATTCTATCTTAAAGCCACACTTGTCTGCCATGAAGTACTCCCCAT
+AAACTTTCGGAGCTTTCATGAATTGAACTACTATGACTTTACCTCCAGAGCCGAGTATTCTCATGGCTAA
+ACCTAGAGCTGCTGTCGTTTTGCCTTTTCCATTTCCGGTGTATATGTGAACCATTCCAAGCCTATCCTTC
+CAGCTCATCTCCTCAAACCTCCAAATCAGCCAGTATGCCCTTCATCACCCTTCAGCAACAAGCGAGTTCA
+TCATCAACAAGGTTATATATGACGAATGCAATTTAAATTTCTCGATATGGAAGTAATAAGTCCGGTATAC
+TTTATCAGGGACATAATCGTTTTGATAGTTAGCTTAACTGCGGTCATAATAATAGTGGTCCTAAGGAATA
+AAGCTAAGGAGGCTATGAAGTATTGGCCTTTCGCCATGGCAAGTATCTCAGCACTCGTGAGCTTCACTTT
+AATATCGATTGCCCAAATTATAGGCGCTCTTCTCAACACGAGCGTGCTCTATGATAAGTATGAACCCTGG
+CAACTCATTAGGAGTGTTCTCCTAATCATCGCTGCCATATTGTTGCTGGTTTCCGTGCTATCCTTCTACA
+TTCCATTTGGGAGAGGGAAGTACGTCATATTCAGGATTAGAACCGAAGAAAAATTTAGAGAACTTTGGGG
+GGCCTACTGGTGCTATAGAGACCAATGTTACGCAGCTTTCAAGGCCCTTCTTAACGCAAGATTCCCAGGG
+ATAGCAATAACTAGAGACCCACCTGAAGTGTTTAGAGGAAAATTAAACCTCCATTTAACCCCCGTTATCT
+GGATATCAAAAGTTAAGCACGAAGAAGCTGTGTCTCCAACGAGATTGGAGTTTTTAACTCAGAGGATTGC
+AGACTTCCTAAGGTCTGCGGAGATAGATAAGGTCATCTTGATTGACTGCCTAGATTACCTAATACTCGAG
+AATGGAGAAAATGCGGTGATAAAATTCGTAACAAGGTTGAAGGATTTAGCAATGCTCCATCGAGGAATAA
+TTCTAGTGACAATAGATGAGAGCGTTCTTTCGGAGAAAGTTGTTAGCTTCCTAAAGAGAGAGCTGGAACC
+TATATCTAACTTAAACTTGACCAAGGTTTCCCCGGAGATAGAGGTTTAAAGCCAACACCTCAACTCTAAA
+GCATGAAGGCTCAAGACCTTGGAATAAAGATAGGAGTATTCGAATGCGGAAAGAGGAACAAGATTAGCGA
+CGTTAAAGGCGTTAAAGTTGGCCATGTCACCTTAATCAGGGGGAAAGGTAAACTTATTCCTGGGAAAGGG
+CCCGTAAGAACTGGAGTAACTGTAATTCTGCCTCATGAGGGCAACATATACAAGGAGAAAGTTCTTGGGG
+GAGCGTTCGTAATGAATGGTTACTCTAAACCAGTAGGATTAGTCCAGCTCTGGGAACTAGGGACAATAGA
+AACCCCAATAGTCCTAACGAACACCCTTAGCATTGGAACGGCGGTTGATGGATTACTTGACTACGTTTTG
+AGTGAGAACGAGGACATTGGGGTAACGACAGGTTCCGTAAATCCGCTCGTCCTTGAGTGCAATGATTCGT
+ACCTTAACGACATTAGGGGAAGGCATGTAAAGAGGGAGCACGTTGTTGAGGCAATAAAGAACGCCAAAGA
+GGACTTTGAAGAAGGAGCAGTTGGGTCTGGAACAGGAATGAGTGCCTTCGAGTTCAAAGGTGGCATAGGT
+TCATCATCAAGGATAGTAAAGATAGAGGGAAGAAGCTATACCATAGGGGCCCTGGTTATGACCAACTTTG
+GCAAGAGGGAAGATTTAACCATTGCAGGAGTTCCTGTAGGGTTGGAGCTCAAGCACTGGCCAGGAAGAGG
+AGGAGATGGAAAGGGAAGCATTATAATGATCATAGCGACGGATGCCCCACTAACTTCAAGGCAACTCAAC
+AGGTTAGCTAAGAGGGCAGTGGTTGGTCTTGCAAGAACTGGAGGTTACGCTTATAATGGAAGTGGGGATA
+TCGCTGTTGCTTTTTCCACGGCTAATAAAATAAAACACTATGAAAAAGATATAATGGAGATAAAGGCACT
+GCCAGATTCTTTACTGTCTCCCCTGTTTAAGGCTGCAGCAGAGGCCGTTGAAGAGGCGATAATTAATTCC
+CTCCTCGAGGCAAAAACCATGGACGGGCGGGACAACCATATAAGGTACGCACTTCCCCAGGATGAGGTAG
+TTAGAATACTCAAAAAGTATGGGAGGATCGAGGAATGAAGTTCATAGTGAAGACCCAGATGGACATGGAG
+GCCGTCGCTGGGAATTACATAAAGGAAGTTCTGCCAGAAGCGAAAGTCACGATAGCTCCTGGAGGCTATC
+CTGGGCTGATAATCGTTGAAAGTGAAGATGAGAAAGCCATGGAAAAAATCCTCGAAGTTCCAGAAGTGGA
+AAAGGTATTCCCAGTTCTTATAGAGGTTCCCGCAACGCTAGATGATATTAAAAATGCCGCTGAAGAGATA
+GTTAAGCACATAAAAGAAGGAGAAACGTTCGCGGTGAGGACAAAGAAGAGGGGAAAGAAAGATTATTCCA
+GCGTAGATGTGAACGTTGTTCTTGGTGCGAGGATAAAAGACCTAACGAATGCGGAGGTAAACCTAAGCTA
+TCCAGATAAAGTCGTTCAGGTTGAAATAATAGGAGACAAGGCATACATCTCAGTAATCCCAGGAGAGGAA
+TATATGAAATGGAAGAAGTACCCAAAGGAAAAACCGAACTGCAGAAAGTTGTTCAAGAAACTTACAATAG
+TCCAGATGCCATATTGGGGCGACTATAAAACGGCTAGAGCATTTGGGGAGAAGATCGGAAGGGCGGCCCA
+AGCTTTCGAAGTAAAAGAGCTTATAATAGCCCCAAAGGAAAAGATGAATGCATACGAGTTAATGGCATTT
+CTTAGAGGAGTAAAGGAGGGTCAAGAGAGTAGATATCAAATCCAAAAGGAAGCATATCCCTGGGAAGTTG
+AGAAGGTTCCTGTAACGGTCTGGGATCTCTATCAAGTGATTAGGGACAAGAGGAGGAACAGGAGACTGAT
+AATAATTACGGATCCAAAGGGGCCAACCCTAAATGAGGTCAAGGAGAAGCTCGCTAAGGATATGTACTAT
+GCAAAGGAGATAGTAATATTCATAGGCTCCAGGGAGGGCATCCCCGTAGGACTATTCAGGTTCGCGGACT
+ACGTAATAGATTTGGCCCCATACATGACGTTCGCTACTGAACATGGCATTCCAGCAACTTTAGTTGCCCT
+CTGGACTATATACGAGGAAGAGTTAAGAAAGAGGGGTGAAATAAGTGATTGAGAAGATCAAGAAGTTACT
+AGCAGAATGGAGAAGACGATGTCCCTTCATAAGAAGAATTGAGGAATTCAGACTTAAGAGAAGAAAGAGA
+ATGTTCTCGCTTAATCGTTGATTATAATCTCTATCTTTTTTCCTTCCCTGTATCCCTTCATGGCCGAGAG
+CATGCCTTTTATCGTTTTTTCCACGAGTTCCTGGACCCAATCCTTAAGGGGTAGCGATTGTCCATCTATC
+CTAACTATCACCTTTGGCCTAGAGCTCAAAACCACACAGTCCTTAACGCTCTTCTCCCCCTTTACAATTA
+ACCTAGCCATCTGTTCGCAGTTGAATCCGCAAAGACCGCAGTCTATGTTTGGCAACATAAAACCTCTCTT
+AAGCACAAGGTCAGCTAGCCGTTCAGGCTCCTTTGTACCATCTATAACGGGAAGTCCGTCTATCTCTTTA
+ATCCCACTACTCGCTATAACCCCCGTAACCGCTATAGCTAGTCCATCGTTCAACTCTCTAACGTCTTCCT
+CACTTCTGGCACATATTACCTTGGGAACGTGCTTTATCGATTTAAATCCTTCTATCAAAACTACATCGGC
+CGAAATCATTGAGAATAAAGCATTTACATCTTTTGCTTTGAACAACAAGGCGTCGGTATCTTGAGCACGA
+ACTAAAACTAAATCGGCAACCCTCGAGAATTTCCAAGTATCTGTTCCTTCCTTATCGAAGTTCGAGTGCA
+TGCTTTTGACTATAGCCACCCTATATCCTCTCTCCTTTAAGATCCTCGCTACCTTTTCTATCGTGGTCGT
+TTTACCGCTCTTCTTGAACCCAACGAAGGCAACCGCCTTAGTCAAGGAGCATCACCCAGCTAACATCTTC
+AAGTGACACTATCATAGCTTTTCCTTCATTGCCCAGGAAGTCCTTAACGTTCCTCAGCAAGAGAACCTCA
+CCATCAAAATCCTCCAATATCCCAGTAAACGAGTGCTCGCTCCCAACGGTGACAGCGACTTTGTGACCCT
+TCCATTCTGTGAGAACTTTTTCAAGCAAGCTCTCCATAGTCTCACCTCCTCACTAAAATTTTCCATGATT
+TTTTAATCTTAATCTCTAGCTAAAACTAAGGGCTACTAAGTTCAACTAGCAAATTTCTTAGTGTATTTAG
+GAATTTAAATTCCTCGTTCTCTGAAGGCTCAACATAAGTTCCCTCGTAGAAGTCGTTCCATGTATCAATT
+CTGATCTCAGCACATGACCCTATGTTTTCAAGCGCATACTCTAACATTTTTTTAAACCTTACAGGATCTC
+TTGGTATCTTATAATCTATAAAGCCAGGCCGATCAATTTTCTCAAACCCTGGAGAAACTGTTGGAATAAA
+ACACTTACCTCTACCTTCAGCGAATTTCCGCCATTCCTTAACAAATACTTTGTAGTACTCTAAAAAGTTC
+TTTCTAAACTCTTCCTTAGGTAAATATTCTCCCTGATCATCCTTATGAACACCATAAAACCCTATCCATC
+CCGTATACCCTCCTATATATACATCTCCTCCATCATCCTTCCTTGTTATAGCCCACATATACCATTCCTT
+AAAACTCGAGAACCCAGGAATTATAAAATTGTAGCCTATTCTAGGGAGCAAATCAGCAATTATATAAGGA
+CAACTCCCTGTTTGGTTTTTAACGACTTCATAAACTTTCCTGTAAAAATTTCCTCTGTTTGAGAATACTA
+CTTCACTCCAAATAAATAACGCTGGTCTCCCTCCAATTTTGTAATATGAAGGATAATTCATAAATTTAGA
+AGCCTCTTCAACGATTTCAAGGTACTCACCTAGGTGCCTGGCTAGGTCTATTGGAATTTCAGTAAAAGAT
+ATTGGCCCTATCATTATCCCAATCGTCATGTTCTTCTCTAATAGCTTCCTTGTTACCTCCAATGTACGCC
+ATTTCGAACTGGTCCAAGCGAGCATTGTCCAATCAACCCAAAATACTGATATACCATGTCCATTAGCCCA
+GTCAATATGCTTCCATTGGACTATATCCAAAGAAGTATCTTCAAAGCATCCCAACAGAGGTTCTTCTTCA
+GCCTCCTGGCAAAAATAGCTAGCTGAATGGGGCATATACACTGCCGATATTATTATCCCCTTTTCCTTCA
+ATTCCTTTGCTAGATTATTGTATTCTCTATAATAAGGTGTTTTCATTTCCTTCTTGCTACAACCCACTTC
+ATTACAAGCTTCTATAGTCACAAAATATTCTTTTCCACCATTTATTGGAATATTAATCTTATGAAAACCT
+CCACCACTAATTTTAAATACTCTTTGTTTTTCATATTCTATATTTAAATTCGGATAATAAACTGGTGTCA
+CGATAACCTTGCCTTCTATAGTTCCATTCCCAATTATATAAAAAGACAGTTTGAAAGTTGTTATTTTGTC
+ATCAGGTGTCTTGTTAGGGAAGATTTCCATGTATTTAATCTCTGGAGGTTTTTTAATTGTTGTCAATGTG
+AGCGTTAATATCCTTGTTTTTGTCATTATAGCACTCTTTGTAATAGTTGCTGTAACAGTCCTCACAATTT
+CATTCGTCTTAGTCACTGGTATGGTTTTAGTCATTGTTACGGTTTTTGTTGTTGTCTTTGTCATCGTTAC
+TGTAGTTGTAACCGGTCTACTTACCGTGATAGTGGCAGTTTCAGATTTTATATTTTGGATACATGGTTCA
+TTCTTGATTAGGAGTGCCATGATAACTAATGATATAAATATCACAAATGGAACTAGAAATCGCTTCTTCA
+TTAGCCATCCCTACAACTCTCTTCCCAGTTATTAAAAAATTTTATCTCCAGCTGCCATAACTAAGGATAA
+ACCGTCTATCTTTTTTACTGTAAGAAATTTCCAAAAACTAAAACAAAGGACTTTTAAGGACAAAGCCTCT
+ATGGTTTTAGGTGGTGAAAATGGAAGCCCTCCAAAACATCGGAATAAAAAGGAGGCTGAGGAGATTCTTT
+AGAAGAGACGGAAGGGCTTTGATATTTGCAATGGACCATGGCTTTGAGCATGGCCCTACGGATTTCGAAC
+CAGTTTGGGAGCATGTTAATCCAAGGGTTATCATAAGGAAAGTTGTTAGGGCTGGGGTAGATGGAGTCAT
+GATGCTACCTGGAATGGCAAGGATCGCTGGGGATGATGTAAAGCCAGAAGTTGGTCTCATGATAAAAATA
+ACCAGTAAGACGAATCTCAGGCCTAAGGCAGAACAGCTAATGCAAAGTCAACTTGCTTTCGTTGAAGACG
+CGATAAAACTCGGAGCTGACGCCATAGCTGCAACTGTTTATTGGGGCTCACCCCAGGAAGATGCCATGAT
+GAGACAGTTCGCGGAGATAGTTAGCTATGCCCACGATCTAGGCTTCCCAGTTGTTCAGTTCGCTTACCCA
+AGGGGGCCTTACATAGATGAGAAGTACGGAAGGAAAGAGGATTACCGCGTAGTTATGTACGGAGCGAGGG
+CCGCGGCGGAGATGGGAGCGGACATGATAAAGACTTATTGGACGGGTTCCAGGGAAACCTTTGCTAAGGT
+TGTCGACGCTGCAGCTGGAGTCCCAGTTCTCTTAAGTGGGGGAGCTAAAGCGGAGAATCCCCTTGACTTT
+TTAAAGGTAGTATACGAGGTTATAGAGGCTGGTGGCTCTGGGGCCGTCGTTGGAAGGAACATCTTCCAGA
+GGGAAAATCCTGAACCAATGATAAAGGCTCTTATAAGGGTCATTCACAGGAACGAAGATCCTGAAGAGGC
+CGCTAAGGCTGAAGGTTTGTTGTAACTTCTTTTCTCTTCTTTCATAAAATCCTTAAGCCCACACCCTCAA
+CCAGTGCCAGGTGGTGAAATGCTACTGTACACTTATCGCTCGTTCGACATGGAGCTGCCAACTGTTAGCA
+TAGAGGAGGCTGATTACGTTATAATGGGACTGCCCTTCGATGGCACCACGAGCTATAAGCCAGGAGCTAG
+GTTTGGACCGGTTTTAATAAGGCAGGCTACTTTAAACCTTGAAAGTTACATCCTCGACTACGACGTGGAT
+ATAGCTGAGCTAAAGATAGCAGACGCTGGAGATGTAGCATTACCGGTAAACGTTGAGGATGCAATAAAGG
+TGGGCATTGAAGCCATAAAGGAGCTAAGATCGGTGAATCGGAAGGCCCTACCCATATTCCTCGGAGGAGA
+ACACTCAATGACGTACCCGCCAGTAGCGGTTCTTAAACCGAAAAGCTACGTCGTCTTCGATGCACACCTT
+GACTTAAGGGACTCCTACCAAGGATCAAGGTTCAATCATGCTTGCGTTGCTAGAAGAATACACGAAAATG
+GCGTTGAAGTTGCTATCTTTGGCGTTAGGAGTGGAACCAGGGAAGAAGTAAAGTACGCTACGGAAAACGG
+CATTGAATGGGTTCATGCAAGGGATTATAATTTCGACGCATTCGTTGATCTAGTTGCCAGTCTATCAGAG
+CCAATCTACGTCTCAATTGACATAGACGTTTTTGATATCCCCCTCGTCCCAGAAACTGGAACACCTGAGC
+CTGGAGGATTAAGATTTTGGGATGTGGTGAATGCGTTGGAGTGGCTTACGGAGAGAAAGAATGTCGTTGG
+ATTCGATATAATGGAAGTTTCGGGAGATAAACTGGGTAACGTTACTTCAATAACCGCTGCAAAGCTTCTA
+TTTCACATCTTAGGAATGAGCTCAAGGTGAACCTAATGAAGTTCATAGCAACTTGTCCCCCTGGAAGGGA
+AGGAGATGCTATATTAGAGCTAGAGTGGGGCATAGGAGCCAAGGTTAAAAGGACGAAATGGAGGGGTGTC
+TTGGTAGGGGAGACTGAACTTGAGAAAGAGGAAGCAATTAGAAAGCTTAAATCCTTTGAAACCTTTGCAC
+TTCAGAGGTTTATCCCCATAGACTCTTTAATCCCTCTAGAAAGACTTGAGGAAGAGATTAAGAGGCTATG
+CTCAAAAATCCCTATGGGAAAGAGCTTCGCTGTTAGGGCTAAGGTCAGGGGAGCAAAAATTGGAGAGAAA
+AAGCTCGAGACAGAAATCGGGGGACTAATTAAGAGAATTACAGGAAATCCAGTGAACCTCGGAAATCCGG
+ATATCATTGTTACTATCGAAGTCCTGGGAAATAAAGCTGGGATAGGAATATTAAAACCTCAAGAAATTCT
+AAAATTTGAAGTTAAACCTTAGGAGTAACGAGATAGACGGTTTTGTCTTCCCCTATTCCCTCTATAAGAC
+CCCTATGTCTTCTAACACAGCTTTCACACCTTCCACAATGTATTGGCTTTCCATCCTCGGTAAAGCCCTG
+AGGATTATAACAGGAGTTCGAGTATTCGTACTTTGCATTGAGTTCCTTAAGGAGTCTCGCTATGCCCTTC
+TTATCCAACTCTATAAGCGGGGCAACGACCCTAACTTCATTCATCGTGGCATATTTTAAGGCAGAATTTA
+TTCTATCAACGAATTCTTTAGTATTGTCTGGGAAAGTTTCCCCCTCCTCCTTGTTGAAGCCAACGATTAT
+GTCCCCTCCACCGAGGGCATCCAAGAGAGAAGCTGCGACCCCTATCAGCACGAAATTTCTAGCCGGAATC
+CAAACGCTCCTTGCAGTTTCCTTAGCCTTCTCAAAATCCTCTAGCTCTCTAGCGGTAACCTCAGGAACGT
+TACCTTCAACTAACTTACTCCCAGCAATCTTCGAGAACTCATGTAGGAAGTCAATTTTCACTATCTTTAA
+GGGAACATTTAACTCCCTCGAAAAGAATTCCGCCACTTTATTCGTAACCCTCTCCTCTTGACTTCCATAG
+TTAATTGTTAGCATTATAACTTCATCGTAATGCTTTAAAGCCCAGTAAAGGCTGGCCGTTGAATCTAGAC
+CGCCTGAAAATAAGACCACAGCCCTTCTCATCTCACATCACTAATGCAAAAGGTTAAAATATCTTTATGA
+GCCTTTTGATTCAGGTGTAAGGATAATGGATAAATATAGATTAGTAGTAATTTTGATTATTCTAGTCGGT
+ATTTCTGGTGTCATAATAACTAAGGTTAGCAAGCATTATCAAGGTGGAGAGATCTATGAAGCGGCAAATG
+AGGCAATGAACCTTCTAGCAGAAGGGTTCAACGTTACAATTAAAGTAACAAGCGTTGATGGAAGGACAAT
+TACAGGAGAATTATTTGCAGCTAAAGGATCGGAAATCATAATCATAGTTAATGGGACTAAAATCACTGTT
+GGGGGTCCCTCTGCAACTAAAGAAGATATTAAAGCCAAACATATAGAGGTTATCCACAAAGGGAAGGTTT
+ACGTGTACGAAGTCCCAGGGACAAAAGGAGATGGCTGGAAAACATTTTCCTGGTATGAAAAGTATAGAAC
+ACAGGACACGTATTCTATGAGGTTCAGCGGGTTAATATACATAGAGAACATCTCGATAATAGAGTTAGGA
+GAGCTAAAGTACTCGGCCGATTATCTAACTTTTGGATCGGTGACAATTAAAGGTATATACGGAAACAACG
+CCATAATCTGGGCAAACTACGTTCCAATTGAAATCCTTAGAGAGTACCTAAAAGGGAAGGAAGTATTCTA
+CTATGGAACACTATATGTCAATTCTGAAAAGAGAAACCTACCACTCAAAGTTCTTGAGGTGAGATCTGGA
+TGAAAGATACCCCCTTGCTCATTCCAATTCTCTTAGTTTTCTTCGTTTCAGTCGGACTAGCGAGAGTTAA
+AACTATAGCCATTACAGGTCTTTTTGCCCTTGCATTTGTATACGGATATAGAAAGGGAGAGAAACTTGGC
+AAACCGAAGAGGGAAGTTAAGGTGAGAGACACGATATTTCTCGCGATGCTTCTCATATCTCTCTTTATCA
+TCCTATTTCAAATCTTAATTCTTGGTGAAATTCCTCTCCTGGATCCCCAAATAAGGTCACATTTGAATCC
+AAAAATGACGATGTTAACGTACCTTTTAGGGCTACCCTCAAGCGTTTACCTATTTATGAAAGGAAGAAAA
+ATAGCCCTCCTATACCCCATATTAGTCTCTCTGTATGCTTACAGAACCCCAATCCTCGTTTCTTTAATCG
+CACTCACGGTGCCGTACCTTGAAACCCAAAAAGACAATAGGAGGGTTATCATAGTAACGATTTCTGGTCT
+GTTCCTGATTCTAGCTGTATCGTATCTAAGGGGAAGCCTAACATTCCTAACCAGAATCCAAGGGACAACG
+TCTGTTCTCGATGTTATTGTGAAGAGATGTAGCCTGAGTGGTTTTTACAAGGGCAAACTACAGTGGACAG
+GGGTAACATCGTATTTCGTTGGAGGACTAGGACCTAGAAGTCTCATAGCAAAATACCTTGGGGTTTCAGG
+AGTAACTATAACGGCAACGCTGATTGGTGGTATGTACTTAGACTTTGGGCTGCTTTCTATCATTGAAATA
+ACTCTCCTGGGGCTTTATTATGGAATAACAAAGAGGCTAACATCCGAAGTTGGGAAGGCGTTCTACTATT
+CCACCCTCGCCTATGGAATAGTTGGAGTTGAAACCGGGATACTTGACCTTCCAACGTACTTGATGTTTCT
+GATTGGAGCTATTATAGCATGGAGGGAAATTGATGGAGACATCAGAAAAAGTATTTCTAACGTTATTGCT
+AACGTTCTTAGCATTGGCAAGTCTAGGGAAGGGTAACATTAAGGTTCAACCCCTTCTCTATGCCCTTGCA
+TTCACTGGATTATTCGTGGCTGGGTTAAATTCCAGGTTAAGAATACCCGACCACTTCTGGCCACTCCTCT
+CCTTGCTTGTTATATCCCCTCTCGGATTCCGTTGGATCATCATTTGGGTTGGAATAGTGATCCCCCTTGC
+CATTTACATAAGAGTAAGAGGAGATTTAAGACCACTAAAAGCCACATTAGTATTCACGTCAATTCTCTTG
+CCCTTAATTCCAGCAATTTTTGGCCTAATTCCCATATTAAACCCACAAACAAGGTTCCATCCGCTTTCAA
+TACTTTACGTTCTTTCTGGCTATAGCATAGCATTACTGAACTCTATAACGCCGAGTATTTTGATTACCAT
+ACTTGGAATACTCATCGGAGTTATGTCGATGTACAGGAGCGTTATAGCGTTATCAATCCTACCCTTAATA
+TACAGAGGAAAAGTTTCCATTAAGCTAATCGTTTTCGCGTTACTCGGGGTACTTTTAATTTCGATTGGAA
+GAGGGGTTGGGGTTGAAGATATTGTTCACAGGCCATCGTTCACTTACGGAATCTACGAAAAGTTGTACGA
+GGTTGGAATGCCCTGGGGAAAAATTATGATTCTCCCAGAGCCAATACCTGGGTACAAAGTTGCGGCCATG
+TTTGGAGGACATAAGAGGTACACTTACACTATATTTGGCGAGGCAGTAGCCGATTTCGGGATTTTAGGGC
+TATTTGAGGGATTTTTACTTGGTCTCTGCATAAGGAAGTTAAGAAAGTTGAAGTGGGCCCATGCTTTCGG
+GTTAACCATACTATCGCTCGGAATAGAAGTTGGGCTCGATGCATTCAAACTGGCGACCCTCTTTATTTTA
+CCCTTCCTAGGGAGGGATAGCAATGAAAGCTAAAATCGAAGTGTTGGTGTTTTTAGGAGCGCTCATCCTA
+GGAATTCTCTCATTGCCTCCAGAGAATTCTCTTACATACGATGGAGCCCTCTACATTGATATAGCCCGAA
+ATTTAGCTAAAGATCTTGGCAATTTCACCTATCAAGGAATATACATGATGTACAGGCCTCCCCTGTACCC
+CTACACCCTCTCAATTCCCTATAGGCTTGTTGATTCCCATCATCTAATAATAGCAAGGCTAGTTTCCGTG
+ATTAGCTTTTCACTTACTGCGATTATCGTTTACATCCTTGGGTTTAAGCTGTTCAATAGTCAATTGAAGG
+GAGTAATTGCCAGTCTATTTTACATGCTCAACCCCCTTGCATTTACGATGGCCAGTAGAGAATTGGTGCA
+CAGCGAATTCACGCTATTCTACGCTCTAGCCCTCTACTTACTATACACGGGAAAAATAGAGAAAAATCGA
+GTTAAAATATACTTGGCCTTCATCTCAAGCGGACTAGCCGTGTTAACTAGATACACTGGACTTTCAATAA
+TCCTTGTCATTTTTGCCTATCTATGGTTAACGGAAGACTGGAGATGGGTAAAAAGGAAGGAATACATAAT
+AGGATTTCTTCTCTTCATATTAACCTTGATACCATGGCTTTATATGGGCCATCTTCACTATGGTGGAGCG
+CTTAGACCATTTAAAATAGCTTCCAGAGTGGTAACGCTCGATAAGCCAGTCTCAGCCTTTGACTATCTCA
+AAATGATCCTTAAAGACATCGGCTATGTGCTTCCAGGTCTGGCCTTCCTGGGGTTCCTTAGACTGAAGAA
+GGATGAAAAAGGATGGCTCATGTTGAGCTGGCTCCTCATAGGAGGCATGGGAATACTCTCAGTCACGCAC
+AAGGAAACTAGATTCATAACGTTCCTCTCACCGGTAATCGCCTTGTTGGCTACTGAGGGAATTAATTTAA
+TTGAGGATTCTCTACCAATACCAAATACTAAAAAGAAAGGCATTATTGCTTTAGTCATTTCATTTCTCCT
+TCTTATACCCATCGGAATTAGGGCAAAGAATCTCAGGGACTCATGGAGCACAATAGGAATTCAAGAGATG
+GAAGTTTTAAGGTACGTCTCAATGAATTATGGGGGAGAGAAGATAATAGTACCTCCACGTCTATATACGA
+TGGCAGGTTACTGGTATCCAGATGCTAAAATTGATATGATCTTGAATAGAGAGGACATAAAAGAGAAGCT
+TTCCAGTGGATACTACGACGTTGTGATATGCAGGAATATTGATAACTTGGAGTTAAGTGATGATTATCAG
+CTCATTAAGGAATTCTACGGGAGATTTAAAATATACGTCAACAGGAAGATGCTGAAAAAATGAATACAAA
+AAAACTAAGCACGAGGTTATGATCATTAGGGAACTAAGGTATTCACGTTAATTTTAAATAAGATCCATCT
+TTATCAATTTCGGCCATTTCAAGGCTGGAGGTGGGCAAAATGGCATATAGGTTCATTAAGTGGTTCGAAG
+AGCTGAGAAAAGAGGATGTTCCTCTTGTTGGTGGTAAAGGGGCTAACCTTGGAGAAATGACAAATGCAGG
+AATTCCAGTGCCTCCAGGATTCTGTGTTACAGCTGAGGCCTACAAGTATTTTGTTGAGAACGTTAAGATT
+TCTAAGGAAGATGTTAAGAGAATCCTTGGAGAGAAAGCAAACAAGGGAACCATAGCTGAGGTTCTTGCTC
+AAGCTCCAGACGAGCCAAGGCCACTCCAGGAATGGATAATGGACATAATCAATAGGACTAACGTTGATGA
+CAGCAAGCAACTCCAGGAGAACACTGCCGTAATTAGGGAGCTAATCAAGTCACTTGACATGCCAGCCGAG
+ATTGCAGACGAGATTAAGCAGGCCTACAAGGAGCTCAGCCAGAGGTTTGGAAAGGATGAAATTTACGTCG
+CAGTAAGATCATCAGCTACAGCTGAAGACCTCCCAGAGGCTTCATTCGCCGGACAGCAGGAAACTTACCT
+TGATGTTCTAGGTGCTGATGACGTTATAGACAAGGTCAAGAGATGCTGGGCCTCGCTCTGGACTGCAAGA
+GCTACGTTCTACAGGGCTAAGCAAGGATTCGATCACAGCAAGGTCTACCTCTCAGCGGTTGTTCAGAAGA
+TGGTTAACAGTGAGAAGAGCGGTGTCATGTTTACCGCCAACCCAGTTACAAACAACAGGAACGAGATAAT
+GATTAACGCGAGCTGGGGTCTAGGTGAGGCCGTAGTTAGCGGTGCTGTCACTCCAGATGAGTACATTGTC
+GAGAAGGGAACCTGGAAGATTAAGGAGAAGGTGATTGCAAAGAAAGAGGTAATGGTCATCAGGAACCCAG
+AGACAGGGAAGGGAACCGTTACCGTTAAAGTCGCTGAGTACCTGGGCCCAGAGTGGGTTGAGAAGCAAGT
+TCTCACAGACGAGCAGATAATTGAAGTGGCTAAGATGGGTCAGAAGATTGAAGAGCACTACGGCTGGCCT
+CAGGACATAGAGTGGGCCTACGACAAGGACGACGGAAAGCTCTACATCGTTCAGAGCAGGCCAGTAACAA
+CACTCAAGGAGACCACCACAGAGGAAGTTGAAGAGGTCGAAGAGGCTGAAGTCATACTCAAGGGTCTCGG
+TGCCTCACCAGGTATAGGCGCAGGTAGGGTAGTTGTCATCTTCGATGCCAGCGAGATAGACAAGGTCAAG
+GAAGGAGACGTTCTAGTAACGACGATGACTAACCCAGACATGGTTCCAGCGATGAAGAGGGCTGCAGCTA
+TAATCACAGATGAGGGTGGAAGAACAAGCCACGCGGCAATAGTCTCAAGAGAGCTTGGTATACCCGCTGT
+AGTCGGTACGAAGGAAGCTACCAAGAAGCTCAAGACCGGTGACTACGTAACCGTTGATGGAACGAGAGGT
+TTAGTGTACAAGGGAATAGTCAAGAGCTTAGTTGAAAAGAAGAAGAAAGAGGAGGCAGCTGCAGCTCCAG
+GAGCAGCGGTAGCTGCGGCACCACTAGTCACGGGAACCCTTGTTAAGGTTAACGTTTCAATGCCAGAGGT
+TGCAGAGAGGGCAGCGGCTACTGGAGCTGATGGGGTAGGTCTACTAAGGGCCGAGCACATGATCCTAAGC
+ATCGGACAGCACCCAGTCAAGTTCATCAAGGAGGGCAAGGAGGAAGAGCTCGTAGAGAAGCTCGCAGAGG
+GAATTGAGAAGGTTGCGGCAGCGTTCTATCCAAGGCCAGTCTGGTACAGAACGCTAGACGCTCCAACCAA
+CGAGTTCAGAGAGATGCCAGGAGGAGAGGACGAGCCCGAAGAGAGGAACCCAATGCTTGGATGGAGAGGT
+ATCAGAAGAGGCCTCGACCAGCCAGAGCTCCTAAGGGCAGAGTTCAAGGCAATTAAGAAGGTCGTCGAGA
+AGGGATACAACAACATCGGTGTAATGCTACCACTCGTTAGCCACCCAGAGCAAATAAGGAAGGCCAAGGA
+GATAGCTAGAAGCGTCGGTCTCGAGCCACACAAAGACGTTGCATGGGGAATAATGATCGAGGTTCCAGCT
+GCAGCAATAATCATCGAGGACCTAATCAAGGAGGGAATTGACTTCGTCAGCTTCGGAACCAACGACCTAA
+CCCAGTACACCCTTGCAATTGATAGAGACAACGAGAGGGTTGCAAAGCTCTACGACGAGACACACCCAGC
+TGTGCTCAAGTTAATCAAGCACGTAATCAAGGTATGTAAGAGGTACGGCGTTGAGACAAGCATCTGCGGA
+CAGGCTGGAAGCGATCCTAAGATGGCCAGAATACTCGTCAGGCTTGGAATTGACAGCATCTCAGCTAACC
+CAGATGCAGTGCAACTAATAAGGCAAGTGGTTGCCCAGGAAGAGAGGAAGCTCATGCTTGAGGCCGCAAG
+AAAGAGGCTCTTCGAGGAGGAAGAGGAAGAAGAGGAGTTCCTCTTCTGATCCCCTTTTCTTAAGATTTTT
+AATTCTATTGCTGAACTCCCTATATGTTGTGGAGAACTGATGTTAAATTGACTGGAGATAACTTCAAGAA
+GATAGATTTTCACGCACATATACAAAGTCTTGGCTACCCTTTCAACGTTGAGATAAATGTAGAGGAGTTC
+TTAGCCTTAATGGAAGCGTATAATATTGAGAAGGCAATAATAAGTGACCTCAATAACGAGAGGATAGCAG
+AAATAACCCGAGAATACCCAGATAAGTTCATAGGGATAGCCTGGGTGGATCCCAGGGAAAAGGACATTGA
+TAAGTATTTTAGGTTTGAATTCAAGGGAATAAAGCTACATCCTCTTCTCCACATGTTCTCTCCTGGGGAT
+CCAGTTGTTGAAAGAGTCATGAAAATTGCAAGAGATTATGGGCTTCCAGTTTTCATACACTCAGGTCATC
+CACCGACTTCCCTTCCCTGGCAGATTGAAGATCTAGCAAGGAAATTCCCCGATGTTCCAATAGTGATTAT
+TCACATGGGACATGGAAACGCATTCTACATTCAGGGAGCTATTGAGATAGCGGAGAGGAATGAAAACGTT
+TACCTAGAAACTTCGGGGATGCCAATGCCAGCCAAGATAAAGCAAGCATACGAGAGAACACCCGACAAGG
+TTATGTTTGGGACAGATTTGCCCTGTCATCATCCAGTAGTTGAGATAGCCAAGGTTCTCACAAGCGGTTT
+GGATGAGAGGGGAATTAAAAAGGTCCTCTATGAGAACGCGAGGAAGTTCATAGAAAGGTGGATGAAATGA
+TAGTAGCGATAATAGACGGCTACACGGACGAACCAGCTGGATTAGGAGTTCCCCCGTACATAGGACTCTA
+TCCAAGGTACGCTTACGGAGCTATAAAGAAGGCCAGAAAAGATTCTAACGTATTTTACCTAACCATAGAT
+GACCTCAGAGCAACTTTTGAAGGCGAAGATGGAATTAGAACTAAGAACAAGACACCAAACTTCCCAAAGG
+TCAAGGAAATCCTCAAAAAAGCAGAGATAATAGTCTTTATAGGCGGTCTCCACACCCCGGGGAAGTACCT
+GTCAGCCGTTCCCGGAACCGTTGAAGAGGTAGCTAAATTCATAAAACCCTATGAGGGAATTAAAATACTC
+GGTGGCCCGGCCTTCATGGGCTCAGCTAAGGCTGGTGGGATTAGAGTTACAATTAAGGAGCTCAAGTTTG
+CCGAAGAAGTTTTTGACTACGTTGTCTACGGCGACCTCGAGGCCTTCCTCTTTGATTATTTAAGTGGAAG
+GGAGATTGATCCTTTTAGATTTAGGAACTATGAAGAGCTCAGGGATTACGCTCTCCTGGGAGCTGAGGTT
+GTCAAGCAGTTCCCAGGATATCCAGAATTCGTGCTCGCTGAAATAGAAACCCAAAGGGGTTGCCCAAAGG
+CCATGGGAATAGGGGGATGCTCGTTCTGCACGGAACCAGTTAGGTATCCCGTAGTTGAAAACAGGGAGCA
+GGAGGATGTAGCCGAAGAGATTAGGGTTCTTTACTCCCTGGGGATAAGGCACTTCAGGATAGGAAGGCAA
+AGTTGCATCTTCTCATACAAGGCTAAGCCAAACGGTAGGGTTCCAATTCCAAATCCAGATGAAGTTGAGA
+AGCTATTCAGAGGAGTGAGAAATGCAGCTCCCAACGCAAAGACGATTCACGTCGATAACGCAAATCCCGC
+GGTTATAGCCAACTATCCAGATGAAGCTAGGAGGATAGCGAAGGCCATAATAAAGTACGGAACCCCAGGG
+AACGTAGTAGCATTTGGATTGGAAACGGCGGATCCGAGGGTTGCAAGGTTAAATAATCTGAACGCAACAC
+CTGAGGAAACTTATGAAGCCGTGAAGATAATAAACGAGGTTGGAGCTAGAAGGGGTTACAACGGATTGCC
+TTGGCTCCTTCCTGGGATAAACATAATATTCGGCCTACCTGGAGAGACCAAGAGGACTTACGAGTTAACT
+TACGAGTTCCTGAAGAAGATCCTTGACGATGGGTTGATGGTCAGGAGGATAAACATAAGGCAAGTCGTCG
+TCTTCCCAGGAACGCCTCTATGGAACATGAGGGATAAAGTCAAAACAGAGAAGCACAAGGATTTGATAAA
+GCATTATAGACACAAGATAAGGCACGAGATAGATTTACCAATGCTGAAAAGGGTAGTCCCAGTAGGAACG
+GTTCTCAAGGACGTTAGAATGGAGATCTACGATGGAAACTTAACCTTTGGAAGGCAATTCGGTAGCTATC
+CTCTCATAGTCGGGGTTCCGAAGAGGTTAGAGCTCGACAGATATTACGATGTTATGATAGTTGACCACGG
+GCTGAGAAGCGTTACAGGGATTCCAGTTCCGATAGATGTGAACAGGGAAAGTTCCAAAGTGTTGGGCTGG
+CTCCCAGGACTAGGGAAGAAAACTTTAGCCAAGATTCTAGCTAAGAGACCCTTCAAAAGCGAGGAAGAGT
+TCCTGAACTTATTGCCAAGGGAATTTAGAGAGATGTACAAGGATAAGGTCAAATTTACATGAACTTGCTA
+ATCCTTCTAAGAGTTCCTTAACTTTTTAAACTTAGAGACCAACGAAGGAGCAAGAGGTGAGTGAGAATGG
+ACAAGGTCTACTTAACGTGGTGGCAGGTTGACAGGGCCATTTTTGCCCTGGCGGAGAAGTTGAGAGAGTA
+CAAACCAGATGTAATAGTTGGAGTAGCGAGGGGCGGGTTAATTCCAGCCGTGAGGTTAAGTCATATCCTG
+AACGACGTTCCCCTGAAGGTCATAGACGTCAAGTTCTATAAAGGGATAGACGAGAGAGCCGAGAAGCCCG
+TAATAACGATACCGATTCACGGTGACTTAAAGGGAAAGAAGGTGGTAATCGTTGATGATGTTAGCGATAC
+TGGGAAGACTCTTGAGGTCGTCATAGATGAAGTTAAGAAGCTTGGGGCTAAGGAGATCAAGGTTGCATGC
+TTAGCTATGAAACCCTGGACTTCCGTAGTTCCAGATTACTACGTGTTTAGAACTGACAAATGGATAGTAT
+TTCCATGGGAGGAGTTTCCAGTAATTGAAAAGGGATAACTTCTTTACCCCTTTTTCCACTCAATATAGTT
+ATTATCAAAAATTTTAAATATTAAATTCAACAAAATACTCATGGTGGCTACATAATGTTTAGAAAAATTA
+TCGTAATAATATTTGGAATATTAGTAATAACAGAAGTGATAATTATGCCAGGAACAGCAAAGGCTGATAT
+AAAGGCAACTTCTGTCACAGTCCCTAACACTCCGCAAGACCTCTTTGTTTCTCAACTAAAAGAGAAGGGT
+TACCTATTTTTTAAAGGGAACAACTCAATTAAATTAGCCCAAGGAGTACTAGAGAAATTAGGAAAAAATA
+TGACGATTTCTTTCAACGTTTCTGCTCTTAAAAATAGGGATATAGCTTTTGTAGGGATCGCACTAAGACC
+CCTTGGAAAGAAGTACATAACAATGCTTTATGTAGTAGAGGGACAATGCGATGTTAATGATGTTAAAGAG
+TTTCTTAGGGAAAGAATCACATTCCTTAGGGAACCTTTAATAATGAGTGCAGATAGAGACTGGAAATTCA
+TCGGAAGTACAACTTGGAAAGTTAAGTACACTTCCCAATATGGGGGTCAAGTATATCACGCAATAAGGGT
+TAAATATTACTACACAACTTCAACTTCTGGACAATATGCATACCTTGCTGAGATATCTCACATCGGAGAT
+GTAGATAGAAAATACCTCGCCCTAAAAGAGCTCTATACCCAAGTAAATGTTCCCATCCAAAATGCATGGT
+TCGAAGACTTTTTACCCTTCGGCCATGGAGGTCCACAGACACAGTACTATGAGGAGAAAAGTTTTAGCTA
+CGATATGTTTAGTGGCGATCTAACATATTATGCTTCAGCCGGATATTCTATATCAACGAACGATGGCTAT
+TATTTTAAGTGGGAGGCTCATTCTAGAAATCCAAACTGGGACTTCCGTGTTAGATGGTACGACTTTAAGA
+AGAAAACTTGGTATGGAAGTGACTTTGCCTGGGGAGTTGGATTTAAAACTACAAGTTCAGTTATAGAAAT
+CGTTGAAAGTGGTAATAAAAACGCAGCCTTTAGATACACGGCCAGAGGAAGCTTCTATGTGCGAGCAATG
+AGTGGAGCAATTAGAACGGTGGCTCCACCCAGCATAACCTTCACGAATTTTGTGAATCCTCATGGGATGA
+GAGAAGACTAAAATGTTTATAATCCTTAAAGACTACTCCCCACACATGAGGGCGTTCATAGCTATAGACG
+TTAGCGAAGAAGTCAGGGACTCTCTCATTAAAGCTCAAGAATTTATAGGAACAAGGGATGCAAAGATAAA
+GTTCGTTGAGAGGGAAAATCTCCACATAACCCTAAAGTTCCTGGGGGAGATTGACGAGGCGACTGCTCAA
+GAGATAAAGGAGATTCTAGCTGAGATAGCCAAGAGGCATAAGAAGCATGAAGTTAGAGTCAAGGGAATCG
+GCGTATTTCCGAATCCCAACTATATAAGGGTGATTTGGGCCGGAGTGGAGAACGACGAGGAGATAAGGAA
+GATAGCAGAGGAGATAGATAAAGCCCTTTCAAAGCTCGGCTTCAAGAGAGAGGAAAAATTTATTCCACAC
+GTTACAATAGGAAGGGTAAAGTTCGTTAAAGATAAGCTTGGTCTGGCGGAGAAACTCAGGGAATTATCAA
+ACGAGGACTTCGGAACGTTCAGGGTTGAAGCTATAGAGCTAAAGAAGAGCACCTTAACTCCAAAGGGGCC
+AATTTATGAAACCCTCGCAAGGTTTGAGCTTAGCGACTAGGTGCTTAAGATGACCCTGAAAGAGGTCTTG
+GAAAGTATAAAACCAAAGGACGAGGAAAGAAAGAAGGTTAAACTAATAATGGATGAGCTTAGGGGAATAG
+CCCAGGAAGTAATCGAGGAGAGTGGAGAGGAAATAGAGGTTAAATTCGTCGGTTCTCTAGCCAAGGACAC
+CTACCTTTCAGGAGATCACGACATAGACATGTTCCTAGCGTTTCCACTCTCAATTCCAGTGGAGAAGTTA
+AAGAGTAAAGGACTTGAAATAGCAGAGTCAATAGGGAAAAGGCTTGAAAGCTATGAGATTTCCTATGCGG
+AGCATCCCTACGTCAGGGGAGTCTACAAGGGTTACCAAGTTGACATAGTCCCATGCTACAACGTTAGGGA
+TTGGAGGGAAGTTAGAACAGCCGTCGACAGGTCGATACTTCACACCGAGTGGGTTCTGAAGAACATCAAG
+GGCAAAAACGACGAGGTTAGGCTACTAAAGAGATTCTTGAAGGGGATTAACGCTTACGGAAGCGAGGTCT
+ATAGGAGGGGATTCTCAGGTTACTTAGCCGAGATACTCGTCATAAAGTTTGGCTCATTCCTCAAGGTTCT
+GGAAAAGGCCGACTTCATGCTCAGGCAGAAGATAATAGACCCAGAGAACTGGCTAAAGAGGGAACCTGAA
+ATAGCCATGAAAACCGTAAAGAGGGAGATAGAGGAGGATAAGCCGATAATAGTTATAGACCCGGTTGACC
+CCAGGAGAAACGTTGCGGCCAACTTGAGCTGGGAGAGGTATGGCCTCTTCTACTTCAAGGCCAGGGAATT
+CCTAACAAAGCCCTCTACGGAGTTATTCTTCCCCAGGGATAAAAAGGGCAACTACTTAGAAGTCCTTAGG
+AGAAAGGGAACCCACCTTGTAACCCTAACCTTTGAACCGCCGAACTTGGTTGATGATATAATAATCCCCC
+AGGTTGAGAGAACCGCAAAAGGCCTCGCTAGACAGCTCGAACTTGAAGGATTTAGAGTTCTAGGTATAGA
+CTACGGGAGGGATTTCATCTTCCTTGAGGTTGAAGAGATTGAGAGGCCGAGGATTAAGATAAAGAAGGGG
+CCCCTGTACTTTACCCACCATGGTTTAAGGTTCTTCGATAAGAACGATATAGTTTGGATAGAGGGAAAGG
+AGCTTGCATCTGAGAAAAGCTCCCTGGGGTTTATAGTTGACGTTCTAGAGGACATATTGAGGAAGGGCCA
+GTTTTCAGCTGGAAAGAACGTGAAAGATGCTATCGTAGGGGCTAACATAATTATCGACTTCGTTCCCAAA
+GCCCTTGCCCAGGAAGCTTACCTCTTCCTCTCCAGAGAGAAGTTTAGGGTGAAGTGATGTCCTCAATTGA
+AAGCCCATATTTCCTCACATCGAACTTTTCCTCCTCGAGGTTCACGGAAACCACGAAGGCCGTTCCGTTC
+TCAACCTCGTCTAAGGGTATGAAAGTATAAAGTTCCAACGTAGAGGACATCATTGCAAATAAGTCAGCGC
+TATAGAAGCTCATTATCCTCATGTAGTTCTTGCTTAATGGATCATCCAAATACTCCTCGGACATGTAAGC
+TGTTCCAAAGGCCTTAACTTCTCCTCCAGGTGTCACCAGGATTCCTCCCGTGTTGAGGGACGTCCTCACC
+GTCGGCTTTAGAAGGGCTAGCCTTTCAACTATGTCCTCATCGCTAGTTGACCCTATGAAGAGAGACAAAT
+ACAAACCCGCAAGGTAAGAGTCCGAGACTTCTTCGTACTTATCCTTGGGAAGCTTCAAACCTTCTAATAG
+CAGTTCTTTTAAAAGGTCTCCATTGTGCATGAAGTAAAGCTGATATCCATGTGGACTTGCATAAGAGAAC
+GGCTGAGCATTAAAGGAATTCACCTTTCCCTGACTCGCGGCCCTTGAGTGAAGGATTAAAACGCCAAAGT
+CAGGCAACTTCTCCAAAAGATTGTTGGCTTCTTCATCCTCAAATATTGGCTTACTCGACTTATAGTGGAT
+TATTGAGCCGTTAGAAACTAGAACGTATCCCCATCCGTCCTTATGCTGATTTCCCCTCCCCCTAGCGGCT
+TTATAAGGATCGTCCTTCGAGGCCTTTATCAAGGCCTCAACAAGGGGACGCATTCTATATCCATTACCAA
+CTGCTAGGAGAATCCTACACATCCCTATCCCCACATGTTTTTATTTAAAGGAAACATTAAGTTTTCCTTG
+TGATGATAGAGATTATCAAGGACATCCAGAGGAAGCTTAGGAACCACAGGGAAGTGTACATTTCAAATGA
+GGAGGCCGTTAAGCAACATATAATCCTTCCAATACTCTCATCCCTAGGGTGGAAGATAGATGATCCTGAG
+GAAGTGAGACCCGAGGAAAAGACCAGCGAGGGAAGGGCAGATTACGCATTGATAAAGGATGGAAAAGTTG
+TAGCCTTCATAGAGGCCAAGAACCTAAGCGTTAATCCAGCAAAGGCCGTCCAACAGCTGGCAAAGTACTG
+CTTCGACATGGGCGTTGAAGTTGGAATAGTTAGCAATGGGAGGGTATGGCTAATAGTCAAGGCATTCGAG
+CCTGGAAAGGAGGCAAAGGACAGGGTAATCACCACAATAGATATCGTGGAGGAGCCTCCAGAAAGGATAA
+TCGTGAAGCTCTCGTGCCTAAAGAAAGACAGAATCGAGAAGGCTATTGAGATTTGTGAGGTTTTGAACTC
+GTTAGATAATAACGTTAAGAGGCTCAAAGCCTTTGGAATCAGCGAAGGTGATGTTGCGAATTACATTCTA
+ACGATTTCCATAAGAAGGGCATATCCGCCAGAAATATCCCACCCCTCCGACAAAATAACAGGAGTATATA
+TTTTTCACGAGGGCAAATGGAGGTACCTTCCGATTCCACACGGGACTCTCAAAGATGCCCTAATGGCCCT
+TATGAGCTATCTCTCGGAGTACGAGGATGAAGAGGAGAGAAAGATAATTAAGAGGGCCATAGCCGAGATA
+TCAATGAGGAACATCTCGGGGGAGAAGATAATAGCATTGATAAAGGCGATAGAAAAAGAGAAAAACATTA
+AAGTTTTGATAGCGTTATAGCCATGGGATTTCGCTCTTTATCTTCCACATCCCAAGAAGTTTCCTGCTAC
+CCCAAGTTGCCTGGATTTCAAATGCAACTATCATATCTTCGTAGATGTCTATAACGTTGAAGCTGTTGCC
+AAAGGGATTTCTATGGAGCTCCCAGCTTATGCTACCTGCGTTTATTATAGGACTTTTCTCAACCTTTACG
+GCGTTTGAATTGCCACCATGACCCGTCAAAGTGAGTTCAGTTTTCTTATCAGTTATTATCTTGAGGACAT
+TACCGGCATCCTCTAGGTAGCCTATCTCCCTAACCCCAGGGACGGGGACGAGATTGTGGTGCATGACTAT
+TATCCTGAACTTCTCCTCGAAGTCATCCAAGAGACGAGAGAGCATTTTCTGTCCAGTCCTTCCAACAACT
+CCTATTTGAGTCTCGTACTGAGCCGAGAGGATTGGTATGAAGACGAAGTCTCCCCTCTCAACTATCTCCG
+GCTCCCCAAAGTACTCCTTGAAGAGTTCATAGCCGAGATAAGAGATGTCGTTGTGCCCAGGGACTATTAT
+CTTTTCGGCCTTCACCTTCTCGTAATATTCAAGGGCCATCTCGAAGTACCTTTCTATCCCCTTCTCCACA
+ACGTCTCCACAGTGAACGACGATATCTGGCTTGTACTTCTCGTTTATGGCCCTTATAGCGTTCTCAAGGG
+TCCTCTTCCTAAAGTAGACCCTGTCAGATACGTTGCTCTCAGAGACATGAACTATCCTAAGAAGCCGCCT
+CCCCCTCGGTATGAATATCTTCGGCCTTATCGGCTTATGCTCTTTCTCCTCTTCATCCCCCGTTAGCCTC
+CTTATGACGACCTTCACCTTGTCCTTGGTTATCTTCACTATATTGTAACTATTGACGTCACCTTTCCTCG
+TCTTCCTACAGGAGGCGCAACCGGCGTTATCAACGACGAGGTCTTCAACCCTGTAAACGTTTGGAACGTG
+CTTGTGTCCGCACATGTAAAGTGTTACATCATGGCTAAGCAGTAAATCCAGGACGTCACCAGCGTTAAAG
+AGAACGTTTCTCTCCCTTCCAGTATCTGGAAGTGGGACGAGGTGGTGATGGGCTGCAACTATTTTTATTT
+TCTTATGACTGTACTCCTCAAGCTTCGCCTTCAGCCACTTGAACTTGTAACCTCCGACCCTTCCATCGCT
+CAAATCAGGAATAGTTGAATCGAGCCAAATTATTACCCCATCCTTGAACTCGTAAACCCCTATCAGCGGC
+CCTATGTACTTCTCGAATAGCTCATAACCAACGTTCCTCGCATCGTGATTTCCTGGGGCAACTATCAGGG
+GCTTCTCTATCTTCTTTAGTAAATAACTGGCGTGCTCGTACTCCTCCCTGAGACCGTTGTTGGTTACGTC
+CCCAGTGTGGATTACCAAGTCAAAGGGTCTAGTGTTTATCTCGTTCGCTATTAGGTCGTAGGCATAAGAC
+TTGAATGCAACTTCATTCGTTATGTGGGTATCGCTTATGTGAGCTATTAGCATTTTCATCACTCCGTCGA
+GATCGCTGTCTCGAGCCTCCTCCTACTCGCCTCTAGGAGGTCACTCAATGTGAATATTCCAACTATCTTG
+CCCTCATCTTCGATTAGAATATGCTTTATCCTGTGCTCTGACATCTTCTTGAGAACGTCCCCGAGGGGAG
+TATTTGCATTAACTGTGATTAACTCTTTCGTCATTATCTCCTTGACAGGAATGTCGTAAGAGAGTCCTGG
+GACTATTACTCTCCTTATTATGTCGCTCTTCGTGAAGAAGCCTACGACGTTTCCCTCATCGTCCACGACG
+ACAAGGGAACCAACGTCAAACTCCATCATCAGTTTAGAGGCCTCTTGAACCGTTGTATCTGGCTTAACAC
+CCATCAGTTTTTTCGTCATATAAACCTTTATTGGAGCCTTAACGTCCATAGGCCCTCCCTAAATATAACA
+TTCCGCCAAAATCATTATGAAGGTTTCGGAAATCTTAATAATTCCTATGCCAAAACTTTTCCAGGTGATG
+GAGCGTGACGAGAAAGCTATACTATGAGGACGCTTACCTTAAGGAGGCTAAAGCGAAGGTTGTTGAGATA
+AAAGATAACGCCCTTCTTCTCGACCAAACGATATTCTACCCAACGGGTGGAGGACAGCCCCATGATAGGG
+GAACTATAAACGGAGTTGAGGTTTTAGATGTGTACAAGGACGAAGAGGGAAACGTTTGGCACGTCGTTAA
+AGAGCCAGAGAAGTTCAAGGTCGGGGATGAGGTTGAGCTAAAAATAGACTGGGACTATAGGTACAAGCTC
+ATGAGAATTCATACTGGCCTACACTTGCTTGAGCACGTGTTGAATGAAGTTCTTGGAGAGGGGAAGTGGG
+AACTGGTAGGGAGCGGAATGAGTGTCGAGAAGGGAAGGTACGACATAGCTTATCCTGAGAACCTCAACAA
+GTACAAGGAGCAGATAATAAGCTTATTTAACAAGTACGTGGACGAAGGCGGGGAAGTGAAGATATGGTGG
+GAAGGTGAAACGAGGTACACCCAGATAAGGGACTTCGAGGTAATACCCTGTGGCGGAACTCACGTTAAGG
+ATATCAAAGAGATAGGGCATATAAAGAAGCTCAAAAGGTCGAGCATAGGGAGGGGGAAACAGAGGCTTGA
+GATGTGGCTTGAATGAGAGGTGGAGTTCTTGACGATAGAGCTTCATCCAAGCGAGGTTGCTAGGTTCTTC
+GAGCTGGAGGAGTGCCCCAGATTTCTAATTCTTTTAGAAAGGAGAAAGAAAGGCGAACTAAGGGAGTTCA
+TGCATATAATCCGGAGAAAGGAAGAGGAAAACAAGGCTTTAACTAAGTGGGGAAATGAGTTCGAGCTTGA
+AATACTTCAAGAGCTCTCGAAAAAGTTTGACTTCCCATTTTATGGGTTCTTTAAACTTGAGGAAGATAAA
+ACAGCAAAGAGGTTTATCCAGAAGTACTACCCTGGGAATGCCATCGAATTCAAGGATTTCGAGGGAGCTT
+ATGAAATGTTCAGGGAACTGCTGAATCTTGATAGAGTGTTGATATACCAAGCCCCACTTGCGGGCAAAAT
+AGGGAAGTTCCAGCTTAAGGGGTTCTCAGATTTTATCATCAAGGATGGGAACACCTACTACATCTTAGAG
+GCCAAGTTCACGAAGGAGGAAAAGCTTCCACACAGGCTCCAAGCCGTAATGTACGCTATGCTACTGAGAA
+AAATAGTGGAGGGAAACATAAAGCTCGCAGTTATAACTAAGGAAAGGTTTCCGTGGCCAAATGAATTCCT
+AAGCTTTCCCGATGATGTCCTCGAATTCGTGGATACCATCGAAGAGAAGTTAAACTTGGAGATAAAATGG
+AGCGAGCCCTGGATAACGGCTAGATGTACGACTTGCCAATTTGAACCTCTGTGCCTCTCGGAAGCTTTAG
+AGAAGAGAAGCCTCGGGCTCCTGGGAATAGGGCCAGCGGACAAAAAGGTTTTCGAGGAAGTAGGAATAAG
+AAGGATAGAAGACCTAGCTAAGCTCATAGAGTTTCCAAGCAACAGTCCAACGGATTTCTCGGAGCTTAGA
+ATAAACAATCAGAATGCCTTAACAGAGATAAGCAGGAGGACAGGTTTGAACGTTCCACGGCTCGTCAGAA
+TAGCCCAGGCCGTTACGCAGGAAAGAAGAGGAATAGTTGAGAGGATGTACATTCCCAGGACTGGCTACAA
+TTTGCCTTACGATGATGGGAAACTAGTTAAGGTATTCCTGTACGTTCAGAACAGCCCAATAACGGACACT
+CTGATAGGGATATCGGCGTTGATTAAGTCAAGGGTAGGCGAGAGGCTGGTAACAGAAATCGTTGATGAGC
+CTCCTCTTGATATTGAAAAAGGCCTGATTGAAGAGAGAGAAATGCTTGAAAGGTTCTTTAAAGATGTCAT
+CCAAGCCATTAAAGACCTCTCCCCAACTGACGAGGTTTACCCACACCTATACTTCTACACGAGGGGCCAA
+AGGGAAGCTCTAGTCGATGCCGTTAGAAGGCACAGGGAACTATGGTGGAGCAAACCCATAAGAGCCTTGT
+TAAGTTTAAGGAGAGCAATTGACTGGGAGGGTTTCTCAATAATCAAGGACGAGCTGATAGAAAGGCATGC
+CCTACCCTTTGCTCAGGGTTTGGGAATTATACCTGTATCAATACAGTTCGGATACAGGTGGAAAGACAAC
+GAATCGTTCAGGGAGATATTGGAGGTGCTAGCTAGGAAGGATGGAGACGCTTTGGATTTAAGAAGGCTAT
+ATAGCGTAACTGACGTAGATCCTCTTAGTGGGGAGTATTACCCAGCACTAAATAGGGATGATGATGAGAT
+ACCCTTCACGCCATTCTGGAGGGCCCTAGTTGATGAAAGAAGGAAAGACCTAAAGAACATTCTCTCCCAA
+GTTGTTAAGGCAATTGCAAAGATAGAGGAAAGCATTCCAGAGAGGTACAAAGAGTATGTAGAAAAACCGG
+GGATTCCTAGGGGAGAACTTGAGACGTTTGACATTGAAGATGGAAGTTTAGCGAAGGTGCTCCGAGAGTA
+CTTGCTCTTAGAGTTTCATACAAGGAAAGGCCAGCTTGAAAAGTACTACCGCCTACCCGAGGAGATTAGA
+GCTTACTCTGAGAAGTCAGCCATAGTGAGAATTGAGAGGATCGAAAGAAGGGTCAACGGAGATTGCGTAA
+TTAGGGGAAAAATTGTTCTGCCAAGTGAAAATGGATTCAAGGAATATTCCCCGGAAGAAGTCCTAGTCGA
+TATAGATGAAGACTCCTGGGTATGTGTAACTCCCCTGGGTGCATTCTCTAATGGAGATCCAGCCAAGATA
+ATAAAACGCTCACCCCTTGGAGTTGTTGAGTACCTAAACCATGAAAACGGTTCCATAGCAATAAAGTTTG
+TAAGGATTCCCCCAGGAAGATTCACTTTTGGACACTCAACCGTGGAATGTAGAAACGGGAGAGTCAAAAT
+TTCAGACAGAAAGTTGTACATTGGAGATTACGTCATCTTGGATCCAGCCATAGACGATATAGGGATGTCC
+AGAAGTTACGAGGTTTTAGAGAACATAGACGACGAAGAACACGAGATCTACGAGTTCCTAAAGAACATAT
+ACGAGGGGAATATCAACGTCAATCCAAAAGTTAAACTCTGGAAAAAGGAGCACATAGAAGAGTTTCTAAG
+TCTCCTTGACCATCTAAACGAGGATCAGAGAAAATTTGTCCTTGATATAGACCACAGAATAGTAACCCTC
+CAAGGACCCCCAGGAACTGGAAAAACCTCGGGAGCCATAGCCCCAGCAGTTCTCGCTAGGGCTTATTCAA
+CTATAAAGCAAGGAAAGAGTGCCCTATTCATAGTAACTGCACTCTCCCACAGGGCAGTTAACGAAGCCCT
+AATCAGGACATATAGACTCAAAGAGGAATTAAAGAACATTAAAGAGCTGAAAAATGTGGAGCTGATAAGG
+GGAGTTTCCGGGGAGGAAGCTATCGAACCAATGAAAAGAGAGTTAGGGGGAATAAAAGTCGATATAAGGG
+CACGCTTTACATTTTCAAAGAGCACACTTTTCCCAACTGTAAAGATTCTCTTCGCGACGCCTCAAACGGT
+GTTTAAACTCGTTAAAAATTACGAAGCAGACCTAGTGGTGATAGATGAAGCGAGCATGATGGATTTACCA
+ATGTTCTTACTGGCAACGAAGAATGCTAAGGGCCAGGTTCTGCTCGTTGGAGACCATAGGCAGATGCAAC
+CGATCCAGGTTCACGAGTGGGAGCTTGAGGATAGGAAAACAATTGAAGAGCACTTACCCTTCCTTTCCGC
+CTTAAACTTCATAAGGTTCCTCAGAGGGGAGCTAGAGGAGAGGGAACTTAAGAGGTTCAAGAGAATCCTG
+GGAAGGAATCCGCCTAAATGGAAAGTTGATAAAGAGGATGTTCTGCCAATGCACAGGCTCAGGGAAACCT
+TCAGGCTCCCCCAAGCCTTAGCTGAGTTACACTCGGAATTGTTCTACTCCTTCGATGGAATAAAGCTAAG
+GAGCAGGAAAGAACCTAGTGAGGAAATAGCAAGAGCCCTAAGAAATGCGGGTAAAAACGAATTCCTAAGG
+TTCATCCTGGATCCAGATTATCCCGTGGTTTTGATAGTTCACGATGAGAACGGTTCAAGTAAGGTAAACG
+AACTCGAAGCGGGAATAGTGAAGGAGATAGTGGAAGCCTTGAACGGAGTGGACGTTGGAGTTGTCGTTCC
+CTATAGGGCACAGAAGAGGCTCATAAGGAGCTTAGTTAACGTTCAAGTTGACACCGTAGAGAGGTTCCAG
+GGAGGTGAAAGGGACATCATAATAGTCTCAATGACGTCGAGTGATCCATCCTACTTATTGAAGGTCATGG
+ACTTCCTTTACGATCCAAACAGGCTGAACGTCGCTGGAAGCAGAGCGAGGGAGAAGCTAATCCTAATAGC
+CTCGAGGAACTTGTTCACCCTCTCGGCTAGAGACTTAGACACGTTCGAAATCCTAAGGCCCTGGAAGAGA
+TTCTACATAAAGATGAAAAGGGAAGGCGAGGCAAGGAAATTCGAAAGGGAGGGATATAATATCGTTGCAT
+TTAGATGGTACCATAGAAAGGCTTAATACCTATCGAGAGGCCTCTAATTTTAGGTGCGTGACATGGAGGA
+AGTGAGGGAAGTTAAAGTTCTTGAAAAGCCCTGGGTTGAGAAGTACAGACCTCAGAAATTAGAGGAGATA
+GTCGGCCAAGAGCACATTGTTAAGAGGTTGAAGCATTACGTGAAAACGGGTTCAATGCCCCACCTTCTCT
+TCGCTGGGCCCCCAGGAGTTGGAAAGTGCCTCACGGGAGATGCAAAAGTTATAGCCAACGGTGAGCTAAC
+CACCATAGGCGAGCTCGTCGAGAGGATAAGCAACGGTAAGCTCGGCCCAACGCCCGTTAGAGGTCTCACC
+GTTCTCGGAATTGACGAAGATGGTAAGCTCGTTGAGTTGCCAGTTGAGTACGTTTACAAGGACAAGACGA
+GTGAGCTCGTTAAGATAAGAACTAGGTTAGGTAGAGAGCTCAAGGTAACCCCATACCACCCACTCCTCGT
+TAACAGGAGGAACGGAAAGATAGAGTGGGTTAAGGCTGAAGAGCTCAAACCTGGGGACAGGTTGGCGATT
+CCAAGCTTTTTACCGGCGATGCTCAACGATAATCCATTGGCAGAATGGCTCGGTTACTTCTTTGGCAACG
+GTTACACGGATTCTGAGGAAAGAGTTGTCTTTGAAAGTAAAAGCAAAGAGCTTAGGAAGAGATTCATGGA
+GCTAACCAGGAAGTTGTTCCAGGATGCTGAAATTAAAGAAGATTCGGGCAAAGTTTACGTGAGCTCGAGC
+GAAGTTAAAAGACTCGTCAAGAGTCTCAACAAGGATTCAATACCAGAGCAAGCCTGGAAAGGGTTGCGCT
+CATTCTTGAGGGCTTACTTCGACTGCAACGCTGAAATAAAAGACAAGATAATTGTTTCAACGGCTGGCAA
+GGAGATTGCGGAGCAAATATCCTATGCACTGGCTGGACTTGGAATAGTTGCCGAGGTTGATGATAAAGGT
+AGCGTAATTATCTCCGACCCCGAGAACGTTTCCCGCTTCTTAGATGAGATTGGCTTCTCCGTTGAGGAAA
+AGAAAGAGGAAGCTAAGGCCTTAATAAAGAAATCAACCCTAAACTTGGGCATCTACGTTGATAAAGAGCT
+AATATCCTACGTTAGGGAGAAACTCAAGCTCAGCTTTTACGAGAACGAAACAATGTGGAGCCCCGAAAAG
+GCGAGGGAAATAGCTTGGAAGCTAATGAAAGAAATCTACTACCGCCTCGACGAGTTAGAAAGGTTCAAAA
+AAGCCCTATCCAAGAGTGTAATCATAGACTGGAGCGAGGTTGAGAAGAAGAAGGAAGAAATATCGGAAAA
+GACTGGAATTAGTGTCAATGAAATTCTCGAGTACGCCAAGGGTAAGAGAAAGCCAAGCCTAGAGGAGTAC
+GTTAAGATCGCAAAGGCCCTAGGAGTTGAGCTTAAGGAAACTCTCGAAGCAATATTCACCTTTGGAAAGA
+AGTACTTAGGTTATGTGATTAGCGATGAGATAGAAACCCTCGAGGAAGTAAGGAAGGAGGAGTTAAAGCG
+TTTGAAAGAACTTCTCAACGATGAAAAGCTCAAGAAGGGAGTAGCTTACCTAATCTTCCTCGCACAGAAC
+GAGCTCCTATGGGATGAGATAATTGAGGTCGAGAAGCTTAAGGGGGACTTCGTGATATATGACCTCCACG
+TTCCTAAGTATCATAACTTCATTGGTGGCAACCTTCCAACGGTTCTCCACAACACAACCGCCGCTCTGGC
+CCTTGCAAGGGAATTATTCGGCGAAAACTGGCGCCATAACTTTTTAGAACTTAACGCGAGCGATGAGAGA
+GGCATAAACGTCATTAGGGAGAAGGTAAAGGAGTTTGCAAGGACAAAGCCAATAGGAGGGGCCAGTTTCA
+AGATAATATTCCTTGATGAGGCTGATGCTTTGACCCAGGATGCTCAACAAGCCCTGAGAAGAACGATGGA
+AATGTTCTCAAGCAACGTAAGGTTTATTTTAAGCTGTGTTACAGGAGACACAAAGGTATATACGCCGGAC
+GAGAGGGAAGTCAAGATAAGAGACTTCATGAACTATTTTGAAAATGGATTAATTAAAGAGGTTAGTAATA
+GGATTGGCAGAGATACCGTCATTGCAGCTGTTTCCTTTAATTCCAGAATAGTTGGCCATCCTGTTTACAG
+ACTAACCCTAGAAAGTGGAAGAATAATAGAAGCAACGGGAGATCACATGTTTCTTACCCCAGAAGGCTGG
+AAACAAACTTATGATATCAAGGAAGGCTCAGAAGTTCTCGTAAAGCCCACCCTTGAGGGGACACCTTATG
+AGCCAGACCCAAGAGTAATAATAGACATTAAGGAGTTCTATAATTTCCTTGAAAAAATTGAAAGAGAGCA
+TAATCTCAAGCCCCTTAAAGAAGCAAAAACCTTTAGAGAACTTATAACTAAGGACAAGGAAAAAATTCTA
+AGAAGAGCCCTCGAACTCAGGGCAGAGATAGAAAATGGCCTAACCAAGAGGGAGGCTGAGATATTAGAAC
+TAATTAGTGCCGATACCTGGATACCAAGAGCCGAACTAGAGAAGAAAGCTAGAATTTCGCGTACAAGATT
+AAACCAAATCCTCCAAAGACTTGAGAAAAAGGGATACATAGAGAGGAGAATTGAGGGAAGAAAACAATTC
+GTAAGGAAAATCCGCAATGGAAAGATACTAAGGAACGCAATGGACATCAAGCGTATCCTAGAAGAAGAAT
+TCGGAATAAAGATAAGCTACACCACCGTGAAGAAACTCCTCTCAGGAAATGTCGATGGAATGGCTTACAG
+GATACTCAAAGAAGTTAAGGAGAAGTGGCTTGTCCGCTATGACGATGAGAAAGCCGGAATCCTTGCAAGA
+GTCGTAGGCTTTATCCTTGGGGATGGACATCTAGCTAGGAATGGCAGAATTTGGTTCAATTCAAGCAAAG
+AAGAACTGGAAATGCTTGCTAATGATCTCAGAAAGCTAGGTTTAAAGCCCTCAGAAATAATAGAGCGTGA
+TTCGAGTTCAGAGATCCAAGGAAGAAAAGTTAAAGGAAGAATTTATATGCTCTACGTTGACAATGCGGCA
+TTCCATGCCCTGCTCCGCTTCTGGAAAGTTGAGGTAGGTAACAAAACTAAAAAAGGTTACACAGTTCCAG
+AGTGGATTAAGAAAGGAAATCTATTTGTTAAAAGAGAATTCCTGCGTGGCCTCTTCGGTGCAGATGGAAC
+TAAACCGTGCGGAAAACGCTATAACTTCAATGGAATAAAGCTCGAGATACGTGCAAAGAAAGAGAGTCTC
+GAAAGGACTGTGGAGTTTCTTAACGATGTGGCCGACTTACTCAGGGAATTCGACGTGGATTCAAAGATCA
+CAGTCTCACCTACTAAAGAGGGATTCATAATTAGGCTGATAGTAACGCCAAATGATGCCAACTATCTCAA
+CTTCCTCACCAGAGTTGGTTACGCCTATGCTAAAGATACCTACGCTAGGCTCGTTGGAGAATATATAAGA
+ATAAAACTTGCCTACAAGAATATAATCCTCCCAGGGATTGCAGAGAAAGCTATAGAGCTTGCAACTGTAA
+CTAACTCAACTTATGCAGCCAAAGTACTCGGAGTTAGTAGGGACTTCGTAGTAAACAGACTCAAAGGTAC
+ACAAATTGGCATCACAAGAGATTTCATGACCTTCGAGGAGTTTATGAAGGAGAGAGTACTAAATGGTTAT
+GTCATTGAGAAAGTGATAAAGAAGGAAAAGCTCGGCTACCTCGACGTTTACGATGTGACATGTGCAAGGG
+ATCACAGTTTTATTTCAAATGGTCTTGTTAGTCACAATTGCAACTATTCGTCAAAGATTATCGAACCAAT
+TCAGTCAAGATGTGCGATATTTAGGTTCAGACCATTGAACGATGAGGACATAGCAAAGAGGCTAAGGTAC
+ATAGCCGAGAACGAGGGGCTTGAGCTAACTGAGGAAGGGCTTCAGGCAATACTATACATAGCCGAAGGAG
+ATATGAGGAGAGCAATAAACATTTTACAAGCTGCCGCAGCCCTAGATAGGAAGATAACGGATGAAAATGT
+ATTCCTCGTTGCTAGCAGGGCAAGGCCCGAGGATATAAGGGAGATGATGCTCCTAGCCCTCAAGGGCAAC
+TTCCTGAAGGCCAGGGAAAAGCTCAGAGAGATTCTCCTGAAGCAGGGATTGAGCGGTGAAGACGTTTTAG
+TCCAGATGCACAGGGAAGTGTTCAACCTACCCATAGACGAACCCATGAAAGTTTACCTAGCGGATAAGAT
+AGGAGAATACAACTTCAGACTCGTTGAAGGTGCAAACGAAATGATTCAGCTGGAAGCATTACTGGCCCAA
+TTCACACTAATCGGAAAGAAGAAATAAAGTGATGACCCATGCCAGAAGTTCCCTGGGTGGAGAAGTATCG
+TCCCAGGAGGCTTAGCGAGATAATAAATCAGGAGGATGCCATAAGCAAGGTTAAGGCCTGGATTGAGGCA
+TGGCTTCACGGGAACCCGCCTAAGAAAAAGGCCTTATTACTTGCAGGTCCCCCAGGAAGCGGGAAGACCA
+CGACAGTCTACGCTTTAGCAAGGGAGTATAACTTCGAAGTTATAGAGCTCAACGCCAGCGATGAGAGGAC
+ATATGATAAAATAGCTAGGTACGTTCAGGCCGCTTATACCATGGATATCCTGGGAAAGAGAAGGAAAATT
+ATCTTCCTGGATGAAGCGGACAATATAGAGCCAAGTGGGGCCCCAGAGATTGCCAAGCTTATAGATAGAG
+CAAGGAACCCAATAATAATGGCTGCCAACCATTACTGGGAGGTCCCCAAGGAGATAAGGGACAGAGCAGA
+GCTCGTGGAGTACAAGAGGCTTACGCAGAGAGACGTCATAAATGCCCTCGTGAGAATACTCAAAAGGGAA
+GGGATAACGGTTCCAAAGGAAGTTCTAGTTGAGATAGCCAAAAGGGCCAGTGGAGACCTTAGAGCCGCCA
+TAAATGACCTTCAAACCGTAGTTGCCGGGGGATACGAAGATGCAAGGTACGTTTTAGCTTACAGAGATGT
+TGAAAAGACCGTGTTCCAAGCCCTAGGCCTGGTCTTCGCAAGCGACAATGCCAAAAGGGCGAAGCTCGCG
+ATGATGAACCTTGACATGTCCCCGGATGAGTTCCTTCTTTGGATAGACGAGAACATTCCACACATGTACC
+TTAAGCCCGAGGAGATGGCCAGGGCTTATGAAGCTATAAGCAAGGCGGACATATACCTTGGGAGGGCCCA
+AAGAACCGGGAACTATTCATTGTGGAGGTACGCCATAGACATGATGACGGCTGGAGTTGCAGTTGCAGGA
+ACTAAGAAGAGGGGCTTCGCAAAGTTCTACCCCCCGAACACGCTGAAGATGCTTGCTGAGAGCAAAGAGG
+AGAGGTCGACTAGGAATTCGATAATCAAGAAGATAATGAGCGAGATGCACATGAGTAAGCTCGAGGCAAT
+AGAGACTATGAAGATAATCAAGACGATCTTCGAGAAGAACCTTGACTTGGCGGCTCATTTTACTGTCTTC
+CTGGGCCTTAGCGAGAAGGAAGTTGAATTTCTAGCGGGGAGAGAAAACGCTGGAACGATATGGGGGAAGG
+CGTTAGCGATAAGGAGGAAACTTAAGAAGGAAGAGGAGAAAATCAGAAAAGAGAGGAAAGAGGAGGAAAA
+GGTCGAGGTTCGGGAGGAGAAACCTGAGGAAAAAGTTGAAGAGAAAAGGGAAGAAAGGGAGACCAAAAAG
+GAAAAGGAGAAGAAGGAAGAGAAAAAAGCTGAGAAGAAAGGTAAACAGGTTACGCTCTTCGACTTCATAA
+AGAAGTAGCTAAGTCCAGTAGGGCCTCCTCATGAGCACGGCCCTCTTGAATATATCCACCAACTCAGCGT
+CGCTAGCACCGTTTCGAAGCGGGCCCAGGATATCTATCAAGTCATCCCTCCTCAACAAACACGTCTTTAA
+GTAGCCATCGGCAGTTAGCCTTAGTCTCGTGCAATTCATGCAGAAAACTGTATTGTGCATCGACCTAACA
+ACCTCAACCTCCACGACCTTCCCATCGACGGGGAGGAAGTACTTCCTCCTCCTATGCATCCTTCTTTCCC
+TGATTTCAACGGCAATCTTCTCGAACTCTTCCTCCAAAGGCTTTAGTGGATAGAAGAAGTCCTTGAAGAA
+CTGAGAGTTCTCCATCTCCCTGGGAACCTCAATCTCAATCAGTTGAAGGATCGCATTGACTTTACCTGCG
+AACCTTATTAAATCCCATATTTCATCGTCATTAATTCCTCTCATAACAACCATGTTAAGCTTTACTGGAT
+AGAATAGCTTCGTGGCCTTCTCTATACCTTTAATAACTTGATCTAGAACGTCAAACCCAGTTATCATCTT
+GTACTTCTTCCTATCCAACGTATCCAGGCTTATGTTAACCCTGTCAAGACCGGCCTCTTTAAGTTCCTCG
+GCGAGGGTGTAAAGTGTAGTTCCGTTGGTAGTTAAGGAGAGATCAACAACGTAGGGCCTTATCCTCCTTA
+TTATTTCAACTATATCCTTCCTTATCGTCGGCTCTCCACCCGTTAGCTTAACCTTCTTGATCCCAAGTCG
+AGATGCTATCCTTACTATCCTCTCTATCTCCTCGGGCTTCATAGTTCTCTCTCCATCAAGTTGGCCCTCC
+CTGTGGCAGTAGAAGCAGTTCAAGTTGCACTCCTTAGTTAACGAGATCCTCAGGTTAGTAACCGGCCTTC
+CGAATCTATCTATCAGCATAATCAACCTCCATATTTCACAAGTATTGTAAAAAATATAAGCCGTGCGCAA
+ACATAATTGTTTAACTTTTCAGCTCAAAATCTCAACGTCCGCACACACCTTGTAAACGTGTGGCTTATAA
+TCGGAGACCTTTCTAACGCTAACCCTGCACTCCTTTCCCTGCCTTCTACACTCCTCGAGAACCCTCTCCC
+TAAACCTTTCTATCTCACTTTCGTGAACGAAGTCGTAGTAATGGAGGAACTTCTCAGCCTTAGAAAGCGT
+TAAGCTAAGGGCGTCAACCCCTTTGGGAGTAGGGCTCACAACCCTATCAAAGTTCGGTAGATTGGGGAGA
+ACTTCAAAGACGTCGCCATGGATGATCTTTATCTTACCCTTAAGCCTATCCCTGTTCAGTTCAAGGTTTT
+CCTCAGCTAGTTTAACTGCAAACTCATTTATTTCAACCGCATAGACCTCAACATTCTTGAATCGGGCAAT
+TACTAGGGGGTAGGGAATGACACCGGCGAAAGGAACTAAAATTCTCTCCCCATCGTTTACGAGCTGGGCT
+ATCCTATATCTTTCCCCTTTCATCCTGGGATTGAAGAAGACCTTCGACAAGTCAACCTTTATTAAAACCC
+CATTCTCCTTGTGAATCGTGTGAAGTCTATTCTCCCCCCATATGACCTCCAACTCCCTGATCCTATATAA
+CCCAGAGTGAAAGCCCCTCCTCGCGATTACCTTAACTTTCGGGTAGAGCTTCCTTATAGCGGAAACGATC
+ACTTCCCTCTCACTCAAGATTTCATCCGGTATCGATACTATAGCTATGTCCCCAACTATATCAAGCCTTC
+CAAGTTTCTTGAAAATTTCCCTGGGAAGTAGATCCTCTAAATTCTTGTAGATTTGCCTCTCCGGTCTCAT
+CGGCAACTCAACGTCAACTACCTCTAGACCCAGGGATTTAGCTATATTGGTGTCCGTAACTGGAAATATA
+ACGTACTTCTCATCCCTAATGGCCTTCCTTTTGCCGTCTAGTATGCCAACGCTTTTCAACAATTCCAGTA
+CTTTCTTAGCATCCTCTCTTCTTACCTTAACCCCACTCACGCTTACCCCCTTGCAAATCTGTTTTAACCT
+TCAATGATGAATTAATATTTTGGGGTTGAAGTTGATCGAGAGGTTAAAGAAGGTAAGGGATCTCCACAGG
+AGCTTCGAAGACTTAATACCGCACATCGCTGAGGGCTCAAAAGAAGCTACGATAAAGGCTTATCAAACTC
+TAAACGAAGAGATAAGGGAGATCTCTGAAATTTTAGACGAGGCATTCACTATTGGAAGGGAATTCGAAGG
+GTCTGCAAAGGAGACGATCAGGGTTCTAATGCAGATGAAGGGAATACTCGAGGACGTTTTATCAAACTTG
+GATGACAGGGGAAAGCTCGAGTTTCACGTGAAAAAGCTGTTAAGCTTCAATAGGAGCTTTGACTACATAG
+TAACGGAGAACCTGAATACACTAATTACCTACGCGGAGTTCGTTGAGATAGTTAAGGAAGGAAAAATACC
+TTCTTCAGTCTTGGATAAGATAAGTGAAGTAGAACGCTTTGCTCACAAGCTAGATGCCTTAATAAAGTTC
+TTAAGGTTACTTTATGATAAGCCCTCAGACATCTTTAAAGTCGAGTTCTCCTTAAGGAAGGCCAACGAGA
+GTGGCATGAGATGGGTTGACGAGTGGTACCTTCAGAAAGATACCGGCCTGAGTGGGGATGAAATAAGGGA
+TATCCTCGACTCCTTAACGCTCATTGGCGTTGTGGAAAGGAAAGAACGAGGTGGTGGAAGTGTCTACAGA
+GTCAGAGATATCGGTGAGGATTAGGGGGATTTATAGCACGGCCCTAACAAAGCTCTTCCTCGACAAGGGG
+TTCAAGATCGTCCAACCAAGTGACGTCATTGCAGAGAGGCTCGGGATTGAGAAGTCCTACGAGGACTTCG
+ACGTCGACATATACGACAGAAACCACGGAATAACGATTGTGGGAACCAAGGTTGAAGAAGTTAGGAAGGC
+CCTTGAGGAGGAATTAGTTGATGTATTCTTTAGGAAGCTTCCCTACAAATTGTATGGCGTCTACAAGGGA
+ATCGTCGTGAAGAGAGACGACAGATACGTGTACGTGGACATTGGAAATGCAATAGGAACAGTTCTAGTGG
+AAGAGTTGCCAGATGCCGTTGAAGGGGATGAGGTTGTCGTTCAGGTGAAGAAGCACAACGTTCTACCGCA
+CCTTAGCATCATGATAACGATTCCTGGGGACTATGCAGTGTTAATACCTAAGCCGATAGGGGTTCAAAGG
+CACGTGAAGATATCGAGAAAGATTAGGGATCCAGAGGAGAGGGAGAGGTTAAGGATACTTGGGCTTAGCG
+TAAACCTTGGAGAATGGGGAATCCTATGGAGGACTGCGGCCGCTTATAAGGAATGGAGCCTCCTAAGGGA
+TGAGCTTGTAAGGTTATCTAAGATAGCTGATAAGCTAAAGGAAGCCGACAAATACTCAGCACCTGCTGAG
+ATAATTGAGGGCAGAAGCATTTATGAGGTAGAATTTGGAGGAGGGGCGAAGAAGAAGCTTGACGAGATAA
+GGAACAGAGTCGTTCCGACAATAGAGGGGCACCACCAGTACAAGTCCTACGACCCAGAATTCACGTTAGC
+AGTTGAGGTCGCTGAGGGGATTCTAGCGAAGATGCCCTCCCAGAGGCAGAAGATAAGCGAGGGGTTCGTT
+GAGGCCATAACAAATTCAAAGGGCCCAAGGGTTGGATGGATATTCACGCTAAACCACGTTAAGCCGGATG
+GTCAGGTTATAAAGATAGGGCCAGGGGAAGTAATAGAGGTATCTTCAAGGCCTCTAAGGGTCAAGATAAG
+GAGGAACTTAAGACCTGGAAGGGTCTACGATGGGCTTGAGGTACCTATAGAACCGGGAGACTACGCAATA
+ACGGAAATAGAGGCCGGAAAGTGGTGGTTCGTTCACCGCTACTACGATAGGAACGGAAACCTCAAGGGAG
+AATTCTATAATATAAATACTCCAGTAGAGATATACCCGGACAAGGCTAGGTACGTGGATCTCGAAGTGGA
+CATTGTGAAGTGGCCAGATGGGAAGAAAGAGATAATAGACAAGGAAAAGCTCAAGGAACACTACGAGGAT
+GGAATAATAAGTGAGAAGTTGTACAAGGCCGTTTTGAGAATAGTTCAGGAAGTTTATGAGAGGGTCTAGG
+GCATCGTTTCTATTCCCAATCTTTCCGCTTCTTTTTTCAATCTCTTATCGTATGTAGCCAATCTTTTGAA
+TTGTTCAGCCGTTGCTAGTATTATCATATCGTTGAAGCGTCTTGGGTTCTTTGTTAACTCAAGTGCACGT
+TTTGTGTACCTCCCATTGTCACCGATTACTCTCGTCCTCGGGCTATTTAAGATTGAGGAAATAACATTCG
+TTATTTCATCTCTTCCATACCCCTCTTCCCGAAAGAACCAATAGAGCTCATAGAGAACGATGCTCGGCAC
+GATCCACCTTTCCAGAGATGCAAGGAGGTTTCTCGCCCTAGAGTTGAACTCCGAATCCCTTAGGATTGCA
+TATATAAAGACGTTTGTATCTATAACCGTCACCCCTCCTCCCTCTGTCCCCTCCTTATGGCATCCTCGAT
+GTCTTCAACTTTCAGACCCCTTCCTCCAGGCAGTAGGGGAAGTTCAAGATCACTCTTTTTTATTACAGCC
+TTCCCGTCTTCAATCTCGATGATAAGAACATCACCTACCTTAATCCCAAGCTTCTTCCTAACATCACTTG
+GGATAGTAATTTGATAGTTTCTAGTTACTTTTGTAATTCCCATAGTACCACCAAAATATAGTAGGGTATG
+AGGCGTAAAAACATTACTGATATAAATCTAGCCGAATCGAAAGCAAATGACCTAAAAACCTTCAAAGAGT
+GGAAAAATGTTAAAAGAATACTTAATTAGATGTTCTCTTCTCCATTTTCTGGTTTGGCCTTAAGAACGTC
+CTCAATTCCCTTGTCCGTTATCTTAAAGTAAACTATTCCACCCTCCGGCCTAAACCTATGCCTTTCAAGA
+ACGGCCAGTCTAACACCAACCCTGAACTTCTCGAACCTAAGTATATCCTTCGTTCTATACCCCAAAGTAT
+GCTCAGCGATAGGCCTCAGAGTGTTAGTGTTCGAGTCATAGTACACCTGATTAACCACAATAACGGCAAC
+GTTCTTCTTTCTAGCCAACCATTGAAGAACTTGTAGCTGCTTGGCCAACTCTACGTGATCTCTACTACCC
+TCGGCCCTGTAGTGAGCTGTCAAGGAGTCAACTACAACGAGTGAAAACTTGTCGCTTACCACGGTTTTAA
+GCTTAGATATAATCCTCCTCTGCTCGTTTAAATCCATGGGCTCGAAAATTATGAACTTTGAAAGGGCCTT
+CTCGGGGTCTAAGCCCCTGGACTCAGCCATCTGCTTAAGCCTCTCGGGCGAAAATCCACCTTCAGTATCC
+ACGTAGGCAACCTTTCCCTCATTTAAAAGGCCAACTTGCATTGCAAAGGTAGTCTTTCCCGTGGCAAAAG
+GGCCGTAAACTTGCAGTATAACCCCTCTAGCAACGCCTCCCCCGAGTAGCTCGTCCAACCCCTTAACTCC
+TGTCGTTAGTGTCATGCCCTTAGCCTCATACTTCGAAGCCCTCATAGGGCTTCAAGTCCTTTACTAGAAC
+CCAAACTCTTCTCCTTTGGAGCTCCCTCTTAAAGCCCTCAGCGCTTCCCCCTCCGTAGGTACCGTAGTGC
+ATTGGAACCGCTATCCTCGGCCTAATTATGTCAACTATGTCAACCGCCTCCCTCTCGCTAGCAGTAGATC
+TCCCCCCTATCGGAACGAGAAGGATATCAACTTGACCCCTCAGGTTCTTGAAGCTTGGGCTGTAGTAAGT
+ATCTCCAAGATGAGCAACCCTCTTATCTCCGATTATTAGGTATCCCAGGGGGTATTGACTGGTCGGATGC
+TCGGTATAGAATGCTTTAACAGTTACATCCCCAAGCTGAATTTCTTGGCCAGCCTCTATTTCCCTAACCT
+TCGTTAGGCCATCACTTATTGCCATTAAGTACACAGTTTTTGGACCTATGACTTCAGCATCATTCAACTT
+TGCTATCAACGGGGTCTTGCCGTAGTGATCCATGTGTTCATGAGTTATTAATATGTAATCCACTTTTTCC
+ATCCTGTCCTCATCCACGTCAGGATACGGGTCTATTAGAATGCTCACCCCTTTGGTCTTTATTAAGAAAC
+ATGCATGACCGTACCAGACTATCTTCATCGCTGAGCCTCCAAAGATTTTATTCTCAAGGCATAACTTAAA
+AGTTGTGGTTATCCTTTTTCTTTTTCTCGGAATCACTTTCTGAACCTTTTAAACCTCGATGAGTACTAAG
+CTCTTCTTAGTAGATTTCACGTTTTTTACTTTGATTTTCTTGAAAAGAACTCTTCGAGGCTGATAACCCT
+TTTCTTCTTTGGCTTCTCATCTGATTTCTTCCTGGGCTTCTCGGCCTTTTCAGCTTTCTCAGTCTTCTTC
+GAACCGTTAGAAAGATTTTCAAGGAGGCCTGACTTATTAACTTCTCCAGTTCTCGCCATCACGAGTCTCT
+GGCAGATATCATTTGGATTAACGATTAAAGTTAACTGGGTCTCTGGGAACACGTTTTCGAACAGTGAATC
+TATGTCCCTTTCAGTCAAGCATATCCTCTGCCTCGTGTAATTCTTCACGTTGTATTCGGTAACGAGCATC
+TTGGCAGTTCCCAAGTATTTCTCGATTGCCCCCTTGCTCACGGTAAGGACTATTTTACCTCCGCAAACGG
+GGCACTTTCCATTCAGTGGGGGCCTCCTGAACTTAGTGTTGCACTTGACGCACCTGAACTCTTGCCTCGT
+AAAGCTCCTTAGATTACCCCTTAAGTCAGGAATTAGGTGGGAATTCAATATCTTCTCGGCAACTCCATGT
+TCATCCACAGCTCTAATCCTCTTAGCAACTTCAAGCTGTCTCCTGACCTTCTCTTCCATGTCCCCTAACT
+GCTTGTATAGACTCATCTTTGGACCCAAAGCTATGTCATCCGTATCGTGGGTGAACTTCAGGCCATAGTA
+CATCTCAGGCTTTCCTAGGCGATCCTCAACCCTTTCTATTACCCCAACGAGTTCCTTCGGGGATTTAAGC
+TCATAAGTTGCCTCGTAGAACTCCAGGGGATAATACCTGACTATGTCCATGTTATGGACTTCGCTATCAA
+CTTCCCTGGGATCAAGCCTCGTTGTAATTACCAAAGGAGCGTCCATCTTTCCACCACGCTTTTCCGGAAG
+GTAATAGCGAGAGAAGTTTAGGAGGGCATCTAGGAGGAGCATAACAGCGTCTTCATCTCCATCACATTGA
+TGCGTTACAATATTCTCATTTATTATAACGTTATGGTATTTCTTAGCATTAAGAGAGAACACAAAGTCAT
+CATTAGCTCTAACGTATTTGATATTCTTGATCTCTAAGAGTTGGTCATGCTCAGGGGATCCTAAGTTCTC
+GTTCTTGGGGTTATCCTGGGACGAGCTTGATTGTTCAACTAACTCGAGCTCAGAGACGAGTACTTTATCC
+CCCTCCTTAACTTCAAAGGCCCTTTTCTCAATAAATCTGCCGTTTTCATAAACTAAAACTGGATGATCTA
+CGGTGGTTTCAAAACTTCTTCCATCTTCAAGCTCGAACCTTATCAAATGATCCGTGGCCGGAGCCTTTAT
+GACATCCTCTATATCCGTCAATACAACTTTGCCAGTTTCGAGGTCAATGGAATAAACCTTAATTTCCCTC
+TTGGGCTTCTTCCTAACGTAAACCATATTTTCGTACCTTTCATCCTCGAACAGCTCATACAGCTCCCTTA
+GAGTTATCTTCTGTGGAACTCCATCTATTTGGACGAGAATCCTAGTATCACCCGGGAAGCAGTTTCTCCT
+CTTCGCAGCGTGGAAGTAGGGGTGAGCGTAACCAACTAGGGCATCGACAAAGCCTATTATCCTACCCACT
+ATACCAGCGGAGGTGTGTGGAGCCAAGCCTATGACGAGATGGCCTATTAAATCTTCCATCTTTTCGGCGT
+TGTAAAATCTCGGCAAGCCGTAGAATTTCTCAAGGAGGTCATCAACAAACTTGGCCACCTTTAGGAGATA
+TCTCCCGGCTTCCTTTGATAGGATAATATCCTGGGGCTTGAGCTCAACTATTTGATCCTCGCTAACCAGG
+GGTTTACCCTCGAAGTCATGAGTATAACCAAGTTCCCTTAACTTCTCAACGGAAACTCCAATTTCCCTCG
+GCCTGAAGTGGGTTATTGGGGCATCTGTTGCGTCAAACCTTATCGTTCCATCCTTGAACACGTAAACATC
+GTTTTTAGCCCTCAGAAGACCTTTCTCAAGTGGCTCTGGCATCTTCCAGCCAGAAGTCATTCCCATGACT
+CCCTTTAACTTGTCAACTCCGTAGACTTTGACGTTCTCCATGGCCCTATTCAGCAATTCGGAAGGCCTTA
+TCTTCCTCTTGGCGTAGGGCCTTAGCTTGACGTTGCACTTTGGACAAGTGTAATTATAGCCCTCGGCCTG
+GCTCTCAGGGTACTCCGCGTTACACCTTGGACAGACCCAGAGAAGTTCTTTCCTCGTTCCACAGTTTGGA
+CATAAATGCTCTGGGCCAACGTGACCGCACTTGGGGCACTTGAAGAAAGCTATCTCAACCTCGGCCACTT
+TACCCTCTTCAGCGGCTTTCTTTATGTCTCTACTGCTCCCGCCGGCCAGACCTATTGGGAACAGAACTTG
+AACAGGAGGCTTCATCTTTCTCTCTTTCGCCTTCTCTGGCCTACCCATTCTCGCGCCAATCCAGCTTATT
+CCCCTATCACGAAGCTTTATCTCGTTATTCTCGTTGATTATATCTATGGTGGCGTAAAGGGGCTTTGCCA
+TGAACTCCCAATTCAAGTTGCCGAGGGGAGTTAAGAGGGCGGCAGCCCAGGGATAGTCCACTATAACGTT
+CCCATCTCTAACGGTGTGAGGCAATCCCAGGAGCTCTAAAGTCCTCTTAGAATCTCCAAGCTTTTCTTGG
+GATATGACAATTTTCTTCGCAAATTTAATTCCCCTAAAGTTGCTCCATTCAATCTCGGCATAATTTTTGA
+GCAATCTCCACAGCTTTTCAACGTCTTTGGGCTCGACGGAATTCCAGTACAAGGTGTAATAGGGATGCAA
+GGGTATTCCAAGAACCTCGGAGAAGTGTATGGCAAGCTCAACCGGAGGTTTTACTCTCAACGGATCCCTG
+AGCATTTCCTTTAAAAATTCTGGGTCAATCTCGAGGTAATCAGAAGCTTCCTCAATGCTCTCTTCCTCAT
+TTTCGGTAAAAGGCTCAAGGTGGACCTCATATATCTCTTTGAGGGCCTTGACGAACTCAAGTATCCACCA
+CTCCTCGCAATAATTAGCTGGAAGGAGGGTTTGGTTGTTCTCAACGAAATCTCCGAAAGCTATCACCGCG
+TCACCAAGGTAAAGTATCTCCTCAACATCTTCCCTAACCTTGAGGGCCAAATTATAATCATCAACCCTCA
+GAACGCTACCATCCTTGAGCTTGACTATTGGGCCCTCAATCGTCGTTACTGGAGTAACCACCGCACCCTT
+CCCTGGCCTTTCGGTTTTTAGCTGAGTTCCTATTGCCAAGAACTCGTCAACTAAAATCATGGTTGCAGGG
+TTTATTCCCCAAGTTGCGAACCCGCTAGCCCTACTCCTCCCGTAACGCAACCTAAATCCACCTGGTTTAG
+ATGGATCAGAGAATAAAGGTCTGCCCCCTATAACTTCCTTAGCGTACTTGTCGCTTGGAGCAATTTCCTC
+CTTGAACTTCTGATAAAGAGAGTAGTAGAAGCCCATATCAACTTCGACCTTCGTTTCCTCAAGGGTTGAT
+TCAGCTAGGCTTTCCTCTTTACCTTCCTCCTTAGGTTCTCCCTTCTCCTTAGCCTCAACGAATTCCTTGA
+GCCATTCCCAACCCTCAATCCCCATCTTGTCTATATATTTAACAAGCTTCTTAGCCTTTTGGAGGACACC
+TTCAGCTAGAACTAGAATTGCACCGCCTCTAAGCTGATTAGTTTCGACCCCAGGAACGTCCCTATGGGAG
+ACTTCAACATCATCCGTTGCCTCACCTGTTATCTCGATTGGAATGTTCCTCATAGCAAGCCTAACTTCCT
+CTGGAGAGGGATGATACTGCAACCTAGTGACGGCCCTATGATAAAGATCTACCTCTTCAACCATTCTCTC
+TATGTGCTTCTCGCTTGGCTTAAACCTGTCTAGGCCGAGCTTCCTTCTAACGTAATCACCAACCAAAACG
+CTAAGGGCCTGAGCGGTTCCACCTGAGCTCCTTATTGGGCCCGCATAGTAGAGGGCCAGATACTCGGAGT
+TGTCAGCCCAAGTGTTTCTCTTTATCTTGACGTTAGCTATACCCTCAATCGGAGCGGAAACTATTCCCTC
+GGTTAGAATTGCCAATGCAGTTCTCACGGCCTGCTCAGCGTACTTCTCCCTACTTCCAAGGTCGCCGAAT
+TTACCTTCAATTATCTCGTCAACTATTTTGAGGGCGGCAATCTCCTTTCCATACTCTTTAACTAACTCCC
+TAATCCTTTTAGCAACTCCTGGGGGGCCAACTAAGCTTTCAACTCTTCCGGCCATATCGGTAGCTTGAGG
+TATCTCAACATCCAAGCTGGGATCCTTACCCTGAGCCCTCGCCTTTTTAGCTATCTCATAGGCCTTATCT
+ATCTCCCTCTGTAGCATTTCGAAATACTCTTCCATTTCCTTTGGAAGCTCCATCAACACCACCCGCTGAA
+GTCGAGAACCTTAACAACCCTCGCGCTTTCAACATCAACCACGGGAACCTTGGCAGGCGTAGGGACTATG
+TTAACCATCTTCTGGAACTCAGTCTGGGCCTGCCAAGTTGCAGAATTCACGAGCTGGACACCCCTGTAAA
+CAACGGCATCATAAACGTGGACGTGACCCATCTGAACCAAATCAGGAACTTCCTCGATGACGAGTAAATC
+CTCGGGATCTGGAGCAATTGGAACCTTGCCCCCGAACGTTGGGGCTAGATGCCTCATCTTAAGCAGCTCA
+ACCATCGGCAATCCAGGCTTGTGATGGGTTAACCCAGGGACAAAAGATACCACATCTTCGATCCCCCTTC
+CGTGAGCTATCAAGAAGTCCCTACCATGCAACCTTATTACGGCTGGATTGCTTATTATGATGGCGTTCTT
+AAGCTTGTAAATGGGTTTCGCATATTCCTTGTAAAATTCTGGTTGAGGAATCGCTGGCCTAGCGGCATCG
+TGATTTCCTGGCCCTATGAACATCGTTATATGCTCTGGAACGTTCGCCAAAAGGTTAGCTAGGGCCTCGT
+ATTGGTCAAATATATCCGGAATCACGAGATCACTATATTGGCCAGGATATATTCCTATCCCATCAACAAC
+GTCTCCAGCTATTATAAGGTACTTCACCCTGCTAACTATTTCCTCCTCTTCCTTGCTCTCAACGTGGCCA
+TTCAGCCACTCTAGGAACTTAAGGAACGCCTTCTCGCAGAACTCCCTGCTCCCAACGTGAATATCACTTA
+TCAATATCGCATAGACTTTCTCTTCCAGTGGAGGTTTCTGCTTTCTATAAAGCGGAACGTCTGGAAGGTA
+GAATTTATTGGCAAAGAATATTCCCTTCTTGGAATAGAAACCCTTAAACGCAACTACCGCATCTGGAAGA
+ACTTTAAACGCCTCCCTGTAATCTTCAGAATCCTTTGGAAGGAAAACCTTCACGATTCCAGTTTTATCCT
+CAACCTCAAATATCAAGCCCCTGTTTGTTTCCCTCTTGGAGTTAACCAGTCCAATTATTGTAACTTCCTC
+GTCTCCACTCACGTAATTTAGCTTCCCTATATCGACCACGTTGCTTATCTCGGGATTCTCACGGAGAATC
+CTCTTAAGCTTAGATAGCCTGCTCTTGAACAGGGATGCATAGGCCTCAACTATTATCTCCCCTTCTTTTC
+CCGAACCATTCTTAACCTTTGGAGGCCTCAACTTCACTTGCCTCACGTCAAATTTTACCTCATAATTCTT
+CTCTATTTGAACTGGTGTAACTGATGGATTCCACTCTATTACAACGTCCTCGTACTTTGAGTACTCCTTC
+TCCTCCCCTATTTCCTCTGGAGCATATAGAATTGGATAACCGTATTTATCGAGCACAACCACGCTCTCTC
+CATTTTCACCGTTGTTATACTCTACTTCACTTCCAGTGGAAATAGAACTCTGGACCAGTTCAAGACCTCC
+AATTTCTTCCTCAGTTGTGGAAATTTCAGGAGATTCTTCCTTCAATTCCTGGAGCTCTCCACTAGAAACT
+TGACTTACTCCCCCTTCTTCAAGCTCTGAAGCTCTAGTTTCCTGGGATTCAACTGTTTTCTCAGCCTCTT
+CTCCAGTGGAAATATAACTCTCCTTTATTTCCTGTGGAACCCCGAGGCCCAGGAATTGAAGGAACTCGTA
+AGCTAGGTCGCCATCTATTATGAAGACGCCCTTGGATTTTGCAAACTTCACGAGCTCAACTAGGGAGAAC
+TTACCCTCCTTAAAATGATCCACGAGGAGATAGTAGGCCGAAGGCGTTAAGAGGTAGCCGGCCCTCTCAA
+GGGCCTTAACCAATTCATCCATTAGAGCAACCTCCTTTGACCACCCTTTAAGCTAACCGTGAGCAAAGGT
+TGAATTGCATAATCATAACGGAACACGTTCCTGATCTTATATGGAGTAACGTTTAACCTTATCTCTTTGG
+TCCTACCATAGCGACCCTTACTTACGACCTTCGCGTTTATTATGCCGAGCATGTCGAGTTCATTTATCAA
+ATCACTAATTCTCCTCTGAGTTAGGGGTTCCAAATCTAGGTACTCACAAAGCTCCCTGTAAACTGAGTAA
+ACCTCCCCAGTATTTGCAGGTAAGTCTCCATTTTCATCAAGTAAAACTATCGCATACAGCAAAACCTTCG
+ATTGGAGTGGAAGCGTCTTAATGACCTCTTCCATCATGTCCTGTTCTATCTTCTCCTGGGCCCTCCAAAC
+GTGCTTTTCTGTAACTTTACTGGCACCTTCCCTTTCAGCAATTTCACCGGCAACCCTAAGTAAATCCAAT
+GCTTTCCTAGCGTCTCCATGTTCCCTAGCTGCCAATGCAGCGCATAAAGGTATAACACCTTCCTCAAGAA
+CCCCAGGATAGAATGCCTCCTCGGCCCTCTGAGTCAGTATATCCTTTAGTTGGTTAGCGTCATAGGGAGG
+AAATACTACTTCTTCCTCGCTCAAACTCGACAAGACCCTAGGATCTAGATACTCCTTAAACTTTAAGTCG
+TTTGAGATACCGATTACGCTAACTTTAGCCCTCTTAAGCTCGGTGTTAATCCTTGTTAAGGAGTACAAAA
+CTTCGTCACCACTCTTCTTCACGAGCTTATCGATTTCGTCGAGAACTATTATGACGAACCTTTCTTTCAT
+ATCTATAACCTGCTTGAGCTTAGCGTAAACTTCATCCGTGGGCCACCCAACGAGCGGAACCTCTATTCCA
+GTCTCATCCTTAAAGTGGTTAACGATATTAGCTAACACGCGATAGTGGGTGTCTACAATTTCACAATTTA
+TGTATATAACTTCCACTGGAATGTTGTACTTCTGAGATACTTTCTTAAGCTCCTCCGTGACGAATTTGAC
+GGTAACGGTCTTACCCGTTCCAGTCTTCCCATAGACGAATATGTTTGAAGGGGTCTCTCCTTTGAGGACG
+GGTACTAATATCTGAGCCAAGGCCTCTATCTGCTCATGTCTATGAGGTAAATCCTTTGGAGTATAGCTAT
+GCCTAAGAACTTCCTTGTTCTTGAATATCTTCCTTGCTTTGAGTAGTCTCTCAAAGAGCTTATCCAAGTG
+CAACTGCTCACCTTCGCTCATTGATGTCCCTCCAGTGGAAATGGTGCTTTTAAAGGACATGACCTAAATT
+TCCAGTGGAAACATAACACTTTTCGCTAACATATTTTCATTGTGCATGACATAATGTGACATTTAACACG
+ACTATTTAAGCCAAACCGTAGAGAGTCTCCATTGGAAGCATTGGAACCAGAGGAAAGCAACGTAATAATC
+TATGGCCCACTTTTTATCCTTTGCCTTGACAAGAACATGTTAATGAAGATAATTTCATCTGAAATTTATT
+CTCGAGAATTTCCACAGGAAACCTCCACAGGACATGAACAAGGATGTGCGTTGAATCTTTACATTTTCCA
+GTGGCCATAACCAATTTCCGATGGAAGGAAAATGAACATATATGTTCATTCAGATAAGAGCATTTTTACA
+CAAATAAGTGCATTAGGTTAACTTAATTTGTTTAATATTTTGCCAAAGTTAAACAGAAGTGAAGTCCCCC
+AGGGTTTCATTTCCACTGGAACCGGGTTGCGACACCGAGAATATTCTATTCTTTTTTCTGACAAGACACT
+CTCCCATATTAGTTGGAACTCCTATTTAAATATTTATCTATGAACAGTTTTATAAGTAAATTGAGAAGCA
+GAGAAGCAAATGTTCACATATTTATGCACAAAATAGTACATCAACTGAAAAAATGTTCATTTGCAAAAGT
+AAAAATTTTTGGCTTTTAATTTTACGTTTGTAAACCAACGAAGAATTGCATGCCTTTCTCAACCCAGTTC
+CACTGGAAATGAAACTCTGGGGGGTTCTTTAGATGGCTATCTGAATGCTAGCATATAAATCGAAAATATA
+CAAGAAAATGTCAAAAAAATCAGACGAACATTGTCTTCAATACATCCGCACAGCCACATTTCCTCTCCTC
+GGGAATCTTTGGAATGGCCTTTCTGAGTAGTTTCTGGACTTTCTCTTCGTTCTCTTTCATAACCCTTAGA
+ACTTCCTGGGCGTTCACTGGCTTTTCAGCCCACACGTCATAGTCGGTTACCGTTGATATGTTCACGTAGC
+ACATTCCCAACTCCCTGGCTAGGTTAACTTCAGGAACTAACGTCATTCCGATGACATCTGCGAATTGCCT
+GAACATCCTAGACTCAGCCCTCGTTGAGAACCTGGGTCCTTCTATACAAATGTAGGTTCCTTTCTCGTGG
+ACTGGGAGTCCAAGTTCCTTTGCGGTCTCTATGAATATCCTCCTTAACTCAGGACAGAAAGGATCGGCCA
+TGCTTACGTGGGCAACCTTTGGTCCATTGTAGAATGTGTACTCCCTCTTCTTCGTGAAATCTATGAACTG
+GTCAATTATCACTATGTCACCCGGCTTATATTCCTCTTTCAGAGAACCAACGGCGTTTATCGCTATTATC
+CTCTCAACGCCGAGCTCGTATAGGGCCCAGATGTTTGCCCTGTACGGAACCTCGTGCGGTGGAAACTCAT
+GGTACTTTCCATGCCTTGGAATGAATGCAACCTCTACCCCTTCTATCTCCCCTATTTCCACTGGAGCGGA
+TGGCCTTCCGTAGGGTGTGTGTATCTTAACGACTTCCTTCGGCTCGAAGACCCCGTAAACTCCAGATCCT
+CCAATTATGCCTATCTTCGGCATGAGAACCACCTCGCTAATTATCTCCCTTTCAAATTATAAGTTTGTGG
+CTTAGAAAACGTTAATTATCCTGGCCCCGTAAATTATTAGGGGATAATTATGGAGGGTAAACCTGTCTCA
+ATAGTCCTTCCCGAGATTGAGAATGCCGTATTCATTGAGGGATACCCAGGAATAGGCTTAGTCGGCCACA
+TCGCTGCTAACTTCCTGGCCAAGGAACTTAACATGGAGATGATAGGGTACGTGGAAAGCTCCTTTATACC
+GCCCATGACCCTCATCCTCGAGGGGAAGCCGAACCCACCTTTGAGGTTCTACGGGAAGGACAACCTAATA
+ATAGCCGTAGCGGACATATACCTTCCCCCTACGCTAATCAATGAGATAGCTAAGGAGATAGCTAACTATT
+TAAAGGAGAACAACGCCGAAAAAGTAATTTCTCTTGGTGGCATGGGGATAGGGATATTCAAGGAGAAGTT
+TGAGGTCTGGGGAGTTGGAGGCACGGAGGAGGAGAACAACGAGTTAAAGAATTTGGGGGTTAAGCTTCTT
+GAGTACGGTTCAATTAGTGGTATGAGTGGAAGGTTGCTCTGGGAGGCTTCAAAGAGGGGGATCAAGAGCT
+ACGTAATACTTGGAGAAACCTTCGGCGATAGACCCGATCCAAGGGCGGCAGCTAATGTCGTTGAGGTCCT
+TAACAAGATGTTAAACCTCAACGTCTCCGTTGAGCCCCTCCTAAGGGAGGCTGAGATGATTGAAGAGCAG
+TTAAGGAAGATGCACGAGCAGATGGAGAAGGCGAGGAGGAGCGTTGAGAAGCAATATGAAACTATGTACC
+TGTGAGGTGAGAACATGGAGATTCCTCTCCTCTCTGGAATAGCGAGAAGGGCTTTGGATTCTCTCATGAG
+GAACCCCTACAGAACGCTTGAGATAAGGAGTGCCAGGAATTATTTAACCCTCGAAAGGCTCCACGAGGGG
+GATTTGGTTTTCCTAACGTACGAATCCCTTGAGGACGTTACAAGAGGAACGGAGGGGATAATAGCTAAGA
+TAACTAGGATAGAAAAGATGCATCAGAGAATTCCGTGGGAGGAAAGCGACGAGAGGGAAATAAGCATATG
+CAGGGTTCAGCTAAAGCTCGTAGGTCTTGGAAGAATAATGGAAGTTCACGAGAAGGAGGGGATTACCGTA
+GTTAAAGTTAGGGAGATGATGCACCACGAGATGACTATGGGGTGAAGAAGTCCAAAGTTTTCTGTTTTGA
+CCTCTTTTCATTTCCCTTCTTTGGAGGTTCGAGCTTCCTAAACTCTAAACCCTCTTTTTCGAGAAGCTTT
+TTCGCACCTTCAGTGAGTGAAGGAGCAACGAGTATTCCCCTGACATTTTCCCCATATTCTTCCTTCAAGG
+AATCCACGTACCTTTTCAATTGGCTTACGGCATGTAAATCAGCCTTCCTCCTTTTGAGTTCAAGGACAAC
+TATATTCCCGTCTTTATCCACTCCCATGACGTCAACTATTCCATGCCTTATGGGCTTCTCCCTGTATATG
+GGTTTGAACCCCTCCTCTATAACTCTCGGATTCTCGAAGATTAGATTTGCCATCTCCGCCTCGCTACCTG
+TCAGGGCTAGCTCTTCGTAGTCCTCTGCCAAGAAGACGACGAGTGAGTAGGGCTCTATAATCTCAACTTC
+GAGCCTCTCATAGGGCCTTCTCCTAATGCTGATTATTGAGTTTTCCTTAAACGTAACTTTGCTCCCAGGA
+GGTTGCCAGTTCACTGGTTCTCTCTTCTTATTTTGGTGTATTAAGAAGCTTCCATCTGGTTTTATGATTA
+TTATCCTATCACCCTCTCCGAGCTCGCTCTTTGCCCTGCCCTCGTAATGAACCTTGCATCTCGCGAATAT
+AGTAACCACTCCCCCATGCTTTTCCGCAAGGTCAAGTAGCTCTTTTATTTCCTCCTCACTAGGATTTTCC
+TTTATGATTACCTTTCTCATTCACCAACCGATTCGAGGTAATCGTTAAAAACTAATCCCTCAATTCGGAT
+AACATGGACGTTCATCAGTTTTTGTGGGAGTACTTCATAAGGCCCATGTACACTAGGGAAGGTTATAATC
+CGATAAATACAGTAGTCTACGCCCTGATTTTTGGATTCGCCGTGATTTACACTTACAAGTATGTAATCAA
+ACCTCTAAAAATAAAGGTTGATGAGAGGCTTTTCTTGGCAGTTACGCCAATGGTTATCTTTGGCTCCACC
+GTTAGGGCCCTTGTGGATGGCGGGATTTTAAAACCAAACCCATGGATCCTTACCCCAGGAATATTCTTCA
+CGGCTTTCTTCCTAATCCTTCCGGCTCTCTTCTTAGATGTCAAGCTTAAGCTTTATCCAAAGCTCACGAT
+AGCTTGGGGAACCCTCTTAGCTGGGTACGCAAATTACCTCCTTATTATCAATGCGAAGTGCTGGAAGCCC
+TATGAGCTCACCCTTCTCCACACGCTTGTTAGCTTTGTAGTTGTCTTCGCCTTCTATAAGGTGAGGCCGT
+TTGAGAGGCTTTACCTGTATCCAGTCCTGGCTCACTACTTCGACATAGCTTCCACTGTAGTTGCCATTCA
+CTTCTACTCCTATATGGAAGTCCACTGGGTTGAAAGACACCTCGTCAATGCTTTCGGGGCTTACGCTTAT
+TATCCCTGGATAACGGTAATATTGTTCCTCGTCTATTATATACTCAGGAACATGGTTCCCGATGGGGATG
+AGAGGAATTATTGGTACCTGGCGATATATATCCTGGGCCTTGGGCCCGCCATAAGGGATCCGGCTCAGAT
+GGTGTTGCAGATAGCTTGCCAATGATGAGACCGGCACTAACTGAGTTGTGATGAGCACTCGGTTGGCTGA
+GACTGAAAACGTTAAATACATCCTGGGGGAAAAGTATGTGATGTTTGAGAGGATATCCTCGGCTAACACA
+TTTGAACCCTTTGGTGAGCTATCGAATATAATAGGCGGAATTAGGGAAGGGGATACGGCTGGCGTTATAG
+TTACTGACCAGCTTTCCCATGCTTACTTCCTCCACCTCGCACTTTCAAATTTTCAAGGAAACTCGTACTA
+CCTTGACGTCTCCTCGAGGGTTTCTCCTCAGATAGTCTCATCTCTTGGGGGTAATCCTGATATGGTTTTC
+TTTGGAAAGGTCTACTCGATTAATGATGTCTTCTCTGCCCTGAATTACGTTCAACCCGGATCTCTCTTGA
+TAGTTGGCTCCCTTAATCTTCTCAATCCTTCGACCGAGGACGTCCTCAATTTAAGGAAAATTGTGCATGA
+GAAAGGTTTATTTGCTATAGTTCTTGTTGAAGAGCAGGCCCTTAATGAACTTGACCTCTTGGGAGAGTCT
+AGAAGGTTACTGCTCATCCCCGAGCTCTATGAGCAGGTTTTAATAGGGAGGATAAACCATTACAGGGGTA
+AATATAAGCTCACCGTCACCGTCCTTAGAAATTACCCTGAGAAACTTGACTCCCTGGGAGACCATGAAAT
+AGTTATAGACGAGGAAGTAAGGAAAATTTTAAGCTTAGGTACAGAAGGGCAATAGTGAATACCACCGCTA
+GGGCCACGTAATCTTTCCGTTTCATCTTAAGCTCGGTAAGGTGTGTTCTCCTTTTTGAAGCTCCAAACGC
+CCTACTCTCCATCGCCATTGCAAGCTCATGTGCAGTTCTAATCGATAAAACTAGGAGTGGTATAACGATT
+GCTATCATCTTTCTGCTCCTCTCGAGGAAGTTCCCCTTCTCGAGCTCGAGCCCCCTGCTCTTCTGGGCAT
+CCATTATGTTATTGGCCAACGCGTGCAGGGTTGGAACGTACCTTAAGGCAATGAGTACGGTTAAGCCTAT
+CTCGTAAGGAAGGCCGAGCTTCGTGAACCCTCTAATTAAATCCCTCTGCCTCGTGGTCATCATTAAGCCA
+AAGGCCATCAAGGTTATCCCCATAATTCTAAACGTGTACGCGATCCCCAGGAGTATCCCCCTCTCAAGTG
+GCTTTGCAACTATTGGCCAACTTATGAACGTTAGGATGAATATAGGGATTAGGGGCTTTAGTGCCTTAAG
+TTGAACCTTAACATCAAGCTTTCCTAGTAGTTTAAGCCCCAGGAGGGTGAGCACAAATATTACGGGCGAA
+GCAATGGGATCTCTAGTTAGCATTCCAATTGTTCCGAAAACTGCAATTCCAATTATCTTTACCCTGGGAT
+CCAATGAGTGTAGCAATGATTTCCTCTCGACGTAAAGTGAGTACATCATAGCCCTATCACCTTAATGAGC
+TCGTCAACGTTCCTAACGAATCTAAGCTTCAGTTCTTTGGCTATTTTAATTATCTCCGGCTCAACTAAGC
+TAAAGTTTCGAAGGTCTAGCTTAAAGAAATCTTCAACTGGTCCAAAGAACTTAATCTCTCCATCTTTAAG
+GAGCAAAACCTCATCTGCCACCTCGAGAACCAGCTCCATATCATGGGTTACTAGGATTATCGAGTGGTTA
+TCCTCCCTTAACTTCCTAATGACGTTAATTAGTCCCCTTAATCCCCTCTCGTCCAATCCTGTGTTTGGCT
+CGTCGAGAACTAGGTACTTGGGCTTCATAGCTAAAATGCACGCTATTGCGAGTCTCTGCTTCTCTCCCCC
+GCTCAGCTCAAGGGGGCTTCTATCTTCAAATCCCTCGAGGCCAACTTCCCTTAAGGCCCATCTAACTCTC
+TTTTCAACTTCTTCTTCGCTCAATCCAAGGTTTCTCGGCCCGAAGGCGACCTCTTTAAACACGTTCTCTT
+CAAAGAACATCGCATCTGGATTCTGGAACACGTAGCCAACTAACCTACTCATCTCCGCGACGCTCTTATC
+TCTGGTGTTTATACCATCTATAATGACATCTCCCTTCTTCGGCTTGAGCAGGCCGTTCATCATTTTAACT
+AGCGTTGTCTTTCCACTTCCGTTAGGCCCGACTATGGCAAGGGTTCCACCTTTAAACCTAAAGTTTATCG
+ATTTTAACACGTATTTTCCATCATCGTACCAAAACCAGACGTCTTTGAACTCTATCATCAGGGGAACTTA
+TCATTTGGAAGTTTAAATGCTTCACCATTATCTGAGTTCTTGGAAAGGAAGGGAAAAGTTTTTAATTGAA
+AATGGTTGTTCCCAAATTAGCGGGGCCTGAATGGATGAGAGAGTGCTGTTCTAAAAGTGGAAAAGGGGAA
+GGAGTATGCAAGTGAAAGTTGACCCAGAGGAAATTAAGAGAATCAAGCGTGAACTCGAAGAGCTTCATAA
+TGAGAAGAGGAATATAGAGCTTAAGCTGGAAGAGCTCCAAAAGGAGCTTAACATTTGGGTTCAAAAGAGG
+GATGAAAAGAACCTTGAAGTGAAGAGACTCCGTGAAAAAGCTAGGGAATTCAAGGCTAAGAGGGACGAGA
+TAAACCAGAGGATAAAGGAGCTTAAGAAGAACAGGGACGAAATAAATGCAAAGCTTGACCTTCTCTACCA
+GGAGGCCCTTGAGTATAGAACTAAGAGGGACGAGTTTAGGCAACTGAGAAGGCTCAAGATGCCAAAGGAG
+AAGATTGAGGAGAGAATTGAGAAGCTAGAATGGGAGTTGCAGACTACCCCGAATATATCCCCCGAGAGGG
+AGAAGCAGATAGTTGATCAGATTCAAGTTTTAGCTACTGAGCTTGAAATAATTCAGCAGATAGAGAGGTA
+CAATAACAAGCTTCAAGAGGTTAGAAAGAAGATAGACCAGCTTAAGAAGGCCAGGAGAGCAATCAGTATG
+GAGATACAGCAACTCGCAAACCAGAGCCAACAGTTCCATGAGCAGATGATAAAGACGTATCAGAAGGCTG
+ATGAAGTGAAGAAGGAAGCTGATGAGTATCATCAGAAGGTTGTCGAGCTTAGGGAGAAGATAAGGGAAGT
+CAGAAGAGAGCTCAGAGAAATTGAGAGGAAGATTCTGGAGTACGACCAGAAGCACAAGGAGTTAATAGCT
+TACAAGCTCGTTGCAAGGATGAGGGCCAAAAGAGACGTCAACTTCGAGAAGGCCGTTCAGGCCCTTGAAA
+AGTTCAAACGTGGCGAGAAGCTTACGTACGATGAAATACTCCTACTTCAGAGGTACAATCTCGTCTGAAG
+TGAGCTAACATGGAGGTAGTAAAGCACGATGGCCCAGGAAGGCTAGGGGTTATTAGGCTAGAGCCTCCAG
+TTCAAACTCCCGCGTTAGCTGGTGTTGACTTTACGCTCTCCCCATTTAACTCGTACTTTCACCCGAAGGA
+ATTTTCTGAGTACGATTTTAATTTAGCTCCCGCTATACCGCTTAGCTATTACACTCCAGACGAGGTTATT
+GAAAAGGCCCTAAGGAGAATAGAGTCCCAGGATTACTCAAAGTTTAACGCTTTCTACTTTCCAGCGTTGA
+AGAGGGAGAAGTACTATGATATGCTGATAAAGATAATAGAGGACAATGATTTCGAGGCAATCTACATTGG
+AAACTCGAAGGTAATGATAAAGGACTACAGGGGCTTCGTTTCAACGGTTAGAATATTAAGGGAGAAATTT
+CCGAATGCAATCCTTATAACTGATCTCGAGCCTTTCTTCTATCCCCTAGCGGTTTATTTAGGAATAGATG
+CTTTTGACGTTAGGTCATTGAAGATTTACTTCTATGAAGGCTTAGGTTTTACCCAATTCTCTCCGATAAT
+ATGGGATAGGCCGAGGGATCCGATAGAGTTTGCCAAGGAAATGATAAAGCTAGTCAAGATAGCAATTGAG
+GAAGGGAAGCTTAGGTACCTTGTTGAGAACTTCCTCCCAACTGCCATGAACGCTGGAATCCTCAGAATAG
+CCGATAGGGAGCACTGGGATTACCTCGAGAAGTATACGCCAGTTCACGACAAGACCGTCGTGTTTATTAG
+TGACCACTCAATGACGAGGCCTGAAGTCATTAGATGGAAGAAGAGAGTTAAGGAGAGATTTGAGCCTCCA
+GCTGGGATAGATTTACTTTTGATATTCCCATGTTCAGCTAAGAAGCCTTATTCTAGGTCCAGGTCTCACA
+TGCTATTTAGGAAGGCAATGAAAGATGCCCTTGGAGAAAAGCTTCACAGGGTTCACGAGCTAATAGTTAC
+CTCTCCTTACGGGGTAGTTCCAAGGGAGTGGGAGTGGTTAGCCAAGTACGACATCGTCGTCACTGGCCAC
+TGGAGCGATGAGGAAGTAAAATTCGCTGGGGAATTGTTGGCATCAACATTGGATAAATACCCCGATGTTC
+CCATAATAGCTCATGTTGAAGGTGGGTATAAGGAGGCTGTAAGATACGCGATGGAACTAACGAACAGGGA
+AGTTATATTCACTGCAGTTGGGGATTCAACTACCTCCAAGGATTCCCTTAAGAAGCTTGAGGCCACTTTG
+AGGGAATTCGACGTTAGGGATGTTGACAAGGAGTACAGGAGGTATAGGTTCTACGAGAACATAAGGAAGG
+TGTTCGACTATTACTTCGGGCTTGGCGCTGGGAATGAAGTGCTACCTGATGGAGCCCAAGTCATAGGTTC
+AAAGATGTTGAGGTTAATCTTCAAGAACTCCCAAACAGGGACGTTCCAGGAAGGTGTCATAAGCGTAACC
+CCATTTGGGATGCAGAGGATTTACGATGGACTAAATGCTTACTGGGTTGAGATAGACTTTGAGATAAGGG
+GAGACATCTTCGCGGCCGGCGTTGAGAGGGCTGATTCTAGGATAAGGCCCAACGACATCGTCGGTGTTGT
+GAAGGATGGAAAAGTCGTTGGTGTTGGAAGGGCCGTTCTAAGTGGAGAAGAGATGGTCAAAGCCAAGAAG
+GGAATTGCAGTTAGGGTTAGGAAGAGAGCAAAATCTCTCTGAATTGGAATGCGTTGATGGGTGATATTCA
+ATAACTGCTTATAAACAGCTGCAGATTATTGTTCGGCAGTAATTTATAAATAGTCGCCGAACGATATTCG
+GCAAACTATATAAAGGAGAAATCTATAACACTTCCTCATGGATCTTGAAGAGTATAACCCATGGTGGTTC
+CATGAGGAAGATCCAGACATTGAGGAATGGAACACGTTGGAGTATAAGTATATGCCATCGTGGATAAGAG
+AGCTTTCCTTGGAACCTTTTTCCGTTAATTTCATAATTGGGCCGAGGAGAGTTGGAAAAACGCTTGGTGT
+TAAGTTACTTATAAAACAACTTCTAGAGAATAGAATTTCCAATCCATACGAGATCTTTTATTATGACTGC
+ACAATGTTGGATGATCAAAACGACTTACTTGATGTTCTTAGAGCTTATCTAAAGCTTAAGGAATCGAAGA
+GGATAAAGAGTTCACTGATATTCTTAGATGAGGTAACTTCTGTTAGAAATTGGTGGAAAGGCATAATAGA
+TCTGATAAACAGGAAGAAGCTTAGGAATGATGTGGTAGTTATTATGGGTTCTGTGTTGATAAACTTAGAT
+CGTTCTATAGGTCACTTTGCTGGTAGGAGAGGAAATGGGAAAATTCTTGAAATAATGCCGCTTGGATTTA
+GAGATTATTATCAACTAATCTTTGGGGTTGAGGAATACTTCGAGAGAAAAGGGCAGGAAGCTTTTGAAAT
+GTACCTTAAAACTGGAGGCTATGCCGCATATTTAAATAGAAGAATTAGGAAAAGTGACATTGTTGGTAGT
+CTTAAAGCTGACTTAAGGAGCTTAGAGAGGGAAAAGGATCCAGAAACTGCCAGAGAAATCTTGGGCGCGA
+TAATTTCCAAAGCGCCAAGTCCCGTATCGTATAGTGAGCTTGCAAGAGACGTTGGAATTAATCGCGACAC
+TGTGAGAAGCTACATTTCAGTCCTTGTGGAGTTGAAGATCCTTCTTGAAATTCCATTCTCTGAGCATGGG
+AAAATGGTCCTTCAGAATAAGAATAGGAAAATCGCTATAAGGGATCCATTGATGGCCAGAGCTCTGGCCG
+AGTGGGCTAAAGTTAAGCTTGAAGATTCTGTTCTCTACGAATGGGTAGTTCAGGAGCATTTGTATAGGAA
+GTTCAGGGAGATTTATTATTTCATGTCAGAAAATTATGAGATAGATGCCGTTGTTCCTGGGATGAGAGTT
+GAAGTAAAGTCTGGAAAAAGCCTTGGGAGAAGGTATCCTTCTGATGTCATAATTTTAACTGGAAGGGATG
+TCCCGAGGTTCCTCCATGCAATTCAATATCATCATGCCCTAGAATAATCTAGATGTGCGGTGGGAAAAAG
+TATAATACGACGTAGGCTTAATCTCTACTCATGGAAACCCTCCTGATGCTCGCCTTAATGCTGGCAGTTG
+CCAAGCTATCGGGCTGGGTTTTTGAGAGGTTTAATCAGCCGATAGTCCTTGGCCAGATAATTGCTGGAGT
+TATAATGGGCCTGTTAATTGAGAGGAATGAGATAATAGTTGAGTTCGCTAACCTAGGTGTTTTAATGTTA
+TTATTCTTGGCGGGACTCGAAAGTGACTTTGAAGAATTCAAAAGGGTTGGAAGGCCGAGCATTTTGGTTG
+CCAGCGTTGGAGTTTTGTTCGCTTTTCTCTTCGGCTTTTTGATTGCTTATCCATTCTTTGACTTTGGTAC
+GGCCCTACTCTATGGGGCAATTATGACACCAACGAGCGTTAGTATAACGGTTAAGGTTCTCATGGAGCTT
+GGTAAGCTTAGAACTAAGGAAGGAGCAACTATACTCGCTGCGGCCGTAGTCGATGACGTCCTTGGAATCC
+TCATCCTCACCATAGTGATTTCAATGCTTAGGGAGGGAAGTGTACACTACGATGTCATAGTTGAAGTTTT
+GCTTGAGGTTGCGGGATTTTTAGCGGTGTTCCTATATCTCGGCCCCGTGGTTATGGAGAATGTATTTAGG
+AGGCTTTCTAAAGTAGACCTACCTGAATCGACAACGTCTTTTGCTATAGTGTTTCTCGTTCTATTTGCCT
+ACTTGGCGGAGCACCTTAACTTGGCCTCCATCTTGGGCGCTTATCTTATTGGTCTATCAATAGGCCAAAC
+GAGCTACAAGAAGAGGATTGAAGGCCCAATGAACGTCATTGGATACTCAATATTTATTCCGGTTTTCTTC
+GTTGAGGTTGGGATGAGAATAGACCCGAGATTCCTATTTGAGGCTAAAACGTTCGCATTCTTGTACGCGG
+TGTTTGCAATGATAAGTAAAGTTATTGGCTGTGGCCTGGGGGCTTACCTTTCAAAATTTGATTGGAGGAC
+ATCAATTAAGATAGGTATTGGGATGATACCGAGGCTTGGAGTTGAGTTGGCAATGATAAGCACGGCCATG
+GCCGCGGGAGTTGCTGGGAGTGATGTTCTAACAGTTGCAATGACGATGGTCTTTTTGACAACTTTGATAA
+CCCCAATTATGCTTAGGAAAACCTACATAATAACATAGTTTCTTTTCCCACTTTTCTCAGATCTCCTTTC
+TTCTTCCTTCAATTTTATTGCTTATAACTTATAAATTTGGGAAATATTTGGCTAGATTATTATAAAACTT
+TAAGTAGTAATGCTAAAAAGTTATGGAAAAATGTCTCTTTTTATTTTTAAGTTTTCATGTATAATTTGCT
+ACCTTATTTAAAAATGCCATGATATATTGGCAAGTTTATGTAGGAAATCTTAATATATTAGCATGGTAAC
+TCTTAGAATTTGAAAGTAATTGCAGAGGTGGAGATTATGGGTAAGTATGGAATATTTTATAGATGGCTAC
+TTCCGGCAATAATCTTCCAATCGGTTTTCATGGGAGGAGGATTTACAACAGGTAGAGAAGTCATGGAGTA
+CGCTGGGAAATACGGAGTTTACGGTATATATTCAGTAATACTAGCAACAATACTGTTCTTTATCTCCGCA
+GCACTTTCTTATGAAGTTGCGAGAGTTTTCAAAGCATTCGACTATAGAACATGGGTTAAGCAAATTATAT
+GGAAGTTCTGGCCAATATTTGATATAGCATATGTTATCCTTGCAATAATTGTCATAGCGGTTGTTGGATC
+AGCCGCTGCAAATATACTCGAGGATATGTTTGGTCTTCCATACATGCTTGGTGCAATAGTCATAATTTCT
+ACTGTCGGCATCCTTCACTTCTATGGAAGGAAGGCAATAGAAGCGTTTGAGACTATAGGAACAGTGATCC
+TCTATATTATGTACATAATCCTCTGGGCAGTAACCCTTAAGGCGGCTTGGGGAAACATCAGCGAGGCTTT
+CTCCGCTGGCCTTGGAACGGGAGGTCCAGGAAAAGCTGCCATCTCTGGAATCCAGTACTTTGCGTACAAC
+ATGGTAGTAGTTCCGGCAGTTCTCTTTACCCTAGATAGACTTGAAAGCAGGAAAGATTCGATTATAGCAG
+GACTTAATTCGGCGTTATTCGTCGGCATTGCATTCTTCCTTACATGGTTAAGTTTGCTAGGCTTTTACAC
+AAATGAGAAGGTTGTAAATGCTCCAGTGCCCTGGTATGAGATAATGAAAATAGTTGGAGCAACGTGGCTC
+AGGGGCTTCTATGTGATCGCAGTGTTCTGGACCTTAATTGAGACTGGAACTGGAATGATACACTCCATAG
+TCAGGAGAATAGAGGTTCAGATGGAGGAAATGAAAGGAATTTCGTTCACGCGCAAACAAGAGGCATTGCT
+TGCAACCCTGATAATAGTCCTAGCAATACTAATGGCAAAGTTCGGAATAATAGCTTTGGTAGCAAAAGGA
+TATGGAACCCTTGCCTGGGTCTTCTTTGTGATACTCTTCATACCATTGGTGACAATTGGTGTTATTAGAA
+TCCTAAATCCAAACTGGATGAAAGAATTTTGGGAGAAAGCTTAACCTAATTTAATTTTTTTGAGGTGATT
+AACATGACAAAATGGGATGAAATTAAAAAATATACTTCAAAAAAAGTAGATGAAAATTTGAAGATCGTTG
+AACTAGACGAGGAATACTTACCAAGGGCCATCGGATTCAAGTACTACCCTCTCGTGATTGAAAGGGCGAA
+AGGTTCAAGGGTTTGGGATAAGGATGGGAACGAATACATAGACTTCCTTACAAGCGCCGCCGTATTCAAC
+GTTGGTCATGCACATCCAAAAGTCGTTGAGGCCATAAAGGAACAAGTGGACAAGTTCCTCAACTACACGA
+TAGGTTACCTATACACGGAACCTCCAGTGAGGCTTGCAGAGCTTCTCAGTGAAATGACTCCGGGTGATTT
+CGAGAAGAAAGTTACATTCGGCTTTTCAGGTTCTGACGCTGTAGATTCCTCAATAAAGGCCTCGAGAGCA
+TATACAAAGAAGGTGCACATAATAAGCTTTAGGCATTCCTACCATGGAATGACGTATGGAGCCCTTTCAG
+TAACTGGAATAGTTGACGAGAAGGTGAAGTCAATAGTGCAACCAATGAGCAACGTTCACATAGTTGATTA
+TCCAGACCCTTACAGAAATCCGTGGAACATTGATGGTTATGAAAATCCCTCTGAATTGGCAAACAGGGCA
+TTAGACGAAGTTGAGAAGAAAATAAAGGAACTCAATGGGGATGTCGCTGGGATAATACTTGAACCTATTC
+AAGGAGATGCTGGAGTCGTAATACCACCTCTCGAATTCATTAAGGGTCTCAAAAAGCTAACGGATGAATA
+TGGGATGGTATTCATTGATGAAGAAGTTCAAACTGGAATGGGAAGAACGGGGAAGTGGTGGGCCATAGAA
+CATTTTGAAGTTGTTCCAGATCTTCTTGTATCTGCAAAGGCCTTGGGAGGAGGAATGCCGATCTCAGCGG
+TTGTTGGAAGAGCTGAGATCATGGACAGCGTTCCATCTCCACTCTTCGTGTTCACTCACGTCGGCCATGC
+TGTTAATGCCTCGGCAGCAATCGCAACGATCAAGGTGATTAAGGAAGAGAAGCTCGTTGAAAGGGCAAAA
+GAATTAGGTGATTATGCCCTTAAGAGATTCAGAGAGCTTCAGGAAGAATACCCAATCATTGGAGATGTCA
+GAGGAAAAGGACTAATGATAGGCGTTGATATAGTCAAAGAGGGAACTAAAGATCCTAATAGAGAGCTAGC
+TCAGAAGATATGCTGGAGGGCTTGGGAGAAGGGATTGATAATAATAACCTTTGGAAAGCATGGAAATGTC
+CTCAGAATAGCACCACCACTCACAATTTCAAAGGAAGACTTTGATAGGGGAATAGAAATTATAGAGGAGG
+CAATAAAAGATGCGATAAATGGTAAAGTGCCAGATGATGTCATTAAATTCCTAAGAGCCTGGTGACTAGA
+ACACCCTTGCGTATCCCCATTTTTTAACGCTAGTCAATATTGAAGTCTCCGTGCTCCTTATTCCATCTAT
+TTTTGCCATCTTCTCAAGTATAAAGCGCTCCAATTCTTGAAGATCTCTGACTGTAACTTGCATGAAGATA
+TCGTGAGCTCCAGTGACTATGCCAAGAACATCAACCTCAGGGAGCTTTGCAAGTTCCTCAACGACTTGCC
+TAACCTTGGCAGGTTCAGCATCTATTGCTATGAAGGCAACTATCTCATAGCCAGCCTTAAATGGATTTAT
+TAGAGCGGCAAACTTCCTTATAACTCCCTCTCTTATCAGCCTATTGACCCTTGCTCTTACGGTGGACTCT
+GGCACGTTAATTCTCCTGCTTATTTCCGAATAACTCATCCTTCCATCTTCTTGGAGGAGCCTTAATATTG
+CCCTGTCAATTTCATCGAGCTGAACTTTTCTCGAGTGGGCCACCCTTATCACCTTTCAAGGATATTTCAT
+CAAATCCTTTTAAATATATGTTGCTAAACTAACAAAGCAATTAAGTTATCTTGGACCATGACTTTTCAAG
+TTGTCAGTAAGCGATGAGAAAACCTAAAGTTTTCCAATATCAATTCATTAATTTGAGAAGGAGGTGATAA
+ATAATGGATGTTGGGAAATTGGAGAGCTTCATAGTTGAAAAAATGGCTGAAAGGAAAGTTCCTGGGATAA
+GCATTAGCATAATTAAAGATGGGGACGTTGTCTATGCAAAGGGCTTTGGATACAGAAATGTTGAGGCAAG
+GCTACCATCTACCCCCGAGACAATATACGGAATTGGTTCAATAACCAAGAGCTTTACAGCCTTGGCAATA
+ATGAAATTAGTGGAAGAGGGCGGATTAAGTTTGGATGACCCCGTTGAGAAATTCGTTAATATAAAGCTTA
+GACCATTCGGAGAACCAGTGACCGTTCATCACCTGTTAACGCATTCCTCGGGGATTCCATCTCTAGGATA
+TGCCGAGGCCTTCATAGACGGAATGGTCGGTGGGGATAACTGGTTGCCTGTCTCAACTCCAGAAGAGACC
+ATAGCATTTGCAAGGGATATGGAGAAATGGGCTGTAGCTAAACCAGGAGAAAGATTCTTCTACCTGAACA
+CTGGTTATGTCCTGCTTGGCAAAATAATCGAAAAAGTCTCTGGCGTTTCTTATGAAGAATACATAAAAAA
+GAAGATACTCGAACCCCTAGGAATGAACAGATCCTACTTCTTCAAGGAGGAGGTTGAGAAGGATAAGGAT
+GTTGCAATGGGGTACATCCTGGATAAAGAAGGAAGACTAGTTCCACAGCCCTTTCCCTATGGAATAACGG
+CAGATGGTGGATTACTTAGTAGCGTTCTTGACTTAGCAAAGTACCTTAAGATGTATATTGAAAGGGACGA
+AAGTATAGTTAGCAAGGAGTACATTGAAAAAATGGAGACATCTTACATAAAGGTTCCCTGGGAGATCTTT
+GGAGGAGAAGGCTATGGATACGGATTGATAATATATCCAAACTTCCTGGGAGAAAAGTTAGTTGGACACA
+GTGGTTCAGTGGGAATGTACACTGGCTACATAGGTTATATTCCAGAGAAGAAAATTGGAGTAGCGGTTCT
+GGAGAACTCTTCAGGTTATCCGCCTTCTTACATAGCGATGTATGCATTGGCATTACTCCTTGGAAAGAAT
+CCAGAGAAAGAGCTACCATTCATATACAGGGAGAGGATATTGAAGAAAGTAGAAGGCAGATACATGGGCT
+ACAAGGGTACCATTAAGTTCGAGGTAAAGGTAGATGGAGACGTTGTTTATCTGAGAGCTCTGGGAAGGGC
+ATTCACATACACAATTCCCCTATTCCCAGAAGTTCTTGAGGAGGACTTCATTAAGTGTTACACTCTCTCA
+AATGGTAGAAAAATGTATGCGGAGTTCTATATAAAGGATAACAAAGTCGACCTAATATTTGAAAGATATA
+GGCTCATTAAGTCATGAATTTTGATTTTTCTTTTCATCATTTTGTAATTTTTTTATTTGGGAAAGTATAA
+ATAGGTGATGTTATATTATTTTATTTCTGAGGGATTTGTCATGGCCCTAATTCAGAGCGAACCTATCCTA
+TTGGGTATACTCTTAGCGGCTCCAGCATTTTCTTTCTGGTTAACAAGGAGGTACAGCTGGGCGGCAAAGA
+TAAGCGCCGCAATAATATGTTATGCAATTGGTATAATATTGACGAACTTGCACATTTAAGACAGGACTTG
+CAAAGAGTGCTATAGTATCGTTTGCAATAGCTTGTGCAGTGGTCTTTGTTGTGGCAATAATTGGAGGAAT
+AATCTGGGGGCCAAAAATAGATCCTGAGCACGGATGGAAGCTAACTGGAATGATAATTGGGACATATACA
+GGTGGAAGCATGAACCTGGCGGCAGTTGGGAAAGCACTTGAAGTACCTTCAGCGTTGTTTGTAGCAACGA
+ATGCAGCTGATATAGTCTTGTTCTCACTATTACTACCACTTCAGATAATCATAGTTCCATACCTAGAAAA
+GTGGAAGTTCAGATCGCTTCCTAAGGAGATTCTACTGGGTGCTCAAGAGAAACCCGAGTTGTTAGAGAAG
+ATACAAAAAGAGGGATACTGGTACAAGAAGCCCTGGAGTCTCTACGATTTTGCCTACATCATGGGGATTG
+GAGGGGCTGTGATGGCGGTAGCTTATGCAATAAGCAGAGCTGAGATCTTTGGAATGTGAAAGGGAGCAGT
+AAATATTCTCCTGCTCACAACTTTTGCATTGATAATAGCTAACAAGACGAAGGCTAGTGAATTAGTTGGA
+AACGAAGAAGTTGCTATGTACCTCCTTCACATGTTCTTCACTGCAATAGGTGCAATAGCTTATATACCAA
+CTATAATAAGAGCTGGTCCTTATGTTGCACTTTGGGTGTTCGTGACAATCTATGTCTCGGTAATTATCCA
+CTATCTTGTTGCTGGGAAACTTGTGAAAGTTGATTACCAAACGCTAGAGATAACGGCTCAAGCTGCGATA
+GGAGGTCCAACAACTGCCTTAGCATTGGCTTTGGCATTGGACTGGCCAGGATTAGCTGTAACGGCAATAA
+TTACTGGACTAATTGGTTATGCAATTGGGAACTATCTAGGAATTACTGGAGCTTACATAGTCTATAAGTT
+TCTTGGCTAAACTTTTACTTTTTTGTAAAAATACTTTCCAATTTCATTGAAACTTTTTCATTTGGACAAA
+TGTATAATGCCAAGTCTTTTATTTTTAAAATTGGCGTCAGATCTTTAATAAATTTAAAAATTATAGTGCC
+TGATTAACAAAAATTAGTGTGAAAATTTAATATATTAGCAATTAATTAATAATCAGGGAATGAGGTGACT
+TAAGTAATGGTGGAATATGACATTGTGATAAAGAATGGGAAGATAGTGGATGGTACTGGAAACCCATGGT
+TTAGAACAGATATAGGGATAAAAGATGGCAAGATAGTGAAAATTGGTAAGATCAAAGAAGATGGACAAGT
+TACAATAGACGCAAGCAACCTAATAGTTGCTCCAGGATTCATTGATATGCACGCTCATGATGATTTAATA
+TTCTTTAAGGATCGCTTTAACAGGGCAAAGCTACTGCAAGGAGTAACAACGGTTGTTTCTGGGAACTGTG
+GAATTAGCGTCGCTCCTGTTAATGAGGAGATGCTTGATGTCCTGAAATCGTACGTTGGGATACTTGGTAA
+GGAAGTTGAGTTTAAGTGGAGATCTTACGGTGAATTTCTAGATGCCCTAGAGGAAGTTGGGCCCCTTGGA
+ACTAATTTTGTTGGCCTAGTGGGACATGGTACATTGAGGATAGCTGTAATGGGAATGGAAGCAAGGGATC
+CAACTGAAGAAGAACTTGGAAGGATGAAGGAGTTATTAGCTAAATCAATGGAAGAAGGAGCATTTGGAAT
+GTCCTCTGGTTTGATATATCCTCCTGGGGTTTATTCTAAGACTTGGGAGCTAATAGAACTTGCTATGGTC
+GTTGCAAAATACGGTGGGATTTATTCCACGCACATGAGGGATGAGGGGAATAGAGTGATTGAGGCTTTAG
+AAGAGGCAATAAGGATCGGTAGGGAGAGTGGTGTTAGGGTTGAAGTTTCCCATCATAAAGTTTCAGGGAG
+AAAGAACTGGGGTAAAAGTAGGAAAACCCTAGCATTAATTGAGAAGGCTAGGAATGAAGGAATTGAGATA
+ACATTAGATGTGTATCCCTACACCGCAGGTAGCACGTACTTAGCAGCATTGCTTCCTCCATGGGTTCATG
+AGAGTGGAAAGATTAAGGAGAGGTGTAGAGATGAGGAGACTCGAAAAAAGATAAGGGAATTCATCGAGAC
+GAGGGATGATTGGCAAAACTTCATAAAAGAAGCTGGATGGGAAAATATAATCATTACGCATTCAGAAAAC
+TTCCCTGAATTCGTTGGGAAGTCCCTAAAAGAGATCTCAGACCTCCTCCACAGGGATCCCTTTGATGTTC
+TATTTGATATTCTAGCGAAAGATGGAACAAATGCTGGAATGATAGTCTTTCTCATGAGCGAAGAGGATGT
+TGAGAGAATACTATCGCATCCTTATTCAATGATAGGGACAGATGGATTAGACAGTGGGGAAGGATTACCC
+CATCCGAGGGCCTATGGAACATTTCCAAGGGTTTTGGGGAGATATGTGAGGGAGAAGAAGTTACTCCGCC
+TTGAAGATGCAATAAGAAAGATGACATCACTACCTGCTTTGAAACTAGGATTGAAAGATAGGGGCCTGGT
+TAAGGAGGGTATGTGGGCAGATTTGGTAATATTCGATCCACATAGAGTTAAGGATAGGGCAACTTACACT
+AATCCAAGGCTTCCACCGGATGGTATCAAATATGTAATAGTTAATGGTGTTTTGAGCGTTGAAAATGGTG
+AATTAACCGGAGATGCTGGTGGAGTTGTAATAAGGAGGACTTCTTAAGCGCACCATTTTTGGAGGTGAAG
+AACTTTGAGACAAAAAATTGTTAAAACACTTTTAGTTTTTGCCCTTGCGGCAGCCTTAGTGGCCGCAGGA
+TGTATAGGGGGAGGAACACCAACCCAAACTCAAACACAAACTGGAACTGGCACATCTCCAACGGAGACAA
+CTGCAGCTCTAAAACATAAAGTCCTTGTGATAGGCTACACAAGGGATCCAGATACACTGGATCCACAGAA
+GTCCACGTGGGTCGACATAACAACAGGATTGGTGTTTGCAACCCTCATAAACATGGGAACCAATGGAAAG
+ATAATTCCAGGTTTAGCGGAATCCTGGGAGATATCGGAAGATGGAAAAGTGATAACATTTCATCTAAGAA
+AGGGAATAAGGGATGCCCTAGGAAACCCAATTACGGCTGAAGATGTAAAGTTTGTGTTTGACAGGTTAAT
+GAACCCAGAAACGAGGTCGCCAATGGCACCCCTCGTCTTAGGACCCTTGAAGGAAGTCAAGGTAATAGAT
+GACTATACGGTCCAGTTAATATACAAGGAACCTTATGGTCCAGCACTACCATTCCTAGCAACAATGCCTC
+CACTTGGAATATTCAGCAAGGAGTTCTATGAGAAAGTTGGCCCTGTGCAATTCGGACAAACACCTGCGGG
+TACTGGTCCCTACTATGTAGTGAAGTGGGTTCGTGGAGCTTACATAGAATACAAGAGGAACCCCTACTGG
+AAGAGGGAGTACAGACCAGATCCAGCATTGAAGAATCCAGGTCCGCCCTACATTGAAACGATAAGGTTCA
+GAATAATAAAGGAGCCATTCACACTTGTCTCTGAGTTTAAGGCAGGTAACATTCACGTTCTCTTGGATGT
+CCCACCGGAGTTCTACAAGGATCTTGCAAACGATCCGAACGTTGAGATGATTCCAGCTTTGGAGTACGTT
+CTCCACTACATTGGCTTCAACTGCCAGAAGTATCCGTTTAATGACACTAGGGTTAGACAGGCAATAAACA
+TGGCAATAAACAGGGAAGAAATAATAAAGTACGCCCTCGAGGGATTGGCCGTTCCAGTTCATGGTCCACT
+CGTTCCAAGCATGAATGGTTACTCTGAAAAGATGGAGGAGTATGCAAAGCAGAAGTATCCTTATGATCCA
+GAAAAGGCGAAACAGTTGCTAGCTGAAGCTGGATGGGTCGATAGGGATGGCGATGGAATATTGGAGGACA
+AGAACGGGAACAAGTTCATAGTTGAAATGTGGATATCAACTGGAGAGCTTGAGGCTCCAAAGGTTGCTCA
+GATAATCCAGGCACAGCTTGCAAAGATTGGAATAAAGGTTAAGATAAGAACAGTGGAAGAGTCATCATTC
+ACGGACTTAGTTTCCAAGGGGCTCCACCAGATGTACCTCTTCAGATATGGTCTCCAGGATGCTCAAATAT
+TGCTATACATGTTCCACTCCAAGAAAGGTGTGAAGAGGATGTTCTTCTACAGAAAGGATCTTGACGAAGC
+GTTAGATAAGATGGGTACAACAGTTGATCCAGAGGAGAGGCAGAAGTACATCGAAGAGGCCGAGAAGATA
+CTAATCGACGGAGCACCAATGGTTCCTCTATATGCAAGAAAGGTGTTCCTGGCCTACAGGAAGGACGTCG
+TTGAAGGCATTGTAATCAATCCATACACATTGGACGTGTACCTGGACGATGCAAAGCTCAAGTGAGGAGG
+TGGCAACCCCTTGAAAAAGGAATGGATAATTAAGAAGATCCTCTCCCTTCTTATTCCAATTTTTATAGTT
+TCGGTATTCAGCTTCTCAATATTGCACTTGATTCCCGGAGATCCTGCAAGGTACCTCCTAGGAGAATTTG
+CCACGGAAGAACAATTGGCAAAGTTTAGGCATCAACTCGGCTTAGATAGGCCACTGTACATCCAATACAT
+AGATTGGATGTCAAAAGTTCTCCGAGGAGACTTCGGGACTTCCCTTGTCCAGGGAGTCCCGGTGAGTGAG
+TTAATTGCGGGTAGATTAAGCTATACGCTCAAATTAACTGTAACTGCTTGGATCATAGCCTGGGTATTTG
+GATTAGTGTTTGGAATGCTTGCAGCTGTTTATAAGCATACGTTATTTGATTATATAGTAATGACATTGGC
+AGTTTTCTTCATGTCGATGCCGTACTTCTGGTTGGGAATACTGTTAATTCTCATATTTGGAGTTAAGCTT
+GGGATACTACCAATTTCAGGCCCAGGAGACTGGAGACACTTGATCTTACCCTCCCTAACTCTAGGATTAC
+CTCAGGTTGCAGTTATAGCAAGATTGACCAGGGCTAACATGCTCGACGTTCTCGAAAAGGATTACATCAT
+GACGGCGAGGGCTAAGGGGCTTCCTGAGAGGATGGTCGTTTACAAGCATGCACTAAGGAATGCACTCATC
+CCTCTAGTAACGTACATGTTCCTCCAGATCCCATGGCTCTTTGGAGGAGCCGTTGTCACTGAAACAGTGT
+TTGGATGGCCTGGCATGGGGAATTTACTTGTCATGGCGATCTTCCAAAGAGACTATCCAGTGGTTCAGGC
+AATAGTCCTAATAATTGGAGTCCTCACGGTCATCGCAAACTTCCTCGCGGATATAACTTACACTATAATC
+GATCCTAGGGTTAGAATCATGGGAGGGGAGTAAAATGAGAAGAAAAGTAAAAAAAGGAGAAAGCATGTGG
+CATTTAACTTGGCTAAGATTCAAAAAGAACAAATTAGGAATGATAGGGCTTGGGATAATAATATTTTGGG
+TTCTCGTTGCGATATTTGCCCCTTTTATAGCTCCATACTCACCAGTTGAACAACACCTAGAAGATAGGCT
+AAAACCTCCATGCGAGAAATATTGGTTCGGAACTGATGAATTCGGCAGGGATATATTCTCGAGAATAGTC
+TACGGCTCAAGAATTGCGCTGGTTGTTGGAATAATAGTTGCTTTAATTTCAGCAGCTATTGGAGTAACAC
+TCGGCTTAATCTCTGGATACTTTGGAGGAAAAGTAGACGAGATCATAATGAGAGCTGTGGACATAGTTTG
+GGCATTTCCCGCCTTAATCCTTGCATTGGCAATAGTGGCAATACTTGGACCTGGACTGATAAATGCAATG
+ATAGCAATCGCTCTAGTTGGATGGGCGTCCTATGCCAGAGTTGTTAGGGCCGAAACATTGTCCGTCAAAG
+AGGAACTCTTCATAGAGGCTGCAAGGGCAATCGGAGAGAGCGATCTAAGGATACTCTTCTCCTACATTCT
+ACCCAACGTCATGTCCTCAATCCTAGTTCTTATAACTTACAACATCCCCTCCGCAATAATAACGGCATCC
+TCATTAAGCTTCCTAGGTCTCGGAGCTCAACCTCCAAGTCCAGATTGGGGCTTAATGCTTTCGAGTGCAA
+GAGTATATGTGACTAGAGCTCCCTGGTACTCAATATTTCCAGGATTGGCAATAATGACATTAGTATTAGG
+TTTCAACTTCGTTGGAGACGGGTTAAGAGATGCAATACAACCCGAGAAGGTGAGTTGAAGTGAGTGGGGA
+ACCACTTGTTAAGATTGAGAACCTTTACATTGACTTCATTACCGATAGGGGAGTAGTCAAGGCGATAGAC
+GGGGTTTCTTTTGACATAAGGAAAGGAGAAATCCTTGCCCTGATAGGAGAAACTGGCTGTGGAAAAAGCG
+TAACGGCAAAGGCAATTATGAGACTACTTCCAAGGAATGCAATAGTAAAGGGAAAAATTATATACAAGGG
+TAGGAACCTACTTGAACTTCCGGAAAGAGAGATGAGGAAGATAAGGGGAAAAGAGATAGCAATGATTTTC
+CAAGATCCTCTAACTTCCTTAAATCCAGTCTTTACGATAGAAGATCAGATGGGAGAGATGTTTAAGGTAC
+ATAAACTACCCGTCGTTGGAAGTATATTGGATGAGATAGTAAAACTCCTAAAGATGGTTAAAATTCCAGA
+TCCAGAAAAGAGGGTGAAATCTTATCCATTTGAGCTTAGCGGTGGAATGAGACAGAGGGTAATGATAGCA
+ATGATGCTATCCGCGAAGCCAAGCCTCCTAATAGCAGATGAACCCACAACTGCACTAGATGTTACGATTC
+AAGCCCAAATAATGAACTTAATGTTAGAATTGAGGGAAAAATTTGAAACATCAATCCTACTAATTACCCA
+CAATCCAGGGGTTGTCGCTGAAATGGCGGATAGGGTTGTTGTAATGTACGCGGGTCAGGTAGTTGAGATA
+GCTCCAGTTGAGGAAATATTTGACAATCCTCTTCACCCTTACACTCAGGGTCTTCTAAGGGCATTGCCAA
+GAGGGCACAAAACGGAAAGAGAGTTAGAGAACATACCAGGAAGGGTTCCGAACCTCTTAAATCCTCCAAA
+GGGATGCAGATTCCACCCGAGATGTAAAAAGGCAAAAGAAATGTGCAGCAAAGAGAAGCCCAAACTGATA
+GAGGTTGAGAAGGAACATTACGTTGCATGCCACCTTTACGGAGGTAGATGAAAATGAAGGACTTCATCGT
+AACCGAAAACTTGAAAAAATATTTCCCAGTACGAGGGGGACTTTTCAAACAAAAGAACCTTTACGTTCAT
+GCCGTTGATGGTATAAGCATAAACATAAGAAAGGGGGAAACATTTGGACTAGCAGGAGAGAGCGGTTGTG
+GGAAGAGCACCTTTGGAAGGTTACTCCTCAGATTGATAGAACCAACTGAGGGGAGCATATATTTTGATGG
+AATAGACATAACGAAGCTGGATAAGGATGAAATGCGTAAACTTAGAAGGAGAATGGGCATCGTCTTCCAG
+GATCCAAAGTCATCTTTGAATCCTAGAATGACGATTTACGATACCCTTAAGAGGCCACTTGAAATCCATA
+GATTGGCTGAAAGTGAAGAAGAAAAATATGATAAAATAGTGGAGATACTTGAGGCCGTTGGACTTGGAGA
+GGAGCATCTAAGTAGGTATCCGCATGAGCTAAGTGGAGGGCAGTTACAGAGGGTTAGTATAGCAAGGGCC
+ATAATAACAAACCCAGATTTCGTTGTATTGGATGAGCCGACATCAGCTCTGGATATCTCGGTTCAGGCCC
+AGATACTAAATCTCCTGGTAAACCTTCAGAGGAAATTTAATCTAACGTACCTCTTCATTTCTCACGACAT
+CTCAGTTCTCCAGTATATGAGTGATAGGATAGGGATAATGTACCTAGGAAAGGTAGTCGAAATACTCAGC
+ATAGATGATTTTAGGAAAGGGGAGATATACCACCCATATACAGCCTATCTTCTTCTCTCAACTCCAGCGT
+TGCATCCAAGTAAAAGGACATCTAGGAAAGTCATCTTAACAGGGGAAGTTCCAAGCCCGATAAATGTTCC
+TCCTGGATGTAGATTCCATGTTAGGTGCCCATTTGTTACTCAAAAATGCAAGGACGAAGAACCTCCGCTT
+GTGGAGATAAAAAAAGATCACTATGTTGCGTGTCACTATCCAGATAAGACGAGAGAAGAGCTTGGTCCTC
+TTGTTAGGGAGAAACTTAAAATGTATTCACTTTAAACCTAATTTTATTTTTTATCAATTTATTTTGGCCT
+GTCGACTTTCAATTCTTTTTTAGTCTTAGTGGAAGCGGTTGGTGCACTCGCCGTTGCGAGCTCATTCGTC
+CTCGCTTTCAATTCTATTCTAGTCTTATTGGAACGCTCTGAAGAACAGTGTTCAGAACCTCGCGCTTTTG
+CCTTTCAATTCTATTTTTAGTCTTATTGGAACATTCGGAAGCACATACCCAAACTACACTATAACACTCT
+TTCAATTCTATTTTAGTCTTATTGGAACTCCAGTAGGGCCGGAATAGCCGTCTATGGCTTCAGAACCGCT
+TTCAATTCTATTTTAGTCTTATTGGAACTTTTCCTGATCGGTTTCTTCCAATGAGGCTTAAACTCCTTTC
+AATTCTATTTTAGTCTTATTGGAACCCTAAGTTTATTCTCCATGTTCTATACGAGCATGCAGCTTTCAAT
+TCTATTTTAGTCTTATTGGAACGGGTTAGAAAAGCGAAAAATCCCTCGACTCAGGGCCGCTTTCAATTCT
+ATTTTAGTCTTATTGGAACCCGGTTACCGATCCGGCTCAAATAAGAGATAAGTTGCCTTTCAATTCTATT
+TTAGTCTTATTGGAACACGGGCCCGGGCGGCTGGGGTAGCCCGGCGGAGCCCCCTTTCAATTCTATTTTA
+GTCTTATTGGAACAACTTGAAAGAATGAGCATAAGAGAAATAGAGGATTACTTTCAATTCTATTTTAGTC
+TTATTGGAACGGTAGTCCTCGAGATATACCCAGACCGCATCGTCATACTTTCAATTCTATTTTAGTCTTA
+TTGGAACGTTTATTGCCCACTGCTCGACCCCGGCCTTCCTCATCCTTTCAATTCTATTTTAGTCTTATTG
+GAACGACGTTCCACGTTAAGCTCGAAGCACACAGCATCATTCTTTCAATTCTATTTTAGTCTTATTGGAA
+CACTCAACGAGACGAGGATACTAATAGCCGTGTTTAAGCTTTCAATTCTATTTTAGTCTTATTGGAACTT
+TTTTAGGGGGGATGCGTATTGAGAGCACGGTTTACTTTCAATTCTATTTTAGTCTTATTGGAACTTGAAA
+GAGAGGGTTGAGGGCTTGTGGCTCTCAGCTCCAAGCCCTCTTTCAATTCTATTTTAGTCTTATTGGAACA
+GAACTCTTCAAGAGACCTACTCCAGTGTGGTCTTCCTTTCAATTCTATTTTAGTCTTATTGGAACACACT
+TCATCGGCGTTTGTTCTTAAGCTCCCTGCAGACTTTCAATTCTATTTTAGTCTTATTGGAACTTGCAGCA
+ATCCTTGCAGCATTAACGCTAAAAAGAGGCTTTCAATTCTATTTTAGTCTTATTGGAACCAACAAGCTCC
+GTGTGGAGCTTTTCAACTATTCTCAACTTTCAATTCTATTTTAGTCTTATTGGAACTTTTGCTAGTGGAA
+GCAGAACTCTCAAGCTACTCTTTCTTTCAATTCTATTTTAGTCTTATTGGAACCGATACATGGGCTTTTC
+CTTCCCCGAAGAAGATATAACTTTCAATTCTATTTTAGTCTTATTGGAACAGGGGCCGTTTTTGCTTTAT
+TTTCCCTATAAAGGAGTTACGTCGCTTCAATTTTATAAGCTTTTCTGGTATTGGAGTTCATTGAAGTTCA
+CGATAATTAATTTTAGGCAGACCCCTGGAAGCCTGTATTTTTTGATTAATTTCTTGTAACTACCTATTTT
+TGAAACTTTAAATTTCAACTCTTTCTAACATACATGCTTCGATATCAAAATAGGGACTTACCCGTTATAA
+ACTCTGGGGAATTACAAATAGTTGACTTCCCAAATTTAGAATACCAAGTTGAAAATGAAATTTAAGAGAT
+TTCGAAAATATTTCGTTACATTTTTATAGGGTAATTGTGACAACATGTAATTTAATAACAGTTAATTACT
+AAACAAGCCATAATCAACGTGAGGAGTTATTTTGGAGGTTGGGGAGACTAGGAGGGAGAATATTGGCAAT
+AACGGATTTTAACTAGGTTCCGAAAAATTTTCATAATAAGAAGAATTGTGGTGCGGTGGCCGGGATTTGA
+ACCCGGGTCGCCGGCTCGGAAGGCCGGCGTCCTAGACCAGGCTAGACTACCACCGCACGAGGCTGGTGGG
+GCGGGGGGGATTTGAACCCCCGACACCCGGATCTTCAGTCCGGTGCTCTCCCAGGCTGAGCTACCGCCCC
+ACCCTCGAAATTTATGGAGAGGAAGGATTTTTATAAACCTTGCGGTCAAGTTAATACATGCTGGGTTTAA
+AGACCTCCGTAATAGGGAGAACAATCATATACTTCCAAGAGGTTGCCTCCACGAATGATTATGCAAAAGC
+AGAGAATTTGGAAGAAGGAACCGTTATAGTTGCCGATAGGCAGATCAAGGGGCATGGCAGGTTGGAGAGG
+AAGTGGGAGTCCCCTGAAGGTGGCCTCTGGATGAGCGTGGTTCTAACACCGAGGGTTTCCCAGGAGGACC
+TCCCTAAGATAGTGTTCCTGGGAGCCCTAGCTGTGGTCGAGACCTTGAGGGAGTTCTCAATAGATGCGAG
+AATAAAGTGGCCAAACGACGTTCTTGTTAACTACAGGAAGGTGGCTGGAGTTCTAGTTGAGGCTAAGGGG
+GAAAAGGTAATCCTAGGAATAGGGCTCAACGTTAACAATAAAGTTCCCGATGGGGCAACTTCAATGAAGC
+AGGAGCTTGGAAGCGAGATTCCAATGTTGAACGTTTTCAAAACACTAGTGAAAACCTTGGATTCTCTGTA
+CTTGAAGTTCCTGGAATCCCCTGGGAAGATACTGGAGAGGGCCAAGCGGAGTATGATACTTGGCGTTAGG
+GTTAAGGTGCTTAGCGATGGGGAAGTTGAGGCTGAGGGAATAGCAGAGGACGTTGATGAGTTCGGCAGGC
+TTATAGTGAGGCTTGACGACGGAAGGGTTAAGAAAATCCTCTATGGAGATGTCTCACTTAGGTTCCTCTA
+GCATGTCCAACCCTTTCTTTTTCATAGCTTCTATCGTCCTCTCCATAATATCTTCCATTATTGCCCTGAT
+GGTCTTCTCGAGCTCGATGTTTTCTATTACCGGAACCCCGAACTTCCTCGCCCTCTCTATTAGGTACCTC
+TGTATCTCCATTATCTCGTCTAGGTGAGAGATGTAGTAGTTGGCGGATCTCTTGCTGTACCTGGTTCTCT
+CATAGAACCTCGCCTCAAGGTCTTCCCTGCTCCTCGCGACTATCATGTACATGAAAGTCATCTCTCCCTT
+CACATCCACGAACCCTGGAACTACGTGTATCCCTTCTATTATGGCGTTAAGTCCTTCCCTCTTAGCCCTC
+TCTATTATAGCGTTAACTCCAACGGCCACTGCACTAACTTGGCTCTCGAAGCCAGCTATTATCGGGGATC
+CGCTGGTCGTTCCCTTTATCTCTTTCCAAGCTAAGAAAGTTGACGTATGTATGGTGGGGAGGAGCTCCGG
+TGTTATGACCTTCCTGAGAACCTCCCTTATTGAGTCAGTTCCTATAACGCTCCTGATCCCAAGCCTAAAG
+GCAAGCTCAGTAGCTATAGTTGATTTTCCAACGCCCGTTGGTCCTCCTAGGAGTATTAGAAGGGGAACTT
+TCATCTTCCTGAACCTTCTCCAGAACAGATACCTCTTGGCCTCTTCCTTGAAGCCTTTCTCCACAAGCTT
+CTGATAGGTCAGCTTTCTTATCTCATCCTTTGTAACAATGCTTTTTCCCTTTCTCGTTAGCTCTTCCTGA
+ACCTCAATGGCTATCGAGTAAGCTAAGTCAACGTCTATCCCCACTGAGGTTATCGACCTGGTAAGTATTC
+CCCTGGAGAAAGGCAGTGCCACGTCGCTTCCCTTTTCAACCACCCTTATCATGGAGTATCCTCTCCGCGA
+GCTTTTTTATCGCCGACTTTAGGTTCTTGCCATCCACGTTCACGGGCTCGTTGTCGAGGAACACGACTTT
+CTTTCCGTTACTGAGGGCCTCCCTTATTGCAACGTCTACCGCTCCGGCCTTGAGCTCCACTATAACGGTA
+TCGTAGTTAAACCTGTTCATCTCTTCCCTCAATCTTCCCCTGTTGGCCAGGTTCCCGCTGTAGCCAGCTA
+TCTCGATTCCCTTCCTCTCTAACTCTTTGGCCATTTTCTTTGCGGATTCTTGGGAAGTCGTTAAGACGAT
+TGCTTTACCCTCGACGTTACCTATTAACCTCGGTGCGAACCTAGTTAAATGAACGTCCGCATCGGGGTTT
+ATTTCCTTGATTATTCTCTTGATCTTCTCACCCTCGCTTACCTCCTCCACCATCGTTACTACCACGATAT
+CCGCCAAGCTTATCCTAAGTGGGTACATGTACGTTTTAATTCTCTCCCCCTGCAGAGCGCTCACGACCGT
+TATGAATCCATCGGAAAGTACATTTGCAAAGCTTGCTCCAGAACCCTCGAGCACTATCAGCTCGGGTTTT
+AATGTTTTGGCTACTTCTATTCCCTCCTTGACGACATCTAGAAATGTAAATCCTGCCAATCCCCCACCAC
+ATCTCCTACAACCTATCGTCGGCACTCCAGCGGTTAGCGCGTCCTCAAAGTGATCTGAAGCTGCATGTCT
+CCCTTGCTCGGCAATCTTCACAAGGAACTCAGGGGTTATGGTGATTTTATCCCCTCTTATAATCTCCGGT
+TTCTCGGGCCCTCCCCTCCCCATCGTCACTATCACTATCCTGTACCTTTCCTTGAGGGTCCTCCCAACGA
+AACCTCCGATTGCCGTTTTTCCAACCCTTTTTCCCGTTCCAATGATATTTATAGATGGCACTTCGAGCTT
+TATCCATTCCTTTGGTCTGAACTCGAAATCTGCCCCTTTGTATGCAATTCCCCTCTTGAGCAAGTACGAG
+GCTATCCTGAATCTAAGCTCGGGCGTCATAACGGGTTCATCACTTAGATCTATTACTTCCTCAACATCGT
+TCTCTTCTAATGCTTTTTCAAGGGCCTTAAATGGGTCTTTATCGTGGTACAGCTTAACGTTGAGGGCCCT
+TTCTACATCTTCAATGCTTCCTATCTTCTCCATTCCCCCAATGAAAACTGCACACTCAACGTTCAGCTTT
+TCAAGTGCCCATCTATTAACGTCTGGGTAATGCTCCCCATCTATTAGGGCTATCCTCATGTTCGCTCCCA
+ACTATTCTTCCCTTTGAGGTTAAAATACTTCCGTCCCGAACTTAGTTGTTAAGTAATTTTATTTAACTTC
+TGCCGAGAAATTTATAAATATGTTTTACTTTAAGGAGTTCGGTGCGCTAAAATGAGGTTGGGGTTGAAGA
+TAGCAAGTCTGGCAATCGTATTCTTAATCCTGGGATGCCTTGGTGGTGGGGAAACTGAAACCGGGCAGAA
+AACTGCTAAGCTAATAATATTCCATGCAGGTTCTCTGAGCGTTCCCTTCAGCCAACTCGAAAGCGAATTC
+GCTAAGTACGCTGAGAAAGAGCTCGGCATAAAAGTGACATTCCAGGACGAAGCTAGTGGAAGTGTTAAGG
+CCGTTAGAAAGGTTACCGATCTTGGTAAAAAAGCCGACATAGTTGCGGTCGCTGACTACACCTTAATACC
+TCAGTTAATGGTTCCAAACTATACCGACTTTTACGTTCTCTTCGCGACGAACGAGATAGTAATAGCCTTC
+ACGGAGAAAAGTAAATATGCAGATGAAATGCTTAAGAATCCTGACAAGTGGTATGAGATCTTGGCTAGGG
+AAGACGTTTCATTCGGTTTCAGCGATCCAAACCAAGATCCCTGCGGTTACCGTTCGGTAATGGTAATGAA
+GTTGGCAGATCTCTACTACGGTAAGCCCATCTTCGAAACCCTCGTTGAGAAAACCACAAATATATACGCC
+AATGGCACCCACATATACGCTCCAAAGGAAATAATCGTTAAGGACAAGAGGGTCGTAATAAGGCCCAAGG
+AAACGGATTTAGTTGGCTTGGTTGAGTCTGGAAGCTTGGACTACTTCTTCATCTATAAGAGCGTTGCTGA
+ACAGCACAACCTCAAGTACATAACCTTGCCCAACGAGATAAACTTGAAGGACTTCAGCAAGGCCGACTTC
+TACAAGAAGGTCAGCATAACCTTGGGCTCAACGGGTAAAACCATCTATGCGAAGCCCATAGTTTACGGCA
+TCACAGTTTTGAAGGACGCTCCTAACAGGGAGCTAGCCTTGGAGTTTCTGAAGTTCCTCCTCAGCGAGAA
+GGGGAAGGAGATATTCAGGGAGAACCATCAGGATTTCCTAACTCCCCCGGTGGCATTTGGAAACGTTCCG
+GAGGAAATAAAGGGGTTAGTGGAGATCAAGGAGTGATTTGAACCTCTTCGCATCCTTGCACATCGCAACG
+TTGTTGAAGAAGACGAAGCTCTCCTCAATATTCCACCCCAGAACCCTCTCCCTTAATTTCTTTAACTCCT
+CGTCGCTGTAGCTGTGGTTGTAGATTATTTTTCCTTCCTCGTACCTTCCGTGTAAGCGATAATACCTGAC
+TTTTCCCTTGTGTAGCGGTATCCTAACTAAGGGATCTGTAACGTCTATGACATCGAATTCCCTCACGAAT
+TCCTTTATTCCCTTCTCGCTCCAACCTCTAAGCTCAACGGCTATCTCAAAGTCTTTCCTCTCTATAGAGT
+TGAAGAACTTCTCGGCGTTGGAAAAGCTTTCTTCGTTTTCCTTGAAACTCCTGGGGAGCTGGATCAAGAT
+GAACCTAGCCCCAAGGACTTCGGCTTCTTTAAGCGTTAGTCTCCAGTAATGGAAAACCTCGCTCGTGGGT
+TTTAACAAACCAACGTTCCTCGAGGGCTTGACGTTGCTTCTCCTCCAAGTGGGACTACTCGGGGGATGCG
+TTATTCCTTGAAATGCCTTTATTGAAAACGTAAACCCTTCTGGAGCCTCTTCCTTCCACCTTCTGAGCGT
+TCTCTCTTGCATTATTCTGTAAAACGTTTGCTGGATTTCAACGGTATCGAAATCCTTGAAGTACTTTCTC
+TTGCCCTCGCAGAACCCACACGTCCCAACTCTTATCATACCTTCACCTTCCTACCTATGATTATTAAAGC
+TATTGAAAACGGCAGAAAGCTCGCCAGCCCGAGGTTCACCGTGATTATTGAGTGGAGCTCTCCCAGGGAG
+TAAGCTAAACCGAAGAACAAACCTCCCAGGAAAGTTGATACGTTTTGAACCGCATTCAGCCCACCTATGG
+CAAGGGAAGACCTACGGTAGGCCACTAGGACCTTCCTCGAGATGGGTCTAAAGCTTTGGGCCGAGAATAA
+AGCCAGGAATATTCCCAGGAAGACCGTTATTGGAGTTTTTATCGAGGCTAAGAGTGGGGATAGTGATGCC
+AGCATCGAGAGGAGGGATACCATCTCCCTAACCTTACCAACGTCAGCCCTCCAGGAGGTTACGTAGCTTA
+AGGCCGTAGCTATGAAGCCCGTCCACCCTATCAGCTTGGCTGTAGTTCCCTTTCCTAGACCTAAAGCCTC
+TGAGACGTAGACATAGGTTATCTCTCCAGAGGCGAAGGCCGTTATTATGGCTATCAGCGAAGTTATCACT
+AGAACCTTCCTGGGATCTAAGTGAAGCTCTTCAACGTTTCCTCCCTTTCTCTTGGGAGTTACGTAGTTGA
+AGAGGAGGTAGTAGGCTAGGAACATGGATAGGGCCGTTAGCAGGTAGAAGATTGATGCTACCATCATTTG
+CTCTTTCAAAGTTAACTCGGCCATTTGAGCGTAGACGTAGTTCCCGATTACTGAAGCAACGCTGGCTAAG
+AAGAAGTACACCGAGGTAACCCTAGCCCTAACGTTATCAGGACTTGCACTAGCTATCGCGAATTGAGCTA
+TGGGCCAGCTGATTCCATTCAAAAGTCCGTTGAGAATCTTTATTCCAACCACCTGAATCCAGCTCGTGGT
+TAGGGGATATAGGTGGACTATCAGGGCATTTCCGGCCATTGTTACTGAGCCTAGATAGATTAGCCTCTTA
+TCCTTCTCTAAGAGTAGACCGGAGAACAAAGAGGAAAAGGCTCTCGCTAGAATGAAAGATACTGAGACGA
+GTGAAATCGATAACATGGAAGCTTTCAGTATATCCCTCGTGTAGAATGCTATAGCCGGGGTAGACAACCT
+AAATGCTATCGTCCCCAGGAAGGCTGAGAGGATTAGCATCAAAATTCCCAGGGTTCTCCTCATTTAACCA
+CCTACGAGCTTTTCATTTTGACCTTTAAAAGCTTCATCTAAACGATAAGTGGAAACGCTTAACAGAACTT
+TTTTAAGTTAACACATCCGATGTCTAGCGATGGGGGGAAGGGATTACACGCTGTACCTTTTTGCTGCCCT
+CGGTAGCTTTCTAATAGTTTACATAGCCCTTCCAATAATTGTGATATTCACGAAGCAGGCCTTGGACTTC
+AGAATGTTAGTGAAGACAATTCACGACCCTTTAGTCATTGAGGCCCTCAGGAATTCCCTTTTAACAGCAA
+CGGCAACCGCTTTGATTTCTCTCCTCTTCGGAGTTCCGCTGGGTTATGTCTTGGCAAGGAAAGACTTCAG
+GGGGAAGAGCTTAGTTCAGGCGATAATAGACGTTCCCATAGTAATTCCCCACTCGGTCGTCGGAATAATG
+CTCCTTGTAACGTTCTCGAATGCTATACTTGATAGCTATAAGGGTATAATAGCGGCGATGCTCTTTGTTT
+CTGCACCCTTCGCAATAAACTCAGCTAGGGATGGATTCCTGGCCGTGGATGAGAAGTTGGAGCACGTAGC
+TAGAACTTTAGGTGCTTCTAAGCTTAGGACGTTCTTCTCAATTTCCCTTCCCATAGCCCTCCCCTCAATA
+GCCAGCGGAGCGATAATGGCCTGGGCTAGGGGCATAAGCGAGGTAGGAGCGATACTTATAGTGGCTTACT
+ACCCGAAGACCGCTCAAGTCTTGGTAATGGAGTACTTCAACAATTATGGATTAAGGGCATCGAGGCCGAT
+TTCCGTGATACTCATGGGAATAAGCCTCGGGATATTCGTCGTTCTAAGGTGGTTGATTGGAAAGGCTAAG
+TCGTGATAAGTCGTGAGGTGGTGAAATGCTGAGGGTCGAATCCGTATCCAAGGATTACAAGGAGTTCAAG
+CTCAGGGACATAAGCTTCGATGTTAAAAAGGAGGAGCACTTCATAATCCTGGGCCCTAGCGGTGCTGGGA
+AGACCGTTCTCCTTGAAATAATAGCGGGTATAATAGAGCCCGATGAGGGCAGGATAATATTAAACGGAGT
+GGACGTTACGAGTTATCCTCCAGAGAAGAGGAACCTAGCCTACATACCCCAGGATTACGCCTTGTTCCCT
+CACATGACAGTTTACGATAACATAGCCTTCGGCCTGAAGCTGAGGAGAATTTCAAGGCAAGAAATTGACA
+GAAAAGTCAAGGAGATATCTAAGGTTCTCGGCATAGAGCACCTCCTCCATAGGAAGCCAAGGACTCTAAG
+TGGAGGGGAGAAGCAGAGGGTTGCCATAGCTAGGGCCCTCGTCATCGAGCCTGAGCTCTTACTCCTAGAT
+GAGCCTTTCGCTAACCTGGACGTTCAAACAAAATCGAGGTTCATGACAGAGATGAAGGTTTGGAGGAAGG
+AGCTCGGCTTCACTTCCTTGCACGTAACCCACTCCTTCGAGGAAGCGATAAGCCTCGGCGATAGGGTTGG
+GGTAATGCTGAGGGGGAGGCTAGTTCAGGTTGGCGACGTTAAGGAGGTCTTCTCAAATCCCGTGGATGAA
+GGGGTAGCTAGGTTCTTGGGCTTCGAGAACATAATAGAGGGGGTAGCTAAGGGTAACATCTTAGAGGCCA
+ACGGCGTTAAGATAACCCTACCCATAAGCGTCGAGGGAAAGGTGAGAATTGGGGTGAGACCAGAGGACAT
+AATCCTGTCAACTGAACCGGTTAAAACCTCTGCTAGGAACGAGTTTAGAGCTGAGGTTATTGGAATTGAG
+GAGCTTGGCCCCCTCGTCAGGGTTAACTTAAAAATAGGCGGGATAACGCTTAAGGCCTTCATAACAAGGT
+CTTCCCTAATTGAGCTTGGGATAAGTGAGGGTAGGGAAGTCTACGTGAGCTTCAAAACATCGGCAATCAA
+GGTCTTCTGATGTTAAGCCTGTTGACTATTGCTATGGCCACGAGGATCTTTACTATATCTGGCAATATGA
+ATGGCAGGACGCCAACTTTAAGGGCTTTCTCAGCTCCTATGAAGCTCGAGAGCCTTAGCCATCCCAGGGA
+ATAAATAACGCCAAGCGAGGCTAGGGATGTCAGGTACTTAACCTTCCCTTTCCCAAGCCCAGCGATTAGG
+GAAGCTATTGGAAAGGCAACTATGTATCCGCCAGTGGGTCCTAGAATGTGCGCTATTCCACCGCTGAACC
+CCGCGAAGACGGGAAAGCCAAGCATGCCTAGAACGTCGTAGAGAAGCATACTGAGGAAGCCGAGCCTAGG
+GCCCAGGACAAGGCCAGCTAGAACAACGAAGAGGACTTGGAGCGTCAGTGGCACGGGCCCTATGCTGATG
+CTTATCTGCGCTCCCACGGCCGTTAAAGCGGTGAATAGGGCGACCAGCGAAACTTCTTTGGCTTTCATGC
+CCTAAGATTTGGTTAACCTTTTAAGTAGTTTAGGTTAACGAAGCACGTGAGGTGCATAGCTCCTGGGCCA
+AAGTTTAGGATTTTAGAGATGCTAAAGGCGGGGAAGAGGGTATCCGGCGAGCTGATTGCTAGGGAGTTAG
+GGATTTCCAGGATAGCCGTCTGGAAACACGTGAAAATGCTTAAATCCCTTGGATATGAAATCGATGCGAG
+GAGAAACGGATATAGGCTGGTGAAGATTCCAGACGAGCCTTTTCCCTGGGAGCTAGGTGTGAACTACCTC
+TATTGCCTAAAGGTCAGGTCAACCATGGACTCGGCATGGAGGAACTTTGGAACCTACGATGGTGTTATAG
+CGAAGGAGCAAACTAAAGGTAGGGGGAGAAGTGATCCTTGGATTTCCCTTCCTGGAGGATTATATCTTTC
+AGCATGCTTTCCAAGGATAAGCTCGGTCTCAATGGTTGAAACTCTAGCGAATGACATAGCGGAGTCACTT
+AGCGAGAGGTATAGCTTGAACGTTCAAGCCGTTGAAGGGAAGTTGTTCTTAAACGGTAAGAAGCTGGGCG
+GAGTATTAATTGAGGTTAGGGGGAACTATAAAGCTGTCGTCGGCGTTGGCATAAACGTTAGAAATCCTGT
+TCCCAGGAATTTTGCGAGGCTAGAGAATGCGAGCTTGAGGGAAGTTGCTGAGATAGTAATTAAAGTTCTC
+CAACGATACAATCGACGGGAACGTACTTGACTATCCTAACCTTCTTTCCGGCCTTCAAAATCTTGAACCC
+CTTCTTCCTTAGGCAATCAGCATCTATCATGAGCACGACGACGTTGCTTCCGTGCCTTCTACCCGTGTTG
+TACGCATCTTCATAGTTCAAGCTTAGGTGAACGAACTGCCTCTTCATGGGCTTTATTCCTTCTCTCATGA
+TCCCTTCCAGGTTCTCCCTAATCGTTCCATGGTATAGGGTTTTGCTTTCCTTGTCCTCTTTGTGGTCTAG
+TATAACTGGGTAACTGTGCCCGTATCTGGCTCTAATTTTCCCTTCTTTAACCTCGTATCTTTCCTTTTCG
+TCCCTCTCCACTATATCCAGAATGAACTCCTTGGTAACCCAGGGGTAGACTCTTCTTATGGCATTCACAA
+ACTCTTCTAGGTCGACGAATCCTTCTTCGTCTGGCTGTAGATTGAAGCTCCATGGATCATGCCTTAAAAT
+GTATGCCATTAGCTTGCTGACCTTGAACCTCACGCTTTGAGCTTTGCCCATTATCTTAATAATGATTTTG
+ATTCCTTTGAAAGCGTCGTCCTTTAGAATGGGAATTAATCACGAGACTTTCGAGGGGAAAAGTAAAAGGT
+AGGGACACTTTGCGACCTTTGCTAACTGCCATTCCTTCACATGTAGTAGTTAGCAGTTGGGCAAGAAAGG
+ATTTAATAGCTTTAAAGGTGATGGTTAAGTGGTCATACTAACGAGTATTGTGTTCATGATGGGGGGTGAT
+TCATTTGACTAGTGTAGAAGCGAGTGTTTCTTTTGAAAATGGGAAGATCGTAGTTAGATTACCAATAACG
+CGTCCTACATCAAAAATTAGGGTGAAAAAGATTGAGAATGGAGTCGGAATTCCTGTATCGACAAGGAAGA
+AGTCTTTTCCATCTGATGAAAATCTAAGGGACTATTACATTGAATGGCAGATATCTTATGCGAGGGATGG
+AAAATATGATTATGAGCTATCTAGGATGGTTAGGTTGGCACATGAGCATGGCATCCTTACTTATAATGAC
+ATTTATGAGCTTCTGAAATTTGCTGACGATGTTAAGTCATATCTTGAAGATAAAGGGATAAGGAGAGAAA
+GCACCAATGAGGAGCTTTATGGATTTAATATTTATGAGGACGTATATCCTGTTGCTAAAAAGGAGTTACC
+TTCTGGAGAATTTATTGGGATAGTGTTGAAGCATAAACAGCGTGCTGTAGGTTACCAATCTATGGTTTAT
+GTGTGTATTCCTCTTACAAATGTTGAACCGAGTTTAGCAGGTAGAGTTGCGAGGCGTAATGAGGTTGTTA
+AATATGAGGTCCCCGTGGATTTGATGAAAGAATTACTGAAGGCATTCATCATAGCGTCAGAGACTCACAA
+GAATGATATTGTTAAATTTTTGAGGAGTATTATCGGCACTTCATAATGAGGAATGTTTGTGACCTTTTGA
+AATTTCTTATGATGATGGGAGTGGAACTGTTACATTTTTCTTTTGAAAGCCTTGCCCTTCAGGGCGGGGA
+GGAGGTCAGACTGAAATTGTCCCCTTGGTCGTCATATTAGGATAAAAACGTAACCTCGCTGTGTTCAATC
+AAGTTGTGATAACTGACAAAAAGGGAAATATAAAGATAAAGAGGACTACGAGGATAGTTACACTGAATGG
+CAGATTAAATACAAGGCTCAGGATAACAATTCTGAAAGTGAACTCAAGAAACTCGTTGATTTCGCTTGTA
+AGGTGGCATACTTCAAAAAAGTGACTTAGAACGGAAAATTAAGGAGATAAGTAGCGTCAGCAGGCTGTTC
+AATTTAGATGTAAACAAGAGGTATCTCTCTGACCCCGTAAAGTATCTACATAAACCACTTAGAAAGGTGG
+ATCTAAAAGATGGAACATTGGAATTTGATTATTATGAAAAAGCTCTTCCGAATTTTGTAGTTCCAAAGAA
+TGTCCTTGTTAGCTTGGAAGAGCCTTTTATTTTTGTTGAGACACTAAGACTAGAGAATAGAAGAAAGGAT
+TGCAGTCCATGATTTATGTTTGCTTTCCACTAAAACATGTTGGAAATACGAGCATTATTGGAAAATCGGT
+AGAAGAAATTTGTAAGGTGGATGTAAAACTTGATGAAGAAAAGTTTAAATGGTTAGTCTTTTTGAAATCC
+TAGATTTGAAATCTTGCTTTTGATCATCTCTTCAATTTCTTTTTCAATGCTGTTTAGTATCATCTTTGCC
+TCTCGAATCTTCCCTTCTTTCCTTAGCTTTACCATTTCCTTATAGGCTTCTTCACATTTTTTGAGAAAAT
+CTTTTGGCGGTATTAAGACTGGGATCTTTTTCAATTCTCGCTGCGGGATTGTTATCGTTCCAACTCCACG
+TGCATATCTTAATATTTGTTTCTTAATTGTTGGGGCTTGTAGGTAGAATGCTAAGTAGTATGGATTCACC
+TTGTCTGATTTAACAGTTAGGATGTAGCTCCAGTCATCCACAATGCCTTCTTCCTCTTTTGATGTTATTA
+CTGCAGTTCTTCCAATCGTTCCAACACCGACTCTTACAAAAACTATTTCCCCAACATGTGCATGTGCGCT
+TTTCTTGTCCATTTCTGAATTTGGTTGAATGAATTTTTTATCCTTTGTAAAATCAATTCCTAGAGGAGTA
+ACGACTTTTGCTGAGATGAAGGGGATACCACTTTTTGAAAATTTTCTTTTCTCCCCATATTCTGTTTGTC
+CACTCCTTGTTTCGACTAGTTCTCCCAATTGCACGCTGTTTTCTAATTTCAAATGATCCTGCAGATAGAA
+TTCTGGGTATAGGATTGAGTCGACGAGTTTCACACTCTTTCCCATGACCTTAACTTTTGATATCGTTAAA
+TGGTGAATTGAAGGAACATTAGCCATTAAAACTTCTCCTTTGTGTGGTCCTCCTTTCTTGGCAAATAAAA
+TTGCAGTTCTCGCGGTGGTTCCAGTGAAAACATTGCGTGGTAAGGCGACAATTGCTAGAATTTGGGAATT
+CCTTAAGATGAAATCCCTAACGTACTTCAAGTTTGTGTTTGAGAATATCCCAAATGGAAGAATAACTCCA
+ATAATGCCTCCTTCCCTAGCGCATCTGAAAAACTTCTCTAGGAATAGAATTTCAATTGCCTGGCTTTTTC
+TTTCTCTCCCCAATTCAAATTTTGATAAAATTTTTTTGTCTGTTATTCTCCCGTACTTGGCTGAGAAGGG
+GGGATTTCCTACAACAACATCGTATTCCCCTTCATGTGGCAGGTCTAGGAGTCCGTCTGTGATTATTATA
+CTATCTTTTATTTCCTTTGGGGCTCTATCTTTAACCGTGGGATCAATGTCGAATCCATAGATTTTGAATC
+CCTTCTCCTTGAGGTACTTTAAAAAAACACCATTACCACATGCAGGATCACATGCAAGGTTTGTTACTCG
+GTTTTCTAAGTGAGCAATAGCAAATTCAACGATGAACTTAGCTACCTTAGGAGGAGTAAAAAATTGTCCA
+AGAACTTTTTCTTTTCTCTTAAAATGTTTTTCTTTTTGTGAAGTCATACTCTTCCGCCCCGGTTACGGGA
+GAGATTTTTATTAGCCCAAAATCTCCCTCGGGAATTCCTCTCATAGCTTTTTTCATTAAGTGGTCGAACA
+TCTTTCGAAGTTTTTGTCTATTATTTGTTTTTATTGGAGCGATCTTTGTCCTCTAATTGCCCCGTTTTTA
+TTATGAATGATAACACCTGGAGTCTCACCCTACCTCTTATTTTTGTTAATATTAACTTGATTGCCTTCTA
+CTTACTCTCCAAACATTCTTTTTGTTTTGGTATGCGCAACTAATGAGTTATTGTCATTACCAGGATAGTA
+CTATTTCGGTTTAAAAAAACTATCGCGACTATTTTGTGAACAAATGCATTATGAAAATCGGTTAGTTTCC
+TAGTTTTAATATTATAAGACAAGCTTATTGCAGTGTTTTCAAATTTTAAGCAATAACTCTACTAGAGATT
+TCGAAATGGGAAATCTCAATGAGTTCTGACTTAAACTTAGTTCCAAACCCTTATGGATGGGTATTTCAAC
+AAAGCAACAAACATTAAAATTGAACGGCACATATGGAAACGTGATCGAGGTGATTTCCTTTCACTCTCTA
+GCAACCCAGAGATAAGCCCTTTAATTTTATTAGTCATTGGATCCATTTTTCCGGACCTTGACGTCTTTAC
+ATTTTTTTCTTTTGAAAGCCTCGCCCTTCACGGCGGGGAGGATATCAGAAAGGAGCACAGGTCTTATCTT
+CACTCCCTTCTCTTCCTTGCTCCTCTAGTCCTTGTATCCCTGGCGTTTAAATCTCTTTTCATGTTCACGA
+TAGGGGCTGCCTCTCATTTGTTTCTTGACTTTTTCTCTGGTGTTATTCCCTTCTTCTATCCCCTGAAGAG
+AAAGGGTTACGGCGTTAAAATAATCTTATCCATAGGAACGGGATTTTCAATAAAGGCCAAGATAATATTG
+AGGTACCCAGATCCAAAAATTGAGAGAAAAATAGAGATAAGTAAGAGCATCTATTTACTGTTACTAACCT
+TAATCCTGTTTCTAGCTAAGTGCTGCAAGTAGCTTCTCGAGGAACATCTTCTCTGGATAAGCCCCCTCGA
+ACTGAACCTTGTCCTCGCCATCCACTTGTATAACTATCTTTGGAACGGCCATAACGTTGTACTGGTCGGC
+CCACTCTGGGTACTCAATGGCCTCGACCATGTCCCCTAGAATCTTGCCCTTCCCGGCCTTAGTGTTCTCT
+ATTGCGAACTTGTGAGCCATTCTAACGGCCAGTGGACAGTATGGGCACGTTGGCGTGACGAAAACTAGTA
+TCCTAACGTTCTTGTCTATTTTCGCAACTTCTTCCTTGCTCTCTGCCATTAGGTCAGTCTCGGCCCTACT
+TACATCCACTATATCCTCAAGGAATGCCGCAAACTCGTGTCCCGCTGGAATTCCGAAGTACCTAACCCCG
+AAGTCCTTCCCATCCTGGGTTATCGTAGTTGCCGGTGCCCTGTCTATCCTGTACTTCTCCGCAAGCTCCT
+TCCCCTCTGGGGTGTCAAAGTCTACAATCTCATAGCTTAGCTTATCTGTTAGCTCTGAAAGCTCTTGAAC
+CAGTTGCTTAAGCTGATCACAGTACTGGCAGTGCTCCTTTCCTATGAACACGATGAGCTTGACTGGGTTC
+ACCATTTTCGAGAAGAACTCCTCCTTAATTATCCTCTTGTCCTCCTCACTTATCAATCCCATCCCTATCA
+CCCCACTAAACGTTTATAATGGTCGTTAGCGAACCTGAAGTTGAATTAAACTCAGGTTGCCAACCGAAGG
+TTGAATGCACAATATATAAGCTTTGCGCCACACATCTGGGTAGGTGGTGAATATGGAACCCGACATCTTT
+TACATACTTGGGAATAAGGTTAGGAGGGATCTACTGTCTCACCTAACTTGTACCGAGTGTTACTTCAGTT
+TGCTAAGTAGTAGGGTTACCGTTTCATCCACGGCGGTCGCTAAGCACCTCAAGATAATGGAAAGGGAAGG
+GATACTCCAATCATACGAGAAGGAAGAGCGTTTTATAGGCCCAACTAAGAAGTACTACAGGATATCCATA
+GCGAAGTCTTACGTCGTAACCTTAACCCCGGACATGTTCTGGTTTAGGGGTTTTGAGCTGAAGGAGCCCA
+AGCTTGAGGACTTTAAAATCGAACTTTCAAAGCTAAATAAGGAACCTACTGGGTTAATTAACTTAATCTC
+GGAGTTTTTAAAGGCTAACAGAGAGCTTGAGAAAATCTTGGAGGCCTTTGTCTCTTTAGAGGCCTACAGG
+AATGAGCTCGTTAAGAGGATAAAGGAGGAGTACCTCAGGGAAATCGGTGACATGACCCAGTTAGCTATCC
+TCCACTACGTCCTCCTGAACGGAGAGGCAACCGTCGAGGAGCTTAGTGATAGGCTCAACATGAAGGAGAG
+GGAAGTAAGGGAGAAAATAATGGAGATGGCCAGATTCGTCCCGATAAAGTTAATAAACAACGAAAAGGTT
+CTCATCGACGAGGATGTAATGAAGGGTGATTGGAATGCCCAAGAAGATAAGGGTTCTGGTGAATGAGGAT
+AAATGTTACCTCTGCGGTGGTTGCGCTGGAGTGTGTCCTACCCTTGCGATAGAGGTTTCATCTTCTTGGA
+GGTTCATAGAGGAGAAGTGCATATCCTGTATGATCTGCATTAAAGCTTGTCCCGTGGGGGCACTAAGCTA
+CGAGGAGGTGTCCCAATGAAGTACGATGTAGTTGTCGTCGGTTCCGGCGTCGCCGGGCCTACAGTTGCTA
+GGGACGTTGCTAAGGCTGGCTTCTCGGTTTTACTCGTCGATAAGAAGGCCGCAATAGGAACCCCAAAACA
+GTGTGCAGAGGGCATAACGATTGAAGTTTTCAAGGAGTTCGACATTCCCTACGATAAGAGGTTCATAAAC
+AGGGAAATATACGGTGCGAAGATATACTCTCCAAGTGGCTACACTGCCGAGCTCAGGTACAAGCACGTTA
+GTGGAGTAATACTTGAGAGGAAGGTATTCGATAAGATGCTCGCCTACTATGCAGCTAAAGCCGGCGCTGA
+AGTTCTAGCTAGAACTGAGGTCGTTGACGTAATAAGGAGGAATGGGAAAATAGTTGGAGTTAGGGCGAAG
+CACGAAGGTGAGCCCCTGGAAATAGAGGCGAAGGTCATAGTTGCGGCCGATGGGGTTGAGAGCACGATAG
+CTAGGAAAGCTGGAATAAACACTTACGCTCCTCCCCATGAGTTTGACTCTGGTTATGAATACGAGATGCT
+GATCGAAGGTTACGATCCAGATCTAATTCACCTGTTCTTTGGGAACGAAGTTGCCCCTAGGGGATACGTC
+TGGATATTCCCTAAAGATGAAGACAGGGCAAACGTTGGGATAGGCATAGCTTCAGATCATCCACAAACGG
+CGAAGTACTACTTGGATAAGTGGTTGAAGGAGAACAACATCCCGATGAGGAAGATACTTGAGGTCAACGT
+TGGTCTAGTTCCCGTGGGAGGCTTCGTGAAGGAGCTAGTCAAGGACAACGTTCTAGTTGTTGGAGATGCG
+GCGAGGCAAGTGAACCCAGTTCACGGTGGGGGAATGAAAGAAGCAATGAAAGCGGCATCAATAGCTGCAA
+AGTGGATAATTAAAGCTCTTGAAGAAGAGAATCTTGAGTTACTCAAGAACTACAGCGAAGAATGGTGGAG
+GACCGAAGGGCCCAGGATGGAGAAGTTACTTAAGCTAAGGAAAGCTATGGAAAAGCTCACCGACGAGGAT
+CTTGACGTTTTCGTCCAACTTGTCAGCGGAACGGACTTGGAAAAGCTTGCCGGAGGCAACTACTTGGAAG
+TAGTGAAGGCCTTAATGAAGCATCCAAAAGTTTTAATGAGCAGGAGGAGGCTTGAGATCCTCAAGGCCCT
+GCTATGAGGTCATCGAAACTTGGTCCTATTGGTAACCTCCTCTTATGCTCGCTTCCTTTTACTAAATTTT
+CCACGTGCTCAACTTTTTCGATTGGAATCCCTAGGTCTTCCGCTATTTTCTCTTTCTCCATCTTTAAGTC
+GACTAACCTCCACAGTATCTCATCTAGGAGCTTGTAACTAATTCCTAACTCGTCCTCGTCAGTTTGCCCT
+TCCCAAAGACCCGCGGTCGGCTTCTTCTTTACTATCCTCTCGGGAACTCCGATTCTCTTTGCTATCTCCC
+ATACCTCGGTTTTGTAGAGGTTTATTAACGGGGCGTAATCGCTTGCTCCATCTCCCCACTTCGTGAAATA
+ACCAGTTAAGAACTCGCTCCTATTACTTGTTCCCAGGACCATTCTATTCATCGAGTTCGCATGGGCGTAG
+AGTATCATCATCCTGGTCCTCGCCATGACGTTCCCTAGGCTCTTCTTATCCAACTCTATTCCAATCTCGC
+TAACTATTGTATCAACTATCGGCCTTATGTTTATCACTCTGTACTCTATTCCCAAGCTTTCCACCACTAG
+CTTAGCATCTTCTACGTCTTGATTTTCATAGTACGGCATTATAAGGCCGAGAACTTTTTCCCTTCCAAGG
+GCCTTCGTTGCTAGGTAAGTAACGGTCGCGCTATCAACTCCACCGCTTATTCCCACAACGACGCCGTTGC
+TGCACTTCTCCCTTATGAAGTCGATAATTCTTTCTATGGCCTTTTCATAATCAAGGGTCCTCATAGTTCG
+GCCTCCCCAAGGAATTCTAAAATCGAAACCAACCTTTCATCCTTTATCTTCATAATTATCTCGCTAACAT
+CTTCCCTCCCAATTTCGCCCTTCCTGTACAGGGCTATCCTTCTAATTCCCTCGAAGAAGTCTCCAAGCTC
+TGGGAGGGCCGCCTTGAACATGGGCATGTTAGAGGCTATCTCATCAAATTTGTCCTCGAGTATTAGTTGC
+CACATCAGATCTATGAAACCGTCGAACGCAACGTCAAATACCTCTCCTCTTCCGCCCTCGAGCAAAGAAT
+ATAACGCCTCGTGAATGGCGGCCTCATAGTTCTCCTCGTCCTCGAATATCTCCTTGAAGACCAGATGAAC
+CTGGGCTTTTATCTCACTATCTTCAGTTTCCGCTAGTAGCTTTCCAAGAGTTTCTTTTGCCTCCTCAATT
+TTTCCGTTCTCAAAGGTTATGTAAGCTAAATAAAGCTCGGCCTGCTCGAGCTTTTCTCTACATCCACACT
+TCTTAAAGGCATCTACGGCCTTCTCTATGGCATCGAGAGCTTTCTCATATTCTTGAAGCTCGTCGTGAAT
+AGTTGCAATCCCGTAGTAAATTTCCCCTATTGTTTCGTTATCTTCTTCGCCTTCTAAAAGATCCCTATAA
+ATTTGAAGGGCCCTTTCAGGGTAGCCTAGAAGCGAGTATAGGTCGGCGAGCTGGAAAAGTCCCTCTTTTC
+CCTTGCCCTTGGCGAACTCTTCAAACTCCTTTAGCTTATCTATCCCAAAGAATTCGGCGTAATAGTAAGT
+TACCATCTTTAAGAGCTCGACGTCTCCTTTTTCCCTTGCAACCTTTTCAGCCACCTCCAGGATTTCCTTA
+AGCTCTTCATCCTCAAGCTCATCGATACTCTTAGACAGCATTTCTTTGGCCCTTTCGATGTCCCCGGTTT
+TGAGAAGTTCCAATATTTCTTGAGCTTTCATGTTCTCTCCCGCTATCTTTTAAACTTCGCCTGCTTAAAT
+ATGTTGGGATTAAAGATGGGGAAGTCGAAGGTCTCTTTGGTTAAGAAGCCCGAGGATTTTAACATCGAGG
+AAGCAATAGCCCTAGTTTCCTCTAGCTCCACTGGGGGGATAGTTATTTTCCTGGGCAAAGTTAGGGATGA
+AAATCTTGGTAGGAAGGTTGAGAAGTTGATATATGAGGCCTACGATGAGATGGCGATAAAAGAAATGGAA
+AGGATTAGGAATGAAGCCCTTGATAGGTTTCCGATTGTAGATGCGCTGATTTGGCATAGGATTGGGGAGC
+TAGAGGTTGGAGAAAATACGATACTAGTTGTAGTATCCGCAAAGCACAGGAGGGAGGCATTCGAGGCATG
+TGCTTGGATAGTTGATGAGGTTAAGAAAAGAGTCCCAGTGTGGAAGAGGGAGGTAACTGATGAAGGTGAA
+TTCTGGATCGAAGGGGATAGGCACGTTCCAGTCAAAAGATAGTTGGCTATAATACATTTTTTATATACCA
+CTTAGAGTTGTGTCAAAAATCGGTATAGAAAAAGTTAATATATTTCCTGAGTAATTCCCTTTTTTGGTGG
+CCGCCGTGGAAGAGGCTAAATCTCTTGCCACCTCGGGGATTTTTGAGGGGGAATTGAGTAACATCATAAC
+GGTTTCAAAGCCACCATGGGTCTCAGAACCTCATACTGGGAAGCTTGAAAGGATAATACTGCTTGTGGGA
+GAAGGAAAGGGCAAGTTTTCAGAAGCGAGAGGAATTCCAAGGAGCATTGGTTGTTTGGGCAATAACAAGT
+TGTTACTATATCGTGAAAAGCTTTCAGTTTCAAAGTTCAAGCGCGTCATCGATGAATTCAAATCCTTAAA
+TCCCAACGGAGAAGTGTACGTAACGAATTATGATGATATAAACGATGCGGTCGAAATAGCGATGCATGCT
+GCAAGGAGGGGATTAAAGACCTACCTAATAGCGAGGGCAGAAGACGTTCCAAATGTACCCGAAGATAGAA
+GCTTCAAGCTCGTTGGCGAGTATATATACGGAGAGGATGGGCTTGATCACCTAGATAAGATCGATATTCT
+AATGCTAGTAATGAGGTACAAGGAATACAAATCGTTAATTAAGGAAGGCATAGACTTTGATGGTGAAATT
+TGGATCGACATTCTATACCCAGGTTCCTTTAAGTTCCTTGATTTTAACCCTGTGGAGATAAGGAAGATCT
+ACAACCCGTCTGCAATGACTTATAGTCCCTGTATGGCTGGTTTGATTGCGATTAGTCCCGAAGGCTTTGT
+AACTCCATGCCCCCTGCTCAGGAAAATAATAGTTGGAGATATAACGAAGGAGAGCTTGAGGAAAATAGTA
+AAGAAGCAGAAACTAAGAAGATTCTGGAAGCTCACTAAAGATGATATAGAGCCGTGTAGTAGATGCTCGT
+TTAGGTACGTATGCCACGATTGCAGGGCCTTAGAGTATCAGGCTACAGGTGAGCTTTTCGGTATGGAATT
+TTGTCCTCTTCTGGATTTCTTCTAATTTTCTTTGCCCTTAAATTGTTTGCATAGCAAAATCTTTATATTG
+CCATTGTTCAAACTTCGACTTGATTAAGCTAACTTGAGGTGATGATCATGTCTTACCAACCGGTTAGAAG
+AGTTAAGAGTGGGATCCCTGGATTTGACGAGTTAATAGAGGGGGGATTCCCAGAGGGGACTACCGTTCTA
+ATTACTGGCGGAACTGGAACTGGCAAAACGACGTTTGCAGCTCAATTCATATATAAGGGTGCAGAAGAAT
+ACGGTGAGCCAGGAGTATTCGTAACGCTAGAGGAGAGGGCTAGTGACCTTAGGAGAGAAATGGCCACATT
+CGGTTGGGATTTTGAGAAGTATGAGAAAGAGGGAAAGATAGCTATTATAGACGGGGTTAGTTCTGTCGTT
+GGTTTGCCTAGTGAGGAGAGGTTCGTTCTTGAGGATAGGTTTAACGTCGATAATTTCTTAAGGTACATCT
+ATAGGGTCGTTAAGACAATAAACGCTAAGAGGTTAGTAATTGATTCTATTCCATCGATAGCCCTTCGTTT
+GGAGGAAGAAAGGAAGATTAGGGAGGTTTTGCTTAAATTGAATACTATCCTGCTTGAAATGGGAGTTACA
+ACCCTCTTAACGACTGAAGCTCCCGATCCTCAGCACGGTAAGTTGAGTAGGTATGGAATTGAGGAATTTA
+TAGCGAGGGGAGTTGTAGTCCTCGACCTTCAGGAGAAGAACATTGAGCTTAAGAGGTACGTCCTGATAAG
+GAAGATGCGTGAGACGAGGCACTCGATGAAGAAATATCCCTTCGAAATAGGGCCCAATGGTATCGTGGTT
+TACCCGAGCGGTGAGATCTACTGAAGGGTGAGAGCATGGAAAACCTTGGAGAGGAAAAGATTGAAAGGAC
+AGTTGAGAGGATACCGACTGGCATAATAGATGACCTAATAAGTGGTGGCATCCCTAAGGGTAGTGTAATA
+CTCGTTATAGGTGATCCTAAAGCGGGGAAGAGCACTTTCTTGACCCAGTTCGTCTATAATCAAGTTAAAG
+TTGGAACGCCCGTTATTGGAGTTCTAGTCGATATCTCAAAGTATGAATTCATAAGCAATGCCCTCGACTT
+TGGATGGGAATTCACTCCCTATTTAGACGATAGGATAATCCTTCTGGATGCCTACACTCAAAGGCTTAGG
+AAGACTCCAAAATTCTCCTTTGAGGATAGTATAGTTGGCGATCTAAGTAATACGATTAATCTCCTCGATG
+CAATTAAGGACACAACGCTAAAGATACTCTCAACGACCAAGAGCGATGGAATAGTTGGTTTTGTATCATC
+TATGACGCCTATATTCTTTGAGACATCTAAGAAGGAAATTTACAAGTTTCTTGAGGATCTGAGAGAGTTT
+GCACATCGCAATAGGCAAGTTTGGATCCTTGAGATGAACTCTGGAATAGAGGAACCTTACGTTGAAACCA
+TGGTTAAGGCGATAGTTGATGGGATAATAGAGCTCAAATTGAGAGAAGAGGGCAAGACCCTGAAGAGGTA
+TATGCGTATATACGGAATGAGAAGGACCGCCCATAAGTTGGACTGGATAGAGTACACTATAACTTCCAGT
+GGGATAAGATTACTCCTGTGAGTCTATTTTAACCTTGAACTTACTTATTGTTATAAGTAGTAATTAATTC
+TATTTATCTTATTTGGATTCCTAGATGCTTTAGCTTTAAGTTCTTCTACTAGTTATTAAAGTAAAATATT
+TAAAGAATCAAACGTACTTAACTTCATGAGACAAGATGTTTTATACTTATCCCTATCGCTTGTTTTCTTA
+CTATTATCTAACCTCTTATCAAGCGTCGAACCAAAGGACATTTTAGATGCCTCGGAAGGTGACCTCGTTG
+AGTTTTCGGGGGTCTGTGGGTACTCCTCAGGGGACTTTAGTATATTAACCGATGGAAAAATGTCAATTCC
+AGTATACGCACCTTTGAAAGTTGGAAAGGTCTACAAGGTGATTGGAGTTTATAGAAATGGTGGGATAAAG
+CCCAGGGAGATAACAAATGGAAGTGTAGAGCTTGAAACGATAGTTGGAGCTTATTGGTTTGATTATGCTC
+CTTCGATTTTAACCCCCAGAAGGGTCTACTTAAAGTATCCTATAAATGCATCCCCTGGGGATATTGTCGA
+GGTGAAAGGAGCTTTCTTTGGAAGTAAACTAGTTCCGGTCTCTTACAAGAAGCTTGGTCACATTGAGGAA
+CCTAAGGATGGGTATCCACTGGAAATAGAGGGGAGGGTCGTTAAGGGCGGAAATCCTAGTTACGTAAAAT
+GGAGGGGAAGAACGATAAAAGTCTACCTTAAGGATAATGCTTCCCTTGAAACTGGAAGCTTCGTGAACGT
+TCTTGGAATAGTAAGGGTCTATGGAAATAAGATCACCATGTACGCCTACAACGTCACGGTGATTGAACAT
+GAAGGAGCTGATTGAGGGAATTCTACTTGGAACTTTGACGGGATTAACTCCAGGCCTTCACGTGAATTCC
+CTAAGCAGGTTATCTCTCCCGATCCCTGTACTTTTTGTTATGGGCTTGGTTCATACGTTTTTGGATTCAA
+TACCATCGGCACTCTTCGGGGTTCCAGATGCAGACGATACCGTTCCTTCTCTATTACCTTCCCATAGGAT
+GGTCATCAGGGGTAAGTTCGGTGAGCTCGTTAGGTTGTCAGTTTCAGCGAGCATGTTGGCAGTCATGCTC
+TCAATTCTGGCGATGCCGATATATTTCCTTGTTGCTCCTTTGTATACCTTTAAAATAGGCATAGTCTTCG
+TTTTCCTCCTTTCAATCTTTCTAATAACTTTTCAGAGGAACAAGATTAGAGCATTACTAATTTTCGTCTT
+GGCTGGAGTCCTGGGTTTTGTAACCTTTCAGTTGCCGATTAAAGACCCGTTTTATCCGCTATTTACTGGG
+CTTTTTGCCCTTCCCTTGCTAATCGAAGCCTACAGGAACCCTCCCTCGAAAGTTGAAATAAGGGACTCTG
+AACTTAAAATTCCATTAAAGAGGTTGCTCAAGTTTTCGGCCTTCGGAACCTTATTTGTGGCTTTGGCTTC
+CCTCCTTCCAACCCTTACGGCTGGACAGGCCTCACTGTTAGGTTCAAAATTTACGGAAAGCGATGAGGAC
+TTTTTGACAATAGTTTACTCCACGAACACGGCTGCTTATTCCTTCTCCCTTGCAAACTTAGCCTTGACGG
+GTAAGACGAGGAATGGTGTTATGGTTGCGATTGGAGATGTTTCTGTAATGGAACTACCCTACTTATACTT
+GTTGGCTCTCTCAGCCGGAATGATTGTAGTCGTTTTGGCTCCAAGGTTGGCGATTCTTATGGCTAAAGTT
+GCCTTCAAGAGTTACAAACAGGCAATCTTGGCGATCATAATTTTCCTGTTTATCCTGGGCTACATATACA
+ATGGGGTTATTGGGATAGGTGTAATGATGTCCGCAATGTTCCTGGGGTTTTTAGCTCCTGAGTGGAGGGT
+AGCGAGGGTAACTTACATGGGCGTGCTTATGTTCCCAATACTCGTGGAAACCATTATCTAGCTTAAACCT
+TAGTAAGTGATTGGTGGGAGCATGGACGTGAAGGATCCCCTAATGGCGGCTTTTCCAGTGGCCAAGAGAC
+TTTGGAAGGCGATAATTAAAAACAGGAGGTTCGTCGAACTAAGTGAAGTTGCGGATATATTGGAGGAAGT
+AGGGCTCAAGAAGGCATGTTTCGGGGATGGATTGTTACTATTTAGGAATAGGGACGTCATAGCACTTTTG
+GTTCCCAGGAATGGCATGATAATAATCGACTTTATCTCCGCCACTGGAGAATTGAGCGACGCATTGGAAC
+TTGTGGCTTACTTAGATAAAGAAATAGAGTGCTACGTAATCGAGATATTGCCGGCCAGTGAGTTTGAAGA
+GGAGAACATTGGAGTTGAGCCTGTCATAATAGATGCAAATACCTTTGAGCTTAAGAGCTATCCAGTTTTA
+GGCGAATTCGAAGAGAGGAAGAACTTGATCCTCCACGTAGATAGGGAGACCTTTGACCTCTGGAAGGAAA
+GTGGAAAGCTAAGTATTTGCCCTGTTTGTGGGGGTAGACTAAAGTGGAAAGGAGAGAGAGCAATATGCAC
+CGATTGTGGAGTGGAGGTGGTGGTTGATGAGGAACGTTAAAGCGAAGTTAATTCACTATTCACGTTTGGC
+CCACGAAAAAGGATTAACGGGTTCATTTGGTGGTAATTTGAGCGTTAGGGTTGGAGATTACGTCTTTATA
+AAGGGGACTGGTTCAGTAATGGGGGAACTCTCGAGCTCGCAAATTGCCACGATAAAGCTGAACGGGGAAG
+TTATATCGTCGGTTAGACCTTCTTCTGAGTTCAGACTTCACATTGGTGTTTACAAGAACAGGGAAGATGT
+GAGGGCGGTGGTGCATCTCCATCCCCCTTATTCAATCACTTTGTCCATGTTTAAAGAAGAACTACCAATG
+CTGACTCCTGAGGCTGAACTTTATCTCTCTAAAGTTCCGGTCTTACCCTTCAAACCTGCGGGAAGCATTG
+AATTGGCCGATCAAGTTAGTGAAGCCATGAAGTCCTATAACGCCGTCATACTTCAGAATCACGGAATAGT
+TACTGTCGGTAGAAGTTTGAGGGAGGCATTCTATAGGGCTGAGCTGGTCGAAGAGGTTGCGAGGCTCTGG
+TACCAAAAGTTTATAGCTCCTAAAGCTTAGATAAGCTTGGCGAGGGGGCTGGGGGCTGTCGGGCTCGTAC
+CCGAGGAAGTTCCGCCCACCGCACCGGGGCCGCGGTGCCGCAAGGCACCTCCCGAGAGGGAGGGCAACGG
+CACAGAAACGACACGTCCCTCGGGGGATGTGGATGAAAGCGGTGAAGGCTCCCGGCGACGGGAGCCGAGC
+TAACCCGCAGACAATCCCGAGGGGATCGGTGAAACGGCCGTCCCGCGGGGTGCAAGGCCGAGTTAGGGCC
+GATGAGTTCCCGGTGTGAGGCCCGTGGTAGGCCGCTTAGTCGAATGCCCCCGTAGTACAGAAGGCGGGCT
+ATAGCCCCCTCGCCCAATACTTTTATTAAATCTAAGCTCTCTCACTAAGAACATGCCCAGGATAAACTTC
+ATATTCGGCATCCATAACCACCAACCCTTGGGAAACTTTGGTTGGGTGATGGAAGAGGCCTATGAGAAAG
+CCTATAGACCGTTTTTGGAGATACTTGAAGAGTACCCTAACATGAAGGTTGCAATCCACATAAGTGGAAT
+ACTCGTGGAATGGTTAGAGGAGAACAAGCCGGATTATATTGACTTACTGAAATCCTTGGTTAGGAAGGGT
+CAAGTTGAAATAGTGGTGGCAGGTTTCTATGAACCAGTGCTTGCAGCTATTCCCAAGGAGGATAGGCTTG
+AGCAAATATATTTGTTAAAAGAATGGGCGAAGAAGATAGGGTACGATGCAAAGGGTCTTTGGCTGACTGA
+AAGGGTCTGGCAACCTGAGCTCGTTAAAACGTTAAGGGAAGCTGGAATAGAATATGTTGTAGTTGATGAC
+TACCATTTTATGAGTGCAGGTCTTTCGAAGGATCAGCTATTTTGGCCTTATTATACTGAGGATGGGGGAG
+AGGTCATAACGGTATTCCCAATAGATGAAAAGCTTAGGTACTTGATCCCATTTAGACCCGTTGATAAAGT
+CATCAGCTATCTCCATTCATTGGCAAGTGAAGATGAAAGTAAAGTTGCCGTTTTCCATGACGATGGGGAG
+AAGTTCGGAATATGGCCCATGACATATGAATGGGTGTATGAGAAGGGCTGGTTGAGGGAGTTCTTTGACA
+GGGTTTCCAGTGATGAAGCTATCAATATCATGCTATACTCAGAGTACCTTCAGAAATTCAAGCCTAAGGG
+CCTAGTTTACCTCCCGATAGCTTCTTACTTCGAGATGAGCGAGTGGTCTCTGCCGGCTCAGCAGGCTAAG
+CTCTTTGTGGAGTTCGTAGAGAAACTTAAGGAGCTTAACATGTTTGAGAGGTATAGAGTGTTCGTTAGGG
+GTGGAATTTGGAAGAACTTCTTCTATAAGTATCCAGAGGCAAATTACATGCACAAGAGGATGTTAATGCT
+TAGTAGGCTCCTTAGAGATAACCCGAGTGCAAGGAGATTCGTGCTTAGGGCTCAATGTAACGATGCTTAC
+TGGCATGGTGTTTTCGGAGGAATTTACCTTCCACATCTGAGGAGGGCCATTTGGAGCAATTTAATCAAAG
+CTCACTCTCACTTAGAGCCAAAAAATAAAATTCTTGATGTCGATTTTGATGGGAGGGAGGAAGTGTTCCT
+GGAAAATGATAATTTCATTATCGTTGTGAAGCCTCACTATGGTGGTTCCATCTTTGAGTTAAGTTCGAAG
+AGGAGGGCAGTAAATTATGCTGACGTAATAGCTAGAAGATGGGAGCACTATCACAACCTTGGGGAGTCAG
+AGTCTGATGATAATGAAAACCAAGAAGGCGTGTCGAGCATTCATGAAATTGGGAAGAGAATTCCAGAGGA
+TATAAGGAAAGAGCTAGCATATGACAGATATAGGAGGGGGATCCTGCAAGATCATTTCTTCTCAGCCAAT
+GAAACATTGGATCGCTATAGGCTAGCTAAGTATTGGGAGCTTGGTGACTTCATTGAGGGTGTTTACAATT
+ACGAAGTAGGGAATGGGCTTGTATTGTGGAGGAGGGGCAAGGTATTGAATGTTACTGTCGATGTCAAGAA
+ATCAATTGAGGTCAGAGAGGATGGATTCTCCGTTCGCTATACAGTTTTATCAGAAGAGGATATAGAAGCT
+CTATTTGGCATTGAGCTTAACATAGCAGTCCATAGTATCAAGGAGTCCCCAGAGGAGTTAATCGGCAAAA
+GAATAAAGGTGAATGATAAGTATGGAGTTGGAGAGTTTGAAATAGTTCTTAATAAGAAGGCAAGGATTTG
+GAAATATCCTGTAAAAACTTTAAGTCAAAGCGAAGCTGGTTGGGATTATATCCAACAAGGAGTTAGTTAT
+ACTATCATATATCCAATTAATGGAAGACTCGATATTGAGTTGTATTTTAGGGAGCTTTAATTTTTGCAGC
+CTCGTTTTAAACCTTTTAGGTAGCAAAATTGTTATATACCATCCAATTATATTACCTTCCCATTGAATCA
+ATAATGGAGGAGATGAGTGTATGAAAAGGGGTATATATGCAGTCCTTTTGGTTGGAGTCTTGATATTTAG
+TGTTGTGGCCAGCGGATGTATAGGAGGAACGCAGACTCAAACTGAGACTCAAACTCCAGAAAAGACCCAG
+ACTCCAACTACTACTCAACCCTCTCCGACCACTACAACCTCACCTACTCAAACAACATCTCAAACTCCCA
+CCGAGACGGAAACTCATACACAAGAAGCCGAATGTGGAAGTGGAAAGGTGGTTATTTGGCACAATATGCA
+ACCAAATGAGCTTCAGGTCTTCCAAAGCTTAGCTGAGGAATACATGGCAATGTGTCCAGACGTTGAGATC
+GTATTTGAGCAGAAACCAGACCTCGAGAATGCTTTGAAAGTTGCTATTCCCGCTGGTCAAGGTCCCGATT
+TGTTTATATGGGCGCATGATTGGATTGGAAAGTTCGCCGAGGCTGGATTGTTAGAGCCAATAGATGAGTA
+CATAACCGATGACTTACTTCAAAAGTTTGCACCAATGGCGAGAGAGGCCATTGAGTACAAGGGCCACTAC
+TATGCCTTGCCATTCGCGGCTGAAACCGTGGCCATGATATATAATAAAAAGATTGTTAGCGAACCTCCAA
+AGACGTTTGACGAGCTAAAGGAGGTAATGGAGAAGTACTATGATCCAAACAATGAGAAGTACGGAATAGC
+ATGGCCAATAAATGCTTACTTTATTTCGGCAATTGCTCAGGCCTTTGGTGGTTACTACTTCGATGACAAG
+ACCGAGCAACCAGGACTGGATAAGCCAGAAACGATAGAAGGATTCAAGTTCTTCTTCGAAAACATATGGC
+CATACATGGCCCCGACTGCTGATTATAACACGCAACAGAGCATATTCCTCGAGGGCAGGGCACCTATAAT
+GGTCAACGGACCATGGAGCATAGGAAGCGTTAAGGATGCCGGTATTGACTTTGGAGTTGCTCCGCTTCCA
+CCAATAATTAAAGATGGAAAGGAGTATTGGCCTAGGCCCTACGGTGGTGTGAAGCTGATATACTTCGCCG
+CGGGAACTCACAACAAAGATGCCGCATGGAAGTTCGTGAAGTGGTTCACAACCAATCCTGAGGTTATAAA
+GCAACTCGCCCTTGATTTAGGGTACATTCCAGTTCTGTCCGAAGTTTTAAACGATCCGGAGATAAAGAAT
+GATCCTGTGATTTACGGATTTGGCCAAGCAGTTCAACATGCTTACTTAATGCCAAAGAGTCCGAAGATGG
+GAGCCGTATGGGGAGGAGTGCAGGGGGCTATAGATGAGATACTTAAGGATCCAAAGCATGCCGACATAGA
+GGCTATACTCAAGAAGTACCAGGAGGAGATACTTAAGAATATGCAAGGCTGATTTCTTCCTCCTTTTATT
+ATTTTGGGGGAGGATGAAATGAAAAAAACTACAATAGCAGCTTTAGTACTGATCTTACCAGGTATTACCG
+CGTTTCTGTTCTTTAACCTCTGGCCAATCATATACTCAATATATTTAGCATTTACAAATGCCCAGCTTGG
+CAACTTTCCAGTAGAAAAAGCTGGAACGTTAAAGTTCGTTGGATTGGAGAACTTTAAGTGGATACTAAGT
+GATGAAAAATTCAGAAGCGCGTTTAAGTGGACTTGGATATTCGTCGCAACTAGCGTTACCTTGAAGGTCT
+TAGTTGGTATTGGGTTGAGCCTGCTTTATAATAGCAAGTATGTAAGGGGGAAGATGATATATAGAGCGTT
+GCTTATAATTCCTTGGGCGCTTCCATTGCTATTCTCGATTACCGTTTGGAAGTTCATGTTCGACCCCGTT
+TTTGGACCAATCAATCAGTTATTGAAGTCAATAGGCATTAGTAACCCCCCAAATTGGATAAATGATCCTT
+TCTGGGCGTTTTTAGCTCTTAACATAATTGAGGTTTGGCTGGCATATCCCTTTATGATGACGGTAATAAC
+GGCGGCTCTTCAGTCCGTGCCAGATACGTTAATCGAAGCCGCCATAATAGATGGGGCCAATTATTGGCAA
+AGATTTAGGCACGTCATTTTACCAACGGTTAGCAAGCCGATAGCTTTTGCTACTATACTAACTAGCGCAG
+CTAGCTTCCAATATTTCATGGTGCCTTACCTGTATAACGCTGGCCTATTCGAAGACAAGTTCATCCTGCT
+CTATGGATTCAGGAAGGCCTTTGGAGCGACTCCCCATTATGGAAGGGCAACCGCCGTAATGGTAATTGCA
+ACCATGGTTCTAGCTATTTACATGTACATCAACGTTAAGATAACTAGGCTCCAGGAGGGTGCTAAAGAAT
+GATCAAGCGAAGAGATTTCCTTAGAACGATACTAATGACTGGACTTGCACTCTTCGTCATGTTCATAATC
+TTATTCCCGGTTTACTATATCTTTACGGTTTCGATAAAGCCGGTTTCGACCTTGGCTACTACTGAAATTG
+AGTTGATACCGAAGAATGTAACGTTAGATGCCTATAAAGACGTTCTATTCGGATTCCAGGGAAGCAAATT
+AGTGGGGAACTTCTCTGGGACTATCTCTGGGTTAGGGGAAGTTAAGAACGGAAGGCTAATTATACGTAAT
+GCCGAGATCGAGGGTGTAATTAAAAAGGGACCGTTTACGATCTTGAAGTTTAGGATTCCGGTTCCTATAG
+TTTCGGGATCAACGCAATCGAATGAAAACCTCAAAGGAGAATTTAGGGGGAGAATTGAGGGGGTACTAAC
+GATAACTAAAATAAACAGGGATTCTAGCATAGGGTTTGGGATAATAAAGGACGCTAAAGTATCGGGAAGC
+ATAAATGGAAATGAGATTTCAGGTGTCTTAAGGCCAATAATAGTGAGGAATAAAGGGGAAGCTAAGCTGA
+CGAATCTTGGCAAGTTCGTTAATTCAGTATTCTTCCACCATTTAAAGAATAGCCTAATTTTGGCGTTGCT
+AACAGTAACTTTGACACTCCTCTTCGTGGTTCCAGCGGCATATGCATTTTCTCGACTTAAGTTCTTTGGC
+CGAGAGCATGTCTTGTATTTCTACCTGATGTTTACCCAAGTTGCAGGAGGATTGGGAATAGCTGGATTGA
+TAGCCCTTTATGGAATAATGGTTAAGCTTGGACTTTTCAACAAGTTGCCAGCACTAGCTTTAGTGTATGC
+AGCTGGAAGTGTTCCATTTAATACATGGTTGCTCAAAAGTTACATTGATTCCATAAATCCGGATTTCGAT
+GAGGCCGCCTTGATTGATGGTGCGACTTATCTTCAAATAATAAGGTACGTTCTATTGCCAATGGCGTTAC
+CAGGAATAGCTACGGTTGCCGTGATGTCGTTCATAGGCGGATGGACCGAGTTTATCTTGGCGAGTCTTTT
+ACTTGAACAGGCAAATCAACCACTATCGGTCTGGATATATACGTTAATGGGGGGAATAGGAAGAGGTATA
+GACTGGAACTACTTCGCCGCTGCAACGTTGTTGTTCGCGCTTCCGGTTTTCGTGATGTTTATGCTCGCCC
+AGAAATATATTAGGAGTGGCTTAACGCTTGGAGGTTTGAAAGAATGAGGGGGAAATTTAGGGCTTTGTTC
+GTTTTAGTAATATTTGTAATTAGCGTACTAGGGCCAGGAATTAAAAGCGTAAACGCAGCAGAACCAAAAC
+CATTAAATGTGATAATCGTTTGGCATCAGCACCAACCGTACTATTATGACCCAATTTTAGGCGTTTACAC
+GAGACCTTGGGTTAGACTTCATGCGGCAAATAATTACTGGAAGATGGCCCACTATCTATCGAAGTATCCA
+GATGTCCATGTCACAATAGACCTCTCTGGCTCATTGATAGCGCAAATAGCTGATTATATGAGAGGAAAGA
+AGGACATACACCAGATAATAACTGAGAAGATAGCCAAAGGAGAGCCATTAACTGTTGAAGAAAAATGGTT
+CATGCTTCAGGCTCCTGGAGGGTTCTTTGATCATACGATACCGTGGAACGGAGAACCGGTAGCCGATAAA
+AACGGGAACCCCTATAGGAGATTCTGGAGGAGGTATACCCAGCTTAAAGACAAGATGCTCGATGCAAAAA
+ACAAGTATTCAAATCTACCTCTGGAAGAACAGAAAATTGCCGTTACTAGTGAATTTACTGAACAGGACTA
+CATTGACTTGGCGGTACTCTTCAACCTTGCTTGGATAGATTATGATTACATAATGAATACCCCGGAACTC
+AAGGCTCTATATGATAAGGTTGATACCGGTGGATACACGAGAAAAGACGTTGAAACTGTACTTAAACACC
+AGATGTGGTTACTAAATCACACGTTTGAAGAGCATGAAAAGATCAACTTGCTACTAGGAAACGGAAATGT
+TGAGGTGACCGTCGTTCCATATACTCACCCAATCGGGCCAATCCTGAACGATTTCGGGTGGTACGAAGAC
+TTCGATGCCCAAGTTAAGAAGGCCAATGAATTATATAAAGAATATCTGGGGGCAGGGAAAGTTACACCAA
+AAGGTGGATGGGCAGCTGAGAGTGCTCTCAATGATAAGACATTAGAGATACTTGCAGAGAATGGCTGGAA
+ATGGGTTATGACTGATCAGTTGGTTCTAGAGAAGCTAGGAGTTCCTAAAACAATTGAAAGTTACTATAAG
+CCCTGGGTTGCTCAGTTTGGGGATAAGAAGATTTACCTGTTCCCCAGGAATCATGACCTTAGCGATCGTG
+TAGGATTTAGGTATGCCGGAATGAATCAATATGATGCCGTGAAGAACTTCGTAGAGGAACTTTTGAAGAT
+TCAAAAGCAGAATTATGATGGTTCTTTAGTCTACGTTATAACCTTGGATGGCGAGAATCCCTGGGAGCAC
+TATCCCTTTGATGGTAAACTCTTCTTGGAGGAGCTTTATAGGCAATTGGAAGAGTTACAGAAGAAGGGCC
+TAATAAGAACGGTTACTCCGAGCGAGTACATAGAGATGTTCGGGGATAAGGCGAACAAGCTAACTCCAAA
+GATGATGAAGAGGCTTGATTTCACGACGGAAGATAATGTTAATGCTTTACTAAAGGCAAAGACATTGGGC
+GAACTGTACGATATGGTTGGAGTTACCGAGGAAATGCAGTGGCCGGAGTCCAGTTGGATAGATGGGACCT
+TATCAACTTGGATCGGTGAACCCCAGGAGAATATAGCTTGGTACTGGCTTTATTTGGCAAGGAAAGCTTT
+ATTCGAAAATAAAGACAACGTGAAAGATTGGAACAAGGCTTACGAATACCTCTTTAGGGCAGAGGGAAGC
+GATTGGTTTTGGTGGTATGGAAGGGATCAGAACAGTATGCAGGATTACGTCTTTGACAGGTACTTCAAGT
+TGTACCTTTATGAGATCTATAAATTGGCTGGACTGGAACCTCCGAGCTATTTGTTTGGAAATTACTACCC
+AGATGGTGAGCCTTACATAGTTAGAGCTCTTGTGGGGCTACCAGAAGGTGTTAAGAAGAACTGGTCCAGC
+TTGTCACCACTAGCAAAGGGTATCGAGGTATATTTTGATGACGAGGGATTGCACTTTGTAGTTCTTACCA
+ATAGGAGCTTTGAGATCAGTATTTACGAGCCTGAGAAAATAATTGGGAATACCTTCACAGTGCTTCAGAA
+GAAACCTGAAGAATTTAGATACTCTGAAGTTCCATTCTCCAAGGATAGTGTTGGTCTCCTAATAACGACC
+CATATAACTGTAAAAGGTGAAAGAGGAGAGGTATTCAAGGCCACTAGCTACGATAACTACAAGAAAGTTG
+GAGAGGTTAAAGTGAATGCCATTAATGGCGGTTACGAAGTTGTAGTGCCATTCGACTACATTGAAACTCC
+CTCGGACTTTTACTTCGCCGTGTCAACGATAAACGACAATGGAAGCCTTGAAATAATAACCACACCAATT
+CACCTTAAGTTGCCAAAGGAGATCGAAGGGACGCTGATAACTGAAATTAAGGACATAGAAGGTGACGATC
+ACGGGCCTGGAAACTACACCTATGCCACGGACAAAGTGTTCGTTGAGCATCACCTGGACTTGCTGAAGGT
+TAGACTACTTGAGAGACCAAATTCTTACGTCTTTGAGTTCTATTTCAAGGAGCTTGGTGATAACCCGTGG
+AACGCTCCTTACGGATTCAGCCTCCAAATAATGGAAGTGTATCTCGATTACAAGGAAGGCGGCAATACCT
+CTGCAATTAAGATGTTCCCAGATGGGCCTGGAAGTAACGTTGATTTAGACCCAGAGCATCCCTGGGACGT
+TGCTTTAAGGATTGCAGGATGGGACTATGGAAATATTATCGTTCTGGCTAATGGAACCACATATCAAGGA
+GAAATGAAGATATCTGCAGACCCCGTTAAAAATAGGATAATCGTTGAGGTTCCAAAGAAATACTTACCTA
+AGGTTCCGGAGTTCATGGCAGTATTAGTTGGATCTCAAGACGGTTTTGGCCCTGACAAGTGGAGGCCTGT
+TTCAGTTAAGGCTGAGCAGTGGGTCGGGGGAGGCGCTCCTGCAGATGCAGTTATCGCGGGAGTTGCTCCA
+AGGGTTTATGATCTCTTGGTTCCTGAAGGGTTTGAGCCTACTCAGGAGGAGCAACTTAGTAGCTTCGATC
+CAAAGGCCGGAAAGAGGGCAGTAGTGAAAATGATTCCAGTGAAGGCAAAGACAAACGTAATCGTTGATAT
+GAAAGATATCGAAGGCGATGACCACGGGCCTGGAACCTACACTTATGCTACGGACAAAGTGTTCGTTGAG
+CATCACCTAGACCTATTGAGGTTTAGGATGCTAGACACGGGGGATACTTACACCTTAGAGTTTTACTTCA
+AGGAGCTTGGGGACAATCCATGGAATGCTCCTTACGGATTCAGTCTTCAGATAATAGAAGTATACTTGGA
+CTTTAAAGAGGGAGGTAATACTTCCGCGATCAAGATGTTCCCAGATGGACCAGGCAGTAACGTTGACTTA
+GACCCAGAACATCCCTGGGACGTTGCATTAAGAATTGCCGGTTGGGACTATGGAAATATCATCGTCCCAG
+CGAACGGGACTGTGTACACGGGAGAAATGAAAATATCGGCGGATCCTATTAAGAACGCAATAATCGTTGA
+AGTTCCGAAGAAATTCATAAGCCTTGACAAGAATTATGGCCTTTATGGTGCCGTATTAGTTGGATCCCAG
+GATGGCTTTGGGCCAGATAAATGGAGACCTGTTTCAGTTAAGGCGGAACAATGGGTAGGAGGAGGAGCTT
+CTGCTGAGGCAGTGATAGCTGGCGTGGCTCCAAGGGTTTATGATCTTTTGGTTCCTCAAGGATTTAGGCC
+TACTCAGGAGGAGCAACTTAGTAGCTTTGATCCAAAGGCCGGAAAGAGGGCAATAGTGAAAATGATTCCT
+CTATGGAGCGTGCCTAAGGAGGAGAAGCCCTCACAAACTGGGACCACTACAACAAGAACGCCCACAAAAA
+CGTCAACTCCCACTCCAGAAAAAACGACCCCAAAAACAACGAAGACTAAAACTGAGACCAAAGAGTCACC
+ATCACCATCCCAAACCCCTCCATCAGCAGGAGCACCTCCTTCAGGGGAAGAAAGAACAACGCAAAAGACT
+GGTGGAATATGTGGCCCAGCGTTTGTTCTAGTCATAGTGGCCATCGTGGCAATTGCCAGAAAACGTTTTT
+AGTTCTCTTCTAAATTTATTTATTTTAGGAGGGAGGGAGTAAATGGCCGAAGTCAAGCTGATAAACGTGT
+GGAAAAAGTTCGGTGATTTCACCGCAGTTAAAGAGCTAAGCCTTGAGATAAAGGATGGCGAGTTTTTAGT
+GTTATTAGGGCCCAGTGGGTGTGGTAAGACTACCACCCTTAGGATGATCGCCGGATTGGAAGAGCCAACA
+ATCGGCCAGATATACATTGATGACAAGTTGGTTGCTGATCCTGAAAAGGGTATCTTCGTTCCTCCAAAGG
+AGAGGGACGTTGCAATGGTTTTCCAAAGTTATGCTTTGTACCCTCATATGACCGTCTACGACAACATAGC
+CTTCCCACTAAAGCTAAGGAAGGTTCCAAAGCAAGAGATTGACAGGAGGGTAAGGGAAGTTGCGGAGATG
+CTTGGTTTGACTGAGCTTTTAAAGAGAAAACCTAGGGAGCTTTCAGGTGGGCAGAGGCAGAGAGTGGCCC
+TTGGAAGGGCCATTATTAGGAGACCGAAGGTCTTCCTGATGGATGAGCCTTTAAGTAACTTGGATGCAAA
+GTTGAGAGTTAAGATGAGAGCTGAGCTAAAGAAGTTACAGAGACAGTTGGGTGTAACGACGATATACGTT
+ACCCACGATCAAGTTGAGGCCATGACGATGGGAGATAGGATTGCGGTGATGAACAGGGGAGAACTCCAGC
+AAGTTGGAACCCCTGATGAAGTGTACAACAAGCCCCTCAATACATTCGTCGCGGGTTTCATAGGGAGCCC
+ACCGATGAACTTCTTGACCGCTACAGTATCATCAGACGGGTTCTTGGATTTTGGAGAATTTAGGTTGAAA
+CTCCTTAAGGATCAATTTGAGGTTTTGGAGGAGAACAATCTCATAGGTAAGGAAGTAATATTTGGGATAA
+GGCCTGAGGATATCTACGATGCTTCTTTCATAAGGGTTGAAGAACCTGAGAATATCGTAAGGGCCAAGGT
+TGACATAGTGGAGAATCTGGGTGGGGAGAAGATAGTTCATCTAAGGTTAGGAGATATTATATTTACTGCG
+AAGTTCCCCCAGGAGTCAGTGGTTGAAGAGGGCCAAGAGGCTGAGGTATTCTTTGATATGAAGAAGGCTC
+ATGTGTTCAATAAAACCAATGAAAGGGCTATCTTCTAAAAGTTCTCTTCGAGGAATCTCTTGTACTCTTC
+CTTAACTTCCTTCCTTCTGAACTTTGGAACGGCATGCTTGAAGGGATTGAACCTCATGACGTCCCTTTCA
+TTATTCCCAATGTACTTAGCTATCAGTCCAACCTTGGAGTGAAGCGTTGATGGTAACCTTAGTATTCTCT
+TTAGGTCTACCGTTACCCTACCGTCAAAATATGCCTTTGAAAACCTCGTTGAGAGAGCAAAAAGTTTTGC
+TAGGCTTTCTATTCCTACACCATCCGGAAATGCCGCAAGGATGCCCTTTCTAACGAACTCTTCGTATATA
+GTTTCTTTGTTGTCGAGGATCCTTTTGGCTATGTTCTTCCTTATTCCAAAGTTAATCAGGTGCTCAACCT
+TAACCCTTAGGATGAAGTAACCAAACCTCAACCTAAACACTCGAGGATAACCATGATTTAAAACGAACCA
+TCCCCTCCTTTCTAGAAGCATCTTTCTGAATTCACTATGGTCTTCAATCTCGCTAGCGGATATGAATGAG
+AGTATCCTCTCCCTCGACTTCGAGTCGAGGCTTAGCGCCCACCCATCCATGACCCTTATGTGGTATCCCC
+TCCCCGAGTAGACCACGTGGACATCTTCAAATCCGAGCTCTTCCTTCAAGACTATCAGAGTATCCCTTGC
+TATCTCCTTGGCATCGTTGAGGCATATCGGGCAAACCTTTCCGGGCTCATGGTTGCACCTTCTTAGGGGT
+AAATCTTTAGCATCTATATCAAAGACAAGCTCTGCTCCAAGCCATCCTTCCATTTCCTGGGGTTTCTCGT
+AAAAGGCGACGCTCGAATAAACTGCATACGGTGCCGTAGCTTTGATGTAATCTTCGAGATCTCTCACATC
+GGTATAGCTGTTTTTCCTGTCGCTAGGTCCTTCTCCAGTGTGGTCGAATCCAAACTCTCTCTTATCTAGG
+TTTTGGAGTATAAAGTCGGGAATCTGCTTGGCATTCCACTCATTGCTGTAGAACTCTTTTCTCTCCTCTT
+TCGTTACCTCCCTTAGAAGCATTTTTTCTTCCCTCCAAGTAAAGCCTCCTTAGATAATAAGTGAGGGGAT
+TCCTCACGTACTTACAGTGCTTATCGGGCGTGCATAGCTGGGGAGCATTTGCCCTTATCTTATCGCAGTT
+CGGGGGAAAGTACCAGGTTGAATTTCCGCTGTCCTCGAGCTTTGGGTTTGCAGTATAACCGAACCCCAGG
+TGGTACCAAATGTTCTTTATCTCGTTTGGTTGATCTTCGAAAAGTGGAGGAGAACACCTGTTGGCAGCTT
+CAATAATCAATGGCAGTATCTCGTCCGTTATGATTCTTATATCGTCGATACAATCCTTAACCCTAACGTT
+TCTCCTTGGCGGATTTGGGCAAATTCTAGCATAACTCAAGAAGCTCGTTAATAGAACGGTTATTGCATAG
+TTTCTAAGTCCCTGAGGGACGCCTTTTAATGCATTCTTCACGCATGGAGGGAATAAATCGGGTCTGAGGG
+TGCCCGCTTTAACCTCCCCACTTTTTCCGAATTCCTGCTCTGCAACTTCTTTAATCCCACCAAGAACCTC
+CCTAAAGAACCCGGGTAACTCATCTCTAATTTCATATAGCATGTTAACTGACTTCTCTATGTTTCTCTCA
+AAGGCCTTCATCCAGACCTTTATCAAATCTTCTTTCCTTAGATATACATTTCCATTGTAAATGTAATATT
+CCGAAAGTCTCTCTCCAGGAATGAGGTCTAAAAATTCCGCTAAATGAATAGTATATTCTGGTAACTTACC
+GAAAACCCTCTCAATTTTCTTCAAATCATCAATTGGAAACTCTATGGCTTTATTAATCCTCAAGCTTATT
+TCTTCGGGCCTTATCTCCTTTTCTCTCCTTATCCTCTCCGAATACAGCAGTATGTTAGCTTTCTTAACGA
+GCTCAAGTTCAAGTCCATATGGTGAGTATGATAGGGCCCCGAGTAGAGCGTAGAATTGTGCCAGATCTTT
+AATATCCTCTATGTCCACGAACCCCTCCAATAATTTTCTATCACTGGCTATTTTAACTCTCTCAATGACT
+TCTTCAACATCAACTATCCTGGGGATTGAATTTAGAAAATCGTTAATTGACCCGAATTCTTTTAGTAACT
+CTTTAGCCTTCTCACTGAATGGATCGAGCATGATTATACCTACTAATATCACGATAAAATGTTAACGGGT
+GATGAGAATGGCGAGCAATAAGGCGATGTTTACGAACGATGTTCCCCAGGATAGGCTCTTAGCCGTGGAG
+AAGATAGAATCCCTGAGGAAACCTGCAAAGGTCATGATAATTGGGGATGTCGATACCGGAAAGACCACGC
+TAACGATATACCTAGCAAATGAACTTCTTTCAAGGGGATTTAGGGTTGCAATAATCGATAGCGACATAGG
+GCAGAAGGGTATTTTACCACCAGCTACGATTAGCTTAGCGTTCGTTGATTCTCACTTCACATCGTTGGAT
+GACCTAAAGGCGTTTTCCCACTACTTCATAGGAACGATAACTCCAAACCAGTACTTCGGGGAGATGGTAG
+TTGGGGTTATGAAATTGAGCGAATTGGCCATGAAGTTCTCAGATGTAGTGCTCATCGATACCACGGGGAT
+GATATATGGGTCTGGAGTTGAGCTGAAGAGGATGAAGATTGAAGCCGTAAAGCCAAACCTTATCTTGGCC
+TTGGAGAGGAATAACGAACTTGCTCCAATCCTCAAGGGATATGAAGATATAACAATTAGACTAGAGGTTA
+GCGAAAAGGCCAAGGACTTCTCCAGGAGTGAAAGGAGGGAATTGAGAAGGGAGAAATGGAGGAAATATTT
+TGAGAATTCTAAGATAGTTAATTTTAACCTTGATGACGTCCTCGTAACTGGGACTTCCCTCTTTCAAGGT
+GAAGAAATCGGGGACACCGAGAAAAGCCTCCTTGAGAGATTATTTAAATGGCTGATAATTCATGGTCGAA
+AGATAGGTAATAAATACTTCGTGGTTAAGGTGGATGCTAGTGAAGGTCCAAGGATCGTTGATAAAAACGT
+CGTTAAGTACTTCGACTTCTCAAAGCTCAGCAACATCCTTTTGGGCCTCATAGACAAGCAAGGATTCTGC
+ATTGGGTTAGGTATACTCAAATCAATAAACTTTAAGGAAAAGAAAATCGAAGTCTTAACTCCAGTTGAGG
+ATTTGTCGTCCGTAGCTGAGATAAGGTTCGGGAGGGTGAGGGTTAGGGAAGATGGTGAAGAGTTGGGCTT
+ACTTGATAGGGAAGCTCTCTAGACTTATGGCAAAACTTTATTAAATACATAGCGCAATTAGACTTTGTAA
+ACTTCAAGAAAGGTGTAGCACTATGACAAGGGATAGAATAGAGCTAACTAACAGACAGATAGAATTGCTA
+AGGAAACTCTACAGGGAGGGCAAAACCATCGAAGTTCACACGGTGGAAAAAACTCAAGATGAGCTTGCCG
+AAGAACTTGGAATAACGAGACAAGCCCTCAGCAATCACTTGAAGGTTCTGAAGGAGCTCGGCTACATAAG
+GACCGGAAGGGGGTTCATAGATTTAACGGATAAGGCCCTTGAATTGCTTGGAGAGAAGAGGGGAGACGTG
+TTTATATTCGTCAAGATAGAACCCACCAAGAGGAAGCAGGTTTACGATACCATAAAGAAGCTGAGGGTTA
+AGAGGATATACCGCGTAACTGGAGACATCGATTTGATAATTGAAGCCGACAAGAGTAGACTCGATGAGAT
+ATTGGAGGAGATAGCAGCTTTGGATGGGGTTAAAGAGACGATCACTCACGTTGTCCTCGGCGTTCTCTAA
+TAATCTCGTAAATCCTATTTTTTAACTTCTCTACGTTGTCCCCGAATTTCGCCGATATTGGAATGAAAGT
+TTTATCTATCTCATCCCAGGGGACTTCGAATTTCTCAGCTAAGAAATGAACAACCCTTTGGACGTTCTTT
+ATCTTGTCCAACTTATTTACGGCTACGACGGTCGGTATATTCAGCTCCCTTAGGAACTGGTAAAATTCTA
+CATCTATCGGGATTTCACCTCGTTTCTCCCAACGCTCTATTATTTCGGGAGCTGCCTTCCCATCAACTAC
+GAGAACGGCAACGTCTATTTTGCTGGCGTTGTCCTCTATGAAGTGGACTATCTCATCTTTTATCCTCTCT
+TGGACTTCCTTTGGAAGGCCAGCCATGAAGCCGAATCCTGGCATGTCAATTATCTTGTGATTCTTCCATT
+CTATCTCTATTATCTTCCTCGTAACTCCAGGCCTCTTTCCCCTTCTAACCCTCTTACCGGTTAACCTATA
+TATCAACGTGCTCTTTCCAACGTTTGACCTTCCAACGAAAACTATCGTGGCCATCAGAAGAGGGATATCT
+GTATAGTTTATAAATTTTTGAAAAAGTTTGAAAAAGAAGGAAATCATTAACCGTATATTATCTCATGGGA
+AGTTATCTGTTGCAGTAACTTCCTCTCGTTACCAAGAACCTTATCGACTGCTTTTAGAAAGTCTTCCTGG
+GTTACGTACGTTCTCCTCTCCCTTATGGCAAACATACCCGCTTCCGTAGCTATGGCCTTTAAGTCCGCTC
+CACTTGCCCCCTCTGTTATCTCTGCAATGACCCTTAGATCAACGTTCTTAAGCTTCATCCTCCTCGTATG
+AACCTTGAGTATTTCAAGCCTACCTTCGAAGTCTGGCAACGGAACCTCGATGAGTCTGTCAAACCTGCCT
+GGCCTAAGAAGTGCTGGATCCAATATATCGGGTCTGTTAGTTGCGGCTATAACCTTAACGTTTCCCCTGG
+GATCGAAGCCATCCATCTCGGCTAGAAGTTGCATTAATGTTCTATTAACTTCCCTTTCTCCTCCTGTGGT
+CTCATCCATTCTCTTGGCACCTATTGCATCAATTTCGTCTATGAATATTATAGTTGGAGCTTTTTCTTTG
+GCCAATTCAAAGAGCTCGTGGACTAGCCTAGCACCTTCGCCTATGTACTTTCTGACCAGCTCGCTTCCGA
+CGACCCTTATGAACGTTGCATTCACCTCATGCGCTAAAGCTTTCGCCATCAATGTCTTCCCACATCCAGG
+TGGGCCATAGAGGAGAACGCCCTTTGGCGGATCAATACCGACTTCCTCAAAGAGCTCTGGGTGCTTAAGT
+GGCAACTCTATCGCTTCCCTTAGCTCTTGCAGTTGCTTCTTTAGGCCGCCTATGTCGTTGTAAGTAACAT
+TGGGCCTCTCTATAACCTCAAATCCTAGGACGGTTGGGTCCTTGGAGCTTGGTAGCAACTCTATGATTGC
+CATTGTCCTCTGATCCAGGGCAACTCTAGCCCCTGGTCTAAGCTTGTCCCTCTCTATCCATGGCGCTATC
+CTAACCACGAACCTTGGCCCGTTGTAGTTCTGAACTATGGCCCTGTCATCGTCAAGTACCTCTATCACGG
+TTCCAGCGAATGCCGGTGGTTGCCTTAATCGCGACATTTCGGATCTAAGCCTCGATAATTCCCTCTCGAG
+TCTCTCCTTGTCAGCTTCAAGCATTCTCACTTGGAGTTCAAGCTGCCTTATTCTCCTCTTGAGGTAAGTT
+ATGTAATCATCGTAATTTTCGTGGAATTGAACTTCGTCACCGCTCATTATATTCACCCCTCACCTAAATG
+AGTTAGGGTTTTTCGGTCTTATAAAGGTTTGTTTGAAAACGAAATCCTACTCATTTAGAAACTCAAGCGC
+CTTCTCGCTCTTTTTGTCGAAAAGAACTACCGATCCTTCTTTCAATTTGATAGTTACCTTTTCGCCGAAG
+TTGAAATGCTCTCCCTCAGGTGCAAAGACCTTAACTATAGAATCGTTTACTGAAACCGTCACGATTTGCT
+CCCTTCCAAGGGGCTCGAAAGAGTAGACCTCTCCAACTATCCCCTCTGATATTCCCTTTATCACTTCGGC
+ATCGTGCGGTCTGAAGCCTATTATGACATCTTTAACGTTAAGCCTCTCTATGATTTGCCTGTACTGCTTT
+GGAACTGGGATGTAATTATTCTCCGATATTAATAATTTTCCATCCTCAACTCTGGCCTCCACGAAGTTCA
+TTGGAGGATTCCCCAGGAAGCCACCGACGAACTTGTACATCGGCTTGTAATAAACCTCATCCGGAGTTCC
+AACTTGGAGTATCTTACCCTCCCTTATCACGGCTATCCTGTCCGCCATTGCTAGGGCCTCTGCCTGGTCG
+TGGGTGACGTATATGGTAGTTATCCCAAGCTCCTTCTGAAGCCTCTTCAGCTCTGCTCTAACCTCCAATC
+TCAGTAAGGCATCCAAATTACTTAACGGCTCGTCAAGAAGGAGAACTTCGGGTTCCTTTACTAAAGCCCT
+GGCAATTGCAACCCTCTGCTGTTGTCCTCCACTTAATTGCCACGGATACCTGTCGAGGAGCTTTTCTATG
+TGGAGCATCTTGGCGACCTTTCTGACTTTTTCATCTATCTCATCTTTGGGAGCCTTTCTCAGCTCTAAGG
+GGAACGCAATGTTCTTATAAACCGTCATATGTGGATAAAGTGCCCAGTTTTGAAAAACTAAGCCTATATT
+CCTGTCTTTTGGAGGTAACTCGGTAACATCCCTCTCGTCAAAGTATATCCTTCCAGACGTTGGCTTGTAT
+ATTCCAGCTACCGTGTACAGCAAAGTTGATTTTCCGCTTCCCGAAGGTCCTAGGAGGGCCATGAACTCGC
+CGTCTTTTATCTCGAGGTTAATGTTGTCCAAAGCTATGAAATTTCCAAATTTCTTAACTATATTCTCGAG
+CCTTATCCTAACCATGATCATCACCCCTAACCCTTGATTCCTCCCGAATATCCTCTCAGGAGGAGTTGTT
+GGGCCGTTAGGAAGAAGATTATAGTTGGAAGTAAATACAGAGTTCCAGCGGCCGCTATCATCGGCATATG
+CGTATATTCCGCCTCTATGTTTGCCTCTATGAACGTTGCAAGAGTTTGATCGATAAGGAAAGTTCTCACG
+TAGATTATATCTTGCCATCCAGCTAAAAACGAAAACAGTGCAACTGCCAAAATTCCTGGCTTTATTAGTG
+GAAGCATAATTTTTCTCCAAACGGTTATCCTTGAGGCTCCATCTATTATACCTGACCACTCGAATTCCCA
+TGGCACGGTGTCGAAGAACCCTTTCATGAGCCACACAGACATCGGAACTTCCAAGGCAGCCCTCGCAAAT
+ATGACGTAGATAAACGAGTACAGCCTAACTAGTGACGGCTCCTGGGAGAATGAAATTCTATAGAGTAGGT
+AAACTCCAACTATCAGAGCTACCCCAGGGAATGCGTGGAGGAGCATTAGGGAGACTATCAGAATCTTTCT
+TCCCTTGAAGTCCATCCTTGAGAGTGCGTAACCAGACATCACGCTGATAAGCGTAACCAATCCTGAGACT
+CCCAGGGCAACTATAAGCGTGTTCAAAATTATCCTGGCCATGTTAACCCTTACTCCACCCGTAATTGCCA
+ATTTCCCCTGGAAAACGTTTATCCAGTTTTCAAGTGTTAAATGAAATTGGGAGAAGTCGAAGTTAGTTAT
+CATGTTAGTGCTAAAGCTTGATAACATTAAGAGGCCAAATCCTATGATGAGTGGGAGGGTTGCTAGGAAT
+ATCGCAAGTATCAAGACTAACTCTCCCCTCCTCTGCTTAGTTTCAACGTCCCTCATTACAGATCACCCCT
+TGGCTTCTTAATCATCTCCTCGAACTTGAGAACTTTCAGCGTAATCACTCCTCCTATTATTCCAAGTATA
+GAGAGAATCACTGCCGCAGCTGCAGCTAATCCCTGATCTTGTTCTCCCCTTCCAAACGCGGTGTTGAAGA
+CGTAAAGTGCCAGCGTAGTTCCATAGTCCCTATCTACCAAGTCCCACTCGACAAGTAGGAAGAGGTGTGG
+GTAGGTTGTTAACAGACTTAGGAATTGCCACGTTAGAACGTACAGGAAGTGCCATTTCATTAATGGGAAT
+AATATTCTCCTTGATATTTGCCAAGCAGAGGCCCCATCGACTCTTGCAGCTATGACCAGTTCCTTTGGTA
+TTTGGTTCAAAGCTGACGTAAAAACTATCATTCCAAAGCTCACACCTACAAGTCCATTAACAAAGATTAT
+AATACTCCACGCTCCCCAGGGAACGTTTTGTCCCCAGGGAATTGGCTGATTTATTAATCCAAGTCTCATG
+AGGATCGCATTTAGGGTTCCAATACTACTCCCGTGGAAGAAGTAGTACCAAACCAAACTATACACCGCTA
+TTGGGGACATCCTGGGGAGGAGCCAGAGAAGCCTAAAAGCTGAGCCGGGTTTCTCACTCATAAAGAACGT
+TGCCAATGCTAATCCCAAACCTCCGAGGACGTTAATAATGAGCGTTATACCAACGAAAACTATCGTAGTC
+AAAATTACGGCCTTAAATGTTGGATCGTATTTGAACATGTGAACGAGTCTATAATAATTGTACGTGCCAA
+CGAAATCGTGAAGGTACCTTTCAACATTCCAGTTTCTCATTCCAGTGAAGCTTATGTAGATAGTTAAAAT
+TAGGGGGATTAGATAAAATAGGGCCACCATTATTATCATGGGAGAAAGGAAAAAGGAAAGGGCTCGAAAC
+CTACTATCAAATTTCATTTAATCACCCCTGGGGAAATGTCCAGTCTTTAGGTATCTCTCCTACTATTTCG
+ACGTTCTGTGATAGCTCTACATCTGCTTTTATCTTGTCCTCGATGAATTTCACGGCTTCCTCAGGAGTCA
+TCTCACCCCTGAGGACTTTATCTACTGCCTCCTTGAATATGTCAGCTAGGGCTGGGTACTTTGGATGGGC
+AGGTGCTAAGTGGGTGTATTCAAGCATATAACTTACATCGGCTAGGAATTTGACATTTATTGGATTAACG
+GTGCTCTCAACGATATCTTTTATGTTCTCCTTGACCTCGGGAGCAAGGTCGAGGTCGAGGGTCTTGAGCT
+TGTTAATCCAGTTTTCATCCTTTATTAGCTTAGCCGCTTCCTTTCTGACTGGAAGGTGGGCTGATATTAC
+GCTGTGAATAGCGTTTATCTCAGCGTCGCTAGCCTTTACTAGCATTAAGAACGCTAGTGCATGGTATACA
+TCCTTCAGCTCATCGTACTTTGGATTTAGCTGTCCAGCCTTTGAGTTTATCATCCAGATGAATGGTTGGC
+TTAACGTTACTGGCCTGTCCCCTTTCTCTCCAGCGGGGAATAGCGTGTAAGCGAACCACTCCTTAACTTC
+CTCCGGCTTTAGGGACCTACCATTGTAATATTTCTTGGCCTGCCACTCAGTCCAGTGCCAAGTTCCACCA
+ATGAAGAAGAGTGTCTTTCCAGTTACTACAGTCGGATGAATCTGCTTAGCCCAGTCCCAGCTCATTATAT
+CCTCTGGAAGCAGACCATCTTGGGCGAACTTCCACTCTACGTAGAGCCACTTGTAAACTGCGGGGACGTC
+TAGAACGAGCTTCCCTGTCTTCTCATCGTATAGTTTTCCATTGAATGCGAAGATGAACTGGATTAAGTCT
+GGGTGTGCTGATCCCTTTCTGTGTATTAAACCCCACTCAGCACATCCCTTCTCCTTCGCCTTCTTAGCCC
+ACTCATAAACATCGCTCCATGTGAATTCACCGTTCTTTACCTTGTCTGGCAAAGTTGAGACGTCTAAACC
+AACGCACTTTGCTACGTCCTTCCTAATGTACAACGGTCTAGCTTCAGTATCTTGGGGTAATCCATAAAGT
+CTACCCTTGTACTTTGCAGCTTCGAGTAGTGATGGATAGAAGTCATTTAGTACACTCTGGTAGGCTTTTG
+CGTAGTCCGTTATATCTAAGATATATCCCTCTTCAGCAAGATTTGGGAGAAATGCATAGCTGTTGACGAA
+GAAATCACCTGCCTGTCCAAGGGGTTGCTTGCTTAAGAACTCTTGGTATTGATCTTTGAAGCTTTGGTCA
+TACCTTATCATATCCTCTGGGATAACTATCTTGACGTTTATCCCATTCTCTTTCCATATCTTATTTATCT
+CGTACGCTGCATTCACGATGCCATAAACCCTCATCACGCTGTTTGCTTCTCCTGAACCCCATGCTGAGAA
+CTTTACCTCGTTAATTCCATTCTTCTCAAGTACCTTTCCTATCTCTATGACGTCCTTGTTAAAGTCTCCC
+GTGAGCTGAATCTCCGTTGAAGAAGGTTGGGTCTCTGTTTTTTGACCGCCGCCAATGCATCCGCTTGCAA
+TCACAGCGAATAATAATAGGCCTACTAATATTAGCACCCTTGCCTTCACGCTATCACCCCCAAAGAACTA
+AGAAGTAAATAAAACTCTAAAGATCATCCATAAGTATCATTGAATTCTAAAAAGTGTTTCGGTTTGGAAA
+AATATAGAGAAAAGTCAAACTCCTGTCTCTTCCTTGATCGTTTCAGCCAGCCTCTTAACACCCTCCCTTA
+TCTTATCCTCATCAACGTACGTGAAGTTGAGTCTCATCGTGTTCTTAACGTCCCTGTAAGCGTAGAAGGC
+TTCCCCAGGGACATAGGCTACTCCTTTCTTAACAGCCTTTTCTAGCATCTTCTTTGAATCTATGCCATCC
+GGTAGGGTTACCCAGACGAACATTCCGCCCTCTGGTTTCGTCCACTTAACGTTTTCTGGCATAAACTCCT
+CGAGGGCTTCAAGCATAGCATCTCTCCTTGGCTTGTAGAATTCCCTAATCTTTGGAATGTGTCTATCCAG
+GTGGCCCTCACTAACGTACTTCCAGGCTACTACTTGACCAAAGACGTTAGTACAGAGGTCAGTACTCTGC
+TTAGCTATCTCGAGCTTCCTTATGATTCCTGGGTCTCCAACGATCCAACCTATCCTAAATCCTGGGGCAA
+GGATCTTGGAGAAGGTTCCCAAGTATATCACCCTGCCTTCTTTGTCTAGAGCTTTTATCTTCTTTTTAGG
+CTTCCCTGAATACCTTAGCTCTCCATATGGATCGTCTTCTATGACTATTAAGTCATATTCGCTTGCTAAC
+TCTATCAGGTGCTTTCTTCTCTCTTCACTCATCGTAACTCCTGCCGGGTTTTGAAAAGTTGGGACTGTGT
+AAACTATCTTAACCTTCTTTCCTTCAGCCTTTAGCTTTCTAAGCTCATCCTCTAGGGCTTCAACGTTCAT
+TCCGTTATCATCTAGCGGAACTTGGATGTACTTTGGCTCATAGAAGTTGAAGGCTTGTAATGCCGCTAGG
+TACGTTGGGGCCTCCACTATAACTATGTCCCCAGGATCAATAAACACCCTTCCAATTAGATCTAGGGCCT
+GTTGAGAACCGCTCGTTATCATTATATCGTTTTCCTTGGATATCCCGTATCTCTTTTCAAGCCAGTCAAG
+TAGGGTCTCCCTTAGTGGGGTGAATCCTTTGGTTGTCCCATATTGCAGGGCCTTATCAGCGTGCTCCTCC
+ATAATTTCGATGAGAATCTCCTTAATGATTTCTTTTGGGAACGTTTTTGGATTTGGCAATCCCCCGGCGA
+GACTTATTATATCGCTAGTCTCGACGAGCTTGAGTAATTCCCTAACCTCGGAGGCCTTCATTTCCATGGC
+CTTCTTTGAGAAGAATCTCTCAACATTTCCAAGCATGCTCTTAATTTCTTCTTCCATTTCTACCCCTCCG
+AATGAACATATATGTTCGGTTGAACGTTTTCAGGCATTGATATCTTTCGCTGATTGAATATAAATGTTTC
+GGCATTTCTCGATAGTAACCTTTACGTTTGTAAAAACAAACGGTAATATTATGATCATCAATGTAAAGAA
+TTATTCGATAACGCTCAAGAATAGGTGCGGGGGTAATAACCCGCCCAGGTTCATCGACTCCGCCTTCGGC
+GGTGCTCCCCGGGCATATGATAATAACTTAAAGGATAATTAAATAATTTTAGCCTGAAAATAAAATTAAT
+CCTCCCAAGGCTCCCTATATTTAAGGGCCCATCCAAATTCCTCTTTAAGGATGTCTATTGCTGCATATGG
+TGGTATTATTCCTTTTTCCGTTATTATGACATCTATATACTCAGGTGGAGTCACATCAAATGCTGGATTC
+CAGACTTCTATATTTTTAGGCCAGGTTTTCAACTCTTCCTCGGGTATGACCTCAGTGGGATCTCTCATCT
+CAATTTCAACTAACTGACCAAGCATGGTTTCTGGGTGGAATTTGTAGGTTTCGGCCGCGATCATCACCCA
+TACCCTATGCTCCTTGGCCGTTAATGCTATCAAGGACGTTCCGATCTTGTTTATTACAGCTCCATTTGCA
+GTTATCGAGTCTGCTCCCATTACAACTTTGTCGGTCATCTTCATGTAGTGCCTAGCGGCTGAATCTACAA
+CGTAAATTACTGGAATTCCGTAGGAAGCTAATTCTTTTGCTGTAATTTTTCCTTGCCATCTTGGCCTTGT
+TTCCGTTACTATAACTTTTATGTCCTTTCCTTGGTCGAAAGCAGTCTTCATAACGCTTATAGCGGCTTTA
+CTGTGGCAGTGCGTCATTATTACGTCTCCATCTTCAATCCTCTTGGCCCCTATCTCACCTATCCTCTCTA
+TGGCCTTCTCAGAATTGTGGATAAACTCTTTGGCCGAATTTATTACCGTAAATCTAAGGGTTTCTAGATC
+TGCACCGCTTGAATACGCTATCTTAGCCCTATGCATTACGTATCTGAGGGCATTTGGAAGCGACACTGCA
+GTGGGCCTCGTCTTGTAAAGTATCTTAGCGGCTTCCTTAAGCTCTGTCCAGAGCTCTTCGGGACTCTTTG
+CAGTGCTCTTTTCAGCCTGGATCATCAAAGCTTGAGCTACCGACCTTGCAATCTTTCCGGCGCCTCTAAT
+CTCCATACTCTTTATCTTTTCCGCAATCTCATAAACTTCCCTAACTATCATGGCTCCCACTTGTATATTG
+GTATTCCCCTATAGGTAATTAACTTCATCCCCTGAGGCACTGGGTCGCCGGTTAGGGGAACTATATAAGC
+TGGAACCTTTACGGCTTTAGAAATTTTTAGTATGTAGTTCATCATTTCAGGCGTTGGTCTAATGGAATAT
+ATCGCCTTAGCTCCCATATATAGGGAAATGTTGGGATTAAAGATATCATCAACTTCCGCGTTTAATCCTG
+AATTCTTAGCATTAACCACGGCATCTTTGTTTATATCAATAGCGAGAACATCAAAGCCAAGCTCCTTTAA
+CCTCTTAGCTATCCTAGTGTAAAATCCTATCCCTACTTCAATGACCTTGCCCTTTTTAACTTCTCTCGCT
+ATAAACTCGGCAACTTCGATCATTTCTTCTCGGAGGCTTGGACCAGAATTATATCCCCAACTGCAACAAC
+CTTCTCATAGGGAACCCCAACCCTTTCTCCAGGCAGGGCAAGAATAAGCACTCTACCTTCCCTCTCTTTT
+ATGTCGATGACTACCTCGTCCACCTTCCCAACGTACTTCCCCTTGGTGTTGTATATCAGCTTTCCATAAA
+GCTTTGAAAGCTCCATTACCATTTTTATACCCCTCCTTAAGTATGGTTCATCAACTAGCTTAAAAGTCTT
+GGGCCGATCTTATGCAAATTTTTATAAATTACCGACCTTAAATACCCCCTTTGTATGTGGTGAGAGCATG
+GTAGTGTTTAGGATTCCAAGGGGTAGCGCAAAGGTTAAAGTTGAGAGGGCTGACCCTAAAGTGTATTTCC
+AGATATACAATTTACTGTCATTCAGGAAGGATTTTGGAAGGTGGGATAAAGCTGAGAGCCTCTATGACCC
+TTATACGAACACTTTTCCAGTGGGTTTGTTGCCGAGGGTGAAGAAATTTCTCAATTCGAAAGGCTACAGG
+GTTAAAGTTAAGGACGAGAGGGTCATAGATGGCGTCAAGATTAATTCGACGTGGAACGAGAATTATAAGC
+TTAGGAAGTATCAGAAAAAGGCCGTAAAGCTTGCGATAAAGGAAAAAATGGGTGTGCTGGCTTTACCGGT
+AGGAAGCGGTAAAACTGTTGTGGGATTGAGAATAATCCATGAAATTGGGAGGAGCGCTCTCATAATAGTT
+CACACTAAGGAACTCTTGTACCAATGGGCCGACAAAGTGAAGGAAATCCTGGGTATTGAGCCTGGAATAA
+TCGGGGACAATAAGTGGAGTGAAGGAGATATAACGGTTGCCATGATTCAAACCCTCCTTTCTAGAGGAAC
+GGACAAGCTTCAAAATAAGTATGCCATTGTAATGTTCGATGAGTGCCATAGGACATCTGCCGCCGAGAAG
+TTCTATGAGGTTGGTATAAGCCTGCCTCAAGTATATAGGTTTGGTCTCTCCGCAACCCCGTGGAGGAGAC
+TTAGGGGGGAGGAAATGAAAATAGAAGGGGTTGTGGGTCCGATAATATACGAGGTTAAGGCTGAGGACTT
+GATAAATGAAGGATTCTTGGCCAAGCCGAAGTTCGAGGTAATTGAATACAACTCGAAAATGCCTGCCCTC
+GCGGATAAGTACAAGGAGTTGTATGAAGAGGCGATAATGGAGAACGAAGAAAGGAATAAGGCGATAGTTG
+AAAAGGCAATAGAGCTTGCCAACCAGGGACATAGAGTTCTCATAGACGTCAAAAGGATAGACCACGGTGA
+GATCCTGGTTAAGATGTTAAAAGAAAGGGGAGTCAATGCAGAGTTCTTAAGCTCTCAGAGTCCGAATAGG
+TGGGAAATATTAGAGAAGTTTAAGAACGGTGAAATACCGGTTCTCGTTTCCACTTTACTCAAAGAAGGTG
+TCGATATACCAGAGATATCGGCAATAATTCTTGCGGGAGGAGGAAAGAGTGATGTAATGACGATCCAAAC
+TATAGGTAGAGCATTGAGACCAAAGGCTGGAGGAGAGGCTGTTATAGTTGACGTTAAAGATAGCGACCCT
+CTGCTCTTCACGCACTTCATAGAAAGACAAAAAGCCCTGAAGCAATACTATGGGAAGTACTACAACTTAA
+GGCTTTAGCATCTCCCTTACGTACCTCGGCATTTGGAATATCGTTTCGTGATTCTCTGGGTCATAATACT
+TGAGGTTAAGTTTCTTGGCCCTCTCTAGGTCAATCTTTCTAAAGTCTAAGTCTCCTTTAATACCAACTAA
+GAAGGCCCAGGGAGAGGCGTATCCTATAACGGGGAACGAGTATGCATAGACCTTGTCGAAGACCCTGCTC
+ATGTTCTCGTATGCGGTTACAAGCTCATCCGTAAATAGGTAGACGCTACCTGCTTGGGTCACGTAGATTC
+CTGGATCGTTTAATGCTTCATATGCCCTCTCGTAGAATTCCCTACTGAAAAGCATCTTTGCAGGTCCTAC
+TGGGTCGGTGGAGTCAACTATCACAACGTCAAAGCCTGAATTTTCCTTAATGAATTCAACTCCATCCCCA
+ATTATTAGTTTGGCCCTCTTACATTCACCTTTCATCATTTTATCCAATAATCCCCCGTCTATTCCAATGA
+ATTTTATGGCAACCTCGATGACTTCCTCGTCAATCTCAACCATTATGGCCTCTTCAACTTCTTCATGTCT
+TAGAACTTCCCTGATAGTTCCGCCGTCTCCTCCCCCTATCACTAATACCCTCCTGGGATTGGGGTGGGCC
+AACATAACTGGATGCACAAGGGACTCGTGGTAACTCTCTTCTCCCTCGGTAACAAGCTGAACCGTCCCAT
+CTAGGGCTAGCAACCTTCCAAACCCTTCGGTCTCATAAACCTCAATTTTTTGAAACTTAGAATGCCCTTC
+GAATATTTTCTCCTTAACCTTAAATGCGACGCCATATCCTCTAGGATACCACTCTATGAATTCCATAGGG
+ATTCACCTCGCTAAGCTAAAGCATAATTAAAAGTTTTTAAGAATGTCGTGATTATAAAGGTGGAGGGGCT
+ACAATGGAGAGCACGCGACGGATATATGCTTCTCCCTCATACGAGGTTTATGGCCTTTCTAAGAATCCAT
+TCATAGAGCTTGCAAGTGAGGGTATCGAGGATATAGAGTCGATTCACGTTTATCAAGAGGTTGATATGAA
+GATATCATCCCTTGTTTCAGACGTTATAGGTAATAGGAGTTCGCTTACGCTTTCTATAGTAGGGCCCTTG
+GGAATGGGGAAAACTCAAAGGCTCAAGAGCATAGCGAGAGTTATAGAGGAGAAGGGGGGCAAGGTTATCT
+ACCTAAAGGTCGACACAACGGATATCTTGAAAATAACTAGGGATATATTCAGCTCGCTAAAACCCCCTAA
+GAGTAGAACGAACATTTTCATTGAGAACCTCTCGAGGAAGTTGGGTTTCATAACCAGACTTGAAAAGATG
+CTATCATCGGTTGACGAATACAAAAGTAGGGATATAGCCGAGATGTTAACCCAGGAGCTTTCTAAGTATC
+CCTACTCGGCCCTCCTGTTGGATGAGCTCGAGAACATGAGCGGGGCAAGCGAAAGGGAGAAGATACTCTT
+CTTCGAGATGCTCAGGCACTTCATAAGTAATCTCCCACCGGGGTGTATATTCGCATTCGCGTGCATTCCA
+GAGGCTTATGAGGAGTACTCCAAACAGTTTCCAGCCTTCTTTATGAGATTGCACTATGAGTTCAAGCTCA
+GGCCAATGAGCTACCAAGAGGTTATTGAGCTAGTTAAGAAAAGGCTTGCAAAGGTAAGGATAAGGGATAC
+GGCAGATCCCCTTTATCCGTTCACCGAGGATGCGATAAAGTTAATACATGAGCTTGGAAAGGGCAACCCA
+AGGCAGATACTAAGATTACTCAACTACGTTCTCACGGAGGCGGTTAAGCATAAGTTCGACCCAATAAACG
+AGTACGTAGTTACGACGATACTAGAAGAGCCAAAGACACTGGATGAATACTTAGCAAGGATTCCAAGTGA
+ATTTAAGGATTTAGTCAAGGTTATAGTTGAGGAATTCCAGGGTGGCCCGGTTAGTTACATAGAAGTTGCC
+AAGGAGCTTAAGATACCAGGAACCGAGGCGTACGATAAACTCGAGCACCTAGTTAGCTTGGGATTTTTAG
+TGGGCGATCCCAGGGGCAATTATAAGGTTCCCGATTACGTCAGGAAGTTCTTGGAGAAGAGGGAGGAGGA
+ATGAACTACGAGGAACACGTTTTACTTGGCCTAGCTACGTATCCCCTATTTGTGGCATTTGCATTTTTCC
+TCTCAAGGTACCTTCCACTTAAGCTGAGCTTTTTGGCCCTATCTTTGGGGTATGCATTCTACGTTCTAGG
+CAGTGATTTGCCCGATATAGATCATCCTGACTCGTTAATTCATAGGGGCTCAAAGCCATTGTTTTCAGTT
+GCCGTGGGAAGTGTTACAGCGCTTAAGGTTTATCCTTACCTTCCCTACTATCCCATAGTGCTCTCCTGGG
+TTATAGGTGGCGTTGCCTCAATATTGGGCTGGTTCGCATTTACGGCGATGATGCCAAGGCATAGGGGAAT
+AGTGCATTCCCTGCTATTTGCCGGTATATATGGTGTTCTAGCTTTCCTATTGATGAGGTACGGACTATCT
+CTGTCAATGGAGGAATCGCTTTTAGTAGGTTTGGCTTCGTTTTCTGGATACACGCTTCACCTGATAGCGG
+ATAGAAGCGTCAAGCTTCTTTGAGAATGCTTAAAACTATCCCTCCAGCCCCACTTATCATCATCTGGGCT
+CCAATTGCCATTATAAATAGTCCTATTATCCTTATGGTAACGCTGAGTGCCGTCTTGTTTATCCCCCTCA
+TTAGATACAGGGAAAGTAACATTAAGACTGCAGTAATAACTATCGCTATGAAGGTTGCCGTCACCGACAC
+CACTATTCCGTATTCGGCCGTTAACGTTATAGCTGCAGTTATAGCCGCGGGTCCAGCTATTAATGGTGTT
+GCCACGGGAACTGCCGCTAAGGCTAGAATGTTTTTCTCCTTCTTTATCGTTACCATACCTCCACTTTCAA
+GAGCTTCAAGACCTATCTTGAAGAGGACGAATCCTCCAGCTACTCTTAAGGCATCAAGCTCTATGTGGAA
+TATATCTTGGAGAATTATCTTACCAGCAACGGCGAATATCAGGAGTAAGAGAAATCCGATTATGTTTGCC
+CTGATTATTAAGCTTTTAACGTCCTCTATGTGGAAATCTTCCCTTAGAAGACTCACGAGGAGTATCTTAT
+CGCTGGGATCAATCATTATCAGCATTAGCAAGGCTGAACTTAGAATTTCCTGGAGCATGAGTTTCTTCAG
+TTCCCAATAACTTATAAGCTTCACGGTGATATTTCTTTGGGTGGAGACCATGGGGAAGGTTGGCGCGATA
+ATAGGGATAATATTCCTATCCTGGCTCCTTTACTCGGCCTATTTTGTTATGAACTTCTCCCCGACTGTGC
+GAGGGGAATGGGGGCCGATGGAGGGGAATAACGTTGAGATAATATTCCATGTGGACCTTGGTAACCCATC
+TCCAATACCAGTGGCAGTTCAGAGTCTCAACTTATCCTTGGCAGGCGTTGAGATAGGAAGAATTGAGCAG
+GCTAAAATAGGAATATTTGAAAGGTCAACTAACGTCGTTGCAGTTGTAAACTTGGATAAGATTGCTGAGG
+CGTTAGTTAACCACATAAAGGATAAAGAAAACAGTATTGCCGAGATAAACGCAAACATTAAGGTGCTTGG
+TTTTATCCCGATTAAGTATTCAAAGACGATTCCTGTTAAAACTAACATATTGAGCTTTCTTCAGAATGTA
+ACGGCGGAGCCCAGGGTTTATAGTCTTGGTATGATCCCCTTTAAGACCCCAGGAATAGAGGGGATATACG
+CAAGGTGGGGTAAAGTTTCGACTAAAGAAATTGAACTAGTTGGGACGATAAAACTCTACAATCCAAATTC
+TTTCCCTATTCCTGTAACGAATTTGAAAGCTGATATGTACATGAACAACATCAAAATAGGCGAAGGAAGG
+ACATTGAAGGGAACTATACTTCAGCCGAATTCTAGGGGAACAGTTGATGTTGCCTTAACCTTTGATGTTG
+AAAAACTCAAGGAGGCTTTTAAGGAACATATAAGGAATGGTGAGCGGAGCACGGTTAAGGTGGATATAGA
+GCTCGTGGTTGAGGTTGGGGGCGCTGAATATGAGGTGCCCATAAAGGACATTGAGACTACCTTTGAAACT
+AACATTCTTAGTGGCATAAAATTTGCTTAATTCTTTCCTTATTTGTTTATATTTTAAGCATTGTCTTGTT
+CAAACATCTTTGGTGTGCAAAAATTTTTCATTATGGGGGATCTGGCCTATTGGGTGGAGCCCCCGAATAA
+GGGGGCGAAAGCCCAGGGGTCAAGACGGCGGCGTCGGGGGGATTGGGGGCAAAGCCCCCGGCATGAACCC
+CGCCCTCCTCCCCTGGGTATAGAAAGATGCGCTCCCGAGGAAAACCCCCGAATTGGGGGGACCCCTCGGG
+AGTAAGGCAGGCCCGGCACCCCGGTCAAACCCCCGGACGGGGAATTTGGTACTCCCCCGCGTGGGGAGTT
+CCACCGGCCGTACTCCCTTAATTCCGGTTGATCCTGCCGGAGGCCACTGCTATGGGGGTCCGACTAAGCC
+ATGCGAGTCAAGGGGGCGTCCCTTCTGGGACGCCACCGGCGGACGGCTCAGTAACACGTCGGTAACCTAC
+CCTCGGGAGGGGGATAACCCCGGGAAACTGGGGCTAATCCCCCATAGGCCTGGGGTACTGGAAGGTCCCC
+AGGCCGAAAGGGAGCCGTAAGGCTCCGCCCGAGGATGGGCCGGCGGCCGATTAGGTAGTTGGTGGGGTAA
+CGGCCCACCAAGCCGAAGATCGGTACGGGCCGTGAGAGCGGGAGCCCGGAGATGGACACTGAGACACGGG
+TCCAGGCCCTACGGGGCGCAGCAGGCGCGAAACCTCCGCAATGCGGGAAACCGCGACGGGGGGACCCCCA
+GTGCCGTGCCTCTGGCACGGCTTTTCCGGAGTGTAAAAAGCTCCGGGAATAAGGGCTGGGCAAGGCCGGT
+GGCAGCCGCCGCGGTAATACCGGCGGCCCGAGTGGTGGCCACTATTATTGGGCCTAAAGCGGCCGTAGCC
+GGGCCCGTAAGTCCCTGGCGAAATCCCACGGCTCAACCGTGGGGCTCGCTGGGGATACTGCGGGCCTTGG
+GACCGGGAGAGGCCGGGGGTACCCCCGGGGTAGGGGTGAAATCCTATAATCCCGGGGGGACCGCCAGTGG
+CGAAGGCGCCCGGCTGGAACGGGTCCGACGGTGAGGGCCGAAGGCCAGGGGAGCGAACCGGATTAGATAC
+CCGGGTAGTCCTGGCTGTAAAGGATGCGGGCTAGGTGTCGGGCGAGCTTCGAGCTCGCCCGGTGCCGTAG
+GGAAGCCGTTAAGCCCGCCGCCTGGGGAGTACGGCCGCAAGGCTGAAACTTAAAGGAATTGGCGGGGGAG
+CACTACAAGGGGTGGAGCGTGCGGTTTAATTGGATTCAACGCCGGGAACCTCACCGGGGGCGACGGCAGG
+ATGAAGGCCAGGCTGAAGGTCTTGCCGGACGCGCCGAGAGGAGGTGCATGGCCGCCGTCAGCTCGTACCG
+TGAGGCGTCCACTTAAGTGTGGTAACGAGCGAGACCCGCGCCCCCAGTTGCCAGTCCCTCCCGCTCGGGA
+GGGAGGCACTCTGGGGGGACTGCCGGCGATAAGCCGGAGGAAGGGGCGGGCGACGGTAGGTCAGTATGCC
+CCGAAACCCCCGGGCTACACGCGCGCTACAATGGGCGGGACAATGGGTGCCGACCCCGAAAGGGGGAGGT
+AATCCCCTAAACCCGCCCTCAGTTCGGATCGCGGGCTGCAACTCGCCCGCGTGAAGCTGGAATCCCTAGT
+ACCCGCGCGTCATCATCGCGCGGCGAATACGTCCCTGCTCCTTGCACACACCGCCCGTCACTCCACCCGA
+GCGGGGCCTAGGTGAGGCCCGATCTCCTTCGGGAGGTCGGGTCGAGCCTAGGCTCCGTGAGGGGGGAGAA
+GTCGTAACAAGGTAGCCGTAGGGGAACCTACGGCTCGATCACCTCCTATCGCCGGAAACCCCGTCCGGGG
+GACTAAAGGGGTGCCGGGCCTGCCTATTTCTTGGTGGGCCGGTAGCTCAGCCTGGTATGAGCGCCGCCCT
+TGCAAGGCGGAGGCCCCGGGTTCAAATCCCGGCCGGTCCACCACGAAGAGATGCACGTCCCGAGCCCAGC
+TCGGGACGGAAGGGCCCAAGGCCCCCTAATAGGGGGCGACGATGAGGGCCGTGCATAGGCGGGTGGCCCA
+AGAAGTGCCTGGCCCCTCCGGTAGGGGGTCAGGACACTAAGCCGCCCGGTGGATGGCTCGGCTCGGGGCG
+CCGACGAAGGGCGTGGCAAGCTGCGATAAGCCCCGGCGAGGCGCAGGCAGCCGTCGAACCGGGGATTCCC
+GAATGGGACCTCCCGCGGCTTATGCCGCACTCCGGGGCATAAGCCCCGGAGGGGGAACGCGGGGAATTGA
+AACATCTTAGTACCCGCAGGAAAAGAAAGCAAAAGCGATGCCGTGAGTAGGGGCGACCGAAAGCGGCACA
+GGGCAAACTGAACCCCGGGCCGACGAGGTTCGGGGGATGTGGGGTTGTAGGGCCCCCGTATGAGACCCTC
+GCGGGTGAAGCCGAAGTCCGCTGGAACGCGGCGCCGGAGAGGGTGATAGCCCCGTAGGCGTAAGCCCGCA
+GGGTCTCGGGGGACCCTGAGTACCGTCGGTTGGATATCCGGCGGGAAGCTGGGAGGCATCGGCTCCCAAC
+CCTAAATACGTCCCGAGACCGATAGCGAACTAGTACCGTGAGGGAAAGCTGAAAAGCACCCCGGGAGGGG
+GGTGAAAAGAGCCTGAAACCGGGCGGCGATAGGAGGGTGCGGCCCGAAAGGAATGAGCCTCCCCGAAGGA
+AACCGCGGCGACGCGGGAGTACGAGGGGAGGGGACCGGGGTTGCACCGTCCGTCTTGAAACACGGGGCAG
+GGAGTTCGCGGCCGTGGCGAGGTTAAGGGGGTTAAGCCCCGTAGCCGTAGGGAAACCGACATGCCCGCAG
+CCGGGCCTCGAGCCCGGTGAGGGGCGGGGTGCGAAAGCGCCCGGAGTCACGGCCGCGAGACCCGAAACCG
+GTCGATCTAGCCCGGGGCAGGGTGAAGTCCCTCAACAGAGGGATGGAGGCCCGCTAGGGGTGCTGATGTG
+CAGTTCGCTCCCGTGACCCCGGGCTAGGGGTGAAAGGCCAATCGAGGCCGGAGATAGCTGGTTCCCGCCG
+AATCATCCCGCAGGATGGCCTCCCCGGAGGTAGGCGGTGGGGTAGAGCACTGATTGGGGGTGCAGGGGGC
+GAAAGCCCCCGGCCCCCTGTCAAACTCCGAACCCACCGCCGCCGTAGATGGGGGGAGTAGGGTGGCGGTG
+TAAGCCGTCCACCGAGAGGGGAACAACCCAGACCGGGGTTAAGGCCCCAAAGTGCCGGCTAAGTGTTACT
+CCAAAGGGTGTCCCGGGCCTTAGACAGCGGGGAGGTAGGCTTAGAAGCAGCCATCCTTTAAAGAGTGCGT
+AACAGCTCACCCGTCGAGGTCCGGGGCCCCGAAAATGGACGGGGCTCAAGCCGGCCGCCGAGACCCCGGC
+GCACGGACCGATTGGTCCGTGATCGGGTAGGCGGGCGTGCCGGTGGCGTAGAAGCCGGGCCGTAAGGTCC
+GGTGGAGCCGCCGGTATCGCGGATCCTGCCGGGAGTAGCAGCGTAGTCGGGTGAGAATCCCGACCGCCGG
+AGGGGCCAGGGTTCCACAGGCAATGGTCGTCAGCCGTGGGTTAGTCGGTCCTAACCCCGCCCGTAACTCG
+GCGCGGGGGAAAGGGAAACGGGTTAATATTCCCGTACCGCGGGGGTAGGTGCGGCAACGCAAGCCCGGAG
+GGTGACGCCTCGGGGTAGGCGGACCGGCCGATGAGGCCGGCTAAGCGTATAAGCCCGGGGAGTGCCGTAA
+TGGCGAGAACCGGGTGAAAGCGCGAATGGCCCCCCGTTAGGGGGGTTCCGCCGATCCCTGGGGCCCGTGA
+AAAGCCCTCCGGGAATTCCGATCCCCCGCGACCGTACCGAGAACCGACACAGGTGCCCCTGGGTGAGAAG
+CCTAAGGCGTGTCGGGGGAAACCCGGCCGAGGGAACTCGGCAAACTGGCCCCGTAACTTCGGGAGAAGGG
+GTGCCTGCGGGTGCGTAACCCGCAGGTCGCAGTGACTAGGGGGGCCCGACTGTTTAATAAAAACACAGGT
+CCCAGCTAGCCCGAAAGGGTTTGTACTGGGGCCGACGCCTGCCCAGTGCCGGTATGTGAAGCCCGGGTAC
+AACCGGGTGAAGCACCGGTAAACGGCGGGGGTAACTATAACCCTCTTAAGGTAGCGAAATTCCTTGTCGG
+TTAAATGCCGACCTGCATGAATGGCGTAACGAGGTCCCCGCTGTCCCCGGCCGGGGCCCGGCGAAACCTC
+TGCCTGGCGCGCATGCCAGGGACCCCCGGTGGGAAGCGAAGACCCCATGGAGCTTTACTGCAGCCTGCCG
+TTGCCACGCGGCGAGGGGTGCGCAGCGTAGGCGGGAGGCGTCGAAGCCCGGCCTCCGGGTCGGGTGGAGC
+CGTCCATGAGACACCGCCCACTCCTCGCCGCGTGGCTAACCCCCGAAAGGGGGGACAGCGGTAGGTGGGC
+AGTTTGGCTGGGGCGGCACGCCCCCGAAAAGGTATCGGGGGCGCCCTAAGGTCGGCTCAGGCGGGTCAGG
+AATCCGCCGTAGAGTGCAAGGGCAAAAGCCGGCCTGACTGGACCCGTAACAGAGGCGGGTCCAGCCCCGA
+AAGGGTGGCCTAGCGAACCCCTGTGCCTCCCCGGTGGGGGCCAGGGATGACAGAAAAGCTACCCTGGGGA
+TAACAGAGTCGTCTCGGGCGAGAGCCCATATCGACCCCGAGGCTTGCTACCTCGCTGTCGGCTCTTCCCA
+TCCTGGCCCTGCAGCAGGGGCCAAGGGTGGGGGTGTTCACCCATTAAAGGGGAACGTGAGCTGGGTTTAG
+ACCGTCGTGAGACAGGTCGGATGCTATCTACCGGGGGTGTTGGCCGCCTGAGGGGAAGGTGCCCTTAGTA
+CGAGAGGAACAGGGCGCCGCGGCCTCTGGTCTACCGGTTGTCCTCCCGGGCATCGCCGGGCAGCTACGCC
+GCAGCCGATAAGGCCTGAAGGCATCTAAGGCCGAAGCGGCCCCCGAAAATAGGCGGCCGTTCCCTGGCGT
+TGGGCTTGGGCGACCGGCCCGTTAGCCAGGGACGAGGGCTCGGGTAGAAGACCCGGTTGATGGGGCGGGG
+ATGTAAGCGGGAAGGGTCAACCGACCCGCTTAGTCTGCCGCCCCCAATCGCCCGAGGTCCTGTCCCCCGA
+AGGAGGGGCCAGGCACTTGACAGGCCACCCGCCTATGCACGGCCCTCGAAAGTGTTAAATAAACTCTTCT
+TGAGATTTAAATCTCGGTGATCATATGGGGATTCTCGAGAAACTTCAAAGTTTTCCACCAAGATATGGCC
+CAGAGTGGGGAAGCGGAGGAATTTTTGGATTAAAGTATCACAGAGAGACCCTATACTTTACGCTCGCATT
+TGAAGGAGAGGCTCACTTCATAACATCCGATTCTCACCAAGTCTACGAATTCCAACTTGTGGGGCCAAGG
+CCAACCTCGGGAGGCGATACCTATAACGCGGTAGAGACCGTTGACGAGTTCATATACTTTGGAGGCTGGG
+TTCACGCTCCAGCGAAGTTCAGGGGAAAGAGGGAAGGCAAAGCGACAATTGACTTTTCCAATAAGTATTC
+CCACGTCCACGAGTACGATACATCAACAGGAAGAATCAGACTTGTGTGGAAAGAATCCCTGCATCATCCA
+GAGAAGTGGGTCGGGGAGGTCAGCGAGATAATATACAACCCCTACACCGACGAGTTACTGCTGGCGAGGG
+AGGATGGCCACGAAAACCTTGGAGTATATTCATTGGATAGAAGGAGGGGTGGGCTGAGGAGATTACTCAG
+CAAGCCCAGTCCAAAGGGAACTCAAGTTCATGACGTTGCCTTCTTTGGCGTGGGGAAAAACTATACCAAG
+GGATTGGAAGGCATATACGCCCTTGACATGGTAACCGAGAAGTGGGATGAGTTTAAGCTTTCTGGCAGTA
+TAGATGGTGAAGGTTACGTTGAACCTCACCTTGGAGCCATGGCTTCAGTCAACAATAGGGCATTTGCCTT
+TGTTAGGGGAGGAGTTTTCGTTGGGAATCCATACAATGGGGAGGAGTTTAGGTTCGTTAGACTATTCGAT
+TTTCCAACCTTCTACGCCCCCTTTAGGGTCAACGCTCTGAACTTCGGTGGTGGTATTATTATAGCGTTCA
+ACTCCCACCACGATGCTTATTACAAACCAAGAACCGAGGAAGAGAAACTCTATCACAGGTTTACTAACAC
+GATAGTTGGCCCTAGCGTTCTAGTTTACATAGCACCTCCGCTGGTTAAGATAGTAGGAACATTTGGAGCG
+AGGGTCACTTCGATAGAGAACGCTGGAGATAAATTGCTAGTCGCAACAAATACCACCCCCAACACAGGTG
+CCCTAGATGCGACGCCCTTCGATACCGGTTATAGGAATATTCTAGTGTTTGATCACGAGATAATCAATAT
+CAATAATTCTCCCCCGGTTAGGTTCTCCGTTCCGCTGATAAGGAACATTTTTGGGGGAATACCGCTGGAT
+GGTTATAAGGAGCCCAGGATTATTCTCAAACTATCCCAGGATGCCAAGTTAATAGTTCACGAATACGACT
+TGGCCCTTCCCTTGGAGGAATCCGATGCCGATAGCTTCGACGTGAGGAGGGGAAGAGACGTTATTGACCT
+CTCTGCGTTTTCGGGGATAGTTTCGTTTAAGCTGGAAGGCGACGCTAATGGGAAGGCGATAATAGAGCTG
+AGGTGATTAATTTGGATCTGTTAATAATAAAGGATAGGCGAATAGACTACGATGGCTCTGCCATTAGGAG
+CCACTGGGCATATAGAAATTTCGGCATTCTTGGAGATTCATTGGTGGTTTTTAGGGGTAGATGTGATGTC
+AAGGTAGAGGAGATGGTGGACATAGAGGATCTTAGGCTTAAGAAGGAGATAAAGGGAGATGATATGATTC
+ATTACATCGCTGAAATCTTTTGGCATCCCGATGTTCTCTTGGCCTCTTCGCTCCAAAAGCTTTTCATCGC
+AAGGCTGGTAGAGATCCTTAGGGATCTTGGCGTTGATGCTGAGAGAGAGGGGGACGACATTTACGTTGAG
+GGAAGAAAGCTGAGCATATCTATAGCCACGGTGTCCCCGGTTAGCCTCAAGATTCACATAGGGATAAACG
+TTTCAACTTCAGGGGTTCCCAGGGAAGTTAACGCTATAGGCCTTGACGAGCTCGGTGTAGATGCTCTCGA
+GTTCATGGAAAGGAGTGGAAGGGAGCTAGTTGAGGAATACGAGAAAGTTAGGAAGGACTCCATGAAGGTT
+AGGTGGGTGACCTAACTTACTCAACTTAACTTAAACACTTAAAAGTTTCATTTTCCACGGAAGGGAGGTG
+GTTATCGTGGTTCATTGGGCCGATTACGTGGCGGATAAAATAATCAGGGAAAGGGGAGAGAAAGATAGGT
+ACGTCGTTGAGAGCGGAATAACGCCAAGTGGATACGTTCATGTTGGAAATTTCAGGGAGCTATTCACGGC
+GTACATAGTTGGCCATGCCCTGAGGGATAAGGGGTACGAGGTAAGACACATTCACATGTGGGACGACTAC
+GACAGGTTCAGAAAGGTTCCCAGGAACGTTCCTCCGGAGTGGAAGGAGTACTTGGGAATGCCTGTGAGCG
+AAGTCCCAGATCCCTGGGGATGCCACGATAGCTATGCCGAGCACTTCATGGAGAAGTTTGAGAGGGAAGT
+TAAAGAGCTGGGAATAGAGGTCGAATTCCTGTACGCGAGTGAACTCTACAAGAGGGGGGAGTACTCTGAG
+GAGATAAGGAAGGCCTTCGAGGGTAAGGAGAAAATCATGGAGATACTGAACAAGTACAGGGAGATAGCCA
+AACAGCCTCCTCTCCCGGAAAACTGGTGGCCCGCGATGGTTTATTGTCCAGAGCACAGGAAGGAAGCCGA
+GATAATAGAATGGGACGGGGAATGGAAGGTCAAATATAGATGCCCAGAGGGTCATGAGGGATGGGTTGAC
+ATAAGGAGCGGTAACGTTAAGCTTAGATGGCGCGTTGATTGGCCAATGCGTTGGGCTCACTTTGATGTTG
+ACTTTGAGCCTGCTGGTAAGGATCACTTAGCGGCAGGTTCAAGCTACGATACTGGAAAGGAAATAATAAA
+GGCAATTTACGGAAAGGAGGCTCCAATGAGCCTTATGTACGAGTTCGTTGGGATAAAGGGAGAGAAGGGA
+AAAATGTCCGGAAGCAAGGGGAATGTAATTCTTCTCAGCGACCTTTACGAGGTTCTCGAGCCCGGCCTCG
+TGAGGTTCATATACGCGAGGCACAGGCCGAACAAGGAGATAAGGATAGACTTGGGCATGGGGTTACTGAA
+CCTTTACGACGAATTTGACAAGGTTGAGAGGATATACTTTGGGGTTGAAGATGCTAAGGGGGATGTTGAA
+GAGCTTAAGAGAACCTATGAACTTTCAAACCCCAGGATACCTAATAGGCTAATAGCCCAGGCACCCTTTA
+GATTCTTGGCCGTCCTAGTTCAGATGCCCCACTTGGATGAGGATGGAATAATAAGCGTTCTGACAAATCA
+AGGGCACGTCCCTAAGGAACTCGAAAGGGAAGATATCGAGAGGATAAGGCTAAGGATAAGATTGGCTAAG
+AATTGGGTCGAAAAGTACGCTCCAGATAGCGTGAAGTTCTCGATTTTGCCCGAGCCTCCGAAGATTGAAA
+TCGATGAAAGCGTTAGAGAAGCTATGGAGGAAGTTGCCAAGTGGATAGAGAGCAAATCCACCTTCAGCGT
+CGACGAGCTTAACAACGTTCTGTTCGAGGTAGCAAAGAAGAGGGGCATTTCAAGCAAGGAGTGGTTCTCA
+ACGCTTTACAAGCTATTCATCGGTAAGGAAAGGGGGCCTAGATTGGCCAGTTTCTTGGCATCCCTAGACA
+AAGACTTCGTTGTAAGGAGGCTCAGGCTAGAGGGATAAGCCATGATTAGCATCTCAGGTGTTAACATTGA
+TTTCAGGGGAGAGCTTGATGATGGTTTTGAAGAAGCGTTCCTGGGGACGTTCCCGAGAAGGTACCTTCCG
+GATGTTAGCCAATCTAAAGGAGGGGCTCATGTCGTAATAGACAGGTTTAAGGGGAACAAGTTTAGGGTGT
+TCAGCGTTTCTTACGGGAAAGTCGATGAATACAAAATAGAGTCTCCAGTGCCCTCTGCTTACTTAAATGA
+ATCCCCCGTATTTTTCCTCCTTCAAGTTGCCGCTAGGGCTGGGGCAAAAATCAATAGAACTTTTATCACA
+GATTCCGTGGCGTTGGAAGTTGATGGGCGGGGAATACTATTCCTTGGGTATCCTCACAGCGGAAAGAGCA
+CAATATCAGCGCTTGCCTTGGCCAATAACCTTAACCTACTAAGCACCGAGAACACCGTTGTCGAGGCCAG
+GGAAGATGGAATCTACGTGGTCGGCGGAACGAGCGTTCTAGTTTACGATCCAAGGGTCGAGGAGATATAC
+AACGTTAGTGTTCCCTACACGGATTTTACGAGGAGTGGATATAGGATAGTTGAGGTGAACTCTGAGAGGA
+GGAGTAAATCCCTGGAGAAGGGCGTGAAAGTTGAGTTGATAGTAGTTCTCCATACTGCCTTTAATTTCCC
+AGGAGCTAGCTTCTCTCCGGTAACCGGGAGGAAGATCAAGAAAACGCTCTGGTACTTTGCAACCTCCCTC
+CTTAAGGGGATGGATTACTATGAACCAGGCCCCCTCGACCTTCCAATAACAGAGGAGATAATGGCTAACC
+TGAATAACCTACTTTCGAAGGCTTCATCGGTTAGAATCGTCGAAGCCTTTGGGAACCATAAGGATGTGTT
+ACTTAGGAGTATAAACGATGAAATATGAATAATTGCCGACTTTTTCCTGGGCCTCCTTGTTGAAGTATAG
+CTTAGCTAGCAACTCCACCCCGGTCTTTCCCCACACGTTGAACCTTACCCTAAAACTGTTCTCCTCACTC
+TTGAACTCTATAACTACCGTTTTCTCTTCTTGGTCTGGGATTATCTTGTTTATCCAGTACTTTTCCCCGA
+CGACCAAGCTCTCCCTTAACCTTGGAAGGAGTTCCCTCATGTCCGTGAAGTAAATTATGAACTTTCCCGT
+AGGCTTGAGAACCCTCTTAACCTCTTTAAACACCTGGTTCAGCTCTAGAGGTGAAAAGTGGACGAGGCTG
+TCGATGAATATCACGTAGTCGAAGTTATTATCTTCAAATGGTAGCTTTTTGGCATCCCCAATTATGAATT
+CGACGTTAGAAGATTTCTCTTTAGCGTACATCTTGGCTTTACTTATCATCTCCTCGCTTATGTCCAATCC
+AACGACTTCAAATCCGTAATCTTCAAGCAAGAATGAGAACCCTCCGACCCCGCATGCCAGGTCGAGAACC
+TTACCTCTCCTCTTCATGTACTTCATTAGTAAGGGTTCAAGGTTCTCGAGCCTGTCTCTATATTCCTGGG
+AGTTTATATCTGTGTACGTTGGAAAGGCCCTATAGTATTCGGCAAATCCCATGTTAGATTTTTCACTCTT
+CAAGCCTTTAAAGGATTTGGATTCATATTGAACTTGGTGGTTGAGATGGTAAGGATAAGGGCCCCGGCTC
+ATCTTCACACTGGGAACCCCGACTTAAGCGGGGATATGGGAAGGTTATTTGGAACGTTGGGCTTTGCAAT
+TGATTTCCCGTACCTTGAGATCACCGTAAAAAGGGCAGAGGGAAACAAGGATAAGGCAAACGATAAGGAT
+GCCCTCGTTTTTCTAAAGAGGCTTAGGGAAAGTTATGATTTTCCGCCAGTGGAAGTGGAGATACTGCATT
+ACATCCCGAAGTGGGTTGGTGTTGGCTTTCACACCACTTTAGCACTAACCCTCGGCTTGGGCGTGAGTAA
+GCTCTATTCACTAAACTTAAGCTTGGAAGACATTGCTTTAGCGGTTAGAAGGGGATTAATAACCGCCCTC
+GGCTTCTACGCTGTTAAGGTTGGTGGGTTCATAGTTGAGGGTGGCTTTCCAGTAAACAGGAGGGAGAAGG
+TAGTTCCACCTCTCATATTCAGGGGTGAAGTTCCTGGGGATTGGTTCTTCGTAGTTGCAATACCTGAAAC
+GCCGAGGAAGAAGCTTGAAGAAGTTAGGAAGGTTGAAGATAACATATTAGAGAACCTTAAGAAGATGCCG
+CCCGAATTGGCCGATAGGTTGTCCAGGATAGTCTTGATGAAAATCCTCCCGGCCTTTGTTGAACGCGATA
+TAAAAACGTTCGGAGAAGGACTTTATCAGTTTAATCACTTGCTCGGACAGTTCTGGAGTGATTACCAGGA
+GAACGTTTACTGCTGTGACATAGTGAACGAGGGAATAAAACTAATGTTGGAGGACGCTTACTGTGCCTGC
+CAGACGAGCTGGGGGCCAACCTTTTACGGAATAGTGGATAGCCTTTCCAGGGCCGAGAACGTTAGGGATA
+AGATAAAAAGATTCTTGGAAGAGAATGGTGATGGGGGAGAGGTTTTCGTAACTAAGGCCAACAATAGGGG
+AGCGGTGGTGTTGGATGGTTAAGGCGATAGGTATAGACTCGGGAACTAAGAGCATGGACATATTCGGGTT
+TGACGATGAGAGCGGAGAAATCATAGTCGATGTCGCGGTTGATAGGAACGAGGTTACCAAGAACCCTAGG
+ATAATAATCGACATCCTTAGGGAAGTTCAAAGGGAGCATGGGAAGATAGATGCTATAGTCGGCCCTTCAG
+GGTATGGAATTCCCCTTAAGCCTGCAAGGGAAGCTACAGATGAAGAAATAGCACTTGCAACTTTCATCAC
+GAAGAGCGACGTTGAGAGGAGGCTCAAGATAGTTGGTTTAAGGGAATTGATGGTCCTCATGAGGGAAGCT
+GAAGACCTGAACATCTACTTTACCCCAGGAGTTATTCACCTCCCAACTGTTCCGGAGTGGAGGAAGGCAA
+ACAGAATAGACCTGGGAACTTCAGATAAGATATTCACGGTCGCCCTCTCAATATTGAGACATGCGGAGAA
+GGAAGGAGTGCCTTATGAAAAGGTTAACCTTATAGCCGTTGAAATAGGGTTTGCCTACACCTCTGCCATG
+GCGGTTAAAGGAGGGCAGATAGTTGATGGCATGGCCGGAACCGCCGGATTCACAGGTTACCTTGGCATGG
+GCTTCATGGATTCTGAACTCGCCTATGCCCTCGCAAACACCCTTGAGGATTTCAGCAAGTTAAAGCTCTT
+TGAGGGTGGTGCCGCTTACATAGCTGGAATAGACCCCTTCAAGGTGTCCCCCGAGGAATTCGTTAAGCTG
+GCCAAGGAGGACGAGAAGGTTGAGATGGGTTATAGAGCAATGATAGAGGCCATAGTAAAGGACGTGTTCA
+CGCTTCTCCCTTCAACTGAACCAGATGCAATATACCTGAGCGGTAGGTTCTCGAGGATTCCTCAGTTCTT
+CAGCGATGTGAAGGAAGCTTTAGAAGATGCATTCTCTCGCTATGGGTTCGGTATTGAGGTTAGGAAGCTT
+GAGAGCAGGGCGAAGGCCAAGGAGGCCGCTGAGGGAGGGGCAGTAATAGCTAATGGAATTGCCGGGGGTA
+AGTATAAGGAGCTCGTTGATGTCATGAAGTTGAGGGAGAGCTCTGGAAAGATATTCGATTGGGTTAAGCT
+CAGCGAAAGGGATAAGCTTAAGGCCTTTGAGAGGCTTGAACTTTAGGGGGATATGAAATGGAGTTCAACT
+TAATAATAGCCGGAGTCGGAGGTCAAGGTGGCCTCACGCTTTCAAGGATAATAGGAAACGCGGCCATGGT
+CGAGGGTTACAGGGTTAGAATAGGGGAAACCCTGGGAATGAGCCAGCGTTATGGGAGCGTGCTGAGTTAC
+CTCCGCTTCGGGGATGAAATATATTCCCCACTCATCGAAGAGGGAAAGGCAAATCTAATGCTAGCGTTAG
+AGCCAGTTGAAGCCCTTAGGAATGCAAGATTCTTGGGCAGGGAAAGTTACGCAATAATAAATGCTTATCC
+TATACACACCGCCACAACGCTCGTTGGGAAGGAGAGGTATCCTGGGCTTGATGAGATTAAGGAGGCGATC
+TCGAGGATATGCAACGTTGACATGAGGAACTTCCAAGGGGAGGCCGACAAGATAAATCCGAGGACGCTTG
+GAGTTCTAATGACTGGCTACGCTTGGAAAAAGGGATTGTTGCCACTCAAAAAGGAAAGCCTCATTGAGGG
+GATAAAGCTAACCCTTAGGGAAAAGCTGTGGGAGATGAACTTCAGGGCCTTTGAAAGGGGAGTTGAGCTT
+GCCTCTCTTTAATTATGTTTTATGAAGAACGCATAAAACATTGCCGTTGCAAATATGTAAAGGATTGCCG
+TTGCGTAGAATGGGTATGATAGGGAGACTGCAAACAGTAAACCTCCAATGTAGTTTCCTGCTCCCCTCAT
+GAACGTTGAGAACGCTCTCCTAATTCCAGCTGCAGTTGCTTTCTCCTCCGTGGAGAAGAAGCCCATCATG
+AACGAGTCATTGACGGGCCAAACTATGTTCATGAGGATTGACCTTATCACGTAGACTATCGAGGCTAAGA
+TGAAGGTGGGTATCGAGGGGAATATTAAGAATAGCAGTGCCGCGCTCCACTGGAAGTACGTTATGACTTT
+AACTGCCCCAATCTTCCTTACCAGCTCTGGCAGGATGAAGGAGCCTAGTCCCATAACTAACTGCTGACCA
+AAGAACACCCAGCTTATCTCCTTTATATCCCTTCCAAACCTGAGGTTGAAGTAGATGCTCATATAAGGTA
+TAGTTATTCCTGCACCGAGCCCTATTATTGCGCTCGGCAGGGAGAACTTAAGGATCCTAACTATTAAGTC
+CTTCCTCCATTTTATCCTGCTCTCCTTAACTGGAACGTCCTTCACAAGCATGAGTGCTGGGATAACTACT
+AGGAACTGGAGGAGTGCCAGTGCTATAACTAATCTGTAAGCTATCTCCTTCCTATAGCCGAGGCTTATCA
+AGTAGCCTGGGGCGTATCCTGCAACTAAAACGCCAATGGCATTCATGAGGGTTCCCAAACCGAATGAGTA
+TGAGAATATCCTATGCCTCTCCTCCTCGCTCTTCACCTTCTCACTTAAGAGGGCCGAGTAGTTGGGATCC
+CTTAACCCCATGTTAATGCCGACGAGGAAGAAGCCTAAGATGAGGATGTAGAAGTTATACCCGATTACTT
+GCAAAATCCTCCCAAGAAGCCCAAGGAGTGCGGCTAAAATGAGAGTTCTCTTGTAGCCAATTCTAAGTGA
+AATTTGACCGGCTAAAAGAAAGCTCAAACCCCCTATGAAGGTTTGAACTGAAAAGAGGACTCCCATCTTG
+TCCATTCCATATCCCAAAACTTTCAAGTAGAACGGCATCACGAACCATGAGAACTGGAGGAATAGCTGAC
+CAACTGCGTTGGCAATTACTAGCACTTTCGCGTCCCTTTCCATGTTTGCTCATGGATGTCATAACGTTTA
+TAAGATTATCTTAGTGGGTGTTTATCAGTCTATTTTCATCTAAATATCCTGGGGGACTGTCTATGGAATT
+CAGGAAAATTCAATTTACGGGTAGGAGCTCTTATATAGTTTCCCTTCCAAAAGCGTGGATAAAGGAGCAC
+GGGCTTAAGAGGGGCGATACAGTTTCCTTAGTTCTCAACCCAGATGGGAGCATAACGATCTTCCCAGGGA
+AATACAGGGAGCGTCAGCTTAGTAGGAAGCTCAAGATAACCCGGGATTACTCTCCTGACATGGCAATAAG
+GCTCGTAATATCGGCTTACATTCAAGGGTACGACACGATAGAGATAGAGCTCGAAGAAGAAATGCCCCTG
+TACAAGGTGGCAATAAGGAAAACCCTCCAGAGCCTTCCTGGGGTTGAAATAGTATTTGAGGAGCAGCAGA
+GAATAGTCGCTAAAAGCCTGCTTGATGAGGAGGAGATAAACCTTGTTGAGCTCTTGAAGAGGATGAGCGC
+TATAGTTACTTCCATGTTCAGCGACCTTGAGCTTATAATTCAGGGGCAAAACGGGGAAGTCCTTAGGGAT
+ATAAAGGATCTAGAAAATGAGCTAGACAGGTTCTACTTCCTGATAATGAGGGCCGTTAATAGGTTACTCT
+CAAAGAGGGGAGTTACGGAGGAGAGTGGCCTATTCAAGAAGCCTTTCGATTTGATAGGAATTCTGCTAAT
+AGCGAGGAACGTTGAAAGGATTGGGGATCACATAATAAGGATAGCCGAAAATCCAGATTATATCGACGTT
+AAATACCTCTTAGAAAAGTTCCACGAGATGATGGCTCAAGTGGAGGCGATGGATCTTTACAAGGTCGATA
+AGTTAATGATGGAGCTTGGGGAGAGGGCCAAGAACACGGACTACAGGAAGTCAATATCGATGGACAGTTA
+CAGGAGGATCCTCGAGTACCTCGAGAACATCGGTGAGGTAATAATAAATATGGCCATCGGATGAGCATTT
+CCACAATTTTTTTAACCTTTCGACAATCCTTTACCTTTGGGGTTCAAGATGGTGGCTATTATCGTTCATG
+GTGGAGCTGGAACAATACGTAAGGAGGAGAGAATTCCAAAGGTTCTTGAGGGAGTTAGAGAGGCAGTTTT
+AGCTGGGTGGAAGGAGTTAAAGAAAGGATCAGCTTTGGATGCCGTTGAAGAGGCCATAAAGGTTCTCGAA
+GATAACCCAATTTTCAACGCGGGAACCGGAAGCGTCTTGACGATAGATGGCAAGGTTGAGATGGATGCTG
+CAATAATGCGTGGTAAAACCTTGGAAGCTGGTGCAGTCGCTGGAATCTGGGGGGTTAAGAATCCAATAAG
+CGTTGCGAGAAAAGTGATGGAGAAGACGGATCACGTTCTTCTAGTTGGAGAAGGTGCAGTAAAGTTCGCG
+AGGATAATGGGCTTTCCCGAATACGATCCAACAACTGAAGAAAGAAGGAAGCAGTGGCAGGAGTTGAAGG
+AGAAGCTAATGAAAGGCGAAGTTAGACATTGGAAAAAGCTCGGTGAACTCATAAAGGAGCATCCAGAGGT
+TCTAAGGAGCACTGTTGGTGCGGTTGCCTTTGATGGAGAGGAAGTCGTCGCTGGAACTTCAACGGGAGGA
+GTTTTCCTTAAGATGTTTGGAAGGGTTGGAGATACCCCCATAATAGGGGCCGGAACTTATGCAAACGAAG
+TTGCTGGCGCATCTTGCACTGGGCTTGGGGAGGTTGCCATAAAGCTAGCCCTGGCTAAAACTGCCACAGA
+CTTCGTTAGGCTTGGCTTAGATGCTCAGGCGGCCAGTGAAGCTGCCATAGAGCTTGCCACAAAGCACTTT
+GGCAAGGATACAATGGGGATAATAATGGTTGATTCTAGGGGAAACGTAGGCTTCGCGAAGAACACCAAGC
+ATATGAGCTATGCATTCATGAAGGAGGGCATGAACGAGCCGGAGGCTGGTGTTTAGTGCTAAAAAATTTG
+TGGTTCCTAAACTTCTCCACGTTCTTCTTCTTCTTGGGTATAAGTATATTGAATCCCCTGATATCTCCAT
+ATGCCATAACCTTAGGAGCGAAGCCGTTTTTAGTTGGTGTAGTAGCTGGAGTTGCTAGCGGAATTTCACT
+GTTCTCTAAGCTCATCGGCGGTTACATTGGGGACAAGGGTTATAGATTCCATGCCATGTTCCTCGGTAAT
+GTACTTGGAATATTTTCGGGTTTACTTTACATCGCTTCAGCCTTATCCGGAAGCATAATGGTTTTTGCAT
+TAGGTAGGGCAGTTCATGGATTCGCGATGGGAATATTCTTCCCTTCCTCGCTCTCATCAGCCGTTGATTT
+GGCACCTAAGGGTAGGGTAGGAGAAGCGCTGGGATGGAGGGGGATGATGTTTTCCCTGGGCAACATAGTT
+GGACCCGCCATAGGTGGTTTCATCTCCGACAAGTTTGGCTTTGGAATGGCCTTCTTCTCTTCAATAGTTT
+TCTCGGTTCTTGGAGCAATTTTCGTCTTGCTCGTTTGGAGGGAAGTCGGGGAGATTAAGGTTGATAAGCA
+CGAGGAGCATAGCGGATACAGGGAGCTTTTAAAGCCTTTTTTCATCTCCGCATGTCTTAGCCTGTTCTTC
+ATATCGATGGCCTATTCTGGAGTTGTAACTTTCCTTCCAGCACTTTACAAGGTGTCGGGCTTAGGACAGA
+GCGTGTTCGGTCTCTACATGATGATAATGGGTTTGGCCAGCTTCTTCATGAGGGTCGTTGGGGGTAGGAG
+TGCCGATAAGTTGGGCCCAATTCCAGTGATAAGGGTTGGAGTCTCTGGGATATTCCTTGCGTATCTCCTA
+CTATTAAAATTCAAGTTCCCTCCAAACTCTTACATCTCCGCGGCAATCTCTGGAGCTGGCTTTGGATTAT
+CTTTGCCGGCCCTTCAATATATGGCCCTGGCAAAATTGCCCGGGAAAATTAGAACCATGGGTTCCAGCAT
+TTACACAATGTTCTTCGACCTTGGCATGTTAAGTGGTCAAGTGGGCCTAGGCTTGGTGGCCCAGGTTAGG
+GGATACGAGGGTGTATTCCCGGTTATTTCAATTCTTCCGTTAATTTCAATAGCAATGGCTCACATTCCAT
+TGTTGTGGGGGAGGAATGATGAGGGTTAGACTATCGTATGGAACTGCAGTTAGCATGGGTCTCATAAGGG
+CCAAGCTCCTGGCGAGACCGACTACGGCTTACCTAATGACGTACTATGAGGGAAGGTGCATTAACGATTG
+TAAGTTCTGTGCGCAGGCCAGGTCTAGTAGAGCTAATCTTGAGATGCTCTCGAGGGTCGTGTGGCCTGCC
+TTCGAGCTTGAAACCGTTTTGAAGAACTTCAGCAAGGGCAACTTCAAGAGGATATGTCTCCAGACGATAG
+ATTATCCAAATATGCTTAGTGATGTGTTTTCCCTTCTGGAGGAGTTGAGCAAGTTAAACGTCCCAATTTC
+CCTCTCAATAACCCCTGTCCCCAGGAGCGAGTTAGAGGAATTCTCGACGCTTGGAGTTGACTACATTGGA
+GTTGGATTAGATGCAGCGAGCGAGAGGGTTTACAAAGATGTTAAAATTTCAAGGTACTCCTGGGATGACA
+TGTGGAAGTTCTTCGACGATGTTCTCTCGGTTTTCGGAAAGGGAAGGGCAGTTGTGCATCTAATAGTTGG
+ATTGGGGGAGACTGACAAAGAAATTGTGGAAACTATTGGTGAAGTATACAAAAAGGGAGGCATAGTTTCC
+CTATTCGCGTTCACCCCTATTAAGGGAACCCAGATGGAGAACTTCTCTCCCCCTCCACTGGAGCGGTATA
+GGAAGATACAGGTTGCCCATTACCTCATAAAGACTGGCGAGGCAGAGCTAGAGGATTTTGAGTTCGATGA
+GTTTGGTAACCTTATTGGATTGCCAAAGACGGAGGTTCCCCCAATAGCTTACGTAACCCAGGGATGTCCA
+TGGTGCAATAGGCCTTATTATAACGAGAGGCCAGGAAGGGAGCCCTATAATTACCCATCGGTTGAAATGG
+TTAGAAAAAGGAAATAGTTACTCTTCTTCCTCTTCCTCCCCTGCGAGCTCCCTTAACCTATCCACTCCAG
+CTCCGACTGCAATCAACGTGTCACCCTCTTGAATTACCTCGCTACTCTGGGGATCGTATATGTACTTGTT
+CCCCCTCTTTATCGCTATTATCCTGACCCCTATCTTGGAAGGCAGTTTTAACTGCCTAAGGCTCTTTCCT
+ATGAGTATGGATCCTTTCTTGACCTTAACCCTCCCTATCTCTTCGTCAACATCGTGCATGATCTTTCTTA
+TTATCGGATGGGGCTCAACGTCCCTAAGAACTATGTCTGCTATTTCGTAGGCCGAATCGCTAATCTGTTC
+GTTTATGTTGGCCATCTCTATAACGCTTAACATGCTCTCTGGCTCATCTATCTTTTTTGCGGCCTCAAGT
+GCAAGCTTTTTGACCTTGTACGTTAGTTCATCCATCTTCTCTTCGAGTAAATAGACTTCTTCAGCTATCT
+CCTCGCTGTTATACATTACGGAGGAGAGGGCGAGGTCTATCATCAGTGATGAGATGTTTTTCATCTCTAT
+TAGGCAGTTCCTTATCTCCTCAAGCTCTCTCATTTCCCACCACCCTTATGGCCCCCCTCGCTATCTCCTT
+TAAATGCTCTATTGATGTTCTAGTTCCTCTTCCGATGAGTATGTCGCCGGCTCTAATCTTAAAGCTCTCA
+TCTGGCCCGAATATCCACCTCTTTCCCCTTCTAACCGCGATTATCCATACCCCTGTGTTGGTTGCCAAGT
+CTAGTTCGCCCAACGTTCTTCCGACTATCACCGAGTCTGGGGAAACGACTATCCTACCTATTATCTCTTC
+ACCTTCAACTATAGTCTCCTTTATTACTGGATGTAGCTCTATGCCTTCGAGCACCATCTTTGCCAAATCC
+CCAGCTGCGTTCGAGATATCCTCTATTGCGTTGGCCATCTGAATTATCGCTATAACTTGCTCAGCCTCCT
+TAACGTTTCTGGCCGCTAGAACACCGTGTATCATGAGTTGGTAGTTTAGAATATCTATCCTCTCTTCAAG
+CTCCAGGACTTCCTCGGCGATCTCCTTATCCCCAAAGAGAATTGAAGCATATGCGAGATCGACCATAAGC
+TCGACGGTGTCCTTCATCTCTATGAATATTTCCTTAACGCTCTTTGGTTCGTACCTAAACTCTTCAACTT
+CTTCCATCTCCCCTGGCTCCCTCCAAGATTTAAGTTGACCATTTCCATAAAAATCTTCTGAAGGTCTAGG
+TTTTTAACGTCCTGGGTAGTTGATAATATGATGCTTGACGATGTCATTAAGGCGATAGAGCTTGAGAGGA
+GGAAGTTTGAGGAGAGGGCCAATATACTTGAGGAAGTCATTGATAAGAGTAGCTCTTCGATTTCTTCAAA
+GTACGAGGAGTTATTGAGAAAAAGAAGAGCAAGCTTTTTCGTGTATTCAATCCTCATGATTGGACTTCTC
+GTAGTGGAGATTATAGTTTTGCTAATCATCAGGGAGAAATTTAACGTCGGGGGGATTAAGATTTCCTTGA
+TACTATTCTTCCTCTTGGCGATACTAGCCTTTACGTTGCTCGGCTTAATAGCCTCAAGAAGTGAAAGCGA
+GGATTACTCGGTTGAGGACAAGATAACGCTCTATAGAAAGTTGGCAAAGTTCTACTCTAAGCTTAAGGAG
+GCATTGGAAAGGAAAGACTATGAAAAGCTAAGGGAATTGGCCGACGAAGTTCTAAGTGATCCCCTGCTAG
+GGAAGGCCATTGAAATTGGTAACATAGGCAGGCCGGAGGCCGTAGCTTATGCTCTCTATTTGTACTTGAA
+CAGAGATAAAGTTGAAAAGTTTGAAGTGGAAGAGGCCATTAACTTGGTTGAAGGCCCCATGAAGTTGCTC
+CTGAAGGTTGCGTTAGGTGAGGAGGATGAGGATAGAGGTAATCTCAAAGGACGCAATGAATGAACTTTCA
+AGGGTTTTAAGCAAAGCGGGGATAATGAACAGAACTAGGGAAGAGCTTGACTGGGTTGCCGAACATAAAA
+TAAGCCTCAGGAGGAAGCTTAAGGAGTTAAAATCAATTAAAATTGGGGCGGTTAAGGATAGGGCTAGCGA
+ACTTGAGAGCACCCTGAGGTTTCTAATTGAGAAGCTTAAAGATGGAGAAATAACGCTTGACGATATAGGC
+GATGATCCCGAGTTAATAGAGGCCCTTGAATCCCTGGAAAGGGGTGGCTACCTCAAAGTGGAAGACAATA
+GTATAAGGCTCCAGAAAGACGTTGACAGCGTTGAGGATATTGAAGTTGAAGTCTTAATTCCAGTAGAGGA
+AGTCGCTGACTATTTGGAAGAGTTGGAATCCCTCGGGGCCAAGGTAATCACGGAAGTTTTCTTCGTTAAG
+AGGTACTATGTTGAGGTCATGGAGGTTGAGCTGGAGGCGATCCAGAAGGCGCTTGAGATAGCAGAGGAAT
+ATGCCGATGAGGAGGATATCTTGGAATCTTCAATAGCGGGAATTTCTAAGAGCCTTTTATCAAAGGTAAT
+CCTGGAGCTTGTTAAGGATATAAGGAGGAAGAATGAGCTCGTGGAGATGTTGATGAACATGGAACCCATT
+GAGCTCGAGGGGGACAAGGGGTCATTGAGGATATACTTCGAAGAGGATGTCCTGGAGGAGATACTCAAGG
+AGCTTCAAACCCTGGGTTATTTAAAAGTGAAAGGGAACAGGATATGGTTCTACTAGGACTTAGGCAGGTG
+AGGCAAGATCCAGCTTAGGAACCCATCTAGACTCCTGGTTTGAATGTACACATCCCCGTGACCACTGAAT
+TCAAATACCAAACCCTCACCGCTGAAGAGCGTTGCCTTCAATCCCCCGATTTTCCTTATTCTAAAATCGA
+TTCCCTCCGTGAACGCGACCATATGGCCAGTATCCACTATAACGCTCTCTCCCCTTAATGTTATCTTCTC
+TATGGCCCCATAGCTCGATAGAAATACTATTCCCTTTCCTTTTAACTCCAGCAAGAAGACTCCCTCTCTT
+CCGAATATAGTCTTTCCTCCTCCGAACTTGACGTCTATGTCAATTCCTTCACTAGCAACTAAAAATGCAC
+CACTTTGGGCGTATAAGGTTCCATTCAACTCGAGACTTATGATGTCCCCAGGATATCCTGGGGCAAAGCC
+TACTCTTCCTGGGCCTCGGAAAACGTTCATGAAGAAGCTCTCCCCTCCAAGGACGGATCTCTTTAAGGCT
+CCTAAAAGCCCACCTCTAGCTTTGGTCTCTATGCTCACCGTTGGATCCATATATACCATTGCCCCTGCTT
+CCGCTTGAACGGCCTCTCCCTCTCTAAGGTTCACTTCCAAAAGGGAAAAGCTTGGCCTATGCTCAATTCT
+GTATTCCATGATAAAGCACCCAGGAAATAAAAGGTGAAGACGTTAAAAACCTTATCAATTTCCAGGATCT
+TCTCCCGTTATTCTCCTGTAGAGCTCTTCATAGGCTTCAATCAAGTCTCCCTTATCAAACCTGAAGACGT
+CTTTATCTAGGCTCTTCTTCGTCTCTGCGTCCCAGAAGCGGCACGTATCTGGGCTTATCTCATCCGCCAA
+TATTATCTCTCCGTTCTTGTTCTTTCCGAACTCGAGCTTGAAGTCCACAAGTATTATTCCCCTCTTAGCG
+AGGTAATCCTTTAGAATTTCATTGACCTTGAGCGCTATCTCTTCCATCTTCTTTATCTCCTCCAACGTGA
+TTCCCAGGATTTTGGCGTGATAGTAGTTTATCATTGGGTCATGGAGCTCATCGCTCTTATAGTAAAGCTC
+GACGATTGGTTCTGGCAACTCGTATCCTTCGGGAAGTGGGAGCCTCTTCTTCAAGCTACCAGCGACAACG
+TTCCTAACAACGACTTCAAGCGGATACATGTCCAACTTTTCAACTATCAGCTTATTATCGCCGGCAACTC
+CAATGAAGTGAGTCTTTATTCCATGCTCTTCTAAGAGTTTGAAGAACTTTGCGGATATTTGAGCATTTAA
+CCAGCCTTTGCCCTTGAACTTCGCCTTTTTAACGCCATCGAATGCCGTGGCGTCATCCTTAAACTCCATG
+ATGAACTTGTCATCATCCATGGGTATCATCTTCTTAGCCTTACCCTCATAGACCTCCATAAATTTCACCA
+TTTTCATGTAAAAATCATAATACTTTTAAGATTTTTTAAACAGATTCATGGCAAAGGTGAGAGGGATGAG
+AGAGAAGTGCGGGATATTCGGTGTAAGCTCTGAGGATGCCGTTAGGAAGACGTATTATGGCTTAATAGCC
+CTACAACATAGGGGTCAAGAAGGAGCTGGAATAAGCGTTTGGAATGGTAGAATAAGAACGATAAAAGGAC
+ATGGTCTCGTCTCTGAAGTTTTCGACGAGAACTCCTTGAACCTTGCAAGTAACATTGCGATAGGCCACGT
+TAGGTACTCGACGTCCGGCTCTCTAAGTGAAGTTCAACCGTTGGAAGTTAGGTGTTGTGGGTACGAGCTT
+GCTATAGCCCACAATGGAACCTTGACGAATTTCATACCCCTCAGGAGATTATACGAGGGTATGGGAATTA
+AGTTCCATTCCTCAGTAGATACCGAGGTGATTGGGATATCCTTCCTTAACCACTATAGTCAAGTGAAAGA
+TGAGTTTGAGGCCATGAGGAGGGTCTTCGAGGAGGTTAAAGGGGCTTACTCAATATTAATCCTCTTCGAC
+GGAAAGATAATAGCGGCAAGGGATCCAGTCGGCTTTAGGCCCTTGGTCTTTGGGGAGGGCGATGGATACT
+ATTTTGCCTCGGAGGATTCCGCCCTAAGGATGTTTGGGCTGGAAACAAGGGATGTTCTTCCTGGGGAGGT
+CTTCGTAATCGATGGAGAAAGCTATGAGAGTAAAGTTCTTGCCAGGGAGAAACATGCCTACTGCGTTTTT
+GAATACATCTACTTCGCAAGACCAGATAGCACGTTGAACGGGATAAACGTTTACTGTGCCCGCTATAGGA
+TGGGGGTTGAGCTCGCCAGGGAAAGTCCAGCTGAAGGAGACGTTGTGATTGCGGTTCCAGATTCTGGGAG
+AACGGCCGCTTTAGGATTTGCCCACGAAAGTGGAATCCCTTATATGGAAGGCCTAATAAAGAACCGCTAC
+ATAGGGAGGACTTTCATAATGCCAAGCGGCAGAGGGTTGAAAGTTAAGCTCAAGCTGTCTCCAGTTAGGG
+AAGTAGTGAATGGTAAAAGGGTAGTTCTGGTTGATGATTCCATAGTTAGGGGAACTACCATGACGAGGAT
+AGTCAAGATGCTTAGGGATGCAGGGGCCAGGGAAGTCCACGTTAGGATAGCCTCCCCACCAATAAGATAC
+CCATGCTACATGGGGATAGACATACCTACCCGGCACGAGCTTATAGCTGCCTGGAGGAGCATTGAGGATA
+TTAGGAAGGAGATTGGGGCAGATTCATTGGCTTACCTCAGCATAGAGGGTCTTAAGAGGGCCGTTGGAAC
+GAAAAACCTATGCATGGCATGCTTAACTGGTGAATATCCTGAGTGGGCATTCAACTTTTAAATTCCTGGG
+CTTTATTTAGGTTGGTGGGTGAAATGAGAAAATGGCCGCTTTTAATTATCGCTGGGATAATATTTGCCCT
+ACTGTTCTTTGCTCTGGCCCCGAGGTCTCCAGTGGCATCTCACCTTGAACACCTTGATACCTTGGAATCA
+TTATTCGGAATCCTTGCACTGGTATTTCTATTTACTGGAGTCTTTTTAAGGGACTACGAGACCAAGGGTT
+GGGGGATAGCTAAGTATACGCTACTTGAGCAATTTTCCTTCTTAATCTGGGTGGTAGTTTTCTCCTTAAT
+TAGCCTGAAGCCTCTAATTTTGAAAGTTTTAGTAACTTCCCCGATATACCTAGTTCCATTGGCAGTTATC
+GAGAAGAAAAAGGAAGATAAGAGAAAAACGCTCTTCGTTATAGCGGTTGAGTTCAGGGATAAATCCTAGC
+CGGTGTTCTCGGGAAGAGCGTGGCCCACCTTATGTGGTCGAGCTTGAGAACCCATGCAACCAACCTCTCA
+ACGCCGAGTCCAAAGCCGCTGTGGGGGACGCTACCGTACTTTCTAAGATCTAGATACCACTCGTAATCCT
+TGGGGTCCATTCCCTCCTCCTTTATCCTCTGAACGAGTTTGTCGTAGTTATCCTCTCTCTCTGAACCTCC
+TATTATCTCTCCGTATCCCTCTGGGGCTAGCATGTCCGCAGCTAAAACTTTCCTAGGGTCATTGGGATCT
+TCCTTCATGTAGAATGCCTTTATGTGCTTTGGATAGCCGTAGACGAAGAACGGCCTATCGAATTCCTGGG
+TTAGCACTCTCTCTTCATCTGCCCCCATGTCGTCCCCCCACTCTATCTTCACTCCCTTGCTCTGGAGTAT
+CTCTATGGCCTCGTCATAGCTTATCCTTGGGAAAGGTGGCTCCGTGTTCTTCAACGTTGTCAAATCATCC
+CTAAACATTTCAATCTCCTTCTTCCTTAACTCAAGTGTTCTCTGAACCATGTAACTTACAAGTTCCTCCT
+CAACCTTCATGATATCCCATAGATCCATCCAAGCGGCCTCAAGCTCCAAGTGCCAGAATTCCGTTAGGTG
+CCTTCTTGTCCTGCTTTTCTCGGCTCTAAAGCTTGGAGTTAGGGACCATACCTTCTCAAGCCCGAATATT
+GCAGCCTCAAGGTAAAGCTGGGCTGATTGGCTTAGATAAGCCACTTTGTCAAAGTATTTTAACTTGAAGA
+GAGTTGCTCCTCCTTCGACCGCTCCAGTGACCAGAATAGGTGGAAACACTTCGTGCCATCCCTCTCTAAG
+TAGCCACTCCCTAGCGGCCATTATCAAGGTTTCCTTTACCCTCATTATCGCCGAGACCTTGGGTGACCTT
+ATGTGGAGATGCCTGTAATCTAGAAGTAATTCTGGGCTGGCCTGCTCTGGATTTTCAGGAATTGGAAATT
+CGCTAACAGCTTGAATAACTTTTAACTTCTCAACGTGAACTTCAGCTCCTCCAGGAGCTCTCTCATCCGC
+TTTAACTATTCCCTCAACGATAACGCTTGATTCCCTTCCAAGCTTCTTTGCAGTCTCAAATACGTCCTCT
+CCAACGACGTTCTTAGCTATGACGGTTTGGATTATTCCAGTAGAATCCCTAATCCACAGGAATATCTTCT
+TCCCAACCCTCATGTTACTGTATACCCATCCCGCGAGCTTGACTCTCTTTCCGTCTAGCTCTGGTTTTAT
+GTCTTGGCAGTAGGTTTTCTCTATCATCTCACCACACCTTCAAAGCTTTTCTAACGGTGAATTTATAACT
+ATAATGGTTCATTGTCGATGAACTTTTGATTAAATATCTAAGAATTTTTTGGATGAATGGATGTATATTT
+TGAAATTTATGGACGAGAGAGTATCAGCGAAGGGCGTGCTCATCACCACATCAGCAAAGCAAAAGTTCAT
+CATAACTGTAGGCCCGGCCGGAACCCCCGGTTCACGATTCCCCGGAGAGGGCGGGAGCCGGGCCCATCAC
+ATTAAATTTAAAAATGGGTTATAACGTTATCGGTGAAGAAGGGAAAGAGAAAAGGGATGATGAGTTTTTC
+CCTCACTCTGAGCCGTGATGAGGAGCCGATGCTCTGACCTCTGCCATAACGTATTCCTTCTCGGCTATAA
+ATACTGGCTCTACCCTTATGCCCCTGATTATTAGCTTGTCTCCGTACTCCTTCTCAAGCTTCTCCTTGTA
+CGATGAGATAACTCCATTTGGCATGTTTAGCTCTGCGGTAACTACGTTGTCCCCCTTGTGCAACTTGATT
+CCACCCTTTAGCTTAGTTATGAAGAATGTATCCATGTGGGGCTCAAAGGCGGCGTTATAATCATCGTTAC
+TCTTTCCTTCCTTCCTGACGAGATAGATGAACGTGGCCCTCAAGTAGAGGTCGGCGGTGTAGTCTTTATC
+AACGCCGACCTTCAGGCTAAGGGTTCCCTTCTCTCCTTCCCTGGCTATCCTTATTGGATTAGCGATTTCC
+CCGTTAAGCTTTGGAGGTCCTGTGAGGACTCCAACTGGGCCTTTCTGAACTAGAACTAAGCGATACTTTT
+CAGCCTTAGGCAGCGTAACGTTCACAATTATGGGCTTCTCGTTAAGGTGGTTCATGTACTCAATCTCTCC
+TATCTTTATCTTCTCCGTCTTGTTACCTATTGCGTAAACGTAAAGGGTGGCATTCCTTATGTCCCTTCCA
+AAAGCTGAGATGTATAGCTTAAGCTCGTGCTTTCCTGGGGTCAGTGAATTAACTGCTTTCCACGTTCCAT
+TTATGAGCTCTTCAATTCTGTAAATGGCGAACGGTCTGAACTCGTAGACTATCACGTTTCCATAGCCATA
+AACTGGAACGAAGTTCGAGTATAACTTCTCCGTGAATCCTGAATACTTGGAAATTGGAATGTTGAATGCG
+AGCTTTATGAAGTTACTCGTTGCGACCTTGTAGTACGTTATAAGGCCAAAGTTAGGGGCTAAGTAAAGCA
+CGTACGGGAATGGGCTACCATCAGAACATCTTCCGTTTCCAGGTATTTTCTTATTCCCTGGGATTAGCAG
+GGTGTAGATTGGGGAACACTCGGCTCTTCCCCTTACATTCACGGTAACCTTGCTGGTAGTGTTACTTTGA
+ACAACCCTAACGCTAATGCCTGCGTAGGGATTAACGTAAATTCCGCCGCTACCTTGAAGTGGCAGTATCG
+TTGTTACTTGACCTCTTCCCGTCTCATCTCCGTTGTACTCTCTCCTCGTTATCGCACCACCTAAGTAGCT
+TATGGCATTGAACTTGGCCCAGTCGTTAAGGTAGATTATGAAATAATTGAGCTCCCAGCTTTCGAAATCA
+ACTTCACTCACGTTTCCATCTCTAGCTAGGAATAGGGCTAGTATATGGTCTCTATCTCTTGCATGACCTC
+CATCCGCGCTTGCCCTTCTATGGCCTAGGAGGGATGATTCTATCCAATATCCATAGTCCCACCAGGAAGT
+TGCGGTTGCGTATTTAGAGGTGTTCTCGTTTAACCACTTAAGAACCTGTTCCCAGCCAGTGGTTTCAATT
+TCACTGACCTTTAACGCCTTGGCGTTTCTAGCAATTACGGGTCCATGCGTTATTGGGACCATTAGTATCA
+TTACCGCAATTGCAATTCCCAAAGCAGCCTTTATTCCAACGTTCTCCTTCATCTTCTCAATGACTTCCAT
+GGTGAACCCCGCGAATATCCCTGAGAATAATGCTATCGCATAGCTCGCCAGGAATAGGAACCTGACTGCC
+AGGGATAGTAGGTAGAGGGACATGATATAGAAGACCAGCGAAAGCATGTATTCGTTACTACTCTCGGACT
+TCTTGAGTAGAGCGTTTAAGTATAGCCCCAGTATTATCAAGAATCCTGGGATGCTAAGGAAGAATACAAG
+CCCATTGTTTCCTTCCACACCGTAATACAGTTTTATGTCACTAAGTGTTGTCTTGGCTAGCTCTTGGACT
+GTTTGATAAACTTGAGTTGACTGATAAGCTCCTCCCATGAGTCTGAAAAGCTTTGGACCAACGTAGGCAT
+AAGCTCCAGCGAATCCAAGTAAGACTATTACCGCAACCACTGCAAACCTGTGCTTCTTGTCCGAATAATT
+CAGGAACTTGCCTCCATACAGCATAATTGTAACCAACAAAACTAGTCCTAGGAAAACCTCGAATGCGAAC
+TTTATGAATCCTCCAATTTTGGCTATCCCAGGTATCGTTAGCCCGTATCCAATTGCGAGGATTGCTAAAT
+AGGCTGGGTAGAACTCCTTCACGAACTTTTTAAGCTCTTTTATTTTTCCAAATATGAAAAGCGCGATAGT
+TTGGAAGGATGCAAAACCTATCAGCACCATTAATCCGAACGGCGAACCGTTCCAGGCTCCCAGGGAGATG
+CTTGCTAGGAGAACGAAAACCGCTCCCCATAGAGATTTCTTCTTAATATCGTTTTCTTTGAGGTAATAGA
+GCATTGCTACTAGCGAGAACAGGAATAGTGTCATGAAGGGTCCATCTCCTCTCGCATTTCCTGAGAAGGT
+TCTCGAAAAGTTGGCAGTTGATACCGAGAGTATTACCGCGGCCCATAACCCTGCCCATTCATTGAGCACC
+TTTCTGCCAAGTAAGTAAACGGCTATAACTCCCAGGAAACCCACGAACGGTGGCCACATCAGGAATGCCT
+GAAACTCGTTGTAGCCAAAGACCGAGACTACCTTGTAGAATATCGCTGGTAGGATGTACAAGCCGAGGGG
+CTCTCCGATTAAGCTTCCAAATGGAGCTTCCGCCATTGGGTAGTACTTTGGAAGGCCTTCTTTGAGCACG
+AGCTTATATATCTCGAAGTGGTAGAACGTATCTGGATCCGGAAAGTACTTTCCGGCCGTTAAATGGCGAA
+GATAGTAAGCGTAAATTCCAAAACCGATTACAGCTAGTGGAATTAGAATCCTCTTAAGCAGGGGATACAG
+GCTTTTACCCTCACTCTTTTCACTCTTTTCCTCTTTTTCCTCCTTTACCTTGGTCTTTACCATATGATCA
+CCTCCTCATTCCACGGTTACGGACTTCGCAAGATTCCTTGGCCTGTCTGGGTTATGACCCTTTAGAACCG
+CTAAGTGATACGCGAGCAATTGAAGCGGAACTATATACGTTATGGGACTTACCTCCTCCGGAACCTTGGG
+TAGCCTTATGAATACGTTACTAACTTGGTGCAACCTTAGGTCGTCCCCAACCGTTATTATGAACCCTCCC
+CTAGCCTTGGCCTCTTCGATGTTCGACAACATCTTCTCGAAGGTCTTTCCACTTGGGGCTACCCCAATTA
+CCGGAACCCCTTCCTCTATTAAGGCAAGGGGTCCATGCTTTAGTTCTCCAGCCGATAATCCCTCGGCATG
+AACGTAAGCGATCTCTTTTATCTTAAGGGCCCCCTCGAGGGCCGTTGGATAGCTAATCCCCCTTCCTATG
+TAGAAGAAGTCTCTCCTATCATTTAGGGACTTGGCAAGTTCCTTTATCTTCTCGTTCATCTTGAGTCCTG
+CATCTATCAACTCTGGAAGCTTTGGTAGGGTGTTCTCTACTTGAGTTGTATCTACTCCATTCATCTTTCC
+GAGCTCTAGAGATAGTAGGAGGAGAACCGTTAACTGGGTCGTGTAAGTCTTAGTCGCCGCAACGCCAATT
+TCTGGTCCAGCGTGAGTGTAAAGCGTGGCATCCGCTATTCTGGTTGCCAAACTTCCAACGACGTTTACAA
+TCCCTATAACTTTTGATCCCTTGGATTTCGCGAGCTTCATGGCAGCTACTGTATCTGCCGTCTCGCCACT
+CTGGGTTATTGCAATGAGTAAAGTCTTGTTGTCAAGGATATCCTCATACTCGTACCTGAGCTCGCTTGCC
+TCCTCTACGAGGACTGGAATTTTCCCGAACCTTTGAATTAGATACTTTCCAACGAGAGCGGCGTGATAAG
+AGGTTCCCATTCCCGTTATTATTATCCTATCGTACTTAGATAACAGCCCTGCTATCTTTGGGACTTCCTC
+AAGGTTTCCATATATGGCATCTTTCACGGCTCTTGGCTGTTCAAATATCTCCTTGAGCATGAAGTGGTCG
+TATCCTCCCTTTTCGGCCATTTCTAAGGTCCATTGGATTTCATACACTTTTTTCCTCTTCTCCTTTCCGG
+TTATTATGTCCTTCACGGTAAATCCGTTCCTAGATACCACTCCATACTCTCCATCATCCAGGAAAACTGC
+TTTCCTAGTATATGGGAGAAAAGCTGGAATGTCACTCGCAATGAACATTTCCCCGTTTCCAATCCCAATT
+ATGAGGGGGCTGTCCTTTCTAGCTATGTAGAGCCTTTCGGGATCATCGGCAAACATGACGACCAAGGCAA
+ATGAGCCCCTGAGCCTAAGCAGGGACAACCTAAACGCGTCCTCAAAGTTTCCAGTTATCCTTAAGTTCTC
+CTCTATTAGGTGAGCTATAACCTCGGTATCCGTGTCGCTCCTGAATACGTGCCCTTGCCTTAGGAGTTCT
+TCCTTGAGCTCTTGAAAGTTCTCTATTATCCCGTTGTGAACTACCACTATCTTCCCGGTGCAATCGGTAT
+GTGGGTGAGCGTTTGTGTCGTTCGGTATTCCATGGGTTGCCCACCTCGTGTGTCCAATTCCGATGTTCCC
+AGGAAGGTCCGTGAAGTTCAACCTCTTGGCAAGTTCATCAATCTTCCCGGCTCCCTTCTTTATTAGAATC
+CTCCCTTCGTGAGATGTCGCTATTCCAGCTGAATCGTAGCCCCTGTATTCAAGCCTTTTTAGACCTTCAA
+CGATTATTGGAGAGGCCTTCCTGGGTCCTATGTACCCTATTATCCCGCACACAAGTGACACCTGAAGACT
+TAATATCCGGTTACATTAAAAAATTTCCTGGGCGATGAAGAACTGGATCCGAGCTGAGCTTATGATGATG
+GAGGTTTAACCTGAGCCTTCATAAAAACTGTCTTATCCTCCCTCCATATCTCATATCTAGCAAAGTTGCT
+TTCCATGGCAAGGTGCTTTAAGGTGTCTTCAAACTTTTTAGCACTATCCTCGGAGGAGAAGACCACCTTC
+CAGATTACTTCACTTCTGTTTACGACAACTATCCTATCGCCCATCCAGTGCCTCGCTATATTCATGGCCT
+CGCTCCAATTATTTATCCTCCAGGAGATTAGAAAGACATAGTAGGCTCCTAGGGTGTCGTTAAATACCCC
+TGTAACGTTAAGCTTAACCTGTACGGGTTTCCAACCTTGGAGGTACAGCTCTGGGAACATTACTACTTTC
+GTTGAAGTTGGGGGCTCTTTGTATGCCGAATTCACGAGCTTCCAGCCACCTTTTGAATAGAGAAACCTGA
+CGAATCTATCTCCGAACACATATGGAAAAACGTTGAGGCTCCAGTATAGGTTATTCCTTGAGATGTTCTC
+TATCTTTATTATCCTTATTCCATTCTTCTCGCAGAAGATGTCTGCAACTAAGTCGGCATCGCCTTCAATT
+AGTGCATCGAACGCAAGTCTCTCGTCTAGCGTTTGTTCCTGGGGTCTCTTTTTTATTAGTTCCCTTTGGA
+GAACGTGGGTTAGCTCGTGGGCAGTTGCTCTCAGGGCTATATCCCCGGATTTTAGGAAGTTCTCCCTTAT
+CACGTACACCTTGTTACCAACCGTGGCCGCTATCCAGTTGGCCGTGTTCTCTCGCTCAACTTTAAAGAGC
+GTCTCCTGGGGAGGGAGAATAAAAGTAACCTTGTATATTAACTCCTTGATTTTCATCTCCTCGTTGGGAA
+CGTACGGGGAGAACAGCATTAGCGCATCTCTTCTCGTAATCACTATAAACTTTGGGCTTTCACTCGGCTT
+TATCCCCCTTATACTCTCGACTTCCCTCTCAATCAGCTTTACCTTCTTTAAAACATCATCTACCGGGGAT
+ATCGTCGATAGGGATTGGAATATGAGTATAAAAATTATGAGAGAGGCTACTAGGCTTCTCATTTTTACAA
+GGTCACGAACTCTTCTTTCATGCCGTCCTTCGTTATTGTAACCACTTGGATTTTCTTGCTTCCGGTGTAA
+ACATCTCTAGCTCCAGCCGCTTTTACGGCTTTTATTGCAAGCTCTTTGGCTTTCTCTATTCCTAGGTTTT
+TCCTGTAGCCCTCTTCAAGTATTGCGATGGCAAATGGTGTTCCCGAGCCCGTTGCTGTATAGTCGTCGAA
+TATCAATCCTCCAAGGGGATCTAGGTTTGCTATCGTTGGCTCGTCAACGTAGCCTCCTATTATGATTTGA
+ACTAAATATGGGAACCACTTGTTCTCGTTTAGGATGTTGCTCAGCAAGTTCGCCATCGCCCTCGTGGTCA
+TTGGTCTGCCCCAGGTGAATTGGTAATATCTAGCCTCTGCCTCGAGAATTCTCGCAATCATCTGAACATC
+TCCAACGCTTCCCGCCGTTGTTATCGCTATCCTGTCAGTTATCGGGATGATCTTCCTTATATTGAGGGTT
+TCAACCATATGATCGAGGGAAGCTTGAGTGTCAGCAGCTAAAATTACGCCATCCTTAACCCTTATTCCTA
+CCGTTGTGGTTCCGGTCTTCCTGTTCATATTCCTCTCACCACAAAGAGGTTTGCGGTATTATTTTTAATA
+CCTTCCTATTTCCACGAGATAGGTGGTGAGATGATAGATGAGCTACGTAACCTTATAGAGAAGTACTCGA
+ATGAAGTCAAGTTCATGGATATAAGGTTTGAGAACACAATTTACACTGAGTTTACCGTTGAAAACGGAAA
+GGTTGAGGGAGTTGAGAGTAACGAAGAGGTGGGAATTGGGGTAAGGGTTCTCATCAACGGCTGGGGGTTT
+GCATCAACGAACGACCTTTCAAAGCTTGAAGATACAATTAAGATGGCCATTAAGCTCGCAAAGGTTAGCA
+ATGCCGAGGTTCCCCTCTACGTAGGAAATCCTGTTGAGGGCAAGGCTATAATTAAGCAAAAGAAGGATTT
+TCTTGACGTAGACCTTGAAGAGAAGACTAAGCTAGGCCTTGAAGTTGAAAAGATGATTAGACGAGATAAA
+ATCAAGACCAGCAGGTTCTCCTACTCTGACTTCGTGACGAGGAAAATCTACTTGAACTCTGAGGGTAGTG
+TAATAGAAACTGTGGTTCCTAGGATTTACTTCTCATTGTCTGCGGTCGCTAGATCGGCCGATATTATGCA
+GACTTACTGGAAATCATTCGGTGGAACAGTTGGGTGGGAACTAGTGGAATCCGTGGACTTTAATTATTGG
+GCCAATTTCATTTCTAGTAAGGCACTATCCCTCTTATCTGCAAGATCTCCCCCTTCGGGTGAGATGCCGA
+TCATAATGGATCCTGAGCTTGCAGGAGTATTCATCCACGAGGCCTTAGGGCATGCCGTTGAAGCGGATTC
+TGTAAGGCAAGGTGAGAGCATATTATCAGGAATGATAGGTAAAAAGATTGGTAGCGAGGAGCTAACGGTA
+ATAGATGATCCAACCTTACCCGGAAAGTTCGGTTCCTACGTTTACGATGACGAAGGTCTCCCAGGGAAGC
+GAGTAGAGATAATAAAGGATGGAGTTCTACTAAACTACCTAAATGATAGGGAAACTTCAAAGGCCTTAAA
+CCTTGTTCCAAACGGACACGGAAGGGCCCAGAGCTATGCTCACGTTCCCCTTGTTAGGATGTCAAACACT
+TACATAGCTCCAGGAGAGTGGACGCTGGAGGAGATGTTCGAAGAAGTAAAATTTGGCGTTTACATGATCG
+GGGACAAGGGAGGGCAAGTTGATATCGCAAACGGCTCCTTCATGTTCGGAGCGAAGGAGGGCTACATAAT
+CAAAGAGGGAGAGATAAAAGAACAGGTTAGGGATGTCGGAATTAGTGGCAACATACTTGATACTCTAAAG
+GAGATAAAGGCCGTAGGTAGGGATTTAAAGATAGAATTTCCAGGTTTTTGTGGGAAAGGACAATGGGTTC
+CCGTTGATGATGGAGGACCTCACGTTCTCGTGAAGGCGATAGTGGGGGGAAGAGAATGAGAGAGGATGTT
+GAGAAACTAATCAAGATACTTGAGGGTTCAAATCTAAATTTAGAGTGGGAGATTTACTGGGGAGTTAGCT
+CGTCTTCCTCCTTTAAATTCAGGAAGATTAGGAAAGTTGAAGTGGAAAGGGGCTCGTTTGAAGTTTCTGG
+TGGGATAGGATTAAGAGTCCTAACCCAGGGAAAAATTGGCTTCTCCTACATATCTGGCTCTAACTTCACG
+AGAGAGCAACTTGAAAGGTTGGTAAAGAGGGCTTACAAGATAGCGAAGGTTGCCGGTTCTATTTATCCTG
+GGTTTCCAGTTCCTAAGAAGTTTCCCAACGTAAGAGGCTTATACGACGACAAAATTAGGAATCTTTCAAC
+GGAGGAAATAGTTGAATACGGTACTGAGCTTGTTGATGTTCCTCCGAATGCCGAGGCGTCAATTGGGCTC
+TCAACGAGTGAAAGGGGAATAATGAACTCTAATGGCACTGAGGGAAGAGAAGAGCGCACTTTACTAGCTT
+TTGGACTCTACGTTTTTGAAAAAAGTAAAGGGACAGGATCTTACTCAAAGTCTTTTAGAAGACTACCAAA
+GCTAGAGAGCGAGATCGAGGGTGTAAGGGAAAAAGCCCTTTGGGAATTTGAGATGAGTTCCAAAGCAAGG
+AAGTTGGAAAAGTATAATGGGGAGATTATACTTGAGCCAAAGGCCGTTGCTTCAATCCTTTCAATTTTCT
+TACCGAATGTCTCGGCTAGAAATGTGTACTTAAAGAGGAGTAGATTTACGGAGTTGGGAATTGAGGTCGC
+ATCTGGAGGTTTAACGATAATCGATGATCCGACGGTTGAAGGGGGCATTAATAGTTATAGCTTTGATGGT
+GAGGGAAATCCTGGGGTAAGGAAGTTCATAATCAAAGAGGGTATCCTATCTTCCTTCTTGGCAGACCAGA
+AATACGGTCACTTAATCGGTATAGGGAGTACTGGAAATGCCTCCAGAGGTTACTCCTCCCAGCCTTCGAT
+ATCTCCAAGTAACATCATGATAAGCCCAGGAAATGATGAACAAGATGAAGGGATATTTATAAGAGGCATC
+TACGGAGAGCACACGGCAAATTCAGTGAGCGGTGATTTCTCCCTAAACGTTGACCTTGGTTACGTGGTAA
+GGGGAGGGGAGATTAGGCCCTTCAAAGGTAACATGCTCGTTGGAAATGTATTTGAAATGTTAAAAAATGT
+GACAAATATTGGGAAGGAAATTGAAATTTTAGATGGCTTTGCGTCACCAAAAATAACGACTGTTGGCAAA
+ATAGTCTAAAATGTCGTCTACGAAAGCTTAAAAACGATAAAAGAAATAATAAAGGGGGATAATCATGGAT
+ATACTTAGTTTATTCAAAATTGGCGAGACTGTTTTGGTTGAGTACTCAGGGACGTCAAGGGTTGAGGCTC
+TCTTTTATAACCTGATAGCTAGGGCAGGACTTCCAGTTCTCGTTGATGATATCTTTGATACCTACTATGA
+ATTCTACGTGAGGCTTAAGGTGGCTGGCTTTGACGTAACTCCACTTGAAGATGCGATGGTAGTTAAAATG
+GGTGGAAGTAGACGTATAGGTAACGTGGTGGGTGAGCTTAACATAAGCAAGTACGTAATTAGTGAACAGG
+AATATGCGACGATAATCGAGAAGATAAAGAAGGATAAGCCATTCTTAAACCTGGTTCTTGGAATTCACAA
+GCTGATAATCCTTGGTAGTATCCTTGAAAACATGAATGTTGTCAAGATGGTCTCTAGCTACGTTGGAAGA
+AAAGAGAGGGTGGCGTTCTACTTCATTAATAAAGGAGTCGTGAACAAACATTCTCCTCCGATATTAGACC
+TACTAGAAGAGGTTGCGACTTCCGTGCTGGAGGTTACCGAGAGGGGTGTCATAATAAAGAAAGCCATAAA
+TAAGGAAATAATTGGGGAGGTTATTCCGCTCTAAACCTCTTTACCACTGGTGCCGCTATAAATATGTCCA
+CACCAGTCTGTATGGTGTTCGGTAAAGCTATTGCAAGCCAGAACGGCGTCTTTGTCATCTCCTCCACTAT
+TCTTATTACATCGCTCCTTGATGTAATATTGTAACCCATCATCTTTAGGAACAGTGGGAGGGCGAAGTAG
+TAGTTAAGGAGTATCATCAGAACATCCCTAATCACCGCTGCAACTAAGAATGCAACGATAAAGTACGTCA
+CGCTCTTCTTTTTAATTATAGCCTTTGAAGTTTCTAGTCCAATTAAAACCGACAGAGTTGCAAAGAACTT
+CATTACTGGCCCTATTCCCATGGTATTTGGGCCAGAAATTATGAACAAACCAATAGTCATAGCCGCTAAT
+CCGAAGAGTCCCGCTCTGAATCCTAGTATTAGATAGAGTGCAATTATCGGAACTGCCACGAGATCTATGT
+TCATTCCCCAGGGTGTCCTGACCTTTAGGGGTAACACCTCAAATATTAGACTCAACGCTACCATAACTGA
+GGTAAACGCTATAATTTTTGCCCTACTCATTTAACCACCGCACTCTATTTTTGGAACTATATTCTTAAAT
+GTATGTTCCAAATTTTGAACGAAAAATGTTTGATAGTTATGCTAAGTAGTTCCTTTGGTGGTTCTATGAG
+GATTCCTGAAGACGTTAGAAAAGATATTCCCTTGACCCAGGAGGTTATATACTTCGACAACACGGCCACT
+TCCCTCACGCCGAAGCCCGTTATAGAGGCGATGGATGAGTATTACCTCAGATACAGGGCAAACGTCCATA
+GGGGAGTTCACAGGCTCTCTCAAATGGCCACCCAGAAGTACGAAGAATCGAGGAAGGTAGTGGCCGATTT
+TATAAATGCCGAGTTTGATGAGATAGCATTCACCAAGAACACAAGCGAGAGCTTGAATTTAGTTGCACTA
+GGACTCGAGCACTTGTTTAAGAAAGGGGATAAGATAGTAACGACGCCATATGAACATCACTCTAACCTAC
+TCCCTTGGCAAAGACTAGCTAAGAAAAAGGGCCTAAAGTTGGAGTTCATAGAGGGGGACGATGAAGGTAA
+CCTCGATTTAGCCGATGCTGAGAAGAAAATCAAGGGAGCAAAGCTCGTTGCAGTGCAACACGTTTCTAAT
+GCCTTGGGAGTTATCCACGAGGTTGAAGAACTTGGGAAGATGGTTAAGGAAGAAGGGGCCATTTTCGTCG
+TTGATGCCGCTCAGAGCGTTGGCCACATGGAAGTAGACGTTAAAAAGTTGAAGGCAGATTTCCTTGCTTT
+CTCTGGTCACAAAGGGCCAATGGGGCCTACGGGAATAGGAGTGTTGTACATAAACAAGGAGTTCTTCGAT
+GTTTTTGAGCCTCCCTTAATTGGTGGAGGAACAATTGAGGACGTTGAACTTTGCTGTTACAAATTGACGG
+AACCACCGGAGAGATTCGAGGCCGGAACCCCTAACATAGGCGGAGCAATTGGACTCGCGGCCGGTATTAA
+ATACATCGAGAAGATAGGGATAGATAAGATCGAAAAGCAGGAGAGGAAACTTGTAAAAAGGACTACCGAG
+GGATTAGACGAACTTGAAATTCCATGGTATGGCCCTAGGAACCTAGACAAGCATGCGGGTGTCGTTAGCT
+TTAACGTGCCTCCTCTTCACCCTCACGACGTTGCCTCCGTTCTAGATGAGCATAAGATAATGGTTAGAAG
+TGGCCACCACTGTGCTTTGCCAGTGATGAAGAGGCTTAAGATAAATGGAACAGTTAGAGCATCGTTCCAC
+GTCTACAATAGCTTAGAGGAAGTGGAAACGTTCTTGGGAGTCTTAGAAGAGCTCGTTAAATCCTTGAGAT
+CATCTCAATGACATCCCCTACTTGAGCGACGTTTGAGATTTCGAAGCCCCTTTCCTCAATTCTTTTGACT
+TCCTTAGCTTCCGGATTTATCCAGGCGGCCCACATTCCAACCCTTATGGCTCCCTGATAATCCTCAGCGT
+AAGTATCGCCAACGTGGAGGGCTTCTTTAGGCTCGACGTTGAAGGAGGTTAGAACTTTCTCGAACATCTC
+CCTCCTGGGCTTATAGCTTAGGACTTCGTCTGCGAAGAAAGTTTTGTCAATGTAATCAAGCATTCCAAAC
+TTCTCAAGTAATATCCTCGTATACGAGCCAGGCCAGAACATGACGTTGCCCAAGACTGCAGCTTTGATGC
+CTTTCTCCTTAACGAGCTTAAGGGCATCTATTGCCCCATCTATTACAATTCTCTCATCAACATTTAGAAC
+GGCCCTAGCGGTTGCCCTCTTTATGAGCTCGATGTCAATGTTCAATCTTTCTGCGAGCATTCTCTGGCTA
+CCCGTTAGAACCTCCCTCGGGTCTTCCGAGGCCTTAGCCCTCATCCTCTTTATTTCCTCCCTCACCTCCA
+TAACCGCTCTAACTACATCGGCCACGCATAGGCCACCAACCTTTCCAAGCTGGAATGAAAACTCATCAAG
+CATCACATTCAAGTCAAGCAAGGTGTTCCAAACGTCAAATGTAACGAGCTTAATCATCTTTCCTCCCTCC
+TATTTCAACCGCCAATCTAGCAGCCTCATCAGGGTCCTCAGTAAAGATAACCCTCAATATCTTCTTGTGA
+TCGAAATAGCCATCCTGGGCAAGCATCTCTAGTTTGTCACTTGGATATCCAGTGTCGGTAAGGACTATTA
+CAGGAACTCCCAAGTTATAAGCCATCAGTGCTTCTATCATAGTTCCAACTCCCCCTCCGAGCACCACGAG
+AACGTCGGCCGATTCGACCAATGCTCCGCTCCTCTCCACGGGATTCATTCCCGTCTTTACCCTAATCGTG
+TTGAACTCATTACCTTCATCTGAGTACGGTAAAATGCCCACTACAATTCCTCCCCTCTTCCTGAACTCCT
+CGCTAACTATCCTCATTATTCCTCCTCTTCCCCCAGTTAGCAAGATAACGTTGGTTGGAAGAGCCCTTGC
+GAATTTCTTGGCCTTCTCAACGGCCTTCTCAAACGGTTTTTCATCGCTGGATCCAGCAATTGCAATTTGA
+ATCATCCGACTTTGAGTTTGAATCATCCAACAAACCCCCTAATCGTGGGTAATAGGTTTATTCCGAGTAG
+GATTAGGGAGAGAACCATTATGGAGTACCCGACTATCTTGCCGAACCTGGGAGAGAGCTCTGTCAATGTA
+TCTATGAGCATCCTACCCCCGTCAAGCGGGATAACTGGAAGTAAGTTCATTAAACCCACGCCAAAGTTAA
+TGACGTAGAGCCAATAGAAGAGCGTGAATATAACCATGAGTTCCTTGTCAAATCCTATCTTCGATATCAA
+ATGCTGCGTTGGATATATTCCGATAAACCCTTTTCCTGGCCTCTCTGGATGCTCTCCAAGCGTTATTGAG
+ATGTTCTTAACCTTACCGTTCCTTAGTATCACCAATGACAATTCCTCACCGGGCTTGGTGTTGTTCATGA
+ATTTTATGAACTCTTCCAAGGTGTTTATCTTGACTCCGTTTATCTCAACTATAACATCCCCCTTCTCTAA
+AATGCCGTAAGCTGGACTATCTTTTATGACCCCGAAGACTTCAACTCCGTGAGGTTCGAACGCTAGGGTT
+ACCCCATTGAATACTAAGACTGAAATGAAGGCCACTATGAAGTTCGCGAAGCTACCAGCTGCAAATACCC
+TCAATCTGCTCCTTAAAGGGGCCTTCTTAAGCTCGTCTTCATCTGGTTCCACGAACGCTCCAGGAAGCAC
+TATGAAGAATAGCAAGCCAACGGATTTTAAGGGTATATTCTCGGCTCTCGCGACGAATCCATGGCTAAGC
+TCGTGGACAATTATAAGGACCGCGAGGCTAATCAACCCATACACTAGTGGTATTGTGACTCCTGGGATTA
+CGAGCTGAACCGAGGGAACAACCTCAGCTGTGGGCCTTAAGATATTGTAGGCCTGCTTTAAGAAGTAGTA
+GAGCACGAAGGCCATGCCACCGAATCCCGCTATTATACCTATATCTCCATAAATCCTCCAGAACCCTTTG
+TGTTCCCTCCCAACCCTGTCTATGAAATCCAGGAATCTCTTAGTCCTCCAAATTATTTGAAAAGGTGCTA
+TCTCTAAGCTCTTGGAATCTTTTAGCACGGTAACTCCTAATATCCCGATTACAGCCCAAAATCCGAGTAT
+TCCAAGGATTACATTTGTGAGCGTTCCCAATACACTCACCAGATTTTTGGTAGCTGAAAACCTTTTTAAG
+GTTCACCTATACCTTTAGCCGATGGACGTGAGGGAGATTCATGAGTTCTTGAATAGAATGTGGGAGGAAA
+CCTTTAGGCTCAGGGAAGAATTAAGGGAGGAGCTAGAGGGTTTTGAAGTTGAAGAAGTTACTGAGGTTTT
+CAACGCTTACCTTTACATAGATGGTGAGTGGAAGGAGATGAAGTACCCTCATCCGGCCTTTACGATAAGG
+CCAGGTGGTGAAGTTGGAGCGACGCCCCAAGGCTTTTACTTTGTCTTCGCCTTTGATAAGGAGGATTTGA
+AAGAGGAATTCGTTAGAGATTTCATAATCACTTTTAGGCAATCCTTCATATACGGGATGGAGAATTTCCT
+TGAGGACTTCTATAACTCGACGAATCCCAGGAGCTTTAAGGAGGTATGGAGTGATATAGTGAAGAGTAGG
+GAGAGGATTATAAACTTCGAAGTTGATACCGATTTAAATAAGGATGAGTTAAAAAAGGAGCTCTTGAAGT
+TCATTAATTTGGCTAAAAGGCATGGTCTCCTTTGAAAAGCTTAAATAGAGGGAGCATCAATGATTGCCCA
+AGGGATGTCAATGTTACTAATGTTGGCAATGCCCCTGCTCGGTTACTTGGCTTACAGGGCCAAAGCCCTA
+GACCTTAAGGGCTCCCTGGCGGCGATTTTCCTGGGATATGGAATAGTTATCCTTGGCGGTTACGTGCCGT
+TCTTTGCTTTGCTTACCTTTCTAATACTTGGAACCATCGCAACCAAGCTTAAATGGAAGGAGAAAAAAGC
+CCTCGGCGTAAATGAAGATTCGTGTAGAAGTATAGGCAACGTTCTTGGTAATGGCCTAAGTCCTCTACTC
+TTCGTCATGCTCGAAGCTTTGGTTAAGAGGGATTGGGGCTGGGCAGGCGTTTTCTCAGCTATAGCTACTG
+CAAATGCAGATACATTGGCTAGTGAAATAGGAAAGGTATTTGGGAGAAATCCCATACTCATAACCAACTT
+CAGAAGAGCAAAGGTTGGTGAGAGTGGAGCGGTTTCATCTGTTGGAGAATTAGTAGCGTTAGTTGGCTCT
+TTCCTGATAGCACTGATATCAACTCTCGTATCTGATAATAAAGTTCCAATGCTGTTCTCTGTAACGCTAG
+CCGGCTTTATTGGGGCCAACGTTGATAGTTTAGTTGGGGCAACGCTGGAAAAGAAAGGCTACGTTGATAA
+CAACGGCACTAACTTTATAGCCACCTTCGTTGGTGGTATAATTGGCATCTTGATATTCCTATTACTTGAA
+TGATGAGATGGCGGATTGCTGAGCTGTGATGAAGACCTTAGGGTCTGACTTCCCAAAAGTTCTTAACTGG
+ACTTGAGCGTTTAAGGGTGTGGTGAGAGACATGGAAGAGTACTACGTCTGTCCTCAATGTGGGAGCGAGG
+ATGTTGAGGTCATAAAGGAGAGGGGGAGAGAGGTAACGTTAAGGTGCAATGAGTGTGGCTACGTTTGGAT
+TGTCACGTTGCCGAAGCTTAGGAAAATCCCAATAATAGTGAGTAAGCACGAGAGGAGCTTTAGAGAGTTC
+GTTGAATTGCCCGAGGGGGAAGTGGTTAAGGTTGGAGACATCGTTGAGACTGATGAGGATGAAGTTAGAA
+TACTAAGCATAGAGCTCCCAGGAGGTAAAAGGGTTAGGAAGGCGAAGGTTGAAGAGATACAAACGCTATG
+GGGGGAAAGTTTAACGTATCCAAAAGTCTTCGGTGTTTCAATATACCTTCCAGGTGGAATTACGCAGTCC
+TTTAAAGTTGTCGTTGATAGGGATGAGGAATTCGTCGTTGGTGAAGTTATTGAAGTTGGAGGTTATACAT
+TCAAGGTTGAGATGATAAAAACCGAGAAGAAGCTAATGAGGAGTGGAAAAGCGAAGGCGGATAAGATAGT
+TAGGTTAATGGGTCATGCGATAAAGGGAAGGGCCAGGAGAAAGCTGAAGATATATGAGGGCTACGATGCT
+CTCCAGAACACTTAATGATTCCGCGATACAATTATAAGAAATTTCATCCAAGTAATAACGTATGAGGATA
+TTCGGTATTTTGGGCCCAATCATAGCTCTTGCGGGCGTAGTATTTGCCTATCTCCTCAATAGGGATTGGT
+GGAGCATAACCGAGAACGCCATAAGTGACCTTGGAAGGGTGGGTCTTCCTAATAACTGGGTGATGAATTG
+TGGCCTGATAATCGGTGGATTGTTGCTCCTGGGTTATGGGGCATGGAGGCTCAAAAAGTCCAAAAATCCA
+GGATGGGCAATTTATGTTGTGGGCTCAGTATTTTTAGTTCTAATAGGTGTTTTTCCAGAAGGTACGGAGT
+GGCACTATGAGGTTAGCTGGGGCTTCTTCGTTTCGATGTTCGCAGCTATGCTCATAATCTCTATATCCAT
+ATTAAAGAAAAGTAGGCTTGGATTCTTAGGCTTGGCCGTTTTCTGTGTAAGCCTTCCATTGGCTTTATTC
+TCCTTGAAGGCATTTAGTGGAGTGGCGGTTGCTGAGACAGTATCAATCTTGGCCTTTTTAATCTTCCAAA
+CTTTAACCCTGGTGGTCGAAGATGTTTAAAAAGCTGGCATGGTTCACGATACTCATCGTTATCCTGGGTT
+CAGTTGCTATTCTGGTTAAGCCTTATTTGGGGACAAGTGAATGGGAGGCTAAATCTGGTGGGGAAGTTAT
+TAAGCTCCCTGAGCCGAGATTGAGGGGTGAAATGAGTGTTGAGGAGGCCATAGCAAGGAGGAGAAGCATT
+AGAACGTACAAGGATGAGCCATTGACAATAGAAGAACTTTCTCAACTCCTATGGGCCGCCCAGGGAATAA
+CCGACGAGCGAAGGAAATTTAGAGCGGCCCCTAGTGCGGGAGCAACTTATCCTTTTGAAGTGTACGTCGT
+CGTTGGGAAGGTCATGGGTTTAAAGCCCGGCGTTTATCTCTACAACCCCTTCGAACATTCCCTTATCCTA
+GTTAGGGAGGGGAATTTTATGCAGGATCTAGAGGAAGCAGCCTTAAACCAAAAATGGGTTGGGAATGCCG
+CGATAAATATAGTCCTTGTTGCCTACTATGAAAGAACGACCAGCGTGTATGGGGAGAGAGGTATAAGATA
+CGTTCATATGGAAGCTGGGCACATAGGCCAGAACATCTATCTACAAGCTACCTCCTTAGGACTTGGAACT
+GTCGCCGTGGGGGCTTTCCACGATGATGTTGTTGCAGATATACTTGGAACTGATGGTCATCCGCTATATA
+TCTTTCCGGTGGGAAGAGTATGATCGACCATTACTTCTTAGGTTATCTAACCTTCATCATGATGAACTTG
+ACGATGCTGTCAGGGGCTTTAATATTCCTTTCAAAGAAAAGGCAAAGGCTGCTGATTTACATTCACGCTA
+TCCTGGCTATACTAACGTATCTGCTGATGACCCTCACAATCCTAATAGTCAGGTAATGCGATTTTGCCTT
+TAAATCTGCCCTTATTGGCTCATTTAAACATTTTAAAGCTTTTAGAAATTCGTTTTTAAACATTGAGAAA
+AGTATATAACCCTCTCAGTTACTACCCAAATAAGACCTCACTATCATAAGGGTGATGATCATGGGTAAGA
+AGAGTAGCGATCCTGCGGTCGTTGAGATAAATGATGTTGATGAGCTTGAGCTGGAAGTTGGAGAGGAAGT
+TACCTCTAAAAAGAAAAAGAAGGAAAAAGAAATAAGGACGATTGAAGATCTTCCTGGAGTTGGACCGGCA
+ACCGCCGAAAAACTAAGGGAGGCTGGATTCGACACTTTGGAGGCAATAGCCGTTGCATCTCCAATAGAAC
+TTAAAGAGGTAGCGGGCATTAGCGAGGGCGCCGCGCTCAAGATAATTCAAGCCGCGAGAAAAGCCGCAAA
+CCTTGGAACCTTCATGAGGGCTGACGAGTACCTTAAGAAGAGGGAGAGCATAGGGAGGATCTCCACTGGA
+AGCAAAAGCCTCGACAAGCTTCTTGGTGGTGGGATAGAAACGCAGGCAATAACGGAAGTCTTTGGAGAAT
+TCGGGAGTGGAAAGACTCAGCTTGCCCACACGTTGGCTGTAATGGTTCAATTACCTCCAGAGGAGGGCGG
+TCTAAACGGCTCGGTCATCTGGATAGATACAGAGAACACGTTTAGGCCGGAAAGAATAAGGGAAATTGCT
+AAGAACCGTGGCCTTGATCCAGATGAAGTCCTTAAGCATATATACGTTGCCAGGGCGTTCAACAGTAACC
+ATCAGATGCTCCTAGTTCAACAAGCTGAAGACAAGATTAAGGAGCTCCTCAATACTGATAAGCCTGTAAA
+GCTTCTAATAGTGGACTCCCTCACGAGCCACTTCAGAAGTGAATACATAGGAAGGGGAGCCCTAGCTGAG
+AGACAGCAGAAGCTCGCTAAACACTTGGCAGACCTTCACAGGTTGGCAAATCTCTATGAAATCGCGGTTT
+TCGTAACGAATCAAGTTCAAGCTAGACCAGATGCATTCTTTGGAGATCCAACGAGGCCCATTGGAGGTCA
+CATACTAGCTCACAGTGCAACCCTAAGGGTTTACCTAAGGAAGGGTAAGGGTGGCAAGAGGGTTGCCAGG
+TTAATAGACGCTCCACACCTGCCAGAGGGAGAGGCCGTGTTCAGGATAACTGAGAAGGGCATCGAGGATT
+AATCCTAAAATGCCGAGCTGGAAAGATGGAAAGCTTGGACTTCCCATCCGCGATGCTCTTCAAATTTTTC
+CTGAATTAAGAGAGTACGTCGATGAAAAAGGTAGGTTAGATTTCTCGAACAGGAGGGCCAGGATACTCTA
+TAATAAGGCTATAGCGAAGGCTATTTTCGGGTTAGACATTGAGTACCATCCGCGTGGCCTCGTTACAACT
+CCAATCTCCAGGTATATCTTCCTGAAAACTTTCCTTCGTGGTGGAGAGAGGGTTTTGGAGATAGGGACTG
+GACATACCGCCATGATGGCCCTCATGGCCGCTAAAATATTCAACTGCGAAGTCACGGCTACGGAAATAGA
+TGAAGAGTTTTTCACTTATGCTAAGGACAACATAGAGAGGAACGGCGCAAAGGTTAGGCTAATCAAAAGC
+AACGGTGGAATAATTCGCGACGTAATTCCTGAGGGAGAGAAGTTTGACGTAATTTTCTCGGCCCCTCCTT
+ACTACGATAAACCGACGAGGGGAGTTTTAACGTATAGGGAAGGTGTTGGTGGAGGAAAATACGGGGAGAG
+GTTTTCGATTAAGCTTCTTAAGGAAGCATATGATTATCTCAGCAAAGACGGGAAGGTTGCTCTTTTCCTT
+CCGGATAAAGAACCGTTGATAGTGGTCGTGGCAGAAAAGGGAAAAGAAATTGGCTATCTAGTTAGGGATG
+TAAGGTTCAAAGTTGGGACGCGTTGGAGGCATAGCTTAATATTCCTCAGGGCATAAAGACTTAGGGGATA
+CGAAGTGAAGCGTGCGTGGAGTAAGATTGCTATTTTCCTGGTGCTAATTATGGTAATTCCTGGGGTTAAG
+GCGTTGAATCCTGTTGAAGGCCGAGTAGTTGTGATTGCCTTAATCCAAAACGGAAGTGATTCCTATGTAA
+CGGCAGCATTCTTAACGAATTCCTCGGGAGGGAACGTTGTTTATAAAGGTCTGGTTAAGCTTATCGAGAT
+TGAGGATCTCGGTAAAAATGTTAGAATAAAGGTTCAGCTTAACTTAACCGATGCGGAACCTTATTTAGAA
+AACCTTGTGAAAATGGATTTTCTAAATGAAAAAGCCCTCAGAAGGGTTATCTTTATGGACTTTTTGGTTG
+ACAAGGAAGACAACACGTTTAACATGAATGGAACAAGGGTTCTATTTCCTTTCCTTCTAGTAGAGGAAAA
+TGTGAAGCCCTTTCACATCTTTGAACCCTTAAGGAAAGAGAAACTTAACGTTGTGGGTTCAGATGTTGTA
+GATGCCACGAAATTTTACTCTCCTAGAACCTTCAGCTACACATTTTGCTCCGGTAGCATCGGAACTAGGA
+ACGTTACATGCGATCCTTCAATTAAGTTGAACTACGCTGACATAATAGCGAAGTCCAACTATGTGATTGA
+AGCTAATTTGTTCTTCCCGAATGATCCTTTTGGCATCTATAATGGCCCAGTGTTGCTGAGCTTTCAGATA
+AATTCCTCTGAATTGAATGAACCATTAATGGAAAATGGGCAGAATTGGGGGCCTTATCTAGTGGTGTTCC
+TCTTTTTCCTACTGGGAATTGGAGCATTCAAAATGAAGCGATAAGGAAAGGAAATCCGACCGTGGGCGTT
+TCATCATCAATCAGTGGAGGTGCTTTCTCTTCATCTCCCTACTTACCCTCGATTAGATCCTTACAATTCT
+CGCAGACCCAGATCTCGCGCCCCTCGTAGTGAACCTTATACAGAGGCCCGTACTGACCACAGAGCTCGCA
+TATCCCGTAAACTTCTGGCTCCTCCTTACTTATCTCTTCCTCTTCTTCATTATTTTGAGATGCGAGTGCT
+GAGAGTAAATCAGCGGCAGTTACAAACCCTATTGGCTTTCCAAACTTGGTAACGAGTATTCTCCTAACAC
+CCTTCTCGGTCATGAGGTCTATAGCATCTTGAACATCGTAGTCATATTCTATCTTGACAGGGTTCTTCGT
+CATTATCTCCTCTACCTTAACTTCCTTCGGATCCTTCCCCTTGGCAACGACCTTATCGAGAATGTCCCTT
+TCAGTGACTATTCCGAGGACTTCATCTTTGTCCATTACAACGGCGCTTCCAACCTTATTCTTTGAAAGGA
+TCCTCGCAACCCTATGTACACTATCGCTCGGCTTGACAACGACGGCCTTTCTCTTGACAACCTGCTCCAC
+TAGTATCTTTGTTGCCATGCTTATCCCTCCTTTCAAAGGCAGTTACCTAAAGAAACTTAAAAATATTATG
+CGACACCAGGCATGGTGGTAGGGTGAGGAAGAAGGGTCCCGTTGTCCTGGGTAGGTTCTGGATATATTGG
+TGTGAGAAGTGTAACGTTCCCCTGATTAGCGAGAAGTGTAGCGTTCACGGTGAAGATGGCGTATTTAAGA
+TAACTCTAACTCCTCCTGGGGATGTTAGGTTTGCCTTTGAGAGGGATATCGAGCTGATAAGAGCTGTCTT
+TTTGGAGCACTATGGCGTTGACATTAAAGAGCTAATGGATGGTAAGATCGTCCTTTTGAATAAGATCCCT
+GGGGAAGATGATAGTTATGAGATAATATTCGATGGCTTCATCTTCGGGATAATCTCCTTTGACCCTAGGA
+GTTTAAAGTGGAGGCCAGGGCTTAAGGAGGAAGGTGCAAGACTTCTGTGGGAAAAGTTTGGGAAAAGAAT
+GAAGAAGTGGGTGATAATAGATAGGGGAGCCGTTGAGCCGGTAAAGAATGGCGCTAATGTTCTTCCAGTT
+GGGATAATTGAAGCTGAAGAAAGTATTAGGAGGAATGATGAGGTAATAGTGGTTTCCGAGGATGGAGAAG
+TTGTTGGAGTTGGGATAGCAAAGAAAGATTACGAAGAGTTAATAAACCCAAGTTCACGGGGAACGGGCAT
+TAAAATGAAGAGAAAGGCAAAGGGAAGCGGCAGGAGGACGAATGGTAAGAAAGCTAAGATAGAAGACGTT
+ATAAGGGCGAACTCCCAAGCCTTAGAGGAGAAGGTTAAAGAAGCAAAGGAGTTCATGAGGAAAACTGCTG
+AAAAGTTTAAATTACCTGTTTCTGTAGCGTTCTCGGGCGGAAAGGATAGCTTGGCCGTTTTAGGTTTGGC
+CCTCGAGGAATTCGATGAATTTACGGTTTTTTTCAACAACACGGGAATAGAATTCCCGGAGACTGTGGAG
+TACGTTGAGTCCCTTAGGAAGGAGCTTGAACCTAAAGGGGTTAGATTCATAGTTGCGGATGCTGGGGATG
+CCTTTTGGAGGGCCGTAAATATTTTCTCACCCCCAGGAATGGACTATAGATGGTGTTGTAAGGTAACCAA
+GCTCGGCCCGATAACTTTAGCAATAAAGAGGCACTTTCCCCAGGGAGTTCTGATGTTCGTCGGTCAGAGA
+AAGTTTGAGAGCTTCAAGAGGTACAAGCAGGGTAGGGTTTGGAGAAATTCCTGGGTTCCGAATGAGATAG
+GTGCGGCCCCTATTTTCCACTGGACGGCTTTGGAGGTTTGGCTCTATATCTTCTCCAGGAAACTTAGGTA
+CAATCCCCTCTACGAGAGGGGTATAGACAGGATAGGCTGCTTCCTATGCCCAAGTCAATCGCTCGCGGAA
+ATTGAAAGACTCAAGAAGGAAAAGCCTGAATTATGGAGCAAATGGGAGAAGGAACTTGAAAAGTGGAGGA
+AAAAGCTGAATTTGCCTAAAGAGTGGATTGAATATGGATTCTGGCGCTGGAGGAAACTGGGTAAAAGGGA
+AGTAGCGCTTGCTAAAGATCTGGGTGTTGAAATTCCCAGGGAGAGGAAGTGGGACGTAATCGAGTTCAGT
+ATCGAGGAGGAAGGTGAGAGTTTTATCGTGAGGCCATCCACTAGGATAAACCTAAGGAGGATAAGGGAAG
+TTGCTCCAATTCTGGGGGAGGTTGAGGAAGGGTCTAATTATCTAAAAGCAGGGAAAAACCTGTTCGATGC
+AGAAAAGAATATAATAGTCTCCCCTTCCCATGAGGAAGCTATAGCTTCGATGTTCTTACTCAAGAGGGCC
+TATGAGTGCGTTGGATGTGGGGTTTGCGTAACTTCCTGTCCAGAAAATGCCATATTCATAGACGAGAAGA
+GGAAGAAAGCGGTCGTGATTGCCGAGAGATGTACGCACTGTAGGGAGTGCATGAACTCTTGTCCATTGGT
+CGTTATTCAGGGAATAGACAGAATTCTCTAATTGTTAATTTGTCAAAATTATTTAAAATTTTTGGACTTT
+TGGCATTTGTATTTAATCTATCTGTCTCTTTTTTGATAAAATCACAAAATTTTAGGCATAAGAGACATAA
+ATATCAACAATATTCTGACGATTAGGTGGAAAAAATGAATGCTGTTGAAATAATATCTAGAGATATATAT
+AAAGCTATTGACATTCAGACAAAGATACTTGACTATATGACGAAGTTTTTCACGGACAGGGGCTTCAAGT
+GGCTACTGCCCATAATGCTAAGTCCAATAACGGATCCATTGTGGCCAGATCCGGCTGGGGAAGGTATTAG
+GCCGGCTGAGGTTGACGTCTATGGTGTTAGGATGAGGCTAACCCATAGCATGATACTTCATAAGCAACTA
+GCCATAGCAATGGGGCTAGAGAAGATCTTCGTGCTTTCACCGAACATTAGGCTCGAGAGCAGGAGAAAGG
+ACGATGGAAGGCATTCATACGAATTTACTCAGCTTGACTTTGAAATTGAAGGGGCAAAAATGAAAGACGT
+AATGAGGCTAATAGAAGAGCTGATATATGGCCTATTCAGAAAGGCCGAGGAGTGGACTGGAAGGGAGTTT
+CCAAGGGCTAGGCACTTCAAAGTCTACGACTATAAAGATATCCTTGAAGAATTCGGAAGTGATGAGAAGG
+CTAGCATGGAAATGGAGGAACCATTTTGGATAGTAAACATACCCAGGGAGTTCTACGATAGGGAGGAAAA
+CGGCGTTTGGAAGAACTACGATCTAATACTTCCCTATGGATACGGGGAGGTCTCTAGCGGAGGAGAGAGG
+GAATGGGAGTACGAGAAGATAGTGGCTAAGATAAGAGCTGCCGGTCTCAAAGAGGACTCGTTTAGGCCTT
+ACCTCGAGATAGCAAGAGCTGGAAAGCTTAAACCAAGTGCCGGAGCTGGTATAGGGGTTGAAAGGCTTGT
+GAGATTCATTGTTGGTGCTAAACATATAGCCGAGGTTCAGCCATTTCCAAGGGTTCCAGGGATTCCGGCA
+GTCATTTAGAAATTTTTAAAAATTTTCCATTCCACTTTTTTGGAGGGAAACCATGAAGGCGTTTCCAGCT
+TACCTAGCCTCCTGGGACGATATAGAGGAGTGGGCGAAGGCGGGCGCATGGAAGGTCCTTGAAAGTGGCT
+GGATGCCAGATGTTGTAGTAGGCTTGGCAAGGGGTGGATGGATAGCGGCGAGGCTCTATTGTGATTATTT
+AGGAGTTAAGGACTTGGTCAGCATAAAGGTTGAGCACTGGGGGATTACGGCAACTCCAGATGGTAGGGCG
+AGGTTGAAGTACGGTGCCCAATATGACTTCGAGGGCAAGAAAGTTCTCATAGTGGACGATATAACGGATA
+CGGGTGAAAGCATGAGCTTGGCCTATGAGTACATGAAATCAAGGAATCCAGCTGAGATAAGAACGGCGAC
+GCTTCTAAACATAAAGGGCTCAAAGTTCGTTCCAGATTACTACGCTAAGGACATCGATTGGGCTTGGATA
+ATCTTCCCATGGAATTTCGTCGAAGACATGATAAACTTGACGAATAACCTATTCGAGGAGAAGGAAAGGT
+TGACGACCGAGGAGATTATATCCCTATTCAAGGAGCTTCACGGGATAGAGGTGCCGAAAGAAAAGCTTGA
+AGAAGCCCTTAAGATGGCAGAAAAGAGGAACATTTTTAAGTTTGAAAACGGCTTCTGGGTCAAGGTGTAG
+AACTTGGACAAGAGGAAAACGATTGAGGATATAAAATCGCACAGCAACTACTCAAGGGAAATGTACGAGA
+TGAACAAGGAGGAGATTGAAAAGGCCCTTGATTCTTACAATGAGCTTAAAGAAGCTTACCTTGAGGATCA
+CCCAAGGGCCAGGCTTATCAGGATAGTCGTCAACGAGGAAAACGATCTACCGCTAGCGATGGAATTTCAT
+AGGAAGGATGACTCATTCAAGGGCTTCACTATAGCGATAGGAAAACCGTACGTGAAAAGGAAAGAAAAGT
+AGTTCATTCTTTTCTTTCACACAATTCTAGCAGAACTCCCGTGACGCTCTTTGGGTGAACAAAGGCTATT
+TTTGCTCCCCCTGCCCCGATTCTAGGTTCTTCGTCTATCAGCCTGTATCCCTTTTCCTTGAGTTCCTTGA
+GCTTTTCCTCTATGTTCTCGACTCCAATTGCTAGGTGGTGTATCCCTTCTCCCCTTTTCTCTATGAACTT
+CGCTATTGGGGAATCTTCGCTCGTAGCTTCCAGGAGCTCTATCCTGCTCTCCCCAACCTTTATAACTGCC
+ACCTTAACCTTTTGGTCTGGCACTTCTTCAACCTCTTCAACCTTAAATCCAAGCCCTTCCCAAACCTTAA
+TAGCCTCTTCTAAATTCTTAACGGCTATACCCACGTGATCAATTTTCTTGAACACTTAAACCACCTCCAA
+TTATTTCTTTGAGTATCATATCCGCGGCCGAATACGGGTCTATATCTTTTTGAGAGACCCTCCTTATAAT
+CTCTTCGAACTCTCCCCTCTTTATTGATGCCTCGACTTTCCCGGCGATTATTCCAGAAACTATAGTTTTG
+ATCTCCTCCTCAATTCTCTTCCTTCTCTTCTCTTTTAATCTCCCAGATCTCTCCAAGAATTCCCTATGTT
+CCTTGATCTTATCCCACAGCTCTTTAATTCCCTTATTCATGGTTGCCACCGTCTCCACAACCGGAGGTCT
+CCATCCTAGCTCTCTCCATTTATCACTCTCTAAATCAAGGGCCAAATTTAGTTCAAAGTACGTTGCGTCG
+GCTCCTTCCTTGTCAGCCTTGTTTATGACGAATATATCGGCTATTTCCATGAGTCCAGCCTTTATAGTTT
+GGACGTCATCCCCTAATCCTGGGACTGTGACGAGTACTACCGTATCGGCTGTTTTAACTATGTCAACCTC
+AACTTGGCCTACTCCCACGGTTTCAACGAATATTACATCGCAACCATAAGCATCAAGAACCTTTATTGCG
+TCGTTCGTTGCCTTGGCAAGCCCTCCCAGGGATCCCCTCGTGGCCATGCTCCTTATAAAGACTCCAGGAT
+CGGTTGAGTGTCTTTGCATCCTTATCCTGTCTCCAAGTAGAGCTCCGCCCGTAAAGGGAGATGTTGGATC
+TATTGCAATAACCCCAACTATTAAACCTTCTTTCCTGGCCTCTTTAATCAGCTTATCCAAAAGGGTTGAT
+TTTCCAGCACCTGGAGGGCCTGTAATTCCAACTATATAGGCGTTCCCTGTTAAGGGATATATCTTCCTTA
+TAATCTCCCTAGCTTTCTCTTCATCGTTCTCGACAAGTGTAATTAATCTTGCAGTTGCCCTCCTGTCTCC
+TTTTTTCATCCTTTCTATAAGCTCATCTATCATTCCACATCACTGGAGAATTTATCCAATGAGATGGGTT
+AAAAACTTATTCAAGAGGCTAAGAATTTCTAAATTTTTTCAGCTTTCCAACGTTGTTGTCTATGAACTCT
+ATTATTTCCTTCAGCGGTGTTCCTGGACCAAAAACCTCGGCAACTCCCATTTTCTTAAGTTCCTCAGCGT
+CGTCTGGTGGTATTATCCCACCTGCTATGACGAGAACGTCTTCATTAACTTTTACTCCCTTCTCTTCGAG
+TAGCTTGAGAATCTTGGGTATAAGAACCATATGAGCTCCTGAGAGTATGCTTATTCCGAGAACATCAACG
+TCCTCCTCAATAACAGCCTCAACTATTTGCTCCGGCGTCTGTCTTATGCCGGTATATATAACTTCATAAC
+CTGCATCTCTGAGGGCCCTTGCGACGACTTTAGCTCCTCTATCGTGACCATCAAGTCCAGGTTTGGCTAT
+GAGAACTCTCACCTTCGACCTCTCAACCACTTTTGGCACCTCCAGGATTTAGTTCCCATGAAACAATATT
+TAAGGGTTGCTAATTCGTCAAAATATGGATATATTATCCCAACAATCTTTTAATCTAAAAGCGACAAAGG
+GGACAACATGTCCATGAGGGTTTACCACTTATTCAGTGGAGGGAAGGATTCATCTTTAGCCGCGTGGATA
+TTAAGTAAGTTAGGCTACGAGGTAACCTTGGTTATGGTAACTTTTGGCGTCTTGGATAATTGGAAGTACG
+CGAGAGAGACTGCTAAAATCTTGGGATTCGAGCATGAAGTAGTAGAGCTTCCCAGGAATATCCTTGAAAA
+CGCTGTGAATATGTGCCTTGAGGATGGGAGGCCTACGAGGGCTATCCAATATATTCATGAGATGGCCCTT
+GAATACATTGCCTCCCGGGAAGACGTTGAAAGAATCAGCGACGGAACGAGGAGAGACGATAAAGTTCCTT
+TTCTCGACATAAGGAAGGCTAGATCGCTCGAAGATAGATTCAATGTAGCTTATATTAGACCCTTATTAGG
+TCTGGGGTACAAAACGATAAGGGAATTGGTGAATAAGATATTTATAGTTGAGGAGAGGGAAAGCGAAAAG
+ATAGAAAAAGGCGATTACGAGGTTGAACTTAGGTACATGCTTAAGTTGAAGGGCGTTGATCCACTCCAGA
+TATTTCCCAAAAGGCACGTCCAGTCGAGGGTAATTGGATTGAAGATGAAGATGATGAGCTCGGCAGGTCC
+TGAGGAGTGATGAGGATCTTGAGTGCTGATTCACCTTACTGCTATGTCAAGCCTCTTTAGCCGAATTTGG
+ATATTATTTTCCCTCTCAGCATTCTTTATTTCCCTCAATATAACATCTATGGCACTCTTTCTTATGTCCT
+CGTCACTAACCGTGGATAGAACTCCAAAAAGCCCCTCTTCTTCTCTCTTTGCTAAACTAGCCTCAATGCT
+AAGTTCAACGATATTATCTCTAAATTCATAGTTTGCCTTTAACCACCTAAATTCTGCATTAGGTAGGGCC
+TTCAGTTCCTCTTTGAGCTTCTCTTTTAGCTCCTTTATTGCCGAATCTATTCTAGGCTTTATTATCCTGT
+CAATTTCCTTTTTCTTATCCTCCAATAGATAATTTAGCTCCTCTATCTTCGCCTCTTTGAGCATCCTTTC
+AACTTCCTCTTCAATTTCCTTCTTCCTCTTCAGTATCTCACTGGCCTTCGCTGATAATCCTAGCTCGGAT
+TTTCCAAGCTTAACAGTAACAGAGTTCACCCATACGTACTTGTTGAGTATCTTGCTTAGCTCAGAGGCGT
+GTCTCTTAGCAAGCCTAGTTATAATCGCCTGAACCCTTGGTTCATCAAGGTCATTGGCCGTTCCTTGAAG
+CTTTACATTTATCTCAAACTCCTTAACGCCTCCGTAGATTTCGATCTCAAGCTTATCAACTTTAATCTTG
+GAATCTTGGATCTCCCTAAGCAATGTTCTTGCAAATCCAGTGAAATATGGCTTAAATTTCGGATCTACAG
+TTAAATACAGGTTCTGGGCCAATTGATGGGTTGGAGGTTTTGTTAATCTCCATAAAGATGTATCTTCTCT
+CTCTTTTTCTTCCATAGAGCTGATTTTGCTCCCAACTATTGCGTTGACCTTTATGTCCTTTATTATGGGT
+TTCAGGTTGATTTTCCTCATTATCTTGGGCAGATGTTTATTTATTAAGAAGAGGCTTTTTCTTTTTATGA
+TCTCGGGGTCACCTCTTTCTGAGACAACGTTAAACTCTGCAACTATTCCAATAGTTCCAGTCCCAATTTC
+AGCGCTTATCCTGCCGCTCTTGAGGTGAGCTCCATTAAGGTACTTTGCTATCTCAGATTTGGTTAAGTTA
+ACGTACTCTCTTAGGGCGTTTTCTATTGTCTCCTTATTTTCAACGTTTCCCATTATCTCTATCTTGAACT
+CCTCAGGGATCTCTGCTTCTTCCTTTTTCTCTTCTATGACTTTGGTTGTTTCCTCTTCTATCTCCCTTAT
+TTCTCTTTCCCTCTCTACTTTGGCCTCTTCTATAGCTTCTTCAATTGTCTCCTCTGCCTGCCTTTTGAAT
+ACCTCCGACAAGGGAATTGCTGGAGTCTTGGAATATATTTCTATGTTATTAGCGAGTGCGAGCCTGAAGC
+TTGTCTCATCTAGAGGTTGGACTGTTACGATGACTGGGATTTCTGCTATCCTAGCTAACGTTCTTATAGC
+CTCGTCTCCATACATTATCTCTTTCCTTGATTCAGATACACACTTTGCAGCGAGAATCCTCTTTTTGTCT
+ACCAGTAATTCTATCACGTAGCTATCTTTCTCGTCTTTTCCAGCTATCTTAACGTGTAACCCCTTGACGT
+CCTTGGCTTTTAAGCTGTCAGTAAGGAAATTTAACAGCTCTTCTGCCGATAAACAAACTCTACTTTCAGC
+ATTTTTTGAAATGCTGGGGAGTTCCATCTTCCATCACCATTAGGTATATATACCCCAGATTGCCAGGATG
+ATAAGTAGGTATTCAGGGTCATTAAATTGATACTCTAGTGTTTAATATTTAAACATTGTTGGCTATGGGT
+GACGATCATGAGGGTTTTGGTCCTCGGTGGAGGGGTGCTTGGAAGGGCGATAGCCGAGGCCTTGATGGGA
+GAGTTCGATGTAACTGTCGTTGAGAAGGATAGCATTAGGGCCCAAACCCTCGCTGAAAGTGGTCTCCAAG
+TAGTTCAGGGTGACTTTTCCTATACTGCCACTCTTTTGAAGGCTCATATTGAGAAAGCCGACTTAATAAT
+AATCACGACCTCTGACATTCAAACGATAGCGAAGACCCTTCACGTGATAAAGTCAAACAACAAAAATGCC
+TCAACACTCGTGATACTTCCAGAAGATAAATCAATAGAGGACATTGAGTCCATACTAAAAGAGGAATATG
+AGATGGAAGTTAAAGTTGACTACATAATAAACCCAAGAACTGCCATAATAAAAGCAGTAGTTGAAACGGT
+AGAGAAGATCGGAGAAAAGAAAAATGCATTTAAACTCCTTCAAAAGTTAAATGAAATAAAGGAAAGAACT
+GATAGTCTTCTTATCGTCATGCATGATAATCCCGATCCGGACTCAATGGCAAGTGCTTCGGCCCTTGCTG
+TTATAGCTCAAAGCGTTGGTTTAAGGCCTCAGATAGTTTACGGCGGAGATATAACCCATCATCAGAATAG
+GGCAATGGTAAATGTCTTGGGAATGGAGTTCAAGAAGGTGTTAAGGGGAAGTTACGAGATTAAGAGATAC
+GATGCTATAGCGATAGTGGATGCCCAACCAAACGGCAACATTACGATTCTTGATGATGACGATTTAAAGA
+GGGTCGAGATAATAGTTGATCACCACCAAATACTCCAGAATCTGAGGGAAAAGCTATCTCCGAACTGTTT
+TGTCGACATAAGGACGGACGTGAATGCCACGTCTTCAATAATGGTTGAGTACCTTAAAGCACTTGAAATT
+CCAATAACTGACACTTTAGCAACGGCCCTCTTCTATGGAATGTACATAGACACGAAGAAGTTCTCGAAGT
+TAAGCAGGGTTGATATAAGTGCCATAGAATTCCTAACTGGGAAAGTTAACTACGAGTTGCTGGATAAGAT
+TGAGTTTCCAGATATAAGCACGGAAACAGCTGAAATACTTGCGAGGGCCATCCTAAACAGGAAGATGTAC
+AAGAATGTGATAATAAGCAACGTCGGCTTTATAGCCAATAGGGATGCAATAGCTGAGGCAGCTGATTTCC
+TGTTAAGGCTCGAAGGAATAACTACCGTTTTGGTGTTTGGAATAGTTGATGATAGGATAGAGATCTCAGC
+TAGGACTAGAGATGTTAGGGTGAACATAGGTAAGGTCATGAAAGAGGCCTTTGGTGAGATAGGTAGCGGA
+GGAGGCCACGCTCAGATGGGCGGAGCTAGGATACCCCTTGGAATATTCAAGCTAGCAAAAGATAAGACGT
+CCTTGCTGAGACTCGTCGAAGAGGCAATAACTGAGAAGTTCCTTGAAGCCCTTGGCATGAAGGAGGTAAC
+ATAGCGTGAAAATCCTCCTCGTGACGGGTAGGCTAGCTGAACCTCTCGTCAGGAAGTACGGAAAGGGTTG
+TGATGTTTTTGTGGCTCCTGTTACAGTCGCTGCATTTTTAACCCCAAGAATGATAGCGGACTTCCTTGAA
+AAGGCGGGCGTAAAAGGTTACGACATGATTCTCATCCCAGGGCTTGTAAGGGGTTCCACGGAGGTGATAG
+AGGAGAGGATTGGAATACCAACGTTTAAAGGCCCTAGAAATGCCGTTGATTTACCTGTGGTTCTTAAAGC
+AATCAAGCAAGGATTTAAGCTTAGCAAGGAAATTCCCGCTGATGAATTATTCTCTAGGGACTCTTTGAAG
+AAGGTCAGGGATATAAGGAATAAGACTAGGAACAAATCTTACGTTGAGAGAGCTCTAAAGAAGCCCTGGA
+ACTTCTTGGTAGGTTCCCTTCCAGTTGGCCTTGATTTCCCGACGAGGATAGTAGCTGAGATCGTTGATGC
+GCCAAGACTTTCCCCTTCTGAGATTAAAAAGAGGGCAGAGTACTACTTGGGGGAAGGGGCCGATATAATA
+GACCTTGGGATGATATCGGGCGAGACGAACTTAGAGTTCATTGAAACAATTCCTGAGCTAAAGGAAATGA
+TCGATGCTCCAATTTCCTTGGATTCTCTAAACACGAAAGAGTTAGAAAGGGGACTTGAATTCGTTGACAT
+GGTCTTAAGCGTTGATTGGGGGAACGTCGAGGAATTGATAACGGATAAACCAGTTGTCTTAATACCAACT
+GACATGAAGCGGGGAAAATTCTATTCGAATCCCCAAGAGAGGGTTGAATCGTTGGAAAAATTGAAAGAAT
+TGGCAACGTCCCTGGGATACAAAAGGATAATAGTCGATCCAATACTTGAGCATTATCCAAACTTCTCAAG
+GTCCCTAGTTGCGTTTTACCTTTACAGGTCAAGGAACGAGAGAGACGTTATGTTGGCGGGCGTTGGTAAC
+GTAACCGAGATGATGGACGCCGATAGCCCAGGAATAAATGCCCTCCTAGCGAGTATCTCTAGTGAGCTCA
+AGCTGTCCCTACTGTTAACGACCGAGGTCAGTAGGAAGTGCGTGGGCTCGATAAGGGAACTTAGAAGGGG
+AATAGATATGACGTTGCTTGGCGGGGTTAAAGATGTTGGTCTTGATTTGCTAATCCTTAAGGAGAAGAGG
+CCGAAGAGCGTTAAATTCGAGGTCTCGAGGAACTTGATTAAGGCGAGGAGAAAGGATGTAAAACTTGAGA
+AGATATACTTTAGGATATTTACAGATAAAGATGAGATATATGTCAACGCTTACAGGGGCACCGAGTTGGT
+GATGACAATAGTTGGAAGCGAGCCGAACGAGATAATTGATACAATCCTCGAGATGTTCAACATATCCCCA
+AGGCATGCCTTTTACCTAGGAAGGGAACTTGAGAAGGCTTTCACCGCTATAAAACTGAGAAAATCCTATG
+TTCAAGAGGGGGGCCTTTTCACGGATTTCTATTCTCAAAAAAGTTTATAACTATCAAACTCTCTAGGAAG
+TTGAGGGATGGGAGCATGCAACCTAAGAAGAAAGTTAAGAAGGAGATAGAGGAAGAAGAGGAGCTTTTAG
+AGGAAATGGAAGAAGATTGGATTGAAGAGGAGGACTGGGAGAGCTGGGAAGAGGAGGAGTGGGAGGAAGA
+GGATTGGTTTGAAGAGGAGGAAGAATGGGAAGAGGAAGAAGATGAGTGGTGAGCTGAGGGTTAGGCGAGC
+CTCTTCCTGGGAGCTGGATTTAATACTAAAAGAGGCGGAGAAGTACGGCGAGCTCCTTCATGAATTTTTT
+TGTGTAGTTGAGGGGAAGTACAGGGATGTGTATGCAGTAAACGAAGAAGTTTGGAAAATAATTGAAGACA
+TCAACATGAGGCCCTACTCCTTGGGAACATTCGTGGGGACGATAAGGGTCGATGAGAATCTGGTTGAAAA
+GTTCTATCCGAACTTGGAATTCTTTAGCTTGATAAAGCTCGAGAAGAACTACGTTATCCTGGGCCCGAAG
+GCATCCTTCCTCTTTACAACGGGCAAAGATGCGCCCAAGGAGGCCGTGAGGGAAATAAAGTGGCAGGGGA
+GTAAAAGGGTCGTCGTCTTAAACGACCTAGGCGATATCATAGGCATAGGCCTTATAAATCCGAAGAGCGA
+TAGAAGATTTATAAAAAATTTAAAGGATGTTGGGGAGTTTTTAAGGCGTTAGTGCTTGTTTTCTTGCCTA
+ACTGGATAGGGAACGAACTCGACGGTGCCCCTCTGCCTGACTGGCTGCTTGTACAGTTCCATAAGAGCGT
+AAACCTCTTCCGGAACATCGGTTGAGACGTTTAGGCCAAGCTTCCTAGCTTCTTCAACGGTTATTGGGTA
+GTCATGAGTCCATCTCCCCTCGGTTAAAATCTTGGCTAGCTCCTTGGCCTTCTCATCTCCGTACTTGTCT
+TTGAGTAGATCATATATGAAGTCCCTAACCTGCTTTATCGCCTTTTCAGCGACATCAGCTAAGATTAGCG
+TTTGATCATCGACTTTGTCGGGCCCTTTCCTTTCTACGGCCCTGATAATGCTAGGAGCCGGATACTGGCC
+TAGCTGAGGGTCAACCGGCCCAAGAACTGCGTGTGGGTCCATTATTATCTTGTCGGCGGCCAAAGCTATA
+AGCGTCCCACCGCTCATCGCGTAGTGAGGAACTATAACCCTGGTCTCCGCAGGATGATCTTTCAGGGCTT
+TAGCTATTTGGGTAGCCGCCAACACTAGGCCCCCAGGAGTATGGATTATTAAATCTATGGGCTTGTCCTT
+CGGCGCCATCCTTATTGCCCTAAGCACTTCCTCGCTGTCCTCCATGCTTATGAACCTGTAAACTGGTATT
+CCGAATAACCCTATGCTCTCCTGCCTGTGAATTAATGTTATTACTGTAGAATTCCTCTTTCTAGCTAGTT
+TTTCTAGTAGCCTTGCCCTTGCAAGTTGTAACTGCCTGTACTGCATTTGGGGCCATAGTAAAATGTATAG
+GAACAAGAACCACCAGAGTAGGGAGCCAAAGAAACCACTAAGGGGATCCACTTACATCCCTCCTACTTGA
+GCAACTCGTCTAGGATCTCTTTAGCTTTTCCTATCCCCTCTTTTAATTTGTTAACTTCTTCTTCTAGCTC
+TTTAACTTTGTTCTCTAGCTCTTCCTTCTTCTTCTCCAATGATTTCACTTTGGTTTCGTATTCGTTCAGC
+GATCTTTCGAGTTCGCTTACCTTTCTCTCCAGTTCTTCTTCCCTCTTTACCTTTTCTTCGTATTCGCGCA
+ACTTTGCCTCGAGCTCTTCAGCCCTCTTTGCTTTTGCCTCGTACTCCATCAGCTTAACCTCGCTTTCCTT
+GAGCTTCTTCTCAAGCTCTTTCTTCTCTTGTTCGAGCTTTTCTACTTTTCCCTTTAATTCCTCGATTTCT
+TTCTTGGCCTTCTCTAAGCTTTCCAACTCCGCAGCTTCGATCTTTGCCTTTACTTCCTCGAACTCCTGCT
+TGAGCTTCTCGTATTCCTTCAGTAACTTTTCATATTCCTCCCTTGCGACGACTTCCTTTATCCCTCCCTT
+CTCTATCATCTCTATCGTTTTTATCAACTCATCGAGCTTTCCCTGCTTTATGAGTTCATAGGTTTCCCTG
+ACAAGTTGTCCCGCTCTGCTCTCCCCCTTTAAGTGCTTCCTTATCGTCTGCTCCGTCCTTCCGAGCTCTC
+TAGCTATCTCGCTAACGGTCATTCCAGCCTTCTCCCTGGCTATCGCTCCAGCCGCTACAGCTAAGCTATC
+GACCCAGGTCAACCTTTCAGCTGGGTCCTTTATCAGCTCTATAACCTCTGGTCTAAACAGGGTCGCAAAC
+AGGAGTAAGCTCTCCAGCTGGTGTATTTCGCTCCTCGTTATTGGATTTAAAGGAACCTCAATGCTCATAG
+CTATCACCTCCACGGCTCAAAGCTCTAAGATCTTGCCCCTCTTGAGTACCCTATCTGGATAAACGACTAT
+TCCCTTATCGGTTATCTCGAATGGGTGCCTCCTCATGCTATGACTCGTTCCACGCATCTTCCACACTATC
+AGAGAACGCTTAAGCTCACCGTCGATTTCATCTAGGTCAAGCCTAATGATACCATCAACGCCGTGCTCTA
+CACCAGGCCCACCGAATCCCCTTTCACCAACGCTTATCTGACTGACGAAGATGCTCGTACATCCGGTTCC
+GGCTAAGACTCTCTTAAGCTGGAGGATTATACTTCTGGCCAATGCCGGCTTGTTTATGTAAAGGGTAGTC
+ACGGAATCAACTACCACCCTCTTGGCGTTGATGTCCCTAATTGCCTGCCTTAGAACCTCGATGAACTCCC
+TAATGTCCGTTAAGTCGTGAACTATGTACTTCTCGTACTCCTTGCTCTTCCCTATTCCGGCGGTGAAGGC
+ATCTACCATCGCGAACATTCCTTCCTCTTCGTACTTCCTCACATCCCAACCGAATTGGGCCATATTTTGC
+CTAACCTGAACTGGGTGTTCTTCTAGAGCAACGTATATTCCTGGTTCTCCCATTTGGAGACCATTCCACA
+AGAACTGCTGGCTGAATATCGTTTTTCCTGTTCCTGGTCCTCCGCTCAGGAGAACAACGTTTCTCTCGGG
+TATTCCACCGTGGAGTATATCATCCATGCCAGGAATTCCGGTTTTAATTCTCCTGGTCATCTTCATCCCT
+CCCCTTCATCCTGAATAGTTTTACTAACTTCATGATACTATAATGTCTCCATGTATTTAAGGGTTTCTCA
+GGCAAACAAATTAATGGCATTATACTTGATCATAATAACGAGGCTGGTTGAAGATGGAGAGGATAATAGC
+TAAGCTAGCTTCGGTAGGAGCTGATTTGAGCACTAGGAGTGCCGTTAGAATTGCTCTTTCCATAATAAGT
+GAGGATGAGGAGTTAACGGATCAAATATACGTTGAAATAAAGAACAAAGCCTATAGGGATGACTTCGCTA
+AGGTTCCAGTTGAGAAGAGAGCAGTTTTCATTCCGCAATGCTTGAGAAACATTAAGGAATGCGAGGCCGA
+ATTCTCTGAGTATGGTTGGGTCTGCAAGAAGTGTGAAAAGTGCGTGATAGGGGAGATAATAGAATACGGT
+GAATCCCTTGGATACAGGCAATTCTACATAGTTCCTGGGGGGAGTTTGGTTAAGAAAATACTAAAGGAAA
+AAGTCCCAAAGGGAGAGATACAAGGAGCGATAGGAATAGCCTGTTGGCCGGAGTTGGCTGAGACGGCTGA
+GAAGCTCTCCATGCTAAAGATACCAATGCTAGGGGTCCCATTGCTTAGGGTTGGATGCATAAACACTATC
+GTCGACGTTGAAAGAGTTAAGGAGGTACTTAAGCTAGGCCTTTAACTTTCCCTTCCTCCAACCTTCAATG
+CAAGACCCAGGAATATCGTAGTCCAACTCAAAAGAGATATTAGCGAGAACTTAACTTCAGCTCCACCACT
+AATCAAATGCGATGCACTAACTGTTGGAATTAGCAGGCTAATCTCCTTCAACTTTCCTGGGGGAATTTCT
+CTGGATAATAAAATAGGAGGTTAGAAAGCCTTATGACAGTTAACAGTTCCTTAAATGCTACTAATTACTA
+TACCTTGAGGAATTTCAAGTCCAGCCAACCCTAAAGGACTAGCAAAAGGAAAGGTAAGACCGGTAAACAT
+GTCAAAATACTTTTATTCCATCCAGCTTATAATTTGAAGGTGGTTTCATGGGTCTAGAGGAGCTCTATAA
+GTACCTTAGATGGAGGATGGATCCAGAGGACAAGAGGGCAGTTGAGAGGTTCCACAGGATAGTTGAAGTG
+TTTGAGAAATTGAAGGATTCCAAGTTAATAAGTGGCTCTAGGGTTCTCGACATCTGTGCTGGAACTGGAA
+TAGCCGGCGTCGCCTTAGCTAAGGTTCTAAATGCAAAGAAGCTTACGGTCTTAGATGTGAGGAGGGAGGA
+TTTGGATAAGGTTGAGAAGTGGATGGAAGTAGCTGGAATAGATGTTGAAGTAGAGAAGATCGTTGGAGAC
+GCTAAGAAGGTTGGAGAGCTAGTGGAAGAGCACGATGTTGCAGTTCTTTTCGGACTAACGATGCCACACT
+TTAATGCCTTTGATGCCGTCAAGCTCTTTGCAGGCGTTGCCTCAATACTTAGCGAGAATGGCGTATTCAT
+TCTTGAAGAAACCGACAGAGTTTATGGTATAATGTACTTAGTTGGATACAAGGACTTCCTCGTTGAGACC
+AAAGGTAAGGATTACACGTTGATCTCGGTGCACGAGGGTTATGATCCTGTTAAGGGAGTTTTCAAAAGGA
+CGTACTATAAGTTGCCAGGCTTTGAAAAGGTTAGCGAGGAGGAGCATAGGCTTTGGGATCTAGCTTCTCA
+ATTGGCACTTGGAAGCATATTTTTCAAAGATTATAAGCTAATTTCAAAGTCTGAACATGGAGTGGAGGGA
+GTATCTCACCTAGTTTATCTAAGGATTCCCAGGAAAGACGTTGCAGAGACAATATATACTGCATTCCTTG
+ACAAAGATTAGATAAATCCTGTTGAAAAAATTTAAGAACTCATGTAACCCTTTCCAGCTTGTCCTTCTTT
+ACTATGTATGTGTTCTCGTACTTTATGGCACCTTCAGGAAGCATTAGCGGTGGGTGGATTATGCTCAGCA
+CCATGTTTTCTTGAATCCTGGTTGCCCTCTGTGGGACCACTATGGTAGCTATCGGAGGTTCCTCTATTAG
+CAACCCAACGCCGTGTGTGTAGCCAGCCAAGTGATACTCTCCAAATCCCCTTTCCTTAAAGAAATGCTCT
+ATCTTCTTTTCAACTGCTGATATTGGAACTCCAACTCTAGTTTCCTCCAACGCAAGCTTTAACGCTTCCT
+TCTTGACCTCTATCGCCTTCTTAACCCTCTCCCCAGGATCTCCGACTATGAAAGTCCTAGCCATGTTAGC
+GTAATAATGGTTCCAATCAGTCCCTATGACGACCGTGACTATCCCGTTCTCTGGAACCTTCAAATCCCTA
+AAGGGTTCCGCGTGAGCTCTCGGTGTTACCGAGACGTACACCTTTGGATCCTCACTTCCATTAAGCATAA
+GCTCTCTAACTACCTCGGCCGCTATCTCAAGCTCGCTCTTCCCGGGCTTTATCTCCTCTTCAGCGACCCT
+CATCCCCTTTAGGGCTATCTTCCCTGCTTTCCTTATGTTTTCTAGCTCCCACTCGTCCTTTATCATCCTT
+AGGCTCATTGTTAAGTCCAGAATGTCGACGACTTCAATGCTTGGGTTTAGCCTTAGGAATATCTTGTAGA
+ATATTAAATATGCATCTCTCTCTATTCCAAACTCGAGTCCTACCCTCTTCATCCCGTTATCCTTAATCCA
+CTTAACGACGGTCGCCATCAGCTCCTCTACCTTTTGATACTCAACAACATCCTCGATCCAGCTTCTCTGC
+TTGAATAGCTCTGCTTCCCCCTTGACGACTAGAACCGTTGGCTCTCCCTCTGCTGGGATTAATAGGCTAG
+GCCTTAACCACTTCGTCCCGGTAAAGTAGATGAAGCTTGATAGCGTTCTAATGACTGCCCCATCTATGTT
+GTTCTCTCTTAATAATTCTTGGAAACGCTCAACTCTCTTCTTAAATATCTCCTTATTTCCCCTCATTTTG
+TTCACATCCATAACCATATAGGTTCTAATTTATAAAAGTTTATGGGTGAAGAAAGAAACGAAAAGGTTCA
+GAATACTGAGTTTAACCTTCCTCCATCAACGGGTATCATTGCTCCGTTTATGTAGCTTCCTAAATCGCTC
+GCCAGGAACGCAACTAGGTAACCGATTTCCTCTGGTTCTCCAAGTCTTCCTAGGGGTATTGGCTTGGCGT
+ACTCTTGCAAAGCTTCTTCTACGGTTTTGCCTTCCCTCTTAGCCCTATCCTGGGCCAGCTGTATCATCCT
+GTCAGTTCTTATTATCCCTGGCATTATCCCGTTAACGGTTATTCCCTTTGGCCCAAGTTCCTTGGCCAAA
+GTTCTCACCAATCCGGCCATTGCAATCCTGACAACGTTGCTTAATGCGATGTTCGGTATCGGCTCCTTTA
+TGGCAACGCTCGTTGAGTAGATTATCCTTCCGAATCCTTTCCTTTCCATTGCTGGAACTAGGGCCTTCGT
+TAGGTATATCGCTGGGTAAAGTAGTAATTTAACTGCCTCTTCCCAGTCCTCCATGCTCATCTCCATGAAG
+TAGCCCGGCTTTGGACCTCCAGTTGAGAAGAAGAATATGTCTGGCTCTCCTATATTTTTTAACTCTTTCA
+CTGTTCTTTCCAAATCATCCATCTTGGTTAAATCAGCAACGATGTAATGAACTTCGACGTTGCTTTCTTC
+TTTTATTTTCTCTCTTGCTCTTTTTAGGTTCTCCTCATTCCTTGAGAGTATTATCACGTCCGCCCCAGCC
+TTCGCCAAAACCCTCGCAACTCCGAATCCTATGCCCTTGCTTGAAGCTGTCGTGAATGCTAGCTTACCTG
+AGAGGTCTATCTTCAGCATGGGAACCACCGTTTGGGATTTCTCTCAGGGAAACTAATAATTTTTGGTTTT
+GGTTAAAGGTTAGCCCTTAAAAACTCTCCAACTTTCCTTTTCCATTCTTCCTTGTATTTGACTATCGTTC
+TGACGTGAGCGGCATCGGTTATCCAAACCTCTATCCTGGGGTTTATTGTCTTGTTCCTCTTGTAGAATTC
+TTCGACTTCCTCGACTTTAACAAGTGGATCGTTTCCCCCTGCTATGATGAGAAGCGGTTTCCTGACCTTA
+TCAGCGTAATCTATTATGTTGACTTCTTTTGCACCGCTGAACATCTTAGTGAATGGCTTTATAATTGGAT
+ACAGAAACTCCGGTAAGTTTGCGAAGTACTTTAGCCCTCTAGCCCCAGTCTTGTCTATATAAATCGGTGG
+GCTGTCAGCTATTCCACAGCAAACTCTCTCATCCTCGGCGAGCGCCCTTATCGTTACCATGGCTCCCATT
+GAGAATCCTATCAGGGCTATCTTCTTGGTGTTCGTGTTGGAGAGTAGCCAATCTATTGCTCCACTCAGGT
+CAAGGATTTCCTTGTCCCCTATAGTAGTTTTGCTTCCTTCGCTTTCTCCGTGGGCTCTAAAGTCAAAAGT
+TAGGACGTTATAGCCTAGGTTCGCCACGATTTCTATCGCGGGCTTCATGTAGACTTCGTTCCATTTGCTG
+GCGGTATAGCCGTGCAGGACTATTACCGTCTCATCTTTCCCTTGGTCTATCCACCATCCCCTCAACGTAA
+TTCCGTCCCTGCTCTTGAATTCAACTTTCTCATAGTCAAATCCTAGGTCCTTTGGAGTCCACTTGCCTAC
+TCTCCTAGGTGGTGTTACCATTTTGTAGCCTACGAAGGCAAAGAATCCAAAAATAATGGTAAGAAAGAGG
+AGTATTGTCCAGGTCCAGATCATGAGAACACCTCCAGCTTCTCAATCTTCCAAATCATGGGCATCGCAAT
+TAGAACCATCAAAGCTCCTAGTGGGAACAGTATCCTGTAGTTACCGTTGAAGGCATCTACGATTGCTCCG
+CCGATAGTTCCGGCCAGTAGAACTGGTAATGACCTTGTCGCCTCGAAGAATCCGTAGTACCTTCCCGTGA
+ACGCTTCCCTCTTGAACCTCGTGAGCAAATCTCCAATGACCGGGTACGAGGCTGCCACTAGAATTCCCCA
+TCCAATTCCGGCTATCGCTAGTGCAATTATTATCTCTCCCCTCGACCTTATTGTAATTCCCCAAATTTGA
+GGAAGGGCAAAGATTATGCCCCCGATTATTATGCTGAGCCTTCTACCTACCTTATCGTACAATATCCCTC
+CAGGAAGGGCTCCTATGAGAACAGTGACGTTGAAGAGGGCCATCAGGAATAGGCCGAGGGATGTTACCAT
+CTTGACGTTCTCCTCGGTAGCTTCCCCGTAGAGGATGTACGCAAGTATTCCGTATAGGAATATCGCTATG
+AACTCGAAGCTCATCCACCATAGGGTTTGGGCCGCGTAGAACTTTAGGAAGTCCTTGTTGCGAACTATGC
+TTGCGAAGTACTCCACTAAACCCTCATCTTCTTTCACATCTGGAGCTTTTGGCTCTTTAACTACAAAATA
+TACGAACAATGCTGCTCCTATCAAGAATATTGAGGTTATTATGAAGGGCAATTTTAGATAAGGGGTCTTC
+GCGAGGACACTTATCGAGCCTTCCTTTCCAGTTAACTCCGTTGCCTTCGCAATCAAGTAACCCGTTAGGC
+CGAATAAGAATAGGTTGCCTGCCCATTCCAGCAATGTTATGACTCCACTGGCTTTTCCCCTTTCTCCGCT
+CTCTATCGTGTCTGGCATCAAAGCTCTGAATTGTGCTGTGTAGAGATGCATCGAAAGGTAGAAGATTCCA
+AGCGTCGCGGCGAACCCTGCTAGCGGAACTCCCATAGAGTACGTTAGATATATCAGGAGGGCACTCAGGC
+CTGCCATCGTACCCCCTATCATTATGAATGGCCTTCTTCTTCCATGCTTAGACTTCAGTTTGTCGCTGTA
+GTATCCGAGAATTGGCGGTATTAGTATTCCGATTATTCCTTCCGTTGCGAGTATCGTTCCCTTTATAAAA
+GCTGACTCCGTGTAGCTTGAAAGGAGTGGAAAGGAAAGGCCCTTGTTAAGTGCCCATCCAACGCTTCTGC
+TGAATCCCAGGAAAGCTAATCCCATAACGACTTTCCAGCTGAACCTCCCCATTCTATCACCTCAGTCGAG
+ATCTGAAATGTACTCTATGGCCTTTCTACCTACCTTTACGTCTCCTCTCTTTACGAACTGGACGGTGATC
+GTTGCTAGTACGAAGAAGACTATTGCGAAGGGTATTAACGTCTCGTATCCTATTAAATCTAGGAAGGCTC
+CTGCAAGTGGAGGTGCAACCAAGTTTGCAGCTTGGCTGAAGAAGTAGTATAGTCCGGTGTACCCTCCTAC
+TTTCTCCTCGGTCGTCATGTCAACTACCATTGGAAGAGAATTCACGTTAACCATGGCCCAGCCTATGCCA
+GCTATGAAGAACAGTAGCATGAACTTCACTATTACCGGGTCGGTGAGCGAAACTGAACTCGGCCTTTGAA
+CTTGGCCTATGTAGTAGCTGAGTCCCAGGACTATTACTATTATGATTAAGCCGAGGGTTATCGTTTTCCT
+CCTTCCCAACTTGGCCCCCAGGAATCCCGCTGGAATGGCGAATATCATGAAACTCAGCGACACTATTCCC
+ATTATGAAAGCTCCAGTGCTCTCTATCTGTCTCGTTACTGCAGTTTCCTCTGCTCCTATTGGAATTCCAT
+ATAGGTGGTACTTAACGTAGCTTGTGAAGAAAGTTTCAAGCGAGTTGAATGCTATGAACCAGAAGAATAT
+TGCCAGGAGTATTGCGAGTAAGCTCCTCTCGTGGCTGGCGAATACATCCTTTAAGTTTTCTTTGAGCTCG
+CCAAAGCTCTTCTTTGCCGTCTCCGTGAATATCTTCTTTATATCAATGCCCTCTCCTGGAACCCTGTACT
+GTTCGGGCTCTGGGACGAAGAGAACAACTATCATATTCGCTATCAGCATTATAGCGGCTCCCGCGTAGAA
+GGGGTACGCGTAGTTTATGTCGTATAGTATTTTTCCGCCCAGGTAAGCGAGTAAAGCCCCAAGACCGCCC
+ATAAAGTTTATTATCCCGTTTGCTTGGCTCCTCTTTTCACTCGGTGTTATGTCGGGCATGAAGGCAATTA
+CTGGAGACCTGAATAGGGCCATGAAGAAGTTCATGAGGACTATCACTCCCATAAAAAGGGCGAGGTTCTT
+GTGGGCCCTGGCAATTGGTATCAATGCGAACATTATTGCCGCTGAAGGTGCTCCAAGCAGTATGTAGGGC
+TTTCTCCTTCCAATCCTAGTCCTGGTCATATCGCTTAAGGCTCCCAGGAACGGAAGGAGAAGCACCGCGA
+ACAGGTTGTCAATTGTCATTATGAAGCCCGTAACAGTTCTGCTCATTCTGAAGGTATCCTGAAGGAATAT
+CGGTATATACGCATTGTACAGGGACCATATTATGCTTATACCGAAGAAACCGAAGCCTAGGAGGAATATC
+CTCCAATATTTGAACTCCATTTCAACACCTCCAGAGAGGTGCATTAGCGTATATTTTTGGTCTTTGAAGT
+TTTTAAGGTGATTGGTGGGCATATAGTGGGGATCGCGATGTGGGAGAGGGATGAGGTAATACTGCTTGGT
+CATAGGGGGTACATGAGTAAGTACCCCGAGAACACCCTCTTGGCCTTCAGAAAAGCTCTGGAAGCTGGTG
+CGGATGGTGTAGAATTTGACGTGTGGCTAACTAAGGATGGGAAAACGATAATCATGCACGATGAAACTTT
+GGATAGGACGACCAACATTAGTGGCAGGCAGAAAGACATGACGTTGGATGAAATCAAGAAGGCAAGAGTG
+AGTGGTCAAGAAGTTCCAACACTCGAGGAGGCATTCAGCGTTCTTCCAGAGGATGCTTTAGTTAACATTG
+AAATTAAGGACGTCGATGCGGTTAAGGAGGTAGCTTCAATAGTTAAGGAAAACAATCCCGAGAGGGTAAT
+GGTCTCCTCCTTCATAATAGAGGCCCTAAGGGAATACAGGAAGTACGACGAGGAAACCATCCTGGGGCTC
+CTCATAGATAGGGAAGAGGTCGTTCCGATGATACCCAAGCTCAAGGAAGAGCTCAACCTTTGGTCGGTGA
+ACGTTCCGATGGAGGCAATTCCGATAATAGGGTTCGAGAAGACTGTAGAGGCAATTAAATGGGCTAGATC
+TTTAGGCCTAAAGGTAGTTCTTTGGACGGAGAACGATGAGCTGTTCTACGTTAATAGGAACCTTGAGAGG
+CTTAAGGGCTTATTCGAGGTAGTAATAGCTAACGACGTTGAGAAAATGCTCACACATTTAAGGGAATTGG
+GACTTAAACGCAAAACATAATTAGGAATTCACACTCCTCTATACCGGTGAGCCCCGTGGAGGGGTACATT
+TTATCGCTTGACGAAGGTACCACATCGGCGAGGGCGATAGTGTTCGACAGGGAGGGGAACATAAAGGGCA
+TCGGTCAATACGAGTTTCCACAGTACTATCCAAAGCCTGGCTGGGTGGAGCATAACCCGATGGAAATCTG
+GGATGCCCAGGTGAGGGCAATAAAAACTGCAATTCAAAAGGCTAAGGTTGAACCGGCCCAAATAAAGGCG
+ATTGGAATAACGAACCAGAGGGAAACTACAATAGTTTGGGATAAAAACGGCAATCCCCTTTACAATGCCA
+TAGTTTGGCAGTGTAGAAGGACGGCTGAAATGGTAGAGGAGATAAAGAGGGAGTATGGAGACTTAATCAA
+GGAGAAAACTGGATTAATTCCAGACGCTTACTTCTCTGCAAGTAAGATAAGATGGCTCCTGGACAATGTT
+CCTAGGCTGAGGGAAAAAGCAGAGAGGGGCGAGGTCTTATTTGGAACCGTTGACAGCTTCCTGATTTACA
+AATTGACTGGAGAACACGTCACCGACTACTCAAATGCATCTAGGACTATGCTATTCAACATAAAGAAGCT
+TGATTGGGATGAAGAGCTACTCGAAATCTTCAAGATTCCCGAGGGTATATTGCCTGAGGTTAGGGAGTCC
+AGCGAAATATACGGTTACACTAGGATTCTTGGGAATGAAATTCCTGTGAGCGGAGATGCTGGAGATCAGC
+AAGCCGCACTCTTTGGCCAAGCTGGCTTTGAAACTGGAATGGTGAAGGCCACGTATGGAACCGGGAACTT
+CATACTTGTTAACACTGGAAAGACCGTTCGTTACTCTGAGAATTTGCTAACTACGATAGCTTGGGGCTTG
+GATGGAAAGGTAACCTACGCCCTCGAGGGAAGCATATTCATCACCGGGGCGGCCGTTCAGTGGCTACGCG
+ATGGGATAAAGATAATTAAGCATGCTTCCGAAACTGAGGACCTCGCAGAAAAGCTGGAGAGCAATGAAGG
+TGTTTACTTCGTTCCAGCGTTCGTTGGTCTAGGGGCTCCCTACTGGGATCAGTTTGCCAGAGGGTTAATA
+ATAGGTATAACGAGGGGAACCGGTAGAGAACACTTAGCGAGGGCAACTTTAGAGGCCATAGCTTACCTCA
+CTAGGGACGTTATAGAGGAGATGGAGAAGTTGGTCGGCATAAAGGAGCTCCGTGTCGATGGAGGGGCGAC
+AGCAAATGACTTCTTGATGCAGTTCCAAGCTGATATCCTCAATAGGCGCGTTGTTAGGCCAGTGGTTAAG
+GAGACAACGGCTCTTGGAGCGGCTTACCTTGCTGGGCTGGCGGTAGATTACTGGGAGAGTCTAGAGGAAA
+TAGAAAGCCTCTGGAGGGTCGAAAAAATTTTTGAGCCAAGAATGGATGAAGAAACGAGGGAAAAGCTTTA
+CCGTGGATGGAAGGAAGCTGTGAAGAGGGCCATGGGGTGGGCAAAGGTCATTTCTTCATAACCTTCTAAA
+CGAGGGAGTCCAATGAGAAAAATAATCACTCTTGGGGTAGTTTTAGTCATATTTTTAATTGGTTACTCGA
+CCCTAAGCCTTAACAGTTCACTTGAAGAACGTAAACCGACGATCGACCAGATAGTCTCGGAGATAAGTTC
+ATATTCATCTTTTTGCTGGATCGTGAACGGAACATCACTTTCGGTTCCACTATTTAGGGCTCGTGCTAAA
+TCCGTTAAAGCTTGCATAAATTATTCCAACGGCTCTGCCATTTACTGGGTTAGGGATGAAGGTGGAAAGG
+ATTTTTCCTATCAAATTAATATGGACGAGCTGGATTGGGACATTGTGGTGCATTCAGTTTGGCCTGAACT
+GAATATCATGAACTTCCTCAAGTGGATACTTGAGAACGGAAACGTCACCGAAGTAAAGAGGGTTGATGAG
+GGTTATGAGTTCCACGTACTTCACGAGTATAAGGAAGAGTCGAACGCTGGAACCCTCGAAAATCCTCGCG
+TCGTGGAAATAACTATCGTCTGGAACGTCACGCTCGTCGTTAACGATAACGGAAAACTCGTTGGTGGTCA
+CTTCATTGGGAAAAGCATTGGGCCTTCCAACGTTAATACAGCCAACTGGGTTCAAGAAGGGAACTTCTCA
+ATCCTTAGGACGAATGAACATTAATGATCGTTTTTCTAATGAGCACCATAGTTCTTCCCTTTTATGCTCA
+AAAATGTCTTATTATACCTTTTTAGGTTGAACTAAAGGCTGAGGAAAGATTTAAAACCTGGAAATCCTAT
+TTCCTTTTTAGTTTTGAGGTGGAGCCTATGGGTACGAGAACGAAGGTCGCCATAATTGGGGCAGGGATTA
+CGGGGGCTAGCATAGCTAGGGTTCTAAGTAAGTACGAGAACCTCGAAGTTCACCTAATCGAGAAGAATCC
+AGACGTTGGCTGGGGTGTTAGTAAGGCTAATACTGCGATAATCCATGGAGGCTACGACGACGACCCTGAA
+AAGTATCCAATGAGGGCGAGGTTCTGTGTTAAGGGGAACAGGATTTGGCACGAGTGGGTTAAGCAGCTAG
+AAATTCCTCATGTCTGGAACGGTGCTTTAGTAGTTGCCCTGGAAGAGGAGGATTTCGACGAGCTGGAAAA
+GTTACTGGAGCGCGGAATAAAAAATGGAGTCCCAGAGATGAGAATTGTTGACAAGGAAGAGCTCTTTCAG
+TTAGAGCCCGGTTTGAATAGAAATGCTCTTGGAGCCTTGTGGGTTCCAATAGTTGGGCAAATAGCTCCGA
+TTCCAGCCGTTATAGCCCTCGTGGAGAATGCCGTTGCAAATGGCGTTAAGACTCACCTAGAAACTAAAGT
+CAAGGGAATTAAAGTTAAGAGAGGTGAAGTTAGAGGCCTAGAAACTAACGATGGCTTTATAGAGGCTGAC
+ATAATCATTAACGCCGCTGGACTTTATGCGGATGAAATATCGAGGATGGTTGGCTTAGATTATTTTGAGA
+TTCGTCCCAGGAAGGGAGAATACTGGATATTCGACGAGGGAATTCCTGGGCCAAAGAGGGTTCTTTTCCC
+GACGCCTACCCCGATAAGCAAGGGAATCGTCGTCACAACGGAGATTAGCGGACACTTAATGATAGGTCCT
+AATGCTAAGGACTTATCTCCTGAAGAAAAGGAGAATACAGCAACAACTAGAGAAGGGTTGGACGAAGTCT
+GGGAAGGGGCCAAGAAACTGTGGCCAAATTTGCCACCAAGGAGTAAGGTAATAAGAACTTTTGCCGGCTT
+GAGGCCTGAACCTACAGGTGGAGATTTCATAATCAGAGCTGAGGAGGAAGTTTGGGGCTTCATAAACGTT
+GCAGGTATAAGGTCTCCTGGCCTGACGAGCGCTCCGGCTATAGCTTACTACGTGGCCGAGCTGATAGAGA
+GGGAGCTCGACGTTAAATTGATTGAGAAGAAAAACTGGAACCCTTACAGAAGGGACTTTCCCAGGATTGC
+CATGCTTCCTCCTGAAAAGGCAAATGAGCTCATAAGGAGGAATCCCCTATACGGAAAGATAGTGTGTAGA
+TGCAACACGGTTAGCGAGGGTGAGATAGTTGAAGCGATAAACAGAATGAAGTTCATAGGGGTTAAGAGCC
+CGAGCATAGACTCCGTCAAGTTCAGAACTAAAGCCACAACGGGAACCTGTCAGGGAGCTTTCTGCAGGCC
+AAGAATAATTCAGATTTTGGCCAGAGAATACAAGTTGCCTCCTTGGAAGATTAGGCTAAACGTTCCTGGG
+AGCGAAATTGGGATTGGGGATGTTAAGGTGTTAACGAGGGGTGAGAACTGATGTACGATGTTGCCGTGAT
+AGGAGGTGGCCCGGCTGGCATGGCCGCTGCGATAAAGGCGAGGGAGCTTGGACTGAGCGTAATTTTAATA
+GATGAGAACGATTACCTGGGCGGCATACTTCCCCAATGCATACATCCCGGGTTCGGAATTCACTACTTCA
+AGGAAGAGCTTACCGGCCCTGAGTTCGCCTATAAGCTGATGAACAGGTTAAGGGACGTTGAGGTTAGGAC
+TTCTGCTAGGGTAGTGGAGATAATCAACTACTCGGACATCGAGAAGAGGCTCAAGGTGATATCCCCAAGT
+GGGATTGAGGAGATAAGGGCGAAGACGATAATATATGCCGCTGGGGCCAGGGAGAGGCATGCATTTGAGA
+TTGGGATTACAGGTGACAGGGTCGCTGGGATATTCACGGCTGGGGAAGCTCAAACCCTTATGGATATCTA
+CGGAATAATGCCTGGGAGGGAAATTCTCATAGTGGGTTCTGGAGACGTTGGCTTAATAATGGCCCGTCGC
+TTTGCCCTTGAAGGTGCAAGGGTAAAGGCCGTTATAGAGTTAATGCCCTATCCTGGGGGCCTCGCCAGGA
+ACGTTATGATACTCAACGACTTCAACATCCCCCTCTACTTGAGCCATAAAGTCGTTGAGATTAGAGGAAA
+AGGTAGGGTTCAGCGGGTTAAAATCGTCAAAGTTGATGAAAATCTGAGAGAGATTCCAGGAACGGAGTTC
+TGGGTAGACGTTGATACGGTCATAATATCGGCCGGCCTGATTCCGAACGTTAAGTTGCTGACGAAGGTAG
+GTGTCGCTATCGATCCCTCGACGGGAGGGCCTATAGTTAACGACAGGCTTGAAACTACTGTCCCAGGAAT
+ATTCGTGGCCGGTAATGCCTTGGTAATAAACGACCTCGTGGATTACGTTGTTGAGCAGGGCGAGCTTGCC
+GCCGAGGGAGCCAAGGAGTTTATAGATAACGATGGAATCAGGAGTAGGAAATGGACGAGGCTGATTAAAG
+GTGAGAACGTAAGGTTCGTGGTTCCCCACTATCTGAGCGGGGACAGGGACGTTTGGATTTACCTTAGGGT
+CTCAAGGCCCATGGAGGATGTTAGGCTTGAGATGCCCGAGATAGGTAAGAGGATGAGGCTGCCTATAGTT
+AAGCCCTCGGAGATGATTAGGATAAAGCTGAGGGGGAAGGACGTGAAGGGAGTTGATAAGATAACCGTGA
+GGGTGGTGAAATGAAGGTTTACAGGTTCACCTGCATAGTTTGCCCCCTCAGTTGCACCATCGAGGTTGAG
+GTTGAAGGTAACAGCGTTAAGTCGGTTAAAGGATACACATGCCCCAGGGGTAAGGAGTGGGCTATCGAGG
+AAGTTTTGCATCCTAAAAGGGTTGTCATGTCCGTAGTTCCGGTTGAGAACGGTAAACTGCCAACGGTCAG
+CGTTAAAACCGAGAAGCCAATTCCAAAGGAGAAGATCCCCGAACTAATGAAATTTTTAAGCACTCTCAAA
+CTTAAGGCTCCCGTGAGGATTGGAGACGTTGTCGCTGAGTTCGAGGGCGTTAAGATAGTGGCCACTAGGG
+AGGCCTAAAAATATTTATAAACCGTGCATAACTTAAACCCATCAGCTCACGATCAAGGGGTGATGCTCAT
+GAGTGGAACCAAGAAGGTAGGTTCAGCGGGTAGGTTCGGGCCTAGGTACGGTCTTAAGATCAGGAGAAGG
+GTTGCAGCGGTAGAGGCAAAGATGAGACAGAAGCACGTCTGCCCAGTATGTGGAAGGAGGGCAGTGAGGA
+GGATAAGCACGGGAATTTGGCAGTGTAAGAAGTGCGGTGCCATATTTGCAGGAGGTGCGTACTTACCCGT
+TACGCCCGCTGGTAAAGTCGCTAAGAGAGTCGTGGAGTGATGTAACATGGTTGAAGCAATCTATAGGTGT
+GCCAAGTGCGGTAGGGAGGTTAAGATAGACCTCTCGGTAACGAGGGATCTCCGCTGTCCCTACTGTGGTA
+GCAAGATATTGTACAAGCCTAGGCCTAAGGTTCCGAGAAGGGTCAAGGCAATTTAGCTAAGTTTTTAACC
+TCTTCTTCCAATTTTAAAGGGATTAGCTATGATGCTCATAACCACTTCGCACAGGCCAACGAGGAGAACG
+AGGAGCTTTGGGCATGACTTGGAAAGGGTATTCCCGAACTCTCTTTACATGACTAGGGGAAAGAAGACCA
+TACAAGAGCTTTTAATGGAGGCTTACGATAGGGGATACGAGAGGTTACTAATAATAAACGTTTGGAAGGG
+TAATCCGCTCAAGATGACGTTCATAAAGGTCCATCCCGATGATTGGGGCTACCTGGGCTATCTATACCTT
+CATGGAGTTAAGCTTCAAAGGGAGATGGGGTTCAGGGGATTAAATCCGATAAGGGAAGACATGCCCCTCG
+TTGTAACTACGGCAAAGAGGGTTGGTCTTGATCATTTGGCCTTTGCCCAGGTATTTTCCGAGCTCACTAC
+TGGAAAGTTCGTGCCGAGGGGAGATAAAAGCTTGTTATCCATAGCAGATAAATACAACACGGATGTTCTG
+GCGGTTATTGAAAGGCATCCCAGGGGGATAGTTGTTAACTTTTACAGGCTCGATGTCACGAAGGAAAGGG
+CCGTGGGGCCTTTGATAAACGTTAAGATATGGATAATGGAAGATGGGAGAAGGTGGGACTATAAGGAGGC
+CTTTGGAATAAAAGTTAAGCCCAGGAGGAAAGAAGGTGAAGCCGAAGAGGGTGCAAGGAAAGATAGTCAT
+TGAGTTCCCCTCGGAAGATATAGCAGAGGTGGTTTACACATCCGTTCTGTACGAGCACGTTAGCGTCCCT
+TACAGGAGGAGTAGGGTGAATTTTAGGAGGGAAGGTAGGAGAATAGTGCTGGAGATTGAGGCCAACGATT
+CATCCGCGATGAGGGGCACCGTTAACTCTTATCTCAGATGGATCAAGGTGGCCCTAGATGTTCTGAACAT
+TTAGTTTGCCTTCTCGAGAACTTGGGAAAAGCTTTATAACTCTACCTTTTAAGTAAACCCGAGCAAGCTT
+ATCGGGTGGTGAAAATGGGTAGGAGAGAGGAGATGATTGCAAAGATCAAGGAGCTCATGCTCCAACCCGA
+AAGGATTAGGAATATTGGAATTGCCGCTCACATTGACCACGGTAAAACAACCCTTAGCGACAACCTGCTG
+GCAGGGGCAGGAATGATAAGCGAGGAATTAGCTGGAAAACAGCTAGTTCTGGACTTCGACGAGCAGGAGC
+AGGCGAGAGGTATTACGATTAACGCCGCAAACGTTTCAATGGTGCACAACTATGAGGGCAAGGATTACTT
+GATTAACCTAATCGACACCCCAGGACACGTTGACTTCGGTGGTGACGTCACTAGGGCAATGAGAGCAATA
+GACGGTGTTATAATAGTGGTTGACGCAGTTGAAGGAGTAATGCCCCAGACTGAAACAGTCGTTAGGCAGG
+CTTTGAGGGAGTATGTCAAGCCAGTCCTCTTCATAAACAAGGTTGACAGGCTAATCAGGGAGCTCAAGCT
+TACTCCACAGCAGATGATGGAGAGGTTCTCAAAGATAATCATGGACGTTAACAGGCTAATCCAGAGGTAC
+GCCCCAGAGGAGTACAAGAAGCAGTGGATGGTTAAGGTCGAGGACGGAAGCGTTGCCTTCGGTTCAGCTT
+ATTACAACTGGGCTCTCAGCGTTCCCTTCATGAAGAGAACTGGAGTTAAGTTCAACGAGATAATAGATTT
+AACGCTTAAGGGTGACCACAAGACACTAAGGCAAAAGGCTCCGCTCCATGTAGTTGTCCTCGACATGGTA
+GTTAAGCACCTGCCAAATCCAATCGAGGCCCAGAAGTACAGGATTCCACACCTCTGGCAGGGAGACATAA
+ACAGCGACGTTGGACAGGCAATGCTTAACTGTGATCCTAAGGGTAAGATGGTCATGGTCGTAACGAAGAT
+AATCATTGACAAGCACGCCGGTGAGGTTGCAACTGGGAGAGTCTGGAGCGGTACCGTCAAGAGCGGTCAG
+GAGGTCTACCTCATTAACACCAAGAGGAAGGCTAGGATTCAGCAGGTCGGTATCTACATGGGTCCAGAGA
+GGATAAACATGGAGGCAGTTCCAGCTGGAAACATAGTTGCAGTTACCGGTTTAAGGGATGCAATGGCCGG
+TGAGACTGTAGCTGAGGAACCAATAGAGCCGTTCGAGGCACTTCACTACGTTAGTGAACCTGTAGTTACC
+GTTGCCATAGAGGCTAAGAACGTTAAAGACCTGCCAAGGCTAATCGAAGCTCTAAGGCAGCTCGCTAAGG
+AAGACCCAACTCTGCACGTCAAGATTGACGAAGAGACAGGCCAGCACCTCCTCAGCGGTATGGGTGAGCT
+CCACCTCGAGGTTAAGCTTTACAAGCTGAAGAAAGACTGGGGAATTGACATAGACGTTTCAGAGCCAATA
+GTGGTTTACAGGGAGAGCATAACCAAGCCAAGTCCAATGGTTGAAGGAAAGTCACCCAACAGGCACAACA
+GGTTCTACATAGTCGTGGAGCCCATGCCTGACGAGATATACAATGCCATTAAGGAAGGAATAATCCCAGA
+GGGCAGAATTAAGAATCCAAAGGAGGTTGCAAAGAAGCTTGCTGAGCTTGGAATGGACTACGAAATAGCT
+AGGGGTATCGTTGATGTCTACAACGGAAACATGTTCCTCGACAACACGAAGGGTGTTCAGTATCTTAACG
+AGGTTATGGATCTCCTCATAGACGGATTCCACCAGGCCATGGATGAAGGGCCACTTGCAAAAGAGCCAGT
+AATGAAGGTAATAGTTAGGTTAATAGATGCCCAGGTTCACGAGGACAACGTCCACAGAGGTCCAGCCCAG
+ATTTATCCAGCAATAAGAACAGCAATACACTGTGCAATGATGAAGAGCAACCCAGTTCTCTACGAACCGT
+ACCAGAAGGTAATAATCAACATTCCATACGAGTACATGGGTGCTGTTAGCAGGGAGATCACCCAGAGGAG
+AGGTCAGCTGGTTGACATGAAGCAGGAAGGTGAGGTAATGACGATAATTGCAGAGGCCCCAGTAGCTGAG
+ATGTTTGGATTCGCAGGAGCAATAAGGAGTGCGACGAGCGGAAGGGCACTATGGAGTACAGAGCACGCTG
+GATTCAAGAGGGTTCCAAACGAGCTGGCCCAGCAGATAATAAGGCAGATAAGGCAGAGGAAGGGACTAGA
+CCCGAACCCACCAACCGAGAAGGATGTCTGTCCTCTCTTCTGATTCCACAACTTTTTTATATTGGGTTCG
+TTTCTTTTTCTCCTGGGGCTTAAATGCTGGGAGACTTCTTCAGGAAATACTTCGTAAATCCAATAAAATA
+CAACACAGGCTATAATCCAGTTAACACTCTAACGTACGCTGTAATCCTTGGATTGGCAACTATCCTGGTT
+TATAAGGTTCTGAAGAGGTTAAGGATTAAAATTGACAACGCATTCTTCAGGGCCCTGATTCCGTACATGA
+TATTTGGGGCATTTACGAGGGCTTTGACGGATGCTGGCGTTTTTCCTAGGACTTACATAACGGTGTCCCC
+GGGGATATATTTCTTGGTCTTCAGCATAGCGTTTCCAGCCCTTCTAATATCCCACAGATTTTTTAAGGAT
+TGGAGGGGAGTTTTCCTCTCCTTCGGCTGGGGGTTAGTTCTGGTTGACGTTGCGGCTCTCTCGGCTAACA
+TCGGTAAGGTTTCCTTCCGCTTAGAGGTCCTTAAATACTTCATTCCCTTCGTCATAATAGCTGAGCTCGT
+GATATACCTTCTATCGAGGAGAGTTTATCTCATTAGGAAGAACTCTTACCTCTTCTACGTCCACTTCTAC
+GACGCGACAACCACTTTCGTTGGAGTTGATTTTATGGGTTACTGGGAACAGCACGTGGTTCCGAGATTAC
+TTATAGGCCTGACTGGAACCGCCGCGGTCATGTATGTTCTTAAGTTCTCAATTCTATTCATCGCCCTCTG
+GATAATGGAAAAGCTTGAAAAGGAAGGAGAGGATAAAGAGCTTTTAGACTTCATAAGGATGGTAATATTC
+ATCTTGGGCTTTGCCCCGGGAACTAGGAATCTGTTGAGAATGCTCATGGGGGTTTAGGGATGAGCGTTAA
+GGCTTGGAGGAAGATTGCGCTCGACATAATCAATGACTTCGATCAAAATGTAATGCCCCTCTTCGGAGAC
+GCTCGAGCTGGAGAAACGGTTGGGATAAGCCCTAGTGGGGATGAGACGAAGGTAGTTGATAAAGTGGCCG
+AGAACGTTGTCGTTAGCAAGTTCAAGGCACTAGGAGTTAACATAGTTAGCGAGGAGATGGGGGTTATAGA
+GCAAGGTAGCGAATATACGGTTTTAATAGACCCCCTTGATGGCTCGTACAATTTTATATCGGGCATACCT
+TTCTTCGCCTTGAGCGTTGCAATATTCAAAGGTGAAGAGCCCGTTTACGCCTTTATATACGAGCCCGTAG
+TTAAGAAGCTATACGAGGGCATCCCTGGGCAGGGGGCTTACCTTAACGGGCAGAGAATTAAAGTTCGCAA
+ACTAGGTGAAAAGCCATCTATAAGCTTCTACACGAGGGGTAAGGGAATCGAACTTCTTAACCACGTGAAG
+AGAACTAGAACCCTAGGAGCGATAGCGCTTGAGCTGGCTTACCTAGCTAGAGGTGCCCTGGATGGTGTAG
+TCGACATTAGGAATTATCTACGTCCAACGGACATAGCCGCTGGAGTCATCATAGCTAAGGAAGCTGGGGC
+TTTAGTTAAGGACTCCAATGGGGATGAGATAGAGGTTTCCTTTAGTGCTACGGATAAGGTGAACTTAGTG
+GCGGTAAACGATGAGGAACTTTTGAAAATGGTTTTAAGCTTAATTGAGAAGTGAATACGATGTACCTAAG
+GAAGGAGCTTTTGCAGCCAAGACTTTACCAGGAACTTATCTACGCTAAATGCAAGGAGAGGAATTGCTTG
+ATAGTTTTGCCAACTGGATTGGGTAAGACGATAATAGCCATGATGATCGCCGATTATAGGTTAAATAAGT
+ACGGCGGTAAGGTTTTGATGCTCGCTCCCACGAAGCCCCTCGTTCTTCAGCACGCGGAAACCTTCAGGAA
+GTTCTTTAACCTTCCCCCCGAGAAGATAGTTGCCCTAACGGGCGAGGTAAGTCCCAGCGAGAGGGTGAAG
+GCTTGGAATAGGGCGAAGGTTATAATCGCAACGCCACAAACTGTTGAAAATGACCTCCTTACTGGAAAGA
+TAAACCTTGAAGATGTCGTTCTTGTGATATTTGACGAGGCCCATAGGGCCGTTGGAAATTACGCTTACGT
+TTACATAGCAAGGGAGTACCTTAACCAAGCTAAGAATCCCCACGTCATTGGCCTGACGGCATCCCCTGGT
+AGCTCCCAGGAGAAGATACTGGAAGTTCTAAGGAATTTAGGAATAGAGCACATAGAGTATCGCTCCGAGA
+ATTCCCCAGACGTTAAGCCGTACGTTCAGGGTATAAAGTTTGAGTGGATTAAGGTGGAGCTCCCTGGGCT
+TTACAAGGAGGTTAGGAAATTACTTAGAGACATGCTTAGGGACTCCTTGAAGCCTCTCGCTGAGGCCGGT
+TTGATAGAATCTGCCTCGGCTGATCTTCCTAAGAAGGAAATCTTGAGGGCCGGGCAGATAATAAACGAGG
+AGACGGCAAAGGGCAACCACGATCTGAGAAAGCTACTCCTCTTTCACGCGATGGCGTTGAAGCTTCATCA
+TGCCATAGAGCTCCTCGAAACCCAGGGCTTATCTGCCTTAAGGGTCTACCTAAAGAAGCTATATGAGGAG
+GCAAAAACTGGCTCCACCAGGGCCAGCAAGGAGTTATTCCTGGACAGGAGGATGAAGAAGGCGTTGGCAT
+TGCTAATCCAGGCAAAGGAACTTGGCATCGACCATCCAAAGATGGAAGTTCTGAAGGAACTTGTAAAGGA
+ACAGCTCTCCAAGAAAGAAAACTCCAAGATAATAGTCTTCACCAACTACAGGGAGACCGCAAGGAAGGTC
+GTTGAGGAATTAACGAAGGAAGGAATAAAAGCTAAGCGGTTCGTTGGCCAAGCGACGAAAGAAAATGATA
+GGGGAATGAGCCAAAGGGAGCAAAAACTAATCCTAGATTCCTTTGCTAGGGGAGAATTTAACGTTCTAGT
+AGCTACTAGCGTTGGCGAGGAAGGATTGGACGTTCCTGAGGTTGATTTGGTAGTTTTTTATGAGCCAGTT
+CCATCCGCGATTAGGAGCGTCCAGAGGAGGGGGAGAACGGGAAGGCAAAAGCCAGGTCGAGTTGTCATAT
+TAATAGCCCAGGGAACCAGGGATGAGGCCTACTATTGGAGCTCCAAGCATAAGGAGAGGCAGATGAGGGA
+GACGATAAGGATGGTAAGCCAAGCGATAAAGAGGGAGAAGCAGCTATCCCTTGAATCTTACGTCAAAAAG
+GACACAGAGAAGGAAATGGAAAGGGAGGAAAAAGAGGAAAGAAAAGGAGAGAGGGAAGGTGTAAAAGTGG
+TCGTGGATAGCAGGGAGCTGAGGAGCGAAGTTGTGAAGAGGCTCAAGACCTTGGGAGTTAAGATAGAGGT
+GAAAACTTTAGATGTTGGAGACTATATAATCAGCGATGAGGTTGCCATCGAGAGAAAATCAGCAAACGAC
+TTCATTCAGTCGATAATCGATGGTAGATTATTTGATCAGGTTAAGAGGCTCAAGGATTCCTATCCAAGGC
+CTGTTGTGATAGTTGAAGGCCAGCTCTACGGGATAAGGAACGTCCATCCAAACGCCATTAGGGGAGCCAT
+AGCTTCGATAGTTATAGACTTTGGAGTTCCAATTATATTCTCCTCGAATCCTGAGGAGACTGCCAATTAC
+ATCTTCTTCATGGCGAGAAGAGAGCAAGAGGAAAGGAGAAGGGAAGTGAGGGTTAGAGGTGAGAAGAAGG
+CCCTAACTTTAGCGGAAAGGCAGAGGTTGATAGTTGAGAGCCTCCCCCACGTTTCGGCGACGTTGGCTAA
+AAGGCTACTCAAGCACTTCGGAAGCGTTGAGAGGGTCTTCACGGCAAGCGTCCCAGAGCTGATGAAGGTT
+GAGGGTATAGGGGAGAAGATAGCCAGAGAAATTAGGAGGGTAATAACATCCCCTTACACCGAGGATTAAA
+CATGCTCTATCTTGAAGGTTTTCCTTCTTAGTTCTCTGTCTACTGACTTCGGGATTCTCAAGACTATCTT
+GAAGTCTTCGATCTTTGTTTTTATAACAGTGGTTGCTATCTCCTCAAGGAGTGGTATCACGAAAGGAGTC
+GCCACCTTGACTATGTCAACGTTCACAGTGTATATCGTTAGTCTTCTTCTATCTCCACTGTGCTTCAGTA
+TGGAATTCAGGAGAGCCATTATATCTTGCTTTGATTGGGAAAGTAGGAACAGCTTTTCTAGGCCTAGGAC
+GATCGTAACTATGTTCTCATGATCTCTAGCTAAATCTTCCTCAACTTTTTCGTACTCTTTCTCCCTAACC
+GATACACCAACCTCGGAAAGCCTCTTCACGACGTTTCCCACGTAAAACCTTCCTCCTTCCTTGATCACCT
+TTGCATACTCTACTATACTTGGATCCAAGCCCAACAATTCGAGCTGGATCCTGTAAACTCTCAGCGTGTC
+TAGTATATCGTATATTATCACCTCATAACCCCTTGCTCTTGCCCATTTGAGGATATAATATAGGCCTATC
+CCCGGAATTATCTGAGAGTCATGTTCTAGGAGTAAGGTCTCCCCAAACTTTACGTTGTCCATGATATGAA
+GTGAGACATTCTCTGGTGTTTCCATAACATCACCTTTGGTTATTTATAAGGCAGGAAATTTTAAAAATGT
+ATCTCGCGTTATTTTGGAATAAAAATCCATAACAGAGTGTTCGTTATAATTAAGTTATATTACTCACTCT
+TTTACACTTGTTTTTTTCATGAGAAAAATTTCAAAGATTTTCCCGTTAGGGGTAGACGGTTTTATAGTTT
+GATTTCAGTGGGGGAGCTTTTTAATCTCGCTTCTTTTCTTAGTAACCTTTATTTTGTTACTGGTAATTGC
+AATGGTTGTTGTAACGAAGAAATACCAAGTCACTAAAGGAGATGCGGATCTCGCAAGGGACATTGATAAA
+ACTATAGAGAAAATGAGAGAGGGTCTAAGTAAGATATTTAATGATACATAGCTCATGAAGCTCAAAGGGA
+GGTTCTAAAATGAAACGTGTCCTTGGGGCCTCAATATTGCTGGTAATGCTCTTGTTCTTTTCCTTTAAGT
+ATTATAGCTACACAAGTAAATCCGCAAGCAATCTCATTCCACAAATTTACCTCGGCTATGCATTTTCTCA
+GCCTAATGAAACAATAGAGCTGAACTTCTATCTTACGAATTTCACCTGCGATAACCTAACCCTCGAGTCA
+CCTTGGGGTTTTGTCGAAAAGCGCGTGAATCTAACACTCGTGAAAATGGCGGGTTTTGGTGAGATTTCTC
+TAAACGTCACGCTTCCACACGATTTAAAGGGAAAGGTTCTTGTTAAAAATTGCGAGAATAAGTACTACTC
+TTTAGTGAGGGTTAAGGTAGAAGAAGGACATGGATACCTCCTCAGGTTCCATAAATGGACGAGTAGTGTA
+CTAAACTTCGAGGATACCGAGTACGTGTATGAGGCTGAGGTTTACAATCCATTAAATACAAGCGTTAAAC
+TGTTGGACATTTATTATCCCGTTGAAGGTGTGAAGATAATATCCTTTGGATTTGCGAATGGCACGATATA
+CTCCCATGATAGTAACTTGTCAAAAGTTCTTCCTCCAAGGAGTAGACAAGTTCTTATGATTCGTCTTTAC
+TCTAAGCCAAGCGTTGGATTGGTCTTTAAACCTAAGCTGATATTGGAAGTTGACGGAAAGATAATGCACA
+GTGAAGCTCCCGGGGCTACGATGGCAAAAATTGTGCCCCCGGGGAGCGAAGGGGAGTCATAGCTCGGCTT
+AAGCCTAAGCTCCTCCCCCGCGGTTTCCGGGGGCCATATATCTTATTTACTTCGAGGCTAAAAACTTTTA
+TACCATCAATAAAATTCCTCATTAGGTGAGATATAATGGCAAAGGAAAAGACGACGCTTCCTCCAACGGG
+AGCCGGTCTGATGAGGTTCTTTGATGAGGATACCAGGGCAATAAAAATAACCCCAAAGGGAGCAGTTGCG
+TTAACCCTAATCCTGATTATATTCGAGATAATTCTCCACGTTGTTGGTCCCAGGATATTCGGCTGATTGT
+TTTAATTCCTCGCGTTTAGTTAATAATTATTTTCTCTTCCCAATACCAAGGTAACCGGGCAATCCCACAA
+TGTTCTCCATTTTATCTCTCAGTTGGCTTTGTCGAACTAAAATCAGAATATACAAAGAAAGGGAGCAGTT
+GCGTTGGCTCTTATCTGAGATGATTAACTAGATTGGTGTTCTCTTTAATCCCCTTGCGTTTAACTCATCG
+TTAACTATCTTCCTTATTACGTCCTCTAGGTAACCCGAAAGCAACGTTTCGACGTTGGCCTTTATGTTGT
+CTATGTCGTGCCTAACGCCTTCCAGGAGTTTAATGTACTCCCTGGCCATCTCAAGCTGGCCTTCCTGCTT
+GATGAGTTGCTCCTTAAGGTGGTCAAAGTCATCCTCGAGAACCTCAAGTCTCCTAACCTTCCTTTTAAGC
+TCCTCAAGTTCCCTCTCTATTTTCTCCTTTTCCTCTCTTAGCCTTTTAATTTCCTCTTCCTTCTTCTCGA
+GCTCCTTCACTAATGAGTTGTACTCCTCGACGACTTGGCCTAATCTTTCAATTTCCCTTAACGGTGGAAC
+CTTCCCTCCGCCTAGGATTATAACGTCTGGTCCAACATTCACTATGTCGGACGGCTTTATCTTGATCTTC
+TTCTCTGAAGAGAACATTCCTGGGTGGAATTCTCCCCTTGATAAGTTCTCTAGAACCTTCATTTTTAGGA
+TAAAGTAAAATTGATCCCCAGACACTTCAACGTTTATGTCGGTTGCGTACCCGAGTATCTTTCCCTCGGG
+AAGGGATATCACGAACTTGTTAACTAGTTGGTTGGTTTGACTACCTTCCATGCAGTCCACCTTACCCTCT
+ATCTCCCTGGGAATACTTAACACTTTTTCCTTCAGAGTAGCTTATAGTAGCCAGTCTCGGGCTCGTATAT
+CTCTCCCTGGGCGAGTAGCTCTGTTATTGCATCGTCTATAGTCTCTTCATCGTACTTATCTCCGAGCTTC
+TTCAGTATGTACTTCCTTGAAATTGCCGTTCTCTTCTGCCTCAATATGTTCAAAATATCCTCCTTCGCCT
+TCTCAAGTAACTCGTTTTCCTCCTTCTCCTCTGGAATCTCCTCTTCTAGAAGCTCTTCCATTGGCTCTTC
+TATGCTTCTCTCCTCCATCATTATTCCGTATAGCTCATCGATGACCTCTAAAAGCTCCTCTTCTATTCCT
+TTATTCTTCGCTATAACCTTTGACTTTGCCGTTATGCCGTATTGGTTATAGATTTCTAAGGCTATCTTGG
+CCTTTTTTATGTGCTCTATTTTCTCCTTCAACGTCTCGTACCTGTGAAGTATCCACATGTTGGGGTGAAC
+CTTTGAAACGCCCTCCACTAGTATCTGCTTATCATCTCTCCACTCTGCTATCTTCCCTATAACCTGAACG
+AGATCCCCTTTTCTTACGAGCTTCGCGAACTTAGTGTCGTCCCTGAACCCGAGGACCCATATAACTCCGG
+TTCCATCATCAACTTGAAACTTTCCATAGGTTTCGTCTTCAGCTATCAGAGGTTCCCTCACGACCGTTCC
+AACTATCTTCGCCCTGTAAACTTTCCTGGCGTACTTGGTTATTAGGTAGTTGGGCTCGAAGTCACCTTCG
+CTCTTGACGAAGTATCCCTCAAGTATGTCCTTTATGTAAAGCCTAGTCGCGGGCATCCTCTTCTTCATTT
+CAATCACCACACGATTTCTCCCTCTAATCTAGGCAACAGCTTCCTTTCAAGCTCTCTAATTTCTTCTAAA
+GCCTCTAAATCTGCGTCGCTGAAGTCCTGGATTACCTCCGCGTATATGTGAATTCCCTCTTCGTTCCTTA
+TTATTCTCCCAATGACCCTGACAACTTGGCCAACCTTTGGAAGATCGCTCTCGCTCTCTATTATGGCCAC
+TCCAGTCCCATCATCGAGCCAAAACATGTAGTCCATCTTGTCCACCTTTATTACCCTTCCAATAAGCGAG
+ACTCTAGTATCTTCTTCCCTTATCTCGCTGATCTTCCTCTCAACTGCAGGTTTCCTTCTCCTAACTTGAA
+CTTCCATCTCACATCACCCCCAGCTTTTCCAACTCTTCTTTTATCCTCTCGATCTCCCTCCTATAGTCGA
+CATCTTCCCAGGAAGATGCTCTCAGTATTAGGCCAAGGAACCTGTCCTCGATGACGTTTCCCCTAACGAC
+GATTTCCCTGCCAATTATGTTGTAGAACTCGTCCTCTGCAAGCTTTCTTGCGGCCTCCTTTGTTGTTAAC
+CCAGATTCCTCGAGCTCCTTAATTTTCTCAGCTATTTCCTCTGGACTAACGCCCAGGAGTTCCTCTGCAT
+CATCCCCAAACAGCGTGACCCTTATGTATCCCGTGCCATCGTCGAGACCGAAGTCGAGGATCGTCATCTT
+AATCGGCTGGACTTCCCCATGCTCTGGGCATATCCAGACCCCTAGGCCCTCATCGTAGTCCACTTTCTTC
+TTACACTCGGGGCATGCATCATAGGTTAAAACCCTGTACACCTTGGCTATCGTCCCCCTAACCTCTACGA
+ACCTATCTCCGGCTTCGATGTCCTTTATCTTCTTCCTAGTGTAGGTTGCCACCCTGACCTCTTCCAATGG
+CGGTATCATCTCAACCCTAGGGTCATCTGGATTGAGGATTATCCTGGCCCTAAAGTTTATGTGAAGCTCT
+GGAAGGCCGGATAGGCTTTCCTTCACCTGGGCATCTAGAACCTTGATTACGTCTCCGACCTCTATCTTGT
+TGTAGTACTCTGAAACCTTAGCATCCCACAAAACTACCCTTGCCCTTCCGGAGTCATCATAGATTATCAA
+ACTCGCAACCCTACCGACGGAACCATCTTTCCTCGTGTACTCCCTTGGGGGATATTTCTTTAAAACTCTC
+CCGACAACGTTGACTTCCCTGGGGTCCATTCCTGGGTAAAGCTCAGAGATTCTCATTAGGCTTACTTCCT
+CCTTCTCTATCAGGTCAATCCCAAGCCTTTCCGCGAGCAAAGCTGCAGCTCCCTGCTCGCTTAGGTAAGG
+ATCTTCCTCCATTATCTTCCTTATCTCTTCCTCAATCTCTTCTCTACTCATTCCCGTTTTCCTTTCTATT
+ATCTCGATGATCCTATCCTTCGTCAACACCGTCATATCAACCACCTTTGAATACCTTAATATATTACGGT
+TTTTAACATTTACCACGATACTTGGTTAGGTAGTGGGATTTTTCTTATCACTTTCAGTTTCTTCAAGTTT
+CTTCACTAGGTCCTCGTACTCAGCGTGGATCACCTTCCTGAAGGTTTCCTTGATTAAATTCGGGTCATTT
+TCAGGGAACCCATACAGCTCAGCGAACTTTTCCGTCGTCCCCAGGAGTTTCGTCCTTTCATAGGGCTCGG
+CGTATATCAGACCCATCTCGAGAAGCCTCTTGATGTGCTCGTAGGCTTGACTGCCTCTCAGCTTTACTAT
+CTTGCTCTGTTCCACGGGCTGGAGATAGGCTATTAAAGCTAGTGTCTTCAACTCACCGGCCGTTAGCTCT
+GGCTTTGGCATGAGGTGAATTACCTTCTGGGAGTACTCCTGCTTTACCTGCATTACCCACTTATCTCCGG
+CGACCTTGACTATCTCTATTGCGCTCTTCCTCTCCGAATATTCGCTGGCTATCAACTCTATTAACTTCTC
+CAAGTAATCTAGGGACTTAATTCCTAGGGCTTTGGAGAGTTCCTTAACGCTTAATGGCCTTCCCGCTACG
+AAAAGAGCAGCCTCAACAAGTGCCTTGTCCTCGAGCAATCCCATGATTTGCACCTGAGGTAAAATAAGAA
+AAGGGGAATTAAAAGTTCACTCCGATATCTCTGTTGGGTAAATTGGAACCCTTCCGTGTGGAACCCCGTA
+CTTCTTTCCGTACCATTCGCTGAGGAAGTACCAAGCTGCAATTAAGAGGACTAGGCCTATTGGTAGTAGT
+ACTACTGGGCTCCTAATTCCCGCCGCGAATAGCAGGTAGAGCACTATTCCAACGGAAGCCGCTGTTACAG
+CGTAGGGTATCTGCGTTGTAACGTGGTCTATGTGGTCACTTCCGGAGAACATCGAGCTCATAATCGTTGT
+ATCACTTATAGGTGAGCAGTGGTCTCCGAAGATACCGCCAGCAAAGACCGCACCTATGCTGGCATATAGA
+ATGTGAGGGTCATTAGGTGCCAGCTTGTAAGCCAAGGGAATTGCAATTGGCATCAAAATACCGAAGGTTC
+CCCAGGAAGTTCCAGTCGTGAAGGATATGAACATTGCCGTCAGGAATATTATAAGTGGAATTATTCCAGC
+TGGAACATTGGCGCTCTGTGCAAGCCCAACTACGTAATCGGCAGTTCCAACGGCTTCAGTGGCACTCTTT
+ATGCTCCAAGCTAGTACTAGTATAACGGTTGCCATCATCATCTGCTTCATTCCCTGGATTATTGCTGACT
+CAGCTTCCTCAACTGTCATTGTCTTAGTTGCTAGTACAAGAGTCAGTGCAACTATCACCATTGCGAATGA
+GCCCCAGAGTAAGGATGTCGCTGAATCTGCGTTACCAAGAATCTTCATTACTCCACATTCTCCTTCGCAT
+GCACTCTTGCCAGTGTAGTATAGGCCGAGCAGTGTGACGAATATCAGGGATAAGACTGGCCATATGAAGA
+AGTGGACACTTCCCTTCTCAGTCTTTGGAAGCCCAAGATCACTTTCAGTGGCCATTAGTGGCTTTGCACC
+ATCCCTAACAACTTTTCCGGTAGTCCTAGCACGCATCTCGGCTTTAAGCATGGCACCGTAGTGCCTGTGA
+GTGTAGGCAACTATGAACACCAGGATTATCGCAAATATCGAGTAGAATCTATAAGGAACGCTGTGGAGCC
+AGGCGTAGTACTCACCCATGGTTATGTTTAACTTTTCAAAGGCCTCCTTAATTAGTCCAAGCTCATAGCC
+GATCCAAGTCGAAACTATGGCTATTCCTGCGACAGGGGCCGCCGTTGAATCGTCTATATAAGCGAGCATC
+TCTCTGGAGACCCTCATCTTGTCGGTGATTGGTCTCATGGTGTTACCAACGATTATCGTGTTGGTGTAGT
+CATCGAAGAATATCAGGACTCCTAAGAGCCAGCCCAATAGCGAGGCATCCCTGCTGGTCTTTATTCTCTT
+GGTTATGGCATTCGCAACCGCGTGAACGCCACCTGATTTATAGATTAACCCAACTCCAGCTCCTATCAGG
+AAGTCAAAGACGAGTATTGTAGCGTTCCAACTGTCAGTAACGTTGTTTATTACCCATTCAAACGTTTTTA
+TAGTTCCAGTTACTGGGTTCCAGCCCGCTGCCATTACTCCTCCAATCCAAACACCTGAAAACAATGCGAA
+CACTACCCTCTTGGTCCAGATCGCTAGGACTATTGCCACCAATGGTGGTAGTAGGGATAGTATACCGAAG
+TCACCCATTTAAACCACCTCGGAAACTTCTTTTGAAACCTTCATCTAAATTCAAAAATATTTCGGTAAAG
+TGTCCAAACTCTTCCGAAAAATCAAAGGGCCTCGTTGCTTTTACTAATCCGTTAAAGCTGATACATTGCC
+CTTGGATCATCAAATAAGTTCTTTGAAGCTCTTTCTTTAAAAACCTTTAGTGATGTATTTTGAGCAAAAG
+ACATTCATCTAGATAGGAAATTTTGAAGCGAGAAAGTGAAATTTATTGGCGTTATCTTTAGGCGATTGCA
+GTATTACACTTCAAAACCCTTTTAAGTTGGCCAACTTATTGAAGCCCATGTATTGGATCGGAGAGGACAA
+CGTTGCGGGAGAACCTGGAAAGGTTTTGTACGTTATATTGCCCACGATAGGATGTTATAGGTATAGGATT
+GGCAAGCCATGTTACATGTGCTCTTATCCAGCTCAAGCTCCTAAGAAAACTTCCCAGGAGAGGATTTTGT
+CCCACTTCCTGGAGGCCGTTCATAAAATTAAAGGAAAGGATGATAGGTTTTCGATAAGGATCTTCACATC
+GGGATCGTTCTTCGACTCCGCGGAGGTTAGAAGAGATACGAGAATAAGGATATTCAGGGAGATATCCAAA
+CTTGATAACGTTTATGAAGTTGTTGTGGAGACGAGGAGCGAGATAATACGGGAAGACTGGGTTAGGGAGC
+TTGCCGAGATGGTGGAAGATAAGTGGTTTGAGGTAGCCATAGGCCTCGAGAGCGCCAATGATGATATCGC
+CGATGTCTCGATAAATAAGGGCTCGACCTTCAACGATTTTGTGAGGGCTAGCGAGATAATTCATAATGCT
+GGAGCGAAGGTTAAAACTTACCTACTTCTTAAGCCGATATTCCTATCCGAAAGAGATGCCATAGAGGATG
+TTAAGTTTAGCATAGAGAAGGCAGAACCTTACACCGACACTTTCTCCATTAACTTGACCAACATCCAGAA
+GGGAACGCTATATGAATCGCTTTGGCAAAGGGGAGAATATAGAACTCCATGGCTATGGAGCGTCGTTGAG
+GTTTTGAGGTGGGCAAAGAAAAAGTTCCCGCATAAGAGGTTCCTCTCGGATCCCGTGGGGGCCGGATCCG
+CTAGAGGTCCTCACAACTGTGGCGGCTCTAAAGATAAGGCGATAGAAAGGGCCATCAGGAAATTTTCCGC
+AACCCAGGATTTAAAGTTCCTTGAAGTGGAAGAGAACTGCTTGGAGGAGTGGGAGTATATAAAATCGGAA
+GGTTTGCTCGATTGGCAGCTCCTCAAGTCCCAAGTATCTCCCTTTTCAGAGCTATGAAAAGTTCATCTTC
+TCCAACTTTCTCTTTAAGTTCCTGGAAGTTCTTATATAGCCTTGGGAGTCTCGATTTACCTCTCCTGAGC
+ATTTCGTTCCCAATTTCAACCGCGAACTTGAGGTATTCTTCACTTACAAGAACTTTGCCATCCCTACCCA
+AGGGAACGGTTAAGTACTCAGTCCCGTTTATCTCCACCAAGTACCTGTTGGAGATTACCTTGAACGTCGT
+GTACTTGAACCCGCTCGAGAGGCCTATTTGATGAAGTAGCTTTGCCATCTCTAAATTTTCAGCCACGACG
+TGCAGTATTGGAGGTTGACTCTTTAGGAATATAATCCCTTTGTTAGCCTTTTTGAGTGCATCAATAGCTT
+CTTCAAACTCCATAGGCCTGTGGACTTTAATTAGCCATCTTGAGAGGGGTTTGGCCCCTAGGGATGGCTC
+TTCAATTATCCCAATCCTTCCAGAACAGGATGAGGTTGTGTAAACGCCTTTTATCGAGTTAATTAGCATA
+AGTAGGTCTATTATATCCTCATCAACTTTTCCTTCTTTTATTGCGGTAAATAAGCTTATTAGTGCTTCTC
+TTTTGGCTTTCATGGGTTTAGCCTCCTTGTCTTCTTGATTTTGGCGAAAACTTTATAAATCTAATTCAAA
+AGCACTCGAGTGAGTGGCCGGGGTGGTGTAGCCTGGTTAGCACAGGGGACTGTGGATCCCCTAGCCCGGG
+TTCAAATCCCGGCCCCGGCCCCAGAAAAGAACTTTTCTGGAGATAAAGATTTAAAAGAACTTCTTCAAGC
+AACTGGGACATGTTAGTGCCTTCTCCCTTCACAAATTTTACCAGACCAGCCCGGATTGTCACGGTAACAT
+TCTGCTTCTTTGAACATTTCTACACATTACCAGTGTAAATGCACATGTCGGGTCCTATAGCCTGGCACCA
+AACAAGCGAAGAACCTTGATTTAAACAACTTTCGCATGCCTGTGACGGACAATAAAGTAAGCGAACCAGC
+TGAAGGCCCTTTTTAACTGGGCGTACAAAAGTGTACTCTTAGAGGTGCTGGGATAAGGGAAATGAAAAAG
+TCGAGGAAGAAATTGAAGCGCTCAAAGCAAGCCTTCAATCAGCTTATAATCTTCCTTGGGGATTTCTCTT
+ATCGCTTTTCCCATCAGATGGCCACTCCAACGCTTCTTGTTCGTGATGAACTTCAGTTTTGGAATGAGGG
+CTTGAAGTCGAGCTCGCCGAGCTTTAGGGGCCTGATCTTGATCCTGAGCGGGGAGGTCTCATTGAGGTGC
+GGTGGACTTTTGAAGTTTCTGCTTGAGTCTGTGTAAGGCTCGCTCACGACCTCAAAGATACCCACGATCT
+TCGGCTCTATTCGGGACTCCCAGATGTTCTTTTTCTTGACGACCTTCCAGTTGTCGCGATTGTGATGCAG
+AGCCAGTACTTCATTTTTAAACCCCTCCTTTACTGTTGTCTTTGGTACACGTATCTTTTGTGGATCACCA
+GCATAAGGACTCCAGTAGGAATAATTGTCAGAGCACACAATATGCTTGTAGTAACGTAATCAACTCTCAG
+CTCAAGCTTTGCATAAGTTGTGGAGCCAGCAATGACTTTTCCTGTGCTTTCTCCCTTCCAACATATGAGA
+AAAGAACACTTTTTACCCATAATCTTATATTCCTTCGGACCGAGTTTAAACTGAGTTGTCCCATCTTTTC
+CAGTCTCATTAACCACAACATACCGGGGTGCATCATACCTTTTAGGGAACCTTTCCCTTAGATAAGTGCT
+CAGCACCTCCACAGTTGCACCTGAAACAGGCTCGTTGCCTTTAACGACTTTAACAATAAGCCTTCCCCTT
+TCAATGTACTCGTCTGATACATCTTCCTTGTGATCTGGATTTGCAGGGTCATAAGCCTCGACATATGAGA
+AATTTTTTAGCTGGCCAAACTGCTTGGGATTCACGATAACAGGATTCTTGGGATTGCTTGGGTCGAAGAT
+TATTTTGTAATTTTCGACATAATACTCAGCCCAAGCATGATCCTCTCCAGGGGCTCTTACGATTCGCGCC
+TTAACACCTTCTTGGCTCATCAGATACACAAAGACCTTGGCGTACTCTTCACAGTTTGCGAGTTTTGAGT
+GGAGTACCCACTGTGGAGGAACAGGAAAGATATTGAAAGGCCTGAACAAGTGAACTTCACCTTGTTTATC
+ATAATAAAAGCCGTATCCGGCCAATAACTTCTCAATGAGCGACATATTCTCAGGTTGTATAAAGTAAGGA
+TTCGCAAAATTCTGCTGTTCCCACGAGTATATTCTCAAGGCAAGTTCTTTTGGATCTGTCGTGTTCGAAC
+TTACTTTGCTCAGGACTTCACTCGTTATTTTGTCTCCCCAAATAAATTTGTAAGCATGAGGAATTGCAAT
+AAGCACCAAAGACAAAGCCACATACGCCATAAGGATCTTTATTGTCACTCTCATGAATTTTCTCAGAACA
+TATTTAGGAGTGGCTTTCAGAGGTTTTGACGTCTTTGGACTCATTTTTATGCTCTCGCCCCCTCTCTTTC
+TTTTCTTTTTCTTTCGAGGCTTTGTTTCTCCGCTTTTCAAAAGCAAAATACACGAGACTGTTGATGATTG
+TGACACTAAGAATCGATCCAATCGCCAATGTAATCGACAGAGATTTGATATTGTATAATCTGTTCTCAAT
+ATCCGAAAGAGTCACGTTTAATTGTTGTATCTGCTGGTTAAGGACCGTTATATTCTGCTTTATCTGAATG
+AGCTCCAAGTTTGTGACGTTTACAGTCATGTTCTCGTAAAGAGTCCGGTAATAATCCCTCTCCTGGGTAA
+CGTTTTCTAGGGTCTGATTCAGCTCTTGAAGCTGTTGCTGGAGGATTGATAAATTCTCTTTACACTCCGC
+AAGTTCATTGTTTGATGTTTGAGAAGCCTGTTGCGGAGAAGGCTGCGGGTCGCCCGCCCCAACGAAGGAG
+ACAAAAAGAAGCAAAATCAAGAATATTAGGAGTACCGCTCTCTTTTTCATCCCCTCACCTCACACCATAT
+TTCTCTGAAGCTTCGTCATTATCCTGTCTTCAATCTCCTTAGCCCTCTCCCCTGGAAACACCTTCTCGAC
+TTCCCTCCAGAAGGAAGAAGAATGATAAGATGTCTCGGCTTTTAAATGCGCGAGTTCATGGATAAGAATG
+TAAAACATCTCCTCTTCCTCCAGATTGAGCACTGCAGGATCAAGGGTAATCGTGCCGTACTTGAAGGAGA
+CCCTGGCGATGGACATCTTTAACGGCCTTATCCTGACTTTAACTGGCCTCTGGTAACCGAGAATATCCTT
+AGCATGCTCAAGCAGATCCTCTAACATGCTTGCGCACCTCTGGGATGATTGATTCCTCAACGAGTCTGTC
+AATTTCCTTTGAAAGCTCCCGATATTTATTAAGGTTGTCGTCTTTAATGGCCTCCATGATATCATCCAAG
+AGAGAACTCGATAATCTTTTAACCGTCCTAGGGTTAAGCCTTCTAAGACGCTTAAGCTCCCTCTGAAACT
+TCTTAAACTCAACGCCCTCAAGGCCTAGATAATTCTTCACGTAAAACTTTACCGACTCGAGGAGAGACTC
+CTGCCACGTTTTCCCTGCCCTTTTCTTTTCATACTCCCCAATCTGGCCTTCGAGGATGTTAATCTGCTTT
+CTAAGAGCCTTAAGGTCAATATTCCTGTTAATCCACTCCTCAAGGAGTCGGTTGAGCCTCTCGAGGATAG
+CTTTGTAGAAGGGATCATGAATGTTATCCTCGGCGGTGTAATACAGCTTGTAAAAGCGTGCAACAACCTC
+AAAGGACGCCTCACCGCCAGAAAACTCGCTAAGTTTTACCTTAATGAGCTCCCTCATTGGCCCGACTTCC
+ATATGCTCGTGGACAAAGCGGAGCAAATCGTCCCAGAATTTGCTCTTCTTTCTGCTGAAATCGATTAGTC
+TGATAAATGTTGAGTATATGGCACCAACCACTATCATATCATCTATGTATGCAAGTTTCGCTGGATGAGC
+TCCAAGGGAGCGATACATTGAAATGACCTCATGGAGGTCGTTAAAGAGTCTTACTGCCTTTGGTTCGTTC
+CCTTTGAAGTCAAGTGCAATTGGTGCAAGTATGTTCCGAACCCTGTCCATCTCAGCCTCAAGTTCCTTCC
+ATCTACCTTGTTTCTTGAACGCTTTTAGGATATCAACCTCGATGCCAATTCTCGAAAGATCTTCCTTAAC
+CTTTTGAAGCTTGTTCTCAAACTCTTCCACCTTTTCATCAATGCTCCTTGCAAAGTTTCTCTTAAAGTCT
+TCAAGTACCTTTGGATCCTGCCTCGCCAGCATCTCGTAAATGTTCTTCACGCGAATTACCGCAGGTAAAA
+GACCCACCCCATCCACGACAAGCCCTGTTTCCTTGTTTGGATAGGGTCTATTCACTCTCGTAACCGCCTG
+GAGGAGCCTATGTTCGAATATCGGCTTGTAAAGGTACATTACTCTCAAAATCGGCGCGTCAAAGCCTGTG
+AGAAGCATGTCAGTAACGATTAAAACCTTCGGGTAATCCTTTTCCTGGAACCATTCTACGATGAGTCTGT
+TGATACTGTCATAGTCCTTCTTCTGGAACTCCCTCCTTGTCTTGAGCCATTTCTTGAACTCTTCAATGAC
+TTCGCTGGTCTCGTTGTGCTGGTAAGTCATAACTACCTCAGAGAGCCTTTCCGCGTTCCTGCAGAGCTCT
+CTGAAATGTTTGGCCATCTCGACTTTTCCATCCTTTTCAAGCTCCTCAATCTTGGAACAGAAGTATTCCT
+TAAATGCCATGTCAAGAGCTTTCTTAAAGTGAACGCAGGCTTCCCTGTTCACGGCAACGACCATCGCCTT
+GAAGCTGAAACCCATTGTGTCGTCATAAATCCTCTTGGCAATGTATTCGGCGAAGCGCTCGATTTCCTTG
+GGGCTTTCGAGGAATACCCTTGACTTCCTGAGCTCTTCGGCTAACTCTCTCGAACTCATCTTTAGTTTCT
+TCTTTCGTCCCATAAGGAATGCCTCGACATCCTCAGGGTCGTTTAGCTGGTAAGCATCAATGAACGCCTT
+GAGCTTACTCTCATCGAGAGCAATTGAGACTCCTTCTTCCTCAATGACCTCATGAACTATGTCGAGGGTG
+AAGCCATCCCTAATGGAGTCGCTTATGAAGTAAACGTCGAGGAAGTACTCCCCATCCTTAGGATAAGCGA
+ACTCCTGGAAGGTGTTCCTGTCCCTCTTGAAGATTGGCGTTCCTGTGAATCCAAAGAACATACCTCTCGG
+AAAAAGGGCTCTCATAACTGCGGCAAGCCGACCATACTGGGTTCTGTGGGCCTCGTCAATGAGGAAGAGG
+ATCTCGGGCTTTTTAACAGCCTTCTCAGCCTCAAACTTCTCCTCACCTTTGACTTTCCTCACCCTCACCA
+TGTCCTTGAACTTGTCGTATTGGAATTTTTGTATGGTTGTTATGTATAGACCTGTGGGGATGATCCTTCC
+TGTTTCCTCACTCTCTATAATCTCCTCGATGCGCTTTCTCAGTTCAGATATACTCCTTATTCTGTCAAAG
+TGACGCTCGAACTCCCTGTCTTCAACCGACTCGAAAATGTTGGAATGCTGGTCTTCTAGGTCGATTCTGT
+CAACGATAAAGAACACGATGGGATTTCGCTTCTTGTACCTGTTGAGGAACCAGTTGGCAACGAAAAACAT
+TATGAATGTTTTCCCACTTCCCTGCCACTGCCAGATGAGGCCATTCTTCTTCTCACTCTCCCGAGATAGG
+TACTTCTCAATCCGCTTGATGATTTTCTTAGCTGCCCGGTACTGGTTCCACCTCGCGATGACCTTGATTC
+TCCCGTCGTTTTTCTTGAAAAAGAAAGTGTAATGCCTCAGCATATCAAGGAGTCTCTCCGGTTTGAGCAG
+ATCGAAGATATCGGGTTTATCTTCATTTGGATATCTCCACTCGGAGGCAGGGGCATCTCCGGAGTCCCTA
+GGCATTGTAGGGGTGTAAAGCTGCTTATCACCGTAAGCCACTCCAAACTGGACAAAACGGAAGAGGGGCT
+TTGAGTACCGTTCATACTTCCGTATCTGAGTTAAGGCCTCTTCCTCCGTCCCGTGAACCTTTGACCACCT
+CCTCCAATCAACCTCCTCAAGCTCGATGATGCCCTTGGCCTTCGCCTCAATGATAACGATAGGAATTCCG
+TTTATGAAAAGGCTGAAGTCTGGCTTGATGTTCTCGGGAAAACCTGGATACTTCGCCTCATGGAGGAAGA
+AAAAGATATTGTTTGTCGGATCGTCGTAATCAATGAGAATAACCTTGTCATGTCTTCCAAGGACGGTTAT
+AGGAACTCCATATTTTATGTATTCTAACATCTCAACCTCGCCCGAGGATGCGAGCTTGCTCCTTATCTCT
+CCCCAAACTTTTTCCTCTTCCTCCTCAGTTAGGTTGTCAAAGAACGCCCTGTTAAGCTCACGTATCTTTC
+TCTCGAGAACATTCCAGAGAACGAAATCTCCAAGAGAGTCTTCAAGTCCGCTGTACTTTGAAACCATCTC
+ATGCTCCTCAATTCCAAACTTCTCATTACCGTCCTCCCAGCCGATTCGGAGAAGGTTCTCCTTTATCTCT
+CGATGAACAGCCGACTCAGGTATCAGAGCCATACCCTCTCACCTCTAATCTGGATAACAGCTCTCCAACG
+GAATTAATAGATTCAAGGATCAACGACACATTACTCACCCTCAGTCACGAGGGGAATACTCATGGCGGCC
+TTTCGGTAAACAGGATCTGCGAAATAATAAATCCCCATATCATCCTTGTTTAGAATGAAGAGCTCGTCCA
+TTAAAATCCCGAGTAGTCTGCTGAGAGCATCCTCGGAAATCCCAGTTTTTATTAAGTCACCCCAAGAAGC
+ACCAAATGCCAAGAGTCTGACGACCTTTCTAGCCTTCGGACTTCTCCCCTCGAGAATGTTCTCAAGCTCG
+GATTTTGCCTCCTTTACGGCCTCGCGTATGGCCGTTTTAAGAGCCTTCTCATGGTTTCTCTCAACGTAGC
+GCCTAACCCCATAAAGGTTGAGCCACCCGGGGAGAGTCCCAAGGTTTCTAATCGTGTCCCTTATCTCCCA
+CTCCTCATATGGCACTCCGAGCTTCTCGAAACCCGTCCTCAGAAAGTCCTCAGCAACGGACTCCCTCCAA
+GGGGTGAGCATTATACTAATGGGCGGTCTTCCATAACTCTCATCGCTGTAAGTTGCCTCGAAAAGCCTTC
+TAACGACCCCCGAATACGACCCGGTGAAGATTATCTGAAGCGAATGGTTCTCATTGAAGACTGCCCCGAG
+GGCCTTAAGGAAATGAGGGACACCCTGTTGTATTCCTTGCACCTCGTCTAGGATTAGGATGGTGTCTTGA
+ACCTTAAAAAGTGCATCGGACAGGGCTCTTCTGGCGGGAGCGCTTTTCTTAAGCTTCACCGTTAGGCCAG
+CACCGGCCCCCTTAGCGGAAACCTCGGAAATGCTGGAAAGGTATTCGGAAATCGAATCGAGAATGGACCT
+TGGAAGTCTGCCTAGTATCTTCTCCGTTGCCTCCCTAAATGTTTCCGTATCGCGAAGGTCAACCAGCACA
+ACGTTGTAACCATTTTCTTTGGCGAACTCGTTGGCCCCGGCCAAAGCCAAGCTCGTTTTTCCAACCATCC
+TCGGGCCGAGAACGGCCACCCAGCTCCCGGCTTCCAGAGCACGGAAGAGCTTTTCCACCTCTTCTTCCCT
+TCCGAACAGTTGCTCGGGCAGTGTTCTAGGCCTCTGGTCAAAGAAGAGTGGTGTCCTTCTCTTGGGTCTT
+GGCATTGATACCCCCCGAAGTACTTCGGGGGGTTCCTTGATAAACTTTGCCCCACGCTGAGAACTCAATA
+TGTGGGAAAAGAAAAAGGTTCAGCGGACGCGCACCTCTCCGGTGAGGAGCTTCTCCATTACCGCTTTCTT
+CATGCGTTCGAGCTTCTCCTTCTTGGCTCTCTTTGCCTCGATGGCCTCGTCGATGGTGCGGAGGATTTCG
+GCGATTTTCTTCTGCTCTTCGAGGGGAGGGAGGGGGATTTGGAATTGTTTGATGGATTTCCATGAGGTTC
+TTGGGTGATTAACGCCTTTCATCGTCTTTTTAGCGTATTCAATGAATTCTTTGGAGTGAATGACCCAAAT
+GAGGTACTCGGGGATTGTTTTATCTTCCTTAGCTTTTATCACGATTATGTCGGTTGAACAAATCCCCTCA
+AAGTCCGCAATGACAGCCTTGTCCAAGTATGGCCTCAATTTGCCATAAAGAATATCTCCAGGATAAAATT
+TTGACTTCGAACTTTTAACTTCACTTGAGTTCCCCCATTGTGAAAGCCTAATATTTCCTGGCTCAATATG
+TTCAAGCCCCACAAACGGGATATTTCCCATGTTTGCGGGATTTACTGATTCATTTCTTCTCTCGGCAACT
+TCTCCAAGCTCCACAACATCCCACTCCTCCGGAATCTCGACCTTCCTGCCGTTCAGCTCGACGGTCTTGA
+AGCGGGTGTGGTTTATGCCCCTCGTTAAAAGCCTCTCCATCGTCCCCTTCTTGAGCCTCTCCAGCCTGGC
+GATGCTCTCATCAACGGCCTGAATTGCCTCGTCAATGGAGCGGAGGATTTCGGCGATTTTCTTCTGCTCT
+TCGAGGGGTGGGAGGGGGATTTGGAGTTTGAGCAAGTCGGTTTTTTGGACTCTCTGTCTTCCAGTTGTGC
+CCGTCATGCGAACCTCCAAGATTTTCCTGAATCTTTTGTCTTTGAGGATATAAAAGAGGAAGAATACATC
+AAGGTTCTCTGAGGGGACAATGGGATAAACCTCCGTAGTTGCAAGGGCAAAGCCATTAGGGACGTTAAAT
+GGTACAATTCCTTGTTTTCCGTTCTCAAATGAGGGAGTGATCTTAGCCAGTAACAAATCTCCAGCCTCGC
+AGTAAGTTGAGCTTTTGACGTCTTCAATCGCTTTTATTTCGAATTCTGCAAAGAGCTCATTGTCCTGAGG
+AACCTTTTCCATTGGGATGACCGCAACTTCGGCAATATCGCGTACTGATTTCTTCTTTCGTATCCTGGCA
+ACTTCTCCAAGCTCCACAACCTCCCACTCTTCCGGAATCCTGGCCTTTCGCCCGTTCAGCTCAACCTCCT
+TGAACCTCGTCTCCCTGTAAAATGTAAAAGAAGCCTCACTCATTGTCCATCGCCCCCAGAATGCCCTCGA
+TGTAAGCCTTCGCCTTTTCGACCAGCTCCCTCTCCCTCTTCTCGATTTCCTTGAACTCTTTGAACTCCTT
+GGCTAAGTCAATCTGCTCCCTCTCGTCCTCCGGGAAGACGTAGAGGCTGACGTTGAGGTTGTAATCGTTC
+TTCCTTATCTCCTCAAGAGTTACCACCCTCGAAAAGCCCTCAATCTCCTTGAACTCCCTGTAAGCGTCGA
+CGATTTTCCTTATGTGCTCATCAGCGAGCTGGTTGAGCTTCCTGACCTCGGGGTGCTTTCTGAACTCCCT
+TGAAGCGTTGATGAAGAGTATCTTCCCCTTTCTCTCCTCGGGCTTGTTGGGGTTGAGGACCATTATTATT
+CCCGGAGCTGCGGCATTGTAGAAGAGCTTCTCCGGGAGGAGGATTATCGCCTCAATAAGGTCGTCCTCGA
+CGATGCCCTGCCTTATTGCCTTCTCCGCCCCACCGCGGAAGAGAGCACCGGTGTCGAGGACGATGCCGAC
+TTTCCTCCTCGCGTAATAAAGCATCAGCTGAACCCAGGCCCAGTCTGCGGACTGCTTTGAGGTGTAACCG
+TACTTGTAAATGTGCTTTATCCTCCTGTCGCTTAGCCTTGTCTCGTCGTAACCGTCCTGGTTCCACGGTG
+GATTCGCGATGACGTAATCAACCTTCCCGTCCTCGATCCCATTCCTCTTTAGTTCCTCCTCCCACTGGGG
+ATTGACGAGGCTGTCGGCACCTTCGAATATCTTGAACTCCTGAATTCCGTGGAGAATTAGGTTGAGCTTT
+GACAACGCCGCTGTGACCTCGTTGAGTTCCTGGCCGTAGAGCATTATTGCGGGTTCCTCATCAAAGCCCT
+CCTTTTTGAGTTTCTCCTTCACATAACGGTAGGCCTCGATGAGCATTCCGCCCGAACCGCTGGCAGGGTC
+AAGAATGTCGCTTCCATCCTCGATGTCTAAGAGCTCAACTAGGAGCCTTATAACTTCTCTTGGTGTGTAA
+ACCTCGCCCTCCTTGGCCTTCTGGGGGGCGAAGTACGAGAGAATCCACTCGTAAGCGTCTCCAAGTATGT
+CGCTGTCGAACTCTGCAAAATCAACGCGGTTGAATATCTTGACGATTTCCTCCAGCTTGTGGAGGTTGTC
+CTCCTTGATGAAGCCGATGAGACCAAGGACTTCAACGAGCTTCTTCAAGTCAGCAAGCTCCTCATTCATC
+TCCGAGATCTTTATGAGGGCGTTAGCCATCTCCTTGATGGTTTCCCTGCTTTTTACTACCTCGTGCCAGG
+TGTAAAGTTTTCCAGTATCCTCGTCGAAGAGGTTATAGTACCTCTTGTTCGTGAGGATGTAAGCTTGGGT
+TTTGGTCTTACCCTCTTTCATGAGATCCTGAGCCATCTTCATCCATCGGTCGCTGATGGCCTTGTAGAAC
+AGGAACACGAGCAAAGCCTTATAATCGAGACCGCCCCTTATTTGGTCGGCCGCTGCTTTGAGGAGTGAGA
+TAAGCCTGTCACGACTAATTTTTGTCTCAGTTGGGAATTTCAGGCGATAATACGTTCTCCTAAAGTCGTA
+TACGTCCTTTCTGGCTATTATCAAGCCGGCCTTTCTGAGAATTGAAAGGATCTCTCCAACGTTTTTGGTT
+GTGAACTCCGGTTCTTTGATCCCCTTCTCCATAAGTTCCTTACGCTTTTCCTCGAAGAGCTTTTCAACGT
+CTTCCTGGGTAAATTCCTTGTCTTTAAAGGCCTCTTTTATTAAGAGGTATCTTTTCACGACCCAGGGTTG
+AAGTTCTTCGAGGATCTTCCATTCATCGACACCATTCTTAACACCGTTCTTGGTCTTTGTCTTAGACCTT
+GGCATGGGTGTCACCAAAGTAATTAATGGGTTTATAACTTAAAAGGTTTTTGATTTTAATTTAGATTAAT
+TAATAAGATGAAATTATTTAACTTATATATCACGAATGAAATTGACGTTCAAGGCGGGATCGGACAATTT
+GTGATGATTACCTCTCCGTTCTGGATTTTCAGAAGAATGGAAAAATACTTTGAGTCATCCAGGAACTTCC
+TGCATTTGGGAAGTGTAAAGTTTGTAAAAGTAACCCTTTCTGCTTAAAAGCTCTCCTGGAGAACCCTCCT
+CCACAATTCTTCCATCATCCACGACGATAACTTTGTCTGCAAAGCGGGTTATCGATAGTCTGTGGGCGAT
+TATTATACTGGTTCTTCCCTCCATGAGCTTTATCATAGCATTCTGAACGAGTTGCTCGGTCTTCGGATCG
+ACGCTTGACAGAGCTTCGTCCAAGATGACTATGTCGGGGTCCTTAAGCATGGCCCTGGCGAGGGAGATAA
+GTTGCCTTTCTCCAACAGAGAGTAGCTTCCCTGCTTCTCCGGCCGATGTTTCATAGCCCTTTGGTAGTTT
+CATTATGAAGTCATGGATTCCAAGTTCCTTGCAGACCCTTATTACATCCTCTTCCTTGGCCTCCGGATTT
+GCCATTAGGATATTCTCCATTATGGTTCCAGGGAAGAGATATGTTTCCTGGGGAACGTAGCCTATCCTCT
+TCCTTAAGCTCTTTCTACTAATCTTCTTTCCATCAATTCCATCGTAAAGAATTTCACCCTTCGTTGGATC
+ATAGAAGCGCATTATGAGGTTGGCTATCGTTGTTTTACCTGCTCCAGTCTTCCCAACTATAGCTACCTTC
+GAGGCCGGTGGGATGTAGAGGTTAACGTCCTTAAGAACTGGCCTTCCCTTCTCGTACTCGAACCAAACGT
+TTCTGAACTCTATTTCGCCCTTAAGCTTCTCGACGCTAATTCCTTCGTAATCCTCGACGTTTTCATCGTC
+AAGAATCTCGTATATCCTCTCAAGGGCCGCTAAAGCGGATTGTAAACTATCGTACATACTAACTACATTG
+TTTATGGGCCCCCTAAATCTCTGAGCGTATTGAATGAACGCAACCACGACACCTATGCTTACTGCTCCCT
+TGTAAGCTAGATAACCCCCATAGGCTATAACCACTATAACTGAGAGCAAGCTTGCTATGTTCATCAGGGG
+CCAGAATATTCCCATGTATATTGCCACCCTTAAATAGGCCTTTATCGTCTCTGTGGAGACCTTTGAGAAC
+TCCTTTTCCACGTCTTTTTCTTTTCCGAATGCTCTAATAGTTTCTATTCCAGCAACGCTCTCCTCAACAA
+CGCTAGATATCTTTGCAATCTTTTGCCTCGTCTCGCGGTAGGCCCTTCTCATCTTGCCTCCAAAGTAGAG
+GGCAATAATCACCATCAAGGGAACGCTCGTTAGCGTGACGAGGGTTAGCTTAACGTCCAGTAATAGCATC
+GCCACAATAATACCAGCTAAGCTTAAGATACTACCCAGCCCTCCCAGGAGACCTGAAACTAGAACGTCGT
+TAACGACGTTGGTGTCGTTTATTATCCTTGAAACGAGGTCACCTGTTGATTTCGTCTTGAAAAAGTCCAG
+GTTAGATTGTAGAATCTTCTCGTGGAGCTGACTTCTTAAGTTCCTTAGAACTTTTTGACCGAAAACCTCT
+GTATAGAATGTTTGGAGTGTTGTAAAGAACCACTGGGCTACGAGGGAAAGGAGGTAAAGCATCGCGATGA
+ATCCAAGCTCCTTGTACCTTCCCGGGATTATGTAGTGATCAATTGCAACCCTCAAAATATAGGGAGACGC
+AAGGTTCGCTAACGCTGAACCCACTATGCTAACCACAACTATTGCTAGGGTTCTCCTTTCCGAGAGTGCC
+TCTTTAATGAACCTTTTGAGCAGAGAGAGTGACGATTTATCCGCCATACACCCCACCGGCTTTCATCATC
+TCGCTGAAGATTCCGCCTTTCTTGATTAGCTCTTCGGGCTTTCCATCTTCAACTATCTTACCATCTTTCA
+TCACGATTACCCTATCGACGAGCTTAACCAGGGACAGCCTTTGGGACACTATTAGGGCCGTTTTATCCTG
+TAGTATCTCCTTGAGGTCTTCCACTAACTTTTTCTCGGTTTCAGCGTCCAAGTTAGAAACTGGATCGTCA
+AGGAGAACTATCTTCGGGTTCATCAGCATGGCCCTAGCTAGAGCTATTCTCTGCCTCTGTCCCCCTGAGA
+GGGTTATACCCTTTTCGCCGACCACGGTATCGTAACCCTTTGGAAGGGAAGCTATGAAGTCATGTATCTT
+GGCTATCTTTGCAGCCCTCTCTACTTCTTCCTGGGTTGCATTTGGCTTAGCCAATGCTATGTTCTCCCTA
+ATGCTCCTATTGAATATGAACGGTTCCTGGGGCACGTAGGCAACTATCTTCCTGAGGTTCTCAGTTTTTA
+TCTTGGCAACGTTAACTCCATCTATCAAAACTTCACCTTTCGTCGGCTTGTAGAATCTCGCTATTAGCTT
+TAGTATGCTACTCTTTCCGGACCCAGGAGGGCCGGTTATTAGAACCTTCTCTCCAGGTTTGACCTTAAAG
+CTTACACCTTTCAGGACGGTTCTACCTGTGTGATAAGTAAGCCAGACATCCCTAAATTCTATCTCCCCTC
+TAGGGTTACTTATTTCAACGGCATCTGGCGGATCGATGCTCTTTGGAGCTGAATCTATTACATCGAAGAG
+CCTCGACGCTGCAGCTAGGCTCCTCTGTATGTCACCTATCGTAAAGCCGAGAGCCCTTAAGGGCCACATC
+ATCGTAAGCATATAAGTTAGAAAGGCGACGAGCTCTCCAACCGTAAGGGTGTTTTGAATTATCGCCTTTC
+CTCCATAGTAGAACATTGTGCTCATCGCGAGGCCCAAGACTAAAAATGGAGCGTTTCCATAAAGTGCAGT
+TATCTTCATGGCTTTAACGTTAAGACTGTAGAGTTCTTCGTTTTCCTGGGAAAATTTGGTTTGAACGTTT
+TCTTCTACTGAAAGGGACTTTATCGTCTTTATTCCTGCTATGGTGCCGGTAGCTATTGAGGCTATAACCC
+CCGTTTGATGTCTAATCTTATCGTATATTGGCCTGACCTTCATCGCGTAAGTCGTGTTTAAGCCAACGAC
+GATGGCAATCGTTATCAGCGCTACCATAGTGAGCGTGATGTTCATCCTAACCATGTAGTACAGGGATATT
+ATTATGAGGAAGATGGAATAGAGCAGCATCCTGACTCTAAAAGATAGGAACCTCGTTATCCTCTCGGTAT
+CGTTCGTTATCCTACTTATAAGCTGGCCTGAGAAAGTTTTGTCGAAGAACTCCATTTCATGCCTTTGGAT
+AGCCCTGAATGCGTCCATTCTTAGATAGTAAACTGCATATTGTGCTGCTTTTACAAGCAAATACCTTCCG
+GCGAGGCTGAATACACCATTGAGAACTCCAACTAAGAGTATCAAGAGCCCGTAGCGAATTGCAACTTTAT
+ACGCTCCAGTCGATACCCCCTTGTCTATGGCGTTCCTTATCAAAACGGGGACTATGCTATTCGTGTAGGA
+CATCAATATAATTAAGAATAACCCTATGAGGAAGTGAACCGCATGCCCCCTGAGATAGCTTAGTAACCTT
+ATCAACTGATTTATGGACTTCCTCATAACGAGGTACTTTTGGGCTCGATACTATAAATATTTAATGGTTT
+AGATGAACATTTGAGAGAAAGATATCCGCAACCCTTGAGTCTTGATTTCGGTCAAAAAGCATGGAAATAC
+TTTTAACCACTTCGAGATATTGGTAAATGTCAAGCTAACTGGGGGGATTGAAATGGACAGAATAGCAAAA
+GCAAGGGAGATTATTGAGAAGGCAAAGGCTGAAAATAGGCCACTCGTTGAGCCCGAGGCTAAGGAGATCC
+TCAAGCTCTATGGGATTCCAATACCTGAGTTTAAAGTCGCAAGAGATGAGGAGGAAGCTGTGAAGTTCTC
+AAGGGAAATAGGTTATCCAGTTGTCATGAAGATAGTTTCGCCTCAGATAATCCACAAGAGCGATGCTGGT
+GGAGTTAAGATAAACATCAAGAACGATGAAGAGGCAAGGGAAGCCTTTAGAACTATAATGGAGAACGCCA
+GAAGGTACAAGCCTGATGCAGATCTTTGGGGAGTTATAATCTACAGGATGCTACCCCTAGGAAAGGAAGT
+TATAGTTGGTATGATAAGGGATCCACAGTTCGGGCCCGCGGTAATGTTCGGACTTGGTGGAATATTCGTT
+GAGATTCTCAAGGACGTCAGCTTCAGGGTTGCTCCAATAAGCAAGGAAGATGCCCTTGAAATGATAAAGG
+AGATAAAGGCGTACCCAATATTGGCTGGAGCTAGAGGGGAGAAGCCTGTGAACATTGATGCATTGGCTGA
+TATAATAGTTAAGGTAGGAGAGCTTGCCTTAGAGCTTCCTGAGATAAGGGAGCTAGATATCAATCCAATA
+TTCGCATACGAGGATGAAGCCGTTGCAGTTGATGCTAGAATGCTTCTCTGATGTTTTCTCTAAAATTTTA
+TGTTAGAAAACCTTAAAAATAAATTCCCTCTATAGAATTGTGGATTAACTCTAAAGGAGGTTACGAGCGC
+CGATGGAGGATGAAGAGTCGAATAGTTTTTGGATGAGATTATTTAGAAAGAAGAATGAGAATGGCATTCT
+GGAGCAGGAAATAAATGAAGATGTTTACAAAGAGTTGAAGTCTCTTTTAATGAGGGCCAAGCCTGAGGTC
+ATTGGAGAGAAAATAGTTCTGCACCTCCCCCAGGCAGATGTCATATTGACGCCGAGAAGGCTCATAGTCA
+AGGCTTCAAACAGAGAAAAGGCTGAGAAAATACTGAGAAACTTGCATCACTATTCTCAACCCCCTGGGCT
+GTGGCCGGCTTATGGATTAACTTACTCCATAAGGAAAGAAAAGGGGAGGGTATCTTGACACTGTTCTATT
+TTTCTTCATAAAAATATTTAAACGAGATAACCATTGTAGAAGTGAAAATACTTAGGAGGTGAAGCATGTT
+TGAACATTAGTGAGGCAATAGTATTCCTGGGTTTATTATACTTTCTGGTATCTCTATTGGTTAGGATAAG
+GAAGTTTTCTGGGAGTATAAAGAGGTTTGCTTTAATAATAATTGTACTTTTGGGGATTGATGTATTTCTT
+AAAGGTGTCGAAATGTTATACAATCATTCTTTGGTGTCAATTGTTTCTTCTTTAGCACTTTTTGGTGTCT
+TCGTGATATTATCTTTGGGCTTAAAGCATTTGGAAGCTCCCCCAATGAAAGTTCAGCAGGTTAAGGTTTC
+AATGAATGGCGAAAACTCGGGGTTTGTGGGAGCCTACATAATTCCTGGGTCAAGATCCAGAATCGTAGAT
+CTAATAAATATGATAAAAGAATTAAATGCTCCCGTTTTGGTCTTCACTAGGTATCCATCCTTTTACAGGA
+ACCTTGGAGAGAATATTAGGGTCGTCTGGATAACACAAGCTTCTGAAGATGGTATACCCCCAACGAAACT
+TCACGTAATCCAGGATTATGCCATAAGATTCGCTAGGGAAAACAAAAATGCAGTGATAATTATAGACTGC
+TTAGAATACCTTCTTCTATATAACGAGTTCTCCAGTGTCTTTAAATTCTTAGCGAATTTAAAGGATCACC
+TAGTAATGATGAATTCAGCTCTAATCTTAGCTGTAGATCAGAAAGCATTAGAAACGAAGTATTACAATAT
+GCTTCTCAACGAGTTTGAGCCCCTTTGATATCCTTTTCTAAATCACATTCTCTAGAGAACAAGAGATATA
+AACTTGAAAAGCGAATTATTTTGGTGCTGATTATGAAGAGAAAATTGATTGGAATTCCCTTGGTTTTGAT
+ATTCTTGGGAGTTTTGGCATTCTATACCAGTGCCGAGAGCGAGGACAATGAAGTATTCTTCTATAACTCA
+TTTGCAATGGTTGAGAGGACGATAACTTTAGAGCTTGACAAAGGCTACAATGAGGTTCCGATTGAAGAGA
+TAACGGGAGATAATTCTTTTGGGATCCCACTTATAGTTTCAGGCGACGTTTCCCTTGTTGGGATTAGGGG
+AGAGTACAGGAGTTATATCTTTGGAATTCCAGTTGGCAGTGAGGTCATAGTTACGCTCAAAAGCAAGGTT
+CAAATTTCCGGAATTCTAAGGGGGCTTCAGGACAATTATTTAGTCGTTGAAAGGGGGAGCCAAAAGGTTC
+TAATAAATCCTGGGGAAATATCCTATATCTCAGTATCTAAATCCTCAAGAGAGTCTAATTCAGTTATTTT
+GTATGCGGATGAAGCTGGAAGGCATAATATAACCCTAATTTACAGGGTCGAGAACGTTAAGTGGAGCTCA
+ACTTACAGGTTGATTTTAAAGGATGAAGAAGGTGTCTTAGAGGGTCTAGCTATCATCGAAAATCCATCTA
+AAGCCCGACTAAAGGGTAAGGGATACCTTGTATCTGGTGATATAGGTGGAACTTATCCGGTGTATTTAGC
+AATGACAAAGCAAGAAGCACAAGGCGAACGGTACATCAAAGAGGAACATATAACGCTATTTCCAATAGGG
+AACGTTGAAGTTAACGGTGAATCGAAGGTTGCTATAAAGTTTCTCACTGAGAGCTTAGAATGGGAGAGAT
+CTTACCTATATGAAAGCTGGCCGTACCAGGAGGAAGGCCCTATTTACGAGGTAATCAGGTTCAAAACTGA
+TAAGCCCCTACCGCCAGGAAACGTTGAGGTGTATAGAGAAGAGGACGGAAAGCTTATCCTAATCAGGTTA
+AGCTCGATACAGCAGAAGGCTAGTGGAGACTACGTTGAAATTAAGCTTGGAAGGGAGTACGAGCTGAAAG
+GAACTACTAAGGTAATCCAAAGGGTTAAGGAAGGCGATAAGACAAAGTACAAGGTCGAGATAACAATAGA
+GAACTTGGGGAATGAACCCAGGGAAGTCATGATCAAGCATCATAAAATCGGAAGGATAACGTACTCTTCC
+CTGAACCCTATCGAGGAAACTGCCGATTACGTTATCCTGGAGGTTAAAGTGAATCCTGGGGGTAAGGAGG
+TAGTTAACCTAGAGTACGAGACTTAAACCATTTCCACGTCTCAAGCAATCCCTCCTCTAAAGAATATCTT
+GGCTTAAACCCTAGCTTTTTTATCTTTTCAATATCCGCAACACTCCTCCTTATATCTCCAGGTCTAGGCT
+TTGAGAATAATATTTGGGAACTCGTGGAGCTTAGTTCAATTATCTTCATCGCGAGCTCGATTATCGTAGT
+TTCCCTTCCCGTTCCAACGTTGAACGTTTCGCCCTCGGCCCTTCTCTTCTCAGCGACCAAAATGTTTGCC
+TCAACAACATCCTTAACGTAAACGAAGTCTCTACTCTGCTTACCGTCTCCAAATATCACGAGGGGTTCTC
+CCCTTAATGCCCTCTCCATGAATATGCTGATAACTCCAGCATATGCTGAGCTTTGCCTTGGACCATAAAC
+GTTGAAGTACCTGAGTATAACTGTTGGAACGCCATAGAGCTGGTAAAACACCTTACAATAGTGTTCACCC
+GAAACTTTGCTAACTCCATAGGGGGAAATTGGATTCAGCGGATGATCTTCCCTTATGGGTAGGGAAGTTG
+GTTCTCCGTAAACGGCCGCTGAAGAAGCGAATATTAGCTTTCCGTTTCCCTCTGAGAGCGCCCTAAGAAT
+GTTTATCGTCCCTATTACGTTTACCTCTTCCGTAAACACGGGATCCTTCACGCTCTCTTCAACGCTTATT
+TGAGCGGCCTCGTGAAATACGTAGTCAGCGGAACTAACGATCTCGGCTATGCTCTCATAATCCCTCACAT
+CAGCCTCTATGAACTTTACTCCTTCCGGAACGTTTTCAGGCTTTCCAGAATATAAATTGTCTATTACAAC
+TACATCATTTTCCTCCTTTAGGGCCTCGGCTATATGGGATCCTATGAAGCCTGCCCCCCCAGTTACAACG
+ATTAATTTATTCCTCATCAACGCCCCCTAACTATTTTAAATCCCTCTTTTAAAGAGATTTTGGGAGATAA
+AAATGAAGATCAAGGGAATAATCTTTGACGTTGATGAGACCTTATTGTATTACGAGGGTTATTCACTTAG
+GGAATGGTACGAGAACGTTGGGCTTCCAGCGATGAAAAAATTAGGTCTTGTAGTTGATTGGGAAACTTTC
+AGGAAGATGGCGAAGGGTGAACTGCCCAGGAGTTACGTTGAAAAGTTCAACTTTGACCACGTTGAATTTT
+GGAAAGCCCTTGACAGGGCCAATAGAGAATATAGGGAGAGGCTTTTGAGGGAGGGAAAAGTTCACGTCTT
+TGATGATGTTTATGCGTTAAAGGAGCTTAAGAAGCTGGGAATCAAGCTTGCAGCTGTTAGCAATGCGTCC
+CAGGACAATACTGAACTAGTACTCAAGGCCTTTGACTTGTTAAAGTACTTTGATGTGGTTTATGGTAAGG
+ATTATTCCTACTTGGATGGCGTTAAGCCGAACCCATACTTGATTAATAAAGCCTTGAGGGCTCTAAATAT
+TAAACCGGAAGAGGCCATTCTTGTTGGTGATAGCGAGTTAGACGTTAGAGCAGGTAAAAATGCTAGAGTT
+AAGGTTATCCAGATCGTGAGGGAGAAGAAAGTTGAAGGTGCCGATATGTACATAAAAACCCTATGGGAGC
+TGGTTGATTTAATTAAAAAAGATGTGCTTTAAAATTTATTAGGCTCTTGAGCCATGCTATGAGCTCTTCA
+GGAACATCAACATCTTCTTCTGGATCCATTTCTTTGAATTTTTCCCTCAATTTTGATAACTCCATAAGTA
+GATCTTCAAGCTCCAAACTCGTCTGCGTGAATTCAAATGCCGTATAGGGGCTTTCATTTATCCTTGTGGA
+AAAAGAAACTAGGGCTATCCTAATGTTTGCCTCTGCTTCGTCTATCAGTTTAAGAACGTCCTTGGCCTTC
+ATTGTCTTGAAATTAACCGAAAAATATTTTTAAGTCTTTTTCTAACATTGGGTTAGAAAATGGGTGATAA
+AATGGAGGCGAGGTGATGCGGGATGGGCGAGGAGTTAGACATGCTACTTGACGTTCTCGGTAATGAGACG
+AGAAGGAGGATTTTACTGTTACTCACGAAGAGACCTTACTTCGTGAGCGAGCTTAGTCAGGAACTCGGAG
+TGGGACAAAAAGCAGTGCTGGAACACCTGAGAATACTTGAGGAAGCTGGGCTTATAGAGAGCAGGATAGA
+GAAGATACCAAGGGGAAGGCCCAGGAAATACTACATGATAAAGAGGGGACTTAGATTGGAAATCCTTCTA
+ACGCCAACGCTATTCGGCTCAGAAATGTATGAGCCAAAGGACATAAGGAAGAGCCCCGAGTACGAACAAG
+CTAGGGAGCTAATAAAATCAACGGAGCCAATAGATGTCAAGATGAGGGAACTAGCGGAATTCCTCCATGA
+ACTCGACGAGAGGATTAAGGAGATAATTGAAGAGAAGAGGGAGCTTGAGGAGGTTAAGATACTAGTCGAG
+ACGTACATAGAGAACGTGATGAGAAGAATGTCGGAAGAAAATAGGCAGACCCTTGAGAAGATATTCAAGG
+AGATAGAGAGGATTTTACCTAAGGACTACGCCCGTAGGATTAAGGAGAAGTTCATAGAAAACATTTAAAA
+AAGGATGAATATTTGGATGAGGGAGAAAAATGAAAAGGCTTGGTAAGGTCTCACATTACGCTAAACAGGG
+ATTGTTGATAGTTAGATCAACCTGGGTTCCCTCTTTAAATGATCCAGTGATTGATAAAGATTTGAAATTC
+GTTGGAATCGTTAAAGATGTTTTTGGGCCCGTGAAGAGGCCTTACGTGGCAATTAAACCTAAAGTAGATG
+ATCCTGAGAAGTACGTTGGTCAAGTTCTTTATATAGATGAGAGAAGGAAGAAAAGGAAGGAAAGAAAAGG
+TAGGGGGAGGATGAAGAAAAAGTTCAAAGGCTGAAAGGTGATGAGAGGGGACCTCGCTGATGTTGATCGG
+GGTGTTAAGTGATACCCACTTTCCAAAGGCCTACTTCCCTGATAGGGTGCTAAGATTCTTTGAAGAGAAG
+AAGGTTAAGTATATAATTCACGCTGGCGACATAACGGAGAAGCAACTCCTTGATCTACTCGAAAGTGTAG
+CCCCCGTTATAGCCGTTAAGGGAAACGCTGACAGAATAGATCTTCCTGAAGAGGAGACCCTCAAGGTTCA
+GGGGAAGTTAATATTAGTTCTACATGGGCATAATTTCCTATCATTGGACACCCAAAATTTGACGTACAAG
+GCATTGGAGGAAGATGCAGACATTTTAATTTTTGGTCATACGCATAGGCCTTACTATAATAAAATCACGG
+CTATGGGAAAGGAAGTGGTTTTATTAAATCCAGGTTCCCCAACCTTACCCAGGATGAGCGAGCCAACCGT
+TGCGATACTTAATGTTGGGAGAGATATTGACGTTACATTTCATGTCGTCTGGAAGATTTAAAGCGTGTTT
+TGGCAGAGATATTTATATGGGCAGAAATTGCAATGGGGGCCCCTCCAAGCTGGCGGAAGCTTATCTTCCT
+CTAGGAAAAGTTTTATCTCGTAGAAGTACTTTATCGTTTCCTTGAATAGTTCTACGTCATAAGGCACCTC
+AAAAACTTTAACGTTTTGACCCCTTATGTAAGGGAACTCATCAACTTCAAGGCCATTTATTATTTTCCAA
+GGATCGCCTCCAAGCTTTATGTAGTAGAGGTAACCGTAGTCTGCCTCAACACCTCGAAGGTACAAGTTAA
+GTTGAGCGAGATGGTATTCTATGGGGACTTTTGGCATGTAAGATTTTCCCTTTATTTCTATTGGGACGTC
+TTTATAAGCATCTATCCTCCCATGAATCTCCATCTTTAGTTTTGGCAGTCTAAGTATAACGCTCTTCTCA
+AGCTCAACGTTGAATTTTTCAAGCAGAAACTTGCCAAGTATCTCGTGAATTTCAACGCCTTTCTCAAGTC
+TAGGCTTTGCGACTTCTGGCCACATCTCGGGAAATCCTTTAATGCGAAACCACACCCTCCTTGGACATAT
+CAAGGCTTCGCTGGCGTAGAACTTTATCATTTGATTCCCTCCTGGGCGTCAGCTAATACCGACATCATCA
+CCTTTCAGGCTGGGCAAGGCTCGTCATCCGCCATAGCTCATTTGGTAATGATTTTTAAATCCTTAACCGT
+AAATATGAATGCCGACAGCGAGGGTACAATCCCTCGCAGGGGCTCGGTCTACCCGCCCCCGCAAGGTGTT
+CGGGTTCGATGAGCGGGGTGTGCTCACGCCGAGCCCACAGGGCCGGTGCATCCGCCCGCGGGATCAATGA
+CCGCCGGGTCTCTGTTGCCGGCCTACAGCAAAAATTTAATACCTTTTTCTTAATTAATATGGGGAGCAAA
+TCCATGGTAATAATCCCCAGACCAATCGATCCCAGGGACATTAAGAAGATTAGAAAAGAGCTTGGAATAA
+CTCAAGAAGAGTTGGCTAGGAAAGCTGGAGTTACCCAAGCGTACATAGCAAAGCTAGAAGCTGGAAAAGT
+AGATCCAAGACTCTCAACATTTAACAGAATCCTTAGGGCTCTGTTAGAGTGCCAGAAGACCAGAATAACG
+GCGAAAAGTATAATGTCTTCTCCAATAATCTCAGCAAAACCGGAGGACAAGATTAGTGATATAGTTAAGG
+TAATGGAGAAGTACAATATATCTCAAGTTCCAGTGATAGTTAAGGATAAAGTCGTTGGGGCGATAACTGA
+AAGATTACTCGTCAGGAAGAGTTTGGAAGATGAGGATATATACTCGAAGAGGGCTGTAGATATAATGGAG
+GAACCCTTTCCCGTTGTCTCTGAGGATGAAGATCTTGAAGTTATTAAGTACCTCCTTGAAGAGCATCCAG
+CTGTCATAGTTCAGGGGAAAAATGGGAAACCGATTGGTATAATAACCCGTTCCGACATATTTAAGCTTGG
+AAGGGAAACCAAAGGTGAATAACCTTTTTATTTAAAAATTTTCAAAAGTTTTACCCTTCTATATCTCGAT
+TAGGTGGATATCGTGAGAATTAAGGAACACCCTATTCTGAACTTTGAGAGTAAGAGAGGGAGGAAAGTCA
+CAATCTACTATAAAGGAAAACCGATTGAGGCCTATGAAGGGGAGACGATTGCGGCAGCGCTTCATGCTGC
+CGGAATAAAAGTACTTAATTATTCAAGAATCAAGAAACGACCAAGGGGGTTGTTCTGTGCAATAGGAAAA
+TGCTCTTCTTGCCTCATGACCGTCAATGGAATTCCAAACGTTAGAACATGCATTACCCTCGTAGAAGATG
+GAATGAGGATAGAGGAAAACGCGCCAAGGCTCCCTAAAGAACTCAAGGAGCTCAAAAAGAGAAATGTGCG
+GAGAGTTAAAAGTGATATAATAGTGATTGGGGGCGGTCCAGCCGGCATGATGGCCGCTATAAGCGCCCAT
+GATGCCGGAGCAAAGGTCGTTTTAATAGATGAAAACCCAATGCTTGGAGGACAACTGGTCAAGCAGACTC
+ACAAGTTCTTTGGAAAGAGAAGTCAATTCGCTGGAGTTAGGGGAGTGAAAATAGCTGAAATACTCGAAAA
+TGAAGTTAAAAAGAGGAACATAGAAGTGTTCTTGCAAACCTCCGCCGTCGGCATATTCCAGGATGGGAAT
+GAGAAAATTGTTGTTGGTATTAGGAAAGAAAGCGAGCTAATAGAACTCCATGGAAGGGCCATTATAGTGG
+CGACAGGGGCCATGGAAAAGAGCGTTCCATTTGAGAATAATGACCTGCCAGGAATATATGGGGCTGGAGC
+AATCCAAACCCTAATGAACACCTATGGAGTGAAACCAGGAGAGAAGGCATTAATAGTAGGCGCTGGAAAC
+GTCGGCTTGATACTAGCGTATCAACTTATTCAAGCTGGGGTTAAGGTGGAAGCAATAGTCGAGGCGATGC
+CGAAGATTGGAGGCTACTTTGTTCACGCAGCCAAAGTTAGGAGATTGGGGGTTCCAATACTAACTAGACA
+TACCATTCTCAGGGCGGAGGGGAAGGAAAAAGTTGAGAGAGCTATCGTTGCTCAGATAGATGAAAACTGG
+AGGCCAATTCCTGGGACCGAGAAAATCTTCGATGTTGATCTTATAGCTATAGCCGTGGGACTTAGACCGA
+GCATAGAGCTTCTCCAACAGGCTGGATGCCAAATAAGATACGTCAGGGAACTTGGCGGGCATGTGGCTGT
+TAGAGATGAGTGGTTGGAAACGACGGTGAGGGGAATATTCGTCGCTGGGGATACAGCGGGGATAGAAGAA
+GCGACCACCGCTATGTTGGAGGGTAAAATTGCCGGAATTGCAGCTGCACTAAGGTTGGGGATAGCCAGTG
+AATCTTTGGTTAAGGAAATAGAAAAGACTGAGAGAGAGCTCGAAGAATTCCGTTCTGGACCTTTTGGGAA
+GCATATTGTTGAGGGGATTAGGAAGCTCCTCTCGGAGGTGTCTAAATGAGTGAAATTCCCAACTACTTAA
+GGAAAGGGTACATAACCCCGGATGAGTTGTTCTCTATAATTCCAAAGCCCAGCGAAGAGAGGTTAAGACA
+AAGGCCCGTTGCAGTCCCCGAATGTCCCCAGAGGATTCCATGCACACCTTGCAAGGAAATATGCCCGACG
+GGAGCTATAAAAATGGAAAATCCAAATGACATACCTATAGTCGACTATGAGAAGTGTATCGGTTGTTCCC
+TTTGCGTTCAAGTTTGTCCTGGGCTCGCATTCTTCATGATCCAGTACATTGGTGACAAAGCAAGAATTAC
+ACTACCCCATGAGCTCCTACCATTGCCTAGAAGGGGGGAAGAGGTAGTTCTCCTCAACAGGATTGGCGAA
+GAGGTTGGAAAAGGGAGAGTCATAGCGGTAGTTCCAAGGGAGAGAACTAAGGGTGACACACCAATAGTGA
+CGGTTGAAGTTCCTATAGAGCTCGCTTGGGATGTTAGGGCGATAAAGGTGGTGAGAGAATGAGAATAGTT
+TGCAGGTGTAACGATGTTACCGTTGAGGACATTGAAAGGTTGATTGATGAGGGCGTAACGGACCTTGAAG
+AGTTAAGAAGGCTACTTAGGATTGGAATGGGGCCATGTCAAGGGAGGACGTGCATTCCAATTCTGATCTC
+TATCTTGGCAAGAAAGACTGGTAAAAGAATGGAGGATATACCACTTCCAAATGCGAGGTTCCCGATAAGG
+CCCGTGAAAGTTGAGGCTCTCCTTGGTGGGGAGGGAGAGGAATGATTGGGGTCATTGGAGGAGGAATAAT
+TGGAGTTGCAACTGCCTATGAACTCGCAAAGCTTGGAGAGGAAGTGGTGGTGTTCGAGAAAAGATACTTT
+GGCTCAGGTTCAACTTTCAGATGTGCAAGTGGCATTAGGGCTCAATTTACCGATGAAGCTAATATAAAGC
+TAATGAAGTATTCAATTGAAAGGTGGAAAGAGCTGAGCGAAGAGCTCGGGCATAATATAATGTTCCAGCA
+GACGGGTTACTTATTCTTGGCGACTACGGAGGAGGAAGTTGAAGCTTTCAAGAAAAATATAAAGCTTCAA
+AACAGATTTGGAGTTCCTACTAAGCTAATTACTCCCGAGGAAGCTAAAGAAATAGTTCCTCCTCTTAACG
+TGGAAGAATTCCTTGCTGGCGCTTGGAATCCAGAAGATGGTAAGGCTAGCCCCTTCCATACGTTATACGC
+TTACAAAAAAGCAGGAGAGAAGCTGGGGGTCAAGTTCTATCCATATACAGAAGTTGTTTGGATAGATGGG
+GGTAGGGAACATAAGTGGAAGATAAAAACTACGAAGGGTGAGTTTGAGGTCGATGTCATAGTTAACGCCA
+CGAACGCCTGGGGCAGTAGAATTAATTCGATGATAGGAAAGGACATCGTTCCGATAACTCCCTTTAAGCA
+TCAACTGGTCAAAACAGAACCGCTGGAACGGGGTCAGATAGAGCCCTTAGTGTGCCCTCCGGCGTGGAAT
+GATAGTTATGTAATCCAGGATGGTGAGGACGGTGGGGTTATATGTGGAACAGCGTTAGAGTATAAGAGCG
+ATCCAGACGATGTTACTCCCACTTATGACTTCGTTAAGGAAGTTCTAAAATGGGCAGTCAAGATAATCCC
+AGCCCTTAGGCACGTTCATGTAGTTAGGCAGTGGGCCGGACATTACGCTAAAACTCCGGACAATAATCCC
+GCTATAGGTGAACTTGTTGAAGACTTTTACGTGGCTATAGGCTTCTCGGGCCATGGGTTCATGATGGCAC
+CGGCCGTTGCCCAGGCTTTAGCGGAGAGGATAGTAAAAGGAAGAACGAAAGTCCCATTGGACTGGGAGTG
+GTACGACCCATACAGGTTTGAGAGGGGAGAATTAAGGACGTCGGCATTTCAGATAGGTTAAGCCATATCG
+AGTATCTTCCTTAATACCGAACCCACAACATAACTCGTTAGGAAGTACCAGCCGAAGTAGCCGAGCTCAT
+CTGGTCTCAGGGCCGAGTGATACATCTTGTGGAAGATGTCGAACAGGAAGAAGTTGAAGGGATACTTCAC
+TATGGCAACCTCAAAGTACCATCTCCTGAGCCAACCCCAGAAGATTATTATAATTGGCCAGCTTATCAGC
+ATCGGCTTGAAGAATGCATCTTTCATTAACTCATTTTGCATTCTCAATATTTCTAATTGCTTTTGCTGTA
+ACTTCTTGAGCTTTTTCTCATCACCGCTTTCCCTGGCCTTTTTAAACTCTTCTTGAAATTCCCTAGCCAT
+CTTTTGTAGCCTCTTCATTTTCTCCTGGTCGACGAAGACATAGTTCAGGAAAACGAAGAATGCTCCAAGT
+ATTATTCCTGCCACCGTTACAACCCACATTGGATGAGTACTCTTCAACATTGGGCCGAATAGCTCGTCGA
+GAGCTAGGTATATTCCTTCAAGCATACTCCTTCACCGCCAAATCCAGTATCTCAACTAACTCATTAACCG
+CCTCTTCCAACCCCTTATCTTCGTGGTTCTCGATTATCTTAATCAGTGCATTTGAGTGCATTGCATATGC
+TATTGCCGCTGCCCTATTTAAATCTTGGTGCCTCTGTATTTGCTCTTCCGTCTCAACATCTCTGTCTCTT
+TTTAGATCTCTTAACCTCCTTCCTAAGATTTCGGAAGGCGTAGCTTCAATTATAACTATGAAGTTTGGGT
+TTAGGGTTTTTATAACCTCATATGGTAGTCCCAATAAATATCCATGCGGTGTCTTTATCGTTGCGTGGGT
+ATCAAGTAGAATTGGTTGTTGCCTAGCCATCTCGGATATCTTCTTTGCAACTTTCATTTGAAGATCCCTC
+TGTATCTCTAAAGGGAGCTTCCTCATCTCATCCCTATGGTTAACTAGACCAGCCTTTACGGCCTCTTCAA
+ACATAAGGTCTCCAAAATTTATAAGCTTGAACTTAGCTTTCGTCCTTTGAAGGGCGAGTCTCGTAATCGT
+ACTCTTACCCACTCCTGGGATACCTGTAATAATGACGACAAATGACATCAAACACCCCCAAAATAGAGGA
+TTTTAATGTGCTTAAAATTATTTTGGAAAGAAAAGAAAGCTATCAAGTTGCGAAGAACCTTCTTAAGGCG
+GGGAACATTTCGCTTATCTGCTCTCTAGCTATCTCTTCGTAGAACCTGTATAGTATACCGACTGTAAGGA
+GTATTCCGGTTCCAGTTCCTAACGCGCCCAGGAAATCGGCGAGCACTGCTATTAGCGCTACCGTCAATGA
+TCCCCAGAACGTTACGTAGGGTATGTACTTCTGCAGTACCCTCTCCAAAGTTCTTGGATCCCTCCTAAAC
+CCAGGAATTTGCAGTCCAGCTCTCTGAAGCTGTCTGGCTATTGTTCTAGCGTCAAGCCCCGTAAGCTCGA
+CCCATAGGAATCCGAAGATTAAGCTTGAAATCACGGTTAGTATTAGGTACACTAAAGCCCTAACTGGATT
+GTCAATGACTGTGAAGATGCTCCTTGGGGGAATTACATAAAGCACGAATCCCCCTACTGGATTTCCTGTC
+GTTGGGTCAAAGGTTCCAAGCCATGGGTGGCCAAGCCTGTCAAGTACCCTGGCCCATAGCTGAATGTTTG
+CATACAATGCGAAGGTCAAGATTATCGGAATGTTACTAACGTACAGGAACCTTATGGGATACCTACCTCT
+AATCGTGACACCCCTGTATCCTAACGGTATTTCAACGCGCATGCTCTCAAAGTACACGACAACTAGGAAC
+ACTATTATGGTAGCTATCACCGCCATCATGTCTGGGGCAGTTCCACCTCTATAGAGGGCTCCCTTGAGGT
+CGCCCTTAAGTATGTGCTGGATGAAGTAAGGAATTGCGCCAACTATCGCGGGCTTACCCGTTAGAGGGTC
+TATTATGTTAGGGTCCGTGAGTGGATTTAGGCTTCTAGTCAGTATTCTCTGGGAGACTCCCGCGGCTATG
+AAGAGGCTTATTCCGCTTCCTATTCCCCACTTGCTAACCAATTCGTCTAGGACTATTAAGATTATACCAC
+CGAATGCCAACTGGAGTATCATCAACGCCGCTATAGCGTAGGTTACATCCACACCTACCCTACCAAACGC
+TCCACCGAGGACCCAAATGGCCGCCTCTAAGAAACACATGAATACAGAAAATACCCTCTGTAAAGCCTGA
+TAAAATCTCCTATCTTCGGGATTAGCAAGATCGAGTTTTATTATTTCAGAACCAACGAGGAGCTGAAGGA
+TTATACCTGCGGTAACTATGGGCCCAATCCCTAGGGTTAGTATTGATCCGTTCCTACCAGCGAGGACGAC
+TCTTAGAAACTGAAAGTAGTCTTGTATTCTCTCGGGAATACCATAAACGGGGATCTCCGCGAGAACATAA
+TAGAGGATCAATGCAAGTCCAGTCCACATGAACTTTTCCTTTAGGGGAACATGCTTCTTGGGTCTTTCAA
+CTTCTGGAAACCACTTCTCTATGGCATAAATAATATCCCTTGCCCCCATTCTCAACACCTGCTGGAATGG
+TGTTAAAAATTAAAATAAAATTTGAGATCAGACGAGGACTGCCTCTCCACCTGCTGCCTTAATCTTCTCC
+TCTGCCTTGGAGGAGAATGCCCTTGCCTTAATCACTAGTGGCTTGGTGATCTTACCGGTGCCGAGAACTT
+TATCGGCAAACTGGGTGGTATCAACGATTATCTTGCCTTCCTCTTCGTATGCAATACCCTTCTGAAGTAG
+TTCATCGAGGTTCTCATCAATGGACTTTAAAGTAACCGTCCTAACTTCCCTCTGAACTTCAGGTGGCCTT
+GAGAATCCTCTCTTGCCTAGATGATCTGGAGCATACTTTATCGTCCACGTCCACTTGCTCTTGTTCCTCT
+TTCCAGTTCCAGCCATTCCACGACCGCCCTTGCTTCCTCCTCCTCTGTGCTTCTTCTTGCATCCCCACCC
+GTGAGTGTGACTTCCACGTAGCTTCCTAACCTTCTTCCTCCTCCTAATCATCTCTCACCACCTCAGAGCA
+TTCTCTCAATGAGGTCATTTATCTTCTCGCCTCTATACCCAAGGGCTCCTCCCTCTTTGAATGATCTCTT
+CTTACTTCCCCTGAACCCTCCCCTTGGGGGGTGGAGCCTGAAGACTGGCTTTAGATTCGGTAGATCCTTG
+AGACTCATCTCACCATTTATGACCTTCTGTGCGAATTCCTCTATCGTCATGCCGAGCTTCTCTTTGACGT
+ACTCATCTGTAACTGGCTTGTTCCCTATCAACCTTCCACGCTTTCTTATCAACTTAGCGAGGGTCTCTGC
+GTTAATCTCACCCCAGGTTATGTAATCCTTAGCCTTCTGGAGCATGCCCAAGTAGCTTGGAGTGTCGTCA
+ACGATCACACAGTGGTTGACCCTGTGTAGTCTAAGCATTGCGAGCGTGTCTCTAACTGGCCTTTTGACGT
+TAACCCTACCCCTGATTCTTATCACTGCAAGCTTTGCCATTATTATCACCTCACTCTAGCGTAAAGCTAG
+CGGGCATTGCCCTTCCAACGACTATTCCGTATCTCTCGATCATCTCAGGGGTTACCACGACTTTGTTGGT
+GTTGTATAGGGCGTTAAACACTGCTTTGGCGAAGTTAACCGTTGTCCTAGTCTCACCAAGTGTCTGGGAC
+CAAACGTCTTGAATTCCTGCCAATCTGAGTATCTTCTTTCCGACGTCACCTATAACTAAGCCGAGACCTC
+TTGGCCCTGGAATAAGCTTGACCCTAACGCTGCCTTCCTTTCCTTCAACTGTGAATGGAACTGAGTGTGG
+TCTTCTACACCTGCACTCCCAGGAACCACATCCTCTCTTTATCTCGATTATATTGAGTTTAGCGTAATTA
+ATGGCCTTCCTTATTGCAATCCCGACTTCTCTTCCGTGACCTATTCCAAGTCCAACGTAACCGTCCCTGT
+TTCCAACTGCGGCGAGCACCCTAAACCTAACTCTTCTACCGCTGTCAGTCATTCTAACGGTCAGCGCGAT
+GTCTAGGATTTCTTGGTTTTCCCTAGCGTTAACTTCTGGTAGTAAGACGTCTATTATCTCGGGCTCCTTT
+ATTTGGTACCCCTTCCTAAATATCTCATGAATGTCAGTTATTTGTCCCTCTTTAACGAGCATACCAAGCT
+TCGTCTTTGGCTGCCACTCATCTAAAACCCTCTTAGCGTATTCCTTCCACTCTTGGCTCATTCTCTCGCC
+CCCTCACTTTCAAACTTCTCAATTATTCTCGCCTTAACTTCATCAAAATGCTCGGGAAGCTTTTCAGGAT
+CTAATCCCTTCTCAAGGTAGCCTCCAAATTGCCTCCTAAACTTCTCCTCATCCTGCTCCTTTAGCATTCT
+AGCGTACTCAGCTATGTGCTCGCCTCTAATCCTGTAGTCTTCAGGAAAGATCTCTGGGCTGTGAGGAACG
+TTCAACCCAGCGTCTACTGCACCCTTCAATACTGCGAACACTGAGCTTCCCCTTACTGGTGGGTGTAGGC
+CTATGTCAAGTATTGCCTCCTCTATTCCAGCCTTCTTCGCCTTATACCCAATGAGGAGACCAAGTAGGTA
+AGCGCTTGGAGTGTTTCCGCAGTGACCCTTCCAGCCAAAGTCCCTGATTAGCTCTCTTGTGTGGGCTGAA
+ACTAGGGTCCTATCCCCCTTGGGGTCGTACACTATAATTTGAGCTATGTGGTGGTTTAGGCTCTTCCTAA
+CCACTAGCCTTGGTTTACCTGATTTGAGGAGCTTGAGCCTCTTCCTGTAGTTCGTCTTTCCCTCTCTCCT
+CCTCCTGAAAGGAACCCTATACCTTGGCCCGTGTGCCATTCTCTCTCACCCCTTTACCTCTTCTTTAGAA
+GGTTGTGCTCCTCTAGGAACATGTAGAGCTGGTGCTTGCTCTTGAACTGACCACCTTTTGCTCTTATGTA
+CAGCATTCTATAGGTTCTCCTGTCTATCTTCTTCTGCTCCTTAAGCTTCCTTAGTTCCTTTCTTAGGGCC
+CTTATCGTCTTGATCCAAAGCTCCTTCTTACCCATCCTAGCTGTCTTCTTACCCTTCCTGCTTCCCGGCC
+CCCTGTGCCTACCCTTCTTTTTCTGTTCATGTCTAATTCTGGCCCTGTATCTGCTCTGACCTTTTACGGG
+CTTTTTCTTTATGACCCCTTCCTTTATGAGCCTCCTAATGTCTTCCCTTGTTATAGCCGAGGCAACGTCA
+TCAACCCTCTCTGGATCTATCCATATCCTATTCTCGCCACACTTTAGTAACTCGGCGGCAACTCTCCTTT
+GCATCTTTAGGGTTTTCATAATCTCACCTCACAGCTGGGGGTTAAGCACCTTGATACCCAACTCTTGGGC
+CCTCTTAAGTATCTCGATCCTCTTCTTCTTACCAACCGTGTGAGCTATTCTGGCCGCTTGCCTCTTTGGA
+TCGAGCTTTTCTAGTTCCTTGACATTGTGGATTAGAACTTCCTCGTAACCGCTCGGATGTAGGCCCCTCA
+CCAACCTGGGAGAGCTCCACCCAATGCTTGGAGATCTTGGCTTGCCCTTAAGCTTGAGCCTCATCTTGCT
+GTCTATACCCTTAGGTCTCCTCCACTTGGGATCGTTCTTGAATTTTGGATACCTCCACCACTCCTGCCTG
+AGGAACCTTGGCTTCTTCCTCTTAAGCCTCGCCCTTACCCTTAGGAGCCTCTTAAATTCCTTCTCGTCCA
+TCTATCTCACCTCAGAACGTTATGGGCTTTCCAGCCTTCTCAACTATGTAAATACCATCCTGGAAGACTC
+TCCTATCCCACTTTGTGATTCTTGTCGCTTGTTCGATGTTTGCTGCCGTTTGACCTACGGCCTCTTTGTC
+TATTCCCTCAACTATGATTTCCTGTCCCTTAACCTTCACGGTAACTCCAGGGAGTATCTTGGCCCTCCTT
+GGAGCTTTTTCACCCAGGAAGTTCTCTATAATGACTTCGTCCCCTTGAACCTTAACCGTTATTGGGAAGT
+GACTGTAAACTACCTTCAACTTGTACGTGAATCCCTCGGTAACCCCCTTTATCATGTTGTTTATGTGTGC
+CTTGAACGTTCTAACTATCGCCACATCCTTTCTCCTGGGGAAGTCCTTGTAAATCACGACCTTACCGCCT
+TCCACGAATATCTTAACCCCTGGCCAAAATAGCTCCCGCTCGACCTCTCCCTTCGGCCCCTTAACCTTAA
+CGGTGTTACCTTGAACGCTAACTTCTACGCCCTCTGGGATTTCTATCTCTTCCCTCACCCATGCATCAAC
+TGGCATTTCTCTCACCTCAGTAGACGTAAGCTATCAATCTTCCCCCAATTCCCTTTTCTCTAGCCTCTTT
+GTGGCTCATAACACCTTGAGATGTTGAAACTATTAGGATACCAAACTCGAAGGCTGGTAGGAATCTCTTT
+TCCCACCTTTCATAGTCCCTGGCCTTAACTGGGAATCTCGGCTTTATTGCGCCGGCCTTGTTTATTTTGC
+CTAGTAGTTGCACCCTATAAACTCCCGCCCTGCCGTCATCGATGAACTCAAACTCCCCTATGTACCCGTA
+CTTCTGCATGACCCTGAGTACTTCGCCGATGAGCTTTGACGCAGGCTTTATGTAGACCTCTCTCTTTCCA
+ACCCTCTCGCTGTTGGTTATGTGAGAGAGAGCGTTTGCAAGTGGATCTAACAACGTCATTTTATCACCTC
+ACTCGTACTTCCTAAAGCCCAACTTGGGAGCTACCTCTCTAAAGCAGTGCCTACACAGCATAAGGCCGTG
+AATCCTAATTATCGGCCCATATTGTCCGCACCTAATACACCTTCTCGCTCCCTTTCCAAATTTTCTGGGC
+TTCCTCTTGTTGTAATCGGCCTTGGCCATTCATCATCCCTCCTCTTCAACGATCTCAACCCCAAACTCTT
+CCATCATGTACACCATACCCTCTTCCTTTGTGAGCTTGTGCCTCGTCGGTATCTTAGCCCTCTTCCTCTT
+CCTCCTTGCTACCCTAAAACCTGGCCTCTCAAGGGTAACACAGACGTCCATACCAAATATTCCAATCTCT
+GGATCGTATTCAACCCCAGGGATGTTAATGTGTTCATCTATTCCAAAGCAGACGTTACCGTGTTCGTCAA
+AGCTTGAAGCCTTCAATCTGTTATCCACAGCCGCTAGTAATCTCTTCAGCATCTCATAAGCCTTTGGACC
+TCTTAGGGTAACTTTTACAGCTATTGGCTCACCTCTTCTGATTCCAAAGTCCCTGTTCGTCTTCTTTGCT
+TTTCTCCTGATGGGTTTTTGGCCGGTTAACCTCTCGAGCATTATTTCAGCTTTTGTTAATCTCTCACCGC
+TCTCACCAACACCAATGTTTATTGTTACCTTTTCGATTCTTGGCTTTCTCATGGGGTGAGCTTCCCAATC
+TGCTAAGATCTCTTCCCTGTTTGGTATCGTTATTGCCATTCAAATCACCTCACGGTAATGATATCCTCGG
+CTTGTCCCTGCCAACTACGAAGGCGTACTCTTTCAAAGTGTCGAAGAGCTCTCCCTCTTCATCTTCTATA
+GTAACTACGTCTGGCCAGCCCATTGGGAACTTCTTAATTTCGACTATCCTTCCCTTTCTAGCCACGTTCT
+TACCTTGGGTAACGAAGACATAGGCTCCCTTCTCGAACGGTAGGACCTCAAGTATCTCCCTCTCGGGGAC
+CTTCATGAGGACCGTGTATGATGTGAAGTAGTTATCCTTCTCGCTAAGCGGTATCAAATGGTTCGTTCCA
+TCGTGGAAATTGAGCTGTATCTTTGCTCCCTTGACCATCCTCTTGTTCCTTATTCTGAGTGGCTTGATGT
+TGGCCTCTTCCTCGCTTATCGGATGAAGAATTAGCTTTCCAATTCTGTTTGGTAGCACCCTGTAGTGCTC
+TCCGGTCTCTGGGATCGAAACTACATCCATGATTCCGACCGGGAACTTGTAATCCTTCCTGACCCTTCCA
+TCCACGAGGAACTTGCCCTCGTTGAGTATCTTCCTAGCTTCTCTAGCCGTTTTAGCGTAGCCTAGGTAGT
+CCCTAACTATATACAGTAGTGGAATCGAAGTCCTCATGTTGTGTGGGCCTGGCCTTGGCCTTACGGCCCA
+CTTGTAAGCCTTCCTCTCAATGTACCATGATGTGGGAGCAGCAAGCCTCTTAAGATGCCTCTTTGGACCT
+TTTCTCGCCATTATCCAGCCCTCCTCTCAATTATCTTTTTCCTTCTCTCATCGTCGAGATTAAGCTCAAT
+TATCATCACATTTGAGGGGTGAATTGGATAGAAAACTTCGGTTCCGTTCGTCTTTCTAAGGGTCGCACCC
+TCGACGTAAATCCTATACCTCTTAAGATCAACTTCGACGACCTTCCCTTCGTGCCCCTTGAAGTCTCCCC
+TCATTATCCTGACCTTGTCCCCAACCCTAACGGGTAGGTTCCTAATCTTGTACTTCTCCCTTAGCTCCTT
+GCTAAGGGGAGCGGCCATCATCTTCTGCCTTAAATGTAGGGGAGCGTTATATAGGAACTTTCTCTGTTTC
+CTCGGTTGCTTGGAATTTAACCTCATCTAGCTCACCTCACACGATTATACTCGCTATACTCCCAATTCTA
+ACCCATCTCTCAGCTGCTTCTCTAGCCACAGGCCCTCTTATCTCGGTTCCCCTTGGAACTCCTTCTGGAG
+TTACTATAACTGCGGCGTTGTCTTCGAACTTTATTCTCATACCGTCTAATCTCCTGTACTCCTTTCTTTG
+TCTGATTATTACTGCCCTAACTACCTGATGCCTCATATCTGGCCTTCCCTTCTTAACGGTAGCAACCACC
+ATATCTCCAACGCCAGCAGATGCAAGCCTTCTCCTAGTTCCATGGTACTCAACGACGCCGATGACTTGGA
+TAACCTTAGCTCCGCTGTTATCCGCTACCGTTAAGTAGGCACCAACTGGGATAGCCCTAGTTGGCCTTAC
+AGGTGTTATCCCCCTTGTTGCACCAGCACCCTTCTTCGCCATCTAACTCACCTCCTCTCCTCAGCCCTCT
+CTAGTACAGCTACTACGACGAAGTGCTTAGTCTTGCTAAGTGGCCTAGTTTCGGCAATTAGAACCCTGTC
+TCCGACCTTTGCATTTATGCAGGGAGGATTGTGGGCGTGGATTCTACTCCTTCTAAGCTCATACCTCTCG
+TACTTTTTGAGGTAGTGGTAGTACTGCCTCTCGACCGTGACGGTCTTTCTGGGCTTGTCACTAACCACTA
+TCCCTTCGAAGACCCTACCGTGTATCTTAAGATGCCCATGCCAGGGACACTTGGGATCATCACACTTCTC
+AGCGGGAGGTTGAATTCTCAACCCGATGTCTCTCACCATTTTCTCCACCTCTTTTTCAGTCTCATCTCAG
+GCCTGCCAACCAATCTTTCCCCAGGTATTTTAATCTTTGCGCCATCTTCAGTCTCAAACTCAAATATGCA
+AACATCCTTGGGAACTTTCCACACCTTATCTCCAACTATCACCAGCATATTTCTGGTCTCATCAACTACG
+TATCCCTCAATTCCGACGAATCCTGGATGCATAGAGTTAACTACCCTAACTTTCAGGCCTATGAGCTCGT
+GCCAGATTATGTTTCTCTTGGTTACTCTACCTCTATGAGATCCTCTGAAAATCCAAGTTCTGCCAACAAT
+TTCTTGATACGGTCTCTGTGATCCCCCTGAAGTTCTATCCTTCCGTTCTTTGCCGTTCCTCCGCATGCTA
+GCTTCGCCTTCAACTTCTTTGCTATCTCCTCGAGATCGAACTCTTTTTCGTCTATTCCTTCGATTATTGT
+CTTTATCTTTCCGTACCTTGCCCTCTCTGTGTACACCCTAATTCTCTGCTGCTCCTTGAGGACCTCCTTA
+AAGAGCATTTCATCCAACGGGTTTACTATCCTCGGCACCAAACACCACCTTCACTTTTTGCGCATTTCCC
+TCAATTTTTCCCTCTTTATGGTAAGGAGGCGGGCTATATCCCTTCTCAAATTCCTAATAACCATAGGATT
+TTCGAGAGAGGTACCCATGGTAAGCATTCCCCTTTCTTTAGCAAGTTGAAGCCTTAGCTCTCTAATTTTA
+GCATCGATCTCCTCAATGCTCATCTCCCTAATTTCACTCGGCTTCATTGGAGCTCACCTCTTCCTCCACA
+GGTTTCTCGATTATCTCTATCTCATCTGGTAACCTAGCGTCTGGGGGCATTATGGCAACTTTAACTCCAA
+TCACACCTAGCTTGAGTAGCGCTTGGGCATAACCCTTGCTAACCAAGGTCTCTGCTGGGTTACCTACCTT
+AGCTAGGTATCCCTGGTAAAAGCGAACGCTCTTTGCTCTCTCTCCAGTTAGCTTCCCGCTTATCCTGATC
+TCAACTCCTCTAGCACCGTTGCTCATTATTGCCCTCATAGCTGCATAAGCTGCTCTCCTAAAGTGAATAC
+CTCTCTCTAGGGCTTGGGCTATCCTAACAGCTTGAACCTTGGCATTGAGGTAGGGATTCTTTATCTCTTG
+AACATCTATCTGTGGGTTCTCTAAGCCAAACTGCCTCTCAAGTATTCTGGTTAGCTCCCTTATTCTCCTT
+CCGCCCCTACCGATTACGTAACCTGGGTTAGCTGCAAAGATTATTACCTTAGTCCCCAGGGGAGTCTTCT
+TTATGTCTAGGCCACCATAACCAGCCCTTCTAAGTTCCTTCTCGAGGAACTCATCGATGAGCATTTCCTT
+AACGGCCTCGCGGATGAAGTACCTCTCAATTGCCATTTGCTCACCTCCTAACTTCCTCAACAACAACTTC
+TATGTGAGTAGTCTGCTCGTTAAATGGAGTGGGCCTACCAAATGCCCTGGGATACCATCCCCTGAGGACT
+GGTCCTCTATGTGCAGCTATGTGGATTATCCTAAGCTTGTCTGGATCTAAACCCTTCTGCTTCGCATTGT
+TCTGAGCGTTGAGTAGGACTTTCTTTATAGCCTTCGCGACCTTAACTGGATATCTTCCTGGGCCGAAGCC
+CTTTCCAGGTTTGTGACCTTGGCTGTCATTGTACCTCTTAAGCGGAACTGGCCTTCTTAGAGCTATTACA
+TCGTCTAGATACCTTAGTGCATCATTTAGCATCATTCCTCTAAGCTCCCTGCACACTTCGACTGCGAGCT
+TTGGAGATATTCTTAGATCTCTCCCACTAGCCCTTGCCATTCTTTCTGGGTCAAAATTTTGGAAAGAGTA
+ATCGAAGCGCCTGCCCATTCAAACCACCTCACTTGACCGCAACGAACATCGAAGACCTCGTAGCACCGAT
+ACCAGGAGCTCCGTGCTGGACCCTCTTTCTTGTTGGGGCGAACTCTCCTAGGTAGTGTCCAATCATCTCT
+GGCTTTATCTCTACTGGAACGAATTCCTTTCCGTTGTGAACGTATATGGTCAGTCCGACCATCTCTGGTA
+GGACTATCATGTCCCTGCAGTGTGTTCTAATCGGCTTGTTGTACTTGCCCTTCTTCGCTAACCTTATCTT
+CCTTAAGAGCTTCTTCTGCTCTGGGGTTAGGCCTCTCTTTAGGCTTCTCCTCTGTCTAGCAGGAAGCAAC
+TTTGCTAACTCCTCAAGGGACATATTCATCAACTGCTCAAGCGTATAACCGCGATATCTAAACTCCTTCC
+TCGCCATCTACACCACCTCACTTCCTCCTACCAGTTCTCCTCGCGGCGATATGACCAACCTTCCTTCCTG
+GGGGAGCCCTCCTTGAGGTTGTAGTTGGCTTACCTGGGTGGTGCTCCTTACCACCGAATGGGTGATTAAC
+TGCGTTCATCTTAACACCTCTTGGCGTTGGCCAGAACCTGTTTCTAGCTTTGTACTTGTAGTAGGCTTTA
+CCAGCCTTTACTAATGGTTTCTCTAACCTTCCACCACCGGCAACTACTCCGATTGTAGCTCTACAATTTG
+GATTGAACGCTTTAAGCTCACCGCTTGGGAGCTGAACTATGACCTTGTCCTTCTCCCTTGAGACGACAAG
+AGCGTACGTTCCTCCAGCCCTTACGTACTTTCCACCGTCGCCCGGAATTCCCTCGATGTTGTAAACGTAA
+GTTCCCTCCGGGATCTTCGCTAGTGGAAGGGTGTTGCCTATAGCTATGGGTGCATCTGGACCGATGTAAA
+TTTCTTGACCGACGAGCAATCCTTCAGGAGCTATTATCAGTTTTTCCATACCGTTCTCAAATCTAACCCT
+TGCAACCGGAGCCGTTCTTCCTGGATCGTGCATTATTTCTTCAACGACACCTCTAAGGGTCTTGTCCTGG
+GTGTAGTTTAGGGGGATGTACTTAACGGCTCCCCTAAACCTGTGTGAGGGTGACCTAAAGGTTGGGCTTC
+CCTTACCTCTCCTCTGTTGGATTAGGCTCTTACCCATCTCAACTCACCTCAGAATAATCCTAACCTAGCG
+GCTATTTCACTCGCGCTATATTCGGGCTTCAACTTAACGTAAGCCTTCTTCTCCCCTTTTGGTGTTATTA
+GGGTATTCACCTTCTCAACCTTAACGTTGAATATCTCCTCAATTGCCCTCTTTATGTCTTGCTTGGTAGC
+CCTCCTATCAACTATGAACGTTAGTTTGTTCTCCTTTTCAATTAGTGAGATGGCCTTATCCGTGATAACT
+GGTCTAATTATAACCTTGTACGGATCCATATTCATCACCCGTAGATCTCCTTAAGCCTCTCTATCGCACT
+AACAGTCCAAACGGTTAACCTTCCGGGATGAGTTCCAGGAGCTAGATGTTCAACTCCTAAGTTGTCCACA
+ACAACGACATCAACTCCAGGATGATTCCTAGCTCCAAAGACTATTCCTTCGTTCTTTCCAACGACGATCA
+ATGGACCCTTAGCCTTCTTGTACCTCCTGCCCCTCATCTTACCCTTTCCAGCCCTTATACCCGTCTTCTC
+CTTGGCCCTCTCAATGTCATCCCATATTCCAAGCTTCTTGAATATCTCTCTAGTTTCCCTCGTCTTGCTA
+ACCTTCTGGAGGTCATCAACGACTATTAGGGGTAACTGTGGAACGTTGTCGATGATGTGTCCTCTGGCCT
+TAACGATGTCGTAGTTGGCTGTTGCCGCTATTGCACTCATTATCGCTAGTCTTCTCTCCTTCTTGTTTAT
+CCCTTCCCAGATTATCTTTTCAACCTTTGGTGGGTGGGTTCTCCTTCCACCCCTCGCGAATGGGACGAAT
+GCTGCATACCTTGGAGGCGTCTTGAGCCTCTCGACTCTAGCCATTCCATGTCCCTTTCCAATGTTCTCCG
+TAACACGCCTCTTTCCAGCCATGGGGTCTCTACCTTGGGGCTGTATTCTGTGCGTCCATGAAGCTATCAC
+AGCTCTCCTAATGAGGTCTGGCCTGAAGGGAGTAAAGAATACCTTTGGAAGCTCTATCTCATCAACGGGT
+TGACCGTTAAGGTCGAAGACCTTAACCTTCATCTATCTCACCTCACTGCTTTGACTCAACACTAACGTAA
+GTGATCTGGGGCCTTTGAACGGGAGGCTTCTTCTTTGGAGGTCTTATTGCAGGCCTAACCCTAATTATCC
+TCTTTATAGCCCCAGGGACTGAGCCAGCTATCATCATGAAGTCGCTCCTAACTATTCCGTAGTGTGGGAA
+GCCACCCTTTGGAGTTATCTCAATCTCGTTTCCATCTATTACGAGCTTTCCATTTTCTCCTATTGCTATT
+AGTCTCTTGTTAAGCTCTGTTCTGTGGTGGAATCCCATCTGGCCAGCCATTGGAACCGTCCACATAACCC
+TAGCCGGGTGCCAGGGTCCAATTGAACCTACCTTCCTTCTACCCTTGCTATCCTTGTGGGCCCTAAGCTT
+AATTCCCCACCTCTTAACTGGGCCTTGGGTTCCCTTACCCTTTGTTACTGCAATGACGTCAAGTAGTTCG
+CCTTCTTTGAGGACTTCTCCAACTCTAAGCTCCTTTCCAAGCTTCTCCTTGATGTAGTTGAACTTCTCCT
+CAACGCTGGTTCCACCTATGGCGTACTCCATAACTTCAGGCTTCTTCTTGAGCTTAATTACCCAGGGTTG
+AGTTGCTACCAAAGCCCTGACCTCAACAATTTCCCCCTCTTTTATCATGTCCTCTAGGTTGCCAAGCTTC
+TGTTCAAAGTCATCCTTGGTGTAGTTCTTTGGAAGCGTGGCTATCCTTCTCTTGAGTAGCTGATAGAACG
+TGAACTTGCGTCCCTTAGCCTTCTTGCTCACATAGTTATCGAGCTCGAAGTCGGGAACTATTACCTCCGT
+GGCAGTTTCTAAGCCGAGGTATCCTTGCCTGTAGGCTCTTATCCCGAATACCCTTAGTGGTGGGGTCTCA
+ATTATTGTCACTGGCATGAATATCTCCTTTCCATTGGTAAGCCCTGGCTCATCGTCTATCATGAGTATAT
+GGGTCATTCCAGCCTTGTATCCAGCGAAACCTAGCATTCTAACCTCCGTCTCCTTTGGCCAGCTCCTTAT
+CCTTGGAACTATACTCTTGGCCCTCTTCCTTGGGCTGAATGCGAGCGATCCTCTCCTTGGCCTGTGAACC
+TTACCCATCTCAATCCCTCCTCATGAAATTGAATATCGCGAGCGTTGCCAACACCGCCTCTTCAGTTCTA
+ACTGTCTTCGTCTTTTGACCAGGTATCGTATTTAACACCAGGTCGAATTCATATCTTTCATTAAATTCCT
+TTAAGATTTCAAACACGCCCTTCCTTGGTGAGCCGAACACTATCCCAACCTCGCCCTCGAGGGGCACTTC
+GGCATCTCTCACGTCAACCCCCCTACGGGAGGTCGCGATGACTACGTCAAGATCAGCATTTTTAAGTGTT
+TTCACTAAACTCTTCCTACTCCAATGAACCTTATATCCCCAATACCCAGGAGGCTCAGCCGGAACTACTC
+TTAAGGGCTTTACTGAGATTATCTTGAAGGTTCCCCTTCCTTCATCAGCGATTCCTTTGACTAATGCTGG
+TCTGTCTAAGCCGATATCTGCAAACAACTTCTTGCCCCTTCTGAATGCAAACCCTTCCCTTATCTCTCCT
+ATCCTGGGACTTCCCTTTTCTTTGTGGCTGGGTATCTGTAGCGGAGGCATCACGCCGGCATATCTAAGTT
+CAGGCATTATTGGGAACAGCCTTTTTCTTAGGTATTGGGGAGTTTCTGCGTATTCAAGGAGCGTCTTTAT
+TAGTCTCCCGTCTCTGCCTCCGGCCTTGTATATCCATATGTGCTCTACTCCGAATATTGCGCAAGCCCTT
+GCAATCTGCCCTACCTTGTAAGCTTTGAGTTTTGGGTCGTTAGTTTCTTCAAGGAGGGAATCTGGTATGA
+AGACGTGCCAGCTCATTGTTGCCCTCCAAGGGATTTTCTTGGTCTTGGAGCTGTTTTGGTGTTTTTATAA
+TTAATTTAAAAGACTTTCGAAGGTTTCCACCTTCTGTGATTAAAAATTCTTAAAAAATTTTTGCAAAATG
+GAAGATCTTGGAGATTCAGCACTTAGCTTTTACGAGAACCTTTAGAAGATCAAAATCTCTTATTAAACCG
+ACTAAATCACCTTCTCCCTTTATGACAGGGAGCTGTTCTATTCTGTACTTAACCATTTTCTTCGCAACTT
+CATAAACCGTCATGTGGGGGGTTGCCACTATCACATCCTTTGTCATTATCTCCTCAACGGGTTTGTTGGG
+AAGCTGAAGCTCGAACTTTTCAAAGAGTAACGTTGGATGACTTTCAAGTATCCACTCCTCCTCGCTAGAA
+GCTGCTAATTCAGTGCTCTTCATTATCCTAACTATCTCGCTATCCCTAAGCAAGTCAGTCTCATCGATTA
+TGCCAATCAACTCGCCGTTGTCATCAACCACGGGTAAGGCCATGGCATTCGAGAGTAATAGGGCCTTTAA
+CGCTGCCTTGAGTGGGGTTCCCTTCCAAACTATACTAACATGTCTTTGATAGTAAGGTTCAATCTCAACT
+TCCTTGTACTTCTCGGTCTTTGCGAGGTACCTTCTAACGATATCTCCCACCGTTAGAATTCCAACGGGTT
+TCCCCTCATTATCCACCACAACAACTCTTCTGTAATCGTGCTCAAGCATTAGTCTTGCCGCTTTCTTCAA
+GTCATCATTTTCTTTAACGGTGGGAACATCCCTCTTGACGAGCATGGCTAGCTGTTCTTCATCTGGATTC
+GTTAGAACACGCTTGATACTTATTATACCAACTAACTTCCCTTCTCTGTTAACGACTGGAAAGCTCCTGA
+CCTTGTGCTTCTTGAAGATGTCGAGGGCGTAATTTCTAGTTGCGGGTAAAGTGATCGTTACTGGGTTTGG
+GGTCATTATTGTCTTTACTTTCACCCTATACCACCTGATAGCATATACGCGTAAAGGGGCATATTTAAAT
+CTTATGAAAAATTGAAACAGAATTATTCTTTGAAGATCTTGATGTTTGGAGGTGTTATAATTACCTTTGA
+TTCATTTTTACAGAGCTTTGCTATGTCCCACCCAAAGGTCTCTGCTGTCATCCTTAATTGCTCTGCAACT
+TTGCTCAAAAGATCTGGCTTTGGTTCCAGAGGTGTTAGATCAGCAATTACTATATTACCAGCGCTTATTT
+CCTCAGATACGTTTTTCAAATCAGCGTAAGTTGATATAGAGATCTTTTTAATGTACGTGACCTTTGGTTT
+TAGTATTTCCCTTGCTAGGGTATCTTCTTCAACTGGAACCAGTTCAACTTCTTCAGGGGACTTCTCAACT
+TGCTTGACCTTGTCCTTGAGTATCGAGGGCATCTTTTTCTGAGGTTCGCCCTTCTTAAGCTTGTCAAAGA
+GGCCCACTTCTATCACCTCTATCCTCGTGATAACCTATCGAGTTCATTTTAAGCTAAATGCTTATAACCT
+TTATTCCAGGACTATTTCTCTCCAAACGTTCTTTATCTTCTCAACATGCTCCGGCAACGTTGCTATTAGT
+AATATCCACCTTGGCGTTTGACGTCTCTTTATGGCCGATGCGAGAGGGGTTACCTTGGCTATAGGTTCAA
+GCTTGCCGCTAGATAGCATAACATTTACTTCAACTTGTTTCAGTCTTGGCTCACTTAGTATTAGTTCTGG
+AATGGACAGCTCTATTATCACATCTCCTTCTTTGGCTCCAACTTCTTCCGCTAACTCATTTTCAATTTTT
+CGTCTCTTTTTATAACTCCTGTAGAGATGTGCTAAAACTTTCTTTTCCTCAGAGGTTAAGTTTTCAGGTC
+CAATGACAACCGCAGCTTTATACAATCTCCTTGACCTAATCCTCCTAACGATTTCTCCAGCGTAGTCTCC
+CAGATCTTCGAGCTCTATAATTAACCTGTCATCGGTCATCCTCCAGAAATCTTGCAATTGCCCTTCATCA
+AGGGCAAATTCCAAGGCCCTTATGAGCATTCCTTCAGCTATCTTAACAGTTCTATGGAAGTAAACCCTAG
+AGTACATAAGCGACCTTGCCACTAGCATCCCTTCCACTGCCTCAATGCCCTTTTCATCAATTACAAGTTC
+ATTATTATGGGTCTTCATAACCATCAGAAGTCTCTCGAGGTCTATTATTCCATGGGCAACACCAGTATAG
+TGGGCATCTCTAGTTAGATAGTCGAGCTGATCAACGTCAATATCTCCGTGAATAATCATCCTTAGATATT
+TCTTCTCATGCTTACCAATTATTAAATCCCCAATTTCCCTGGGCTCGTATCCCAGGGAATTTATTATATC
+TGGAATCTCTCCGCCTTCTTCACACATCTCCAGTTTACCTTCAAGTACAGCTTTGCTAACTTCCATGTGA
+TCTTGGAACTTTAGCCTCTCTCTATATATCCTTTCAAAGGTATGACTGAATGGGCCATGGCCTATGTCAT
+GTAGTAATGCTGCGAGTTGAATGAGTAGGCTCTCTTCGTAGTGTAGATTTAACTCTTGGGATAGCTTTTT
+AGCAAGGTACCAAGTTCCTAGAGAGTGCTCAAATCTAGTGTGATTCGCTCCAGGATAAACTAGATTAGCA
+AGTCCAAGTTGTTTAACTCCCCTAAGTCTCTGAAACTCAGGGGTATCCACAAGCTTTAATATCTCTTCTG
+GAACTTTCATACTTCCATGAACGGCATCATGGATTATCTTTCCATCGCTCACTCTAATCCCCATCTAAGT
+TTGGGCTTAAGCTTTAATTTATTTTCCCCTTTCAATGTAAAGGGAAAGAGGATTAATTAAGATAATTAGC
+AGTTCTGTTAATACTCATGATTTAAGTAATTATTAGGAGAGGCCTCAAGGGAGTTAAGCCTGATATTCGA
+ACGCTATTCAGAGAGTTCATCAATAATGTTGAATTATAGATGTGAATAGATTACCAGAGGGCTCCAATTC
+CGAAAAGTTTATATATCTCTATTTTCAAAAAACAGATTGCAGATACCCCATAAATAACAAAATGTGGAGG
+TGTGGATGATGGGAGAGTTGCCAATTGCCCCAGTTGACAGACTCATTAGGAAGGCAGGTGCCGAGAGGGT
+TAGCGAGCAGGCAGCAAAGGTCTTAGCCGAGTACCTCGAGGAGTACGCAATTGAGGTTGCAAAGAAGGCT
+GTTGAGTTTGCAAGGCACGCAGGTAGAAAGACCGTCAAGGTCGAGGACATTAAGTTGGCTATTAAGAGCT
+GAACTCTTTTCTTTAGCCTTTTTTAATTTTGGCCATTATCTTTTAAAACTGCACTTTTCTCTGAAGTCTT
+GGTGAGAGAGTTGTACGTGGAAACCCAAGAGGAGGAACCTGAAATAAAGATTCCCCTTCCGAGAGTTGGC
+ATAACGAATCTAAGAACAATAGCAAAAATAAACTGGAAAGGAAGAATATACACTTTTATTCCGACTTTTG
+AAGTTACTATAGACCTCCCCAGGGAAAAGAAGGGGATACACATGAGTAGACTTGTAGAGAGCATAACCGA
+TGCAATGAGCGAAGCCGTGGAAGAGGAAGTCAAGAAGATCCACACGTCCTTAGAGGAATTGGCGTTAGCG
+GTAATAAAAAGGTTGGAGGAGAAGCATAAACACAAGAGAGCTGAAGTTTGGATTAGGACGACGCTGATCT
+TGGAAAAAACCACGCCAGCTAGCAGGAAACTCAGTTATGAGCCCTACGATGTTGAAGTTGCCGTAATAAA
+GGAAGGAAAAGATGTAAAGAAAAGGCTCAAAGTTAGGGTAATAGGTAACACGGCTTGCCCCCATGCCATG
+GCCAATAACAATGGTAAGACTCACATACAAAGGGCAATTGGTGAATTGGAGGTAATGGCAGATTTCAACG
+AGGAAATAGCTCTTGAAGATATGATAGAGGTCGTTGAAAGTTCATTCAGCTCACCAACGTATACATTATT
+AAAGACTCCAGATGAAAACGCAGTTGTTAGAAAGATGTACGAGAACCCTAAATTCGTCGAAGATGTAGCG
+AGGGAGATATTAATGAAAGCGAGGGAGAAGTTCCCAGGGAGAATTCACGTAAGAGTTATTAGCAATGAGA
+GCATCCATAAGCACGATGTAATAGCGGAGGCTTGGGCTTAAGCTTTCTTTTTAATTCCATTAAGCAAGGG
+TTACAGTACGTTGGAGCCCTTAGATCCCACTCTCTCAAATCCTCTGGAGGATTCATAACGCAGTCATTGT
+TACAATGGGGCAACCCATATAGGTGGCCAAGTTCATGGAGAACACCCTTAAATACGCGCTCAATGAAAAG
+CTCCCTATTTTCAGTGTAGAAAGGTTTTATCGACAGGACTAAAACGTTGTAATTTCCTATAGATACTTCA
+ATCCCAAGGTACTTCTTGTATATCTCGAAGTACTGCTTTCTAGAACCTATAGGTAATGTTGTTATGCCGA
+AGATCTTCGTGAAACTATCATCGTTTACGCTGTTTTTCATCTCGACGAGTTTCCCATATAAAGCCTCAAC
+GACGGCCTCAAATGAATACATCTTAACATACCCATCTTCCGTTTCAACCCTAATTAGCATTCCTGGGGGC
+AACTTTATTCTACCTGCATATACGAGGGTTACTCCAAGTCCAACATCTCTGAGGTACCTATTCACCCTGT
+CGTACACCTCAAAGAACAGCCATTCGAATTCATCCCCACCCATATACACGAATGCTATCTTATCCATCAG
+GAAAGCTAAAGCCTAAAGCCTATATATAAAGATTGCTTAGGCTCGAACATGAAGATGAAAAAGGCACTAT
+CTATTGCCCTGACCCTATATTTCATACTCGGTTTGGCACTCGTTGTACACGAGAATTCTTGGTTTTCCTT
+TTCAAAGAACGCCCTTAGTGACATGGGTTCCCTAAGGAATCCTAAGGGATGGATGTTCAACGTTTTCATC
+ATTGGACTTGGCTTACTTGGGCTCGTTACATCCCTTATGCTTAAAAGGAAAATACTAACCTTGTCAATGG
+CATTTTTGGTTTTAGTCGGTGTATTTCCAGAAGAGAAGCCCCTACATACGCCATCAGCAATTTTAACTTA
+CATACTTGCCTTTACTGATATGGTAATTTACGGGGGAATTTGGAGGGTAGTTGGGATTGGAACATTCATG
+GTGATGTTATTCCTGATAAATTTAAAAGTCGGCCTTGCAATTCCGGAACTAATAGGGGCTGCATCTATAT
+TAGCCTACATTCTTTACTTGGGTGAGAGAGCATGAAAGTGGTAGCGTTGCTAAGTTCGGGGATAGATTCA
+CCAGTGGCAATCCACCTAGTTGCAAGTAAGGGGGCTGAGGTTTATCCCCTTCACTTTAAACAAGACGATG
+TTAAAGAAAACAAGGTTAGGAGAATCGTAAAGAGACTCCAGGAAATTCATGGAGATAAGGTAAAGGATCC
+CAGGATAGTTGATGCCTTTGAAGTTCAGGGCCCAGTCTTTGAAAAGTTGAGAGAGATTAGGAAGGAAAAG
+TGGACATGCATATTCTGCAAGTATACGATGTACATAGTTGCGACCAGCTATGCTAGGGAAATAAAGGCTA
+AGGCAATAGTAACTGGAGATTCCCTGGGTCAAGTGGCCTCTCAGACCCTCGATAATTTAATGGTCATGAG
+CACCGCGACGGAACTTCCTATATTGAGGCCCTTAATAGCACTAGACAAGGAAGAGATAGTAAGGATAGCT
+AAGGAAATAGGAACCTTTGATATTAGCACGGAAAAAGAGCCTCCATGTCCTTTTGTTCCAAGATTCCCGG
+TCGTTAGAGCTGGCTTGGGTGAGTTCAGGAAGATACTTAATGAAGTTAAGGATTTACTGCCAAAGTGATG
+GCGATGTTAAGAACGGCAACGTACCTTTTATTTTTAAATGGTTTCCTGTTATTAGCTTATGGTAAGAACG
+CACCGGTTTACTTGGCATTCTCCGTTTTAAGCTTTATCTTGGCCTTTGGAGTTATGAAGGAGGTCAAGTT
+CGCGATAAAAGTTGCCCTAGTATACTCCGGGGTAAACTTCTTCTTTGCACTCCTATTCCTGATGGCTGGG
+AACTTATCATCTAGTATAGATGCCGCAATATCGCTCCTAATAGTTCACGACATCCTGGGGTACATTCAAA
+AGAAATATGGAGAAGAGGTCAAGCTCTCTGCTTGAGTATTATTCTGGCATCAACTATTACTGCTCCTTCT
+CCCTTGTTGTAAACGAAGATTGGGTTAAGATCCATTTCCTTTATGTAATCCCTTAGCTCGTCGACCAGCT
+TAGAAACCTTGAGAAGCATATCCACGATGGCATCTATGTCCGCCGGCTCCTCTCCTCTCGCACCGGCAAG
+TATTGGGTAAGCCTTGATTTCAGTTATCATCTTCCTAGCGTCCTTTTCTGTTATGGGCACCAGTCTGAAC
+GTGACGTCTTTGAGTATCTCCACGAATATTCCGCCGAGTCCGAACATTATGGCATGTCCAAACTGTGGGT
+CCTCGGTTACTCCAATTATCACTTCCCTTCCTGGCTTGAGCATTGGGGCTATTAGGACCCCGAGAATTTC
+TGCATTTGGATTGTACTTCTTTGCGTTTTCGTGTATCTCCTCCCACTTCTTCTTTAACTCTTCTTCGTCC
+TTTATATTAAGCATTACAACCCTTGCATCGCTCTTGTGGAGAATTTGTGGGGACATTAGCTTCATAACAA
+CTGGATATCCAATTTCTTTGGCGTATTCAAGAGCCTCGTCTAAAGTTTTTGCCAGCTTTTCCTCCGGCAC
+TGGTAAACCGTAAGCCTTTAAAACCTGCTTAGCTTCATACTCAACCATCGCAGTTCTGCCCTGCTCCAAG
+ACGGCTTCAATAACCTTAACGGCCTCCTCCTTCATTCCCCATTCCCCCTAACATACTTAGCGTATCTAAC
+TAAACCTGCAAGGGCTCTAACTCCCCTTTCGGGAGTTGGATAAACAGGAATTCCTCTCTCCTCAAGCATT
+TTAGCGTATTTATCTGTTTTATAACCTCCCATAGAAACGACGACAATTGGCTTATCGCTCTTCTTAGCGT
+AATCTGTTATTATGTCAATTACCTCCTTCTCGTCGAGTAGCGGAACCTGGAACAGAACTATTAATAGGAT
+TGCATCAACGTTCGGATCCTTTATGAAGGCCTCCAGGGCTAGCCTGTACCTTTCAGCGTCGGTGTCACCC
+ACGACGTCAGTTGGGTTTCCAACCACTGCGTGTGGTGGAAATCTCTCCTTAAGGAACTTTATAGTTTCTT
+CACTAAGCTCGGCAAGCTTAAGGCCGAATTTAGCCACTGCATCGCTAGCCATTACTCCAGCTCCACCGCC
+ATCAGTAATTATTCCTATCCTGTCTCCCTTGGGAAGCTTGCACTTTGCAAAGGCCTTAGCTAAATCGAAC
+ATGTGTTCGAAGTCCTCTGCCCTTATTATCCCAGTCTGCTTAAACACTGCATCGTAGATAACGTCTTGAC
+CTGCTAGTGATCCTGTATGACTTGAAGCGGCCTTTGCTCCGTACTCAGTTCTTCCACTTTTTAGAGCTAT
+TATCGGCTTTATCTTGGTAACCCTCTTAGCCGTCTCCATGAACTTCCTTCCATCCTTGACTCCCTCTATA
+TAGAAGGTCATTACCTTTATCTCATCGTCCTGTGCGAAGTACTCCATGAGGTCTGCGTCGTCCACGTCAA
+TTTTGTTTCCATAGCTGACCATCTTCCCTATTCCAATCCCAGCCATTGCGGCCCAATCTAGCATCGCTGC
+AGCAAATGCTCCACTCTGGCTTATGAATGCAATAGGACCACTCTTGGGCCTGTCCATCTTTTCCTCTGGC
+AAGAAGACTGTGTCAACTCCAGTATCTGGAGCGTAAACACCAACGCAGTTAGGTCCTATAACTCTAATTC
+CATTGGCTCTAGCTATCTCGAGTATTTCCTGCTCCATTCTCTTGCCTTCTTCTCCCAGTTCTCCAAATCC
+GCCCGTTATGATGATGACGGCCTTAATTCCCTTTTCAGCAATTTTTTTCATAGTTTCTGGCACTGCTGGG
+GCTGGAATGGCTATAACGGCAAGATCGGTATCATCGGGGAGCTCAGAAACGTCGTGATAAACTTTGTATC
+CATCTATTTCGTCAAGCTTTGGGTTCACTGGATATATATTGCCCTTAAAGATACCCTTTTCCTTGTTCCT
+CTTAAAGTTCTCGAATATGACATTTCCGACTTTTCCTTTCTTGTTAGTTGCTCCAATTATTGCAACGGCT
+CTAGGTTCAAAAAAGGGCCTTAATTGTTCCCTTATATCAGAATTGACCATGAGTATCACCTCTAATTTAA
+TTTTCAGTTTTGAATTCCCGGGAATATTTTCGCTAGTCTTACTTAAAAGTTTTATGAAAAGGAGATCATC
+AAACGGACAAAAGGTTTTAAATTAACTCCATAAACCCTCAAGTATGACGAAGTTCATCTTCGTAACCGGG
+GGAGTTGTCAGCGGTCTTGGAAAAGGAATAACGAGCGCCTCAATAGGGCTTCTCATGAAGGCGAGAGGGT
+ACAAAACCACCAACATAAAGATAGATCCCTATATAAACTACGATGCCGGAACCATGAATCCGTATCAGCA
+CGGAGAAGTCTTCGTTCTTGACGATGGCGGTGAAGTAGATTTAGATCTTGGGAATTATGAAAGGTTCCTC
+GACACAAGCTTAACTTTCGACCACAACATAACCACAGGTAAAGTTTACTCGACGGTTATAGAGAAGGAGA
+GGAGGGGAGAATATCTAGGGGCGACGGTTCAGGTTATACCCCACATCACGGATGAGATAAAGAGGAGGAT
+TAGGGAGATAGCTAGAAATTACGACATTGTAGTGGTTGAAATCGGTGGAACGGTTGGAGATATAGAGAGC
+ATGCCTTTCCTTGAAGCCGCGAGGCAAATGCAACTTGAAGAAGGAAGAGAGAATGTCGCCTTCGTTCACG
+TAACTTACGTTCCGAAGCTTAGAGTTGTTGGAGAGCAAAAGACCAAGCCAACGCAGCACAGCGTCAAGGA
+ACTTAGGAGCCTAGGAATTCAGCCAGATGCTATAGTCGCGAGGAGCGAAGATCCCCTTGAGGAGGGTGCC
+AGAAAGAAGATAAGCCTATTCACGAACGTTCCTGAGGAGGCCGTTATAAGTGCCTACGACGTTGAAGACA
+CTTACGAAGTTCCCCTCCTTCTTGAAAGGGAAGGGCTAGGAAAATACCTAGTTAAGAGGCTTGGATTGGA
+AGATAGAGAACCTGACTTGAGGGAATGGGAGAAGATGGTTGCCAAATACAAGGCGCTCCAGGATAGCGTG
+GAGATAGCTATAGTTGGGAAGTACGTGAAGCTCACCGATTCTTATCTCAGCATAAAGGAAGCCCTAAAGC
+ATGCGAGCGTTAGCAACGAAGTTAAAGTAAAGATAAGGTGGATAGAGGCCGAGGATATAGAAGAGCATGG
+CACGAAGCTTCTCGAAGGTGTCGATGGAATAATAGTCCCAGGAGGGTTTGGGGCTAGGGGAGCTGAAGGG
+AAGATAATGACGATTAGATACGCTAGAGAAAACGACATACCTTTCCTGGGGATATGCTTCGGCTTCCAGC
+TTACGGTAGTTGAGTTCGCAAGGAACGTCCTGGGAATGAAAGGGGCACATTCAACTGAGATAGATCCACA
+AACTCCCTACCCAGTTGTGGATTTAATGCCTGAACAGAGGAACCTCGACAAGTTAGGAGGGACTATGAGA
+CTTGGAGCTTATCCAGTGAAGATAAAGAAAGGTACCCTAGCTTATGAGCTTTACAAGAAGGACCTCGTTT
+ACGAGAGGCATAGGCACAGGTGGGAAGTTAATCCAGATTACATTGAAGCCTTTGAAAAAGCAGGTCTAGT
+GTTCAGCGGAATAGCGGGAGATGACGAGAGGAGAATGGAAATCCTTGAGTTGCCAGACAAGAGGTACTTT
+ATAGCAACTCAATTCCATCCAGAGTTCAAGTCAAGGCCTATGAAGCCAGCTCCGGTATTCCACGGGCTCG
+TTAAAGCTGCAAAAGAGTACAAGCAGGAGAAAGATGCTACTCACTAACCACGCTAAGGAGAGAATTGCTA
+AGAGATTAGCTAAGAGGAAAAAGATAGATAGGATTTACTCTGCCCTCTTTTCCTTTCTCAAGAACTCGAT
+TAGGATTGAAGTTGAAGGCACGATACTCTTCACGGATGGAAGCAAAACGCTGGTTGCAACTAGGCTTAAT
+GGTGAGTACTTGGATCTTAAAGATATCATTGGGAGGGTTAAGGATATTGAAGAGAACTATGAATGCGTTT
+TCTGGGATAGAAGAATAGTGAAAATAACAAAGCCGGGAAAGTTCCTTCAGGACGTTTCCCCAGGGAAGTA
+CTACTTTTACATAAACAAAGAGAAGAAAACCCTCTACATTGGCACCCAGGAGCCCTTATTGGCTTTAACT
+TTTAGGCCAGCAAAGAGGTGGGAGAGGGCTTTATTTTACTTCACTTAAAACTACTTTAGCTTTCGTTATC
+GTGCTTATTCCAATACCAACCGTGACAATGATCCCGCCTATCCCAGCATTGAGGAACAACTTCCAAAGTG
+GATAACCTATAATCATTGCTAAGTAAGAGCATAGGAACTCCCAAAGGGATGCAAGCAGAAAAGCTAGCAT
+AGTGGAGTACTTGAATTCCTTCTTTGAAACTATGGAAATGATAGCCCAGGGAACTAAAATAGCTAGCACA
+GTGCTACCAAAGGCCAAAGCCGTCGCCATTAGTGGAGAGTAATACTCAGTTAAGGAGAGAAGCGTTCCCA
+CGAAAAATACAGCAAAGATTAAAAAGACATACCTTTTCCCAATTCTCTCCATTTATTCGCCCTCCCTTTC
+CCTTTATTCCCTTAAATTTCTCAATGCACTTGCATTCATTTAATTTAATTGACTATAGCAACATATAAAC
+TTTTCCCATTAATAGAGGTTCGAAAAAGCAAGTATAAAAGATTACCACTAGGATATTTTAACTGGAACTA
+CCAGGATCTCCCCAAACGGTTCCTCTTGGATCATCTCAACCTTCCCCATATTCTCTAGGAAGAGGAGGTA
+CAGGAAGGTTCTAGCTATTATCTTTGGATCAACGTCAAACACGAGATCCCAGAACCTTATCGGCTTTCCC
+GTTTCGTTGTAGATTTCCTTGACAATCTCGTACAACCTGTTAACGTGCTTCTCTATGTCAACCCTAAAGT
+CGTCAACCACGAATATTTCCTCTTCAATCTCGACCTTTTTCTTCTTCCTGGGCTTTCTTCTTTCCGCTTC
+CTCAAGCGCATCCATCAAAGCTTCAATCAAGTCGTCGAGGGTGTAGTACCTTTCCACCCTTCTAAGGGGA
+GGGACGAGGGGATCAACCTCTACCCTTATCCTTTCTTCTTTCTCCTCTTCATTCCTTTCTTCATCCTCCC
+TTAGAAGAGCTTCGCTCTTCATCCTAACCAAGATTGAAGCAGCTAGAATTGCCCTAGCCGATATCCTTAG
+GTCAAGCTCTTGCATTTCCCTAAGCATCTTTATGTACTTCTCCGTTAAGTCAACTATGTCGATGTTCCAA
+GGGTCAACTTTTCCCATCTTGACGAGTTGCAAAAGAATGTCAACGGGGGTAACCTCAGGCTCAAACCTTT
+CCATGGTTATCCCTCCGAGCTTAAAGCTTCCCTCTTCCTAATATCCTCCAGTATCCTCATGGCCTTCTCA
+AGGCTCAAGGAGACGACTTTGCTAACTCCATCCCTCATCGAGACCCCGATTATCTTTTCAGCGTTGGCCA
+TCATCACATCTCTTAACGTTATCACTATGAACTGGCTCTCCTTGGAAGATTCCTTGATTAAATCTGCAAC
+CCTCTTAACGTTGGCATCATCTAGGTGGGCATCTATCTCGTCAAATAGATAGAATGGGGCTGGCTTGAAC
+TTCTGGATTGCGAAGATAAATGCCAATGCTGTTAGGGCTTTCTCTCCTCCGCTCATAGCCTCTATCCTCT
+TAACATCTTTCCCAGCTGGCTTTGCCTCTATCTCGAGTCCTCCCGAGAAAGGATCTTCCGGATTCTCCAG
+GATTAGCCTTGCACTTCCCCCAGGAGAGAGCTTCGCAAATAGCTCCGAGAAGTTCTTCGCTATGGCCTCG
+AACGTCCTCATGAAAACGTTTTTCTTCTCCTTCTCTATCTCGTTTATGAACTCTATTATGCTCTCCTTCT
+CGGCTTCAAGCTTCTCTCTCTTGCTCTTCAATTCTAAGTATCTCCTCTCGACGACTTCGAAGTCCTCTAT
+TGCCTTCATGTTCACTGGCTCCAGAGACCTAATCTCTTCCTCCATCTCCTCGATTTCCCTCTTGAGCTTT
+TCTAAGTCGAGAGGTATCTCCCTTATCGATCTTATTACCTCCTTCGGGAAGTGCCTTAGCTGAGAGTTCT
+TTTCGTTTAGAATACTCCTCAACTGGGTGTTCCTGACCCTTAAAGTGTTGGCCTCTATTCTAAACTCTTG
+CATCCTCTTCGAGAGCTCTTCCTTCTCTTTCCTAAGCTCCCTTATCTCCTTTTCCAGCTCCTCCCTCTTT
+CTTCTGTATTCACTTATCTTTGAGTGAACGCTCTCCTCCTTGGCTTTTAACTCCTCTAGTTTCCCCTTAA
+GCCCCTTAAGGACCTCTTCGTTCTCAGCTATGTTGGCCTTTAGAGCGTTTATCTTATTCACTAATCCCTC
+TATCTCCTCCTCGAGCGAGGCCTTCCTTGGAATAAGCTCTTCATTTAGCCTTGAGTTTAAAGATTCTAAC
+CTGCTTTCAACCCTACTAAGCTCTTCCCTAAGCTTCCCTATCTCTCCCTCAACTTCCCTTATCTTCTCCG
+TGACTTCTCTAGCTTCAGGGTTCTCTAGGGCCTTCTTTAGCTTGTCCCTCTTCCTCTCTAACCTCTCGAT
+TTTCCCCCTTAGCTTTGCTATTTCTCCTTTCTTCTCGTGTATAATCCTATCTATCTCCTCTATCCCCTTC
+TGGGAATCCTCTATCTCCGATTTAATAATTCTCTCTTCGCTTAGAAGCTTCTCAATATCCCTCGTTAGCA
+GGGTTATCTCCTTCTCGATTTCACTCATTTTTATCCTCAACTCAAATCCCTGGTTTTCCAAACCTCTTAG
+CTCGACTTTTAACGAGTTAATTTCTGCCTCCAAAGCTTCCTTCCTTAATTTTAGCTTCTCTACTCTTTCT
+TTCAGCTCCCTAGTATCTACGGGTAACCCCCTAGGTTTGTAGTGGCCACCCGTTATTGCTCCGCTCCTTT
+CATAGAGCTCTCCCTCGAGGGTCACCATCCTAACCTTACCTATGTGCTCTCTAGCTTCCTCCATTGAGGA
+AACTATTACCGTATCGCCGAGTGCGAATCTGATTGCATTCTCTATCCTGGGGTCGTACTCTATGACATCT
+ATGACTGGAGTTCCTACTGAATCGTTAACTTTCTTTGGCTTTATTTTGTTGAGCGGAAGAAACGTTAGCC
+TTCCCAGCTTGTTCCTCTTAAGGAATTCTATTGCCTTTTCAGCAACGATTTCGTTCTCCACAACTACATT
+ATCGGCCCTGTTTCCGAGGGCTACCTCAACCGCTATTGAGTACATCTCGTCCTTTACCCTAATCAACTCC
+AATAAAGTCCCGTATATTCCGCTAATTCCAGACCTCTTGAGCTCTTCAACTGCCCTATTAACCCTAACCT
+CACTTTGAGCCTCGGCCTTTATCAGTTCTCTTTCTAGGCTTTCAAGTTCTGAGGAAACCTTCTGAAGCTC
+GGATGTTTTCTTCTCTAGCTCTTCTTCGACTTTTCTCCTCCTCTGTGAAATTGATGAAATCTTGTTCTCA
+ACGTTGCTCAGTTCCGCCTTCTTCTCCTCTAGTTTCTCCCTAAGCTTCTCCACTTCCTCCCTAATCCCAG
+GAAGTTTAGCCTTGAGAATAGTTATTCTCGAAGAAAGTCTTTCCTTTTCAGCTTCAAGTCTTTTTATGTC
+GGCTTCGTTCTCATACAACGATTTTCTAGCGTTTTCGAGCTCTTTAACGACGTTATCGAACTCTTCTCTA
+GCAACGGCGAACGTCCTGTCTATCTCTCCTAGCTTAACTACTAGCTTATTTCTTTCCTCTTCAAGCTCCT
+TTATCTTATTGAGCAGTGCCTCTTTCCTCTTTCCCCACCTAGCAATGGCTCCCTTCGATTTCTCTATCTC
+GCTTAAGACTTTCTTTAGCTCGTCTTTGGCTTTGATAAGCCTTATTTGAGCTTCATCCAGCTCCTTCTTA
+GCAACCTCTATGTTCCTCTTCGCCAAATTTATCTTCGAATTTACCTCACCGATCTCCCTCGTAATCTTGA
+GCGCCTCTTCGCTACTCTCCTTTTCAATTAACTCCTCCACCTCTTTGAGTTCCCTCTCCTTTCTAACGAT
+CTCCTTCGCTATCTCCTCTAGCTTTTCCTCTATCTCCTTTATTTCCTCCTCTATTTTTTCGATCCTCTCA
+TCGTTGCCTTTAATCTCGCTTTCAACCTTTTTTATCTCGCCAAGGATTAGCTCAACTCTCGCCCTCTCCA
+GCCTCTCCTTTAGGTCTAAGTACCTTAAGGCGTCATTTCTCTCCTTTTCGAGCTTGTCGAGCTGCTTCTT
+CACTTCCCTTATTAGGAGATCAACCCTAGCGAGGTTCTCCTCGGCCTGCTTAAGCTCCTGGAGGGCTTTT
+TCCTTCTTGGCATCGTACTCAGCAATTCCCGAGATGTCATCCAGAATTAACCTCCTCTCAAGGGGAGACA
+TCTTTATGAACTTCGTTATGTCTCCCTGGAGGATTATGTTGTATCCCTCGGGAGATATCATTGCCGCACT
+TAGCACATCAAGAATTTCACTTCTTGTAGCCCTTCTACCATTTAGCCAGTAACTACTTCTACCATCGGGA
+TAAACTCGCCTCTTAATTACAACCTCATCCTCATCTATCGGGAAGCCCCTATCCTCATTGTTAAAGTAAA
+TGGCTACCTCCGCGTACTTTGCAGGTGGCTCGCTTTTGCTTCCGGCAAATATTAAGTCGCTTATCCTGCT
+CGCCCTCATGGCCTTAGCTGATAGTCCTCCAAGGACGAAGAGTATTGCATCTCCGATGTTGCTCTTTCCA
+GAACCGTTGGCTCCAACTATAGCCGTGAAACCCTTTGAGAACGGGATTACAACCTTCCTGTTTCCATATG
+ATTTGAACCCCTTCAGCTCAAGCTTCTCTATGTACGGCATTCATTACACCACTTATCTGAAACTAGGAAT
+TCTTATATAAATCATTTCCGAGGTTGAATTATGTCCAGGGGATTGGCTATAATATTCGGCTTCCTCTTCC
+TGGGCGAGCTAATAGAGTCGCTTGGCGTTCCAGTGCCTGGAAGCGTTCTTGGGATGGTTCTGCTGACGTT
+AGCCTTAATTTCTGGAATCGTGAAGCTTGGAGATGTTGAGAAGGAAGCCGAATTCCTCGTAAAGAACATG
+AGCGTAATGTTCATTCCGCCTGGGGTAGGGATAATCCTATACACGGGAATGCTGAAGGAGAATGCCATAG
+CTATAACGGTAGGCTTGGTGCTTAGCTTTATAATAACGCTCTTCGTCACGGCAAAGACTGTGGAGGTGCT
+CAGGAAATGAGCACGTTTGGAGCCTTCCTAACCCTAGCTCTATACGCGTTCTACTCTTACCTATACTCCA
+GGAAAAAGAATCCGTTTTTGAATCCAGTTCTGTTATCTATAGTGAGCATAGGAATCATCCTTAAGATTCT
+GGGGATAAGTTATGAAGATTACATGCGGTCGGCAAGGGTTATAAGCTTCTTTCTAGGGCCTGCGGTTGTG
+AGCTTGGCGATTCCCCTGTATAAGCAGATAAGGATAGTGAAAGAATACTCGAAGGAAATAACAGCTGGAG
+TTATCGTCGGTGGGCTTACGGCTATATTTTCCGCAGTGTTTATATTGAAGGCCTTCCACGCACCTGAAGT
+TCTCCAGAGGAGCTTTGCACCGAAGAGCGTGACAACGGCGATAGCCATGGGTGTAAGTGAGAAGATAGGG
+GGTATCCCTCAGCTGACGGCTGTTTTAGTTATATTAACGGGAATCCTGGGGAATGCTTTCGCTCCAGAGT
+TGCTCAACATGTTCAAGGTAAGGGACAGAGTAGCTAGGGGATTAGCCACTGGAGTTTCATCCCACGGCCT
+GGGAACTGCAAGGATAATAACCGAGGATGAGCTTGCTGGAGCTATTAGCGGTCTCGGAATGGCCCTCAAT
+GGGGTGTTTACAGCTTTCTTGCTTCCAGCGCTGATAGAGGTGATAGTTTGAAGCACGAAGTTATAGCCCT
+AGTATCCCTTGCATTATCTTTTGTTCCACCCCTACTATCGAGGAACTTTAGGGATTGGGTTATCCTATTG
+GTTCTTGCTTATCTCTTAGCTCCCTCAATACTAGCTAAGATACTTAGGGTTCCCCTAAGTGACTTGGGCT
+TGAAGAAGCCTAGAGGCTTCAAATTAACTTTGATTCTCCTGGGATTTGCCTTCGTGCTAAGCTTCATTGG
+CCTAGCGTTCCCAGAGATGAAAAGCTACTATCCTCGATTTCAATATTCAAGCGTAGTGGAATTCATCGGT
+TATGAGCTCGTGTTTGGGATAATAATGCTGGCTCACGAGGCCCTATTCAGGGGTTTCATACTGTTTCCAT
+TGGCTAGAAGGAACAAAATCTTAGCTATTCTAGCTCAAGATATTCCCTATACCCTGCTCCACATAGGTAA
+ACCAAGTATAGAAGTTCCTTACGCCTTTTTAGCTGGAATAGTTTTCGCAATAATAGATTTAAAAGAGGAG
+AGCATTGCGCCAAGCTTTATAGTTCATTGGCTGGGCTCGGCTTTCTTCGATGTTCTCTGTGCTTTCACTT
+GAGCATTCCCTCGAGCTTCTCTACAAAGGCTATGCTCCTCTTAACGTCGGCGAAGTACTCTTTAGCCTTC
+TCCACGTGCTCCCTTTCGACCCTCTTTCCTCCAGCTATTATGCTGGCTGGAGCTAATAGCTGGACTGCAT
+ACCTTAGGCTAGTCTTCTCTCCAAGTTCGGCCAAGTACTCAAGGGCTTCCTCGCTCAGCTCGATCTTTTC
+CTCTTTAGCTCTTATCTTGATTATCTCCCTGATCTCCTCCTTCTTGTAGGGCTCGGTATTTATTATGAGC
+AACCTATCTAGCATGTCGAGTGGAATTCCATGAGGAGCCTCTAGATCGGTCCCCCTAATCTTGGTCATTC
+CCCTGTTGGTTGCTAGAATTAGGATTGGAGCTAGTTCGTTCTCCATTGCTCTAGCTAGGAATGAGAAGGC
+CTCTATATCTAACATGTGGCACTCGTCTATGAACAGAACCCCAGGGACTAGGGTTGCCTTGCCTTCCTCG
+ATCCATTGCTTTACCGTTTGATCAACCCTCTCCCTTATCTCATCGTTTATCTCCATTCCTCCACCGAAGA
+TTAGACTGAATATCCCTCCTGCCCTAGCGTTCACTACATCTAAGTCGTGGAGGGTAACCGTGTAGGTGAA
+CTCCTTTATCTTGAGGACTGGCCCTGATGGTAGCTCAACCTTCTTCCTGAAGAATAACCCCTCTTCCTCC
+TTGGTCGTTCCAATCCTTGAAACCCTGCCTGTTTCAGCGTCTATCTGAATTACATCTCCTTCCTCGATTC
+CGAGCTCGAGGAGTTGATAAGCTATCTCCCTTCCAGCTCTTATCGTCTTCTTATCATCCTTGGTCTTCAG
+CGTTATGATAACGCTTTCAGGAACTTCAATGTAGGGATTGAACGGATGCCTCGTCCTCCTTACTTCCATC
+TTCTCTACCATTCCCTCATAAACTTTCCTCTCCTCGCTTATCCTAACTCCAATAGCCCTTCTGAGGGCCT
+GCTTAAGGAACTCGGTCTTCTTAACCTCAGCTGAATAAATCTCGCTTCCGCTTATCTGAACGAATGGAAC
+GTCCTCTCCTAATTCCCTAGCTATTCCCATGGCTATAGCCGTCTTTCCGCTACCCGTTGGACCTACAAGA
+AGTATTCCCTTTCCAGCTAGCTTTCCTTGCTTTATCAGCTTAACGGCTATTCCTGCAGCCTCTCTAGCCT
+TTATTTGACCGACCATTCCATCTCCAATGAACTTAGCCTTCCCGTTCTCGTCAAGACCTAGGCCCCTTAT
+GTGGGAATGAGCTCCGACCCTCTCGAATTTAATCGTCGGGAGCTCCTCTATTACCGCCATTTCATCACCC
+CCGACTTTTCTTCCAAATGGTTATTAAAATAGGGAATTTAAAAGGTTATCCCTCGAATCAAAAAGAAGAG
+AAATCAGCGACCAAGCATTTTGTGAGCTCTTGCCAAGTGTTTGGCTGCTATTGCAGCTAAAAGTGAAAGC
+TCCCCAGCTAGAACTGCTCCAGCTACGATCTCTGCAAACTTCTTAGCGTTTACCCCAGGAGGATCCCCTC
+CCCCTGCAACTCCCATAATTGAGAGGGCCTCCCTTTGGGTTGGAACTCTAGTTCCCCCTCCAACAGTTCC
+TATCTCGAGGCTTGGCATCGTTATGCTTATGTAGAGATCTCCCTCGGGGGTAACTTCAGCTATTGTTATC
+CCGTGGGAGCCTTCTGTGATTTGAGCTTCATCTTGACCAGTTGCTAAGAATATTGCACCGACTATGTTTC
+CGAAGTGAGCGTTAAAGCCATAACTTCCAGCTTGGGCTGATCCAACTAGGTTCTTAAAGTAGTTGACCTC
+GGCTATAAGCTCTGGCGTTGTTTTTAGTTTCTTCTCAACTATTTCCCTGGGAACTATGGCCTCGGCAACA
+ACAGTTTTCCCTCTACCCAAGATGAAGTTTACTGCATTTGGCTTCTTGTCGACGCATAGGTTTCCTGAGA
+GTGCTAAGTACCTTACATCTGGAAACTCTTCCTCAATGACCTTCATTATCTCCTCGCTCGCTATGGTTAC
+CATGTTCATTCCCATGGCATCCCCGGTTTCGAATTCAAAGCGTAGGTAGAGGTTGTTGCCGACTATGAAA
+GGCTTTACATCTCTAAGCTTTCCATGCCTCGTTACCTTTGCCACGGCTTTCTCTTGGAGGTAGTTCAGAT
+TTTCCTTAACCCACTCCGCAACTTCTCTAGCCCTTCTAGCGTTCGGACACCTTATAAGGGGAGCTCTCGT
+CATCTTATCGTCGAGTATAGTCGTTACAACCCCTCCTGCCTCGGTTAAAGCTGAGCACCCTCTGTTCACC
+GAAGCTACTAATGCACCTTCCGTAGTTGCTAGTGGAATGTAGAATTCGCCCTTCGCGTACTCTCCGTTTA
+TCTTCAAGGGCCCAGCCACTCCCATCGGTATCTGAACGACACCTATCATGTTCTCTATGTTCCTTCCTAT
+GAGCTCGTTTGGATCTATGGAGTAGTGCCCTATGTGCTTAAGACTTATCCCAAGCTTTCTCTCCAAAGCT
+TTCCTTCTTATTTCGGTTGCAAGTCTCTTATCACCGTTAACGTACTTCTCAACTTGATGCAGTTTAATTT
+CTCCGTTAGCTACCTTCTCAATAATATCTTCAACGTTCAAAGTTTTCACCTCCGACTAGAAGTTAACTCC
+TAGAAGAGGAACCGAATATCCACTCCTCAGTTAGCTGACCAGCTTCCTTAAAAGCTAAAGCAGCATCACT
+TCTCGGCTTGTAAACGAGAACTGGAATTCCAACATTTATGGACTCTGGAACAGCATCGTCGAAAGGTATT
+ACCCCAAGAACTGGAACTCCTATATCTTCCTCTATAGTCTCAACTATTTTATCTATAACGTCCGCAGCTT
+CCCTAACCTTGTTTATAACAACTCCAACGTCGAGCTTAAACCTGTCTCCTAAAGCTTTTAGCTTTAGAAC
+CTCGTTCTCTACCATCGTCTCGAAGGAGTATATAGGAGATCTCTCAATTTCAACAACTATTATCTGATAA
+TTGAAGCTCTCAAAAGCGGGTAAGGTATCGAACGGAACTCCAGTTGGGGAGTCAACAAATATTACAGGGT
+ATTTATACTTTAAGTTCTCGATTACATCCTTCAGCCTTTGGCCTGAAACCCCTAGAACGTCCTCAAGTCT
+TGGACTTCCTGGCATAACGTAAACCCCTGTTTGCTCATGCCTATAGATTGCCCACTCTGGATCCATGTTT
+GGGTTCTTAACGATGGAGTGAAGCGTGTACTTAACGTTATCGAGGGCGAAGTGGAGACCAAGGTTCGGAA
+GGTACAAATCGCCATCTATTGCTAGAACCCTATAACCCGCTTGGGCGAAGTACGTGCTTAAGTTGGCCGT
+TGTTGTCTTCCCAGCTCCACCCCTCCCAGTCACTACGATAACCGCCATAGCAGTCAGCCCCTGATGCAAG
+GAATCTCACAAAACTATTGATTTTTCATAGGTTTTCCAATTATAAGGTTTTTGTTTTGAGCATTGGACGA
+GTCAATTTAGAAAAAGCTTTAAGTTACTATCCGTCTTTAACCGTTCAGATTATAATTAAAGTGAGCAACC
+ATGAGTGACATTAGGAAGAAACTATGGACATTGGCTTGGCCCGCGATAATGGGAAACATAAGTCAAACCC
+TTCTCAACCTAGTTGACACCATGATAGTTGGTCATGTAAGTAGCGTGGCCCTCGGAGCCGTCGGTCTCGG
+TGGTCAAGTTAGCTGGTTCATGTTCCCGATAATGATGGCGATCTCAACTGGAACCCTAGCATTAGTAGCC
+AGGAGGGTTGGGGAAAAGAATTTTGAAGAGGCCTCCAGGATTGCCGAACAGAGCATGTACATTGCCTTTA
+TAATTGGAATTCCCGTTATGCTCTTCGGCCTGTTCCTGGGTGACGAAGTGTTAAAGATAATGGGAGCCAA
+GGGGGAGGTTCTTGAAATAGCGTACGCTTACCTTAGGGTACTATTCCTGTTCTATCCGATAAGGTTCATG
+GGGTTTGCATTCTTCTCTGCTTTGAGGGGAGCTGGTGACACCAAAACACCCATGAAGTTAAACATACTGA
+TGAACGTGATAAATGCAGTACTGGATTATCTCCTCGTTTTCGGAAAGTTTGGATTCCCGAGGTTAGGGCC
+GGTTGGAGCGGCTTGGGCCTCTGGAATAGGTATAACCATAGCGTTCCTCGTTGGAATGTATCTGTTCATA
+ACTAACAAGCTGATTCTAAAGCCCGTTCTTGACTTGAGCTTGAGGTTTGACATAATAGAGAAAATACTAA
+GGATAGGGACGCCTACAATGCTTGAAAGGGGGCTTTTTAGCTTTTATAACTTCCTCTACGTTAGCATAGT
+TGCAAGATTCGGAAAGATCGCCCTTTCCGCTCACTACATAGGCCTTAGGATAGAGAGCATAGCGTACATG
+CCCGCCTTTGGGTTCAGCATAGCCACATCAGCACTTGTCGGTCAGAACCTTGGAGCTAAAAAGCCAGAAG
+AAGCGGAAAGAACCGTTAAAGAGGCCTTAAAGATGACAACGATGTTCATGAGTGCTATGGCCTTCGTCTT
+GATGGTGTTCCCAGGGTACTTAACTGAGCCCTTCCTCTCTCACAACGACCCGAACTATCAAGCAGTTAAG
+AGTTTAGCAGTTATTTATTTAATAATAGTTGGGATAAGCGAGATACCCCTTGGCATGACCTTCGTTCTTA
+GTGGAGCCCTTAGGGGAGCTGGGGACACGAAGAGTCCCCTGTACGTAACCTCGGTTAGCAAGTTGCTGTT
+CAGAATTCTACCAGCCTATCTCTTGGGATTTGGGTTTGAGATACCTGAGCTAAGTATTGGGCCGTTTACT
+TTTCCAGGGTTTAAGTTCCCAGGAATGGGGGTAATAGCTGCTTGGATTGGCATGAGCCTAGAAACCTTCG
+TCACGGCTGGTCTGTTCTGGTTAGTATTTAAGAGGGGTAAGTGGAAGAAGATTAAGATTTAGCCTCCTTA
+AGCTCGTTTATTATTTCAAGCAATTCATCGGCATCCCGTACCTCTTCTAGAACTCTCGTGGGTAGTATTG
+GAACCTTGTTCACGACTTCAATTCTTGCCCTCTTCAACACGAACATGCCCTCGCTACCAACTATCTCGGC
+CATTTGGCTTACGAGCTCGGCCCTCCTTAGAGTTTTTTCCGTCTTCTTTTCATCTATACCCGTTAGAAGC
+TCGATGTTGTCTTCTTCCTCGGTAGTTATTGCATTGAACGGGGCGGTCTTGACCTTAACGACTTCCATCC
+CTATCCTCTCAAGCCTTTCAAAGACTTCCCTTTCGAGTGTTGTTTCCGGCTTGGATGATAGAGATATCTC
+ATCGAATTTTGCCTTTAGAACGTTTATCGGCTTTACGAGAGCTTCGTCAAATACCTCTTCAAGCCTTAGG
+GCAACTTCCAAGGTTACCATGGAATCTCCTTTCTCGTACCTTTGGAGGCTCTTCCTCGAGACACCCAGAA
+TATTTGCTAGTTCGCTTAAGCTGTATCCGTGCTTTTCCCTTAAGTCCTTTAGTCTTTTGCCATCAATTCT
+AACGTAAAATCCACCCCTTTCTGCCATGATGAGGGGAGGCTCTCCTTCCGCAAACATCGAGTACAATGTT
+CCTGGGGTTACGGCGTATATCCCAAACCTCTCGTAAACGATTCCATCTTCCATTTCATAATTTTTCGTTC
+TAAGCCCGACTAGGATTGGTGAGGCCTTAAAGAGCTTGGCAAGCCTCTTCAAATCTTCGGCCTGCTCCTC
+GCTAAACTTATCTATGTTAGCGAGAGCTTTTATGAACAGGAGGAGAAGACTCCTAGTTGCAACTAAGTTA
+AAACATCCTCCCCTAAAGTTCAACTTTAAAGTCTTAAACCCTATCCTTCTCAATATCCTCTCGACGAACT
+CAACGAATTCCTCTCGCTCCATCACCTAAGATTAAGGTGGATGATTTATAAAAGGTTCTCGTTTTTAGGT
+AGATTTTTAATTTTTGAAGCATAATCTTAACCCATGAGAATTCTAATAACGGCAGCCTCAAGAGGGATAG
+GATTCAACATCGCGAAGGAACTCTTAAAGAAGGGGCATGAGGTTTCTATAGCTTCAAGCAATCCTGATAA
+CATAAGAAAGGCTTATGAAAAGTTGAAGGAAATAGGGGAGATCCACTATTTCAAGGCAGATTTAAAATCA
+AAGGATGACATAAAGTTACTTATTAAGGAAGCTTGGGAGGCCATGGGGGCTATAGACGCTCTTGTATGGA
+ATGCCCCCAACGTTGGATGCGAACCCTGCATGGCCCATGAAGCTAGGTACATAGATTGGCTTGAGGCGGC
+CCTCCTCCACATAGTTGCCCCAGGGTACATAACGACCCTTCTAATTCAAGCCTGGTTGGAGAAGAAGATG
+AGGGGAGTCATAATATACCTTAGTTCAGCCTCCGTTCTTGAGCCGATGCCACCGCTTATACTTGCCGATA
+CAGCAAGGGCTGGGTTAGTTCAGTTGGCCAAAGGAATATCCAGAACTTATGGTGGAAAGGGGATAAGGGC
+TTATACCGTACTTCTCGGTAGCTTTGATACCCCTGGGGCGAGGGAGAACTTGGCTAGAATAGCTGAGGAA
+AGGGGAGTAACGATGGATGAAATCTGGGAGAGGGAAGTCATAGATAGAACCCCCTTAAAGAGAACTGGAA
+GGTGGAGTGAGCTCGGGGCCCTTATAGATTTCCTCCTAAGCGAGAACGCAGAGTACATGCTTGGCTCGAC
+GATAGTATTCGATGGAGCCATGACTAGAGGTGTCAATCTATGATCTTGGAGAGGATCTTAAAGCCGAGGT
+ACATAGCGTTAATTTTAGAGGAGATTCCCAGGGAAAAAGGGCTTCACATTATGGAATTGCCAAAGGGAAC
+TGGGTATGAGGTTGAGGTGGGTGTTGAGTACTTCGTTGATTCCACGTTTGGAAAGTTCATTTATATAGTC
+AAATCGAAGGATTTGTTGATCCTCGCAAGGAGCGATAAGAAGCTCAACGTCAAGGAGAAGGAGGAGTTCC
+TCATTAGGAATGAGAAGGGACTAAAAAGGTTTTTGATCTCCAAGGTCAGCAAGTCTGAGAAGATTAAAAT
+TGAAGGGCTTAGCTTAAGTCTAGCCATGGTTGCTGGAATACTGTTCTCTTATTTCACCGAGCTTGAAGAT
+TACATGGTAATTATAGCTGGCATCTTTGGAGTTGCCGGAAAAATAATTGAAAAAGTGTTCATGTATTATA
+TCATTGGGTACTGTAAGTCTTGATCTTCTCAACAACCCTTACGTCCTCTATTCTGGTGTAAGGGTATTGT
+CCATGCTCATCCTTTTCAACGGCCTTAACCATATCCCAAATCGTTAGGAGTGCCACTGTAACTCCTGTTA
+GGGCCTCCATCTCAACTCCAGTTTTGTAGTAGGCCCTCACTTCACAAGTTGCCTCTATATAATCTTCCCC
+AAATTCGAAAGTTATGTCAACTCCAGTCAAGGGTATAGGATGACAAAGGGGAATAAGCTCGGGCGTCTTT
+TTTACAGCTAGAATTCCGGCTATCTGGGCCGTGGCAAGAACGTTACCCTTCTCAATTTTTCCCTCCCGTA
+TTAGTTTAATCGTCTCGGGTCTAAGTCTTATCCTTCCCTTCGCTATTGCCTTCCTAAAGACAACATCTTT
+GTGTCCTATTTCCACCATCTTAACGCCCTTCTCATCGACATGGGTTAATCTTCCCACCACGAGGAACCCC
+CCTTAATTTGAAAGTTTTTAAACCCTGAAATTTCCTTTCAACCATGCTCCTTCACATAGGGATAGACGAT
+ACAGACTCACCAAACGGTATGTGCACGACTTATTTAGGTGCCTTGCTATATAGGGAGCTCTCAAGGTTTG
+GCGAGCCCGTGGATTTGCCTAGGTTAATACGTCTAAATCCAAATATACCTTATAAAACGAGAGGAAATGG
+TGCTGTAGCCTTAACCTTTGACATCCTCGATGAGTACGTTGATGATGTCAAGAATATTGTGGTTGAGCAC
+GTTGAGAAGTTAGCTGAGGTTGATCACGAAAATACTAACCCAGGAGTGGCTTTTCTTGAGGGGGAGGTTC
+CCGAGATATTAAGGAAATTCTCCCTGAAAGCTTTAAGGGAGCACGTTACGATAGATGAAGCTGAAGATGT
+GGCTAAGAAATCTGGAGCTGAAATAGTGAAATTTAAGCTTGGGAGGGGCATAATAGGGGCTTTAGCCTCC
+ATAGGGTACCCGTTGGAAAACTACACCTACGAATTGCTCGCGTACAGGAGGTTGGAGAATAGGGAGAAGG
+AAAGGAAGGTTAACAGGGATTCGGTTTTTGATATGGATAGGAGGTTTTACCCGTTCACCTACGATAACGT
+TGATCCCTTCAAGAAAACGATCTTGATAACTCCTCATGGAAAGGACCCAGTCCTGGTTGGGATTAGGGGG
+ATCGACAAGGGCAAGGTTATGCTGGCTTACGAGAGCGTGATAATTGAAGAAGATGTTAAGATGGTTCAGT
+TGTTCAAGACCAATCAAAGCACCGACGATCATCTACAATGGAAGAAAATTAAGGACATACGCCTTTACGA
+TAACGTAATAGTCAGAGGTAAAGTAGCATCAAAGTACTGGGAAAAGGGTAGGCACGTGTTCTTTGAGATA
+GAGGATGAAACTGGGAAAATGAGGGTGGCAGCATTTGAGCCAACGAAGAAGTTTAGGAACTACGTTAGGA
+AGCTACTCCCTGGGGATGAGGTTATAGTTGCAGGTGGCGTCAAGGAGCATGAAGGTGTTCTAACTATAAA
+CCTCGAGAAGTTTTACCCTGTGAAACTGGTTCCCAAGAGAGAGTACAGGAAGCCAAGATGTCCGAGGTGT
+GGTGGAACTATGAAGAGCAAGGGAGACTACTTAAAGTGTAAGAGGTGCGGTTATAAAATGCCCAAGGTGC
+TAATCCCAGTGGAAAAGCCAAGGGATTTGGAAAAGAAAATCTATGAGGTTCCTCCAGATGCAAGGAAGCA
+CTTATCTAGGCCCTTAGTCTTACCGGGAGCCGAAGATAAGTTCCTCTACTGAGTAGGGCAAAAATCTTTT
+ATCTGGAACCTCGAAGTAGGGGACGAGGCTTATGCCGAAGCTTCGCAGGTTCATAAACGTTTCAGAGGAT
+ATATTCGTGATAAGAAATTTAAGCGGTGCTATACTTCAAGGTATAGGGCTTGCATACTTAATCCCAGTAC
+TTCTCGTCTGGTTCTATCCGGAGGAGATAAAGTTCGTTCTGTACTTTGCAGGCCCTGGAGTTGCGAGCAT
+ATTAATAGGTGCAATCCTCTCTCGACACATTGAGCACGTAGAGGATGTCAACCTGAGGCAGGCCATGATA
+GCTTCTGCATTTACCTGGCTTTTCGCTTCAGTTGTTAGTGTAGTTCCCTTCATGTCCATAGCTAAGATGA
+GCTTCATAGATTCCCTCTTTGAAACGATGAGCGCTTGGACTGGAACCGGGCTTACGATGATGAGCCATCT
+CGAGAGCTATCCCAAGGTGATCCTGTTCTGGAGGGCATGGATGCAATGGCTAGGTGGAATAGGGATAGTT
+CTAGTTGCATTAACTATCCTAATAAGACCAGGAGTCGCGGCTGCGAGGCTTTATAGGGCCGAGGCTAGAA
+GCGAAAGAATACTCCCAAACTTCGTCAATACTGCAAAGATAATAGTTCAGATATACACGTTGCTAACGCT
+CGTTGGAGCTTACCTCTACTACATAAACGGGATGAGCCTTTTCGATGCATTCATTCACTCAATGACTGGC
+CTTGGGACGGGTGGTATGAGTAGTCACGACCTCAGCATAGGTTACTTTCACTCCCTCTCTATAGAGATAA
+TAACCGTGTTCTTGATGATAATGGGCGCCGTCAACTTCACGGTTCATTATAAGGTGTTTAGAGATAAATC
+GCTAAGGAACTTCTTCAAGGATATACAGGTTAAAACAATGTTCTACCTGCTAGCCGCCACGATTCCACTT
+ATGACGGTTTCATTGATATCTTACGGTCACTTCAATCCAATAAGGGCCCTGAGGGAGTCAATATTCCATG
+CAGTCTCCGCGATAACATGTACTGGATTCGGAATAGGAAACCTCGCCAATTATCCAGAGGTGGACAAGGT
+ATTCTTAAGCCTCCTAATGGTCGTCGGCGGAAGCGCTGGAAGTACGGCTGGGGGCATAAAGTTGATTAGA
+ATAGCGCTGACCTTTGAAAGCTTAAAGTGGACAATACAACAAGCGATACTTCCCAAGGGGGCGATAATAA
+GGAGGAAGGTTGGGGAGTACGAGTTCTCGGAAGATGAAATCCAGGAAGTTCTCGGATTCACGATGACGTA
+CTTCGCTTTCCTACTCTTCGGAACCATATACATGATGCTCAGGCTTGGAGCGAAATTCGCGGATGCCCTA
+TTTGAGAGCGCATCTGCAATAGGGAACGTTGGGTTAAGCGTCGGGATAACCTCGCCTCTCTTACCTCCGG
+ATATAAAGGTTCTCCTGATAACCTTAATGTGGGTGGGAAGATTGGAGATATTCTCGACGATAGTCTTCAT
+AGTTGGGGTAATCATGATGCTTCCCAGGAGGACTGGGAAGTGAACATAATAGAAGTTGAGAACGTCTCAT
+TCAAGTACGGAAACTCAAAGGCTTACTCGCTTCGCGATGTCAACTTAAACGTCAAAAAAGGCGAATTCCT
+GGGCATTATAGGGCCCAGCGGGAGTGGGAAATCAACTTTCTGCTTAACGCTTAACGGTTTGATTCCCCAC
+TCAATAAACGGCGAGTTTGAGGGCAACGTTTTCGTGGATGGCCTCAATACGAGGGAGCATTCTGTAGCTG
+AGCTCTCAACTAGGGTTGGTCTCGTTTTCCAGAACCCAGATTCACAGCTTTTTAACATGACCGTGCTAGA
+GGAAGTGGCGTTTGCCCTGGAAAATCTCGGCGTTGAAAGGGAGGAGATGTGGAGGAGGATTCGCTGGGCA
+TTAAAACTAGTGAAGTTGTGGGATAAAAGGGAAGAGTTTCCACCTAATCTAAGCGGTGGAGAGAAGCAGA
+GGTTAGCAATAGCTAGCGTTTTAGTCATGAAGCCTAAAGTCTTAGTTCTCGACGAGCCTACTTCTCAACT
+TGATCCCTTGGGTAGGGAGGAAGTGCTCAGCCTTGTTAGGTTGCTTAACAAGGAGGAGAAGATAACGATA
+ATTTTAGTCGAGCATAACACGGATTTTTTGCTTGAACATGCTGATAGGATTGTTGTTTTTGATGGAGGTA
+GGGTTGTTATGGAAGGGAAGCCAGAAGAGGTCTTTGAAAACGTTGAATTCCTTGAAAGAATTGGAATTAG
+AATCCCTACGAGGGTTAAAATAGGATACGAGCTTAAGAAACGTGGAATAACAAGGAGGGCAGTTCTCTCG
+TATGAGGAGATAATTGCCGAAATCGCAAAGCAGTTAAGGTGAGCTCGATTTCATAATTCCGGTGGAGAAA
+ATGAACGTGTTTTCAAGCACACTTGAGCTGTTCGAAAAGTACAAGCCTACTCCACTCGTTAAGCTTAGCA
+TAGGGAGGGATGTCTTTTGCCAAACTTGAGTTCTTTAACCCATTCAGCAGGAGCATTAAAGACAGGGCAG
+TTTATAATATGCTAATTAAAGCCCTAAGAAGTGGGGAAATAGACGGGACTAATGTTCTCTATGAGGCAAC
+TTCTGGAAACGTTGGAATCTCAATTGCAGCTTTATCGGCGGTATTTGGGCTTAAATTCAGGGCATACATA
+CCAAAGCCAACACCGAAAACTACGGAGCTCCTCATAAAGGTGTTTGGAGCGGAAGTCGTAAGAACGAACT
+TTGATACTATAGATAAAAAATTCGTTGAATTCGTTAAGCTTGAGGCCAGGAGAGATAAGGCGTTAAATCT
+GAATCAGTTCGAGAACGATGCTAATTTTGAAGCCCACTACTATGGAACAGCTAGAGAGCTTGAGGAACAA
+CTGAGGAGCATAGATAAAATACCGGAAATCATAATAGCTGGAATTGGAACGTCTGGACATATTGCAGGTA
+TTTCTAAGTACTTTAAGGAGAGATACGAGACGAAAATAATTGGAGTTGTTCCAGCTAAGGGCGAAACGAT
+TCCTGGGATAAAAAGGTTAGAGACGAGGCCAAAGTGGTTCTTTAAAGTTGAAGTCGATGAAGTTGTAGAA
+GTAACGGCCAGAGAGGCTTTTGAAGGGATTCTAAAGGTGGCGAGAAGTGATGGACTTTTGATTGGAATGA
+GCTCAGGAGCAGTCGTTAAAGCATATGAAAAGGTAAGGCCTGAAGGAACAACTGTGTTGATATTCCCAGA
+CGATGGGTTCAAGTATGGTGAGATTTTTGAGATGCTTCTAGGAGAAGCTCAAGGTAAGATTTCCTCTCGA
+ACCTCTCAACTCCAAGGTTCCTGAGTATTCCTTCCAACTTCTCAACTGTTCTCGGTATCTCCTCCTTTTC
+TTTTACAAGGGTTTCTATCTCTATGAACTTGCCAAGCCCTTCAACTTCGTCTAAGGTTATCGTAATCCCC
+TTATCAACGTAGTACTTTTCCCTGGTCTTCACTATTCTAAGAACTTCCCTGAAGCCAAGGTTTTGGAGAA
+GCTGGAAGTATTTTTCGGTATCTTGTATCTCAACCTCTATTTCAAGTCTAGTCTTTGACCTCTTGTCCAG
+TTTGGGACCCTTGTACGTTAAAAAGACCTCGTGGTGACCATTGAATCTCTTTATCCTAATTCTCAAAGCT
+TCATCGGTTTTTGAGAAGTCCCTGCACGGATGTTGGTAGTAGATGTCCTCGTGGATTTCCCTTCTCATGA
+ACCTATAAGTTTCCCTAACTTTCTCAAATATCTCCTCGTTTGCGTAACCTTTCAATTCAACTTCATACAT
+AGCTCCTCGTTAAGTTCTTCTCCAGCTTTCTTAAACACTTTTCGCAGTACATCCACGACTTTATATCCGT
+GTCTATTATTGAGTTTGAGAAGTGCATGACGCACTTTGGATTTGGGCAGTGTTCGAGCCCAAAGACGTGT
+CCAAGCTCGTGCATTGCCTCCTTCAAGGCTCTCTCCTTCAGAAGCTTTCTATCTGGTGGATTTCCGTAGA
+ATTCTGGGTATAGCCTGTATAGAGAAATTATGGCAACTCTCAATCCTGGATGGGCCAATCCGAAGATGAA
+GTTTAGGCCGAGTTCATAGATGTCAACGTTAACCACTCCAAGCGCTGCCTTCGCGTTAAAGTCCTTCCTT
+ATATAGGACAAAACTGGGAGGAAATATCTAGCTAAAAATTGCCTCCTTTCAAAATCGAACGCATGCTGGA
+ACTTCGATAGGGAAAGTCCGCCCACTAACCTAACCTCAATTCCATACTTTGCATAAAAACCGGATAAAGA
+ATTTTGAAGGAAGGCCAAAACGTCCCCAGGGACTTCGCCAATCGGAACTATTATTATCATGCCCATCACG
+GAGTTAAGTCCATGGGCTTGAGCTCCTCTAATAGGGCCTTAGCAAGCTTTATCGTATTGTCGACATCCCT
+AGCATCCGCAAGCTCGACTTGGCTGTGCATGTACCTTATTGGGATGCTTAGCACAGCAGTAGCAACGCCC
+TCCCTGTTTATCTGCATGACGTTCGCATCGGTTCCAGTTGGCCTTGGGGATGGCTCAACTTGTAGGGGTA
+TCTCGTACTTCTTCGCAACCTCATCAGCAAACGCCCTAAGCTTTGGATTGATGTTTGGCCCGACGTCCAT
+AACTGGGCCTTTTCCGAGCTCTGGAACTATCTTACCCTTATCGTGGGGTTGCTTTGCAAATGTTACATCC
+ATCGCTATTCCTATCTCTGGGTCTATAGCATAGCTCGCAACCCTGGCACCTCTAAGCCCTACTTCCTCCT
+GAACTGATGCAACTATGTAAACATCTGCCTCATGCTCCCCGAGTTGCCTAGCGGCCTCTATCATTGCGTA
+TAAACAGATTCTGTCGTCAAGGTAGGGGGTTGCGAACCTGTGTTCGCTAAGTCTCGTGAAGTTTGGAGCG
+AACTCTCCAACGGTTCCGACCTTGAATCCCATCTCTTCGGCTTCTTCCTTGTTTGATGCGCCTACATCGA
+CCACTATCTGGTCCCAATCTATCTTTCCTCCCTTGTCTTGTTGGCCTCTCCTGAGGTGCGGTGGGAGAAC
+TCCAACGACTCCGTACCTTTCACCTTTTTCTGTGAAGAACCTTATCCTCTGTGCCACTAAAGTTTCTGGG
+AGGACTCCGCCTATGGGAACTATGTGGAGGTAGCCGTTGTTGTCGATGTGGTTGACCATGACTCCGATTT
+TGTCCATGTGAGCTGAAACCATAACCCTTGGAGATGAGCCCTTAAAGTGAGCTATCACGTTCCCGAGTTT
+GTCTACCTTAACTTCGTCGGCGACCTCTTTTAGTAAATCAACAACCAAGTCCCTAATTCCCAGGAATTCG
+TATCCTGAAACTCCTGGGGCCTCAATTATTTCCTGCATCAATTTCCAGTCAACCATTTCCCCCACCTCCT
+TTTAGATACAAATCTAAGTGTGCTTACCAATATTTAAATACTTCGGAGGTGAAGAAACTTCAAAAATATT
+AAAACTCGAGGTGTCTATAAGGTTTGGGGGGTGCATTATGGATTATCACCGCAGACATCCCTATCATCCA
+AGCATGAGAAAGAAAAGGCATGTTGAATACGAGGAGTATGCTTACGTGCTTGATTACTTACCTAACGGTT
+ATCCTAACTTGGAGACTGGCCAGTATCTGGGTAGGCCAGTCGCTCAGGTCATAGGAGAAAAGGCGTTCAC
+ACTGCTTGAAGTTACACCGAAAACTGATTTAATGCTGTACGAGAGGGTTTTCATCGGGAAGGGGGAAAGA
+GACAAGGTAAGCATGATAAACAGGAAGTTAACTTACAACGATTTAACTGACACTGCAAAGGCTGAGCTAC
+CTTACGTTCTTGAAGAAATAGTAAAGAACAATGAGGATAGGTTCATAAAGTTCTTCAACGTTGCGCCACC
+AATTACGAATAGACTGCATAGCCTAGAGCTTCTTCCAGGAATAGGGAAGAAGCACATGTGGGATATACTT
+GAGGAGCGCGAGAAGAAACCCTTTGAGAGCTTTGAAGATCTAAAGAAGAGAGTTAAGGGATTACCGGATC
+CAGTGAAGATGATAGCGAAGAGGATACTTGACGAGTTACAGGACAAGGACAAGTACAAGATATTCGTTGG
+TCCAAATAGGATATTTAGGGAGTCCAATGAAAAATGAGGGATCGTCTTTTCTTTCTCCTTTCTAAATACG
+GAATTAGGCCAAATGATAGAATTGGACAACACTTTTTGATAGTCAAGGATGTCATAGACAAGGCAATTGA
+GGTAGCTGAAGTTAGTAAAAGCGACGTAGTCTTAGAGGTGGGCCCAGGATTGGGCTTCTTAACTGATGAG
+CTCTCAAAGAGGGCCAAGAAAGTCTTCACTATAGAGTTGGATAGGAGAATAATAGAAATCCTAAGGAACG
+AATATAGTTGGAATAACGTTGAGATAATTCAAGGGGATGCCGTAAAGGTCGAATGGCCAAGCTTCAATAA
+GGTCGTCTCGAACATTCCCTATCAAATTTCCTCCCCATTCACTTTCAAACTCCTTAAGATGGAATTCGAA
+AGGGCCGTCGTTATGTATCAGTTGGAGTTTGCACTGAGGATGACGGCTAAGCCGGGGGATAGGAACTATT
+CTAGGCTTTCACTCATGACTCAAGCGCTTGCCGATGTCGAAATTGTTATGAGAATTGGGAAGGGTGCATT
+CTATCCAAAACCCAAGGTTGACTCTGCCTTGGTTTTGATAACTCCTAAAAAGGATAGGATAGAGCTGAAC
+GAATCCCTCGTAAAGGCGCTCTTCCAGCATAGGCGAAAGGTCGTTTCAAAAGCCTTGAGAGAATCCGCAC
+ACATGCTTGGAATTAAAGACGTGAAAACAGTGAAGGATATTCTTAGTTCCGTTCCACATTCGAATAAAAG
+GGTGTTTCACTTAACTCCGGAGGAAGTTAAAGAAATAGAAGAATACTTAAGGGAGCATAGAATAATTAGC
+TAGAACACGGATATCTTGTCCTCGAGGATCATCTTCTGTATCTTGGTTATGTTCGCAAGCCACTCGTCGG
+CTATGCTGTACGCATCTTTCTCGAACTCCTTAACGCTGTGTCCCTGCTTGGGTATAACCTGAATGCTTGC
+CACTAAGGGCTGATCAATGGGTTTCCCTATCTGGCTTAGTATCCTAACGTAAACTTCCTCGACTGGTAAT
+GTCTTTGCGATGTCGTTAGCTATGAACATGGCTAAGATGTTGTATATTTTACCAACGTGACTCACTGGGT
+TCTTACCAGCAGCGGCCTCCATGCTCATGTGCCTATTTGGTGTTATAAGGCCATTCACACGGTTTCCTCT
+TCCCACAGAGCCATCATCACCGGCTTCGGCACTAGTTCCGGTAACCGTTATGTAGAATATCCCTGAATCC
+GGATCATCAGCGGTGTTCACGTATATGTTAACCTTCCTAGACGTTATATCTTTCGCGAGTTCTTCAACGG
+CTTCAGCTATCTTCTCCTTAACTTCCAAGTACTCCTTGGGCCCGCTAACTTCGCTGTCAACTATTGCAGC
+GGCTATCGTTAGGTCGATTTCGTCTCCCCTTCTAAGCCCCATGACCTTAATGTCCTCCCCAACCGCTGGC
+AATTCCTTCTTGAATTTCTCGCCGTTTAGTAACCTCTCGGTTTCATAGACTAGCCTTTCAGTTTCCGTTA
+GGGGGGCAAATCCAACACCAAATGATGTGTCATTAGCTAGGGGAATTGGGTTCTCCTTGGCCTTGTTAAA
+TACGCTTACGAGGTCTACGCTTCCTTGGCCTATTCTAGAGTCTATTACAACGTGGTTCTCAACGTCGAGG
+TGCCTTATGTTCTTCTTGAGGTACTCCTTTGCCGCTTTTATTGCAACCTCGTGAACCGGGAACAATTCCT
+GATCAACCAACTCGACGGCTCTACCTGAAAGTAATATATAGATTGGCTTGACTACCTCTCCTCCTCCGAA
+CCTTGGGTAGGCTCTTCCGCCAACGACTTCAACTTGATCCGTATTGTGGTGGAGTATTACCCCGTACCTC
+TTCATGTACTCCCTGCTTAGGGCCCTGCTAATTGATTCTGCTATTCCATCAGCTATGCTGTCAGGGTGGC
+CAATTCCCTTCCTCTCGACTAATTCAACCTTCTGTTTCTCAACTGGAGTTCTCACGATCTCCTCAACGAC
+GATGTTTCTTGCCATGATCGTCACCTCGGTAACCCAAAGCCGAGATATTCTTATATAATTTTCGGCATAT
+ATTCAACCCAAGGGACATAACTATTAGTTATTTCTCGCAACTTTTAATTATTGTTTTGCAAAGCGTATTT
+GGAGGTGAGAGGAATGACGATAGTTGATGTAAGGATACTCGTTGAGGGTGCAAGTGATGTTGAGGTTATA
+AGCAAGGCCCTTCAGGGATTGGCCCTTGGAAGTGAGTATAACATAACGATATCCTCGATAATCCCAACTA
+CCAACGTTGAAATCGCGAAGAGCGCAGCCGCTGGAGCTGACCTGCTCATAATAGCTACAGACGCAGATAG
+GGTTGGAAGGGAGCTTGCAGAGAGGCTATTCAATGAGCTCAGCGAGATGGTTGGGCACATAGAGAGGATG
+AAGATACCCATAGGCCACGATTTAGAGCACATAGATGTTGAGTTAGTCAGGAAGGAGTTAAAGAATGCTT
+TAGTTAGAGCTGGTTTAAAGACCCTTCAAAGGGTTCCCGAGTACATGGAGCTTAGGAGAGACTACCTCGA
+CCTCAAGGGCAAGTTTGAGGAACTACAAAAGGAAAAGGAGGAACTACTCAAAAGGCTTGAAGAGCTTGAG
+GCCAAGTACAATGAAGTCCAGGATGAACTTAAGAGGCTAGAAGTCGAGAATTCGAGGCTTAATGAAATGC
+TCAAGAAGAGGCCAAAGGTCTATGATTTGAAGAAGAAGTGGGACGAGCTCTTCCCTGGGGTCGAGCTTCC
+TGAGGAGGAACTTTTTAGCAAGGCCGTGAAGACGCTTAACTTAGCTGGCAAGGTTATAGTTGGCCAAGGC
+TACATTTACGCCGAAGATGAGAAGCTCGTTGAAGACCTCCTTAAAACGGTATACCTTTCGCTAAAGTTGA
+GGGAAGAAGAGGAAGTTGAAGTGATAAGGGAGGGGATAGAGGAGATAATCCCTGAAATAGACAGTGGAGG
+AGAGGGAGGAGAGAGTGAGGGATGATACAATTGAAGAGTTTGCAACCTATCTAGAGCTTGAGGGGAAGAG
+CAGGAACACCGTTAGGATGTACACCTACTATATCTCTAAATTTTTTGAAGAGGGTCACTCTCCAACTGCT
+CGAGATGCCCTGAGGTTTCTTGCCAAGTTGAAGAGGAAGGGATATTCTACTAGAAGCCTAAACTTAGTGA
+TTCAGGCGTTGAAGGCGTACTTTAAATTCGAAGGTCTTGATTCCGAAGCCGAGAAGTTAAAAACCCCAAA
+GATGCCGAAGACCCTACCAAAGAGCTTGACCGAGGAGGAAGTAAGAAGGATAATCAACGCTGCAGAGACC
+CTTCGGGACAGGCTTATCCTTCTCCTCCTCTACGGCGCTGGATTAAGGGTTTCGGAGCTCTGTAACCTTA
+GAGTTGAGGATGTGAACTTCGAATATGGGGTTATAGTTGTGAGAGGAGGAAAGGGTGGAAAAGATAGGGT
+AGTTCCTATCTCCGAATCGCTGCTCTCGGAAATAAAGAGGTACCTAGAGTCGAGAAACGATGATAGCCCA
+TACCTATTCGTGGAGATGAAGAGGAAGAGGAAGGACAAACTTTCCCCTAAGACAGTTTGGAGGCTTGTTA
+AGAAATACGGGAGGAAGGCTGGGGTTGAGTTGACCCCTCATCAACTCAGGCATAGCTTCGCTACTCACAT
+GCTCGAGAGGGGGATAGACATAAGGATAATTCAAGAGCTCCTGGGTCACTCTAACCTCTCGACGACCCAA
+ATCTATACGAAGGTCTCCACTAAACATCTGAAGGAAGCCGTTAAAAAGGCAAAACTAGTTGAGAGCATCA
+TCGGGGGTTCCTAAAATGCTGGTTAGGGCATTCGTTCCGGCACACATAACGGCGTTCTTCGTTCCAATAA
+TAAGGGATGACCCACAGTTGTCTGGCTCTTTGGGAGCTGGAGTTAACTTGAGCAGAGGGACTAACGTGTT
+CATAAGCTTTGAGGAGAGCCTCGAGAGGCATGTTCACGTGGCGTTAAATGGTGAACCCGTGAAGAGGGAA
+GATGCAAAGGTAACGTTTCACGTTATAGATAAGATGCTACCCCAGGAGTACGTTGGGGAAGTCGAGGTTT
+GGCAGTACTTTGACTACCCAACTGGACACGGCTTTGGAAACAGTGGAGGTGGAGCTTTGGGAACTGCCCT
+TTGCTTAGCTTATAAGTTCAGAAGAACTTTGTTATCGGCGGCAAAGGTTGCCCATGAGGCTGAGGTCTTA
+AACAGGGGTGGGTTAGGTGATATAGTTGCCCAGTTAGCTGGTGGCGTTGAGGTTAGGATAAAGGAAGGAG
+GTCCCGGGGTGGCCATAGTTGATAATTTGATAGTCGAGGGCTTCAAGGTATTAACGATTTCCCTGGGAAG
+ATTGAGCACTCGTGAGGTTTTAGATAGCGATGTAGTAGAAAAGATAAAAGTTGAGGGGCAGAAATCATTG
+GAAAATCTCTTAGCGAACCCCACTTTGGAAACCCTCATGAGGGAAGCTAGGAGATTCGCCGAGGTTACTG
+GCTTAATGGATGACGAGCTTAAGGAGATTGCAAGGGAAGTAGATAAGGTAATATCATTGCCTTCGTCTAT
+GATAATGCTCGGAAAGGGAATATTTGCGATGGTTAGGAATGAAGAAGTCGAGAGGGTCAAGGAACTCGTT
+AAGGACTTGGGGGTGCCTTACGATATAGCTGAAATTTATTGGGGCAAGCCAACCGTTGGGAGGTGGTTTG
+GTGAGTCCTAGAGTTTTCTTTTGGCTCGCTATAATCTTCATAATGCTATCCACTTATCTTGGAATGAAGA
+AGAAAAAGATAGAATCCATGCTGTCTGCTGGACTTGCGGGGGGATTTGCACTAGCTTTTGTGGCCTATGA
+AAAACTGTCAATTGGAGTGTCTTTCTTAATAGGTTTCGTTGCCACGATACTTTTCGAACTTTCATTTCGC
+AGAAGATAGAACATTCACGAAGACTTCGTAGGGGGCATCCGTCTTTACGCCTGTTGGGGAGAAGTGAGTT
+CTGCTCGCTCTGTAACCAAGGCTCCTTAACTCGTTTATTATCTCCTCTATTTTTCTAGCCTCTATCTTTA
+GCCTCCTGCCTAGACCATGGGTATCGTAGAAGAGGGGAACATCAAGCTCGTCCTTCAGGATTTTAAGCAG
+TTTTACTGCCTGCTTCTTTCTAGCCAAGGATAGCTGTTGGGATATCTCGAGCATCTCCTCAACTATCTCC
+TGGGACTTAAGGGGTCCTAGCCATACTGGTCCGTAAGCATTTGGTTTGCTTGGGAGGAAGCTCCTTTCAA
+CTTCGAATTTTCCAGTAGATTCGTCAAAGTATATGTACCCCAAATTCTCTAGGCTCTCATCCCCTTTCCT
+TGCTCCGTCCTTGAGTTTGATGAATGCCCTAAAATAGTGGTCTTTGTAATAGGCTAGAATGACTTCAATG
+CCTAGATCGTACTTAGCTGCATACCTCGCTACAACTCCCACTAGGATTCTCGTTCCAACTTCATGGCACA
+GTTCTCCCCTCAAGGGAACTGCAAGGTACTTCCTCATGCATGCCTTTGGATGGGCCCCACAGAGGGGAGC
+ACCATCAGTTGCCGTGATGCCTAAGATTCCTTTCCTTTTGACGCTTCTTAAGGCCGTATCAAGGAACTCC
+ATCGGTGAGCCGAATGGGTCCAAATCTATAAAGTGAAAATACCTATGCTTCTCCGCCATTAGCCTGTTGG
+CATCGTCGTGATTAACGACTAAGGTTTTTTCAGACTTCAGAACTGCCCTGCCATTCGATTCTTCAAGCTC
+TCCTTTGAAGTTCAGGAGAACGTTCTTCTTCATTAGGTTATAGGCGTCTTCGCTTATATCGTTCATCCAG
+ATTTCCTCTGCCGGAGTTTCCAATGCGAACCTTATTCCCCTAATGCCCGTTGCTGAAAGCGCATCCAAAA
+CGATTCTTGGCTTTAAAACGTTCAGGAGGACGACTGCTATATCCCTATTAAGAGCCATCCTGGGATTGTA
+AAAAACGGGTGCATCGTATATGCTCTCGGCCTTTGGGGTGAGAATTTTTGCTTTTCCCTCTAAAACCTCA
+ACTAACTCCAAAGTAATCACCAAAAGGAGAAAAATTAGATTATCTCAACGTAGTCCCCAAGTGCCTGCCC
+AGGAAGTCCCTTTTCAAACCTCGCCCTCACGGCACCTTTAGTTCCATGAACCCTGACTATTTTGCCCTTA
+AGTAGCTTACCGCTGGGGCTCTTCCATATTACGAGCCTGCCGATTAGTTTAGAGGCCTCTTCTCTACTGT
+TCACGTTCAGTGGCTTTATTATCATGACGTTAGTGTGCTGGTTCTCCTTGCTCCTTCTGTAACTTAGAAC
+GACACCCTTTATCCTCATCCTCACCACCGCCACTACCTATTTCAGGGGACTTTTAAAAATTATCCCAGGG
+ATAACAGTTAAGAAATGCCTCGGAGAAAGTAAAACGGGTGAGAGGATGAAGGTTAAGGTTGGTGTAAATG
+GATACGGAACGATAGGAAAGAGAGTAGCTTATGCCATTACAAAGCAGGATGACATGGAGCTCGTTGGAGT
+TGTAAAAACTAAGCCAGATTTTGAAGCTTATAGGGCTAAAGAACTCGGAATTCCCGTGTATGCGGCCAAC
+GAGGAGTTTTTATCCAGATTTGAGAGCGTTGGCTTTGAAGTTGAGGGCACATTAAATGACCTCCTTGAGA
+AGGTTGACGTTATAGTTGATGCCACTCCTGGGGGAGTTGGAGCTAAAAACAAGCCCTTGTACGAGAAGGC
+AGGTGTAAAGGCTGTATTCCAGGGAGGAGAGAAGGCAAACGTTGCTGAAGTCTCTTTCGTTGCTCAGGCC
+AACTACGAGAAGGCCCTTGGAAAGAGCTACGTTAGGGTTGTTTCATGTAACACCACTGGACTCGTCAGAA
+CCTTGAACGCAATAAGGGAGTATGCAGATTATGTTTACGCCGTGATGATAAGGAGGGCCGCGGATCCAAA
+CGATATAAAGAGGGGGCCAATTAATGCGATAAAGCCAAGCGTGGAAGTTCCTTCTCACCATGGGCCCGAC
+GTTCAGACGGTAATTCCGATAAACATAGAAACCATGGCCTTCGTCGTTCCAACGACGATAATGCACGTCC
+ATAGCGTAATGGTCGAGCTCAAGAAGCCCCTCACGAGGGAAGACGTCATAGATATCTTCGAGAACACAAC
+GAGGGTTCTCCTCTTCGAAAAGGAGAAGGGGTTTGAAAGCACGGCCCAGATAATAGAATTCGCGAGGGAT
+CTTCACAGGGAGTGGAACAACTTATACGAGATAGCCGTCTGGAAGGAGAGCATAAACGTTAAGGGGAACA
+GGCTCTACTACATCCAAGCCGTTCACCAGGAAAGTGACGTGGTTCCAGAGAATGTTGACGCGATAAGGGC
+AATGTTCGAGTTGGCAGATAAAGAGGAGAGCATCAAGAAGACGAACAAGAGCCTCGGAATTCTCAAGTGA
+TTTTTATCTTCTTTTCTTTGTCTTCCTAAAAGCCTATAAAGATGATTGAGAATTTTTAGTGAAGGGATAT
+GGCGGAGAGAAAGATATCCCTGTACGTAATGGACATCCTTAACGCCGCTATAAATGAGCTTAAGGCTGAG
+GGAATAGAGCCTGATATTATATTAGTTGGACCTGAATTCGGAAAATTCCTAAATGAGTCAATGCTCAAGA
+TGCTAAAGATGAAGGTTTACTACATAGAAGAACTCGGAAGCGATGCTATAGTAGCTGATTCAAAGTATTT
+AGGCCAGTTAAGGAAGGCCGCCAAGAGAATATCAATAGAGCCGTTTTTGGAGGAAATGGAATGGGAAAAA
+ATATTAGAAGAGTTACCTGAAGTTAAAGAGGAATTAGAGGAGGGAGACTGAGCTTCCTAGTCTCTTCTTT
+AGTATGTATCCAAGTCCGCCGCCTATTACTATTCCGGACACCGCCTGGACGGTATCGTTGTATAGCTCTG
+AAATAGCACCAGCTGGACCGTATAGTACGTAAGAGACGCTCACGTATCCAAGAACCATTATGAATCCTCC
+AAGCACCGTGCCTATTAGGATTTTGCTGTAATTAGGTTCACCCTTTGAGAAGTAGCCGACCACTAAGCCC
+TCTGAGCCTTTAATTATGAGCGTGAACAGTGCCCAGGATGGGTAGCCTATAAGGTCTGCAATTGCAGAGC
+CTACGCCTCCTGCGAACCCCCCAACTAAGGGTCCAAAGAGTACGGCCACCAGCATTATCATTATGTCACC
+GAAGTTCAGGTAACCTTGGGAAGCTGGAATTGGTATCCTTATGACCATCGTCATGGCTGTAACTAATGCC
+GCAGCAACCGCCGATATGGCCACTGTTCTGGCTACCTTGAACTTTTCCTTGTTTAGGAATATGTAACCGA
+AGTACACGATTGCAATGATCACCACGATTGCTTTAAAGTATGGAACGTAAGCTTGAAGCGTTGCCTCGTC
+CATAGCATCCACCTGATGAAACTAAAACTTGAATATCAATATAAAGGTTAAGCTTTAGTATGGTGGTCAG
+CATGAGGGAGGGCGAGATAATAAGCTTGTTCATGAAACATTTTGAGCGACACTCACTGGGGGATGACGCT
+GGGTTCATTAAGCTTAACAACTCTTGGCTACTCGTAACATCCGATATGCTAGTCTGGAAGACGGATGTTC
+CGGATTTCATGACACCTGAGGATGCTGGGAGGAAAGTAGTGACGATGAACGTCAGCGATATAGCAGCGAT
+GGGTGGTAGGCCAATGGCTTTCTTCTTCTCCTTGGCAGTCCCTGGGGATGTTAGCGAAGATATTCTCAGG
+GGAATAGCGAGGGGCATTAATGAGGGTTCTAAGGTTTACAAGCTCAAAATCGTGAGCGGCGACACGAATG
+AAGCCGATGATATAATAATCGATGGAGGAAGTCTTGGAATTGGAAAGAGGTTACTCTTAAGAAGCAATGC
+AAAGCCTGGCGATTTAGTTTGCGTGACTGGCGATCTCGGGAGACCCCTTACAGCTTTACTTCTTTGGATG
+AGGGGAGAAAAAATTCCAAGAGAAATTGAGGAAAAGGCGAGGAATCCAAGAGCTAGGGTTGAGGAGGGAG
+TTAAGCTATCATCACTCGCTAATTCTGCAATAGATATAAGTGACGGCCTTTCAAAGGAACTTTGGGAGAT
+AGCCAATGCAAGCAATGTAAGGATAATAATCGAAGAGGAAAGATTACCTATAAGCGATTCTGTTAAGGAG
+ATAGTGAGTGACCCAGTAAAGGTTGCACTTGCCAGTGGAGAAGAGTTTGAGTTATTATTCACGATACCTA
+GGGAAAAAGTAGAAGAGCTCGACATAGATTTCAAGATAATTGGAAGGGTTGAGGGAGGGAATGGTGTCTA
+CATAAAGAGAGGTAGAAAAATTGAGGAGCTTGAAGTTCTCGGATGGGAGCACTTGGCTGGTGGCATAGAT
+GTTGAGTTGTGAGAGCTTCAAAATCAAGGGGAGGGAGATAATAATATGCGTGATCTGGGAGGAGGGAATA
+CAGGGAATAGTGTATTCCTTGGACGGCAGAGAATTCTTAGAGAAGCAACTCTCTAGGCTAATTTCAATGT
+TAAATAAAAGAGGGGTAAGCTTAAGTTTAAAAGAAAGGCATTCTAAATACCCGGAACTAGTTTTCAACGT
+TTTGACTGGAAAAATTAGTAATGAGGAAGGGTTTGAAGAGCTATCCCTGGAAGGACTAACCGACTTCGAA
+ATTAGGGTGTATAGCTGGTTAGTGAAAAATGTTAAAAGGGGAGAGGTAATAACGTATGGCAAGGTTGCAA
+AGGAACTTAAAACATCGGCTCTTGCCATTGGAGGGGCCATGAAGAGAAATCCATACCCGATTGTGGTTCC
+ATGTCATAGGGTTGTCGGTAAAAAGGATCCTTGGCTCTACACTCCAAAACCAGAGTATAAGAAGTTCCTG
+CTGGAGGTGGAAGGATGGACAAGCTAAAGCTGTATATAGGGCTTTTCATAGCAATAATCCTGGGAATTGC
+TGGATTGATAGTTTGGAAATGGGGCTTTATTATGCTTATAAGGATTATATTAAGTTTGGGTTTTCTTGGC
+TTAACTTTAATGTTGGGCTTCTTCTTGGCACTAACGATATACGCTGAGAGCTGGAAGTATGCATTATTAC
+TTCTACCTTTCACGGCAATCTCTGCCTATGGAACTTACCTTTCAGTGACATGGCAGAAGCTCAAGGTGGT
+TGGGGGGATAATAGCCTTCTTCATAATAGCGGTAGCGTTCGGAATTTGGTACATAAGTGAACCCGACTTA
+ACGATTATGGATAGGTTCAGGAGCGCTGAGACCCTAGAGAAGATGGGAAGGTACAAGCAGGCAGCCAGGA
+AATATGAAAAAGCTGGAAATTACAAGAAGGCCGCCGAGATGTACCTAAAGTTAGGGTGGCTGGAAAGCGC
+GGCATGGGCTTATGAGAAGGCCGGAGAGTACGCAAAGGCTGCCGAGCTCTATGAAAAGTTATACGAGAAG
+GAGAAGGATACCTATTATCTCAAGGAAGCCCACGAGTACTGGAAGAAAGCTGGAAACATGGAGAGGGCCG
+CTAGGGCATTGGAGAGATACGCCCAGGAAGAACCCTGGTTCTGGGAGGACGTAGCTAAGTTGTACGAGGA
+GATGGGTAACCAGGAGAAGGCAAGGGAAGCCTGGGAGAAGGCCCTAGAATACTACATGGGAGAGGCCAAA
+GAAGAAGGAGTCTTCTGGGAGGACGTTGGAAACATAGCTAGGAAACTTGGAAAGGAAGAGCTAGCTAGGG
+AAGCCTATCAGAAGTTCCTGGAGTACTGCTTAAAAGAAGCGGAAGAGGATCCAATGTGGTGGAAGCATGT
+CGCTGAAGCTTACGAATACCTAGGGGAGAAGGAGAAGGCTGAGGAAGCTAGGAAGAAGTACGAGGAATAT
+AGAAAGAAGATTATGAAAACGAACGAAGAAACGTCGAAGTTCCCAGAGTAGTCTTCTATCCTTATTTCTC
+ATAAAATATTTCGTAATGCTGAACGTACTTTTCTTTTTTAATTAAGAGCTCGTCATCTTTGGCAAACTCT
+TTGATAGCTTCCTAGGATTTCCAAATCGTTACGAGGAGAAAGTAAGTCTCCTAGCGAAATAAAGCTTAGG
+TAATCCCTTAACTGAACGATAATCTGGGAGTCTCTATCAGGAACCGCTCGTAGACTGATAATTGTCTATG
+CTTACTACAATGCTTATTAAAAAAACTTAAAAATAACTAATGATTATACAAGTATTGGTGGACTGTTATG
+GAAATTAAAAAAAGAATAAGAGTAATACTTGTTATTAGTGTATTAGTAGTTATGTTTGGAAGTTTAGTAA
+ATGCATATTATGGGGGAAAACCAGAAAAAACGGGACTAGTAATAGAACTCCCAAACCCCGATAGGGTCCT
+TGGAAGAAATGTCCTTGCAAGCTTCTTAATTCCCAAGTACGAGTACTATATCCAAGTCCAACTTCTTACT
+CCTAATGGATTTAGGACAATTTACGAAGGAGAATCACGAGGCAAGGTCTTAATCCCATCTTCAAGTTTTT
+TTCAAATTAAATCTAATAAGCTAAAAGACGTTAATCCAGGAGTTATCATTGATTTATGGATAGTGAATTT
+CGATACAGGGGAATCCTACGAGGCTGGAACCTTCAGCTTGACGATAACAGGAGATGCAGTTAAGAGTATA
+CAAAGATTCGAGCTAAATTTGTCAAGGGAGAACCTTGTCAGACTACCTAAACTTCCCCTTAACATTGTTA
+AGTCTAAAAAGAAATCTCCAATAACTCCTACCAGGGGATTTTTTGCAGGTTATCGCTGGAGAACAAAGAA
+GGAGTACCTAGCTGGGCAAATGTACCTACCAATTCTTATACTCGACAACCGCCTAGGGAGAGCATCTGTT
+GCGGGGGCCTATAAAGTTGAAGCTGTTAGAAGTTCCTCTTCTTCTTCGGGAGCTGTTCTTGGTTTTTCAA
+CGACGATAATAAGAGGTTCAAAGTTGAGTAGTAAAAGCGAAATTAGTATTGAAAAGGGATTAGCTTCTGG
+AGAAATACATGTTGAGTTAGAGAAAGGAAATGAGTTCATTAAGACAGTAATCGACGGAGAGGTAAAGAAT
+GTTAAACCGGGCCAGATTGGAGTTATAATGATTAAGGGAACTCCATACATAGCCCTTCAGGTTCTTCAAA
+AGTGCTATGTCGATGAATTTAGACGTAAGCATTGCTTTGACACTGATGAGGAGAGAGTCCTGATAACAGT
+TACTGACATTAAGAGAGAATATAACCCTCAGGAAAATGCGTACTTCGTTGAGACTATCTCTTACTTGGAT
+CCTCCAAGAAGTGTCTACCCTGTAGATAAAATGGATGAACTCATTAACGATAACAAGGGTTGCCTGAGAA
+TTCTCACTACCTTATATGGAGAACAACAACATGGAAGATCATTTTACATTGAAAACTTTATTAACCAATG
+GACGACATATTCCAACACATACATTCCGGTACTCGCTATTGTGATTGCCTTACAGCCAGAGGCGTGGCCA
+GCTTTCTTGATAGGACTAAGCGCTGTAGGGGGAATTTATATTACAAACGAAGGACATGAGCTTGTTTACG
+GTTCATTCACTATAAAGGACGAATCACCAGATAAGAAGACCATAGTTAAATACCTTGGATTGAAGTACTC
+AATTAGGGACACGATGCATTTCACAAAGTTTCCTTTTGCTTACTTAAGGTTCGAATAGTTTTTCATTTTT
+GCTTCTTCCATAGTCACTATTATAAAACTTCGGGTCTTATTCTCATATGCCCCCGCAAGCGAGGGCCTGG
+TCGATTAGTGAGACCAGGTGCGACGCGGGGGCTACAGCCCGGCCTCAGCGAGGTCCCCTCGGTAGGTGCC
+TTCCGCGTCACGGAGCGCCGTGACCGGGGGTAACCCTGGCCGGGCACAGGCCCGTCTGGGTTAGCCCGCC
+TGATCATGCCGTTGGCTTAGATGAAGGCGGGTGTTACGGGCGGGCTACAGATTCTAGAGCGAGGTGAGTG
+AAATGATTCGCTTCGTCCTAGATACCAGTATCTTCGTTAATCCAGACGTTAGGAAGAAGTTTGGGGAAAC
+CCCTACCAAGGCCATGAAGACATTTCTAAAGTACGCTGAAAGTTTATTCGGCCATGTTGAATTTTACATG
+CCTCCTGGGATCTATAGAGAGGTTATGCACTTTGTGGAGGAAGAAGAAGTTTCCCCTGATATAGAGCTTT
+ACATAATCAAGAAGCCTCCAAACGTTCACGATATAAAGATACCTGCCTTCGTGGTCTACGAGCTTATAGA
+GGACATTAGGAGGAGAGTTGACAAGGGATTGAGGGTTGCGGAAAAAGCCGTTAGGGAGAGCGTCATAGAT
+ACGAGCAACGTTGATAAGATAATTCAAAAGCTTAGGAGAAATTATAGAAAGGCCCTTAGGGAAGGTATAT
+TGGACAGCAAGGAAGATTTTGAGCTAATTCTCTTGGCGAAGGAGTTGGATGGAATAATAGTCTCGGCTGA
+CGTTGGAATACTAACGTGGGCTGAAAAGATGGGGATTAAATGGGTCGATGCGTTCAAGTTTAAAGAAGTT
+CTAGAAGAGCTCGTTGAGAAGCTTAAGAGAAGTGAAAGTGAAAAGGAAAGGAAGTGAAATCAAGCCTTCC
+TTGCTAGGACAATCTCAATAGTTGAGGTGTTTGTAGTCCTACCATCAGCGGTTGGGAGCTCCTCAGTTCC
+GATCTTGATCTCCTTAACATCGACATCGTCCTTGAGGAACCTGTTCCTGACGATCTCTGCAACGTCAACG
+GCCCTGCTGATGGCCCTACCACGTGCCTTAATGCTAACCTCCTTGGCTCCCTCGTGGAACTGGGTTATTA
+CGGCTAGGACATAGTTCATAACAGGCTTCTTTCCAATGTAAACAACGTGCTCCTCGGTCATCTCTTGACA
+CCTCCTGGACTTTTGTCATGACTGAATGCTTAGGTCAAGTTAAATACTTTTCGGTCTAAGAAGAAAAGTT
+AAGAGGGATCATCCCCTAGCCTGCTTGAACTGCTCCTGTATCTTTCTGTAGTACTCCATCGTCTCCTTGC
+TTACGGATGGTCCTATCTTCCTCAGGGCCTCCTCGAAGTCCTTCATCGTGACCTTGGCTAATCTCCTTAT
+CTCGCTGGCCTTCATGCCTGGCTTTATTATCCCCTTCTCTAGCGCCCTTCTCATGGCTATCATGGCTGCT
+TCTCTGCAGACTGCTGCTATGTCTGCTCCTGTGTAGCCTTCTGTTCTTCTTGCTAGTTCTTTCAAGTCAA
+CGTCATCTGCCAGTGGCATTCCCCTCGTGTGAACCTTGAATATCTCAAACCTAGCCTTCTCATCAGGAGC
+AGGCACTAGGATAAGCCTATCAAAACGCCCAGGCCTCAACAACGCAGGATCCAAAATATCAGGCCTATTA
+GTAGCTGCTATGACGACCACCCCTGCATTCTCCTGGATTCCATCCATCTCTGTTAGTAACTGATTGATTA
+TCCTATCGGTTACCCTGTTAACGTCGGTTCCCCTTCTTGGAGCTATTGCATCTATCTCGTCTATGAATAT
+CACCGTCGGCGCCGCTTGTCTAGCCTTCCTGAATATCTCCCTTATGTTCTTCTCGCTCTCACCGACCCAT
+TTACTTAAGATCTCGGGCCCCCTGACAGCTATGAAGTTTGCCTGGCTTTCAGTGGCAACTGCCTTAGCTA
+GCAAGGTCTTACCAGTTCCCGGTGGGCCGTAGAGCAGGATACCCTTTGGAGGAGTTATTCCATAGGCTTT
+AAACGCCTCTGGGTACTTTAGTGGCCATTCTACTGCTTCTCTTAGTTCTTGCTTCACATCTTCTAATCCT
+CCAATGTCGTCCCAGTGAACGTTTGGAACTTCAATGAGCACTTCCCTGAGAGCAGAAGGCTCAACCATCT
+TCAAAGCCTCATAAAAGTCTCTCCTGGTAACCTTAAGCTCATCTAGGACTTCTCTTGGAATTGTCTCTGC
+TTCGAAGTCGATCTTTCCTTCCCTTATTAGTCTCCTCAGTGCCGCCATCGCTGCCTCTCTTGCTAGTGCA
+GCCAAGTCTGCACCAACGAATCCATGGGTTACATCGGCTAACTCATCGAGCAACTTGTCTATTAGCCTCG
+TCTTAACCTCATCGTATAACTCTGCGTCTATCTTCTTGAGAACCTGTGGAATTTCCTCCTCCTTGCTCTT
+GTTGACTTCCTCAATAGCCTTATCTATTATCTTAGTGAACTTGCCCTCCCTCTTGAAGTCTTCGAGTATC
+TTAAGCACATCATCCTTCCTGAAGTCTGGCTCTATTGGCATTCCCCTAGTGTGTATCTGGAGTATCTCCT
+TCCTACCTTGCCTGTCTGGGACTCCTACCTCAATTTCCCTATCGAACCTTCCAGGCCTTCTTAGAGCTGG
+GTCTATGGCATCTGGCCTGTTGGTTGCGCCTATGACGATGACCTTACCCCTGCTCTTGAGACCGTCCATT
+AATGCTAACAGCTGAGCCACTACCCTCTTCTCAACTTCCCCAGTAACTTCGCTCCTCTTCGGTGCTATCG
+CATCTATCTCGTCTATGAATATTATCGCTGGAGCGTTCTCTTCAGCTTCCTTGAAGACCTCTCTCAACCT
+TTCTTCGCTCTCTCCGTAGTACTTGCTCATTATCTCCGGCCCGTTTATTGCGATGAAGTAAGCGTTAGCC
+TCGTTAGCTACCGCCTTGGCTAGCAAGGTCTTACCAGTTCCTGGTGGACCATAGAGAAGAACACCCTTAG
+GAGGCTCTATACCGAGTTTCTCGAACAGTTCAGGGTGCTTCAACGGTAACTCTATCATCTCCCTTATCTT
+CTCGATGACATCCTTGAGTCCGCCGATGTCCTCGTAAGTTACTCCCGTTGTCATTCTCTTCTCTACTTCC
+TTCACTGGCTTCTCGCTGATGTTGAAGTCAGTGAATTCCGTTATCTGGACAACACCACTCGGCTGGGTTG
+CCGTGACAACGAAGGTTAGCTCTTGCCCAAGAACTCCGACCTTAATGTAGTCTCCTCTAACTACTGGCCT
+TCCAACTAGCCTCTCGTGGAGCCATTCAACGAAGTCCCTTCCGAACCTTATGGGCTCTGTTGGGGCTAGC
+GTGACCTTCTTAGCTTCCCTGACTTCTGCCTTCCTAACAGTAACCTCGTCTCCAAGCCCTACTCCTGCAT
+TCTTTCTGATAGTTCCGTCCATTCTTATTATTCCTAGCCCTTCATCCTCTGGATAGGCTGGCCAGGCTAT
+CGCTGCCGTGTTCTTTGTTCCGATTATCTCAACGACATCTCCTGGGGAGATTCCTAGCTCTCTCATAGTT
+TTTCTATCTAACCTGACAATTCCCCTACCAACGTCCCTTTGATAAGCGGAAGCTACCTTAAGTTTGACCT
+CCTTCTTCTCTGCCATCAAACTCACCTCGCTATTTTCTTTACCAATGGTTACTAAAATAAAAAGGGTTTA
+TAAAGTTTTCGACTTAAATGGTAATATAGCTAAAAGAAAAGGGACTTAAAATACTCCTCGCTCTTTCAAG
+TCCGTGGCCACATCCTCAAGACCCAGTTCCTTCAGCCGTTTCTCAGTAGGTATCCCTTTCCCAGGATCCC
+ACTTTCTGATCCTATAGTATTCCTCAAGCATTGGCTCAAGCTCTATGACATGTCCCTTTGACGCTCCTTT
+GGGTAGTGGCTTCCTGAGAAAGCGTTCTGGAAGTCTGTCATGCTCCCTCCTCACCCCGAGCCGGGCTATG
+TATGCCCTCTCCATGTTGATGATCCTCTCGCCTACGAGCTCAACGTCTCGGGCAGTCATTTTCATTCCAG
+TTGTGACGTGAATAAGTCTTGCTACCTTTTCATAGTCCAGTATGTTCATATTCTCGGCAAGATTCTTACA
+GACCTCTATGGCATCTACTACCGCGCACAGGTTCTCATAGTGGGCTACGAGTACTCCCTTGCCCCTGACA
+CCGAGCCTCTTACATGCCTCGGGGATACCGAGGAGTTTCCTACACAGCTCAGGGTTATCAGTGAGCTCGA
+CGAACGGCTCCGAACGGAGATGGTCTGCGCCCCTCGTCGAGACTGCAAACCCCAGCCCGTAGCCTTTCAG
+GCCCCTCGGGTCGGCCTGTATCATTTCCAGTCCCTTGACCTGCATGGCGATATCTTTGCCTTTGCCAAGC
+TTTTCAGCTGCCTTCAGGACCCCGTCAGCGAGAACATCACCAACGCCCCTTCTGTACGCTATATCTTCTA
+TGAGAGTGAGAACCGTTTCCATATCTCCCCACACCGGCTTTAGCCCGCCTATCTCGTCGCTCGTAATATC
+TCCCCTTTCGTAGAGCTCCATTAGCCATGAAATCACTTCACTCGTGCTAATCACGTCGAGTCCGAGGTCA
+TTAATTAGTTTTACGGCATAAAGGGCCGCGTCGAGGTCACTATTCCCAATCCTAACCGTCATCCCAGCTA
+GGGCTTCATATTCGGGGCCCTCTCCCATAATGCCTGCGTACTTCCCCCTCTTTATGAGGAACACCCTGCT
+GCAGGGAACCACACAAGAAAAGCACCCCCTCGTCTTCACGTTATACTCGAGGGCAAGCCTCTCTCCGCTA
+ACCAGGTACGCATAGTCTACTTCCGGCTCGGTGAAGTGCCTTCCTGGGAGTACTCCAATTCTGTTCGCCG
+CCAGGAGTATCCTTGACGTGCCCATAATTCTGCGCGACCAGTACTCCTCGTGGGCATACGTTTCAAGCTC
+GATTTCCTCGACCAGCTTTTCGAACTCTTCCGGCTTTGCCACCTCGACGAAACCGTCCCCCCTGACGGCT
+ATCGCTTTGAGATTCTTTGATGCCATCACCGTCCCCATGCCGGTTCTTGCTGCTGGTCTGTGGACGTTGA
+AAAATATCCCCGCGAACTTAACGAAGTTCTCAGCGGCGGGACCTATTATAGCCGTCTGTACCCTCCAGTC
+CCCGAGTTCACGGAGTATCTCCCTGTGTGCCTCTGAAACTCTTAACCCCCACAAGCCCTCGGCGTCCATG
+AATTCAACTCCACTCTCCGTTATGTACAGGTAAACCGGCTTGTCGCTCTTGCCTTCTATTATTATCTGGT
+CAAATCCCGCGTACTTCATTTCAGCTCCAAAGTGCCCTCCAACGTTGGAGTCGCCCAAAAGGCCCGTCTG
+TGGCGACCTCGCGGACACGTTAAGGCGTGAGCCGAGGGGAAAACCCGTACCAGCGAGGGGTCCCGTTGAT
+AACATCAGCTTGTTGTGCTCGCTTAACGGGGATATCTCTGGGGGCACTTCCCAGTAAAGCCTGGCGATGT
+TAAAGCCCCTGCCGCCTATGAACATCTTGGCAACCTTTTTGTCGAGCCCTGTGACCTCGTAACTCCGTTT
+TGACAGGTCAACCCTGAGAATCTTCCCGGCATAGCCGTACACCCTATCTGACATTTATACCCCACTCCCG
+TGCAAGGTTTTTGTGGAGCCTGAGAGCGTACTCATATTCCCTTGAACCTGAACCGTTCGGTTCAATATCT
+GACAGGTTTGACAGGCTCAATGCGTTCGTGGGACATTTAGCGATACACACGGGGTCTCCTCCGCAGAGGT
+CACATATGAGGGCCACCTTAGTCCGGACGTGAAGCTTTACGGCCCCGAAGGGGCAAGCTCTGACGCATTC
+CCCGCACCCGGTACACTCCTCCGCACTGACCACCAGGACGCCGTTTTCGCGCTTTATGGCCCCCGTGGGG
+CAAGCCTCCATGCAAGGGGCAGGGTCGCACTGCCTGCAGACCACCGGCACGTCCATGCCCAGCAGGTCGT
+CCTTGACTATTGTTATCCTCGACAGAGAAAGACTGAAGACCCCTTCGTGGGAATAGGAACACCAGAGCTC
+GCAGTACCTGCATCCAGCACACCTTGAAACGTTCACCTCAATCCTCAACCTCATCAGCCCCCAGAATTCT
+TATCACAAACTTTCCAAATTCCGTCAAACGCACCGTTCGTGGAGAACGCCGTGTGCCGTACTCAATCAGC
+CCGAGTTCCTTCAGTATCTTTGCGTTGAGTTTGAGGGTTGATACGGGCTTTCTGTGGGCTTTTGATATTC
+CCTCCGCGAGGGATGTTAAGGATTTGCTCTCCCCGTTGTTATCAAGACTGCAGAGAATAAGTCGCTGGTT
+CTCATTCAACGCCCTCTCCAGGAGTTTCCGAAGCCGGGCGGGATCAATCCCACCCTTTATGATTTCCATT
+GGCGGGACATCACCATCATCAAATCACAATGAAGGAGAAGGGTATTTAAACCTCTGGCCAGGTTAATCTG
+GCTATATCAAAAGCTTTTAATGGACATACGGGTCATTACAATGGGACTACCAATGAACCCCTTAACTGCC
+TTCACTCTGGCGTTCCTGCTCTACATAACGCACGGGTTCTACCTCAGCGGCTTTATAAGGCCCTTCCAGA
+GGCGGTTTGGGGAGATAGAGGGCTACTGGATAGCGATGTCAATATTCACAGTCGCTTTCGCGGTGCTCAT
+AACCCTCCTGTGCCCGGAACTCTACTTCGTCAGCTGGAGCTTTCCGATTGATTACTTCCTGCTCTTCCTG
+TCGCTGAGCTTTCTGGCCTTCATTCCGACCGTTTTTGAACTCAGAAAGCCAGAAAGCCCCGAGATTAGTG
+ACGAGGGGGTTAACCTTGTTAAGAGCATGGGCTTCAAAGATGTGGCACTCCTCCAGGTAATAAGCGCCGC
+CCTTCCCGAGGAGCTCGTATTCCGCTACGTCTTCCTCGGCCTCCTCTCGCTCTGGAACCCATTTGCGAGC
+CTTATTGCGCTTTCGATTTTCTTCGGCATCGGGCACAAGTTCTCCCATCCCAACAGGAACTGGAACGTGC
+TTATATCAAACGCTCTGATTGGTTTCGTCCTCGGGCTTGCTTACCTATACACGAAAAGCCTTCCCGTCGT
+CATGGCAATCCACTGGCTCGACGACATGGTTCCCTGGGCCTTCATAAAGTACGAGAGAGTCAGAGGGGCC
+ATAGCCGGAGCGACCGCTCTCTTGGCGGTTTTACCGTTGGTTCTTTTATGGGATAAGCTTGTTTCCGTAA
+TCGAGTATCTGAGAGGAATCTACTCGAACGAAGGCCTTGTCCTGGGCAGTGGAATAGCCATCATAATGCT
+CGGCGTTGTCTACCTCGGTTTGAGACTTTTGAAGAGCAGGTGAGCGATTACCGTAAGGTTAATGAGTGAA
+CTGGAGTGGGACTTCGATTCCTGGGTCAGAACCTACGACGAGGACGTTGAGAGAGAGGATTGGATTCATG
+CCGATTACGAGGAGGTTCTAAAGCTTGTGGCGGAGAGAGTCGGCGGGACAGTTGTGGACATCGGCTGCGG
+AACGGGCAACATCCTGTGCTTTCTCAAATGCGAGCGCTACATTGGGGTTGAGCCCTCCCGCGGGATGCGG
+GCGAAGTTCAAGGAGAAGCATGGCTTTGAGCCCCTCGACGGGCATTTTCTCAGCATTCCTCTGCTGGACG
+GAACAGCCGACGCCGTGATAAGCACCTACACCTTCCACCATGTGCCAGATGAGGAAAAGGAGGACGCAAT
+AAAAGAGATGCTCCGCGTTCTAAATCCTGGAGGAAGGATTGTAATTGCTGATGTTATGTTCGAGTCGGAG
+AAGGAGGAGCTCAGGATTGGGAAGGAAGACGGAACCCTTGATGAAGTCCTCGACGAGTACTTCGCGACGG
+TTGAAGGGTTGAAGGAGCTATGCGAAAGACTTAGCCTTCAATGTAACTTTAAGCGGATTAACAGGTACGT
+CTGGATAGTTGAAATGCTAAAGCCGGCTCAATCCTTGAAACGCTCGTAAATCAACTCGTCCACGTAGCCG
+TAGTCCGGGAGATACACATGCTTCTTCAACCTCCCTACTAATTTGAAGCCGTTCTTTTCCAGAACCCTAA
+TGGAGGCTCTGTTGGGTTCATAGACGTGAGTATAGAGCTTCCTTAGGTTCATATTCTCGAAGGCAAACCT
+GCAGAGAAGCGCCAATGTCTCGGTGCCGTAGCCTTTTCCCCAGTGCTCCTTCCCGATAAGATACCATACC
+ATAGCATTCCGTGAGCGCCAATCAATGTCTCCAATGCCACAGAATCCCACGAGTTCCTCTTTCTCGTTCT
+CCACGACTGCAAAGTTTATCATTTTCTCCCTGTTTTTTCTCAGCTCTTTAAGAATCTCGTCGAAATCGTT
+CTCAAAGTATATCATCATTGGATTGTTCACCATATTCTGTATTTCCCTATCGTTAACCCATAGAAGCCAT
+TTTTCCTTATCTTCTAATAAGCTAACTGCAAGGGAAACATTCTTCCCTTTGAGGATTATTGGGCATATGT
+TATCACCTCATAAAACGATAATAGCATCGCAATGGGAATTTTAAGTCTTGTTCTTGGGCTACTCACATAA
+ATTCCTCACCTAGAAATATCTCTCGAAGAAATCCTGGAGATTCCTTTCGCTCATCCCTTCGGCGAGTTTT
+CTGAACGTCTCGAAGTCAATGGCATCGGCGTTTGCGATAGCTTTTAACAGGTCATAGAAGGAGTCACCCA
+TGAGGTCGTGGAGTTCCTTCAGTATGAGAGCCCCCTTGCTGTAGGAAAGCAAGTGAAGGCCTTTGCGTCC
+CCACTCGGGAACCTTAAGGTTCTTAGCCTCGGGGTTCTTTTTCAAGATGTCTTTGTACCACCACTCCAAA
+TTCGCCATGAACTTCTTGTACTCATCTTCTCCATGAATCTCCCTAACTGCTAAAGCCGTCAGATAATTGG
+CAAAGGCTTCATCGAAGAACCTGCTTAGATGGGCTTCGGGAGTAGCCCTGGGGGTCCAGAGGTGAGCCAG
+CTCGTGGTAAATGTTGGTTGGAACTTCAGAGCGTAAAGAACTTCCGGAGACAAGGATGTATCCCTTTCCA
+GCCTGCCCACCGTAGTTTTCGGGTGTTTCGATAACCGTGTAGATTAAGTTTTTCCGCCCAAGAATTGAGG
+AGTAGAATTCATAAGCCTCCTTGAGGAGTTCAATCGTCCTTTCAATGCCCTCATCTCTGAGGATAAAAAA
+CCGGAACGGCTTCTCTTCAATAACCTTAAAGGGCGCTATTGCAATATCAAGCCTGTTAGTTCCTTCGATT
+CTTAAAAGATTTCCCTGAATTTCTCCGCCGAATGCCACAGTTAGGTCGGCTGGAACGCCTTCAATGATTA
+TCTCTGCGTCAAACTCAGAACCAACAACGGATTTAACGAGGCTTTCAAAGCTCGGCTCTGCAGGAATGGG
+GTAAAAGAGAGAATCCGTTCTCAACAGCGTGTATTCTTGATTTATTGAGTCCTTCAGGTAGGGAAATACC
+TCGTCGTAACCTCTAAACTTTCCCGAATATTTCAACTCGACTCCCTTGACGGGCTCTTCCAGGTTAACTA
+CCCTCACTTTAAATGCTTCAACACCCTTTAGCCCTCTAATTCCCTGGGAAAATCCAATGGACGTTTCTTC
+CACTTTTAATCCCTTGTTTAGAAGGAGGGTCTTGGCTTCTTCCTTCAGGCTCTCGCGAGATACTCCGGTT
+AGTGTTCCAGCTTTAAAGTCGAGGATAAGCTTGAGTTTCAACTCACTAATCATCGTTCTCTCTCCTAAAC
+TTTTCATAAATCAGCTTGATCGACCTCCGCATCCGGGGCACATCCTTAGAACAACACCACTCTATTTTCC
+CAATCAATATATAATTTTTCTCCTAAATCATCTAACTCAGCGTTTCTTGTATGTGCTTTCTCTTGACTCA
+AGCTTTGTTACGGTTATTCGCTTTTCTTTCCAAAAACAGTGTATGTTAAACAATACCCTTCAATCCGCAA
+ACGATACGTGTTTTTCAAACCTTTTATTTTTCACAATATCAAAACCAGAGGGGATCGGCTCCTCCTCAAG
+AGCATTAAGAAAAGCCACTACTCTCTTCTGGTGAGCCTTAGGAAGTTTTTAATTTTCTTTTCAACACTTG
+GATGGATCCAAACCTCAAACTTCATAATTCTAACTTCTTCTTTGCTTCTTCCCAAGGTTTTCCAATTTTA
+AAAAGTTTCCTCAGCTAATCTCTCCAACTCCTCGGCTTCTTCCTCACTAACCTTCTCCCTTTAGAAAGAT
+CGTTCCTATAAAAAGCTCTAATCTCACCTCTCTACCACATGTGAGCACAACTTTCCTATCTCCTAAACAG
+GAGGTGCGGATAATTATCTCTCAAGAATCACCAATTTAAGTCCGTATTCTTTGAATCTCTCAAAGCCCCT
+GTCACAGGTATAAAGAGGGATGTTGTGGGCTATTGCAGTTGCGGCGATGAGTAAATCCTTCGTTGGAGGT
+CTCAGGCCTTTTGATATTAAATCTTTGAATATCTCCCCCGCGACTTCAGCGCTTGTCTTGTCAAAGTTTA
+CAACTGGCATCTTCTCAAGAGCGAGCCTCTGCTTGGGTTTAAGTCCACCACAGAGAAGTTCGAAGAGAAC
+TATGGAAGGAATAGCATACTCTTCTTCAGGGGGAAGTTGAGTGAGGATCTTAGCATTCCCCCTAAACACT
+TCAATCAAGACACTGGTGTCCAGGAGTTTATCCATTCTTCAACCTCCTTAATCTTCTTCTTGAACTCCTT
+AACTTCCTCCTCACTCATTGTTCCAAAGGCTATCATGAGAATGTCCAGGTTTCCCTTCTTTTTCTTTCCT
+ATCAACTCTCTAAGGAGCTCTGAAAAGCTCTTATTGCCCTTCATTTTTACAAGTTCGTAATAGACATCAT
+CGGCTATTGTTATCGTCTTGCTCAAGGATATCACCAATGAGTGTATGCATGCATGAAATATTTAAAGGTT
+TTCTAACCCACAAGCCCAGGAGAGTGTTTACGGTGAATATTGAGAATAGAGTGATGTGAAGTGAAGCGGT
+GACTCAGGGAGTCGTCATGAGATTGACTTTAATCGCGATGATAATATCGAACAAGTTCATCAGCCTGTGT
+CAGGTTCAGAAGCTTTTAAATCTCGGGGGAGCTAATCTTCCTCATCTTTTCAGTTTTAAAGTTTTTAGGC
+TACACCAAGGAGGAGCCCGGCCTCGGCGGTGAGTTCAATCTCCTCAAACACGTCATTTTCCCCTTCGCTT
+TCTTCATGCTCCCGCTCATCGTTGTTGCGTTCCTCCCGCACAAACACATACCACTTTGGAAGTTTGCCCT
+TTACCTTCTGAACTACCCCCTCATGGCCGGCCTCATCGAGGAACTGCTTTTCAGGATCCTACTCTTCGCT
+TCCCTTGAGGAAGGGTTCAGCAGGTAGATTGCCCTCATCGGAAACTCAGTAATATTCTAGTTTGCCCACT
+TTGTCGCTGGTCTCAACTTATCCCAGCTCATCGTGGCGTTAATACTATCCTCTTACCGGCTCGCCTTCAG
+GAGGATAAAGCCCCCAATAGCGGTCCATGCGCTGTGGAATGTGATCTTCATAGCACTGGAGCTCAGGTTC
+TGGGTTCGTGGGGCTTCTCTCAATATTGATTTACGCCTCTGGGGTTTCCTCAAAATCTGGGAACTCATAA
+CACCATACTCACCAGCCAAACGAAGATTGGCACCTTGAGGCTCCCGGTTCTTTGGGCAGAAAAGTACATC
+AGGAACGCGAAAACCGCCGCGTAGATTCCGAGGAGGAGCGCTTCTATTGAGTGGGCCACTATGACGTTGA
+GAGTATGTGCAAAACCCCAGAGCAGAACCGGAAAGAGAATGGCTAGTCCCTCGTTGCTCAGCCTCAATGA
+ACCAACGTAGAGGAGGTTAACGGAGAGGATTTCAAGGATGTAGTAGACGTACTCCGATGCCAGCGAAAGA
+ATGGCGACCCCTACATTTGAGGAGATTCTGAGGTGGTAGCGGAACTCCCCGAGAATCTGGAGGGAGTAGC
+CCCTGAGATAGGCAACCTCGATGGCTAAAAGAAAGAGGACGATTACCGTTGAGTGCTTCAGCTCTCTCCT
+GCCAAACTCTCCCGCGGTGAGGTCGGAAAAGCCAACGCTGAGCCATCTAAGTAGGACAAGCAACCCCAGG
+AACCTCAGACAGTTTATCACCCACACTTTTGAGAGGTAGACCGACGAGCTCTTGGATATCCAGGAACCTG
+TCATCGATTTAAAAAGCCACGCCACTCCAAGTTCAAGGCCCCACACGACGAAGACGAACCAAACGAGGGC
+GAAGAGGACGAGCTTTCTCACGCTTCACCACACCTTAGATGAGATGCACTTTATCCTCTAAAGTTTTACC
+CCAAAAGCCACCTCCACAGCGGGATGAACTTTATCCTTCTGTCTCCGTGGGTTTCAACGCCTTCGTAGTC
+CCAAGTGATGACGGTTAGGTTGTTACACTTCAACGCTTTTGAGGCCCGAAGAAGGGCGTCCACTTCTCTA
+CGCTTCGTTTCAGTCTCTTCAACATCGTAACTCACCTAGATGAGCTTCTTAATCTGAAGCCGAGGGAGAC
+GATGAAGTCAACATCTCCATTAGAATCCACCAGTAATTGACATTGGGCATCGGCTCTCTGTAGTACTTCC
+TCCTGAGGAGCTCAATGGCCACTAAATTTTCCATCCTGTAACCAATATCCCTAACCTCGAAGACCGTTGG
+AAACCCCGTATCGGCGACGTAAAGCTTTGGAAGAGAGCATGCTTCTGTTCGGCCCAAAGGCTAATGAACC
+ACCAGTTGAGGGCCCGGTGGGTTTGATGATGCTGGTGGTTGAGGCCACCTCCTGCACCACAAAAACTCCC
+TGGTAGTGATTTGTCATGGACTGTAACGGAAGTAGGTGCAGGAGGAAACGGTTCTTATCTTGAGGAAAGG
+TGGATAGTAGTTCACTACCCCTAGAAAGCCGCCGTACTCGAGGCATCTTTTAATTCTTACTCTTTCAAAA
+CTCTATGTGTGGTTCTCTAAGCTCAAACCCCTTGAAGGCAAGGAACTCGAGAAAGGAGAGGGGAAATAAT
+CTAAAGCTTAGGCTCCGTTCCCTCAGGGAGCCAGTGTCGGGGTTGTGCTTATAGTAGAGCTCAACGATTT
+TTTGAGATGTCTTTTCCCGTGAGGCCTTTGAGCCTGTTGTCCTCGAAGTTGATGTATAACACTCTCTCCA
+AGGGTAAACCGTTTCTCCCTACCGCTTCTTTTTGTATAGGTGTGTGTTAGTTTGTGTCGGCGGTAGGGAG
+TTCCACCTTAGCCATCTGGATTTTTCAATCCAGATGGCTTCATTGGTGGCAGTCGAGCCCAACGGCACGG
+GGCTCCCATCTGCAAAAAGCCCCCCAGAGCTTGGAGCATTGCTCCCATCACTCTGGGGGGCTCTCAAATA
+CAAATTCCACACGGCGAGGATATCTCGATGCCAAACCTCACCACCAACAGAACAAACTCCAAACCTACCA
+CTCTCATACTTCACGACAGCATTATGAATTGGGCAAAGTCTTGAAGAGTTCTTCGGGTTTACCTTTATTA
+CTGGAACCCCATATTCTTTCGCCTTCCTCTCAATCGCCTTCTGGATTCCGAGAAACGCTGATTGATAAAT
+CCTATGGCGGAGTTGCTTATTACTAACCTTCTCCAGCATTCTTCTCGGAACGTTTTTCGGAAGCCTCTCT
+AGGACTATCCCAGCATTCCTCTTCCTTGCCTCTTCCACGATAATCTTTGCGAGTTTATTACGAATGTCCC
+TCTTTTTATCCTTCTCACGAAGCTTTCCCAAAATTCTTCTCTTCTTTCCATTCCTTGAGCCAAGCTTTTT
+ATCCCACTTCTCCTGAACCTTTTTCCTCCTGTAATAATAGCCGAGAGTAATCTTTTTCTGGTTGGTTTCA
+AAGATTACTGGCTTGAAGTCAATTAGTGCAGTAACATTATCCTCATTAACATCAATTGGAATCCAAGATT
+TCGCCTTGTATTCCCTAACATCCTTGTAAAACACCAAAAATACAATTAACCTTCTCTCCCTCTTGTCGAG
+CTTCACCCTGCTTTGAGAGGCCAACTTCCAGTCCGAGTTTACTGTCTTCCAGTAATACTTGTGTCCCTCG
+AGACCAACCTCTATCCAACCCTTGTGAGTGGCTATTCTGATGAAGGTTAATCCAGCACGCCACAGGTGGT
+CATCAAGCCATATTGAAACGCTCCTAACTTCAGGACACTCCTTCTTGGCGAGACCTCTCCTCTTTCTCTT
+CAGAAAACTCTTTGCCCTCGTTACTGCATCTTGACAAACCGTGTATGCATAATGGCTCGGGAGTTGGGGA
+TAGAGCTCCCTCAAGAACTTGTATTTTTCAGCCTTCAGCTTTACGGGAGATGTTATCCCATTCTGGACTG
+CAAAAGGAAGGATTTGAAGGAGCATTTCCCGATACATCCCCTCAAGCTCAATGAATACCTTGAAGATTTT
+CTTTGGAAGTCTTTCGGACTTCAGCACTACTGTCCTCGTAACTCTCATTCAGCCTCAACCTCTCTCAGCA
+ACTGCCTGAAGCTTTGGACGAACTTTTTCTTCTTGTGGGAACGCAGTCCATACAATTTGCCAGCGAATGA
+GGTTATGATTGCAATCAGGTCTTCGACGAGTTCTTGCTGAGCATCCTTCTTTTCCTCCCCGTGTATTGCC
+TCAATCCTCACGTCGAATTGGGAGAAGAAGTATTCGAGGTATTCATAGCCAAACCTCGTCAGCCTGTCCT
+TGTAGGTTACAAGGACTACATCAACTTTTCTCTCGGAAACAAGCTTGAAAAGTTTTTGTAGTCCCTTACG
+CCTCGTGTTCAAGCCTGAGGCAATGTCTGTTATTGTATCAACAAGCTTATAGCCTTTAGCCGTACAATAG
+TTTAGGAGGTATTCAACCTGCCTTTCAAGGTCTTTTCTCTGGTCTGAGCTCGAGACTCTCGCATAGATAA
+CTGCCCTCGTTTCTTCGGGAGGTTTCTCACCGAGAATCCTCTTCACCTCACTCTCTGGAATCCTCCACTT
+GCCTGTAGGAAGCTTTACTGCCCTTATTTTTCCAGAATAAATCCACCTCTTAATTGTAATAAAACTCACG
+CCAAGAATTTCAGCAACCTGCCTCGGCGTGAGCAACCTCTCCACGATACACACCTACACACAATAACACA
+CAATGAAACTTATAAAATTTTCTGCCCCCATAAGATAGAGCATCGTCTGGTAAAGTAAGTAACTTTTTCT
+TGTCCTTCTAAGTCTGAAACAATGATTGCTTGGTTCAAATTCATTGGAAGTTTAAGCTCACGCCTCTTAA
+CCTCTGGAATCCCGAGATTATGGAACTCAATGATGACCTCTTCAAGGCTCACTTTATCACTATTTGTACC
+ATTTGACGTGACATATTCAAGGTTTTTATATCATCTAAGAGATACATTCTTTCCAGGAAACATTAAAGGG
+AGACTTCCCATTCCAGACTTCAAATCGCCATTGCAGTCGTTCCTTTTTCTCCTTAACTCCAAGGACAATA
+TTACTGCCCAGAACCTCGACCCAGCCACGCTACCTAACATATATCTTTTTTATGCTTTTTTATGAACGGA
+AAGTTTTTAAAGTTTGATTATAATTTGAAATCCCAACTAATTATTAAAAATATGTACAAATAACAAGATT
+AGGTGGTGGTTTAATGGAAAGAGGGAAGGCAATAGTACTATCTGCAATTGGAATAGAAATCATGACATCA
+AGCATGGTTCTCCTTTATAAAGCTATGGGATGGGTTCCTCTTGGAATATTAACATTACTTTTGCTCTATC
+TTGTTATCAGGAAACTTGGCATCCAAAGGGAAGAACTTGGACTTGGTGGGAGGTTAAACTTAAAGGTTCA
+CGTACTTCTTCCACTGAGTTTTATGCTACTTAACCTTACATGGATCCTTCCGTTTGGAGTGGGATTGAAC
+ACGTTTGGAAAGCCAATGAAAATTGTCCTTTTGATATACCTAGTCTTACTTATCAAATACCTAATTTTTG
+TAGCCCTCTACGAGGAGATACTCTTTAGAGGGTTGATGCAGAGGGGTTTTGAGCTCTGGAAGGGGCCAAA
+GTTCGCGATAATTGCAACCACTATACTGTTCACTTTGGGTCACACAGTAGTTCGCTTCTCACTTCAGCCA
+ACTTTCCCTAATTTCTGGAGGCTATACAATCCCTTCTTGGCGAGTTTGGTATATTCGATTTATCGTTGGA
+GATTAAGGAGAATCGAAGGTCTAATCCTTGCGCATGGCCTCGGCGACTTCATCGATAGGATTTTAACCGT
+TGAAAATGCAGATTGGCTCCTGGGCACGTTTGAGGGGCACGTTTACATGGTGTTGGCGTACACCCTCGTT
+ATGGCCGTTCAGGGTTATGCATATATGAAGATACCTAACAGCGAAATGATGGGAGGGAGATGATTGATAT
+GAATAGCAAGAGAATTATCACCGGATTTTTCATTGTTGGGCTCCTCCTAGCTTTAGTTTTTTCAACGTAC
+TCCTGGTGGAAATGTCAGGAGGAAAAGAGGGATATGTTGGTAAGTGTTTATCTCGGGATCAGAACAAGCG
+TGCTAACACTCGAGGATATGGGTGGCCTTTTGGAGTACCAACTCCAGAAAAACGCCTCCGAGAGGATCTT
+AATGTTCTACGTGTGGGATTTTCGTGATAACGCATGGGCCGTTGAGAACGCCTTTTGGATTCTGTACAAA
+TATTCCGGTGAAGAGAAGTTCTGGATGCTCAGAGTTGGAATGGAAAATCTCGCTGATTTCTTGAACACCG
+TTCTAAATAGCCCTCCTGGGGAGAATGTAAGGAAAATTCAGGAAAACCTTGAAACGCTGAAAAAATTTGA
+TGCCCTCTTTAAGGAGCTTAGGAAATATAGAGACCCCTTTGACATCCCGGAGGAACTAGCAGAGAACTTT
+TCCAGGATAAGTAGGGAACTCAAGTGGTAATGCAGGCTCTTTTACACCAAGAATTTTCCTATCATGAAGC
+TTTCTTAAGTGTCGCACTAAACTTCTTCTTTGAGGTGTGCTTAGATGATTCCCTATGCCCATCTCAAAGT
+TCTTCGCAAACTGTATGAAAGGTTAAAGGATAGCAATGTGAACTGGGTGGTCACGGGAAGTCTTGGCTTT
+GCTCTCCAGGGAGTTCCCGTTGAGCCTCATGACATTGACATTCAAACTGACAAAGAAGGAGCTTATGAAA
+TTGAGCGCCTATTTTCCGAGTTTGTAGTTGAGCCTGTAAGATTCAAGGAAAGCGAGATAATTCGCTCACA
+CTTTGGAGTGTTGACGATCGATGGAATCAAAGTTGAGATAATGGGAGATATCCAAAAGAAAGTTGAGGGT
+AAATGGGAGCCACCTGTTGATATAAACAGATACAAGCGTTTTGTGCAAATCGAAGGCATGAAAATTCCTG
+TTCTGGATTTGGAATATGAGTATCAGGCATATCTCAAACTGGGGAGGATTAAAAAGGCGGAAATGCTGAA
+GAAGTTTCTAGAACAGAGGGAGAAATAGAAACCTCGAATACGTTAAGTCAACGTCGTTTTCCGCTTACGT
+TATTTCTCCCTTATATTACATCAGGTGGCTCCCTGCTTTATCATCTCAATATATGGACAAAGCTTTTTTG
+TTAGAGCAAAAGTTTGGTGGAGTATGACTATGCTGTCTTGATTTACTACTGCCACCTTAGGTATGTATGT
+AGAGGTGACACCTACTTTGTCTACAAAATGTCCGTTCCAATAATATGGATATGAATCGCTTGCAATAGTT
+TCCGGTTCTGCTGCATTAGCAATTTCTCCAATTTCTGATAAGCTCGTCAGTATTCTATGAGACAACATAG
+AGATTCTTTCGGAATTTTTGAAAATTTTTATAGCTAAAGCTGAGCCTAGTATTTGAGGACTTGAAAATGA
+GGATAGCATTAGTTCCGATGCACGTCAGAGTTGGAAACTTCGAATACAACTGGAAGGAATTAAATAGACG
+GTTCATTGAGGCTTTATCCTATAATCCAGATATTCTTGTTTTTCCAGAGTACTGCTTGACTGGCTTTAGA
+GAGTGGGATTTCTCGGGTGCAAGCCTTTATGGTGAAATAGTTGAGCGCGTTAGCAAGCTCGCAAGAGAAA
+ACAGCGTTTACGTAATTTTTGGTCTTCTGGAGCCGTATAAAAGCTGTGTCTATAACTCTGCCCTCCTATT
+AGATAGAAATGGTGAGGTGATACTAAAGCACCGCAAGTTCCAAGAACCAATGAAGTTCTGTACTGGAAAC
+ACTGTTAAAACAGCAAGGACGGAGTTTGGAAAAGTTGCCATCATAATCTGCGGAGACCTCTATAACAAGC
+GCATCCTAAAATGGGTTAAAAGGAAAAGGCCTGACTACATCTTTGTCCCGATGGAGTATTCCCCTGATTA
+TGGTGAGTTGAACGAAGATGACTTTAAGGCCATGTCCGAGAGAGTTAAACTATTAAATGCTAGAACTTTC
+ATCGTAAACAGCTACCCTCCCGGGGGAGCGTGGGTTTTTGATGGAAATGGGGACCTTCTTGCAATGACTA
+GGGGACAGAAAACACTTATTTGGGATGAAGCTAATGTGTAGTGGTGAGCTTAATGGAGCTGTATGACGTT
+GAGGAGTTCTGGAAGTTTGACATGAGGGTAGGGCTGGTGAAAAAGGCCGAGAAGCTGAAGAGGACTAGGA
+AGCTTATAAGGCTTGATGTTGACTTTGGAAGTGAAGAGAGAACGATAATAACTGGGATAGCTGATCAGTA
+CAATCCAGAGGATCTTGAAGGGAAGAAGTTCATCTTCGTCCTAAATTTAAAGCCAAAGAAATTTTCGGGC
+GTTGAAAGTCAGGGAATGCTTCTCGTTGCGGAAACTGAAGATGGAAAAGTTTACCTTATTCCGGTTCCAG
+AAGAAGTTCCCGTTGGGACTAAGGTATGGTAAAAATAAAAGGGATAATCACTTGAGCTTCGCCTTGATTC
+CTGTTCCTTCCTCAACTTCCTTGAACCCTTTCCTTATGTACTCCACGAGCTCTTCATCGACCTCAAGCAG
+AACCGCCAGGAATTCTCCGACGTGCTCCTTTTCCTCATTCGCGACATCGTAGAATACTTTTCTTATCCTT
+TCATCTTCTATAAGCTCAGCTAGTTGCTCATAAAAGCTTATGGCATCTAGCTCGGCCTCTATGGCCCATC
+TCAACGCTTGGGCTATTTCCTTCTTTGAAAGGGGCTTCTCCCTGGAAAGTAGGTAGGGCTTTTCGGCTAA
+CATGCGATCACCAAAAATTATTGGGCGTCAGCACTTAAAATCTTCATCATCTTGCTCAGCGCTGCGCGGG
+CTCATCACTCGAGGCAAGCTCTATCAACTTCCTCATATGTATTTCGGCAGAATCAAAGACCTCAACGCTA
+ACATCTCCCTGTTTTATAGCTAAAGGTAGCTCGGTGCATCCCAGGATGACTCCCTCTATATTTTCACTCT
+CCTTGTACCTCTCTATGAGCTTCACTATCCAGTCCTTGTTCTTGAGGTCTCCGAATGCGAGCTCTTCGAA
+TATTATCCTGTTGAGTTCTTCCTTCTCCTCGTCGTTGGGCACAACAACCTCTAAACCCTTCTTCTCCAGA
+GCCTTGATGTAGAAGTCAGCACTCATCGTTGTCTTGGTTCCCAGGAGGAGAACCCTCTTGACGCCTCTCC
+TGATAACCTCCTCGGCGACTGCATCTATTATGCTGACCATAGGAACGTTCACTTCCCTCTGGACATCATC
+GAATACTATATGAGGAGTGTTCGCTGAGAACGCTATTAACTCGGCCCCCGCCCTTTCAAGGGCCTTTGCA
+GCGTTAATAAGTATCTTCTTCCTTCCCTCCCATCCCTCAGGGTTCTGGAAGAACTCTCTGAAGTTTATCG
+AATAGATTATCAGTTCTGGATATACGTACTTCTCGAATTTCTCCCTGCTTATCTCGATATATTTCTGGTA
+GTAGTAGAGCGTTGATTCAGGTGTAGTTCCACCTATTATGCCTATCTTCTTCATGATATCACCGATAGAG
+CGTTAAGACCAAAGTTTAAGAGGGTTTTCATGAAGAAAAGTTAGGTGATCCAATGGAGAGGTTCGTTGAT
+GATAACGTGGCCTTCGGAAGGATGCCATACGAAGATGAAGTCGATTACCTTCTAGAGAAATTTAACGCAT
+TCGTCGTTTTAGTCGAAGATTTTGAGTTAGTTTACGATTTGAATAAGCTAAGGCAAAGAGCTGAGGTTTT
+GCACTCTCCAATACCTGACTTCACGGCGCCTTCCCTCGAGCAACTCATGGAGATAATTGAATGGATAGAG
+GAAAAGGTTAGGGAGGGGAAGAAGGTATACATCCACTGCTATGGCGGAAGCGGGAGGAGTGGAACGATAG
+CAACGGCATGGTTAATGTACTCCCAAGGAATACCGCTTAGAGAAGCACTTAGAAGGGTTAGATTATTAAA
+ACCCAGCGCCGTCGAAACTGAAGATCAAATGAAAATCTTAGAAGAGTTTGAAGAGTTTCTAAAAAAGGCT
+GGAATCATTCGATCTTAACTTCGAAGCCTTCTCCCTCTTTCTTCGTTGGCTGCTTCTTGGGGATTCTTAT
+CTCAAGCACACCGTTGTTGTACTTAGCCTTGGCCTTCTCTGGTATAACTTCTTCTGGAAGCCTTATTACC
+CTTCTGTAACCGCTGTAGTATCTCTCTATCCTAACTGCTCCCTCTTCTTCAAGCTCTTTCTCCCTTCTTA
+CCGTCGCTTCAATGTAGACGCTGTCCTCAGTTACCCTGACCTTTATGTCCTCCTTTCTAACTCCCGGGAG
+CTCCGCTATCACTACGAACTCGTCTCCCCTGTCGAAGATGTCAACGAATGGCTCTCTCCAGACTTCCCTG
+CTCTCCTCGTAGACCTCTGGCTCTCTCCATCTTCTGTACGTCCAGAGTCTTGGTCTGCTGAAGAACTCAT
+CGAACATGGCGTCGATTTCCTCCTGTATCTCTCTAATTATGTCAAACGGATCCCATATGTCCCACCTTCT
+CCTCCTCACCATCCTCACCACCCCCTCTCGCTTTTTGTTACCAATAGTAATTAAAATTGTTGGGGTTTTT
+AAATATTTCGGATGGGCAAAACCCTATTAATCTGAAGTATAACGTTAAACCATGAGGTTTGACGTAATCT
+GTATGGGAAATTTAAACTACGACATAGTCTTTCTAATGGAGAAGTTCCCTGGGATCCATGAGAAGGTCAA
+CGCTAAAGGTGTTTTTACGGGACTTGGGGGTTCGGCTGGAAATACTGCGACTTGGCTGGCTAAGCTAGGG
+TTGAAGGTTGGCTTCATTGGGGCAGTTGGAAACGATGACTTTGGAAGGCTTCACCTCGAGTTCTTTAGGG
+AAATTGGCGTAGATACTAGTGGTATAAAGGTTGTGAACGATGCAACCGGGATAGCGGTTACTATGGTTAA
+AGGGGAAGATAAGAGGATAGTCAAGTATCCTGGGGCCAACAGGTGGAAGGAAGTAAACACCGAGTACCTC
+AAGAGGGCTAGACACCTTCACCTATCCTCAAATCCAATTGAACTTATCAGGGAAGCCGTTGAGAAGGCGA
+AGGAGCTTGGCTTGACCGTTTCCTTTGACCCTGGGGAGATGGAAGTTCCCAGGGACGTTGAAAAAGAGCT
+AGACATCTTGATGATGAACGAGGATGAGTTCAAGGCGAAATATGGAAGCTTGGACAGAATAAAGGATGTA
+AAAGCTAGAATAGCTATAGCCACGCTGAACGGTGGAGGGGCTCTTGTTAGGGATGAAAAAGGAGAGGTTC
+ACGAGGTTAGGGGACTCTCAGCAAAAGCCATAGATACAACTGGAGGGGGTGACGCATTCAATGCCGGCTT
+TCTCTATGGCTTCCTTAGTGGATGGGATGTCGTTAATTCAGCAAAGCTTGGAATGCTGCTCGCTTATCTA
+ACTGTTCAGGAGGTTGGGGCTAGAAGCGCTGTGAGGCCATTAGATGAGATCAAGAAAATAGCCCAGGAAC
+TAAAGCTGAACCTTCCAATTTAGTAACTCTTCAATCCAACTTCTCTCGCTTTCCTCTCGCTCCATCTATA
+GGCCAATATTCCCAGGATAGCGTAGACAAGGGAAACCATGGCCATGTACGCTATCTTGTCAATGCTGGAT
+ATGAATCCTCTAGCTACAACGCTTCTAACGGCGGAAGTCGTAGGGGCGTAGGGTAGGATACTAGCCAAAA
+ACTGTAGCGGCCTTGGTAGGATTTCAATAGGATACATGGCTCCACTTAGAGCGAAAACCAGCATTTCCAA
+GATGTTTATAAAGGGACCTGGATCCTTGAGGTAGAGCACTATCCCACTGGCCATTAATCCAAGTCCTATC
+ATCCCAACGGTTCCCAATAGGAGAACCGCTATTCCCTTTAGAAGCCCAATTAAGTTGAGCTCCAACTTGA
+ACAAGAAATAGAATATGGGAATGTAGATGGCCATATAGATTAGACTTACCATCAGCCTAACGAGGACGTT
+TCCTAGAAAGAATGTTATCCTCCTCATCGGGGCCGCGAAGGAATACTCTAATGTTCCAGCGTAGAGCTCA
+TCAACAATAGCCCAGACGAACCCACTTAGGAAAGTTATTCCAAATCCGAGCACCATGAAGCCCAAAACTG
+CAAAAGTTAAGTAATCCGAATACCCCGTTAACTCGGCTAAAGCTTCTGAATTTCTCTTTCCAGTAAGTCC
+GAGACCTATAAGTAGGGCATTTCCAACGAAAAACAATCCCATTAAAATGTCGCTAACGAACCAGGCCTTA
+TAGCTTAGGAATATCTTCCAGCTTTTTCTGGCAACCCCTAAAAGGGCTCTAAGCTCAGTAGCCTCCATAT
+CCCATCATCCTCGTTATCTTTTCCGCCCACTTGAATACTCCAAGGCTTATCGCCCAGTACAAAGGAAGTA
+GTATGAGCATGCTTACCAATTCACTATAAACGCTGGAATAGCTAAACCCAAGGAAGAGCTTCCTTACAGC
+GTTTGCCGCGTGGGTCAATGGGATTGCCCACGATAATTCTCTCACGACTCCTGGGAGCGTTGAGAGTGGG
+AAGAATACCCCTGAGAGGAAGAGGATAACGAATTCTAAGATGCTGGCCATGGGCCCTATGTTCTTGAGCA
+TCATAACTAACCCAGCGAACATGAGTCCAAATCCCAGGAAGGTGAGGAAGGATAGTAGCAAAACTGGGGA
+AGTCTTTAGGAGTGAATGGGCGGATATTGGAATCTGAAACATGAGGATACCGAATATGAATACTATAAGC
+ATCACTACAGAATCCATCAGCATCCATGCCATGGCGAGCCCTATTATCATCTTCAGTATTCCAGTGGGAG
+ATGCGACGTTACTTTCAAAGGTTCCCCTTTGAAGTTCCCTCCTAACGCCCCAAACCGAGGCCTCCATTGG
+AGAGACCGAAACCCACCATAATGTATAGCCTATCAAAACGTACGTTGGATAATCCCCAACTCCCGTCGAT
+GCTTTTAGAAGGGCGGAAAACCTTCCCCCAAGTATGGCCTGTCCGAAGTACACGAACTGGATCAGGAAGA
+CCAATCCCACGATGATCGAGCTTATAACCCTTAGAGGGTACCTAAAGAACATCCTGAATTCCTTGTCAAT
+TATGGCTAAGATGCTCAATCCCTTAGCCCCCTACCCGTGAGCTTTATGAAAACGTCTTCAAGCGTTGGTT
+CCTTAACTTCGACCGAGAGAACTTTGGCATTGTTCTTAACTAGGAACTCGACGAGCTTTGGAATATCTTC
+CTCATCGAGTGGTCCCCTAAGAACAACTTTCTCTCCCTCTTCCTTGATCTTTGCGAGGCCGAACGGATTT
+TCTCCATTGTAGTTCTTTACCCTGACTTCAACTATCGTATCCTTTCTGACGAGTTTTTTCAGTCCTTCTG
+GTGTGTCGAGAGCTATAATTCTCCCATGATCTATTATCGCTATCCTATCGCATAACTCCTCAGCTTCGTG
+CATATAATGAGTAGTTAGAAGAACAGTCTTCTTCTCTTCCTCCACTAACTTCTTAATAAGTTCCCTAACG
+AATATAGCACTTTGAACGTCCAATCCTAGCGTAGGTTCGTCCAGGAAAAGTACCTCTGGATCGTTAATTA
+GGGCCTTGGCTATTGCGAGTCTTTGCTTCATACCCCTAGAGTAGTTCATGACAAGATCGTCTTTCCTATC
+CCAAAGTCCAACCATGTGAAGTAGATTCCTTATCCTTTCCTCAGCAACCTTTTTTGGAACGTAGTAAATG
+CTGGCGAAGTACCTTAGGTTCTCGTAGGCGGTTAATCTCCAGTAGAGGGTTCTCTCTCCTTCTGCAACTA
+GATTAATCCTCTTTCTAATCTCCCTAGCCTCCTTAACAATATCGAACCCCAGAACTCTAGCCTCGCCTGA
+GGTCGGCTCAAGTAATGTGGTAAGGATCTTTATTGTGGTGGTCTTTCCAGCGCCGTTGGGTCCTAGAAGG
+CCGAATAGTTCACCTTTCTTCACATTGAAGGTTATCCCCTTTAATGCCTCGAACCATTCAATCTTCCTGA
+ATGGTAGGGGAATCTTCTTTGGGTACAGCTTTCTGAGGTTCTTGACCTCTATCGCTTTCATCACCGTTGA
+GTAAAAGGTCAAGCTTAAAATGTTAATCCTTCTTCTTGTTATTCTCTATCCTCCTTATGTCAAGGACGTG
+CCTTCCATGGTCGCTAGTTGAAACCTTGAACTCGTATGTCGTTGGCTCAAACTCTGGGTGAAGGGATTTA
+ACGATGGTCATCTTTTCTATGAATTCTCCTTCAACTTCTTCTTCAAAGGACTGGAAGGTTATCACTATAT
+CTGAGAGCCCAGAGGTCCAGGCGATTAACTTTTTAGATACCATATCAACGTTAAGCAGAAGGATAGTCAT
+GACGTTTCTCTTACTGTACATCTTGGCAAGCCAAGCTAACTCGCCATTAAGGAGCTTTATTGCTACATCT
+TCCCCAAACATTGTTGCCAATCCATCTAGAGTGTAAACGAGTTTCACGACCCTTTTACTTCCGGCTATTG
+GGAATATCTTACTTTCATAAAGGCTTTCTATCTTTGGATTTAACGTTTCCGGTGTGGGATTCTGAACTTG
+GAAGACGTAACTGTCATATGGTGGAACATCGTATTTAGACCCGAAGATATCAACTACCAAGACTTCTTTT
+TTCTCTCCAAGCTCCTTTATATTTAACCCTACAAACGCCGCTCTCGAAATTAGCTTTATTGTAGGGAGAT
+TATAATTGTGGATAACGCCAAGAGAGTTTTTCTTAACTAAATTCTTTAGAATCTCAAATCCTAGCGCCCA
+TCCTAGCGAGAACGCATCGTACATTATTGAAATAGTCGCTCCCCTAATTAGACCTCCTCCGAGAGCCCTG
+TCAATTTCTTCAATGTCAATTGGCACGAGCGTAAAGAATTCTTGGTACATAATTCATCCCTCCACTTTAA
+TGAACTCAACGGCCTCTCTCAGCTTCTTAACGATATCCCTGAGCTCAATTATATTCCTCTTAACCTCCTC
+CATTGATGATGCCTGCTCTTGAGCGCTAGCACTCACCTCCTCAGCGCTTGCTGTTGTTTCTTGAGCGCTT
+GCCGCTAGATTTTCTAAAGCCTTCTTAGCGTTTTCCACGTGCTCCTGAGTGTTCGCCAACTCATTCTTTA
+TATCTTGAAGTTTACTCTCAACATCATCAAGAAGCTCTCCTATGTTCATTAAGTATCCTACAGTTTCCTT
+TAAGAAGTCTACTGAATCATCTACTACCTTAACACCCTTCTCTGTCTCTTCAACTGCCTTTTCAACTTTC
+TCCTGGATCTCATTCAATATACCCCTTATTTTTTCAGCAGCTTCCTTACTTTCCTCCGCTAAGTTCCTAA
+CTTCTTGTGCAACTACAGCGAATCCTCTCCCTAACTCTCCAGCTCTAGCAGCCTCAATTGCAGCATTCAA
+GGCCAATAAATTCGTTTGTTCAGCTATATCGGCTATTGCGTTTATAATATCTCCTACATTTTTACTCATC
+TCGGCGACCTCTTGTACCGCCTGCCTTATAACCTTCATAGCATCTTGTATATCCTCAACTTGAGAAATAG
+CTTTTTCCCCCTTATCTTTCCCTTCTCTCGCTATGGATAGAACTTCATTGACAACCCCACTAAACTCTTC
+CATTGCATCCACTGTTCTCTGAGTGACGTCAGCGGTTATGTTCATTCCCTCCATTATCTCTGTTATGTTT
+TCCTGCTGTCTTTGGGCTTCAACGCTAACCTGTTGTATTGCTTCCGCTACTTGATTTATTGCCTCTGAAA
+TTTCAGATGAAATTCTCGTTAGGTCATTGGCTCTACTCTCTAGGGTTAATGCAAGATCCCTAACAGTCTT
+CATTAGTTCCCTCAAATTAGAAATCGTCTTCCTCATCGAGTTAAGGATGCTCTCAAAATCACCTTTGGCG
+TGTACCTTTAAATCATCTGAGACATCGCCCTCGGATATCTTCTCCATTCTTTCTGTTATAATCTCAAGGG
+TCTGAAGGACATCTTGGGAAATCGCCCTGAATCCTTCGATTAGTTTTCCTATTTCATCATCCTCCCTGTA
+TTGTATCTTTGAGACCATCTCCCTTGCTCGACTTAATTTCCCTTCAGCGATGCTTTCAGCGATCTTTGCC
+ATCTCATTTATTGGCCTCATTGTTGAGTTCATTAACCTCATTCCAAGGGCTCCAGAGATTACGGCAACAA
+TTGACATGACTCCAATGCTTAGCCATAGCGTTTCTTTAAGTTGAGATTTGGCGTTTTCTAGGGTTTCCCT
+GATTGCTTCAACGCTACCTCCAGTTTGCACTACTTTCATTGTCTTTTCAAGGTTATCATATAGGTCGGAT
+ATTGCAATATTTTGAATTATTATGGCAGTCAAAACGACGAGAATTAGGGGGGTAAATATTGAAATAACTA
+ACTTTTTACCGAACTTCATTTTATCATCACCTTCGGTTCATTCCCATTTTATCGTTCCTACACTGCCCTT
+TATGTTCGGAAAAACGCTCTTCATTATAGAGAACGACCTACCGTCGTTCATTAGGCGTATAACTACTGGG
+AATATCGTTCTAAGCATTGGGAGAATGTCTATAGATCTACTCTTCAAATAATCAATGTTTAAGAACATTA
+TGTCTCTTATATCGCGATCCTTCGTGACTATATACTCTCCAATATCGTGAATCTGCTCCATAATTTCTTT
+TCTCTCGAAAACGTTCATTAATCCTTCAATTCCAATTTGTATGTTTATAAAGAACTTCCCCCTGGGATTC
+ATACCATCGAGAAGCTTTTTTAGTGACTCTTCATAGAGCGTCTTGTAAACGGGATAGCTTGAAATTGGTA
+TCTTATATATTACATTTCCACTCGATATCCTTCCTCCAACCTTAATTATGGCCGAACTATCTATTATTTT
+CGTGTCAATTCCAATGAGTTCCGCCTGATACTTATGAATTGGTAATGCATCGAGGAAGTCTGTGATAATT
+ATTATAGCATCGTCTCCATACTTCTCTTTGATACTTTTTAGTATTCTAAACAGCCCGGGCCCGATTATGT
+CCCTTGAGGTGTATTCGATTAGTACGCTTATTTTCTCTCTGTTAACTATTTCATCTATCTCCACCTTGGT
+ATCACCTCTCTAATTTTTTAATAAATTTGGTCGATTTTAAAACGTTTTCCTCGATTAATTTGAATAAATA
+GTAACATTTAGTTGCGTTTTTATTTAATATATGACACTATGTTCTACAATTTCAATAATTGTTTTTGGCG
+TATAGTCGGTTATAAGAAGCAAAAACCGGCTTAGAGTTATTATTTCGAACGATCATATGTGTGGTTACTA
+ATAGTTAATAAACGCATTAGCACAATTATTTAGTTGATTAAACAACATGATTTGAGTAATTTGAGATACT
+GAAGAGAATAAGAGACCTTGGGGGGTTAGTAGTCTTAGCCTTTCAAATTTAATTAAGAACACTGATTTGT
+TTTTTTTTTTCTGGCCAACTTTAAAGATTTCATTTATACTTCTGCCAATTAAGGAAATTCAATGCAATTT
+ATATATACACAAATTTTGGTATCAACTTTCGTCTTTAAGTAATATGTAAATTAATTTCCTAAAAAACTCT
+TTATTTGTAATGACCCTCTTGTATGCTCTATACAATTTAGGCCTGTTAATGGGCAATATCTTTGCTATTG
+AGGATGGGGGAAGCTTGAGATCAAGTGTAAGGTATGCCACAATCACAATATCTTTTAATGAATGAGCTCC
+CTTTAGAGGGGTTCCATCTAGCTCGGTGAAAGTTCTGTTGCAATTTTTGCACTTATACCTTTGAATTTTG
+AAATTTCCTGACCGCATTATGTAACCTATCTTCACGATGTTTGGCGATTTACAATATGGACAAGTGATCC
+TACCTTTCATTTTCCTAACTGCCATAATGATATCTTCATCGGTTATACTGTTCAACTTATTTACCGCACT
+GACGATGTTTTCAAGTCTGCTTAACATCTGTTTCCCACTTTCCCATGTTTCCCTCACGTTAGTGCACTTT
+ATTAGATATATTTTAAAACGTTTCTATCCCATATTTCACATTTAATGTTACTTATAGTTACAGTATTTCG
+ATTAGTTGTTTCAAATTTTTCGACAATTCAAATTATGTCTATTTATAAACTACATCACTATAAATTTGTC
+AAATATGCAATTCCATTTTTTATAAGAATTTCAAAACTTTGGATTATAACTACCAAAAGTGATAAAATTC
+AACAAAATTGAATAACGTCTACATCAAATGTTCCATTAGGTTATGAAGAAACTATCCTAATTAATCTAAT
+TATATCCTTAACCTCTAAAATGCCATGAACCCTTCTATCTTTGTCAATAACTGGAAGGTGATGCTTTCCA
+GTTTCTACCATGAGCTTTATCGCCTGGCCTAGGTCGTCGTCAACTCCTATAACAATCGGCCTCCTTATCA
+TCACATCTTCAACCCTAGTGGCCCTATTCAGAACATATTTCTTTAACATCCCAAAACCGGCAATGGAGTA
+CTTCCTGGGGGGCACGAAGTAGTGGAGGAGGTCCTTCATAGTAATGAAACCTATGAGCTTTCCATCATCA
+TCAACAACAACTGCTGAGGTTTCCTCGCTCGTAAACATTGAGATAAGCTCAAACAACGATGTCTCGGGCT
+TAACTTTAAGAAACTCTCTGTCCATGACTATCTTAACTGGAACCTTTGAAATGTACTTAATGTTGTGGCT
+AAGCTCCTCTTTTCTGGCCATCAAAACGAGTTTCCTCTTCCCAATTATCCTACAAACCTTCTTTCTTATA
+CTCATGCTCATACCTAAACCCCCAGGAATGACATTATCGTTATCTGATTTAACTGCCTAATAAGCCAGCT
+TTTAGCTATGTACTCCTCTAGCGGGTGCTCTAATATACTTCCTATTTTACCTAGAGCTTCTTTAAGATTT
+TCGAAGCGTTCAGGAGTCCCTTCTAGGGCTTTCTTGACTCCAATCCTTACCTGCCAAACCCCAACAGGGG
+CATAGTACGCTGGAGTGACCTCCCTAAATACCATGGCACTCGCCTGTTTCTTCCTTTTTCTAAGGTGCTC
+TAGGACGCTCAATCTAGCAGCGTAGTACGCTCCAGACGTTTGCTCGGCGTACCCCTTTATACCTCTATAA
+TCTTCATAATCGTGGATAACAATGGGCTTAGTTGCACCGAAGAGTGATCCTTTTAGCCAAACTTCAAGCA
+ACTCGAATGAATACCTCCTCGGGAGCAAAAGAACGACATATCTATTTCCTAGGAACTCTGAGTGATAGAC
+TTCGTATTGACTTATTACATCAAAGTGTAGCACAATCTTTCGGAGGTAGCTCCCTATTGTGTCTTGAACT
+GCAGTTATGCTCCATCTAGTTGGTACAATTTTTGGCCTTACCCCTAGAAGGCCCACGGAGAGCAATCTTA
+CTATGTAGTATTCATCGAATCCAGATTCATATAAACTTATTATAGCATCTTTAGCCTTCAACTCATCTCC
+GATTATCCTATCTACATCCCTGGGTACCTTTGGGTTTTCCGTGATCTCGAGCTTTCTTACCTCTCCCCTT
+GGCCCTATCGGAGGTGCGAATTCGCTTGGAATAATCTTAACTGTTGGCTTCCTCTTCAGGAGCATCTCCG
+TGTCTACAGGCTTAGATGACATTGCCAGCTCTTGCACCTCTTGGATTATTCTACCGCTCTTTCTTAAATC
+AACATGAACCTTGACTTGTCCCATTATAAGGAGGGATCTATACCTTAGGATGTCTTCGAGCTTAACGTTT
+TCCCACCTCATTGGATCGTCAAGGTACTTCGTGTCACCCTCAATTGGAGGCACTAAGGGGCCCAATCTAA
+CCCTTGGGTAACCGTACTCCCCGACGAACACGCTAGGGGGAGAAGAGCCAAAAACATCCTCCTTACTAAC
+GAGCGGTGCAACTTCCCTCGCAATCCTAAACCTCTCCAAGATAGGGCATACGGGCCTACCGCAAAGTAAT
+TTCCTACCCTTGCAAATGGCACAGAGTTCGGAGTTTACCTTGATCATCCCTATCCTTAAGTTGAGAAGGA
+AAATGATATAAGCTTAACGAGTTAAGTTTCAATCGTAAATCCCAAGAAGGTGGTGGAGCATGGTTAGGGC
+CTATGTCTTGTTGACGATTGAGATAGGGAAGGTTGAGAAAGTTATAGAGGAACTTAAGAAGATACCTGGG
+GTTACCAGGGCGGATGCAGTAACTGGACCTTACGACGCGATAGTTCACATAGAGGCCAACGATTTAGGGG
+AATTAACTAGGAAGATTCTACATGACATCCATAACATAGATGGTGTAATCGACACTACAACGGCTATTGT
+AGTTGAGATAGAAGAGAGCTAGCGCCTCCTCCTAAGTTCCCTAATTTTCTGGGCAATAATCTTTAACGTC
+TTGGCCTTTCCGTATGGGCTCTCTATTATTATCCTGCCATACGTCCTTAGATCTTCATCAATGCCCGAGA
+GTTTAGGGTTTAGCTTTTCCCTCTCAACTTGAAGAACCTTGAACCCGAGTGATTTGGCGGCTTCTTCTAT
+TTCCTCAATGGATGGCCTTTCAACGGCCAAATTCCTGGGGACTACTCGGCCATACTTCTTGCTCAGCCTT
+GAATCTAGCTCAGAAGTCCAGATAACAAATTTACTCATATTCTCCCCCAAAGCTTAAAAAAGTCAAATGC
+TTAAAAATGCTTTGGGGATTTTTATGAAGCCCAAGTATATAGATAAAATGATTGTGGATAAAATCAAGAA
+CGGGGATGTCGTGGTTATTGAGTACCCTAGCACTTTTCCAGTTCACGAGTTCCTATGGGATGAGTTAATC
+CCGACGCTCATCGATGAGTTTGAGATAGTGATAGATGACTTCTTTGGCATTGGGGATGTTTTGTTTAGGA
+CATTTTTGAGGAGGGTTCCCCCAAAGGAATATTCAGAGATCATGGAGAGAATCATCGGGAAGGTTAAGGT
+GATAAAGATAGGGCCAGGGAAAGTAAGTTACAGCAATGTAATCGAGGAGATACCATTGACGTACGATCTT
+TCGGAGTTCATAAAGCTGTATTATCCTGGGATAAGGGAGGTCATAGCTAAGGCCTCCAGGAGGGTGATAT
+TCATTACCGTCGGCCTTGCCGAGTACCTGTACTTTGGAGGTGACAACGCACTCCAGACGATACTCCTCAG
+TAGGAGCATATTACCAATTGAGGATTGGACGTCCGTGTATCTGGTGAACGTTAACTTGGCCCCAGAGAAG
+AGCATTGCAGCCCTGGAGGAGATTAGTCCCCTTGTGATCTACTTATCAGAGAAGGGGACACTGGTGAAGA
+AGGAATGATAAGGGAAGGGGATAAGGTAGTTCTAGTAGATCCTAGGGGGAAGAGGTACTTAATTACAGTT
+TCAAAAAGGGACTTCCACACTGACCTTGGAATACTCAAGCTTGAAGAGATAATAGGGAGGAATTTTGGTG
+AAGCAATTAAAAGCCATAAAGGCCACGAGTTTAAAATCCTGAGGCCCAGGATAGTTGATTACCTTGATAA
+GATGAAACGAGGGCCTCAAATAGTTCACCCTAAAGATGCCGCGTTGATAGTGGCCTACGCTGGGATCTCT
+CCTGGGGACTTCATAGTTGAAGCAGGCGTTGGGAGCGGTGCCTTAACGCTGTTCTTAGCGAACATCGTCG
+GGCCAGAGGGGAGGGTGGTAAGTTACGAGATAAGGGAGGATTTTGCGAAGCTTGCATGGGAGAACATTAA
+ATGGGCAGGTTTCGACGATAGGGTTACGATAAAGCTAAAGGACATATACGAGGGTATAGAAGAGGAGAAC
+GTCGATCATGTAATCCTAGACCTTCCACAGCCTGAGAGAGTAGTTGAGCATGCTGCCAAAGCCTTAAAGC
+CTGGAGGCTTTTTCGTTGCCTACACCCCATGTTCAAATCAGGTTATGAGGTTGCATGAGAAGCTTAGGGA
+GTTTAAAGATTACTTCATGAAACCCAGGACAATAAACGTGCTCGTCTTCGATCAGGAAGTGAAAAAAGAG
+TGTATGAGGCCAAGGACGACGGCGTTGGTTCATACTGGTTACATAACTTTCGCAAGGAGAATTTAGGTCA
+GTTGAGAGGGGGCTCATCATCGAGGGTCTCTCAGGGTACCGTGAAGATCATCACCATAGCTTATTATCCC
+GAAAGGTTTATAATAATTAGTAGCTGGTCTTAGGAACGGGAACGGGCCCGTGGTCTAGTTGGTTATGACG
+CCGCCCTTACGAGGCGGAGGTCCGGGGTTCGAATCCCCGCGGGCCCACCAATTCAACAAATTTTCTCTAG
+AGCCTCGCCCTTCAGGGCGGGGAGGAGGTTAGTAATCCACTAAATTGTTGCCTCATTGAAAAGCTTTTTA
+ACTCTTAAAAAGGTGCCTAATATGGGATGCCTATGAGGAGGGATCGAGTTTGCTAACCTTCCAAAGTCAG
+CTGTCTCTGTTCTGAGCGTCTTAGCCCAGGGCCCCAAGTCAAGTAGAGACATCGCAAGGATCGCGAACCT
+TTCTGACAGAACCGTGAGATATGCTCTGAAGATACTTAAGGAGAGGGGATTCATTAAGGAGATAGTCTTA
+CTAGGAGACGCCAGGAAGAGAGTTTATGCCTTGAGTTCAAAGAATGTCGAGGACGTTATCAATGGTGGTC
+TCTTCAAGTTCCCTCTCGAATTCGATGCCAAGCTTTAGTATTTGCTCTGGTGTTATCTCTTCTCCCTCTT
+TGTTATTTATCCCTGGGCAATTCTCATCGTAATATAGCCAAAATCTCCCATCTTTCGTTTCTATTGGCTT
+CTCCCCTTCAACTCCTAAGGGCTTCTTGGACACCATGAACGGGTAGATCCTGCATATCAAGGGCCTATGT
+GGATGGACGGTACAGAGGCCCGTCTCGGGATCCTGAAATACGCAACCCAAGTCCCATTCCCTTACGGAGA
+GAACGAACCTAATTTTATTTCCCTCTATCGATATCGTTAGGAACTCTTGCGGGTCTTTTCCAGCGTCAAT
+GAGCCTCTTTATATCTTTTAAGGTTAGGTAAACGTGCCTACCTTTGCAACAATCTAGACAAAACTTGCAC
+TTGAATTTTACCGGTTTCGTGAATGGTTTTGGTTTGAACCTCACGACTCGTTCCCCCTTCTTTTAATAGC
+TACACTAAGTTAGCCACCGAAAGTTTTTTAAGGTGTGGGTTTTTGAGTAGGTTACGGCACGGCGGCCATA
+GCGGGGGGGCCACACCCGGTCTCATTTCGAACCCGGAAGTTAAGCCCCCCAGCGATCCCGGTTGTACTGC
+CCTCCGAGAGGGGGCGGGAAGCCGGGGACGCCGCCGGCCACTCTAATTGCGCCCGGGTGGTGTAGCCCGG
+CCTATCATGCGGGACTGTCACTCCCGCGACCCGGGTTCAAATCCCGGCCCGGGCGCCACTTCTAAATAAA
+TTTAGGGGATTCTGATGGCGATTCATTACAATGGGCTTAGAATAGAGGTCGAGGAGAGCGTTTACGAACC
+TGCAGAGGATACTTTTCTCCTAGCAGAGGCCCTTCTAGAGGAAGTTCGTGAAGATGACATAGTGCTTGAC
+GTTGGAACTGGAAGCGGTATTCTAGCCTTGTTGGCAGCTAAAAAAGCTAAATTTGTCGTTGGCTTGGATA
+TAAACGAGAAGGCCATCGATTTAGCTTGGAGAAATGCTCAATTAAATGGCATAAAAAACGTTGTTTTCGT
+CGTGAGCGACCTCTTTAGAAACTTGAGGGGGAAGTTCACCTTAATACTCTTTAATCCTCCATACCTTCCC
+GGCGATGATGTGAAAGATGAAATTGACCTGGCCTTGATTGGAGGCAAAACTGGAAGTGAGGTTATACTCA
+AATTCCTCTCGGACGTCGAGGATTATCTTCTCCCTGGGGGAAGGATCTTAATCGTGTACAGCTCTCTAAC
+TGGTTTGAACGTTAGAGAGGCCTTTGAAGAGAAGGGATTTTCAACTAGAATAGTCAAGAAGGAGAGGTTT
+TTCTTTGAAGAACTCTATGTCATGAGAGCTGAACTCTCCTCACGTTAGTTATCAGCTTTACCCTCGTTTT
+CTCTTCGTTTTTCTCTTCCCACTCTTCGGCCCTTATCTCAATCTTCCTTAGCTTGACTATCATTGGCTCC
+GGCTTTAGGTTCAGCATGCCTTCGACTATTCACTTACCTATTTAAGTCTTTCGTCGAGGATGTTCAACAT
+TTCCTTGAACTCCATTGGATTCTGTTTTATGAGTATCGATGCGTACGATGGTAAATCTACAACGTGCTTG
+GCCTTCTCTATTATCCCTACATCCCCCGTTGCAACGTACTCAAAGTTCTTAAGCTCGAAGTCTGGGCTCT
+TCACTAGCTTAACTTCACCATCTATCTCGAGCTTTCTCATGCTCTCCTCCGTTAGCCTCTTAACTAGAGC
+ACTCCTTGGATTTGAAGCTCCATAGAAGATAACGACTTCCCTGGGCTCCACTTCTTTAATCGCTAGTAAC
+ATTAACCTTATAGATTCTTCCGTTTTTTCGCTAATCCTATACTTTCCCTGGTATTTCAAGTCCCTGATTA
+TCCAATCCTCGCATCTTATTGCTTCTCCGTTCATCAACGATTCTATCGTTATGAGGACGTTGAATCCATC
+CACACCAAGAACTTCCCCCTTGCAACTGGAGGCTTTCTCTCTAACCTCTAGAATCCAATAGTCCGAGAAC
+ACGCACCTAGCCAGGAAATGCCTGTACAATGAGGGTAGCCTGTAGTGGTTACACACGAAGTTCAGGGCAA
+CCTTCTTTCTATACCCCCTATTTAGTAGGAATTTCAAGTCCATATAAGCTTCTTTAAGCCTAGCCATTTG
+AAGTCACCTTAACAGTTTTAAATTCAGAGTTGAACGTTTAGACATGAGCTTTGCCTTGGGAGTTATCTTA
+GCATTAGCAGCTGCATTCACGTGGGCCTTGTCGTCGGTTCTCTCTAAGGTATCGATGAGGAGAGTTTCTC
+CGTTCACTCTGAACTCCTTAAGGTTATTCATAGCCTCGGCCTTCTACATTCCCTTAATAATCTACCTCGA
+CCTGTTCCCTGATAAGGGTTTGTTTTGGTGGATTATAGTTATTCTCTCGGGTATAATAGGTTTCTTGGTA
+GCTGATTGGTTATTCTTGGAGGGGATAAACATTATAGGCGTTTCCAGGGCGAACCTCTTGGTAACTCCTC
+ACCCTATATTAACGATGGTTCTAGCTCATTATTTCCTCGATAGGCCCTTAAATGCCTCGATAGCTTTCGG
+GGCGATCTTAATAGTTCTGGCCGTAATAATCCTCTTGAGCGAGGGTAAGGATAGCTCGGATATAAGTCTA
+AGGGGAGTTGGCCTTGTCATAGTTGCTGAGCTGATGTGGACATTGGCAGTTTTAATAACCGACTGGCTCG
+TTAGCGATGAGTCAGCGGTTTTGATAACTGGACTTAGGATAGCATCTGGAGCCCTCGGCACTACTTTCCT
+ACTTCCCAGGATATCCCAGGAAGTTAAAAAGCTCAAAATGAGGGATCTTGGTCTTATATTCGTGATAACA
+TTACTTGGAACGATACTCGGCCAATACTTCTTCGTAAAATCAATAAGCATAGTTAGCTCAAGCGTTGCCA
+CCCCTGTAACTGAGTCAACTCCCATAATGGCGGCCTTAATGGCTATAATCTTTTTAAAAGAAAGGTTTAC
+GAAGAAGCTTGGAATTTCCTTGGTCTTAGCTACCCTTGGGATCCTCTTAATAGGTCTTGGATGTTGAAGG
+TGTACGTTCCCGATCTCGTTATTACTCTCAATTCCGTGCTATTAATTGGAATGCTAACCTCTATTACCTG
+CCTGTTATTAACTATATGTATGCTGTACGGTGAATAGATTTGGACGCCATCTAACTCCACCTTCCTAATG
+CATGGTGAAGATATATCGCACGGCCCCTCGTGAACTATGAAACCCTCAAGAACTTCATTTTCCCTGTTAA
+GCAACAGTATAACCTTGCCTTCCTGGGCCCTAACATCAAAGCTTGGGGTTAAGAAGTTTATCATGACAAG
+CGATAATATTACTGCAAGCCCGGATATTCCAATAATCTCCTTTGCATTTATTTCGAAGGGCCTCTCCTCT
+ATTACGATTGGCGTTTCCGTCATGTTCTTGTATCCAATCATCTCAATTATCCTGGCAACTACCAGGAATA
+TAGTACCTACGAGAAATGGAAGCGTTATTATACCATAGAGGATGTAGTTCCTAGCTTGTAGAAATTCCTC
+TTGGCCGGTAGCCTCGTAGAAGTAGAGCAAAACGTACCTGTGCAAGGCCATCGTAACGGCTAAAGTCGGG
+TACCATAGCAGTAGGAAGATGTATATCACTTTGAAGATGCCTGGCTGGAGTAGAGGTTCATAGATTTCAC
+CCATGAATGAGATGGCAATTATGAGGCCAACGATGCTTAAGCCGATGTTAACTATCGTTAGCGTCAGCGG
+CCTTGAGTCGACGTTCCTCCACATTACGATTCCAATAAGGTATATTATGCCCCCAACCAACCCGAGTAGT
+CCCCCGATTCCTGGTATAAATGCTAGTATCGAAAGGAGAGCTCCTATGAATAGTAGTTCTTTAGAACCAC
+TTGCTAGTGTTCTTTTTTCTTCATTCATATTATTTTCAAGATACTATTCAGCTTATAAAACTTTACCAGC
+TTTGGGCCTTTGTCCTATGTAAACCTCAGCGTTTATTAATGTCCTCAACTTTTCTCAATGTGCGAAAATT
+TTTTCTATATTTCTCGAATTTTGTCGAAAATAATTCCAAAACTGATAAAATTTTAAGAATAATTTCGATG
+ATTCATCTAATATTCCGAAAATTTTATATAGGGTATGTTGATGGTTGATGTGGGTGGTGCCTATTAAGGA
+AGGTAATGGTGCTAGACTCAACTTTGAGAGAAGGAGAGCAAACTCCAGGAGTTAATTACACCCCAGAACA
+GAGACTTGAAATAGCAATAGCCCTAGATGAGGTTGGAGTTGACTTCATAGAGATTGGACATCCAGCGGTT
+AGCGAAGATGTATTCAGAGGGATGAAATTAATAGCGGAGCAGGGGTTAAATGTTGAGTTACTAGCTCATT
+CAAGAGCGCTAATAGAGGACATTGATTATGTTCTAAAGACTGGAGTCGATTGGGTGGGAATATTCTTCTG
+TCTATCGGAGGCTTGCCTTAGGAAGAGGTTCAGAATAACGTTAGACCATGCCCTTGAAAAGATATCTAGG
+GCCATTGAGTACGCAAAAGACCATGGACTTAAGGTTCGCTTTACACCCGAAGACACCACTAGGACTGAAT
+GGGCGAACTTGAAGAGGGCTATAAGGCTTGCAAAGGAGTTAAAAGTTGATAGGATAAGCGTTGCTGACAC
+CACTGGAAGCACGCATCCGCTGAGGTTCTACACTCTCGTCAAGAAAATTGTCAACTTTGGAATACCCGTT
+AACGTTCACTGTCACAACGATCTCGGGTTAGCACTAGCAAATGCGATTATGGGAATAGAGGCTGGAGCAA
+CTCTCGTGGATGCTACCGTTAACGGTCTTGGGGAGAGGGCTGGAATAGTTGACTTGGCTCAAATAATAAC
+GGTGCTCTACTATCACTATGGAATCAAAAAGTACAGGCTGGATCTCCTCTACAGGGTAAGCAACCTAGTT
+AGCGAGATAACTGGAATATCGCCCCAACCTAACTATCCAATAGTTGGTGAGAACGCATTCACGCATAAGG
+CTGGTTTGCACGTTTCAGCGGTGCTTAAGGATCCAAGGTTCTACGAGTTCTTGCCCGCTGAGGTTTTCGG
+AAGGGAGAGAACGATATACGTCGATAGGTACGCCGGTAAGGATACGATAAGGTACTACCTCGAGAAATTC
+GGAATAAGAGATCATGGAATTGTGACATCTCTTCTTAGGAAGGTTAAGAGCAGCAGAGAACCTTTCACCT
+GGGAAAAGTTGTTAGAAGAGGCTAGGAGGGTTAAAGAATGACCCTTGTTGGAAAACTACTTAACGCTAAG
+CCCGGTGAGGCTGTAATAAGGAAAGTCGACCTAGTTTACGCGCACGATGGAACGATGCCTCTAATAATAG
+AGGCCTTCAATAGGATATTCAATGAGGTTAGAACTAGGGCTTACATATTCTTTGACCACGTTTATCCGGC
+ACCTACGGTAAAGGTTGCGAACCTGCATAGGGAGATAAGGGAGTTCGCCAAGATCCATGGTATTCCAGTT
+GTTGAGGGAAAGGGAATAAGCCATCAGCTCGTCGTTGAGCTTGGGCTTGCAGAGGAGGCAAAGATAATCG
+TTGGTGGTGATTCTCACACCCCAACGCTTGGAGCTCTTGGTGTGTTCGCTGTAGGTATGGGTGCTACGGA
+TGTTGCCATAGCTCTAGGGCTTGGAAAGATATGGCTTAAGGTTCCCGAGAGCATAGCAGTTTTACTGGAT
+GGTTCCCCAAGAGAATACATAATGGCTTCCGACGTTATGATACACCTAATAACATCCCTTAAGGATAGGG
+AGATGAGCTACAATGCGATAGAATTCTTTAACGTTCCGTTCTCCTTCGATGAAAGGTTGACGCTCACTAA
+CTTCAGCGTTGAAGCAAATGCAAAGACGGCAATAATCGGAGAGGAGTACGAGGGAGGGGGATACTCAGAT
+GAGATTACCATTGAGTTAGACTCTTTACCTCCAATGGTTGCGAAACCTTTTAGTCCTGCTAACGGCGTGA
+GCGTTGAGGATGTAGAGGGAACTAAGATAGACCAAGTTTTCATAGGTTCATGCACTAACGGTAGATTCGA
+ACAAATAAAGAGAGCGGCTGAGATATTGGATGGGGAGCAGGTTAATGTTAGAACCCTGGTTGCTCCAGCC
+TCCATCAACGTCTATAGAAGGATGATTGAGGAAGGATTAGTTAGGATTCTGATAGACGCTGGTGTTGTAA
+TTCTACCGCCTGGGTGTGGACCGTGTCTTGGAAGGCATATGGGAGTTGCTGGAGACAATGAGGTTATCCT
+CTCAACTACGAACAGGAATTTCAGGGGAAGGATGGGTTCTCCAAAGGCTGAAATTTACCTTGCGAGTCCT
+GTTACTGCCGCGGTTAGCGCTCTTTACGGTGAGATAACGAACCCGGAGGGAGAGTTATGATAACGACGGG
+AAGGGTTTGGAAGTTTTGGGATAACGTTTCAACGGACGAGATAACTCCTGGGAGGTACAACTTGACTAAG
+GATCCCCAGGAACTTGCAAGGATAGCGTTCATAGAGGTTAGACCGGAATTTGCGGAGAAAGTGAGAAGAG
+GAGACGTTGTCGTTGGTGGAAAGAACTTCGGAATAGGGTCATCTAGGGAATCTGCAGCTCTAGCACTTAA
+AGCGGCTGGAGTTTCTGGAATAATAGCAAAATCTTTCGGAAGGATATTCTACAGAAATGCAGTGAATCTA
+GGTATTCCTCTGCTTATTGGAGATACTGATGAGCTGGAAGATGGAGATGTAATTACTGTGAATTGGGAAA
+CTGGAGAAGTTAGGAAAAACGGTCAAACATTACAGTTTGAACCTTTACCTGGCTTTCTCCTTGAGATAGT
+TAGAGAGGGAGGAATTCTCGAATTCATAAGAAGGAGGGGAGATTTGTGTATAGGGTAGCCGTGATTAAGG
+GTGACGGAATAGGGCCTGAGGTTGTAGATTCAGCGATTAGGGTGGTTAATTCCGTAACGGATAGGATAAG
+GTTCTATGAATTCGAGGGAGGATTCGAGGTATTCAAGAGAATTGGCTCGCCGATAAGTGAGGATGACCTG
+AAAGAGATAAGGAAGATGGATGCCATATTGTTTGGAGCAACAACCACACCCTTTAACGTTCCTGGGTATA
+GGAGTTTGATAGTAACCCTCAGGAAGGAGCTCGACCTTTATGCAAACCTTAGGATTATCCCGGATTTAAG
+CAACGGTAAGGAGATAGTTATAGTTAGGGAAAACACCGAGGGATTGTACGCAAGGGACGGGATAGGATTC
+AGTGATAGAGCCATTGATTTCAGGATAATAACCCTTGAAGGGGCTAGAAGGATAGCAAAATTTGCCATTA
+ACTTGGCTAAGGAAAGGAACTCCTTCATAACTTTCGTTCATAAGGCGAACGTGTTGAAGGGTGACAGATT
+CTTCAGGGAGATAGTTCTGGAGATTGCTGAAAGGGAAGGGGTGGAAGTTAGGGAAGCTATAATCGATTCT
+TTCATGATTAAGTTAGTCAAGAACCCCTGGGACCACGGGGTTATATTAACCGAGAACATGTTTGGGGATA
+TAATTTCCGACCTAGCAACTATCCATGCTGGAAGCATAGGAATAGTTCCAAGTGGCAACTATGGAGATGA
+AATAGCGCTCTTTGAGCCCATCCACGGTTCCGCACCGGATATAGCTGGGAAGGGGATAGCAAATCCAATT
+GGAGCTATTCTAAGCGCAGCCATGATGCTCGACTATCTGGGGCTTAACGGTAAGGTAGTATGGGAGGCCA
+CCAGGAGGTACGTGAGGTACGGTAATCTAACCCCCGATATGGGTGGAACTGCAACGACTAGCGAAGTTAC
+TAAGGGAATAATCTCGGAAATTTATTCTTTTGATCCCTTTGACATAGATGAAATCTGGGTTGAAGAGATC
+AGGCTTGGGAGAATTCCTCTAACACTTTGGAGGTGATGAAGTATGGTTAAGGTAGAATGCCCCGTGTGCG
+GAGCTGAGATCGAGCTTGAAAGTGTAGAGCTGCACCAGATAGTTGAATGTCCTGTTTGCGGTGCCGAGCT
+TGAGGTAGTCAGCTTGAATCCGCTAGTGCTCGAGGAGGTTCCTGAGGTAGAGGAGGACTGGGGCGAGTAG
+CCCCTCCACTTTAATTTTTTGGAGGGATAGAGGTGAGAATCGGGATAACGTACAGCGTCCTCAGAAGGGA
+GGAGATAATGATAAAGGAGAGAGCCAAGGAATTTGGAGAAGTCGTGATGCTTCACGAGGATGAGCTCATA
+TTCCCAGGAGAGTACGATGTTGATGTGGTTATAATAAGGAACCTGAGCCACTTCAAGAGCCTGTACATAG
+CTAAGCTGTTTGAAAATCATGGAATCCCAACAATTAATCCGTTTAATGTAATTTTGGAAGCCGGTGATAA
+GGTTTTCGCAACGCTAAAGCTAGCTAAGAAGGTTCCAGTTCCAAGGTGGGGTGTTGCGCTTAGTGAGAAT
+TCGGCAAGTAAGCTTGCAAAGGATATGGAATTCCCTGTAGTTTCAAAGCCCGTATTTGGTAGTTGGGGTA
+GATTGTTAGCTAAAATAAACGATGAAGATGCATTGGAGGCTGTTCTCGAGCATAGGAAGTGGATGAAAAA
+CCCCCTATATAACATCCATTACATGCAAGAGTACATAGAGAAGCCAGGTAGGGATATAAGGAGTTACGTA
+ATAGGCGGTGAATTTGTGACTGCTATCTACCGGTATTCTGATCACTGGGTTACTAATACTGCTAGGGGCG
+GTAGAGCGGAGCCCTGTTTTGATGAGCGTGTTATTGATGTTTCCATTAAAGCTTGGGAGGCTTTTGGTGA
+GGGCGCATTAGCAATAGACATCTTCGAAACAAAAAACGAACTCCTTGTCAACGAAGTGAACCCAAATATG
+GAGTTTAAGAATGCTGCCCGAGTTACGGGGGTTGACATTGCAAGAAAACTCGTTGAGTACGCTGTGGAGG
+TGGCTAAAAGATGATTAAAGCTGCCATAGTGGGAGGTAGTGGATACATTGGTGGGGAGTTAATAAGGTTG
+CTCTCAATGCATCCTGAGGTTGAAATAACCACTATCACATCCCGAAAGTTTGCCGGAAAGAAGGTTCATA
+AAGTTCACCCCAACTTAAGGGGATTGAACCTGAGGTTTACTGATAAATACGAGTTCGACGCTGACGTTAT
+ATTTCTGGCCGTTCCGCATGGGACCTCCATGAGGATAATAGGTGAATTCCTGGGTAGCGCTAAGATAATA
+GACCTGAGTGCTGATTTCAGGGTTTCAAAGGATCTTTACGAGAAATACTATGGTTCCCACGAGAAGCCTG
+AGTTGATAGATAAATTCGTTTACGGTCTCCCTGAGTTGCATCGGAAAGAAATAAAGAGAGCTGAGCTTGT
+GGCTAACCCAGGATGCAATGCCACAGCCGTGATCTTGGCCCTTTATCCTTTCAGAGATGTAACATCCGAA
+GCTATAGTTGATCTAAAGGTTAGCTCTTCCGCAGGTGGTAGGAGGGAAAACGTAGCAAGCATTCATCCTG
+AAAGGAGTCACGTTGTTAGGGTTTACAAACCCTTCCACCACCGACACGAAGCTGAAGTTCTCCAAGAAAC
+TGGAGTTAAAGCGATGTTCACGGTTCACTCAGTTGACATAGTCAGGGGGCTTTTGGCTACAACATACTTC
+AAGTTCGAGGGTAGCGAGAAGGATTTGCTTAAGAGGTTGCTAATGTACAGGGGAGAACCTTTCATAAGGT
+TAGTTACCGATAAAGGAGGGCTCCAAAGGTATCCCGATCCGAAGTACGTGATTGGTAGCAACTTCGTCGA
+CATAGGGTTCTCCTACGATTCGGAAAACTCTAGGGCGATAGTATTTTCTGCCCTAGACAATCTGATCAAA
+GGCGGGGCGGGACAGGCCGTTCAAAACATGAACATCATGTTTGGATTCGATGAGACCCTTGGTTTGAATT
+ATTACCCCCTCTATCCGGGGTGATTCAAATGAGGGTTATCAAGGTTGGAGGATCTGTTGTGCCAATGCTT
+GATAAAATTCTCGACACGAGCAGTTTGCATGGTAACTCGATTATTGTCCATGGGGGTTCCAGGTACGTGG
+ACGAGATGGCTAGGAAACTTGGTGTCAAAGTGGAAAGGCTTGTTAGCCCCTCTGGAGTAATGTTCAGGAG
+GACTACCAGGAGAGTCCTTGACGTGTACGTTGCAGCCTTAATGAGGGCTAACAGGGAGTTGGTTTCATTC
+CTAAGGGAGAGAGGGATTGATGCAATTGGAGTTAGTGGGCTCGATGGTGTCGTGTTAGCTAAGAGGAAGA
+AGCTCGTAAAGGCGGTAGTTAATGGGAAGGTGATAGCGATAAGGGATGACTATTCAGGAGTTATAAAGAG
+CATTAACGTGACTCTCCTTAAGAATTACCTGAAGGTTGGAATTCCAGTCATAGCCTCAATAGCTTACGAT
+CCTGAGGAGAATGTTCCTTTGAACGTTGATGGGGATAAAGTAGCTTATCACGTAGCTATTGCAATGAAAG
+CTAAGGAGTTGCGCTTCCTCTCGGATACAGCATTCTTAATCGACGGAAACGTCGTGGAGAGAATCCCCTT
+AGAGGATTTTGACGAGTATTTAAGGTATGCAGGCGGTGGTATGAAGAAGAAGCTCATGATGGCTAGAAAA
+GCTCTCGAAAGTGGAGTTAAGAAAGTTGTAATTGAGGGATTAAACGGTAGGACGGTGATATCTTGAGGGA
+AATGAGTCTCTATAGAAAGAGGTTGAAGATAGTCAGGGGAGAGGGGATCTACGTATGGGATTCTGAGGGG
+AAGAGGTACCTCGACTTAATAGCAGGTATAGGAGTTGCAATCCTTGGGCATAACCATCCGAAATGGGTAG
+AAGAGGTAGGGAACCAGTTGAACAAGCTGGTCGTTGCGGGTCCCATGTTTGAACATGAGGAAAAGGAGGA
+AATGCTGGAGGAGCTTTCGAGGTGGGTTAACTTCGAGTACGTTTACATGGGTAACTCGGGAACGGAGGCT
+GTTGAAGCTGCCCTCAAGTTCGCAAGGCTTTACACGGGTAGGAAGGAAATAATAGCCATGACGAACGCTT
+TCCATGGGAGAACGATGGGAGCTTTAAGTGCAACTTGGAAGTCAAAGTACAAGAAGGATTTTGAGCCTCT
+AGTTCCGGGGTTCAAGCATATCCCCTTTAATGACGTTGAGGCTGCCAAAGAAGCGATAACAAGGACTACA
+GCTGCTGTAATATTTGAACCGATTCAAGGGGAAAGTGGTATAATTCCGGCAAAGGAAGAGTTCGTGAAGA
+CTTTGAGGGATTTAACCGAGGATGTTGGGGCTCTATTAATTGCCGATGAGGTTCAAAGCGGTTTAAGAAC
+CGGGAAGTTCCTAGCTGTTGAACATTACAAGGTTGAACCTGATATAGTAACGCTTGGGAAGGGAATAGGG
+AACGGGGTTCCGGTTAGCTTAACGTTAACTAACTTTGACGTCGAGAGGGGAAAGCATGGCTCAACTTTCG
+GTGGAAATCCGCTAGCTTGTAAGGCCGTTGCTGTTACGCTAAGGATACTAAGGAAGGAGAGGTTAGTTGA
+AAAAGCCTCAGAGAAGTTCATAAAGGTGAAGGGTAAGGATGTAGTAACGACGAGGGGGAGGGGGTTGATG
+ATAGGGATAGTTCTCAAGAAACCCGTGGGTAGGTACGTTGAGGAGTTGCAGAACGAGGGTTACCTCGTTC
+ACACTTCAGGTCAGAGGGTTATTAGGTTGTTACCGCCCTTGATAATCTCAAAAGAAAAGATGATGGAGGT
+TAAATCAGCCATTGAGGGTGTTATAAATGGAGATACCGAAGGATGAGAAGATTAAATTCCTGAAAGAGCT
+GGTCGAGATATACAGCCCAACTGGAAAAGAGGAAGAAGCTGCCAAGTTCATTAAGGAAAAACTAGAGGAA
+TACGGTGTTAAAGCTTACATAGACAAAGTTGGAAATGTCATAGGGGTGAAAGAAGGAGAAGGTCCCCTAA
+TCTTACTAGCGGGGCACGTTGATACTGTTCCAGGATACATCCCAGTAAGGATAGAGGGGGATATACTCTG
+GGGTCGCGGGAGCGTTGATGCTAAAGGTCCCTTGTCGGCGCTACTATTCGCGATGGTGGAGAGTAATGCG
+AACGTTATATTCGCAGGTTTAGTCGACGAAGAGGGATTCTCTAAGGGGGCAAGGGCTCTAGATGTTCCAA
+GACCAGAATATGTTATAGTTGGGGAACCTAGTGGAGTGAATGGAGTGACCATAGGTTACAAGGGTAGCCT
+GACGGTTAGATTCGTGGAGAGGGTGGAGAAGTTCCACGGTAGCATAGGTGGAGGTGCGGCTGAGAAGTTA
+ATAGAGAGGTGGCTTAGCATTTCAGGGAACTTCGAGGATGGCTTCAATGGATTAAGCGGAAGGATAGTTA
+GGTTCGTTGCGTATGAAAGGGATTTCGAATTTTACGGTGAGATGATAGTTAACCTGAGGACTCCCCCAGG
+GTACGAACCACCCAGGGATTGGGATATAATAGACTTCGTTCCAGCGTACGAAGTTAATAGGAGATCTCCT
+CTGGTTAGGACTTTTGTGAGGAGCATTCGAGAGCTTGGGATGAAGCCGAAGTTGAAAAAGAAAAGCGGAA
+CAGCTGATATGAACATCTTAGCTCCTAGATTTGGCGTGGATGCTGTAGCATATGGACCGGGAGATTCGAG
+GCTTGATCACACTCCCTACGAGAGGATAAGTCTTATGGAATATCTACAAAGCATAGATGTCCTCAAGAAC
+GTTTTGACAAAATTAAAAGGTAAAGATTTGGATAAGATATATAAATCCTCCCCTAGATAAGGATAGCTGT
+CCAAGGATTTAAAAAGATGTAAAAATCCATGCTTGGATGGTGAAAGGAAAATGAGGGGTGAATTCAAGGT
+GATGCCCTACCAATGGAAAATCCTGGAGTGAAAGTTCTTAAGAGACTTCTTCTTAGAGCCTTGAATGAGA
+ACCAAATACTTATACTAAAGAGCATAAATGGTAAGCACAGGTCCCTAAACGCTCTACTGGAAGAGTTAAG
+CCGCAAGGAGAGAAAACCACTATCAACATTAAAGCTCAACGCTAGGATCCTAAAGGAGCTGGGTCTAATA
+GAATATGGAACAAGGGAAGCTCCTAAACCCGTAACCCTAACTAGGGAAGGCAAGTTCATTCTCAGCATTC
+TGGAGGGTGATGGGTTTGAATGAGGTTCTCTTGACGAAGCTTAAGGACATGCTTAGGCCTGTTAACGGTT
+TCCACATGCACTCCTCTCTGACATGTCTAAGCATACTTCAAGCGGTTCTCGAGGTTAAGAGAAGTGACGA
+CGTCGTAATACTCAGCAAGGGGCACTCTGCTCCGGCATTTTACGTGATGCTTTGGAAACTCGGTTTGCTG
+AGGGATGAAGATTTAGAGAAGTTCGCTGATATAGATGGGTTACCGAGTCATGTAACGAGGGGTTTGCCTT
+TCATTGAGGTTTCTAGTGGTTCTTTAGGCCAAGGGCTCTCCGTTGCTAACGGTATAGCCATGGCTAAGAG
+AATCGATGGAAAATCGGGAAGGGTTTTCGTGATCCTCGGAGATGGGGAGCTCGATGAAGGGCAGATATGG
+GAGGCTGCAATGACAGCATCCCACTATGGCCTCGACAACGTTATAGCGATCGTGGACAGAAATTATGGAC
+AATTAAGTGGGAATACTGAGAGAATAATGAGCAAGGAACCCTTAGCTGATAAATGGAAGGCGTTTGGGTG
+GAAGGTTAGGGAGGTAAAGAATGAAGTCGAATCCCTGAAGGAAGTAATTAATGAGTTGGATGGGGTAAAA
+GGAAAACCAAAAGTGATAATAGCGAAGTGGAGCTACTGAGGGGGATAGCAAGTGATAGAGAGTTTCAGAG
+AATCTTTCGGAAGGACACTAGTCGAGATTGGAAGGAAAAACAAGGATGTCATTGTTGTTGACGCTGATGT
+TAAGAATTCAACTAAGACTGTGTACTTTGAAAATCAATTTCCCGACAGGTTCATTCAAGTGGGGATAAGC
+GAGCAGGATATGATAGGGACTGCAGCTGGGCTTGCTATAGCCGGTAAAATCCCAATAGTTTCGGCGTTTG
+CAGCATTTCTTATGAGGGCCTGGGAGCAGATAAGAAACACGATCGCTAGGGATAATCTAAACGTTAAGAT
+AGTTGCTACTCACTCAGGCTTCTCTGATTTCCTTGATGGTTCTTCCCATCAATGCCTTGAAGATATAGCC
+CTGATGAGGGTTCTCCCAAACATGAAGGTTGTAGTTCCTGCGGATGCTTATGCAACACGAGCGTTGCTGT
+ACGAGATAGTTGAAGATCATGGGCCAGCTTACATGAGGCTCGGTAGGGATTTTGCCCCTAGGGTTTACGA
+GGATGGAGATGAGATAAAACTTGGGAAAGCTAATATTCTAAGGGATGGAAGCGACATTTTATTCGTTGCT
+TCAGGAGTTATGGTTTCTGTAGCCCTCGAAGTTGCGGAGAACCTAAAAGGGGTTGGTATAGATGCTGGAG
+TCCTCGATATGCACACCGTAAAGCCCCTCGATGAGAGAACCCTTATCAACCTTGCAAGGAAGGTTAACCT
+AGTGATAACGTTGGAGGAACATACGATATTCGGCGGTTTGGGAGGGGCTGTGGCTGAGGCTCTTTCAGAA
+AAAATGCCAAGGAGGGTTATTAGGATAGGATCAACCACGTTTGGAAGGTCAAGTAGGGACTACCTCTCCC
+TCCTGGATAGGTATGGGCTGAGCGTTAATAAGGTGTACTCAAAGGTTTTGGAGGTAGTTAAGAATGAGGA
+TGATGAAGTACTCGAAGGAGTATAAAGATAAAACGATAATCAAGGTTGGGGACGTTAAAATTGGGGAGGG
+TTTCACGATAATGGCTGGTCCCTGTGCGATAGAGAGCGAAGATCAAATAATGAAAACCGCTGAATTCCTG
+GCTGAGCTTGGAATTAAGATCCTTAGAGGTGGAGCGTTCAAGCCCAGGACTTCCCCGTATTCATTCCAGG
+GATACGGGGAGAAGGCTTTGAAATGGATGAGAAAGGCTGCTGATGAGTATGGGTTAGTTACGGTAACTGA
+GGTTATGGATACAAGGCACGTTGAGCTAGTCTCAAAGTATGCTGACATACTTCAGATAGGAGCCAGGAAT
+TCCCAGAATTTCGAGTTGCTGAAGGAAGTTGGGAGGCAGGAAAAGCCCGTTCTATTAAAGAGGGGTATGG
+GGAACACCATTCAGGAGCTCCTTTACTCAGCTGAGTACATAATGAGTCAAGGAAACGAGAACGTCATACT
+GTGCGAGAGGGGTATAAGAACATTTGAAACATCCACTAGATTTACGCTAGATATTTCTGCAGTTCCGGTG
+GTTAAAGAGCTTTCCCATCTCCCGATAGTAGTTGATCCATCCCATCCGGCTGGAAGGAGAAGTCTAGTTA
+TCCCACTAGCGAAAGCAGCCTACGCTGTTGGGGCTGATGGTGTACTCGTTGAGGTTCATCCAGATCCCGA
+AAATGCACTGTCCGATTCAAAGCAGCAGCTAACCTTCGAGGATTTCAAGATTTTGCTTGACGAGTTAAGG
+AAGCTGGGATGGAGGGGATAGCTCACATGGAGAACATAATATTTTCTCCACTCTCCTCTCTCCCTTCCAT
+AGTCGAGGAATTAAATCCCTACAAAATTGCAGTTCTAACGAATGATATGCTGAAATCGCTGTGGCTCGAT
+AAGATTATTGAACTCCTGGGAGGCGACGTGTTTCCAATAGTGATTCCAGATGGGGAGGAATACAAAACGA
+TAGAGACCGCCATCAAGATCTGGGATGAGCTCGTGAGCTTTGGCTTTACGAGAAAATCCCTACTAATAGG
+GCTTGGTGGTGGGGTTATTACCGATATAGCTGGCTTCGTAGCATCAACATATATGAGGGGGACGCTCCTG
+GGGTTCATACCGACAACATTGCTTGCCCAGGTTGATGCTGCTATAGGTGGGAAAACCGGCGTTAACTTCC
+ATGGTAAAAACATGATAGGGACTTTTTACCTTCCAAACTTTGTGTTAATTTCAACTGAAACCCTCTCAAC
+TTTGCCCAGGATAGAGCTACTGAACGGGATGGCTGAGGTTATCAAGTACGCCATCCTCGATAAGAATGTA
+TACAGGTTACTCCAAGACGTTAAGAATGTCGAGGAGATTAGAAACAGGGAAGATATAATCAGAGAATCCG
+TAAACGTAAAGGTTAGGGTCGTTGAGGAAGACTTAAAGGAGAGTGGGAAGAGGAGAATTCTAAACCTTGG
+ACACACGGTTGGGCATGCCATTGAGAAGCTTTCTGGATACAAGATTAAGCACGGCTTCGCAGTTTCGGTT
+GGATTAATAGCAGCAGCCAAGTTGGGAGAGAAGCTTTACAATTTTGACTCGGGTAAGGTTATTGAGCTCG
+TTGAGCGGTTCAACTTGCCAACTAAGTTACCCTACCCGCCTAAGGATATAATTGAAGCCATGAAGCTCGA
+CAAAAAGGCTTGGTACGGTAAGATAGTCTTCGTAATTCCAGTTGAAATAGGGAGGATTTCAATAGAGGAT
+GTGCCCGAGGAGTTGCTCCTTCAGGTTCTGGGTGAGATAAGATGATAGCAACCGTTATCTTGGCTGACTC
+CATTAAGGAGGCGATTGAGAAGATTAAATCATCGTCTTCCGATTTGTACGAGCTAAGGGCTGACTCCCTT
+AAGGATTACTCTAAATTGGAACTCCTTGAACCCTACTCCGAGAAGCTTGTGGTAACAATAAGGAGCAAGG
+ATGAAGGGGGTTTTAAGGAGTTAAGTGATGAAAAGAGGTTGGAGCTCTATTCAAAATTCCTCGAGATAAA
+GCCGAGGTACGTGGATGTAGAGTTCAGATCCAAGATAAAGGATGAAGTTATGGAGATAGCAAAAAGGGTT
+GGTTCTAGGGTTATTCTCTCTTACCATAACTTCCGTGAGACACCTCCTTTTGGCGTGCTCTACAATCTTT
+TAGAGGATATGGAGAGCGAGGGGGCTGATATTGTAAAGATCGTTACTCATGCAAGCTCTCCCAAGGATAA
+CATAAGGATTATAAGGCTCTACGAGTTTGCGGATAATTTAATAGCCTTTTGCATGGGTTCCAAGGGTAAA
+ATCTCGAGGATTTTCAGCTCAATGTACTCGCCGATAACTTATGTAGCCCTGGATAAGAAAGCTGCTCCAG
+GACAATTAACGCTTGAAGAGCTAAGGGTTATACTTAAAATCCTGGGTGAGGGGAGATGAAAGTTTATGGC
+TTGATAGGAAAGCCCGTTTCACACTCCTTAAGCCCCGTTATGCACAATGCCCTCTTCAGGAAGTATGGAA
+TAGATGCAGTTTACGTAACCTTTGAGGTTGAGGAGCTCGGTAAGGCTATTGATGGTGTTAGGGCCCTCGG
+AATTTCTGGGCTCAACGTTACCATGCCCTATAAGGAGGTGGTCACCAAATTCTTGGATGAGTTGTCCGAG
+GATGCTAGGGAAATTAACAGTGTTAATACTATAATAAATCTGGAGGGTTCACTAATCGGATATACAACCG
+ATGGTGTAGGGGCTAGAAAAGCTTTGGAAAGGTTTACCGAGATTGAGGGAAGAAACGTGCTAATCCTTGG
+AGCAGGGGGAGCTGGGAAGGCTATAGCGTATGAGCTATCTAAGATTGCAAACATTGTCGTTCTAAATAGG
+ACACCCTCTAAGGCTAAATCCTTGGAGAAGTTCGGTGTGAAGGGAGGAAGCTTGGATGAGTTACCCAATT
+ACGTGGGTTGGGCGGATGTATTGATTAACGCAACCTCGGTGGGAATGGGAACAAATGAAAGCTTAGTTCC
+CAGGAGGCTCTTGAGGAGGGAACTCATAGTTATGGATATAGTCTACAAACCCCTTAAAACGAGACTATTG
+AGGGATGCCGAAAGCGTTGGGTGCAGAGTTATAGATGGCTTGTGGATGCTAATCTATCAGGGAGCCGAGA
+GCTTTAAACTTTGGACTGGGATATATCCGGATGTGGAGCTTATGAGGAGGGTTTCCCTTGAGAGGCTCGG
+GAAGGGCTAGCAGTGCAATAACCATAGTTAACGCCTTTGCAACTGGTAAGGGAGCTGCTATCGGTATAGA
+GCTTTGGACCGAGGCTAGGGTTAGAGTAACGGGGGATGGAGAGGTTAGAGGGAAAATAGTGGTAAAGGGT
+GAAGAGTTTAAGGATTATAGGTTGGTCAACTCCGTGATTTCTGTACTTAGGGAAGTTACTGGTGAACCTT
+TCGGCGTAAGGTTTGAAATACACTCCGACATTCCAGTAGGAAAGGGATTAAAAAGTAGTTCTGCTGCTGC
+AAACTCTTTAACTAAAGCCCTCGTGGAAGCCCTTAGGTTAAACATTGATGATTTGAGTATAGTAAAGCTG
+GGGGTCGAAGCGGCTAAGAGGGCTGGAGTTACGATAACTGGAGCGTTTGATGATGCTTGCGCTTCTTACT
+TTGGAGGTCTCTGCATAACTGATAATTATGAAATGGAAATCCTAGTGAAAAGGGAGATTAACCCTGAAAC
+AGTTGTCTTATTGATACCTAGAGAAACCGTGCTTACGGAGAGCCTTAAGGGAGTAGATTTCTCTAAGATT
+TCTCCTTTCATAGGAGAAGCTCTAAGGTTGGCCATTAGTGGCGAGTGGAAGAAAGCTCTGGTGATAAATG
+GGCTCTTATACTCGACGTTTCTTGGTTACGATTTAGCTCCAATGAGAGAAGCCCTAAAACTGGGTGCTTT
+TGTTGGCTTGTGTGGTAAAGGTCCCGCGTTTTTTGCGATAGCGGATGAGCCTGAGGAGATAATAGAGGCA
+TGGAGTAGCTTTGGCGATGTTATCGCTACTTCCCTTAGGTAGGGTTTATAAGTGACCAAAATCCTATTTT
+ACCAAGGTGAACGCTATGAGAAAGCTGGGGTTAGCCCTTTCGATTATGGGATTGCTCCTAGTTTCAATTG
+TCGCCGGTTGCATTGGAGGAGGAACCGAAACCAAAACCGAGGCTAAGAAGGTTAAGGTTGCTATCCTCTT
+TGATGTTGGAGGAAGGGGTGACCTAAGCTTTAACGACATGGCTTATCTAGGAGCCGAGAGGGCCAAGAAG
+GAGCTTGGAGTTGAAATAGAGTATATGACTCCAAAGAGTAAGGAAGACATGAAACCTCTGCTCGAGCAGT
+TAGCTCAAAGTAAGGAGTACGACTTACTCGTCCTCGTGGGATTCCTCTGGACGAGCCCTCTCAATGAAGT
+CGCCGATAAGTATCCCGACCAAAAGTTCGCGCTCATAGATTCTACAACTGGAAAGGTTAGGGAGAATGAA
+GTTGATATCCTCTTCAGAGAGCAGGAAGCTGCGGCTTTAATGGGAGTTATAGCTTCTGGAATGGCCTACG
+AGCTAGGAGGGGACACAATTGGAGCTGTTGCCGGTATGGACATTCCGCCGCTCTGGAAGTTCCACATAGG
+TTACCTCTTTGGTGCCAAGTACTTCGAGAAGAAGACTGGGAAGCCAGTAAAGCTTCTCTGGCAGTACACT
+GGAACGTTTGGAGATACTCAAGTGGGATATAATACCGCAATGCAACTCCTACAGCAGGGTGCAAAGGTTC
+TCTATGGATTGGCAGGTTTAACTCACGTTGGTATGTTCGATGCAGTTAAGGATTGGAACGAGCAGGGTAG
+AGGAAAGGCCTTAGCTATGGGTCAAGATGCTAGCCAGGAGTGGTACGCTCCAAAGTACATTCCAATAAGC
+GGAGCAAAGAGGGTTGACGTTGCGGTGTACGATGCTATAAAGATGGTAGTTGATGGAACCTGGAAGGGAG
+GAATAATAACACTCGGACTCAAGGAGAATGGTGTTGGTTACTGGGATCTCGATGGAGTCAAGCAGTTCGC
+TGAGTTCGCTAAGGAGGCAGGAAAATTAAAGGACATGACGCCTGACGAGGTAGTTCAGATAGTTAAGGAG
+CAGAGGGAGAAGTACATAAAGCCGTACGTTTGGGACATAGTTCACGAGCTTGAAGAGAAGATAAAGAGCG
+GTGAAATAGTCTTCAAGACTCCAAAGACCCACGAGGAGTACGAGCAGATAATCCGGGAGCTCGAAAAGGG
+CAACTTAAATGCAGCTCTCGAAAAGGGTTCGGTTGAGTGAAGTTTTTAACCTTCTCTCTTTTTCTACTCT
+CCAAGGTGCTCCAGATGACAGCGGTTGAGATGAGTGGAATAGTCAAGGTTTATCCAGATGGCGTCGTTGC
+CTTAAGGGGGGTAAACCTAAAGGTTGAGGAGGGTGAAATCCACGGATTGCTAGGCGAGAACGGCGCTGGA
+AAGTCTACACTCATGAGGATTCTATATGGGGAGATAAAGCCCACAAAGGGAGAAATCAAGGTTTTTGGGA
+AGGAAGTCAGCTTTAATGGTCCCTGGGATGCCATTAGAGAAGGTATTGCGATGGTTTACCAGCACTTCAC
+CCTCGTCCCAACTTTCACCGTTCTTGAGAATTTATATTTAGCGATGCTGTCCATAAATCCTGGGATAAAG
+ATTAGTGACGTTGAGAAGCTTGCGAAGGAGAAGATGAGGGAAGTTGGATTTGAGGTTCCCCTCAATGAGA
+TCGTTGAAGATCTTCCCGTAGGAATTCAGCAGAGGGTGGAAATTATAAAGGCCCTAATGTTAAATGCGAA
+AATCCTAATTCTTGACGAGCCAACATCGGTCCTCACTCCGATAGAGGTAAAGGAGCTCTTCAAAACCTTG
+AGGAATTTAAAGGAGAGGGGAATCACGGTTATATTCATAACGCATAAGCTCAAGGAGGTCAAGGAGATAA
+CGGATAGGGTAACAGTTTTGAGGAGAGGAGAAGTCGTTGGAACCGTAAAAACGAGCGAAGTCTCGGAGAG
+AGAGTTGGCCAGAATGATGGTTCAAAGGGACGTTGTTATGGAGATAAGCAAAGGGAAGTCTACCCCAGGG
+AATACCATCCTTAAAGTTGAGGATCTTTGGGTAAAAGATGACAGGGGCTTAGATGCCGTTAAGGGGGTTT
+CTTTTGAGCTTAGGGAAGGAGAAATCTTGGGGATTGCTGGGGTTCAGGGGAACGGTCAGAGGGAATTGGC
+TGAAGCGTTAGCTGGCATAAGGATTCCTGAGAAGGGAAAGATTGAGCTCCTAGGGAAAGACGTAACTAAG
+TTGCCAGCCCACGAGAGGTATAAGTCGGGGTTAGCTTACGTTCCAGATTCCAGAAGGGTTGGACTCGTGT
+TGGACATGAATGTAGTTGAGAACGTAGTCTTGACGAACCTCTCGAGGGTTCTTCATAAGGGTAGGATATC
+CTGGGACAAGGCTAATGAAATGACGAACGAGGTAGTTGAGAAATTCGAAGTCCTTCTCTCGTCTACGAAG
+GCTCCAATAAAGCACCTGAGCGGTGGAAATCAGCAGAAGGTCATGGTGGGTAGGGAGATAATCAGGGAGC
+CAAAGGTCATAGTAGTTTCCGAACCTACTCAGGGATTGGATATAGGTGCCACGGAGTTCATAAGGAAGAC
+CCTCTTGAAGCTCAGGGATGAGAGGAAGGGGATACTGCTAATTTCCACGGATTTGGATGAGATACTCCAG
+CTGAGCGATAGGGTGGCAGTGATTTATGAGGGTAAGATAATGTCCATTGGGAAGACGGAGGAGTTCACCC
+TCGAGAAGCTCGGCCTCCTAATGGGTGGTGTTAATGCTTAACAGGGAAACAATATTCGAGGTTGCAATAT
+CAATTGTAGTAGCTTTCCTTGTCGGCGCGATAGCCTTGCTAATACTGGGCTATCACCCGGTTGCAGTCTA
+TAAAGTTCTGTTCAAGTACGGTTACAGCAATGTTAATTATCTCCTGAACAAGAGCACTCCCCTAATACTA
+ACGGGTTTAGCTTTCTCCATACCAGCGATAGCTGGGGTCTTCAACATAGGGGGCGAGAGTCAGCTTTACG
+TTGGAGCCTTTTTGGGCCTGCTAACCGCTTACTACACTGGCAATGCAGTTTTAGCGATAATAGTTGGAAT
+TATCAGCGGTGGGCTCCTGGGGCTTTTCGTAGGGTTCCTTAGGGTGTATAGGGGGATAAACGAGGTAATA
+ACGGCTATAATGGTAAACTGGATATTCTACTATTTAATAGCCTACCTCATAGCTTCCAGGTTCTATAACC
+CGGAGGTTTCTCATGAATCAGTTCCAGTCCCACCTCAAGCTAGAATCCCAGGAGGGGTAATCTTTGGAAT
+AGCGGTTGCTTTCTCGATACTCTACTACTACATCCTCTACTTCACCGACATTGGATTCAAGCTTAGGGTT
+TCAGGACTTTCCCCGGTCTCAGCGAGGTACGCTGGCTTCAATCCATCAAAGGCCATCTTAACCTCGATGC
+TTCTCGGCGGAGCTGCAGCGGGATTGGGTGGAGTTCTCTTAGTCCTGGGAATCACTTATAGTATCGATGA
+TACATTAACGGCCATCTATGGCCTGGGGTTTACAGGGATAGGCATAGGCCTTCTAGGGAGGAACCATCCG
+ATAGGGATAATATTCTCATCAATATTCCTCTCAGGATTGCTTATAGGAGGGCAATGGGTTGAGCTCAAAA
+CCGGGGCCCCTCCGGAGCTTGCCGACACTTTAATCGGTGTTATAGTCTTGGCCCTTGCGATACCCTACGC
+ATATAGGATGCTTTTGAAGAGGCTTAAGGAGGGAAGGGAATGATTAGCGACATCCTGAACATCCTATCTA
+ATACATTGATCTCGATGGTTCCACTAACCCTAGCAGCCGTGGGAGAGATAATAACAGAAAAATCAGGGGT
+CGTCAACATAGGGTTGGAGGGAATATTCATCTTATCGGCCTTCACGTCAACGGTTGTAACCTTCCATACT
+GGTAACCCCTACCTGGGACTCCTAGTGGGGTTGATAGTTGGGGCCCTAGCTGGGGCTTTACATGGAGTTA
+TCAGCGTCTACCTGAAGGGTGATCAGATAATAGCCGGCGTTGGTTTCAACTCCTTAGCCTATGGGATAAG
+CATACTCTCCCTAGTTAGCATATGGCACAGCCACGGTTCTTCTCCCTCTGTTGAGAAGATACCGATGCTC
+GGAAAGGGATCCTTCTTCATTTCTCCGCTGACTCCATTGGCCATCCTCGTTGGAATAATAGTTTGGTGGT
+GGCTCAACAAAACCCCGAGTGGATTGAGGCTTAGGGCTTGTGGGGAAGACCCAAAAGCGGCTGAAGCAAT
+GGGAGTAAACGTTCACAGGGTCAGGTTTTATGCTACTGTTCTTGGAGCTTCATTGACTGGTCTCGGTGGT
+GCTTACCTCGTCGTTGGCTGGATAGGTCAGTTCACGAAGTTCATATCCGCTGGAAGGGGATTCATAGCTT
+TGGCCAATGTAGCGTTCAGCAACTGGAACCCGTTGATGGCCATAGTTGGAGGCTTCATATTCGGCTTCTT
+CGATGCTTTAGCAATATACTTGCCCATAAAAATACAGCAAGCAACTGGTAGGGTTATTACTGCGGAGTCA
+AACTTGTTCAGGACGATACCGTACTTGGCAACCCTCATAATAGTTGCAATCATAATGAAGAAGGTGAAGA
+TGCCAAGGGCACTTGGGAAGCCCTACATAAAAGAATAGTCAGACTAACCTGGCAAAACCCTCTAAAGTGT
+TTGGGCCAGTATCAGTGGAGATGATAATAGAGAGGGTTGATGAAGTTAGGGGGAAGGTTAAAGCACCCCC
+ATCAAAGAGTTACACCCATAGGGCTTACTTCCTATCCTTGTTGGCTGATTCTCCGAGCAAAGTCATGAAC
+CCCCTCATTTCCGAAGATACGATAGCTAGCCTAGATGCTATAAGTAAATTTGGAGCTCAAGTTAATGGAA
+ATAAAATCATCCCGCCCCAGGAGCTAACCCCAGGAAAGATAGATGCTCGCGAATCTGGAACCACCGCCAG
+AATTTCCCTAGCTGTTGCCTCACTAGCTAGGGGAACTAGCGTCATAACAGGTAAGGGAAGGCTCGTTGAG
+AGGCCCTTCAAACCCTTAGTTGATGCTTTGAGGAGCTTAAAGGTAAAGATAAGTGGCGAGAAGCTACCTA
+TTGCAGTTGAGGGAGGAAATCCCGTGGGTGAATACGTGAAAGTTGACTGTTCACTCTCGTCCCAGTTTGG
+AACGGCTATGTTAATTCTAGCCTCGAAGATAGGGCTTACGGTTGAGATGTTAAACCCAGTTTCAAGGCCC
+TACATTGAAGTAACCTTGAAGGTAATGGAATCCTTCGGCATTGAGTTTGAGAGGAATGGATTCAAGGTGA
+AAGTCCATCCAGGGATAAGGGGGAGCAAGTTCCACGTTCCCGGCGATTATTCTTCAGCCTCTTTCTTCTT
+GGCGGCTGGTGCGCTTTACGGTAAGGTTAAGGTCTCGAACTTGGTGAAGGATGACCCTCAAGCGGATGCA
+AGGATAATAGATATCCTGGAGGAATTTGGAGCTGACGTTAAGGTGGGGAGGAAATATGTGGTTGTTGAAA
+GAAACGAGATGAAACCTATAAATGTTGATTGTTCCAATTTTCCAGATTTGTTTCCAATATTAGCTGTGCT
+AGCTTCGTACGCCGAGGGGAAGAGCGTAATCACTGGGAGACAGTTGAGACTCAAGGAGAGCGATAGGGTT
+AAGGCCGTGGCTGTTAATTTGAGAAAAGCCGGTATCAAGGTTAAGGAATTGCCGAATGGCTTGGAGATAG
+TTGGGGGTAAACCAAGGGGGTTTACCGTTGAATCTTTTAACGATCATAGGATAGTTATGGCGATGGCGAT
+CCTCGGGCTTGGAGCTGAAGGGAAAACCATCATTAAAGATCCTCACGTTGTCTCGAAATCCTATCCAAGC
+TTCTTCCTAGACTTAAGGAGGGTTCTGAATGAGGGGTAGGGTGCTCAGCTTTACGTTGTTTGGTGAAAGC
+CATGGGAAAGGCGTTGGGGTTGTCATAACTGGAATTCCTCCTGGGATAAAGGTGAGTCACGAGGAGCTAG
+TCAAGGAGCTCGAGAGGAGGAAAGGAATTCCTGGCTTATCAACAGCTCGCTCTGAACCCGACAACCCAAT
+AATACTATCGGGAATATTTAGGGGGTACACTACGGGAACGCCAATAGCGGTGCTCTTTGAGAATAAGGAC
+GTTGATTCATCCTATTACGAGGATATCAAAGACAAGCCAAGACCTGGGCATGCTGATTATCCAGCTAGGA
+TCAAGTACTTTGGTTACAACGACTATAGGGGCGGGGGTCACTTCTCCGGAAGGCTAACGGTTGGTATCGT
+AACGGCCGGATACTTCGCGAAGAAGATCCTTGAAAAGTACGGGATAAGGATTAGGGCGTACATAAAGAGG
+ATAGGGAGGGTTGAGGCCAAACAGCTAACCCTTGAGGAGATACTCTCCTCGGAGAATCCATTCTGTCCAG
+ATGAAGAAGCTTTTGAAAAGATGGTTGAGGAGATAGAATTAGCTAGAAGGGAAGGTGATAGCGTTGGTGG
+TATAGTTGAGGTTGTAGCCGTAAACGTTCCTCCTGGGCTTGGGGGACCCTACGAGGAGGATATAGAGGCC
+GATTTAGCCTCAGCCTTCTTCAGGATTCCAGCTGTGAAGGGCGTTGAATTTGGGTTGGGATTTAAGGTTG
+CCGAGAAGAGGGGAAGTGAGGTTAACGATCCGTACGTGATAAGGGATGGTAAAGTTGTAACTAAAACAAA
+CAATCATGGAGGTGTCCTCGGGGGTATAACAACGGGGATGCCCATAATTGCTAGGATAGCCTTCAAGCCA
+ACTCCGTCAATATACCTTCCCCAGAGAACCGTGGATCTCAGGGAAATGAAAGAAGTTGAGATCAAGTTAA
+GGGGAAGGTTCGATCCTTCAATAGTTCCCCGAGCCCTTCCAGTGGTTGAAGGTGTTATGGCGTTCGTATT
+GGCTGATCATCTTTTGTTTAGACGGGTATGGGAGCTAAAGTCCAGCTAGTTCCCTGACTTTCTCCCTAAG
+TTTCTCCTCTGCATTTTCACCGTGCTCGGCTATTATGTTGATGAGCGCACTCCCAACGACGACACCGTTA
+GCCCCAGCATTGAGCAACATTTCTACATGTTCCCTCTTGGATACCCCGAATCCTACGGCGACTTTGTTCT
+TGCATATCCTCTTCGCCCTCTTGAGCAGGTTAAATGCCGTTTCCGGAATCTTGTCTCTAGCTCCAGTCGT
+TCCATATAGCGAGATCAGATAAACGAATCCTGTACTCGCCTTGTCGATTTCCTTAAGCCTCTCATCTGGC
+GTGTTAGGAGCTGCCAAGAAAACCGTTTTAATTCCCTCCTCCCTCGCCACCTCCAGGAATTCCGAGGCGT
+GCATAACAGGTAAGTCGACTATCAGCATTCCATCTACACCGGAATCCTTGGCTTTTCCTATGAACTCCCT
+CAACCCTACCCTGAAGACGGGATTATAGTACGTCATTAGAACTATGGGAACATCGGAATGCTTCCTGAAT
+TCCCTAACTATGTTGAAGGCATGCTCTAACTTGAAACCTCCCTTTAATGCCCTAAAATGGGACTGCTGAA
+TTGTTTTACCATCGGCTATTGGGTCGCTGAAGGGTATTCCAAGCTCTATAGCTCCCGAGTATTCTTCTAT
+CGCTAGCAGGAATCTTAAGGTAGCTTTAGCACTTGGGTCTCCAGCTGTTAGGTATGGAATGAGGGATCCA
+TCTCTAAACATTCCCGCTCACCTTGAGCACTATATCTAAATCTTTGTCTCCCCTTCCTGAGAGGTTCACT
+ATTATCACGTCATCCCTACTCATCTCCCTGGCTAACTTAATTGCGTAGGCAACGGCATGTGCTGATTCCA
+AGGCTGGAATAATTCCTTCTGTCCTAGACAACTCGTGGAACGCTCTTAGAGCTTCCTCGTCTGTAACGGT
+AACGTATTCAGCTCTTCCGCTCTCCTTTAGATACGCATGCTCGGGCCCTACCCCTGGATAATCTAATCCG
+GGGGCTATGCTGTGGGTTGTTCTTATCTGTCCCTCTTCATCCTGAAGGAAGTAACTGAGCATTCCATGGA
+AAACTCCAATCTCTCCTGCGTTTAGGGATGCCGAGTGTTTCCCGCTCTCGATACCCTTTCCCCCAGCCTC
+AACGCCTATGAGCCTAACGCTTTTGTCTTTGACGAATGGATAGAATATACCCATCGCGTTACTCCCACCA
+CCAACGCAAGCAACTATTACATCTGGTAAATCCCCTTCCGCTTCAAGTATCTGCTCCCTAGCTTCCCTTC
+CTATCACAGACTGGAAGTCCCTCACTATTATCGGATATGGATGGGGACCAACTACCGAGCCTATGAGGTA
+GTGGGAATACTCGAAGGTTGCTACCCAATCTCTGAGAGCCTCGTTGATTGCATCCTTTAGGGTTTTAGAA
+CCCGTATGGACTGGAATGACGTTTGCTCCCAGGAGTTTCATCCTGAAAACGTTCATCTTCTGCCTCTCAA
+CGTCCTCAGCACCCATGTATATGTCAACTTTCATTCCAAGCAATGCTCCAGCCATTGCTGTTGCAACTCC
+ATGTTGCCCAGCTCCGGTTTCTGCGATTAACCGGGTTTTCCCCATGAACTTAGCAAGTAATGCTTGGCCT
+ATTGCGTTATTCGTCTTGTGAGCTCCTCCATGTAGGAGATCTTCTCTCTTTAGGTATATCTTTGCCCCTC
+CAACTTTCTTGGTTAATCTCTCTGCGTAGTAGAGTGGAGTTGGTCTTCCAGCCCAGGTTCTTAGGTAATA
+ATCGAGTTGCCTGTTAAATTCTTCGTCATTCTTTAACCTCTTATAAGCCTTCTCAAGCTCTCTCAACGGT
+TCCATAAGGGTTTCAGGAACGTATTGACCTCCAAATTTACCGAACCACATTTTTAGCCCTCCTAACGAAC
+TCCCTAACTAACTCCTCATCCTTCTTACCGTTCCTCTCCACTCCAGAAGACACGTCAACCCCGAAGGGTT
+TGACAAGCTTAATCACCATTTCAACGTTCTCAGGTTTTAATCCTCCTGCAACCACAACGGGAATCTCCTC
+AGCAACTATCCTAGTAACCCTTAAGTCGTGCATCTTACCGGAGCCTGCCCCTGTATCGAGTAGAATAAGG
+TCAGCTTCGTACTTCCTTATCTTTTTCAAGAGCATTTGAGCATCCCTTTCTGGGTTCTCACTTTCCTGGG
+GAACCCGGAAGGCTTTCATTATCTCAACTCCATACTCATCCTTTAAATAGGGGAGAAGGGAAGGTTCAAC
+ATCGGAGTGTATCTGAATGTACCTAGCTTCTGTCCTCTCTATCGCAACCTCCCAGTCTTCTCGGTTTTTC
+ATTGTGGATACCAGGAATACCGGGATTTTTGCCGAAGATATTATTTCCCTAGCGGCATCAAGGGGAACGT
+TCCTCTTCGATTTCGAGTTAACAACCACCCCGGTGGCATCAGCGTACTTTTCAACTATCTCAAGCTCTTC
+TAAGCTCTTAACGCCACAGACCTTCACGAACATTACCTGGTCATCTCCACGAAGTTTTTAATCATCTTAA
+CTCCTTCCCTGCTCTCCCATTCCGTTAAAACGCTCTCAGGATGGAATTGAACTCCTTCTATTGGCTTCTT
+CTTGTGTCTTATCCCCATTATGACGTTATCATCTAGGGATATCGCGGTCACCTTGAACCCCTTGGGAACC
+TCGACGACGGCTAAGGAATGATACCTCCCACCCATGAACGGATTCTTTATACCTCGGAATATTCCCTCGC
+CATCGTGTTTTATTGGACTGGCCTTACCATGTCTCGGCTTTACCCTTGCAACCTCTCCTCCAAATACAGT
+GGCTATTATCTGGTGACCAAGACAAACCCCTAATACCGGAACTTCGGCCTCGAGAACGATCTCTGGAGAA
+TTGCCAACTTCCCTCCTATCTCTCGGGTGACCTGGACCTGGTGAAATTATTATCCCATCTGGATCAAGTT
+TTTTGACCTCCTGGGATGTTATTGTGTTTGGAACAACCTTGACTTCATCGAATAGCGAAGCGTATTCCGC
+CAAGTTCCAGACGAAGGAATCCCTATTATTTACTATCAGTATCATTGAATCACCCCGAATGCCTTGAGAA
+CAGCCTTCATCTTATTCTCCGTTTCGTAAAATTCCTTCTCGGGGATTGAATCAGCTACAATGCCAGCCCC
+AGCCCTAACATGGGCTTTTCTACCCTCTATTTCTGCCATCCTTATCGCTATCGCAAAGTCGGCGTACCCT
+GTTATTGAGAAGTATCCTATGGCTCCACCGTAAACTCTCCTCCTGCTCTTCTCAAGCTCGTCTATTATTT
+CCATGGCCCTTATCTTGGGGGCTCCAGTTAGGGTTCCGGCTGGAAATGATGCTTCTATTGCATCGAACAT
+ATCTTTATCGTCAGCTAGCTCTCCTATAACCTCACTCTCAATATGCTGGACGTGGCTGTACTTTATTACA
+TCGAAAAATCTAACGAGCTTCACGCTTCCGGGCTTTGAAACCTTCCTTACGTCATTCCTAGCTAAATCCA
+CTAGCATAACATGTTCGGCCCTCTCCTTCTCGTCGCTTAGGAGTCTCCTTCTTATCTCCTCATCTTCCTC
+TGGAGTTTTCCCCCTTGGAGCGGTGCCAGCTATGGGATTTATCCTAACTGTCCTCCCCTCAACTGATCCC
+ATAGTTTCTGGTGATGCTCCAACTAATATCTTCTTGAATTCTAGGATGAAGGTGTAAGGAGATGGGTTTA
+TCGAGATGAGCTTTCGATATAGCTCCACTGGATCGACGTCACTCCTAAGCACGTACTCCCTTGAAAGCAC
+AACTTGGAATACATCTCCTGCAAAGATGTACTCTTTTCCCTTCTCAACCATCTCCATGAACTCTTCCCTG
+TTGGCATCGGTCCTTATTATCTCGGCACCACCATTCTCGAACTTGAGTTCTTCTCTTTTCGCCCTTTCAA
+CTATCGTCTCTGGATCAAAGGATGGATCCCTTAAGTAGTAAAAGCGTAATTCTCCCTTCCCGTGATTGTA
+AATAAAAACCCATGGATAGTACCCGAAAACTGATGGTTCCTCTATGCTCCCCTCGATATAATTGTGAACT
+GCATCGTATGCTATGTACCCCATGAATCCTCCAAGAAATCCACTTCCACTTGCGGAGTCCATGTTGAAGG
+ATTTTAAAGATAGAAAGGGATTCGTTTCATTTGATACTTTCTTACCGTCGAGGAATGTTCCCTTTCCAGA
+TATCTCAACGGTAAATTCTGGTGATGCTGAGATGTAGGTTAGCTTAGCCTCTTTACTATCTTTCCCTATT
+ATCGTGAATATAAAGGGGTTTTCGAATTCTCTTATTACGCTGTACAGCTTTATCGGTTCAACGCGCTCTA
+GCTTCTTGACGTGCATATTATCTCCTCCAGTTTCTTGGACATGGGTTCTCCCAATATGCCCTTCACTAGC
+TCAACTCCCTCCCTGAAATCTTCAGCTACCTTGGATGCGTACAGCGCTGCCGAAGCGTTTATTAGGATGA
+AGTTTCTGTCTTCAACTTTCCCTTCTCCCCTCAGAACAGCTTTTATCCTCTCGGCGCTCTCCTGGGGAGA
+GTTGCATGGAACTACCTTAACCCTTTCAACCCCGAAGTCCTCTGGGGTTAGCGTATACATATCAATATCC
+TCTCCGTTAACCTCAGCTACGATTGTTTCTCCTCTCGGGTTCACTTCGTCTAGCCCCATTCCGTGAACAA
+CTAGAGCCCTTTCAACTCCAAGGAAGCTTAGAGCTTCTGCCATCTTTTCTACAAGATCTGGTGAGTTGAC
+GCCTAAAACTTGGAACTTTGGTTCCGCTGGATTGGCCAGGGGGCCCAGGATGTTGAATACCGTTTTCACT
+TTCAATTCCCTTCTAACGGGCATTATCCTCTTCAGTGCTGGATGGTACATTGGCGCGAAAATGAATGTGA
+AGTTAGTCTTCTCTATCATCTTCCTCGCCTTCTCTGGGGGTATCTTTATGTTCAAACCTAGCGCTTCAAG
+GACGTTTGCCGAACCGCTTTTCGACGTTATGGAAACGTTTCCATGCTTTGCGACTTTTGTGAAGGCTGAG
+AGAATTAAGGCTGATGCCGTGCTAACGTTTATTGATGAACTGCCATCCCCTCCGGTTCCAGCTGTATCTG
+CAACTTCTCCAAGCTCTAATTTTATCGCGTAATCTCTCATGGCCTTCGCTAACCCAGCTATCTCCTCAGC
+CGTGTATCCTTTGGTTTGAAATGCCGCCAAATAGGCTGCGATCCTTACATCGCTCTCGTTCATTAGCTCC
+TTGAATAAGTTATATGCTTCTTCAAAACTCAAATTTTCTCGATTTATTATCTTCTCTAGCATATTTTAGC
+CTCCACAAAACTTTTCAGAAGTTTTTCAGGATCTTCAGTTTTCATAAGGGCTGTCCCAATAAGGGCCGCA
+TCTGCATATTTCAGTGCTACTTTCAAATCTTCTAAGGTTGTTATCCCACTTTCGCTGACCTTTACAAATT
+TATCTGGGATTAGGGGGGCTAGCTTGGCTGTTAATGATACGTTTCCGTCGTCTAGCTCAAGCTTTCCTAT
+ATCCCTGTTATTTATCCCAATCATGGTAGAATTAGTTTGAATCGCTATTTTTAGTTCTTCTAAAGTGTGA
+ACTTCGACTAGGGTATCGAGTCCATGTTCCCTTGCATGATCAACGAATTCTGGGAGCTTATCCTTTAAGA
+GTCTCGTTATGAGTAGAACAGCCGATCCTCCAGCTTCGGCTGTTTTCTCTATTTCCTCTTTGGTAGTGAT
+AAAGTCTTTCCTAAGAACTGGTAGCTCAGTTTCCTTGCAGAGCCTTTTGAAGAAATCGAAGTTTCCCCTG
+AAATATTTGGGGTCTGTTATATAAGATATTCCGACAGCCCCTGCTCTCTCGTATCTCCTGAGAATCTCAA
+GGGGATCCCTACCTCTTAGGAGATCCCCATACTTCGGAGAATAGACCTTAAGCTCAGCTATTATCGGATT
+CTTAGTGCACCTCTTTATTCTCCTGCTCAGTCCAAAAATCACCACCCATTTAAGCCCACCAAGAAGCTAA
+AAATCTAACTTCAAATTTAAGAGTTTGGACCGGTATATCTGGCCACCTTACTCGAGTATCCCTTCAAGTT
+CCAATTTTTTCTTCTGTCTAAGGAATATAACTGGAACCCCAGCTTCCCTGAGCCTCTTCCTCAATTTCCT
+ATCGTTCGTGCATATTATCACGTTGTCGTTTGCTATGGCGTATTCGTAAAGCAATTCATCGGTAGGTTTC
+GATAGGAATTCCCCAACGTATATCTTTGGAAACCTCTCGGCTATCTTCAAGGCTATCTTTGCGGCCATTA
+GATCTTTCCCCTTTACCTTTCCCTCCCTTATTATCGTCTTAATCTCTTCGAGGACGACGTTTGGAATGGC
+AACCTGATACTTAACGTCGAGAATCCTCTCAAACTCCGAAATTATATCGACACCAAACTGTCCTGGGATG
+AAAAGGAAGTTAGTGTCTGGAACCACGAGCCAAACCTTGCCCTTCATGATAAAAGAGAGTGAGGGAGGGA
+ATAAAAAGGTTCTCAAATCTCTTCGAGCTTCATATCCTCAAGCTCGTACTCCCCATAAACTTCCACTTCT
+TCCCCTGTTTCGGGGTCCTTAGAGTAGAATCTCCCCTCGATGTAAAGTGGGATTGGTATCTTGGGTGAGA
+ACCTTCCTTTTCCGCTTAAATCTATGTTCTCTGGCCCTCCAGAGTAGTTCCATTCAGCGTTTACAACTCT
+AAAGGTCATTCCAGAGAGTTCAACGTTTCCATCTGGATTCGTCTTCCACTTCCAGGAATGCAATCCATCG
+CTCCAGCTTCCATGTTGGGGAACCAGCACGTTCTTATCGCTCCATGCACTCCATAGCGCTAAGTTTATCA
+TAGCTGCCCATCCCATGTAGAGGTTGTTCAGATCATCGCTTACCTCTTCCATGAAGTCCCCGTTTCCATT
+AACATATGGAAACAGTCCGCTTTTGTATGGCGTTGGATTAGTTATCGTCAGTTTCTCCCCCATGTACTCG
+AACTCCAGTCCAGAGAAGTCTCCAGAACTCCCCATGGGCGAGAAAAATCCTAACCATCCAACGTCCCAGG
+GATAGAGAAACATCTCGTTAGACTCCTTGGGTAGCCAGAACCTGAATATTAGCTTGTCCTCCATGTTCAT
+TGCTTTTATTGGGGTTATCACGGTTAAGTATTCGTAAACTTCCTGCTCCCCTAGGTCGACCTTTCCTCCA
+CTTAGAGACATCCCGTATATGTGAACCTTCACCTTTCTGACACTCTTCTCTATTTTGTACTCGTAAGTTT
+CAGAATCTGGCGAGGGCTGGACCTTGTAGTTCACTTGGTACCCAACAATCTTGTACTCCTTTCCATTAAC
+TTCAATTGGTTCATTGTTCCAGGGGCTCCAATAGGCTTCCTCTACTTCCGTTTGAGTTTGCGTTCCCGTT
+GATGTTTGGGTTTCAGTTTGAGTTTGGGTTTGCGTCGTCGATTGATCTAAAGGTGTTGTAGTTGTAGTTG
+AATGTTGATTTCCCTGAGGTTGGCTTTGGGTTGGAGTTGGTGTAGATGTATAACCCTGTTCCTCTGGAGT
+TGTCGTTTCAGTTGGAACTTCAGTTGGAGAGCCTCCAATACAACCTGATATGGCAACTCCTAGGAGAAGG
+AGTGCCAAACTAAACCCGATGAATTTTTTCATGTGTGTTTTCCTCCATCGTTTCCGCAAGAATGCGGAAA
+TTATAAAGAATCTAGAAAAGGAGAAGTATATAAAGGTTTTGAAATTACTCCTTGATTATTCCGTATCCTA
+TGAGCCTCCACCTTGAGCCTATCTGCCTGCTTATTGCAACCCTATCTCCTGGTTCAGCACAGACCGGAAT
+TTGTAGCTTTACCTCGATCTCGTCCTTTCCTAGACCTGTCACCAAGCCCATGGTTCTCGCAGTTCCGACG
+TTCAAGAGTAGGACTTCTTTCCTCTTTATGGGTTCGACTTTAAGTTCCTGCTCCGTTCCAACGACCCTCT
+CAAGTAAGTGAACCTCTAATCTAAGGCTGTCCCATACTGGTGGTAACTTTCCAGGCTTTCCAACGACGTT
+TCCAGCCATTAAGTCTCCCTTGGTTAGATACGGATCTAACTTAGTTCCAACTCCGACGAGTCCTCCTGGG
+TAGGCTTCCTCAACGAACTGCCCTCCAGCTTGGAGCGACACTATCTCGGTCGTTATCGGCTCGTACTTGA
+TCCTTCCATGCTCCTCATAAGGAACGCCCGGCCTTATCTCAATCTCGTCCCCAACTTTGAGCTTCCCTTG
+AACTATTGAGCCACCTAAAACGCCACCTACTAGCTTTTCCGGTGGGGTTCCTGGTTTATTGACGTCAAAG
+CTTCTAAGAACGAGCATCTTTGGTGGCTTGTTCGGATCCCTCTTTGGCGTTGGGATGAAGTCCTCTATGG
+CCTTGACTAGGACGTCTATGTTGGCCCCATGCAAAGCTGAGATTGGAATTATTGGAGCGTTCTCAGCAAC
+CGTCCCCTCTATAAACTCCTTTATCTGCCTGTAATTCTCGAGGGCCTTCTCCTTGTCAACGAGCTCTATC
+TTGTTCTGGGCTATAATTATGTTCTTCTGACCTATAATCTGGAGGGCCATTAAGTGCTCTCTCGTCTGGG
+GCCTTGGACAGGGCTCGTTTGCCGCTATGACTAGAATCGCACCATCCATAAGGGAGGCTCCGGCGAGCAT
+CGTGGTCATCAAGGCCTCGTGCCCAGGAGCATCTATGAACGAAACCCTCCTCACGAATTCCGTCTCATGA
+CCGCAGTAGGGACACACTGGGGAAGTTGAATACCTACCGCAGTTTGGACATCTCCTTATCTCGGCATCCG
+CAAATCCTATCTTTATCGTGATACCCCTCCTCAGCTCTTCGCTGTGGGTATCAGTCCACACTCCAGTTAA
+TGCTTTGGTCAACGTCGTTTTACCGTGGTCAACGTGACCAACCATACCTATATTTACCTCTGCCTGCCTT
+GATTTTCTCTTCTCTCCCATGGCTCTCGCCTCCAGAAGTGTTTGCTAAGTTGTAGTTTAAAGGGTTTATT
+GTTTAAAAAAGAAGAAGAATTAGTGCTTTATGAACCTTCCATTAACCCCGGTTCCCTGGGGGTCAACGTC
+GTCCCTCATTATCAAGACAACTCTACTCGGCTCGTATTCATCTTCTATGTGATATCCTGGGAGGTGCTTA
+ACTAGGGCTTCAGCGAACTCCCTTATGTCTTGATGGCTTGGCATGTTGTTAATCGTTAATCTGTTCCTTG
+AGTAACCTACGAACATGTAGGCCTTAGCCTCGACGAACATCGGTCTGGCCTTTAGTATTAGCTTCGCGTA
+CTTTTCTGGACTGTGCATGTTCTCCCCCTTAACCAGGGTTAGCCTGACGACTGTTCTAGTAGGTAAGTCC
+CTCATCAATTCGAGGAACCTCATTATCCTCTCCCAGCCGTCCGGAATCATTGGTATGTTAACTGAGTTGT
+AGGTCTCTATGTCGGGAGCAGTTATCGAGACGTAGAGCTGGGTCGGTAGCTTGTCCTCCTTTATCATCTC
+TTCCAGCCTTTCTGGAACTGTTCCGTTGGTAACTATGAAGGTTGTGAATCCCCTCTTGTGGAACTCCTCA
+ACCAAGTCCCCCATGTATGGATAAAGCATTGGCTCTCCAGATAGGCTTATTGCCGCGTGCTTCGGTTCCC
+AGGCTTCCTCGAACTTCTTCTTGTCAACCTTTGGATTTCCTTTGTACCCTATTAGGAGCTTTCTCTGAGC
+CTTTATGCTCTCCTCCACTATGAACTCTGGGTCATCCCAAGGCTGAGGTAGCTCAGTTCCCAGGAATGTC
+TCCATTGGTCTCCAGCAGAATATACAATTGTGAGTGCACCAAGCTAGGACTGGAGTCATCTGAAGGCACC
+TATGAGAGTGTATTCCATAGAACTTCTGCTTGTAGCAGAATCTCCCCTCCGTTAGGCTCTTCTTTAACCA
+GTGACACAGCTTAACCCCGCTGTGCCTTCCCACTATCTCGTAGTGTTGCTTCCTAAACAGGTTCGCAACT
+TCCTCGGGCATGTTGGGGTTAGCTTGAACGGTAATCTTTCCGGGCTTTATCGTTATCATCTCCCTCACCC
+CAAATTTCGGCTCGCCTAACTCAATTCATCTTCACAACTTTTAAAGTTAATCGAGAGAACTTGAAGCTTC
+TTTCATAAAATGGCTTAAATATTTCAGGGCATATTTGTTCATGGTGATTGCCATGAGGGTTCTAATCCTC
+AGCGCTGACCAGTTCGAGGATGTAGAGCTCATTTATCCCTACCACAGGCTCAAGGAGGAAGGTCACGAAG
+TTCTAGTTGCCAGCTTCAAGAGAGGGGTAATAACTGGAAAGCACGGATATACGGTGAACGTTGACCTAGC
+CTTCGAAGAGGTTAATCCAGATGAGTTCGATGCACTAGTTCTCCCTGGTGGAAGGGCCCCAGAGAGGGTT
+AGGCTCAACGAGAAGGCCGTCGAAATAGCTAAGAAGATGTTCAGTGAAGGAAAGCCAGTTGCGAGCATAT
+GCCATGGGCCCCAGATTCTGATTTCGGCTGGAGTGCTCAGGGGGAGAAGGGGAACTAGTTACCCAGGAAT
+AAAGGATGACATGATAAACGCTGGAGTTGATTGGGTGGATGCCGAGGTAGTGGTCGACGGCAACTGGGTG
+AGCTCGAGGGTTCCTGGGGACCTGTATGCGTGGATGAGGGAATTCGTGAAATTACTTAAATGATTAGCTT
+TTTCCACAAATTTTATATTATTTTCACTTAACTATTTCTGGTGTATAAGTTATGAGGAAAGGGGGATTAC
+TTGGCCTCGCACTATTCTTAGTGGTATTAGTTATAGTAGGATTAATAGCATTGACTTTCATTGGTTTAGG
+ATTGTTAGGAATATTCGGCTTTGGACATGAGAAGTGGTTTAGCTTATCTAACTGCCATTGCGAGTGCTCC
+ACTATGGAGGCTGGGGAAGTTAGAGAGATTGGCACATATAATGGAAGCAAGGTTCACATCTCTAACCTTG
+TAGGTAGATTAGTCGTCGAAGAGGGAAACTCTCCGCTAGTCATCTACAGTAACTTACCAATAAACGTCTC
+TCAGGTTGGAGATGAAGTTTTGATAACGTGCAATGAGTGTAATAAGTACAAGGATGGAAAGATAATAGTG
+AAAGGTAACCTGAGCGAGCTTGAAATTGGCGATGTTTTAGGGAAAGTTGAGGTTGAGGTTCCGCTAAGGA
+TCCTTAAAGTAGGTGACATCATGGGAGAACTAGAGGTTCATGCTCCAGTTGGAGTATTCGAAAGTGGGGA
+CATCATGGGGAGAGTAAGCGTTAAAGCGCTAAAGCTCGTAGACGTTGAGGACGTTCTTGGAGAGCTCAAG
+GTAATGGTTCCTGAAGGTTATGGAGTTAACTTGAAAGTTGACGATATTATGGGCAAAATAAAAAATGAAG
+CTAAGGGAGAAAAGAAAGTTAAAGTTAATTTGGAGGACGTCATGGGGAGGGTGGAGATAATAAATGGCTA
+GGAAGGAAAACATAGTTAGGGCCTTTATCCTGGGCCCCTTGATAGAAGTAACGGTTCCAAAACCCGGAAA
+CGTGTCTAGGGCTAGGGACTTCGAAGACTTAACTATATACCACTTTCTCTTTGCAAATACTTCCCTAATT
+TCCCCATATCTAAAGGCCGTTGAGAGGGGTATCCTCCTGAAGAGGGGTAAGATTAAGGAGGATGAAGTTG
+GCATTGGGAAACTCATGAGGGAAGCAGTATCTTGGGCTAAGAAATACCAGGATGCCAATCCAAATTTTGG
+AATAATAGCGCTAAGCGTTCCCCTTTTGATAGCATTAGGCGAAGGTTATGACGTTCACTCCTGCGGTAGA
+AGGGCAATGGAATTAATTACAAACTCTACGCCCTTCGATTCAGTAGAGCTCTATAAGGCAATAAGGATTG
+CCAATCCAAAGGGTGTAAAGAGAGGAGTAAAGTATGATGTCTACGATGACTCTTCCTTTAATGAGCTAGT
+CAGGGACAACATTAACCTTGCGAAACTCGCTGAACTTAGCTGTGCCAGGGAATTAATATTCTGCGAGTGG
+ATAAACGGCTACTCTAAGGTTTATGAGGCATTATCTTTACTAGAGCGCGAGCTTTCCAGCCTTAGTTTGG
+AGGATTCCGTTGTTAGGGTGTTCCTCTATATGTTGGCCAAGTACAGGGATACTTTAATAGAGAGAAAGGC
+TGGCGTTGAGGAGGCTGAACTCGTTAGACAAAAGGCCAACCTAGTCTTGGCGGGAAAGATGAGTTTAGAT
+GAGTTTCATAAGTTTATGAGGGAGAAAGGGGATCTAAGAAACCCAGGTAGTATAGCGGATATATTGGCCG
+TTTCACTATCGCTTCTCCTTCTAAAGGATTACAGGTTGATTGGAACGAGGTTAGTCATGTCATCTATATA
+AATAATAGCCAACTCACCCAGTTAAGCCCTAATCTAGGTAACGCCTTTACTCGATTAAAGCTTGCTTGTA
+AACGCTCTCTAGCTTAAGCGTTCCAATATAATCCTATTATACATAATTCATTAGGTTTGCATTGGGCCAT
+ATCTCGGTTGGAGGCACAAGAAATCCGAAAAGTTTATATACTTTCTCAGCTCATTTTGGAATGAAAAAAC
+TAGTTGGAGGTGTGGATGATGGCTGAGTTGCCAATTGCACCGGTTGACAGGCTTATAAGGAAGGCGGGTG
+CACAGAGAGTTAGCGAGAAGGCAGCAAAGCTTCTCGCTGAGCACTTAGAGGAGAAGGCTCTCGAGATCGC
+AAAGAAGGCAGTCGACCTCGCAAAGCACGCCGGAAGAAAGACCGTTAAGGTCGAGGACATAAAGCTTGCA
+ATTAGGAGCTGACTTTTTCTCTCTAGTATTATTTTTAAACCGTTACCCGATACTATTCTCGTGTCCGTTG
+AAGTTGCAGTCAGAATAACTAGGAGAAATCACAACGCGTTCGTGCACCTTCTAGCTGCCCTTGAGAGTCA
+AGGCTATGATCTATCTAACGTTCTCGTGACCAAGGATATTAATGAGATAATAAAGGCCAGGCCGAGTGTT
+ATTCTTTACTCCTTCTATTCCCAGGAGGTTGACGGGGTAAAGAGAGAAGTCGAGATCCTAAAGAGTAAGG
+TCAAGGCGGTTTTCGTCGCTGGAGGATACCATGCGATAGCAATGCCGAAACATACCCTTAGGGTTCTCGG
+CTTTGATATAGCTGTAATTGGTGAGGGAGAAGAGGCCCTTTACAATCTGCTTCTCAAGTTAAGGGGCAAT
+GGGTATAAAGTAACAAAAGACTTGACTGAAGTTAAAGGATTGGCGTTTTACCTCGGAGGGGACTTCGTCT
+TTACGGGGTTCGCGAAAGTTGAGGACTTCTGGAAGTTTCCACCCTATCCGGAGGGTCTGAAGTTAATATC
+CCCAATGGAGATAAGCAGGGGATGTCCCTTTGGATGCTACTACTGCCAAACGCCTTATGCAAAGGGCTTC
+AGGATGAGGCATAGGCCAATAGACCAGATAGTTAAGTACTCAAGAAGGATGAAGGATATGAGGTATATAA
+CACCAAATGCCTTTGCCTACGGTAGTCCTGGGGGAATATTAAAGATAGAAAAGGTGGAGGCCCTTCTTAG
+AGCACTTCAACCTTTAAGAAAGGAGGGTAGGAGGTTGTTCTATGGGACGTTTCCAAGCGAGGTTAGACCA
+GAGTTTGTAACCAGGGAGACCATTGAACTACTGGTAGATTATACCGATACGAGGAGACTTGCAATAGGTG
+CCCAAAGTGGAGATGATGCCATGCTTAAGGCAATGCATAGGGTTCATAAGGTTGAGCACGTTGTGAATGC
+AGTTGAACTTGCTTTGGAATACGGTCTAACTCCTGTGGTTGACTTCATAGTTGGGTTGCCAAACGAAACT
+CCCGAGAGTCAAAGGAAAAGCATCGAGCTGATGAAGTGGATAATGAGGAAGGGGGGCAAGGTTAGGGCCC
+ATTATTTCATGCCCCTTCCTGGGACTCCCTGGGCTAGGTGTAAGCCCTCTCCACTAAGCGAGGAAATGAA
+AAAATTCTTGGGTAGGATGGCCGCTGAGGGTAAAATAGAAGGCTCTTGGGGAGTTCAGATAAACATTTCT
+AGGAGGTTACAGAAGCTTATCGAGGAATTCTACGAGGAGCCAATGAGCTATCACGGAAATGTGAAAGTCA
+TCTGCTAATATTAATTTATAGGTTGAAGTTTATGGAATATGAGAGGTTGAAGAGGCAAGAGTTCCTATTA
+TCTAGTGTCATCTTTATTGGGTACAGTCGATTGTTTGAGGGAATATCGTGAGAGAATATACAAGTTGGCA
+TAGCAGTAACTCTAGCAATAAGCATAATCCCAGGATTAATAATACTCCAGGAAGTTAAAAGGGATCATGC
+TCTAAGGGGTTTCCTCTTGGCGTCGTTGGTAGAGTTTATTTGGGCTCCTTTATTCAAAGTCCTAGATGTT
+CAATACTGGTGGCACTTTATGGTGGCTGGAATTTTAGGTTTGGCAACGGTTCTTTGGATAAGTGAGTATA
+ATTCCTTGACTCAGGCCGTTGCTTTTTAGGCCCTTTACTCTTATTTTCCCTAAAATGATGTCTACGATAT
+TTGAATTCAAATTCCTCTTGATACAAAAAAGATTTATAACCTCAAGGGTTTCTCATCAACACGACGGCAA
+AAATGTATGCCGAAAACTATAAAATATTTGAAGCTATCATAGACAAATTACGGGAATTTGATGGCGCAAT
+CATCGTAGAAGGCCCGCGAGATGAAATATCCCTTAGAAAATTGGGGGTCAGAGCGGAGATAATAAAGCTG
+TCACGATTACCCCTCGCTGAAGTTGCATTGATAGCATCTCAATATAAGGAAGTAATGATACTAACTGACC
+TCGACAGGAAGGGTGAAGAGCTTGCCAAGAAGCTTGCAATGTACCTGGAAGGTTATGGATGCAAGGTTGA
+CACTGAAACAAGGAGGAGCCTAAAGATGATAGCGAAAAAGGACATTAAAGGCATAGAAGACCTCTATAAC
+CTCTACCTTAGGGTGAGTCTCCGTTTCTGGCCCCCGGAGGAGGGAATTTGATGAAAAGAAAGAGGGCGAT
+AATTCAGCACATACTCTCCGAGAAGAGGAGAATTGAAAAAATAAAAGAGGGTGATAGCATGGCTGGGAAA
+GATGATTTTGGAACGACCAAGTACATAATCTATGCTGAATTTGAAGCTAACGGCGTCGTTGAGAGGCCCG
+ATGTTGTTGGTGCTATTTTTGGTCAAACCGAAGGTTTGCTTGGTGATGATTTAGATTTGAGGGAGCTCCA
+AAAGACAGGAAGGATTGGGAGGATAAAGGTTGAGGTTCACACGAAGGCTGGAAAGAGTTACGGAACAATT
+TTAGTTCCCTCGAGCCTTGATAGGGTTGAAACCGCGATAATAGCTGCAGCCCTTGAAACAATAGACAGGG
+TAGGGCCTTGTGAGGCAAAGATAAGGGTCGTTAAGATAGAGGATGTAAGGGCGAGCAAGAGGAAGTACAT
+AATAGAGAGGGCCAAGGAAATACTTGAAACCCTAATAGAGGAAGAGATCCCAGAGACCCAGGAACTGGTT
+GAAGAAGTTAGAAAAGCAGTAAGGGAGATGGAGCTGATAGAATATGGACCCGAGAAACTTCCAGCTGGGC
+CACACGTTCCATTCTCTGATTCAATAATAGTCGTCGAAGGAAGGGCCGACGTGCTTAATCTCCTAAGGCA
+TGGAATAAAGAACGCTATCGCAGTAGAAGGAACGTCGATTCCAGAGACGATAATAAAGCTAAGTAAGGAA
+AGAATAGTCACAGCCTTCACAGACGGTGACAGGGGAGGAGAACTTATACTAAAGGAGCTCCTCCAAGTTG
+CCGACATAGATTACGTTGCTAGAGCTCCGGAAGGTAAAGAGGTTGAAGAGCTAACCAAGAAGGAGATAAT
+AAAGGCTCTAAGGAGCAAGGTTCCAGCTGAAGAAGTTTACAATGAACTATTCAACAAGGGCAAGAGCTTC
+TATGAGATAGTGAAAGAAAGAGAAGGTAAAGTGAAGGAAGAAAAGCCAGAAAAGGAAGTTCAGCAACCAA
+AACCCCAGGTTAAGGCCAATGAGAAGATAGTTAAGCCCTTGCCAGTTCCGAAGCAGGATTACAGGGGGTT
+CGAGGAGTTCGTTGAGAGGGTCAAGAATAGTCAGGATCCTATAGCACTGTTGTTAGATGAAAATAAGAAT
+GTGATAGCTGAGGTTCACACGAGGGATTTGCTAAGCGCAATAGATGAAAACGACGGGGTTTATGCTGTCA
+TATTTAACGGAATAATAACCCAGAGGTTGATAGATGTAGTTAGCGAGAAGGGAGTTAGGTACCTAATAGG
+CGCCAAAAAGGCAAACGTCGTTAGGAGGCCGGTTACTCTCAAGGTAATAACCTTCGCCGAGTGATCCCCA
+TTCTCTTCTTTTATAACCATAACATTTAATATTCCCGCCCTTGTAAATTATTTGGGATTCGACTATGCAA
+GCCGTACTGCTGGCGGGTGGCATGGGAACTAGATTGCTCCCACTCACGATTTACAGGCCAAAGCCAATGA
+TACCCTTCTTCAATAAGCCTCTGATGGAGTACATGGTGAACAACCTAGTGGAGGTTGGAGTTGACGAGAT
+AATAGTGCTCGTCGGCTATTTAAAGGAGAAGATAATTGAACACTTCGGAGATGGAAAGGAGTTTGGAGTT
+GAGATAAAGTATTCAAATGGGGAGAACGTGAAATTTGGTACCGCTGGGGCATTGAAGAGGGCTGAGAAGT
+TCATCGAAGGAACATTCATAGTAGCATCTAGCGACGTCTTGACTAACCTAGATTTCAAGTCCCTTCTCGA
+GTTTCACGCAAAGAAGGGTGGCATAGCCACGATGGCACTAACGAAGGTTGAAGATCCAAGTCCCTATGGG
+GTTGCTGTCCTGGATGATGAAGGGAAGATCCTGTACTTCAAGGAGAAGCCCAGGAGGGAAGAGGCCCCGA
+GCAATTTAGTCAACGCTGGAATATACGTTTTTGAGCCTGAAATCCTCGACTTAATTCCTAAGGGAAAACC
+CTTTGACTTCTCCCTAAACTTATTCCCAAAGATGCTTGAGGAGGGAATTCCAATATATGGCTTTCCCTTT
+GACGAGTACTGGAACGACGTTGGAAGGCCCTCTACCTATCTTCAAGCAACTGAGGATGTCTTCCTGGGGA
+AGCTTAAGCTACCCCAGATAAGCGTGGGTAGGCTTAAGGGAAACGTCGAGAGGGGAGGTAGCCTGTTCAC
+CGGTAGTAGGTGTATACTCAGAAACCCAAAGGTCTCGGGATTCGCCGTCCTTGGAGACAACGTTGAAATA
+GGAAGGGACGTTAAAATAGAGAGATCCGTTATCTTCTCTAACGTCACGATTGAGGATGGGGCCGAGATAA
+GGGAAGCTATAATAGGGGAGAACGTTTACATTGGGAAAGGCGTTACCATAGAACCTGGAAGCGTTATAGG
+GGATAACTCAATAATTGAGGAGCACAGCAGGATTGGCGCTAACGTTAAGATTTGGGCCGATTCAAGGGTT
+GGGAGGGAAAGCATTATACTTCCAGATTGAAGGAGGTGTTATGATGAGGTTGTACAGCTCAGAGAAGTTC
+AACCCCGAGGAACTCGCGCTCCTTGGGAGGGGAATAGGAACGGTTGCTCAGGGAACGATAGTCGTAGGAA
+GGGATGGAAGGGCAATATCGAGGTACGGAAAGAGGGCCCTAGTTGTGGGAATAGTTAGCACTGGCTCCAC
+GATAATGGACGTAAGGTTGATTCCGCTGATAGCCCTTAGGGACTTCGCAAAGAAGAAGAACTATCCGTTC
+GCGTACGTTTACTATTACAACGGTGTTAACGTGGAGATAAATGGAATCGATGCCGAGGAGGTTAAAACGA
+TAGTCGAGAAGAGGACCTTCGTCGAGGCATCTCCAAACGACATCGGTGCAACGGTTTATTATCCAAACGC
+TCTAGATGACATTGTTCATGAGATACTGAGGCACTACGACTTCAACCTCGGGACAAAGGTTCTAGTTGAC
+TGCATGAACACGCCCGCAGTTCTCCTCTTCCCCAGGATGAGCGAGAAGTTCGGAATGGAAGTTGACATGA
+TAAATGACATGATGACGAGCTACCTACCACCGAAACCAAAGGAAATATTCTTGCAGAAACTCCAGAAGGG
+AGACTACGACTTTGGGTTGAGATTTAGACCTGATGGAATAGTGGAGTTCCATAGGGACGAGGATGTTAAG
+GAGTTCGACAGCCTATGGAACCTAATGGATTTCCTTAGCTCCCTATAGCTTGGTGATCCTATGAGGGGCT
+ACTTCGTGGTGCTCGAGGGTATAGATGGGTCAGGCAAGACTACGCAAGCCAAGCTATTAGCTGAGTGGTT
+CGAGGAACAGGGATGGGATGTATTGCTGACGAAGGAACCTACGGATACGGAGTTTGGGAGGCTGATAAGA
+GAGCTGGTGTTAAAGAACAGCATAATAGATGGCTCTAGAATTAGTTACGAGGCCGAAGCCTTGTTATTCG
+CTGCTGATAGGGCTGAGCACGTTAAGAAAGTTATCCTTCCGGCCCTCGAGAAAGGTAAAGTCGTGATATG
+CGATCGCTACCTCTACTCTTCCCTCGCCTATCAATGGGCCAGGGGATTAAGCCTCGAGTGGCTCATGCAG
+ATAAACTCATTCGCCCCGAGGCCGGACTTGGCGATCCTCCTAGATCTTCCGGTTAAGGAGAGTATAAGGA
+GAACCAAGGCAAGGGGAAATATGAGCGAGTTCGATAAGCTTCTCGAGTTGCAAAGGAAGGTTAGGATGAA
+CTACCTAAAGCTCGCCGAGATGTTCAAGGAGATGAGGATAGTCAATGCGATGGCAAGCGTTGAGGAGGTT
+CATGAGGATATAGTTGCGTTGGTTAAGCATGAGCTCCTGGGTTTATAAGCAGTTTTCTGAATTTAACCTT
+GGAAAGGTGAAGCACCATGGTTCTAGATTCCCTGGGGAAGGCACTTAGCAATGCCCTCAAGAAGATAGCT
+AGGGCCGGTAGCGTTGACGAGGCTTTAGTTAAGGAGGTTGTTAGGGACATTCAGAGGGCGCTTATTCAAG
+CTGATGTAAATGTGAGGCTAGTCTTGAAGCTAACCAAGGAGATACAGAGGAGGGCCTTGGAGGAGAAACC
+TCCCGCCGGAATCTCGAAGAAGGAACACATAATAAAGATAGTGTACGAGGAACTCACAAAGTTCCTGGGA
+ACCGAGGCCAAGCCCATAGAGATCAAGGAGAAGCCCACAATTCTGCTGATGGTAGGCGTTCAGGGTAGCG
+GTAAGACAACGACGGTTGCTAAGCTAGCTAGACACTTCCAGAAGAGGGGTTACAAGGTGGGCGTAGTCTG
+CTCGGACACTTGGAGACCAGGGGCGTATCATCAGTTAAAGCAATTACTTGATCCCTACCACATAGAGGTC
+TTTGGCGATCCGAACGAGAAGGATGCGATTAAACTAGCTAAAGAAGGAGTTGAACACTTCAAGGCCAAGG
+GAGTTGACTTGATAATAGTTGATACCGCCGGAAGGCACAAGGAAGAGAAGGATCTAATAGAAGAGATGAG
+GATGATAAGCAACGAGATCAAGCCCCACGAGGTTATTCTAGTGATAGACGGAACTATAGGGCAACAAGCT
+TACAACCAAGCCTTGGCCTTTAAGGAAGCAACCCCAATAGGTTCAATAATAGTTACCAAGCTCGACAGCT
+CGGCCAAGGGAGGAGGGGCTTTATCTGCAGTAGCAGCTACTGGAGCCCCGATAAAGTTCATTGGAACAGG
+CGAGAAGATAGATGATTTAGAGCCATTTGACCCAGCGAGATTCGTTTCAAGGCTACTCGGACTTGGCGAC
+ATCCAGGGATTGCTCGAGAAGTTCAAGGAGCTTGAGAAGGAAGTGGAATTCACCGAGGAGGATCTGGAGA
+GGTTTCTTAAAGGGAAGTTCACGCTTAAAGACATGTACGCCCAGCTAGAGGCCATGAGGAAGATGGGGCC
+ACTCAAGCAGATCCTTAGAATGATCCCAGGATTAGGATACTCCCTTCCCGACGAGGTAATCTCGGTGGGC
+GAAGAGAGGCTGAGGAAGTTCAAAGTCATAATGGATTCTATGACGGAGGAAGAGCTCATGAACCCAGATA
+TAATAAACTACTCCAGGATAAAGAGGATCGCTAGGGGATCCGGAACCTCGGTTAAAGATGTTAAGGAGTT
+GTTAAATCAGTACAATCAAATGAAGAAGTTCTTCAAGAGCATGAATAAGAGGCAACTATTAAGGCTCGCA
+AGGAGGTTTGGAATGTGATGGATGTATTTATCTTGCTCGTTATAAGGCCTGGTCTCGAAAACGAGGTGTA
+CGAGAAGCTAAAGAACAGGCCCGAGGTCAAGGAGATATACAAGGTCTATGGGGACTACGACATAGTGTTA
+AGGTTATCCATAGATGGAATTAAAGCCCTAGACAAGTTCCACGATGAAGTCCTCAGGAAACTTCCTGGGA
+TAGAGCTGAGCGAGACCTTGATAGCAAGCTCTTACTGAGGTGATGGGGAGGTGGAGAAGGAGAGATTACT
+GGCAAAGATAAACCTCAAGACTGGAGAGCTTGAGGTTGTTGATGAAGATTTTAGGTTCAAATGCCTAGAT
+AACTGTGGGCTCTGTTGCATAGAGAATGACATTCCACTCAGGGAGGAGGACATCGAGAGGATAAAATCCC
+TGGGTTACGACGAGGACTACTTCGTGGACTTCACCAAGATGGTCTACAGGGGTCCAAAGTTCTTAGGCTA
+CGCTATGAAGAAGAGACCCTTCGACGATGCCTGCGTTTTCCTTGATCCCGAGACCAAGAGGTGCAGGATA
+TACGAGCACAGGCCTCTAGCTTGCAGGCTTTACCCCTTCGCCCTTGTTAAGCATAGGGATTACCTTGAGA
+TATACGTTAGGAACGTCAACTGTCCTGGAATAAATCATCCGGAAGGTGTGCCCATATAGGAGGTAATTTT
+TGAGTACTTTGGAGAAGTCTTGAAGGAGTTGGGGCTAGATGTTGGACGAATTAGACAAAAAGATAATAGG
+AATCCTAATGAAGGACTCGAGGATATCGTACAGGGAGATAGCAAAGGAACTTAACGTGGCGGTTGGGACG
+ATATACAACAGGATAAAGAAGCTTGAAGAATCGGGGGTAATCCAAGGGTTCACGTTGAAGCTGAACTACG
+AGAACATAGGTTACGACTTAACGGCAATTATGGGAATAAAAGCCCAGGGAAAGAAGATCAGGGAGATAGA
+GAGGATAATAGCGAAGGACAAGAGGGTAATGTGCGTCTACGACGTTACAGGTGAATACGACATAATAGTC
+ATAGCGAAGTTCAAGAACAGGGAGGATATGAACAGGTTCGTGAAGGGAGTTTTGAGCATAGATGGGGTAG
+AAAAAACTAACACCCACGTGGTTTTGGAAGTTGTAAAGGAAGACTTCAGGCTCGAGCCTTAGAGCTTGAC
+CAAAGCCTCGACGGGAATGTTGTATTCTTCTTGGAGTTTATCTATTATATTCCCAACGCTTATCAGGAAG
+AACATCCCTACAGGAACTGCATCAGCCTGCTCACAGAGCTCGATTAGGGCCCTCTGGGTTTCACCACTTC
+TAACAACATCATCAACTATCAAAACTCTCTCACCCTTCTTCAGAGCCCAGGCCGGAAGGTACAAAGTAGT
+TATGCTACCGGAAGCACTTGGAACGTAATTTACCTCGTAAAACTTGCTGACACCTACTTCCTTCTTCTTC
+TTTGCGTAAACGACATCAACGCCTAGCTCATTCGCTATCTGAACGGCCAAAGGTATTCCATCTGTTGCAG
+CAGTTAGGACCTTGCTTACGCCCGTTTTCATATACTTAAGTGCAACATGCTCGGCTATTAGGGCGAGCAA
+GTTAACATCGCTAAGCACGCTCATCGTGTCGAAGAAGCCGAACGAGTCGAACCGTAGTCTCTTCTTTACT
+TCCTCTTGAAGGTCGAGGTATTTGCCCAGTTGCTCTTCTAGTTCCTTGGCCCTCTCTACGCTGGGCAGCA
+CTTTTCCTTTCACGTACCTGTTTAAGACCGTTATTGGCAATCCAGTTATCTTCGATAGGTCTTCGTAGGT
+GTAGGTTTTCTTTAGTATCCTGAGCATCCTAATTACCTTGAGCTTCTGTTTGATTACCTCGTATTGATTC
+ATTCCTATTCCCCGACGGGTGTTGACAAAATTGTGTATAAATGAGTTTCGCTTGAGTGGTGAGTTTAAGG
+TTAGAGAAAATTTTAAATTTCTATACGCCTCGTGTTTAACGGGAGGGCCCGTGGTCTAGACTGGTTATGA
+CGCCGCCCTCACAAGGCGGAGGTCCGGGGTTCGAATCCCCGCGGGCCCACCAGATTTTGGTGATTTCGTT
+AAACTGTTCTCATTGACGAAAAATTATAAACCTCGATTCTCACTTAAACCTTGGATGATGACCGGTTTCG
+GGACTGAGCTATGATGACACCAGCTATCGCTGACTCCTCTTACTCTCGTTTTCAATTACTTGGATCACAT
+AATCTATGAACTTCCTGACCTCTTCTAGTTCTTCCTCGGGAATGTCCTTTATCTTCTTGTTCTTGCTCTT
+GTACGTTAATAATTTTAACAATGCCAATCTTCCTATCGCCGTTTTCGTGCTGATCTCACCTTCCTTCCAG
+TCGCGCCATATCGCGTTTGCTATCCCGTAAAACTCTGGAATGCTGTCTAGCCCAGGATCCCCAACGTCGA
+TAACTTCCTTTCCCAAATACTTGTACCTCTTCTCCTTTTCCTCCTTCGTGAACTCCTTTATTTTTCCTTT
+AATGTACTCGTGCACCATTTTTGACCACCTCACAACTATATCTCCTCTAAAATTTTATTAACATTTCGTT
+TCTAAAATTTTAGCTCAACCTTTATTAACTTCCCTTCGTTCGTGAAGAGTGGTGGGAGCATGGAAGTTGA
+AAGAATCGCGCTTAAGTATGCCTTGATAAACGCAATTGAACACGGGGGGAAGGCAAATCCCAAGGCAGTT
+ATAGGCAAGGTTCTCGGCGAGAATCCAGAGCTTAGATCCAAGGCGAGGGAGATAGTTCCCATAATAAACA
+AGGTCGTTGAGGAGGTTAACTCCCTATCATTGGACGAGCAAAAGGCAAAGCTCATGGAGATCTATCCCGA
+GTACTTCGAGAAGAAGGAGGAGAAAAAGGAGGAAAAGAAAGGCCTTCCACCCCTTCCAAAGGCCGAGAAA
+GGTAAGGTTGTCACGCGTTTTGCACCTAACCCTGATGGGGCCTTTCACCTAGGAAACGCGAGGGCGGCGA
+TACTAAGCTACGAGTACGCTAAGATGTACGGTGGTAAGTTCATACTTCGCTTTGATGACACCGATCCAAA
+GGTGAAGAGGCCAGAGCCTATATTCTACGAGATGATAATTGAGGACTTGGAGTGGCTCGGAATAAAGCCC
+GATGAGATAGTTTACGCCAGCGATAGGCTTGAGCTGTACTACAAGTACGCTGAAGAGCTCATAAAGATGG
+GCAAAGCCTACGTCTGCACTTGTAAACCAGAGAAGTTCAGGGAGCTTCGCGATAAGGGAATTCCGTGTCC
+TCATAGAGATGAGCCAGTAGAGGTTCAGCTTGAACGCTGGAGGAAAATGCTGAACGGCGAGTATAAAGAG
+GGGGAAGCTGTGGTTAGAATTAAGACCGACTTAAACCACCCGAATCCAGCTGTCAGGGACTGGCCAGCTT
+TGAGGATAGTTGATAATCCTAACCACCCTAGGGCCGGGAATAAGTACAGGGTCTGGCCGCTCTACAACTT
+TGCCTCCGCCATAGATGACCACGAGCTCGGCGTTACCCATATATTCAGGGGTCAGGAGCATGCCGAGAAC
+GAGACGAGGCAACGCTACATCTACGAGTACTTCGGCTGGGAGTACCCAGTTACCGTTCACCACGGGAGGC
+TCAGCATAGAGGGGGTAATACTCAGCAAGTCGAAGACGAGGAAGGGAATAGAGGAGGGCAAGTACCTCGG
+CTGGGACGATCCCAGGTTAGGGACTATAAGGGCCCTGAGGAGGAGGGGAATACTTCCAGAGGCCATAAAG
+GAATTAATAATAGAGGTTGGGCTGAAGAAGAGCGACGCAACGGTTAGCTGGGATAACTTGGCCGCGATAA
+ACAGGAAGCTTGTCGATCCGATAGCAAACAGGTACTTCTTCGTTGCCGATCCGGTGCCCATGGAAGTTGA
+AGGCGCTCCAGAGTTCATAGCTAAGATCCCTCTACACCCTGATCACCCTGAGAGGGGCACGAGGGAGCTG
+AGGTTTACTCCTGGAAAGCCGATATACGTTTCAAAGGATGACCTTGACTTGCTCAAGCCAGGTAGCTTTG
+TAAGGCTAAAAGACCTGTTCAACGTTGAGATAGTTGAAGTTGGAGAGAAAATAAAAGCTAAGTTCCACAG
+CTTCGAGTACGAAATCGCTAGGAAGAACAAGTGGAGGATGATCCACTGGGTTCCTGAAGGCAGGCCTTGT
+GAGGTCATAATTCCAGAAGGCGATGAGCTCATAGTGAGGAAGGGATTGCTGGAGAAGGACGCTAACGTTA
+AGGCTGGTGAGATAGTTCAGTTCGAGCGCTTCGGCTTCGTTAGGATAGATAAGATAGAGGGGGAGAAGGT
+TGTCGCAATTTACGCCCACAAGTGATCTCGCTAGGAAGGCCATCGATACGGTAAGGAAGGCCCTCCCCCT
+CTTCATCCCCGCTCCCCCTATAGTTCACAGGGATCCAGAGGGTTATCACATAGATGTTCCAATCCTCTAC
+ATGGATTTCGCCGTCGATAGGGTTCATTTCAATGCGGAAACAAACGCCCCTTTCCCAAAGGGATCCCCAG
+TCTCATCAAAGGTTCCTCCAAAGAGCGAGGAAGTGGTCGAGAGGATGAAGGCTATCCTTGAGGAATCCCG
+AGTTCTCGAGGCCTGCGAGTTCAGAAAGCCTGAGAGGGCTTGGGTAGTTCCGTGGCATGGGAGAGCTTCA
+TAATCATGCACGTGAAGGTTTCCTTCGAGGGTGAAAGAATAGTACCAGATTATCCACTGACGGAGGAGGT
+TAGGAGAAACGTCGTTAGATATTAGGAGGGAATGGTTCCTCTTTTCCCTTGTGATCCTTTATATAGTTTT
+AGCGTTATTTGACCCCTCGTACCCCAGGAAGAGCGTTCAGTTTGTGAACTGGGGTAGCCTCTTCCTTATA
+ACCTCCCTGATAATTGCATCCAAAGGTCTCGAGCTCTCCGGTGTTTTCACTTCTCTAGCGATAAGGTTGG
+CGAGGGGTTCCATGAGGGGAATATCCATAAGGCTAATTCTCTTGACGGCCTTCTCTTCGGCATTCATAAT
+GAACGATACAGCCGTACTCGTTTTCACTCCCTTGGTAGTGAGCTTGGGGAGGATTGCTGAAGTTAACGTT
+CCAAGGCTAGTTACCTTAGTTGCAATCTCAGCTAACATTGGGTCATCTTTAACCCCGATGGGAAACCCTC
+AGAACATAATCATTTGGAGGCACTACAATCTGGGAATCCTGGAGTTCATTAAGGGGATGCTCCCCTTTAC
+CCTTCTCTGGCTCTTAATTCTACTGGCCTTCGCTTGGCTGGAGAGGGGGGAGGTTAAGCTCTTGGAAGTT
+CCTGGGGTCGGGGTTAGGAAGGATTTATTTTTCGCTTCGGCGTTTCTCCTGGGCTTGGATTTATTCCTGG
+GTAAGCTGGATATGAGCCTATTCGCTCTGGTTTTTACGATAATCCTTTTCCTCGTCGTAGACAGGTACGT
+GCTCCTAAGCTTCGACATCGCTTTAATCCCGACATTCGCTTTAATATTCTCTAACTTCGCTGAGATCAGC
+GAGTTAGTTAAGCCAAAAATCGTTGGCTACAAATTAACTTTCCTGGTTTCCCTGTTTATGAGCCAGTTCA
+TAAGCAACGTCCCTGCAACGGCAATACTCATTCATTCAAATGTTCCCTGGCTTCCCCTTTCCCTCGGCGT
+TAACCTAGGTGGGAACGGGACAGTAATATCTTCCCTCGCAAACTTAATTGCCCTCAGAATATCTGGGGTA
+AAGTGGAGGGATTTCCATAGGTACTCGCTCCTCTACATCATGGTGGCCACTTTGGTTACCTTTGGTATTT
+TCCTACTCCTTCGTCATAGTCATTCAAGCACTTTGCTTTCCCTGGGAATCGTCAGTTCCTTCAGAACCTT
+TTTCGTTCCCTTTTCATTCTCCTTCTGGCTGATGTTCTAAGATGACTTTAATCCGTTGATTAACCCTCAA
+AAGGGAAATATAGCTCTTTAGGCGCTTCCATTCAAGCTTCTTGGCTTTCTCATAGTATACCTTAATACTC
+TCTAAATCATGCAAGAAGTCTTCTCCAAGCATTTTGAGGAGCTCTTCGCTCTTGACTTCATGCTTCGCCA
+TCAAACTAAATTTGAACTTCAAACTAAAAAGCCTTTCTGAAGGTTCCCTATTCAGAGAAGGATCTTCCTT
+ATCCTTCCCTCAACTTCAGAATTGGGCTTTATGATGACTTTAGTTGAATCTATGACATCTTTCCTAAATG
+GAACGTCGAGGATTAGGAATAGCTTGAATTCACAGTGTCCATAGATAAATGGCTTCCCGAGCTCGCTTAG
+CCTCCTTAATTTTGGAGCCCTAATGCTTGTAACTAGGATTAAAGTATCTTTAAGAGGCTCGTACTTAATC
+CACCAACCATTCCAGATATGCCTCCTTCAATTCTTAGCGTTGCACTAGCGAAGTCCCCTTCCCAGGAAAC
+CTCTAGCATACTCTTTTCAATGGAGATATCATAGGAGAGAACTATTGGTTCCCAAGAGATAGGCTTCTCC
+TTCAAGGAGAACCGTTTCATCCTTTGACATGACAATCTTGAACTCGCTAGGCTTTAGGGTTATTGATTCA
+GTCTCGAGTTCCTTCTCTTCCTCGAACTCTTTCGAAACGTGATAGTACCTTCCACCTTTGCTCGTGTACC
+TCCACTCTCCCTGCAACTTTATTTTTTCCTTTTAACTTTCCTAGCTCCTGGGAGCAGAATTCTATCTCTC
+TCAACCCTTATCGAGTTGAAAAACTCCTCAGCTTTCTTCCTACTTCTCCTCTCAACTATCGTAGCAAAAA
+CTATCCACAAACTTATTCCTAGGAGAATTAGGATTCCCACGATGTCCCTAACGTCCACCAACTTCACCCT
+CTACTGTATAGGCTCCTTCCCTTGGAGTCTATAGCTACTAGCAGGGGCAAATCTTTAGCCTCTAACTCCC
+AGACCGCATCAGCCATTCCAAGGTCTTCCCAGTAAACATTCTTAACCTTGAGATGCTTCGCCGCTAAACT
+CCCAGCTCCCCCAGGGAATGCCAAGTAAACAGCCTTACCCTTGAATTTCTCAGCGTTCATTCCTCCCTTT
+CCTATTATCCCCCTCACGCCTTTAGAGAAAAGGAAGTCCAGGTACTGGTTCATCCTTGCACTTGTCGTTG
+GCCCGGCTGAAACTATCTTACCGGCTTTAACGAGGGGTCCGCAGTGGTAGATTACGGAACCTTCAGGGTT
+GAAAGGGAATCCCTGGGATAGGAACCTTTTGTGGGCTAAATCCCTAGCAGTGTAAATCGTTCCTGAGAGG
+TAAACTACATCGCCAACTTTGAGCTTCAGAACATCCTCTGGGGAGAGGGGAGTTCTGAGTTTTACTGCCA
+TATCCTCACCCTCCCACCTTTAACCTCGAGGAAAACCCTTCTGTGGGCCCAGCATTGGATTGCCACTCCA
+GCTATGTAGCTTGCCGGATGCCTTGTTTCAACCTCAACTTTGACATCTAACGCCGTCGTCTTTCCTCCCA
+GGCCCATGGGCCCTATTCCCAGGGAATTTATCTCCTCCAGCAATTCCTCTTCAAACATTGCAAGCTTCTC
+ATTTTCGTTCCTTTCCCCTATTTTCCTAAGCAAAGCTTTCTTTGCCAGTATAAGGGCTTTCTCAGCTGGA
+CTTGCAATTCCTATTCCAACTATTATCGGTGGACACGGCTTCCCTCCACAGCTCTTAACGTGCTCTATGA
+CCTTCCTCTTCAATCCCTCTAGTCCTTCTCCTGGGGTTAGGGTAAATAAGGCCGTGCAGTTCTCACTTCC
+GCCACCTTTCATCAGTATCGATATCTTAGTCTCATCTCCAGGCTCGAAGTGAACTTCTGGAACGTTCCCA
+ACTACCTTTCCATCGATTACGCGAAGGGCGTTGGGCCTTAGAGGCACCCTCTCTGTGGCCATCCTTACGC
+CTTCAACTATCTCCTCGTATACCTCGTTTATCTCCCTGGTCTTAACGAAGAATATTGGCGTTCCCGTGTC
+TTGGCATACGGGTATTCCTTCCCTTTTCCCGATTTCTATGGCCTTTAGTATCATATTCAGGTTGAACTTT
+GCTACTTCGCTCTCTTCTCTTCTTAGGGCATCCTTTATTGCCTCGACGACATCGTCAGGAATCCTCGTCA
+CCGCCATCCTTATGGCCTCGACTATGTGCTCTCTCATGATTCCTCGGAGGGAAACTAACCTTTAAAAACT
+TCTTGGGCTTTCTCAATTACATGAGAGTTCTCCTGACTGGAGCTTCCGGTGGAATAGGTCAGGAACTAGC
+TAAAGAACTTATAAGAAGAGGCTACGAGGTTATAGGCGTTGGGAGGAACGAGAAAGCCTTAAAGGAGCTC
+GGGATTAAATACATAGTTGTAGATCTATCTACATATGAGGGCATTTCCAAGGTTAGGGAGAGCCTCAAAG
+GGGAAATAGATGTTTTGATAAATAACGCAGGCTTCGGCCTCGTTAAGCCCTTGCTGGAGCACTCCTGGGA
+AGAATTGGAAGGGATGTTCAAAGTTAACGCCATAGCTCCCGTGATATTAACTAAGGAGCTCCTCGACTTT
+ATTCCAGAGGGAGGGAAAGTCGTTTTCATTATCAGCGGTGCATCCCACGTTTATACCCTTGACTTGCCTG
+GATACGGGGCTTCCAAGGTTGCACTCCACTACATGGCCAAGGTGCTTGAGGAAGAGCTGAAGGAGAGGGG
+GATAAAGGTTCTTAGGGTTTACCCGAAGCAAGTGGCCACGGATTTCTGGAAGGGGGCCAAGCTGAGAGGG
+GCTCTATCTCCTGAGTACGTTGCCAGGAAGATAGTCAATGCAATTGAGAGCGACAAGCGAGAGCTTTTCA
+TACCCTGGTATTTAAAGCTCGCCAAGTTCTTCGAAATCAAATATAGGTTCAGTTTTGAAAAGGAATTTAA
+GCCTCAATGAGAATTTGAAGCGGTGAAGTAAATGCCTATTATCCCAGACCAAAAGACAATAGTTGATTCT
+GAGAGGAGGGCCAAGATAAAGGAGGTCGAGTTTTTGCGCGAAGCCAGGGAGCCGAGGAAATACTCGAGGT
+TGGATTTGATTATAGCAATTATTTTGGGAATTCTCGGCATAGGCTTTGTCATCTTCGTCTTGAGCCACTA
+CATTTAGGCTACGCTCCAGCTCTCGCTCGCTTCAATCTTTCAAGGAAAACTTCCAAGTCTTCTTTACTCC
+CTTTAATCTCGATCTTCCACAATGGTATTCTCCTTTTGGATTTTTCAAGAACTTTGATTTCCAAGTTCAA
+TCCATTTGCAATCCTTTCAATTTCTTCTGGTGGAACTGCAGTCTCTATAATCATGGATTAACCCTGGAAA
+GAAAAGGAAAGAAAACTATATAAAGGTGCAAGGCAATATCCCTCTAAGTTCGATGCATTGGGGTGAAAGG
+TATGGAGACTATAGAGGGAATAATAGTTGTTACGACTTCTGAAATCCCAGGGTATAGAATAGTTGAGGTC
+AAAGGGATTGCAAGGGGAGGGGTAGTTAGAGCCACTCACCTTGGAAGGGACATCATGGCCTTGCTGAGGA
+ACATAAAGGGAGGGGAAGTTAAGGAGTACACTGAGATGATGGCCGAGGCCAGGGAAGAAGCCCTAAGGAG
+GATGGCCCTACACGCTAAAGAACTAGGTGCCAACGCAGTCGTTAACATGAGGTTCGCGACCTCAAACCTT
+GGAGGTAGCATGGCCGAGATTTATGCCTATGGAACGGCTGTAGTTATTGAGAGGGAAGAAAAATGAACTC
+CGCACCCTTTATAATTTTAGGCGGAGCTTTAGCTTGGGTTTTCCTTTACTTTTTAAGGTTGAAGAAGTTC
+TATCCCGGTGAGTTCATACTTGGAATATTTGCCTTTGTCATTGCAATGGCCATTCAAAACATGATTCAAA
+GAACCCCCCTACTCTGGTTTAACCTTAGCTCAGCGAGCAAGCTTGCATTAGCTCTATGGTTTGGTTTTTC
+AGCTGGATTCGTTCAGGAAGGAATTAAGTACGTCTTCGTTAAGGGCATGAAGCCCTATAAAGGGGCCATC
+GTTGGGTTGGGCTTTGGAATAGCCGAAGTTATATTATTAGCTGTAGCCGTGACCATCGAGGGCCCATCCA
+ACGTCCCTTGGTTTTTGTTGGTTGCCGCACTCGTTGAGAGGTTCTCCGCCGTTTTATTTCATGTGGCAAG
+CACGTCTCTGCTTTCAAGCTCAAATAGCCTAGTCTTCCTGGGAGTTTTTGCGGTTCACGGTGTAGTTGAT
+TCCATAGCTTCATACTCCCTGCTAATCAACCTCGTAGAGAGTCCGAAGGTATTCTGGGTTGAAGCGATAG
+TCGGTGGGATAGCATTAGTTATGCTAAAGTTCGCATTGCCAAGGATTAAAATCGAGGAAGAGGAGGGACC
+TAAGTGGTGAATGAAGCGGTAAGAAAGCTCAGGAAAGAGATACGTTCTGGTCTTTATTCCTATCTTATCC
+TCTTGATTTTAAATGAAAATGAGAAGCTCCATGGATACGCGATAAGGAAGAGGCTTGAAGAACTAACAGA
+TGGAAAACTAGTTCCGAGCGAGGGAGCCCTTTATTCAATCCTGAAGATGCTAAAGAAGTACAAACTCGTG
+GAGGATTACTGGGCCGAAGTTGGGGGCAGGGTCAGGAGGTACTACCAAATCACAGAGCTTGGAAAGGAAG
+TTCTAGACGAAATCAAGGAGGAGATAAGGGAAATAAGGATCATACTTGAGAGGATCGAGAAAGGGTAAAT
+TTAAGCTTCTCAGCTCTCTCCTTTACTTGAAGCCTAAACTGGCAGGCTTTGCATATCTCTCCGCTAGTTG
+GCTGTCCGCATATCTTACAGCGGTTGAGCTTTACCTCCTTAGCATATGTTTTGGCTAAGAGTGGGAATAT
+CTTGTCGTAGCTCCTTAACAGTTGATACTTAGTCCCAGGATGTCTCTCCTCCATCTCGTTCAACCAATCC
+CTAATCTCGGCTCTAAAAGCTTCAACAGCATAGGGACACTCGCTCAGATCAACCTCGATGTTGTTTAAAA
+CTGCATAAAGGACTATCTCCTTCTCCGGGACTTCCCTTAGTGGCTTTATCCTTGGGACTAGACCCTCGTG
+AATAACCTCGTAGTAAGGTCCCGTCCTTCCTAACCTAGCGACGTCTCCTCTCATGAGGTTCATGAGGAAA
+ACCTGAACTTCATCATCCAAGTTCAAGCCGAGGGCTAATTTATCAACCTTTAATTCCTCGGCGGCCTTGT
+TAAGTAGCCATCTCCTCCAAACGCCGCAGTACGAGCAGGCTCCGAGTCTTTCCCCCCTAGCCCCCATTAT
+CTCTACTGTCTCATCGAGGGTGAACCCTATGTAGTCCTTGAATCTATATATATGATGCTCAACTCCCAAG
+AGCTCTGCATTCCTCTTGGCAACTTCGACGCTTTTGTCCCTGTAACCTTTAATTCCCTCGTCTATGGTTA
+TCGCAACTATCTCAAATGGGAACCTCTTCCTCAGCTTAGCTAGAAGATGAAGAAGAACGACGCTGTCTTT
+TCCTCCGCTAACAGCAACCCCAATCCTCTCTCCTTTTTTTATCATCCTGTACTTCCTTATCGTCCTCTTT
+ACCTTGGACTCGACCATCTCGTTGAAGTGCTTGTGGCAGTAGTATTTTCCCTCGTACTTGGCAAAATACA
+CGGCCTCTCTCCCACACTTAGAACACTTCATCTCCATCAACCTCTGAGAAAGGTCAGCCCATGCGAGTTT
+CCTCACCTTTCGGCCGAAATCTCCTTCATCATCCCATCCTTCAGAGACCTAATCGTGATAAAAATGTTTT
+GGTCAAGCTTATAAGCTGGGCTCTTAACATAGGTAAATGTGATCCCGATATTAACCTTCCTCCTGATAGT
+CCTGATATCGGCGATAATAGTTAGAATAGGAGCCGTTGCCCTAGAAATGACTGGGTTATCTAAGGATGTT
+GCCGCTTTCCAGGCTCAATCAGCATTCTCTGGGGTTGGCTTCACTACTAGTGAAAGCGAGTACGTTGTCT
+CTCATCCAGTTAGGAGGAAAATAATAAGGATTCTAATGCTACTTGGAAGCGCTGGAATAACTTCAGCTAT
+AGCCACGTTGGTTCTTAGCTTCGTTGGCACCACCAAGGAGGAAGCCAGCTCTAGGATAGTCGTCCTCTTA
+ATCGGTATAATATCCCTTTACATCTTCTTCAGGTCGAAGTTCATCGAGAGGTTGATGAGGAGGGCCATAA
+GAAGGATTTTATCGAGATTGGCTCCCTCCCTTAGGATAATCGATTACTCCCAACTTCTCGGCATAACGAA
+GGGGTACTCCATAGTTCAGATTAAGGTGAAGAAGAGGAGTTGGTTGGCAGATAAAACCTTGAGGGAGCTC
+CAACTCGACAAGGAGGGTGTTCTTGTTCTGGGAATATATAGGAACGTTGAGGGGAAGAAGGTTTACCTTG
+GTGCACCTCATGGCGATACGAAGATACTTCCTGGGGATGAGCTCATTTTATACGGGCCTGAGCAAGTTCT
+AATGTCGTTATCTAAGAGGCTTAAAGGCGCTAAGGGTGAGAGGGAGCACATAGAAGCTATGGAGATGGCA
+AAGGCCAGGAGGATGCAAGAGGAGAGGGAGGCGGGGATAGGTGTGTGAATACACTTACTCCAACGGGAAG
+AAGTGCAGGAGAAAACCACTCAAGGGTTCTAAGTACTGTTCCCTCCACATACCTTTCGAGGAGGGTGAGC
+TTCTCTACGGAGAGAAGATAAAGTACATAAAGAGGAGGGCCTTCGAGAGAGCTTTGGAGAGGGGTATAAG
+GCATTTTGAAGGCGTCCAGCTTTACGACGTTGTGATATTGAACAAGGAATTTGATTATCCGATAATATTC
+AAGAACTCTAGGATAAAGAGGATAATCATAGCAAGCTCAAGGCTAAAGAGCTTAACCTTGATAGAGACCG
+TCGTTGATTACCTAATAGTTGCTGACTCTCAAGTGGATTTCCTGTATATAAATGGGGGTAGCGCTTACGG
+GATTAGCATATGCTCCGTGAGCTTCAGCTCTTCCATACTGATAAGGAATTCCAGTGTGAGGTACGTTATG
+ATAAACTCAACGGAGTTCGTGCCAAAGGAGGTAACCGCTGAGGAGGAATTTGGGGAGAAAGGGAGAATGG
+CCGGTAGGATAGAGCTTTCCAATTTAAAGGACGTTAGAAGGATAGCTTTAAACTCCAAGTATCCACTAAT
+ATCAAAGATAGCCGGTGAGCTTGGGATAAAGCTACCCCTAGACAAGAAGAGACCGGTCAAGGTTCACGCA
+TTGAACATCACGGGAGTTAATTTTGATGAGAGCCCTAGGTTCAAGAGGCAAGTTAGGGTGTTCATAAATG
+GATTTTCTGGTCAATTGACTTTTGAAAACCTCTCAATTCCTGGGCACGTAGAGATAGTTAACAGTAGGGT
+TCGTTACCCAGAGTTCGTTCACGTTACAATACACAATAACTTAGTCCTCAGGAACACTAAGCTGTACAGC
+GATGAGAACTGGAACTTGGCTTACCTGCCTAATCTGCTAGCCGAGCTTAATGTCTACGGCTTCATTGTGA
+TAGAGAACTGTCAATTTAACAATCCGTATTTGGCTGAAGTCTTCTACAGGATAGCGAGAACAACCTGGGA
+GGGTAGCGGGGACAAGGAGAACGCCGATGAGTATTACTACCTTGAGATGCTTGCTAGGAGGAAGAGGGTG
+ATACAGCACTATAGGAGGGGTCCGAAGACCCTAAGGAAGACCTTTAAATTGCTGGAAGTTCTGTTCGAGT
+TTCTGTTCGCCGACTTGACCTGCAAGTATGGAACCGATTGGAAGAGGCCAGTATTTCTGTGGCTGAGCCT
+CGTGATATTTGCCTTTCCTCTCTTTTACGCGCTGACCAACAGCGTTACGCCGGTTTCTTCTCTCATGGAT
+TACGTGTACTTCAGCATAGTAACCGCTACAACCCTCGGCTACGGCGACCTCCATCCAATAGGAATTGGAA
+AGGTCATAGCCTCGATAGAGGCTATCTTCGGAATGTTCATGTGGGCCGTATTCTTGACGGTGTTCGCGAG
+GAAGTATATGAGGTGAGGTGATTAGCGTGATAGGATTGATAATCAACCCAATAGCTGGGATGGGTGGTAG
+GGTAGCCCTAAAGGGAACCGATGGAGTAGTTGAAGAAGCTATAAGAAGGGGTGCAAGACCTATAGCCCAG
+GATTTAGTTAAGTTGTTCCTCGAGGAGCTTAGCAGTTACGACCTAGATGTTAATTTCATAACTGGTCCCG
+GCCCCCTTGGAGAGGACATCTTAAGGGAATTCAACTTCCCATATGAGGTTATAAGGCACAGGGAGATCAA
+GTTTCGAGAAATCTTAGGGGTTAAAATTCCGGACACTTCAGCTGAAGATACGAAGATTCTAGCTAGGGAG
+ATGCTAAAGCGGGGAGTGTCCTTAGTAGTATTCGCAGGTGGCGATGGGACTGCCAGGGATATAGTTGAGG
+TGATAGATGAGAAGGTTCCTGTTCTGGGCATTCCAACGGGGGTTAAGATGTTCTCTGGAATATTTGCAAC
+CTCCCCAGAAGATGCAGCTAGAATAGTAGTCGAATTTTTGAAGGGTAACGCTAAGCTTGAGGAAAGAGCG
+GTTATGGATCTTGACGAAGATGCCTACAGAAGGGACGAGCTAAAGGCTAGGAAGTTCTACGATGCTATCA
+CGCCCATTGTAGAGAGGCTAATCCAGGGTAGCAAGGAGGCAACGCCTCTAGATGAAGAAGAGGAAATAGA
+GGCCCTGGCTGAAGCGTTGGCCGAAGAGATAATTGAGAACGATGGGATATATTTCCTTGGGGCTGGTTCG
+ACGATAAAGAGGATAAAGGACAAGCTCGGAATCGAAGGAACGCTCTTAGGCGTTGACATAGTTGAGGTTA
+AGGGCGGAGAGGTTAAGTTGCTGGTGAAAGATGCCAGCGAGAAGGATTTGCTGAAGTTCTTGGACAGGAA
+TCCAAGGGTAGTGGTGACCATTATAGGGGGCTTGAACTTCCTCTTCGGAAGGGGAAACCAGCAGTTCTCA
+CCAGAGGTTCTGAGGAGGATTGGAAAGGAGAACGTTATAGTCGTGGCCACGCGTTCAAAGATAAAGGATG
+GGTTCGTTAGGGTTTACACGGGAGATAAAAGTGTCGATAGTAAATTCAAAGGTTACATAAAAGTTAGGGT
+TTCTCCATGGATGGAGAGGCTTGTTAAAGTGATTTAAAGAGACTAGAAACAGCTATTTTGCAAAAGGGAT
+TACAAGAAACACTTAGAAACGAAGCAGGAACGCGAGATTCCTTATATTTTTCTGGGTCTTACCATAACTT
+GGTGGTGGCCATGAGGAGGTTGCTAGGAGTATTGGTGGCAATGTTGGTTGCACTTAGCATAGCAAGTATA
+CCAGCGGTGAGTGCTCAAGAAACTCAGACCACAACTAACTCTAATGTAGTAATACTGGTCAGCAACAATG
+AAGCAGATTTAACGTTAGCGGAGAAGATTGCAGAACTAATAAATGCCCAAGTAGTTATTACACCATGGGG
+ACTCTACAATGAAAGCGTCCTAGAGGAAATTCTAAGCCTTAATCCAGAGTTGGTTCTTATAATAGGCGGA
+CCCATAGCGGTTCCGCCGGTTTACGAGGACATGCTTAGAAATGACTTCAACATAACCGTAATCAGGGCCG
+GAGGAAATGACAGGGCTGAGACATGCGAGAGAGCATTGAACGTAATAAGAGAGAAATTCCCACAAGCTCT
+AGGGAACGTTACCATAGTCGTCGTCCACGGCTGGGATTACCCAGCTTTAATGGAGGCGATGAAGGAGAAG
+GGAATAGTTCCATTAATAGTCAAGAACACCTCCATTGATGTGAGGAACTTCAGGAAGGTCATGCTACTCT
+GGAGCGAGAACTATAGGAGGTTCATGGAGAGGTTCAGGGAAAGACTTGGCAATGGAACTAAACTAATCGA
+GGTAAATGTCACTGCCGACATGGCTGAGAGGGCCATTAACATAGCCCAGGAAAGGTTAGAGTTAGCTAAG
+AAAGTCGTTGAGAACTCTACCCTGGGAAATCCGGAGAGACTTCTAGCTGAGGCCGAGAAGAAGCTTGAAT
+TAGCCAAAGAGGCTTATAAGGATGGAAAGTATGGGGCAGCGCTTGGCCTTGCGGTAGCTTCGAAGAGGAT
+CTCCGATGTTATTATAAGGTCGGCAACTGAGAAGACCCACGAGAAGTTCAGGAAGGTCAATGTGAGGCTA
+AAAGTTGAGCTTAGAATTCTCCATAGGGTGCTTGAGAGGTTAAGGAACAGGGGAGTCGATGTTTCGCTTG
+AAGAGAAGATGCTAGTTCAGGCGGAGAGGGCCTTGAAGAATGGCAACGTGTTGCTGGCAAAGGGTTTAAT
+ACTCCAGATACACAAAGAGTTGAGGAAGAAGATTCACAAGAGTAGAGGTGAGAGACCGTGAGGTCGCTCC
+TTTCCATCCTTTTGATTTCCATTCTAGTGCTATCAGCTTTGCCCGCTCAGGCTCAAGTGAAGAACGTCAT
+CATTTTAGTGAGCGACAACGAGGCCGATCTAACCTTAGCTGAAAAAATCGGGGAGTTAATTCAAGCTAAG
+GTTGTAGTTACGCCCTGGGGCATTTACAATGAATCCGTAAGCGCCGAGATAGCTGAGAAGAATCCGAGCT
+TGGTTCTCATAATAGGGGGGCCCAAGGCTGTAAGCCCACAGTACGAGGAGGATTTTCAATCCTTGGGCAT
+ATCTTACGTTAGGCGTTGGGGGGAAACAAGGGTTGAAACTGCCATTAGCGTGATAAAGTTTCTCAAGAAG
+GATTACCCTTGGCTTTTCAAGAATGCAAAGCTCGCCTTAGTTTATGGGTGGGACTTGGCTGGAATCCACA
+AGGTCAGGGAGCTCATGAAGAGGGAAAACGTAATACCTATTTACCTATCGAGGAACTCAAGTAGTGTCCC
+GATAAATTGGAGTGGCAGGTTTATAGTTGTCGAGACGCCGTTCTCGGCTGGGATATTCAAGAAGATTAGG
+ATTCCTAATCCGATAATAGTCAAAGCTAATGTAACGAAGGAGATAACTTGGGACGCGATAGAAAGGGCTG
+AAAAGGCTATAATTAGGGCGAAGAGGATAATTGAATTAACGGATATCCCTCAGGAAAAGAGGCTTGAAAT
+TGCAAACAGATTGCTCTCTAAGGCAAAGGAAGCCTACTCAACGGGCGATTACATTAGAGCTTACAACTTG
+GCAAACGCGGCGAGGAGTATAGCCGATTCAATTGTCTCAATGGGAATGTTCTCCAAGCCCAGAATAAGGT
+TGCCGATGAAACTTCAAATCCAAATGCAACTCAGGCTACTAAAGATGCTCACGATGAGGCTAGAATCTCA
+AGGCATCGATGTTAAGCCCGTCAAGGAATTAATTGCGAAGGCTGAGGATGCACTAAAGAGAGGTGACTTG
+AACGAGGCCATGAAATACTTAAACGAGGCCAAGGAGCTAATCCGGCAGATACACAGGGGGAGAGTAGGGT
+GGAGGGGAAAAGGTAAGCCATGACTACCTCGCATGTATCTCCACTATATCCCCATCCTCGAGAACGTGGT
+CTGGTCCAACCCTCTGCCCAGGGAACTTAACGCTCTTCCCCCACACCCTCGCATACCTGAAGTTCTTTAC
+CAAATCTTTATGAATCCTCTCGGCAACGTCGAGGACGGTTGACCCTCTCTTAAGCGCTATTGGGGGATAA
+GCTGGCTCCTCACCTGGGCTCTTCGTGAAAACCCTTATTATTTCTGCAACATCGTACAGGGCTTCTTTAA
+CAGCATCCAAGTTTATCCTCTTCTTGGCTGAAACGGGTATTATCTTGAACCTCTCCCCGTAGGCTTTGAC
+GAGCTTCTCGTAGTTGTCCTTACTTCCCGGGGCGTCCCCCTTGTTGGCTATTATTATGGCCTTCTTCCAA
+ACCAGACTCTCATCTAAAGCGTCCGCGAAGTCCTCAAGGGTCACGGGCTCCCTTACTGTGATTTCTGCAG
+AGTGTATCTTCTCCTCCCTGAGCATCTTCATGACCTCGTTTATATCTCCTTTAATGTTCTCTATCCCGTT
+TATCACTATGCCCCCGCTTGGAGTTCTCCTGATCTCTATCCTGGGTCTCCTCTTGTTCACCTTTATTCCA
+GCTCTCTCGAATTCTCTCAGGAGGATTTTCATCTGCTTGATTGGATCCTCGCTCAGGTCAATGACTATGG
+CTATCGCATCGGCATTCCTTATTACTGCTAAAAGCTGTGGTCCCATCCCCTTACCAAGAGCAGCCCCTTC
+TATTAGCCCAGGAACCTCCACAAGTTGAATTTGGACGTCCTTGTAGTTCATCATGGCTGGAATTGGCTCC
+GTGGTTGTAAAAGGATAATCTGCGCTCTCAACGTCGACCCCAGTTAGGGCCCTCAACAATTCGGATTTGC
+CAACGTTCGGCAGGCCGACTAGAACTATTTGGGCTGCACCCTCCTTCTTGACGGCTAACGAATAACCCCC
+ACCCTTTCTCTGTTGCCTTTGCTTCTCTAGCTCTTTCCTTAGCTCGGCGAGCTTCCTCTTTATCTGCAAC
+CTTAGCTTCTCAGTTCCCTTGTGCTTTGGAACCAAGGCGTACATCTTTTCAAGTGCCCTAATCTTCTCAG
+GGATAGTCTTGGCGTTCCTGTACTCTTCTTCAGCTGCCAAGTACTCCGCTGTCACGTTGGTCGGCATGGT
+GACACCTCCTGACCTCTCTCATCCTAACTTAAGGTTGGCTATTTAAAAGATATGGGCCAAAAAGGTTTAA
+GTAAGATTTTGTTATTATAGTGCGGGTGGTAACATGGTGAAGGTGAAGTTCCTGGGACACGCTGCATTTT
+ACATAGAGGGAAGCAAGAAAATACTTATCGACCCGTTCTTAACCGGGAACCCGCAAGCTGTAGCAAAGCC
+AGAGGACTTCAAGGACGTTGACCTTATATTGGTTACCCACGCCCACGGGGATCACATAGGGGACGCCGGG
+GAGATAGCGAAGATTAGCGGTGCCAAGATAGTTGCAATGTACGACATAGCCAACTACATAGCCGAGAAGT
+TTAAGGGAGTTGAAACCGTTGGAATGAACTACGGGCCGACTGAGGTTGATGGGGTATTCATAGTCCAAGT
+CCCAGCGTGGCACTCGAGTAGCGATGGAAAGTACAGCATAGGCAACGCCTCGGGCTTCATAGTTAAGCTA
+GATGGCAAAACGATTTATCACGCTGGTGACACCTACGTATTTAAGGATATGGAGCTGTTCTCCGAGCTCT
+ACGGTCCGATAGATGTGGCTTTACTTCCAATAGGCGGGCACTTCACTATGGGGGTTAAGGAGGCTGCGAA
+GGCCGTTGAGCTACTGAAGCCAAGAACAGTAGTTCCGATGCACTATAACACTTGGCCACCGATTTCTGCG
+GATCCCGAGGAATTTAAGAAGTTAGTTGGGGATAAGGCAAAGGTCGTAGTACTAAAGCCAGGGGAAGAGC
+TAGAGCTTTAACCTTCTTTTTACTTCTTCTAAATTCACTCCCCTTACCAGAACATCTTTCTCCCTCGAGG
+TCTCTCCCTTAAGTATCTCAACTTCAGCACCAAAAAGATTTGAAAGGAATTTTATCAATTCCCTGTTGGC
+CTTTCCTTTGACTGGCTGTGCTTTAATGTTCACTTTAATCCTGCCTCTCCACTCATCTATGCCCTCTATT
+GAGTTCTCCCTTGCGTTTGGCTTCACAATTACCCGGAGTATTACGCCTTCCCTCACTTCTTTAAGCATTC
+TCTTCACCTAAGATTCTCTCAACAAACCACTTCTCATCGAATGGCATTAGATCGTCATAACCTTGCCCGA
+TCCCAACGAAGAGTATAGGAGCATTTGTGACGTGGCTTATGCTTAACGCTGCTCCACCCCTTGCGTCGGC
+GTCCAGCTTAGTTAATATTACAGCGTCAATCTTTACTGCATCGTTGAACTGCCTTGCCTGCTCGACTATG
+GCATTTCCAGCTAGAGAGTCCCCAACGAACACAACTAGGTTTGGCTTTGTCACCCTAGCTATCTTCCTCA
+TCTCGTCCATCAAGTTCCTGTTAGTCTCGCTCCTTCCAGCTGTATCTATTAGAACGACGTCAATACCCCT
+GGCCTTGGCGTGCTGAATTGCATCGTAAGCTACCGCCGCTGGGTCGGCTCCATAGGAGTGCTTGATAACC
+TTTACACCAACCCTCTTCGCGTGCTCCTCAAGTTGCTCTATGGCACCGGCCCTAAACGTATCGCTCGCCG
+CTATAACTACGCTAAACCCATTCTTCTTTAACCAGTGGGCGAGCTTCGCTATTGTAGTGGTTTTTCCAGA
+GCCGTTGAAGCCAACGAATAAAATTACGTAGGGTTTCTCAGATTTCCTAATCTCTTCTAAAAGGTCTATC
+TTCCTTGGGGGGGTTAATATTTCGAGTATTGCCTCCCTAACGGCATCTTCAATTATCTTCTCCTTGTCCG
+TTCCGATTCTAACTTTCTTCCCAACCAGCTTCTCCTTTATCTTTTCCTTTAACGCATCGACAACTTCCAA
+CGCTACATCTGCCTCCAGTAGTTCAAGCTCGAGATCCTCAAGGGCCTCTTCCACGTCTTTCTCTTTTATC
+TCGACCATGAGTATCTTTTCTAGGATTCCTTTCTTCTCGGCTTCTTTCTCTTCTTTCTCAACGTTTTCCT
+CTACTTTTTTTATGAATGATCTTAGCTTCTCTTTGAGTTTACCGAACATGCTGATCCCCAGCTGTAGTTC
+TTTTAGCACTACTCAAAAACTTTCCTGGGCGTTAGAGATTGTAGTGTAGAATACCTCTTTAGCGCCTGAA
+TTGGGAGAATACCCTTAGTAATCTGTTGCTATGTTAACTTCTATGGGAACTCTGCCTTCCTCATCGATTT
+CGCTGGTTCTCCTTCCGAACCTAACATCAAGCAATCTATACTATTTAGTTCTACGGAAACACTACGAATA
+TGTCGCTCTGAATTACCACGCCGCCGGCTTTCCACACTATTTAGTTCTACGGAAACTGGGTTGAGTGGGT
+GAGAGAGGAGGTCTTTCCACACTACTAAGTTCTACGGAAACTCAGGGCCTACACGTTAGACAGGATTGAC
+CCCAGGAAGAACCCCTTTCCACACTACTAAGTTCTACGGAAACAGGAGTTTCTCCCCAACTCATAGCTAA
+AATCACAGGGCACACTTTCCACACTACTAAGTTCTACGGAAACAAACCACCCTGCTGCTCTTGTAATTCC
+GTTAGTATCTGTCTTTCCACACTACTAGGTTCTACGGAAACGGCTAATCTGTTAAAGGGCAGGGCTAAGT
+TGGGCAAGCTTTCCACACTACTAAGTTCTACGGAAACCAGGAGAAAGTGCATGGGTTCATTGACGCAATC
+AGTTCAATCGACTTTCCACACTACTAAGTTCTACGGAAACCCTTGGGATTTTTCCTTTATTTCACTATTA
+AAGCGTTCTCTGGGTTTATATAATTTGTCCCTTGTGAGAACCGGTAATACTGCACTTCATTTATAAATCC
+AATACAAGAATGAAACTCCCAGGAGAGAACCTTAACTCGATAACCATCAATCCAAAAACCCTCATTCACA
+AATTCAAGCGATCGAAATTAAATTGAGTGGAAAATATTCCCTGGCACTAAAATCCTGGGAGAAATAAGTC
+TTATTAAGTCTCCTAGACTATCCAATTAGGGATTGAAAATCCCGCGTTTGCAAAATTAAGCCTTGAAAAG
+CCTTGAATTCCAAATGAATACACTTGACAGAAAATTACCACTATTGTGGTAAACAGAAAACGAAAAACTC
+TAAGAGTCAATTAAATTTGAAATAATCCACTACAATGGTTTTGTTCTTGATCCCAGGGTCGAGCGTAAAG
+TAAAAATGCCCAAAACCCCAGGAGAAAACAAAAACTAAAAACCCGTAACACGAAAAAATTTTCATCTGTT
+CTTCGCTCCATATAACTTTTTGAATATGCGTGGAACGCTCTACGATCCCTAAATATCCCTATAGGGGATA
+TGTCGGCCGTATCCTTGCTAATTCCAGGGAATTGTGCCTAGAATCCATGAACTGGACATTAATGTTCATC
+TACAAAAGCTTTAAATGTTGACAAATGTAAACTTCGCTTGGGGATGGGGAGTGAGCGATCAAGGTGGGGA
+AACCCAAGTTACGAAAGAGGGTTACCTGGTTATAGGAAAAGCCAGCACCACCGAGATAAGCGTCGACACT
+TTTCTTTGCAAGGGCTGTGGAATTTGCGTTGAAATGTGCCCGAGGAAAGTTTTTGAGTGGAGCAAGGAAC
+TTAGCGAAAAGGGTGTGCATTATCCAGTTCCAGTTCACGTTGAGAAGTGCGTTAGGTGTAAGCTCTGTGA
+GCTATTATGCCCAGATTTTGCCATAGCTGTAAGGTGGTAGGGATGATAATTAGGGGAGACGAACCCGAGC
+AGAAGGAACTGCTAAGGAAACTTTACAAGCCAGGAAACTACTTCATGATGGGGGATGAAGCGGTAGCTTA
+CGGGGCGATTTTTGCTGGTTGTAGGTTCTACGCTGGTTACCCGATAACTCCATCGAGTGAGATAGCTGAA
+ACGATGGCCAGGGAGCTTCCAAAGGTTGGAGGGTATTACCTGCAGATGGAGGATGAGATAGCTAGCATTG
+CGGCAATGGTTGGAGCATCTTGGACTGGCCTTAAAGTAATGACAGCTACTTCCGGCCCAGGGTTCAGCTT
+AATGCAGGAAAACCTCGGCTATGCCGTCATGACTGAGACACCTTTGGTTTTGGTCGATGTTCAGAGGAGC
+GGCCCCTCTACTGGACAGGCGACGAAAGGAGCCCAGGGAGATTTCTTCCAGGCCAGGTGGGGCACTCACG
+GGGATCATCCGATAGTTGCCATTTCTCCAGTAAGCGTTGAGGACGCATTTTGGGAAACCATAAGGGCGTT
+CAATGTGGCTGAGAGGCTTAGAACCCCGGTTGTTGTGTTATTCGATGGAATCCTCGGCCATACAAGAGAG
+CAGATCAGGATTCCAGACCCAGATGAGGTGGAGATAGTTTACAGGAAACTACCTCAGAACGAGGAGGAGG
+CTAGGCTTCCCTTCGGAGATCCCCATGGAGATGGCGTTCCTCCGATGCCCCTCTTCGGCCACGGTTACTT
+CACCCACGTTACTGGTTCAACCCACAAGGAAAACGGTTTAAGAGACGTCTACACCCAGGAAGTTCATGAC
+AAGTTAGTTAGAAGAATACACAGGAAGATCGAGCAGAACAGGGAAGTTTATGAGAAGTATGAGGAGTATT
+ACACAGACGATGCCGAAATTTTAGTTGTGAGCTGGGGGGTCTCAGCTAGGCCTTCCCTGGGAGCGGTTCT
+GAAGGCCAGAAAAGAGGGCATAAAGGTCGGTCTATTCGTTCCAAAGACCGTTCACCCATTCCCAGGAGAA
+AGGATGAGAGAGCTGGGGAAGAAGGTTAGGGCCATACTAGTCCCTGAGATGAATCTTGGCCAGATGATAC
+TCGAGGTTCAGAGGTTTGTCAACGATGATGTTCTCCTTAAAGGCGTTAACAAGATAGGAGGAGTCCCCTT
+GACCGTTGAGGAGATTTTGAGGGAGATTAGGGGTGTTGCTTGATGCCCGAGGTGTATTCCAAGTACCCGA
+TGGTTAAGTACCTAAGAAAGGAGGCCCTTCCAACTGCTCTATGCCCTGGTTGTGGAGGTGGAACCGTTTT
+AAATGCTTTCGCAAACGCCATAGACCAGCTTAAGATAGACCCGAGGGATTTGGTTGTTGTTAGTGGTATC
+GGATGCTCGGCCTGGATAGCCTCGCCATACTTCCTGGCAGATACCCTACACACGACCCATGGGAGGGCTA
+TAGCCTTTGCCACAGGTGTTAAGGTTGGGCTTCCGGACAAGTACGTTGTAGTGATAAGCGGTGACGGTGA
+CTTGGCTAGCATAGGTGGGAACCATCTAATCCACGCCGCGAGAAGGAACATAGACATCACGGTAATCCTG
+GTTAACAACTTCATCTACGGAATGACCGGCGGACAGGTTGCCCCGACAACGCCGTTCGGTGCTATAACCA
+CCACGACCCCGTACAGGAACATAGAGCATCCCCTTAAAATAGCTGAAACCGTTGCAGCTGCCGGGGCCTC
+TTACGTTGCAAGGTGGACTACTGCACATGTTTACCAGTTAATAGAAAGCATAAAGAGGGCCATAACGACC
+AAGGGATTCTCGCTTGTAGAGGTCATCTCCCAGTGTCCAGTCCAGTTTGGAAGGAGGAACAGGATGAAGG
+AGCCTGCTGAGATGCTTCGCTGGTTCCTGAAGAACTCAGTTCCGATAAGCAAGGCAAAGAAGATGAGCGA
+AGAAGAGCTAGAAGGAAAATTCGTCATCGGGGAATTCGTGAAGAGGGAAAGGCCAGAGTTCGTGAGCGAG
+CTGAACAAGTTGATTGATGAGGTTCAGGAGAAATTCGGGCTTAAGGAGGAGTGAGCTATGCAGATAAGGT
+TCGCTGGTGTCGGTGGCCAGGGTGTGGTCTTGGCTGGAGTTATCCTGGGCGAGGCCGCCGCTATAGAGGG
+GCTTAAAGTCCTTCAAACACAGGATTATAGCTCAGCTAGTAGAGGTGGACACTCTATTGCCGACGTGATA
+ATCTCGGATGGGGAGATATACGATCTTATGGTTACCAATGCTGACGTTCTCGTTGCCCTTCATCAGCTAG
+GTTACGAGACAGCGAAGTCGAAGCTGAAGCCCGAAGGTTTGTTAATCATTGACACCGACTTAGTTAAACC
+AGATAGGGAATTCGTTGGGGCTCCATTCACGAGGATAGCTGAGGAAACTACTGGATTGGCGTTGACAGTT
+AACATGGTTGCCCTTGGCTACCTAATAGCAAAAACTGGAGTTGTTAAGCCTGAGAGCGTTGAGGAGGCCA
+TAAGGAGGAGGGTTCCAAGGGGGACGGAGGAGATCAACATAAAGGCCTTTAGGAAGGGCCTGGAGGTGGG
+AAGGGAATGAGGTTTCCCTTCCCTGTTGGTAAAGCTGATTTTATCCAAGGAGATGAGGCTATAGCCAGAG
+CTGCCATCTTGGCCGGCTGTAGGTTCTACGCCGGTTACCCAATAACCCCCGCGAGCGAGATATTTGAAGC
+TATGGCTCTCTACATGCCCCTCGTTGATGGCGTTGTAATTCAGATGGAGGATGAGATAGCCAGCATTGCG
+GCGATAATAGGGGCATCTTGGGCTGGGGCTAAGGCCATGACAGCTACTTCCGGCCCAGGGTTCAGCTTGA
+TGCAGGAGAACATAGGTTACGCAGTCATGACCGAGACTCCGATAGTTGTAGTCGACGTTCAAAGGGGAGG
+TCCTTCAACCGGTCAACCAACCTTACCTTCCCAGGGAGATATAATGCAATCGATCTGGGGAACGCACGGA
+GATCATTCGCTGATAGTTTTAAGCCCTTCAACTGTTCAAGAGGCGTTCGATTTCACGATTAGGGCCTTCA
+ACCTAGCTGAAAAGTACAGGACTCCGGTAATATTGCTGAGCGACGCTGAAGTTGGGCACATGAGGGAGAG
+GGTCTACATTCCGGAGCCCGACGAGATAGAGATAGTCAACAGGAAGCTACCTCAGAACGAGGAGGAGGCA
+AAGCTTCCCTTTGGAGATCCACATGGAGATTTTGTCCCCCCGATGCCGATATTTGGCAGGGGTTACAGAA
+CCTACGTTACTGGATTAACGCACGACGAGAGGGGAAGGCCGAGAACCGTTGAGAGGGAGGTTCACGAGAG
+AGTGATAAGGAGAATAGTGGAGAAGATAGAGAGGAACAAGAAGGACATCTTCGATTATGAGGCTAGGGAG
+CTAGACGATGCTGAAGTTGCAATAGTGACGACGGGCATAGTTGCGAGGTCTGCTTTAAGGGCTATCAAGG
+AGCTCAGAGAACTTGGGATAAAGGCTGGCCTGTTGAAGATAAACACGATATGGCCCTTCGACTTTGAGCT
+GATAGAGAAAATAGCCGGAAAGGTTGAGAGGATTTATGTCCCCGAGATGAACCTTGGCCAGCTATACCAC
+CTGGTGAGGGAAGGGGCCAATGGAAAGGCCGAGGTCAAACTGATTAGTAAGATTGGAGGAGAGGTTCACA
+CTCCGATGGAGATAGTTGATTTCATAAGGAGGGACTTCTCATGAGGTTGGTTTCTGCCTATGAAATCAGG
+GACAAGTACCTGAGGAAGGACATGCTCCCAACCATATTCTGCCCCGGTTGTGGGATAGGCTCCGTTCTCC
+AGTACACGCTGAGGGCTATAGACGACCTCGGTTTAGATCCCGATAAGATAGTCTGGGTTAGTGGCATTGG
+ATGCTCATCAAGGGTTCCTGGTTTCGTGAACTTCGATGGTTTACATACAACCCATGGGAGGGCCTTGGCC
+TTTGCAACTGGAATAAAGCTTGCAAATCCAGAGCTTAAGATAATAGCGTTCATGGGAGACGGTGATGCAG
+CGGCTATAGGTGGGAACCACTTAATTCACGCAATAAGGAGGAATCTTGATGTTACCGTGATCCTGATCAA
+TAACTTCACCTATGGAATGACCGGTGGACAGGTTGCCCCTACAACTCCAAAGGGCTTGAGAGGAACTACT
+GCACCGTATGGACAGTTCGAGAACCCGTTCGACATAGCTCAATTGGCCGTTGCCGCTGGTGCAAATTACG
+TGGCGAGGTGGACTGTGTTCAATTATATCCAGGGGATTAACAGCATAAAGAAGGCCCTGAGCAAGGAAGG
+TTTTACGCTCGTTGAGTTCCTCTCCCCATGTCCAATAAGCTTCGGAAGGAGAAATAGAATGAAGACGGCT
+CCAGAGTTGATAAGGTGGTATCAGAAGATCACGGTTCCCATAAACAAGGCGAAGAAGATGAAGCCAGAGG
+AGCTGGAGGGTAAGATAGTCATAGGGGAGTTCGTCGATAGAGATAGGCCTGGACTGGTTAGGGAGTACAA
+GGAGTACATCAAGAGGGCTAAGAAGATGATGGGGTGGGAGGAGTGAGGAAGGAAATATTGATAGGAGGAT
+TCGGTGGGCAGGGTGTGATACTTGCGAGCGTTATCCTGGGAAGGGCCGCTGCGGTTTACGAAGGCTTCTA
+CGCGGTTCAAACCCAAGCTTATGGTCCAGAATCGAGGGGAGGAGCTAGTAGGGCCGAGGTTGTTATAAGC
+GACGAACCTATAGATTATCCAAAGGTTATAGAGCCAGACTATGCAATTCTTTTGAGTCAGCAGGCCTACG
+ACAAATATCTACCTCTCGTGAAGAAGGGAGGTTTAGTTATAGTTGAGGAGGACTTGGTTCCTCACAGGAA
+TAAGGAGCTCGAGAAGGACAAAAGCGTTTACGCATATCCACTAACTGAGTTGGCTGAAGAAACCACTGGC
+TTGAGCTTAACAATGAACATACTAACGTTGGGTCTCTTCGTTGGGTTAACGAATATAGTTAAGAGGGAAA
+GCATTGAAAAGGCTGTTCTCGATGCAGTCCCTAAGGGAACCGAGCAAATCAACTTAAAGGCCCTTCACAA
+GGGCTTCGAACTGGCAGATAAGTCCACCTAATTTTTGGGTCTTTTTATCCATCAATTTTTTAAACCCCTA
+TTCTAACTAACTGGACGAATAATCCAGGGGAGGTTCTAATATGAGGAAGTTGCTAATTGTCACTTTCCTG
+GCCTTGATTGTGTTCTTTAGCGGATGCATAGGCTCTAACTCCAGTGCTACTCCAACGACAACGACATCGC
+CAGTAACTCAATCCCAGCCTAAGGAAGTTACGACCGAGACCAAGACGGTGACCCAAACCCAAACGGTAAC
+CGTGACAATGACTAGGGCTCCGACCCACTATCCCCTAACAATAACGGACTCGTTGGGAAGGAAAGTTACG
+ATAAAAAAGGAGCCCCAGAGAATAGTGTCCCTAGCTCCTAGCATAACCGAGACCCTGTACTTCATTGGGG
+CCCTCGATAAGGTAGTTGGAGTAACAAGCTTTGATGACTTTCCCCCAGGAGTTCAGAAGGGTAGGACGAT
+AATAGGGGGCTTCTCCGGCCCGAATATAGAGGTCATAGCCTCATTAAAGCCTGACTTGATAATAGGGACC
+TCAATGCACATAAAATACCTTGATAAGCTTGAGCAGATAGCCCCAGTAATAATAGTCGATCCGAAGAACA
+TAGACGAGATATACGAGTGGATAATCAAGCTCGGTAAAGTGGTTAACAGGGAGGAGGAAGCCAAGGGAGT
+CGTCAATTACATGAAGGCCATCGTTGAGGATATAAAGACAAAGACCAGCAATGCGAGCAAGGTGAAGGTA
+TTCTTCCTTCTAAGCACGTACGGTGGCTATTGGACCGCTGGGAAGGGAACTTTCATAGACAGCTTAATCT
+CGATAGCTGGAGGCGAGAACATATTCCACGATGTCGAGGGGTGGAAGCAGGTTAGTCCAGAGGAGATCGT
+CGCTAGAGATCCGGAGGTTATAATATTCTCGGCCCACGCTGGCATAAAGCCGGAAGACCTCTGCAAGACG
+CCACTCGCTGAAACTACCGCCTTCAAGAATGGAAGGGCCTACATGGTGAGCGATGATAATCTAGTTTCAA
+GGCCAGGACCGAGGATAGTCCTTGGACTTGAAGAAATAGCCTACTTCATCCACCCTGAGGCCTTTAACTA
+TGCCTACCAAGCTAAAGCAGCTGCTTGCGCCTCTTCTTGATTTAAATTTTTATTATTCCCAATGTGGGTA
+TCGTGGTCAGGGCTATACTTATTAGGCCACCTAGTATTAGGGATGCCATGGCCGTTCTCTCCCTAATTCC
+CAGGAAGTACGCCGCTATCGCCCCAGTCCAAACTCCAGTGCCAGGTAGTGGAATCGCGACGAATATCGTT
+AGCCCTATGAACCCCCACCTTTCTACGTACGGCCTCGCCTTTTCCCTGGCCCTGTTAACATAGTTAATGT
+ACAGCTCTGCTATCCTTCTCAATCTCGTGTTCTCTAGCTTGATGGCGATGATGTCAACTATAGGCAACAC
+CTTGGGAAGGAGCAATGACAAAATTAACACCCCAAGTATCGAGGCCCCCAGCGTCTCTTGAAGGGGATAT
+CCTCTGGCTATCCCGTAGATTACCGCGTACCTACCTTCGAACGTTGGGATTAGAGATAGGAATAGAACTT
+CAAGGAAGCTCACTTTTCATCACCACCTTCACGACTTCGTCTATGAAGGCCCCGTAAAAGAGTCCAAATA
+GAACGTCGCTAAACCAGTGAACGTGGAGTAGTAACCTAGTTGCCCCTATCACCACCGGAAACGTCCAGAT
+TATGGCTTTGTATTTTGGAAAGACGTCGCTTAGGTAATTAGCTAGCATCGAGGCTTTGGCGGTATGACCT
+GATGGAAATGCAAAGGCTCCAATTCCGCTTCCATAAGTTATCGGCCTAGGCGTATGATAGGCGAGCTTTA
+ACAGGCCAACGGTTATGAGGACAAGCGCGAAAGATAGATATGGCCTCAAAAACTCCTGAGCATTTCCTTT
+ATTTTTATGATACCTAATCGCGAGGACTGCGGTTATTATGATAAGCACTACATGCGTATCTGCAAGCGTC
+GTTACTGCTTTAACTACATCTCCTCCCTGGGGTAAGAGCGAGTTTATTGCCTCGTTTATCCCGTTAAAGA
+AGCCAAGGGCTTGGAGCAGTGCTATTGCAAAAGATAGGGAACCCAGGGTTATTAGCTTCCACCTCATATA
+ATACCCCTCTCGTAGAGGAAGTGATAGGCCTTCAATAGGGCTTGTTGAACCCTCTTTGGCCCATACCTCT
+TCACTGTATCCCTTAGGCCATCCTCAATTACCCTGCTTAGTATAACCTTAACATCCTCTGAGAGCGCTGA
+GCTGTCGAAGTTTTCGATGCAAAGCCTGGCTATTTCGTAGGGATCCCTGTAGTTCAACCCTTTTAGCCAC
+TTTAGAGGTATTCCCTCTTTAAGTGGTTTCACGTCCTCGAACTCTATTATCGTAACCTCATCTTCTCCGT
+AAAGCTCCCCATATATCCTCGAAAGCTCCCTCACTAGCTCTTTGACGTCGGAAAATCCATCTAACCTTGC
+ATCTTCATTAGTAAGCTCCTTAACCTTCTTCGTCTTTATCCCCTTTATCTTTGCCTTCGCTATTGCAGTA
+TCACTAGGCGTTATTACTATGTAAACTTCACTTCCTGGCTTCGCTTCATACTTCCCGAACCTTATCGTTG
+TTACTTTTTCCCCCTTAATGATCTTTGACTTGTACTTGTTATCTAGCAGGATGAACTTCCTTATTTGAAC
+CGTTTTCATTCTCGATCACCTTGAGGAGATCTTGGAGCTTCTCTATCTCATAATCGGCGTATTCTCTGTA
+TTCTAACTCTTCCTTTGAATACTTCCCGTACTTGAACCAGACGGTTTTCATGCCAACGTTTTTCGCTCCG
+TAGATGTCTGAGTATAACCTATCCCCAACCATCAGGGCTTCCTGAGCATCGACGTTAAATGCCTTCAGTG
+CTTTCTTAAATATCTTGGGGTGGGGCTTTTTAACACCTTCAAAGTCCGATATTATTACATGCTCAAAGAA
+GTCATCTATCTCAAGCCTAAGGATCTTCTCCCACTGCTTCACGGGATTTCCGTCGGTTATTATTCCCAAC
+CTGTAGCCAAGCTCCCTTAGCCTAATGAGAACCTTTCTCGCCCCGGGAACTTCCCTAAGGTAAGCGAACT
+TTGTGTTGTGATAAGCTATGACCCCAGCCGAGACCCACTTTGGATTGTAAGGCAAATCCAACCTCCTAAG
+AAGGTAGTCAAAGTGATGGGGAAAGTTGCTACCGTATTCTTTAATTAGCTCCATTAGCTCAGAATAAGCC
+GTTTCAAAATCCACGGGAAGGCCATGTCTAATCATATTCTCTATCGCATTTCTCCTAGCCAGCTCGGCCA
+ACTTCGTCGTGTCCACTAAAGTGTCGTCCAAATCGAAAAATATGACCTTGATCATCAGAAATGCTAAGCC
+CAGGAACCTTATATAATTTATGAAAAAAGGGAAAGTCACTCCTTCATTGGAAGGCCATAGTCGAAGGAGT
+AGTAGACTTTCTGGTACTCGAGCCTGAAGTAGTAGACGTCCTTCCTTACCTTCTTTGGATCCTCTTTGTC
+CAAGAGAACGCGCTTCATGAAGTGCGCTATCTCCTTCATCTCGTCTTCCATCATTCCTACTCTCGTCATC
+TCCTGGACTCCAATTCTCAGTCCACTTGGCTCGTTAACCTTCTCTAGTGGATCCCATGGAAGTAAGTTCT
+TGTTGAGAATTATTCCGGCTTCCTCAAGGAGTGGAGCTGCCCATCCTCCTCCAGCTGGGTGGAGGTCGCT
+TACGTCAACTATGACTTGATGGCTCTTGGTGTAACCTTGGTCTTCGCCTATCACCTTAAATCCTTCCTCT
+GCTAAGGCTTCAGCTAGGGCCTTTGCGTTCTTAACTATCTGCTTCGCGTACGCTTCACCGTACTCGAGCA
+TCTCTGCAGCCGTTATCACTTTTCCAGCCATGTGGTGGAGGTGGTGGTTGCTAAGCACACCTGGGAAGAT
+CGCCCACTGTAGCTTTGCTATCGTTTCATCGTCGGCGAATTTCTTGTACAGTATTACTCCTCCCTGTGGC
+CCTGGGAAGGTCTTGTGGGTTGATGCTGTCATTATATCTGCTCCCTCTCTAAGTGGGTCCTGGAACTCGC
+CACCGGCTATTAATCCGAGAACGTGGGCTGCGTCGTAAACTACGAACGCCCCAACTTCCTTAGCCACTGG
+GGCAAGCTCCTTAACTGGGTGCGGGAACGGGAACAATGAACCTCCAAAGACAACTATCTTTGGCTCGAGC
+TCTCTTATCATCTTCTCAGCCTTGTCAACGTCTATGTTGAAGGATTCGTTATCGAATGGCCATGTGTGAA
+CCTCTAAACCACGCATTCCAGCAGCCCCGAATGGCATGTGGCTTATATGTCCACCATGGCTCGTGTGGAG
+AACTATAACCTTATCACCTGGCTGCCCTAACCCGAAGAACACTGCTTGATTAGCGTTAGTTCCAGAGATT
+GGTCTTAAATCTGCATAGTCGCTCTTGAATAACTTAGTGAAGAGTTCAACTCCAATGAGCTCGACCTCAT
+CAACGTACTTACAACCTTGGTAATACCTTTGCCTTGGCCATCCCTCTGCGTACTTGTGCATAAAGCCAGA
+GGCAACGGCCCTGTTAACGCTTGGAGAAGTTATGTTCTCACTTGCGATCAAGTTTATTGTATGGCTCCTC
+CACTTCTCGTGTTCTTCAATAAAGTGTAACACCTTGTCCCTATACTCCTTGTAGGCCATCGAGAATCACC
+ATAGCTAATATATGATCCCTAAAATTTAAACCTTGTGCATTTGATTTCCAAGATTTTGAACACTTTGAAG
+TCTTTTAGCTTTAATAAGCCTCCTCTTATTTCCCAAGTTGTCTTACTTCCAACTGCATAACCTTTTTAAG
+GCTCCATTAGGTCAACCAAATTTCGGCGAGGAGGATGGAGTATGTTATCGAGGCCGAGAACTTAACGATA
+ATGTACGACAGCGTTAAGGCCGTTGAGGGGTTAACCTTTAAACTCAAGAAAGGGGAGACCCTACTTCTCC
+TAGGCCCGAACGGTGCCGGTAAAACAACCCTTCTAAGGGTTTTAGCTGGGCTACACACCAATTATCAAGG
+AAAAATCCTCGTCTTTGGCAAGTCACCTTCTGAGGTTAGAGAGAAGGTTGCCTACGTTCCCCAAACGTTT
+TCTCTGAATTTTAGGGTTCCCTTAAGTGTTCTTGACGTAGTTTCCATGGGTGGGCTCTATAAGAAGGGTC
+TAATCCACTTCAACATTCCCCAGGAGGTCATAAAGAGGGGACTTGAAATCCTGGATTTCCTGGGGTTAAA
+GGAGATAGCAAAGAAATCTTTTAGGGAGCTCAGCGGTGGGCAAAAGCAGAGGGTGATAATAGCTAGAGCC
+CTGATGTCGAACCCTGAACTATTACTCTTGGATGAACCCCTCTCGGCCCTTGACCCTAAGGCTAGGATTG
+AGGCCACATCAACACTATCAAAGATAAAGGAGGATATGGGTATAACGATGATAATAACGACTCACGACGT
+TAATCCGCTAATAGAAATTGGGGATAAGGTAATGCTGATAGATAGGAAGTTAGTGGCCTTTGGATCTCCG
+GAGGAAGTCCTTAGGGACGAGATAATAGGAAAGGTCTATGGTCCCGCATCCAAGGCCGTTCGCGTTGGGG
+AGAGGCTGTACTGCATAATCGGTGATGTGCACTTCAGGGTGAGGTGACATGATAGAGGAGTACCTTCTGA
+GGGCATTCCTAGCAAGTTTAATGGTGGGAACCTTGCTTGGCCTGCTAAGTCCCTTAATAAACCTAAAGGG
+GATAGCCTTCCTAACGCACGCGACCTTCCACGCTCTCCTCTTTGGAGCAGTCCTTGGAATGATACTCGGG
+CTAATCTTTGGCAACCTGTCCTTGATATTCTGGATCTCCCTTTTGACGGCGATAGCCATAGTAATAGGGA
+TAGCCGAGATGGAGATCAGGGGCTACTCCTCTGACACGGCCGTGGGGGTTATGGCAGGAGTTATAGCAGG
+TTTAACTGTTTTAGGATTTGGAGTTCTCTACAAGGTCATGGCCTCTAGACCTTACTTTGCCCTCTCCGAG
+AGCATAGTAAGTTACCTCACGGGAGAGATATTCCTGATAACGTTCAATGATTTACTCTTACTAGTCATCG
+GCGGGCTGATAGTTTTTCTGATAATGATCGCCTTCTATAGGGACTTCCTTTATTTGAGCTTCGATCCAGA
+AGGTCTAGAAAGCCATGGAGGCAACGTTAGGCTTTACCTAATGATCCTCTACTTCCTAGTCGGTTCGATT
+GGTGGGTTGATAGTTAAAACCGTGGGATTAATTACACTTCAAGTTTTAGCTGTTCTCCCTGGGGCAATAG
+CCATGAGCATCGCTAGGAGGATAAGGGAACTGGTAGCTATAAGCCTTGGATTGACTTTGACTATCCAGGT
+AGCCTCGACGTTTCTAGGTTACTACTTCGACATTCCACCTAGTGGATTGGCCACCATACTTTTGGCTACG
+ATATATGGGGCTCTAGCTTTAGGGAGGAAGGTGGCATGAAGGTTGCCGGAGCAGATGAAGCGGGGAGAGG
+GCCCGTTATAGGACCACTAGTTATAGTTGCCGCAGTTGTTGAAGAAGACAAAATCAGATCCTTAACTAAG
+CTAGGAGTTAAGGATTCAAAGCAGTTGACGCCAGCTCAGAGGGAAAAGCTATTCGATGAGATAGTTAAAG
+TTCTTGATGACTACTCGGTCGTAATAGTGTCCCCTCAAGATATAGACGGCAGAAAGGGGTCAATGAACGA
+GCTTGAGGTTGAGAACTTCGTTAAGGCCTTGAACTCCCTGAAGGTCAAGCCTGAAGTTATCTACATAGAT
+TCGGCCGACGTTAAAGCCGAGAGATTCGCCGAGAACATTAGGTCGAGACTAGCTTATGAAGCAAAGGTGG
+TTGCGGAGCATAAGGCGGATGCCAAGTACGAGATCGTTTCAGCGGCCTCGATTCTGGCAAAGGTCATAAG
+GGATAGGGAAATTGAGAAGCTGAAGGCAGAATATGGAGACTTCGGATCTGGATACCCTAGCGATCCCAGG
+ACTAAGAAGTGGCTTGAGGAGTGGTACTCTAAACATGGCAATTTCCCTCCAATAGTCAGGAGAACTTGGG
+ATACAGCCAAGAAAATTGAGGAGAAATTTAAGAGGGCCCAGCTAACGCTTGATAACTTTCTTAAGCGGTT
+TCGCAATTGATCTGAGGTAGTTGAGGTAAATTCTAAGTGACCTCTCGAAGTACTCCCATTTTATTATCTC
+GTACGATATCACCCCAAGGGCTACTGCTCCAGGTGGGATTAGTGGAGTTGCGTAAAATATGAACTGCGTC
+TTACCACCTAGAATATACTGGAGGGCGAAGAAAGCTATTATCGACCAAAACATCCAGAATATCTCACTGA
+GCCCTTTCCTCCTGAGGGACACGTAGGGAACTGCGAATACAAAGACTATCATCGATATCATTAGGATGGG
+ATCAGTTACAGCATACACATCTGGGTCGAAGTGGAACGGGAACGGCTTGAGCGAGACGAACCACATCCAG
+AATGGTGCTTCAGAGGGATGCTCGCCCTTAAAGCTCAGGTGCCAGGAAAAGCTTGCTATGAATTCTTCTA
+GCCATGGAATGAATCCAATGGCCTTTATAATGGTAATCTCCGGGATTAAGAATGAAACCATGGGCAGAAC
+AAGTCCAGAGATTAAGTATTCTTTGAGATCTTTCTCTTTCAGTATCTTAAACCAGAGGATTGGGAAAGCG
+AAGGCTCCACTGAGCTTAGTAGCGGCGGCCAAGCCAAGTGCGATTCCGCTAAGTCTTATCCTATCGAGGG
+CCAAGAAGAGCATAAAGAGAGCAATGAAGAAGGCAACGTGTATGTCAAGCATCGCAACTATTCCGGTTGC
+GAATAGCAAGGGGTCGAGGGCCGCAAAGGTCGCCGCTATTGAAGAGGCTAAGTAACTTTTCGTAATCTTG
+TAAGCTACGAGGGTTACGATTATAACGATCAGGGCGTGCTCTATTATCCCAGGTATCCTCCAGTAGAAGG
+GTTTATCCTCTATCAGCATTCCCAGGGCTATTATATCCTTCCCCAGGAAGGGATGCTCAGTGTTCAAGTA
+CTTGTGTATGTTTTCCTCGTCCGGATACTTGTATCCTGGGATTATTGTTATGTTTCCAATCTCCCTGAGT
+TCTTCCGTGAAGTTCTTGTAGTTCTCTACTGGAATCCTGTAGAATACTCCTGGGAAGTTTGAGTAGCTGT
+AATACTCGACAAAACTATTTCTCTCAGCTACTTCCCATATTCTTAACTTCAGATCTTCCCACTGGCTCTC
+GTTCCTCGTGTAGTTGAAGGGGTAATATTCAACCGTAACCCCAAGCTTTTCCGCGAACTCTGGAATCTGC
+GGAGCCTCTCTAACTGGCTTCTCAAGGGTTATGCCAAGGAACTTGACCCTAACCTTACCAACGTACAGGG
+GCTCCTTTAGGAATACGTTAACTCCAACTGATCCATTCTCAACGTAGCTAACATTAATTCCGAGCAAGTG
+AAGGATGTTCCTCGTTGAGGAAACGTACCAGACTTCATCTCCCATGTAGTCGTTAAGCTTTGCCTCCTTC
+ACCATATAATAAGAAGGGCCCAGGATGAGCACGGTTAGATATAGGAAGAATATGACCTTCTTCAATAGAG
+GGTAATCCAAACTTCTTCACCCCTCCGGTAACCTTCGCTGTCCTCTGGAACCTCAAGGTAAGCGTTGCTT
+TCCACTAGCGATGATATTATTCCGCTGCCCTTCTTCTTGATAACCTTCGCCTTCCCATCCCTATAGAGAA
+CCTTAACGAATTCATGTCTTCCAAGCTGGCTTGGAACGTCGTCCTCGAGGATAGCCCTGAGCTTCACCTC
+GTAATCCCTCGCCCCAACCATCTTAGCTAGGGCATGCTTAACGAAGAGGTGGAACTGGGCAAAAACAGCC
+ACTGGATAACCGCTCATTATGAATACCCTCTCTCCGTAACCTATAGGCCTTCCCGGCTTTATCGTGGTTC
+CGTGGAATAGTAGCTTGACAAAGCGGTGGGCATAGTCCTTATCTCCAAAGGCCGAACCTCCCGTTACGAG
+AACCAAGTCGCACTCCCTCTTTGCTTTCTTTATCGCCTCTCTTATCTTATCCTCTTCATCTGGAATCACT
+CCATAGAGTATTGGTTCTCCGAAGAACTTGTGAACGAGGGATTTCAGCATGATAGAGTTAGTTTCGACGA
+TTTTCCCTTCCTCGAAGGCATCTTCACTAGGTTCCTCGACAAGCTCGCTTCCCGTTATTATTATCCCAAC
+TCTGGGCTTCCTCTTCACGGGAACGCTCTTTATCCCAAGTGCCTTTAGCATTGCGAGGTCTTGAGGCCTT
+AAAATCGTTCCTTTCCTGAGTATTACTTCACCCTTCTTCACGTCCTCTCCCTTAAACGCAACGTTCTGCC
+CAGGAGCTACTGGCCTTAAAACGTAAATCTTCTCCCCTTCCCTCTTGACCATCTCCTGCATTATAACCGC
+GTTGGCTCCCTCAGGGATCTTGGCTCCAGTTAGGACTTTTATGGCCGTACCGCTCGTAACTTTCATCTTG
+GGACTTTCCCCGGCTGGAACTTCTTCTATGACTTTAAGTTCGATTGGACTGTATTCCCTAGCTTGGAATG
+TATCCTCGGCCCTAACAGCGTATCCGTCTACCGCGGATCTATCGAAGGGTGGAACGTCGAATTCGGAGAT
+GATGTCCTGGGCGAGAACCCTGTTGAGGGCCTCGTCCAAGGGTACGTGCTCAACATCTTGAATTTCGGTT
+ACATCGTTGAGGAGAAGGGTTAGAGCTTCCCTATATGGCATCAGTTTCTTGAACTCCATTCAACCACCTA
+ATCTCAGGAAAGGAAGATGGAATTAAAAAGCTAGTGCCTCTTTAGGTAGTTCACGTAGGTTATGAATGCT
+CCAGCTGATATCGTATCCCCAAGGCCGACCGTTAGAACTGGATTTGGAACTAACCTAGTTGGTATCACCA
+CAACCTTGTACTCCCTCATTCTCAGCTTAGTTTTGGCCTCCTCAAATCTAAGCTTCACGTACTCGCTCCT
+CTCATTGAAGGGCACTTTGAGGCCAATCTCATAGTCCTCAGGCCTATTTATGTCCCCTAGGGAAGCCCTG
+GCTGCTGCCAAAGTTGTCCCGAATTCAAGGCTTTTCATAAGTTCTTCCTCGCTCAACGGGTTGTCCCTGT
+GCGTGATGTACATGAGGTAGTAGATGGTGTGGACTTGAAGTATCTCGAAGTTCAGCTCGTCAAGGATTAT
+CATTCCTCCGAGTATGGAATCTTCAAGCCTGTTATAGGTGAATATCCTGTCAGCTAGGTCTCTATACCCG
+AGAACGCTGAGTAGTTGAGCTATCTCCGCCTCATCGATGCCAACACTATCAGCTATTGGGAGTATGTTAG
+TTATTACCTTCTTCCTTAGCTTCCTATCTTGAATTGAAGCCAGCTCGACGTGAACCTTGACGTCCTCTTC
+TTTTAGGCTTATTATGTCTTCTTTGGCTCTCCTTAGGTAGTAGTTTGCATCCTTGCCGTCCGAGTATTTC
+AATCTCAAGCCCTGGTATCCAGAGAATATAGCGCCATCAACTTCCTTTCCTATATCATCGAGGAATGGTC
+TTAATTCCTCCTTGGTTTCTATCTTGCTTATGCTCTCGAATCTAGCTGAAACTATGAATCTTCCCGAGGC
+TGGAACTTCCACACTCTCTCCTAAAAACTTGAACTTCGTCCCTTTCCTAAATTCGAATATCCTGTTTATC
+TTTAATGGATCTTCATCCCTGTACGCTTCCCTAATGGGTTTGAGCTTTAGTTCTCCATTCTCTACGGTCG
+GGTAGAGAACCCCCTCCTTGAACAAATCGGCCAATCTCTTTGGCAGGAATGGCGTGTAAGCTATGACCTT
+CTTAATTCCTAGTCCAGCTAGAACATTGGCTATTATTCCGGCTTGCCCTCCAAGCCTCTCAAGCTCGTAT
+TCGAATTTCTCATCGAACCAAGAGTTTAAGCTCTCATCAACTAAGGGCACCGCCGTCGGTTTTCCGAGTC
+TAAGGGCGTGGATGAGCCTGGCAACAAAATCTATCGGCTCTCTAATTTCTCTTGGATACTCTTCAATTCT
+CTCGGCGATTTCCTTCTCTCCGAATTCATTTATGAGTTTCTGAATTGTCTCGCCATTTAACTTAGTTATA
+GCGTCCACGTTTGCGTTGTACGCTGTGAAGATAGAAACATCCTGGGGCACGCTCAAGGTTTCACCCCCAG
+GTTATTTAACATCCTATTCCAAACGCTCGCCCAACTTATAAGTTTTTTCAACTATTCCTTTATAAGGAGG
+GTCAGGGTAGTTAGTGGGGGGATTGGAGATGGCGAGAGATGAGGTCAGGAGGATACTTCCCGCTGATATA
+AAGAGGGAGGTAATAGTTAAGGATGATAAAGCTGAGACGAATCCAAAGTGGGGCTTTCCACCCGATAAGA
+GGCCGATAGAGTTGCACATCCAATATGGGGTCATAAACCTTGACAAGCCTCCAGGCCCTACTAGCCATGA
+GGTCGTTGCCTGGATAAAGAGAATCCTCAACTTGGAGAAAGCCGGTCATGGTGGAACCCTCGACCCTAAG
+GTTAGCGGTGTTCTGCCTGTGGCTTTGGAGAGAGCTACTAGGGTCGTTCAAGCTTTACTCCCGGCTGGAA
+AGGAGTACGTTGCGTTGATGCACCTTCACGGGGATGTTCCTGAAGATAAGATACGCGCAGTTATGAAGGA
+GTTCGAAGGAGAGATAATTCAGAGGCCCCCCCTAAGAAGTGCCGTGAAAAGAAGGCTAAGGACGAGGAAG
+GTCTACTACATAGAAATCTTGGAGATAGATGGGAGGGACGTTCTCTTCAGGGTAGGGGTTGAGGCTGGGA
+CTTACATTAGGTCATTGATTCATCACATTGGACTGGCCCTTGGAGTTGGAGCCCACATGGCCGAGCTTAG
+GAGAACTAGGAGTGGTCCCTTCAAGGAAGATGAAACCCTTGTGACGCTCCACGATTTAGTTGACTACTAT
+CACTTCTGGAAGGAGGATGGGATAGAGGAATACATCAGGAAGGCGATCCAACCAATGGAGAAAGCTGTTG
+AACATTTGCCTAAGATATGGATAAAGGATTCAGCCGTTGCCGCAGTTGCCCATGGGGCAAACTTAACCGT
+TCCTGGGATAGTTAAGTTGAACGCAGGCATTAAGAAGGGCGACCTAGTTGCGATAATGACGCTCAAAGAC
+GAGCTCGTAGCTTTGGGTAAAGCCATGATGAGCACCCAGGAAATGATTGAGAGGAGCAAGGGAATAGCAG
+TGGACGTTGAAAAAGTTTTCATGCCCAGGGATTGGTATCCGAAGCTCTGGTGATACCTATGAAAATTTTT
+GGGATTGGATTCAGCGAGCAAGAAATTGAGGAGTTAAGGAGACTTGGATTAGACATCATATGCATTCCGG
+AGTATTGCAGGGATTGGGTGGTTAGCTCGATAGTTGAGAATACCGACGAGCTCGAAGGGAGATGCGATTG
+GCACTTCAAGAAGTTCATAATCATGCATAATGCCAGCAACGAGGACATAAAGAGGGTTATTAAACTTGTC
+AAGCCGAAGTTCAAAGATGTTATCTTCGCCACAACCACGGAAACCTCGTTGACTTGGAGGCTCGATGATT
+TGCTTCAAGAGCTAATCAGGGAGGATGAATACTTCAAGCGAAGGAAACTAGCGAAGGGTCCTTTTCTGGA
+GTTTAACCTTTTTTAGAGCGTAGGATGTTGCGTATGATGATAATCCTGCAACAAGGAAATCTAAGAATCC
+TCTTGGGCTCTTCGTAATTTCTGCCATAAGGATTGCTCCAGTCATTGGAGCCCTTAAAGTCCCGGAAAGC
+ACTCCCACCATGCCTGCAAGAACGAAGGTGTTGCTAACACCAAATGTCTCCACAAACAATTTACCTATTA
+TTGCTCCAATGGCTAGACTAGGTAAAAATAAACCTCCTGGGGCCCCACTCGTGTACGAAAGTATCGTATG
+TATTGATTTTAGGAGTAATAGTAGGAGTAGGAAGGTAATCCCAAAGTTTCCGGTAAATAGGGAGAAGATC
+AATGCATGGCCTCCTCCTAACGCTAGGGGCATTATAGGTAGGAGTATCCAACTTTCAAAGAACGGAATTA
+TTAGCTTGATCTTTCTGATATGCTTTATGAGCCAAATAAATAGAGAACTGTACGCTCCCGTTGTTACTCC
+CAGGAGGATAAGATACTGATAGTCCTTAGCTTCCGACGGGGTATAAACTAGCGTTGGTCTTACTGGGAAG
+AGGTAGTGGGATATGAGGGCTGAAATTAGCGAGGGTATCGCAAGGTACAAGATAGCTGGTGGGGTTACTT
+CTATTCTTAAAATTTCAAACGTCGACACTATTCCAGCTATTGGTGCCTCGAACGCTGCTGACAATCCTGC
+GGCGGCCCCCGCACCAATTAAAACTTTCTTCTTTGAGAATATCATTGCTATAGAACCTCCAAGCTGAATT
+GAAGGGCCAGCTTTTCCTAGGGATAAACCGCTTATCAGGGCTAATAGGTGTCCTATAATCTTCCCGACTA
+TGACCCTAACAGGATTATAATCTCGGGTTCCAGATATAACTTCTTTAATTTGGAGTATTCCGCCCCTAGC
+TATGTTAGGTTCTCTATTAAGGAGTCTTGAAATTATGTAATATGAAAACAGCGTTAGTACGATCCAAATT
+ACCAGTAAAACTGGCCTCTCCTGGGCGTTCCTCGCTAAGGACAAATAATAGCTTTCGATTACCTTCACAA
+GCAGTTTATACGCCCCAACTATTACACCAGCTAGGACGCCAATTTTAACCAGAGTGTATGCCTTCATCAG
+AAGACTATTAAGATTGGAACCTTAATTGACTTTTTGCATAACTTATGCTTAGTTAATGCAATCAATGACA
+AGACTTCGCGGTGACATTTTGCATTATCGTTATCTCGGTTCTCAGGAAATCTATTTCGCTGGCCACGTTT
+TTGGTAACATAGGAAACAGCTAACTGATACGTTCCAGCTTTGGTAATGTTCCACCAGCACAGGTCAACTA
+TATATGACCTACTAAGGCTCTCTCCAGGGTCGAGAACCCTTGTTTGGGATTCAGTTAGGGGTAGATAAGT
+TGGGACTGGTCCCCTATATTCTAACTCCCTACTGTCCTTGTAGAGTTTAAATTTAAGCGTTATGAATTGA
+ATTGGCAGTGCTACCCTTAGACTTGCATTGCCCACGTTCCTTATCGTAACGTTGACCAAGTATCTGTTTT
+CTCCTTTCTCAGAAATCTTAACTCTCATCTCTATGACTCCGTGCTTAGAGGGAATTTTAGTTTCCTCACG
+TTGGCCTATGCATCCGGCAACTAAAACTATCCCTATTAATGATAGAACAATAATTAGCTTTAGGATTTTC
+ATTAATAAGCACCTAAGTAACATTAACTTTAACCTTTAAATTTTTAACCCTCCAAATACCCAAAGGATGG
+GGCACTATTACTCGAGAGAACCAAACGTTCCATTGAAAACTAAGCAAATTGACGTGTGTATTAGGGGTTA
+CTGTTTTAAGTTCATAACAGCTAGCGGGGTTTTCTCCTTTGGCAAACTTGATAGGGGAACCGAGTTACTA
+ATAGAAAATATGATTCTTAAGCCAGATTGGAAGATTCTCGACTTAGGTTGCGGTTATGGTGTAATAGGCA
+TAGTGGCTTCACGCTTCGTCAACTACGTTGTCATGACGGACATTAATAAGCGCGCCGTTCAAATTGCAAG
+GAAGAATATAAAAATTAATGGTGTTAAGAACGCTGAGGTTAGACTAGGGAATCTGTACGAGCCCGTTGAG
+GGGGAGAAGTTCCATTCAATAATAACTAACCCTCCAGTCCACGCTGGAAAGGATATTCTGAGGGAAATAG
+TTATAAATGCCCCTAATTACCTTCACGATGGCGGCATGCTACAATTAGTTATTAAGACTAAACTTGGGGC
+AAAGTTTATTAAAGACCTGATGAAGGACACCTTCACCGAGGTAGTTGAGTTGGCGAAAGGTTCGGGGTAC
+AGGGTGTATGCCGGGATAGCCTAGCCTGGTAGGGCGCGGGCCTTGAGAGCCCGTGGGCGTTTGCCCGCCG
+GGGTTCAAATCCCCGTCCCGGCGCCAGAATCCCATTCATTTGGAGGGGGATAAAATGGCAGACTTCAGGC
+ACATCGTTCGTGTTGCGGGAGTTGATTTGGATGGGAACAAGCAGTTAAGGTGGGCGCTCACTGCGATAAA
+GGGAGTTGGCATTAACTTTGCTACAATGGTTTGCAGGGTCGCAGGGTTAGATCCATTCATGAAGGCCGGT
+TACCTAACAGACGAGCAGGTCAAGAAAATCGAGGAAATACTTCAAGATCCAGTGGCCCATGGAATTCCAA
+GGTGGGCAGTTAACAGGCCCAAGGATTATGAGACTGGCAGGGATCTGCACCTGATTACCGCGAAGCTTGA
+CATGGCGATAAGGGAGGACATAATGAGGCTTAGGAGGATAAGGGCGTACAGAGGTATAAGGCACGAGCTT
+GGACTACCAGTTAGAGGTCAGAGAACTAGGTCCAACTTCAGGAGAGGTCAGACTGTTGGTGTAAGTAGGA
+AGAAGAAGTGAAGAAGTGGAGGTGTAGGGTATGGGTGATCCTAAGAGGCAGAGGAAGAAGTATGAAACTC
+CACCTCACCCTTGGATTAAGGAGAGACTAGATAGGGAAAGAGTCCTCATGGACAAGTACGAGCTGAAGAA
+CAAGAAGGAGCTTTGGAAGCACGAGACCCAGCTCAAAAACTTTAGAAGAAGGGCAAGAAGATTGCTTGCT
+GCTAGAGGGAAGCAGGCTGAGATTGAGAGGGAGCAACTTTTAGCGAGACTAAAGAGACTAGGCCTCCTTC
+CAGAGGATGCGGTTCTTGATGACGTTCTATCATTGACCATCGAGGACATCCTTGAGAGGAGACTCCAGAC
+CATAGTTTACAAGAAGGGATTAGCAAGAACTATGAGGCAAGCTAGGCAGTTAATAGTTCACGGTCACATA
+GAGGTTAATGGGCAGATAATAAGGTCACCTAGCTATCTAGTTCTCAAGGAAGAGGAAGACACGATAACGT
+ATGCGAGAACTTCACCTTTTGCAAATCCACAACACCCTGAGAGGATGATGATCGAGAAGGCCAAGCAGGG
+TGGTGAGGCATGAGCGAGGAGCAGGTAAACATAAAGAAGAAGGAGAAGTGGGGTATAGCCCACATCTACT
+CAAGCTATAACAACACGATTATCCACATAACAGACATAACGGGTGCCGAAACTATAAGCAGGTGGAGCGG
+TGGTATGGTAGTCAAGGCCGATAGGGACGAGCCTTCACCTTACGCCGCAATGCTAGCCGCGAGGAGGGCT
+GCCGAAGAGGCATTAGAGAAGGGTATCGTCGGAGTTCACATAAGAGTTAGGGCCCCTGGTGGAAGTAAAA
+GCAAGACTCCTGGCCCAGGAGCTCAAGCGGCTATAAGAGCCCTAGCAAGGGCAGGACTTAAGATAGGAAG
+GGTTGAGGATGTAACGCCTATTCCACACGATGGAACGAGGCCAAAGGGTGGAAGGAGAGGAAGGCGTGTT
+TGATTCTCTTATCTTTTTAATTTGGAGGCGTGAGAATGGTCGAGATTAAGATTCTTAAAAAAACCGATGA
+TTCAATAACTTTCATCCTTGAAGGTGTTGATGTAGCTTTTGCTAACGCCCTAAGGAGAACTATACTTGGA
+GAAGTTCCAACGTTTGCAGTCGATGAAGTTGAGTTTTATGAGAACGATTCTGCCCTTTTCGATGAGATAA
+TAGCTCACAGGTTGGCAATGATTCCACTGAAGACCCCAGTTGATAGGTTCGAGCTCGATGCCCTCGAGCT
+CGATGATTACACTGTAACCCTATCATTAGAGGCCGAAGGCCCAGGAATAGTTTACTCTGGCGATTTAAAG
+AGTGATGACCCAGATGTAAAGCCAGCAAATCCTGATATACCAATAGTTAAACTTGCGAAGGGTCAGAGAT
+TGGTATTTAATGCATTTGCAAAGCTAGGAAGGGGCAAGGACCATGCAAAGTGGCAGCCTGGATTTACCTA
+TTACAAGTACTTTACGAGGATCCACATAAGCAAGGAAATCGAGGGTTGGGAAAAGTTAAAGAAGCTCGCC
+AAGAAGAGGGGTCTCCCAGTTAAGGAGAATGAAAATGAGGTTATAGTCGAAACCATAAAGCCATTCTACA
+TCCCTAAGGAATTCGAAGAGTACGAAGGAAAGGGTATATGGGAAGAAATAGTGCCCAATACCTACGTCTT
+TGTAGTTGAAACGAATGGAGAACTCCCCGTTGAGGAGATAGTTAAGATAGCCCTTAAGATATTAATGAGG
+AAGGCCGATAGATTTATAAATGAGCTCCAAGGATTAGCTGGTTGACCGAGCGGGGGTTGCCGAGCCTGGC
+CAAAGGCGCGGGATTTAGGGTCCCGTCCCGTAGGGGTTCCGGGGTTCAAATCCCCGCCCCCGCACCATTT
+ATTCACGCTCACCCCGCCCTTGTCGGTTTCCCTGCGGCGCGAGAATTAAACTCTAGAAGGGGGAATTTCG
+CATGAAGAGGACTGGTCCAACTGATCCGAACCTTAGGAGGCTCATTCGTTACCTCAGGAAAAAGTCTAAT
+GAAGAGAAAGTTAAGATATGGAAGGACATAGCTTGGAGACTTGAAAGACCAAGGAGGCAGAGGGCCGAAG
+TAAACGTCAGCAGGATAAACAGGTACGCGAAGGATGGAGACATGATAGTGGTTCCAGGGAGCGTTCTTGG
+GGCCGGCAAGATAGAGAAGAAGGTCATTGTAGCTGCTTGGAAGTTCAGTGAAACTGCAAGGAGAAAAATC
+GAGGAGGCCGGTGGGGAGGCCATAACGATTGAAGAGCTAATTAAGAGGAATCCAAAGGGAAGTGGAGTAA
+TAATTATGGAGTGATGCACTATGAGGATAATCAACGCTGAAGGTTTAATTCTCGGGAGGCTCGCTTCTAG
+GGTTGCAAAGATGCTGCTAGAGGGAGAGGAAGTTGTAATAGTCAACGCTGAAAAAGCCGTAATAACAGGC
+AATAGGGAAGTTATCTTCAGCAAGTATAAGCAGAGAACCGGGCTAAGAACTCTAACCAACCCCAGGAGAG
+GTCCATTCTATCCAAAGAGGAGCGATGAAATAGTAAGGAGAACGATAAGAGGAATGCTCCCATGGAAGAC
+GGACAGGGGAAGGAAGGCCTTTAAGAGGCTAAAGGTTTACGTTGGGATTCCAAAGGAGTTCAAGGACAAG
+CAGCTTGAGACCATCGTTGAGGCCCACGTTTCGAGGTTATCGAGGCCGAAGTACGTTACCGTTGGTGAGG
+TTGCTAAGTTCCTGGGAGGAAAATTCTGAGTTTGAGGTGGTGTAAATGAGGATCATCCAGACTACAGGTA
+AGAGGAAGACCGCGATTGCGAGGGCAGTAATTAGGGAAGGTAAGGGTAGGGTTAGGATCAATGGGAAGCC
+CGTTGAACTAGTGGAACCTGAAATTGCAAGGTTCACTATCCTCGAGCCCCTAATCTTGGCAGGCGAGGAG
+ATCTGGAACAGCGTTGATATCGATGTTAAGGTTCAGGGTGGAGGCTTCATGGGACAGGCCGAGGCCGCTA
+GGATAGCTATAGCCAGGGCGCTGGTAGAGTGGACCGGGGACATGAACCTGAAGGAGAAGTTCATAAAGTA
+CGATAGAACAATGCTCGTTGGAGATCCAAGAAGGACTGAGCCTCACAAGCCCAACAGGTCAACCAAGGGA
+CCAAGAGCAAAGAGACAGAAGAGTTATCGTTAATTTTAAAAACTTTTTATAATTCGAAGACAAGTGGGGG
+TCAAGCCTTGATAGTCCCCGTTAGGTGTTTCACCTGTGGAAAGGTCATAGGGGATAAGTACTACGAGTTT
+AAGAGAAGGGTTGAAGCCGGGGAGGATCCCGAGAAGGTGTTGGATGATCTGGGCCTTGAAAGGTACTGCT
+GCAGGAGAATGCTCCTAAGTCACGTGGAACTTATTGACGATATAATGCACTACCGCGTCTACTAAAAACA
+TCCTTTCTTTATTTAGGCGGGGCCGTGGGGTAGCTTGGCTATCCTCCCGGCCTGGGGCGCCGGTGACCCG
+GGTTCAAATCCCGGCGGCCCCACCAAAATATTGAGGTGAGGCGGCGTGTTCAAGTACACGAGGTTTGAAA
+AAGCTAGGATTATAGGGGCGAGGGCCCTCCAGATAGCTATGGGAGCTCCAGTGCTTATAGATGTCCCAGA
+GGGAATAACACCCCTTGAAGCCGCAATAATGGAATTCGAAAAGGGAGTTATTCCAATAACAGTGATTAGG
+CCGAGCTGATGGGTAATGAGCGTGATACAGAATATAATCGGAAGGGTGGTCGTTTTAAGGGGTGGGATGT
+ACTCAGTTGAAGTTGATGTAGCCACGGATGAAGGTTTTGGGAGATTCGCTTCTCCCATTGAAGAGAACCC
+CATGCTTCACATAGCCGAGGCTAGAAGGGCGGTTAGCGAGGTTGATGAGATAATAGGGCCCGAACTTATA
+GGATTCGATGCAGTGGAGCAGGAGTTAATAGACAGCTATCTCTGGGAAATAGATGGGACTGAGGATTTTA
+GTCATATAGGTGCAAACACGGCATTGGCTGTCTCTATTGCTATAGCTAGGGCAGCTGCAAATTCCAAGGA
+TATGTCCCTTTATTCCTACATTGGGGGCACCTTTGCAACTGAACTTCCAGTTCCGATAATTCAGTTTGCG
+AGCGACGAAAACTTCGAGTACTATATACTCGTCAGAGATTTGCTTGAGGTTACCGACATAGTTGACGCGG
+TGAATAAAATAATATCCGAAGTCGGCAACAAGGTTTCAATTGAAGAATTGTCTAAGGCATCAGAAAGCGT
+TGGGATGGAGCTTGGGTTGGAGGTTGCGCTTGGAATTAAAATGAAGAGGGAGCTTGAGATTGAAGACGTT
+CTCAACATAGTCGAGGACAACAATGTTGCGTACATTAAACCCCTTGGTCCTCCAGAGTTGTTCCTTGAGC
+TGATAGCTGGCACCCATGGAGTTTTCATCGATGGGGAGTACTTGTTTAGGGCAAACAATATTTTAGATAG
+GAGGTACTACAATGCACTATCAATAAAACCTATAAACCTTGGCACGCTCACCGATTTGTACAACTTCGTG
+AACGATGTGAAGTCCGAAAAAATAACCCCAATTTTGGCCGAGGCGAAGTATGAACCCGCCGATGATACGT
+TCCCACATCTCGCCCTGGGCCTTAGGTGCCCGGCCATGCTGATAAGCTGGAACTCGGTGGAAAAGATTAA
+TGAGCTTAATAGGATTGCTGAAGAGCTCGGAGAAAGGGGTAGGATAATAACGTTTGAGGAGTGAATTGGA
+GGTGGTAAGATGGCTGATGAGTATTTAGTTCCACTTGACCAATACCTTGCGGCCGGAGTGCATATAGGGA
+CTCAGCAGAAGACGAAGGACATGAAGAAGTTCATATACAGGGTTAGGCAGGATGGCCTCTACGTTCTCGA
+CGTTAGGAAGACGGATGAGAGGCTTAAGGTGGCAGGAAAGTTCTTGGCTAGGTTCGATCCACAGAGCATC
+TTGGCCGTGAGCGTTAGGCTCTACGGCCAGAAGCCCGTTAAAAAGTTTGGTGAAGTTACCGGAGCTAGAG
+CAATACCCGGCAGATTCCTTCCAGGAACGATGACTAATCCAGCGGTTAAGAACTTCTTCGAGCCAGACGT
+GATAATTATAACCGATCCTAGGGCGGATCACCAGGCAATGAAGGAAGCGATTGAGATAGGTATTCCAATA
+GTGGCCCTCGTAGATACCGAGAATTTACTTAGCTACGTAGACCTTGCCATCCCAACAAACAACAAGGGAA
+GAAAAGCTTTAGCTTTGATTTACTGGATTCTCGCGAGGGAAATCCTGTACAACAGGGGAGAGATCTCAAG
+CAGAGAGGAGTTCAAGATACCCGTTGAAGAGTTCGAGATGAAGATAGTAAGGAGGTAGCTTTATCTTTCC
+CTTTTCCAATGTTTTTTTGGGATGTAGATGCTGGTCTGCACTAAATGTGGAAGAACTTTTGATGAGAAAT
+TTCTGCTAAGGTGTACTTGCGGAGGGACATTGCTCGTTAAGAGGCACTACACAAGCTTCTCTCCCAGGAA
+TTACTTAGACATGAGACGGTACATCGATTATCTTCCAGTGGATTCAGTTTTCCTTCCAAAGTTGACCCCG
+GCAATAACCCCCATAGTTAAGGACTCCGAAGATTTATACCTAAAACTCGATTACCTCCAGCCCACGGGAT
+CTTTTAAGGATAGGGGAACCTACGTGACGATTGCAAAGCTTAAAGAGGAGGGGATTAATGAAGTTGTCAT
+AGATAGCTCTGGAAATGCCGGTATAAGCTTAGCAGCTTATGGTCTCTCCGAGGGGATAAAGGTTCACGTT
+TTTCTCTCCTACGATGCAAATAAGGAAAAGATATCGCGATTAAGCGCTTTGAACGCCAAGCTACATTTCG
+TCGATGGGGATAGGATGAAAGTTCATGAAGAGGCGATAAGGTTCTCGAGAGATGGGAATTTAACTTACGT
+TTCGCACTGGATGAATCCCTATTTCTTGGAAGGAACTAAAACGATAGCCTTTGAGATATATGAGCAGATA
+AAGCTCCCTGACTATGTATTCATTCCAGTTGGTAGTGGGACGGCATTCCTGGGGATATGGAAGGGTTTTA
+AGGAATTAATTGAAATGGGGGAAATTGAGTCGATGCCTTCACTTGTAGCGGTTCAGGCAGAGGGGTTTGA
+GAGCCTCTGCAAAAGGTCTAAAAGGAAAAACACATTGGCCGATGGGATAGCAATTCCCGAACCCCCGAGG
+ATAGAGGAGATGAAGCAAGCTATTAAAGAGAGCTCAGGTTTTTGCATAAGCGTTGGAAAGGAAGAAACCC
+TAGCTTCCCTTCATTGGTTGAGGAAAAGGGGTATTTTAGTTGAAGGAACTTCGGCCGTCACTCTAGCGGC
+GTACTGGAAGGCTAAGGAACTAGAACTAATAGATGGGGTTTCCCTCTTGATACTAACTGGTTCGGCTAAG
+AATTTTTAGGTTAAATTGGATATAGCTTTAGGGGTGGGCTAGAATGATTAGGTATCCAGCCGTCGCTGGT
+CAATTCTATCCAGAGGGCGAAACTCTAGTTGAGATGCTAGAAGAATTTTTCAGGGATTTAGGTGAGCAGG
+GGAATTCAAGGAAGATAACCGCGGGAGTTGCACCTCACGCTGGCTATGTATTCTCCGGCTATACGGCCTC
+TAGAACTTACAAGGCAATATATGAGGATGGCCTTCCTGAAACTTTCGTAATATTTGGCCCTAATCACACG
+GGTCTGGGCTCGCCGATAGCGGTGTATCCAGAGGGAGATTGGGTTACACCCCTAGGAAAAGTTAAGATTG
+ACTCTGAGTTAGCTAAGGAAATAGTTAAGCTCTCTAAAATTGCCGACTTGGATGACTTAGCGCATAAGTA
+CGAGCACTCGATTGAGGTTCAATTGCCATTCATCCAGTACATAGCAGAGAAAGCTGGCACTGATTTCAGG
+ATAGTCCCAATAACCCTGGGCATACAAGATGAGGATGTCTCTGAAGCCCTTGGAAGGGCGGTTTTCGAGG
+CGGCTGAAGCCCTTGGGAGGGACGTAATCGTTATAGCGAGCACTGACTTTATGCACTACGGTAGCTTCTA
+TGGCTACGTGCCATTTAGAGGAAGGGCAAATGAATTGCCCAACATGGTCAAAGAGTGGGACATGAGGATC
+ATAAGGAGGATCCTTGATTTCGACCTTAAGGGGATGTTTGAGGAGATTAGGGAAATGGATCATACGATGT
+GCGGACCGGGGGGAGTTGGAGCTGGAATAGTTTACTCGAGGCTCATGAATGCTAGAGAAGCCGAGCTCCT
+ACACTACACTACCAGCTTCGAGGTAAGTAGATCTACCGACGCCATAGTTGGGTACGCTAGCATAGTAATG
+AGGCGTTAGTTATGCTCAACTTCCTTAAAATTTTAGCAATTCTCTCCGACGAGATAGCCGTCTTAGTTTT
+CTTCCTTCTAATTTTGCCTGAACTTGGATTTAACATCCCATTAAAACTTGTTTTAATCCTAGTGTCAATC
+TTGGTGCTAAAGGATGCCCTCTTGATAAAACTCTTTCTCGATGTTTTGAAGAAGAAGCCCGAAGTTGGCA
+TTGAGGGACTTATAGGGGAGAGGGGCATTGTCGTTGAAGATTTAACACCAGAAGGCATGATTAAGGTCAG
+AGGAGAGCTCTGGAGGGCCAGGGCAATAAGTGGAAGTATTAAGAAGAGGGAAGCCGTGAAGGTGATTAGG
+GTTGAGGGGAACATCATGATCGTTGAGAGGTGGTGATTATGCCAAGGTTAGTGCTGGCGTCAGCTCCAGC
+AAAGATAATACTCTTCGGGGAACACAGCGTTGTGTATGGAAAGCCTGCCATAGCATCTGCTATTGACTTG
+AGAACTTACGTTAGGGCGGAGTTTAATGATTCGGGAAATATAAAGATAGAAGCCCATGACATAAAAACCC
+CTGGGCTAATAGTTTCTTTTTCAGAAGACAAAATTTACTTCGAGACTGACTATGGAAAGGCAGCTGAAGT
+GCTGAGTTACGTTAGACACGCCATAGAGCTCGTCCTTGAAGAGGCTGATAAGAGGACTGGGGTCAGCGTT
+TCAATAACGTCTCAAATTCCAGTAGGTGCTGGCCTAGGTTCTTCAGCTGCCGTCGCCGTTGCTACCATCG
+GTGCCGTCTCCAAGTTACTTGACCTCGAGCTTAGTAAAGAGGAGATAGCTAAGATGGGCCATAAGGTTGA
+ACTCCTGGTTCAGGGAGCTTCGAGTGGCATAGATCCGACGGTCTCGGCAATAGGAGGGTTCTTGTACTAT
+AAGCAAGGTGAATTTGAGCACCTACCATTCGTGGAGCTTCCAATAGTAGTTGGATATACCGGCTCAAGTG
+GCTCCACAAAGGAATTAGTTGCGATGGTTAGGAGAAGGTACGAGGAGATGCCCGAGTTAATTGAACCCAT
+TCTAGAGTCAATGGGTAAGCTCGTGGATAAAGCTAAGGAGGTAATAATATCTAAGCTCGATGAGGAGGAA
+AAGTTCCTGAAATTGGGAGAGCTCATGAACATAAATCATGGCCTTCTCGATGCCCTAGGTGTTTCAACCA
+AAAAGCTAAGCGAACTCGTCTATGCCGCTAGAACTGCTGGAGCAATTGGAGCCAAGCTAACGGGGGCTGG
+GGGAGGTGGATGCATGTACGCTTTAGCTCCTGGGAAGCAGAGGGAGGTTGCTACGGCCATAAAGATAGCT
+GGCGGAACTCCCATGATAACGAGGATAAGCAAGGAGGGGCTTAGAATAGAGGAGGTAAGGGAATGATAAT
+AGTTAAAATAGGGGGTAGTGTTTTAAGCAATAAGAGGAAGGAGTTCAGCTTTAGGGGAGACGTAGTTAAG
+AGGATAGCCTACGAAATCTCCAGGTTTTATCCAGAAGAGAAATTCATAGTAGTTCACGGTGGAGGTAGCT
+TTGGTCATCCTTTGGCTAGAAAATTTAGAATAAGGGAGGGGTTAAAGGGGTATGGAAGTAGGCATGGTTT
+CATAGTAACTCACCTCGCGATGCTAGAATTGGCATCCAAGGTTACGAAATGCTTTCTAGAGAATACCCTT
+CCAGCATTCCCGATATCTAGCTCATCGATATTCGTAACTAAAGAAGGCAAGATTGTAGCCTCTTCACTAT
+TAACAGTTAAGGAAGCCCTCTCCAAGGATTTCATTCCCCTGCTTTTCGGTGATGTCTCCTTCGACACATC
+TAAGGGGATAGAGATAGTCTCTGGGGACGAGATAATACTCCATCTAGCAAAGGAATTCAGGCCGGAGAAA
+GTTATATTTCTGATGGATGTGGATGGAATTTACGACAGGTTCCCAGGAGGCAAGCTGATTGAAAGGTTGA
+CTAGCAAGGAAATAGAATCAATGTCCCTAAGCGGCTCATCGGGAATAGATGTTACTGGAGGAATAAAGAA
+AAAGCTTGAGGTCGCTAGAGAGCTCGTGAGGTACACGAATGAAGTCTGGTTCGTTAACGGTTTGGTTAAG
+GACAGGCTCAGCATGGCGATTGTGGGGAATGGAATTGGAACGGTTGTCCAATCTTAGTTAACTCACACCT
+TTCCCTTCATCCTCTCCTGAAGTTCGTAAAGCTGGGCTATTCTCTCTATCGTATCTGCATCCTCTGGACC
+CTTATCCTCTCTCAGGGCCACGTACCTTGGGAATCTCAATGCGAACCCGCTCCTGTACTTCGGACTCTTC
+TGGATTTCTTGGTATGTTACCTCTATAACGACCTTTGGTTGAATCCAGACCCTCTTCCCTTCCTCCTTTA
+TTATGAGGGGCTTTAGCATCTTGGTGAACTCCACTAAGTCATCATCAGTGAATCCACTTCCAACCTTTCC
+AACCTCCAAGAATTCACCAGTCTCGGGATCGTACGCTCCGAGGATGAAAGAACCGAGGAGATGGGCCCTT
+CTTCCTTCTCCCCATTCTGCCCCTATTATCACAAGGTCTAAATTCTCCATTGTCGGCTTTATCTTGAGCC
+ACTTCTTACCCCTGTTACCGGGCTCGTAAACTGCATCCAACCTTTTGGCCATCAACCCTTCGTGTCCCAT
+CTCGAGGGCTCTCTTGTAGAACTGCTCGGCCTCCTCAACATTCTTGGTTATCAAGTTCTCAGCGATCTTA
+ACTTTTCCATTCGTCTCTACGATCTCCTCTAGCTTCTTTCTCCTCTCCATGAACTTTGTGTCTATCAAGC
+TTACCCCATCAACATATAGCACGTCGAAAAGATTCAACTCGAGAGGTATCTTTTCCATCATCTCCTCGAT
+GTTGTACTTCCTTCTAAACCTCCTGAGAACGTATTGGAACGGGAGTGGTCTCCCATCTTCTCCGATAGCG
+ACTAATTCTCCCTCTACTATAGCTTTTGTAGGTTTTAGGGCTTCTTTTATCGCCTCAACGATTTCGGGTA
+TTGCCCTAGTCACATTTTCGAGTCTCCTCGAGTAAATTGTAACTTTCTCTCCGTCTTTGTGAACTTGAAC
+CCTAGCTCCATCGTACTTTATCTCAAACTCGGCTTCCCCACCCATCTCAAGAAGGGCCTCTTTTATATTG
+GCCGCCTGTTGGGCTAGCATGGGCTTTATTGGCTTACCAATCTGAATTGTCACCTTAGCTAATCCATCAT
+TACCCTCAGTTTTGGCAATTTTTGCGACGAATCCAAAGTCGCTAGTTAGCATGTAAGCCCTCTCAACGAG
+CTCAACTTTGACGTTAAATGCTAGGGATATCGCATCCCTGAGCAGTCCCTCGGCTACTCCAGTTCTCATC
+GTTCCGAGCACCGTTCTCGCTATGTACTTAGCTTCAATAGGCTCAGCATCCATGAACAGGTTTGCAAGGT
+ACTTCATCTTCTTATCCTGGCTCCCTTCACCAGTTGTCTCGGCAACTTTGACGAGGGTTTGGTAGACCCT
+CTTAATCGTTAAGGGTTGCGAGAAGAAGCTCTTTTGTTTCCTCTTCTTTACGGCTAAAGCTATGCTTTCA
+CCCAAATCACCCGTATCTTTTACCGAGTTTTCTATCTCCTTGGAGTCTATTCCCGTCGCCATAGATACTG
+CCTTTATCAATAACTTTTCACCCACTCCAAGCTCCCTTTCATCCCACTCGGGGAAGACGTCGCCAAGGAT
+TAAGTAGGGGATGAACTCGAGATGATCCTCCGGAACCTTCTTGAGAAAGTCCGCAACAAGCCTCGTTTTA
+ATAAGCTTCATTGTTGTTTTTTCTAACTTCTGATAAAGTTGGGCCAGCTCTATGTACCTCATTCCCGCTC
+CCCAACAATAAAAATGGAAGAAAAGTTAAAAATCTATTTCTTTTCAACTATAACTTCTGTGGGAGTTAAA
+TTCGTTAAATTATCGCTAACTGGACATCTTTCTTCAACTTTCTTAAGCCATTCTTTGAGCTTTTCCTCAT
+CGACGTCCGCCTTTACCCTTATAATTGCCTTTACTGACTTAAAGCCTGCCCTCTCTCCATCAAGCCCCAT
+AAACTTCGCTGGGTTAAATATTCCGGTAACTTCAATTTCGAGCTCCTCTATGTTAAATCCCATATCCTTT
+GCAACCATGTGACCAACTATATTGAGGCAGCCTGCAAGGGCGGCAAGGGTATAGTCAAGGGGACACGGGT
+GCTCTCCACCTAGCTTGTCCACCATTATCTCAAAGTTTTCTGTTTTGACGAGCGTTTTGGTGGGTGATAC
+AGCCTTTCCAACGACTCTAATCTCAAGGTCTTTGTACTTTGCCATCTTATATCCCTCAAAAATATCTTTG
+GAATTCTGTCTAAAACGGTTTCTAAAACCAAACGTTTTCATCTCTTGGGATAACATTTTTATTGAAAGCC
+GAGGATATATGGCGGGAGTATTCATGAGGTTAGTTGGTGAGCACAAGGCTAAGAAGGGGCTTATAAGGAT
+TGAGATTGAGGAAGAAAACGGGATAGCAAGGAAGGTCATGATATCAGGTGACTTCTTCATATATCCTGAG
+AGCGTGGTGGACGAACTAGAAAAAACCCTTGAAGGCGTTAGGGTTGAGGATATCGAGGGTAAACTTGATG
+AGTTCTTCTCCATAAGGCACGACGTTGAAATGCCGTATATTTCGGTGGAAGACTTCAAAATAGCAATAAG
+AAAGGCATTGGAGGAACGTAAATGAGGAGGAACTCTACAATTTTTATCCTCCTCCTCGTGACGTTCATCG
+TTGGGACACTAATCGGTTGGGGAATAGCTAAGGTCAATCCTGAGCTTGCCAAAAATACTTACATGATCCT
+TAGGCGAATACTTGGGGGAGGGGAACTTCCTCAGGGGTTCAAGCTGTTCATGCTGATATTCCTGAACAAT
+ACTAGGGTTGCAGTATTAGTAGCGTTTGGGGCCCTGCTCTTTGGAATAATACCGTTCTTGGTTTTGCTCC
+TCAATGGTATGATCGTTGGACTCGTTGTTGGTCACGTGATGATTAGTGAGGAAGTTCCATTTTCAAAAGT
+TCTACTTTCCATACTTCCTCATGGAGTCGTTGAAATACCTGCATTTGCTGTTGCTGGAGTTGGAGGAATA
+AACTGGTTCCTAGAGTTAATCCATGGTGAGGGGAATTTTGGTGAGAGATTTAGAAGAGGGTTTAGAAAGA
+TGTTAAAATTTCTGATACTGTCCGTGGTTCTCCTGTTTATAGCTGCCCTTATAGAGGCTTTCATAACTCC
+CAGGCTTATCGGTTTGGCCTGATTCTTCTATTTCCTTTATCATGGCCTCTACTGGATTTTCCATCGTAAT
+CATGACCTCCCTGATGAACTTTCTGTATCTTCTGTTCCTCCTAATTATCTCCCAGGCTTTCGTTGCGACC
+TCTATTGGATTGGTTGAATGGTAAAGGACTCCAAGTTCTATCAGCCATTTAGTTACTGCAAGTAATCTCC
+CAGGGTACGTGGAGATTGCGGGCGTTCCTAGGGCCAATGCTTCTCTGTTCATCGTCCCTCCGGCACCTAT
+CATAATTCTGGCATAGAACAGTAAGCTCATTGTATCCACAACGTTATCGGGAATTATCACGTTTTCAAAT
+CTTTCAAAAACTTTCTTCTGCTCCTCGCTTCTTGGGAATAGCACTATCGGCATGTCTGGCAGAAGGGGAA
+TAACGTCCTCGAGGATGCTTCTCTCCCTGTCTCCATTAAAGTACGTTGCCTTAATTGGCTCTGGTCTCAT
+AACTATGTAGGAATACTTCTCTAATCCGAGCTCCTTAAGAACGCTGTCATCTGGCCTAAATCCGTAGACA
+TTGGCGACTTCCGCTATACTGTTAACTGGCACGAGGGAATTTGGATCGGCCCCACATTTCAATAATTCAT
+AAGCATCTATGACCTTTGGATAGAGTAGCCTTTCCGTGAATGGGAACATCAACTTATTTTGAGGAATAGC
+TGTCTCGTTGTCTACAAACCCAATCGAACGTATTTTCAAACCAAAAGCTATCCTGGGTGCCTCAGGGTTG
+TTCTTGTACATAGCTATGTCGGGCTTCTCTTCAATTATCAGCTTCGAAAGCTTGTAAACTCTCTCGGCGC
+TCGCTAGTAGTTTTCCCTCTAAAGTAACCCCTCCATGCTTTCCAACGCTTATGTAATCTATTCCCAACAT
+GTCGAGTATCTGCGTTAAGCCATCAAACTCCCTCGTGGTAACGAGAACCTCGAATCCCCTTCTTTCAAGT
+TCCCTTATTATACCCTTGAAGAAATGAGCGTGAGGTGAATTCATGATATCTATCCAAACCTTCATACCTC
+ATTACCCACCAATTATTGGGTTTTGAGTCAGTTATAAGGATTCCCACAAATTCGCTTTCTCCTTCGATTT
+ATATACATTCCTCACACTTTCAGATCAATTTTTCTAATGTCTTGATACTGTCTTATTGAAATGCTCCCTA
+ACTAGTTGCCTGTTCTTGGAACGTAGCTAGAATTATCCCTTTTTCACATTCAGTAGGGAACCCTTAAATA
+TCATCTAAGTAAGCCTCTCCCTGGTGAGAAAATGAGAATAGCTGTAATCGGCCTAGGCTATATAGGATTA
+CCGACTGCGATAATGTTCGCCTCCTCGGGTCACGATGTTATAGGGTATGATATTAGAAGAGATGTGGTGG
+AGAAAGTTAATAGAGGAATTGCTCACATAGTTGAGCCCGAAATTGGGGAAAGACTACGAGAAGTGGTTTC
+CAAAGGAAAGCTTAGGGCCACAAGTGATTACAACGACCTGAAGGGGGCGGACGCTTTTATAATATGCGTC
+CAAACCCCCCTCTCTAATGGAGTTCCAGATTTGACCTACCTAGAGAGTGCGATAAAGACCATAGCCAAGG
+TGATTGAGAAGGAGGCTTTGGTCGTTATAGAAAGCACAGTGCCCCCAGGAACAACTGAGAGGATGGCTAA
+GCTTCTTGAAGAATTAACCGGACTTAAGGAAGGCGAAGACTTTTACGTAGCTCACGCTCCTGAGAGGGTG
+ATGCCAGGAAGAATTTTCAAGGAGTTGGTTTACAACTCCAGGATAATTGGAGGGGTAAGTGAAAAAGCGT
+CAATATTAGCCGAAAAGTTGTACAGATCGTTCGTAAAAGGGAGAATATTCCTAACAACGGCCACAACTGC
+CGAAATGGTCAAGCTCATGGAGAACACATTCAGGGATGTTAATATTGCCCTCGCCAATGAATTTGCTTTT
+CTGGCCCATAAGTATGGGGTTAACGTTTACGAGGCTATAGAGTTGGCGAATACCCATCCGAGGGTTAAAA
+TTCACAGACCAGGAATCGGAGTTGGAGGGCACTGTCTCCCCAAGGACCCTTATCTCCTCTTGGCAAATGT
+TGATGAAGATTTGGGACTGATTAGAAAGGCTAGGAAAATAAATGAAAGCATGCCAAGGTTTGCTGCTAAG
+CTTTTATTTGAGGCTTTAGGTGAGGCTAACGTTGATCCTGGGGATGCCGTGGTGCTAGTCCTGGGGTTAG
+CATACAAAGGAGATACTGATGACGTTCGAAATTCTCCAGCCCTAGAATTCATTAAGATTATCGAGAAGGA
+CGTGAAGGAGGTTAGGACTTACGATCCCTATGTAAATGGCACCCACACCATTTTAGAAGAAGCAGTTAAA
+GGTGTTGATGCTATAATTATAGCGACGGATCATTCGATGTTCAGGGAAATTGAGTGGGATAAGCTCGGAA
+ACCTCATGAGGAATAAGATAATAATCGATGGGAGAAACCTCGTGAAGGAACCTCCCAAGGGGTTTATATT
+CAAAGGTATAGGGAGGGGCGACGTTTGAGGCCTGCAATAATCTTTGGAACGAGACCGGAGATAATTAAGT
+TGTCTCCGGTGATAAGGGCTTTTATAAAGAATGACATCCAGCCGATACTAATCCATACGGGACAGCACTA
+TGACTACGAGATGAGTAGCATATTCTTGGAAGAGCTTGAATTGCCAGAGATAGATTATCACTTGGAAGTC
+GGCTCTGGAACTCAAGCCGAACAAACGGGAATTGCAATGATAAAGATAGAGAAGGTTCTAATGAATGAGG
+TTCCGGATGTGAGCATAGTTCAAGGAGATACTAACACGGTATTAGCTGGGGCATTGGCCAGCGTAAAGCT
+GTTAATTCCTGTGGCTCACGTTGAAGCTGGGTTGAGGAGCTTTGATAGAACGATGCCCGAGGAAATAAAC
+AGGATACTCGCCGATCATTCGAGTGAAGTTCTGTTTGCTCCAACGCTTGAAGCTAAGAAGAACCTTGAAA
+GAGAGGGAATAAGGGAAAACGTCTTTGTCGTTGGTAATACGATAGTTGACGCTGTCCTTCAGAACTCTAA
+GATTGCCGAGAAGAAGAGCAAGATATTGTCTGAGCTAGGCTTAGAACCAAAAAGCTATATCTTGGTCACC
+GCGCACAGGAAGGAAAACGTCGACAATAAGGATAGGCTAAAGAAACTTGTCGATATATTAACATCCCTTC
+CCATGCAGGTCGTATATCCCGTTCATCCTAGGGCCGAGAAGAGGTTAAAAGAATTTGGACTCTGGGATAG
+GCTTAAGTCCTCGGGAGTAATGCTATTGAAACCTTTAGGCTATCTGGACTTCCTCAAATTAGAGAAGAAC
+GCATTCATAGTCATGACTGATTCAGGCGGAATCCAGGAGGAGGCCATAATCCTAAATGTTCCTTGCTTAA
+CCTTAAGATACAATACGGAAAGACCTGAAACCGTAAAGGCCGGTGGGAACATTTTGGTTGGGGTTGAAAA
+AGACCTTGCACTCAGGTACGTTAAGAAATTAATTGAAGATGAGGCATTTTATAAGAGAATGGCCTCTGCT
+AAGAATCCATTTGGCGATGGGAGGTCTGGAGAAAGGATAGTATCCATTTTGATGACCCTCTGGGAGAGTG
+GAAGACTCAAAGTTAAGACTTCAAACTTCATAACCCCTCAAAAAGCCTAAGGGCAAGAAACTCTGGGAGT
+CCTGCCTTTAATATCTTTTCAGCGGCCTTTTCGACGTCGTACTCCACTCTAAAGAATTCGATTTTTCCGT
+TTTCATATAATATTGCATAGCTTGCCCTCCAGTCCCCATCCCTAGGTTGACCTACAGACCCAGGATTTAT
+CACCCGCCTTCCTTTGATCTCTTTCAGCATAGGAACATGGGTGTGTCCAACTATGAGATCATCCTCTCTA
+ATGTACCTTAGGCAGTCCTCAAACTCAGAATCCGGCAACCAGGGAAAGAGGTACTCATCTAGAGGGGCCC
+TGGGAGAGCCATGGATCACGTGATAACTCCTGTTACCGAGCTTAAAGAACTGTCTAACTGGGAGCCTCCT
+TAAGAACTCTAGGTTTTCCACCGTTAGAACTCTTTGTTGCCACCTTATAGCGTACCTTGCATAGGGATTG
+AAACCCCAGTCGGCTCCAAATGCTACGGCATTGTCGTGGTTTCCCCTAACGCACAGCACCTTACCTTTTT
+CCATTTCCCTCTTGATGAACTCCACAACCTCATTTGGAGATGCCCCATATCCCACTAGATCCCCCATGCA
+TGCGACCTTCTCTATGTCCTTGATTTCCTTCCACACTGCTCTTAGGGCTTCATAATTTGAGTGAATGTCT
+GAAATCAAGGCAATTGGCATAGAAATCACCGAAATCAGCCCTGGCTGTATTCCTCATCGCGTGAGCTCGG
+GCCGTAGGGAAAGCTCATCATATGCCCGCCAAATAATAGAACTAAAGACAAACTTAAAAGGGTAACTCTT
+GCTCACACGGGAGTTCCAACGTAAATCCCATGCCTCGTTCTAACGATCTTAACCTTTATCCTGTCTCCAA
+CTTTTGCATTTGAGTTTATTACTTGAATCAGCCTATTCCTGGCTTTGGCAATCATCTCCCCCTCTATCCT
+TCCCGGGAGGATGACTTCAGCTTTAACGACTTCACCCCTCTTAAATGCTAACGGTATAAATGGCCTTGGA
+TACATACCGAAGTGGTGGGGCTTTAGGATTAGGGGTTTCATTCCAGTCTTTTCTTCAAGTTCCCTCAACC
+ATCTATAGAATTCCTTAAAGGGAACTGGTTTCGCGATAACAGGGTTCCTTCCAAATTTATATGGGATGTA
+ATTTTGAAAGCCTAATGCAGGCCATCTTTTTCCTGCTCCTATTCTCCTCGCAAATTCTATGAAAGCCTCC
+GCCTCATCATCATTCACTCCGAACATTATTACCGGAGCTATGAGGACATCAATTCCCGCATTAACTAAGG
+CCTCGGCCATTTCAAGGACGTGATTTAAGTCGTAATCTTTAATTCCCATTAACATCTTTGCCTTCTCTGG
+ATCCAGGGAATGGATGGAAAGGTTAACCCTATCTAAACCTGCCTCGGCAAGCTCCTCAACTAGCTTATCA
+TTCAGCAACACTCCGTTGCTTTGCATGGATATCACTGAGACGTGTGGATGCTCCCTTAGGGCTTGAACCA
+ACTCGACGATGAAAGGATATAATAGCGGTTCTCCCTGGGCATCTAGATGAGCCTCAAGGCCCTTCCCTTT
+CTCCTTTGCTACCCAGTCAAACCACTTCAAGAGGTAGTCTATGTCTACAACGAAGTCTAACTTCCTCGTT
+CTCGAATATGGGCCTTCATCGACGGAACAAAATATGCACCTCATGTTGCAACCGGTTGAACCCCTAACTT
+GGATGAGGTTCGTCCCCCTATCTATTAATCCGAACGCATTATAACCGAGAAGTGGAACGCCCATGCCCTC
+ATGTATATATATCACCTTCCTTTTCGTGTACCTATTTTTGAGAAGTCCTCCAAGGTTATTTTGAATGTAA
+AACGCTATGAACCTCTCTATGTCCTCATTGTCAGTATTTATGACCAAGTAACCGTCCTCAACGTTAACTT
+CAACTGAAACTCTGAACTTCCTTCTTATCGCTCTCTCTATTTCCCTTTTGCTAAAATCCGCTACTAGGGT
+CCTTCTCCATACTAGGGTTATTGTATCCTCATGCCCTTCGAAGTACGAATTTGGTAACCTCAACTTTATC
+ATTTCGTCCAGAATTTGAGACAAAGCTTTTTAGGTCTTAGCCTTCCTCAGTTAGGGGTTTGGAGTATGGG
+GGAGAGGTTCGATAAGTATGAATATCTTCAGGACTTAATGAGGAGGAGAGGCTTCGCTTGGGGGAGTTTC
+GAAATTTATGGTGGGTCTAGGGGTTTCTACGATTACGGTCCTCTCGGTGCTACAATAAAGAGGAAGATAG
+AGAAGAAGATAAGGGAAGCTTTTATCAGGGAGGGATTTTTCGAGATAGAGACTCCTGACATAACTCCAGA
+GCAAGTCTTCATAGCTAGTGGACACGTGGAGAAGTTCGTCGATCCGATAGTTGAATGTAAGAAATGTGGG
+GCAAGGTTCAGGGCCGACCATTTGATAGAGGAAACCCTGGGAATTGACGTCGAAGGAAAGTCGGCCGAGG
+AGATGACTAAGATAATAAGGGAGCACAACATAAAATGTCCAGAATGCGGGGGAGAATTGGGAGATGTTTT
+CTACTTCAATCTGATGTTCGAAACGTACATCGGTCCATACAAGGATAAGAAAGCTTATTTAAGGCCTGAA
+ACTGCCCAGGGAATTTTCGTTAACTTTAAGAGGTTGAATGCATTCGCAAGGAATAAGCTACCATTCGGGG
+TTTTCCAGATTGGGAAAGCTTATCGTAATGAGATTTCACCCAGGCAGGGGATGATAAGACTTAGGGAATT
+TACGCAGGCAGAGGTTGAGATATTCTTTAACCCGAATGAGACCGAGCATCCTCACTTCGACGAGGTTAAG
+CACGAGAAATTGAGGTTGTATCCAATAGAGAACCAGCTCAAGGATTTGGGTATGATAGAGCTTACCGCAG
+AGGAAGCTGTTAAGAAGGGCTACCTAATGAACACTTTCTTCGCTTATTACCTCGTAATGATAAAGAAAAT
+TTTACTTGATATCGGGATTCCTGAGGATAAGATAAGGTTTAGGCAACAGCTACCTGAGGAGAGAGCTCAT
+TACTCTGCAGATACCTGGGATGCGGAAGTTTACAGCGAACGCTTTGGATGGGTGGAGTGCGTCGGCTTGG
+CGTACAGGACGGACTATGATTTGAGCAGGCACATGAAGATGAGCGGTGCCGATTTAACGGTCATGATACA
+CTACGATAAGCCCAAGATAGTTAAGAGGCTCAAGGTTAGCCTTAACATGAAGAGTGTTGGTCCTAAGCTT
+AAGAAGGATGCCAAGAGGATAAATGAGAAAATTCAAGCGATGAGCGAGGAAGAGCTAAGGGAGTTAGTTA
+AGAAGCTTAACGAGGAAGGAAAAATTGTCATTGATGGGTACGAGCTTTCAAAGGATGACTTCATAATAAA
+GGAAGTCGAAGAGAAAGTAACCGGTGAGAAAATAATTCCCCATGTCCTTGAGCCCAGCTTTGGAATAGAT
+AGGCCATTCTATTTGCTCCTTGAGAACTCTTTAACGATAGATGAGGACGGAAGAATTTATCTGAAGATAA
+AGAAGGATATGGCTCCAATAGAGGTGGCTGTATTACCCCTAGTAGCTAAAGAACCGCTAACTAAGATCGC
+ATACGACCTCTTTAGAAAGTTGCAGAAGGAAGGGTTCATAGTGGTCTACGACGAGAAGGATAGCATAGGG
+AAGAGGTACATGAGGTACGATGAGATAGGAACCCCATATTGCGTTACCATAGATAATCAGACTCCAATCG
+ATGGAACGGTTACGATAAGGGATAGGGACACGAGGGAGCAGATAAGGGTAAAGCTTGAGGATGTCCCCAG
+GAAGTTGAAGGAATTAATCTTCGGAAGCTAGTTCAGTTTCTTTGTTTTTCTACTGTCATTTTTACACTGA
+AATATAAAAAGCTCTTGTACCTTGATAGAAGATCAAAGGGGAGAGACAGTAGAGAAGTCAAATCTTTATT
+GAGATTTCTGCTTTCCCACTCTTCTTCAGCTGAATAGCTAAGAGCTTCTTGCTGTAGTCCCTGTACCTCA
+GGTAGGAGATTATCATGAGTATGAAACTTGTGAGGCTCACAAGAGAAAAGACATATATTGATATCGTTGT
+GAGCCAGTGAGGAGGGCCTATGTATCCGAGTATTCCCACGCTGGTTCCTACTAGGATCCAAATGATTAAA
+CTCCAAATAAACACGTTATAGGCGGTCCTTGTAGCAACCTCATAAGCCCATTCGAGTTTCTCATGCTCGT
+CGAGGTTTTTAGGATTATTCCGGAAACAGTTTGATAAGATGTTGCTAGGATCCATGTTTCCGAGCTCCTC
+TAGCCCTGATATAACTCCTAGGCTTAACCATCCAGCGTATGCAATTACAAAACTCGCAGCAAAAGTTATT
+CCCATCCCGTACCTATCATGAATCTCGGGTCCATAAACTGGTAATAAAATAATCGCCCCAAAAAATGCAA
+CAAGAGCTGCTACTTCAAGCTCCCCTAGATCAATACCCTCTGGAGGTATACACCTGACTCCCATTTCCCT
+TCTCCCTCCGGGTATTTATGTATTTCCCTTCTCCCGAAGGGTAATATACTACGGAAACATAAGGCGAAAC
+CAGGGAGCGAAAATCAATTGCCTTGCTTCACCTCCAGCCAACTTTTTAACCACTACAAAAGCTACCTAAA
+ATGGGATCCCCAATGTCAGCTAAAATTCATCTCATCTACAAGCGAATTCCTAACCGTGTTCTAGAGCGAG
+ACGATGAAGTGATTGCCGATTTGGGAGAGATAATTGTCGCTAAATCTCGCTTTTCTGGCATGCTCGCTCC
+GCTTAGGGTGAATGGAGTTGAAGTCATCAAGAACGGCTATTGGATGATTTATTTTGCCTTCGTTGGGAAG
+GATTACGATATCCTTAAGATCTATGACGAGAACGGAAACTTCAAAGGTCTCTATATTGATGTGTTAGCCT
+ATACCAAACGTGAAGGGAACACAGTTGAGATGCTTGATCTATTCCTAGACATCTTCGTCTTTCCGAATGG
+TGAAGCATTTCTATTGGATGAGGATGAGCTGGAGATGGCTCTCAACTATGGGTTAATATCAAAAGAGGAT
+TTCATGAAAGCGTATAAGACTGCAAACAGAATACTCAGGGAAATAAGGGAAGGAAAGTTTCCTCCGAAGA
+TCGTTTGGGAATATTCACTCCTCTAATTCTTCTCCGGGTCTCTTAATCTCTTTGGGCGGGTGAAAGCCCT
+TGAGCTCTTTAAAAGTTCCCCATAGCCTTAGTATTTCCTTGTGCACGTGAGTTCCAACGGGAATAACCAC
+GATATGGGCTGGTGGGTGGATATCTCTAATCCTTCCTATGGCCTTTGAAGCTGGAAGGTCAACTTGAGCG
+ACCACGTGAGCCCTAACCTTTTTCCTTGGCTTCTCCCCAACTATCTGCTCAAATGCCCAATCTGAGAGGG
+CGGGGGGTATAATCCTAGGTTTCCCCCTGATTTTCATTCCCCCATACCTAACTAAGTCAGACAAGGCCGT
+CAAGGCTTTGTCGAAGTTGTCGGTTCTTATCAGGACTATCGTGTTTAACATTTTTCCAACCCTAGCTTGC
+TGTACACTCGATAGTTTAAAATTCTATGGTTTTATCCTGTGAAAATGTTCCTAATTTGCGAAACATTTAA
+AAGAAAATATTTTGGTTAGTCGGTTGGCGAGAGAAGAGTAGAGGTGAGAGGAAATGAGCTGGACGACCCC
+CAAAAAGGCCATAATGCTTGCTGCAGCTGCCGAGGGCGGTACAAAGCTCAATGCATTCGATAATGCCCTC
+CTAAAGATGGGAATTGGGAACGTTAACCTTGTGAAGCTCAGTAGTGTCATACCAGCCCATATTGAATGGT
+TGGACGAGCTTCCAAAGAACATCCCAATTGGAATGCTCTTGCCTACTGTATATGCCCACATAGAGAGCGA
+TGAACCAGGTTCAACTATAAGCGCTGCGTTGGGCGTTGGTTTGAGCGAGAACAATGAGGGAGGATTAATT
+TACGAATACGCTGGTTATTGCACTAAAGAAGAGGCAGAGGAAATGGTAAGGAAGATGGTTGAGGAGGGAT
+TCAAGGTCAGGGGCTGGAAACTTAAAGAAATAAAGGTGATTTCAGCTGAGATAACCGTAAAGGATAAACC
+TGCTGCCGCTGTTGCTGCAGTAGTCATGTTTCCCTATTAACGATACTTTTCACTTCTTCTAGAACCTTCT
+CGTTGCAATTCCAGCACATGACTTCAAAGCTTGGAACCCTAACGCTTACCCTGACTTTGAACTTTCTAGC
+TATTTTACTGACCTCGTAGTTAATTCTAAAGGCTAAATCCATTAGCTCTTCGGTAATTCTTGCGTCTTCA
+TCTATGTATTGTAAGGGGCATCCTTCTCTCCACTGTTTTCTCCTGCCATGTTCATACATTCTATAGGGTT
+CTATCCTCGCTTCTTTGGCCATTTCTTCAACTTCTATGGCCTTATACTTTATCAAAGGCCTGAAAATTGG
+TATTCCAATCTTTGGAATTTCGCAGAGTCTTATATCTCCTGGGCACTGGTCGAGTAGGGTTCCGACGATT
+TTGTCGTTTGCATTATCTCCCTTTGCTAGGATTTCGAATCCATTATTTAGTGCGAACCATTTTGCGTTCC
+ATAGCATTATCTTCTTACAATGAACGCATATAGGCCCTTTCCTCCCTATGCTTACCCTCCTTAATCCTTC
+GGTTAAATCTACTAGATAGTGCTCAACCCCAAGTGATTTAGTAAATTTCATTCCCCATTTAATAACCTCG
+GGCCAGCTCCACTTGTGAAAGAATGTCAGGGCCGAAACATCGTAACCGGCCTCTTTAAGGATATACAATG
+CCAAGCTTGAATCCTTACCTCCTGAGAACAGTAATAACACTTTCTTCTCAATTATTCCAGTCTCCTCTCC
+AAACCTTCTGATTTCCCTTATAGCATCTTTAAGCATGAAAAAAGAACCGCCGGCGGGGTTAAAAAGTTTG
+GGGGCCATTTCAACTGTCGGCCCCCTGGGGGTCCCGACGTCATCGCAACCCTCGGTACTCGTCGGGCACT
+AGTATATTTCCCTTAAGGCTTATTTCCTTTTCGCTAGACATAAAAGACCATGCCGTCGTAGGCCACGAGA
+ACCCTATCATCCCACTTCCTTCTCACGTAGTTAACTAGTTCTAGGAAGGGTAAGTTCTTGTGGGATATAT
+GACTTAAAACAACCCTTTCGGCGTATTTAATTCCCATCTCTCCAGCCTCGTCAACGTTGTTGTGATAAGG
+ATCGTTGAAGCCTGGTGGGTAGGTTGCATCAACTATAGCTAATCTTAGAGGAGATAGTTTTTCCAAAATT
+ATCTCTGTTTCTCTTGGAAGTCCCTTCGTGTCGTATAGAACTGCAACATTCTTTCCGTTCTCTTCTATTA
+TGTATCCCAAAGTTTCCACCTGATGATTTAATTTCACCGCGGTTATCTTCAAGCCATTTATCTTTATTTT
+ATCTCCAGCTCTTATTATGTTCGGCTTTAGATTCTTAGGGTCTTGAAGAATTAGAGCGTCAGCATGCCCT
+CGAGGAGCGTATAGTTCGGTTTCCCTAGCTATCCATCTCAGCTTGTATAATCCATATATGTGATCGTGAT
+GCCAATGGGTTAGGAATATCGCATCTATGGGCGTGTTCAGGAATTCCCTAATATCCGTGCCAACGTCTAT
+AAGGACTACTTCTCCCTTGTTACCGATGATTGCTAAAGTTGAGGGTCTTCTTTGGGCGAATCCAAATTTT
+CTGGCCTCGTTGCAACTCCTACAGTTGCAGAGGTGAACTGGGATTCCCTCACTTCCTCCAGTTCCGATGA
+AGTAAACTATCATGGATTCTCAAAGTGATGCTTAGAATTTAAGCTTTCCTAATGAATATCACAACTCCAT
+CCTTTTTGAAAACGGTCTTGTATTCTTCAAGTTTAATTCTGAAATCCTTCAACCTTTTTATCGCCCTTTT
+TCCGTTCCAAGTATTGAGGTTAACCAATATAACCCTCGGCTTAATACCCTTTGGATAAACGTACACATCA
+ATCCTCGTTGAGAGGTGCGGATAGAATTCTGGCTGGGTGTAAATTGGGCCCTCCAACGTTTTGACGATGG
+TTATAGCCTCCCAGGATGCATCTTTTCCTGGAATTGGTTTGAGAACTGCGAAGTGAATCAAGGGGTTCTC
+TGCTTTCGGAGGTTTAAACGTTATGGGAATCGTTGCCATCGAGGTCAAAATTCCCGCAACTATAAGAGAG
+ACAGCTACCTTTTTAGACTTTTTAAAGCCTTCAATAGCTACTAGGTACGATAAGGGAAGTAGCATGTAAG
+GGTAATGAAAGCCGATCATTGTTTGGGTATCCCTTGATGAGAGCATTGATTCAAGCCAGGGGAGTGCAAC
+TGAAACGAGACCCTTGGAACTGAGGAATGTTAAGAATCCGAAAGATGCATTGAAAACTATGAAATAGAGT
+AGCTTTCTCCTGGTCAGCTCAAACTCCGAGTATAGACTCTCATAAATGTATCCCATTCCAAGATGGGGGA
+TTACAACTTTAATTACAATGATCCCGTACATCATTGATGCTATTGACAATAGGATTAATCCCCTATTTTT
+CCTAAAACTTTCCGGGTTTAAGCCGTCCATTAATATTTTCCAAAGGGATAAACTCACAACTCCCAGGAAG
+GAATCTTCCTTGGTTAAAAGTATGAGAACTGATGTTAGATAGAAGAGCTTCATCTTTCCCCGTTTCAAAA
+GCATATAGGCTATGAAAAATAACGGAACGGCGAGTGAAACTGGATGAAACTCAAAAAGAGCTATTCCCAG
+GAGAGAAGAGTTAAAGATGTAAAGGGAAGCAACTAGAATCGCCTCGCGATGATTGAGCTCTTCGCATGCT
+ATTAAGAGGGCCAATGTCGCTGAAAGAGCCAAGAAGATAGCCTGGATTAACAAAAGAACTACAGGAGAGG
+GCATTATTGCATACACTGGGAGAAGTAGTAGAAGAATCGGTTGAAAATGGACTGCAAAATGGTTAGGTGC
+GCTATATAGCTGGGCTTCCACCGTGTTGTACATGAATTTTCCGTTAAGTGTGGAGTACAAGGATTGGGAA
+AATATTCCAAGGTCTAAACTTTTATAGGAAAAATTTTCATATAATACTAAACATGTCTTGAAAATTATAA
+ATGTGTATGCTATAAATATGATAACGAGCAATTTTTTATCTATTAACGATTTCATGTAGAAAAAAATACT
+GCGGATTATTAATAAACATTTTGAAGAAAAAGTTAAAAGCTAGAGATACCTAGGTGGTAGCCCTACCCAC
+TGCCTAAGCTTTTCGTAGGCGATTATCCTGGGTACGTTCCTTGCATCTCTTGGTCCTGGGTTCTTCATGT
+AGAACGCGTTAACCTCGTATACAGTTCCAAATGCCTTCTTTTCTACAGCGATCTTACCTAGTCTCGCCAG
+GTCAACGAGTAATCCAGCTAGAGCTGGGCTGTCATTTATCCTTCCAGTTATTATCAGCTCGTCATGGGCT
+CCGTTGAAGCTTACATATTCAATGTGCATTGCTATGAACTTCTTGTCTCCTAGAGGCTCTAAGTACCCGG
+TTGGCTTTATGTAGTGGGGTGCATCGTAGCCAAGGATGTCCTCAACTACACTTGACTTTGTGTACTCTTT
+GCTCTTGTTCCTCTCCTTATCGGTTAAGGCCAGGAAGTCAGTATTTCCTCCAATGTTGAACTGGGCTATG
+TCTAAAACGTGCCTATTCCTCTGAGCTAAGTGCCCTAAGATATCTGCAGTCAATGGTGTTGCACCAGTAG
+CACCATCATCTCCGAAGATGACCAAGTTGCTTTCCTTCGCTAATTCAACGAACGCTGGGTCGTTGGCTAT
+TAGCGTCGGTATTGCGTTTACAAAAGCTGCCCCTCCAACCTCCTTTGCATATTGGGCTGCTGCATATGCG
+TAAACTTGTGTTGCAGTTAACCTATCTTTGTTGTTCTCGTTTATAGCTTTTTCAAGCTCCTCAAGCTTTC
+CAAAGGGCGTGAATGCTTCCGTTGTTGGAACGTTCAAGATTACTTCCACTTTGCTTTCCTTCCACTCATT
+AACTAAGTGCTCAACGGCTTCCTTGAGCGTCATTTCTTCTTCAAGCCCACTGGCCTCTATTGGAAGGTTC
+CTCAAGCTCCTTAAGTGAACTCCCTTTCTAACGTAAACCTCTTGAAGGCTCTCTGGAATGTGTCCATTCC
+AGTACCTCTTCACGATCTCTGACAATGGTAGTCCAATTTTGCTCTTGTCAACATCGTATGAGGCCACTAT
+CTGAATGTCCTCGACTTTTATGGGCAATTCATTTGCCAATGGAACTCCATAGTAGCCGAGTTCTCCTAGC
+TTTATCCTCTCTAAACCTACAGCAAAAATGCTTGCAACGTACCCTTGGCCAATAATAGCCACCCTCACCA
+ACTTGACCACCTCCTACGAGTTTTAGAACTAGTGTTTGTGGCAAGCAAGTTGCCACAACAAGCAAAGTAT
+AAGTTAAATAATCCAGTTTATTTATAAAAGCAAAGGATTTATAAACTTTTTGTCGTCAGATTGCCATTAC
+ATTGTTAATGGTAATATGTACAAATTTCAAAACTGACAATTACTTGGTAAAGTTAAAATTCATGGAGAAT
+TTTTTCGTCGATGCTCAACTTAACATTTAAAAATTGCTTGGACGATGGTTATTCTTGGGGATGAGAAATG
+ACCGTCCCATTAAAAAGAATAGACAAGATAAGGTGGGAAATTCCTAAATTCGATAAGAGAATGAGGGTTC
+CTGGGAGGGTTTACGCTGACGATGTTTTGCTTGAAAAGATGAAGAGCGACAGAACATTGGAGCAAGCTGC
+AAACGTTGCAATGTTGCCGGGTATTTACAAGTATTCAATAGTCATGCCTGACGGTCATCAGGGTTATGGA
+TTCCCAATTGGTGGAGTAGCGGCTTTTGACGTTAATGAGGGTGTAATAAGTCCCGGAGGAATAGGTTACG
+ACATTAATTGCCTTGCTCCGGGCTCAAAAGTTCTGACGGAGCACGGATACTGGCTTAAAGTGGAGGAACT
+ACCAGAGAAGTTCAAGCTTCAGGGCGTTAAGGTCTACAACCTCGACGAGGGCCACAACGACACCTCAAAC
+GTTGCCTTCGTGGCGGAAAGGGAGGTTGAAACGGGCGAGATGGCGGTAAGGGTAACCACCGAGAGCGGGA
+GAATCATAGAGGGAAGTGAGGATCACCCGGTTCTTACGCCAGAAGGCTATGTATACCTAGGTAACCTCAA
+GGAGGGCAACCTAGTCATAGTTTACCCCTTTGAGGGCGTGGAGTACGAGGAGAGAAAAGGCGTAATCCTT
+GACGAGGATGCATTTAAGGACGAAGATCCCCAGGTTCTGAGCTTCCTCCGAGAAAAAGGCCTAGTCCCGC
+TCCGTTGGGATGACCCGAGAATTGGAACGATAGCCAGGATCCTCGGCTTTGCCTTTGGAGATGGATATTT
+GGGCGAGATGGGAGGGAGACTAACTCTTACCTTCTACGGAAAGGAGGAAACCCTCAGAGAGCTTAAGAAA
+GACCTTGAAAGGCTCGGGATAAGCGCCAACCTCTACGTCCGCGAGAGCATCGAGACCACCAGCGGACACT
+CCGAAGGAAAGAGCCTATCCATAGAGCTGAGAGTTACCTCAAGGAGCTTTGCTCTGTTCCTTGAGAAGCT
+CGGCATGCCAAGGGGTAAAAAGACCGAAAAGGCGTACCGCGTTCCAGGGTGGATACTGGAAGCTCCACTC
+TGGGTCAAGAGAAACTTCCTGGCTGGACTCTTTGCGGCGGATGGGAGTATAGTCGAGTTCAAAGGCAACA
+CGCCTCTCCCGATAAACCTCACCCAGTCAAAGAGCGATGAGCTTGCTGAGAACCTTGTCGAGTTCCTCGG
+CGATGTTGCAAAGCTCCTTGCGGAGTTCGGTATAGAGACGACCCTATACGAGGTCAAGTCGAAGAAAGGC
+GTAACCTACAGGCTCTCAATAGTGGGAGAGGACAGCATTAGAACCTTCGTTGAGAGGATAAACTACGAGT
+ATGACCCCGAGAAGAAGGTCAAGGGCCTCATTGCGGCTGCCTACCTTAAGCTCAAGGAGCGCATTGTAAA
+AGAAGCTCACGAAGCCGTTAAGGATGACTTCCCGACCTTTGAAGAGTTTGCCAAGGAGAGGGGTTACGAG
+GGTGGCTTCGTTGCTGAGAAGGTTGTAAAGGTTGAAAGGGTCAAGCCGGAATACACCAAATTCTATGACA
+TTGGCGTTTACCATGAGGCCCACAACTTCATAGCCAACGGCATAGTTGTCCACAACTGTGGAGTCCGTCT
+AATCAGAACGAATCTCACCGAGAAAGACGTTAGGCCCAGGATAAAGCAACTCGTCGATACGCTCTTCAAG
+AACGTTCCATCTGGCGTTGGAAGCCAGGGTAGGGTGAGACTTCACTGGACTCAGATAGATGATGTTTTAG
+TTGACGGTGCAAAGTGGGCGGTAGACAATGGCTACGGTTGGGAGGAGGACCTTGAAAGGCTAGAAGAAGG
+AGGCAGGATGGAAGGTGCTGACCCAGATGCAGTAAGCCAAAGGGCCAAGCAGAGAGGAGCTCCTCAGCTT
+GGATCCCTTGGTTCTGGTAATCACTTCCTTGAAGTTCAGGTCGTTGACAAGATATTTGATCCTGAGGTGG
+CAAAGGTCTACGGGCTCTTCGAGGGTCAAGTCGTCGTTATGGTTCACACAGGTTCGAGAGGTCTCGGTCA
+CCAGGTTGCGAGTGATTATCTCAGGATAATGGAGAGGGCGATAAGGAAGTACAGGATTCCATGGCCAGAT
+AGAGAGCTTGTAAGCGTTCCGTTCCAGAGTGAAGAAGGGCAAAGGTACTTCTCGGCTATGAAGGCGGCTG
+CTAACTTCGCCTGGGCCAACAGGCAGATGATAACACACTGGGTTAGGGAGAGCTTCCAAGAGGTATTTAG
+GCAAGACCCAGAGGACCTCGGGATGAGCATAGTTTATGACGTTGCTCACAACATTGGAAAGGTTGAAGAG
+CACGAGGTTGATGGGAAGAAGGTTAAAGTTATAGTCCACAGGAAGGGTGCAACTAGGGCGTTTCCACCAG
+GGCATGAGGCCATTCCAAAGATATACAGGGATGTTGGACAACCCGTGCTCATCCCAGGAAGCATGGGAAC
+CGCAAGCTACGTCCTAGCTGGGACTGAAGGGGCCATGAAAGAGACGTTTGGAAGCACATGTCACGGAGCT
+GGAAGGGTTCTCAGCAGGAAAGCTGCAACTAGGCAGTACAGGGGAGATAGGATAAGGCAGGAACTCCTAA
+ATAGGGGAATATACGTTAGGGCAGCGTCGATGAGGGTAGTCGCCGAGGAGGCTCCTGGGGCCTATAAGAA
+CGTTGACAACGTCGTTAAAGTTGTAAGCGAGGCTGGAATAGCTAAGTTGGTTGCAAGAATGAGGCCCATA
+GGAGTGGCGAAGGGCTGATGCCCCTTCTTTTTAAACCTCTTTTAAGGCCTGAAAAGAGAGTTAAAAGGTT
+TTTAGAGGAGATTAGGTCAGATTATGTTAAGGTTAGGGGGTTCCTTCTACTGAGAAGGCCTCCCTGCGAG
+GTTCCTTGGAAGTACGTTGAGTACCTTCTTTCTCCCTTGTCTCCAAGTGAGCTCGAGAAGACGAAGTTAA
+AAGCGTTCGCTGTAGTTAGGATAACCGATTCTACGGAAATATCTGGGGGAATAAGGAGTGGTGGATTCGT
+TGAAGTTGAGGGAAGCGTTGAGCCATATCCCTGTGGTAATATGAGGGTCATAAATGCTAGGAGGATAAGC
+TCGGTTGAATATTCTAAGTATTGGGAGCTGAAGGAGTATGAGCTTTCCAGAAGGGAAATAAAATCCATCT
+TAGTTTCGGCCTTGTCGGCACCTACCGAGGTTCAAGATTCTTTTCTTTATTCCCTATTTGGCTCTCCAAA
+GGTTTTAGACAATCCTCTGGGGTGGGATGAAGGTTATTCCCTTTCAATAATCAACGGAAAGCTTAAAGTT
+GTAAAGTCCTTTGCAGAATTTTACAGGAAATTCTATGAGATGCTCCCGAGGGAGTTGAGACTTGAAAAGG
+AAACATCCTGGGAATTTTCTGATGACTTCCTTGGGATAGACTTCAAGGTTTTTGACCCGAACGGTGGCTT
+GAAGTACTATGCTCCCTCGGTTAAGATGATTAGGAGGAGCGTTCCCATACCGAGGTGGGCCTTCAATAGC
+TTTAAGCTTAAGAGGGCCGTATACTTAGTTCCTAAGTTCTCAAGGCCAGAAGTGACGGATATACTTCCTT
+CCCTGTCCGAAACTCCGTTTATAATCTCCGAGCCTTTGGGATTCGAGTTAGATGAGATAGAAAAGCATTT
+GAGCAATATTTTAGCAACGGTTTTCGTAAAGCGTAATGATCTTCCAGTTTTAAATCCAGTTTCAGAAGAG
+GTTCAGAAGCTCAGGCTAAAGTTCGAGGCAATGTTATGGAAGAAGAGAATGGAATACGGTGAAGACACTA
+TAGATGCCCTGCTCTCTCTTGATGGAGTATTCCATGTGGAAAAGAGGTACTTCCTCTCGGTAAACTTACT
+TGGCTCTATGGGGAGAAGCACCGGGAGGGTTACCAAGTCTTTTATCTTCGAGGTTGTTAATATCGATGAG
+GAACTAATTGACATGTGGCTCAATGAAATCGGTAAGAAGGCGTTGCAAGAGTACGTGGAGAGGTATAAGA
+GACTGTACATAACGGAAGACAGCAAGGTGCAGAGAGTTTTTCAGCTTCTCCTCGACCTTCAATCGACATC
+GATATCGGGAGTCATCAGCAAGGAAGAAATATTCGAGGCCGGAAAGGAGATAGGTTTCAGTGAGAGCACT
+ATTGCCATGGCCATTGAAAAGTTAAAGGCTAGGGGAGACATATACGAGCCCAGGATTGGTTTTTACAAGG
+TGATAAAAGGTGAAAAAAGTTAGTTGGGAGAAAAGGGAGAAAAAAAAGGTTGCAATTGAGAGGATAGACA
+CCCTATTTACTCTCGCGGAGAAGGTAGTGAAGTACTCCCCGGACTTAGCTAGGAGGTACGTTGAGCTCGC
+GCTAGAGATTCAGAAGAAATCCAAGGTTAAACTTCCTAGGAAGTGGAAGAGACGTTACTGTAAGAGATGC
+CACGCCTTTTTAGTTCCTGGGTTTAACGCTAGGGTTAGATTAAGAACGGATAGAATGCCTCATGTGGTAA
+TAACTTGTCTAGAATGTGGGCACATTATGAGATACCCCTATCTTAGGGAAGTTAAAGAAAAGAGGAAAAG
+AAAAAAGGACTAAATTTCTTTTATCTCCTCTTCTAGTGACTTTTCTAGTTGCTTTTCCCATTCGCTTACG
+TCGAACTCTTCAAGCTCTGACTCTAGGTCTTCCTTTAGGTGAATGACACGTCTCTTAAGCTGGTTCTTGG
+TCTCTTCATCATATACAACGTAGTAGGGATTCCTCCTCGCAGAGAGGTACAGCATTCCAATAATTATGTT
+CAGTAAGATTGAGATGAGCAATATTACGAGGATAATCGTATTCATCTCCTTCTCCCCCCGAATAAAGCTC
+TGAATATCCTCTTAACGGGACTTTCAGGTTCAGGTGGCTTCCACTTAATTCCAGCTAACTTAGCTGCTAT
+CTCTTTGTAAGCTATTGCAGCTGGACTCGTGGGGTTCTTAACGACTAGGGGCACTCCATATGCTGAAGCT
+CTTTTAACTTCGGGATCCTCTGGCACGGTGCCAAGAACAGGAACTTCTAATAGCGCCTCTATTTCTTCTC
+TACTAAGCTCTGTCTTCTCGCTGGTCACCCTATTTAATATTGCTCCTAGTGGGAGTGTTCCAAGTTTTTC
+GGCAACGAGCTTAGTCTTAAGCGAGTCGGTTATCGCGGCAATCTCTGGATTTGTAACTATTATAAGCTCC
+TTTCCAATTAATAAGGCTGTTATCGATGTTAACTCAAGACCAGCGGGAGCATCTATGAGTATGAAATCAC
+CCATCTGGCTAATTTCCCTTATAAGGTCTCTAAGCCTCTCCGCTCTTGCCTTCTTTATCTTTTCTAAACT
+TAATCCTCCAGGAATAACTTTGACTCCTGCCGGTCCCTCGTATATGGCATCTTTTAGGTCGGCTTCTCCG
+GCTAGCACGTCGTGGAGCGTTACTGGAATATCTTCCATTCCGAGTATGAGACTTAGGTTTGCCATTGTTA
+TATCTGCATCAATTAATATAACATCTTTTCCAAATTGAGCCAATGCTACCCCGATATTTGCTACTGTTGT
+GGTTTTACCTGTACCTCCCTTTCCAGATGCGAAGACTATTGATCTACCTTCCAAGATGTACCACCCCTAC
+AAAATTGCAGTCTTTCTAGGCAAATTTCATACTCAAAGTTAAATATCTTTCTACAAAATTCGTTCACCTC
+AAAGTCTCTACTCCGAAAACTATTTCTAGCAGGTTAAACAACTAGCATTGCCATGAACGAAAGAAAGAAA
+AAACCCATAGATGAGTTTCCTTGGCAGGAATACGACTTGGATGAGTTTAGAAAGAAGTTTCCAGCACTTG
+CTAAAGAGTTAGAGGAAAAATCGGGGATAGAAATTGGGGGAATAAGGCTAGATGAGTACCAGGTATTGGA
+GGAAGAGGAGGAAGATAAGATAGACTTTTCCGGTTACAATCCAACGGTGATAGATTTCCTAAGGAGGTGT
+GAGACCGAAGAAGAAGCCCTTGAGATAATTAATTGGATGGAAAAGCAAGGTGAGATAACGCCTGAAATGG
+CAAAGGCCCTAAGGGTAACCTTAGTTCACAAGGGCGTTAGGGCCTTTGGTCCAAAGAAAGAATGGGGATG
+GTACGAGAGGCATGGAAAACATTAGAGGTTTCCGAGTACTTGAAGCACCATTCCTTCTATCTTTATTGGC
+TCTAACCTCCTGGCAAGGATTATGGCTTTATCTAGCCTACTCTCGCTTTCTGCATGTATAGTAAATAGTG
+GATCCCCTTCCTTGACCTTTTCTCCAACTTTAACATGTAATTTAACTCCAGCGCCTTTGTCTTCTGGGGC
+ACCTGCCTCCCTAGCTATTGCAGTTATCGCCTTGTTGTCTATACCTGTAACGTACCCACTTGTTTGAGCG
+TGGATTGTGTACGTTTTATCTCCAATTGGAATGTCTTCTGGCTTTATGTTTGGATCTCCTCCCTGCTCTT
+CTATTATCTCCTTGATCTTTTCATAGGCCTTTCCGCTCTCAAGAATCTCCCTAGCAACTTTCTTTCCCAT
+TCCCCTTGGTGCAACTCCTCCCATCTCGAGCAAGATACCGGCAAGGCCTAGGGCTTTTTCAACTAAGCTT
+CCCGGGCCTTTTCCTGTCATTAGCGTTTCTAGAGCTTCTTTGGCCTCAAGGGCAGGTCCGACCGTGTAGC
+CTATAGGCTGGCCCCCATAGGTTATTGCAACTTCAACGTATTGACCTAATTTCTTTCCCAGCTCTATAAA
+ATCCTTCGCTAGGGATCTGGCCTCCTCCATGGTCTCAACCTTCGCACCTTTTCCAGTTGGGATGTCGATT
+AATATATACTGACTCCCGATGGCGTATTTCTTTGACATTATACTCGCGAGCATTAGCCCCCTTGGGTCTA
+AGCTAAGTCTCCTCTCGACGTGAATTGTTAAATCGTCTGCAGGGGCCAAATTAAGGGCTCCTCCCCACAC
+TAGACAAGCTCCTATCTTTTCGACTATCCTCTTAATCTCATCAAGGCTTAAGGTGACGTTCGTAAAAACC
+TCAACAACATCTGCTGTTCCTGCGGCACTCGTTATGGCCCTCGAGCTCGTTTTTGGTATAGTTAATCCAG
+CGGCGGCAACTATGGGAACCACTATTATGTTCGTCTTATTCCCAGGAACTCCTCCAATGCTGTGAACGTC
+CATTATCGGCTTTCTGTCTATATCAAGCATATCCCCCGTTTCGGCCATTGCAATTGTTAAGGCCGCTATC
+TCGTCCATATCGAGGCCATTAACTTCTATTGCAGTTACCAATGCGCTTATCTCTGTATTTCTGAGCTTCC
+TATCAACGATGTCCCTAACTATGGTTTCAATTTCAACTTTCCTGAGCTTCTCTCCTCTCATCTTCTTTTT
+TATGTATCTAACGCTCTCTGGAGTTTCACTTGGGGTTATGGAAACTAGTTCTCCCTCCGAGAACTGATAC
+GCATCTAGAATATCTAACGACAGCCCGACTTCTCCACTCTCGACGAAGTCCCCTATAACGACGCTACCGT
+AGATTGATCTTTTTCCACTTTCAATCTTTACTAGGTCGTTTGGGTGAAGCTTCCATTCCTGGGCATCTTT
+AGGGTTTATGAAAACGTCGAAGTGTCCACTCCTTATGTTCAAAATCCTAACCTTGGCTCTCATAACGAAC
+ACCACAATATTCTTGGCTTTTACACGATAAATGTTTTAGTATCTCAGTAAGGTTAGGATGAAGTTTATGA
+TATCCCTGAAGCGAAAGTGTCCAGTTTCGACGTCGTATCTAGTTGATACTGGAACCTCAACTATTCGGGC
+TCCCTTCTTTGCTACCTTTATGAGAACCTCCGTCTCGACCTCGTACCTTTCGCTCTCTATATCTGGAAGG
+AACTCCCTTTTAATTGCCCTAAACCCGCTTTGCGTGTCATCAACTTTTTGCTTTATCTTTGCCCTTATCA
+AGGTGGTTGTTATGAAGTTGCTAAGTTTTCTAACTAAGGGTCTCTTTCCAGCCTTTATTACCCTTTTACC
+AATAACAAAGTCGGCATCACCTTTAATTATTGGGGCTATGATTTTGGGTATCTCCTTTGGATCATGCTGA
+CCGTCTGCATCCATAAAAACAATTATATCTCCCTTAGCATGCTTTATTCCCTCTCTCATGGCGGCTCCTT
+TCCCCCTGTTTTCCGGTAACCTTATTACCCTCACCCCGAATCTCTTTGCGACGTCAGCCGTATTATCCTT
+GGATCCGTCATCTACCACGATAACCTCATTAACAAACTCAGGAATTTCCGCCAAAACCTTGCCGATCCTC
+TTTTCCTCATTGTACGCTGGAATTATCACCGAGACTTTCATGAAAATACATTTAACTTTAACAGGTTAAT
+AACTTACCGGTGGTGAAGATGAGAATTAGATTGATGGGTATTTTCTCTCATCTAGCAGGATCCCAGGAAG
+TTGAAATTCAAATTAATGGGAAGAGAAAGGTCGGTGAGGTGCTAAGAGAGATAATTCCGAGATTTGATGA
+GGTCAAGGAGAAGATAATCATTATAAATGAGAAAGTGGCAACTGAAGATGCGGAAGTCACAAACGAAGAT
+TTCGTAAAGGTTATGCCAGTCTTAAGCGGGGGATAAAAATGGATTTGGAGAGGGCGTTGAATGCGTTTCA
+TTCGATGAAGCTTAAGCAAATAACCCCTCCCTTGTCTCAGATGCCAATAGTCGAGGAGGATTCTCCCATT
+GTAGATGCCCTTAAGATACTGAGAACTAGGCACCACGTGTGGGTGGTTAACAATAAGGAGGACATGAGGC
+TAGTTGGGGTCATAAGATACCAGGACGTTATGGAAATTCTTCTGCCTCCAAGGAGGGCAAGGTTGGGAAC
+AATAAGTTCCCTCTTTAAGTCGATACTAGGAGGGGCTCAAAAAGCAGGGGAGATAATGGAGAGGAACGTC
+CTTACGATTGATGAGAACGTAACGGTCTTAGAGGCCCTTGAAAAAATGAATAGATACAGGGTGCCGATTT
+TAGCCCTCGTCGATGAAGACGGCAGATTGAAAGGCGAGGTAAGTCTGAGACTCCTTATAACGGAATTCCT
+AAGGCTTATGAGGGTAGGTGGTGAGGAATGGAGCCGGCAACATGGATCCTCTTCACAATCGGAGTCGCCT
+TGATATTGGCTAAAATAGGTGACGCTATAATAGAGAGGTTTGAGCTCCCAGGAGTTCTCGGTGAATTAAT
+TATGGGAATGCTTTTGGGTAACCTCGTTTATTTTGGCATAGTTAGTAAGGATTACCTCCCAATAACTATG
+GGTTCGAGCGAGGTAATAGATTTTTTAGCGAAGCTTGGCATAATATTCCTTCTATTCCTGGGTGCGCTAG
+ATACCGATGTGGAGCAGCTGAAGAAAACTGGGCTTACCGCCACGATTTCTACGCTTATGGGGGTTTTTGT
+TCCCTTAATTTTGGGTTATTTTGCGTTAAGATATATGGGTTATTCTCATAGGGAGGCCTTTGCCGGTGGA
+GTTCTACTTACTGCAACAAGCATAGGACTTACGGTTAGGGTGATGATGGATCTAGGCGTTTTAAGGAGCG
+AGGTCGGTGCGGCCTCTCTTAGCGCTAGCGTAATGGATGACTTCCTTGGTATAGCCTTGATAATCTTCGC
+CGTAGGCTCTGGCTCACTTCTGGGATTGAGCATGAAGATAATAGCCTTCTTCATAATAACCGGAATTTTG
+GGTTGGTATTCAATAGACAAGTACATAAGGTTTGCGGAGAGGTTGCACGTCGAGAAAGGAATCTTGGGAA
+TGGCAGTAGGAATGATGTTCCTATTCGCAGCTTTAGCAGAGGGATGGTTTGCGGCCGCAATCGAAGGTTC
+ATTTATGATGGGACTTATCCTCTCGAAATTACCGGAAGGTAAGAGGATAATGGAGGAAGTTAGGAGCATA
+GGTTATGGTCTCCTAATTCCAATCTTCTTCATTCATACGGGAGCAATGTTGAATCTAACGGTGTTTAGGA
+ATGCGGATGCGATAAAGCTTGCTTTGGTGTTAAGCACGATAGCCGTCATTGGTAAAGTTGCTGGGAGAGG
+CTTTGGCGCTTGGATAACCGCGTGGGGAAGGGGAAGAGATTTCCTCTTCACTAGGGAAAACTTCAAGATG
+TCTCTTCAGATGGGGATAGGTTCAATACCCAGGACGGAAGTTGCATTGGTAGACCTCATGGTTGCGATCC
+ATGGAGGTGCAATTTCCCCCGATGACGTTCCAAAGTTCATAGCCGCTACGCTAATCTTCATTACCGTCTC
+GGTCTTAATAACGCCACCACTCCTTAAGTGGGCCTTTAGAGAGGAGGTTGAGGCTCAGAGGAAAGCTAGA
+ATTGAGAGCAGAAAAGAAAGAATAGAGAAGAAAAAGAAAGCCCGATGATTGGAAACGGAGTGAGCTGAGG
+TGTGATGACCGACTTCCCGCTGAGGGCCTTTTCCTTATCTTTTCCTGGCATCAAGGTAACATGATGTTCA
+CTGATGCATACAAAATTTATGGTAAATATTGAGTTTTTGCGAAAATATAGCATGACCTTTTACTTTTGAG
+TTGAAAGAAAGGTCATAGCCCTGAATTCCCTAAACAAAAGGATTTCCACCCTTGTTTACCGAAAGTTTTA
+TATAGGCTATTGCTCAAATTTGTATCGCCAATCAACTAAAATGGAGGGTTGCATATGGTTGAGCAGGACC
+CATTTGAAATTGCGGTTAAGCAGCTTGAGAGGGCTGCTCAGTACATGAAGATAAGTGAAGAGGCTCTCGA
+ATTCTTAAAGAGGCCTCAGAGAATTGTTGAAGTTACCATACCAGTTGAGATGGATGATGGTTCTGTAAAG
+GTCTTCACAGGATTTAGAGTCCAATACAACTGGGCTAGGGGTCCAACTAAGGGTGGAATTAGGTGGCACC
+CCGAGGAAACGCTCAGCACAGTTAAGGCTCTTGCCGCTTGGATGACTTGGAAGACCGCTGTTATGGACTT
+ACCATACGGTGGAGGTAAGGGTGGAATAATAGTTGATCCCAAGAAGCTCTCAGACAGGGAGAAGGAGAGG
+CTCGCAAGGGGATACATAAGGGCAATATACGACGTAATAAGCCCATATGAGGACATCCCAGCTCCAGACG
+TTTACACCAACCCACAGATAATGGCTTGGATGATGGATGAGTACGAGACAATAGCAAGGAGGAAGACCCC
+TGCCTTTGGAATAATCACAGGAAAGCCACTCAGCATTGGAGGATCACTTGGAAGGAACGAGGCTACTGCA
+AGGGGAGCTTCATACACAATTAGAGAGGCCGCAAAGGTTCTTGGATGGGATGACCTCAAGGGCAAGACAA
+TAGCGATCCAGGGTTATGGTAACGCAGGTTACTATTTAGCTAAGATAATGAGCGAGGACTACGGAATGAA
+GGTCGTTGCGGTAAGCGACAGTAAGGGTGGAATCTACAACCCAGATGGACTTAACGCTGATGAGGTTCTC
+AAGTGGAAGAGGGAGCATGGCTCAGTTAAGGACTTCCCAGGAGCCACTAACATAACCAACGAGGAGCTCC
+TAGAGCTTGAGGTTGATGTTCTCGCACCAGCTGCAATTGAGGAAGTCATAACCAAGAAGAACGCTGATAA
+CATCAAGGCTAAGATCGTTGCAGAGGTAGCTAACGGTCCAGTCACACCAGAAGCTGACGAGATACTCTTC
+GAGAAGGGAATCCTCCAGATACCAGACTTCCTATGTAACGCAGGTGGTGTGACAGTCAGTTACTTCGAGT
+GGGTTCAGAACATAACGGGTTACTACTGGACACTAGAGGAGGTCAGGGAGAAGCTTGACAAGAAGATGAC
+CAAGGCATTCTACGACGTCTACAATACTGCAAAGGAGAAGAACATCCACATGAGAGATGCAGCATACGTC
+GTTGCAGTCCAGAGAGTCTACCAGGCAATGCTTGACCGTGGTTGGGTCAAGCACTGATTTTTCTTCCCTT
+ATTTTTGTTACATCGTAGGTTTCAATGTTGCACCTATTCTGGGGGAATAGTTTATATAGTATGGTGTCGA
+GCTTATACCTAGGTGGTTTGAAAAATGGTTGATGAGAGGGACAAGATAATACTTGATATTTTATCAAAGG
+ATGCGAGAACCCCATTTACCGAGATAGCCAAGATACTTGGCATAAGCGAGACTGCTGTGAGGAAGAGAGT
+TAAGGCTCTTGAGGAGAAGGGCATCATAGAGGGATACACAATAAAGATTAACCCCAAGAAATTGGGATAC
+TCATTAGTTACAATAACTGGGGTCGATACGAGGCCAGAGAAGCTCTTTGAAGTCGCTGAAAAGCTTAAAG
+AGTTTGAATTCGTGAGGGAGCTTTACCTATCTAGTGGAGATCACATGATAATGGCCGTCATCTGGGCCAA
+GGACGGGGAGGACTTAGCTGATATAATATCTAACAAGATTGGCAAAATAGATGGCGTAACAAAGGTTTGC
+CCAGCAATAATCTTAGAGAGGCTCAAATAGGCTCAGTTGCGAGGGTACTCATCACTTTTCAGCTAGCGAA
+ATTTTCTTCATCGCCTACTTATACTTTTAAAAATATTTAAAAAACTCTGCCCTTAGGTTATTCTGGTGAA
+ATGCGATGGTGGTTTACGAGCTAAATGGTAAAAAACCTAAAATTCATCCCTCAGCTTTCATAGACGAGAG
+CGCCGTTGTAATAGGGGACGTAGTCTTGGAAGAGAAGACGAGCGTTTGGCCTTCTGCAGTTTTAAGGGGG
+GACATTGAGAGGATATACGTCGGCAAATACTCAAACGTTCAAGACAATGTTAGCATACACACGTCTCATG
+GATATCCCACTGAAATTGGGGAGTACGTTACAATAGGTCACAATGCAGTAGTTCACGGTGCGAAGATAGG
+GAATTATGTCATAATTGGAATAGGGTCGGTAATATTGGATGGAGCCAAGATAGGGGACCATGTGATAATT
+GGTGCAGGGGCTGTAGTTCCTCCAAACAAGGAGATCCCAGATTACAGCTTAGTTCTTGGAGTCCCTGGCA
+AGGTCGTTAGGCAGTTAACTGAAGAGGAGATTGAGTGGACTAAAAAGAACGCGGAGATATACGTTGAGTT
+AGCGGAGAAGCATCTCAAGGGGAGAAGGAAACTATGATATACGGAATTCTTTCTCACGTCCCTAAAATAT
+TTTTCAAGCCTGCTTACGACCTTTATGAAAGGTACCTCCTCGAGAAGGTAAAGGCCGGTGTTCTTCCAAA
+GCACGTAGCGATAATCATGGATGGCAACAGGAGATGGGCTAAGAAGCGTGAGAAGCCTCCATGGTATGGT
+CACCTCTTTGGTTCTAAGAAGCTAGAGGAAATTCTTGAGTGGTGTCATGAGCTTGGGATAAGGATACTAA
+CGGTATACGCATTTTCTACGGAGAACTTCAAGAGGTCAAAGGAAGAAGTTGAAAGGCTAATGCAGTTGTT
+TGAGCAGAAATTCAGGGAGCTGGTAACTGATAAGAGGGTTCATGAGTATGGTGTTAGGGTGAACGTCATA
+GGCAGGAAGGAGCTCCTTCCGAAAAGCGTAAGGGATGCTGCGGAAGAGGCTGAGAGGGCAACTAGAAAAT
+ACAATAATTACGTTTTGAACGTTGCAATAGCTTACGGTGGGAGGAGTGAAATTGTAGATGCAGTAAAAGA
+TATCGTTAGGGATGTTATGGATGGTAAGCTTAGGGTCGAAGACATTGACGAGGAGTTACTAAAGAAGTAC
+CTCTACGTTCCCAACATGCCTGATCCAGACATAGTTATAAGAACTGGTGGTGAGGTCAGAATCAGCAACT
+TTCTTCTATACCAAATAGCTTACAGTGAGCTGTTCTTCGTCGATGTTTACTTCCCAGAATTCAGGAAGAT
+AGATTTCCTCAGAATAATAAGGGAATTTCAGAAGAGGGAAAGAAGGTTTGGTCGTTAATCCTCCTCGCAA
+CCGCAGAACTCTGGGAAGAGCTCTTCAAGGAATTCCTTGACCCTTTCCTTCGAAAGCTTGAATTGCCTTA
+TCTTAATTAACCCCTTCTCCTGGGCCTCTTTGAGGAGCATCTCTGTGACTTCATTTGGATACATCTCTTC
+ATAAACTATCTCCTTTATTCCCGCGTTTATAAGTAACTTTAGGCACGTATCACACGGAAAGTGGGTTACG
+TAAAGAGTTGCCCCTTCGAGACTTATACCTTTTCTAGCGGCCATCGCTATGACGTTCTGCTCCGCGTGGA
+CAGCCCTATGACAGTGCCCATCAACCATTATACATCCCACATCTATACAATGATCCATGTTCCTGGGCGC
+TCCGTTGTATCCCGTAGCTAAGATATACCCATCTTTCACTGCAACGGCCCCAACCCTCAACCTTGGACAT
+GTTGCCCTAAGGGAAACCAGCTTTGCTATAAGCATAAAGTACTCATCCTTAGTTGGCCTAATCTTCTTAA
+TCCTCTCGGCTTTCTCTTTGTCTAGAACTATCTCGATCTTCATGGATTGACATCTATAACGATTGGTTTA
+TAACTGTGTCTGAGGTCACTTCAGGAGCTCCAGCCTTCTGTACATATCAACAATTGACATAATCTTTGCT
+ATCCTCTCTTCGTACGTGGGATGCGTGCTGAATAAAATTGTCTGCTGGTTATAGTTATTCTCTTTCCTAT
+CAAGGGATGGTTGAATTGTTGGTAACGGTGTATCTTTTCCAAGCATGCTCTCTTCATAAAATTTAAGCTC
+TTCAAGTGCAGTTTTTAGGGCATAGGGGACTTCCGCTATTTGAAGGGCAATTCTATCGGCCTTGAACTCC
+CTCTTTCTGAGGAACCTTAAGAGTGTAACCATATAGGTTAAGAATACTCCAACTGAAATTAGACTAGTTA
+GAGAGTTTTTAGCTATGAAAACAGTTATGAGCGTCATAATTCCCATGACGTATTTTCCGTACCTTAAAAG
+TGGGAACAAAAATGTGTCACCGTTTTTTATATGACCAATCTCATGGGCAGCAACTGCTAATATCTCATCT
+CTGTCGAGTATCTCAAATAGACCAGCCGACAGGACTATTGAATTTTGGAATGAGTAGGCAATTGGTATTG
+GGTTGTCCTCTATGTAAATTGTTGGGGTTTGGATCCTGGCCCTGTTGGCCATCCTAGCTATTCCATCGTA
+TAGCCATGGCATATCCTCCCACGTTATCCTTGAGTACCTTGACTTTGGAAGTTTCATTTTCAAAGAAAAT
+CTACATAATAGTATAAGCCCAATCAGGAGGATCGTTGTGACAACTAATCCATTCAATACCCCTAAAGTTT
+TCATAAGTATTGTGATCTGAATCAAGAGAAGGAGTATTAGCATCATCTCCCGTCACTTTTTGATTTTCTT
+TGCTAGGTAAGCGTATGTAGCCTCTCTGAAGTTCGCGAGCAATGAATCTATTATCTTTTCAACAACTTTC
+CTTTCGAACTCCTCTCTCGTAGTTGTGATAGTATATATGTACCTTATCCCTCCCCTTCCTCTATCCATTC
+TTCTCGTTAACAATCCCTTCTCACAGAGTCTGTTCATGAGTATGCTCACGGTAGACCTTCTGATTTCGGG
+GTGCTTTTTCTTCAAGTACTCAAAAACCTCCCCGGCGGTTCCTTCCTTTATCTCCCACATGTATTCCATT
+ATTTCCGCCTCTAACGAGGGTAGAACTGCCTTTATTCCCTTCTGATTTAGCTTGAATTCACTGGGCTCCA
+TACCAATCAACCCCCTTATATTCGATAATTTGTGCCCATCAAAGTTTAAGGTTTTCGTTCAATTTTATCC
+TCAATTTCCTTGAGTCTTATAGCTAACTCCCTGTTTAATTTTGTTATCTCCCTTTCAACTTTGTCGATGT
+CGAGGTAAAGCTTGAACAGTAAAACGTAGGCTAGCCCTATCGTTAGAACGAAGAGAGCATCTAAGCCCCT
+TCCAAGGCCAAATATCTTTTTGATTTCCATGGAAATCTTAATTGGCTCTATAGCTATTATCAGCAAAATT
+ACGAGAAATGCTTCCCATACTATTAAATCGGACAGCTCAAGCTTCTCAAGTCTATACCTAAAAATTGTGT
+ATCCCATTAAAATGAAAATCATCGCTATTGCCAGGTACTGTATTGTATACACGATATCACCTCCTAAAGA
+GGTCTACAAACAAGTTGAGCGCTATCTTAATCCCCTCAATAACGTTTGTCCCCTTCTTCATAGAGTACTC
+CGTGTAAACCGCAGTTATGGGTATTTCTACAATTCTGCACTTTTTCCTGGAGGCTTCAACTATTATCTCG
+CTGGAAACTGCGTAGCCATCGCAGGTTATCTTTACTCTCGATGCACAGTTCCTTGAAAATGCCCTTAATC
+CGCTTTGGGTGTCCGAGATGTATCTAAATGCAAAGATCGCTGTTATCAAGTTCAATGCAATGTTTCCTAC
+TCTTTTGACGAGAGGCATTTGGTTTAGATTGCCTTTAAACCTACTTCCTATGGCTAAATCTGTCTTGCCC
+TCGGCGACAGGCTTTATCACCCTCAGCGCATCCTCCACTATATGCTGGCCATCCGCATCAAATGTAACCA
+CGATTTCAGCTCCCTTATATACTGCATACCTTATTCCAGTTCCAAGGGCCCCCCCTAGGCCTCTATTGAT
+TATGTGACTAACAACGTGAACGCCCTTTGACTTTGCTATTTCCCTTGTTCTATCTCTGCTCCCATCATCT
+ACGACGATAATGTTTTCCCTGGGAAATACCCTTAATAATGAATCGAGAACATCTCCTATCGTTTTCTCCT
+CATTATAGGCGGGCATAACTATGTAAGTCTTCATTAACCTACCTACGAGTGATTTTAGCTCATCAAAAGA
+TTCAGCTTCATATCTAGTTCCAAGAATTTCGACGTAATATCTTCCAATTATCGGAAGGGCGTTTTCGTTT
+ATCTCAATTCCGAGGGAGTTAATAAATGCGATTAACTCTTTGTCATTCTCATTCTCGACTCTGACCTTAT
+CTAACCTCACGACACTTCCCTCATGCCAAACCTTTATAAATTGCCCAATTTTTAAACCTTTGGACGGGAG
+AGGTGAGTAAAATGACGCGCCATGACGCTCAACTTTATGAATTAAAGAAGAAAATTGAGGAGCTTAAGAA
+GATTCGAGGGCGAGGCACGGAGTTAATCTCACTTTACATTCCAGCTGGTTACGATCTGAGCAAAGTTATG
+CAACAGCTCAGGGAAGAATACAGTACAGCCCAGAATATAAAGTCCAAGACCACGAGAAAGAACGTCCTTG
+GAGCTTTAGAGAGGGCCATGCAACACTTAAAACTGTACAAGCAAACCCCCGAAAATGGATTGGCCCTCTT
+CGTTGGGAACGTCAGCGAGATGGAAGGGAACACTGACATAAGGCTCTGGGCTATAGTTCCTCCAGAGCCA
+TTAAACGTTAGACTTTATCGATGTGATCAGACATTTGTAACTGAACCGCTCGAGGAGATGCTTAGGGTTA
+AGGATGCTTATGGTTTAATTACCGTAGAGAAGAACGAAGCGACGATAGGCTTGCTTAGGGGTAAGAGAAT
+AGAGGTTCTTGATGAGCTAACATCTAACGTCCCAGGGAAGACTAGGGCTGGAGGTCAGTCCGCTCGAAGA
+TACGAGAGGATTAGGGAGCAGGAAACCCACGAATTCATGAAGAGAATTGGAGAACACGCCAACAGGGTGT
+TCCTTCCTTTATTGGAGAAAGGAGAACTTAAAGGGATAATAGTTGGTGGTCCTGGACCAACAAAGGAGGA
+CTTCGTTGAGGGAGATTACCTGCACCACGAGCTCAAGAAGAAGATAATTGGAGTCGTTGATATAAGCTAT
+CACGGTGAGTATGGGCTTAGGGAACTCGTTGAGAAGGCAAGTGATATTCTTAGGGATCACGAGGTTATAA
+GGGAGAAGAAGCTAGTGAATGAGTTTCTGAAGCACGTGGTTAAAGATACTGGATTGGCTACGTACGGTGA
+GAGGGAAGTTAGGAGGGCCCTTGAGATTGGTGCTGTCGATACGCTTTTGATAAGCGAAGGCTACGACAAG
+GTTAGGGTTAGGGCAAAGTGCAACCACTGTGGCTGGGAAGAGCTCAAGACCATGAGCGAGGAGGAATTTG
+AAGTTTACAAGAAGAAGCTCACAAGATGTCCTAAGTGCGGAAGTCAAAACTTGACAATAGAGAAGTGGGA
+TGTTGCCGAGGAATTAATAAAAATGGCAGAGGAAGCAGGTTCAGACGTTGAAATAATCTCGCTTGACACC
+GAAGAGGGACAGCAGTTCTACAGGGCCTTCGGGGGACTTGGGGCTATCTTGAGGTTCAAGATTTAACAGG
+TAGATCCCTCGGCTCGTAGTCCTCTAATTTTCCATCTAGATAATCCTCGTATCCCTTCAAGTCTAAGAGC
+CCATGGCCACTTAGGTTAAACAGTATAACCATCTCCTTACCTTCCCTTCTAGCTTCTAGGGCTTTGTCTA
+TCACGGCTTTAACGGCATGAGCGCTTTCTGGAGCTGGAACTATTCCCTCGGCTTTGGCGAAGAGGACTGC
+AGCTTCGAAGACCTCCGTTTGGTGATAAGCTATGGGCTTCACGATTCCATGATTTATTAGCACGCTCAAC
+GTTGGGGCCAAGCCATGGTACCTGAGACCGCCCGCGTGTATCGGTGGAACGTAGTATCTATGTCCCAGGG
+TGTGCATCTTAAGCTTTGGAGTTAACCCAGCCGAATCGCCGTAATCGTACGTGTATACTCCCCTAGTCAT
+AGTCGGAGCAGCCTTTGGTTCAACCGCTATGAACTCGTATTCAGATTTTCCATCTAGAACGTCTTTAACG
+AATGGGTAAGCTAAGCCGGCGAAGTTGCTTCCACCACCGACGCACCCTATTATAACGTCTGGTTCTTCAA
+ACTCCTCCATCTGCTCCTTGGCCTCTAATCCGATTACCGTTTGGTGCATTAACACGTGGTTAAGCACGCT
+TCCCAGGGAATAACGGGCCTTCTCATCTTTGAGAACGTCCTCTATGGCCTCGCTTATTGCAATTCCCAAG
+CTTCCCGGGTGATTTGGATCCTCTTTAAGAAATCTCTTACCAACTTCGGTATTTTCACTTGGACTTGGAA
+AGACCTCAGCGCCATAGATCCTCATGAGAGTCTTCCTATAAGGTTTCTGCTGATAGCTAGCCCTAGCCAT
+GTAAACCCTAACCTTCAGCCCTAAAAGAGCTCCAGCTAGACTTAGAGCTGTTCCCCATTGACCTGCTCCT
+GTTTCGGTGACTAGCCTTTCTATCCCCTGCTTTTTTGCATAGTAAGCTTGAGCCAATGCCGTGTTTATCT
+TATGACTTCCCGTTACCGTTGCTCCCTCGTACTTGAAGTATATCCTTGCAGGGGTTCCCAGGAGCTTCTC
+GAGGTTGGTGGCCCTGAATAGTGGTGTTGGCCTTCCGATTTTTGAATACAACTTCCTTAGTTCCCCAGGA
+ATTTCAATGTACCTTTCCCTACTGATCTCCTGTTTCACGAGCTCTTCCGCAAATATTCTCTTGAGCTTCT
+CTATATCTATTGGTTCTTCGGTCTCTGGGTCTAGTGGTGGATCCAATGGTTCCGGGAGGTCTGGGAGTAT
+ATTGTACCATCTCCTGGGTATTCTACCATCTGGCAGGACAACTTTCATAGAAGGCACCTCCCTACATTGG
+TAGAAGAGCAAACTAACTCAGCTTGGATACCAAAAACGAGCCCCCCTAGTTAAGCCAAAAACAATCACTC
+CTCATTTTGCATCAAGAGGAGTAGAAAAGGGAAGGCGTTAAAAGGATTTGGACAGGTAAAGCTATCTAGA
+GGTTATGTATGAAACCCCCGCGGCCGCAAACACCAGAACTTCAAAGACCTTATAGGCCTCTTCGACAGAA
+TTTGCCGTGTATTTGATTTCCTTCCCGTTCACCCTTTCTACAAATGGTAATAACTCGGCCACCTCTGCGT
+ACGCACTATTCAGGAACCTAACCTTAACCTCAACTGGCTTTTTAATCTCTAGGGGTTTTAGTTCTCCCCT
+GTTAAGTTTGTATACTGCCCTTTTCACACCTTCCCTAAGTTCCTCTTCAATTCTCTTCATTGATGGGCTA
+ATGGCTGAATATCTTCCGGAGGCCCTCTTGAATGGAACGAACTCTATCCATGGGGTTAACTTCATGTCCT
+CCCTTAAGGCCTCGTCTCCTCCAAGTAATCCCACTGGAACTCCCCATTCCCCAAGAAGCATGGCATTCAT
+TAAGAACTCGCTAACCTCCGTTCCGTTAATGATAACCTTATCTATGGTTGCGCCGCTGTAGGTGTGGTCG
+AAGGTTGCATATCCGGTTCCGGCCTTAGCGTGGTACCCCAGGAATATCGCTAAGTTTGTATCCTTTCCAA
+AGGCTACCATGCTCAAGGGTCTTGGAAATCCCCTCACTAAGGAAACGAAATCTGGTATTTCCTCTGGGAT
+AACGTTAACCATCGGGCCATGTGAGTCCGCAACTATAACCTCTTCGAATCCTAGCCTATGGAGTTCTTCC
+GCCGTAACCTTAACTATCTTCGTTGCTATTTTCCTAGCCTCGTTGTAGAGGGCTCCCTTAACGAAGAGGT
+GCTCCCTGCTAACTATATACGGTAACCCCTCAAGATCTATTGATATGAATGCTCTCATTTCGATCACCAT
+TTAAATGTAGACCTTTTCATTTTTAAACCCTAGTGCACAACTATGACTCGGTGGTCAGATGCACGAGTGG
+GCCTTGGCTGATGCCATAGTTAGGACTGCTCTAGACTACGCTCAAAAGGAGAACGCCTCGAAAATTCTAG
+CAATAAAGGTAGTTCTAGGAGAACTCCAAGATGTTAACGCTGAGGTAGTTGAGTTCGCGATGAAGGAGCT
+TCTAAGGGGTACAATAGGGGAAGGTGCCGAGATAATATTCGAGGAAGAGGAGGCCGTGTTTAGGTGTAGG
+AACTGTGGTCATGAGTGGAAGCTCAAGGAAGTTAAGGATAAGCTTGACGAGAGGATAAGGGAGGATATCC
+ACTTCATACCCGAGGTAGTTCACGCCTTCATCTCGTGTCCAAACTGCGGTAGTCACGACTTTGAGGTCGT
+GAAAGGAAGGGGCGTTTACATTGCTGGAATAAAGATTGAGAAGGAGGAGGGTGAATGATGATAGATCCGA
+GACAAATTGCTATCTCCGCTAGGCTTGAAAAGGTTAGGAACGTTATTCCCGTCTCGAGTGGAAAGGGAGG
+AGTTGGGAAATCCTTAATATCTACAACCTTAGCCCTAGTGCTAGCCGAGAGAGGGTTCAAAGTGGGTCTT
+TTAGATCTCGATTTTCACGGTGCCAGCGATCACGTAATCCTGGGATTTGAACCCAAGGAGTTCCCCGAGG
+AAGATAGGGGCGTTGTTCCTCCAATTGTCCACGGGGTTAAGTTCATGACGATAGCTTACTACACCGAGAA
+CAGGCCGACCCCATTGAGGGGTAAAGAGATTAGTGATGCTCTAATAGAGTTGCTCACGATAACGAGGTGG
+GACGAGCTGGATTACCTAATAATAGATATGCCCCCAGGATTGGGTGATCCCTTCCTTGACGTCCTTAGGT
+TCCTGGGTAGAGGTAAGTTCATTGTAGTTGCAACGCCTTCAAAGCTTGCCTTGAACGTTGTTGAAAAGTT
+GATTCAACTTTTGAAGGATGAAAATAGGGAAATTCTTGGAATTATAGAGAACATGAAGCTTGACGAGGAG
+GAAGACGTCAAAAGGATAGCCGAGAAATACGGAGTTAAGTACTTAACAGGGATAAAGTTCTATCCTGGGT
+TGGAAAGTAAGATAGGGAACGTCGATGAGCTGTTAAGGAGTGAATTTGCCGAGAAGATTAGGGAAGTTGC
+TAACACCTTAGTTTGAGGGCATCTTCCACTATCTTTGCATGGTCGAATGCCAACTTATCCTTTACTTCTT
+CAATTTTTTCGATTGGAATTACAGTTACATCCTTTGCATCGTCTCCAGCCTTCAATTCTCCACTCCCAAC
+GGCCAAGAATGCTATTGTTACAGTGTGCCCCCTTGGGTCCCTATTCGGGTCTGAGTAAACTCCTACTATT
+CTCAGCAACTTAACGTCCAATCCCGTCTCTTCTTTGGCCTCCCTTACTGCTGCCTCCTCAACTCTCTCTC
+CATACTCTACGAATCCCCCAGGGAGGGCTAAGTAGCCCTTGTAGGGCTCGTTCTTCCTTCTAATGAACAC
+TATCCCGTTGTTGTACACTATCACCAAGTCGACTGTCAATCCAATGCACCTGTGGAGCTCGGCCCTTAAT
+CTTTTCCCTTCAGCTATCTTCCTGACTTCCTCTCTAAACTCAGAAACATCATAGCCTTTTGGAGCTTTTA
+TCAATAACACGTACCTGTCCATCTTAACCACCGCTCGGCCAAGTCCCTCCCAATCATCGCGATTCAGCCA
+ATCGAGGCTTCATCATCGCGGTCCTCAAGATAACTTCTTAGCCCTAACTTCAAGAACTTTGCCGTCTCAT
+CTAGTGCAAACTCTAGGGCCCTCTTTAACTCATTATACCTATTAATACCATAGGAGAGCAGAGCAAGGAA
+GGCATCTCCCGCTCCCGTGGGGTCTTTAACGTCCACCTTCCTGGGCTTAAACGTAATCTTCCCCTTTCTG
+GTTATCACTACTCCCTCTTCGCTGCCGTTCGTTACCGCCAAGACGTCCGGCAATTTGAGGTTCTTTACCA
+TCCTGAACTCCTCGGTAGATGAGTGAACAATGGAGGCATTTTCAAGGAATTCTCCGTCGATTTCTTTAAG
+CGTTACTAGTCCATCTTTCCTTAATTCCCTAACAAATCCTTGGAGGTCTAGGCATGGTTTTTTGAATATT
+AAAACGTCGCCTTCCCCTATTTCACCTGCAACGGGGTTGATTATCACCTTCTCTTCACTTATCGTTGAGA
+GCTCATCGGCACTAATCTTATCTCCTGGGGAGAGAGCTTTGATGACTCTTCCCTCACCTGAATAAAAGAG
+CTCGTACATGGTCGTCGAACTGCCCTTGAACGCCACAACCTCGGCGTAGCTACTTATCTCTTCTAGCCAT
+TTCTTGGGATAATCGTCTCCAATCTTCGTGTAAATCGTCACCCCTGTATGCTTTGAAAGGATTAGGCCGG
+AATAATATGCCCCTCCCCCAGGTTTCTTCTTCCCATTCACGATATCTATCGTGAGGTTCCCAATGATGGC
+GAATTTCATGATTTAAACTCTCAGGATTACATTTAAAAGGATACCCGTAAACTCTCGAGCATGCCGTACC
+TGGTGATAGAGCACCTTGAGGAGATAAGCGAGTGGTTGCTCCTTGAGTATAAGCACGTTGCGGAGTGGTG
+GGGGGATAAGCTAATCTTCACTAACGTTAAGCCTGAGGAGAGGGAAGTTCTCGCTAAGATCGGGAGTGTG
+ATTACCGAGAGCATAACTAGGCTCCCTTTCGACAGGTCGAAGGTTATAGTTCTTGACCTCCAAGCCGAGG
+AGGAGTTGAAGCCTGAAGACATAGAGGAGGACACTATAATAGTAGTTGGTGGAATCCTTGGTGATGCGAT
+ACCTAGGGGAAGGACGAAGAAGTTCATAACATCCAAGATGGAGGGTGTTAAAGTTAGGCACATCGGTAGC
+GTTCAGTATTCCATTGACGGGGCATCCATAGTTGCTAAGCTCATAGCTGAAGGGAAAAGGCTCGAGGAGA
+TTGAATACGAGGACAACCCAACGATAAAGCTAGATGAGTTCAGCGAGATAACACTCCATTACGCTGTTCC
+AAAGCTTAACGGAAAGTTACTACTGACCCCAGGGTTAATAGAGCTTCAGAAGAAGGAACTAGGCTATTAC
+GATGAAGATGAAGGGGAAGACCTAGGAGACTTGTTTACCTTCGAGTAGCGTTCCTCATGCACACTAGTGC
+TCCCCTCGGAACCTTTAACTCCCTTGCAACCGCCGGACACTTGGCTTTAAGGAGGAAGAAAACTCTTTCA
+TCCTTAAGCTCGCTGAGGGTTTCAAAGTTCCCCTGCCCTTTGGCTATTATGATATCGCTTTCCTCGAAAA
+TTCTCCTAAACTCATCGCTAACGTCATTGATTGGAACTCCCACTATCCTCGTTCCCGTCGAAACTATTCT
+CCCGAACCTCTCAAACCCATCACGCTTCAGATCTTCTACTGTTACGTCGTTGATTATCGCTCCCTCTTTT
+CCGGCTATGTAAAGCTCGGCCCTAGATACCTCCTTAATCTTCTCAAGGAGAATGGCATCGAAGTGGTGTT
+CCCCAACGTTGTCAGTTAAGTAGAGTATCGACCTCGCCCTTTTAATTTCCCTTAACAGCTCGTCGCTTTC
+GTCTATGTATAACTCCTCACTGAGCATCTTCTCTACTTCCTCCTCGAGCTTCTCTGGTGAAAATCCAACC
+GAGAAATCTATCACGTTCCCTATTATAGCCAACTTAACAGCGGTCTTGAAGTCTATATCAAGCTTTTCTT
+TGAGCAACTTAACTACATCTCTCGCAATGGCGTTTGACCTTTCCTTGTACTTCTTAAATGGGTCATCGTT
+GCCCAGGAACTTGTAAAGTTCCAAGAATACTAAGCTTCCCGCAATGGCAGGAATTGCGTTCTCGTGGTAT
+TCCCTGGCTATGAGCTTAGCAGCTAGGAACATCGCCTTTTTCCTAAGCTCTAAATCCTGGGTGGCCATCT
+CGGCAATCCTCTGGCATTGAGTAGCCATGCATGTTAAGCATTCGTAGTGAACCTTCACCTCCATCCCTCC
+CCAAATTAATTTAATAACTTTCCCGAAACTTTCCATGGGGAGTGGAGATGCTCGCAGGTAAAATTCCCCC
+GGAAGTGTTGATAAAGATAATTGATGGTATAAAGCCAGGTGAAAGGGTTATAGTTGGCCCTGGGGTTGGA
+ATAGATGCTACCGCTATAGACTTCGGTGACTACGTTTTAGTTGCCTCTACCGATCCAATAACAGGGGCCG
+AGGAGAGGATCGGATTTTATTCGGTTCACGTTAATGCAAACGACGTGGCGACCTTTGGGGCCAAACCCAA
+GTGGTTCCTCGTCACTATCTTAATGCCAGAGGGATCAAGCGAGGAAGATATAGCTAATATAATGGCCGAG
+ATAAGGGAAGTCTCGGAGGCGATGGGAATAGCGATAGTTGGTGGACACACGGAGGTTACCCCTGGCCTCA
+AGAGGCCCATCGTGGTTGGAACAATGCTTGGAGAAGTCGACAGGGACAATCTAGTGGTTCCAGATCCCAA
+GCCTGGAGATGCCATAATAATGACGAAGGGTGCTGGAATTGAGGGAACTTCAATAATAGCCCACGAGAGG
+GAGGAAGAATTGAGAGGGGTCTTCGGTAGGGATTTCGTTGAAAGGGCTAAGGCGTTTATAGAGGAGATAA
+GCATAGTTAGAGAAGCTATGATAGCTAGGGAATTCGCAACGGCTATGCACGATCCCACAGAGGGAGGAAT
+AGCTAATGGCATTCACGAGATGGCCGATATAAATGACCTTGGCTTTAGGATATTCGCCGAGAAGATAATA
+ATAAGGGATGAAACCAGAAAGATATGTGACTTCTACGACCTGAATCCTTTAGCATTAATAAGCTCGGGGG
+CCCTCCTAATTTCCGTTCCCAGGGATCATGCAAAGTTCCTGGTCGAGAGGTTGCTATCCTACGGCATTTC
+GGCTAGCATAATCGGGGAATTCCTAGCGGAGAAGAAAAGGGTTATAATTGAGAATGGGATTGAGAGACCT
+CTCAAGCGTCCTGAGAGTGACGAGCTTTGGAAGGTTGTTTGAGCTTTATCTCCTTCCAAGCATCTATCAA
+AGCGAGCAGTAGACCTATGGCGATGGGACCAAGAATTATCCCAACGGCACCGAAGGCTATAAGTCCTCCA
+AATATTCCAACGAGCGCAACAACCGAGCTGACGCTTGCCCTTCCTTTTGTGAACCTGGATTTTAGGGTAT
+AATCTGGGACGGGAGATATCGTTAGAATCCCGTATATTGAGAAAAGAAGTGCCAATAACGTAGACTTCTT
+CCAAAGTATTATAGCCCCGGCGAGCCACATTATCCATCCACCAACAACTGGGAGGAGCTCAAGGATAACA
+CACAGGACACCAGCAGCTATAGAACCTGCGACGTTGCTTATCTCAAATAGGTAGAACCCTATCGTCAAGA
+ACATTCCTTTTATTATACTAAAGAACAGCCAAGTTTTCAATATCGCATCTACTGTATCTCTAACTTTTTC
+TATTAATTTTTCTCCAAGCTCCCTATTGCTTGAGGGAAGTAGCTCATAGATTTCCCTCGCGAGGAAGTCA
+GAGTTCGACAACGTGGCATAAAATACGGCGAGAAAAACTATTAGCTGGAGGGCTAACTTCGGAAGGGAAA
+GGGTATATTGAAGTAGAATATCCCTAAGCTTCTGTGGAAAGCTCGTTGCCATAGCGTCGAATATTGAGGA
+AAGAAAACTTGGGACGTTCAGTGATCCTAGCCAGGAAAAGAAGGAATTAAGGTACGCGTACAGGTTCCTT
+AGGGTGTCAGTTATCCAGAGAGTAACCCCGATGAAGAATAAGATCGTAAAGATCGCTAAAAGTGCCGAGA
+GAAGGAGGACAGAAAGTTTTTTCCCCAACTTTCTGGAGAGCTTAATGTGAAAAGGATACGCAATGTACGT
+GGCGGCTATTCCAAAGACTATGGGGGAAATTAGCTCCTTGAGTGTTTCCCAAACGAGGAATATTATAATT
+GCAATCAGCGCTATCCATACAATTTTCTCCTTCTCCAACCTTACCACTCCCAAATATACTTGAGGATCTT
+CTCTCCGATGCTTGGCTTATTGAAGATAAAGAGCCTGCCTTTAGGATCCAATAGGAAGTTCTTACCGATT
+ACTAGGTATCCTTCCTTGGTTTTGTAGAACTCAGCTTCGTCTATCTTAACGTCCACGGGCGGATTTATTC
+CTTCAAGAACTTCCCTAACTTTTTGCTTAACGCTCTCGCTTACGAACTTTATAGGTTTAAGCTTGGGAAC
+TTCCTTTTCAACGTTTGGAGGGTCCATGTATACATTCCAAAACTCTTTGGCGCACTCAAAGGGATAAACG
+TATTCGCTTCCATAGTCCGGAAGGTAGAGTTCATATATTAGGGCGAGGAGGACTTTCCTTCCGTCCTCAC
+CATAGAACGTGACCTCAATGTTGAATTTATCATCCCTGAAGCCGTTCTCGAAAACTTCTAACTTCTCCTC
+GCACATCATAGCTAACCCCTCCACCTGATGTAGCCATAAGCTTGCGAGGCCGGCATGTATAGCATTGAAG
+TCGTTCCTATCTCAAATTCGTTATCTTCCATGTTTAAGATTATAACGTTTGCCTTCTTCGCCCCTATAAG
+TTTAAGGAGCTCCTTTAGAGCGACGTCAAAATCTCCTAGCTTGTCAACAAGCGTTCCATTAACGTCCTTT
+GCGAACCACGCCCTCCCAGTTGCGAATTTTTTAGTTTCATTTATCGTCATGTTCCTTCCTTCGCTAACCA
+CCTCAAGGAAATCGTTGAAGTACGTTTGTATCTCATTCTTTATAATATCTCTCTCCTCTGGGGTTAATCC
+CCTCCAATCTGCCCCCATATCCTTGTAAGGGCCAGTTTTAAATACCTCGACCTCTATCCCATTCATCTTG
+TAGTACTCTTCAGCGTTGAAGTGGACGTAAATAACACCTATACTTCCAACTTCCGAGAGGGGTTCCGCAA
+TTATCTCCCGTGCTGCACACGCTATGTAATATGCCCCTGAGTACGCATATCCACTAACGTACGCAACTAT
+TGGCTTGAGGTATCCGAGCTTCTTGAGTTCATTGTATATCTCCCTAACCGGACCAACATATCCTCCTGGG
+CTCTCTATCCAGAGTAGAACGCCCTTTATCGTGTCGTTGCCCCTAATTTCTCTTATCGCTTTAATTATGC
+CAAGTGCTGAGCTTGAGTCTATCGGTCCAATTATCGGAAGAACGGCTATTGTGGCGTTCGCCGTTGTAAC
+GTTTTCACTCTCGAGGAGGCTCCTCAAGAAGCTTACTTCTCTCTTTAACCTCTCTATTTGAAGCTTCAAA
+ATCGTTATGTTCTCCTGGGTTGGGGACACTATTGTGGTTGTCTCGTTTACGCTGGGTGGCATTTCTTTGT
+ACTTCTCAAGCTCGCCCATCTGCATATAAAGTAGTGCGTTGCTGACTATTGAGAGGCTGAGCACGAGGGT
+TAGAATTAGTGAGAGATACTTCCAGACTTCTGCTCGCATTCACGACCCTCCTTCCAATCTTTCTCGCTTT
+TGCTTATATACCTTCAAGGAGTATGCAAAAATTTTTAAAGTTTTCAGCATAGGTGGCCATAGAAAAATTT
+TTGCAAAAATCAGGAGGTGATGCTCATGCCTAAGAAGGAGAGGAAGGTTGAGGGAGATGAGGTAATTAGG
+GTTCCTCTCCCAGAGGGAAACCAGCTGTTCGGAGTAGTTGAACAGGCACTTGGAGCTGGATGGATGGATG
+TGAGGTGTGAGGATGGTAAGATTAGAAGGTGCAGGATCCCAGGGAAGCTAAGGAGAAGGGTCTGGATCAG
+GGTTGGCGATTTAGTGATAGTTCAGCCATGGCCAGTTCAGAGCGACAAGAGGGGAGACATAGTTTACAGG
+TACACTCAAACTCAAGTTGATTGGTTGCTAAGGAAGGGTAAGATCACCCAGGAGTTCCTAACGGGTGGCT
+CCCTCCTAGTTGAGTGATGGCCATGGAAAGGTTGGATAGGGAAATAGCTGAAGTTCTGGGATTAACGGAT
+AAAAGGGAGAAGGACAGTGAGCTCTTTAAGGTCTTCAGCGAGGTATTCGACAAGACGACCGTCGAAACTA
+TATCTTACTTTTACAGGAGGGGCATAATAGAGAGGCTCTACGGGGTTTTAAGTACAGGAAAAGAGGCGAA
+TGTATTCGCTGGGTATAATTCAAAGGGAGAAAAGATCGCCGTCAAGATATACAGGACATACACCACAGAG
+TTCAGAAGGATATGGGAGTACTTGGCGGCTGATCCAAGAATTGGGGCTCTGCCAAAGGATATAAGGAAGC
+TGGTATTCGTTTGGACAAGAAGGGAATACAAGAACCTTCAGAGGGCTCTTAAGTACGCTGTGAGGGCTCC
+AGAGCCAATAGCCTTTCGGAATAATGTCCTAGTGATGGAGTTCATTGGGGACGACATGCCAGCTCCGAGG
+CTTAAGGATGTTGAGAAAGAACTAGAGAAAGAGGACTTCGAGGAGCTCTACGACTTCATGATGGGTTCCA
+TAGAGAAACTCTGGAAACGTGGTGACATGGTTCACGGGGATTTAAGCGAGTACAATCTGTTGCTTTGGCA
+TGAGCCTGTTATCATTGACTGGTCCCAAGCCACCGTTAAGAGGAACAGGATGAGCCTAACTCTACTATAC
+AGGGATATCAGGAATGTAATTAACTACTTCAAGAGGAAGGGCATAGATGTTGAGGATCCTGAGGAGAAAT
+TTAGGGAGCTTGCGGGTGATGAGTTATGGATGAGGAATTTGAGAAGCTTATGAAGAAGTTTGAGAAAGTG
+AGTAAGGATGGTGAGAGGATAGAGGAGGAAGAGGATGAGGAGTGGGAAGAGTTCTTCAAGCAGGAAGAGT
+ACGTTAAGATACCCAAGGATAGGATAGCCGTCTTGATAGGTAAGAAAGGGCAAACTAAGAGGGAGATAGA
+GAGGAGGACTAAAACGAAGATTACCGTAGATAGCGAGACTGGTGAGGTTTGGATAACTTCAACGAAGGAA
+ACTGATGATCCTCTAGCTGTGTGGAAGGCGAGGGACATAGTTCAGGCAATCGGTAGGGGGTTCTCCCCCG
+AGAGGGCCTTTAGGCTGCTCAACGAGGGCGAGTACTTGGAGATAATAAACTTAACCGACATAATAATTGG
+AAATGAGAAGAACGCTCTCCCAAGGATAAGGGGTAGGATCATTGGTAGAAAGGGAAGAACTAGGCAGATA
+ATAGAGGAAATGAGCGGTGCGAGCGTAAGCGTTTACGGAAAGACAGTTGCCATTATAGGCAATCCAATTC
+AGATTGAGATAGCGAAGACGGCAATAGAAAAGCTTGCAAGGGGTTCTCCTCACGGTAGCGTTTACAGGTA
+CTTGGAGAGGAGGAAGAAGGATTTGGAGCTGGAAGGAAACATGTATTATGAAAACCTGTGAGGTGTTTGC
+ATGGCGGAGGCTAGGGATTTATTTAAGGAATTTAAGGTTCAAAGCGTCAGTGAATTTTTCAGAAGAAACG
+CCGCAATGCTTGGATACACGGGTAAAATTAGATCCCTAACAACGATAATTCACGAGGCAGTAACGAACTC
+TTTAGATGCTTGTGAAGAGGCCGGTATCCTGCCTTATATAAGGGTAGAGATAGAGGAACTTGGGAAGGAG
+CACTACAAGGTCATAGTCGAGGACAACGGCCCAGGAATTCCCGAGGAGTATATACCCCACGTCTTCGGTA
+AGATGCTCGCTGGAACCAAGGCCCACAGGAACATACAGAGCAGGGGTCAGCAGGGTATAGGAATCAGTGG
+CGCCGTTATGTTTGCTCAAATCACTAGTGGAAAGGCTACAAGGGTGATAACGTCAACGGGCGGTGAGATC
+GTCGAGGCGTGGGTAAAGATAGACGTTCAGAAGAACGAAGGTAAGATAGTGAAGAAGCTGAAACATCCAA
+ATCCCAAGGGCTGGAGGGGAACTAGGATAGAGCTTGAGGTCAAGGACGTTAAGTACGTGAGGTCTAAGCA
+AGGGGTTTATTGGTACCTAAAGTTAACCGCGATAGCCAACCCACATGCCCACATAGAGCTCGTGGAGCCC
+GATGGAAAGTTAGTTGTCTTCCCGAGGTCAAGCGAGGACATTCCAGAACCGCCGGTGGAAATGAAACCCC
+ATCCCAAGGGGGTCATGGTAGATGATGTTTATACCATGGCCCATAGAAGTAAAAGGTCAAGCGTAAGGAG
+ATTTTTGGTTTCAGAATTCTCTAGGATAAGCGACAAGAAAGTTGACGAGTTAATAAAGTATATAACCGCC
+CTAAGGCTGATAAAATCGGAAACAAATAAGGAAGTTAAAGAAAAGCTATATGAAAAGTTAGTTAGTGGTG
+ACGTGGATTCAGTTCTTAGGGCCTTTGGTAGAAAGTGGAAGAAGGAGCTTGAAAAGGTTGCAAAGATAAT
+GGATAAGTCCCCTGAGAAGTTGACGTGGCATGAGGCCGAGGAGATAGTGGAGGCATTTAAATTAATGAAA
+TTCTTGGCCCCGCCTACCCACGGTTTAAGGCCAATAGGCGAGGAGAACATAAAGAAGGGCCTTACATCAA
+TTCTTAAACCAGAGTTCGTAACGGCCGTAACCAGGGCTCCAAGGGTTTACGCTGGTGGAATACCCTTCCA
+AGTTGAGGTTGGGCTAGCCTATGGAGGTCAAATTCAAGGTTCTGAGATACTTAGATACGCCAACAGGGTA
+CCCCTCCTATTCGATGCTGGTTCCTGTGTTATAACCTCAGCGGTTAGGAGTATAGACTGGAAGAGGTACA
+AGATAGATTCCTTTGACTCGGCCCCCTTAGTGGTTCTAGTCAACGTGGTTAGCGTTCACGTTCCCTACAC
+TTCCACCGGTAAGCAGAGCATAGCCGATATAGATGAGATACACAACGAGATTAGGCTTGCCCTCATGGAT
+GCCGCTAGAAGGCTGTCGTTCTACCTAGGAGGCAAGTTCAGGAGGATGTATCAGGTTAAGAGGAGGAAGA
+CGCTTGAAAAATACCTACCAGAGATAGCTAGGTCACTTCACATACTCACGGGGGAGCCTGAGGAGAAGAT
+CAAGGAGTACTTCCTCAAGCTGATAGAGAGTAAGATAGAAGTTGAGGAGGTGAGCGAGGTTGAAGCTGAA
+GAGGCAGAAGCCTAAGGAGAAGTTCTCTTACGATCCTCAGAAGGTTCTGAAGAAGCTTGAAGACTTAGCT
+TGGAAGATACTTGAGGAGGTTAAATCAGGGAAGAATCCTTACTTTGACGTCCCGACTAGGGGGCTTAACA
+ACGTTTATTTCGATGAGGAGGCCAGGTTAATTAAGCTTGGCGACAAGCTTTCGAGGAGGTACTTCCTCAA
+CGTTGCCCATGCAAGGAAATTCACCCAGACCCTAATCTTAATGGCGTACATAAAGAGGTTGGTAAGCGAG
+GGCAAGCACGCGAGCTTAAGAGAAGCCTACTACGCAAACAAGCACACAATCCCAGGAACCAGGGAGAACA
+CCTTCGAAGACCAGAGCGAAAGCGATCCGATAATTGAGGATCTCGAGAGGATGCTTGGAGTTCTAAGGGA
+GGAGATGCACATAACCGCGGACAGAAGGGGTTACATATATGGAGACATAGTAATCAAAGACGGAGAAGAT
+GAGTTCAATGCTTCCAAACTTGGAACCGGTGGTTGGGCGGTTCCAGGTACCGTGGAGCACATTCAGTTTC
+CAGAGGTAAACGTTGACTATGTGCTCGTGGTTGAGACGGCCGCAATGGCAGACCGTTTAATAGAGGAAAA
+GTATCCAAAGAAAGAGAACTGCTTAATAGTTGCAACCCAAGGTCAGGCTTCTCGTGGAGTCAGGAGGCTA
+ATCCACAGGCTACACTATGAAGAGGGACTGCCGATAATAGTGTTCACGGATGGTGATCCCTACGGGTGGT
+ACATATACTCGACGATAAAGCAGGGTTCCATAAACTTGGCCTATTTAAGCGAGAAGCTCGCCACACCAGA
+TGCCAAGTTCGTTGGAATGACGATGGATGACATAAAGGAGTACAACTTGGAGCACGTTACCGAGAAGCTA
+AAGGGGATACCTCCAGATAAGAAGGGCGGACCAACGGGGGATTACAAGAGGCTCATAGAGGAGCTGAACT
+ATCCTTGGTTCCAGAACAAGGAGTGGCAGAGGCAACTTAAGCTGGCACTGAAGTGGGGAGTCAGGATAGA
+GCAACAGGCCCTAGCTAACAAAAGCCTGGAGTTCGTGGCTAAGGAGTATCTGCCCGAAAAGATTAGGGAG
+GGTAAGCTTCTTCCGTGAGGGAAAATGCCGACGACCGAGGAGTTAATCGCAAGGATAAACAAGATACTTG
+ACGACATATCCATAGACGTTCCTGGGTTATTTGAGAGTTTCGACGTTCCAAAAATATTTTTCACGCTGAG
+GAACCAGATGGAGTCCCTAAAGGAGCTTGAAGAAGAACTTGAGAGGAGGGTTGGAGAGCTAGGGCCAACC
+CCGATATTCAAGGAGAAGAAGAGCAAGGATCCACACCTCTCCTGGATATACAGGAAGAGGCACTATAGGG
+TTTTAACCCTAGAAAGGCTTCGCTCCGCGATAACGGCTCATAAAATAGCAATCTCAATTCTAAGCGCAAA
+CTATATCCTGAAAAAAGGGAAGCACGAGGTAAGCGTAGACTCTTTGAAAAAAGAGGACTTGAGCAAAGTG
+AAGGTAATCGAAAGAACGCCAAGGCTCGGGAGGATTGAAATTCTTCCATATTTAGCTTATTCTGGTGATG
+TCCTTAAGCTGTTGGGACAGAGGGGAGTTGACGTCAGGGAGGGCTTTAAATTCATTAAGGGCAAACTTAG
+GGAAGAGGGCGTTGTCAGGAAGGAAAAGTTCAGGATAGAGGTAGAATACTGGGATGAGGGGAAGCTGAAG
+AAGGAGAGGATCGATCTACCTATAGATGCTGACATCGAAGGCGAACTTAGAAAGAGGTTCGGCAAGAGGT
+TTAGGTGGAGAGTTTTAAGTTACATAAAAACGATGGGAGTTTTGATAAACAACCACTATACTGTCGACAA
+CTTGGCATTGGCTTACTCAACCTATGATCCTAAGAACGGGGGAGAGCTACTTGCCCTCGATCTGTTTAAG
+TACTACTTCCTGACCTCTGAGAAGGATAGGGAGGACAATCCCCTTTACCCTGGATTAAGGACTTGTGTCG
+ACTGCCATTACTCCCTCTTTGATCTGCCTTTTAGAAATAGGGAAGATTTCAAGGTTGGGTTTGGGAGCAT
+TCTTATCATAAGGAAGTGCGAGGCTGAGAAGTTGCTAACCAGCAAGAGGAGCGAAATAACGAGGTTGCCC
+AATTACGTTCTTGGTGGGGTTATACTCTATGGCATTTCTCCTTTCTCCGAGGATGAAGTTTCTAAGATCT
+TGGGCATCGATGTTGAGGAGCTTAAGGAAGGGATAAGGAAGTTCGTGGTTTCTGGTTTACACAAGGTCGT
+GTTCTCGAACGTTGAGAAGTTTGAGAAGTTCATGCCCAAGAGTGAGAGGGCGAAGAAGTTCCTTGAGCTC
+CTCCAAGGGTGAGGATTATGAGGGTGGAGATAACGGCGAGGAACATTAGGGAGCTCTTGAGAAAGATAGA
+TGAGAACTTGAACGAGGACGTTACGGAGGTTTACATAAACCTCAGGCCAACGAAGGAAGTGATAGTTAGG
+ATTTTAGACAATGCGCCTAACGTTAAGGTCATAGGTTGTCCTCCAAGCCTTTATCCGAAGGTTTCCAAGA
+AGGTTTTGCGAGCACTAGAGCAGATGGGAATAAAGGTAATACCCGTGGAGAAAGGTAGGGGTAGGCCCAG
+GAAGTACTCGTATAAAACCCTCATGATGATCGAGGAACTTTTAAAGAAAGGTAAGACGCCGAGGGAGATA
+AGCAGGGACCTTGGCATTCCGATAAGAACGCTTTACTACCTACTCAAGAAGAGGGAGGTAAGCGAGATTG
+AAGGATGAGCTCGTAATAGAGGTTTCTATCTTCATAGTCTTTCTGGGCTTTTTAACGGCTCTCTACTACA
+AAAGGCTAGATCACATCTATAGAACGAGCGTTGCCCTGCTTGGCCTTTCCATCCCCCTATGGCTTCCAAG
+GGTTTATCAACCGAAAGGCATCCTGAGGAAAATCTTAAGCCCTGTTTATGACTTGAGAATCATGGTCGTG
+CTCTCGATATTCATCGCAATACATGTTTCTTTAGTCAATGTCCCCTTCACGACGATAGATCTGTTCCACA
+AGGAGTGGAGAGACGCTGACATGATAAGCCATTTCCTTGGAGGGTTGACCCTCTGGCTCATGATATTCAG
+GGTTCTTAAGGAGTTCGAGTTATCCCCCAGGGATTCGTTGCTTTATTCTCTCCTAGCCTTTTACATTCTG
+GCCATAGGCTGGGAGGTTGCTGAGAAGCTGAGCGAGGGGGAGATTAGCTTCATAGCTGAGAGCGTTCAGA
+ACAAGGTGAGGGACGTTATCTTAGACTCCCTGGGGATGCTAGTTGGAATAATAATGGAAAAGAAGGGGAT
+CACTTCTTCCCGGCAATCTTAACGTTTTCAAACTTGATGTACGGTGTTATGGCTGTTGTCATGAACGGTA
+GGGCCCTCTGGTCTTTGCTGACTTCAGTTGCCTGCTTTAGTAACTCGTAGACGTTGCCAGCTATCAAGAA
+CACAGTTGAGCCTACGACCTCGCCGTCCTCTATTAGGTAGGCTGGATTCGCAGTTACGGCGAAGTTACCG
+TTGTCTGGGTTGCTTGAGTGTGCACCCTGAAGCCCTTCAACTAGGTATCCGTGCTTTATCTCACCTATTA
+TCTCGCTTAGCTCCCTCTTCCCGTTCTCTATGACCGCCGAGTTTAGGCCTATGCTAACGCCTCCTCCCCT
+CCAGTCCCTCTGACCATGTCCAGTGCTCTCGGTTCCGTAAACCTTCGCCCAGTAGTTGTCCCAGATGAAG
+CCCTTGAAAATTCCTTCCTCTATTAGTGTAACCTTTCTCGTTGGAACGCCCTCTCCGTCTGCTATAGCCT
+TGGCTATGCTTAGCTCGTGGAAGGTGTCGTCGTAAATGGTTATCACATCGCTCGCAACCTTCTCTCCAAC
+TTTGTCTGCTAGGGGCGTAGTTTTCTTGACCAACCTTTCACCGCTGAACGCTGGGAACAGGGCGTAACTC
+AATAATCCGGAGATTGCCCAGGGTCCAAAGATTACAGTTGTTTCCTCATTCTTCGCTTCCTTAACGTTGT
+AGGCCCACTTAACCCTCTCCAATCCTCTGTTAACAACGCCTTCAACGTCCAACTCTAGGTTGTCCTTTGC
+GTCGAAGTCGAATATTCCCGGTGTAACTACTCCTTCCTTCTTGCCAACGAATTCGAAGAAAATATGGGCA
+CTTCCGAACTCCTGGGAGACGTTGATTCCTTGAGAGTTGAAAATCTCAACCTCGGCCCAGGAAGTTCCTG
+CGCTTCCTCCAGCAACGGTAACGTTTGGATCGCTCTCTCTAGCGAGCTTTATGCCCCTAGTTACGAACTC
+CACTAAGGTTTCAGTTGATACACTTTTTAGATCTTCGCTAACTTTGGGCTTCTCCCTGTACTTTCCTGGG
+CTTGGAAGGGAGCTCCACTTTTCATCTGGAGTGTTTAGCTTTGCCATCTTGGCGGCTTCTTCAATGGCTT
+TCTTTACCTCCTCCTTGGAATCCGTGTCAATTATTGCTATTCCGACTCTCTTGTCCTTTATTCCCCTTAT
+GATAGTTACCTTCTCTATCCTAGTGGCTCCCATGGATATCTCGTTTAGCTCGACGTTGACCTCTATTCCC
+CTAGACCTCCTCACGACTATCTCAAGCTCGTCGAAGAACTTCTCTCCGTATTTAATTAATTCCTCCATTT
+CCCCCACCTCATCCAATGATTATTCCACCATCAAACCTCATGTGTGGACCACCAGAACTCACGAAGGCTA
+TCTGTCCCTTACCGCAGAATCCTGTTTCGATTGCGAAGTCCTTTCCAACGGCACTAATCTTCTTTAGGGC
+CTCTATTGCCACACCAGTAATTGAGGTGTCCCTTATCGGCTCGGCTATCTCGCCGTTCCTTATGACATAG
+CCTTCCTGGATTCCGACCTGGAAGGCGGAGTTCAGCTGAGCTTGTCCTCCCCTGAAGTCGACTAGGTAAT
+AGCCGAACTTTATGTCCTCTATCATCTCCTCGAAGCTCCAGTCCCCGGGTTCAAATACTGTGTTCCTCAT
+CCTTATTATCGGTGGGTAACGATAGTCTTGAGCTCTTGCATGACCATTTGGCTCCATGTTGAACTTTGCA
+GCATATTCCCTGTTCAGCATTATCTCCTTCAGTATTCCGTTCTCTATTATGTGGATATCCTTAACGGGAA
+CACCCTCGTCGTCGTACTTGTCGTTCCCAAAACCACCCTCGACATAGCGCTCGCTCATCGTAACGTACTC
+TGGAGCAATTTGCTTGCCGAGTAGATCCTTGAAGGGCGAGTTCATGGTTAAATCAGCCTCAGCCAAGTGT
+CCGAGGGCTTCGTGGGCTATTAGGCCAACTATTATTGGACCCGCAACCACCGGAAACTCTCCCCTCTTTG
+GAGCAACTCCGTTGAGCTGGGAGTGGAGCTTCCTAAGTAGCCTGTCCTTGACTTTCTCGTTTGGCTCTTT
+CTCCGTCATTAGTTCCCAACCATAGTCTACCGCACCTATACTATCCCTAGCCATGGCCAGCTTTCCTTCC
+TTCTTTCCGGTAACGTACACGCTCTGCCATAAGTAGTTGTAATCCCACTCTATCCTCGTTCCCTCGTTGG
+TTAGAAGTATCTTCTGACCTCCCCCGTCCTCGTACCTTATGTTGACGCTCTTTACCGTTTCATCTTCCTT
+GAGAAGCTTTTCAAGTTCAGTTAGGTGCTTGACCTTTTCCTCTATATCAACTTCTCTCGGCTTGACTTTC
+ATCTTGCTCTTGACGAAATCTTCGACTGGCTTTATCTCAGCGAGCTCTATCTTCTCCTTCTTTGTCTCTG
+ATGCAGATTTAGCTAGCTTATACGCTTCCTTTATGGCCTCTTCAAGCTTACTAAGGTCGCTGGTTGAGGA
+GAAACCCCAAGCTCCGTTAGCTAGGACCCTTATTGCGACTCCTCTGTTGAGCTTCTCGGTGAAGCTCGTG
+AACACTCCGTCCTTGAGGGTTAAAGTGGTTCTCTTCAGGTCTTCATACCTTAGCTCTATGTACTCGGCTT
+TGATGTTTTCTTCAGCCCATTTCAAGGCCTTTTCCAAGCTTTCCATGTTCATCACCTGTTAAGTTCTTCT
+TCGCTCTATCTTGAGCATTGATGATATAAAAGTCTTTTGAATGCTTCGATGGTTATCTAATGGGGGATAG
+GTTTAAAGCCATCCCCGAGACGAGCTCTTGAGATGAGGAATTTCATAATTGGAACGAGTAGTCACATTAG
+TGGCCTCTGCCACAGCATCGTTAGGGGAGAGCTATTCACGACATGCTCCGTAGGTTGCATCTACTGTTAT
+GCCAGGTGGTACAGAGGGCCCCACGGAAAGCCCAAGCCGATATTCGAGGTCTTTAAGCTGATAAAGTCCT
+TGGGAGAGGTAATAAGGGAAGGTTATCCGGTGATACCTATTAGGTTCTCAGCCTTGAGCGACCCTTTCCA
+ACCTCCGGCAAAGATAACGCTGAAGGCCCTTAAGATTGCCCTCAGAAATGAAGTTCCAGTAGTGATAAAC
+ACCAAACTAATTCCGAGCGAGAGACATTTGAAAGTTCTTGAGGATTTAGCCAGTAATAACTTGGCGATCC
+TACAGGTTAGCATACCGGCCGATAAGGACTACAAAGAGGTCAAAGTCATAGAGCCTTTTGCCCCATCAAT
+AGAAGAGAGATTTAAGCTAGTAGAAAAGGCCAGCTCACTTGGAATTCCGGTAATTGTTAGAGTTCAACCT
+CTCATTCCTGGGCTTGGGGATAGAAATGTGGAAAATTTCGTGGAAAGGGTTGCAGAATCTGGTGCAATCA
+TGGTTATCCTGGAGTTCCTTAGAATCGAAAAAGAGTTAATGCCTCTGTTCTCAAAGCTTTTTGGTGAGGA
+AAACTACAAGTCCTGGGTCTCTTACCTTCCCTTGTCCCAGGAAGCTCCCCTCCTCCAGCCTCCTCTAGAA
+TATAGAATTAGGGTTGCGGAGATCTTCTCGAGGGAAAGCTCAAAGTTTGGCCTGTACTTCTCCACGTGCA
+AGGAGGGATTATATCACCTCCACGAACCCAAGGACGTTGATTGTTGTGGCTTCAAATTCCTGGGAAACTC
+AACTAGGAGACCAACGCTCTGGGATTTGTTCCTTGAAGTTTACGAAAAGGGAAAAGCTCGTGGAGAGGAT
+TTATGGGTTAGATGTGAGAGGGAAGGACTACTTTGCAGGGACAAGCTAAAATTGTACCCTCCTTGGCTTT
+ATAAGGGATTAAGGATGCACGAGAAGAGATTAGAGAGCATACTGAAGAAGCCAAGGCTCGTTGAGAAGTT
+GGTTCCCTCACTCACACATGACGAGGAAGAGGAAGTCTTCTACCTAAAGGCTAACTCCACTAGGGGGTCT
+GGAATGAAGTAACCTTTCGTGGTCTTCTCCAGGTAATCGTAGCGAACAAGATTATTTAGCACGTTCGAGA
+AGTTTTTGTCGTCAATCCTTTTTCCTTCCAGTAACTCTACGGCCTCTTTTATCTCCTTCCAGCGATGCTT
+ACCGCTTGCGACAGCTTTCATAGCAAGTTCGTAACGTGGTGAGAGTTCCTTTAACTTACTGAACTCGTTA
+AGGATGAGCCTTTTTGCATCCTCTTTAAGTTTTTTGAGGGCTTTCCTGTGGGATAAGCCGAGATATCGGT
+TGTAACCATAAAGGGTCAGCCAACCAACTATTCCATCAAGTTCATCAACGACTTCCTCTAGCTCTTCCTC
+TTCAACCTTAATTCCAACCTCCTCGAATCCTTTTCTAAGGAAGTCGAGGCTTTGATACCTGTTAAAGCGG
+TTTAACCTTATCTCGACGTGAGCCCTTCCGAAAAGGGGAGACTCAGGGTCGTGAATACGGAGGAAGTCTT
+CAAGCAGTCCTACTTCTGAACCCGTTAAGATGAAGCTTATGTTTCCAAGATCATCTATCGCCCAGGATAT
+TAAATCTGGATACTTAGCATTTGAGAATCTCAAGTATTGAGCTTCATCTATCGCTATCACGAATCTCTCG
+CCAAGGGAGTTTATCCTCTCAAGAACTTCAGAGAGGCTTACGCTTTTATTCGTCCTCAACTCAAGGTTAA
+CTCCCCCTATGCTAACGCCTCTAATTCCCTTCAACACATCCTTAATTCTCTCGCGAGGAGTTGTTTTTGT
+GTATTCCTTGAGGATAATTTCTGCTAGTGCCGTGTGAGGAACGCTTCCAAACTGGGAATAAATTTTTCTT
+GCATCTATCTTGACGCTTTTAATTGGAATCTCATTAAGCGCAACGTTCAATAGTGAGCTCTTTCCAAGTC
+GCCTTATCCCGAGGAGAATCACGAGGGGAACTCCCTTCTTAATGGAACGCTCGATTTCCGAGAGTTCTTC
+CTCCCTGTTGTATAAATCCTCCCTTCTCGTCTTCGGTTTTGGGTTGAATAGCATACCCTCACCAGTTACT
+GGTGGGGGTTTAACCTTATACGTTTTATGATAAGGTTTTCAAGGGCACGAGATAAGAGGTAGCGGTGGTA
+CCATGGAGAGGAAAAAATTGGTCTGCCCACTGTGCGGTGGAACCAAGTTCAGGGTCGAAGAGGGAAAAAT
+CGATAGCAAGTGGGGATTTACAGCTCATAAAGTTAAGATAGTCATATGCGAAAACTGCGGATACGTTATG
+CTATTCTACGAGGGTAGAACGATTTGGGACTTTGATTGAGGTGTTGAAAATGAGGGGAATAGCGCTCTTT
+TCGGGAGGGAAAGATGGTCTCTATGCGGTTTATTTAGCCGAAAAAGAAGGCATAGATGTGCCGTACCTGC
+TGCTTTTAAAAACCACGATAGGCCTCTCTCCGCACTGGGAGAACAGGTTATCACTAAGGAAGCTCGCGAA
+TTCAATGGGAAAGGCAATACTTACCTTCGACATGGCTGAAGGTAGCGATTCCTTAGTGGAGCTTTTGTCC
+TCTCTAAGCGTCGACGTTTTGATAGCTGGCGATGTTTACCTTGAAGACCACAAATCCTGGCTGGAATCTC
+TAGGAGAAAAAGCTGGAATTAAAGTTTTCGAACCTTTATGGGGTAGAGATTCGAGGAAATTAGCTGAGGA
+AATGTTAAAGAACGGTTTTAAATGGGCTATAATTGCCGTCGATAAATCTAAGCTACCCAGGAGCGTTATA
+GGTTACAAATTCTCATCCTCAAGGGATTTGGATAGGTTTTTGGCGAACTATGATGTTGATCCTTTGGGTG
+AGTATGGCGAATTCCACACGGTAGTTCTCTCATCTCCGCTCTTTGACAGGGATTTCGAGCTTAAAATTGA
+TGATGTTCTTGAAGATAAAACGTACTATTGGGCCAAATTTACTCTCCTCTAACTTTAATTTCTTTTGGGT
+AATTTTTATAAACTAAGTTTATAGATGGAGAAAAGGCGATGCCGAAGTGTTTGAGCTGATTAACGTGGTT
+ACGAGAGGATTGATGTGGATACTGTCTTTCTATCGATGGATTAGGAAAAGGGAACCTCTTATGATAATAA
+TTACTTTGGCATTCTGGTCCGACTTTCTTGGAGTTCTTACCCAGCCGATAGTGTCTAAGATGCTCGGCGT
+TTCACCAGATGTATCAAATATCTCTCCTTTGATGAGCACCTATGCGCTCCTAGAAGGGATATTCCTGTTC
+TTAGCGACGATGTACACTCTAGGTACAATTAAAAAGGCATGGGCTCAAGTTACATCCTTTGTAGTATTCC
+AAGTTGGTAGCCTATATATAGTGCTCAGCACTATTTTCAAGGCCGATCTTCCAGTTATCAGTGCTTTCTC
+AGTACTCTTTATGGGCATCTCAATGATACTTTTGGGAATTAGTCTGCTTAAAAGGGAGATTGAGAGCAGG
+GGCATTGCGGCACTATTTCCAATAGGGTTAATTCTCTTGGGTTCCATAAACCTTACTTATCCCCTCTTAG
+TTTACAGCAAATTAGCTCCCTATTTATACGGAGCGGGAGCCGTATTTAGAGTGTTAATGATAATTGGCCT
+CTTCAAGTACACGATATTTGAAGTTAAGCCTCCAAAGATACAGGAAATCATTCTCAAGCCGGGAGCATTC
+TACACTGACAATGAATCGGAATTTGAAAGTGTGATAATGAAGATGCAGTTGTCTGGAAACGGCGTTTTAA
+TAACGAGAAAGCTCCCTAAGATGTCGCCAACTTTCCCTGTATTCTGGATAACAAAGGTAACCTCTGGAAG
+GATTGACGAGAATGTTACAGCGATACAGCCGAGTGACATTGGAATACTAATTGATTTAGTTAAGAGGCAC
+CTTGAAAAGGGGCATTCTGTAGTTGCTATGGATGCCTTCGAGTATTTAGTGGTCGAGAACGGTTTTGAAG
+TTGCTGTAAAGTTTTTGTTTTCTCTTAAAGACCACGTCCTCAAGTTAAATAAAACTCTAATCCTATTCAC
+GAATCCTCAAGCTTACCAAGATAAACAATGGTCAGTTATAGCGAGGGAACTTGAGAGGCTAAGCGAACTA
+AAAGCTACAGAACAAGGAAAAAGTTAGTAAATAGAGATCCTCTTTACACCTTCAAGCTTTGAAAGTTCAT
+TTATTAAATCTCCTGGGATTGGCTTCTCTGTTATTATCGTTAGCGTTGCCTCTGGGTATAGCTCGGGATC
+CTCGGCTATTGCCTGAACTATGTTTATCCCCCTGTCAGCTATCTTCTGGGCAACCTTAGCTAAAATTCCT
+ATGGCCCTCGGCTCTGGCTCTATCTCGATTACACCGTAACCGACGTGCTTTCCGACGTACTTCATGTGCA
+CAGTAGGTTCTAGGTTCATGTAAATTTCCCTCAGCTCTGGAGTCTTGAGTATCATTGCAACGGTCTCCTT
+AACGACCCTCCTATCGACGTTTAATGCTTTAGCTATCTTTGTGTATGGAACCTCTATTTCTCCAGCTTTA
+ATTTTCATATCTTCTGAAACCCTTAACCCATACCTTAGGAGGGTCTTTGCTATTAGCTTCCTTACAGGAT
+ACTCGTCAAAGTAATGCTCAATCCTACCCCACATGCTCTATCACCACCATTAAAGTTCAACGTTCCACTA
+TTGGGTTCATTAATATTAAAATGTTTCCATGCTTTCACCTATACCTTGTGGGAATTTAAATAAAAACTTC
+GCCCGCGGAAGGTATATAAAAGCCTCGGCTTACTTAAGGTGGAGGTGAGAGGATGGCATTCGTTCCACCG
+CAGGCAGGTTACGATAGGGCCATTACGGTCTTCAGTCCTGATGGTAGACTGTTCCAGGTTAACTATGCAA
+GGGAAGCCGTAAAGAGGGGGGCAACCGCTGTAGGGGTTAAGTGTAAGGACGGAGTAGTTTTAGCTGTAGA
+AAAGAGGATCACTAGCAGGTTAATAGAGCCGGAAAGTTATGAGAAAATCTTTCAGATTGATGATCATATA
+GCCGCGGCTTCAAGCGGTATAATTGCCGATGCTAGGGTTTTGGTTAACAGGGCAAGGCTTGAGGCCCAGA
+TACACAGGCTAACCTATGGTGAGCCCGCGCCATTGGCCGTGATAGTTAAGAAGATATGCGACCTCAAGCA
+GATGCACACTCAATATGGTGGCGTTAGACCGTTTGGTGCCGCACTTTTAATGGCTGGGGTAAACGATAAG
+CCTGAGCTTTACGAGACTGATCCAAGTGGAGCGTACTTCGCATGGAAGGCTGTTGCAATAGGAAGCGGAA
+GGAACACCGCGATGGCTATATTCGAGGACAAGTATAGAGATGACATGACGCTGGATGAGGCTATAAAGTT
+AGCAATCTTCGCCTTAGCAAAGACGATGGAGAAGCCGAGCGCAGAGAACATCGAAGTTGCCGTGATAACC
+GTGAAGGATAAGAAGTTCAGGAAGTTATCCAAGGAGGAAATAGAGAAGTTCTTGGGTGAAGTGATGAAGG
+AGGTTGAAGAGGAGGAGGTGAAAGAGAAGGAGGAGGATTACTCAGAGCTCGATAGCCACTATTGATTTTT
+CATTTTTGTGGGGTGATGTTTTATGCCTATTAGCGTTGATAAGGCTGTAATTGCAAGGTTGAAGGTTCAT
+GGGGAGACTTTTGAAATACTTGTCGACCCTTACCTTGCGAGGGATTTTAAGGAGGGTAAAGAAGTTCCAA
+TAGAGGAGATACTAGCTACTCCATACGTTTTCAAGGATGCGCACAAGGGAGACAAGGCGAGCGAAAAAGA
+GATGGAAAAGATATTTGGAACGAGTGACCCCTACGAAGTGGCGAAGATAATACTTAGGAAGGGAGAAGTC
+CAGCTAACCGCTCAGCAGAGGAGGGAGATGCTCGAAGAGAAGAAGAGGCAGATTGCAACGATAATACACA
+GGCATGCCGTAGATCCTAGAACGGGCTATCCACATCCCGTGGATAGAATACTTAGGGCCATGGAAGAGGT
+TGGGGTTAGGGTTGACATATTCAAGGATGCTGAGGCCCAAGTCCAGGACGTTATAAAGGCCATAAGGAGA
+ATTCTCCCGCTTAGAATTGAAATGAAGGTTATCGCCGTTAAGATACCGAGCGAGTACGTTGGCAGGGCCT
+ACGGTGAGGTTAGGAAGTTTGGAAGGATTAAGAAGGAGGAGTGGGCCAGCGATGGTTCCTGGCTCTTCTT
+GATAGAGATTCCGGGTGGAGTTGAGGAGGAGTTTTATGAGAAGCTTAATGCCCTCACGAAGGGTAACGCT
+CAAACTAAACTCATCGAGAGGAAGGGGCTATGAAGAGGATTTTTGTTCAAAATAGGGAACTAGTCGTCCC
+TGGGACGTTACTTGCCCAGGGGCCGTATAAGAATGGAAGGGGGACTTTCAGGGAGGGTTCGAGAATATAT
+TCGACAGTTATAGGCCTCGTTGACATAAAGGGGAACACGATAAGGGTCATACCGCTTGAGGGCCCGTACA
+TTCCAGAGGTTGGCGACAACGTGATTGGGAAGATAGTTGACGTCAAGTTCTCTAGTTGGGTTGTTGACAT
+AGGTGCTCCGTACCCTGCAAACCTGAAAATACAGGACTTCACAGACGAGAAGATAGATTTGCTAAGGACT
+GATTTGAGGAAGTTCTTTGACATAGGAGACATAATATACGCTAAGGTCAAGGCGATAACAGAAGTCAACA
+ACATTGACCTAACGACGAAGGGAATGCCGTTCAATGGGGGCCCCTTGAAGGGAGGCCAGATAGTTAAGAT
+AACTCCCTCTAGGGTTCCCAGGGTTATCGGCAGGGGAGGTTCAATGATTAACATGATAAAGAAGCTCACG
+ATGACCAGGATAATAGTGGGCCAGAATGGCTGGATATGGGTTAGCGGAAAGAACGATGCATTAGAAAAGT
+TGGCCATAGAAGCGATACTTAAGATTGACAAGGAGAGCCACACTAGGGGATTAACCGATAGAATAAAGGC
+ACTCCTTCTCTCGAGACTTCAGGAACTGAAGGAGAAGGGGGTTATTGAAGAAATTCCGAAGTTAGAGGAA
+GAGCCACAAGGGGAAGATGAGGTGAACGGGAATGATGGAGAAGCCAGAGGGGCTTAAGCTTATTGATGAG
+AATGGTAGGAGGATCGATGGTAGGAAGAAGTATGAGCTTAGGCCAATCAAGATGGAAGTTGGCGTTCTTA
+AGAATGCTAATGGTTCGGCTTACATTGAGTGGGGTAAGAATAAGATAATAGCCGCAGTTTATGGCCCTAG
+AGAGTTACACCCTAAGCACTTGCAGAGGCCCGATAGGGCGATTTTGAGGGTTAGGTATAACATGGCGCCT
+TTCAGCGTTGAAGAGAGGAAGAAGCCCGGCCCAGACAGGAGGAGCATCGAGATAAGCAAAGTCATTAAGG
+GGGCCCTTGAGCCCGCTTTAATACTGGAGATGTTTCCCAGGACCGCAATAGATGTCTTCATAGAGGTTCT
+CCAAGCCGATGCTGGAACGAGGGTTGCTGGAATCACCGCAGCCTCCTTGGCTTTGGCCGATGCTGGAATT
+CCAATGAGAGATCTAGTTGCAGCGTGTGCCGCTGGTAAAATAGAGGGAGAGATAGTCCTAGACCTTAACA
+AAGAGGAGGACAACTACGGTGAAGCCGACGTTCCGGTGGCTATAATGCCGCTAAAGAATGACATAACTCT
+CCTCCAGATGGATGGTTATCTAACAAAGGATGAGTTCATTGAGGCAGTAAAGCTTGCAATAAAGGGCGCT
+AAAGCGGTTTATCAGAAGCAGAGGGAAGCCCTGAAGGAGAAGTACCTTAAGATAGCTCAGGAGGTTGAGG
+GAAGTGAGTGATAATGAGATAGTTGCCGGGATAATGAGGGATCACATAATAAATCTATTGAAGGAAGGAA
+AGAGGATTGATGACAGGGGATTCGAAGATTACAGGCCGATTGAAATTGAAGTTGGCGTGATAGAGAAGGC
+TGAGGGTTCTGCGCTAGTCAAGCTTGGTAGCACTCAAGTTTTGGTTGGAATAAAAACTAGCCTTGGCGAG
+CCCTTCCCAGACACCCCAAACATGGGAGTTATGACTACTAACGTTGAGCTGGTGCCCTTAGCTTCTCCGA
+CCTTTGAACCCGGACCACCGGATGAGAGAGCGATTGAATTAGCTAGGGTGATAGATAGGGGCATTAGGGA
+GAGCAAGGCTCTGAACCTCGAGAAAATGGTCATAGTTCCTGGGAAAATAGTTAGGGTAGTGTTCATAGAT
+GTCCACGTTTTGGATCACGACGGGAACTTGATGGACGCAATAGGTATAGCCGCAATAGCTGCGCTACTAA
+ATGCAAGGGTCCCGAAGGTTAGGTACAACGAGGAAACGGGCGAAGTTGAAACTTTAGATGAAACTGAACC
+CCTCCCCGTGGAAAAGATTCCGGTTCCAGTAACTTTTGCCAAGATAGGTAACATACTGGTAGTTGACCCG
+AGCTTGGATGAAGAGTTAGTTATGGACGGTAAGATAACCATAACCACGGACGAAACTGGTCACATTTCTG
+CAGTTCAGAAGAGCGAGGGTGGAGCATTTAAGCTTGAAGAAGTAATGTATGCAGTTGAGACGGCATTTAA
+GAAGGCCGAAGAGATAAGGAAGTTAATTTTGGAGGCTGTAGAAAAAGCAAAGCAATGATATAACTCTTTT
+TGTTTTATTTTAATTATGTCCCAGGGATGGAAATTTTCCGAAAGGTTTATATATTAACTGCCTTTTCCAT
+TTCTCGGTGCCCCGGTAGCCTAGCCTGGTGGGGCGGGGGACTTGTAATCCCCAGGTCGCGGGTTCAAATC
+CCGCCCGGGGCTCCAAGAGGGGCCGTAGGGTAGCTTGGTCTATCCTGCGGGCTTTGGGAGCCCGTGACCC
+GGGTTCAAATCCCGGCGGCCCCACCAGACTTTTTTGCAACTATCTCGATCATAACTTATTAATGCAATCC
+ACTTTTACAAACAGGTAAAAGTTTTAATATGATAACTTCAACTTCTTCTGGTGGAAGCTCATGTATATGG
+ATCACTTCCCAACGTTAGATGGTCTAATAATCAGGATGGGGATTTACTATTTCTTGTTACCAGCCGTCCT
+AATAGTAACGCTAAGGGCTGAGTGGAATTACATAATTAAGAAGAAATGGAAACGAGTTGCTAAGGGTTTC
+ATACTGGCATTGCTCTTAACTGCTCCAATACTCTCCCTTGTCCAGTTTTACCTCTCGAAAGATTATCTGT
+ACGTTCATTCCCTCACAAAGACTGGCGTCTGCTTTACATCTTCGTGTCTTGTTGAGGAAATGGAAAAGAA
+CGAGTTGTACAAATTCAACGTGACTGGAATAAAAGCTTACGGAATGCCAAGAATTGGACTTATGCAGGCA
+TTTAGGCTACTTGATAGTAGGTACAACAGGGATAAGTTCAAGTTTGAGCGAGTGAACTCTGTAGTTATCG
+TTAGAACGTTCTTCCCACTCCCGATAACGGAAGTTTGGGATTACAAAGTTGATTCCCAGGATCCTCACAG
+GATAATCGGGTTTAGAAAATTCTACATAGTGTATCCGAAGACTGTTGGAAGTGCCCTTACGGAGGCTTAT
+GACTTTGAGTTCAAGATGTTCTCCTGGGCAGGTGGAGGAGGTGGAGGAGGCTTTGCCTAAATTACCGAAA
+ATTTTATATACTTTCTACCTCTGAGGAATTCTCGGCTAATGCCCCGGTGGCTCAGCCTGGTAGAGCGGCC
+GCTTGGTAAGCGGCAGGTCCCGGGTTCAAAGCCCGGCCGGGGCTCCATTCTAATAAAGCTTTCGCAAGTG
+ATATAAAACATAAGTAAAGCTTATATATGAAAAGCTTAAGCCGGGAGTTGGTGAAGTTCATCCTAAAAAA
+CTTTTCGGGGGGCAATTCTCCGTGGCGGGGAAGAGCGAATTTAACATATTTAAGCACGTATTAGTGCCCG
+AGCACAGAATCCTTAGTGAAGAAGAAAAGAAAGCTCTGCTTGAAAAGTATAGAATAACTCCTGCCCAGTT
+ACCTCAGATCAAGGCTAGTGATCCAGCGGTTAAGGCGTTGGGTGCGAAACCTGGGGATATAATAGAAATT
+AAAAGAAAGAGCCCAACGGCTGGTGTGTATTATTATTATAGGGTTGTCGTCGAGGATTAAAATTCTGGGG
+TGAGAGTATGAGAGGTCCGACCGTTGTAGAGGTTACTCCCGACGATCTTTGGATTGTTATGGAGAGCTAC
+TGGCAAGAAAAGGGTCTCGTAAGACAGCACTTGGATTCTTACAATGCCTTCATTGATAGGGGCCTTCAAG
+AGGTCGTTGATGAATTCGGAGGAATAAAGCCGGATATTCCTGATTTTGAAGTTAAGTTTGGGAAAATAAG
+GGTTGGAGAACCAGAATTCCAGGAGCCTCATGGTCAAAGGAAGCCACTGTACCCAATGGATGCAAGGATT
+AGGAACCTAACTTACTCCGCACCTCTCTACCTGGAAATGATACCCGTGATTAGGGGAATAGAACAGGAAC
+CCGTTGAGGTGAGAATAGGGGAGCTCCCAATAATGCTCAAGTCGAAAGTTTGCAGACTCTATGGACTTAG
+CGATGACGAGTTAAGGCAACTCGGTGAGGATCCAAAGGATCCTGGAGGTTACTTTATAATTAATGGTTCT
+GAGAGAGTAATAGTTTCTATAGAGGATATAGCCCCTAATAGAACCCTAGTAGAAAAAGATGAGAGGCAGG
+AGAAGTACATCGCCAAGGTCTTCTCTTATAGGCATGGTTATAGGGCTCTCGTTACAGTTGAGAGAAAGAA
+GGATGGAATTCTATACGTTGGTATACCCAACGTTCCAAAGCCGGTAAAGTTCGTTTATGTGATGAGAGCT
+TTAGGTCTGGAGAGGGATAAGGACATAGTGGATGCCGTTGGTAATGATCCTGAGGTTCAGCAGATTCTAT
+TCGACAACCTTGAGGATGCAAGTGATATCACTACCCAGCAGGAGGCCCTAGAGTACATAGGAAAGCTAGT
+GGCTCCTGGCCAAGCTAGGGAGTACAGGTTGAAGAGGGCGGAATACGTTATAGACAACAATCTCCTCCCA
+CACATAGGTGTTTCCCCTGAGGATAGGATAAGGAAGGCCTACTACCTTGGAATGATGGCATTAAAGGTCA
+TAGAGCTATCCCTGGGTAAGAGAGATGAAGACGATAAAGATCACTACGCTAACAAGAGGCTGAGGCTTGC
+GGGGGATCTGCTAAAGGACCTTTTCAGGGTAGCGTTTAGTCAGCTTGTAAAGGACATACAGTACCAGATG
+ACAAAGACCTACCAGAGGAGGGGTGAGAAGTACGTATTTGGGAACATCCACAGGTTCATAAGGAACTCGA
+TAAGACCCGACGTTCTTACCGAGAGGATTGAGCATGCTCTAGCAACTGGAGCATGGCCGGGTGGAAGAAC
+TGGTGTGAGCCAGTTGCTCGATAGAACTAATTACGTCTCAACGCTCTCCCACCTGAGAAGGGTTACATCT
+CCTCTTGACAGAGAGCAACCCCACTTCGAGGCAAGAGACTTGCACGGAACTCACTGGGGAAGGATATGTC
+CAACTGAAACCCCTGAAGGTCCTAACTGTGGTCTAGTTAAGAACTTAGCATTAATGGCCCAGATAACCAC
+CGCAGTTCCCGAGGAAGAGGTAAAGGAATACCTAATGTCCCTGGGCATAGTTCCAATTGAGGTTAGAAGG
+CCGAGTCCAGAGCTCTGGAGAGTGTACCTCAATGGAGTTATAATAGGAACCATTGAGGATGGCAAGGCCC
+TTGTTGAGAGGATTAAGAAGGACAGGAGGAGCGGAAAGATAAGCGACATAATAAACGTCGCCTATTACGA
+GGACGTTAGGGAGGTTTACGTTAATAGCGATGATGGTAGAGTTAGGAGGCCACTAATAATAGTCGAGAAC
+GGTAAGCCAAAGCTAACTAAGGAGCACGTTCAGGCAATTAAAGAGGGAAGACTCAAGTGGAGCGACCTCG
+TTAGGATGGGCGTAATCGAGTACCTCGATGCTGAAGAGGAGGAGAACGCGTACGTTGCGATGTGGCCCTG
+GGAGGTCACCGAGGAACACACTCATCTCGAGCTTATGCCCGCAGCAATTCTAGGATTGCCGGCTTCACTA
+ATTCCATACCCAGAGCACAACGCCGCCCCGAGAAATACATATGGAGCCGGTATGGCCAAGCAGAGTTTGG
+GTCTTGGATGGGCTAACTTCAGGATTAGGGTCGACACGAGGGGTCACTTGTTACACTATCCACAGATTCC
+ACTCGTTAACTCTAGAATAATGAAGGCCGTTGGTTACGAGGACAGGCCTGCGGGTCAGAACTTCGTCGTC
+GCTGTCTTGGCTTATCACGGCTATAACATGGAGGATGCTATTATAATCAATAAGGCATCTATAGAGAGAG
+GATTAGCTAGATCAACGTTCTTCAGAACGTACGAGGCTGAGGAGAAGAAGTACCTAGGAGGTCAAACCGA
+TAAGTTCGAGATTCCATCACCTACCGTTAGGGGATACAGGGGAGAGAAGTACTACAGGCACCTCGATGAA
+GATGGTTTGATATTCCCAGAGTCAAAGGTTGAAGGAAAGGACGTTCTGATAGGCAGAACATCACCGCCAA
+GGTTCCTTGAGGAGAGAGGGTTAGGAGCTGTTAGTTTACAAGAGAGAAGGGAAACGAGTGTTGCCGTTAG
+GCCCAGTGAGAGGGGTGTAGTCGATAAGGTGATAATAACTGAAACTGGAGATGGAACTAAGCTGGTCAAG
+GTCACGGTTAGAGACTTAAGGATCCCAGAGATTGGAGATAAATTCGCTTCAAGGCACGGTCAGAAGGGTG
+TCATAGGATTGATAGTGCCCCAAGAAGACATGCCTTGGACCGAGAGCGGAATAGTTCCCGACCTAATAGT
+TAACCCACACGGTATCCCATCGAGAATGACCGTTGGACAGTTACTTGAGGCTATTGGAGGTAAGGTAGCC
+GCTTTAAAGGGAAGGAGGGTTGATGGTACAGCGTTCATAGGGGAGCCCGAGGAGAAGCTCAGGAAAGAGT
+TAGAAGAGCTTGGCTTCAAGCACACCGGAAGGGAGATAATGTACGATGGAATTACTGGAAAGAGGTTCGA
+AGCTGACATATTCGTCGGAGTAATCTACTACCAGAGGCTGCACCACATGGTTGCCGATAAGATACATGCA
+AGAAGCAGGGGTCCAGTTCAGGTTCTCACCAAGCAACCAACCGAGGGTAGAGCTAGGGAAGGAGGTCTCA
+GATTCGGAGAGATGGAGAGAGATGTCCTCGTTGGTCATGGTGCTGCAATGCTACTAATCGAGCGTCTTCT
+GGAGGAGAGTGATAAGACTGAAGTCTGGGTCTGTGAGAACTGTGGTCACATAGCCTTGGAGGACAAGAGA
+AGACATAAGGTCTATTGTCCAGTCTGTGGAGAGGAGGAGAGGATTAGTAAAGTTGAGATGAGTTATGCGT
+TTAAGCTACTCTTGGATGAGCTTAAGGCCATGGTTATTAGGCCAAAGTTAAACCTCACGGAGAGGGTGTG
+AGCTATGCAATCCGTTAAGAAGGTTATCGGTAGTATAGAGTTTGGAATTCTCTCCCCTCAAGAAATTAGA
+AAGATGAGTGCAGTCGAAGTCACGGTTCCAGACACTTACGACGATGACGGTTACCCAATCGAAGGTGGCG
+TAATGGATAAAAGAATGGGTGTCATTGACCCAGGATTAAGATGTGAAACCTGCGGTGCCAAAGCTGGTGA
+ATGTCCTGGCCACTTCGGCCACATAGAACTGGCTAGGCCGGTAATTCACGTTGGATTCGCCAAAACTATT
+CACAGAATCTTAGAGAGCACCTGCCGTGAGTGTGGTAGAATTAAGCTAACCGATGAAGAGATTGAGGAGT
+ACATGAAGAAGCTAGAGTTGGCCAAGAACAGGAGAAGCGAGGTTAACAAGATACTCAAGGAGATTCACAA
+GAAAGCGAGAGAGAGAATGGTTTGCCCCCACTGCGGTGCTCCCCAGTATCCAATTAAGTTCGAAAAGCCC
+ACAATCTACTGGGAGCTCAGGAAGGATGAGCAGGGTAACGAGTACAAGCATAGGATGATGCCAACTGAAA
+TTAGAGATAGGCTTGAAAAGATTCCAGACAAGGATCTTCCGCTTCTCGGACTTCACCCCGAGAAGTCGAG
+GCCCGAATGGATGGTTCTTACCGTCCTTCCAGTTCCTCCAGTTACTGCTAGACCCTCAATAACTCTTGAA
+ACTGGAATTAGGGCTGAGGATGATCTTACTCATAAGTTAGTTGACATAATAAGGATCAATAACAGGCTCA
+AGCAAAACATAGAGGCTGGAGCTCCCCAGCTCATTATAGAGGATCTTTGGGACCTCCTTCAGTACCACGT
+GACAACTTACATCAACAACGAAACCTCTGGAGTTCCGCCGGCAAAGCACAAGAGTGGAAGACCACTTAAA
+ACGTTGGCTCAACGTCTGAAGGGTAAGGAGGGAAGATTTAGAGGAAACCTAAGTGGTAAGCGTGTAAACT
+TCTCGGCTAGAACCGTAATTAGCCCAGATCCAATGATAAGCATCAACGAAGTTGGAGTTCCAATCCAGAT
+AGCTATGGAGCTTACGGTTCCCGAAAAGGTCACCGAGTTCAACATAGAGAAGCTCAGGAAGATGGTTCTC
+AATGGTCCCGATAAGTATCCTGGGGCTAACTACGTTATAGACCCTGAAGGTAGGAGAATTAGGATAATGG
+AGAGCAACAGGGAGAACTTGGCTAGGATGATAGACATCGGTTGGACGGTGGAGAGGCACCTACTCGATGG
+GGACATAGTTCTGTTCAACAGGCAGCCCTCACTTCACAGGATGTCAATTATGGCCCACAGGGTTAGGGTA
+ATGCCCTACAGAACCTTCCGCCTTAACCTAGCAGTATGTCCGCCTTACAACGCGGACTTTGATGGAGACG
+AGATGAACCTCCACGTTCCACAAACCGAGGAAGCTCAAGCTGAGGCGAGAATTCTCATGGAGGTGCAAAA
+TCACATAATATCTCCAAGGTACGGTGGTCCGATAATAGGTGGGATCCAGGATCATATCTCGGGCGGTTAC
+CTACTAACCAGGGAGGGAGCCTACTTTACGAGGGAAGAGGTCGAGCAAATGCTAATGTTTGCAGGCGTTG
+ATATTAAGGAGCTTCCAGAGCCAGATAAGTACGAGAACGGAAAGCCCCTGTGGAGTGGGAAGACAATATT
+CTCACTTCTCCTGCCGGATGACCTTACGGTATGGTACAGGAACAAGCTTTGTGACGAACCCGAGAGATGT
+GAGGCCTTGGAGAAGCTCATAGAAGAGAAGCTAATGCCAGACCCTGAGGAAGTTAGGAAGTTGGCTTACG
+ATGGCTTCGTTTACATCCAGAATGGAAAACTGCTTAGCGGTGCCATAGATAAGAAGGCCTACGGTAGAGA
+GGATGGAATAATCCTAGACTTGATAGTTAGGGAGTATGGCGTCGAGAGGGCGAGGCAGTTCCTCGATCAG
+GTAACCAAGCTTACCATATGGGTTATAACTCACAAGGGCTTCACAACAGGAATAGACGACGAGGATCTGC
+CAGAGGAAGCTAGGGATAGAATTAAGGAGATTATAAGGGAGGCCGAGGAGAGAGTTCAAAAGCTGATTGA
+AGCTTACAAGAGAGGAGAACTCGAGCCCTTGCCAGGTAAGACCCTGGAGGAAACCCTCGAGAGCAAGATC
+ATGGCAGTTCTTGCCGAGGCTAGAGATAACGCGGGTTCAATAGCTGAGAAGTACCTCGGTATGGATAACC
+ACACCGTAATAATGGCCAAGACAGGAGCTAGAGGTAAGATACTCAACATAACCCAGATGGCCGCTTTACT
+TGGTCAGCAGTCGATTAGAGGTAAGAGACTTTACAGAGGATTCAGAGGTAGAGTTCTAAGCCACTTCAAG
+CCTGGAGATCTGGGAGCTAGGGCCAAAGGTTTCGTCGTAAACTCCTACAAGAGCGGTCTAAGTCCCCAGG
+AGTACTTCTTCCACGCAATGGGTGGAAGGGAAGGTCTTGTAGATACCGCAGTTAGAACAGCTCAGAGCGG
+TTACATGCAGAGAAGGCTAATCAACGCCCTACAGGATCTCAAGGTGGACTACGATGGAACGGTGAGGGAT
+CCAACAGGTGTAATAGTCCAGTTCCGCTACGGTGAAGATGGAGTTGATCCAATGAAGAGCTGGGGTGGAA
+AGACCGTCGATGTAGATAGGGTTATTATGAGGACCCTGATTAAGATGAGGGCGAACAACAAGGGGTGATG
+TTCATGGTTTCTTCCTCTACAATTAAATCTTTGATTGAGAAGAAGGGTAAGGATCTTCCCGAGAGCGTGA
+AGCAGGAGCTTTATGAAAAGCTCATCAAGTACAATGAGAAGTACAAACTAACGAAGGCCGAAGTTGAGAC
+GATAATCGATGAGGTCGTTAAGGAGTACGAAAGGGCTCTTGTTGAGCCTGGAGAAGCAGTCGGAACGGTT
+GCGGCCCAATCTATAGGGGAACCCTCAACTCAGATGACTCTGAACACTTTCCACTATGCTGGTGTGGCTG
+AGATAAACGTAACCCTAGGTCTTCCCAGGATTATAGAGATAGTAGATGCGAGGAAGAACCCCTCAACACC
+AATGATGACCGTTTACTTAGATGAGGAACATCGCTATGATAGGGAGAAGGCCGAGGAAGTGGCGAGAAGG
+ATAGAGGGTACAACCCTCGAAAACTTGGCGAGAACAACGACTTTGGACTTGATTAATATGGAGTTTATAG
+TCGAAATTGATCCTGAGAGGCTCGAGAAGAGTGGCCTAACAATGGAGAAAGTCCTTAAGAAGTTGCAGAG
+CTCTTTCAAGAGTGCTGAGTTTGAAATGGAGGGTTATACGCTAATAGTTAGGCCTAAGAAATTCGAGAAG
+ATCTCCGACCTTAGGAGGCTCGCCGAAAAGGTTAAAAAGCACCGTCTTAAGGGTCTCTCGGGCGTTGGAA
+AAACCATCGTGAGAAAGGAAGGCGACGAATACGTCATATACACCGAGGGATCTAACTTCAAGCAGGTCCT
+GAAGGTTCCTGGGGTTGATCCAACGAGGACTAAGACCAATAACATCCACGAGATAGCTGAAGTGTTAGGA
+ATCGAAGCTGCAAGGAATGCAATAATTGAGGAAATTATGAACACAATGCGTGAGCAGGGTCTTGAGGTTG
+ATATAAGGCATATAATGCTCGTCGCCGATATCATGACGCTTGACGGTGTAGTGAGGCCAATTGGAAGGCA
+CGGTGTAGTTGGTGAAAAGGCAAGTGTCCTTGCAAGGGCGGCCTTCGAGATTACCGTCCAACACCTGTTT
+GAGGCCGCCGAGAGGGGAGAGGTTGACAACCTTAGCGGAGTTATTGAAAACGTCCTCATAGGGCAGCCCG
+TTCCAGTGGGAACGGGCATGGTTAAGTTGACTATGAAACTACCATTGAGACCCCAGAAAGAGAAGGAGGA
+GGTGTAGTGAATGGATCTAGCATTCGAGCTTAGGAAGGCTTTAGAGACAGGTAAGGTTATTCTCGGTTCT
+AATGAAACAATAAGGTTAGCAAAGACCGGTGGGGCAAAGCTAATTATAGTCGCTAAGAACGCCCCCAAGG
+AAATAAAGGATGACATCTACTATTACGCTAAGCTCAGCGACATTCCAGTTTACGAGTTCGAGGGGACGAG
+CGTGGAGCTTGGGACTTTGTTGGGTAAGCCCTTCGTTGTTGCTTCGCTCGCAATAGTGGATCCTGGAGAA
+AGCAGGATACTAGCCTTGGCAAAGAGGTGAGGTAGGAAATGCCACTGAAACTCAACACCGACCAGATAAA
+GTACATAGCGCTCTTCGAGAGCTTTACCGGAGCTACCGTCCTCGATTGTCTAATTGATCAGGAGAGGAAC
+AGGCTAATCTATGTCATAAAGAAGGGTGAGATGGGATTAGCACTTGGAAAGAGGGGGATAAACGTTAGAA
+GGGTCGAGAACCTTCTGGGGAAGGAAATTGACTTAGTGGAGCATTCCGAGAACCCGGAGGAGTTCATTAA
+GAACATCTACAAAACCATGGGCGTAAAGGTTAAAAGAGTTCACATAACTGAAAAGAAAGACGGCAAAAAA
+GTTGCACTCCTAGACGTTAACCCTAGAGATAAGCCCAAGGCGATAGGTAGGGGTGGGCACAACATTAATA
+TTGTTAGGCAACTCATGGAGAGACATCACGGAATTGAAGATGTGATAATAATTTAGGGTGATGCTCATGC
+CAGGTAAGAAGGCTCCAAACGGTGAATTCGCCGGTAGGAAGTTAAAGCTTAAGAGGAAGAAGTTCAGGTG
+GAGCGACATAAGGTACAAGAGGAGAGTCCTTAGGCTAAAGGAGAAGAGCGACCCACTTGAGGGTGCCCCT
+CAGGCAAGGGGAATAGTGTTGGAGAAGATCGCAGTAGAGGCTAAGCAGCCAAACTCTGGAATGAGAAAAG
+CCGTGAGAGTTCAGCTCATAAAGAACGGTAAGGTGGTTACGGCTTTCTGTCCTGGAGATGGTGCAATAAA
+GTTCATCGACGAGCACGATGAGGTTATAATCGAGGGTATCGGTGGTCCAAAGGGAGGTTCAATGGGTGAC
+ATCCCAGGAATCAGGTACAAGGTAGTCAAGGTGAACAGGGTCTCCCTGAAGGAACTCGTCAAGGGTAGGA
+AGGAGAAGCCAAGGAGGTGATACTATGGCGAAGCCACTAAGCGAGAGGTTCTTCATTCCCCACGAGATCA
+AGGTAATGGGAAGGTGGAGCACCGAGGACGTTGAAGTCAGGGATCCATCCCTAAAGCCCTACATAAACTT
+GGAGCCTAGGCTATTGCCTCACACTCACGGTAGGCACGCTAAGAAGCACTTCGGTAAAGCCAACGTTCAC
+ATCGTCGAGAGGTTAATTAACAAGATAATGAGGAGCGGTGGAAGCCACTACAAGGTCGCAGGTCATTTCA
+TGAGGAGGGAGCACAGGTCACTCAACAGCAAGAAGGTTAAGGCTTACGAGGTCGTCAAGGAAGCCTTCAA
+GATAATTGAGAAGAGAACCGGAAAGAACCCGATCCAGGTTCTAGTCTGGGCCATCGAAAATGCTGCTCCG
+AGGGAAGACACAACCAGCGTCATGTTCGGTGGTATAAGGTACCACGTTGCAGTTGATATTTCACCAATGA
+GAAGGCTTGACGTAGCTTTAAGGAACATTGCACTTGGAGCATCAGCAAAGTGCTACAGAACGAAGATGAG
+CTTTGCCGAGGCTCTAGCTGAGGAGATAATCTTGGCGGCAAACAAGGATCCAAAGAGCTACGCCTACAGC
+AAGAAGCTTGAAATTGAGAGGATTGCAGAGTCCTCACGTTGATTCCTCTTCTTTTCTCTTAGCTCTTTAG
+GTGTTTTTGATGTTCAAATTTAAGCAGGTTATAGTCGTTAGGAAGGATTTGAAGCTCAGCAAGGGTAAAT
+TAGCCGTTCAAGTTGCACATGGGGCTGTAACAGCAGCTTTTAAGGCTTACAAAGAGAAGAGGGAATGGTT
+CGAGAAGTGGTTCCACGAGGGGCAAAAGAAGGTAGTCGTTAAGGTTGAGAGCTTAGATGAGCTATTCAAG
+CTAAAGGCAGAGGCAGAAAAGCTTAACCTTCCTACTGCACTAATTCAAGATGCAGGTCTAACCGAAATTC
+CCCCAGGAACTATAACGGTCTTGGCCATAGGCCCGGGTCCGAGTGAGATAATAGATAAAGTCACTGGACA
+CTTAAAGTTGCTCTGATGCAAAATGTTGGAAGAGCTGAAGTACCTCAGCGAGACCCCTGGGATAGGGGGA
+AGGATAAAGGTCAAGCCCGAGGATTTCATAGTTAGGGAGATAATTCCCAAGTCCATTTTCAAGGGGAACT
+GTCAAATCTACTTGATGAAGAAGAGGAACTGGGAAACTATCGCTGCTATAAAGGAAATAGCAAAGAGAAT
+TGGAATTCACTACTCTGAAATCGGCTTTGCTGGAACTAAGGACAGGCATGCGGTAACTTATCAGTACATA
+AGCGTATGCAGGGATGTTAGAAAGGAAGTTGAAAAGCTTAAGATAAGGGACGTTGAGTTGAAATTCGTTG
+GGTATGGAAGGCCTCTTAAGCTCGGCTTTCTCCTGGGTAACTTCTTCCTGATAAGGGTTAGGGACGTTAA
+AAGACCTGAGTTAATCCCCAAGATTATCGAGGAACTCAAAATCAAAGGGGGCTTTCCGAACTACTTTGGA
+ATTCAAAGGTTTGGCGAAAAGAGGAGCGTTAATCACATCGTAGGAAAACTACTGCTAGAGGGAAAGTACG
+AGGAAGCGGCTGAGGTTTTTCTGGGTTATCCTGGGAATGGAATGGAGGGGGACGAGGCTAGAAAAAGATT
+CCTAGAAACTAAGGATGTTGATTTAGCTCTCGAAGAGTTCCCAAAGTTCCTGAGGTACGAGAGAGCAATG
+CTTTATCGTTACAGGGAAACTAGAAGCTGGAAGAAAGCTTTTCTAGTTCTACCCAGACCAATCCTCAGGA
+TATTCATCCACGCTTTCCAAGCTTATCTATTCAACTTGTACCTCTCAAGGAGGATAGAGGAGGGTTTACC
+TCTTAACGAGGCTATTCCTGGGGATATAGTGGTTCAAGTGAAGAGGGGAATTCCGTTGAGGACGAGGACT
+TACAGGGTTACCGAGACCAACGTTGATTTCGTGAACGAGAAGATAAAGAGAGGGGAGGCTATGGTTTCTG
+GGCCAATATTCGGGTACTCTTACAGGAAAGCCCATGGAATTCCTGGGAGGCTTGAGGAGGAGATACTCGA
+TGAGAACGAAGTCAACGTTGAGATGTTTAAGAAACTCCCCAAACCAATGAGGGAACCTGGAGGGAGAAGG
+GAACTACTTATAAAGCCCAGGAAGTTCGCGTACAAGAGGAAGGAAGAAGAAGTTTTATTCAAGTTCTTCC
+TCCCTAAGGGAGTCTATGCAACGAGCGTTTTAAGGGAGATAACTAAACATTGACATTCAGCATAACTGAT
+TTATCCTCTTTGGGATAAGATATTAAGGGTGGGGGATATGGACGTCTTCGAGCTGGCACGTAGGTACCAT
+GATGAACTCGGCATAAGTGAGCCCAGCTTAGCCACTATGGCCGCTGAACTCTTTGAAGACCTCGGATTGA
+AGGTTCTCGAATTTTTAAAAGGGGAAGGATACACGCTGATGGGAACGAAGTTCCTCGACTACGATAAAAG
+CCTAGTCTTAGATGTCTCGAAGGGAGATAGAAGATTCGAGATAATTTTGAGGAAGAGCTAGAGCTCTATG
+CCTTTTACCTTATCGCTCACGTACCCTTCGAGTATCTCGATCCTAACTTCTCTCTTCTCTCCCGTCAAAT
+CAGACATTAGGGCTACGGCCCTCTGGTAATCCCATAACCTTCTCTTCGCGGCATCCGTAACCTTGTATGC
+CATAACTATAATTTCCTTCTCCAACCTCTCGTTCGCCATCTCAATAACCTTTAGAGCATCTTCCTCCGTG
+AATACCCCCTTCTTCTTAACGAGCATCTTAATCACCTCGGCTTCCTTATCTTAGCTATGTAGAACGCCTC
+GGTATCGTTATCCTGGGGATGAATCCTTATAGTCTTCCTAACTTCATCTGAGTACTTCCTACCTTCCCAC
+TCGATGACTGGTTCGCTAGTCTTTAGGGGTAGCTTAACCTTCTCAAGCTTAGCATCTGTCTTTTGGAGTA
+GGAAATCCACTACTTCTTCATTCTCCAATGGGTCAACCGTGCAGGTGGAGTAGACTAAAACCCCTCCAGG
+TTTCAATGACTTGTACGCGGCTAAGATGAGCCTTTTCTGTAGCCTTGAGTGATAGTAAACCTTCCCGATG
+CTCCATGTCCTCGCGAACTTGAAGTTCTTCCTTATCATTCCAACGGATGAGCAAGGGGCATCCAGGAGAA
+CCCTATCGAAAGTGTTCTCGTACCTTGCGAAGTAGGCACCATCCTTAACGGTAACTTTCGCTATTAGAAC
+GCCAGCCCTTGTTAAGTTAGCTATCAGTATGTTGGCCCTATCCCTCTTCGCGTCGTTGGCTATAATGCAA
+CCCTCGTTTTCCATGTACTGGGCCATCTGAGTAGTCTTGCTCCCGGGAGCTGCAGCCATATCCAATATTA
+CTTCGCTCGGCTTTGGATCTAGAACCACTGGCGGTATCATCGAGCTTGCCTCTTGAGGTATTATCAAGCC
+TAGGGAATACTCGATTAGCTGGCCGTAGTTTACATCGTAAGATTTTATATAGAAGCCTTCCCCCTTTGTC
+CAGGGTATTGGCTCTAGCTCAAACTTCTCCTCAAGGAGAGCCTTTATCTCCTTAAGGTTTCCTTTGAGGG
+TGTTTATCCTAATGCTCGGTCTTAGGGGCTTGTAAAGGTAAGCCCAAAACTCTTCGCTGTCATCAAGTTT
+TGAATATCTTTCAACGAGCTTTTTGTTTATCTTTTTGAATTCTTCCTTGTAGTCCATCTAACCACCTCAT
+ATGTCGGGGACAAGTTGTGCCATCCATCTCCCGTCGGGTAGTTTCTCTATCTTCATGTCATGGTACGTTA
+TTGCCTTAACTTCCTCCTTTGGCTCGTGCTTCTCTGGATCCAGCTTTTCCCCATAGGCTTTTGCCTTCAG
+CTTGTATCCTTTTTCCGTTTTCTCTATCTTAACTTCGAAATCCCTGAAGACAAGGCCTTCTATGTCGTGA
+ATGACAAGTAGCTCTTCCAGGAAGTTGTAGAGTAGGGATTCCAAGTCCTCACCCTCAACCTCAACTTCTC
+TGACTTCCTTCTTCTCGACCTTGTTAACGTTAACGATTACATCGAACAATGCTATAGCGACTGCCTCGAA
+GGCTTCCTCCAATGAATCACCGTAACCCCTAATCCCTATATCAGCTGTGTGCTCATAGTGCTCCCATCTC
+TTCATCTCGCATCCCTCTTAGGAATTATGCCATTGTTTTTAAAATCAGTTGCACATGATTAACCATGCTT
+GTGGATGGGGACTTGCATATCCACTCACATTACTCGAAGGCGGTTTCAAAGCTAATGATATTTCCAGTAA
+TAGCTGAGAACGCTAAGCTTAAAGGGTTAGGACTGGTTGGTAGTGGGGACATATTGAATCCCCACTGGGA
+GGAGGAACTTCTCAAGTGGGAAAAAGTTGATGATGGAACGTTTGAGGTTAAAGGTGTTAGATTCCTATTA
+ACGGCTGAAGTTGAGGACAATAGGAGAGTTCACCACCTCTTAATATTCCCATCCCTGTCTCAAGTCCACG
+AGCTAAGGGAGATCCTTAGAAAGTATTCCCAGGATATTGAGAGCGAGGGTAGACCTCACATAAATTTAAG
+TGCTGAAGAGTTGGCTGAACTTTGCAATGAGTTGGGGGTTTTAATAGGCCCAGCTCACGCCTTCACACCT
+TGGACGGCCTTATACAAAGAATACAACTCATTGAAGGAAGCCTATGGAAACGCTAGGATTGATTTCCTCG
+AGCTTGGACTCTCTGCTGACTCCGAGATGGCGGACATGATAAGGGCTCACCACAAGTTGACTTATTTAAG
+CAACAGCGACGCTCACTCTCCTCAGCCTCATCGCCTCGGAAGGGAATTTAACAGGTTTGATGTCAAGGAG
+GTAACTTTCGAGGAAGTTAGGAAGGCAATATTAAAGCGTGGAGGTAAGAGAATAGTCCTTAACGCCGGTT
+TAGATCCTAGATTGGGGAAGTACCACTTAACCGCCTGTTCTCGTTGCTATACAAAGTACTCTCTCCAGGA
+TGCAATATCATTGAGGTGGAGATGCCCGAAGTGTGGAGGGATGATAAAGAAGGGGGTGAGGGATAGGATA
+CTTGAGTTGGCCGACACCAACGAGAGACCTAGGGATAGGCCTCCGTATCTAAGGTTAGCCCCCCTGGCTG
+AGATAATATCTCAAGTTCTAGGTAAGGGCGTTGAGACGAAGGCTGTAAAGGTCGTCTGGGAGAGATTTTT
+ACGGGAGTTCAGAAGCGAGATTAAGGTTTTAGTTGACGTTCCAGTGGATGCTTTAGCTAGGGTTCATGAG
+GAAGTAGCTAAGGCTATATGGGCCTATAGGAATGGGAAGCTCATAATAATTCCAGGTGGAGGAGGAAAGT
+ACGGTGAGATAAGGATTCCTGAGGAGGTGTTGAAGGCAAGAATAGAAGATTTGGAGAGCGTTGAGTTAAG
+GGTTGAGGTCGAGGAGATTAAGCCCAAGCAGCTCAACCTTATGGAGTTCTTGAAATAGTTAGGTTAGCAT
+TCTCAAGGCTTCTCTAATAGCCAACAGTTCAAGTCTCCCCTGGGGCTTTATAATTCCGTTGAGAGGATCC
+ACGAAGAGAATGTTGGCTTTAACTGCCTCTTCAAGGGTTCTCGTTACCTTCCCCGTAAAAGGTACCTCTT
+CCTTGTTTTTAAACTCAGTCAGCAACTTTATAATTCTCCTTTTTCCGTAAGCAAAGCTGTAAACCTGTCT
+CGTTCTCATGGCTAGAGCTTTCTTGCAGTAATCTTCCAGCTCTTCCCTGTGTTTGATAGCTTCAATTAGG
+TAGGGTGGTTTCCCTCCAAAGTATTCAAGTGCGAGGTTGGCCTCTTCTTCCGTTAATCCCTGGGATTTTA
+GAAAGTTGAGGGCAGTTTTCTCATCGAAGTCATCAACGAGGAAATAATCTGCTCTTCCTTGAAGCATGGC
+TTCGCTGTAAATTCTCTCCATGAACAAGCTATCGCTAGTTATTGTGAAGACGTGGCTTAGGTGTGCCTCC
+TTAGTTAGGTGGATGAAGAAGTTAAAAATCTCATAGATTAAGGGCCCGTTAATCCTTAAATCACCGATGA
+CTTGGAGCTCATCCAGGATAAGTATCGGGCGTTTTCCTCTCCTTTTAACCTCGGTGAGGAGCTTCGTTAT
+GTACAGAAATGCATTTTTAGGTTTATTTTCGCTCAGTATCTGCTTTAAGAAATCATTTGGAATTGGTATT
+CCAAGAATTTCCTTGCCAGCCGATATAACAAGAGATAGGGCCTCCTTGAGATTCTTTATTGGATTCTCAA
+ACTCTATGGAAAATAAAATGTCGATGAAATCTTCATATTTTGTAATTGGGGTTGCTCGTAGGTTTATATA
+GAATGCGACGTAATGGTCTGGCATTTTTCTAATGAATTCCTGGATGAGGGCGGTTTTTCCACTGTTGATG
+GGTCCATAGATGAATGTTATTAAGCTTGGCTCGCTCTCGATGATTTTTAACAATTTGCTAAGTTCCTTTT
+CCCTATCAAAGAACATTTCAACACCTGTTAAAATTAGATTTAAGCTTATTAAAGTTTCTTTTCCGGATGG
+CGGTTAAGTTAAAGCGATTAATGAACTTAACCAAAAACCTTATAAATGTAAAGTTTCTTTTACGTAAAGA
+AAACTTTACATGGTGGATGGAATGAAAGAGAGGCTTCCCCTCCTAGCGATAGTGGCCATAGCTGGGGCCA
+TAATGGGCTGGTCCCTACCTTCTGGCAATGTCGAGGTAGCGTTAACTGCATTTGCCCTCGCCTGGCTGGG
+AGTCCACTACTACATGGAGAGGCTAAGGAAGAGGGGAATAATCCTGGAGGATGAGAGGATACTGAGGATA
+AGCGAGATCTCTTCCAGGAAAACAATCCAGGTTATCGCAGTATCCATGGCCATAGCGGTAATAGTCCTAT
+CTAGATTCAAAACGCCAAAGGCTGAAGGAGCTATGATAGCTTTAGATTTAGCTCTTCTAGCGATGATAAT
+CCTACAGATGGCTTTCTACGCTTACTATTCCAGGAGGATGTAGTATGAAGAACAGATTGAGGGAGTTTAG
+AGAGAAATATGGGTTAACTCAGGAAGAGCTCGCGAGGATTTTGGGAGTTACGAGGCAGACGATCATAGCT
+ATAGAGAAGGGTAAGTACGACCCGTCCCTTAGGTTAGCTTTTAAGATAGCTAGATTCTTTGGAGTTAGAA
+TTGAAGATATATTTATTTATGAGGAAGAATTAACTCCCAGAGGTGATAATAGATGAAGAAAGGCTTATTC
+CTATACTTCCTGGGCTTGGGATTGGCTATAGTGAAGCCCCCAGTAGTGAGGTTAGCCTGCATGGACATAA
+GTACTGGTCGAGTTCTCACGGATATAGACCCTTTCTTCCTGGTCATAGAGCTAGGGTTTATCTTCGTGGG
+CTCTTACCTAATGGCGTTATCTCATAAGTTCAAGAGCGTTCACGCGATGAACGGTTTCATAGCTTTGGCT
+AGCGGAATTGGAGCGGCATTTGTAGGTTTCTACTCTGACATCTTCGTCTTGGCACTCTTTGGAGCCGTTT
+TAGCTACCATAGGCCTGATCACGTATAAGCTCTCGAGGTGGTTCTCGTGACCGCTGTAGCGGTTTCTAAC
+TTAGAGAAGGATTATGGAAAGGTTAAAGCTCTAAGGGGGGTAAGCTTTCAGATAGAAGAAGGGGAGATAT
+TTGGTTTGATAGGCCCTAACGGTGCTGGGAAGTCTACAACGCTGAAGATCTTGGCAACGCTTCTCCATCC
+CACGGGGGGAAGGGCTGAGGTCTTTGGGCATGACGTTGTCAAAGAGGCCAGCGAGGTTAGGAAGTTGATA
+AGTTATTTACCTGAAGAGGCCGGCGCTTACAAGAGGCTTACAGGCTTAGAATACCTAGAATTCATGGCCA
+AACTCTATGCTAAGGATTCAAGGAAGGCTGAAAAGATGCTCAAGCTTGGAATAGAGCTCAGCGGTCTCGG
+TGAGAGGCTCAATGATAAGGTCTCAACTTATTCCAAGGGAATGGTTAGGAGGCTTTTGCTTGCCAGGGCC
+TTGATGGTTAAGCCCAAGCTAGCTATCCTGGATGAGCCGACGAGCGGTTTGGACATAATGAACGCCTTCG
+AGATTAGGAGAACGATCAAGGAGTTCTCCAAGGAGGGGGTGACATTCCTAATATCTAGCCACAACATGCT
+CGAGGTTGAATACCTCTGCGATAGGGTTGCCCTAATTCACAAGGGTAGGATCCTCGAGGTGGGAACCCCT
+CGAGAGTTGAAGGAGAGGTACAATGCCGAGAACCTCGAAGAAGTTTTCATGGAGGCTGTTAAAAATGTCT
+GACTTTATGGTGGTTCTCAAGAAGGAACTTAAGGACATGTTCAGGGATAAAGGCTTAATCGTCGGGATAA
+TAATAGTTCCCTTGATTCTATATCCAGCCTTGGGTCAGATGATCCAAGTCGGTATGGAGGAGGCTAAGAA
+GGAGACGAAGGTCGTCATAGCGAACTTTGACGAGGGTAATTACGCTAATTTGATAATAAAGGGGCTCAAG
+CTAGCTCCAAATGTAACAGTTGTCACGATAAACGCTAGTAATATCGAAGAAGCTCTAAGGATAGCCCAGG
+AGAAGAGGTACAACGTTTTGGTCGTCATACCTAGCAACTTCTCGGAGAGTATAGAGAGCAACGAAAAGGC
+CGTCGTTGAGGTTTACGGGATATTCTCTGGGCTTAGCCTTGGGATGAAGGAGAGCATAAGCGAGTCGAGG
+ATAAGTGCTGTAGTTAATATAATAAGCGAGGAGCTCGCTAAGCTGAAGATAAAGGGTAACTTCAAGAATC
+CTGAGGCCGTTCTCCATCCAATAGACGTTAAAGGTTACTCGGTTGTCAAGGGGAAGATAGTTAATTTACC
+TCCATCCGTCGTCTCTGGAATATTGGCATCTCAAGCTTTCTCAATTCCGATAGTGATATTTATAATGTTC
+ACCTTCGTTTCCCAAATGTCGGCCAGTAGCATAGCAAGCGAGAAGGAGAATAAAACGCTAGAAACCCTAT
+TAACCTTGCCAGTCTCCAGGACTTCGATAGTAGCTGGGAAGATGGTTGGTGCTGGAATTATGGGTTTAAT
+AGCAGCGATAGCTTACATGATAGGCATGAAGAGGTACTTCGCAAGCTTCGGCGAGATGAACGTCAGCTTA
+AGCGATATAGGGATAAGGATAGAGCCGAGGGCTTACATCCTGTTTGCGGTTATAATGTTCCTAACTATAA
+TATTCGCGATAACGCTGTCAATGTTATTAGGGGTTTTCGCTGAAGATACCAAGAGCGCGAACACGTTAGT
+TAGCATGGTCATGATGCCGCTGCTATTCCCGACGTTCGCCTTCATGATAGTTGACGTTCAATCGATACCT
+CCCCTCGTTAGGTACATCCTCTACGCAATCCCATTCAGCCATCCGGTCATAGCCTCAAGGGCGATGCTCT
+TCGGGGACTATGGGATTATGATTAGGAGCATTGCCTATCTAACAGTACTATCCCTAGGAACCCTGTACCT
+TACGGCAAAGTTCTTCTCCACGGAGAAGCTGCTAACCGCAAAGCTAAGGTTAAAGAGAAAAAGTTAAAGT
+CAGAGGCTCATTATCCCAAGTATTTCCTCAGTCTCTAAATTTATTATCCTGACTTCCCTTTCCTTTGTGT
+TCAGGATTGCAACGCTCTTCACCCCGGTTAAGTAACCGCACACTTCCCCAGGGTTCACGACTATCGTCCT
+TCCAACTTCCTGAATTCTATGCCTGTGGGTGTGCCCCCTTATGACGATGTCGTAGAGCTGGCTTTTAGCT
+AGGGCCTCAACTATCCTCTCATCAGTTCCGTGGAGGACTATAACTTTGAGGTCATCTAAGTTGAGAGTTA
+ATATTTCATCCTTTATCCCAAGTTTTTCCTTTAATCCTTCCCTTTCGCCGTCGTTATTGCCAAAGACTCC
+CCTAAGAGGTGCATTTAACTTTGAGAGTTCCCTAGCAACGAAGGGTGCAACGTAGTCTCCAGCGTGTATA
+ACGAGGTCAACCTTTTCCTTATTGAAGAAGTCGACAGCCAATCTTATGGCGGGTAAATTGTCATGGGTAT
+CGCTCATTATTCCCACTTTCATTACTCAACCCTCCTAACCACCTTAACTTTCCCAGGCTTGCCAACCTCA
+CCATCTAAATCGAAGACTTTGCCGAGGAAGTTTTCAACAACCCATATGTTAGTCTTGAGATGATTTGTAA
+CTTCGCTCACCCATATTTCTCCTCCAGAGAACGCTAGGAACGGGATTAACTGGTCTCCCAGGAATTTGTC
+AACGCAATAACCTGGTTTCAACTGTTCTAGTAATTCCTGGGCTGCTTCCTTACCTACCACTTCTGCAGGT
+TTTCCTCTTTTTCCTAGGGCATCGCCTCCGAGTCTTAAACAATCAGTTTCAGCCCAAACGACTATTCCAC
+TTCCTGGGCCTAGGGATTTTGAAACCTCCGTTTTAATCTTAACTGGAACCTCCAACTTTGAGAGCTCTTC
+TTTTGCAGCTTTAGCCTGCCTTTCCGCGACGTGAGCAGGTAAGTTGGTTGCATGGCTTATCCCCTCGACC
+TTGGCTATGCTTGAATATTTAGTTGCTACTAGCTCTCTTCTCTCTTTCCAGGGTTCAACGTAACCCTCGA
+TGATTCCTCCACCTTTGGGATAGTGCCCTCTCCTTACTATCTTTATCCCAGCCATTATTCCAAGCTTCTC
+TAGTGCAAATAACGTAACATTTGCGAGGTAATCAACTGGTGGACTCCAGGGGACATCCGTTCCTCCTGTG
+ATCTTGAATTCAACTCTGTTCTTAGCAAAGGCCATAGCCGGGAGTAGAGCCTGAAGAACCAGGGTTATGC
+TTCCTGCCGTTCCTATGTTAACCTCGACCTTTTTGGCTTCCAACCTTTTAGGGATGAACACGAGTTCCCT
+CGACCCTACATGGGCTCCCTTAACATCAGCATTGGCTAAGTGCTTTAAAGCCAGTATCCCGTGAAGGTGC
+TGTGGTCTTAACCCAGGATTTGGTCTGTTTGCCCTTATGTTGATTATCCTCACGGGTTCCCCGGTTATGG
+CTGATAGAGCTATTGAAGTTCTTAGGATTTGACCCCCTCCCTCTCCATAGCTTCCATCTATTGTTATCAT
+ATGACGCCCCCGGTAACAATGGTGGCCATCTCCTTTAAAAGCTCTATATCGCTCTTACCCTCCTCAAAGT
+TCTTCAGCTTGTCCCAGAGGTTAACTAGAATCTCAACCCCCAGGAAAGTTTTGTATTCAGCCGGGAACAT
+TGAGACTATTTCCATGGGAACGTTAATTCCCAGCTCTTTAGATAGGACCTGAGAGAATGTGTCATCGTCT
+AACGGTGGCAGGTTTATCCTTATTGGGAACTTTAGGCCCGAGTATTTCTCGGGGTACTTTGTATCGACTA
+TTATCGTGAAGTCAACGGGAAGCTTGAACTGCCTCCCGTTTAGGGTTACCCTCATTTCTCCCCTTCTCTT
+CAACTTAAGGAGCATCACGACTAAATCTCTCGGAGGCTCGGTTAGAACGAGGAACCCTTTCATGGCCTTC
+ATGAATATCGGGGGCTCAAAAACGTTCTCCTCAATCTCCCTGAATGAGAAACTGTTCATGTCATCTATGT
+GGGAGTCCCAATGAACTACGGGGGGCGTAACTATGACCATGTCGAGATAAGAACCCTTAACCTCGTGAAT
+TTCTTCGTCGAATATCTTTATTATCACGCTGTCCCTCTCTATGAGCCTTGGTATTGATACCGATCCCTTT
+ACAGCTTTCCTTAGAACGTTAGCTATATCCAGCTCGGCCCTGTTCAGTATGAAGGTGTCTCCCATTAAAG
+ATACAAGGAGCATCTTCTTTACGTACCTCTCCGGCAATCCAACGTTCGACAAATCTATGCTCACCTCCTC
+CTGAATTGGCAATTTAGTTTCCCTCTTCTCGCTCAACTTCTCTAAGAGCTCCTTTGAGATGGCGGTTATC
+TGATATATGCTATCCCTTCCTTCAAGGTACAGAACACCGTTGGATACAAGTTTAAGTCCAAGTCTAGCTA
+ACATTGCTCCTAATTCCTCTTCCGTTCTAGTGCTAATTATCTCCTTCCCCCTAACATCTTCAAAGCCCTT
+CTGGATGACTATAAAATCGGAGGGGTGAATGTTATTTTCAGTTAGGAACCTTTCGAGCACAGAGATTGCG
+AGTTTTTCATCTATGGCGTAAACCTTGATAAACTCTATTGTTCCGTCGTTTTTCATTCCGGCAAGAACCA
+CAAAATCCCTTCTCTCGGAGGGCTTGTTTATATCTTCCATTTTTACCTCCCATTTATTAAAATTCGCGTT
+TTTCTTTAAATAGTTTGCAAAATCCTTATATATTTCGAGTATAACATTAAGACAGAAATCTAAATGAGGT
+GGTGAAGATGGTGAACTACGAGCTTCTGAAGAAGGTTGTAGAGGCCCCAGGAGTTTCTGGATACGAGTTC
+CTGGGAATAAGGGACGTTGTCATAGAGGAGATAAAGGATTACGTGGACGAGGTAAAGGTGGACAAGTTAG
+GAAACGTCATAGCCCACAGGAAGGGAGAAGGGCCGAAGGTCATGATAGCCGCGCACATGGATCAGATAGG
+TTTAATGGTAACTAACATAGAGAAGAATGGCTTCTTGAGGGTCGCTCCCATTGGAGGTGTTGACCCAAAA
+ACGCTGATAGCTCAGAGGTTTAAGGTGTGGATCGACAAGGATAAGTTCATCTATGGTGTTGGAGCTTCAG
+TTCCTCCACACATCCAGAAGCCAGAGGAGAGGAAGAAGGCTCCTGAGTGGGACCAGATATTCATAGACAT
+AGGGGCCGAGAGCAAAGAGGAAGCAGAAGAGATGGGAGTTAGAATAGGAACCGTAATAACCTGGGACGGT
+AGGCTTGAGAGGCTAGGAAAGCACAGGTTCGTGAGCATAGCCTTCGATGACAGGATTGCAGTGTACACGA
+TGCTTGAAGTTGCCAGGCAGTTGGAAGATACTAAAGCTGATGTTTACTTTGTGGCAACGGTTCAAGAGGA
+GGTAGGTCTTAGGGGCGCTAGAACTTCAGCATTTGCAATTGAGCCTGATTACGGATTTGCGATAGATGTA
+ACCATAGCCGCAGACGTTCCAGGAACGCCTGAGCACAAGCAGGTGACCCACTTAGGAAAGGGAACCGCAA
+TAAAGATAATGGATCGCTCAGTAATATGCCACCCAACTATAGTGAGATGGCTCGAAGAGTTGGCTAAGAA
+GTACGAGATTCCATATCAGCTTGAGATCCTCCTGGGCGGAGGGACAGATGCGGGAGCAATACACTTAACG
+AAGGCAGGAGTGCCAACCGGTGCTTTAAGCGTTCCAGCGAGGTACATCCACTCGAATGCTGAAGTTGTCG
+ATGAGAGGGACGTTGATGCCACGGTTAAGTTGATGGTCAAGGCCCTCGAGAACATCCACGAGCTCAAGAT
+CTGAAGCTTTATTTACTTCCTCTTCTTACCATTCTTGGTGAAGTTTGATGAAAGTTATCAAGGAATGGAA
+TGTTAAGGTAAAGCTCGTAAGGACCAAGAGGGGAGCGATACTTCACATGATAGAACTCAAACCCGGACAC
+TTCTTCCTTGAGCAGAATCCCTTGAAGCCCTCAAAGTACGGAGAAGCTTACAGGAAAATTAAACAGAACT
+TCCCAGAATTCTACTTCTTCTGGGAAATTAAGGATAACAAATACACGGGAAGGATTTTGGCTGGAGCGTT
+CCTTGAAAAGGAAGAGATAGATGAGTTCCTAACCCTTCTGGCAAAAACAGAGGACTTCAAGAAACTCGAG
+CATGTTCTTGAGGAGATAGAGGAGATTGAGGAGGGTGAGGAATAATTTTTTAAATCCTTGTTTTATCACC
+TCTTTGTGAGCGGGGGTGCCCGAGCCTGGCCAAAGGGGCCGGACTTAAGATCCGGTGCCGTAGGCTGCGC
+GGGTTCGAATCCCGCCCCCCGCACCACTTCTTGGGTGATAAAGATGATGCCCATGAATCCCAAACAGCTT
+AAGAAGCTAATGAAGCAGCTTGATATGAAGCAATTAGATGGTGTTAAGGAGGTTATAATAAAGCTTGAGA
+ATAAGGAGATAGTAATTAAGGAGCCCGTTGTAACTGTTATAAGGGCAATGGGAGAGAAGATGTACCAAAT
+AGCGGGTGGAACGGAAGAGGAAAGGGTAGTTCTAAAGATTTCCGAGGAAGATATAAAACTCGTCATGGAG
+CAAGCTGGCGTTGATTATGAAACTGCGAAAAAGGCTTTAGAGGAAGCTGGGGGGGATCTGGCGGAGGCCA
+TACTAAGGCTCACCGACCAATGAGTTGACAAGCTTTATTGAGATCTGCCTCTTTATTTCTGGTTCAAGCT
+CTTCTATGTAGCTTTCGTACTTCTTTATAAAGTCAAGTGCTTCCCTGGGTAGCCTATCTTTCCTTATCAA
+CCTCTTCATTACTTCCCTCAGGAAGCCTATGTTCTTTATCCTTGAAAGCAATGCATCCGCGAGCTCAATT
+CCAGCGATCACTAGCTTTTCATCATTGCTTTCAATTAGCTCAAGGGCCTTTGAAATTTCTCTCTCCATTA
+TCGAAGAGTACTCCAAGGCCAAATCCGCCAGGACTTTAGCTGAAGTTGACCTCACCCAGGGATTATAGTG
+GAGGAGGAACTCTTCAAGCTGTGGGATTATTTTCATTGCATCGTCTATCTTTATGTAGCTAGTAGCATTT
+GATATTACCCATAGAGCGTCGAGCTTCGTTAACAAATCTTCCGAAAGGAATATTCTTATGACGAGCTGGA
+GAACCTTATAATCAGATTTTGCGAGCTCCAAAACAGCCATGTGTTGTTCCCTTTCGAACATCTCCTTTAT
+TATCTCAACGCTATAATCTTTCACGCTGACTTCTGTTTTCACCTTTTTCTCTTCTCTTCCTTGGAGTATT
+TCATCGATTTTCTCCTTAGTTTCTTTTCCTATGCTGGAGCTACCTAACATTGCAGAAGCCTTTTCGAGGC
+TCTCCCTCGATAGGAATTCCCTCCTATCTATTGCAACCTCGATGATCTTGAGGGCGGTACTTCTAACTAC
+TGGATCCTCATCGTTCAAAACATCCAAAGCTAAGTTAAAGGCCTCCTCCATTATCTTTTCGTTCTTCGTT
+CTAGTCACTATTTCCCTGAGGACTCTTAACGCGGATACTTTCTTTTTCGTTGACTTTCCTTGTAGTATGC
+CCCTAATCCAGGAGAATATCTTCCTCGCTATCATTATAATCTTGGCACCTAGTGTTGCAACTCCTTCTGC
+TGCATACTCGTTTATTGGCTCTGGCTTGTTCTCCACAATACCTATGAGGACATCCGAAAGCTCTGAGCTT
+AGATCCTCTGGAAGGTCCATGAAGTTGATTATCGCGTTTATAGTCTCGACGGTTTGCAATACAACGCTTT
+CATCTTTGTCATCTAGAAGCCTAATTAAGCTTGGCATCAGTTCTCTAATCTCATTTGTGCTCAACTCTTT
+TTTCATTGCCAACTTCTTTATGATGTAGAGGGTTCCCTTCTTGACAAGGGGATCTTTTTCCTGGAGTGCC
+CTTTTAATGACCTCTAACTTCTCCTCCTTCTTTTCCCTCACAATTTCAAGGGCCTTTCTTATCCTCCATC
+CCTTCAAGTTATCTAGGTATTCATCGTACACACTCATCTTCTCTCCCTTCCTTTAAGGATCGTCGTTAGC
+AGATCTATTAATGAAGACGCTATCTTCTTTTCATCTTGAGTTAGATCCTTATATATTTCGTTTAGCTTCC
+CAATAAGGACTCTTATTAACTCTGTATCAACGTTCAGAAAGTTATCGGCCACTAGTGCGTAGAATCCCAG
+GATTACGGGTCTTATGCTTTTGTCATCGAGTTTTTTGATAGTTAGAATCAAGGTTGCTCTAAATAGCTCT
+TCGTCGTGGCTGTAAGATAATATCTCTTTAATTATGTTCAACGCTAGCTCAACATCTTCCTTATTGTTTG
+ACCTTAGAAGAGCATCTAGAAGGGGTATGACGTCCATTCTAACCTCGGGGTAGAGCACATATGCTTCGGC
+AATAGCCTTTATTGCCGTGTTTCGAATCCATGGATTCCTGTCCTTTACCAATCCGGCTAGATTCTTCACA
+ACGTAGCGTGCCATATTAGGATCGAGGAACTTTATTATCCTTGCGATGACCCAAAGTGCATCTGCCCTTC
+TTATGTATTCCTTCGAGGATAGCATTTCCACTACCTTCTTGAGAATTCCCTCGTTTTCCTTAGCTAACGT
+TGCCACGACCTCGTGTTTTTCCATCTCGAAAAGCTTCTCAATATCAACGTTCTCCTCGTAGGGAACTTCA
+GTTGATTTGTCTATTTCCGGTACCTCCTCTTTAATTTCGCTCATTGTCTTAGGGGTCAGCTTGTCTCTTT
+TCTTTGAGAAGATTATTTCCAGAGAAGATATTGCTTTCTTCTTCAGCTCGGCATCTTGCTCAGTTTTTAT
+GAACTCTCTTATTTCCCTTGTTATATCCTCAATTACTTCAACGTTATCGCTCCTACTAGCTATCTCAGTT
+AGGGCACTCAGGGCTGCGCCCTTAACTTCTCTGTCCTTTCCTTCCTTTATCAAGGAAACTAGGAATTCAA
+CTATCCTCTTTATGAAGCTCGTTATTTTAGCTCCTAAGATTCCGAGTTCTTCAGCTGCATACTCTCTCAG
+TATTCCTCTTCTAGAAGTTATTATTCCTGACAGTGTGTTGATTACCTTATCGTATCCTTGGTTTGACAGT
+TGAACGTTATCTAGGATCGTCCTCAAACATTTCAAGCTATTGAGCGCTATCTTGTCATTAGAGCTTTTTG
+AGAGCCTTATTATTGTGTCTAGGAGCTCTTCAGTCTGTTCGCTATCTAGTTTCCCATCTTTTATGAGTCT
+TTCTATTACAAAGAGTGTGTTTCCGACCACTGTCTCGTTTTTATCTGTGAGGAGCTTTTTCAGTATCTCA
+ACTTTATCCTTGGCAATATCCAATGATTCAAGGACCTCCCTAACTTTCCATTTTCTTAAATCGTCCCTTA
+TCTGCTCTACATTGACTATTGAAAACCCCTCAACCATTAAATTACACCTCAATGATTTAGAATTTGCATC
+GGCCAATTATAAATAATTTATTTCGAAAATCGAACTACTTAATGGGCAACTCAGTAGTCTCTTTATGTGT
+CTTAAGAACTATCATAGTGTGAGTTCCCTCAACCCCTGGAATACTTCCAATGACATCTAGGAAACTGTTA
+AGCTCTTCACTATTTTTAGTTCGGATCTTAACTACCATATCATAGTCTCCTGTCGTCTCATAAACCTCCA
+TTATTTCTTCGTATTTAACTAAATTCGAAGCAACCTCAGCATATTTTCCTGCCTTAACTTTGATCAGGAT
+GAATGCAAGCATTGAGTAGCCAAGTGCTTCAGGATTCACAATTGCAGTAAACTTTCTAATAACACCACTC
+TCCCTCAATTTCTTTATCCTTTCGTGAATAGTAGACTCTGCGAGCCCAGTTATTTTTGAAATTTCCCTAA
+GTGGTGCCTTTCCATCTTTTTGAAGAATTTTTATTATTCTCCTATCTATCTCGTCTAATGATACCCTCAC
+CTTGCTTCCCCTCAAAAAATTTTTCAAGGAGTTGAATATAAACTTGATGGCTGGTCACAATCTAAGCCCT
+ACAGATACGGAAAGAGTTATAAACTAACTTCCAATTATGTGTGTGAAACAAACGGGGGGAGGAGAAATGG
+CCGAGAGACCTCTTGATGTTATCCACAGGTCACTTGATAAAGATGTGCTCGTGATTCTCAAGAAGGGATT
+CGAATTCAGGGGCAGGCTCATTGGATATGACATTCACCTGAATGTCGTTCTCGCTGACGCTGAAATGATC
+CAGGATGGGGAAGTTGTGAAGAGATATGGGAAGATAGTGATAAGAGGGGACAACGTCCTTGCGATATCAC
+CGACTGAAGAGTGAGGTGATGTTGAATGAGCAGTGGTACCCCGTCACTTGGAAAGAGAAACAAGACGCCA
+ACTCACATCAGGTGCAGAAGGTGCGGTAGGAAGGCTTTCAACGTCAAGAAGGGTTACTGCGCTGCATGCG
+GCTTTGGAAGGAGCAGAAGGTTGAGGAAATACAGATGGAGCAAGAAGTGGAAGAAGAAAAAGAACGTTCA
+CTGATCTTTTCTTTTTCACTTGTGCTTAGCTTTCCACTTGCTCCATCTGTATAGAGCTGATAATGCTTTT
+ACTGCCCTTTCAGGCTCTGGATATGCTGGAATTCCGTTCTCGTTTAGGGTGTCAATAGCTTCCTTCGCCT
+CAATTCCACCAACGATTGCAACGACCAATGGCTTCTTCCTTCCGCTCTCGTTGTACTCCCTAATTATAAT
+TTCTGCCAAATCTCTTGGGTCGAGAACTGCGGTTTGGCAGTACAGGACTATTATTGAGTGCATCTCTGGG
+TGGTTAAGCGCATCCCTAATTGCTCCTTCGTAGCTCTTTGCATCGGCCATTCCAGTTAAGTCCACCGGGT
+TCTTGTAGCTTCCGAATGGAGGCATGTGATTGGCGAATATCTTCAGTTGCTCCAAGTCGTCGTAAAGCTT
+CAACCCTTCTTCTTCAGCGGCATCTGTGGCCATAACTCCGATACCACCACCGTTGGTTATTATAACGACG
+TTATCTCCCTGGGGTTCTGGCAAGTTGCTCAATGCTCTGGCCCAGTCAAAAGCCTCTCCTATAGTGAGCG
+CCCTAAGCACTCCGCTCTGCTTGAACGCTGCGCTATAAATGGTATCGCTTCCCGCTAGTGAACCCGTGTG
+AGAAGCTGCGGCCTTTGCTCCCCTCTCACTTCTTCCAGCCTTTATAACTATTATCGGCTTCTTCTTGCTA
+ACCTCCTTTGCAACTTCCATGAACCTTCTTCCATCCTTAACGCCCTCCATGTAAATCAGTATCGCCCTAG
+TATTCTCGTCGTCCTTGAAGAATTCCAGTAGATCGGCATCATCGATGTCAGCCTTGTTCCCAACGCTCAC
+TACTGCCGAGAGGCCAATCTTCTCAAGTATAGTCCATCCCATTAGGGCAATTCCTAGTGCTCCACTCTGG
+CTTATCAATGCCAAGGGCCCAGGAAGAACGTCTGTTGGGCCAAAAGTTCCATTCAATTTAGCTGGTGTAT
+AAACAACTCCGAAGATGTTCGGTCCTAGGATTCTCATTCCGTACTTCCTTGCGGTTTCGACGAGTTGTTG
+CTCAACTTTCTTTCCTTCCTCTCCAAGCTCTCCAAACCCCGAAGATATTATTGGAACTACCTTGACTCCC
+TTCTGACCGCATTCCTCAACTACCTGAGGAACGAACTTAGCTGGGACGACTATAATTGCCATGTCAACTT
+CATCTGGAACTTCAAGGATGCTCTTGTAAACCTTGAACTTCCTTCCACTTATTTCCATTTCCCCACCTTT
+AATGTTCACGGGGTAAATCTTGCCTTCGTAGCCATACTCGATCAGGTTCTTCATAATAGCATATCCTATC
+TTTCCTGGCTTTGAAGAAGCTCCTATAACAGCGATACTCTTGGGGTTAAAAAGAGCCTCTAAGCTCATTT
+CTATCCCTCCCAAATTCGCTTCAATTTTTGATTTTCGACAAATGTTATAACCTTTCCCGTCTTTTTTTGT
+CGATAATGACTTCGACATTCGTTAAACCTTTAGGGCGAGGCCTATTATTTCCTTAACGCTGGAGTACCCC
+TCTTCCTTCAGGTATCTTGAGATTCCCTCTGCTATCTCCCTAAAAACTGAGAACCCCCTTAAGTAGACGG
+CGGTTCCAATTTGAAGGGCGGAAGCTCCGGCAAGCAAGAATTCAACGGCATCTTGCCACGTGGTTATCCC
+ACCTATCCCTATAACTGGAATATCCAAGGAGCTAGCTAAATCGTAAACCGCCCTTAATGCTATTGGCTTG
+ACCCCAGGTCCTGAATAACCTCCAAACTTGTTGCTGAGTATCGGCCTCTTAGCGTAGATATCTATTGCAA
+TGGCCTTCACGGTGTTAATGGCTGAAACACCATCGGCTCCAGCTTTCTCAGCGGCTAGTCCGAGTTCCCT
+TATATCACTAACGTTTGGGGTTAACTTTGCTATAACTGGTTTATCCGTCACGTCCTTAACTGCTTTAACA
+ACTTCGTATACGTTCTCTGGTTTTTGCCCTATTTCCATACCATATCCCTTAGCATGAGGACAACTAAGGT
+TCAGTTCAAATGCATCGGCAACTTCCCCTAGTTTTTCCGCTAGAAAAGCGAATTCCTCTGGTGTTCCTCC
+AAATATTGAAACTATAACTGGAAAATCGAACTTCTCCTTCCGAAATTCTTCGAGAAATGCTTCCCACCCA
+GGATTGGGGAGGCCCATGGCGTTTATTAGTCCATAAGGTAGCTCAACGATCGTAGGATTTTCGTAACCTT
+TCCTGGGCTCCATTCCTATAGATTTAGTAACGACACCCCCGGCACCTTCCCTATGGGCCCTCCTTAAGAG
+CTCGGGCGTCATGTCCACTACGCCTGAAGCCAGAATTAGGGGATTCTTGAATTTTATTCCAAAGAGATTC
+ACTTCGAGCATACCTCTCACCAACTCGACTTCTCAAATAAGGTTTTTATATTTCATCGATGTTCTTTAGC
+TGGTGGTCTCCTTGTCGGTGTTACTTCGAGGGGGACTCGTTCTTTATGGAAGGGACTACAAGTTGACGAG
+AGCGGATGTTCTCATAGAGGGGGATAAAATAGTTGAAGTTAAGAGGAATATAAACAAGCCAGCTGATGAA
+GTTCTCGACGTTTCTAAATCCCTCGTGATACCTTCATTCATAAACGCCCATACTCATTCTCCAATGGTCA
+TATTGAGAGGTTTGGCAGAGGATGTCCCACTAATGGAATGGCTTCAAGAGTACATCTGGCCCGTGGAGAG
+GAAGTTAAGGAGGAAGGATGTTTACTGGGGTTCAAAGCTTGCGCTAATCGAGATGGCTCACTCTGGAACA
+TCAACGTTCGTAGATATGTACTTCCACATGGAGGAAATCGCAAAAGCGACTGAGGAGGTAGGTCTAAGGG
+CTTATCTTGGCTATGGGATGGTGGATTTGGACGACGAAGAAAAGAGAAAGATCGAGATGAGGGAAACTGA
+GAAGCTTTATGAATTCATAAAGAAGTTGGACTCCTCTAAGGTTAACTTCATTTTGGCACCTCACGCCCCT
+TATACCTGCTCCTTTGATTGCTTAAGATGGGTGAGCGAAAAATCTAGGGAGTGGAATTCCCTCGTAACAA
+TTCACTTAGCCGAAACTCAGGATGAAATTAAGATCATAAGAGAAAAGTACGGAAAGTCTCCAGTAGATGT
+TCTCGAAGACGTTGGATTGCTAAACGAGAAACTAATAGCGGCTCATGGCATATGGCTGAGTGATGAGGAT
+ATTCGGAAGATATCCTCTGCAGGCGCAACTATAGCGCACTGTCCCGCCAGCAACATGAAGCTTGGAAGCG
+GAGTCTTTCCAATGAAAAAGGCTTTAGAGAATAACGTAAATGTCGCTTTAGGAACGGATGGAGCGGCGAG
+CAATAATACACTCGACATTTTAAGGGAGATGAGGCTAGCATCTCTTCTACAGAAGGTTATCCATAGGGAT
+CCTTCAATAGTTAAGTCCGAGGATATCTTCAGGATGGCCACCCTCAATGGGGCCAAGGCCTTGGGGCTCA
+AGGCAGGTGTAATTGCCGAAGGATATTTAGCGGATATAGCCGTAATTGACCTTAGAAAGGCTCACTTATT
+ACCAGTAAACTCTCCACTGGCAAGCATCATTTTCAGCGCAAGGGGAGGGGACGTTGACACCCTTATAGTT
+GGAGGAGAAATCGTGATGCTCGATAGCGAGTTACTAACGGTTGATGAAGAAAAAGTTATAGATAAGTTTT
+TGGAGGTTAGTGTTGCATGATTCCGTTTTTTAAGGAGGTTCTAATGGGGATCCCGTTTCTGGTGATTTAC
+GTTGTCCTATTTTATCACTATCACATCTCTAGGAATTCGTCTTATTTGATGTACTTCTCCCTGGCGTTCC
+TATCATTGGGAGTGGGAATTATGGTGGAGGATGCCTACCTGGCTGGATTAGCCTTTTTCTCCTCATTCTT
+CTGGATAGGCGTGATTCAATTTCTCAGGAGGTTGGGCGGTTTTAAGGGTTTAAACTTAAAATACCTCCTA
+TATGTGGCCCCCACATCATTAGCCAGTTATATGTTCTTTTTAGACAGATCTGAAGTAATAACGTTGGTGA
+TAGTTTCGTTAATGCTAACTCTCCTTGCGATTATGCTAGCATTCAAGAAGGTGAAGCTTACCTCTGTATT
+CTTGGTGCTCCTTGTGCTCGTATCTGTTTTTGGGTATTACTCAGATTTAGCCAAGTATCTCTTTGTAATC
+ATCGCAACAACCCTTGGCTACTTCCTTATAGTCGAGACTAAGATAGACCTTAGGAAAACAATACTAAGCC
+CACCGAGCACAGGTGAGGAGCTAAAGTTAAAACCGGGTGTTATATTCGCTGAGACAATTCCTGAAGATAT
+TCTAAAAGTCGCCTTGGTCTTTTCAAGAAAGCCTGGCAAAGGCGAGAGGTGGTTCTGGGTTACGAAGCTT
+AAATCATCCGATGTTAATACAATAGAGCCCACGAATCTTCCAAAAATCTTAAGCTTGGCGGTTGATTACC
+TAAAGAAGAAAGGCGTCGTGGTTATTGATTGCTTGGATTATCTAATCCTTGAAAATGGATTTGAATCTGT
+GATAAAGTTTATGGCCCACCTTAGGGATTATGCTGTTATGCATGGCTCGAGCGTTATAATCCTGGGCCCC
+CTTGAAGGGTTATCGGATAAGGAGAAGGTGATGCTGAAGAGGGCCTTGGGTGAGGAAGATGTTTAGAGTT
+GTTCATGGGGATATAACGAGGTTTAAAGCGGAGGCAATTGTGAATGCCGCAAATAAGTACCTAGAACACG
+GAGGAGGAGTTGCATATGCAATTGCAAAGGCTGCCAGCGGAGATGTTTCGGAGTACATAAGGATAAGCAA
+GGAGGAGATGAGAAAGCAAATAGGTAGGGACTGGATTGAGCATGGGGAAGTCGTCGTAACCCCGCCCTTG
+AACCTCGCCAAAAACGGTGTTAAGTACGTGATACACACTGTTGGACCCTACTGTGGAGGAAAGTGGGACG
+AGGATAAGAGGAAAAAGTTAGAGCTGGCAATACTCGGAGCGTTGAAGAAAGCGGATGAGCTTGGGGTAAG
+GAGCATTGCGTTTCCAGCGATAAGTGCCGGCATATATGGATGTCCACTTGAGGAAGTCGTTAAGACGTTT
+AAGCTCGTCGTTAATGAATTTCTAAAATCTGCGAAAAACGTTACTGATGTTTATCTCGTTTTGTACTCTG
+AAAGGGATTATGAAGTTGCATTGAAAGTCCTTGAGAGGGATGAATTATGAAGGTCGATAATTCAGTCAAG
+GAGAGGATACTAAGGAGACTTCCAGAAAACATCTCTAAGCTTGCGGATTTGGCATATAACTATTGGTGGA
+GCTGGGACACAAAGGCAATGAAGCTGTGGCAGAGGATAGACGAGGAGCATTGGAGGGAATACAAGAATCC
+AGTTAAGCTATTGCTAGAGGTCCCCGAGTCTAGACTGAGGCAATTGTCCAGGGATGATAGTTTCTTAGAC
+CTGTACGAGCTCGTTATAGAGAGATTCGAGAACTACATGAGAGCAACGACGACTTGGATGACTATGAACT
+ATCCGAGGTGGGATAAACCAATAGTCTACCTCTGTATGGAGTACGGAATAGGGAAAAGCTTGCCAATTTA
+TTCTGGAGGATTGGGCATACTGGCTGGAGATCACTTGAAGACGGCGAGCGATTTGGGATTACCCCTAATT
+GCCATAGGTCTCCTCTACAAGCATGGCTACTTTAAGCAGGAGATTGATAGGGATGGGAGGCAGATAGAGA
+AGTTCCCCGAGTACAATATTAGGGAGATGCCTATAAGGCAAGTTCTGAACAATGATGGAACGCCCCTGCT
+TATCGACGTTCCAATAGAGGATAGAATTGTCAAGGCTAGGGTCTTCCTCGTTGAGGTTGGTAGGGTTAAG
+CTTTACCTCCTCGACACGGACGTTCCGGAGAATAGAGAGGATGATAGGAGAATATGTGACTACCTCTACA
+ACGCGGAGCCCGATAAGAGGATTAAGCAAGAAATACTAATAGGAATAGGCGGAATGAGGTTATTAAAAGC
+GTTGGAAATAGAGCCAGGAGTCATTCACTTGAACGAGGGGCATCCTTCCTTCGCGAACTTCGAGAGGATT
+AGGTGGTTCATGGAGAAGGGGCTTACGTTTGAAGAGGCCCTGGAGTTGGTTAGAGCCACTAGCGTATTCA
+CAACTCACACCCCAGTTCCTGCTGGTCACGATGTTTTCCCAGTTGATTTCGTCAGGGAAAAGCTCAGACT
+ATTCTTAAGGGATCTCCCCCAGGATAAGTTCCTGGGTTTAGGAAAAGTTACACCCGAAGATACTAACTTT
+AACATGACGGTTCTCTCTATTAGAACCTCGGAATTCGTAAATGCCGTGAGTAAGTTGCACGCGAAAGTGA
+CTAGGGAGATGTGGTCCAACCTCTGGCCAGGGGTTCCAACGGATGAAATTCCAATAGATGCAATAACTAA
+CGGCGTCCACACGCCAACGTGGGTTAACGAGAACCTTGCTAAGCTCTACGACATATATATTGGAAAGATA
+TGGAGAGAGCACGTCAACCTCGAGGGCATTTGGTACGCTATAGAGAGGATTCCAGATAGCGAACTATGGG
+AGGCCCACTTAAAGGCAAAAAGAGAGGTCATAGAGCTGATAAGAAGGAAGATAATGAAGAGGAATGAGAG
+GCTTGGAATAGACGAGCCCTTGCCAGACATAGATGAGAACGCTCTAATAATAGGATTCGCTAGGAGATTT
+GCAACGTATAAGAGGGCAATTCTACTCTTCACTGACCTCGAAAGGCTAAAGAGAATTGTGAATAATCCCG
+AGAGGCCGGTCTACATAATCTTCGGAGGCAAAGCTCATCCAATGGACGAGGCTGGAAAAGAATTCTTGAG
+GAGAGTCTATGAGGTATCTCAAATGCCCGAGTTCAAGGGGAAGATAATCCTCATCGAGAACTACGACATG
+GGTTCGGCGAGGATTCTGGTTTCGGGTGTCGACGTGTGGCTTAACACTCCAAGGAGACCATTGGAAGCGA
+GTGGAACTAGTGGAATGAAGGCCGGTCTAAATGGGGTGATAAACCTCAGCGTATTCGATGGATGGTGGGT
+GGAGGGATACAACGGTAGAAACGGTTGGGTCATAGGGGATGCCACCCTTGAGCCAGAAACGGAAGCTGAT
+GATTACTTAGATGCAATGAGTCTCTATGATCTCTTGGAGAACGTTGTGGTACCGCTTTACTACGAGAACA
+GGAGTGCTTGGATAAGGATGATGAAGGAAAGCATAATGAGCATAGCTCCAAGGTTTAGCACGTATAGGAT
+GGTCAAGGAGTACATAAGCAAGTTCTATTCGAGGGCCATGGAGACTGGGGTTTACCTTTCGAGGGATAAC
+TTCAAGTGGGCCAAGGAGCTAGCTAAGTGGAAGGAGAAGATAAGGAGGGAATGGGGAGAGGTAGAAATAG
+AAGATGCCAAGGTAAGTGAAGATAGCATTGAGGTAACTCTGAGGCTCGGTAACTTAAGACCAGAAGATGT
+TAGGGTTGAGCTCTACTATGGCGTTAAAGGAGACGGAAAAATAGCTGAGCCATCGACCGTTGAGTTAAGG
+AAGATGAAAGAGCTTGGAGATGGAAGGTACGTCTACTCCTACTCTGGCAAGGCCCTGAAGTACATAAACC
+ACGATTGCTGGCACTACAGCGTAAGAGTTTACGCCTACCATTCGATGATCCCAGGAAAATTCCTGCTAGG
+TGGCTACATAAAATGGAAAGTGTTAAAGAATTAAAGTAGAGAATTGAAGGGTACTACTCTTTCTCCTTCT
+CCTTTTCCTTCTTTGCGTAAACTTGGGCAGCGTCTGATAAGCTCTTAAACAGCTTTAACATTTCCATAGG
+TAGCATTAAGACTATGACATTACTTTTATCGCTCGCCACGTCGCTAATCGTTTGTAGAGTTCTGAGTTGT
+AGCGCCATTGGGTGTTCGCTTATAATCTCGGCAGCTTCCCTGAGCTTCTCAGCGGCCTGCCTTTCAGCTT
+CGGCCAGTGTAATTCTAGCTCTCCTCTCTCTTTCCGCTTCTGCCTGCTTCGCCATTGCCCTCTGCATTCC
+AGCCGGTAACTCGACGTCCTTGATCTCTACCGCCGTAACCTTGATACCCCAGGGATCCGTGGCCTCGTCA
+ATTATCCTTTGAAGTTGCATGTTTAGCTTATCCCTCTCGCTCAGCAATTCATCGAGGTGAGCCTGTCCAA
+TTACGCTTCTGAGGGTGGTTTGTGATATCTGCGAGGTCGCCATTATGTAGTTCTTAACCTGCGTTACAGC
+TTTAACCGGATCGACGACCCTAAAGTATACAACGGCATTTACTCTAACTGGAACGTTATCCTTGGTTATG
+GTTTCTTGAACTGGAACGTCAAGGACTTGGGTTCTCAGATCTACTATTACCGCTTTCTCGAAGATGGGGA
+TTATGAAGAACAGTCCTGGACCCCTTGCGCCAACTACCCTACCCAATCTAAAGATTACTGCCCTCTCGTA
+TTCTTTTACGATCTTTATTGCGCTTGCCAGGAATATCAGTATAAACAACAAAATTATTGTTGTCACGAAA
+AAGTTTGTCGGCAATATCATCTTTCACCACCCTTTCCTTCCCTAACAACGATCAGGGTTAATCCCTCAAT
+ATCAACCACCTTAATCCTTTCACCCTTTTCAATCTTTTCTCCAAACTTACTCCTTGCCCTCCACAATTCT
+CCCCTAACCTTTACCATCCCCTCCGGGTTCAACTCCTCAACAACCGTTCCTGTCAATCCAATCATCTCCT
+CCCTTCCCGTGCTTGCCTTCCTTCTGTGTGCCCTTATCACCGCCGCCATTCCGAATGCGAAAAATGCTGC
+TAGTATTACCCCAACGGTTATGATTAGTATCCTAAGTTGCGAGAACACTTCCCTTTTAATCAAGTACTCT
+TCCCCTCCTCCAAATAATAGTATTCCTCCTATGATGAAGGTTATTAAACCCGCCACCGTGAAGAGGCCGA
+AAGTTGGGGTTAAAGCTTCAGCGACAAAGAATAGCATCGCTATTATGATTAGCAGAATGCCTGCAGAGTT
+ATAGCCGAAGTACCCGAAGCCTATTATCGCTAGGATTACCATTATAGCTCCTACCGTCTCGGGAACGTGC
+CACCCTGGGGTTAGAAAGCCTATTATAAGGGCCCATATCCCGAGGGTTAGGAGTAAGTAAGCAACGTTGG
+GGTCAGTTATGTACATTATCAGCTTGTCCTTGAGCGAGGGACTTAAGTATTTGACATCAACGTTCGTGAA
+GTTTAAAGTCACGTACCTCCCATTCACGGGAAGCTTGGTCTTCATTCCATTGGCCTTCCCAAGCAACTCG
+TTAACGTCCCTTGCTATGACCTCAATAACCCCGTACTTCAATGCCTCTTCTGGAGTTAAGCTTAGATCCT
+TAGTTATGAATTCCTCGGCTATGGTCTCATTTCTTCCACTTTCCTGGGCTAGGCTCTTAATGTAGGCTAT
+GAAGTGGTTCGTTATCTTTGGCGGTGCCTCTATTATTGATCCATTTTGAGAATAGCCAAGGATAGGCCTA
+CAAGCACCTATGCTCGTTCCTGGGGCCATCGCTATTAGGTGGGAACCTAGGGCTATGTATGTTCCAGCCG
+ATGCCGCGGTTGCCCCAGGTGGGTAGACGTATATTATTACCGGAACCTTGGACTGCTGTATCCTTTGAAT
+TATGTTCATCATAGCATCGGCCCTTCCCCCAGGAGTGTCGAACTCTATTATAATGGCCTCAGCGTTATTT
+TCCTCTGCGATGGTTATGTACCTGTCGAACTGGTCATAGGTGTATGAGGTTATTTGACCCTTAATTTGAG
+CAACATAAACCACGTTACCGGCCAAAACTGGGGAGGCTATAAACGCAAAAACCAACAATGGCAAAATTAT
+CTTTTTCATTTCCACCACTCTTTCAGAAAATTGGCATCGAACATACTTAAAACTTTTCAAACAAAAAATG
+ATGTAGGGAAGTCACCTCTTCATCTTTCTAAGGGCCATATCCGCGGCCACCGTAATTGGATCTATTGTTG
+GGCTTATCGGAGGAGCGTATGCAGTCTCTAGGTACGCTATATCCTCGACTTTGGCTCCCATTTGAGCTAA
+AGCTGAAAGGGTCATTATCCTACCCCAAACCCTCTCCCCACCAACTATTTGAGCTCCTATCAACCTGCCC
+TCTTCCTTCCTGAATATCAGCTTAACCGTGATTGGCTTCCCTCCTGGGTAATACTCCGGCTTCGTTGATC
+CCCTAAACTTCCCAACAACAACGTCAATTCCCTCTCTTTTAGCCCTCTCCTCCGTCATTCCAAAGGTTCC
+TATCTCCAAGTCAAAGAGCTCTGTAATTGCCGTGTTAAATACTGGCCTGAACTTCACATCCTTTCCAGCT
+ATGTGCTCGGCCGCAACCTTTGCCATTCTTACCGCCGAAGTTCCGAGCTGGCTTAGGGTTCTCTTCCCTG
+TAACGGCATCTATAACCTCGGCACAGTCGCCTATTGCGTATATATCAGGATCACTCGTTTGTAAATATTC
+GTTAACAACTATCCCCCTGTTCACTTCCAGTCCAGCATCCTTGGCTAAATCGACGTTAGCCCTAACCCCA
+GTTGCAACGAGAACCAAATCGGCTTCTACGGTTTCATCTCCAATTTTTACGGCCTCCACGGGGTTGCCTA
+TTATCTCGCTAACCCCAACTCCAAACCTGAATTTAACCCCATGCTCTTCCATGTTCTTCTGAACTATGCT
+TGCCATATCCTTGTCAAGCATCGTTGGCAATAGGTGCTCGAGCAATTCAACTACCAAAACTTCCATTCCG
+AGCTTTGCGAAGGCTTCAGCTCCCTCCAATCCTATTAGACCGGCACCTATCACCACGGCCTTCTTAGGAT
+TCCTCTTCCCTATGTATTCTTTAATCCTTCTGACGTCATCTAGGCTCTTCAGCGTGAAAACACCTTCGTT
+CTCTACACCTTTTATTGGAGGAATGAATGCTTTCGATCCAGTAGCTAAAACTAGCTTATCGTACGGAACC
+TCACCCTTATCGGTTATTACGACCTTTCTCTCCCTGTCTATCTTCTTGGCCTCAACCCCGAGCATCATCT
+TTATCTTCTGCTTCTCGTAGAACTCGTTTGGGAAGACTATCACATCTTCAGGCTTCTCTATGGTCCCGCT
+AATGACGTGGGGCAGAGCACAGGGTGAGTACTGCATAGTGGGTTCCTTCCCTATGACTATTATCTCGGCT
+TTCCTGTCTAGCTTCCTCAAGAAGAGGGCGAAGTTGCTTCCAGCCGTACCGGAGCCTATTACGACAACCC
+TCATGATCCTCACCAAAGGGTGAAAGGTGGCAAGGTATTAAAACGTTGAGCTAAAATTTAGAGCGCTCAT
+TCAAACTACTACCACTTTTCTCATCTGGGCTTAAATAAGGAGTTTAACATAATTCCGAATTTTGGAAGAG
+GGGAAGAAAAACTAAGAGGTTTGCTTCTTAGTCAGCATCTCTTGGATTATCTTTATTGCGCAGAGATCGC
+CGCACATTGAGCATGCTTCTGTCTTAGTTGGTCTTTCCTTCCTAATCTCTATGAACTTATCCTTGTCAAA
+GGCAATTTCAAATTGCCTAGCCCAGTTTAAGTTACCTCTAGCTAAACTCATCTCATAATCTTTTCTGTAT
+TCATCCTCGAATCTGAGTAAATTAACTGCGTGAGCAGCGAGTTTAGCTGCTATTACTCCTTCCCTCACAT
+GTTCTACGTTTGGTAATCCTAAATGCTCAGCTGGAGTTACGTAGCATAGGAAGTCAGCACCGTTTAGGGC
+TGCTATTGCACCGCCAATCGCTCCAGCTATATGGTCGTATCCAGGGAATATATCCGTAACTAAAGGGCCT
+AGGACGTAAACTGGAGCGTTGTCGGTTGCAACTTTCATAAGTTTTATCTGAGCTGGTATTTGGTCAATGG
+GAACATGTCCTGGGCCCTCAACCATCGTTTGCACCCCGGCTTTTCTAGCCCTCTTCACGAGCCTGCCTAA
+GGTATAAAGCTCGGCTATCTGAAGCTCATCTCCAGCATCCGGTAATCCTCCAGGCCTAAGTCCATCTCCG
+AGGCTAAGAACTACATCGTATTCCTTTGCAAGCTCAAGAAGGTAATCATAATCCTTGTAGAGTGGATTCT
+CTTGATTCCAGTGGAGGATCCACGCCGCTAAAAACGTTCCACCCCTCGAGACCATACCTACTACCCTCTT
+AATCCTCTTCATCTTTTCAACGACTTCCTTGGTAACTCCCACATGGACGGTTGCAAAGTCCACGCCATCT
+TTGAAGTGCTTTTCGATGGCTCTCCACATGTCATCCTCGGTCATCTCTATTATCGCCTTTCCTTTAGCCA
+ACATTTCCTCGGCGGCCTGGTAGATCGGTACGGTCCCTATGGGAACGTCAACCGCCTTCATTATCTTCCT
+CCTTATCTCGTCCAGATCTCCTCCAGTTGATAAGTCCATTATCGTGTCTGCACCGTATTTTACCGCTACT
+TTGGCCTTTTCTATTTCCTCTTCAACGTTTATTATATCTCGGGATGTTCCTATGTTCGCATTAACCTTCA
+CCCTCACACCCGAACCGACAGCGACTGGTTTAACCCAATCGTGCACCTTATTCCTAAATATAACAGTGTA
+TCCCTTGGCAACTAGCTTCCTTAGCTTATCTGGGCTTATCCCTTCTCTATTCGCTATGTAAAGCATTTCA
+TCCGTTATTACACCCTTCTTAGCATCCTCCATCTGGGTCATTTTAATCACCTTGTTATTATATTTCAAAA
+CCAAGTAATTAAAAGGGTTAAAAAAATAACGCTAGAGGGACTTCCTAACTATTACAGTTCCATACCCAAC
+GAAGAGCACCTTATCAGGGTCAAGGGCTTTAACGACCTCTGGCCTATGCGTTATAATAACAGCGGTTATC
+CCAGCTTCCCTAACGATCTCGCTGACCTTCCTTGCAACTCTCATCGCCGTTAGCGTATCTAGGTGGGCTG
+CAAATTCATCTATTAGCAAAACGTTGGGTCTCTCAGCAAGCAGGGAAGCTATCTTTGCCCTCTCCTTTTG
+CCCGGTGGATAATTCCGAGAACTTGGCCCTGTAAAGAACTGCATCGCTTAATCCAGCCCTATTAAGAACT
+TCAACCGCAGCGTTTAGATCTCTTATCTTCCTATAAACGTGCTCAAGGATTGTTTCAGACCCAAACTCTG
+GTTCAATCTCTCCTGGGATTAAGACAGAGACCTTTGCGTTCTTGGGAACCTCTATCTTCCCTGAAGTTGG
+CCTGTATTTCTCTTCCCAGTACCCCTTAATTGCCCCCAGGATAAGCCTTAGCAGAGTCGTCTTACCAGCT
+CCACTTGCTCCAACCACAGCGACAACTTCCCCAGGATTTATCGTAAAGTTAAGGTTCCTCAGAACTGGCC
+TCTGAATAACGCGGTGTCTAACTCCAAACGCCTTCAATAGGTCCTGGATCTCCTGGGGAAGGCCCTTTAT
+ATCGAGCTCGCTCTCAAAAACCTTCGTCACATTTTTGAACACTATCGGCCCCTCTAGCATCTCAACCTTT
+CCATAGCTCGGCTTCCATAGGGGCTCCTTTGGGGCGTATGGGTCTTCCTTAAAGTACCTCTCTAGGTATT
+CCTTAGCTTCCTGAGTTAAGGGGTATATTAGCACGGGTCTTCCGCTTGCCGTTTCCCAGACGAACTTAAA
+ACCAACCTTCTCAAAGAACGGGTTATAGCGGGCCATCTGAGCTATGGTTTCGACGAAGTGCTTCTTCTTC
+CTCATCTCCGGAATTCTTCTCTCTGAAACCCACTCAAGTGCCGCTTTAACGCTTAGTTGTCCCAATCCGT
+CGGAGCGGTAGTCCGGATGAACCACGACCCTAGCTATCCTGGCTCCAGCCGTGTTGCTCTCCCTTAGGGC
+CTTTTCCTTGGCCTTCTCCCAGAGAAGGGATCTGGCCACCTTCTTAGAATACTTCTTCCTTAGCTCCATG
+AAAAGTTCATGCATTATCTTTTCTGGCCAAAAACTCGGTTTGAGCCAATCTTCGGGGAAGACTTTCTCCC
+TTATGTTCCTCTCAATCTCGCCATTCGGTAGCTTCCTGTGCATTAGAGGTATTGGCGGGTCTATCCTAAC
+GTAAGCTAGTATCCTTGGTTCGTATTCTTCCCTCTTCACGAGTTCCAGAATTAGAAAGCGCGAGGCCGGG
+GTTGAGCCCTTGATCTCCAGTATATGAACGTGCTTATCTGTCTTACACTTGGGGCATATTGGTTTTGTGT
+TTGCTTCGATTATCGTTCCGCACTTTTCGCACCTCCAAAGGGCCACCTTCTCCTTCTGGGATGCGTAGTG
+ATATTGCTCAAGCTCGGCTATGAACTCGAAGTCGCTCTCGTACGTTGCTTCCCTAGCCCTTATCTCGTAC
+TCGTAAAGAACGTCCCCCGTAAGGGGAGAGTACCTCTTGGCCTTGTATATCTTCTCCCAGAGGGGCCAGA
+CCTTTATCTTCTCTCCATTGTAGAACTTATAAAGCTCGTAATCGTTGAACTCGAGAACTTTAACTCCATC
+CTTCTCCTTTGGTTCATTTATAACTTTAATCTCGACCTCATCGCCCTCTATGAACCATTGGGCGACACCG
+CTCATGTAGAGTCGATAAACTTCACCTTCACTACTCTCTACCTCGAGAACTCCAAACCAGCGATGCTTGA
+ACTTTGGTATCTTGCTCTCCCTAACCTTCCCCCTAATGATCATGAAAACCACCAGATTACTTTCTCAAGT
+TTTTAATTTAACTGTTTTGCACAAGGATTAAATTCAAGCAGTGGTACTTCCCCTCATGATATGCTACAGG
+CCAATTGGAATAATTCACAGCCCATTCAAGGAACCGAAGGATGTTCCCATTCAGGCCTCTGCAGCAAAAG
+ATATTGAGGGAACCGTAGAGGTGTTCCCAGAGTTTTCTGAAGGCTTAAAGGATATAGAGGAATTTTCGCA
+CATAATATTGATTTATCACTTCCATAGAGCCAAGTTCAAGGGATTGCTAGTTGAACCTTATATGCATGAG
+GAGAAGCATGGAGTCTTTGCAACTAGAGCCCCAGCGAGGCCTAACCCGATAGGGATCTCCGTTGTAAGGT
+TAGTTGAGAGGAAGGGAAACATCCTCAGGATTAGGGATGTTGACATACTAGACGGAACCCCTCTGTTAGA
+TATAAAGCCGTACGTTCCGGAGTTCGACGTTAGAGAGAACGTTAGGATTGGATGGCTTGAGAAAAACGTT
+CATAAGCTAGAGAAAGCTAGAGACGACGGAAGGTTTTTCAGTTTAAACTTTAACTATATATTTCCTGCTT
+CCCTCCTCGAAGCCCCTGAACGAGCCAAGCTTTAGCTTAAGGATTGCCCTATCTATGTCAACGACCTTCA
+TCGCTGCTAGATGTGTAACCTTAGTTCCCTTTAGAAACTCCGGAAGTAGCTGAGCAGTAGGTCCAGTGAG
+GATGAGAAGCTTAGCCTTCTTGGCCCTGTCGAGGATCATATCTATCGTCCCGTTGACGATGCAGGAGGCA
+CTCGCTATTATAACGTCCATCTTGGGAAGCAAATCGTATTCTAAAGCGTCGCTGTAGGTTTCCCTGTCCC
+ATAGCTTAGGGTTCCTCTCGAAGACGTAGACCTCGTATTTACTCCTCAAGGCCTTGACTATTGGTGGCAT
+GTTACCGAGTACAGCTATCCTCTTCACATCTCCTTGAACTAAATCGAGAACATCTCCCCAAAAAGCGTCG
+CTTAAATCAATGTAGTATTGGGAAACTGCGTTTATGGCCGCAACCCCGAGGGTTCTCTCTATGACGTTTA
+AGCTGTCGGCCTTCCTTATGAACTCCTCTAGCGAGGGTTCCTCTATTGAACTTGTGTACCTTTGAACTTC
+CTCCGGCAACGTCATGGCAACTCCGAGCGATTTACCTTCTTCCCCTTTAACTAGAACCCAGGTGTATGGA
+AGGGCGAAGCTGAAGTCGAGTAGTTCGAGCTCGTCAATAAGCTTTAGGGCTTCCTTCTTAATCTTGGAGA
+GTATCATTATATCACCGTCAGCACGTTACGTGGATTATCGCCAAGATTTTCTTCTTACTCCAGAGTTCCT
+CTAAGAGTTTTAGAGCTTCCTTCGTAGGCTTCTCTATGACCTCCTTATCCTTGACAAGTTCCCTACTCTC
+CGGGAGTAGTGAGAGCATTCCATAGATTCCAGTTCCAACCAATAGTAAGTCGAAGTCCTCGATTAGGTAC
+TCCTTAAGCTCCTCGGGATCGAGCTTATGACTCGTCCCATGCTTCCTCTTGCTGATCTCCTTCTTCCTCC
+TCTCTATCTTTCCGGAGGGGTAAATGACTATGTCGTGGTCAAAATCCTTTCCATCTATCCTGACGTGCCC
+AAACCTTACCTCCTCGACCTTCATGCGGCTCAGCCTCCACCGGTCCCGGGCATCAATATCCCAAAGGCCA
+ATCTACATCATCGCCTCTCTGCGATTGCATCTTCCTCGAACTTCTTTATCTCTTCTTTGCTTCCAACCCA
+AAGGACTATGGTTGGCTCAACCGTTATCATACCATCCTTTATCATCGGCTTAATAACGTTAACCGCCTTC
+TCAATGTTATGCCCCCTATCAACAACCTCAATGACAATGGGAAGATCAGTAGATAATCTTAAAACGTCGC
+TCGAGTGAATCCTGCTCTTCTTCCCGAAACCATAGATTCCTCTGTACACGGTTGCTCCAGCGATTCCCAT
+CTCCCTAAGCTTCTCAACTATGGCCTTGTACAAAGGTTTCCCTTCCCACCGGTCGTTCTCCCCTATGTAT
+ATTCTAAGTCTCAGCGTGTTCCAGTGTTCAACCTCAACCATAAGCTTCACCTCCTCGCTAGAATAAAGCC
+CAGGAATACTAAGGTTATTGTAACTAAAACGTTTGCCACAACGTTCATAAATGCTAAGAGGTATTCACCC
+TCCCTCAGGAGGGAAAACGTTTCGTAGGAGAAAGTTGAGAAGGTGCTTAACCCTCCACAGAACCCAGTTC
+CCAGGAATATCCTCCATTCTGATGAAACTTCGAATCCAAAGAAAAGCAACCCGTAAAGGTATCCCAGGAT
+GAAGCTCGCTATAGAATTTACCAATAAAGTTCCGAGGGGGAAGTCCTTGTAAACTGGTAGTATCCCAGAG
+ATGTAGTACCTAGCTAAGGCTCCAAGTCCTCCCCCGATAATGAGTAGTAGCGTTGTCTTTAGGTTCATGC
+TCCACCGTTTAATCGAAAATTTAAAAATTTAAAGATCAGTCAATGGTAGCTTTTCTAAACTCTACTGCAG
+CTATTCCAACGAATATAACCGCTAATAAGCTTAGAACTCCCCAATCTATTGCTAGGCTGAAAGTTGGGTT
+TATTCCTGCTAGATAATACCTAGCCCCATCAACCGCATACGTTAAGGGATTTATCTTGGCTAAGTACTGC
+ATCCACTTGGGCATCGTGCTTATTGGATAGAACGCACCGCTGAGGAAAGTCATTGGGAGCATGAGCATAG
+TTACTATTATCTGGAATCCCTCCATTGAGGTCATTCTCATCGCTATCGCCATCCCCATTCCAGAAACTGC
+TATCCCTACAAGGAAGGCTAGCAGGAGAGTTGGAACTACTCCGGAAAGTTTAAGGTCTGCAAGTGTGAAG
+CTCAGGGCAAGTATTATGGTTCCCTGGATTAGGGCCATTAAAGCGCCTCCAATGCTCCTACCTATTATGG
+CTTCAACCCTTGAGGCCGGCGCAACTAGAAGTTCTTTTAGGAATCCGAACTGCCTATCCCAGATGAGCGT
+TATCCCCTGCATGAAGCCCATGTTAAAGACGGTCATGGCGACTATTCCTGGGACTAAGTAGGTCATGTAG
+TCAACTCCACCAAATATCATCTTGGCCCCAGGGAAGTTGAAAGCACCGGCCCACCCTTTGCCGAAGAATA
+TTAGCCATATTAGGGGATTCAGGAGCGAACCAAGGACTCTAGCCCTGGACCTTATGAACCTCTTCAATTC
+CCTGTAAACCATCGTCATTAGAACCCTCATTGATTTCACCTCCTCATTCTGGCCCTCATAACCACCCTGG
+CGAAGCTTTCTCCACCCTCTTCATCCCTAATCTCCCTTCCGGTTAAGTGCAGGAACACGTCGTTTAGCGT
+GGGCCTGTGATATGTAACCTCAAGGATCTTGACGTTGTTCTTCTGGGCGAGCTCGAACAGCTTCGGCAAC
+GCTTCAGTAGCGTTCTCTACATCTATTCTAACCCTACCATCGGGTAGAAGCTTGCATCCCCTTATGAAAT
+CAGCCTTCAGGCACTTCAGCTCTTCCTTTGGGCTTTCAAGTTTCAGGTAGATAATGTCGTTCCCGACGAG
+CTTCTTAAGTTCCTCAGAAGTTCCCTCGGCTATTATCTTACCGTGATCTATTATGGCTATCCTGTCCGCT
+AACTGCTCGGCCTCGTCCATGTAGTGCGTAGTCAAGAATATCGTCATCTCGTGCTCCTCCTTCATAGTCC
+TTATGTACTCCCAGATGTGAGCCCTAGTTTGAGGATCCAGCCCTATCGTCGGCTCATCTAAGAAGAGGAT
+CTCCGGCTCGTGGATTAAGGCTCTCGCGATTTCTAGTCTTCTCTGCATTCCTCCCGAGAAGTACTTTACT
+GGTCTATCTTTGAACCTCCAGAGCTCGACGAACTTTAAGAGTTCCTCAATCTTTTCCTTTAGTTCCCTTC
+CCTTGAGGCCGTATATCATGCCGTGAATGTACATGTTCTCGTAGGCCGTGAGTTCCCTGTCTAAGCTTGG
+GTCTTGAAATACTATTCCTATCTTCTTCCTAACTTCCTGGGGTTCCTTCACTACGTCGTGACCTGCAACT
+ATAGCTTTTCCAGAGGTTGGCTTTAGTAACGTCGTTAAAACGTGGACGGTTGTAGTTTTTCCAGCCCCGT
+TGGGTCCAAGGAAGGCGAATATCTCGCCCTTCTTAACCTTGAAGGATATCCCCTTTACCGCCGTAAAATC
+TCCGTACTTCTTAACCAAGTTCTCAACCTCAATCGCGTACATCTTTCTCCCTCCGGGGAATTTCACCCAG
+GAGAATTAGCCTAACCCTCCTCGTGAACTCCGAAATTTCAAAAGCCAAAGCCTCTTTCTGTTCCTCGCTG
+AGCTTATCTATGGAATCCAGAATATCTTTCACAACTTTCGCGAGCTCCCTTCCGCCGAGGTTTGAAAACT
+CCTTGAATTTTTCTACGAGCTCGAGAGCTTCTCTAAGTTCTTCTTTGTGTTCTTCTAAGTATTTTAACCC
+CTTTTCGGTTATACTGTAGAGTTTCTTGTCCCTTTTCCCCTCTCCAATGCTCTTTATCAGGCCGGATTTC
+TTTAGGGAGGTTAAGATCGGGTATATAGTTCCTGGGCTTGGGTGCGGAATGCTGTACCTCTTTTCAAGTT
+CCACCATTATCCCGTATCCATGCAGGGGCTTCTCCTTTAGCAAGTTCAGGACGAGCAACTTCAAGTGGCC
+CTTAACTTTAGGCTTCTCCAAATATGTCACCTGATGTATCGACCGATATATTGCTTATAAACTTTGCGAT
+GCTAGCTTTAGGTGGATGTTGGAATATAGCAAAGGGTTTGTAATTATTGAGTTAGCTTGTTTTAAAAACA
+AAGGAGAAAGATGAATGCTATTTCTCCTCCTCAACTTCACTTATGGCCCTCTCAAGTATGTCCAGCCCCT
+CGTCAAGGGTCTCCTCCTCTATCGTTAGCGGTGGCTCTATCCTGAGGACGTTTCCGTTGAAGTGCGTAAC
+GATCAATCCGAGCTCAAAGGCCCTCTCTATGACCTTCTGGGTTTCCTCTATGGCCCTCTCTTTAGTCTCC
+CTGTCCTTAACGAGCTCTACTCCAATCATCAACCCTATTCCCCTAACGTCTCCTATCAGCTCGTGCTCGT
+CCATCATCTTCTTGAGCCTCTTCATGGCGTGGTTTCCAAGCTTTTCTGCCCTTCTTAACAGGTTTTTCTC
+CTCTATCTCCTCTATAACAGCTAGAGCGGCCCTTGAAGCCGTTGGATTGCCCGAGAGCGTGAAGGCGTGG
+CTCAGCGGTGGTAACGAGTCTATGATTTCCCTCCTGCCTATAGTTGCGCTAATAGGTAATCCTCCTCCGA
+GGGATTTGCCCACGGTTATTATATCCGGTCTAACTCCAAAGTGCTCTATCGCGAACCACTTTCCAGTTCT
+CCCCATGCCACTCTGAACCTCGTCCACAACGAAGAGAATTCCGTGCTCCCTTAGGATTTTAACGACCTTC
+CTGAAGTAATCCTTGGGAGGAACCACTATTCCAGAGTCCCCTTGAATAGGCTCTGCAAAGAGTGCCGCGA
+CTCCTTCAGCGTAGACTTCTCCCTCGAATTTCTCCTTCAAGTACTCTACGCATTCCATTTTACAGCTCCC
+TGGTTCCTTCCCGAAGGGACAGCGGTAGCAGTTTGGATAAGGAATGTAGTGAATCTCGCTGAGCTCTCCA
+ACCATTGCCCTGACCTGAAAGTCCAATCCTGTGAGGCTCATGGCGCCATATGTGGAACCGTAAAAGCTCT
+TCATGTAACTCAGGATTGCCTGCCTCTTAGTGTAAGCCCTCGCGTATTTAATGGCCCCATCGTTGGCATC
+CGCTCCCGTAAGTCCAAAGGAGATCTTGGGGTCATCAACGGGCGCTATTTCGGCTAACTTCTCAGCGAGC
+AACAGGGGCTCCACAGGGTAGGAGTAGATGTAGCTTGCGTGGGTAAGCTTTTCCACCTGCTCCTTTATGG
+CTTTAACAACCCTCGGGTTGTTGTGGCCCACGTTTTGAACTGCGGCGTTGCTGAGAAAATCTATGTATTC
+TTTCCCTTCTATGTCCCATATCTTAGCGTTCTCAGCCCTGACGGGAACGAGGGGGAAGTAGTGCATCCTG
+TTAGCCGGGGCGATTATCTTGGAGTACCTCTCGATAACATCGATTGCTTTCATAACGTTCCACCTAACAT
+CTAATTATCAAACACCTTCAATAATTTTTTCAAAGAATTTTTGATAAATGTCAAATACGCTTATAAGGGG
+TTTGGACAACGTTTAGTGGGTGGTTGAGGTGAAGCGGGTAAAGCTGAAACCCATGATAAACGTTGACATC
+CCCCAGGATTTCTCCGAGGTTATCAAGTCAAAGCTTAAGGGGAAGGTTCTCAAGACTGGAGATGTAGTTA
+GCGTTGATATCCTGGGCAAGGAGATAAGGTTTAAGGTGGTTCAGGCCATGCCTTCCCCTCTGACCGTAGA
+CGAGTCTACGGGCGTTCTCCTAACGCGTCACTCCGTTGAAACGTTAGAAATAAATGTTGAAAGTGTTGAG
+GATGTTCTCCTGGGTGATGACATCATCGTCGTCATCAGAGACAATGAGGTTCTAATATTGAACCATGACC
+TTGAGGAAATTTACAGAGAGAGGTTCGAAAATTTAAAGAAGGTGATGGTCAAGGGTAACGTCGTGGTGGT
+AATTGATGGGGAAAAGCTCAAGCTTATCAGAGCGTGAGAGGGCCCTTAAAATAGTCCAGATTTTAAAATC
+CACGTATCCCAGGGAGAGGCACGTATCTGGGGATCCGTATAAAACGCTGATAAGGTGCATAATCTCTCAG
+AGGAACAGGGATGAGGTCACGGATAGGGTTTCCGAGGAGCTGTTCAAGAGGTACCCTAGCATAGAGGCAA
+TAGCAAGTGCCAGCGTTGAGGAGATGCAGAACTTCCTGAGGAGCTTAAAGGTTGGGTTGTGGAGGAGCAA
+GGGCAAATGGATCGTTGAGACCTCCAGGATAATCTTGGAGAAATATAAGGGCAGGGTTCCGGATAAGTTC
+GAGGAGCTGATAAAGCTTCCTGGGATAGGGAGGAAGTGCGCGAACATAGTTCTAGCTTACGGTTTCGGAA
+TTCCAGCAATTCCTGTGGATACCCACGTTTACAGGATCTCTAGGAGACTCGGTTTAGCCCCATGGGATGC
+TTCCCCCGAAGAGGTTGAAGAGAGGCTGAAGGAGTTGATCCCCAGGGAGGAGTGGATCTACGTAAATCAT
+GCCATGGTCGATCATGGAAAAAGCGTGTGCAGGCCGATAAAGCCTAGATGCGATGAGTGCCCATTGAAGG
+AGCTCTGCCCCAGGATAGGTGTTCAAGCAAACTCGAACCAGTAGCTCATATCCAGTAACTTCCTCTTTAA
+CCATATACCATAGAAGTAACCTAAGACTAGGCCGGTTACTAAACCTCCAAAGTGGGCGAAGATGTTTACT
+CCTGGGAATATGCTATTTATCAGGAATAGTGCGAGGGCGTTTATGAGGGCCTTTTGTATGTTCCTCCTTA
+GGACGCCTTCGATGCTAAGCAATGCTCCCACGATTCCAAACAATCCCCCGCTCGCTCCACCTGAGGCTAT
+TCTCGGATCAAGGGTAAAGAGCGATAGAACGTTTCCTGCTAATGCCGATGCGAAGAAAACTATCAAGAAC
+CTCTTAGTTCCAACTATTCCTTCCAGATCAGTTCCCAGGTAGAAGAGCCAGAATGCGTTGAGAGCGAAGT
+GGACGAAACCCATGTGTAGGAATATCGCGGTTAACAATCGCCACCATTGACCCCTAAATACCAATTCGTT
+TATCTGGGCGAGCTCGAGAATTGCCCTGTCGAAGCCCACGATCACTTCATAGATAAAAACCGCCGTGATG
+ATAATCATCAAGGAGAACGTCCCGGGAAAGTACTTATGGAGCCTCAAACTTCTCCCCACTTCAAGTTTCC
+CAGGAACTTTAAAAACCCTTTTCCACACCATAACCCTTTTAAATACCTTGGAGCAACCAAGCTCGACAGA
+TGAACGATGACTGATGGAGGGATGGATGATGGCGAAGCCAAGCTATGTGAAGTTTGAGGTTCCAAAGGAG
+CTCGCTGAGAAGGCTCTCCAGGCAGTTGAGATAGCTAGGGACACAGGAAAGATAAGGAAGGGAACCAACG
+AGACAACGAAAGCCGTTGAGAGGGGCCAGGCCAAGCTCGTTATAATAGCTGAGGACGTTGACCCAGAGGA
+GATAGTTGCCCACCTTCCACCGCTCTGTGAGGAGAAGGAGATACCCTACATCTACGTCCCAAGCAAGAAG
+GAGCTTGGAGCTGCAGCCGGAATTGAGGTTGCAGCCGCAAGCGTAGCTATAATCGAGCCTGGTAAGGCGA
+GAGATTTGGTTGAAGAGATTGCAATGAAGGTTAGGGAGCTCATGAAGTGAGCTCCCTTTCCCCTTTCCTT
+ACCTCACGATCATCGGGGGTGTGAGCTATGGCTGAGGATGAGGGTTACCCAGCTGAGGTTATAGAGATAA
+TAGGCAGGACTGGAACGACTGGAGATGTTACCCAGGTTAAGGTTAGGATCCTCGAAGGAAGGGATAAGGG
+TAGGGTTATTAGAAGGAACGTTAGGGGTCCCGTTAGGGTTGGAGACATACTAATACTTAGGGAGACAGAA
+AGAGAGGCTAGGGAGATCAAGAGCAGGAGGTGAAACTGTTGGCAAGGTGGAACGTTTGCTCATACTGTGG
+AAAGCCCTTCGAGCCTGGAACAGGGAAGATGTTTGTAAGGAACGATGGGAGGGTTCTGTTCTTCTGCTCA
+AGGAAGTGCGAGAGGTACTACTTCATGGGGAGGAACCCTAGGAAGCTTAAGTGGACGAAGGCCTACCAGG
+AGGCCAGGCTTCAGAGGGGCATTAGGAAGTGAGCCTTTCCTTTTTGACCATTAGTTTATAAACCGGAACC
+CCTTTCTTATCCCCATGAGACTTAACATCTACGCAATCCTCTCAATCCTCCTGTGGTCTACAGTTGCATC
+CGCCTTCAAGCTAACCCTTTCAAGGCTAGACCCAATAAGCCTGCTTTTCTACTCCTCCCTAACTTCATCG
+CTGATCTTTCTAGTTGCGAACTTGGTAAGGGGTAATCCTGATTGGAAATCAATTAGTAAGAATAGAGAAT
+CTGCGATACTTGGCTTTGTGAACCCCCTGTTTTATTACCTCGTCCTCTTCACGGCCTACTCCAGATTGCC
+CGCACAGGAAGCTCAGGCCCTCAACTACACCTGGCCGATACTCCTTGTGGTTCTATCCTCGTACTTCCTG
+GGTCAAAGGTTAACGCTCAAGGAAATTGGTGGGGTCATAGTTGGATTTATAGGGATTTTAATAGTTGGAA
+CGAGGGGGAACTTGAGCTCTTTAAGGTTTAGCGACCCTGTCGGCGATGGGTTGGCAATTTCCAGCGCTCT
+TCTGTTCGCTGTTTACTGGGTTATGAACGTTAACGATAAGAGGCCTCCCGAAGTTAAGATGTTCTGGAAC
+TTCGCCTTCGGAACCCTCTACCTCCTACCAAACATCCCCAGGATAAAATTTGACCTCCTGGGTTTGCTTG
+GGGCCATTTACATAGGCCTCTTCGAGATGGGAGTTACGTACCTTCTCTGGTTGAAGGCCCTTGAGACGGA
+TAAAGCGGGCAAAGTTGCATCGATGGTTTACCTAACACCAGTTCTATCCCTCTTCTTCATATCCACAGTT
+GTTGGCGAGAAGATAATGCTCTCGACCTTGGTCGGGTTAAGTTTAATTCTCCTGGGAATCTTTATCTCCC
+AGAAACGCTGATAGAAAAGTTCTGGTGGGCCCGCGGGGATTTGAACCCCGGACCACGCGGTTATGAGCCG
+CGCGCTCTGACCAGGCTGAGCTACGGGCCCTCTCTATCTGGCGCCGCCGCCCGGATTCGAACCGGGGACC
+GCCGGATTAACAGTCCGGCGCTCCACCAGCTAAGCTACGGCGGCGCGCCCAAAAGATAACCAGCACCCTC
+TATTTATAAACATTACGGTCTCCCTCCGAAATCCTTATATCCTAAAGTTTCGTAACTAAAATTTGAGAGG
+TTAAAAAGGAGGTGACGACAATGACAGAGGTCAGATATTACAAGATAGGAGAAGACAGGTTCAAGATCAG
+CGAGGACGAGGTGGCTAGAAGAGAGTTAAGGGTCGCAAAGGTCGGCGATGACGTTATACAGATACAGGAG
+GAGGTTCACGGAATAATAGCGGTAGTGGGGGCTACCAGTAGCGTTAACATAAAGAAAGAGGAGCTCAAAG
+AGCTCGTCAAGCTCGTGAGGGAGGAGTTCGGTTGGGATATCTGAGCTCGACTTCAACCTTTTTTATCTCG
+TCCCCCTCGAGTATATACGCCGAGAATTCCCCTTTCCTGTTAACTATGAGCCAAGGTATCCTCCAGTTCC
+TCATCCCCTTTAAGTCTTCCTCGCTTGGATACGGCGGACAATTAACGTGAGAGTGGAATATTGAAACTGG
+TTCCTCTCCCAGTTTTTCGGCCTCTTCAAGGGCTTTTAGCATCTCCTCAGGGTTCATTTTGAACCTAATT
+GGTGATCTTAAGGTGTTCTCGATGAATCTTGCCCTTTTCCCTATGAACTTATTGCCTTCCCTCTTTCCAA
+ATATGAACCCGCAAATTTCATAATCAACCTCTTTAGCCTTTTTCAATATCGAGGTCAAGACATCGATTGG
+GATGACCAGGAGCATGGTTAAAGGTTGGGAATAACCTTTATAGGGCTTGGCGATGATGAGTGATGGGCGA
+ACTGAGAAGTGATGATGGTAGGTGATCTCTGAGCCAATCCGGATCGGGATGAGGAGTTCAGCCTAGGCTG
+AGGCGTGATGAGGGAGTGACGGACTGACCGATTTAGACTTAGATTAGGCTAACGAAATGAAAGCTTAATA
+AACCGCTTTTCTTTTCCAGTCACGATGGAAGAAGAGCTCAAACCATTGATTGTGAGCATAATCGGTAATA
+CAGTCCTGGGCGTAGTTAAGCTAGTTGTTGGACTTTTTAATTTGAGCATAGCCCTAATTTCCGACGGAAT
+CCACTCACTAAGCGATACCGTAACTAGCGTAGTTGGCTTCGTTGGGGTAAAACTTTCCAAGAAGCCTCCG
+GACGAGAGCCATCCTTTCGGACACTCAAGATTTGAGCCACTCTTCGCCTTCTTCATGGGCGAGCTTCTGA
+TTGTTGTGGCCTATGAGATAGCCAGGGATTCCCTGGGAAGAATGCTCTCTAGGGAGACTATAAGGCTAAC
+TCCCACCATGGTTATCGTTGCGCTACTCTCCATCCTGGTGAAGGAATTAATGACGAGGTATGCGCTTTCG
+GTAGGAAAAAGACTCGACAACAAGATAATAATAGCAGATGCTTATCATCACAGGAGTGATGTTCTCAGCA
+CGATCGTTGTTCTTGTTGGCTTTGGACTGCAAAGGTTAGGGATTTGGTTCGGCGATGCACTAGCTGGGTT
+CGTTGTGGCGTTATTTGTGGGCAAAGTTGGCGTGGAGATACTGCTGGAGAACGTGAATTATCTAACCGGA
+AGGGCTCCTCCTTACGAAGTGTGCAAGAAAATAGAAGAGGTAGCGAGAAGCGTTGATGGCGTCCTGGGTG
+TTCACGATCTTCGGGCTCACTACGTAGGGACAAAGCTTCACGTTGAGCTACACATAGAAGTTTCCCCAGA
+GACCTCACTAAAGAAAGCCCATGATATAAGTGAAGAAGTCAAGAGAAAGGTTGAGAGCTTACCGGAGGTT
+AGCGAAGCGTTCATTCACGTGGATATTAGGGAATAATAACACGTGGAGGTATTGCTTGTATTGAACTTAT
+TCACTCTTGGATACTTCGTATCTTCCAAGGTTGATTTACGAGCATTATAAATCGAAGGTCGGGGGATCGC
+TTTATCCATGATAACCCTTGGAATGCTGTTTGAATTGCAAGACTTGTGGATGCAACTTTCTAAGAACGTT
+CCGTTTAGCGTTCAAAGCTTGTTCTGGGGTTTCTTCGCCGGAAACATGGTTGCTTTATTGTATTACGGGA
+TGATTGGAGTAGGTAAAGTTTCCATAAAGGCTGGGAGAGCTATTGGAAGGGCTTACCACGAGGTCAAGGC
+TTTGAGGAAGGAAGAGGTGAGGTTAGAGAAAGAGGAGAAGAGAGAGCTGGAGGATTTGAAGAAGGTGAAG
+AAGGATTTAGATGAGGCGAGGAAGGACGTTGAAAGAAGGCTCGAGGAGCTTGAGAGGAAGCTGGCGAAGG
+ACGTTAAGGTCGAAGAATTAGACATAAAGGAGGTCTTGGACTACATCCGGGAGGCTCAGGGAATCCTCCA
+GGATTACATGAGAAAGCTCGGATCCTTCAGATACAGGTTGATGCCAGATAGGTTGAGGGAAATTGGAGAA
+GAGATGACGAAGGAGTTGAAAGAGAAGGCGAAGGATCCTCTGAAGAAGGTCGAGTCCCAGACGAAGAGGG
+TGATAGATGACATAGAGAAGTCCCTTGATGTCGTGAGGGACTTGGAGAAGGACTTGAGGAAGATGCTACA
+AGATACCAGGATATCGCTGGACGACTTGAGGAGATACCTCGAGGAGTTCTCGAGGTTTTCCCAGGACTTT
+GGAAGGATAGTGGGAGAATATGAGAGGATAGAGGAAAGCTTGGTTAGCTTTGAAAGGGATATCTCAGAGA
+GAACTCACCTCTCGGAGGTTCTGAGCGAGGAGGGGAAGCTTAGGCTTCTCAAGGATGCGTCAGACAACTT
+GAAGGAGGTAGTTTCAGAGACGAGGAGAGCCTTTGCAGAGGTTCACAGGCTGTCCCAAACGATTTCAGGA
+TTAAGGTTCGACGAGGCTAAGCTAAAGAGGTTGGAGGATTACTTGGAGGGCTTGCTGAGGAAGGAAAGTT
+ATTCTGAGAGGTTGGCAAAGGTTACTTTGAAGCAGATAGAGAAGATCAAGAAGCAGTTCATAGCCTTTGA
+GGACGTTCAGTTCGTTGATTTGAAAAAAGCTAAGGCTCCCTTACTTAAAAGATATAACTAAACATTTAGA
+GAAAGAGGAAGGAAGAATCGAAAAGGTTGAGAAAGATATAAAGGATATTGAGAAGGTTTTCGTCGAGCAC
+AAGATCAAGGATTACGCCAAGGCTTTGGATCCCCTGAGAAGAGCCATAGATAACCTAAGAAAGCTCTCGG
+AAGAGTTCTCAACCGTGGATAAGGGAATTAGAGCGAACATAGTAGGTATTAGGAGGATGGATATCGAAGA
+TACGATAAGAACTGTAGATAAGATCAAGGCGAGGGCTCACAGCGTATTGGAGCACCTGATGAAATTAGCT
+TACAACGAGTCTATGAGGTATAGAAAAGCTCACATAAAGATATTGAATGAACTAAGGAACTTGTATAATT
+CTGTAGTTTCGATGGAGATAAGAACTGGGTTGAGAGATATTCTCAGGAGAAGAGTTTTATCGGCTAAAAA
+GGCTATTCCCGGAAAGCCAAGGGCTACTCCATAACTCCTAACTTTTTCAAGTACTCCTCAGTCTTCTTAG
+CTATTACTTTCGCGAAATCAGGAAGTAATTCATTCTCAAATTTATCCATAAGTCTTCGATATTCGTATCT
+ATCTCTTTTGCTTCCAATTCCCCCGTTCTTAATCTCGGTATAAATTGCGATTCCATCCCCTAATATAGTG
+CCATTTCTATCCAGAAGTTTTCTCCAGAGCTCTGGGTCGTAGTGCTTTATCCCCTCCTTGTAGGGGGTGA
+AGGCGTATTTATCCAAGAACTCCACGAGCCTCTGGAACTCCGGGACTTGGCTCAAAGGCTTCTCGAGGAA
+CTCTTCAAACCTTCTATAAACTTCCCTCGCCTTTCCTTGATTCAACAGGTAATCGAAAGTCTCCAAAGCT
+GTATCCGCTACATTCCCGGGCTTAACGAAGTCGAAGTAAGTCGGATCCCTCCTATATAATTCATAAACCA
+CCGCAGCAACAACAAGATCGTCCAACATTTTTGGAGCTATATCATACTCTCCAGAGAGGAGATCATCTAT
+ACTCTCCCTCATATGTCTATCAAAATACGGCTCAGCGTGGTAATCTTTAACCAACTTCTTCATTTTATTG
+ACAATCCACTCGTATTCACCTTCTTTAATACTAAAGGGATAAAGAAGCGCTAACTTCTCCTCGAGGGACT
+TCATGTTATTATTATGGAGTGACAACAATATAAACTTTTCGCCTACCTAAGAACATTAGAATTCAAGAAA
+AAGCTAAAATTAAAAGTTAAAAAATCAAAAGGCTATTTTCTGAAGTTTTCCTTCACATCGTTGTAGATGT
+ATTCCATCAATTCTCTATAGTATTTGCACAGGGAGTGCCTTTGAAAGATATCTCCATTGATAAGGGAGTC
+GTAAGTGCAACCTCCCATACAATAATGCCAAAACTTGCAACTTGCGCATTCTTTATCAGTTGCGCGAATA
+ATGTAAGTCTCACGTAGATTTGCTTCAATCTGGGATGAAACAGGAGATCCTCCAATCTTTGAACCCTATT
+TATGTTGTCCAAGCGAATAACCATCCTATCGCAAACGTATACATCTCCTTTATGGTCTATTCCAAGATAT
+TTATAGCAAGTCCCTCCCTTTAGAGCACAAAGACCACTATATTGTTCGCGCATAGCGAACGCTTGGATCC
+ACAACTCAGCAGGATATAAGACAACTCCATCCGATCTGCTCTTCCAGATCTCGTATAGCTCGATATACCA
+CTTGGCAAGCTTGTCAAAATCCGGAAAGAACTTATCATGCATCGGGTTTTCTTCCCGACTTGAAGAGACG
+GGACGGGCGTTAATTGCCCTTATTCTTTCCCTGACGATCCAATCGTAGAATTCCTCTGGAGGGAAGCCCT
+CATGAAGCTTCGTTAAAACAGAGATAATCTTCAAGGATAGACCGTTCCTCAGCATGCTTTCAAAAGCCCT
+CTTAACTAAAGGATAACTTCCTCGTCCATTGGCAAGGGGTCTCGTCACGTTTTGGATCTCTGGAGGTCCA
+TCTACAGATAATGAACTCCTTGAAGAACTTCGCCCATCTATCGTCCAATAATCGTTTGAACGGAAAAAGT
+AGACACGTCTTGAGTATTGGAAACTTCCAGGATAGCTTAGGTTCTCCCCGCCTTAACACAAAGACCTGTC
+AAGTATACTCACTTCATAAAGTTCCACTCATCTTTTCCATACCTCTCTTCAACTAATTCCTGGGCGAGCT
+CAAGCTCATACTCCGTTAATTCTCCCTCTTCAAGTGGGAATGCCCTGAAGAACGAATTCCTAAGCAATTC
+ATAGGTCTCCTGCATACTTAGCTTTATCCCCTCCCTTTCCAACGTCGTGACCCTCTCGTAGATGCTCCTA
+ATCCCCTTGTCCCTGAGCTTCTCCTTGGAAACCTTCAAAACGGATGCTAAAACCTCGAGCCTGGTTGAGT
+ACATGAAGGTTCCATGTTGCAGTATTATCCCTTTCCTCCTCGTCTGCGCGGAGCCGCTTATCTTCTTCCC
+GTTCACCACTATGTCGTTTAGTCCAGAGAATCCTGCGTTTAGCCCGAGGTCTTTAAGGGCATCCACCAGA
+GGTCCTGCCAGGAACCTGTAGCTTTCCTGGATGTTCTTTAGAGATGGATGATAATCATCGCTGATGACTA
+CTGAATAAGTTATCTCGCCGAACTCATCGTGGAAAACACTGCCTCCACCGGTTATCCTCCTAACTACTGG
+AATGTTCAGTTCCCTTGCCTTTTCAATGTCAACGTCGTGTCTAACGCTTTGAAACCTGCCTATGGTCACC
+GAGCTCGGTTTAAAGACGTAGAGCCTAACGGTATCTGGAACCTTGCCCTCGCTTCTAGCGATAAGTATAG
+CCTCGTCTATGGCCATCTGCAACTCGGGCCTCGCGACTATTAAAGGTATGAATCTCATGGCCATTACCCA
+TAGGTCTTAGATAATAGATTTTAAAACGTTAGTCTGGAAAAACTTGACAAGAAGGCAATGATGAAATCGG
+TCTTGTCCGAGGAGTGATGATAGTGGTCACCGCTGAGCCACCAACTTAGTTAAGTTTTTAAACTCCCCTT
+TTAATCTCAAACCGAGCAAATGAGGCTTCCTCCTCTGTGGCGGGTTTCCCGCCGGAGGGAGCCGATGTCC
+GAAAATTTTAAAAGGCTATCCCAAAAGTAGGGTTAGGCAGAAATTTGGAGGTGATTTAAATGCCAAAGGA
+GAAGCCCCACGTTAACATCGTGTTTATCGGACACGTAGACCACGGAAAGAGCACGACCATCGGAAGGCTC
+CTCTACGACACCGGGAACATCCCAGAGACCATCATCAAGAAGTTCGAGGAGATGGGTGAAAAGGGTAAGT
+CCTTCAAGTTCGCTTGGGTCATGGACAGGCTTAAGGAGGAGAGAGAAAGGGGTATCACCATCGACGTTGC
+TCACACCAAGTTCGAGACCCCACACAGGTACATCACGATCATTGACGCTCCAGGTCACAGGGACTTCGTT
+AAGAACATGATCACCGGTGCAAGCCAGGCCGACGCTGCAGTTCTCGTCGTTGCAGCTACCGATGGTGTCA
+TGCCACAGACCAAGGAGCACGCCTTCCTTGCGAGGACCCTAGGTATCAAGCACATCATAGTTACCATAAA
+CAAGATGGACATGGTCAACTACGACCAGAAGGTATTCGAGAAGGTCAAGGCCCAGGTTGAGAAGCTTCTC
+AGGACCCTCGGTTACAAGGACTTCCCAGTCATTCCAACGAGCGCTTGGAACGGTGACAACATCGTTAAGA
+AGAGCGACAAGATGCCATGGTACAACGGCCCAACCCTCATTGAGGCCCTCGACCAGATCCCAGAGCCAGA
+GAAGCCAGTTGACAAGCCACTAAGAATCCCAATCCAGGATGTGTACTCAATTAAGGGTGTCGGTACCGTT
+CCAGTCGGTAGGGTTGAGACCGGTAAGCTCAAGGTCGGTGACGTTGTGATCTTTGAGCCAGCATCAACGA
+TCTTCCACAAGCCAATACAGGGTGAAGTCAAGAGCATTGAGATGCACCACGAGCCACTACAAGAGGCCCT
+CCCAGGTGACAACATAGGATTCAACGTCAGAGGTGTCAGCAAGAACGACATCAAGAGAGGTGACGTTGCT
+GGTCACCCAGACAAGCCACCAACAGTCGTAAGGACCAAGGACACATTCAAGGCCCAGATCATCGTCCTCA
+ACCACCCAACTGCAATTACGGTCGGTTACAGCCCAGTCCTACACGCCCACACTGCCCAGGTTCCAGTCAG
+GTTCGAGCAGTTACTCGCTAAGATCGACCCAAGGACTGGTAACATCACCGAGGAGAACCCACAGTTCATC
+AAGACCGGTGACTCAGCTATCGTCGTTCTAAGGCCAATGAAGCCAGTCGTCCTTGAGCCCGTCAAGGAGC
+TTCCACAGCTCGGTAGGTTCGCTATCAGAGACATGGGTATGACCATCGCAGCTGGAATGGTTATCTCAAT
+CCAGAAGGGTGAGTGATCTCCCTTCTCTTCTTTAATTCTTGGGGTGATTTGAATGCAGAAGGCGAGGATA
+AAGCTTGCGAGCACGAACGTCAGGTCTCTTGAAGAGGTTGCCAATCAAATTAAGCAGATTGCAGAGAGGA
+CTGGAGTCAGGATGAGCGGTCCAATTCCACTCCCAACCAAGAGGATAAGGATCGTAACCAGGAAGAGCCC
+CGATGGTGAAGGTTCCGCAACTTTTGATAGGTGGGAGCTTAGGATCCACAAGAGGCTCATCGATATTGAG
+GCGGATGAGAGGGCTATGAGGCAGATCATGAGGATTCGCGTTCCCGAGGATGTTACAATAGAGATTGAGC
+TCATTTCATGAAAACTCTTATATGCCTAATTCTAAATTTATAGTGGGTGCCGGGGTAGCCTAGCCAGGGA
+AGGCGCGGGCCTGGAGAGCCCGTGGGCGTTCGCCCACCGGGGTTCAAATCCCCGCCCCGGCGCCAAAATC
+ATTCTCAATAGAAGAGTTTTGGGGAGGATGAGTATTTTTAAAAATAAAAATGTCAAGTGACGGGAACCTT
+TATTCCAAGCTTCTCTACTAGTTCTTTGTATCTGTTTCTTACTGTTACTTCTGTTACTCTTGCTACTTCT
+GCTACTTCTCTTTGGGTTCTCTTCTCTCCTTCCAAGAGGGATGCAATGTAGAGTGCTGCGGCAACTAATC
+CCGCTGGGCTTTTACCGCTCGTTAAACCCCTCTTGTAAGCCTCCTCTAAAATTTCAATAGCCCTCCTCCT
+AACCTTCTCGCTTAACCCAAGCTCGTCAGCAAACTTGTTCACGTAATCAGTAGGTTTTACAAAGAGTTTC
+TTTGGAGTCAAGTTTAGATTCCTTGCAATAAAACGATAACTCCTCCCAATCTCCTTCTTCTCAACCCTAG
+CAATATCACTAATTTCGTCAAGAGTCCTCGGGACTTTTAATAGCCTACAAGCCGCGTAAACGCAGGCTGC
+AATAACGCTCTCTATAGACCTACCCCTGATCAAACCCTTTCTTACTGCTTCCCTATAAAGCCTAGCAGCT
+TCCTCCTCAACGTGCTTTGGAAGCTTTAACTGGGCGGTAATTCTATCCAACTCGCTTAGGGCGAATGCAA
+GATTACGCTCGGCGGCATCACTAACTCTAAGCCTAGACTGCCACTTCCTAAGCCTGTACATCTTCTCCCT
+CATCAACCCAGTCAAACTCCTATCAATGCCAATATCCGTCGACAACCCCTTGTCATGAAGTAAAATACTC
+TCTGGCGCACCCGTCCTAGAACGCTTCTCCCTCTGAGAAGCATCAAAAGCACGCCATTCTGGTCCCATAT
+CGACTATGTTCTCCTCGATTACATATCCACAGCGTGCGCAGACGATTTCACCCCTTTCGGGGTCGTAAAT
+AAACTCGGTTGATCCACAAACGGGACAAACCCTTTGCTTGGTCACCCAAACACCCCCGCCGGCGGTCTGA
+GAACCCCCTCAATATAACTACGAATACCGAAAGGTATATAAACCTTTTGTGTTACTTCGGCGGGTTAAAA
+TTCGACGCTTAAACAATCCTTTAATACTACCTCCAAGACTCCAGAGTGATGAAGCTCAAAACTTTACCCC
+CAACGCTTAGGGATAAGAACAGGTACATAGCCTTCGAGATAATTAGCGATGATGAATTCACGAAGGATGA
+GGTGAAGAGCCTAATATGGGAGGCCTCGCTGAGGGTTCTCGGAGAGCTTGGAACGGCGTTGGCCAAGCCA
+TGGTTCATAAAGTACGATCCAAAAACGAAGACAGGGATAGTTAGATGTGATAGGGAGTACGTGGAGCATT
+TAAGGTTTGCCCTGATGCTAGCCACTGATTTCAATGGTAAAAGGCTAATCATAAGGACTCTTGGAGTATC
+GGGAACGATAAAGAGGCTTAAAAAGAAGTTTTTGAGCCAGTATGGTTGGAAATGAGGTGAGAGCATGGAA
+GTGCTTGAGGAAAAACCAAAGGAGGGGAAGGTTAAGCTCAAGGTCGAGACCCTCGATGATCTATGGCACC
+TCTATCACGTGATTTCCCCTGGGGACATTGTTTACGCCAAGACCCTTCGAAAACAGGCCCAGAGGAGTGA
+CTCCCTAAGGCCGGAAAAGGTTGAAGCGATTCCAGTGTTCCTGGGGGTAAGGGCTGAAAAGATAAACCTC
+CACAGGTTCGCGAACCAGCTTAGGGTCACTGGGCCCATTGTGTACGCTAGCAGGGATGACGTTCCTCTTG
+GGAAGTACCACACGATAGCCGTTGAGCCCGGCATGACGATAACCATACAGAAGGAGAGGTGGAGGAGTCA
+CCACGTTGAGAGGATCAAGGAGGCTGTTGAGGCCTCTAAGAGGGCAAAGGTAATGATAGTTGCGATGGAA
+GATGGTGAAGCTGAGGTTGCCATAGTTAGGGAGTACGGCTTGGATTTCATTGCCAGCATTAGGCACAACA
+TTGGGGGCAAGAGGTACAACGTCAAGAGGGAAGACGAGGAGAAGAAGTTCTTCCACGACGTTGCAAAAAC
+AATCAAAGACTTAATCGAGAGGGAGAACGTCCAGAAGGTTATAGTTGCTGGCCCCGGATTCTATAAAGAG
+AACTTTTACGGGTTTCTTAGGGAGAACTATCCCGAGCTAGCTGGGAAGGTCGTCCTGGATGACACGAGCA
+TGGGGGGAAGGGTTGGCGTTTACGAGGTGATAAAGAGGGGAACCGTGGACAAGGTTTACACCGAAACGAG
+GGTTGCCCAGGAGATTAAGTTAGTCGAGAAGGTAATAGAGAGGATAGCCAAGGATGAGCCAGTTGCTTAC
+GGATTAAAGGACGTTGAGGAGGCCGTGAATTACGGTGCCGTCGATACATTGCTAGTCTTGGATGAGCTAC
+TTAAGGGTGACGATAGGGAGAGGATAGAGGAAATCATGGAGATGGCAAGGAATTTAAGGGCGAACGTCGT
+GGTGGTTAGCTCGGAGCATGAGGGGGGAGATAAGCTTAAGGCCTTAGGTGGCATCGCCGCAATCTTGAGG
+TTTAAGATTCATTAAGGAGGGTTGATCATGCTGTCGAGGGTTAAGGAAGGTGCGAGGGAGAAGATAATCA
+AGGTGATAGAAAGCCTGGCCCCAGGATGGAAGGGAGAAATCGAATTCAAGGATACTCCAAGCCCAGAGCT
+TGGAGACTTTGGGACTCCCGTAGCCTTTAAGCTTGCGAGGGTTATGAAGAAACCCCCGTTTCAGATTGCA
+GAGTTGATAGTCGAGGAACTCAAGAAGGAGTTGCCCGAGGGTATTAGAGAGGTTAGGGCGATTAATGGTT
+ATGTCAATTTCTTCGTCGATTACGGTTACTTGGCAAGGCAATTGATAGTTGAAGTACTTGAAAAGGGGGA
+CAGGTTTGGCAGTAGCGATATCGGGAGGGGAAAGAAGGTTATAGTGGAGCACACCTCAGTTAATCCCACG
+AAGCCCTTACACATGGGACACGCAAGGAATGCCATTCTAGGGGATTCAATGGCTAGAATCCTAAGGTTCC
+TGGGCTATGAGGTTGAGGTTCAAAACTACATAGACGACCTTGGAATTCAGTTTGCACAGGTTTACTGGGG
+CTACCTTAAGCTCAGGGAAAAGTTCGAGAAGATCATGAAGGAGTTGAAGGAGAAAGGCATTAAGGAAGAT
+CCAATAGATCACGTCCTCGGATTGCTGTACGTTGAGGTTAATAGGGTCCTTGAGGAGAATCCCGAGATAG
+AGGCCGAGATAAGGGATATCATGAAGAAGCTTGAGAGCGGGGAACTCAACGGTAGAGAGCTAGCGGAGAG
+CGTGGTTAGGGCCCAAATGGTTACAACGTACAGGCTGGGCATTAAGTACGATCTTCTTGTTTGGGAAAGC
+GACATCGTTAGTAGGAAGCTCTTCGAAATAGCGGTAAAGTTATTGGAGAGGAATGAGAACTTTTACACGC
+CCAACGAGGGTAAGTACAAGGGAGCCTTCGTTATGGATCTTAGTAAGCTCTTCCCGGATATGAAGAATCC
+GTACCTCGTTCTGAGGAGGAGCGATGGGACCGCAACGTATACTGGAAAAGACATAGCTTATCACCTCTGG
+AAGTTCGGTAAGATTGATGTTGATTTACTGTACAAGCCCTGGGATGAGCATACGTGGACAACTGCCCCCG
+ACGGAGAGAGCGTTAAGGGCAAGTTTGGAGGGGCAGATATCGTTATAAACGTCATAGGGGCTGAGCAGAG
+GCACCCACAGATGGCCATAAAGCACGCATTAAAGTTGCTGGGCTTCGAGGATGCAGCGGAGAATTTGCAT
+CACCTAGCGTATGAGCACGTTGAGAGGCCTGAAGGGAAGTTCTCGGGAAGGAAGGGAACTTGGGTTGGCT
+TTACGGTGGATGAGGTGATTAATGAGGCCATAAAGAGGGCCAGGGAATTAATCGAGGAGAAGAGCCCAGG
+ATTGAGCGACGAGGAGAAGGAGGAGATAGCTGAGAAAGTTGGAGTAGGAGCGATAAGGTACAACATGGTC
+AAGTACAGTCCGGACAAGAAGATAATCTTCAGGTGGGAGGATGTTCTCAACTTCGAGGGAGAAAGTGCCC
+CCTACATCCAATATGCCCATGCGAGGTGCTCCTCGATACTGAGGAAAGCCGGGAATCCGGAGTGGGAAGC
+TTTGCTTAAAGAAGCAAACTTCAAAGAGCTCACGGAGAGGGAGAGGGAGTTAATAATACTGCTCTCAAAA
+TTCCCAGAGGTGGTTGAGCAGGCTGGTAGAGATGTTAAGCCCCATCTAATAGCCTGGTACGCGAATGAAC
+TAGCTTCGCTCTTCAACAAGTTCTACATGGATCACCCAGTAATAAAAGCTGAAAAAGGGATAAGAGAGGC
+AAGACTACTGCTCGTTATGGCCGTTAGGCAGGTTCTCAGGAACTCCCTGTGGCTCCTTGGCATTGAGGCT
+CCGGATAGGATGTAGTTTATTCCTTCTCCCTCATAACTTTGACGAGCTTGAACTTCCTTCCGTTGCATTC
+AACGTCTCCCAGTATTTCTATTATCTTTACCGTGTCACCCTCAAACAAGCCCTCTGGCCTTACCAAATCT
+AGCTTCTCTGGATCGTTACAATCCACGAAGCGTAGCGTTAATTTGCTTCCAGCTATAGCATACCTCGGCT
+CCATCAGCACCTCTATAGCTGGCTCGACGACTTCAACTACCCTAACCTTACCCTCGTGGAGGGGGCAGGG
+GTGTTCTATGTTCCTAACTTTTATCACCTTGTACCTCCTTCCAGGTTCCAGGTTCCCTATGCACACTCTT
+GCAAGCCTACAAGTCTTACAGGGTTCTCCTGGGCCATAATAGATGAACTCAAGCCCGGGTTTGGCTAACT
+TTTCCCCAACCAACGTGATTACCATAACAACACCTCCTTAAATTACACCCGTGATTTTAGCTGCCTTTTC
+GGCGGCTTCCCTAGTTAAACCCTCCTTGCCCAGGATGGTGTACCTTTCTGGCCTGATTTTGTGAGCTATA
+GTTAGGGCCTCTATTATTATCTCCGGATCTATTCCTAGTTCGTAAGCACTCGTTGGCGCGCCTACTGTTT
+TCAGGGTTTCCTTGATCTTCCTCCAGTTTATCCCATGCAAGTACGCCATAATTATGGTTCCTATTCCGGT
+CTGCTCTCCATGCAATGCCGGCTTATCAAGGAGAAGGTCTAAGGCATGACTAAATAGGTGTTCCGCTCCG
+CTCGCTGGCCTTGAAGAACCAGCTATGCTCATGGCGACCCCGCTTGAAATCAAGGCCTTTATGACCTTTC
+TAACTCCTTCGTCGTTGCCGAGCCTTATTATCTCAGCATCCCTAATCACCATCTTGGCACTCATTAAACT
+GAGTGCAGCGGCGTACTCGCTGAAGTATTCCCCTTTGAGCTTGTGGGCCAATTTCCAGTCCCTAACCGCT
+GTTATGTTACTTATTACATCCCCAACCCCAGCCGCTAAGTATCTCCTGGGCGCCGTCTTTATTACCTCGA
+TGTCGGCTATCACTGCAATAGGCGGTCTGGCCTTTATCGACGTTTTTGCCTCTATGCCTCTAATAGAGGC
+GTTTGCACTCGCTATTCCATCGTGGGAGGCCGTTGTGGGGAAGCTTATGAAAGGTATTCCACTTCTGTAG
+CTTGCCAACTTTGTTACATCTATTATGCTTCCTCCTCCAACGGCTATTGCCCACTTAATGTTGTAGTCCC
+TTATTTTAGCCTCAACCTTTTCGACTTCCCCTATGTGAGCCTTCTTCACGGTGATCGAATAAACGTCAAA
+TTCATCCCTAATCGCTTTTTTCACACTCTCGCCGGCTATCTTCTTGGTAACTGGCCCATAAACGACTAAG
+CCAGGGGATTCCAGCTTTAACCTTTTTATAACGTTATTAACTTCTGGAACGAGATTCTTGCCAAGAATAA
+CTTCACGGGGAAACTCCATTAGGTGCATTGTGCCTCGCCTCATCTTACGTTTAACTCCTTAAAATCTCTT
+GCGTTAGAATAGGATGGTGCCGGGGCGGGGCTTCGAACCCCGGATCTCCCGGTTTCTCAGGCTCCCCGAA
+GCGGGGAGTGACCCTATGAGCCGGGCGCTTTGACCAGGCTAAGCTACCCCGGCACTGCCCGGAATTACTC
+ATTCACGGAAGACTTTTAAGTCTTTCGCTTAAGGAAGTTTCAAGGAGGTAAGAGGGATGAGAGTTGGTGT
+TAGTATATATCCTCACTTCATAAAAGAGGGAAAAACCCTGCCCTCAATACTTGCAGAGGTAAAGATAAAG
+AATTACGACTTCGTTCAGATATTTCCTCACGCTCTCGGCCTTATCAAGAATGGCACCGTCGTTGAGTCAG
+TTCTTATGGAGGTTGAAACCGCCCTTAAGGGAGTGGGAATAGATTACATAGTGAGGATGCCCGTCTCCCT
+AAATCTGAGGGATAGCATATACTACTCTAGGCATTTCAAGGTCGCGAAGGCAGTCCTTGACGTTGCTATA
+AAGTTAGGTGCCAAGATAATAGTTATGCAGAGTGGGAAAACAGGGAGGTTGGATCTGGAGATAGACGCGA
+TAAGGAGCTTAGCTGACACTGCCTCGAAGTTCGGTATAAAGATAGCCTTGGAGAACACCTTCAGCGTTAA
+AGATACCCTTTACGTAATAGACAATGTTGATAGGGAAAACGTAGGTTTCGCTTTAGACGTTGCTCACGCT
+TTCCTGAGCGCCCAGGGAGACGAGAATAAGTTGCTTGAAGATGTAAAGCTTGGAATAGACAAGACGATAC
+TCTTGCTCGTCCACGACAACTTCGGGAAGATGTTCCCACAGGTTGAGCCAGAGGATGCGTTAGCTTACGG
+TGTTGGCGACCTACACTTGCTCCCAGGAGACGGTAAAATACCATTTGGAAAAGTTTTGAGGCTCTTTGAC
+GACGTTCCAATCCTAGTTAAGGTCAAGGATCCAAAGATATTCTCCAATCTACCACCGAAGGCCGAGCTAG
+TGGAGAGGCTAAGGAGGTGATGCGATGCCAGCGAGGGAGATGAGGATGGAAATGTTCCTGAGGGCTCTGC
+TTAGACGGGACTTCGACAAGGCTAAGTCACACCTTGAAAAGTTATCGAAGCTGGTTAAGGATGATGAGTG
+GGGAAGGGGATATCTAAAGGCTATAAACGGCTTTATGAGTGCTATCAAGGACAACGATTCGGATTCTCTA
+ATATTTAGGCTGATAAACAACCCAGACCCAAAGGAAATCGAGGGTTTACTCAAGAGGTTTGAGGAGATAA
+AGGAGCAGGAATTCAGGGATGACTATGAAAGGGGCTATTATACGGCGTGGGTGGAGCTCCTTCAAGCTTA
+CCTATCGCAGTCAAGGTTGCCAGTGAAAAGGTGATATGAGTGGCGTCAAAGGAGGAGCTCATGAAAAAGC
+TCGAAGAGAAGATTAGGAACTGTAAAAAGTGCCCACTTTGGCAACTTAGGACGAACCCGGTTCCAGGTGA
+TGGGAGCTACGATGCCAAGGTGATGTTCGTAGGGGAAGCTCCTGGGTACTGGGAAGACCAGCAAGGTTTG
+CCTTTCGTTGGAAAAGCTGGAAAGGTTCTTGATGAGCTCTTGAAGGGCATAGGCCTTAATAGAAGGGAAG
+TTTATATAACGAACATAGTGAAGTGCAGGCCCCCAAACAATAGAGATCCAACGGAGGAGGAAATTAAGGC
+GTGTGCCCCTTATTTGGATGCCCAGATAGATATAATAAGGCCGAGAATTATCGTGACCCTCGGAAGGTTC
+TCCATGGGTTATATTTTAAGGAAATATGGCTTCCAAGTTGAGCCCATAAGCAAAATTCACGGGAAGGTTT
+TCGAAGCTAGGACTCTCTTCGGCAAGGTTTACATAGTTCCCATGTACCACCCAGCCGTTGCATTGTATAG
+GCCTCAACTGAGGAAAGAGCTTGAAGAGGACTTCAGGAAGCTCAAGGATCTCATCGAAAAGGTGGTTTAG
+GCAATTGCCGAAACCTTTATATTCTTCCTGGGTGGTAATTAAAACATGCTAGAGAAGGAAAAGGAGATAC
+TGGCCAAGAGGATTGCTGGTGAGATAGTTCTCTCTCCAGACCCTGGGAAGACAATGAGGAAGTGGCGTGA
+GATATTCGGTATAAGTCAAACCGAGTTGGCCGATTACCTAGGTGTTTCCTCATCGGTGATTAGCGACTAT
+GAGGGCGGAAGGAGGAAAAGTCCTGGCGCTTCCACCATAAGGAAATTCGTTGAGGCCTTAATTGAGATAG
+ATGAAAAGAGGGGTGGAAACGTCATAAAGGCCTTCAGTAGAACCCTTGGCAGTGAAATTCCAACGAACGC
+TATCCTAGATATAAGGGAATTCGACATCCCCGTTACCGTTAAAGATGTAGTTGAGGCCGTCAGGGGCGAA
+ATAGTAGCAAACCCTGATTTGGTTGACAGGAGGATATACGGTTACACCGTTGTCGATAGCATTCAGGCAA
+TACTTGAGATGTCGGCCGAGGAATTCTTAAAGCTCTACGGCTGGACCACCGAGAGGGCCTTAGTTTTCAC
+GAAGGTAACTACGGGAAGAAGCCCAATGATAGCCGTTAGGGTTCAAGGACTTAAGCCCGCAATGGTAGTC
+CTTCACGGAGTCAAAAGATTAGACGAGCTTGCCGTTAAGATAGCGGAAAAAGAGAGAGTCCCCTTGGTAG
+TTTCAAGGGCCGAAAACGAGACCGAGCTAATAGCCGGTTTAAGGAAGCTAGTCGGTTCATTCTAGCCTTT
+CTCTCCTCCAAATGCCTTCCTCGGCCAGCTTAGTTAGCCTATCCTTTATGTGAATCAGAACCTCACTGAG
+TATTCTCGAGTTATCGTAATTCTTAACTATCTCCTCGAGCTTTTCCCTGGGGTAATTCCTCATTTCCTTG
+GCGAGCTCTATCATCCTCGGGTAGGCTCTTATTATGTTATCAACTATTGTAATATCCGCCATCCTTGCGC
+TCCTCGACAATGGGTTAAGATCAACGGTTATCACGAACTTCCCCATTCTTACTAGGGCTTCAGTCCTGTC
+ACCGTCCTCAAGGGGAACTAGAACTACATCGGCTTTCCAAATTCCTTCCTCATCGACTTTTCCCCTCTCG
+CTCTCGAGCCCAGGAATTCTTTTGGTTGGGTTTATGCCTAGAACTTCCTCAGCCCCGGCTTCCCTAAGGA
+CCTCTGCAATCTTTTTGACTCTCTCCTCTGTTCTGTAAAATAGGTTCACCTCCAGTTTGGCTCTTAGAAC
+TTTAGCCAACTCGACTGTCTCCCTTGGAACTAGGGCCGCTACATTACCATTTACGGATAACACGGGGTGT
+TTGGCCAAAAGCAACTTTGCAACCGCCGCTCTCATAGCCTCCTCGGCCGGCTTTATCGTCTTCTCGCCGA
+TGAGATAGTCGAAAGCCTCTCCCCTGCCGTGGGCTATTAAACCTGCTTTGGCCGTTATCCCCCTTTCCAT
+CCCCTCAATTATCTTCTCCCTGTAGAGTAAACTCCAGTACCTTGGGTGGCTCTTTGGTATTTTCACCATG
+TTTACCCCAGGAATAAGTAGGGAGGGGGAGGATAAAAAGGTTCAGCCTGATGTGCACTCATCACTTGCTC
+AGCTTGGATGGAGGCTCATCATCCCTTATAATTTCAAGCGTGTATTTGACGTTGGTTCCACTTAATTTTA
+AGTGTGCCGATGCTGAGCAGTACTTCTCTTGACTAAGCTCTATGGCCCTTCTGGCCTTCTTTTCATCAAC
+GTTCCCGTATATCCTGTAGTGGATTGTCACCTCTTTATATATCCTGGGGTGCTCTTCCCTCCTAACACCC
+TCTATCTCAACTTCGAGCCCCTTTATCGGTTCCCTCATCTTTTCGAGTATCATCACGACATCATAAGCCG
+TGCATCCAGCGACGCTCAATAGGAGGAGCTTCATTGGACTTATTCCACCTTCTCCAAGTATCACCGAGCA
+CTGGTCACCCTCGATCCTGCCTATGAACTGTTCTCCCTCGATCCACCTCACCCTACCTTTAACGATTGTC
+ATAATTTTCACCTATTCAAGCTAGAAGTTAGCTTCTTATACCTTTTCCTTCCAGCATTGTAAGATGTACA
+TAAGGCCCTTTGACCCATGGAAGTCAAAGCTCTGCACGTGCCCCTTCAAGTACACCCTAAACCCCTACAC
+GGGTTGCGATCATGCGTGCGTTTACTGCTACATAACCGGCTATATCCCAAAGGCGTTCAAGGTTAGGGTT
+AAGAGTAATCTCCTCCCCCAACTCGAGAGGGAGCTCAGGAAGTTCAACAAAAACTTCATAATCGCGATGT
+CCTATTCATCTGATCCGTATCCAACGATAGAGAGACACCTCGGCATAACTAGAAAAGTTCTCGAGCTCTT
+TAGGAGGTACAACGTTAGGTGCTTACTTCTCACGAAGTCAGACATCTTCGAGAGGGACATAGACGTGCTT
+AAGGATCTTAGGTGTGCCGTTGGGATCACGGTCACGACGGTTGACGAGGAGAAAGCTAAGTTACTCGAAC
+CCAATGCACCGTTACCTAAGGATAGAATAAGAGCCCTCAAAAAGGCCAAAAAGGAAGGCATTCCGGTTTA
+CGCTCGCATAGATCCAATAATACCATTCTATACCTGGGAGGACTTTGAGGAAACCGTTGACGCTTTGAGC
+TTCGTCAGCCATATAACGGTCTCAACGCTAAAGCTCAGGCCGGACATAAGGGCTAGGATGAGGGCCAAGT
+TTCCGGAGCTAATGAAGAAGCTCGAGCCCCTATACACCGAGAGGATGGAAGGTTACACCTACTTAAGAAA
+GGACATTAGATTCAAGATTCTGGATGAAGCGAGAAGGATTATCGAGGGGAAGGGCATTACGTTCGGATCT
+TGCAGGGAAGGTTACTACTCATACCCAACCTGCGACGGTTCTCACTTGGTTCCTTAACCTAAGCTATCTC
+GAATTGCTCGTACGGACTCTTCCCTTTTCTATGCTTCATTAAAATCTCGTACATTGCCTCCTTAAGGGTT
+GGGGACATGTCGTCGTCGAGGAGTATGTCAGCTCCAGAATAATTGACCTCCTTGGCCTTGCTAATAAGAA
+CGTTAACGTACGGCATGAGCTCTGAGATTAGTATTCTTCCTATGGATGAGTAAGCCTCTTCATCGATTTC
+GCTATCGCTCTCTATTCCAAGGTAGACTATGTACCCAGAGGCTTGAAGTGCTAAGATGAACTCATCCTCG
+GAAACCTCAAAGAATGAGAAGTTATAGGATGTCGAGCTTATCTTTGCAATTAGAACCCCTTTTATCGATA
+GCGTGACCACCTCGCCATCCACTTCGAAAACTAGATCCCTCGCAAGCTCCTGGGCCAGAGAGTAGAGGTG
+GAGTATGTTGTTCATTCGACCACCTCCACTATCTCCCCTTCTCCAGGAGGCAGGACTGCCATTATGTCTT
+CTTCTGGAACCTTATAGCCCCACTTCTCAAGTATCTTCTGAATCCTTTTTACCAACTCGCTCTTCTTCAC
+GTCCCCAGGTCTTATCACTATGTACTTGTCGGTGTGGGCTTTTACCGCATCGACGGGGCCGCACATGACG
+AGCTCTTCCCCTTCGTACTTCACCACCCCAACCGCCAACTTCAGCGGAATACCGTGCATCCAGTTCCTCT
+TCCCGTACACCATGAAGGCTCCCTTGGGAAGGAACTCACCGCTCGGCGCTTGCTTCTTCACCTGCTCTGG
+ATAAACCCAGTAAGCGTCCCCAGAGTACAACCCTTCGCTCCAGGCCCTGCTCATGGAAACTGCGAACTGG
+CAAGCTTCGAATATCGTCCTCTCGCTGGCCTTTTGTCCATCCTTTATTATGACATGAGGAGCTCCCCAGA
+TGTCGGCGTGGCAGTAAATGTCGTTCTCTTGCATGTACTTCCTAACCACTATCTCGTTGGTCGTAGCGTC
+CTTCCCTCCTATCACCAGGAAGCCCTCACTGCTTATGAACCACCTGAACTTCTCGAACCACTTCTTCTTC
+CTCTTCTCGATCTTTTTAACTTGGATTTTCTTCTCTTCCTCTTCTATCTCCTTTTCAATCTGTTCAAGTT
+TCCTCTTAAGCTCCTCGTAAGCTTTCTTAGCTCCTTCAAGCTTGTGCTTGGCCTTCTTAGCTTTCTCGTA
+GTAGAGCTCGGCGTTATCGTTTATGCTCCTGTTAAGGTAGAGCTTTATTTTCCTACCTTCGAGTTCTATC
+GTTATTGAGTCCTCCTCAGGGTTAACGTTCTTAACCAGGAGTGCAATCTTGTTTCCCTGCTTCTTCCCCT
+CTTCAAGCCTCTTCTTGAACTCATTCCATCCGAACTTTTCCACGGCCTTTGAAAATTCCCTAAGAATTCC
+GTCGATTATTGTGTAGTTTGCGTATATTAAATCTCCAATCTCCTGGTTTTTCCTTGCTTCCTCCTCAAAT
+CCCTTTATCATCCTCTCCTGTCTTTCTAGGGTAGCCATGAGCTGTTTCTTCTTTTCTTCTAACTTCCTGG
+TTCTCTCTTCCTTGGCCTTCTCTATGGTCAACTTGCCGAAGTACTCATCTAAAGCCTGGCTGAAGGTTTC
+GAAGTAAACCCTCTCGTAGCCCTCGTACCACTTAAGCTCTATCGGGACGACATCTATCATTTTACCTTCC
+TTGTACACTATGTTGGGCTTTTTTGGCGAATTAAAGACCTCTTTCATCTTCTCGTATATCACCTTCAACT
+CATCTTCGCTAAGCTTCTTGACGTTCTTTTTCTTGTCTATTCCAGCCCTCAGTAGAATTTCTTCCGCGTA
+TAGTCCACCCATGTTGAGTTTCCTAGCCAAAGCTCTAACTATCTCAGTGTCTTCCCCTTTAATGAGCTCC
+ACGAACCTATCCCAGGAAACCTCTAGAGGATTTTCCCTCGCCGGCGGATACTTGTACTCAAGCTTCGGCT
+TTATCGCCCTGTCCTTAAACTCCTCGTACCTTATCGCCCCTATTATCGTGTTGTTCTCATCAACCAGGAT
+GACGTTACCCCTTCTGAAGAGCTCTGCTATTATGGTGAACTTTCCAATCCTAATCTTGACTATCCTATCG
+AAGTCGTGTTGCTCTATCCCATCCACGAAGCTCCCGCTCAGGTGCTTCCTCAATAACATGGCAAAAGAAG
+AAGGTTGGGGGGATTCCTTTATGTAGCTCGTCAGGTGTATTCTTTTCCCGGCCTCTATTATCAAATCCTT
+CCTGCCTTCCCCAGCCTTGTGGAGCTTTATCCTAACCTCGTTCCCCTCGTGATAAACCTTGTCAACCCTA
+GCTCCAACGATTTCTTCCTTGAGCTCCTGGACTATGTACCTTATGTCGACGCTACTCATCTCTTCCTTCA
+TAATCATCCTCCCGAGATCTCCTGGAGCTTCCTCCTAACTATCTGGCTCACTAGCTTTCCATCTGCTTTT
+CCTCTCACCTTTGCCATGACCCTACCCATTATCAACCCCATAGCCCCCATACCTTTGGCCTTTACGACCT
+CGATGTTCTGCTGTATAACTTCCTCTATTATCCTCGTAACCTCTTCCTCGCTTAGCAAGGTCAATCCCTT
+CTCCTCAGCAACCTCCCTGGCGCTCTTGCTTGGATTCCTTGCCAGCTCCTTGAATATCTCCTCAAAAGCC
+TCCTTCGCTATTTTACCCTCCAGGTAGAGCTGGAACGCTTCTCTTATGTGTTCATCCGTTACGTTCTCTA
+TCGGAACCTCCTTCCTCAGTCCCTTAAGAACTACCACGAGAATTGATGCAGCCAGGGAAGGTTTAACCCC
+CATGCTTACCAGTTCTTCGAATAGCTCATCCCTTTCATCGTCAACCAGCGTCTGAGCTAAGCTCCTGTCA
+AGCTTGTACTCCTTGACGTACCTCTCAACCTTAGCCTGTGGGAGCTCGGGCAAGTTCTCCTTTATCTTCT
+TCTTGAGGTCATCTGGAATCCTAAGCGGTGGAATATCGGTCTCTGGGTACATTCTGGCCTTTCCTGGGAG
+GGGCCTCATATACTCGGTGTTCCCATCTGGCAGTGCCCTCCTGGTTTCCTCTGGAACACCTTCTATAGCT
+TCCCTAGCTCTCTTTATAACCTCCCTAAGCGCGTTCTTTGCTTTCTCCTCTTCAGCGGCGACCAGAACGA
+AGGCATCCTCTTCGCTTAAGTTGAGCCTCTCTATTACCTTGTTAACTTCTTCTTGGCTTATACCGTAGTT
+TGGAAGCTCGTCTATGTGGAATATCCCAGGGACGTACTTCTTAGCCCTATCCGCGAACTCCGTCCCTAGC
+CTCCTACCAGGTTGGATCTCCCTTCCGATTAATCCCCTGAACTTTGGAAGCTTTATTGCGAGAACCTTTC
+CTCCCTTCTTTATTACCCTTGCTATGATCTTTGACTTCGTGTTCTCGAAGATATCGGTGACGTCGTAGAA
+TTCCTCCTTTATGTCCTTGGGCTTCACTCCCCTCTTCCTCAGCTCATCCCTTATCTTCAGAAGGTTGAGT
+TGCCTTTCAACTTCCCTCTCTATTATTATCGGTATCATGTCAAGCTCTTGAACTCCCTTTATCTCTATTC
+TTGCCCCTCCCTTTATCGAGACGTTTAGGTCTTGCCTTATAGTCCCTAGACCGCGCTTGACCTTTTTAGT
+GGCCCTCAAGGCATCTCCTATGAACTTGGCAACCACCTTGGCCTGCTCGGGATGGTGTATATCTGGGGTC
+GTGCTGATCTCTATTAGCGGTATCCCAAGCCTATCGAGCCTGTAAATAACTTCCTTATCCTTCCTCTCTA
+TTATCCTAGCTGCATCCTCCTCGAGACATATCGTTGGAATTCCAACAGCTCCCCAAGGAGTTTCAACTTT
+CCCGTCGGTTGCTATTATTGCAGTCCTCTGAAATCCGGAAACATTGGAACCGTCGATGACTATCTTCCTC
+ATGTAGTAAACCTCATCAACCGGCTTGGCGTTTAGGAGGTAAGCTATCTGGAGCGCGACCTCTAATGCTT
+CTCTATCGGGCCCTCTCGGAGGTTCCTCGTCCATGTAGACTAGATCCGTAAGCTCGTAGTTCCCCTCGTA
+CACGTACACCCTTCCCTTCTTGAACTCCTCCAAGGCGGCAGGGTCTATCTCTCCGAGCTCGCTCATTGTT
+GGTCTTAGCCTTCTTTGGAAAGTGAACTCGACCTTATCGCTAAGCTCGCTGGGAACTGGAGAAAAGAGCT
+TCTTAGTATCGAGTTGCCTGTGAATCTCCAACCCAACCTTAAGCCCGAGCTCCTCATAGTTGAACTTGTC
+AGTCATAACCATCACCTCAGGTAGGTATCAAACCTCGTGTACGGAGTTATCTCACCGGCATAGTTAGTTA
+ACATCATCTTCCTAACCTCTTCTAGGTTCTGGGTATGTCCGAGAACCCACATCAGCTTTACATAAGCTGT
+TTCTGGCAACATGTCCTCGCAGGGAATTACTCCAGCTTTGAGAAGTTTCCTTCCGGTTGAGTATACGTTA
+AGGTTTACCCTACCGTAAATGCATTGGCTCGTCATGCAAACCGCAACTCCTTCTTCTACGGCCCTCTCTA
+TTGATGGTATTATATCATTGGGCGTGTGCCCTAGCCCTGTTCCCTCTATGACTATCCCCTTGTAGCCCTT
+GTCGACGAGAAAGTCTATTATCTCGCTCGATATCCCAGGATACACCTTAACTAGTGCAACTTTTTCCTCG
+ATTTTATCGTCGACCTCAACTTCTTCATCACTTCTCTTCCTGTAATCTTTCCTCAGGAACTCTATTTCCC
+CATTTGGCCAAATCTTCGCTATTGGAACGTCGTTTATGCTCCTGAAGGCATCCCTCCTGCTGGTGTGCAT
+CTTCCTGACTTTAGTTCCCCTGTGGGCTAGACAATAGGTATCTCCAGTTTCTCCATGCATCACAACCATA
+ACTTCAGCAACTTCGCTCGTCGCCATTCTAACCGAGCATATCAAGTTCATAGCGGCATCACTGCTCGGTC
+TATCGGAGCTCCTCTGGGCTCCAACTAGGACAACGGGCTTTCCTAGGTTCCTGAGCATGAAGCTTAGGGC
+TGCAGCTGTGTAACCCATGGTATCCGTTCCGTGAGCTACTACCACTCCATAATCTCCGGAGTTAAGGGCC
+TTGGCAACTTCGTGGGCTATCTTAACCCAGTGTTTGGGCTTCATGTCCTCGCTGAATATGTTGAAGAGCA
+GCTTAGGCTTGACGTTTGCTACCTCAAATATCTCTGGAACTGCCTTGGCCAATTCCTCCGCAGTAAACGC
+AGGGTATACTGCACCCGTCTCGTAGTCTATCCTGCTTGCTATCGTTCCACCTGTCCCTATAATTGTAACT
+TCGGGCAATCCTGGCTTCCCCTCTATTAGGGCCTCGAAGTGAACCTCCGGCTTAACTTTAGCCCTCTCTA
+AGACTTCAATTCTCCTTATCTTTTCAAGTGCTATCCCGATGTTGTAACCGTTCTCAAGCTTTAGGACGAG
+CGTGTCTCCAGCCGAGAGCTCATAGGGAGGCATTATGTAGCCCTCGTATGTAACTTCCTCCCCATCCTCT
+TCCTTGGTTATCCTTACGAAGTCCCCCACGTTGATGTTTCTCTCCTTTAAGAACTCGTCAACCCTCATCA
+ATGACCCCCAGGAAAATGTAGAAGGAGGAGATATAAACCTTAGGTGCTTATTCGGCTAGGAACTCTTTCA
+CCTCTAGAAGGTCGTTCAGGTCTACAGCCTTTATCCCCCAGACCTTTGCGACGAACTTGAGCTCTTGCGT
+GTAGTCTCCTGGGACCAGAGAGAGGTGGTTCGCTCCCATGACGTTTATGAAATCCTGCCTATCCAGGGGA
+TTTCTTATGGCTGTGTGTGGCCATTGCTTGCCCCATTTTAACTTTTCCTCAATATCTTTCGTTATTTCAA
+CGCCTTCGGCGAAGAAGTAGAGGAGGTAATATTTCCCACCCTTCCTTATCATCCTAGCTACGGTAAATTC
+TCCTGGGGGAGTTCTGTAGGTGAAGGCTCCTCCGCTTTTACCTTGGCATTGTCCCTGTATAGTCGTTGCC
+TTAAGATTCTCCTCCGGGTCATCGCTCATCCTTGCGTAGTACAGGGATGAGGCACCACAGTTGGCTATTA
+TAACTATGTCATCGTCGACGTACTTTATATCCCCGAATAGCGGTGGCTTATTGCTTATGTAATAAAGCAG
+GGCTGACGTTATCGTCCCTTTTATATCCCCTTCACAGGTGGCTGGAACTATCGGCTTATCTCCAAAGGCA
+TCCCTATTGAACGGGAAGAAGGCCGGGATTGTGCACGCGGTGACTCCATAGATTTCGCTGAGCTCAGGTT
+GACACTTAACTGAAAGTCCAATTATCTCTTCTCTTCTTTTATCCCAAATCCTCTTGGCCCCTAGATACAG
+TCTTATCTGTCTCTTCAAGACTTCAGGGGTCAACATTTTTCCATCGAACTTCACTTTGGCCTTGCTAAGT
+AGCCATTCATAGAACCTCTCAACATCCCCATCCTCTACTTCTTCCCCTTCTTTGATTATCGCGTACTGGT
+CGAGCATTATGAAGTCTCCAACGAACTTCTTTAGCTTGGGAATATCATCCATGAGGTGCTCCATTCCAAG
+CGTGTACGTTCCACCTAGGAGGAGTATGCTACCCTTCGATAACTTATCGACTGCTTCAACTGCCCTGACC
+CAGGATTTCACGAGTTCAAGATCTCCGATAACCCTCACATGTCTAATTGCGTGCTCATTTATCGACGTTT
+CCCATAGGGAGGCACCAACGGAGGTAACGCACGTTGCTCCCGCCCAGTTTGGGTCTCCATCCGCATATAA
+TAAAATAGGCACGTTCGCTTCCTTTAAGAAGTAAGTAACCAAGTTGCTCTCCGTCCAGTGCTATAGTCCA
+ATGATGACTCCACTTACTCCCCTTTCTTTGGCAATCCTACCTGCTGTTATGGCCTCCTTGATGCTGTTTA
+TCCCGAAGATTCCGTTCCTGGGTTTTCCAAGTTCCTTGTTTATGTCAAGCACTTCAAACTCACTTAATTC
+TTTAATTATGTAATTATGCTTTTCCATAATTGCCTTTTCCCTCTCATCGGATAGCGCGGTTTCCCTGGGA
+TCCGTAAAAGAAACGACGCCGATCATTTGAATCCCTCAAAATTTTTCTATTAGCTTCCTCTTATTATAGT
+TTGGTGCTAGTTATGATATGCTCCATAGGGGAATTACTTGTAGATGTTATAGCAACCGAAGAGGGTGACC
+TAAAGGACGTTAGACTTTTCGAGAAGCATCCTGGGGGAGCCCCTGCAAACGTTGCTGTTGGAATTGCAAG
+GTTAGGTTTTGACTCTTGCCTAGTAAGCAAAGTTGGGGACGACCCCTTTGGGGAATTCTTGGTGGAATCA
+CTTAGAAGGGAGAATGTTAAAACCGATGGCATCGTGAAGGATGAAGAAAAGCATACCGGAATAGTCTTCG
+TTCAACTTACTGGGGTATCTCCGAGCTTTATCTTGTACGATGGCGTTGCATACTTTAACCTAAGACGGGA
+GGACATCAACTGGGAGCTGATTAATTCTTCAAGGATAGTTCACTTTGGTTCAGTGATTTTGGCTAGAAGT
+CCTAGTAGGGAGACCGTCCTCGATGTAATTAAGAGGGTTAAAACCATTGTGAGCTTTGACGTAAACCTTA
+GGTTAGACCTCTGGAAGAACAGGGGAGAGGATATGCTGAGAACGATTGAGGAAGCGATAAAATTGGCTGA
+CATCGTAAAGGCCAGCGAGGAAGAGGTCGATTACTTGGAGGATAACGGGATAGAAGTTGAGGGTAAATTG
+ATAACTGCGATAACCATGGGTTCTAAGGGGGCCAAGCTCAACGGTATTCAAGTTCCAGGGTACAAAGTTA
+ACCCCGTCGATACAACCGGTGCAGGGGACGCGTTCACCGCTGCCCTTTTGGTGGGGATCATGAAGGTTAG
+GGAGATTACCAACGAGAATTTGGAGAAGATAGGAAAGTTCGCAAACCTAGTTGCGGCCCTTTCAACGCTT
+AAAAGGGGAGCCTGGAGCGTCCCAAAAGTTGAGGAATTGCTAAAATATAAGGAAGCAAGGGAAATACTAA
+GACTTTAAAATATTGTTCCAGCTCATGCTCCTCTCTATGACTTCTTCCAAGCTTACGTCTTTTTCCTCTA
+CGACCTCTGGCTTAAACTTTTCAAAGAACTTAAGCAACTCCTCAGTTTTCATACCATCAGCGATGACCCT
+TGCTATCCTTTGGTATGGGTTTATGAAGGCCCTGTAAACTTGGTCCATCTTTGAGAGCTCGTACTGCACT
+TCCATGGCTTCTTCGTGGGTTATTTGATTTAGCCTTATCGTAATCTCCTTCATGCTCTCACCTCTCGAAG
+TAGTTAACTATGTCAATGTACGTCTTCCTATAGAGCTCGCTCTTTTTCATCTTCTCAACGAACTCCTTGG
+TTCTAACGTACTTATCCTTCATGTAGTCCCAGTCGGGATGTAGCTTCTTCCACTCTTCCCAGGAGTAGCT
+GAACTGCCTCTGAACCTTGTCCCTGTATAACTCTGGAATTACATTGAACGTACAGAACGGAACTATCCTT
+CCATCCGGCATGGCGTAGTGGATTACACAGCGTTCAACTCTCTCAACATCATAGTTGTACTCATCCATGA
+AGTGCATCATTCCCAGGAATAATGTATTCATGTGGAACTTACCTAAGGCATCGTAATTTCCGTGAACGAA
+TGCGTTCTTTATCAAGCCTAAAACGTCCAACCCCTTGGGGGCGTTCTTCTCGTCGTAGAACTGCTTGAAC
+TTTATGAACACCGTCTCTCCTATGGCCTTAAGCTTAGCTAATCCTTTGAACCTTGCCTTTTCTATTTCCT
+CGGCTTTCTCAAGTAAGAATTCCACGAAACCTTCAACGTCGAGGAACCTTGGAATGGGTATCACTTTCTT
+CTCTTCCCTGTCAAGGAAAACGTACGTTGCTGCACCGCAGGCAAAGTGGCTCGTCATGTAGTACTTACTC
+CCAGTAAACACTTCGAAGAACCTAGCTATGTGCCCAGCTATCGGTATTGGGTACCAGTCATCCTTAGATA
+TTACCCCGTTTGTTTGTTCCTCAATCTTCTTTATGGCACCTGCGATTGTTATCCTAAACCTCTGTCTCTC
+CTTCTTTGGAACCCTTCCTACGAGGGATATCGGCTGGAAGTTGACTCCCCTCACTATGTCGAGGTGGTTT
+AAACCGAAGTTTATTATCGCCCCAGCCTCGTGGTCATTAACGTTCCTAATGAGCGTTGGAACCAGGACTA
+TTCCTGGGCCTCCAGCTTTTCTAACGTTCTCGAAGATAAGTGGAATCTCCCAGTGGTTCTTCCAGTTGGT
+TTGAGGTGTCATTCCGTCGTAGCTTAGGTAAAGCGTATTAACTCCAGCCTGCCTTATCTTCTTGACTAGC
+TCTGGGTCAAAAGCTAGCTTTATTCCATCGGTGTTTAGCTGGACGTGATCGTAACCTTCCTCCTTCGCTA
+TCTTGATTATCTCTATTAGGTCATCTCTGAGTGTTGGTTCTCCTCCCGTGAATTGAACCGCATTCGCTCC
+AATGGGATGTTCCTTCTTAGCATTTCTTAACATCATTCTAATTTGTTCTAACGTTGGTTCGTAAATTGGT
+TCTCCTTCACGAGCATAGAAGAAGCAGTTGCTTACTAAGATTCCATCTGCAGCCACGAAGGAGTGGCCCT
+CGTTCTCCACCTCTAGGTCATAGACGTATCCTGAGTACTCTTCCTCAGATACTTCATCGACGACATCTAT
+GTAGAAGTCAGCGATCTTCTTAACTCTCGCCGGTTTCCTGTTGCCTATTTCTCCTAGCTTCTCTCTATGT
+CCTTCTCTAAGTTCGAGGAGCTCAACAAGCCTAACTAGGTCGGTTCCCGCGATGTACAGCTTGTATAGGT
+CGTGGTTTGCACCCTTCATTTTCTCCTTTGGAACTCTGTATACCCTCGCGAAGATGCCTAGTGAGGCGAG
+TAGGTAGAGAATATCCCTTATCAATCCCTTGGAGGTGCTGGCGTACCCGATGCTAAGGTGGTGCTCTCCT
+CTAACAACGTAGCCATCCCCATTAAAGAGCCCGCTTAATAAGGCCACCTTAGCTTCAAACGGGAAGCTTA
+GGAATCCTTCTGGTAATCTCTTATTTGGTGCTCCCTCTGGAATCTTAAAGACGTGCTTGAACACTAACCT
+CAAGAGTCTGCTGCCTATGACTATCTGCTTTGTCTTTCCTTCCCACTCAAGGAAGCTGTAAGGTAATCCA
+AGCTCCTCTAAGATGTTCACTATTTCCTTTTCAACATCCTCATGCCCGACCGTTATCCTGAGGTCTTTGT
+CTGAGTAGTTACCATCTGAAACGAAGTACCCTATGAGCTTAGCTAGTGATGGCGTTATTTTGAGCTTTGA
+AGGTAACTCATAAGTGGTTGCGTCCCTTCCGAGCCTGAACTCTTTATCTAGATCAACGTTAAGCTCATAG
+AACACGCTTAGTGGCATCGAATCTTGGCGAGCCCAGTAGTAAACCTTGTCTCCATACTTCTCCTTGAGAG
+GTGTCAAGTCAAGATCTTTAATACCTCTAACGTATACCTTCTCCTTTTCTTCTTGAGGCAAATCCTTGAA
+TGCCTCTAACAAGTTTATTTCCGTCAGGGTTTCTTCTGATTCAAATCTCCAGAGTAGAACGAGCTCGTCT
+CCAGGCTCTAGCTCGTCAGCTCTCTTCTTAACGAGTTCCCCATCCTTATACACGAAGAACTTATGCTCAG
+GGGTAGTTCTTATCGTTCTCCCAGTTTTTGTCTTGATTACCCTTATTTTACCTTCGTGTTTCCTTCTCAA
+GAACTTGGTTACTCTCGTCCACTCCGCCTTTCCATCGTTAAACGTGAGCACGTATAGATCGTTTGGAATT
+GAATATTCGCCCTTGAACCCATCTATTTCTACTTTGTGCTCGAACTTGAAGTTCTTTGCAACTTCCTCGA
+ACGTTGCTATCTTAACCTTGTCACCGAATTTGAAGACGGCTTCCTCTGTTGGAGGGAAGCAGTACCAGCA
+GTTTAGATTACACCTATTCGTTAGAACTATGTTTAATAGGCTCGTGTGGGAGCGGTGCCTTGCGCATAGC
+CCGCAATCAAAGGGACAGTTTACTCCGGTATTCTCAACGTTTACTGAGAAGAGTTTTTTCTCCTCGAACT
+TCCATCTCGAGAACCTGTAATATAGCTCAACGTCTTCATAATACAGGTCGGTTATCATGCCCTCGGGGCA
+CTTCTTCGTTATCCATACCTTCCCGTCTTTCTCCCAAACAACAGCCGGAACTACCCTCCTAGTCTCGGGG
+CATAAGGAGTACGTTCTATGAGGTAACGGTGAGCCGTAACCTCTGCTAGCACTCTTTAGGAGCTCATGAA
+ATTCATCTTCACTAAGCTCGGGAAATTCGATTATCTCTCGCAAACGCTTAGTGGAAGCTTCAAACTCCTT
+TTCTCCACTAGGAATTTCGCCAACAGTTTCAGCCATTTTATCACCCTCATCTTCACTTTCCGCTTGTCAT
+TAAAAAGGTTTTCCTATATATGAAAGATAACTTTCATGGATATGCAGATATTCGAACCCAACCATTCGTT
+TTCAACATGAAGGGCGAAGGTAAACATTTATAAGAATGGGTCATAAACCAATGGTGGTGTTCCTTGAAGA
+AAAATCCATGCATGGGAGGGTCTTAAATGGCAGAAGCAAGCCGGATTAGTAAGTTCCTCTACACCTTCAT
+CGTCACGTTCATAATCTGGCTGTTTCTGACTGCAAGTTTGGATCCCCAGGAATTGACAATCGGTGCAATA
+TTCTCCGCAATAGTCTCGGCCTTAACCTATGACATCTTCACCACCAGGGGACTTTCTAACCTCCACCCGA
+GGAGGATAGCGTACGCAATAATTTACGTTCCATACTTTCTCTGGGCAATGATAAAGGCAAACCTAGATGT
+TGCCTATAGAGTCCTTCACCCTAAGAGACCCATAAACCCAGGGATAGTCGAGTGTAGAACAGTTCTAAAG
+AACGAGGTCGGAAAATTAGCTTTGGCGAACTCAATAACCTTAACACCAGGAACGATAACCCTCGATGTGG
+ATGGTGACAAGTATTTTATCCATTGGATAGATGTCAAGGATTCAAGCGTTGAGGGTGCATCCGAGAATAT
+AACTAGACCGTTTGAAAAGTTCTTGAAGGTGATCTTCGAATGATGAGCGTTAACGTTTACCTAATTTTGA
+TAGCAATAGCGACGCTACTCAGCATGTACAGAGTGTTCAGGGGACCTACAACCGTGGATAGGCTAGTCGC
+AGTTGACATAATGACGACGATAACGGTTGGACTGATGGTTCTCCTAGCGTTGTACTATAAGAGGATGATA
+TTCCTAGACGTTGCGCTGGTATATGCCGTGCTATCGTTCGCCGGAGTAATAGCGTTTGCTAGATACCTGG
+AGGGAGGGCTATGAACATCTTGGCGGGAATTGGAGAGTTTCTAGTCTTATTTGGGACAGTGTTCTACTTC
+CTATCAACTCTGGGTCTCATCAGGATGCCAGATGTTTACAATAGAATGCAGACAGCAACTAAAAGCGTAA
+CCCTGGGCTCATTGTCCGCAATAATAGGGGTTGGACTTTGGGCCGTTGGAGAAGGCTTGGGAATCGCTTG
+GTTAACAAAGACGATAGTTATAGCGGTGTTTCTGCTACTGACGAATCCGATAAGTGCCCATGCTCTGATA
+AGGGGAGCCTACAAGTCTGGGATACCACTTTGGGAAGGTAGTGTCGTTGACAAGTATAGAGAGCACTTGG
+AGAGAAAGGAGAGGGAAGAGGAGGAAGAAAAGGAAGAAGGGGAGGGAGAGGAATGAACTGCATACCGTGT
+ATAGAGTACATAATAGTGTTCCTTATGGTTATCTCAGCTATCCTATCAGTGGAATGGAAAGACCTCCTGG
+CTGCAGCGGTTGGAATGGCGGCAGTTAGCTTGTTCGCATCGATACTCTTCTTCATGCTTCAAGCTCCAGA
+TGTAGCTATGACGGAAGCAGCTATAGGTGCAGCCCTCAGCGGAGCCGTGTTCATCTTCGCGATCAAGAGG
+ACGAGAAGGTACGAGACGGAGGAGGAAGAGAAGCCCGGTTGGTGGGTGAGGTGGTGAATCATGCTGAAGA
+GAGTTCTCGCGATTATTACAATATTAATAATAGGATATTGGCTTGCCGAGGGATTGGCTAACGTTCCCTT
+CGGTCAAGATAAGATGCTCGTTGGTCAGTATTACCTTAATCACGTTAAAGAGCAGACTGGTGCAGTTAAC
+GCCGTTACCGCCGTTGTTGTAAATTACAGAGGTTTCGATACGTTAGGTGAAGTTACGGTCTTGTTCATAG
+CCTCCACGGGAGTTGCTGCCCTACTTTGGAGGAGAAAGAGGGAAAGAACGGCTAAAACTCCTGGGTCCGT
+AGTTCTAACTACTGGTTCAAAGTTGTTGTTCCCGTTCATAGTCCTGTTTGGAATGTACATATTCATCCAT
+GGTCACCTAACCCCTGGAGGAGGTTTCCCAGGAGGGGCCACCATAGCAACTGCATTCCTTTTGATGTACT
+TGGCGTTCATAGTTTATGAGATTCCCCACAAGGGTTTCGAGACGACAGAGGGATTGGCTGGAATGAGCTA
+CGTCTTGGTTGGTCTAATAGGTTTAGCAATCGGAGGCTACTTCCTCTTCGACTGGATTTGGCAAACGTGG
+CACTGGGGCACTAGCAATTTAGGCAGACTATTCAGCGGTGGCTTCATTCCAGTAATATATACAATAATAG
+GAATCAAGGTTGGAACTGAGCTGAGCGGTATAATCGATAACATGCTCAAGGAGGAGGTGAAAGAATGATA
+TCCTCATATTACTTTGGCGCGATAGCCCTAGTCTTAATCGGCCTGTACGCAGTTCTCGTCAAGAAAAACC
+TGCTTAAGATCTTAATCGGTCTCAGTATAATGGAAACTGGAGTGAACTTGCTCTTGATAAGCATAGGTTA
+TGTAAGTGGTAGATCTGCTCCAATACTTAGCGAAGGTATAGGTCCAAATCAAGCCGTTGACCCAATTCCT
+CAAGCCCTAGTTCTTACTGCGATAGTTATAGGAGTTGCAACTACCGCAATGGCCCTTAGCGTTGCTATTA
+TCTTGTATGAGAAGTATGGAACCCTCAACATAGAGGAGATAAGGAGGTTGAGGGGATGAGCCAGGTAGCG
+TCACTATTAATAGCCTTACCTCTAATCAGCGCGTTCTTCGTCCCCGTATTGAAGAGGATAAAGCAATCAC
+TAATAATGCCGTACCTAATCCTAATCACGCTTATCCAGACAGGAATAGCGGGATGGGTTTTCTATGAGGT
+TTACACCACTGGAAAGCCAATAATTATAATGGCAGGAGGCTGGAGGCCACCCGTTGGAATAAACCTTTAC
+ATCGGACCATTTGCAGCGTTGTTCGTTCTAATAATAGCGGTTGTAAGCTTTATAACCGCTGTATTCAGCG
+TCAAGGCGGTTAAAGTAGAGCCGATAGATAAGTACGCAATGTTGTTCCTCCTACTGATGCTTGGAGCAAC
+TGGAATGATTGCCACTGGTGACATATTCAACCTCTTCGTCTTCATGGAGATAACCGCGATAACTGCTTAC
+GCGTTGACCGCGTATAATAAGACGGGGGAAGCCGCCGAGGCGTCAATGAAGTACATAGTCCTAGGAGGCA
+TTGGGTCGAGTTTCTTCCTCATAGGCGTGGCCCTGCTATATGGTGCAACTGGAACGCTAAACATGGCACA
+CTTAGCCGAGCTGAGCACTTCGATAAATCCAATAGTGGCTCAAGTTGGCTTGGCCTTAGTTATATTCGGA
+CTTGCCGTTGAGGCAGAGCTCTTCCCGCTCAACGCGTGGGCACCGGATGCATATCAAGCTGCCCCTCACC
+CAATAACCGTCATGTTCTCGGCGTTCGTTGTAAAGGCCGGCCTATACGCCATGGCCAGGATACTCTACCT
+CTTACAAAAGGCAAATGGATGGAGCTCAGTCCTTAGGTTAGTCCTAATAATGGCAACCCTAACGGTAATA
+TTCGCAGAGCTTTCGGCACTTAGGCAAAGAGACGTTAAGAGGATGATAGCCTACTCAAGTATAGGGCAGA
+TAGGATTGATAGCGTTGGCATTCTCCCTTGGAACTCAGGCTGGCGTTGACGCTGGAGTGTTCCATATGCT
+GAACCACGCTATAGTCAAGGCCATGATGTTCCTCGGAGTCGGCTACGTCGGAATAACCCTTGGGGGAACC
+GAACTTGAGAAGTTCGAGGGTTTGGGGAAGAGAATGCCCTTAACGGCTTTGGCCCTAACGATAGGTGCAG
+TTTCAACGGTGGGAGTTCCGCTCTTCAACGTCTTCTGGAGCAAATTCAGGATAATAGTTGCAACGTTACA
+GGCTGGCTTCATCTGGCCAGCAATACTTGTCCTCTTCGCTAGCATGGTGGAGGCCGTTTATTACTTCAGG
+CTCGTGCACACGATGTGGTTCTCAGGCTCAGGCGAGAGGGTTAAGGAGGGTTGGATTGTCATATTCCTGC
+TACTGCTCGCGGTATTAGTCGTGGCAATAGGAATCTACCCGACCCCAGCGTGGGAGATAGTGAAGAGGGC
+CGGAAGCGACATATTCGCGGTTGCCAATTACGTTAAGAACGTCCCGTTGATGGGGGTGATACAATGAATG
+AGTTGTTATTAGCGGTGATATTTTCACCCCTGGTAGCAGGATTCCTCGCGTGGCTGTTCAACGTTAAGGG
+GATTAGGGAAGGAATTGGGGTAATTGGAGCTTTGATACCTTTAATTGGCCTGATAAAGTTATATCCATCT
+CTAGGCCAAGGAGTTAGCTACACGATAACTGTCGGTGGCTTCAAGCTTGGATTCATGATGTCCCACTTGA
+ACTGGATATTCTCAATGATAGCTGCAGTAGTCGGAGTATCAGCGATCCTTGGAATGGTTTCAACGGCAAA
+GGATGGCTATGAATGGTTATTCGCCCTCATGAGCCTAACGGGTGCCCTAGGAATTTTCACCGCTCAAGAT
+TTAGTTGTGTTCTTCATCTTCTGGGAAATCATGACGTTCGCGAGCTTCATGATGGTGCTCAAGTTCAACA
+GGGCCGCATCACTCAAGTACTTCCTACTGAGCATAATGGGAGCTTATGCAATGCTAGTTGCAATAGGCCT
+AATCTACGCGAAGACCGGAAGCTTCTCGTTCTCCGATATTTCAGCGTTCTTTGGAAAAGAAGCTGTATCC
+ACCATGCTGGGAGGAACGCCCGCTTTCAGCAAGCTTGACGTTGCACTAATCTACCTACTATTCCTCTTAG
+CATTTGGCGTCAAAGCTGGAATGTTCCCACTTCACGTGTGGGCGCCAGATGCCTACAGCGAAACCGACCA
+GAGTTATACCGCTATATTCAGTGGAGTCCTAAGCAAGGCGGGAGTTTATGGCTTTATACTCCTCTACATC
+TTGATGTACGGTAAACTGTTAATCGATCTAGGTCAAGTGAGAAGTGCGCCAGCGTTTGGATACGTAATAG
+CTTTCCTGGGAGGTTTAACAATAATAGTTGGAGGTATACTAGCCGCGCTCCAGGAAGATATAAGGAGGCT
+GTTCGCGTACTCAAGTATAAGCCAGGTAGGTTATATCTTGGTCGGCCTTGGAATAGGAACTTCTTTGGGA
+ATTGAAGCAGCGATATATCATGCAATAAGTCATGCACTCTTCAAGGGGTTGTTCTTCCTCATAGTGGCAA
+CTCTCATCTACAGAACAGGAAAGACCGAGTTCAAGGACTTCGGAGGTTTGGCCGAGAAGATGCCCTTCAC
+GTTCACTATGGCCTTCATAGCGATACTCAGCTTGGCTGGAATTCCACCACTGGTGGGCTTTGCGAGCAAG
+TGGCTAATCTTCGAAGCGGTAATAAGCCAGAACCTCCCGATACTTGGAGGAATGGTGTTCTTTGGAAGTG
+CAATAGGTTTCGTGTACCTAATAAGGTTCACGTATGCCGTTTGGTTCGGTCAGAGGCCTAGCGATATAGA
+GGACACGAAAGATGCTCCCCTTCCATTGGCGATAGGCATGGCGATACTCGGGACCTTAAACGTCGTCTTC
+GGTGTAGCCCCGGGAATAATAGCCAAGGAACTCAACGCCATCTTCGGTAGAACTGTTATAGGTGGAAACA
+TCTGGGAGCTCGAGCTTGGATTCGGAAGATACAATGCCTTGTTAGTAACGATATGGCTTGTAATTGGCCT
+GCTAATAGCTGGTATACTGTACTTCTTGGGAGCCAGCACCAGGAAGGTTCCAGTCACCGACACTTACCAA
+TCGGGTAACCCCGTTACAATGGACTACAACTTGACGATAAGGAGAAACTTCTTCCTACCGCTTAAAGAGG
+CCGTAGCGTTCTGGCTTAGGATAAGCTTTGACAAACTTTATAGAGATGTTTGGAAGTCCATTGAGGATTT
+CGCGGAAACTGCGAGGAATTACATCTACAATGGAAACGTTCAGGCTTACGCTTGGTACCTCGCGATAATA
+CTCCTAATATTGGCCGCAATGGGGGTGTGAAGGATGCTGAGGGTTATTGTTAATGCGATATTAATCCTAC
+TTTATGCAACGTTCGTGGGCTTCATGTTCATGGGTATTATAAGGAAGGTGACGGCGAGGGTTCACAGGAG
+GATAGGTCCGCCCATCTACCAGCCCATAATAGATACGATAAAGCTCTTCGGGAAGAAAGAGAACGTAACT
+CACGGTGTAATCTTTGACTTTGGAATAGTCTTTGCCTTAGGAGCTACAATCTTAGCTTTGATGTTCATTC
+CGCTGGGAAGCATAAGCGTGCTGAGGGCCTACGGTGACCTAATTCTAATTACGTTCCTCCTCGAGATACC
+GATGCTGGGAATAATGTTTGCCGCGATGAGCTCTGGAAATCCATATGCGGGAATAGGTGCCCAGAGAGCA
+TTATTAACGCTATTGGCGATTCAAGTCCCACTGGGTTTCGCCATAGTTGCATTAGCTGAGTACTATGGAA
+CCTTTAGCACGTACGAGATAGTCATGGCCCAGCAAGTCCATGGATGGAGCATATTCCACCTTCCGCTCCT
+ACTAGCTGCGATAGCTTACGACATAGTCCTTCAGGCCATGTTCGGAAAAGAGCCATTCGATATCATGATA
+GCTCCTGGAGAGATATCCCTGGGACCAATGGTCGAGTTCGGTGGCAAATACTTGGGAATCCTACAGGTTC
+AGCACGCCATAGGATTGTTCGCTGAAACACTATTCTTCAGCAACATATTCCTAGGGGGAGCGGTAATAAC
+AACGTTCTCAAGCCCAATACTGAACACGTTGGCAACCCTTGGAGTATTGTTGATAAAGCAACTAGCTGTG
+CTCTTCGTGGCAATCCTCATAAGCACTATATTCCCGAGGTTCACGATAGACCAGGCCGCGAAGTTCTACT
+GGAAGTGGCCCACTATAATAGCCGCCCTGGGTGCGATATTAGCTAGCTTGTGAGGTGAGGGAGATGGTCG
+ATTGGAGACTCTTTGAGCCATTATTTAACTGGGCGAGAAAGAAGAGCCTTTGGATTGTTTCGTTCTGTAC
+TGGATGCGGTGGAATAGAGATGCCCCCATTGATGACGTCTAGGTACGATATAGAGCGTTTCGGTATGATA
+CCAGATCCAAGTCCAAGGCAGTACGATCTATTCCTGATCACGGGTTACGTAACTCCGAAGACATTGAAGA
+GGATAATAATAACCTACGAGCTGTCTCCAGATCCAAAGTACGTGCTAGCTCACGGTTCCTGCCCCCTCAA
+CGGCGGAATATACTGGGATTCCTATAACGCAATAAAGCACCTTGACAAGTACATTCCAGTCGATGTTTTC
+ATAGCCGGTTGTATGCCGAGGCCTGAAGCGGTTCTAGATGGCATATACAAGCTCATGGAGATGATAGAGA
+ACGGGGAAGCTGATGGCTGGAAGAGATACAAGGAAAACTATGAGTGGTATAGGAAGAACCAGGATGAGCT
+CCTGGGAGAGGGTTGGAGAGAGAAGGAAGCCAAGAAGTGGATTCCATGGCTAGTTGATAAGAAGAAGGAG
+GTTAAGCAATGACGTGGGAAGTCGGTGAGGAACTATTAAGGTCAATCCTTGAGAAGGCTCCCTACGCTGA
+GGGAAGGGTGAGAAGGGAGAGAAGGCTAGAGTTCAAGGTTCCGGTTGAGAGGCTTAGGGAGTTCCTGAGT
+GTTATGAAAGAGCACAACTTTCCATTGATGCTCCAGATAAGTGCCGTTGACTGGCTAAAGGAAGGGGAGA
+TAGAGCTCGTTTACCACCTAATGAACATAGAGCTTGGAACCCATGCAATGGTCAAAGTTAGGATTCCAAG
+GGATTTGGAGAAGGCAAAAGTTCCAACGGTTAGGGACATCTATCCGGCTGCTGAAACGTACGAAAGAGAT
+GTTCACGACTTCTTTGGGGTCTACTTTGAGGGTAACGATAAGATGGAGATGCCATGGATACTAGACGATC
+CAGAGAGGGGATTGTATCCCCACAGGAAGGACTTCAACATGTTAGAGTATGTAAAGAGGAAGTACAAGAT
+CCTTGACAGGTTTGATGAGAACAAGGATAGGTATGTAATCTGAGGTGATATTAATGGTCACCCAGGAGGA
+ATTAATTAGAGAAGCGAGAAGGAATGGAATGGAGCTATATCCAATAGAAAAAGATACTTACGAGTTGTTC
+TTCGGTCCACAGCACATGGCCACCGAGAACTTCAGCATAATCCTAAAGATGGATGGGAATAGAGTTGTGA
+AGGCAATAGCGAACCCAGGATTTCTCCACAGGGGATTCGAGAAGTTAGCCGAGTACAGACCTTGGTATAC
+AAACATAGCCCTGCTCTTAAGAATATGCGTTCCAGAGTCGGATGTTCCTGAGGCCATTTACTCCTTAGCA
+GTGGACGAGATAATTGGATGGGAAGTCCCCGAAAGAGCACAGTGGATAAGGACTACAGTCCTTGAGATGG
+CAAGGGTTTCGGCTTATTTATTCTGGATAATGGGACTGAGCTTTAAGCTAGGTGTTTACACGGCTGGGCA
+GTGGGCTGCGGCATATAGAGAGAGACTAATGAGGCTATTCGAAGAGCTCACAGGAGCTAGGGTTTATCAC
+ATCTATACAATACCTGGTGGCGTTAGAAGGGACATTCCTGGGGATAAGTGGCTCAGGCAACTGAAGGACA
+CGGTTGAGTACATAAAGTCAAAGCTCCCCGACTTTGACAACCTTGTCTTTGAGAACTACATAACGTACAG
+GAGAATGGAAGGAATAGGAGTCATGGACAAGAAGTTCGCCCTAGCCGAAGGAGTTACGGGGCCGAACCTA
+AGGGCTACTGGCGTTGCTTACGACGTTAGAAAGGACGATCCCTATCTATTATACCCGGAGCTTGACTTTG
+AAGTTCCGACTTTAAGGGAGGGAGATGCTCTAGCCAGGGCCCTTGTCAGGAGGTACGAGCTCGAGCAAGA
+TCTATACATCTTGGAACAACTCCTCGAAATGGGACCACCGAGTGGGCCTTACAAGGTTGAAGATCCAAGG
+TTGAAGAACCTGCCAAGGTTCAAGGTTCCCGCTGGAGATGCTTTCGCCCACGTAGAATCAACCAAGGGGG
+ACTTTGGGGCTTACGTAGTTAGCGATGGTAGTCACAAGCCCTACAGGGTTCACGTTAGGGGGCCAAGCAT
+AGCCCATGGGATCAGGGTTCTTGAGCAACTTTTAGTTGGAGCTAGAATAGCTGACGTTCCCGTGATATTA
+ATGAGTTTGGATAATTGTCCACCCGATATAGATAGGTGATGCTCATGCCGGCTAAGGTTGTGGGTGAGGA
+TAAGGTCAAGAAGCAGCCCTCCTTCGTTAAACCCTGGCTTGGGCTAAAGTACCTCTTCAAGAAGCCCGTA
+ACGATAAAGATACCCTATGAGAAGATAGATCCTGCTCCTAAGTACAGGGGATTCCACACATTGGACTGGA
+AGAAGTGCATTGGATGTAACTTCTGCGGCCAGATATGTCCTGCAAGGGCCATAGAGATGACTTGGATAGA
+AGTTGATGGGAAGATGGAGAAAAGACCTCATCCGAAGATTGACTACGGAAGGTGCACCTTCTGTCAGTTC
+TGCGTAGATGTCTGCCCAACTGGAGCCCTTGGGTTCATCGAAAGTTACATACTAACCACAACCGGCGATG
+AGGAGGAGTTGCAGCTGTTTGATTGGGTACCATTACCTCCGGACAAGTTCAGGGAGCTTCAAGAAGAGTA
+TAAGGACTGGAGGTTCCCCGTTGAGAAGATAGACTTCAACGAGGAGACGAAGGAAGTAACATATTACCTA
+AGGAACGGAGAGATATTCAAGTTCAAGATACTCGGCTACGGTTTAAGACCGCCGAAGCCCCCAGCTAAAC
+CTAAGACTCAGCCGAAGAAAGAAGAAAGTCAAAATCAAAGCAAGAGTTAAATTTTCTTTTCTATTTCATC
+CCAAATTCTCTCAGCAAGTTCCCTCTTTTTCATCCTGGGTAGCTCTTTCACGAAGTCCTTCCCTACTATA
+ACCACCTTACTTTCCTCACTTCCAAATGCTTCGAGGGTATTGCCAATCACTAGATCACTTCCCGCGCTCT
+CTATTTGCTTCTTAGCCTCGCTGATAAGTTTCTCCATGGATGTTTCAGCCTTAAATCCCACCAGGAATAC
+GTCGCTTTGAATCTCCTTAATTTTCCTTATTATCTTTGGATTCGGAACTAGTTCTAGTGTTATTGACTTG
+TCACTCTTTATCTTCTCTTTCGCCTTAATCTTTGGCTTAAAATCGCTGACAGCTGCCGCCATTATCACAA
+CGTCATACTTCTTCTTGGTGAGCTCTTCCTCTATTGCCCCGAGCATCTCTTCTACAGTTTCAACCTCGAT
+TTGATTCTCAACGAAACTTTTAACGCTACCCCTAGTTCTTATCAGCGTAACCTCCGCTCCCCTAAATTCG
+GCTTCCTCGGCTAGTGCAACACCCATTTTGCCGCTACTGGCATTCGTTATGAACCTTATGGGATCTATAT
+ACTCCCTGGTGGCTCCCGCGGTAATTAGAACCCTCTTCCCTTCCAAGGTCTTGGGATGAAGCTTCTTAAT
+GACCCTGTAGACAATCTCATCTATTGTAGCTACTTTCGCTTTACCCTCCTCTATCCTGGGGCCTATGAAC
+TCAACCCCAAGCTTCTTTAGCTTCTCTATGTTCTCCCTAACTATCGGATGCTTGTACATGCTCTCGTGCA
+TCGCTGGAGCTATCATTATTGGGATGTGTGGGAAGGCGGTAGTGACTACCGTAGTTACTGGGGTATCGTC
+TATCCCGCAGGCTATCTTCGATATCGTGTTAGCGGTAGCTGGACAAACCAAGATTAAATCGGCTTTATTC
+TCATGCTCTCCAGCTAATTCAACGTGCTCTATGGATCCTGTTATCTCAGTTATAACTGGATTCCCAGTGG
+CAAATTCCATTGCATAAGGATGAATTATCTTCGTCGCGCTGGGGCTCATTACTGCATGAACCTCAGCTCC
+GTGCCTTATCAGTTCTCTAGCAAGCTTTACGCACTCCACAGCCGCTATGCTTCCTGGGATTGCAAGAACT
+ATTTTTTTGCCAACAAGTTTCCTGCTCTTTGTAGCGTAGATAAGCTTAATGTGGCTGAGCATGCTCCCAC
+CTCTATTCTATTTCCATGAGAGCTTTTTTAAGAAAATCGAAACCTGAAACTTAGCGAAATCCGTATAAAT
+AATCCCTCAGATAACTCGAGTGGGTGGAAACGGTGAAATTAAAGAGAATATTCGCTCTCCTGCTATTAAT
+TTCGGTTCTAATATCTCCAGCGTTCGCTCAATGTCCATGCGAAGGTAGAACCGTTGTATTAAAGGCTCCA
+GCAGTTTCAATGACATCTACCGGGGAACTAGTGGGAGTTCCTACCGATTTCGTAATAACGGTGGCCCCGG
+GAAGTGGTCATGTTTACGTTGAAACGTGGCCATTGACCCAAGTTGACATGCAAGCCTCGGCGAGGTTAGC
+TGCGGAAGTTGCTGGAAGGGTTCTAGGGATTGACATGAGTAAATACGACGTATTTATTCAAGTGAAGGCA
+GATTCCCCAATCATCGGAGGTCCTTCGGCTGGGGGAACTATGACGGTAGGAATAATAGCTGCCATAATGG
+GCTGGGAAATCAGAAAGGACGTCATGATGACGGGAATGATAAATCCAGACGGGAGCATAGGGCCAGTGGG
+AGGAATCTTAGAAAAAGCCTCCGCTGCTCATCAGGCTGGTGCTAAGATATTCCTTATTCCGGAAGGCCAG
+AGGATCCAAGTAGTTACCGAGACAAAATCAAAACAGATAGGGCCAATAACCCAGATAACCACAACCCAGA
+GAAGGGTCGATGTAGCCAAGTACGCTCAAGAGAGATGGGGGCTTAAAGTCATAGAAATAAGGGACATTTA
+CGATGCAGTCTATTACTTCACAGGTCACAAGCTTGAAAGGCCGAAACCCAAGGGTAAGGTCATTGTAAGC
+ACGTCCTTCCTTGAAAAGTACGCGAGAACCGATTACGATGAGACCATGAATTATTACAACGATGTCAAGG
+ACAAACTGGTAAATAGCGACGTGGGATACTCAACTTATACCTACCTAAAGGCGGCCTTGGATGATGCATA
+TAATGTTCTCAAGCAGGCTAGGGATGCAATAGATCAAGGGAAATACTATACAGCCATGAGCCTCGACTTC
+CAGGCTAGGATAATGATAAGGCACGTGGACTGGTACATAGACGTTTACGATGGAAGGGACATAGAGGACG
+TATTCTTTGAAGTTAAGAACGAGATAAATTCCGTGGAAAAGTACGTCTCGAATTTGACGATAAAAGGGGT
+GACGATGCTTCAGGCCGTGGCTGCTAGTGAAACGAGGATAGAGGAAGCGAAGGAATACCTCAAGAAGGCA
+CAAGCTTCTTACTACAATCAAGACTACTGGAACGCCGTTGGCAACGCTGCTTATGCATACGAAAGAGCTA
+AAACAGCAGAGCTTTGGGCTAAACTCGGTGAAGAGTTCGCAAAGGGCTCAATCATCTCGAGGGATAGTAT
+AAAGAAGGCGGCGAGGGAACAATTAGACAATGCCAAGTTAATAGTTATGTACATCACATCGATGTTCGGT
+CAACAGAACCTAAACGACTTGATGGATCTCTTGGACAAAGGAGAAAGGTACTATGAGGATGGCAAGTATT
+CGGCAGCTCTGTTCTCAGCTATGGAGGCTAGAATTAGGGGAGAAGTAATCCTCGACACGATTGGCATAGA
+GAACGTTTCAGTTCTTAGAGATAAGCTTTCCATGATGAAAGAAGAAGCTAAAACAGCGATCGGCTTGGCC
+CAGGAAGGGGGAACTTTGCCTTTACTATCGATGGCCTACTATGAGTTCGCCGAAAGCTATGAAGCTAAGG
+GGGATATGCAGGACATAATAACCGCAATGGTGTTTTACCAGTACGCCAAGGAAACTGCCTTGGTCTTCCA
+GGAGTGGAAGAAATCAAGCTCTCAAGAAGTCAAGACAACGATAAGTTCACCTATTTCAACGCAAACTCCA
+AGTCAAACAAGCACCACTACCAAATCCACCTCAACTCCTTCAACCACCCAAACTACCACCTCAATATGCG
+GACCAGCTTCGCTGGTTTTAGTTGCAGCTATAGTGGCTTTATTCAAGCGCCGCTGACCTTTCTATTTTTC
+ATTACTTCTGGGAGGTAGTTGAGCTTCTCCAGTAGATCTATCTCCCATTGGGCTAAACTTGGACACACCG
+TGCAGCCAAGTCTATAGAATCCTTGATAGTACAGGGGGTGAAGCTTTATTCCACTGGCGAGGATGTAAAG
+TTGAACCATGGCCCCGCTCCAGAACTTCAGGGGCATAACCTCTAGAATCCTTCCAAAAGATGTTTCCCTC
+TCCACGACTGGTGGCTTTAACCTTCTCTTGGCACTCTCCGAATCCCTGTCTCCTACTATTAGAACGGGAT
+TTTCGATGTCCTTGATTGCATTGTACAGGGCTTCAACCTTCATCCTTGTGCACCACCTATTCGAATGCGT
+TGGCAATCCATACTTGTGGATGGGCATTGGAACTTCAACCTTCACTAGGTTTATGTTGAGCTTACTTGCA
+ACTTCTTCTACGTATTCATCTGTTAGGGGCATCTCGTATTCCATCTTAACGTAAACAGCCGTAACATCAT
+CAAAGACCTTCCTTGCTAGTATCAATGCCGCGGTAGAATCTTTACCTCCACTCCAGGGAACTATAGCATT
+CCTATCTTGAAACCTCTCTAAGAATGCAAGGCTTGCCCGTTCAAACGCTTCGAGATAGCTCATGTTCACT
+TTTATCGTCTTATCAAGTGACACCTCTTCTAAAGCTGGTATCCTCCATTTAACTTCCGTGGGCCTTCCAA
+TGATCTTGCTTACCTCTGCTATCCTATGGGGGCCTGAGTAGTACTCTTCAACGTTCATAGTTTTTCTCAA
+AACAAGGGCAACGTCCCCAGGATCGATCCCCAGGAGATCTATCATATTTTTCCTAAATCCCTCACCTAAC
+GCAAAGTAAATGTCATAGTCAGGATTAACTTCTAGTCCGATTGGATTCTCGGGCTCGAACTTGTAGGCCT
+TTAAATTTTCTACCCATTCAACCCCAAGCCTAAACCTAGCCTTGATGTCTTCTATGTTCTCATAGAGCTC
+ATCGACCCTCATGTTCCTGACCTTTTTCGTCCTCAGAATCCTTATGAATGACGGCTTATTGACTTCCTTG
+ATAACTTCATTAGCGAGCTCTTTTTCCTTCTCCCCAAACAGGAATATTGGAATGTAGGGGTCACTCAACG
+CTTCCCTTAAGTTGTCTTCAACTTCACTTAGCTTTCTTCCCCCTCCTAAGCTTGACACCTTTAAGTATCC
+GCCATAATTTCTCTCATTTATATACTGAATGGCCTTTGCATCCTTCCTTGCCCTGACTATTATGTTGAAC
+ATCAAAAGGTTAAAAGAAGAAGCGGTTTATAACATTGAGCCTTGGGCCTGCGATGATGATAACTCCCTGA
+CCTGAAAGGTGATGAGGACCGGTTCACTGAGCTTTGGATTTAGATTTGGCCTTCTTCTTTTCCTCAAGCT
+TCTTCTTTATTTCTTGGGCTTCCTCGGGAGTTACGTAAATGAACTTCTCGTCGTACTTATCGTAGCTTGC
+TAGCAGGAACTCGTCGCTCATCTGTAGCGCTCCCGTTGGACAAACATCCACGCACTGCTTGCAGAACACG
+CACCTTCCTGTCCACAATGCTACCTTCCTAATCTCTGGAAGATATACGAAGACGCCCGCTGGGCATACCG
+TTACGCACATCCTGCAACCAACGCACTTGTCAACGTTGTAGACTATCTTTCCCCTGAAGTTCTCTGGAAC
+TGGAACGGGCTCAGTTTTAGGGAACGGATTCGTGGCCGGGGGTTTGAATAAGTTCTTAATAACGGTCGAG
+AGGAGCGGTAACCTTATCATATCATCACCCCCAGGGCCAGTAGAAGGGCTCCTACAATGCTCGCTGCAAA
+TACCCTAGTCCACAGCAAGTTAACGGCTTGCGTTATCTTCAACCTCCCTGTCACGGTTCTAAAGATGGTT
+TTCGCGACTAGTAAAACTATGAACACCTTGGCGGTGTGAATGAGTAAGTTAACTATATATCCCTGAATCC
+CTGGGATGCCCACTTGCCAAGGGAAGAGCACTGCAACAACTAGCGAGGCCGCTATGAATTCCTTTATTGA
+CTCGGCAAGCTTGATTATTCCTAGGTACCTGCCACTGTATTCAACTAGAGTCCCCTCGGCGATTTCCTCT
+TCAGCTTCTGGAATGTTAAAGAATCCAACTTCGATTTCACTTGCTAACCAGGACATGAAGACGTAAATAA
+GTATGACCCCAGCCACCCACACCATTGGGCCGAGCTCCCAGAGGTTGTGCTCGTATAGGCTTCCTAAGCT
+GAACGGCTTTTGAACGCCCAGCTTTGAGATTCCCCACATAACGGCGAATACCCCGAGCATCATTGCCGGT
+TCCCTAGAGATTAGCATTGCAACTTCTCTAGCGGCTCCTATTCTTCCGTACGGGCTTCCCGAGCTCATGA
+CTCCTAGGATTAGGAAGAAGTCCGCTAGTGTAAGTAGGTAGATGAAGACTATTATGTCACCTTTAGTTGC
+GAACAGGGGTGAAAACCCCATCGGGGTGTAAGCCAATAATGCTATAACCGTGGTTAGCATTAAGACAGGT
+GCTGCCCTAAACATGAAGTTAGCAGTGTTTGGGATTATCGTTTCCTTACTCATTAACTTCAGGAAGTCAT
+AGAACGGCTGAAGGATTGGGGGGCCTATCCTCCTCTGCATTCTAGCGACGAGCTTCCTATCTATACCGCT
+GAACAGCAATGAAATTATGGAAACGTAAGCGTAAAGTAAGATTAGTCCTATTAAGGCGTAGATAACCTTC
+ATATCATCACCCCCTCACACATCCAACTCCTGCTGGGGTTGGATCTCCCCTTATCTCAGGATTTATCTCC
+CTAGTTTTTTGAATTGAAAGCTTCAGAAGGTCTTTCTCTGTTAAGATAACCTTCTTATCTCCGGTAATTA
+CGGCCACCCTGTCTGTACAGCTTAAGCATGGATCTATTGATGCTATAGCAACAACAACGTCCGCTAACTG
+ATTTCCTTCAAGGCCCTTCGCTATTGCGAAGAGGTTCGGAAACGTTGGTTCCCTCATCTTCCACCTAACT
+GGTCCATCCCTTCCTTTCTTCCCCTTCACGTAGTGAACCAGCTCTCCCCTTGGAGCCTCGTATCTTCCTA
+TTCCTTCACCATCCCCTAACAGTTTGAGCTTTGCGACTAGAACGTTATCCTTGGGGAATGTCTTTATCTT
+TCCCTTGGGTATCTGATCTAGAGCATGCTCTATTAACTCGAGACTCTGCCATATCTCTCCTATCCTAACG
+GCGGCCCTATCGTAGACATCGCCTCTAGCTTTCTCTCCTGTGACGTCTTCTGGCATGATTGGTTTAATCC
+CGAGGTCTGGGTAAACTCCTAGCTTCTCACTCCACCTTGCATCATCCCTGACACCAGAACCCCTTCCCGT
+CGGTCCAACTGCGCCCATCTCTATGGCTAGTTTCTTGGGAATTATCGCGCAGTTCCTAAGTCTAGCCTCA
+ATCGTCGAGTCGTGTAGGAATACATCCTCTATTTGGGGCATTATCTCCCTGTAGTACTTTATCATATCGA
+GCAGTAACCTTCTGTGTTTTTCCTCTATGTCCCTCCTAACCCCTCCGATCGTCATCATGCTGTAGTTTAC
+CCTGTTTCCGGTTATCGCCTCGAGGACGTCCATAACCTTCTCCCTGGCCAACCACGTTAGGTGTAAAACA
+GTATCGTACCCAATGTCATGCCCTAGAACTCCAAGGTTCAGTAGGTGGGAGTGAATCCTCTCGAGTTCTC
+CTATTATCACCCTAATGTACTCGGCTCTCTCAGGAACCTCTATCCCTGCCATCTCCTCAACGGCCCTAAC
+GTACGTATGGTTATGAGAAAAGGAACAGATTCCACAAATCCTCTCCGCAACGTACATTAACTGAACGTAG
+TTCCTCCTGAACGCTATCCACTGGATTCCCCTGAGGTTGTAACCCAGCTTAACATCAACGTTAACTATCC
+TCTCTCCATCCAGTGTTAGAATGAACTTCTCAGGTTCCTCCAATCCTGGATGAATTGGTCCAAAAGGAAC
+TTTAACCCAATACTCAACCTTGCTCATTTACCTCCCCTCCTTAAAAGGTAGGGATGTCCAGCGTTCTTTA
+CCATCTCCTCAGGAATTCCCTTCTCGTCGTGTCTAAGCGGATATATTCCTTCTGGAAAGTCGTCGGGTAA
+GAACAGCCTTCTCTTATCTGGAGCGTTTTCGAAGTCTATTCCCACCATCTCCATTGCTTCTCTCTCGAAT
+TGGAGTGATATCGGGAATATGTCGCTTATGTCTGGTAGCACTGGGTTATCCTTCGGAACGCTCGTCTTGA
+CTATCATCGAAACTCCTGGGGCATCCTCGTACATTAATAGGAAGTGGATACTGAAGTCTAGGGTTTCACC
+GGCGTCCTCCTCTATACCTATTGAATAGTGAGCGTCAGGATCTAATTCCTTGAGGAACTTCATAAAATCT
+CTAAACATCTCCCTAGGAACCTTGACCCATATTCTCTTCCTTCCCCACTTGTTTTCCTTAACTTGAACCT
+CAACTCCCGGAAATCTCCTATTGATCTCATTAACGATGAAATCCTCCTTTCCCTCACTCATTCCTCTCCC
+TCCTCGGGTGGAACCTCTCCCTTAAGCATTTTAGCTAACTTCTCTAAGGCTAGAACAACGCCATGAAGGA
+TAGCCTCTGGCCTAGGTGGACACCCAGGAACGAAGACGTCTACGGGTATAACCCTGTCTAGGGGTGCATT
+CGTAAACGGACTCTCGTAGAACACGCTACCTCCCGTTGGGCAGGAGCCAATTGCAATAACTATCTTCGGT
+TCTGGTGTTTGCTCGTAAACGAGCTTAACCCTTTCGAGGCTCTGATTCGTTACTGGACCAGTAACTAGAA
+GTATGTCCGCATGCCTTGGGGAACCTACCAGCTTAACTCCGAATCTTTCAGCGTCGTACCTTGGGGTGAG
+GGCTGCTATTATCTCTATATCGCATCCATTGCATGATCCGGAGTTAACGTGAAACACCCAAGGAGATCTC
+CCAATGAATCTGCATAACTGTGCAATCCTTCTTTCCAGTCTTTTCCTCTCTTCTGTTTGAGCGGGCAATT
+TTATCGTCATTCAATCACCCCCTAATGAGCATGAGAATTAGTATAAACGCGGTCGTCATTAGTAAATAAC
+TCACGTAATCCGTTAGCAACCCTGTGTGATCCTTCCTTAGCGTTGTGAAGAACCTCTTAACTCCGTATAT
+CACTCCCCACATCGTATTCCTTCCAGTGTAGTATCCTTCTAGGTGTTCGAACCCAGGAATTACCTTCTCT
+GGATCCTCACCGCTTATGAATATCTTCGTTCCATCTCCAACTTCCCTCGTCCCCATTCCAGCCTTTTTAG
+CCCAAGCATCTAGGAGATAGGCTAGTACGAGTCCGATTATGAACACTAGGATGAAATAGAGGGCGTCCCA
+GTAACCGAACACTTCAACCACCTCCCATCAGAGATATCACGTAACCCATGATATCCCACAAGCTCTTCGC
+CGCTGGAACCATGAACTTGTCACTTATCTGCCAGGGGAACAGTCCCATTCCGATTATAGCTATTACAAGG
+ATGAATATCGGGAGTAGCATTGTAGCTCCTGGATCCTTCGCCTTCATTACCTTCTCACTTGGCCTTCCGA
+AGAACGTGAAGAGAACCCTAACGTAGGCAGCGGTACAGAATGCCGTTCCAATTATCGCTATCGCACCTAA
+AAGTGGGTTGAATAGGGCTGAGCTCTCGTAGATTAACCATTTGCTTGCGAAACCGTTAAGGGGTGGCATC
+CCCACTATCGCTGCAGCTCCTATTAGGAATGCAAATGTTGTCTTTGGCATAGTCTTTGCAAGTCCACTGA
+GCTCGTTGAGATTCCTTGTTCCTAGCTCATGGAGCACGACACCCGCAACTAGGAAGAGAAGTGCCTTCAT
+CAACGCGTGATTAACCGTGTGATAAATTGCTCCAGCCAGAGCTATCTCTCCGACCTTTGAACCGTAAGCC
+ACTATTCCAATTCCAAGACCCAGGAGGATGTAACCTATCTGCCCCACCGAGGAATATGCAAGTAATCTCT
+TCATGTCCTCCTGAACTACCGCCATGGCATTTCCGACTATTAGGGTTATGCACGCAAAGATTATTATTAT
+CCATCCAACGGTAGCTGGGTTTATTGCTGGCCAGAATATGCTGAACACAACCCTAGCTATCGCGTAGATA
+CCTCCTATTTTAATAACTAAACCGGAAAGCATTGCCGAAATTGAGCTTGGGGCCGCTGGGTGCGCATCGG
+CCAACCACATGTGAACTGGAGCCGCACCGCTCTTGAACAGTAGGCCACCTAGGAACAATGCTAGTGCTAT
+CTTAGCAACTATCGTTGGATTCTCGCTCATCTTCACGGCTAAGTATCCCATTGTTAGGGTTCCGTATTGG
+CCGTAGAGGAGGGCTATTCCCAATAGGACGAAGCTACTCGCCAAGGAACCGACGAACATGTACTTTATAC
+CTGCTTCAATTCCTTCCCAAGTGTCGTGCCTAAACGCTACCAAGGCGTAACTCGCTATGCTCATTATCTC
+GAGGAACACGTAGAAGTTGAAGATATCCCCGGTTATCGCTATTCCAAGCATTCCAAGTTCCAAAATCAGG
+ATTAGGGTATAGTACTTCTCTAGCCCAGTATCGTGCTTCATGTACTCCAGTGAGTACAAGATAGCGAGGA
+AGCTTACAAAGGTTATTATCAGAACCATTATGGCCCCGAACTTATCAACCTCCCAAACTATTCTTATTGG
+AAAGTCAGCCTTCCCGAATGGAGTTTCTGAGCCTAGAGCATAGACTATTGTTCCTCCGCTCCAAACTTCC
+CTAAACACTTCGATACCAACAATTAGAGTCGCGAAGCTTATTATCGTGGCCCAAATTTCCTTGGCTTTAC
+CTTTAAGCAAACTAACGATGGGCATCGAGAATGCTCCAAATAGGGGGATGATTATTATGAACGGCAACCA
+CGTCATCCCCTCAACCTCCTAAGCTTTGTTATGTCTAGGGTTCCATAGTGTCTGTACGCGTTAACGGTTA
+GAGCAACAGCCAGGGAGAGAACACAGACTCCAATGACGATGCTCGTTAGAACTAACGCTTGAGGGATTGG
+AGCTACCATTGCCCCTCCTTCGTAACCTGTATAAATCGGTGCCGTCGTCGGTAATCCGTTCTCTATCCTG
+TATCCTTCACTAATCAGCAGAAGGTGTATCCCCGAATCTATCAGGTCAAGGGCCAATATCAGCTTGATAA
+GATTGCGCTTGTAAAGGAGGGCGTATATTCCGAGTGCGACCATTATTATGGCGGTTAAATACTGGAAGGC
+TATCATCCCTTCCACCTCCTAAATAGACTTAGGGCGAATACTGCAGAAACGAGTCCCGTGAACACCTTTA
+GCCCAACTCCTAGGTTCATTATAGGTAGAAATCCTGCAGAGAGTAGGGTTCCTGGCTTTCCGTTGAATAG
+AGGCCCCTTGTGCCAGAGAACGTTGTAGAAGAATGCAACGCTAAGCCCAAGCATTGCCACACCTAGGAAG
+ACTAATCCACCGACACCCTCTAGGGCTGAGTACAAATCCTTGTTTATCCTCTTCTTGGCCTCATCCACGC
+CAAACGCTATCAAGAACAAGAGCCCCGTTCCAACTATGGTCGCACCACCCTGGAATCCACCGCCGGGTGT
+AAGGTGACCGTGAAGGACTATGTAACATCCGAATATTCCTATCAATGGGATTAGGGCTCTAGCATTTGTC
+TTGACTATAACTCCCATATCACTCATGCTCCTCCCTCCTCCAAGGTCTTAGAAGGGCCACGGCTCCAGCT
+ATTGCGGTGAACAAAACGGTCGCCTCTCCAAGCGTATCGTAACCTCTGTAATCGAAGACTATGTCGGTAA
+CGATGTTCATACCCCCGACTTCCTCTAATCCATGATTTATGTAGTAATCGTCGGTGTAGCGATACCTCTT
+CCAGTCCTCTCCGCCTAATCCGAACTTTATTCCATATTTAGGACTCAATGCAACCATTAAAGATGCGAAT
+ATAACCATCAACGATAAAAACGCTAAAGCTCTCTTCATGGTGCCTCACGCTCCCATCTCTCTGTTTTCGC
+AATTGCGTAAACCACTATAGCAGTAACAACCCCAGCACCAACGGCAGCCTCGGCTATGGCAACGTCTGGA
+GCGTGGAGCATGTAGAACTCGAGGCTTAGAAGTAGGCTCATCGCCGCTGAAGCTATAGCGGCTGCAAGGA
+GGTCTCTCAATGTTATCATTAGTATTGAGCTCACTATAATCCCTACGAGGACTATGAAGTGGATTATCAT
+ATCATTCATTGCTCTCCCTCCTCTTCTCCAAATACGCATCAACAACGGCTCTCTTTGGCAAGTAACCGCT
+CAGATGAGAAGCCTTGGCTATAGCGTGGGCACCTACGGGATTCGTTAGCAGTAAAGCAAGAAGGGCAACT
+AAGCTGTGAAGTGCCATTTGAAGGTACTTCGGGTTTCCCGTATCGTTAAGCCTAGCTAAAGCGTGAATAA
+CTACTGCAAACGTTGCGAAAATCGTGCCAAATGTCGTGCACTTTGTTGCTCCATGTAGCCTTGTGTAGAC
+GTCGGGAAATCTGTGGAGGGCTATACTTCCTAGCGTGTTGAAGGTTACGCTTATCGCAAGGCAAATGAGA
+ATTAGGTACTCTATCATGACAATCCCCCCTGGAGGTACTTCGCTATGATGAGGGTTCCAATGTAGCTTAG
+GAGGGCGTAAACTATCGCTATGTCGATGTAGATGGCCCTCTCATAGTAAGCCCCCAGGAGGAGCATCGCC
+GCCACTACCAACGTGTTGAGGGTGTCTAGGGCAACGACCCTATCCGATGTCGTGGGTCCCAGGATTAGTC
+TAAGGAGAACTATCAATCCAGCGATTCCAATAAGCAGGGTAGCATAGAGAAACATTTGTTCCACTGTCAT
+TCCCCTAACCTCCTCGCCCATTTTTCGAAGGGACCAGAAACGGGTTCAGAGCTCTTGGGCCACTCTAATC
+CCTCTGGGATGTTTATCCAGTGGACGTAGAGGGCTTTTTCTTCTGGAGAAGCTTCAATTGTTAAGGTTCC
+TGGGGTTAGGGTTATAGAGTTACTTAGAATTGTATACTGGGCATCGTTCTCTAAATTCACTGGGACCCTC
+ACGATTCCTGGTCTTATCTTCCCTGTGATGACCCTATATGCAACATCTAGGTTAGCCTTGACCATCCCCC
+AGAAGAGAACTGGGGCGTATGCAATGAATAGAACCAATTTAATTGGATTGAGGAATCTACCTGCTTTCTC
+TCCGATGATATTTCTAGTGGCATAGCCTACTATTGCCGAGAATATTAATCCTGCTATCAATTCCTGGGGA
+CTCCAAAGTAATCCTTTGCTTCCAGCCGTGAGCACGAGCCACATAAAATATGACCATATGAAAGCCGCTA
+TGAATGACATCTCCAAACCTCCTCAACCTTTGGTTTGAAACGGCATTTTACTTCCTTATTTTTTTCTCTC
+CAAAGATTAGATAGCGTAGAAATCTTAAAAGAGTTTTTTAAAGCTTAGAATTGAAAATAAAAGTGTTCAA
+CCTTTGGTTTACTATTGTGGGGTTTTTGTGATACACAATTATGACCCAAAATGCTTTTAAATATTCACCA
+AGAGAGCTACGTGGAGGTGGTGAAGATGTTCAGCCTAGGTGGGCTTGGAAAGAGTAGGGTGGATGAGAGC
+AAGGTATGGGACGTTATAATCATTGGAGCAGGGCCTGCAGGGTATACAGCAGCTATATACGCCGCGAGAT
+TTGGGTTAGATACTATAATCATTACAAAGGACCTTGGAGGTAACATGGCAATCACGGACTTGATAGAAAA
+CTATCCTGGATTCCCGGAGGGGATAAGCGGTTCCGAATTGGCCAAGAGAATGTACGAGCACGTTAAGAAG
+TACGGTGTTGACGTGATCTTTGATGAAGTCGTTCGCATAGACCCCGCGGAATGTGCCTATTACGAGGGCC
+CCTGCCAGTTCGAGGTTAAAACTGCCAATGGAAAGGAGTACAAGGGTAAGACGATTATAATAGCTGTAGG
+TGCCGAACCAAGAAAGCTTCACGTTCCTGGAGAGAAGGAATTCACAGGTAGAGGAGTCAGCTACTGTGCG
+ACTTGCGATGGCCCGCTCTTCGTTGGTAAGGAAGTTATAGTAGTTGGCGGTGGAAATACCGCTTTGCAGG
+AGGCCCTGTACCTTCACAGCATAGGGGTTAAGGTCACGCTAGTCCACAGAAGGGACAAGTTTAGGGCCGA
+CAAGATACTCCAGGATAGGCTCAAGCAGGCTGGAATCCCGACGATATTAAACACAGTAGTTACCGAGATA
+AGGGGAACCAACAAGGTCGAGAGCGTCGTCCTAAAGAACGTTAAAACTGGAGAAACCTTCGAGAAGAAAG
+TCGATGGAGTTTTCATCTTCATAGGTTACGAGCCGAAAACTGATTTCGTGAAGCACCTCGGCATAACGGA
+TGAATACGGCTACATAAAGGTTGACATGTACATGAGAACAAAGGTTCCAGGAATATTTGCAGCCGGTGAC
+ATAACTAACGTGTTCAAGCAGATAGCAGTAGCTGTTGGTCAAGGGGCAATAGCGGCGAATTCAGCTAAGG
+AGTTTATAGAAAGCTGGAACGGAAAGAGTATTGAATGACCTCTCTTCTTCCTTGAAAATTTTTCGATCAA
+GGATGTTCATTTTCGAACTTAAAGTTAAATAGTAATCCCCCGAGTTTTTTCTTGGTGGTTGATATGGAGC
+TCAAGCCGAACGTTAAAGAAATTCCTGGGCCAAAGGCAAGGAAAGTGATTGAGGAACACCACAAGTACAT
+GGCTACAACGACAAACGATCCAAATGAGTACTTTCTTGTTATAGAGAAGGCGGAAGGGGTTTATTGGATC
+GACGTTGATGGCAACGTTATCCTTGACTTCTCCTCCGGAATTGGAGTCATGAACGTTGGTCTTAGGAATC
+CCAAGGTGATCGAGGCCATAAAGAAGCAACTTGACTTAGTCCTTCACGCTGCTGGAACCGATTATTACAA
+CCCCTACCAAGTTGAGCTCGCAAAGAAGCTCATTGAAATAGCCCCAGGAGACATGGAGAGGAAAGTTTTC
+CTAAGCAACAGTGGAACTGAGGCAAATGAGGCTGCATTGAAGATAGCCAAGTGGTCAACAAACAGGAAGA
+TGTTCATAGCTTTCATAGGGGCGTTCCACGGAAGGACCCACGGAACGATGAGCCTTACAGCTAGCAAACC
+CGTTCACAGGAGTAGGATGTTCCCAACGATGCCTGGAGTTGAGCACGTTCCATATCCAAACCCGTACAGG
+AACCCCTGGGGAATCGACGGTTATGAAAACCCAGATGAGCTCATAAACAGGGTAATCGAGTACATAGAGG
+ATTACCTATTTGAGCACTACGTTCCAGCAGAGGAAGTTGCTGGAATATTCTTCGAGCCAATACAGGGAGA
+GGGCGGTTACGTAGTCCCACCAAAGAACTTCTTCAAAGAACTTAAGAAGCTCGCCGATAAGCATGGTATC
+CTCCTAATCGACGATGAAGTTCAGATGGGAATGGGTAGGACAGGAAGGATGTGGGCTATAGAGCACTTCG
+ACGTAGTTCCAGACATAATAACCGTGGCAAAGGCCTTGGGCGGTGGAATTCCAATTGGTGCCACGATATT
+CAGGGCTGACCTTGACTTCGGAGTTAGCGGAGTCCACAGCAACACCTTCGGTGGAAATGCCGTGGCTGCT
+GCTGCGGCACTCGCGGTTATAGAAGAACTCCAGAACGGCCTGATAGAGAACGCCCAGAAGCTCGAGCCAT
+TGTTCAGAGAAAGGCTTGAGGAGATGAAAGAGAAGTACGAGATAATAGGAGACGTTAGAGGACTAGGATT
+GGCATGGGGAGTTGAGTTCGTTAAGGACAGGAAGACGAAAGAATACGCAACCAAGGAGAGGAACGAAATC
+GTCGTTGAAGCATTGAAGAGAGGATTAGCACTTCTCGGCTGTGGAAAGAGCGCAATAAGGCTTATCCCAC
+CGTTAATAATTAGCGAGGAAGAGGCAAAGATTGGTCTTGACATATTCGAGGAGGCAATAAAGGTCGTGAG
+CGAAAGACACGGATACAAGATTCACTGAATTTCTATTCTTTTGTTTTTAGTTTTTACAAGAAAAAGTATG
+GGAGAGAAGTCATTTAGTGGGCCCATGGTTCGGGCCGAATAGCACGTAGTAGTCATTGCCAGCCCAAACG
+TAGAAGTACTGTTCGTGGAAGTGAACATGGCAATAACATTCATCCTCCCCATAAACTAATTCTGGTGTGA
+AGGGAACCTCGAAACTTATGTCTGGGATTAGCTTAAAGTGTCTGTTTCCTTGGTCGTCATAGTAGAAGGA
+AACATTATAAAGTGCTATCCTCTTCTCAAATCCCACTGCGAGCTGGAAGTTGTAGGTGTTGTACATTGGT
+GAAAATGCAACTACACCTTGAATTGAGCTATCTGATGGAATCACTTTCACGACTGGAACGTTCTTGTCGT
+TGGCATCGTATTTAGATGACACCCTGACCCAGTAAAATTTGTTCTTATTATAGATAACAAGCTCTCTCTC
+GTGGCTCAGGAAGACGGCCTTTCCAGGGAAGTTCTCTAGGAGGGTGTAGAGCTTGTCCGGCCCGTAGCCA
+TAGTAGCCTCCGATATCGTAAAGGTAAATACCTCCTTCAGTCCTTATAAGGGCCCTGCCCCGACCAATAT
+CGTAAATGGCAACTATTCTCTCTGGAAGGGTGAGAACTACTGGTTCAACCTTGGGAAGGCCTTTTTTCTC
+AGCTTCAAAGAACTGATCACTCGTGTACGTTAGTATGTAAGCCCTATTATCCTTCCACGCAAGGAGATGT
+AAATTGCTGTCCCGGTATCCACGCATGTAGTTTACGCCATCCGCATCAATATCCCAGCTTAGGTACTTCC
+CGTACGTTACATACTTCACTCCATCTTCATACTCATTTAGTGAGTGATCGTAAAGGAGATAAAGCCTTCC
+ATCCTTCCCTGCCATGAAGATATTGTAACTTGAGTAGAATCCTATTGTAAAGTCCCTTGGCGTAGTTGGA
+AGGACGTAAATATACCTCAATACCTTGTAATTGTTGAGGGGCTCTTTTTTCTCCACGATTGTCTTAAGTC
+CGCTGGTAATCTCCACTAAGTAATTCCCATACGCAAGGTAAAGGCCGGGCAATCCCGCAGGTTCGTATGC
+TCTTATCTGCAACCAGTCGTTGATGTTCTTGTAGTCAGGAGCTTTCTTGAGATGAACCTTTGCTCCCCAC
+AGCTCTCCGATACGCGTATATTCAATGTTAAAGTTGCTAAGAATGACTTCAATTTCACTTTCGGTATCTC
+CCTGTGTCGAGGTTTGGGTTTCTCTTACCTCTGTTTCTGCTGATTCACCCGTTGTTTCTTTGACTATTGA
+TCCAACGACGATGTAATACTTTCCGTCTGCACCCCAGAAGTAGATGTATCCCACACCTTTGCCTTTGAAG
+TATTCTCCCTTTCCAACTTCAACCTTGGCTGGTAGTTCTAGGGATCCTTCGTATTCAACTAATGTAATCG
+AAGGGTCATAACTGTAGAACTCGACCTTATTTTCCTTGAATGCAAAAATAATACTGTAGTCGTCAGTTTT
+TGTGTAGCCTACAAAGCTGTACCCAGGCAATTTTATTACTTCCTTACTCTCAACTTCTCCATTGCTTACG
+TGAACTATTATTGCCTTTTCTCCATCGTAAATTGTCACTACATCTTCGCCCTCGCCGATGTCTATGTAGT
+AGTTTCCATTCCTGGGAACTTCAATCGTTGATGATTCCTCTCCAGTTGAGATTCCAAAGATGTGTAGCTT
+ATCTCCTTCCCATACATAGAATCCGTGGTACCCTATCATAACGTCCTTTACCTGGGAATTGAAAGTGAGC
+TTAGTTGGTGTCGGTTTTTTGCCTGTTCCATCGATTAGGTTAAATATCTCATCCCCAGTAAAGCTAACTA
+TCCAAACTTCATTTCCTCCCCAGGCTATATAATAAATGTGATTTCCGTCATAGTCCCATCCTGCCACTAG
+ATTCTGTCCACCGACTTTCCACGAGAATTCTCGCTTTACCTTGTCGAGGTATACGAACTTCGCATTCTCT
+TCGCTAGGCCAATATTCAACGTTTTCATTGTCATAAACTATTAGGTGAAGATTTCCTTCGCTGTCAAGAA
+CGACTACTGACCCTTCGGGGCCTCCCCAGGAAATGCCAACTGCATCGTACGGCAACTTTGCTATCGTCCA
+GGGATAGTGCCCTTTGCTTCCCTCTTTAACGTAGTCATACAACGTCTCATCCCCATATTCAAAGGCGAAT
+AGCTTTCCAGAGGAGTAGAACCATACATTACCAGGCTGTTTTGATATGAAATCCGGTAGTGTCGATTTCC
+ACCTTGGGTTATCAATCCAGAGTGAAATCCAAATCAGTCCAGCACTTTCGGGCGAATACTCAATGTGCGT
+CAAATCGTAAATTTCTCCTTCCTTGACCTCCGGTTGTGGGGAAGGTGTACTCTCCGCTACCTCCTGTTCC
+TGTGGTGTCTTTTCCTCTATGGGTGTCTGCGAGGATTCTTCTGGCGTTGGTGATACTTTTCCGATCTCAA
+CCTCACCAATGCATCCACTGATAGTGACGATTAGGGCCACTGCTATTGCTATAAATAGCTTTACAACACT
+ATTTTTCTTCATAATAACACTCTCCAAATTAAACTCCTCAAGCCTCGAACTTCTTAAGAAACTCACCGTG
+CTCTTCAACTAGCTTTTCATATTGGGCTTCTGTTATATGAATCCAAATCGTTGTTCGTGGATCAACCCTA
+TCTACCTCGCTTTCATAGACTCCTGGGTTCTCTTCATTTTCGGCATAGTACCATATCTCAACTTTTTCCC
+ATTTTCCTTCTCCGACTTTCAGAACTTTCTTAACCTCATTAGCCTCTCCATGCTCTTTATAGCTGAAGTA
+AACATCTCCAATCGCCGAACTTAGCTTTTCCCAGTTCTCCGCGAGGTCTGCCGCTGTCATTTTAAAGTGC
+CTTTTCTTTATATGCTTAGAAACGGAACTCAATCCGGATCTCAGCTTTCCAAACAGTCCCATACAACCCT
+CTCCAAACTACTAATTAATTATCTTACTCACAATTCCCTTATAACGTTTTCGCACAATAACGGTTTTTAT
+CTCCAACCTGGAAGAAAAAGTAAAAGACTTGCAAGTTTTAATCTAGCTCAAGGTTCCCACCGTTTCGGAA
+ATAATCTTTTGGGCTAAAATCGGATGCCATCTAAAAGTCCATATATCCCGAAACTCTAAGGACGTGGAAA
+ATTGCCTCGGCCCCTCCTTCTCCATATTCTTTCTCGGTCACATAGTCCGCATTTTCCTTTAAGACATCTG
+GGGCTTGGGCTATTGCTATTCTATAGCCAACGACCTTGAAGGCATCAAGATCATTTTCTCCGTCCCCTAT
+GTGGGCAACTTCCCTTGGTTTAATCCCCAAGAGCTCACATGCTTTTTCTATCCCGGCTCCCTTATTTATC
+CATGGTTTCTTAACGTGAATGGCAAAGCCCGAGTCAACTGCAACTAAGTTTAGTCCGAGTTCATGTATTA
+TCTTCCTCACAGTTTCAACGTCTATAGTTTCCCTCATAATAACGAGTCCAGCTCTCCTATCGGGCATCGT
+GTGACTTGTTCTCGCATTTGGGAATCTCTTCCTGATTTCATTCCAAAGTATCCACTCCTCATCCATATTA
+GCTAAAAATATCCTCTTCTTTCTGTATGAAATTGCACCCCCATCCTCAGCAACTACTGGTCCAGAGGTGC
+CGATTAAAATACTGGCGGCTTCAGCGAATTGGACGGTGTTTCCTGTCACTAACATGACTGGAATGCCCAG
+GCTCTCAGCTTTTCTTATTGCCTCTAGAGCTTTTTCATGAATCATCCTGTTTGGGTAGGTTATTGTCCCA
+TCTATATCAATTGAAATAGCCTTGATTTTCACTTTTCCACCCCACTCATTTTAGGGCCTAAAGTTTTTAA
+AAGCCACCGAAAACGTTATGTCGGAACCGTGGTTAATGAGCCGAAACCGGCAACGGGAGTAGGTTAGACC
+ACGGTTCTCTTGGGCGATGGCGCCCGCCCGGGGCTTCGAGCCCGAACCGCCTCCCATGGGGAGGCTGATG
+GCGCCTATTCTTGAGAACTTTGGGAGGTGGTAGCATGGGCTCGAAGCTCTCTAGGTATGTGAATATAGAT
+AGGGTAATCGAGTACATTGAAATGAGAAGGCACAATGACGGAGGTTACTGCTTTGTCTCTCAGTTAGCCG
+ATACAAACATTAACGACACGTATTATGCTATTAAGATATACTCGCTTCTTGGGATTGAAGTTCCAGAGAA
+AGAGAAGACCATTGAGTTCCTATACGATTCAGCTCAGATGCAGACAGCTACTGTGGGGGTGGCTATGGCT
+ATCGAGGGGCTTGCAATCCTAGGAGCTAAGGATCTAGCTAAGGAAAAGATGGAGCTTCTCTTTATGAAGT
+ACAACCCACTGGAAGATAAGTTCGCGGTGGGGCTTGGAGGGAGTGAAGAATTTGGAACGGCAACCCCCTT
+AGAAGCTACGTATTGGGCTATGAGAGCCATGAACTCTGTAAATTATAGGATTGATGAGGAGATGAGAGAA
+AAGATCATTGAATTTGTGCGTAGGTTCAAAATTGGAGACGCTTACGGCGTTACCCACCCAACAACTACCA
+TGACTTATCAAGCCCTATACACTCTAAATTCCCTGGGAATAAAAGAAAAGACAAGGCACTTTGAGCTTTG
+TGAAGTTTGCGGCGACTGGGGAGGTTTTACTGAGGTTCCAAATTCATTACCTCCATATATAGAACCAACG
+TTTTATGCTTTAAGAGGGTTGGAGCTCCTTGGAAAGAGAGCTGGTTGCATTGATTCTCATATAAAGTTCA
+TAAGGTCACTTCAAAATCAAAACGGTGGATTTAGGAGAAGTTATGAGCTTGGAATTTCAACGTTCCAGAA
+CACATACAGAGCATTAGCGAGCCTAAACATTCTCATAAGGTGGGTATGATGGAGATCTGGATTAGCGATG
+AAGAGTTTGAAGCAATTAAGAGAAATAAGGAAAAGGCCTTAGAGTTTCTTAACAACGGAGATAAACTTAG
+GACTTATCTGCTTTCTCTAAAGTTTAAATTTTTGATGGAAAAACTTAATAATTTAGAGGAAAGGCTCCAG
+GAAGTTGAGCAAGAGTATAGAAAATTGAAAGCATTTGAAAGTAGAGCGTTCGAAGATAAGGAGTTTCTGC
+TAAGGATTAGAAGAGAGTTATCTATTGAAAATTCAAATCTAAGGAGGAAACTTAACAATGAAAGTAACCT
+TTCGAAAAAGTCGATTTGCGAGGATTACAGTTGAGATCCCTACAAATGCTGTCGAAGTTTGCGAAGAACT
+TGGATTTTCCTTAGAGGAAGTTCTTAAAAAGCTCTTTCTAGAGGGGAATTTTGACTTTGAAATTCACTCT
+GAAGAGGAAGTTATGCAACTTGAAATGAAAATTCGAGATACTGAGAGGAAACTATACGAATTAGAAGGGT
+CATGGTCATCTCTTAAATTTAAGTTATTTCAGGTGTATTCGGACAATAGGAACCTAGCAATCCAGATTTC
+GGGTTTAGTCTCTGAAAACAAGAGGCTGAGAAAGTTTCTGAATTTGCCAAGCAGGGATTTTAGGGACGTT
+GAAGAATTAATAAGATACTACTTAAACCTATAAAGTTATAATCCTTGGAAGGTCAAAATACATGATGACG
+CTAGCGGTTAAAGTTCCTCTAAAGGAGGGTGAGATAGTTAGGAGAAGACTGATAGAGCTTGGAGCTTTGG
+ACAACACGTATAAAATCAAGAGAGAGGGTAATTTCCTCCTTATTCCTGTAAAGTTTCCAGTTAAGGGATT
+TGAGGTTGTAGAAGCTGAGCTTGAGCAAGTTTCAAGGAGACCGAATAGTTATAGGGAAATTGTCAACGTT
+CCCCAGGAGCTAAGAAGATTTTTGCCTACTTCCTTTGACATCATTGGAAATATAGCCATAATAGAGATTC
+CCGAGGAATTGAAGGGATATGCCAAGGAGATAGGAAGGGCTATAGTTGAGGTTCACAAAAATGTTAAAGC
+GGTATACATGAAGGGGAGCAAGATTGAAGGGGAATATAGAACGAGGGAACTAATTCACATAGCTGGTGAG
+AATATAACTGAAACGATTCATAGAGAGAATGGGATCAGGCTTAAGCTGGACGTTGCTAAGGTTTACTTTT
+CTCCGAGGCTGGCGACTGAGAGAATGAGAGTTTTTAAAATGGCCCAGGAGGGAGAGGTTGTATTCGATAT
+GTTCGCAGGCGTTGGACCCTTTTCCATTCTCTTAGCTAAGAAGGCCGAGTTGGTTTTTGCTTGCGATATA
+AATCCCTGGGCTATAAAGTACCTTGAGGAGAACATAAAGCTAAACAAGGTTAACAACGTTGTTCCGATTC
+TTGGTGATTCTAGGGAGATAGAAGTCAAGGCAGATAGGATAATAATGAACCTACCTAAATATGCCCATGA
+GTTTCTTGAGCATGCTATTAGTTGTATAAACGACGGAGGGGTCATCCACTATTATGGCTTTGGACCCGAG
+GGCGACCCTTACGGATGGCACTTAGAAAGAATTAGGGAATTGGCTAACAAATTTGGAGTTAAAGTAGAGG
+TATTGGGTAAGAGAGTAATAAGGAACTACGCGCCGAGGCAATATAACATAGCTATTGACTTCAGGGTTTC
+TTTTTGATGAACCAGCTTTCAAGGGTCGACTGTTTTCCTGCTTTTATGGCTTTTTTGAGTCTTTCTAACC
+CATTCTTGACCCTTTCTTCGCTAAAATCATGTTCATCGCAGAGAAATCTTATGATTCCTTCTTCATCTGG
+TTCCTTCCATTTCAGTGAATAATCATCAGTAGTTGGTGGGTTCAGGAAGAACTCCTTTATCGCATAGAGA
+TCCACGTCGCTCTGCCTCTGAAACTTAGCCAAGGGGTCTTTCGAATACTTCACTATTTCAAGGGCTTTCT
+TAGGCCCTATACCTTTTATGCCCCCAGGATTATAATCAGTTCCAACCAAAATTGCTAGCTCTATAAGTTT
+TTCCCTAGTTATCTTGAGCTCCTTCAAAACTTCCTCAAGAACTATAAGTTCCGGTTTTATCTCAACGTAG
+ATATCCTTTCCTGGCATTTTTCTCTTTCCAGTTATCGTGAGGTTCCTAACCAATCTTGGAGTTCCAAAGA
+GTAGGGAATCATAATCTTGGCTTGCCGAGGCATAAACATCTCCCTTGCCAGCCATGTACGCTGCCTGGGC
+TTCTCCCTCGCTTGGAGCTTGAACTATAGGAATTCCCATGAGCTGTAAAAGCTTTTTAGCGTCTTCAATA
+AGCATCTCGTTAACTTTGGTAGCCCTTTGAGCGTACTTTCTTGCTTCCTCGATGTCTCCCTTGGCCAGAG
+CCTCTTTCCACTTTATCTCAGCTTCTTCTCTTGCTTCTCTTCTTTTCTCAAGTTCCTTCTTCTTAAACGC
+TGGAGGTTTTCCATCGAAAACATACACCGGCTTAATCCCGGCCTCCATAAGGTTTATCGTTCTGTAAAAG
+AGCCCACTCAGGTGGGAGGTTATCCTACCCTTGGAGTCCATTAGTGGAGTCCCATCCCTCTGCCTTATCG
+TTGAGAGGAATTGATAGATAGCGTTAAGGGCGTCTATGGCAATCTTCTTACCGTATAAGTTTTCGAGCTC
+TATTTCCTTTCTTGGTATTAACTCCCCTATAGGAACTCCCATAATATCACCCTCAGCCTACCGGTGTGCT
+CATCACCACTCAGGTGAGGGGAAGGCTCATCATCTATGGAAACAATAATTCAAGAAAGTTTATATCTTTA
+TTCTTGTTGATTGCCTTCCTTTAAATTTAGATTAACATAAATCCAGCCAAGGGCAAATATAACTAGTGCA
+AGTCCGATAAGGGTCAAAGGATTCAAAGAATCATAATCTTTAACTACCATCAACTTTCTAACGATCGCGA
+GAATACCTAGTTCTACTACCCTTCTCATGCTTACGTGGTGATGCCTCAGGTATAATGATAATAGCTCATA
+TATCTCCAGGAGGATTAACACAAAGAGAAACTCCTCAAGCGTGCCTTCTAAATTCAATGAGATTAAGCTG
+TAAAATGTTTTGTACAGTGCCACAACTATTAATCCCAGAACTACTATCACCAACAACCAACTCACATAAT
+CAAACGTTGCATCCATGAATTTTGACATGCTCTCTTTCATCAAAAATAAAGAAGAGAGAGGATATTTAAG
+TTTAAGCCTTTGCGTAAAGCCAGCAGGCTACGTAGTGATCTTTCTCAACTTCAACCATCGGTGGCTCTTC
+TTTATCGCATAGTCCAGCCTTCGCATATGGACATCTTGGATGGAACCTACAACCTTTAGGTGGATTAATT
+GGGCTTGGTGGCTCTCCAGTAACTTTCATTCTCTTCTTCTTCATTTCCCTCGCTAGGTCTGGATCTGGAA
+TTGGAATCGCCGAGAACAGCATTTGCGTATAGGGGTGTAATGGGTTTTCGAATATCCTGTCGGCGGGTCC
+AACTTCCACAAGCTTTCCTAGGTACATCACTCCGATCCTGTCACTCATGTACTTGACGACCCCAAGGTCG
+TGGCTTATGAAGAGGTACGTGAAGCCATGTTTCTCTTGGAGTTCCTTTAACGTATTCAATATGTTCGCCT
+GAACTGAAACGTCGAGGGCCGAAGTTGGCTCATCGAGCACTATGAATTCAGGTTTTAATGCAAGCAACCT
+TGCGAGGGCGATTCTCTGTCTTTGACCACCTGAGAACTCGTGTGGATAACGGTAAAGGTGCATCTCATTC
+AATCCAACGCTCTCAAGTAATCGTATAACAAATTCCTCAGGGTCATCAACTTGAATCCCGTGGAACTTCA
+CTGGTTCCATTATGATCTGGAAGACCGTTTGTCTAGGATCCAAGGAAGAGTATGGATCTTGGAACATTAT
+TTGGGCTTTTCTTCTAAACCATTTTAGCTCTTCTCCTTTAAGCTTTGTCACGTCCTTCCCCATGAAAATT
+ATCTTACCATCTGTAGGTTCTATTAGCCTTAGTATTGTTCTCCCAGTGGTAGTTTTTCCACATCCACTCT
+CCCCCACTAGTCCAAAGGTTTCTCCTCTCTTAATTTCGAAGCTCACTCCATCTACTGCCTTGACCCATCC
+TATCGTCCTGAACAAACCTCTAATTGGGAAATACTTCTTAAGGTTCTCAACTTTAAGGACAGTTTCCGTC
+ATGAGGATCACCTCAATATAAGTGACATGCAACGAAATGCCCTGGTTCAATTTCCTTTAGCTCGGGGACT
+TTTTCTTTGCATATTGACATTACCTTTGGACACCTTGGGTGGAACCTGCATCCTCCTGGGGGTGTTATTA
+AGTTGGGAACAGTTCCTGGGATAGCTTCAAGTTTCTCTATCTTCGTCAATGGATTGGGGACTGCCCTTAA
+TAGGCCTTGAGTGTATGGATGCAGGGGATTCTTGAATATCTGATCAACGGTTCCTATTTCAACTATCTTT
+CCAGCATACATTACTGCAACCCTGTCAGCGGTCTCTGCAACAACGCCTAAGTTGTGGGTGATTAGGATTA
+CGGTAGCTTTGTATTTCTCTTTCATCTTGTTGAGTAGATCTAGAATCTGAGCCTGAATTGTGACATCCAA
+AGCCGTAGTTGGCTCATCAGCTATTAATATCCTTGGATTATTTGATATTCCTATTCCGATAACAACCCTC
+TGCTTCATTCCTCCCGAGAGTTCGTGGGGATAGTTGTTCACTCTCCTAGCTGGGTCTGGGATCAAAACAG
+ACTTTAATATATCAACGGCCTTCTGAATGCCCTCTTTTATACTTTTTATCTTTCCATGAACTTCCATGGC
+CTCAGCTATTTGATAGCCCACCGTATATAGGGGATCCAGAGATGCATGTGGATCCTGGAATATGTACGCT
+ATTTCGTTTCCTCTTATTTTTCTTATCTCTTCCTCGCTTAGCTTGAGCAAATCTACAACGCTACCATCGT
+CCCTGTAGTATAGGACTTGACCCTCAACTATTCTTCCTGGGCTTTCGATAAGTTGAGTTATCGCCCTAGA
+CGTCACGCTCTTTCCACATCCGGTTTCGCCAACAAGAGCGAAGGTCTCCCCCTTGTAAACATCGAACGAA
+ACCTTTTCTATGGCCTTGACTATTCCAGCGTAGGTGTAAAAATGAACGGTAAGATTTCTAACTTGCAAAA
+TTGGTTCAGGCACTTTCCTCACCCTCCTCCATCTTCTTCTGCTTCTTAACCTTGAACTCTATGCTCCTTC
+TCGTCTTTGGATCGAGTATATCTCTTAGCCCATCACCAAGTAGGTTCCATCCAAGAGCCGTGAGGAGAAC
+AACTAGACCTGGGTAGAACACTAACCACCAGCACCTTGGGAAGTACTGAGCTCCGTCATAGACTATCCTT
+CCCCAGTCAGCTATTGGCGGTGTTGCTCCAAGTCCAAGGAAGCTCAGTCCTGCTTCCATGAGGACTACTC
+CACCGAAGTCCAAGGTTATGTAGACCAGTATTGGACCTATGATGTTAGGTAGTATGTGCCTGAACAGGAT
+TGTCCTCGTCGGTAATCCAATAGCTCTAGCGGCTTCAACGTATAGCTTTTCCCTCTCAGTAAGGGTTGAA
+CCTCTCGTTATTCTCGCGTAACCTGGCCACCATACTATGATCATTGCCACTATAACCGCTAGCAACCTAC
+CAAGGTTTCCAGCCTCTCTAACGTCTAGTGCGAATATTGCTAACACGATCTTCTCTATTACGGGATGGCT
+TGAAATGAAGGCTTGCAATCTATCTGGAAGCACCGCCGAGAACGCGATTGCTAGAATTAGGGCTGGGAAT
+GATAGGAACATATCGGTTAAACGCATTATCAGCTCGTCCACTTTTCCACCGTAGTATCCAGCTACCAGAC
+CCAGGATAATTCCGAGGGGCACTCCAAACATAATAACTATTATTGAGATGACGAAGCTAGTTCTTGCACC
+CTGAAGAAGTAAGCTTAGCAGGTCTCTACCATAGTGGTCAGCTCCCAGGGGATAGTAGATTGTGGCATTG
+TTGTAGTATTCGAGAACCGCTTTACTTCCTGGGGGTGCTAAGTAAACATTGTCGTAGTGGGACGTGTACA
+GGGTTGGGAAGAAGTTGTATTTCCAAGGAGCAAGGAACGGCCCAAAGATTCCTACTAATATGAATATTAT
+AACGATGAACAAACCAATTAAAGCAGGAGGTGACCTGTTTAAGGCGTATAGCATTAGTCTCCATTCTTCT
+AATCTTGACCTGTTCTTCTCCATCCAGTCCTTCTTGAATAACGTGATGAACTTGCCGATTCCATAGACTA
+GTTTATCTGCAATTTTATCAAGTATGCTCTTTTTATATTCCTCTTGCATTGTAATCACCTCAGTACCTAA
+CCCTCGGGTCTATCACAGCGTACAGGATATCCACTATCAGGTTTATCGTAACGTAAATTATCGCGTAGAT
+GAAAGTTACAGCCACTACAACCGGGAAGTCCAAGTTTTGGATTGCCTGGACTGCGTAGCTACCCATTCCT
+GGGAGGCCGAAGACAGTCTCGGTAATTGGAGTTCCTCCCAGTAGACCACCAAACTGTAGCCCCAGGACTG
+TAACTATAGGGACTAAAGCATTCTTCAAGGCGTGTCTGTAAATTCTCATCTTTGGAACTCCCTTAGCCTT
+AAGGAACTGAACATAATCTGAGCTTAATGCTTCGAGGAAGCTGTTCCTTACGAACCTCGCAGTAACACCC
+ATTCCAAGGAATCCTAGTGTAAAGCCAGGTAGCCAGAATCTCGCTAGATGCTGTTTGAATAGTTCGAAGT
+TTCCTCTGAGGAGGGCATCTATCATTGGGATGTGAGTTATAGGCTCTGGGAATGGAGGTACTCCTGCTAT
+GGTCGTTAGCCTGTACTTCACGAAGAATATGTATAGCATCAGGTAACCTAGCCAGAATGCTGGGGTCGAT
+ACTCCCAATAGGGCAAATATTCTGACGACAGTATCAATCCAGGAGTTCCTCTTTAGGGCAGATATTATTC
+CCAGGGGGATTCCAATTATCAATATAAAGAAGAACGCGATAATTGCCAGCTGGAATGTTACTGGAAATCT
+CTTTCCTATATCAGTCATTACGGGATTTGAAGTTCTCGGATCTATTATTGTGTTCGTTATTAAACCTTTG
+ATTAAAAAGACGTACTGATCGTACCATGGCTCATCTAAATGGTACATCTTCTTTATTAACTCGATAGCTT
+CCTTTGTCGCCTTTTCTCCACCAGCCCATGCCTTGGCAGGATCTGCTGGTATCTTATAGGCAATTAGAAA
+CACTATTAATGTTACCCCGATTATGGTGGGGATAAATGTGAGAATCCTTCTAATCAAGAACTTCTTTAAA
+TTGGCCATATCTGTCCCTCCTTGCACATTATTGGATCAAATCATCGTCTAAGGGTATACTAAACGCCTAA
+ATAAAAATTTTGGTGTTTAATTATAGCAAGAAAAATTGGGAAAATGGTAAAGAAGGGTAGAAAGGAGGTC
+AGCTAGTCTCGATGTTAATCTCCTTGAACTCCGTGGCACCGTATAGGAATGGTCCAACCCAGTTGTCTGA
+GTCTAGGTAGTCTGGCACCCAACCGACTACGTAGACGTCGTAGTCACCCTTCTCTGTCTTTGACAAGTAT
+ACTGGCCATTCGTAGCTCTCGACTGTAACCTTGAATCCTAGCTGGCTCCATATGTTCTGAATTAGGGTCA
+TTATCTTCTCACGCTGGGAGTTACCTGCGTTGTAGATGAGCTTAATTGAGTACTTGCTTGGATCAATTCC
+TGCTTCTTGCAACATTTGCTTGGCCTTTGCGATGTTGTAGTTGTACTTGATTATTCCGTATTCAGTGTAG
+CCTGGCCATGGCTTTGGTATTGGACCCCAGTTGGGCTCGAGCAAGTTGTTGTAAACTACCTTGGCTATCT
+GGTCGTACGGTATTGCATAGGCTAGCGCCTGCCTAACTTTGACGTCATTGAATGGCTCCTTCTGCGTGTT
+GAAGACTATGAATGTAAGCACTGGTAGGAGTATATCGGTCTTCACTATTATCTCATAGTTGTCCTTGGTA
+ACTCCTTTAACGTCCTCTATCTTGTCAGTTGGGATCGCCGCTACATCTGCAGTTCCAGTAGTAAGTAGCT
+GAACTCTAGCCACGGCATCGCTGTTGATTATGTAAATGACTCTCTTGTGGCCTGGGTTGTCGGTTGCGTT
+CCAGTAGTATGGGTTGTACTCGAGGACTATGTAGCTGTTCTCCTGGTAATCCTTGACGTAGAATGGTCCA
+GTTCCAACTGGGTACTTGTGCATTAACTGGTGGGTTGCATCGTTTGCACCCTTCTGCACATAATCCTTCC
+AAGCGTCTGGGTTCTTACCATAGTTGCTGGCCTTTAGGGCCTCTTCATACTTATCTCCAAGGAGGTACTC
+CATTGGAACTACGCTCAAGAATGGATCAGCGACTACGTTGAGAATTGCAGCGTATGGGTGTGGTAGTACT
+AACTTGAAGACTCCTGCAGTTTCGCCCTTGTATCCGAAGAAGTCCAGTAATTCTTGTAGTGACTTGACCT
+CAGTTGTCTTCCCGTGGTATTCTGCAACTAGTGGATGGCTCTTTAAGTATTCATTGAACTCCTCTTCGGT
+TAAGGCTTGTGAAGCTGAAACGTTCATGAACGTTTTTACCATCCAGCTGACTGAGTGTCCTAATCTAGCA
+ACACGCCAGAACGTGAAGAGTACATCTGTAGCATCGATTGGATAAGTCTTGTCGTGCCATGGATCATAGG
+CCTTTACTCCTCCCCTAATTACGAAGTACCACTCGGTACCTTCCTTATTGTGGGCCCAAGCCACAGCTAA
+ATCAGGAGAAACTTCCTTGGTATTCTCCTTCCAATAAGTAACCAAGGTGTCACCAATCTCGTGCCATATC
+TCCCATCCGAAGGTCTCGTAGGTCCATGCTGGGTCAAAGCTCTCTGGCCATCCAAATGTTGCTATAACGT
+ACGTTTCTGGATCGTTGTTGTAGTCTCCAACACCTGTTGGGACAACTGGGGCGTTCTTGTCCTCCCATAG
+TAGGTCGTATCTCTCTGCAAGTGTTGGGTGGTAGTATCTTCCCTTAACCCAGCTCCAGTAGACACGGAGT
+TGCCTGTTCTGACCTAGGATGACCTCTGGGACGTAATAGTTTCCTAGGATGTAAAGTGCCTTAAATATCT
+CGGTTCTTATCTCCGGGTTTGTCTCTCTTCTTGCGGCGATAACGAGGGCATCAACGTTAGTGTCCCTGAA
+GAATGCTGGATTTATCGCACCAAAACCTTGACCCTCTTCCATTAACTTCTTAACTGAAGGTGTCTTTTGC
+TCATCAACAACATATGTGATCCTGATGACTTTCTTTCCACTTGGTATTTTAACCGTTGGCTCGGCACCTT
+TTGGTCCAACAACAACTATTGAAGTCCCAGTATCAACAACCGTTACCTTACCTAGCTCTAAAATTGCCTT
+TGTAACTCCCTGGGGTTGAGTTGTCGTTTGTGTTTGTGTTGGAGAGGCAGTTTGAGTTGGGGACTGGGTT
+TGTGTGCCCCCGCCGATACAACCACTCGCTACTGTTCCTAAAACAAGGACTCCAACTAAGAGAAGACTCA
+ATAGGGCTCTATTCATCCTGCATCACCTGGGAAATTGTCCAAAGGAATATAACCTAGTATCGTGCTAATA
+AGTTTTTCGATGTCTATTTCAACCTGTAGAAAAAATGTAAAATAAACTGAACGTCTCGTGACATTTTTTC
+TAATTATTGAACCTTAATTGGGGTATAATAATGAAAAAGTTAGATCATTGATTATCCAAAATAAGCAGTT
+TGCGAACTATATGATACGTTCTTGCAAGATATTAATTTTTAAGGCTCTACTGTAGTTCCCTCGTGCTTTC
+CTCTTATCACATCGAATAATCTGAGGGCATCTTTCTTTCCGATAATATAGGTCTTGATTCCGCTTCTAAG
+GATTATACTGGCCGCTAATGGGTCTATAACGGTGCTAGCTCCAGCCTTGCTCGTTGATTTTCCTACAATC
+TGAACTAACTCCCTTGCACTAATCTTCTCGAGTTTCTTAGCATTCGGATTCTTCCTAGGATCGTCTGTAT
+AAACCCCGTCTACATTCGTTATGACAACTAACAAATCTGCTCCTAGGAACTCTGCCAATAATGCTGAAAC
+TGCATCGGTGGTATGCCCAGGGTGAGTTCCTCCCATGACGGGAATCTTTTTTAATTGTATAGCCTTCCAT
+GCCTCCCAGAAATCAGTAACTACTTGAGGGTATGCTCTTTCTTTAAGGGCAGCTATAAGTAACATGGCAT
+TGGCTCTCGTAATTTGAATTCCCAGGTAATCCTTGAATGTTTCATTTGCGTTGAATTTTGAGGCAACCTC
+AATGTACTCCCTCGCCGTCTTACCTCCCCCAACTACTATAGCTATCTCATGATCCTCACTAACCTTCGTT
+AATTCGTAGCTTAGCTTATCTATGAATTCAACGTCAGGCTTAGAAGGAACTAGAACGGAGCCTCCGATAT
+CGAAAACTATCCTCATTTTTGCCCACCTTTAAAGGTTGTCAACTAACCTAATCCCTTTTTCAGTAAGCTT
+ATAATAAATTCTCTTTCCCCTTCTATATGCCTCTTCAATTAGTCCTAGCTCTTGAAGCTCTTTTATGTGC
+TGGTGAATGGCTTGATACTTAACGGGTTTTCCTAAGGCTTGCCATATCTCATAGGCATATTTTTCTCCAT
+CCTTGAGTATCTTCAAAATTTCAAGCTTAGTTCCGCCAATCCCAAATTTCTCTCTTCCTCCTTCTCCTGT
+CTTTAATCCAGAACCAGTTACAACTAGAACTACCCTATCCCCTTTCTCAATGAATCCGTCATTTACGAGC
+TTAATTAAGGCTGGCATGACTACCGCCGACGATAATTCGGCAAAAATTCCTTCATTCGCAAGTAACCTCT
+CGCCTTTCTCTATCTCTTCTTCACTAACTAGAACAGCCGTTCCACTGCTTTCCCTTATGGCCCTGATAAC
+TTTGGGTTTCATAAGAGGTTCCCTTACGTAAAGACCAAGAGCTTTAGTTTCCTTGCACTCACCTTTAATT
+CCTAATATTTCGGAAGCTATTGGATTGCATCTATCTGTTTGAACTGCTATTAGCTTGGGCATCTCTTCAA
+GGGCTCCAATCTCAATTAACTCCTTAAATCCTTTGTAGATGGAGTAAAGGTAACTTCCACTTCCAGTTGG
+CACTATAACATGGGTTGGGTTAATTTCTTCCCAAAGCTCAAATGCTATGGTCTTTTGGCCCTCTAGCCCT
+ACTATATTCTCTTCAGGAGTTACATTGTATAATCCGTTTAGCTTTGCAAGCTCTTTAGCGTATTCTATAG
+CATCATCAACGCTTTCACCGTACCTTATTATCCTCGCCCCAAAGGCTATCATTTGAATTAGCTTTCCCTT
+ATCTACCTTCCTTGGAATGACAACGAAGCATTCCTTCTCGGCCCTAGCAGAATACGCTGCTACCGAAGCA
+GCAGCATTCCCGTCGCTTGCCACTATGAAACCGTTCTTTGCATAAGGTAAACCATATGAAATTGCAACCG
+TTGCAAGTCTGTCCCTAAAAGATCCCGTTGGGTTTCTGGTCTCGTCTTTAATAAAAACATCTACGTTAAG
+TTGCTCGCTTATTCTTGCCTTTATTAGTGGGGTTCCACCTTCTTGCAAACTTACTATCTTCTTTACCTTA
+GGCAATAACTCCTTATATCGCCACACTCCAGGCCGTCTATTCTTCCATTTCCTCGTATCAACAGAGGAGT
+AGTCGTAAGTTATTTCTAACTCCTCACCACAAATACAGAATGGTGGAATTTCTGCTTTGTACTCTCGCCC
+ACATTTAGGGCACTTCATGCTGTCACCTCAGCCTTATTGTGTCAAGGTTATTCGGAGCCCTAGTTGAAAG
+CCCAAATTTCCTGTGAATGCTAGTAGCCAAGTCTAAGCACTTCTGGGGCTCACCATGAACCGTTATTACC
+CTCTCTGGCCTGGGTCTAACTTTTGCAACGTAATTCATAAGTTCCCTCCTATCCGCATGACCAGAGAATC
+CATCTATTGTGTGAACCTCCATGTTGACTTTAATTACCTCTGTTCTTCCTTCCTCCCCAACCATGGGTAT
+TTCCCTTACACCACTTTGAACTTGCCTACCTAGAGTTCCCTCTGCCTGATAGCTCACAAATATTATGCTG
+TTCCTGGGATCGGGAGCCAGTTGTTTGAAGTACTCAACGCTGGGTCCTCCAACGAGCATGCCCGAAGATG
+CTATTATAATCGCGGGTTCGTTACTATCTATTATGTCTTGTCTCTCCTTCGAGTTCGCGACTGGGTGGAA
+TATCTCACTTAGGAACGGATTGTAGCCTTCCTTGAATATCTGCTCCCTTAGTCTCCTACTCAGGTATTCA
+GGATATGCTGTGTGTATCGCGGTAGCTTCCCAGATCATCCCGTCAAGGTATATTGGGGCATCTATAGCTC
+CTATCCTAGCGTAGTCCTCTAGAACCATCATTACCTCCTGGGCTCTTCCAACGGCCATTGCAGGAATTAG
+AACTTTTCCACCACGCTTTAAAGTTTGGTGAATTACCTCTATTAGCCTTTTCTCAGCTTCTTCCCTTGGC
+ATTTGGATATCGTTAGCGCCACCATATGTTGATTCCATAACTAAGGTTTCAAGTCTTGGAAACTTTGCAT
+TAGCTGGCTCAAGTAACCTTGTAGGTATGAACTTGAAGTCTCCCGTTATCGCTATGTTATGGAGACCATT
+CCCAATGTGTAGGTGAACTATGGCCGAGCCGAGAATGTGGCCGGCATTGTGCAACGTTAGCCTTATATCG
+GGCGAAATATCCCTAACTTCTCCATAATCAAGAGTTATTGTGTGTTTTATAACTTCTTTTATATCTCTCG
+GTCTATAGAGTGGGTCTTGGCCATTGCTCTGCTGAATCTCTATGAAGTCCTTCTGAAGGAGAACCATCAA
+GTCCCTCGTGGGCGGGGTTGTATATATTGGACCGTCGAAGAGGTTGTACCTAAATAGGTATGGTAACATT
+CCGCTATGATCCAAGTGAGCGTGGGTTATTATTATTGCATCTAGCAAACCCTCTTTAAGGACGTACTGGA
+ACTCGGGGGCATCAAAGTGTGGGAATGCCTTGTAGGGGTCATTAAGTGCGGCAACGTTAACACCAAAATC
+TACGAGAACGTAACTCTCATCGGTTTGAACTAGAAGGGCACTCCTTCCAACTTCTCTAAATCCTCCAAGT
+CCAGTAATCCTAATCCACCTACTCTTGTACTCGGGCTTTCTATAGATGTTCCTACCCACCTGTCTTAAGA
+ATTTCCTCCTATCTTTGCTCTCGCTCTGAAGGATCTGACGGATTGAATATATCGTTTGGCTTTGAAGTGG
+CGGTGTTCTGACGACTTTCGGTGCCCACTTAACTTTCTGAGTTATCAACCTTAAAGTTTCCCCATTCTTC
+CCTATAACGAGCCCCGGCTTTTTGGCCTCTATTAGAACTTCTCCAACGGATGGGTCGAAGGCTATATTCG
+TTATTTCAGCTTCCTTAGGCACTATCTCAAATATTAACTTTTCAGCCTCTTCAGGCGGAAGCAGAACATC
+TGGATCTGGCCTGATGCTAATCCTCTTCTTCAAAACTTTGGCTAAATCTTTTATTAACTCGCCATCTTTC
+ATTATCGCTTCGGGGTTTTTAACGTAAATTACTAATTCGGGCCCTTCAAATTCTATTTCAGTTATCTTAG
+CTTCCCTTGGTACCATTTGGTTGACAATTCCACGAATATCCTTAAGTATCTGGTCTACTTGGGTCTCCCT
+TTTTATCAATGCACTCACCTCCTTTACTGTCTGAGGATTGCCTTAAGCCTCGAGTTTGAGAGCTCCCTGT
+AGCCTTCTTCGGTTATAGTAACTACCATTATTCCGTCTCCAGAAAATACGTCTCTTTTAATTGCTGAATT
+TATCGCCTCAACGGCAATCTTTATCCCTTCTCTTACCTTCAGGTCCTCCCTATATTCTGAATCAAGAACC
+GAATACGCAAACTCCATTCCACTCCCAGCGGCCACGTACTTGTCTTCAGTTATCCCTCCCATCATATCCA
+CGGAATATAACCTGGGCTTTTCATCAAAACCCCCAACTAAGAACCACGCCAAGTACGGGAGCATCCTAGC
+TCCATTGAGCATATTTGCCAAAAGCGTAGCTAGAGCCTTGACGCTCATCCTCTTCCCGGATTGAGCGTAG
+TATAGTTTTGCCTCAGCCCTGAGTAGTCTAACTAAGTTTAATATATCCCCAACGTCGCCTGCTCCTGCTA
+TGGCTAGATGCTCATCTATCTTGTGTATCTTAGTAACGTTCTTGGCATATACAATGTTCCCAAGGCTGGC
+CCTTCTGTCCGCGGCAAGCACTACTCCGTCACTACAAACAATGCCTACTGTAGTTGTACCTTTGAATTTC
+TCAGTCAACTGCAACACCCCTACTGACCACTTTCCAGAATAGGATTGGAGAATCTTCAAAGGGAATCGGG
+AAATTAACTTATATAAATTTTTCGCCTATGGAATTCCAAGTCTATCCAAATAGATGTTAACGTACGCTAT
+CACGTGGGAAGTTAGGTAAGCCTTTGGCCCAATGCTCACCTTCATTCCTACACTTTCTAGGAAAGATAAA
+TCTTCACTACTAAGCCCAATATGGTCCCCTAAAACGAATGCTACATTGTTTTTGGGGAATTCAACTTCCG
+TTATATCTTTTCCGTCCTCCTCAAGGATATAAAGAGGGAATCTTTTAATAACTACCCTGATGACGTCCTC
+GAAGCTCATGTTGCTAACATAAATCCCGGGAAGGACTTTTATCTCCTCTGTGCTTTTCCTTTTAATGTCT
+TTTCCTCTCTCGAGGGCCTTCCCAATGATTTTAGCTGTGGATAACTCATCAGGGTTTAAGATTTTTGGCT
+TTAACTCTGGTCCCTCAAATCTCAGGCTCTTAGGCGGGTCTGGAGGCCCCAGGAGTGTTACGTAAACCCT
+AACGTTCTTTCTAAAAGAGTGAGATAGATGGAAGGCAGAATTCAAAGCCCTACATATAAGATCAATTCTT
+CCACTCGTTCCTGGGAGATCCTTAAGGGAGAAATCATTGGCAGTATGGGCCTCGTTAGCCTTTATTATGA
+ACACTCTCATACGAGCACCTCTATTTGTGCCCTCCTAATTTTATCCCTAACTTCAACGCCGTTCTCTCTG
+AAGATTATTTCGAGCTCTAGCGGCCTATCTGGTCTTGATCTTCTCCTTATGAGAATGCTTACCCTATCCT
+GGATCCTGTCTATGTTCATCCTTGATATGTGGAAGTAGATAAGTTGAAGGAAATTCTTGTAGTCGTGCAT
+CTCCTCCAGGAATTCCTTGTGTTCGAGAGGTAGCTTTCCATAGATGTGTCTCATAAAGAAAGTATAGAAC
+GTGCTGAAGGTTCCCAAAGATGAGACGAATAGAAGTCTGTAGAATTCGGCGTTTTTTGACCTGAACATTG
+AATCTAGGACAAAGGTCGCTCTTCCCAATATCCTGGGAAGGTATGATAGTGGAACATTGAAGCTGGTAAA
+TTCTAGTGCCGATCCAACGATTTTAAATTTCAAGAACATATCCCCTTCAAACTTCATAAACGCCTCATTC
+CTAAACGAGTACACCTTTTCAGGTTTTACTGTCATGTGCGGAATTATCTCTGAGATAAGTCTTTTTATTG
+ATGTTACCTCTTCGAATTTTCCAACAAGAACGATTGGAACTCCCATAACGCTACCCCTTTCCACGAAATC
+CTCATCCAAGCTAAAATCAAAAATCCTCTTCCATGGGGGCATGTTGGCGTTGTTAATTATTGTAAAATCG
+ATTGGGGATATTATGATATCTTTTTCTATTCCACCAAGCTTCTTCTTTATTCTAACTAATGGATGGAACC
+CTCTAGGATATAGGGGAGATACAGGTAGACTAGATAATTCTCTAAACGCCAATATAACATCTCTAACCTT
+TGGTATTTCTCTTTCTGGAAGTCTTATTTTAAGATCTTCAAGCAACCTCTCCATCCTCGTCATGGTACAT
+ACTAAAAAGAAATAGATTTAAGAGCGTTTTCATTCTTCATTTGGTTTATTTTCTTCTGTGCTCTTTTCAA
+TTGCGCTTTCTTCCTTAGTTTCTTTAGTTTCCTTTGTCTGCTCTTCCTGTTCTTGTTTTGGTTTCAGTAA
+TTCCTCTATACTAGGCTTAAATTCAACTTTCTCATATCCCAGGAACTTTATATCGCTTTCAAGAAGTATC
+TCTCCGAGGATTAGAGTTCTTGAATCAATATTTTGGTCATTAAACTCAACTCTAACTTCCTTCTCTCCGA
+CCTCTATGATCAACTTATCCTTGTCTATCATTGGGAGCCTAAGCTCTATTAGTGCCTTGATCTTCTCTAT
+AGGATCTTCTATCTTTTCAACTATCTCAACCTCGTAAACGAGGGTCTTACCTGCCAAGGGGTGATTGAAG
+TCAACCCTAACCCTACCCCCGCTCACGGTAATTATCCTGCCCTTCATCTTTCTTCCAGATTCAGTTGTAA
+CTTCAACTTCTAAGCCTGGAAACGGAATTATACCCTGTTTCTTGAACTGTCCAATCGTAAAGACCTTTAT
+TAATTTTGGATCCCTAAGTCCAAATCCTTCTTCAGGAGGAACTTCAATCGTGTACTTCTTCCCAACTTCC
+AAACCTATTAGTCTCTTGTCAAGCCCGGGGATAACGTGACCAGCTCCGACTGCAATTGGAACCGGCCCGT
+AAACTCCCTTAGGATTATATATCCCTGCTTCTTTTGCAACGTCCTCATAAGTTGTGTCAAAGATCTCTCC
+AGTTTCCTTGACCCTTCCGGTATAGTTGATCCTAATAACATCTCCCCTATTCACCTTCATGCTTCCTCCC
+CATCGGCGTTTCGAAGGTTGATTTTTAAGCTTTCTTAAGAACTCAAGATCATGAAGGCCAAAGATATCGT
+GCTCAAGAAAAGTGAGGAGATAGAGGGATTAGCGATTGAAGGGCCATGGTTAGATGAAGTTGAGAGCCTA
+GAAGGTGTAATCTCTTATTATGAGAAGATAGGCTTTCAGGCGACTCATCTTGGGAAGGCTGTTAAAATAT
+GGAGAAAAGTCGAGGAGAAGAGGAAAGGAGGAGAAGAAGTTAGAGTTTTCCTGGGGTACACATCTAACAT
+AGTGTCCTCTGGTTTAAGGGAGATAATAGCTTGGCTAGTGAAGGAAAGAAAAGTCGACGTAATAGTCACA
+ACGGCCGGTGGCATTGAGGAGGACTTCATAAAGACATTAAAACCTTTCATCCTAGGAGATTGGGAAGTCA
+ACGATGCCGAGCTAAGGGAGAAGGGGATAAATAGAATAGGAAACATTTTTGTCCCTAACGATAGGTACAT
+AGAGTTTGAAAAATACATGGTTCCTTTCTTTGAGAGGATCCTCGACATTGAGAGAAAACTAAAAAGGCCG
+CTTACAGCAAGTGAATTCATATATGAGATGGGTAGGTATATGGATGAAGTTTTAGGAAAAGAGAAGGAGA
+AGAGCATAATCTACTGGGCATATAAGAGAGATGTTCCAATATTCTGTCCGGCAATTACGGATGGCTCAAT
+AGGTGACATGCTGTACTTCTTTAAAGAAGAGAGGCATGACTCAAAGCTAGTCATTGATATCGCGAACGAT
+ATAGTGAAGTTGAACAACTTGGCAATAACTGCAAAGGAAACAGCTTCGATAATATTAGGAGGTTCACTTC
+CCAAGCATGCAATAATAAACGCGAACTTGTTCAGGGGTGGGACCGATTATGCTATCTACATCTCTACAGC
+AGTTCCCTGGGACGGCTCTTTGAGCGGGGCTCCTCCAAGTGAAGGAGTTAGCTGGGGCAAGATAAAAGCA
+AAGGCTGATTATGTAGAGATATGGGCAGATGCAACACTAGTTTTCCCAATTCTAGTGTGGATGGTTATGA
+AAGCCTAAAACCAGTTATATGCTCCATTAGAATAGCCTCAGCCCTTAGTGCGGCATCACTCTTTCCTTTG
+AGTATTATTAATCCCCTTCTTGGAATTATTATCTCATTTTTTTCAGAGCCTTCCGCTGGTCCTAGGATTA
+CAATGCAGAGATTTTCTTTATTTCCGAGTTTCCCTAATCCTATTTCTGCTTTTGCTAAAAAGCTAAGGTA
+CCTTATGCTCTTTCTGTTCATCGTTTCCTTATAAGCGTACATCTTTGCTGATTCGTTGTTTAACCCTCTT
+TTTATAGCTTCCCAGTAGTAGTATCTCTTGAATAGTGATGACACTAGTACGGTGACTTCACTAACCGCAA
+GAGCCCTATCTTCACAGCTCCCGTAGAATTCCTCAGGGTTCGAAGAACACTTCTTTACCTCGCTAGATCC
+TACGATAATAGTAAACTTTTCATACCTTAACTGTAAGCTCATATTTAGATCAATTTCGGGGATTCCAGTT
+ACGTAACTTCTCATGTTTATTAGGTAGGCCTTTGATCCCGCTGGGGGTTCCCATCCCCCTAGGGTTAAGT
+TGACGTACTCAATACTAGACAGCACTAAAAAGCTTGAATTTGGATATTGAATTACAACATATTGCCTTAC
+TATACCACTTTTTTGGGGGTTAATAATATCCTGGAATTGGGAGTATCCATAACCAACATACCCCAAGGTT
+AAGACTAACAGAGATATTATTCCAAGAACCCTCTTATTTAAACCCAAACCTTATACCTCCAGCAAGAATG
+AATTAAAAGAAGGGAAAGAGCTAAGAATTTAGAGCTTTGAGATGTACTCGAGTAGTGCCTCTGCAGCTGC
+CCTGGTTCCTTCTCTGTCGGTACCTGCAACTAGGAGGACTCCGTAGCCGCCGATCTTGCCGCACTTCTCC
+TTGTAGATTATCTGAGCGCTCTCTGCTCCAGTGCCGAACTTCTCCTTCCACTCGTCGTAGGTCTTTGGAA
+CTCCGAGATCATCGGCTAATGCAGCGGCAACCTTGTTGACTACTGGACCTCCAACGAGGATGAGGTTGCT
+GTCAACGTTCTCAAGTCCCTGCTCCATGATCTCGGTGTCGAGTACTGTGATTGGTTCGGTGAGCTTCTTA
+GGTATGTACGTCTCCTTGGGCTTGAATTCGACGTTTATGTCCCCGATATAGTACTCGGTGTCCTCAATTT
+CGTCTCCCTTAGTGAGAGTTATATCCTTGTACTCACGCTCAATTGGGTCAATGTAAATGTATGCTTTGAG
+GACTGCATATTCAATCTTTCCAACTTCCTTGGTTTTTACAGTTCCAGAATAGTCAATGGTGTAAGTGTCA
+AATAGCTTAATTTCTTTGCCTTCTAGTGGATCCTCATTTACTAGTGCGAACCACTTGATTACTTTATTGT
+TTGCATCGATTGCAAACTCTGCTTTCCATCCTGGCATAAACTCTTTGCCACTCTTCATTGTCTTCAGGTT
+GGTGTAGACCTTAAGCTGTACGGTGTTAGTTCCTGCAACACCTACGAATGTATCGAGTAGCTGTATTGCT
+ATACCGCCGCCGAAGTAAACGTGAACTTTTCCATCCTTGGATATTGTGTCTGTTGTTTCATCTCCTGATG
+GCGAAGTTATCTTTAAAAGTGCCTTGTTCCTTTGAATATCAATATCAAGGATTTCTACTTTGTACCCGTC
+AAATTCTACCTCTTGTCCCTGATCATAGAAGTCCGTGCCATGGTACGTTCCATAGACAAAGCTGTCAGCT
+GCATCAACTATTGCATTCTTGCTTATAGCCTTTCCAACGAATATTATTGGGAATTCCTTGTCGAAGACCT
+TTAACGTCACTCCTTCTCCAACTCCCTTGGATATTGTGTCGCTTATTGAATAACCTGCTCCTGGTTGGAC
+GTTGGATAGTGTCCACTTGACCTTTGTAGTGGTGACCCCAGTAATGGGGTCTTTGGCCTTAACTGTCTTG
+GTCCAGTTGTAAACTGCTAAGGTTATATTTAGCACTGCACTATTTATTTTAACGGTCATGTCCTTAAAGT
+CTTCAATGTCCTTGAAGTTAACTTCGTTGTTTGCAATCTCCTCGAGGGTAATCCCTTTAAGTGTGAGCTC
+TCCAGTTAGATCGTACTTTCCATAGTTGGCAACGTTTTCAAGCTCTAAACTGTACGTACCAGAATATGTT
+CCACCATTCCACACGGATGCCGTGTAATTGGCACTAAATGCTGAACCGTTCCACCATGCTTCTACATCCT
+TTAGGCTATCCTGTCCAACGATAAACACTTGATTCTTGTTTGGATAGAAGTTATTGAACACTGGAATGTC
+GTCTGGGTCATAGGTTATGTCCTTCCTAACGACAACGCTTACATCTGAAACCTTAACTTCCTTCTCGGTG
+TAGAGTAAGCTTCCAATTGCAGCAGCTATGTCCGCAGCGCTAACAACGTCCATTGCAGCACCTTCACTAC
+CAACGACGATCTTAACGTTTGGCTCTCCATCCTTGACGAAGAAGTCCTTTGGAATCTCGGGAACCTGTGG
+CTGAGCTGAAGCTAGGCCAAGGGTTGCACCAGCTACTGCGGCACCAACAGCAAGTGCCGCGATCTTCTTC
+ACCTTCATATCAAACACCTCCACTAGGTTGTGGCATCGGCCCTAGGTGGGCTCACATAGGGTATGGCCAC
+GTGAGGTATAAATACTTTTCGGTTCCAGACCCTTTCTTATGATTAAATAAGCTCGGTAATTGCCGTAATA
+AAGAATAACAAATTCCCCCAGCGTCTATATTAATTTCGGTGTTTGACGATAATATCTATTGATTTGCAAT
+TAGCAAGGGCCTATGTATTAATTCATTAACTAGCGTTGCCAATCCAGATAGGGCGTTCTGTAATTCTGTT
+GGGTTAATATCCACAAATTCGGGTTCAAGCATGACAATGGCAACCGGAGAATACTTAGCCGTTAAATTAA
+ATAGCACTTCAAAGTTAGATAGCAACTCCAACGCTATTAAAACCTTTACTCTTTTTTCCGAGTTAATATT
+TTCCTCCTTTAAAACTTTAGATGCGATCTTGTTGATGTAACACCCTTCAATTGCAAGAGCCTTCTTTATG
+CTACTTTCAACTGAATCCTTGTCTTTCCCAAAGACCTCGATAACAAATTGATATCTTATCATGCCTTCAT
+CAATAATCATCTTTGCTATTTCATCCTCCGAATACCCTATTCTAGGCTCAGGAACATTGCTTAGGTCTGG
+GTAAATTGCTAAGGGCCCAAACTTTTCCATTAGTTCTCCCATAACTTTTGAAACTAGGGCTAATATCTTG
+ACGAGTTCATCGGCCCTAATCTCCCTTTCTTTCATGTCCTCCAGCTCTACTATGGTAGGACCGTACCTTA
+ATATTAGGTTAACTATCTCCCCAAGCTCGCCCCTTATTTTAGCTTCCATCATGGCTGAATATCTAGCCTT
+TGGGTCATCGGTTTCTACAGGATCCTCAATATTGAGCTCTAGTATCTGAACATTTTCTCCTCTGAGCTTT
+TCAGCTATCTCAGAAATCGAAGTTTCGACGGCTTTCTTATCATTTCCTGCAGCTTCAATGTAAAAATTAA
+CTGTAATCTCGACCATATTACCACCACATTCCCCTATACACTTTCCTTTGATACTTTCCGACTATGGGTA
+TTTTCTCCCCACAGTATTTGCACTTTCCGTCTTCAATATTATATTTAAGCACTTCGAATCCCCATCTCTC
+TATTAATAACCTACCACATCTAGGGCAGTAAGTGTTTTCGCCCTCGTGACCTGGAACATTGCCCAGGTAG
+ACGAACTTCAATCCCTCCTCTTTTGCTATCTTATAAGCTTTTTCCAAAGTCTCAATTGGGGTCGGTGGCA
+AGTTCAATAGCTTGTAGTGCGGGAAGAACCTCGAAAAGTGGACGGGCGTATCTGAGCCGAGCTCATCTAC
+AACCCATCTTGCGAAGGCCCTAATCTCTTCTTCCTTATCGTTTAGCGTTGGTATTATTAGGTAAGTCAGC
+TCAACGTGGATTCCAAACTCTTTCTTGGCTATCTTAGCTATCCTCCTACTGGGCTCTCCGTTTGGAACGC
+TCGCTATTTTCATATAAAAGCGGTCATCGAATGCCTTTATGTCTATGTTCATGGCATCTATGTATGGGGC
+TAACTCCCTAAATGGTTCCTCGTTTATGTATCCGTTCGTTACCAGGATATTATTCAATCCTTCTTTCTTC
+GCGAGCTTTGCAGTATCTAAGACGAACTCGTACCATATCGTAGGTTCGTTGTAAGTGTAGGCTATGCTCT
+CACATTCGTAATGCTTCGCCAGCCTAACTATGGCCTCTGGAGTTGCATCTTGGAGGTAGGGGAAATTCTC
+ATCTGCTTGGCTTATCTCCCAGTTTTGACAGTGCTTACAATGCATGTTGCATCCAACGGTTCCTATTGAA
+AAGGCGCACGAACCGGGCCAGAAATGGAAGAGAGGTTTCTTCTCTATTGGATCTAAGGCTATGGATGATA
+CTTTTCCATAGTTCAGCGTGTACAACTTCCCACCTTTATTTATCCTGATTTTACATGATCCTCTCTTCCC
+CTCATCAATTATACACCTCAATGGGCAAAGTTCACACCTAACTCTCCCCCCACCGAGGGGCTTCCAGTAC
+ATTGCTTCTCTCATGTTACTCCCCACTCATTTTAAATACTGGCATGGTAAATAACCTTATAGGTGACCAC
+ATGAAGATTTACATTCTAGGAGCCGGTGCAATAGGATCCCTCTTTGGAGGTTTATTGGCGAATGCTGGTG
+AGGATGTACTTTTAATTGGAAGAGATCCTCACGTGAGTGCCATTAATGAGAAAGGTCTCAAGATAGTTGG
+CATAAAGGATCTTAACGTTAAGGTTGAAGCAACGACAAGGGTTCCAGAAGAAAAACCTGACTTAATAGTA
+TTGGCAACGAAATCGTATTCGACTATTGAGGCTCTCAAATCGGCTAGGCATATAGTTAAAGGTTCCTGGG
+TTCTAAGCATTCAAAATGGTATAGGTAATGAAGATAAAATAATCGAGTTTGGAGGAAAAGCCATTGGTGG
+AATAACGACGAACGGGGCTATGGTCGAAGCTCCTGGGGTCATAAAGTGGACGGGGAAGGGAGTTACAATA
+ATAGGTCTATACCCCCAGGGAAAGGAAAAATTCATCGAAAAGGTTGCTGATGTATTCAATTCTGCAGATA
+TAGAAACTCATGTGAGTGAGAATATTATCAGCTGGATCTGGGCAAAGGCGATAGTTAATTCGGCAATCAA
+CCCAATCGGAACGCTACTTGAGGTTAAAAATAAGGTTATTCGTGAGAATGATTTCCTGCTTTCCATGGCT
+ATGGAAGTTGTTAAAGAGGGCTGTAGGGTTGCGCTTCAAAATGGTATAGAATTTGACGTTCCTCCAATGG
+ATTTGTTCTTTCAAACGCTCGAGCAGACTAGAGAAAACTACAACTCAATGCTACAGGACATTTGGAGGGG
+TAAAAAAACTGAGGTGGATTACATAAATGGTAAAATCGTTGAATACGCGAAGGCTGTTAACCTTGAAGCT
+CCGATGAATTTACTTCTATGGGGGCTGATAAAGGGAAAGGAAGCTTTGGAGGGTAAGAAATGATTGGTGG
+AAAAGAGAAAGAAGTTTTTAATAAACTTAGAGAACATCTTGAGGCCGTTGATGCTACTCTATCTGCCTTT
+AGGCAACTATTCGTTGCTTACTTGAGTGGAGACTTGGATAAAGCTGAAAGGTTATTAAGGGAAGTTGAGG
+ATAAGGAAAGCTATGCCGATGAGCTACGTAGGAGCATAGAACTAATGCTGTATGGCGGTGCTTTTATACC
+CGCTAGTAGGGGGGATTATATAAGGCTGAGCGAGCTAATAGATAACGTGGCGGATGCAGCTGAGAGTGCT
+GCTCACACTCTTATGTTCGCAAAACCAAACATTCCTGGGGATCTAGAGAGTGAGATACTAAGACTAGTTG
+ACGAATCGCTAAAAACTTACACCTATCTAAAAGAGGCCGTTTTAGCGTTGGAGGAGAGCGTTGAAAAAGC
+TCTCGAATTATCTAAAGAAACCGAAACCCAAGAGGAGAGAGCGGATAAAATAGAGTACGACTTACTTAGG
+AAGATATTTTCAAGGAATGACATATCAACGTACGCAAAGCTTATTTGGAACCAGGTGATTACGAAGGTTG
+GAGATATAGCCGACAGGGCCGAGGATGCCTCGGATCAGGTGATGCTCATAGCCGTTAAGAGGAGGTGATT
+GAGGTGAAAGTTCTCGTGGCCGCGCCTTTGCACGAGAAGGCAATCCAGATTCTGAAGGATGCTGGGCTGG
+AAGTCATCTATGAGGAATATCCAGAGGAAGATAGGCTAGTTGAGTTAGTCAAGGACGTAGAGGCAATAAT
+AGTTAGAAGCAAGCCCAAAGTTACTAGGAAAGTTATAGAGAGCGCTCCAAAGCTTAAGGTAATAGCGAGG
+GCTGGAGTTGGCCTTGACAATATTGACGTTGAAGCCGCCAAGGAGAGGGGAATAGAAGTTGTAAATGCAC
+CGGCAGCTAGCTCGAGAAGTGTCGCCGAATTGGCAGTGGCTTTAATGTTTGCCGTTGCAAGGAAAATAGC
+CTTTGCAGACAGGAAGATGAGGGAAGGAGTATGGGCGAAGAAGCAGGCGATGGGAATTGAACTCGAGGGC
+AAGACCCTTGGAATAATTGGTTTTGGTAGGATTGGTTATCAAGTGGCAAAGATAGCTAGGGCATTGGGCA
+TGAACCTCCTCTTATACGATCCCTATCCGAATGAGGAAAGGGCCAAGGAAGTTGGCGGTAAATTCGTTGA
+CCTTGAGACCCTACTCAGGGAGAGCGACATCGTTACGATACACGTCCCACTGCTCGAGTCAACGTACCAC
+TTAATTAACGAGGAGAGGCTTAAGCTAATGAAGAAGAGTGCGATACTCATAAACACATCGAGGGGTGCGG
+TAGTGGATACCAATGCACTAGTGAAGGCTTTAGAAGAGGGATGGATTGCCGGGGCGGGCTTAGATGTGTA
+CGAGGAGGAACCCCTTCCAAAAGATCATCCATTAACAAAGTTCGACAACGTCGTCCTAACGCCCCACATA
+GGAGCTTCGACAGTTGAAGCCCAGGAGAGAGCTGGTGTCGAGGTTGCCGAAAAAGTTGTAAAGATATTAA
+AGGGCTGACTTCAGCTTTCTAAATATTTTTCTTAACCTTGGCCTGGGAATTCCGGTTCTCTTTGCTAACT
+CATTTATCTGTCACTTCGATAATTCCCTGAGGCTAGTTATACCTGCTCTCTTTAGCCTTTCAACGGTTTT
+GGGGCCAACTCCTTTTATTGAGAGCAAGAACTCCTCAAAATCTTCTTTCTCTTCGCTCTTTCCACTGCTC
+CATTCTCCTTTCTCCTCTTCCTCGTTATTATCTGGAACCTCTGGTGGTTCGATGTACCTAGGCACTTCGG
+GGGGCTCTTTCGAGATGTAAGCTTCAACTGGAACTTCCTGGAATAGGTTGTCTTTCTCCTCTAGCTCCTC
+CAAAAGTTCAACATCGAACGTTCCCTGCTCGAAGTATTCCTCCAATAAATTTGCAAGAGTGTGGAAGTTA
+TGTGCATGCTCTAAAATTCTTTTGGCTCCATATTCCCTTGCTTGGCCAGTTGTCATGAGGAACTGCCAAT
+CGCTGGCCTCGAGGAGTAGCAGTTCCCTCGAGAGTTGCCTCAAAACCCTGTCAGCTAAACTATCTTTGCC
+ACTGTACTTGGTTGCTAGGGCTATCATCCTATCCTCGGCCTTGTGAATTATAGGCCAGGTCCACTCCACA
+TCTGGGTTCCACCATGTGTAATGGGTTCCAAACATGCCCCAAGATCCCTCGGGTAGTTCGATTTCGAACT
+TCTTACCTCTAAACTCTTTGAGGAAGTTGCTTATCCCAATCGTTTTTATTCCCTTATCCTGGGCGAGCTC
+TAGGACCCTTGCGAGCCATTTTACACCTTCAAACCACCAATGGCCGAAGAGTTCGGTATCATACGGCGCA
+ACTACTATTCCCAGTTCTCCTTCTTTCTCCTTGAATTCCTCGAGTAATGATGAGACTAGGTTTAGAAAGT
+GGTTTGCATGCTCTTCTACCCTTTCCATGGCCTTTTCTGGCTCATATGGCTCCTTAGCTCCAAGGTCTTT
+GGTTCCAGTTACCCTCCAGTACTGACCGCCACTTTTCTCAGCTTTCTTATGAAATTCCCTGTACCATGGA
+TCCCCAGGGTATCCTATGTCGGCACTCCAAACCTGTATTCCAGTCTCCCTGTTCCTTGCGAACACGACGA
+CTCCATTTTTTAAGAAATACGGCCTTAGTGTCGACTTCTTCGTCTTGGCGGGTAAAGTTACTCCGTACTT
+TGATGTGGCTGGCCCTTCATCTATTAAATGGCTTTCAACGAAAAAGAACTCAAGTCCGTATTTTTTTAAG
+AAGTGTTCTATCCCTTTTCTCCATTTGATCTCTCCAGTACTGGGGCTTTTCCAGAGTCCATCTGGCCTGT
+AGGCGCATTCCGGTAGCCATATCCCTCTAGGCTTCTTTCCAAAGTACTTCTCGTACACCCTAATTCCCGT
+TAGTATTTGAGCATCTATCGCCTCGTCCCTTCCAAGTAATGGCAAATAACCGTGGGTTGCGGCTGAGGTT
+ATTATCTCAACGAATCCCTCGTCCTGAAGTTGTTTGAACCTACCTATGATGTCACCGTTTATTTTACTCC
+AATATTCGTAGACATCCTCAAAATATTTAATCATGAACTCTATGGCATTCCTCAATTTCCCATCGGCCTT
+CTTTAGGTCTTCCTTCATTAGCTTAATCTTCCTCTCCATGTACCTATTGAATTCTGCCTTGATGTATTCA
+TCGTTAAGTTGCTCCAATAGAACTGGGGTAAAGCTAATCACGAGCTCGAACTTAACGCCTTTCTCCTTTA
+ATTTTTCCAGCTCAATTAATAGTGGTACGTAGCTTTCAGATATTGCCTCGAAGAGCCACTCTTCCCCAAA
+GGGCCACTTGCCATGCTTCCTCACGTAGGGTATGTGGGTGTGTAACACAAAGGTTAGGTATCCCTTCATT
+GTCTTACCTCGAATCTTCAAAAAATGATTAAACAAATTTAACAATTTTGGTCATCAAAGTCCGCCACTTA
+CCGCAAGTTCAATGATCTTCTTTATCTCAACGACAAACTCTATGGGTATGTCCTTGAGCATTGGCTCCAC
+GAATCCCTTAACTATTAGCTGGGTAGCTTTCTCCTCTGTTAGACCCCTGCTCATAAGGTAAAATAGTTCT
+TCCTCCCTTATCTTTCCAATGGCTGCCTCGTGACTCAGTTCTGCCTCGTCCACAAGACTCACTAGTCCAG
+GATAGGTTTCCATCCTAGCCTTGTCGCTAAGCAAGAGGGCATCACAGCTTATGTGTCCCTTTGTCTTCTT
+TGCCTCTGCTATTATCTTTCCCCTAGTTATGACGCTCGACTTATCCATTATAACGGCCTTGCTTGAGTTG
+AGTCCACTCGCTCCCTTTCCCTGTAAGTACATTTCCCCGCCTAAGTCGATGTACCAGTCCTTCTGGCCCA
+GGATTACTCCGTTCAGCTCAACGTGCCCTCCTTCTTCGACCCAGTACTTTGGATTAGCTATGTTGCTTTT
+CCCAGCCCCTAGGCTTACGGTTGTATTCAGAAACTCAGCGTTCTTACCTACCTTGGCCCTGGTCATTGGC
+CTAGTGTGCACGTACTCTGGCCAGTTCTGGAGAACGGTTAACCTAACCTTCGCACCATCGTGTATATACG
+CTTCAGTCATATCCAAGTGGAGTGAATGCCTAACTAAAATCGGCGCAGTACACCCCTCTATTAGGTGGAC
+CTCGCTATTCTTCTCGGCGATTATTATTATGTGGGGAGCTTGAGCCAACGAGCTCTCCTGGATTAGGAAG
+AACAGGTGAAGGGGGAATGGAACTTTTAGGTTTTCCTTCACGTATAGGAATATACCTCCATTCCAAACGG
+CAGTGTGATAAGCTGTCAGCTTATTCTCCCCCGCTTTAAATAACTTTAGGAAATGTTGCTTCATGATGTC
+GGGATACTTCCTTATGGCTTCCTCAGTTGGCAGGACTATTAATCCTTTCTTGGCCCACTCCTGGAGGAAT
+TGATTATATATAACTCCCGTGTCCGTTTGAACTGCCAAACCCGCTATGTACTTCTGCTCCACCTCACTTA
+TTCCTAACCTGTCAAGTAGGGCTTTCATCTCAGGTGGTAAATCATCAAGGCTCTCTATCTTATCGGGGAT
+GCCTTCAATTTCCGGCTTGGCTATGAAGTTAAGCAACTTCTCCTCGCTTATTATTGGATCACCGAGAGGG
+GCTCTCATAAATTCCTCAAGTGCCCTATACCTAATCTTGGTCATCCACTCTGGCTCTTTATTCCTCTTTG
+CAAGTTCCTCTATCTGATTCTCGATTATCGATCTAGCATCTGTAAGCGTTAGGGTTTCACTCAACGTTTT
+CACCTCCAAAAATTGCCTTAAACCCTTCTCTTTCAATCATATCAATTATCTCGCTTCCCCCGCTCTTGAC
+GATCTTCCCGTCTTTCATGACGTGGACTTTTAGCTTCTCCTTGTCAATATGGCCGAATATCCTTCCATAG
+TGCGTGATTAGTATTATTGAAACTCCTCTATTATGTAACTCCTCAATCTTTCTGCTTATCACGCTCAGCG
+AATCGACATCAACTCCACTATCTGGCTCGTCGAGTAGTAATAGCTTAGGCTCAAGTAACAGGGCCTGAAG
+TAATTCGAGCCTTTTTCTCTCTCCTCCAGAAAACCCAACGTTAACGAACCTTCTCATATCCTTATCATCA
+AACCATAACTCCTTAGCTTTGTTTAAAACAACGTCATAAGCTTCTTCTGGCTTCATCCCCTTTATCTCGG
+TCAAAACTTGAATCAGGAAGTCAAGTATTCTAACCCCTTCTATTTCGGGCGGGACTTGAAATGCCAATAG
+GATTCCCTTCCTTGCCCTTTCATCGGGAGAGGACGATGTTATGTCCTCACCATTAAATATTATCTTTCCC
+TTTGTAACCTTGTATTTTGGATGTCCAGCTATAGTTAAAGCCAAGGTTGACTTTCCAGAACCGTTCGGCC
+CCATGATCACATGAAATTCACCGTCATTTACCGCTAAATTTATCCCCCTCAGTATTTCCCTCCCTTCTAC
+CTCCACGTGCAAATCCTCAATTTTGAGCATTATTTCACCTCCATGGGTAGTCTCTTCGGAACATTTTTTA
+AACATTTTGGAACAGTTTTGTGTAATTAAAGCTCGCATAAAGCTTTAAATTAGGTTTGCCTAAAATTAGC
+TGGGTGGGAAGATGAGGTTCATAGTGGCAACAATCAACGGTGGATTGGACGATAGAGTAAATCAGGCATT
+CGGTAGAACACCAACGTTCACGATAGTTGACGTGGATGAAAATGGAAACATAGTTAACGTCCAAGTAGTT
+CCCAACCCAGGATATTCCCAGCCGAGAGGGGCTGGGGTAACCGCTGCTCAGTTCTGCATAGACCAAGGTG
+CCGACGTTGTCATAGCCGGTCAGTTCGGCCCTAATTCCTATGGCGTCTTGCAGGCTGCTGGAATGAAGTT
+TGTATCGGCACCCCCGACCATGACCGTTAAAGAGGCGATAGAGGCCTATCTTAGGGGTGAACTAACACAG
+GCTATCATGGGTCAAGGTGGTGGCGGAAGAGGCAGAGGAATGGGAATGGGAAGGGGTAGAAGGTGGGGAG
+GATGGTAGTTAAGGTTACCATAGTTTTTGAGAACCACGCTGGTTACAGGAAAGGTTTAATAGGTTACCAT
+GGTTTTTCTGCACTGGTCGAGTCGAACGGCTACAAAGTTTTGGTAGATACGGGAACAGATGGCAAAGTCC
+TGCTAAACAACATGCACGAGTTAGGGATTGATGCAAATGATATAGATGTCCTCTTCATAACCCATGGGCA
+CTATGATCATACCGGCGGCTTAAAGGAGTTCTTGAAGGAAAGGAGTGAACCGATTGAAGTGTACGCTCAT
+CCTGGGATATTCGATGAAAGGATAGCCTTAAAGCCCAGGAAAAGGGATATCGGCATTCCCTTCCAAAGGA
+AGGAGCTTGAGGAACTTGGTGCTAGGTTCAACTTGTCTCCTGAACCTCTTGAGTTCCTCCCTGGGTTCAT
+AAGTTCTGGTGAGATAAAGAGGGTAACGTGGGATAGGGCGGTAGGTTACTTTCCAGACGGACGGAAAGAT
+CCAGTTAGAGATGACATGGCGTTAATCGTTGAAGGAAGTAAAGGTTTAGTGGTTATTAGTGGGTGTGGGC
+ACAGCGGGATAATAAATATAGCCCGCCATGCAATGGAGCTAAGGGGGAGTAAGATAGCCGCACTCATTGG
+AGGCTTTCACCTCAGGGGTGCCAAGAAGGAGCTCCTTGATGACGTTGTGACTAACATGAAGGAGCTGGGG
+GTTAATGCTCTCTATCCTGGGCACTGCACTGGAATAGAAGAGTTCTCTTATCTGTGGAGTAAATTGGACA
+ACGTAGAGGGAATATATGTAGGAAAAGAAATTAAAATTTGAATTAGCTCATTCGCCCTCTCCCTTTATCC
+TCATTATCTTTACCCTGCCAAGTGTCTCCCAGTATTCCACGTTTATCCCTTCCTTTAGTTGATCCCTGAT
+TTCTTCAGCGACTCCGGTGTCTATTGGAACCTCGAACATTTCATAGGTCTCCATGTCCATTATCTGAACC
+GTGTCGGGTGTTATGGCTATTACCTGGGCAGTCTTCTTGTCTATTATTGGAACGTCAACTTCAGCACTCG
+TCGGCTTTACTATACTCCTAACCTTGCCATCGAATATTCCGACTGCCTCAATTCTCGCCTTTGCTGAACC
+GTGCTTTCCTGGGGACGAGACTGTAATGTTCACTATCCTACATGGCTCGTCATCGATGATTATGTACCTT
+CCAGGCTTGAGCTTGCTAACCTGAACCTTTGTCTTGTCTCCCATATTATCACCTCCTTAGTCTCGGAGAG
+GGTTCAGGAAGGTCATTTATTAGCTTTTTGTTTTAAGTAACATGTTGTTGAATCCTAATGGGAGTAGGAG
+CATTAACCCTACTAATATTCCTAGTCTGTAGTATCCGCCAAATTGGAACGTGGCGGCAATAGTTCCGATA
+CCTAAAAGGAGAATTAATCCGGCTAATATGTAGGAAGTTGCACTTTTCCTGAGCTTAATTACCGGCAAGA
+ACTCGACTAGTCCTATTAGTGCCGTAGTTCCTAGCAAAGTTCCCAGGAGAATCATCCTCAATTGCTCAAA
+GTAAACTAGGATTGCCATTACTGATGAGAGTATAGAGGCCCACAGTATACCCTGTCTCCTGGTAACCTGA
+AATACATCCATTACAAGTTGTCCACCTGTTTCTAAGAGGACTAATAATGTCGTGAATCCGGCTAGGAAAA
+ATGAACCCATAAGAGCTAGTATTGTCTTAGTGCTCCCCTCAATGTTAAGGTCTCTTAACATGTTGGGAAT
+GCTGTATAGACTCTCTATTGTATACTTCGGCCTCATAATTTCCCCTCTCTGAATGTACTCATCGTATAAT
+GGGCCCCAGTATTCCTTCTGAATCATTAGGAATTGAACGTCAGAGCCCATGGAATATGCGTTCCAGTAGC
+CTTGGTAAGCTATCCCTATAGAGTATGCTACCGTTAGGAGAGCAACAATTGAAAGTATTAGTTGCAAGCC
+AATGGTTCCAATGACGACCTTTCTCACGTCAACTCCAAGCCTTGCTAGTGGCCCTCCAATGACATAGTAA
+AAGCCGACGCCTAACCCAAAAACTAGTAATGCTACCATAAATATTATTTCGGTCTGGAGAAAGTTAATAC
+CTGTTGTAAACCCCTTAATCGAATCTATGATTCCCTGAACAGTTAATCTAGGAATTTCATCTATTATGTA
+CATATCGGCCTGCCTCTTAAGGAATAAGGCCCCTGCCATTATTAGTATCATCGTCAAAATCGAGGAACCA
+ACTATGAAGTCGAGAGACCTTGTTCTCATTCCTATTAGAAGTGCAAGTGCTAAGATTATCGCAACGATTC
+CTACGAATGGGATTTTCGCTCCAATAATTCTTGACAGTGCTAGACCGGTATAATGGGCATCTATAGCTGT
+TACTACAATTACAAAGCTCAACAGAACAAGTGAAATTGCGGGCATTTTAACGAACTTCGTCATAAATTCA
+TGGATTTTATATGGCCTGTTCTTTACTTCATTGACTTCCATAGTTACTAATGCTCCTATTATCAGGGAAG
+CAACTGTTAGTAATGCTAAGGCAGTTAAACCGCCACCTACTAGTATCCTTGGAATTAATGTGAACGTCCA
+AATTCCCAATGTATATGCTATAAAAATAAATACAAAGTACACAGTTCTCTTGGCCATGGCTTCATCCCCC
+CTAAATTATAATTACTGCTCATTTAATCTCGTATTTTTAAATAAATTTTGTACTAAACTTTTTAATAACC
+TCCCATTCATAGGAAACTATCACTTCATTAACGATAGTCCAGGCCATCAATGGCTCTTTATAAAGACTTA
+TCTTAACTCCCTCCACTCTACTCCTAAAGTCTCCATGGGGGAATCCTCCAATGATCACGGCTGGTTTTTT
+GAACTTATCCAAGAGTTTTCCAAAATTTTTTGGTATCATTAGTTCGCCTTCTTCGTGCATGACAAAAACG
+GCATCTGGATTTATTTCATTTATAAGTTCCTGCAATGTTTTTCTTTCCAACCTGAGGAGCTCTAAGTCTT
+CAGGAACAGCACCTTTCTCGAATAAACTTTCCATGAGTCCAATAAATCTGTTGTAATTTCTTGGTAATCT
+TGTCTCGGGCTTTATATATATAACATAGTCGTTTCTTGTGTGAACATACACCCTTAACCTATCTTCCTTA
+TTAAGGATACTATCGAGGGCATTTAATAAACATATGTGGACGATGTCCGGTCTCCCTCTCCTTTCCCCAT
+CTTCAAGCTGTTTTAAGGCAGCGTGGTGATACGTTGAATCGAGGATTATCTTCTCGGGCTTCCTCTTTCT
+CCTCTTAGCGTAGTTCACTATGGCTGGGTGATCTAGTATCTGTTCTGGAACCGTCTCTAATTCTGCATCG
+GCTATTATTAGGTGTAATCTTTTTTTCTCGCTCATGACTCTCCCTCATCTAAAACTTCTCCTCTTGTTAA
+ATTATTTTTCCATTTTTTAGATGTGTTTGAAGGCTACCGCTGTTTACGGTGAAAGGATGTTGGAAGTTTG
+TTATGATGGATTTACTAGTATAATTTGGTGGTTGTAGTATGCCCATAACGAAAGTGACTAGGAACTATCA
+AGTGACCCTTCCAGCAGAGGTCAGAAAAGTGCTTGGAATTAGGGAGGGTGATTTTCTTGAGGTTGAAGTG
+AGGGGTGATGAAATCGTTATGAGGAAGTTGAGGAAAAACAGGAGAACACTGAAACTTGGAAGGAATTTAA
+CCCCCGAAGATATCGAAAGGATTATAGAGGAGGGTATGCGGGAATGCATGCAGTAATTGACACCGACATT
+CTTATCTACGACACCTTTGAGGATCTCGAGTTCCATGAAGAGGCTAGGGCTTTGTTAGATTCACTTAGCA
+AGTGGTACGTGCCAACAATAGTTCTCCAGGAATACATCTGGTTCTTTAAAAGGAATAATTTCTCTCTCCT
+CGATGCGAAATCAATGCTCATGGAGTACGTTAGGGATCCGAGGTTCAAGGGTTTAGGCGAAAGTCATGAA
+GTGATAATCCACGCTCTCAAGATTCTTGAGGAGAACGAACTTTCACTATCCCACTTTAATGATGCTATCA
+TTCTTTACCAGGCATTCTCAAGAAAATACCCACTCGCAACGTTCGACGAAAAACTAAGAAAACTAGCAAC
+AAAACATGGGATCAGAGTGTTGCCTGAAATTTAATTTCAGACCGAATCCCCAGGTATCAATCCACCTAGG
+AAGAAAGAACATGACTTTAAATCTAGGTTTGAACTTGCGAAAGAGAACCGAAACGAACTTAAAAAGCTAT
+TAAGTTATGGAAGCCCTAAAGAAGTTATAAGGAAATTTAATCTCAACTTAGCAAAAACTATTTAAAAATC
+CCTTAAACCAGGAATGTAGAGAGGTGGAAAAGGGTGAATCCAGAGAACAAATTGATGCTAATCGCTTATG
+CAATTTTCACGATAGCTGGGATAATAAGTGGCCTACTATCTGCTTATGCTCCCTTAGGTTGGATAGTAGG
+TTGGGGGATATACGTGATAACTCCAAAGTTATTAATTGCAATTGTTAATGACCTCCCTGAAGAACTTAAA
+GACGAGAGGGTTTTGCTAAAGAAGACATTTTGGAGCTTTTTCTTCTTCTGGTTGTACTTTACTGGAATGA
+CGTATACAGTCGTGACGAACTACCAACCTGTTTCCTACTATAACGGGACATTGTACTATAACATTTCGAA
+GGGATGAACCATGAACATTGAGGAAATGAAGAAAATTGCTGCCAAGGAGGCATTAAAGTTCATTGAGGAT
+GACATGGTAATAGGGTTAGGAACGGGTTCAACTACTGCCTACTTTATAAGACTCCTGGGCGACATGATAA
+AGAAGGGAGAAGTAAGCGATATTGTAGGCGTTCCAACTTCTTATCAGTCAAGATTGCTTGCCATAGAGAG
+CGGAATTCCAGTTGCTACGCTGGATCAAGTTGATGCAATAGATGTAGCTGTGGATGGAGCGGATGAGGTT
+GATCCAAATTTAAACCTAATCAAGGGCAGAGGTGCAGCGCTTACAATGGAAAAGATAATTGAGTCGAGGG
+CAGGCATGTTCATTGTTTTAGTTGATGAGAGGAAACTCGTTGATTACCTATGCCAAAAAATGCCCGTTCC
+TATAGAGGTGATTCCTCAAGCGTGGAGGGCCATAGTGGAGGAGCTCAGCATATTCAATGCTGAAGCGAAG
+CTCAGGATGGGAGTTAACAAGGATGGCCCGGTGATAACTGACAATGGAAACTTCATAATAGATGCGAAGT
+TTCCGAGGATAGATGATCCACTTGACATGGAGATAGAACTGAACACCATACCTGGAGTTGTGGAAAACGG
+CATATTTGCGGATATAGCTGATATCGTTATAGTCGGAACCAAGGAGGGGGTTAAAACACTTGAAAGGTGA
+GTGGCTATCCTAGAGAAGCTACTAACTCTCGGCTATTCTAAACCCTTTGCCGAAAGGTACTATCAACTTT
+GGGGGGAAAGGGCTTTAAGAATAGCTCAGGCAATGGAAAAACCACTACCAAGATGTTTTAGGATCAACAC
+CCTAAAAATTTCCGTTCAAAATCTAGTGAAGCGGCTAAACAAGAAAGGGTTTCAATTTAGAAGGGTCCCC
+TGGGCAAGAGAGGGTTTCTGTTTAACTAGGGAGCCTTTCTCAATAACCTCCACCCCAGAGTACCTTACCG
+GTTTAATTTATATCCAAGAGGCCAGCTCCATGTACCCTCCCGTCGCTTTGGATCCAAAGCCGGGAGAGAT
+AGTTGCTGACATGGCGGCGGCTCCTGGGGGTAAGACGAGTTATCTAGCACAGTTAATGGAGAATAAGGGG
+GTTATTTATGCCTTCGATGTCGACGAAGATAGATTAAAGGAAACAAGAATTAACTTGTCCCGACTTGGTG
+TCCTTAACGTTATCCTCTTTCACTCATCCTCCCTCTATATAGACCAACTCGGGATAGAGTTCGACAAGAT
+ACTCCTCGATGCCCCGTGCACGGGTTCTGGAACCATACATAAGAACCCGGAGAGAAAATGGAACAGGACA
+ATGGATGATATAAAGTTCTGCCAGGGCCTTCAGATGAAGCTCGTTGAAAAGGCGTTGGAAGTTCTCAAAC
+CTGGAGGGATACTTGTTTACTCAACGTGTTCGCTTGAACCTGAAGAGAATGAGTTCGTTATTCAGTGGGT
+TCTTGAGAACTTTGATGTTGAGCTACTTCCATTGAAGTACGGGGAGCCAGCTCTAACTAGGCCCTTTGGA
+ATTGAACTAAGCGATGAAATAAAAAAGGCGAGAAGGTTATATCCAGATGTTCACGGAACGAGTGGATTCT
+TCGTAGCGAAAATAAGGAAGCTTTAAAGGAATGCATCCCTGTGCTTTGCTAATCCGTATAGACCGTAGCT
+TAAGAGTAGGAAATCGACAAACGATAGTACTATTACGGCGTAAGAGTAAGCCACTACAAAGCCCTCACTT
+TTTCCTAGGGCTTCCGCGGCTTTTCTTATCGCTTCAGGATTTGTAACCACGGAGTAAAACAGTCTAATCA
+GCATTGCGCTCTGTATTATTGGTATAGGAGCTACTGCATAGGCGAGCATTAAGCCGGTGTATCCTCTTCT
+CTGCAGGCTTAGCATCGCGAGTATCGTTGGTATCGCCAATATGAGAGCTGTTATCGCCAGTTCTGGTCTA
+GTTGACAGTCCCGCTAGGACGAAGTAGAGGGCCATTCCAAATATGAACGCTCTATAGAAGCGTTTTAACT
+TAAGGAGCATGCTCCTTTGAAAGTCATAGAATGCCGTCCTTGAGTAAAGATTCATTCTCTCAATCTTATT
+CGTGAATTCTTTTTCTCCAATCCTTTCGATGTCCCTGTCACTACAGTTGTTCTTTATCTCGACCGACCTC
+TTCCTTAAAAACTCGGCCATCTCAACGTTATCAACTTCAACGTTAGCGCTAAGCTCCATAAAATTCCTGG
+AGGCATCCTTTAGTAATTTAATAAGCTTCTCCTTTTTCTTCTCATCCAGAACTTTAACCTTTTCAAGCTT
+TTCGGCGGCCTTCTCTAAATTCTCTGCTACCTCTCTGAGTATCTCTGGACTTTTCACGTAATGCACCTCC
+AAATTAAAGAAAAAGAAGAGAAGCTAAAAAGGTTTATTGGGCCTGTTGGGCCTTCATCAACTTGCTAATG
+CTCCAGCCCATCATGATGAATATCACGAGCCATGCGAGTATCATGTATACTGCCCACATCTTTACCACCT
+CAGAGCTTTATTATTACCTCGTTCTTCTCTAGCTCTTCGCCGTACTTCTTCTTTATAGCATAGTATGCTT
+CGATGGCTCCAATGATCAGCATTGCAATTATAGCAATCTTGGCGGGCCATCCAAGGGTCTTGCTTACTAA
+GTCAGTAAATGTTCCAAAGAGTGGTAGCGCAATGAATATTGGGGCAATTATTACTGTTATCCACTTGTAG
+AACTCTGGAACGTTAATGAGTGCCCCCTCGTGTAACTCCTTCCAGAAGTTGTCTGGCTTGAATAGCCACA
+CTCCAACTATTATGTCAAATAGAGCAAGTAACGCTAGCTGGAAGCTTATCCATGCATCTACCTGGTCTAG
+ATAACCATTTATGTAAACCACAGGAATTCCCAGGAGGAAGTAGATTATGAATACTATCCATGTTCCAGTC
+TTTCTTGAAATTCCAAGATCCTCCTCAAGTAATGCGGTTAAGTAGTTGTACATGGCTATTGCTGACGTGA
+ATCCTGCAAACCATAGCAGGAGGAACCACAATGCACCGAAGAACCTACCAGCAGTCCCCATCTGGACGAA
+GATGTTAGGTAAGCTAGTGTACGAGAATCCTAGTCCAAAGTTTTCAGAAATCCACTGGAGAGCGGCGTTG
+CTTCCCTTAGCTAAGACCTCTGGAGGAACGATCTTTGGAGCGTATGCAACAGCTAATGGAACCGCTATTG
+AACCTCCGAGAACGACTTCAGCGAACTCGTTAAGTGATACCGTGGCCAAACCTGAAAGTGCCACGTCATC
+TTTGGGGCCAAGATAGGAAGCATAGTTCTGAATGATACCCATTCCAAGTGACAGCGTGAAGAATATCTGA
+CCACTCGCCGCCAGCATTACGCTCCATAGGTGCTCCTTTAAGTAGGTCCAGTTGGGGCTCCATATGAATT
+CAAATCCCTTTATCGTTGACCACTGTGGTTGACCGAGAGGTGAACCTAGGGCAAACACATAGATCACTAG
+GATTACTGCAAACACATATAGCAGGGGCATCATTACCTTAACCCATCTCTCAATTCCCTTGCTTACACCC
+TGGCCAACAGCTATTGCCAGCAATACTACCGTTATGCCCCAGAATAGGAATACTAAGCCATGGTTACTTA
+GGTAACTTTCGAAGAATTTTGCTGTACTTTCGACATTAAAGTAAGCCCCAGATATGCTGAACCATGAGTA
+AGCTGCAGACCATCCAATCAGGTGAAGATAGTAGCTGTTAAGCAGCGTTGTGGTCGCAAACGCCAATGCT
+CCACCGATTAGACCGAAGATAAGTGCGCTTCTGGGCTTCAAGCTTTCCCTAGCCATTAAGTAGAACGTTG
+GTCCTAGCGTTCCGTGTCCGTACTTTCCACCGTACCTACCCTGAACCCACTCAACCCACATTACTGGGAT
+ACCTAAGAGGAACAATGCCAGGAAGTAGGGAACCATGAATGCTCCTCCACCGTTGCCAGCTACCTGGGTG
+GGGAACCTAACGAAGTTTCCTAGACCGATGGCATTTCCTGCCATCGCTAAAATCAAACCAATCTTTGTTG
+CCCATTTATCCCTTTGCTCCATTTGAATTACCCCCCTATCCACATCTCAGCGAAAAATACAAAACATTAT
+ACACCAACTTTGTCAGCATTTATAAAGCTTACCGATACTCATTGGATATTTGCTTAAAAGTTGGACCGAT
+TTCTTTTACTTGGCTGTAAATAGTGTTTTAAATTAAACCAACAACAATTGAACGGTGGTTTCAAATGGCG
+ATGAGCGATAGGCTTGACCTTGTTAACCCTTCTGAAATTAGAAAGCTCTTCGATATAGCGGCGGGAATGA
+AGGATGTCATATCCCTGGGGATTGGGGAGCCGGACTTTGATACCCCTCAGCACATTAAGGAGTATGCTAA
+GGAAGCCCTTGATATGGGATTAACGCATTATGGCCCTAACATAGGCCTGCCAGAATTGAGGGAGGCGATA
+GCTGAGAAGTTGAAAAAGCAAAATAACATTGAAGCTGACCCAAATAAGGAGATTATGGTCCTCGTTGGTG
+CCAATCAAGCGTTTCTCATGGGTCTTTCAGCATTTCTAAAGGATGGGGAAGAAGTTCTAATCCCAACCCC
+TGCCTTCGTCAGCTACGCTCCAGCCGTAATATTAGCTGGAGGAAAGCCAGTTGAAGTTCCAACGTACGAA
+GAGAACGAGTTCAGATTAAACGTTGATGAGCTAAAGAAGTACGTCACGGAGAAGACTAAGGCCTTAATAA
+TAAACTCTCCTTGCAACCCAACAGGTTCCGTTTTGAAGAAGAAAGACCTAGAAGAGATAGCGGATTTTGC
+CGTGGAGCATGATTTAATAGTGATAAGCGATGAGGTTTATGAACACTTTATATATGACGATGTTAAGCAC
+TACAGCATAGCTTCTTTGGATGGAATGTTTGAGAGGACGATAACAGTTAACGGCTTCTCAAAGACGTTTG
+CAATGACTGGGTGGAGACTCGGCTTTGTCGCGGCTCCCTCATGGATAATAGAGAAGATGGTCAAGTTCCA
+GATGTACAATGCAACGTGCCCAGTAACTTTCATCCAATATGCGGCAGCTAAGGCTCTCAGGGATGAGAGG
+AGTTGGAAGGCAGTTGAAGAGATGAGGAAGGAATATGACAGGAGAAGGAAGCTCGTGTGGAAGAGGCTTA
+ACGAGATGGGTCTCCCAACTGTAAAACCCAAGGGTGCATTCTACATATTCCCCAGGATAAAGGATACGGG
+ATTAACGAGCAAGGAATTCAGCGAACTAATGTTAATGGAAGCGAAGGTTGCCGTGGTTCCTGGGAGTGCA
+TTCGGGAAGGCAGGGGAGGGCTACGTTAGGATAAGCTATGCAACAGCCTATGAAAAGTTGGAGGAAGCCA
+TGGACAGAATGGAGAAGGTTTTGAGGGAGAAGAAGCTCACCTAAGATCCCTTGTCATGAACCTCATGTAC
+GCAATTGAGAACGGGAACAGTAACTCGACTATGAGTATTGCCAAGTTGTTGATTCCATAGCCTAAACTTT
+CGCTTAATGGCAAGAAATCGTTGGCTTCCTCGTCCCCGGCGAAGGTGTATATCATGAGCTGAGCGAAGTG
+CGTTACTGGATTTAACATGTTTATTCTTTTTTCCCAAGCTTGTTTTTCTTCCTGCCACTCCCTATACATG
+TCCTCACAGCTGTTCGATGATTCTCTGTACGTAAACGTAGAAGTTCCAACTATCTCAACCCTCTCGGTCA
+TTATTGTGTAGCACTCTGGTTCCGGTCCGACCATTCTATCGGCAATTAGGGACGCTATCAGGGGGTATAT
+GAAGATGAAGAATATCACTAGTCCTACTCCTATGAGCATCGCAGTCTCTGGACTTCTTATGAGGGATGAG
+ATCATTATCCCAAGGCTAAGGAATACGAGGGTGTAAAGTAGGAGTAGAATTGAGAGTAGGAGCAACCTAG
+TTATCGAGAGTCCCTCCATGGGAATACCGAATATTAAAGCCAGGGATATAGTGAACATGAAGCCGATGAA
+TATGACAAGGACTAGGGCTAGGGCATTTCCAAGGAACTTGCCGTTAACGACCTCATCCCTGTACACCGGA
+TGGCCAAGCAAGACTTTGATTGTTCCCCTTGTAATCTCTCTATTTATTGCATCTGCCCCCAGGAGAATTC
+CTAGGAATGCTCCAAAGAACATGAAAAGCATTGCATTGTTTATAAAAATGGATGAAATTGGAGTCATGTA
+TACTGGGCCGCTAGCTCCCAGCATGCTTTGATGGACTACGCTGCTTTTGCTTTGAGATATCCATTCCCTC
+TCGAAGTATAACATCAAAAATATAAAGAGAAGGTAAGTGGCTAAGATTATTATGAACCTCTTTGTCTTCA
+CTGCAACGTAAAGTTCCTTGGACGCAATGCTCCTTATTGCGCTCATGGGTTACCTCCTCCCGAGCCTTCT
+CATCATGAAGATCACCAGTCCAAAAGCTAGAACCAAGATTAGAACTCCTATGTACGTAGAAGTGGATCTC
+TGCTTAACGACTACCCTCAAGGTATCGCTCCACTCAGCTTGGTCGGACTTCACGCTTATCCTTATCCTAT
+AATCTCCAGCCGTAGTTCCCTCTGGAACTTTAATCGTTATAGGTACGTTAACGTTCCCTTTCGGTGGTAG
+CGATGGGATTAGGGATTTGTCCACCCTTATCTCCCACCCCTGGGGCCCATTAACTGTTATCTTAATGTTA
+GTTAGAGGAGCATTTCCAAAGTTCCATATGTTTATTGACGTCCCTTTTTCTTCTCCTGCGGTTATCGTGA
+GCCTGTAGTTCATTAGCCTAACGTCCATGTTGTAGAAACCGGTTAACTTGATCTTTATTGGAACTTTCCT
+TGTTAAGCCTGAGGAGCTCTTTACGATTATTGTTACGTTATAGTCTCCCGGCATCGCGTTCAGGGATGGA
+TAAACTTGAAGGTATACTGTTCTTGATTCTCCAGCTTTGACCTTTACCCTTGTAATCTCAAGCTTTGATT
+CTGGACTTTCAGTGAAGATGTAGTTCCAGTTCTCTGGGAAACCAACAAGTTCAAGCTTGTACTCATCGTC
+GTTTTTCCCGAGGTTTTCGATGTTTATTGAAAAGCTTGAAGGCGAGCCTAGAAATATTGGGTAGATATCG
+GACTTCGTATCTACGGTAAAGTAGTAAGCTTTCCTTGTTAACGTAATCTTTATCTCCTTTGTTTCGCCAT
+CTCCAAGTTTTATACTCTCCTTTTTCTGCTCGTATCCTTCCTTGCTAATGTTTACGTTATATTCCCCTGG
+TTTTATCTCGACCTCGAGAGTTCCCGATGAATCAGTTAGATATTCCTGTTCTCCTATCTTGACTAACGCC
+CTAGGAACAGGATTACCTAGGTCATCAACCACTATGAGTTTCAAAGTCGCATTTTGCCCCTTGTACGTTT
+TGTACACGTTAACTCCAAAGACTAGAGTCTTGTTAAAAACAACGCTTAAGTTGTTGGGATCCCTGCCTAC
+TATGTTTAGTTCAATTTGATGATAGCCAAGATCTGCATTTCTTGGCACTTCAACTAGTAAGTTGATAACC
+TTTTGGGATTCAGAACTCAGATATGCTTCCCTTATCCTAACTCCATCCATGAGGGTATATGATTCCCAAT
+TCTCTGGAACCTTGGATTCTATGGAAATTATTACATCACTGTGAGCCAGTAATGTTATGGGAAACTGAAC
+TTGCGTTCCGGCTTCACTATCCTGGGATATGATTGGAGTAATTATTTCTAGGGGCTCTTTTCCCTTGACG
+TCTATGAAAATTTTGTACGTTTTATTTCCAATTGAGAATTTTACATCGTATTTACCGGCTTTAATATCCT
+TAGGAGTTATGAGGAGTTGCAAACTTGTCGTTTCTTTTCCTCTGAGTTTAATAGTTTTAACCTCAATTCC
+TTGGTACAAGAACTTGACCTCAATCCCTTTGCTGGACTCGGCTGAAAGTTCCAGGGTAACATTTTGTGTT
+CCGTTGTTAAAAACAACTATAGGGACGGTAATAGTCTTTCCTAGCTCTATTCGAGCTTCTTCGAATGGAT
+AAGATACGATTATTTCACTTTTCTCCTCTATTTTCTTTTCCAATGTTACCCTAGGTAGCTCATAGACCGT
+TAGTGTGGTACCGTTGAATTCAAATGCAAAATTTTCCAACTTTGTGAGGACGCCTTTCGGAATATCGAAC
+GTTGAAGAGTCTTTCCCTAGCGTAATTGAGCTGTTAGAGATGTTAACTACCTTAAATCCTTGAATGTACC
+TACCAACTCTTAGCGAATAAGATCTCCCCTCTGATTTCCAAGATACAACTACCGTAAGTCCTTTTTCGTC
+GTATCCCCCTATGACTAGAGTTAAATTATTGATCTCCACCCTAGAACCGAATACTGCCCTATTTATGGCT
+ACCTTCCTATCTCCCCTCCATACTATGATATAGGGGTTCTTAGATGTGTCAAATGCAACTTCTACGGTGT
+AATTACCTACAATTAGCTTTTCTCCTGGGAGTATTTTACCCTCAAAAACTGTTATCGTTCTTTCCTTTGC
+AAGGATAGGGGTAGTTAGCATGGCCAACAAAACAAAAGCTAATAGCGTAATTTTCATTTTCATCTTAATC
+CCTCCTGTATATTGTCTTTAGGAACACATCCTCGAGACTTGGCTCCTCAATTTCCAAGCTTAAGACAGTT
+ATACCCCTCTTTGAGAGTTCCTCGCTTAGAATTTCCCTTATATCGCTCTTAGCAAATATCAAAACCTTGT
+TATCGGCTATCTTCTCAATCCTTATCACGTCAGGCAGCTCTATTTCTGGAAATGGCTGCTTCGTCTCTAC
+CTTTATCTCGTAACCTTCAAGCTCCATGTACTGCTTTTTAATCTCTTCCAGAGTTCCTACCGTTCTTAGT
+TTTCCTTTTACGATGATCCCGACTTTATCGGCGAGCTCCTCAACCTCACTAAGTATGTGGGATGAAAAGA
+AGACTGTTTTTCCCTGCTTTTTCTGCTCCAATATTATGTCCTTTACGAGCCTTGCACCTTGGGGATCTAA
+ACCGCTCGTCGGTTCATCGAGTATTAACAATTCGGGATCGTTAATTAAGGCCTGAGCTAATAAGAGCCTC
+TGTTTCATTCCCTTTGAGAACGACTTCACCTTCCTATATCTCACATCCCAGAGGCCAACTAGCTTCAGGA
+GCTCCTCTATCCTCTTTTCTTTTTCCTGTTTTGGGATATTATAGAAGCTTGCAAAGAAGTCAAGGTTCCT
+CCAAGCTGTTAGCTCCTCGTATATCGTAGCGTTTTCGGGGAGGAATCCAAGTCTTTCCTTTGCTTTAATT
+GGTTCCTTGAAGATGTCATAACCTAGCAACCTCACGCTTCCGCTATCCGGGATTATTATTCCCAGCATAC
+TTAGTATCGTAGTGGTCTTCCCAGCACCATTTGGTCCCAAAAATCCAAATATTATCCCCTTTTCAACCTC
+CAGTGAAAGATTGTCAACGGCTTTAAATTTCCCGTAAGATTTCGTCAAGTTCTCAATTTCTATAACTTTC
+ATGATATCACCTCAGATCCATCCTAACGAATTTATAATAACTCAAGGCTAGTGAAACAACCAAAAAGACA
+GTTATCACGACTATGTTATTAAGGGACATTGCTATTCCCTCAATTATGGGCCTCTCCTCAGAAATCTTCC
+ACGTGCTCGTGTCATTGCTCACTAACAAGGCGCTAAGTTGTCCCACTATGTCTTCTGTCTGCTTTATCCC
+GAATACCATCCTCATTAAGTTCTCATAGTGATAAAGAATTGAAGTAGAAGTTATTTTCATGTAAACTGCT
+ACGTACCGATCCATCCACTCCATCATCTCTCGAGATTGAAACATTGAAGTTTCACTGGCATTTGGCGTGT
+AAGTTATAGTTGGAGGCGTTCCCGCAAAAGCTAATGCCAGTATTGGGGCGAGTATCCCAGGAATTATGAA
+TGCAAAGAGCAAGAATATAAAAACTCCAGCTAACATACTGTTGGTTTGACTTCTAATTAATGTCGAAAGT
+AGCATTCCAAGGGCGTAGAGTGCTGCACCGTAAAGCACTGAAAACATGTAGAGGACTAGTAGCCTCGAGA
+CATCGTAGCCTGACACTGGAACCCCAGAGATCAAAGCTATGCCTATCATTACTACCCACAGGATTCCAAG
+GATGAAAGCTATTGTTATCGTTCCCCCAAGTAACTTACCGAAAATTATGGTGTCCCTGTAAATTGGTTTT
+GAGTACAGGACTTTGATTGTTCCCTTATTTATCTCAGAATTTATCGCTGTGGCCCCTAGTAGTATCGAAA
+CCAGCGTTATCGCGTAAACAAGTGGCGTTTGAAATGATCCAAATAAGATTCCTTGGAATGGAGTTATGTA
+AATGTGAGATGGGAGCACTGAATTAAATAATCTTATGAAGATAACTGCAAGTATCAGGAAGAATGCGATT
+GTTCCATAGAATCTCTTAGTTCTAATATTAACTTCGAACTCTTTAACGGCAATGGTCATTAGTCCCAATT
+CTTACCACCTCTGTTTTGTATTGCATTAATGCTAAAATAAAAATATTGCTAAACACCAATGTGTTAAACC
+ATGTGTTAAGAACACTTTACATTTTAACTTAAAAAATTTATGGAGAAGAAGTCAGCCCATCTGGAGAGCT
+GCAGTTCTAAGTTCTCCCCTTTCGAACCTGTATGGATCGTACCATTCCACAGGTAGCTTGGACTTCCCTT
+TGGTAATTAAATCAGCTATCATCTCCCCAACGGCTGGAGCCATCATGAACCCATGACCCGAGAACCCTGC
+GGCTATGTAGTAATCGCTTAGCTCCTCAATTTTCCCTATCGCTGGGTTACTGTCTGGAGTCTTAGCATAA
+TAGCCTGCCCAGGTTCTAAGCACTAAGAGGTTCTTCAAAGCCGGAATTATCTTTGTGAAGTAATAGCTCA
+CCTCCCTGAGGAATTCATAAGTTGGCGTTAAATCGTAAGTTGGGCCAATTTCGTAGCCAATTCCCCCTAT
+TATCCCGCCGTGGAACGTTTGAGTTAGGTAAGCATGTCCGTACTTGAAGGAAATGACCATTGGGTTTATG
+GTTCCCCTCTTTATCGGTTGCGTTATAACGGCTTGATGCTTGTAGGGCTCTATGGGAATCTTTACCTTAA
+TGCCGGCCATCGCGTTGATTAGCTTTGCCCAAGCATTCGTTGCGTTCACAACTATTCCAGTCTTTATAGT
+CCCTCTGTTAGTTTTAACGCCCTTTATCTCTCCATTTTCTATTATGAATCCCTTAACCTCCGTGTATTCG
+AGTAGCTTTGCCCCATATTCCCTAGCTTTGATCGCAAAGGCGGTGGTTGCTTCAAACGGATCAGCTTTTC
+CATCGGTCGGATTCCAAGAAGCGGCTATTACTTCACTTATGTCAAGGAGAGGAACTATTTCTTTAGCCTC
+CTCGGGTGTTATCAGCCTTGTGGGAACTCCGAACTTGTTTTGGATTTCTATATTCCTCTTGAAAGTTTCA
+ACTTCCTCTTCATCGTACAGCAAGAAGAGGTACCCAGTCTGCTTGAACGAGAAGTTGTACTCCTCTGAGT
+ACTTCTTCCAAAGCTCCACGGACCTCTTCATAACCCTAACGTTCGCCTCATCGTTGAACTGTTGCCTAAT
+TCCAGTTCCACAACGGAACGTTGAGCCTGAACCTATGAACCTCTTCTCTAAAACCGTTACATCTACCCCT
+CTCTTAGCGAGCTCATGGGCTATGGAAACTCCAACTATCCCACCACCTATAACGACAACCTCACTCCTCT
+CCGGGAGCATAAGATCACCTCCTAGCTAAAACGCCCATTCTAACGTTCTTTATTGGACTTCTTGCCACTG
+GTAGGTCTATCTCACTTAACCTCCTTCCAGTCCTCTGGGAAACTATTAGTGCCCCGTTGAATAGGCAGTA
+CCTTCCCTGACAGAAGCCCATAGCTAGATGGGTTAGCCTCTTGATTATCTGCAAATCTGTTATGCCCCTC
+CTTATCACGTCATCGACTTTCTTTAGGGAAACGTCGCATCCACAGATTTGCACGTCCTCTAACTTGAACT
+TCTCTAAGGGTATCCTGGGTATTGGTAGGCTTTCCGGCTCGTATTCCTTAAGCTTCTCCTCGTAAATGCA
+TGGTTCAGAATCGAATCCGAACTCCTTGAGGATGTATGCACCCACTAACCTTCCCTCTAGGTAGTTGGCG
+TAATGTGGCTTTATCGAAACCGCGCTCCCAGCCACGTATATTCCGTTCCTAATTCTGTGCTTCTCATCTA
+TAATTGGGCTGTAGTAACCCCTTCCGAATGCTATCCTCCCTCCCGCCTGGGTAATTGGATTTATGTCTGG
+TCTCCTACCATCAGCAAAGATCAGGGCATCGACCTTGTACTCGTTACCGTTCATGTCAATTACCTTCTCT
+ACCTTTTCATCTCCTTCCGCGCGCTTTACATTTGGAATGTGAACGTAATCAATGCCCCACCTTTCAAGTT
+CTTGAATAACTTCCTCAGCCCTGCTTCCAGTAACTGCGACGTTCCATCCTGGGGCAACTTCCCAGACGTT
+CATTACCTCCAAAGCGAAATCCCTTCTAAATATTCCTGGTATGTCGTTGTTCTCGAAGAGCATTATGCTG
+TCTACAGCTCCGGTTGCCAAAACGACTCTCTTCGCTAAAATCTCTATTAGGGAATTCTCCTTTACCACCG
+GAACCAAGAAGTACTCTCCCTTATCGAAAACTCCTAGAGCGGAAGCTCCTAGGAATACCTTAACCTCATC
+TTTTATCTTCTTAGTTAGCTCTTCAACGGCTTTTCTAGCTTCCTTATTGAATCCCTCTTGTTTAGTACTC
+TTTAGCCACATGTCCCCCCCTAGCCATCCCTTCTCCTCTATTAAAGCTACGGTTAAGTCATCCTGAAGCT
+CAAGCGTTGCCCCTATTCCGGCTGGTCCTCCGCCTACAACTGCAACGTCGACTACAACCTCCTTAACTTC
+ACCCCCCTCAATGACTGGTTCTTCGTGGAATTCTTGGTAGCCTTGCCTTTCTATTCTCATTCCTTCCTTA
+ACTTTCGTCTTTCTTCCATCTACCCCTTTGACGCCATTAACCTTCATTGGCACGGGGCCGAACGTAAATG
+CCCCTCTCTTTCTGCCCTCGGTAGATGTGGTTAGCCAGTATATTCCGTTCGCGAGAAGTGCCACTGAAAT
+CTTTTCCCCTTCGTAGGCCTCCAGCTCCTTTCCTTCGAAATAAATAGTGACCTTCCTACCGCTTTTTTCT
+GTTAAATCTAGGGGTCTCATGAGGTGCACCTCCAAAAGTGAAGGAAATTCAAGATTAACTATGTAAACCT
+CTACTTATAAAATATTAGGTTAGCCAAAAATAGTTTAAAACAAAAGGTTAAAGAAGGCCAGAGGAAACGG
+CAAAGTCAAACACATTCTCAGCCTGGCTCTTCATCCTTGCAGTCTTGATTTTTTCGCTTTTCTCAATTGG
+AACTTTCTTGAACAACTCTTCGTGCAGCTTAACCACATCCTCGGGTGGCTTTGTGAGCAGGCTGACTATT
+ATTATTATGAAGAGCGTCACGAAGAAGTTTATGAAGAACACTGGGACACCGTTGAACCACTGTCCCAACG
+TTCCGAAGAATCCTGGAGCTTTTGGATTGAACGCCCAGCCGTATATCTTTGCCTCGAGTATCACTTCACT
+TATTAGACCGTAGGCCATTCCAACTATTCCAGCTTCCTTGGTTACTCTCTTCCACCATAGGCTCAAGGTT
+AGAATCGGCCCGAATCCTACCGCAAGACCCCCCCATGCTGTAGCTACCATCTGGTAAATGACCTTCGGCC
+CAGTTATCGCGAACCACATGGCAACTAGGGCTACGGCGGCTACGACTATTCTTGAGATGTTCACCATCTG
+CTTCTTCCCAAGCTCTTGGCCGAGAACCTTGTGGTAGATATCCCTAGCTATAGCCGAGGAAGCCACCAAC
+AATTGGGAATCAGCAGTGCTCATGACCGCGGATATTATTCCAGCTATCACAAAACCTGCGACCCACCCTG
+GGAGGAAGTGAATGGCCATTGCCGGAACTATCCTCTCAGGGTCTTCAACCTTTATGCTACCGCTAGCAAC
+CAGCGCAAACCCCAAGAATCCAGCGAAGAATGCTCCCCAAAGAACTATCGTGGTCCAAATACCACTGATG
+AATATTCCAGGTCTTCTAAGCTTCCTTGGATCCTCAACGCTCATGTACCTGGTTACTATGTGTGGTTGGC
+CAAGGTAACCGACTATCCATGAGGCATAACCTATGGCGAATACTATAGCGGCCCAACCTGTAGCGCCTCC
+AAACGGATGTAACTTGTTTGGATCCACAGATGCTATTATCTGGGTGGCCCTATCTAGGCCACCTATCTCT
+ACGAGCGCAAGTATCGGCATTATGATGAGGGTTAGCAGCATGAACATGGCCTGAACCACATCTGTCCAAA
+CTACCGCAAAGAATCCTCCTGTAATTACATAGGCCGTTAGGATTATTACCGTTATTAGGATTCCAGTTGT
+GACGCTGACGTTAAAGGCTTGGGCGAAAGTCTTCCCTCCAGCCGCGAACTGGGCTGCAACGTAAGCCGTC
+ATGAACACTAGGATTATTGCGGCGCTTAATATTCTTATCAGCTTAGTGTTATCCTTGAGCCTAGCCTCTA
+GGTAATCGGGCAAAGTTATGGCCCTGAATTTACCGGCGTAGATTCTGAGCCTCGGTCCAATCAAGAGGTA
+ATCCGCTAGGGTTCCAAACAGACAGCCTATTCCTGCCCAGAACGCTCCTAGACCGGCTTTAAATGCACTT
+CCAGGGTAACCAAGCATTAGCCAACCTGAGAAGTCACTTGCCTTATCTGAGAGGGTAGCTGCAAGAACGT
+GAACTTTCCTACCACCAACGAAGTACTGGTCTTCAGTTTTGGTATACTTATTTGCCCACCAACCTATGTA
+CGCTAATATTACGAGGTATATCAAGAATCCAAACAGAATTCCGAAGTTCATTTTCTTCCCTCCACTAATT
+CTTGGTCGTATGCAAGTATCTCTTCATCTACGTAGTACTCCTTCCCGGTTATCTTATCCCAGAATCCATA
+CAGCACCATTACCACAAAGGCCAATACCGTTGGAACTATCAACGTTGCCCAAGCGGCGCCACTGAGCCCC
+ATGGCCATCCCTCCAGTAGGTTTACAAAATCTAAATATATACTTGTGGTTTATAAAGGTTAAGGCGAAAA
+ATATTATTAAGCCTGAAATCTTTGTCAAATATCGGGGGTGAATATGAATGAAAGTTAAAGTAATCAAGCC
+TATATTTAAACTTTCAAACAATTTCAATGATAAAAAATTCATACTTTATCCATACTGGATATTCCACCTC
+AAGTTATTTTACAAACGTATAGTTGGAGGTGACAAAGTTTTCGATTATTTTGCTTATATAGATGCCTACA
+GATTTGGGGCCGAGAGAGGGGTCAAATTTTTGGAGCTCGAAGAATGGGACGTTCCCGAAAACGTTGTAAT
+GGAGTACCTGGTGAATGAGGAAGAAGCCGAGAGAAAGGCAATAGAAAGTGCCATAATCTGGGGTAACTCA
+AGGGTAATTTCCTGGTGGCTTCCTAGGGTTGAGGTCATTAGAAAAGAGAAGGCTTACAAGGTTTTCTGGA
+TATCTGATGATTTCATCATCGATAGCTTAACTGGTGAGAAAGTTCCTTTAAAGGAGCTAAGAAAAAGCTA
+TAAAGGTTCGAATAACAAATAAATTATAGTAAAAAATCAAACCAAAGGTGAAGAATATGCCAACCATAGG
+ATTTGCCAAGGTTAAGGGTGGGCCGGAGGAGGCGCTCTCATTCGTTCTTGAAAGTCTAAAGGAGAAAGGA
+TTTAATGTTGAGTTTTACCGACACCATTGGGCCGGTGATATGCCCTTTGGATTGGTGATCGCTGAAACTG
+ACAAAGGGAAAGTAGCCGTTAGATGGTACATAGGAGATTCTTTCTCGTTTAAGTTAGAGGAAGTTAGTGA
+GGACGCCTTCGAAGAGTTCATCGATGAAACCCTTGACTATCTTGGAGGTGATTGAATTATGGAAAAACTT
+AATTATGTAATTAAAGAATTCAATAGATTGCATGGAAGTGAGGCGCAGGCCAAGATACTGGAGGTTAAGG
+GAGATGAAGTTATAATAGAATTTGAGGGGACGTTTTGTAAGACATGCGGACTTTACGATTACTTTGATGA
+TATTTCCTGGGAGGCCCTTGACTTTGGAATTAAAATAAGACCAGTTGAAGTTTTAGAGAGCGAGGAGGAC
+TTTGAGAGAGGGAGGTACGTGGTTAAATATAAGCTGGAGAGGTAGCGCCCATGTTCTCGGCCTGCATGAG
+GGATTGCTACGATACGTGCTCGATAATAAGCGAATTCAGGAATGGAAAACTCATCGTAAAAGGCAACCCC
+GAGCATCCAATAACCAGAGGTTTTCTCTGCCCAAAAGGTGCCCTATTGCCGAGATGGTTTCACTCGAAGG
+ATAGGCTAAAGCTCCCCCTAATCAAAGAGGGAGATGAATTTAATGAGACATCGTGGGACAAAGCGATAAG
+TCTGGTTGCTGAGAAGTTGAAGGAGATGATAAAAGAGTACGGAAGCGAGAGCGTTCTCGTTTATAAGTAC
+GCTGGTGACAGGGGAGTTGTTAACTACTATTTTCCAATGCGCCTCTTCCACTACCTCAACGCGAGCACGA
+TAGATGGTGGAATATGCGACAGGGCAGGACAAGAGGCCCTGAAAGATATCTATGGAACTGCAGTTGGGGT
+GGACCCTGAGAAGCTCAAAGAGCACAAGTTAATAGTTTACTGGGGAATAAACGCTTTCTGGACGAATCTT
+CACGGCTTCATGTTTGCGAAGAGAAATAATTTGGAGATATGGACGGTTGATGTAGTTAGAACTGAAACGG
+CAAAGAGAAGCGATAAATTCTTTCAAGTAAGGCCAGATACGGACGTTCTCTTTGCACTTGGAGTTGCGAA
+GGTTATGATAGAGGAGAACTTGTACGATGAAGATTTCGTTAGGGAGAACGTTTATGGATTTGAAGAATTC
+AAGAACTATGTAATTAAATTATCGCTTAATTATGTATCCCAGGAGACTGGGGTTGAGGTTGAGGAGATCA
+GGGAATTTGCTAGGGAGTTCGCGGAGAAAAAGGGGATAATTCATATAGGCTACGGGTTTCAAAGGTCTCT
+AGCTGGAGGGGAAGCCGTAAGGGCAATAGCTATCTTGCCAGCTCTAGTTGGGCATAGGTTCGGCTTCATA
+TACGACATGAAAACCATAGACAAAAGCTATGCTGAGGCTAAGTTTCTTAGAACGAAACCCGAACTTAGGA
+TTCCACAAATGGAACTAACAGAGGCGATAGAAGATGGAAGGGTTAAGTTCCTATACATCTATAATTCCAA
+CCCGTTAGCGAGTTATCCTAACCAGAACAGGCTTAGAAAGGCTTTGAGGAAGAACGATATCTTCGTCGTT
+ACCCATGACATCTTCCTAACCGACACTGCCTTGTTCTCCGATGTCGTTCTTCCGGCCAATACTTTCTTCG
+AGAGGCTTGACATAGTCGATTCCTATTACCACCGCTACGTTCTCCTCAACGAGCCCGTGGCCAAGGGACC
+CGGAAAAAGTAACAGTGAAGTTACAAGGCTAATTGCCAAGGCGTTAGGGATAAAGAACCCCTACTTGTAT
+GAGAGCGATGAGGAAGTGATAAGGAAGGTTCTAGAGGCAAATAGGATAAGCTTCGAGGAGTTGAAGAAGA
+AGGGATTCGTGAAGATTCCAGAGGGTGAAAGGAAGTGGAACACTCCGAGCGGAAAGATAGAATTCTACTC
+CCAGAGGGCAGTTAAGAGGGGCTTGAGTCCTTTCCCGGAGTACAAGAAGTTCAAAGGGAAGTATCCACTC
+AGACTGCTAAGCCCAACTTATAGGATGACCGTGACGAGCCAGTATCACAACACACATGGAATTATTGATT
+CAAACTTGTATATGAATCCAAAGGATGCTGCTGAGAGAGGAATAAAGGATGGAGATGAGGTTATCGTCTT
+TAACGAAAATGGGAAAATAAAGACAAAGATTAAGCTAACGGAAGACGTGCCCCCAGGAGTTGTTCTCCTG
+TACAAGGCATTCTGGGTTAAGCTACTCGGCTGGAACGTCAACTTCCTAACTACTGATAAGAAAGTAGAAA
+AGTACGGGAAAGGCTCAGCATTCCATTCAACGTGGGTTGAGGTTATTCGATGTGGTGAACCTGGGGTAAA
+GTAGAGAGCTTTAACGGTTCACCGAAGGCCCTATCACCAGCATCTCCGAGTCCTGGGAGTATGTAGCCTT
+TATGGTCGAGCTCCCTATCTATCTTCGCCACGAATATCTCAACATCTGGGAACTCGGACTTTATCTTACT
+TATCCCCTCGGGCGCCGCTAGGACGCCTAGGACTATCGTCCTCTTTGGTTCTCCATACTTCTTAACCTCT
+CCAAGAACCCTAGTCAACGTTGAGCCCGTGGCTATCATTGGGTCGGCAACTATAACTGTATCCTCAGGCT
+TTATCTGCGGTATCTTCACATAGTCCATTTCAATTTTGAATTCCGGAGCCTTACCCCTAACGGCCGAGAC
+TATGCCGACCCTTGCGTGCTCAAAGACCTTGATGAGGCCTTCCATAAGTGGAATTGCAGCCCTGAGAACC
+GTGATTATCACGACGTTTCTCCTGTCCTTGACTATTATCCCCTCGGTTTCCTCAAGAGGAGTTTCCACCT
+TGACCTTCTCAACTTCCATTGTCTTAGTCAGCTCGTACCCCATGTACCTTCCGAGCTTTACGAGTCCCTT
+CCTGAACTCTATGCTGTCCGTATTCTTATCCCTGAGCTGGGTCAATATCTCCATTATGAAGGGGGAATCT
+TCGAAAGAGTAAACACCCTTCCACCTCTTATCCTCTATCATCCATCATCACCTCAACAGCTGATCCAAAA
+CTATCGCTGTTATGGCTCCAATGGCCATTCCAGACTCTAAAATGCTTGCCACTATCCTGGGGAAATGGGC
+AAGGAACTTGGGAGGCAACTGTGGCGCTCCAAGCCCTACGATTAGGGACGTCGCTAATATTAAAGTGTTC
+CTATCGTTAAGCTCTACTTTATCCTTAATTAACCTTAAACCTGTCACGCTTATCATTCCGTAGAGGGCTA
+TAGTTAGGCCGCCCAAGACTGGGGCCGGCATAGAGGCTAGAATCCCAGCAAACTTTGGGAATAATGACAG
+GACTACCAGTATTATTCCACCGATTTGAACCACGTATCTGCTTGCAACCTTAGTTAATGCAACGAGCCCT
+ATATTCTCAGAGTAGCTGGTAGTACCACATGCCCCTAGGATACCCGCTATTGAACACGCAATGCCCTCGC
+TCATTATTCCCCTGTTTATGTGCTTATTAGTTATTGGAGCCTCGGCTATTGCTGATATCGCATGGTAATC
+ACCCACGCTCTCTATTATGCTGACCATGAAGGCGAAGAGAAGTGTCACTATGGCTGTAAGGTTAAACTCA
+GGTATCCCCCAAGGAAACGGTCTCGGTAAGCTAACTAGCGGAAGCTCCTTGACGAGTTGGAAATTCGCCA
+ATCCTAGGGGAACGCTGACTAGGTAACCGACTAAGGCTCCAGCTATAACGGGCATGGCCCTGATGGGACC
+CTTGGCTTTGAGGGCAACGTAAACCGTTGTTATAAATGTGACTAGGGCAACTATCGTGGCCCTTGGTATA
+CTAGACCCCGAGGGATCAGCGTAGAAATTGAAGAAATACTTTACAGCCACATCTGCCAGGGAGAATCCAA
+TTAACATAATTGTAACTCCAGTAACTAGTGGCGTGAATAATCTCTTGACCTTCCCAACGATCCCTGTTCC
+CCCTATTAAGGCCTCTATTATACCTCCAACTATTAAAGCTCCCTCAGTGGCTGCCATTCCTAGGCTTTTT
+CCGATACTTATAAGCCCAGGTATGAAGGCAAAGCTCGAACCCTGGACTATTGGATACCTAGATCCAATCG
+TAGTTTGCAACAACGTCGCTATGCCCATCGCAAGGAGAACCGCCTGAATCATGATGCTTATCTCTTCTTT
+TGAAAGCCCAACCGCCGTCCCTACAACAAGTGGAACCGTGACAGTTGCTCCGAACATAGCTAGAACGTGC
+TGGAGTCCAAGGAGAATTGCTTTCCTTGGTTCAACCTTTTCATCTACCTTCACTAAGACTCCAGGACCCA
+TGAAACCCGCCCTAACTGTGTCGTTAATGATATAAAAAGTTTAGCGTTCGTTGTTGGTGAAGGTGATTTC
+ATGCTATATGAGGAGAGTGTTAGCAGTAAGCTCCTTAATTTAGTTCTGTTAGTAACCCTACTCCCAATTA
+TAATCCTAGCTGTATACCTCAGAAACCAGCCTTACGCACTCAAGATCCTTGCAATTGAAGGAATTATAGT
+TTCGATAATAGTTCTAGAGGCATCTGCAATTAGGATACTAATAGACGATGATGGTATAAGAATCAGGGGG
+AGGTTAGGTCTGTTCTTGAGGAAAACGATAAGGCTTGAAGAGATAGAGTGGTATTCTGTGAGCCACGGAT
+GGATGAGCTGTCAGTATAGATCTCTAATACTTCACTTCTCTATTCCAGCTAAAGGTTGCGTTCTTATTAA
+AAGGAAGAAGGGAATGAATGTTTCTTTTTCTACCAACAACCCTGAGGAGGTATCGAAAGTTCTATCCATG
+CTTGGCATTCCAAAAGTTCCTTATAACAAAGTTTTTTAATGCTAAAACTAAGTTTTTGCGGGGGTAAAGA
+TGCTGAGGGAAGTAACCATTAGCAGGGCTATAATTGAGAGCTATTACAGGGACTTGCTGAATAACCTTGA
+GCTCGATGTAGCTATAGTTGGAGCCGGCCCCTCTGGAATGGTGGCCGCTTATTATCTAGCTAAGGGTGGA
+GCCAAGGTAGCCATCTTCGAGAAAAAGCTCTCAATCGGTGGCGGGATCTGGGGAGGTGGAATGGGATTCA
+ACAAGGTTGTAGTCCAGGAGGAAGCTAGGGAAATACTAGACGAGTTTGATATAAGGTACGAGGAGTTCGA
+GAAAGGCTACTACGTTGCGGATGCCATCGAAGTTGCTACTACAATAGCGAGCAAAACCGTGAAGGCTGGG
+GTTAAGATATTTAACATGATAGAGGTTGAAGATTTGGTTGTGAAGGACAACAGGGTTTCGGGAATAGTAA
+TTAATTGGACTCCAGTTCTTATGACCGGTTTACACGTGGATCCTTTGACAGTTGAGGCTAAATACGTTAT
+AGACTCTACTGGCCACGGTGCTCAAGTTGCTCAGTTCTTACTTAAGAGAGGGTTAATAGAGAGGATTCCT
+GGGGAAGGGGCTATGTGGGCTGAACAAGGTGAAAGGCTCACCGTGGAGAACACTAGGGAAGTGTTCCCGG
+GATTGTACGTTACAGGAATGGCCGCTAACGCTATAGCTGGAGCTCCTAGAATGGGACCAATATTCGGCGG
+AATGTTCCTAAGCGGAAAGAAAGCAGCTCAGGAGATATTGGAGAAGCTTAACCTTTAGCTTTAACCTTTT
+ATACTAACATTTTAAGTTCATAACATGCCCAAGCACTTTAAGAAAGGAGTTAAGAGGGAGCATCACTTCT
+TGAAAGGCCTTGAGAAACCCTTGGAGGAGATAGCTAAAATTCCCGGGGTAAAGAAGGTCATCCCTGGGAG
+GATATATTCCTCAGATTCTAGAGGATTTGAGATAAAGGTTTCTAGGGAGACGTTAACGGGGTTAAAGCTA
+GTTGCTAAGAGCGACGGTTCCGTTCAGGATGTTTTCCTCGTGGTTGACAAGAAGGATCGGGAGCGGGTGA
+AGAGGGAGATAGAGAAGCTAGCCCAGGAGTGGAAGAAATAAATCAAGGAAAAGCTTTATATAAAGACTTA
+ACTTGATATGACATTGAAGGGAGGTGCTTGATATGGACAAGCTGAAAATAATCATGGAGAAGGGGACCGA
+GAGGCTCAAGAGGGGATTCGCAAAGATGGTCAAAGGCGGAGTGATAATGGACGTTACCAATGCAGAGCAA
+GCTAGGATTGCCGAGGAAGCTGGAGCGGTAGCTGTGATGGCCCTCCACAAGGTTCCAGCTGACATAAGGA
+AAGCGGGCGGAGTTGCGAGAATGGCTCCCGTCGAGAAGATTCAGGAGATAATGGATGCCGTGACAATCCC
+AGTAATGGCTAAGTGCAGAATTGGGCACGAGGCCGAGGCTAGAATCCTCGAAGCTTTAGGAGTTGACATG
+ATAGATGAGAGCGAGGTTCTAACGCCTGCAGATCCGTTCTTCCACATCTACAAGAAGAAGTTTACGGCAC
+CTTTCGTCTGTGGAGCTAGAAACCTCGGAGAGGCCGTTAGGAGGATTTGGGAAGGAGCAGCTATGATAAG
+AACGAAGGGAGAGGCGGGAACTGGAAACATAGTTGAGGCCGTTAGGCACGTTAGGTTAGTAAACGAGAAC
+ATAAGGCTAATACAGAGGATGACGGATGAGGAAATCTACGGAGTAGCTGAGAAGTTTGCCGAGCCCTACT
+TAAGGTTAGCGTTCAGCGTCAAGGAGATCAGCGGTCTTCCAAAGAGGGTCCTTGAGAACGAACCAATATA
+CGAGGGGTTCACGTACAGGGAAATCGTTGAAGGAATATACAAGATACTCCTAGAGATAAAGAAGCTTGGG
+AGGTTGCCAGTTGTTAACTTCGCCGCTGGCGGTGTTGCGACTCCAGCCGATGCAGCCCTAATGATGGCGA
+TGGGAATGGATGGAGTCTTCGTTGGTTCAGGAATATTCAAGAGTTCCAACCCACCGAAGATGGCTAGGGC
+AATAGTTGAAGCCGTGAACCACTGGGATGAGCCAGATGTTCTCGCTGAAATAAGTAGGGAGATAGGTGAA
+CCAATGAGAGGCCAAGCTATAGAGGAACTACAAGTTAGAATGGAGGAGAGGGGAGTCTAATCTTCTCATT
+TCTTTTTTGGAGGTTTAGGCATGAAGGTTGGCGTTATCGGGTTACAAGGTGATGTCAGCGAGCACATCGA
+TGCAACTAACCTAGCTTTGAAAAAATTAGGCGTGTCTGGAGAGGCCATATGGTTGAAAAAGCCAGAACAG
+CTGAAAGAAGTTTCAGCTATAATAATTCCTGGGGGAGAGAGCACTACCATATCGAGGTTAATGCAGAAAA
+CAGGGCTGTTTGAGCCAGTAAAAAAGTTGATAGAGGATGGCCTTCCAGTTATGGGGACTTGCGCCGGATT
+GATAATGCTCTCTAGGGAAGTTCTAGGGGCTACCCCAGAGCAGAGGTTCCTTGAAGTTCTAGACGTTAGG
+GTGAACAGGAACGCCTACGGGAGGCAGGTGGATAGTTTCGAAGCTCCTGTTAGGTTATCTTTCGATGATG
+AACCTTTCATAGGGGTCTTCATAAGGGCTCCCAGGATAGTCGAGTTGCTAAGTGATAGAGTTAAACCCTT
+AGCTTGGTTAGAGGATAGGGTTGTGGGCGTTGAGCAGGACAACATTATAGGCCTCGAATTTCACCCAGAG
+CTAACCGACGATACTAGGGTTCACGAGTACTTCTTGAAGAAGGCGCTCTAGCCTTTGCTTTTATTTTTGT
+TAGAAAACGTGATATATTAGGTGTTGCTAATCTTTTAGGGTGCTGACGATGATTAGGAATTTCCACATAG
+AGAATTTTAAGTCGATTGGGAACCTGAACCTCAAGTGCAGAAGAATTAACGTTTTCATCGGGGAACCGAA
+CGTGGGAAAATCGAACGTTCTCGAAGCCATTGGATTGCTCTCTTACTTAGGACATGTTGGTGACATCTCG
+GATTTCATTAGGTTTGAAAACATCAGCAACCTGTTCTATGACAACGAGATTGGGAATCCGATTAGGATTA
+AAGTTGATGATTACGAAGTCTTTGTGAGGTTCGAGAACGGGTTTAGGGTAGAGATTGGAAGCGAGATTTT
+CCCGTTTCCTGGTAGATCTGCTGTTAGAGAAGAGTTCTCAGTGTTCAGATTTTACAGGTTCAAGAACATA
+AAAGACTTTCCTTCTGATTTCGTGGATTATCTTCTCCCTCCAGACGGGAAGAATCTCCCCACGATACTAA
+TGACGAGGAAATCGATAAGGAAGATGGTATCAGATATGCTCGCCGAGTACGGGCTTAAGCTAATGATAAG
+GCAACCTGAGAGGAAACTTGAGATAGTAAAGATGAAGGAGGACATCCTGATCACATATCCTTATACAACC
+CTGTCTGAAACTTTCAAGCGGATAATATTCTATCTAACTGCGGTGGAATCCAGTAGGAACGCTGTAATAG
+CCTTCGAAGAACCTGAGGCTCACGCGTTTCCGTATTATACGAAGTTCTTGGCCGAGAGGATAGCGTTAAA
+CTCCAGCAACCAATATTTCATCTCAACTCACAATCCGTACTTCCTTCTCTCGCTGATAGAGAAGACTCCA
+AGGAAGGAGCTCTCGGTTTACGTGACCTACTTCAAAGATGGGGAAACAAGGGTTAAGGAGGTTAGCCCCG
+AAAAGCTCGAAGAGATGCTCCAACTAGATATAGACGTCTTCTTCAACCTAGATACATTCCTGGAGGAGAA
+CCCATGATAGTGGTCGAGTGCAAACCGGATAAGCTATTAGTTAAGATGCTAATCCCAGGAGTTAAAGTTG
+TACACTCGGGAGGAAAAGGGAACGCCGCTAAGATCCTTGAGAAAAACGAGAACATCATAGCAATGCTAGA
+TGAAGATCCCGAGAGTCCCCAGCCGAGATATTTAAGGGAGCTAAAGGAAGTTGAGAGGAAACACGGAATT
+AAAATTCTCATTGATGAAAAGAGAAAAAATAAGGTCATCCTATTGACCCCAAGGCTTGAGGAGTGGATAA
+TATCCGTCGCAAAAAGGAACGGAGTAAGGTTAGAAAAGTACTACCTACCGGAAACTGGTAAGGAGTTGCA
+CGCTATAATAAACCACAACCTCTCAGCCTTCTCTAATTTAATATTAAGGTTAATGGATAGTGAAGAGCTA
+ACCTTCCTTAAGGAGAGCTTAAAGGTTTGACACAAATTGGTCAATTTTGGCCAAAAATCTTTATATTTTT
+GACTTACTCATGTTTATTGGTGATAGGGTGATAAGGGTTGTTTGTCCCTATTGCGGTTTCGGCTGTAACC
+TTCTCATAGATCCTAAGACACTTAAGGTTAAACCCTACAAGGGGGAGCCCAACAGGGGTAAGCTCTGCCC
+TAAAGGTTTGCATGCCTTGGAGTTCGTGCTGTCAAAGGATAGGCTCAGATACCCATTGAAGAAGGTGGGT
+AGTGACTTCGTTAGAATAGGCTGGGATGATGCAATAAGGGAGATCGCGAGTAAGCTGAGGGAGATAAAGG
+AGAGATACGGGCCCAACGCGATAGCGTTCATAGCTTCATCTAAGGTTTCGAACGAGGAGAACTATCTCCT
+TCAGAAGATAGCTAGATTGTTGGGAACCAACAACATAGACAACTGCGCAAGACTTTGTCATGAAGCTAGC
+GTTCATGCGCTCAAGATGACCCTGGGCGCTGGGGTGCAGACGAATCCTTACTCGGATCTCGAGAACTTTA
+AGGCGATAATGATCTGGGGGTATAATCCGGCTGAGACCCATCCGGTTGTCATGGATTACATCTTAAACGC
+TAAGAGGAAAGGGGCTAAGATAATTGTTATTGACGTTAGGGAAACAACAACAATGAGACTCGCAGATTAC
+AAGCTTATGATAAACCCAGGAACGGACATAACCCTCGCAAACGCTCTCATGAACGTTATAATCTCCGAGG
+GGTTGTACGATAAAGAGTTCGTAAGGAGCAGAACCGTTGGGTTCTCTGAGGTGAAGATGGCCGTTAAAAA
+GTATACCCCCGAGTACGCCGAGAAGGTTACTGGTATAGAGGCGAAGTTGATAAGGGAAGTAGCTAGGGAA
+TTTGCCAAGGCTGGTAGTGGAGCTATAATGTGGGGCATGGGATTAACCCAGCACGTTTCTGGGGTTGAGA
+ATGTGATAGCGGTTATAGACATGGCTTTGCTCTTGGGGTACGTTGGTGATAAAGGTGGCTTGTACCCAAT
+GAGAGGCCAGAACAACGTTCAAGGTGCAGCTTATATGGGTGCTTTAAGCGAGTTTCTACCAGGTTATGTT
+CCTCTAACGGATTCAACGTTCAGGAAGAGGGTAGCTTCTCTTTGGGGAGTTGAGGATATCCCAACGGAGA
+GGGGGCTGTATTTAACGGAGCTCTGGGATGCTATACTTGAGGGGGAAGTTAAGGCCCTCTACATAATGGG
+CGAGAACCCTGCGGTTAGCGAGGCCAACGTCTTAAAAGTTAGAAAGGCCCTTCAAAAGCTAGAACTACTT
+GTCGTCCAGGATTTATTCCTAACTAGAACTGCGAGGTTCGCCCACTACATTTTACCGGCAGCAGCTTTCT
+GTGAGAAGGAAGGAAGTTACATGAACAGCGAGAGGAGGATTCAGTGGAGCTTTAAGGTCTGCGATCCCCC
+AGGGGAAGCCAAGCCCGACTGGGAGATACTAAGCTTACTGGGGAAAGAGCTAGATCTCCCTGGGTTCCCC
+TATGAAAAGGTTGAGGACATAACCGAGGAGTACTTCAAGATGTTTCCAGAGTTGGCGGGGATAAGCGTTG
+AAGAACTAAAGAACTCCAACGGGATAATAATCCCCTACAAGAGGTTGCACACTATAAGGTTCCAGACTCC
+GGATGGAAAAGCTAGGCTGATAGCGGTCGAACAAATAATGCCCTGGGAGCAACCGAACGGCGAGTATCCG
+CTGATATTAACCACGGTCAGGGTAATGAGTCACTACAATACAGGTGAGATGACGATGAGAAGTCCTTCGC
+TTGTTAAGCTGATGAGCGAGCCGGTTGTTTACATAAGTGAAAGCGACGCCAAAAAGTACGGGATTAAGGA
+TGGAGACCTCGTGAAGGTTGAAACTAGGAGGGGCTCAATAGTCCTCAAAGCTAAGATAAGCAAGGTAAAG
+GAGGGTGTCATAGTGGTTCCATTCCACTTTGACGCTAACATCCTAACTAACGATGCCCTGAACAAGGCCG
+GAACTCCGGAGCTTAAGTACTCATCCGCGAGAATTAGAAAAATTTGAAAAGTGATTCGAGAATTAATCTC
+TCGATGAGGAAAGGTTTAATTTTAATTCCAATGCTGCTTTTGCTCTCCCTGTTCTACGTTCCAATGGTTA
+GGGTAATCTCCCTCGGTTTTAGCTTAACTTCGCTCCTCAGCGTTCTCTCAGATGAATATTATCGAAGGGT
+CATAGCGTTTACGTTCGTTCAAGCCCTGTTATCTACGTTGGCGACACTTGCAGTTGGTATTCCTGGGGCG
+TACGTGTTTTCCCACTACGATTTCCCAGGGAAGAGATTCCTCAGATCTCTCATCACGGTTCCTTTCGTCA
+TGCCGAGCGTCATAGTTGCCTTGGGATTCATAATAATCTTCGGCAAATCGGGTCCTCTAGGTGGGCTAGG
+AATACTCTACAACTGGAAAGCTATAATCTTAGCTCACGTGTTCTACAACTATCCCGTTGTTGTTAGAGTT
+ATAGCATCATCTTGGGAAAGGATAAACCCTCATTACAAGGAGGCTGCGATGAGCTTGGGGGCTAAGGGTT
+TCGTAGTGTTCAGGAAAATAACGTTACCTTTGCTCCTTCCCTCAATTCTCGTTGCTTCTCTTCTAACTTT
+TACTTTCTGCTTTATGAGCTTCTCGATTCCCCTAATACTTGGTGGGTATAAATACGCTACAATTGAGGTT
+GCAATATTTTCCTCGGCGATGATGTTGCTTGACTTTAAAACGAGTTCTTCCCTAGCTTTAATTCAGCTCA
+CTATCAGTGCTATTCTCATGTACATCTACGCGAAGCTAATAGAGAGGTACTCTCGGGAAGAGGAGCAGAG
+GGTTTTGATAGCCAAGAAAAGACTAAAACTTGACATCGAAGGGATCGCAATTCTAGTTTACTTTATCTTC
+GTGCTAGTGTTCATAATATCTCCCCTGTTTGCCGTTATCTATAAGGCCCTAATGTTTAACGATAGGCTCA
+GCCTTGAGTGGTTCAGGAGGGCATTTTCAGAGGAATACAACCCGATGTTCGGAACGAGCAGTTTAATGAC
+GATTCTGAACACTTTGAAGTTCGGTTTCATAGCTGTGCTAATCGCCGTTATCCTAGCCCTTCCCCTCGCG
+AGGGTGATAGCAAGGGAGAAATTCAGGGGAAAGGGACTTCTCGAGGTCTTCGCGACGCTTCCTCTAGCCT
+CTTCCTCTGTGATGCTCGGGTTGGGCTACCTACTTGCGTTCAGGGATACCTCCCTGTATGGTCATTGGCT
+TTTAATCGCTCTAGCTCATGCTACCGTTGCATATCCCTTCGCGTTCAGAACGATCTCGATCTCAATAAGG
+AAAATCAAGAAAAATTTGCTCGAGGCCTCGCTAACCCTCGGGGCCAGCGAAGCCTTGTCCTTCTTGAAGG
+TTGAGCTACCCCTGATAGTTAACGGAATTCTGGTAGCTTCGATATTCTCCTTCGCAATAAGCGCGGCTGA
+GCTTGCAACTACCTACATGCTCGCGAGCCCCGAGAACACTACTTTAACCTTGGCCATCTACAAGTTCATA
+AGCTCTAGACAGTTCGGCCCGGCTTCGGCCCTCTCAGTCGTTTTAATGATAATTTCAATGGTGAGTTTCC
+TGCTAATAGAGAGAATCGGTGAGGAGGTATGGTGAGGGTAGAGCTCAGGGGAGTAGAGAAGAAGTTCCCT
+GGGTTCAAATTGAGGGTTGACCTTGAGGTTAAGGACGGCGAGTTAATTTCCATCCTGGGCCCGAGCGGTT
+GCGGCAAGACGACGACGCTCAGGATAATCGCCGGTTTGGAAAGGCCAGACAAAGGAAATGTGTTATTCGA
+TGGTAGGGATGTAACGTTCTTGCCCCCTTACTCGAGAAACATAGGCTTCGTGTTCCAGGACTACGCTTTG
+TTCCCACATATGAACGTTTTCAAGAACGTGGCCTTTGGGCTTGAGGTTAGGAAGCTTCCCAGGAAAGAGA
+TAGAGAGGAAGGTTAGGGAAGTTTTAGAACTAGTTGGTTTGAAGGGGTTTGAGAATCGCATGCCGGAACA
+ATTAAGCGGAGGTCAACAACAGAGGGTTGCCTTGGCTAGGGCGTTGGTTATAGAACCGGAGGTCCTCCTC
+TTAGACGAACCTCTAAGCAATCTAGATGCCAAGGTTAGAGAGAGCCTGAGGATGGAGATAAAAAGAATAC
+AGAAGGAGTTGGGCATAACGACGATGTACGTTACCCATGACCAGGAAGAGGCCATGGCTATAAGCGACAG
+AATAGCGGTCATGAACTTCGGAAGAATAGAGCAGGTTGGAAGGCCTCTAGAGCTCTACTACAACCCGAAG
+ACGGAGTTCGTTGCCAAATTCCTCGGAACGGGAAATTTGCTAAAGCTCCGCTCTACGAACGGCGTTGCAT
+GCTTGGGAGAGCTCTGCTTCAACGTCGGGGTGGATGGGCCTGTTAAGGTGTTCTTTAGGCCTGAAAGCGT
+TGAGATAGGAAAGGAAGGCGTTGAGGCTGAGGTTATGGACTACGAAATACTTCCCGGGAGGATAAGGTTT
+AGGCTTAGCGTTCAAGGTAAAGAAATAATAGCGGAGGACTCCTTGGCAAGGTACGAGGAGATACCGAAGA
+AAGTTTATATAAAAGTGAAGAGGTTCAGCCTTCTATAGACTCTGGATTCTTCCCTTGAACGACAACTTCC
+TCCCATTGCTTGAGCCATTTGTTGAGGTTTTCCTGAACTTCCTTCGGGTCTATGGTTACGGGCTTCTCAA
+CTTTCAAGGCGTACTTGTAAACTTCCGGCAACTTAACGTTCTTATTAACCGGATACATCCATTGGGTTGT
+CGGCAATTTTTCTTGGGCCTTCTCGCTTATCAGGAATTCAATGAACTTCTCGGCTAGCTCTTTATTCTTG
+GTCCCCTTGACTATTCCGGCCCCCTCTATTTGAAGGAAGTTGCCCTCTTTGAATTCAATTGCCCTCACGT
+TCGTCTTGTTGTCATAGTAAACCGTTGCTGCAGGTGAGGTTGCGTAGCTTAAAACTACAGGATACTCCCC
+CTCAGAGAAGGCACCCCAAGCGGCGCTCCATCCCTTAACGATTTGAATTTCGTTGTCCCTTAGCTTGGCC
+CAGTACTCGAGCCACTTGTCCTTGTAAACGGCTATCGTCCAGAGCATGAAAGCCAGTCCAGGAGAGCTCG
+TTCTTGGATCCTCTATTATGATTTTACCTCTCCACTCTGGCTTAGTTAAATCTTCCAAGCTTTTTGGTGG
+TTCTTTAACGAGGTCAGTCCTATAGTTAAAGGCTAAGAAGCCGTAGTCAAACGGTGTTAGCCTGAATTCT
+GGATCAAAGCTTTTAATTATCCACTCTGGGATTACATCAGCGTTCTTTGGCTTGTAAGGTTCAAGCACAT
+CAGCTTCGATGGCTTTCGCTAAGAAGGTGTTGTCTATTCCAACGACGACATCTGCTTTTGGGTTGTCCTT
+TTCAAGTATTAACCTGTTCACAAGCTCTCCCGTGCTTCCGACTAGAACTAGGTTTACCTTCGCGTTGTAC
+TCCTTTTCGAATTCTGGGATAACCTCTTTTAACCAGTATTCGAGGCTGTCGTAGGCGTAAACTGTTAATT
+CCTTGTTCTCCACTTTAGTCTCGGTTTCAGTTTTGCCTCCAATGCAACCCAGGGCTAGGAGAACTATCAA
+TATTGGAACGATGGCCTTCTTCATTCTCTTCACCGTTCTCGAATACTCCTTTCCTTTAAAATAAGATTTT
+TGGTGGAGTGTTGCATTTTCTTTTGAAAACTCACTCCCAGGATGGGTAAGGGATCAGAGCTTGAAATCGA
+TTTTTAATATGCTTTTTCCTTTAGGATGAGGCTCTCAGGAGAAAAAGTAAAAATAAATGCCTGTTGGCTA
+GGCAGAGGATATGTTTATGATAATCACTTTGTTCTCCTGCACTCCAACTATACTATTTTTGAAGCTCCCA
+ATTATCTTTATTCCTTCGATTTTAATTATCAAATTTCTAAATGGTAGATAGATGTGAGTCTCATTTACCA
+AAACGAAGTCATCCTTAAGGGGATAAGCCTTTTCGTAAGATCCAGCAATTCTGAGCACTTCTCCAGAGCA
+GTCAAAAATTGAGGCATGGTCGTTGTAGAGCGCTAGAAGGTACTTATCGGATGAAACTGTATTTTCACTG
+AAATTCTCTTTGAACTTGAAGTCTTCGACATTGCTGTCCCCCCACTTATAGAAATATATTCCCTTTTCCT
+TACCTAGATACTTCATCTTTAAAGCTATGCAACCATCGAAAACTTCGACTCCAACGGCGCGGGAAGAGTT
+CAGGCAAATCCCTTTAAAATTGTGCTCGTTGAAGTAGTTAACGGCACGTCCGTCATCCGAGAGGGTGTAG
+CCGTAACCGTTCTCATCAAGGGAGAGCTCAAATTCTATATACACCTCGGATATGCTAGCTCCCTTGGCGC
+ATCCCCTGCCAATATCTTCCCTCCACACTATCCTTCCATTCTTGAAGTAAACTAGCTCCCACTCGTACCA
+TGGGTACAGGATTCCGACTATCGCGTATTCCCCAGTGACAAGAAGCTTATATTCCAGTGGCACCTGGCCA
+CTCCGGAAGTGGTACTTTAGCTTCTCCCCACTCCCAGGGAAGTAAAATGTCACGTTGGCGTTCAGGTCGT
+GGTAGGCATCATAATAAGGTTCCACTATCACGACGAAGTCCTTTCCAACACCAACCGAGCTATCCGGTTC
+CAAAGGTTTTTCCCAAACAACATCGCTTTCATTCATCACCACAACATTGAATCCCTTTACCGCCACCAGA
+TATCCTTGAAATACTCCCCTAACATTCCCATACTCGAGGTCGTACTTCTTAACCTCCTTCCCGTTTATGA
+AGTACAAGCCACTCCCAGAACGAAGTACGACGCCATTAGGAATAACATTCACCCAGTATACCTCGTCGAA
+AACGTACTCTACCCTCGTATACCCGTTTCCCTGTTTAACTGATATTCGTGGATACTTCACTTCGACGGGT
+CTATTAGATGTTTCTGTTTCCATTGGTGTTTCGTTAACTTGCTCTGCCACCGTTTTATTCCTTGGAAGAG
+ATGTGTTTGTATTGTTTCCAATGTGGTGAGGGGAAAACGATAGAATATATACCAAGAATACTAATGTGAT
+AATACCTACTACAGCTAGGTGTTCAAGTTTTTTCTTCAAATCATATCCCTCTAAATAATTTTGTAGAAAT
+GCATGAATTAAAAACTTTACCTTGTTTATGTAATATTGTGAAGTAGATCTTTAGTAGTATGTCAGTTTGT
+GGCTCTCTGCTGAATTCTCTGAATGATAAGACTGGATATTTAGACTTGCATGACTTATCCTGATCTTTGG
+AGTTATATGTTAGATTAAGGCTCCGAGGAGACAACTCAACTTCTTTTCCCAAAGTAAGGAAATTTAAACC
+CAACACCCTATCCATTATTTTGCATGTATATGTTAAAATAAACCTTAAAAATCGGTCAATTTTTACATAG
+AAATGGTGAAAATTGTGGTGAGGATTGCAACTTACGCTTCCCACTCCGCGCTTCAGATACTCAAGGGGGC
+CAAGGATGAGGGATTTGAAACTATAGCCTTCGGAAGCGAGAGGGTTAAGCCACTCTACACGAAGTACTTT
+CCTGTTGCCGATTACTTTCTCGTTGGAAAGTATCCTGAGGATGAGCTCCTTGAGTTAAACGCTGTAGTTA
+TTCCAACAGGATCCTTCGTGGCTCACCTTGGGGTAGAGCTAGTTGAGAGGATGAAGGTTCCCTATTTCGG
+GAACAAGAGGGTTCTAAAGTGGGAGAGCGATAGAAACCTAGAGAGGAAGTGGCTCGAGAAGGCTAAGCTA
+AAGCTACCCAGGGTTTACGATGATCCTGACGACATAGATAGGCCAGTAATAGTCAAACCCCATGGAGCTA
+AGGGAGGGAGAGGATACTTTATAGCCAAGGATCCCCAGGATTTCTGGACGAAGGTTGAGAAATTCCTTGG
+AATTAAGGATAAAGAGGATTTGAAGAACGTTCAAATTCAGGAGTACGTAATTGGAGTTCCAGTTTATCCC
+CACTACTTCTACTCCAAGCTAACTAGAGAGCTAGAACTCATGAGCATAGACAGGAGGTACGAGAGCAACG
+TTGACGCTATAGGTAGAATACCCTCGAAGGATCAACTCGAGCTCGAGCTGGATATAACGTACACCGTTAT
+AGGAAACATTCCATTGGTTCTAAGGGAGAGCCTCCTCATGGATGTAATTGAGGCTGGGGAGAGAACGGTT
+AAGGCTGCCGAAGAGCTTATGGGTGGACTGTGGGGTCCATTTTGCTTAGAAGGAGTATTTACCCCAGATT
+TAGACTTCGTCGTGTTTGAAATCTCAGCTAGAATAGTCGCTGGGACAAATCCATTTATAAACGGTTCCCC
+GTATACATGGCTTAAATACGATGAGCCCATGAGCACTGGTAGGAGGATAGCGAGGGAGATTAGATTGGCG
+ATTGAAGAGGATAAGCTTGATGAGGTGGTGAGTTAAGATGAACTGGGAGAAGTTCGTTGAGGAAAAGGTT
+AAGGAGATAAGAGAAACCGTCGGTGACTCTAAGGCTATAATAGCCCTCTCTGGAGGAGTGGACAGCTCGA
+CTGCCGCTGTTTTAGCGTATAAAGCCATAGGTGATAAGCTTCACGCGGTCTTCGTTAACACGGGTTTCCT
+TAGGAAAGGGGAGCCAGAGTTCGTGGTTAAAACCTTCAGGGACGAATTCGGGATGAACCTTCACTACGTT
+GACGCCCAGGATAGGTTCTTCTCGGCCCTTAAGGGAGTCACCGATCCAGAGGAGAAGAGGAAGATAATAG
+GTAGAGTTTTCATAGAGGTTTTCGAGGAGGTTGCGAGGGAGATAGGGGCCGAGTACTTGATTCAAGGGAC
+GATAGCTCCGGACTGGATAGAGAGCCAGGGGAAGATAAAGAGCCACCACAACGTTGGAGGCTTACCCGAG
+AGATTGAACCTTAAGCTAATCGAGCCCCTCAGGGATCTCTACAAGGATGAGGTTAGGGAGTTGGCTAAAT
+TCCTGGGACTTCCAGAGAAGATATACAATAGAATGCCCTTCCCTGGGCCTGGCTTGGCTGTAAGGGTGAT
+AGGCGAGGTGACCCCTGAGAAGATTAGAATCGTTAGGGAGGCTAATGCCATAGTCGAGGAGGAAGTTGAG
+AGGGCCGGCCTTAGACCTTGGCAGGCTTTTGCTGTTCTCCTTGGCGTTAAGACCGTTGGAGTTCAAGGAG
+ATATAAGGGCTTACAAGGAAACTATAGCGGTTAGGATAGTTGAGAGCCTCGATGGCATGACCGCTAATGC
+GATGAACGTCCCCTGGGAAGTCCTCCAGAGGATAGCGTTCAGGATCACCAGTGAGATACCGGAGGTCGGC
+AGGGTTCTCTACGACATAACGAATAAGCCTCCCGCAACTATAGAGTTCGAGTGAGGTGGGAAGATGATAG
+TTATAATGGATAATGGTGGTCAGTACGTGCACAGGATATGGAGGACTCTCAGGTACATCGGCGTCGAGTC
+TAAGATAATACCCAACACAACCCCTCTAGAGGATATAAAGGCCATGAATCCTAGTGGAATAATATTCTCA
+GGAGGTCCAAGCCTGGAAAACACAGGGAATTGTGAGAAGATTCTAGAGAACTACGACGAGTTCAACGTTC
+CTATCCTGGGAATATGCTTGGGGCATCAGTTGATAGCGAAGTTCTTCGGGGGCAAGGTTGGAAGGGGTGA
+GAAGGCTGAGTATAGCTTAGTCGAGATCGAAATTCTAGAGGAGGATGAGATATTCAAAGGGTTACCCAGG
+AAGTTAAGGGTTTGGGAGAGCCACATGGATGAGGTCAAGGAGCTACCTCCAAACTTCAAGGTTTTGGCTA
+GGAGCGAAACGTGTCCGATAGAGGCAATGAAGCACGAGGAGTTGCCGATCTATGGAGTCCAGTTTCATCC
+TGAGGTTGCTCACACCGAGCACGGCGAGGATATACTCAGGAACTTCGCGAAGCTCTGCGGGGAGCTATAG
+CCTTTAACGTTTTAATCCCAGTTACAACCCAGAGGAGTAGGAGGAACCAGTACAGGGTGAAGCCGAAGGA
+ATCTATTACACCTATCCCGAAAGTCACCGCTACGTTGTGCGTTGCGCTAACGTAGGCTCCGAGTGGGAAT
+ATGAAAGCCCACCAAGCTAAACTATAAGGTAGGTTGAGGTTCCTAATGTAGTACAGCGTCATTAGTATGG
+CCATTGCAAGCCACCAGACACCGAAGCCCCAGAATATTAAACCAAGTACAAGCAGGGGTTCCTTTATCCT
+TATAAACTCATTATTCTTTATAAGCGCGTAGAGTGTTGAAGTCCCGGCTCCTATCGGACCAAGGTTTATC
+CATATGGCCGGCGCTATACCACAAGGGAGAGGCTCGTGCAATATAAAGCGGTACATGACGATGGCGAAGA
+GGGCCAAGTACAGGAAGAATCCCGAGCCCCAGGAGAAGTAATTAATTAGATAGGCCACTTCTTTAGTAAT
+CCCAGAAAAGTGAGAGAGTAGGGGAGCCCCAGTTAGTGGAATGACTATTAACCCAACAGGAGGAATGAAC
+CAGGCCGGAGTGATGTTCTTAACGTTTATCTCCTTCTCTATGAACATCAAGTACGGGATTAAAAGGGAGA
+AGAAGATTGTTATTCCAGTCCCTAGTGTCCAGAAGGTTTTAGCTACATTAACTTTGCCTAGTATCATTAG
+GTAATCGGCTGAAAGAACTAGCATCGCTATTCCAATGGTTCCATAGAAGTGGCACATCATTGGGTGCTTC
+AAATCTTTGATAGCATTCTCCTTATATAGAACCCACCTGAGAATCCAAGGGATTAAGAGGAGGAAAAACA
+CTAGAGTATTGAGATAAGTTAAGAAGATTGATAAGTTTTTTAGGAGATCAAGCCTGCTTGAATATGCGAG
+ACTTACCAAAGCTAAAGCTCCAGTCCCCATGACGCTGGCAAACCAGCTTGGAGGAAATTCCCTTATCCAC
+CTCATCTTTTCACCTGAAATAAGTTACATATAAAATTGTTTTTAAGTGTTGTTCAGCTAGTCGATCAAGT
+TCTCGCAGTCTGGATTACTGCGAGTAGAAACTGGTGACAAGTCTGTTTTTCTGGTTAATGGTGGGCCGTG
+GTACAAGTCCGCTTTTAAATTCCTAGGGCTGCCTGGAATAATTTCAGGAGTAATGAGTGGAGGAGAGTTC
+ATAGGTTTGTTTTCCCGTTTGCCTTCTGGTATAATTTCGTCAGAATTCATTCTCGATTTGGTCAACCTCC
+TGGTGATGTTACTGAACGGCTCCAGGAGGTGACGCCACAATTATCCTAATCCTAACAGTATCTAAGAAGC
+TAACGTAAGTGTTATATGGCTTGAGGCTTTATTTTTATATGGTGAGAATATGGAAGTTATTAAGGTTGAG
+ATTCCTCGAGAGCTGGAGGAGGATGTCAAGAGATACATCAAGCTCCTCAAGAAGAGGAGGGAAGTCCTCA
+AGAAGACTTTTGGAATTCTAAAAACAGAAAAAACAGCGAAAGAACTTAAGGTGGAAATTTATGACGAGCT
+TTATGATTGATTCTACGCTCATTATAGAGCACCTCAAGGGTAATCCGATCGCAAGGAAAATCTTGGAGGT
+TTTAATCGATTCTGATGTTAATGTTTACATAAATGATGTTGTAGCTTCAGAAGTCATTTTCATTTATTTA
+AAACTAACAACCGGGAAAAGCTACTTAACACTCAAGAAGAACCCAGTGATAGTTCGGTCTGTAGATAAAA
+CCTCAGTTTACGAGTTATTGGGTATGTTCAAATTTCTTGAAACAAATGAGTTTGTATTCTCTATTGCAAA
+GAGACTCATAGATAAATATGGACTGCTTCCAAATGATGCTTTGATTTTAGCTACAGCTATTTTTTATAGG
+TGTGATTATTTAATCGCACTTGACTCCGACTATAAAGAGCCATGTGAGGCTGAGAAAATACGCTTAATCT
+CAACCAAAGAAGAACTTGAAAAGGCATTACATAATCATTAGGCATTAAAAAGACGGAACACTCATTGGAT
+CTGCCTTCCTTCTCGCCCTGAAGGGCGAGGCTTTCAAAAGAAAAAGGTCGAGCTATATTTATGCTTCCCA
+AAAAGAGCTCCTTGATGAGAGGAAAAGTAAGGGTAAGATTTACTTAAAGTTTGAGAATTATTTAAAGCTG
+GCTAGAGCTGTGTTGGTCGCTATTTTTAAGTGTTGTTCAGCTAGTCGGTCCCCTCATCACCTCTCAGCAA
+CGGGTTTAATCATCATCACTACACATTTGGGAAAGATTTTTAAACATATTTTTCTACTAAGATTGGTGGT
+AGTTTGGGATATTCAATATATTATAAAACTTCAATTAGAGAATGGGATAAGTTTATTATCTTCATTGATA
+GGGTATCTCAAGGGCTAGGGCTCAACGTTGATCTTCTCGAAGATGAAGTAATTATATATCCAGGGCTAGA
+AAGGGTGGAACCCCTAAGGATCCCCAGGAAAGGTTACGGGAGCGTCAAAACCTTCGGAATAGAACCAATA
+ACTTCAATATATCTTCTCTTTCTCTACTCGCTCTCATCCTTTGGTTCCGTTGAGGTTTGGGAGGATTGAG
+AAACTTCCAAGATTCTTACGGGGATTGAGCCCCTAAACGTTCTTTGCTCGACGAGTAACTTAACTATGTC
+CCCTTCCTTTATATTAGCGTTCGCTGGAACCCAATAATAGCCTGGCTTGACGTTTGCTGAAATGTCATCG
+TGGACGAAGACCTTCGCTAGATCGTTCTTAATTTCCTCGACGATTCCGTAAGTGTAGTCCCTTCCAAACC
+TGTGCTTGAAGTAGTATCTAAATCCAAGGACCGCTAAGGATATGATTCCTATGTAAACTAAATAATATTT
+GAGGGCTTTTGTGAAGTTCCTTAAGATAAGGTACCCTAAGAAGGCTAAGAATGTCATCGTGGAGATACCG
+TAGTAGAAGAACCTGTAAGGGTTAAAGCTGACCATGAACTCCCTGTTTTTGATTAGGGTGTAGCGGATGT
+ACAGGAACTCGAGTGTAAAGGCTAGTATTAGTATAGGAAGGTTTCTGAGGAGCATTGATATTAGGGAAAT
+TACGAGAAAAAGCAAGAAGCTAAGCTGTAACCTTAAACTTATGAGCTCGTGAGGAGTTAAGTTCCTTTTT
+AAAAACTTTGATTTAGGAATTTTCTCCGAAGGGGAAGGGATAATAAAATCCTTCATTTTAGCTCCCATTT
+TTTCAACTAACGAGCCTATTGAATATAGCAACTCTTCAAATTTCATCGTAATCACCCACAATTATATCCG
+TAGAGTAGATCACAGGCTCCTTGTTCTCCAAGGATTGCCTTGGCTGTCTCTGGATCTAGGAAGAATGGAA
+TGTTGGATAGATCACCTTCGGGAATCACTCCGTAGGATATTCCCCAGACCCTGTATCCCTCCACTTTATT
+TCCATTTCCGAAGTAGTAAGTTAGGAAGTAGTAGTCTGCACTCGATACCATCTCTTCATTTGGGGATTTC
+TGAATTTCGGTCATTAGATTAAGGAGTTTTCTGTCATAGATTCCGTGAGGTATCATGAAGCTTACGAGTC
+CAATTGGATAGTGTTCACCGTGGTAAGTTATTCCCAGTTCATCTTGCGTTTGGTTTGCAAGTCTCTCATA
+TATCCTATGGTTCTGGTTACTACCCTCAAGCCTTTCAAAGAAGGACCATCCATTCCTTATGGCGAAGTAT
+CTCTGACCTAATAGGCAATCTATGAAGGGTTGGATGTCATAAATATGAACATCTGAAGATATTTTCTCAG
+ATATGGTAGGCTTTTCTTCTATACCTGAAGAGGAGAGTCTTATACCTAGGAAATCTGGATCTTCAAGGGA
+ATTTCCTGGATACTTACGAACCAATATATAATCAAAATAAGCCCCCCTTTGCCACCTTTCACTATCAATG
+ACAATGTATACATATTTAAGAGGTGGAGTAAATGACCACCAGAAGTCTGAGTTTGATCTACCATCTATAA
+TATCCTTAAATTTGACATCAATGTATGAATTGGATATACCGCTATAAATATTGTAGACAATAGCCTCATA
+AGTGTGGTAACTAGTGATATCTGATCTCCCATCAATCTCAGATGTATCTCTCCACCATGGACTATGAATT
+GCTAATCCGTCACCACCTGCACTATCGTCAGTGAACAGGATAATATTTCCCTCATTGTCTTCAATACCTA
+TCCCGCTATCTAGATCTCCATCGAACCGTCCTTTCATCCTAAATCTAATAGCAAAGAGCCCACTATAATC
+AATTGGATTTCTCGTTCTTATGGCAAATACTTCGTCACCTCCCGGGATGTATAACTCACCATTCGAGATC
+TGAAGTCTTCTGTCCACTTTAATCCACTTACTTTGAGAGAGTGTTGGGTTTTCAAAGTCATCAAAGAATA
+GAAATACATCGTTCCCGTTTCCTTTAGTTGGGGTTCCCTCTCCAAAGTACAGGGAATACGTCTTCGATTG
+ACCATTTTGAATAGAATCCCTAATCCAGATCAAAGCTCTCTCATTTTGAGGGTCCCAATATTCTATCCAG
+AAGGGAATTCTGTTACAATTGGAGTCATATATTGCAATGCTAGCTCCATTTTTGAATACGTCAGTATTTC
+CAGTATAATTAGTATTTTGGAATATAAAGTTCACAATGTTTGCCGGTAATTTTGACGTTGATATAATAAT
+TGGGATTTGGTAATCTGTCAAGTCTTTTCCAACATTGTTTTTTATTGTTATATTTACCCTGTACTCTAAG
+CCTGAGCACCAGATATATCCCTGGAATGTTGAAATGTTAACAAAGTTTAAGACACCGACATCACCATTAT
+TCTTTATTATTTCTGAAGTTGGGATTCTTATGCCATTAATTGTGAAATTTGTAGCGTAATTTCCATTTTC
+ATCCCAGATATGAGTGGAGTTGTAAAGTAAACTTTCCCCATATCTACCTAAAATTACAGGTTCAGTACTT
+TCTCCACTCCCATTAGCAAATGTTATCGGTCTCTGTCCAAACTCAGGTAAAGCGTAGTTACAAGCTTTAA
+TCGAGCGATGATATCTTCCTCCTGTCATTGCTGAGAATAACGGATCTTCGAGCTCTGTTATGTCAACTAT
+AGAGTACACATAGCTATTATCACTAGGAATTGGGCCGGAGTAAACGATTTTTCCGGCTTTATCCATTATT
+GTAATGTTAGGAATGCGAGCTTTTATGGCTATTCTAAAGGCATCCAGAGGGGTGACCTTAATTTCTGTTT
+TCTTTGCTATATCTTGGATTGATGGAGACAATCTATATCCCTGCTTATTCAGGAGTTTGCTTATATTGGA
+TAGCCAGCTCTCTATAGTTTGCCCCTGCATTATTCTATTTGGATCGTAACCAGTAATTGAAGGAGAATTA
+CCCCTCCTTATTAAATCCGCTATTGTGTTGTTGCTCTTATAAGTAGGACTTATGAAGTTTCCAGTTAAAG
+AGATGTAATCAACTACAGCAACAACGGCTCTCTTTCCTGAAATTTCAAGGGCTCTTTGGAAATCTAAATT
+CAAGAAATCAACTAAATTAGTTGTCTTCTTGAGTTGGATTCTCTCACTCTGCGATGTAACAATAAACGAG
+GTGACATCCTCATAAGTTGCTATTAAGAGCAAGACCGGAATTAAAAGAATTAGAACCGCTGAGTTTAAAA
+TAAAAGCTCTTCTCATTATCCCTCCCTCCACACCCTAAGAGTTATCTGAATCGGCTTGAATAATCCAGGT
+ATGTTTCCCATAGATGCAAAATCTATCATAACGTTAGATGGTAGTTTCACCAGAAGAGGGCTTGTTCTTG
+TTCCATTTCCGCCTAAATTGTTGAATAACCTTATTATGGCATCGTCCACTGCATAGGTACTCCTGCCAGC
+AAGGAGATCGTCGGCAGTTACACTACAGTAGGGTTCCTCTCCTGCTAGTACATATTGTGGGTTAGAGTCT
+CCTCTCCAATAATAGGTTATATTATATCCTCCACATCCATCCCTTATGAACTTTGGAAAGATATCTCCAT
+ATCCCGCGTATGCTTGGATGAAGTATTTGATAATTCCACGCGTTTCTCCGTCTCTTACATAAGAGTTTCC
+ATTTGTCATCTTTATTTTAAATATGTTTGTTTGCCCAGGAACCATCATCCAGTTATATAGCCTTGTATAA
+GCGACTCTTATGGCATACCTTCCTAGAGGGCCCGAGTAAAATAAGTTACCATTCTCATATAAGTTCTGAA
+CTGTTGTGTAGTCTTCAAATACATATCCAACCCAAAAGTCAGCGTACCAAGGTTCAGCTACTGGAGGGAG
+GGAATACTCAACTCTTAGTCCATTGTTTGGATAGCTTACTCTTGTATCCCCATATGGGAAATAAATTGAG
+AGTGGAATACTGTACCTAGTTACAAGGATTTTCGATTTGTAAGAGATTCTAATATACGAGTCTGGATATC
+CATATACTCTTCTCCGTCTATTGGCTTGATCATTGTAGCTGTCCCCTCCCTCATAGTACCAATCGCCATT
+ATAGTAATAGGCATCAAATCCAACTACAAAATCAAAAACCATTTTGCTCATATTTTCGTAAGATACACCG
+ATGCTGGATAAAGCCCTACTGATCTCTTCATTCGTGAATTCAATAACGGCATCGCCATCTGGATTAGCTT
+TTTTAGCTAATAGTAGTGTTATATTTCCTCCAAGTCCATAATAAAGTCGAACTATGCCAATGTTATGTAC
+TTTAAATCTCATGTGTATTGACGTTATATTACCAGGAACAAAAAGCTCAAATAAGTACATAAATCCCGTT
+CTTTCAGAGGTAACATCATATACCTTTACCAATCCAGGATCTTCGACAGAAGGTTGGCTTGTTTTATATT
+TAATATACATTGTAGTTCCACTAGCTGAACCTATTTCATCACCCCTTGCATTTGAATAAACTAATGTTAT
+ATTATTTTTTCCTGAGACTAAGTAGGGGGATAAATCTTGGATATTTAGTTGACTATAATCACTATCAACT
+AGGTTTCCATTTATGTATAAGGTGACCTTTTCCCCTTCTCTACTGACGAATTTACCATCTGCTTCTAGCA
+CTTCGGCATCTCCAGGTAGGCTAATTATCCTTGTTATCGTTAATTTATTGAGCGGTCTCTGTCTATCATA
+GTAATAGTCAGCATCAGCTAAAACTCTCATCCATCCGTATAACTCCTCTCTTATTGTGGTAACTCTCGTT
+AGATAAGCCCTTGCAATATACCCTCTTGGAGTTTGATTATATGCATACCCACTCATAACTAGAGTTGCTG
+GAGAGACTTCTAAAGCTTTAGAGTAGTTCCCTCCAACTTTCCTCAAATATGGGCTGGTATAGTTATTTAT
+CATTAATTCATAATAATACCCAGGAAGCGTTTTGTTTAGAATGTATCCAAGTATTATCTCAGCTTTGTGT
+CTAAGGTTCTTTTCAGGATAAATCTCCTGGGTTGCCCAGTAAGTCGTCACGATATCTAAAGGAGTCATCC
+TAGGATTAACGAGCTCTTCATCTAGAATCCCATCCTTAATCCATTCTTCTATCTTCTCTGGGGAAACTAT
+CTCGTTCAGAGGAACCGTTCTCAATAACCTTAGCGTATCTTCAGCTATATACTTGGACTGGGATCTCAAT
+GACGTAACGTACACTTGAGAAACCCTACTCTGAACCATTATCACGGAGGCTAATACTGTTACAACTAGGA
+TTAAAGATAGTAGTGCATCAAGCGTGAAAATAAATCCTCTCCTCATGGCTCATCCCACACGGTTAGCTTT
+ATCAAGCCTAAATCTCTCGCCGGTTTTATCGCCCATTCAATTGTTGGAACTATCTCTATACTAACATCCT
+CTCTATCCCAAGATGTATAGTATAGCCACATCCCAATTATTTCATTTACGTTATCATCGAAAACCTTTGT
+GATTGGTATTGAGATCGTTGAGGAATTTCCTGTATAAGTTGAGATGCTCTCATTTTCAACAATTATAGCG
+TTTAAGTATCCCGAGCTGTTTCTATACACGTAAATTCCCTTAACAGTAGAGCCCGAAACTGCAACCAATG
+TTAGATTTCCTGGGGTAGATGGGACTGAAATCAAAAGAAAGCCATCCGCAGGTAGTGGGAGGTTTAATAT
+CCCATAGATTAGTGGATCACTAGTCGATGGTTCTTTTGATAAGTTGTATTCGAACCTCTCTACCGTAATT
+ATCCTCTGTACTGGCTCTATCCATTCAGAATTATTCATGGAGTTTTTGATAATGCTTCTATTCAAAACGA
+GACTCCCATTTATAACAGCGAAGTAATACGTTGGAGAACCCAAGCTTAAAAGATCCGTGTAAAATGTTTT
+TTCAAATTTTATTTCAGGAGTTTCGTTGGAATAAGCTGATACTGTAACAATGACATTTCCATTTCCCGTA
+AACTTAAGGACATTCCAGTTCCTTGCTTTGAAGGTTAATTGGAAATTACTCGTTTCTGGACCAGTAACGG
+TGACTTCAATGACTGAATTTTCGGGAATACTCTTTTGAAATACGGTACCTCCGCCTTCTAGTCTCCTTAC
+AGTTATGGTTACGGACTCAAGGACTATAAACCTTAGCTTGTCCCCTTCCTCTAATTTGAGGGTTGAACCT
+GTTGCTAAATTAAGAACTTCTTCATTTACATATTTTGTTTCTCCCCTAATGAGCTCGAGATAATCCACCG
+TAAAAAAGTTATTTCCTGGACCGCTTGATACTCTAAAGTAAACTCCTCCTCTTGGACCAGAAAACGTCAT
+GTTATCTATGTAAACCTTTGGAAACTCTCCGTTTATTGTGATGTTAAATGAGGACATGTAGACCTCAAAC
+AAAAAATCTCTTCCAAGGCTTAACTTCTCTAGGGCTTTTAGAAGGTGAGAATTGTTTGCGTTTTCAACTA
+GTGCTTTGAGCTTATTGTAATCTACAACTCCAAATCCATCTCCTATCCCCGGAACCTTCACGGAGTCAAC
+ATTACTTTCCCAGTCTTCAGGCTCCCCGGGAGAATCTACGATAATATCTAGCATGTTCTCTGCTATGTTG
+CTTCTTTCATAGAGTCCTACTATAGAGATAATCTCTCCTCTAACGGTGTCAGATAAAGTCACCAAGGATG
+CTAATATAAACGTGACGACGATAAGAGATATCAACGCATCAAGTGAGAGCAATTGCCCTTTCCTCATCCC
+TCAACCTCCACTTCAATACCAATTCCATTATAAATTAATGTACCATTGTATTTGAATCCCCGCTCTTCAA
+GTGCTCTTATCATAAATTCTCTCACAGCTTCACTAATGTTTCTGGGGAACTTAACCTTAACTCTCACACT
+AATGTTCATATCCCCCTCGTTGATTTCTATCCTCTCTAGATAGCACTTCTCCGACGTGGAATTCTCTATG
+ATAGCGTTTAGGGGCTCATGGGTGGGATCATCAACAATCACCCCCATGTTAATATAGTCACATGCCCTCT
+TGGCAACGTCCCTAATGTTGACTATGGCCAAGTTCTTTGCATCATTTTCGATGTAATTGGGTATTATCAC
+GATAGCCCCAACGACAAGTATCATTAGAATGAAGAGCTCCTCTATGGCTGTCTGTCCCCTACTTTTCGAC
+ACGAATACTCCCTCCGTCATTCTCTATCCAGAAGTCTGGGCTGTTTATCTGTAGGATAACGCTAGTGTTC
+TGAGTTATTGGAACTTGCAACTTTTCAATTACTATGTACTTTTCTCCGCCAATAAATGCAGTAATATTAA
+GCATTCCAGGAGTCTGAAGGGCTATTGTAATATTATCTCCTGGGCCCAAGTTGAATGGCCAGGATTTTCT
+TATCTTAAATCCGCGTCCACTACTGTAAACTTTAGCAACTGTGTCCCTTACATCTATGGCAAAGACCTTT
+AACTTGCTACTAGTGTCAAATGTCTCGGCATCTTTCATCTGGGACAATCCAAGGCTTATCAGGTTTACAG
+CCGTTATTGTGATTAGGGTCAATGCTATTAAGAAATCTATTGAAATCTGAGCTTTCAACTTAATCACCTA
+TTATTACCCTTATCTCACCATTGCTATAACTCCAGGAACTTTTTAGGTCTGGGTTCCACTCAACGACTAT
+TTTTACTTCCTTGGGCAGATCTGAAGGTCTTATCTCGAGGCAGGCTATTTCGATGTTGTTCCCATCTAGG
+TTCACAGTTTTCCTGTTCCCAAATACGGTATAGTTTGTTAATAGGTCTTTTGCATATAGAGAGTAACTCC
+AGAACGCATTTTTTGAAGCCCCATAAGTTCTTATGGTTAAATTACTAGAGTCAACTATCGCTACATATGT
+TCCGTTAGAATAGAAAATTATGATTAGGGGATCAGATAACTTAAATGCCTTCTTTATATCATTTTCATTG
+TTGATATGAGCTAGGGTTACGTACGAAGTTGCCTTTGCTCCAGGACCCTGAGCATAAACTTGACTTATTG
+TGTTTGATATCGCATTTGCAAGGGCTTTCTCTTCAATATTTATCTGAGTTGCTAATAAATCAACAGAAGG
+CCCACTTGTAAATGTAGTATTGTTTATTGAATACATTAGGAGGATCATGAATATCGTTATAAGGAATAAG
+AACTCTATGGAAATTTGACCTCTCCTCATAGTCTCCCCAATAGGTAAGTTTATATTTAGCCTTTATTTTA
+CTATCGCTTTTCCACTTCTATCAAACTCAACGCCATCATAGTCCCTGTTGTACAGTTTTACCTTGTACTC
+TTTAGAATTTAATTGGAATCTTTCAATTATTCCCTTTAGCTCGTGTATGAAGAATTGAACTAGTTCATAA
+TAAGCTAAATCTGCCTTCTCCTTGGAGTAGTCCACTATGAACAACAAGATTGGAGCGATTCCAAGCCCAA
+GTAAGATAGCAGGATAGCCAGAAACCATCGTAATAACAATCGTAGCTCCAATGAAGAGTGTTACTATTCC
+TATTGAATACTTAATGAACTTTAGAGCTTTTTTTGCTTCTTTAACTTTCTTCTCCCATATATCGAGTAGA
+AGTGGATTATAGAAGTCAAAGGCTGTATGCCTCTTTCCCTTCCTAATCCTTTCCCTTATTAAAGCGTCCC
+AGTCATCTTGGTGATAAACGACTTCTCCTCTCAGCTTTGCCCTCTCAGCATCCATGGAAGAGATGATTCT
+TTTTATATCCTCGGCACTCTCGTGGGCGATGTGAGAGTAAACGCTCTTCTCGTTAAGCTCCAAGGCTACT
+TCAATCGAATCCTTAACCCTCACTCTCCTCACCCGAGTAGACGTCATCGAAGTCGGGCAATCCACTCAAA
+AGCTCCCTCTTCTTAGCTTCCCCCTCTTCTTTAGCCTTCATGAATTCCCGAGCGTATTTCTTTGCGGTTA
+GGATTATGTCCTCTATGCTCTTGCTCTCGTATATCCCGCTAAGCAGCGTAACTACTTCAACACTTCTCTC
+CCTTGGATCCGGGTAGAATCCCCTGAATATCTGCTTCCCCCTAATCCTCTGGGTTAGCTCGTTCAATGCC
+TCGAATATATCTTTAGCCTTTAAGACCTCTGGGGGGCCGTGGATTGCCACCAAGCCGTACAACGCGGACT
+CAAGGGAAACATCTAAATATAACCCTTCATTCTCGAATGACCTTATAATTAACCTTGATAGACTCTTCAC
+TTTTTCGGCATCGGCCTTTGCGTAGCCTACTGTGGCGAAGCTACCCATGGCCCTTAGCACGAACTTAAGG
+TCGCTGGCATCTAAAGTTTGCTCCCCAGGAACGTCGATTAGGGCTAGCAGAGAAGCTATCCTCTCAACTA
+TGGTATAGTTTATCCTTTCGTACGCCTGGCTTATGTCCTCGTCGCTCTCCTTCAGCTTATTGTTGTCTAT
+GGCTATTATAGAATCGACCACCTTAGAGAGCTTGTCTATAGTTATAGCGGCATTTATCGTCGGCCTTATC
+CCTTCCTCTTTTAAGGGGAGGGCCCCTATGGCTACAACTAAGGAGTCCGGATACTCTTCTTTCAGAGCCT
+CGGCCAGAACTGGCGTTCCTCCAGCCCCTGTTCCCCCTCCGAATCCAAAAGTTAGGAAGAAGATGTCCAC
+GTCCTCGTAACCTACCATAGAGTTTATCTTTTTCATGACCATTGGCAGGTCTCTTTTCATTGCCTCCCTT
+CCTAGGACTGGGTTGGCATTCACACCTTTTCCGCCAACTATGCTCTCTCCTATTAGTATCCTCTTATCCT
+GGGGTATGTGCTTCAGGTACTCGAGATCTCCCCTAGAGGTGTTTATCGCTATCGCCTCAAAATCTACTAG
+GGAGAAGATGTCCGCGATCTTTCCACCGCACTGGCCTATCCCTATTATTATTGCCCTCACCTCGGGACCA
+CCTCATAGGAATTTAACCGTGAGCTCGTCAACTTCGACCTCTCCATCCTTGTTTACATCGTTCCACTTAA
+TTATCACAGCTTTTCCGTGGAAGTACTTTAGCAGACTTGGCTGTAACGCTAGCTTGGCTATCTCTTCAAC
+ATTTTTACCATAGTACAGGACGAAGAGTAGTGCCCCTTCTCTGTTCCTCCCAGGAACTATCACTAAGTTT
+CCTCTTCCATCTAAGGATATTCCATTGACGGTGAACTTGCCGAGTTTGAGGTAAATCTTAACATCTTGAT
+TGTACCTAGACATGTCTATCCTTCCGACGGGTGCGACGAATATGTAATCTCCAACATCTGGAACAGCTAG
+GAGTTCGCTAATTCTAACTTTAACGCTTGCATTTACAGTTCCTTCTATACTTTCAGCGACTATCTGACCG
+AGTTTGGGATCGTTGGTTCTAAGCTCAACTTCTTTTCCTCTAAGTTCGGAGAGGACCGTGTAGACGTTGA
+CCTTCGGAATTTCAGGTGAGATAGTGTAGTACTCGACTAGAATTGCATCTATAAGGGGATTGCTGTAATC
+TTCAGGTACCTCTACTGTCCAATCCGGCACTTCTCCGATCTTCAATAGGGTTACGTAAGCGTACAATTTC
+CTCCATTCAACGCTCGGTGGATTGTTCTTTATGAACTCGATAGTTTTGCCTAGTTTCTCCTTTCCAACTA
+CGGGTAAGAGTGAGGTGAAGACATCTAAAGTTTCGGGATAAGTTGGGGCAAAGTACCACTCAACTAAGGA
+CGTTTCAAAGACGAATCCCCATCCTCCATGTTCCATCTTCTTCATTAGCCACTCCAAGTTCTCCTTTATG
+ATCTTGTCATTTGGCGATATCCCAAGGGCGACAAGGGTTCTTATGGCCAATGCAACGGTTTTAGGTTGCT
+TTCCTAGGTTGTTTCCCCAGAATGATGATTCAATTATTTCTATAGCCTTTTCTTTTTCCTCTTCAGTTAA
+GGCATTGTATTCGGCAAGTGCTAAGATCGAGTACAGGTAGTTATTCCTGAGGTAGTGATCCCTCATTATT
+TCGTTTTCGTACCTTTTGCTGATCTCTCTCATAAACTCTAGGGCTTTAATTGCTGCCTCACTCCTGGGAT
+TGCATATCTCGAGGGCTTTTAAGACGTAGTACGTAACCACAACGTCGGAGGGATACCCCTTATAGAGGCT
+CCATCCTCCGTCTTCGTTTTGAAGCTCCGGCAGAATAGAGCAGAGCTTAAGTAACTTGTCCTCTCCAGCT
+TCTATGACCTTTTCGGAGATTAGGGAGAATGCCATTGTTGAATATATTGGATACTCCCACTTGCTCCAGT
+TTTTCTGGAACTTCTCTGATTCTGACAATAGTAGTGCCGTTTGGAATGTTAATCCTTCGATGTCTAGAAG
+GGCGTAACTAGCTGCGGCTATCTTATCTTCCGAGCCTTTTATTGACTCAAGTTTCTCTATAGCATTCTTT
+GGAACTATCCCAGTCACGTTCTTAGTGACTACAATCCATAGGTACAGGAAGAAGGGATCATCCGGCATTT
+TATCTTTTATAATTTCATATGAGGCCTTAACGTAGTCGTAATCATAACCCGCCATCACCAGAGCGGCCGA
+TGCTAGAAGTGTACTCCTATAATCATTTTCCATTCCCTTCAGGTAACCCCAACCGTTTCCATTGAATGAT
+CGTTCGAGATATATCACGCCTTTTACGATTGCACTTCTAATCATCTCTTCTCTCTTTGGATCACTCCACG
+CAACTTTCCTAGCCTTGCTCAATGCTATCAATGCAAACCCAGTATCTGGAACGGAGCTAGTGCTCCCATA
+AAAGTATCCCCATCCTCCATCATCATTCTGCCAAGATATTAGTTTTTCAGTGAAATGCCAGATTTCATAT
+TCACTAAGCTCATCGGTCCTATTAAATGCAAGGGATAGAGCCATCACTATTAAACTTAAATCTCTCGTCC
+TTGTCACGTCCTTGTAATTTTTAACGATACTTACGGAGTAATCGAGCATGCTAACGGCAGAAACGGGAGT
+CAAAATTAACACAAGTACAATAATAAACCCAAGTACCTTTCTCACGCTCTTCCCCCCAAACTTAATTCGT
+TAAAAAATAGATAAAGGTTTTGGATTAAACTTCCTTGATCTTTATCTCACCTTCTTCTTTACCTTTTTCT
+TCCTTCTTTGGTAGTCCTCCCGGTCTTGTCTTTCTTCTCTTGGCTTTTAACGTTTCTAAGTCATTCTTGT
+ATTTCATAGCAAGGTACCCAACGACAATGAATAGTGCCCCAAATATGAAGGTTAGTGCTCCAAGTACCTT
+AATTATCACTCCCTCCTTGTTTTCCTTTGGTGGAAGGTACTTCGAAGAGACATTTGCTATTTTCTCGGCT
+AGAGGTTCTGGATTCGAAAGGGTGGATAGTACGGTATCTATGTAATGGGGTAATTCATTAGGCTCCGGCC
+ACTTCTCAATGACCTCTTTTTCCTTCTTTATAATTACCTTTGGAGGAACACTGTTTATGAGCACTAGATT
+TGGATATTCAATTTTGTGAACGTTTCCTATGGGATCTTGGTAAACTAAGGTAACTCCCAAACTGTAAACT
+CCCCGCTTGAGAACTAAATATTGGGCGTCGATTACCTTTTCCTTTCCGGCCTCTAGGCTTCCCAAGTTTA
+GTATTTCTTTTCCATCAAGGAAGTCTCCAGTATCGACGATTAATGTCGCGTTCTTTATGAATTCGTATCT
+TCCATCCCCTTTGGATGCTGATATTTTGAACCTCAGTTTGATTGTGGAGTTCTCTTTAGTTTCTATGTAA
+TTGCTCCATGTCTCGTTTTCGGTAAGTCCCTTGACCTCTAAGCTTACTTTTGGAGTACCATAAACTACAA
+TCCTCTCAATTATATTTGATTTTACGATTATCTTTTTCCCTGCTTCATCATAGTATTCGACTATAACTGG
+GCCCAAAGTGTATTCGCCAACCTTATTTGGCTTCAAAGTGTAAACTAAAACTGGCATCTCAGAGAAGGGT
+TCTAATGTACTCAGGGTCCAGCTTCCTATTCCGCTCTTCAGTTCAAAGTTATTTGGTATTGGTGCTAGAA
+CTTTAACTTGGAATGCGTTCCCTCTTCCCCTGTTCTTCACTTTAATGAATACAACCAGCTCATCCCCTCC
+AAGGAGTAATCGTTTCTCGCTGACATCAAGGTCAACGGTAACGTTAGCTTCCCTTATTATTGGCGTGTAC
+GTTGCTTCTAATGGCCCAAACACCCTTATGTACGTCCTATTGTATAATAGGTCTATGCTATTCGGAGGTA
+TTTCAATTCTAAATGGTGCTTTAACGAGCTCGTACGAGCCACCTTCCCTAACTGAGAATTTCTCTAATTC
+GTTTCCTTTGGAATCTATGAGCTCGAATTTCGAGTAGTAGCCAACAGATAGGAGCCTAATTCCATATTCT
+GTCTTATTGTACTCTATCTTTAGTGTCTCTCCAGTGTACAGGATTCCCTCGTACACCACCTTCCTAATTG
+CTTCCTGGATAGTTTTAGTAGTACCCGTTTCCTCTTTCTCTGGCTTGAGTATCTGGGGATTTGAAAAAGT
+GACTTTGGCCCCGTAGATGTCAACGACAACCTTATTGTTCTTTTCTGCCTTTATCAGCTTAACTACAATA
+TATGAGGATTGAGTGAGCTCTCCAACTTTGTAGGAAATTGAGAGTGCGGAATTAACTTCTATTTCCCTTT
+TTACAGTTTGTCCATTCGGATATGTTATCTCAAATTCAGCAGCAGAGTCTGAGGGTACGTCGGTCACTTT
+TATCTTATAGCTTGGGAATGGGGATGAGAACTTGTAGCTATCACCCTCTTCTAAGACCAATCCCTCTTCT
+AATTTCTTCAACGGAGTTGCCAGCTTTATGTAGATCATTTCCTTGTCTTTCCATATCCCCACGACTTTAA
+TCGTGAATAGAGTATTCGTGGTGTCTGGATAGTAGCCAGTTTTGCCTTCTCCGAGGATGAATGTCTTTAC
+TGGAGCGTTATTTTCGTACACCCTTATTCTGACTTTCGTCCAAGATTCATCAACGTCCTCAACCTTAACA
+ACGTACCTTTGCGCAAACTTTATTCCCCATCCTAATTTTAAGCCAACCGTGGATAACTGGGAATAACTAA
+CTTCTCCAGAAACCTTACTTATCCCCGATATGAGACTTAACAAAATGAGTGCCACCAGTAAGATGCCAGT
+CTTTCTCATCCTACTACCCCCACTATCTTGTTTAGCCCTTTACACTTTACACCTTAGATAGGATATAAAG
+GTATTTCCCTTTTAATCCCAAAACTTCTTGGTTCTGATATACTGCCTTTCAAGTTTAATAAGTTCCTTAA
+TTAACTCCTTCTCACTAGCCTTCGAGAGAACTCTACTAGCCGTTTCAACGCCTACCCCATACGTCCCCAG
+CGCTAATAAAGCTTTATCCTTATAGCTTTTCAATAGATCAGCGGCTTTTAGGCCTTTAATGTAGGCCCTT
+TCTTCATTCCTAGATAACTTTTCACCATGTTTAAGCTTCTTAAGAGCAACCTTGAATAACTCGGCATCCT
+TTGGGTGAAGTGGGGCAAGCATGATCGAGCCACACTTGGGGCACTCAAGTTCCCTGACCCTATTTATAAC
+TCGACCAACTTTTGTCTCCCAGGAAAAACCACAATTCGTGCACACCATAACTATGGAACTATCCATTATC
+CTCTGTTTAAACAGTTCAACTATTTCCTCATCCGTGTGATGCAACGAGACCATGAATTCCATGCTTATGG
+TTCCATGCTCTTTATCGATCTCTTCAGGTTCATTTAATATCCTTCCAGTTATTCTAATTTCGCCCTTTGC
+TATTAACTTCAAAACTTCCTCTACTTTTTGAACGTCGACTTTATCATGGAATACCTCATTCAGAGTTTCG
+ACTTCTATAATTGTCCCTTCAAACAGCTTCTGAACATTCCTTATCCTTGCCCTCTTTGACAACGCTCCCA
+TTCTCTTTGCAACGTTTATCATCTTCCACCTATAGACGGTGCTATCCCTTATTGTTTTTGAAATGATAGT
+TTTAGTATCATAATCTTTTAGCAGTATCTCCTTTACCTCGTTGGGATTCATCTTGAATGGCGCATGTATG
+ATTATAGAGTGGGCCTGGGATTTAGCCGTAAACACCCTTCCATACTTAGAATAAAGGAATCCAAGGATGT
+ACCTGCTTATACCCTCGTTTACCTTGTTCCCAAGATCGGAGTGGATTATCACAGTGTCTGGAAGGACTGT
+TATTATGATATCCCTGTCACTGGGTATCAAAGTATTTTGCTTTAAAGAGTTCAAGGCAAGTTCAAGCTCC
+TCCCCGTTGAATTCAACTCCTTTAATGAGATCGGGAGCTTTTCTAGGATCATAGAGTAAGGTTCTCCTTA
+GCCTTCCTACCTCCCTTGCCACCTCGTATGGAACTGGAATCAGCTCGCCCTCCCAGCTTGGGATTGCACC
+TTCAATGTTCTCACTTTCCCTGACCTTGATGATTAAGTTTTCCCCATCTATCTCCAGGACTAGCCAACTC
+CTTCCATGCATTATGAATTCCATGCCCTCTTCAAGGTCCATAACGAAGTTCTCATCAAGCCTACCTATCA
+CTTTTCCAGAGCCAATGTCAACGACCTTATAGCTAACTTCATCTGGTATCGTGGAGAGGTTGTCAAAATA
+GTACTTAAACGCTCTCCTTCCCAGCTTTAATATCCCTTCTTCCCTCCTTATAATCCCGGCATCCTCGAGG
+ACGTTAATCACCTCTAGGTAATGTTCCCATTTAAGGTTTCTATAGGGATAAGTCTCCTTTGCCATCCTGT
+AAGGCTCATGGACGTTGAGCTTCTGGTACTCTATTAGCAGACCTACGATGAAGTGAGCCAAAACATCCAG
+AGCGTTTTCATAGGGCTTTATCCTCTCTAGCTTTCCTTCGATGGCCCTCTTAGCTATGATCAGACTCTGA
+AGGTAATCCTCTACTCCAGTAGCTATTATATATGCCTCGCTAACTTCAAGGAGCCTGTGCTTACTTCTTC
+CCGCCCTTTGGATCAGTCTGTTTACTTGTCTAGGGCTCATGTACTGAATTACGGCATCTACCTCTCCAAT
+GTCTATTCCAAGCTCCATTGACGATGTGCATATAAGGGCTTTTACCTTCCCCTCCTTCAGCTTTCGTTCT
+GCCTCTATCCTAGCTTCCTTAGATAAGCTTCCGTGATGAACTTCAACTGGCTTACCCCATGTTTTAAGCC
+TGTGGGCGAGTACTTCTGCAAATTGCCTAGTATTCACGAATACGAGGACTCTCTTATGTTTCTCCACTAT
+TTCCCAAAGCGTCCTAAGTCTTGCCGCAACTTCTACATCTACCCTTAAAAGCTCTGCAAGTTCCTTATCC
+TCGGGTCTAGGCCTTGGGAACAAAACTTTAAACTTGTACCTCTTTTTGAGGGGAGGTTTAACAATTTCAT
+CAACACCTAGCCATTCCTTAACTTCCTCCTCATTTCCAACGGTTGCGGAAAGACCGATCCTTATGAAGTC
+AGCTATTAGGGATAATCTTTTTAAGTTAAGGATTAATTGGGCACCCCTCTTATTGTCGATTAACTCAGTC
+ACCTCATCAACGACAACGAATCTTACATTCTTTAGGTAGGGCCTTAATGACTTCACCGTGAGGAGGGCCG
+GCAAAGTTTCGGGAGTTGTTATTAGGACATGGGGTGGGTTTCTAACCTGTTTGGCTCTCCTGTATTGGGT
+AGTGTCGCCGTGCCTCACGTCTATCCTTATTCCAGTTTTTGCCTCCCACCACTTAAGCCTCTCGAGGAGA
+TCCCTGTTCAAGGCCTTTAGAGGAGCTATATAAAGGCATGATATTGGAGGCAAACCATCTTTAAGGATAG
+AATTCATGACTGGGAGTATCGCAGCCTCTGTTTTCCCACTACCCGTGGGGGCAATTATCAGAACGCTCTT
+TCCCTCGGATATTCTCTTGAACGCTTCAATTTGAAGCCTGTTTAGTTCTCTGAATTTCTCCTTTATGGCC
+TTCTTTAAAAGTATGTGCATCGACCTATCTTGCTAGGCATAACTTAAAAACATCACCATGCTAAATCCTT
+CGTATGTACAGGAAGGGTGCCAGTGCTGAGAGGGAGCTAATAAGGAAACTTGAAAACCTTGGTTTTGCCG
+TGGTGAGGTCCGCGGGTAGTAAAAAAGTTGACATAGTTGCAGGGAATGGAAGCATGTACCTTTGCATAGA
+GGTGAAGGCAACCAGAAAGACTAAGCTATATTTACGTAAAGAAGATGTTGAAAGGGTCGTGGAATTTGCA
+AAAAAATTTGGAGGAAAACCCATACTAGCGGTTAAGTTCATTGGCGTTGGGTGGAGATTTGTAGTGTTAG
+ATAATGTGAGTAGCTTATCAATTTCGCCGGACGATGGGGAGCCTCTTGAGGTTATATTGGGCGTTCAGAA
+AAAGCTCCTGGAGGTGTGAACGTGAAGAGGATTGCCTTAATCCTCCTAATATTAATGCTTGAGCCACTCG
+TCTTAGCCCAGCCTATTCTGGTTGTAAACGTTACCCCCGAAGAAGTTGGGGGCTTTCCTGGGGATACCTT
+AACCGTTAATGTAACAGTCAAGAATGTTGGTAACGAGACTGCCGAGAATGTTAGTATATATGCTATGGAT
+AGTATCCCAGGGGTTCTGTTCACCCAGGGATTTGTAAGTTCCCTAACCCCTAACTCCTCGTACACATTTC
+CCATGAAAATTTACCTGATAAAACCAGAAGCAGGTTTATATGACGTTACCATAGTTTCAAGGGTTGGTAA
+TCAGGTTTCGGAGTGCACCCTTAAGCTAAAGGTTAGGTCCGTGGTCAATTTTACGCTTTCAATTGAAGGA
+GAAGAGAGGTATCTATATGGAACAAACGTCACGTTTACCCTTGGAGTAGATTCACAATCAAACCTCCTAC
+TCTACGGGGATGTAAAGGTTATAGTATTTGGTGAAAACGGTAAAATTATCTACACAAGGACGTTCAAGCC
+GATGATATCTAGCTGGGGAAATTGGGAGAAAGAATTAAACATCGGAAAACTTCCAGTTGGTAATTACACG
+GTTAAGCTCTTGGCGGACTTCTACGGAAGAAAGAAAACTGGAACTTACAATTTCTCCGTTTATAGAAGAC
+CCCTAACGTTTACCGCCTATTTCAACTCTGGTAAGATAATTGCGGAGGTCAGGGAGAAGGGAAAGCCCGT
+CAAGGGAGTTAAAGTTTGGATAAACGACAGGGAATATCTGACTGATGAAGACGGCAGGGTTGAGGTGGAG
+GTTACTGATCCTGGGGTTTACATAGTGAGGGCAAACTTAGATGGCATAATTAAGGAGCAGATAGTCAACG
+TAGAGAGACCTATAATAGTTACATCTCAAGTAAACGGAACGCTGATTGTTAGGGTCTTGGACTCTAAGGG
+AAGTCCTATTAAGGGTATTCCTGTTGTCTTTAAAATTGGAGGAGAAGAAAAGTACGAGATAACGAATAAA
+CTTGGCATAGCAGAGTTTAACGTGAGTGATATTTGGGGGCCGGGTGAGGTAGAGATAAGGAGCGACAAGT
+ATTTGCCGGCTAGCAAGAAAATTAGCATAAAGAAATTTGAAAGAAAGCAAATCACTACCACTCCTTCCTC
+GCCAACTCCATCTAAGACCAAGCCCAGGATAACGGAAACTAACGTTACTGAAAACTTAACGGCGTCGATA
+CCCCAGGAAGTAACTACAACACCAATTACCCCAGGAAAAAAGGTTGATCTCCCCTTAATAGTTCTAATAG
+TGGCGTTCGCTGTAACCTTGGCAAGCTCTTCGTACCTGGCATTCCTTAGGCCCATCGTAATTGAGGATAG
+CGTTGATAGGTACTACTTCGTAAGGGTTAAAGCCCCGAGGCTAAGGGGTCTCAAGAACTTTAGGTTCGAA
+AAACAGGCAAGCGTTAAGAGTGCATGGGCCAGCAAGGGAAAAGTCAAGATAGAGGGGAGCAAAGTGGTAT
+GGGAAATCCAGGAGCTTGAGCCCGAAGAAGAAGCTACTCTACAGCTTATACTCTCTTGATAAGCTCGTAA
+ATTTTCTCTCCAATTTTAGAGTTTCCACCTAGCTTTTTGTACATCATGTAAACTTTTTCTGCTTCTTCCT
+CAAGCTCTCTCACATTAATACCCCTATTTCTCGCAACGAGTATCCTTGTCCCGAGGACTGCCAACTCTAG
+TAAATAGTTATCGGCCCTGCTTATTGGCTTTAAAATTCTCTTGACGATTCCAACGTACACGGGTTTGAGG
+GAACAGGCCTTTGCCCTGCTTTCCCCTAGCTCATCCTTCACGAGTATCTCCTTACAATTGGTAACCCCTT
+CAACCCAGGGATATCCCTTAACTTTTTTTAACGGCACTCTAACAGCATCTTCAAGCTCTAATTCAGGAAA
+GAAATTGAAAGCTAAGGAAGCTAGTAACTCAACGTCGTCAACGACTTGGACTATGGCGTAACTGGATTCT
+TCCAAATCAAGAAAGCTTTTCCCTTCAAATATTTTGAACTTGAGTGAATCTCCTATTCTAACGATGCCGA
+TCGGAGTTACGTTTGACCTGGTTATCAGTAAACACTCATAAACCTTGCCTTCTTCCGGGAATAATGTTTC
+GAGACTCATTTCTCTTTAAGAACTACGGCTAGTTCCGATGAATCTACGATTATGACTTCACCTATACTCT
+TTATCGCTGTTATCGGGACTATAAGAAGTCCATTCTTTGTGACCTTGAACTTGCTAAGGTCAAGATCCTC
+ATCGGGATCGGCGAGTATTGCAATTATCCTCCCTTTCTCCTCTTCATCCCCATCCTCTTCGAAGAGAATA
+TCGTACACCCAGCCGAGCCTAACACCAGTATCAGTTATTAACTCAACATCCCTAAGTTTAGATGCTTTTA
+TCCTCACCATTTTGCATCCCAAAAATTTAGAGGAGGCGAGATATAAAAACTTTTAGTACTTCTTAAGCTC
+CGGGATAATCTCCTCAAGCTCCTTCTTAAGCTCGGTTGCGATCTTATCGAGGAAACTTCTTCCCTTTGGC
+GTTATTACCCTTCCCTTCCCAGGAACCTTCTCAACGAAGCCCGCGGCCTCTAACTGCTGGAGTGCCTTCC
+TTATAATGCTTCCTCCTGCCTTGTAAAATCTTTCTGGAGCGTGCCCCCTGTTCTTTCTTCCTCCATAGTA
+AGTCCTAAGCCTCTCGATTCCAACTGGGCCATCCAAGTAGACTCTCCTCAGTATTGAGGCGACCCTATAG
+TACCACCAGTCCTCCTGCTCTGGAAGCCTCTCCTTGTGTCTTCCGGTCTTTACGAAGGGTGCCCACTCTG
+GAGGCTTTATTTCTGGTATTTCCTTAAGCCTTTGAGCAACCCTTTCGACTAAGAGGTCACCAGGAACATC
+ATAAACCGTTGCCATTCCTCAACCCCTCCCTCTTTTAAACTTCTTCCTGAATTCGAGGATATCAAGCTTG
+ATCCTTCTTATTGGCTCCTCTCTAACCTTCCTCTTTGATTGCTCCTTCATCTGGAGCTTCTTTAAATACC
+TTTCCCAACCCTCTCTCGGCTTGAATAATATAAACCTTTTGCCTCTAACCTCAAGAAGCTCACTATCGGT
+AAGCTCGGCAACCTTCTCGGCTATCTCCTTCCTCCCCATCTTGGTTGATATCAATGCTCCTTTCCTTATC
+TCAACTTTCAACACTCCCGTTCTCGCGAGCTGGGTTTCAATTTCCTTTATTACACTCTCCGTTATCCCCT
+TCTTTCCTATCCACGCCTTTGGCTCTATATCGTAATATCTCGCCCTTAGGGCTCGCCTGATCTTCCCAGG
+TAATCGCTTAGTTACCATGCTCTCACCATGAAGTTGGAAAAAGGGGGAAGCTTTTAAAGCTTGTTGCTTA
+ACTCGAATTTTTCCCAACTTTTAAACCTTCAAGGATTAAACTTTTAAATCATTATATGGTGATCATGAGT
+TGCCATGCTATGGGAAATGCTAATATTATTTGGAATGATACTCCCAGTGCTCTTTGTTTGGCACCGCATC
+AAGGAACTCCGGGGGTACGAAAAGGAGGGCAGAATGATTAAGTTCGAAAAGGTTCTGTTTGAGGCACTAA
+TAATTTCATTAGTTTTCTTTAGCTTGGCGGGGATTTTAGGTTTCTTTGACTTTGCAATGAGCTTCATAGA
+ACCCCTGGATAAGATAATCGTAATACTTCCAGTTCTCGTGCCCCTAGTTGTCTCAACTTTATTGATCACA
+AGGGAGCTCGGAGAAAAGATAAGGAGGGGCGATTACATAGTTTTGGCCGTTTTTATAGTGTTTATATTCC
+TGTTAGTGTCGTTGTTTTCAATAATTCCAATGCCTTACGTCCCAATAGTTTATTTGCTTATGTTCCTAAG
+CTTCGCTGAGCTTTTCTCTAGAATTGTTAGGAGATTCTTCCACGGAACTCCGATGTCTGGAGAGCTTAGA
+GCTAAAGTTGAGGAGCTTTGCAGGAGGGCGAACGTTAATGTGGAAGAAGTGTATATAATAGATGAAGAGC
+GTATAGGAGCCTTTGTTACTGGTATGAAAGGAAAAACGATATTTATAACTAAAGGGGCCATTGAAAAACT
+TAATGAAATGGAATTGTTAGCTGTGATAGCCCATGAGCTTGGTCACGTAAAAAGGAGGCACGCTCTCAAG
+AGGGAATTAGCTTTAGTTTTTGGACTGTCGTTACCGATAATTGGTTACTACATGGGAGGGGACATACCCC
+TGTTCCTCTCCTTTGTCATGAGCATTGCACTAGTTTTCTATTCGACATTCCAACTTGCCAAGAAATTTGA
+AATTGATGCAGATAGGTTCGCTGCGAGTCTCGTTGGGCCTATTAATGTTATTAAAGCCTTAGAAAAGGTG
+TATAAGAAGGAAGGCCTCCCCAAGAGGACACCGAGATGGTACAATATTATCCACTCCCATCCATCGCTTG
+AAGAGAGGGTGAGGGCCCTAGAGGCTGCCTTCCCGCCGTGAAGGGTGAGTTAGCCCCTCGCCATTGACGG
+GGAGGTTTGCGGGTTAATTACCTACTTCTCTCGCGAGTTTGGTTCGGCCCGAGGGCCCTTAACAGCATCT
+TCCTCCCAATGTCACGATGAAACCCCTCGTCTCATTGGGTTGTTCTTGAGTGGCCTAATTAGGTTACAAA
+ACTTAAAAAGTGGTTTAACGGCTGTTTCAGAATTACTGCATCTCAACCCTAAAGGGCGAGGTTCTCAAAA
+GAAAAATGTAAGTCAAGAGCTTAACTTCTCTCTCATGAACTTCTCAAACCTGTTCATCGCCTCCTCAAGA
+ACCTCTACTGGTGGTAGGAATACTGCCCTGAAGTGTCCTCTTCCGTATTCTCCGAATCCCGAGCCGTGTA
+CAAAGAGGACGTGGGCGTTGTGGAGTACGTCAAGGACGAACTCTTTGTCATCCTTCCATGGGCCTTCCTC
+AATCCTGGGGAATATGTAGAAGGCTCCCTGTGGTTTAGTCGTGCTTATCCCAGGAATTTCGTTCAATCTC
+TTGTATATGTAGTCCCTCCTCTCCTTAAGCTTCTTCATATACTCTTCAAGGTAATCCATTGGGCCCCTCA
+GTCCTGCTATTGCGGCAAATTGGGCTGGAGTGTTTGGACACAGTCTTATCCTTGCAAGCTTGTCAATGGC
+TTCCCTAACTTCGCTTAGCTTACCCTCAGGGTCTACAAAGTACATGTATCCTAATCTCCAGCCGGTGGCA
+AAGTAAACCTTCGATAGGCCGTTCATCACTATTACCGGGACGTCCTTGGTTAGTGATGCTGGTGAAATGT
+GCTTCCCTTCATAGGTCATTAAGTCATAGATCTCGTCGCTTAGAACTGGAATGTCATGCTCACCTGCAAT
+GTTGATTATCTCCTCCAGAGTCTTCTTGTCGTACAATGCTCCGGTCGGATTATTCGGATTTATTACCGCT
+ATCGCCTTGGTTCTCTCGGTTATCTTCTTCCTAAGGTCATCTATATCAGGTTGCCAGCCTTCCTCCTCGA
+TCGTTCTGTATTCTACTGGTACTCCACCATAGAACTTGACTAGGCCGGTGTACGGTGGGTAACTTGGTCC
+TGGAATTAATATTTCATCTCCTGGGTCTAGTAATGCTCCAAATATCATCTGAAGGGCCTCTGTAACTGCA
+GCCGTAACCCTAACGTCATCTGGCGTAATGTTTACACCATTCTTCTTCTTTTCCCTCTCAACTATCGCCT
+CCCTTAGTTCCATTAAACCCTCACTATCTCCATAGTAGTTGTGACCTTCCTTAATGGCCTTGCAGTATGC
+TTCCTTCATATGCTCCGGTGGCTGGAAGTCAAACTTAACTGGATCGCCAATGTTTAGCCTTATGACCTTT
+ATACCCTTCTTTTCGAGCTCTCTAGCTGGTAGAACGACATCTCTAATTGCATACTCTATAGAAAGAGCCC
+TTTTTGAGGCTCTAACCATTTATAGTCACCCATGCTTTATTATAGTCTTTAACCATAAATAGTTTTGCAT
+AGCCTTTATAAACTGGGTTTGGACGTTATATCGGAGGTGAGAGTGTGAGAAATCCTTTTGAGAGGATGCC
+TACAGTCCTTACCGCTGATGAACTCATAGATAAGGCATTTCGAAGGGCTGAGAGAGCAGCTTCGGCTTTC
+AAGCCTAGAGGTGATAAGGTTAAGAAAGCGAGGCAGAGAGAAGAGCTCAGGATAAGGACAGTAAGTAACG
+TGGTTAGGGATAATCTTAGGAAAGTGCTGGAGAGGACTCCAGGTCTCTCAACCCTTCCGAAATTTTACCA
+AGAACTAGTTGATGTTCTCGTTGATAGGGACACTTTTCACAAAGCGATGGCGGGAATAGACTGGGCCATA
+AGAATTGTGAGGGAGTTGGAGGAAAGGTACGTAGAGAGGATAAGGTACTCTAAGGATCCAAACGAGATGG
+CTGAGCTAAGGAGACAGTTCTATGGGAGAGTCGCGAGCGTATTAAGGGATATAGACGACAGGTTGAGGTA
+CTTGAATAAAGCTAGAGAAGTTCTCAAGGATCTCCCAGTGGTGGATTTAGAAACGCCCACCGTTGTCATA
+GCTGGTCATCCAAACGTTGGCAAGTCAACGCTTTTAAAGGCTCTAACGACTGCAAAGCCTGAAATCGCTA
+GTTATCCCTTCACAACTAGGGGGATAAACGTTGGACAATTTGAGGATGGTTACTTTAGATATCAGGTCAT
+AGATACTCCTGGTTTGCTTGACAGGCCATTGAGTGAGAGAAATGAAATCGAAAAACAGGCTATATTGGCC
+TTGAAGTATTTAGGAAATCTCATAATTTACATATTCGATCCAAGTGAGTACTGTGGCTTTCCCCTTGAGG
+AGCAGATACATCTCTTCAACGAGATATACGAAGAATTCAAGGATATGCCTTTTCTCGTAGTGATAAACAA
+GATAGACGTTGCTGAGGAAGATAAAATTCGAATCGTTGAGGAACTCGTGAAGGAGAAGGGCATTAAGTTT
+CTGAAGATCTCGGCGTTGAAAGGCGAGGGCGTTGATAAGGTTAGGGAGGAGATAACTAAAACTTTGAGAC
+CGTTGGCGGAGAAAATTGCAAAGGAGAAAATTGAAGAAGAATTAAGGAGATACCGCAGACCTTTCTAACT
+TTTTAATTTCATCCGGAAGGGAGAAGAATGCTACTATCTCCAGTATTGCCCCGATCAAGAGTATTAGGGC
+TCCAATTGCTATTATCAGAAGTATAGCTCCTATGAAGTACAAGAGACCAGTTGTTTTGAATAAACCTACG
+TCCGTATATTGGGCTATAAGCTCAAAGCTCTTCTTCTGGAAGTACGTTCCTATGATGTATGCAATCCACA
+GGATCACGAAGCCTATCAGGATTGAACCAAGGATGGCGAAGAAGTGCTCAGGGGACATCATGCCACCTTT
+TAGACCTTTAATTATTGCAGTTCCTGCAGTTGCAACTATTATCACGAAGAACAAGAGTAGACCAGCGACC
+ATTGATATAAATGCCTTCAGGTAGTAATTGAAGATATCACTATCTCCAGCTTCTTCACTAATAATCTTCA
+CTGCCAAGAACACTAAAACTAGTCCAACGATCGATAGTAGCCATGAATAAGTTCCGGCAAATATGCTCAC
+TAGCTGCAATATTGCACCAATTCCGCCGTATAACTTCGCGTTGCTTAGGCTCATGTTATCACCTCCAATT
+TTCTCTTCCTCCTTACGTTAAATCGTTTAAAAACTTTTTGTGCTAGTTTAATTTAATCTACTAAAATCAT
+TCCGTAGAGAACTGGCTCATTAAACCTTATCTCAATGATTGAAGATAGCTCTATTCCGATGGCATCTATG
+CTCGGCCTTACCATTTCTGGCTTCTTACACTTGCCCTCGGTTTCAAATGTGCATTCTTCACAGAGGTTGC
+AGTTCCCAGGGAATAAAGCTAGGGCGTAGTAATTTCCTTCCCTAAATAACTCTTTTTCCTTATTGAGCAA
+CCATACGAGAACTCTCCTTTTTTCTTCCTCAAAACGTGACGTATCGATTTTAAATTTCACGAGAATAGCT
+CTCTTATAGTGTTTCATAACCTCAATGGTTTCCTTCCAAGAGGGAGCATAAGGTGGACAGCTAGGCCTTT
+TCCCATACATAGGGCATGTCCTGCACTTCCATACGGGTCTCGGAGAAACGACAATATCCTTGGCCTGTAT
+CTCCCTAATCTCAAGGACTTCCATTGCCTAATCCCCGAACTCCTTAGTGTAAAGGTTTTAAAGGTTGTTG
+GGAAAAGAGAATGTGGTGGTTAATATGATTGAGGTTGGAGAATACAAGGTTAAGGAAGGCCTCTATTATA
+CCAAGGAACATGAGTGGGCTCAAGTGCTGGAAGATGGAACAGTTCTCGTTGGAATAACTGATTACGCTCA
+GAAGGAGCTTGGAGATATAGCCTATGTTGAGCTCCCTGAAGTTGGAAAGGAGGTTAAAAAGGGAGAAGTT
+CTTTGTGAAGTTGAAAGCGTTAAAGCCGTTAGTGAAGTGTACGCACCTGTAAGCGGAGAAGTTATTGAGG
+TCAACGAGGAACTAAGTGACAGCCCCGAGAAGATAAACGAAGATCCTTATGGGGCTTGGATAGCTAAGAT
+CAAACCAAATAACTTAGAAGAGGAACTTAAAGAGTTGATGGACGCAGAGAAGTATGCTGAATTCTTAAAG
+AGCCTTTAACTCTAAAGTATCTTTCCTTCCTCTTTCATTCTTACGAGCTTGGTTATGTAACCTGCAATCC
+TGTTCCTTATCTTCTTGCTGGTCACGTTTGTCAATTCTTCAACTTTCTTCTTGTTGTGCTCGAAATCCCT
+AGTGAACTCGTTTGGATACTTATTGAATAACTCTCTCGCAACCCTCTTAATGAATCCTTGTCTTATCTTA
+CCCATATCCATCCCTCCCGCAGTTATATATCCAAGTCTCGCTTGACCGTAGCAGTTTTAAAGTTTTGCCT
+ACAACCGAAATCCCATGATGGATCTGCACACCCACACGATATATTCGGATGGCATAGGAATGGTTAGGGA
+CAATGTTGCATGGGCGGAGAAGAGGGGGCTTAAAATAGTTGGCATAAGCGATCACATTCATTACTTTACC
+CCTTCAAAGTTCTCCGCATACATAAACGAAATAAGGATAGCGAAGGAAGAAAGCGACATAGTAGTTTTAG
+CTGGGATAGAGGCTAATATCCTAGAGAACGGCCCGGATATAACTGATGAGTTCAGGAAAAGATTAGATTA
+CGTGATAGCGAGTGTCCACGAATGGTTCGGAAGGGATGGGGCTCATATGTACATAGAGTACGTGAAGAGG
+GCCATAATGGATGACAACGTCGATATAATAGGACACTTCGGAAACTCGTTCCCGTGGATAGGTTACCCAA
+CTGAGGAGGAGATAAGGGAAGTGCTCGAGTTGGCAGAAGCCTATGGAAAGGCGTTTGAAATAAGTTCAAG
+ATACAAGGTTCCAGATTTAGAGTTCATCAAGGAGTGCATCAGGAGGGGAATAAAGCTATCACTAGCTACA
+GATGCCCATAGACCTGAGGACGTTGGTAAGATTTCATGGAGCCTGAAGATGTTTGAGAAGGCAGGAGGCA
+GTAAAGAAGATCTTGTATTTTCCGAGTATCTATAGGGATGATAAAACTTCCTTCGCTATATCACCCAGCT
+TTACCCATCTCCTACCTTCGAACGGGAGCATAACCTTCTCATCTATATTCACGAGCTGTTCCACTCTATC
+CTTGAATTGGATCAGCTTTAGCTCTTTAATCAGCAAAAGGGCAAATGCAACTTGATTAACATCGCCTTCA
+TCAAGCAATCTCTCGATACCTTTTGAGAATTCTTCTCTATGCTTATCTCCATATCTTTTTGCTATCTCCA
+TGGATAGCGCCATGGCACCTTCCCGTACGTAGGTAACTTTTGATGTTAGCAACTCTAGAGCCTTCCTAAC
+GAGCTTTTCATCAACGACTACCGTGGAATCACCTTCTTTTACCATGTTTGAAATCACCATTAGAGCGTCT
+CCAACCGTCCCAGGGTTTTCATCTTCTAATAATTCAATAAGGCTATCAGCGGTTTTCTTGTTCTTAGAAG
+CCTTTCTAAGCACTTCATCAATTCTTCCTTCCTCTAGCATCTTCTTTATCTTACCCTTCTCGCCCTTCCT
+AAAAGAGAACAGTCCCACTTGTATCACCTAAAATGAAAGAGTAATTGGGAATTTAAAGTTTAGTCCAACA
+TGCCCAGTATCTTATCAACTTCATTCGCTATATCAACATCGAATAGGTGAAGCGTTGGTAGCGTCCAGTG
+AAGCCTGTAGTTGTGAGCCTTTTCAACTTCCCCGAAGTACTGGAACACGAATCTACCGAATCCCGTTAGA
+TCTCTGTGGATATCCCTAACTTCCCTAAGAACCCTTCTAACCTTTGGGGGATACTCTTCGTAGGGCAATG
+GAATTGATTTTATGAAGACGTTGTCCTTGTAGAAGTCGGTTGTAAGGCCTATGGCCCTTACGTGCTTAAG
+TAGCTGGTTGAGCTTTTCCTTTTCCCATATCCTCTTTAATATTATCCTGGGATCTTCTTTTGCGAGGGGG
+AATTTTGTGTCTTCCTCTTCGAGCCAGAATTCCAAGTAAGGATTGCCCCTTTCTATGACGATTCTTGCTA
+GAAGTCTGGCGTTTCCTGGGATGTCCTTTTGGGTTTCCTCTATGTAGTACTCTTTCCCTCCCACTTGGTA
+CTTCTCTCCTTCCCTCCTCTCTCCAACCTTAGACACGAAGTACGCTCTCTCCCCTTCTATAGTTCCTAGG
+TGCAGGTCATAGCCCCAAGCCTTGAGATCCTTCATTCTGAATCTCCTCTCAGCTGGGACTACTCCTGGGT
+TCTCAATGATGTAATACCCCTCCATCATTTTTACTCACCTTTAGTTATTAAAACTTTGAGGTTTTTAAAT
+GTTTAGGAAAAAGTATTTGTAACCTCCAGAAAATCATGGATCATGAATTCGGTAGTCGTCAGGTACGGCG
+AGATAGGAACAAAATCAAGGCAAACGAGGGCATGGTTTGAGAGGATTCTCATAAACAATATTAGGGAAGC
+GCTTCTCGATGAGGGTATTGAGTACAAGGAGATATTTGCGAAGCATGGTAGGATAATAGTTAGAACCAAT
+AAAGCTAGAGAAGCTTCTAACGCCTTAGTTAGGGTCTTTGGAATAGTTTCGCTATCTCCAGCCATGGAGG
+TCGAGGCCTCCCTGGAGAAGATAAACAAGACTGCTCTGACGTTGTTCAGGAGAAAAGTTAGGGAATTAGG
+TCTTGACAGGCCAAGGTTCAGGGTAACGGCGAGGAGGATAACTAAGGAATTTCCCTTGAACAGCCTTGAA
+ATTCAGGCAAAAGTCGGGGAATTTATACTTAACAACGAGGATTGCACAGTTGATCTACACGAGTACGACG
+TTGAGGTTGGAATAGAGATAATGGAAGGCAAAGCTTACATCTTCACAGAGAAGATTAAAGGCTGGGGAGG
+ATTACCTATTGGAACCCAGGGAAAGATGGTTGGCTTACTGCAAGATGAACTTTCGGCTTTGGCGATATTC
+CTGATGATGAAGAGAGGAGTTGAGGTTATACCCGTTCACGTTGGGGACAACGTTGAAGTGGCAAGAGAGC
+TCTGGGGGATTCTAAGGAAGTACTCGTACGGCTCAAAGGGTAGATTGGTTGTGGTTGAGAACATTGAAAG
+GGTGAATAAGCTAATATCCGAATTCGGTGCTAAGGGGGTCGTTAAGGGCCTCAGACCAGAAAATTTGGAG
+GGTGAGCTACCGGAGATAGAAGAGGACAAAAGGATGTTCAAGGTTCCAGTGTACTATCCGTTGATAGCCC
+TTCCGGATGAGTATTTGGAAGAGGTAAAAGAAAAGCTTTTTAATAGAAATTAAGCGTTTGTTTCGTTTTC
+TCCAGCCTCTATACCGTTATTCTCCTCCCTACCATCGTGGAGTTCCCTTATTTCAAAGAGCTTAAGCGGA
+ACTTTTTTTAAGGCCTTTCCGACGACGGCCTTTGCAATCCTCTCGGCATGTTCAAGGCTCTGAGCGTTGA
+ACACTTTAAGGGTCAGATAAATCCCAACGAGGCCGATATTCCCGACGACAAAGGCGCTTTCGAAGTGTGC
+GCCACAAACGGGACACTTTGAATATCCTAATTCCACTCTCACAAAATCAAGCTTCTCCTTCTCAAGAGCC
+GTCATAACTTTATTTACCGCAGCTTCAATGGCTTCTTCAACGCTCTCAACATCCTTAACTATAATTGGAG
+CCTCCAAAACCACTATATAGTCTCCCATCTCGCATCACCCAAAGGCGAATATTTTGCTGTTCTCACCTTT
+AAACACGCCAAGTCTCACTCCAGCATCTATAAACCCATGCGCATAGTTTATAGCCGCGAAAGCCGTCACG
+TAGTCTCCCTTTTCGTAATAGTACTTGGCGTCCTCGAAGTAGCTTCTTGCCATCGTTAAAAAGTCTTTCG
+CGACGATGTAAAGGTGGCTCCTCTCATCGACAGCAACCTCAATTCTCTCCAATGCCTCCTTTGTTATGTT
+GAGGTATTTCTCGATCTTTTCCTTGGATATGGTGTTTATCACTTCCCCCTTCATTGTCAAATTCCAGAAA
+AATAGTAGGGTATTAATAGTTTTTGGACTTTGAGTACCTTCTGATTTCAGCGGGAAATAAACTTTAAGTG
+TTTTTGAGGAGTTTATTATTAGGTTGAGAAAGTTGGTAGTTCTCCAAAACGAGAATAAGATAAGGATAAT
+ATCCAGGGAAGAAGCCTTCAAGAGGGCTGAAAGAATTAAAAAGGAGAATGAGTTGCTGTACGGGGTTCCC
+CCTACGGGGGTTTTGGTGTAATTTTGTGGAATTTTAATCCTATTCTTTGTTTTTCTTCTATTGCCATTAT
+CCCGTAGGGGTTGGTCTTCATTGGCCTTTCATTGAGCGTTGAAGCCCTCGAAACCTCCAACCCTTTCGGG
+GTAACCCCAGAGCCCCACATCCGAAGGTTCAACACGGCAATAAAATCCCTATCCTCGACAAGACCACATT
+TTAGACATTTCATTAACCGCCCCTCTTGGGGTATTAAGTGACCCCCGCATGCGGGGCACGTTTTTGAAGA
+ATTTTTTGGATTAACATAAACGACAGGAACACCAAACCACTTAGCCTTGTATTCAATCAATCTTTGCAGT
+TCCCGAACATTCCACTTGGAAAGCTTCCTGTTCAAACTCTTTGAACCCCCTAATACCCTCTCCTTTATAC
+CATTCAAGTCCTCGAGGATTATGCCCATGCGTCTTTCCCTAGCAATTCCAACAATTTTATTAGCCAGCTT
+GTGCAGGAAATCCCTTGCTCGGTTTTTCTCCCTTCCAGAGTACTTTTTCAAGAGTTTTTCACTCAATCTT
+TTGTTCCATGCCGAAATCCCCTGTATTTTTTGCCTCTTCAACTCGTAAACCCGGTGAATGTGGTATAATT
+CACGAGTGTCGAACCTGTAGACTGTTAAACCCGCTAGGACGGTAACGTTCGTCAAATTAATGTCAATACT
+CATCCAGTCCCTTGGCTCGAAGTATTCTACGGTTTTCACGAAGTTGAGGACGAGCTTGTCTGGGAACAGG
+AATAGTCCGCCGAGTCTTAGGTTTCCACTCCAGACTTCTTTCAAGAGGGGGAGGATGTAGGGGTAGTTTG
+CGAGGTTTATTTCCAAGTAGTACTCTCTCGGGATTATCGTTATCTTTAGGATGAACCCCTTGAGCGTGAA
+GAGCGTGCTTTTCACGTAGACGAACTTTTTTCTAAGTCTTGGTTTTCGGACTTTCTTGCCCTTCCTGAGT
+TTCCGCCTGTAGGATTTTACGAGGCCAAGCATTTGGTTTATTGCCGAATCAACGTAATGGTTTGCGTACT
+TCCAGTCTTCGAGGAGTTTATCACGCAATTGTTTCCTCTCGAATTTCGTGAATTTCTCAGCATTGAGGAT
+TTCTTGAAGAACCACCCTTGCCATCCTGTGGTATTCTTCAATGAACTCTAGAATAATCCCGTCAGCTTGG
+ATTGGGATTGAGTATGCTTTAACAACGGTTTCATTTTTTGAAGAGTTGTTTTGCATTCTCCACGACCTCT
+TTGTACTTGTGAGGACACCTCCCGTTAAAGTGTGAGGTTATTGTTATCAAATCCTCAATGAGTTCTTCTC
+TTGGCTCTTTTTGTGTTTTGTTGATTACTATTATTTCCGTTCTAAAGGCTTGAAAGAGTGTCTTGAGTGT
+TTCAAAACCGAATCGTGTTAACCTGTCGGGATGTGTAATGATGATTTTTGAGGATTGCTTGGATTTGTCT
+CTCCAAGTCGTCCTTTTGTGTCCTGCTTGAGACTCTTGCATAACCGATTATCTTTCTTTCCTCTTGATTC
+CTCTCTGGAATTCTCCTTCGCCCACCAACAGTTCTAACAACCCTAATCTCCCCCTGTTTATCCTAATTCT
+GAAGCGTTTTTACAGTAACTCCAAGAATTATCTCTTTTAGAGTATAATGCCTCTCCATTTAACCACAATG
+GTAACTACACACAACACCTTTATATCTTTCCATTATCTTCCATGAAATTATACAAAAAGAAGAACAGACA
+AAAACGGCGTTCCATTTAAGATTGAGCATAAATACCTTTCAATTTCCAATATAATACCGACCCAAAAGGT
+GCTTGACAGAAGGAAATTTGAAGTCGTTATTGAGGAGACCGTTCACGGCTATGATGCCCCGGTGATCGTG
+CTAAAATACAGGGGTAAGTACTTCCTCTTGGATGGCCATCATAGGGTTCTTGCAAGAAAAGTGTTAAAAC
+TTGACTTCGTTGAGGCGCTAGTTCTGGAACCTTTGGAGCCTGTAGACATTAAGATTGAGGAGTCCGTGAA
+GAGGCAGAGGATACGCTCTATCGATGATATCATTGTGAAATAGCTTAATTTTCTCGACCGAAAAGCTTAT
+AAACAATTCCCCTCCCATCAAACATCGGGCTGTGGGCCGGTAGCTTAGCCTGGTTAGAGCGGCGGACTCT
+TAATCCGCAGGTCGGGGGTTCAAATCCCCCCCGGCCCGCCAGACTCTTCTCAGGGGAGAAAAATGAAGAT
+AAAACTACTCCCAGAAAAAGCTGTAGTCCTTGGGAATGCCATGGTTATAGCTGACCTTCATATAGGTTTT
+GAAGAGAGCGTTGCCCAGGAAGGTGTTTATATTCCGAAGCTTCTCCGAGAGATCATAGATACAACGAGGA
+GAATAATTGAGAGGGAAAGGCCAAAGGTGCTAGTGATAAATGGCGATCTCAAGCACTCATTTACCCCTCT
+TAAAAGGGAGTTCCTTGAGGTTGGAGCATTCTTGAGGGAAGTAAAAGAGCTCGTTGATGAGGTCGTACTC
+GTCAAGGGGAATCATGACACAGGGATAAACTGGATAAGGGAGAAGTTCGGCGTTGAGATTGTTGAAAGTT
+TAGAAATAAGAGGTTGGACCATAGCTCATGGGCACTTGAAAGTTGAAGGAGGTAAGGTAATAATAGGGCA
+CGAGCATCCGTCAATAAGGCTTAGGGATGAGGTTGGAGCCAGCGTAAAAGTTCCTGTCTTTTTAAAAGGT
+AGTAATATACTCGTTCTTCCGGCCTTTAGTCCCTGGGCTTATGGGAACGATTTAACGGTGAACGAGCCGA
+TATCTCCAGTGCTTAGAAATTTCGACCTTGAGAATTTAAGCGTGGTAGCAACAACCGGTGAAGAATTGCT
+AAACTTTGGCAAGTTTGGGGATCTTATAAGGGCGATGAGGCTTCTTGGATAACTGATTTAAATTAAGTTG
+GCAATTAAACATTGGGTGACGGGATGGGGGTTTACATATTTAAACCCGAAGACCTCCTAAGGTACGGCAC
+GATAACCGAAGAGCAACTCGAGCTTCTCAAAGATGCAATTGAGAAGAAGGCCGACATCTTAATCGTAGGA
+GGAACGAGGGCTGGAAAAACCAAGCTCGTGGAGGCACTTGTCTTTTTAATTCCTGATGATTGGAAAGTGG
+CTGTTGTAACCGCTTATAATGAGTTCAAGCCATTTAAGGAAAATATCCAAGTTATAAACACGGAATTTGA
+TGGAAGGTCATTAGACAAGAGAACCGAGGAGGTTATAGATGCGATTCAACGCATAAACCCAGACTACGTA
+ATAATAGACACCATTCACACCGTCAAGGTATCCGAGATGCTGAGGAGGTTAATCGACAAGCACGGGTTCA
+TAGTCACGTCCCTAGTCCTATCAAGAAACCTTAGCGATGAAATTAAGCATTGGTTAAAAATAGATGATGA
+ACTCTTGAGCAAATTTGAGCTTGTGATTGAACTATACAGGGACATAAAGACGGGTTTAAGGAAGGTTAAC
+GCGATATATAGAATAAAAGGAGGAAGGCTGGAGAAAATCAGTTGATACCTTTCTGCTTCTTTAATTCCTC
+TATTACCTCCTTGAGGTTGTCGAGCATCTCTTGTATGTCCTCGAACTTCATGTACCCCATGTGCCCAATC
+CTGAACGTCTTCTCCCTAACGCTACCGTAACCCTTAGCTAGCTCGAATCCCCTCTTTCTCATGGCTTCGT
+ACACTTCGTCACCCTTGATTCCCTCTGGTGTTAGCACAGCCGTGATCGTTGGGCTCTCGTACCCTGGCTC
+TGCCAGAATTCCTAGGCCGATCTCCTTAACTCCCTCTCTGACCATCTTCGCTCTCTTCTCGTACATCTCG
+AGCCACTTCTCCTTTCCGCCCATCTTCTCTATTATCCTGAGAACAACGTTAAGGCCGAAGACCTGTGGCA
+TCGGTGGCGTTGAAGGAGTTGATTCCTTCTCCTTAAGGTACTTGATGTAAAGCGGAATGTCGAAGTACCA
+ACCTCTCTCTGGCATCTTCTCGGCTATCTCTATGAACCTCTCGCTGAAGGCACCAATGGCTAATCCTGGG
+GGAACGCCAAAGGCTTTCTGGGAGCTTGAGAACACGACGTCAAGTTCCCACTTGTCGAACTTTATGTCAG
+CCCCGCCCATGGCGGAAACCGCATCAACGAAAACCAACTTATCGTGCTCTTTTGCAACTTTAGCGAGTTC
+TGGTAGTGGGTTTAAAACTCCCGTAGATGTCTCGTTATAAGTTATGGTTACCGCCTCAACATCTGGGTTC
+TTCTTTAAAGCCTCATCAAGATCCTCAGGTTTTACAGCTTTTCCTGGCTCGTATTCTAAGACCACTGCCT
+TCCTTCCGTTAGTCTCCACAACCTCTTTGTACCTCTTTCCAAATGCTCCGATTATCGTTACGAGAACTTT
+TCCACCCTTTGTAACTCCATTCCTAATGCTGGCCTCCATAATTCCAGTTCCTGAGCTTGGCACTAGTAGA
+ACTTCACCCTTCTTGACCTCGAGGAAATCCCTTAACCTCTCAACGGTATCTACGTGAACCTTTCTGTATT
+CCTTCGATCTATGGCTGAACATCTGTACCTTCATTATCTCCAACACTTCAGGGAAGCACGCAACTGGTCC
+TGCCGTAAAAAGCTTATATTTTGGTTTCACCATCTCATAAACTTCCTTAAATGCGTCCTCGAATTCCATA
+GCTCCCACCACAATTATATACCCCACTCAACTATAAAAAGGTGCGGGGAAGATGATAGGAGAAATGATAA
+GGGAGGACATTGAAACGTTAAATAGGGAACTGGCTAAGTATGGTATAAGGGTCGAGAAATTCCTGGCTAA
+GGGGACTACGAGTTTCGTGTTTTTAGGTTCATACGCGAATCGTCCCGTAATAGTCAAGTTTCAAAGGTCT
+GATTCCCCCAGGAGGAATCTGAAGAAGGAAGCTGAGATTCTCAAGATGCTTGAGGGAGAGAACATTACTG
+GAGAACTCGTGCTTTACGATGAAATAAAGGGTAGAGAAGTCCTCGTTAGGGAATTCATTGAGGGTGAACT
+CCTTATCAATTCGGATATCGAGAGGAAGCACGTAATTAGCATAGCAGAGAAAACTTACAGGCTCGATAGG
+CTGGGGATAGATCACGGTCAAATTCAAGGGGGGAAGCACATAATAGTTGCCCCAACTGATGTTTGGCTCA
+TAGATTTTGAGAAGGCCAGCATGAATAGGAAACCTAGGAACTTGACTTCTGCGATGGCAATGCTTTTCCT
+GGGAGAAAATAGGATTGCTGAGAGGATAACTAAGAAGTTTAACGTTAATAAAAAGTTTAGAGAAGAACTT
+TTAGTTGCATTAAGGGAATACAAGAAGAGTGGAAATCCTAAGAGAATATTTGACGTTCTGTCTACCCTCT
+AATTGTCATGAAGATTGGAGCCAGGAGCCCCATGATTAGGAGCCCTATTCTTGGATCGGTAAATATTTCA
+AAGAGGAGAACTGCACAAACGGCTATGCCTAGAATGAGGAGCGTGTCTAAGTCAAAAAGTGGGGATTTTG
+AGAGAATGTTCTCTCTTCTCCCAATGTAAGTCAAGAGAGCTGGGATCCCAAGTGATGGAATTGCAAAGAA
+GGAGTAATCTTTGAATATTACGGTTAACACAAGTCCCAAGATAAAAAGCATCAGTACAACGTGCTCATGC
+TTCATACTTCACCTTTCACTTGAATTTATTAAAAAGATAGTGGATGACAAAATTTAAAAAATGGGCTCTT
+AAGTTTAGGCGGGGGAGATAAAATGGCGAGGTTTCCAGAAGCTGAGGCGAGGATATTCAAGAAGTACATC
+TGCCTAAGGTGTGGTGCCACTAACCCATGGGGAGCAGAAAAGTGCAGGAAGTGCGGTTACAAGAGGCTCA
+GGCCAAAAGCTAGGGAACCTAGGGGAGGAGGTCGCTGATCTCTTTCTAAAAATTTTTAAAGAGATTCAGA
+ATATCAGAGGAGCTCTGTATTCTCCCCATATTTCCCTTAGAACATCTGTAACCTCTTGAAGGGTTGCTAG
+GTGTCTGTGGGCCTCTATTATGTAGGGCATTAGGTTCTCATCCTCCTTCTCGGCTGCGTTCCTGAGCTTA
+TCCAAGGCTTCTTCGACCTTCTTGTTGTCCCTCTCGCTCCTGAGCTTCTTCAACCTCTCGATTTGCTTGT
+CCCTGATGCTTGGATCGACCTTAAGTATTTCAACTTCAATGGGCTCGTCGGTTACGAACTTGTTCACGCC
+TACTATTATTCTTTTACCTTCCTCTATTTCCTTTTGGTATTTGTAAGCTGCTTCAGCAATCTCCTTTTGC
+ACGTAACCCCTCTCTATAGCCCTCATCATTCCTCCCATCTTTTGGATCTTCTCTATGTACTTGAGGGCCT
+CCTCGAAGATGTGATCCGTAAGCCACTCGATGTAGTAGGCCCCTCCAAGTGGATCTACAGTATCTACAAC
+ACCGCTCTCGTAAGCAATAATCTGCTGAGTCCTCAAAGCTATCCTGACGCTCTTCTCCGTTGGAAGGCTT
+AATGCTTCATCGTAGCTGTTGGTATGCAAGCTCTGGGTTCCGCCGAGGACCGCGGCTAGAGCTTGGATGG
+CAACCCTAATTATGTTGTTCTCGGGTTGTTGTGCCGTTAATGTTGAACCGGCCGTCTGGGTGTGGAATCT
+TAGCATCATCGACCTCGGGTTCTTTGCGTTGAACCACTCCTTCATTATGTATGCCCACAATCTTCTAGCA
+GCCCTGAACTTGGCTATCTCTTCCAGGAAGTTATTATGCGCAGCGAAGAAGAAGCTTAACCTTGGAGCGA
+ACTTATCTACGTCCATTCCCCTTTCTATTACAGCTTTAACGTACTCTATTCCATCCGCTAGCGTGAACGC
+AACCTCTTGAACTGCGTTAGCTCCGGCCTCCCTTATGTGGTAACCGCTTATTGAGATCGGATTCCACTTC
+GGAACGTTTTCAGCACAGTACATTATGATGTCGGTTGTTAACCTCATGCTCGGCTGTGGCGGGAAGATGT
+AGGTTCCCCTAGCTATGTACTCCTTTAAAATGTCGTTCTGAACAGTCCCCCTGAGTTTTTCCTGGGGAAC
+TCCCTGTTCTTCAGCTACCAATATGTACATGGCGAGCAAGTTGGCTGCGGTAGCGTTTATCGTCATTGAA
+GTTGAAACCTTGTCTAGGGGTATTCCATCGAAGAGTATCCTCATATCCCAGAGGGAATCTATGGCAACTC
+CAACCTTACCAACCTCTCCCTCCGCTAATGGATGGTCGGAGTCATAACCAAGTTGAGTCGGCAAGTCAAA
+AGCAACACTCAATCCAGTTTGACCTTGGCTTAGCAAGTACTTGTATCTCTTATTGCTCTCCTCTGCCGTA
+GCGTAACCTGCGTACTGCCTCATTGTCCATATTCTTCCCCTGTACATTGTAGCGTAGACCCCTCTTGTGA
+AGGGATACTCTCCTGGAAATCCAAGCTTCTCAAGGTAATCCCAGTTTTCTCCGAGGTCTGCTGGAGTGTA
+GATCCTCTTTATCTCAAATCCATCATCCGTCATAAATTTCTCTTTCCTTTCTGGAGCCTTTTCTAAGAAT
+TTCTTAACTGTAGTCTCTTCCCAGCGCTTTTCTTCCTCCTTAATCTTTTTTAGCTTTTCAACGTCAAAGG
+TCATCTTTGTCACCTGAAGATAAGTTTAGATGGTGCCTATAAAACCTTTTACGTAGAGAAAACTGGCATT
+GGATAAATTATCTAACAGAAAATAGTGGCCGGCGGCGTCCCCGGCTTCCCGCCCCCTCTCGGAGGGCAGT
+ACAACCGGGATCGCTGGGGGGCTTAACTTCCGGGTTCGAAATGAGACCGGGTGTGGCCCCCCCGCTATGG
+CCGCCGTGCCGTAACCTACTCAAAAACCCACACCTTAAAAAACTTTCGGTGCTAATGGTGGAAATTTAAG
+AAAAGAAGGGGAAGAGACTTCAGTATATTATTCCTTCTTTAAGTTCGCCCTCGGTCTTTGCAACTATTGC
+AGTTCCAGTAAGGTCTCCGGTAACGTTGACCATCGTTCTACCCATGTCGAGGATCGCATCTATACCTAGG
+ATCATTGCATATGCAGCAGCAACGTTAGCATCCGTTAGAGGCAAACCGACGCTCTCAAGAACCATTGCAA
+GCATTATGGCACCAGCTCCAGGAACTCCAGCGGTTCCTATTGAAGCCAAGACTGCCGTAAGAACTATCGT
+TAATTGCTGGCCAAGGGTTAGGTGCATTCCTAGGGCGTTAGCTATGAAGAAGGTACAGACACCCTGGTAG
+AGGGCAGTTCCATCCATGTTTATTGTAGCACCTAGTGGGAGGGTGAATGAGTAGATTCCCTTGGATATCC
+CCATGTCTTCTGCTACCCTCATAGTAACAGGCAGTGTACCGCTTGAACTCCTCGTGACGAACGCCGTGAG
+CATGGCATCTTTCGCCTTGCTTATGAACTTGATTGGATCGATGCCGAACACCTTCAGGAGGACGAAGTAT
+ACTAGTAGTATCTGGAGAGCTAGACCGACGTAAACAGCTACGGTAACCTTGGCGAGTTCTCCGACTACCT
+TAACTCCCTGACTTGCCATGACGTTAGCTATCAACGCAAAGACACCTATCGGGGCGTACTGCATAACTCC
+GGCGACTATCTTGTACATTGCCTCGGCCAAACCGTTTATGGCATTCAACAACGTTTCTGCGCTCTTTCTT
+ACCCTCTCATCCTTGCTGTTCATCAAGTAAGTTATCGCTATTCCTAGGACTATCGCGAAGAATATCGTTG
+GGAGCACTTTACCGTTAGCAAGGGCACCGAAGGGGTTAGTTGGTATTATGTTAAGTAGGGTTTGAACTAG
+TGGTGGCGCCTGCTTGGGTTGGAACTGCTTTCCAGCCTCGGCTAGAGTTATTCCAGCTCCTGGGTTGAAG
+ATCCTTGCCATTATTATTCCTAGAGTTACAGCGAAGGCCGAGGTTAGTAGGTAATAAACTACTATCTTCA
+CTCCTACCCTTCCGAGCCTAGCTGGACTTATACTGGCCGCACCGACTACTAGTGAGGCGAAGACTATTGG
+CATCACTAGCATCTTTAGAAGTCTTACGAATAGGTCACCGAAGGGTTTTATGTACGTTTTTACCGCATCG
+GCGTAACCATAGTGACCGAGGATCAATCCAACAATTGCACCCAGGATAAGGCCAATCAAGATCTTTTGCA
+GAACAGGGAACTCTAGGTATTTTTTAAGCCACCCCATCTATTGTACACCTCCGCACAATTGAAATACGTA
+AACTTATGTGGCCAAAATTAGTTAAATAGTTTTTGCTATTTCGTCAATGTTAAACGCTTGAGACATCTTG
+CAAAATATTGAAATTGAGATGATAAAGTCTACACGTGGCAACCAAGGTTGCAACCTAAGAATACAGTTTT
+ACTCTCTCGAACTCTCCTTTCTTATTGAGAGGTTTTGTGGCATCTATTCCCCATTTAGCCGTCAATCCAT
+CACTTCCTGAAGGATCCAGGGAAGAGCCCCTGGCATTTGATATTATCACTAGATCCCTATCAGGTTGAAA
+TCTGGTAGCTATGGCCCACTCGACCTCTCTGTCGTCGTATATATTAACGTCCTCATCAACCACAACAACC
+CTCTTCAAGCTGGGATGTCCAGCAAAGGCAGCTAATATAGCGTTCTTTCCGTCGCCTTCATGTTGCTTGG
+TTATACTAACAACGGCATGAAGCCACATGCAGCCTCCTTCCGTTAACCTAACCCCGTGAACTTTTGGAAC
+AACCTTCTTGACGCTGGCATATATCTGAGGCTCTTTAGGAAGGCCCATGAGCATGTAATGCTCGTAACCC
+CCAGGGAGGAGTGCATGGAATATAGGGTCATCAACGTGGTACATCTCCTCAAAGACGACCACTGGTTGCT
+TCCTAACGATGTCGTAAGTTCCAGTTATATCAACGAATGGTCCTTCATCGACAAGCTCATCGGTAATCTT
+AGCTTTGAACACGAATTCGCTCTCGACTGGAACCGGAATTCCATCCAAATTTACGACCTCCACAGGCTTT
+CCGAAGGCCTCTAATGAGATTGCTGAGGCTATCTCGAGCTCACTTACACCGTAAGCTACGCTGGTGGCTC
+CAGCCAAGAGAAGATGAACTGGGTTTCCAACGACTATTCTAACTTCGAGCTCTTCCCCATGCTCAACGCT
+GTCCTTCCACATAGAGTAGAGATGCCTAGGAACTAGCCTTATAGCGGCCCTCTCCTCGTCAAGAACCATC
+ATCCTATGGAAAGACACGTTTACGAAATCCTTCTTTGCTATGACCATGGCCGAGGTGAAGTAGTGCCCTC
+CATCCTTTGGATAGTACCTTGGAATCGGAAGCTCAAGTAAGTTAACGCTCTCCTTGTTCTTTAAGAACTC
+AGCCTTATCCACGACAGCGTACTCCTTAGGATTTTCGATTGCTCTGTAGAGAATCTCCAGTAATCCCTTA
+TTGTCCGTGCTAAGAAACTTGGCTATTCTTTCCCTCGTTGACCATACGTTTCCAGCGACTTCCCATCCCT
+CAACGTCCTTGAAGAGAATTGGCTTGTCCTTATATTTTAAGAGGAACTTCGTGATCTCGATCTCCTTACT
+AACGGGCTTCTCGATAACAACCAAATCATCAAACCTCTCGAGAATTTCCCTTAACATTTTCATCCTCCTC
+CAATACGTCCAAAACATCCAAAAGTTCACACCAGGCTTCTTTCCCCAATATTTCGGAAACTGAAGGCTTA
+GTTCTCCCTCTATCTCCGGAGATTAACTCTTTGATATATAAACCTCCATCGGTCAGTAGTTTTAACTTAA
+AGTGATGTTCATCCAAGTACTCGCCTTCGGCATCGTAAACTTTCCTTATTCTAACTAAGTCGCTCCTACT
+GTTTAGAACTCTCCTGGGAGTTCTCTGTCTTATCGTGGCTCCTCTGAGAGATTTAACTACCTTTGTAACT
+TCTTCTCTCGTGATTCCTTCCCTAACGTAGACTAGAGCTTCGTACAGCTTTCTATGCCTCGTAGTTAATA
+TCTTCTCGGCTTCCTCTGAATTAATGAATCTAAGTTCTAGAACTTCGACTTTTCTAGAAGAGTTTATCTC
+TTCCTCTATTATCTTAAGGTCAACGTTTCTCTTCCTAGGATTTTTAATTTCAACGACGAAGGGTCTACCC
+CTTCCCAGGGTTCTTACGTCAACGTCCTCCCTTCCGGCTCCTTTGAAGATGCACTTTCCGTTGAAGTACC
+TCTTGAAAATTCTGCAGATTATAGTTGCCACACTTTCGTCAAAACCAGGGGCCGGCGTCTGTGGGATTCC
+CCTCACTAGCTTTCTGTACCTTCCAGCTATGTAGATGGGATTAACTTGGAGCTCAACCTTCCTGGAAAAG
+GGGTCAAGGATTATAACGATATCCGGCCTCTCGCTTGGAACCTTTCCAGTAGCTTTAGCGAACATTTTTC
+CAAGTTCCCTGTTAAATTCCCTATTTATCGGTTCCCCAGTTGTTATTGAGAACTTCTCCCAAATTTCCTT
+TTCCCTTTCTAGGATCTCTCTCGGGAACCTAGAACCTATCCTGAACGTTTCGAATTCATAATCCTTAACA
+GCTTCAAGTGCTAAATTTAGGAACTCGCTCATTCTTTTGAATATCCCATTACAAATCTCGCAATTTTTCG
+GCTCTTCAATTTCCTTGTTGATTTCCATGCTTAGAACTAGTCTTATAGCTCTTCCCCTCTCCTCATTCGT
+TCCCTTCCCCAACTTGGCGAACATCCTTCCGAGGCAGTGGTTGCATAGGTTATGCTCCTCTAGTATCTTC
+CCAGCTTTTTCAATTATCATCGGAGGAAGTTTGAGGGGCAACTTTAAAAGGCTCCCGATTAAAGGGATTC
+GTTGGAGGTGAGAAGATGCCGAGAAGGGCTAGGGAATATCCCGAAGAGGGAGAGTTTGTGGTGGCTACCG
+TTAAGAGGATTCACAATTACGGAGCATTCCTTGAGCTTGACGAGTATCCTGGGAAGGAAGCTTTCATGCA
+CATAAGCGAAGTCGCCTCTACTTGGGTTAGGAACATTAGGGATTACCTTAAGGAGGGGCAGAAGGTAGTT
+GCAAAAGTGATAAGGGTAGACCCCAGGAAGGGACATATAGATTTAAGCCTGAGAAGGGTGACCCAACAGC
+AAAGAAAGGCGAAGCTCCAGGAATTTAAGAGGGCTCAGAAGGCAGAGAATTTACTCAAGCTCGCGGCCGA
+AAAGCTTGGGAAGGACTTCGAAACTGCTTGGCGCGAGGTTTGGGTTCCGTTGGAAGAGGAGTGGGGCGAA
+GTTTACGCTGCCTTTGAGGACGCTGCCAAGGATGGTATTGATGTCCTAAAGGGCCACGTTCCAGACGAGT
+GGTTGCCCGTTTTGAAGGAGATAATAGATAACTACGTAGAGGTTCCCACCGTAACCATAGATGCGGAGTT
+CGAGATAACGGTTCCAAAGCCAAATGGAGTGGAGATAATAAAGGAGGCACTCATAAGGGCTAGAGATAGG
+GCGAACAAAGAGAAGGATGTGGAGGTGAAGTTCACCTACCTAGGAGCCCCCCGCTACAGAATAGACATAA
+CGGCACCGGACTACTACAAGGCCGAGGAAGTCCTTGAGAGCATAGCCGAGGAAATACTTAGGGTCATCAA
+GGAAGCAGGTGGGGAAGCTACCCTATTAAGGAAGGAGAAGAGGATAAAGAAGGTTAAGAAGAGGAAGAAG
+TGAAGTGAGGGAGATGAGGTTTAGAATTAGGAAATGCCCAAAGTGCGGTAGATACACGCTCAAGGAGACC
+TGCCCCGTATGTGGGGAAAAGACTAAAGTAGCCCACCCACCAAGGTTCTCACCCGAGGATCCATACGGTG
+AATACAGAAGGAGGTTGAAGAGGGAACTCCTGGGAATTGGGAGGAAGGAAAAATGAAGGAAACTATAATC
+GTTGTTCATGAAAGGCCTGAGATTTACGATCCCGTTTTTATCGAGGGACTCCCTGGGATCGGGTTAGTTG
+GTAAGTTAGCGGCTGAGCACTTGATTCAAGAGTTGAAGGCCAAGAAGTTTGCCGAGCTTTACTCACCCCA
+CTTCATGCATCAGGTTTTGATAAGGAAGGGCTCGATAGTTGAGCTCATGAAGAACGAGTTCTACTACTGG
+AAGAGTCCCGATGATGAGCACAGGGACTTGATAATAATAACGGGAGACACTCAGGTTCCTCCCACGGACA
+GCTATGGCCACTTTGAGGTCGTTGGAAAGATGCTCGACTTTGTTCAGGAGTTCGGAACCAGGGAGATTAT
+AACCATGGGGGGCTACCAAGTTCCAGAGCTTCAAGGAGAACCTAGGGTTCTGGCCGCCGTTACGCATCCC
+GATTTAGTTGAGTACTACAAGGAGAAGCTCAAGGACTGTAGCGTCAACGTCATTTGGAGGGAAGACGAAG
+GAGGAGCGATAGTTGGAGCCGCCGGCTTGTTGCTCGGGATAGGTAAGCTAAGGGGCATGTTCGGTATAAG
+CCTATTGGGTGAGAGCCTGGGATACATAGTTGATGCTAAGGCGGCTAAGGCAGTTCTTAGTGCCGTTGCT
+AAGATACTGAACCTTGAAATTGACATGACCGCGTTGGAAGAGAGGGCCAAGGAAACCGAGGAGATATTAA
+GAAAGGTAGAGGAAATGCAGAGGGCAATGATGGAGCAACAACTGCCAAGACCAACCCATGAGGAAGAAGA
+TAGGGGCTATCTGTAGTTTTCTCTCTCATCTCTTATCTAAACAAACCAGAACATAAACAAAATGGTGGTA
+AAATGAGGGAGATAACCCCTAGAAAAATTATCGAGATGAAGGGAAAAGAAAAGATAGCGATGATAACCGC
+TTACGATTACCCATCGGCTCTTCTCGCTGACAAAGCTGGGTTCGACATAGTCTTTGTTGGAGATTCCCTG
+GGGATGGTAGTGTATGGAGAACCAAATACTCTCAACGTGAGCATGGAGCAGATGGTATTCCACACGAGAG
+CCGTAGCAAGGGCAGTTAAGAGAGCCCTAGTTCTAGCTGACATGCCCTTTGGAAGCTATGAGGTGAGCGT
+TGAAGAAGGAATTAAGAATGCGATAAAGCTAATACAGGCTGGAGCTGATGCCGTTAAAATTGAAGGAGGC
+TACGATCACAAAAAGTTAGTTAAAAGGCTTGTTAGGATGGGCATTCCAGTTATGGGGCATACTGGATTAA
+CGCCTCAACGCTACTTAAGGCTTGGGGGTTATAGGATTATGGGTTCCACGGAGGAGGAGGTCGAGGAGAT
+AATAAGGGATGCAAAAGCCCTAGAAAAGGCGGGAGCCTTTGCTGTGGTCTTGGAGTTCGTTCTTGCAGAT
+GTTGCTAAGCTCGTGACTGAAGAAGTCTCCATACCGACGATAGGAATAGGCTCTGGGCCCTATGTGGATG
+GGCAAGTTTTAGTTTGGCACGACGTTCTCGGCCTCTACGAGGAGTCACCACCCTTCGTTAAGAGGTACGC
+GAACTTGAGGGATGAAATATTGGGGGCAATCTCCGAATTCAAAAAAGATGTAAAGGAAGGAAAATTCCCA
+GGAAGGGAGCATTACTGGGAGTTCCAGGATAAGGAAGAATTTAAGAGGATAAAGGAGAGCGTTTTGAGGA
+AGGTTGACTAATCCCTGGTCAAGTTCAGCGTTCCTATTGTTATGAATATGAAGCCCAGAAGATGCCACAG
+GGTCACGGGTACCCCGGTTATCAGCGCTATCCCAATTGCAACTGCCGGAGCTGGGGTTATTATTGCGGTT
+GCCAGAGAAAGGTCTATCCTACTTATCGCCGAGTACCATATTAATTGGCCTAAAGCTATTATCAGCCCCT
+CGGCTATTGAGTAGGGAGTGAAGGATAGCTCGGTTGTCAGGGTTGGCAATAGTAAGAACAGGGAGCCGAA
+TGAATTTCTAAGGAATGCTATCGTTTGAGGCTTAGCGTTAGTTTTCTTTGCAATAACGTGTCCTATCTGC
+CAAAATAACGGAACTAATAGCAGTAGAAAGTCTCCAACGTTCAGCGAGATTTTCCTTCCTTGGGTTATGA
+CGAGAATTACTCCTATGATTACAAGGGTTGAATTGATTATCCTTCTCCTGGTTATCCTCTCGCCCAGGAT
+TGCATACGAGAGCAAGAACGAAAATATCACCTCGGCCCTGGTTATAAGAGCTGCATTAACCGAGCTCGAC
+ATCTTGGCCCCAAAGGAGTAGGAAAGGTAAGCTAGAAAAGTTCCGAAGAACCCTATTAGCGCTCCCCTCC
+TCCAGTAAGCTTTCACCTCCAAAAAATCGGCAAATGGGATTAAGATTAGCGAAGCGAAAAATGCTGAGAA
+GAAGGCAAAACTTATTGGATTAACTGGATTGTAGCTTATAACTACCGGCTCCAACCCGTAGAGCAGCATC
+CCTATCAATGCTAAAGCTATGCCCTCACTCTTTCTTCTCATCACCCTTCATTTCCTTTAGCTTATTAACT
+AGCTTTTCGGCTATCTCCATGAAGGCCTTTGCCGCTGGGGTATCTCCATAGAGGACTATTGGTATCCCAA
+GATCACTAGCTTCCCTTGCCTTGAGGTCTATTGGAATCTTCCCCAGGAAGTCAACTCCCTCCTTTTCAGC
+TAACTTCTCTCCTCCGCCCTCTCCGAAGATGTCTATCTTGTTACCGCAGTGGGGGCATATGAGGTAGCTC
+ATGTTTTCAACTACCGCTATGTAGGGAACCTCCATCTTCTTCATCATGTTAACTGCTTTTCCCGTATCTA
+GGAGGGCAACCTCTTGTGGCGTTGTAACTATAATTGCTGCATCGAGCTGTATACTCTGAACGACGGTCAG
+TATTTCATCTCCAGTTCCTGGGGGAAAGTCTATTATCATGAAATCTAGGGATCCCCACTTAACGTCTCCC
+AGGAGTTGCTTTATTGCCTTAGTAACTAAAGCCCCTCTCCATATTATGGGCTGATCCTCGGGAACCATCA
+TCCCCATGCTCATTACCTTTATTGGCGTAACCTGACCCATGAAGTCGGCCATTGGCGGTATCATCTCGAA
+GTGTCCATCGTCAAACTTCTCCGCGTAGATCTCCTCCTTCTCAACCCCGAGCATCTTCGCAACGTTGGGC
+CCATGTATGTCGGCATCTAGTATTCCAACGAAGTACCCCATCTTGGCTAGAGCTGCTGTAAGGTTAACGG
+CCACTGTGCTCTTTCCAACCCCACCTTTTCCACTCAGAACGGCGACTTTGTACTTCCACTTTTTCTCTTT
+CTCCTTAATCCTCTGAGTTAAGGGATCAGCGCCAAGTCCGGGTAAGTTTAAAGCCGGTGCTTTTATCGTC
+ATACCTTTTCACCGAATGGTAGTTGTTAGGTAGCTTTAAAATCTTTGCGCTATTTTGTTGCTTTTGGGAC
+AAATATGTGTATTAGATGTATTCAAAGTCCCTACTCATGAGATCCTCTAGAAGGGCCCTAACCCAAGGGC
+GCCTCGTTCTTAGGGAGAGGTGAACTATTCCTTCAACGTGGACGCCGTATTTTTCCTTGAGTTCTTCCTT
+AGTTACTGGCTCCTTAAAGAGGAAAGGCTTCTCTATAACGAAGGCGTATCCATATTCATCTATGTACCTC
+TTCAACCACCTCTTCCCCTCCTCTTCCCCGTGGACGAAAGTTAAACCGCTTGTATCTTTCGTTAGTTCCC
+AAAGGGTCTCAAAATCAGCTTTAATGACTTCCCCTACTTCAAAACCCCCAGCTATAGTTCCCCTTTTAGT
+TATCGTCTGCTCCTCTGTGAGACCTAATCTCCTGAGCGTTTTCTTTAGCGTGTAAAGGTCACCCCTTGCG
+ATGTACAGAAAGACCATGTCCCCCTCCTCGAAAACCCGGCTTCTCCTAATCTCGTGCCATTTTAATCCCC
+TGAAGATTAGTTCTCCGTAAACTTGGTGGAGTGCAATGACGTGTTGCATGCTGAGCTTGCCTCCTTGTTA
+GTTTTCCATCTCTCCCTGTTTGGGGCTTTGTTTAAAGACCTTTTAAGCTTTGCATTTAAGGTCAGTCTTT
+TAAATTGATAATTGGAATTATAATAATGGTGATTATCATATGCAACGATTCGTGGATAGGCTGTTTTCTA
+AATAGTGTTTTTTGGAAAGTTTAAATACTTTCGTTCGTTATATATTCTCATTTGGGTATTGGTGATACTA
+AAATTTTACAGAATTTTCGAGATTGTAGGACTACTTATTAGAAAAGTTTAAATACTTTATGTTGTATATT
+AATGGTTGGATTCGATGACGACGTACTGCGTCGGAGGGTTGTACCTGAACCTGGTGGGGGCCGTTTCCGT
+TCGGCCCAAAGGCTAATGAACCACCAGTTGAGGGCCCGGTGGGTTTGATGATGCTGGTGGTTGAGGTCAA
+CCTCCTGCACCACAGAGACGCACTTGTAGTAATTAGTCATGGATTGCAACGAAAGTAGGTGCAGGAGGAA
+ACGGAGAAGGAGCTGAAAGCGATAAGGGAGGGGTTGACAAGTGAGAAATTCGAACTCATAGTAATCTACG
+GTAGGAGAAGGGTCGGGAAGACAAGGTTGATCCTCGAGGCTGTGAAGGGCTTCCCGCATGTTTATTATTT
+AGCTGTTGAGAGCGATAACCTTAGACATTTTAGGGAGACCGCAGAGAGAGTATTTCCAGAAGTTAAATAC
+GTAAGGGAGGATTGGGAAAGCATTCTACATGCTCTAAAAGGAAAAATCATAATAATAGATGAATTTCCAA
+ACCTAATTAAGGAAGATCCGAAGGTCGTTTCTTTATTTCAGAGGGCTATTGACCTTGAATTATCGAACTC
+AAACACAAAAATTATACTCTTAGGATCTTCGGTTAGTATTATTACGGAGAAAGTGTTAAGTCAAAAGAGT
+CCTCTGTATGGAAGGAGAACTGGCTCAATGAAGCTTAAGCCATTGGAATTTTTCGCTTTAAAGGAGTTTT
+TCCCAGAGGCAAGTTGGGAAGAGCTTGTGGAAATATACGGGTTTACGGATGGAATACCTTATTATATAAT
+TCAGGTGAAACTACCCTTCTGGGAGTGGCTTGAGAAAGAGTTGTTGAGTCCTTTAAGCTTCTTTAAAGAT
+GAAGTTGACTTCCTCCTTAAGTACGAGTTTACGGAAACTAGAGTCTATAGGCGCATACTGGAGGCCATAG
+CACTAGGTAAGACAACGATAAAGGAGATAAAAGACTTCACCGGAATGAGGCACTCCGACATAACACCCTA
+CTTGAGGAACCTCCTTGAAACTGATCTAGTGGTGAGGGAAGTCCCGATTACGGAAAAGCCCTACTCAAAA
+AGAGGAAGATATTATCTAGCCGACAACTTCTTAGCTTTCTGGTTCCGCTATATTTATCCCAACCTCTCAA
+GAATAGAAGAGGGGACGTTTAGCATCGAGGAGATTCGAGGGGATTACAGCCAATATCTAGGCTGGGTCTT
+TGAAAAGGTTGCAAGGCAGTTCCTCTTAAAGTTAAACATAAATTTCACAAAAATCGGGAGATGGTGGCAT
+AAGGACAAGGAAATAGATATCGTAGCCTTAAATGAACGAGGTAAGGGAGTCCTTTTCGCCGAGGTTAAGT
+GGAAAAAGTTGAAAGAAAAAGAAGCTGAGAAGATTTTAAGGGAGTTGGAAAAGAAAGGCAAGCTTACGGG
+ATTAGACGATTGGGAAAAGTCCTACGGGTTAATCGCAAGGAACATCGAGGGAAAAGAAAACCTTAAAGGA
+AAAGGTTACCTCGTCTGGGATCTTAGAGATTTCAACTTAGTTTATCGGCAACCTCTCCGAGAATATCATC
+CCAGAGGCTTATGAGCTTGAGCGTGCGCTCTTCTATTTCCTCTCCCTTAACTTTAACTCTAGCAACACCT
+TCTTTCATGGCTTCTTCAGCAACGGCCCTAGCCTCCTTAGCGTAAACAATTGGATTGAATGGTGAGGGGA
+TTATGTTCTCCTCGCTCGGCTCCTCCACTACACTCGCTATTGCCTTTGCAGCTTCTATTATCATGTCATC
+GGTTATTGACCTAGCCCTAACATCTAGGGCACCTCTGAATATTCCTGGGAAACCAAGCAAGTTGTTTATC
+TGATTCGGATAGTCGCTCCTTCCTGTGGCCACTATTCTGGCTCCAGCCTTCTTAGCTTCATCGGGCAATA
+TCTCTGGAACCGGGTTTGCCAATGGAAAGACTATTGGGTCATCGCTCATCTCCCTTATCCACTCTGGCTT
+TATAACTCCGGGCCCGGGTCTTGTGAACGATATCAATACGTCGGCACCCTTCAGAGCCTCTTCTGGCCCT
+CCTTCAATCCCTTCATCGTTTGTCTTCTCTAATAGCCATCCCCTATATGGAAAGAGCTTTTCGAGGTCAA
+GGTCTTTGGTTAGAACCATTGGCTTTCCATTTACGAGCTCAACAACCCTGACATTCCCTGGCTTAACTCC
+AGCTTTTACCAGTATTCTAAGCGTTGCGAACCCCGCAGCGCCGGCACCAAATAAGGCCACGCTTATTTCA
+TCGAGCCTCTTTCCAACGACCTCTAGGGCATTTATTAGGCCAGCTAGAACTACAGCGGCAGTTCCCTGCT
+GATCGTCGTGAAATACTGGAATGTCGAGCTCTTCCCTAAGCTTGTCGAGGATGTAGAAGCACTTTGGCGA
+TGCAATATCCTCGAGGTTTATGCCTCCAAAGGTTGGGGAGATCGCCTTTACAACCTCTATGAACTTATCT
+GGGTCTTGTTCCCCTATCATTATTGGGAAGGCATCTATTCCCCCAAACCTCTTGAATAGCAGTGCTTTCC
+CCTCCATTACAGGTAATCCTGCTAAGGGCCCTATGTTACCTAGTCCTAATATTCTGCTCCCATCACTTAC
+AACGGCAACCGAGTTACCCTTGCTCGTGTACTCGTAGACCTTTTCGGGATCTTTTGCAATAGCCTTACAG
+GGCTCTGCAACCCCAGGAGTGTAGGCTAAGCTCAGATGCTCTCTCGTCTTTAGCGGAACTTTCGAGATAA
+CTCCTATTTTCCCACCTTTGTGGAATTTTAATGGATCCATAGTTAAACCTCCAGTCCCTTGACTCCCACC
+CTTCTAGCTATCTCGTTCAACTCATCTAAAACCTTCTTATAAATAGGAATCCCGAGCTTTAACCTAGTCT
+CCATCGTCAAGAATCCCTTCTCTCCGTGGATCCATATCCTCTCAAAGTCTGGGTGCTTCCTTGAGTTCTT
+AATCTCGTTAATCATCTCGCTCATCCTTCCCTTGAACTCTTCTAGGGGTGTAAAGTGCTCTATGTTTATG
+GCCATGAAGAAGTGGCAAACGTTGCTGTTCTTCTCGTTGGTATTCTTCACGTGCTTACTCCAGGTTCCCC
+CGCTGAGTATTCCAGACAGTATGTCAACCATTAAGCTCAACCCATAACCTTTGTGACCTCCAAGCAGTTC
+TCCAAACCCACCCAGCGGTAAAAGGGAGCCCCCGTTGAACACTTCTTCAACGCTCCTCGTTATCTCTCCT
+TTAGAATTTATGGCCCAGCCCTCGGGGATTTCCTCACCTTTCCTCCTGTAAACCTCGAGTTTACCTATCG
+GAACGACGCTTGTTGCCATGTCGAGGAGGAAAGGCTTGCCCTTAGTGGGAGCAGCTAAAGCTATTGGGTT
+AGTACCTAGAATCCTTTCAACTCCTCCAGTTGGGGCAACTAACGGCCTAGAATTCGTCATGCTTATCCCT
+ATCATTCCCTCTTCCGCTGCCATGAGGGCGTAATAACCAGCTATTCCATAGTGATTGCTGTTCCTAACCG
+CAACAATCCCTATTCCGGTTTTTCTGGCTTTTTCTATTGCCAGCTTCATTGCCTTGTATCCAACTACTTG
+ACCAAATCCTTCGTCTCCATCGAGTAGTGCATAGGAGGGGCCTTCTCTAATTATCTTTATCCTGGGGTGA
+AGGTTTATTCCTCCGCTTAGAATTCCATCCACGTACCTCTTCAACCTCTGGACTCCGTGACTCTCTATTC
+CCCTTAAATCTGCCATTATTAGATTATCGGCCACTATCTTAGCGTCTTCCTCTGGTGTTCCGAGCTTAGT
+TAGAACCCTGACGACGAATGAGAACAGTTCATCCTTCGGAATTCTCACGTAGTTCTCATCCACGTAACCC
+TTTTCGAACATTACGATCCCCTTAGTAAGGACACAAAGAAGAGTTAAAAAAATTATAAGGGGAAGGTTCA
+AGAAATCTGAATCTCGGCGAAGGTTGTTACGTAGTCTTCGTCACCCCATTCGCTTCCTGGCTCGTTGTCC
+TTGACTGCATCTTGTAATGGCAACATGTCTACCGCTGAATCTCCTGGGGCCTGTCCAGCTACGTATGCGA
+CTACGTAGATCTTCTCTGGCTTCCCACCTAGAACTTCCCATGGAATCGCTATTTCTAATGTCTTCAATCC
+TTCTTCTCCACCAGTGTAGGCGTAGAATCCCACTTCGTCTAAATTCTTGTACTCCCAGCCGGTTCCCGTC
+CATAGGATAAGCTGGGCGCTTGTTATGTTATTGGTTCCTGGGTTACCGAAGAATTCCCCGTTCCAGAAGA
+AGTACAGTTGGGCATCTACTCCCCTGGCGAAGTCGATCTTTCTACCCCATGCGTCTCCTCCGCTGATGTA
+TCCGCCTTCTTTATAGTCTAACGCTATTCCATAGGCGACTCTCCAAGAAGCCTTGTTGTCGGTGACCAAG
+GCAATGTACAGGAAGTTGTCATCGTAATTAACGTAGAGTTCCTTTATGTTGGCTCCATCTTGTCCGTAAC
+CTTCGGTATCTTCGGCAATTGGTTCAACCTTCCAGTCCGTGAGATCTCCATCGATCTCCTTTCCAAGCTT
+GCTCTTGAGTTCTTCCATTTCTTTCTCCCAACTTATCTCGCCGCTTCTGACCTTTTCGAGTATCATCTGC
+ATCTCGCGTACGATCCTTAAGAGCCTGGTGTAAGCCTTGTAAACTTTTACTGATCCTGATATCAGGGCTT
+TTCTTTGTAGTTCATCTTTTCCTTCTTCGTACAACTTTGAGAGCTCAATGACTTGGCTCTCATAATCCCT
+TATCTTTGCCTCTAGGGCTGGCGGTAATGTCTCGTTGGAAAGTTCAACGATTAGCTCATTGAACTTCAGT
+TTGAGTCTTGGGAACACGTTGAGGCCATAGTACCTCGTAACCGTGATAAATGAATTTACGGCTTCTCTTT
+TTCTTCTCTCTTCCTCTAGTACCTTGTAGTTCACGAGTTTAGCACTTTCAACTCCAGAGTTGAGGGTTAT
+CTCTACGTAATAATGAGGAACGTTATCCTTGAGCTCCTCTTCGGTAGTGGTCAAGCTTATCGTGTCAACG
+ATATCGCTAACCTTATCATTGTTGAAGGGATCTCCAAAGTTCCATACCGCTGGCCCATAACTGAAGCCCG
+TGGCAACTTGGAAGTTGAACTCTTTAGCTCCTTCGAGGGCACTTACTGGTATCCTAACCTCTATTGTGTT
+CCTGCTTAGATTAACCCCAATTAGGGCATCTAGGCTTATTACATTTCCATCCGCATCCAAGAAGTATAGG
+ATTGAGTTAACATCGTTTCCAGCCCCAGAGACGGCGTATTCCTGCCCTTTGAAGTCTGAAGTGCCCAAGT
+TAACGACCATTTGAATGTCCCAGGAGATTACAGTTCTAGTGTCCATCTCTCCCGCAAACCAGTTGGCTCC
+TCCGGATTTGTAGTCAATTGGAACTGCTATGAACGTTGCCCCGTTGTCTCCTATCTTGATGTTGCTCATG
+TTTTCAAAGACGAATAGGAAGTAAATATACCTATCATCCTTCGTGACCCCTAATTCTACTAGGTCAGCAT
+GAGAAGAGCTTTTACCTGGTAGGTATGGATCCTTATCATGTCTCTGGTCACCCTTTGCATCAATCCAGAT
+GAATGTTCCATTTACTACGGTGTACGAGTTCTCTGCTACATTGACCTTGGGCCAATCATCTGGGTTTCCA
+TCCACCTCTATCTTCCCCATCCACGTTGCTTTTATGAGTAGTGAAGCCTCGTTATTGTCTTCATTAAGCT
+CTCTGATAATGTTGTCCTCATCGACTACTGCCCTTAACTCGTATGTTCCTTCGGAGGTGACCGTTATGTT
+GACCTTGAAGGAAGTCTCATTCTTGGGGGCTAGGCTTAAGGTCTTGTTTGCCACTATGGTGTTATTTAAG
+TATACCGTGACGTTGAAATCATTCGCTTCTACAGCTCCCAAGTTCTTGACTGTTATCGTGAACTCTACCT
+CCTTATTAACTGGAATGACCGAGGGACCGGTTATTGAAACTGCTAGATCTGGCAATGGTTTTGGTATCTC
+GAGCTCAGCGAAATTAGTTAAAGTGTCCTCGTCATCCCACTCGCTATTTATATTTGAGTAGTCAATTGAT
+GGATCCACGGGTAAGGTATCTACGGCCGAGTTACCATCTTCGTTACCGGCAACCCAGGCAATAATGGCTA
+TCTTTTCTGGCATGCCTCCTAGTGCTGACCATGGTACCTTTATCTCAATCGTCTGTATTCCATTATCCCC
+TCCTATGTAGGCGTACTCGCCCACTGAATTTAAGTTAGTCCCAGTTATCCACTCATTTCCATCCCACTTG
+CAGAGTCCAACCCACGTAAGAGCTCCATCTTGGGCTTCTGCATATATTATGTAGTCTGGAAGGTACGTTC
+CGGAGAAGTATATCTTCTTAGCCCAGGGATCATAGGTTCCTCCTATACCGCTTCCCGGGTTGACATCTAT
+TGCTACTCCATAGTCTGGCCAGTACTTGGCGGTATTGTTAGTCTTAATCGCAATGTAAAGGTAGTTGCTG
+TCCCATGACACATAGAGCCTGTCAAGGTTTGCCCCTTCAATTCCGCTAGGAACTCCTTGGGCTACCAACT
+CGGCTTTATTCCAGTCATCTAGATTACCGTCTATTACCTTTGTCAGGGAAATTTCAATGAAGTTACTGAG
+CATATCTGCATCTGTCCATTCACCGTTTATGTTCGAGTAATCTATTGAGGGATCTACTGGTAGTGTGTCT
+ACTGCACTACTACCCTCTTCTCCAGCGATCCAAGTTATTATAGCTATCTTCTCTGGCTTCCCTCCAAGGG
+CTGACCAAGGTATTGCCACCTCAAGAACTTGCAGACCTGAACTTGAGTCTCCAGTATAAGCATATTCTCC
+GCCAATTTCACTTATTGAATACTTTTCCCAATCCGTCCCATTCCAATGGTTGAAGGCATCTGACCATATC
+TTTCCATCCCACCAAAAGTACACTTCGTAATCTATTTCTCTTGTAAAGTTTATCTTTCTCCCCCATGAAT
+CCCCACTCTCTGAGCCGGTGAAACCTCCCGGGCCCACGTCGATTCCTATTCCATAAGCTACTTTCCAGTT
+GGCTGTATTGTTCGTCTTGATGGCAATGTAAAGGTATTCGTCGTCCCAAGCAATGTATAATTTGTCTAGG
+TTTGCTCCTTGGAGCCCTGAATCCCTGCCCGTCGCCACTAAATCGGACGTTGCCCAGTCGTTTAAGTTTC
+CGTCTATGACCTTAGTTCCGTACCTTGCAGCTACCTTCACTGGCGTCAGCAACAAAAGGAGTGCCATCAA
+TATTGCAACTGTCCTTTTCATGGAATCACCATAAGAAATTATAATGCATGAACTACATAAAAAACTTAAC
+ATTGATGAACTATAGCGAACATTCTAGATCGCAAATTCCTTGGCCCATCTCTCGTACTTTTTGACATCGC
+TCTTTGTTATGGGACTCTTTATCCTGGCCATCGCGTACTTAAAGTCATCCAATGTTAGGGGTCTAGTGGT
+TAAATCTCTCCCCTTGAGCGTAGAGACGCGTAGCGGGTCACTCAACTCGGGGTTCATCTCTTCAAGCATC
+TTCATGGTTGCAAGCTTCACTACGTTAGCTATTTCCCTTCCAGAGTACAGCCTTTTCACGGCCTCTTTAG
+CCAGTCTCGATAATGGAACATCATAATGGATACCTCTAAGATGTATCTTGAATATCTCAACTGCTGAATT
+AACGTCCGGCAACGGAACATAGATACGGATAGGTAACCTCGAAAGCATGGCCTCATCTAAGTCCCAGGGA
+GCATTCGTTGCCGTGAGAACTATGACTTTGTCTTTTCTCTCTTTGAACCCGTCCATTTCTGCAAGCAACG
+TTCCGATCATTCTTCTAGCAGCATCATCCAGGCTAACCCTCTTCATCGTTAAGGAATCAACTTCATCAAT
+GAAAATCACGCTTGGACTTAGTTGCCTAGCTAGCGAGAACAATGCCGATATTAGCTTTGAAGATTCCCCA
+AAATATTTACTCAGCAAGTCGCTAGCCTTTACGCTGAAGAAAGTTGCGTTTAAACTGTTTGCCACGGCAC
+TGGCAAGTAAGCTCTTCCCGGTTCCTGGGGGTCCAAAGAGGAGTATTCCCTGGGGAGGCTCTATTGGGGA
+CTTTGCAATGCTTAATCCGATGGCCTGGGCTATCAATTTCTTGGCCTCTCTTAGACCGCCTATGTCGTTC
+CATGTAATTGTGCTCCTCTTTATGAGGGCCTTTAACTTGTCAAAATATTCATTCTTCCCTTCTCTCCGTT
+TTCTAACGTTTTTAGCTTTCTCTTCCCACTTTTTAGCTTCCTCCAGAAGGATGTGTGATAAGCTAAGGTT
+TTCAGAGGCTATTTTCCTAAGTAACTCGGCGCACCTTAGGGCTATGAGTCTGGCCTTGTCGTAGTGACCT
+AGGGAGAGTGCCCTCTCAAACTCTTCTTGGCATTTCTGGACTTGAAGAAGCTGTAGCCTATACATCCCTT
+CTCAGGCCTCCTTGGGAAATCCTTGAACATTCAATGAAGTTTATGATTATTCACCAATTTAAGCACTTCG
+ATGCTGGATCCAAAATTTTTATATAGTGATTGAAGGTTCTGGGTGTTGGAATTAAATTGGACTAAATAAA
+ACGTGGGATGTCCCCGTAATGGGGGAACCACGAGGGAAGGAGGGAAAGAAATGGGGATGTACAAGTACAT
+TAGGGAGGCTTGGAAGAGCCCGAAGAAGAGCTATGTGGGCCAGTTGCTTAAGCAGAGAATGATAAAATGG
+AGAAGGGAGCCTGCCGTAGTTAGAATAGAGAGACCAACGAGGCTTGACAGGGCGAGGGCTTTGGGTTACC
+AAGCAAAGCAAGGTTACGTCATCGTTAGGGTTAGGGTCAGGAGAGGAGGAAGGAAGAGGCCCAGGTGGAA
+GGGCGGAAGGAAGCCAAGCAAGATGGGTCAGGTTAAGTACAGTCCAAAGAAGAGCCTCCAGTGGATAGCT
+GAGGAGAAGGCCGCTAGGAAGTTCCCCAACCTAGAGGTTCTCAATAGTTACTGGGTTGGGGAGGATGGAA
+TGTACAAGTGGTTCGAGGTCATAATGGTAGATCCCCACCACCCGGTAATCAAGAGCGACCCGAAGATAGC
+CTGGATAGCCCTCAAGCACCACAAGGGTAGGGTATTTAGAGGCCTAACTAGCGCTGGAAAGAAGGGAAGA
+GGACTTAGGAACAAGGGTAAGGGTGCCGAGAAGATTAGGCCAAGTATTAGGGCTAACGAAGGTAAGGGTA
+AGTGATTTCTTCCCTTCAACTTTTCTTCTTGTGATTTGAGATGAGGGTAGTTATATGTTGCATTGGGAAC
+GAGCTGAAGGGTGATGATGCTTTTGGAATTCTAGTTTACGAGAGGCTTAAATATATCATTAAGGATAAAG
+CTATAATAATTAATTGTGGTAACGTTCCGGAGAATTATCTAGGGAAGATAATTAATGCAAATCCAGACCT
+CGTAATTTTAGTGGATGCAGTTCACTTCGGTGGAAAAGTCGGGGAATTGGTAATAGTTGACCCTGAAGAA
+ACGCTCGGAGAGGCCTTCTCTACTCATAGCTTGCCCTTGAAGTTCCTAACTAGATTTATTAAGGAGAACA
+CTAATGCGAAAGTCCTTCTCCTGGGGTGCCAGCCGAGAAGCGTGGAATTCCTGGGGGAGGTTAGCGAGGA
+AGTCAAAGAGAGCGTTGAGAAAGCAGTGAATTATATAATTAAATTATTGCATAATTCTGTGTAGGTCTTC
+CTTCTTGTTGACGTTGAAGAAGCTCTCTCTCCAGCCAAGGGGGAGGTCTTCAATTTTGATGTAACAAACG
+TTCTTGGCCGAGCTAATGGCATCTCCCAGCTTATATAATCCCTTTTCAATTCTCTCTTCCAGGATATCCC
+TAAAGTTCTTAGAATAAGCAGCGTGCAAAGGCTCCAAGTAGCCGTTACTCCACCTAGGCACGCACGCAAT
+TTTTCCAGAATTATTGAATTGTTTAATTATGTAATCAATGAATTCTGGAATTAAGGATGGCATATCCCCA
+CCGACGACGAATGCATCTCCCAGGGAGAGGGCCGAGTATACACCAGAGATTGGCCCAATCGTAAGATCAT
+CTACAACAACTTCATAACCAAATTCCTCCATGGCTTCGCGGTTTTGAGGGGAAGCAACTATAATAACCTT
+CTTTATTGAGCTACACCCCTCCAACCTCTCGATGGTGTGGAGGACTAGAGGCTTGCCATTTATTTCGAAC
+AGTAACTTATCCTCCCCGAACCTCCTGCTCTTACCTCCAGCGAGCACGGCACCTATCATGTTTAACACCT
+GGGATTAGCATAACTTTAAATTTTATTAGGTTACCCTAATATCAGGTGGTTGTATGATAGCCTTTGGCCC
+TGTTCCCTCTAGGAGACTTGGAAGGAGCTTAGGCGTTAATAACATTCCGGACAAGGTTTGTAGTTACGCT
+TGCGTTTACTGTCAAATTGGAAAAACCATAAAGATGCAGGTCGAGAGGCAAGAATTCTACGATCCAAACA
+AAATCTTTGAGGAAGTTGAGAGGAAAGTTAGGGAAGCAACCGAGAGGGGTGAGAGAATAGATTACGTAAC
+CTTCGTTCCTGACGGGGAACCAACGCTCGATATTAACCTTGGGAAGGAAGCTGGGCTACTTAAAGATCTT
+GGAATAAAGCTTGCGATCTTAACGAACTCCTCTTTGGTGTGGAGGGAAGATGTTAGGGACGACTTGCAGA
+ACTTCGACTTAATATCACTAAAGCTGGACGCCGTAACCGAAAAAATATGGAGGAGGGTTGATAGGCCGCA
+CAAATCCCTAAAGCTCGAGAAAATACTCGAGGGCATGCTAATCCTTAGGGATGAATTCCAAGGAAAGCTG
+ATAACCGAGACGATGCTAATAAATATAAACTACGGCAACGAGCTCGAGAGGATTGCCGACTTTCTAAGGG
+AGTTAAAGCCAGATAAGGCTTACATAGCTATTCCAACTAGGCCCCCAGCTGAGAAGTGGGTTAAACCAGC
+GAGCGAAGAAGTTATACATCTAGCATATCAACTCTTTGCCGAGGCTATAGGTTCGGAAAAAGTTGAGTAT
+TTGATAGGATACGAAGGGAACGCCTTCGCTTTCACCGGGAACGTTGAAGAGGATTTGCTCTCCATAACCG
+CGGTTCACCCCATGAGGGAAGACGCCGTTAAAGAGTTGCTGAGGAAGGCAAACGCTTCCTGGGATGTTGT
+AGAAAAGCTGATAAGGGAGGGTAAGCTGATAGAGCTAGAGTATAACGGGGTTAAATTCTACATGAGGAGG
+CTAAAATCAAGGGTTTGATTAATCAAATTTGTGCATATGCACAAAATTTAAAAGCATTAGGCAAACCTAA
+TTCTCGGAGGTGAGGGAATGCAGATAGCCATAAGCGGCGGAAAGGGAGGAACTGGAAAATCGACGGTGGC
+TATAAACGTGGCCGTAGAGTTAGCTAAGAAATTCAACTTGGTTCTGGCTGATCTCGATGTAGAGGCTCCG
+AACGATCACCTCCTCCTGGGAGTTGAGTTGCAGAACGAGAGGGAAGTTCATCAGTTCATGCCGAAGTTCA
+ACTATGCAAAGTGTATAAAGTGCAGGAAGTGCGCAGAGGTTTGTGAAGAGCACGCAATAGTGACCCTCAA
+GGATGGGACGCCCTTCCTAATGCCAACCCTATGTTCTGGATGCAGGGCCTGTGAAATAGTCTGTCCAGTT
+CCTGGGGCTATAGAGGAAGGTTCAAGGTTAATAGGGCACACCTATGAAACGAAAACCCCATACGGATTCA
+CGCTTGTTACTGGAAAGCTAAGGGAAGGGGAAGAGAGGTCAATGCCCCTAGTTGTGGCCGCTAAGAGGAG
+AGCTAAAGAATTAACCTGGGATTTATTGGTAGTTGATACTGCCGCAGGAACTGGGAACACGGTTTCCAAG
+GCTATAGAAGGCTCCCAGCTTTTGATAGCTGTAACCGAGCCAACTCCCCTCGGGATTCATGATACAGAGC
+TAATCCTCCAGCTTGGAAAGCTAATGGGCATAGAAACTTGGGTTGTGATAAATAGATCTGACCTTGGCGA
+TGTGAACGAAGTTTACAGGAGGGCTGAAAAGTACAACGCTAAGGTCATAGCCGAGATACCTTATAGCGAG
+AACATAGTCAAGACGTACGTTGTCGGAAAACCGATAGTAACTACAGATCTTCCCGAAGCTGAGCTGTTTA
+GGGAGATAGCTGAGAAGGTTTACGAGTTCTTGAGGTGATGAAGATGCAGATAGTTATAGCAAGCGGTAAG
+GGTGGAGTTGGGAAGAGCTCCGTAACTGCTTCGCTCTTGTACCTACTCAAGGATGAGTACAGGCTAATAG
+CTGTCGATGCTGACGCTGAGGCTCCAAACCTCGGCTTATTACTTGGAGTCACGGAGTGGGAGGAGGAGAG
+GGAGCACATTGGGGCAAAGATAGCTAGGATTAACAGTGAGACGTGCATAAGGTGTGGTCTCTGTCAAATG
+AGGTGTCCATATGAGTGCATCTACATCGATGATGAGGGGAACTATGTAGTCAACGAGCTAACGTGTGAGG
+GTTGCAACGTCTGTGGTTTGGTTTGTCCAGTCCCAGGGACAATAACGCTCGAGGAGGTTCGTTCTGGCGT
+GATAAGGAAGGCAACCACGAAGTACGGCTTCCCGATAATCTCAGCTCAACTAGACGTTGGAAGGCCCGAG
+AGCGGTAAGCTCGTTACCGAGGAGAAGGAGTGGGCCAGTAAGATAATGAAGGAGCAAGGGTTAGAGCATA
+TGATAGTAGATTCAGCGGCGGGAATAGGGTGTCAAGTGATAGCGAGCGTTGGAGGGGCGGATGTTGCGAT
+ACTCATAGCTGAGCCTACGCCAGCTTCACTTAGCGATGTTCAGAGGGTTTATAAGGTAGTTCAGCACTTT
+GGGGAGCCAGCTTACCTGATAATAAACAAAGCCGACATAAATCCTGGGTTCACAAAGCTAAGGGAATGGG
+CAGAGAACGAGGGAATACCGATTCTAGGTGAGATTCCATACGATTCCTCTATCCCCAGGAGCATGTCGAT
+GCTGAAACCCTTCATAGAAGCCTTCCCAGATTCGAAAGCCTCAGAGGCTATCAGGGAGATAGCGGAAAGG
+ATAAAGGAAGAGATCATCAAGGGCTGAGAAATCTTTATAAATTCATTTGTAGGTAATCTGTCCTGAGCGG
+GGGTTGCCGAGCCTGGTCAAAGGCGCGGGATTCAGGGTCCCGTCCCGTAGGGGTTCCGGGGTTCAAATCC
+CCGCCCCCGCACCATTCACTTGACTATTCTGATTCTCTTGGCAGCCCCAGGGACTAGGCCAAGAACCTTT
+GAATCTATAACCACTGCATCATTTCCTAGCTCGTCAAGTATCTCTATCCTGACGTTAGATACCTGAGTGA
+ATGGCCCTTCTTCACCAGTTTCGCTCTTGAGTAAAGCTGAAAAGAAATTGTAGGCTTCCTTGCCGAATAA
+TATTATATCGGGATCGAATCCGTCCATTTTGAGCTCGTTGATTTTCTCCTCTATCTCCCCTAAAATCCTT
+ATAAGATCTCCTCTCGCGCTCATAGTTTAAAGGAAATTTTTAAAGAATAAAAAGGTTTCCTAAAGCTTGA
+CCACGTGAACCGAACAGGATATGCATGGATCGTAAGCCCTAACTACCATCTCAGCCAGTAGCTTTAGCCT
+CTCTGGGTCATCGTTGTAATGCTTCTCGGCCATCATCCTAACGTGCTCTTCCATCATTGCCAAGTTAAAC
+GCCGTTGGCGTTATTATGTCCGCGTAAGCCACTCTCCCGTTCTCTACCTTAAGGGCGTAAACCAGGATTC
+CCCTGGGAGCTTCCGTGGTTGAAACCCCGAAGCCGTCCCTTACCTCAACCTTGTCCCTCTCTTTTACGGG
+CCACTTAATTAGGACTTCGTCTATAAGGTCTATCGCCCTCTCTATGAAGTAGACGAGCTCGAGTGCCTGA
+GCCAAGTTGTTGGCGAAGGGATTCGTGCCCTTCAGCAATTCTTTATGGCTTTCGTAAAGGTCCTTGGCCC
+TTCCGTAGAGGAGATCCTTGTTGTTCACAACCCTTGATATTGCACCGACCATGAAGGGTTTTCCCTTGTA
+GTGGCTGTGTTTTGCGAAGCTGTGCTCAACGACGAATTCATTAATGTGTTCCTTGTAATCCTCGCTTGGA
+AACTCTTCCCCATCCGAGGCCTTTATGTAATCCCCATAGATCCCGTATACATCTCCTCTCGGCTTAACGG
+CTAAGTGAGTTATCTCTCCCTCCACTTCCCTGTACTGTTCGAGCTTCGCGAAGAGCTCGAAGGTGTATTC
+AGCCAATGAGAGGGATTCCCTAAGCTTGGCCTTCATTTCCTCTAGCGTTTCCTTCGATGGCAACTTTCCG
+AATCCTCCCAGGATGGCGTTTTCTTGGTGGATTGCCCTAGATCCTAGGACGTCCATCATCCAAGAGCCGA
+GATTCTTGAGCTTGAGGGCTATCTCGAGTTCCTTCTTGTACTCGTTTACCATCTTTAGCGGGCTTGAATA
+GCCGAGGTAATCCGGGAGAACTAAGAGGTAAAGGTGAAGGGCATGGCTCTCTATCATGTCTCCTATGTAG
+AGGACTTCCCTCAGGGCCTGAATTTCCTCTCTTGGTGTGAAACCTATCGCCTTCTCAGCGGCCTCAAGTG
+CCGTAAGCTTGTGAGCAGCAGAGCAGAATGAGCATATCCTGGGGTAGATTGCTAGGGCCTCTTCGAGCTT
+TTTCCCTATGGTTATCGCCTCGAAGAACCTTGGACCCTCTATTATGTTCAGCTTAACCTCTTTAACTCCC
+TCATCCCCAACTATTATCTCTACGCCACCTTTTCCTTCAACTCTAGCTATGTGATCCACGGTGATCGGGA
+TGTAAAGGTTCCTCATTCTTTCACCTCCTGGAAGACCTTCTCAACCATCTTCTCGATCCTCTCATCGTGT
+CCGTTGAAAATCTTCATCCTCTCGAGTATCTCCTCCTTAGTGAGGCCTTTCTCCTTGAACACCCTAGCTA
+GAGAGTCGAACCATGCAACATCGTACCCTATAGCTCCTCTACAGCCTATGCATGCAATTCCGAATCCTGG
+GCATCTCGCGTTGCATCCAGCCCTAGTTATCGGTCCCAAGCATGGCTCTCCCTTCTCAAGGAGGACGCAT
+GGATAACCGTTCAACCTGCACTCAAGGCAAACTGGGTAGTCTATATCCTCGGGCCATGAGCCGATGAGGA
+ATGTTCCGAGGGCGTAGAGAAAGTCCCTCTTCTCGGGTGGGCAGCCGTATATGTTGTAGTCTACCTTTAT
+GTACTTGGAAACTGGTTCGGCTTTCTTTGGCTGGAACTTAACCTTTGCATCACCGTAAACCGTCTTCCAA
+AGCTCTTCTAATGATTTATCGGTCCAGCTTTGAACTCCTCCCTGGACTGCACAGGCTCCCACGGCTACAA
+CTATCTTAGCATTCTCTCTTATTTTCTTGACTAGCTCAACCTCCTCCTCCGTTGAAACGCTCCCTTCTAT
+GAAGGCTATATCCACTGGCTTATCTTCAACGCTGTCCCTGTCTAGCATGTACCAGCAGACTATCTCTGCA
+TTTGGAATTAGCTTAAGCAGCTCATCCATCATTGCTAGCTGAAGCTGACAGCCGTAGCATGATGTTAAGG
+CGTAAAATCCAATCCTAAGCTTTCCCATCTCGATCACCTCAATCTAACAGTCCTGGGGTTGAAACTATGT
+CGAAGTACGTGAAGACTGGCCCGTCTTTGCATATGTACTTCCAGCTCGTGCTCGTTCCGGCAACGCAGTG
+TCCGCACTTTCCTATTCCGCACTTCATCCTCCTCTCCAGCGTAACGTAGATGTTCTCCGGGCGGTAGCCG
+TAGTTTATTAGCGACTCAAAGACTGCCTTGTACATCCTTGGCGGGCCGCAGATGGCAACGGCTGTGTTCT
+TTGGATTGGTATTCGCCTCGACTATGAACTGCTGGGGCCTTCCGTGGAGTCCAGGCCAGTCAGGATCTCT
+GGTGACGCTCTGAATTATCTTCACGTTCTCAGCTTCAGCCAAATCCTTCATCGCCTCGAGCTCCTTGTAG
+AAGAGCAAGTCCTTACCATAGCGGGCGGTGTTTATGAAGGTTATGTTCCCATACTTCCACCTGTTGTCCA
+TGGCGTAGAGGAATACGCTCCTCAATGGGGCCGTTCCCAAACCTGCGGCTATTAAAAGTAGGTCCATTCC
+TTCCCACTCATCCACCGGGAAGCCGTTGCCGTAGGGGCCTCTCACAAGCACGGTATCTCCTGGCTTTAGC
+CTGTGAACTACTGTGGTTACCCTTCCAGCCCTCCTAATGCAGAGCTCGAAGAATCCCTTTCTCATGGGGG
+AGGAGCATATACTTATGGGAACCTCTCCAACCCCAGGGATCGTTAGCTGGACGAACTGTCCGGGCTTGAA
+TGTCCAAGTTTCGGCTAATTTTGGGTCTTCAAACCTGAATAGGAAGAGCTTCTCCCTCTCGGTCAAATCA
+TAAACCTTGAGGACCTTAACCCTGTGCAGTGCATAGGGATTGTCGTTCGGCATCATAACTTCCTTGGGAA
+GCGTCATTCCTCCTCACCCCCAACCCCAGGAGAATAAGCAAATCCTCTCTTCGGTATCTCCTCACTAACG
+CTCGGCGGACATTTTTGCTCTTCAAGGCCAAGTATCCTCCTTAAATTCCTAACGAAGCTAATTCCAGCTG
+GACAGAAGGCTGTGCATCTTCCGCAACCTACGCAGAAGCTTATTCCGAGTTTCTCATTGTACGAATTCTT
+ACAGAGGTAGCGGTTAAGGAACCTAGACTTCTTGGTCGGCCTAAAGTTGTGTCCTCCAGCAACTAAGCCG
+TGACTTCTAAATTGGCAAGAATCCCAACGCCTCTCCCTGTACCCTGTAACCCCATCTAAATTTACTATAT
+CCTGAACCTCGTAGCAGCGGCAAGTTGGACAGGTGGTGTTACATATTCCACATGCCAAGCATTTCTCGGC
+CTCTTCATCCCACATTGGATGCTCCATCTCAAGCTCGAGGAGGTACCTTAAGTTGCCCCAGTCCTCGTGG
+TACTTGAAAGCTTCGTGCCTCTTCTTCTCGAATTCCCTGAAGGCGCATATGTCTTCATTAGTGACTTCCT
+CGAAGAGCTTTATGTTCTTGTCAACTATCCTGTGGCCCGTAGGGGTGCCAACTCTAACCAACCAACCGTC
+GGGCAGCTCGTGAAGGAAAAGATCAAAACCGTCATCTGCAAAATCCGTTTCCCTTAGATTGCAGAAGCAG
+TACTCATCCGGCATGCAGCTGATGCCTATTATTATTCCCTTCTCCCTGCGAACCTTGTAGTACTTATCCG
+GAAACTCATCCAAGTAGACGGTGTCAAGTAGTTTAAGCCCGTAGATATCACAGGCGTGAACGCCGAAGAG
+GACGAAGGGTTCAACGTCCTCTATGACCTCCCTGTATTCAGGCTTTGATATGTCAAACTCGAACAGCTTT
+TCCCTTGGCTTGAAAAAGAACTTCTTCGGGGGCATTATGGTTCTCGTGTAATGGAATTCGACCTTTCTAA
+CATCGTCTATCTCCCTAAAGTCATAGAATTTCTCTGAAATCTTGACGGGAGCGTAAAGCTTTCCCCAATC
+CTTGAGCCTCTCTAAGAAGGTGTATACATTTTCTTTGGGTAACTTTACGTACCTCACCTAACCCACCTCC
+ATCGGTGAACATAATCATCCGGGATGCTCATCTTTGTTCCCCAGTTAAGAGTTGAACAGCGAGATAAAAA
+AGCGTTTTTAAACCCGAAAATTGAAAACCAAAGGTTTAGAACTCGCTAAAATTCAATTCTTGGCTCTTGA
+TGTTCAGTATAGGACTTTACTGGATAAGCTTAAAACGTCCCAAGTTAACCATAATCAGGTGGGTGGCATG
+GACGTTGTTAGCTTGCTTTCTGAACTGGTCTCGTTTGAAACGGTTAACGACCCTGTGAAAGGCATGAAAC
+CTTCAAAGGACTGTCCAAAGTTCATAAAGGATACCTTGGACTCCTGGGGAATAGAGAGTGAAATCATTGA
+GAAGGACGGTTATTATGCTGTCTACGGGGAGATTGGGGATGGAAGTCCAAAGGTCCTCTTTATGGCCCAC
+TTCGATGTAGTTCCGGTCAACCCTGAGGAGTGGAAGACTGATCCTTTCAAGCTCACAATAGAGGGAGATA
+GAGCCTACGGTAGAGGTAGTGCCGATGATAAGGGAAACGTTGCATCTCTGATGCTCGCCTTAAGAGATCT
+CGTCAACGAGAAGCTCGATGGAAAGGTCATATTTGCGTTTACAGGCGATGAGGAGATAGGTGGAAACATG
+GCAATGCACATAGCTGAGAAGCTCAGAGACGAGGGAAAGCTTCCAACGTACATGGTAAACGCAGATGGAA
+TAGGCATGAAACCGATAATAAGGAGGAGAAAGGGGTTTAGTGTAGAGATAAGGGTTAAACCAGAGAAAAC
+CAAAGCTAAGGGAATCGTGAGGGAGAGGAAATTCTATGTTAAGACCCCAGTCGTCGAAACAAGACATGCG
+GCCTATTTCCTGCCTGGGGTTGATACGCATCCAATGATCGCACTTTCCCAGTTTGTGAGGAACTTTAACG
+TGCTCGCGATCTCGTTGGAAGGGAAATTCTTGAAGGGGAATGTGGTTCCTAGTGAGGTGACTTTAAGGTA
+TTTGGATCTTGGTGAGGGACAAGAAGTAGAGGTTGACTTAGGGCTAACGAGGCTTCTAAGGTCAATAGTC
+CCGCTCGTTAGGGCCCCCATAAAGCCCGAGAAGTACAGCGACTACGGCGTATCGATAACACCCAATGTCT
+ATTCCTTCGAGGGTCATCACGTGATTAAACTCGATATTAGAGCTATGAGCAACTCAAAGGAGGAAATTGA
+GAGGACAATCCAAGAGATAGTTGAGTTCAACGTTCCTGAGGCTGAAGTTGATATTAGGACAAACGAAAAG
+GCTGGCTACCTTTTCACGGATCCCCAGGATAGAATCGTTAGGGTAACGATTGATATTTTGAGGGAACTCG
+GTGAGGATGCTGAACCAATGGAGGGCCCAGGAGCTTCAGACTCAAGGTACTTCACTCCTTACGGAGTTAA
+GGCCATAGACATAGGACCAAAAGGCGGAAATATCCATGGGCCGAACGAGTACGTTGAGATAAACTCATTG
+AAGAAAATGCCAATGCTCTACAAAAGGCTTGCCATGGAACTATAGCCCTTATCATTAAACTTTTTAAACT
+GAGCAAAGTATCGCCTTAACATGCGTTGGAGGGACATCCCAAGGGATGCCAAGGTGTACATGCTGTATCA
+CACTATAATAGAACCTCAACTGATAGTCTGGCTACTCTTCCCCCTGTACTTGATGAAGACGGGTTACTCG
+ATACTGGAGGTGGGCGCGTTCTTCACGGCTGTTAACCTAGCTTCAATACCCTTAACTTATGTCTTCGGAA
+GGATGTTCAATAGGTGGGACATAAAGAAGGGTTTAATTGCTATAGACTTCCTAGATGGAGTTGCTTACGT
+CCTTTACGGCTTTGCAAAAGGTTCAATAGCTCCGATCCTCTTGTTCCTGGGAAGGTTATTTGAGAAGCTT
+TCTGAGATGCTCTATCCTTTGTATAGGGCCTACGAGCAGATAATATACCCCAGGGATAAGTACGAGGAGA
+TATTTACCTGGCACCTTAGGCTACCCGAGATTTCTAGGCTAATCTTCTTCCCAATCCTGGGCTACATATT
+TGGCTACATTTACACCGAGCCGTCCCATTACCGACTGGCATTCTTAATATTCGGACTCCTCTCGGCTTTC
+ACTATAACCTACATCTGGATCTTCCTTCCAAGCGTTAATAAAGAAGAGAGGATAAGCCCGGAAGGGTTCA
+AGTTTAGGGAGGGCGAGTTTAAGCTTCTACTGGCGTTCGAGGGATTCTTAACGATAGCATGGGCATTGGC
+CCCAACAATAGTTCTGCTTAATTATGTGATCTTCGTCCTTCACAAGACGATATTCGAGGTTACCCTGATC
+TCGTGCGCGAGCAGCGTGGCCACTATACTCGGAACGTACGTCAGCGAAAGGATTCCAAAGGAGAGGGGAT
+TCCATGCCATAGCTCTCGGAATGTTCATAAACGCGTTTTACGCCTTTGTGATGGCCCTCTCTCCACCGTT
+CTGGATAGTTCTGCTTGTTTATTCCCTGGGCGACTTTGGATTGGCGATGTGGTTCCCCTTCTATAGGGCT
+TGGATGTTTAGGTTAATACCGAACGAGAGGGTCAGCGAGTTTCACGCTGCAATATCCAGCTATAGAAGGG
+TGATAGAGCTGGTGGCCCCGGTAATAGCAGGTGCCCTGGCAACCCTGCACCCAACCCTGCCCTATGCCGC
+TAGCTTAGTGGGTTTCCTATCCGCCGGGTTGATGTTCATAATAATAAAGAGAAGAGAGGCTACTCAATGA
+AGACAGCCGGCTTAAGAGGTATTGCTTGCCTCTTCTTCCCGCCCTTATCTTCCTCCGGATTGATTATTAC
+CTCTAGGCCCAGCTCCTTCTCCAGGAAATCCTTTGATTCTCTCAGAACCTTCTCCTCGTCTATCCTCTTA
+ACGTCAAATGCCCTTTCCTTGATTATCGCTTGAACCAACTTTGCAACCTCTTTTCCGTGCTTCCTGATCT
+CCTCATCCTTCATGAGCTCAGCCATTGCACTCTTGAATTCCCTCTTCTCAGCGACGACCTCGTACACCTT
+CCACTTCCATTCAGGTGCAGTGTAAATGTAAGCCCTCTTCGGACTCTCTATCTTGGCCACCTCTATTATC
+TCCTTGATATCCTCTATCAGGGACTTTATGAAGTCCTCCTCAACTTCAACTTCCTCGTTCCACCACTCAT
+CAACGGGCTCTGGCCACTTAGCTAGGCTTACGAATCCCTCGCCTCCAAGCTTCTCCCAGAGTTCCTCGCA
+TATGTGGGGAGTAAACGGTGCCATTAGCCTAACCCATATGTCCGCTAATTTCCTCAGCACGAACCTCTTA
+GCTTCATCGTCCCTACCCTCAGTCCTTCTCATGTACCATCTCAGGTCGTTCATTATGCTGTAGAACGCCC
+ACTGGACGGCAGTTCTAGTTCTGAACTCTTCCAAGGCTTTAGTGGTTCCCTCGATTGCCTTGTTCAGCCT
+GTGAAGTAGCCACTTATCTATGGTCTTCAGCTCGACGTTTTCTTTGGCCTCGTACTCCGCGAACTGGCTT
+ATTAACTCGTAAAACCTTTCCAGTTGCCTCCTCAGCTTTCCAACTTCCTTTCTCCTCCAGTCGAAGTCGC
+TGTCGTGTTCGGCCAAGCTCATTATGTACAATCTTACAACATCAGCACCGTTCTCCTCTATAGCATCGAT
+GAAGTTCAGCACGTTACCCTTGCTCTTACTCATCTTCTGCCCCTCTAGGGTTCCGAAGCCGTTAACGGCT
+ATTCCCTTGGGCCAATGCTCCTCCCTGAATATTGCGACGTGGTTGAATATGAAGAACGTCAAGTGGTTTG
+GAATCAGGTCCTTTCCGGAGCATCTCCAGTCGAGTGGGTACCAGTACTCGAACTCCTCCTTCATCTCGTG
+GATTATCTCTGCTGGAATTCCAGTCTTCTTCTCCAGCTCTTTCTCCCTCTCCTCGCTGAACTCCTCTAGG
+AATATGTAGTCGAAGAACTCTGGGGTTAACTTTTCAGGGTCTAGCCTTCCTTCTTCCCTTAGCCTGTTGA
+TGTGCCTGCTTATCGTGTAGTACGCCATGTATATCGTTGAATCGCTTAGGCTTTCAATTACCCACTCGGG
+ATCCCAGGGCAATGGCGTTCCCAATCCAACCTTCCTTGCACAGGCCTTCTTGTCGAGCCAGTCTATTATC
+GCCTCGAACTGGGCCCTTCTGGTCTCTGGGTATATTTTCATTCTCGCCAAGGCTTTCCTAGCTTTCTCCT
+TCCACTCAGAATTTCCGTAGTCTATGAACCACTGGTCGTGAATTATCTTTATCACTGCCCTATTTCCGAA
+CCTCGATATAACGTTCTTCTCGGCGAACTCGTACATTATCTCTGCTATTCCCTTCTCCATCATCTCCTTC
+GCTATTAGCTCCTTGACCTCCTGAACCGGCTTTCCATCGTACGGAGGAACCTTGAAGATTCCCTTGTGAT
+ACTCGGCCTTATAAATCGTCTTCGTTGCCTGCTCGAGCTTTTCCCTGTCCTTTTGACTCTTTATTCCTAG
+CTTTTGAACTTCCTCAACGGCTGGAAACTCTCCGTAACCCTCTAGCTTTATCAAAGAGATGTAGGTTATC
+TCCTCGACTATCCTGGGGTCTATGTCGTACTTAACCAGTATCTCGGATTCCCTCTTCAGATCTTCCAGGG
+CGACGTGGTCGAAGGGAGCGTGGGCCGGAACGCTCATTACCACTCCAGTGGCGTTGTCGGGATCTACGAA
+CTCGGCCGGCAGTATTATTACCTCATCCCCCGTAACTGGGTTCCTGACGTACTTTCCTATCAGCTTCTCT
+CCCTTGAACTCCTCTATAACTTCAATCTCCCTGTCCTGGAACGAGAGCTTGTATGCTGCTTCCTTGCTAA
+TTATCCAAGTCTCCTCTTTTCCTCCTCTTTTTACCTTGGCCTTAACGTAGGTCGCATTCGGATTGATCCA
+CATGTTGGTTACTCCGTAAACTGTCTCTGGCCTTAGGGTTGCGGCCGGTAGGTATATTGTTTCATCACCT
+TCCTTGAGCTCGAATTTGATTATAACGTACTCCAGTATTGGAACGTCTTCACCTTCCATCAGATCGTGGT
+CTCCCAGGGGAGTCCCAACCACGGGATCCCAGCGAACCCTATGGGCCCCTTTGACTATGTACCCCTTCTC
+CTTTAGCTTCAGGAACTGCCACTCTATGAACTTGCTGAACGGCGGGAAGAGAGAAGTCGTGTAGAATTCT
+CTACTCCAGTCAACGCTGAAACCTGCCCTAATGAAAGTTTCCTTGGCCGCCTTCATGAAGTACTTGACTA
+TGTTTACTGGGTCTTCAAACGTCCACAGTATTTCCTCGGGAACCTTGTAAACGTCCCTGTATATCCATAT
+GGTGTGGGGATCCCTGTTCTTTATCCTCTCGGCTATACCGACTATTGGGGAACCCGTTATGTGCCATCCC
+ATGGGGAAGAGGACATTGTAGCCCTGCATCCTCTTAAACCTAGCTATAACATCTGGGATCGTGTAAGTCC
+TAGCATGGCCGACATGCAAGTGTCCAGAAAGATAGGGGAAGGCCACGGTTATGTAGAACTTCTTTTCCTT
+CGGCTTATCTTTTATGTTCGGCTCAAAGACCTTCGCCTCTAGCCACCTCTTCTGCCACTTCTCCTCGATA
+GCCCTGAAGTTCAGCTCAGGCATGGTCAGAACCTCCATCCAAAGCTTTCACAGAAGGAGATTACAAAATA
+GCTCGGGGATATCGAAAAGTCATGGGGAGCTGAGAAGGCTATCCCTCCTCATTGGCATCGCTCTTCATAA
+TGGTGTTTAGTATTTAAAGTTTTTCATTGTAAAGGGCGCGGGGAATTCATTGAATGAATAATATATGCCG
+AAATTCCTAAATCATTTTCCGGTAATTACTTAAAGGTGAAAGTTTTGGGGAAAAAACCAGCATTTATATT
+AATGCTGACTTGTGGTGGGAACTCAAACAAAAAGAAAAAAAGATATTAGCAGAGTCCTTGAAGAGATTAT
+CTCAGAAGAGTTTCTATTGGATCTCGAGAGTAGTTTGGAGGATATGCTGAGGAAATTTGATGAAACAATG
+GAATTCGAACCAGTTTCCTCAAGAGGTACTGTAAGCGATCTCGTAAGGGAGATGAAGGCGAATGAGGGAG
+TAGGGGCGATAATGCCATATAAGGGGATATCAAGGAGACGTTAAACTGGTTTTCAATCTGTGGAATATAG
+GAGAAGTTTTGGGAGTTGGATAAGGCAAATTAAGGTTGAGAATATTAGAAGTGTAGAGAACCTCAGCTTT
+GAAGTTGAAAAAGGAAAATTTTGAGCTCAGTTACAGCCATAAAAATTTCTGCGAAAAATACTCATTTGAG
+CACGTTCCGATTAGCGATACTCTTGCTCTTTTTAAGGAGAAAGATTCTTGATTTTCTTTTTAAACTGAAA
+GCTTAAATTATATCCTGTTATATAATTTTAGTTTGGGGAGGGAACGTGGGTGAGATCATTGAGGTAATAT
+ATGAAAATGGTATCTTAAAACCTCTAAAAAAGCTTCCTTTTAAGGAAGGAGAAAAGCTAATTGTGGAAGT
+CAAGAGTACAAATAAAGAAAAGCTCCTAGAAGAACTTAAGGGAAGTATAAAACTGGGAAAAAAAGTTACA
+ATTACTAGAATCTTAGAGCTGGAGGACGAAGTATGGTCATCTATTTAGATGCCAATGTGATTGTCGGTTA
+CTTGATCTATACTGACAAAACGGAGGAAATTAAGGAACTGCTCGAAAAGGACGAGATTTTCGTTACGACA
+ATAAACACTTTGTTTTGGGATGAGATTAATCTTTGAGGAACACTATGGAGAATACAAACTAAAAAAGCTA
+AAGAAATCACTAAGTCAAAAATTTGAAATTTATCGGGCATATTTAAGGAATTTAAACAGGCTAATAGTCG
+TTATACCCGCACCTTCCGATGTAAGCAAGCTAACCTATATCATGGAAAAATACTCCCTCCTCCCAAATGA
+CGCCTTGATAGTCCTCACCTGCAAGGTTTATGGAATTAATAAGATAGCAACTTTTGATTCTGATTTTGAG
+AATGTTGATTTCCTTGAAAAACTTCCTTGAGTGATGAGTATATGAGAGAAGCCATATGAGATGTCACTTA
+TATTACCGAATAGAGAAAAACTCTCCATGTGCCTTCTCAAACCGCATTCACTACCCTTAGAGATAAGCCA
+AGTGACAAGGATTTTTCTTGGAATAAGAAGTCAAAAGAGAAAGTCTGATTATTAAACCGTTATCAACTCC
+CTCCCAGCCTTCGTTAGCCTCTTACCCTTTCCTTCCACCACAACATCGTCCTCTATCCTAACTCCCCCAA
+GCCCAGGAATGTATATTCCTGGCTCTATCGTAAAGGTCATGCCGTTTTCCAGCGTAACCTCACCATCTGG
+CCCTATGTATGGCTCTTCATGAACATCCAAACCAAGGCCGTGCCCAGTTCTATGGGTGAAGTATTCCCCG
+TAACCTGCCTCACTAATAACTTCCCTGGCAACCTTATCAACTTCCTTCGCCTTTATTCCCTCCCTTACGG
+CCCTGTAAGCTTTCTCCTGGGCCTCCTTAACTATCTCGTACACCTCGATTAATTTTTCGTCTGGCCTTCC
+AACCGCTATAGTCCTGGTTATGTCCGAGCAGTAGCCTCTCCACCTAGCTCCGTAATCTAAGATGACGATG
+TCCCCCTTCCTTATCTTCCTCTCCCCCGGCTCGTGGTGGGGGTTGGCCGAGTTCTCGCCACTAGCAACTA
+TTGGGCTAAAGGATACCCCATCGCTAAGCTCCCTTATCCTAACCTCTATCTTCAAGGCCAACTCTTTCTC
+ACTCATCCCCAAGATGTCCCAGCTTAGAATCTCTTCAAAGACCTTATCGGCTATTCTAGCTGCGTGTTTC
+ATGTTCTCTATCTCCTCCCTGTCCTTCCTCATCCTCATTAACCTTATCAAGGAACTTAGAGGATGGAACT
+CGAAGTTGCCGAGCTTGAGAATGCCAATCAACCAGTCGGCCCTCATGGTGTCCTCTACGAGAAATCTACC
+CCTGTAAAGCTTGAGCTCTCCCAGGATCGTGGAGAGCTTGGCATATGGATTCTCACCGTCCCTCCAGAAG
+GTTACTGGAAAGTTCGTTATGACGTTCGAGTATAGGCTTGGAGCTAGTAGCTTGTACTCGCCATCGGCCG
+AGACTACAAGTATTGTAGGTCTTTCCCCGACCTCGTGGAGCTTCAGTCCGGTTAGATAATAGAGGTTTGA
+CCCAGGGCTTATAAAGGCACCATCAAAATTCATCTCGTTTAGTAACTTCACGAACCTATCTATCCTCATA
+CTTGTCCCCTCCAAATCTCATGAGTACGCGTCATTACTATAACGCGTCATCTTAAACTGATTTTGCATAC
+CATGATTGCACGAGGAGGGGAAAGTGGGTTTTCAGCTTTTTAATTTGGCATAAATTCTTAGGTTATATGA
+ATGAATTTGAGGTGAAGATGAAAGGTGGACACTTCCTTCCTCTTCAGCTCTAAGAAGATGTTCATAGTGA
+TCATTTCTGTTTATGCATATTTTGCGAAGGTAAGTGAACTTAGCTGAACATCTTCGTGAGTGGGGAGCTC
+TCCCAAATTCTCGAGTGTTCCCTTATCTACACTATAGTGGACACTTTAGTGGACATCTAAAACTATAAAC
+AGGTGAAAATTTTTTCGTGTTACGGGTTTTTGGTTTTTGTTTTTTCTTGGGATTTTGGGCATTTTTACCT
+TACGCTCGCCCCTAGAATACTAAACAGGAGTATAATAGAGGATTATTTTGGATTTAACTAATCCTTAGGG
+TTTTTCGTTTTCTGTTTACCACAACAGTGATAATTTCTTGCCAAGTGTATTCATTTAGAATCTAGGACCT
+TCCAAGGTTTGACTTTGGAGATGGAGTATTTTCAATCCCTAATTAGATAGTCTAGGAGGCTTGATAAGAC
+TTGTTTTCCCCAGGATTTTAGTGCTAGTGAATATTTTCCACTCAATTTAATTTCGATCGCAAAGTTGAGA
+TATCATGCCGATTATGAAGCTCTGATACGGCAGGACACTATGGGAAAATGCCCATTCAAGAAAAAGAAAA
+ATCCTCAGAGGAGACTCTCAATTAGCTTATAGTCTTCCTCCGGTATCTCCCTCATTGCTTTGCCCATCAA
+GTGTCCGCTCCACTTCTTCTTGTTCTTTATGAAGCTCAGCTTTGGAATTAGGGGCTTGAACTTTACTTCT
+CCAATCTTTATGGGCCTTATCTTTACCCTTATTGGGTAAGTCTCTCCTGGGGTGTGGGATTTAAATATCT
+TGGTGGAATCGCTATAGGGCTCGCTGACGACTTCAAAGATGCCAACTATCATTGGCTCAAGGACTTCACC
+CTTCCTACTCTCCTGCTTGACGTAGAAAACTAGCTTATCCCCAGGTTTTACCCTCTTCATGGTGTTCTCG
+TGTCTCCTGGGGACGCCCCAAACGTTCTTCTCCTTCACGACTTTCCAGTTATCTCTATTGGTTATGCACA
+GCCAGTAACTCATGGCTCGGCCCTCCTCACTATCTCTTCGTACTCATCCTTTTTAACGTACCTCCCGGAA
+ACTACCACGAACCTCTTCGGCTTGACCTTCCTCTTATACTCCCTTACGTTCCTTAGCCTTATCACGAGCC
+ACGGTCTGGCCCTTCTCCCCCTTGACTGCCACCTCTTTCTGTCCCTCTCGTACTTCCTCAGCTCTTCGGG
+AGTTAGGAAGAGCTCGTCCCCGTACTTCTCTATTATCTCCTCAACGCTCGCGAAGCTCTCAACTCCTTCA
+ACCTCGGCCTCACCGTAAAAACCCTGATCTTTCCTGGAGGCGTAGAATATTACCTTCATCCCGGGTTCCA
+CCCTAAGGGTTGCGGGCTTAACGAAGACCCTCTTCTTCTCCTTGAATATCCTATCGAGGAACTCCCTCGG
+CACGGGAAATGTTACTCCCACGATGTCCATAATAGCCCCCTCATGTTAGAGTACTCCAACTTTTATATAA
+TTGGTGGGGAGGATATTTTCATAAACGCCTATCCGCTAATACCTTTGGGCGGTGGTAGGATATGGGGTAT
+AAAAGGTTAATAGAGAGCTTGAACTTCCCCGTGGTTGAGGTGAACAAAAAGAGCGAAAAGGAGAAGGGCC
+CTGCCAGGCCTCCCTACTGGGAGATGGTCTTCTGGTGGACGAGAAAACCCCTTGTTGGTGCGAGGGCTAT
+AATTGCGGCCTCCCTCCTTCCCGAGGATGTCGATGTGAGTAGGTTCAAATCCATGATAGGGCTAAACGAG
+AGCACTCCTCACAGGGTCAATCCCAGGATTCCCCAGGACTTGGAAAAGTACTTCAGGGGAAAGAAGCTCC
+TCGACCCCTTCGCCGGCTTCGGTTCGATCCCCTTGGAGGGGCTTAGGCTTGGGCTTGACGTTACGGCGGT
+AGAGCTTTTGCCCGTGGCCTATGTATTCCTGAAGGCCGTTCTGGAGTATCCAAAGAAGTTCGGGAAGACC
+TTAGTTAGGGACGTTGAAAGGTGGGGGAACTGGATAACTGAACAGCTCAAGAACGACCCCGAGATCAGGG
+AGCTCTACGACGATGACGTTGCCGTTTACATCGGAACCTGGGAGATTAAGTGCCCCCACTGTGGGAGGTT
+TACACTTGCAGTAGGCAACTACTGGCTGGCGAGGGTCAAGGACTCGAAGGGGTACAAGAGGTTGGCCTAC
+ATGGTTCCCGAGGGTGAAGGCGTTAGGATAATAGACCTAAACGAAATCCTGGGGGACGTTTCGAGGGCTA
+AGGTTAAGGGGGAGGAGATAGTATTTGAGGGTAAGGGCTTCGTCGAGAAGGTTAGAAAAGCTGTGGAGGA
+GGGCAAGATTAAGGAAGGGGACGTCGAGATCAAGGGGGATAAGGTCATCTTTAGGGTTCCCTCTCCGAAC
+ATTGAAGCAAGGAAGAGCCAACTAACCTGCTTGGCCTGTGGAAACGTCATTAGGTATGCCGATGAGAACG
+GAAGGCACTACACCCAGAAGCCCGAGGGCGTCAAGGTGGATTTCTACGTGAAGTTCGCTTTGAAAAAGTA
+CCACGAGGGCGATGAAAGGTTTGCAAGGCAGAGGCTTCTCGTGAAGGTTAAAGTTAAGGATGGGGATCTA
+ATCTTTGAGCCCGCAACAAAGGAGGACAATGAAAAGCTTCTAAGAGCAAAGGAGAAAGTGAGGGAACTTA
+TTGAGAGGAAAGATCCGGACGTGCCGACTGAACAGATACCCCTTTACGAAAACCGTCGTATCACTCCAAT
+ACTCAGTGCGGAAAGATGGTTCCACCTCTTCAACCCCCGCCAGCTCCTCACGCTGATTAAGATTGTGAGG
+CTCATCCGCGAGGTGGGCAAGAAGGTCGAGGAGGAGAAGCTCAAGGAAGGCTGGGACGAGGAGAGGGCCT
+TCGAGTACGCTGAGGCCGTGGCGACGTACTTGAGCATGGTGCTGATGAAGTACGCTATTTACAACTCTTA
+TGTCACTTATTGGAATTCTTCTCTTATTATGGCGCCGTCTCTAGCAGTTAGGGGAATAGCTATGCAATGG
+AACCCATATGAGATATCGCCCTCAGCTCGTTGGACAGGTTCTTGGAGACAGGGAATTGAACATACCTTCT
+CGCGGTCTCTTGAATACCTCACCACTGCCCTCGCTCCCTCTGGTCAGAAGACCCTCACCGACTTCACGAA
+GACCAACACAGTGAAAGTCCTCCAGGGCGACGCGACCTCTCTTAATCTCGGCGAGAAGTTCGACGTCATC
+GTCACCGACCCGCCGTACGCTGATGACGTCCCGTACACAGAGCTGAGCGACTTCTACTACGTCTGGCTTA
+AGAGGGCATTGAGTGACTCCGACGGTAAAAGACTGATCCCGAGGTTCCACAAGACGGCATTCTTCAAGAA
+AGTTGGAGCCAAGTGGGTTGAAATTAAAACTCAATGGCAAGAATTCGCTAAGAGAGAGGTTTCAACTAAC
+CCCGGCCGTTTCATGGACGATGAAAATAGGAAAGAAAAGGCCGTTCAGCACTTCGAAAACCTCTTTGCCC
+AGGCCTTCGTTGCGATGAGGGAACACCTAAAGGACGATGGCCTTTTGGTTACTTACTACGCCCACACTGA
+CCCGGAGAGCTGGTTGAATCTCCTCAACGCTGGCTGGAGAAGGGCTGGACTTCAAATAACGAGGGCTATC
+CCATTGACGACTGAGTCATCGACTAGCATTGTTAAGAGGGGCAAGCTGAGCTTGGACACCTCTATAGTAG
+TTGTCTGGAGGAAATCGAAAAAGATTGATAGGGTTGAGATATCAAGGTTGAATGAGGAGATAAGTGAGAA
+GGCTATAGAGTCGGCAAAGCTCTACATGAAGCACGGCTATAGGGGGCTTGACCTGCTTTATGGCGTCATG
+GCCTCTATACTTGAGGAAGTAACCAAGTACTCCGAGGTGACCTCGCCGAAGGGGGCTTTATCAACGAGGG
+AAATCCTGGAGAGGCATGTTTACCCTGCAACGATTAGGGGAATAGTCGAGGCGCTGGCGGATGTTAAGGG
+TAGGATAACCTCGAACGAGGGGTTATTCTACTCGGCTTACAAGGTTCTCTTCGGGAATGCATCCATAAGT
+CCAAACGATATAGTTCTCCTCAACTTGGCGACCTTTACGAATGCAAAGTTGCTGATCAGGGACAAGATCC
+TTAAGCAAGTTGGCTCGGGCAAGAAGGAGTTTAGGCTTTACTCTCCAGATATCCTGGGTGAGAGGGCTTT
+GAACACTAGGGAATTGCAGGCCTTCCTTAGGGAGAGGGGGCTTAACCCCCAAGATCCAGTTCCCAGGAAT
+TCCGTAGATGTGTTGCACTTGCTCGAGTATTATTCCCTCCTTGGAAGTGACGTGCTTAAGGAGAGGGTTG
+AAGCCTTGAAGAAGAGGCACGCCCCCTTGGTTGAGGAGGCCATTGCAATGGCTAAGCTCGTGTCCTCGTA
+CTACAAGGCCATGTACTCTCAAATGCTCTCCCCGCTTGGCGTGGTTATAAGGGCCGATGAGAGGAAAGTT
+GAGGGCGAGCTGATGAAAGATGGCCACTATGAGGTAGTTCTGATGAGCAGGTTGGTTAGGAACCTTGGGG
+GTGGTGTGATTTGAGGTACGAGGTTTGGGATGACGTCCTCGACCAAAGCTTGGATGAGCACTCGGCTCCT
+GAGCTCGGGGATGTAATAACCGGGAGGGCTCCCAGGATATATACTGATCCCAGGGAGTTCTTCAAGAGAA
+CGTACTTCACAGACCCCATGCTCGAAATCCTGGATCAGATACTTAGGACTTTTGAGGGGAAGGAGAGGCA
+GAACGTCTTCCTGATTTACTCCCTCTTTGGGGGCGGTAAGACGCACACCATCTTAACTATCTACCACGCT
+TTCAGGGATCCTGGGGCCCTCTTGGATGAGGAGGTTCTCAGGGACTACGATCCTGAAAAGAGGGAAAAAA
+TTAAGGAGATAGGTGAGAGGATATCCTCGCTCAGCGATGTAATAGTTGTCCCGGTTTACGGGAAGGGGGA
+GCTTCCTAGACCCAGGAAGCCTAGGGATGGAAAGAAGACGATATGGGGGTACATCGCTGACCTACTGGGA
+GAGTACGAGAAGGTGAGGGTTGAGGATGAGACGTTGACGAGCCCTACCCCCGAGCTGATAAGGGAAATAA
+TAGGGAGGAGAAAGGTTCTCTTTCTGATAGATGAGATCGTTGATTACATAGATAACATTAGGAAGTCCAC
+GGACGAAGAGGAGAGGAACTACTCTAGGAACGTTAGCAAGTTTTTGGATCACTTGGCTACAGCTCTCCTG
+GGGTCTCAGTCAGTAATGGTCATGACGATTCCGATGGAGGAGGAAGGCGAAGTATTGAAAGGGGAGAAGG
+AGTACGATAGGGATGTAATAATAGAGGTAAGGAGGGCCGTAACCAGGGTTGGCGGGGCGAGGATGTACTC
+TCCTGTAAAGATCGGGGGAAAGGAAAATGAATTGGTTGAGATATTGAAGAGGAGAATATTCAAGGGGATA
+GACGAGGAGGAGAAAGCTAAGGTGCTTTCAGAGCTTAGGGAGGCTTATTCAAATAAGAACGTCTTCGGGG
+AAAACGTTAAGTTCGAGGAGATAAGGAAGAGTTACCCGTTCCATCCCGAGTACGTTGAGGTTCTTAGGAC
+GATAATAGAGAGGGTCGGCCTCCAGAGGACTAGGGATTTGATAAGGATAACCAGGATAGTTATGAGGGAA
+CTATTGAAGAGGGGTGAGAGCCCGGCTTTAATAATGCCCCACCATATTCCCCTGAATGATGATAAAATTA
+AGGGAAGCCTCTTCTCGAAGAGCACAATTTATAGTGACTACTGGACGGTTTACGAGACCGATATAAACGA
+TGAGAAGTTGAAGGAGTTTAGGAACCCTGAGCTGGCAAGGATAATTCTAACCTACATCTTCCTAAGGACT
+TATCCCTACGATTCACCGATGAGCCTCTCCGAGTTTCCAACTCCAGAAAGGATTGCTAGGGGAGTTTACG
+AGCCAGAGCTCTTCAAGAGCAAGAACTGGCTCCCCGTGGACATAAAGGATGCGGTCGAGGAGATAAGGGG
+AAGCGTTAAGTTCATGTACCTGAACAAGAGGGATCCCTACCTCTGGTTCTGGAGGGTAGCTAACGTATCG
+CAGATGGTCAATAGCAAGGTCGAGGAGCTCCTGGATACTAGGAGAGGAGAAGTAATTAGTGAGCTAGTCA
+AGAAGGTTCACAGGTTCGTCAAGGAGAGGAAGAGTTTAGTATCCTCGAGGGCTAAGATAGAGGATCATGT
+AACGTTCTTTAAAGCCAACAACGTTATCGTGACTAGGGAGACCCAGGAGTTCCAGGACACCCCGGAGTAC
+AAGCTGATGGTTCTAGTTAGGGACGATGTTGATGAGGACATGCTGAGGAAAATTATCTTCATGTACGGGA
+GCGGAACGAGGACGTACAAGAACAGCATCGTGGTGGTTTACGTTGCGAGCGGTGGAATGGAGGAGATGGC
+AAAGAGCATGGCAACGATAATGGCCTGCGACGAGGTGAAGAAGAACATCAGGGAGAAGTTCAAGAAGTAT
+GGCGAGGACGTTGTAAGGATTCAGATGAGCATGGTTGAGGATATAAGGAGGAAGGCCCTTGAAGACTTGG
+AGAGTCAGATAGTCCATTACTTCAGGATGGTCGCTTATCCCGATAAGGATGGGCCCAAGGTAGTTCAGGC
+TCAGGCATCTTCAAAGTCCGTCATAGAGAACGTATACTCAGCTTTAGTTAGTCAAGGGAAGATAGTCGAT
+GACTTTGACTTCGAGTGGCTCGTGGATAAGTTCGAGGACGTGAACGTGAAGGTACTCAGGCCAGAGGGTT
+ACCCCGTCTCTGAGCTAATTTACATGATAATGAGCAACCCGAGGCTTCCAATGGTAAGTACTGAGAGACT
+TTACGAGGCCATCAAGGATGCCGTGATTGAGTTGGAGATAGGAATTGAAAGGGATGGAGTCATTTACTTC
+AAGAAGGTTTACAAGGAGCTACCCAAGGAGGAGGAAAAGGGCAATCCTCCTGCCACCGTAAGGTTGAAGG
+ATGTCATACTTCCGCGGGAGGAGGCCCTAAACAGGCAGGTTCTGGAGCTCCTTAAGAGGGAGAGCGAGGA
+GGTAGTAAGGAAGGGGAACGTGGACTATAGCGTTAGGAGATGGTACGAGGTTTACCTCCCCAACTCATCC
+TCACTTATTCCTCTGAGAAGCGTCGTCAGGGATGGGAAAGTCAAGGATGAATATTTCGAAGGTGTCCTAT
+GGGGATACATAGTTGAGAGGAAAGAGGAAACCCCAATAGTCCGGGGAGAGTTCCAGCTTGAGGTTAGCGA
+TCACATAATTAAGGGGAGGCCAGGTGACGTTATAACCCTGGAGGTCAAGGTGAAGCCCCTGGGGAGGGAG
+CCCTTCACGGTTGAACTGGAAACTAATTTTGGAGAGCTGGGTTCTCAGGAGGTCAAGCTGGAAGGGGAGG
+AGAAGAAGGTTACCTGGACGATAATCGTTCCCGAAGAGAGGGAGATAGCTAGGATAGAGGGAAGGAGCGA
+GAGTAGGAGAAGAGAAGTCGAGGTAACGATAATTCCAATTCTCGAGGAGGAGATCGTCGAGGTAGGTGAA
+GTGAAGGAGGAGCATAAAGGCAACGTACTTCTCGAGATACTTGACGTGGACTCTACCGAGACCCTAGAGC
+TTATCCCAGTCGAGGGGCGAGTCGTGGGTAGCATGAGGATAGAAAAGCCCCTCTGGGAGGCAAGGTTCGA
+TGGCCTTAGCTTGGAGGTTGCCAAGTACATCCTTAAGGAGATAGAAGAGGTTTTGGGAAGTAAAGCTCGC
+TTAGACCTTAGGGTCAAGCTTGACGAGGGAATTACTATAAATGACTTACTCTTCGAGAAGCTAAGACCCC
+TCAGCGGGAGGGTAACCTTCAGGATAAAGAAAGGTGAGGGGAATGAGTGAAGGCGTAATGTACATGGTAA
+AGCTGAAGTACATAGACAAGGCTAAGCTACCGGTTAGAAGGGAGCAGAAGCTTGCGGAGTTTCTCCCAGT
+ATTCTTAACAGAGGGTCAAAAGGTTCCGGGAAGGGTTGAAGCCAGGACGAGGGTTTATCTCCCGGAGTTC
+TTGGAGTTCGCAAAAGATCTGGGCTGGGAAGTTAAGGGGAAGAAGAGGATAACCCTAACAACTCATGATG
+ACTATGCTTACCTGAGACTGCTCGTGTACGGTGTTGTAATGTCCGCAACTAAGGATCCAGTTAAGTGGGA
+CTACCTTAAGGATCACGTTCTTTCCATGGAGTCAATCCCCCTTAGGTACTGGGCTTCAAAGTTCAAGAAC
+GTCTATTGGAAGTACAAGAATAGGGGAAAACTGCTCTACTTAGCGAGAAGATTCCTGGAGGTGGAGACGG
+TTTGAATCTACCCGAGGCCCTGCTTAGGGAGTTAGTTCTTCACTCCCCTAACCTTTTCTACATGTCCCTG
+GCTTGGCCAGGGAGGAAAAAGATTGAGCCCTTTCTTCACCAACTCCAACCCTTATACCATGCAATGATTC
+AAAGGCCCGTGAGAATGTTCATAGCAGATGAGATAGGTCTTGGAAAGACGATTCAGGCATTGGCAATAGC
+GAGGTACCTCAACCTCAAGGGGGAGGCCAAGAGGATCCTTATCCTAGTCCCTAAGATACTCAGGGAGCAG
+TGGAGGGAAGAGGTGGAGAGGCTTGGAATAATACCTATCGTAATAGAGAGCGGGGCGGAGGTTGAGAGCA
+AATTAAGGAGAAAGGAGGGATTCTTTATAGTTTCAATAGACTTAGCAAAGATGCCCGAACATAGGGACAA
+GTTCCTGGAGAAGGAATGGGATCTTGTTATAATCGATGAAGCCCATAACGTGACCCTTGGAACTCAGAGG
+TACGAATTTGTAAAGGATCTCGTTGGTAAAAACAAAGATCTAAACGTGATTTTCCTCTCGGCAACACCGC
+ACAGGGGAGATCCAAAGGATTACCTAGCAAGGCTTACCCTCCTGGATCCAACTTTAATCGACGATTACTC
+AAAGCTCGACTCCCAGGAATTCTACAGAAGAACGATGGGAACGATAATCTTTAGGAGGACTAAGTCGATA
+GTGAACGAGCTTGAGGGCGAGAACATTTTCAGAAAGTGCTACTTTGGGGCCATAGTCGTCGGGATTACTG
+AGGAGGAGAAAGAGTTCTTTAGGAGGCTAAACGATGTCCTATCAAAGCTAGTGAAGAACACCCAGAAGAA
+TTCCCCCCAGGCCCTCCTCGCCGTCCTAGTAAACAAGAGGGCTTCCTCAAGTTATTCCTCGGCCATGAAA
+ACTCTCAACAAGATAGTGGAAAGCTACTCCGTGAGGGAGGTAAACCTGGGAAAAGTCCGGGACTACATAG
+AGAGACTCTTCGGACTAGGCTATGAGGACGTGAACCTCGAGGGCTTCTCGGAGTACGATGATGTTATTGA
+TAAAATAATCGAAGAGTACTCTGCAGTTCTCCAGGAAAGCCAGGTCAGGGAGTTCAGAGAATTACTTGAC
+GTGCTTAAAAGAATCAAGATGGACACAAAGCTCAACATCGTTGCCAACGTGGTTAAGCAACACGTTGAAA
+GGGGGGAGAAGGTGATAATATTCACGGAATTCAAGGATACGCTCGAGTACCTAAGAAAGAACCTACCCAG
+CCTCGCTGGGCTTAGCGATGAAGACGTTTCAATACTCCATGGAGGAATGCCTTCGGGAAAGGTTGAAGAA
+GAAATAAGAAAATTCGAAAAGCATGGAAAGTTACTCATATCCACCGACGTGGCATCTGAAGGTCTAAACC
+TTCAAGTAGCCAACGTTCTGATAAATTACGAGGCCCCTTGGACACCGATAAAGCTTGAACAGAGGGTTGG
+AAGAGTATGGAGGATAAACCAGAAAAGGGATGTAAAGGCGTACACGATATTCCTGGATACCGAAGTTGAC
+ATGTACGTCCTTAACAACCTTTACCGAAAAATAATGAACATAAAGGAGGCAATTGGTGGAGGGCCGAGAG
+TTGGAATACCGGTCTTAGCGGAGAAAATCTTAGAAGGGGACTTTGAGAAAATATGGAAGGACATCCCAGG
+AGATTTTGAAGCCCGGGAAAAGATCAGCGAGTACGATATAGGGTACGCTATACTGAGGAGGGAAATTGAA
+GGGTACAAGAGGGCTATACTTAACACTCTGAGAATCCTAAGGCAGAGCATAAGGGGAGCCGTCCCCCAGG
+AGAGGGTGGAAAATATAAAAAGGGAACTCGAACTTGCGCTCGGAGAAGATGGACTAAAGAAGGAAGATAT
+CTCCGACGTCGTAAAAGATTACCTCAGAGAATTGCTCGGAATTAACGTTCCCGAGGTTACGCCTATACTC
+CACAGGATATTGGTGAGTGGAGAAGAGATTAAGCGGGGAATAAAGGTCGGCGTTAAGAAGGGAAAGGCCG
+AGCTATTCCTCGTGAAGTTGGTAAGAGACGGAAATGAAATCCACAGAATTCCCGTAATGGTAGAAAACGG
+AGAGGTAGTTTATGGGATCAAACTCCTGCAACGGCTCGTTGAGCTCCTTAAAGATGGATACGTAATCCTG
+GGTGAGGCAAATCTTGATTCTCCGCACTTAGCTAAGATCATAGGAGTTGGGCGTGAAAGGCTTTACAAGG
+TTCGAGAAAAGTACAGGAAGTATGAGAGATGGCTTAAGAGAAAGATGCTCAAAAGGGATTATCTGTTCAC
+GGAAACTCAAGTCGTTCCAGAGAAGATAGTTGAGTTCGAACCCCTGGGAGAGAAGTTCAAAATGGCCAAG
+CTAATACCCCTTGGATTACTCGAGCATCTAGGTCTTTCCCAGGAAGATATAAGCCTACCCACAAAGGAAG
+ACGAACTCTTACTCACGAGGAACTTCGTCCCCTTGGAGGACATATTAAAAGCAGAAGCTGAGGCGATGAG
+AATAGTAATCGAGCTCGAGAAGGAAAAGCTGAGGAAGGAGTACGGAGAAGAGGGATGGGAGGTAAAGGAC
+GTATCCCTCCACGAGCACTACGACATCTTAGTTAGGCATCCCGACGGAGAGAAGTACATAGAGGTTAAGG
+GGCATTTGCCCCTACTTCTCCAGGCCGAGCTAACGGAGGCTGAGGCTAAATTTGCGAAGGAGAATGAAGA
+TAAGTACTGGCTATACATAGTCACAAATATCAGGAAGAGGCCGATAATATTAAAGGTTTTTAAACCGTTG
+AGTAACCCTAGGATATTCCTCGTAACCGGGAAGGGAGAACTGGAAATAACCGGGCAAATTAAAGTTAAAA
+TCAAAGAAAGGAAGAGAACCTTACTATCCATAGGCCCCATAGAGGGAAGCTAAAATGAAAGTTGGAGAGC
+TAAACGTCAGCGAGAAAATAAAGGAAATCCTAAGGGAGAGGGGAATCGAAGAGCTTTACCCCCCTCAGGC
+GGAAGCCCTAACCTCCGGGGTTCTAGAGGGAGAGAACTTATTGGTTGCAATTCCAACCGCAAGCGGAAAA
+ACGCTCATAGCTGAGATAGCAATTGCAAATAAATTACTGGAAGAGGGAGGAAAGGCTGTCTACATAGTTC
+CCCTTAAGGCCTTGGCCGAGGAAAAGTTCAGGGAATTCAAGGACTGGGAAAGGCTGGGCCTTAAAGTGGC
+GATGGCCACGGGAGATTACGATTCCAAGGACGAGTGGCTCGGCAAGTACGACATAATAATAGCTACAGCG
+GAGAAGTTTGATTCCCTACTTAGGCACGGCTCGAGCTGGATCAGGGACGTTAAAATGCTTGTAATCGATG
+AGATTCACTTAATCGGTTCTAGGGACAGGGGGGCAACGCTAGAATTTATAATAACGCAAATGCTTGGGAG
+AGCTCAAATAATAGGCTTGTCGGCCACTATAGGGAACCCGGAAGAATTAGCTGAGTGGTTGAACGCTAAG
+CTTATAAGGAGCGACTGGAGGCCCGTAAAGCTAAGGAAGGGAGTGTTTTACCAGGGCTTCGTATTCTGGG
+AGGATGGAGGAAGCGAGAGGTATAACTCCTGGGAAGAACTAGTGTACGATGCAGTAAAGAAAGGTAAAGG
+AGCACTAGTTTTCGTCAACATGAGAAGAAAGGCCGAGAAGACGGCTTTAGAGTTAGCCAAGAAGGTTAAA
+AATTACCTAGACAGGAAGGAGTTAAGGGAGCTCAGGGAGCTCGCGGAATCGCTAGAAGAAAATCCTACAA
+ACGAAAAGCTAGCCAAGGCATTGTTGAGTGGTGTAGCCTTTCATCATGCCGGTTTAGGAAGGGACGAGAG
+GGTTTTGGTTGAGGACAACTTCAGGAAGGGCCTAATAAAGGTAGTGGTTGCAACCCCGACGCTTTCAGCC
+GGAATAAACACTCCTGCTTTTAGGGTAATAATAAGGGACACCTGGAGGTACTCGGAGTTCGGCATGGAGA
+GGATTCCAGTTCTAGAGGTTCAGCAGATGATGGGCAGGGCCGGAAGGCCTAGGTACGATGAGGTTGGAGA
+GGCAATAATAGTCTCAACTACCGAGGAGCCTTCGCTAGTTATTGATCATTACATAAAGGGAAAGCCCGAA
+AAGTTGTTCTCTCAGCTCTCAAACGAGAGCATACTGAGGAGCCAAATCTTAGCTTTGATAGCAACTTTCG
+GATACTCAGAATTCAAGGAGATATACGATTTTTTGGAGAGAACTTTCTATGCTCATCAAGGAAAAGACCC
+CTACATGCTTGAAGAGAAGATAAGGAGGATAATCTACTTCCTTCTAGAGAACGAGTTCATAGAGGTAACG
+CTCGAAGACGAGATAAAGCCTCTCCCCCTTGGCGTTAGAACGACGAAGCTGTACATAGACCCGATGACCG
+CTAAGATATTCAAAGACACCCTTCCCAGGATAGAGAAAAATCCCAACCCCCTGGGAATATTCCACATGAT
+ATCTCTCGCTCCAGATCTGACTCCTCTATCGTACTCTAAGAGGGAAACCTCAATGCTGGAAGACGAGTAC
+TACAGCTTAATGGACAGGCTGTACTTCGAGCTTGACTACGAGAACGAGAGAAAGTTCTTCAGGGCATTCA
+AAACGGCCCTAGTTTTAAACGCTTGGATAAACGAGGTGCCCGAGGGGGAGATAGTTGAGAGGTTCAACGT
+TGAGCCCGGGGATATATACAGGATAGTAGAGACCGCCGAGTGGTTAATCTACTCCCTGGGCGAGATAGCA
+AAAGTTTTGGAGGCATCTCAGGAAGTGGTCGACTACGTAAACACCTTGAGGCTCAGGGTGAAGCACGGAA
+TCAGGGAAGAACTGATACCCCTAATGGAGTTACCCATGGTCGGGAGGAAAAGGGCGAGGGCACTTTACAA
+TGCTGGGTTCAAGGATTTGGAGAGCATAAGGAACGCTAAGCCTTCCGAGCTTCTAAGGATAGAAGGAATA
+GGGGCAAAAATAGTTGAAGGAATATTCAAATATCTTGGCAAGGAGGTTAAGATTACGGAGAGGCCCAGGA
+AGGGAACCTTGGACTATTTCCTGAACCCATAAAATTTTCGAAAAGACGTGGACTATTTTAGATTTCACAT
+ACCTAAATTGTTTACGTGAAGAAAATTAAAACATTGCATTGGTCAAAACAATGATCTAGTCTCTCCGGAG
+TTTCTTCAAAAAATTAGGGAGTAAAGCTAACAAAGGCTTTTATTAAAAGCCTGCGAGAAAAAATCGGTGG
+AATTTCATGCCGGAGAGAGTCGTCATAGCCCTCGGAGGAAACGCCCTTCAGCAGAGGGGTCAAAAGGGAA
+CGTACGAGGAGATGATGGAGAACGTTAAGAAAACTGCAAAGCAGATAGCTGAAATTATCGCGAGGGGTTA
+CGAAGTGGTTATAACCCACGGAAATGGCCCTCAGGTAGGGACGATCCTCCTTCACATGGACGCTGGCCAA
+TCACTTCACGGAATTCCAGCTCAGCCCATGGACGTTGCTGGGGCAATGAGCCAGGGATGGATAGGTTACA
+TGATACAGCAGGCACTGAGGAACGAGCTTAGGAAGAGGGGGATAGAGAGGGAGGTAGTTACGATAGTTAC
+CCAGACAATAGTAGATAAGGACGATCCTGCCTTCGAGAACCCAACTAAACCAGTTGGCCCGTTCTACGAC
+GAGGAAACTGCAAAGAAACTAGCTAAGGAAAAGGGATGGGTAGTGAAGGAAGACGCTGGAAGGGGATGGA
+GGAGGGTAGTTCCAAGCCCAGATCCAAAGAGGCACGTAGAGGCTGAGACCATAAAGAAGTTAGTTGAGGA
+TGGCGTTATAGTTATAGCGAGCGGCGGGGGAGGAGTGCCGGTAATAGAGGAGGATGGAGAGATAAAAGGG
+GTCGAAGCGGTAATAGACAAGGATCTAGCGGGAGAGAGGTTAGCTGAGGAGGTTAACGCTGACATACTGA
+TGATCTTAACGGATGTAAACGGGGCAGCACTCTACTACGGAACCGAGAAGGAGACCTGGCTTAGAGAAGT
+TAAGGTGGACGAGATGGAGAGGTACTATCAAGAAGGGCACTTCAAGGCCGGAAGCATGGGGCCAAAGGTT
+TTAGCTGCTATAAGGTTCGTGAAGAACGGAGGAAAGAGGGCAATAATTGCTCACCTTGAGAAAGCTGTTG
+AAGCCCTGGAAGGAAAGACCGGGACACAGGTTATTCCCTGACTACCTTTTTCTATTATCGTAGAAGTACT
+TCGCCATGGCCTCTCCATAGGCCTCGTAGTACCTCCTATTGACGAGCATCCTCACGAATATTAGGACGAG
+TAACAGCACCCCGAAGGCAACCCCATACGTCTTCGTCGCTTTTATAAGTCCGAAGATGGTAACTCCAAAT
+ATGCCGAACACGACTAAGAACACTAAAGCGAGGAGGATCTTGTATCCATACTTCTCCATGAACAAGGCAA
+AGTCCATAGGATACACCAAAATGAATACGCCCTAGTTTCTTAAAAATTTTCAAGGTGGGAAGAGACCCAG
+ATAGGTAAAGATGGAGGCGGAGGCCATGGATATCAAAAAAGTTATGGGTATAGGGCTTGCTTTCGTTCTT
+TTATTAAGTGTAATTATCACCATGAATACTAAGAGTGACAAAGAGATATTAGAGTCAACATTAAAGATAG
+ACATCCCAGTAATTCCGAACCTTATTGCTATGAATGACTCACTTCTCGAGACTGCCGTTAATCGTGCAGA
+GTATTTAATTTCCCAAGCTCAATCAACTCAATTGAATGACGAAGAAATTCAGAGACTTTTACAAAGTGCT
+CTCAAAAAGCTTGAGATCTCCAAATCTGAAAAGGATCCATGGAAAGCATTAATAAATGCCAGGGAGGCCT
+CGGTAGAGGCGGTAACAGTTATAGCATATGCTCAAGCTAAGAAAGGAAAATTGAGTGAAGAAGATGTTCT
+TAATGAAATTCCAGCGTGGGCGAGCAAGATACAGCTTCTAAAAACCAAAATGAAGTACAATGGGGAAGAT
+CTAGAGCAGTCCATAATTATTACAGCAGAGGTTGAGAGGAGCCTTGATTCTGCTGAGAACTGGTTAAGTC
+AAGCCCAGGAAATACTAAACCTTAAAAACATGTCAAGAGCACTTAGAATTGCCTACGCAATGGGTGCCCT
+GGAAGCCGTTCGTGGGAACCTGGAAGACGCAGAATTCTTGCTTAGTTCAGTTCAAAAAGATGGAATTGAT
+CAGGAAGAGGTCTTTGTAAGGATATACAAGAGACTTAGTAAAGAAGCTAGCTCAAGGCTTGATGATAAGG
+CTTATCCAAAAGAATCCTTTGCAAATCTAACTTTGCATGCGGCGGAGGAGTTCATCAAAAGAGCAGAGTC
+AAGATTTAACCGTGGATTTAAAGCATTAGCAATTATAGACATTATGCACGCATTAGTTTTATTGGAAAGC
+TTAGATGCCCTTTCAGAAGTTCCGGATCCATGGTATACTAATGCCACAATAACTGCTAATGATGTTTATC
+AAGCTAAGAAACAAGCAGTTCAGGCACTGAATGAAGCTATCAAAAACGCTAATGGTAATGAGCTATCTTT
+GTATCTCCTAAAATTCGCTGATTCAGACATAAAGACGGCAGACTCTCTAGTAAAAAGGAGCATAGATTCT
+GGAAGATTTAAAAATACTGAATCACTAAGATTAGCTTATGCATTATATATCCGCGCTACAAGCTATGCAA
+AAAACGTTAACAAAGTTATAGAACTATTACAAGGCTAACATTATTTTCTTTTCTATTTTAACTCTTCATT
+TAGGGTCTTACCTTTTTCTTTTGAAAGCTCGTCCTTTAGGGTGGGGATGCGGTAATTCTGAAACGGCCAT
+GCCCTTTTAAGTTTTTGCAACTTAGTAAGGCCACTCAAGAACAACCCAATGAGACGAGGGGTTTCATCGT
+GACACTGGAAGGAAGACGCCGGTAGGCGTCTCTAAGTGATAATCCCAAGTCATTTAGTGGTAAAGCAAAG
+ATTAGTTATTGGGTTTTATCCTTTTTATAGATCCTTCGAGGAACTAATATCGACAAAATTAAATTAAAAG
+AGGTCAGCCAAGGGCGGAGAGGAAGACTCCAGCTACAACTGCAGTTCCTATAACACCAGCAACGTTTGGA
+CCCATCGCATGCATTAAGATGAAGTTTCCAGGGTCTTCCTCACTTGCAAGCTTTTGAACAACTCTGGCAC
+TCATGGGGACTGCCGAAACTCCAGCGGCGCCGATCATCGGGTTTATCCTACCACCGCTGATCTTCATCAT
+GAGCTTCCCGAAGAGCACCCCTCCAGCGGTTGCCGAGGCGAAGGCAACTATACCCAAAGCCAAGATCATC
+AATGTCTTAGGCGTTAGGAAGCTCTCGGCCCTCATAGTGGAACCAATTCCAAGGCCCAGGAATATCGTAA
+CTATGTTCATCAATTCTTCCTGCGCTGCCTTGCTAAGCCTTTGAACGACACCGCTCTCCCTGAAGAGGTT
+TCCTATCATTAGCATTCCAATTAAGGGAGCCGCTGAGGGAACAAGTAACCCTATGACTATCATGCTTACA
+ATTGGGAAGAGGATCTTCTCCCTCTTTGACACGGGCCTTAGCTGTTCCATTCTAATCTTTCTCTCCTCAG
+GTGTAGTTAGGGCCTTAATGACTGGCGGCTGGATCAACGGAACGAGACTCATGTAACTGTAAGCAGCTAC
+AGCAGTTGCCGAGAGGATGTGTGGTGCCAACTTAGTTGTCAAGTATATCGTTGTGGGGCCATCGGCACCC
+CCTATTATTCCTATTGAGGCAGCTTCCTTCAGGTTAAAGCCAAGGGCCAAGGCCACAAGCATCGCAACGA
+ACACACCTATTTGAGCTGCTGCTCCAAGTAAGGCAGTCTTTGGATCAGCTATCATCGGTCCGAAATCGGT
+CATTGCTCCTAATCCGAAGAATATTAGCAACGGAACTATTTCGGTCTTTATTAGGAGGTAGTAGATTAGG
+TCAAACAATCCTGGGGGGCCGTACTGCTTGTTCAAGTAGCTAAGGGTTGCAAAGATATTACCTTGAACTT
+CCGGGGGGAGCTGAGGCGCTAAAGGCCAGTTGGCCATGTGCGAAAGGGGCAAGTTGACTAAAACAGCACT
+TATCCCGATTGGGAGTAAGAGTAGGGGTTCCATCTTGTACCTTATGGCTAGGTACACTAAGGTTAAGCCA
+ACAATTATCATCACTACGTTTCCCCATGTCAAGTTAAGCAGTCCCATGTGCTCAAAGAAGTCCACTAGAG
+CCTGCTCAAGACCCATTAACATCACCCCAGCTCTATGAGGGGAGTTCCAGTATCGACTGCATCCCCTTCC
+TTGACGAGTATTCTCTTAACGACTCCATCCCTTGGGGCTGGGATTTCGTTTTCCATTTTCATCGCTTCAA
+GGATTAGGAGGCCCTGGCCAAGTTTGACCTGCTGTCCTTCCTGGACAAGGATTTTCAACACCTTACCAGG
+CATTGGGGCGGTAACGACGTTTTCCGAGGCTTGAACTTGTGGAGTTGTTGGGGCTTGAACAGGGGTTGGC
+GTTGGAGTTGGGGTTGGAGCTGGAGTTGCAACTTGAGTTTGAACTGGGGCAACTTGAATCCCAAGGTTAG
+CTTCAACCTCGTAGGTTTTCCCTTCCAAGGTAACCCTGAATTTTCCGGGCATTACCTCTTCAACGTCAAC
+CTCGTACTCTTTACCGTTAACGACGACCTTAACCTTCATCTTCACCACCTATAATTGAAATTCTCAATCT
+CGTCAATCTCCCTCGTCAAGCTCGACAACCACCAGTTTTGAGAGGGCTTAACTTTAATGGGCACCTCCTT
+CGGAACCCTTTGGGAGAGATAAGCTAGGATAGCAGCGGTTATGACGGCTACTCTCTCATCCTCTTCCTTC
+TCCAGAGTCTCAACTTTTTCTTCCTCTTCCCTTTCCTCCTTGACTTCCTTAGTTTCGACCTCTCTCTTAC
+TTCTCCTCTCGAATTCCCCGATTCCATACATGACTACTGCAAGTATCGAGAGAACCAGGAACACTATCGC
+CACACCTAAAATTGTAAGGTAAAAGCCCTCAAGGATTGCCCCCATGGAATCACCTCACAGCGGAATATTA
+CCGTGCTTCTTGGGTGGAAGCTTGACCCTCTTGTTCTCCAAAGCCTCAAGGGCCATGACTATCTTAGCCC
+TAGTCTCGGCCGGATCTATCACATCATCTATGTAACCCCTGCTAGCTGCAACGTACGGGTTGGCGAACTT
+CTCCCTGTACTCCTGTATCTTCTGCTTCCTGAACTCCTCGGGATTCTCGGCCTTGGCTATCTCCTTTCTG
+AAGATTATGTTTGCCGCGCCCTCGGGACCCATAACCGCTATCTCAGCCGTTGGCCATGCGAATACGAAGT
+CGGCTCCAAGGTGCTTTGAACCCATCGCTAGATAAGCTCCACCGTAGGCCTTTCTTAGGATTACTGTGAC
+CATTGGGACAGTAGCTTCGGCATAGGCGTAGAGAACCTTCGCCCCATGCCTGATTATACCTCTGCTTTCC
+TGGTCAACTCCAGGCAAATACCCTGGGACGTCAACGAAGGTAACTATCGGAATGTTAAAGGCATCGCAGA
+ACCTCACGAACCTAGCTATCTTATCCGAGCTGTCTATATCAAGAACACCGGCGAGGTGGATAGGATTGTT
+GGCCACTATCCCAACGGTTTGTCCGTTTATCCTTCCGAAACCAATAACAGCGTTCGGTGCAAAGTACGGT
+TGCAGCTCAAGGAAGTCCGGATTCCCATTCTCGTCCCTATCAACTATTGCATAGATTACCTGCCTAACAT
+CGTAAGCCTTGTTTGGATCGTCTGGGACTATATCGTAGAGTTCTGGTGTTCTTCTAAACGGCTCGTCCTT
+TGGCTTTACCCTTGGAGGCTTCTCCATGTTGTTCGAGGGTAGATAGCTTAGTAGCCTCTTTATCAATCCT
+ATTACTTCCTCGTCGCTCTTACCTATTAAGTGAGCTTGACCGCTCTTCTGGGCATGAACTAGTGCTCCTC
+CAAGCTGAACTGGAGTAACGTCAACGCCCGTAACTGCCTTAACAACTTGAGGCCCAGTAATGAACATGAA
+CGTTGAAGGATTGTCCACCATCAGTATGAAGTCCCCTATGGCCGGGCTGTAAACTGCTCCACCGGCACAG
+GGTCCCATTATAGCTGTAATCTGAGGAACAACACCGCTTAGAATAGTGTTCATCTTGAAAATCTCACCGT
+ATCCCTTGAGCGAGTCAACTCCCTCCTGAATTCTAGCACCACCTGAGTCGTTGAGTCCTATTACCGGAGC
+CCCAGCTTCTAGAGCTAGCTCCATTATTCTCTTTATCTTCATTGCATGCATCTCTCCGAGGGAACCGCCC
+ATTACGGTGAAATCCTGGGCGTAAACGAACACTAACCTCCCGTTTATCGTTCCGTAACCAGTTATCACAC
+CGTCAGCTGGGAGATCCCTTTTGTCCATGCCGAACTCCGTGGCCCGATGCTTAACGAACATTCCAATCTC
+TACGAAGCTCCCAGGGTCGAGGAGAAGCTCGATTCTTTCTCTCGCGGTGAGTTTGCCTTTATCATGCTGC
+TTCTTTATTGCCTCTTCCCCGCCCATCTGGAGTATCTTCTTTCTCCTCTGATAGAGATCCTCAACCTTCT
+CCATCATGCCCATGAGAATCCCCTCCAATCTGGGTTGATGTTTGTAAAGTTACTTAAAAGGTTATTGATG
+CTTCAAATTCTTGGCGTGCAATTAGGTCCTTGATCTGCAAGTTATCTTATCGCTATGATAAAGCTTATTT
+AATTTTTCGTACCAAATAGGTTCGGGGATATGCATGGTTAAGGTTTGGATCGAGAAGTTGCTTGAGGAAC
+CTGAGCTGTACCTACTAAGGGTTGACGATGATAGGATAAGGTACTTCGAGGCAACCTGGGACATACCCGA
+GGGAATAACGTACAACGCCTACCTGATGAAGCTCAAGGATGTCGTGATCTTATTCGATGCATGGAAGAAG
+GATTATACCGAGGAGTTCATAGAGGCCCTATCAAGCTTAGTCGATCCAAAGGAAATTACGCACATAGTAG
+TTCACCACACGGAGCCAGACCATACTGGTGCCCTTCCAAAGTTGCTTGAGCTCAACGAATATAAAGCTCA
+AATCATAGGAACCAACTTCGCCAAAAACTTGCTTCAGGGATTCTACGGTAGCGACGTCGTCAAGAATTTC
+CACGTGGTTAGGGATGGGGAAGAGGTAAAGATTGGAGACAGAACGTTCAGGTTCATTACAGTTCCCTGGC
+TCCACTGGCCCGACACGATGATAACTTACGTCATAGAAGACAAGCTGATATTCAGTTGCGACGCCGGTGG
+GGGTTACGGGATTCCAAGGGCGATAGATGACAGCGATGAGGAGGTAGTCAAAGAGTACCTTCCGTACGTG
+ACCAAGTACATAGTTACTGTCATAGGTCACTACCACAAGTACATAGTTCAGAACATCAAGAAGCTCAAGA
+GCCTGGGGATAATCGAGAGCGTCAGGATGATACTCCCTGGGCACGGATTGATTTGGAGGAGGAACCCAGT
+TAGGATATTCGAGCATTATGAGAGGGTAGGAGCGGGAATTCCGACAAAGGATAAAGTTCTCGTGCTTTAT
+GACTCCATGTACGGCTTCGTCGAGGAGAGGATGAAGGTAGTTATAGAGGAGCTTAGGAAGTACAACAAGA
+AGCCGGTAATTTACAGGTTCACAGATAAAGAGGCTCCAGCCGTAAGCGACATACTCGGAGAAGTTCCAGA
+TAGTGAAGCTTTGATAATTGGCGTCTCAACGTACGAAGCCGATGTGCACCCCAGGATACGCTACACACTC
+TACGAGATATTAGACAAGGCAAACTATGATAAGCCAGTTCTAATCGTTGGAGCATTTGGTTGGGGTGGAG
+TTGCCGGGAAGAAGATTGAAACCCTAATAAGCAGGAGCAAATTCGAGTTGGTTGAGGTTGTAGAGACGAA
+GGGTAGACCAACGGAAGAAGATAAAGAAAAGCTTAGGGAAGCCGTGAGAAGGTTAATTCAATGGATTTCC
+TAGCTTTTTCTTTATTACCAGGACTCAAGTAGATTGTCGGACGAATCCCTTATGCTGTAGCTCAAGTTGA
+TGTACGCGTGAATTTTGTTAAACGCACTATCATCGGTTCCTATAACTAGCATTATAACGCTTCTCGGGTT
+CCAGGGATTTTTAATAACCTCAAGAACTCGAAGAGATCCGCTGTATGATTTTCCCGTCCTTTTACTATAC
+ACCCTTGTCCCATTAACTACCACAAGGGCATTATTTTGAAGCTCAGAAAGTAACGTCTCATTCGAAAACA
+GAACAAGAACGAGATTCCTCTTAAGATCATCTTCCTTTACTGCTGAGACCTTCTTTAGAGAAACTTGAAT
+ACTATATTCCTTCAACGAAGTGTACATAATTTCTGCCAACCTCTTCGCTCTCGGAGAGTCCGAATATGCA
+ATAATTGCGCCCCCAATCTTGGCACTTTCCATGAAATCTCGAACGGTTAGAGGAAGAACAACATTTTTCC
+CACCATTCGTTTTTTCATAAACCTCAGCTATTACCCTCGCAAGCTCAGGCCTGAAATCTTCAAAAGTCCT
+ATACTTGTCCCTGTGCTTAATGTACTCGTTCACGTACGCACTATACACGTCACCTATGAAATAGAAAACT
+TTGCTCTCCTGATTAAGCTTCATCTTAGCTATATCTTCACCCCCGGTAACGTTGAGATAATAAACCTCAA
+AGGCCCTAACGAACGTCTCGCGGAGCATCACCCTGAAGTTCGGGTACGCCATGCTACTGAGCTTCCTCGA
+AACGGGTTCGTAAAGTGATGCATAGGGTGCAAAAAGGTTGTAGTGCTTATCAACTGCCGGATTTACGAAA
+CTATGAGCAAATTCGTGAGCGAGGAAACTTGAAGAGTTAGACGTGGCTTTGACGAGGGGTATACCTTCTA
+CCACAGATTCAATCCCTAGGAACGCGTAAACATGCTTTCCATCATTGGTTTGGAAATAGTAGGCGTAACC
+GTGACAACAGAATGTCGGTTGAAGGATTATATGCCATGAGGAAGCTCTTTCCCCAAAGAACTCTTCTTCA
+AGTTGCACTAGCTCTGCAATTCCCTTGTTTTCTGTAACAAATTCTTGGAGAGTGCTATTGTAGAATTCCC
+CGTGCTCATTATAAAACTTCCAGAAGTTTGTCTTATTTGCGAATTCCGCAATCGCTTCAGCAAATTCGTC
+GAGCTTTTTCATATCAAGATTCACCCTAGACTTTAACATGTCTTCCCAGTCCTTTGCCTTGGAGAAATTT
+TTCATATTAAGATGTAGCGCAAACTTAGGGATAGCATCGTACGTTAAACCCATCCTTACCATTGAGGAAA
+CCATCTTTACGGCCTTTAAATCACGGTATTTCTCAAAGTATAGGTCTATATCCCTGATGTATGGATAATC
+CTCTTTTGATATTCCTATTCTGCTTGGATCAACATTCTCTCGGTACCATTCAACGCCAGAAATGCGGTAA
+ATTATCTCCACCAACTCGACTCGAGGGTCTATCTCAACGTAAACTCTTTCTGATAGTTTCATGGAAATGG
+GCAGGTTGTCCTCATTGAGAGTTGAAGTTGCCTTTGGAGCTATTTTAATACATCCTGATATGGTAATAAG
+CAGCGCTATCAGCAATATACTTAAAACTTTCTTCATACAATTACGCCAATTGGCCAAGAAAGATATAAGA
+TTTTCGTTACCGCAGTTAGATAGTAGAAAAGCTGATAATGGGTGTTTCAAAATACTAACTGGAGGAACGA
+AAAATGAAAGTCCTTGAGCTAGCAAAGCGTAGAAAAACAGTCCGAAAATTCTTGCCAAATAAGCCTCCAA
+GAGAGCTCATATTAAAGGCTATAGAGGCGGCAAAAGAGGCTCCCTCTGGAATGAACGCACAACCATGGAA
+ATTCATTATCATAGAAGACCACGAACTTAAAAGGAAGATTAGAGAACTATGTGAAAAGGAAGAGGAAAGA
+TTCTATTCAACCACGAGGGGAAAACTCATGGAATGGTTAAAGGAAAAAGGGTTTACCCCCAGGAAGCCCT
+TCCTAAGTGAAGCACCATATCTAATCCTAGTATTCTCCAACACCAAGGCGCCATACTGGTTGCAATCGAC
+ATGGATAGCCGTTGGATACTTACTGCTAGCCCTTGAAGAGCTTGGGCTTGGAAGTGTAACGTACACTCCC
+CCGAATCCCAGACCAATAGAGTATCTACTAAACGTTCCTAGGGATTATAAGCTTCAAGTTATACTTCCAA
+CTGGATATCCAGATGATCCAAAGCCAAAATATGAAAGGAAAAGTCTCGAGGAAGTTGTCAGCTTTAATGG
+ATTCTAGTTTCCGCAACATTATTTTTCACCATGGTTAGGTTCATCTAACTAATCAAAATTGCTATATATC
+ATCATGTTCATTATAAGATGGTGTTCCTCATGCCCGTTAAGAGGGCAATAACAAGGAAATTTTTGGAGGA
+AGCCTTTGCCGGGGAGAGCATGGCACACATGAAGTACTTGATTTTCGCTGAAAAAGCCGAGCAAGAAGGA
+TTTCCAAACATAGCTAAGCTGTTCAGGGCAATAGCTTACGCCGAATTCGTCCACGCAAAGAACCATTTCA
+TTGCACTAGGTAAATTAGGGAAAACACCAGAAAATCTACAGGCCGGCATAGAGGGAGAAACGTACGAGGT
+AGAGGAAATGTATCCGGTATTTAACAAAACCGCTGAATTCCAGGGAGAGAAAGATGCTGTAAGGACTACA
+CATTTTGCGTTGGAAGCTGAGAAGATACATGCAGAGCTCTACAAGAAAGCCAAGGAAAGTGCAGAACAGG
+GTAAAGACATTGAGATAAAGAAGGTCTACATCTGCCCAGTCTGTGGCTACACGGCGATTGACGAGGCACC
+TGAGCGCTGTCCGGTTTGTGGAGCTCCAAGGGATAAGTTCATTGTATTCGAATAAAGTTTTGTTTCTTAA
+ACATATTTGGTTTGGATAGCAAACTTTATAAGGTCTAACTGCTAACAAATTAGTGGTGGATTTCGTGGCA
+AAGTGGAGATGCAAGATATGTGGCTACATATACGATGAGGATGAGGGGGATCCCGACAACGGCATTAGCC
+CGGGAACAAAGTTTGAGGATCTCCCCGATGATTGGGTTTGCCCACTTTGCGGCGCACCTAAAAGCGAATT
+TGAAAGGATAGAATGAGGTGGTTGGAATGTTGAAGGACACAATTAAAAGTGGAGATTGGAAAGGAGAAAA
+GCACGTCCCTGTTATAGAGTACGAGAAGGAAGGAGATTTAGTCAAGGTTGAGGTAAGCGTTGGAAAGGAG
+ATTCCTCACCCAAACACTCCAGAGCACCACATAGCTTGGATCGAGCTCTACTTCCATCCAGAGGATGGAC
+AGTTTCCAATACTCGTCGGTAGGGTAGCATTCACCAGCCATGACGATCCCCTTACGGAGCCGAGGGCAGT
+ATTCTTCTTCAAAACGAAGAAGAAAGGAAAGTTGTACGCCCTAAGCTACTGTAACATTCATGGCCTTTGG
+GAGAACGAAGTTCAGCTTGAGTGATTTTCTCCTTTCTTTTATTTAATTGCGACTAACCAGTACCTCCTAT
+CGTTCGGCTTTAATTCGTGAAGGTTTCCGTAGATCTTCACCTTTCTGAAGTGCTTCTCAGCTAATAACCT
+CATTTCCCTGGGAGTATAGATGTTTAATTCATCATCAACCATGAAAGTCTTGACGCTTCCATCCGGCTTA
+ATTATCTGGACAAGCCTCTTAAAACGCATCTTTTGGAATGCAGGCTCAATCTCTCGCCAGTCAGTTATAA
+CTAGCCTTTCATCTCCATTTTGCTCGTCCCATATTATCGGATAATCCTTTCCGCTGTAGAACCAGCACGG
+GAAATCTGCAACGAATATCCCTCCAGGTTTCAATGCCTGCTTTATTGAATTAAATAATTGTTGAATTGAA
+TAATCATCGAAGTATGTAATTGAAGAGAAGAACATCGTTATGGCATCGAATTCCTCCTCAAAGTCTATTT
+CAAGGGCATTTCCCTGGATAAATTCAACTTTTATGCCTTCCTTCTCAGATTTCCTCCTTGCAACCTGCAA
+CATCTCTTCGTGAAGGTCCAAGCCTATAACCTCATAACCTCTTTTGGCAAGTTCAAGCGTTGGAGTTCCA
+GTACCGCAAGCTAAATCTAGAATTCTCTTAACTTCCCTTTCGGCTTCCCTTCGAAATAAATCTTCAACGA
+AGTCTATCTCCTTCTTTACCAATTCTTTCCTTTTGCGGTAAATCACGTCGTAGTACTCCGCGAGAACAGT
+GTAAAGCTCGTGCATAGAATCACCATGGGTGAACAAGAGTTCAAATAATTTAAAAATCTTTTCGGTAATT
+TCCCTAAAATATCTCAGTTTCTGGCAATATCTTTAGCAGTCTTTTTGATGAAATTGAGTATTTCTTCAGC
+TATCCTCCGAGTAGTATTCGAAAGGAGAACCCTCGGGATAAACATGGGGATAACGAGATGCCATGTAGTT
+TCTATCAAGTTTCATAGCTATGTAGAACAGCTTCTTAGGAACATCAATGCCCTCACCCACTAAGTTCCTA
+AGAAGTCTCGTTATGGAGTGTCCAATTGGGGCGGAACCCATACCTCGAAGAAGTGCCTTAACAGCCAGTT
+CTGCTGCTTGTTGAGCCTTGAAACTAGCCCATTCATAGTCACCACCTTCAAGATCCCGTAGAGCGGAGCG
+AAGATTTCTTTCTGCTTGTTTTATCCATCTCTCATATTCGCTCCACTTGAACATTCTCCTCACGAGGAAT
+CTAGAGTAGGGGGTATTTAACACATTCGCCTACATTAGCGCTTCTTAACTTTTTTTTTTTTTTTTACACT
+TTTCTCCTCCGAAAGCCTCGCCCTTCAGGGGGATGTAGTAATCGGTAATCAAGTTCTTTCAACGGTTAAT
+TAAACCATTCTGGTTATCCGCTACTTTGGAACTTGGGAATCAAATGTAGCGGATAACCTTCCATCCTCCT
+ATCTTCATCGGCTGGCCTTCCGGGGGAACGGTAACTCCCTACATCTTCAGGCAGTCCTCATTCGGGCTTA
+CAAACCTCACATCGAGGACTGCCAAGCCAACCTAAATACACCGTAAAACAATTTTTCATTTGTTGCTATC
+CACGAAACAGTCCCAGGTATCATAAAGAGTGGGGGCAATCTTGAGAACTTTCAATTCTCAATATTTATAA
+AAAGTTGAAAACTATAACTTCTCAGGTGTTAACGTGAGGCTTGGTGATATTGCTTACATGAACCCTTGGT
+GGGAAGGAAAGGAGGATTATCATGTAAAGCGTTGGAAAGAGCAGAAACTTCATTGGAAGCCGAGATGGTT
+AAAAGAGCTTTCTCTTAAGCCATTTTCATTGAACTTCGTTCTTGGTCCAAGGCAGGTAGGAAAGACTACT
+GGTATAAAGTTGCTCATTCAAGAATTACTAAGGAATAATCCACCAGAAGGCATTCTTTACCTAAACGTTG
+AGGTTCTATCAAGCTATCGCGAGCTCTTAACTATTCTAAGAGAATTTCAGGAGCTCAAGGTAAGGGAGGG
+GATTAAAACTGGTTACATCTTCCTAGATGAAGTCACCTTCTTGGAGGGTTGGTGGCGTGGTGTTAAACCG
+CTAATAGACGCTGGTCTTTTGGAAAATGATGTGATTACAATTACGGGTTCAAGCTCTCTAAAAGTTAAAA
+AAGACATCGAGCTCTTCCCAGGAAGGAGGGGACATGGAAAGACGATAGAAGTCATGCCTCTCTCATTTTC
+GGAGTACATTGAAATAATGGGAATAAAAAAGCCGGAATTGCACAGAGAAAAGGTCCTCAAGCTTTTCGAG
+GATTACCTAACTACGGGAGGTTTTCCACCCTCTATAAACGGGTTTCCCATGGAAGATCTCTTGGGAGCGT
+ACATAGGGGAGCTCGTTCGCTTCGGTAAAAGTCTTGAAATAGCGAGGGAAACCTTCGCGGCGATAATAAG
+GAGCTCCCCCTCGGCGACGAGCTTCAGGGCTTTGGCTGGAATGACATCCGGTTACTCCTATAAGGTTATC
+CAGGATTATGTGGAGTTCTTTACTGAGCTTTATATCTTGGGAATAGCCTATCTTAAGCAGGGAAATCAAA
+TCATGTATAGGCGTGAGAAGAAGTTTTTCTTCCGCGATCCCCTCTTAGCTAAGCTCTTTGCAATGTGGAG
+TGGAATGGAATTGAGAGAGGATGCCCTATATGAATGGATCGTCCAAGAACATGTCTACAGACGCTTTGGG
+GAAGTTTACTATTATCGGAACTCCTACGAAGTTGATGTGGTTGCTAAAAATTTAAGGATTGAAGTCAAAG
+CTGGAAAAGCTCACAGGAGATATCCCAGGAATGTTATTGTACTCGAAAGGGAGGATATACCCTTCTTCCT
+TCTCGAATTGTTAAATGAACGGGGCTTCAATATTTAAGTTAAAAAACCTTAGGCTAAGTATTCCTGGGAG
+GCAAAGTTGAGCTACAGGGAGAAGTACAACAGAATAGGTTCAAGGTACGACATCCTCGAGGTTCCACTAA
+ACAGGTACTTTGAACCGTTGAGGGAAAAAGCCGTAAAGCGAGTTAGCGGCAAAGTCTTAGAAATCGGGGT
+GGGAACCGGGAAGACTTTGAAGTATTATCCCAGGAATGTAGAGCTTTATGCCATCGACGGAAGTGAAGAG
+ATGCTTAAGGTTGCTAGAGAGAGGGCAAAATCTCTCGGGATAAACGCTAAGTTCATAAGGGCCGAAGCCG
+AGAACTTACCTTTCCCAAACGATTTCTTTGACTACGTAGTTTCATCTTTCGTCTTTTGCACAGTTCCAAA
+TCCAGAGAGGGCTATGAAGGAGATAGTGAGGGTTCTGAAACCAGGTGGTGGGGCTATATTCCTGGAGCAC
+ACACTTAGCGATAGCACGGTGCTCAACTTGTTCTTCCTAATGCCTCTGGAGTTAATACTAAGTCCCCTCC
+TGGATGACAGCACGACGAGGGAAACGCATAAGTTAGTAAGAAAATTCCTGGAGGTTGAGAAGGAAGAAAG
+CTACTATAGAGGCATCGTTAGGCTTATAGTGGCTAGGAAACCTTTTTAATCCAAGGAAATAATTTCCTCC
+CATGAGAAAGGTTGCGTTGCTTTTGCTTCTCGCACTTTTGATTTTCTCTCTGCACCTGTTCAAACCAGAG
+GCTAGAGAAGAAAGGCTACGCCATTTCCTTGAATCCCAGTACGTTCCAGAGGCTGGACTGCTCAGGGCAG
+CCGTCAAGGCTTATCCAGATAACGAGACGATATACATAGCGAACGATAATCTCCTAGCCTCGAAGGCCCT
+TGAAATTTTAAATTCGCCTTTAGCTCCCAGGATAAGGGAGAAACTCAATGAGTATTCCGGCGGATGGAAC
+GGAAAGGTTGACGTTTTGTTGGGAAAGCCAATAGAAGGTTTTTACTGCTCAAAGCTTCTGAAAATCGGTA
+GCGTATACTCTAAGAAATTCAAGGCCAACTTCTCAATAATGTGGGAACTCACTAACAAGACTTGTCCAAT
+GAAGGATTGGATGGAGTACGCTGACCTAATCGCGTACGCTGCGATAAACGCAACCCTAAGTGGAGACATC
+GAGAGAGCCTACAAACTATATGAGGGCATGCTCAAGCTTTGGGACGGTCATGGTTTCAGGGATAAGGCTT
+TCAACGGTGTTTATCAAACTTACAAGTGTGCACTCTTCATCTACGTCCACAGGCTTCTCCATAAGCCTAA
+AGTTGGGGAAGAAGTGTATAGAAAGTGCTCCAAGATAATTATCGAGCTTCAAGGAGAGGATGGGGGGATA
+ATAACTGGGTATAAGGTCAAAGACGGAAAGATAATTCCTTGGGGCGATGAGAACACTGAGACGACTTCAA
+TTGTCGTTTTGGCTTTCTATTCACCAGGCTTTCCAATTGGGAACACGTAAAGTGGATCCCCGTCAACTCC
+CAGGACTTTCCTAACTTCATCATCGCGGAAAGCTCCAACGGCTACTGTTCCAAGGTTTAGGGCTGTAGCT
+TGGAGGTAAATGTTTTGTCCCATGTGCCCGCAGTCTAGGTGGACGTACCTTATTCCCCTCTCTCCATACT
+TACTCGTTGTCCTCTCGTAGTGAGCAACTATCACTATGCTAACCGGAGCGTTAAGGACGCATTCCTGCTC
+TAGGCAAGCCCTATAGAGTTCCTTCCTAATGTCTCCCTCCCTAACCAGGACTAGGCTGTGCTCCCTCCAG
+TTGTAGTAGTAAATTCCAGGTTTTATCCCTTCAACGTTCCCAACGACAGCGTAAACTTCCAGAGGATACC
+TGGCACCGGCACTTGGGTAATTTCTTTTTCCCCAGGAGTTAACACCGGCCGCGGCCCAGAGTATTTGGGA
+AAGCTCCTCTAAACTAATTGGCTCGCTGAGGTACTTCCTGATGCTCCTCCTCTTAAATATCGCCTCTTCA
+AGGCTTACATTACCTTTAGTTTTCGGCCTTGGCAACTTGATTTCCATGATACTCACCAATGATAATTATT
+TCATGGAATTATTTTTCAACCTTTTTGCAAAGCTTAAATAGGTTCAAGTGCTAACGCTTTCAAGCGAGGT
+GCTAATTAATGGATAGGAAGTTGTATAGGGCTAAGGACGAGAGGATGTTCCTGGGAGTTCTCGGTGGAAT
+AGCGAAGTACTTGAACGTTGATGCAACGATAATCCGTTTGCTTTTCCTCCTGTTCCTAGTGCTAAATCCA
+GTCGCGGCCATAATCCTGTACTTTGGCGCTGCAATAATAATGCCTGAAGAACCTGGGGAGGAAGAGGGAG
+AGGAAGAGCTACCTAAGAGGATTGAAAAGCTTAGAAATGAGATCGAGGAGGGCTTCAAGTTCGAGAATGA
+TGCAAAAGTGCTTGGGCTAGCTTTAATACTTCTCGGCTTGGCCTTCATCCTGAAATCTTACGTTTTCGTT
+CCTAAGGAAATCCTAATGGGAGGTATACTCGTGGTGCTTGGGTTATATTTAATAGTGAGGAGGTAGGAGC
+ATGGGAAGGATAATCGGATTATTCCTATTCCTCTTTGGCCTGCTCCTAATTTTAAAGGCCGTTTACCCAG
+GATTCCTGGGATACCTAGCCAAGTATTCCATCTACATTAAAAAGCCGTTCGTAGGATTTATGCTGGTATT
+CATAGGCCTCTTCATGTTATCAAAGAACAAGATTTGGAGGACAATAGTGGAGGTAGCCTTTATCCTCTAC
+ATCCTTCTGTATATCCTTCTATAAAAAAACTAAACTTCTAATATAGTCCCAGTCCTTACCTCCACGTACC
+TCTCACCATAGTTCTTCCTTACGAACATCTTTGCCATTTCTCCTGAGCAGTGAGCTGGAGCAATTAGTTC
+GCTTAATTCGGCTAACCTCCTTAACCTCTGGATTGGAGGTGAATGAAAGCCACCTATAACGAGGTAAGCC
+CTCTTATACCCTGAAGCCTCTAAAACCTTCTGAACCATCCTATCAACTCCAGGATGACTGCATCCAACTA
+TTACGATCAAACCAGAGCTGGTCTCCACTCCGACAGCCTGCTCTATCCCATCAATGACTCCAGATGTGTA
+AACTCCCTCCTCAATTTCTCCAGCGGAGTTAATCGCTATTGGTTGGAATCCCCACCTCATGGCCATGGCC
+AATCCTTGAATTGGAGCGTAGAACTTTATCCCAGGATTGAGCTCGGCTATGTACTGAAATCCACCATAGT
+GGTCGTAGTGCCAATGGCTCAAAACTGCGAAATCCAAGTTCCTTAAGTTCACATTTAGTGCCTTTGAGTT
+GTGCGCTAAGACTAGAGGGTTAGTATCAGCATCGAAGAGAAACCTCTTTCTTCCTTCAACCAAAACGCTC
+CATCCCCAATCGTTCATCAAACCCTTTGAGGGGACGTTATCGTTTAAAATAATTAACCTGGTCATGGAAT
+TAAATTAGACTAACCTAACTTAAGGCTTGCGGAGCTTAGCTATGAAGAAGCTGTTGCAGTCATGCTTATG
+GGTCCACGCCCTAAACACCTTTTCTCCGATCTCCAGGAATCCTTTATCTCCCCATTCAAACGGGTAATCA
+ACTATCTCGAAGCCTTTTTCGAGCGCGAAGATAACGTTTTCCTCGTTCTCGTCTATCCTTATAGAGCAAG
+TTGAGTAAGTCATCTCCCCACCGCTTCTGAGGTTCCTGTAAGCGTTTAGGAGCATGTTTCTCTGAACGCT
+TATAACCCTCTTTATCTTCTCCTCATCGAAGCGCCACTTGACCTCGGGGAACTGCCTGTACGTTCCCGAA
+CTCGAGCAAGGGGCATCGAGTATTATTTTCTCAAAACCTTCCCTATCGATAAAGCTTTGACCATCAGCGT
+GAACTAGCTTGACGTTCTTAACTCCTAGTCTCTTCATCCTCTCCTTCATCTTCATTAGCCTATCGTACGA
+GTAATCAACTGCCACTATCTCTCCCTTATTTTCCATTAAAGCCGCGGCGTGGAAGGTTTTACTTCCTGGG
+GCAGCTGCTAAATCTAAAACTCTCTCCCCAGGTTCCGGGTTTAGAACGTGGGCTACGTAAGCCGAGGCTA
+AGTCCTGAATCACGAAGTATCCCTTCCTGTGCCATTCCAGCCTAGTAACGGGTTTTTCATAATCCAAAAC
+CTTCAGAACGTCATCTACGGGAGTTAAAGCTACCCTGACGCCGTTCTCCTCCAAGTATCTCCTTACCTTA
+TCTATATCCGCCTTAAGGGTGTTCACCCTGACGTAATATCTCTGGGGCCTTAGGTTGCTAAGAAGTAGCC
+TGACGGCTTCATCATACCCTAGCATATCGATGATATATTCAACGTACCATCTCGGATGTGAGAACCTAAC
+TGAGAGCCACTCTATCCTATCCTTCTCTTTGAGTTTTCTTAGGGCCTTCTCCACGTTGAACTTCTCAACC
+TCCCTGAGGATTGCGTTGGCGAACTTGGCTTTAGTTAAGTCGAACTTCTCCTTGACAACCCTTACAACTG
+AATCAGTCGCTATTGCTGGATTAACGCCCTTGAACTTCATCTCAAACGTTCCTATCCTGAGGAGGTTAGC
+TAAGTACAAGTCTAAGTCCTCAACTTTTGAACCCCTTAAGACTGAGTTAAGAATAAAATCTATCTTCGCT
+CTCCACTTTTCGATTTCAAAAACGTAAGCGTGAGCTATCCCCCTCGCGGTTTCCTTGTCCTTACCTTCAA
+CCCTCTTGAATATCCTCTCTAGGGCGTGCTTTGATGATAGCTCTTTCTCCTCAACTAAGGTTAGCGCGTC
+CGCTATTATCTCGTGAAGGCTGACCCTGTAAAATAGCTCCATGATTTGAAGTTGGGGATAGCTTTTATAA
+CGCTTTCCCAGGATTACTCAGCTAAGTTATATTCTTAATGGTTATATTTAGGATCAAAAATTATGTCGAA
+AAAGATATAAATCTTCCGTGGGATCAACGTGAAGGTGAGATAAAAATGAAACCGCTTCACGATCCTCTCT
+ACATAACGGCCGTGTTCAAGCAAGTCGGTGATGCTTATCCAACCGATAGGGGAACCGAGTTGAAGTATTC
+CAGGGAGGAAAATCCAACGGTTAGAAAACTAGAGGATAAACTAGCAGAACTTGAAGGTTCAGACAATGCT
+TTGGCCTTCAATAGCGGAATGTCAGCGATCTCAACTCTCTACTTTTCCCTACTTGAAGGTGGTGATAAAG
+TAGTGCTATCGATGGAAGGCTATGGAACGACGATTGAGTTGGCAAAGCTCCTTAGGAAATTCGGCGTAGA
+TGTTAAGCTCGCCTATCCAAGTGCAGATTCTCTGATAGAAACCATAGATGAGGAGACTAAGCTCGTTTTG
+GTGGAAACGATGACTAATCCAACACTGAAAGTTATAGACGTTCCGGAGGTCGCGAAGAGGTGTCGGGAAG
+TTGGGGCGATATTAGTTGTAGACAACACCTTCGTGACTCCACTCCTCTACAAACCCTTGGAAGATGGGGC
+AAGTTACGTCGTTCATAGCCTCACGAAGTACATAGCGGGTCACAATGACGTTTTAGGTGGGGCCGTTCTC
+TGGAATGGGGAATTCTCCAGGGATCTCTGGGAGTGGAGGAGGAGGCTCGGAACGATAATCCAGCCCTTCG
+ATGCGTGGATGATTGAGAGGGGAATGAGAACCCTTGAAGTTAGGTTCGAAAGGCAATCCGAGAACGCCAT
+GGCCATAGCGGAATTCTTAAAGGATCACCCAAAGGTTAGGGAAGTCCACTATCCTGGACTTAAAGACGAT
+CCCTATTATAAGGTAGCCAGGAGGCTTTTTAAGAAGGATCTTTACGGCGGAGTAGTCGCCTTTGACTTGG
+GTAGTGGAGATAATGCCCTGGCCTTCTTGAGGGGATTGAAAAGGATATTCCCATCGCCTTCCCTGGGAGG
+CGTTGAGAGCATAGCAACTTATCCAGTGAAAAGTGCCGCCAAAACTCTAGATGAGGAGATTAGAGAAATT
+CTCGGGATAACTGATGGTTTAATAAGGCTCTCGGTTGGCCTTGAACCTCTTGACGAGCTTATTGAGGACA
+TAGACAACGCCTTGGGGGTGGTGAGATGAGGATTCTAAGTTGCCCTAAGGATCTCCTAAATGGCCCATGT
+GGCGGTGCTTTGAATGGTGTTTGTGAGGTAGATGGGAGACCCTGTCCATGGGTTCACTTCCTGGAGAGGT
+TTGATCTACTCGATGGTGCCCCTTTACTGGTTGAGCATCCAATCGTCATCGAGATGGAGAGATTTGAAAC
+TGAAGAAGTAAAGTTAAGGGAAAGCGAGTTTTTGAGGAACCTCAGAAAGGGAAAGGCACTTTCCGTTGAG
+TTTCCACTAAAGCTATTTGAGAAGGGGAGGAGGGATTTTGAAAATGTTAATGCCCTGTACACAATTCCAG
+ACAATCCCCTTGGATATCCACATCTATCCTCAACGGCCTTGGCCACTTGGCTGAAAATCAAAGGATTTCA
+GGTGATGCCCCACGTAACCGGCAAAGACAGGAACGCCCTAGCGATAATTTCTGAGCTTAGGACTGCCCTT
+GAATTCGAATTTGAGGGAGTCCTACTTACAACTGGAGATTGGCCGGGCCTTTTACTCCAAACTAAGCCAG
+TCTTTGACTTAGATTCCCCAAATATGGTAAAACTTGCCAAGTTAATGTTTTCTGGAGTGCTACCGACTGG
+AGAGAGGATAGAACTCAGGGAAAGGCCGTTCATAGCGGCCACCATGAATCCCAACTATTCGGCTAAGGTT
+GAGGGGAAGAGGGTAGCGAGGAAGTTAATTGCCGGAGCTGATGTCCTCTTTACGCAGGTAGTTGCCAGCG
+TCGAGGCCGTGAGGAGGATTCCCGAGATATTGAGAGAAGCCTTAAGGTATTCCAGCGTAGAGGTTCCCAT
+AGTTGTCTCCCTTTTGTATCCTATAACCAAGGATCTTGAAGGGATTCTGAGGAAGATGGGGGTGAAAACC
+GGGAGCAGCTTTGAGGAAATTGTTGAGGAAGTTTCCTCCCTCGAGCTTGGAGGGATAAATCTCATCGTTT
+TCGATGAGAACTCCTGGGAAAAGAGATTGGAAGAAGCCTTTGATATAATAAAAGGAGGTGTATGAGTTGA
+TAGTTCCGGCCCTTATAGGTAGCCTGCCCAGACCTGTCGGGTTGGCGAAGAAGATAGAGCTCTACTCGAT
+AGGAAGGTTAAGCGAAGAGAAGCTCGAGGAGGCTTACAGGGACTACACGAGGAGGGCATTTGAGAACCTG
+AAGAAGGCTGGGATAAAGGTAGTAACTGATGGACTTTACCGCTGGGACGACATCTTCAACCCGTTCATAA
+GGTTCATCGAGGGCGTTGAACTCAACGGATTGTTCAAGTTCTACGAGAACAACTTCTTCTACCGCTCTCC
+AGTGGTTAAGGGGGAGCTCTCGCTTAAAGAAAATCCAATTCCAGAGTGGATAAGCGTGGCCCAGGACATA
+AAGGATGAGGTTTACCCTGAGGCGACCCTTAAGGCCGTCCTCCCTGGACCAGTGACGTTGGCTTACCACT
+CCATAAACGAGCATTACAAAACGTTGGACGAGCTAGTTGAGGCGTATAAAGACGTTATAGCCGAGCTGAT
+TAAGGAACTCGACGTTTCAATCGTGGAACTCCAGGAACCGGCCCTAGCGGCTGAGCTTTCAAAGGCCACG
+AGGGAAGCTGTGGAACACGTAAGTAGAGATGTTGCAAAATCCGCCATAGAAGAGTTGGCTAAGATAAAGA
+GGCTCTGGGTGGTTACCTACTTCGGCACTCCCCAGGTGGTTCCCAGGAATGTTATTCTAAACGTTGATTT
+GGTGGAAGGGAGGATTCCAGAGGGCTTAGAAGGAGAAGTCGGTCTGGGAATAGTTAACGCTAGGGAAACT
+AAGATGGAGAGGGCCGATAGGCTTAGGGATAAGTTGAGGAAGTACGTGAGGGAATTTGACGTTATCTACG
+TAACCCCGAACACTTTACTCGACTTTCTCCCCGAGAGCGTGGCCTGGAGGAAGTTGAGGCTTTTAGGAAG
+GCTAGCTGGGGGTGAGTGAGATGGAGTTGCCCATTCTTCCAACGAGCGTTATCGGTAGCTATCCCAAGCC
+AAGATGGTTGCTCAGAATGTACAAGCTTAGGGAACTAGGCAAAATACCCGAAGAGGACTTTAAAGAGGCC
+GTCAAGGATGCAAGCGTAGCGGTGCTTAGGGAGCACGAGAGGGCTGGAGTTGACATTCCCTGGGATGGCG
+AGATGTGGAGGAGTGAGATGACGGAGCACTTCACGGCGAAGATTTCAGGGTTTAAGTTCTACGGTCCTGT
+TAGGGTTTGGGGCAACGCCTACTTCAACAAGGCTGCTGCGGTGGATAAGCTCGAGTACAAGGAACCCTTA
+GTCCTCGAAGAATTCCTTTGGGTAAGGGAAAACACAACCAGGGAGATAGTTAAAGTTCCAATAACAGGTC
+CCTATACTATAGCTGAGTGGAGCTTCAACGAGTACTATCCAGACAAGGAGAGCTTCGTGATGGATCTGGC
+TAAGATAATAAATAAGGAACTTAAGACTTTGGAGGAGCACGGTGCAACGTACATCCAGCTCGATGAGCCG
+GCTATGCTGAATCACCCCGATGAAGTTCCCCTAGCTGTAGAGGCAATCAATAGGGCCGTTAAGGGGATAA
+AGATAAAGGTTGGCCTCCACGTTTGCTACTCCAACTATTACCTTCTAGCGGACTACTTCGACGATATTAG
+AGTTACCCAGTTCGCCCTCGAGTTCGCTAACAGGCAGTTTAGGGACATGGACTTCCTGAAGAAGTTATCC
+GGAAAAGAGTTGGGCTTCGGCGTCGTCGACGTTCATAATCCTAGGATAGAGACCGTCGATGAGATAGTTA
+GGGCGATAAAGAAAGCTTTTAATTACCTAGAGCCTGAATGGCTTTACATAAATCCCGACTGTGGATTGAA
+GCTTCTAGACAGGAGAATAGCCTATCAAAAGCTCGTGAACATGGTGAAGGCCGTTAGGATAGTTAGGAAA
+GAACTCGAAAAGGAGGGAAGAGCAGAGACGGAATTTAGAACGCTAAATGATATATAGCCCAATTTCCTGG
+GTTGAGGGGTAATAATCTAGGCCGAGCTTTCTCCTGTAAATCATTATTTTGTCTAGCAATTCAGTTATTT
+CCAAAGTCCTTCCCTTGTTCAGCACTTTTATCACGTCATAAAAGCTTAGAATGTTCTCTGCAACTTCTCC
+TGGGTTCTTCAGTATGTTCTCTCCGTCAAAAAGGTTCTCCCTAATTAGGTTAATTATCTCGTCGCCAGGG
+GAAAGTAGTGGAGCGAGAGAAAGTGATTGTAGTGCTATCCAATTGATTATGGCAGCATCTATAAAGTGAA
+CGCTGGCCTTAAGAACTCTAGCCTTGGCGTCAGCGTACATAGCTTCTTGTTGGTTGAAGTCAGCGAATTG
+AATCTCGTCAAGCCCTTCCAAGCCTTCGAGCTCAAACCTTATCGTTTTCAACTTTGCATCTAGCACAGCC
+AATAGAGTCTTCACATCGTCTATACCTATTAAAGTTGATGATGCTAGGATATTTGCTAACACGACGGCAT
+CGCTCCTGTGCTTTAGCCTATCCTTGAATTTACTGTAGAGGATGTAGCTAAGCTTTCCAAGTATCATCTC
+CCAGGATATAAGCTTGAGCTTCTCTAAATCTGGATTATCCATCGCATCCAGGATATCGTCAAGGAGGAAG
+TAAACGTTACCATCCTCGCTTATTTCAGTGTACGGAAGGATAACTATCTTTTCGCCCTCGGCCTTATCCC
+AGCTCTCCAGTGGCACGAAGTTCACGTTACCGTTCCCAACTTTGAAATATGACGAGACATCTTTTATGAA
+ATCATCAACGACTAGTGAAGATAGCTTTAGTACATCTTCAGCCGAATCCGCATTTAGAAAGCTGGCCATA
+AACCTGTGAAAATATGGCCTTGATACTCCCAAAAGGCACCCCCAATAATTAATCTTAGGACATTCAGGTT
+AAAAGTTTTCCTATTCTTTGGGTTTATCAAAAAGTTGTCTAAAATATTTCGGAATATTCGAGTTCTTAAG
+CTAGATAATTGTTGAAAAAGATTTAAATAAATATTTTTTCATAAATGTTCTGATATGAACATTTGTGCCT
+AAAGGCGGGGGCGATATGAAATGGAGGCCAGGACTCAAATCTTAGCAGTTCTAGTTTTCTATTTGGGTTT
+TTTGATTAGCGTTGGTATATATCAAGGTAGAAAGGCAAAGAGCCATAAAGACTTTTCAATTGCAGGTAGA
+CAGCTTCCTGGATGGGTTGCCGCTTTGTCCGAGAGAGCTACTGGAGAATCCGCATGGTGCCTACTAGGAC
+TCCCAGGATTTGCATTCGCAGCAGGCCTTGCAGCGATATGGCCAGCTATAGGTTGTGTTTTGGGAATAAT
+AGTTGCTTGGGCAGTCTTCGCCGGAAGGCTGAGAAAGGAAGCTGAAAAGTACGATGCGGTAACGTTCGTT
+GATTACATAGCCAAGAGACATCCTGAGGCGGAGAAATGGATAAGGATCTTGGGCAGTGCAACTATAGCGT
+TCTTCTTCTTTTTCTACGTTGGAGCCCAGTACTTGGGCGGAGGAAAAGTGTTAAACACCTTATTTGGCCT
+TGATCCTAAGTTAGGAATGCTAATAACCGCATTGGTTATCCTTCCATATACTGTTATGGGTGGTTTGAAG
+AGCGTAGCTTATACTGATACTGTTCAAGCTATAGTTATGATATTAACCCTCATCGTGGCCCCGATCGTGG
+GTGTTATTTACATAGCAAACCATCCCGAACTTTATGCCACTTCGGTTACAGCGGCCCTAAGCAAGGCCGG
+GGTCAAGTATTCAACGATCTTAGGTGGAATGGCTGGAGCCGCTGCAATAGTCTTCGTTATAGCGGAGTTT
+TCCTGGTTCTTTGGATACTTGGGAGGAATGCCACAGCTTAGTATAAGGTTTATGGCGATAAAAGATGATA
+AGAATGCCAAGCTGGCCAGGAATATTGGAATAGGATGGACGATAATTGCGTACATAGGCGCCCTAATGAT
+CGGTTGGATTGGAATAGCAATATTCGGACCGAATGGCCTCAAGGATCCAGAGCAAGTTATGCCCTCGGTG
+ATGCTAAAGCTTTTCCCACCAGCCTTAGCTGCAGTTTTCATAACGGGAGCAGTTGCTGCAATGCTATCAA
+CGGCGGATTCCCTGTTAATACTCTCATCCACGGAGTTCTCCGAGAACATTCTGAAGCCCTATATCTACAA
+GAATGAAGCCGATCCCAGGAAGAGCTTGATGGTCTCAAGGTTGACCACAGTGTCCCTGGGAATAATCGCA
+TTGATAATGGCCTACGTCGTGCCTTCCCATCTTATATATACGATAGTTGGATACACCTGGGCAGGGATAG
+GGGACACTTTCTCCGTTATAGTCATCCTAACCTTATTCTGGAAGAGGTTCCACGGCAAAGCGGTTCCACC
+AACGATAATAGCTGGGCTTCTCTTCACAGTGTTCTGGATAAGTTCAGGTCTAGATGCAAAGGTCTCAGTG
+AGACTAATGAACTTCATAGTAACCTTCATAGTGGCCATCATTGCAACGTACGCGATTAAGCCAGAGAAGA
+CTTGACGATTTTTCAAGAATCCCTCCCAAACTTTTTAATTTTCCCTTCCTAACTTTTTTCCATGAAAGTT
+AAAGTCTCAGTTTTCGGATTTGGAACCGTCGGAAGGGCATTGGCAGAAATAATAGCCGAAAAGAGAAAAG
+TCTTCGGAGTGGAGTTAAATGTCGTCTCAATAACAGATAGGAGCGGAACTATTTGGGGAGATTTTGACCT
+GCTTGAGGCCAAAGAGGTTAAAGAATCAACAGGAAAACTTAGTAACATCGGTGAATACGAGGTTTATGAC
+TTCTCACCCCAGGAGCTCATAGAGGAGGTTAAGCCCGACATACTAGTTGACGTTAGTAGCTGGGATGACG
+CTCATGAGATGTATAGCTATGCTTTGGCAGAGGGGATAAGCGTCGTAACAAGTAATAAGCCGCCGATAGC
+TAACCACTACGATGAGCTAATTACCTTAGCTAGAGAAAATGGGGTTGGCATATTCTTTGAGTCAACGGTT
+ATGGCGGGAACCCCGATAATAGGGTTGCTTAGGGAGAACCTTCTAGGAGAAGAAATAGTGAAGATGGAAG
+CCATCGTTAATGCGAGCACAACCTTCATCTTGACGAGGATGGAGAACGGTAAAACCTTTGAAGAGGCCAT
+GGAGGAGGCTAGAACCTTAGGAATCCTGGAGGAGGATCCTTCCAAGGATATAGATGGTATAGATGCGTAC
+TACAAAGCTAAAATCCTCCACTGGGTTTCCTACGGGGAACAACCGGAGGAAGAAGAGAGGGAAGGGATAA
+GGAATGTTAAAGATGCTAGGAACGTTAGATTAGTTGCCGAGATATCTAAGGGCAGGATAAGCGTTGCCCC
+GAGGAAGCTTCCAGATAACAGTCCCCTACTCGTTTCCGAAGTTGAAAACGCAGCATTGATAAAAACCGAG
+AACTTGACCTTAACCCTAAAGGGCCCAGGAGGGGGTGGAAAAGTTACAGCTAGTGGGGTCTTCACGGATA
+TAATAAAAGCCGCACTTAAGTTTCCGAGTCCTCGCTAATGCCTTTCCTTTATCCTCATCGTGTACTTTGG
+ATAAATCTCCCTCGTAAAGCGGACGAACTTCGTCTTCCTTGGACTCTTCTCGATCCTTATCTTTATGTCT
+GGGGAAAGGTGCTCATAGTATTGGCCATCTACAGCTAATATAACCTCCCTCTTCGTCACGAATTCAATCT
+CAATCTTAGAGTACCCAGGAACTACCATCGGAACCGAAGTCCTTGGGAGGGGGAGGAGGGGAGCTATTAT
+TATCGTATCTAACCTTGGATCAACGAAAGGACCTCCAGCCGACATGGCGTAGCCGGTGGAGCCAGTCGGC
+GTTGCAACTACCAACCCATCAGCCCTAACTTCATCTGCCAATCCCCCATCGACGTAGTACCTTAAGTGGA
+TTACCTTCCCTGGGATTCCCGTCAATATTGCTACCTCGTTCAACGCATCCGGGATTCTAGCCTCTCCGTT
+GATGTACGTTCTAAGCTTTATTCTCTCGTCTATGTAATATTCACCACGTAAAAGTCTGTTTATAGCGAAA
+AACGTTTCAGACGGCTCAACTTCAGTTAGAAATCCAAGAGTGCCCATGTTTATGCTTAAAATTGGAATAT
+CTTTCTTTGTTTTGTGCTCTATCCTAAGGATCGTCCCATCTCCGCCGATAGCTATTATAAAGTCGACGTC
+GAACTCTTCCAGCTTCGCTATGTCCTCTTCCTTGAAGTGGGGGAAATGCTCGTAAGTCTCGGAATCGACA
+ATTGCATCGTAACCCCTAACCTTCAGGTAATCGTAAACCCTATAGGCGAGCTTGAGGGCCTCTTCTCTAT
+CTCTCCTTGCAACTATGCCAAACCTCATAAAAATCGAAAGTTCTCAGGAGCTTTCATTTTTAACTTTACC
+GCTCACTATGTGAATCGAAATACAACTAATGAGGTCCTTTATTTAAGGTCTTATCGCATTCCCTATTAAC
+GATGAGATAAAATCTTATAAGTGGTGAAGTTTTAGTATAAAAGGCTGTCGTGGGGGGGCTTGGCGAACGC
+CGTTCCCTAGGGCCCCCGAGTGAAGCCCGGGTCGAGGGCGCGATGACGGCCCGGATCTTCGTGAGGGGGC
+CCTGCCACCAGAGAGCCAGCGGGGTTGGGGTTGGGCGGTGTGTGGCCCGCTGGATCGATGAAGGAGGCAA
+GGGCCCTTTTGAAGACTTTGCCTTGCTCTTCAAGCTCGATGAATTATCCGAAAACTCGATGGAGAGACTT
+CTTAAACTCTTTGATGGAAGGTGAAATAGGTAATCCTAAATAAAAAAGTTATTTCTATTTAAAGCAATCC
+CATGTTTTTCAATTCAGCCAAGAACTCTCCAGGTGTCAAAATCTTGAATCTACAAACTTCGTTTCCCTCT
+TCATCCTCGATTATGATCTCCTTCGTCTTAGGATCCCCAAGACTAATGATATCCTTGTTGTCTAAGGTTA
+TCACGAAATCAACGCCCGCCTCACACGCAACAGATAGGACCTCACTATCCTCAGGATCATCACTAGCATT
+AACGTAAACCTTCGGCTCGATTATCCTAGCTCTTTGCAGATACAGAGTTAACATCACATATGATCGAAAC
+CTCGCAAGCTCATCAGGAAATCTTCTCGCTAATGTACTCTTGGATTTTATCACTACTCAGTTTAGCCGAT
+AGCCTCTCGATCATGAAAGGAGAGGCGTACCCAACAATCTTCCCCTCATTCAACAGCTTCATCACGGTCA
+TTGGACCCGCTGTCGGCCCTCCTAACACGGAGGACACGACGACGTTTAAATCTATCACTACCCGAACCGG
+CAAACTTTGAATTGACCTCCCTCTCGACATTCTCAATCACCTCTCGGAGCTCCTCCTCAGCGGGAGGAGT
+GTTAGGCTCTTGTGATAGCACGAGCTCAATCACGTCCTCCGAAGGGTAAATCACTATCTTGTCGAACATC
+TCAAATAGGACTTTTTGCAGGGCGTAGTTTATAAAATCCGAGCGATCCTTAAACAGTCCAAGCTCAACGA
+GGGCTTCAATCTGCCTATCAACGAATTCTGGGATTCTAACACTAATGATTTTAGTGGGGTTCCCTCTAGT
+GGCTTTTCGTTTCGTCACAACGTACATTCCCATCCCTCCAGGTCTCTATCTTTGGTAATACATTTGTGAT
+ACAAGTTAAAAAGTTTTTTTGCATAGGAATTTCCCAGGATATTATTTGAACAAGCCTAGATTTTTGCTCT
+GGATACTCCCCTATTTCCTACTACATACTGCATGACCGAGTGTGGCTAAGGTTAAGGTGCGATAATAGTT
+GAGATCTTAGTAAGAGGGCTACTATCACCAGAGAGGGTAGAGTCAAGCTAAACCCTCGTTGTTCACAATA
+GGGGATCAGTCCCTAACGACCACGAACTTAGTGTTAGCTATCAGGATTATCAGAAAGACCGCAATAATCC
+CCCTAAGAATGTATGAAACTAACTTTGGATATGGCCTCGGGAATTCATGGCTCGAAACCATAACTGTCCC
+TTCATCCCAAACGAGAGCTTCTCTGGGCATTTTAGCAAGGGAAAGGGCAACCAATATATCCCCAGAGAGG
+CCCGCCGTATTTAGGAGGAATGCGAATCCCCAGAAGAACGAGCTGTAAATCTTAGCCAATGCCAAGAAGA
+TTATAGATAACACTACCGGTGCCAGGCTAACTTTGACGTAATCCCTGGCCCTAATTTTACTTGGAGTCGC
+TATGTAAGGAGAGACATCTAGTTTGGTTATTGACGAGATGCCAACCTTAATCTCTGCGCCAAGGAGCTTT
+AGAACTAGAACGTGCATGCCCTCGTGCAAGATAATAACGAGCAGTAGAGGCAAAATAATGTACTTGGCGA
+ATTCAAACATCGATTTTATTTCCACTCCAACTTCTCCAACTATTAAGGTCGCTACCTTAGCTGAAAGTGC
+GAACAATATAAAGTAGAGCGAGAGCAGGTCCCATTTGTACTCTTTCAAGTCCAGCTTGTTCATTCAGTAC
+TCCCTCTCAACCATGAAACTCGCAAGCAACTCTAAATCCTTTCTCGCCCTGCTCTCGGGTAGAACGTTTA
+AAGCCTCATTTGCCTTCTCAACTAGTTCCCTTGCTATTCTACTCGCATAATCTATGCTCCCATGCTCCTT
+GAGTAGCTCTATGGCCTCCATTACCTCCGCCTTTACGTCCTCCTCTATTATTCCCTTCCCCTTAACGTCC
+CCAGCGTACTTTCCAAAGACCTTTAAGAACTTCTCCTTCGCTTTCTCATCCGCGTTCTCGAAGAAGTGAG
+CAACTATCAAAGTCTTCTTGCCCTTCCTAATGTCGCTACCCACTGGTTTTCCAAGCTTCTCCTCGTCGGC
+TATCAAGTCTAGGACGTCATCCCATATCTGGAACGCCATTCCAACGTTCCTTCCCCACCTCGACAGGGCC
+TCTATGTATTCCTCGTTTTCGGTTCCAACTATTCCCCCTACTTTAGCTGAGGCATCAAAGAGAGCTCCAG
+TTTTTCCGCTTATCATCCTCATGTATTCCTCTATGCTAACCATTTCCCTGTTCTCGAATTCTAAGTCCAA
+GGCCTGCCCCTCGCAGAGCTCATTTGACGCCTTGACTATCGTTTCAAGAACTTTAGCTTTCTTTTCAGGT
+GAAATTTCAGCCCTAGATATAGCCTCGAAGGCCTTGCTGAATAATAAGTCGCCGGCTAAGATCGCCATGT
+TTATTCCCCAAACCTTGTGCACGGTCGGCTTTCCCCTCCTAGTCTCGTCCATGTCCATTATGTCGTCGTG
+GACTAGGGAATAGTTATGGATCAACTCGATGGCAACTGCCGGATAAATAGCCTTCAATGCATTTCCACCA
+ACGGCTTCTGTTGCCGTCAAAACCACGAAGGGCCTAATCCTCTTACCACCTGCAAGCGGGTAATGTCTGG
+CTGCTTCGTAAAGAACCTTGGGCTCTTTCTCGGGAATTAACTCGAATAACTTTTCATCGACTAGTTTAGC
+CCTCTCCTTTATCCTATTAAATAGCTCATCGTACTTTCCAACCCCCATTTTCATCCCTCCAATGAGCCAG
+GTATCTCAACAACGTGACCGTTCCTGGAGATGAAAACTTCCTTACCTATCATATAACCCTCCTCTTCGGC
+CAGCTCCGCGTAGTGGGTTAGCATCCTAAACTCACCGTGGGCCGGAACTATGTACTCGGGGTTGAGCATC
+CTGATTAGGTACCTGTGATCTTCTTTGCTTGCATGCCCAGATACGTGAAGGTTCTTAATCATCCTTACTC
+CCTTCATCCTGAGCTTCGTTTCGAGGGCGTACCTCTGGGCTACGTTTAGGGGATTAGGTATGACTCCCGC
+AGAGAAGACAACCGTATCCCTGGGCCCTATGTCGTACAGTTCGCCGTTGGCCATCCTGGTGAGTATCGCC
+CCCGGCTCTCCCTGGTGCCCAGTGACTATCAAGAGGTAATTTTCCCTAGCTTGGGAAACTTCCTTTAGAA
+CTTTGCTAACCGCATTTGGGCTCCTTAAGACCCTAGATCCCTTCATCTTTATTAATCCAAGTTGCTTTGC
+TATCCCGGTGTACTTTGCGAGGGACCTGCCTATGAATATCGCCTGCCTTCCCATCTTGTTCGCTATCTCG
+ATCAGCTCTTGAAGCCTCGCTATGTGGCTGGCGAATGTTGTAGCTATCAAACCATCTGCCTCCATCCCCT
+CGTAGAGGAAGAAATCCTCCAAGAGCATCTTAGCCACTGCTTCACTCGGTGTCTTTGTTTCTTCGGCAAC
+CCTAGTGGATTCCGCTATGAGAACTTTAACACCCTCTTTGCCAAGCTCCTTGAGTCTCTTGTAATCTGGT
+CTCTCTCCATATGGATGATTGTTGTCGAACTTATAATCGCAGGCATAAACAACTGCACCTTCTGGGGTGT
+GAATGACGACTATAGAAGATTGCGGAATTGAGTGGGTTATCTGGACGAACTCTATGGCGAGATTCTCACT
+CACCTGGACTATCTCCCCATAGTTAGTTTCGTAGAGGGGATTCGTTACCTCGAAGTACTCCTCTCCCTTT
+ATCTCGCTCTTCGCTAACCTTATGGTGTAGGGCGTTCCATAGATGGGAACGTCAGGATAGTGGGGAGCTA
+GCTTCCCAACGGCCCCTATGTGATCTAAGTGTCCATGGGATAGGGCTATGGCGACGACCTTCTTATTCCT
+TATAGGCCTATCGTCTGGTATTGCACCGAGCTTCCTAAGGTCCTTCGAGCTCATCTTCTGAAACTCCACA
+TCCTCGTGGATTAGAACCCTGTCGAGCCTTATTCCCATATCAACTATAACTACCTCTCCATTATACTCCA
+CCGCGGTCATGTTCTTTCCGACTTCCTCGTATCCTCCCAGAGTGTAGATCTTGATCATGTTTATCTCCTC
+CCACACCTCCCGAGCCAGGTTGGCACGGGAGGAAGCTGAAGCTAATTACCGAACTTGCTTTATAAGGTTG
+TGGGGATAATTAATTTGGGTGAATCCAATGATGGTGATACCCAGGGATAAGCACGTCTACTCTTTCGGTC
+CAAATATGAAGGAAGTTGCCAGGGCAAAGCCCGGGGAAATTGTAATCTTCCAGACGTTGGATGCCCTAGG
+TGGTCAAGTTAAGTCCGAGGAAGATACCATAGAGAAGATAGACTTCTCAAGGGTTAACCCGGCAACGGGG
+CCCCTATATGTGGAAGGGGCAAAGAGGGGCGGAATCTTGAGGGTGGACATATTGGACATAAAGGTTGAAG
+GTAAGGGAGCGGTAGTTACGGCCCCAGGAGCTGGAGTTTTAGGCAAAAAGGTTGAGAGACCACAGACAAG
+AATTTGCGAAGTTAAGGATGGGTTTGTGATCTTTAAGGGAATCAAAATTCCAGCAATGCCAATGATCGGA
+GTTATCGGGGTTGCCTACGATGAGGAGGTTCCAACGGGAACCCCAGGAAAACACGGCGGAAACATGGACA
+CAAACCTAATCAGAAAGGGAACCACCATTTACTTCCCTGTCTTCGTTGATGGAGCTTACCTCGCTATAGG
+CGATTTGCATGCCGTAATGGGAGATGGCGAAGTCTGCGTCTCGGCTTGTGAGGTTTCTGGGGAAGTTACG
+GTTAGGGTAACGCCAATGGAAGGAAAGCTAGAGTGGCCATTGCTCGAGACCGAGGATTCATTCTACCTGC
+TAGTCTCGGATGAAAACCTAGATAAGGCCATAGAGGAAGCCGTAAGTCTAGGAGTTGAAGCCTTGAGGAA
+ATCAAATGACCTTAGCTGGGATGAAGCTTACATGCTGGCAAGCTTAGTTATGGACGTCGAGATAAGCCAG
+CTCGTTGATCCGAGGAAAACCGTAAGGGTTAGGATACCTAAAGGGTACGTTAGGTTAGAGAGCTTTTTAA
+CTTGACATTAAATTTTTCCTTGGTGATACCGTGAGGTTCACGGAAAACTTCGAAAGGGCCAAGAAGGAAG
+CTCTAATAAGCCTTGAGATAGCCCTCAGAAGGGGAGAAGTAGATGAGGATATAATTCCTCTCCTGAAAAA
+GATAAACGAGAAGCCAAATTACTTCACAACATCATCATGCTCTGGGAGAATCTCGATAATGGAGATGCCA
+GATTTTGGGGATAAGGTGAACGCTAAGTGGCTTGGGAAATGGCACAGGGAAGTTTCTCTAGATGAGGTTC
+TTGAAGCTATAAGGAAACACAGGGAAGGACAACTCTGGCTTTTGGTTAGGAGCCCAATCCTGCATGTTGG
+AGCAAGAACGCTCGAGGACGGGATAAAACTCCTTAACCTAGGAGTCTCCTGCGGGTTTAAGTATTCTAAC
+ATAAAGAGCATAAGCGACAGGAAGTTGATAGTTGAGATAAGGTCGACGGAAAGGTTAGATGCCTTACTTG
+GAGAAAACGGGGAAATCCTTGTTAGCGACGATTACATGAGAAAGCTCGTTGAGATAGCGAATGCCCAAGT
+CAGAAGGTTTAAGAGAAAGTTAAAGAGATTTGAGGAGAGGATTGAAGAACTTTAAGGCCCAATGTGCATC
+ATCTGGCTGTACATTTCCCAGTCTAGGAGTAGCTCATATTCGGCCCTGAGCATGTAGTAGTGACCCCTCT
+CCATGTCGCTTAGGGATTTCATTAGCCTTTTCTTTTCCTCGCCCTCGACGATGTCCATTAGCTTTTCATA
+GAACTGCGCCGCAATTTCCTCAGCTTTCATTGCCCAGTGAATTAAATCTATAACATCTTGAGACCCTTTC
+AACTCTTTAGCAACGGGCTGAAGCTCCGGGCCAATGTGCTCCTTCGGAAATACGACTTCCTTCCCAGGGA
+ACATCGAAGAATAAAGCTTCCTTAACATTTTCTCATGCTTCTCCTCCTCGCTCGCTAACCACAGGATTTT
+CCCCTTTAATGGTTCAATATCGATTTTCTCGGCAAAGCTTTCATAGAACTTTCTAGCTTCGATCTCAGAC
+TTTATTGCCATTCCCAGCAATTCTTCCAGAGGGAGCTCCTTTATCTTGTCTAAACTTACTTCCATTTTTC
+GGACCTCCATTATGGCCAATTTAGAATATTACTCCCTACATCTATTAAGACTTTTCCTTGGACCCCCCCG
+CGCTGAGGGGCGAGGCTTTCAAAAGAACTACAACTTCAATCAAGGTTCTATACTTATGGGACATAGAAAA
+TCTTATAAGTTCTCATCCCAACTTTGGGCGATGCTAATGAGGGGGGATCTATTTATCATCCTATGAGCTC
+AAATTAAGGTCTTCCTCTTCTAGGTTAGCTACTTCTATAAACGTCTGGAGGGTTCTGAAATGATAAAGGA
+GCCAGAGTTTAGAGAATACGATCCAAAGAAGCTAGAAGAGAAAGTGGAGAAGTTCTGGAGTGAAAACGAA
+ATATACAGGAAGGTAAAAGAGCTCAGAAAGGACGGGCCAAAGTACTACTTCCTCGACGGACCCCCGTACG
+TTAGCGGCGCCATACATCTAGGAACAGCTTGGAACAAGATAATCAAGGACATGATAATACGCTTTAGAAC
+CATGCAGGGTTACAACGTTTGGAGGCAACCCGGTTACGACATGCACGGCTTGCCGATAGAGGTTAAGGTC
+GAGCAGGCCTTGGGTCTTAAAACGAAGAAGGAAATCGAGGAAAAGATAGGAGTTGAGAACTTCATAAAGA
+AGTGTAAGGAGTTCGCTTTAAACAACCTCAAAATAATGACCGAACAGTTCAAGATGCTTGGCATTTGGAT
+GGACTGGGACAATCCGTACATGACGATAAAGAACGAGTACATAGAGTCCGCGTGGTTCACACTTAAGAGG
+GCCTGGGAGAAGGGATTGCTCGAAAAGGACAAGAGGGTTCTTCACTGGTGCCCCAGGTGTGAAACGGCTT
+TAGCTGAACACGAAGTTAGGGGAGAGTACAAGCTTAGGAAGGATCCGAGCATATACGTGAAGTTCCCCGT
+GGAGGGGAAGGAGAACGAGTATCTACTAATTTGGACCACAACGCCTTGGACTTTACCAGCTAACTTAGCG
+GTTTCAGCTCACCCAGATTACGATTACGTTAAGGTTAAAGTGGAGTTTAACGGCAGAGAAGAGTACTGGA
+TACTAGCCAAGGCCTTGGTTGACAAGGTTCTCGGCGAGATTGGGGTTAAGGGAGAGGTCGTTGAGGAGTT
+CAAGGGAAGGGAACTCGAAGGTCTGAGGTACGTGCACATCCTTATGGATGAGTATCCGAGGCAGAAGGAG
+TTCAAGGAGAAGTATGAATGGGCCCACAGGGTTATATTGGCTGACTTCGTAACCCTCGAGGAAGGTACGG
+GTTTAGTCCACACCGCCCCTGGACACGGTGAGGAGGACTTTGAAGTTGGCCAGAAGTACGGGTTACCCGT
+TTACAGTCCATTGGATGACCAAGGAAAGTACACCGAGGGGAAATGGAAGGGAATCTACGTTAAAGAGGCA
+GATCCCAAGATAATAGAGCACTTGAGGGAAAAGGGCTACCTCGTGAAAGCTGGAGAAATAGAGCACAAGT
+ATCCTCATTGCTGGCGCTGTAAGACCCCGCTTATATTTAGAGCCACAGACCAGTGGTTCCTGAAGATAAG
+CAAGGTTAAGGATAAGATAATCAAGGAGAACGACGAGAAGGTAACCTGGTATCCGGATTGGGTTAAGATA
+AGGTTCGACAACGGCGTAAGGGACAGTGGCGACTGGGTTATAAGCAGGCAACGCTACTGGGGAATTCCAC
+TTCCAATATGGCAGAGTGAAGATGGCGAGATATACGTGGTCGGCTCATGGAGAGAATTGGTTGAGCTTGC
+GGTTGCCATAGAGGTTAACGGCGAGAGGATTGAGTTACCTGAAAGCTACGAGGAGAAGCTCAAGGTTATA
+GAGGAGAAGCTCGGCCCAGAGGACCTTCACAGGCCCTACGTCGATGCATTCATAATAAAGGTCAATGGAA
+AAGATATGAGAAGGGTAAAGGACGTTGTAGACGTTTGGTTCGACAGCGGAATAGCAAGCTGGGCTTCCCT
+GGGCTACCCCAGGAATAAAGAGCTCTTCGAAAAGCTATGGCCAGCTGACTTCATAGTTGAAGGCGAGGAT
+CAAGTCACCAAGTGGTTCTATTCACAGCAAGCCGCGAGCATAGTGGCCTTCGACACCGTTCCATACAGAA
+GAGTGGCAATGCACGGCTACGTTCTCGATGAGAAAGGGGACAAGATGAGCAAGAGCCTAGGAAATATAAT
+AAGGCCCGAGGAAGTCGTTGAGAGGGCTGGAAGGGACACTTTCAGGTTCTACATGCTCTGGGCAACCAAT
+CCCTGGGAGAACCTTAAGTTCAGCTGGAAAGGTGTAGAGCAAGTAAGGAGAATGCTAAACATACTTTGGA
+ACGTTTACGTTCTAGCATCAACGTACATGAGCCTAGACAACTTTGACCCCAGGAAATTAAACCCAGATGA
+GCTCCCCTTCAGGGAGGAAGATAAGTGGATACTAAGCAGGGTTAACAGCTTGATAAGCGAGGTTGAGAAC
+GGCATAGAAAGCTTTTACTTAACCAAGGCAACTAGAGCTCTATACAACTTCGTCGTCGAGGACTTGAGTA
+GGTGGTACGTTAGGCTAATAAGGAAGAGGCTCTGGGTAGAGGGAGAAGATCCAGACAAGTTGGCCGCATA
+CTACACCCTTTGGAAGGTGTTCGACGTTTTGCTAAGACTACTCGCGCCATTCACGCCCTATATAGCTGAA
+GAGATATACCAGAATCTCATAAGGCCGTTCACAAACGTCGAGAGCGTCCACATGCTTGACTGGCCCAAGG
+TGGACGAGAAGGCCATCGATGAGGAACTCGAGAGGGAGATGGAGTTCATAAGGAGGATCGTTGAGGCCGG
+CTCTGCAGCTAGGCAAAGGGCAAAGATAAAGCTTCGCTATCCAGTTAGAAGGATAATCATCGAGACCGAG
+GACGAAACAGTAAAGAAGGCCGTTGAGAGGCTAAACAGAATACTAAGGGATCAGCTGAATGCCAAGGAAG
+TTAAGGTTGGAAGGGTTGAGAGGGAGCTAACAATAAAGCCGAACTTCGCCAAGCTTGGGCCTGAATTCAA
+GGGAGACGCCAAGATAATAGCCAAGTGGATAAATGAGAACGGAAGGGAGCTCTACGAGAAGGGAGAACTT
+ACAGTTGAGATAGACGGAAAGACGTTCCACTTAACGAGGGAGCACATAATAGTGGAAGAGAAGCTTCCAG
+ACTTCTTCGTCAGCGAAGAGTTTGAGGGAGGAAGGGTCTTCGTAGATAAGACCCTAACGAGGGAGTTGAT
+AGCAGAAGGATTAGCTAGGGAGTTCGTGAGGAGAATACAGGAGATGAGGAAGAGACTTGACCTAGATGTA
+AACGACAGGATAATAGTCACGATAGAAACCACGGATGAGAACGTTGAGCTACTCAAGGAGAACCTCGACT
+ACATAATGAGAGAAACTAGGGCTGATAAGATAGTGTTTGGAAAAGCTAAGGGCTACGTTGTGGAATGGCC
+AGAGGTTCAGGCGAAGATAGGGATTGAGAAAGTCGAAGAGTAACTTTGGCTTCTTTTCTCTTTCACTTCA
+TTTAAATTCTAAGAATGCTCCAGACAGTAAAGAGCATGGCCACTGCAATTGAAAGCATAATAATCGCAAG
+AATTCTCCCACCAACCCTGCGCGAGAGGTAAATCCCTAGAAAGCCAAAGAGAGCGTTTAAGATTGAGAGA
+ATCAAAAACCCCTCAGCGTTTCTAACCACTGCATTGAACATTCTCAGAACGTCTTCCGGGTAGTTTTTGG
+TTGAAATGTAAGAGGAAACGACCCAGATAACGGGAATCGCGAGGGTAGAGACAAGGGATGTTTCGGCGAT
+GAACTCAAAGGCATCTTCTGCTCTTCTACTCTTGAGGAAGTACAGAGGAAGAGCCAAAATCCACACCACC
+ATAGTGACAAAGATAGGATACATCACTACCATAAGAAAAGCCAGGCCAACGAACGCCATGATGGCGAAGA
+AAACATCGTGAAACCACAGAAGAGACGTGCTGAGAAGTCCCCAGATAATGAGGTGATGGGCTATGCACTC
+CTGTACGTCGTGCTTTAGGTATCCTGAATCCCACGGTTCATCCCAGTGCTCCTCAAGAATCTCGCCAATT
+CGCTTGATGTCACTTTTCCTGTACCCGTGCTTCTCCAGAATGCGGGCGAGGAAGAAGACCATTGAACCCA
+TTACGAGAACAAAAAGAAAGGCCGTAATGAGGGCCCATTCACGGGTTATGACGTCGAGTTTCACCCAGAC
+GAAGCCAAACACCATTGAAAAGAGCACCACGGGAAAAACGAAAATTTCAAAGATAATTTTTCCCTTCACA
+GATACCACCCAGATTTTTGTCCGAACTAAAGTGAGTGCAGTTGGATAAAAATCTTTATCACGAGGGGAAT
+CAGAGCCAGGGAGATCAGCAGGAGCATTAAAAGGCCAAGCTTCCTCTTTCGGGGCAGGATGAAAATCCCC
+GTAAGGCCGTATAGAGCGTTCAGGGCAGAGAGCAACAAAAGGTTCTTATATAGATTTACGTTTACGTGGA
+ATTTTAGGAGAGAGTTGAACGCCTTAATTCCTGAGGTTCCAAGATGTTGGAATATAAACCCTAAAAGAAT
+CAGAAAGCTCCCAGAAACCAGCGAAATTAGCAGAACTTCCTTGAATACAGGCGAGAATCGTTTTCCAGTT
+AAACTTTCATAGAGCATCGAAGGAACGTCCATGAGTAATATCGCCATAGAAGCAATCAACAAAAGTCCGA
+CGGTTATAAAAACTAACGCATAGTCAATAGCGAGGGTTATCCCCTTCTCAGGACCATTAATCAGAACTAC
+GGAACTAAAAGCACCCCATATTAAGATAGCACGAAAAATTCCTGATGTCAAATCGTTGATTATTTCTGAG
+TTAACCTGCTCAAGAACTTTGGGAAGCTCTTTAAATTTGAGGTTGATATAACCTGTCTTTCTCAGGCGCT
+TTTTGAGCACAAGGATAATGAAGGCCAGTACAAGGAAGAGAGAAACTATCGATGTAATTAGCCAGGGGAC
+GTTGAAATTCTCACGCTGAATATTAGAGATTGGGTGAATGTAAAGAAACGTCCATATAACTACCCACGCT
+ATTAACGGAACCATTACAGCCTCTATTATCAACCTTTTTCCAGATTTCATTTTGGGTCCTGACATTATCC
+TTGTTTTGTTTTATTAAAGTTCTTGGAACTCCCTCTGTATCGTCCCCCAAACAGTCTGAGGCAAAGAACC
+CGGGTTCGCGAGCAATATTAACCCGCCATTTTTCGCAAGTACGTTATCTTTAAGCGAGAGAAGGAACTTC
+ATAGTTGGCTTCTCTCCATTGTAGAGGAGTAAGTAATCTAAGCTGTCGAGGATTACGAATGTATTCTCGT
+CTAAGTTGCTGAGGATATAATGCATAAGTGGTGCTAATTTAGTCGGTTCAATTGACTTCTCACCCTCAAC
+GTTGCTAACCCAAATGTATGGTATTCCAAGCTCCTTCCATATTTTTGGAGACCTCGTTATGGCTAGAGCT
+TTCTTTCCCGATAGGAGCTTTTGGATCTCTTGACCGTTAAGATTTGTAGTATAATAGGCCCCCGAGGGTA
+TAGGTTCTCCTGGGTGATTAATTGCTTTAGGTCTCACCTTTAGGGAAAATCCCCTTGCTAAATAAAAAGT
+TGTTAAAGCTAAGATCGCTATCCCAATACTCTCTAAAACATCATCTACTATCTTCAAGGTCTTATATGGG
+ATAATATCGTTTAAAACGTTAACAAGGTAGCCGAACCATATTACAGCGATTCCAACTAAGCTGTATCTTA
+CAGCTCTCTTTCCGAATAGGTTTTCTAAGTACTTCCGAACGAAGAGAATCAATAGGATAATTATCGTGAA
+CGCAACGAAGGACACAAACTCGGTAAGTAGCTTTACACTCTCATAACTAATCATATCCATCCCATATAAA
+TTTACAACGAACCTTGGAAATATTAAAGTTTCGAAGCTAACTTTGCGTTACAAAGTTTAACCTGGGTATA
+TATACATCGTCCAAATTAACATATACTTGGTGATAGTATGGAGGAAGTTAGGGAACTCAAAGAGGTCCTC
+GACAAAGTTGAGAGAAAACTAATCGCAGGATTTCACGTGTACACTGCTCTAGTTTACTCGGCGTGGCTTG
+CGGCCATAGGAGGTTACTTACTCCTAACATTCTTGCGCTTTGAGTATCTCGGCATGTACTGGCTAATAGC
+TATCGCCTTAATAATAGGGCTCACGATAAAGGTTTACACTAAGTACATAAGCTCTGAACATGGAGAGGAA
+AAGCTAGGCTATGCTTGGATAGTAGGTTGGATCCTCGGTGGAATATCCTGGGTATTACTTGGAGATGCTA
+GGGGACTTGCAACAATGATAGTCCTAGGCCACGTAGGGATGTTCGTATCCTTTAGGGAGAACAGCATGCT
+GATTCCACTAGCTTTAGCGCTCGTTTTATTAAAGCCAAGCTGGGAACTTGCCGATGCTTTGATAGTTCTA
+ACGTACTCATTAACCGCCCTCGTTAACTTGTACAAGGCCTTCAGGGTGATTTAATGGAAGAGCTTAAGCA
+ACTTATGAAGTCCCACATCCTTGGAAATCCCGTGAGGCTTGGCATAATGGTTTTTCTCCTTTCCAGGAGA
+AAGGCCACTTTCTCCCAAATTCAAAAGGTTCTGGATTTAACTCCTGGGAACTTGAAGTCCCACTTAAATG
+TCTTGGAAAAGGATAAATTGATAAAAACGTACAAAGTTATAGCCGATAGGCCCAGAACGGTAGTCGAGAT
+AACGGACAAAGGTATTCAAGAGACTAGGAAATTTCTTAAGATGTTGAAAGGAATAATAGATTCGATTGAG
+TTTTAGCAATACCTTTTTAATTGTCCCCTTGAACTTAAGTTTAGGTGAGAGAAGTGGCCGAAGACATTGA
+GGAGATAAGAAGAAGGAAGCTCCTCGAGTTGCAGAGAAAGTATTTGGAGCAACAGAAGGCCCAGGAGGAA
+GAGGCCAGGCAACAGGCATTAATAGAGGCTCAAATACAGGCAATACTAAGGAAAATACTAACACCTGAGG
+CAAGAGAAAGGCTTGCTAGGGTAAGGCTAGTTAGGCCAGAGCTGGCGAGGCAAGTGGAATTGATATTAGT
+TCAACTCTACCAAGCAGGTCAGATAACCGAGAGGATTGATGATGCCAAGTTGAAGAAGATACTTGCCCAG
+ATAGAGGCTAGGACGAGAAGAGAGTTCAGGATAAAGTGGTGATTTCGTTTTCTACATAATAATACTTATA
+TACAATTTAAGGGACAATAACTAGTATGAAGGGTAAATCATTGATAATTCTCCTGATCATTGGTTTGGTT
+ATTTTAGCAGTTACTCTTACAAGGCCAAGGGAGGCAACATTTCCGAGCGTCACAATAACTCCTGGGCCCC
+AGAAGATTAATTCTGAAGAAGTCTCTTCTAAGATAAAAGAAAACCTTGAAGGGTGTTTCTCTATTACAGA
+ACTCAGGGAAAATCCAAACTTTACAAAAGCTAAGCCCGTATTATCACTATTGGCGAACAACACAAAAGTT
+TACATTTTTCTGTACCCCAACTCGACCTCTGCCCTAGAGGCGGAGAAAGAAGTAAGGGAAAACTTGGGAA
+TTAACTTTAGGGACATAATAAACAATGATACCCTGGTCTTTTCTCAGTACATGGATTATAGCTACGCTTT
+AATAGTCGCAAAGGGCCCTAAAGAAGACCTTGAGACACTCGAGATGTGCATCGTAAAAGTTGGTCCGAGC
+CCAGGAAAGATACTCTACCTCTTCACCCCGTTGGGAAGGCACTTTTACAATCCACTAGAGGGACGGAAAA
+CCCTTGAGAGCAGGGACTGGCTTGAGAGCAAGGGAGTTAAAATTAGCGGTTACCTCGACAAGCTTGAGGG
+TAGCTACAAGGGTTGTAACTTTGCAATCTTCATTTACAAGCCAGATTATGCCACGAGGGTATACGATGAA
+CTTAAAAAGGCTTTCTTGAGCTCTGGTTGGAAAGAAAGCAGGAGTTTTACTCTACCCTCGGACTTTGGAA
+GAAACCCAGCTGGTAAACTTATAATGTATTCCTTCTTAACCTCGGGAGATAAAGTTGTCTACCTTGAGTT
+AGCCAGCTTCCCAGCTGGGCACAGGGTGAGCTTGTTCTATTGCAATGCAACAAGTCTCGATGCCATTAAC
+GAGCTCTGGTAAAGGTTTTATTTCTATTTATTTACCTAATATCATGGCAAACCTTCCAGTGGAAGTTGTT
+AAGATTCTGGAGATTCTAAAATCAATGGGAGCAAAGGCATACTTAATAGGTGCTAGAGCCTTGATTATGC
+ATGGAGTGCTGGCAAGAGGTGAGGATATAAAAACACTATGAACTGAACTAACGGAGAAACTTAGACAAGA
+AGGATTTCTGGTCCAATGGCGTTCATGGGGTTACTTGTTAAAATTAAAGGTGGGATGGAGGTGTATATAA
+ACACTCCAATGTTAATCTTAGACGAAGAATTTCAAAGAAGAGCAACTAAAATATTCGAGAACTTGTACTT
+GCCTTCAATCGAGGATTTAATAGTCACGAAGCTAATGTCGCTAGAGAGAAAGGATTATTCTGATATCAAG
+GAAGTTTTCAAATTAAGCAAGAACATTGATTTTGAATATTTATGCAGAAGAATAGAGCAGGCAAATCTTA
+AGAGGGAGTTCAATAGAATAGCGAGGAGGATAGGTGTGAGAACATGCTGAAACTTTATCAAATCGTGCCA
+ATGGATGCTCTTAAGGTTCTTGCAAAGCACAAATTCAGATTAGTTGGTCCCTGGAGAGACTACTACTTAC
+TCAAGGGAAATGTATTTTTAATCAGGGAACTACCCTTAAAAATAACCTTCAGGGGGAAGGACAGAGACGT
+GATAGAGGAGCTTAGAGCGTATGCATCTCGAGTAATTGAAGGGAAAAACAAAGTGTCGCTAAAACTTAAA
+GATGGTAGGCACTGGATTGTTCTTGAGTTCGAGGATTAGAGGTTTGTGTTGTTTGCTTTAAACATAATCC
+ATGACACCCAGCTATTGCACGTGAAACAGGTTAGAAAAGGTTTTTATCCCCTAGCATTAAGTTTAAGCCA
+GATGCCCAGGGAAATAATAAGGTGCAGGGGTCACGAGAACGTTAAAGCCACTCACAAGTCTACTTTGGAA
+ATAACTAAGGAGAACTTTTTAACGCCGAGGGGTGATTGCATAATATGCATATCAGCCGATAAAGCCCTTA
+AAGACCTTTCCGATGAAATAAAATCCTTGATACGGAAAGGGAAAAGGGTTAGGATTTTGATAAAAGTTGG
+AGATTTAGTTGATGAAGTTATAGCATGCGGCCATGAGACTTTATCCCTTGAAAGTTCAACCTCAATTGTA
+ATAAGGAAGAGCGACTACGTAGATGGTAGAACCCTCGCGATTAGGGCTAACAAATCCGCAAGGGATATAG
+ATAGGAGGATTGTAGAAAGACTGAAGGATCCGAACACCATAGCGACGATAGAGATAATCGTGGATGATGA
+TTAGTCGGAAGGCTGAAGTGTGATGAAGGACGCCCATGGCTGAACAAAGCATATAAAGTTTAATTTCCCA
+GGACTAATTATGAGGGTTGTAGACGCTCTTGCACTTGCTTTGGAGGTAGAAAAGGCCGAGCTTAAGTTTT
+ATCTCGAAATGGCCAAGATAGCTAGGGAGGAGAAAGCTAGGAAGATGTTCCTATTTCTGGCAAATGAAGA
+GCTAGAACACTGGAAAATATTTGAGGAAAAGCTAATCGAGGCACTTCTAAGGCACTGTGAGAAGCCTAAC
+ATAGATGAGGAAGCCCTGGAAAAGTTGACCCCTAAGATGGAAGGTGAAGTCAGTGAAATAAAAGCAGTAG
+AAGTTGGAATGATGCAAGAAAAGAAGACTTGGGAGTTCTACGAGAAGCTTGCTGAGGAAGTCGAGGATGA
+AGAGGTAAAGAAAACCTTAAAAGAGCTGGCAAAGGTTGAAGAAGGCCACTACGAGCTCTTAAAGGCTCAA
+TACGATTCAGTGGCCAAAACGGGAATCTGGATGGATTATCAGGACTTCAGTCTTGAGGTCGATTAACCCT
+CAATTTATCCTTTATCTCGACCGGAAGCTCGTCATATATCTCTTTTAATACCTCGATTAACTCTGTTAAT
+TCCCTTGCAGAGAGAACCGTTGTTTTATTGCCTAGCTCAATTATCACGGCATCGAATTCGTCAGGTGAAA
+CCTCTTCGAGCTCATCTAGGTGATCACTCTTCCTAGGTATTATGTTAAGCTCTCCAATTATCCTTCCTTT
+TGGAATGTTAACTTCCCTTTCCTCTATACTCTCGTTTGGACAGTCGTAGCGTTCAACGAATATCTTTATG
+TCCACAACCGGCGTTCCATCATCTGCATCTATCCAGTCAATATAGATTCTATTATCCGATATTTCCCGGA
+TTTTAACCGTGTAAAGGGCTAGGGGATTCGGCCTATAGGGGGAGCGTGTTGCGAACACACCTCTTAAAGG
+ATTCTTAGGGTTCCCATAAGGGTGAACCTTTAAGATTTTCCTCAACTCAGGCTTATCGCTCTTATGGAAC
+CAGAGAATGAGCTTTATCCAGTCTCCATCCTGAAGACCTTCGATCGCATCTAGAAATTCCGGTAGAATCT
+CTATGAAGGTGTCGGCACCTTTCCTTATATACCCTATGGGGATTAACTTGAAGCTCATGGAGTTGGATCC
+GTTGGCACCTTTAAATAACATCTGCAAAACATTTATAAGTCACACTTTGACTTAAGAGGAAATGGGCTCG
+AGCCGGGATAGCCTAGCCTGGTGGGGCGGGGGACTCGTAATCCCCAGGTCCCGGGTTCAAATCCCGGTCC
+CGGCTCCACACTTTTTGCCTTTAGCAAAAACTTTAAATATTCCCCAACACGTGATGAGTATCGGAAGCGC
+CGCGGTAGCCTAGCCTGGTAGGGCGCCGGCCTGCTAAGCCGGTGGGCGTGGTCCCGCCGGGGTTCAAATC
+CCCGCCGCGGCGCCACACTTTTTGTGATGCCGGGATAGCCTAGAGGCCAGGCGGGGGACTGCAGATCCCC
+TCTACCCGGGTTCAAATCCCGGTCCCGGCTCCATTTTTACTAAATTCGTTGCTGTGGCAAGGTTTATTAA
+ATTTATACAAGTTATAATAGACGCTTTTTTATCAGCTATTTGAGGAGAGCGAAGATACCTTTCTACTATC
+GATTGGGTTGCCAATGACCACCCCTATACTTTTATCTTCGATACACTTATAAAACATTTGCACAAATGCT
+CAAATGTGGAGGTGAGAAAATATGGTTGAAGTTTGCAAGGTATATGAAGAACATCTTGACAAGATTATTG
+AGGCAAAGTCGAGACTTCCTGAAGATGAGAAAATACTTGAAGTTTCTGATTTCTTTGATGCCTTAGGGAA
+TCCAACGAGACTTAAAATCTTATTCGCCCTCATGGAAGCCGGTGAACTCTGCACCTGCGATTTATCAGCA
+ATAACCAAATTGTCAGTTTCTGCAATTTCCCATCAGCTTCGCATTCTTAAGGATAGAAAGATAGTTACCT
+ATCGTAAGGATGGCAAGAACGTCTTCTATCGTCTAGATGACGAGCACATTAGAGAAATCTTAAGAACAGC
+GCTCAATCACCTCTCGGAGGTTAGATGATGCCTCGGAAGCTTAAGTTAGAAGGTTTAGACTGCGCAAGTT
+GTGCGTACGAGATAGAGGAGGCTCTTAGGAAAGAAGGCTTTAAGTTCGCTGTCGTAAACTTTGCCACGAA
+AGAGGCAATTATAGAAGGTGACATTGAGAAGGCCAAAGAAGTTATTAAGAAAGTTGAACCTGATGTAGAG
+GTCGTTGAGGAAGTGCATATTCACGATCATGCCCATGGTGAGTTTGAAAAAAGGACAATATACTTTATTG
+GAATCTCGCTAGTTCTCTTCACTATAGGCATTTTAATGCGCTACTACTATGCCATAGATAATACTCTCGT
+CTTTGGACTCTTTCTTGCAAGCTATCTTATCTCCGGTTGGAAAGTTCTAAAGAGTGCCATTGTTAACTCC
+CTTAATGGCAACGTCTTCGATGAGAACTTTCTAATAGCTGTAGCCACTATTGGCGCTTTCTTAATCAAAG
+AATACCCTGAGGGCGTGGCGGTTATGCTTTTCTATGTCATCGGGGAGTTCCTCCAAGATATGGCTGTAGA
+TAAGTCAAGGCGTTCAATAAAAGCATTACTTGCCCTTAAAGCTGAGTACGCTAACTTAGTTAGAGATGGA
+ACCGTAGTTAAAGTTAAGCCTGAGGAGCTTAAAGTAGGGGACATAATTATCGTCAAGCCCGGCGAGAAGG
+TTCCTGTTGACGGTGTTATTATTGAAGGAACGTCAAGTGTTGATACCTCTGCGCTAACAGGTGAAAGTAT
+GCCAAGAACCGTTAAGGAAGGAGATGAGATTTTATCAGGCATGATTAACCTTACTGGCCTTTTAAAGGTT
+CGCGTCACTAGGGAGCTTAGTGAATCGACAGTTTCAAGAATCCTTGAACTCGTGGAGAACGCTAGTGCTA
+GAAAAGCGAAGACCGAGAAGTTCATAACGCGCTTCGCTCACTATTACACACCAGCGGTAGTTGGAATAGC
+CACCCTTATAGCCACAGTCCCACCGCTCGTATTTAAAGAGTCCTTTACTTCCTGGGTATATAGGGCTCTT
+GTAATATTGGTTATCTCATGCCCCTGTGCTTTAGTTCTCTCGATACCTCTAGGTTACTTTGGGGGCATTG
+GAAGGGCCGCTAAGGAAGGTATACTCATAAAAGGATCTAATTACCTTGATGCACTTAAGGACGCTAGCAT
+AGTTGCCTTCGATAAAACAGGAACACTAACCAAGGGCGTCTTTAAGGTAACAAAAATAGAAACAAGGAAT
+GGTTTTACTGAGGAGGAAATACTAAGGTTTGCGGCACTTGCAGAGGCACATTCGAATCATCCAATAGCTA
+AGGCAATAAGAGAAGCCTATGGTAAAGAGATAAACGAGGCCGAGATCACGGAATACGAGGAGATAGCTGG
+TCATGGCGTTAGGGCGAGAATAGATAGTGTCGAAGTAATGGTAGGAAATGACAAGTTGTTGCATCGTTCT
+AACATTGAGCACGACACTTGCAAAGTGAAAGGAACAATTGCCCACGTCGTTATAGATGGTCAGTATGCCG
+GTTACATAGTGATATCTGATGAAATAAAAGAGGATGCACATCTTGCGGTAAAAGAGCTCAAACGCCTAGG
+TGTCAGGAAAGTTGTTATGGTCACTGGAGATAGTAGGGATGTTGCTGAGGAAATAGCGAAGCAACTAGGA
+CTTGACGGTTTTTATGCGGAACTCCTTCCAGAGGACAAAGTGAAAATTATTGAGAAGCTTGAGAAGGAAA
+AAGGGAATGGAAAACTCGTGTTTGTTGGGGATGGCATAAATGATGCCCCTGTACTTGCTAGGGCCGATGT
+TGGGGTTGCAATGGGGGCCCTTGGAAGTGATGCAGCTATAGAAACGGCTGATGTTGTCATAATGGATGAC
+AAGCCATCTAAGTTACCAAAGGCTATTCAGATTGCTAGGAAGACTCAGAGAATAGTATGGGAAAATATAA
+TCTTCGCTCTTGGCGTTAAGCTGGCCTTTATAGGTCTAGGAATTTTTGGAAAAGCCACTATGTGGGAAGC
+CGTGTTTGCAGATGTTGGTGTTGCTCTTATAGCTGTCTTTAACGCGATGAGAGTCTTAAGGTGAACTATT
+TTGCTACTCTCTTTGCCTCTTCCTCAGCTAAGCTCTCTATTTCCTCCAAGAACTTTGTATAACTTATAAC
+ATCCAAGCCGTACTTTGAGAAAATTTCATAATCCTTAACTTTCTTGTCATTCACTACAAGTAAGGACTCA
+GTAATAATAGCAGAAGCTGCTGTTATAAGATCTGAGAAGTTAGGAACAATGCCTTCCTTTACAAGGGCCC
+CTCCAAGTTCGGCCATTTTTCTTATTAACTGATCCGAGACTTCCACAATAGTAAATACCTCCCTCAAAAT
+CTTAATCTCTTCGTCAATATCCCTTCCTAATAAACCCTTAGTCATGAGATAGGAGTTTACTGCGGGAAGA
+GGCAAGAAAACTTGAAATTCTGCAAGGATAAACTCAAGAATCTCCTTGTTTTGTTTTCGAGTTATCTTAA
+GAAAAGAAATCGGACCAAAGGAAATTCTCTCTGGAAGCATTCTCAAAACTAAACCCTCCCTATTCAGAAT
+TTTCGAGGAGTGATATTATCATCTCGGCCTTATCGTCCTCTATAGTAACTTTCTCAGCCTTCATTTCAAG
+TTCTACTGAATGCCAGACCTCAATGAGCTTTTTCAGAACTTCCGTGTATGACTTGGCATCTAATTTAGCT
+TTCAGTCGTTTTATTGCTTCCCAAGTTTCCTCATCAACCGCTATCGTTTTCATATCTCTCCCCCCTAACT
+TTGAGTCTGAACTCGTCTTGTAGGCCTTTTGTCGTCCCCTCTGAAATTATCCTACTAAAAACTTCAACAC
+TCCTCTTCCTAGGTTTTCTTTCCTTTGTTATTAAGTTTACTTCGTAGAGACCAAAGCGCATTCTAAATCC
+TAATGGCCACTCATAGTTATCAGTTAGGGCCCAATGGAGATAACCCCTCACTTCATGGCCCTCTTCATAA
+GCTTCCTCTATCACGGCTAAGTGGCTTACAATATAGTAGGGCCTTAGAACATCCTTTGAGTCGGCGATTC
+CATTCTCCGTTATATACAGAGGTACCCCATATCTTTCCGCCTCAACAATCGAGTTATATATTCCCTCAGG
+GTATATCTCCCAGCCCATATCACTAACTGGATTTCCCGATTTTGATGACATTCCCGGCCTACAAGCGTAA
+CCATATCCCGGAACTCCTTTGAAAGTTATCAATGGCAGTGTTGGAAACATGGGATCACTCCATTTAACAA
+CTTCTCTAGTATAGTAGTTAATTCCAATCCAATCATTACCTTTTAGGTAAGGCAAGTTGACAAATGTTTC
+ACCGTCAAACTCAATGTTGAGTTTCCCCCATGTTATGGCCTCCAAGAATAATCTGCTGTGGAAGAAGTTG
+TCATTCTCGGCTGCCTTGATATCCTTTTCATTTCTGTGATTCTCTGGATAGGCAACCCCTATGTTGTTGT
+AAATTATTCCAACATCAGCAGCCTCTTTTGAATCTTTGTCAGCTTTTTCTTTGTCAAATTTCTTTATCAT
+CTTATACGCAAGGGCATGCGCATTTATCATGTTGAGCATAGCCAACTTTGCAGCTTCGGGATTCATGACT
+CCTGGGGGGAATCCGGAGTATGGGGCTAGGTAACCTAGCTCAACTACAACCATAGGTTCGTTAAAAGTGC
+TCCACATGTCAACGATATCGCCAAATTTGTACGCAATATAAGCTGCAAATTTAGCAAACTCAATTACCGT
+TCTCTTGTTTATCCAACCATTTCTACTGTTCGTTAGCGCTTTTTCTCTTGCGGTTATTGGATCATGGAGC
+CAATGTGGCAATGTAAAGTGATTAAGATTAACGATAACCTTGAATCCCTTATCTCTTAAGCTTGAGATGA
+CTCTCCTATAGTAAGCAATCTCCCTTTGATTTGCAAGCTCATCAAGCTCCTCTAGAATGCTCTTGTCTAT
+TTTGATATCTTTTACTAGGTCATATGAGCTATCGATAGAATAATCAACATCAACATAAGTCGTCGGCCAG
+GGAAATATTCTACTCCACTCAATTCCTATACGATACATGTTGAGACCTAAATCCTTCGCCAGATTATGAT
+CTACTTCATAAAGTTCATAACTGTTGATGCCGTCTTCAGGTAGATCTCCACTAACGAGGCCCTTTTCAAT
+GTTCACTTTGTCCCTAACCCAGTGCCACCAGTCAGTGTTTGGATCTATATGCCTCCTATATTTATCCCCC
+ATCTCAAACTGAAATCCTGACTGTGAGACACCCCAGTAAAAGTTCTCTGGGAACATGACTCTACCTCCGA
+CTGTTTTCATGAACTATAAACTAATTTATTGTTTATAAAAATTTCTCAATTTTATAAAAATTGGAGACTA
+AATTATAAATCATGACAAAACTTATAAATAGAGAGGGTTGATTATATTACGCTGATGCACACATTGGAGG
+TGCAACGCATGAAAAAACTAGTGGCAGCCATAGTTGTTGGGTTGTTCATTTTGAGTATTTCTGCTCAACA
+CTACGTGGTGGCTGGAGAAATTCAACTTCCTCGCAACGAAACCCTTTATGTTGGCGGTGGCCTTTGGAGT
+CAACCAAATAACTTCAATCCCACCGTCAGCTGGGCAGCCGTTACCGGAACGATAGGACTTATATATGAAA
+CTTTGTTCATATATGATCCACTCAAGGACAAACTTGAACCTTGGCTAGCTGAAAGTGGTAAATGGATATC
+GGACAATACGTATAGGGTGGTTCTCAAAGAGGGTCTCACTTGGCAGGATGGGAAACCGCTAACAGCAGAA
+GACGTAAAATTTACTTTTGACTATGCTAAGGAACATAAAGGTCTAAGCTATTCCCCGATTTGGGGATGGT
+TAAAGGAAGTAAAGGTCGTTGACAATAGGACGGTTGATTTCATATTTAGCGAACCTCATTACGAGGAGTG
+GAAGTACTGGCTTTATAATATTGCAATAATCCCAGAGCATATTTGGAAGAACATAGATAAACCGGAGAGC
+TTTGCAAATACCGAAAATCCAATTGGCTCTGGAATGTATAAGCTTTACAAGACTGATCAAATGAGATTTA
+TCCTTGTTAGGAATGATAAGTGGTGGGGAATAAAGTACTATGGAAAGCCAGCTCCCAAGTACATAGTCTA
+TGTAATAGTCTACAGTAACAACTTGGCCCTATCAATGCTTGTTAAGGGGGACCTTGACTGGAGCAATTTC
+TTCATCCCAGGGGTTCCAGATGTTAAAGCAAAATACGGCATAGTTACGTGGTACGACAAGCAACCTTATC
+ACCTCCCAATAAATACAGCATTCCTGTTCTTGAACACTCAAAAACCTCCACTTAATAATCCGATGTTTAG
+GCGTGCAATTGCATACGCCATAAACCCGAAAGAGATAGCTGCAAGAGCTTCCCAAAATCAAGTTAAACCA
+GCGGATCCAACGGGCCTTCTAATCGATTATCCAGTCTTTAAGAAGATATACTATCCAGAAGCAGTTAAGA
+AGTATGGCTTTACATACGATCCAGCTAAGGCCAATGAAATTCTCGATCAACTTGGATACAAGGACATAAA
+TGGTGATGGATACAGAGAAACTCCCGATGGGAAACCTCTAAAGTTCACAATTGAAGTTCCTTATGGTTGG
+ACGGACTGGATGGAGATGGCTAGAGTCATAAGTGAACAGCTCCAGATGGTAGGAATTAGGGTAGATCCAA
+AGTTCCCAGATTACGGCAAATACTGGGATGACTTAACTAAGGGCAACTTTGACATGATAATAAACAACTT
+CGGAAGCCAGGTTTATGCAACTCCTTGGCAGTGGTTCAACTGGGTTTTCTATCCAGATGTAGCTCCAATT
+GGCAAGCCAACGTATTCAGGAAACTGGGGTAGATACAAGAACGAGCGTGTTGCCGAACTTTTAAGACTCA
+TAAATACTGAAAAGGACGAGAACAAGAAAATCCAATACTACCACGAACTCCAAGAGATCTTCCTTAAGGA
+TCTGCCATACATACCGTTGATATATAACGGAGCATGGTTTGAGGCGAGCACTCAATACTGGACTAACTGG
+CCGACAGAACACAACCCATACGCGTTGCCGATAACTTGGCAGAACTACTGGCAGATGGGTGGGCTTAAAG
+TACTGCTCAACATAAAACCTGCAAAGGCCACTACAACGTCCTCTCCAACTACGACCCCAACGAAGACGAC
+ATCATCTCCAACCTCTACTCCAACCCCCACCCAAACACCTTCAACTTCATCTCCAACCGCAACAAGTACC
+TCTCCAACTGAAACTACAACCAAGGGAGGAATATGTGGGCCAGCGTTGCTCGTTGGAATTGCAGTAGTCC
+CAATACTTTTAAGGAAACGCCGTAAATAATTTTTCTTTTCTTTTAATTTTAATTCTTTGGAGGGAGCATG
+ATGTCAGGAATAAAGAGGTATCTCCTAAGGAAAACCATGATCTACATCCTGACATTTTTCTTTGCAGTTA
+CAATAGATTTCATAATCCCCAGGATAATGCCTGGTGATCCAATAGCAGTCCTCTTATCAAGATTTGCAAC
+ACTTCCAGAAGCTACCAAATATTTACATAGCTATTTCGTTCAAGCCTTCGGATTAGATAAGCCCCTGTGG
+GAGCAATACATATCGTTTTGGAAAGCCGTTCTTCATGGTGATTTGGGCATAAGTATTTACTATTACCCAA
+AACCCGTTGCTGAAATATTAAAGGAAGCCCTTCCATATGATCTCGCCCTTTTGTTTCCGGCTTTAGTTGC
+AAGCTGGTTTGTTGGAAACTGGCTTGGAGCTCTTGCAGGTAAGAATAAGAAACTCGACAATTACCTCATG
+CCAATCTTCTACTTCCTCCAAGCCTCACCATATTTTTGGTTTGCTATCCTGCTATCATACTTATTCACGT
+TCAAACTTGGATGGTTTCCCATATCTGGAGCGTATAGCTATGGTATAATTCCCTCCCTTAGCTGGGAGTT
+CATAAAAGATTATCTCCATCACTGGACGCTTCCATTTTTGAGCCTTTTCATGGTTCAACTTGGCGGATGG
+GCTATAGGAATGAGGAACATGATAATATATGAAATTGAAGCTGACTATATTCGGTATCTGGAATCTTTAG
+GTGTTAGTGAGAAGATCCTCATGAAGCATGCTTTCAAGAACGCCATGTTGCCTCAGGTAACTGGGCTAGC
+CCTACAGCTTGGCCTACTTGTAGCTGGAAACGTTACGGTTCAAGTTGTATTTTCGTACCCGGGGATTGGA
+TACGTCCTAATGCAGGGTATAATGAACCAAGATTACTTCCTAATTCAAGGGGCATTTCTCGTGATAATCC
+TTACAGTCTTGGTTGCAAACTTCGTGATTGATCTCCTCTATGCGATCATAGATCCCAGGGTAAGGATAAG
+TTACACGGAGGAGGGAGCTTGAATGTCCCTAAAGAGCACCCTTAAGATAGCATTGAAAAATAAGAAATTC
+AAAGTTGGGTTCATAATAGTCATAATAATGGCTCTAATAGCCCTCTTTGGCCCCCTAATTACGCCGTTTG
+ATAACATGGGTTACTATCCTCTAAAGTTCGGCAATACGACGTATCCGAAGCCAGGTACGCCTGCTTTGCC
+CCCAATGTCAAGTGACACTATATATGGTCCGGAAGGTATTGTAAACGTTACGCATTACTTGGGAACCGAT
+AGTTTTGGTAGAGATATATATGCCCAGCTAACCTACGGAATGAGATCATCTTTCTTGATTGGAATCACGG
+CCGGGGGATTGGCGACTATCCTGGGATTACTAATTGGATTCATAGCGGGATACAAGGGAGGATGGATCGA
+TGAGGTTCTTATGATGATAACCAACATAATGCTGGTCATACCAACGATGGCCCTACTAATCATAATAGCG
+GCTTACCTTCCTTATCGTGGGGTTGGTATAGAGAGCGTTATCATAGGCTTAACGGCATGGCCATGGACTG
+CAAGAGCTGTAAGGGCTCAAACTCTCTCATTAAAGAACAGGGAATTCATACACTTGGCGAAGCTTTCTGG
+CCTCGGTGACATGAAGATAATTTTTGACCAGATAATGCCAAACATAATATCCTACGTTTTTATGGTCTTT
+ATTTTGCAGTTTGGAGGTTCCATATTAGCAGCAGTTGGGCTAGACTTCATCGGTCTAGGGCCTACCAGAG
+GAATGTCCCTGGGAATCATGCTCCAGCAGGCAGTTCTCTGGAATGCAGTGACCCTAGGGTATTGGTGGTG
+GGCAATTCCTCCAGGACTCGTAATTGCAATTTTGATAACTGGACTGTACTTCATTAACACAGGTTTAGAC
+GAGGTGTTTAATCCTAGGCTTAGGGGTGAGTAGTATGGCTCTGCTTGATGTTAGGAATCTTAGGGTTTAT
+TATCGGACTCCTGTTGGTTATGTTAGGGCTGTTGATGGTGTTAGTTTTGAGGTTGGGGAGGGTGAGGTTT
+TTGGTGTTGCTGGGGAGAGTGGTTGTGGTAAGTCAACCCTAGTCCACTCTTTAATCCTTAGAAAACCCCC
+AATGGAGTATAAAGGAGGTTCTGCAATCTTCAAGGGTAGGGATTTAATGTCCTTGCCCAGGGATGAATTA
+AGGAAAATCCAGTATTCTGAACTCTCTATAATCCCGCAGTACGCTATGAATGCTTTGAATCCTACTAAGA
+GGATCAAGGATATTGTTTGGGATTTGGCTAGGGAGCATGGTTACGCTGACAGGAGGGAGGTTGAGGAGTT
+ATTAAGGGAGAGGTTGAGCATGGTTAAGCTTAGTCCTAGGGTTGCGGACATGTATCCTGTTGAGTTGAGT
+GGTGGGATGAGGCAGCGTGCTACAATGGTGGTCTCAACACTATTAAACCCTGACTTACTGATTGCCGATG
+AAATTACATCAGCTTTAGACGTTACTACTCAAAGGGTTGTCATTGAATTATTACACCATTTTATGCAGGA
+GGGCATTGTAAAGTCGATAATCTTTGTAACTCATGATTTAGCCTTGTTGAGGCAGATTGCTGATAGGGTT
+ATGGTCATGTACGCTGGGAAGGTTGTGGAGATTGGTCCAATGGAGGAAGTGCTTGAGAATCCTGCTCACC
+CTTACACGCAATTACTCTTGAATTCTCTCCCTAGAATGGGTGTTCATTATAAGAGGGAGAGGTTGAGTGG
+AATTCCTGGGTATCCGATTAGCCTCTTGAATCCGCCGAAGGGTTGCAGGTTTTACACTAGGTGTCCCTTT
+GCGATGGAGGATTGTCGTGATGTTGAGCCTAAACTGGTCAAGGTTGGGAGGGATCATTACGCTGCCTGCC
+ACCTCTTAGGGGGTGAATCCTAATGCTCTTAGAAGTCCAAAACCTGACTAAAATTTTTACATCTGGATTA
+ATTGGTGGTTATCAAGTTAGGGCTGTTGATGGGGTTAGCTTTACGATCAACGAAGGCGAGATAGTTTCAC
+TAGTCGGAGAAAGCGGAAGCGGAAAAACAACCATAGGAAAACTAATTCTCCGTCTGCTAACTCCAACTTC
+AGGGAGAATACTCTTTGAGGGAAAAGACATAATGAAATTCAGCAAAAAAGAGCTTAAGACGTATTACTAC
+CGTAAAGTTCAAGCAGTTTTCCAAGATCCATTCGCCAGCTTTAATCCGCTTCATCAAGTGGATAAGGTCT
+TCCATATGATCTTTGACTCGTATTTTCCAGATCTTGGAAGGGAAGAAAGGGAGGAAATGATAGATAAAGC
+CCTTGAGGAGGTAGGACTAAACCCATCAGAGGTCCGTGGAAAGTATCCTCATCAACTAAGTGGGGGGCAA
+TTACAAAGGATCCTAATAGCTAGAGCCCTTCTCCTTAAGCCGCGCCTTTTAATAGCTGACGAAGCCGTGT
+CAATGCTCGATGCCAGTACCAGAATTGATGTCCTTAACTTATTGGGGGAGTTCAGAGATAAATATGGCAC
+CTCTGTTCTGTTTATTACACATGATCTAGCCCTTGGCTACTACATAAGCGACTCTACGATAATTATGTAT
+CGTGGAACGATAGTGGAGATGGGAGAGACCGAGAAGGTCTTTCATAACCCGTTACATCCCTATACTAAAA
+TGCTTCTTGAGAGCGTCCCAGATCTCAACGTCAAGTGGGAGTTCAAGGGGATAGAGCCAGAAAAGGAGGA
+AGGCAAAGTATGGAAAATTAAAGGGTGTCGCTATGCTCCTCGCTGTCCAAAAGCAAAAGATGTCTGCTTT
+AAGATTAGACCCACCCTTATTGAGGTTGAGAAGAACCACTGGGTTGCGTGTCATCTCTATCAGAGCTCGA
+GAGAGGGATGAAATGTGGAGATAAAATTATTTTGTGTCTTCATTGTTTTTATTATCCTTTTCTCGCCGTT
+TGTTATTGCACTAAGTTATCCAGATGTAAATTACACTGCTGAGAATGGAATTATCTTTGTCCAAAACGTT
+ACAACGGGGGAAAAGAAGCCGCTGTACCTTCACGGTGTTAGCTGGTTCGGATTCGAATTGAAGGACCACG
+TAGTTTATGGACTCGATAAAAGAAACTGGAAGGACATACTTAAAGACGTAAAAAGGCTAGGTTTTAATGC
+CATTCGTTTACCATTTTGCAGCGAATCTATAAGACCCGATACAAGGCCCTCTCCTGAGAGAATTAATTAT
+GAGCTGAATCCAGATCTAAAGAACTTAACTTCTCTCGAGATCATGGAGAAAATAATAGAGTACGCAAACA
+GTATTGGACTTTACATCCTCCTTGACTATCACAGGATAGGATGCGAGGAAATTGAACCTTTGTGGTACAC
+TGAAAATTACAGTGAAGAGCAGTACATTAAAGATTGGATATTTCTCGCCAAGAGATTTGGGAAGTACCCA
+AACGTCATAGGGGCTGACATAAAGAATGAACCACATGGTGAAGCAGGTTGGGGGACTGGAGATGAGAGAG
+ACTTTAGACTTTTTGCTGAAAAGGTTGGAAGAGAGATACTCAAGGTTGCCCCTCATTGGTTAATCTTTGT
+TGAAGGAACTCAATATACCCATGTGCCCAATATAGATGAGATAATAGAAAAGAAAGGATGGTGGACTTTC
+TGGGGAGAGAACTTAATGGGAGTAAAGGACTATCCAGTTAGATTGCCTAGAGGAAAAGTTGTATACTCCC
+CTCACGTTTACGGACCTAGCGTTTATATGATGGATTACTTTAAGAGTCCAGACTTCCCAAATAACATGCC
+TATTATCTGGGAAACGCATTTTGGTTATCTCACGGATTTAAATTATACCTTGGTTATCGGGGAGTGGGGA
+GGAAATTATGAGGGCTTAGACAAAGTATGGCAAGATGCTTTCGTTAAATGGTTAATAAAGAAGAAGATTT
+ACAATTTCTTCTATTGGTGTTTAAACCCGGAGAGTGGCGATACTGGCGGTATATTTCTTGATGACTGGAA
+AACTGTAAACTGGGAGAAAATGAGAGTTATCTATCGTCTAATAAAAGCCGCTAATCCAGAATTTGAGGAA
+CCACTATACATAATCTTAAAGACGAATGCTACCACATCAATCCTGGGGGTTGGTGAGAGGATTAGGATTT
+ATTGGTACACCAATGGTAAAGTCATTGATTCAAACTTTGCTCATAGTAGTGAGGGAGAGATGAACATCAC
+AGTTACGAAGAGCATGACCCTCTACATTATTGTAAAGAAAGGAAATCAGACTCTTAGAAAGGAGCTAAAA
+CTGTACGTTATAGGAGGTAATTATGGAAGTAACATCTCAACAACACAATTGGTAACTCCCAAAAAAGGAG
+GTGAAAGGATAAGTACTTCACTTAAGCTTGCAATTTCCCTGCTTTTCATCTTACTGTTCGTTTGGTATCT
+TCTCAGGGAAAAACATTGACTAATGGTCTTTATAATTAGCCTAAAGGGACTAGAAGAAAAATATATGGTC
+ATCTTATCGACCAAAATCGATATATATTTGGCCATTTAAATGACCAAAATGGTGATTACTATGGTACAGT
+TGGAAGACTATCTTATAAGGCTCGTAGCTGAACTCCCAAGTAGGTTCGACTATGTGAGGAAGCTCAGGGG
+GAGGTTTATTCTCGATGAACTCATTGAAAGGGTCAATGATTATCTTGAGGAAGGAAAGACAGGCACAATT
+CTCCTGCCTGGACTAAGAGGTACCGGTAAAACGACTCTGCTCGGACAGCTCTACTTTTATATCCTCTCCA
+AAACATCTGAGGTTGTCTACATTCCAGTGGATGAGCTAAGCCTTCTTGGATTTAATCTGTACGAATCAAT
+TGAGAAATATATTGAGTTATTTAGACCAGAGAAGCCGATTATACTTCTTGATGAGGTTCATTATGATAAA
+AAATGGGAATTAACTTTGAAAGTTCTCCACGATAGGATGAGGTACCTTATAATAGCTACGGGTTCTTCAG
+CGCTCAGACTGAGAGAAAGTCCTGACTTGGCGAGAAGGGCAAGGCACATTGACGTCAAACCGCTGACGTT
+CCTTGAGTACCACCACCTTAAGGGGGAGAAAGTTAAGCGCATTGGCCTTGAGGCTCTCTTTGAGTTCAAC
+GAGGATTTACTCGGAAAGGCCATTCGGAAGGGACTTAGGTATGGAGAATATGAGCGGTATCTTCGCCTAG
+GTTCGCTTCCAGTAGCGCTTGAGCTCTCAGAGAGAGAAGCTTATGAGACCATCTTCATGCTGGTTGAGAG
+AATTGTTTACAAAGACCTTAAGGAGGTCAGAAACTTCGATGCGTCGACCCTTGATTCCGCCATGAAGCTC
+CTATTCGTTCTAGCGAATCCAAAGGGTGAACGCTTCAGCTATGAGAGATTATCAAAGACCCTAGGAGTTT
+CAAAGAGCACTGTGATAGAACTGGTAAGAGCCTTTGTCAGGAGTGGCCTCCTCATCGAGATACCCCCTGT
+TGGAAGCCTGACGAAAAAGGTGAGGAAGAGTCCAAAGCTGAAGTTTTTGTCCCCTTCAATGAGAGCGTCG
+ATAGTGCATAAGTTTGAGAGCGTGGACGAAGCAGCTTTGCTTGAGGATGCAGTAGCTTTCTACCTTCATT
+CTGTCGGAAGACTTGAGTACGAACCAGGAAAAGGCGGAGCTGACTTTCTTCTCATCAGGAATGGAAAAAG
+GTACGTGGTTGAGGTCGGTCTCGGGAAAGATGACAGCTCTCAAGTGAAGAGAAGTATAAAAAGGCTGAAG
+GCAGAGAAGGGAATAGTTATCGGGAAGGAGTTTGATGTGAGGGATGATATACTTATGATACCCTGGTGGG
+GCTTCTTGGCGCTAATCTAATCTCCTCCGCGCCGTGGGGGTAAAAGTTCAGGTGGAGTTTCGGGTGTTCA
+TCCATCTTACTCCCGTCGTCGCTTTCAGTTCAACCTGAGGATCTGTTACCGTTCTGGTTATCCGCTACTT
+TTGGAACCTTTGCACCACTCGTAGTGGATAATCTTCAAGCCTCTTGCTATCATCGGCTGGCCTTTGGGGA
+ACGGAAACTTCTCACATCTTCAGAGTTGCTTTGGTAGAAAACAAACCCATGAAACAAGGTCTGAAGAGAA
+GGTGAAGAAAGTGGAGGGAATGTTTTGTTAGAAAAGCGCTCCCTATAAGAGCTCCAAAGAGGTAGTAAAC
+AAATTAAAAGTTTGGAACTAAAAAAGCAATAAGACTTCAGGACGTGACCCCAAACTTTTTTACCTTTTAT
+GTCTGAATTAACCTTCAGGTGGTCAAAATGTTCTTTAACAGGGAGCGAGAGCTTGAGAAACTCTTGAGAT
+TAGTCTCAACCGAGCCGAACTTGATAACATTCGTCTACGGCCCTATAAATAGTGGGAAAACTGCTCTAAT
+GATGGAGTTTATTAAAAAACTTCCTGATGATCACATAGCCTTCTATATAAACCTAAGGAGAACGCCGATC
+ACGAGCTATTCGGACTTCGTTGATGTACTTTTCTCCGTTGAATTTAGGAACAAGGTTAAAACACTTAAAG
+AGGCAGTTTCCCTTGTCCTCTCAGCTGGAAAGGAAACTTTTGGCTTTCCAGTTCCGACCGAACTTCTTGC
+TAGAATAACCAAGGAGAAGAAACCGAAGAACGCCTTCGCATATATCGTGACACTGATGGAAGAAGTTAGA
+AAGGCGGGTAAAAGACCAATTTTAATACTTGATGAGCTCCAGGTGATTGGGGATCTAAAGGTTGATGGCT
+CACTAATCTATGAGCTCTTCAACTTCTTTATCCACCTGACGAAAGAGAGTCACTTAAGCCACGTCTTTGT
+GGTAACCTCGGACAGTCTCTTCATAGAGAGAGTTTACAGTGAGGCCATGCTTCAGGGTAGGGCAGAGTAC
+TTCTTAGTGGACGATTTTAAGAGGGAGACAGCTTTGAGATTCTTAAAAAATAATGGATTGAGTGATGATG
+AGGCTGAACTCGTCTGGAACTACTTTGGAGGCAAGCCAGTTTATTTAGCTGAGACCATCAAACACAGAGA
+TGAGCTTAAGGAATGGTGTGAGAGGATGCTCAAGCTGAGGACAAGCCAGATTCTCGATGAGCTATACGCT
+CTTGAGAAAGAGCTTTTCGAGAAGGTTGTAAAACTATTCTTTGCCTTCGAGAAGCAAGAGAGTGTCCCAT
+ACAGATCACTCTCAGAGGAGATTCTCTGGGCCGTTAAAAGGAACATTCTCTTTGCTGAGCCAGTTGATAG
+GGTTCTTAGACCACAGGGAAGACTGGAACTGCTAGCTATAAAGAGGATTCTAGATATCATTGAATGAGGT
+CTGCCGAGGCAACGCTATTTGTTCACTAAAGCCATGCTTTATTCAAATCCCAGTCAACCACCATAATCAA
+GAGCCCCCGTTTGAGGGCTGTTTCAGAATTATCACGTCAAACCCTGAGACTTTCAGAAGAAAAAAAGTAA
+ATATCGAGTTATTGAATTTTATTCACGAGGATAAAAACTTATTAAGTCTTCAGTCGGGATAAGGGTAAAG
+GGTACAGTCCAATGGGTCGACAATACTCCTCTCAAAATTTTCGTTTAGCTGAAAGAGGCCGTGCAGAAGG
+AGTCAAAACCACCGATGATGAGTGTCATCCCTGCTGAAATCGGGGTCGATGATGACGTAAATTCCCCACC
+TGAGGTGTTTAATATGCTTGGGTTTTTCAGAAGAAAGAAAAAGAAGTTTGGTCCTCTTATATACTTGAGC
+GAGCCTACCATCCTTTATCACACTAAAACTGAGAAGGTGATCCTCGAGATAATAGAAGAGAAACTTAACT
+CAAACAATGTCATATTGCCCTCAGACTATGGGTTGAGAGATGTAAGCGATAAGATAGCGGAAGTTGATTA
+CCTAGTGGCAGTGGCGATAATGGGAAGGTTTTCATCCCTAGTTGGTAGGGAGGTTAAGAAAGCCGAGAAC
+TTTGGGAAAAAGGTTTACACCTTGGATATAGCGAAGACTCCTGAGTCACTAGTCTATATACTAACTGAAG
+GTGTTCCTGAACATATAAAATGGTTAAACGAGGAGGAAACTTTCGAATTTTTCAACCAGTTCATAGCAAA
+GGATTTCCTGGGGTCAAGTTTCAGGGGGCTCTTCATAGGGTATAGAGACCATGAATGGTAAAGTTAAGAG
+GAAGAGGAAAGGTACTTGTGTATTGCTTTTGCTGCTTTTCTTCCGTCTCCCATTGCCAAGATTACGGTAG
+CTTCACCCCTAATAGCGTCACCACCAGCAAAAACCCCAGGAATAGAAGTCATCAAATTCTCATCAACTAT
+TATCCTTCCCTTCTCGTCCACTTTCAACTCTGGAACCGTCTGGAGGAATGTCTTGTTCGGAGTCTGCCCT
+ATCGCTATTATCGCTGTATCGAACTCCATGACAAACGTCTCTCCAGTTGGTATCGGTCTTCTCCTTCCAG
+TCTCATCCGGCTCTCCAAGTTTCATCTTTTCTAGCTCTATCGCCTTAAGGTTTCCGTTTTCATCTCCGAT
+GAATCTCTTTGGTGAAACTAGGAACATGAATTTGACTCCTTCTTCCTCAGCATGTTTGATTTCTTCCTCC
+CTAGCTGTCATCTCTTTCCTTGTTCTTCTATATAGGATCCAAACCTCCGCTCCTAACCTTAGGGCTGACC
+TTGCGGCATCCATTGCAGTGTTTCCTGCACCTATTACAGCCACTCTCTTCCCAATCTTTATGGGTGTGTC
+ATACTCTGGGAACTTGTAAGCTTTCATCAGGTTTATTCTAGTTAGAAACTCATTAGCCGAATAAATACCG
+TTTAAGTTAACTCCTGGCCATGGATATATCCTAGGAGTTCCGGCTCCGGTTCCTATGAATATAGCGTCGA
+ACTCCTCTCTTAGTTCCTCAAAGGTCACCGTCTTTCCTACGAGAACGTTGGTTTCTATTTTAACCCCTAG
+CCTCTTCAACTTCTCAACTTCTTTCTTCACTATCTCTTTTGGAAGCCTAAATTCTGGGATTCCGTAGGCT
+AGGACTCCTCCTGGTTCATGGAGGGCTTCGAAGATTGTCACTTCGTAACCCATCTTCGCCAATTCGGCGG
+CACAAGTTAAACCAGCGGGCCCAGCACCAATAACAGCAACCCTCTTCCCATTCCTCTTAATACCCCTGAT
+TTGCTCTTCAAGTAGTTCATCTTCGATTCCATGTTGTCTTGCATAATCCGCTACGAATCTTTCGAGTTTT
+CCTATGTTTACTGGGTCACCGACTTTCCCCACAACGCAAACACCCTCACATTGGTCTTCTTGAGGACAAA
+CCCTACCAGTAATTGCCGGGAGGGAGTTTGAGTCCCATATTATTTTTAAAGCTTCTCTTACTGCTTTGTC
+TGGGTCATCTCTATTCTCCCTTAAAGCCCTAATAAACCCAGGAATGTCTATGTTTACTGGGCAGCCTTTA
+ATACACGGGGCGTACTCCTTTGGACATTGTAAACAACGCTCGGCCTCCCTAAGAGCCAACTCCCAAGTAT
+AGCCAAGATTAACCTCATTAAAATCTCTAATCCTTTCCTCAACAGACCTCTCAGGAGTAGGAACACGCTC
+CTTAATAAGCTTGGGCATTTAAACCATCCCCCTTTCCCTTTCCCATTTTTCAAGGCTTATTCTTTCCAAA
+TCTCTATAATAGGAGAGCCTCTTCATCAGCTCGTCCCAATCCACAAGGTGTGCGTCGAATTCTGGACCAT
+CTACGCATGCAAACTTTATCTCACCGCCAACCGTAACTCTACAAGCCCCACACATCCCAGTACCATCAAC
+CATAATCGGGTTTAAGCTTGCGACCGTTTTTATCCCGTAGGGTTTAGTAAGCTCAGCAACGGCCTTCATC
+ATTATCGCTGGGCCCACTGCATGAACCAAATCTATCTTCCTTCCCTCATCTATCAGTTTTTGGAGGGCAT
+GAGTAGTAAACCCCTTCATCCCGTAGCTACCGTCGTTGGTCGTTACAATTACCTCATCGCTAACTTTCCT
+TAGCTTGTCCTCCCAGAACACTAAATCCTTAGTTCTAAATCCTAGGATTGAAATTACGTAGTTTCCCTTC
+TCCTTCATGGCCCTTGCAACTGGGTATATCTCGGCGACACCGACTCCCCCTCCAACCATTACAACGGTGC
+CAAATTTATCCACGTGGCTTGGATTCCCTAGTGGACCTAGAATGTCGTGGATGTAATCTCCTTCCTCATA
+TGTTCCTAGCTCTTTCGTTGTTTTACCAACCTCCTGGGCTACTATCGTAATTGAGCCTTTGTCCCTATCA
+AAATCAGCGATCGTCAGCGGTATTCTTTCCCCTCTTTCATGGAGCCTGATTATTACGAACTGGCCAGGTT
+TAGCATGCTTTGCAATCCTTGGTGCTTCTACCTCGAAGAGATTTATCCCAGGAGCAAGTCGCTCCTTGTG
+AAGGATTTTAAACATGATACATCACCAATTAAAATTTGACATTCTACTACAAAACCCTTTTCATTTTATC
+AACCCATCGTTGGCAACTAATAGTTGTTAAAATCTCGTTTTGAAAATTCTAATTAGTGAAACCCAACAAT
+AGAAAGTATAAGGGGATAGAATTATGAGGTATGTAAAGTTACCGGTGGAGAACTTTCAGGAGTTTTTTGA
+AAGGTTAAAGGAGATTGGCAAAATCTATGCACCCGTGCGACATAACTCAATATACAAGTTCGAGGAAGTT
+CAGGAACTAAGCGAGGTCTCACTAAACTATACAAGGACTATTCTACCACCGAAGAAGTTCTTCGTCAAGC
+CAAGGGATCCAATGTCCAAGCTCAAAGGAGAAGAGTGGATTGAAATTAAAGACGGGGAAAAGTTCGTCCT
+CTTTGGAGTGCACTCCTGTGATATCCATGCATTAAAGATACTCGACAAAGCTTACCTCAGCGAACCTGCA
+GATCCATATTACAAAACTAGGAGGGAAAACGCGTTCATAGTTGGGATAAGTTGCATGCCTGATGAGTACT
+GCTTCTGTAAAAGTCTAGGGACGCACTTCGCTATGGATGGCTTTGATCTATTCCTGCACGAGCTACCAGA
+TGGCTGGTTAGTTAGGGTTGGAAGCATAAAGGGTCATGAAGTCGTATGGAAGAACCAAGAGCTGTTCGAG
+GACGTCACGGAGGAAGATTTGAAGAACTTCAAAGAGTTTGAGGAAAGAAGAGCTAAATCATTCAAAAGAG
+AGCTTAGCAAGGAAGGATTAGCCGATATCCTTGACTTGGCCTTTGACAGTAAAGTCTGGAGGAAGTACGC
+TGACAAATGCTTGGGTTGTGGAAACTGCACCTTGGTTTGCCCAACTTGCAGATGCTATGAGGTTTGCGAT
+AACTGGATCAGGGCGTACGAAAGCGTTAGGGTGAGGAGATATGACTCTTGCTTCATGGTAACTCATGGAT
+TAGTGGCCGGAGGCCATAACTTTAGACCCACGAGACTTGACAGATTTAGGCATCGCTACTACTGCAAGAG
+CTACTTTGACCCTTCTAGTGGCTTTAACTGCGTTGGTTGTGGAAGGTGCGACGAGTTTTGTCCCGCTGGA
+ATAGAGCACGTCAAGGTTCTCGAAGAAGTTAGGGAGGGACTAATATGAATCCTTATCAAAGTTATGACGC
+CAGGATAATTGAGGTTAGAGAGTTAACCCCAAGGGAAAAGCTGTTCAGCTTGAAGTTTCTAGATCCGGAG
+GTTGAGGAGAGCTTTACATTTAAACCTGGACAATTCGTAATAGTTGACATAAGGGGACATGGAGAGTTTC
+CGATAAGCCTATGCTCTTCTCCAACCAGAAAACCAATCCAGTTGTGCATAAGGAGGGTTGGAAGGTTAAC
+TAGGTTAATCCACAAATTCAGCGAGGGAGATGTCATAGGGGTTAGGGGTCCTTACGGAAATGGATTTCCG
+CTGGAGAAAATGGAGGGAGCGACTCTAATCTTAGTTGCTGGCGGTCTTGGAATGGCTCCCCTAAGGTCGG
+TTCTGTGGTACGCTATCGACAGCGGAAAGTTCGAGAAGATATACCTCTATTACGGAACGAAGAGCTACGA
+GGACATTCTGTTCAGGGATGAGATAATCTACCTACTAAAACATGGAGAAAAGCTGAACTGTCACGTTAAA
+TTAGCTTATGAAGTAGAAACCCCATCTTGTGTCTACCTAGAGAAAGGATTCTCGGAGAAGGTGTGCAAGG
+GATTAGTTACTGATCTATTCAGGGGAGAGCACTTTGACGTCGAGAATTCCTACGCGCTCATATGTGGACC
+TCCAGTTATGTACAAGTTCGTCATAAAGGAGTTACTTGACAAGGGATTGTCCCCAGGAAGGATATACATG
+ACGCTTGAAAGGAGGATGAGATGCGGAGTTGGTAAGTGCGGGCACTGCATAGTCGGTACGAGCGTTTCGA
+TAAAGTACATATGTAGAGATGGCCCCGTCTTCAGCTATTGGGATGCCCTCTCGACAAGGGGGCTGATATG
+ATGGATAAGCTAAAACTTGGAGTTTTTGAACTTACCAGTTGCGGAGGGTGTGCTCTAAACATTTTATTCC
+TCTATGAGAGGCTCTTCGACATCTTGGAGTTCTATGATATAGCTGAATTCCACATGGCCACGTCTCAGAG
+GGGTAGGGAAAAGCTCGATGTTGCCCTGGTTACTGGAAGTGTATCCACTCAACGGGATTTGGAAGTTGTA
+AAGGATGCTAGGAATAGGGCTGAGTATTTAATAGCTTTGGGAACCTGTGCAACCCACGGAGGCGTTCAGG
+GGAGCATTGAGGGTTCCGTTAAGGAGGGTCTTAGAAAGATTTATGGGGATATGAAAGGCCCAAGCAAAGT
+TTTGGAACCTAGAGCAGTGGTGGAGCACGTTCCCGTAGATTTCGCAATCCCTGGGTGTCCGTACGATAAG
+GACGAAGTCTTCCAGGTTTTGATGGACATAGCTAGGGGAGTTGAGCCCGTAACGAAGGATTATCCAGTTT
+GCTTAGAATGTAAGCTTAACGAATACGAGTGCGTTCTCTTAAAGAGAGGAGTTCCATGCTTAGGTCCGGT
+AACCCTCGGAGGTTGCAACGCTAAGTGCCCCTCAATAGGTCTCGGATGCATAGGGTGCAGAGGACTAGTC
+CCAGATCCAAACATTCCCGGACTCGTTGAAGTTCTGAAGAATATAATTCCGGAGGAGGACATAGTTAGGA
+AGCTTAAAACTTTCGTAAGGTGGTAGTTATGATAATCGAGCTCGACGAGTTTACCAGGGTTGAGGGGATA
+GGAAAGGCCGAAATAGTCATTGAAAACGGAACGGTTAAAGATGCTCGGGTCAAAATTCTCGAGGGACCGA
+GATTCTTCGAGGTTTTAACCTTAGGGAGGCACTACATGGACGTTCCTGACTTAGAGGCTAGAATATGTGC
+GATATGCTATGCTTCCCATTCAATAGCCTCGGTTAGGGCGATTGAAAATGCCCTAGGCATTGAAGTTTCT
+GAGAGCGTTGAGAAGCTGAGGGAGTTAGCTCTATGGGGGGAGATCATAGAGAGCCACGCCCTTCACCTTT
+ACCTCTTAGCCCTACCCGATGTGTACGGTTACCCCGATGCCATCTCGATGGTATCGAAGTACGGAGAGCT
+GATAAAGGAAGGCCTAACGATCAAGGCCCTTGGGAACATGATAAGGGAAACGATAGCTGGAAGGGAGATC
+CATGGAATCAACGTAAAGCCCGGGGGATTCGGAAGGTATCCAAGCGAAAGAGAGCTAGAGAAGATAGCCA
+AGCACGCTAGGGCATTGGTTAGATTCGCAAGGAGAATCGTTAATATCTTCGCAACTCAGGAACCTAGAGG
+GGCTAAAATTGAAGTTCCAATGGTAACTTCCGAATACTTATGGGGAGATGAGCTAATAGCTGGAAACGAT
+AGGATCCAATACGAAGACATTGAAGAGGTTCCCGTCCCTTATAGCTTCGCCAAGCACAGCTATTATAAAG
+GTAAACCCATATTCGTAGGGGCCTTAGCGAGGTTGCTCCTTAAAGGGAGTAAGCTCGAAGGAGAAGCTAA
+GAGGTTGCTCGATTCATACAAGGAGAAGATTAAGAGTGGACACGTTATTTACAATAACTTAGCCCAAGCG
+ATAGAATTGGTTTATGCTTTAGAGGTTGCCTCAAAAATAGCCGAGGAATTGATCAGCGAAGGTATCGAAA
+AATCCACGTGCGAGCCTAGTGAGAAGAGCGGGGAAGGTATAGGGTACGTTGAGGCCCCAAGGGGAGTTTT
+AGTTCACCACTATAGGATAGAAAACGAGAGGATAGTGTGGTCGAACACTATAACTCCAACGGCCTTCAAC
+CAAGGAATGATGGAGAAAAGCCTTCTCGAGGATGCAAGAAATATGTTCGGAAAGGAATCAGAAACAACAC
+TCAAGAGCAAGCTTGAGGAGGTAGTTAGGGCCTTTGATCCATGTATCTCATGCTCTGTTCACGTGGTTAG
+GCTTTAACGCAAAGACTCCCAATGCCTCTTCGACCTTCTTTACCTTTATGAACCCAACACTCCTGAGCCT
+CTCCATAACGCCCCTTTGCATGTCTTTCCTCCTGTACTTCTTCCCTGGGTTCCCGACGTAATGGAAGAGC
+CTTCCTCCTGGTTTAAGAATCCTATATAGTTCCTCATAGAACTCCCTGCTGTACAGCTCTCCAGCAAGTG
+AAAACCTTGGGGGGTCATGAATTATGACATCAAAGGACTCATTATCAAAGTTTTTCACGAGCTCGTAGGA
+ATCGCCGTGGATAACCTTTATGTTAGGCCATTCAAATAACTCCCTACTCCATGGGTTTATTTTAGCTAGT
+TCAATTACATTCTTATCCTTCTCAATCGTTAAAACGAACGCTCCTCTTCTTGCTGATTCTATTGCAGTAT
+AACCCAAACCCATACAAGTATCTAGAACGTTTTCTCCTCTTCTTGGCTTTACGGTTTCAACCTTAGCTAG
+GGTATCCCTCAGGGGATCTGTATCCTTTGTCCTGTGCATCCTTATTCCGTCTATCTCTATGGTAGGGGGT
+ATCGTTGGAACTAGTTTATAGAAATGCTCACCGGCAATTGCAGCTTTGTAAAGTTCTCCATCCTTAAAGA
+AGTAAACCGTCCCCTCGTCTTCGGCTATCTTCCTGATTAGCTCCAGTTTAATCCGAGAGCCATCTGGAAA
+TACTGCATAATTATCTATTACTTCAACTTCTATTAACTCGGCCGTTTTGTTAAGGTTCGGATTAATCTTG
+GCAATTTTTCTGGCCCTCAGTATCTCCCTGGCTTCCCTGAAAGTTAAAAAGTAAACGCCTTGCATCAACC
+AACTACCCTCTCAAACACCCTCTTGAAGTTTTCGAAGGCTATCGCCTTAACTTCCTTCTCGGAGAACTTT
+TCGTTAAGAGTGTCAATTAATGCCGGAATTTTTGACTCATCCTCGAGTCCCTCGACGCTCTTCTTGCTTC
+CAAGGTAGTAGACGAAGTCGAGACCTATACCGACATGCTTGTACCCTACTAGGTCAACCATGTACTCTAT
+ATGTCTAACGTACTTCTCCAAGGTTGGTTTCTCCTTATCCACGAACTCTGGAATTGCAACGGCTCCTATA
+ACGCCGTCCCTCTCGGCTATTGCCTTTATCTGATCATCCGTCAAATTCCTAACATGGTCACAGAGGGCCT
+TTGCGTTTGAGTGAGAGGCTATAACTGGAAATGCCGTGATGTCGAGAACGTCCCAGAAACCCTGCTCGTT
+GATGTGACTAACATCCACGATAATCCCAAGCTCTTCACACTTCCCAACGACTTCGGCCCCAAAGTTCGTT
+AATCCTCCCTTAGTTCTCTCAAAAACACCGTCTCCTATCTGATTTCTTAGGCTCCAGGTTAGGGTTAGAA
+CCCTCAGCCCCATCGAATGGAAGATCTCAAGTATATCCAAGCTTTCTATAGGCTCACCACCTTCCATGCC
+CAGCCAGAGGGCAACTTTTCCCTCCTTAATCGCTTCGTCCATTTCCTTGACGGTTCCAACTATCCTAAAC
+CTTTCGCTTTCGCTAACGTCCTTGAACAGCCTATTATAAGCCTCTAGCGCGTATCTCAGTATTACGGGCC
+TCTTGTCAGGCCTACTCCAAACGCTCATGACCCTTGCCGATATGCCCGTAAAGAACTTCTCGAAATTCGA
+TTCTAGAACCCTTGTCTTGCCCTTCTCCCTTTCGTTGTAAACGAATGTCGGCAAGTCTGAATGTGCATCG
+AATATCATGCTACCACCTTCCAATATCTAAGGGTTGGCATTTTTAATATGTTCGATGCTCAATACATTTA
+TTTAACCGGTAGTTACAATGAATTATTGTGGGTGTCATGATCATGCAGAAATATTACGAGAGGATATCCA
+CTGGGGTCAAAGGACTCGATGAACTCATCGAAGGCGGACTAATTCCGGGCAGGGTTTATCTAATCACGGG
+CCCCCCAGGAAGCGGTAAAACTACTTTTGGAATGCACTTTCTTCTTGAAGGTGCCAGGAAAGGTGAGAAA
+GTTGCTTACGTTTCTCTAATCCACAAGCCCGAGGAAGTAGTGAAGGACATGCTTAGGTTTGATCCCTCAA
+TATACGTGTACGTTAACAAGTGGAAGCTCATGCTCTATGACCTCGGCCCAGTTCTATGGAGGGAATCAAC
+TAGAGTACCAACTTGGAGAAGCGTGCTTTCTAGGATAAGGGAGATAGTTGAAGACGAGGGAATATCGAGG
+CTAGTCATTGATCCATTGACGGCAATAGATTTTCCATTGCAGAATCCAGTCGAAAAGAGGGTTGAATTGG
+CAAAGTTCATAAGAGGACTTGAAGATCTGGGCGTAACGGCCTATTTAATAGCGGAAATGATAGAGATGGA
+CAAGTATTCAGAGGAGCACTTCTTAGTTAGCGGAATAATAATACTCCATTACTTCATGCATCAGGGGAGA
+ATGATAAGGGCAATTCAAATCTACAAGATGAGGGGCACAAGGCATGATTCGAACCTGAAGTTGCTGAAAT
+TCACGGATAAGGGGCTTGTCGTTTACAATAAATCTCCGTTCGGGGCTGTTGAAGATGGAGAGTGAGATAA
+TAGAAGTGGAGATTAAAGAAATACTAAAGGAGAAGAACGTCGTTAAAAAGGCCTACCTATTTGGAATTTA
+TGTGGGCCTTTCTGGCCACATAGAGTGGTCCGGCTGGGTAAAGGAAATATTGGAAGAAATTTACAGAGAA
+GCCGAGAGTAAGGGAGTTTATGAAGAAGTAAAGGAGGCGTATAAGGAAGGAAAAGAACTTGGTAAGAGGG
+AAAGGGCCAGAAGAATTCAATTGGGTCTAATGAAGGAAAGTGAGAAAGCTAAGGAAGAGGAGAAAGAAAG
+AATAACCCAGCTTGGAGAGATCAAGAAAATGAGTTTCCCGATTAGAGAGAGAATGCCCAGGTTTCTGGAA
+GGGTTCCTGGGGATTAAGCTTCCAAGGTTCTTAAGAGGTGGATTATAATGTTCATGAAATTCACTTACCA
+CTTTCATGCTTACCAACCAGGCGATATAATTTACGTTCACGATGGCTCCGGGTGGGATCCAATAAAGTAC
+TCTGAGAGGTTGAGCCCAGTTGCACTAGAGATAAGGGAAGAGGAGGTAAAGGGCAGAAACTGGACGAGGG
+CCATGATAAAAGCCTACGAGTACGTTGATGATACCCTGAAAATGCTGGACAAAGGGTCGGTGAGCGTTGA
+TTTTGAGCCCTTTACCCTGTACATGATACTGAAGTACAAGCCCAGGATATACGGGGAGATAGTTGAGACC
+CTTGAAACTCAAGTCGAACCAACACCTACAGTTCCTTTCCACCCTATAATGCCACATTTAAGCGTTTTTG
+AGCAAGAAATCTTGGCGAAGGTTTCATTTGACTTCTACAAACCTTTCATAGCGAGGAAAGAGGTAGTTCC
+ATTTTGGTTACCCGAGAACGTGATAACGAAGCAAACGGCTAAGATAATCGCAGAAGCTACGGACAAGGAT
+GTTATATTTCTACTCGATGAGAGACAATTCATAGGCGTTAACATTCCCCAAGCCAAATTCTCTTGCAACA
+AGTACCTTTGCAATGGAAAAAGTGCCTTCGTATTTGGAAGGGTGCACACGATAAGCGATGCGTTCGCATT
+CAACACATTAGATGTGGACGGACTTACGAGGGCGGTTGCCGAGGGTTGCATAGATGTGTTCAAGGAGAAG
+GAGGGCGTAGAGTACTTGGTCTTCCTTTCAAGCGACCTTGAGAGTCTAGTTGCCAATCCAAAGCAACTCG
+ATAAATTCCTAAATTGGATCGATAAGCTGAAGGAAAGGGGAGTTGAAATAGTAAGCGTAGGCGAATTCGT
+TAGGAGGAAGGTTAATGATACATACAGAAAGATTCCTGGGGAATGTAGCGAGAGCTTTAGGATAAACGTT
+AAAGATTACTCAAGCTGGAGCGACTACTTTGATCTTAGCGTTGATGGGAGAACTGGGGATATGAGATGGA
+CTGGGATTAGGAGGGAAGATAACCTGGTGATTAACAGAGTTTACAAGGGGAGGAAGGTTTCCCAGCTATG
+GAAGTACGCGTTCATGAAGCTCTTTAGGGAATTGAACAGAACGATAAGGTTCGGAGTAATAGACATGCTC
+AGAACCAATGGCGTTGAGGACATAGAAAAGATTAAGGAATTCCTCGTTAGGTACGCGAGGATATTCTTCA
+AAGAGCACTACGAATACTTTGAGCTAGATACGAGTGTCGATTACGTTATTGAGCCAATTAAAGATGTTGA
+CCCAGCGATTGCCCTCAAGTTAGGAAGGATCTACTACCTCATGCTACTCTCAAACCACTCCTGTCCGAGG
+TTCTGGGAGAACGTAGACACTAGGGTCACGTTCGGAAACGTTGCCGTGATAAGCAAGGCCCTCATAGAGC
+TCATGGAGCTTTACCTTGAGGAGAACAGGGAGAGGGCAAACTACATTTTCTTAGAGTACATGAAGCTCCT
+TGCATTCCCCCAACTTTACTACGATTACGACCTCTTCAGGCTTAAAGGGCTTGAAGGCTGGGAAACAACG
+GAAAAGGCGTGGTTCGATTCCCTGAGAAGTGAAGTTCCGAATAGCAAATACAACGTAATAACGAGGGCCG
+CCCTCTACGTTGGAAAAAGGGACCTTCCAGATGAGATGAAGGAAGTTATAGAGATCTTGTACGATCTGGA
+TCATGCGGTTCCAGATACAGGACACATTCCTGGGGAAATGCACGGGAAATGGGAGAACATGGAGTGGTGC
+GAGCACAAGGCGGTAGAATGATTAAAGCTTAATCCATCTATCTAGGGTCACCGGGTTCTCCTTGAGGGCA
+CGAAGGGTCAGCACGTACAACCTTCTCCCGTTTTTCGCCCTCCTAATCCTAATCTCGCCAGCATCTTCCA
+GGAAAAGAAGAACTTCCTTCGCTTCGCCCTCCTTTATCCCTAATTTCCTATCAACTTCCTCCCAATAAGG
+TTCACTTTCCGAAAGCTTGATTAGTTCCTTTAAAATCCTCTTGGCGATTGTCAACTTTTCCTCCTTGGAG
+GATACCTTGAATTTCTTGTATTCCTCCCTAAGTGACATGAATAATCCTTCGACTAATTACTATTTAACTC
+CTTTCCTCTCAGAAATCTTATAAAGGGAAAACTTTAGAATAAAATCAGGTGGACGATATGAAAGCAGTAA
+TTCTTGCTGGAGGATTCGGGACGAGATTGAGGCCAATTTCTTCAACGAGGCCGAAACCAATGGTTCCCGT
+GCTAGGGAAGCCCAATCTACAGTATATTCTCGAGGCCCTCGAGAAGGTTAAGGAGATAGATGAGGTGATC
+CTTTCCGTTCACTACATGAGGGGTGAGATTAGGGAGTTCATCCAGGAGAAGATGAGAGACTACCCCAAGG
+ATATTAGGTTCGTTAACGACCCCATGCCCCTCGAAACTGGAGGCGCCCTGAAGAACGTTGAAGAGTACGT
+TTCAGACGACTTCCTTGTAATATATGGAGACGTGTTCACGAACTTCGATTACTCGGAGCTAATAGAGGCC
+CACAAGAAGAACGATGGCTTGGTTACTGTGGCTTTAACGAAAGTTTACGATCCAGAGAGGTTCGGAGTTG
+TTATAACTGATGAAGAGGGGAAGATAGTTGAGTTCGAAGAGAAGCCCAGGAAGCCAAAGACTAACTTAGT
+TGACGCTGGAATTTACATGGTCAACAAAGACGTTCTAAAGGAGATACCCAAGAACAAGGAGGTTTACTTT
+GAGAGGGAGATACTTCCAAAGTTCGTTAGCCAGGGCCTAGTATATGGATATAAGATGCCCAAGCACTACT
+ATTGGGTCGACCTTGGAACGCCAGAGGACTTCTTCTATGCTCACCAGATAGCCCTGGATGAGATGGCCAG
+GGAGAATGGTTACATGATCTTGGGTGAGAACGTCGAGATACCTGAGGATGTAGAAGTTCAGGGGCCAGTG
+TATATAGATGACAACGCGAAGATAGGGCACGGCGTGAAGATAAAGGCTTATACATATATAGGTCCGAACA
+CGATGATAGAGGACAAGGCATACATCAAGCGCGCCATACTCCTGGGCAACGACATAATAAAGGAGAGAGC
+CGAGCTCAAAGATACAATCCTGGGAGAAGGGGTCGTTGTAGGGAAGAACGTCATAATCAAGGAAAATGCC
+GTTATAGGAGACTACGCAAAGATCTACGACAACTTAGTTATCTATGGAGCTAAAGTCTTGCCGTGGAAGA
+AAGTTGAGGAGTATGAGGCTTACATAAGGATAAAGCTAGATCCGGCAAAGGTTAGGCCAGAATTGACCCC
+AGACAGATGCCCACTCGGGTTGCCTGAGTGTATATATAAGAAGTTCAAGGCTATCGCTGGAGAAAAGCCA
+CCCTGCGACGAGTGTATAGAGAACCAGTGGCTCTTCTGACCTTTCTTCATTTATAGTAAATTTAATAATC
+CTTCCTCGGTTCTTCATCTGGGGATTTAAGATGCTGAGAACCCATTACTCAAGCGAGATTACGGAAGAGC
+TAAACGGAAAGAAAGTCAAGGTTGCAGGGTGGGTTCAGGAGGTTAAAGACCTAGGCGGAATAAAATTCAT
+CTGGATTAGGGACAGGGAAGGGATAGTTCAAGTCACGGCACCAAAGAAGAAGGTGCCCCAAGAGATATTC
+AAGCTAATTCCAAAGCTGAACAGCGAAGACGTGATAGTCGTTGAGGGCATCGTGAACTTTACTCCAAAGG
+CCAAGCTCGGATTCGAGATAATTCCAGAGAAGCTCGAGGTTATAAGTAAGGCCAAAACCCCCTTGCCACT
+AGACCCTACTGGAAAGGTCAAAGCTGAGCTCGACACTAGGCTGGATAACAGGTTCATGGACCTTAGGAAT
+CCCAGGGTAATGTCTATATTTAAAATACGCTCCTCCGTTTTCAGGGCAACCAGAGAGTTCTTCTACAAAG
+AAGGATTCATAGAGATACACACGCCAAAGATAATAGCGACGGCAACGGAAGGAGGAACCGAGCTGTTTCC
+ATTGAAGTACTTTGAGAACGATGCCTTCCTAGCTCAGTCACCACAGTTGTACAAGCAGATGATGATGTCC
+ACAGGCTTAGATAAGGTGTTCGAGATAGGCCCGATATTTAGGGCCGAGGAGCATAACACCACGAGGCACC
+TAAATGAAGCCTGGAGCATAGATGCTGAGATGGCATTCATAGAGAGCGAGGAAGAGGTAATGGATCTTTT
+GGAGAGGCTAATCCTGTATGTAATTAACTACGTGAGAGAGAACAACGAGAAGGAGCTTAAAATCCTGGAG
+TTCGAGCTAAACGAGCCAAAAAAACCTTTCCCCAGGATAACTTATGACGAGGCGCTGGAGATATTGAGTG
+ACCTTGGAAAGGAAATTCCCTGGGGTGAGGATATAGATACTGAAGGTGAGAAGCTTCTAGGAAAATACAT
+GCTCGAGAATGAAGGGGCCGAGCTTTACTTCATATACAGGTATCCAAGCGAGGCAAAGCCATTCTACATA
+ATGAAGTACGAGGACAAGCCAGAAGTATGTAAAGCATTCGATCTGGAGTACAGGGGAGTTGAGATAAGCT
+CGGGAGGGCAGAGAGAGCACAGGCACGACATTTTAGTGGAACAGATAAGAGAGAAAGGTCTCAACCCGGA
+GAGCTTTGAATTCTACCTAAGGGCCTTTGAGTATGGAATGCCACCGCATGGAGGCTTCGGGTTAGGGGCG
+GAAAGGCTGATCATGAGGATGCTTGACATAGGTAACATAAGGGAGGTCATACTCTTCCCAAGGGATAGGA
+GAAGACTAGTGCCTTGACTTCTATTTTTGACTTCTCCTCTATTAAACACCCTTATTTAACATTTCCATTG
+TTCGAGAATATTTTTATTTTCGAAAAATCTTATATGGACAAACGTAAAGATAAAATTGGTGTTATTTTAT
+GTTTGGTTACTGGGGTAAGATACTGAGGGTAAACCTAACCGATGGAACAATAAAGGAGGAAACATTCAAC
+GAGGAATTCGCCAAGAAGTGGCTTGGAACGAGAGGATTTGGAATTTATTTCTTGCTGAAAGAGATGGATC
+CAAAGGTTGACCCATTCTCTCCAGAGAACAAGTTGATATTCGCCACAGGCCCCCTAACCGGAACTTCCGC
+CCCAACAGGTGGAAGGTACATGGTAATTACCAAGAGTCCATTAACTGGTTACATAGCGATGGCTAACTCG
+GGAGGCTACTTCGGTGCCGAGCTAAAGTTCGCCGGTTGGGATGCGATAATAATCGAAGGAAAAGCAGATC
+ATCCGGTTTACCTCTACATACACGATGAGAACGTAGAGATAAGGGATGCGAGCAAAGTTTGGGGCAAGCT
+CGTTAGCGAGACCGAGAAGGCTCTTAAGGAGGAAGTTGGAGATAAGCACGTCCAGATAGCCTCCATAGGC
+CCAGCTGGAGAGAATAAGGTCAGGTTCGCTGCCGTAATGAACAATGGCCATAGGGCTGCCGGTAGAGGTG
+GAGTTGGAGCTGTAATGGGGAGCAAGAACTTGAAGGCCATAGTTGTCAGGGGACACAAGAGGGTTGAGGT
+CGCCGACAAAGGAAAGTTCATGGAGGTAATTAGGGAGAAGATAGAGAAACTCAAGAAAGATCCAGTAGCA
+GGTGGAGGCCTTCCAAAGTACGGAACTGCCGTTCTCGTGAATATAATAAATGAGCACGGATTGTATCCAA
+CGAGGAACTTCCAGACTGGAGTTTTTGAGTACGCCTATGAGCAGAGCGGAGAGGCTATGGCCGCTAAGTA
+CCTAATAAGGAACAAGCCGTGCTTTGCGTGCCCGATAGGATGTGGTAGGGTTAATTACCTGCCGTCAATA
+GGAGAAACAGAGGGGCCCGAGTACGAGAGCACTTGGGCATTAGGTGCTAACCTAGGGATAAACGATTTGG
+CCTCGATAATAGAAGCTAATCACTTCGCCGACGAGTATGGAATGGATACCATAAGCCTTGGCGGAACGTT
+AGCTACTGCCATGGAGCTCTATGAGAGGGGATTGATAAAGCAAGAAGACATAGGTGGAGAAAATGAGCCG
+CCATTCAGGTTCGGTAACACAGAGGTTCTCCATTACTGGATACACAAGATAGCGAAGAGGGAAGGGTTCG
+GAGATATACTTGCGGAGGGAGGTTACCGCTTGGCTGAGAGGTTCAACGGAACGGAGTACTTCATGGGAGT
+TAAGAAGCAGGAGTTACCTGCCTACGATCCGAGAGGTGCTGAGGGACATGGACTCGGTTACGCAACGAAC
+AACAGAGGAGGATGTCACATTAAGCAATATATGATAAGCCCAGAAATCCTGGGTTATCCATACAAGATGG
+ATCCCCATGACATAAGCGATGAGAAAGTTAAGATGGTTATCCTGTTCCAGGATCTCACTGCATTAATAGA
+TGCTGCTGGGCTCTGTCTGTTCACGACGTTCGGTCTTGGAGCGGATGACTACAGGGACATGCTTAACGCC
+GCTCTAGGTTGGGACTTCTCAACGGAGGACTACCTGAAGATAGGAGAGAGAATATGGAACGCTGAAAGGT
+TATTCAACCTCAAGGCTGGGCTAGATCCTCTCAAGGAAGACACGTTACCCAAGAGGCTCCTCGAGGAGCC
+GATGCCAGAAGGACCCAACAAGGGACACGTGGTTAGGCTCAAGGAGATGCTTCCAAGGTACTACAAGCTC
+AGGGGTTGGACAGAGGACGGAAGGATCCCAGAGGAGAAGCTTAAGGAGCTCGGTCTCGAAGAGTTTATTT
+AGCCCTTCTAACCTTTTTATTTTTGAGGTGTTTTGATGGCGAAAGTTAAGGTGAAAGTTTTCGCAACATT
+AATAGACATAATAGGGAGGAGAATCTTCGAGGAAGAAGCCGAGAACGTTGAGGATTTGTTAAATAAGATC
+TATTCTAAGTATCCGAAGGTTAGGGAGGAGCTTGAAGAGGGTTATATAATCCTCGTTAACGGTCATAATA
+TAGAACACCTCCAGGGATTAAGGACAAAGCTTAAAGATGGTGATGTAATTAGTATCTTCCCACCTGCTGG
+AGGCGGTTAAATGGAGTTCCAATTGTGGGGGGCTAAAGTTAGCATAGAGCCCAAGCCCGACTTGAAATAT
+TTGTATTTAGAGATAACGAACCGTTGCAATCTGAAATGTGAAATGTGCTTCAAACAATACTGGGAAGACG
+AAGAGGGAGATATGGACTGGGAGTTATTCTTAAAGGTTCTTGGGGATGCCGAGGAGCTTCCAGAGCTTAA
+AATGATATACTTCGGAGGAATAGGGGAACCCTCGGTTCACCCAAGGTTCATGGACATGGTCAGGGAGGTC
+AAGGAGAGGGGATTTAGGTTGGGGATGAGTAGCAATGGAGTCTTATTAAACGATAAAATCCTGGAGGAGT
+TCGTTAAGTTAGGGGTCGATGTAATTTATTTCTCGATGGATGCCATACCAACTGGGGAGAACCTGATAAA
+GCTTGGCCATGTGACCTCAAAGATAGTTGAGAACAGAATAAAAAAGCTCGTGGAGCTCAAGGAGAAGTAT
+GGAAGTGAAAAGCCAACCATTGGGGTTGAAGTAGTAGCTACGAAGGAGAACTACAAGGAACTCCCAGACA
+TGGCGCTCTACCTAAGAAAGCTCGGCGTGGATTCAATGCTAATATCGAACTTGATTCCCTTAAGTAAGGA
+GCACTCTCATCTGATTCTCTACGACGGTAGCGTGGACATGACTCCGATAGTTAACAAGCTTCACAGTATA
+GCTGAAGGTGGACCTTTCATGAGGATAGCAGAATTTAAGCTTAGGACAGAGAGATACTGCGACTTCGTTG
+AAAACAATGTTACCGTGGTTAGATGGGATGGTGAGGTGTTTCCCTGCTACAGGTTCCTCCACACGTATCC
+AGAAGTTATCTTTGGGAGAGAAAAGAAGGTTATAGCTCACTCGTTTGGAAACGTTAGGGAAAAGAGCTTG
+AAAGAGATATGGATGAGCGAGGAGTACGTTAGGTTCAGATTCATAGTAAAGGCTTCAGCCTACCCCTCGT
+GTATTGATTGTCCATTAAATACTTCGTGCTCTTTCGTTTTGGATACCGAACAGGATTGCTGGGGAACATC
+GCCTAGTTGCGGTGACTGCCTGTGGAGCAGAAGAATAGTTTTATGCCCAATACCCTACGAGTACATGGGT
+AAATTCCTATGAAGGAGATAATAATAGTAGTTCCCAGGAAAAGGTTCAAGGAGTTAAAAAATGTAAATAT
+CGCCGAATTAATTCAAAGAAACCTCGAGAAGGCAGAGATTACCCTTGAAGCTGAATACATAAACTACCTT
+TTGGAAAAGAGGGCGAGACTGTTGGAGAAGCTTAGTGACATGGAGGGCAAAATTGAGGAGCTAAGGTCTT
+ACTATAATAAGGTCTTACAGGATAATCTTTTAATGAAATCTGAGAGAGAAAGGCTTAATAAAGAGAATAG
+CACACTTAGAAGGGAACTAAAGTCAAAGGTTAATAGCTAACCTTGGATTGTACTCGAACACTATCCTCCC
+ATTCTTAAATATTCTAACTGTGCCACTCTCCGAAAGCGTTATGGCAACGGCCTTCGTGACCTTCGTTATA
+GCTGCCGATGCTAAATGTCTACTTCCCAAACCTTGAGGGAGTGAAACGTCCAAACTCTTCGGATCAACGT
+CTAAGTACCTACCCGCGGCTATGATCCTTCCCTTAGATGAAACTATGAATGCGCCATCCAAAAATGAAAA
+CTCTTTTATAACATTTTTAACCTTTGGATCCAGAATGTTCAGATTATGGCCCTTAAAGGGATTCGGTACT
+AACTGATGGGAATGTTTCATTACTTCTTTTGTATCTCCTATAACGAATATCGTCCCCACCGGCATTCCTT
+CCCTTCCCTCTATACTTAACTCTATGGCTATCTCTAGAACCCTGCTTATGACGTTTGAATATTTCTCAAA
+TTTCTCGAAGAATTCGTCGCTAATTGAACTCTTTTCCTCGATTCTTTTTACACCAACGCTTTCATTCGTA
+ACGTACACAAAAAACTCATTCTTGTCTGCAATACCCCTACTTTTCAAGAACGCCGAAATTAAGTTCAATA
+AGTTCTGCAGGCCTATTGAAACCGGGAATGAAAGATTCTTTACATTATTTTTCTTTTCCTTTTTTGATGA
+TACTTCGGACTCCCTACTAATTATAATGATATCCCCGGAAAAATTGATTTCTAAATCTTCAGCGGGGGGG
+TAAACTAAGACGAGAGCTTTAGCATTGATCTCCTTTGCAAGTCTTTCAGCCGTAGATAGTAGGGCTTCAA
+ATACGTCCAAAGTATCCACCAATTTGCTACTAAAGTTTTAACTTTATAAATATTAGTCAAGCAGCGTACT
+AGGGTGTATTGGGTATGAGGGTTGTAGTGGCTATAACGGGAGCTAGTGGGACTATTTACGGGATAAAATT
+GTATGAAACCCTTAGAGACTTGGGGCATGAAGTAATATTACTAGCATCTAAAACTGGAATAAAAGTCGCG
+AAATATGAAACAGGAATCGAGGTTAAGCCAGATTTCTCGGAGGATGAGTTATTTGCACCAATAGCTTCCG
+GTTCTTATCCCTTCGATGCGATGGTTATAGCTCCATGCTCTATGAAAACTTTAAGTGCTATAGCAAATGG
+ATTCTCAAACAATTTAATCACTAGAGCTGCGGATGTTGCTTTAAAAGAAAGGAGAAAACTAGTACTCCTT
+ATAAGGGAGACCCCACTCAACTTGATCCATATCCAAAATATGTTGAAGATTACACAAGCTGGAGGAATTA
+TTATGCCAGCATCTCCAGCTTTCTATCACAAACCTGGGACAATCGATGATATGATAAAGTTTATAATTGG
+GAAAATCCTTGATGTATTGGGAATTAATCATAACCTGTATAAGAGATGGGGGATGGATTATAATGACTAA
+CGCATCTTTAGATGACCTAGATAGGGCAATACTAAAGTTATTAAAGAAAGACGCGAGATTGACGATAGCG
+GAAATCAGTAATCAGCTGAAAAAACCAGAATCAACAGTTCACTTTAGAATCAAGAAGTTGCAAGAAAGAG
+GAATAATTGAAAAATATACAATAATAGTTGGAGAACCTATAAAACCTAGGAAGCTTGCACTCGTGGTTCT
+TGAGATAGACATGCCTATAATAGAGGACTTTCTAGAAAGGTACATAGAATACGTAACCAAGACATTATCA
+GGCTTCTCGGAGGTTTTATTTGTAGCCAAGAGTGGAAAAGAAAAGATAGTGGCGTTAGTTGGTGGGGAAA
+GTGAAGAGTCCCTATTAAAGTTCATTGAAGACAATATAGAGTCAATCCCAACTCTAAGGAACGTGATGGT
+ATTTCCCATATCAGAGATAAAGAAGGGGGATGAGATAGCCGGATTCCTAGCGGAGGTTTAAATTATGGAA
+ATTGAGATAAAATTCAGGGTGTCGGAAGATATAAAGGAAAGGTTAGAGAGCCTTAATGCTAAATTCGTTG
+GTCTTGAGGTTCAGGAGGATGTGTACTTCGATGTTCCCCTTCCGAAGCTCCTTAGGGTTAGAAGGATCTC
+AAATCTTGGAAAATCATACATAACTTATAAGGAAATTATGGATAGGAACAACGAGGAATTCTATGAAGTT
+GAATTTGAGGTTAGTGATTTTAACTTGGCAATTGAAGTGTTCAAAAGACTTGGCTTTGATGTAAAAGCCA
+GCATAAAGAAGGAAAGATTAATCTACAAGCTAGGGGATGTAACTTTCGAACTAAATAAAATTCCCGGGCT
+TGGAAACTTCTTAGATATAGAGGTAATCTCAGATGATCCAGAGGAAGCTAAAAGGAAGATTTGGGAAGTT
+GCAGAGAAACTTGGGCTAAAGAAGAAAGATGTAGAGCCAAGGCTTTACATAGAGCTCGTTAACGAGTTAT
+CTTCACGCTCCTCATGAGCTCTAATGGCTCTGGATGTCTCTCAAAGTACTCCCTGATTGGTTTCAGTAGT
+TCAATTAAGTATTCTGCAACCGCGTTCTTTAAGTCGAGTGGATGAAGCTTACCCTCGGCGAAGTCCTTCT
+TCAGTTCCTCAAAGGTCGTGTACGTTACATCCCCTCCGAATTTAGCAGGCCTATGGATTGTGAACTCAGT
+TGGCTCTTCCCTAAATATTATGTGCTCAGCCCAATCTAGGACTGGATTGTAGTTAACCTCCCTAGCTGGG
+CAGAAAGCCTTACGAAGTTTCTGCTTTATTTCCTCGGGTGAATCGTGAATGAAGACAGCTGAGTAAGGCT
+TACTCTTGCTCATCTTCATTTGAGCCTTAATCTCTTTAAACTGCTCCTCACTCGTTATCGGCCAAACGGG
+TGGCTCCTGGAGGCCTAAGAGGAGGTGGTGATGAACGGCTACCGGCTTAAGCTTTTCGCCGTTGTGAACT
+ATTGGATGGTACTTCAACTTCTGTGCCACTTCAATCGCTATGACGTGGGCCTTCCTTTGATCCATTCCAG
+CGTGAGCTATCGTCACCCCCTGGTAGAATATGTCGGCAACTTGCATCATCGGATAGATAAGCTTCGCGAA
+GTCTATGCTCTCTCCCATTTGTCTTCCCATTATTGTTATTGATCTCATAACCCTGCTGAGCGTCACGTTC
+TTGGAAATGTCTATAACCGTCTGCCAGTAGTCTCCGTTCTCCAGTATCTCACTTGCAAGCACGAACTCAA
+CCTTCTTTGGATCTCCTCCCATGACCTCTATGCTCTTCTCCATTCCGACTTTGAAGTACTTTAGGGCCAC
+TTCCTGAATAACCTCAAGATCTCCCCCAAGCTTGTCGTTAATCCAGCTGTGCCAATCAGCTAGAAATATC
+CTTGTCTTTATTCCGGCCTTTTGAAAGTCCGCTATCTTTGCCCCTGCCATTAAACCTGTTCCTAAGTGAA
+TGTAACCGCTGATTTCAAATCCTATGTAATGCTGGAGAGGAGCTCCGACCTCAAAGAGGTGCCTTAGGTT
+CTCAACCGTTAACACTTCTTCAGTGGGCTTTTTCAGGACTAAATTAATCCTCTCCTCTATGTCCATGTTT
+ATCACCCACCCTTGTTACCCTTGAGCTCTCTAATCAATTCCTTTAAAGCTTTCTCTGCTTCGATTTGAGA
+ATAAAAATCATATTCTTTCCTTAGGAAATTGTAGTGGTACCTCTCATCTTCGGCCAACTTCTTCATTATC
+CTCTTATGCTCCGGGTTCCTTAATATGTCATACAGCATCGTGTAAACGCCTTCCGACAATTTCTCTAGAT
+CCATAGCTATTTCTGGGGCCTTTAGGTAGTCCTTTACAGTTCTAAGCCTAAAGTCCTTTTCAAGAACTGC
+CTTACTCCATGTTTTCAATTTTACTTCAACGGGCTCTTCTCCTGGGAATAAAGCCCTGAATATCTTTTCC
+ACCTTCCGATCGTGGTCTCTCTCCATTTCTATAAACTCCTTGAATTTCTCCCTTGGATATCCGTCGGGAA
+GGTTTTCGTAGAGGAACTCGTAAACTTTAGTTGAGTCGAGCTCTCCGCTTAGAGCGTACGACAAGATTTC
+CTTTAATGACTTTGATGACAGCTCCTTTATTGCATTTACAATGTCCTCATGAATGCTCGCTCTCTCCATA
+AATAACTCAAGGGCCTTGCTCATCTTAATTCACCGATTCTAACTTAAATTAAACCATATATATCATTTTA
+CCAAACCTTTATTAAACGCCAATTTTCCCTAGTTTTGTGATGGCTATGTTCGAAGAGGTGGAAGTTGAGG
+CGTACGTTTACCCGACTGAGGACATAAACAAAGTAAAGAAGGCCATGTTAAACCTAGTTCCTGGGCTTAA
+GTTCGAAGCGTTTGACAAAGGAGAATATATGATATTGGTCGGAAAGACCAGGGATAAGAGGGCCCTTCAA
+AGATTGTACGAGCTATTTAGGGGACAGCAAATTCTCGACACTGCCAGGATGATGCTTGAGGAAGGCTACT
+TTGGGGAAGAGATAATAATAAAGGTTCACAAGCAAGTTGCATACGCCGGCAAAGTAAACTTCAATGAAGA
+GTCTCCCCTAGGCCCGATAACAATAACGATAAGAACCAAGGAACCTCAGAAATTAATGAAATGGTTGGCA
+CCAAGAACTAAAGATGGTGTTCCAATAGAGTAACTAAAGCTCTTCCTCCTCCTCTTCGATCAGCCCGTAT
+TTCTCAAGTTCCCTAAGTAGCTTTCTCACTGCCTCCCAAGCGTCAGCCTCACTCTTAGCTCCAGAGCAAA
+CTATCTTACCCGATGAGAACAGCAGTATAACGGCCCTAGGATCCTTAACCCTGTATATAACCCCAGGGAA
+CTGCTCGGGCTCGTACTCACAGTTTGGTAAAGTTAGCGCGACGTTGTCTAGGTTGAATTCCCTTCCGATG
+TCTCCGCTAAATACCATGTTTTGAATATCTATCAGCGGTGCCCTCTTGAATTTCACGCCTATGCCCTTGA
+GCTTTTCAATCAACTTGGCTACAGCCCTTTCAATATCGTGTATGCTCTTTGCCCCGGTAACCACAAGCTT
+TCCAGAGCTGAATATCAGGAGTGCAACCTTTGGATCATCAAAGCGACAGATAATACCGGGAAATTCCTCA
+GGGTTGTACTTGGAGTTTGGGCATATATCTAGAACCTTTTCAAGATCGAGTTGAGCGAAGAGATCTACGG
+ATGCAACTATGTTCTCGATTCTAAGTTTAACATTGTTCGTATCCACCATCTGCAATCCCTCCCTTTAAAA
+ACCCCTTATAAATACCCGGATTATTATTTTTAAACCTTATCACTGATGGTTGAAATAAAGAATTTTTCTG
+ATTATTACCTCAATATCCCTCTTGAACTTTTGAAAGCTATCATCGTTAACTATCATGTAATCGGCCAATG
+CTATAACCTCCCCTATCCCGAAGTTAAGCTCCTTCTTATCCCTGTCTAGGAACTCTTCCCACGTCTTCGG
+ATCATCGCTCCTTCCCCTTTTTCTCATCCTCTCATATCTAGCCCCAGGAGGTGAGTGAATCGCGAGAACT
+TTTATCTCCTCATTAGGAAACAGTTTCCTGAACTCCTCCACTTCCTTCGGACTTCTTACTCCCTCCACAA
+CGACTGTCTTATGTTTCTTAAGCAAATTCTTCAGTTTAGGAGCTATTAAGATGGCCACAGCTCCTGGGCC
+GAGCTCCTCTCTAACCTTTAAACTAACGTATTTCAACCCCTCTGGTGTCTTCGGTATACCTCTTTTCTCG
+GCTTCCTCCCTGATCGCATCACCCATAGAAACTACTGGAATTCCAAGTTTCTTGAACGCCTTGGCAACTT
+CCCCCTTTCCAGAGCCTGGCATTCCAGTCAAAAGAATTATCATAGGGAGCACCCGACGCTTAATGCTCAA
+TATGTCCTGGCAAACCTCGCTATAAACTTAGCATCCCTTCCACAGACGGGACATCTAGAGCCCTCGGGAG
+CCTTAGCCTTCTCCTCTGGGTACGGAATGCCGAGCATCTTGGCATCTAGTTCTTCTTCCATTTTAAGTCC
+ACAGCTCTCTTCTCCACACCACGGGATTTCAACTATTCCCCTCCTGTCCTCAAATGCCTTCTTGGCTTCC
+TCAAGGGTTTCCACTCTTTTTATGTGACTGTTCAACCATTCATTTGCCCTCTCGTATAGATACTTCATTA
+TATCGTCGAATAGCTCTCTAACCTTATCTACAAGCTCCTCTCTCTTTATCGTTATCTTCTCAAGCTTATC
+TCTTCTCGCCAAGACTACCGTTGAGTTCTCAACGTCCCTGGGGCCAACTTCAATTCTAACTGGGACTCCC
+TTTAGCTCCCAATCGTAAAACTTCCATCCTGGTCTCTTCTCCCTCATGTCTAGGTGAACCCTTATACCGG
+CAGTCCTTAGTTCCTCCTCTATTTCCCTTGCATATTCGTAAACGATCTCCTGCTTTTCTTTCTTAGGTAT
+CGGGACTATGACCACCTGGATTGGAGCGATAGTCGGGGGCAAAACCATTCCCCTATCGTCTCCATGGATT
+GCTATAACAGCCGCAAGCAGTCTTTCGCTCATCCCAAATGTAGTTTGGTGAACGTAATCGTGAGTGCCGT
+CCTCTTTCTCGTAGAGGATGTTGTAAGCCTTTGCAAAGTTCTGCTTATAGTTATGCATCGTCCCTATCTG
+GAGCGTCCTTCCATCCGGCATCACGACCTCCGCACCAAGTGAGTAAAAGGCACCAGGGAACTTGTCCCAT
+TCGGGCCTCTTCGAGATTATGTAAGCTATGGCGAGCCTCTTCATTAGGTTGTCGAATATTTCTAGGTCTT
+CCTTTATCTGCCTCTCAGCATCTTCAAAATCAGCATGAGCTGTGTGAGCCTCGAAGAACCTGCTTATCTC
+CCTAACCCTTATTAAAGGCCTCGTGTGCTTGGTCTCGTACCTATAAACGTTAACTATCTGATACACCTTG
+AACGGCAAATCGGCGTGAGACCTTATCCACAGCGCGAACATCGAGTACATTGCAGTTTCACTAGTTGGCC
+TCAAGATTAACTTAACATCCAAGGGCTCATGACCGGCATGGGTTATCCAAAATACCTCCCCTTCAAATCC
+AGCTATATGCTCGGCCTCTTTTTTGAACTCAGTTTCTGGAATTAGAGCAGGGAAAAGCACCTCTTGGTGA
+CCGGTTCTCTCCATCTCTTCGTGAATGAACTTCTCAATGTTCTTCATTATCTTAAGTCCATATGGAAGCC
+ACACGTTCATACCTTTTACTGGGTACCTCTTATCGAGAATGCCTGCTTCCTCTATAACCTCATTAAACCA
+CTCGCTAAAATTCTCACTCCATCTCTTCCTCTCCACCATGCAACCACCTAAACTTAGCCAACATTTTTAA
+TTTTTAATCTTTCGTTATCGTTTTAATCTAGGGTTCAAATCTTGGTTCATGAGTAAAAGGGATGTGATAC
+TGAGACATTCGGTGGCAAGCATAATAGCTTTAGCCCTCTTTGGGGGTAGTAGGTTCCTCTACAATATCAT
+CATAAGTAGGAAGTTTGGACTCAACGTCTTGGGAAGTGTAAATTCCCTAATATCTCAGGCCTTCCTAATC
+GCCGGCTTCTTAGCATTTTTCTCAGTTGGCCTCGGAAAGTACACCGCTGAATTCTTGGGCAGAGGAGAGA
+AGGAGAAGGTTAAATCGATAGCATCCTTATCATTCATGTCCCCACTTTTGGGATTGAGCTTAATACCATT
+GAATCCAGGCCTGGCGATATTGGCAACCCTAAGGGCCATTCAGTTGACTTTGAGATCATTCATCTACGGC
+ATGCATAAGGGAGAGTTTTACGCTTACTTAGTTTTCCTGGGATTCCTGGGCTTCCTACTTGGCTTTGCAT
+TCGATGACCCTCTCGCCCCTTACTACCTCTTACTAGGAGCCGTATCCGTTGCCGGAGTGTTGCTATTGCT
+TAAGTGGAACCTACTTGGTAGGCCCAGGAAAGGGGAGGGGATAATTCTACTCAGGTACTCCTGGTGGGCG
+TTTTTAGGTTCAATCGCCGGCATATTCCTAATCCAAGGTCCGTACTTCATGACCGAAAAGCTCTCTTCCC
+AGGAAGAAGCTGGTCTAATCTCGGCGATTCTCTCGACGTCCTTTCTCCTCTCTTACCTGCCCCAAATCGT
+TCAATCTGCTATAGTTCCGATATTTGCCTATGACTTCGGAAAAGGCGAGCTTAGCTACTCCAGGAAGTTA
+GCGACTCTTGCAGTTGAAGTGCTATCGACGCTAACCGGGATTACCGTTTTCCTAATGTTAATATTTCAAC
+CTTTGATAGAGGGTATTTTCAGGGTAAAATTCGGTTCGCTACTCCTTCCAGCCTTAATAGCCGTGGAAAT
+ATACATTGCGTACAATCCCTTGATAAATTTGCTAAGCGCAACGAAGTTCATAAAGAATTCCGCGCTCTAT
+GCCTTAACGGGCTCCCTGGTCTCTTTAATACTCTGGATAGCCCTAATTCCCACTCATGGTTCCTTTGGAA
+CATTGATAGGGCTAGTAATTGGCTATTCAACGGTGTTTATCTTAGTCTTACTTAAGGTTCACAAAGAATT
+CGCAATTAGCTTTAACGTGGCCTTAACCCTAGTTCTAGCTATAGGGCTCCAAGTATTAGGAAAAGTTACG
+AATCCTATCCTGGGCCTCTTGATATTTACAATTATAAAAGGGAAAAGAATTATGCTTTTCCTCCGTGATA
+TAAGATCCTTATAATCTCTTCTGGGAGGCCTTCTGAGCGTATCCTCTCCTCTATTATTCTCTTATCGTAG
+TCAACCTCTATGAACTTTGCCTTCAAAGTTTCCGCGTCGATTAGGGCAAAGGTTGCCTTGTGCTCCCTTG
+CAGGTGGGAATCCAACGCTTCCAGGGCAAACAACCCTTCCGTACATCGTCATTGCTTCCACTGGATACCT
+CGGGCTCGCCACTATTAACATCTCGTACTCCTTTACTGGCCTCATTATCGCCTCGTAGTAACTAGTTGGC
+TGGTCTGGTAACACTTCTCCGTCGAATGGATTTATTGGGCTTCCATATACTCCGAATATTTCATTCTTTC
+CTATTTTATCGACGAGATAGACTGGTAGATCCCTCAAGTACTCTCTTCCCTCATGGCCTAGTTTTTCCCA
+AGTGTACTTTAAGCTCGCCTTCAAGTGGCTTGGTAGGTCTAGCTTATCTATGTAATCGGGCCCCTTAGCG
+TGGGGATCGCTCATGGCTATAAGTTGGTCATATTTACCCCTGATTATCTTAACCCTGTTGGACTTCGCTA
+GGTTCTTCAGGGCCTCTATAACCTCTTTGGGGTATGGGAATAAACCAACTATGTTCCCCAGGATGTAGTA
+TTTCTCTATTTCATATCCCTCTTCCTTTAACTCCTCGATCCTTCCTAAAGCCGCCGTTAATGCAGGTAAG
+TTCCCGGCTATGTTAGCTAGAACCGCCACGTACGCCATTTTACCACCTCCCTTTTTTCTTACCAAAATTA
+ACTAAAAATGTTGAGGTATTTAAACCTTTTGATTGAGAACCTTATCCCATATTTTGATGGCCATCCACTT
+GTCTAAAAACTCGTTGAAGGTTCCGCATTTCGGCGAGTAAACACAGGCAGGACAGCCATCCTTGCAGGGA
+CACTTCGCTATGTGCTCCCTACTCCTGACGATTAACTTCTCTATGTTCTCATAGATGAGCCTAGCTATTC
+CAGAGCCCCCTTCATTGCCATCGTAGATGAAAATCGTTGGAAGCCCATTGAAGTCATCATAGCTATAACC
+TCCTAGCTCTCTTGAATCCACGTGAGTAACTACCGGTGCTATCTTGATTAGATTGTGCTCTATCGCGTGC
+AACCCAGATTTAACACCATCTTTACTGTCCACCATCTTCTTCACCGCAAAGACGAAGTTCTCATCGAGAC
+CTTCTTCCTTCGCTACTTTCCTTATGACGGCCCTGATGTAGTGGGTTGTAGCTCCAAGGAGTGAGGGGAA
+TAACACGCCCCTACTCAACTTGTTAAACAAGAACATTGCGAGCTCATAATTATACTCGGAAGCTATTGAG
+AAGAAGTGCCTGAACTCCTCTGCCGGAACCTCGTCTATGCTCCTGGGGAATACTAACCAAACTCCCTCAG
+TCTCAAACTCCCTCTTGTATGGACTGTAGAACGAGACCCTAGCGAACTTCCACCACTCCTCGAACATAGT
+TACGTTGAACTCGATTTCACCTCTTAATATTCCGGCATCCCTAAGCCTTTCCAGTCTTTCAACGTGCCTC
+TCAACGTCCTTACCCTTTACCGCGTATCCGAGGTACTCATGCGTAACCTTTAATCTTCCAAAATACACCT
+TTATTGGCCCAAAGCTCTTCTCATCTTGAACCTTGAGAACCTCAACGTTCTCACTCTTGTGGACGTTCGT
+TTCGACGTCTTCGTTCATTGGAATCTCCTGGGCGAAAACGAAGTGAAACTTATCAACGTTAATCTTGTCG
+ATGACCATAAACAGCCTTCCCCTCGAGGGATAAACCATCCCAGGGAGCAGGCTCCTGTAGAACTCTACCT
+CGTCAACTTCCTCTATGATGAATCCCCTAGCTTTGAGGTAATTAACGAATCTAAGAAGCTCTCCTCCACT
+CTTTCTCACTAAACTTGACCTTATCCATCCCTCATCCTTCACGAGGAAGAAGCTCTCATCGCTCGTGGAT
+CTAATCGAAGAGTATATTGCAGGCTTCTTAATTCTAATTTCCACCTTGTTCGTCAAGGGATTCAGATACT
+CCTCAACGATACCTTCCTCTTTCAGAGGTCTTAGCGCTATCCTCCAATGCTCGGGTATCTCATTAACATC
+AACCACACCGAGTTCAGAGAGCAGATAATGGAGATGTTTCTTGGCTATCCTCTCGTTATCGAGGTTGACG
+GGTATTCCCTCTACTAAACCTTTCTCTATTCCCTCAACTAGCTCTTCAAAGTGTTCCTTGTAGTAATAAT
+CAAGTCCGTTCCTTCGGAGGACTATGCCGTTTATGGCAACCCTATTCGGGTCTCTGCCAGCCCTTCCAAA
+CCTCTGAATTAGGGAGAATAAACCATCGGATGGTATCCCGTAGTTTATAACGGCATCTAGGTCACCAACA
+TCGATACCTAGCTCGAGGGCATTCGTTGTTAGCAGTGCCTTCAGTTTTCCTTCCCTGAAATCACTTTCAA
+TCCTCCACCTTTCGAGCTTCGTCAGCGTGCCCTTGTAAGTGGTTATCAAGTTAAACACCTTTGAGCCCAG
+GAACATCCTCATTATTCTCTCAGTCCCCTTTCTAGAATCGAAGAAAACAAGAGTTTTTACGTCGTTCTCT
+ACTAATCTTTCAACGATTTGCCTTATGAGCTGTTCTCCGCTGAATCTCGTGGGTTCGAACATTATTATGT
+ACCTCTTGGGACTCGGGTTTCCGGCTTCGGTAACCTCTTCAAACTCGAAGCCAAAGAATTTCTCCGCGAA
+GTCCTTTGGATTCTTAAGCGTGGCCGAGAGAGCTAGTATTCTAGGGTTAACTTTCAATCGTCTAAGCCTG
+AGAAATAACCTCCTGAAAACATAGGCAACGTTGCTTCCGAAGACTCCCCTGTAAATGTGAAGCTCGTCCA
+CGACGAGTAGCTTTAGATTCTTAAAGAGCCATTTGTAATCCAACCATCTCGGGAGGAGATTGTAGTGCAA
+CATATCTGGGGTCGTGAATATTACATTTGGCTTTTCTCTTCTAATTCTCCTTCTCTCGCTCAACTCAACG
+TCCCCAGTCAGTATTGAGTTTCCGACTTTTCTCCCTGTAATTTTCGAGAAGATTTCGTTCTCCCTTTCAA
+ACTTCTCAAGTTGATTGTTTATCAGGGCCCTTGTCGGGTATATCAACAGGAAGGTTGATGAAGAGTCCTC
+AAGGAACTCATCAAATATGAAGAGCCTGAAGATCTCGCTCTTTCCACTCGCCGTGGGCGTTGAAACGACA
+ACGTTCTTGCCGGAATACAATAGCTTTAGGGCCTCAACTTGATGGGAGTACAGCTTAAATCCGAGCTCCT
+CAACGAGTTTATTAACTTCTTCATGTCTAAATTTAAAGCTTCCATAACTTCCTTTGCGGGGAGGAATTTC
+GTGTAGATTGACTATTTCGCTTTCTAATCCCTTGAATACATCAATCATGGAGGGAGCCCCTTTAGAAACT
+TTTGTATGCCCTTAGGTAGCTCAACGTCTTCCCCTTTCTCCAGTTTATGGAGTTCCTTCCTATAAGCTTC
+GAGGGGAGCGCTTTTAACCCCCAAGAATTCCGCGAACGTTTGAGGTGTTTTATCGAGCTCTTGGAAGAAA
+TTCTCGTAGTTTTTGTCCCTAACCACGTGGTGGTCTATAACTAGTTTAGCATTCGTCTCAGCTATTATCC
+TGTTGATGTTCTTGATTCCTACCTCCCTAACGTTCCCTACCCTATAAGACAGGTAAGTCGGAGGGCCTCC
+GGCTATTAGGATGTCAGGGTTCTTCTCTATTATCCAATCAATAGCCCTATCGTTTATTAACTGACTATCG
+CTCGCGTGAACAATTCTTGTCTTTCCATCGTCAACTAGCGTCATTACAACGTAGCCGAGCTTTGAGCCTT
+CCCTCCCATGGGGCACGGGAGGCGAAAACTCAATTATGAATTCTCCAAAATCGAAAGTTTTAGAGTCAGC
+AGACGATATTTCCCTTGCTATTTCCCTAGCGTTTTTGAGGAATTCCTGGGCCCTCTTTCTCTGGCTATGG
+TTTATGTTTTCCTGGGGATGCTTAATCAGTAGAATTTTACCCGTATAAATTTCCTTAGCCTTTTCAATCG
+ATGAACTCTCATAGAGGCCTTCAAAGAAAGGTGTATGATGATCGTAGTGGTAATGAGAGATGGTTACTAT
+CTGAGCTTTTTTAGCGTATTCCTGAATTTTCTCCCTAGCTACTGCAAGGGCCTTCATTTCGGCCTGAGCC
+GGGGGTAAGGAGTATCTCTTAGGACCCAACGCTACCCCAGGATCGATGAGTATTCCAACTTTCCCAATCC
+TCAAAAAGAGTGCCAAGCTCCTAACGCCGAGACTCTCAGATGCTAGTGGAATTATCTTCATCTTAATCCC
+CTAAAGAAGAAATTCTGGTGGTCCCGCGGCCCGGATTTGAACCGGGGACCTGCGGATCTACAGTCCGCCG
+CCACTACCAGGCTAGGCTACCGCGGGACCCTACTGTAATCCCCAATTCCATCTCATTGAGGGTAGGTTTA
+TAAAGTTTTCGCGAGGAGTTTTAAAAGGAATTGGGGGTAGGTTAACTATTGTATGGAGTGTCCGTTCTGT
+CATCCAAAGCCAGAGAACGTTGTGTACGAAGATAAGTTTATTAGAATACTCCTAGATAATTACCCAGCTA
+ATCCTGGGCACCTGTTAGTAGTACCTAAAAGACATGTAACATCGATTGGGAACTTAACGGAGGATGAAAA
+GCTTGCATTATTGAAGGGAATTGAACTTGCGGTTAAAGCTCTAAAAAGAGCGTTGAAGGCGGATGGCTTT
+AACGTCGGAATAAATATAGGGAAAGCGGCCGGACAGACCGTTGATCATATCCACATTCATGTAATTCCAA
+GATATGAAGGGGACTGTGACTATCCGGAAGGTGGAATTAGAAAGGCAGTTCTTAATTTTCCCGATGAAAA
+TTTAAGGAACACCAAGAACAGGCTCAGCTCCAAAGAAATCGAGAGGATAAGGAGGGTCTTAAATGGAAGT
+GAATAAGGTAGTATTCTCGGTTATAGTTTTGATAATCCTTTTCTTGGCGCTGAAGGTTATAATCCCGTTT
+TTCTCTCCATTATTCTTTGCCTTTATTACGGCCTACATTCTCTACCCCGTGCACGTCAAAATCAGCGAGA
+GGTTTAATGAGAAGTATTCCGCAGTTTTCTTGACCCTTTTGCTATTACTCGGAGCACTTATCTTGTTACT
+TATCCTCATTTACACGCTTGCCCCCGTAGTTAATCAAGCTTACGAGTATCTAAGCGACATAGAAAGCTTG
+ACCCTTTCGATACCTTTCATACCTGGAGATATAGCAAGTTCCCTCCAAGAAACCGTCGACAAGTTAGTGG
+AAATTGGAAAAGACTACTTGGTCTCAATTACCTTTTCGGTTCCAAAGTACCTGCTTCAGGTCGTTGTTTA
+CCTAACCTTCGTATACTTCTTTCTAGTTAAGAGGAAGGCAATTGAAGAACTTTTGAGTTTCAGAGATGAA
+AGGCTAGTTAGGATAGTAAAGAGAGGAAACGTTACGCTTCAAGCTCTTATAAGGGCATGGTTGCTACTTA
+ACATAGCTAAGGGGATATTGATGACCGTGGGGTTCCTAGCGTTCAAGGTCTCAAACGTCCCAACGGCAAT
+CCTGGCTGGAATATTAACCGTCCTCTTTTCATTCGTTCCCCTCTTTGAAGGTTGGATGATATGGCTTGCG
+GGGGCCTTTTATCTAATAAAAAATGGAGATATACTTACTGGGTTGGGATTGGCAATTTACGGCTTCGTTT
+TAGTTTCTCCACTTCCTGACTTTACGATTCGACCTAAGCTAGTTGCCAGGGAAGCGAACTTCGATGAGGT
+TCTAGTTTTAATAGGGATGATAGGAGGAACATGGGGACTCGGACTTAAGGGTCTCATAATAGGCCCAATA
+GTTCTTAACGTCGCCATAGAGATGTTAAGAGAGTGGAAAATCCAAAACAAAGCTAGAGGGTCACAATCTT
+GATACCCTTCTCTTCCATCTCTTTTAAGGCCTTTTCTTCATCCTCTGGCTTGATTCCCTTAACGGCATCC
+CTAAGAAGGTAAACCTCAAATCCATGCTTGAGAGCATCTAGCGCCGTGGCGCGGACGCAGTATTCGGTCG
+CTACACCACATACGTAAACCCTTTTGACGCCCTTCTCTTTCAGTATCTTGTCTAGATTAGTCCCCTCAAA
+CCCTGAATACGCCTCCTTGTCAGGCTCAGTTGCCTTGGAGATTATGATCGTGTCCTCTGGTAAATCGACT
+ACAAATTCTGCCCCAGGGGTATTTTGTACACAGTGCTTTGGCCATGGGCCGCCCCTCTCCTTAAAACTTA
+TATGGTTCTCTGGATGCCAATCGCGCGTTGCCACAATTAAAGCTCCCTTTTCCCTGAATTTCTTTATATA
+CTCGTTGACCTTTGGAATTATCTTATCTCCTTCGGGAACCGGAAGAGCTCCACCTGGCATAAAATCCCTT
+TGCATGTCAACAACGATCAACGCCTCCTCGGGCATATCAATCCCCTTAAGATTAATGCATTGCAACGTTT
+TTAGTATTTCGATAGAACGTAGATCTCCCTCAGTATTCTCTGCTCCTTCTCTCCCTCAAGTATCCTGGTA
+ATGACTTTGAATCCAAGGTCTTCTAACCATTGCCGTTCTCTCCGATACACGCTACCATCAACTAGGTTAA
+AAGCAGGAAATACGAATACTACCTTAGAATTCCTCTTTGAGACATCACTAAAACTTTCAAAAGCTTGATA
+GTAAAGTCTGTCAAGCTTTCTTCCAAGGGTTTCGGCCTCTTTAAATGTAAGCTTCGATTTCAGAGCTTTT
+CCCATGTAAGGTTCGGTGATTATTGCGTTGAACCTCGTTCTCGGAAAGCACTTTCTAAGCTTTCTAACAT
+CGCATACCCTAAGAGAAGGATATTTCTCCACTTTGAACTCTCTTCTAAGCCACTCTACGTTCTGTTTAGC
+TTCGAGTATTCTTTCTTGGCTTATGTCGCTTCCGTATGCGTTTAACCCTTGAAGCGTAAGCTCCATGATT
+ATTGTCCCCGTCCCACAGAATGGATCTAAAACGTTTCCCCTTCTTATCTCTGATAAATTGACCATTATCC
+TAGCTAGTCGGGGAGGTATCGATATCGTGGGCCTAACCACCGGTCTTTCAACATCCAGTTTTTTAAGCTC
+GAAAGGATCTGAAAGCCTTACAGTCTCTCCAACCAGAACCCTATCGTTGAGGAACATAAACACTACATCT
+TTAACCTCTGGAAAACCCTTTAGGATTAGCTCACTAGGCATGGCATAGGTTGTGGCGGGTTTAAAGAACT
+TTGAAGGTCCCTTCTCTTTAAATACCTTCTTCACATAAGATCCGAGTCTCCTCCATTCTTTCCAGTCAAT
+TTTCCTCCCGTAGACGCTTACCGTGAATAACCTTGAATATTCCATATCTTTAACGCTTTCAATCCCCTCT
+CCAATTATCCTAACTAGTTTTAACGATCCCCCAACCCACCTAAAATACTTTTCAATATCGTTCTTTGACT
+GAACGACGATGAAGCTCTTATTGGGACCACTAATTACTTCTTCTACGACTCTCACACCTAGTTTAAACCT
+TCTAGAGAATGATTTTATCTCTAATATGCTCAGTTCCGGGTTTTTTCCCAAGATGATTCCATATTTTTCC
+ATAGTTGGGGGCTATCCTAACTTCCTTTAAAATATTTGTCGTCGTTGGCTTTAATTAGTCTGAAGATGTC
+AAAGAATGAAACATTTTAAAGGGACTTGGCCCAATATTCTAACCAACAATGAGAAGGATAAAAGTCACCC
+TAATACTCCCTATGCTTATCATAGGAACCATTATTGGAACTGTTATTGCAGAGCAAGGTTACGATGTTGG
+TGCCTTAGTTGCTATTTTAGAAAATTCTGCTAAAGTATCCAAAACACTTGGCCATGATCCAATATATGAA
+TCAATAAGCGAGAATCAAGAAGAACTTAGAAATCTCGTGGAAAAGGGAGAAGTTGATAAAGCTTTAGCAT
+TGCTCGTTAATTCCACAGACCCTCTAATTCAAATCCTTAAAAAAGAGCAAATCTCAACAAATATTACGAC
+CAGAGGAAGTATTAATAGGTTAAGATACTACATCTCGGTCCTTAATTCAACGGATTATCCAAATATTAAA
+GTGTTAAGTGAGATGGTCACAAAAGCTGAGGAAAACTTAAAGGCTGGGAATATTAAAGAGGCTCAACTTT
+ACTTGAGCAATGCAGAGACGATTTTAGAAAGCTATGAGGTGGAAATTCCCTCAGTATCTTCCCCAGATCA
+TTTATTGGAGATCCTCTTGGCTAAATACAATTCAACGTTGAAGTACTCCGTACAAGTTGGGATAGCGCTG
+AATGAGAGCGAGTATAAAAGGATAGAGGAGGAGGCTGAAAGCGTTACGGAGACACTATCTAAAGCTAAAG
+ATTTAATCGATCAAGGTAGGGACTTCGAAGCACTCTTACTACTTCAAAATGGTCTCAATGATTTAATAGA
+GTTTCAAGATGAACTAGAATCTCTCCATGAAAGTGTAATAAGGAGAATGTTCAATGAGAACGACAAACTA
+CTCATCCTGAAGCTTAGCATTATGTTAAAGGGATACGGCGAAACGAATAGGTATACACAGCTTTTGAACG
+TAGCTTCCTTAGAGATTACCCTTGCAAAAGAGGATCTAAAACTTGGAAGAAGAGAAGTTGCATATCTAAG
+GATACTACATGCTAGTAAAATACTCGACTATATTGCAAGAGTTGAGGGGACGTAAAATGAATAAGATAAT
+ACCTCTTTGCTTATTCACACTGCTCCTAGTAGGGTTGAGTGGAAGTGTTAGCGCTTATATTGTTGAAAAG
+ACCGAGATATATGTGTGGGAAGATAATTCAGTAACGGTTAGTGAAACTATAATCCCCGAAGATTATGAAG
+TCCTAATTAGAGTCCCAACAATTGGTGTTCCAAAAGATATTTTGGTAATATCCAATGAAGGGAAGCTCAT
+TGGGTATACCGTTGGCGATGGATACATAGAGATAGAACCTCTAGACGCCACGAAACTTAAATTGATATAC
+ACCGTCATGAATTACACGAGAAGGGAAGGGGGAGTTTGGGTTCTAAGACTAGCGTACAACGATTCCCCTG
+TAATATTGAGATTTCCGAATGATGCGATAATCGTTTCGGTCTCAGATCTTCCAATTATGTATAACAGTTC
+ATCGCTTATTCTTGGTCCTGGAAATGTAACCGTTTACTATACGCTTAAATCTGCACTTCAAGTTGAGCAT
+GCGAGTCATAAGGGGAAAATCAAACTTATTTTTATACTTGGAATCATTGGAGTCATGGCAGTAATCCTCA
+AGCTCAGAAGTGGAAAGGAGAAAAAAGAGAGGTATTCAGAGGATGAACTCAGAAGATTGGCTAAAAAATA
+TAATTTGAATGACGACGAGTTAAATGCTATAAAATACTTAATAAGTGTTGGAGGAAAATGCAAGCAGGCC
+GAGCTTAGAAGGGCTCTCAACCTTCCAAAAACCACAGTCTGGAGGATGGTCAGAAGATTGGAGCAGATGG
+GTCTAGTTAAGCTATACAAGGTTGGAAGAGAAAATTGGGTAGAGCTTACAATCGATATGCAAAAGTATGC
+ATAATAATATTCACCCATAATAACCCTTCGTAATGTTTAAATTTGCCTTCAGGTTAAGACATGTGGGGGG
+AGGTAAAATGGTTCGCTATATGGTTACTTCAGCCCTTCCATACGCTAACGGCCCAATTCACGCCGGCCAC
+TTAGCAGGTGCGTACCTACCTGCCGACATTTTTGTACGCTATCTAAGGTTAAAAGGAGAGGACGTAGTAT
+TCATATGTGGAACCGACGAGCATGGAACGCCAATATCTTTTAGAGCCCTTAAAGAAGGAAGGAGTCCCAG
+GGAAATAGTTGATGAGTTCCATGAGCAGATAAAGATAACGTTCCAGAGGGCCAAGATAAGCTTCGACTTC
+TTTGGGAGAACTGAGTTGCCAATCCACTACAAGCTCAGCCAAGAGTTCTTCCTTAAGGCTTATGAAAATG
+GACACCTAGTGAAGAAGGTCACTAAGCAGGCTTACTGTGAGCACGACAAGATGTTCTTGCCAGATAGGTT
+CGTTATTGGGACGTGTCCGTACTGTGGTGCCGAGGATCAGAAGGGTGATCAGTGTGAAGTCTGTGGCAGG
+CCTTTAACCCCGGAGATACTAATTAATCCCAGGTGTGCAATCTGTGGAAGGCCGATATCCTTCAGGGACT
+CGGCTCACTACTACATAAAGATGCAGGACTTCGCTGAGAGGCTAAAGAGGTGGATTGAAAAACAACCCTG
+GAAGCCCAACGTTAAGAACATGGTTCTAAGCTGGATAGAGGAAGGGCTAGAAGAGAGGGCCATAACTAGG
+GATTTAAACTGGGGAATCCCTGTCCCGTTAGATGAAGAAGACATGAAGGGTAAAGTCCTCTATGTTTGGT
+TCGAGGCCCCAATAGGGTACATTTCTATAACGATAGAGCACTTCAAGAGGATAGGAAAGCCAAACGAGTG
+GAAGAAATACTGGCTGAACATAGATGGGCAAACCCGGGTGATACACTTCATAGGGAAGGACAACATACCA
+TTCCACGCCATATTCTGGCCGGCCTTCCTCATGGCGTACGGTAAGTATAAAGATGAAGAGGTAGAGGCGG
+AATGGAACTTACCGTACGATATACCGGCGAACGAGTACTTGACCCTCGAAGGCAAGAAGTTTTCGACGAG
+TAGAAACTGGGCGATTTGGGTTCATGAATTCCTTGATGTGTTCCCTGCCGATTACCTTAGGTATTACTTA
+ACGACGATAATGCCCGAAACGAGGGACAGCGACTTCAGCTTCTCGGATTTCAAGGTGAGAATTAACGAGG
+AACTCGTTAATAATCTTGGTAACTTCGTTCACAGGGCTTTGACCTTCGTTAACAGGTACTTCGATGGAGT
+TGTTCCAGAGAGGGGGGAGCTAGATGAGCTTGACAGGGAAGCCCTTGAGGAGATAGAGAAAGCCTTTAAA
+GAGGTCGGGGAACTGATAATGAACTACCGCTTCAAAGACGCATTAAAGCGCGTAATGAGCTTGGCATCCT
+TCGGAAACAGGTACTTCGATCATAAGCAACCGTGGAAGACTGCGAAAGAAGATAAGGTTAGAACGGGGAC
+CACCGTTAACATCTCCTTGCAGATAGTAAAAGCTCTTGGAATCCTACTTGAGCCGTTCTTGCCGGACGCA
+AGCGAGAAGATTTGGCACCTTCTCAACCTAGATGAGGTTAAGAGGTGGGAGTTCAGGGAGCTCCCCGCTG
+GGCACAAGGTTAGAAAGCCTGAGATACTCTTCAAGAAGGTTACCGATGACCAGATAATCTACTTCATATT
+GAACTACATGGCCAAAGGTAATCCCGAGGGAGCTAGAATTCTGCTCGACAAGTACTACAAGAGGGAAGAC
+GTTATTAGGGTCGCGAAGGAGAAGTTTGGAGATGAAGCTGAGGTAGTTCTTAGGAGGGTTTACAAGGATA
+TTAAATTAAAAGAGAAAAAGGAGGGGAAAGAGATGTACGTCAAGTTTGATGACTTCGCAAAGCTCGATCT
+TAGGGTGGGGAAGATAATAGAGGTCAAGGATCACCCTAACGCAGACAAGCTCTACGTCGTCAAGGTAGAT
+CTAGGGGACGAAGTTAGAACGCTAGTCGCTGGGCTCAAGAAATATTATAAGCCCGAGGAGTTGCTGAATA
+GGTACGTAGTCGTTGTCGCGAATCTAGAGCCAAAGAAGCTGAGGGGAATAGGGAGCCAGGGGATGCTACT
+GGCGGCTGACGATGGTGAGAGAGTTGCTTTACTAATGCCAGACAAGGAAGTTAAGCTTGGAGCGAAGGTA
+AGGTAATCAGCCTTGGGAGAAACCTCATCACCATTCAGGTGGCCCCGTACTCATCATTTTATTTTGTCTC
+CTCCAAAAGCCACTTTAAATAATCCTCATTAACGTCCTCAACGTTAATCCTAATTATTGCTGGAACCGTG
+TACGGATGAAGCTCCTTTAGTCTGGCTTTAACTTGCTCCCAAAGCTCTTCCTTAGTTTTCAGTATCGCTC
+CAACTTCACTATCTTCTTCAATCTTTCCTTCCCACCAGTAGAATGCCTTGTGTTCTCGTAAGTTCGCGCA
+AGCTATTAACCTTTCCTCGAGCAAAACTTTTACGATCTTTTCGGCACTCTCCCAATCCGGGAAGGTGGTG
+TAGACTATTATCATCCTTCCCCTTTTCATTTTAATCCCTCCCCTTAACGTACATCCTACCTTTGACCTTA
+ACTATGCTATAAATTTCTCCCTCCGCAAGCTCGTCACTTGGCTTTTTAACCTCAAAGGTCTCGTAGGTTT
+CCATATCCATAAATTGAGCTTCCGATGGAGTTTTACTTACTAGCATCGCCTTCTTCTCCTCGTAATCGGC
+CAAATCCACTTTCTCCCTCTTTATGGTTTTCCAATCGTAGTGCTCGCTCTCCCAGGTTTCCAAGTTCTTA
+AGCCTCATCCCTTTCCCGCTAACATCTTCAACCTCGTACACCCTTCCATGCCTGTCTTCGACTATATCCC
+CCTTCCTGAATTTTGGAAGTCTTATCGTAACGCTCGTCCTGTAAACTTCCTTACTCGTCTGTCTATCTAG
+GCCAACCAGCTCATAGGCCTCGCTAATCGTCCCACCATATTTTTCCCTTATGGCGTTAGCGAGCTTTCTA
+GCCGCGCTTGTAGAACCCATGTAGAAGTCTATTCCCTCCTCTTTCTCTATCGTATCTTGAATGAAGCCCA
+TCCTGTCCCTCTTCATTATCTCATCTACCTTCTCCTGGACTAGCCTAGTAATCTCTTCACGCTCTTCCTT
+CGTGAACTCCCTATCCTCTACCCTAACCTGCAGGATAGCTTCGTAGTAGCCAGCTAGGAACTTCTGACAC
+CTCGGGCACACCGTTTGCCTAATGTAGACCGTAACCGTAGAAGTCTCATCGTGGGGCTCAATTTGAAGCT
+CGTGAATCCTGGCTTTTGCCCTAACTTCGTATATCACTATTGCTGGAAAGTACTCTATGTGATAATCAGC
+GACCCTATAAGCTACGAAGGCCTTTCCGACGGGTATCTCCCTTATCTCATCTAGTTCTTCCCAATCAACT
+ATCTCGAACTCCTTAACTTTCAAGTTATCCTCGAGGGTTTCCAGCAAAGCATTCTCGGCAACTTCAAATA
+TCAAAGCCTCTAGCTCGTAATTCTTGGGATCGACCCAAACTCCCCTTTTCTTGTAGCTCCCACAATTCTG
+GCAGAGTTCAGTATTAACTTCCTGGGGAAGAACTAGGATTGGGTTCTCCTTCCTAAAGCAGACTTGACAG
+AGACCATTTATTAAGGGTCCTCCTTCTTCCTCGCTTATCCCGCACCTATAGCAGAACCTCATAATCCCTC
+ACCACAATAGCTTAGCCATCTGCGCATGGGGAACTCCCTGTATCCTTAATACTCTACCCTCGTCTATATA
+GCCTAGTTCAATAGCCTTCTTGACAACCCTCTCACCGGTTAAGTTGGCTATGGTGGCTTGCTCGAGCAGG
+TTTTCTAACTCATCAACTTCAACTAATTCGCCCTTGTAAAACCTCTCCTTAACTTCTAATTTGAGCTCAC
+CTTCCCTAAATGTCTTCCCAAGTAACTCTTCATCGCAAGCGGCCAATAAAACCTCTCCCTGAACCCTGTA
+GATTTTAACGTATATCTTCCCGCTCATCTTGGTTTGGGCTTATCCTTGAGATTTTTAAGCTATTCGTCTA
+TGTAGGCAAAAATCAAACCCTCAAAGTTCTTTAGCTTAATCCTGAAGAGGTTTCCCTCTCCAATTAAGGC
+CTTCCTGAGGGCTTTCATGGTCCTCTCCCTAGCTCTCAAGAGTTCTTGGCTCTCTTTAACACCTATCTCC
+CTAAATCTCACCTTCTCCCCAGGTCTCTTTTGGGCTATTGTAGGCAAATCAACTCTAGAAACCACTCCTA
+TTTTGGCGTAGCCTCCCGTGGTTTGAGAATCTGCCAGCATTACTATCGGCTTTCCGTTGGCCGGAACTTG
+AATGGAGCCCAAGGGGATTGGTTCAGTTACTATATCCGCCCCCTTCTCAGAATGCTCGATCTTTGGGCCA
+TCCAACCTGTAACCCATCCTATCAGATTCCTGGGTAACCACGTATTCGGCCGTTAGGAATGTCTCTATCC
+CATGCTTTGTAAAGTTCTCAAGGTTCGGCCCCAGGGTAACCCTCACATCGTTTCCATACCTAGGAACGAG
+TTCCTCGGGTAGGAATTTACCGGCTTTGCCGGTTAAGATGGCGTACCCGAGCTTTAGCTTATCCCCTGGC
+TTAAGTGGCCTACCAAACTTGGCCCTTGAATAGGTTGCACAGCTTCCCAGGATTTTTTGACATTCTATTC
+CGCCGGCAAACGCTATGTATCCGTACATCCCAGACTTCAGCGTTCCAACCTTAAGCACATCACCGCTCTT
+AGCCCAGTAACTTCTCCAAGGTTCAATTTTAACGTCGTTCAGGTAAGCGTCAACATCACCGGTTATCGCG
+AAAACCGAGGAAGAGTGGAACCTTATTGTCGGCCCAGAAAGTGTGAACTCAAGCAATGGGGCATCGTCAG
+GATTCCCCACAAGGTAGTTAGCTAGCCTGGCAGAGACTTCATCCATGACTCCAGATCTAGGAACGCCGTA
+CTTGAGGTAACCCCTTCTACCTAAATCCTGGATTAACAGGGGAGATGGTGCAGAAAGGATTTCTATCATT
+CCCACTCCCTCCTATAAATCTCCCAGAATTCCATCTCATCTATGGGAACGAACTTGACGTAGTCTCCGGG
+TAAAACTATGCTCGGCGGAACTTTTCCCGGATTAAAAGTCCTTAGTGGGGTTCTACCTATTATCCTCCAA
+CCTCCTGGGCTCTCTATTGCGTACCATCCAGTTTGCTTACCGGCTATCCCCACGCTTCCTGCCGGAACCT
+TAACCCTAGGCTTCTCTAACCTTGGAGTTGCTATTCTCTCATCCATACCTCCCAAGTAGGCGAACCCAGG
+GAGAAATCCCAGGAAGTAAACCCTGTATAGGGGCTTTGAATGTATCTCTATTACATCATCTACGCTTAAT
+CCATTGTACTCAGCCACAAACTCTATATCGGGACCGAACTCGCCCCCATAAGCAACTGGAATTTCAACGG
+TTTTCCCCTTGATTTTCTCAACTTCCTGAGTTGAAATCCTCCTTACGTAAGATTCAACTTCTTCATAGCT
+TGCTTTTAGGGGATCGTATATGACGAGTAGTGATGAATAGGCCGGAACTACTTCAACCAACCACTCGGGG
+GAATCTCTTTCGATTGCTCTGGCAAGTGCATGAACCCTATCGTTAATTTCCTCACTTATCACGTCTCCAA
+AAGATATTAAAAGTGAGGAATCGCCTGCTGGCTTTATTAACATAAGAACTCACCCTATGAAATCCTTTAG
+TGGGACTACCTTAACTCCCTCCTCCTCTAGAATTTTCCTTATGTGGGAAGTTATCTCGAGGGCCTTTGGA
+TTGTCCCCGTGTACGCAGATTGTGTCAACCCTAAGCTCAACCCACTCTCCGTTTATCGCTCTGACACCCC
+CATCTTTGACCATAGATATTACCCTCTCCGCAATCTCCTCCTTGTCCTCTATCACTGCCCCAGGTTTCCC
+CCTGGGAACTAGAGTCCCATCTGGATTGTACGCTCTATCGGCGAAAACCTCGTGGGCAACTTTAAGCCCC
+ATCTCCTCGGCTATCTCCGCAACCCTTGAGTTCGACAGGGTAACGAGGATTAAGTTCTTATCGAAGTCCA
+AGATTCCTTCTATGACGGCCCTAGCTAACTCTTCTTCTTTAACCATTGCATTGTACAATGCGCCGTGAGG
+CTTAACGTGTTGCAGTTCAACCCCTTCAGCTTTAGCAAATGCATAAAGTGCTCCAATTTGGTAGAGAATG
+TAATTTCTAGCTTCTTCGGGTGTAAGTTTCATGTACCTCCTTCCGAACCCCATTAAATCTGGATACCCAG
+GGTGGGCCCCAACTTGGACGTTGTTCTCCTTAGCCAGCTTAACAGTTCTCCTCATGACTATGGGATCTCC
+AGCGTGCCATCCGCAAGCTATGTTTGCAGAGGTTATGTACCTCATAACCTCCTCATCGAGACCGAGCTTG
+TACCTTCCAAAACTTTCCCCTAAATCCGAGTTTAGGTCGACCCTCATGCATATCCCCTACTAATGTTCCC
+CTCGGTTCATAAACATATTTAAGTAATGGTACCATTACTTAGTAATGGGGGCATTACTATGTTGTTCGAT
+CCGAGGCCAAAGGAAAAGAGGGAGGACATATTTGACAGGGAGAAGGAGATTGATGAAATTGAGTCAGCCA
+TTAGGGATTATCCAATAACCCTTATCCTGGGAATAAGGAGGGTCGGGAAGTCATCACTCCTAAAAGCAGT
+TCTTAACGAAATGGAGGGTGGAATATATATTGACGTGAGGAAGCTATATTTTGAATCGGGCGGATGGATA
+ACAAATGTCCACCTAGCTAAGGCTCTTGAGGAAGCGATAAACTCACTAAAGGAACCGTTTAAGAGGATTT
+TAATCTCGTCCTTGAAGAGCATTGAGGGGATATCGGTGTCTGGTGTTAAAGTAAGGTTCACTCACAGGGT
+TTCGCTATCAAGTTTACTCGAAAGGTTAAACGAGCAAGGGGAGGTTATACTGGCATTCGATGAAGCCCAG
+TACCTAAAGTTCTATGGGAAAAGTGGAAGGAAGGAGTTCTTAGCGATGGTAGCGTACGCTTACGACAACT
+TACCAAACGTAAGCTTCGTTTTCACGGGTTCTGAAGTTGGCTTGCTTCATGACTTCGTCGGTGTTTCTGA
+CTATGATTCCCCAATTTATGGAAGGGTATACAGAGAGGTAACCATAGAGCCCTTCTCGAGGGAAACTTCA
+ATCAGCTTTCTAAGGGCTGGATTCGAAGAGGCTGGAGTTGAAGTAAAAGAGGAGGAAATTAAAGAAGCTG
+TAGACGTTTTAGGTGGAATTCCAGGGTGGTTAGTTGAATTTGGTTATCACTACGTTAAGCTTGGAAGTTT
+TGAAGAAGCGATGAGAATGGTGCTTAAAAGGGCTGAAGAGTTGGTCAAAGGAGAATTGGAAGAGCTCAAG
+AAGAGAAGCCCGAGGTACGTTCTTGTACTAAAAGCTATTTCCCTGGGGTTTAACAGGTGGAAATCCATAA
+AGGAGTTTGTAGAAGCGAGAAGCGGTAGAATTCCAAATTCGAGGTTGGCTAGCATACTTGAGAATTTGCA
+AAATATGAGCTGGATAAGACCAGTTTTTGAGGACAACGAGAAGAGGTATAAAATCCTTGATCCAGTAGTT
+GAGAGGATCATCAAGGAACTGTAGGAGGGTTAACGATGAAGGGGTACATATTATATGCAATTCTATCAGC
+GTTTTTCGCTTCTCTAGTCCCGATCTTTGGAAAACTTGGACTTAAGAACGTTGATGCAACGCTTGCAACA
+ACGATTAGGGCCGTTATAATGGCTATTTTCTTAGTCGGAGTTGCTTTTCTAACGGGTTCCACGAAGGGTA
+GCTTAACCGCAAAGAACTTGCTTTTCATAGCCTTTTCAGGTCTAGCTGGGGCATTGTCATGGCTATTCTA
+CTTTATGGCGATAAAGGAAGGCAAAGTCCCAGCGGTTGTAGCCATAGACAAAACGAGCGTTGCTTTGGCT
+GTATTTCTCTCATGGTTAATTCTAGGGGAGAATATGAACATCAAAACGGCCATTGGTGCCCTACTAATAG
+TCATTGGAGCAATCCTAGTTTCAGTATAGAATGGTGCGGGGGCGGGGATTTGAACCCCGGAACCCCTACG
+GGACGGGACCCTCAATCCCGCGCCTTTGACCAGGCTCGGCAACCCCCGCTCCGTCCCGAGGATATTCCGT
+TTCCCTGGTCTTATAAATTTTTCTCTAATGCGGTCAGATACCCTGGGTCTCATCATCAATCCTTCAGCTC
+TAGCGAACCTCATCACTCCCATCTAATCTTCTATTCTAACCATTAAAAACTCAACTTCTTTGCAACTATC
+TATGGAAATATTTCTTGTATTAATCCATCCAGTCAAGTAGCCTTTTCTCACCCTCTATCTTCTTATAAGG
+GGCTATGTCCATCGTTATCTCCAGAGTTCCGAGGTATTCTCCCTTCTCATTGAAGACCGGGACGTACTTT
+ATGTAGACGTACTTGTCCCCCATCCTTATCCAGAAGGTGGCTTCTTTCTTTCTGCCCTCTTTGAAAGCCT
+TTAATATCTTGTTCACGATGTGGACGCTCTTTGGAGGATGACACAGCTGAACGGGCCTTCCGAGAACCGA
+GAGGGTTCTTGTGAATATCCTCTCACCAGGAGAGAAGAACCTAACCCTATCGTCTTTATCGACGAAGGTT
+ATATCTATAGGCAAAGCCTTGAATATTGCCTTCAACTCCTCAACGCTGAGGTAACCCGTTCCAAGGTCTA
+TGTCTCCCTCCCTCTTAAGCTTAGTTGAATCGAATGACAATGGTTTACCTTTAATGGCCCTCTGAACTTC
+CTTTGGTAGGGATAATATTTGTTCAGCGCTCAGTCCCTCCTCCAACTCCCAGGGATGTATGGGCTCAACT
+CCCGGATCCCAGGAAGGTGGGTTCACCTTATAGAACCCTATCTCCTCTTCCTGCATCCTTATAGCTTTCC
+ACTCCCCCTCGTCAAGAAGAGCTTTTAACGTTGGATAAAGGATGTTGTTCTCCCTGAAAACCATGTCGCT
+AAGTGCGTTAGCTGTTTTCACGGCTTCATCAACGAACTTTTCAAGGTTCCCATCTCTCAAAAGCTTAACC
+AACCTCTTCAGCATGTACCTAATCTCATCGTGCTTCGTCCAGAGAACCGTCGCAACCGCGTTTAGCCCTC
+TCCTCTCTATGTAGGGGAATATAAGCATCTCCTCCCTCGTATAGTGAGTGAAGCCGACTTTCCTTAGCGT
+ATTAACTAGGTCTTCCAACACTTTTATTATCTCTTCCCTAGCTTTCTCATCCTTGGTGTTCGCCAGTGTT
+CTGGCGTAAAGACTGAGCATTTCAGCGTCTTTGAGGATTTCTTTGTTCTCTAGGAAGAGGGTTCTTAGGG
+GATGTCCCTCGGGTATGTCTTTCTCCTCTTCCTCTCCAACACCAGATATTGCCCCTCTAAAGAGCTCTAC
+ATGGAGGTCGCACATCTTTGCTATGTCTCTAGCCGGTATTCCTTCCTTCACGAGTTCCTGCTCTATGATT
+GGGATTTCAAGGGGTGAAATTGAGCTTAGAATTGCCTTGAATTCCTCTTTGAGTTTGTTTATGTCCTCTC
+CCTCGTGTATCTTCAAGAGGAGACTCTTTAGTTTCTCCTTCTTCTTCTCACTTCTCAACAATTCCGTCAT
+TTCAATCACTTCATGACACGTGTCATATTGAATGTTTATAAACATTTCTGGACAAATTTGGGTAGGATTT
+TATAGCCTGTTAGAACTACTCTGCCATTTCTTTATGCTTTCCTTTAGGGCTTCCCTAACTGCCCTCCCTA
+TGGAAATGCCAACTTCAGTCGCAGTTCCAGCCCATTCAATATCTCCAGGAAGTGCGAAGACACCAATCCC
+ATCGCTCGTAGTTCCCGTGGCTTTATAGCCCAAGGTGAGTAAGGTGTACGTCTTTGCTTCCGTTGCGGTC
+ATTATGGCATTAGCCAAGGCCCCAACGGTTAGCCCTTCCTTAATGATTAATGCAATGTTTATAGTCCCCG
+GCTCCAATGGAGGAGGTTCGTCACCAGCAATAGCTGGATTCGTTATCCCTGCAGTTACGTAGGCTTCAAC
+CCGCTTCACTTTCACAACAGCTAGCACCTTCGAGACATCTACGGCCGTCATGAAGCCTACGAAGTTATCC
+AAGTCATGTTTCTTTTCAAATTCTAGGCAATCCCTCTTGTAGTCCCCAGAGTAGTCCTTGTGAACCTGCA
+TGAAGAAGAAGCCGTTTGCTAGAACTAATCCACCCCTATGAGGGGCGTTGCTCAATCCCAACATGGACCT
+CTCGAAGCGCTTAATGAAATGGGAGAACATGTCTAGCTTTAGCAGGCAACCTTTAATAAATTTAAAGGAG
+AGGTCAGTCGAGCTCCTCGGCTAGCGGTGCGCTTTCCTCGAGGCTTATGCCTTTGCTTAACATCTCTCTC
+AAGTCTTTCTCAGGCTCGCTAATTAACCTTAGGTCAAACTGCTTCCTTAAAATCTCAAACACCCTTGGAG
+TCAGGAACTCTGGAGACTTAGGCCCTATGTATATTCCCTTTACTCCGAGATAGAGAAGCGTGTATAGGAT
+CCCTATCGCCTTCTGCTCCATCCAGCTTAGCACTATGCTAACGGGTAGTGAGTTAATGTCCATGTCTAGT
+TCCTTTGCTAAAGCCAGAGCTATCTCTATTATCGAGTACACGTTGTTACATTGTCCAAAGTCCATGAACC
+TAGGTATTCCTTCTATGCTTCCATAGTCTCTCCTGTTGTACCTGAACTTTCCGCAGGCGGCCGAGAGTAT
+TATCGCATCTCTCGGAACTAGCTCGGTCAACTTCTCATAGTAGCTCATCTTTGGATTTGGAACGTCACAT
+CCACCTATCACGAATATATGCCTAATCTTACCCTCGTTTATCAGCTCTATGAGCTTGTCCTTCATCGCTA
+ATATGTAAGTGTGATGGAAGCCAGTAACAATCTTCTCTCCTTCCCTCTTCCCCATCTTTGGCGTTTCTAG
+TGCCCTTTTTATCGCGGGCTCAAAGTCGTAATCTTCTAAATGTGGAACACCCTCAAGCCCAGCTATCCCA
+ACCGTGAATATTCTATCTTGGTAGGCCTTAGTTGGTTGTTGTACACAGTTGCTCGTTCCGATTATAACCC
+CTGGGAACTCGGCGAACTCCTTCCTCTGATAAACCCAAGAACCGCCCCAGTTCCCATAGAGTGATTTGAA
+CTTCCTAATTTCTGGATACGAGTGAGCGGGCAACATTTCCGAGTGAGTGTAAACCTTTATCTCTTCCTCA
+AGTCCCATCTCCCTTATCTGGTTAAGCAACTCATAAAGAGCCTTGTAACTATGCCCCGTCACAACTATTC
+CATGCCCCTCAGTTGTTCCCGTGGGGACTTCCACAGGCTTCGGCAATCCAAAAGTTTCAGTATAAGCTTT
+ATCCAATAGCTTCATGGCCTCTAAGTGAATCCTACCGTTCTCAAGTATTAGATCTATGAACCTGTTCTTG
+TCGAAATTGACGTTGGTTAAGGTTGAATATAACGCTTCAGCTAGAAAGTGCCCTATTTCTGGATTATCAT
+AGCCCATCTCTAGGGCATGGTAATAGTAAGCTGCGGTTCCCTTTATCCCGTAGATTAGAGCATCTTGTAG
+TGAATTCAAGTCTGGATCCTTACCGCAGACTCCCCTAACTGTACATCCCCCTGAGAGGCTCATTGAACAT
+TGATTGCACAGCATCTCAAACCTAACTACCACACCTTTCACCTCCTATGACACTTGTCATATTCGGTGTT
+TTTATGAAATATTTTTCCATAAAAACCTTGCGGTTTATTAACATAAAGATGTTCAATGACTTATGTCATA
+TAAAATTAGGAATCTTTAAATATTCCGCATGTCATACACTTGAACATGAGGGTTAGCGCGTTTGAGGTTG
+CCTCCCGTTACGTTTACCCCTCAATCAGGAGGAGACTAGTCGAGATAATGAGGAGCGAGAAGGGGTTAAA
+GCAACTTCAAATTGCAGAGCTATTGCACATAAGCCAATCTGCAGTCTCTAGATATCTAAGGATGAATAGG
+GGGAGCATAATAGATGTTTCTAAGTTCGACGATATAGATTCCGAGGTAAGAGAGCTAGCAGAGAGGATAA
+TAAAAGAAAAACTAAGCGAGTATGAGATACACAAAGAGCTAATGAGGATTACGCTAGATTTCCTAAAGAA
+GGGCTATGGATGCTCTTTCCATGCTAGAATAGACCCAGAAATAGACCCGAACTCCTGCAGGATATGCATG
+GAGATATTTTAAAGCTCCTGGGATCCCAGGAATATTCTGGCCTTTCCGTTCTTGGCTAGCCATTCAATTA
+ACTCCTTGGCGAACATGAGTTTCTTCCTCTTCACTTCCCAAGCTTCAACGTGATCCTTAAGCCAGGGTTT
+GCTCCACTTTCCAACTCTTCCTGAGAAATCAAACCCTATAAGGAAAATTTCCTTGGCTCCAAGCTCTTCA
+GCTAAAAATACCGCCCTATCCCCGTCCGTAAAACCTCCGAAGTTATATACTATATCTAGGGGTTTCGTTT
+GGCATGTCCCTAGGACTACGGGGAACTCAACTACCAAAGGTAGCTTGTCGATGTTATCTCCGTGGGCATG
+CACAACCATTATCGATCTCTTAGAGGCTTCTAGAAGATCCCTTATTCTTCCATCGAGATCCGTAACTACT
+ATATCTGGAATAATTCCATTCTTGAGAAGGGCAGAGGTCGCACCGTCTGCGGCTATCTTGGTTCCATCGG
+AGAACTCCCTTCCCTTGATTTCTTCCTCAAGGTTAGGCCCAGCGCCGAACACGTAAACTTTTTCCATAAT
+TACAGAATTAAGTTCTTCTTTAATTATGTAATTATCGTTTTCAATAAGGATTGCCCTAAGGATCTCTGCG
+GCTTTCTCATCTTCCTCAACTGAGTAGCCCATCTCCTTAACGATCCTCTCGTAGAAGGGTTTCCATTCCT
+CCCACTTCATGAATGTTGATTTAAATATAGGAAATAAATGTTTTCGCATTCTTATGGAAGATCCAAAGTC
+TCCTGGAGAGGTTTTAGATAAGAAATTTTGAGCTACCACTGTAAATATTATCACAGTCGTCATGAAGGTG
+ATAGACGAGAACCTTCCTGAAGAGGAAGTCGATGAGGACACTCTAAAGAACCTTGAAAAGAGAATTGAAG
+AACCCATAAAAAGGAAAAGCAAAAACCATTAGTGGCGAGGAGGCCATAAGAATCCTAACTGAAATGTTGA
+ATAAGCAAACTCAAAAATCTGAAAAAGATAGAAGTGATATGGATTAATATCCGATGAGGAGCGAGCCCGG
+CCCTGAGCGATGATGAGAGCTACCACTACTGAGGTCACCCAAAGAAGGCTCCCATGCTTTCTGCCTCTTC
+CTCGCTCAATCCCTTAACCTTGAACTCGGGCATCTTATCTTTGAGCTCCTCGTATTCCTCCCTGCTTATT
+TCCCTGGGTTCGCCGTTCTTTACATGGAAGTAGACTCCAGTCTCGTTCTTATATGCTAAGACGAATTCCT
+CGCTTTCAACGTTATCGAAGTCAACTAAAATTAAGTTCCCGCCCGTGAATGGCTTCTTGCACTTAAATGG
+AACGTTCGCGGAATTCAACATTGCATCTCCAAGAACTAGGTTAGCCTTCATCCCGTTTATTTCCGTGTAG
+AATTGCTTACCCTCGAAGTCCCCTTCTATGATTATGAGCTTTTTCATTCCTTCGAAGTCTATTACGGGAG
+CTCCTTTCTTCTTTAGAATGGAGAACAACTCTTCGATAGTTTCCGCGTTTCTAAGGCTTGAAACCAACCC
+TTCTACCTTCACAAGCTTCACCTAAAACCCGTCGAAAACTCTCTTTTAAAGCTTTATCCCAGTTGCAGTA
+AAAGAAAAGTAGGGAGGACTACTTCTCTAATGCTGCTTTAAACCCCCTGAGTCCAATTAGCATCCCTATG
+AACGCAAGAACTAGGAGGTATGCTAGGGATACTACCATCGTTGAATGTTGCAAGTGCGTACCGTAGATAA
+ATGACCTAACTAGATTGGAAGCGTGTGTCATGGGGTTTATAGAGACTAGTATGCTGAGAACCTTACTACT
+CTCGAATACCGTCTCAGGGTAGAAAACTGTTGAAAGGAACATCATGGGGAGTATAACTATCCCCGAAATT
+GCGAGGGGAAGATTGGGGTTTTGACTCTTTGAGAGTAGGTATATCATAAAGCTGGATAGCATTACTACTA
+GGAGGGAGTTCACGAGTAGGCTACCAATGAACCCAGTTAACGTTATGGAGGCATCCTTTGCAATTATGAG
+AGTAAGAATCGATAGCACTATCATTGCGATTATCGCTCGGATACAAGCGCTAAGGATCTTCGCCATGAAC
+AAAACCGTGCGAGGCACTGGAAGTGTAAACAGTGTCTCTAGTCCGCCGTAGAAACGATCTTGAATGAATG
+TAGTTGCTCCCCTAAAGCCTTGATTTATGCTCACCAATGTTAATACCCCAGGAAACATGAAGGCTAAGTA
+GGAGATTCTCATTCCGTTAACCTCTAAATCTCCTATGAGCTTTCCCATTAAGGGACCAAAGAGCAAAACG
+TATATCATGGGCTCAAAGAGGGTTCCCAATAGGAACTCTAAATCTATTCCAATCTTCGTTTCCCTCGAGA
+TAGCCACCTTAAACGAGTTAATTGCATTAACCATCATAGTCACCTCTCAATTATCTCGAGATAAACATCC
+TCAAAGTTTGCGGTTGCCGTGAATATATCCTTAATCTTTAACTCCTGGGGGCTTATAACTTGAAGGATGC
+CGTTTATAGAATCGTCCAGCGACTTGAAATACACGTCAAAGGAGTCATCTCTAGCAAGACGCACGTCTTT
+GACGTTTTTAACTCTTAGGAGTTCTTCCTTTAACAATTCAAAGTTTTTTATCGGTTCCTCGAGTACAATC
+CTGACAGTTTTTCCAAACCTCTTTTTCAATTCCTTAGGAGAACCTTCCGCCACTATTTTTCCTTGATTCA
+TTATAATTACCCTATCTGCTAAGTATTCCACCTCATAGAGATCATGACTAGTTAAGATGACAGTTACTCC
+CTTATCCTCGAGTTTTTCCTTGATTAGTTCCCATGTCTTCCTTTTACTTCTCGGATCAACTCCTGCGGTG
+GGTTCGTCGAGGAATACTAGTGGAACATCGCTTGAAAGAGCACAAGCAAGCTGAACTCTCCTCTTTAGAC
+CGGTGCTTAGTTGAAAAGGTTTCTTGTGAGCATGCGTCTTTAGGCCAAAAAGTTCAAGGATATCCTCGCA
+ATGTTTCTTTGCATCTCTCTTGCTGAACCCCCTAAACCTAAAATAGTAAATGATATAATCCCTAACCGAC
+AAGGGAGGTGTTAAATCAGGTTCCTGGGTCATATAGGCTATTCTTTTTCTCACTTCTAATGGGTTCTTCA
+CGGCATCTATACCGTCGACAAGAACCTCACCACTATCTGGCCTGTATATCGTTGCTATCATCCTTAGGGT
+AGTGGTCTTCCCAGCACCATTAGGGCCTAGGATCCCTAAGACTTCTCCACTATTAGCACTAAAGCTGACG
+TTATTAACTGCAATAACTTCACCTTTGGGAGTTGGGAATTTTTTAGTCACGCTTTTAACTTCAAGTATTG
+GCATCTCAATATCACCTAAAGATAATCATTGCAGAGGACATCTCGGATCAGGCTTCCGTATATCCCCTTT
+AATCCCAAGTACTGTCGCAGGACACTTGGCACATACTAAACCACAACGGGCACAAGATTCGTTCTCAGGC
+CACATTAGTCTAAATTCCCAAAGAACGTTACTTGTATGCCAAACTTCTATCAAGCTATCATAGTAAAGAT
+TTCCAGCAATATACTTAGTAGAGCCGTCAGTTATTTGGATTAATGTGCAGGGAGTTATATTCCCCTCTGC
+ATCTATCGTCACCTGGGTAACACCAGCAGAACATAAATAGTATGCCCTCTTCTTTGCCGGCTTTTTTATA
+GCTGGAGGGAAATATCCCAGATCTTCTACAAATTCTATTCTCTTTAAATTGCTTTCTTCCCACCATTCCC
+AAATTTCTGATGTCATTTTTACAAATTCAGTAGAAGAGGGGAAGATATTGGCATGAGACCTAGCATTGCC
+AACTGGATATTCCATTTTAACTGCCCATGCACTTATTGGCAGGTCTTTTAACTCTTTTAGTAATTTTGGA
+ATGTATTTATATGTTTTTAGAGAAACTGTCGTTTGAATTTGAGGTTTCCATCCTAGTTCTGCTAGTTTTT
+TAATATTATTTATTATCTCTTCAAATTTTACACTTTTCCTTACCTTTTCGTGTATTTCCTTTGGTCCATC
+TATACTTATTGTCACTTCAAAGCTTCTTTTCTTCTTGTTGGCGTATTTCTCAAGGTATTCCGATAAGTTA
+GTTGTACCATTTGTAACAATATGTGCAAATATCTTACTTTTATGAATTATTTCTAAGATTTTTTCAAAAT
+TGGGATGTAATGTGGGTTCTCCACCCCCAATAGCAAGTTGATAACATCCTAATTTTTCCATATCGTGTAT
+AAGCTTTTTGATAACCTCTAAAGATAATGTTGCTGGGTTGTTTCGAGTACCGACATAGCAGTGTTCACAT
+TTTAGATTACACCTATGAGTAATTTCAACAGCTATAGCTCCTGGAGGGAAAAATTTGGGGTTTATTGGGT
+CATAGGGCATAATAACATTGTACTCCATTAATTCTTCGATAAATTCTTCTTGTTCGGTGGTTGTAGCAAT
+GATAGGTTGGCGCCGTATAATTTGGAAAAATATATCTGTACCTTCTCTGTCTAGCCCAATTTCTTTGTCG
+GGTAGATATATTACCGCCTTATTGCTTTTAATCTCCCATAAGAGTTGAGGATTTGGGAGGAACAATGTAC
+CTTCCATCTTTATCTTACCCCTTGTAAAAAATATAATTAGGTAGACCGAAGTATAGCTCCAATAGCACAA
+ACTACACATCCACTTTGACATTTAAATGGAACTTCTTGAGTGGATCCAACATAAGGTTTGATGTATTCCC
+TGTTTCTCTTCTTTTTTCGCACATATTCTATTTTTGCCATATTAATTCCTCCTTAGCTTCATCATTTCCC
+TCGTAGTATTGCTGATATGCAGATCAGACAAGCAGCACATACAAATGGGACATCTTCTTTGGTTCCCTTG
+TACTCTGAGGATCTCCTTCTTACAACATACTCAATCTTTGCCATACATTATCACCTCCATGGGTAGTTCA
+TAAAATTCTATGTTAAAATATAATAAAAACTTTTTTGAAACTAATGGTTTAGAACTTAACATTAGTTGTT
+TAGTTAATTTTGTTACCAATAGGTATAAAAACTAACCTTGCATTGAATCTCAAAAGATAAGACTTAAAAA
+AAGTAACATCCGGACTTCAATCCTTGATAACTAAATCTAAAGTTTAGACCCTTTTAAAATCTAATTTAAG
+GTCTACAAAAGCTGTATCATGTCCCAAAGCAGGTAAGCTCCCATGATTTTTTGCCTGAATCTCTCCTCAA
+CTTCTCTTTTAAACTTCTTTAGAGCCTTGTCATTCAAGGGAAACTCTATTCCCTCGTACTTAATATCCAC
+TAGGAGCAAGCCCTCTGGAGGTGCCGGTGGAACTTTCTTGCTCTTCTCGAATTTCCCCTCAAGCATTTCT
+TTGATTTCTTCGCAGCTCAACCTTCCCAAACCACAGAGCTCGAGGGCCTTAACGATCCTCCTAACCATCT
+CCCAGAGGAAGCTCTTTGCCTCGATTTCTATAATAAGAATTGGCCCTAGGGTGAATACTTCGATTCTGTC
+TATACTTCTAACCGTATCCCTCCCATCAACCCTTGAGAACGCTGAAAAATCGTGAACTCCCAGGAATAAC
+TGAGAACACTCCTTAACCTTCTCAACCTCGAGTCCTATTGAAGGTAAATAATACCTGTAAACCTTTGACT
+TGGCCCAAAACCTCGGATGGAAGTCTTGTGGGACTTCGATGGCCGATAGAATCCAGACATCCTCAAGCCT
+AGCATTTAGCACCATTGGGTTCAAAGCTTTCTCATCTTCCGTCGTTATAGCCACGACATTCCCTAAAGCG
+CTAACCCCCCTATCGGTTCTCGATGCACTCTTAAAGTCACTATACATAATTCCAGAATTATTTAATGCTT
+TAATTATTTCACCCTCAACGGTCCTCAAATTTGGTTGTCTCTGAAAGCCATGAAACCTCGTTCCATCGTA
+GGCTATTTTAAAGGCCACCCTCATATTTAAAAATCAAGTATATCACCTTAATAAACCTGGGAGGTCGCGA
+GATGAGGGGTAGCGTGAGCAAGGTCGTGAGGTTTGATGATGAGGAGGAGTTCATAGAGGAGATGCAGGCA
+GTATTTGACGTGTTCAGCGAGCTCTCTCAAAGGTACGGTGGGGGAAACGTCGTCGAGGGGGTAATCCTGT
+GGGATACCGTCGGCATAAAGGACAACGATGATATTAAGGTCTTCAGGGTTGGGGAGTTCCAGTGGGTAAA
+GGGAACCCTTAACCTTGAACCCGAGAAGCTTTTCACGTTGGAGAGGTACTTCGACGAGCTCGAGAGCAAG
+TGGGACGAACTTACCCCCGAGGACATAAAGTACTTCGTTGACCTTATGAACGAGGCCCTGGGGGAGGAGA
+GGGTTTACTACGAGGCCTACGACTTAGGCTTGAACAGGGGAGAGGCTTACGTTGTAATAAACCTATTCGC
+CCTTGAATACTTGGATCACGTGGTTGACGTGGATGATAGGGAAGCCTTCGAGTGGGCCCTGAACACCCTA
+ATGAAGTACCTGTGAGGTGATTCCATGGACGTTAGAGAGTTGTTAATTGAACAGTACGGTTACGCTCCAG
+ATGATCTAGTGCTTGAGGTTAGGGGGAAGAGGATATACGCCTACAAACCGTGCGAACTTAAAGAAGAGGG
+GCACGAAGGAATATACATTGGGGCAATAGAGAAGGATGGAATAAGGTTGACCATAGAGGGAGCATTCATA
+ATCGGTCCAAAGGCCGAGAAGAATGTCATAGAGCTAGACGATGAGAAAGCTAGAGCTTGGATGAGCGGAA
+AGGATGTTGAGGTTGGAGTTAAGGGAAACGCTTGGGTTATATTGAAGTGGAGGAACTTCTGGCTAGGTGG
+AGGAAAGCTCGTCGATGGTGTTGTCAAGAACTACGTTCCCAAGGAGAGGAGGCTTGTTCTCTAGAGAACT
+AGAGAACTTTTGGTTCTCAACCAAGAATTTTAAAAAACCGTAAAAACTCTCTGGATTTCTAATAATCGTG
+CCCAGGATGAAAGCTGAATTTAAGTACCTCCTCCTGATAATTCTCCTCTCGTTTGGGTTAAGCTCAATCA
+TACTAAGCTCGATTAACTTAACCAACTTCATCCCCCAGTTCTTCACGCTCGCAATCGTCGATTCCGTGAA
+TCCTTGCACGTTCGTCGTGTACACTATATTTCTGATAGCCCTCTCTGTTAAGGGTTTACCAAAGAGGGCC
+CTTTACGTTGTAGGACTGGCCTTTATATTTGCCGTTTACCTCTCTTATTACACTTTAGGCATTGGTTTAA
+TGATTTTAACGGGCAAAATCCCCGTAAAGTGGGCTGGTTATCTTGCAATCGCCTTTGGAGTTTACGAGAT
+AGTTACAGGTATTTTGGAGAAGTCGAGGACGGTAGGCAAGGGAAGGCTTAGAAAGCTAGCGTTTTCAACC
+CAAGCAACTGTTATTGGTGGTATAATCTTGGGTTTTGCGGTGTCAACAACTTTGCTTCCCTGCTCCATGG
+GTCCATATATAGTCTTCAACACGATTATTTCCAAGATGAAAGCCCTCGCTTACCTACTCCTAGCCCTGTA
+CAACTTGATATTCGTGCTCCCTCTCTTCGTGATCCTCTTCGCGATGGGTAGCTTAAGGGAGAGCAAGAAC
+TTCTCGAGGGAGATGGTTAAGCACTCGAGGGAACTCTCGGTTATAGCGGGGATCCTCCTGATAGGGATTG
+GCGTTTGGGTATTGCTCTAGTTCTAAACCAATGGTTAATAACTATTACTTCAAAAAATTGTTAAAAATCG
+TAACACTATTCTCTCAATTGGTGTGAAGAAATGGGAAAATTAAACGAGCTCGTTGAGAGGGGAGATGCAG
+AAGGAATACTCAACTACGCAAGGGAATTCCATGGACACGTTTGTCCTTACCTTGCCCTTGGAATTAGGGC
+TTCCTTAATAGCGATGGAAGAGCTAGGGGTCGGGAGGCTTGACTATTCTGGTAGCGTTGACGAGTCGATA
+CTAGCTATAGTCGAAACAAACAGCTGCTTCACGGATGGAGTTCAAGTCACCACGGGGTGCACGCTTGGTA
+ACAACTCCCTGATCTATATAGACGTTGGAAAAACGGCCCTAACCTTGGTCAAAAGGGGAAGCTGGGAAGG
+AGTTAGGGTTTATGTAGATGCTGAGAAGCTCAGATCCTATTACCCACCCGAGGCTACTGAACTGTTTGAG
+AAGGTTGTGAAAGAGAGGAGAGGAACATCTGAGGAAAGGGAGAAGCTCAGGGAACTTTGGGAAGAGCTGG
+GGAGAAAGTTTCTCTACCTGCCAAGGAAAGTTTTCGAGATAAAAAGGATAAAAGTTCCCCCAATAGAGCA
+GGCCCCAATTTTCGAAAGCGTCAGATGTAGCGAATGTGGCGAGCTCGTGATGTCTCCAAAGGTGGTCTAC
+GTTAACGAGAAGCCTCTGTGCAAGGTTTGTGCCAATAAAAAGATACTCGCCGTTATCGGAAGGGGAATAG
+TCGAGCTGGAGGGATTTAGGGTATGAAGAGGATTCTGGCTTTAATTTTAGTGGCCTTCATCCTAGGTTGC
+ATAGGGGAAAACCCAAGCTCAAGCAAGGGGGTAACGATTAAGGACATGCTCGGCAGGAGCGTTGAGGTTC
+CAAAGGAAGTTCATAGGATAGTTGCCGTAGGGCCCGGTTGTCTGAGGATAATAGTTTACCTTAACGCCAG
+TGACATGGTCGTCGGGGTTGAGGACTTCGAGAAGCGCTACTCTTTTGGAAGGCCCTATATAATAGCTCAC
+CCAGAGTTGAAGGAGCTACCCTCAATAGGCCCAGGAGGCCCAGGAAAGCTTCCCAACCTGGAAGCGATAA
+TGGAGCTGAAGCCCGACGTTATATTTGCCACCTACATAGATGAGAGGACTGCCAACGACATACAGGAGAA
+GACGGGCATTCCAGTTGTAGTTCTAAGCTATGGAGAGCTTTCAAACTTCACGGATGAAGAGCTATTTAAC
+TCATTGAAACTCGCTGGGAAGATACTTGGAAAGGAGGAGAGGGCCGAGGAAGTTATCTCGTTCATAAAAT
+CTGTAGAGGAGGACCTTAGGAAGAGGACTGAAGGGGTTAAGGAGAAGAAAGTTTACGTTGGGGGCATAGG
+GTATAAAGGAGCCCACGGAATAGAGAGCACTAAAGCCGATTATCCGCCGTTTGAGGTCGTTCATGCTTAT
+AACGTGGCTAGCGTCTTGGGGAAGGGGCACAAGTTTATAGACAAGGAAGCCCTCCTAAAGTGGCAACCTG
+AGTACATCTTCATAGATGAAGGTGGGTTGAAACTGATTCTCGAGGACTACAAGAAGAATCCGGACTTTTA
+TGAATCGTTAAAGGCCGTTAAAGAAGGAAAAGTTTACGGTTTGCTGCCTTACAACTTCTACGCGACGAAC
+ATAGGAACCGCGATGGCCGATGCTTACTTCATAGGAAAGGTTCTCTATCCTGATAGATTCAAGGATGTAG
+ATCCAGTGAAAAAGGCCGATGAGATATACGAATTCCTTGTTGGGAAGCCTGTGTATAAGGTTCTAGCGGA
+ACAGTTCGGTGGATTTGGGAGGATAGACCTGAAGAACGGAAGTGTTAAGTACTCACTACCGCAGAACCCG
+TGATGGCTATGTACGAGGAGTACGTAAAGAAGAGAATGACCGCAATCTTCATCCTTTCCCTCCTACTTAT
+CTTTGTGGCCCTATTTTCCCTAACCAAGGGTGCCTACCCGATATCAACTAAAGACGCGATATTGGCACTA
+TTTAACAAAGGCAATCCATCCGCGAGACAGGCCGTGTGGAGCATAAGACTTCCTAGGATAGTAGCTTCAA
+TACTTGTTGGAGCTTCCCTAGCACTAGGAGGGGCTGTTCTTCAGGGAATACTAAAGAATCCCTTAGCAAC
+GCCGTTCACGATGGGGGTATCTCACGGAGCAATGTTTGGGGCTTCTTTGGCAATACTCTTGGGAGCTGGC
+TACGCTGAGAGCTCTGGAAGGGTTAGCATAGATAATCCTTACGCGATAGTTGCGTTTGCATTCGCCGGGG
+CCATGACATCTACAGTCATTATAGTTGCGCTCGCGAAGCTGAAGGGGTTAAGCCCTCAGGCCATGGTGCT
+AGCTGGAGTCGCCATGAGTTCCCTCTTCGTCGCGCTAACCACGCTCATCCAGTACATAGCGAATGAGCTA
+CAGTTAGCTGCCATGGTTTACTGGAGCTTTGGAGACCTCGGCAGGCCGTATTGGACTGAGAATTGGATAA
+TGTTCATATCTTTGCTTCCCATACTTGCATTCTTCCTGCTTAAAAGGTGGGATCTGAACGCTTCCTCCCT
+TGGGGACGAGGTTGCATTGTCGGTTGGGGTTGAGGTTGAGAAGTTCAGGCTAATCTCGGCGATACTCTCG
+GCTTATCTAACAGCGGTGACCGTGGCTTTCGTTGGGGTAATAGGATTCGTGGGATTGATAGCGCCTCACG
+TAGTTAGATTGATCTTTGGAGGTGACTACAGATTTTTAATTCCTCTCTCAGCCCTCTTAGGCAGTTTAAT
+ACTTTTAACTGCTGATACTTTTGCTAGGTTAGCTTTTTCGCCGATGATACTTCCAGTAGGAGTTGTTACA
+TCCTTCCTGGGGGCTCCCATGTTTTTGTACCTATTGCTGAAGATGGAGGGAAGGGTATGAAAGTTAAAGT
+TAAGGTTATCGAGGTCAGCAACTTGGAGTTCTCTTACAACGGGAAGAACGTGCTGAGGGGAGTGAACTTT
+GACGTTGGTGAGGGAGAATTCTTAGTTATCCTGGGGCCAAACGGTGCTGGGAAGACTACGTTGCTCAGAT
+GCATAGCGGGAATCTTGAAGTGTAAGGGTGATGTGAAGGTATTCGGGAAGTCGATAAGGGACATGAATAG
+GTTGGAGTTAGCTAAGTTGCTTGCATATGTGCCCCAGAGGGTTGAGCCAGGATTCCTTAGAGTTTTTGAC
+TTCGTTTTGCTGGGCAGAAGGCCTTACATGGGTTTAAGTCCAAGAAGGGAAGACCTGGAAGCTGTAAGGA
+GGGCCCTAAAGTTGCTAAGGGTAGAAGAGTTCGAGGATAGAGTCATGAAAACGCTCAGCGGTGGAGAATT
+GCAGAAGGTGGCGATAGCAAGGGCCATAGCCCAGGAAACTCCGGTAATACTCTTGGATGAGCCAACTAAC
+AATTTGGACCCTAAGAGTCAAATCGATGTTATGAGGATAATAAAGGATCTCATCGGCGAAGGAAAAACCG
+TTATCACCGTTATGCATGACTTAACCTTAGCCCTGAGGTTTGGAGAGAAGTTCCTGTTCCTCAAGGATGG
+GGAAGTTACGGGAATAATGACCAGGGATGAGCTCGAGGACAGGGTGTTAAGTGAAACCTACGGGATTAGC
+GTTAAGGTCGCCAAGCTTGGGAGGGAGATAGTTCCGTTGGTTGGGGCGGATTCACTCTAGCTCTATCCCG
+TAAACCTTCTTGGGATTCTCAACGTGTATCTTGTAGACGTCTTCTTCGGTGAAGAGTCCCTTCTCCAGGA
+ACTCCTTAGTTCTCCTGGGAACAGTCTTAGGTCCAAGGATTGCACCGGGCCTCTTCTTATCGTCGATGTA
+ATCTGTCTCCATCAGGAACCTATTTCCCTGCTTTATCGCTTCCTCAATGTTTTTTCTGCTGGCTATTATA
+CTCGGGAACACGCCTACCTCTTCGGCAACCTTGACGAGTGGAGGAGAAAAGTGCTTGACAACTTTATAAG
+GCTTTATACCAACCTCCTTAACGTACTCTCCTAGTTCCCTGAACTTTTTCTCGTCGAAGCTCTCCGTGTG
+GAGCTGAACCGCGCAATCCGCATCTTTAGCTAGACTCATCGCGTACTTCATGAGCTCTATGCTTGCTTCC
+CAAATCTCCTGGGGAACCGGGTAATGGGGCCTTCCAACTTCTCCAATTCCAATGGCCTTACCATCCAAGC
+ATAACCTTTGAGCGTGCTCTAATGCTTTCATAACCTCCCTCTTCGCGAATTCAATTCCCCTAAGCCTAGC
+TAGGTAGTCGAACTCAGCCGGGTGAACTCCAACTACTGCGTAGGCTTTAACCGGGGTTTCCTTGTTTATA
+ATATCAACGAGCTCAACGTGGAAGTCCATGGCCCTCATGAAGTCCTCTCCCTTCATCCCGGCGAAGCCGT
+AATCATGGGCGCTCTTGTAAACCACTATAAGATGAGTTCCTCCGGCCCTGTGGAACTGCTTGACGGCCTC
+CAGGAATAATCCGTTTATTGGATCCACGTGGAAGTGATTGTCCAGGATTATCATACTATGAACACCTCCA
+GGATATCACCTTTCTCAGCACCTATGTTCTTTTCGAGCATAATGCCAATTTTATCCCCAGGAATTGCGAA
+CTCTACCTTTTTATGTTCCCTCTCCATGCTAACGATTCCGGCAACTTTCTTCCCTTTCCTTACCTTATAC
+CCAACTTTAACCATGCCCTCCAGAACCTCGCATATTATAACAGTTTTGAATCCAACGATTAAGATATTCT
+CTACCTTAACCTTGCCAACGGGTTTTCCAGTAATTTTCTCTTCCTCCTCTTTCTTCTTCCTCCTGAAGAA
+CCCGAGCAACCTACCACCTCCATATAAGCAGTGAGCCTATGATGACTATACTATCTAAGATGATGTAACT
+TAAAGGTTCACTAACTGCAAAGACTAAGATGGCTGAAACGACGATTGGGATTATGTTTAGGAGCAGAATC
+ACTATTCCGTCAAAGAAAGTCAAATTCGGCATCTCAACGTCCCTTATCTTTCCCCCAACGTACTTCATCC
+CTATCCCTGAGGTTAGCAAGGGGGCTAAAACGAGTGGAGCTATGTACAGGGAGGACAATCCGTTGTACGT
+AAAGGCTAAGCAGAATATAGTCAAGTTTAGAAAGAGAGGTAGGGTGGACATTAGCAATCCCTTGGTCAGG
+AGAAATTTCCTCTTCGTTATGGGCAAACTCCTCAGGACTTCAAACCCCTCTAGCTCGATCTTGAAGCTCA
+TGTCAAGGGTTATCGATGCAAAGACCCCGATTGCAACCATCAGCAAGGCCGTCATCCTAAGTGGGAAGCC
+CGACTTGGCAACGTTGTATATCCACCAGATTCCTATGTACAAAGGTGCTAGGAATCCTCCAAGTAATTGA
+GTCCTCCTGAAGATCATCTTGAAGTCTTTGGAGAGAAAGCTCAGGATTAATGCTCTTGGCTTTATTGAGT
+ATTCAAGGCTAACCTCTCCAATGACCTTCTCCCCTTCAAGGCTCTCCCAGAGCTTTCTTATACCGTACAG
+GTAGAGCATTGCGAAGGGAATAGCGTACGCTAGCAGAAGTATAAGAGATTTGAAAGGATAATAGATAGTC
+GACGCTGACATCGGGAACACAACGTCGTACTCTTGAAAGATTGGGGTTAAAGTTTCAACGTTCCTCTTAA
+CGAACTGAACTATTCCCTGGATCAGGAGGTATATCCCTATCATCAACAGCACTCCGAAGGCCCTGGCTAG
+GTTCTTTATCAGGCTTCCCTTTCCAACGTAGCTACCTCCGAACTTCACCTGCAATAGTAAGGCCAATGAG
+TGCCCCATTAGAATAGCCAAGAGTAACCACCCAAGTCCCAACAAGCTCTCAACTATCCCGCCCAGGAAGA
+GGACTGAGGGGAGTAGGAGGAAGAACCCTGGGAGTACGTCAACCAGTATAAGGACTGACATTATGAACCC
+TATCTTTGGAATAGGTAAGGCCTTCAAGGGCTCAAGAACCTTTCCAGACCTTAGATAAGCTACCATCAGG
+CTCGTGGTATAAAGGGAGTATATGAAGGGAACTATTAGATTGGGTGCGAAGAGAACTCCTCTAAGTTCCC
+TCGGTGCCATGTAAATTGATAACCCTATCATAAAACCAAACATTAGAAAGGCAAAGCTTTGTAAGCCGAC
+AGCCAACTTTATGTTCCCTTGCCACTTTAAACTATCCATAAGCTTCTTCTCGTTTCTAGAAATGTTCAGG
+TTCTCCCTCAGCATTCTGTAGTGGAGCTCCCTGTAGGTTATCCTTACAACTTCCCGAATCATTACAGGGC
+CTCCTTGAGGGCCGAAACCACCTGAGCTATCTCTTCCTTCGCTTGGGTAAGCTTTAGGAACACGTCCTCT
+AACCTTTCCTCCTTCGATATTTCCTTGAGCTCTTCCACGGTTCCCTCCGCTATTATCCTTCCTTGGTAAA
+TTATGCCCACCCTATCGCAGATTAATTCAGCTAACGCTAGAACGTGGGTCGAGAATACAATGCTCTTCCC
+CTCCTCCTTGAATTCATAGAGAAGTTCCCTGAATATCCTAGCACTCTTCGGGTCAAGACCGTTCATAGCT
+TCATCTAGAATTAGAACTTTGGGATCGTGAAGGAGAGAAGATATCAGGGAAATCTTTTGCTTAGTTCCAA
+AGCTGAGGGTTCCTATGAGCTGGTTCATGTACTTCTTTATTTCGAATGCCTCAACGAGCTTCCTAACCCT
+CTCCTCTAAGATATCCTTTGGAATTCCTCTTACCCCACCTACGAAGCTGAAGAATTCCGCTGGAGTTAAG
+CTCTCATATAGAGCAGGAGTTTCTGGGACGTAACCCACTATCCTCTTTACCTGGAGAGGGTCTTTGGCGA
+CTTCAACTCCACCAACTATGACTTTCCCCTCAAAATCGGTTATTATCCCCGAGAGTATCCTCATTGTCGT
+TGACTTTCCACTACCGTTTGGCCCTAAGAGTCCATAAATTTCCCCATCCTTGACGGTGAAGCTTATCCCC
+TTAAGTACTTCTTTACCTCCGAATCTCTTCCTAAGGTTTTCAACTATTATCATAACTAAACCCCATTAGG
+ATTTCACATTTACCTTATAATTTTTATCAGCTCGGCAAGTTTATCCCTCAGCTCTGGAGGAGCACTGTCT
+ATGCTAGCTCCCCCTAGGAGAGGCCACAAAATCGAATCTATGTGTAAGGGTGGAACCCCGGATTCCCTAG
+CGATTTTCATCCAAAACTTCCTTGGTTTTTCGTTGGTCAGCTTTTTAGTTAACTTAACGATCCTGCTATC
+CTCTGGAATTGGAATCTCCATTGGATAGGGGTTGAAAGTTGAAAGGACTATTCTAGCTGCATATCCAAAC
+ATCTTCACAGAGAACACAACTGTTTTCGATTCCTTGTCAACTCCCAAGGCCCTTGCTATGCTTCCCCACA
+ATGACGACATGTCCCCATAGTACTCCTCAATTCTCTCCTCTGTTAGAGTTGATAAGAAGGTTTCAACCCT
+CCTTATCCTCGAGAGCTTCTGAGGGATTAACCTTCTGTTGAACCTGGAGTTAGGTAGGAACTCCTTGTAA
+GCCAAGTATATACTTTTAACGTCCCTTCCATAGAAGTACTTGGCGAATTCCCACCACCACTGCTCTCCTT
+TCCCCGTTAGTTGATAACTCACCAAGGAGTTCGCAATTACAAGCTTTACAAAGGTTTCGGAATCAATGCC
+TTTGCTCAGGTATCTTAATGCTTTAAACTGCTCATCTATGTTCTCCTCTATGAACCTTGCGCCCTCTATT
+CCTATCTCCCCTATTATCCTTGCAATCATTTCACACCACTTATCAGCCTCTCAAGGAACAGGTTCTCTCC
+AACTATTTCGGCACCTTTGTTCCTGGGGATCCCCAGCTCAACTTCGGCCTTTATTCCGTAGTCGTTGAGC
+GAGTCAATGACTTTGGTTTTGACGAGGTTGAACTCCTCCTTCTTGATTAATCCATAAACCGTTGGACCCC
+AGCTACTTTGACCTGCCCCGTAAGTTAGCTCCTTTAGTATCTCCACGATGATTCCTATGTCCTCCCTAAA
+GGTCCCCCCTTGGAATGTGCTGAAGTGGCTCCCAACTAGCTCTTGAATTTCGCTTAGGAACCTTCCAAAG
+GATTCTATATCCCTTTCCACAAGGGCGGGAATCAACCCCAGGAGTAATCTGTGGCTTATTTCCTTGGCAA
+TCTCAACCTTTCCAAAGTTGCTCCCGAACATAATATCCTTCTCTTCCTCCTCGCTCAGGCCCCTCTTCAC
+CTTGGGAATAACTAGCAGGAAAGCCCAGTTCTCTGGAAATTCGTGCCTCATAACTAAAGGAGGATACTTA
+TCCTTAACCCCTCCATCAATAACGAGACCTCCGTACTTGAAAACGTAGAGGCTAGCTCCGCTCTCCCTCG
+ATCTACCCAGGGAGAATGCAACATCCTCTATAGGAACCTCCTTCTTTGCTATCCTTAGGATGGCAGATGC
+TATAGCTAAAGTTAGCTGGGTCGTCGATCCTAAACCTATATGCCTCGGTATGCTCCTCCTAACCTCTATG
+TAGTAATCTAAACCAGTCTCGTACTTCAGGTTAAGCTCCTTCACAACCCTCTCTATTACCTTCCTGTCCT
+CTTCGTCGGCTTCAATGGTTAGGGATCCTGCTGGGGTAACCTTAATCTCGTAACCGCCTTCAAGTGCCAC
+TCCGATGCTTCCAAATCTCCTTCCCAAGCTACCAGTGGGATCTATCATCCCAAGGTGCAGTCTCCTGGGA
+GTTCTTACTATCATCCTTATCCCCAGAAAGTGTAGTCTTTTTGGTTTAATAAGCTGACCTTTTGATGAAA
+ATCATAAAAGGCTATAAGATGATGTTTCTAATGGAAGATAAAGAAAGGAGGAGGGATATGAGCAAGAAAG
+GTGCTAAGGAGTCCGGATTATAGAAACTGAGAAGCTATTTACCTCTAACAATAAATTTCCTCCATTCACT
+TAAAGTGTTCTGCTATTGTTACAAGGCTGTATTTTATATATTCTTCGAAACCTTTCTCATCGAGGATTAT
+AAATGGAGATTTTTCGGGATCCGTTATCAATCTCGAAGTTATACCTCGCTTGTTCATATCCGCGAGCACT
+TCTGCAATCATGCTGTCATTTAGTTCCAATGCCCGAAGAAGATTTTCATAAGTTTTTCTTGCGGTAGGAG
+GGTGGTAAATTTCTCCAACTTTTAAGAGCACATAAAATACGCCAAATTTCTGTGCATAGTATCTAAGATT
+TCCTGGACGTTGTATCCTTTGTATAAAGTACTGGAATACTTCAAAGGGAGCCTTAATAACATCATACATT
+GGAAATCCACTAGCATCCCATTCTGTATCTTGGATCGCTAAATCATAACTCTCTAATTCTCTAAAGAGTC
+TGATAGCATCATCTTTTAGCATAGTATTAACAAGAAAGTTTGAAAACATCCATATGAGTGGGGGTTCTGG
+AAGGTCTAGGTAATTTAAGTCAAGATCACTATATCTCCCAAGTATTTTTGCATGTTTTGCCGCTTTGATA
+ATGGGATCCTCTTCTTTGGATAATATTACACCCCTTGGAACATAAAAACGATCTCTGAGAATAATCTCAA
+GCGAGTAGTAGTTTGGAGTATACCATAGGGAGCCATATAATATTATCCAGAGCTTATTCCCGTATTCCTT
+TATTATTCTTTCAATATCCCTTTCATGTTCCTTGATACGCTTTAGTATAAGCTCATGTCCAACTCTCGAA
+CCTCTTTCAGTCGGATATGCGAATGTTTTTCTGCCTTCTCCTCTTCCTTCCCTACTAGTATTTATGAAGT
+TAAGCTTATGAAGAATTGAAAGTATTTGAGGCTTTATGTTTACGCTCTCATACTCGTTTGGTGATGTGGG
+TCCAGTCATGGGATTATAGTGGACACGAATTTCAACTGCCAACTTTCTTGAAATATAAACTCTTCTGATT
+GCATCTAAGACTTCTTCAATGAAGTTTTCAAGTCCGTATTCCTCAAGTTCTTCTATGAGTTTGTTAATTT
+CCTCTTCTTTACTCTCGATAAAGACTTCAGGTGGTTTTTCAAGTTGGGAGAAGTATGGATGATCAAGGGG
+TATTCCTAAGTCCCTACGAAGTTCGTGTTCGAAGGAACGAATGCTATCGACAACTTTTATTCTCTTCCCA
+TCTACTATGATTTCATCAACTTGCTTTGGATATTGCAGGGCTATGATATACCGGTAATCGAAGTTATTCA
+TGGCGAGCTTCTTTGCATCCCTAGCAACATCCCCACTCCACACAACTTCTACTCCAACAGTAATGTTCCC
+TTTTCTTCCAGCAACATCAACTCTTCCCCAGCCTCCTTCAGGTATGCGAACTGGAGCTTCATGGGTAGCA
+GTAAATCCATAGAACTGGAGCAGTCTTACAACCTTCATCTTCACAATATCATTATAACTCTCTCCTCCCA
+TATAGAATCACCGTTGTATTATATTACTCTCATAAAATATAACATTTTTGTTTCTGGTATTCAAAAGAGC
+CCAGATACCGATGAAGATTTGAGAACAGTAGAGATTATAATTTAATTCCAACGTAGCTTAAACGAAAAGG
+GCCACTATTATAGATTAACAGATTGTTTGGAATCTTTGTTTAAGTTGCAATTTCCCTGTTCTGTGAGTCA
+CTTCAGCATGTCCCCTGGAAGTTTAAGAAAAAGATCTCATAGGTTCTTTTCAACGTATAACCTAGGTGAG
+GATAAAATAAGAGCGAAAACTAAAACCACGGGCCTCCCCAGAACGGCCTTCTATAGGGCCCTCTCACTAG
+CCTCCAGATTATGTAGACCACGACTAGGGCTATCACATATGGAGCGGCCACTAGAAACAGCTTCAACAGC
+AGGTATAGGATCACTAACAGGAAGACTATATCTATTAGAAACCCAATGTTCGGCCCATAGTAATTCCTTG
+GACCCCATCCGGGGCCTCTTCCCATTCCTCTCGGCATGAAGTTCCTACTCCTCTAAAATTTTAAAAAAGT
+TTCGAAGTCACCACCACCAGCCGTAGAGCCACCTTAGGGTTCTCCTACTTGGCATTCCAGTCCAGGGGCA
+GTAACCGAGCCTTGCACCCCAGCCTCTTCCGCCTCTACCCCATCCTCTGCCCCAGCCTCTTCCCCAACCT
+CTTCCCCAGCCCCATCCCGGGGCCCAGTAGTACGTTGGTGGATATGCTGGCCTGTAAACTGTTGGTACTG
+CTGGTGCTGGCTGGACTTGAACTGGAGCCTGTGGATACTGCTGGGGTTGAGGTGCCGATCCGCTGATGAC
+GCTCTTTACTGCATCCTCAACCTTGGTTCCTGGGGCCACAGTATAGAGTTTTATCCCAGCTGCCTGAATT
+GCGCCCATGGCGTTCGGTCCAACTTGGGGGGCAACTATTGTGTCTACGCCCTCATTTATGAGCATTTGCA
+CAGCCATTGGACCGGCTCCACCTGCCGCTGTAGAGGCTGGATTTTGAATTACCCTAACGTTTTTAATCTC
+TCCATTTTCAACATCCACTATAGCAAACGCTGGAGCTCTTGCGAATACAGGAGCAACGGTGTCTTCCAAT
+CCTCCACCATTAGTTGGAACCGCGATCCTCATACCCATCACCTCAGAATTTTGTGCATATGCACAGATAT
+ATAAGGTTTTCGGTTGGCCTAACTAGATGCAATAATCACGATTAGTCTAATCATAATTATCTAAAATTTA
+CGTTAGTAAATGGTAATAAGTGATTAACAAGCGCAATCATTCGCCATCTCCAAGCTCTTCCTCTAAATCT
+TCAATACAACCACCATGGAGTCTTAGGTAGAAGGTGCCCGCTTTTGTAACTACGTATCCTAGTGGCCTAT
+TTTTTCCTGAAATTTCTTCCACTAATGAATATTTGAGGAGATTTTTCAGCTCTCTACTTATCGTAGCTGG
+TGAAACGCCAAGTTCTTCAGCTATTCTTCTGACGCTCTTACCAGCTTTTAGCCTACATAGAATGTTGATC
+CATCTAACGTTCTTTGGAGCGAGGAAGGGCCCAAGTTCTAGGGATATGAACCCAGAAAGGTTTTCGAAAT
+CGCTCTCAACTTTTACCCTAACGTTCTCTATCGTTATGACCGTAAGAAGGATTATAACGTTCAGAGGTCT
+CATGCCACCGGATAGTATGGTTATAACCCTCCTATCTTCCGTTATGTTGTTTTCGATTGCACTTTTTAGC
+TTGAGAACCATCTCTTCTCCGCTTGTCGTTGGAAGTTCAATTATCTTGAAGTTCCCTTCACCTATAAGTG
+GTATTGCTATATCTTTGATCGCACGAAGAGCGTTCACAGTTCTCTCTTCTTTTTTGTAATCATTGGGAAC
+AACGGCAAGTAGTCTATCACCCTCTTTCGTCTGATTTCTCATGAGGGCACGGATTATAAATTTCTCATCA
+AATCCCACTGGAAATACTGCTAACAAATTTCTCTACCTCCTTATAAACGGATAAAACTTCTTCAATTTCT
+TTTCCTGGTGTTGTTGGTTCACCTCCTCTATTCCGCATTGCTGAATAATTATCTGCGAGTGAAATGGGAA
+GTAAGAGGGCATAAACTGCACGAATGTTCGAAGAGAAAACATTAACCACCCAGCGTGAGAACTCTTCTGG
+TTTAATCCATGGAACTTTCCTTGGTATCTCCACTCCCATGAATTTTTCAATTACACATGCGCACTCACGG
+TCGAGTTCTAAATTATCAGGTTTTCTCGGTTTTTCATACCTCACCCAGTCATGATGGTGGAGAGACACAG
+CAACCACTGCAATTTCACCAGCTTTACCAAAATCTTTTAATACTTCTTTTGCGACGAGGGCTGAATAGAA
+CTCATGGTATGGAAAGTGTTGCTTTTTGCTTTGAAACTCCTCAAGACCCTTTCCAACGTCATGAATAATG
+TACGCTTTGCGAAGTAGTCCCTCCGCCTTTTCTTTCCTTAGATTGAGAACTCGTGAAAGGAATTCTCCAT
+AGTTTCTCGAAATATACATCCTCTCTATGAACTTAAGTCCCTCACGTATATGATCTTCCATGCTCTCAAC
+GCATCTACCGTCTTTAAAATAGGCGCAACATGTCATACTATCCCACGCTCCTCATCGTATTTTCCGGTAA
+ATTTAACAACTATCTTCTCTCCAAGGGCTATTCTTTCGGCAATCTTATAGGCAATGGCTTCCGAATCTAC
+AGAAATTTCATTCTCTCCAACTCTTACTTGAAGAAGCCCTCTTTTAGCTAGCTCAAGCATCTTCTCGGGG
+GATACTAAGACGTATTCATCGTCAACTTCAAGCGGGATTAGGAAATCTCTGAGTAATGGCCCCTCTTCCT
+TTATCATTGATTTTATCTCACTAAGAACATCCACTGAGCGCTTTGTGGGGTCTTTAAGTAATACGCGAAG
+CTTTCTCTCTCTGCTTCTATCTACCCCGGACATGACCTTTGTTTTAGTTTTTCCGTGTATCTCATCTACT
+ATCCCTTGATATGTCTGAGGGATGCGTGGATTTAGAGTAGAAGATTCTTTCATTAAAGCTATAGTCCTCT
+CAACTTTCTTTCCGTCGTATGGGTGTACTGGAGCATCTTCGATGATTATTATTTCAGCATTTTTCTCATC
+GTATCTCGCTACCCTTCCGAAGCGTTGGATAAGGGAATTTATGGGAGCTGCATCTGTTATCATTACATCT
+ACGGAGAAGTCAACTCCAGCCTCTACAGCTTGGGTACCAATAATCAAGAAGCTCTCCTTATTTTTCCATT
+CTCTAAGCTTCTCTATGAGCCTAGCCTTATGACTCGGCTTCATCCTTCCATGTATTAGCATTATTTCCTC
+TTCCTCAAAACCTAGTTTGGGTGCATCCTCCTTAGCCTGGTCAAAAATTTCTACCGCTCTTTTCACAGAA
+TTGACTATGATAGCATTCCTCTTAGCACTATCTATGAAATCGAGAGGATTCCCAGTTTTGAATTGGATTT
+CGAAGTTTTTCTTCGATTCACGTTTAATGAATGGATCGTTCTCATCAGGTACTAAGGGTTCAGGTTCAAA
+GTAATATCCATTATTTTGGGCGTACTTTTTGAAAAGCTCAAAGTAACCCCTTGATAGCGTTGCGGTCATG
+ATAATTATGGGGACATTATTTTCCATCAAGAACCTAAGAACTGCGAGGAACGCTGTTTTCATTCTGGGTT
+CTTCAAGGATGAAGTGAGCCTCATCAAAGATTACAAGGGAAGTAAGGATTGATGCCTGCGTAAGGTAATC
+ATACCCGAATTCCCTACCTCTCTCCACTTGAGTTATCTTCTTTGTATTAAGCTTGAGAATATCCCAAGTG
+AAAGTGTCAACGGTTGTAATATTGAGGGGAAAGAGATGTAGGAACTCTTCACTTGAACCCATCATTTTCG
+TTCTTGAGAATCCAAATGCTTCCTTAGCAGTTCTGTCTATGTCTTCTATTATTGAACGCATTGGAAGGAC
+GTGGATAACCCTATCAAATAGAGAGGAATCCTTGAGTGAATGAAGGGCAAGGGAAAGGCTGAGGGTAGTT
+TTGCCGTATCCCGTTGGAGCTTGGATGACTAGAAATGGAGATCTCGTTGAGGAAAGTACCTTATCTAATG
+CCTCCTCTAGGACTGGCCGCTTTTCTGGTTTGAATCCTTTTATCTCTGAGAGCCTCTTTACAACAACGTC
+GTAGACGCTCATATGAGCACCTCTAAGTGATCTTCCTGCATAAATACCCTTAGGACTTTCCTCAGTTCAC
+CACTTGCCCTCCCCTCCCCCTCGAGAAGTCCTCTACCCTGCCTAAAGAGTCTGAAAATTGAATCCTCTAT
+TAGCTCCTTCCTTCCAGAGTTCACAGCCCGATAAAGATCCTTGACGAAGATGTAAGCTAGTAATTCCCTG
+TCACCACTAACCCCTTTATTTAGCTCCTTCTCGGCTATATCAACGAGAGCCCATAGTGGATACTTCTCTC
+CTTCCTTGAGTTTAACCTTAAGATCCACTCCCATGACTCTGTAGTTTTCTATTTTTTTAACGTACGTAGC
+CAGGTAGTTTGAAAGTTCCTTGAGATCGAGCTGAAGGGTTTTTAGCTCCGTGTATACCTGCCCCTCAAGA
+CTAATGTGGAGTGCTATTGGGTATGTCATCTCTGGGACTTTCCTTCCTTCTTCGGCTAATTTCATCACTA
+TCCTTAACTCATATAGTTCCTCTGCGTCAAGTCTCGCCCTGCTCGAGATACCAGCATCTGTTAGGGCAAT
+GATACCATCAATGAGTATCTCCTCAACGTCTGGAAAGTAAACCTCGATACCGGGCTTCGTCATCAAGTAA
+TATCTTTTTCTAATGTACCCAGCGAATGCTGTAAGGAAGCCCATGGAAAGTAGGGAGAACCAAAGAGGGT
+CCAGATAAATTTGAGCCTTTTGTCCTGCGGTTGGTTTTAGAAATTCACTCTGGAATTCATAGTACTCTGG
+CTGCTTTATTACCGCTGGAGTTATGGCGTACTCCCCATTATAAGCTTGTCCAAGGTACGTTCCATTTTTG
+TTCCGAGTAATACTCTGCAGGGATTTTGCCGGATCAATCTTTCCAGAGCGTAGAAGCTTAATTGTCTCGT
+TTATGACAAGTTCAAAGAGCTCCATGTAAGTGTCTGGAGCTTTAACTCCAAACCATTTCGAGAAAACCCT
+ATCATAGGAATTCCTATCATTTTTCCCGATGCGCGACGAATTCATCATTGCTCTCTTTTTTAATGTATCC
+ATAGAGTTTTCAATAGCGTCTGCAAAATCATTAGGATTAGGCGAAAGCCCTGCATCCATGACAATCCAAG
+AGAACCCCAATGTTATGAGCTCCTTAGATAAGCCTTCGAATGGTAATCTAGCGATCGCTTCGAGTATCAT
+AGCACCACCTCCTCACCATCCAAGGAAACAACTTTAAGCTCTCCCCTAACTGTAACTTCTCCGTCAGGGT
+AAAACATTAGGATGTACTGTGGATTCGAGTAGCTTCCAATCCCTCTCCTCCAGTCAAAGACAGCCTGGAG
+AGTTCCCTCTCCTTCAACTTCCTTACCGGCAAATGGGAATGCATAAGATGTCCTCGCTTCTTTCCCTTCC
+CTTATCTTAGCTTTTCCGCTTTTTACACTTTCAACACTCACAATGGATTCCCGGGAGCCAAGCCTGCTTA
+TTCCCCATGCAGCCCTCTCAAAGTCTTTAAGAGTATAAGTGCTGTTTGCCACGGCTTCCTCCTTAAGTAG
+ATAAACAAATGAAATGGAGTAATCTTGCTCGCCGTACATTACCGCAAAGGGAAAGGAAGTCACGGCACTC
+TCGACGCTACCCCTGTGAAGCCTGTTTATCTTTAGTATCGAGCCGTATATGATGGGCTTGATGCTGCCTT
+TTACTGTAACCCAAAGGAAAAGGTCCTTTATCTTATCGGCGGCACTTCTCGGATTTCTCCTGTCGATTAG
+TGTTTCTCCCCGGTAACCTGCTATGTGAAATAAGGGATATGCGATAGCACCTATTAGCGTACTGGGAGGG
+ATGTAGCGGAGGGCATTGCGCATCTTGCTTTGAGGGAGAGACCTGAGAGCGATTATCCCACTTGGGCTCG
+CTTCAACTTTTAAAAAGAAGACCAAGGAAATCACCTCAAATGTATTCCTTCTCGCGTATATACTCAATCA
+CCTCCTTTAGAACTTCCTCTGGAAGCTTGTCCTCACTAGTTTTAGTGTAGAAATAGTCCTCGTTGAAAGA
+TTTTAGTACCTCTAGCCTTTTCTCAGTCTTTTCTGCATAACCTTCGTATATAGGTGACGTTACCACGAAG
+GGATGCTCCGTAACGGAAACTACTAGCTCTGTTATCCCACCTACTGGGAAGAACCTTGATAGCTTAGCTC
+CAAACTGAGCAGAGGATAACATTCTGAATAGAGCCATGAGTGCAGCTTCACGTCTTTTCTTTATTTCCTC
+CTCTCCGAGTACAGGTTCTGAGGTTATTGCACTTACTCCAATTCCATCTAGATCGAGGTTAAAGACAAAT
+CCGTAGAGTGCAGTTCCAGTTTCAACATAATATATCATCTGCTCAGAGACGTTGCCTTTCTTGCTTGATG
+TATCTAGCTGAGCGTGTCTCGCATGAAGCTGTGGCTCAGCTGTTGCAAAGAGCGCCATTGATTTTATTGG
+TAGGGCGTAGCTAACTTGGAAAGTTGAACTTCTCCTAACTGGTGGTTTCTCTGCGTAGAGAAATCCTCCG
+ACATCTTCAACGACGCACTTTCTTATGATAGCTTCTTCAATCTTCCTTGGATCGTTTGGTATCGGACTAA
+TCTTCTTCTGTAAATGAACCTTGTTCATTGATTTGTAAAACTCTCCCCTGTGGCAATCTTCGCAAACGGG
+AAGGTTCATTCTGAGGGCTTCTTTAACCAAGTGCTCCTGATATGCGTGGGCTAAGCTTTCACCGCTGATC
+GCTGGAACGTAGATTGTCTTTAGTTTCCCATCTTCTTCAACAAGGTATGGGACACGTCTGTGCTTTGTGT
+AATTTCCTGCAGTTTCTACCATGTTGAGGGCTTCTACGTTCGCCTCAAATCTTACACCTACGCTCAAAAA
+CATCATTCACTCCCCCCGTTCTTTTCTTTCTTTTGGATACGCAAGAGCGAGAGTTGCAACACGCTTAGCT
+ATCCTAATGTCTCTTCTAACTTCATTAAGGAAACTCTCAATTTCGGTATCTGAGGGTATCTTTGGGAGGT
+AGATCTTCTCTCCATCCTTCTCAATATACCTTCTACCTTCCTCATCGGTTTTTGCTCCCTCCCATATAGA
+GCGAAAGGCTCTCATGGCTTCATGAAGGGCGATCTCTACTGGCTCAGGGGTAAGTGCATTTCCTATCCTG
+TCAACATAGCCGAAGTTCTTTATTCTTACAAAGAACCTTAACATGTTTATAATCTCCCCATATCCTTCCA
+TGTTAGACACCATAAATAGTAATAGAAATTCCATATAAAAAAGTTGTGTTTAGTTTTGTTTAATATAAGA
+GTGCAATTTGTTTAAAATAAATGAAACATAGAATATTGATATGGTATTATAGTTTTATTTGCATGAACCT
+TGGTGAGACACTTGCAGCTAATGTTTCAATTTCATGAACTTACTTCGAAAGGATTTTTAAACATTAGGGG
+AACCTAATTCTCGGTGGTGGGAATGAGGTGCTTAAAGGTTGCGTTTGGAATGGAGAACGATGAAGAGCTA
+ATTGATGCTCACTACGGAGACTCGAACTTCTTCGCTATATACGAAATATGCGAGGATGGAAGCTACAGGT
+TGCTTGAGAAGAGAGAGAATAAAGCGAAAGACTTCGAGGAGGAAGATGAGGGGCATGGAGATCCCAGGAA
+GTTCAAAGCTGTCGTCAGTCAACTGTTAGATGTTGATGTTCTAGCGGCCTTCAGGATGGGGCCCAACTTC
+TTGAGAATACGAGACAAGACGAATAAGGTAGCATTCTTCACAAGAACTAGGGACTTAAACAAAGCTATCC
+AAAGGGTCATTGAGAACTTTGAAGACCTGTGGAAGCAAGTTCAGGAGAAGAAAAGGGAGAAGCCCCCACT
+TGAAGGTGAGTAAATTTTGAACTTCCTGGGAATAGTTCCAAAGGTTGCCAGGATTTCAATCCCCTATGCA
+ATCCTCTCCCTCATTCTAAATTACCTTTTCAACATTAACCTTTCGTTCCCTTATGGAATTCTGCTAACGT
+TCCCAGGGATATTGGCCTGGATTTACTGCTATCTTCAAGTCTCTAAGGCCTACAAGCGAGGAATCCTAAT
+GAAGGAAGGTTGCTATTCCATAGTTCGCCATCCGATATACTCGATCTGGGGCTGTTTCATGGATAGCGAC
+AAACGGAACTTTTTTGTTCTTTTGTTTTCCATAATTTTTAAATACTTTTACGGTATATTTATGTTGGTTT
+GGTAGTCTCCGGTATGTGGGGGTAAGTTAAGCCCGAATGGGGACTACCTGAAGATGTGGGGAGTTTCCGT
+TCCCCCCGAAAGCCAGCCGATGAAGGCGGGAGGCTGGAAGGTTATCCGTTACGAGTGGTGCAAAAGTTCC
+ATCCCTGCCACTCGTAACGGATAACCAGAACGGTTTCTCATAATTCCTGGGTTCTCACTTGCAATTGGTG
+GTTTCATGCTACTTCTACCCATAGTTTACTGGATATCTGTTTTGCATTACATTGGAGAGGAGGAATTATT
+CCTCAGAGAAAAATTCGGGGAGGAATGGGAAGAGTATAGTAGAAAAACCCCTAGGTTCATACCTAAGCTT
+TTTGAGTTACCCAGAAAACATTGCAATGGTGAGAGGGATGATAAGCGAGGAGAACGTTAAGCTTGCCGAG
+GAGCTGATAAGGAAGGGTTACAATGAGAAGAAGATAAGATCACTTCTCAAGCTACCCGATGAGGAGTTTA
+AGTTGGCTTTAGAAGTTGCGAGGGCTAGAATCAAAGCCAAGGACAAGTTCTCTAGGAGCGACCTCTGGTT
+CGATTTAGAAGGATTGAGATATGCAACCCACGAGGTAGTTGCTGACTATAGGGGTAGGAGATTAAAGGGG
+CAGGGGGTTAAGAGTATAGCCGACGTCTCCTGTGGTGTTGGTATTCAGCTTATATTCTTCGCAAAGCATG
+GAATAAGGAGCGTTGGAATAGATATAGACCCCATCAAGATAGAATTCGCGAAGAGGAACGCCGAGAAATA
+TGGGGTAGAAGTTGAGTGGGTAGTTGGGGATGCCTTAAGCCCAGAGATTATAGAGAAGGTCGACGCTGAG
+GTTATATTTTCGGACCCAGCTAGGCCCCCTGAAGTCCCTGAGAGGAACCTGGAGGATCTATTGCCTAGCC
+CCTTAAAGATTTACGAAGCCTATAAACATAAAACGGACAGTTTCATCTTCGACCTTCCACCCCAGATAAG
+GAGGGAAAAGGTCCCCTGGAAGGGGGAGTTCGAGTACATAGACCTGTTTGGGCACGTTAACAGGCTAACC
+TTCTACACTGAGCCCCTAGCTAAAGCTGAAAGAAGTGCCGTTATACTTCCCCAAGGAGCCAGACTCGAGA
+GCAATCCTGATTTAGAGAACATAGTCGAAGAAACTATGGAACCTGAAAGGTATATCTACGAGATTCCTCA
+GTCCATAGACTATGCTGATTTGATAAACGAGCTCTTCCACAAGGTCAACGGAGAGCTAAAGCTACTCTTG
+AGGGAAAAGAGAAGAATACTAGCCACGAGTAACGACGAAGTGAAGAGTGAATACTTCAAGAGAAGCTACA
+TCGTGGTAAAGGTCATGCCCTTCCATCCGGTGAGGATAAATGACTTCCTCAGAAGGGAAGGCTACGGGAG
+GGCAACGCTAAGGATGAGCGTTGATGAGAAGGAGTACTGGAGAATTAGGAAGAAGATTGAATCTGGACTT
+AGTGGGGATAAGAGGGCCTTCGTTTTCAAGGTTAGGGATTTGGCCGTTATTGCTGAGGAGATTCCTCAGG
+CTCAATGACGATGTAAGGGCCTGTGCTCAGCTTCTTTATCTCCTCCTTTGTAAGCTTCCTGCTCTTAACC
+TTCTCTCCTATTAAGGCGCTATTGCCGAAGGGATCCATGATCCTAACGGTTAGAGGTTTCTTACCTTCCT
+TAACTTCCTCTATGTATTTTAAAAGCTCGTCTATCTTTTTGACGGCCTCTTCATCGTTTTCCTGCTCCTT
+GAAGTCCCTGGCCATTAAGAGAACTTCCTTAGCCCTTTCCAGGACACCCTCAATGTTGCTCACGAAACCC
+TCAGCGGCCGGCCCGGGCTCTATCTTAATCCCAAGTTCTTCAAGTTCTATTGTTCCGCTCTTGCTCCTCA
+CGACCCTAGTGAAGAGATCCTTCTCATTCTCGACTCTAACCTCATAAACCCTAGGTTCTCTCTCCTCAAG
+TATCATGACGTCTGCACTTCTATACCCACATTTCTCGCAGATCACCGTGGATTCCATAACCTCGCCGAAG
+TAGGGAATCCTATGGATGAATTGAATAGCTTTTAGCGTTCCTTTCCCTCCACAGACCGGGCAATCTCCGA
+GCCTTATCTCCTGTATCTTCTCCGGCTTAAGTTCCTCTTCCACCCCGATCACCGTCCTTAGCTAAAGGCC
+TATGTTTATAAAGCATTGGACCTCAATATGATTATGCTACTCTCCAATGGGTCCTTATTCTTCGTGGGAG
+AGGGAAGAATGAACGGCCTCTACTTCTTGGATACAAGGTTCATCTCAAATCTAAAGCTTGAAATTCCAGC
+GAAATTGATAAACTCCTATGCTAGTCTTAGCAAGGCCGTTTTCACGTACCAAGGGGATAACTTCATGGCC
+GTTAGAGAGGTTAAGCTGGAGGATGCTTACGAGGAGGTATTGCATCTCTACGGTAGGGGACACGTTAAAG
+TTAGGTACACTTTCGAGGTTCCCATGGAGGATATATTTGAGGTTAGGGGGTTCGGGAAGGTTAAGCTTCA
+AAGGTCCGTATCCTTAGAAGGGAGGAAATTCCGATATAGGGGGAGAGATGGCATCATCAGGGAGCTCGAA
+GTTGAAACTAACATGGAGTTCCTAGGTAACGAGGTGGTAAAGGACGTTAACTTGGAGAACTTCAAAGAGG
+AAACGCTCTACCTTAGGCTAAAGCCGAGGACTTCCTTAAACGTTCAATTCCCTAGGCCTCCAAGGCTTGA
+GCTAAGGATTAAGACGAACATTACTTGGTTGGACTCCCTCCTCAAAAGGGCCCTTAAGGAGATTCTAAGC
+ATTAGCGTCAAAACGCCCGATGGATTGGTGCCTTTTGCAGGCCTTCCGTACTTTGCAGCCCCCTTTGGGA
+GAGATGCAATAATAACCTCGCTCTTTCTACTTCCCTGGTACCCTGAATTCGCTAGGGGAACGCTAAAATT
+CTTTTCAAAGTTTCAAGGAAAAGTCGAAAATCCTAGAAATGAGGAAGAGCCCGGGAAGATCCCGCACGAG
+GTCAGGTTTGGGGAGCTAAGCATTTCCCAGCTTTTACCCTTTCACCCTTACTATGGAAGCGTCGATGCAA
+CGCCGCTCTACGTTATCTTGGCTGGAGAGTACCTAAAGTGGACCGGGGATAGAGAGCTCATAGAGGAACT
+TAGAGGAATCCTAACGAGGGCCGTTGACTGGATACTCGCAAAGCTCAGGGAAGGCTACATCACTTATACC
+CCAGGGATACTGAAGAATAAAGGCTGGAAAGATTCTGCTGAGGGAATTCCGGACGAGGATGGAAAACCGG
+CTAAGCCACCAATTGCATTAGTTGAAGTCCAGGGCTATGCCTACAAGGCACTTTTGTATTCAGCCGAGAT
+GGGCTTAACTTCTCACGATTCAAAGTACTTACTCAAGGAAGCGAGGAAACTCAAGAAGCGCTTCAATAGG
+GACTTTAAAGTTGGTAAGTACTATGGGCTAGCCATCGATGGTGATGGCCGAGTTATTAAAGTAGTTGCAT
+CCAACATGGGACACCTCCTATTTACAGGCATAGTGGAGAACGGCAAGGGAATTGAGGAGAGGCTGATGGA
+AGAGGACATGCTTGGAAGATGGGGGATAAGGACTTTGAGCTCTAGGGAGAAGGCCTACAATCCGTTTAGC
+TATCACAATGGTAGCATATGGCCCCATGATAACGCGATAATATCCTGGGGATTGGAAGAACCATGGGAAG
+TTACAAAGAGAATATTCATGGCATGCAGAGTTCTTAAGAGCCTACCGGAATTCTACGCTGGGGTTGACAG
+TAAAGTTCCACTCGTTCCTTCGAGATCTAATTATCCTCAAGCCTGGAGCTCAGCGAGTTTATTTGGGCTG
+ATGAGGACTCTTATGAGGAACGAGGAAATATCTATAAAGTTATTTAATGGATCCCAATCCTCTAAGGATC
+TAGAAGCGTGATTAAACTTTTTATGAAATTTCCTACATCAATTTTACCTTTTAGTGGCGTCTTAATATCG
+AAACCCTCATAAGAAAAGAGTTCTAACGTATATAATTAGGTGGTTCCAAAATGAGAAGGAAGCAAATCAT
+CATTTTGATTACCCTTGCTATCCTCTTACCTATAGCGAATGCTACCAATTGGAAGATCATGTACATGATA
+AATGATGCTACGTTTATGCATCCTGGCCAACCGCTAATTTTAGGAGGTAGCTTGTATCAAGCGGGCGTCT
+ATGAGGTAAATTATGTAAAATATTCGTTTTACATCATAGCATTAAACACTTCCACTGGGTCTTTAGAGTT
+TGCAAAGGAATTAATATTCAACTTAAACGAGACGAGAATTTGGGGAAGGGGGATTGGAGCTGGACAGTTT
+GGAATTCTTCGAAAATCATCAAATGGGGACATAATTGCTGTTTTTCTCGCAAAGAGAATAAAGTCATCAT
+TTTCCGCAACGATAGTGGCAAAACTTAAGGAAAGCGGAGAAGTTGAATGGGCAAAATACTATCTACTACC
+CACCACTTCAAAGGACAAAGTCACTCCGAGGGAACTAATGCCTGTCGATGTCTTAGTGGCCTCAGACGGA
+ATATATCTGCTGGGAAAGAGCGTTGATAACCCAAAGTCCGTGACAGTGTTAATAAAAATCTCAAATGATG
+GGGATGTAATCTGGGCACGCTCCTACATGAACCTAGATACAGGGACAATACCAACCGGGATAGATCTAAC
+TTCCAATGGAGATATAATAATGCTCGTAAATACCAGAAAACCTCTTCTCCTATGGTTAGACAAGGATGGT
+AACATAACAAAGGTAGTAGGCTTTGATTTTGGGATGCCTGCAAAAGCTGAAAAAGTGTACGTTGCTGAAA
+ATAGAATTTACGTGATAGGTCATCTGAGGCCAGAACTCTTTGAGCCATTTATAGTAGTTCTTGATGAGGA
+TGGCAATCTTATCTGGGCCAAGAGATATCCAAATTCGGGGTATGACTTCGTTTCTATTGCGTCAGATGTC
+GAATATTTGTACATACTTGGCAAATCTGGATCAACGTTACAAGAGGGGAAAGAGGGATACGAAAGACGTG
+TGTGGGTTCTTTCCCTCGATAAGGAAGGAAATCCAAGATGGAACAGGGTAACTGGGGATTCCATCGTCAT
+GAATGAACTCGGAGGAATGGCTGTTGATGAGTACATCTATGTAACGTACTATAGAAACGCGCTTAGAGGA
+GCAGGAGTAGTATTTATGGCTATTGGAAAAGATGGCCATGTCCCTTGTCCCTCGAACTCTCCCACACTTA
+TAGCCGAGCAGCTGGATGTCAAGATTAAAGATGTAAAACCGCCAAGTGTCTCTGATATCAAAGTCGAAGT
+TTATCAATTAGATGCCAGGAGTAGGGAACTGGATATCTCAGAGGCAATTCCATGTGAAAACGTTAAAACT
+ACAACTACGAAACAGTCCACATTATCTCCGACCAAGTCTCCGACTGAAACTAAATCTAAAACTACAACAT
+CAAACGAAGAGATAATCAAGATATTGACAAAAACACAGACATCCAAGGAATACACAAAGACGACTTCACA
+AAAAAGTCCCTCAAACACTCAATCTCCAAAAAGAGAAGGAACATGTGGTCCAGGAATTTTTATTCTAATT
+CCTCTTGTCCTTCTATCTAAAAGGAAAAGATGAAATTGGCTCAGGGGGTGTTCACCTCATCATAGGTCAG
+GTGGCTTGCTACTCATCATCGCCTTCATAGTTTTAAGGAAAGGAGCTTAGGTGTTTTTCGATGAGGGAGT
+ACATAATAGTCAAGGTTAAGGAAGATGGCAAGCTCGAGATACCACTTGAGTATGCATACGAGCTTGGACT
+AATCAAGGGATCTTACTTCCTAGTTGAGGTTGACACGGATTTAAAGGAGGCCCACATCGAAAGGGTGGCT
+CTTCCTGGGAAAAAGCTCGTTGAGATTGAAATGGTCGTTATTGACAGGCCTGGCGTCTTGGCAAAGATCA
+GTGGAGTCCTTGGAAAGCACAGGGTAAACATACTCTTTAACGAGAGTGAAGAACTGGAATCCCTGGGATT
+AGCGGCCATAGTTGCAATAGTTGACGTTAGCGATGCAGACATCTCTTTAAAGGAGCTCGAAGAGATAATA
+AAGGGAATAGAGGAAGTTAAAGAGGTAAAGATCGTTGAAATAGCTTAGTGGACTTTAGCCTTCATCTTGG
+GCATATCTCGTCTTTACCAAGTATACGGTGACTATCACCCTAAAGGTACTCCAAATTGCAAGGATTAGGA
+AAAGGGCCTTTATCCAGCCCACGAGGGTTAGTAGCATGGTTAAGAATATCCTCTCATCCCTCTTCCCAGG
+AACTTTTCTCAGCGCTGGGATCACCTTGTATGCATCGACGCAATATGCTCCCTTGAACCTCTCAGTTGAG
+TAACTAACCATCGCCGAGGAGAACATCGCTATGGCAGCTATAGCCCACCATAAGGGCTCCCTTATTGAAA
+CGTACGCCAGGATTAAGAGGAATGTAAAATCAACGTACCTATCCAATATCGAGTCGAAGTAACCTCCAAA
+TTTGCTGGTCTGCATCCTGGCCCTCGCAATTTCCCCATCTACACCATCTAATATCGATGAAACCTGATAC
+AATATTCCAGCAATTGGAACGCTGATGAAGTTCATCAAAGCCGAGAATATTCCAAAGAGGAATGTCACGA
+TTGTCATTTGGTTTGGCGTTACATGTTCAACTAGCAAAGCAGAGATCCTAGTCGAGATCTTTCTGTTCAG
+GTGCCTACTAATGAATCCGTCCCCAACGCCCTTAACCGAGGTGTAGACTATGAGTTTCCTGGCCTTCTTT
+ATATCCTCTGGAGTGTCAACGTCCATCCAGAACAGACCATCTACGAAAGTTACCTTTAATTTCACCTCCT
+TAACGACGTCCTTAAGTTCAACGACTTCCTTTTCCTGGGCTAGCTTACTTGTTACATCGAATATTGAGTC
+ATCAAGAATGAAGAAGCCTGTATCGAGGGCATCCCATTCCTTAAGCCCTTTCCCAATTTCAATGATCCTA
+TCTTTCTCGACTTTAACCTTTGTGGCCTCATCCACGTCTACATATCTAGGCCTTCGGTCAGCTATTAAGC
+CCTCTCCTTTCACGGCAACCTCGTAGAATCTCTCTTCATAAACGTGGTCACTCATGACGAGAACGAACTT
+CCCACTCACGTAGTCCTTAGCTATGTGAAGCGAGAACCCGTTTCCCCTTTCAGGATTTGGATTAACTACA
+ACGGTTCCCTTGATATTATACCTCTTTAAGAACTCCTCGTACGCATCCTTATATCTCTCGTTAGTTACTA
+TCACGAACTCTCCTATCCCCTGTTTCATCAAGTTCTTTATCGTCCTGTAAACTATCTCCCTCCCAGCTAT
+CTTGATTAATCCCTTTGCCTTTTCCCCCATCCTAGTTCCATAACCTGCAGCTAGAATTACCGCCTTCACG
+CCTTCACCTCCTTAAACTTCTCGTAACTTATCTGAAGGGCCCTAAGAACTGGCAATTCTTCACCTGCGAA
+GAAGGTTAGCATGGCACCTCCTCCCGTCGAGATGTGGGTTATGCCCTCGATGCCGTACTTCTGGATGCTC
+GCTATGGAATGGCCCCCGCCTAAAACGCTGAATGCTTCGCTTTCAGCTATCGCCTTAAACACCTCAACGG
+TTCCCAGGGCAAATTCTTCCCTCTCGAACACCCCCATGGGGCCGTTCGCAACAACTACTTTGGCCTTCAT
+TATTATATCTCTGTACTTCTCTATCGTTCTACTTCCAATGTCCATTATCTGGTAGTCGTTGAGTAACTCC
+CTCTTCTCGCTTAACAGATAAATTTCCTCCCTATCTCCCTTGTAGTCGATCGCAAAGTCCACGGGAGTTC
+TAACGTACGGATAAAACTCGTCTAGTATCTTTTCAGCATGCTTGACCAACTCCAACAATCCTTTCTTCTT
+CATGAATTCGATGTTCTTCCTTCCAAGATCAAATCCCTTGGCCAACGTGAAGACGTTAGCAACGAGTCCA
+CCAGTTAGGATAACATCTGCGAATCCTCTTCTAAGAACGTTCTCTGCCACCTTTAGCGAGTCGTCAACTT
+TAGCCCCCCCAAGCACGTAAACCCTTGGACTCTCTTTGCTGTAGTAGGCCTTCATTAGGGCTTCAATCTC
+CCTCTCCATTAGAAAACCCATTATCATCGGCTTTATCCTTGCAAAACCAACTAAGGAGGGCTGACTTCTA
+TGAGCTGCGGCAAATGCATCGTTAACAACGTAATCTATAACCTTTGAAAGCTTCTTGACGAAGAAAGTTT
+TTTCGCACTCCTCTATTGGCTTGTTTTTAACTTCCTCGGCCGAGAACCTTAGGTTTTCGAGCATCGCTAT
+TTCCCCTGGCTTAAGCTCCTGAATCTTCTCTCTAGCGTACCTGCCAAAGATGTCCTCTACGTACTCAACG
+TGCTGGTTTAAGAGATTGGAGAGTATTCTAGCGTGTTCTTCTGTAGTTGCGTAGTCCTCGCTGTAAGGCT
+TTCCTTGATGCGTTCCAACGACGACCCTCGCTCCGTTCTCGAGGAGGTACTTTATCGTTGGCAACACCGC
+TCTAAACCTGGCATCGCTGATTATCTTGCCATCTTTCATCGGTGAATTAAGATCAACCCTGAGAAAAACT
+ACCTTGTTATGATAATTAAAATCCCCCAACCTGAACATCTCACCACCGAATTTTGAATAAAAGGGGAAAG
+TTAAGAAAGTTTTGCTAGATGATCTTAAGTTTATAGGCGAGCTCAGCGTTTAAAACTGAGCCTCCTGCAG
+CGCCTCTCACAAGGTTATGTCCGAGAGCTACATACTTCACTCCTTCACTAGTTCTTTCGAGTCTTCCCAC
+TGTAACGGTTAAGCCTCTACCTCTATCCCTGTGCAATCTGGGCTGAGGGATTTCCGTATAAACTATAGGT
+TTCTCATAAGAGGGCAACTTTAAATCCTTTAGCGGATCAAAGTTCTCGATTGCTTCCCTTATACTCTTAA
+TGTCTGGATTCTCTAACTCTACGAAAACTGCTTCAGTATGCCCATGGATAACTGGAACCCTTGTTGCTAT
+TGCAATGACATCGAAAGATGCAGGTTCAATTTCATCTCCCTTTAATTTTCCCATGATTTTTTTGCTCTCA
+TTTTCTATCTTCCATTCTTCTCCGCTTATGAATGGAATCACGTTGTCTTGAATTGCATACGCTGAAAGTC
+CAGAGAATCCAGCCCCACTTATTGCTTGCATTGTCGCTACTCTAACTTTTTTAATTCCGAAATTCCTGAG
+AGGTGCCAGCGAAAGTGTTAGTATTGCTGTAGAACAGTTGGGATTAGTTACTATGAAGCCTTTCCATCCT
+CTCCTCTTTCTTTGGACTTCTACTAGTTTTAGGTGATCTTTATTAACCTCTGGAACGAGTATTGGCACGT
+CTTCATCATAGCGATGTGCCCTCGCGTTTGTGAACACTGGAATTTCTTGGGCTAACTTTTCCTCCACGTC
+TCTTGATATCGATGCCGGAAGGGCGTTAAAAACAAGATCAACTCCTGGATTCTCTAGAAATTCGTTGAGG
+CTTATTACATAATAATCCCTGAACTCCTCTGGAGAATCTTCAACTAAGTCCCCATATTTCTTTCCAGCTG
+ATTTTTCTGATGCTATCAATTTTTCAACTTTAAACCATGGATGCCCCCCTAGCAACTTCACAAACGTCCT
+ACCGACTAAACCCGTTGCACCTAAGACTGCAACCCTCTTCATTCAATCACCCTCCTAAATGCATCTAATG
+TCGGTTCTATAGGTTCGGGCAACTTGAAATTCCTAAGAACAATGTCGGGATCCTTAAGTCCATGACCGGT
+TGTTACCAAAACGAAGCTTTCATCTCTATCAACCTTCTCCTCATTTAACAGCTTAATTAACCCGGCAAGA
+GAAGCCGCTGAAGCGGGTTCAACGAAGAGACCTTCCTTTGAGGCGAGTATCCTCTGGGCCTTCAATATTT
+CTTCATCGCTAACAATCTCAAACATACCTCCTGATTCTTCAACAGCTCTCCATGCCTTCTCCCAGTTTGC
+AGGATTCCCAATCCTTATTGCCGTTGCAAGGGTTTCCGGATTCTTTTCTGGCTTGAATTTCCTTTTCTCT
+TTCCATGCTTTAGCTAAAGGTGAGGCTCCCTCTGCTTGTATACCTATCATTCTGGGTAACTTATCTATGA
+CTCCAGCCTCATACAGCTCCTTGAATCCCTTCCATATCGCCGAGATATTTCCAGCGTTTCCCACTGGCAA
+GACTACATTATCTGGAACCTTCTGTAGTTGATCATAGATTTCATAGGCTATAGTTTTCTGTCCTTCTAAT
+CTAAATGGATTTATCGAGTTTAACATGTATATCCCAAGTTCCTCGCTTGCTTCAATTACCACGCGAAGTG
+CATCATCGAAATTTCCCTTTATTGGAATAACCTTTGCCCCATATATTATCGCTTGAGCAAGTTTTCCAAG
+TGCTATCTTTCCACTAGGCACAAGGACGTATGCCTCTATTCCAGCCTTAGCCGCATATGCAGCCAAAGAT
+GCAGAGGTGTTTCCAGTTGAGGCACACGCAACTCTCTTCATTCCGAGTTCAAGAGCCTTTGAAACTCCAA
+CCGTCATTCCTCTATCCTTAAACGAACCAGTTGGATTTGCACCCTCGTTCTTGGCATACAGCTCCTTCAC
+TCCGAGAATCTTTTCTAAGTTATTTAATCTGTACAGGGGGGTTCCTCCCTCATTTAGAGAAACAATCTTC
+TTCACAGGTAGCCAGCTCTCGTACTTCCACAGCGTAATGTTATTCCCATCAAATATTTTTGTATCTACCT
+TATCAAGATCTACAACAACTTCCAGCAATCCTCCACACTCACACCTGTACCTTATCTCATCCTCGGGATA
+CTCCCTTCCACACCTTATACATCTCAATACCATTTTGCACCCCTTCCCGTTTTTGTTATCCAAAATTCAG
+CCCTTATACCGAGCTCTTCAAACTTTTCTTTCATTGCTTTTCCAATATCCTTTAGGTTCTCCCCTATTGC
+GAATAAACTTGGGCCAGATCCTGAGACTGTGACTCCATATGCCCCAGCTTCAAGTCCCGCCTTTCTAACC
+TCGTCAAACCATGGCATCAATTTCTTCCTATAGGGAAGAGCTAGGTTATCGTCAAGTAACCTACCAACGG
+TTTCTATGTCTCCCTCTTTTAGAGCAAGAACGAGGCTGGAGGCCATTGCCAGATTCTTTATAGCATCTTT
+TAATGGCACCTTTTCTGGCACGATCCTTCTTGCCTCTTTTGTCGGAACTTCAACTTCCGGAAGAACAACA
+ACGACATTTAGCTCGACGTCAACTCTGTGAACTCTTAGAGGATTAAGCGATTCCAATATGTTGAAACCTC
+CGTAATATGAGGGAATAACGTTGTCTCCATGTGGGCTCCCAGATGCGGCTTTCTCACCCTCAAGTGCCGC
+CATTATTATGAGTTCATCATTATCCACTCCAAGCACCCTTGCAGCCGCAAGTGCCCCCGCAACTGAAGAT
+GCTCCAGAGCTACCAAGTCCACTTTTTGGTCTTACTCCCTTCTTTAGTCTTATCTTCACACCTCCCTCTT
+CTCCGACCATTTTGAATAGGGCTTTGGCCGAGATCACTGCAACATTGTTTTCATCCCTGGGCACGTCATA
+GCCTTCGACTTCAATCTCAAAGCTGTCACTTTCCTTAACTATGACTTCATCCCCAGGCTCTTCAATCGCC
+ATTCCAAATACATCAAATCCTGGCCCAAAGTTCGCTATTGTTGCCGGTGCGTAGATTCTTTTCTTCACGC
+TCTACCACCTCCCTATGGATTTCCCTAATCGCTTCGGGAAGATCTTCCCTTGCAACAACTATCTTAACAA
+AATCTTCTCTTTCCTCCTCAACCAAAAATCCTGGGAGACTAATATTCCTCCCAACTACAAAGATCTCGGC
+AAAATCCTCCCTCACTCTATGAACTATAATCGGGAAATTGCTTCTAGCATTTAGAACTATCGTTCCAAAC
+TTCCAGTCTTTTGTCTTTCCGAATATTATTGGGATATCCCCTACTACGGGATCCACTGCCTTCCAGTGCA
+AAGCTTTCATTCCAAGCTTTGCTGCCACTTTTATCTCTTCGTAGGATAGGTATGGGATTAAGCGGGCACT
+TGGAACTAACTTCGGATCTGCAGTAAAGATACCCTCAACATCACTCATTATCAGAACGCACCTTGAGTCG
+AGAATTCTAGCCAAAGCCGTGGCCGAGTAGTCACTTCCTCCTCTTCCAAATGTTACCCTAAAACCATTTA
+GGTTCCCATAGAACCCTGGAATGACTGGAATAACTCCACTTTTTATGAGCCTTATTAGTTTTCCGGCCCT
+CCTTTTGCTTTCTTGGATGTTGATATATGCATCTCCAAACTCACCTTTAGCTATAAGGAATTCGAGGGGG
+TCAACGACCTTACTCTTTATTCCAAGGAGTTCCAAGCCTTCGGCAAATATCTTTGCCGAGATCCTTTCGC
+CGAGAGATATTATCTCATCTCTTAATGCTTCAGGAGGCATATCTTTCCTGAAGCTTATGCTTATCTTGGT
+GTTTAAGCCATGATAATTCAAGAATTCTTCGTGTATCCTCTCTATCCTGGGTAGTGCCCCTTTATCACCA
+TTGGCAAATCTTATTAGTTCGTCCGTGACTCCCTTTAGTGCAGAAACAACAACTACTATAGGTATTCTCT
+CGGAAAGGTACTTTACAAGCTCTAGAGCCTCCTCGAAAGCATATCTAACAGAACTACCACCAAATTTAAC
+AACCAATAGTTTGTAAACCACCCATTTTAGTTCACCTCGTTGCCAAAAGGTTTTCGAGAGATTAATAAAA
+TTTTCTACTAAAGCTTTGGTTAAATGTCATATGTTCAAAACTTTTTCCAACTTTATGTCTATTTATCCTG
+ATATGTTTCCCTGGTTCCTGGAGCATTGACAACACATTTCCAAAGATGGCCTTGTGGAGTTCCCTGATTA
+TCCTTATCCCCTCATTCCCTGGAACGTCGTAAAGTTTCCAAAATGGCCCTTCATCTATAACCCTATACTC
+AAGTTCCTCTTCAACGTTTATAAGTAGTAACCCATCTTTGTATGTCATCAACGGCATTCTGGATGTTCTG
+TTACTGATTACAGTTCCCATTCTCCAATTATTTGTTCTACCGAATAACATTAGAATTTTCTTCTCCTTAG
+CAAGTTCTGCAGCTTTCCACTGAATTGCCTTCATTCCATGCTTAGCCGCAATCAAGGCTTCCTCATAGGA
+TAGGTATGGGATTAAGCGGGCACTTGGAACTAACTTCGGATCTGCAGTAAAGATACCCTCAACGTTACTC
+ATTATAGCAACTAATTCCGAGTTCAATATAACTCCAAGGGCCACAGCGGAGTAATCGCTTCCCCCTCTTC
+CCAATGTCACCCTATACCCATCCATACCACCTACGAATCCTGGAACAATGGGAATCTTTCCACTATCTAT
+GACTTCATAGATTATCTTTGCATTTTTCTTGCTCTTCTTTAGATCTATGAAACCATCGCCAAACTTACCA
+TATGCAGAAAAAAGCTCCCAGGGGTAAATTACTTGACCTTCTACGACCTCAGCAAATATAACAGCTGAAA
+GTAGCTCTCCAATGCTGAGGATGTAATCAGTAAGGGCATCTTTAGGAAGCGAAGGAGGATTGAAAAGTTC
+CTGGATATGAGGAGAAAGGATGTTAGGATCAACACCATTAGTCCTGGCAAATTTTACATAGCTATCTGCA
+ATTTTAATTGCATACTTGCTGTCGAACGTCTTGGCATACTTAATTAGCATATCTGTAATTCCTTTTAATG
+CAGAGACTACTACGGCCACTTCTTTCTCTTCAAATATAGATTTTGTCAGCGAAACTGCTTCATGAAAGTC
+ATTTTTGACTGAACTCCCTCCAAATTTTAGCACAATCATTTTTCTCACCTCACGTTCCCCTCTTGGGCGT
+TTTCTTTTTATATAATTTTCGACATATTTTTAGGACTTTAATATTCCTACTAGAAATAAAACTCTTAATA
+GTAAAGTGGATATTAAGTTGAACTCAGAATCTACAGAGACAATTTGGAGAACAGTAAGTACAGGATCTGC
+CTTGATAAAACAAGTCGAGTAAAGGTAAAACGACTTTCAAAAAGAAAAAGAAGAAAAAATCACTTAAGCT
+TCTTGTAGCAGAACCACCAGTCGTAGCACTCAATCTCGCCCTTTGCCTTAGCTTCTTCTCTCTGCTTCTT
+CTCCTCAACGGTTGAAGCTGGTGGGATTATTACCTTATCTCCAATTAACTCGTTGTTTGGCCACTTGTGT
+GGGAGTGCAACTCCATTCTCCGTGCTTATCTTGAGTGCCTTGACGAGCCTAAGGATCTCGTCCCAGTCCC
+TTCCAACTTCTGCTGGATAGTAGACGATAGCCCTTATTATCCCCTTGTCATCAACGATGAAGACTGCCCT
+AGCGGTTATCGTAGCACCGCTAGGTATCATTCCTAGCTTCTCAGCAAGCTCTCCTCTGTCATCGGCTATT
+ATTGGAAATTCAATCTCAACGCCAAGATTTTCCTTTATCCACTCCATCCACTTGATATGAGCAAAAACCT
+GGTCAACGCTAAGCCCTATGGGTTCAACGCCCAACTTCCTGAACTCCTCAAGCCTCTTCTGCATTCCATA
+GAACTCCGTTGTACAAACCGGGGTGAAATCGGCTGGGTGGCTGAAGAGTATGAACCACTTCCCCTGCTTT
+GTAAAGTGGTCTGGCAACTTGATTACTCCGTGGGTTGTCTTTACCTCAACCTCTGGGAACTTTTCCCCTA
+TAACTACCATTTCGATCTCCTCCTTAATTTTGTTCTCAATATGAACTAATATAGTTCGAACTTATAAACC
+TTTCGGTTATTTTTGTTGCTCTATATCCCAAGTATCTATATAGTTAAATATATCGATACTTATTAAATAT
+ATTCTATTTCGGCAAGCTTTATATTAAAACTCAAAAACTCGATATTGGTGTCTTCTATGAGATGGATGGC
+CCTCCTGTTAATGGGGCTAGTTGGAGTAGGCTTACTAATTAGTGGATGTATTGGGGAAGAGACTCCTACG
+CACCAACCCAAGGTTAATTCTCGATCAAAAGCAAAGAATCCCGAAATAATAGTAATTAGGACGAGTGGAG
+CTACATTTCCCCAATATCAAATTCAAAAGTGGATTGAGAAGTATCAGAAGATAAATCCCCACGTGAAGAT
+AGAGTATGAAGGTGGTGGAAGCGGATACGGGCAAGAGGCCTTCCTGAAAGGCCTTACCGACATAGGAAGA
+ACTGATCCTCCAGTTAAGGAATCAACTTGGAAGAAGTTCCTTCAAACTGGGGATCAACCTCTTCAGTTCC
+CGGAGATCGTTGGTGCCGTCGTCGTTGTCTACAACGTTCCTGAGGTCAATGAATTGAAATTAAGCAGAGA
+GGTGTTAGCTAAGATATTCTTGGGAGAAATTGAGTACTGGGATGATCCCGCTATAAAGAGGCTCAATCCC
+AACGAAAAGCTACCTCATAAGAAAATTATAGTGATCCATAGAAGCGATGCAAGTGGAACCACAGCGATAT
+TCACGACTTATCTCAGCCTTATAAGTAAGGAATGGGCTGAGAAAGTAGGAGTTGGTAAGGTAGTTGATTG
+GCCTGTTGATAAAGTCGGTAGGGGAATTGGAGCAAAAGGTAATCCTGGAGTTGTTGCAGCTTTAAAGCAA
+ACTAAGTATAGCATAGCCTACACTGAGCTATCCTTCGCAATTGAAGAGAATCTCAAAGTTGCCGCCCTAG
+AAAATAAAGCCGGAAAGTTCGTTAAGCCAAATGAAGAGACTATAAAGGCGGCGGTTGCCAACGTTAAAGC
+TTTCATTCCAGATCCAACCGAAGGTTACAAGGAGGATCTTAAGCAGCTTCTTGACGCTCCAGGAGAAAAT
+TCCTACCCCATAGTGGCATTTACCCATATCCTCGTCTGGCAAAACAAGGGAGGAAAGCATTACACTCCAG
+AGAAAGCCAAAGCGATAAAGGATTTCCTAAGGTGGATACTCACAGAAGGACAGAAACCAGAGAACCTAGC
+TCCAGGGTACGTTGGTCTTCCTAAAGAAGTTGCTGAAATTGGCTTGAAAGCCGTAGAAATGATTGAAGAG
+AGGTGATGAAGATGAAGCTTGCTCGATTTTTACTAATTTTTATAATCTTCTCTTCCATGTTTCCATTTGC
+TAACGCATCTCCAAGCGGAGTCAGAAACGTCATAATATTAATAGGGGACGGAATGGGATTCTCCCAGCTT
+CAGCTAACTAAACTAGTTTACGGGCATTTAAACATGGAAGACTTTCCATACACGGGAATAGAACTTACTG
+ATTCCTTAAGTGGTGAAGTTACAGATTCAGCTGCCGCTGGAACTGCAATCGCCACTGGGGTTAAAACTTA
+CAACAGGATGATCTCAACAACCAACGTTACAGGGAAACTCGTGAACCTCACGACTTTGTTGGAAATTGCT
+CAAATGCTTGGAAAGGCGACTGGTTTGGTGACTACAACAAGGATAACCCACGCGACTCCTGCGGTGTTTG
+CATCCCACGTTCCCGACAGGGATATGGAAGAAGAAATTGCGAGGCAGTTGATTCTCCACAACGTCACGGT
+CCTTATGGGAGGGGGAAGGGAGAAATTCAGTGAGGAGGTACTAAAGCTAGCCGAGGATTATGGGTATAGT
+ATAGTCTACACTAGAGAGGATCTTGAAAAGGTCAAGGATGGAAAAGTCCTTGGATTATTCGCCGAAGGCC
+ATCTCCCATACGTCCTAGATAGAAGTGAGGAAGATGTAAGTCTCCTGGAAATGACTAAGAAAGCTATAGA
+GATACTGGAGAAGAACCCAAATGGATTCTTCCTAATGATTGAAGGGGGTAGAATTGACCATGCATGCCAT
+GCAAATGACGTTGCTTCCATAGTTGCAGAAACTAAAGAATTTGACGACGTTGTTGGTTATGTATTAGATT
+ACGCAAGAAGGAGAGGGGACACCCTTGTTATAGTTCTTGCGGATCATGAGACTGGAGGGCTAGGAATTGG
+ATTGAACTATGGACACTCGGTGGATATAGACTCTATAAGGAGGATAGACGCAAGCATTGAAGAGATGTCT
+AAGGAAATTAAAAGTGGAGGGGACATAAGGGATGTTATTAGAAGGCACACTGGATTAGAGTTAACGGATG
+AAGAGGTTAAGGAAATAGAAGAAGCGAAGAACTCAACAAACAAATACGCACTTGGAAACATTATAGGAGA
+GATAATCTCTAAAAAGCTTGGAGTTGGATTCGTGTCCCACAAGCACACTGGTGAACCTGTTCCACTTCTA
+GCTTACGGACCTGGAGCCGAGAACTTCGTTGGCTTCAAGCACCATGTAGATACTGCAAAGGTCATAGCCA
+AGCTAATGATATTTGGAGACAGGTCAATATCCTTTACAATCAAGGGAGTAAGCAAGATTAAGGGAGATGT
+CACGGGAGATTACAGGGTAGATGAAAGGGATGCCTACGCAACTCTAATGTTACTACTAGGAGATCTCGTT
+GATACGGAACTAGAGAACATTGCAGATATGGATAATAACGGTATAATAGACCTTCTTGACGTCATGGCAA
+TACTCCAAGCTTCTTCTTAAACCTTTTTGAGGTGAGATTGATGAAAGTTGGTATAAATTCCGCAATTATT
+AAGGAGATTTCTGGAAGAGGATTATCCTTGGATGAGCTACCCGTAGAGGTTGTCGAGATAGGATTTGACG
+ACATTCCTCTGCTCACGGAAAAGGGTATAAATTGGAATTTAATTGAAGAGTTGCTAACCCTCGGTGTCGA
+GTTCACAATTCACGCTCCATGTTCAGATGGAAAGAACATCAGCCTAGATCTCGGTGTAGATTCGAGAAGA
+AACATAAGGATAATGGAGGATGTTTTCAGGATATCTCAGGCTCTTAACGCTAAATACGTTGTCATTCACG
+GAGGAGATATAAGGAAAAGCTACTATACATCCTTCGTAAACACGAAGAGACAACTTATGGAGCTTTCTGT
+AATAGGAGAGGAATACGGCGTCAAGCTTGAAATAGAGAACCTTTTAGATAATAGAATCGGGGCATTTCCC
+CATGAGTTTTTACCTTTCCTCGACGAAAACGTTTCAACTTGCTTTGACGTGGGACATGCATTCCTCGTTT
+CAAGGAAGTACGGGATAAGGCTCGAGGAGTTCCTCTTGATCCCTGACATAGAGCATGTCCACCTTCACGA
+TAACTCAGGTTTCTGGGATGAGCACAGAGCTCTTGGAGAGGGAGTAATTCCATTCAACGTTATCTTGCCA
+GCTATAGCTAAGATCGAGCCTAAGAATGTTATACTCGAAATTAGGAGGTACAGAGATAGCGAGAATGTAA
+TACGAAGCATTGAACTCGTCAAGAAGCTTAAGCCAAGGGTAAAAAGGGAGGTTCTGATATGAAAGTTAAG
+ATTGGGATAAGCTCTTCTGCAATTACTGAATTTTCTGGGGCTGGGGTACCCCTGGATGACATAAAAGTTG
+ATGTTATTGAGTTAGATCTTAGGGAAGTTGGGATAATTGGAAGGGAAGGTGAAATTAGGAAATCGCTCCT
+TGAAAGTTTGCCAGAAGTGAACGCTGAAATAATTCTACATGCACCTAACCAAGTTAACCTTGGAGTTTAC
+AGCAGGGCTAACATTCTAATCATGAGATCAACGTTCAAGGTAGCTAGCTACCTAGACTCGAATTACGTTA
+TAGTTCACGGAGGGAAGATAAAGATAAGCTACCATAAGTCGTTCGTTAATCTTAAAGCTCAGCTTGAAGA
+ATTGGTGAAGTTATCTAGAGACTATTCGGTGAACATTCTCCTGGAGAACTTTATTAGTGGATTACTAATA
+TTCCCTCACGAATTTTTGCCATTCCTCGAACTCGGAATTAACCAATGCTTTGATATAGGTCATGCGTTCC
+TAAGCTCTAGGTTCTATGGATTACCAATGAAAGAGTTCCTAAAAGTTGGTAACGTCGAGCTCCTCGAGAT
+TCATGACAACATGGGAATAGGGGATGATCATTTGCCTCCAGGGAATGGGATAATAGGAGAATCATACATA
+ATGAAGGTTTTAAGGGAAGTGTCTCCTCGAATGGCCGTTCTTGAGGTTAAGAAGTTCTCTAACGAGGAAG
+AGGTAATAAGGGGATTGAACCTGCTGGAGGGTGTTCGTAGATGAAAGACAGGTTTAAGATTCTATTATCT
+CCAGGAGTTGTTATCGTCTTTGGATTATTCCTACTAATGCTACTCACTTACATTTACAACTCAATCCCCA
+TATTCCACCATGAAGGGTTAGCTATATATACGGAAAACGTCTGGAACGCTTCCGAGACTGCAGAAAGAGA
+GAGGTATGGAGTTTTAGCAGCAATCTGGGGAAGCATATACACATCACTTATAGCAGTTTTGATTTCCCTC
+CCTCTTTCAATATCTTATGCAATTTTCATCGTTGATTACGCTCCAAGGAAAGTCAAGGAAGCTTTGATAG
+TTCTCTCCGATGTTATGGCTGGACTTCCAACGGTGATATATGGAATATGGGGAATTACGTTCCTCGTTCC
+TTTCGTGAGAAAGTTTATAATGCAGCCTCTTCACGATTACCTATCATTTGTTCCCCTTTTCTCTTATCCT
+CCAGTAACTGGTTTCTCATACCTCTCAGCTGGAATACTGCTTGGAATAATGGTTACTCCCTTCGCTGCAG
+CTCTAATAAGGGAAGCATACCAGATGGTACCATTTACTTACAAAGAAGCCATTTATAGTCTCGGGGCTAC
+AAAGCTTGAGGCGGCTCGTGTTCTTATAGGTTACATAAAGCCCGCCATAATCTCAAGCCTCATATTAGCC
+TTTGGAAGAGCGATAGGAGAAACAGCTGCCGTAAGCTTGGTTGTCGGGAACACCTTCTCCCTGAGCATCT
+CGCTCTTCTCTCCAGGTTACACAATCTCTTCCCTTATAGCGAACCAGTTCGGTAATGCATTCCTCTATGA
+GTTCATGACTCCCGCACTGTTTGCAGCTGGATTGGCACTCCTCGTTATAGGTTTAACCGTGAATATGGCT
+GGAATGTACATGCTCAGGAGGTGGGAGAGGAATGTTAAGGTATAATCCTAGGGTAATTAAAGAAAAAGCA
+TCCATCGTTGCAGTCTTCACCTTGACAATTTTAATGTTCCTCCCTCTAGCCCACATAATCTTTACAATAT
+TAAGCCGGGGATTGCCGGTTATAATGAAAGGAGGGCTAAAATTTTTGACGGGAACTTTAGACGAAGGAGG
+CATAGGTCCCGCGATAATAGGGACTGGTTTACTGATTGTGGTATCTTCGCTCATAGGTCTTCCAGTTGCA
+TTTATCGTTGGAGTTTATTCTTATGAATATCCCAACAGTGTACTTGGGAAGGCTACTAGGGCTCTCCTCC
+AGATTATGATGGAGTTCCCAACGATACTTGTTGGGGTCTTCGTCATGGGAATACTCGTCATTCCTATGAA
+AAGCTACTCGGCCCTAGCCGGAGGACTTGCCCTGGCGATAATCCTGATGCCTTACGTAGCGATATACACC
+CAGGAATCCCTTAGGCAGATACCCTTCACATATAGAGAAGCTGCTTTTAGCCTCGGTTTGCCAAAATGGA
+AGGTTATCCTAAGGATTTTGGTTCCATTAGCTAGAAAGGGGATACTAACAGGAGTGCTTATTGGAATATC
+AAAGGTAGCCGGCGAAACTGCTCCCTTATTATTTACCATCGGAGGGATGTACCAAACATATCCTCAGGGG
+ATTACAAAGCCTGTAGGTGCCCTGCCCTTATTAATTTACACCTTAATCCAGAGCCCAGCCAAGGAACACC
+ATGAGATAGCTTGGGGAGCATCTGCGGTTCTCCTCCTGATATTCCTAGCTTTATTCTTGCCAATAAGGTT
+AAGCCTAAAGGAGGTGAAGATATGAAGGAATTCGCCATAGAAACTAGGAATTTAAGGATATACTACGGGA
+GCAATGAAGTTATTAAGGGAATTAACCTAAAGATACCAAAGAACGTTGTGTTTGCATTAATGGGTCCTAG
+CGGTTGCGGAAAATCTACCCTGCTAAGAGCTTTTAATCGTCTGCTAGATCTTAATCCAGAAGCCAAGGTT
+GAGGGTGAAGTGAGAATATCTGGAGTGAACATATACTCTCCAGACGTTGATCCCATTAGAGTTAGAAGGG
+AAGTTGGCATGGTGTTTCAGTATCCAAATCCCTTCCCGCATTTAACGATATACGAAAACGTGGCAATTGG
+TGTCAAGCTTAATGGGCTTGCAAAGGGAAAAGAATTAGATGAAATAGTAAAATGGGCCCTGAAAAAAGCT
+ACATTGTGGGATGAGGTTAAAAATCGGCTGAAGGATTACCCCGCAAACTTAAGTGGTGGACAAAAACAAC
+GTCTTGTCATAGCTAGAGTTCTTGCAATGAAACCAAAGATAATTCTAATGGACGAGCCAACTGCTAACAT
+AGATCCAGTCGGAACAAGAAAGATTGAAGAGCTCTTATTTGAACTAAAAAAAGATTACACTATAGTTCTC
+GTTACGCACTCACCTGCGCAGGCAGCTAGAGTTAGCGATTACGTGGCGTTCATTTACATGGGGAAAATAG
+TGGAGGTAGGACCTACTAGGAAAGTATTCGAAAATCCTGAACATGAACTTACTGAAAAATACGTTACGGG
+GGCTTTAGGATGAGGAATCGCCTTATGGGAAAGCTCAAGTTCGAAATTGAAAAGTTGGGCAGGATAACCA
+TTGATGCTATCAAAAATATCAAAGACGAGGAGAGAGTTGAAGATCTCCTATGGGAGGCTATAGATACAAG
+ATGGGAGCTAAATGATACCGCTATAGAAATACTAATAAGGTTCCAACCGATGGCAAGAGAATTAAGGCTA
+GTTAGAGCGTGCATGGATGCATCCTACGACCTCTACAGAATCGTTAGGCACTCTGAGAAATTGTCTAAAT
+TACCAATAGATAATTATACGACCAAACTCCTCTCTTCCTTATTACCTTGGCTCAAAATGGGAATTTCATG
+TCTGACAGGTGACAGCGATTTAGACCTAACGGACTTTCCACTCTATGAGGATGCCTTTAACGAAGGCTTA
+AAGATGGTCGATAAGGCGATTTCCGTTCATCTGGATAGCATGTTCAATCATATGAAGCACGTTCTTGCTT
+CTGCCCTCTATTATATAAGGAGGAAGGAAAGCTCTCGAGAAAACGCCTATAATGTACCTCACGTGAGGTG
+ATAATATGAGGAAGCTACTTGATATAGGGATTAATCAAATTAGAAAACTCTTGGCTGAAATGGGTAAAGA
+AGCGTTAATAGCATTAGATTATGCTAAAGAAAGCTTAACTGGAAAAGAAAACAATGCTGAAGAAATTTCT
+GCAAAGCTTAAAATTTTAAGAAGCGAAGTATTCGAGATTGCAACAGAATTACTCGTGAGGTACTCTCCTG
+TAGCGTCAGATCTAAGGTTCATCCAAGGTGCCCTTGACACTAGCTATGACCTCTACAGAATCTCAAGGTA
+CGCCATGGAAATAGGAAGAACAGCCAGAATAGTTGGGGGATGCTATACTGAGAGAATTAAAAAAGCATTT
+GAACTTAGCATGGAGGCTGTTAAAATATCAACAGAAGCTTTTTCAACCCTAAATGAAGTTCTAGTTGGAA
+GAGTACTTGAGATAGATGAGGCCGTCGATAAACTCTACATATCATCCCTCGAAGATTTAAAGAAAGGCTA
+CAGCAATCCCGCTGAGGCTCTGATATTAAGGCACCTTGAGAGGATATGCGATCATGCTAAAGAAATAGGG
+GTGAAAGTTCTCTATGTAAAGGAGGGAAAGAGAGGTTATTAGTGGTTTACTATTCTTTTGCGTTCTTGCT
+GATTCTTTAGAGGACAACTCAATGAACAGTAGGTTCGACAATAATATCATCGATAACCACAATCTTTAAT
+CTTTGAGCTCCAAACGCTTCCCTTTCCTTTAGCTTCAATCTGAACTAATGACAAAAACGATCCCGTTAGT
+AGGTTTTCGGCTTTTCCCTGGAATATGAGCCACACAGCTGGGTTGCAACCGCTTGCGGTTATATTTAAAG
+TTATCTTCCTGCTTGAATTCCCAAAGAAATTTATTTCTCTTTTACACTATTCATCTCGAGCTAAACTTCC
+AGTTATTGTTTCTTACAACATTTGGATATTTTCACTAAATCGTATATAAAAACTTTTTATTTAAAAATTC
+AAAAACTTTTATAAGTAAGCAGATTATAATATTTTGACAAAAGTCGATGAGCTGAAGAAGCCCAAAGGTC
+GATTACATAAAGCTCCCTATGAGAACTTTGGGAAATTGATGTTACAGCTTCCCCTTGGCATCCTACGTTT
+TGGAACTCTTAAAGAGTTGTGGGGTCTCTCGAAGATTTAGGAGGTTACAGTGAGGCTAAAATGTTAATGC
+ACTTTGAGGAAAGAGGAAACTATGCGATCCTACGTCTAAGAAGTCACTCCTGAACTACTTTAACATCCAG
+ATTGTAAAAGTGCCTGTCAAATGTGTATATCTCCTTTATGCCAAGTTCCTTCATTTTAAGATATGCTAGG
+GCATCATTTACACTAATCCTTTTCTCTTTGGATAATAGTATTGCTTTTAAATAGTCTTCTGCTGATACGG
+GAAGAATCTTAACATTTTCAGCAAGGAAGAGACTTTCTAGAAATTTTATAGCAGTTGTGAGACTCACTTT
+TGCTTCAAGAATATTCGCGACTTCGCTCAGATGCACTACCGTCGTTACGACATCTTCTCCATTTTCAACT
+CTTAAGAGTATTCTTTTCGATCTTTCTTTTCTCTCGAGGATCATCTTACTTATGTTTCCTTTTGGCTTTA
+TCATTGCATAAAGGAAAATGTTGCTATCGATGAACCTCATTAATATCCTCCCCAAGTTCCTTTAGGAGGT
+CTTTTTCAATATCCTCGCCGATATCTTCAACTTCAATTATATCAAAGAACTCAGAGAGTTTTGGTTTTTT
+CCTGGGTAATATTTCTATCCTGTCATCAAGTTCGATCAGGATAACCTCACTTCCCCATTTCTTTCGCCAC
+TCTTTTGGTAAAACAATTCTACCTTGGCTATCAATTCGCTTAACTTCCACATTCATATTAATGTCACCAT
+AAATTTGCATATAGTGGACATATTGATAAATATTATGGCAAGTTCCTTATGTTAAACCAACCTACTAAGG
+CGAGACAAGAGAAATGAGAAGTTAAGATCCTCATCCGTCCTAAAGGGCAAGATTTCGAGGGAGGAAAAAT
+GCAAAACAGTTCATTCAATGGGTGCTAACTCTGATTCTAACAGGGCCCACTCCCTTTCTCCAACGGCCTC
+CTTTTTCGCGTGTACAATCAAATAGGATCCAGAGCTAATCGCAATGTCGCGAAGCCTAGAAATGCACTCA
+AATAGTTTCCTAAAATCGGTGATTAGTACCAGAATTTCCAGATTCTCCAGTAAAACCACAACGTTCCCAG
+CTTTAAGAATTTCACACAGAACGCTTTCTGGTTCGATAAGCATCCTGGGAGAAATTCTTCCCTTTCCAGG
+TAGGTTCGTTACCCAGATTATGTTTATGTCATCGCGCTTGAGCCACTCCTTAACTTTCTCAGGATTCTCG
+CGAGTGAACAAGTAGGCCTCTTTAGACTTGGAGAGCATATCGAGAAAGAGGTATCTTGCCTTTGTGCGAT
+CGCTGAGAAGGTATCCACCGGGTTCAAGATCTTCTGGCAAGATTTTCTTCTGTTTGAAAGATGTTAATAG
+GTTATAAAGCTTCTTAAGCCTTAGGTAATGGTCATTCTCCATCTCAGCTAACTGGGCAAATAGGACCCTT
+GCATCTTCGTTAGTGGCCTTTAGAGCGAGCACTTCATAAGTTTCCTTGGCAAAAAGTTCGCTCTCCATGC
+AGTACTCAAGAGCCTCGAGGTAATCATCGACGGTCTCGAACTTAGGATAAAACGGTGCTACCTCTACGGG
+AGGAGCGTCGACTTCTACGGGCTCTTCATTTGGATACAGCTCTTTGAAAAGCTTGTATAACCTGTCATGA
+TGTTCTTGGCTCTCGTCTGCCATTTGAAGGAACAAAACTCTAACGCTTTCCCTCTCACTTCTTTTAGCAA
+GCTCTCGGTAATATCTAATCTCAGCCTCCTCGTTGAAAATCGCATAGCTTAAAATCTCCTTAGGAGATAA
+GTCTTTTAGTTTCTTGACAATCTTCTCCATGTACTCGCGTGCTTCCAGTTTCAATTCCGCCATGTTGCTA
+CCTCAGAAACAGTCTAACGGATATATATTATAACTTTTCCATCCCACCATAGAAGCTTTTTAAATATGCA
+AGGCAGATATTCTTAGGGCAATGACAGGATTCATCCCTCCTGAACTTGATGATGAGGCGGTCCCCCAGGA
+GCCCTTCTCCTTTAATTATCCTGGTACATCTAGTCCTAAACCTGAATGGAGATTCTCGTTTTTCCAAAAT
+TTGCTGAATAAGAAAAGTAGAAGGATTAACCGGAACGGTCAATTTAATCTCCTAGCTTTCTTTTAATTTT
+TGTAGCAGCGGTGTTTAAGAGGTCAACATCTGTTCCCTTTGGATATCTAATCCCAAGAGAATTTATCCTT
+ATTATCGAAAAGCCTGCGTGAATCCTGATAAGTCCCTTTAAGAGACGTTTCCACTTCATGGAATCACCGA
+GAAATACTCACAAATAGTATTTAAAAGTTTTTTCATACAAAAATTCTCGCCACTCAACGTCAATCTGGGA
+ACTCCCTTCTGGAAAGAACTGACCATGCCAATAAGAGCATTAGGAGGGCAAGAACGATAAAGGCTATCTC
+GGAATGCTCTGGAATACCTGTAAATTTTAATAAATTAACCTTTTCAAATCCCGATTTTAGAAGAACCATG
+GTTTGATAACTGAGGCTATACTTACTTGATTCCTTAATGTAGGGGATCTGCGGAAGCAAAAACTGGAGGA
+TAAAGATTATCCCAAACGTTACAAGCGAAGCGTAGAGTGGTCTAGTTATTATCACGGAGATGAGCATAGA
+GAGTGCTCCAAGTGATGCTAAAACCAGAACACTTACTCCCAAAACCAACGCAAAATCTGGAAACCCCTCC
+AGAGGCCTTTAATCCCTGTTCCATATACTAGGGGGTTATAGAGCCAAATTACCGCGTAGGGAATTCCGAA
+TAACATCGCTATAGCCGAAATCCCAGCAAGGAACTTTGAAGCGATAAGGACGCTAAGCTTAATTGGTTTT
+GCAAGGAGAAGTCTTATCGTTCCCCTATCGATTTCACTAGCGAGGAGGTCGCACATGAGGATTATAGTTA
+TGAATTGCCCTATTATTCCAAGCCAATAATTGGGAAGTAACTCAAGCATTAAGGCTTCAAATGCCTTCAA
+CATTGCATCTACTCCCTCTCCGGAAGGATTTGGATTGAGTAGGTATAATAGCGAGGGAAAGAACGTTACA
+GCTAGTAGTATCTTAAACTTCCTTGCTCGAATTATTCTCCTTAATTCACTCTCAAATATAACCCAAAAGC
+TATTGCTCTCCATTTTTCCACCCCATGTTGAAACGCTTCATCAGTATCCTCTCCAAAGGACTTGTATGGG
+GCTTGAAAAGTTTAATGGCAAGCTTTTCTGAGGCTAAAAAGGCTGGAAGTTCTAGAAAGAACTTTTCGGA
+AAATCTCTCATCTAGCTTTACCCTAACGATTCCCTCTTCCTCCCAGACTTCCCTCACATAGATCTTATCC
+CTGAGGAACTTTAGAAGTTTCTCGTTATCCGAAACCACTACATCGTAATCCGTGCTCTCAATTTTGGCTA
+AGTCTCTCACCTTTCCCTGTTCGATGAGTTGACCGTCCTTTATTAGACCAACGTAATTGCACATCCTTTC
+GATTTCGCTCACGATGTGAGAGCTTATAAACACAGTCTTCCCGGATTTTGCAAGCTCGAGAATTTTCCCT
+ATGAATTCCATCCTGCCGAGGGGATCTAGATTGCTCGTTGGTTCATCGAGTATTAAGAGCTCTGGATCTC
+CCATCAACGCAGAAGCAAACAGAACTCTCTGCCTCTGCCCACTTGATAGTTCCTCAATCTTATTGAAGGC
+TAATCTCCCAACGCCTGTATAGGCCATAAGCTCTCGGGCTTGATTAACTGCTTTATCCTTTGGAAGCCCC
+AGGAGACGCCCCATATAAACTAAGAACTCGAAAATCGTCATATCATCGTAAGCGAGCGGTCTTTCGGGCA
+TATAACCGACGTTCCTCATTATTTTAACCCTCTCGCGTGGCATTTCCATTCCGATGATTTTAATTTCACC
+GTAGGTCGGCTTTAAAGCGCCCGTGAGCATCTTGATAGTTGTGGTTTTACCGGCACCGTTCGGCCCAAGG
+AACCCATAAACAGCCCCTTTAGGCACTTTAAGGTTGAGATTGTAAACAACGTTCCTTTTACCGAAGAACT
+TCGTTAGTTCCTTGGTTTCAATAATGTAGGTAGGCATCTTAACACCTAGAGGATTATCGAAATAAGGGTC
+ACATAAATATTTTGAAAGGTTTTTATTTAATCCATGCAACTTAACCCCGATGATACCTATAATAATAAAG
+CCGAACATTCTCATGCTTGAGGGCGTGAACTTAGATTCGAACGTATATTTCCTAAAGAGTAAGGATGAAC
+TTTTGATAGTTGATACTGGGACTGGCGTTTACTGGAATAAATACTTAGACACTGCAAGGAACGAGGGATG
+GCTCGAGAACGTTAGCAAGGTTATAATCTTCAACACGCACGAGCACTTCGACCATGTAGGAGGGAACCTC
+GTCTTCAAGGAAAAACTTAAAGTTGTTGAGTTCGCATCCCACAAGTTAACCGCTAAAGCCCTGGAGGAAG
+GGGATGATTACATAATTCTCTCCTACTATTACGGTAGAAGGTACGACCCCCATGAGGTTGAGCTGAAGCT
+TGAAGATGGGGATGAGATTAAAGTCGGGAAGGTTAAGTTGAGATTAATCCACACGCCGGGTCACACGAGG
+GGTAGCTCTTGCCTCTATTACGAAGAAGAGAGGATAATGTTCACTGGAGATACCGTGTTCCTGGGAACCT
+ATGGAAGAACTGATTTACCCACGGGGAATGAAGATAAAATTGTTGAGTCTCTAGAGCTATTAAAAAGCTT
+CGACGTTAGATTGGGACTTCCTGGGCATGGAAGGGTTATTAAAGGCTGGAAGGCTAACTTAGAGAGGATA
+CTGAGGGTTCTGAAATGAGGAAGGGAACCGTTAAGGAAGTTCTCGCTAAGATAAAGTACGACCCCAGGGA
+AAATGAGGAGGATTACTACATAATAATCGAGCATAGGGGGAGCTATGGGAACGTTAGGAAGATACCCGTA
+AGGATTATCGAGCTTGGACATGGCTACTTCTTCATAGGAGAAACCCAGATTCCCTATCACAGAATATTGA
+AGGTAGTGAGGAAAGATGGCAAGGTTGTTTGGGAGAGCAGGAAGATTCGTAAGTAGCATCATCCTCATAG
+CGTTAATTCTTGGTTGTCTTTCCCAGCCTAAAGAGCTTCACGGGAAGGTAGTTAAGGTAGTCGATGGAGA
+CACCGTGTACGTAAAGCTGAGCAACGGAGAAACGGTGAAAGTTAGACTTATAGGGATAGATGCGCCTGAG
+CTTGAAGAAGACTTAATGAGACCAGGTGAATACCCGGGAATTCATAACTTGAGTTGCCTGGTTAAGTACG
+GCTACATAGCGAAGGAATTCCTGAAGAATTACACGCTTGGAAAAGATGTAACTTTAATTTTCGACTCGAT
+TCAAGGGAGAAAGGATAAGTACGGTAGATTACTTGCTTATCTGTACATTAACGGAACCGACGTTAATGCT
+GAGCTCGTTAAAATGGGGCTAGCGAGGGTATTTTACGAGAAGAAGTTCGATAAGATAAAGGAGTACTCAG
+AGCTTGAAGATGAGGCTAGGAAGAGGAGGCAAAACCTATGGAGCTGCAACTGATAATAGGTTACTCACTT
+CTCTTGGCTTTCTTCTTTATGAAGGCTCTCATTTCACTTGCAAAGCTCTTCATTAGCGTTCCCGTTAGAA
+TATTTGGAGGAGTGGATGTAGACAAAAGGTTTCTACCATCGTTAATATTCAACATAGTGACGATAATAGT
+GGGAGCGTTAATTTTCTTCTTCCTATTCAGGAAATCTTTGATCGGTGCCTTCCTACTAGGCTTGAGCTTT
+AGAAGCGGTGCGAACTTCGGTAAGTTCATAGCTTATTCTGCCCACGACATTAAACTCCTGAAAGAGGGGA
+AAGGAATATTTGAGGCCATCTCCTTAACCCTGCTACTCCTCGAGTTCCTCTTTTTGCTGTCCTTAACCTT
+AATTAGCCAATCAGTATACGCAACATTGAAGGGAATATCCTTGCCTTTACTCGTCTGGTTCTCTGGATTA
+GCCTTTGGCTTAACGTTCGGCTTAGCGGTTTCAAAAACTTCCAAGGGCTTCCTTATGAAGGATTCAATTG
+CCTTGCTTCTCTTTTTAGGGGTAAAGAAAGTTAAGAAGAGGCCTTCTTTATTGCGTCCTTAACGAGCTTT
+TCAGCCTTTTCCATCAAAGACTCAGCCCTCTCTTTTGTGTGTGCCTCGAGAGTTATCCTCATTATAGGCT
+CTGTTCCGCTCGGCCTAAACAGGATCCACCAGTCATCGTTCTCTATCCTTATCCCATCTATGGTTATCTC
+CCTCTCGTACGAGAATTCCCTGGGAATTAGTTTAGCTATCTCCTCCATGGCCTTTGCTTTTAGATCATTT
+GGACAGGGTATCTTCTTCCTGAGTGTAACGTACCTTGGGACTTCCTTCGCCAGTTCTCCTATTAAGCCAA
+GCCTATCTATCATTTCCAAGACTAGGGCTCCAGCGAAGATTCCATCTGGAGTTAGGTTCCACTGCGGCAT
+TATCCAAGTTCCCGAGGGTTCCCCTCCAAATACTCCTCCGTGCTTCATAAGTTCTTCAGCCACGGCAACG
+TCCCCTACCCTAGTTCTAACTACCTCTCCTCCAAGTCCCCTAACGTAGTCATCCAAGGCAAACCCTGCGT
+CCACGGTGGTAACTACCTTACCTTTTCCGTATTTCCTCAGCATGTAACCAGCTATTAGGGATAGCATAAC
+CTCGTACTCAACGAATTCCCCGTTTTCATCTACAACCCCAACCCTGTCGGCATCTCCATCGTGGGCTATT
+CCGATATCAGCTTTCAAGGCTTTGACCGTCTTAGCTAGCATGCTGAGGCTTTCCTTGTTGGGTTCCAGTT
+CCCTAACGAAGAAGCCGTGGGGGTCTGAGTTTATTGTGATGACCCTGTTCCCGAGCTCCCTGTGGAGGTA
+AGGGCTAATTATAGAACCAGCTCCATTCCCAGGATCTATGACGACCGTATAAGAGTTATCAAGCTTTATC
+TCCTTCATTATAGCTTCTATGTATTCTTCCCTGGGATTAGCTTGTTTTAGCTGGCCTATCTCATTCCAAG
+GAGCTCTTTTGAATTTTTCTTCCTCAATAATCCTCTCTAGTTCTCTCTCCTTCTCCGGAGTGTAAGCCAT
+GCCATTCCTGTCCCAAACCTTTATCCCGTTATACTCTGGCGGGTTGTGGCTCGCGGTTATGGTAACTCCA
+GCATCCGCATCGTACAGCTTTATGGCAAAGCCTACCAGTGGAGTTGGAGCGAGACCTATATCTATGACAT
+CAACCCCACTAGCTAAAAGTCCACTTATGACTGCCTTTTTGAGCATCTCGCTACTCGTTCTCGTGTCGTT
+CCCTATGACGACTCTGCCTCCATTTAAGTAAGTTCCCAGGGCAAGTCCAACCTTTAGTGCCAGCTCGGGC
+GTTAGCTTCTCGTTTACCACCTCTCTAATTCCGCTCGTCCCGAAGTATTTTCCCATGTCATTCCCCCCTT
+AGGGATTTAACTACCTTAGCTATCCTAGTAGCCCTCTCAAGCGAAACCTCGTTTAAGGTTTTGCCACCTT
+CTTTAACCCAGGTTCCCACTATGAATCCATCCGCGTACCTCCAGAACAGCCTTATATTTCTTGGATTAAG
+ACCGGAACCTACTATAACGGGAACCGGAGATATCTTCTTAGCGAGCATCAGCTCTTGAATATCAACTTCA
+CTACCCGTCCTCGAGCCCGTTATTATTACTGCATCGGCCCCTCCCCTCTCAACCGTATCTAAAAGGGCCA
+CTTCAAACGAAGAGAAGTGCGTTGCATGCTTCACGTGAACATCGGCAAGAACTTTAATCCTGCTGGGCAA
+TCTAGCCCTTAGCTCGGCCAACTCCCTTGCGCATCCCTCAATTATCCCTTGATCTGTGAATGCCACTCCC
+GTTAAAACGTTGACCCTGATGAAATCGGCCCTTACTGAATACGCTATCGAATAAGAGGCCACACAATCAT
+TCCTTAGGACGTTTATTCCTATGGGAATTGATATTTCTCGGCCAACTTCTTTGGCTATAACGGCGAATGA
+AGCCAAGGTTTCCTTGCTTATCGTTTTTGAATACGGGAAGTCGCCGTAGTTTTCTAATATTATCGCATCG
+AATCCAGCTTCTTGATACTTTGCAGCGTCGCTTATTGCCCTATCGAGAATCTCTTCAATGCTCCCTCTGT
+ATCCTGGGGATCCAGGAAGAGGGAGAAGGTGGACAACGCCTATTAGAGGTTTACTTCCAAGATCCATGTG
+GAAGGATTAAAAGTACCTCGTTAAATCGGTTTTGGTGGTGAAGATGATAGATGCTCACGCCCACCTAGAG
+TTCTATAAAAAGGAAGCCGAAGCGATCATAGAGAAAGCGAGAAGTAGAATGAAGGCTATCGTTGATTCCA
+TAACAGAATACAGGAAGTTCCACGTATGGAAAAGCTGGGAGATGCTGAAGCCATATTTCGGCTTCCTCTT
+CCCAACTCTTGGCTATCATCCGAACGAAGCTAGAAGGGGGAACTGGGAGAAAGTGAGGAAAGTCGAGGAA
+TTCATACTTGACCACAAGAAGGAGATATACGCCATAGGCGAGATAGGATTAGATTATTATCACGCCAAGA
+CAGAGGTAGAGAGGAGGAATCAAGAAGAGATATTCAGGCACTTTTTAACCTTAGCTGAAGAGCTTAAGTT
+ACCTGTAGTTATCCATGCAAGGGAAGCCGAGGACGTTGCACTAAGGATACTTCAGAATTTCGACGTCAAA
+GCTTATTTCCACTCTTACACGGGCCCTGTAAAAGTTGCAAGGGAAATAGTTGAGAACGGCCATTTCGTTG
+GAATAGTCACGGGGATAACGTTCATTCCTGAGGTTAGGGATGTTGCTAGAGCGTTGGAACTTGAGAACAT
+CTTGGTAGAGACGGATTCCCCTTATATGAGCCCCTACAAAGGTGTAAAGAATAAGCCATGGTTCGTTGAG
+GTTGTCATTAATGAGCTGGCCAAGATAAAAGAGGTTCCCAGGGAGGAAGTTGAAGCTATAACGGAGAGAA
+ATGCAAAGGTCTTCTTCGGGCTCCCTTTGGTTTGAAAACCAAACTTTTTACGTTAAAATGGAGAACGAAA
+CGAATTTAAAGGTATTCTGAAAAAATTAGGTTGGCCTAATAAAATGGGAGGGCCCTAATATGAGCGACAC
+CTATGTGCCCCTAACCGCACTGGGAGAGGGAGAGACAGGAGTCGTTGTCAATATCCTGGGCGGACCAAAC
+GCTAGGTCAAAGCTACTAGCCATGGGCATAGCCCCAGGAGTTGCTGTGAGGGTTATCAAGGGTCGCGGCC
+CTGGCCCGATGATAATTGGAGTAGGTTCCTCCAGGATAGCAATTGGATGGGGCATAGCCAATAAGATAAT
+AGTCAGGAGGGTCTAGGATGCTGAAGGTAGTAGCTCTAGTAGGTAATCCCAACGTTGGGAAAACCACGAT
+TTTCAATGCGCTAACTGGAATGAGGCAACACGTTGGTAATTGGCCTGGGGTTACGGTTGAGAAGAAGGAG
+GGGATCATGGAGTACAAGGGGAAGGAGTACTTGGTTGTAGATCTGCCGGGAATATATTCTCTCACAGCCC
+ACAGCGTTGATGAGTTAATAGCGAGAAATTTCATTCTCGAAGGGAACGCGAGCGTCATAGTTGATATAAT
+AGACTCGACCTGCTTAATGAGGAACCTCTTCTTAACCTTAGAACTTTTCGAGATGGGAGTTAAGAACGTC
+ATAATAGCATTAAACAAGATAGACCTGCTAAAGAAGAGGGGAATACACGTTAACATCAAGGAAATGGAGA
+AAATCCTCGGAGTTCCTGTGGTTCCCACCAACGCTAAGAGCGGTGAGGGCCTGGACGAGCTAAAGAGGAA
+GATTAGCCTGATGGCAGAGGGAAAGATAACGACCAATCCGATAGTTCCAAGGTACGATGAGGACATAGAG
+AGGGAAATCCAGCACGTCTCTGAGGTGATAAAGGGAACTCCGTTAGCGGAGAAGTACCCCATAAGGTGGC
+TCGCCATAAAGCTAATTCAAAGGGATGAAGAGGTTATAAAGCTCGTGATAAAGCATGTAGGGCAGGCTAA
+AATAGAGGAAATCCTAAAGCACGTTAGCGAGCTAGAGGAGAAGTACAAAAGATCCCTTGATATAGTCATT
+GCAAGCCAGAAGTATGAATTCCTGGGCGAGTTACTTAGGAAATTCGTTAGGCATCCAACTGAGATTAAGG
+AAACCCTTAGCGATCAGCTCGATAAGCTGTTAACTCACCCAGTCTACGGAATAGTATCGATGCTCGTAGT
+CTTCTACATCCTCTTCCAGTTCGTGTTCTCCCTGGGTGGGCCGCTCCAGGAATTACTTGATAATGCCTTC
+TCATCGTTCGGCGAATGGCTTGGTGAGAGAATAGCCAATGAGACCCTAAGGGGATTAGTTGTTGATGGAA
+TAATCGGTGGAGTTGGGGCAGTTCTGAGCTTCTTCCCACTGGTGTTCCTGCTGTTCGTGGGCATGTCAAT
+ACTCGAAGATTCAGGTTATTTAGCGAGAGTTGCAGCCGTCATGGAGAGGTACTTGAGAATGTTCAAGCTC
+CCAGGGAAGGCCATAATCCCAATGGTCTTGGCTTTTGGCTGTAACGTTCCTGCGGTCATGGCCACCAGGA
+TTTTAGAAGAAGAGAAGGACAGGATATTAACGATGCTTGTAAATCCACTGATCCCATGTGTGGCCAGAAT
+GACGGTCATAACATTCCTAGCTGGAACGTTCTTCCCAGACAAAGCTGCATTAGTTGCGGTCAGTATTTAC
+GCGATAGCCATAGTCTTAGCCCTAATATCGGCGTTAATCCTTGGTAAGCTTGTTGTTAAGAGCGAAGAGA
+GCCCATTCATAATAGAGCTTCCGGAGTACTCCATACCCTCCTGGAAGACTGTGGTACTTCACTCGTGGGA
+GAGAAGCAAGGAGTTCCTAAGGAAGGCAGCAACCGTAATACTCCTGGGCTCGATCTTAATCTGGTACCTC
+TCAAGCTATCCAGAGCCAGTGGGAAGCGGAATTAGCTACGCTGAAAAGCTCGGAAGAGCGTTTGAGCCGA
+TTGCAAGGCTAATGGGCCTTGACTGGAAAGCCGCTGTAAGCCTGATATTCGGAATAATAGCCAAGGAGAA
+CGTTATAGCAACGTACAGCGTAATCTATGGAGTGAGCGAGGAATCGCTTGGAAGCGCAATGGCTCATATA
+ATGACGCCACTACAAGCTTACGTTTTGGCCTTAGTGACGACACTCTACTTACCATGTATAGCCACGATTG
+CTGCTATAAGGGCAGAGGGAGGCTGGAAGTGGGCCGGAGTGGCTGTGGTGTACAACTTAATCTTGGCAAC
+CGTGGTAGGAATCATCGCTTATCACATAGGAGCGGTGTTATGATGCTAGAGAAAGCCCTCGAGTTGATGA
+AAAAAGGATCAGTATCCATAGAGGAACTCGCCCAGGAGCTCGGAATTACAAGAGAGGAAGCCGAAGGGAT
+AATGAAGATACTTGAGAGCATGGGTTACGTGAAGGAGTACGAAGTTGAAGAAAGCACCTGTGAGAAGTGC
+CCCTTGAGGAAAGTCTGCGGTGGAAAATGCGTTAGATCTGGGGTTAAGGTCTTCATTCCGACATTTCAAA
+TTTAAGGTTTCCAATCTTTATCCTCTTAACCTTCAGTTCAACACAATCCTGAAGGTTTTCCCTTTTCATC
+TCTATTTCAACATTCTCTTCCTCGCCTAGGGAGGAGAACGGGCCAACCCTCCTTATCTTTGATCTAAACT
+TAATCACAAACTCATCTTTGCTTATTCTCTCTTCGATTTCTTTAACATCTTCAAAAATTGTCATCATATT
+AGCTAGGAACTCTCCTGAGTTTTCCAAGGGAGCTGCTACGTAAAAGGTCACTCTAGCTGGGATGTAAGGT
+GAATCGTCATAGAGTGCTATCATTGTGTAGGTGTTCCCCTTGTCCTTTATTATCCTAGCCTCACCAACGT
+TCCTCTTTCCCTCAACTATTGACATCTCCGTGTTTCCTACGTAGCTTGATAACTTGAATATAGTCTCCAT
+TAAGTTTTCCTGAGAAGTGATAACCCTCACCAATTCTCCCTCTCTTCTATACCTCACGGGCAGTCTAACT
+CGATTTGGCATCTCAAAAATTAGTTTATACCTACCTAATCTCAATTTTACCCACCCGCATCTACGGGTGT
+TCCCATTTTTGTGTATAAAATTATAAAAGGTTAATAAATTTTTTGCCTGAATTAACGGAAGGTTAGAATC
+AGAACTGCTTTTAGCACCCTCCAAGGGTCACATCTTGAATCTAGCCCTAAGGTACGAGTTCAAATCTATT
+CTCTGAAGTAGCCACTCCCTTACAAAACCTGTGATAACTAGCGGAACTTTGCGTAGTTCCTTGATGTTCC
+TGGCTCCAACTAAGAACATAACATTCCTTATTTCTTCTGCATATCCTTTTATTATCCTAATAACCCCTTC
+AACGTCCCCCTTGGCCGCGGGCCTTAACACTGGAAGTGCAATCCCAACCATCGAAGCCCCCATGGCTAAG
+GCCTTCGCCATCGTTATCCCATCTCTCATTCCACCGCTAGCTATTATGGGCAAGTTAGTGGCCCATCTAA
+CTTCTGCCAAACTTATTGCTGTCTTAATTCCCCAGTCCCAGAATTTCAAAGCTAAGTTGCGCTTCTCCCC
+ATCCTTCGTTCTGTAATACTCCACGGCACTCCAACTTGTTCCACCGAGACCGCTAATGTCTATAGCATCA
+ACGCCCACAGCCTCCAACTCAACGGCAACCTCCTTGGAAACCCCCGCCCCAGTTTCCTTCGCAATTACCG
+GATAATCGATTGTTGACGTTATCTCAGCTAACGCTTCCAATACACCTGAAAATGTCGTATCCCCTTCAGG
+TTGAATGCTCTCTTGCAGGGGATTCATGTGAATGGCTATTGCATCTGCCTCTATCTTTTCTATGGCATAG
+AGAACTTCATCCACTGAGTATCTTTTCTTAGCGTTCCTCCCAAATTGGGGAGCTCCTAAGTTCCCAACTA
+GAAATACATCAGGAGCAACGTCCCTAACGTAATAACTCTCCCAAGTTTCAGGTTTTTCTATCATGGCCCT
+CTGACTTCCGAGGCCAAGGGGGATATTTAATTCCTGGGCCGCTTGGGCAAGAGTTCTATTTATTCTCCAA
+GCTATCTCTCCTTTTCTAGTTCCTCCTGTCATCCCAGTTATCATTATTGGATAATCGAATTTCCTCCCCA
+GGAATTTGACGCTTAGATCTATCTCATCCTTATCTATCTCAGGCAAACTCTTGTGAATTAGATGAACGTC
+TTCAAAACCATTGGTCACGTGTGCTTCAACGTTCTTTGTTAGGCAATGCTTGATGTGCTCAAACTTCCTT
+AAAATAGTCTGCTCTTCCATGTTTCCACCTCTCAAGCTTTGAGAATTATTATTTTTATGGTTATTTCGTT
+GGTGGATTAGGTATGTTGATTATAAGTTTTACTTCCTCATAAGTACCCCCTTCTTTTAAGCCACCTTTTC
+ACGTCATTTTCAAGCCATTGCTCTGGTACAGGGTTTTTAGGCTCAAGTTTATAGCTGTTAAAAATTGCCT
+TACACTGAGCTGGAAAGTTTTTACAAAAATAGTGATAACTAATAACAACCAAGAGAAGATAAAAACGGCG
+TATAAACCAGGGGCTTTTCTTGCAAATATCTACTTCTTTCTCGTTGAGGCTTCTTTTTTTACACTCAGAT
+GAGTCACGAAAAGCCTTCAGATAGGGTAGCATGGCAAGATACGAATCGAGTATTAAACCTGCATATTGCT
+CCTGGATAAACCACTCTCCAATGAATTCTCTATATACAAAATAGCCAATTCTATTGAGGGTTTTACTTGC
+TTCCTTTACAATTTTCCTTTTTCTTTGATCTTCCAGAAAATCTTCTATTGAGATACCTTGTGATCTCCAC
+GACTTTATTTCTTGAATCTGCTTTTTTAGTGTATCATCAATCATCTCATATATTGTAGATACTGTCTCAA
+AGTTGAGCTCTTTAATAGCTATATCAAGTTCATATATTGTCACAGCCATTATTACTGTTGCTATAGTTGA
+TGCAAGTGTGAGCAGGGCGAGGGTTATATTGACATCTTGTGTGATCACCCAAGAGATTATAGTAGCGACC
+ATTATCAAAATTGAAGATATTAATGCTAATACTTTTACCCTTCTCATTAGAACCCACCATGCTAACTTGT
+GAGAGCTTAAATTTAATAATTTAATCTTCTTCTCTTTCATAGGATATGAAGATAGAGTAACGAGTTTTCC
+TTAACATTCTCAAGCAGATACAAATGCACAGAATGAAATTTTAAGAATGGTGGACCGGGCGGGATTTGAA
+CCCGCGGCCTCCGCCTTGCGAGGGCGGCGCTCTCCCAGGCTGAGCTACCGGCCCACTCCGAGTATTCATA
+TAAAGGTTCATTTTAAAAACTTTCGGAGTGGATACTATGAAAGGGATGCCTCTTTAATCACTGCATAGAG
+CATAGAGAAAACATTTGCACCTATTGCAACTTATATTTCATTTCCTCCTCTATAGCCTCTCCTTTGAGTT
+GTTCCAGTTCTTTTACTGTTATCTTTCTACCCAGCCTAAAGGTCTTCCATTTCTTCTTAATCCCCTTAGT
+AACCGTCTTATCTCATCTGAGCTCAACATCCGAGTACTTTCCCTCCTTCATCTTTTATTCCAGGCGCCCT
+TCTAATCTCTGCAGGTATTATTATCCGATCTTTAGTTAGATGCCTACTTTTGGAGCAGGTGAAACTTTCA
+GTAGCGGATAACCTTCCAGCCTTCTATATTCCTCGGTTGGCCTTCGTAGGGGAACAGAGACTCCCCACTT
+CCTTAGCCTAAGCAGTCTTCATTCGGGCTTACAAACCCCACATACCTAGAACTGCCTACCACTCAAATCC
+AATAAAAAGAGCTCAAACGTTCTGTTGTCATCTATGAAACAGCCCCTAGCATAGTGCACTTCGAGATTCT
+ACTTCCTACTGAACCCCCAAAACTTTAAAAAGTCCTCACCCAAGCCACCACTATGGTTGCAATTAAATCC
+TTTGGAAGCGCTATAAATAAGGTAATAGAAAATCCAAAGGTCATAATATTCCCTCTTATAGTTGTACTAA
+TATTCTCGGTACCCTTAGCATTCTTAGAGAAGGAAAGTAACATTAAACCGCTTAACTTCGAGGAAGCTGG
+AGTGATAATAGAGAAGCACGGGGCTATATCAGATATGAAATTACCGAATTTGAAGCTACTCCTTCTCGTG
+GGGTTGCTTCAACTTCTCCTCCTCTCGGCCGTTCAATACTCCATCATCCACTACGTAAAGACCGGCTCAA
+CCATGGGAGAGGCCTTCCTAAAGGGGCTTGAGAACGTTATCCAAATGTTTCTCCTCAACGTAATATCAAC
+GCTAATAGTGCTAGTGGCATTTCTAATCGCGATATTTCCGCCCATGATAATTGTAGGCATTGGCGGAATC
+TTAGAGAGCACAGGTGCCGTAATCTTTGGAATACTCCTGGTGATATTATCTGGCCTGATTATAGGGAGCT
+TCGCAATCGGAATGACCTCCGTTATAGTTCCCGCCTACTTCGAGAGCAATAGCCTATCAAAGGCCCTTGG
+AAGTATGGGTTTAACGTTTAAGAGAAAACTCTCAACCCTTGGATTTGGCCTCCTATTATTATTTTCCGTA
+TTTGTCTTCTTATTAGCAATTGGAATAGTTACAGCAATTCCATTATTGCTCTCAAGAAGCTTAGCAGCGG
+TAATCGTTGCCAGAATCCTTGAGGCACCTTTCCTTGCACTACTTCATGCATTCACTACAATAGCGAGCTT
+AATGTTCTATGAGAACCTTAAGGAAGAGGTTAACCTTTTAAACCTACAGCAAAGCGTTATCACGGATGTA
+CGAGCTGACCGAAGACTTTAAGCTTAGGAAAATTACAAAGTACGAGCTGGATGGAATAGACGAAAGGGAC
+GACCTACTCGTTATTCCGCCATCTTCAAAAGCTGGACCTTGTGGTAACGGTTGTATCTTTTGTTATCTCC
+TTCAAAACCCGCCTGAAATGATATACAAGGTTCCCAGGCATGACACCCTTAATGACCCGACGCTTGAAGA
+CAGAATTAGATACGCAAGGGAAAATTTCGACCTTTGGATAAGGGTTACCGATACATCAGGAAACGTTAGA
+TTCGACGAGGATAGGATTAAGAGCCTGTACTCGGCCGGCCTAGATGAGATTCAAATTTCAGTTCACACAA
+CTAAGAAAGACGTTAGGGTTAAGTTAATGAGGAATAGGCACGCTGGAAAGCTGATAGATTTACTTCCTAT
+GGTTGTCGAGCACTTCAGGGTTATAGCAGATATAATCCTGACCCCAGGATATAACGTTGATGACATCGGG
+GAGATAATTGAAGACCTCGATAGGATAGGTGTCCATGAGGTTAGGCTCTTCCCAGTTGGCGTGACAAAAT
+TCAACAGGTTCGGCGTTAGGCCATTAACAAGGGAAGAGTTGCTTTACGTTAAAGAGGTCGCGCTAGAGAA
+GGATAAAGAGCTAGATATAGAAGTTGTGATACCCCCAATCTTCGAGGCCCTTCTAGGGGAGTTCACAACT
+GGGCTGGAGCCATTCGACATAGAGACTGATTTTCCAACGTATATACTAACAGGAGAACTCGCTTATCCAG
+AAATGAGAAGATTGTTTCCAAAGTTGAACGTCATAATGGTCAAGAACGAATTCTTTGGTGGTAACATAGG
+AACCGCGGGTCTTTTAACCGGTAGGGATGTGCTTAGGGAAGTGGAAAAGCTTCCAGAGGTTGATATAGGT
+CTAATATTGTTGCCCGAACTGATGTTCTACGGCGATATGACGCTCGATGGGTGGAAGAGGGAAGAGCTGT
+TCTCCAAGATACTTATAGAAAAAGGTTATATAGTCGAGACGGCCTTAGAGCCCCAGGAGATACCTAAGGT
+TATAGAGAAAGTGGCCCTATGATGAGAGAGCTGTTAAATGATTGATGATTAGAGGATGGCTGGCTGAGGG
+GATAATCATGGTTCAAAAGACGCCGTATTATTCTTACGTTGTGGGAGAGTTGCCTAAGGGTTGTCAGTAC
+TGCGTTAGGGGGGAGAAGCTGGTTTTATTCGTTACCGGGGTATGTCCAAGGAACTGCTTTTACTGTCCAC
+TAAGTCCTTGGAGAAGGAAGGACGTTGTGTACGCTAATGAGAGGCCTGTTCGCTCCGAGAAGGATATAAT
+AGAGGAAGCCAAGATTCAAGATGCGAGGGGAGCTGGAATCACCGGCGGAGATCCATTGGCGAGGCTATCA
+AGGACGGTTGAGTATATACGGCTCCTCAAGGAAGAATTCGGGAAGAAGTTTCACATCCACCTATACACTA
+CGGGAATTCTTGCCAGTGAGGAAGCCCTTGAAAAGCTCTACGATGCTGGCTTAGACGAGATAAGGTTTCA
+CCCAGATCTGTTCCAGCCGAACTCAAAGTTCTTTGAGAGAGAAATAGAGAATATGAAGAAAGCTTTCGAC
+TTCGGTTGGGACGTTGGAGGGGAAGTTCCCGCAGTCCCTGGGTTTGAGGATAGGATAAAGTGGTTCGCAA
+GCTTGTTGGATAAGTTGGGGGCAAAGTTCCTTAACATAAACGAGCTTGAATTCAGCGAGACGAATCTAAG
+GGCCCTTCTGGATAGGGGTTACAAGCCGGTAAGTGACGAGAGTTCAGCCATAAAGGGATCCCTGGAGATG
+GGTCTTAAGGTTCTTGAGTGGGGAGAGAAGAATACTTCCCTTAACTATCACCTCTGCACTGCCAAACTTA
+AGGATGCCGTTCAGCTTAGGAACAGGCTAAAGAGAATGGCCAAAAACGTTGCGAGGCCTTACATGGAGAT
+AACCGAAGACGGAACCTTACGCTTCGGCATAGCAGAGTACGACGACCTCGAGGAGCTTTACGAGTTCCTC
+GTTGAAGAGGCTGAGGTTCCCAGGGAGTGGCTGTACATAAACTGGGAGAAGAAGAGGATAGAGATGCCTG
+TGGAGGTTGCCGAGGAGCTCGCGGATGCAATAGAAGGTGACGTCAAGTTCTACATAGTTGAAGAGTATCC
+TACATGGGATAGGATAGAAGTGGAGAGGATCCCCTTATAATATTTAAATTCCCTTTAGGTTAATCTAACT
+CGGGGGAGAGTTGTGGTCTCGAAGAGGGAGGAGGAGTACCTCGAGGTCATGTACCTCCTTCAGAAGAATA
+AGGGAGTTATAAGGGTCAAGGACATAGCTAGGGTTTTGAAGGTAAAACCCCCAAGCGTCGTCGACGCCCT
+TAAGAAGCTTAGCAAAAAGGGGTTAATTGAGTACGAAAAGTACGACAGGATAACGCTCACCGAGGAAGGC
+AAGAGAATAGCCGAGGAAACTTACTCGAAGCACGTTCTGTTAACGGAGTTCTTCGTCAACGTCCTTGGAA
+TTCCTCCGGAGATTGCTGAGGAAGATGCATGTCAATTCGAACACTACGTTAGCGAAGTGACTGTTCAAAG
+GATTAGGGAGTTCATAAGCTATATTCAGGAGCACTGTCCCTACGTTCTAAAGCAGTTTCTCAAAAAAGTT
+CAAGAGGAAGATAAAAAGAGGTCAGAAGACTCCGGCAAGGTAAGCGAAGTAACCAACGAAGACCAAGGCG
+AGGATGTACATTAATGGATGTACCTCCTTCCACCTTCCAGTGAAGATCTTTAGTAGGGTGTAGCTTATGA
+ACCCAACTCCAATTCCATCGGCTATTGAGTAAGTATAGGGGATTGTTATTAGCACTAGGAACGCTGGAAG
+TGCCTCCGTTGGATCGTTGAAGTCCACGTTCTTCATGGCACTCATCATGTAGTAACCCACTATAACCAAG
+GCAGGCGCCGTTGCAAAGGCTGGGATTGAACCTGCAAGTGGGCCTATGAATAGACCTATCACTAGGAATA
+GGAGACCAGTAACCAAAGCGGTCATCCCCGTTCTACCGCCCTCCTCTATTCCGGCCGCGCTTTCGATATA
+AGTTGTTACTGTCGAAGTTCCAAGTAGGGCTCCAAGCGTAGTTCCAACTGCATCGGTCAGCAAAACTTTC
+TCAGCATCTGGGATCTTTCCTTCTTTCGTAAGGAATCCGGCCTTGGCGCTAAGCCCCGTAACGGTTCCAA
+GCGTGTCGAAGAAGTCAACCATGAAGAATGCAAATACAACACCTAGCGCACCTGCGTTGAGCAGTCCCTG
+GAAGTCAAGCTTCAGGAATGTGTAGCTTATGTCAGGCCATGAGAAGATTTGGCTCGGCCAAGGTGCCGCT
+TTAACTATCCAGCCAACGATGCTCGTGAGAAGGATGGAGATTAGTAGGGCTCCCTTTATCCTCAGGCTCA
+CGAGGATAGCCGCCACGAAGAGGCCAAGGATAAAGAGCAGGCCATCCTTGGTTACGAATTTGCTAGCGTT
+TAAGGCCAAAATCGTTGGCCCGTTAGTTACTATTCCAACGTTTGCCAAGCCTATGAGGGTTAGGAAAAGA
+CCGATTCCAGCTCCAATTGCATACTTCTGGCTTATTGGGATTGCATGGATTATGGCGCTTCTAACCTTTG
+TTACTGAGAGGATGATGAATATTATTCCCTCAACGAAAACAGCTGCTAGCGCAACTTTCCACCCGTACTT
+AGGAGCTACTGTGAAGGCGAAGTAAGCGTTTAAACCCATTCCTGGGGCCAATGCGAATGGTTTCTTTGCG
+TAAAGTCCCATCATTATCGTTGTCAATCCCGCTGAAAGGGCCGTTACAGCAACGAGGGCTTCCTTTGCAC
+CCTCGCCCATTGCCTTGCTCAGGATATCTGGATTTACGAAGAGTATGTATGCCATCGTCATGAAAGTAGT
+TATACCCGCAAGAACCTCGGTTTTCATATTTGTCCCATACTTCTCAAATTCGAAGTACCTCTCAAACCAC
+CCCATCGGGGCACCTCCAATTGCCTTTGTTTTGTCAAAGAAGAGACGGTTTTTAAGCTTTATTTAACATA
+AAAAAGTCAAAAATAGTGGAGATTTTATCCAGTAGCTCCCTTCAGGGCATCCTTACACGGACAGTTCCTC
+TCTTTCGGAATTAGAGGAATGGCCTTCGTTATTAGGGCAACTATCTCCTTGGATTTCTTGTTCATTAGTT
+CAACGACTTCACTGTGAGTTAACTTCTTCCCGCTTATGCCAGCCGCATAGTTCGTAACAATCGCAACGGT
+AGCGTAGCAAATCTCAAGTTCCCTAGCCAATATGGCCTCTGGACATTGAGTCATTCCAACTACGTCCCCA
+CCCAGGATACGATAGGCCTTTATTTCAGCGGCCGTCTCAAATCTGGGCCCCTCCGTGCAAACGTAAGTTC
+CCCTGGGGTGGTAAGGGAGAGAAAGCTCTTTTGCAGCAGCTATAAGAGCTCTTCTTATCTCTGGACAGTA
+GGGCTCAGTGAAATCAACGTGAGCGACGAATTTCCTATCGTGGGGACTTTCCTCACCATCATAGAAGGTT
+CTGGGCCTCGAGACGGTGAAGTCAATTATTTGATCCAAGATCACGAAGTCTCCCGGTCTCATGTTTGGGT
+TCATAGAACCTACTGCGGAAGTTGCTATTATCCTCTCAACACCGAGCTCGTATAGGGCCCAGATGTTTGC
+CCTGTAGTTTATCTTATGGGGCGGAATTGAGTGTCCTTTGCCGTGTCTAGCTAGAAATGCAACCTCTTCA
+CCATTAACTAAACCTATCGTAACTTCCACTTTCCCATAGGGAGTCTCAACTGTCACGCTTCTTTTGTTCT
+CTGCCGGAAAGTCGTAGACTCCAGAACCACCTATAACTGCAACCCTAACCATTTGGGTCACCGATAATAA
+ATTAAACCCTTGCAGAATTAAAAGGATGCGGGAGGGCCGGTAGTTTAGCCAGGATAGAACGCCGCCCTCC
+GGAGGCGGAGGTCCCGGGTTCAAATCCCGGCCGGCCCGCTATAGCTCCCCAACTTTTACTATCTCCACAT
+CTCCCTTCCTAAAAATAACTTTCCCAACGCAGCTCATATTCTTAGCCTCTGTCAGTGGATCTACTATCAC
+GTACTTAACCCGATATTTTTGTAATACTATTATTTTCTCACTACAGTTTCCCAGGAATAGAAGCTTCAAC
+TCATGTCTCCTCTCCGTATTGTTCAAGAAAATGTTTCCATGTCCATACATCGTTGCAATGATTGGCCTCC
+CCGTTAGAGCGTTTATCATCATGCCCATCTCTTCCCCAGCGCCTATCACGTCATCCCTTGCCGTGTTCTT
+AACGATCCACTCCGCAACGTCAACGAAGTGCTCCTGGGGGAAGTATTCATTAAGTTCAACGCTTGAAGCT
+TGGATAAACGGGTCATTAATAACGGAGTACCAGAAGTTGAGGGAGGCAAATACTGGAATTAAGGTTAGTG
+CCATAACGTTCAGAATTTCCCCATTAAGGCTTCGAACTCCGTAGGAGGCCAATAAAACGTAGGAATAAGG
+CAATAAGCCGATAAACCTGGAGGACCAGAGGTCAATTCCAAAGGGCTTTAGAATCTCCGGGAATAACCTC
+ATACCGGCTATTATCGAGATGAAGAGGAACAACTTCATGGCGTTTTCATCCTTCTCTTTGTACATCCTAA
+GGAGGGCTAGGAAAATTAATGGAATGAGGTACAAAGGGGGAAGCAGGCTCGACAGTTTCCTCTCTAAGGT
+GTCAGTTATCCAAAACCTGTAGATGTCCTCTACATGTGGGAGAAGAAACTGAGCATGAAGAATCACGTTA
+ACTATGAAAGGAGAGAACGTGAGTAGGGCCAAAGCTAGGGAAATCATGTACTTCCTATTCTTAATGGCTA
+AGACTAGGAAGAAGGTAATTAGAGGAGCCGCGACAGCGTAGTGAGTCCAAAGGGATAATCCTGCAAAAAG
+TCCCCCCAGGTAATATTTCCTCCGTAAGGAAAAATAAAGAGATATCATACCTAGAATTGGAGCGAGCTCT
+TTGGGATTCGGGTACCTATGCGCTGGAAGAAGCAGAAGGGAAAGTGAAAGGACAAATATTCCGGCGGTTT
+CTCCCCACAAATTCTTAGCTATCCAGTACATTATGAGTAGCATGAGCAACGAAAATACCGCTTGAAGCAT
+TAACATGCTTTTCTCTATCCCAACGATCTTTGCGAAGATCGCGACAATCAAGTGATAAAGGAAGGGATAC
+CAGTTAGGAGGAACGTTGTATGTTTGATCCAGGAATGGATTCCTTCCGAGGTAAATTCCCCTCGCGATTG
+CCGCGTGAACCAGAGTATCCCCTCCTATAATGTAGCCTGGAGGACTTTTCCTCGTTAATACATAGGGAAG
+GAAAATTAGGGCCCAGGAAATAATTAAAAACAGAGCTCTCTTATTTTTCATTTCATCACCAATGGATCCC
+TATCCATGACTATGTACTCGGCCTTGAACCCCGGTTCCAGCTTTCCAATGTCATTTGCAAGCGAAACCCT
+CGCGGATCCATAGGTGTAGCAATGCAGTGCTTCCTCGACCGTTAATGCCTGATCCTTAGTAAACTCGTAA
+AGCTTTACAACTCCCTTACCCCTGTTAACAGCGGCCTCTACCGTCAACCAAGGATCCGCTGGCTCTATCG
+GGGCATCCGTGCTGAAACCTACTTCTGCAACCCTCAGAAGGTCTTTGAACCTATAAACCCATCTCGCCCT
+CTTCTCGCCAACCCTCTCTACAACCCACCAGTCGCTTATTATGAAGTGGGGCTGAACCGATAATCTAATC
+CCAAGCTCCCTTATCCTCTCTAGTTGATCATCCCTAACTAGTGAGGCATGCTCAACTCTTCCCGAGAGTT
+TGGCCTTTTCAAAAGCATTTAAAGCTATATCCAAGCCCCTATCTCCAATCGCATGAACAGCTACGTCGAG
+CTTAAGCCTCTTGGCCCTCTCCATTATGTTCGCTAACTCTTCCTCATCGCTAACCATCTCGCCACTAGTT
+GATGGATCGTCCGAGTAGGGCTCACTAAGCAAGGCCGTCCTGGCGCCAAAGCTTCCATCGGTGAAGAGCT
+TTACTCCAGTTATGCTGAGCCTTTCTCCGTTGAACCTTCTCAAGTTGAGGTCTTCAAGCTTATCGAGGAT
+CGAAGGGTTGATATAGGCAGACACGTTTACCTTTAGCTTTCCTTCACGCTCTAAGTAGAACAGGGCCTTA
+AAGGCTTTCTCGTTGACGCTCATGAAAGCTACTGACTTAACTCCCAGATTGATTAAATGTTCCTGGGCCC
+TCTCTATGTAGTGAATATAGTCTTCCAAGCTAAGGATTTTCTCGTTTATTATCTTCCTCGCCTCTTCCAG
+GGCTTTCTCCTTTATCATGCCAGTATCTTCCTCGAAATCCTTGGAAGGTTCTAGGTTGAGTAGTTCTAGC
+ATAGCATCGTTAGCAACTGCTACGTGGAAGCACTTCCTGTATATAAATACAGGCTTGTCTATCTCGTTTA
+GTACTTCCTTTGTGGGATACTCGCCCAGCTCATCCTGATCCCATCCGAACCCGAATATTATCCTTCCCTT
+TCCACCCTTTAGCCTCTCCAAGAGTTCTTTCATTGATTTAGTTCCTCTTAAATCGACCATCTCAAGGCTC
+ATTCCAAGCTCATCCAGGTGAAGGTGAGAATCGAAGAACGCGGGCATAACGTACTTTCCCTTTAGGTCTA
+TCACTTCTCCACCCGAAAGTTCAACAATTCTCTTGGCAACGCTGGAATCGCCAGCGTAAACTACTCTATC
+GTTGGAGATAACTAATCCGGAAACTTTCCTTAGGGGTCTAAAAGAGGTGTATATATTCCCGTTGATGAGG
+GCCTTCATGTTACCACCGATTTAGATACGTGAAGATTTTTAATAACTTTCACTAATCCCAGACGGAGGGG
+TTAAGGTGAAGAGGCTTTTAATGGGTAATGAGGCCATAGCTTACGGTGCCCTAGAATCCGGTATAGCTTT
+CGCAACCGGTTATCCTGGGACACCTTCCACGGAGGTTATAGAAACTATAGCAAGGCTTAAACCAGAGGTT
+TTCGCTGAATGGGCTCCTAATGAGAAAGTAGCGTTAGAAGAAGCCGCTGGAGTTTCTTACGCTGGACTTA
+GAAGCCTCGTTACAATGAAGTGTGTTGGCTTAAACGTGGCCGCGGATCCATTGATGAGCCTCGCGTATTC
+GGGAGTCGAAGGAGGATTGGTAATCCTCGTTGCTGACGATCCTGGGCCCCACACAAGTCAAACCGAGCAG
+GATGATAGATACTATGGGAAGATAGCCATCTTACCAGTCCTAGAACCCTACGATCCCCAGGAGGCTCACG
+ACCTGATAAAGTACGCCTATGAGCTCAGCGAGAAGTACAAGGTTCCGGTTATATTTAGGACGACCACCAG
+GGTTAACCATACAACAGCTGACGTAGAGGTTGGGGAGTTCGTTGAGTTGAACAGGAAGCCGGTCTTCAAG
+AAGGACATAGAGCGCTATGTAAGAGCGAGCATGGAGGGTAACAGAAGAAGGCACAAGTGGCTGAACGAGA
+CGATAAGGAAGATAGAGGAAGAATTCAACTCCATGCCCTTTAACTGGGTCGAGGGAGAAGGAAAACTCGG
+GATAATTGTCGAGGGAGCACCGTACAACTATGTAAAGGAGATTCTACCGAGCATTGGGGAAGACTTTAAG
+ATTCTAAAGCTCTCTACACCGCACCCACTCCCCAGGAAGCTCGTTCTCGATTTCCTGAAATCCGTTGAGA
+AGGTTATAGTAATAGAGGAGGGAGCCCCGTTCCTTGAGGAGGAGATAAAGGTAGTTGCCTACGAAGAAGG
+GCTAAGCGTTCCGATATATGGGAAGAGGACTGGTCTTCTGCCACTAGAGGGAGAGCTAACCCCGAGGCTC
+GTGAAGAATGCAATTCTAAAGTTCCTGGGCAAAGAGGCCGAAGAGGTATCTATACCGCAAGAGGTTCTTG
+AAGCGGAAAAGTTAGCTCCAAAGAGGCCCCCAGGAATGTGCCCAGGATGTCCCCATAGGGGTAGCTACAG
+GGCCCTCCTCGACGCTTTGAGGGAACTAGGATATGGAAGGTTCGATATTCCAATCCACGGAGACATAGGA
+TGTTATGCACTCTCGCTCCTACCTCCACTTGAAGCTATATGGACCGAGTTCGTCATGGGGGCGAGCATCA
+GTTTAGCTAACGGTCAAAGCGTTGTGATGAACAAGAAGATAGTGGCAACGATAGGAGACTCAACGTTCTT
+CCACAACGGAATCCAGCCACTAATAGATGCAGTCTACAAAGACCTAGATGTCCTTGTGATAATCTTGGAC
+AACAGGACAACCGCGATGACTGGACATCAACCTCACCCTGGAACAGGTGGCAGCGAGACAGGGAGGAAGT
+TCAGGGAGATAGACATAGAGGCCCTAGTTAGAGCGATTGGGGTCAAGTACGTGAAGACAGTGGATCCCTA
+TGACCTGAAAGCAACCAAAGAGGCCATAAAAGAGGCCATGCAAGTTAAGGGGCCTGCGGTGATAATAGCA
+AAGAGGGAGTGTGTGATTCCAGTAATTAGAAGGGGAGAGACTAGAGAACCGCCCATAATCATCGAGGAGA
+AGTGTACCGGATGTAAGGCCTGTATCCTGCTCTCTGGATGTCAAGCACTTATCTATGACCCAGAGACGAG
+GAAGGTTAAGATCGACGAGCTCATCTGTACGGGCTGTGGAATATGCAACCAGCTCTGTCCATTCGATGCG
+ATAAAATTCAGGGAAGAGCTCGAGTAGCCTTAACTTTTTAACCTTTTTAACTTACCCTCGGGTAGGAATT
+GACATGAGGGGAGTCATAAGAAAGCTTAACGATGATGGCTTTGGGGTATTAAAAGGTATTCTCGTTCCTT
+TTTCAGCTCCTGGAGATGAAATAATAGTTGAGAGAGTCGAAAGGGTAAAGAAGAGAAGGGTTGCGTCCCA
+GTGGAAGCTTGTTAGGTCTTCTCCATTGAGGGTCGGTCCCAGGTGCAAGGCCTTTGGAAAGTGTGGCGGT
+TGCACACTTCAACACCTTAATTACGATTACCAACTCGAGTTCAAGAGGAAAAAGCTCAAGAGAATCCTGG
+GATTCGAGGTTGAAGTTGTCCCCTCTCCTAAGATATTTGGACACAGGAACAGGATTGACTTAGCAATAAC
+GAAGGATGGGATAGGATTCAGGGAGAGAGGGAAGTGGTGGAAGATAGTTGACATAGACGAATGCCCGGTC
+TTCGGTAAAACCTCAAGGGAGGCCATAGAAAGACTAAAGGAGTTCATAGAGGAGGAGAAAATCAGCGTAT
+GGAACATTAAGAAGGATGAGGGATTCCTTAGGTACATGGTTCTAAGGGAAGGGAAGTTCACCGAGGAAGT
+TATGGTAAACTTCGTGACTAAGGAAGGGAACTTACCAGACCCAACTAATTACTTTGACTTCGATTCGATT
+TACTGGAGCGTTAATAGAAGCAAGAGCGATGTATCTTATGGCGACATCGAGAGGTTCTGGGGAAAGGAGT
+TCATAAGGGAGAGGCTTGATGACGTTGATTACCTAATACACCCAAACTCTTTCTTCCAAACTAACAGCTA
+CCAAGCTGTGAACCTTGTAAGAAAGGTTAGCGAGCTAGTTGAGGGTGAAAAAATATTGGACATGTACTCG
+GGAGTGGGAACCTTCGGTATATACCTAGCGAAGAGGGGGTTCAATGTTAAGGGCTTCGACTCGAACGAGT
+TCGCTATAGAGATGGCTAGAAGAAATGTCGAGATAAACAACGTTGATGCAGAGTTCGAGGTAGCTTCAGA
+TAGGGAAGTTAGCGTTAAGGGTTTCGATACCGTTATAGTTGATCCTCCTAGGGCTGGGCTTCATCCGAGG
+CTGGTAAAGAGGTTAAACAGGGAAAAGCCAGGGGTAATAGTTTACGTGTCCTGTAACCCTGAGACTTTCG
+CCAGGGACGTTAAGATGCTTGATTATAGGATTGATGAAATAGTTGCCCTTGACATGTTCCCTCATACTCC
+ACACGTTGAGCTCGTTGCGAAGCTAGTCTAAAACGTGCTTTTCAAGGACGTAGCAATGGAACTTACCTTC
+AAGCACGACATCTTCTCCCCTATAAACCTTGACATCCACGGTCTTCTTCCTTCCCTGGTCATCGATGATC
+TTGGCCTTGGCAACGAGCTTGTCGCCAACTTTAACCGGCTTCGTGAATCTAACCTCGGCCTTTCCAAGAA
+CGACAGTAGGCTCGTTGACAGCTAACATTGCCGCATAATCGGCTAAACCGAACGTAAATCCTCCATGAAC
+TAGTCCCTTCTCATCGACCTTCATCTCATCTATGGTTACTAGCTCAACCTCGGCGTAGCCTTCCTCAATT
+TTAATTGGCCTTCCAACCAGCCTCTCCGAGGTGAGCTTGTGCGTCCTCTGCTCCATCGTCAACACCAAAG
+GAAAAAGGTTTTTGATATAAATGGCTTTTCCTTGTATGGGGATAGGTCTTGAGCGAGTACAAGGTCTTGC
+TCGAGGCTGTGAAGGTGAAGGGTGACAGCATTTTCTCAACTAAAAGTGAGCTCATAGGTATTCTCGCTTT
+TAAACTAGGCATTTTAAGCGTTGGAGAGGCCAAAGACCTCGTGAATAAGGCGATTAGCGAAGGGATTATT
+GAGGAGACCGAGGAAGGTTTGAAGGTTAACGTTGAGCTTATAGAAGAGGAAGAGGAAAGTAAGGATATCT
+TCGGGGAGATGGTTGAGTACATAGCGAGACAATTAGGCATGAGCGAGATTGAGGTGCTGGAAGAGATCGA
+GAAGATGAAGGATAGGTACGGTAATCTGGATAAGAAGGTTCTTGCCTACCTCTACGGGATGGAGAAAGGA
+TTGGATATGGAAAAGTTCAGGGAAGATCTTGGGGAGTGATAACCATGCCCAAAATAAGGCCATTTGAAGA
+GTACACAGAGAGATATGAGAACTGGTTTGAAAAGCATAGGTATGCGTATTTAAGCGAGATAAACGCGATA
+AAATCAGTCATGCCCCAGGAAGAATGCGTCGAAGTTGGTGTAGGGTCTGGGAGATTTGCCGAACCGCTCG
+GAATAAAGCTTGGAGTTGAACCCTCAAAGAGGATGGCTAAGATAGCTGAGAGCAGAGGAATCAAAGTTAT
+AGAAGGGGTCGCCGAGGATTTGCCCTTTCCGGACAATTCCTTAGAATGTATCCTAATGGTTACCACGATA
+TGCTTCGTGGATGACCCCGAGAAGGCCATAAAAGAAGCTTACAGAGTTCTCAAGCCGAACGGGCATATAA
+TAATCGGGTTCATAGATAGGGAGAGCAAGATAGGAAGGGAATACGAGAAGAACAAGGATAAGAGCGTCTT
+CTATAGGGAAGCAAATTTCTTCTCAACCCAGGAAATAGTAAATCTCCTCGAGAGGAATGGATTCAAGGTA
+GAAAAGATAGTTCAGACGCTCTTCAGGAGGCTCGAGGAGGTAGATAGCGTTGAACCCGTAAAGGAAGGAT
+TCGGCGAGGGGAGCTTCGTCGCGATAAGGGCAAGGAAAATGGACGCTATGGATTTCGCTGAGAAGGTAAA
+GGGATTAGCTGAAAGGCTAGGAGAGGATAAATTAAGGGAGGCAATAGACAGGTTCTTGACCCTAAACGAG
+GGGATTGAAAAGACTAGGGGAGAGCACTTTGCAAAAGCTGGCATATACGGTTTCTTGGAGGGAATCTTAA
+CAACATTGAAGCTTAAACATGAAGACGAGGAGATAAGCGAATTGTTATCGCTAATAAAAAAGGCTAGGGA
+AATTGAGGAAGCATTCTTAAGAAAAGGTAACCCGCCAATATTTGAGCAGAAACCCCTATAAACACGTTAA
+CTCACGTGAGTTGTGATGAGAGCTATAGGTGTCATAAGGAAGTCAAGACGTGAGAGGGTAAGCAGGGAAG
+AGTTTGAAGAACTATTAAGGAGTGCTGGTTATGAGATTCTTGCGATAGTTGAACAGGTGCGAGAAGAGCA
+TCCCAGGTTTAACATAGGGCCCGGCAAGCTTGAAGAGATTAAGGAACTTGTGAGAGAGCTTAATCCAGAT
+AAAGTTGTGTTCGCGAATAGGCTAACTCCATCTCAAGCTTACAACCTATGGAAGGAGCTTAGGGTTGATA
+TAATAGATAAGTGGCAGTTAGTCTTGGAGATATTTGAGAAGAGGGCCCACTCAAAGGAGGCTAAGCTACA
+AGTTGAGCTAGCAAACCTCCAATACGAGTTACCTCTAGTTAAGGAGGCAATAAGGAGAATTAAGATGGGA
+GATAGGGCTGGATTCAAGGGTATGGGTGAATATCAGGTTCACCAGTACTTCAAGCACATAAGGTACAGGA
+TGGGGAAGATAAAGGACGAGCTTGAGAAGATAAGGAGCGAGAGAGAAATTAGAAGGAAGAAGAGAGAGGA
+GGAGGGATTCGTTCTAGTTGCCTTGGCTGGATACACGAATGCTGGGAAATCAACGTTGTTAAATGCCCTC
+TCTGGAGATTACGTTGAAGCAAAGAATCAAATGTTTACCACGCTAAGCACAACAACCAGAAGGTTTAGGG
+TTAGAGGTAAGATGCTTTTAGTGACAGATACCGTCGGTTTCATAGATGGACTTCCACCGTTTATAGTGGA
+GGCCTTTCACTCCACCTTAGAGGAGATAGTAAAGGCAGACATAATAGTCCTCGTTCTAGATGCAAGCGAA
+CCATGGAGAGAGGTAAGGAGGAAATTCTTCGCATCCTTAGATGTTCTTAGGGAGCTCAAAGCCCTGGATA
+GGCCCATGATAATTGCCCTGAACAAAATTGACCTAGTTAGTGAGGAGGATGTTCAGGAAAAGGAGTTACT
+CCTGAGGGAGCTCTTGGATGGAAGGACAAACGCCATTGGGATAGCCAAGATATCAGCCAAGCACAAAAAG
+CTTGAGGAACTATACGAGTTAATAGACAGGGCCCTCACCAAGCTTCCAAAGTTCCAGACGTTTGAAATCA
+AGGTCAAGGATCCATCAAAGCTTGGTAAGATACTTGCGATGCTCCACTCTATGGGAGAAGTCCTCGAGGT
+TAGTTATGGAAATGAGACCAGAATTCGGGCATACATCCAAACTGGATTGATAAGAGAACTAAATAAGCTC
+GGCGTTAAGCTTAGGAGGATTAACTAGCCGATCATTCCAACCGTGAGGAACAGTTTCGTGGTTCCGTAGC
+TTAATATTATACCCGTTAGTGGAGTCACGATCCATCCCAGAACAACTTTACTTATCACATCCCTTCGAAC
+TTCTTCCCCCGCAGCTAAACCCGCTCCCACGACACCCCCCACTATAGCCTGCCCGGAGCTAACCGGAATA
+CCAAAGTAGTTCGCAAGGCTTACCGAGATTGCAGAGCCGAACTGGGCTGAAAAAGCTGAGACTGGGCCGA
+GTGCCGTTATTTTCTTCCCAACGGTATACATGACCGCGTAGCTGAAAGTTAGTGTTCCTATTGCAACTCC
+AATTGCCCCGAATATTCCAGCTTCTCTTGGGCCCATTATACCGGCACCAACCAGGGGGCCGACGGTGTTG
+GCAACTTCATTCGTTCCGAAGTTAAAGGCCATGTACGAGCTTCCCATTATAGCCACCCACTTATAGAGAA
+TTTCAAGCTTCCTGAGGCTCTTTATCCTCCTGAACGTTCGCGAGTAAACTATGAAAAGGAGGAAAGCAAT
+TCCACCAGCTAGAATCGGAGAGATGACCCAAGTTAGCACTATTTTGCCGAAAACATCCCATTTAACTTGA
+AGACCAAGGGCGAGAGCAACTCCAACCACGTTTCCAATTATCGTTTGTGTTACTGACACGGGAAGCCCCC
+TAAGGGTGGCTATCGTTACCCAAATACCAGCAGAGATGAATATTATTGCAACCATCTCGGGCGTCATAAC
+TGGGACTATCCCCCTTCCAACGGTCTCCATGACCTTTTCTCCCCTAAGATAAGCGCCCAAAATAGTGAAT
+ATCGCTATTGTAAGAACGGCCTGCCTAAAGCTTAATATTCCAGAACCAACAACAACGCCCATCGCATTTG
+CGGTTCCATTTGCCCCTATGTTCCAGGCTATGTAGAAGACTATTGAAAGCAACGCTAAGGTTAAGCTCAT
+TTCATTTCATCACCTAGCAAAAAAATTAGTATAGGGGCAATTTTAAAACTTATCAAGAAGTGTAATCATC
+AAGTGTCTTGGCTCTAACGGTTATCTCCCTACTGTACTTTATCTCAACTAAACCGTCACCTTCAAGTTGT
+TTGAGCGTTTGAAGAAGTCTTGGCATGGGGGTCTCGAGCTCAGAGCTCAAGCTCTTCAAGGAGATGGCCT
+TCTTCTTCGTGGCCAGAACCTTATAAACAAACTCCTTGGAATGCATCAAAAGACACCAAAGATAATATTA
+TGGGTAGGGCTTAATTAAGCTTTTTGAACATTAATGTTCACCGAGCTTGAACCAGCTCGTCAAGTTTGAG
+ATAGCTTCAATACCCTTGGTTTCGTTCCTGGGGATTAAAAACTGTCCCCTGGAAATTATTAAGGCAACTC
+CATTTTCTTTCATGGCAGCCTTGACCAACTTTGGAATATCCCTGGGATCTATCTCTCCCTCGACTACCGC
+GTATAGCTTGTTCTCGTAGAATATTCCTATGAGGGGAACTCCGGTTACCCCAAGGGTTTCCATGAACTTA
+AGGTAGAACTCGTAGGCGGTCTTGTTCTCCCTAACTTCATAAAATGTTAAACTCTTATTTCCAAAGTACT
+CTGGAAGGAGCTCCTTCATCCTCCTACAGTGTGGACAAGTATTAACTCCAAAAACGTAGAAGTGAAACTT
+TGACTTGTCTAACCCTTCGAGCCAGTCTTGAGCCTGGGTTTTAGAGGGGGTCGTTGGAGAGGGCTGGGAC
+GTTTGAGTTGTGGTGGGAGTAGAGGTAGAGGATAGGCAACCCAGGGAAAACGCCAAGAGAACAATTATCA
+ATATGAACGCAACTTTCTTCATCTTTGACCCTCAACCCTTTATCAGTAAACCAATTAATAAGTTTGTCCT
+CCAAGAAAGTCGAAGAGATTCTTTGCTTTCATGACTTTCTTAAGCTCTGCGTAGGCTTCACTTCCGTCAC
+ACTCAGGAGAATACTCAACCCCAGCTTCCTCCAAGAGGTACTTCATTATCCCGAAGGCCATCATGGCCTT
+TTTCCCTTCAACCTCAACGACGACAAAGGGTTTCTCCCTAACTCCAACTAGGATATCGAAGTTCAGTCCT
+CCACATATGTTGGTGTCTATGAAGCTGATCTTTTCTCCAGTTTTTGTTTTCCTGGAGAATGAAGTTGGGA
+ATTTGCTTTTCATCCTCTCAATGACTTTGAGAACCTTAGAATACTGCTCCTCAGTTAATTCCTCCCTTAT
+TCTCAGCCTCTCAATCATTCGATTTCACCCATTAGAGCGTGATTTACTAGTTTTAAAATTTTAATCAAGG
+GGGCGTTGCGTAGTAGAAGGGTTCCATAGGCTCTACATGAGTTTCATTTCCAACTTTATAGACGATTAAA
+GGCTTAATTATATAAAGGTCATTCAACTCGCTCGTATTCTTTATGATCACCGTGAAATTAAGGGTTTTCC
+CTGGGGACATTTTCCTCGGAGCGAATTCTGAAACCTTAATCCAGGAATCCTGAACACTACGTCAAGAACT
+TCTACTGTTTCATTGAACGGGTTGAAAAATAGTGTACATCATCTTCGGAATTACCGCTTCGAGCCCAATG
+GAGGCTTCAACGTAGGAAGGAATTTTAAGCCTTCTATCCCCAGGAGTTAGTATCTCGAACGTGACGTTGC
+CTAGGGGAACCCTATTGGAGGAATTTTCCAGGAGGATATCGAGGTAAGCGTCATTCATGCTACATTCTCC
+AGGCTCTTTTATTTTTAGTGCAACGCTTATAACGGCTTTTGAATTGTCAAGAACTTCCATTCCTATGTCT
+TTAGCCTCTAGGCAAGAGGGAAGGTTTCTAACGCCGAAAACGCTACTGAGGTTTTTACCTTTATCTTTAA
+AACTCACCCAATAGAGGTTTAAAACTACCGTCTCGTTGACATATCAAGCTACGTACCCGAGGTAATCTGA
+AAGAAAAATACTCCCGATGCTTTTCCCGACTTTGAGGATTTTGGGAATTATGAAAGATAAGGGCGACAGC
+GAGTATTAGGACAACCAATAACGTCACGCCGAGTATGGCAATCTTCCTCATATATACATCTCCAAATAAT
+TAGAGCAATAGCGTGTCAAACCTTAAGAAGTTTACCATCGACGAGCAAAAGGAAGGAATTTAAAGTCGAG
+TTAGCAATAGGAACATGAGCAACCCGATGACGAAGGTGGGCACTCTCCGACTTGATGAGGATGTGGGGCG
+AGGAGCCAGAGGGTGGTGCGGTGCCTTTATAACTTTCCCTTTCCCATTGTTATTAGGTGAACCGAATGAA
+AACTGAGAGAGCGAAAGAAATTCTGCTCCAGCTCCTGAAGATTCCGTCTCCCTCGGGGAGGGAAGATAGG
+ATAGCCCTTTACATTATGGAATTCCTGCACAGGCTCGACTACGACGTTCACATAGAGAGCGATGGAGAAA
+TAATAGACCTAGTCGTGAACCCAGGAGCTGAGCTATTCTACGAGGTTCACATGGACACGATAGAGCCTAG
+AGCGGAACCCTTCGTCAGGGGAAACATAGTTTACGGAACGGGAGCGAGCGACATAAAGGGAGGAATAGCC
+TCAATCCTCCTAATGTTGGAACAACTGAAGAAAGAAGAAAAAGACCTCAACGTTGGAATAGTCTTCGTGA
+GCGACGAGGAGAAAGGTGGAAGGGGAAGTGCACTATTCATGGAGCGCTACAGGCCAAAGATGGCAATAGT
+TCTTGAACCAACGGATTTAGAAGTGCACATAGCTCATGCTGGAAACATAGAGGCGTACTTTGAGGTTGAT
+GGGAAAGAAGCTCACGGAGCATGTCCAGAGAGCGGTGTAAACGCAATAGAGCAGGTCTTTGAAATGCTCC
+AGAAGCTCAAGGAACTTGAGCCGTTTAAGGTGAAGGGGAAGTACTTCGATCCCCACATAGGGATTCAAGA
+GCTCATATGCGAGAACCCCTACTATCTAATCCCAGCCCTGTGCAAGGGGAGGCTTGAAGCTAGGCTACTT
+CCTAACCAGGAAGTTGAAGATGTCCTTGATCTAATAGACCCAATCTTAGATGAATACACGATTAAGTACG
+AGTACACGGAGATATGGGATGGATACGAGCTTAGTGAAGATGAGGAGATAGTGCAGATAGCGAAGAGCGC
+GATGGAAGTCGTTGGCTTAGATGAGTTCGGCGCTATGAGAAGCTGGACTGATGCAATAAACTTCACTTAT
+AATGGAACTAAAACCATAGTATTTGGCCCAGGAAACCTTGATATCTCTCACACGAAGCACGAGAGGATAG
+ACGTTAGGGATGTCGTTAAGGCTAGTGAATTCCTACTCGCAGTTAATGATATAGTTGGAAATACAAGTTA
+AATGCATCTACCTTCATAAATTTTTTAAGGACTTCCCCCCTAGCATTGGAAAGGTGGAAGGATGAATAGG
+AACTTCTGGCTCTTCGTGGCTGGAAGGTTCATTTCCCAGCTCGGATGGGCCATCCAAGAGGTTGCCCTTC
+CCCTGTACGTTCTAGACGTGACCCACAGTGCTAAGATAATGACACTCTTCGTCTTAGCAGATTTAATCCC
+CTCGATAATAACAACGCCAATAGCTGGAGTTTTTGGAGATAGATATGACAGGAAGAAGATTATGGTTGGT
+TTCGATTTAATAAGAGGAGTCCTCCTCTTTCTGGTTATTGCATTTAACTTCCTAACGATAAGATGTCTGC
+TTGTAGTTCAAGTGATTATGGCAATCATGAACGCTTTCTTCTCGGCTGGAACTGGTGCTATGTATCCAGA
+CCTCGTGAAGCCCGAAGAGCTTGAGAGGGCCAACTCCATAGTTATGTCCGCGAGTATAATCTCGAGGCTT
+GTTGGACCGGCAATCGGAGGTTTCGTGTACGGATTTGGAGGAATAAAGCTAGCGATACTGATGAATGCGA
+TAAGCTTCTTCGGCTCCGGCCTCTTCGAGATCTTCATAAAGTACGAATGGAAGACCAGAAACATCGAAGG
+GTTCTCAGATTTCGTGAGAGATATTAAAGAGGGTTTGAAATTTATAATGTCGAACAGCTTCATATCGACG
+CTCATAGGGCTTGTTATCCTCTTAAATGCCCTTGGGGCGCCTTTTGCAAGTATTATCTATCCATATGCAA
+TGAGGGAAATACTGAAGTTCTCGAGCCAACAGTTCGGCCTCGTGGAGAGCGCTTTTATGCTGGGAGCCCT
+GATTGGGAATTTAATCGTTGGAGCGTTTCTAGGGGCAAAAGCTGGGAGATATATATTCAGGTTATTCCTA
+GTTAATGGGGCCGTGGAATTAATATTTATCCTAATAATTTCTCCCTTCTTAGCTCTCCCCAGGAATAGCG
+CTTTCATGTTACTCTTAGTGCTTGGAGCAACTATGGGCATGGCTGGGGCTATGATAAACGTTCCACTGGC
+TTCTAAGCTACAGAGGGCGGTTCCCTCGGAGATAAGGGGAAGGGTGTTCTCCACCATGGAAATGCTGGCT
+AGAATAGCGAATCCATTGAGCCTAGTTGTGGTGGGTCCGCTAGTAGATACAATAGGAGCCTGGAAAACAG
+CTTCATTCCTCTGGCTTGGTTCTGGAGTTGTAATCCTCTACTACTGGATCTTCAAGGGAAAAGAATTAAC
+ATCAGAGGAGGAGTCTAAGCTTGTCGAGAACTTCCCTGGGGTTCCTCCCGAAGATTAGTATCATGGGCTC
+CTTGCCGACGTCCCCGAGGTGGTATATAACATCGGGCCTCTGCTTAACCCTCTTTATCGCGCTCTCAATC
+CCCCAGGGTATAGTTGCTCCCTCTCTTTCCTTAATCTCCTCGGGTTCCTCTCTCCTATCATAGAAGGAAA
+CCACAAGTCCCTGCTCCTCAGCGAGCCTTACCGTTTCTTCAGAGTACCTAATGTTTATCGCGCTCCTGTA
+CTCTGGGTAAAACTTCATGAACGTTAATACTGCCCTGGCCAAGTGGTCACTCGCACCGAATTCCACTGGA
+CCTACAGCCCTAACCTCGTTTCCAACTCTCACTATCCTGCCTTTTACCCCCGCAACGTCATCCCTAGTTC
+TAGCATAGGGTAGCGGAAGGGAATAGACGAAGTTAGTTCCAACCTCTGGAATGAATTTCACAGGGTTCAT
+CTCCTCGAACTCCCTAACGGCCCTAGTTAACTCCTCGTAAATCCTCCACTTCTCGGCTGGAATCTCTATC
+CAAGCTGATTGATTAACTGGGCAGTGACCGTGCCCTATTCTATGACCCATCGCTATGCCGAGGGTTATGA
+ACTTCTTAGCAACCTCTATCGCATCTTCCAATCCGAATCCCTTAGCCAAATTTGCCGTTATCGCAGCCGA
+GAAGCTGCATCCAGTTCCATGCGTGCACCCCTCAACTTTGGGGGCCCTGTAAAGCCTGTAGGAGCCGTTG
+TGATATAGAACGTCTATGGCCTCCTCTCCCTCTATGTGTCCTCCCTTGACTATCACCGCTTTAGCTCCAG
+TCTCCTCGGCTATCTTCTTTGCCGCAATCTTGGCATCTTCCACGGTTCTAATCTTCATCCCGCTTAACTT
+CTCAGCTTCGAACCTGTTCGGCGTTACAAGGGTTGCCAATGGTAGTATGTACTTGATTAGAGCATCTACT
+GCATCTTCCCTTAAAAGTGGGGCTCCGCTTTTGGCTATCATAACTGGATCAACTACGAGTGGGAAGTCAT
+AGTTTTTCACCGTCTTGGCAACGGCCTTTATTATCTCAGCATTACTAAGCATTCCCGTCTTTGCGGCATC
+AACTCCGATGTCCTCAGCGACGGCCCTTATCTGTTCTGATACTACATCGGGAGGTATATCGTGGATTGCG
+GTTACCGCTTGAGTATTTTGGGCTGTAACTGAGGTTATGGCAACTAATCCGTGGACGCCGAAGGCGGTGA
+ATGTTTTTAAATCGGCCTCTATCCCGGCCCCACCACCGCTGTCGCTTCCAGCGATTGTCAAGGCGGTTTT
+AACCAATCTCATCCTAACACCTCCTCTATTATTTTTCTAAGCTCTTCGGTAGCCTTCTTAACGTCGGAAG
+CCCCCATAACAGCCGAAACGACGGCAATCCCATCAACTCCAGCTGAGAGAACTTGCTTAACGTTTTCTAC
+ATTTATTCCTCCGATGGCAACCACGGGAATGCTCACTGCTTCAACTATCTCCCTTAATCCCTCGATTCTT
+ATAACTCTAACATCTCTTTTCGTCTTTGTCGGAAAAACAGAGCCAGCCCCTAAATAGTCGGCTCCCTTCT
+TCTCAGCCTCAAGAGCTTCCTCGAGAGAATAAACTGAAGCTCCAATTATCAAGTTCGGGGCTATCTCCCT
+AGCAACTTCTATTGGCATGTCCTCGGGCCCCAACTGAACGCCGTCAGCGTTAACGGCTAGGGCCACATCT
+ATCCTATCGTCTACGAAGAAGAGTGCATCGTATTCCTGGGTTAGCCTCCTAATTTCCTTTCCTACTTCAT
+ACATCTCCTTGGTGGATGCATCCTTTATCCTAAGCTGAATTGAAGTTGCTCCCCCTTCAAGGGCCTGCCT
+AACGCTCTTGACCTCTGGCTTTAACCTTCTGTCCGTGATTACATACAGCTTCAATTTCTCCCTAAACCCC
+AACTTCCCTCACCTTTGCGTACTTCCTTATTACCTCGCCATCTATCCTGTACAACCAATCGTACAGCTTA
+ACGTGGAAGCTTCCTGGGTACTTGGCCTCCTCATAGGCTTTCTCGGCGGCGATTCCAAATACGACGAGGG
+AAGAAATTGCCGCTCTAAGTGGCTCTGTGACCGCAACGAAAGCCCCAGTTATCGCGGTAACAATGCAACC
+TGTCCCGGTGACCCTTTCGAGTAATTTATGTCCATTGTATATCGCGAAGACTTTACCACCGTCGCTGACA
+TAATCTACAGCCCCAGTAACTGCAACTGTTGTGTTGAACTCCTTGGCGGCACTTAAAGCCAGAACCTTGG
+CTTTCTCTTCGTCGTACTCTGAAGAATCGACCCCTCTCGTCTTCCCAAATTCTCCTAGGAGTGATGATAT
+TTCGCCAAAGTTACCCTTCAACACGGTAACTCCTCTATCAAGGATTTCTAGTGCCACTTTAGTTCTAAGC
+TTTGTCGCACCTGCCCCCACAGGATCTAGAACTATGGGCTTTTTCATCTCATTAGCTATTTCTACCGCTT
+TTATCATGGATTTCCTCCACCAGGAGTCGAGGGTTCCTATATTTATCACTACGGCGTCGGCTAATCCTAT
+CATCTCCTCGAGCTCTTCTTCGGCGTGAGCCATTACGGGTGAAGCTCCCAAGGCGAGCAGGGCATTTGCG
+GTTGTATTCATAACTACAAAGTTGGTGATGTTGTGAACTAGGGGCTTTCTCTTCCTAACTTCGTTGAGGG
+CTTCAACGATAAAATTCAAAGCATTCACCTCCTGGAAAGGATATAGTAGAGTACCATCGTTATTAGGAAT
+ACCGGGATGCTTGCACCTATTTCATTCCCTATTTGGCTTAGAACTGGAACTGAAATTCCAATTAGGCTTT
+CCATAGTTAAAGACAGGTACAGGATAAACCCTATTACCCAGGCTATTATTCCTGGAGCTCTTATGCTCTC
+ATCCGCCAACAGCTTCTCGGCATCATACTCCCTCTTCACGAGGAAGTAGTCAGTTATCATTATGGCCGCC
+AATGGAACGAAGGCTCCCCCAATTAAAAGGAGGAAAGCCTCATACTTATCAACAGGGAATACCAAGGCCA
+AAAGCGTACCTAAGGTTCCAACTAGCAAAACCTGAGTCTTAAGGTTAGCTTTGGGATTTATGTTCTTCCA
+CGTTATCGAGGCTGAGTATATGTCCATAAAAGTTGTATTCAGCGTTGAAATCAAGACTATTAACATTGCG
+GGAATCCCTAGGCCATAGGCGGCTATCAAGCTTATCGGGTCTTCCTTACCCATGGCAACGTTACTTAGGG
+CTCCCAGGAAGTAACAGAATGCGGAACCCACTAAATGGCCCAGGTAAGTTCCCCAGGCCGCATCAGCCCT
+ACTTTTTGCAAATCTTGAATAGTCCGCTATAGTTGGGGCCCAGCTGAGGGGCATTGCGATTACTAAGTCT
+AGGGCTATTAACAGGGATAATCCACCCGTTCCTGGCTTATTCCATAGTTCCGAGAACGAGTACTTGCTGA
+ATATTACGTAGAGAAGCCACACACTAAGCACTCCGAGCAAGACGACGGATAACTTTTCTAGCCACCTCCA
+CCTCTCAGGCCCAACTATAGTCCAAGCCGTAACTAGTATTCCAAGGACTATCACCCAGGCGTAGTAAGTT
+CCTGGGAATATAACGTCTAAAGCCCTTGCACCGACTATCAGCATTATCGCGGTCCATCCTATTAGTTGGA
+GGTAATTTAAGAAAGAGGGCAACACTGAGCCCTTGCCACCAAGTGGTCCCCTTGAGAGAACCATCGTCGG
+TAAACCGGTTTCTTGCCCTTCTATGGCAATTAAGCTCATAACGGCGTTCCCAAGTAGGTGGCCCAGGATT
+ATAATTGCCAAAGCTTCTTTCAACGAGAGGTACGGCGTTAAGAGCGCTCCAGCCCAGATAACGGCTATTC
+CAAAGTCAGCACCAAACCATATTGAGAAGTTGCTCCAGAAGTCAAATATCTTCTCCTTTACTGGTTTTAT
+CTCCTCCATATTCTATCCCTCCATAGGCTATATCCCAAAAGAGTAACTCGAATTCAGATACCTCCAAGAA
+GACCTTCTTCGCCCTCTCCTTTTCGAAATCTCCGTGCATTTCGGCTAAAGAGTTTAGAATTTCCTCTATC
+CTCTCGACGTACTTCCTAAAATCTTCCGAACTCCAGTGATTGATGAAATCTATGTATGGGCTTTTCTCTT
+TTAGATTTTCTTTAACCCACTTCCAGGCCTCATAATAAGCCCTCTCCTCGCAATAGAATGCCGTAAAGCC
+TTCCAAAAAGCTTCCAGCGTATGCGGTGTTAAGTAGGTAGTTCACGTAAGCTTTTGCCCTCCAGTCTATT
+TCCCCTTCAAGCTCTACACCAAGTTTCTCAGCATTCTCTTTAAACATAGTTAGTTCCTGAGATATATAAT
+AGATGGACTCCGCGAAAAAGCCTAGAAGATTGTCTGGGGCCTTTGCCATGAGTATTGCCATGAAGCGAAG
+AGCGTTCTTTACGAAGTAGTAATCGTTAACTAGCCACCTTGCAAAAGCTTCTTTGCTTATCTTCCCTTCG
+GCAACCTCTTTTAAAAACCTGTGGGGAAGGAATTTTTTCCATATCGGCCTCGCTTCTCTCAGAAGTTCCT
+CAGAAAACATCCCCACCCCTCCAGGCCATCTCCCAGAAGGCCAACTCGAACTTACTTCCTGTAATGAATA
+TCTCCCTGAGCCTCTCGTAATCTCCTCCCAGGGAATCTATAATTTCTCTAAGTCTACTGACTAGGCTTAG
+ATACTCTTCACTGAGGTATACTCTTCCCCATTCCCTGTATATCTCGACGGGATTCCCATCGAGTTTATCT
+TTATGATACTCGGCTATCTCCGCGTAACTCCAGAAACAAGGTAATAAAGCGGTTAAGCCCTCAACGACCC
+TCCCTTTATAGGCCGTTGATAGCATAAAGTCCATATAAGCTGAGTTAACCAGCGTTGGTTCGGTTTTAAT
+GGCATCCTCCAGGGTAAGGCCAAGTTCCTTGAGTAACTCCTCGTAGTTCTTCATCTCGGTGGTTATTTCC
+TCCCTGGCGAGCTCTATGAGCTCGGCCAATAATGGGTAATCTGCCTTCGATGCTATTACAGCGAGGGCCC
+TAGTTAGACCTACTAGGTAGTTAAAGTCCTGCAGAACGTAGAATTTGAATTTCTCCATGGGCAAGTTTCC
+AGAATAGAGCTGAACGACAAAAGGATGCTCGAATATTTTCCTCCATATATGGTCGGCATCCCTCCTAAGC
+CTCTCGGTTATCACTACCTACCACCAAGGCTCAGCTACCCGAGAATTTTTATAACCTTTTTGTTAAAATC
+TAAAACTTGGTTATATTAGAAGATGTCCTCCAATGGGATGCTTATCTCCTTAATTCCAGACCTAAAGGCC
+CAGGGATCTTTAAGGAACTTTATTATCAGCAAGTTTCTATCCTGGGAGAGCTCCAAGACGGAAGTTGCCA
+AGTTCTCAAGGATCACTAGCGGACTGGGGGATAGGTTCTCTAGCATTCCCTTCTCAACTATGTAAAAGGC
+CAACCTATTTTTCCTTAAAGTGTAAGATTTTGCCGCTTTTAAAACTTCCATAGTCAAAGAAGATGCCGAA
+TCTAAAACGAAAAGCCTGTCAAATCCTAAAACAATGTCAATGAAGTTTTCCTGCGGTGACACCCTTTGAA
+ATTCGTTCCCATACCTTGACAGGTACATTGAAGGGTCACTTTCCATTTTAATTTTCGAGGTTATGTTCCC
+AACATCCTCACTTCCACCTATTTTCATAACCTTTACATTTGACATGTCGAGTTTAACGCCCATGAGGGTG
+ATATGTTTTAGATAAAGGGGAAACGTGTCGAGGATATCTTCAATTAGTACTGGGATACTTTTGTTACGGT
+AATGTTTTATCAGCAACAACAGAATCGCTTCAACCCCCAGGATGGAAGAGTTCTCAATCAATACTGTCTC
+ACCATAGTGCTTATTTTCTAAAAATTCGTAAAATTCGCTTACCATAACAATCCCTCCATAGAAAATTTGA
+ACTCTTTCCCAATGAGCTCTATGTTGGTGCTTTTCAGAATTGTAATGCGAACCTTCTCTAGATCCTGGGA
+TGCCCTTATTACTGTGCTTGCAAGTCTCTCTAATTCGAACTTAATTTCCTTTGGAACAGTTCTTAGTGAA
+TCCTCGTTAATTATGTATATTGCTTTTCTTCTCGTATTCCCAAGGAAACGTTGAATACTTAAAATTAAGA
+CGTACATTTCATGAGGCGATGTCAGACTCGAAAACAGATCCTCTATGCCGAGTGAGATGTTCAAATACCC
+ATCTATTTTAAGTGAACTTGTCTTCTCGGCATAAAGTTGAATATATACCCTCGGGTCTGGATGGAAAGGG
+ACTCTGGCAACGACATTTCCCACGTTGTACTTTCCCCCAGTCTTTACAACGTACACGTCTCTGAAGTCTT
+CATCTATTCCAAGAACCCTCAAATTTCTCTGGACTAGTGCAAGGGAGTCCAGGTTATCATCAATGAGAAT
+TGGCACGTTGTTTGACCTTGAATACTTAAGTGCACTATTCAAAAGGAGCTCTCTGACATAAGAATTCGAA
+GGATATAGCACTATTGCCGTCTCACCAAACTTGATATTGTCAATCACCGTGTTCATGTTTACAAGGCACC
+CTACAATAAAAATTAACTTAACAAAATAAAAATGTATCGAGAGTTAGAAGCTAAGTCTCCCTAAATAGGC
+CATATTTCTTGGGGTCATAGAATGGTGGTGTTACCGTTATCGCTTTCTTCCTTGCCCCTCTAATCTCGAC
+TTCAATTTCAATTCCAGGCTTCGCATACTCCTCCTTCACGAAGGCTATTCCTATTCCGACGTTTAGGAGT
+GGTGACAGTGTTCCACTTGTGACTTCCCCTATTAACTCCCCATTGGCATAAACCTTGTACCCTTCCCTGG
+GAATTCCCTTGTCTACCATCTTAAAGTGAACCAGCTTCCTTCCAAGTCCCCTCTCCTTCTGCTTTAACAG
+TGCATCCTTTCCTATGAAGTCCTTGTCCCAGTAAATTGCAAACTCGAGATTGGCTTGCAATGGAGTTACC
+TCATCGATGTCCGTGCTTAGGAGTTGAAGCTCCTTAGTTTCATTTCCGTACAAAGTGTATCCAGCCTCAA
+GTCTAAGGGTATCCCTAGCTCCTAGACCAGCAGGCTTAATGCCGTACTTCTTACCTTCCTCCAAAATCCT
+CTCCCAAACGTGAAGGGCCTTTTCCGGTTCTCCCCTCTTGCTTTCATCCGGATGGTATGGATTCGCATCC
+TCTATGTACACCTCGAATCCGTTCTCGCCTGTGTAACCGCTCCTTGACAGTAGCATCTTTATCCCATCTA
+GCTCAACCCACCTAGCTTGGAACCACCACATCTCATTTATGTCTATTCCAAAGAGATCCCTAGCTAAATC
+TCTAGCCTTTGGACCTTGAACCGCGAACATTGCTATGTCATACGTCTTAAGCTCAATTTCAAGGTCAAGC
+TTGGTGAACTGCTCTATCGTCTTCTTTAGATATGTGAACCATGCATAGAGCTTTTCGAAGGCATCTGAAT
+CGCATATCATTAGGTACTCGTTGTTCCCCATATTAAAGATAAGGGTTTCGTCTTTGATGGCACCCCTCTC
+GTTGAGAACCAAGGTGTAAATGCCACTTATTGCGGGAGGCTTGCTTATGTCGTTAGTGGTTACGTATTGT
+AAGAACTTGAGAGCGTCCTTTCCCCTGAAATATATCTCCCCCATATGGGACACGTCAAATAGCCCTACAG
+CATTTCTGACCGCTAAGTGCTCCTCCTTTATGCTTGAATACCATATTGGCATCTCCCAACCTGCGAACTC
+CTCTATTTTCTTGGCATGCTCCTTGTGCCAATCGAATAGGTGAACTCTCTTTGCCATCAGGAATCACCAA
+GAATTAAAATGGTGATACAGCTTAAAACGTTTAGTTCTCCAATTCTTTCATGTGTTCAATTCCAGGGCAG
+TAGCGTTATAAAGGCTCACGAAAATTTTTGAACCGATGAGAAGGATTAAGGTTCCATACATAATCTTCAA
+AACCAAGAGTGGAATATATGGAATCGATGCCTACACCTCCCTTAGGGTCGAAAAGGTTGAGAGGGCTGCA
+ACTCTAATAAGGAGATTTGACAAAATGCCTTCTATGATCAAAATGGAGGAAACTGAACTAGCTTTAATAA
+GCAAGGACAATGTTGGGGATTTTCTAATCCGGTTGAAGGATTATACAAAGAATAAGGCCGCATCCAAGTT
+GAATCAAAGGTTCAAGAAAATGAGGAGGTGGAATTTGTTTAGATTCTTAGGGATACCGACGGGACACTCA
+AGGCATATTTCTGAAGAGGAGAGACTTGCAAAAGAGAATAGGGAAGCTCTTTTAGCCCTTAGCATACTAA
+ACGTCGTGTTAAAGGGTGATGTTGAACCACTCGGTTACTCGTTTATAGAGCTGGAAATTCGAGATGATGG
+GGTTTACATAGATGGGAAAAAAGATGGAGTGTACACGGAACTCCTAAAAGTAGATATGAGGGCAGCGATA
+GCTCTCCTTGAGCTAGCTAGATGAGTTCCCTCTCAGTCTTCGTTAATCTCCTGGCCCCCGTCTTCGTTAT
+AACTATCGTATCCTCAATTCTAACGCCACCAAACTTTGGAATGTATATTCCAGGCTCTATGGTTATTACC
+ATACCCTCCTTAAGAACGGTTTCATCGTATTGGCTAACACCAGGCCATTCGTGGATTTCTAACCCGACAC
+CATGACCTAAGCTGTGAATGAAGTAATCTCCATACCCATATTCTTTAATTATATTCCTCGCTATTGAATC
+TAGCTCCTTTGTAGTTATTCCAGGCCTTGCAGCTTCCACGGCTTTCTTCTGTGCTTCGAGAACTATTTCA
+TATATCTCCCTTTGCTTCTCATTGGGAGAGCCAACGACGACCGTCCTTGTTATATCGGAATTATAATGGT
+TGTATAGGGCCCCAAGGTCTATAACGACTAAATCCCCCTTCTCTATCCTCTTGTCACTGGCCACCCCATG
+GGGTAACGCTGACCTGTAACCGCTAGCAATTATGGTGTCAAAGGCTGGCTTTTCTGCCCCGTTCATTTTC
+ATCAAGTACTCAACCTTGGCAGCAATTTCCCTCTCCTTTTTACCTTCCGTTACTTCCTCAATAGCTGCCA
+TTACAGCTTTATCTGCTATTTCGCAGGCTTTCTCGATGATTTTTATCTCCTCATCTGATTTTACTATTCT
+CATTTCCTTGATAACATCGTCCACCTTCTTAAACTCGGAGATCTTTCCTTTTTCCTTCAAATCCTCAACG
+AAACTGTAAGAAAGGCTGCCCTCTATTCCAAGGACTTTTACCCCTTCAAATACCTTGTAGAAATCATCCC
+TTCTCTTAAACTTCTCGACTGGTATCTTACTTTCCTCCTTGGCCATCTCATATTCGAGTTCTGGCACATA
+AAGCGTTGCTCCATCATTGTTCACGAGAATGTAACCTCCTGCAAGGGGAGAAGCTCCAGAGAGATAGTAG
+ATATTTGGATTTTTTGTTATGAGAACTGCATCTATAGAGTTTTCGTTCATAAACTCAATTATTCGTTTTA
+TCTTTTCGTCCATTATGTTCACCTAATTTTTGCTTGTAAATCCTCTATTAAAACTTAATGGACATGCTTA
+AATACTCATCAAACCTAAGGGACATCATGTTTGGGTGGAGAGGTAGAATAGGGTTGATAGTTCCATCATC
+AAATACTACAATGGAGATGGAATTCCACTCCGTGTTGCCAGAGGGAGTGTCATTGCACACATCCAGGATG
+CCCTTAAAGAGCGTTACCGAGGAGGAACTACTAAATATGAGCTCATACGCAATCGAGGCCGCGAAGCTCT
+TGGCGGATGCTGGGGTCGAGGTAATAGCCTTTGGTTGCACTAGTGGTTCGTTCATTGGAGGAAAGGATTT
+CGAGAAAGAACTTGAAATGAAAATAGAAAAAGAAGTCAACGTTGAAACGTTCACAACTAGTACAGCAGTT
+ATTGAAGCCCTCAATATTCTTGAAATGCAGACCGTTCAAGTGATAACTCCATATATAGATGAGATAAACC
+AGAGAGAAAAAGAGTTTTTAGAAGCTAATGGATTTGAAGTCGTTGACATTAGGGGGTTAGGTATCTCAGA
+CAATATAGAGATAGGAAAACTCGAGCCATACATAGCTTATAGACTTGCAAAAGCTTCATTTACTGGGGAT
+GTGGATGGAATATTCATAAGTTGTACCAACTTCAGGACTTTTGAGATAATAGAAAAGCTCGAAAGAGACC
+TCGGAGTCCCCGTAGTTACAAGCAATCAAGCAACCCTATGGATGGCCCTCAGGCAGATAGACGTAAAAGA
+TAAACTGCCACTAGGAAAATTGCTAAGGGAATACTGAGATGATCGAGGTAATATTCCTGGGAACTGGCGG
+GATAAAGCCAACCCCCGAAAGGAACGTGCCAAGTATAGCTATAAAAGTTGAGGGTGAACTAATCCTTTTT
+GACGTCGGTGAAGGAACGCTCAGGCAGATGGAGATAGCTGGATTAAGCCCCATGAAAATAAGGAGGATAT
+TCATAACCCACTTTCACGGTGATCACTACTTAGGATTGCCGGCCTTGATTCAGACGATGAACCTGTGGAA
+GAGAAAAGAGCCACTCCACATCTACGGCCCAGAGAATTCAATTGAATTCATAAAGAACCTGCTGAATAGC
+GGTTACTTTGCACCTTCCTTTGATGTTACAGTCCACGAGCTCCCAGGAAAAGCTAGGTTACAATTCGAGA
+AGTACGAGGTGTGGGCCTTTGAAGTTTCCCATGGAGTTCCAGCTTTAGGTTACGTATTCAAGGAGAAGGA
+CAGGAGAGGGAGTTTTGATTTAGAGAAGATAAAGAATCTTGGCCTAGAACCGGGCCCCTGGATGAAAGAG
+CTTGAGGAAAAAAAGGTCATTAACATTGGTGGTAGGACGATAAGGTTATCTGAGGTTACGGGGCCTAAGA
+AGAGGGGAGCGAAAATTGTGTATACCGGAGATACCGAACCATGTGAAAACGTTATTCAGTTTTCTAGAAG
+GGCAAATCTCCTAATTCACGAGGCAACCTACTTAAATTCAGAAGATAGAGGTGAGAGCTACCACACAACC
+GTTGAAGAGGCCTGTGAAATTTGGAAAAAGTCAAAAGCTTTCAACTTAGCTCTATTCCATAGGGGTCCCA
+GATATTCTTTTAAGGAATACAAGGAAGGTGCCACTAAACTATGTCCACAAGCTATGATACCAAGGGACTT
+CGACAGGATAATGGTGAAAGGTGCTGAATATGTCATATTTAAGGTACGTTAAAATAGTTGGCACGGTTCA
+CGTTTCCTCTGAGAGCGTGAATGAGGTAAGGAGAATTATACTTGAAGAGGATCCCGATGCAATAGCACTT
+GAGCTCGATTATGAAAGACTACTGTCTCTCCTAAGTGGCTCTAATCTTACGTTTTCCCAAGCAATGAAGC
+TTGGAAAGATGGGCATCTTAGCATATATCCTTCAAGAAGTTGAAATCATCTTGGGAAAAGAATTGGGAAC
+GCCTCCTGGGAGCGAGATGATAGAGGCATTTGAAGTTGCAAAAACCCTTGGAATTCCTGTTTATATGATA
+GATCAACCAATTCGAGTAACGCTTAGGAAGCTTTTATCCATTCCACTAGGAGAGAAGATTAGGGCTATGC
+TTGATATAATTTCCACTTTCATTAACCCAGGAGCTCAAACCCAATTAAGCTTTGAGGACGTCGAGGGGCT
+TAGCTTTGAGTTCCGTAGGAAATACCCCACCATGTACAAGATACTCGTCGAAGAGCGAAACTTGTACATG
+GCAAGAAACATTATGAGAATAGTCGATATCCTCCTGGAAAGAAAAAAGAAAGTGAAAGTAGTTGCAGTTG
+TTGGCCTTGGACATAAAAAAGGGATTGAAAAGATACTATCTCGCTCTTTCCCTAAGGGCGTTCACTAGCA
+TGTCCCTGTATAGCTCTAGTTTCTTAAGCTCTTTCTCACTTATGCCATTTGCCCTGCTTATCTCCTCATA
+GAACTTTTCTAGCTCGTTGAGAATTTCATTGAGCACATCAAAAGAGCCATCCGAGACAGAGGACAGCTTT
+CCTCTCAGAAACGGCATAACTTCTTTGGGTCTTCCAAGGTAGGCCCAGTAGAGGCCTTCCCTAAGAACGC
+TGTCTAAGAGCTCAACGTTTGGTTTCTCGATCCCTCCTCATGTAGATATCACCGAAATCATTGGAAAATT
+TTATACATATATAAAAGTTTTGGAAGAATTCTTGACAAAAAGACAAAATCAGCTCGTTTCGTCGTAAACC
+ACTCCAGCGAACTCTCCATCGTCCAATGTGACAAAGCTCACTTTAATTTTCTTGCCCGTTTTTGGATCGA
+CTACAACGAAATCTGGGTTTCTTAGGTATTCGCTTGAGGGGATCCTCATTACCAAGTCGTAATGCTTCTT
+GAGCTCTCTCAAAAATCTATCTGGGTTTCTCTTAATCACGACCATATAAACCACCCAATAGTATCTACCA
+CTATAAAGTATAAAAGAATTTCTATAGCCATTTGTTAAAATATGAATAGACGATCGTCGAAAATCAATCC
+TTCGAGACACCAGCGGCTTCAAATAAGTCGCTAACTAAAACTAGGGGGTATAACTTGAATCCCTCCTTCT
+CGATGTTTTCTCTTGCTCCTTCCTCCCTATCGACAACTACGAATATCCCAACAACTTCAGCTCCATGCTC
+TTTTAATATCTTGGCCGCTCTTATGACGCTACCACCCGTTGTCGTCACGTCCTCAACTAAGAGGACCCTG
+TCCCCGGGAGATATTTCACCCTCAATTAGCTTCCCAGTTCCGTGCTCTTTTTTCTTCTTCCTTATTATCA
+AGAGAGGTTTGTCCGTTTCAAGACTTAAAGCGGTAGCAATTGGAACAGCACCCAATTCTGGGCCCGCTAC
+CTTATCATATTCAATCCCAAGCTTCCTGGATTCTTCTTTGATCATTTTAGCTATTAGCTTAAGTGCTTTT
+GGATTCGTGATAAGGCTCTTTATGTCAATATAGTAGTTACTCTCCTTCCCCGAGGTTAGAATGAAGTGTC
+CGAACTTTATGCATCCACTATCTATTATCAACTTCACTAGCTCTTCCTTCATAGACTACCACCTCACAAC
+GAAAACCTCAAAAAGTTTTATAAGCTTCCCTTTAAATCAGGGCTTGAAAAAGCAGGGGTAAAGACCCCGA
+GGTAACTTGAGTTTCGACGCTTAATTAAGTTGATTGGAGGGAGTTGGCATGGTTCAGAAGGCTCACAGTT
+TTAGGAGAAAAACAAGGAAAAAGCTTCGCAAGCATCCAAGGAGGAGGGGACTTCCTCCCTTGACTAGGTT
+CCTCCAGGAGTTCGAAGTTGGGCAGAGGGTTCACATCGTCATAGAGCCAAGCTACCACAAGGGCATGCCA
+GACCCAAGATTCCACGGTAGAACTGGAACGGTCGTCGGAAAGAGGGGAGATGCCTACATCGTGGAGGTTC
+CAGACGGGAACAAGGTAAAGACCCTCTTCATACATCCAGTTCACCTAAGGCCCCAGAAGTGAAGGGCCAT
+GATAGGACGGAAGAAGCTGGGAGAGAAATACATAACGATAGCTGAGGCTAAGGAAATACTATTAAAGAAG
+TACGAGGAAGGGAAAAAGGCAGGAATAGAGGAGCCCCTATTCTACGAGGCAAGGCTAGCCCTAGAGCATG
+CAGAGAAATTTGCAAAGCTGTCCGCAGAGAAGGCAAGGGAAGCCGTTGAAGAATTGATTTCAGCATTTGA
+CTGGATGAACGATAGAATAGCGGGAAAAATAGTTGACATAATGCCAGAGGACAATCTAGACTTGAGGGTA
+ATATTCGCCAAGGAAGAATACCAACCAACCCAGGAAGAGATGAAGAAGATCCTTGAGATACTCGACAAGT
+ACAGGGAAACCTAAATCTAATTCCCCCCAGTTCTTTTTCTTAATTTTGATTATTATCACTGTGAATGAAA
+ACGGTTTTATACACCTTTTTTCTAAGAATACTCTGGTGGGATTGATGGAAGTTTTCGAAATAAAACTCAA
+AGTCCCTTATGATAAGAAAGGGGCAATTATAAAGAAGTTGGCAAACGTAGTTAGGGGGAAGGCAAAACTC
+CTACCTCCAGACTATTACGGGTTCAGCAGGATAATCGTTGAGGGAGATAAGAACTCGATAAAAGAGTTAA
+TTAAGCAAGTTGAGATAAGAAAGGTCAAAATATCAAGCCATTAGGATATTTTCTAGAACTTTTACGGCTT
+CTGCTATTCTCTTTTCTGGCTTATCATCTGTCTTAGGCAACTCGAGATTAATGACTACCCTCTCTTCCCT
+TCCCTCTTCATCTACATCGTAAATTTCCAGCTCTTCGATGTCAACGCTCTCAAAGAAAGCCTCGAGCTCT
+GGAGCCAAGAGCTTCCTATTCCCTCCGTACACCTCCACTCTGACGAAGTCATCCCTTGAAGATACTATTA
+TCGCGACTTCATACTCTCCGATTTTCTTCATGAACCTTACTACATCCCCATAACCCATGGACTCTTCCTT
+AAATCCCATCTCGATAAGGGTCTTCCTAATCCTCTCAACCTTACTCCTCATCTTCCTCAGTAACTTCTCC
+CTGAGTTTCATGCTCTCCTCCAAAGCCTTCTTAATTGCCTCGCCAACCCTCTCAATATCTCCCTCCCAAA
+TTCCAACGAGCTTTATACCCGAGCTCGTAGACCTGACCTCAAGCTTAATCTCGCTGGTATTAAACTCAGA
+TAAATCGTCTATCTTAAGCTCACCGAGGCGGAGGATTTCAAACTCAATTCTCACGAGCCTTCCAAAAGTA
+GCCCCCTTAAACTTCACGGGGATCACCTAATTGGGGATACGTGGATGATTTAAAAACATTGCTAGTTTAC
+TTAAGACTGGTGAAGAATGGTGAAAATTGGAAAAGTTGAGATGTACATCAATGAAGAACTCGAAAGCGGT
+AAAAAGTTGCACTTCGTTCTAATAGATCCCGATGACACTCACCCAGAAATGGCTGGAAGGATAGCGGAAT
+TGTGCGAGAACGTTGGGGTAAATGCAATAATGGTTGGGGGATCAACTGGAGCAGAAGGTGAAATGCTAGA
+TAACGTCGTTAAGGCGATAAAGGAGAGCTCATCCTTACCGGTAATACTCTTTCCCGGTTCTCATAGTGGA
+ATAAGCAAATATGCCGACGCGATATTCTTCATGAGCCTTCTAAATTCACGGAATCCATTTTTCATAACTG
+GGGCCCAAGCCCTGGGAGCGTTTACCGTAAAACGTTATGGGTTAGAGCCTATTCCAATGGCATACATAAT
+AGTTGAGCCCGGCGAAACCGTGGGATGGGTAGGGGATGCAAAACCGATACCTAGGCACAAACCAAAGCTG
+GCTGCTGCATATGCATTGGCTGGCCAGTATTTGGGCATGAGGCTAGTCTACCTAGAGGCTGGAAGTGGAT
+CTCCTGAACCCGTGCCTCCAGAAATGGTTAGGATTGTAAAATCAGTTATCGACGTCCCCTTGATTGTTGG
+TGGAGGGATAAGAACTGGAGATCAAGTGAGGGAATTGACTAAAGCTGGGGCCGATATAATAGTGACGGGA
+ACCGCTATAGAGTCAACAAAAAGTATAGATGAAGCGAAGAGAAAGCTAGAGGAAATTAGAAGGGGACTAA
+AGTGAAGCCCAGATTTCAAACCCTTCCCTAAGATATTTTTGAAGTAGTTTTCCTACTGGAGAGGACTTTG
+AAACCTTGACGACCCCCTTCTTACTTGGTGTGGCCGTGAAGACGTACTCGTTTCCAGCGTAGAATCTCAG
+GGGTTTTCTTGCGTAGTCTGGAGATACCCTCAGAACTATGCTCTTCTTCTTTTCATCTATTTCCACTGGT
+ATCTTCTCCTTGACTTCAGGTTGCTTCTCACTGAGGCTCTTGACTTCAATGCTTATTCCAAGCCTCTTTT
+CAAGTTCCTGGATTCTCTTCCCCTTCTTACCAATTATTGCGGGAATATCGTACTCATCAGCGTATACCAC
+CGCCTTGTGAGGAGTAACCACCTCGACTTCGGTGTAAACATCCGGCAGAAATCTCTGGATTTCCTGTTTA
+AGCCTCTTCTCGGCAAGTTTAAGGGCGGGGGCTTTTTCTTCTTTCTTTATTGGAACGACGCTAACTTCCT
+CACCGAACGTGTAGATTTCATACTCTAGTTGCCCCGTCTCAAAGTCCCTAACCTCTATAACGGGCCTAGC
+TAGATCTTCCTCCTTCATTCCCGTTGGAACCTTGACCTTGTATTCGAGCGTTAGAACCTTTGCAACTTTT
+CCGCCCTTTATGAATATTACCGTGTCAACTATTTGAGGAATCATTCCAAGCTCAACCCTTCCAATGAACC
+TTTGAATTGCATCTATTGGCTTCGTTGCATGAACAACACCAACCATTCCAACCCCAGCTAACCTTAGGTC
+TGTGTAAATTAGGAAATCACTCGTCTTCCTCATCTCGTCGAAGATTGTGTAATCTGGCCTAACTAAGAGT
+AGTACATCTCCGGTCTTTTCCATGCTACCGTTCAGCGCGGTATATTGAGTTATCTCCTCGCTAACCTGCA
+AGTCCCTAGGCTTCTCCATCGTCTTGACTATCTTGCCCATACTAGCGTACCATTCTGCAAGCGCCTGGAC
+AAAGGTCGTCTTTCCGGCCCCAGGAGGTCCAGCGACGAGTATTCCCTCGGCCTTCTCCTTTAGTCTCTCT
+AGAAGCTTCCCGCTTAGGTTGTAATCCTCTATGCTAAGTTTCTTTATTGGCCTTACAGCCGTTATCTCGA
+TTCTATCTGAAAATGGTGGCTTTGCAATCACTATCCTATAGTTTCTAAGCTGAACTACAGTAGCCCCCGG
+CTCATCGAGCTCGATGAAGCTCTCGGGATCCCTTCTAGCTCTCTCAACGATATCATCGGCTATCTCCTCT
+AGCTCTTCCTCATCTAGAGGTTTATCCCTGATTGGGACGAGCTTCCATTCTCCTGGTCTACCCTTCTTGG
+CCAATGGCCTTACCCCTGCCTTCAAGTGAACGCTCATTGTTTCATCATCGAAGAAGTCCTCGAGCCTAGT
+CTTGGGCTCTCTCTTACTTTCGAGGTAGATAACTTCGATTCCCTTAGCTATAGCTATGTCCCTCTGAACT
+TGGTCTCCAGTAATTAGCACTGCATTCAGTTCCCTGGCAACTTCCCTGACCATATGGTCTATTTCCCCAG
+CCTTTGCCCTTTTGATTTGCCAAAGCTCTGGCCTCTCTCCGTAAAACTCCAATAGAATTTTGCCCTTGTC
+TGCAAGCTCCCTTAACTTCTTTAATTCCTCAAGCCCAGTGTGGCCTATCGCCTTACCTTCATTCGCCTGA
+TGCTCTATCTCAGCGACAACGGCCTCAGGCACGACCACCTTAACCTTCTCTCTCACTCTCTTGAGGTACT
+GGGTGAGCCTGCCGTCAACTATCACGCTCGTGTCGGGAACTATTACTTTCATTGTCTCACCTCCTACCAA
+CAATAAAGTGGGTGCTTTTTAATCTTAGCCAAAGAGTTTTAAATACTTTTAGTTAATAAATTTGGGGGTG
+AGAGGATGGCGCTGATAGAGATAATCAGAAGAGCTAAGGAAGCTGAAGAGGATGCACTTAAAGAGTACAA
+GGAAATACTGAAGGAATTAAAGTCCCCAGAGGATGCAGAGTTGAAGAGGGTAATTCTAAGGTTAGCGGTG
+GATAAGATCTTTCACAAGGAATTGATGGAAGCAATAGAGCGGGCATATAAAGAGGCATCCAAGTTACTCA
+GGGAGCACATAGATCCTTACTATCCAGAACTGGAGCCAATTAAAAATTCGATAGCGCAAGCTGATGAGGG
+ATTAATTTTAATTCCAGGTATCCCATCCCTCGTCATACCAACGGGAACCCTTGGATACAAGATCCCTCCT
+GAGGACATACTAGAGGAAATACTCTCAACGTCACCAGAAGTTTCCATAATGCCAAGGGATAAGGCAGAAA
+AAATGCAAAAAGAAATTGAAAAACTAATCAGAGAGGAGAGGGAAATGGAAAAGAGTTACGAGAGCCTTGA
+AGATTTGGCGAAGCATCCAGTTATAAAGGACATTGCAAGGTCTTTGCTGTACAACGAAGCCCAGCATAGA
+GCCATACTGAAGGCAATTTCAAAAAAGTTCAAGATTTAGTAACTAATTCTAACTTTTTGGATCAATCAAT
+AAAAAGGTTTTAAAATATTTTTTACCCTGTTTTAGAAGATGAAACTCAAAACGAACATATCAACATTAGA
+TAGAGCCCTTGGAGGAGGGTTTGAAAAAGGATGCAACATTGCGTTAGTTGGGGGAATGGATAACGATCAC
+ATTATATTCGCTCACCAATTGATTGAGGCGTTTCTTTCTCAAGGTGAGAAAATTCTCCTAGTTGAGCTCA
+GACAAGACCCAATGTCCCTTGTGAAATGGTTAAATAAGCATGAGATAAATTATGAGGATTACATCAAAAG
+TGGCCATTTAAAAATACTTGATGGTTTTTCAAATCTATACTCCCCCACTAATGTTGTGGGTCCTAACGTC
+TTACCAAATCCAATGGATCTCGGAATAACATCAGCAATAATCCGAGATAACGTGTCGAAAGAGCCTTATG
+ATATCGTTGTTTTTGACGACATCACAACTTTATACTCCCTCCAAACTGATTACAAAGCTTACATAAGGGT
+CATGATAAGATTGATTAATTCACTTAAGAAATTCGGAGTCTCTACTATTATAGGTGTAAATGCTGATGCA
+TTCCCAATCCAGGATCTTTCGATGATTCTCATGCCTTTTGAGTACTTATTAGAGGTCAAAAATGGAGTAA
+TAAAAATTAATAGATCGTTCTCCTTTATAAGGGTTAACGAATTTCAGTATATAAAGACTAACAAGGGGAT
+ACTGCCAATAGAAGATGTCCTAAAAAGTACCGATCATATTAGGGAATCACTGATCTTGACTAAAGATGGT
+AAACTCATGATAGGAGGGGAAAGGATACAGCTAATTTCAGAACAGTCAGAGAGATCTCTCATTGAGTTTG
+TGTATCAATTTTTAGGTTCTAAAGAGGGTAAAGAGTTCCTATATAACTGGGGAAGATACGAAATAAGAGA
+TGTAGACTTCTCTAGAAAAATAACGACAACTGAGGAAATCAGGGAAATCCTAGAGAGCATGTTTGAAACA
+ACGAAGCTCATGGGGGGAGGAATCCTTAAGATTGTAGAAATTGATGAGGATATTATCATTGTTGAAGGAA
+AGAACCTGTTTCCAAAATTTGAGAACTTTCCATACCCAGCACATCCCCATTATGCAGGTTCCATGAGTAA
+ATTATTGGAGAAGGCTACTGGAGAACTGTGGGAGGGAGAAGAAATCAAATGCGAAGCTCAAGGAAGTGAT
+AAATGCGTATTTGTACTCAGAAGGGTTTCTACTGAGAAGACAGTTTGAACGATCTTCCAATCTCACCTAA
+GGGAGTGTTTGTTTTTAGACTTCCAACTACTGTCCAGTTCAGTTTAGTATCGTTTTCGACTATCGATTTT
+ATAATCTTAGTGTCAACATTTGAGAACGTAACAGTATAATTGAGCTTCAATAAAATAAAGCTTCCAGCAT
+TTACTGTTATATTTTCAACTTCTTTGTACCCAATCGGAGTTGAATCTAGGAATAAACTAGCCTCCAATTT
+ATCAATTACGGCATCTTCTTTTCCATTATTTTTGACCTTCAGTTCCACAACCACAGTTGCGTGATCAACG
+TTAACATCGCTAACAGTCACGTTTATAACCTCCACGTCACAGTTCCTCAACGCACCAATAACAGCATGTG
+AGAATACAAAGTAGGAAAGGGATATTCCAGTCAGCGTTATCAGCATAACCAGAACAACCGTGAAAATCCC
+CCTCATCTCACTCCCCTTTGAGCTTTAAACCAGTGTGTTCTTGCTTTATCCTCTCAACCAATGATAATAT
+ACTGTCGGTAACCTCCTTTAACTTGTTAGCTAGATTCTCTAATTCCATAACGACTTCCTCAAGGGTTCTC
+TCCATCTCCTCAACTTCCTCCATTGCAAGTGCGAGCTTCTCCTCCTCTTCCTTTCTGTACACCTCTATGT
+TCAGAGTATCATACTCCCAAGATATCTTGCCATCGACTATATCGAATTCAATGCTTATCCTCACAACATC
+TTCCTTTTTAACGCCTAATTCTTGCAACTTCTCAAATATTGCTTTGTTTACCTCGGCAGCGGCCCTCACG
+ACTTCCTCTGGCTCAACCTTTCCTCGCGTAACTGCGAAGAGAACCCTCCTGACCTTGTTAGCATAACCTG
+ATGCCCTCACGAATCCAGTCATTAGCTTGGGCATGAAGAACCACCATTATTATTTTTTAGGATTTGGTAT
+ATATATCCTTGATGGTGCTTTGGCATGAACATACTTATTTTTGGGCCCCCGGGAAGTGGAAAATCAACAC
+AAGCAAGGAGAATAACGGAAAGGTATGGTCTAACTTATATAGCCTCTGGAGACATAATAAGGGCGGAAAT
+AAAAGCCAGGACACCCCTCGGCATTGAAATGGAGAGGTACCTATCAAGAGGCGACCTAATTCCGGACACA
+ATCGTAAATACCCTGATAATTTCAAAGCTCAGAAGGGTGAGGGAGAACTTCATAATGGACGGCTATCCCA
+GGACGCCAGAACAAGTTATAACCCTGGAAAATTACCTGTATGACCACGGGATTAAGCTAGATGTGGCAAT
+TGATATATACATAACAAAGGAGGAGAGCGTTAGGAGGATCTCTGGAAGGAGGATATGCTCCAAGTGTGGG
+GCCGTTTATCACGTTGAGTTCAACCCACCGAAGGTTCCGGGGAAGTGCGATATATGCGGCGGTGAGCTTA
+TACAAAGACCGGATGACAGACCGGAGATAGTTGAGAAGAGGTACGACATATACTCAAAGAACATGGAGCC
+GATAATTAAATTTTATCAGAAGCAGGGAATTTACGTGAGAATAGATGGGCACGGATCAATAGACGAAGTC
+TGGGAGAGGATTAGACCCCTACTAGATTACATTTATAACCAGGAAAATAGGCGATGATTTGACTCCGGAA
+AAGCTGAGCGATGATGAAGTCCAGCCCGAATGAGCCGAGGTGATAAGATGCTCAAGTTTGAGGTGAAAGC
+TAGGGATGGCGCCGGAAGGATAGGTAAGCTGGAAGTTAATGGAAAAAAGATAGAAACCCCAGCTATAATG
+CCCGTGGTTAACCCGAAGCAACTAATCGTCGAACCAAAAGAGCTCGAAAAAATGGGGTTCGACATAATAA
+TCACGAACTCCTATATAATCTACAAGGATAGGGAGCTAAGGGAAAAGGCGTTGGAAGTGGGTATCCATAA
+GCTACTGGGCTACGACGGCATAATAGAGGTCGACTCTGGTTCTTTTCAACTTATGAGGTACGGAAACGTT
+GACGTAAGCAACAGAGAGATAGTCGAGTTCCAGCATAGAATTGGGGTTGACATAGGAACTTTCCTCGACA
+TCCCAACACCTCCAGATGCCCCAAAGGAGAAGGCAATGGAAGACTTAAAGATAACGCTGGAGAGGGCGAG
+AGAGGCTGAGGAGATAAAGGAAATAGCTATGAACGCGGCAATACAAGGTTCAACGTACACCGACCTGAGA
+AGGTACGCGGCGAGGAGATTAAGTAGCATGAACTTCGAGATTCATCCTATAGGTGGAGTGGTTCCACTTT
+TAGAAGCATACAGGTTCAGGGAAGTTGTTGACATAGTTATCTCTTCAAAGATGGCCCTAAGGCCGGACAG
+GCCAGTTCATCTATTCGGAGCCGGGCATCCAATGGTGTTTGCCCTTGCCGTAGCCATGGGAGTTGACCTA
+TTCGACTCTGCTAGCTATGCCTTGTACGCGAAGGATGACAGGTATTTAACCCCTGAGGGGACTAAGAGGT
+TGGATGAGCTCGAATACTTCCCATGCTCTTGTCCCGTATGCTCTAGATACACCCCCCAGGAGCTCAGGGA
+GATGCCCAAGGAAGAGAGGGCAAGGCTTTTGGCGATTCACAACCTCTGGGTAATAAAAGAGGAGATAGAG
+AGGATAAAGCAGGCAATAAGAGAGGGAGAGCTCTGGAGGCTAGTCGATGAGAGGGCAAGATCCCATCCAA
+AGCTGTACTCGGCGTACAAGAGACTTCTAGATCATTACACATTCCTTGAGGAGTTTGAGCCAGTTACGAA
+GAAGTCCGCAGTTTTCAAGATTAGTCATGAAAGTTTGAGGTGGCCTCTAGTCAGGAGGGCTAGGGAGAGG
+GCCGAGAGAGTTAACTCGAAGTTTGGAGACTTAGTTGAGCACCCGATATTCGGTAAGGTGACCAAGTACC
+TGACGCTCACTTACCCATTCGCCCAGAGCGAGGCTGAGGATGAATTTTCAATAGAGAAGCCAACAAGGGA
+GAACGCTATAAGGTACGTGATGGCGATAGCAGAGTACCAATTTGGAGAGAACGCTTCAAAGGCCTTCGAA
+GGGGCTGAGGTTGAACTTGCAAGAACCGGAATGCCAAGACAGGTAAAGCTAAATGGAAAGAGACTTGCCA
+CGGTTAGAGCCGAGGACGGATTCTTGACATTGGGAATAGAGGGTGCTAAAAGATTGCACAAGGTGCTGGA
+ATACCCCAGGATGAGGGTAGTGGTTAGTGAAGAAGCCGAGCCCTTCGCGAGAAAAGGAAAGGATGTTTTT
+GCGAAATTCGTGCTATTCGCCGATCCAGGAATAAGACCATATGATGAAGTTCTAGTTGTCAATGAAAAAG
+ATGAGCTTTTAGCAACAGGTCAAGCCCTTATGTCTGGGAGGGAGATGATAGTCTTCCAGTATGGGAGGGC
+AGTGAAGGTTAGGAGAGGGATAAGCGGAGGATGAGAGAAATATATGGAGCTCATGACAAATGAAAATTTT
+TTCATATTATGGGTTTTTAGGTTTTATCTCTTCCTGGGGTTTCTGGAGTTTTAACCTTACGCTCGCCCCT
+AGAATTTTTAATAAAGGTTATACATGAAATTATCTTGAATTCAACCAGCTTTTAGGGTTTTCGTTTTCTG
+TTTACCACAACAGTGGTAATTTCTTGTCAAACATATTCATTTAGAATCCAAGACTTCTCAAAGCTTGACT
+TTGCAAACGCTGAATTTTCAATCCCTAGTTGGATAGCTCAGGAGGCTGATAAGACTTATTTTCCCTAGGA
+TTTTAGTGCAAAGTAATATTTTCCACTCAAATTAATTTTGATTGCATGGATTTACCAAATAAGAGTTTTT
+GGGTTGATTGTTTTGTTGTTAAGCTTTTCTCCTGGGAGTTTCATTTTTGTATTGGATTTATATAAAAAAT
+GTAGTATTACCGGTTTTCACGAGGGTGAATTATATAAACCCAGAGAACACTCCAATAGTGAAAACAAGCA
+AAAATTTCAAGGGTTTCCGTATAACTTGTCACCAACAGCCTCCCTGACCTCAGTTTCCGTAGAACTTAGT
+AGTGTGGAAAGATCACGTTGCTCGCAGTCGCTATTAAGTCTGCAAAGGTTTAAGTTGAACTTAATAGTAT
+GATTAAGTAAGTAAAAATATACGATATAGCGAAACTATTTTATCCCCAATTCCCCTATGATAGTTTGGTG
+ATAAGATGGATCTGAATATGACAGGCATCACAGGAGACATTGGAATAGGTGCGATAGTTGGATTCATAGT
+TGGCTACGCTCTAAAGAAGTTCCTCAAGCTTGTACTCGCCCTGATAGGAGCTTACATCCTAAGCTTATTC
+TGGCTACAGCAAAAGGGAGTTATAACAATAAACACCGATGCCCTCTTCAACTTGGCCAAGAGCGCAACGG
+AGCAAACTATGAGCCTAGCGGATAAGGTTGTTGGAATACTCCCTGGGAGTACTGCATTTATAGCAGCATT
+CTACCTCGGTTTTAAGAAGGGATAAACTATATAAGTGGCTCCCCCTTCATGTCTCCCCTCTTCTCCAGCC
+CAAAGAACTTCAGGATCGTTGGGGCTATATCGTACAAGCTGGCCCCTTCCCTTCTAACGTTTAGACCCCA
+GATTATCAGCGGTACCTTCATTACCCTCTCGTTCATCGAGCCGTGCATACCTTTGACCCAGTAGCTTCTT
+CCCTTTATCCCCCTACACATCCTATGGTGGCAGAACCAGTAACCTTCCTTGGCCGAAACTATTAAATCCC
+CACTAACGGGCGCATCTAAGTAGGGCAGATCTTCCCTGAAGAACACGCTCTTCACTCCTGGGGCCCTCCG
+TAGGATTTCATAAGCCTCTTCCTTCTCTCCAGGATTCTTCAGGTAAACGTGCACTCCCCCTCCAGAGGAT
+ATCCTTAGGACTTCAATGCCGTTCCTCTCGAGGTACTCCCTTAGGTTTACCCAAGTGTGAACGCTCTCCT
+GTCCATGATCTGCGAATATTATGAAGGCGTACTCGTTCTTTAACCTTTCCCAGAGGGTTCTAACCGCTGA
+ATCTACCGTTTCAACGGCCTTAAGGGCCTCACTGCTCTCAGGCCCATGGTCGTGTTGCATGCCATCTATA
+GAGGCAAAGTGAACCAGCAAAAGGTCTGGCTTGCACTCCTCGTAGAGGTAGAGCGCAGAGTTCAGAACCC
+AAACATCCTTTTTCCAATCCCTACCGTGCGTTCTGTAAAGCTCGTCCGATGAGAAGAAGGGAGGGAAAAT
+CCTAACGTCGGTGTTGCTGAACGGGGGCATGGTGTACCCTGAAACGCTGGCAACCCTTATCCCCCTTTGC
+CTGAGCAAATCTTGAACCAACGGGGCCTTGATTACCTTGTGAGGATTAAAGGCAACATCGTACTCGTAGA
+ACTTAACCCTAACACCGCTCAGCCTATCGTAATAGCCGTTCTCAACGACCCAGTGAATCCTGGGCTCGAC
+ACCCGTCATTACGCTCGTGTGAACCAAATCAGTGAGGGTTGGAAAAATGGAATCAACGATGAACATCGAA
+CCTTCCTCAGCGAGCTCGCTCAGGAAAGGCATGTGCTTTAAGTTGTAAACCCCATTCCCGTCCAAGCTTA
+TCAGGGCGAGCTTCATGTTTCCACCTCAGCCGGTAGGTGGTTCATCACAGCTCAGCCGGGAGTAGTTCAT
+CATCGCTACCGTTTTAATTCGGGGTCTCATAAACTTAACCGATGGGAGCCAGGGAGGCCCTGCCAAAGTA
+CTTCGCGATACTCGAGGGAGATGATGTTCCTAACTTCATGCTAGCTAAGAAAGTAGAAGTCAAGCCCGAG
+GATAGCATTGAGGAGATGTGGAACTCTCACGAGGAGGGCATGGATAAGTTAAGGGAGAACGACATTAAGG
+ATAACCCGAGCTTTAGCCTACTCGACCTTAAAGCTGTGATAGCTAATAAGATACTTGAGAGCTGCACCCT
+CTGCGAGATAAAGTGTCGCGTGAACAGGAAGGAGAGCGTAGGCTATTGCAGGGTTAAGGAAACTCTGATT
+GCAAGCGATTTTCTCCATTACGGGGAGGAACCCGAGTTGGTTCCTTCTTATACTGTGTTCTTCAGCGGTT
+GCAACTTTCGCTGTGTCTTCTGCCAAAACTGGGACATAAGCCAGTTCAGGGTTGGACTTAACTACAGACC
+TGAATACATGGCGTTGAAAATAGAGAGAGCCTATAGGTTTGGCGCAAAGAATGTCAACTTCGTGGGTGGC
+GAGCCAACTCCTAACCTCCCCTTTATCCTCGAAACCCTTAGATATGTAAACGTTCCAATCCCGGTAGTTT
+GGAACTCCAACATGTACATGAGCGAGGATAGCATGAAGCTCTTGGATGGCATCGTGGATATCTATCTAGG
+AGATTTCAAGTATGGAAACGATAGGTGTGCCTTGAAGTACTCGAAGGTTCCAAGGTACTGGGAGGTCGTT
+ACGAGGAATTTTCTCCTAGCTAAGAACCACTTCAGGGCGGAGTTCCTTATAAGGCACCTTGTCATGCCTA
+ACCACCTCGAATGCTGCACGAGGCCAATTCTAAAGTGGATATCCGAAAACCTCGGGAAGGACGTCAGGGT
+TAACGTGATGTTCCAGTACAGGCCGGAATACAAGGCAATGGAGTATGAGGAGATATCCAGAATGCTTGTT
+TTAGAGGAGATGGAGGAAGCTGAAAGATTAGTTAGAGAATTCGGTCTCAAAAACGCGCTAGTGGGATAAC
+CATGGGCGTGATAATTAACGAGAGCAAAAGCGTTAAGTGGGAAGGGAAGGTTGAGATTGCTGATAACTTC
+ATCAAGAGGGCCTTTGGGTTTATGCTCAGAAATCCTGGGCATGCACTAATCTTCATCCTTCCCTTTGAGA
+CGAGGTTTAACGCAACCATCCACGGCTTCTTCATGCTCAAGAGCATAGACGTAATATTCTTGGATTCAGA
+GAAAACCGTGGTTGACGTTACAACTCTGAGACCTTGGAGAATTTACGTTCCTAAGAAGGCTGCCAAGTAC
+GTAATCGAGGGGCCAGTTGGTTTGAGGAAAGTCCTGAAGGTCGAAGTTGGAGATAAAGTTGAGTGGATAA
+CCTAGCTTTCCTATAGATAAAACTGCAATTAAATAATTGCATAATCAGCTTTTTATGTAATTACATAATT
+ATGTTTAAATTTTTGAACTAATTAAGTTTCCATATCGAACATAATAGTTTAAAAAATCAAAAGCGACTGG
+GGAGTGATGAGCGAGATAAAATGGGCCAACAGAGAGTACTCTGATGAGGAGATTTACTCAATTTTAGATC
+CTATAGTTAGGGAATGGTTTAAGAGGAAGTTCAAATCTTTTACCCCTCCCCAAAGGTACGCGATCGTCGA
+GATTCATAAGGGAGAGAACGTTCTCATCTCATCGCCAACGGGTTCTGGAAAAACTTTGTCGGCTTTCTTA
+GCTATAATCAGCGAGCTAATCTCGCTCGGGAGAAGGGGGAAACTTGAGGACAAGATTTATTGCGTTTACG
+TTTCTCCACTTAGGGCCCTTAACAACGATATAAGAAGGAACCTCGAGGAGCCACTCCAAGAGATAAGGGA
+ACTATCCCAGGAGCTCAACGAGGAAATTCCAGAGATAAGGGTTGCCGTGAGGACGAGCGATACATCAAGT
+TACGAAAAGAGCAAGATGCTAAAGATGCCCCCTCACATCCTCATAACAACGCCCGAGAGCTTGGCCATAG
+CCTTGAACGCCCCAAGGTTCAGGGAAAAACTCAGGGATGTTAAGTGGGTTATAGTTGATGAAGTCCATGC
+ATTGGCCGAGAACAAGAGGGGCTCCCATTTAGCCCTAACCTTAGAAAGATTGAGGGAGCTAACCAAAAGG
+GATTTCGTTAGAATTGGACTGAGCGCAACGATTCACCCCCTCGAGGAAGTCGCCAAGTTCGTCTTCGGCT
+TTAGCGATGATGGCAAGCCAAGGCCCGGGCTGATAGTTGACGTCAGCTTTGCCAAGAAGACCAAGATAAC
+CGTGGAGAGCGTGGTTGAAGACCTAGTTTATACCCCAGCTAACGTCCTCAACGAGGCCCTCTACAGGAGG
+ATTGGAGAGCTAGTTAGAAGCAGAAAAACAACGCTAATATTCACGAACACGAGGAGCGGTGCGGAGAGGG
+TGGCTTACCACTTAAAGAAAATGTTCCCTGAATGGGAGGACAAGATAGAGGCCCATCATTCCTCTCTTTC
+AAGGGAAGTTCGTCTTGAGGTCGAAGAAAGGCTGAAGAGGGGAGAGCTCAAGATAATAGTCAGCTCAACA
+AGCCTCGAGCTCGGAATAGACATAGGGACCATAGACTTGGTAATCCTAATAGGCTCACCTAAGAGCGTTA
+ATCGTGCCCTTCAAAGGATTGGAAGGGCTGGACATAGGCTCCACGAAGTCAGCGAGGGAGTTATACTAGC
+TTTAGATAGGGATGACTTGGTTGAGGTCACAGTTTTAGCCCACAACGCCAGGAAGAGGAAGCTCGACAGA
+ATTAAGATACCTAAGAATCCTCTGGATGTCCTCGTTCAGCATCTCCTCGGAATGGCCCTCGAGAGGGTCT
+GGGAAGTTGAAGAGGCATACAAAGTAGTGAGGAGGGCTTACCCATACCATGACCTGCCTTTCGAAGATTT
+CATAAACGTCTTGAAATATCTAGCTGGAGAATTCTCCGGCTTAGAGGAGAGGAAAGTTTATGCTAAAATA
+TGGCTCGAAAACGGAAAATTTGGCAAGAGGGGCAAGATGACGAGGGCTATCTACTACATGAACACTGGAA
+CAATACCGGACGAAGCTAAGATCGACGTTTTCACGATGGACAAGAAGTACATCGGAACCGTTGAGGAGGA
+GTTCGCCGAAAGATTAATTCCTGGGGACATATTCGTCTTGGCTGGAAGAACCTACGAGTTCGTTAAGAGT
+AGGGGGAACAAAATTTACGTGATCCCGAGGGAGGGAGTTAAACCCACTATACCCTCGTGGTTCTCGGAGA
+TGCTACCCCTAAGCTTCGACTTAGCCCTGGACATCCAAAAGTTCAGGAGGGAAGTTAAGAGCCTGCTCAA
+CGATGAGGATGCTGAGCTAAAGCTCATGGAAAAGTACGGAATAGATGAGATAACTGCGAAGGCGATAATA
+TCTTACTTCAGGGAACAAGCGAACTACTCAGTAATTCCTGATGATGAAACCGTTTTAGTTGAGATAGTTA
+AGGAAGGCAACGTCGTCAAGTACTTCTTCCATACATTGATCGGCAGAAGGGCAAACGATGCCCTGAGTAG
+GGCTTTTGCATATTTAATTAGCAAGAGGAAGAGGTGCAACGTTGGAATGGCGATAACCGACAATGGCTTT
+ATGCTGAAGGTTCCCAGGGATAAGGAGCTGTCCCAGGAAGAGGTGCTCGAGCTGTTCCAGGTGGAGAACC
+TCAGGGAGACCCTAAAGAGGGCCCTTGACAACACGGAACTTCTTAAGAGGAGATTTAGGCACGTGGCAAA
+CAGGGGGTTACTAGTTCTTAGAAGGTACATGGGGAGGAAGAAGAGCCTAAGTAGGCAACAGATGAACGCT
+CAAACGCTCCTAAACTTCCTGAAGAGGAATTATCCAGAGTTTCCGCTGTTAAAGGAGGTCTACAGGGAGA
+TACTCGAGGATAAGATGGACATAGAGAACGCGGAGCTTTTCCTTAAGTGGATCAAGGAGGGAAAGGTAAA
+GATCGTTGTAGAGGAGCACAGCTACCCAAGTCCCTTCGCGTTTAACCTGGAAGTCGTTGGAGCTAGCGAT
+GTCGTTCTCATGGAGGATAGGAGAGAGTTAATAAGGCAGTTACATCAAAAGATAATGGCGATAATAGCGT
+CACAGGGACAGGATTAAAAGGACGGATAAAATTGAGAGCAAAACTTCGCCCAGGAATAAGGCCTTTTTGC
+TCTCTCCAAGGTTGTGCATCTCAGCCAATGAATCCACTAATCCATGAAGGAGCATGAAGAGGACTAATAC
+GCCTAGCCCTGCATACGTTAAGATAGCTGAAGTTGCAATGTGGAAGAGAGTTCCAAAGTACCTCTCCCAA
+GCTCCTAGCCAGGAATTTTTCTCCACTAGCTTTTTCATGTGCTCGGGGAGTTGTTCTTCATAGAACACCA
+CCGGAATGGCATAGAGAACTTCGAAAAATCCTATTCCTAAACCAAACATGATTCCAGTAGATACTTCCTT
+CCCGTGAAGGAATAAATATTTCACGAGCTCCTGGGAAAAGCCAGCTGAGAATCCGAGCCCAATCGAGACT
+AATAGGGTTCCTAAGTTAAGCTTATCCCTTAGAAATATCACCAAAAGCTGAAGGGGAAATTGAATGATTA
+ATGCGATGATTATTCCAACTATTCCGAGAGCAAAAGGCTTTATCGAGAATTCATAACCAAGGAAATATAC
+AGTTAGAATTGCCAAGAAATAACCGAGCAATAATAGGAAAACTGCAAGAGTTTTCCTCATTTTCATCACC
+TAAATTAGAGGTGTCCCCTCCCCGACCGCCCTCCGGTCACTGATCCCGGAGGTGTGAGAGGGGAGGGGCA
+TTATTACCTTGAGATTATGATTTTAAACCTCTTTCCCTTTCGAGCCTATCAACCTCTCGTGCTCCCTCAT
+CATGCACCTGTTTGCAACGGCTATTAATCCCGCCTCCTTGGCCCTCTTGAAGGCCTCCCTGTTGTAGGTG
+TAGTACTGGAACCACACGACCTTAGCACCTTTCTTTATGGCCTGCTCCACGTAATCCATTGTAAACTCTG
+GCCTCACGAATAGATCCACAACCTCAACATCATCCGGAATGTCCAGAACGCTGGGATAGCATTTCCTACC
+AAGAACCTCATCGTACTTGGGATTAACGGGATAAACTTCGTACCCGTGCTCGAGCAAGTACTTCATAACC
+CTATTAGCATCCCTCTCGGGCTTAGGCGAGGCCCCAACTAAAGCTATCTTCTTGTATTTGAGTAAGATCT
+CCTTAACGTCCTCATCCGTTAACCTGTCGATAGGCATTATCCTAACCATAGTATCACCTTAAGAAGCTCT
+CACATATCCTATTAAAAAGTATTGAATGGCCTTAGCTAGATCCATCATGACCAGGAATATTACCAGGAGA
+ACCCCTGTTACCGTCCAAAACGACTCCCTCTTAACGAATCCCAGGAGAGAGTACAGTATTCCAAGGACGA
+CGAATGCCAAGATTAAGTGTATACCGCTCTCGCTGTATTTCCCATGTATTAACCTCCAGAGGCCGATGGC
+GTCTCTCACCCAGTAAACCTCGCCAACGTACTTGCAATCCTCCGAGAGGAGGATTTTTCCTTCGCATTTT
+ACTAGGCAAAACTCCCGCCTAAATTCCATGAATGGTTCTATCTTTAGGTATATCTCGTATTCATCTTCCC
+CTAGAACGACGTAACTTCCCCTTACGAGCTCTTTGCATGGCTCATTTATTTCTAAAACCTTAACAAGGTA
+CTTACCCCTGAATAACATCTCCTCCCCCTGCCTTCTCTATGAGCTCCCTTAGTGTTCCTTCCCAAATCGC
+GAGCCCAACGTACTTATCAGCCGCTCCATAGTACAAGAGCACCTTCTCTCCCAAATCAACGAGACCCTCA
+ACGAAAATCACATTGTCTACTTTCCCCTTTACCTCCCACTCGTATTCAGGTTCCATTATCGGTTTTTCGC
+TCCTCCAAACTAATCTTGAAGGATCATCTGCATCAAATACGGCTATTCCAGGCCTATAAACTAGGTTCTC
+ATCCGCGCTATTGTAAATCAACACTATTGAATCTCCAACTTTCACTGGAGGGGATCCCGGCTCAACTAGT
+AGGCTGTCAAATTTTCCCTTTCTTGGCTTCATAACTGGCTCCCTCTCGTACTCCCAGTTTAGTCCATCAT
+CGGAGTATGCTATCCAAACGTTGGAGTCTCCAAAGTACATTACGTATTCCCCGCTCACCTTTTCTGGAAG
+TATGGCTCCACTTTTCGTCCAGTTTTTCGGTCTTAGATAATTTCCCGGAAACTCATCAAAAATAGCCCCA
+ACCTTTCCCCAGGACAGTAAGTTTCTCGAGATCGCTAAGCATAACCTTGCTATCTTTCCATCGTATCCCG
+TGTACGTCATTAGGTAATCCTTTCCAATCTTAACGATTCTTGGATCCTCAACGCCCATAATTTCACAGCC
+AAGCTCGGGCTCTAGGACAGGCAATGGATGCTTAACGAAGCTCACGCCATCCGAACTTAACGCCAATCCA
+ATTCTTCCAGTTAAGCCGTCCTCGCTTTCACCCCTGTACAGCATCACGTAGGTGCTTCCTTCTCGAATTA
+CGGCCGGATTGTAGGAGCATCTTGAATCGAAACCATTCTCGGATGGAACGATTATTGGCTTCGGCATCTT
+CTTCAGCATGATGAATATTTTTATTTCCTCCCTTATAACGTTCCTGGGGGATGGAGGTGATTAAGGTTAA
+GGTCATCGGTAGGGGGATAGAAAAGGAGATCGAATGGAGGGAAGGAATGAAGGTCAAGGACGTTCTCAGG
+GCTGTGGGCTTTAACACGGAGAGTGCAATAGCTAAGGTCAATGGAAAGGTTGCCCTAGAAGATAAGGAAG
+TTAAAGATGGAGACTTCGTCGAGGTTATCCCCGTGGTTTCCGGGGGCTAGTTTTTCCTACTTTCTGGCCA
+TAAAAATGCTTATAAACGGTTACACCGCATTTAGCTCGGACAAGGCACTCTTCTGAGTGTCTTGTCCAAG
+CTGGATGGATGTGTTGGAAATGTACGGTGGAAAAGGTGGAAAGAGGAAGTTTACTGGAGATAAAGGAAGA
+AGGATGGAAGCTCCAGTTAAGGTTGGCGAAAGGTATAAGGTAAAGATAGAAAGCATGGGAAAAGGTGGAG
+ATGGAATAGCAAGGATAAAGGGTTTCGTTATCTTCGTCCCCCACACCAAGGTCGGGGATGAAGTGGAAAT
+CGTGATAAATTCCGTGAAGAAGAGGTTCGCATTTGCCGAGATTATTGAGTGAAGTTTTTAATCCCCTTTT
+CCTTCTTCCCTTCATGCTTCATGAGATTCCAAAAGAGGAAATTCTCAACGAACTGAGAAAGTTAAGGGCT
+AAGAGAGTTTTAATTCAGTCCCCAGAAGGGCTTAGAAAAGAGGCTGAGGAACTAGCTGAGTTCTTGGAGG
+ATAATGGTATAGATGCGATCCTTCACGGTGAGATAAACTACGGGGCCTGCGATCCCGCCGACTATGAAGC
+GAAGTTGCTCAATTGTGATGTTTTAATACACTTGGGACACTCCTACATGAAGCTCCACCTCGAAGTCCCA
+ACGATATTCGTGCCTGCCTTCGCTAAAGTAAACGTCGTCGATGCCTTAAAGGAGAACATCGATGAGATAA
+GGAAGCTTGGGAGAAAAATAATCCTAGTAACGACGGCCCAGCACATCCATCAGCTAAAAGAGGCCAGAGA
+ATTCCTGGAAAGAATGGGATTCTTGGTTATTATAGGTAGGGGAGATTCAAGAATAGCGTGGCCGGGCCAA
+GTCCTTGGGTGCAATTATTCTTCAGCGAAGGAAGATGGAGATGGAATCCTCTTTATAGGCTCAGGAACGT
+TCCATCCTCTTGGCTTAGCCATTTCAACTAAGAAGAGAGTACTTGCAATAAACCCTTACAGCGGCGACTT
+CAAGTGGATAGACTGGGAGAGGTTCATCAGGAAGAGGTGGGCCCAGATAGCTAAAGCTTACGATGCGAGA
+AGCTTTGGGGTTATAGTCAGCACGAAGAAGGGACAACTTAGACTAGCGGAGGCGAAGAGAATATTAAAGC
+TCCTAAGGGAGCATGGAAGGAGGGCAAGACTTATAGTTATGAACGATGTAAACTACTACAAGCTCGAGGG
+GTTCCCATTCGACGCCTACGTTGTAGTTGCCTGCCCCAGGATAGCACTGGATGATTATGAAGCATGGAGA
+AAGCCAGTGCTGACGCCAAAGGAAGTTGAGATACTCCTGGGCCTTAGGGAAGATTATGAGTTTGATGAGA
+TCCTGGGAGGGGAGAGAAGTGGTGATGAGCCCATCGGAATATCAGTTCATTAAGCCAGCCGACTTCGTGG
+TAATGGCCTTAGGCCTCTTCATGTATTACGAATTCCTCAAAACCGGCTTTGAAGTCTTCACTTATAAAAA
+GCCCTCCAAACTTTACCTCTTCACCGTGTCCCTAATTTCTATGGGGCTCACTCTCTTCCTTGGCGTTCTA
+CCAGGCATCTTGGTTACTTTACTTGCGGTCCTTTTAACGGGCGTTAACATCGTGGAGACGTTGATAATCA
+CGTTAACGGCAGAGTTCGGATTTATAATAGGGTTCTTTACACTCTACTTTATCTTCACCACGGTAGGAAC
+TATACTCGGCATAGAGGGACTTAAGTTGAACCTGGACTGGGATGAATTGTTGCATTATGCCTCCCTAAAG
+ATGGACACAATTCTAGTGAATAGCTAAAGGCTCACCAAAGTCCTCAAGATCCCAGATGAACCAACCTTCC
+CTTTTGAGATCTCTTTTTCCTTCAACCCTTTTTGCCACTAATCTATAGCTTTTCTCCCAACCATTTAAAT
+TCATGAACTTGGCCTTCCTCTCTAAGTCTCTTAAAATATCTCGAGCCTCCCTATCTCGTAGCTCTTTCCA
+TTTGACCTCAACTAGTAACACTTTCTTTTCTCTCTCGTTGAGAGCAACTATATCTATCTCCTCACCCTTA
+TGCCACCAACGACCGATTTTTGTAAAGTGAAATGGCAGTTTTCCCATCTCTTTGAGCTCAATCAGGAACT
+GTCTCACTATCTCCTCAAAAGCCCCGCCAAGGTATTGGCTAAAGCCAGCGTTAAAATCTTCCAGGGCACC
+TTCCGAGAAGCCGCTTTCTATTTCCTCAAAGTACGGAGCCACAAAGCGGAACCAAAAGGCGAAATACAAA
+TCCCTAAAACGGTAGATACCTTTCTTTGCCTTTTTACCTATGGGGAGTTCCCTTTTCAGTATATCGAGAT
+CTTCAAGTATCCTCAGGTACCTCGCAGTATTCTTCGGCTCAAGGAAAGCATACTGGGCAATCTCGTTAAC
+CCTCGTCTTTTCCCTGGCTACGGCTTCAAGCAGTGTATAATACGTTTCGGGTTCCCTGAACTCCTCTTCA
+AGAAGCTCTTTAGCCTCTCGAAATAGGAAGGAATTGGGGGTCAAAAAAGTTGGTCTTTATCTCTTCCTCA
+ACGTTCCTCCCCTCAAAGAGCTCAAGATAACGTGGAATCCCTGAAGTTACGGAATAAAGCTTCACAGCCT
+CTTCCGCTGAGATACCTTCAAACCACTCGAAGAGATGTCTGAATTTTAAAGGTTGGAGGTTCAAAGTGGC
+ATCACTCCTCCCGTAAAGAAGACTGGAGTAATCAAAGAAACTTCTCTTGAGAAGCCCCATAGAGGAAGCC
+GAAAGGATTAGCATAATATTACTTTCTTCAAGTATCTCATCCACTGTACTCTGAAACTCGGCTTCAACAT
+CTGAGTAACGAAGAAGATATGCTACTAGTCTTTCTTTCGACTGGGAAGCAACGAAGCGAAAGGCATCACT
+AAAGGTGGAAAAATTTGGAGTTGGAATGTTGAAGTACTTACCTAGGGCCTTATTTAGCTTCATAAGATTG
+TATTCCCAGAGTCTCCTTTCAAACTGGACACTTATTGCCCTTTTACCCTTCAAGAACTCTTTAACAAGTC
+TGCTCTTTCCAATTCTCCTCCTACCAGTAACGAGAACGAGAGTAAAAACCTTCCCTTTTGTAAAACCTTT
+CAAGGCTGTTTTCTAAATAGTTTTGGAAAGTTTTAATACTTTTGTTATGTATTCTCGTTTGGATATTGGT
+GATACTAAAATTTTACAGAATTTTCAAGGTTGTAGGACTCCTTATTAGAAAAGTTGTATATTAATGGTTG
+GACTCGATGACGATGCAGTGCGTCGGAGGGTTGTACTTGAACCTGATGGGGTCGTTTCCGTTCGGCCCTA
+AGGCCAATGAACCATTGGCGGAGGATCCTGTGGGTTTGATGATGCTGGTGGTTGAGGCCAACCCCCTGCA
+CCACAGAGACGCACTTATAATTGCAACAAAAATAGGTGCAGGAAGAAACGGTCTCAAGTTCCTTCTCCCT
+GTCAACAAATTTTCGAATCTTCATAATATAATCACAAGTCGAAATTCATAAAAGGTTTTCGTCCTGACCA
+GGGGTATGGATAAAGCTTATAAGTAGGCCATTTTAATGCCAACTAGCGAGGTGAGATTAAATGGCGATTT
+GGCAGGGAAGATCACTTAGGAAGCCCTCCGGTGGAAGGATAGTACTCGCGAGGAAGAAGAGGAAGAGGGA
+ATTAGGAAGGGAACCCTCAAACACAAGGGTTGCGGAGCAGGATAAGAGAAAGATAATTAGAACGTACGGA
+GGAAACAAGAAGGTTAGGCTCACCGCCGCAGCTTACGCAAACGTCTTTGACAAGAGTGGGAAGGGAAGGA
+AGGTTAGGATAATCAGGGTAATTGAGAACCCAGCGAACAGGCAGTTCGCGAGGAGAAACATAATAACTAA
+GGGTGCAATAATAGAAACGGAGATCGGTAAGGCAAAGGTTACCTCAAGGCCAGGTCAAGACGGCGTTGTT
+AACGCTATCCTCCTTGAAGAATGAACATCCTTCGCCGTTTTTCTTGATATTTTGTATCATGTATTGAACT
+TTAGCGTGGATACTAATTCACGTTGAAATTGAGAAGGTTTTTACGGCTCTCGAAGCACTAGGTATCGATG
+TGCCTAATTGCCGGAGGATTCAACGTTTCAAGAGAGGATGCAATTAAAATAATAAACCTAGGCAAGCATA
+GGGGACCTGATTCTTTTGGATTCTGGAGCGAAAGGCAGATGTTGAAGTCAGATAACTTCTCAGATGTTAG
+TGAAATTGAAGGTGGGGAAATTGCTTTAATTCAGTGCAGATTAGCTATGACCGGTTCAAAGAGCTATACG
+CAACCGTTCTACAATGAGATAATTCTCGTTCACAACGGAGAAATATACAATCATGAGAGCCTTAGAAAGT
+ACCTGATAGAGAGGGGGGTAGCATTTGAGACCGACGTCGATAGCGAGGTTATATTGAGGCTCTTGGAGTA
+CCTCGTATTTGACAGGAAGTTGAAAGTAGAGGAAGCTATTAAGCTCTCAATGAAAATGCTGAGGGGAGAT
+TACGCGGTGGCTTTCTTCTTTAACGGTAAATTCTACCTTTTTAGAGACCCCCTTGGAGTTAGACCCCTCT
+ACTACTCAAGCAGAGGTCACTTCGCTTCAGAAAAGAAGGTGCTCTGGGGACTCGGAGAGGACGCCGAGCC
+AGTCCTCCCTGGGGAGATAGTTAGTATCTCTAAACATGGAATAACCAGGGTAAGAGGATTCAACGTCTTT
+TCAATCAGAACCCAGGGAAAGGACTACTTTAACGGTCTTCAAAACCTCTTAATTGATTCAGTAAAGGTCA
+GGGCCAGTAAGAAGGTTGGGGTTCTATTTTCAGGAGGGGTGGATAGCTCGTTAATAGCCCTCATAGCCTC
+TCGGTATTCCGATGTTATCCTCTACACCTCCGGAACTGAGGATAGTAAGGACGTCGAGTGGGCGAGGAGG
+GTTGCCGAGGAGCTTGGCCTTAAGTTGAGGGAGAGCCTGTTTTCAAGGGAAGACATTGAGAATGAGATAG
+AGAGGATAATGTTCGCAATAGAAGAGCCAAATCCAATGAACCTCGCCATAGCAATCCCCCTGTACTTCTC
+CACCAAGAGGGCCAGGGAAGATGGGGTTAAGGTGTTGCTAAGCGGACAAGGTGCAGATGAACTTTTCGGC
+GGTTATGCGAAGTACCTCCAAAACCCAGGGTTGATGCTCAAAGACGTTGAAGAGCTGGGAGAGAGGAACT
+TAGCCAGAGATGACAAGGTGGCAATGTTGAACGGGGTAGAGACTAGGTATCCCTACTTGGACTTGCCATT
+CGCAATCCTAGCGTTAAACGTTCCCCTGGAACTCAAGATTAGGGATGGAAAGAGGAAATTTATACTTAGG
+GAAATCGCCAAGAGCTTAGGGTTACCAGAATGGGTAGCGGAAAGGGAAAAGAAAGCCGCTCAATACGGTA
+GTAATGCCCAAAAGATTCTCGAAAAGATAGCAAAGTCTAGAGGGGTTAAGCTCAAGGGACTCGCCGATAT
+TCTGTTTTCCAAGGTATTCCATGGAATTCAAAATTAGAGACAACGATCCTTAAAAGTGGATCCTCTATCC
+AGTACCTTTTCCCATCGGAACGTATGAAGCCCACCTTTTCAAGTGTATCTAAGTACTTGTAGATGTGTTG
+CATCCTTCTGGGAGCAACGTTCATTTTATCAAGTTCCTTATAAACTTCCGCTCCTCGAAGGGCACTTGGA
+TAAGCCTTCGCAAGAACCCTAAGCACTTCAACGTAAATTGGGCTACTGTAAACATTGATGAAGGCTTCCA
+AGTCCCTTTTCCATTCATCAAGAGCAAAACTCCTGCTCTCCTCAAGAGCCTTTAAGAGGGCATTTTTAAC
+GGCTACACCGTTCTTTACAAGGTTTACGACTGTAAGACCATAGTAAGAGATGAAACCAGGAATACCTCCA
+AGTTCTTTTACAGCCCTCTCTAGTTCGAGTTCATCGTTGACTTCAATTTTATAGGCTCTAAACCCACTCT
+TTAAGAACTCGACTCCTTCCTGAACAGACCAGCGTGGGAGGGTAAATACCTCGGCTGAACGCATGAAGTT
+AGGTTTGCTGGCTTCCGAGTTAAGATACCTTATAAGTATTCCCGGCATTGAACCGGTGAAGATAATTGAG
+ATGTTTGGATAGCTATCCGTTATCTCTTGGATTAGACCACGAAAGTCCAAATTTTTTAACCTCGCAAGAA
+CCTGGGCCTCGTCGAAGATAAGTAGCCCTCTCTTTGCATTCTGAGACAGGATTCTCAGAAGCTTAGAGAA
+ATCTGAAGTGAACTCCTCAATACTCGTCTTTCTAATTTCCACGGATAAACCCTTAAAAGAGAGGACATAA
+CTTTTGCTTGTAGTTATCAACTTCATTGAGGTTCTTTTTGGTTCTATATCGGATATGGAGATTGCCCTAG
+CTCCGATAAAGCGAGAGAAGTTAAAGTATATATAATGATGCCCTCTTTTTCGTATGAACTTTCCAGCCAC
+TACGTTCACGACGCTTGTTTTTCCTACTCTCCTGGGCCCTAGAAGGACTGAGATATTCCCTTTAAGAGTA
+GCCCGAAGAAGTTCATCGACGATCCTCCTATGATTCTCTCCCCAAAGGCACTCCTCATCAGTTATAGGTC
+TTGTGCTGAAAAAATTTTTACATGCCATGTAAATTACACCATATGTAAATTACATGCCATGTAATAAAAA
+ACCTTCTGTAAGCACAAATCGATAAATTTTTATATACCTTCATTATTAGACAAGTACAAAAAAGTGTACT
+ACAAAAATCTGTACTTGGTGGTCAAGTTGGAAGATTTGAGAAAACAACTTGAAGAGCTCAAGAAGAGGCT
+GGAGGTGCTCGAGGAGAGGATAGACCCTGTAGATGAGGTTATGCTGTCGATAAAGGCCAGGCTTAGGAAG
+AAACTTGAGACCCTTCCAGAGCTAGATGAGGAGAAAGCGGCAAAAATACTAAAGGCTCTTGCAAACCCAG
+ACAGGATAAGGATCATGAAGATGCTCTCCGAGAGGCCGATGGGATTTAAAGAGATAAAAGATGAGTTGGG
+CGTTGAAAGTCCAACGGTTTCTCATCATCTTAAGCTCCTCCTGAAAACTAGGATGATTAGGAAGAGGGAG
+AAGTACGAGATAACGAACGATGGTTTGCTTTTTTTGAGGATACTTGAGATAATGTCTGCTTTAGAGGAAG
+GTGAAGAGGATGTTTGAGTTCGAGAATGAAAATGGTATTAGATTCAAGGTTAGGGAAGTACTGAAAGCTT
+TAACTGCCTTACTAATCTTGCTGTGGCTATTTAAGGGATGGCTCAGGTTAGAAGCCTACAACGAAGAGAT
+GGTTTGGGGAATAATAATTCTAATAATAGTGGTAGAGCTCCTGGGAGTCGGAAGATGGATTGGAGTTACG
+GTAAGCGGAGTAATCTTCTCGCTGGCTAAAGCAGCGTTCCTAATAGCTTTATTCCTATTCTTCGGAAAAT
+GGCTTGGGCTTCCAAAGGATTTCCCAGTTGATGCAAAAACGGCCTTTGCATACTCGATAGTCCTGGGAAT
+AGCTGGTTTGCTGGTTGCCAGGTTCAACTTCCCAATTACAAGGAGGGGAATAACTCCAAAGGTCGAAAAG
+AAGGCCTACGAGTTCGAGGGTTTCTCATATAAGGGAGTTTCACTCTCTGGGAGCGGGAAAGCTTATCCAA
+TAAAGCTGGGGAGGAAAAGGGTGGGATGGGCTATCGAAGGTGATATAGTGGTCGAAGCCAAAACGCCCCT
+TGGAATTATCAGGAGAAAGCTGATGGATCCCGTCGTAATCTGGTCACCTATTAGCGTTGGTTCCAGGAAG
+ACACCTCCAAACCAGGCCTTCGTCGATACTGTAAATTCCCTCCTAGAAACTCCAACCACTTATCTTAGGG
+AAAGGAGTGCCATAGACCTTGGAATAATAAAGGTGTACGAAGGGGATGACTTCACGTACGTCAAGCTTCC
+CTTCATAGAGGTAATTGACACTCCGCACGGAGAAGAGGTTAGGATGGGCCCCTTTAGGATAAGGGACGGG
+AACATTAGAAGGTTCTCCAGAGAGATGTTGACTATACAGGAACTTAGAAACGGTTTCAAGCTTACCGTGC
+TAGACGATAAGATAACGATAATAACGGAGGACTTCAAGATAGAGGTCTCTAAGGATAGGATACTCTACAG
+GAGCAGTGAAGAGAGGCTAACGATTGGAGAGAAGTACGTTTCTTTGAGCTCTGGAGACGTCTCGATAAGC
+GTTGGTAGGGGAATTGGGAGGATTAAGATTGAAGATACAATAATCTCGGCCAGCGACGGAAAGGTAAAGG
+TGAGGATAAACGGGAAGAGCTACACGATAGAGAGTAGAGAAGCGTTTGAACTAGTTCTAAGGAAGGCGAA
+GGAGATAGTGCAAGAGCAGGCCGAAGATGTCATTGAAGGGTTAGGAATTGACAAGATCAAGCTCGGTAGG
+AGGATAAAGGAGCTGATAGATGAACTTATGAAACATCTTTGAGGTGGTAGTATGATATTTCACAGGATAA
+GGAAGGTCATCGTTAATAGCGTAAACGGGACAATAACCGTTGAGGGAGTTGATGACGACTTCGTTACCGT
+CGAATACGAAATTCACGGAGAAGCTGATGTTGAGGTGAAGCAGGAAGGCGACACTTTAATAGTTAGGGAA
+AAGCCAAAAGAAAGGCGTATATTTGGAATAATAAAAACGTCAAGCGAAGGGAGGGCAGACATCTGGATTT
+CAGTTCCAAGAAATGTTGAAGTTGAAATCTCAAGCGTGAACGGGCCTATAAAAGCCGAGAACTGCTTGGT
+TAGAAGTGTAAACTCAACGAACTCTGGGATAACCTTAAAGGGCGTTGAGGTAAGCGAAGTTCGCACGGTA
+AATGGCTCAATAACGGGCTCGATAGAGTTGGCCAAGGATTTAGACGTGAAAGCTGTGAACGGAAGGATTG
+AGTTAGAGATACAAGATATAGAAGGGGATGGAATGATAACCGCTGTGAATGGAAGCATAAAGTTAACTTT
+AACGGAGTTCTGCGATGTCACGATAATAGCGAAAACCGTTAACGGTAAAGTAGAGGCCCCACCCAGGGAA
+GGCAGGTATGAGCTTAGGGTTCACACGGTGAACGGGAGCGTAAAGGTTGAGGTGATCTAGCTCTTTTACC
+CTTTCCTCTTTTTTAGGGGGAACAACTATGACTAAGCTAGGTAGGGATTTCTGGCTCTTCGCAGTGGGAA
+GGTGGATATCCATAGCTGGATGGGCGATTCAAGACGTTGCAATTCCCCTCTACGTTCTCGACAAGACCGG
+AAGCGGAACCATGATGAGCCTCTTCGTGATGGCCGAGCTAATTCCCAGGATACTAGTGAATCCCATTGCC
+GGTGTCATAGGTGATAGGTACAACAGGAAGTACCTCATGGTTGGATTTGACCTAATAAGGGGAGTTCTCC
+TATTCTTCGTCCTCTTCTTCAACCTCCTAGAGCTTGAGCAACTCCTTGTTATTCAGGTTATAATGTCGAT
+ATTCGGTTCTTTCTTTGCCGCTGGAACGTCTGGCATGTTCCCAGACTTGGTGCCGAAGGATAGGCTTATG
+CAGGCTAATTCCATCCTCCAAATGGGAACCCAAGTTATAAACATTGTAAGTCCAGTAATTGGTGGAGCCA
+TATACGGGCTCGGAGGGATCAAGGCCGCGATCTTCATAAATGCAATAAGCTTCTTTGGCTCTGGTCTCTT
+CGAGATCTCGATAAGGTACGAGTGGAAAGGAAAAGGGGAGAAATTCGCAATACTCAGGGAGTTTTTAGAC
+GGTATAAAGTTAATAAAATCCTCAAAACCCTTGCTAATCCTGGGTTCCCTATCTATAATCTTGAATGCCC
+TCTTCAGCCCGCTCTTCGCCATCGTGTTTCCTTACATAGTTAGGGTCGTGTTAAGGCTATCCTCTATTCA
+GTTCGGAAGCGTGCAAACAGCATTAACCCTCGGAATGCTCCTCGGAAACTTAATAATAGCCAGTATCCTT
+AAGAACTCGGCCGGTAAACACTTCATGAAGGCTATACTTATTCAAGAGCTGTTCATCCTAATTGTCCCAT
+TTACCCCAAAGCTCAGCTATCCCAGGAATTACCTGGTTATATTGACGAGTGCATTCGCGATTGGATTCTT
+CAACGTCCTCGTTAACATCCCAATAATGACGAAGCTACAAACGATAGTCCCAAGAGAGTACAGGGCTAGA
+TTCTTTTCCACGCTGGAAACACTATCCATGGGAGCCACTCCCCTTGGAATGATCATAGTTGGCCCTACAA
+TAGATAAGCTCGGCTACTTCAGTGTTTCGATAACTCTAACGATCGTTGGAATAGCAATTAGCGTATACTA
+CTGGCTAAGGTATTCTCGGATTCTCAAGCTCTAACTTTCCAAACTTTTAAAACCTGTAGGATAGCCTTTA
+GTTTGGTGGTGAGGAAATGACGAAGAGAATTAGGCAACCAATCATAGCGGTTCTCGGTCACGTTGATCAC
+GGCAAATGCCTACTTCCAGATGAGAAGGTTGTAGTTCCAAGCGTTGGTTTTGTAACATTAAAAGAGCTCT
+TCGAGACCGCTAGCAAAGTCGTTGAGAGGGACGATGAGAAGGAGATAAGGGAGTTAGACGAGAGAATTAC
+AAGCGTTAATGGAGATGGCAAGACGGGCCTTGTGAAAGCCTCCTACGTCTGGAAGGTTAGGCACAAGGGG
+AAGGTCATCAGGGTTAAGCTGAAGAACTGGCACGGCGTAACGGTAACGCCAGAGCATCCATTTCTAACTA
+CTAAAGGCTGGAAAAGAGCAGATCAGTTAAGGCCGGGCGACTATGTAGCTGTTCCAAGGTTCATACATGG
+AAACGAGGATGAAAAAATTTTCCTGTCCTACGTTAAGGTTAAAAAGTCGGGGGAGGAGTGGAAGGAGTAC
+TTCTACTTGGCTGGGAGAAAAGGGAATATCGATGTCAACTTGCTCTTTGTAGCACCGAAAAGGTACGTGG
+TCGAGTTTCTCAGGGGGTATTTCGAGGAGAGATCTGAAGTTAAAGGAGAATCTGTTATAGTTGAGGCGAG
+GGAATTGGTTGAACCCCTATCCTTAGCCCTCCTCCGGTTTGGAATATTTTCAAAAATACAGGGAAGCAAA
+CTCATCGTGACCGGGAAGAGGAACTTGGAGGCTTTCAAGGATTACATAGGGTTCAAAGACGAGAGAGAGA
+AAGCGCTAGAGGAAGCCATTGAAAAGGTCAAGGGTAGCGAGGTTTACCCGATATTTGAGGAGATTAGGAG
+GTTGAGGCTCCTCTTTGGCTTCACAAGGGAAGAGCTCGGAAGCTATGCTAAATACGAGAATAGTGAAGCA
+CCGACATATGAGGAGCTCATGGAAATTTTAGATTTCATAGAGAGGGGTTCCCCAAGCTTAAGTAAGAAGA
+TAGCGATACTAGAGGGTAAGCTAAAAGCTGAGCTAAGGGTGCTAGAGGAAGAGGGTTTAATAAAGGACGG
+AAAGCTAACCCCGCTTGGAAGGGAACTCTTGGAGGTTTGGCGCAACAGGGAGTTCGATTCCAAGGATGTG
+GATTACATTAGAAATATAGCCGAAACTTTAGTTTTCATCCCAGTTGAAAATGTCGAGGAAGAGGAGTACG
+ATGGCTACGTCTACGATTTAACAACGGAAACACACAACTTCATCGCCAACGGAATACTCGTCCACAACAC
+AACTTTACTCGATAGGATAAGGAAGACCAATGTGGCTGCGAAGGAGGCCGGCGGGATAACCCAGCACATA
+GGGGCTACAGAAGTTCCGATAGAAGTGGTTAAGAAGATAGCCGGGCCTTTGATAAAGCTTTGGAAGGCCG
+AGATAAAGCTCCCTGGGCTACTCTTCATAGACACCCCAGGGCATGAGGCTTTCACAAGCTTGAGGGCCAG
+GGGAGGTAGCTTAGCCGACCTAGCGGTTTTAGTCGTTGATATAAACGAGGGATTCCAGCCACAGACGATA
+GAGAGCATAGAGATACTGAGGAAGTACAGGACACCCTTCGTAGTTGCTGCAAACAAGATAGACAGGATAA
+AGGGATGGGTCATAGAGGAGGATGAGCCCTTCCTCATGAACATAAAGAAGCAAGATCAGAGGGCTGTCCA
+GGAGTTAGAGACCAAGCTTTGGGAACTTATTGGAAAGTTCTACGAGTTTGGATTTCAAGCTAACCGCTTC
+GACAGGGTTCAGAACTTTACGAGGGAGTTAGCAATAGTTCCAATATCCGCGAAGTACGGGATCGGGATAG
+CCGAGTTACTCGTTCTCATAGCTGGACTTAGTCAGAGATATCTGGAGGAGAAGCTAAAGATAGAGGTTGA
+AGGCCCGGCGAGGGGAACGATATTAGAGGTTAGGGAAGAGCCCGGACTCGGGCATACGATAGATGTGATA
+ATTTACGATGGAACACTACACAAGGACGACACTATCGTCGTCGGTGGGAAGGATAAGGCCATAGTGACCA
+AGATAAGGGCACTACTAAAGCCGAAGCCCCTCGACGAGATAAGGGATCCAAGGTTTAGATTCGACTACGT
+TGATGAAGTAACAGCGGCGGCCGGAGTAAAGATAGCCGCTCCAGGACTTGAGGAGGCTCTGGCGGGTTCG
+CCGGTTATAGCAGCCCCAACCCCCGAAGATGTGGAGAAGGCTAAACAGGAAATATTAGAGCAGATAGAGA
+GGGTCGTCATAAGCACCGACAAGGTTGGAGTGATAGTGAAGGCAGATACCCTCGGTAGCCTTGAAGCCCT
+AAGCAAGGAGCTCCAGGAAAAGGAGATACCAATAAGGAAGGCCGACGTTGGAAACGTAAGTAAAACGGAT
+GTCATGGAGGCCCTTAGTGTGAAGGAAGAGGAACCAAAGTACGGTGTCATCTTGGGGTTCAACGTGAAAG
+TAAACGAAGATGCAGAGGAAGTTGCAAAGGCGAAAGACGTTAAGATATTCGTTGGTAACGTTATCTACAA
+GTTAATAGAAGATTACGAAGAGTGGGTCAAGGAGGAAGAGGAGAAGAAGAAGAGGGAACTGCTCAGCAAA
+GTGACGTTCCCTGGGGTTATAAGGCTGTATCCAGATGAAAGGTACGTCTTCAGGAGGAGCAACCCGGCGA
+TAGTGGGGATAGAGGTCATTGAGGGAAGGATAAAGCCTGGTGTGACTTTAATTAAGCAGAACGGTCAGAA
+GGTTGGCGTGATAAGGTCAATAAAGAGCAGAGACGAGTTTTTGCAAGAGGCTAAGAAGGGACAAGCTGTG
+GCTATAGCGATAGAGGGTGCCATAGTCGGAAGACATATCCACCCTGGAGAAACCCTCTATGTCGATCTCA
+GTAGGGATGATGCGATAACGCTACTGAAGCATCTGAGAGATACCCTTGAAGATACCGACATCAAGGCTTT
+GAAGATGATTGCAAAGGTCAAGGCAAAGGAAGACCCCTTCTGGAGGGCAATTTGATGCCTTCTTTTTTAT
+TACAAATTAGTTTGTTACGTTTCAATTCTATTTTAGTCTTATTGGAACAAAACCGCCCCCCCCGCCCCGC
+CGGCGGGCCCCTTTCAATTCTATTTTAGTCTTATTGAAACACGCGCATTTCCTACAGATTGAACTTTTCT
+TTGGCTTGTTTCAATTCTATTTTAGTCTTATTGGAACCAGGTTGAGAGGCTGTAAACCTTAACTCCTCCA
+TTATCACCACCAGCAACTCCTAGTAAACACTCTCCTCAGCTCCACTTTCCTCGGATCCGCCCCGCGAATA
+AACGCCTTTCAATTCTATTTTAGTCTTATTGGAACCAGGCAACTAGCTAATATTCAAGAAAATTTTTAAA
+AGTTTCTATTAAAGAAATCTAAGATTTAGTCAAATAAAGAATTTAGAATTTTTTCCTATTGATAAAAGTA
+ATCATGGTCCTGTCTTTAGCCCATCTTCATTCTTAAATAGCATCCTTTCTTGGACTCCCATTCCCTTTTC
+TTCTCTATTGTTCTCAACCTTAACCATCCCAAAGCCTAACGAATTCTTCTCTCCAAAACCGACGACATAA
+CCAACCTTAATCAGCTCGTCATCACCGTAAGCCTTGAAAACTAGATGCCAGGCCATCTGATAAATTCCCG
+GCTTAACTTCAAACCTCTTAGGCTTGGCCACTATTACTTCCATCTCAAAGTCATCCGGAGGTTTCTCCCC
+CTTTATCATCACGTACTTGTCCTTAAGGTTCTCTTTTATTAGAGTGTAGAACTCCTCCTCTAGGGGAGAA
+ACATCGTACCTCTTCCCTTCCTTTACCATTGTAACGGCCACAGGTGAGAGCGTTATAAAAGTGGAACCAC
+TAAACTTGGTTGGTTCCCTTAAAGTTTTAACCTCCTCCAAGTAGAACCTCTCACCCCAGAGAACTATCTC
+AGGTTCCCTAAACAGTCCCGTTATAAAAGCCTCGGCTATCTCTGGAATGCACGTTGAGAAGTAGAAGAAC
+CCCCTCTTAAATCCCAGGAAGTAGGGCAAACCCTTTGGGTGCTTCCTCTTTTCCGTCATGAATAGGGAGT
+ACGTGAACATCTTAGGCCCCCTTGTCTCGTGGAGAAATGTACTAAGCCGTGGATTCACCATCTTTATCCT
+ATTATATATTAAGCCCTGTAAATAGTACTGATGATTATATGGAACTTTGAACTTTCTTTCCTCTGGCCTA
+ACTCTGATTAAGAACCTCATCATAATCACCTAATTGAAACAATCAACTACAATTATTAGTTAGAACCTTA
+AAAATTTTACTTTGGATACACGGCAAAATCCTCGAGAACGAGAACATCGAGGTTGGCTATCTTGGCAGTT
+CTTATTGCATCTCTGGGTGAGCAGACTATAGGTTCCCCGTGCATGTTAAACGAGGTGTTTAGGACTGCCC
+CAACTCCCGACTTCTCCTTGAACTTCCTTATTATTTCATAATATTCCCCCAACCACTCTGGAACGCTTTG
+AGGTCTCGTAGTTCCATCCACGTGAACCACTGCCGGCGCTACCTCGACGAACTCGTCGCTGGCCTTGTAG
+CTCATGGTCATGAACCTGTTGGGTTCCCCTGTTAGGTCCTCAATGTACTTGGGGAAGTCCTCCTCGAGTA
+TTGATGGGGCGAACGGCTGGAAAACGTCCCTCTTCAAAGCTAGATTAAGTTTCTCCTTAACTTTCTCATC
+CCTGGGATCCGCGAGTATTGACCTGTGCCCTAATGCCCTGGGGCCGTACTCTAGCTCTCCCTGGAAGAGG
+CCGACTATCTTACCATCAACCAACGAATCCGAGACAAAGGATGGAACGTCAACCTCTTCGTACTCAAGCT
+TCTCCCTTTTAAGGACATCCTCAACAAAGTCTAAAGAATAGTATGGCCCCAGGAAGACGTGTTCGAGCTT
+GAACGGTTTCCATTTCCCAAACAAGATATCCATCTGAGCCTTAATGTAAGCCGCAGCTCCGAAAGCCAAT
+CCAGCATCGTCCATCGCTGGAAAAACCCATATGTCTCCAAATATCCCCCTAAGTACAGCATTTGCCTTCA
+CGTTTTGGGCGACTCCCCCGGCGTAGGCTATCGGTAGATTGTACTTCCTAAGCTCTAAGCCCATCTCCTC
+AATCAGCCTCTCCAGATGGGCCTGGGCACTAGCCGCTATCTCTATCGCTTTCCTCTCCAGCTTTCCACTC
+ATAAATCCCCTCTTCAAGTTCGAAGAGACCTCCTTTGCCTTATCGAGGGGGAAGCTAAAGAACTCCGCTA
+GTTTCTTAGTGGCCTCAACCCCTATTACCTTGAGCTTGTTCTCGAAGCTCAATCCGCTAACCTCTATTAC
+CGCTGAAAGCTCGTAACTTGGCTTTCCATATGCAGCGAGGCTCATCACTTTACCCTCATGCCTCATCGGT
+TTAAATCCCAGAAGCTCGGTTACTGAAGCGTAGAAATCTCCCAGGGAGTCTATGTACGTTGACTGCGCTA
+TCCTGAACATCTCGCCTTTTCTTGCTATGCTCACGGTTGAGCTCAGCCCATCTCCAGCGGCATCTATGGT
+TAAGACTATGGCATCGCTAAGCCCCGAGGTGTAGTAGGCGGAAGATGCATGAGCCAAATGGTGCTCCACG
+AAGATTACCTTTTTCCTAAACTCAGAGCCAAAGACAGATTTCAGCTCGTTCTCAAGCTCAAGCAACCTGT
+TCCTTCTCCTGAACAGTCCCGCCACGGCGATAGCATCAACTTCCTCCGGCGAAACTTCCCCCAGTTCAAG
+AACTTTCCTAACGCTTAGCCTTGGAAATCCCCTGTACTTCTTTATCCTGTTCAGCCTTTCCTCGTTAACC
+GCATAGATTTTGTCACCCTTGAACAGAACTGCCCCTGCATCGTGCCCGTCATGAACTCCCAGGATTATCA
+TCAAGAAAAGGTTGGGATAGGGGATAAAAAGGTTAAGCTCCAGCCTGCTTAAGAACCCTAACTATCCTGG
+CCTCCTCCCTTAGGAGTAGCTCCTTTTCCCTCCTTATAACCCTCAAAAGGGAGACATCTTTGATCTTCTT
+CTGCCTAGCCATTCTAGCCAGCCTCGCCTCCTCAAGGAGGAGGGCTTCCCTCCTCTTCCTCACAACGGCC
+AGCCTCTTAAGTAGTAAGTCCCCCATGCTTTTTCACCATCCTATAGTTTACCCCCAGGGTTTATAAATTT
+CTCGTTGAATGCCATATCTGAGATCGTCAATTGTCGATATAAGTTCCATACATTTAAAAGTCCCTCTAGA
+GGTTTAGTTCATGGTGGGACAATGCTAATAGCGATAACGGGAACCCCTGGAGTTGGTAAGACGACAATTG
+CAAAGTTGCTAGCTGAAAAGCTTGGCTATGAGTACGTCAACCTTAGGGATTTCGCCCTTGAGAAGGGTTG
+CGGGAGGGAAGTTGATGGGGAGGTTGAAGTTGAGATTGATGAGTTAGCGTACTTCGTTGAGAAGGAACTT
+AAGGATAGGAACGTTGTGTTGGACGGTCATCTCAGTCATCTAATGCCCGTCGATCTGGTAGTTGTCCTGA
+GGGCCCATCCTAGGATAATAGGGGAAAGGCTGAGGGAGAGGGGTTACAGCAAGGAAAAGATAGGAGAGAA
+CGTCGAGGCTGAATTAGTCGATGCGATATTGATAGAGGCTATAGATGAGCACGAAAACGTTATAGAGGTT
+GATACTACTAATAAAACACCGGAAGAGATAGTTGAGGAGATTATAGGCTTAATTAAATCTGGAGTGAAGA
+GGAGGGTTGGGATAGTCGATTGGAGCGAGGTGTACGATGAGATAATTCCTTATCTAAGATTGGGGGGTGA
+GTGAATGGGCCTAGGCCTGTGGATCAGGACAGGGGTTTTAATGGCCTTCCTCACAGCGCTGCTCGTTGGC
+ATAGGCTACCTGATAGGTGGAAGGGGAGGGATGATAATAGCCTTCACCATAGCATTGTTCATGAACCTGA
+TAAGCTACTGGTTCAGCGATTCCATAGTGCTGAGCTGGTACAACGCCAGGATAGTTAGTGAGGAGGAAGC
+TCCTGAGCTCCACTACATAGTGGAGAAGCTTGCCAGACAGGCTGGAATACCCAAGCCAAAGGTGGCAATA
+GTTCCAACAATGGTTCCGAATGCGTTCGCAACTGGAAGAGGCCCGGGGAATGCTGTCGTTGCAGTGACCG
+AGGGGCTGCTTCATTTATTGAACAGAGATGAGCTTGAAGGGGTCATAGCCCATGAGATAAGCCATATAAA
+GAACAGGGACACCCTGATCCAAACCCTCGCCGCAGTTCTGGCTGGAGCTATAATGATACTCGTCGACTTC
+GCCAGGTGGTCCCTGTGGTTCGGTGCCTACGACGATGAAAGGGATTCAGGAAGCGTTATAGGCCTAATCT
+TGGCTATAGTACTGGCTCCACTAGCTGCCACATTGATTCAACTTGCGATAAGCAGGTCAAGGGAGTACTT
+AGCCGATGAAACTGGTGCCAGGATAAGCGGTAAGCCCCACGCTTTGGCCAGCGCGCTGATGAAGATTGAA
+GAAGCGATAAGGTACAGGCCCCTGAGAAGAGGAAACCCGGCCACAGCCCACATGTTCATAGTGAACCCGT
+TCAGGGGAGTTGACTTTGCAGAGCTATTCTCAACCCATCCACCGACAGAGAAGAGGATTGAGAGGCTCAG
+GAAGATAGCACTCGAGATGGGCATAGTCTTCTAGAAACTTTTATAAACACCTCGATAACCTCAAGGATGG
+GGGAGAGAAATGGTGAGGCTCAAGGCGATCATAGTAAGGGATAGGGATGGAGAGGAGTTCCTTAGGTGTC
+CGAGGTGCGGGATGGTATTCAAGAGGAGAAAGGATTACATAAAGCACGTCAACAAGGCACATGGCTGGCT
+CTTCGGCAGGGGCAAGCCAAAGGGGAAGAGGTTAAAGAAGAAGTACTCCAAGCTTCTCTCCCAATGATTC
+TATTTTTGATGATGATACAGCCAGGACCCTGATGGGATGATGAGTGGTGGGCTTAGCTGATGTTGCCGTT
+CTCTATTCTGGTGGAAAGGATTCCAACTACGCCCTCTACTGGGCTTTGAAGAGGTTCAAAGTTAGGTACC
+TCGTTTCTATGGTGAGCGAGAACGAGGAAAGCTACATGTACCACACTCCAAACGTTGAGTTAACGGATTT
+ACAGGCTAGGGCCGTGGGAATTCCACTTGTGAAGGGGTTCACGAAGGGAGAGAAGGAGAGGGAAGTCGAA
+GACCTGAAAAAGGTCTTGGAAGGGCTGAAGATAGAGGGGGTAGTGGCCGGGGCCCTGGCAAGTAGGTACC
+AGAGGGAGAGGATAGAGAGGATAGCTAAGGAGTTGGGCCTCAAGGTTTACGCCCCCGCGTGGGGGAGGAA
+CCCTTACGAATACATGAGGGAGATAATCGAGCTCGGTTTCAGGGTCATCTTCGTTGGAGTCTCGGCCTAC
+GGGTTGGACGAATCTTGGCTTGGCAGAGGGCTGGATTACAAAGCCCTGGAAGAGCTCAAAAAGCTAAATG
+AGATGTACGGGATTCACATAGCTGGAGAGGGTGGCGAATTCGAGACCTTCGTCTTGGATGCGCCATTCTT
+CAGGAGAAGGATAGTGATAGATGAAGCGGAGAAACTCTGGGATGGGCTCTCGGGAAAGCTTATAATCAAG
+AGGGCCCACCTTGAGGAGAAATGAGGGGAATCATAAAGGGAGTATCCAACGATGGACTTGGAGTTCTTGG
+TGAAGTCCTCGTTCCCTTTGCTTATCCTGGGGACGTAGTCGAGGTAATTAGTACTAGGGAAAGGTTTGGA
+AGGACTATTGCAAGGGATTTTAAGCTTGTAAAAAGCTCTCCAATAAGAGTTCCCGGGAAGTGTAGATACT
+TTGGAAGATGTGGAGGGTGCCTTTGGCAGGGATTAAAGTACAGGGAACAGTTAAAACTCAAGGAAGAAAT
+CTTTAAGAGGGTAACCGGCGTTGAGGCTGAGATCAAGGGATCCCCCAGGATATGGTTCTTCAGGAACATC
+AGTAATTTCATAGTGACCGTTAATGGAATAGGGTTCAAGGAGTTTGGAATGCCCAGAACCGTGGTTAGCG
+TTGATGAATGCCCCGTCTTTTCCGAGAGGACTAAACTATACATAAGGGCTATGAAGAGGTTCCTCAGGGA
+AACGGGGTTAAATCCGTGGAACTGGAAAAATGGAGATGTTCACTACCTCCAAGTAAGGGAAGGGAAATTC
+ACCGGTGAGGTGATGATTAACGTCATAGCCCACATCCCTCCAAGTGGAAGGGAAGAGCTCACGGAAGCCT
+TTGGCTTTGCAGACTCAGTATACTGGAGCCTGAAGAGGGACAAGAGAGATGACCCGAAAGGGATTCCCAC
+TCTGATCAAAGGAAATGAGTTCATAAGGGAGAGTATTGAAGGTTTGGTGTATCTTATCCACCCCTCGACT
+TTCTTTCAAACGAACAGCTACGCCCTTCCCATACTTTTGAAAGCTGTTGAAAGTTTCGCCGAGGGTTCAA
+AGGTTCTCGACTTGTACTCCGGCGTAGGAACGTTCTCCCTTTACTTGGCTAAGAAGGGGTTCGAGGTTAC
+AGGTGTAGAGGTGAACGAAGAATCGGTAAGGGTCGCCAAGAAGAGCGCTGAGGTAAATTCCCTGGATGTG
+AGTTTCATCCCAGGAAGAGCCGAGGATGCTAAGTTAAAAGGGTACGAAACTTTGATAGTTGACCCGCCCA
+GGAAAGGGCTGAAAGACTTTTCCAAGAGGATCGCGAAGGAAGGGCCAGAAAACCTTATCTACGTCTCGTG
+CAATCCCTCAAAGTTCGTCCTAGATTACAGGAACTATCTTTCAAAGGCCTACAAGATCGAGGACGCCGTG
+CTTATAGATATGTTCCCACACACCCCGCACGTTGAGGCCGTCGTTAAGCTCAGGAGAAGGTGATGGTATG
+GAAAAGCTGATCATCTTGATACTGATAAGCCTGGGATGGATATTCAACTACTCCCACAGGATGGCCGTTC
+CTTCGTTAGCCCCAATAATAATGAAAGATCTAGGAATAAACAACGCCGAAATAGGATTGCTGATGACTTC
+CCTTTTACTCCCCTACTCCCTGATTCAGGTTCCAGCTGGATACATAGGGGACAAAATAGGAAGGAAGAAG
+CTGCTAACGATAAGCATCTTAGGTTACTCACTTTCTTCAGCTTTAATAGTCCTAACGAGGGATTACTGGG
+ACTTAGTTACCGTTAGGGCCCTCTATGGATTCTTCGCTGGGCTATATTATGCACCAGCTACGGCCTTAAT
+TAGCGAGCTCTTCAGGGAAAGAAAGGGCTCGGCCCTAGGGTTCTTCATGGTGGGTCCTGCGATAGGTTCG
+GGCATAACTCCCCTCATTGTCGTTCCAGTTGCTTTAACCCTAAGCTGGAGGTACGCTTTCCTAGTTCTAT
+CGATAATGAGCTCGATTGTGGGGATATTATTAATGGTTGCCATTAAGGGAGAGCCAATTAAAGTTGAAGG
+TGTTAAATTTAAAATTCCAAGGGGAGTTTTCCTGTTAAGCTTGGCAAACTTCCTGGGGTTGGGAGCCTTC
+TTCGCAATGCTAACGTTTCTGGTTTCTTACCTAGTCTCACGTGGAGTGGGAATGGAGAAGGCCTCACTAA
+TGTTCTCTATGCTTTCCCTCGTTGGAATCCTAGGCTCGATAATAGCGGGCTTCCTCTACGATCACCTAGG
+TAAGGTCAGCGTTCTGTTAGCTTACGCCTTGAACTCCCTGCTAACCTTCTTGGTTATAGTGATCCCCTCC
+CCACTCTTCCTGATTCCCCTTGGGTTAGTCCTATATTCAGTTGGCGGAATAATGACCGCTTACACCTCCG
+AGAAGGCCAGCAGGGAAAACTTGGGAGTTGTCATGGGCTTCGTGAACATGGTTGGCTTCTTTGGGGCTAC
+TATAGGGCCTTACATTGTGGGCTTCCTCATAGACAGGCTCGGCTATTCTCTAGCTTTGCTTTCAGTCCCC
+CTAGCTTACCTAGTCTCCGCGGTAATTATAGGGCTCGACCTAAGGAAAACTTCATATAAGGGTTAGCTTA
+ACGTTTAGATGGTGATCTCCATGGAAGACCCCTACATATGGATGGAGAACCTTCAAGACGAGAGGGTTCT
+AAAAATAGTTGAGGAGGAAAACAGAAGGTTCAGGGAGCTTGTCGGGGAGCTAAGCGATAAGCTATTTCCA
+GAGGTCTGGGAGTACTTTTCCCAGCCCTCTATAGGGATGGCGAGGATAACCAAAAGGGGAATTATAGTTT
+CTTACAGCGAGAAGGACAGGGTAACGGTAAGGTGGCTCGGAGGAGAAGTTATAGTTGACTCGAAGGAGCT
+TGAGAAGGAGCTGAACGACGAGGTTTTACTTCAAGGATTCACGACGGATGAAGATGGGAAGAGATTAGCT
+TACAGTTTCTCAATAGGAGGTTCCGATGAGGGGATAACCAGGATAATTGACCTGGAAACTGGAGAGTTGC
+TGGAGGAGATAAAGCCTTCCGTCTGGAACATAGTCTTCCTAGATAAAGGTTACTACTTCGCTAGATTCTA
+CAGGAAGGAGAAGACTCCAGATGGAGTAAATCCACCGGCCGAGAGGATATTCTGGAAGGACGAGGAAGGA
+GAGAGGATGGTCTTTGGAGAGGGGCTAACATCAGGGTACTTCATGAGCCTGAGAAAGAGCACCGATGGAA
+AGTTTGCCATGCTAACCCTGACCTACGGTTGGAACAAGGCCGAGATTTACCTGGGCCCGATAGATAAACC
+TGAGGAGTGGAAGAAGGTTTACTCGGCGGACGTTCCGGCTGAGCCTATAGATGTGATTGATGGTAAGTTG
+TACATCCTAACAAAGGAAGGAAAAGGCCTGGGAAAGGTGATAGCAGTTAAAGATAGTGAAGTTGAGGAGA
+TAATCCCCGAAGGAGAATTCCCGCTCGAGTGGGCCGTGATAGTTAAGGACAAGATTCTCGCCGGAAGGCT
+AGTTCACGCGAGTCATAAGTTGGAGGTCTATAACTTAAAGGGAGAAAAAATCAGCGAGGTTGAATTTGAC
+TTCCCAGGGAGCCTATATCCGCTGGACAAAGACGACGAGAGAGCTCTACTTAGGTACACGAGCTTCACCG
+TCCCCTACAGGATATACGAGTTCAAGGATGAGCTAAAGATAGTTGAGGAGAGGAAAGTCGAGGGGAACTT
+TAAAGTCGAGGAAGACTTCGCGATAAGCAAGGATGGAACGAGGGTTCACTACTTCATAGTTAAAGGAGAG
+AAGGATGAGAAGAAGGCCTGGGTGTTCGGCTACGGTGGCTTCAACATCTCTCTAACGCCAAGGTTCTTCC
+CCCAGGTTATACCGTTCCTCAAGAGGGGAGGGATCTTCGTCATGGCTAACCTGAGGGGTGGGAGTGAATA
+CGGCGAGGAATGGCACAGAGCTGGAATGAGGGAGAACAAGCAGAACGTCTTCGATGATTTCATAGCTGTG
+CTTGAAAAGCTCAAGAAAGAGGGTTATAAAGTTGCGGCCTGGGGAAGGAGCAACGGAGGTTTACTAGTTT
+CAGCAACTCTAGTCCAGAGGCCAGATGTTATGGATGTTGCCTTGATAGGTTACCCCGTAATAGACATGCT
+CCGCTTCCACAAGCTCTACATAGGCAGCGTCTGGATACCTGAGTACGGAAATCCAGATGATCCAAAGGAT
+AGAGAATTCCTACTGAAGTACTCTCCATACCACAACGTCAGGCCCCAGGAGTATCCGCCAACCTTGATTT
+ACACAGGTTTGCACGATGACAGGGTTCATCCAGCCCACGCGCTCAAGTTCTTCATGAAGCTCAAGGAAGT
+CAACGCTCCAGTTTATCTAAGGGTTGAGACAAAAAGTGGACACATGGGAGCTTCACCAGAAACAAGAGCT
+AGAGAATTAACTGACTTGCTAGCCTTCGTTCTCCTGCACCTTTAGTTTTCTCTTTTTAAACTCTCCCAAG
+AGTTCTTTTACCGCCTTAACAAGCTCTTCCAACGTTGCATCCTGGTGACTTATCCCTATCGTTATCTTCA
+TGTCAGTTGTCGCGAAAGAAACGTAAATCGTGTTCCCCTTACTTTGAGCAAAGAAATGCTCAACCGTTTC
+CTCCCCACCCTCAACCTCTTCCTCGGCACCCGCCGGAATCTCGGGATCTCCCTCGAATATCATGGGCCTC
+GGCTCCATGGTTGGGGAATCATTAAGGGGATTTTTAAACATATCTTCCTGGGTTAAAGTTTAAAAGCACT
+CCCCTTTATGCCTAAAGCGAGGTGGAGAGAATGAAGCCAATGTACAGATCAAGGTCATGGAGGAGGAAGT
+ACGTCAGGACTCCTGGGGGAAGGGTTGTAATTCACTTTGAGAGGAGGAAGCCTAAGATAGCCCACTGTGC
+GATCTGCGGCAGGCCATTGAACGGAATTCCAAGGGGAAGGCCCGTTGAAATGAGGAAGCTACCTAAGACA
+AAGAAGAGGCCTGAGAGGCCTTACCCACACCTATGCCCTAAGTGCATGCGCAGGGTAATGAAGGAACAGG
+TAAGGGCCCAGATCATGAAGGGGTGACCCATGCCAAAGGGTTGCCTCGTGATAACGGTCAGCGGTTTAGC
+CGGTTCAGGGACAACCACGCTTTGCCGCAACTTAGCTAAACACTACGGCTTCAAGCACGTCTACGCTGGT
+TTAATCTTTAGGCAAATGGCCAAGGAAAGGGGAATGAGCTTAGAAGAGTTTCAAAAATATGCAGAGCTTC
+ACCCGGAGATAGACAGGGAAGTCGACAGGAGACAAGTAGAGGCGGCGAAGGAGTGTAACGTGGTCATAGA
+GGGTCGTTTAGCCGGATGGATGGTTAAGAATGCAGACCTAAAGATATGGCTCGATGCCCCGATAAGGGTT
+AGAGCTGAGAGGGTTGCCAAGAGGGAAGGCATAAGCGTAGAAGAAGCTTTCATGAAGATAGCCGAGAGGG
+AGATGCAGAACAGGAAGAGGTACCTAAACCTTTACGGAATAGATATTAACGACCTCTCCATTTACGATTT
+GATAATAGACACATCCAAGTGGTCCCCCGAGGGTGTGTTTGCGATAGTTAAAGCCGCGATAGATCACCTC
+TACGAAAAGGTTTAAAAGGTAAAGTTTGCGAATCCAATCGACCACCCGGCCCCGTCGGCGACGCGGGGCG
+AAAAAGTTTGGGAGGTGGGATGAATGCCTGCGATAGATGTTGGAAGGATCGCCGTTATTATAGCTGGAAG
+AAGGGCAGGACAGAAGTGCGTCATAGTTGACATAATAGACAAGAACTTCGTTCTGGTTACTGGGGCTGGA
+CTAAACAAGGTTAAGAGGAGGAGGATGAACATAAAGCACCTCGAGCCTTTGCCGGAGAAGATAGACATTC
+CAAGGGGAGCTAGCGACGAGGAAGTTAAGGCAGCACTTGAAAAGGCCGGCATTTCCCTCTAACCCCAATT
+TTTATATATCTAATTCTGCATAATATTCTGGGTTTCGTTATGATCGGTGAGATCTACTACTCCAGGAAGT
+TCCTTCTCCACAAGCCCGATAACTATCACCCTGAGAATCCTGGGAGGTTATGGCTCGTTCTCACGGCCAT
+CAGAGAGCTGGGACTGGAGAACCATGTCCTCGAGCCCTCCCCAATAGGGGAGGAGTTAATCTACAGGATA
+CACGAAAGGGAGTACGTGGAGAAGATAAGAGAGCTGTCTCGAAGGGGTGGAGGTTACCTAGATGCCGACA
+CCTACGTTAGCCCAAGGACATGGGAGGCCGCAATCTTAGCCCTGGGAGCTTCTAGGCTAGCAACGCTCTC
+GGCCTTAAGATACGGAGGAATGAACTTGGCATTGGTTAGGCCTCCTGGGCACCACGCTGGAAGGAGGGGA
+AAAGCTCTAGGCGCGCCCACTCTGGGTTTCTGCATATTCAACAATTCCGCGATGGCCGCTTTGACGAGTA
+AAGAGGAAACTGGAAAAGCTCTGGTTATAGATTTCGACGCCCACCACGGCAACGGAACCCAGGAGATATT
+TTGGGACGATGCGGATGTAGTGCACATAGATTTACACGAGAGGGACATCTACCCTGGAAGTGGTGACGTG
+GGTGAGATAGGTGGGATCAACGCCAAGGGTAGCAAAATAAACCTCCCAATGCCACACTATTCCGAGGACG
+GTGACTACATATACGCCTGGGAGGAAGTTGTTATTCCGATAGTTGAGGAGGTTAAGCCGAAGGTTGTAAT
+TGTTTCAGCTGGCTTCGATGGGTTCAAGGGGGATGGATTAACGACCTTAAAGCTAACGGAGGTTTTCTAC
+TCTTACGCTGGGGCAACTTTGAGGAAATATCCCTTAGCCGTTATACTCGAGGGTGGATACAGCTCTGGAC
+TTAAGAAGGGGTTTCCGGCGTTTATAAGGGGTTACGAGGAAGATAAGGTTAGGGATCACGCACAGCCGAG
+CTACGAAACCTTAAAGCTAGTGGAAGAAGTCAAAGACATTTTGAGTCCGTGGTGGTCACTTTAAATTTTT
+ATGTTCTTAGGGGAATTTAGTATTATGAGGTACCTAGTTCCACTGTTGGTATTCATGGTTCTCGGCATGG
+GATGCCTTGGGGGAGGTGGAGAGGAGATGGTTAAGGTTAGCTCCGTCTTCGGCAACGACGAGTTCATTCC
+CGCAAAGTACACGTGCGAAGGAATTGATGTGAATCCTCCCCTGAGGATAGAGGGGATAAGCGAGAACGCT
+AAGAGCTTAGTAATAATAGTCGACGACCCAGATGCACCCTTAGGGACTTTCACTCACTGGATAGCCTGGA
+ACATTCCTCCAGTTGAGGAGATTCCCGAGGGGATTCCCAAGCAAGGGGAGGTGGAGAAGCCTATTCACAT
+GATTCAAGGCAGGAACGACTTTGGGAGGATAGGATATAATGGGCCTTGCCCACCGAGGGGTCACGGGGTT
+CACCACTATCACTTCAAGGTCTACGTTCTGGATACAACTTTAAACCTAAGGCCGGGAGCAACTAGGGAAG
+AGCTAGAGAAGGCCATGGAAGGTCATATTATCCAGTTCGGAGAGCTTGTTGGTTTGTACGAGAGGAAGTG
+ACTTTCCTTTTTATTAATTTTTCAGAAAAGTTCTGGTGGGCCCGCGGGGCTTCGAACCCCGGACCTCCCG
+CTTATCAGGCGGGCGCTCTAACCAGGCTGAGCCACGGGCCCATTTGGTGCCCCGGCCGGGATTTGAACCC
+GGGTCGCGGGATCGAGAGTCCCGCATGATTGACCGGGCTACACCACCGGGGCGCGCCGATTGTGATAACC
+AAAAATTGATTTATAAACCTTTCGATTGTCGAGGTGTTTTGATAGGAGAGATAGCAAGCTTTTAGCGATA
+GAATGTTCCGAGTTTATCCTCCTTTACGTCTATCCTCTGAAATCCTCCTCTTGAGGTGTGAAGATAGCAA
+AAACAACCAACCAGTTTTTGAACAATCAACCGGGATGTGATAGTGTCTTGGCTTAAAAACAGCTCTCCTA
+ACGGAATATAATAATAGCTTTCCCAGGTTGAAACAAATTCCTGGTCTCAATTTGGAGAAGATGGTAGATG
+TTCAAAACTGATTTTCTCTTTCCCTAATGCGTTTCCTAACCTTAATCCACCCTCTCTCAATTCGTTTAAA
+ATGCCGCTTTGCATTCTCGAAAAGTTCTTTAACTTCCCCCCAGGAAGTTACTATCAGAGTACAGTATGAT
+ACCATCCTCTAAGGCGTCGAGAATAAGAGGGTGACCCTTAAATATCATCTTCTTCAATTCCTCGCTCGTG
+TATCCTTTAATATCGAGAGGGGCAGTAGTATTATCCAGCTCGTAAAGTAACTTTAGTCTCTCATTGAAAT
+TCTTAGAGAGCTTAATCTGAGATAACTAGAATGTCAACATCACTCCCAAGCCCAAACGTTCCCCTGGCAA
+TTGATCTTTTTTGATTGTTTTTATGTACTGCCTAATCTCCTCTTCGTATGGAAGCATTTGCGACACCTAT
+CACAAAGTTTATTATCGCTTCAGTAGCTTTAATGGCCTCTTCAGCGTCCTCAGCATCGTAAAACTCATAG
+GGCTGTTTCGTAGGTGGTAACAAATGGAACGTTTGGGTCTTTTTTGTTTTGCGTAATTTTTAAATACTTT
+TACAGTATATTTGTGTTGGCTTGGCAGTCTCCGATATGTGGGGTTTGTAAGCCCGAATGGGGACTGCCTA
+CTGCCTGAAGATGTGGGGAGTTTCCGTTCCCCCCGAAAGCCAGCCGATGAAGACGAGAGGCTGGAAGGTC
+ATCCACTACGAGAGTTCCATCCCTGCCACTCGTAGTGGATGACCAGAACGGGCTCCTTCTATATACGCAT
+CTGGATACCTGGTAGGTATGTAGTGCTTGTCTAGGGTTTTAGCGTATCTAAAAATTTCGTTTGGATAGAG
+TTCCAATCGCCTTTCACAGGGGCTAACGTTTCTAAGCAATATATTTTTAATCTCCCAATCCATTGGAAAG
+CTGTCATGGAAGAGGGCTTAAAAGCTAGGCTTATCAAAAACGCGGGATGGCTTTTTGGGGCCGAGGTTAT
+ATCCAAGTTGCTAGCGTACGGTGTAATAGTTATCTTGAGCAGAACCCTTGGACCGGAAGGGCTGGGTCAG
+TACTCCTTCATATTTTATTATATAGGACTCCTTGGGATATTCTCCGACTTGGGAGTTGGATATTATTTCA
+TGAGGGAAGTAGCAAGGGATAAGGGAAAAGCCAAGGAGCTTCTACCCGATGTCCTGGGGTTCAAGATAGT
+TCTAGCATTGTTGAATTTCCTTGTAGTCGTTACATTGACGCTGTTCCTTCCAAAGCCGGGGTGGATGAAG
+ATTTTGATAATTCTAGCTGGAGCAGAGGGCATGCTTACTTGGATCGCGTACCTCTTCGTCAGAATTATGT
+ACGCACATGAAGTTACAAAGTACGAGGCAATTGCCCGAGTTATCGAGAGAACTTGGGCATTTTTCGTTGG
+CGGTGCGGTTCTTTACGCTTATCGCTCACTTACACCATTCATTCTTGTAATCCTTCTAGGATATACATTG
+AGGGAGATCCTCAGGATAAAATGGGGCTCACAGTTTTTGAATACAGTTAAAATCCGTTTTAAGCCCGGGG
+TTTGGGTCTCGCTCCTTAAAGAATCATACCCATTCTGGCTTATTGGTCTTTTTACACTCATCTACTACCG
+CACAGACATGGTGATGCTAAGTCTGATGAGGGGGGACTATGAGACCGGGATCTACAGGGCTGCTTACACG
+TTAATAGAAGTCTCGCTCTTCGTTCCGAACATAGTGGTCTCGACAACGATGCCCTCAATGGCAAGGCTGT
+GGGTGGAGGACAGAAAAACATTAAACCTTCTCTTCAGAAAGAGCTTCCAGATGCTCCTAGGGATCGGCAT
+CCTTGGGGTAGCCGGTTATTACGTCCTCGCGAGACTTGGGATAACCATTGTCTTCGGAGAGAAGTTCCTT
+CCCAGCGTGCCCGTTTTAAGAATTCTAGCTTTCGCTATACCCTTCATGTTCCTAAACTCGCTCTTTGGGA
+GCTTCATGAATGCTACTGGAAGGGAGCTGACGTTTACGAAGATAACCAGTTTTACGGCTTTGCTGAACGT
+TGTGTTAAACTATATCCTCATACGCTATTACGGTGCGAGCGGGGCAGCAGTAGCGACTGTGGTGAGTCAA
+GTTTTCTTGCTTTTTTTAGCAATAACAAAAAGTAAGGATGAGTTTAGATAGTTGTCACTTAATCTTGCCC
+TTTTAACTTTAAATTGGAGATATCTTTCATACGATAATCTCCTTATAATTTCACTATATAACCTTGAAGG
+AGAAAGGAGAGAGACTAGAAAATATCTTAGAAGTCTCCTAGCAAATGATAGTTGGTTCTTCTTATCTCCT
+ATCCTTGCTACTAAATTTAATCCTTCTAGAGCTCGTATGAGGATGGGATTTTGAGTATAGGATCCTAATA
+TATTAAGTTATTAAGTATAGAGAAACCTGTCGCTTTTAGCTGTGTTATGAATTCCTGTGGGCTTACTTCA
+TTTATGTGATCTTTAGTATATGCATCAATGTCATATACTCTCTTATTAGGAGTCGAAATAAATAAGAGCC
+CATCAGATTTCAAAAGAGATTTTATATTTTCGAGTAAAATCTTACTATTTTCCGGTGGAACATGTTCATA
+GACTTAAAAACACGTTATAACGTCAAAAAATCCATACTTTGAACGAAGGTACTCTACAGTACTCTCATCA
+GTTATATCTCCCAATAGGCATGTAGCATTAGATAATTTTTTGGAGAGTACCTTGTTTGCTAATTCAATAC
+TCTTTTTGTCTAAATCCACTCCAACAAATTTACATTCCGGACATAATTTACTCATGATATAAATCCCATA
+ACCCTTTGAACAACCTACATCTAATATCATTAATGGTCTTGCATTCTTCTTATTAGTTATTTGAACAGCA
+GAAAGAATTTGGTATTATATTCTCCAAGTCTAGACTTCAAATATCTTGAAGATCCTTGAGCATTTCAATT
+AATTCATCCCCTATCGGCATTTGAATCACCCTCTAGTAAGATATCATAAATTTTAAGAAGTTTTTTAGAC
+TCTCTTTCCCAATTGTATTTACTACCAATCGAATATGCCCTTTTTCCAAATTTGATTATTAATTTTGGAT
+TCTCAATAAGAGTAATTAGGGCTTTTTTAATTTCCTCAACTTCACAGTTAACGACCAGGCCAATCTTATA
+ATCCTTTACAAATTTTCCACTTGCCGTTCCTTTGCCAGCTAGGCAGGCTCTTCCCACTACTATAGCCTCA
+AAAAGCTTATTTGCTAATCCTATCCTATAAAGAGGGTCTTTTGAGTTAAAAACTAGGTACACTAAGCTTC
+CTTTTTTGGTTACATTTAAAACTTGCTCCCTTGGTATAAAGCCCAAATACTTTACAGGGAAATTATTCGA
+ATGCATCACAATTACATCAGAGATTCCTTTGACTTCTGGCCCTGCAAATATTCCCTCGATTTTATGCCCA
+ATTTTTGAGATGGCCTTAACAAGCTCCAAGATACAACGGTTTTTGTCAAACCCACCAATATACACTACTC
+GCAGGGTAGAAATATCTGGACGTTCCCATTTGCTTTCTCTTCTCTGCTTCATATTTCTTACTAATCGAAC
+CTTTGGATAAAATCTAAGGAAATACTCTGCAGCACCTTTAGAGACGGTTATAATAACATCAACATGCCTA
+CTTACGAAATATTGTTCTCTCCATACTGGCTCTCTGAGAAATTTTGGGATCAGACCTCTTAGAAACATAT
+AACTCCAGATTTCATGCGAGTCATATATAACTCTGACACCTAACTTTTTCTTAAGCCATACTCCTATCGG
+GAGATCTGGCCAATCATGGACATGAACTATTCTAAATTTCCAGTTTTTATATAGCTGTAAAGCCATCCTG
+TAAGCTAATATTTGCCATATTGGAACTTTCAATATCTCAAATGGTATTAACATTTCAAATATTTTTGGGA
+TTTTTATTCGAATTATTTCAACACCATTAATTATCTCATGGGGAGGATATTGACCTTTTCTATCCCAAGC
+TATAACCTTGACATTATACCCTCCCTTGGTTAGACTTTCAGCCTCGGCGGTAACCCTAGGATCATGGGTA
+TAATGATTGTTTAATATCATTAAAACATTCTCTGACATTTATAATCACCACCCCTCAGTCCAATACATCC
+TAATTTGGATTTATTTCATCTTCGAAAGTTAACCATTATCCATCCACTCCCTGAGCCACAGCTCCATGAT
+TATAACCTTCCAGAGCTCTTGGCTCCAGTTTTTCTTGCCAGACACGTGCTCCTCAAACATCCTTAATACT
+TTTCGATAATCCCAGTAAGGCCGTTTTTTGAAACTTTCAGAGTCTATCACAGCCAACGCAAACTTCTGCC
+CTTCATTAGTCTTAAGGATGTCTTTGTCAGGGGTCGCAAACCCTACCTTGCTAGCCCTATTCCGTATTTC
+ATCCGGCAGGATGCCCTTAAGACCTTTACGCAGTAGAACTTTTGTAATACCCGCCGAAACCTTGGATTCG
+GGGGGAAGAGACAGAACGTATTCAACGAGCTCGTGGTCGCAGAAGGGAACTCTGCTCTCTATGCTCCACC
+GCATTGCGTTTTTGTCCTCAAACCTCAGGAGATGAGGTAGAGAATAGTAAGTCTCTGCTAACAGGAGAGC
+CTCGTTGAGAGTTTTAATTTTCCATATCAGTTCTTTGGAAGGTCGTTTTTTAAACTTCTCTATGAACTCT
+TCACGGAGATACGGAAATCTCCTTCTCCACAGTCTCTTGGTGACCCATACCGGAAGAATGTAGAGAACCA
+TGTTCTTGAGAGGGACAAGGGATCCGTGGATCCGCTTGTAGGCCAAGATTTCCCTCAAAAGTTTGCCCCA
+TTTAAACTTCCTAAGGAGCTCGACAAAGTAATAGCCGAAGAAGTAGTGGTATCCGGCAAGTATCTCATCG
+CTTCCCTGGCCGTCGAGGAGAACTTTCATTCCGTTTTCTCTTGCGAGCTTCATTACCCTGTACTGACCGT
+ATATACTCAGGGTCGAAAACGGCTCCTCCTGAGTTCTTATGAGATCTATGATATCAGCCAAAACATCCTC
+GACGTTAAAAGTTGTCCTGTACCAGCTTACCCTGCATTCGTCTACCACAATTCTCTGATATTTGCTTTCA
+TCAATTTCCTTGCCCGGAAAAACTAGCGAGAACACCTTTATCTCACCATCCGGGAGGAGGTGTCTCATGG
+CGCAGACTATGCTCGAGCTATCAAGGCCACCGCTGAGGCAAGAACCCACCGGGACATCGGCAACAAGTCT
+CATCTTCACAGCCCTGAGGAAAAGATCCTTGAACCCTTGAGGATCAGAAATTTCCTTACGCTTTTCAATT
+CGCTCTCTTAGGTCATAATACTTCCAAGCTTCAAACTTTCTCGTGTTCAGGTCAAAAACAGCATTATAAC
+CCGGCATCAGCCTTTTTATCCCTTCAAAGAACGTGTCCTCCGTGTGGTCCAGCAGATTGTAATACAGGAA
+GTCAAATATAACGGCATCATTCGGTTTCCGTGGAATGTTATGTTGTAGTATTCCCTTGATTTCTGAGCTG
+AAGATTATGTTTTTGCCGTCATAGTAATAATACAGGGGCTTTATTCCGAATCTGTCCCTGCTTAGAAACA
+GGATGTTCTTACTCTTGTCATAGATCACGAAAGCCCACATGCCATTGAACCTCTCCACACAATCAAAGCC
+CCACTCTAGGTAGGCGGCAAGGATAACCTCGGTGTCAGTGTTAGAGGTGAAAGTGTAACCCTTCTCCTCA
+AGCTCTTTTCGAATTTCCATAAAGTTATAAATTTCCCCATTGTAAACGATCCAAACCTCTTTACCATCTT
+TCTCGTACTTCATAGGCTGGTGCCCCTTGGGTGAGAGGTCAATGATGGCAAGCCTAACGTGACCAAGGCT
+AACATTATCATCAACATAAACTCCCTCATCATCAGGTCCACGATGCCGAATAGCATCGTTCATTCTTTTT
+ACTAACTCTTCATCACCCCAAGAAAACCCATTAATCCCACACATTAAAGACCACCCATTTTAAGGTTTAA
+GAGTAAGCCTTCCTGATACTTTCCCTATTTTTATCCCATGTCCATTTATCTCTCAACCTAGTGGGAGGTC
+TTATTTTTTTAATCTTATCAAGAGCGTTTTTTATGCTCCCAACGTTCATATCAACCGCCACTCCACATTT
+ATATATATTTACAAAATCCTCCATTAAAGTATCTTTATTAACAATTACAGGTATTCCCATTATTATACTT
+TCCAACATTTTAACGGCAATTGCCATTTTTATATTTGTAGTCATCGGGTATACTGAGTATATGACATCAC
+AGAGAGTATAGTATTCCGAAACTTTTTCATAGGGAACTGACTCAATGAAATCTACACGTATGTTAGGATA
+CTTTATGGACAATAATTCCCTGATTTCATCTTTTAAGGGGCCACTTCCAACAAAGATTATTCTTAATAAC
+ATATTTTCCTTCGCAATTTCAAACAGCGGAATAAAGTTTGATATACTTCGAATTGTTCCGATGTACCCAA
+CGACAATTCCTCTGTGTTTATGCCGCTTTACCCGAGGAAAGACCCTCGGATCAGGTGCATTCCAAACCAC
+ATATATCTTATCCGGTGGAACACCACTATTTACTAGAAATTCTTTAAGTCCCTTATGTTTTCCACCTATG
+GATCTGCTCACGGTGATTACTGAATCTGACAGCTTGGCAAATAGTATCTCAGTCCTTCGGAGGATTTTTC
+TTAGGATAGTATCCTTTTCTTGTTCTTCTAGTAAAGAAATGCGGGTATAGTACAGATCATGGATATCAAA
+GATAAATTTCACTCCAAGGATTCTGGAAATGAAGAAAGCTAGTGGCGCGGTATCAAAATCGTTTGCATGT
+ATTGCGTAAAGTCCATCTCTATTTTTTAGGATGTATAGCATTGCATTTAAATAAAATAGAGGAAGCTTGA
+CAAGGAAATCAAATAGGGACGCGTACCTAGAAATAATGCTAATCCTATAAACTTTAATGCCATCAACCAT
+ATCGAAGGATTTATAACCCCCTTCTCTGTCCCATGCTACAACGGTCACATCAAAACCAAGTCCAATCAAA
+GTCCTGGCTTCCTTATAAACCCTAGGATCTGGCTTAAAGGGATTTGTTAAAACCATAAATATTTTTTTCC
+TGTTTGCCATTCACCATCACCTTTTTATTAAAGCCCTCACGTATAAGTACAAGGGGAGAAAGATAATGAA
+TGTTTCGATTATTGGTTCTGGTTATGTTGGTCTTGTTACTGGGATGGGCTTTGTTAAGCTGGGAAATAGG
+GTCATTTTCGTTGATGTTGATGAGTGGAAGGTGAGAGTGATAAATAACGCCCAACCTCCAATCTATGAGG
+AGGGCCTCGAAGAACTCATGCAAGAGTTCAAGGGCAAGTACTACGCCACCAACAACTATCGTGAAGCAAT
+TCTCAACTCAGACATAACGTTCATAACCGTCGGAACTCCATCCAAACCAGACGGTACAATAGACCTAACC
+TACGTGAAAAACGCAGCTAAAGAAATCGGTAAAGCATTAAAAGAAAAGGATAACTTTCATATCGTCGTCG
+TCAAGAGCACCGTCCTCCCAGGAACTACTGAAGGTGTAATAAGACCAATCCTGGAGAAGTACTCTGGCAA
+GAAGGCATTCCAAGATTTCGGCCTAGCAATGAACCCCGAGTTCCTAAGAGAGGGAGTAGCACTAAAGGAC
+TTTCTAAACCCAGACAGAATCGTAATTGGAGTTCAAGACGAGAGGACAAAGAAAGTTCTAGAAAAACTCT
+ACGAACCGTTCAACGCACCAAAACTCTTCACTGATATTAAAACGGCTGAAATGATTAAATACGCATCAAA
+CGCCTTTCTCGCAACGAAAATAAGCTTTGCCAATGAGATTGGAAACATATGCAAAAAACTCGGCATAGAC
+TCCTGGAAAGTCTTTGAGGGAGTCGGCTTAGACCACAGAATAAGCCCACACTTCTTTAGAAGTGGAATCG
+GATTTGGAGGATCATGCTTCCCAAAAGACTTAAAAGCTCTAATCAAAAAGGCAGAAGAGCTTGGAGAAGA
+CCCAATAATACTAAAAGCAGTGCTGCAAGTAAACGAGAGACAACCACTAAAGCTAATCGAACTCCTGAAA
+AAACACGTCCCAAACCTAAAGGACATGAAAGTTGGCGTCCTAGGCCTAGCATTCAAACCGAACACCGATG
+ACGTCAGGGAAACGAGGGCTTACATTGTGATTAAAAAACTCCTCGAAGAAGGAGCAAAAGTAATTGCTTA
+TGATCCAAAAGCCATGGAGAATTTCAAGCGCTTTTATCCAGACGTTGGAAGGCAAATAAGCTATGCCAAC
+TCTGCGGAGGAAGTTTTAAGAGAAGTTGACGTTATCCTGATACTCACCGAGTGGCGTGATTTTGAAAGTC
+TTGACTACTCGGGTAAAATCGTTATTGATGGTAGGCGTGTAAGATCCGCTGAGAAGACAGCGAAGATTTA
+CGAGGGGGTGTGCTGGTGATTAGGAAGGCAGTGATTCCAGCCGCTGGTTTAGGGACGAGGATGTTGCCGA
+TAACAAAATCTATGCCGAAAGAAATGCTGCCCATCGTTGATAGGCCGGTGATTCATTACGTGGTTGAGGA
+GGCAGTGAAGGCGGGTATAGAGGACATTCTGATAATTACTGGAAAGGGGAAGAGGGCGATTGAGGATTAC
+TTTGACAGGAGCTTTGAGCTGGAGTACTATTTAAAAGAGAGGGGGAAACTGGAGGCGTTAAGGGAAGTGG
+AAGAAATCGGAGAAATGGTGGATATTTACTACGTGAGGCAGAAAAAACCCCTCGGTTTAGGCGATGCAAT
+TCTTTACGCTGAGAAGCACGTGAACGGAGAACCATTCGCCGTACTCCTGGGAGACGACATAATAATCAGC
+AAAAAACCAGCAATAAAACAACTAATTGAGGTTGCAGAAAGAAAAAACACTCCAGTTATCGGTGTGGAGA
+GTGTTCCAAGGGAGCTTGTGAGTAGATATGGAATCATAGAGGGCGAGCTAATTGAAAATGATCTGTATAG
+GATAAAGCGTCTCGTTGAGAAGCCTTCCCCTAAAGAAGCACCAAGCAATATTGCAATAATTGGGAGGTAC
+ATTTTAATTCCTGAGATATTTGATATCCTGAGGGAGACCCCACCTGGAAGAGATGGAGAGATACAGCTTA
+CAGACGCCCTCCAGATACTTTTGAACAAGAATGAAATCCTTGCAAAAAGAATTGAAGGAGAAAGATATGA
+CATTGGAAGTAAATTCGGTTTTGTCATGGCAAATCTAAAATTGAGCCTCAGAAGAGAAGAATTAAGAAAT
+GAAGTATTGAAATACCTAAAAAGTATTTTGAAGGAGATCTCAAATGAGTAGACCAATTGTCTCCGTTATC
+ATACCCACATATAACAGGGCAAACCTACTCAGAAGAGCCATAGCTAGCGTTCTCAATCAGAAATTCAAAG
+ACTTCGAACTAATAGTGGTCGACGATGCCTCGACTGATAATACCCCCGAAGTAGTGGAGAGCATAGAGGA
+TGGAAGGATCAGGTACATACGTCTTAAAAAGAACTCAGGTGGTCCAATCGCAAGGAACATTGGCATAAAG
+AAGGCCAAGGGGAGATTTATAGCTCTACTTGACGACGACGATGAGTGGCTTCCACATAGGCTGGAGGTTC
+AGGTTAGGAAGTTTGAAAACCTCGGAAAGGAATTTGGCGTTGTTTATGGGGGATTCTACTATGTGTCTCA
+AGATGGTAGGATACTTGGAAAGAGACTTCCGAAACACAGGGGAGATATTTATAGCCATCTTCTAAAAGAG
+AATTTCATTGGTAGTCCAACACTACTAATAAGAAGGGAATGCTTCAAAAAAGCTGGGCTCTTTGACCCGA
+GACTTTCAAGTTCTCAGGACTGGGATATGTGGCTGAGAATAGCAAGATACTACAAATTTGACTATGTGGA
+CGAGATAATTGCAAAATACTATGTTCACGGAAAGCAAATTTCTTTTAATATGAAAAAGTATATTCCTGGA
+AGAGAACGGCTAATCCGCAAACACCTGGATATTTGGAAAAATCCGAAGATTCTGAGTATCCATCTAAGTC
+AGATGGGTTTATTGCTTCTGCTAAGCAACAATACAGGAAAAGGACTTAAATATCTAACGTATTCCATAGC
+AATAGCACCGCTAAATCTGGAAAACTACATGATACTACTGAAACTCGCGCTGGATTCACGTACAGTAGAG
+TATATTAAAAGAATATTATCAACAAGGTAACCTATTCTCCGATCCTAGAGGCATGTTTTAAAAAATTATA
+AAACCCCGAAGGGTATAAACACTGAACGGTGTTCAATTATGCCTGATCTTAAAAAGTATTTCGTTCATCC
+AACGGCCGTTGTCGAGGAAGGAGCTGAAATCGGGGAGGGGACTAGAATATGGCATTTCGCCCATATAAGG
+AGTGGAGCAAAGGTAGGAAAGAACTGCAACATAGGAAAAGACGTTTACATTGATGTTGGCGTTGAGATAG
+GGAACAACGTTAAGATACAGAACGGGGTAAGTGTATACAGAGGGGTTAAGATAGAGGATGACGTCTTCCT
+GGGTCCACATATGACCTTTACCAATGATCTTTACCCAAGATCCTTCAATGAGGATTGGGAGATAGTACCT
+ACGCTCGTAAAGAAAGGAGCATCCATCGGGGCCAACGCAACCATCGTCTGTGGCGTCACAATCGGAGAGT
+ACGCGATGGTTGGCGCTGGCTCCGTGGTAACCAAAGATGTGCCTCCATTTGGTCTAGTTTATGGCAACCC
+CGCAAGGCTCAGGGGTTTCGTCTGCTACTGTGGAAGACCGCTAAAGGATATCGTTGGGGAAGACGAAGAT
+CACGTAATATTCAAGTGCTCACATTGCGGTAGGGAAGTCAAAATAAAAAAGAAAGACTACGAAAGATATC
+TCAAAGAAAAGGATTTGAGGTGCTAAAGATGATACCAATAGCTAAACCCATAATCGAGGATGAGGAGATA
+AATGCCGTTGTTAATGTGTTAAAGAGCGGAATGCTCGCCCAGGGAAAGGAAGTTGAAGCCTTCGAAAAGG
+AATTCTCAGAATACCTGGGGGTTAAGCATGCTATAGCGGTAACGAACGGGACAATAGCTTTGGACGTAGC
+TTTGAAAGCCCTTAAAATAGGGCAAGGAGATGAGGTTATAACAACCCCCTTCACTTTCATAGCTTCGGCT
+AACTCTATACTATTCCAGGGAGCTAAGCCCGTCTTTGCGGATATAGATCCAAAAACTTTTAACTTAGATC
+CAAACGACGTTTTAGAAAAGATAACGAGTAAAACCAAGGCTATACTGGTTGTTCATCTGTATGGGCAACC
+CGCGGACATGAAAGCCTTCAGGGAGATAGCGGAGGATCACAATCTCTACTTAATAGAAGACTGTGCCCAA
+GCTCACGGGGCCGAATTCGAAGGCAAAAAGGTTGGAACCTTCGGGGATATAGCTGCGTTCAGCTTTTACC
+CAACGAAGAACATGACGACAGGAGAAGGGGGAATGGTCGTCACGGACAACGATGAATTAGCTGAGAGAGC
+AAGGCTAATAAGGGATCATGGCCAGGCTGAGAAGTACCTCCACGTGGAGCTCGGCTACAACTACAGGATG
+ACCAACATAGCAGCAGCCATAGGTAGAGCTCAGCTCAAGAAGCTTGATAAGTGGAACGAGATAAGAATCA
+AGAACGCCGAAATTCTCTCAAGGGGGATAGAGAGGATTAAAGGATTGACACCCCCATTCGTAGACCCGAG
+GGTTAAACACGTCTTCCACCAGTACGTGATAAGGGTTGAAGATGATTATCCCCTTAGCAGGGACGAACTA
+GCAAAAGAGCTTAGAAACAGGGGTATTGGAACCGCCGTTCACTACCCAGTTCCTGTTCATCACCAGCCAC
+TGTATCAGAAGCTTGGCTATCCAAGGGATATTTGTCCAAACGCCATTGAAGCTTCTAGAAAAGTCCTCAG
+CCTTCCAGTTCACCCAGCTGTGAGTAGGGAAGACCTTGATTACATAATCAGAACCTTGGAGGAGCTGGGT
+GGGGAATGAGAGTTGGGGTCGTTGGTGTTGGGAAAATGGGCTACCACCACGCTAGAATATACTCTGAGCT
+AGCTAAGGAGGGCAAAGTTGAACTCATTGGAGTAGCGGACATAAACTTCGAAAGAGCCAAGGAAGTCGCC
+GAAACGTTCAAGACAAGAGCGTTTAAAGATTACAGAGAGCTTATAAAAGAGGGCGTCGATGCAGTAAGCA
+TAGCCGTTCCAACTTCACTACACAGGGAAGTTACAATGGACTTCATAGAGAACGAGGTAAGTGTCCTCGT
+GGAAAAACCAATAGCAGAAAGCATAGAAAGTGCCCAGGAGATCATAAAGGCAGCAAAGAAAATGAACGTG
+GTACTCATGGTTGGTCATGTCGAGAGATTTAATCCAGCCGTTCTTAAGTTGAAGGAAACGATAGAGAGAG
+GAATGCTCGGCGAGATAGTGACGATGACGGCAAAGAGAGTCGGCCCTATGGTCACGAGGATCTCGGATGT
+AGGGGTTATAATAGACCTAGCAGTTCACGACATAGACGTTATGAGCTTCTTAACTACCTCGAGGGTTATC
+GAGGTTTACGCCAAAGCTAGAAACGTAAAGCATCCCGCCAAGGTTGAAGATTACGCTCTTATCCTATTAA
+GCTTCGAGAACGGAGCCAATGGAATAATAGAAACTAACCGATTAACACCCCACAAGACGAGAACTCTAAA
+CGTCGTCGGAACCGAGGGGATCGCTTACCTCGATTACATAAATCAGGAGTTAACATTGTACAACGAGGAA
+TGGATTTACAAGGCTAAAATAAACAAGGAAGAGCCTCTTAAACTTGAAATCGAACACTTCCTGGAGTGTG
+TTAAGGAGGGTAAAAAGCCATTGGTCGGTGGAGAAGAAGGATTACATGCCCTAAAAGTTGCCGTGAAAGC
+CTTAGAAAGCTCCAAAAAAGACGAAGTTGTGAGGGTGAGTTAAATGGTTAAACTGCTGGGAATGTCAAGA
+GAAGATGTTAGGGAAGCCATTAAGAACGGAGACGTTACTATAGCGGTTTACGGCTTGGGGAAGATGGGAC
+TTCCACTAGCGGCTGTTTTTGCAGATAACGGGGCCAAAGTTATAGGTGTGGATATAAATGAGAGAGTAGT
+TAACTCGGTTAACAATGGAGAGAATCACATCAAAGAAGAACCTGGGCTGGATGAGCTAGTTAAGAAGAAT
+GTAGAAGCTGGAAGGTTAAAAGCTACCACAGACGGTATTCTAGCCGCTAAAAAAGCCGATGTCATGATAA
+TTCTCGTCCCAACATTGGCCGATGACAGGGGAAACCTAAAGCTTGAATCAGTGTATGACGTTGCTGAGAA
+AATATCCAAGGGGCTCGAGAAGGGAGATATAGTAATAACTGAAGCAACGATGCCCCCAGGAACAACAGAG
+AGCCTGATACCTATCCTCGAGAAGTCTGGACTAAAACTCGGAGATTTCGGACTGGCCCACGCTCCAGAGA
+GGACAATGACGGGGACAGCTATAAGGGACATAACCGGCCAATATCCAAAAATCGTTGGGGCCAGCGATGA
+GAGAACCCTGGAGGCGGTCATAGGGATATACGAGACAATAAACAGGAAAGGTGTTATTCCAATGAGCTCA
+ATAAAGGCCGCAGAAGCTGTGAAAGTTTTCGAAGGAATTTACAGAGACGTCAACATTGCGTTGGCGAATG
+AATTAGCACTATGGTGTGAGGAGCATGGACTTGATGCAATAGAGATCTTCAACGCCGCCAATACACAGCC
+CTACTGTCACCTTCACATGCCCGGAGCAGGGGTTGGGGGGCATTGCATCCCAATATATCCTTGGTTCGTG
+ATAAACTTAGCGAAGAAAACTAACGTCAGGCTGATAAGAACGGCCAGGGAGATAAACGACTCAATGCCAA
+GGCACGTAGTCGAGCTAACCGTCAGAGCACTTAATGACGCTGGGAAACCCATGAAGGGGAGTAAAATTCT
+AGTCCTGGGATTAACATTTAGAGGGGGGGTCAAGGAGTTCACAAAGAGTCCAGCAATAGATGTAATAAGG
+GAGCTTAAGGAGTGGGGGGCGGAGGTCTACGCCTATGATCCCCTGTGCACTAGGGAAGACGCTGAAAGGT
+TCGGTGCGAAATGGAAAGAAGACTTCAAGGACGTGGATGCAATAGTTATAGTCACTGACCATAGGGAATT
+TAAAACGTTGGATCTTAAAGAAATAGCCGCAGAGGTCAGGACAAAAGTTATCGTTGATGGGAGAAACGTT
+ATCCATCCTGAGGAAGCTAAGAAACTAGGATTTATTTATAAAGGTGTGGGGAGGGTTTAATTCTGTCCCA
+TCCTTATTTATTCTATGAATAGGCTCTCCGGGGCAATAGATGGACCGCTGGTGAACCATTCAATTCACTC
+ACTATGGACAGTTCTCCCTTGCCAAATACTTGGGAGAGATAATAAACAGCCACCCGGAGATTAAAAACAA
+TCCAAAGGTTCTAAGTTATCACCTCCTCCAAATTGGTCTCCTAAAGCTTTTTAGCGGTGATAAAACTGGT
+GCCAGGGATATAATCAATTCACTTGGCCCTAACTTACTAAGTAAGGAGAACCTAATGGACGTTTTGTTGC
+CGTTAGGATGAGGATATACATTAAGAAATTCCTGGGGAGACTGTAGTGTTATTTGATTGCGTCTTTAGAG
+TTTATTCAGGAGTCTTTGTAGCTAATTTTTACATCAAATGTTGGAGGTGAGTACCTCCTTGAAATTATGT
+GAAAGTTTAATCTCTTTATCGAGGCGTGAAGTTCTAGCACAAGCCATGTTGAAAAAGATTAACTGGAAGG
+AAACTCCTAACTTATCTCCTCTTAAAGAACTTCTACATATAAAACAACCTTGAAGAAGGGATGGTTCAGG
+AGTATTGGATAAAAATCAAACAGTGCTCCAGAAGGATATGCAATTGGTTACATTGAGATCATAGATTTAG
+GTGACCAGCTGGTATTTCTTGATATCGACCATTTAGAGGGGAATCCCAGGATAAACTGGAAGCACAATAG
+ATAAGATCTAAAGGCCAACGTTTTGGACTCATGTCTTTTTTAACTTTTCATCTCTACTTAAAAACAAATG
+GACAGTATGGCAAAGAAAAGTTCGCAACGAGAATTTTCTCTTTGAGAAAACATTTTGGAAAAGAATGAAA
+ATAATAAAGAAGCCCTTAAACAACTAAAGAAAAACATTGAAGAGAGAACTTTTACAGCGCTTTTAGATCC
+AAGAAGAGTTAGAAGAACTAGCGTAATCAGGCCTTCTTAAACAATAAGTAAGCATGCATGAGATAAGCTA
+CACCGAATTAGCACTGGCCATGATTAGCATTGAGGTGAAAGAGCTTTCGTACCATGCTCAGCTAAGCTTA
+GGAATTGTACAGTCAGATATCAAGCCAGAAAATGCTGTACAATATCAAAAATGTCCCAAAACATGCTTGG
+ACTCTTTCAGCTGATAAGCAACACGATGGACAATATTACGGGGATAATGCCAGGCTCAATGCTGTTAATG
+AAAAACTCGTAGGAGCATTTAAATTCTCTGTGTACTCACATAATTTATGAGGCGGGTAAAATGCCAAACA
+TTACAATTTCGGTCCCTGATGAACTTTATGAGATAATGAAAAAGCATAAAGAAATTAAGTGGAGCGAAGT
+AGCTAGACGGGCAATGTGGGAATACGCGAAGAAGCTTGAACTCTTAGACAAGCTCCTGGAGAACTCAGAG
+CTTACAGAGGAAGACGTTAGTGAACTTGCCAGAAAAATAAAGAGAGGAATTACGGAGAGGCATGAGATAT
+GAAGTTACTATTTCCAGATTACCTTTTAAATGAACTTGAAGAACATAAAACAGAGATCATGAGAAAAGCC
+AAGGTAAATGAAGAGGGTTTCAGAATAATACTTGATCTCCTTCTTGAAAATGTTAAGATTGTCCCAAAAG
+AGACTTACATGGACAAAATGGAAGAAGCTTTAAAAATTGTTGGTAGAATCGATAAAGATGATGCTCCATA
+CTTTGCACTTGCTCTGAAGATTAATGCAGGAATCTGGAGCTATGATAAAAGTTACTCAACCAAAGAAAAG
+TCAAAATTTTCACAACGGAGGAACTCCTTAAGATCATAAAAGCTCAGGTCGAGTAACTGGAGAGAGCAAA
+TCTTAACTCTTTGGAAGGTTCCTAAAATTTTCTTAGCTCTCTTTTAATTCCTCGAAACCTCTCAAGTCCC
+AAACGTGAGAATTATCTTCTAAATATGGCTTTTAAGGCCCCCGTTCATAAGGAAGCTTTCCCCATCCTCC
+ACGTAAACAGCTATTAGATTGTTCACTCCTAAGGTCAATTCCAGTGCTTAAACTTCCCAAGAGTTCCCTC
+GGGACTTTGACCCACTCACCATTGGGAGAAGTTCGTAGAAAACTCAATAATTACTCTGTGACCTCGGGAC
+AACTATAAAGCCATATGTTTCAAAATCACTATCAAAGGTGAATGCTTTTTTAATTCCGAGACGCTCCATA
+ATCGCAAAGCTCAGACAATCGACTAGATCCATACCATCTTGATCATCAAATTTTTCAAAGATTTCCCAAG
+CCTTCTCCCAATCCCTTTCAGTTTCATTTTCAATGAGTATATACCTGCTTGAATATATTAAATTTTTGAG
+CTGTATTGCAACACGTTTTCCGTTTACCTTTGAGGCACCATTAATGAACTCCATAAGAACAGGACGCCCA
+ACTACAAACCTCACTCCGTTCAAAATGGCAGATTCAAAGTAACTCACGGCGATTTTATGATTCTTGTCCC
+TTTTATCAAAAAAGGCAATTAACGCTCCAGTGTCAATGTAAACAAGTTTAGACTTCATTCGCTTGACCAT
+TTAACAACTCCCCAATCGTCTTTTTCACTTGCCCTTGGATCTCCAGTATTAAGGAGTCCTATTCCTTTCC
+AAATTGGATCTTCGTGAATTTCCTTAATGAGCTCTCTCTTATAGGTCTCAGCATAATTGCGAAGAATCTC
+CCTAATAACCTCCTTAAGGGGGACACCCCTATGAACTGCAATTGCTCTTAAGGTATGATAAGTCCCAAGA
+TCTACCTCTGTTTGTACAATCTTCACCTTTTTAGTCGTTACCATCCTTATCACCATTTTGAGACTTCACA
+TTTGATCCTATTAAAAATTTTTGCAACATACTATCTTTCAAGAAAATCAATAGTAAATGTGATTTGGAAT
+ATCCTTAAGATAAACTTTAAATGGGCAAATAGGCAACTTGAACATTCTAAGATATTAAGTTGGCGTTATA
+TATGTTCTAAGGCTTTATGATAGAATGCCCTAAGTTCTGCTTTTTAATAAATATGGGAAGAAGCTTGAAC
+TCTTAGACAAGCTCCTGGATTTCAGCGGTTAAAAAGGATCTCCCTTTTTCCATCTCATAAGTTAAACAGA
+GACCATTAGAAAAGCCAGGGAAAACGGAGATGGTCTCAAAATAATACTTTATCATAGACAAAAATGAGAA
+ATCCCTGAAAATTGTTTGTAATAATCAAAGAAAGATCAAAATTTTCATAACTCTGAGGTCATATTTTGTT
+CGAACCTAAGACCTCCAGGAACAACTTATTACCCCAAGACATCCTTTAATTCCTCGAAATCTCTCAAGTC
+CCAAATGTGAGAATTATCCTCTAAATCCTCCTTTCCTTGAACATCTCTTGCGACAATTGCATAATGCTTC
+TCCCACCCCTCTAGCCCTATGAGTTCACTTTTCCTCCTTAAATCTCCCAGGATTCTTCTCACATCTTTCC
+CATCGAGGTTCTTCCACTCCACATTAACGAGCATGGCTTTCTTCTCACTCTCGTTAATTGCAACTATATC
+TACCTCCTCTCCCCTATGCCACCACCTTCCAATCTTGGTAAACCTAAAGGGGAGCCTTCCAAGGGTGTTT
+AGCCTAACTAAAAATTGCCTCGCTATTCCCTCGAACGCTTTCCCGAGGTAGTCGTTGAACTCCCCCTTTA
+TCTCCTCGACGACATCAAAGCCCATTTCGATCTCGCTCCTCCTGGGATATACAAAGCGGAACCAGAATGC
+GAAGAGGTTATCCCTTATCCTGTAAATCGTTCTCCCCTTTCCTATTACGGGAGTTTCTTCCTCTATGTAC
+CCCATCTCGCTTAACACGTGCAGATACTTTGCTAGTGATTTTGCCTCGATCCTCGCTTTGTCCGCTATCT
+GACCGAAGCGGGTGTAGCCAAGGGCTATAGCCCTTAGGATTGAGAAGTACCTGGAAACATCCCTCAACTC
+CTGCTTGAGTAGATACTTCGGTTCGTCGTAGTACTTAGCGCCCTTTGAGAGCAACAATTCCCTTAGGTTT
+TCCCAAAAATCCAGATTGGGGTTGTAGTCGGCTAAGTATTGGGGAACCCCGCCGAAGACTGAATAAATGT
+GTACAACAGTTTCAGCATCGACATCATGAAACTTCCAAGCGTTAAAGAAGTCCATCTCCTCAACCTTCCA
+GGCCCCCGTTCTCCTCCCATATATCGGGGATTTAGCCGAGAGTATTCCCTCCATAAAAGAAACCAAGGAA
+CCACAGAGGATGAGCATGATCTTGGTGTCCGAGAGGTAGAGATCCCAGTACTTCTGCAATGTACTTAGGA
+AGTCCTTCTGCGACTTCGCTATGTACTGAACTTCATCTATCACCACAACTAGCCTTTCAGAGCTTTTTCC
+AGCTAGATATGCAAAGAAAGCCCCCCAGTTTCTTAGGGGATTTTCTTTAAGGAAAGGATCATTGAAATAC
+TCGGCAAGTCTCTCAGAGAAGTCCTCAAGAACGGTTTCACTCTCCTCAGCTAACAGATAGATCCCTCCAA
+CCTCAGCTAGGAATTTCTGCAAGAGGTACGTCTTTCCAATTCTCCTCCTACCGTAGATTATTATGAGCTC
+TGCCCTTCCAGAGCTCCACCTCTTCCTCAGGAACTCGAGTTCATCTTCCCTGTCAATAAACCTACTCACG
+AGTATCATACTCTGGGGTAGGAATGTTCGCTTATGAGGTTTTTTATAAGTAACTTTGGGAACTTGCTTAA
+ACCTGACATTGAAAGGTGAGAAGCTTCTGATTTCTCTTCGCCCTGAAGGAGGGCTTTCGGGAAGAGAATA
+CAACCCTCATTCAATTTTCAAAGTGGACATAGTTCACAAGACAGGAAAAAATACTTATCTATATGTAACC
+TCAGCTATGGATATGAGGACAGCAAGAGACAAAAGCAACTGGAGTGAGGATGTCAATGAATATAAGAGAA
+AAGCCCTTCAGGAGATTATAGCCCATATTCTAGCTTTACCCGAATTGCATTAATACCCGTATCCGGGTGT
+TGCATATGGAAGTTGTCAGCTTTAGGATTCCCCGCAAGCTTAAGAAGAAGATGAAAGATGTTGTCATTAA
+TTGGAGTGAGGAAATTAGGAAATTCATTGAAGCCAAGGTTAGAGAATACAAGAAAAAGAAAGCCTTGGAA
+GAAATTGACATGATGCTTGCAAACCTACCAAAAACTGAAAAGGGAACTGCGAGAAGTACGTGAGGGAAGA
+CCGTGATAGTAATAAATGAAATATGATCAGGGACTCACATAATCTTTATTATTCTTGAAAAAGGTGAGTC
+GTTAAGATAATCGAGAGGGTAGTTACGATTGAGTACAATGTTAGAAAGCTCCATGGGAAGTTTAAGGGAA
+AGAATTTGTGCAAATTACTGGAATTCTGGGGTTTTATGGAGATAAATAAAATTTTGCGTAATCTTTTTAG
+TCTTTAGTTATTATTAAAAGATACGGGAGGTGAAAAATGTGGGTAAAGTTGTGATCACACTTAATGTTCC
+GGATGGCATGGAGGATGTTGTTAAGTCCTTCCTTGAGAGAGAGGCAAGGGTAATTATGAGGAGGCTTTCA
+AGGGCTGATTTTAAGAGTACGTTTGGAATTTTAAAGGGAAAAAGGAAAAGCATCGATGAAATTGAGGCTG
+ATATTTATGACGAGTGGGAAGTTTAGGTTCTTCATTGACAGCAATGTATGCTTCGTATCCTAATTCCATA
+ATCTTTTTATCTTCCTCCACTTAAGGAAATAGGGGATGAAAGTTTCACATGACAGATATCAAGATTCGAG
+TTCCCAATAATGTCCCTCCTTCTGTGCTCAAGAGGAAAATAGAAGAAGTAATAAGGGAAGAGGAGTTAAG
+GTGGGCTCTTTTTGAGAAGGCCAAGGAGGAAATAGCACTAACCAATAAGGACTTAGAAGAGCTGGAAAGG
+GTAGGGAAGAGGCATGGAAAGAGATAAAGAAAAAATATGGATTGTAATTGATACCAATATTCTGATCTCG
+GCTTTAATTAAAGACGATTCAATAACCTCTAAGATAATTAAATCTGGAATTTTCAAAATATACTATCCCG
+AAGATGGTATGTTTGAGCTTGAAATTATATAATAAAGAAACAAAAGAAAACTCTACAGAGAAAGAGTTTT
+GATTACGCTCTGAGTTTTCTGCTGGAATCTATAATTATTGTTCAATCTCCTCTCTATGAGGATAAGACAA
+GAGAGGCTTATAAAGTTATGAAAAATATCGATGAAAAGGATACTCCCTTCCTAGCCCTTGCATTAAAGCT
+CAAATGTCCAATATGGTCAAACGATAGTGACTTCGAGAGACAGAATCTTGTCAAGGTATACAAAACATCA
+TATATATTAAAGAAGTTTTTGAGAGCATAAATTGAAATTAAGCAAATGCAATTTTGAATAATTTAAAAAT
+TTCTTTTAGATCCCACGTCAAGGATCTCAACCATTTTCTTAATATGGGCTCTATCACCTACTATAAACTC
+CTGATTACCCTCTCAACGACGGGATCAACTATCCTGTACACTTTCCTCCCGTCTTTAAGCTCAGCTCTTA
+TCCAGCTCATCTTCTCGAGGTTTTTAAGCAGGGCTGAAAACCTAGCGTTGGTTATTGAACCGTGTTTAGC
+CTCGACGTACTCCTTTATCTTGGACCACCTGTTAATTCCCAGAGATATAGCCTTTAAGATTGCTACATAC
+CTCTCGCTCCTCCTCTCAAGCTCAGAGAGCTCCGACCTTATCAGTGATAGTGCGTTCTGGAGCGTCCTCT
+CCAGGGCCTCCCTATGATCCCTAGTGTGCACGTAGTGATAACCGTACTCAACCAGCCATCCTGGAACTCC
+GTCGAGCTCATCAACAGCTACCTCTATATGCTCCTGGGGAACGTTGAGGTTTACCTCCCTGAAACCTTCC
+CTCAGGAATTCAATTGAGAGATCCCTGGGAAAAGGTTCCAAGGTTATTTCATTGTATATCCTACCAAAGA
+GGGGAGCCTTTGAGTCGTCGAATCCAAGGAAGTCGTGTAGCAAACCAACCTCTGAACCTGAGAATAGGAA
+CCTTATCCACTCGTGATTATCGTAAGAGTAAGCGACCGCCAGGAGGAAGTCTTCACCACCCCTAGATCCG
+TAAAATCTGAAGTACTGGGCTTCGTCAAATGCTAGGACAATTATCTTCCTCCTTTTCCTGCCGTAAGAGT
+TTAACAGGTCAAATATGTCTGTCATGTCCAAAGGTGTGGGCTCGAGCTTAATCCCAGGAATATTTATTCT
+CAGCCTCCTAATATTCCCCAGAAGTTGAAGTTTAAGCCTTTCCTCAGAAACCCTACCTCCTTTCATGGCT
+TTCCTAACATCTATGTAGATTCCAATGGCATCAATTTCGTTCAGCGAGACCTTAATAATTGAAGATTTCC
+CCGTCCTCCTTATTCCTAGGAGTAGTGTTATTGGATACTTCGTTATTGAGCTTATTAGCTCAGCTAGCTC
+CTCTTCTCTATCAAACAGATCTTCCTTCCTTTCCTTAGGCTTTGGATCGAAGAGCAAAGTATCGCCCCCG
+ATACTTAGTATCGGTGCCGATACTTATATTGGTTGCGACGTTCAAGCTTATTTGAAAAGGGAGCTAAGAG
+AATTAAAAGACAAAACCTTAACGTATACAGAGAGTTTCTCTACTCTAATGTGTAAGCTCTCAATGAGTTC
+CTCCAGTTTGAACGGAGAGTTTTAGGAATAAAGTGATTTATTAAATTTCCGATTTGACGAGCGTTATTTT
+TTGCATGCTCCAAGTTTTTGATTAATTCTTCCTAAAAGTTTCCCCAATAGCCTCAACTTTAAAGCTTTCT
+TCCTCTCTTTAGCCTGTACAATCTAACAAGGGTCGAGAGTACCTTCCTAACCGTATTCTCACTTAATCTT
+GGAAACAGCTTTCTCACATCCTCAATAGTTGCTATGTTAACATCCATAGGAGTGCTAATTATATCTGGAA
+AAGTAGTAATTTTTTTACCATATAGTGACTATTCTAGTCACTAACTTGACGAATTTCCAGTAATGAGTAC
+AAGTTTCAGTAGAACACTTGCAACAATTTCAATTCCTCAACTATAACCTCAACAACTTTGTCAACTTCCC
+CCCTTTCACATATGCACCCAAGAACTTCCCTCTTACCTCCAGCGTTAAATCCTGACACCTTAAGCTTCTC
+AATTAGGGGCTTCAAATCTAGGTTCAAAGCTCTACAGTAAACTTGAGCTTTCCCGTGGAAATTCCTGTTT
+ACGACTATTGCAATCTCATTCCCCTCCTCCCAAACTAGCCTCCTGGCTACCTTCGATATTATGTTAAAGG
+GACTTTCGAACTCCACAAAAGCGATCTCGCCTTTAACCTCGACGTTAGCTAAAGCCCTCTCGATTTCCTT
+ATTTATCGCCTCTACGTTCCTAAGCCAAGGTTCATACTCCAAAATATCCTTGACACCATTCTCCAGCAAA
+ACCCTCACTGCCTCTTCCACTGCTTTTCTGTTCATAATTATGTAGTTGGAATCTATGAGCTCGACTAACT
+TTAGAGCATCTTCCCTATCTAATTTTAACAGTTCATTAACCCTAGGAACTTCAAATGCTTTGACTCCTAT
+ATCACCAACGACACCTAAAGCGCTCCACTCATTCCAGTAGTTCAGGTACTCGGAAACAACAAAGGACGCT
+GAAGGATAATACCTCCCCTCAAGAACCGGGTTTACATGCTTAACGAGAGGGTTCTTAATCCTGGGCTGGG
+AATGGTGGTCTATGAAAACGGTTGGAACTCTTAACTTCTCAGCTTCTCTTGGAACGTTGAAATCAACTAC
+GTAGATTTCTTCAGCCCTTTCAATTTCCTTCCATATCCTATCATCGAATCTAAATTCCCCAATTGGACCA
+GTAAGATTCTCGAAATCCTCGCCGAGCTTCTTCATTAAAAGAGCGGCCGAGGTTATTCCATCCGTATCCC
+AGTGATGAATTATCAGCCTCATGGTATTAAAAGGGAGAATGAAGCTTAAGAACCTATTCCACGAAGGGGT
+TGTCAAAGCTCCTTATAACCTCGTAAACCTCTGGTCTCATCATGTACTCAGGCGGCTTCTCTCCCCTCAT
+TATCATGTTCCTTAGCTTGGTTCCGCTTATCCTTACATGATATTTCTCATCGTGAGGGCATATCTTCTCG
+TTGACCATTCCTCCACACTTCTTGCAGTAGAACGCTTCCCTTATGAACATCGGTGTTATCCCCAAATCAG
+GGAACTCGTCGAAGAGATCCCACGCTTCATATGGGCCGTAATAATTTCCAACCCCTGCATGATCCCTACC
+AACTATGAAGTGAGTTGCCCCGAAGTTCTTCCTCATTATAGCGTGATGTATAGCCTCCCTTGGCCCCGCG
+TAGCGCATCTCATAGCGGACAGTAGCTAGAACTGCAACATCCTTTGGATAGTAGTGCTCGAATAAAACTT
+CATATGCCTTTATTATGACCTCATCCTTGTAATCTCCCCTCTTCTTTCTCCCGAGGACGGGGTTTATGAA
+TAATCCATCCACGAAGGTAAGAGCTGCTTTTTGAACGTATTCGTGCCCAAGGTGGGGGACGTTCCTAGTT
+TGGAACGCGACTACTGTTTTCCAACCCTTCTCCTTGAAGAGAACCCTAGTTTCTATGGGCCTTAGTGTGT
+ACTTCGCGAAGGGGTTCGGGAGCTCATTCAGTAACTCTATCTCGCCACCAACTAAGTACTTGCCCATGGA
+ATAAACCTTTGCAACCCCAGGATGATTGGCATCTTTGGTTTTGAAAACCTTCAGAGCGAACTCCTCTTTC
+TCATAGGTGTATATGTCTTCAACGTGCATCCTTGCTATTGGTGTTTCTTTGTGGTAAAGCAGAATGGCAT
+CCCCCTCCTCGAACTCTGGCTTTTCAACATCCAACACTATTGGTATCGTCCATGGAGTGTCATCACTCAG
+CCTCATGTGGTCGAGAACACTCTCAAAATCCTCCCTAGTTAGAAATCCTTTTAGTGGGGAATAGACTCCA
+TGAGCTATGTTCTCTAAATCTATGGCCCTACCGTGGTCTATTTGAACTTTGGGGTACTCATGTTGCTCGC
+TCAGAATTCGCTCCCTGGTTCTGGGAGCGGCTATCCTTCTAATTAACTTACCACCGTGAGGCTTCGAAAC
+CATGAGGATCACCTAAAAAATAAAGGTCAATCAAGGTAGCCAAGGGCTCTAAGCCTCTCCTTAACCTTCT
+CCTCTTCCTCCTCTGTGAAAACCTCTTCCTCCTCTTCCTCCTCCAAGCTTGCTAAGACCTCCCTCAAAAC
+ATAAGTTACATACTCAGAGACGGAGGAAAATCCAGTATCCTTGATCCTGTTCTCTATCTTCTCGTAAAGC
+GTTTTTGGAATCTCAATTGTTACAAACTTCTCCTCATCTCCCATCTTCATCCCCCACTTCCCTCTTTTAT
+TAATGGCTTTTAAGCTTTAGCTAAAATGTTAAAAATTCTAATAAACAGGAAGGCATGGTGTTAAGAATGT
+TAGAAGAGCTGAATGTTAGAAAAGTGTTTGTCATTGGCTTAGATTCAGCGCCACCCGAGCTTTTGTTCAA
+CAGGTTCATCAATGATTTGCCCCATATAAAAAAGCTCTTGAAGAAGTCAGTGTACGGTCCAATGAAAACC
+GGAATTCCAGCGATAACAATTCCAATGTGGATGGTAATGGTTACGAGTAAAACCCCAGGGGAGCTCGGCC
+TCTATGGCTTCAGACACAGGAAGGGTAACAGCTATACCGAGTACTGGATAGCCCATAGCAAGAAAGTTAA
+AGAACCTACGATCTGGGATTACCTCGGTCAAAAAGGAAAGAAGTCTATTATAGTTGGAGTCCCTCCCACC
+TATCCGCCCAAGCCGATAAAAGGCTACCTCGTGAGTTGCTTCATAACTCCAGATGCCTCGGTAGATTACA
+CTTATCCAAGGGAGCTTAAAGGTGAGATCGAGCGGTTGGTTGGAGAATACATATTTGACGTTCCCTTTAG
+AAAAGAGGCTAAGGACGAAGTTAAGGAAGGACTTTGGGAGATGACGGAGAAGAGGTTCGAGGTTATAAGG
+TACCTCCTCCAGGAGAAGGAGTGGGACTACTTCCACTTCGTTGAGATAGGCCTCGACAGGGTTCATCACG
+CGTTCTGGAGGTACTTCGACGAAAACCACCACCTATATCCCGGAAAGGGGAACAAATACGAGAACGTAAT
+CCCCGATTATTACAAGCTTCTAGACAAGGAGATAGGGAAAACTCTGAAGCTCATTGACCTAGAGGAGACG
+GCAGTTTTCATAGTCTCAGATCATGGAATCAAAGCAATGCACGGAAACTTTGCGGTGAACCAGTGGTTGG
+CTGAGGAGGGGTTGCTAAAGGTTAAGGATCCAAAGGTTCTACACGATGGAAAGGTCAAGAGGCTCGAGCA
+TGTAGAGGTTGAGTGGAGCGATACAATAGCTTGGGGATGGGGAGGGTACTACTCAAGGATATTCCTCAAC
+GTGAAGGGAAGGGAAAGGGAAGGGAAAATACCATTTTCAAAGTTCGATAGCGTGAGGGATGAAGTTGCTG
+AGATGATAAAGAGCATTAGAGGCCCCAATGGCGAGAAGTGGAACACGAGGGTTTTCTACCCTGAAGAGAT
+ATACCCCGTCGCAAGGGGTAGCAAGCCCGATCTCATGGTGTACTTCGACGACCTAAACTGGAGGGCTGCT
+GGAACGATAGGGCATCCAACGAATTACCTTCCAGAGAACGATACTGGTCCAGATGACGCCAATCACTCAG
+AGTATGGTGTTTTCTCGATGTACCTTCCAGGATTTGAGGATAGCAAGGCCATACAGCTGAGCATCTACGA
+TTTCGCCCCTACGGTATTAACGCTGTTCGGGATAAGGGAACCCCTAAGAGAGATGCATGGAAAGAGTATC
+CTGTAGGGTGGTGCTATGGAAGGGTTTACGATATGGCTTACTGGACCTAGCGGTGCAGGGAAGACTACCT
+TGGCCGTGAAACTTGCAAAGAAGCTCAGGGAAATGGGATACAAGGTTGAGATCCTTGATGGAGATACTAT
+AAGGAAAACCCTCTATCCAAACCTAGGCTTCTCCAAGGAAGCTAGGGAGATGCACAATAGAATCGTTATA
+TATATGGCTAAATTACTGACAAGGAATGGAGTCATCGCTATAGTCTCTTTAATTTCACCATATAAGAGGA
+TCAGGGAGTACGCTAGGAAGGAGATAGGGAGATTCATGGAGGTTTACGTCTACGCTCCTCTTGAGGTTAG
+GATAAAGAGGGATCCAAAGGGATTGTACGCTAAAGCAATTAGAGGTGAAATAAGGGGCTTAACTGGATAC
+GATGGTGTTTACGAGGAACCTGAAAATCCAGAGGTCAAGGTCGACTCTTCGAGGATGACACCAGATGAGG
+AGGCAGAGTTAGTAATCAGAAAGGCCAAAGAGCTAGGATACTTACCCTAGGGATGTCCTATGCTAACTTT
+TGTATTACTGGGCTTTACGGTTGGATTTCTTGTAGGTCTAACTGGAATAGGTGGAGGAGCCCTGATGACA
+CCCTCTCTTATATTCCTAGGCGTTGAACCACTAACCGCAGTTGGAACTGATCTGCTGTACGCAACTATAA
+CTAGAATCTTTGGCATCGTCTTTAGGTACAGAAAGGGAAGGATAAGAACCGACATAGCCTTGAAGTTGCT
+AGCTGGAAGTGTGCCGGCAATATTGATTGGCGGATTTTTGATCAGGTATTTTACTCAGGTTATTAACGAA
+TACCTCACGATTTTCCTTGGAGTTGTCCTTGTTAGTAGCTCTATCCTTGGCTTAATTAAGGAAATCAAAC
+TTCCGGTAAAGCCAAAGGTTATTTACGTTTACTTATTAGGCTTCATAGTAGGGTTCATAGTTCAGTTCAC
+ATCGATAGGGGCTGGAGTTATAGTCAGTTTTGCCCTGCTCAACGTTGCCAGAGTTGACCCCAGGGATGTG
+ATTGGGATAACTTTACTCTATGGTCTAGGATTATCTCTCATAAGCTCTACATCATATCTAATCCTCGGGA
+AGGTTAATTACAATATCCTACTCTTACTAACAATAGGGTCAATCCCAGGAGTTTATACTGGGACATTGCT
+AAGCTCTACCACAGATAAGGAGAAGCTTAAAAAGATTATGAACGTTCTCATCCTCGTGATTGGGATTTTA
+ATCTTACTCAGGAGGTTCTTTCAATGAGTTCAGAGGTTACCCAAGCCCTAGCTAGAATAGCTAGAGGAAC
+TGGGATCATATTCGCAGGTACGCTAATATCCACGTTTCTAGGGTTTATAACCAGGGTCCTCATAGCTAGG
+CACTTCTCAGAGTCTGATTACGGTGTTTTCAACTTAGCCTTAACGATTCTTACGATATCTTTCATCGTCG
+CAACGTTGGGCTTTCCAACATCTTTACCTAGGGAGATACCAGTCTACAGGGAGAAGTATCCGGAGAAGGT
+TAACAGGTTAATCTCAACTGTTATACTCGTAGTTGTCGCAACCTCCATAATTCTTATGGCATTCTTATTC
+CTGGGCTCTCAAGCTATAGCCGAAGTGTTTAAGGAGCCAAAGCTTGTTGAGCCCTTAAAAGTTATTTCAC
+TGGCTCTTCCTTTTTATGCTTTAACATCAATGCTAGTTTCAATATCCCAGGGATTTGGGAGGGTGAGAGA
+GAAGGTTTACTTTACTAATATTACCTATCCGACCCTTTTTTTAGCATTCGCAACTTTGGGAGTTATCTTT
+GGAAAAAGCATTAAGGCAGTAGTTATAGCCTACACGCTATCCTGGGTAGTGACCCTATTTTTGATTGTGT
+GGGACTACAGTAGGGTTAAGATCTTCACACTTGAGCTTACTTTTGATTTAAACATCGCGAAATCTTTACT
+TACCTTCTCACTTCCTTTGCTTTTGAGTGGTATCCTGGGCTTTGTAATGACTTGGACGGATACGCTAATG
+ATAGGTTACTATTTAACTTCTCGAGAAGTTGGAATATACAATTCAGCGACTCCACTAGCCAAGATGCTTC
+CCATTTTTCTGGCATCTTTTAGCTACCTCTATATGCCAATCTCTTCTCAACTCTATGCCCAGGGGAAGGT
+AAAGGAGATGGGAAGGGTTTATCAAATGACTACGAAATGGACGTTCCTCCTAACGTTACCAATGTTCCTA
+ATGTTGGTTCTATTTCCCCAAGCTACAATAAGCTTCATCTTTGGTGAAAAGTACCTAGATGCCAGCGTTG
+CATTACAGATATTGGCGATTGGCTTCATGTTTCACACCTTTCTAGGGTTAAACGGGTTAACACTAGTGAT
+TATAGGAGAAAGTAAGCTAAACATGATTGGAGATTTGATAGCTGCCTTATCTAACATTCTTCTGAACATA
+GCTCTGATACCGTTTTATGGGGTTAATGGTGCTGCTTTTGCAACAAGCGTTTCCTACATAGTTGCAAATT
+TCTTTAGATCTTTCTGGCTTTATAGAAAAACAGGAATACATCCATTCACCAAGAATTACCTAAAACCTCT
+CGGCATAGGGGTTCTCTTGGTAGGAATGATCAAAGCAGTTCACTTAAACGTGGGGAACATATGGTACGCA
+CTCATCCTCCTTGGATTGATACTAGTGGTTTATTCTCTTCTGGTTCTTGTTGTGAAGAGCCTCGACAGAG
+AAGATCTGGAGCTAATGTTGGAGATAGAGAAAAAACTTGGTCTGAATCTTGGCATATTGAAGAATTTTCT
+AAAAAGATTTGCCCAATGAGTTGTTGCAGATGCCAGACAAAAATTACAGTTAAGCTTTTATTACAAAATT
+TCCCTTACTAAAACTTGGTGTAGTAAATGAAAGCCCTAATCCTCTCAGGCGGTTATGGAACTAGGCTAAG
+GCCCTTAACTTACTCACAGCAAAAGCAACTGATACCGGTAGCAAATAAACCAGTCCTTTTCTATGCGATA
+GAAGATGTTATAGAGGCTGGGATTCACGAGATAGGAATAATCGTTGGCCCAAATAAGGAACAGGTTATAG
+AAACAGTAAAGAGCGTTGACTGGGATGCTAACATAGAGTTCATTTATCAAGGGGAACCTAAAGGATTGGC
+ACATGCTATTCTAGTTGCAAGAGACTACCTTGGCAATGATGATTTCGTAATGTATCTCGGAGATAATATA
+CTAAGGGAAGGAATAGTCAGGCACAAAGAGCACTTCGAGAAGAGCGATTACGATGCAAGCATTTTACTTT
+GTGAAGTTCCCAATCCACAGCAGTTTGGAGTTGCAGAGCTGAGTGAGGATGGAAAGACGATAAAGAGACT
+AATCGAAAAGCCAAAGCATCCCCCAAGCAACCTCGCACTAGTGGGTATCTACTTCTTTAGGCCAATAATC
+CACGAGGCCGTGAGGCACATAAAGCCGTCATGGAGGAACGAGCTGGAGATTACCGATGCAATTCAATGGC
+TCATCGATAATGGATATAAGGTGGGATGGACGAAAGTTACAGGTTGGTGGAAGGACACGGGAAAGCCAGA
+AGATTTGCTTGAAGCTAACAGGTTGGTGCTTGATGAAATTGAGAGGGAAATCAAGGTGGAAACTAGGGCG
+AAGATAATAGGAAGGGTAAAGATAGAAGAAGGTGCAAAGATAGATGAGAACACCATCATAAAGGGCCCAG
+CAGTAATCGGACGGAATGCTGTGATAAGGAACGCTTACATCGGGCCTTACACGAGCGTAGGAAATAATGT
+CGTTATAGAGGATACTGAAGTTGAGGATTCAATAATCATGGATGGTAGCGTTATAATAGGTGCCGGGAGA
+ATAATTGAGAGTATTATAGGTAAGGAAGTCAGGATAGTGAGGGGCGATGGACACCCCTTAGGTAGAAGGC
+TCATCGTTGGTGACAAGTCCCAGCTCACCCTATGAGAGGTGAAACCATGCGTATTCTAGTAACAGGTGGT
+ATGGGATTCATAGGGAGCAACTTCATACGTTACATCCTTGAAAAGCACAATGACTGGGAGGTCATAAACT
+TAGACAAGCTAACCTACGGTTCAAATCCGGCAAACCTAAAGGATATCCAAGATGATCCCCGCTATACGTT
+CGTTAAGGGTGATGTGGCAGATTTTGAGCTTGTGAGAGAGCTCATCAAAAAGGTTGATGCGATCGTTCAC
+TTCGCGGCTGAGAGCCACGTTGATAGGAGCATTTCTTCTCCAGATAATTTTCTTCACAGCAATGTCATAG
+GGACTTACACTCTCTTGGAGGCTATCAGAAAAGAAAATCCTGGGGTAAGATTAGTTCATATAAGTACAGA
+TGAGGTTTATGGAGATATACTCAAAGGCTCATTTACCGAAGAGGATAGGCTCATGCCTTCCTCTCCTTAC
+TCTGCTACTAAAGCGGCTAGTGATATGCTAGTCTTAGGATGGGCGAGAACATATGGTTTGAATGCATCCA
+TAACGCGGTGCACCAACAACTACGGGCCCTACCAATTCCCCGAAAAGCTCATACCGAAGACAATCATAAG
+GGCCAAGATGGGACTAAAGGTTCCCATATACGGAACTGGCAAGAACGTTAGAGATTGGCTCTATGTAGAG
+GATCACGTGAGGGCCATTGAAGCTGTTTTGCTGAAAGGGGAGGCAAGGGAGATTTATAACATCTCGGCCG
+GGGAGGAAAGAACGAACCTTGAGGTTGTTAGGACAATATTAAGGATTATGGACAAGGACGAATCTCTCAT
+AGAGTTCGTCGAGGATAGACCCGGTCACGACATCCGTTATTCACTCGATTCTTGGAAAATCATTAGAGAG
+CTCAAGTGGAGACCTAAGTATAGGTTCGAAGAGGGTATTAAGAAGACCGTTGAATGGTACCTCGAAAACG
+AGTGGTGGTGGAAGCCCCTAATTAATGAGAGGGTACTCCACCCAACGCCCTGGAAATTGGAGTGGTAAGT
+TAGGAATTTAAATAATAAGGTGATAGAAATGCCAATTATTATTGAGTGTATTTATGAGAATAGTATCTTT
+AAGCCTTTAAAGAAGGTAGGGTTAAGGGATGGGCAGAAAGTCAAAATTATAATCTTCGAGGAAGTATCAT
+TGCTGAAAAGAGATATGGAATAAGGAACTATTTCGGATTCAGAAATTTATATCTGAAAAGGGCTACGAAC
+CGTTTAAAGAGATTTAGAGATTATATTCGGGTTACTTGATGATAGGGGGATCGTAATCTTGCCCGACTAT
+CAAAATGTTAGTGAATGGAAAGGGATTATTGAAAAGTACAAGCTCTCAACTAATGATGCTCTAATTACAA
+TGGAATATTTTCTTAAAGTTGTGCCATGAGGGGGATAATGTTAAAATATTGTGGACATACCATTTAATAG
+AGGGATGACAATGGAAAATGCGTATGAACTTTTCCAAAAGTTACCCGACGATCTCAAGAGAGAAGTTATA
+GACTATATAGAATTTTTGTTAGAAAAGAAAGCGAAGAAGAAGCGAGGACAGCTCAAGCTTACATGGAAAG
+GAGCCTTAAAAGAATTGAGAGATAAGTACTCTTCTGTAGAGCTTCAGCATAAAGCTCTTGAATGGTGGGA
+ATAGATGTATCTAGTTGATACCAATGTGTTCCTTGAGATTTTTCTTAACCAAGAAAAAGCAAATGAGGCA
+GAAGAGTTTTTGACAAAAACGCCAACAGAATATTCACACATTTCAGACTTTTCTCTTTATTCTATTGGAA
+TAATTCTGTCTAGACAGAAAAAATATGCTGTCTTTTCAGATTTTGTAGAAGATGTCCTTTTGGAAGGAGG
+AGTGACACTTTTGCGACTGTCCCCCTTTGACCTTGGAAGCGTTATTAATGCAGCGGAAAGATTTAATCTG
+GATTTTGACGATGCATACCAATACACCTTAGCCAGAAAATACAATCTCAAGATTGTGAGCTTTGATTCCG
+ATTTTGATAAAACCGATATAGGAAGGTTGCTCCCTGCTCAAGCTCTTCGAAGGTAGTAATGCATGATGAG
+ATCTTGTTCATAATCCACCAATTAAAAGCGGAGGTGGTAGCAATGCCATTCGAGTTCAAACGCTTGAGTA
+TTCCAGATGTGATTTTAATTAAGCCCAAGGTCTTTGAGGACGAAAGGGGCTTCTTCATGGAGACTTACAA
+GAAGTCTGACTTTGAAAAAGCCGGAATAAAGGGGGAATTTGTCCAGGATAACCATTCAAGGTCAAAGTAC
+GGCGTTTTAAGGGGCTTACACTTCCAGAAAGAACCTTATGCGCAGGCAAAGATTGTCCGCTGCATAAGGG
+GGGTTATCTTTGACGTAGCCGTTGATCTGAGAAAGAACTCCCCCACCTTTGGAAAATGGGTTGGGGTAAT
+ACTCTCGGAGTTCAATAAGTGGCAGCTCTACATCCCGAGGGGCTTCGCCCACGGCTTCCTTGTGCTAAGC
+GATGTCGCTGAGGTCGTTTACAAGGTGGACAACGTATACGCTCCAGAGTATGAAGGGGGGCTAATATGGA
+ATGACCCCGATGTAAATATAAAATGGCCCATAGACAACCCAATACTCTCGGAGAAAGATAAGAAATGGCC
+AACTTTGAAGGAGTTAATTGAGAAAGATGAACTGTTTTAGCGATATTTATATATTGTGTAATACGATCGG
+ATGTCGTATATGGAAGTTGGCAGCTTTAGGATTCCTCGTGAGCTTAAGAAGATGAAAGATGTTGACATTA
+ATTGGAGTGAGGAAATTAGGAAATTTATTGAAGCCAAAGTAGGGAGTACAGGAAAAAGAAGACCTTAGAG
+GAAATTGACATGATGCTTGCAAACTTACCAAAAACTGAAAAGGGAACTGCGAGAAAGTACGTGAGGGAAG
+ACTGTAATAGTAATAAACGAAATATAGGGGCTCACATGGGTACAAACGTTAAGCTCAACATTCCGGAGGA
+CGTTTTAAAGTTGAAATATAGAGGATCGTTAAGATGATCGGGAGGGTAAGTATGATTGAGTACAGTGTTA
+GAAAGCTCCATGGGAAGTTTAAGGGAAAGAATTTACGCAATTTTGCGTAATCTTTTTAGTCTTTAGTTAT
+TATTAAAGATACGGAAGGTGAAAAATGTGGGCAAAGTTGTAATCACACTTAATGTTCCGGATGGTATGGA
+GGACGTTGTTAAGTCCCTCCTCGAGAGAGAGGCAAGGGTAATTATGAGAAGGCTTTCAAGGGCTGATTTT
+AAGAGTACGTTTGGAATTTTAAAGGGAAAAAGGAAAAGCGTCGATGAAATTGAGGCTGATATTTATGACG
+AGTGGGAAGTTTAGGTTCTTCATTGACAGCAATGTTATACTGAATTATTTTTACGGAGATGATAACGCAA
+GAGAAATAATAGAGATTGCAGAAAATGCTGGTGAAGTTTTCATAAATGGAATTGTTTTAACTGAAGTTTC
+GATAAGATATTTGAAAGATGAAACTGGTGAAAAAAGCTACACTTTGAAGCGCAAACCGGAACTCGTTAAA
+AACGTTGATAAAAGCCCGCCTTATGCAGTTCTCGGCAAGTTCTTGTACCTTTCAGATAATGTGCTTATTG
+GAGAAGATGCAGTGATATTAATGGATATTTATGGTCTTCTGCCTAACGATGCTATAATTTTAGCTACCTG
+TAAGTTTTATGGGATTAAGTATTTGATGTCATTTGACAGTGACTTTAGGGAGGCATGTAAGGGAGAAGGA
+ATTATCCTAATTGAAAGCAAAGAAAAGCTGGATGAAATTATCAAATTTGGTGACTCAAAATGAGAGTTGC
+AGTAATTGGGGCAAACGGCCAGTTGGGAACTGATTTGGTTGAAGTCTTTGGGGAAGAAGCAATTCCTTTG
+ACTCGCAAAGATTTAGACGTAACAGATTTCGAGAGCTTGAAGATTTTGAAGGAGCTTAAGCCCGAGGTGA
+TAATCAATACAGCAGCTTACGTTAGGGTTGATGATGCTGAACTTTACCCTGAGGAGGCCTTTAAGGTGAA
+CGCCATTGGAGCGTTGAACGTCGCGAGGATTGCCAATGAAATCGGAGCAATAAACGTCTACATCAGCACT
+GATTACGTTTTTGACGGGGCCAAAGGTGAGCCCTATACCGAAGAAGATATCCCAAACCCAATCAACGTCT
+ACGGGGCGAGCAAGTACATAGGTGAGATTTTCACGAGGAATTATTCTAAGAAGTACTACATAATCAGGGT
+TGCAAGCTTGTATGGAAAAGCTGGGGCGAGGGGAAAGGGCGGGAACTTCGTCGAGTGGGTTATCAAGAAG
+GCCAATAAGGGAGAGGAGCTTAGGATTGTTAATGATCAGTTTATGAGCCCAACTTATACTAAGGACGTCG
+CGAGAACTTTGAGGGAGCTTTTAAGGCTGAGGCCAAGCTTTGGCGTCTACCACATGGTGAATGAAGGATA
+TTGTAGTTGGTATGAATTCACTAGGGCAATATTTGAGATTCTGGGCTGGGATGTTAGAGTGAAGCCTATA
+AACTCAAGTGAGCTGAAGAGGCTAGCAAAGAGGCCGAAGTTTTCAGCGTTAAAGAATGAGAAGCTCGAAA
+AAATTGGGCTGAAGATGAAACACTGGAAAGAAGCTTTGGGAGAGTATTTGAAGGAGAAAGGATATCTCTA
+AATACTAAAATAACAAAACTTTCAGAAAGAGGCAATTGCCTTAGGTGAAATCCAATGAGCGAGGCAAGTC
+AAGCTCTGGATTGGTGTTTTAGGCAAAGGGGCTTCGCCCCTTAAACCCCATTTTTATTTCTCTATCTCGG
+TGCTTCACGCCGCATCTCCAGAACCAAAAAGCTATTAATTTCCCAGATCGTTTTTACATCTGGTGATTAA
+ATGGATGTTAGTGACCTGATTAAGAAAGGCGAGAGTGAAACCATTGAGTTTAAGCGGGAGTTGAATGATT
+CTGTTTACAAGACGCTGTCAGCATTTGCTAACACTGACGGTGGGATTTTGCTCCTTGGTGTTAGCAATGA
+TGGCAAGGTTTTTGGCTTTTCTGGGGACTTAGATAGTTTAGCCAGATCAATAAGGCACAATCTTAGAATA
+AATCCGCCCATAAAAGTTGAAGAGATTGGTGAAAAGAAAGTTGTCATTATTGACGTTTCTAAATCACCTG
+TTCCAATTTCATTTAAGGGGAGATATTATAAAAGGGTTGGAGCTCAGACCGTTGAGATGGGCTGGGAGGA
+TTTGCAGAGATTCTTCCTTCAGAAATCTGGGGTCACGTGGGATTCTCTGCCATCTTCTGCAGCGTTGGAA
+GATCTGGATGAGGAAACTATCAGAAAGTTTGTTCATATGGCTAGAAATAGGTTGCCATACATCAATGAAA
+ACGAAGACGTTGAGTCAATTCTCGATAAACTGGGGCTTTTGGAAGATGGGAAGATAACCAACGCTGCGCT
+ACTGCTCTTTGGAAAAGAGCCGCAGAGGTATTATATCCAAGCTAAGGTCAGAATAGGGCGCTTTAAGGAT
+CCGATAACAATCATAGACGACAAAGAGATTGGAGGAAATCTCTTTACCCAAGTTGAAGAAGTCATGAAAG
+TGATAATGAGCCACATTGGAGTTAGGTATGAGTTTGAGGGGGAGCTGAGGAGAAAGGAAATCTGGGATTA
+TCCCTTAGATGCCCTTAGGGAAGCCATAATAAACGCCCTGATTCACAGGGACTACACTGACCCGAGCAAC
+GTGCAGATTAAGATTTTTCGATGATTTCATCTGGATCTGGAATCCTGGGGAACTACCTCCTGGAATTGTT
+ATTGAAGATTTAAAAAAGGAAACACATCCTTCCAAGCTGAGAAACCCCAAGATTGCCCAGGTTTTCTACT
+ATGCCGGACTGATCGAGAGGTGGGGAACAGGAACGTTTAAGATAGTTCGTCTCTGTTTGGAGAGCGGCTT
+ACCCGAGCCTGAGTTTAGTGAGGAGGCTGGAGGCTTTGTGGTTCTTTTGAGGAAAGATGTTTATACTTAA
+GATTACCTGAGAAAGCTGGGTTTAAATGACAGGCAGATTAAAGCCGTGCTCTATGTGAGGGAGAAGGGGA
+GGATTAGCAATAAGGAGTATCAGGGATTGTTTGGAGTATCAAAACCGACAGCTTCCAGGGAACTGGACAG
+TCTTGTCAGGAAAGGGATTCTAGAAAGAGTAGGGGTTACGAGAAGGGGTACTTACTATGTGCTAAAGGGC
+TCAAATGTATCATAAAGGGCTCATAAAGGTATCATGAATTGGAAAGGTGAAGCCCATGAGTGAAGCAAGC
+CAAGCTCTGCAGAAGATTGCGAGAGGAACGGGAATTGTCTTTGCTGGAACAATTATTTTAATGTTCTTCG
+GGTTTTAAGCAGGGCGATAATAGCGAGGTACTTTTCCACTGCAGAGTATGGAGTGTTTAACTTGGCATTG
+ACTGTTTTGAGTATTGCTCTTGTAATAGCTACGCTTGGCTTTCAGAATGCCCTCCCCAGGGAAGTTGCCT
+TCTACAGGGAGAGGGAACCCTCGAGAGTTAGGGATCTAATTTCAACGGCTTTGGTTATTGTAGCTGTGAA
+CAGTTTAATTTGGACAGCGATTCTGTTTTTAGAGGCGGGGAATATTTCTCAGGTTTTCAAAGATGCGAGG
+CTGGCACATGCTCTTAGGATAGTAGTTTTTGCATTGCCTTTTTGGGCGTTAACTGCTGTGATAATCTCTA
+TTTCTCGTGGATTTGGTAGGGTCAGAGAGCAGGTATATTTTCAGAATATCGTTTATCCAACGGTGTTTAT
+GCTCTTTGTTGTGGTAGGGGCGTTTCTAAAGCTCCCCTCTGCGTTTGTTTTTGGTGCTTACGTCGCTACT
+CAGGTTCTTACACTCCTAGTCCTAGCCTTTAGCGCATGGAGGATTAAGCTTTTTGAGTTTAGAGTTTCGC
+TGAATTTAAGACTTGGAAGTAAACTTCTAAAACTTTCAGTCCCATTAATGCTTGAAGGAATCGCCGGTTT
+TGTAATGAGGTGGACTGATACTTTGATGCTCGGTTATTATAGAACTTCGGAAGTTGTTGGTCTTTATAAT
+GCTGCTACCCCAATTGTTAGGGTGCTCCCACTTTTCTTAAACTCTGTGGGCATTATTTACCCATCCCTAG
+CAGCTATCCTATATGCTCAAGGAAAAACCACTGAACTCAGCGAGTATATCAACTAATAACCAAGTGGATA
+TTTTTGGCAACTTTGCCCCTATTTTCAGTGATAATCTTGTTTCCAGAATCCAGCAGCTCAGGTATTAAGA
+ATATTGGCTTTAGGTTTTATACTTTTTTAGGACCAAATGGATGGACTCTAATTGTGATTAGAGAGAATAT
+ATTCACAATGTATTCAGCTATTCTTTCCGCAATAATAAACATAATTTTGAATATTCTCCTGATTCCAAAC
+TATGGAATGGAAGGAGCGGCAGTAGCAACAGCCTCTGCATACATAGTTATAAATAATTAGGCTTTACCAG
+AAGACTAAGATTTATCCATTCAGCTGGAACTACGTGAAGCCTTTGATCATTAGTTTTGTTTTATTGGGAC
+TGATTCAGGGTTTGCACTTGAGGGTGCCGAATATATGGTATGCGGTTCCTGTCCTTGCAGTGTTTTTGGG
+AGTTTACTTCTTTTTAATACTCTTAAGCAGGAGCGTGGATAAAGAAGATGTTGAGCTATTGCTGGCAGTT
+GAGAGGAAGCTGGGGGTTGATTTAAAGATAATAAAGAAAATTTTAAGGAGGTTCGTTTGAAAGGAAAACA
+TAGAGGGAGTGCTATGGTATTTAAATCTATAACCACTATTGCCAAGAGTATTGTTAAACGGAACGATGCC
+ACAAAAAGGCTTGTACTTAGAGTTTACAACCAGTATCAAGGGAGAAAAGCTAAAAAGGAGCTCTACTTGA
+GGATTAAAAACATAGATTTTGACGAGTATATTGACACTTCAAATAAGCCTGACTTAAATGTGATTATTCT
+AACAGTAGACTGCCTCCGCTATCTCAACTTATCATTCACCGGGTATCAAAGAGAAACAACGCCCTTCATG
+GATTCCCTGAAGGCAAAGTTTAGGGCAGTTTCAGCTGCACCATGGACGTATCCGTCAGTAGCATCGATTT
+TAACCGGCCTTTACCCCCACAACCACAACGCCTATATTCACAGCAAGATCAAAAATTTCGATACTCTTAA
+AGCATTCAAGCCAATTAAGAAAAGTGTGCTGACTCTGCCTGAAATACTCTTTGCATTTGGATATGAGATA
+TACTTTGGAACAGCGATTGATGTCGCAAGCTACCCCTTGAAAAGCAGGGTTGTTCCCAAGCTCTATCTTG
+GAGATACTCCCGCTGAAGAACTACTGAATGACCTGAGGAAATGGATATCAAAAAGAAAAAACTCCTTCTT
+TGCATATCTGCAGCTTGGAGATGTCCATGAGCCTATAGTACCGCCAGAAAAGTTTAGGAATTACTTTGGA
+CAAGTTGAGAATATTCCGAATATTGAGCGGTGGGATTTCAGAAGGCCCGAAGAACAAAAAGGAAAAGAAT
+TTGAGAAATATAGAAGAAATAGAATGTTACTTTATGATAACACACTAAGATACGTTGATTATGCAATAGA
+GAGGCTTTATGCATTTCTTGAAGACTCCGGCTTGCTGGACTCTACAATTCTCCTGATTACAGCGGATCAT
+GGTGAAGAGTTCTGGGAGCATGCAGAACTTGAGGCTGAGAACTTCTATGATCCCAGAGGTTATTACGGTG
+TGGGGCATGGGCATAATGTTTTCAATGAGATTATTGAGGTACCGATTCTATTTGACGGTGCAATTAAGAA
+AAAAGGTGATTTTACTGAAAACAGGGTCAGTTCCGTTGATATTATGCCCACAGTTTTAGATTTATTAGGT
+GTTTCTCATAGTCTAACTTTTGATGGGCAAAACGTGTTCGAGGTTAAGAATAAGAAAAGACCTTTACTTT
+CCGAGGCAGCTGGTTATGGGTATGAGAAGAAGGCTTTAATCATGGGGAGGTACAAGCTCCTCTACGCTCC
+GGATGATGGCGTCCAGTGGCTCTTTGACCTCAAGAAGGATCCATCGGAGCAGCATCCCATCAAAGATAGA
+GAAGTTACATCAGTCTTTGTGGATAAGCTGAACAAAATGCTCAAAGAAGACGAAAAAAGGAGATTGATAA
+ATGCTTTGAGGAAAGTTCGTATATGAACCCTCAAATTTTAATTTTTGGAACCTTGGCGACGGTGGCGGTT
+TTCAGGAATTTCACGACTTCTTTTTTCATATCTTTTACAACGTCCTCAGTAATCTCTATGTTTGGATCGT
+AGGAGATAATTTCCTCAAACTTCCAGTCTGTGACGTTGAAGATGCCCTTGAAATTTTTGTAATAAATGGC
+TATGCGATACTTTTCAAGCTGTTCTATGTTTTTTTCTTTCGGTCTCATTTGAGATATTACCAATGTTTGT
+ATGCACACCGTAAGATTCTGCAAATACGGTATCTGAGTATAGAACACTATCATCGCTGAGCTTGTTTTCT
+ATTATGTCAAGAATAAATGATTTGAGTCTTACTAGGCTTATGTATTTTGACTTGTCCCAAATATGTTCAA
+CTTCGTAGCCTCTAGGGTATTTTATTAAGAGAGGTACTTTCAGGAGTTCATCATAGAGAAATGTTCCATG
+GCTTATTCGTCCATGCTCACCCAATAGTTGCCCGCGGTCACTTGTAACAATAATAAGGGAATTATCAAAT
+AGATTTTTCTTTTTAAGGATATCTATTAATTCAATGAGTTTTTTAGTTATGTATTTTACTTCTTGTAGGT
+ATTTTTCTTTCCATGTTTGTACGAGTTTATGATTCAGATTGTTTGTTTTAGGTTTAATTTGAATTCTGGC
+CCCATTCTGTCAAATACTAAATAAGGCTCATGAGCTTCCATTAAGTTTATAAAAATAAATAGGGGCTCTG
+CGGAGAATATAATAAATTAATAATTCTAAAAAGAAGCTGATACCTTTTTCCAAAGGCCATTTTTTGTTAG
+ATGCCAAATAATTCTTCTAAATTTTCCTGATGGCATAAAAAGAATGTCTTCTACTTTACTAAACCCTACA
+AACCCAAATCTTGGATTAATATAGGGATTTGCCGTGAATAAATATGTGTTATACCCCATTTCCAGAAGAA
+TTTCACTTAAAATTGGGACTCTAGAGTTTAGCTTAACATTTAGGTCCTTTTTTGTCTTAGTTTCATGAGC
+TCCATGAAGAGCGGGATATAACCCTGTAAATATTGATGCATGACTTGGAGTTGTCCAAGAAGCAGGAGCA
+ATTACGTTTTCGTATGAAATAAATCCTAGTTTCTTTAGTTCCCCCTCTAATGGCTTGGCATAGTCTTTTC
+GGAGAGTGTCAATAACTATAAAGATTACGTTTGGGTACTCTGTCATCTGTACATCTCCTCCATTTCTCCT
+CCATTGTTTGCTGTACTGTTTTTCAATTTTAAAACTTAACATTCTAAATTTTGTAAATAGCTACATCTTG
+GCTTGAATATATTTTATTTGAAGTCCAAAGTCCCTCGAATATAGATTTGTTATAAATTGGAAGGTAATAA
+AATTCTTTTATTGTCCCCAAGTATTTCTGATTTATAACTAAAATTTTCTTTTCCCTTACACTTGTTTTTC
+CAAGATAAGCATAGGCTTCTCTTTTTGGGAAATTAGATATTTTCTCTTCTCCCCTGAATGACACTTCATT
+TATATTTTGGTTAATTAATCCAAGAAATAAGAGTGCCCGATACTGATCGGAGTAGATCTTCAGGCTGTCA
+TACCTGTATTCAGCTATCCACTTTCCCCCAGAAATCTCACTGAGGCTCCAGTACGGCCCGTCAACCTTTT
+CAAGCCACATGGGTGGCTTTGGATCATTTGCGATTACTAACGTCCAACCCGAAGTAAAGATAAAATACAC
+AACTAAGAAAACTCCAGCAATTTCTACACTATTTTTCAGCGGGAGCGTATGCCTGTTTTTGCTGAGGTTG
+TTCATTATTCTCTTAACTGAGTCAAACCCAATTAACAAATAAGGGGCAATAAAAAACTGTGTCAAGTGGT
+ATAACCTATTTACGTTCATTCTGTTTGAAAAATACGGCACGACAATACCCGCAATATCGTAAGCAAAGAA
+GGCAAAAGATAAGGCGTAGAACTCAAGGTGTTTTACCTTTCTGCCCCTGATCAGGCGGTTGAGCACCGTT
+AGAACACCTATTGAAATCAACCCCTGAGCGAAAAGATTTATCAACTTTGCGATTTCTCTCATGAAAGTCA
+TCTTGGCAACAATCAGCTCAAGACCTTGTGAATATTGCGGATTAAATAAATCTTTGAGCATCAGGAGGGT
+CTGGTATCCAATAATTACCAAATTGTTGAACTGGAATCCCCCACCAACATATGCATACCACAGTAGTGTA
+ACCACCCAGAAAACTGCTATTAGTTTATTGCTGATCCTCTGCTCGTTCTCAAGCACTCGTATAAGTGGAA
+GTGTGAGAAGTGCAAACATTGTTAGGTATGCGGTTCCGTAGTGTGAAACTGCTAGAGATGCTAAGAACAA
+GATCAAAAACAGGGGATTTATTTTCCTTATAGTTGCATAGGCGAGGAGAGCCAAATAGACCTCAACAATC
+ATCATCCTAGCAAGTGCCATATTACTAACAAAGAACTGAAAGAAAAACATGAAGAACAGCACTGAAAGCT
+CAGCCCAAATTTTATTCCCTAAGAGCCTTTCATACGCCTTTAAGAGTATAACCGGAACCAGAGAGAAGAC
+CAAAGGGTAAATGATTTTAAAAATTGGAACTATCCACATATTTAAGATTAACGAATATACTGGGCCTAAG
+ATATTGACACTTGCAATTGTATTATATTGATCGTAAGTTGAAATGCTCCAAATCCCCCTAGCCAAAACCA
+AGTTAGCGTAATAGTACTCCCCGTTTATATCGTATCCCCAGATATAGTTCCAAGACACCCCAAAAACAGT
+AGACCACATAAGAGAAATAGCAATCGACCATATTGCAAAAGTTCTGTTAAAGTTTTTAGATTTAAGAAAA
+ACCAGTGGAGTGAGCGCTATCACGAAATAAAGGAGGAGCAATCCACTGTTATCCCCGTAATGGCTGAAAA
+GGTAAGCACCAATGAGAGACCAGACTGGCAGAAGGGCAAAAAATAAGTCCCACTTTGCTATCCTGATCTG
+CCTTCTGGTGTTAAGCATTGGCACTGTCCTAGCCTGCTCCACCGCAAGTAGCCCTAAGGTAACTACGTTA
+AATGTCAGGAGAATCGGGAGGAGGGTTATCGGTTTTTCAACCCCAAGAAGCGGATACACAAAATTTGCAA
+AAATCCCCATAAGCATGACAACCGAGATACTGAGGGCAACACTCAGAAATATTTTTTCTGAAAAACTTTC
+CAGCCTAGTTCTGAAAATTTTTAAAAGGAGATACCCAGGGAAGAATGTCAGGGCAATAAATCCAAAAATC
+TGCCTAGCTAACGGTATGTGGACGCCTAGATAATCCGCCAGTATTGCTGAGTTTAGCCCCAACAAAACTG
+ACATGGTAATTATCAGCGATTTCCTGTCCATTTAGCCCCACTCCACATGTGATACTACCGAAAAGCCTTT
+TAATATTTTTTGACAGAAATGAGAGGGGATGTACGTGAATGCTCCGAGGGTGTCTATAATTATCTTGAAC
+TGGAATGGCTGGAAAGATACAATAGAGTGTTTAGAGTCGCTTTATAGAATTACCTATCCCAATTACGATG
+TTATTGTTGTTGACAATGGATCTAGGGATGACTCTGTTCAAAAGATAAAAGAGTATGCCGAGGGAAAGAT
+TAGGGTTAATTCAAAGTTTTTTGATTACAATCCGAACAATAAGCCAATTAAGGTTTTTGAGATTAATGAG
+AGTGAAGCTAGGCAAGGGGAATTTAATAAGCTTGTTTATGAAAAATTTGATCCTAATAGACGAATGATTT
+TGATCAAAAACAATAATAACTATGGCTATGCTGGTGGGAACAATGTTGGGATAAAATTTGCTTTGAGTGT
+TTTGGATCCTGGCTATGTTTTGCTTTTGAATAATGATACTGTGGTTGATCCAAACTTTTTAACGGAGCTT
+GTTAAAGTTGCTGAAAGTGACGAAAAGATTGGGATTGTGGGGCCAAAGATTTACTATTATGATTATAAGG
+GGAGGAGTGATGTAATAAGCTTTGCCGGGGAAGAATTAATACTTTGGAAAGGAACAGCTGTTAGATATGG
+GGAAAGGGAGGTTGATAGGGGGCAGTGGGATAAGCTACGAGTAGTGGATAAAATTGAAGGATCTTGTATG
+CTAATTAAGGGAAAAGTCTTAGAAAGAATTGGATTATTTGATGAAAAGTTTTTTTGTTATTGGGAAGAAA
+CTGATTTATGTTTTAGAGCTAAACGAAAAGGCTATACTTTAGTTTATGTTCCAAAAGCTAAGATATGGCA
+TAAAATAGCATCTTCCAGCGGAGGAACATTAAGACCCTTTTATATTTATCATATGACTAGAAATAGGATT
+TGGTTTTTAATAAAAAACGAACTGTATAAATCTTTAAAAATTAACTTATTATATGTTTTTATTTGGGAAA
+TATGGTTTAGGTTTCTTACATATTTAGTATATTATAAGAGACCTAGTCTATTTTCGTTTTACATGCAAGG
+GATTTTTGATGGGATCCGTAGAAATAAAAAGTTTTAGGAGGGAAGTTTAATGAGAATATCACTAATAACA
+ACTGTGAAAAATGAAGAAAACTCAATTAGAGCATTTCTAGAGTCAATACTACAACAAAGTAGGCCCCCCG
+ACGAATTTATAATTGTAGATGGGGGATCTACGGATAAAACTGTAGAAATTTTACAGGAGTATACTCCATT
+ATTCAAAAGGAAAAACATTATCTATAAAATCATAGTCAAAAAGGGCGCTAATATAGCTAAGGGTCGTAAT
+ATTGCTATAAGCAATTCTTCAGGAGACATTATTGCATGTACAGATGCTGGATGCGTTTTATCTAAAGCTT
+GGCTAGAGGAAATTGCTAGGTCCTTTGAACAAGATCCTTCAGTTGATATTGTAAGTGGATGGTATGAACC
+ATTAGCGACATCCAAATTTGAAGAAATTGTAGCGGAGATTACGTATCCTAAATTAAAGAAAGTTTTACGC
+AATCCAAGTAAGTTTTTACCTTCGAGCAGATCCATAGCGTTTAAGAAAAAATGTTGGAAAAAAGTTGGAG
+GATATCCAGAGTGGTTATATACAGCAGAGGATACTTTATATGATATACTTCTTAAAAGGGCTGGTTGTAA
+GTTTGTATTTAATCCAAATGCAGTTGTTTACTGGAAAGTTAGGGAAAATTTACGTAAATTATTTCGACAA
+TATTATAATTATGCAAAAGGTGACGGAGAAGCAAATTTGTTCTTTTGGAGATATTTCTTAGTTTGTTATT
+TCCCTATTATTGCTATACTGATTTCCTTAATATATTGGAGAACCAATAATGTGTCTCCTCTGCTTCTTGG
+GATAATATATTTAACCGGACTTATTAGTTATTTGTTTGGTGAAGTAATTTACAGAGGAGGAAGTGTTAGA
+AAAATACTAGTAAACTTACCACTTGCTCTTATTATTGAGATAACAATACTAGTTGCAAGAACTATAGGGT
+ACACTTATGGATTTCTAAAAAGATTTAAATATAAAAAAACTACAAAAGAATTGACCCGTCTATAAGATCG
+TTGATGAGACTAATAATATATGCTTTAATTTTCTTACCTTCTTTAACTTTGGGTTTTTTTCGAACTTTGA
+GATTGGAAATTACATACTCAACTATTGCCCTTGGATCTCGCGAATGAAATATCTCTCCTTTCTCTATTAA
+ATATTTATCTATTGCAAGTAATTGCTTCCCTGGAAAGAATGATACTGCCAAAACACCAAGTAGAGCAGCT
+TCACGTGCCATTGTTCCAGACCCTGTCAAAACTGCATTAGAATAATAAGATAGGTCCAGACCATTTAGCG
+GTTTTGGAGGAATATAAACTTCAAAACCTCGTGATAATGCTCTTTCTGCCTTGTTTCTGGGAAGATAAAT
+TATGTTAACTCCCTCTTTAGTAAACATGTCAAGTAATTCTGGGACAATTGACTCTTTCTCTAAAACATAA
+TGGGAAGCTAGGGATTCTGGCCTCAAGACTATGTACTCCTCAAATGGTACCTTACTTAAGAATTCCGGAT
+CCGGAACATAATCCGATATTGAAACATGCTCTTTAATTCCGGGGTAAGTTAATATGTCTTTCCCAAAGAA
+TCTTGAAAACTCGTCATAGGCAATTTCAGGAACAAGTACATATTTTGCCAACTTTTTAACTCTATTTTCT
+AATCTCTGAAATATGCTCTGGGGGGCATTAAGTTTAACGTCGTTGTCTAGAATTATTATAGATGTCTTCC
+TCCGTAAATATGCGCTAGGTAGGGGCATAACATTTTCCATGGTTACAACGGCATCAAATTTTGGAGCAGT
+AGCCGTGAGAAGAGATGTTCTCAATCCAACTGATAGCGCTTTTTTTATGGGATCAGCAAAGTCACTTAAA
+ATAGGCTTAACTTGGAAACCTAATGAGCGCAATAACTCTGGAACTTCCCCACGTTTCCAGCAGGTTAAGT
+ATATCTGATATTTATGCTTAAGCTCTGAAATTATTGGCTTAAAAAATGGTATCTCTGCAGTATTTGCAAT
+ATCTATCCATACCCTATGTGCCATTAGACAACCCTCCTTAAATTAACTATCTCAAGCATTCTCATCCTGC
+TAGCTGAATCGTCTAAGCCTGTCCAGTATTTTGGCTTCGTCTTCCTTTGAGGGCTTGGATGGAAGAAGCT
+CCCTCGCGCCGTAGGCGATGTAGATAACCCTCCTCGGCTTATGTCTCCTCATTAGATGCTCTCTTATCCC
+CAATGAGTCAGCGACCACAACATCAGGTAACTTACATGATAAATATTCCATCAAATACATGTAAATCATT
+GTAGCTAAATAAATTGGAAATAAATAAAATGGCACAAAATAGCTCCTCTTTATTAAACGCTTCCATTCCA
+CACCATCTGGATTCATCATAATTCTTTTCTTCTCAAACTTTGCAAGAATTGCTGCTACAGCGCTATCAGG
+CCCAAGAAAGTAAAATAAATCTATGCTTTTCTTATGTTTTGCGAGAACATACGCAGTATTGAGGAAGTCA
+TTAATTGAGGGGATACTTGTACTTTTACTTTCGATTGCCAGAGAATGAATTCGGATTATTCCATTATAAT
+TGTCTTCAAAGAACTTGTCATCTTCATGCATAACATAAAATTGGAATTTGTCTTTTAATATCATAGTAAG
+CTCTTCTACAAATGTTTCAGTTCCACCATATTTAGATGGAATTCCTCTTAGTCCAATGATTGCTATGTGT
+GGCTTGTCCATTATCTCACCCTTACCTTTATTTAAATCTCTTTCTCACTAGATACCATCCAATCTTCAAT
+CCAGTCTTTACAGCACCCCATGGATTACCATTTCCAAGCTTTGGCTTATTGGGTCTTTTCCTGTAATTTA
+TCGGAACTTCCCCTATTTTAAAACCTTTTTTTACAGCCTCAACATAAAGGTTGGCCTCAAGGTCAAAACC
+ATTGGCGTCTATTTCAATGGAATCTAGAACGTACTTTCTAAAGCCCCACATCCCAGTACACACATCGCTG
+ATTTTCTTCCCATAGAGGATTGTTGCTATTAAGCTCAGTCCCCAGTTTCCAAGCTTATTGACTTTGGGCA
+TCGCCCCATCTTCGATTTTCCCCTTTAGCCTTGAGCCAATGACAACATCATATTCTTCTAAGGCTTTAAC
+AATGTCGTAGATATATTGGGGAGGATATGTGTAGTCGGCATCTAGCATAACAAGATAGTCATAGGGAAAA
+TCGATCATACTAAGGGCATGCTTAACATCCCTTGCTTTTCCACCCTTTGCAATGTTATATACTATTGCTC
+CCTTATTCCTCGCGATTTCTTCAGTTCTATCCGTACTTGGTCCATTGGCAACAACCACAGTAACTTTGTA
+TCCCTCTTTTTCAAGCTTTTTGACCGGTATTTCATCGATAACTTTCCCTATGGTCTCCTCCTCATTGTAT
+GCAGGGAGTAACACTACAACCCGCTTCATCTCTTGAACGCACCTCCATTGAACTAACAACCCCAGCTTCT
+CAGGCAATCTCAGGAGATATATAAATTAACAAAGTAACAACCGAACAAATCGTTAACTCCTCATTATAGG
+CCGGTATAACTATGAGGGTTCTCACGGTGTTCACTCACATTCAAATTTTTATTAACTATCGTTTAAAAGC
+TTAACCGTTGGCTGGATATATTTTCCTTCCAATGGAGACTCTGAAAACCCCCCTGTCCAAGACCGTCTTG
+CCCTTCACGTACACGTACCTTACAACGACGCTCCCGTTCAAATCCATAGGCAGTACAAACTCTTCTTTAC
+CCTTAACATTGTACCCCCTCTTAAAGACAAGTGTCCCGTTGTCGAGGAAGCCGTAGATGCCCAACGAAGT
+CCCGGTTGCGTTGATGAACCTTAGGATTATTCTATTTCCCCTCTCAACGGCCACGTTCGGGTGTTCAAGC
+TTAAAGACCTTTACAATGCCTCCATCCGAATAAACAAGCTTGTAGGGCTTTTCTAACCCTAGGAACAGCT
+GAACCAAGGTTGTGTTGAACGCCTTTTCGTTCATGACCACCGAGTAACCGTAGTTTAGATTAACATAGAG
+GTAATTAACCCCATTATATTCGTATTCACCGATTTTATATCCTTCTTCAACGTACACTTCTCTGGGCACG
+AAGGTGCCAACGGGGGTTTTAACGACGACCTTCCTCGGGGTGAAGATTACCTCATAACCGTTACCCCTGA
+ACACGAAAACATCTCCAGCGCGCTCCACTAGTGGAACAACTACTAAAGCATAACCAGTCAAGTTATACTT
+TGGATGCATGTTGGCAGTAGCTACTATGGCCGGAAACTTAAGGAAATCGTAGTAAGAAACTATCACATAG
+TCAACTCCTAAACTTTCAGCCCACCTATAGTTAAGCTTACCCAGCAAGTACAGGGCAACCCCAATGCTAG
+GACTTCCCTGGGCTATGGGGGCTCTCCTAGCGTAGTAGGTTATCCACTGCCCGTAATCCCACCAGGCCAA
+AACAATATCGTTCTCATTTGAGTTACTCCTAAGCCACCTTAAAGCGTTAACCCAGTAATCGTTTATTAAC
+GGCTTTTGCTTCGCAACGTAATTAAACCCTACCCCAGCGTTAACCCCGGGGAGGATAACTAAGAGAATTA
+AAGCAAGGGCAAGACCTTTCCTGAGAATTCTTTCATAAGCAGATATTAGACCAATACCGGCCATTAAAGT
+CACAGCCAAGGAACCTATGAACAGGAACCTCGTCCAAGTTAGGAACATGTAAAGGCTAGGAATTATCAGG
+CCTAGAAACATGAAATCCTGAACTTTCGGTCGCCTGAACTCCAAAAAGAACAGGGGAGAGAGAAAGAGGG
+ACAACGCAAAGGCGGCCCATAGATCGCTAAATTTAGGTGGTACCGTCTCAGCTATTGGTACTTCCTTAAA
+CATTCCGAACCCCGTGGATAAATCCTTCAAGAGGGAACCAAACTTCAAGAGCACAATGAGCAATCCGAGC
+AAAATTATAAAGGTGGAGAGAACAGCCCTAGCCTTTAAGCTCTTAAGGAAGTAACTCACAACGAGTAAGA
+TAACTATTCCCAGAACGACGAGGGGGACGAGGTACTTGAGGTAAACAAGGAGGAAAGCGTCCTTAATCGT
+TGACAACTCCAAGGACAGTTTCTCGGCTACTGTTTTCCCCAATCCATGGTCATAACCAAACATTCCATAA
+CCGAACTTTCCCCCGAGGTAATTTGCCATGAAAGCTCCAAGGACAGTTAAGGAAGCTAGCAATAATCCAT
+CGAGAATGTATTTGTCTTCCCTAAGCAGAAAAGCTCCAAAGGAAAGAAGTAAAGCATTTCCCAATAGGAA
+TATAAAGATCGGATAGTATGCCTGCCAAAATATACTAGCCAACCCGCTGCCAATCCCTGGAATTAAATAA
+AAGATAAGCCTCCTGTACCTCCAGCTCCTCCTCTTCTCACCTAAAGCTAATGCTATTCCGAGGAAAGCCA
+GGGAATACCAGAAGAGCATGTAGTTGTCTCCCCTGTAGTAGTTGGCCATCGACCTAAAGACGTGCCCATA
+GCTAACCCCTAAAAATAGGGAAGCGTAGAAAGCTTTCCTCTCGCCGTAGAGCTTCAACAAGGCTAAGTAA
+GTGAACACGACAGTTAAAACACCGAATATCACGGGGGTTATCTTAAAAGCGGTGTAGAGTGGGATATTGA
+AGATCTTGTGGATGTAAGCTGGGATCATCCAGAGGCCGAGAGGATGGAATTTCCTCATCTGCATTCCCCA
+AGGAGCTTTAGCCAAGGTAAAGAAGTTGAACCATTCTCCAGCTTTCAATGCCTCCTCGATGTAAGCCAAG
+TGGAGGTAGGGATCATAACCAAGTAAGTACTTGAACCTGAACGTTAGGAGTCTATAAAACAGGGATACAA
+CGATTATTATAGGGAGTGCTACCCTGGGTTTAAACGGGTTTAGCTTCACGTATCTCACCTAAAAGTGAGG
+GTTATCAAGAAAATTTTAAGTTTTCTCAAGGTTAAAAATCAAACATCAATAACTTTAACCCTTAGATTTG
+ATACCCTTGCAATGTCTAGAAAGTCTTTATCCTTTGTTATCAGTTCCTCATTATTACTGATACAAATTGA
+GGCAATTAGTAAGTCAGCAAAAGCCTTCGGTTTTCCAATTTTCAAAAGTCTCTCCTGAATCTTGTGAGCT
+AAGAGAAAGTCTTCAAAGGTTGGAAAGAGAACATTTCCATGGAATTTCTTATATCTTATTATCGCTGGAT
+ACTCAACGAAAGTTATCCCTGTTATGTTTTCTTTTATTTCGTCCTTTCTTTTAACCCGATCTATAACAAT
+GCTTGTATCTAATACAACCATTTGATCCTCTCCTTCTCTTTTTCTCTAACATAAGTATGATCAGTAATTT
+CTTCTTCAAGCTCTACAACGCCTAACATTTCCCTTAACTTATCAACAGGCATGACTTTAGGGGAAAGTTC
+CATTAATACTTTATTTAGGATAGTCTTAAGTCTCTCCTCATCTACCCACTCCGGAACTTCTATAGTGATA
+ACCTTGCTCATATGACCACCAAAGGTTACTATCATCCAATGACTTTTTAAGTTTCTGAAATTGATTAGGC
+TCGCCACTTATGATGGGGATGCTGAAGAGGTTTGAATCCCCTCGTGTTCTCCCGCCTTTGGGAGGGAGAC
+GTCAGATTTCGTTATTCTCATCGTAACTCTATCCAAATGTCCTCATCAACTTTACCAGGAATTTCTCCCT
+CCCTAATGATGAGGTGTGAAGAAATATAAACATGGCTAAGTAAATTCAAAGCTCGGGGAGTATGTAATAG
+ACGTAGTGGGGCCTGTTCGTGAACTCGTCTATGTAAACTACTGTTCCAGGCCTCGGAGGCTTCAGGTAGT
+GAACCTCCCCCTTCCTAGTAGTTACCGCCGCAAAGGCATCTCCCTTCCTAACCCTGTTCCCAACGTCGGC
+AATCAACGTCACGACGTAACCTTCCACGGGCAACAGCAACAGCTCATCACCCTTCTTCAAGTAAATCTTC
+GTCCTCCTGTCGGGGTAGACTATTATGGCATCGACTTTCATCCTGTGCTCGTACTGGTCAACGTAGAAGT
+GGAACCTGTCGTATATCTCCTTGGCCAGGAACTTAGCCCTATCCAAGTCTACGAAATCTGGAATCTCGTC
+TCCTTCCCCTAGCTTCACCTCCAAGTTATCCTGTATTATTATGCACTCGTGCTTAACCTTCCTACCCTCG
+AGGCACTCCTCCTTGGGAACCTCAACGTACAACTGTGGCAACCTGCTCATACCCTCACCTCCTTTCTAAA
+CACGAGGACGTTCGGATTCTCTGTTTCATCCCAAAGATAAAGGTTTAACCTTTTTATCCCAGGGAGGAGG
+GGTTTAACTCCACTAGGTAACATCACCTCGAACTCCTCCTCTCCCCTCTCCCTGGCAACCCAAGCCATTC
+CTGGTAGCATTAGCTTTAAAAGAGGTAATCCAACGTCTAAAGGAGTGAAAACCGTCCAGAGCTTTGAAGC
+GAGAAAGTAAACGCCGTTTATCTCATAAAGCTCTGCATTCTTCTTTATCCAATCCACCGCCTCCTCGCTC
+CTCCTAACGAATCTCCATCCGACTGGAATTATTCCCAGGGTTAGGTGTTTTAGCTCTAAGTCAACCTTAG
+TTGGCTCCTCCGGCTCAAAGCTCTCTGTCTTTGCTCCGAAGACGAAGAATTTAGCCTTAACATAGAATCC
+CGTTTTCTCAGCTAATGAGATGCTAGCTTTATTAAAGAAGTACGTTGCGAACTCCAGGGCCTTTATCTTA
+CCTTCCTGGGCTAACCTCTTGCCCAAGTCAAGCATGAAGTTGTGCAAAACCCTTCCGTAGCCTCTCCCCC
+TGTACTCCGGGTGAACCCTAAGTCCTTCTAGCCATCCCACCTTTCCCGGGAGGATCGTCAACTTAACCGT
+TCCCACGACTTTCCCCTCAACCTCCAGGACGTAGAAGTTGTCTCCCAACCAGTCGTCGAAGACCTTAGCC
+AAGTAATCCTCCCCCTCCCAGGTTAGCCTCGATATATCCTCTATGAACGGTCTATCCTCGGGCCTAGCTT
+CCCGTATCTGCATGGTTAGGCTTTCGTCCTTTATACTTTTGAAGTTTTACCTTATCTGGTGAAAATGACC
+TGAGAAGATACACCAAAACGGAGCCGGCAAAACACCTTTTTGACTCATGTTTAGAGTTTTTTATTGGAAT
+TCAAATTCTCAAAGTCCTTCAAATCCCACAGGAGCCAGCCCTCACTTTTAAGGAGTTCCTTACATTTAAT
+GCCCTTTGCTATCAACCCATAGTACTTCTGCCAGTTTTCTAACCCAACAAGCTCACCTTTACGCTCTAAA
+TCTTTTAAAACTCCTCTCGCCTCTTTCTCGCCTAATTCCTTCCACTTTACCTCCACCAGCAAGACCTTTT
+TTTCTCCTCTGTTCAGCGCAAGAAGGTCAATCTCCTCACTTCTCTGCCACCACTTCCCGATCTCCATAAA
+TTTAAACGGCAACCCTCCATGCTTATTTACTTCTATTAAAAATTCCCTGGCTACTTTTTCGAAGGTCTTT
+CCAAGATAGGTGTTGAAGTTCCTTAGGAAATCCCGAATTGCCGGCTCGGGGTTAAGGGAGTCTATCTCCT
+CATAATGCGGACTGACGAAGCGGTGATAAAAACGGAAGTACTCATCTTCTATAACATAAATCCCTCTTTT
+GGCTTTCCTCTCTGTTATCGGAACCTCCCGCCTCACAATTCCAAGATTCGAAAGCACCCTAAGATATGTA
+GATAGGTCTTTGGCCTCAATTCCAACGTACTGAGCGATCTCGTTAAGCCTGGTTTTTCCCATGGCTATGG
+CCTCGATGATCTGCATGTATCTGGTTGGATTCCTCAGTTCTTCCATGAGGAGAAGCCTCGCCTCGTTAAA
+AAGAAATGCACTCGGGTTAAAGAAGTTGTTGATGATCTCATCATCACTCCCCGTTTTGAAGAATTCCATG
+TATTTAGGGATCCCCCACGTGACACCGTAGAGTCTTAAAAGCCTCTCAAAGTCCTTTCCAAACCATTCGA
+CCATATCGAAGAAGCGGAATGGTTTGACCTTCAGAACTCCACTTGCCCGCCCATAGAGAGGGCTCTTGTA
+GCTGAGAATCTCACGCTCCATCATTCCAACGCTCGAACCGCAGAGGATAATGGTGATCTCTGAACCTTCA
+AGCACTATATCCACAATCTCCTGAAACTCGGATATAACGCCCTTATCTGCCTCTATCAGGTAAGGGAACT
+CATCAAAAATAACCAAAAGCTTTCCCTGCCCTCTTAGGAACTTGAATGCATCCTTAAAGCTTTCGAATCT
+TACCGGAGCACCGATGAAAGAACTTATTTCCTGGGAAAATCTCTTGAGGTCTTTCTCATATCCCCTCTGG
+GAGCAGAGAAAATATATGCCCCTTTTGTTCTCCAAGAATTTCCTCAAAAGGGCAGTCTTTCCCACTCTTC
+TCCTTCCATAGACCACGAAAAGCCGAAAGCCTTCTTCCCATGCCCTTTCTAAGACTTTGAGCTCTCTCTT
+CCGGTTTACAAATTTTCGAATCATGATTATAATAAACATGATTCGAATATTTAAATACTTCGGCTTTATG
+CTGTGGCGCGAAGCGCCGAGATAAAGAGAGAAAATAAGCCAGCAGATAACTCAATCCTAACAACAAGACC
+TTTAGGGATTTAAGTAAATCTTCGCAATCGATCTATTCATTCAGCTTTTTCTTTATTTCCTCGAACTCTT
+CGATTAGATAGAAGGCATTAACTCCAAATTTTCTAGCACTTTCAACTTGAGCCCTATCGTTCGATACAAG
+GATAGCATCTCTAACTTTTGCAGTAGCAATGTAGAAAGAGTCTATCGCCCTACATCCGGTTTCAAAGGCT
+ATCAAGAACGCAAGCTCATAAATTTCATAGTCTTCAATAAAGTTAACGCTATTAAAGACTTCCTCTGCAA
+TAATAAAAGCTCTGTCTTTATTCATTCTCCTTACTAGTTGCCCAATGAACTCTATCCTAAATACTTTGGG
+CTCAAAAATTATAACTTCTTTTCCCCTATGTCCTTGAATAGTGCATCTGCAAGTTCAGTTCTCCTCCTGT
+TATATTCAAAGAATAAATCTATGAAGACCGATGTATCAACAACAATCATCTTCTCTCCTCCAAGAACTCC
+TCAAGGACATCCTCCCTTACCTTTATCCTGTACTTCTTTGCTATCTCGGATATTTGCTTTGGTAATCTTA
+CAACAACAACCCCCCTCGTTCCCTCCTTAAGCTTAATCTTCTTCAACGGCTTAAAAACGCCGTCTTCATA
+AACAACCTCAATAACCTCCATCCAAAACCCCTCCTTTTCAAAATTTCTACATAGTGCCTTATAATGCTTT
+GCCCTTCGAGGATGATCTGTAGTTCTAATTCGGGCCTCCTTCTATCAACAAAACAGCTCCGCAATAACGC
+CTAAATATAATGCATGTGTTTAATGTATTAGTGAGGCTGATGGTTAAAACGATAACGATCCCGAATGAAG
+GGCGAGAAATCATTTAGTGAGCTCCTTAGGGAACTCTTAAGAGAGAAGAAGGGAAATTCCTGGGCTCTTA
+AGCATATTTTTGGCATTCTTAGTGACGAAGAATATCAAGAAGCTAAGAAAAAACTAAAAGATCTTATTTG
+AAAATGGGAGCAATTCTTGACATGAACGTGATTATGGGGATAGCTCATGGTAACAGGGAAATCTTTGGAA
+AAGTTTTAAATCTTGATAGCACATTCTACATAACGTCAATCACAAAGTTTGAAATCCTAATTGGTTTTCC
+AAAGAAAGATGATCTTATCTGGCTGAATTCACTTATTAATAGTAAATCAGCAGAGATTGCAGCTTATCTC
+TACAAAAACTCAAAGAAGAAAAACCCTTAGAAATTAGAAATTAGAGACCTCTTAATCGGGGGCAACTCTT
+GCAAATGATCTTCCATTGATAACGCTCGACAGGGATTTCACAGTCCTTAAAGGGTTTGGACTCGATGTTA
+GGCTTCTCTAACCGGTGAATGAAATTGCAACCAAAATATTTATGAAAATTCTTGAAAAACGTAAAGATGG
+TGGATTCTATGAAGGGATGGTGGGGAAGGATTCTAAGGGTTAACCTAACGACCGGGGAAGTTAAGGTTCA
+GGAATACCCTGAAGAGGTAGCAAAGAAGTTCATAGGAGGTAGAGGTTTAGCCGCCTGGATTCTGTGGAAC
+GAGGTCAAGGGAGTTGATCCTCTTAGCCCAGAGAACAAGCTAGTTTTCGCGGCTGGCCCCTTCAACGGAT
+TACCAACGCCGAGCGGTGGTAAATTAGTAGTTGCCGCCAAGAGCCCACTTACTGGAGGTTACGGTGACGG
+TAATTTAGGAACTATGGCCTCAGTCCACCTAAGGAGGGCAGGCTACGACGCTTTAGTGGTAGAAGGGAAG
+GCCAAGAAGCCAGTTTACATTTACATAGAGGATGACAACGTAAGCATACTAAGCGCTGAAGGTCTATGGG
+GCAAGGGAACCTTTGAGACTGAGAGGGAACTAAAGAAGATACACGGAAAGAACGTTGGGATACTGAGCAT
+AGGGCCGGCTGGAGAGAATCTAGTCAAGTTCGCCGTGGTAATGTCCCAGGAGGGAAGGGCAGCTGGAAGG
+CCCGGAATGGGTGCTGTAATGGGAAGCAAGAAGCTCAAGGCAGTTGTGATTAAGGGAAGCAAGGACATAC
+CTGTTGCCGACAAGGAAGAGCTTAAGAAGCTGAGCGGGGAAGCTTACAACGACATATTAAACGCCCCAGG
+ATACCCGTTCTGGAAGAGGCAAGGTACGATGGCGGCAGTTGAGTGGACGAACGAGAACTCAGCGTTACCT
+ACTAGAAACTTCAGCGACGGAAGCTTCGAGTTCGCCCGTTCTATAGACGGTTACACCATGGAGGGAATGA
+AGGTCAAGCAGAGAGGTTGTCCGTACTGTAACATGCCATGTGGAAACGTGGTTCTAGATGCAGAAGGCCA
+AGAAAGCGAGCTAGACTACGAGAACGTCGCTTTGCTAGGTGCAAACCTCGGGATAGGGAAGCTCAACGAG
+GTTGCAGTCCTTAACAGGATAGCAGATGACATGGGTATGGACACCATAAGCCTTGGCGGGGTCATAGGCT
+TCGTCATGGAGGCCAAGGAGAAGGGACTTATTAAGGACGATGAAGCTCCTGAATTTGGAGACTTCAAGAA
+GGCCAAGGAGCTAGCTTTAAACATAGCCTACAGAAGAACTGAACTAGGTAACTTCGCGGCCGAGGGAGTT
+AAGAGGATGGCCGAAAAGCTTGGAGATGACAGCTTCGCAATGCACGTGAAGGGGCTGGAGGTTAGCGGTT
+ACAACTGCTTCATCTACCCGGCGATGGCCCTAGCCTATGGAACCAGCTCAATAGGTGCCCACCACAAGGA
+GGCCTGGGTCATAGCCTGGGAGATAGGTACGGCACCTATAGAGGGAGAGCAGGCAAAGAAGGTTGAGTAC
+AAGATAACCTACGATCCAGTAAAGGCTGAGAAGGTCGTTGAGTTGCAGAGGCTGAGGGGTGGGCTCTTCG
+AGATGCTAACGGCCTGTAGATTACCATGGGTTGAGATAGGATTAAGCTTGGAGTACTATCCAAAGCTACT
+CAAGGCGATAACTGGAGTTACCTACACTTGGGACGACCTTTACAAGGCTGCCGACAGGATCTACGCATTG
+ATAAGGGCCTACTGGGTCAGGGAATTCAACGGGAACTGGGGAAGAGAGATGGATTATCCACCGAAGAGGT
+GGTTCAACGAAGGATTGAAGAGTGGCCCCTACAAGGGCCAGCACTTGGACAGGGAGAAGTACGATGCACT
+ACTCTCAGAGTACTACAGGATAAGGGGATGGGACGAGAGGGGAATACCAACCAAGGAGACCCTCAAGAAG
+CTCGACTTAGATTTCGTTATCCCAGAGCTCGAGAAGGTTACGAAGCTTTCTTAACCCCGAACTTTAATTT
+TTATTTTCATGATGGCCATGTTCTTCGATAGGGAAAAAGAGTTAGAGGAATTAACGGATTTAGTTAGTTC
+TAAGCCAAGCATGATAACTTTCACTTATGGGCCGATAAATAGCGGAAAGACTACCCTCTTGATTGAGTTC
+TCCAAGAGATTACCCAGAGAATACATAGTATTCAATATTAACCTCAGGGGAAGGTTTATCAGGGAAGAGA
+AGGATTTTATAAAGGTTTTATTTATGAAAAAGGAAGAGAGTGAAAGCATTAAGAACTCATACAAGGGCAT
+ACCAATTCCAGAGGGCATTCTAAATGAGATACTTGAGAATCCATTCCTATTCCTAGAGGAGTACTTTGAG
+GAGATTAACAACTCCGGTAGAATTCCAGTTCTGATTCTCGATGAGCTTCAGGTTATAGGAGATCTAAGAA
+TAGACGACCTCTTGATATATAAGCTCTTCAACTTCTTTGTTAGGCTCACGAAAGAGCTACACTTAGCTCA
+CGTCTTCGTTGCAACTAGTGATAGTCTCTTCCTGGAAAGGGTACATGGAGAGGCTATGCTGCACGGAAGA
+TCTAGGTTTATGCTAGTTGACGATTTCGACGAGAGGACTACGCTGGAGTTCTTAACTTCCAACGGATTAA
+GCGAAGAAGAGGCTAAGATAGCGTGGCACTACTTAGGCGGAAAACCCTCTTACCTCGTCGACCTCCTCCA
+AAGGAGTAGGATTAGGGTTGAGGACTACTGCAAGGAAGCTTTAAAGTGGAGGACTAGCCAAATTCTTGAT
+TCCCTGTACACTCTTAAGGGGAGGAAGCTAAGGAAAGTTATTGAGTTATTATCAAAATTCAGGGAGAACG
+ATGAGATAACTTATGGCCCCCTTTCGGAGGAGATAGTTTGGAGCGTTAGGAATAATATACTCTTCGCAGA
+CCCGAGGGAGAGAAAACTAAGACCTCAAGGAAGGCTTGAAAAGCACGCAATAGAACTTGCATTAGAAAAG
+CTACGAAACAATTTTTAAGGGCTATCGTCTAAAATTTCTTCGATGATAGTCGAGGTAGCCAGGGTTTTGG
+CCTCTTCGAAGAACGCGATAGCATTTACTGGAGCTGGGATTAGCGCCGAAAGCGGCGTTCCAACGTTCAG
+GGGTAAGGATGGACTGTGGAACAAGTACAGGCCAGAGGAGCTTGCAACGCCAGAGGCGTTTGCAAGGAAC
+CCCAAGCTTGTTTGGGAGTTTTACAAGTGGAGGATTAATAAGATACTCAAAGCAAAGCCAAATCCCGCCC
+ACTACGCTCTGGTTGAACTCGAAGATATGGGAATATTAAGGGCAGTCATAACCCAAAACGTTGACGACCT
+TCACAGGGAAGCAGGGACTAGAAACTTGATAGAGCTCCACGGGAACATCTTCAGGGTCAAATGCACTAAG
+TGCAACTTCAAGGAGTACTTAAAGGAGAGCCAAAGGCTAGAAGAAGTTTTAAAGGAAGACCTGCCAAAGT
+GCCCAAGATGCGGCTCGTTGTTGAGGCCCGACGTTGTGTGGTTTGGAGAACCCTTGCCGAGGGAAGAGCT
+TGACAGGGCCTTTAAGTTGGCAGAGAAGGCTGATGCTGTTTTGGTCGTTGGAACCAGCGGATTAGTTTAC
+CCAGCTGCTTACATCCCCTACATAGTCAAGGAGTCCGGAGGAACGGTAATCGAGGTCAACGTTGAGGAGT
+CCGCAATAACGCCTATAGCCGATTTCTTCCTCAGGGGCAGGGCCGGCGAGGTTCTTCCAAGGGTAGTTCA
+CGAGGTCAGGAGGCTACTCCAATGACCAGGATGCATCTCTACCTCAGGAAGAGGGTTGAGGAGGTCAAGG
+AGAGGTATAGATACGAGATCTATGAGATGCAGAAGTTGCCCTCCTGGGAGAGGTTCGTCCTAACTTGGGT
+AACCCTTATGGCGTTCTGGCTTGGGATAAGTTGTGATCTCTCGTACAGGGGAGTAACCCTCGGAGCAATC
+ACAACGGCGATAATATCGTTCTACCTGCGCGATTTCCTCACCGACGATGTGAGACATTCAAAGCACTTGG
+CCTGGAAAATCCTGTACTTCGCCCTGATTTACTTCCCCCAGTACCTCATGATAATGGCCTTCAGACTTCT
+GGAGAGCAACATAAAGGTCGCAAGGCATGCAATATTGATGGACATAAACCCCGGGATAGTGAAGATAAAG
+ACTACCTTACATTCAGACACGGGCATAACGATTTTAGCCAATTCCATAACCCTTACCCCAGGAACGCTAA
+CCATAGATGTAGCCAAAAAGCTCGACGGAACTTATCTTTACGTTCACTGGATAGACGTTGAGACCCTAAA
+CGTTGAGAGGGCTGGAGAACTGATAAAGGGGGACATAGAGGAATGGCTCAAGAAGGTTTTCTGGTAGCCG
+GGATATGGATCCTCCTGGGGACTGCGCTGATGGCCATGTATAGGGTCATAGCGGGGCCAACGCTACCAGA
+TAGGGTAGTCGGCCTCAACACGATAACCACCAAGATCGTGGGAATATTGACCATACTTGCGATCCTCTGG
+AGGGAGTACTACTTGATAGACATGGCAATAGTCCTGTTAATGGTAAACTCAATAGGCGGTCTGATACTCG
+CCAAGCACATGGAGAGGAGGGGAAATGATTGAGCTAATTCCCCTATTGTTCGGCTACTCTATAATGTTCT
+TCGGAGCCCTCGGTGTCGTGAGGTTTCCAGATGTCTACACGAGGCTTCACGCGGCCACAAAGTGCGATAC
+TGGAGGGATAATGGGTATAGTCCTTGGTTTATCTTTAATAGTCAACTCCTGGAGCGTCAGGGTTAAGCTG
+ATATTTCTATTGGTCCTGATAGCAATGATAAACCCGATGATAAGCCATGCGATAGCTAGGGGAGCCTATA
+AAATGGGAGTCAAGCCTGTGGGTAAGGTGGACATGTATGCTTGGGACAATGCTTAGCTTCATGATAATCC
+TGCTGGCCCTCACGGTCGTCCTGCATAGGGACTTCTTGGCCTCGCTAATAGCATACTCCCTCGTTGGGCT
+GTCATTCGTAATGCTTGCGGTACTAGCGAGGGCCCCCGACGTTGCACTCTCGGCGATAGCCGTCGGGGGA
+ATAGTTATAGGCCTCTTCATCTTCGCCTACGAGAAGGTTAGGGAAGAGGGAATTGAGCTCCCCTTGGGCC
+TGGCCGTTGTTCCTCTGGCCATTGCCCTCTTAAGGCTAAGAGTGAGCGTTAACCCAGGGAGTTACTATCA
+CTACATCAAAGCCTGGAGCATTGGGAACCTTGTTAGCGAGATACTGGCTGGATGGAGACTATATGACAGC
+GTTGGAGAGGCTTTAATACTCTTCTCGGCCGCTTTGGGTTTTAGCCTGTTAATCAGGGGGAAGAAGAAAT
+GAAGATGAGCTTGATAGCTAGAACGACGAGCAAGATAGTGGCACCTTTCCTTGTTACCTACGCGGCCTAC
+CTTATCTTGTACGGAGCGTACTCCCCAGGAGGAGGGTTTCAGGCAGGGGTTATACTCGCGGTCGCGGTTA
+TACTTCTCATAACCTCCCACGGGTACAAGAAAGTTAAGAAGAGGTTCAGGGGAAGAACCGTGAGTTACTT
+GGAGAGCCTCTCAAGCCTCGGGATAGCACTACTAATCGCCCTGGTGGCCCTTGCATACTTAAGGCCAAGG
+GACGATATCGTCACATCATTTAACGTTCTCGTCGGGATCAAGGTCGGCGCGGCGTTCGTGCTGATATTCT
+ATTCCCTAATAGCTTTCCTGGAGAGGGATTAAGGATGTTCGAGGAAACGGGCATCGCCCTAATCGTAATA
+GGAATAGCCGGAGTTGCCATGAACAGGTCTAGGTTGAAGCAGCTTCTCTCCCTTAACTTGGTGGCCCTCG
+GGGTCGTCCTGTACCTGATTGGGAAGGGAGCCGAGCTGGGAAACGGCCCACCGCTTAAGGACTTCCCAAC
+TCCGGTAGACCCTATACCTTCAGTGCTCATGCTAACAACTTTGGTCGTCGACGTTGCAGTTACTGGACTA
+GCCTTAAGCTTCCTCCTGGAGGGAGGGAAGTGAACGCGGTCATAATGGTGATAAGCCCCGTGATATTCTC
+CCTGCTGATATACATCTTCGGAACCTTCAGGATAGAGGGGACCTTCAGGGCAAGGTTCAGGTTGCCGTTA
+ACGTACGAGGTTAAGGCACTCTATCTCCTTGGAGTGTTCCTGCCAATGCTCCTATTCCCCCTCTCCCGCG
+GGGGAGTTGTTGGGGGTTACCCAAGGGAGATTGGAATAGAGGTGGGCCTCGACTGGGTAAGCTCAACTTT
+TCTAATAGCTGAATTCCTTGTCTTCGGCGCCTCCTCACTGTATCTAGTCAAGAGAGTAACGAATTGGAAA
+GAGTTGAGCCTTCTCCTGCTAATGCATTCTGGCTTGATAGGGGCTTTCATATCCAAGGATTACTTTAACT
+TCTACGTCTTCATGGAGCTTTCGGCTGTTTCCTCCTATGCCCTAATAGCGTCCCAGGATAGAGAAGCGGC
+ATTCAAGTATCTGTTACTCTCAATGACGGCGTCCTATGTTTTGATACTAGCCCTTGGCATGATCTACTTC
+CAAACAGGTTACCTCAACGTTGAGCTTGCGAGTGAGGTTGGCCTAAGGGATGACACCCCATTAAGATTGG
+CCGCGATTTCCCTTATTCTAAAGGCCGGAATATTCCCCCTTCACGTATGGCTTCCCGATGCTCATTCAAA
+CGCTAAAACATATGTGAGCTCAATTCTATCAGGTATAGCGGTTAAGGCCCCAATCTACGGACTAATACTC
+CTATCAAACTTGGGAGATCTATCCTTTCTGAAACCCTTTGCGATACTTTCGATGGCATTCGGAGTTATCA
+TGGCCATCCTCCAGTTCAACGCCAAGAGGTTATTAGCCTACCACACCGTCTCTCAAATGGGGTACATTCT
+GCTCGGCCTCTCCACGGGCAACGTCTACGGAGCAACGCTGTACTCTTTAGCTCATGCGATGTTCAAGGGA
+GGACTCTTCCTGGGAGTTGGGGCCATAATCGATGCCAGGAAAAGAAAGGATCTGAAGTACTTAGGCTCCA
+GGAATATCCTCCTAATAGTCTCCATAGCGATCCTCAGCCTTGCGATATCTGGACTTGGGATAACTATAGG
+CGGGGTCGCTAAGTCATATCTGGCCACAACGGAGAAGGCTATCATCTACGCAGTCTCATTCGGAACGGCA
+TTTTCGTTTTCAAAGCTGAACTACTATCTATGGAAAGGTTACGGGAACGAGCCCACGAATTTCTCCATTT
+TGCCTTCCCTAACCTTAGGGGTGCTTACCGTTTTAGTGGGGATAGAGCTTGGAGGTAAGCTGTCTAAGTA
+CGACCTCTTGATTCCCTTGGCCTTCCTCACGTTCTACGCCTTAAGGGGATACCTAACGAGAAGGGATTAT
+GTAATAAGGTTAGAGGCCAACCATGGAGTTGCATTGTTCGCGCTAATACTCGGGCTGTTTTCCATTTAAA
+GTCCTTCGATCTTTTTCCTTGCAATTCTCTTTGACCCAATTCTAAGATTTTTAAAGAACTCTATATGCTC
+CTCAGGAAGAAAACTGTCCAAGTTAGTTTCCCTTAGCTTTTTCCTTACGTTTTTCTTGGCTGACCTTTTC
+TCCTGGGTGTAAGAGAAGTTAATGTTAATGAAATCATCAAGTTTTCTGTCCATGGAACATTTTAATGATT
+GGAGTCTATATAAGCTTTAGTATACTTTCTGAACTAGATTTGGCCATATAGAGTCCTTCTTCAAGAACCG
+ATAAGGAGTATCCCCACCGCAGTTTATGGTGAGTTTACAGTTTGTGTATCGCATTTTCAGACCTAGGATC
+ATAGTAAAGATTAAATAACTTAAATTGAGGCTTTCCTAAGGGTTAAATAAATGGAACTCTTTATAGATGA
+GAGCGGAGACTTAGGAGGGCTGAAGAGCCCTAAAAGGTATTTTATAGTTGCAGGGGTACTATGCGATGAG
+AATAAAACAGAAAAACCAATAAAGGAACTTGCAAGGAGATTTAACCTGAATGAACTTAAATTTAGCAAAC
+TAAAGTATGAAGATAAGGTTCAAGCTACAGAAGTTATATCAACACTAAATTTTGAAATATCCTATGTTGT
+TCTTTCAAAGAATAGCATTCAGCTAAAGTTGTGGTTGGATAAATCAAAGAAAAATAAGAACCTTGCAGCG
+AGGGTATTATACTCAACACTAATAAAAGGACTTGGATGGAGTTCTAGTGTGATCATCGATCAAAGCCACT
+ATTCAAGGGATATTTCCAGATTTCTCGCCAAAGAATATAGGGTTAAGGTATCTTCGCAAGATTCCTCTCT
+TCGACCTGGCCTTCAGTTAGCCGATGCAATTGCTAACATCCTGTACCTTCATTACCAGTTTAAAGACAAA
+GAACTTTATGAGATGATCAAGGATGAGGTAATCTTTACTAAGTTTTTAAACGAAAAAAAGCCTAAGAAGA
+AGCTATCTAACGTCGGGTGGCTAGTCCCTACCGGTGACCCCCACCCTCATCCTCATTATAGTTATTATTG
+AGGTGTCTTTATTAATATTTTCGTCTAATCTAACCTCAACCTTACTATCTCTCCAACCTCGAATTCTCCA
+CCTATAAGTTTCACTAATTCATCGTTGCAGTAGAAGCTAATTCCTCTGACAGGCACGCCGTTTGCAAGGA
+CACTAAAGTTAGCTCTGAAGAGTCCGACACCGTTAGGAAGGATCTCATCGGGTTTAACAGTAAACCCAAG
+GATGTGGCCTTCTCTACCGTTCAATATGGCTCCATACCTGTAATGTGGAACTCCACCCTCAACGTTCCCA
+AACGGCGTCATGCCTCTCTTTCCCTTCTTCAATGGTTTTAGCATATAGTAGCTTTCCTTCCTCTCAACGA
+CTTCAAACTCCTCTCCCTTTACTGTCTTGACGAGCTCCGTAAGGATTGGATAAATAATCAACCCGCCCCT
+AGCCCTATAGGGATCATCGCAAGGCCTAAGCTCAAAGTGGGCATGCTTGTCCGTCCAAGGAGAGAAGAAC
+CCAGAAAGCCTCAACCTACCAATCTCATCCCCCAGGAAAACTTTCTCTCCAACTTTAACACTTGAATCCA
+CGTGAAGAACTTTCAAGCAGATATCGCCGATAGAGAATATCATTAGGTAATCCTCCCTAACCGGTATATG
+CCTAGGAGTCCTTATCTTCCTGACATCTATCAGCTTTCCCTCCTCAAAGGGGAAAAGGGCGTGATCTTCA
+AAGTACACATCGACGGCCGTTCCAAGCTTATGTGGAGTGTAAGGGGTAGTAAAAAAGGAATACCTAACAT
+CGGGAATCTCCAAGTAGAGGTCTCTGATTTTAGCTATCCTCACAGCCTACACCCGTCACTTTGGCTTTAG
+GTAACCCCACTTATCTAGGGCCTTCTTGAGCTCTGGACTTGACTTGGCTTTCTCCTCCAAGTCGAGGCCT
+TCGATAGCGGCATCTATGGCATCCCTAAGGGCCTTTGCTCCAGCTCTCGGCCCATCTGGATGGCCCATGA
+CTCCTCCTCCGGCTTGAATAACTAGGTCTTTCCCAAAGAGCCTTATCAGCTCTGGCATCAAGCCTGGATG
+TAATCCACCGCTCGCAACTGGAAATACAGGCCTTATGTGCTCCCACTTACTCAACAGGAAGTCGTTTATC
+TTCTTTATCTCCTCGTAATCTCCCGCCATCTTCCCCACGGCAGTTCCAGTATGTATCTGATCTACACCTA
+TCATTCTAGCGGCTTTCGCTAGAGCGAACATAGTTATTCCGTGCTTTGGATTTCTAGTGAAAGCAGCGTG
+CATTGCTCTATGAGCGTGGATTGCCAAGCCAAGATCTTCAGTTACCTCCCTCATGTATTGCAAAGCGCTC
+CAGCCGGCAACGACTATGTCTATCATCACGTACTGCCCGCCTTCATTTGCCACAAGCTCGGCCCTCTTTT
+CCATGACGTTGACTGGACCAGTAATGTTTATGAGGTACTCCTTCGTCTCTCCCGTTTCAGCCTCGACCCT
+GTCCCTAACCCTGTACAGCTTTTTAACCCTCTCCTCGAACCTGTTAAAGGGAAAGCTCGTAAAGTTCTCG
+TCATCCTTTAATAGATCTATGCCACCGCTCCAGAGCTCGTAAGCTATCTCAGCATACTCCTCGACGCTCC
+ATCCCATTTTAGGCTTGGGGACGGTGGCAGTTAACGGTCTATCCTTAATGCCCATGAACTCCCTAATCCC
+CTTGACCCCAAATTGGGGCCCCTTGAAGTGCCTCAGGTATTCGTACGGAGGATGAAAGTCGAGGAGCCTC
+AAATTCTTTAGGGCTTTCATTCCGAATACGTTCCCAGCTATAGCACTAAACAGCTGAACTAAGCTTCCCT
+CTTCAAATAGGGTTAGGGGGTAAGCTATCTTTGCTATATAACCCTCGCCGTGCTTTTCCAAGTAGAAGAC
+CTTTGCCATACTCCTCTTGGCCATCTCGGGCAGCTTCCAAAGGGTAGTCCAAGTTCCTATGGAGCTTTCA
+CTCGCTATCCTCCCAGCGGCTTCCTCGGGGGAAACTCCGTTGGGTTCGAAGTAGTACTCAACTATGAGCT
+CGTCCCTACCAGGCTCGTAGTTCAAATCCACGAAGTCTAGGTACCATTCAACCTTCATGGAAGACACCAA
+TTAATATTTCTCACCAAAGTTTAAATGTCTACATGACGCAGCACTCGTAGATTATCTCCACATCCCTGAT
+CCTCTTGGCCCACTCTATCACCTTCCTTGGTGGATTCGTTATCCTGTCCACTCCAGCAAGTATGGCCTTC
+TTATCGAACTCAACTCTCCACTCACCGAAGGGTCTCATGCAACCTATGCTAAGCTCCCCTGAGAACTTCT
+CCCTCGCGTACTTAACGACTTCGATCGCTTTATCTACAGGAACCTTTGGAACGTTCTCCATTTCAGTTCC
+TGGGGTTGGGATTAGAACATCCAAAACTAAAACATCTATGGGATAATTAACTAGAACGTCAATAGCCTTG
+AACTCCCAGTGAATTCTGCCGAAGTCTAAGCCTATGGTTATGTGGGGGGCAACCCTAATGCCGTTCTCGG
+TTAATAGCTCTAGAACCCCTAGGTAATCTTTGACGCTTTTGTTTATCTTGTAAACCCTCCTTATAACATC
+GTCATCCCCGACGAAGTCTAAAGAAACTACGTCCACATACTTAAGCCACTCCAAATCGCTCTCATCGACG
+AAGCCAACGTGAGCGTTTATCTTAAGCTTCGTTCTCTCTTTTATTGCCTTTATCTCGTCCTTGAACTTAT
+CGAGCGGAACCTTAAGCCTAGAATCCATTCCACCGCTTAAGAGGCAACCTATGTATCCTTCCCTCTCCAT
+CTCGACGCATCTCTCGAGTAAGCTCTTCCTCGTGACCTTTAACATTCCCTCTAGATAGTGCCTGCCACAG
+TGGGCACAGTTCAGATAGCAGTAATTACCTGTTACGGAGATCGAGGGGAACTTTATCCCTGGGATGTAGA
+CCTTGAGCTTTTTCATTTCAAAACCTCCCTAAGATCCCTAAGGAACTCTTCAACCATTTCTTTAGTTACG
+TGGGGCATAAACACTATCCTTATATATCCTCTGTGAGCGCTTATTCCCCATCCTCTCCTTTTGAGTTCCC
+TTTCAACTTTTCTAAGGTTCTTTGTTTGGAAAGAAACTATGTTGAGCATGGGCTCCCTTACGAGCCAAGC
+ATTGTTAAGCTTCTTTATCTCTTCAGCAAACCACCTTGAGAGCTCCATTGCCTTTCTAACTATTTCCCTG
+TACCCTTCAAAGCCAAGGTGCTTTATCAAGGCCCACACGGCCAAGACGCTAGCTCCTGGCCTTGTTCCCG
+TTATCGTAGCTTGCCAAACCTTTCCTCCTGCTAGGTAAGGTGCCAAAACGCTTATCGCCTTCAAGTACTT
+CTTCCTCCTGAATATTATCCCTCCAGCTGGAATTGGAGCCATTCCCATCTTGTGTGGGTCTATGGTTATG
+CTCTCCACCCCTTTAAGCTTGAAGTCAAAGTCCGGCAAATCATAGCCCAGGGATTTTGCGAACGGTATCA
+CGAACCCGCCGAAAGCGGCATCCACATGCAAAGGAATTCCGTACTCCCTAGCAAGGTCGCTTAGGGCTGG
+TATGTCATCCACAACTCCAAGCCCGGTGGTTCCGGCTATCCCAACTATTCCTATTGTGTTGTCACTTATC
+TTCGCTTCAACGTCCTTAACGTCGACTGCATAATCTTGCTTAAGCTCGGCCCATACGAGCTTAACCCCAA
+GCATTTCGCCGGCCTTTATGAATGAGAAGTGGGCGCTCTTTGGGAGTATTAGCTCTGGCCTTTCAGCATC
+AGAAATGTTCCTGAAAGCCCTCACCGCTAAGATGTTGGCCTCGGTTCCTCCAGACACTATATGCCCGTAA
+CCCTTCTCAAGGTGTAGGAGGTCTGAGAGCATCTCTATAACTTCTTCTTCTATCTTCCTAGTCCCAGGAT
+GCAACCCAGGATCCCCAAGGTTCCTGTCTATGTACCTTGCAAAAACCTCTATCGCGAGCTCGTGAGGCAT
+TGTACACATCGAGCCGAGTATTTTCCCAGATGAGAACGTTAAGTCTACCTTGGTTTTGTCCTCAAGCAAG
+TTGAGAACTTCCTCCCTGGGAAGGCCCTTTTCAGGAAACTTGCTCAAGCTCTCACCCCCGCGAGGTACAA
+AGCTAGGGCTATCGCCAATTGATTCGAGAAGTTATCGTCTGGAGGGATATCATAGAACTCCGCTATCATA
+CCAACGAGCGAGCCTATAAACGCCATCTTGAGACCCACTAAAGGGGTTAATATTAACAAGCCTGTTATTA
+AGTAAGCTAGGCTCCCCTCAACGCTCTTCCCGTTCTCAAACCTATGCCTCCCGTAGGTTTTCCCGACTAT
+CGCGGCCATGGCGTCTCCAATGGTTGCTAGCGATATGCTACCTATGGTGACCTCCTTAGGGAAGAAGTAG
+ACGATGATTAAGGCGGCTAAGGTAAAGTAGATGTGAGCCCCGAGGCCCCTCTTTTCATGTTCCCTCGCTA
+TTCCATCTATCTCCCTCTCTATCTTTGCCATGACACCGTCAGGTATTCCAAGTTTCCTCTTCACCTTGTC
+CCTCAGCTCCTCCACCAATCTAAACGGTTCCAAAGCTAGGAATATTACCAGGAAAGTTGAAACGAATATT
+AAGGTCGCCTCTCTTCCAAAAAGGAGGTAGATTATTGGAACAGACAAACCCGTCATGTGAAGGGCTTTCC
+TCTTAAGCTCTAGCTTTAAGCTCATTCTTTATCACCTCTAATGCCTCGTAAAGGTCATTAACAACGTGAT
+CAGCATACCTAACCCTTCTCCCCTTGAAGTAGCCCCTCCTCACGAGTATCGTTATTGCTCCAATGCTCTT
+TCCACCCTTCATATCCGTCTCATCTCTGTCCCCAACCACGAAAACAATCTCTTCCCTGGGAAACATCCTC
+TTGGCGAGCTTAAAGTTATAGGGCTCGAGCTTGGTATGCCCGGTATCGCCGCTCACTATTACCGCATCGA
+AGTAATTTTCTATTCCCAAAACCTCGAGCTTCTTCCTCTGCCAGCTTGAAGCCGAGTCGGTGACCAAAAC
+TATCTTTGCCTTGAGATTCTTAAGTTCCTTGAGGAAGTACTCAGCGTCTTCGTACAATTTTAAGCTAGAA
+AAGAAGAACCTATCAAAGAGCTTAAGAATTTCCTTAACCTCCTCCCTATCAACGTCCTCGTATATGTCCT
+CCATGATCCTGTTGAATATTCCCTTAAAGTCAAGCAGGTGAAGGTCCCTAAGCTTCTCGAGCCTCTCGTA
+CCTCTTCGTGATGAAGTAAGCTATTAACCTAAACTTCCTCATCCTAATTATGGTGGGAACTAGCTTCATC
+ACAGCAATCCTAAGGGCCTCCCATGTGTTGCATAGGGTATCGTCCAGGTCAAGTATCACGAGCATCAAAA
+TACGGAGGGAGGTAAACTATTATAAATCATCCTCAAACTTCCTACCATGAGGGGAGAGACCCTCATAATA
+GCGGGGATAATCATGATTATCCTGGGCTTCATGCTCGTGTTCCTCGGGACATTGTTGGCCGCTTTTAGCC
+AGCCTCAAGAATCTAACGTTGAGGCCGGAGGAGTTATAATGATAGGACCCATTCCCATAGCGTTTGGAAC
+GAAGAGGGGCGTTACGATTGCCATGATTCTCGCGTTGGTTTTAATGATCTCCTGGTTCCTCCTCGCCCTT
+CTCTCCAGGAGGTTGTGAAATGAACTACATCTTCGACCTCTCAATTTTACTCGTCGTTGCAAAGTCCTTA
+GAATGGCTACTGAAGAAAAGGGGAGTTCACCCAATAATAGCCCACATACTCACGGGAATAATCCTAGGCC
+CCTTTGGGCTTGCGATAGTTAAGCCAAGCGAAGAACTGAAAGTCCTGGGAGAATTCGGGCTTATAATGAT
+GATGCTCTACATGGGGCTAACGAGCAACTTCTCAGCGATCTCCAGGAATAAAGTGAAGGCAACCATCGTT
+GCAACTCTCGGAGTTGCTTTCTCCTTCATATTAGGCTTCTCAACAGTTTACTTTATTGAAAGGAACATGA
+TAGCTGCTCTGTTCGTTGGCATAACGCTGGGTAACACTGCCATCGAAGTTACGAGTGGAGTTCTCGTTAG
+GGAGAGGGTTAAGAAGGAGATATCCTCCGTTCTCATGGGGGCGGCCTTTGCCGACGACATAATAGCGGTC
+TACCTCATAGGCCTACTAACTGGAATAACCCAAGGGAGCTTCTCCCTCTATCCCATGGTGGTGTTAACAA
+TTAAGATAGTCGTCTTTATCGTAGCAACCCTCCTAATATCTGAGTTCGTGTTCAAGAGATCCGCGAGGTT
+CTATAACGTCGTAAAAGACCTCCACGTGTTCTTTACCTTCACGATAATCCTGACGTTTATGCTGGCATTT
+TTGGCCGAGGATATAGGGCTGAACCAGATAATAGGAGCATATTTAGCTGGACTAACGATAAGTAGGCTAA
+GGGAACGGAAAGACCCCATGGTGATAACCAGGATAAAGCTCAACGAGCTGATAAGCGAACTGGAAGTCGT
+TCTACTCGAGTTTTTCATTCCCCTCTTCTTCATCTACGTTGGACTTATGTTCCAGCCAAATGTGAGGGAG
+ATAAGCGTTTTGATGATAGCCCTACTTTACCTAGCCGCAATCCTTGGAAAGCTAATCGGTTGCGGTTTAG
+GAATGCTACTTTTCGGATCATCACTCAGGGATGCAATAATAGTTGGAGTAGGCATGGGTGGAAGAGGTAG
+CCTAGAGTTGGCTATACTAAAGCTCGGCCTCGAGAAAGGGCTAATAAATGAGAGCCTATTCGCGACGATA
+GTTATAGTTTCAATGCTAACGGCCCTCTCGACCCCGATATTCTTTAGGGGTGTAATTAGGAAACTTTCTT
+AAACTTCTCAAGTAGAATCAATTCATGATGGAGGATAAGGGATACATAGGGATAGTGAGGGGGGAAGCTA
+CCTTCTTGAACTATGAGTTCTCGGTTAACCCCAACAAGGATGTATCCTTTGGGGAGTTCGTAATCACGAA
+GAATAGGGATGGAGAAGATGTTCTCGGCATAGTGCGTGGGGTTAGGAACGTGAACTGGATACTTTCCTCG
+GCCAAGAGCACATTCAACTCGATAAAACTTGACGTTGAGGAATACGGAAGTAGCATATTCGATAACGAGG
+AGATAGTTGCAACGGTTAAAGTCCTGGGCAAGATAGATGATGGAGAGCTCGTCCCAAATAGAGTTCCCGT
+AAAGAACGGAGAATTCGTGTACAAAGCTTCTGACGATCTGTTAAGGGAAATATACAAGCCAGACAGCCCA
+GGAGTTCCAATAGGAACCCTATTGCTAAGAGAGAACGTTGAGATAAGCCTTGATGTCAATGAGCTCATCT
+CTAGACACTTTGCGATCCTAGCCGTAACTGGTGCCGGAAAGAGCAACACGGTTGCAGTTCTAATAAAGGG
+AATAGTCGAGGACATAGGCGGAACGGTTGTTGTTCTAGATCCTCACGGGGAATATTCTAGGCTAAGGCTA
+CCAGAAACTGGTTATAAGCTGGTAAACGTGATAGATGGTGAGATAAGGGTCGATGACCTAGATCCGGAGG
+AGTTCGCGGATTTAATTGGTATACTTTCAAACGCCCACGTTCAGAGGGACTTCCTAAGGAAAGCCTGGGA
+TACCGTTAAAGCGAATAATCCTGGGCTTGGAGGAAGGGCATTCTTGGATGAGCTTAAATCAAAGCTACAA
+GCGTGGAAACTTGGAAAAGATTTAACATACATAGACCCCGAAGAGAACAAGCCCCTAAAACTTAAGCTGT
+CAAACCAAGATAAGGTCACGATAGGGAGATTGATATCGAGGATAGAGAGATTCCTCAGAGAGTACGGAGA
+GTTCGTAACGAGTCAAGACCTGGTGGCATCCATAAGGCCGGGTATGGCTAACGTAATTAACCTGAGCCAC
+CTAGATGAAGATCAGATGAAGGTTATAGTTGGAAAGTTCCTAGAGAGGGTATTCAAAACCAGGATGGATT
+ATGAGAAAGCCAGGAAGAGCTTATCCGTGGCTAGAAGGAATAGAAAGGAGGAGTATGAGAAGATCTTGGA
+GAGCATAGAGAATAATTATCCAGCGCTCGCCTATCCTATTCTGATAGTAGTTGAGGAAGCCCACATCTTC
+GCCCCCCAGGGTGAAGAGAACAACGCCTCAAGGGTAATGGCAAGGATAGCCAGGGAGGGAAGAAAATTTG
+GAGTCGGGTTGGGAGTTGTTTCCCAAAGACCGAGCAAGCTCAACGAGGATATCCTTAGCCAAATGAACAC
+TAAGATAATCCTGAGGATAGTCAATCCCAGGGATCAAAAATACGTCCTCGAGGCCAGCGAGCAGTTGAGC
+TCGGACTTGATGGATGATATAGCAGGGCTTGGAAAGGGAGAGGCGGTGATAGTTGGTCAGGCGATAAAGG
+TTCCAGCCCTGGTTAAGATATACGACTTTAGAGAGCTAAACGGAGAGTACGGTGGAGAGGATATAGGGGT
+TCTTGACAGATGGCAGGAGATGAGGGCTAGGCTTAACGACGTTCCTGATGTGGACTTCTGAGGTGTTCGT
+AATGGGAATAAAGTTCGCCCACTTAGCTGACGTTCACCTAGGGTATGAGCAGTTTAACAGATCTCAGAGG
+GCCGAGGAGTTCGCGAAGGCTTTTGAAGACGCCATAAAGATCTGCGTTGATGAAAAAGTTGATTTCATAG
+TGATAGCTGGAGACTTGTTTAACTCGAGTAGGCCATCCCCAGGAACCATAAAAACCGCAGTTAAGATACT
+CCAAATTCCCAGGGACAATAACATCCCAGTCTTCGCCATAGAGGGAAACCACGACAGAACCCAGAGGGGC
+CCCTCAATACTCCACCTACTTGAAGACCTAGGCCTCCTATACGTCCTCGGGGTCAGGGACGAAAAAGTGG
+AAAACGAGTACTTAACGAGCGAGAAGACTAAGGCAGGATGGCTCGTTAAAGGAATGTACAAGGACGTTGA
+GATACATGGCATGAAGTACATGAGCGCCGCCTGGTTCGAGGGCAACATTGAATTATTTAAATCCATGTTC
+AGGCCAGAAGGGGATGCTATCCTAGTTCTGCACCAGGGAGTTAGGGAGATCACAGAGAACAACTATCCAA
+ATTACTCAAGTGAACTTTCACTCTCCGACTTACCTAAGGGCTACCTCTACTACGCTCTAGGACACATACA
+CAAGAGGTTCGAACTAACTTACGATGATGCCCCGGTAGTTTATCCCGGATCCCTCGAAAGGTGGGACTTC
+GGAGATTACAGCTTAAAGTTGACGTGGAACGGATTTCAGTTCAAGGAAGAGGTTGGGGTCGACAAGGGCT
+TCTACATAGTCGAGGATTTCAAGCCGAGGTTCATCAGGATAAACGCAAGGGACTTCATAGATGTTCACAT
+AAAGGGGCACTCGGAGAACGAGATAAAGAAAGCTGTAAAGCTCGCCGTCCCAAAGATACCTAGGAATTCG
+TACGTGAGGTTCAACATTAGATGGAAAAGGCCAGTTGACGTTGACTGGATAAAGAGCATCGTGAATGCCG
+AGTACGTCAGGGTTAACCCGATCATAATAAAAGAGGAGAGGGGTCCTGATGGAAAAGACCTCGACGTTAA
+AAAGTTCTTCACCGAGCTTGAGTGGAAGATTATAGAGCTAGCGAGCGAGAAGGAGTACGAATACTATCTC
+AACCAGATAATCGACCTCTTGGCCAGCGAGGAAGGAAAGGTAGAGGCTAAAATCGATGCTAAGCGTGAGG
+AAAAGAAGTTCGTGAGGCCCAAGAATCCTGGAGATATTATGGCCTGGGTTAAAGGGTGAGAGCATGAAGA
+TAGAGGAGGTTAAAGTTTACAATTTCAGGTCACACGAGGAAACTGTGGTTAGGTTTAGAAAGGGAATTAA
+CCTAATAATAGGCCAAAACGGTTCCGGAAAGAGCTCGCTCCTAGATGCAATTTTAGTTGGCCTCTACTGG
+TCTAAGAAGCTGAGGCTGAGGGGATTAAAGAAGGACGAGTTCAGGAGGATAGGAGGAAAGGGAGGAACCA
+GGATAGAGATAAAATTCGAAAACGACGATTCAAAGTACGTACTCTTCAGGGACTTCTCGAGGAACGTGGC
+ATACCTTAAGGTTCAAGAAAACGGGAAGTGGAGGCATGCATCTGAGCCGAGCATGGAAAGTGTGTCATCT
+TACATAGAGAGGATCCTCCCCTATAACGTCTTCTTAAATGCGATCTACATTAGGCAAGGCCAAATAGATG
+CAATTCTCGAGAGCGACGAGACGAGGGATAAGGTTGTCAGGGAAATACTAAACCTCGACAAGCTTGAAAG
+CGCCTATGAAAACCTTAAGAGAATAAAGACCAACATAAACCTTCTGATAGAGAGTAAAAAGTCTTTCATT
+GCGAGAACTGAGAACATTGAGGAGTTAATAAAGGCGAACGAGGACGAGTTAACCAAAAAGCTGTCCGAGA
+TAAACGAGATAAGCTCTAAGCTACCTCCAATCAGGGGGGAACTCGAAAAGGTTAGAGAGAATGTCAAGGA
+ACTCGAGAGCATTAAGGGTAAGATAAGCGAGCTGAAGATCCAGGTGGAAAAACTCAAGGGTAGGAAGAAG
+GGACTTGAGGAAAAGATAGTCCAAATAGAGAGGAGTATTGAGGAGAAGAAGGCAAAGATCTCGGAGCTTG
+AAGAAATCGTGAAAGATATTCCTAAACTTCAGGAAAAGGAAAAAGAATATAGGAAACTGAAAGGCTTCAG
+GGATGAGTACGAATCCAAACTCAGGAGGCTAGAGAAGGAGCTGAGCAAATGGGAAAGTGAGCTGAAGGCG
+ATTGAAGAGGTAATAAAGGAAGGAGAAAAGAAAAAGGAGAGGGCCGAAGAGATAAGAGAAAAGTTAAGCG
+AGATCGAGAAGAGGCTAGAGGAGTTAAAACCGTACGTAGAGGAGCTCGAAGATGCTAAACAAGTTCAAAA
+GCAGATAGAAAGATTAAAGGCTAGGCTCAAGGGTCTGAGCCCAGGAGAAGTTATAGAGAAACTGGAAAGC
+TTAGAGAAGGAGAGGACTGAGATAGAAGAGGCAATAAAGGAGATTACCACAAGAATTGGCCAAATGGAGC
+AGGAGAAAAACGAGAGAATGAAGGCAATAGAAGAGCTAAGGAAGGCCAAGGGAAAGTGTCCCGTCTGTGG
+GAGAGAGTTAACCGAGGAACATAAGAAGGAGCTCATGGAGAGGTACACCCTTGAGATAAAGAAAATAGAA
+GAGGAACTCAAAAGAACCACGGAAGAGGAGAGAAAGCTCAGGGTAAATTTAAGGAAGTTAGAAATCAAGC
+TTAGGGAGTTCTCAGTTATGAGGGACATCGCAGAGCAGATAAAAGAGTTAGAGAGTAAACTCAAGGGCTT
+CAACTTGGAAGAGCTTGAACAAAAGGAGAGGGAATTTGAAGGGCTAAACGAGGAGTTTAACAAACTCAAA
+GGTGAACTCCTGGGACTAGAGAGGGATTTAAAGAGGATAAAAGCTCTGGAAGGTAGAAGGAAATTGATAG
+AGGAGAAGGTCAGGAAAGCCAAGGAGGAGCTGGAGAACCTTCATAGACAACTTAGAGAACTTGGCTTCGA
+GAGCGTAGAAGAGCTCAACCTGAGAATTCAAGAGCTTGAGGAGTTCCACGACAAGTACGTAGAGGCCAAA
+AAGTCTGAAAGCGAGCTGAGGGAGCTAAAGAACAAATTAGAAAAAGAGAAAACAGAGCTGGATCAAGCAT
+TCGAAATGTTAGCTGACGTTGAAAATGAGATCGAAGAAAAAGAGGCCAAGTTGAAGGATTTAGAATCAAA
+GTTCAACGAGGAAGAGTACGAGGAGAAGAGGGAGAGGCTAGTTAAACTCGAGAGGGAAGTTTCTTCCCTA
+ACGGCAAGGCTAGAGGAATTGAAGAAGAGCGTTGAGCAGATAAAGGCAACGCTAAGGAAATTAAAGGAGG
+AGAAAGAAGAGAGGGAGAAGGCAAAGCTTGAGATAAAGAAACTAGAAAAGGCCCTAAGTAAAGTGGAAGA
+CCTTAGAAAGAAGATTAAAGATTACAAAACTCTTGCAAAGGAGCAGGCTTTGAACAGGATAAGTGAAATA
+GCGAGCGAAATATTCTCGGAGTTCACCGATGGGAAGTACTCAAACGTCATCGTTAGGGCTGAGGAGAACA
+AGACAAAGCTTTTCGTTGTGTACGAGGGCAAGGAAGTCCCGCTAACGTTTCTAAGCGGTGGGGAGAGGAT
+AGCGCTGGGTTTAGCATTCAGACTCGCACTTTCAATGTACCTGGTGGGCAGGATAGATCTCCTAATACTA
+GATGAGCCGACACCCTTCCTTGACGAGGAGAGGAGAAGGAAGCTACTCGATATTATGGAGAGGCATCTTA
+GGAGGATATCTCAGGTAATCATGGTTTCCCACGATGAAGAGCTGAAGGACGCTGCTGATTACGTGATAAG
+GCTAAGGTTAGAAGGTGGAAAGTCAAAGGTAGAGGTGGTGTCATGAGGATACTCAGTAAGGGCTCAATGG
+ATAGGATAAGGGATACGCTACTCCAAAATCTCAAGCAGACCCTAGAATCAATAGACCCGGAGAAAATCTT
+GGAAAACTGGAGGCCACTACCTGAAGCTAAGAAGTCCAAAGCGTACGCTATAGATGGTAGTAGGGTGGCT
+AGAAGATTAAGTGGAACGATAGTCTACTTCCTGACGGCGTGCGCTGTTGGGAGTGGAAGGGGGTACTCGT
+TGAGCTACGCGAACGCCATGCAGTACAACTACGCTGTTTCGGAGCAGATGATAAGGATGCAAATGGAGAC
+TCTCGAAAACATGATTGGTTACCTATCCTGGAGGGCCTTAAATGGAAGGCCAAAGCTTATTCTAATGGAT
+GGAACTTTGACAGGTTCCCTAATAAGGCCCCCAATATTCCCCGATGATATAAGGCAGATTTCAATACTGA
+GGTCACTGTTAGGAGAACACGATTTCGACAACTTAATAGAGGAGTATAAGGAACTGCTTGACGAGCACTA
+TAAGGAAGTCGAGGAAGAGTTGGAGAAGAAAGGGAAGAGTGATGCCCCAATAATTTCCGATAATAGGATT
+AACTACTTCGTTAAGAGGTACATAACTAGAAAGATAATCGGGCACTTTGGAAATAAAACGAAGATAAGGA
+TTCCAGCTAGACTGTTTAGGATTGAGGGGGTTCCAGTCTCTCTCCTTGAGAAGTTCCTTGAAGAGGGGAA
+AACCCTTGAAGATCTAGTTAAAGAGATAAAAGAGGAAAGAGTCGAGGTTACCGTAGATAAAGACACAATA
+GAAGATGCTTTCCACGTTCTCTTAGCTTACATAGAGTACCTGCACTCGCTTGAGAAGTTGCTCCACGCTG
+ACAACCTGGTCTACGTGGCCAAGACGTTCTATACCAAGAAGCTCGCAACAGAGCTTGGAATTCCAATAGT
+GGATACCACGTTACTCGACGCCACCTTGAGAAGTGTTCTTGGAGAGGAAAGTGAAGGATACTTAGAATTC
+GAGGAGCCCATTAAAGCTCCGAGGTGGGAATTCCCCGAGTATTTATTCAGGCACTTTAAGAGGGTAAAGG
+AAATTGCCGAAAGAGGAGTTTACGTGGCCTACGTTAGGCTACAAGAGGGAGATGTGATTTACATGCTCCA
+GTCAACTAAGAAGATTAGGGATATCCTACCCTTGGTCTTATCCCATAAAAGCGGTGGATACATAGAACCG
+CTGAGGATAGCCCACAACACCGTCAAGATATCGCAGAGGGAAGCCGATATGGCCTTGAGTGCCCTTATAA
+ATTCGCTAAGAGCCCAGGAACCAATGCTGAAAATATTCGTCAAGTACGGCAGGATGCCCCTGGAGTGACG
+ATAGGTTTTTAAAGTGAGGTTCACTTCTAAATTTTGGACGTGCGGTGGTAGTCTAGCCTGGTCTAGGACG
+CCGGCCTCCCAAGCCGGCGACCCGGGTTCAAATCCCGGCCACCGCACCATTCTAACCTTACAACAATTTC
+TGGAATTTCTTCACCTAAAAACACCCATCTAGCAACCCTGTTAAAGAATTCTGACTTGTTAATGTTCATC
+CTCTCCATGACACCGACCACCTCTTTATCGAGGGTAATGTGAACGTCTTTCTTTCGGCTTTTCTGGCGCT
+TTCTTCTTGTGTGAGAGCCCCCTCTAACAATGGAGTTTGTGGAGGATTCCTCCATAACTTTGCCCCGAAT
+TGAAGGTTACCTATTATACTATATATTGACATTGGGGTCACCTGAGAATTGCCCTCCAATTTTCTATCAT
+TGCTCCAAGTTTGTGTGCGAATTCATCGCTTAGAATATATGAACCTTCTTTTCCTCTCTTGAGCATGCCC
+AAACTGACCATTTTTCTTAGAACTCTGAAGTATCTAGCTCTATCAGATGGAGTTGTTATGAACTCCTTAT
+ACTCATCTGGATACAAACGTTCATTTTTCTTTATGTATTCAACTATAATCTGAGCAATTCTAGCTTCTTC
+TTTTGAGAATATCAGCTCAAAAATATTTGTTTCATACACATTCACAACATCCTTTGGAATTCTTATGATA
+ACCTGGCTTGGATACTTTGGTCGCCTAGGCATAGTCACATCACCGTATTATTTATTTGCATAAGCATGCA
+TTTTGAGTTTTCAACCCACACCGCTGATGCTTGAGTATAGTAACAAGAGTGCGAACTATTCTGGCTTATG
+CAATGAATACCCTTGCTTGAACAAGGAAAGTAGTTTGGGAAAAATGATAATATACAGGATGCGTTATTAT
+TCATAGTGCATCACCTTATAATTCTCTCCTGGACCACCTGAGCAATCTTTTCTCTAACCCCCTTATCCTC
+CAGGATAACATCCAAGTCTGCAAGTAAATAACCCTCGACACTCAACCAATAAGAGCCATGCTGGATTACA
+AAATTCATTAACTCATCCTCAATGTTCTCGATAGCAGTTTTTGATAACCCATCGTCCAGGAATTCGAATG
+CCACAATGTATATCCTGAGCATTTTTCATCACCCTTTGAAGACTAATTCTGATAGGAAGAACGCTAGTTC
+TTCATCTTCGACTTTTGCAGTAAAGTCCCGTGGTATTAGGGCATAATAGTCGTACGTGCTCTTAGATCTA
+TCACCCATCCACTTGAATTCAACTGGTGCCCTCTTCACATTCCAAACATAGTACGAATCACCAACCCTCA
+CTATATAATAAAAGTCAATTCCAGCCATTTGACTAAAGTAATAGTGCAACTCATACTGCTTCCCATTCAC
+CTTCACATAACTACCTTTCAGGGCAACACTCTTTCTCATGTTCTTCAATTCAAACGCAATAAATCTCCTC
+CGCCTCCCCCCATCATAATACTGCATCATCAAAGCATCCACATCTGAGATATAAACAGGAACCCTCTCGG
+GAGCCAACCTCCTAGCAGACTCCAAGATTCTACTGAGCCTGAGCCTATTCACAACGTCCCTGGAATGCCT
+ATACATAAACTCCTCCACAACATCCAAAGAAACAGAAAAATCATAAACAAGAACAGTCCTCGAAGCCATC
+AAACCACCTCCTCACAGATGTACAGCCAGTTTATCTTGTAGAAAATCCAGACATCCTTCACCCTCACTTT
+CTTCTTTAACTCCTCCTCTGAGTACTTCCCCTCCCTGAACCCACTCCTGGTATAATCAGCTCTCCTTCCA
+ACCCTAGTCTTAACCCAAACCATCCACGTTGTTTTATAAAATAAATTATGCAATAAATAGTTATAGCAAT
+AGCAATAACTGTTTTTCTTCTTCTGGTGTGAGTAGTTTGTAACCTTTTGATGCTAGTTCTTCAAGGATTT
+TCACTTTATCCCCAAGAATATCCTGGAGCCTGTAGTATTTTATTAGAACAATTTCGACTATATCACCCTG
+CTTAATTCTTAAATTAGTCCTAATTTCTGATGGTATAGTAACTCCTGCTTTGTCTCCAAGTCGAGCAATA
+AAAAATCCACGTAGTTTACTTTTCCTTGTTCTTACAATGAGCTCAACGAAATCTCCAATGTTTAGGTTGT
+AATATATCCTGGTATAGTAAGGAAATGTGAACTGCCCCCCACGAGTAACTTTCACGTGAAACTTTGCTAG
+TGGTTCTGTGGCTTGCTGTTCTTTGTTTTGGTTCATTCCTTGTACCTCTGGATGGACTATCAACTACTCG
+TTGAACAATCTGCTTTTTAGTAACTTCAGCTATGCTTTTTACTATTTTGTTATGTAGTTTCCCCTTCTGC
+TTCCTACTCTGTTTAGTAATTTTCGACGATTTTTCGAGCTTTCTTCTTTCTTTTTCAGTTTCTTTGAGCA
+TTATCATGTACTCTTGGATTGGGGGTTGTGTAGGACCTGCGCAGAAGGACCTTGTAGGTCCTACTCGGTT
+GCATGTAGAAAAGGCAGGATAAGGCTTTTCTGTTGTTCAAATGTATTCATTGTGAGCTGGTAAATGAGCA
+AATGCGGGCTTTCGGCGGGTGTCGTGGTTTGAGGCCGATGAACCATTGGCGGAGGATCCGGTGGGTCCTG
+TGATGCTGGTGGTTGAGGCCAACCTCCTGCACCACAGAAACACACTTGCAATATCATACATTGAAACAAA
+AATAGGTGCAGGAGGAAACGGACGTTCACATTCTGTAGAACAGGTCGGCTCCTTTCAGGATTGTGAAGGC
+TTCGTATTTTACTCCCCAAAGCTCCAGGAAGTCCTTGAAGCGGTAAGTGTGCTCTACCGGAACGACAACC
+ACCCAAGCCCCCCACTGTTCGCCGTTTAACTCTTTGAGGAGGCCGCTTTTCATGTCCCTGCCTTTAAGCG
+CGTACTGGAAGCGGACTCTGTCCTTTCTTGGAAGGCCTTCAAGGGTGAAACGGAAGAGGGTGTATGCTTT
+TCCGTTCATGAGTTCCGCCATTGGTTTGTTCCTTGTGAGGGATACTCCTTCTATGATGACTCCCAAGCTC
+GCGAGGTTGTTGGGGTCGAAGAGCTCTTCAAGGCTCATGGCCCTAATGTCGAGTTTGGCCCTTGGAAGGG
+TTTTGGAGAGGGTTCTTTTGAGTTCGAGGATTAGGTTCCTGAGCTCTAGGGTGGGGAGTTTTGTCCTCGT
+CAGTATCATGAGGTCGAGGTCGTTGGGTTTCTCCTTTCCGAGGACTGTTGAGCCGTAGAGGACGACGTCG
+AAGACTTCCTTATGGTTTTTTACGAAGCGTTTGGCCGTTTCGTGGAGTGTTTCGGGTGGGGTAAAAAATT
+GAAGGGGCTTAGAGCTGAGAGTAGAGATTGTGGACGTCATTTTTCAGCACCTCTACCCATTCTTTTGTGA
+CTCTCATTAGGTAGGCTTTACGGTAGTTGTTGAAGTGGAAGTCCACTATGTCGTAGATTTCTGGATACTT
+CTCTTTGAGGATTCTGAAGCGTTCGCTGTGGTTTCTAGGGAGTTTTCCAGTGTCGCGGAGGATTATGTAG
+TCGCAGATGGCCACGAGGGCTTTGAAGTAGAGGTTGAGGGCCGAGTTGTAGTGGCCTTTGTTGTAGAGGT
+AGTCGGCGTCTTCAAGGTATTCCTGAGCGTTGGCTTTGAGTTCGTCGAGGTTTACCATAGTTTCTCCCTC
+GTTATCATGATAACGATAAACATGTATAAAAGCTTTTTGGTTATCATGCTAACAACAAAGAAAGAAAAAG
+ATCGTGTTGTTATCATGCTAACTTTTTGGTTTTAGTACTCCTGGAAACACATCCTCATTCTCGGCTATTA
+TGACTTTCAGTAACCTTACTGCTCTTTCTATTGATGTGACTACTTCAGGCTGGTAGCTTTTCTCCCAAGC
+CGTCGACCCGGGTTCAAATCCCGGCCACCGCACCATTCTAATTTTGTCTGCATTATCAACTAACTTCTAA
+AATATAGAATTCCCACCAATGAAATGCAACTCTAAAGTTGTCACTAAAATTTGCAACTGTTACATTATAG
+TACTCCCTCGCGTAAGGATCTAAAATAACATATTTAACCCCGTACTTTTCTGCGATTGCTGTCCTTTTAC
+TAGGATCTCTAAAAAATTCCTTGATATCATGTCTTCTTTGCCTCATATTCAAGAATGGATTTCCATGTCC
+ATAACTTACAGCAACAACGGGTCTCCCCGTGAATCCTGCGATCCACTCCAGAGTGTAGGGATATCCGATC
+AAGCAGTCATCTCTTCCCGTGTTGTTCCTTATCCAGGATGATATTATGAGAAGGCCCCTGGTGTAATTCC
+CGGCCAGATCCTCAAATTCAACGTAAGTGTAGTTGGGTAAGAAAGGAGGAGCACTAGGGTTATGAAAGTT
+ATAATGGACAAATGAGAGCGAACCATAAACAAGGAAAATTAACGAAATTAGATAGGTAACCAACTTCTTA
+TTCCCCCTAATATATTTACTTTCAACAAGCCCTAGAATGGCACAGAGATACAGGAGTAAGTATGTATAGT
+GAAGGGAAATTGCAAATCTTGATGGGAAAATCTCAATTCCAGTTGTGATGAACAAAATCGAAGGGAGCAA
+ATTGACACCTATAATGCCAATAACTACGAATAAAACGAAATTCCAAAATATCCTATCTTGGGCTTTGTTC
+ATATAGAGCAATGATAGGAGAATTAGAATTGCCCCCCAGACTGGTGGAAAAATCCTTCTAATTGTATTAG
+ACAATGAAAGCGAAGCAACGTTCCAACCTTCAACCATTAAAGATGCCCCATCTTCAATGTTTGCTATCAC
+ATTGATTATAAATGGGGAAAATATCACAAGAGCTATGATTGGAACTAGTACCAATGATTTTTCTTCTTTA
+AACTTAAAGAGACTGTAGAGTAATATCGCAATTAAGACAGGGAGAGCCACCCCATAATGAGTCCACATCA
+TTAGCCCAAGGAAAAGCCCCGCATAGCCTAAATGTTTCTTTTTCCAATCTCTGTAATACCTAAGGAATGC
+CAAATAGGAAGCTGAAAGGAATATTGGAATCAGGGCTTTAGGATTTGGAAACAACTGAGATTTCATGATT
+AAGAATGACAATGAGCCCAATAGGAGTCCCCCATATTTTTCATTTAACTCTCTTCCAAGCTTATACCATG
+CAAAGACCATTATTATTGAAAAGATTAAAGGAGTCCAAATCATGAGGGTCCAAATGGGAATACTGGTAAA
+CTTAGCCAAAATAGCTATTAGGGAATGATACAGAAAGGGATACCAATTTGGAGGAACATTATAATGCTGA
+TCAAGGAAAGGATTTCTCCCAAGGTAAATCCCCCTAATCATTGCCATATGGATTATTGTGTCACCGCCAT
+TCGCGCCAACAGGCATTTTTCGCCCATAAATAACCGCAAAGTTGACAATGAACGCAATGAGTAAAAGCCA
+AAGTAACTCGACTTTCCCTCTTCCCATATTAAAACCCCTGGCCCTTATTTATACACTAGAAGTTTTGTTC
+CTCTCACATCTTTTAGCATTTCTTATAGTCCTGGCCAAAGGGAAGATGAAAATCAACGGCCCTTCCAAGC
+TGACAACTTTTAAATCCCGATTCCCGCCCCATCCTTAACTTCTATATATGAAATTGCCTTCTTGTTGATT
+ATGTACTGTTTCCCTTCCTTCGTTAGTACGAGGATAAAATTTTCATCAATGCACCTTATTTTCCCGATGA
+TAATTTCTCCAGAAAGGACTTTTATTATGCCGACGATACCATCCAATCTAAATTCTTGCCCCCCCCCATT
+GCCACAACACCTGCCAAGGTAAAATAGGTAAATTAAACTTAATCTTTTCGCAAACGTAGCATCGTTTATA
+TACCACACAGCCAAACATATTACTGGTGGGATTATGCTTCTAGAAGCCCCCGTTTACAAGGAAATATTCG
+GAGCTGTAACTATACACGAAGTTCAGAAGGTCATAAAAATGGACACTGAGACTGAAGATGTTCCTGTATA
+TACAATAAGCAACATCCCCAGGGAAAAAATCTATAATCTCCTGGGAAAGATGGCCATCATCGTTCCAATG
+AAGAACGAAAAGCTCCACCTCGTCGACGGTGTTTTAAAAGCCATTCCCCATAAATGCCCAATAATAATCG
+TCTCAAACAGCAAAAGGGAAGGGCCTAACAGGTATAAACTCGAAGTAGATCTAGTCAGGCACTTTTACAA
+CCTAACGCACTCAAAGGTTATCATGATTCACCAGAAGGATCCTGGGCTTGCAAAGGCCTTCAAGGAAGTT
+GGATACACAGATATCTTAGACGGTAAGGGAAAAGTGAGGAGTGGAAAGGGAGAGGGAATGATAATAGGAA
+TGCTCCTTGCAAAGGCCATAGGGGCTGAATACATTGGCTTCGTCGATGCGGACAATTATATTCCAGGCTC
+GGTAAACGAGTACGTCAAAGATTACGCCGCTGGTTTTCTCATGAGCGAGAGCGATTACACGATGGTCAGA
+TTGCATTGGAGGCACAAGCCAAAGGTCACAAAGGGAACCCTGTACTTCAAGAAATGGGGGAGGGTTAGCG
+AGATAACGAATCACTATCTAAACCTCTTAATAAGTGAGCACACAGCATTTGAAACAACTATAATGGTTAC
+TGGAAACGCTGGAGAACACGCAATGACGATGAAATTAGCAGAGATAATGCCGTTCTCAACTGGCTACTCA
+GTAGAGCCCTACGAGATAGTTTACCTCTTGGAAAGGTTCGGCAAGTGGGAGAACGTTGATGAATTCAAGG
+AGGTCTTTGATCAAGGGATTGAGATATTCCAGATAGAAACTTTGAATCCGCACTTTCACGAGGACAAGGG
+GCAGGAACACGTTAAGGAAATGTTGTTGCTCAGCTTAGCTACTATATACCACTCGAAGCTTGCAACCAAT
+AGCCTGAAGAAGAAGATACTCAACGATCTCAGGGAACACAAGATCCTCAAGGAGAACGAGGAGCCTCCAA
+AGCCTTTAGTGATGAGACCCATAAAGGAGATTCCAATAAAGGAGTGGATGGAGATAGTGGAAGATAATTC
+AGAGACCCTCCTGAGGTTTGAGCTATGATCAAGGTAATATTCCTCGACATAGACAAAACCCTAATTCCAA
+GTTATGATCCCGAACCGGCCGAGCCAGTTATAAAAGAGTTGAAGAGGAAAGGATTTGAGATAGTCTTTAA
+CTCATCGAAAACTAGGGCAGAACAGGAATTTTACAGGGAAAAACTTGATGTTAAAACACCTTTTATCTCA
+GAGAATGGCAGCGCAATTTACATCCCAAAGAACTACTTCCCCTTTGAAATTAAGGGGAGAGAGACGAAGG
+ACTACATAGTCATTGAGCTTGGGGTCAAAGTTGAGGAGATAAGAAGGGAACTTAGAAAGCTTGAAGATGC
+GTACGGGATAAAGTACTACGCTAACTCAACGAAAGAAGAGATAATGGAGTTCACGGGAATGCCTGAGGAA
+TTGGTTCCGCTAGCCATGGAAAGGGAGTACAGCGAGACGATATTCAAATGGTCAAGGGAAAGCTGGAAGA
+GAACACTATCGGAGAGGGGCTTTACGGTAACTATGGGGAGCAGATTCTACTCCGTACATGGAAATTGTGA
+CAAGGGGAAGGCTGCAAAAATTTTACTTGAGCTGTACAGGAGACTTGGCCCCGTTAGGAGTTATGCGGTT
+GGTGATGGATATAACGACTTTCCTATGTTTGACGTCGTTGATAGGGCATTCTTAATTGGAAATTTAACTC
+ATGAAAAGGCTCAAAACGTCTCATCCATTATGGAAGTTCTGGAGGTGATAGAATGAAGACGTTGATACTG
+GCAGGAGGAAAAGGAACGAGGCTCTGGCCCCTGAGCAGGGAGGCCATGCCTAAGCAGTTCATAAAGGTTT
+TCTCCGATAGATCCCTCTTCCAAAAGACAGTTGAAAGGGCCCTTTTATTCTCGAAGCCCAAGGAGATATT
+CATAGTCACGAACAAGGAGTACAAGTTTAGGGTCTTGGATGACTTAAACGAGCTCGGTCTGAAGGTTCCC
+GAGGAGAACATCCTGCTCGAGCCAGTGGGAAAGAACACGCTCCCAGCTATATACTGGGGATTGAAGGTTA
+TCGATGAAAACTATGGGGATTCAGTTGTTGCGGTTCTCCCCAGTGACCACGCGATAAAGGTCAACGACAA
+TTACATGGAAGCTTTTAAGAAGGCTGAGAAGCTCGCTGAAAAGTACCTAGTTACGTTCGGAATAAAGCCA
+ACGAAGCCACACACGGGTTACGGTTACATAAAGCCAGGGGAGAAGATAAAGGTCGAGGGTAAAACTATCG
+GTTACCTCGTGGACGAGTTCAAGGAGAAACCGGATTTGGAGACCGCAAAGAAGTACGTCGAGAACGGCTA
+CTACTGGAACAGCGGAATGTTCATGTTCAGAACTTCTGTGTTCATGGAAGAAGCCAGGAAACATGCCCCA
+GAAACCGTTAGGGCATTCGAAGAGGGGAAGAGTATAGAGGAGATTTACGAGCTGGTTCCTGAGATAAGCG
+TTGACTACGGAATAATGGAGAAGACAGATAAAGCTGCCGTAGTTCCGCTTAACACGTACTGGAACGATTT
+AGGTAGCTTCGATGCTGTTTATGAGGCCTTGGATAAAGATGAGAATGGAAATGCAGTCCAAGTTGCCGGA
+TTCAAGGCAAAGTACATAAATATCAACTCCAGGAACAACTTGATTCTGACGGAAAGGTTAACGGCAACCG
+TTGGCGTTGAAGATTTGATAATAGTTGACACGGGAGATGCCCTCCTAGTGGCGAAGAGGGGGGAAACCCA
+GAAGGTCAAGGAGGTCTACAAGAGGCTTAGGGAGGAGAACGACGAGAGAGCCATAGTTCACAGGACTGCC
+TACAGACCCTGGGGAAGCTACACCGTTCTCGAGGAAGGAGAAAGATACAAGATAAAGAGGATTACTGTTC
+TCCCTGGGAAGAGGCTGAGCTTGCAGATCCACTACCACAGGAGCGAGCACTGGGTCGTAGTCAGGGGGAC
+GGCAAAGGTCGTCGTGGGAGATAAGGAGTTCATCCTAAGACCTGGAGAAAGCACGTTCATCCCAGCTGGA
+GTTCCACACAGGCTGGAGAACCCAGGAAAAGTAGTTCTAGAGGTAATAGAGACGCAGATAGGTGAGTACC
+TTGGAGAAGACGACATAGTTAGGCTCCAAGATGACTTCGGGAGGGAGTGATATGGGAAAGCTGTTCGGCA
+CCTTTGGAGTGAGAGGAATAGCCAACGAAAAGATAACACCAGAGTTCACTTTGAAAATCGGCATGGCCTT
+CGGGACATTGCTGAAAAGGGAGGGCAGAGAAAAACCGCTGGTAGTTGTTGGAAGGGATACTAGGGTTAGC
+GGTGAAATGCTGAAAGAGGCTTTAATAAGCGGGTTGCTGAGCGTGGGTTGCGACGTTATAGACGTTGGAA
+TAGCCCCAACTCCAGCTATTCAGTGGGCCACAAAGTACTTTAACGCCGACGGTGGAGCGGTAATAACGGC
+CTCCCACAATCCGCCAGAGTACAATGGGATAAAGCTCCTCGAGCCAAACGGAATGGGGCTAAAAAAGGAA
+AGGGAAGCTATAGTTGAAGAACTATTCTTCAAGGAAGAGTTTGACAGGGCTAAGTGGTACGAGATTGGGG
+AAGTTAGGAAGGAGGATATAATAAAGCCATACATTGAGGCCATAAAGAGCAAAGTAGACGTTGAAGCTAT
+AAAGAAGAGGAAACCCTTCGTTGTGGTTGACACGGCTAACGGTGCTGGTTCCCTAACTTTGCCGTACCTC
+CTCAGGGAGCTCGGCTGTAAGGTCGTTACAGTTAACGCTCAACCAGATGGTCACTTCCCAGGAAGGAACC
+CGGAACCTAACGAGGAAAATCTCAAGGAGTTCATAGAAATCGTGAAGTCCCTTGGTGCAGACTTTGGCGT
+AGCCCAGGATGGAGACGCTGATAGGGCGGTCTTCATAGACGAGAAGGGTCGATTCATACAGGGTGACAAA
+ACATTCGCCTTGGTCGCCGATGCAGTCCTAAGGGAGAGAGGTGGAGGGTTACTCGTAACGACTGTGGCAA
+CATCTAACTTACTGGATGACATAGCGAAGAGGAACAATGCGAAGGTTATGAGAACAAAGGTCGGCGATTT
+AATAGTTGCGAGGACGCTCTTTGAGCACAACGGAACTATTGGAGGAGAAGAAAACGGAGGGGTAATATTC
+CCAGACCACGTCCTTGGAAGGGACGGAGCTATGACGGTGGCGAAGATAGTTGAGATATTCGCGAAGAGCG
+GGAAGAAGTTCAGCGAGCTGATAGATGAGCTACCAAAGTACTACCAGATAAAGACCAAGAGGCACGTCGA
+AGGTGATAGGCATGGCATCGTCAACAAAGTGGCCGAGATCGCTAGGGGCAGGGGGTACAATGTTGATACA
+ACCGATGGTGCTAAGATAATCTTCGAGGACGGATGGGTTCTAGTTAGGGCAAGCGGAACTGAGCCAATAA
+TCAGAATATTTAGTGAGGCCAAGAGCGAGGAGAAAGCTAAGGAATACCTCAACTTAGGACTCGGCCTCTT
+GGATGAAGTTCTTTCTTCATAACTTTACCTTATCCGTTATTTTGATAGGGGAGTTTACTGGGTGATGCTG
+TAGAGGAACTCCAGAACCTCAAAGCCATTCAAGACCCTGACATCCCTAGGATAGCGTCTCCTTTTCTCCC
+CTGACTTCACCTCAACCTTCAGGTTCCCAGCTATTGCATCCACCTCGTAGGAGTTGCGGTAGTAGAACAC
+CTCCCCAAACTTCCGGTACAGGTGTTCTTGAACGAGCCACTCGTAGAGCACAGCTCTGTCGATTCTTCTT
+CTCGTCCACAGCTCCATGGCCCTTACAATAAGCGGGTCGCGGAGGATTAGCTTCCTCTCTTTTCTCGGAT
+AGATCTTTCCGTCACCGCCAAGGTAGAGAACCTGCAGGAGGACGTGAAAAGCTTCGAAAAGCTCAACGTA
+ATCCCTCACCGTGTGAGGTGAAACGCCAACGACCTTAGCTATCGCGTTGAATGAGGTCGGTGATGGAGCT
+TTATCGAGTATTGCACCCATGATGTCTCTGGCCAGGTCGGTTGAGCGGTCGAGAGCCTTCAAGTCAGCCT
+TCAGAAGGCCCACGAGTTCCTCAACCTTTAGGATACCGTTCAGATAAGCCAGATATCCGCCGGTTTCAAG
+GTAGCTCTCGAAGACCTCAACTCCCTTCGAAAGAAAGAACTCGTCGTAGAAAAGGCCATAATATTCGTGA
+AAACTTAGTGGCATAACTTTAACTGTTTTCCCCTTCCCCCTTCTACCTCCAAACGTCTCAAAGTGCTGGC
+CTATGGTCAGGGAAATTGAGCCCGTTACAGTAACGACGTCGTTCTTCAACTCTCCCCTATCTATGAGGAA
+CTTTAGAGCGCGCCACCAGTCATCCACGAGGCTAACTTCGTCCAGGAATATGAAGGCACTCTTAACGCCT
+TTCCTTTTCTTTAACCTTAAATAGTCGTTTAAAATATCCAGGAGTTCTCTGTAATCTTCAAGCACGTCAC
+AACTGAAGTAAAAGATCGCGTAGGGGGTATCAACTCTTTTGAGGAGCTCTCTGATAAGAAGCTTTATTCC
+GAGGGTTTTTCCGACTCTTCTCGGTCCGACTACAAAGTTAAGCGAAAAGGGTCTTAGTGAGAGTTCGCCA
+AGCCATTTCGGCCTGAGCTTATAGGTGAGCTTTTCAAAGAGCTCCCAGTCCCTGTCAGGCTCGCTGAACC
+ACCAAGGGTTTTGCAACTCAAGCATGTGCAGTTTAAGTGCAAAGATGTTTATAAATATTTTGTATTTATA
+CTGCAAAGACATTTAAAAATAATAGGTGCAAAACTGTACCTCAACGCACCTTAAAGGTCTACGAAAAGGG
+AAACTCAATGAAGCAACCCTTTTCCTTGAAGAATTCTATCATTTTCTTATAGGTCTCATGAGAGCTTAGA
+GTCGAAGAATCACCGACCACTATGAGCTTTCTCTTAGCCCTCGTTAGGGAGACGTTTAACCTCCTCAAAT
+CCTTTAAGAAGCCTATCTCACCTAGCTTATTAGACCTTACAAGTGAGAGGATTATAACCTCTTTCTCCCT
+TCCTTGATAGCCATCAACCGTTTTAACTTCAACGTCCTCTGGAACTTTCATGCTAATTAAGTCCCTTTGG
+TCATCATAGGGCGTTATAACGCCAATCCACTCAGGCTTAACTCCTATGGAGAGAAGCTTATCGACGATTT
+TGGCAACTATCTCAGCCTCAAGTGGGTTCTCTCTACTCTCACTTCCCCTTCTCTGTCTCTCCCACTTATT
+CTCAGCCTTGGAAGTGTCTATGAAGACTATAACGTTTTCGGGGTTCAGGATTTTACCCCAGGAATCATTT
+GGGGATTGATACTCGACTAAATCTCTCAATGTTATTCCCCTAACGCTCTCATCGGCGATTATTTTTCCTC
+CATAGAACTCCTTGCTCGGAAATTCCATTATCCTCTCGTTCATCCTGTACTGAACGACTAGCATTTCACT
+CTTCCAAGGATACCTCTCTATCAACCCTTCGAATAGGGTTCTAGACAGTTCCTGGGCTTCCAGGCTTAAG
+ATAGTTGGGGGTAACTGCTTATGATCCCCCGCGAGCACGAACCTCTCAACTTTATTTAGGGGAATCAATA
+TGCTCGGTATCGTCGACTGCGTTGCCTCATCTATGATAGCTACATCATAGGTATCGTAATCTACAACCTC
+AAGGGCCGCTGAAGAGTTTGTGGTTAAAACTACGTCGGCTTCCCTTATTATATCCCTAGCGATTCTTTCC
+TCAAGTTTCCTTGCATCATCGAATGCCTTCTGAACCTGCCTATTCAGCTTTATCCATTCAGCCATCTCCA
+TTATTAACCTGGCCGAAAGCCCTCTAGCTCCCCTCTTCCTCTCGGCCAGCTTTATTATCTCCTCGTCGCT
+TAGACCCCTCCTGAACTTTGGTGTTGGCTTAGTGTAGGTGTCTCTTTTCTCAGCTAAGCTTTGTCCTATT
+ACCCTAAGCTCCCTGAGCTCACCATAGAGCTCATGCTGGGTTATTAGGTAAGCCAACGTTGTTTCATGCA
+AATGCTTAGAGACCCTACTGGGATGACCTATTCTTACTATCTTAATACCACTTCTACTCAACCTTTCAAC
+GAGATTATCCACGGCCACGTTACTTTCTGCCGTTGCAAGAACTTTATTTCCCCTCTTCACTTCCTGTCTT
+ATGAGCTCAACTAAAGTTCTTGTCTTCCCAGTTCCAAAGGGCCCGTGAACCAGGAAAAAGTCTTCACTAC
+CTAGAGCCTTGGATATTGCTTTCCTTTGGGAGCGGTTCAAACTCTTATCGAAAGGAACAAAATTGACTTC
+TTCTCCCTGGGAAGGCTCGTCCAAACCCAAGTAGAACCTTAATGCCCTTTTTCCAGCCTTCTTAATTGTG
+TTTAAATTTTCAAGCCATCTCCTAAATGTTATATCGTTAGCGTAAAGATCTATTCTCACATCTCTAAGAG
+CCCACTCTGGGACTGTCTCCAGGGCAACGACTATGAACCTCTTTCCCTTTTCAACAACGGTCCCCAGGAG
+ATCGCTCTTCAAAGGATCTCTTTTGCTTATAACTACAAGATCCCCCACACTAATTTCGGTTTTTATTTCC
+CTATTCCTACCGTACTTAACCAGAAAATAGCCAAGTTCTTCACCAATAATTTTACCGTTTAAGTTTAAAA
+TAGCCCTTCCAAGCCTTTCCCTCTCTATTCCGCTAAGCCTTCTCATCTCTAGTCTCATTGCTTCTATTTC
+AGCTTCCCTTTCGATTTCAACTAACTCTTTGAGTCTGTTTATGAAACTCGTGATGTTCATCAAAATTTGG
+GTTAAAAAGCTCGTTCAAAAAGTTTTGGTGAACCCTTCTTATTTACTATTTTAGTTGGTTCATCAATTAA
+CATAATTTTTATAAATATCAAAACTGACTTTCTATGGTGAATATAGATAGTTCGTACTCAAGTAATGGTA
+ATTCAAGAAGCGATAACCCCATCGACATCGTCTAGGGAGATCATGGAACTGAAATTCATGTCATGAAGAA
+ACCGTGGAAGCTAATGTCAATTATGTGCTAAAACTAGAAGAAGATAGAGGTGGGAGATTGCACATGGATA
+AGTTGGATGTTAAATTTGTAATTTCCCTTGTTCTTTTCATTTTAATCGGAGCTTATATTATCGGCGTTCA
+AGACGTGTTGTTTTCAGGGAATACGACAAGTCCCTCCCCATATGTATACCCAAAGGAGTATATTGAAGAA
+ATGAGGAAGCAGTATTCACTACTAGACTTTAGTAACCTCATTACGGATGTTTCGTTAATAAATAAAACAG
+ACTCATTGTTCACCGAACTTAATAGCACTAAGAAATGTAGCATTTTAATAAGAGATTTGGAAAAGGATTT
+TTATTCTGCAAAAATCTATACATTCATACCAACATTCGCCTACCTAGCTGCAGATAAGATAGAGTGCAAC
+GCGAGCAAATACCAGGGAAATGTTAGTTTAGCCCTAAGTGAAGTGGAAAAGCTCCTAAGTGAAATAAGAG
+AAATCGAAAGGACGAAGGGCCAATCTCCATGGTTAGCCATGGCGGAACTCTACTTAGAATGGTCCCAAAA
+CCCAAATATGACTCCCACACAGGCTATCTTCACCATGGAGTATCTCATTCCTTTCCTTAGAGAACACATC
+GAGGGAGGATATAAGGAGATAGAGTTTGATTTATCCAATATTACGAGAACTAAAAGGGAAATTGAGAAAC
+TAAAAAGAACTTTAAAAATGGATAAAACTCAAAGAATTAACTTAATATCCCTTGCCTCAGTCTGGCTGAA
+CATGTCTGAAAATGCTTACAGGAAAGGCGAAAAATCGCTAGCTTTATGGTATTATTCAGTCTCCCTTGCA
+TACCTTAATTTAACCGAAACTGAGTGGGCTAAAGCTCCGTATCCCTACTTCGTTCAAGGAGGGCTCCAGA
+AGGATAGGGACATGCCCTACAATATTACAGGCATCAGAAAGGAGGTCTATGAGAAAGCATTAACCTTTGC
+AAAGAAAAAAGGTAAGGGACCATATGCAGAGCTTCTCTCCAACTATGTCCTCCTCGATCTTAGAATGTTA
+GATTCATATACGCTTCCAAAGCTTTCAAACCCAAATAATCCTCTAATAAAGTACTACCCCTCGGCCACGT
+ATGAGGCGTATTTGCGTCTTTTAGGCATGGTAGTTGCCATAGAGAGCTTTGCATCTTATTTCTCCTAAGT
+TAAATTTTTATTACGGACAATGAGTAATAGTCCAAAGCAAAGCGATGATGTAGATTAGCCCCGACTGAGT
+TGTGATGAGGCTGGCCCATCGCTGAGCTAGATGCTTAGGTCTTCTCTATTCAAGTAACCTTCCAAGTACA
+AGCCTCCAAGGAAAGCTTGTCCAACGTTTATCCCATTATCTCCCCTGGGAACTTCGTACGTAGTTAGGAA
+CTTGAGTCCATTCCCTTCAACTATCTTTCTCACAGTCTTAACTATTAACTCATTATAACCTACTCCCCCT
+CCCAGAACAACCGTTTTGGCTCCAAATTCTTTCGCTTTCTCAACGCTGACTTCCGCGAAAACCCTTGCAA
+GGGCTAAATGAATCGAATAAGCTATATCCCTGGGGCTTGCTTTTCCCATTAGATCTAAAACTTCTTCGAA
+TAGCTCTGAAACTCTTATTTCCTCACCTTCAACGGGAATCGTGAGCTTTAAGTCGTTTTTTCCTTGAGAA
+GCAAAGCTCTCCAGTTTCATTGCCGGTTCTCCCTCATAATGTCTCCTGTAAGAAACGTTCAGAAGAACTG
+AGAAGGCATCTAGCACCCTACCTGTTGACGATGCATAGGCCACATTGATTCCACTACTAAGTTGTCTTAG
+GATTACCTTGAGCTCGGTTTCACCGTATTTGAGGCTTTTTATTGCATTGGGGCAGAATTTCCTTATTGTA
+TTTTCAACTTCCTCGATTTCATGATTTAAGCTTAATATCCCTATCAAGGCTCTCAATGGATAATAGCTAG
+CTAGGTCTCCCCCTGGAAGCGGGTAATATTCCAAATGCGCCAATCTTTCGATATCTTCATAGCTCAAGTA
+TATTATTTCCCCTCCCCATGTTTTCCCATCTGTTCCGTATCCAACTCCATCCAGAGCAATGCCAACGACT
+TCTTCAAGGTTATGCTCGGCCATTACTGAGGCCACGTGAGCATAGTGGTGCTGAACCTGTAAAAACTCTG
+CATTAAACTCCTCCGCAATCTCCATGGCTAGCTTCGTGGTGTTATAGTTAGGGTGAAGATCAGCAACGAC
+TAAATCTAGCGCATTAATCCTTAAAATCTTGAAAAAGTGTTTTATCGCTTCTCTCATGAATTCTAGAACT
+TCTATTTTAGACGTGTTCCCTATGTATTGACTCGGGTAAACTTTTCCATTTTTCGCAACACCGAAGGCGT
+TCATTAGTTCTGCCCCTACTGCCAAGCCCTTATACTCGAAGGGTATCTCTATCCACAAAGGCACAAAGCC
+CCTACTCCTTCTTATCACGGCCCTCCTCCCATCTACAAAACGAACCACACTATCATCGGCCCTATTTGGA
+ATCCTCCTATTGTGGAGCAACAGGTAATCAGCAACATCTTTAAGCTTCTCGAAGGCCTCCTCGTTATCCT
+TTATCATTGGCATCCCAGGGAAATTCGCCGAGGTCATGACGTAAACCGGGGTTTTGCTCCAGTGGAAGAG
+TATATAGTGAGTTCCTGCATAGGGAAGCATGACGCCTATAGTGTGCAGTCCTGGGGCCAAGTTTTCGGGT
+AGTGGAAAAGGTTCCCTCTTCCTGAGGGCAACTATGGGTCTTCTGTAACTTGTTAACTCCTCTTCCTCTT
+CCCTGCTAATGTAGGCGAAACCCTTAACGGTTTCCAAATCTTTGGCCATTATGGCGAAAGGCTTCTGAGG
+TCTAAATAATCTCTTCCTAAGTTCCGCAACGACATCTTCTCTAGTAGCGTCGCACGCTAAATGTATCCCC
+CCAATTCCTTTTATGGCAATTATGTAACCCTTATCTATGAGCTTTGCGGCCTTCCTTAGGGGATCCCCAG
+TTATCTCTTTTCCATCTGAGGTGTAGAGCCTATAGCTTGGTCCACAAACGGGACAGGCAACAGGTTCAGC
+GTGGTACCTCCTATTCAAGGGATCCTCGTATTCGCTCTTGCAGAAGTCGCACATTGGGAACTCTCTCATA
+GCGGTGTTCTCCCTGTCGTAGGGAAGATCCTCAATTATGGTAAACCTCGGCCCACAGTTTGTGCAAACTA
+TGAAGGGGTACATGTACCTCTTATTCGTCGGATCGAAGAGCTCCCTGAGACAGTCTTCACATATCGCTAT
+GTCTGGGGGTATTATTGAATCCCCTTCGCCTTTCTTCTCAGTCGAGCTCTTCTCGATGTAAAACCTGTCG
+AAGCCTTGAATTGGAATTTCCTCTCTCTCAACCTTCTCTATCTTAGCTATTGGGGGCTTCTTCCTGTAGA
+GGTCTCTGAGGAATCCCTCTATATCCTCTTCCCTCCCTTCTACGACTATCTCAACGCCGGCATCTCCAAG
+GTTCCTCACGTATCCCCTTAAATTGTGAGCGTGAGCTATCCTGTACACGAAAGGCCTAAACCCCACGGCC
+TGAACTATACCTTGAACGTGAATCCTATACGCCTTCATTCCCTTCCCCAAAGTATTTTCGGAATTTAAAG
+CCTTTATAGGTTTCTAAAACCAAAAGTTGGGAACGAGAGGAGAGTTTTTAACCTTAGGTTTAGAACAGGG
+CTCCGTACTTGTAGAATATTGAACAGGTGCCCTCGTAGGAAACCATGCACGGGCCTATAGGATGCCTCGG
+GGTGCACGTCTTTCCGAAGTGGGGACACTGGGGAGGCAATGCCAGTCCCCTCAGTATAGCACCGCAAAGG
+CAGCCCTTTTCAAGGTCTGGAAGCTTTGGAACATCTGGATTGTAGAGGGTTCTTATCTCAAGATCCTTCC
+ATTCCCTCTTGAGCTCTAGGCCGCTTTGCGGAATAATCCCCAGGGCCCTCCACTTAGCATCCTTGACCTC
+AAAGAATTTATTGATTAATTCTTGAGCCTTAACGTTTCCTTCCCACTTAACTACCCTAGAGTACTCGTTG
+ATTATCTTAGCTTCTCCCTCCTTCACCATGCGAATCAAGATTAGTATCCCAAGAAGAACATCAACCGGCT
+CAAAGCCTGCAACCACTTGGGGAATGTTGTACTTCTCCGTTAAATATGCCCATCCCCTAACTCCTATTAT
+CGTCGAAACGTGCCCAGGATCTATTAACCCGTGGAAAACGGTTCCTGCCTTTAGGAGAGCCTCAACAGCT
+GGAGGTGTCAACCTGTGAACCGAGTATATCTTGAAATTATCCAAACCTTCGTTTATTACGGTTTCAAGCA
+TGCCTGCAGTAGGTGCAGTAGTTGTTTCGAATCCTGGAGAGAAGTGAACCACCAGTTTATCCCTGTTTTC
+CTGGGCTATCTTGTAGGAATCGTATATCGAGTACACCACCCTAACGTCGAAGCCTTCACTCTTAAGGTCG
+GCAAAGCTACCCATTGGGGTTGGGATCCTATACATGTCTCCAAACGTTGTTAAGATTATATCCTCTCCCT
+CTTCCTTTGCTTTCCTCATGATCTCCATCATCCTAACTATATCCTCAACAGGCGTTATGCAAACAGGGCA
+CCCGGGACCGCTCATTATCTTGACGTTTTCTGGAAGGAGTGATCTTATTCCAGCCCTAGTGACTGTATCT
+TCATGTGTTCCACAGACGTGCATGAACCTAAGCTCGTCAAAACCTTTAGCTTCCTTGTGAATCTTTCGGA
+CTATCTTTTGGGCAATCTCTTTATCCCTGAACTTCTCTAGCATTCACTCACCCCCCAGTATCGAGAACAC
+CTCATCCCATGCTTCAAGTATTTCCTTAGCTCTCTCCTCATCCAACTTCTCGATCGCAAAGCCGGTGTGA
+ACTATTACGTAATCGCCAACCTTGACATCGGAAAGCAAGTCAAGCCTAACTTCCCTCTTAACTCCACCGA
+AATCAACTATCCCGACGTTATCCCTTATTTCAACGACTCTACCGGGAATCGCTAGACACATAGCTTTCAC
+CAATTAGAAGTTCCCGCCTGAGCTTTTAGGAATTTTTAAAACCAAAAGTTTGCAACTGCCCAGGAATTGA
+TCAAAATTAACCAGAAATGATATATTCGTGAGCAGATAAATTGTAATCATGCAGGACAGCGACTTACTCA
+GCGAGATCCAAGAGCTCAAGAGGAACTTGCAGGTGGCCTTTGAGGTTCTAGCAGAGATAGCCCAGTCCTA
+TATAAGGCTCTTAAACCTGTATGCGGAGTATGGTGGAATAGGAATCGACGTAGCGATTCCGGAGATAAGG
+AACGATCCCATAGCGAGGGAGATAGTGAAAATACTCTTCGATTTAAGGAGGGCTAACGTTAGTCAGATAA
+CTCGAGAGCTAAAGGGTAGGCGGGGAAAAGCTTCTAGGAACACCGTTAGGGCTAAGCTTAACGAGTTAAA
+GAATCTCGGTGTTGTGGTTGAGGTGCCCGGTGAGAGGGGGAAAGTATACACCCTCTCGAAGGATGTGGTC
+AAAAGGTGGTTAGATTTAATCGGAATACCAATCAAGCTTGAGCACATAAAGGATTATTTGAGGTGATCTG
+AATGGAGAAGGAGAAGTTGGAGAAAGTTGTTGAAGAACTCATAGAGGAGATAAAGAGCGCAAAGACAGAA
+GAGGAAGTTGAAGTGCTCGAGAGGAAAGTCAAAGCAGTTAAAAAGCTCATAGAAGCCTACGAGGGAGACA
+AGGATCTAGATAAGATAGCAATGCTAATGGACAAGCTTGGCCCCATGGTTGAAGACATTCTAGAGCCACT
+TCAGAAGCTCTTAGCCGACCTATATAGTCCAGAGAAGATGCAAGCTTTAGGGAAGAGCGTGGCCCAATTT
+TACAAGGATTTAGTTGAGGCAGGAATGGACAAGGAGACGGCAACGGAGCTAACTAAGGAGTTCATGAAGA
+ACATAAACGTGATGAGAAGCTTGCTTGAAGGGCTAACTGGAATGCTCCAGAAAGGAAAAGGGTTCCAAGT
+ATACGTCCACGGTAAAGAAGAAAAGAGGGAGGAGACCAAGGAGTGAAGTTGATCACTTCTTTTCTCAAAT
+TTTCCTTATTTTACATACCCAGAACGCTCTTCAAGATAGCGGAATCGTTAGGGTAAAGAACAAGGGAGAG
+AAAGCCTTCAGAAGAACGCTTAAGAGGGAAGGTTTGCCCAATGATGTAATTGAAGAATTATGTAATGAAA
+TAAAAATAGGAGTAAATATCAGGACTTTGCTAAAACCTCGAGGCCGTCCAACTTGGGGTTCAGACTTTTT
+ACGACGATGAGCTTCTCAACTTTCCCGTACTTCTTCAGCCTCATAACTGTGGTGAAGCTTTCCTCCAGCA
+TTGGAAGTATCTGAGGAGCTACAGCCTTTACGAGGTCTGTGTTTATGAAGTGAAAAGCTTTCTTCCTCTT
+ATCACCAACCCTTAGAGCCAAGAAGTTAGTGAAGGATAACTGCTCCCTAAAGGGATAAAGGGAGAGAACC
+TTCTCGGTTCCCAAGGGGATAACGATAGTCTTATCCTCATAAACTTGCTCGATTGCCTCTTCAAGAACCT
+TCTCAAAGGGCCCATATTCGGTTACTGTTAGCTTCATAACGACGTTGCCCTCGTTAACTCTTCCCCCAAC
+TTTCACAACCTTGGCCTTTTTGCACAGGCTCGTGTCAAAGCCTAACAATTCGGCCATCTTCCTGTACACT
+ATTAACGAGTCAAAAACGTCAAATATCACAATCTTGTATCCTTTCTCCTCGCTCCATGAGAGTAGAGAAT
+GAAGGACGTAAACTGGAGTGGTATTGCTGTCATATTCTATGAGCGCTATTTCCCCAAATTTTATACCGTT
+AAATATCTCTTTTAGCATGGCCTCTCACCATGAAGAGGGAGGGCAAGAAGGTTAAAAACTATTCTGCCCT
+GTATATTTTATCCTGGAAGGTTACGAATTCTGACCAGGAAACGTGAGCTAGGAAGTTGAACTTCAAGTTT
+GGCTTTCCGCCTTCGAAAGCTTCCTCCTTGTAAGTATAAGCTAAGACCTTCCCCACAAAGAGCGTATGAT
+CACCGTAATCTTTAGTATCATAAACCTCGCACTCTATGTTTGCCAGGGCCTCCTTTATGCTGGGAACCTT
+AACCTTCCTTGAAGGTACCAAGGTTATTCCCATATCCTTTAGCTTAGATGGGCCTTTCTTAGTTCCAGCT
+ATCCAAACATCCCTAAGCATCTCCAAACTTGGAACGCTGATCACGAACTCATTGTACTTCTTTATGAGCT
+TGTGAGTGGTTCTCTTGGGAGCTATGGCAACACCAACCATGAACGGGTCGAAGGAAAGAACCGTCACCCA
+GTCAGCGGCCATGACATTTGCTTCATCTCCATGACCGGAAACTACAAGGTAAGTTCTCATTGGATAAAGC
+AACCTATAACCCTCCATTCCAAACACCAAAAATGAATAAATTTTAATGGAATATAAGTTCAACGGTTTGC
+CATCCTCTTGACGAACCTGATGATATTCCTTACGTCATCCTCTATACTCTCGGGCTCGGGCTTAAAGAAC
+ACGTAGATAACGTTAGTCTTTGGAACTAGGGCAACGTGCTTGACATTTTTAACTTTGGAGAAGCCAGATA
+TAAACTCCTTTACGGCCTCAACGTCCCTACTCTTCTCATAAAGCACCTCAAATTTAACCCCGTTAATTTC
+TTCTTCCCCCTTCAACAGTTCTATTTCCCTCTCTATCCTGGGCTTCATCCTGAAATAACCCTTCTGAAGG
+AAGTGAACCTCCCTCTTGATGTCGAAAGTAGGCCTAACGACGACGTAGAGCTTGTCGTGCCTATTAATTA
+ATAGGGATATCGGGAAGTAGAGGATACTCTGCCTTGGGAGTAAAGTTAGGGTATACTCGAACTTTAGAAT
+GTCCTTATCTTCAAGCTTATAATAGGCCCTAAAACCCACGTATCCTCCAAGCCATACGTAGTCCTTATCC
+TTGGGCTTAACGACGGCCTCTATTGACCTTAGATAGTGCTGCATTAGCAACAGGTTGAGCTTCCTCCCCT
+TGTAGAATTGCAAAGTTGAAACGGCGGCAAGAACCATTATGAGCAGAATCATTGTGGAGAACTCCACGCT
+CACACCTCCTCCAATGGATAATATCTCTGCAACGTCATGTCGTCTATAACCTCAACGTCAAAATCTCTCA
+GCACTTCCACTATGTCCTTTACTATTTTCGCCTGGAGTGGCCACACCATCGCCATAGCTGCCGGCTTCCA
+AGGGGTGTTCCTAGCAAAGGCAACAAATATCGTTACCTTTCTATCCTCGACAATGACTTTGCTAACTAAC
+CCATCAGAAACTATGTCCCTATCGGTGAACGGGTTTTTAACGTTTCTTAAAAGCTTCAGTATCTCACCTT
+CCAACAATCATTTCACCAACCTTTGAAAGCCACTCAATTCCCCTGGGCTCTTCTTGGAACATTGGTATCT
+CAACGATTTCGACCCCAGGGAATTCCCTTTTAACTTCGCTTAGAACTTTTTCCTGGGCCTCAAGTTTAAC
+TCTTATCTCGGGAATTTCCCTCTTGAGTTTTATCACCTTATTCATAACCACCATGTTGAATGGTATCTTG
+AACTTCTTTAAGCTTTCATAGGCCCTCTTCGTCTCGTAAAGAGGGAGAAACTCTGGGTTCATTACGGCTA
+TAACACTTGTCTTGTTAGGATTCGTGAGAACGTCCTCAACGAATTTTATCTCATCCCTGTAAGCTTTAAG
+CTCCCTCATAACGGCATCTTCTTCCTCTCTGGTTGGTAATTTTATCTCCTCACCGTCAATTACGAACTTT
+TGTTCACCTTGTATCTTGGTTATTGCTCTCCTCCTCTCCAAGATTTTCTTCCTAATGTCTATCAACTTCT
+CGGTCCAGACTAGGGAGATCCTAGGAAGTGCTAAGACCCTTAGGGTTAACCCCGTTGGAGGGGTGTCAAA
+CACTATCACATCCCACTCGTCCCCTTTAACGAGGATCTCCCTTATGGCTTCGAGCGTCGCATACTCCTCT
+ATCCCAGGAGAGTACCTAAGGACTTCGAAGTACTTCTCCAGGTTTATAACCGTTAAGTACCTGTACATAT
+TCTTGAGGTTCTTCTCGAGGTGCTCCAAATAGCCCTTTATCATCCCCTCCATGTCAAGCTCGCTAGCGTA
+GAGGTTATCGATGATCTCCCTTGGCTTATCACTAAGCTTCTCCATGAAAACGTCGCCGAGGTTGTGGGCA
+GGATCGAGGGACACTATCAAGGTTCTATAACCAGCCTTAGCTAGTGCAACTGAAATGGATGCACTACTAG
+TCGTCTTTCCGACTCCACCTTTCCCTATCACGAATATGACCCTGAATCCTTCTTTGGGAGTTAAGAATTC
+CCTCAATTTTAACCCTCCTAATCTATGTCGAACATACCAGCTATTTCAGCGAAAACATCATCTAGTTCAA
+CGGCCCTCTGTTGCATAACCTTCATCTCCCTAACCATGTGAGGCATCAACCTGAGCACGAGGGTCGTGGG
+GGGAGATGGGATTCCTATGAAAGAGCCCATCAAGATTAAGGCGAAGACGTTCTCTAACTCCCTAAGCTCA
+AACTCTATGTATTCGGTAGAGCTCTGCTTAAAATACTCGAGAAAACCCTTAAGAAACTGCTTTATGGGCT
+CCAAATGCTTCACCTCCAAAAAGAAAAAGAATAAGAGGTCAAGCGGCAGCCGCTTGGTACTCCTCTGCAG
+GTTTCTTCCAGGCGTTGTACCAGTCTATCACCAGTAAGAAGTTCAGCACTAGGCCGACTATCGTTATCAG
+GCTGACCCAAATGCTTGACTTTCCTACGTAGATTAGGAACCATATCAGTGCTGAAGTCACCGTGACCCAT
+AGGAAGAGCGCTGGGATTAGAACCGCCCACTTCCAGAATCCACTTGGCCTCTGTATCTTGGCAACCCAGA
+GTGAAGCTGTCATCATGGCTATGCTAGCAAGCATCTGGTTCATTCCGCTGAACGCTGGCCATATGACTAG
+CCACTTACCCTTCCATGCAAGGGCTATTCCAAAGAATACCAGTATGAAGGATGCAACCCACTTGTTCTTG
+AGGATCTCTGGACCCTTGACCATCTCAATTATCTCCTGCCAAGCAAACCTGCCCAGTCTAGTTGCAGTGT
+CAAGCGTTGTCAATGCGAACGCCGAGACCCATAGGCTGGCGAAGAGCGTTCCTAAGTGAATGTCGATTCC
+AAACGCATCGTGGAGTCCATGAGCATAGCTACTTGCAAATATTCCTACCTTTCCTATGACGGTTCCATTC
+TTGAAATTCTCTAGAGCTGCAACACCAAGCTTCTGAAGGGTTTCCGTGGTTATCGACTTTGCGGCAACCA
+GTGGAGCGTAAGCTTGGGCCCAGGTTTCAGCTGTTATTCCTATTCCAGCATTGTGGAATATCTGAAGTCC
+ATAGACGGCTATCGAGGAGATGACTATCGTTGACAAGAATCCCTCAGTGAACATTCCACCGTAACCTACG
+AGTAGACCGTGGAGCTCATTGTCGAGTTGCTTACTTGAGGTTCCAGAGCCTACCAGCGAGTGGAATCCAC
+TCAGTGCACCACACGCTATCACTAGGGGTATCGTTGGCCAGAATGGAGAGGGCTTTCCACCAACTACGTG
+GGCACTGAAGGTTGTGTAGGCTGGCGCAGTAAATGTTCCGACTCCCTTGAACCCTATTATGAAGAATGCC
+AATCCACCTAGCACTAGGCCAAACCACAGGATGTAAGCGTTCAAGTAGTCTCTAGGCTGTAGCAGAACCC
+ACACTGGAAGTGAAGAAGCCACTATCACGTAGGCCCCCAGGAATATGTACCAGGCCTTAGCGCTGGCAAC
+TAGCGGGAACTTGAACCCGATGTATATCGCTATTATCAGTAGAATTATCCCTATTATTGTTCCAACCTTG
+AAGTTTATCTGAACCTTGTAAAGTAACCATCCAAGCAGGACCGCTATCAATAGGAACAGTATCGAGGCAG
+TTGCCGCTCCTGGGGTCTTCACGAAGATTCCCGCAATTACAGCTGCAAATGCCGCTATAACCAGTATCAA
+AGCGAACCAAACGTATAGCTCGAAGGCCATGCTCGTTCTCTTGCTCATCAATTTTCCAGCTATCCATTGG
+ATTGACTTTCCATCGTACCTAACCGATGACATCAAGGCCAGGTAGTCGTGAACTGCTCCTATGAAGACGT
+TTCCGAACCAGACCCAGATCAGTGAAGGTAGCCATCCCCACGCCATTGCAACGGCCGGACCCACTATGGG
+ACCTGCTCCAGCTATAGAGGCGAAGTGGTGTCCATAGAGGACTAGCGGATGTGCTGGAACGTAGTCAACT
+CCATCGTAGAGCCTGTGGGCCGGTGTCGGCCTGTTGGGGTCTGCCCTGACGACCTTGTTCTGAAGCCCCT
+TTCCATAGGTAAAATAGAGGCCTACATATATTATTGCGGCAGCAAGAATAACGACGGTTGAATTCATGGT
+ATCACCAAAGTTAATCGTTTGCATTGAGCAATTAAAAGTTTTCCACTACATTATGCTAAAATTGAAAAGA
+TGTACAAGTCATAATTTACATCCAGCAGTCATGTTCAGCTATCTCCCCTTGACTAAAATAAACGTAAATG
+ACAAGATGATAATTCCAACGATAATGAAAATCAAATGAGAATTCCCAGAGTTTGAAATTTCCTTGCACAT
+TGGAAGCTTTTGAGAAGCCGTGTCAAAACGCAACGCGATGCTCTTTCCACCGTAGAAAAATAGTGGTGAC
+AACTCTCCGGACTTTCCTTGCGGGTATATCAATATCCCGTTTCCAACTTTCACGGCTCTAAGATTTGTTA
+ACGATGAAAACGCTCTTGTTAGGACGCTATAACTTGCCGTAGTGAAGTTAAAGATTACGTAGTTACCTTC
+TAACGTGCCATTGACCCTAGGAAGACTATTTTGAAGAGCATTGAACATATTAAGATATCTGCATTGTGCA
+GTTCCAAATAAGAGAAGCGCATCCATCGAACTGATAAATCCTTAATTCGGTTATCTTTGCCATTATCGTG
+AGATTCTTTACCTCACCATTAACAGATACCGTTATATTCCTGTACGGTATCGTGCTTGAGTTTCGCTGGA
+GAATATAGAAGGTTCCATTTATCTCGGCAACGAGGGATGGGCCACCGAGAAGAGGATTGCTCTTTCCCAG
+GAATATTAGATTTGTTCCATTGAAGAGGCAATATAGGTCATATTATCCATCGTGCACATTGCGCCTAAGC
+GTTTCTTCTCCCGCAATCATCTCGCATATCCATTCCGAATGGTGGATAATGATAAAGGCGCATCCCTCAC
+CCGGAAGTCATAAGTCGCATTCTTCGCCATGTGCTAGAGGAAGGAAAAGTAATATCGACAAGATTAACAA
+TTTCCTCATTCATGCCCCCGTCCATATTACTTTATCAAGTTTAAAGTTGTTGCTATAAACTCTTCATCTT
+GGTTAATTATTTAAAAGAACTCCAGCCTCAAGAGAGATGGTGAGGAAAATGAGGATCGCGGTCATCGATT
+ACGATAAGTGTAATCCAGATAAGTGCGGTCACTTCCTATGTGAGAGGGTCTGTCCAGTTAATAGAATGGG
+AGGAGAAGCCATAATAATAGATGAGGAGAACTACAAACCGATAATTCAGGAAGCTAGCTGTACTGGTTGT
+GGAATCTGCGTTCATAAGTGTCCTTTTAACGCTATAAGCATAGTAAACCTACCAGAGCAATTAGATGAGG
+ATTGCGTTCATAGATATGGCGTCAATGCCTTCGTTCTCTACAGACTTCCAATCGTTAAAGATGGAATGGT
+CGTTGGGATAGTAGGACCCAACGGAACCGGAAAGACTACTGCGGTTAAAATCTTGGCCGGACAACTGATC
+CCCAATCTCTGTGAAGATAACGACTCCTGGGATAACGTTATCAGGGCTTTTAGGGGAAACGAGCTACAGA
+ACTACTTTGAGAGACTTAAAAACGGAGAAATAAGGCCAGTAGTCAAGCCTCAGTACGTAGATTTGCTTCC
+AAAAGCCGTCAAAGGAAAAGTTAGAGAGTTACTAAAAAAGGTCGATGAAGTGGGGAAATTCGAAGAAGTT
+GTAAAAGAGCTAGAGCTTGAGAACGTTCTGGATAGGGAACTTCACCAACTCTCCGGTGGAGAGCTTCAGA
+GGGTTGCAATAGCCGCCGCACTACTCAGGAAAGCCCACTTCTACTTTTTCGATGAGCCTTCAAGTTACCT
+CGACATAAGACAGAGGCTCAAAGTCGCTAGGGTCATAAGGAGGCTGGCAAATGAAGGAAAGGCAGTGCTC
+GTAGTTGAGCATGACCTGGCTGTTCTGGATTATCTTAGCGATGTAATCCACGTCGTATATGGCGAGCCGG
+GCGTTTATGGAATATTCTCAAAGCCCAAGGGGACGAGGAACGGTATAAACGAGTTCCTTCAAGGATACCT
+AAAGGATGAGAATGTAAGGTTCAGGCCCTACGAGATAAGGTTCACAAAGCTAAGCGAGAGGGTTGATGTT
+GAAAGGGAAACCTTGGTTGAGTATCCAAGGCTAGTGAAGGATTATGGAAGCTTTAAGCTCGAGGTTGAGC
+CCGGGGAGATAAGGAAGGGGGAGGTAATTGGAATAGTTGGGCCAAACGGAATTGGAAAGACAACGTTCGT
+TAAGATGCTTGCCGGAGTCGAGGAGCCAACTGAAGGGAAAGTTGAGTGGGATCTAACCGTAGCTTACAAG
+CCCCAGTACATTAAGGCTGAGTACGAGGGAACAGTTTACGAGTTGCTCAGCAAGATAGACTCCTCAAAGC
+TGAACAGCAACTTCTACAAGACTGAACTGTTAAAGCCCCTGGGAATAATTGATTTGTACGACAGGAACGT
+TGAAGATTTATCTGGAGGAGAGCTCCAGAGGGTAGCAATAGCCGCAACCCTGCTGAGAGATGCCGATATC
+TATCTCCTGGATGAGCCATCAGCTTACTTGGACGTTGAACAGAGGTTGGCCGTTTCGAGGGCCATAAGGC
+ACCTAATGGAGAAGAACGAGAAGACAGCATTGGTGGTTGAGCACGATGTCCTAATGATAGATTACGTGAG
+CGATAGGTTAATAGTTTTCGAGGGAGAACCTGGAAGGCATGGAAGGGCATTGCCCCCAATGGGCATGAGA
+GAGGGAATGAACAGATTCCTGGCCTCGGTTGGGATAACGTTTAGAAGAGATCCAGACAGCGGAAGGCCTA
+GGGCTAACAAGGAAGGTTCGGTAAAGGATAGGGAGCAGAAGGCAAGGGGAGAATACTACTACGCCTAGCG
+CTTAGCGCTTAAACTTTAAACTTTTTATTTCTCAAGTTCAATTTTATTCGGTGATACCCATGGCTAAGGA
+AGTTATATTTACCGAAAAGGCTCCAAAGCCTATAGGCCCTTATAGCCAGGCCATAAAGGTTGGAAACTTC
+ATCTTCGTTGCCGGCCAAATCCCCATAGACCCGGAAACTGGAGAAATCGTTAAAGGGGACATAAAGGAAC
+AAACTAAGAGGGTCATTGAGAACATTAAGGCGATCCTTGAGGAAGCTGGAGCCTCGCTCAACGATGTTGT
+GAAGGTTACCGTCTACTTGAAGGACTTAAACGACTTCGCAAAGATGAACGAGGTTTATAGCGAGTACTTT
+GGTGAATCAAAACCCGCGAGAGTTGCTGTAGAAGTTTCAAGGCTTCCTAAGGATGTATTGATAGAGATGG
+AAGCCATCGCGTATAAGGAGTGAGGCTCAGGAAGCCGTCCACTCCTCACCGTTCAGGTGCGGAAGGCTTC
+ATCATTGCCATTTATATTTTCTTCATGTAAGTTTTATAAATTAACCCGATTATTTCTCAACGATGATAGT
+AGGCCTAAAACAGATTGAGCTTGTAAATGTAAGACTAATTCCATTCATACTAGCCGTCATAACCTACTAT
+CTTAGCGTATTTTTGTTCGCTATTAGATGGAAGTACGTTCTGAAAGGTTTAGGGTATGAAGTTAAGCTCT
+TAGACTCGCTTATTGGCGTGTTAATTGGACTCTCGATAAATGCGATAACCCCTATGTCGCGAGCTGGAGG
+AGAAATGGCAAGGGCCCTCTGGATAAAGCTGAAGTCAGGAGTCTCAATTACCGAAGCAATAGCTTCAATG
+ATATACGAGAGAATTCTAGAGGGTTTCCCAGTAGCTGGCCTCTTGCTCAGTGCAATCCTTCTAATACCAA
+TCCATAGGAGAGCTTCAGAGACGCTTGCTTTCATTATAATCCTAGGCCTTATGGTGTTCATTCTAAGGTA
+CGAAGAGATAATAGAACTTCTCTCGAAAAGGATTGAAAAAATCAAGGAGTGCAAAGACAGGTTAATAATG
+CTAAGAAAGAATTTTCAAATCAATATTATAGCGATCTCAACGAGCTCGGCAGTTTGGATGTTAGACATTC
+TCAGGTTTAAGCTCCTCGGCCTTGCTATTAATCTAAGCTTTCCTTGGAAGATGACCCTAGTACTTTCGAT
+TTCAAATTTGATTCTGAGTGTCATCTCAGTAACCCCTGGGGGAGTTGGTATTGTTGAGGGAGGACTCATA
+GGCATCATGCTTATCCTAGGCTACCCAAAGGAAGTCGCCCTCTCGCTAACGATACTAGAAAGGTTTATAT
+CACTAATCCTCGGCCCAGGAACGGGGGCAGTAGTGTTGTCTATGAACGGGGGGTTAAAATTATGGAAAGC
+CTTAAAATAGCCCTCGTTTCTGACTGGTACTTTCCTAAAATTGGGGGAGTTGCAATTCACGTTCACAATC
+TCGCCATTCATCTTAGAAAGATGGGTCACGAAGTTTCAATAGTTACAAACGCCCTTACGAATGGAAAAGA
+AGGAGAACTCCAAAAATACGGAATAGATCTGATAAAAGTTCCTGGGCTCATAAAGGATGGAATAAACCTT
+TCTATGATAGCTAAGAGTTCCAATAGCTTAGTCGAGTACCTTAAAGGCTTCGACGTTGTTCACGCCCAGC
+ATGCGTTTACTCCCCTCTCCTTGAAGTCCATACCAGCTGGAAATAAGGTAGGGGCCTTAACCCTCGTTAC
+AAATCACAGCGTGGAGTTCGAAAACTTCTCCATACTCAACGGATTCTCCAAGATGTCATACTCCTACTTT
+AAGATGTACCTTGGGCAGGTAAAAGTAGGAATAGGGGTAAGCAAAGCCTCCGTCTCATTTCTGAGGAAGT
+TCACCAATGCTCCGATTGTTGAGATCCCCAATGGTGTAAACATTGAGAGGTTCAACGGAAGGGGAAGAGA
+GTGGGGAACAAGAAACATCCTGTACGTTGGGCGTCTCGAGCCGAGGAAAGGTGTCAACTATTTGATAAGC
+GCGATGAAGTTCGTTGAAGGGAAATTGACCATAGTTGGAGACGGAAGCATGAGAAAAGTTCTCAAGATGC
+AAGCAAAAAAGCTGGGAGTGGAAGATAAAGTCGAATTCCTTGGATTTATAAGCCAGGAAGAGCTAATCTT
+ACTATATAAGAAAAGCGAAGTATTCGTCCTACCATCACTCAGCGAGGCTTTCGGGATAGTTCTACTCGAA
+GCCATGGCGAGCGAGGTCCCAGTGATAGGAACCTCAGTGGGTGGAATTCCAGAGATAATAGGAGATGCAG
+GAATAATAGTCCCTCCCAGAGACTCAAAGGCCCTAGCGAACGCGATAAATGCAATCCTCTCCAATCAAAA
+AACCGCAAAGAGGCTAGGAAAGCTTGGAAGGAAGAGGGTTGAGAGACTGTACTCCTGGGATGTAGTAGCA
+GAGAGAACGGAAAGGCTCTATAGGGGTGAACTGGGTGATAGTGATACTAACGTTTGACGTTGAGCCAGAT
+TGTCCTCCATTTCTGTGGAGCGAGAGAGGTCTTAAGGAAGGGTTACCCAGGATTCTTGAGCTCTTGGATA
+AGCATGAAGTCCCAGGAACGTTCTTCTTTACAGCGAAATGGGCCGAAAGATACCAAGAGCTCGTGGATGA
+GATAAGGGAGAGGCATGAGCTCGGTTGTCACGGCTACGCTCACGAGAGGTTTGACAAGCTTAGCCTAAAA
+GAGGCCGAAAGCGTTATAGAGAAAGCTAAGAAAGTACTAGGTGACGTTAAATCATTCAGGGCTCCGAATT
+TGAAGTTACCTCTCGAATATTATAAAATCCTGAAGGATAATGGATTCCTCGTGGACTCATCAAAAGCCCT
+CCACAAGGGATGGAAGGGAATAAGGGAGGTTAATGGAGTTCTTGAGGTTCCTGTGTACACAACTTCCTTG
+GTAACTAGACTACCTTGGAGAATTCAGCTACGCTGGCACAAGAAGAATAATAGGGTCAAGGTTCTAATGT
+TCCATCCCTGGGAATTCGTGAAGATGCCTATAAACCATAGACCTGACTGCTGGTTTGGAACGGGCAAAAA
+GGCCCTAGACCTCTTAGACAAGATAATAGGTTTTTACAAATCCCAGGGTGCAGAGTTCCTAACCCTGGTG
+GACTTTTATCATATATATGTCAAAAATAAAGATTTATACTGAATGAATTTACAGGAACATGGTGATAAAA
+TGGCGGTTCACCCTATAGATTATCGCTACGGTAGCGAGGAAATGAGGAGGGTCTGGGAAGAGGAAAACAA
+ACTGCAGAAACTCCTCGATGTTGAAGCGGCTTTGGCTAGGGCCCATGCAAAACTCGGAAACATTCCGGAG
+GAAAGCGCTAGGGTGATATCGGAAAGGGCAAACACGAAATGGGTTAAGCTTGAGAGGGTCAAGGAGATAG
+AGGCTGAAATTCACCACGATATAATGGCCGTAGTAAAAGCCTTAAGTGAGGTCTGCGGGGAGCATGGAAA
+GTACGTCCACCTTGGCGCTACGTCAAATGACATAATAGACACGGCCAACGCACTTCTCATAAAGGAGAGT
+CTTGCCATAGTTGAGAAGGATTTAAAGGAGCTCAGATCTATATTGAAGGAACTCGCCAAGAAGCATATAG
+ATACCGTATGCATAGGGAGAACACATGGACAACATGCTGTTCCAACGACGTATGGAATGAAGTTCGCACT
+ATGGTTGGACGAGATACAGAGACATATAGAGAGACTTCAGCAACTTAAGGATAGGGTTCTTGTGGGAAAA
+ATGAGAGGTGCAGTAGGAACGGCGGCATCCTTTGGAGACAAGGCCTTCGAGATAGAGAAACTCGTCATGG
+AAGATCTAGGCTTAAAGCCAGCTAGGATAACTAACCAGATAATTCAAAGAGACGTGTACGCTGAACTGAT
+GTTCTTCCTAGCATTGGTGGCCTCAACCCTCGACAAGATGGCTTTGGAGATAAGGAACTTGCAGAGAACT
+GAGATATTGGAGGTAAGCGAGCCCTTCGGGGAGAAGCAAGTTGGCTCATCAACCATGCCCCACAAGAGGA
+ACCCGATAAGAACTGAGAAAGTGTGCGGGCTCGCCAGGGTTCTTTACTCTAACGTTATTCCTGCCTTACT
+TAACAATCCCCTCTGGCACGAAAGGGATTTAACTAACTCCTCAGTAGAGAGGGTAATTCTCCCAGAAAGC
+TTTGTTTTGCTCGATGAAATGCTCAAGGTCATGAAGAAGGTTCTCAAAGGACTAGAGTTCTTCCCGGAGA
+ACATTAAGAGGAACCTCTATTTAACCAAGAACCTGATTATGGCCGAGCCTTTGATGCTTAAGCTTGCCGA
+GAAAGGAATGGGAAGACAGGAGGCTCACGAATTGGTTAGACAGCTTGCTATGAAAGCGTTTAAAGAGGGA
+AGGGATTTGCTCGAGGTTGTTAGGAAAAACGAGGAAGCGATGAAATATCTCACAGAAAACGATCTAGAAG
+GCCTAAAACCTGAAAATTACATAGGAAAAGCAAGAGAAATCGTCGAAAACGTTGTTAATTACGTTGAAGA
+AATGGAAAGGAGAGGTTTATAGTTTTATTAAATTTTTGTTATTTTTATTTTGCACCTTGGTGTAAAATTG
+AGAATTCCAATTTTGACTTAAATAAGAAGTTAAATTTTAACAATAAATGAGATTAATTTTTTAGTTATAA
+TTGTTGAGATAAAATTTATTTTTAATTTGAAAAATATAACTTAAATTAAAAGTAAAAATTGAAGGATTTT
+CACTACAGTAAATAGTTATTAGTAGATACGTTGGATTTAAAAGACCATTGCATAAATGCACCCATGTATG
+GAAGAAAAGGAAAAGAAACTCTCGATACCTCCCAAGGGCATCAGAGCGATAATAGAAGCTATTAGGCTCG
+GAGAAGTTATAAAACCCAGCCAATATGCCAAAAGAGAAGCATTTAAAAAGCATGAAGTTGAGGAGGCATG
+GCTCAACAGAGTTCTGACAATGATATTCTACGACATAATGAAGAAGCAGGGACTAATAGACAGGGCCATT
+CAAGATATCGTCGGAGTAAATCCCCTAATACTCGACCCGTGGCTAAGGGCAGCGTTAAGGGTAGCTGTGG
+ATATTTTCCTCTTCCATGAACCAAGCTCCCAGACGATAAAGAACCTCAGATGGAAGGGTTCCGACTTTAT
+ATCCTCGAGAACTCACCCCTACGTCGGGATGTACTTCTGGGACACCATAGATAGAATAATGCAGTATAAA
+CCAAACCCCAGGAACGAACTTGAGGAACTTGAATGGAAGTACCTAGCACCTGCCTGGTTCATAGAAAGGG
+TTAGGAAAATACTTGGGAATGAAACTGAAGAGTTCTTCAGGGCAGTTAACGAGAGGCAAGAATGGATAAG
+CGTGAGGGTGAACACGCTAAAAGCCAACGTCGAGGAAGTAATTGAAGAGTTGAGAAACGACGGGGTTGAA
+GTAGTGAGGAGCGAGAGGGTTCCAACCATATTAAAAATTAAAGGCCCATACAACTTCGACTCAAGTAAAG
+CGTTTAATAAGGGTAAAATAATAGTGCAAGAAGAAGCTTCAGCCGTTGCATCACTAATTCTAAACCCCCA
+GCCGGGGGAAGTGATAGTGGACTTAGCGGCCGCTCCAGGTGGTAAAACAACCCATCTAGCAGAACTAATG
+AAGAACAAGGGTAAAATATACGCCTTTGACATAGATAAGACGAGAATGAAAAGACTTAAGGAATTCGTGA
+ATAGGATGGGAATTAAAATCGTCAAGCCTATAATCAAGGATGGGAGAAAAGCGCCAGAGATATTGGGAGA
+GGAAATCGCAGATAGAGTTCTATTAGATGCTCCGTGCACATCCTCAGGAACCATTGGAAAGAACCCGGAG
+CTCAGATGGAGATTGAGGGAAAGCAAGATTAAGGAGATGGCCCAGCTACAGAGGGAACTCTTGGAGAGTG
+CCGCAAAACTCGTGAAGCCAGGAGGACTCTTACTCTACACGACATGTAGCCTTTTTACAGAAGAGAACGA
+GGAGAACGTTAAGTGGTTCTTGAACAATCATCAAGAGTTTAAGTTAGTTCACTTGAATTCCCCCTACGAC
+CCAGGTTTCCTTGAGGGGACTATGAGAGCATGGCCCCATAGGCATTCGACGATAGGCTTCTTTTACGCCC
+TCCTAAGGAAGGATTAAATTTATATATCTTTTACATCGTAGTAAAAGTGGTGCTCAACTATGCTCGAGAT
+ACTGTCCTTCATGTTCTTTACTGGTGGAGGATTAGTGATGCTGTACATAGCAGCGTTCGCAAGCACGAAC
+CTAATAAGAATCGCAGCGCTACTTGGAGCTTTAGGCTATGGAATGCTAGGTTTCCTAGTTGCCGAGAGCA
+TGTCCCTTGACATTAGAAGGAAAAGCAGAAGATCCGACAGGAACGTCATCCTGGCAATAACTTTGATATC
+GTTCGGCCTTAACTACTATGCCCTCTATGCTTACACTCACAGCAACGTAGCCCCAATACTACTGATGGGG
+CCAGGTTTAGTCATAGGTCTCTGGACGTACGCAAAGGCAAAGTGAAAAGAAAAGAAAGGGCCTTCACTTC
+GTGGCCCTTGTTATTCCAACTTCTTTTACGAGGACGTAAGGCGTCGTCACTGGCCTAGAAACCTCCCACC
+AGTGAACGTGGTGGCTTTCTTTCGTCAAGCCGACTATGTTCTGAAGGATTCTAAGCATGTTGTCGCTGAC
+CCTTATATTTCTTATCGGCTTTAGCTCGCCGTTCTCGATTAGGAATATTCCATCCCTTGGGATCGTTGAG
+AAGTCACCGGTCATGTAGTTCTGGAACCTAGTGTACCAAACGTTCGTTATGTAAATTCCCCTCTTAACCT
+CCTGGAACAGCTCATCCTTGGTGTAATCTCCTGGCTCAAGCACTATGTTCCAAGCCCTAGGTGAGATTAA
+ACCTGCATTGGCCGTAGTTTCTTTGCCGTACTTCTTGGCTAAGCTAGTGTTGAAGAGGTACGTCTTCAAG
+GTGCCCCTCTCTATTAGCACCGTCTCCCTCGTTGGGACTCCTTCATCGTCAAACTTTCTGGTTCCATAAC
+CGTTGGGCAAGTTGCCGATGTCCTTTATTGTCACAACTTCACTCGCTACCTTCTGATCAAGCTTGTTTGC
+GAAGTAGCTAAAGCCGGCCTCGACTGCAAATGCCGAGAAGGCCCAGCCCATATAGCTCAACAAGTTTGCG
+AAGGCCAATGGATCAAATATAACGTCGAACTTACCTTCAGGCCCCTGCTCAGGATTCCTCGCCATCTTGG
+CAATCTCACCGGCCTTCCTTCCAGCTGACTCTGGATCGAACTTCTTGAGAACTCTAACAGAGTTCGTTCC
+GTGTCCGCTCTCCAAGTCACCTATGAATGCTCTAACGCTGATCTCTATTCCAGTCCCCTCATCGAACGCC
+TCAACGCCATTACTCGTCGTTAGATATATCTTATCGTGATCCGTGTATAGAACTCCGGCAACCCTCTTGG
+CGCCTTCTTCTAAAGCGGCATTTATTGCTCTTTCAACGTACTCGCTTGGATCGTCAAGCTCTACTATAGC
+CTTGTCGAAAGTCTCGGGAATGTCCTCGTACTTGAAGGGACCCTCGGCTATTCCATAGTAATCTTCCCTA
+GGCTTCATCTTTTCGAGATTTGCCTTCAAGGTCTTTAGGGTTCTCTCTATATTCTCCTCGGTTAAATCAG
+TGATTGAAGTTCCGGCTATCCTCTTCTCCCACTCAACGAAGAGCTCAACCTTTCTCTCATTCCAGTGCTT
+AGCCACCGTAACCTCGTTGTTTGCGAACCTTATCTGCCTCCTGTTAGTTTCATAACTTAAAACTACGACA
+TCCCCAAATCCCAACTCCTTGGCCTTCTTGAGGATGAGCTCATTAACATCGAACATCTCCACCACCTCAG
+GGCCTCCTAAGTGGAATGTCCCTCAATCTTGCGTGAGCTCCTCCCATCCACACGGGAACTCCCTGTCCAG
+GTTCTCCCTTTCCACATGTTCCAGGATGGAACTCAACTTCCTTTCCTACAGCATCAACACTACTCCATAG
+TCCCCTCGTCGTTATCTCGAGGATAGGCCTCTTTACTGGATGCTTTATCTCCCCGTTCTCTATGAGATAC
+GCTTCCCTACCTATGTACCTCTGCTGGTACCTCCTGTCGTCGATGTTCCACTCATTAAAGCTAACCATGT
+AAACGCCTAGCTTTATGTCCTCAATGAGCTCCTCGAAGGAGTAATCTCCTGGGGCAAGGTAAGTGTTGGC
+CATCCTAACTATCGGCTCCCTGTTGTAGTTGATAGCCCTAGCCGCAGCGTTGGATCTTAATCCAAGCTTT
+GCCGCGTACTCCCTGTTCATCAAGAACTCCGTTATTATTCCGTTCCTTATCAAGTACCTAGGCCTTGCCT
+TAACGCCCTCGTCGTCGTATAGATAGAAGCCCCAGCTGTTAGGTATCGTCGGGTCGTCTATTACGGTTAC
+AACCTCGCTACCAATCCTCTCTCCAAGCATATCTGGCTTCACAAAGCTCTCTCCTGCCTGAGCGGCCTCC
+CTGCCCATTATTCTGTCTAGTTCGTAAGGATGACCAACGCTCTCGTGAACGGCTATCCCAGCTACCTCCG
+GACTTATAACTAGATCAACTTTCCCTTCCGGCGGCTTTTTGCCCTCAGTAATTATCCTCTTTAAAGTCTC
+GACTTCCTTCTTGGCCCTCTCCCAGGGCTCATCCTTCTCTATTAGCTCTAGACCACCAGAGAAGGCCCTA
+GATACGAACGGAGCCTGCTCCATCTGACCCTCCTCGTAAACAACTAGGTTGTACATGACTGAAACCCTAG
+GTATAACGCTCTCAACTACGGCGTTTTCGCTGTTAACGAATATCTTGTGCCAGACGTGATCGCTGTAAGC
+CAAGTACCTCATGGGAACCTTAACGTTCGTTGACAGAACTTCCTCCTCGATCTTCTTCAAGAGCTCAAGC
+TTCTCCTCAGGCGGAACGTCCCTGAAGTCCTTCTTCATCTTGACCTCGTAGTAAACGTTGTGGAAGTACT
+CATCACTGAACTTTATCGGTTCTTTCCTCAGCTTCGATGCGGATTTTGCTAACTTCACGGCCCTCTGAAC
+TGTTTCGACTATGCTCTCCTTGGTTAGGATGTTAGTGCTTGCAAATCCCATGCCCCCATCAACCAGAACT
+CTAATCCCTATTCCCCTGTCTGAAAGTAGTTGCATTCCCTGGGGCACCCCGTTCTTCATGGAAAGTGATG
+TCCCTTGTTTTTCCTCGAACCTAGCCTCTGCGTAATTTGCTCCAAGCTCTAAAGCCTTTTCAACGGCGAA
+CTCTAATAAGTCATGCATGCACATCACCTCAGGCTAATGCATAAGTTTGTATGTTTTAGACAATATAAAT
+TTTTCCGCTTCGATTTACATCTAAAAATGATATAATTGGGATTATGCAAATAATAAACTGGTGAAATACA
+TGGAGGGTGTGATAGTTCCACTCGTAACTCCGTTTAGGGAAGACTATTCAATAGATTTCGAGGCCCTAGA
+GTGGCACATAAGATTCCTGGAGGAAAAAGGAGTTCACGGGATATTCGTAAATTCAACGACTGGCGAGTTC
+ACCAGTTTGAACACAGATGAAAGGAAAATGTTAGCGGAAAAAGGAAGGGAGATCACATCGGGAATGTACT
+TGGTAGGAACTGGATCCACGAGCACTTTAGAGGTTATAGAGCTAAGCAGGCACGCTGAAGATATTGGAGC
+GGATGGCATCGTTATAGTGGCCCCATATTACTGTAAGCTTAAGGACGAAGAGATTCTTAAGCATTTCTCA
+ATGGTAGCCGAGAGGGTAGATATACCAATTATAGTCTATGCAATCCCATCGTGCGCGAATCCAGTACCAG
+TCGACATTATAAGAAAGGTCTCACTAGAGTATTCGAACATAATAGGAGTCAAAGCGAGCGTTGATAGCCT
+AACTTATCTCCAAGAATTGATAGAGGTAAAGGAAGAAAGAAAGGACTTTAGGGTTTTCACTGGATTAGAT
+CAGTACTTTTTATCGACTTTACTCCTTGGGGGAGACGGAGGAATAATGGCGTGTGCAAACTTTGCACCGG
+AAATTCACCTTCAAATTTGGAACTCATTCAAGAGAAGGAACTTTGAAGAGGCAATAAAACTATCAAGAGT
+CCTTGGAGAGATATCTAGGATATACAATGTAGCTTCATCCTTTGCATCGGCGGTAAAGTTAGCTATGATA
+GCCAAAGGATTCCCGATAAAACCAGTTCTTAGGCCACCTCACGTAATCGATGGAGAGGAAGTTTTTAACG
+AAATAAAGGGAATATTAAGGTCATTAGAGAACGTCAAGCCGTGATTCTTCCCTATTCTTGGCTCAGTATA
+TTTTTGCGAAGGGTCTTAAGGAAGTTCTCTATATCCTTAATATCCTCCGTGATGATTTTGTAAACCATCC
+TATTATCAATGTCCCAGTATATATGAACCAATCTGTTCCTAAAGCGAGCCATGAGAATCAAACGATGGGC
+CAGTTGTTCGTCAATGATACCATTCTCCTCGAGAACTTTGAATGAATCTACATAGTCTCTTGGCAATCTA
+AGCTTATTTTTTGATATCAGGTGATAAGCAATATCAATGCAAGCCTCAATTGCTACCAGGAGGTTGTATT
+TGGCACTTGAGACATAATGCTTGTTTTTTAAAAATTCCTCCACATCTAAATTTCCGAGCTCATAAAGGCT
+CTGAAGGGCATTTTCAGCTTCACTCATTAACCTAGTGATTCGCTCTTTGTCATATTCCAAGAACCTCCCT
+CCTGTAAAGTTCAAGGTAATATAATTGATCATGGTACTCTGCCATTGTTATCTCCTCAAACATGCATCTC
+CTTTTTTCATCCTTTGAAAAGAGTAGTTCTCCTCCAATGGCCCTGAACCTAAAAGTCACGGGGGCATCGT
+TGAGAATCCTCACATCTACGGGAAAACCCACTAGTCTACTGAGCTCTTCCTCCAACTCCATCTCGTAGAA
+TCTACCAACTGTTTTCACTACATAAACTGCCACATCAATATCTCTAAATGGACCATCATCAAGAAAAGAG
+CCGTGAAGGTAGGCAAAAAGAACCTCATCTTTTTTAACTAGGGCCTTTCTGAGCTTTGAAATTATTTCTT
+TCTTTCTCTCTTTTGGAAGCTCATAGAACTCCATCATAATTTAAAATCCCATGATCAAGTAAAAAGCTTT
+TCCCAGAAGGTGGGCCTAGCTCAGTAGATGCCTTAGTATGTGGTATAAGAAATCCCATTTTAAGATAAAA
+TAGTAAAAACTTCAACATTATAACTACTTTTTAGCGTAATAGAAAGTTTTGGTAGAGAAGCTGGATATCA
+TTGAGAAAAATCACTAACTTGTGAAAGTCCCTACCCAATAACTCAACGTTCATTTTTGTTCATGATTTTA
+GATATAAGGCCGATTATATCCAATTAAACGCACAAATATGTGCATTAAGCTTGACACTAATGGAGGCCTT
+ACACCTCAGAAGTTTATGATGTCTACTCTTACCTCCCCTTTTTTGATGGATTCAGAATATACCTCTTAAA
+CTTCATCCCCGCTCTAGAGTGCTCTAAGGTTCAAATGGATTAGCTTACGAGAACAATTCCTGGTACCTCA
+ACATAAATAGTCATGCGCTCGACTATATCTATAAGCTAGACACAAGGAGTCTCTGCCTTGAGCTGAAGGA
+GGTTAAGCTTGCTAAGACCGATTCTGAGGATACTTCAATGGAGTGGAGAAGGGACACAATTAACGGATGG
+AAAATCGAAATCTCCGAGATATTCCAAACTAACGACAGCTTTGAGGGCGATATATATTTCGTTGCAAACG
+AGTCAGAGCTTTCCAATCTGTTGTATGCTGGATCTCCAAAGGTTGTGAACTTGACTAAGCTCTCCATATA
+CTTTATACTCAAAAGGAACAGCGAGGTTAGAACGTTACTAACCCTTTGTTCAATGAAGATAGCAAATAAC
+TCAATGACTTCAACGATTAACTATATCACCAACAAATCAACTACCATAAAGGCCCACATCATTCCAAAAC
+TATATGCGAGCTAGGAGCTCTTATCCTTGGAATTGTTGTGTTTAAGCGGGGAAAGAGAACTCCCAACTTT
+TTAGAACGATTATTGAGAAAATGCTTTTAAACTCCATCCTCTAACAAGGCAAGGTGACTAAAATGGGAGC
+CGGAGCCAGGATTGCGATAGCTATGGTCTTAATATTTGCAATAATAATGACCCCAATAGTTAGAATAACG
+ACTGAGAATAAGACGGTAGAGCTAACCTATGGCCCAATAGCTTTAGCTAGTACTGCAGTTATAACCTATG
+GAATGTTCGAAGAAATGCACGTGGGCTTAGAGGATCTAGCGGGAGTTTTGAAGGGAATAGTAGAGGAGGG
+AAATATACCCATGAACGTCAACTTCTTCGCTTTCCTAGTAGCGATCTTCGTCAGCTTGATATACGCGATA
+CCCCTAGGGGCTATTATGGGGGTATTTTCAAGAGCCGGCTTTGGATTGACGCTCGCTGGTAGCATAATGC
+TCCTTGTGCTCTTGATGGGAACCAATCAGGAGGAACTTGGGGGAGTAATGTACCCTGACTATGGCCTGTT
+CATAATAATGATACTAGCAATCCTGGGCATCGTCTTTGGAGGTTCAAAGAAAGTTGTCATTAAAACTGAA
+AGCAAGTCTTAATTTTCTTTATTTTTGCCCTAAGTTTTCTTTATTATTAAAAAGCTAAGTATAAATTTCA
+AAAATCTTACCACATTGTTTCTTGTATCATTATCTCGATTTTATCTTAACTTTTAATATTGCATATGTTT
+CATTGTTTACTTTTTCTAGTTTTATTAGATTCATTTTTTCTAGTCTCTTTAAAATTCTCCATGTGGTTGT
+TCTTGGAATACCCAAGTCATTCCTAATATCTGCTTGTCTAACTCTACCACCGTGCTCTGCAATATAGGCA
+AGAACATCCTGTTCTTCCTTATTTAAGTCATACCTCTCGACTAAATCATCCAATGAGACTCCTCTAGATA
+GCATTACCTTAATTCTCCCTCCATACAAGCCAAAAACCAAACCCAGGATGAAAGAAACAACAAAGAGAGA
+ATACTGTACACCAAAGCCTCTCTTCACTTGATTATTATAAAACATGGGTGGAACAACGTACTCTATGTAC
+TGTTCCCCCCTTGGCATAACAACTGAGTTCCCCCTTATTTCTAGGGGTATCCCCGAGAGACCAACTATAA
+CGGCTCCCTCTGGCAGGGTAACATCCTTTGTATAGTTAAAGGGCAAGAGCACTTTCCACACCTTTCCATG
+CTTATCCGTTAGGTCCGGAGTTATATAGGTGACCCTTAGCAAACCTGCATTGCTTGAGTACACCGTTATA
+TTCTCCTCGCCCAGGATAAAGGGAATCTTTTCCCCATTTAAGGTAACGCTTAGGTTTAAGAACTCGTAAA
+CGGGCAACGAAATCGAAACGTTTTCATCCTTGGTAACGTTCATCTCAACCGTAACCTTAACGTAGCCATC
+CGGAAACACGACTACCTTAACCTCGTTCCCGTAAACTAAACCCGAGAATAGTGTTAGCAATGCTACGAAG
+ATCATTACTTTCCTCATTCCTCATCACTAACCACTTCGTTTCCCTGGGGTAGTATTATTAACTCTCTCCC
+TTCAACGAGCATCTGGGCAACTTTCTTTCTAGCCGATGTTAAAGCCCTCCATAGAGTTCCCCTTGAGACT
+CCCATTCTTTTTCCAGCCTCTTCCTGGGTTAGACCTTCGTAGTCTACAAGCCTAAGGGCTTCAAATTCTT
+CATAGGTCATTATTATCGGGGGTTGCCTTATTGAAACTGGAGGGATTGCTGGATAGAAGTGCCTAACCTG
+GGGAAGGAAGCCTATCATCCTCCTCTTCCTTCTCCTACCCCTACCTCTTCCCCATCCAAATGGCATGGTT
+ATCAAGTGGTAGTCTCCTTTAACGTTTTATATATGCTTTTGTTCGATATTATTAAGGTGGAGTCGATGGG
+TTCAATTGGTAGGGTTTACCTCTTTAGAATTCCCGAGGGGGAGGAAATCATCAGTTATATAACGAGGTTC
+TGTGAGAAGAACAACGTAAAGATCGCGGTTGTAAAGGCAATAGGAAGTCTTAGAAATCCGAAAATAGCGT
+ACTTCGTCGAGGAAGAGGGCAAATACAAGGAAATTCAGTTGAAGGGAACGTACGAGTTGATTTCCCTCCT
+GGGGAATGTTAGCTTGAAGGATGGAAAGCCTTTCCTCCATGCCCATGTTTCCCTGGGAAACGACGAGGGA
+ATAGTCTTCGGGGGTCACCTCGTTGAAGGTGAAGTCTTCGTTGCGGAGGTGTATATCCAGGAAATAAAGG
+GAGAAAAGCTGGAAAGGAAGCCCAGGGACAATGGGCTTGCCCTCTGGGATGAGCTCGTAATCTAGATAGA
+AGGTCATTAAACCATATTTTTAAAACTCTAAGCTTGATTTTATGATAAGAGGGAGCCAGGATGAAGGCGA
+TCTATAGGGGAATGTGTCCAAACTGCGGTGGTGCGATAACCGATGAGAGGCTCGCCGAGAAGAACCCCTG
+CGAGGGTTGCCTAAGCGAGCCAATAAAGGCCGAGGACTATGAAAAATTGGTATTCGCCGTAAGGAACGCG
+CTCAAGCTTAGGGGAACCCTGAAGGATTGGGAAGATCTTTACAGGTTAAATAAAGAGGTTTCGGAAGTAG
+AGGATCTGTTTAAGAGGGCAACTGGTTTTAGGTTTTGGAGCGCCCAGAGGACTTGGGTCAAGAGGATACT
+TAGGGGTAAGAGCTTCTCAATTATAGCTCCAACTGGAATGGGAAAGAGCACTTTTGGAGCGTTCATCTCG
+ATATACTTCGCAATCAAGGGAAAGAGGAGCTACATCGTCGTCCCCACGACTCCGTTAGTCGTGCAGACTG
+TGAAAAAGATTCAAGACATGATGGAAAGGGCAGGGGTTAATGTAAGGCTAGTCTACTACCACGGGAACCT
+GAAGAAGAAGGAGAAGGAAGAAGCATTAAAAAGAATTAAAGATGGTGATTTCGATATTCTAGTTACCTCA
+AGCCAATTTTTGGCGACCAGATTTGATGAGCTCCTTAGGGATAAGAGGTTCGACTTGATTTTTGTGGATG
+ATGTTGATGCATTTCTCAAGGCAAGCAAGAACATCGACAGATCTTTACTTCTCCTTGGCTTCACCCAGGA
+AGTCATAAACAGGGCTTGGGAAGTTATAAAGCTAAAAAAGCAGCTAGCAAAGCTTCTTCAGGCACAAGGT
+AAGGAGAAGGAAGTCGAGGAACTTAACAAAGAGATTGAAAAGATTGAGAGGGAGATAGAGAGGTACAGAA
+GGGAGAACAACATTGGAATTCTAATCGTCGCATCCGCTACTGGTTCAGCTAGAGGGGACAGGATAAAGCT
+CTACAGGGAGCTCCTGGGATTCGAGGTCGGTAGCGGGAGGAGCGTGCTTAGGAACATCGTCGATACTTAC
+ATAATTCCGGAGAGGAGCATTGAGGAAGAGGTTGAAAACCTACTTAGGAAGCTCGGCAAGGGTGGCTTAA
+TTTTCGTTCCAATAGACAAGGGGATAGAATTCGCCGAGGAGTTGACGAATTACCTTAAGTCGAAGGGGTT
+CAAGGTTGAGTTAGTTTCAGCCAAGAACAAAAGGGGTTTAGAGCTCTTCGAGAGGGGAGAGGTTGATTAC
+CTGGTTGGCGTGGCAACGTACTACGGAACCATAGTTAGGGGGCTGGATTTGCCCCATTTGATAAGGTTCG
+CCGTATTTGCCGGGGTTCCAAAGTTTAGATTTTCGATGGACTTAGAGCAACCCACTATTTACAGGGTCCT
+CGGTCTCATGTCGGAGATACTTGAATTCCTTCCCCAGGAGAAGAGGGAAGAAGGGGAGAAGCTCTACGCT
+AGGTTGAGGAGGCTCATCAGGAACATTCCACAGTACGAGTTAATGAAGATAGAGGAAGCCCTCGCCGAGG
+GCATCGAGCTTGAGGGATTTCACAATCACGTTCTGGATGTATTCAAACAGGCTGTAGAATTTCTCAGGGA
+AGTCCTCAGGGATGAGGAAGTTATTAGGAGGATATCTGAGAATCCCTTCCTAAGCTTGAAGGAAGTCGAA
+GGTAAGCTCTACATCGAGATACCAGACGTTAGAACTTACATACAGGCGAGCGGTAGAACGTCAAGGCTCT
+TCGCCGGTGGAATAACCAAGGGACTTAGCGTAATAATAGTCGACGATCAGAAGGTTTTCAACGGCTTAAT
+TAGGCAGATGCGCTGGCGTTTCGTTGAGTTCGAGATTAAGAAGTTTGAGGAGATAAACCTCGAAAGCGTG
+CTTAGGGAGATAGACGAAGACAGGAAGAAGGTAAGGCTAGTAATTGAGGGCAAGATAAGCGAGCAGGTCA
+AAGATCTTGTTAAATCAGCACTTATGATAGTTGAAAGTCCAAACAAGGCCAGAACCATCGCAAGCTTCTT
+CGGACAGCCAAGCAAGAGGAGAATAGGAGAGCTAGTTGCCTACGAGGTGAGCATTGGGGATAAGATGTTA
+ACGATCCTGGCAAGCGGGGGCCACATGTTTGACTTAGTCACCACAGAGGGCTATCACGGTGTGCTGATTC
+TCAAGGACGATGGGAAACCCTACTATGTTCCCGTTTACGATACCATAAAGAGGTGTAGAGACTGCGGACA
+TCAGTTCGTTGACTGGGAGCAGAAAGGTGTGTGTCCTAAGTGTGGAAGCAGAAACGTTCACGATGCCCTT
+GAGAACGTCAAGGCCATGAGAGAGTTAGCTTTGGAGGTTGACGAAATTCTGATAGGCACAGACCCAGATA
+CGGAAGGTGAGAAAATAGCTTGGGACATAAGGAACGTCCTATCTCCTTATACGCCTAACATAAAGAGGAT
+AGAGTTTCATGAGGTAACGAGGCCAGCTATACTCAAGGCTATAAAAGAGGCCAGGGATATAAACGAAGAC
+AGAGTTAAGGCTCAGCTCGTTAGAAGGATAGAGGATAGGTGGATAGGGTTTGAGCTAAGCCAGAAACTTT
+GGGAGGTATTTGAAAACAGGAACTTATCGGCTGGAAGAGTGCAAACTCCAGTCCTTGGATGGATAGTCCA
+GAGGTACAAGGAATTCACGGAGAGCGAGACGGACTTCTTAGGATTGACCCTCGAGAATGGCATCAGCATA
+ACGATAGAGAACGCAAAGGGTGAAGTGAAGGAAGTCGAAGTAAAGGACGTTGTAATAGAAGAGAGGGAAA
+TCAATCCGCTACCTCCTTATACAACAGACGCCATGCTTCAAGACGCCTCAAGATTTCTCGGATTCTCGGC
+TACAAAGACAATGCAACTTGCCCAAGATCTATTCGAACTAGGTCTATGCACTTATCATAGAACTGACAGT
+ATTCACGTGAGCAACACTGGAATAGAGATAGCGAAGGAGTACATCTCGGAGGAGATTGGAGAGGAGTACT
+TTGCGCCGAGGAAGTGGGGCGAGGAAGGGGCTCACGAGGCTATAAGACCCACTAGGCCAATAGATACCGG
+AAGGCTAATTCAACTTATCAGGGATGGAATAATAACCTTGCCCAGGAATCTAACTAAGGACCACTTTAGG
+CTCTATGACTTGATCTTCAGAAGATTCATCGCCAGCCAGATGAAGCCCGCTAGGGTTCTTTACGAGAAAG
+CTATAATCTCGACCCCATTCGGAGATGTGGAAGTTGAGGGTTACATCGAGATACTCTATGATGGCTGGTC
+GAGGGTTAAGCCCCTACCCTTAAAGCAGATTCCAAAGCTGGAAAAGGGTCAGAAGCTTAAGGTAACTGAG
+ATCAAGCAGTGGAGGGCCCCCAAGGTCTCGCTGTACACCCAGGGAGATGTCATAGCATTGATGAAAGAGA
+GGGGGATTGGAAGGCCATCGACTTATGCGAAGATAGTTCAAACCCTGCTCCAGAGGGGGTATGTAATAGA
+GACCAAAGGCAGAAAGAAGCTAGTTCCTACTGAGAAGGGAATAAAGGTTTACCAGTACCTTGTAAGCAAG
+TACAAGGATTTGGTTAGCGAGGAAAGGACGAGGCAACTCGAGAAGATTATGGACGAGATTGAGGAGGCAA
+AAGCTGACTACCAGGAAGTTCTCAGGGAGTTGCACGAGGAGATAAAGAGGTACATTAGGAGTTGATCTTT
+CAATTCTTTTTTAACATAATTTTTGCACTCAAACATAAATCAAAAAAGTAATAAATATGCATTACCATGC
+AATTTTGATTCGAAATGACAAAGTATTCTTAAAAAACATACAATAAAGTAGATGTATTAATTATTTTAGG
+GAAAAGTTTATATAAAGGGAGATATCGGATTAATATTGACAGGTCTATGACGGTGGTAAAGATGAGCAAA
+GAAAGAATGGTTGAACTATTACAAGAACATTTTGAATTAAACTTATACGAGGCTAGGGCATATGTTGCAC
+TAGTTGCGTTTGGTGTCCTTACACCAGCCGAGTTGGCAAGCGTTTCCGAAGTTCCTGCTCCAAGAACTTA
+CGACGTCTTGAGAAGTTTAGAGAAGAAGGGCTTTGCAATGAACCAGCCAGGGAAGACAAACAAGTATAGG
+CCAGTTCACCCAGCAAACATCCTTGAAAAGTTCATACAAGATTGGCAAGAGAGAGTCAAAGAGGAGCTTG
+AGGCCAAGAAGAAGGCCAAAGAAGAGTTGCTCGAGTTAATGGCACCACTTATTGAGACCGAGGTTCCAAA
+GTACGGAGTTGAGAGGGTCTGGGTAGTTAGGGGAATCAAGAACTCAACGCTAAAGACAAAGGAAATGCTA
+GGAGAAGTCCAGAAGGAAATACTATTAGCGGACGATGGGTTCATAGCGATAAACCTCGAGGATGACATAA
+TAAAGGCCGTTGACAGGGGAGTTAAAGCAAAGATAATCCTAACGAAGAACCTGTTACCCAGGATAAAGGC
+ATCCAAGATAGTCCAGTACGCCAAGGATGGGAAGCTCGAGCTCAAGGTTCTCGAGAAGTTCGACTTGCCA
+ATGTTGATATGCGACGAGGAAGTGTTCTTCGCACTGGAGGATTTAGCGGCCAGGTACTTCAACTACGAAA
+CCCAGGTCTGGATAAAGGACCACAGGGTAGTCGACCTATTCAGGAAGAAGTTTGAGGAGTACTGGAAGGA
+AGCTGAAGAAGCAAAGGTCTAGCCAATGTACTTGAATTTCTCTTCTTCCGGCTTCTTCTCCTTAATTTTC
+CAATAAATCTTGCCATCCTTCTGGAAGCTCTCTATCTTCCCCTGCTCCGCAAGCCTCAGTAGGAATTTCC
+TAACCTCAAGCTTTGGCATCCCCAATTTTTCAGTTATCTCTTCCTCGCTCTTTTCTCCCTCTTCTAAAAG
+TTCGAGAATTTTAACGTGCCTCATCCCCTTCCCTCCAACTTCCTATACCTCTCGATAATGGTCAACAATT
+TTTCCATGGCATCTAGGTGTTGCATGAGCTCATTCACATCCTTAGGAAGTGAGAATGCCAAATCTTTAAA
+CTTTTCCATTAGAACCTCTTCAACCCCCTTCATTTCCTCTCTCTTCTTCTTTTCCCTGTACTCGCAAACA
+GGGCAGAACACCCTACCGTCTTTTTCGAACAATGGAGAGCCACATTTTGGGCAGTGTTTATCAAGCATCT
+TTGCTCCAGAGAGGAGGAGAGGAGCTATAACCTTCCTTATCTCCTCATCGGTTATCACGCTCTCACCTCC
+ATTAACCTAGAGAATGTCTCCACTACAGCCCTCCTCCCGTACTTCGACTTAATCACCCTGTGGGATAGCT
+CGGCGATGTCAAAGGAAACTATCCTGAAGGCCTTTCCTATCTCCTCTATTAAATCGAGTAACTCTCGAAG
+CGTTAACTCGCCATGCTGAAACCTGGCTATCCTATACTCCGGCCTTAAGACGTCCATGTCAATTGTAAGG
+TGTATCTCCCTTCCGAGAAATTTTCTTGCCTCCCTTATAACCCTCCCCATGCCGTGTTGCTTAAGATTTA
+TGTAAGCTTTCCACTTACCTCTTACTTTTCTCGTCCTGGGAAGGGCTGGGAACACCTTGACTCCCTTCGT
+CCAAAGCTTAGTTTTCTCGGTTGTTGGTATCATTAGAACAGCCCCAACGATTGAAGCTTTCTCAACTATC
+CCGTCTTTTAGGGCGTAAGCCAACCATGAGGCATGGTCAAAGTAATCTTGCATTAAGTCCGTGTGAGCAT
+CTATGCTTAGGACTTTCTTTACCCCAAGTCTTTCGAGTATAGCATAGGTTCCCGAGTGGTCTCCAATAAC
+GTAAGAGTAATCAATGGGAATGTCCTCTAACTTGACTGCCCTAATCTCGTTGACCAACCCTTCCCTTTTA
+AGTAGCTTTGCGACGTACTTAACCCCCTCTACGTTGGGCTCCTCACCGTTGATAACGAAGACCGTCATAG
+TCATCACTTCTTAAACACCTTTATATCTACGACAACATGCCAAACTCCTGGGGCGTACCTTTTTATCCGC
+AATTCATTTATCTTCTCGGCCTCGTAGCCGTGTTCCCTTGCGATTTTCTTGAAAGTTGCAAACGGTTCCT
+CCGGCATTAGCTTCTCCGGCACGGTGTTGTGATAATGAATTATTGCCTCGTCCTTTGCTATGCTTAAAGC
+CTTAGGTATAAACTCAGCGGTTTTAACAACGTACCCCATAAGTATTCTATCCGCTATGTTCTCCCCAGGG
+AAGTCCCTATTGTCCATGTTGTAGGCCGACATCCTGTCTTGAACCTTGTTGAGCTGAATGTTCTCTAGGA
+GGAATTTGAAGGTGTAGGGATCTTTTTCTATGGCTATTACCCTTGCCTTTCCGTAAACTGCTATTGGAAG
+GCTTAAATGTCCAATTCCTGCGAACATGTCAACAACTAGTTCATTAGGTTTAGCTACCTTCGCCATTCTA
+ACCCTTTCCTTAACGTTAGCTGGGGAGAACATTATCTTCGCAACGTCCAGCTTGTACTTTATTCCGTTCT
+CAACGTGAACAGTGATCGTGTCGTTTCCGTAAAGAATTTCATAATCTGGCTTTCTCGTCTCCCCATAGAT
+GTGGCCTTTCCTTAAAACTGTTTTAACTCCGAGAACCTTGGCGTACACCTCGGCTATCCTGTACTTGTAA
+GGCTCAAGCTCGGGGCGTAGAGGGAGGAGTAGAATATCACCTAGCTTAACCCATCTCTTAGGGAGGAGTG
+CCAATAAATCGGGAGGAAGTTCCCTTGAAAGTATCTCCCTTATCCTAGGCTTTATTACCTGCGTTCTCAT
+TTCTCCCGAGCACCTTTCTTATCTCCATCAGGATTTCAGCAAACACTTCGTTCCTGTTTTCAGGTGTTAA
+CCAGTAGTACCTACCTAGAGGCCTATATCTATCCACGAGTTTCCTGTGGACGGTTGCCAAGAGGGGTTTT
+TCGCTCTTAAGTACTAGACCTAAGGCTTTGAGAAATTCGTTGCTTTTGAATTCCATTGGGCCTATCTCAT
+CTATAATAATTATATCAGCATCCCTGAGGGCCCTCGAAATTGCAGGTATGGCAACCCTATCGAATCCCTC
+GATGTCCACCACGTACCTTCCAACCCTAGGGTAGCCCTGTCCAACGTAGGCCAGCCTTCCGATTTCGCCG
+GTATCTAAGGCAATCACCCTAAATCCGCTTCTCTTGGGACCAGTTCTTATTTCCTGAGTTATTATTCCTC
+CGACCTTGTATCCTTCCCTTCTAATTTCGTCGGCAATTCTCTTCGCCAACGTAGTTTTCCCAACGCCGGG
+CATGCCACTAACGAAGAACCTCATGTTCAATGGTAGTTTTGCGGTTTAATAAACTTAAGCTTAAGGTTAA
+GGTAGAACAACCCTAACTCCATTTGACTCAAGGAACCTCGGCTTGATGCCATATACTTCCTCTATAACTT
+CCAAGGGTAACTCCTGGGTCTTCCCCTTCCACACCACAATCCCCTTCTTTATTATTACTATGTAGTCCGA
+GTAGTTGAGAGCCAAGTTCAAATCGTGGAGAACCGCAATTATCAACTTCTCATCCTTCAATCTTGTTAAA
+AGGTCCATGATTTCCTTAGTGTGATTTATGTCGAGATGACTCGTAGGCTCGTCTAGCAACATAACATCGC
+TTCCCTGGGCCAGGGCTCTGGCTATTAAAGCGAGCTGGTACTCTCCCCCGCTAAGCCTTGTAATTAACTC
+CTTTCTCTTCCTCTCTAAACCAACCATGCGAAGGGCTTCTTCAACGTCCCCTCCAGTGGCGTAAGTTCCG
+AGCTCGACGAACTCCTCCACGGTGAATGAGAACTCTGGAAAAGAGGACTGGGGAACGTAAGACACTATCT
+TCGCCCTCTCCTTTGGCCTTAAGTTTACGAGATCAACATCATCATAACTTATCCTACCTCTTGGCTTTAG
+TATTCCCGCTATGCATTTAAGGAGGGTTGACTTTCCGCTACCGTTAGGCCCTATTATCGAAACCAGCTCT
+CCCTTCCTTGCCGAGAACTCAGCGTTCTTTAAAACCTCAAAATCACCGTAAGAAAAAGATACGTTAACGT
+AAAGCTCAGGCATAGAGCTCACCTCTCTTCCTCCTCATCAAAAGGTAAGCGAAGAATGGGGCACCGAAAA
+GTGCCGTAACTATTCCCACGGGAATCTCGACCGGTGAGACGATGGTTCTCGAAATTAAATCCGAAATAAC
+GAGTAAAATTCCCCCAAGCATAGCTGAAACAGGAAGGAGCCTCCTATGATTTGGACCAACGAACATCCTC
+ATGATGTGAGGACTTACCAAGCCAATAAAACCTATTATCCCGCTCTCGGAGACTGCTACTCCAGTTAGAA
+TCGCTATCGCGAATATTATGAGCCTCCGATATAAATTAACGTCGAGACCCAGAGCAATGCTCTCCTCTCC
+CAGGAGTAAAAGGTTTAGTTCCCTCCAGCTTAAGAAGAGCATTCCCCCACCTATCCCAACGGCTACCGCC
+ATTATGAAAACCTTTGACCACGTCGCTAAGGCCAACGTTCCAAAGAGCCAAGATAATCCTTGATGAACCT
+TATCCCTGTTCATATAGAGGATATAAGACGTTACGGCATGAGAGAAGAAACCAACTGCGATTCCGGCTAA
+AAGCAAGACATCCACTGGGATGTGGCCGTTAACCTTTGAAATCCTGTAAACTAGGTATACTGCCATTATC
+GCTCCAACGAACGCAAACACTTCAACGTACCTTGGAGAGTACGCGAGGGCTATCGCGGCCCCTATTGAGG
+CCCCTCCACTTATCCCCAGGATATATGGATCAGCTAAGGGATTCCTGAATAGTGCTTGGCTGGCGGTTCC
+CGCTAGGGCCAAAGAAAAGCCTACTAGATAAGCCAACATAACTCTCGGTAATCTTATCCCCAGGATTATG
+TATGGAGAGCCGGAAAGTTGTCCTCTGGTGTAGAGTGAAATTGAGTGAAGGGATAGAGAATTAAGAATCG
+TTGAAAGGGGTATTCTAACTGAACCAAGGGATAAGGCAAGAACGAGGGAGGTGATTGATGCTAATATTAG
+AGCTAAGGTTACCTTCTTCACATTTGGACAAATATTCCATTAGCTTATATCTTTTTCCTCATCCTTGAGC
+ATGTGCTTATAGTAGTACCAGAGACCTCTGACGATGTCTCTTAGCTCGATCATCGTGTAAAGCTCAGTCC
+TATTAAGCAACTTAGCCGTTTCTTTCCAGTCATGAGCCTGGAGAACCCTGTGAATTAAGAGGGCTATCTG
+CCTATCGTCGAGGTAGGGCCTCATCCATCCATCGAGGAAGTAGAGCTTAACTAGGGGTTTCACTGCATCA
+ACTACTGTATCGTACGTTAGAACCCTCTTTATGAACATCTCCAGCCTCTTCCTTTGAACCTTGGTTAAGT
+GAATTGGATAGTTCACGGCCTCTCCAAAAGGCGTTTCGAAGAGCCATCTCGCTATCTCCGGTTCTAAATC
+CCTATGCGTATCTCCCAGCCACTCTGTTAGTCTAAGCCTGAACTCGTCGTTGGCCTTCTTCACGATCTCC
+TTGGCCCTCTCGCTTATGGGCTTTATCACTATTGCAGTGTACTCCCCGCTAACGGGGTTCCTGGTGGGGC
+TTAAGTGAACTACCGCGAAGCCGTTTCTTACCCAGAACCTGATCAACTCCTCACTAGCCCCAAAGCCAGA
+ACCGACCCAGTCTAGACCTTTCTCCTGGGCTTCTTTAACCAAAAGTTCGAGGGCCTTGCTTCCAAGGCCT
+AGATCCATGGCATCGGGATGGGTAGCTATTCTAACTATCCTATAACCCCTTAGCTTTGCGAACTCCTTGG
+CGTAGTGGTGCTTAACCATCATATCTGGGATTATGTTCCCAGGAGGCTTGTAGCCCTTGGCCATCTTATC
+TATTACCGCCTTGGGTATCCCACCTTCCTTTGCTATCTGGATGGCAGTAACTATCTTGCCGTTCTTTAAC
+CTCAAGACCCTAGCCTCGTGATGGGGGGCATCAGCAAGCAGAGCAACATCGCTCGGCCTATTCCTGTAGT
+GGGCTAAAACGTAGATTCCAACGAAGTGCCTAAGGTCTTCCCTATCGTTTTCAAACCAGTCATCGAGGTC
+TGGCTCTTCTAAATAAACCTCCATCTTCCTTATGAGCTCATAGTCTTCCTCCGTAAGCTCCACGGGCTCA
+GCGTCCAAGAGGAGAACATCAAAGAGCCATCTCTCAATTGGGTCTCCCTCAGCGTACCTTATGGGAACGG
+AGAGATGTATCTCCTTGTACTCCCTCTTCTCCTTAGCCTTCTTAAGGAACTTTACGGAGAAACCCCTTCC
+AGCTCCCTCGTACCCATGGATAGTTGAAGAGAATACGACCCTCTCCTTCTCCAAATACCTATGTAGGATC
+GGAACGTGAATACCTGCGGCTTCATCCACTATGTAAAGGTCGGCCTTTTGCCTGTAGCCTTTCGTTGGCG
+GGTAGTATCTAATCCCAATCCCCTTAGCGTAGACCTCCTTTATCAATCCGCTCTCTTTGACAGTTTTGGT
+CTTGTATCCGAGGACTTTAAGGCTTCTCTCCGCGAATTTTAGTAGACTCTGAACGTTCTCTAGCTCTGGT
+GCGGTAACTACTATTCTAAAGTTCTTCTTTTTACTGGTGATAGCCAAGCCAATAGAAGCTATGCCCACGG
+AAACGCTCTTTCCCCTTCCCCTGTCTGCAGTTAAAACAACCATCCCAGGGTTCTCAATTAAATCCTCGAG
+AGCCTTCAAAACCTCGACTTGACCCCTGGTTAAGCATAGCTCATAAAGTTCCCTTGGGAATTTTATATCC
+CTGGGAATCTCGACCTTCTCCCTTTCAGGGAGCTTTGCTTGGCTTTTGTTCTTCCTGGGCCTTCTCTCTA
+TCTTCTTCTTATCGGCATCAACTATGTAAATCCCCTTGTGCTCGGTGAACTTCCTTATGAGCCTCCTGTT
+AAACCTCTTCTTCACGTCATCTATAGTATAGGGAGGCGTTACGAGGCTCTTATGAAAGCCCGTCCACATA
+TCTTTCCACTTTTCAAAGGGATTCGTGAGGATGAATATTAGCCCTCCACCCCTAACGGTCTCGATTATCC
+TTCCCAAGTCATTTGGGGAGTAATCGTAACTCAAGTCCAAGACTAGGATGTCAAAGGTTCTACCGAGGAT
+GTCCCTACTGTATTTGAACGTTACCGAGGTTAGCTCGGCGTTTGGTGCAAGAACAGAGAAGTGCTTTCTA
+AACTCCTCAAACCTTTTTCTTCCGTAGGTATCCTCCCCTAAGGCATCTGTAGCGTAGAGAACCTCAATTT
+TATCTTCATCTCTAAGCTTTCTATCCAAGAATTCGGGAATGTACTCGGACAAAATCCTCGCAACTCCTCC
+AGCTAAAATGCCAGCGAGCTTTGCCTTTTCGAGAGTATCACCTTGGAGGATTATCATTCTCCTATGGAAA
+TTTGTAATAGCTTCAGCCAGTGACGTTTCAGTAAGCTTTATTATGGACTCCTTAACCTTTTCCTTTCTCG
+CGTACTCGCGAACGTCCTTTGGAAATCTAATCTTTATCGTCATGAGCCCTCCCAATAATTGAAGGTCTAC
+TTTAATTTAAAAACCTCAGCCCTTACTTCCCTTTGAGTATCTGCTGTATGTCATTGTATATGGTATCCCT
+CGAGACGTTGAACATTCTAGCCAACTCTGAGATATTCAAGGCCTTGGGGTTATAATTTAACAGCTCTAAG
+ACCTTCGCTATGACTTTCCTCCTGTCCCTGAACTTAAGCTCTGGGAGCTCCTGGGTTGGGGTGTTGTACG
+TTAAAACACCTACAGCATAAGTCCTCCTCGTGACCGGAGTCGTGTAGGTTTCCCAGGAAAAATCAACTAT
+CTCCGCATCAGGGGGAATCAAAGAGTTGAACTTCTCCTCAAGTTCAAGTATTGAATTTTCTTTCCCACCG
+ATAACATAATCGACTAGAATTCCAGGCTTGTACGGCTCGGAAACATCTATAACCAGGGTTATCGAAAGGG
+AAAAGAATGCACCCATCTCTATTCTAACCCTAGAATTTACTATCCTCCCCCTGGGTGGTAATTTTGTGGT
+TGCATCTTCTGTAATTTTTCTTATACATTCCCTAACATTGGCACCCTCCGCATGGAGGAGTACGAGCATT
+TCTCTTTCCTCCACATTGCTGTCCTAACTACCTACAAATTTGAGGGCAAAGGTATATATAGGGTTTGGCA
+CGTAAATAACTTGAAAAGAAAAAGGGGTGATTGAAGATGAGAAGGGCACAAGGAGCTATAGAATACCTCT
+TCATGATTGCAGCGGCTCTCATCATAATTGCAGTAGTTATTAAGTACTTGAGGGGATCAGCTCAAACCGC
+AGGACAGCAAGCAAATGAGACAGTTGCACAAGCAGGAAATTTGATCCAGAGTGCTATTAGCTCCGAGATT
+AGTAGCGCTACAAATGAATGATTTGATTTCGTTTTTACCTTTTTATTATGGTGTTTCTCATGAGAAAGGC
+CCAGTCTTCAATAGAGTATTTGATTTTGCTTGGCGTTATAATTATAATTGTAGTAATCATAGTAAATATA
+ATTATTAGTAGTTTTATTAAGAGTTCGGGAAATAAAACTGTTAACTATGCAATTGAAGAAGTGAATAAGG
+GGATTAGCAAGGCCGCAAACATCAGCAATGGTTGAAAAAAGCTATAACCGGGAATCTCTCTTATATAAAA
+CAAGTGATATCGTTCCATTTTCTGGAATTATAGAAATAATCGTCCCATTAATCCTAAACACTCCTGAAGT
+TACTCTGATAAGATGCTTTTGTAAGTACAGTGTATATTCTATTAGTACGGGCGGTTCAAGGAATTCCATC
+TTAACTGGAAAAGCCGTTGAAATTGACACCTCATTCCCCGCGATACTCACGATTTCTGTAGAATTCCCAA
+AGGTTACCAAGTATTCATCACCGACAGCCCTCAAGGTTACCTCCTTAACGTCCCTATGTGGGACAAGATA
+GAAGAGGGTAGTTCCATTAGCATTAAAGGCTATCTTTACCTTCGTTACGTTCAGAGTGATAAAGCTCTTT
+CCGCCTTTAGACCTCATGTACACGGCCATTAGTTCACCATTCGAGAATGAGTGTGCATAGATAAGCTTAT
+ACTTCGAGTCGATCAATCTTAATGTTGTGCCGTACAACTTGGATAGTCTTGGGTCTCTATCCATAATACC
+CCTCAACCAAGTGCTTATAATGATATAGGAAACGTTATTTTCCTCTAGATAACTAAAGAACTGCTCAGGG
+CTTACGTTTCCTAAGTAAAATGCTCCAAAATTGTCAATGTAGTAGGGAGGCTCATTTAAGTTCAGAAGGT
+ACGAGTTCATGGGGTTAAAAGAGTATGCTAAGCTATCCTGGGGAACGACTTTCGTAAGCTCTAACCTGAG
+GGAATCACTATGAACTGCGAACGCGAGCTTGGTTTTCCCAGTAATGAAGCTTTCAATGAAAATAGAATTT
+ATCGCAAGGAGAATGATCGTTAAAGCAGCTAATTTCCTAAGGTTCAGGTTAGTCACCATTGCAGAAAGGT
+ACAGAATTATCAGCAAAAACAGGGGATAAAGAAACCTAGGCACCCCAGGGAGTGGAAATACCAGGTACGA
+TAGGGCTACACTAGCTAGAAGACCTTTTAAGGTACTATTTGCAGGCCTTCTCTCGGAAATCAGTAGCATC
+GCTAAGAATATCATCAAAATATATGGGTACAGCATCTCGTAGTTCCCTTTCTGAATGTCTCTAAGTGTCT
+TAGCTATCAAATCAGGAATGCTCATGAGTGGTATTCCCCTACCACTGTTCATTAGGTAAACCTGTCTAAT
+GTAACCATAACCGGCTATAGCGATTTGAGGAGCCTCAATCAAGAGTTTACCCAAGATAAACATGAAAAAT
+AAGCGAAGTCCATTGAGTATATCTATCCTGGATACGAGTATTTCCCCATCACGATACACGTAATAGGCCA
+ACAAGATGAAGAAGAGAAGCAAGGCATACAAGTTGGGCTTGAACTTAACCTCTCCAAACCCAGGAACTAT
+AAGGATCATCCTTGAGACGTCCCCAGGGTACAGCGAGATCAATGTGTATACTACAATTAGATATGTTGAG
+TACGTTAAGAGCAGAGACTTCCAGAAGTTCAACTTCTTTATCTTAATCTTCCCGCCAACCCAAGAAAACA
+TAAACACTCCAACTGCATAGGGAAGAAACGTGTGCTTTACAGAGGTTCCAACTCCAAGGAGGAATGCCAT
+AAGCAAATATTTCCCTTTTAGGTATAGATAGAGGGTTAATAGGACAAAGAATTCGATTAGACTGGCGTGG
+AAGACGGTTGAATTCAAAATAATCGTCTGAGGATCCAACGCTAAAAGCAAGGAAAAAAGGACGCCTAACA
+TCTCATCTCTAACTATTTTACCAACTTTGTACGCTAAGATCAAGGACAATGCCCCAAAGGATAGTGAAAA
+AAGCCTCCCAACTATGTAAGAATCACCGAATACCCTAAGCCAGAGGGCTAGAAGGTAATAGAATAGGGGA
+GGATGGACCGCAAGTACGTCCCTGTAAGGCAGGTATCCAAGGTTAATGTAACGGGCTATTAAAAGGTAAG
+TTCCCTCATCGTAGTCCCAGTACTCATTCGTGGGGAACAAAAGGGGTAACCTTAAGGCTATGTACACTAC
+AAACACAAGGAGCATTAGCAGTTCAGGTTTCCTTTTCATAAAATACCACCCTTCTCATCCCTAAAGGATG
+CTTATAGTTGCATCTTGGGCACTCTATCCTTAAAAAGTGGAACCCAGGTTTCACTAATTTACTTATCGTT
+ACGGCCAAGCTCCCGGTCTCTGTAAATTCGTAGGTTCCTAAAAGCTTTCCATCTAAAAACAATGACACCT
+TATATCCTGGGGTTCCTCCAAGCTCTATCTTAAATTTGGAGTAGTATTTATCCGAGCAGAAAGCTATCGT
+TGAAACGTTGGAAACTGAAATCGCATAAGGGAACTTCTCGAGTCTTAACTTTTGAGTAGCATAGTTCTTA
+ATTATCCAGCCATAGACAAAGTGATTAGTTGATTTGAGCCAAGATATCTCGTCGGAATGGAGTGAGTAGT
+AGGAGCATACATCCATCGGAATTGAGCCATTGCCTTTCTCTAAGAGCCACAGGCCCTTCTCGAACATCAA
+AACCTTGTAGTCCCGATAGAAATCCTCCAAATTGAGTGGATATGGGGTTAGCTCTCCAGCACCCCTTGTA
+TCGAGGTAAAGGTACCTTGGCCTTTCACCTTTCGAAATGCAGGTAATTTTTGCATCGGTTAAAATTGGTA
+TCCACCTTCCAGAATCGAAGATGCACGCCGTTCCAACCTCGCCGTCCACATTGCCAACCTTCTCGATGAA
+GCTAACAACATTATCATCCAAGAGGTACGAGGATTCGCTGGCCAAGTGCTCAACCCTAATGAATGGATAA
+GCTAGAATAAGTGAAAATGCGAGTAGAGAATAAGCAAACTTCCTGTTCTTAAAAATTGAAAGTCCAAATC
+CTTCAATAATAGGGATTAAAGGTGTTGCAAGCATGAACGTTCTCTCAGAATTCCAAATCGCCGAAATTAT
+TGGAACGTGAAGCCTTGGCCACACCTTATTTATCGTTGCCAAGAGGATGAACAGAAAAGTTAGTGTAATA
+ACTCTTACAAGTTTATTTCCTCTTAGGGTAGAGTATACTAAGCCTAAAACGAAAAACAGACCTAATAGAG
+CTTGACCGTTATCTAGAAATGAGTATTTGAGCAAGCTTATCACGAAATCCCAATTATCCTTGTTTGAGTA
+GGATGAATAAAGGTTAACACTGTTGGTCATATATTTCCCTGGTGATGGATAGAAAGCAAGGAAAATTAAC
+AGCGAGACGGCAAGTTGAACCAAGAATACCTTCATCTCTCTTTTGAACAGCATGTAAAAGAGGGAGAGAG
+CCTGGAACACTATAAACTGATAGGGATGAACCAGAAGGATAACCCCAGATATAACCCCCACCAGCACAGG
+ATTAACGTCCCCTTCAAAGCTCTTCACGAGTAGGAATATTGCAAAGAGGAACATAAGATAATTGAAGAAT
+GCTGGCAGGAGGGCGTATTGTACAAAGTAATAGTAAAGGGCTGAAAAAGGTGTTATTAGGGCCGAAAGGT
+ACGCTGCCCTTTTATCAATTTCCTTCACAACTAAATACGTGGCAACGGGTAGGTAAACAAACTCGAAGAT
+CCTAAGCGCGTTCATGGCGTATATTATGTTCCTGGGGACATTTCCCGAGAGGTAAAATACCAATGCATGG
+TATCCTGGAGGGTAGGAAACTATTCCACTACTGAAGTACTTGGGAACGCTGGTGAAGTAAAGGGTTCCCG
+AATCGATTATCATCCTAACCTTAGAACCATGAAACCAAGTGTCAGCGGCCCTGTAATCTGGAAGAAGAAA
+GAAGAAATCCCTAACCGCAAGGGCTAGAAAAGAGGCCAAGGTCAAAATCCAGAGGGTTTTTATGTCTGTG
+TTACCTAACTTTACCTTTAGTTTCCAAGATAGTGCGAACGTTAACAGCACAACAAGTGGATATACAGCTA
+TAACTGGAATTTTTAACTTACTCAACGTGGCCACAAGGAGGATAATGAACGAGAAACCGATACCTGGCGA
+TAAAAGTATAGCATCTTTATTCTCTAGGAACCTCGAACCCAAGAGGAAACCTAAATACAAGGATGAAAGC
+AATAAAGCCCAGGGATTTCTCGTAAGGATTAGGAGAGCAAAAAGTATGGAGAGAAGGAACATCACTCTTC
+ACACTCACATGGCTTCTTACCGCAGTAGGGACAGACTCCCGGATACTTCTTTTTAGCCGCTTCCTCCAAA
+TCTATATCGAGCAAGTTGGCCAAACTGGCAAGCCACGCTAAAACGTCTGCGAATTCCTCTTCCAAAGCTT
+CCCTATCGTTCTTCCTTAAAGCTTCAGCAAGCTCGCCAACCTCCTCCACGAACCAGAAGAAAGTTTTTTC
+CACGCCCCTCTTCTTATCTTTGTGATAGTAAATCTCCCTAATCATCTGCTGAAACTCACTTATCCTCACT
+TTCTCACCCCCGGCTTCTGGGTTTTTCTATCGTAGCATAATATGTAAAAGGCCAACAAGCTCTTCCACTT
+TCCATACGGCTCGATTATCTCCCTCACGTCCTTTTCCTTAACCTTCTTCGGGTTTAGGCCGAATATCTTT
+GCAATTCCCCTCCTAAGTCCTAAGTCTCCGGCGGGATAAACGTTCTTCCTTAACCCGTACATGAGGAACA
+GCTCGGCGCTCCACCTTCCAATCCCTTTAAATTTAGTAAGGTAATTGACTGCTTCATCTTCATTTAAATC
+TTTTAGGTCAAGCTTAAGCCTTCCCCTTAAATACTCCTGGGTGATAGAAAGGATGTAGCTTGCCCTGTAA
+CCCAGCTTAGCCTCCCTAATCCTATCTCCAAGCCTGATTATATCCGAGGGTTCCGGGAATAAGTAGAGGT
+CATTAACCTTTCTACCAACTAATTTCACTAAGTTGCTTATTGCCTTCTGAGCGAATTCAAAGCTTACCTG
+TTGCTGAGCTATAACCTCCACCATAGCCTGATACAAGCTAGGGGCCGCTGGAATGGTTAAGCCATAAAAC
+TCATCGATTAAGAAGGAAAACTTTGAATCCTCAATTTCAGAGTAGAACGAGTCCAAGTCAGTATCCAAGC
+CTAGGATAAAGCTTATCTTTTCCTTTACAATTTTTCCCTCTTTCCTACTTAAGCCTTCAGGTATTATAAA
+GTTCTCACCATCGTAACCGATTATTCCCTGGGGTAGAGCCTGCCAGAATATACCTTTCTCGTACTTCCAC
+GTTCCGTTCTTAATCATCTCATGGGTAGTTTTTGCCAGGTCTATCATCGACATCACCGCTCAGCGAGGCC
+CTCTCATCACTTTTCAGTGCAGTTCGCTTTCATCATCGCAAACCGTAGGCTTTTTAATAAACCTACTTAA
+AAGGCTTAATGGGGAAACTTATGGCAAAGGCAAAGCCAAGGTACTGTGAGCTTTGCGGAAGGGAAATCCG
+CGGAGAGGGGCACATTATAAGGATTGAGGGAGCTGAACTTTTGGTTTGTGATGATTGCTACAGGAAATAC
+GGAAGGAAGCCCGGAACCTTTAGCATAATGCCAAGGAGAGAGCCTACGAGAAGGTTAACACCTTCAAAGC
+CCAGGACGCCTACTATAAGGAGGGAGAGGCCGTTAATTACCGAGGACATAGTAGAGGATTACGCCGAGAG
+GGTGATGGAGGCGATAAGGAAGAGCGGTTTAAGTTACGAGGAGCTCTCCCACAAGGTTGGGCTCTCGGTT
+AACGTTCTTAGAAGGATAGCCCATGGAGAGTACACTCCAACAATAGAGGAAGCCAAGAAGCTTGAGAGGT
+TCTTTAAGATAAAGCTCGTGGAGAGGGTTGAGGCCGATTTCGAGCAGAAACCAATAATTCCCAGGGATTA
+CGAGCCAACACTTGGAGATATAGCCAGGATCAAAATTAGGAAGAAAAAGAAAAAGTAGTCAGTGCCAGGT
+TACAACTTTCCTTTCAACTTTTCCAGCTATCGCGTCTTTAATAGCTTTCTCGATAATCTCCAATCCCTTC
+TCTGCAACCTCTTTTGTTAGTACAAGCGGTGGAGTTATCCTTATCACGTTACCAAACATCCCATAGCTAG
+GCAGTATAAGGCCAAGCTCAAACGCCCTCCAGCATATCTTCCCAGTCATCTCGGGATCAGGCCTTCCATT
+TTCCTTAACTATCTCGACACCTATCATTAAGCCTTTTCCCCTAACATCCCCTATGATGTCGAACTGCTCC
+TTGAGCTCGTTTAGCCTTTTCATTATGAAGCTTCCAACTTCAATTGCATTCTTAAGCAAATTCTCCTCTT
+CGATTATCTCAAGGGTCGCATCTGCCGCCGCCGAAATAACGGGATTGGCCGCTGGAGTTAGTAGTGCTGA
+ACCACTCGTTATGTCCATGATATCTTCCCTTCCTATGACTCCACTAAGTCCCATCCCGCTTGCAACTCCC
+TTTCCAAATATTATCATGTCGGGTTTTACTTCAAACCATTCACTCGCAAACCACTTTCCAGTTCTCCCAA
+TTCCCGTCTGAACTTCGTCCATGACCAGAAGTATTCCATGCTCATCTAGCAACTTCTTCAGCTCTTTGAA
+GAAGTTCTCTGGAGGAACTACTATGCCAGCATCACCCTGAATCGGCTCGGCGAAGAAGGCTGCAACCTCA
+TCTGGGGGAACCACGTGAGAGAAAACGTAGTCTTCTAAATACTCTACTACCCTATTAACGAGCTCCTGAG
+GTTCTTCATAGCCGTTTATGCCCCAGGGATTCCTGTAGGGATTTGGATATGGAACCCAGAAGACGTTTGG
+CATCAGCGGAGAGTACCCTCTCTTCTGCGAAACTTGGAACGAAGCCACAGAAGTGGCACCGAGGGTTTGG
+CCGTGGTAGGCCCCTATGAAAGCAAGTATCCAAGGCCTTCTGGTGGAGAACTTTGACACCTTTATCGCCA
+TATCTACGGCATCACTCCCGCTCAATCCGAAGAGAACTTTTGAATTCTTAATTGGAGATATCTTTACTAA
+CTTCTCAGCGACCCTTATGGCTCTCTCACTGTGAGTGTAACCTATCATGGAATGCTGTATGAGCTCGACC
+TGTTCTTTAACCGCTTTAACTAGCTTAGGATGAGAATAACCAGTTGATGCGGCCGCAGCTCCCGCTAAGA
+AATCTATGAAAACGTTGCCGTCAACATCCTCTATAAAAGGACCAAATCCTCTCTTAGGAACTAGAGGAAA
+AAGCTTAACTCCAATTCCAGTTGAGAGAACTCTTTTTTCTCTCTCTATTAATTCCTTGGCCTTTGGTCCA
+GGAGGATTAACAACTATCCTCGGATAATCCATAATATCACCTCCATAAAAGGGAAAAGAAGAGAAAAGGC
+GTTATGGGTTCTTAGCGATGAACTCTTCGGTGTACTGCTTAATTATTGGATACAAGACTATTAGTCCAAT
+TAAGTTGGGTATCGCCATTAGTCCGTTCATCATATCTGAGAAATTCCAGACGTCCTCGAGTGGCTTAACT
+GCACCTACGTAGATGAATATGACGAAGAGTAAGTTGTAAACTAGGTGGAGCTTTGGATAGAGATTGGCGA
+ACTTCTGTGGGTCCTGGGTTATCCACTTAGCTAGGTACATAACGTTTTGCCTTCCATAGAAGGACCATGC
+CAGTATCGTTGAGTACGCGAACAGTATTATTCCTATAGCAACCATTATTTCTCCTATGTATCCGAATGCC
+TCTGCAAAGGCCGCTTGGGTTAGAGGAGCACCGTTAAGGTCTGGGTACTTAGCGTATGCTCCAGTTACGA
+CGATGCTTATTCCGGTAAGGGAGCATATTATTAGCGTGTCGATGAATGGACCGAGCATGGCAACGTGAGC
+CTGCCTAGATGGATGGTCGGTCTTAGCTGCAGCGTGAGCTAGAGTTGCAGTTCCAAGACCTGCTTCGTTA
+GAGAAGAGACCTCTCTTCACACCCCAGATTATCACCTGACCTATAGCTCCTCCTGCAACCGCTTTACCCG
+TGAAGGCATCGTTGATTATAACTGCTATTGCATGTGGTATCTGTCCAGCAAACTTTATCCAGACGCCTAT
+TGCGAATAGGAAGTATATTATTGCCATGAATGGAACTAGCATCTCTGCAACTTCACCGATTCTCTTGATT
+CCACCGATAACGACTATGAACGTCAAGACAGCTAATGCTAATCCAGTTACCCACTCTGGAATGCTGAATG
+CCGTTCTTATTGCATCAGCTACTGAGTTGGCCTGTGTCATGTTACCTATTCCAAACGCTGCTATTGAAGC
+GAACAATGCAAAGAGAACTGCAAGTATCTTTCCTATTGTAGGTAGGTAATCCTCCTTGAGCAATGCCAAT
+CCCAAGGCCGCGAAGAGTATTGCAAGTATGAATGCGAGAACCCTAAGGCCACCTGCCAACCCAAGGCCAT
+CTTTTGCTAAGAATATTGCGAACAGAATCGTGAATATTGAAGCTATAACCCTGCTTATTCCCGTCCCCTT
+AACCTCGGCGAATCCTTTCTCGAGGAAGTTGAAAGTTCCTCCTATCATTGTACCGTCTGGTAGCTTGCCT
+CTAAAGGCCACTCCAAGTAATCCCTCAGAATACCTTGTTGCCATTCCCACTAGTGCCGTTATCCACATCC
+AGAACAGTGCTCCTGGACCTCCAAAGTGTATTGCGGTTGCTACACCGGCTATGTTACCTATTCCTACCGT
+TCCCGAGATCGTTGCCATCAATGCCTGAAAAGGAGTAATATCTCCTTCACCAGTCTTCTTTCTACCCTCA
+AAGAGGGTAAACCTTATTGACCATCCTAGCCTTCTGAACTGTATTCCCTTAAGCACTATTGTCAATAGCA
+GTCCTGTACCGAGCAGTAGAACTATCATTGGTGGGCCCCATACCTCACCATCAAGCCAGTTCACAAAGTC
+CATTATTGCGCCCATTGTTGATCCCCCAAGGGATTAATTCACCATTTATTATAATTAGTGAACTATTTAA
+GACTTACTTGAACTAATTTTGATATCAATGAAGTTTTTTGTCAATTGTAAAACTTTTTAATGCCTTGCCT
+TTAAGATGATTGTCTGATAGACAAATAGAGGTGCCAAGAGTGAAGAAGTCAGTGCTCGGACTATTCATTG
+CACTAATGATCTTAATTGGGACAATGCAATCCAATGCAGTTACGAGCTGGGGAGGAGTAGGAAGGACTCT
+TGGTGTAATAGTTCTGCTTATGTTCTCAATCTACCTGGTAGTTGGGATTTTTCTCCTAATTCTTGCCTTC
+ATGTCTGGGAGAGATATAGGGATTAGGGCCCCCAAAGGTTCAGCGTTTAATCCGTTATTTTTACTTCTCT
+CAATGGTTCTTGCGATGTTTTACTTCATGTTTATCCTTAAGATAGCTAGCATGAGAAACGTCAAGAGAAT
+AGCACTAAACACAACTTATTCGCCAAATGCCTCATTTATAATTCCTAGCCCTGAAACTAAGGTTCACGAG
+GTTGTGATGAGTAAACCCGTGCTTTATCTTCCCCTTCTCCTCTTAATTATAGTAATAGTCCTTTTTGGGC
+TCTACACGTTTAGAGATCTATCCAGGAGCATAGAGAGAAGGAAGACTAAGAGAGAACTCCAGAACTTCGA
+CAGGAAACTAGATGAAGAGGGCATAGATTTATTTTCAGACCCCAGGAAGGCCATTATCGAACTCTATAAA
+AAAGCAGTCCTTTGGTTAGAGATCCTTGGAATTCCGTACAAGGAGAGCTGGACCCACTGGGAACACGCTG
+GGAAAGTTACACATAAAAGAATTGCTTATGTAGAGCTTGTAAAGTTATTTGAAAAGGCTAAATACGCACC
+TGAGAAAGTTACAAGGAGAGATGCCCTTAAAGCGTATGAACTTTATATGGTGATCAGAGGTGAGGATTAA
+AGCTAAGGATGCAATTCCAGTGCTAATCGCCATACTTGCACTAGCCTTAGGAAGTTATATAGCTAGATGG
+ATTCTCGCATTAATCGTAGCAGGAATTCTTTTCGCATATTCATTAGAAGGCTGGGAGCCCAAACTTCCAA
+ATCTCAATATAAGAAGGGAACGCAACGATGAAGTGAGGAGACTCAGCTTAATAATTAAAAGGACAGAGTT
+CAGCGAGACTTCAAGAAAGATAGTTATTGAACATCTAAAGGAAGCCTACAGGATGATTGGAATTAATGTT
+AATGAAAATCCTCCCAAAGCAATTAAGTTGCTTCAAGATGATCCTTCCAACTTCTCGAGGCTCGATGAAA
+TTTTAAGAATGGTGGAGGAGGATATAAATGAACGTTCAGGTTAAAGCTCAAAAAGTTCTCGAAGAGGTTA
+AAAAGGCCATAGTCGGAAAAGACAATGTTCTAAAGCTGATGCTCGCCTCAATGCTTGCCGATGGGCATAT
+ACTAATCGAGGATCTACCAGGATTAGCCAAAACTTTGATGGCAAAGAGCTTTGCTAAAGCCTTAGGGCTT
+GAATTCAGAAGGGTGCAATTTACTCCAGACCTATTGCCGAGTGATATCCTGGGAGTTAACGTTTTCAACC
+AGAAAACCCTTGAGTTTGAGTTTAAAAAGGGACCGGTCTTTACTAACATACTCTTGGCGGATGAGATAAA
+TAGGGCTCCACCAAAGACTCAATCGGCCCTATTGGAGGCCATGCAAGAGAGGCAGGTTACCATAGAAGGG
+AATACGTATCAACTCCCAAGGCCCTTCATAGTCATAGCCACTCAGAACCCGATAGAGCAAGAAGGAACTT
+ATCCCCTGCCGGAGGCTCAGCTAGATAGATTCTTGGTTAGATTGAGGGTTGGATATCCAAGTAAAGAGGA
+AGAGAAAGAAATTCTAAAAAGGAGAATTGAGAGGAAAATGGATGACGTTGAGATAAACACAGTTTTATCT
+CCTGAGGACATTCTAAGGATGCAGAGGGAGATAGAGGAAGTGTACGTGAGCGACGCCATAATAGAGTATA
+TAACTTCTCTAGTTTGGGCGACGAGGGAAGATAAAAGGGAAATAGAAGTCGGGGTTTCACCCAGGGGAAG
+TTTAGCCTTGTTAAAGCTCTCTAGAGCATATGCCGCCATAGAGGGTAGGGATTATGTAATACCTGATGAC
+GTTAAGGCCGTTGCTGTTCCGGCCTTGAGCCACAGGATAATACTCAAGAGGGAACTATGGTACATGAGAA
+TTCGTCAGGAGGATATCATAAAGAAGATACTTGAAAAGGTTCCAGTTCCAAAGTTTGAGTGATGCTTTAT
+GAAACCAACAGGGAAGGCATACGCTCTAATGACGATAATCTGGATAATAACTATACTCTCATATTTCCTG
+ATAAGATGGGAGGGAGTTGCCTTAACTATCCCGTTCCTAATGGTATTCCTCCTCTCAACAATCTTCTTTA
+AGTCAAGCGTAGGCGTTGAAGTTAAGAGGGAAATTGAAAGAAGTCGGGCCATTGAAGGTAGTATCGTGGA
+GATAACCCTAAAGATAAAGCCGAGGGCTAATGCAAGGGCTGTTTTAGTTCAAGATTTAACCCCGGAAGGA
+TTGGAAATCCTAGGTAGGAATTCCTGGGTGCTCTCGCTAAAGGAGGGCGAGGAAGTCAAGCTGAAATATA
+AGGTTAAGGTTGTTAGAGGGCACCACGAGTTTCTTGGGGTTAGGATATCTTACAGGGATCCATTTGGTAT
+CTTTGAGGAAGACAGGGTGGTTGAAATTTATGATGAACTCATCGGAATCCCTAGAATAGAAGATGTCATA
+ACACCGTACTCGACGAAGGGGACTAAGATAACTACCGGACCATTGCCGTCTCCTAGACTAGGAGAAGGCC
+TCGAATTCCACGCGGTGAGGGAGTACATGCCAGGGGATCCGATGAAGATAATAAACTGGAAGGCCACGGC
+CAAAACCGGAAAAATCATGGTAAATGAGTTTGAAAGCGAAAGGAAAGTTGATGTTGTAGTAGTTGTAGAT
+GCCACGTACAAAGGTGTAGATGTGTTCGACCACTTAATGAGGGCAGCAGCCTCCCTCCTTCTAGATGCCC
+TTGAAAACGGAACAAGTTTTGGATTGCTCATATCGGAGGCAGTCCCGATCTGGACGAAAGTTGACTACGG
+GAAGAGGCACTTCTTCAAGTGCATCGACGTGCTGAGTATTAGCAGGCCAGACAAGAATAACATGATTGCG
+TACCAAGTTGAGCACATGGCAAGAACTAAACTTCCCCCCAGGGCTCAGATAATCTTTATTTCCCCCCTAC
+TTACTAGGGAAAGCGAAGAGGCAATCTTCACCTTATATAGGCTCGGTTATAAGATAGTAACCATAAGTCC
+AGATCCTTATTCAGCTAGAGAACCCAGGAGTAGGGAGGAAGAGCTCGCGCTGAGGTTGTTAGGACTTAAG
+AGAAAGGCGAGGATAAGGAAGGTAAGCGAATGGACCATAGTCATAGATTGGAACGTTAAGCATCCCCTGA
+AAGCCGCCATTCTCTCAACCTTTAGGGGGAATGTGACATGAAACTAAATTTAAGTTTAAAAGGTCCATCT
+CTAATTATCTTCCTGGTACTTGCAGTTATACTCCTTCACCTGCCCTATGGAGGATTTATGGCAGGGATTA
+TGTTGCTTCCCCTGATATCCTATTCCCTGGGAGTAATAGGGTTATCGATTTTAGCGACTTATTTAATTCT
+CCTTAGGATAACCGATATACTAGGGGTAACGATAATTTCGCTTGGCCTGCTCCTTTTAGAAATGAGAGAA
+ATGGAAAGGATAAAAGCACCGGGCTATAGTTACCTCTTCCTCCTACTTGCAATAATCCTAGGTTTCTTGG
+CCTATGGCACGATCTATGCCATAGGCCTTTTAGGAATAGGAATAGAGGTCACGCTTGGAGCCATAATCTT
+CGCCTTGTTCCTCTATGCCTTCATAAGATCTTCCCTTCTCACTCCTTAAACTCTTCAACAGGAAGCCTCA
+TCCTGCTGACGATTAAGAGTGTCACTATACCAACGACCGGCATCAAGGATAGCTCCGCTAATGCCAGGCC
+TTCGCTGTACCTTGAGAGAACCTCTGTTACCGTTGGAGCCACGGCGTTCGCGCTGTTAGAGATTAACCCA
+AGGGCAAAGTTTGCTCTAGCAACGACTGTCTCTGGGTAAGTTGCTGGAGCGCTAGTCCAGAACGCGGGCC
+CAGTTCCTTGAAGGGCCCCCACAAGTACAACGCTTGCCAAAACTATTGAATAACTCCTTGAGAGCATTCC
+GTACGAGTAGATTATCATTCCAATTAATGCCACGAGATACGCCGTTATCATGACTTTGACTATTGCATTA
+AAGAGTCCCCTTGGCGTAGTGTTCTTCTTCGATAAGAGGTATCCAAGGTAACCGAATCCAATGCTCCACA
+GGGCCTTGGATATGCTTAAGAGGGTTGAGAGAGTTGAAACCTGATCCTTGGTCCAGCCGGCATCGTAACC
+GAGCTTCGATGAAAAGCCTATTATTGTGAATATCACCCAAAGCGCCGGGAAGAACGTAAAGCCAAGAACC
+CAAGTGAATGGCAGCTTCCATATGTTTATTCCACCCTCGCTTGCCTTTTTGTGCCTTATCTCAAAGTCCT
+CCGTTAAGGCGAACCATATCGCGTAAACTATGTACATTATTATTCCAGTTATGAGGAAGCTCTCCTTCCA
+TGGAACCCTACCCAACATGTATCTGGCGCTTATGCTTCCGAATACCCCTCCCCAGAATATTCCGGACAAG
+ATTATGCCCTTCGCAAATGGCCTTTCGGATACGAAGTACCTAGCTATCTGGGTGCTGAAAAGTGGGACTA
+AACCAACCACGAATCCCTGAATGAACCTCAGAAAGACTACGACATTCCAGTTCCCGGTGAAGGGAATTAA
+CATCTGAGGAATTGCGGCCCAAGATATCGCTATTCCAACACTCCTCTTGAACGAACCCTCGTACAACTTA
+GTGTGGCCTATCAGGAATGCAACGAACAGACCGAAGACGTAGGCTATGTGTTGTAATTCATAGGCATCGC
+TACTTATTCCAAAGTGCCTTATTATATCAGGCTTTGCAACGCCCATGAATGTTAAAGTTCCGAATCCAGC
+GGCCATTAAGAGGGTATCCAAAAGCACAAAAGTCCATCTTTTTTCGCTATCCATTTTACCACCTCCTGGG
+ATTTTATCAAAAAATGAGATTAGAGCTCGCTAAGGGCTTTTTCCATTCTGTCCATAGCTTCCATAAGCTT
+CTCCCTACTAGTTGCGTAGCTTATCCTTACGTATCCTTCACCCATCTTACCAAAAGCCGTTCCCGGGATT
+ACTACAACTCTAGCTTTCTCGAGGAGCCACTCGCTGAATTTCTCACTTGACATTCCAGTGTCCTTTATGC
+TTGGGAACACGTAAAAGGCACCTTTAGGTTCTTTAACCCTAATCCCCGGCATTTCCTTTAACCTCTTTAA
+GACGAGTTTTCTTCTCTCGTTGTACTCCTTCCTCATCTCTTTAACTGCCTTCCAGCTCTCCTCACTTCTC
+AAAGCCTCAACCCCAGCCACCTGAATAAATGATGCAACGTTGCCTATTATGTAGGCATGAAGCTTTATCA
+TCTCCTTTATAATCTCGGAAGGCGCGACAACAAAACCAAGTCTCCAGCCAGTCATCGCAAACGTCTTTGA
+GAAGGAGTTCGCTAGTATCGTATTCTCGGGAGCAAACTTCAGCATTGGGTAATGCTTAGCATCATCGTAA
+ATGAAGTGCTCATAGGGCTCGTCGCTAAGGATGTAGATGTTATAGTCTTGAGCTATGTCGGCTATGGCTT
+TGGCAACTTCCTTATCTAAGGTCGCCCCGGTTGGATTGTTTGGATAGTTTATAACTATCATCCTAGTTTT
+CTTAGTTACCAGCTCTAGCAACTCATCAGGATCTGGCATGAAGTTGTTCTCTTCCCTTAGTGGGATCCTA
+ACTGGTTTCGCCTCTGCAAGCTTTGCATCCTCAACGTAAGAAACGAATGCAGGGTCTGGAATTAAAACCT
+CATCCCCACTCTCGAGTAGTGATTCAAAGGCTAGGTAAGTTCCCTCATAAGCACCGGCCGTTATTATAAC
+GTTTTCAACATCTATATCTACATCGTAGAACTTCTTGTAATATTCAACGACAGCCTCCCTTAACTGCTGA
+ATACCAGCGTTTGGCGTGTAGTGAGTCCAGCCTTCATCCAAAGCCCTCTTACAAGCTTCTTTTATGTTCT
+TGGGGGTGTCAAAATCTGGTTCTCCTATTCCTAGAGAGATAACATTCTCCATTTTTGAAGCCCTTTCGAA
+CAACTCCCTTATTTTTGACCTTTTAATGAGAATAACCCTCTCAGCGATGAAATACTTTCTCTTCTGTCTC
+ATTTTGGGACCCCCGATGCCAGATTAATATGAATTTTTTATAAAATTTATTTAGAGGGCCTCGATTATTG
+CTGCCCTTTCGAACCCTCTCTTAACCTCATCTTCATCGCAAGGCTTGAGAGGCTCTTCCCTCAGACCTAA
+ACTTGAAATAAAATCTTTAAGACTACTGCAAGGGTCGGAGACTCCAAAGTATATTATTAGGTTTTCACCT
+TTCCTAGCTCCAATGATCTTTATCGCATCCTTTATCTGCTTCACACCAGCTAACCTTAACAGTATCTCTC
+CCTTTATTGTCTTGGCAGTATTCCTTCCAGAACTAAATGCCTTTATGGCCAAGATCGTTGCGAAGATGAC
+CTCTTCATGACATTTGGCGCTAACTATCTGACAATTGTCGTTACAAAGGTTCAAAGCGCGTTCAATTGAT
+TCCGATGCTAACTTAACCTTAGCTATGCAGAGCTTTCCAAACTTTGTTTTTATTTCGAGCATGGTGTATT
+TGGAAATAACTTCGAATAAATACGTTTCTACTTGACCCGAATTGTCATGTTTAAAATTTTTAAATTTTGG
+TGTCAAAATTCTTTAAAATTTTTTAGATTTATATTATCACAAAAATAATTTAGGCCAAAAAGTATTTAAC
+TAATTAAAGGCTAGGCTTAGAATAGGGAATTTCACTAAAGGGTGTTGTAGGAATGGCCAAGATGAAAATA
+ATAAGCGTCCAACTTCCCCAGAATTTAATTCATGGCCTAGATTCTCTTGTTAAAAGAGGTATTTATCCGA
+ATAGAAGCGAAGCCATCAGAGTAGCCATAAGAGAGCTTCTAAAGAAGGAGCTATACAAGGAGGAAATCCA
+GGAAGAAATCCCCGAATACGTTGTTAGATAAATTTTGGGGGGAGTGAAAGATGGTATTTGATAAACTATT
+GGAGCAAGCCGGAATAAACCTTGACCTCGATGGGAAAGACATGATGGACTCAGAGATGCTCGGAGATGTT
+TCCGATCTTATTAAGATAGCAGTTATAGGAGTTGGAGGGTCCGGAAACAACACGATAACAAGGTTATATG
+ACCTCGGAGTCCAGGGAGCTGATTTAATAGCGATGAATACTGACGCTCAACACCTTCACTATGTTAAGGC
+CCACAAGAAGTTACTTTTGGGTAGGTCAATAACCCATGGGAAAGGTTCTGGAGGAGACCCCAGGGTTGGC
+TATAGAGCCGCTGAAGCTAGCGCAAGCGAAATTGCTGAAGTCGTTAAAGGTTATGATTTGATATTCTTGA
+CAGCTGGTATGGGAAACGGAACTGGAACTGGTGCAACCCCCGTTATTGCCAGGATAATTAAGGAGACCGC
+GAGAAATAATGGGCTACCCCAGGAACCTCTCGTTATAAGCGTAGTTACGTTTCCATTCAAAATGGAGGGA
+AGAGTGAGGATTGAGAAGGCAAAAGCGGGAATAGAAATGCTACTTGAGTATTCGGACACCGTGATAATAA
+TTCAAAATGATAAGCTTAAAGAGTTAGTTCCAAAATTACCCATCCAAATAGCCTTCAGATTCGCGGATGA
+GATAATAGCAAGAATGGTGAAAGGAATCGTTGAGACGATAAAGTTACCTTCCATGGTTAACATAGACTAT
+GCCGATATCTACAGCGTTATGAAAGGTGGAGGGCCTGCATTAATAGGAATTGGAGAGAGTGACTCAAATA
+ACAGGGCAGTAGATGCTGTCATGGAGGCCTTGAATAATAAGATGCTCGATGTTGAATTCGGCTCCGGAGA
+CAAGGCATTAGTCCACTTTACAGTTGGTCCGGATGTTAGTCTAGAAGAGATAACGAAGGCGATGGAGATA
+GTATACGAGAGACTAGGAGAGAAGAGCGAGATCAAATGGGGTGCAATGATAGAGGAAGACATGGGTAAGA
+CCGTGAGGGCTATGGTAATAATGACCGGAGTCAAGAGTCCCCAGATACTAGGGAATATAGAACCAAACGC
+CTTGACGTACTCTTCTTCCTCGATAGTCGTTCCTAGGTCTAAGAGGCTTACGGAAAGCAAAGTTGATGAG
+ATATTTGACTCAATAGATCCCAGAACGAGCAAGCTAAAGAAGATGAAGGACAATTCAAGGGTGAATAAGA
+TATTTAGAGATCTTGGGTTCTACGAACTCTAAAACTTTAAACTTTAAAATTTCCTTTCCCACTTCTTTTT
+AGGTGATGAAATGGGAACAGTCATCAGTATAGCCAATCAGAAGGGTGGCGTTGGAAAAACCACGATAGCC
+CTAAATCTCGGGTATTCCCTCTCGAGACTTGGGAAAAAAGTTCTATTGGTCGATGTAGATCCACAGTTCA
+ACTTGACCTTCGCTTTAATTGGGATGGATGTCGTTAATTACGAAGACAAGAACGTTGGAACTTTGATGAC
+TAGGGAAAGCTCAGTTGAAGACGTTCTGATAGAGGTAGAAGAGAACCTCCACTTAATCCCAAGCCACTTG
+ACGCTCTCGGCGAAAGAGATAGAAATAATGAACACTTATAACAGGGAAAGGCGACTTGAAAAGGCCCTAA
+AGCCGATATTCCCCGATTACGACTATATAATAATCGATAATCCGCCAAGCATGGGGATATTCCTTGTAAA
+TTCTCTAACGGCCTCTGATTACGTCCTAATACCTCTAGAGCTCAGCTACTTTGGGGTCATAGGAATGCAG
+CTTATGTTCAACTTGATGAGCATGATTAGAGAGGAGACCAATGAAGGATTAAGGTTGCTAGGCATAGTTC
+CGAATAAGTTCACGAAACAGACGAAAGTTCCTCAGGCGAGACTTAAGGAGCTTAAGGAACTCTATCCAGA
+CGCCCCAATTCTAACAACGATACCCAAGGCGATTGCCATAGAGAAAGCTCAAGCTGAAGGTAAGAGCATC
+TTCGAGTATGAACCCAACGGAAAGGCGAGTAAAGCCTTTGAAAAGCTGGCAAGGGAGGTGATTTCAATTG
+TCGAAGGACAATAAAAAGATACCCAAACTGTTTTCCGGCTCAATAAAGGACTTAACAAAGCCAAAAACTC
+AAGAAGAGGCCAAGAAAAATTTGAAGTCTGAGAAAAAGCAGAAGACCCTTTACATATCCCTAGACACCAA
+TAGGAAATTGATAGAGCTCTACGGAGAAGAAGGGAGGAGACAGAGCAACATCGTGGAGGATGCCGTTGAC
+CTCTACTATTACCTAAAAAAGGCATTAGGAGATAGGAAATTTGACGAGCTTATGGAGGTAATAAAGAGGG
+AAAACGTTGAAGAGATTAGAGAATATCTGGTCAAGAAGTTCATTCTCTAATTTCACTAATTTATTTCTTG
+AACATCAATGTATCTTTGAGAGGATCAAGGTCTAAGAAATCTTATAAGATCGCTTAGGAAGCATTTACTG
+GTGAAGCAAATGCTCGACTATTTCTTTAATCCTAAGGGTATAGCGGTCATAGGAGCTTCTAACGACCCCA
+AGAAACTCGGCTATGAAGTTTTTAAGAACCTTAAACAGTACAAGGGAGGCAACGTTTATCCAGTGAATGT
+TAGGGAAGAGGAAGTTCAAGGGGTAAAGGCCTATAAGAGCGTTAAGGATATTCCCGGAGAGGTAGACCTA
+GCCATAATAGTCGTCCCAAAGAAATTCGTCAAGGACACTTTAATTCAATGCGGAGAGAAGGGAGTTAAGG
+GGGTCGTTATAATAACTGCAGGATTTGGAGAAACTGGAGAGGAAGGAAAGAAGGAGGAGAAGGAGTTAGT
+TGAAATAGCCCACAGATATGGAATGAGAATTATAGGGCCCAACTGCGTTGGAATAATGAACACCCATGCA
+GATTTGAACGCGACTTTCATAACCGTTGCTAAGAAAGGGAATGTCGCATTTATAAGCCAGAGCGGAGCAC
+TTGGAGCTGGAATAGTTTATAAGACGATAAAGGAGGATATAGGGTTCTCGAAGTTCATAAGCGTTGGTAA
+CATGGCCGATTTAGACTTCGCCGAGCTGATGGAGTACCTAGCGGATACCGAGGAAGATAAGGCGATAGCC
+CTCTACATAGAGGGAATTAGGAACGGGAGGAAGTTCATAGAAGTCGCGAAGAGGGTTACGAAGAAGAAGC
+CGGTCATAGCACTCAAGGCCGGAAAGAGCGAGAGCGGTGCAAGGGCTGCATCTAGTCACACAGGTTCTTT
+AGCTGGAAGCTGGAAGATTTATGAAGCGGCATTTAAGCAGAGCGGTGTCTTAGTTGCAAACACCATAGAT
+GAAATGCTGAGCATGGCTAGGGCATTTACGCAACCCCTCCCGAGGGGTAAGAGGGTCGCGATAATGACCA
+ACGCTGGAGGCCCAGGAGTTTTAACCGCTGACGAGCTCGACAAGAGAGGATTAAAGCTGGCAAACCTTGA
+AGAAAAAACCATCGAAGAGTTAAGGTCATTCCTACCACCGATGGCGGCAGTAAAGAATCCCGTGGATATG
+ATAGCGTCGGCTAGGGGAGAAGATTACTACAGGACTGCAAAGCTACTCTTGCAGGATCCCAACGTCGACA
+TGCTTATAGCCATCTGTGTCGTCCCAACGTTCGCCGGAATGACTCCAACCGAGCACGCTGAGGGGATTAT
+TAGAGCGATCAAAGAGGTTAACAACGGAAAGCCCGTTCTGGCAATGTTCATGGCCGGTTACGTTAGCGAG
+AAAGCTAAGGAATTACTTGAAAAGAATGGAATACCAACCTATGAAAGGCCCGAAGACGTGGCATCGGCCG
+CTTATGCTTTAGTTGAGCAGGCTAAGAATGTTGGTGTTCTGGAGGTGGAGTGAATGGTTAAGGTTACAGA
+CATAGTTTTATGGGATAAGCCCGGGGAAAGGGTTTTGCTCTTGGGAAATCAGGCAATAGTTAGGGGTGCA
+CTCGAAGGAAACATAGGCGTTTATGCTGCGTACCCCGGGACGCCAAGTTCTGAGATAACCGATACTATGG
+CCGCGGTCGCTAGTAGAGCTGGAGTTTACATGGAATACTCAACCAACGAGAAAGTAGCCTTTGAAACTGC
+ATTAAGCGCTTCCTGGGCAGGCTTAAGGGCAATGACAGCGATGAAGCACGTAGGATTGAACGTTGCGATG
+GACAGCTTCATGACAGTTAGCTACATGGGCGTAAATGGGGGACTGGTTGTAGTAGTCGCAGACGATCCAA
+GCATGTGGTCATCCCAGAACGAGCAGGATACAAGAGCTATAGCTAAGTTCGCCAACATTCCAGTTCTAGA
+ACCCTCAAGCGTTCAGGAAGCTAAAGACATGGTAAAGTACGCCTTCGAGATAAGCGAAAAGTATGGACAA
+ATGGTAATCCTGAGAACAACCACAAGATCCTCCCACATGAGAGGAGACGTTGTCCTGGGAGAACTTCCCC
+AGGAGATAAAGGAAGGAAAGAGAAAATTCGGTGACTTCAAGAAGAACCCTGAGAGGTACGTTGACATCCC
+AGCATTTCAAAGGCCAAAGCACAAATGGTTGCTAGAGACGATAGAGAAATTCAGGGAAGAGTTCAACAAC
+TCACCATTCAACTGGATCGAGGGGCCAGAGGACGCAAAGGTTGGAATAATTGCCCCAGGATTATCTTATG
+CCTACGTTAAGGAGGCCTTAGCTTGGCTTGGAGTTGACAACGTTAAAGTTCTAAAGCTAGGAACACCATT
+CCCGGTTCCCTATGGACTACTCGAGAAGTTCTTCCAAGGGTTAGAGAGGGTGCTGATTGTAGAGGAGCTT
+GAGCCAGTAGTTGAAGAGCAGGTTAAGGTTTGGGCCTTTGACAAGGGAATTAACGTCGAGATACACGGCA
+AAGACCTCGTTCCAAGGGTCTACGAGATGACCACGAGAAGAGCTGTAGAGGCCATAGCAAAGTTCCTGGG
+ACTTGAGACTCCAATAAACTTTGAGGAAATAGACGAGAAGTACAAGAAAGTCCAAGAAATAGTGCCCCCA
+AGACCACCATCGCTCTGTCCAGCCTGCCCCCACAGGAATACGTTCTTCGCCCTTAGGAAGGCTGCAACTC
+CAAGGGCAATATATCCCAGTGACATAGGCTGTTACACCTTAGGAGTTCTACCACCATTGAAGACCGTAGA
+TACCACCATAGCCATGGGTGGCTCCATCGGAGTTGCACACGGGTTAAGCATAGCACTCAACGGTTCCATA
+GCCGAGGAGCAAAGAAAGACAGGGAAGGGCAAGAAAATAATAGCTGCTACAATAGGTGACTCAACGTTCT
+TCCACACGGGATTACCAGCATTGGCCAACGCAATCTACAACCGCTCGAACGTTCTAATCGTTGTGCTCGA
+TAACCTAGTTACAGCTATGACGGGAGATCAGCCAAACCCAGGAACTGGAGAAACTCCCCACGGCCCTGGA
+AAGAGAATCCTAATAGAGGAAGTTGCAAAGGCAATGGGAGCTGACTTCGTTGCCGTGGTGGATCCCTATG
+ACATAAAGGAAACTTATGAAACGTTCAAGAAGGCCTTGGAAGTTGAAGGTGTGAGCGTGGTTGTAGCTAG
+AAGGGCCTGTGCACTTTACAGGATTGGACAGCTTAGAAGAGCCGGAAAGCAGTGGCCAATCTACCAGGTC
+AATGAAGACAAGTGTACGGGATGTAAGATCTGTATCAACGCCTACGGATGTCCAGCGATATACTGGGACC
+CAGAGAAGAAGAAAGCCAAGGTCGATCCTCTCATGTGCTGGGGCTGTGGAGGTTGTGCCCAAGTCTGTCC
+ATTTGATGCGTTCGAGAAGGTTAGGGAGGGAGAGCTATGAAGGAGTACAACATAGTTATCACTGGAGTTG
+GTGGGCAGGGTATCTTGACGGCGGCAAACCTACTTGGATGGGCTGCGCTTAGGGCTGGTTATAAAGTGAG
+GGTCGGGGAAGTTCACGGAATGAGTCAGAGATTTGGTTCAGTTATAGCGTACGTTCGCTTTGGTGAAGAC
+GTTTATGGAGCGATGGTTCCCGAAGGAAAAGCTGATGTTATTTTAAGCTTCGAGCCCGTGGAAGCTTTAA
+GGTACATAAACTACCTAAAGAAGGGAGGACTAGTATTTACAAATGCTAGACCAATTCCACCAGTTCAGGT
+TTCGATGGGGTTAGCGAGCTACCCCAGCATGGAGGAGATAAGGAAGATAGTTGAGGAGGACTTTGGTGGT
+AAATTCTTGGCCTTCGATGCAGAGAAATTGGCAATAGAAGCTGGAAATGTCATAACAACTAACGTGGTTT
+TAATAGGAGCCCTAACCCAAACTCCAGGATTTCCGCTGTCTGCAGAGCACGTAAAGGAAGTTATAAGGAT
+AAGCGTTCCACCTAAGGCAGTTGACGTTAATATGAGGGCCTTCGAACTTGGAGTCAAAGCAGCCAAGGAG
+ATGCTCAACCTCTGACTTTTCTCCTTTCCTTTTCTTCCTCTTTCTCCTCTATTCTCTCCTTTATGGTCTC
+ACCTACGTCCAGCTTATCCTTGAGTATCGGTATCCAGAGGGTTTCGACTATTACGGAAGTTAGCACGGTT
+ATAACTACGGTGGCCATTATTATTTCTCCCCAGTGAACTGTCAACAGAGGGCTCTTGTATTTGAGTGCTA
+AACTCAAGGGAAGTGAAGCTAATGCAGATGGAACTACTCCCCTTGGTCCTTCAAGGGCTATGAAGAGGTA
+CTCTCTAAAGTTCCACCACTTGAGCAAAGGTAACGTTGCTAGGGGTCTAGCTAAGATCATGACACCAAGT
+GCAACTAGCAGACCCTTGCCTAAGTTACTCCAGATAACTTCAAGGTTCATCTCAGCACCCAGGAGGACGA
+AGATGAAGATAGTGGCCAACGCCGCTAGAGTGTCGTTAAAGTGAACCTCCTTCTCTATTGCCCTTTGAAG
+TCTCTTAAGGATTCTAATGTTCTCCCTAGGTTTGAGCAGTTTATAATTACCTAGGACTATTCCTGTAACC
+GTGGCAACGAGGTAGCCAGATGCGTCAAGCCTTTCACCTATGAAGAATCCCAAGAACGCTAAAGACAGGG
+AAAACGCCTCTATCTCCGGGAAATCAAATATACCAGTTCTCTTTATGAACTTATAGCCGAGAATACCGAG
+GAAAATGCCCAAACTAATTGAAACAGAAACGTTGTACAGGAAGTAGATGACTCCCCCAGCGTAAATTCCG
+AGTTTCTCGGAGAGCGTTGAGAAGATCCCGCCCCCATATCCTGGGACGAGCATGGAGATAGCTATTAATG
+TTAAAACTATGCCGAGAGGATCGTTGAATATCGATTCAGTTACTATTACCGTCTCTATGTCCTGCTTAAC
+CCTATATTGTCTGAAGAGGGGGATTAGGGTTGCCGGATCGGTGGCACCTATTATAGCTCCAAAAAGGAAT
+CCCAGGAGAAAGCTCGAATTAAAAACGACCTTAAAGATGAAACCGGCTATTAGGGCTGTTAAAATTAACC
+CGATGGTATCGAGGGTTACTATAGTTGGCATGTTCTTTTTAAGGAGCCTCCAGCTTAGATTGTGACCCTC
+TGTAAATAGGATTATGACCAATCCAAAGACCCTAACAAAGTCAAATATTTCATGGGCTAAATCCCTGGGT
+ATTAATTTAAGTAGGGGGCCTATAACTAATCCTGTCAATATGAAAATTGGAACATAGGAGATTCCAGTTC
+TTCTGCTTATCAACATCGAGATGACTCCCGTAAAGAGTATTAGGAACAACGCTTCCGCTAGGGACAATTC
+AATCATTTCCTATCCCTTCTTCGACGAAGTTTATCAAGCATTCACTGATCCTTAGCCTATTCTTTGAGTC
+TAAAAATATTACGAAATCCCTCTTAGCTAACCTATCTTCGATGGGAGCATGCTCAACTAAAAAGGCTATT
+ATTTCAGCTGTGCTATAGGGAACCTTAACTCCGGCCTTATCGGCCTCCTTGAACAATCTATCGGGTATTG
+TAAATATATCCTCCCCAGCTTTAACGCTAACGCTTACCTTAGAATTTATCTGTTCCCAAAGAAGGAGGGT
+ATTTCTCGCTTTTTCTATTTTCTCCAAGGCCCTCTTCTCTAGAATGCTGACATTGGCTCTCGTTGTTTTT
+AAGATTCGCGCTATTTCACTTTGTTTAAGCCCCTTAGCCCTGAGAACGAGAACTTTAATTTGTTGCTCCG
+TTAAGAAGGTCTTCATGATAAACACCCTTGCTTACATTAATCGAAGAACGTTAAAATATTTGCTCAGCCA
+TCGCAGGCATCATCACGGCACAGAGCTCAGGGACGCCACCCTTCCTCATCGCCCAACCTAGTTCCCTTGT
+TAGACATTAAATCCTTTTCGTTGTCCTAGGATAAAGGTTCTTGGCATGTTTTTGAGGTGATATTTTGATT
+ATCCCAATTATAGAAGATGAACATGGAGAAATTTCCACAAAACCATATGAAAAAGCAAGTTTTTGGAAGA
+GGACGTCAATCAAAAAAGAAACTTCAAGACGAGTTTAGCAGAAGGAGGTTTTAAATAGTAGAACTATGAG
+TATAACATGGTGACATCTGTGGTTAGTATCCGACTCAAAGTTGGACCTAAGGGACAAATAGTCATCCCAA
+AGGTATTCAGGGAAGCTTATGGAATAAAAGAAGGGGGAGAAGTGATAATTGAGCCAACTGATAAAGGGTT
+AGTTATCAAGGCTCCACTCGACGTTAAAACATTAATGGAAAAGCTCAAAGAAAGAAGGAAAAATATGAAA
+GGAGTTGGAATTCAAGCAAAGCTTGGAGATCTAAAGGATGTAGACTTGGAGGATGAATTTAATGAAGATA
+TTCCTTGATGCCAGCTTTATCATATACCTTAACGTTGATGTTCCAGATAGCCTTGCAGAAAAAATTGACG
+CCCTTTACGAGCAACTTATAACCAGTAGTAAGCTCTATACAGATGTTCTCGTTATCGATGAGGTTATACA
+CGTCTCAAGGAAGAAATACAAGGTGCCATACTCCAAAACAATTGAGATGCTTGATGACATCGTAATCCCC
+TATGTCGAGGTTCTTCCAATTGGGCTTATGGAGTATCTTAAAGCAAAGGAGAACATCTTGAAATACAACC
+TAAAACCTTCCGATGCAATTCATTTAGCCGTAATAGAGAACAATGGAATTCAAGCGATAGTCACGGAAGA
+TGAAGACTTTGATAGAGTTCCAATAAAAAGAATTTGGCTTTAATTGTGAGAGAGCCCTTATAAGCCTTGG
+AAAAATACCAGAAAGATTCGGATTTAGCTCATTCCAGAGCTAAAGAGTTAGGCTTTCAGAAGGAAATTAT
+TTTTCAAGTTCCAAACAGTTAATTAGCTAAATCTATTCAACACAAGGATTCAACTTAAGAATCACGAAAC
+CAAGTAGATAGGTCCTTGAGAGTTTGATAAAAGGGCTACAAATCAATTCAAACTTTAAAATCTGGCGGAC
+CGGCGGGGATTTGAACCCCGGACCTGCGGCTTAGGAGGCCGCCGCCCTGTCCTGGCTAGGCTACCGGTCC
+ACGCCCGAAACTCTATGTTTAATGAGCATTTTTAAACCTTGCGGTGTTTCTCTAAGATATTGTCGACTAT
+TTGGAGATAACCTCTAAAGAAAAAATAGCTTAAAACTCCTGGGATAGGTCTCTCACCGGAAGATTACTCC
+TTAGAATTTGCCTCTTTGTTGAACTCTCGGTCAAGTAGTTCAAAGTCTTTTAAGTCCCACACTAGCCATC
+CTTCACTCCTTAATTTTTCCTTTCCACGAATTCTTTTCCCTACTAGACCATAATATTCCTTCCAATTTTC
+TAACCCAACGAGCTGAGCTTTTTTCATGAGTTTCCTTATAGTTTTCCTAGTTTCGTTCTCACTCAGCTCT
+TTCCATCTAACCTCAACGAATAAAACGCTCTTTTTATGCTCATTTAATGCAACAAGATCAATTTCCTCTC
+CTTTGTGCCACCATCTCCCTATTTTGATAAAAGATGGAGTCAAAAGGCTCTCTTTATTGAGTCTAACTAA
+GAATTGCCTAGTGACATCTTCAAAGACTCCGTCAAGATACTGATCAAAATCCTCCATTACAATTTTTACT
+AGCAAATCCCCCTGTCCTGTTTCGATTAAGTCCACATTAGGTAGCACATAGCGAAACCAAAATGCGAAGT
+ACGGATCGTTTATATAGTATCTTCCCTTTCTACTCTTCCAGCTCTCTGTTATCGGCACTTCACGTCTCAC
+GAGGTCAAGATCGATAAGGACTGAAAGATATTTACCAACAGTAAATCTGTCAAGGACTGTCTCGTTCATG
+ATCTCCCCAAGAGAAGTGCATCCTTTCGCTATTGCCTCCATAATGGCGAAGTAGTTTCTAGGCTCATTAA
+GCTCTTCCCGTAGAATAAAGAGGGCATCTTGATACAAGAAGGAGTCAGGTCTGAAATAACTTAGGAGATT
+CTCTTCAATGCTCTTTTTATCGTCAAACTTAAGCAAATATGCCGGAGTTCCTCCAAGTATTCCATAGGCC
+CTCAAAGAATCTTCAATGGGGTATCTAGGCAGAAATTTCCTTGCACTAAAGAAATCCATTGGTTTAAGCT
+TGAGTTGGCATGTTCTTCTACCATAGATAGGGCTTTTGTATCCCAAAAGTTTCTCCATCATGGTTATCGA
+TGAACCACAGATTATTAGGAAGATCTTGCTTTTGGATAACTTTAAATCCCAGTACTCCTGGAGAATCGAC
+GCTAAAGCTTTATTTCCCTTTAACAGATATGGAAATTCATCTATGGCAACTATAACTCTCTCACCTGATT
+TTTGGTATAGATACTCAAAGAATGCATCCCAGTTCTGGAATGGGTTTTTTCTAAGAAGATCACCATCGAA
+ATATTTCGCAACTCTCTCTGAAAAGCGTTTTAAATTATCTGCTTCACTTGTCTCCCTTGCTAAAAGATAA
+ATTCCTCCATATTGCCGAATTAATTCCAATATCAGCGCGGTTTTCCCTATCCTTCTCCTCCCATAAATTA
+CTATAAACTCAGCCTTACCACTCTCCACTCGCTCCTTCAAAAGGTTTAGCTCCTCCTCCCTGCTAATGAA
+CATTATTTACTCACTAGTAATTTACTTGCAAGTAAACTATTTAAGAGTGATGGTTCTTAGTTTTGGAACA
+TGGCAATTAGATGTTAGATTTTTAAGTCAACTCGTTTTTCTAGAGCTTTTGCCGATACTAGTATATCTCA
+AAATTTCCTATTCCTTCTTCCCCTAACTAGAAAATATTACAGGTTCTCAAACCACGCATGAGGTCTTAAC
+ATAGAAAGCTATATCAGGGAATAGTGGAACCCAAAATGGGGTAGGAGATGGTTCGAGTTACGCTCGTCAA
+TTACACAAGGAGACCCCTCGAAACGATAACATGGGCGGCCCTCGTAAGTTACTGGGACGAGTGGAGCACT
+GAGTCATTTGAAAAGATCAACGAGGATGATGTAAAAGCTCACCTCCCCAGGATACTTGGTTATGGACACG
+AGAGCATTTTAGAGCACGCAACGTTCACATTCTCAATAGAGGGCTGCAGTAGGGTTTGCACGCACCAGTT
+GGTGAGGCATAGGATAGCCAGCTACACTCAGCAAAGCCAACGCTACATTGTTCTCAACGAGGAGAACGTT
+GAAGAAACCTTCGTGATACCAGAGTCGATAAAGAAGGACAGAGAACTCTATGAAAAATGGAAGAAAGCTA
+TGGCGGAGACAATAAAGCTCTACAAGGAAAGTTTAAAGAGAGGTATTCACCAAGAAGATGCTAGGTTCAT
+CCTTCCCCAGGCGGTTAGGAGTAAAATAGTCGTTACGATGAACCTTAGGGAGCTCAAGCACTTCTTCGGC
+TTAAGATTGTGCGAGAGGGCACAGTGGGAAATCAGGGAAGTTGCCTGGAAGATGCTTGAGGAAATCGCAA
+AGAGGGAAGAGCTAAGGCCTATAATAAAGTGGGCTAAGCTTGGGCCTCGTTGTATTCAGTTAGGTTATTG
+CCCCGAAAGGGAATTAATGCCCCCAGGATGCTTCAAGAGAACAAGGGAGAGATGGATGAAACTTCTCGAA
+AAACCCTTATAACTTACCCCGGGGTAAGTAACTTATGGTGGGGTAAGTTGCTTTTTGACCCAAGGCCGAA
+AACCGAAAAAAAGGACTTGTACGATAGGGAAAGGGAGTTAAAAGAATTCCAGGAAGCGCTAAAGCTTGGA
+GAGAATATTATCCTTCTATTAGGAATAAGAAGGCTTGGCAAAAGCTCTCTCTTAAACGTTGGACTTAAAG
+AAAGTAATTTTCCCTATTCAAAAGTTGATGTAAGATCTCTGTATTTCGCATATGGGACGATTCCTCAAGA
+TGTGTTAGCAAGGAAGATTATAGAGTCCCTACTTGCAAGTGAGAAATCCCTGTATTTAACCCTAAGGAAG
+ATCCTCGAGTCCATAAAGGGAATAAAAATATCTGGAATTCATGTAGAATTTGAAAGAAGACAAGACCTTC
+CCAGCATATTTGAGAGGATAGATCTCTGGGCAGAAAGAGAGGGAAAGAAGGTAGTGATAGCATTCGATGA
+GGCTCAGTACCTTAGGTTGTCCGGAGTTAGATACGATGGGCTAATTGCATACGCCATTGACAACCTTCCG
+AACATAATATTCATTTTGACCGGATCCGAGGTTGGAATGCTTCACGATTTTCTGGGCTTGGATAACCCAA
+AGAAACCACTCTTTGGCAGGCAATACGAAGAAATAGTGTTGGACAGGTTCACGAGAGATGAAAGCTTTGA
+CTTCCTAAGGAGAGGATTTGAAGAACTTAATGCAAATATTCCAGATGAGGAGATCGAAGAAGTTGTTAAT
+AGGATTGATGGAATTGTGGGATGGTTAACCTTGTACGGTTACCTTAGGGGAGTCAAAAAGCTGGGGAAGG
+AAGAGAGCCTGATAAGCTTATACTCAAAGGCAAAAGCCTTAATCGAAGAGGAACTCTCTCACATCCTTGC
+GTATAGCAAAAGGTACAAGTTCATTTTAAAGGCTGTAGCTCTCGGAAATACAAGGTGGAAGAACATAAAG
+GAGTACGTAGAATTCAGAACTGGGAGAATTAACGATGCTAAGTTCTCAAACCTTTTAAAGAACCTAGTGA
+AATATGGGTATCTTGAGAAGCGGGACGGGGAATACATCATTCCAGATCCATTGGTCAAAGAGATTGTTGC
+AAATCTAAAGTAACCTTTTTAAAACCACTATTCATGTGAGAGGGGATATAAGATGCTTGAAGTGTTGAAG
+ACGTTTGCAGTACTGTACGTTGGACTATTCGCGATAACGAATCCAGTAGGAGCCGTGCCTATATTCATGG
+GAGTCGTCAGCCATTTAGCTCCAGATAAAAGACACGAAGTCGCCGAGAAGGTGTCGATAACCGTTCTAGT
+TACATTGCTCACGTTCGCCTTAGTTGGCAAGTGGATATTCAAGTTCTTTGGTTCCAGTGTGGATGCCTTC
+GCAATAGCCGGAGGAATACTTCTATTTAGGATGGGCATGGAGATGCTCTCGGGAAAGCTTTCCTCAGTTA
+AGATAGACGAGGAAGATGTAACTTTAGAGGAGGTAGCGGTTATACCCCTCGCAATTCCCCTAATCTCCGG
+CCCAGGAGCAATAACTACGGTTATGCTCTACATGACCAGGGAATCTCCCCCGATAGTTATAGCAACGATA
+ATAGCCATAGGAATCTCAGTATACATAATCCTAGCATCTGGAAACAAAATCATAGAGAAGCTCGGTAGGG
+TGGGGATTAAGGTTACGACGAGAATGATGGGACTAATTCTAACCTCGATGGCAATTCAAATGATAATAAA
+TGGAATAAAGGGGGCGTTTGGAATCTAATCACTCTATTGGCTCAAATCTGTCCTTTAATTTTTCTAACAC
+TCCTGGTAAGGTTGTGTACTCCATCTCCTCTAATGGTAGCCTGTGGGGCTCAAATGGGCCGTGTCTCCTC
+ATGTAGTCTGTGATTTCAAGGGCCTTCTGCCTGGCCCAGTCGAATGCTGGGTCATCGAAGAGGTCAACTG
+GACCTATTAGTTTTCCTTCTGGGCTTATCTGCCAACCTAATGCAACGGCCCTTGGAGGTCCGTCGAATCT
+TGTTGGCGTTGCGTACTTGAGTGGAACAGGCATTAGTGGACCGTTGTGTGAACCCCTCATCCAACCGCTA
+ACCAAGTGTGGGAATGCAAATGGCTCCAGGACCTCTCCAAGTGCTGGAAGACCGCTCTGGGCCCTAACTA
+TTGCAACTGGGTCGTCCTTTCCTACATATTCTCCAGCTACTTCGTAGAGCTTCTCAGTTGAGACGACAGC
+TACAGGCTCGTCCTTTGGTATTGGGTGGCCCTCCTTTGGATAGACCCTCTTAATCACGTACCTGCCCTTT
+GCGCCTATTAAAGCTAAGATGTCGTACATCTCCTCAGGTGAGTTCATTATAACCTTCTTGTGCTCTAGAA
+TGTCCCAGATCTCAAACCTGAATCCCATGTGCATCTTTGGATCTATAACTAGTCCAGCCGTATTGAATGG
+ATCTGCAAACATCCTGAATATCGGTAGGTTGAACGCTCCTGGCTCGGTCTTGTCTAAGTGGAATGTAACT
+ATTGGTTCACTCTTCCTTAGGGTTATTTCCATCTCAGCAACGCTTGGCCCTAATCCTCTAACGTTACCGC
+TGAAGGCATCCTTAAGTAAATCTTGACCAGCTCCGTAGAGTGCCAGCTCCTTAGCAACTTCAGTGGCCTT
+CTTGAAGGCTTCCCATGCTAATCCGTGGACCTCTGGGCTATCTACTCCCTTCTTGTGCGTCATTATCAGC
+TGAAGGTCATCTCCAGCATAAGTTACGTAGAAGTCTATTATCGTTCCCTCTTTTTGGGCCTCGCTGAGAA
+CCTCTTTTGCCTTTTCAATTAGTGCTGGGTGAACCCTTGAGTGTCCTGGCCAGCCACCAACGTCTGCCTT
+GATAACGCTAATTGTTATCTTCTCCCCAACTGCCATCTCAACCACCTCCTCAAAAGAGCCGTTCTTATAT
+TAGTTACCCTTGTTTAAAAAAATTTGCTTTGGCTAATTTTCACTAAAACATATTTATAATTAAAAGCAAT
+GAGTATTGGTGGTGCCATGTTAATCGGAATGGCCATAATGCCGCATGGGAACGAGGCTGTCTATCCCCCA
+GATGAAGAAAGCAAAGAGCTCAACAAGGCATTGAGAGAAATTGGAAGCCAGCTTAAGGAAGCTGAAACCT
+ACGTTCTCATAAGTCCCCACAACGTTAGATTGAGTGATCACCTTGGAATAATAATGGCCGAGCACTTAAT
+TCCCTGGCTTCCCTTTAACGATGTAGAAGTTCCAGTTGAAGGGGAGTATGAAACCGACAGAGAACTCGCT
+GAGCTGATATTTAAGGAAACAAAGGAGAACTTTCCAATCGTGGACATAAACTTTGCAACGTTACGGGGGA
+GGTACTCGAGATTTCCTTTAACTTGGGGAGAAATTATTCCCCTCCACTTCCTTGAGAAAAGGCAGATAGT
+ATTGTTAACACCAGCCAAAATAGAGAGGGAAACCCTCATAAAGTTCGGAAAAGCTTTAGCTAGGATACTC
+AACAATTACGAGAGGAAAGTTGCTTTAGTGATAAGCGCCGACCATGGACACGCTCATGATGAAAAAGGGC
+CCTATGGCTACGCTAAGGAGTCTGAAGAGTATGATAAAATAATAGTTGAAGCTTTAAAGAATTCAAACCT
+CGAAATGCTTCTAGAGCTAGATGATGAGTTCATAGCTAAGGCCAAGCCAGACAGTTACTGGTCCCTGTTA
+ATAGGTTTAGGAGTTTTAAAAGAAATTCCTATGAAGTCCAGCTTAGTCACTTACGCATGTCCAACTTATT
+ATGGAATGGCCTCAGCGTTGTTCACTAAAACGTAGGAACTTTCTCCTCTTCTGGAAATTTCCACTTTTCA
+CTTATCTTTTTCACAACCTTTAATATCTCCTTATTCCCGGTTTCACTTAGCTTTTGGAGGAAGTTTATTA
+GGTCATCGTAGGTTCCCTTCTCGATTCTGAAGGGAACCCTATCCTTTCCTCCAAGGGCGTAAGCGTACTT
+GAATGGATCCGGCGGATGAGTTACGGGATCCCTCCAGCTTGGCTTAACATCATATATGAGCTCGGCAACT
+AAAGACAGGGCCCTCAAAGTGCTCGGGCCTAGCCCTTTAATCAGAAGAAAGGTTTGGTAATCCTTAACCT
+CTAACTCCTTAATGAATTCTAAAGCTCTCACGTTAAGCTCCAACTTCCCTAAACTTTCATATCTCCTGTA
+AACTTCCTTGACGTTAACATCCCTCGGCTTATAGAAAACTGAGTACCCCTTAATGATTGCTTTAACGACT
+TCTAAATCCTTCTCAACCCTCTTCCCTTCCTGGGCTATCTCGATCAGCGACTTCTGGAACTTCTCGGTAT
+CCTTATCTACCGTGTTTAAGGCGAAACTACCTTTTATCCCCGAAATACCTTTGTGTGGAAGTATTAACTT
+ATCAAGGTCAGCATTAAACCAGTGATACCTTCTGGCCAACTTATTCCTGGGATTCATACCCTGTTGAATT
+ACGGCCCAGTTACCTTCTTCATCCAGGAAAAACGTGTGGTGATAAAGCTGATAACCGGCCTGAAGGGCCA
+CGTTATCAACCTTGGCTACCAACCTCGATATTGTTACATATTTCTCGGGATTAAGCTCAAACTTCTCAGA
+TATTAACCTAATTTCATCAGGAGTACCTCTACTTTTCTTTCCTTTTCCACCTGCAACCTTAACCCCTAAG
+TCAAGCTCGTTCAAAGCTTCTTTTATTATGCCAGTAGTTACGGTCGTGCTTCCTGAGGAGTCCCAATCCA
+TGCCTATTAGATTGTTAAAAGCTTGAAACCACACAGGGTCCGCTAACCTCTCAAGTAATCCTTTGGTTCC
+ATATTCCTCGACGAGTAGCTTGAGCACTATCTTAGAAAGCTTTCTCATCCTATTAGCTAACCAAGGCGGA
+ACGTGCCCGGTGTGAAGGGGAAGCTCCGCAACGCCAGTCCTCATCACCTAAGATTAGACCCACAACTTTA
+AATTGATTATCTCCCACAAAGAACCATGCCCTCAAGGAGAGAGAAGATAATAGAGTTGCTCCTCGAGAGG
+GATTACAGTCCGAGCGAGCTCGCGAGGATATTGGAGATCAAGGGAAAAGGAGCTAAAAAGGTAATCCTGG
+AAGATTTAAAGGTCATAGCGAAGATAGCTAAGAGAGAGGGCATGGTTTTACTCGTAAAACCAGCTCAATG
+CAGGAAGTGCGGGTTCACCTTTAGACCAGAGATAAACATACCATCGAGATGTCCAAGGTGTAAGAGCGAG
+TGGATAGAAGAACCAAGGTTCAAGCTCGAGAGGAAGTAATTCTTTCGGCGATAACTTTCAGTAGAGGAGC
+TAAAGCCTTACCAATGGCCTCCTTCTTCTTTGAGAAGTCCAGTACTTCCTCACTTAAATTTGCCTTTATG
+ATTTCAACTGCTTCCCTCTCGGTTATCAATCCCTTAAGCCATGCCTCAGCTATCAAAGCCTCCGCGTAGT
+CCCCTTTAGCATGCTTGTCCATTCTTCTGAGATTTCTAGATAAGCCAGCTAGGTCCAGGGCTATTGCGAG
+CGAGGCATTTGGAACCCTATCTCCCGTAGGCTTACCTAAGAATTCCGTGAGTGCCAAAGAATACAAGAAA
+TTAATTAGGGAATCCCCGAACTTTGCCAATCCCTTGTCAGTCATGGAGGGCCCTCAGGTAGAGATTCTTT
+ATATCTTCAACGCTCGGCTCAACTGGGTTAAAGCTAACGAGTGGATCTTCGTAGGTTTTCCTGCTCATAT
+CCTCTACCTTGCCCAGGAATTCCTCCTCCTTCACTATCTCCGAAAGCTTCGGAACTCCAAGCTTTTCATT
+AAGTTCCTTAACCTTCTCTAGTAGTTCATCCGCACTGGAAAGCCCTAGCTCTCTTGCCATCGCATCGTAC
+TTTTCCCTGGCCCTCTCCATGTTAAACTCCATAACGTAGGGTAGGAATATTGCGTTAACCAACCCATGAG
+GGCCAATCCAAGCAGATTTGTGACTCATCGCATGGACTAGGCCTAATCTACCGTTTAAGAATGCTATTCC
+AGCCATGGTTGCGGCATAGTGTACTTCCTCTCTGGCCTTTGCATCGCCGTTGACGCTATCTTCAAGCCTC
+TCGAATATTATTCTAGCAGCTTTAACCGCGAGGGCATCGCTGAAGGGCGTTGAGGCCTTTGAGACGTAAG
+CTTCAATAGCATGGACGAGAACGTCTAGTCCGGAATTCCTGGCAACTTCCCTGGGCATTTTCTCAGGTAG
+TCTAGGGTCTAAGATAGCATAATCTGGACATAACTCTGGGCTAACTATCGTGTACTTGGTATCCCCCTTC
+TTTATGACACTAGCAGCCGAAACTTCGCTTCCAGCACCGCTCGTTGAGGGGATAGCTATTAGCCTAGTCT
+TAAGCTTTGGCAGGGGTTGAGCCTTCTTGAACCTGCTAAATATTGCCACACTGTCAAAATCAAGCCCAGG
+AGCATCGTAAAAAACTTTAACGGCCTTTGCAACGTCTATTACACTTCCACCGCCTAGTGCTATGAAAGTT
+TCTGGTGAAAATTCCTCAACCTTGGGAAGAACCTCCTCAACGTTCTCAACGCTAGGTTCAGGTGGTAAAC
+CGATAATCGTTTCGTAAACTCCTCCGGCTTCCTCCACGTAATCGGCGACTTCGCTTAAGAAGCCAAGTCT
+ATCCATTGATCTTGAAGAGAATATTAGAACCCTCTCCCCCTCCGAGATTATCCTCTTCACGTTCTCAAGG
+GATCCCCTACCCATGAGAATTGTCGTCTTTAAAAAGAACCTCATGACCTCACTCTCCCTCAAAGCTCTCC
+TTTATGAAATCCTTAGCCTCCTCGCTGAACTCATCTAAAGAGACCTCTTCTCCAAACTTGTTATACACCT
+TTTTATCCGTGAAGTTTATCTCGAGGACTTCGTAACGCTCTTCGCTCCACTCCTTAACATCTTCCCCATG
+CCTCTTCATGTGCTTTGCAAAACTGTCTATGTCCACGTACTTGTTGCAATGCTTGCACTTATAGAACTGC
+CAAAATACGTAATCCCTACCATTTATTAATCCCTGCTTTAAGTGCTCTATCAACCTTCCACCGAGGTACT
+CGTAGAAGTCTTCTTGCTTTAACCTACCATCTTCCTCGACAATTCTAAATCCAGCCCACACTATGTGATC
+GGCTATGTCTTGAACTGTTGGCCTGAGGTACTTCAACGACATTATGAACGCTCCATTATTCACATAAAAT
+GTCCCTTTTCCAGGAACGACGAAGATGTCTATTCCAGCCTCCTTCTCCTTGGCCAATTTATCGGCCTCCT
+CTTTGCTCTCCGCTATTGTTATTCTAATCCTCATGCCGCTCTTCTTATGGATTCCAAGGATTCTGTGATC
+TTCAATGTACCAGTAGAAATCATCCAAGCTTCTCACCTTCGCGTATACCTTCTTCATCTTCTCATCGAGG
+CTCTCGAACTTCATGGTCATCCCTCTAGGAAAGTTTTTTGAGAAATTAATAAACGTTCTCGAAAAAGCTT
+TTAAATGGGAAGATTCTCCGGTGAGTTTTTAACTTCAAGATTTTCCTTAACTTGGGGATGATCATGAAGA
+TAAGGCTTGAACACGGCGCCGGTGGAGAATTAATGGAAGAACTAATTAGAGACGTTATACTAAAAAACTT
+AACCCTTAACTCAGCTGGAGGAATTGGTTTAGAAGCCTTAGACGATGGAGCTACAATTCCAATTGATGGG
+AGGCACATAGTGTTCACGATAGATGGGCACACCGTTAAGCCCCTCTTTTTCCCTGGGGGAGACATTGGAA
+GGTTAGCGGTTAGTGGAACTGTAAACGATTTGGCCGTTATGGGAGCTAAACCGATAGCACTCGCTAGCTC
+TCTTATAATAGGGGAGGGCTTTGATTCTCAGGATCTCGAGAGAATTCTCAAATCCATGGATGAAACCGCC
+AAGGAAGTTCCAGTTCCAATAGTTACAGGCGACACAAAGGTAGTTGAGGAGAACGTTGGAATATTCGTCA
+TAACCGCAGGAATTGGAATAGCTGAGAAACCGATAAGCGATGCAGGTGCCAAAGTTGGAGATGCCGTCCT
+AGTTAGCGGAACTATTGGAGATCATGGAATCGCACTCATGAGCCACAGAGAGGGAATAAGTTTTGAAACA
+GAATTAAAAAGCGACGTTGCTCCGACATGGGATGTAGTTAAGGCCGTTGCAGATGCCATAGGCTGGGAAA
+ATATTCATGCAATGAAGGACCCAACGAGAGGCGGTCTCAGCAATGCTTTGAACGAGATGGCTAGAAAAGC
+TAACGTTGGAATATTAATCAAGGAGAGTGAGATACCTATAAGGCCCGAGGTTAAAGCGGCAAGCGAGATG
+CTGGGGATAAGTCCTTACGAGGTGGCAAACGAGGGGAAGGTTGTTATGATAGTGGAGAGAGAATATGCCG
+AAGAGGCCCTAGAGGCCATGAGGAAGACGGAAAAAGGTAGAAATGCTGCGATAATAGGGGAGGTCATAAA
+GGATTATCCTGGGAAAGTGATTCTAGAAACTGGAATAGGGGGCAAGAGATTCTTAGAGCCACCTATTGGG
+GATCCCGTGCCTAGGGTTTGTTAGTTCTGAACTTCTTATCCATTTTAACCATCTCTTCCCACTGCCTCCC
+TGGCCAGTAAATTTGCCCACAGTTTGTGCAGACGTAGAATTCATCATAGGATTCGTAAACTTTCTCTGGA
+ACTTTTCCCTTAACTTCCTCCTTGCTAACCCTAACGATTATCCCGTTGCATTTTGGACACCTGGCACCCT
+CTGGAAACAACTCATTGAACTCTATCCCCAATCGCATTAGCTGTGCTATCTGTCCCTCTATTGAGTTAGA
+TTCAATGAAAATAGCTTTAATGCCAAGTTTCTTAGCCCTCTCCACGAGCTCAAGATCCCTGCTCAAAATT
+ATCCTTCCCTCTTTCTTGGCGGTCTCTATTATCTCATCATCATCTTTAATCCCGTACTTGGTATCGTAAC
+CATAAAGTCTCAACCATCTTGCCAACCTTCCGAGCATCATGTCAGCTATGAACTTCATCAGAGGCTATGT
+TTTTATCCTCTCCTAAATACTTGTCTATCGGTGATATCAAATGGAGAGGGTAGTAAAAATACTGAAAGAG
+ATTCTCGAGATTCCATCCCCAACAGGGTACATGAAGGAGATAATGCCCTACCTGGAAAGCTTCCTGAAGG
+AAAACAACGTGAAGTTCTACTACACGAATAAAGGCGCGCTAGTAGCTGGGAACCATCGGGAACCAAAGCT
+CGTGGTTATAGCACACGTTGATACCCTGGGGGCCATGGTCAAGGAAATATTGCCGAATGGACACTTGGCA
+TTCTCGAGGATTGGGGGTTTACTCCTCCCGACGTTTGAAGGCGAGTACTGCACAATCATAACCAGGAGAG
+GAAAGAAGTTTAGGGGAACATTACTCCTCAGGAATCCAAGTATGCATGTAAACAAGGATGCAGGGAAGAA
+AGAGAGGACGGAAGAAAACATGTACATAAGGCTTGACGAGCTCGTCGAGAAAAAGGAAGACACCGAAAAG
+CTCGGCATAAGGCCTGGCGATTACATTGCCTTCGATCCAAAGTTCGAATACATAAACGGATTCATTAAAT
+CTCATTTCCTCGATGACAAGGCCAGTGTAGCGGTGATATTGGATTTAATTGCTGATATGGGAGAAGAACT
+CGAGAAGTATCCAGTAGCATTCTTCTTCTCGCCATATGAAGAGGTCGGACACGGAGGTTCAGCTGGATAT
+CCTCCAAGTGCAAGGGAGTTGCTGGTTGTAGATATGGGGGTCGTGGGTGAAGGCGTCTCAGGAAAGGAAA
+CCGCAGTTTCCATAGCGGCTAAAGATACAACAACACCTTACGACTACGACATGACGACGAGGCTCATAGA
+ATTGGCGGAGCAAAATAACATTCCATACGTTGTGGACGTCTTCCCCTACTATGGCTCAGATGGCTCAGCT
+GCATTAAGGGCTGGATGGGACTTCAGGGTTGCGCTAATAGGCCCAGGAGTTCACGCAAGCCATGGAATGG
+AGAGGACTCACGTCAAGGGATTATTGGCGACTAAAGAGCTCCTAAGAGCCTACATCGAGGAGCTATGATA
+GAGAGGATTGGAAATCCCATAGAAGTAAAGGACGAGCTGCTAAACCTAATGTTCAGGATATACAGGAGCA
+CGGAAGGGAAATACCCTGCCCTCGAGTGGGCCGATGAGAAGCCTAGCCTAGATGACTTCCCAGGATTCAA
+GAAGGTATATGAGCCCTTCCTAGAGTTCAGGCTAACGAAGGAGTTCGACGAGCTCTACGTGTACAAGGAG
+AATAACAGGATAATAGGAACCGTTGCACTCGTTTACAAAGGAATAAAAGAAAAAGGAATATGGTGGGTTC
+CAGAAGAGCTGATAAACGAGAGAACAGGTCTTATAGAACTATTCGTCGTAGATCCAGAGTTTCAAGGAAA
+AGGTATAGGCTCAGCATTACTGGAATTCGCGATAAAAAGGCTTAACTCCCTGGGAAAAGATGCGTACGTT
+GTGACTTTCCCTAACATAGATGCCTACAGGTACTACCTTAAGAAGGGATTCAAAGAAGTAATGAGGTACA
+AGGAATTCGTCATCTTAAAGGCTTAATCACAGAATATTTCCGTTATTCTTTTGATTATTTTGCTCGTTTT
+CGCTCTATCCTCCTTATACAAGTAAGGAAGCCTTATGACCTCCACCTTGAGCCCAATGCTCCTCAACTTC
+TCCTTAAGGGTTCTGCAATCAAAATCCTGGTCGGGACCAAGGGCAATTACATCAGGTTTAAGCTTCTTTA
+TGAGCTCTAAACTTATCTCCCCAGGTTCGCCTATAACGACATCATCAACGTACCTTATTGCCCTTAAGAC
+CTCGGCTCTATCCTCGGCTGGATTTATCGGCGGCCTACCCTTCCTCTTCTTTACAGTCTCATCGTGAGCC
+ACTATTACTATAAGCTCGTCCCCGAGTTCTTTGGCCATTTTAAGGAAGTGGATATGACCAACGTGGAGTA
+TATCGAAAACCCCACCAACCACCACCCTTATCCTGCGGTTACCTGCCATATTTTATCCCTCGCATGGTGG
+ATTACCTTCACGGCTTTACCCCTGCTCTTCTCCTTCATTGCTTTACCGCTCATCAATGCCACCCCTATTG
+CGAGAGGCCTTCCATACTTCTCTTCAACCACGAAGACGAAGTCCCCCTCCTTTATGTTCTCATCCGCATC
+GACTATCCCAGGAGCCATGACATCGGCACCGTTCAGTATGTGGGGCACTGCTCCCTCGTCAACCACTACC
+CTCCTGGGCCATTTCCTAAGGTCTTCTTCATCTGAAATATTGTAGAGGGCGATTACCAGTGGAAATATTA
+ACTCTTTCCTCCTAATGAACATGGGCTTTCCGTTAACTAGAATTATCTCAGTGGTCTTATCGAACTCAGC
+TACCTTAACCTCATCCTTCTTGTTTAACATCTTTCCGGCTATCTCCTCTCCGAACATTTGGGAGAGCTGT
+GCTATTATCCCCTTTACCTCCTTCTTGCTAAGCGGGTGTTTAACTTTCAGCTCCAATTCACTCACCCCTT
+ATTTCATCGTATATTTCCCTTGCAGCTTCTCTAGGATTTGGAGCGTTGTAAATTGACCTTCCAACGATTA
+CGTAATCTGCCCCAGCCTCTATCGCTTCCTTAGCCTTTCCTCCCTGGGCCCCTATCCCAGGAGTAAGTAT
+CTTCACGCCCTCCTTAAGCCTCTCTCGGATATATTTAACCCTCTCAGGCCTAGTTCCTGGAGCTATAACC
+CCAAATGGCTCAACATCGTTGGCGAGCTCTATGAACTTATCCGTTAGTGGGTTTATGAACTCCAAAGCCC
+CGGGATGGCTCATCTCAACAACTAAGATTATCTCCCCGAGCTCATTAACCGCCTCAACGCTGTCCCTTCC
+CACGAATGGATGAACTATTATGTAATCGGCACCCGCTTCGTAAACTTTCCTAGCTATGAGCTTATTAGTA
+TTCGGTATATCGGCTAACTTCAAATCGGCTATAATCTTTAGTCCAGTCCTATCTTTGAGCTTCCTTATTA
+TATCCAATCCACTCCCAATTATTAGTGGCCAGTTGACCTTAATCATTGCAACGTAATCCTTCGTCTCCTC
+GGCTATCTTCAAAGCTCTATCCTCATCGTAAACGTCCAAAGCTAGAACTATCACCTAACCACCTCCATAA
+CTTCCCCAGGAATTTCATCCTTCTTCATCACGTAGGCGACGTGAATTGCACTCTTAAAAGCCTTCGGTGG
+TGTGTCGGCCCATGTAATAACCACGGCATCCCCCTCGTCGTAGTCCACTATTTTCCTCGCTATATCAGGA
+TACATATCCCTTAAAGGCCTAAGATCCTCAGGGAAAACTATCTCCCCATTCTTAACGATCAGTATCATTG
+CCCCTTTAGCATCGAATCTAATGGCTTCATCCCTGAGTTCTATCGATTTAAAGGAAGGAGGCTTCCTAAC
+GACGATTCCTATCGCAGGATACCCATCAACCGAAACGCCTATAGGCTCTGAGAACAGCTCAAGTAGATTC
+TCCCTTACCCTCTTACCTTTTTCGGTTAAGAAGTGACCCCTCTGCTTTGAATCTATCATCCCAAGTTTTG
+CAAGCTTCTTAAGTAGTGTCCTCACGGTTCCCTCTCCAAGCTCGAGCTTCTCTGCTATCTGCTTCCTCCC
+CAGAGGTTCTTTAAGGAGGATTATAACGGCAATAGCATCTTCAATGCTGTACTCGGGATATGCTCCCCTT
+TTCCTCTCCACGGTTTACCACCAAATTAATTCTCATTTAAAAACTAAATAAGTTTTGCCTGGAGCCTAAG
+AAAGCTTTAAAAGAGGTTTAAAGAGAGTTAAAGAAAGAGCAATTCTGGGGGTGATTTAGATGAAAGAGAT
+AGTTGAGAGGGTTAAAAGCAAAACCAAGATACCCGTTTATGAGAGGAGCATTGAAAATGTGTTATCAGCT
+ATTCTGGCAAGCAACGACATATGGAGAATAGTTGATTTGAGCGAAGAACCGCTACCATTGGTAGTTTCAA
+TACTTGAGGCTCTCAACGAGCTCGGATATGTGAGCTTTGAAGACGGTGTAAAGTTAACTGAGAAGGGAGA
+GGATTTGATAGCAGAACTCGGTATAGGAAAAAGATACGACTACACCTGCCCCCACTGCCAAGGTAAAACA
+GTTGATCTCCAAGCCTTTGCCGATCTACTAGAACAGTTCAGGGAGATCGTTAAAGACAGGCCAGAACCAC
+TCCATCAGTACGACCAAGCTTACGTAACCCCAGAGACAACCGTAGCGAGGGTTATACTGATGCACACCAG
+GGGAGACCTCGAGAACAAGGAGATATTCGTTCTAGGAGATGACGATTTAACGAGCGTTGCCTTAATGCTC
+TCGGGACTACCCAAGAGGATAGCGGTCCTCGATATAGATGAGAGACTCATCAAGTTCATAGAGAAGGTTG
+CGGATGAGCTAGGGTACAACGACATTGAGATATTTACCTTCGACCTGAGGAAGCCACTACCAGATTATGC
+CCTTCACAAGTTCGACACATTCATAACGGATCCCCCAGAGACCATAAAGGCCATAAGAGCGTTCGTCGGT
+AGGGGGATAGCCACGCTTAAGGGGCCTAGATGTGCAGGTTACTTCGGCATAACCAGAAGGGAGAGCTCGC
+TCGACAAGTGGAGGGAGATACAGAGGTTACTGATAAATGAGTTCAACGTCGTGATCACGGACATAATAAG
+GAACTTCAACGAGTACGTTAACTGGGGGTACGCCCAGGAAACGAGGGCTTGGAGGTTAATCCCAGTCAAG
+AAGCTACCCGAGTACAACTGGTACAAGAGCTACATGTTCAGGATTGAAACGCTTGAAGGCTCGAGAGGTT
+ACGAGGAGGAGATAACTGAGGAAGACATTTACAACGACGAAGAGGCCTCAACTACTTGAGCAACTAAATC
+AAACACTCCTTCAATTCCTTTTGGCCCGAATTCAACTATTTTTATTGGTTTTAATAGAGGCAGGATGTCT
+TCGGTAGTTATCAGCCAAGGGCTCTTCATGTTGAAGTACAGGGAAGTGGCCTTCCTGTAATCTTCACCCT
+TAAACAGGGCGACTTTCCCAGGAGCTACAGCTATGACGACATCAACATCCAAGGACTTAAACGTGGGAGC
+TGCATAGTTGCTGTAAGATTCTATCACAACGAAGTCGTGAAGACCCTTTATGTAAGATAAAGCTTCATCA
+GCAATTCTCCTTCCCGAAGATAAAACCTCCTCCAACTGGTCAACGCTCAAAGGTTCGGGGTTCACCAAGC
+GAAGGAAATTTTCAACTTCTCTCCTTAGGGGATTTGTAAGCCTCTTTAGGTTCTCTGGAATGTAATAATG
+TATGGTTCTCCTCAAACCGCTAACCCTTACCACGACTGTTTGATTATGGAAGGCTATCCCAGTATAGTAG
+CTAACTTTCCACCCAAGCCTTTCGGGGTCGGGAGGCATAAGCAGAGCTACGAGGGGGCTTTCAAGTTCAA
+TTCTATCGATACTCTTAGATACCACCCGTTGAAGCCACCTACTGGCTTGGAAACTCCAACGTCAAAACCC
+TCTTCTATGGCCTCCCTGACGAGCTTGATGGCTAAAGTTGTTTTCCCAGAATCGTAGGGTAGAACTCCAA
+CGATTAATACCGAGGTCATTTTCACGAAAAATAATTTTAGAAGGTCAGAAGCCCGTCTTTACGCCTCCAA
+GCAATAAAGCCAGAACTGCTTTCTGGGCGTGCAACCTGTTCTCCGCCTCGTCCCAGACGACACTATTTGG
+AGAGTCTATGACGTCATCAGTGACTTCTTCACCCCTGTGAGCCGGTAGGCAGTGCATGAACATGTAATCT
+GGCTTGGCATGCTTAACTAAATCCTTGTTAACTTGGAACGGCCTGAAGATCTTTCTCCTCTCTTCAGCCT
+CAGCTTCCTGGCCCATTGAAGCCCATACATCTGTGTAAATAACGTCAGCGTCCTTGACAGCTTTTACCGG
+ATCGTGAAGTAGCTCAAAGCTTCCTCCGCTCTCAGCGGCGTTCTGCTCGGCCCACTTTATAACCTTCTCA
+TCCGGCTCATAACCCTCTGGGGTCGCCACTACCACATCGGCCCCAAGCTTGGTTCCAGCTATCATGAGTG
+AGTGAGCAACGTTGTTTCCGTCACCGACGTAAACTACTTTAACTCCCTTTATAGTTCCCTTCTTCTCCCA
+AATCGTCATGTAATCCGCTAGAGCCTGGCATGGGTGTGAGAAGTCGCTAAGGCCGTTTATAACTGGAACG
+CTAGCGTACTTGGCTAGATCCTCAACGTCCTTGTGGTCATAAACTCTAGCCATTATAGCGTCGACGTACC
+TGCTTAGGACCCTTGCGGTGTCCGCTATGGTTTCGCCCCTTCTAAGCTGTAGGTCTTGAGCGTTTAGGTA
+GAGTGCATGTCCTCCTAGGTGAGCCATCGCAACCTCGAAGCTAACCCTAGTTCTCGTTGAGGGTTTCTGG
+AATATCATTGCCAAGGTTTTACCCTCGAGAAGTCTGTGGGGCTTTCCTATCTTCTGCCAGATTTTGAGCA
+TCTTTGCTGTCTCGAGAATAGTCCATATCTCCTCAGGCGTGTAGTCCTGGAGACAGAGAAGATCCCTACC
+CTTTAAGCTGACCACCATGTTGATCACCACTATAGGCTAAGCTTGAGTTTTAATAACCGTTTCTACTATA
+TATGCAAAGAACTCCTGGGAGGAAATTAGAATTCGAGGGGTAAAATATTAAAAAATTTCGAGAGATTATT
+TCCACTATTTTATCGTATTATCTCTCTAGGAGCTCCAGCGATCTCGACCAAATACTCGGCCTCAACTATG
+TGCAACCTCCCAGGAACTATCAGCACGTGAGGTGGGCTTCCAAAGTCCTCTCTAATCATGTCTCTAACGT
+ATCCAGCCCTAATTACCGGATTCAAAGAGCCTGCCCTAGCTAGAACGACTACCAACGTTTCTTGAGTAAA
+TACTCCTTCTTTTTTCATATCCTCGACCTTAAGAAGCAATTTCATACCTTCGTTGGCAGTCATATATTTT
+CCTTTCTCAGCCTTTATATCCAAGAAAAGCAAAGTATGAAGTCCTCTTTCTAAGTTCTCCTTTATGACGT
+CATAGTAACTCGTTGGAAACCAATTCTTCTCTGGATACGAGATTGTCGCGCTCTTCCCAAACTTATATAT
+ATGCAATCCAGTTATTGCAATGGCCGAGTATATGCTTGGAGCATGGATGACATAGCTTTCAACTCCGAAC
+TTCTTCGCCCTGAGCCTAAGTTCCGCATGGGTGGTTGCAACTAATGGATCCCCAGCCGTCAGGAATGCCA
+CATCGTGATCTTTAGCTAGAGGCAAAACTATCCTTTCAAAGTTAAGCTCGACATCTTCTCTGCTTAAAAC
+CCTTATTTCTTTTCCAATCAATTTTTCAATTCTTTCTAGGTTCGTTCCAGCCATTAAAGATGTATAAAAC
+TCCGCAAATACGTAGTCGCACTTCCTAGCTATCTCGAGGCCCTTTAGGGTTATATCCTTCTCATCGTAAA
+GTCCAAGACCGATGAAATATAAAGCCATGATCTCCCCCTCCAAATGTTGGACTAAGGTTTTAATTCTTGC
+TTATGGTGATATAAGGAGGGATGATGAGGCCTACCTCGCTGAGCTGTGATGAGTGGGTGAGCTGGCTGAC
+ATTTCATTAAGATATCCATCGAAATAGTGATAAATGAGTAAACACATCAAAATCTTGGTGATCCCAATGA
+ACTTCAATCCAGTTAAAGAGGCCGAGAAGATTAAAGATGAGATTATAGCTTGGAGAAGAGACTTCCACAT
+GTATCCAGAGCTTGGATTCGAGGAGGAAAGAACCTCCAAGATAGTGGAAGAGCACTTGAGGGAGTGGGGA
+TATAAGATAAAGAGGGCTGGAACTGGGATTATAGCGGAGATAGGCTCGGGGGATAAAACCGTAGCTCTGA
+GGGCTGATATGGATGCTCTGCCAATTCAGGAGGAGAATGATGTTCCCTATAAGTCCAGGGTTCCTGGGAA
+GATGCATGCCTGTGGTCACGATGCTCATACGGCAATGCTACTAGGTGCAGCTAAGATAATAGCGGAGCAC
+TCCGACGAGCTAAGTAACAGGGTTCGCTTACTGTTCCAGCCAGCTGAGGAAGGAGGAAACGGTGCCTTAA
+AGATGATAGAGGCCGGAGCGATTGAGGGAGTTGATGCAATCTTCGGAATCCACGTGTGGGCCGAGCTCGA
+ATCCGGGGTTATAGGAATAAGGGAAGGGCCGTTTTTGGCTGGAGTCGGTAAGTTCGTCGCTAAGATAATA
+GGAAAGGGAGGTCATGGAGCGGCACCTCACCTGTCGATAGACCCAATTCCAGCTGCTGCAGATGCGGTTC
+TAGCACTACAAAGGATAGTTGCGAGGGAAGTTGATCCCCTCGACAGTGCCGTCGTCACCGTTGGAAGGAT
+TCAAGGTGGAACTGCCTTCAACGTCATTCCCCAGTATGTTGAGCTTGAGGGAACTTTCAGATTCTTCACC
+CAGGAGCTTGGAAAGTTCCTAGAGAAAAGGATCAGGGAAATCATAGAAGGAACGGCTAAAGCTCATAACT
+GTGAAGCAGAAATTAAAACCGAAATTCTAGGACCGCCGACGATAAACGACGAGAAGATGGCTAAATTTGT
+TGCTGAGACTGCTAAATCCCTGGGCCTAAAAGTTGGTGAAGTCAGGAAGACATTGGGAGGAGAAGATTTC
+GCGTTCTACTTAGAGAAGGTTCCTGGGGCCTTCATAGCACTTGGAATAAGGAATGAAAAGAAAGGAATAG
+TCTACCCGCACCATCATCCAAAGTTCGATGTCGATGAGGATGTCCTTTACTTAGGAACAGCCCTAGAGGT
+AGCTTTGGCCTTTAATTTCAAAGGTTAGCCAGTATCTCCTCCTCTTCCATTGTTCTTTCACAGTAGTGAC
+AACGAACCTTTAGAGGTTCCCTACTTATAACGTAGAACTTCGTTGTAACGTATTCGTGGTTGGTTATGCA
+GTTTGGATTGCCACACCTCAGTATTCCCTCTATAACGTCGGGGACCTCGACTTTAAACTTCTCAACGACC
+TTGTAGTCCCTAATTATATTAACCGTTGCATTTGGAGCTACCAAGGCTATCTTATTAACCTCCTCCTCGC
+TGAGGAACCTACCCTCAACCTTAACTATATCTTTTCTACCAAGCTTCTTGCTCGGAACGTTCATGGCTAG
+AAGAACTGCCCCTCCATTTGTTAACTTGCCGAGCTTCAGGATCTCTATAACCTTCAACCCTTTCCCGGCT
+GGAATGTGATCTATAACGGTTCCCTCCTTAATCGCGGAAACCTTAAGCTCAGCCATTCAAATCACCCCCA
+GGACGAGAGCTAAGAGGGCCATCCTAACTGGAACACCGTTAAACACCTGCCTAAAGTAAATCGCATGCTT
+CGTGTTATCCACTTCCGGATGTATCTCATCGACCCTAGGCAACGGATGCATTATCCTCAGCTCGTCCTTA
+GCCTTCTCCAACACCTTGAGGTTCACCTGATAGCTACCCTTAACTTTAAGGTATTCCTGCTCGTCCGGGA
+ATCTCTCCTTCTGAATCCTAGTCACGTAGAGAACGTCTAACTTCCCTATGACGTCCTCAAGGGTTGTAGT
+CTCGACGACTTTCATCCCCTTCTCCCTGAGCTCTTCAACTATATGCCTCGGCATCCTTAAGAGTTCTGGG
+GAGATTAGGTAGAGCTCAACGTCGTAGAAAGTTAATGCCTCGGCCAAGCTGTGGACAGTTCTTCCATACT
+TTAAGTCTCCAAGGAGGCCTATCTTTAGACCATCTATCCTTCCAAACTCCTTCTTAATCGTATATAGGTC
+AAGTAAAGTTTGGGTTGGGTGCTGATTGCTGCCATCTCCAGCGTTTATAACCGGAACTTCGGCAACTTCC
+GCCGCAAGCCTTGCGGCACCTTCCTTTGGATGCCTTATCACTATCACATCGCAGTACTGCTCAACGGTTT
+TAATGGTGTCCCTCAAGCTTTCACCCTTCTTAACGCTACTCGTTGAGGCTTCCGCAAACCCTATGACGGC
+TCCGCCTAAACGGTGCATAGCGCTCTCAAAGCTTAACCTCGTCCTTGTAGATGGCTCAAAAAACAGCGTT
+GCTAGGATTTTTCCCTTTGCATACTCCAGCTGACCCTTCTCTTTTAATTCCCTCTCGAGTCTTTCAGCGG
+TTGCAAGGACTGTCTCTATATCTTCCTTAGAAAAGTCCCTAATACTTATCACGTCCCTACCTTTCCAATC
+CATGAAGCCCTTCCACACTGATGAAGCTTGGGTATATAAACCTTTACGAAAAGGTTTTTATTTATATATC
+GAAATCCGATATCGGGATTCGATATGATTCGCCGGGTAATCCTCGGCTTCATGGGCCTTCACATCCTGTA
+CCACGCAAGCAAAGAGCCGATAACAGGGGCCTATATGATGAAAGAACTGAGAAAGCACGGCTACGATGTG
+AGCCCAGGAACAATGTATCCCCTTCTCAGGAAAATGGAGAGTTTAGGACTATTAAGGAGTAGATGGGACG
+TGAGGAACGGAAGAAGGGTCAGGCTCTATGAGATAACGGGGAAAGGCTTGGAAGTTTTAGAGGAGGGGAA
+GAAGAAAGTCAAGGAACTCTGCTCTGAGATTTTGGAGGGATAGAGATGAAAGAAAGAAAGGTATTTGGGA
+TAAGCTGGAACGTGTTCCTCCTGGGGTTAGTTAGCTTTCTCAATGACATGAGTAGCGAGATGATAGCCCC
+CATAGTCCCTTCATACCTAACGGACATCCTAAAGATAGGAAAATTAGCCAGTGGTTCAATTATGGGGCTA
+ATAGAAAGCTTAAGCTCACTATTCAAGGTCTTATTTGGCTATATCAGCGATAAGTTCAGGAAGAGAAAAG
+CGTTCGTGGCTCTAGGGTATTTAATCTCAACGATATCGAAGGGAGCCCTAGCCGTAACCCACTCCTGGTG
+GGATTTCCTAATCCTAAGAATACTCGATAGGATTGGAAAGGGAATTAGAACTGCTCCCAGGGATGCCTTA
+ATAGCTGAATCAAGTGAAAAGGGAAAGAGTGGAAAGTCATTCGGATTCCATAGGATGATGGACACGCTGG
+GAGCCGTCGCAGGGCCCCTCGTTGCGATGGGACTATTAGCTTTGTTGGCGAATTATCCCAAGGAGCTAGC
+GTACAGGTATATCTTCCTTATATCGGCCGTTCCTGGGGTAATCGGAGTGCTAATAGTTCTCTTACTCGTA
+AAGGATAAGGGTAGCGAAGTTAAGAAGAAGATAAAGGGTATTTCAGCGTTGAAGAGCTCTAACCTGAGGA
+TATTCCTAGTTATAGTCGCGATAGCGGCCCTCGGTAGATATAGTTACGCATTTACGCTATGGAAGGCTGA
+AGAGCTCGGCTATTCAGTTTTCCAGGGTTTGGGATTCTATGCGCTGTTCAACGTTATATACGCACTATCC
+GCCTATCCGATAGGCTATTACTCGGACAAGGTCGGAAAGAAGATAATAATAACGATAGGCTTTGGAATAG
+CAGGGTTGGCATCTTTAATCTTCGCGTACGCGAATAACTTGCCTACCTTACTCCTAGCGTTCGTACTCTA
+CGGATTGTACATGGCAATCGAGGATACAATCCCAAGAGCGTACATGGCAGACCTAGCGAAGGAATTCGAA
+AAGGGAACGGTAATAGGGGCATATCACACGGTCTTCGGCGTGTTCGTATTTCCAGCGTCTATAATAGTCG
+GCTACCTATGGCAGACGTACTCTCTAACAGTAGGTTTCCTGTACTCAGCGGTGATGAACGTTATAGCAAT
+GATAATGATGGCCTTACTAATTAAGGAAAGCTAGCTTAGCTCTCTTATCTTTTTTATGGCAATCCTTAGA
+GTCCTATTGCATCTAAAGTCTAAAGGTGTTTTCCGATTATCCTAACTGTCATGTGGATTTTTGTCTTGTT
+GGTTCTGTTTTTGTTGATGGGTTTATTTTGCGATAAAGTTTATAGCTTTAAATTTTGAGAGTATTCTGGT
+GATTGTTTATGGTTAGTAATAGGTTATTAATCATTGTTTTATCATTGATCATCTTGAGTTGGGGTATCAT
+AAGTGTTTTAAATTGTATCGTGATTATGAGTGAGAACTCCATAACTAGGATCCTCAGTTATGACGTGTAC
+AGGATCGAGGGTTCTGGAGATTACATCATCTATTATCCCTTGCCCAATGGGAGTATTAAAGTTTTGAAAA
+AAGGAAAAGCTAATAGCTTCTTCCCAGTCTTTGTGAAGGTTCCTAGAGAAGAGTGGACGAGAATTCCTGG
+GAAAGCTCTTTATGCCCCACCAACCCCATTAATCCTCTACGTTACCAGGGATGGAAAATTAGGAGTCAAA
+AGTATAACTTCAAGTAGGATTAAATTCGATGATGGCTTAGACTTAAAAGGAAATCAAATTCAAATTAAAT
+CGGCATGCCCTAAGGGTTGGATTGACTTTGGAGGTAGGTATTGCTTAAGCCCAAAATGGAGCCTTCAATT
+CAACGCCGAGGCAAAAGTTCTTGACGAATGGGTTTCAATAATGGGAATGAAAATAGAAAACAAGACAATA
+GAGAGAATGGACTTCGATTGGGATCTCGTTCTTAGCAGGAGTGCTTATAGTTATTGGATGATTGGGATTG
+ACGTTGGCCCCTTTACGATCCCCTTCGTGTCTAGGAAACATCTTGAGGGTTGGGTGCTGAGCATTAGTTA
+TGAGCCAATTGGACCTCTCTCGATTAATAATACTTGGGAGCGTTATCTTAGTGTTAGGGTTGAGTACCTT
+GTAATTCATTCTAGGGTTCCTGCTTATGATAAACTCGTCGGGAAGCGCATTTGGATAGAGATTACCCAAA
+CGTACCCAATCAAAATCCACAGTACTGGTGATTACACGATTTGGGAGTCTCCTGCAAGGGGTATTTACTT
+TACAGAATCCAAGGGAGATAATCCTCCGAGAATTACCACGACACCCAACATATGGAGCATTTCAAAGGAG
+GTGAAGTGGAAGAGAAAATTGATTAACAGTACTGGGCACTGGGTTGGAGCAATTCTTGTAAAGAAACATC
+CAGCCAATTCATTCTCTTTAGGGTCTAGCCTGAGTATTCCGATTGATTATGGTGGTTTTCCAAGTTCATT
+AAGCTTAACAGCCGAGTTCCGCAAGTACATGAATGCCGTATCAATTATATTGTATAGTGTTGACGTTAAG
+CCAAGAAAAAGCTGTTATGCTATGTATAGCGTCTTGGATGTGAAAGTAGGAGAAAGTGAGCCTAGAGTGG
+CGGTCCCCCTAGTGTTTAGTGTAATCACTGATGATGAAACATTAACACCACCTTGCAACTCAAAGACAGG
+CCTATGCATAACAACCACAAATCCGGAACAAAGCTAACATCTCTCTAATCCAAAGTAACGTTTATGAAGT
+TTCAACTTTAATTGAGAAAGATGAGATATGAAGAAGCTAGGTTTCACATTGCTACTCCTCATAATCGGCC
+TTCCCATAGCTAAGGCATGCTTCTTCCCCCAGGATTTATACGCAGTTGAAGTTGAGATTGAGGGAACCTA
+TAACCTAGAACCACTTCTAAGCGCTAAAAACGTTCTTCTCGAGGATGGAAAAATAGTATACAGATCGCAT
+TACGATCCAAGGCTAATAGTAATGGTATGGAAAGATACGACACTTCACGTTAGGGTGCAGATACCAACGT
+CATTCGGAAAGAGAACGATATACACGGAAACCTTTGAAGGCATAATTCCAATTGATGACGTCTTTGAGAG
+GGCTAAGGAGAGGGGGTGGAAAGTTTCTGGCAACTCCATTAAAAAAGAAAATATTGCCATTTTCATAACT
+CCAAAAGTTGGAAACGAGTGTAAAGCTGATTCAGACTGTAAAGCTCAAGGGTGTTCAGGAGAGGCCTGCA
+CGCCCAAGAATGAGACCGTCTTCTCAATCTGCATATATAGGGAATGGTACAAGTGCCTGAACCTCACGAG
+CTGTGGCTGTTATCACGGGACGTGCTCCTGGAAGCCAACGGAGGACTTCATAAGATGCTTAAAGAAATAC
+AATGCAACGCTTGAAGATATTATAAGGGCAAGGGCAATAGTGACTATCGAGGTTTACGATGAGCTAGGGG
+ACGAGATTATAAAAGAAATAAATGACACCCTAGGGTGCAACATTCCAACGAACTTCAAGAAGAGCGAAAG
+TCAGGGGATAATTCCAGATATTAACCCGGAAGATTTAAACGCTAACTTAGCGATAGAAACGGAGCTTAAG
+TGGTTAAGGAAGATTGGCGTCATTGATATAAGCGAGGAGGACATTAAGGAGATAAGCAGGATCGCCAAAT
+GGGGGTATGCGGGACACAACTCGAGGATAGGATTCTACGACGGAGAATGGAAGCCATACTTTAACTATTC
+AAACGCCGAGTTAGTCAGGTGCGTTGGAAGCGGATTTAAGGATTACAAAGAGGAATTGCCAATGGAAACC
+CCTGAGGTTGGAAAAACGTGCGGTCCAGCTATCTTGGCACTGCTTTCACTATTGGCACTAGGAGGGAGAA
+AATATGAGGACTCCAACGACGTTTTGGGCGGAGATAGTGCTACCAGCGATAAGGGCAAAGGTGGCAAGAA
+TCCTTAGCTCGGAAGGATTCTCACAGGTAAGGATAGCCAAGGAGTTAGGGATTACCCAAGCCATGGTGAG
+TAAATACCTCTCGAAGTACAAACCTCCAGAAATCCTAGAGGATATAGAGGGTAAGATAGAGGCAATTGCC
+GTATCGATAGCCGAGATGATAAAGAGTGACATTGAAAGGGAAGAGATAATAAAAACCATAGAAAGGAGCT
+TTTTCAAGCTATTAGGAGATGAAAAATTCTGTAAGGCCTATGAGAAATATTCTGGCATTCCTGGAAAGGT
+CTGCATGGAGTTAGCTATAGAGTCAGGAAAAAAGGAGGTTATAGAGGATTTATCAAGGGCGTTAGAGATT
+ATTCTCAGGGATGAAAAGTTCGCCGAGCTAATTCCAGAGATAAGAAGCAACTTCGCATACTCACTTCCGA
+ATCCCAGGGACACCAATGACGTGGCGGCGATCCCTGGGAGAATAACGGTTATTAAAGGAAAACCCTATGC
+AATGCCTCCTGAATTCGGTGTAAGTAAACACACCGCTAGGTTGCTCGTAAAGGTGTCTAAGCACAACAAG
+GATATTCGCTCCGTGCTAAACATAAGGTTCGGAAAGGACGTTGAAGATGCTATAAAGAAGGCTGGACTTA
+GGGTAGCTTACCTACCAAGAGAGCTAAGCTCGATAGAGGAAATCGAAGATAGAATAGCTGAGATGTTTAA
+TGGTAACGAGTTTGACGTTGTAATAGACCCCGGAAGACATGGAGTTGAGCCCTGCGTTTACATATTCGGT
+AGGAACCCAATGGACGTCATCGTGAAGTTGAAGAAGATTGAGGAGAACCTTTAGGAGGGGAAGTTAAATG
+GTTGTGATTAGCAAGGAGCTTAGGTTCTCAACTAAAGGGGAAATAGACCTTGTCGATATAACTCGGGAAG
+TTGAGAAGTTCGTTGAAGAGAGCAACGTTAAGAACGGCATCGTTTTGGTATTCGTTCCAGGGGCGACTGG
+AGCCATAGTTGCCATAGAGCACGAGGAAGGATTGCTCGAAGACTTCAAAAGATTTCTAAGGGAGGTCATC
+CCCAGGGAAAGGAGTTACCTCCACAATAGGTTCGACGATAACGCCCACTCCCACCTAAGGGCAACTTTAC
+TAGGGCCAAGCTTAGCGTTTCCGATAATAGATGGAAGGCTAGTTAGGGGAACTTGGCAACAGATATTCTT
+CGTTGAACTTGACACAAGGCCCAGAAGCAGAAGGGTCATCCTTCAGATAGTCGGAGAATAGCCTTCCATA
+CCTCGTTGTTCCTGACTATAAACCACCACCTCTTTAACTCCCTCCTCTTCTCCTTGTAATCTGGATGAAA
+TCTCGAAACCAATGACCAGAACTTCTTTCCATGGTTCATTTCAATTAAGTGACACATCTCGTGGGTGACG
+AGATAGTGAAGCAAATCTCTAGGTAGTGCCGCGGCCGATAAATCTATCGTTATGGAACCCCTCCAGGTTG
+TGCTCCCCCATTTCCTCTTCATAACCTTAATGTACACCCTCTTAGGTCTAACTTTTAATGCTCGTCCAAC
+TTCACCCGCTATATTCAAGACTTCCTTCCTTAGCATTCTCTTTATTTCTTCCCTTGAAGGAGCATTCTCA
+ACGCTTAGGAACTCACCGAAGAGCGGGAATCCCGAATTGGAAAACCTAATAGCATCTTCAACTAGCCTTA
+GCTTTGAGAGTATCCACCTGCTTTTCTTCCTCAGCACGTATTCCACGATTTCCTCTGAGGGAGATACCAC
+TAGCAAGGTTCCATCCTCGAGGATTCTTATGGTAACGTACTTCACGGGCTTAACGATTACCTTATACTCA
+ACTTCCTTCTCCCCAAGCCTAAGCCTCGGCACGCTATATGATAATCATGAAGCTTTAAAAGTGAAGGCCC
+AATGTGAGGACGATGAGAAAGCCGGGAGAGATACTCAAGGCAATCCTTAAGGAGAAGGGAATAGAAAGAG
+TGGGCACGTTGTCAAGGAAATGGCCCTACGGTAGGGACATCTACCAAGAGCTGGCCATCCTCCTACTCGA
+AGGAGACGGGGCGATAGTTGAGCTTGAAGAACCTACGGCAGAAGCTTGGGATTTAGAGGGTAGAAAGGTT
+AGTGGTTCTCGCTTCGCTTACGTAAGACCCTGCATGGTTAATAAGTTCAAGCCAGTCGTTACCGGCGAGG
+ATTTGAAGGCTAAGTTACCGGATTATCCGTACATAATAGTTGACCTCATGCTCTGGGATAAGCACATACC
+AAAGGAAAAGTCGAAGATTATTCTCCAGTTGAGAGAGACCTACGGCGTTATGAGGAGGATGATGTGGCCA
+AAAATGCTAGCGATAACTTGGCTAAACGATGAGGTTAAGGAGAGACTAAAGATACCCCTAGAAAAAATAA
+AGGCTTACGAAGGCCCAACATCGGAGCTCCTCAAGGATAATGGAATAAAGAGAGTCGTCCTTCTAGATCC
+AAATGCCGATGAAGTGCTTTCTTCCAATGATTTAAAGGAGAAGGCCTTCATTATAGGTGGAATAGTTGAT
+ATGAAAGGTGATAAGAAAGGAACAACGGCTAAAATCGGTGAGGTTTTAGAGAGAGAAGGGATAGATGTTC
+TTAGGAGAAAGATAGTCCTGAGGGGCGATGTTGTTGGTGTTCCGAATAGGATAAATCATATAACGGAGAT
+ACTACTTAGGATGCTTTACGGTGAACCCATGGAGAAGGCCATACTAGCCGTACAAGCTCCAGCTCATGCA
+AGGTGGAGGCTAAGGAAAGAAATCCCCAAGAGGAAAATAAGGTACCTAATCGACGGAAAGCTGTATCTGG
+TTGTTGAGAAAGAGCTGTACGACGAGCTTAGAGAATGGTTAAACATAAGATGGGAAGACTTCGTAAAGGT
+TCTTAGGGAAACGGGTATGGTTGCCCTTGAAAGGAAAAGAATTCACCATCTAAACAAGATATCGATGTAC
+AGGCTGGATAAATCTGGAGGAAAAAGGGTGATACTTTTAAAGAGGGCCGCTCTCCTCTGTTATAACTGCT
+AGATTCGGGGGGAAGGTAATGCTGGACATAAAGCTCATACGTGAAAATCCCGAGCTCGTGAAGAACGATC
+TAAAAAAGAGGGGAGAACTTGAAAAGATAAAGTGGATAGACGAGATTCTAAAGTTGGACGCTGAGTGGAG
+GGCCAAGCTAAAGGAAATAAACAAACTCAGGCATGAGAGGAATAAAATAGCCATAGAAATAGGAAAGAGG
+AGAAAGAAAGGAGAGCCAGTCGAAGAGCTTCTAGCTAAGAGCAAAGAGATAGTGAAAAGGATAGAAAGTC
+TGGAAAAGGAAGTTGAAGAGCTCAAGAAGAAGATTGACTATTACTTATGGAGGCTTCCCAACATAACACA
+TCCAAGCGTTCCCATAGGAGAAAGCGAAGAGGATAACGTCCCAATTAGATTCTGGGGGAAAGCTAGGGTC
+TGGGAAGGTCACCTAGAGAGATTCCTGGAGCAGAGCCAGGGGAAAATGGAGTACGAGGTTCTCGAGTGGA
+GGCCGAAGTTGCACGTTGACCTGCTCGAAATCCTAGGAGGAGCGGACTTTGCAAGGGCAGCCAAGGTTAG
+CGGCTCGAGGTTCTACTACCTCCTAAACGAGATAGTTATACTGGACTTAGCGTTAATTAGGTTCGCCCTC
+GATGAGCTCATAAAGAAGGGCTTCACTCCAGTAATCCCACCTTACATGGTTAGAAGATTCGTGGAGGAGG
+GCTCAACCACCTTCGAGGATTTCGAGGATGTCATATACAAGGTTGAAGGTGAGGACCTATACTTAATCCC
+GACCGCTGAGCATCCTTTAGCTGGAATGCACGCAAATGAGATCTTAGATGGAAAGGATTTACCGCTCCTC
+TACGTTGGAATATCGCCTTGCTTCAGGAAAGAGGCGGGAACTGCAGGAAAGGATACCAAGGGAATATTCA
+GGGTTCACCAATTCCACAAGGTTGAGCAGTTCGTGTACTCTAGGCCTGAGGAGAGCTGGGAGTGGCACGA
+GAGGATAATAAGGAACGCCGAGGAACTCTTCCAGAAGCTCGAGATACCGTATAGGGTAGTGAACATATGC
+ACTGGAGACCTTGGCTACGTGGCGGCTAAGAAGTACGATATAGAAGCTTGGATGCCTGGTCAAGGAAGAT
+TTAGGGAAGTAGTTTCGGCAAGCAACTGTACCGATTGGCAAGCTAGAAGGCTCAACATAAGATTTAGGGA
+TAGAACAGATGAAAAGCCACGCTACGTTCACACCTTAAATTCAACGGCCATAGCAACTTCTAGAGCGATA
+GTTGCGATACTTGAGAACCATCAAGAGGAAGATGGAACCGTGAAGATTCCGAAGGTTCTCTGGAAGTACA
+CCGGCTTCAAGGAAATAGTTCCCGTAGAGAAGAAGGAGAGGTGTTGCTCAAGTTGAAGCTCGTTCTCGAC
+TCTTCAGTTTTTATTCAAGGCCTTGACATAGAGGGTTACACGACACCAAAAGTCGTTGATGAAGTTAAAG
+ATAGAGAGTCAAGGATTCTCTTAGAATCCCTAATATCCTCGGGAAAGGTTAAAGTTGTAGAGCCATCCAA
+AGAAGCCCTAAGGGCAGTTAAAAATGCAGCGTTAAAAACTGGAGAAATTGAAGAGCTAAGCGAGGCCGAC
+TTAGAGGTTTTGGCCTTGGCATATGAGCTTAAAGCAGAAGTTTTTTCTGATGATTACAATGTTCAGAATG
+TGGCAAGAATTCTGGGTCTTAAGTTTAGAACGCTGAAGAGAGGGATAAAAAAGGTCATCAAATGGCAGTA
+CGTTTGCATAGGTTGCGGTAGAAAATTTAAGGAAATGCCCCCAGGAGGAATATGTCCAGATTGTGGAAGC
+CCCGTAAAGCTAATTCCAAGGCGTCAGCGCTCATAGGGCTCTTCATCGCTCAGAATTACTAGCTCATCAT
+CCGCCAAGGTTCATGTAATATGTTATTAACTTCCTTAACTCTATGTTCCTATCTATCTTCTTCTTCAGAA
+ACCTTTTAAGCTGAACGTTCTCAGCAAGGAGGCCAGAAAGTTCAATAGCAAGAAGCTTATTTTCCTGGGT
+TAAGTTGTAGGCCTTGAACTTAAGAGGGGCGAACTCCATCTCAAGCTCCCAAACCTTCTTTTCAAGCTCA
+GATATCTCCTTCTCAAGGTCTTCAATATTAATAGCCGGAGGATCTTTGAAATCCTCGAGAATCAAAATTT
+CTAGGATTCTCTCAACTGGAACTCCAAATTTATTGCTAAGCTCAAGAATTTTAGCTTCAATTTCATCGCT
+AAGCTTGACCTTTATCTTTCCAAAGCCCCTATCAGGTTTTATAATGAGTTTAATGCTCATAGTTATAAAT
+TATTAAAATTTTATTAAATAAAGAATATCTTCGCCTCAACGCCAGTTATCTGGCTCAAGATGCTCTCTAA
+AACCTCCGCCTTCTCGGGTAACTTATTCCTGTCCCTACTGAAGACCAATATCTTGTAGTACTTTCCGCCA
+TCCGGCTTGTAGACTATGTTAACACCGAAGACTCCCGCGGGATACAGGAGGTCTATCGCCAATTTCTTCA
+CGTCCTCGGTTCCCCTGATCTCCCTGCCCTCTATAACCCTGACCCTCTTTCCAAGCTCCCTAGTTAAGTA
+CTTTATGTTCTTTCCACCCTTTCCTATGACGATTGGAACGTCTCCCTCTCCGACTATTAGCACGACAAGG
+TCACCGGCCTCTACGGCCTTCTTGAACTCTATGTCAGCGTCTCCAAGCAATTTATAGAGCATCCTGGAGA
+TTTTAACGTCGAGCTCAGTTATAATACCTTCCTCAAGCTTCTTTTCATCAGCAGGACAAAGAATTCCATC
+GGTCTTTAAGCAAACCTCACAGATCGGCGCCTTCATTCTCTCACCTCCGTTCTAAGAATCAAAATGAAAG
+CTAAAACCACTACATGGAGACCACTTAAAAACCTTTTCCTGCATTCTGGAAAACATTAAAATTTATTAAG
+GAGAATAACCGTCGGGTGAGAAGTCATGGATGGTGATGAGGATGGCCCTCAAAATCAGAGAGAATTCAAT
+AACATCAGGATTAATCAAAGATGCCTTCTTAGTGTCATTTCCCGCATTATTACTGTGCTTATTGCTTGAT
+TTCTTCGCTGGCGCATTCCTGGGGAAGTTCTTCACCTTAATAAGAACCGAGTATCCAATAATTCTCGTCA
+TCCTTCCCGGTCTTATGGGGATGAGGGGGAACATTTTCGGGGCCATGGCGTCCAGATTCTCGACCATGTT
+ATACTTGGGTGAAATAAGTCCATCACTTAAAGATAGGAACGTCCTGAAGAATATATTCCTAAGCATAGTC
+CTGTCCTTAATTCCGGTCCTCTTACTGTGGCTCGTTGGGGCGCTGAAAGTTAGGAACGTTGATGTTGCGA
+TAGCAGTTTTGTTGATAGTTTTGGTGTCAACGATATACGCAAGCTTATTCCTGGGAACCGCCACAGCTAT
+CACAACGGTGCTCCCCTACAAAAAGGGAATAGATCCTGATTCGGTGGCGGCCCCTATAATAACGTCGGTT
+GCCGATTTGATTACGATTCCCCTGCTCGTAGGTTTCATCCTCCTGTATCCCCATAAACAAACGTTCATAG
+CCTTAACCGTAGTATCAATCGTTATCCTGGGGATTTTAAGGGGATACTCAAAGTTGAACAGGGAAGATTT
+GAAGTTCCTTAGGGAGCTCCTTACAATAATAGGAGGGCTAGCCCTATTGTCCAGCATAACCGGTTCCCTC
+CTCGAAAGTTACAGCAAGTTAATAGACTCGGTGGCAATTTTCAGCGTTATGTATCCTATGGTCTTAGACA
+CCACTGGCAATCTCGGCTCCATCATAGGAGCCAAGACCTCAACTAAGTTGCACCTTGAGGGAATTGAGAA
+AATAATAAACCTTGATATCTTAAAGGAAATAACGGTTTATTCTCTATTGGCACTTCCCCTCGGGATAGTT
+GGGAACGTTATAGGCATGGAACTCACGAAGCTACTCCTCCATAGAAAAGCTGAGATAATACCACACTTTA
+TACTTCTTTATCCTGTTTTTGTCTTCAGTGTTCTGTGGTTTGCCTATTTCTTAGCTATAGTTGCGGATAG
+GGCAAAGTTAGATCCTGACAACGTAACCGTCCCAACAATAACGACGCTCTCAGATGTGTTTTCCACATTA
+TTTATAGTTGGTATAGCTAAGATTGTAGTTGGGTGATAGCATGGAGGTAAGGTACAAGCCCGAAGAATTG
+ACGAAGCTTCCCAGGAGCGTTGAATATAAAGAGAGGACAGTTTACATGATAAACCAAAGACTACTTCCCA
+GGGAATTCAAGGTTGAAGCCTTTAGAACCGTTGAAAGTGTTGCAGAGGCCATAAAGAACATGACCGTAAG
+AGGGGCACCAGCGATAGGAGCGGCCGCGGCCTTCGGATTAGCCCTCTACGCCGAAACATCAAAAGCGAAG
+AGCAAAGATGAGTTCATGGATGGATTTTACAAGGCCTATGAAACGCTTAAAAATACTAGACCAACGGCCG
+TTAACCTCTTCTGGGCTTTGAACAGGATAAAGAAGTTGGTTGAGGAGCATCTAGAAGATCCTCTCGACGA
+GATAAAGTCCCTTATAGTTAACGAAGCACAGAAGATAGCAGACGAAGACGTTGAGGCTAACCTCAGAATG
+GGTCACTATGGAGCTGAAGTTCTACCAGAGGGGAATTTACTGACTCACTGCAACGCTGGAAGCTTAGCTA
+CAGTCCACCTCGGAACAGTAGGTGCGGTAGTTAGGGTTATGCACAAGGATGGAAGCTTAAAGCTACTGTG
+GCTCGACGAGACGAGGCCAGTTCTACAGGGGGCAAGGTTATCTGCATGGGAGTATAGCTACGATGGCTTA
+AATGTTAAGTTAATCGCCGATAATGCTGCTGCATTCGTCATGCAGCAGGGATTGGTGGATGCAATAATAG
+TTGGGGCCGACAGGATTGTAGCTAACGGAGACTTCGCAAACAAGATAGGAACTTACATGTTAGCCGTTCT
+AGCAAGGGAACATGGAATACCGTTCTTCGCAGTAGCGCCCTTGTCATCTATAGACATGAGCCTAAAGAGC
+GGAAAAGAAATACCCATCGAGGAGAGGTCTCCAGAGGAAGTTCTAACTTGTGGTGGTTGTAGGATAGCAC
+CCGATGTTCCAGTTTATAACCCAGCGTTTGACGTTACTCCCCATAAATACGTTACGGGAATAATAACGGA
+CAAAAGGGTAGTTTGGCCACCGTTCAAGAGAAATCTAAAGAAGCTGTTCGGAGAGCAGTGAACTTCTCTC
+TTCTTTATAAACCTTTAAGTCTTTAAATTAGGCTTTCGAAGACCTTATATACCTCTTCTTGATGCTTCAT
+CCCCTGCAACGGTGAGGTATTTGAAGAGAAAGAACGTTATCATGTTGAAATCAAGGGAGAAAGCAAAGTA
+CTCATTAAAGGTTAAGAAGAGGGGGAAGTGGTTCTATTCATTCATACTTTTCAAAGTGTTCTCAGGTGGC
+ATGGCTCCCCTAGTTCCTATCCTCATAGTGAACGAAGGTGGAACACCAACTGAGATAGGATACACCAGCG
+GGCTTGGTAGCTTGGCTTCTATGATAGGAGGGGTAATTTGGGGAAGGTTAAGCGATAAGCTTGGGAGAAG
+AAAAATCTTCATGTCACTTGGCATCTTCGGTAGCACGATTTCCGTGATTCTCATGAGCGTTTCACTTTCA
+ATAAAGTCTCTAATATTCCTCAACATCCTCTACATGTTCTTCTTGGCCGCAACGATACCTTTGCCAATCT
+CAATAATCTCCAGGGAATTTAGGAAGTACGAGATAAACGAAGCTATTGGGAAGTTCAACAAGTTAGGAGG
+ATGGGGGTGGGTTGGCGGATTGATCCTTGGATTTGCATTAATAAACTTTGCGAATCCAAGAATTGCCATC
+CTGGGTCTCGGAGCCCTTGGAATATTATCCGGGATCTTGACGATAAAAAGAATTAAAGAGGTTCCAATCC
+ACCCAAGCAGGTTCAGGGTTAATGGAATTATTCCCAGCCTCTTTACATTTCATCCCAGGAAGATAACACT
+TTCAACGCCAAAGTTACGGGATGAGATCCTAAGGATTGTATTTATTTCATCCTTCCTATTTTGGATCGGC
+TCAATGCTAGCATTAACACAGTTTCCAGTGCTAGCTAAGGAAAAAGGCTTAGACGGTGAAACGCTGTATT
+TCGTTAGCATCTCAAGCTCAGTTACCTCGGCCTTAACATACCAGAGGGTTGCGAATTCGATAGTTGGCAT
+CGGAATTTTGAACTATGTTAACGGATTAATACTGAGAAGTTTGGGGTTAGCAGGACTCTTATTCGTAGTT
+CCATTACCGTCAAAGACATTTTTGCTAGCTTCAATTCTAGTTTACTCCATACTCGGATACAGCTGGGCTA
+TGATAAGCATTTCAACTTCCTCAATTATCTCCGCAAGAAGCTCCGAAAATACCAGAGGAAGAATTTTCGG
+TTCATACAACCTAGTTTGCTCGAGTGGGGCGATAATTGGAAGCCTGGGGAGTGGTTATTTGGCGAACAAC
+ATTGGAATGCAGGGAGATTTGGCAATTGGACTTAGCCTTATGATACCTGCCATATACGTGAATTCAAAAA
+TTTTGAAAAAAGAAGTTCAGCCCCTAAACTTTGGTCTCTTTGAGAGGAGCAGGGGTAAAGGTCTCGGCTT
+GTAGGGAAATCCCTCAGTTTTCTCCTTTATCTCCTTGATCAGCTCTTCGATCCTGGTCTCATACTGCTTT
+CCATCCTCCCTTCTCCTCACGGTTATCGTTCCGTTCTCCTTTTCCCTCGCTCCAACGACGACTATGTATG
+GAATCCACTCCTTTTCGGCTCTCCTTATCTTCTTGTTTAACCTCTCATCCTCATCATCAACATCAACCCT
+TATCTTTGCCCCTTCAAGCTTTCCTGCAACGTACAGGGCGTAGTCTAAGTATTCCTCACTCACTGGAATT
+ACCCTCACTTGAATTGGGCTAAGCCAAAGTGGAAACATTGGTTTCTTACCTTCGTTCATTAGCTTTGCCT
+GCTTCTCCAATATGGCATACATAACCCTCTCTATTGCCCCACTTGGAGAGCAGTGGAGAATTAGTGGGTA
+CTTTTCTTCACCGTTCTCATCATAGTACGTTATTCCGAACCTCTCGGCATTCTCAACGTCTATTTGAACC
+GTGCTTAGGGCTGCGGCCTTGTCTAGGTTATCGACGAAGTTGAATTCAAACTTTAGGATAAAGTAGAAGA
+ACCTCTGCTTCCACATCTCTATTAGAACTGGCTTTCCAATTAGCTTGACAAGCTCAACTATGAAATCTTT
+GTGCTCCTTCCAGAAGTCCTCGGTGAATCTTATTGCCACTTCATAATCCTCAGGCGTTAGTCCGACTCCC
+TCGAGAACTTCCATACTTAACTTAAACTGCTTTTTGAACTCCTCTTTTGCCTGCTCTATATCCTTGGCCA
+AGGTGTGCATATCGGGCATGGTAAATGCCCTTAACCTCCTAAGACCTGAAAGTTCTCCCCTCTTCTCTCT
+CCTGAACGAATATCTCGTTAGCTCGTACATCCTTAGGGGTAGATTACGATAGCTTATTATTGCATCCTTC
+TTAATCATGAACTGCCCAAAGCAGGCTGCAAACCTTAGGAAGTACCTCTTATCTCCACTCAGAACTATGT
+ACTGCCTCGCCGGGAACCTGTTTAAGTACTTCTCCAGAGCTGGATGCTCAAAGTCGTACATTATGGGGGT
+CTCGACCTCCATGGCCCCGTATTCTATGACTTTCTCAGTCACGTACTGCTCAAGTAGGGATTTTATTAGC
+CTACCCTTCGGGTAGTACCTCAAGTTCCCGGGATCGCTTCCGGGCTCGTAATCAACGAGCTCGTGCTCAA
+GCATCAGCTTAACGTGAGGTGGCTCTTTCTCTGCTATCCTGTTCTTGGCTATCTCGTAGTTAACGAACTT
+CCTTAGATTCTCATAACCCGTGAAGTCAAACTTATCTACTTCTATTAGCTCTCCTTCAGGCGTTAGTATG
+TACCAGTAGCTGACAAGCTCTTCCTCCTCCTTCCTAAGAGCCTCAGGAACCTCTTCTACCCTAGCTTCTT
+CTGGAACTATCGTCCTGCTTAGCTCCGCAAGGGGATGACCCTTACAGCTTATCTTAAAGGCCTTGTAATA
+GCCGAAGGGGGCCTTTCCAACGTTAAAGCCCCTCTCCTTTAAGCCCTGGTACACCCTGTTAAGTATATCC
+ATGGCAACAGAAGGCTTCGCAAGCTCGCTACTTAGATGGGCAAATGGATACACAAAAACGTTCTCTGCCT
+TAACTTGCTCTGCAACCTTCGATATCTCCTCAATGGCCTTAAGGGAAACTTCCTCGGGGTTCTTCTCATC
+GACCTTCTCAACGCTTATGAAAGCTACGAGAACCTCTTCCATTCTTCCCCTCTTCATATCTTCGCTTATT
+GGCTCGGGGTTCTTCAACGCTTTATCCTTGACCTCGTATTCAATGTAGTCGCTGTGGATTAGGAGAACCC
+TCATAGTATCACCTCCCTCAACCTAAGGCGAGCCATTTAAATACCTTTTCTATAAAACCAATCCTCGGCC
+CTAGGATAGTCGAATATCTCATCATCTCTAAAGTAAAGCTTTATCTCCCTCTCAGCGCTCTCCTTGGAAT
+CGCTCGCATGGACAACGTTGCATATTGCATCGCTAACTTCCAATGCAAAGTCTCCCCTTATTGTACCGGG
+CTCGGCGTTCTTTGGGTCAGTAGCCCCAGCCATCTTTCTAACGACTTCGATTGCGCACCTACCCTCGACC
+ACCATAACGACTACTGGAGTCCTCGTTATGTACTCAACCAATGATTTAAAGAAGGGTTTCTCTCTGTGCT
+CAGCGTAATGCTTCTCGGCGAGTTCCTTGCTTATCCATATCATCTTCATTCCAACTATCTTTAACCCCCT
+CTTCTCAAACCTTGAGATTATTTCTCCAATTAACCCCCTAATAACGGCGTCTGGCTTTATTATTACGAGG
+GTTCTTTCCTTCTCATTTTCACACATAGAGACCACCTTATCCTTTATTGGCCTGAAACTTTAAGTTTCTT
+ATCGTTTCCCTGTATTTCCATCCCAGGAATATTAAAGCAGCAATAACTCCGATTAGAACGAAAGGGGTCT
+TAGATGGCAAGACCATTCCCCTGTGCCACTTATAGAGTAGGTAATTCTGATAAGAGAACGCATAGCTGAA
+CCAGCCAATTATTAAGGCCTCGATTAATGAGACGGCCAAGTTCAACTCTTCCCTCATTTCACGGCCCTCC
+AGAACTTCCTAAGTTTAATCCTCATTAAGGGCAACGTCACAGGTTGCATTGTTTCAACCATCCAATCGGG
+GAGATCCCTTTTAACGGTATTCCAGAGAACCCTATAGTCTAAGATTACTATGCTTCCCTTTTCTTCCTCG
+CTCCTGTGAACCCTTCCAGCGGCTTGGGCTAGCTTTCTATGAGCTGGAAGTAAGTAACCGTAATACCTTC
+CCTTCCCTGGGAACTTCTTCTCGTAGTACCTTATCTGAGCTTGAACCCTCGGTGTGGGCCTAGCGTAAGG
+TATTCCGACCAAGATTACACCATTCATTTCATCTCCACTATAATCTTGACCCTCGCTGTTTCTACCTCCC
+ATAACACCAAAGAGAACTCCGCCGTTTCCCTTTGCTTCAGCCTTGAATTCGGCTACAAGGGCATCATTCT
+CCGAGGAACTTGCATCCCTCTTCTCTATGAAAACCTTCTTTCCGATCTCTTCTTCTATCCTTATATGCAC
+ATTGGTCGATATTAGTCCTTCTAAAACCTCGTAAGATGCGGTAAAGACACCAACGTTCTTCGGAATTATC
+TTAACCGCCTCAAAAATGTATTCTGCTAACTTCTTGTAAAGGACTGGGCTCCGCTCTTCCCCCCTAGTGG
+AGACATCTCTAGCGACGAGAACTATTGCGTTCTCCGATTTTACCATCCTAGGGAACTTCTTGAGTCTGGC
+GTTTACCCCTATTATATCCCTAAAGGCCTCGAGAGGAGATAACGTTCCGGACATTAGTATGGCCGAGTGA
+ACATCTTCAAGAAACTCGAGCGCTACAGAAGGATCTAAGGCCACTATCTCGAGCGCTAGTCCTTTCTCCC
+TCGTGAACACGTGAAGGTAATCGCTTCTATCAGCTAAGGAGATCCAGTTCCAAAGGAACTCACCGACCCT
+ACCTACGTAGCTCCTCGGTGGGAGGTTCCTCTCAATTTTGTCCTCCCTAATGGCATCCCCAACCTCGACC
+ATCTCTTGGAGAAATCTAAGTAGGTCTCTCTCCCTGAGCCCGAGTATTGAGGAGACGTGCTCAAATATGG
+AAGCTGGAGATAGGGGAACTTCCGAAATCTCGTAGTTCTCAAGCTTTTCTTTGTAGATTATTTCCAATCC
+TCTTAGAAATATTGAAAGGAAATTTTCAATATCCTTCTCGCCATATTCGTTAGCCTCTTTAATTGCCCTC
+TCAACGCTCCTAATGCTTAACCTATCGCTCAAAGCTGATATAGCCTGATCCGGAAGGTTGTGAGCTTCGT
+CGAAGATAACTATGAGGTCACTATATTCCAAGCCGAGCCCATCAAGGAAGGCCTGCCTTATCCAAGGGTT
+CACCATGTAAAGGTAGCTCGCCACTATAACGTTGGCCTTCTCTCCAACCTTCCTCGTTACCTCGTAAGGA
+CAAAGCTCAAGCAAGTTCGAGTACTCTATGACCTCCCAAGGATAGGATGGATTCTCAAGGAAGAATTCAA
+CGATCTCTTTAACTTTATCCCTCTTTTCTTTCAAATTCTCAAAGTACTTGCACTTTCCAAGCCTCTTCAA
+GCTTTTGCAGACTATCATACTAGTATAAGCATCTTGGGCGAACGTCCTTATGTAGGAGTGGAGGCAGAGA
+TCTTTCCTGCTTCTGAATTCAATGCCACTTACCTTCGCAATTTCTCTTATCCTCTTGAGCTCCTCTATAA
+CCCTATCCATCTGCTTGTGAGTTCTAGCTAGGTAAATCACCTTGTATCCGAAGGATATCGCGTGCGGAAG
+AACTCCAGCCAAAACACTTATAGTCTTTCCAAAACCAGTTGGAGCCTCAATTATAACCTTCTCTCCCCTT
+TTAACAACATCCCTGACTAACTCTATAAATTCATCTTGGTGAGGTCTAAGCGTCTTATACGGGAAGTATT
+CAAACATGAAAATACCTCAAATTTCGATCCACACATGAATTTAAAAATTTGAGGAGCATAAAACAAACGA
+CATAGACATCAGCAGTCAACTCGGGTTGACTACGCTAGAATATTGTCATCATATCATATAAATTAACAAA
+ATACTTTTATAGATCAAGGTAACTTTCACTTCACAATGATGCCCAGTAACTATAACCTAAAACTCCAAAC
+CATCAACTCAAAGCTCCTCCTTCTTCTACTTATTAGTATAGTCATTATTATAGTCATTATCCTCTGAAGT
+TGATTTGGAGTTGAGTCGCGTTTTCCGTCTCCTTTGTGTCTTTGTGCTTTCTTTTTGCTGCTTCAACCCT
+CTGGGAGGTGTTCCGTATGGATATGGGTGGCATGAAAAAGGTGCTGAATGAGTTGGAGAACGGAAGGAGT
+TGGGTAGCAGTGACAGTGAAAACTAGGGAGGGACCTACGAAAGTTCTAGAAACATTTGAAAAATACCTAA
+AGGACAATGGTTGGAAACCACAGTTCAAGGCAAACTGGTGGAGCTCAAATGCTTTTGGAGTTGCCATGTT
+TGAAGCAGAGAAAGGAAAGGAGCATAGGGTTGTTCTAGTAAAGTGGGTGGTAACCGAGAAAGAAGAAGTA
+ATGAACGTTGAGAGCAAGGATGATCGCGAAGGAAGAACAGAATTCTATGCCCTTGTCGACATGATAAGTG
+ATGACCTGATATTCGACAGCGTACTGAGGCATATGATGTCGAGATATTAAGTTGATGCTCTTCCCATTTT
+TCTTGAAAATTTTAATTTTATGTAAAAAGTTTAGTTGTTAGTATAATTTACAAATTGTCAAATATTCAAC
+AAATTTTCCGAAAAATATTTATAGATTGGGAAAACATCAGTTGTGGGATTTAATATGAATGTGAGAACAA
+GCACCCTAACCTTCATGAGCTCCCTTCCACTAACCCTCGCTATTCTAATTCTGTTAGTCATTATCATAAT
+TATTATTCTCATTTGAATTTTATTACAACATTTTATCGTTTTGTTTGTCTCCAAAAATTTTCGGGGGTGT
+TTTTCCATGCCCTCCACCTCCATGTCGGGTGCAAGGGCCCTCGTGAAAGCCCTGGAGAAGGAAGGCGTGA
+AGCATACGTTTGGAATAATAGGCGGAAGCATAATGCCCGTATTCGACGAGCTACTCGAGAGTAGCATAAG
+GCACATAACAACAAGGCACGAGCAAGGTGCAGCACATGCAGCTGATGGTTACGCTAGGGTCTCGGGAAAA
+CCAGGGGTTGCGATAACAACTTCGGGACCAGGAGCTACTAATCTCGTCACTGGAATAGCCAACGCCTACA
+TGGATTCATCTCCAATAGTAGCTATCACAGGTCAAGTTCCCACGCACATGATTGGAAAGATGGCATTCCA
+GGAGACAGATATAATAAGCATAACAAAGCCAATCACGAAGTGGAATTATCAGATAAGGAATCCTAGGGAA
+GTTCCAAAGGCCGTAAAGATGGCTTTCACTATAGCAACCCTCGGTAGACCAGGGCCGACGTTACTCGACT
+TTCCAAAGGATGCTCAAACTGGAGAGGACGAAATCAACTTTGATGTGGATGTTTCTAGACTAGTAACTCC
+CTGGAGACCTCCAAAGTTAGATGCCTGTCCTGAAGAGGTAAAGAAAGCAGTTGATATGATACTCTCCGCT
+GAAAGGCCTGTGTTCATAGTGGGAGGAGGAGTTGTATGGAGCGGTGCTACCGAGGAAGTCCTAGCGATAG
+CAGAGTACCTAATGATACCAATAATGTCCACCTTCATGGGGAAAGGAGCAGTACCCGAGAATCATCCACT
+CTACATTGGGAACCTTGGAATGCATGGAAAGATTGCAGCCAACAAGCTCCTCCCCCAGACGGACCTTATA
+ATAGCTGTCGGCATGAGGTGGAGCGATAGAACTGTAAGCGAATTTGAGAACTTTGCTCCAGAGGCTAAGA
+TCATCCACATCGACATAGATCCAAAGGAAGTTGGAAAGAACGTAAAAGTAGACCTGGGAATAGTGGGAGA
+TGCCAAGAGGGTTCTGAGGAGCATATACAGCGAAATTACTAGGGGGGTCAAGAAAAGGGAGGATTGGCCC
+TGGTTAAAGAAGGTGAGGGAATTCCAGGAGAAGTACAAAGAAGAGCTTATTCCCCTCGATGGAAATTATC
+TCAGACCCCCCGAGATCTTAAAGGAACTCAGAAAGATTTTACCTGAAGATGCGATAGTCGCAACGGAAGT
+TGGGCAAAACCAAATGTGGGTAGCACTGTACTTCCCAATATTAAAGCCGAGGACATTTCTCACTTCTGGC
+GGATTAGGAACTATGGGCTTTGGATTCCCAGCTGCTATTGGAGCAAAAGTTGCGAAGCCTGACAAGGTGG
+TCATCGACATAGCAGGTGATGGAAGCTTTATGATGTCCGAGAGAGAGTTAGCAACAGCGGTAAACGAGAA
+CCTTCCGGTAATAGTAGTGATCCTAAACAATTCATCCCTTGGAATGGTTGCCCAGTGGCAGAGGATGTTC
+TTCAACAGAAGATACGTTGCTACCTACTTCAAGAAGAATCCTGACTTCGTGAAGCTTGCAGAGGCTTATG
+GAGCCCAAGGCTTCAGAGCTGAAACCATGGAAGAACTTCTGAAAGCCGTGAAGGAGGGTATGAATTCTGA
+AGTTCCAACCGTCATTGACGTCCCGATTCACCCTGAGGATGATGTTCTCCCCATGGTTCCTCCTGGGGAG
+CACATTTCCAAGGTTGTAACAAGGTATTGAGGTGGTCAAAGTGGTGAAGGTGTACTACGACGATGAGGTT
+AGTATGGATATACTAAAGGATAAGACGGTGGCCGTGATAGGGTATGGAAACCAGGGAGAAGCCCAAGCAA
+AGAACATGAGGGATTCAGGAGTTCACGTTATCCTGGGCTTAAGACCGAGCGGTAGCTCATGGAAGAGAGC
+TGAAAAGGATGGCTTCGAAGTTTACACGATAGAGGAGGCCGTTAAAAGGGCTGATATTGTCCACATCTTA
+ATTCCAGATCTAGTCCAGCCAAAGGTTTACAGGGAACACATAGAACCTTATCTAAGGGAAGGTCAAGCAC
+TTGGCTTTTCCCACGGCTTTAACATCCACTACAAGCAGATAGTTCCACCAGAATACGTTGACGTCATAAT
+GGTAGCTCCCAAAAGCCCAGGAAAAAGGGTTAGGGAGAAGTATCTCGAAGGATTTGGCGTTCCAGCGTTA
+GTAGCTGTCTACCAAGATTACACTGGAAATGCTAAGGATTTAGCCCTAGCAATGGCGAAGGCAATAGGAT
+GCACGAGAGCTGGAGTAATAGAGACGACTTTCAAGGATGAAACTGAAAGCGACTTGATAGGAGAGCAACT
+AGTTCTCGTTGGTGGATTGATAGAGCTAATCAAGAAGGGATTCGAGGTTTTGGTTGAACTTGGCTATCCC
+CCAGAATTGGCTTACTTCGAAGCTTGTAACGAGGCTAAGCTGATAATGGACCTAATATACGAGAGAGGTT
+TCACTGGAATGCTCAAGGCTGTCTCAGATACTGCTAAATACGGAGGCTTAACCGTTGGACCGAAAGTTAT
+AGATGACCATGTCAAGGAAAACATGAAGAAGTTCGCTGAGAGGGTTAGAAGTGGAGAGTTTGCAAAGGAA
+TGGATATCCAAAGCGGACAAAGCCAGTGAAGTTCTTGAAGAGCTAATGAAGCCAATAGAAGAACATGAAA
+TCGAGAAAGTCGGGAGGTTCATTAGAAAGATGTCCGGATTGGAGAGGTAACTTCTCTCTTAATTTTCTTA
+GGTGAGAGATATGAGGAAAGTTTACATCTTTGACACAACACTAAGGGATGGGGAGCAAACTCCGGGAGTT
+AGTTTAACCGTTGAAGAAAAGGTTGAGATAGCTAAACAGCTAGCTAAGCTCAACGTGGATGTTATAGAGG
+CTGGATTTCCAATAGCGTCTGAGGGAGAGTTCAAGGCTGTAAAGAAAATAGCAACAGAGGTGGAAGATCC
+AACAATAGCAGCCCTAGCTAGAGCTGTGGAGAAGGATATAGACAGGGCTGGGGAGGCTCTAAGGAATGCA
+GAAAAGAATAGGATACATACATTCATAGCCACCTCACCGATACACATGAAATATAAACTCAGAAAGGAAC
+CTGAGGAAGTTAAAAAGCTAGCTGTTAAAGCGGTAGAACACGCAACCAAGTATACTGAGGATGTAGAATT
+CTCGGCCGAAGATGCAACGAGAAGCGACTGGGATTTCCTAGTTGAGGTTTATGAGGCTGTTATAGACGCT
+GGAGCTACCGTGATAAACGTTCCCGACACCGTAGGTTACGCTACCCCTGAAGAGTTTTACGAGTTAGTGA
+GATATCTAAGGAGGAACATTAGTAACATCAAGGGGGTTCAAATAAGCGTTCACTGTCACGATGACCTCGG
+CTTAGCAGTTGCAAACTCCCTTTCAGCGATTAGAGCTGGAGCGGATCAAGTTGAAGTAACGGTTAACGGA
+ATAGGGGAGAGAGCTGGAAACGCTGCTCTAGAGGAGGTTATCGTAGCTCTTGACGTTAGGAGGGATTTCT
+ACAAGGTTAAAACGGATGTAAACTTAAAAGAGATAGCCAGGACAAGTAAGTTAGTTTCTCACTTAACCGG
+AATAGAAGTCCCACCAAACAAGGCGATTGTTGGAGGGAATGCTTTTGCGCACGAATCCGGAATTCATCAG
+GATGGTGTGCTCAAAGAAAGAACGACTTATGAAATAATAGACCCTAAGAAACTAGGATTCTCCGGGAGTA
+AGATAGTGCTTGGAAAGCACTCTGGAAGGCATGCATTTAGGAAGAAGCTTGAAGAACTAGGTTACAGCTT
+AACAGAAGAGCACCTTGAGAGGGCTTTCAAGAAGTTCAAGGATATCGCCGATAGGAAGAGGTGGATAACT
+GACACAGACATAGAGGCTATAATCCAGGAGGAGCTTACGAAATCGAATGGAAAGCTCAAGGTTGAGATAA
+TACACGTAACTTCAGGGAAAGTATCAACCGCTACAGTCAGGATTAGTATGAACGGAGAGGAAAGAATAGA
+GGTTGCTTGGTTTAAGAATGGACCAATAGATGCTCTATTCTCGGCAATCAATAAAGCCCTTGGAGAGGAA
+TTCAAGCTTAGGGAGTACAGGGTATCTTCTGTAACATCTGGTAAAGATTCTCTTGGAGAAGTTCTAGTTA
+GAGTTGAAGTAAATGGGGAAATTTTCGTTGGTAGGGGATTAAGTACCGATATTATCGAGGCTAGCGCTTA
+GGCTTATCTAAATGCAATAAACAAAGCCAGGAGGTGGTAGCATGGGAATGACGATAGCTGAGAAGATTTT
+AGCAGATCACTCCGAAAGGGAGGAGGTTAAACCTGGAGAAATAGTCATGGCCAAGTTGGATTTCGTGTTT
+GGAAACGATGTAACGATGCCTCTAGCTATAAAGAAGTTTAGGGAACTTGGAGTTAAGAGGGTTTTCGATA
+GGGAAAGGATAGCGATAGTTCTAGATCACTTCACGCCAAACAAGGATATAAAGAGCGCCGAGCAGTGCAA
+ATCTTCAAGGGAGTTCGCCAAAGAGATGGGAATAAAATGGTTTTTCGAAGGAGGAAGTGTCGGAGTTGAA
+CACTGCTTACTTCCAGAGCTAGGTCTTGTTCTTCCTGGAGACTTAATTATCGGTGCAGATTCGCACACAT
+GCACGTATGGTGCTCTCGGTGCCTTCGCAACAGGAGTTGGGAGTACTGATTTAGCCGTCGCGATGGCTAC
+TGGGGAAGCCTGGTTCAGGGTTCCCGAAACCATGAAATTCATCTACGAGGGAGAGCTCCAACCTTATGTA
+ACTGGTAAGGATTTGATCCTTCACACAATCGGAGATATAGGAGTAAATGGAGCCCTATACAAGGTCATGG
+AATTCAGTGGAAGCGTAATAGAGGAGCTCTCGGTGGAACAGAGGATGACCATGAGTAATATGGCTATAGA
+AGCTGGAGCAAAGACTGGGATAATAGAACCGGATAAGAAAACCCTAGATTACGTTAAGGAGAGAGCAAAA
+AGGAAGTTTAAGGTTTACAAAAGCGACGAGGATGCTAAGTACTACAAAGTTATCGAGTACGACGTTACCA
+ACTGGGAACCTGTAGTTGCCTTTCCCCATTTACCGGAGAACACGGTTCCAATAAGTAAGGCTGCAAAGAT
+GAACATAAAGATAGATCAGGTCTTCATAGGTTCTTGCACAAATGGGAGAATAGAAGATCTAAGAATGGCG
+GCTGAAATTTTAGAAGGGCAAAAAGTCGCCAAGTGGGTTAGGTTAATCGTCATTCCGTGCTCTCCAACGG
+TTTACTGGAAAGCCTTGAAGGAAGGTTTGATAGAGATATTCTTGGAGGCCGGAGCTGTAATAGGACCTCC
+CACGTGTGGACCCTGTCTCGGAGGTCACATGGGAGTGCTTGCAAGTGGTGAAAGGGCTGTCTCTACAACT
+AACAGGAACTTCGTTGGGAGAATGGGGCATCCAAAGAGCGAGGTTTACTTAGCTAACCCATACGTCGCCG
+CTGCTTCAGCTGTTTTGGGTAGGATAGCATCCCCAGAGGAGGTGGTAAAATGAGGGTTAGGGGAAGAGCC
+TGGAAGTATGGTGACAATATCGACACGGATGTCATAATTCCAGCTAGGTATCTCAACACATCGGATCCAA
+AAGAGCTCGCTAAGCATGTGTTAGAAGATCTGGATCCCGAGTTTAGAAGTAAAATGAAACCCGGAGATAT
+AATCGTGGCTGGAGAAAACTTTGGATGTGGAAGTTCAAGGGAGCACGCACCTTTAGCTATAAAGGCTGCA
+GGAGTTTCCTGTGTGATAGCGAAGAGCTTTGCTAGGATATTCTATAGGAACGCTATAAACATTGGGCTCC
+CAATTCTCGAAGCTCCTCAGGCTGTTGATAGGATAGAAACTGGGGATGAGCTAGAGGTGGATTTCTCCTC
+TGGAGAGATAAGGAACTTGACGAAAGGTGAAGTCTACAGGGCCAATCCGTTCCCGGATTTTATAATGGAG
+ATAATCAAGGCCGGAGGTCTCGTTGAATGGGCTAAGAGGAGGTTGAAGGGATGAAGTTAAGAATAGCGGT
+AATTCCTGGGGATGGAATCGGGAAGGAGGTAGTTGCTGAAGGTCTAAAGGTCCTAAAAAAACTTGAGGAA
+CTCTCGAGGGTGTCATTTGAGTTTAAAGAGTATCCGTTTGGTGCTGAACATTACCTAAAAACTGGTGAAA
+CATTGCCGGATTGGGCAATAGAGGAGTTCAAGAAATTCGATGCCATATATTTCGGAGCGATAGGCGATCC
+AAGGGTAAAGCCCGGAATCCTGGAGAGGGGAATACTCCTAAAGATGCGCTTCGAGTTGGATCTCTACGTA
+AATTTGAGACCCGTTAAACTTTATCATCCCAGGTTAACTCCGCTGAAGGGGAAAAACAAAATCGACATCG
+TATTCGTCAGGGAGAACACCGAGGGCTTGTACGCTGGAGCTGGAGGGTTCCTCAGGAAGGGAACGCCTCA
+GGAGATTGCAGTTCAGGAGATGATAAACACGCGCTTTGGAGTTGAGAGGGTTATTAGGTTTGCATTTGAA
+TACGCAAAAAGATCTGGAAGAAAAAAGGTGACGCTCGTTGACAAGGCGAACGTTCTAACATATGCTCATG
+ACCTCTGGGAAAGGGTCTTTGCTGAGGTTTCCCAGGAATACGATCTCGAAACGGATCACTACTATGTTGA
+TGCCATGGCCATGAAGATGATTCGTTCACCGGAAAGCTTTGACGTTGTGGTAACTCCCAACATGTTTGGA
+GATATACTCACGGATCTTGGAGCTGAGATAGTTGGTGGATTGGGAATAGCTGCGTCTGGAAACATAAATC
+CTGAAACCACCGGAATGTTTGAACCCGTCCACGGTTCTGCTCCTGATATAGCTGGAAAGAGGATAGCAAA
+TCCCCTAGCTGCGATACTGAGCGCCTCAATGATGCTCGAGTATTTAAACCTCGAAAAGGAGTCGAAATGG
+ATTGAAGAAGCTGTTAAAAGGGCTATAGCAGAAAATAAGGTTACTCCTGACATGAATGGGAATTTGAAGA
+CTTATGAAGTTGGTGATTGGGTTGTAAAGTTCTTGGAGGTAGTTGCTAATGAAGAGGAGGGTTGAGCTCT
+ACGATACTACCCTTAGAGATGGATCCCAGATGGAAGGGATAAGCTTTTCCCTTGAGGATAAGCTCAAGAT
+AACTGAGAAGCTCGACGAGTTTGGAATCCACTACATAGAGGGAGGATGGCCCGGTTCCAATCCTAAAGAT
+ATTCAATACTTCAAGGCTGTGAGAGATCTACCGCTTGAGAACGCAAAAATAGCCGCATTCGGGAGTACAA
+GAAGACCAAGGCTTAGGCCAGAAGAAGATCCCAACCTTAACGCGTTAGTCGAATCCGAAGCGCCAATAGC
+AACTATATTCGGAAAGAGTTGGGACCTCCACGTCACCGAAGCCCTAAGGACAACCCTGGAAAATAATATA
+CAAATGATAATCGATTCAATTGAGTACCTAAGGGATCATGGGATGGTCGTGTTTTACGACGCTGAGCACT
+TCTTTGATGGTTACAGGGAAAATCCAGAGTACGCAATGAAAACTATAAAGGCTGCTGAAGAGGCAGGAGC
+AGAGAGGATTGTCCTTGCTGACACAAACGGAGGTTCGCTCCCCTCGTTCATCAAGGAAGTAGTTGAGAAG
+GTTAAAGAGGAGGTAAAGACTCCTCTCGGCATTCATGCACATAACGATTCAGAACTGGCAGTTGCTAACT
+CCCTAATTGCGTTTGAAGCTGGTGTAGTTCAGATACAGGGAACGATAAATGGTTATGGTGAGAGGTGTGG
+AAACGCTAATTTAATCTCAATAATACCAGCTCTAGAACTTAAGTATGGCGTTGAAGTTGTTGGAAAGGAA
+AGGCTAAGGAAACTGAAAGAGTTAGCTCATTTCGTCGCTGAGCTAGCGAACATGGAGATTCCAAGGAACC
+AACCCTACGTTGGGGATAGCGCGTTCGCTCACAAAGGCGGAGTCCACGTTTCAGCAGTCCTTAAGAATCC
+CAGAACTTACGAGCACATAGACCCAGAGCTCGTTGGTAACAGGAGAAAGGTCGTCGTCTCAGAGCTCTCA
+GGTAGGAGTAATCTAATATACAAAGCGAAGGAGCTTGGAATAGAGCTCGAGGAAAGAGATATTAAGAGGA
+TAGTTGAGGAGATAAAGAAGCTTGAATTCGAAGGTTACCATTTCGAAGCGGCGGAAGCATCACTTGAACT
+CCTAATAGAGAGGTTAAGGGGAAGATACAAACCCTTCTTCGAACTTGAAAGGGCAAGGGTAATAACGGAG
+ATATTCCAGGGACAACCACCAATCTCAGAGGCTAACGTTGTCGTGAGGGTTAATTCCAGGAGAGTTCACA
+CAACCGCAGAAGGTAATGGACCAGTTAACGCACTCGACCTAGCCCTTAGGAAAGCTTTGACAAAATTCTA
+CCCAGAGCTCAAAGAGATCAAGCTGGTTGATTATAAGGTTAGGGTTCTTGGAAGTGAGAAGGGAACCGCG
+GCTAAGGTTAGAGTCCTGGTTCAGACGAGCGATGGAAAGAAAACCTGGGGAACCGTCGGAGCTTCAACAA
+ACATAATAGAGGCGAGCTTGAACGCTATAATGGAGAGCATGGAATACTGGCTTATGAAGGAGCGTGAAAA
+GGATGAGAAGTGATGTTATAAAAAAGGGGATTGAGAGGGCCCCACATAGGGCCTTATTTAAAGCAATGGG
+ATTGACCGATGAAGAACTTGATAAACCGCTAATAGGAATAGTTAATTCGTTTAATGAACTAATTCCCGGC
+CATATCCACCTTAGAAGGATTGCAGAAGCCGTAAAGACTGGAGTTAGGATGAGTGGTGGAACACCTTTAG
+AATTCTCAACGATTGGAATATGCGATGGAATAGCTATGGGACATGGAGGCATGAAGTACTCCCTCCCTTC
+AAGAGAACTCATAGCTGATTCAATTGAAGCGGTCGTTAGGGCTTACAACTTCGATGGTATAGTAATGATA
+GCCTCGTGCGATAAGATAATCCCAGGGATGCTCATGGCCATGGCTAGGTTAGACATTCCAGCGATATTCA
+TTTCAGGTGGGCCCATGCTACCGGGTAGATTCAAAGGGGAATACGTTGATGTTAAAACTGTATTTGAAGC
+AGTTGGGGCTGTTAAAGCTGGTAAGATGAGTGAGAAAGAGTTAAAACTGCTTGAGGACTTTGCATGCCCA
+GGGTGTGGTAGTTGCGCCGGTATGTTCACTGCTAACACAATGAACGCGCTAACTGAGGCCCTTGGAATTT
+CGCTTCCATGGAATGGAACCGCTCCAGCCGTTTACGCTCATAGAATAAGGATAGCCAAGCAAACTGGCAT
+GCAAATAATGAAGCTCGTTGAAGAAGATTTAAAGCCGAGCGATATTCTAACACCTGAAGCCTTTGAAGAT
+GCAATAGCTGTTGACATGGCTCTAGGGGGTTCCACGAATACGGTGCTTCACTTAATGGCGATAGCTCGAG
+AGGCGGGGGTAAAGTTAACCCTAGATACTTTTGACGAGATAAGTGAGAAAACACCAACACTCGTCAAGAT
+AAGTCCTGCAGGTAAGCATTTCGTTCTGGATCTTTACGAGGCTGGCGGTGTTCTTGCGATAATGAAGAGA
+TTGAGCGAACTCGGATTAATTCACGAAGATAGAATTACGGTAAGCCTCAAAACAGTTGGAGAGCTCCTAA
+GGGACGTATCCGTCTTAAGGGATGACGTGATAAGACCCGTTACGAGGCCATACCTTAGCAGGGGAGGGTT
+AATGATTCTATATGGAAGCCTAGCTCCAAAGGGAGCGGTGCTAAAGGTTTCCGCAATCCCAGATATAGAA
+ACCTTCGAAGGTGAAGCAAGGGTTTTCGACTGTGAGGAGGATGCCGTTAAAGCGATACTCAGTGGAGATA
+TCGAGAAAGGAGACGTCGTAGTAATTAGATACGAAGGTCCAAAAGGCGGTCCGGGAATGAGGGAAATGCT
+AGCTCCGACGTCTGCAATCGCTGGGATGGGACTAGATAGAGACGTAGCTTTAGTTACAGATGGTAGATTC
+TCGGGAGCAACGAGGGGGTTATCAATAGGTCACGTCTCTCCCGAGGCTGCGGAAGGAGGACCTATAGCCT
+TAGTTGAAGATGGAGACTTAATAAGGATCGACGTTAAAGCAAAGAGAATAGACTTGCTAGTTGATGAAGA
+AGAACTGAAGGAAAGGAAAGCCAAGTGGAAACCGAAAGTTAAGGAGGTGAAGGGATACCTAAAAAGGTAC
+TCCAGCTTAGTTACCTCAGCCAATACTGGAGCGGTTTTCAGGGAATGATTTATATCCCCTATTTTTCTAT
+CTATTGAACATGAAAATTAGAGAAGCGACCCTTAATGATGCTCAGGGAATAACAGAAGTTCACATCTCAG
+ATGTTAAGATTCCAAGGTATGAAGAGTTGAGCGTTGAGGAGAGGTATCGCTATGGCGGACCCTGGATGAG
+CGTTGAAACCTGTGCGATTCATATAAACAACTTACTGCTCCACAATCATCCAGTTCTAGTAGCCGAAGAA
+AATGGAAGAATTCTCGGAGAGCTCGAAATGCTAATCAGCGAAGAGATGTTCCTGGGAAAGATCAGGAAGA
+TATGTCACGTTAATGTTTTGATGGTTCACAAGGATTACAGGGGAAAGGGAATTGGAAGGGCCCTCATGAT
+AGAAGCTGAGAGAGTTGCGAGGGAGAGGGGATGCGAGCTTATAACGGTCACTCCAGAGGATAGAGCCGTT
+GGATTCTATAAGAAGCTTGGATATGAAACCTTGATCAAGGAGAAGATATTCGAGGTTAAAACTACAAAAG
+GAAATGCAAATGTGACGAAAAAGAAGTTTTCCTGGGAAGACGTAAGGAGGTTAGATATCGTAGCTGGAAG
+GTTCCAGAGTTCCTACTATCACTGGTTTTCAAACTTCGTTGATGTTATACATGGCATCGATACTGACAGA
+ATAATCGAGACGGGAATCGTGGGCAAATCCTATTACATCCTTAGGAGGCTACCAAATGGGAAAGGAGCAG
+TCTACGTCTGGGGAAGGTACGAAGATATCCCAGTAATACTTAAAAGGGCCGGAAACTACTTCCAGGAGAT
+TGTAACATGTAGTAACATTAAACTCGGAAGAATTATAGGTGAGAACGTTATCCTGGGTAAGGCTCTTTGC
+TCAGGGGTAGCTCTTTAAATCTGAATCTCCAAAGTAACATGGTGAGAAGATGCACTATGAGGAAGTTGAA
+ATGCTCTTCCATCGTTCAAAAGATTATATGAGCTTAGCAAACGTTGCCTTCAAAGAGGGTAAGTTCGACG
+TGGCAATTTTTCTTGCAGGACAGTCACTTCAGCTTTATCTGAAAGCTACACTCGTTAAATACGCTGACCT
+ACGACTAAGAACTCACTCGATAAGGGAGCTCCTTATAAACATTGGAAAAGTATTCGAGATGGAAGAGAAA
+GTTGTAGAGTTCATAAGATCTAACAGATTGCTGCTTCGAGAGCTCGAAGATGCATATATTGATGCAAGGT
+ATGAGCCAAGGAAGTACTCTCGCGAAGATGCCGAAGAGTTAATTGAATTCGCTAACAAAGTTATGGCCTT
+TGTGGAGGGACTTGTAAATGAATTCGAAAGAAGAACTAATAGACTCGATGATTGAGCGCGGAAGAAAGAG
+ATACTTAATGATAAAGAACTATCACCTTTATTTACCAGCGATAAAGGAAGCTTGTGAAAGTATTTTTGGT
+AACTGCGAGATCTATGTATTTGGAAGCGTCTTAACGGGAAAATACACGGCCGGAAGTGACGTTGATTTGT
+TAATAAAAGTTCCAAGGGCTCCGAAAAGCCTACAAGAAAGAGCCAAGTTAAAGGTTAAAATAGAGGAGCT
+TGCAGGTTTACCAGATTATCATCCCTTTGGATTTCATATAGTTGATGAGGAGGGCTTTAAATGGTATATG
+GAAAAGTTGAAGGTTAATTTGAAAAAGATTAAATAAAATCAAGTTACCAGTACCCAGCCACATATTAAAC
+TAAGGCTCACATCCTAAAGAGTTAAATTTGTTCGTTGTACACTAATAACAATGAGAGAAGAGGCGAGACT
+ACTCTGGGAACAAGCGCTGGAGGATCTAAAAACTGCTGAAATATTGATTAAAGTCAAGAGGTACTATGCA
+AGCGTATTCTTTTCACAGCAAGCTGCTGAGAAAGCCCTAAAAGCCCTATATATTGAGATTAAGAGAGAGT
+TTCCTCCGAAAACGCACAGCTTGTTAAGATTGTCAAGCGAACTTGGAATTAGGGATGAAGAAATCATCGA
+TGCAGTTCTTGACTTGAACCCTGAATACGTAGTTACTAGGTATCCCGATGCTGCAAATGAAGTTCCAGCA
+AAGATTTACAATGAGAGAATGGCCATTGAACATTTTGAGAAAGCCAAAAAGGTGATCGAATTTTGCAGAC
+AGAGACTTGGGCTCTAAGAATTGCAAAGGTTATAAAAAAACATTACCCTGATGCAAAAATTATATTTTTT
+GGCTCTAGGGCTAGGGGAGACTACCTTAAAGATAGTGATTACGATATAATCATTGTTTCTGAGTCTTTTA
+AAGGGAAGCATTTCACTGATAGGTCAAGCGAAGTCTTAAGAGTTTTATGGAAGGAGGGTATCGTGGGGGA
+TTTCGAAGTTCTGTGCTACACTCCAGAGGAATTCGAGAGAAAGAAAAAGGCTTATGGAATAGTTAGGGAG
+GCATTAAGGGAGGGGATTATTGTTTAATTCTTTTGGCATTATAACCTAAAGGGCATTTAAAGAGCTAAAC
+GGAGGAACATTTCCCATAGCTTAGTGTTTTAAAAAAGATTTGGCGTAAAGTTTTTAAAGTTAGGTTTGGG
+ATACGTAATTGGCATCTAAGGTGGGCCGGTAGCTCAGCCTGGTATGAGCGCCGCCTTGGCAAGGCGGAGG
+CCCCGGGTTCAAATCCCGGCCGGTCCACCACAAATTTTGGGCGGGCCCGTGGTCTAGACTGGTTATGACG
+CCACCCTGACAAGGTGGAGGTCCGGGGTTCAAATCCCCGCGGGCCCACCATTCAAAAATCAAAGCTTACT
+TTTCTTGAGAGTTTTGCCTACAACTTTCTTTGCACAGCCTATAAAAGCTGATTATCCCTCCAATTATTGG
+GACTACATTGACAGAAATCCCTATAAGGAGATTAATTGAGTCTGGAAGTCTAGCAATGAACCACTTTATC
+CAAAGTATAAATGTTACCGTACTGTATGTTAGTGCCACTAAAAGAGGGAAAAGGATGTAGAGGATATTTT
+TCATGGGTCATCCCCCACTATTCAACATAAAGGGGGCATAACTACATTTTTTCCTCTGAATGTTTCATTA
+GTCGCACCAACTATCCCACTCAGAATTATAATGATAAATACTAATATAAAAATATTTCCTAGCATTGCAT
+TTAACATAATTTTTTATTATAATACATTGATTGTTTAACTTGAACAAGTGACAAGCTTTATCATGCAAGA
+AATAGTTTTCCAGAAAGGAGTACTACATTACTCCGAAGTTGTATGTGAAAAAGAAAAAGCTATCCAGTAA
+AGTAATCAGGTTCCCTTCCCGTAGACTCCCCAACCATCCTTTTTCTCGACTCTTCGAATTGTCTATAGTA
+TTCCATCATGTACTTTGTAACACTTGGCTTGACCTTCTTTAACGCTACTTCGAAGTCCTTCCTTGTAACG
+ATTAAGCTCTTTAGAAACTTCTCACTCTCCTCTTCAAGTTCTTCCGGCGAGAGCTTAGCCACCGCTCTCC
+TTAGGGCATTCATTGCTGCTTCTCTGCAGACTGCTGCTATGTCTGCTCCTGTGTAGCCTTCTGTTCTTCT
+TGCCAATTCTTTCAAGTCAACGTCGTCAGCTAATGGCATTCCCCTCGTGTGAACCTTGAATATCTCAAAC
+CTAGCCTTCTCATCAGGAGCAGGCACTAGGATAAGCCTATCAAAACGCCCAGGCCTCAACAACGCAGGAT
+CCAAAATATCAGGCCTATTAGTAGCAGCAATAACAACAACGCCACTGTTCTCCACTAGTCCATCCATCTC
+AGTGAGTAGCTGGTTAATTATCCTATCCGTTACTTTCTCCCCCTCAGCAGTTCCCCTCGCTGGTGCAATT
+GCATCTATCTCGTCAATGAATATTATAGCAGGTGAAGCTTGCCTAGCCTTTCTAAAGATCTCCCTTATTC
+TTTTCTCGCTCTCTCCAACCCACTTACTTAGAACTTCAGGTCCTCTTATGGCTATGAAGTTTGCCTGGCT
+TTCAGTGGCAACTGCCTTAGCTAGCAAGGTCTTACCAGTTCCCGGTGGGCCATAGAGAAGAACGCCTTTC
+GGTGGAGTGATGCCGAGCCTCTTGAAGGCCTTTGGATACTTTAGTGGCCATTCTACTGCTTCTCTTAGTT
+CTTGTTTTACATCTTCTAATCCTCCAATGTCGTCCCAGTGAACGTTTGGAACTTCAATGAGCACTTCCCT
+AAGGGCAGAAGGCTCAACCATCTTCAAAGCCTCATAGAAGTCAGCCTTAGTTACCTTTAACTCCTCAAGA
+ACCTCCCTCGGAATTGTTTCGGCCTCCGGATTTATCTTACCTTCCTTTATGAGCCTTCTTAGCACTACCA
+TTGCTGCTTCTCTTGCTAGTGCAGCTAAGTCAGCCCCAACAAATCCATGAGTAACCTCGGCAAGCTCATC
+AAGCAACTTATCTATAAGCTTTGTCCTAACCTCAATGTATAGATTCCTATCCTCTCTGAGTATATCCTTT
+ATTTCCTCCTCACTCTTAGCTTTCGAGACCTTCTCGATTATCTTTTTGATCTTCTCCTTGTCAAACCTAT
+CATCCTTTTCAAGCTCCTTTAAAGCCTTAATAACGGTTTCTTTCTCAAAATCGGGCTCTATTGGCATTCC
+TCTCGTGTGTATCTGGAGAATCTCCTTTCTACCCTGCTTATCTGGAACACCTACCTCTATTTCCCTGTCA
+AACCTTCCAGGCCTTCTTAAAGCCGGGTCCAGCGCATCAGGCCTATTAGTTGCAGCTATTACGATAACTT
+TACCCCTGCTCTTGAGACCATCCATTAGAGTTAACAGCTGGCTTACAACCCTTTTCTCAACCTCCCCAAC
+GACTTCCTCTCTCTTCGGAGCTATCGCATCTATCTCGTCTATGAAGATTATTGCCGGGGCATTCTCCTCA
+GCTTCTTTAAATATTTCTCTCAATCTTTCCTCGCTCTCTCCGTAGTACTTGCTCATTATCTCCGGCCCGT
+TTATTGCGATGAAGTAGGCATTAGCCTCGTTAGCTACAGCTTTAGCCAGCAAGGTCTTACCGGTTCCCGG
+TGGACCATAGAGGAGAACACCCTTAGGAGGCTCAATTCCAAGTCTCTCAAACAGCTCAGGATGCTTTAAC
+GGTAACTCCACCATTTCCCTTATCTTCTCTATGGCCTCCTTTAATCCTCCTATATCCTCGTAAGTAACTT
+CTGGGATCTTTTCCTCCCTAACTTCAACGGCTTGGGGCAGAACCTCAACTTCCGTGTTATATGTTATCTG
+AACTATCCCCTTTGGTATCGTGTTCACGACCATGAACTTGAGCTCTCCAAAGCCAACCGACATAGCCTCG
+AAGAAGCCCCTGAAGATCTCGTCAAATGGAGTACCACTTGAGTAATACATCTCACTCCTTCCACTTGCAA
+CTATTATATCTCCCTTAACAACTGGCCTTCCCAATAGGTTGTTCTTGACTATGTCCCCAGGAATCTGAAC
+TATAACGCCCTTCTGTGCCGGAGCAAGAACTACTTTCTTAGCCTCTTTAACCTCCGCTCTTCTAATCGTT
+ACAAAGTCTCCAATAGTTACGCCGGCGTTCTTCCTTATGTAACCATCCATCCTGATTATGTCCAAACCTC
+TATCGTCGGGGTGAGGGTTAGCGACTATCGCCGCCGTTATTCTTTCTCCTTCTATCTCCACTATATCACC
+GGGTTCAACGCCTATCATCCTCTGGTACTTCCTGTCGAACCTAACAATCCCCCTTCCAACGTCCCTCTTT
+AGGGCCTCAGCAACTCTAAGCTTAATTTCATCCTTTTGAGGTTCACTCCTTCCGAGTATCATCTTTCCAC
+CTCTCCTTCCTCTTTTGAATCTCAATAGCCTCCTCAATACTCAAATTTCCAAGCGCGACTTCTCTCGCGA
+GCTCGGATGATATCGTTATCCTACCTCCACTAATTATTCTGCTCTTAGCTTTAATGTTTTCTATTTCCCC
+CTTTGTAACTTTATCTCCCTTTATAAGCTCTCTTATCGTGGTTTCCCTACCCTCTCTAAGGGCTATGTTT
+ATGGATGCTACTATGTCCTGAACGGCCCAAGCTTCAACTCCCCCAACCCTTGGCGTTGTTCCCCTCTCGT
+TGACTATTATTATCGGATAATCCTCGCCGAGAACTTTAGCGAGGCTCTTCAGCATGAGGATTCTATGCCT
+CTTGGCACCATGCCCAATCTTTATCTTTGCCCCAGGGTACTTTTCAAGTAGCTGGATTATAACGCTAACA
+TCCTTGGGATTCTTTAAGTGATACACCTCAAGAACCCTGTTATCTGCGACCACGCTAACCCCTGGCCTCT
+CGCCAGGATCTATCGAGATGAAAACAGTCTTGAACCTTTCCCGTCCTTCCAATTTTAATAGGAGCTCATC
+TATAAAATTCTCGTCCCTCACGATCACCTTGTTGGGAAACTTAACTTTCTCAAAGTCTTTCTCTGAGGTT
+AGAACTACTTCTACATCGAAAGGAATCTCATCGTTAATCCTTAGGCTATAGAAGGGTATTTTATGCTCCT
+TTAAAACCCTCGCAGCGATGTAATAAACCCTGGGATCGCTCGTCACTATTGCCACTCGCATCATAAAAGA
+AGAGGTAAAGGGGGATTAAAAACCTCACTCCTCAGGCTTTGGAAGGATTGCCTCGACACCGAGGACTTTC
+CACATTGCCTTAATTTGGTTCCTTAGCTCGTCTATGGCCTCGGGTCTCTTGAAGAGGTGCTTGAATCTTC
+CCTGGTACTTGAGGTATTCTTCTATGGGCTTCTTGAACTCTATCCTAACTACCCTGCCCCCTTCCTTGTA
+GACCTTGGCTCCTCCTCCTGGGGGCTGGATCTTTATGTGCCATATGTCACCGTTCTCTATCTCGAAGAGA
+GGCCACATTCCAGTTTCTATTGCTAGTCTAGCAATCTCAATTCCCTTTTCGAGTGGAGTCCTCCATCCTG
+TTGGACAGGTACAGTGAACCTGAACGAATGCTGGACCATCAACCTTTGCAGCCTTCTTAACCTTCTTAAC
+GAAGTCGAATGGATTTCCTATGCTTGCCGTGGCGACGTATGGGATCATGTGAGCTGCAGCTATTAATGCA
+ACCCACTTCTTTGGCCTGTCCTCACCTATTGAGTATTTTCCTGGAGGTGAAGTTGTTGTCCAAGCACCGT
+AGGGGGTTGAACTTGAACGCTGAATTCCAGTGTTCATGTAAGCCTCGTTATCGTACATCAAGTAGACGAC
+GTTGTGTCCCCTCTCGAGCATTCCAGATAGAGCCTGAAGTCCTATGTCAGCTGTTCCACCGTCTCCACCG
+ATTGCCAAAATCTTGCCCTTTATTCCCTTCTTCTTCCATGCAGCCTCAATACCAGAGGCCGCAGCAGCCG
+CATTCTCGAAAGCTACGTGAACCCAAGGAACCTTCCAAGCCGTGTATGGGAACACAGCTGAAACTACCTC
+CATACATCCCGTTGCTTGGGCTATAGCAAAGGCGTTTGGATCTCCGTATTTCTCTTCCATGGCCTCGCTA
+AAGGCCTTGGTCGCTAGCCTTAAAGCAGTAGCACATCCACAACCAGCACATGCAGCGTGACCGGGAGCCC
+AATATTCACGAGTTGTGATAGGAGGCTTTCTAACTGCCATCTCAACCACCTCACAAGAGCTCCTTCCTTA
+ATCCAATCCAGTGAATTGGCTTCTCAACCTTACCCTTCTCTAAGGCTTCCTTGGCTATACTCAATGCCTC
+GTCGAGCTGGTTAAATGTGACGTCTCTTCCACCGAGACCGGCTATGAAGTCGAGCATTAGTGGCTTCTCG
+CTCTCGTTTATTAGGGCTGCAGACGCATCAGTGAAGACTGCACCATAGAGTCCCATGCTTATGTCCTTCT
+CTATAAATGCTAGAACCTTCGTCTTCTTAGCTAGCTCCCTTATCTCCTCAACTGGGAATGGCCTGTAAAC
+CGTCATCTTCGCTGCTCCTACCTTGTATCCCTCTTCCCTCTTCTTATCAACCCAGTCCTTGAGCGTTCCA
+GCGAGTGAACCCATGGTTACGAAGATTATCTCGGCATCGTCTGTTCTATACTCCTCAATCTTCTGGTACT
+TCCTCCCAAACTTCTTCTCGAACTCGGCGAATGCTTCATCGATTACCTTCCTTGCGTTCTCCATGGCTTC
+CCAGACTAGGTATCTAGCCTCCATGTAGTGGGCCGGGAATGCTAGGGTTCCCTGGGTTATAGGCCTCTTT
+GGATCTAGGTAAGCGTGTTTTGGCTCGTACTCTCCAAGGAACTCATCAACGACCTCCTGATCTGGAATCT
+CCACTGGCTCAACTGTGTGTGTCAATATGAACGCATCAAATCCAACCATTGCGGGTAGGAGAACCCTCTC
+ATCCTCCGCAACTTTGTAAGCTAACAGGATTAAGTCCAAAGCTTCCTGATTGTTTTCAGCGTAGAACTGG
+ATCCAGCCGGTATCTCTTTGACTAATTGTGTCCTGCCAGTCGTTCCAGATGTTAATTGGAGCGCTTAAAG
+CTCTGTTACCTATTGCCATGACGATGGGTAACCTCATTCCAGCGGCTATGAAGAGAACCTCATGCATTAA
+GGCTAATCCCTGAGAGGCAGTAGCTGTGAAAGTTCTTACCCCAGCTGCGCTCGCTCCAACTAGGGCCGAG
+ATAGCTGAGTGCTCGCTCTCCACCTTTATGAACTCTGCATCCAATTCCCCGTTTGCAACGAACTCACTAA
+TCTTTTCTGGAACGAGTGTTGATGGAGTAATTGGGAATGCCGCAATTACTTTTGGCTTAGCAAGCTTGGC
+AGCCCAGGCTGCAGCTTCGTTAGCCTTCATAACTGTCCTAATCGGCATCTTTCACCACCTCACTTAACCT
+CTCTAACCATCTCTATAGCGTTGGTTGGGCATTCGTTAGCGCATATACCACAACCCTTACAATAGTCATA
+GTCGAAAACTGGGTAGCCCTCTTCGTCCAAGTATATGGCAGGCTCTGGGCAGTAGATGTAGCACAGGAAG
+CACCTTACGCACTTGTCCTTCTTAAACTCTGGCCTGAAAACTCTCCAAGAACCGGTCTTGTTAATTACGC
+TACTCCCAGGGATGTAAGCTATTGCTCCTGGGGTCATTTTTTCAGTCAACTCTTTTTGTGCCCTCTCGAT
+ATCGGCTTTAAACGGACTTTCAGCCATATCACACCACCCCAAAATAATTAATAAATCAGCCGAACACCTC
+GGCAAGCTTCTTCAACCTTTCCCACTCCTCAAGCACCCACTTCTGCAATACCTCAATATCTTCCTTAGTC
+ATGTATTTAAATCTACCCTGTAACTTGAGGAACTCCTCAATGGGTTTGGGCTCCTTCTTGGGGTTGGGCA
+TGTTTATCTTGTACTTACCGTTTTCGTACTCGAACAGTGGGAAGTACGCTGTCTGGACAGCTAACCTAGC
+TATCTCAATTGTCTTGTCCGTTGGGGCCCTCCATCCAGTTGGGCAGGGAGCGAACAGCTGGATGAAGCTC
+GGCCCAGGAATCTTTTGGGCCTTCTTGAGCTTCCTCAAGAAGTCCTCTGGATAAGCGACGCTTGCCGTTG
+CTGCATATGGAATCCTGTGGGCGATAACTATGTCGATTACCTTCTTCTTGTGCCTCTTCTCAAGGAAGTG
+CCTCTTTCCACCAGGTGTATTCGTTGTCCAAGCTCCATAGGGGGTTGAACTTGACCTCTGAATTCCAGTG
+TTCATGTAGGCCTCGTTATCGTACATTATGTATAGGGCATCGTGACCCCTCTCGAGGAAACCGCTCAAAG
+CCTGAAGTCCTATGTCAGCAGTTCCACCGTCTCCAGCCCATCCGACGACCATTATTCCGTCTTCTCCCTT
+GACCTTATATCCCAAAGCCTTTAGTGCCGCTTCAATCCCACTTATAACGGCTCCAGTTGTCTCGAACGCC
+GTGTGGAAGAGGTTTGCATTTAGTGCCGAATAGGGCCATGGACCGGCTATGATTGTTGAACAACAGGCTG
+GAATCACAAGGATCGTCTTCCTTCCATAAGCCTTAAGGACGTACCTTAGGCCAAGTGAAGCACCACATCC
+TTGGCATGCAGTGTGTCCGGCGAAGAAGTTTTCCTCAAATGGTAGGGTCAGCCTCCTCTTAACATCCTCA
+GGAACTTCCATCATTCTCACCTCTTGAGGTGGTACCATTCAACCTCCCTATCCAGTTTCCCGCTCTCAAT
+TACCTTCTTCATATCCTCGGCTATCGCCTTAACGTCACTCACGGTAAAGTCCCTTCCACCGAGTCCAACG
+ATGTAGTTCTTCATTATCGGCCTTGCTCCGTTGTTGTACAAAGCCCCCTTGGCCTCCGTGAACAGTATTC
+CCTCCTGGCCGAACGAGAAGTTCCTGTCGAGGACAGCTATCCCCTTGACGCTCTCAGCTATCTCCAAGAG
+TTCCTCCCTGGGGAACGGCCTGAACCATCTCACCTTAGCATAACCTACCTTGTAACCTTGCTTCCTCAAG
+AGCTCAACTGCCTCCTTTACAGTCCCCATGAGGGAACCCATGCCCATGAAGACGAAGTCCGCATCGTCGA
+TGTACGCTTTCTCAATCATTTCACTGTAGTCCCTTCCGAAGCGCTCCCCGAATTCCCTTCCAACGTCTTT
+TATTACCTTCTTCGCCTCTTCATGAGCCCTGGCAAGCTTATATCTGAACTCGTAGTAGTCAGCTGGAGTT
+GCTAGGGCACCAACGGCTATTGGATTCTCAAAGTCGGCTAAGGAGTACAACGGCTTCCTCGGGGGTAAAA
+ACTCATCTACAAGCTCCTGGGGTATCATGTTAACTATTTCATAAGTGTGGCTCAGTATGAAAGCGCTCTC
+AACTACCATCGCCGGAACGTTAACGGTTTCAGCAACCTTAAACGCCATTAAGACACCATCGTAAACTTCC
+TGGTTGTTCTCAGCGTAGAACTGCATCCAGCCGGTGTCCCTTTGGGATAAGCTGTCAGTTTGATCGTCCC
+AAACGCTCCATGGAGGGGCCATGGCCCTGTTAACGTCAACCATCACTATGGGCAACCTAGCTCCAGCGGC
+CCAGTGAAGCATCTCGTGCATTAAAGCTAAACCCTGGGCTGATGTTGCAGTGAAAACTCTAGCTCCAGTA
+GCGGATGCACCTATACATGCGGCCATAGCCGAGTGCTCACTCTCCACGGGAATGTATTGGATGTCGGCTT
+CGCCATTTGCTATGAATTCAGCTATCTTCTCAATTATACTCGTCTGAGGCGTGATTGGATAAGCGGCAAC
+GACTTGAACCCTTGCATGGAGGACGGCGTAGGCTGCAGCATAGTTACCGCTTACAACTTTCTTTATCGGC
+TTATACTCCACCATATTACTTCTCCTCCCTAACCATGGTTATAGCCTTGGTTGGGCATTCGTTAGCGCAT
+ATCCCACAACCCTTACAATAATCATAGTCTATTGCAACGAAGCCATCTTCTTTTATGTATATTGCAGGCT
+CGGGACAGAACTTCCAACAAATGTAACACTTAACGCACTTGGATTCGTCAATGACTGGCATGAAAGTTCT
+CCAATCACCAGTAAAGTTAACGAGCGTAGTTCCAAGGGTTATCGGAGCCTCTGGATACTCATCAACTGAT
+TTAGGAGAAATTACCCTCGCCTCTTCCTTTGCCTTTCCAAAGAGGGTGTTCATGGATATCCCTCCAAAAA
+GTTAAGAAGAATCAGACCTCAAATATCTGAGTCTTCTCGAAAGCTTCCCTTGCTGCTTTGGCGTTCTTTT
+CACCGAGCTCTCCTGAGAATGTGTCCTTAATAGCGGTTTCAACGCTCTCTATCTTGACGAGTCCTGTGGC
+CTTTGCCACAGCACCGAGGATTGCGGTGTTCGTAATTGGTAGACCCAAGGTTTCCAATGCTATTGTAGTT
+GCATCAACGAGGGCCAGCTTCTTGGGTTTCCTCTTTAGCTTTTCAAGGACTTCCTCCTTGCTCTTTTCGG
+TGTTGACTATTACTATCCCATCCTCCTTGAGTCCAGCGGTTACGTCAACGGTCTCGAGGAGTGATGGGTC
+TAAGACGACCACAACGTCCGGCTCATATATCTGGGTCTTTATCCTTATTGGCTTCTCATCTATCCTTGTG
+AACGCTGTAACCGGGGCTCCTCTCCTTTCAACACCGAAGAATGGGAACGCTTGAACGTACTTACCCTCTA
+TGAAAGCGGCTTCTGCAAGAATGTTCGCAGCGGTAACGGCACCTTGTCCACCTCTACCGTGAAAACGAAT
+CTCTATCATCTTTTCTGCCCCCTTAAGCTTTCAATTAATCCGAGTTCAATCTTGAATTTTTGAATTTGAT
+TTATGTAGTTTTCGGTGCTAAGCTCAAAGCGTTACGACAATTGTCAAATTTTGGCATTACCTATGACAAT
+CGACTATCGTCGATAACGCATTATACTTTCACCGAAAGTCTTTTATAAAGATAATAGGGCCTAAATGGAT
+GAAGATAAACTCAAGGTGATGAGTAATGGGCAAGCTTCTGAAGCCTTCAAAGGAGATAGGCATCGTTGGT
+TATGGAGCTTACGTGCCAATGTACAGGATAAGGAATGAAGAAATAGGAAGGGTCTGGGGGGTTTCTAACT
+TTCCAATAGAGGAAAAGGCCGTCCCAGGATTGGATGAGGATGCCGTAACGATAGGTATTGAAGCCGCAAG
+GAACGCACTGAAGAGGGCTAAAATCGACCCTAGGGAGATAAGAGCCATATGGTTCGGTAGCGAGAGCAAG
+CCTTACGCGGTAAAGCCTTCGGCAACCATTATAGCTGAAGCTATAGGGGCCACTCCAGACTTGGAGGCAG
+CTGATTTTGAGTTCGCATGTAAAGCTGGAACCGAGGCACTGCAAGCTGCAATAGGTTTCGTGGCATCTGG
+AATGGCGAAGTACGCTATGGCCATAGGAGCCGATACTGCCCAGGGAAGACCAGCAGATCACCTCGAGTTC
+ACGGCTGGGGCAGGAGGGGCTGCATTCATAGTTGGAGAGAAAAGCTCAGAGACTTTGGCTTACTTTGAGG
+GTAGCTACTCCTACGTTACCGATACACCAGACTTTTGGAGGAGACAGCATGAGCACTATCCAAGGCATGG
+AAACAGGTTTACTGGAGAGCCTGCCTACTTTCACCACGTGATAACCGCTGCTAAGACGCTAATGGACGAG
+CTAGGATTAACACCAGCGGATTTTGATTACGCGGTGTTTCACCAGCCCAACGTTAAGTTCCCGCTTACAG
+CGGCAAAAATCCTGGGGATTCCAAAGGAGAAGGTTCTCCCAGGACTTTTAACGGGAAAAATTGGAAACAC
+CTACAGCGGAGCGACCATGGTGGGAATATCGGCAGTTCTTGACATAGCGAAGCCAGGAGATAGGATACTC
+TGGGTATCCTTCGGCTCGGGAGCTGGAAGCGATGCGTTCAGCATAGTGGTTCAAGATGCAATAGAGGAGA
+AGAGGGATCTAGCACCAAAGGTGGAAGATTACGTGAAGAGGAGGAAGGTAATAGATTACGCCCTCTACGC
+AAAGGCAAGAAGGAAGTACATCTTGTGAGGTGGGTAAAATGGAGAAGCCCATAATAGTCGGGGTTGGAAT
+GACCCCAGTTGGAGAGCACTGGAGGACTTCGCTTAGGGATTTGGCCGTTGAGGCTATACTAAAAGCGATG
+GACGATGCTGGAATTGACAAAGTCGATTCCCTATACGTAGGAAATATGGCATCAGGCTCATTTGTCGAGC
+AGGAAAATCTTGGAGCTTTGATAGCTGATTGGGCTGGTTTAGGTAACATTCCAGCCGTTAAAGTTGAAGC
+TGCATGCGCCTCTGGAGGGGCTGCAGTTCAAGAGGGTGCAAAGGCAGTGTTAAGCGGGTTAGAGGATGTC
+GTTTTAGTAGTTGGAGTGGAAAAGATGACGGATGCTTGGCCGAGCGATGCTACCAGATATCTGGCTTATG
+CAAGCGATGCTGAGTGGGAACTCTTCCACGGGGTCAGCTTCGTCGCCTTAAACGCTTTAATAATGAGGCA
+TTACATGAACACCTATGGATACACCGAAGAAGATTTAGCGTTATTCGCCGTAAACGCTCATGCAAACGGA
+GCAAAGAATCCCTATGCGATGTTTAAGAGACCTATAACGGTTGAGACCGTAATGAAGAGCCCATACATTG
+CCGATCCATTGAAGCTCTTCGATGCCTCACCAGTTTGTGATGGAGCTGCAGCCGTAATAATAACTATCCC
+AGAGAAGGCCAAGGAACTTGGAATTCCAAAGGATAAGTGGGTTGAAATTGCGGGCATGGGAAGGGCAATA
+GACACGATAAACCTAGCCAATAGGGAGGATTTGCTAACGCTAAAAGCAGCCAAAATAGCTGCGGAGAAGG
+CTTATAAGATGGCAAAAGTCGAGCCCAAGGACATTGATTTCTTTGAGGTTCACGATGCGTTCACCGTTAT
+GGCGGCCTTAAGCTTAGAAGCCCTGGGAGTTGCAGAGAAGGGAGAAGGAGCAAAGCTTGCCAAAGAGGGA
+CAGATAGCTATAGATGGAGACTATCCAATACAAACCATGGGAGGACTAAAAGCGAGAGGACATCCAGTTG
+GAGCTACTGGAGTTTACCAAACCGTAGAATCCGTTCTCCAAATTAGAGGAGAGGCTCCAAACGGAATTCA
+AGTTCCCGACGCTGAAATTGGATTAACCCAGAATATAGGTGGAACAGGTTCAAACATAACTGTCACAATA
+CTCAGGAGGGTTTGATATGGGGAGACCCATGCAGGTTTCCCGTTATTGGAGGCACTTCAGGGAGAAGTAC
+AGGTTAATAGGCGGGAAGTGTGAAAATGGTCATGTTTTCTTCCCCAAGAGGCCTGTATGTCCAGTATGCG
+GAAGCAGAAACGTCGAGGAGTTTGAGTTTAGTGGGAGGGGGAAGGTAATTACTTGGACCATAGTTAGGAA
+TCCCCCGAGTGGGTTCGAATATTACAAGCCTTATCCAATAGCTTTAATTCAGCTTGAGGAGGGGCCCGTA
+GTATTGGCCCAGCTAACAGACGTCGAGCCAGATGAGATTCACGAGGGCATGGAAGTCGAGATGGTGACAA
+GGAAGATAAGGGAATTCGAAGAGGACGGAATAATCCTCTATGGATACAAGTTCAGGCCAAAGTTAAAATA
+GCCTCTCCTTCTTTTTTATTCTGATGACAGCTCTAATAGTGGCCCTCGGGAACGAGGTAATGGGAGACGA
+TGGGGCAGGGATAAAAGTTGCCAGGATCCTAAAGAATAAGGGATACAGGGTCGAAATACTGGGAACGGAT
+ATATTTTCACTTCAGCAGAGGTACAACGGAGAGGATAAGGTAATAATCGTCGATGCCGTTCTCTCAAACG
+ACGCTGGTAAGGTTATTCACTTGAAGGACGAGGAGATCTTCCAAAAGTTAAAGGCCGAGATTAGGAGCGC
+TCACTTTATGGGGGCAATTGAAAGCCTAAAGCTCTTAATGACCCTAGATGAAAGGCTCAAAAATGCTAAA
+TTCCACTTTGTTGGAATAACTATAAAGAGAATAGAACTTGGCCTCGAGCTTAGTGAAGAAGTTGAGAGGG
+CAATTCCAAGGGCTATAGAAATCATTGAGAGCATAGTGGGGGATGATGAATGAACATAATAATTCCCCTA
+GTTCTCGGCATCGTTGTGGGATATGCAATAAGGGGTAAGGTCAAGTTTAACTTTGAGCTACTAATGTCAG
+TAACACTAGTCACCCTGATACTCCTAATGGGAATGAAGGCCGGGAACGTCAAGGTCGATGCCCTAAAGAT
+ACTCTCCTATTCTATAACACTGGCGTTGACCTCGGTTGTAGGAAGCGTGACTTTGGCAAAGATTATGTGG
+AGGGAATAGCGTGAAGTTCACGGTAATAATATTGCTTGCACTATCACTTGGGTTTATCCTGGGAAAGCTA
+GGATTTGACCCAGGGAACTCATATGAGCTGGCTCTCTATGCCCTAATATTTGTGATAGGCCTTGACCTCG
+GAGCAAACGCCAAGGCAGAGGAGGTAAAGAAAGCGATATCGCATAAAACACTAGCCCTTCCTATAGCCAC
+GCTACTCGGCTCGATAATCGGAGGCATCGTTTCCTCCTTCATTGTGGGCTTACCCCTAAAATGGGCCCTA
+ACTATAAGTGCGGGAGTTGGATGGTACTCATTGACTGGAGCGATATTAACTCAGTACTCCCCCGTCTACG
+GAGTCATCGGCTTTCTTGCTAATTTTATAAGGGAAGTCATAACGGTTACAGCTTACCCAATCCTTGCTAG
+GATACTTGGAAAGGAAGTGGCTATCTCAATTGGAGGGGCAACTACTATGGATACCACCCTTCCACTCATA
+GTTAAGTTCGGAGGAAAAGATGCTGGAATAATAGCTTTCATTCATGGATTTTTACTGTCTTTGTTAGTTC
+CTATCCTTGTTCCAACTCTAGCATCCATGGGGGGTGATTGAATGAGAGTTACGACGAAGGTTGGTGATAA
+GGGCTCTACGAAGCTCTTTGGAGGGGATGAAGTTTGGAAGGATTCGCCAATTATAGAAGCTAATGGAACT
+CTAGATGAGCTAACTAGCTTCTTGGGAGAGGCGAGACATTACTTAAACGACGAAATGAGGGAAATCATAG
+ACAGGATTCAGATGGACATATACAAGATTATGGGGGAGCTGGGAAGCAAGGGTGATATCAAGGGAATAAC
+CGACGAAGACTTAAAGTGGATAGAAGGAATCATAGAGAAGTACGAGGGAGAGGTTGAGCTAAGGTCATTT
+GTTCTCCCTGGGGGAACCATTGAGAGCGCAAAGCTTGACGTGTGCAGGACGATAGCGAGGAGAGCCGAGA
+GAAGGGTAGCCACTATAGTCAGGGAGTATGGATTCGCTAGAAAAAGCCTAGTTTACTTGAACAGACTAAG
+TGATCTACTCTTCCTGATGGCCAGGAAAATTGAGATAGAAAAGGGGAAGCTTAGGGAGGTAAGGGCATGA
+AGGTCATTGGAATCCTCGGCGGAATGGGTCCCCTCGCAACCGTGGAGATGTTTAAGAGGATAGTCGAGAA
+AACGCCAGCAAAGAAAGATCAAGACCATCCGAAGATAATCATCTTCAACAACCCACAGATTCCAGATAGA
+ACTGCCTTTATTCTGGGAAAGGGTGAAGATCCAAGGCCAGAGTTAATAAAAACAGCCAAGAAGCTTGAGG
+AGTGCGGTGCGGACTTTATAATAATGCCATGTAACACGGCACATGCTTTCATAGAGGACATAAGGAAGGC
+GATTAGAATACCTATAATAAGTATGATAGAGGAGACGGCGAAGAAGGTTAAAGAGCTCGGCTTTAAGAAA
+GTTGGATTACTTGCCACAACGGGAACTATAGCCAGTGGAGTTTACGAAAAGGAGTTCTCCAAGTACGGAA
+TAGAGGTTCTAATCCCAAGGGAGGACGAGCAAGAAGAGGTTATGAAAGGAATATACGATGGAGTTAAGGC
+TGGAAACCTTGAGCTTGGAAAGGAACTCCTCATAAAAATTGCGAGGAAGCTAGAGGAGAGGGGTGCTGAG
+TGCATAATAGCCGGTTGCACTGAGGTTAGCGTTGTCCTTAGTGAAAAAGATTTGAAAGTTCCCTTGATAG
+ATCCAATGGACGTTATAGCTGAAGCTGCCGTTAAAGTTGCGCTAGAAAAGTGAACTGGTGGGGGCGCGGG
+GATTTGAACCCCGGTCCGCGGGTTTCTCCGGCCCTCGGGGCTCCAAAGGTTCATCACGCCCCGAGGTCAG
+CAAACCCGCCTGTCCTCATGGCCTCTGGAGCCCGCGATGATAGACCAGGCTACACCACGCCCCCACTCGT
+TTAACCATTAGTTCCTGATGAACTTATAAATTTTTCTAGACGATGGACTTATAAACCAAAGTCCATTAAA
+TTTTTCAGCTAAACGTTCAGGTGATGGTCTTATGAGGCCCAGGGAACTAGCAATCCTCCAGGGACTTCAA
+GAAAAGTCTGGGAAGATAAGGAAGATTACCATGAGAAAGAACATCCTAATGTTCGCCATAGGCATGTTCT
+TCGCGGACTTCGCCTGGGGATTGGGTTTTCCCTACCTAGGGGTCTACATGAAGCTCATAGGCGGAACGAT
+GTTTCTCGTCGGCTTACTGAGTGTAGTCTATAATTTAACATCCACGATATTTCAATATCCCTTCGGTTAC
+CTCTCGGATAAAACCGGAAAGAGGAAGCCATTCATAATCCTGGGCATCCTGGCCTCTGGAACAACGTATG
+GTTTGGTAGCTCTCATTACAAGTCCGATCCTCCTCCTGGGATTGAGGGCATTTCAGGGAGCTTTAGGAGC
+GTCCCTTGCTCCAGCGCATTCAGCCTTAATCTCCGAGCTCTCTCCCAGGATAGGCTCCATGTTCGGGTTC
+TTTGGATTCGTGGAAAACCTAGGCTTCATGGCCGGAAATTTTGCCGGAGGCTACATAGTTAAGACCCTTG
+GAATGAAGATGATGTTCATAATAACATCCCTGGTCTCTCTCATTGGAATATTGTTCCTATTGAAGATTAA
+GGAGAGGGGGAGGGCAAAGGCTGGTGGAGATAGGCTAATTATAGTGAAGGAGGGCCGAGAGTCAGATAGG
+GTTGAGCTGAAGGAGATTGCCTTTAAGAAGCTAATGAAGGGTAGACTAGGGATATTTTACGTGGCAGTTC
+TGTTGGCGATGATAGCCTCAGGGGCGGTTTATGCCACGGTCTCGGTTTACTTTGAAGAGAAATTTGGAGA
+GGAGTTCGTCGGGTACCTATTCGGGATAGACTCATTGTCCGCGGCCTTGAGCGCCTTGATAATCGGAAGG
+CTCATAGATAAGTACGGAGAGAAGCTGTTCTTCAGGTTATCATTAGTCGGTTACATTATAACATTCATGG
+GCTATGCTCTCGCCAACAGCGTTATTATAATGGCCCTAATATCAATACTCTCAGGCCTTAAGTGGACTAT
+GCTGACGAATTCATCCTCAACGTACGTTGCCAGAAGGGTTCCAACTTCGGAGAGGGGACAGGGTATGGGT
+CTACTCAACACAATGATGACCCTTGGATGGGTAATTGGGCCCCTGATAGGTGGAATTTTAGCAGATAATT
+TCGGATTCGCTGTTATGCTTTACTCGACGGTGCCAATTCTCTTCCTAGGATTCTTGCTTTCTTTTAGGAT
+TTAAAGCCTTATAACAATTCTGTCCGCGGCATCCCTCTTAACTAGGACGTTGCCTATTGACCTAGGAAGG
+GTGACAAGATCACCCGCTTTAAATGGTCCGTGCTCCCTTAACTCCTCATCTATTATCCTGGGAACGTCAA
+TCTTTAGAAGGTACAGCTCGAGGAAGCCAGGAGTTGGTTTCCTTTCAACCTTGACCTCTTCTTCAACCTT
+CTCCTCAGCCTCAACGCTTATTGGTTCCCCGTTTATGAAGGCCGTTAAAATAGCAAATATCTTCTTCTCA
+TCGCCAACCAAGTTCCTTGGGACACCCTCAAAGGCCATGTCAACTATCTTGTGCAACCTTATCTTGAGTA
+TCTCCCTAACTATGCCCTGAACGAGCGAAAGTTGAGCTAAATAGAGCCTCTTCTCAACGTCCTCTCCCCT
+CTCCTCGTGCCTCTCAGCGTTGAGCTCGAGAGCCTTCCTGAAGCTCGCCAAATCCTTGTAGAATTCCTCA
+TCTATCTCAGTCAGTTCATCTGATGATAGTTCCCTTTCAAGAAGCCGCCTTAGAACCTCAATGTCCATGG
+TTATCCCCTAAAAGAAAAGTTAAGGGAAATTACTCCTCAACCCTGGGAGCCAGGAGGAATATCAGCCTAC
+CCTCGTCCCTTATGTAATACTCCATTTGCATCGGCATCTCGTTTCCGAACTTTATCGTTACCTCATCGGC
+CTTTCCAAGGCCCTTTACCATATCGGAGAGGTAGCTGATTCCATACGCGCTCTTGGTCTCTTCCTGAACC
+TCAATATCTAGAAGTCCTTCGTCTTCAAGGGTAAGCTTAACTTCAACCTCCTGGGTTTCACCTTCGGCCC
+TCATCGTGAATTCGTTCTCCTTTGCTATGAACTTCATGCTATCGCTAACCAGCGAAGCATCCTTGACTGC
+CTCCTTAATAACGTCTCCCAGGATAACAACCTTTGCCGTGAAGGGTAACTCTGGCAAGTCAACTTCGATC
+TCCTCAACATCTATTAGTGGTAGCTTGAAGGTTCTAGTTGCAGTTCCTTGGAGACTTATCTCCAGGAAGT
+TCTCCTCTCCCTTTCTAAGTATTAAGGTTTCCTTGGCCTTCCCCCTCTTTAGAACTTTCTTGAGGTGATC
+CATGTTAACTCCGATAGTCTCCTCTCCATCGACCTCGTACTTGCTGAAGATGCTAGCCGGTAGATTTAGG
+TCTATCAGGACAACCCTGCTGGGATCCATAGCCCTCATCGATATTCCTTCCTCAGTAACCTTGAATGCGG
+CTTCATCTATAAGTCTACTGGCCGTCTCTATAAGCTGGGCAAACTCCTTTGCACCTTCAAAGACTATCTC
+GAATGGCATCCTTTTGCACCTCCCTCAGAATGTTAAGCATGAGCCTAACCCTCTCTTTACCTCTAAATAA
+ATAAGTTTTTCCGTTGTCTACTTCGGGTATTCTTTTATAAGCTTCTTCCAATTCTTTCAAGGCCTTCTCA
+GCTAGCCTAATAAGGACTTTCACTCGTAGCTCCTCCATACGTAGCCGCACCTTTTGCACTTATAGAATAT
+CGTTGAGGGTTCGTCGCCAGCCCTCGTCTGTAGTTCCCAGTACCAGGCTTCATGATAACCGCATTTTGGA
+CACGTAACCTTGGCCGTTGGTAGGGTTGAGAAATCCTGCTCCACCACTATAACTCCCTCGTCGGGCTTAT
+GCTTAACCTCCTCTGTCCTCTTGTAGGCCTTAGCATCCTCGGGATTAATAGGTTCCTCGTAACCACACCT
+TCTACACACAAAAACTCCTCTCTTCTTGTCAGGAATCATGATACTCCCGCACTTAGGGCAGAACTTCACC
+ATTCTCTCACCCCCGATTAGCCAAGGTCAAGGTAACCTAATTTAAAATAAAAACTTTTAGTTCAGTTGGG
+TGAAGGAAAGTGAAATTGGCGGAAATCATAGCGAGGATAAAGGAAGTACTTGACGAGAAGGATTCCCTTA
+GGGAAGAGGCCCTCCAAGTTACGAGGGAGATAGTTAGGCTGAGCGGAGATGCCATAAAAGCTATGCACAG
+GGGAGAACTAGCTCTCGCAAGGGAAAGGCTTGAGAAGGCTTCTAAACTAGTTAAAGAGTTAAAAGAGAAG
+CTGAAAGGCCATGAAGACCTTTACTATGCAGGTTACGTTCAAACGGCGAATCAAGAATTCGTTGAGGCGA
+TGCTTTTGTTTAGTTACTTAACAAAGGAGGAGTTCCCCGGATTCGAAGAGCTAGGGGTTCCTCCACAGGA
+TTACATCCTGGGGGTCGGAGATTTCATAGGAGAGCTAAGGAGACACTTTCTCATAAACCTAATGGAGGGG
+AGAATTGAAGTGGCCGAGGAAACCTATAGATTCATGGAGAGCGTATATGAAGAGCTAATAACCCTAGAGT
+ATCCAAAGGGATTAGTCAACATAAGGCAGAAGCAGGATCAGGCGAGGTACGTACTCGAGAGAACCCTTGA
+AGACTTAACGAGGGCAAAGATAAATAAGAGGGTCGAAGATAAGATAGAGGGCCTGTTAAATGCTGGAAAA
+GATAGCTGAAGTTCAGAAAAAACTCAGTAAAAGGATAGTAGAAAAAGAAGTAAGAATGGTTAGCAAAATA
+GCGGCCGTCGATGTTTCGTACAAAGGAAACAAAGCTAGGGTAGCCCTGGTGATATGTTCCTTTCCAGATT
+GTAAAGTTTTAAAGACTAAAGTCCTTGAAACCGAGGTTTCGTTCCCTTACATCCCAACTTTCTTCTTCCT
+CCGCGAAACTAGGCCGATACTCCTAGTTACCAAAGGAGAAGAGTTTGACGTTTTGATAGTGGAAGGCCAC
+GGAAAAGCCCATCCGAGGAAGTATGGATTGGCTTCTCATATAGGGCTTATCCTGGGAAAGCCCACGATTG
+GCGTTGCGAAGAAATTGCTAAGGGGCACTCCAGAGAATAGTTACCGGAAAGTTGGAAAGGCCTACGTAAG
+CGTTGGAAACATGATAACTTTGAAAGATGCTGTAAGGATAATCGAGAAACTCCTCGACGGGGGCTATCCA
+AAACCGTTAAAACTTGCTGACAAACTATCAAAGGGGAAGATAAGTGAAGATGAAAACACTCTTCCTTCTG
+ATAAAACTAGCTAAAATGGGGGCAATAGGGAAAGAAATCACGGTAACGATGAGAGAATTAAGCAGAGAAC
+TCGATGTTTCTCCTCAAACCGTTCTAAGGTGGCTTGAAGAGTTAAAGGAGCAGGGTTACATTCACAAGAG
+GGAATCCAGGAAAGGGACGTTAGTAGAGCTGACTGAAAAAGGAATAAACCTTCTCGAAAAGCTCTATGAG
+GAAATTTCTACTGCCCTCTATTCAGGTTTCATCGTTGGGGAAGTAATCTCAGGGATAGGGGAAGGAGCAT
+ATTACGTTAGACAGTACGCCCCACTAATTAGGGAGTACCTCGGATTTGACCCATACCCAGGAACGTTGAA
+CGTTAGGGTTCTATTTCCAAAGACAATCTTCGATGCGTTGTGCACGGCGAGGCCAATAATAATCCCAGGC
+TTCACGAGGAACGGCAGAACGTTCGGCGATGTCAGGGCCTATAGGGTGAGAATCGATGGGATAGAGGGGG
+CTATAGTTATACCCTCCAGAACGGTTCACCCACCAAAGATAGCAGAGATAATAGCTCCTGTAAAGCTCAG
+AGATGCTCTTAACCTAAAAGATGGGGATAAGGTTAGAATTGAAGTGGTATAGGCCCGGCTTATCCACCCG
+CCCTCATTGCCCGCCGTTGTCGGCAACCTCAGGCGGCCCCGGAGACCGGGCCCTGTCCGCCCGGCGACGT
+CGCCTCGTTCATGGCGCGCCTTTCTCGGCACGCTCCCTCGGTCGGGCCTCCGGGCGGCAGGTCGGACAAT
+TAAATCTTACCCAAAAGGATTTTTAAAGTTGACATCCTCAACCTTGGGGGATGAATATGACACTTGGGTA
+TAATGAAAAGCTGGTCCTCCTCACGATTGCAAAGCTAGAAAAGGCAAGCGTGGAAGAGATAGTTAAGGAA
+ACGAGATTGGATCAGGTAGCCGTAATGAGGGCCATTCTGACCCTTGAAAAAGAGGGATTAATAAAGTTAC
+ACGAGAGAAAGGAAAAGATTATCGTTCTGACAGACATTGGAAAGGAGTACTCTAAAATAGGCCTTCCAGA
+GATTAGAGCGCTTAGGGTTCTTAGGGAGAAGAAGAAAGCATACCTTGACGAACTTAAAGATGTGCTGAGG
+GAGGATGAGCTCAAGGCAATAGTTGGAATCCTTAGAAGGGAGGGACTCGCAAACGTCAGGAAGGATGAAA
+AGGGGTTAGTCCTTGAGATAACGGAGAAAGGTGAAAAACTCGGTGAAAGACCAATAGATATAGCTTTAAA
+GCTGTTAAGCGAGAAGGGAGAAGTATCTGTCGATGAGATAAGTAGGATAATTGACGTCAAAGACCTCAAA
+AGGAGAAAAATAGCCAGAGAAGATGAGAGGGTTGAGAGAACGGTTGAGATAACCGAGAAGGGAAAGAAAC
+TCGTGAGTAAAGGCATCGAACTGAAGAGAGAAGTTACGAGACTCACCCCAGAACTAATCGCGAGCGGTAA
+GTGGAGGGAAGTTGAGCTAAAGCCCTTCAACATAAAAGCGCCAGTTAAGAGGATCTACCCAGGGAAGAAG
+CAACCTTATAGAGTTTTCCTGGACAAGATAAGGAGAAGGCTAATCGAGATGGGATTCATAGAGATGACCG
+TTGACAGTTTAATAGAAACCCAGTTCTGGAACTTCGACGCGCTCTTCCAGCCCCAGAATCATCCTGCTAG
+GGAGTGGACGGATACGTACCAGCTGAAGTATCCTGAGAAGGGTTACCTACCTGATGAAAGCTTAGTCTCT
+CGAGTTAAGGAGGCCCACGAAAGAGGTTTAGCTGGTTCAAGGGGATGGGGATACGTTTGGTCGCCAGAGA
+GGGCTATGCTCTTAATGCCAAGGGCCCACGCAACGGCTTTAAGTGCTAGACAGCTTGCAAAGGGCATAGA
+AATCCCAGGGAAGTACTTCACGATCCAAAGGGTCTTCAGGCCGGATGTTCTGGATAGGACTCATCTAATA
+GAGTTCAACCAGATAGATGGATTCGTCGCTGGCGAGGACTTAACGTTCAGGCATTTACTCGGAATACTCA
+AGAGGTTCGCAATAGAGATAGCTGGGGCAAAGAAAGTGAAGTTCTTCCCAGACTACTATCCATTCACGGA
+ACCTAGTGTTCAGTTGAGTGCGTATCATCCAGAGCTTGGATGGGTCGAGTTTGGTGGAGCAGGGGTTTTC
+AGGGAAGAAATGACGGAAGCTTTGGGAATAAAGGTTCCAGTAATAGCTTGGGGAATTGGAATCGACAGGC
+TTGCGATGTTTAAGCTCGGAATAGATGATATAAGGTACCTCTTCAGCTACGACTTGAGGTGGCTTAGGGA
+GGCCAAGTTGATATGGTGAGAGGGTGGTGGTAGAATGCCAAAGTTCGACGTTTCAAAGTCGGACCTCGAG
+AGGCTCGTTGGAAGGAGCTTCTCACTTGAAGAGTGGGAAGACTTAGTTTTGTATGCGAAGTGCGAGCTTG
+ACGATGTCTGGGAGGAAAACGGGAAAGTATACTTCAAACTCGACTCAAAGGACACGAACAGGCCAGATCT
+GTGGAGTGCGGAGGGAGTTGCTAGGCAAATTAGATGGGCCCTTGGACTTCAAAGTGGTTTACCTGAGTAC
+GAAGTCAAGGAGAGCGATGTTGTAGTTTACGTCGATGAGAAGCTCAAGAACGTTAGACCTTACGGAGTCT
+ACGCGATAGTAGAGGGCCTTAACTTAGATGAGGACTCGCTCAGCCAGATGATACAGTTGCAGGAGAAGGT
+GGCCTTAACGTTTGGTAGGAGAAGGAGGGAAGTTGCGATAGGGATATTCGACTTTGAGAAAGTGAAACCC
+CCAATCTACTATAGGGCAGCCGAAAAAACGGAGAAATTCGTGCCATTAGGCTTTGAAGAAGAGTTAACTT
+TGGAGGAAATACTTGAAAAGCACGAGAAGGGGATAGAGTATGGACACTTAATCAAGGACAAGCCCCACTA
+CCCCCTCTTAGTGGATAGCGAGGGTAACGTCCTCTCAATGCCCCCAATAATTAACTCCGAGCTCACTGGC
+AGAGTGACGACTGAGACAAAGAAGGTCTTCATAGATGTCACCGGCTGGGATCTAAAGAAGGTCATGCTAG
+CACTCAACGTCATGGTAACTGCACTGGCGGAGCGCGGAGGAAAGATAAGGAGCGTGAAGGTGATTTACAA
+GGACTTCGAGATAGTGACCCCCGACCTAACGCCAAAGAGGTTTGAAGTCGAACTTAATTACATAAGGAAG
+CTCTCGGGTTTGGACCTCAAGGATGAGGAGATAAAGGAGCTACTTGAAAGGATGATGTACTCGGTGGAGC
+TGGAAGATGGGAAGGCAAAGCTACTCTACCCGGCGTTTAGGGATGACATAATGCACGCGAGGGATGTTCT
+AGAGGATGTGCTCATAGCCTATGGATACAACAACATAGAACCTGAGGAACCAAAGCTGGCAGTTCAGGGT
+AGAGGAGACCCGTTTAAGGACTTTGAAGATGCAATAAGGGATTTAATGGTAGGCTTCGGGCTTCAGGAGA
+TAATGACTTTCAACTTGACGAACAAGGAGGTTCAGTTCAAGAAGATGAACATCCCGGAAGAAGAGATAGT
+TGAGATAGCGAACCCAGTAAGTCAAAGATGGAGCGCCCTAAGGAAGTGGTTATTGCCAAGTTTAATGGAG
+TTCCTAAGCAATAACACCCACGAGGAGTACCCCCAGAGGATTTTCGAGGTTGGTCTTGCAACGCTTATTG
+ACGAATCAAGGGAAACGAAAACGATCAGCGAACCAAAACTTGCCGTTGCGCTCGCGGGTAGCGAATATAC
+GTTTACAAACGCAAAGGAAATACTGGATTCATTGATGAGACACCTCGGAGTTGAATACGAGATAGAAGAA
+ACCGAGCACGGAAGCTTCATCTCAGGAAGGGTTGGAAAGGTACTAGTGAATGGAAAAGAAGTAGGGATTA
+TAGGCGAGATACATCCCCAAGTCCTCGAGAACTGGAATATTGAGGTTCCCGTAGTTGCGTTTGAGATATT
+CTTAAGACCCCTCTATCAGCCTTGATTCTGTTTAATATTTTTTGGATAAGCGCGAGCATTATCTCAAAGT
+TCTCAAGGTTTAGCATAAGCTCAACATCCACTTTCCTCACCTCCAGGATTCAGTAGGACAAGGAAAAAAT
+AAACCTTTGGATAATTCCATTGAAATATGTCCAAAAAACTTTACAAAAGTAAAGACAAAGTTTAATCATA
+AAAACAAAGTTTTTCCCTACCTGAATTTTTTCTCGAAGTGGAGCTTCAAATCCTCTAAATCCCAAACGTT
+GAATCCATACTCCCGCAATTTTGATTTCCCATGAACATTTTTAGCTACTAGGGCGAAACTTGCATCCCAG
+CCTTCGAGGTTCATCAGCTTAAACTTTCTTTTTAAATCCTTTAAGATTCCCTTAGCTTCCCGCTTACTCA
+ATTCCTTCCATTTCACTTCCGCAAGGAGAATTCGCTTTAATCTCTCGTTAACGGCAACTATATCAATTTC
+TTCACCCTTATACCACCACCGACCTATCCTTGTGAACCTGAAAGGTAACCTTCCTCTTCTGTTTAACTCA
+ACCAGGAATTCCCTTGCCACGTCTTCAAATCTGATTCCATAAATTCTCTGAATATCCTCTTTGACGTCAT
+CATAACTTATTATACCCAGCTCTATCCCAGTCCTGTTCTTCGGTACTATCGAGAACCACGTCAATAACAT
+GGGATCCTTAAGCTTGTAGATTCCTCGCTTATCATTCCTGGCAATTGGAATTTCCCTTTCAATGAAGCCC
+AAGCGAACGAGGGTGTCCAAGTATGGGTATATTTTCCTTCCTTCTAATCCGGCATAGCTAGCTATTTCCG
+AAGCTCTAGTTTTTCCACTAGCTGTGGCTGATAATATGGAGAAATACGTTTTTAACTCTCTGAGCTCTCC
+CGAGAGAAGGATATACGGCTCATCGTAAAAGAAGCCTTCTGTCCTAAGAAACGTTTCCTCGATGAATCTC
+CTGGTATCTTCGTACCTTGAAGCTATTATCAAATATGCTGGAATTCCACCTACAAGCATATACATCTCTA
+AACCGACTTCAAAACTGTCAAAGAACTTAAGGGAATTGAAGAGTGTCAAAGGTTTAAGGTGGAAGCTCAT
+CGTTCTTCTCCCATATAGGGGGGAAGAATAACTTAAGACTTCATCGATCATCATACCTATGAGAGATCCC
+GATAGAACTAGCATTACTGGCTTTTTTGAGAAATCATGATCCCATGCCCTCTGTAGGGCACTTACTATGG
+TTCTATCGCTTTTTATAGCATAGCTGAATTCATCAAGTATTATGAGAGTTTTTTCAGTAACTTTTGATGC
+AAGGTATTTGAAAAGTGGATACCAATCATTAAAGCTAAGGAACAGCTCGTCGTTGAAATGCTCTGCAAGC
+TCTTCCCTAAGCCTCCTTATTTGTCTCTCACGGGTATCTTCCATGAAAGTATAAAAGAAAGTTGGTTTTC
+CCTGGGAAAATTCCACGAGAAGTCGTGTTTTACCAGTTCTTCGCCTTCCATATATGATTACTAGAGAAGG
+AGTGCTGTTCCATTGGTCTTCGAGTGCTTTAAGTTCATCCTCACGATCCACAAATTTACTAATCATGATT
+AGTACTAATCACGATTAGGATTTAAGGCTTCCGGATAAACATAAAAAAGAAGAAATCACTTGAGCATGAA
+GACTACCTTACCCGTCTTTCCAGCCCTCATTAGCTCGAAGGCTTCCTCGTACTTGTCGAATCCCTTGTAC
+TTGTGGGTTATTATTGGGTCCAAGTTAAGCTTTCCGCTCTGGAGTAGCCTAGAAACTGTGTACCATGTCT
+CCCAGAGGTGCCTACCTGTGATTCCATAAACAGTTAGAGCCTTGAAGATTATCAGATTGTTGAAGTCTAT
+GCTAACCTTCCCTGGGTAAAGGCCCAGGAGGGATACTCTTCCAGCTGGTGTAACAGCCTGAAGTCCCTGT
+TCTAAAGCCTTAGGAGCTCCGCTGAACTCAAGGAACACGTCAACTCCATTTCCATCCGTTATGTCCATGA
+CTTCCTTAACGACGTCTTCCTCGAATGGATTTATCACGTAATCTGCACCGACCTTCTTAGCTAGCTCTCT
+CCTGAAATCGCTCGGCTCGGAAACTATCACCGGATAAGCCCCGGAGGCCTTCGCCACCGCAATTCCAAGT
+AAGCCAAGGGGGCCAGCTCCAGTTATCAAAACGCTCTTTCCAGAGATTGGCCCGGCCAGAACAGTATCAA
+CTGCATTTCCAAGTGGTTCTTGAAGGGTTGCGTACTCCGGAGGAATTGACTTTGGATTCTTCCAAACGTT
+TTGAGCTGGAACCACCGCGTACTCAGCAAATACACCATCGGTGTCTACACCGAATATCTTCGTGTTTTGA
+CAAACATGGTACTGTCCCCTTCTACACGCGTAGCATTTCCCACAAACTATGTGGGTTTCAACGCTTACGT
+AATCTCCAACCTCAATTCCCTCAACTCCCGGGCCCACCTCAACTACTTCACCGGCAACCTCATGACCCAT
+TATCTGTGGGGGCTTTATCCTTGATTGGGCCCACTCGTTCCACTCATAGATGTGTAGGTCTGTTCCACAA
+ATGCTAGTCGCTATAACTTTTATTAGAACCTCCCCAGGTCCTGGCTTTGGAACATCAACCTCGACGAGCT
+CAGCGCCGTAAGCCGGTTTCGTCTTCATGATAGCTACCATCTTCTCGGACATGGAGAACCACCCCTAAGT
+TTTGACACATTAACAAATATGAGATGAGCATTTAAACGCTTTATGGAATATCTCTAGAATCCAATGTTAA
+ATCTAGTTCCCAACCAGAAGACGCTACCGGCCATTATGGCTATGAGAACCCCATACCTCAAACCAGCGGA
+AAACTTTCCTTCTCTGATTACACCTATACCAACTCCAGTGACGAATCCCTGTATTACAGAGAACAGCCAT
+AATATTAATTTAAGCTCTCCAGATGGTAATTGAACTTGCATTCCACTTGTATTTACGAACTCCGATATCC
+TAGAGACTATTGCTACTATCATCGGCCCAACGAATCCCCCAGAAGTTAGAAAGAACATCATCTGCATTCC
+AGTGGATGCCTTCCTCTCCTTCTTTATTCTAAGTATCTCCCTAACGTCGTTTCCTACCGAAACTAGAACA
+TCTGCCATCGGAGCTCCTCTCTCCAGGGCTTCAATCACGATCATCATGGACCTGTAAACTATCGGAGATT
+TTTTGTTCCTGAGTGCGAAAGCCCTTAATGCATCGACGGTCGGCCTACCCCTCTTCATCTCAGCAACGGT
+TCTCCTAAACTCCGCTGTCAAGGCACCGAACTTTGCAGTCGCGAGTTCTTCTAGGGCCTCGGAAAACGAA
+ACACCAGCCCTTAAGGAACCCGCTAAATAGAAGAATGCATCCGGCAATGCCTTCTCCATTTCCTCAATCC
+TCTTAGCAATTCTGAAGTTTGGATAAACGTACAAGAAGCCCAGGAAAACTCCCAGGAACGCTATTAAAGC
+TGAGCTCAAAGTTCCGAACAAGATAAACGCTACAGCACCACCTATGACGCCCATAATGATTGATATGGTA
+ATGTATTCAGAGGCCTTGAAGTCAATTCCAGCCGAGTAAAGTAGTAGATCGTACCTTTTGAGATACCTCT
+TAGGGATTATCCTCTCGATGGCAGCTATGAACCTAGAGGATATCGGGCCTTCCCTGGCCAAATCCCTCAC
+CTCGGCTCTGCCCTCTTTATCATAACTATTATGATCAATGATAAAGCCGGGAAGCCAAACAGGAATAAAA
+TAGCTAATCCAGCCATATCAATTATCAACCTCTTGGCGAATATTGAGCCTGCTATTATAACTACTATAAG
+CAGCGTTGGCATGACCACCGTCATAAACATGTAAACGAAGGATATACCGTTTATCTTTTGAACGTAATCC
+ATAAGCTTTATCCTATATTCAAACGAGAATTCATCTGCCATCTTGTACAAGATGTCAGCCAAGTTACCTC
+CAAACTTTAGGGCCCTCAATATTTGCTTCACGACCCTGCTAACCATATCGGACTTCATCTTCTCCTCAAA
+GCTCGCTAGTGCATCCTCAAAGCTTGAACCCTTATGCATCTCCTGAACCATCATGCGGAACTCCTCTGAT
+ATAACGCCGTAATCTGACTTTGCAACTGAGACCATGGTCTCAGCTAAACCAATTCCAGCGTTGAGTAGCG
+ACGCCATATGCCTAAGCACATAAGGCAAGGCCCTCTCTACTTCTTCCACTCTCCTCCTCCACACACTCTT
+GGGGTAAAATCTCATGTACATAAAGCCGAGTAAGAATCCAGCAACTCCTATTAGGAGACTCATATCAATG
+GGCATCTCGATTATTATGCCGAAGAGGAATGCAAAGACTCCTGAAATCAAACCGACGGCGAGCATTAGAG
+CTACGTAGAGTTCTTTTGACATCATTATGTTCGCCCTATATAGATCCTCTTCTAAACCCCTAATTGATCC
+ACTTAGAGATTCAACGGGGCCTCTAAAGTACTTTAGGACTCCTTTAGCAAGCCTTTGAGAGAATGGCTCT
+TTTATTTCTTTCTCACGCCATTCAACTGACTCCTCTATGAGCTCCTCTTCTTCCTTCTCCTTCTCTTTCT
+CTATCTCCTCTCTCATCTTTTTTAGTAGCTCAAGCCTTTCCTTAATAGTGAGCTCTTTGCTGGGCAACTT
+CCTTATTGGTGTCTCAGCTATCTCGATGGTCTTCCCACCAAGCCTTTCCAGGAACCTAACGAATCCATCG
+AGGATTCTTGGCATTATCCAAACACCTCAAATGAATTCCTTGACCCTTCTACTAATTTCCATGGTGGCGG
+CTTCCCTCTGTATCTTCTTAAAGAACTCCTCCTCGTCTATGTAGAACTCTCTTATCTGAGCTCCAACTTC
+ATCTATCCTTCTAAGACCCTTCTCTATCATCCAGTCCAAGACAAGTTTTCTCTTTTCAATTTCAAGATGT
+ATCTCCTCTAACGACATTCCCGTGTGATAGGATAAAATCTGAAGGAATCTGCTTGGAACTTCAGTTCTAA
+CGAGCTCATCCTTAGCTGGATCATACTTGTAAAGGAAGTTTAACTGGATGCTCTCCCCCTCTATTCCCGA
+AACCTCCGCTATCTCTGTTACACGCCTTATCGTTCCCTTCTTCCTGGTGTGGTACCTAACCTGCATGATT
+ATTATGTCCAAAGCCGGTATCATTATCTTAGGAACATTCATCGGTGGGCTTTCAAGTCTAATTATAGTCT
+CTCTAGCCGAGTTTGAGTGTATTGTCCCCATGCAATTCGAAACGACGATTCCATTTGCAACGTAGTTATG
+ATTAATGTCCACGGTTAAGTCATAGAGATATTCCACTCCGAGCCCTTTGGCATCGATCTCATCGACTTCA
+ACAACTTCATCCCAAGCTACATCCCCGATACTTGAAAGCTCATAATTAAAGGGCTCAGAAAGAAGTTCTG
+GCATTGCCGGAGGAGAAAGTACGCTGAAATCTGGCCTAGTGTTAAGGACGGCTATCTCATCTCCAACTTT
+AACGTTACCCGCATCTCTCCTAGCAACATCTCTCCCTAGTAGTACGAATACCGGATGATCCTGGGTTAGC
+ACCAATTCTTTTCCACTAGCCGTTCTAATTTTAACTAACTTTTCCCCATCCTTGACTTTCCTCCTCCAAA
+CGTGGGTAACCTTGTGCCTTCTAGCGCTTAAATCGGGCCCAATGCTGATAACCTCGAACGTATCTTCTTC
+GTTAAGCTCCACGTACTCCATGTCTTTGTATTTTCCTATTTTGTCGTGATACTTTTCGAAGAGCTCATCG
+ACGAGTTTGCCTATGAATTCCTTACCGTTTGGCAATTGAATCTCCGAGAAGTAGTAGAGGGCGCCGTCAT
+GTCCAGTATTCATGGCAGTAAACATCGTCCTTGCCTCTGGACCTCTAACCTCACCGACTATTATCCTGTC
+TGGACGCATTCTCAACGTGTTCTTAACTAGGTCATCCATTGTAATTTCTCCCTTACCCTCAACGTTCGGT
+GGCCTAGTTTCTAGTCTAACCCAGTGCTCTATTGGTAACTGGAGCTCCGCGGTATCCTCTATTGATATTA
+CACGCTCGCTCGGAGGTATGAACATAGCTAGGGAGTTTAAGGTAGTAGTTTTACCAGAACCAGTCCCACC
+AGCTACCAGGATATTGGCTGGCTTAACTCCAAGCCCATCAACTAGCAACCATAAGAAAGCAGCGACATCT
+GAACTTAACGTTCTAAACTTAATTAGGTCTATTATTGTCAATGGATCCTTCTTGAACTTTCTTATCGTCA
+ATGTTGGCCCATCCAAACTTATCGGTGGTAAAGTTGCGTTGACTCTGCTACCATCTGGAAGCCTAGCATC
+TAGAAGGGGATTTTGCTGGTCTATTCTCCTTCCCACTTCCCTAGCTATCCTCTCTATTATCGTTAATAAC
+TCACGCTCGGTCTTGAAAACTATGTTTGTCTTACACATGCCAAAACGCCTGTGCCAAACGTAAACTGGCC
+TATCTATACCTATCACCATTATCTCTTCAAGATTGTCATCCCTAACGAGCGGATCAAGCTTACCGTAGCC
+TATCATGTTCTGAACTATAAGCTCAGATAACAGTTCAACTCTCCCCTCGGACAGCGTTGGAGCCATTTCT
+TTTACCATCTTCCTGACTTCCCTAAGGAATACTTTCCTTCTCTCCTCGAGGTTTGGAATAGACTCTGGAT
+CTATTTGAATCTCAACTATGGCCCTATCCCTCACGAGCTTGAGTAACTTCTCCTCTTCTCTACTCAGCTC
+TGGAACGCTGATCTCATATATTGGAACTGCCTCTCCCTTCACGCGAACTATTCTAACGTTACCATAAACG
+TCGAGAACCCTAACTACCTGGCCTGCATACTTGGAGGACGGAACGAGAATACCCTGAATCCCAACCCCTT
+CCTCCTTTCTCTCCTGAGGTCTCGATCTTTTCAGAATATCCTCAAGCCTAGGGGCACCGCCGGTTTTCTC
+AAGAACTGCAAAAGGTAAAGTTTCGGTCTCCTTCTCGGTTTCCTCTTTCTTCTGCACCCCTGCCAATATT
+GAAGCTAGAGACAATGACTCAGTTTTTGGAAGAGGTGTTTCTTCCTTCTTTTCCTCTTTTCTTTCACTCT
+CGCTCTTTTTTAAGATTGCCTCAAGGGTTAAGTTATCCCCGCTAAGTATCTCGTCTATCCAAGATCTCAC
+TTTCTTTTTCTCCTCACTCAACCTGCCTCACCACCCAACCTCCACTCAAATCTATACCTTATTTCAATGG
+ATGAACCACTTCCAAGCCAGACTATCCACACGGGGTAGTCAATCTCCTCAAACCTCGGCTTCTGAATTTG
+GGGCAAAGTCTGGCTAGTACTTAATAAACCAAGCTTCATATCATAGAGGATGGTATCCTCGGTTATATTG
+AGCTTGACTGGCTTCGGAACATCCAGTCCAAATTCCTCTCGAATAAATTTTAAGTACTCAGTATAGTTCA
+TGGTAGGCCTTGGATAGTAGGAATACACCTTAGCATTTAGGAATAGAATTGGGGGAGAAACAGCAAAAAC
+ATCTCTAAATCTAAGATTTGGTGGTAATTCATGCTTTATTTTAAAAGTCACGACTCCTTCGTAGCTATAT
+AAGACAAGTGATTGATCCCTTGTCAAGAAGAAGGATTCTGGAGTTAAATACATCGGCGAATTTACGAGTT
+GGGGAATAAGAACTTCACAAATTGGCATTTCAAAAGTGTCCGGAACTTCTACAAATGGTCTGTCACCCTC
+AACGAATATTCTACCCGCACAAAGCGGGGTCTGAAAGTGCGTGAGAGGCATAGAAGTATTAAGAGATAGT
+TTAACCTTCACAACCTCATGGGGATATATCCAAAATCCTAGCCTATAGTTAAGCACGTTCTTTTCTGGGG
+AAGTTATTTCGGATCCGGAGTAAACCTCACTCATGTTCTCCCTGATGACTTGGAAATTATACCTTGGATT
+AACAATCACAAACTTCGGAAGGTCTCCTGTATTTATTATCGTCATATTCATCTCGATTTGAACTATCCCA
+ACTAAGTTTATGTTGTTACGCTCCTGGGCAATTGCTGGATTTGTGAGTATTGATAATAAGAGAAAGGCGA
+GAGTCACACCAAAAATCCTCCTCATGCTCTCACCCCGTTGCCCTTGCTAAGACCACGGAAGACTTGTACG
+TTAAGACCTTTGGAACGAAATCCTTAGGGACTTCGACTATAACTAGAACCTTAGTCGTCTCGGGAAGTGC
+CATCAAATTGGTGTTCTTTTCAAGGTCAAGAACCTTCCATCCATACTTTTCTAGTTCTTCTCTTATCTTC
+TGAGGATCAGATACCTTTCCGGCAGCTATTGCTTTCAATATCTCAGCTAAATCCACGGTGTATGAGTAGG
+AAGCTGATATCGTCTCACTACTACTCTGGGTAGTTGAACTCTGGACTTGAGATGTCTGTGAAGTCTGATA
+GCTAGTTTCAGCTCCTGGGGAATAGTTGGTCGTTGAAGACTGCTGGGATGTCGTTGAGGATGACGACGAA
+ACTGAGGTACTCTTACTTTCCGACTCATACACGTTTATCTTGCTAACTGCGACCAATACTAGGTCGACCC
+TGCCCTCTGGAACTATCTCCTCGAACTTTGTTCCGTTGCTCTTGGCATATATAGTGACCTTGTCTCCGGG
+TTGTAGGAAGCCTCCAACGACGCTATCCCTTGGAAGAACCAACGCTATCTGAACGAACTCTACTTTCTCC
+ACTGAGTATTGAAGTAAATCAGCGAGATTCGTAACTTTCCCTATTATCTCCTTAGCCTCATCCTTTGAGC
+AAATCTTACTCTCCTTTCCTTTCTTCAGTATGACATCTCTCGTCGGTATCGAGTCTATTCTATAGTAGTA
+AACCTTCTTCCACAGGTTCAAAAGATACTCATCTGGGGATATCGCTAGAACTTCATCCTTAGTCTTTGCG
+GCATCAACCTGAGCCAAGAGGGAATTCAATGTTGAGATTATCTCGGCTTTTAGCTCATCCGGAACTTGAG
+CCTGTAACAGCGGTTCAAACGCCATCTTTATGTTCTCTTTGGTTTGGTTCTTCAATGCTTGAAGCTCTTT
+TAACCTCTTGAGTTCTTCGGCCCTACGTTTTGCTTCCTCCAATTCCTGTTTCCTTTTCTCGCATATCGCC
+TTAACATTAATGCTCATGACCTCTTCAACATTTTTGGCGGCCAGTATCTTATTTATGAGCTGAACTTTGG
+TCGTGTCGTTAGCCAATTCGCCAGTAAAGCATTTATTGACCTCCGCAATTTTAGCCCTCTTAGCGTTTTC
+CAATTCTCTAGCGGCCTTACTCTCCATGTAAGTGTAAATACTTATAACAGCGCCAACTATGATTATCGTG
+AGAACAAGGGCTCCTATAATTATCCTTTTCCTCCTTTCCCTTTCCCTAAACGTTCCTATCCTAGAAACCC
+TTCTTCTCGGAGGCTTAGGTGGACCAGGAGTTGGAGGTTGTTCCTCAGTCTCGGTAACTATCCTCCCTAA
+TTCCCTTAGCCTCCTTATCTTTTCTTCAATGTCCTCGGCCACCGCGGACACCACCGAACGGTTATAAATC
+AAAAGATCGGGATTACCTGCGATAGGAATTTGCTAATAAGATTTATTTTCCAAACCTTTTAAATCCTTTG
+GAGGGAAAAGACCATGGAAAGGTTAGTTATTAAAGTCATAGATATCAAAGGCAAATGTCCCATTTATAAA
+ATTGGGGACAAAATAATTATCGAAGGCCCGGAAGTGAAACTAGATGAAACAGATGCCCTATGCATCCATG
+CATTTGCCTCGCTACTACCTTACATAATAGCCTTTAGGAAAGGTGTTAAGCCGAGCGAGATTGGGCTTGG
+AGATGAGAAGAAGGCCTATGTTCACTGTCCAGATCCTGGGCCCCCATATACTCCCGGAGGAACAGTGACC
+TTCGAGATCACGGTGGTGAGGGATGAAGCAGAAAAAGGCCTGGAGAATAGTGAAGGAGGTCATAGGGGAA
+GCTGATATAGTGGTCGAGGTAGTTGATGCTAGAGATCCAATCGGGACGAGGAATAGGAAACTGGAGAGAA
+TGGTTATTGAAAGCGGGAAGAAACTGCTCATAGTAATGAACAAGGCCGATTTAGTTCCAAAGGAGTGGGC
+TGAAGAGTACAAGAAGAGAAGCGAAATACCTGTCATCTTCATCTCGGCGAGAGAGAGGAAGGGAACCGGG
+ATACTAAGGAAAGAGCTAAAGAAGATGGCGAAGACCATCGATAAGGATAAGGTTAAGGTCGCCCTGATAG
+GCTACCCAAACGTTGGAAAGAGCACGATAATAAATGTTCTCAAGGGAAAGCACGCGGTTGGAACGGCGCC
+AATTCCTGGGTACACCAAGGGGAAGCATTTGATAAGGCTCACCAAGAGACTATGGCTTCTAGATACCCCG
+GGAGTAGTTCCTATAGATGATTTCGACGAGCTGGTGATAAAAGGAGGATTCCCAGCGGATAAAATAGAGG
+AACCAGTTAAGCCAGCCCTCAAGCTAATAAGGAGAATCCTGGAAACCAGGAAAGAAGCGCTAACAGAGAA
+ATTCGATATTAGAGAATTTCGAGATGAGGAGGACATACTAAGGAAGATAGGCGAAAGGAGGGGAATAATT
+AGAGAAGGTGGGGAAGTGGACATTGAGGAGACCGCAAGATGGTTCCTCAGGGAGTGGCAAACCGGAAGGT
+TCACCCTCTTTAGTAACGACGAGGAGAAGAAGGAAGAGTACATAGAGAGCTTCGGGGAGATTTTAGAAGT
+TATTAAGCAGGAAAACCTAACGGAGCCCAGGATAATTCTCTGGAAGTTCAGAGACCTGCTAGAAGAATAC
+GTAGGAAGTGAGAAGAGGTTTGGAGCTATTGAAGTAGGCGACTTCACTGTAGCAATAGCCACCGGATTTA
+AGAAGTGTCCAAACGCGATCAAGTTCATAGAGCGAATCACAGGCAAAAACGTGATAACATCAGAGTGCTT
+TGGTAAGAAGTGGAAAGGTGTTGTGGCAATCTTGGATTAGGAGGTCTCACAATGCTGAAGCTATTGCTAA
+CGACTGCTCAAGGAATAGAAGACCTAGCTTCCAGGGAAGTCCTTAATTTGCTTGGCGATAGCGTCGTGAG
+GATAGAGGAGAAACCGTTTAACGTCGAAGGGAGGATACTTGTGGAAGTAAAGGAGAAGGAATACAAGGAT
+GAAAAAGGAAGGAAAAGACCATTTGATTTTGCCACTTACCTGAACGAGAATTCTAGGTTGCTTCACCGCG
+TCATAGTTGAGATAGCGAGCACGAAGTTCGAGGGCATTGAAAGGGAAGACCCCGAGAAAGCCCTAAAGAG
+GATTGAAGATTTCGTTTCTGAGATTCCGGTTGAGAAGTTCGTTAAGGTTAGCGAGAGCTTTGCGGTTAGA
+TCCTTTAGAGAGGGAGAGCATGAAGTAACTAGTGTCGATATAGCTAGGATAGTTGGAAAGGCCATATTTG
+AAAGGTTATCCCGCTTTGGGACGCCGAGGGTAAATTTAGATCATCCCACCGTCATATTCAGGGCTGAACT
+AATAGGAGAAGCGTTCTTCTTAGGAATAGATACCACGGGAGATCACTCATTGCACAGGAGGCCGTGGAGA
+GTTTACGATCATCCAGCTCATCTAAAGAGTAGCATAGCCAACGCCCTAATAGAGCTGGCCCAGCCAGAGG
+GTTCCTTTATAGACCCCTTCTGCGGCTCCGGAACGATACCCATCGAACTTGCCTTAAGGGGATACGAAGG
+AAAAATAATCTGCCTCGAGAAGTATCACAAGCACTTGAACGGGGCCAAGATGAACGCCTTGGCAGCTGGA
+GTTTACGACAAAATAGAGTTTATACTGGGGGATGCAACGAGATTGAGCGAATACTTGGAAAGCGTGGACT
+TCGCGGTTAGCAACCTTCCCTACGGCTTGAAGATAGGGAGGAGGAGCATGATACCGGAACTATACTCAAA
+ATTCTTATCTGAACTAGCTAAAGTCCTCGAGAAGAGAGGCGTGTTCATAACCACTGAAAAGAATGCTATA
+GAGAGGGCCATAGAGGAGAACGGATTTAAGATAATTCACCACAGACTAATCGGGCACGGCGGACTTAGGG
+TTCACGCGTACGTTATTGAGTGACTTAAAATCATCTAGATCCCATGCGAGGATAATATTTTTCTTACCGT
+TTCCTCCTGCACCTGTTTTTGTTGCAATTATAAGTGCGTTTCTGTGGTGCAGGAGGTTGGCCTCGACCAC
+CAGCATCATCAAACCCACCGGATCCTCCGCCAATGGTTCATTGGCCTTTGGGCTGAACGGAAACAGCCCC
+AACAAGTTCAAAACCGCAACAAAATCCCTATCCATTGAAAAACCACAAACAGGACAGTTAAAAACCCTCC
+GACGCAATGCGTCATCATCAGGCTTAACATTAAAAGCACCACACCCCGGGCAAATTTTAGATGAATAAGA
+AGGACTCACGAAAACCACGGGGACGTTGAACTCAACAGCCTTCTCGAGGACAAAACGTTGAAAACCATTC
+ATGCCAATATTGTGGAGAACATCCCTCAACCCCTTCTCCTTCCTCTTCCTCCTCCTCGCAACCTTTTGAT
+TAAAGTTCTTTGGAACTTCTTCAAGAACAATCGTCGCATTCAATACTTTGGCGAGTTCGACAAGTCTCTT
+TGCAAACTTCCCCTGTAAATCAACCCTCCTGTTCCTCTTCCTCCGACCAAACTTTTCGAGGAGTTTCCTT
+CCCTTATTTGACGGAAGCTTCCTCCTCCAACCGACTAAATGAGACTTCTGTATTTCCCTCCTCACGTTAG
+TGTAAAACCTCGTTATTTTGCCCAAATCAGTCCTCACCTGAATCAAAAACTCACTAGTGCCGAGGGAAAT
+GTTGTCCGCATTGTAATCCACGCTGAGGAAACTCCCAGTTGGTTCTTGTTCCTCGAATTCCTTCTCGAAA
+ACGAAGTATGCGAGGACTTTCCGTTCTTCCTCAATCAACCTGAGTTTTACGCCCGGTTTGACTTTCCAAC
+CCTCGTTTAAGTATTTGAAGAAGAGTTTGTGCGGTTTTAGCGAGAGTTTTATCCTGCCTTTTCTCGTTGA
+CAGTCTGATTATCAGGATTTTCCTCCCGTTTTTTAGAGTGTTGAACTGTGGGAACCTCTTGTAATCCCAC
+AGTACGTCGTCCAACCAGAGGGAGACCCTCTTAACAACGGGTTTCTCGGTTTCGACTTTTCCCTTCTTTT
+TCAATTCAAGGAAGCTCTTCGCCCTCGTTACCGCGTCCTGACAGACCGTGTAGTAATAGTGGGTTGGCAA
+GTCATGCTTACACTATACTATCAGCTAAAATAAGAATTAGTTAGCAGAGTATCGAATCCTCGGCGATGAC
+CTCTTCCTCTAGAACGCCTATTCCCTCAACCCAGGCCTCTATCTTATCCCCATGCCTCAAAGGACCTACC
+CCAGGAGGCGTTCCCGTCGCTATTATGTCTCCCGGCTCAAGTGTCATGATCGAGCTTATGTACTCTATCA
+ACTCGGGAATCTTGAATATCATCTCACTCGTCCTTCCAAGTTGCCTAACCTTACCGTTCACCTTTAGACC
+TATCTCGAGATCCGAGGGATCAAGTTCCCTCTTATCAACTATCCTGGGGCCTATGGGGGCGAAAGTGTCG
+AAACCTTTCGAAACAGTCCAGGGATAGCCTTTCTTCCTTGCCTCTGCCTGTAGGTCTCTAGCCGTTATGT
+CCAAAAGGATCGTGTATCCCAGGATGTAGTCGAAGGCCTTTTCAGCCGGAACGTTCTTGGCCCTCTTACC
+TATTATAACGGCCAATTCAACCTCGTGATCAACCCTCTTACTCCTCCTCGGAAGGACTATTACTGAGTTT
+GGGCCTATTAAAGCCGAAGGTGGCTTTAAGAATATCACGGGCTCTTCAGGGGGTTCGCTCCCCATCTCCC
+TAGCGTGCTCGGCGTAATTCTTTGCGAGGGCTATTATCTTGGTAGGCCTAACCTCGTAATACCCATCTCT
+AAACGGTAGCCTTATCACCTATATCACCCTCCAGACCATGTTTTCAAGCTTTAAAAGTCTATATTGTTGG
+ATTCTCTAAGAGTCCTCACAACTCCTCCTTAACTCTTTTGGCAAAATATCTCTAAGCCTCTTTTTAACCC
+ACTTAATATTCCCTTCTTTAAAAGCAAACTTAAGTTCCTCCTCAAGTGCCTTTAGATTACATCTGAAAAG
+ATAGTTAGCTGGAGGGCTTATGTCCCTTTTTCAATTCTTAGGGATATTATAGAAATGGAATTTCGGAATG
+GAAAGAGGTAGGAGTAAAAGATGACTACATAAAGGAACTTATGGATTTTGTAAAGGGCAGTCCAAAAGTA
+AAATGGTCTGACATTTTAGTTCTAATTGGACTCATCCGATAACGTCTGAGACGATAACATAGAAGCCCAA
+CGTTGCAATAATCCCAGCTCCAAATGCAATAAAAGCAAGCATTGGAACATTAAATCCTTTCTCAATAAGC
+CATGCAAATGTGAGCTGAGAAATGGGAATTATTAAGGTAGCAAGTGCATCAAAAACTCCTCTATAAGTGC
+CTAGTCGTTCTAACGGTATCACCTTTTGGAATAAGCTGTCAAATGAAATATTCAAAATCTCACCTCCAAA
+GCTCAGAAGCAAAACTCCAGCCAAAAGTAGAGGAAGTAAAGAGAAACCTAAAAAGAGAACCGCTAGGCTT
+TCAAGCATCATTCCTATAACGAGGGGTTTTAAGATCCCAATCCTGAACTTGTGAGCAATAAAGACAATTC
+CAAAAGCACTAATTAAGCTCCCTAAAGTTCCAAGAGACCTAAGTAGTCCATATAGAACCTCACCCTTAGC
+TAAAGTTCTAAGTGCATTGAATATAAATATTCTCGCCGAAGCTATTGCAAAATTGAAGGTAAGTATTAAA
+ATGATCCCAGCAAAAACTATTTTACGTGAAATTTCTATTTTAAGGCATTCTTTTTCTTTCCTCGATTCTC
+CCCGCCTTACCGAAACGTTGATATATGGAACGAGAAGCAGAGCCCCAATCAGTAGAAATAAGGCATCTAA
+AAGCATTAACTTAATTCCAAAGAGATACGCAAGGTAACCCATAATGGGAAAGCTGAAGAGTGATGTAACA
+CCTCCTATAGTTTGCACTTTTGCGTTAAGCTTCTGAAGTTCAGATTCCTCCAATGTCATGAAAGCTATAA
+GCGAAAATCCATAATATCTATGGAGTGTATCAAGGGCGGAGATAAGCGAGATTAAAAGATAAAAGATGCG
+AACATCCTGAGCAAATCTTACCAATGTTATAGCGAGGAAGGATTGGGCAAATAGTGCTAAAAAAGCTAAT
+CTAACTTTTTTCTCAGTTCTGTCAAGAAAATTGCCGATTAATGGTGGAAATATAACCCAAGGAAGCATCG
+AAGCAAGTGAATAGCCAGCAATACTTAGGAGGGAATTTGTTTTGTTAAGGAGATGCCAAGGTAAGCTTAC
+CCCTTCAATGGCATCTCCAACAATTCTTAGCACAGTTGTCAGAAGAAAAAGCGCATAGAGTCTCTGCTTC
+ATAAAGCCCAATATAAGCAAAGAGATTTTAAATTTATTTGTAGAAAACTTCAACAAACAATTGGCAAAAC
+GAAGATCAAATGGATCATCTAAAGTAGTATTCCTCCCTCCTATCCTTGAATATATCATTTAGGTCATTAA
+TCCTCTTGTTCCTGACAAGGTAAAGGTCTATCTCAGCGACTCCAACTTCTTCTTCCGTCTCGCTAGCCAT
+TGAAAGAACCTCTGCCTTAGGTGAAGCTATTAAGCTCTTTCCAATGAACTTTAATCCTCTCTCCTCTCCG
+ACCCTATCCGCAGTCACCGTGTAGACCTTGTTTTCTAGGGCCCTTATGGGCATCGCTCGAGGTGCGTAAG
+GCATTACTAAGTTGGCCGGATGCGCTATAACGTCCGCGCCCTTTAAAGCCAAAGTTCTTGCACTCTCGGG
+GAAGAACCAGTCAAAGCATATCATGACCCCAACCTTCATGAAGCCCAGGTCAAAGACCCTAAACCCCAGG
+TCTCCAGGCTCAAAGAAAAACTTCTCCCTATAGAAGAGGTGTATCTTCCTGTACTTTCCTATGAATCCCC
+TCGGTCCAACCACGACGGCTGAGTTATAAAGAACATCACCGTCTTTCTCGGCCGTCCCGGCGACTATGTA
+GACCCCAGTATCCCTTGCGACGTCCATGAGGAAAGTGGTTGTTTCTCCCTCGGGAATCTTTTGGGCTATC
+TCGAACACCTCTTCCCTAGTTTCAAAGTTGTAACCGGTGTCGAAGAGTTCAGGGAGTACAACGAGCTGGG
+CTCCCTGCTTGGATGCCTCCTTGATAAGCTTCTCTGCCTTCGAGTAATTCTTGTCGGGCTCGAGTATTTG
+GGGGTTCATCTGGACATAGGCGACTTTGACCATGCACACCCCCCAATTTTAGATAGCGGTTAGGGAGAGA
+ATTAAAGTTTTTGCATTTGAAAAATTCAGACATAAAAGAGTAATTTTAGCAGTATTCAAATTTAATTCCT
+TAAATTCGGCTAAATCAAGACATGAGTATCGCACCAGCATTTCATTCTGTTATAAGTGGATAAAACATCG
+AGAAACCTGGTAAAACCTCCGATTCCTTGAACATTAATAAAACTTAAAAATTGTCGGAGATGGCTTAAAT
+CTGAGAGAGAAAGGAGGTGACGCTCATGAAGAGGAGGCCAAGGAAGTGGAAGAAGAAGGGTAGAATGAGG
+TGGAAGTGGATTAAGAAGAGGATAAGGAGGCTCAAGAGACAGAGAAAGAAGGAGAGAGGACTGCTCTAAT
+GTCAATTCAAGACTTTTCTTCATATTCTTTTGTATTTAAGACGAGGCTTGGTAGAACACTAGTTCTTGCG
+GATCCGCATTTAGCGTTTGAACCTTTTAAAGGGATAAACGTTCGCTCAAAATTAGAGAAAAAGCTTGCAA
+ACTTCATTAAATCCCAGGATGTTGATGCCGTTATAATCCTTGGGGACGTCAAGGAAGAGATAGGACTCAG
+CGGATTTACCGAGAAAGTTCTCCAGGAATTCTTCGCGGAGCTCAAGGAATTAGGGATCATAATAACGAAA
+GGAAACCACGATGGAAGGATAGAAGACGTTGCCTATAGATTTGATAACGTTGAGGTTTTGCCGTATTTCC
+TAGATAAGGAAATTCTCTTCATCCACGGACACTCAAGGTTACCGGATGTTAAGTTTAAGAAGATAGTTAT
+GGGCCACATACACCCCTCAACGATTGTCTCACTTGGAAGAGTGAAAAAGAAGATGAAGTGCTTTCTAAGG
+ACGCCAAGGATAATAGTTTTTCCTACTATAAATCCTTTCTACGAGGGCATGGACCTAAAGCAGGGGGTTA
+AGTTATCCCCTGTTCTTAGGGGGGTTAGGGAGTTTGAGATTATAATTCCCCCAGGAATTTACCTCTCAAA
+GGTAACTATATAGACTATTTAGCTCTCGATATTTTATTTCGACAAACATTTTATTGAGACAATCAGCTCT
+ATAGCTGGGGATGGACATGGATCCATGGCTACTGCTCACCCTCATCCTGGGATTGGCCATGGCTTGGGCC
+ATCGGAGCGAACGATGCTGCTAATTCTATGAGTACTGCTGTAGGTGCAGGGGCCATAACACCAAAGCAAG
+CCGTTTTAATAGCTGGTATCCTCGAATTTACGGGCGCTTACTTCTTTGGAAAGACAGTTACCGAAACAAT
+CAGGAAGGGAATAATAGATCCATCGAGGATATCAGACCCAAACGTTCTCGTATATGGCTCCCTCGCCGCA
+CTTCTAGGAGCCACGATATGGCTGGTGATAGCGACCAAATACGGCCTACCAGTCTCGACAACCCACTCCA
+TAATAGGCGGAATAGTTGGATACGGAGTAGTCTACGCGGGGCTTGAGATAGTCAACTGGGGTAAGATGGC
+CAGCGTGGTGCTGAGCTGGATACTATCCCCAATAGTTGGAGCAATATTCGCGTTCTTCATATTCAAAGCT
+ATCAGAAGAACAGTTCTAGAAAGTGAAGACCCCATCAGAAGCGCTAAGAGATGGTCACCAGTATGGATAG
+GGTTGGCCTTCGTCGTCATAGGAACGATGTTCTACATAAAAGTTCTACACGGAAAATCACTATACATGGG
+AGTTCTCAAGCTTGGAATTCCAGTTGGTCTCGTTGTTTTCCTGATAACGTCGATGATACTCAGGGTCAAG
+TTCCCGAAGGTAGACCCATACTTGGGTGCGGAGTTCATCTTCAGAAGGGTCCAGGTTATAACCTCTGGCT
+ACGTGGCCTTAGCCCACGGTGCAAACGACGTTGCAAATGCGATTGGCCCCGTGGCCGCCGTTTATACAAT
+TGCAACGATGGGAATGGCTGGGGCAAAGGTTCCAGTACCGAGATGGATACTAGCTTTAGGAGGTCTTGGC
+ATAGCCATAGGAGTTGCCACCTACGGTTACAGGGTCATGGAGACGGTTGGCAAGAAGATAACCGAGCTAA
+CGAATACGAGAGGCTTCACAATTGATTTTTCAGCCGCGACAGTTGTTTTAATAGCATCTTGGCTTGGGAT
+GCCAATATCAACTACCCACACGGTGGTTGGAGCCGTCATAGGGGTAGGGCTAGCCAGGGGAGTAAAGGCG
+ATAAATAAGAGTATAGTTAGGGATATAATAATATCCTGGTTCGTGACGGTTCCCGTGGCCGGTTTGATTT
+CCGCCATAATATTCAAGATCCTTTGGATTGTAGGGTGATTAAGATGCAGGTCTGGAAAAAGCTCTTCGCG
+AAGAGTCCATTCAAGCCACTTATCAGGCATGCGGAGGTAGTAGTTCAAACTGTTGAAACTCTCGAGAAGG
+CTTTAGATGCATGGGCTCAGGGAAAGTATGAGGAGATGAAAGACTATGCTAAGAAGGTTGATGACTTGGA
+AGATGTTGCGGACAGGATAAAGAGCGAGCTGAGAGACAGCATAACATCAAAGCTTCTCATGCCTGTCCAG
+AGGACCGATATCCTGGAATACCTCCACATGCAGGACAAAATAGCTGATGCCGCAGAGGACACGGCAAAGT
+GGCTACTTATAAGGGAAGAACCCGAGGCCGTTCCAGGCGAGATAAAGGAGCTGATAGTGAAAATGGGAAA
+AGAGAGCATCAAGGCTGCAAAGCTAGTCTATGAGGCAATAAAGCAATTAGACGTTGTCCTCGAAAGTGGG
+TTCGCGGATAGGGAGATAGAGAGGGAGTACGAGATAATAAAGGAAATTGAAGAGGTCGAAAGTAAGATAG
+ATGGTCTAGATTCAAAGCTCATGGAGCTCGTATTCAAGAGCGAGCTCAACTGGAAAGATGGGATGTACAT
+CTTGAACATTGCAAGAACAGTAAGCAGAATATCAGACAAGGCCAAGGACGCTGCCGAGAGGATTAGGGTT
+CTAATGAATAAGTGAATTATTTTTCGTGTTATGGGTTTTGGGTTTTGTTTTCCTTGGGTTTTATTTTACC
+TTACCTTCAAGTATGCCCTTTCTGTTTCCGTAGAACTAGTAGTGTGGAAAGAGGAGGAACCTCGCTCAAG
+CTTTTATGGATGGCTTTAACTACCTTTTTACTAAGTAGCATATTCTGTATCTGTTTATTTCCATAAGATT
+AGAAGGGATTATCTAGTTATTATTTTTATATTATGTCCTGTTGCATTTATTTAAATATCAAATTTTTAGA
+ATAATATTGCTAAGTTAAAGTTTAAATGTCTATATATACACTAGTAAAATCGAAAAACTCATTGGAGGGA
+TTTAAAATGAGGAAAGCAGAGATAAACATCTTAATAACATTAGTCTTAGTAATAGTCGCAATTGCTCTGG
+CAATAGGGTTCTTCATCTACGGCCAGAAGTTCATCAAAGGAGATGTCGTCGATGCGAGGCTCACGCTACT
+AAACAACAAATACATTAACAACAACCAAGTCATCACCGTGAGCCTTCAGCTGACTTCAAAGACCGATAAG
+TTGCTCAAAATAGTCAAGATAACGCCCTCCATAACATACGCTGATGGAACAGTCAATCAGGGAGACTTGA
+CGGTTACACTTGACAGCGAGGGGACGTTTTCTTTCAACGGAGACCGTGTGGGTAGTGATGTGGTGTATGG
+CAGGGGCGTTGGCCAGATAGAGGCTGGGAAGACGGCAAACATACTCATAACGTTCAGGCACCTTGACATT
+AACAACCCAGTTCAGAGTATCAGCATTCGACTCACGTTTGAGGATGATAAGGGACACACTTACACGGTAA
+CTACGAATAGTATTGAACTCGAGTAATTTTCCATTTTTCCCTATTGATTATATCATTCCAAATATGCCCA
+AATAATTCTCATAGAAACCGAAGAACAACCAGAAACTAAATAAAAGAAGAAAAATCAAATAGCTATCATC
+GTCGAGGTCATCTGAATCTCGGGCATCTTCCTAATTCTTTCAGTTATGAACTGATCCAAGTCCTTCAGCG
+TGTCGGTTTCAACCTTCACTATTAGATCATACTCACCGTAAACAACGTACGCCTCCTTAACTTCAGGCAT
+AGCTAAGAGCTTCTCCATTACTTCCCTTTCCTTTCCGGCCGCCGTAACCATCAAAATAAAAGCCGTCACC
+ATTTTTACATCACCAAAAAATTTTACCACTTTGGAGTATTTAAACGTTGCTTTCTCTTAAGGTTGCCAAA
+ACCGACAGTCTAATAAGAGAATACCCCGATTTTAGCCAGGGGGAGGACATGGGAATAAAGGTGTACAATA
+CCTTAACTAGAAAAAAGGAGGAGCTCAAGCCCCTGAGAGATGGAGAGGTAAGGATGTACGTTTGTGGGCC
+AACTGTTTATGATTATCCCCACCTCGGCCACGCAAGGACTTACATAGCCTTCGACGTGATAAGAAGGTAC
+CTAGAACATAGGGGGTTCACCGTTTTAATGGTGATGAACTTCACGGACATAGACGATAAGATAATCAAAA
+GAGCCCAGGAAACTGGGGAAGACCCAGGAAAACTTGCGGAGAGATTTATAAAGGTCTTTCTTGAAGATAT
+GAACGCTCTGAAAGTTAAACCTGCCGACATATATCCAAGGGTTACGGAGCACATCGATGATATAATAGAG
+TTCATAAAGAAGCTTAAAGAGAAGGGGTACGCCTACGAAGGAAGCGATGGCGTTTACTTCGAAGTTCAGA
+AGTTTAAAGACTACGGAAAGCTTAGCGGTGTAAAGATAGAGGAGCTTAGAAAAGGAGCAAGGGTCGAGCC
+CGGGGAAGGTAAGAAGAATCCAGAGGACTTCGCCCTGTGGAAGAAGGCAAAGCCCGGGGAACCAAAGTGG
+GACAGTCCCTGGGGAGAGGGCAGACCTGGGTGGCACATAGAGTGTTCTGTCATGAGTAGCAAGTACTTGG
+GAGAGAGCTTTGACATCCACGGTGGTGGCAACGACCTAATCTTCCCACACCACGAGAACGAGATAGCCCA
+AAGCGAGGCTTGCTTCGGCCACGAGTGGGTTCGCTACTGGCTACACACGGGCTTCGTGATGGTCAAGGGG
+GAGAAGATGAGCAAGAGCCTTGGCAACTTCGTGACGGTTAGGGAGCTTCTCCAGAGGTACAGCCCCGAGG
+TTATAAGGCTGTTCGTCCTCCAGAAACATTATCGCTCTCCCCTAGACTACACCGAGGAAGGACTACAGCA
+CGCGAAGAACAATCTTGAAAGGCTATACAACACCCTCGAGAACATAAGGATTGCAATGAGGAACGCCGAG
+CTGTCTTACAAGTGGAGCGAGAAGGACTTCGAGGCTTACGAGGCCATTAGAGAAGCTAGGAAGAAGTTTT
+ACGATGCTATGGACGACGACTTCAACACGGCCGAGGCGTTAAAGGCAGTCTTCGAAGTGAGCAACGCGAT
+AAACAAGTACATTCTGGAAGTTGATAAGCCAAAAGAGAGCATCCTCAGGAAGGCCCTTGAATTCTTCAAG
+GTAGTCAGCGAGGTCTTCGGCATATTCGAGGACTACTTCAAGGAGGAGAAGAAAGGCGAAGAGGAAAAGC
+TGATAGAGTTGCTGGTGGAGGTTAGGAAGCAGTTAAGGAAGGAGAAAAGGTTCGATTTGGCGGACAAGAT
+AAGGGAAGAGCTAAGAAAACTTGGGATTCAGCTGGAGGATAAGGGCCAAGAGACCGTGTGGAAGAGGGTT
+AAGGTTAGCTAATCCTCGGGCCCATGAATGCACTGGAAGTTTAGAGTTATCAGCGTATCTATTAAGCCGC
+TCTCTATGTTCTCCTTTATCTTTGGCAAAACTTCCTTGAGTTCTTCCTCAGATAAAGGCCTTTTATCGCT
+TAGCCTCTTTATCTTGCCGTCGTTCTTGTCCAGAATTATGACCTCCTCCCCTTCGAAGTGTAGGGGAAGG
+TAGTTCATCTTGAAGCCGTAGAACTTCTCGGTGAACTCCATCCTAGCCCTCAGCAACTCGAGATAGTTAA
+ACACATCTTCAATTTCCATTTCCATTCAAACCCCCTACAGGACCTTCAAATACTTGTGAACCTGAAAGCT
+CAAGCCGACGTTTTTTCTACCCAAAATTCTACTCGCCTCGTTGTAAAGGAGCATTAGCTTTTGCATGGGA
+ATGTCAATAGGCTCCCTAGGTTGAATTGCTAGGGGGGCTAGGCCTTTTAAAAGCTCGGCGTACCATCTAA
+CGTTTTCAAGCTTTGTCTCCTGGGTCACGACAAGCTTAGCGTAAACCCTAGCTCCAGCACCCTTCAGGAT
+TCTTATGCTCTCTATCTCCCTCAGCACGAGCGATCGCCAGTCTTTAGTAGCTTTGGCGCTCTCATCCTTT
+ATGTCTACGCTGGCGTAATCCGTTAGGTGTGCAACCTCTCTTATAAACTCGGGAAAACCACCGTGGGTTT
+CGAGGAAGTTGTCGAAACCAACTTCCTTAAGTTCCTTCATTAAGGCCTTCAGCCCCTTGATTTGGAGCGT
+TGGTTCACCGCCCGTATAGCTTATCGAATGAACATCACCGGTGTCCAAGCTAAGAACTACTTTTATTACC
+TCGTCCAAGCTAGCTGGATTTTCCCTATACTCAAACTTCCTGGAGAAAGGCTCGACCTCTATCCTCCACC
+TCTTAACCTTGGACGCATCTATAAATGCCTTGGAATCGCACCAGCTACACCTAAGGTCGCACCCCGCGAA
+CCTAATGAATATCTGCCTCCTCCCAAAGGCGCTCCCCTCTACGCTTCCACCTTCTCCCTGCCAGCTGTTA
+AAAATCTCTGCAAGTATAACCTTTACCACTCCAGCTCCACCCCATTATCTTTCCCTTCCCAAAGAACTAC
+CCTCTTCAGCTTGACCTTGTGGGGAAGCTTCTCTTCAACTTTCTCAGCTATCCAAAGTGCCACGTTTTCG
+GTAGTTGGATTGTCGAATATCTTGTTCAAGTTCCTGTGGTTAAGTTCCTTAACTATATCATCGACTATCT
+TCCTAAGCTCCGTAAAGTCCATTATGTAACCCCTCTTTATTTCTCCCTCAACGGCCACCTCGAGAAAGAA
+CGTGTGGCCATGAAGACTTTCCCAGTCGTCACCTATCTTAACGGCATGTGCAGCATCAAAACTCGTCCTA
+ACTATTATCCTTGCCCTCATTAAAATCCCCAGAGGTAGAAACGTCGAGGGGGATAATAAAGTTTGGGAAG
+AATCAGAGGCCCTGGGATAGGATCTTCGTTGTTACGTCGTTACCTTCCTTATCGTAGATCCTGTAATAGC
+ACTTGACCGGGAACTTCATCGCAGCTCTTCTCGCCCCCTCGATGGCGAACTTCAAGTGTTGCCTGTTAAC
+CCTTATGCTGAGAACCTTTTGATCCTTCTTTAGTCTTGCAGCCAGGCCTATTGGCTTTCCGAAGGGCCTC
+CTCATTCCGTTACCGTAACGATCTGCCTTCCTTCCCGTAGCCATCGGGTTTTCCCTGAGAACCTGGAATG
+GGTAGACCCTTATCTTGAAGTGATAGTTGCTCCTACCGACGTTCTTCTGGAGGTATCTATTTACCTGCTG
+TCTCGCGGCTTCAAGGGCGTTCTGCCTTATCTGGACGGGCTGAGAGACGTGGAGAGCAACCTCAAACTCG
+AAGTCCCCAGCCGGATTACCCATGTCAAATATCGTTATCTTCGGCCCAGGGGCTCCCCTTATGTATTCCC
+TTCTCGTGTAAGCGGGCTTATCAACGTACCTGTCTATCTTAGCAGGCCTTAGCGCCATTTTCTCACCTCC
+CGATTAGCATGAGGATTCTAAATTAAGGGCAGGATGGTTACTTATAAAGCTTATCCTAGAGCCGTATCGA
+GGAACAACATCAGGTAAAATCCCAGGAAGAAGCCAAAGGTTATTATCAGCTCGTTAACTTCCTTACCCTT
+CATGTATATCTCCGGAATCATTTCCTTTATCGTTACGTAAAGCATAGCTCCCCCTGCCATTGAGAGGCCA
+TAGGGGAGGAGTTTGCTCGAGAAGCTGAAGAAAATTACACCGAGCACCACCATAATCATCTCAGCAACTC
+CGCTGAGAACTCCGAGTAGGATCGGCATTAATCTTTTCTTCTGAAGGGTGGCGAGTGGGAGGGAAACTGC
+AGTTCCCTCTGGAACATCCTGAATTCCTATGGCCAACCCCGTTATAATTCCATCGGTCTTGCTGTAGGCC
+AACGAAACTCCAATGGCAATTCCCTCTGGGAGATTATGAATTATCATTGCAAAAGCCAGGAGCCATGCAG
+CCTTTATCTTGTCCTTAAACTCCTTAGGCCCTTCGTATCCCCTAACCAGGTGCTCGTGCGGTATGAATTT
+ATCAAGGAGCACGAGGATAAAGATTCCCAAGGCAATTCCAATGCCGACCGGAAAAAAGGAACTAGAAATA
+TCTATGGCAGGGAGTATTAGGCTAGTGAAGCTGGCAACTATCATTACTCCAGCTGCAAACGCTAGGCTAA
+AGTCAACGCCCCAGCTGGGCATCCTATGCGAAAATAAAGCCAATAGGGAACCGAGAGAGGTCATAAAGGC
+TACGAAAAGGCCGAGCTTAAATGCCAAGATTAGAGTTTCATTCATGCTTCTTCCCTCTGCTCTCGAACAC
+TCCCACCGGGTTGCCTCTTAAATCGTACACGTAGACGTTGTCAAATTTAGTTAGAGCTAGTCTTTCTATT
+ATATCACCGGCTATCTTAGAGTACGCCATCGCAGCCCCGCCCAAGATGTTGTACTCAGCTAAGCTCTCGA
+ACTTTAGCCACACCTTTAGGGTTCTCCCCGAAACCTCAAGACCTGCCAAGATCCCAGAGTCTAGAATACT
+CTCCCCAGTTACAGGGTCTATCACATTTTTAAGCTCATTTAAGACTTCCTCATATTCCCTGGGCCACTTT
+CTTCCTGGGTAATATACCTTCACGTTCTCACCTCACGCTATCTGGAATATCTTGATGGAGTTCGTTCCCA
+TGGTCTTCTCTATTGGCTTACCCTCGGTCATCAGCACTATGTCGTCACTCTCAACCAGTCCAAGTCCCTT
+AATTAGCCTTATTATGTCCCTCTCATCGAAGCCCTCCTCGAGACAGAACGCATAAACTCCATAGCTGAAC
+ATCAAGTTGTTGCAAACCCTTTCGTTAGTGGAGAACCCAAATATCCACTGCTTTGGCTTAAACCTCGAGA
+TGAGCCTTGCCGTCCTGCCCGTTCTAGTGGGGGTTAGTATGTACTTTATGTTTAGGGTGCAGAGCGCATC
+TATTATGCTTCTCGCTATTGCCTCCTTTATTGTCCCCCTTGTCCCATCCTCCACGAGTTCCCTGAGCCTC
+GACATTCCAAAGCTCTCCCTGTACTCCTCGGTGACCTTGGCTATCTTTGCCATCATCTTGACGGCATCGA
+TTGGGAATTTTCCAATCGCGGTCTCCTCAGAGAGCATGACCGCGTCTGTTCCGTCAAGTATCGCGTTGGC
+AACGTCCGTAACTTCAGCTCTGGTTGGAACCTTTTCGGCCGTCATTGAAACTAACATCTGAGTAGCTGTT
+ATTACTGGCTTACCCTCCGTGTTTGCCTTTCTTATAAGCTCCTTCTGAAGTATTGGCAATCTTTCTATCG
+GCATCTCAACCCCAAGATCACCTCTAGCTATCATGATGCCATCTGAAGCCTTCAGGATTTCATCGAAGTT
+CCTGACTGCGTCCGGTCTTTCTATCTTTGAAATAACGAAGACGTCCTCGGCATCATTCTTCTCGAGGAAA
+CTTTTAACCTTGAGAACGTCATAAACGCTTCCAACAAAGCTTAAGCCTATTGCATCAACTCCCTGCTCGA
+TGGCGAACTTTATTATCTCCATGTCCCTGGGAGTTACTGCCTCCACTGGTAGGTAGGCCTTTGGAATGTT
+TATTCCCTTTCTTGAGAACAGTTTTCCACCAGAGACGACAACTGCCTCAACGTCTTGACCCCTTACCTCT
+TCAACCCTAAGAACGATGTAACCGTCACTTAGGTATATGACGTCGCCCTTGGAGACTAATCTTGGGAAGT
+CCTTGTACTCTACGGGAATCGTAGTTTCATCCCCAACAACATCTCTCGTAGTCAAAACTACCTTCTCACC
+TCTCTTAAGCTCTACGTACCCTCCCTTTATCTCGCCCACTCTAATCTTCAATCCTGGGAGGTCGGCCAAT
+ATTGCAACCCTTCTGTCAAGCTTTTGTGATATATCCCTGACTTTCTCTATGACCTTTGCATGCTCCTCAA
+AGCTACCGTGAGAGAAGTTGAGCCTCACAACGCTCACACCGTTTTCTATTAGCTTCTTTATCATATTCCT
+AGAGCTTGTGGCGGGCCCTATTGTTGCAACTATCTTTGTCTTGTGATCAGGAAGCCTCATGGCAATCACC
+TAAAATTACTTGGGAAGTCTTTCGCATTAAAGCTTTCCTCACAATGTTTTTAACCAAAGGTTTAGAGCAG
+AGTGCGGGTGGTGAAGGTGAAAAAGACCGTGGTTATAATCGGTGGGGGAGCCGCTGGGATGAGTGCCGCT
+TCTCGAGTTAAGAGACTAAAGCCGGAGTGGGACGTTAAGGTGTTCGAGGCTACGGAATGGGTCAGCCACG
+CTCCCTGTGGAATTCCCTATGTAGTAGAGGGCATTTCCCCAACTGAGAAGCTGATGCATTATCCACCGGA
+GGTATTCATAAAGAAGAGGGGAATAGACCTACACCTTAACGCCGAGGTTATAGAGGTAGACACGGGCTAC
+GTGAGGGTTAGGGAAAAGGATGGGGAGAAGAGCTACGAGTGGGATTACTTGGTGTTTGCAAACGGAGCTT
+CACCCCAGGTTCCAGCGATTGAAGGAGTCGATTTGAAGGGTGTTTTTACAGCCGACTTACCCCCGGATGC
+CGTTGCGATAAGGGAGTACATGGAGAAGAACAGGGTTGAGGACGTTGTAATAGTTGGTGGGGGTTACATA
+GGGTTAGAGATGGCCGAGGCCTTCGTGGCCCAAGGAAAGAGGGTTACAATGATAGTCAGGGGAGAGAGAA
+TTCTCAGGAGATCCTTTGATAAGGAAGTCACGGACATCATAGAGGAGAAACTAAAGCAACACGTTAACCT
+CAGGCTCCAGGAGATAGTTCTAAGGATAGAGGGAAAGGACAGAGTCGAGAAGGTAGTGACCGATGCCGGT
+GAGTACAGGGCTGACCTCGTTATCTTGGCCACGGGAATAAAGCCTAACATAGAGCTCGCCCGTCAATTAG
+GGGTTAGGATAGGAGAGACAGGTGCAATATGGACAAATGAGAAGATGCAGACGAGCGTTGAGAACGTTTA
+CGCCGCTGGAGACGTTGCAGAGACTAAGCACGTGATTACTGGAAGAAGGGTCTGGGTACCGCTAGCACCC
+CCAGGGAACAAGATGGGCTACGTTGCTGGAAGCAACATAGCCGGAAAGGAGATACACTTCCCAGGAGTCC
+TAGGGACTACAGTAACCAAGTTCTTGGATGTCGAGATTGGAAAGACAGGTTTAACTGAGACAGAAGCTCT
+CAAGGAAGGTTACGACATTAGGACAGCCTTCATAAAAGCCTCAACAAGACCCCACTACTACCCAGGAGGT
+AAGGAGATATGGCTCAAGGGGGTAGTGGACAATGAAACCAATAGATTACTCGGCGTTCAGGCAGTGGGAG
+CTGAGATATTGCCCAGGATAGATGCGGCCGCGGCAATGCTGATGGCTAACTTCACGACGAAGGATGCATT
+CTTCACGGATCTAGCCTACGCACCACCCTTCGCTCCAGTTTGGGATCCGTTAGTAGTTTTAGCTAGGGTC
+CTCAAATTCTAAAACATCGAAGTGCACCTCAAGCAACCCCTTACTCTTCCTAAACCTCACCTTCCTTATC
+TTTATCTTTCCAATTTCGCCAGTTCTCTTAACGTGTTCCTTGTTGCAGGCGTTAACGTTCCAGTCCTCAA
+TGACAACGACTTTTAGAATTTTAACATCCTCTGGAACTGGAAAAAGGTCGTACATCTCTTCACCAAACCT
+CTTCTCAGCTTCTTCCCTGGGAAGCTCGTAAACCTTAATCGGGATGTTTTCCCTAACTTTTTCATTGGCC
+AGCTCTTCTATCCTCCTAATTTCCTCTTCACTAGGCTTCCTGTCGAATTTAACGGTTAAAACGCCTCTGT
+TACCCTTCACATAGGTCGAGTACGTCCACTTTGCCCTCTCGCCAAGAACTTTAACTACGGCTCCCTTAAC
+CACGTGGAGTGCCGAGTGGGTCCTAACCTCCACATCCACCGCAACCACCTCAGTCTATTATCCTCCTCAT
+CCAGCTACCCTTAAGGAACCATGCTAATCCTATAATGGCAGCCAAGAAGTTGCTAAGCCCCATTCCAAAG
+AACACTCCCCTGCTCGTAAAATTGAAAAGTTCTGCCATTGGAATTCTAATCCCTAAGAAGGTTATAGCCG
+GGATGTAACCGAAGGCGTAGCTTAATGGTATCCTGAATCCCCAGAGCCTTAACATGCTCATTACCATACT
+CTTGACCGTGTGGCCTGCCGAGGAGAACACGCCGGTTACGACTACAAAGATCCCATTAAAGAAGGGAACC
+GAGATCAGGAAGTATTCTAGGACTATCTTGCTCTCGGCTATCACCTCGGGGTCATCCAGGAACACCTTGA
+AGATTGGAACCCTAAATACCCCTATTACGAGAACGGCAAATCCAGCTATGGCAAAATTAACCACCATAGT
+CCTCTCGGCTATAACCTTAGCCCTCTCATACTTTTCAGCGCCAACGTTTTGAGCGACCATGGTTCCCATT
+GCCATGCTTATTCCCCTGGAGATGCTAGTTATGAAGTTAACAAGTCTAGTCGTTATAACGTAGGCAGCGT
+AAGTCACGTCTCCAAACCCCATGATTATCCTGGTCAAGACGACGAAGCCAAAGGAGTTCGCTGATTGGCC
+TATGCTAGAAGGTAGACCAACCCTAACGATCTTGGAGTAGAACTTCCAGTCCGGTTTCAAATCTTCGAGG
+GTTATCTTAAGCCCGGCCTTGCCGCTCATGAGAATCTTAACGCCAATTATCGTCCCTACAGCGTTCGACA
+AAACTGTAGCCAGTGCAGCTCCGAGAACTCCGAGTTTAAAGATGAAGATAAAGATCGGGTCTAGAATTAT
+ATTTAGAAAGACGGTTAGGGCGCTTATCTTTACGGGAGTCTTAGTATCTCCCGTGGCTCTCATTAAAGCG
+TTGAAAACCATGAAAAGGAAGGAAACCGGGACTCCGGCGAATATAACTATAGCATACCTATAAGCGTAGG
+GCCTTATGCTGGGTGTAACGTTCATGAAATCCAAGGCGAGGGGTAAGATTAGTATACTTATCAAGGCGGA
+TAGCGTGGAGAAGAATAGGACTAGAGAAAAGAGGGCTCCAGCTGAGCGATTGGCTTTCTTAAAATCCCCA
+GCCCCTATATATTGACCGACTATCGAGAAGCCGGCCATGGTGAAGCCCATCCCAAGGGCCATTAGAGTTC
+CTATTATCGGCCAGGCAACCCCAGGAGCTGAAAGTGCCTCCCTCCCAAGCTTTCCCAACCAAAACGTGTC
+AGTTATATTGTAAAGGACTTGGATTAAGTTGTTAACAACTATAGGCCAAGCTAGCTTTAGTAAAGTTTTC
+TCTATCGGTCCCTCCAGAATTTCTCTTCTCATTGCTTTGACTTTCTCCATGCTCATTCCACTATCCTCCT
+CATCCAGCTACCCTTAAGGAACCATGCAAATCCTATCAATGCAGATATTACATTGCTAAGACCCATCCCT
+ATCCAAACCCCAGCGCTATCCCCTAGGGTAGTGCCTAGGTAGTAACTTAAAGGTATCCTCAGGCCCCAGA
+GCCTTATGATCCCTAGAATTAAGTTCTTCTTGGTATGACCTGCGGAGGCAAAGACGTTTGTAACAGCGCT
+GAATATCCCAAAGAATGGGAAAGAAGCTGCAAAATACTTAACGACCTTCTCGCTCTCCTTTATTATCCCT
+GGGTCATTTATGAAAAACCTAAATATTTCTTCCCTGAAAGCCATAAAAAGCAGGGTCCCAAAAACCAGAA
+TCAAAAAGTTAGTTGCCATGGCCTTAATCGCGACCTCCCTAGCCCTTTTGTAGTTCTCGGCCCCTATATT
+CTGGCCAACCATAGTTCCCATGGCTTGACTTATGCCGTCCGCAAAGGCGAACATGAAGTTGGTTAACCTA
+TTTGTTATTGTATAAGTTGCGAAGGCCACGGTTCCATAGGTGTAGATTATCCTATTTAGAAGCACGAACC
+CAAAGGAGTTCGTAGAATCGCCAATGCTCGCCGGGAGGCCTATCTTGAAAGTTTTAATGTACAAATTTAC
+GTCCGGCCTCAAATCATCCCTCGATATCTTAATCCCAACTTTACCTGTAAAGAGCAGGTAACCCCCGATA
+ATGGAGCCTATCCCCTCGGATATTATAGTCGCAATAGCCGCTCCGAGAACGCCCATGTCGAGAATGAAAA
+TGAAAACAGGGTCTAATATTATGTTCAAGATTATCGTTAGGATGTTAACCTTAACCGGAGTTTTCGTGTC
+CCCAGCGGCCCTCAGGACAAAGTTGAAGGTGTGCAACGTTAAAGCTACTGGAACGCCGGCAAAGATTGCT
+ATCATGTACTTAAGGGCGTAAGGATAAACATCCGGTGTCACTTTGATGAACCTCAAAGCGAAGGGCGATA
+TCACTATGCCAATACCAGCTAAAAGGAGGGAAAGCATCAAAAGCAGGGAGTACAAAGAACCAGCGACCCT
+GCTCGCCTTCTTATATTCTCCAGCCCCAATATATTGGCTCACCATGGCAAAGCCAGCTACCACGAATCCA
+GAACCGAGGCTCATCATGAACCATAACAAGGGCCAAACGGTTCCTGGGGCAGAAAGCTCGGACCTCCCAA
+GCTTGGCTAACCAGAACGTGTCAGTTAAGTTGTACATAACTTGAACTAAGTTGTTGATTATCAGGGGATA
+GGCTAACCTCAAGAGCGTCTTTTCGATGCTTCCACTCAGGATTTCTTCCCTCGTTCTCTCGATATTAGCC
+ATCAAACAGCAGTCGAAACGTTATAATAAAAAGTTTATTATGGAGGAAATCTCCAATGGATTTCACTAGA
+AAACAGCATCTGAAAACATCCACGTTTTCCTGAAGAAATTTCTCAATGCACTAAAGAGCTTTGAAAGATT
+TTAGGGCACGTATTTCTTTATTAAATGAAAACTGTTATAAACGCAAATATCGAAAATTGTCTCGACAAAA
+GACTGAGGTGATTAGAATGGCCGAGAAGAAGAGGAAGAGGGTAGTAATTCTCGGTGCAGCCGGTAGAGAT
+TTCCACAACTTCAACGTGTTCTTCAGGGACAACCCCGAGTACGAGGTTGTTGCTTTTACTGCCACACAGA
+TCCCAGACATTGAGGGAAGGGTTTACCCACCAGAGCTAGCTGGAGAGCTATATCCAAACGGTATCCCAAT
+CCTTCCAGAGGATGACCTTGAGAAGATAATCAAGGAGAAAGACGTTGACATCGTCGTCTTCGCTTACTCT
+GATGTTTCACACGAGCACGTAATGCACCTCGCGAGTAGAGCTCACTCAGCCGGAGCCGACTTCTGGCTCC
+TCGGACCAAAGAGCACCATGCTTAAGAGCAAGAAGCCAGTAGTAGCTGTAACCGCTGTAAGAACCGGATG
+TGGAAAGAGCCAGACCTCAAGAAAAGTCGCTCAGCTCCTCCAGGAGATGGGATTCAAGGTCGTAGCTGTA
+AGACACCCGATGCCCTACGGTGACCTAAGGAAGCAGGTAGTTCAAAGGTTCGCTACCTTTGAGGACCTCG
+ACAAGCACGAGTGTACCATAGAGGAGAGGGAAGAGTACGAGCCTTACCTCGAGAGGGGAATGGTCGTCTA
+CGCTGGAGTCGACTACGAGAAGATCCTCAGAGAGGCCGAGAAAGAGGCAGACATCATCCTCTGGGACGGT
+GGAAACAACGACTTCCCGTTCTTCGAGCCAGACCTATGGATAGTTGTAACTGACCCACACAGGCCTGGTC
+ACGAGTTAACCCACCACCCAGGAGAGACCAACTTCAGGAGCGCCGATGTCATAATCATAAACAAGGTTGA
+CACTGCATCAATGGATGCGGTTCAGAAGATTAGGGAGAACATCGAGAAGATCAATCCTAAGGCGACCGTT
+ATAGAGGCAGCATCACCAATCTTCGTCGACAAGCCAGAGCTCATAAAGGGCAAGAGAGTCCTAGTAGTTG
+AGGACGGTCCAACTCTAACTCACGGTGGAATGAGCTATGGTGCAGGTTACATAGCTGCCAAGAAGTTCGG
+AGCTAAGGAGATAGTCGATCCAAGGCCTTACGCAGTTGGTTCAATAATTGAGACCTACAAGAAGTATCCA
+CACCTAAGCAACATACTACCAGCAATGGGTTACGGTAAGAAGCAGATCAAGGAGCTTGAAGAAACCATCA
+ACAGGGCAGATGCAGATGTAGTTATCATGGGAACCCCAGTAGACCTAAGGAGGTTCATGAACCTCAACAA
+GCCTGCTGTTAGAGTTAAGTACGAGCTCGAAGAGATTGGATATCCAAAGCTCAAGGACGTCCTTGAGGAG
+TGGGTCAAGAACTGCAAGAAGCTTAAGAAGTGATCCTTCCTATTCTTTCTTTTTCTTGGAGGCTTTTGAA
+TGGTTAAGCTGATAATCCTGGCCCCATGTCTCTTGAGCCCATTTTACGTTTACAGGGGGCCCAAGGAGAA
+GGAATATAAAACGGCGCTTGAGATAAGAAAGGTTCTCTTCTCGCTACCTAAAGATTGGCAAATATTTGCC
+TATCCTTGTCCCGAGTTTGAACTGCTTAGATGGCCTAGACCTCCGATGAGTAGGGAAGTTTTTGAGAGGT
+TTGGTATAAGGAAGGTAGTTGAAGAGGTCGCAGATTTCATAGGGAGGGTAATAGTTGAGGAGAGACCAGA
+GGCAATAGTCTTCGTTGGCGTTAAGGGATCTCCAACATGTGGAGTTTACACAACTACCTCGAGCGATCCA
+GACCTTTATCCAGTCCAAAAAGTCCGTGAGTTCTTTTACATGAGAAAAGACGAGAGACTAGCTAAGTATA
+AGGACATCATAGAGGAAGGAAAGCTAACCCTAATTGAAGGCCCAGGAGCATTGTTCGATGAACTAATGAA
+AAGATTTAGTGAGTTAGATAATACATTCTGGGTTGAAATTGACAAAGATAACGTGAATTCCGGAATAGAA
+ATTCTTAAAACTATTCTAAAGAAAATTAAAGAACTAACGAAAGATTAATTAGTTACTAGCACTCCATTTC
+CAAGCAAGATAGACCATTGTTTCATCGGTGATAGGCATGGTCATCGATGAAGTTCTTTCATCCGTAAGCT
+CTATTCCAGATCCCTACATTAGGGTACTGACTTACGGTCGAATTGGAGTTATCTTAGCTAGAGCTAAAGA
+TCCAAGGCATGAGAAAGCCTTTAAATTAGCTCTCTCAGAGCTCACAAGGATAGAAGACCCCTACACACTT
+GTAAGGGCCCTACTAGTTACCGGCTACTTAACGGGATTAGCCGGATTAAAATCAGCAAAGAGGGCATTCA
+GAGAGGCTATAGAGTACTCTAATATGCTACCAAGGGAACTAAGGGATAAGATAAAAGCCGAGGCCGTTGA
+TTACCTGCTCTCTCTCAATAATCCAGAAGAGGCCCTATTTTATGCGTCTCAAATAGAGAACAAGAAGCTG
+AGAAATGCTAAACTGCTCGAAATCCTTTCAAAAACACTTGAGGTGCTTGATAGCAAGGAGATAAACGTCG
+TGTACAAGAGGAGGAAGATAGAGCTAATTCTGGAGCATATAAAAGATGAACCATACAGATCAGAGGCAAT
+AGTTAGGGTAATTAGACCCCTACTATCTGGGGGTTATTACAAGCGCGTCATAGAGCTTATAGGTGAGATA
+AAGAGCAAACCCTGGATTAAGCAGGCCCTAAGTGAAGTTCTACTATTCCTAAGAACTGGGGAGGGAGAGG
+GGATAGAAGAAATCATAGAGCTATCAAAGAGCTTGGCCAAGAAATCCGGACGGGATATAAGGGAAGACCT
+AGCGTATATATTTGCCATACATGGATTTACTAAGCAATCCATAGATGTCCTCTTAGATTTGCCGAATAGA
+GGTAAAATAGCTGGTGAAATTTTCGATAGCCTCCTCATGAGGGGAACCAAAGCCTTGGAAGATTTCGTTA
+ATTTCTTGCCAGACGACATCATTAAGGAGATGAAAGGGAAACTCATGTCCATTATGAACGAGGAGAATCC
+AGAGTTCTCAAGTATAGTTAAGGTTATAGTTGAGAGAACATCAGATGAGAGCATTTTAGTTGGAGCCGTC
+AAATACTTCCTAACGATAAACAAGCTCGAGTACGCAGTTTCAATAATTAAAAGGTTAAAAACCGAGAAGG
+CCAGGTCAACCGCCTTAGGGTTCCTCGCATATTACTTGATAAAGAGGGGTAAAATCGGAGAAGCAGTTGA
+CGTTGTTCTGGAGATAAGGGATAGAAATCTGGCTTCAAAACTCGCCTCCGAGATACTCGTAAAGGCCGTT
+GAGGGTGAAGTTTATGAAAGGCTTCCTAACGAGAAGGAGAGAGAAAGAAACTATCAGCTTCCTAGCTGAG
+GTTCTAGATAAAATGGCAAGGAACGGCGTTATAAGGGAGGATATCATTGAGGAAGCTTACTGGACCTTAA
+AGAAGATGCTCAGGAATAAAGTTGACGAGGATATTCTTCAGGCATTCGAAGATTTAGTAATGCTTAAGGC
+AAAGATGGAAAAAGGATTAAGCCCTGAAAGGTACCTAGAGAACGCAAAGAGCTCACTTATGAAAGCCTTG
+GAGGGATAAGGATGTTGAGGAGCATAAAGGTTAGAACTTCTAAGGAGTTCGAGATAGTTGACATAACCGA
+TGAAGTTGAGAAAATAGTCAGAGAGAGCAACGTAAAGAGCGGGTTGGTGGTTGTGTTCACGAGGCACACG
+ACCACTGCCCTAACCATAAACGAAAATGAAAGCGGATTGAAGAGAGATTTAGAGGAACTACTTGGCAAGC
+TAGTTCCGAAGGGAATGGGCTACATGCACGATAGGATAGATAATAACGCTCACTCTCACCTTAGGGGAAT
+TTTGATAGGGCCTAGCCTCACAATTCCAGTCGAGGACGGTAGACTACTCCTGGGAACTTGGCAAAGCATT
+CTCTTCATAGAGCTCGATGGGCCCAGGACTAGAGAGGTTTACGTTAAGGTCTGTGAGTGCTAACCTCCAC
+TGACAGGCGGAAATATTCCAACAACATCTCCATCCTTGAGCTTTTCATCCCAGCTGACGTACCTTCCATT
+GAGTGATACATTGACATCTGCATCCTCGTCAAAGTCCTCGCCAAAGACTTCACTCTTAAACCTCTCGTGC
+CTCCTCTTTATTTCCTCTATTAGATCCCTTATGGTGGCTCCATCCTTTAGTTCTATCTCCTCTTCGCTTG
+TCCCGGCTAGATCCCTAAACCTCGCAAAGTACCTAACCCTAACCTTCACACTACCACCCCTCAAAAAGGG
+TTACTTCAACTTCTTCTCCCTCATCCACGCTCTCAACGGTCTCAGGTATCTCAATGAAGCCGTCGGCATC
+TATGAAGCTCGTAACGGCCCCACTACCCTTCAATATTGGAACAGCAACTCCACCCTCAAGCTTAACCGGT
+AGGAACTGCCTCCTACCTTTAACGGAGAAAATTTTGTGCTTAAGCCTTGCCTTAACCTTCCTAACCTTGC
+CTTCTCTTCCCAGAGCCCTAAGCAACAGTGGAACCACGAGCAAGGTGAAGTTCGTGAGGCAACTCGTAGG
+ATACCCTGGGAGGCCAAAGACGGGTTTGCCGTTTATTTCGCCTATTATCGTCGGCTTCCCAGGTTGAATC
+GCAATACCGTGAACCTTGACTTCGCCAAGTTCTTCTATTACGGAGGCTGTTAAATCCCTCATTCCTCCAC
+TAGCACCGCCACTTATAACCACGATATCGGCAACCCTAACTCCTTCTTCTATGAGCTCCTTCAGGCTTTC
+TCTATCATCCCTAGCTATGCCCAGGAATATCCCCTCCCCTCCCAGCTCGTTCACGGCATCTGAGAGGGCC
+CTACCGTTTATGTCGTATATTTGACCAGGCTTAAGTTCACTTCCTGGAAGGACTATCTCGTTGCCTGTGC
+TTATTATGGCAACCTTAGGCTTCCTGAAAACCCTAACCCTCTCAACTCCAACGGCCGAGAGAAGGGCCGT
+CTGCTTGAATCCGAGCCTTTCACCTTTTCTAACTAGTAGCCTTCCCTTGCTTATGTCCACCCCTTTCTTC
+ATAACACCAAGCCCAGGATAGGCAGGTTTGTAAATGATTATCTCATCTCCTACCCTCTCGACGTCCTCGA
+ATTGAATAACGGCGTCAGCGTTCTTAGGTAGCATAGCACCGGTAGATATGTAAACGGTTTCTCCCTTCTT
+GAGCTCAAGCTTTGGCTCCTCTCCGGCGTGGATTTCACCTACAACTTTAAGCTTAATCGGATTAGCCTCG
+CTCGCCATAAAAGTATCTTCAGCCCTAACCGCGTAGCCATCGACAGTAGCCCTGTCAAAGGGTGGAATGT
+CTATTGGAGAGTAAATGTCCTCGGCAACTATTCTCCCAAGAGCTTCCGAAAGCTTAACCTCTTCGGTTCC
+AAGGGGTAACGTGAAGGAGTTCACTATCTCTAAGGCCCTTTCCAATGGGACAACTTTGAGGAACGCCATT
+TTGCATCCCTGGGATTATTGCTCGCTAAAGCTTTTTAAAGTGTGAGCCTGAAGAACCAAATGATGCCGGG
+GTAGCCTAGCCAGGGAAGGCGCGGGACTCGAGATCCCGTGGGCGTTCGCCCACCGGGGTTCAAATCCCCG
+CCCCGGCGCCACCTGCCGAGCTTATAACTTTGTATTCAAGCTTTCTCTCCTTGAGAATTCTCTTTAAGAG
+GTCATCGGGAGCATTTTCAAACCTATACAGGTTACTTCTAACCTTCAAATCGCTGGCACCAAACCCATCA
+ATGGCTTCTCCATATTTAGAAACTTCTACCGAAAGCTCCTCCTCTAAGCGCTCATCGCTTGGAATCAGGT
+AGGCCCTCAACGGTATTGCCTTCTCTAGAAGATAATCTATGTGCCAATGAAGTTTCTTTTTCTTAGAAAA
+GTGCCTTTCAACGCGCTTCTCAAGCGAGTTCATTGCGGAACCAACGTAAACGTAGTAGCCCCTAGACAAG
+TGAAACTCCTTGGATTTAGTTCTTACAACGCTATCAATCGGTAAATATAGGACGAGGAAGTAAGAACCTC
+TCATTTCACTCCGTGGTTACGATAACGGAATCCTTCTCGACTATTATCGTATGCTCAAATTGCGTCACCA
+AACCGTTCCTTATCTCCCTTAGGACTGGATACCCGTAGAGGGCACCGCTCTTCTCGAGAGTTCTAAGGGC
+CAGCTTTAACTGTCCCTCCGGCATCTCCCCCTGGAGCCATCTGTAAGCGAAAGGTAAGGTTTTGTACTCC
+CTCTTTATCTTCGCCAGTAAAAATCTAGCCTGAACCATCCTAACCGGGGCATCCCTGACGTACATGTAGA
+TTAGGGTTGGAGGAACCTCTATAACCTGGCCAGCTCCAGTTGTAGCGAAGGGTTCTATGGCGAATACATC
+CCCTTCTCTAAGCTTGTAGTTATCGTGAGGTCTATAGATGTTCGGTATACTTATACCGGCGTGAAGCTTG
+TAACGCTCTATCTTGTGCCCACTAAGGTTCACTATCGGATTGAAACCTCTCTTTCTAATTTCATCTTCTA
+TGGCTCTCCCGAGTTCTTTTATTTCAACTCCGGCCCTTGCAACTGAGATTGCACTCTCTAGGGCTTCCCT
+AGCGGCTTCCATTAAATCATCTTCCTCCATACCAACCCTGACGGTAACTGCTGTGTCTGCTATGTAACCA
+TCTATGTGAACCCCAATATCTATCTTGAGGTAGTCCCCCTCCTTTAGCGTCGTCTCATCACCCTTATATG
+GAGTGTAATGGGCGGCTATCTCATTGAGGGACAAGTTAACGGGAAAAGCAGGCTTCGCACCGAGTTCGAT
+AATTCTACCCTCTATTTTTTCGGCCAACTCTAAAAGAGAGACCCCAGGTTTAGCGAGCTTAACGGCTTCT
+TCCCTAACCTTCTTAGCTATCTTACCGGCCTCAATGAGCTTATCTACGTCCATTAGACCACCCTAACATT
+CAATTCCGAAGGGAATTTATAAAGTTAGAGGCCCGTCGGGCTATCAATGAAAATCGTCTTCACACCGAAT
+TTCTCCCTAACTAACTTCATTAAAGCTTTAACCCCGAGGGTCTCTGTTGCATAATGACCAGCCGCAATTA
+CGCTCACTCTTAAATCCTCAGCCGTTCTATAATCAGCATGGCTTATCTCACCCGTTATTAGTAGATCGGC
+CTTTTCACTGGCCTCCTCTATCGCAAAGCCCCCTGCCCCAGAAACAACTGCAACTCTCTTTATCTCCTGA
+AGTCCAAACTCGTAGCTCCTAACGTAATCTACCGGTAACTTTTCGGCCAGAATTTGGGCTATCATTGGCA
+AGGGCTTCGGCTCCTCAAACTCTCCGATGTACCCTATCTTAATCCCCTTGTATTCCCCAAACGGCTCCAA
+GGGTTCGAGATTAAGCAACTTTAAGAGCTGAACGTTGTTTCCAACTTCGGGATGAACGTCCAAGGGGATG
+TGAGCAACGTAGAGGTTCATCTCAGAGCTCAGCAAAGCTTTCAACCTCTTGGCGAACAGTCCCTTAACGT
+AGGAAACTCCTCCCCAGATTATTCCATGATGGACGATTAGCATATCTGCATTGAAAGCCCTCGCCTTAGC
+TATGGTGTCTAAGCAAGCATCTACAGCAAAGGCTATCCTCTCCACTTCTTCTTTACCCTCAACTTGAAGC
+CCGTTGCTGGACTTGTCCGGGTAGGAGGATATTGAGAGGTACTCATCCAGGAAAGATACTATTTCTTCCC
+TTTCCATATCTTCCACCGAAACTATTTTTACTCCAAACTAAAAATAAATTAGTTAGGGTGATTACATGAG
+AGAGCTTTTTCCTGGGCTTAGGAGGTTTAGGGCCTACCTAAACACCGCGGGGCTAGGGTTACTACCTATA
+ACCGTTCTCAAGGAAGTCACCGAATTCCTGCTGGATGTAATTAAGTACAAGGAAGGAATAAACGCCGTGG
+AAATCCTCGATCCAATGTACTTGGAACCGGTGTTGAGCGAGGCTGCCAAGCTTATGAGAACCCGCTCGAG
+AAACGTTGGGCTCAGCATTCAAACTACCGACGGCCTCAAGAGGGCATTACTAGCCCTAGAACCTAAGAAA
+AATATGAAAATAATTTCATTTGATTTAGAATTCCCAACGATTAGTGCCGTGGTTAAGAGCTACGCGGAGA
+AGCACAACCTAAAAGTCGAGGTAATCGAGAGCAAGAATGGGTTATACGATATTAGCGACGTCGAGAAGGC
+TATAGATGACGAAACGTTTGCCGTTGTATTTAGCGATGTTCAGTGGATAACCGGCCAACAGATGCCAACG
+AAGGAGATAAGTGAGATAGCACATGAGCATGGAGCGTGGGTAATCGTCGATGCCGTTCAATCCCTGGGAG
+CCCTCCAAGTTTATCCAGAGAAGTTGGGCGTTGACGTTCTAGTTGCCGGCGGCGAAAAATGGTTGCTAAA
+CCCGAACATGGGTAGCGGAATTATGTACCTCTCGGACAGATTCTTGGAGGAGGCCAAACCCATAATAGGG
+CTATTGAACACGGAACCTCCCGTTCCATGGTCGGACTGGTGGGGTGACAAGGACAAAGACCTATGGGACA
+TCCTCCCAGTTAGGGGAGATGCAAGGAAACTCGACCCTGGAACCCCAGCGTATTTATCGGCAGTGGCCCT
+TAAACCCTCATTGGAGCTTATAAATGATGTGGGAATCAAGAAGATAGAGAAGGAGGACTTAAAGCTGGCG
+GAAATGGTTAGGGAGTGGGCCCTAGAAAAGGGATTCAATGTTCTTGGCGATTCCCAGATAACCTTAATAG
+TAACTGGAATTGAGTTCGAAAGGGAAAAGGAGATAGTCAGGAAACTTAACGAAATGGGAATAATAGTCTC
+CCAGAGGGGAGCGAAGGGAATCCATGGAATAAGGGTCTCGCCACACCTCTATAATACAAAAGAGGACATA
+GAAAAATTCATAGAGGGCATTGAAAGATTTCTCTAACCTTGATTTTTCCTCTTTGATAACCAGTAGAGAG
+CTTTAGCCGCCCTTTCCGGCGTCGGAAAGTTCTTTATTCCATGAGCATTTAGCAGTTCGACACCTTTCTT
+AACGAGCTCACCGGCCATGAAGTTCACTATTATGGGCTTATTGCACTTAGCCTCTATTATCGCCCTAGCT
+ATCTCCTCGCTCGGTATGAATATTGGTGGGACGCATATCACCAATAGCGAATCAACATTCTCGTCTTGAC
+AAACTACCTCTATTGTCCTTCTGTACCTTTCGTAGTCCGCATCCGCAATCAGGTCAATCGGATTCCTAGT
+TGAGCACTGAGGAGGTAAGAACTCCCTTAACTTAGCCACGGTCTCCTCAGATAGCCTAGCTATCTCCAAA
+CCTAACTTTTCCAACTTATCCGTGGCCAAAACCCCTGGGCCCCCCGAGTTGGTTATTACCGCAACCCTAC
+TTCCCGCGCTTTGGTACATCTCAAACGCCTTAGCGGCATCGAACAGCTCTTCCATTTCCTCAACCTCAAT
+GGCATTTCCCTGCTTGAACACCGCTTTATATATCTCATAGCTTCCAGCGAGGGATCCTGTGTGACTTTGA
+GCTGCCTTAGCTCCGCTCTCGCTTTTACCGGCCTTAAGTATTATAACGGGCTTCTTTGAAGTTGCGTACT
+TTAAAGCCTCGAAGAACTTCCTCCCATCTTTCACCCCCTCAATATACAGGGCTATGACCTTGGTGTTCTC
+GTCATCGGCGAAGTACCTCAAGAAGTCGCTCTCGTCTAAATCCGCGGCATTTCCATAGCTAACGAACGCT
+GAAAAGCCAACGTTCTCCTCGTTCCCCATAGCTAGGGCCGCTCCTCCAAATGCCCCACTCTGACTTATCA
+AGGCCAAGCCTCCAGGATTCACCCGAACCTCAAAGGAGCCAAAGAACTTACCATGAACTCCAAAGATTCC
+CGCACAATTAGGCCCTATAATTCTTATTCCAGCTTCCTTAGCCGCTTTTATTAACTCCTCTTCAAGATCT
+ACGTTTCCAACCTCTGAAAAGCCAGCAGAAATGACAACGGCTCCTTTCGTTAGTCCTTTTAATTCCCTTA
+TGAGCCCAGGAACGAGTTTGGCGGGTATTACGACTATGGATACGTCAACTTCTTCCTCCAGCCTTTTCCT
+TATTTCAAACCTTCTACCAGCCACCTCAACGGTCCCACCTTTTGGGTTCACTGGAATTATTTTACCCTCG
+AAGCCCCCCTCCACTATATTCCTGAGTATTTCCCTTGCTATTGCCCCCTCCCTGAATGAGCCAAATATTG
+CCACGCTCTTCGGGTAGAAGAAGTAATCCATGCCATCACCTCCACCTAGATAGCGTTTTTAACATCCTCA
+GGGTATAGCTAATTGATGAAGTTCAAGAAAGTTGTCGTTGGTGGAACGTTTGACAGGCTTCACCTGGGGC
+ACAAAGCACTGTTGAGGAAGGCCTTCGAAGTTGGGAAGATAGTTTACATTGGCCTAACATCCGATGATAT
+GGTAAAGAACAAGCCCTATGCCGAGAAGATTCTTCCCTATGAAAGGAGGCTCAAGGACTTAATCGAGTTC
+TTGGAGGTGAACAATTTTAGAAGGTACAGGATAATAAAGATAAACAACGCGATAGGCTTCACGACTAGGA
+TAAGATCGCTTGAGGCTATAGTCGTTAGTGAGGAAACGTACAAAGGAGCACTATTGGTCAATAGGGCAAG
+AGAAGAAGTTGGCCTAAGACCCCTCGAGATAATAGTCATTCCGATTATCAAGAGCAAGTTAGGGGATAAG
+ATAAGTTCCTCCTTGATCAGGGCCGGCCTTATAGACCCTTTCGGGAACCCAATAAAAAGAGAGTAAAATA
+TTTAACCCAGTTAAGTAATTTGCTATTTAAAACTTAAAGTTTATAAAGTCACAAGTAAAGTTAGCGTCGT
+ATGGTTTCGATGGATGTTAAAAGAGAGCTCTTCAAGAAGATATTGGAGAATATTCCCAGGATAAGGGAGG
+TTATAAGTTATGGTATTCCTCACCTTATTGGGGAGATTACTGAAGATGACGTTTGCCTCGATGTTTTAAC
+TTACGAGGGTAGGGAAGTTGAAATCGTGATAAAAGAAAGCTCAAGGACATGCTTCATAATCCCGATAAGA
+GGGGAAGAAGATCTGAAGGCATACAGATTATTCGCAAGGATAATAAGTCATATTCAGGAGGACAAAAGGA
+AATTAAACCCAGGAATGAAAATTAAAGGAGACATACTAGGCACATTAAAGAAATTTGGACATGAGATTCT
+GTGGATGAGCGACTGGCAAGGAAGTGTAGAGCTGATAACAATTTGTAAGGGGAAGAGATACAGGCTTCTA
+CTTAGAAGGGATAACATCGACGAATACACCTTAACATCAATTCTAGAGCTTTAGTCACCACTTCTTGCAT
+TTAATGTCGAGGCAGATTTCAATGTCCCTGCCCTTGTCCCTGATTATTACAACGGGTGCCCCATTGCAGC
+AGGTCTTATTCGTCGGTATTATCTCCCCCCTCTGAAGGATTGGGTAGGTAACATCGCATTTCGGCCAGTT
+CGAGCAACCAACGAACCTCTTTCCAGTCTTCTTGTTGTACTTCACTATTAAATCCCCACCGCATTTCGGA
+CATTTTCCGACAACTATGGGTTTCTCTTCCTTTATCTCATCCTTCACGTCACCAACGACTATTCTGGCGA
+GCTCCAATCCTATCTCAAGTTCCCTCTTTTTGAATTCCTCAAGTATCTTCGTCAACTTAACTTTCGCCTC
+TTCTATCACCTCTTCCTTGGTTAATTTCCCCTGCATTATTAGGTCCATCTTCCTCTCGAATTCCCTCGTT
+AACTCAACGCTTATTATCTCGGGAACGTACTTTTCTAAAGTCTCTATAACCTTCATCCCCAGAGGAGTCA
+CCTTTATGCTCTTCTTCCCCTCTATATAGCCTCTTTGATACAGGGTTTCCAAGATTTGCGCTCTAGTAGC
+TTTAGTCCCAATTCCCAAGTCCTCCATCTTCTTTATAACCGCCGCTGGAGAATACCTAGCCGGAGGCTTC
+GTCTTTTTCTTCTCCCTCCTAACCTGGAGAACCCTAACCCTCTCCCCAATGAAGAACTCAGGAAGAGTTA
+CCTCGTCAAACTTTATGTACTTTCCGTAAACGCTAAGCCACCCCTGCTTTACCGTTCTTGCCCCAGAGAG
+CATGAATTTGTGAGGACCGGCAAGTATCGTCACCTTGACGCTTTCCCTCACAGCGGGCTCCATGAACAAG
+GCCAAGAACCTTCTAACTATCATATCGTAGAGCTTTTCTTCATCTTTACTTAGATCGCCAGGCCCAGGAA
+TCTCTCCGGTTGGATATATAGCGGGATGAGCAGGATCTTCCTTTTTACCTTCAACCGGCTTTAATTCTGG
+CATGCCGAGTAGGAGATGAGCGTAAGGTCTATACTGGGGCATTCTAGAGATGTTTTGGATTATCAACCTA
+AAGTTCAAGTTCTTTGGCAGTTTTTGACTTTCAGTCCTAGGATAGCTTGTGAAACCCTTTTCATATAGGC
+TTTGAGCTATATCCAGGGTTTTCTTTGGGCTAAAACCAAAGGCAGAATAGGCTTCCCTCTGTAGAGTCCC
+AAGGTCAAACGGAACTGGAGGATTCCTTTTCTGTCTTTTAACCTCGATGTTTGATACCCTCGCTTTGCTC
+TTCTTTACCTCTGTGACTATCTTCTTGGCCTCCTCCTCACTCCAGATCTTGTCTTTTTCATAATTTGCCA
+CGAGTTTTTGACCGTTCTTTTCAATCACAAGCTTTATAACCCAGTATGGCTTTGGAACGAAGCTCTGTAT
+TTCTCTCTCTCTTTCAACTAGAAACTTTAACGTTGGCCCTTGGACCCTTCCAGTGCTAAGCACCACCCAC
+TTTCCGGAGGCCCTCTTTATTGCGTGAGTCAAAGCCCTAGATAAATTAACTCCCCAGTACCAGTCAAGCA
+CGTGGCGGGCTATACCTGCGTTTGCCATCCCAAAGTTTATCGTCGGCTCGAGATTGCGCCAAGCGTTCAA
+GAGGTCTCTCTTTGTCAAAGCTGAGAATTTCATCCTCTTAGCTCTAGACGGATCTACACCGCATGCGTAC
+TTTAAAGCTGTGTATCCGATGACCTCACCTTCTGTATCGTAGTCACAGGCCACTATGAACTCTTTAACCC
+TCTTAGCCAGGACTGAAAGTGCCTTTATGTAATCCTTGGCATAGTCTTTATTCTTCTCAGCTATGTAAAC
+CGGGACCCACTCAATATCGAATATAGGATAACCAAAGAAATCCTGCTTTGGTGCTAAACCGTAAAGATGA
+CCAACCGCAGAGGCAACTATCAGCTTTTTACCATCCCTAAAGACCTCGTAGTAGGGAACCCCGAATATGG
+TCTTCCTTATGGGCCTCCTCTCCGAGAGGGCACCTGCTATCTTCCTGGCAACGTTCGGCTTTTCTGCTAT
+CACTAGGATCATTGCCTCTCCTCCTCTGCTTTCCTTATCAGCTCCTTAACCCTCTCAATCCTGTACTCCT
+CTATTACCCTCAAGACGCTCTCAAGTTCCTTTCTCCTCTCCTCCTCTTCGAATTCTTTAATTTTCCTCTC
+GATCGCCTTCTTTAGTTCCTCCCTTTTAACCACGACGAATTCATCCAACTTAATGACCTGGACGTCTTCA
+CCTTCTATCAGGATTGGAATTTTCTTCTTTAGTAACTCCTGGGCAACTATCGCTGGAACCTGCTTCTTAG
+AAACTAAAGCTTTTATCTTCTTCTCTATTAAATATTCGGCTATCCTCCTTCCTGCTCCCGCAGGATTCTC
+AACGTAAATAACGTCCCCTTTCTTTATTCCGATTTCCTCCTCCAACTCTTCAATGTCCCTCCATGTTAAG
+CTCTTAAGGACTTTGAGAGGCATGACTTTTCCACTGAGCTCGAGCCTCCTCATCTTCTTCGTCTGTGCCA
+ATTTCCTTGCAAGAATGTCAACCTTCCTTTTCTCTTCCCTGAGCTTCTTCTCGAGGAGGGCTATCCTCTC
+GTCTCTAGCCCTTATTTCCCTCTCCTTTAGAACTTTCAATCTAACGTTCTCGTCGAACTCTTCAAGCTTC
+CTCTCCAGCTTTTCAATGATTTTTCTCTGCTCTTCTATTATCGCCCTCAACTCGGCGTTCTCCCTCTCAA
+GCTCCTTAACAGTCTTTTCTAACTCCTCTATTCTTCTGATGTATTGCTCAACGTCAACCTCTTCCCTTCT
+TTCCGTTACTTTCTCTTCTCTTGGCTTCTCTTTAGCTTTTATCTTCATTATTGCCTCTCCAAGGCTGTAA
+CCTGCTAAAATTAGAGCCTTAATTTCGTTTCTCTTCTTCCACAAGCCGTACTCCTTAAGCTTAGCCTCTA
+CGTGCTCAAGCTTTGGCTTGTACCTCAGATATGCCTTGTAAGCTGCGGCCAACGCATCTCTCTGGTGATC
+ATCGCTAACGCTAATTCCAAGATTTCTTAGGAGCTCGTTCTTTTCCTCGACCTTTAGGCTTTCCCTGGGA
+ACAAACAGTTGAGCTTTGAATGACCTTGCTATCTTTTCCACAAGGCCAGGAGCCGGAGAAACGTCAGTAG
+CAACTATAATCGGATGTCCAAGCTCGCTTATGAACCTAACTATCTCACTCAAGGCCATGTTCTTTTCGCT
+GTAAACTGCAATTACATTACCGTCCAAATCTATTGCAGCAATTCCAACCGTTATTCCTGGGTCAAGGCCA
+ACTATTATGCTCTTCCTCTCTTTTATCGCCTTCTCAGCCTTAAGAGGAACGAATTCTAGAACTTTTCTCT
+CAACCGGCTGAATCCTTATCTCAACGTCCCCCCCTCTCATTGGTTTTACTAGGCCTGCAAGTTCCTCTCT
+GCTTGCGTAAACCCTAAACTCTCCCCTTGATACCCCATAATCCCTCTCTTCTATTTCTAAGTCGAAGGGT
+ATGTCTGCCCTCTTTAATGCCTCTTCTATCTGCCTAACCTTAGCCTGGATTAGGCTATGCACCCTCCTTC
+TATATCTATCTTGACTCCATCCTCCCTTCCCTTGACTTCTCCCCCTAGTTACTGTTATTAGAACCTCGTC
+TTCAAAGGCTAGAACTTCGTAGCCTACACCTTTTGCCGCTAAAAGGGCAGAAACCTTAGCTTCCTCATAT
+GGATCAAACTTGTCAGTTATCCTTATGTTGTGCTCCTTAGCTAAACTCCACAATGACCTTTGCTCCCCAG
+GCCTGCCTGTAACTTGGACTAGCTTAGTTCCCTCTGGAAGTGCCCTTAAGAACTTCTTCAAGTCATCTCC
+AAGCTCGGTTACGCTATCGATGGCCACTATATCCGGCCTCTTTGAGTTGATGAATCGGAGAAGCCTATAC
+AGGGTAAATTCTCCCTTTCTCTCAATTTTCCCGTTGAACCATGTTACCACGGCAAATTTTTTTGGATTCT
+CACTAATTATGTCTATTCCTATAATTAGGATGCCTCACCACCTCTCTCAATAGCAGGTCTTCTCTGAGAT
+ATATTAAATCTGTTGGAGAAAACATTGGCGGGCCGGGCGGGATTTGAACCCGCGACCACCGGGTTAAAAG
+CCCGGTGCTCTGACCAGGCTGAGCTACCGGCCCACCCAGAAGTTTAACTGAACAGAAGTTTTATAAGCTT
+TTTTGTGGACATTAAGGGTGATAGCCCACATGAACCCAGGAACCTTCAGGGATGTGGGGGTGACATAATT
+GGAAGTAATCATTGATAAGTTCAAGCCAAAGGTTACAAGACCCTTTAAGAGAAAGAACGAATGGTGGGTC
+AAGTTAATTACAGAGGACGGGGAGTACATAATGAAGTTCAAGAGCCCCATTGAGGCAGAGGACGTTGTTT
+ATGGCTTATTGGATCTCCAGGTTTATGGAGGAAAGGTAAAGCTTAAGCTTAGGGAAGGAAATGTTATTGA
+GGATATAGAAGTGTTGGAGGTTTATAAGCCATCTGCAGAGGAGCTAGTCGATGAATATTTGACGAAATAA
+GGTACCTTGACCCTTCTAAAAACAATTTTCCCTAAAGTATTTATACTCTCAAGTTGTATATTGATTTGTG
+AGAGTGACAAACCCCGGAGGGAGAACGGAGAATGTCAAGGAAAAACAAGGCCTTGCTTGAGATAGCCAAG
+GACATTGGTGGAGATGAGGCCGTAGAGATAGTCAAAGCCCTAGAAAAGAAAGGAGAAGCAACGGACGAAG
+AGTTAGCTGAGATAACTGGAATAAGGGTAAACACGGTTAGAAAAATTCTGTACGCTTTATACGATGAAAA
+GTTGGCAGATTTTAAGAGAATAAAGGATGAAGAAACAGGATGGTATTACTATTACTGGCATTTAGAAACG
+AAGAGACTACCTGAAATAATAAGGGCCCGAAAGCTTAGGGAATTAGAGAGGCTAAAGAAGATGCTCCAAG
+AGGAAACTAGTGAGGTTTACTATCACTGTGGCAACCCTGAGCATCCAAAGTTAACGTTTGATGAAGCGTT
+TGAATACGGGTTCACTTGCCCAATCTGCGGTGAAATACTTCAAGAATACGACAACTCAGCTGTAATCGAG
+GAACTCAAGAAGAGGATTGAGGAACTTGAGATAGAGCTTGGACTAAGACCCTCGCCTAAAAAGGAAAAGA
+AGAAGACGAGAGCTAAAGCTAAAAGGAAAACTAGAAAAAAGTGAAGCAGTATGGAGATAGTAATACCTCA
+AAAGATTTATGGGGATAGAAGTGGGTTTAATAAGCTTGATAAGAAATTAAAAGCCCTTTTAGGGGACTTG
+GAAGTTAAGTGGAAGATTTCGATTACGAAGAAACAGTGGGTTAAAATAAGCCTTGAAGGGGAAGATTCAG
+AAGTTTCCGCTAATTTAATTAGGGAAGAGTTTGGAGAGATTCCGTATTCTCTTTCTAACATTAAAGAGGG
+AGACGTCTTCATCGGCAGGTTAATAGACCTCGGTAAAGTAGGTTATGGAGCCTATGTCGATATCGGAATT
+TTAAAACCCAGGCCTAAGGACGCTCTAATTCCGCTTTACTGGCTTAAAAGAACATTTGGAGAAAAGCCTG
+TGAGGCAAATGATAAGGGAATTCGGATGGATAGATTACCTCCCAGTCCAAGTTTACGTTAACAAAGTAGA
+AAAGCTCGCCCAGGAGATAGAAGTATACTTAACTGAAAAATGGGTCAAGAAGATAAAGGGATGGACAAGT
+GATAGATACGATAAGCTCTTCATCGTTGGGACTATTAGTGAAAACATCGAGAGGGCCCTCGTCGAAACCG
+GACATAGCAGGGACGTGAGGAGAATCGAAGAATTAGGACTAATGGAGACGATGCTTATCTTAAAGAGGGG
+AACTCATGCCCCTGGGATAATAAAGGAGATAGGTCCTTACATAAAGCCCGCGAAAATTGGTGCTATAAAG
+TTTCCTCGTGAGGAAGAGAAGTAATTAGTCTGACGCTAACCGTTGAAAGTAGGAAGGAAAATTCTACCTC
+GTGTTCACCTATAAAGGGAGTCATGAGAAGGAGCAATATAAAGAGCATGAGCGTCTGCTTTTTCTTTAGA
+ATCTCCTTCTTCTCCCGGAAGATAGAATAGAGGATCAAGATTACGGGAATCAAAGAGACTTCATAAATTT
+GAAACACAGGAAGATAGAAATTTGGAAAACTAATCATTCCATAGTCATAGAGAACAGCGATACCCACGGA
+GGTTATGGCTATATAGAGGTACGTGAGGGCACTCCTTGGAATTGCAAGTAGATAAGAGACAGGAATTAGC
+ATCGCTACAGGGGTTAAAATCTGAAGGACGACCGTGCCCAAAGATATTATCACGAGCCATAGCCCTTTTA
+AGATGACATTCCTGGGCTTGGGGGATATCAAAAGGAAGAGCAACAGTTCCAAGAGAAATAATCTCAACAC
+TTCCTCTTCATTAAGTAGGCTTCTTATATAAGGAGAAACCATGAACAGGCCAAGAGACACTATGCCAAGC
+TCTCTAACTGGTCTAGGAATTAGGAGGAAGAACATGGGAATTAAAAGCAGAAGGTAGTACTTTGATATAT
+CTAAGAAGGCAAAGACTAATGCCATAATCAATATATAAGTCGCATCATTCGATGTAAGGGCAATCGCGAT
+CATCAGTAAGGTAGATACTATCGCGATTATATATGGGGGAATCAAAATCAACACCTCAGATGTAGCCTGG
+TCCAGCGCGGCCCCATCGCTTCGGGCGCCCCCGGCCTGAGCCGCGCAATAATAATTTGAAGAAGAGGACT
+AAAAAACTTAACTAATACACAAGTTTAACATTCACCTGAACTATCTCCGGACTTATAGTATTACCTCTAA
+CTGTCTTCTTCCTTCTCTCTCCCTTCTCCTTAGGCCTAAATCCTGGTCCCTTGGATAGCAGTATCCTGAC
+CCTCCTAGGCCCATGTATGTCTGGCCTCATTGGGAAGCCATCCTTGTCAGTTCCTCCCCTTATCTCCATC
+TTAACGTCCTCTGGAAACTCCTTACCAAATAGTTCATTTAGGTTTATTCCAAGCTCCTTTACTGGTATCT
+GGTCACCTATTCTCTTTCCTATCAATTTCTCAGCTTCTGGACCCGTTATCTCTATTTGTTTCGCGATACC
+TGTTTTTGGATCTGAAATGACCAACTTAAATGTCGCCATTTCCTCCCACCTCCGCTCTCATCAGCGGGAT
+TCATCGGGGTTCCCCTTGTCCAAATCATGAAAATTTAAATAATTTAAAAACCTTGAGGTCTATTGATTTC
+CGTTAAATTGGAGGTGATAAGGTGAGTAGGAGTTTTATGATTATTCTCACGATCATGCTGATAGCCCTCT
+CACTTGGAGAGGTTCTTGCAGCTGAGAATGGTTACGATTTAATCATAGTTAGGAACGATGATCTAATAGA
+TTATTTGATAGCACTCCCCTACTCTCATCTCCTAGATATTCCAATATTACCAGTTAATCCTAAAGAGTTA
+GATGATGTGACAAAGGCTCAGCTGTACTCTTACATCCAGCTAGGAAGGGATAAAATTTTGATAATTGGAA
+ATAATAATGCCGTGAGCCTGAACGTTGAAAAGGAACTTGAAGACATGGGGTTTAAAGTTACGAGAATAGG
+GGGAGCGGATAGAACGGAAACTGCAGAAAAACTTGCACTCCACTTCTACCCAAACGGGAGCAAGCTTGTC
+ATACTCGCGAGCGCCTGGGATTATGGCTCTACTTTAGCTGCATCCGAATTCGCCATGGAATATAAGTGCC
+CAATACTATTAACGTGGGAAAACCAACTTTCTCCCAGCGCGCTTGAAGGCATAAAAAAACTGAACCCAAA
+GATCGTTATCCTAGTTGGTTTTGGCATTAACGAGACCGTTGAAAAGACCATTGAAGATATGGGATATGAA
+ACGTACTGGATTGGAAGGGACATAGAGCCACCACCAATAGAAACCACGACCACGACAACTCCTAATCAGA
+CCTCTAGCTCGAAATCTTTCTTCCTTGGCGTTCTGGTTACCCTGATGATTTTGAGCCCCGTGATTGTATA
+CCTATGGAAAAAGAGGGAGGAAAGGAGATCCCAGTTCCTGGAGCAATTCAGTGAAAAGGAGATAGAAGTT
+CTAAGGGCAATAATAGAAAATGGAGGAGAGATAAAGCAGGAAGAGCTACCCAAGATAGTCGGCTACTCTA
+GGCCGACAATAAGCAGAATTATTCAAGATTTGGAGAAGAAAGGGATAGTTGAAAGAGAGAAGAGTGGAAA
+AACGTTTATAGTTAGGGTTATAAAGAAGATAAAGCTCGATTAGCCCGAAATAAGCCATATTCCAAGGACA
+ACCATGACCAAACTTAGGAATATCTTCCAATTGGGGGGCTCCTTAAGGAAGAGGATTGCCAAGCTCGTTG
+AGATAATTGGATTAACAGCAGTTATAGGGGTGGCAATTTGGGAGCCAAGGATCGAGACAGATTTAACGAA
+TGCATATTGACCAAGAACTAGGCCAAGAAAGCCCGCGCTGGAAATTATCGCAACCTCTTTAAGCGTCGCA
+CTCTTGACCTCTCCAATTATTCTCCAAGAGACCAAGGAAACGCCTATTGCAGCATATATTATTCTGAGCC
+CGGCCAACGTTAGTGAGGATACATCCTTGGAGAGCCAATCCATGATGGTTATCGCAATGCTCCAAGATAT
+CGGCGTTATGAACGCGTAGACCATTCCCTTTAAGCTTACATGTTCCTCGGTTTCAACTTTACTGACTAGG
+ATTATTGCAAGGACTATTAGGGTAGCACCAGAGATTATCCTAATGGTAACCTCTCTACCCAGAAATAGAA
+AGGCCCATAGGATAGTCCAGAGCGGATAAGTTGATGTTATTGGAACGGTCCTTGAAACTCCGAGTAACTT
+GAGAGCTGAGAAGTAGAAGTAGTCTCCGATAACGAAGCCGAACTGAGCCGAGGTAAAAGCCAGTATATGG
+TACTCAATCGGCATCCTAGATATCTCTGAATAGTTTCCTCCAAGGTAAAATATGATGAGATAAGCGAGAG
+ATGACATGTAAAGTCTTATTAAATTAGCCGAGATGGGAGTCTTTCCCCTAAGCCCAACCTTTATTAAAAC
+CGACGCCGTTCCCCAGCAGAATGCCGATGTCAACGCTAGCAAAATTCCCAGGAGCATGTTCGCTTGTAAG
+CCAGTCAATTTAAAAGCTTAACGTTTCGATGAATTATTTAACGAACGAAGGATTATTAAGGAAACAGTAG
+CAAAATCCTAAGGGAGGTTTTTAGGATGGCCAGGATCATCTCAATAGTCTCAGGGAAAGGTGGAACTGGA
+AAAACAACGGTTACAGCAAACCTATCAGTGGCACTTGGTGAGATGGGGAAGAAGGTGCTTGCAGTAGATG
+GGGACTTAACGATGGCAAACCTAAGCCTCGTTCTAGGTGTGGACGATGTGGACGTGACCTTGCACGACGT
+TTTAGCGGGGGAGGCAAAACTCCAAGATGCAATCTACATGACCCAGTTCGACAACGTTTACGTTCTTCCT
+GGGGCCGTTGACTGGGAGCATGTTATGAAGGCAGACCCAAGGAAGTTGCCTGAAGTGATAAAGTCCCTAA
+AGGGGGATTACGACTTCATTCTGATTGACTGTCCAGCTGGGTTGCAACTAGATGCCATGAGCGCGATGTT
+AAGTGGAGAGGAAGCTTTGCTGGTTACGAATCCAGAGATCTCATGTCTAACCGATACAATGAAGGTTGGA
+ATAGTCCTAAGGAAAGCCGGGCTTGCAATATTAGGGTTTATACTTAATAGGTACGGTAGAACGGAAAACG
+ATATACCTCCAGATGCCGCCCAGGATGTCATGGACGTTCCACTTCTAGCCGTAATTCCGGAGGACCCGGC
+AATTAGAGAGGGAACCCTTGAAGGCATTCCAGCAGTTAAGTACAAGCCGGAGAGCGAAGGAGCCAAAGCC
+TTCGTTAAGCTAGCCCAGGAAGTTGAAAAGCTCGCAGGTATAAAGGCCAAGGTCATGTACTAATTTTGAA
+ATCCCTTTTAACTTTCAAAACTCTTTTAAATTTCAAATACTTGATTAGGCCCCGTAGCGAGGAGATTCTT
+GGGGTGAGAGCAATGATAGTCGTGTTTGTTGGAACGGCTGGGAGCGGGAAGACGACGCTAACGGGAGAGT
+TTGGGAGGTACCTTGAAGACAACTACAAGGTGGCCTACGTTAACTTAGATACTGGAGTCAAGGAGCTACC
+TTACGAGCCGAGCATAGATGTGAGGGAATTCGTCACGGTCGAGGAGATAATGAGAGAAGGCTACGGACCA
+AACGGGGCTATAGTTGAAAGTTACGACAGGCTAATGGAGAAGTTCAACGAGTACCTCAATAAAATTCTAA
+GGCTCGAGAAGGAAAACGATTACGTTCTAATAGACACCCCTGGCCAAATGGAAACCTTCCTCTTCCACGA
+ATTTGGGGTAAGGCTAATGGAGAACCTCCCATACCCCTTAGTAGTTTACATTTCCGACCCTGAGATACTC
+AAGAAACCAAACGATTACTGCTTCGTTAGGTTCTTCGCCCTCCTAATAGACCTAAGACTTGGAGCAACGA
+CCATTCCAGCCTTAAACAAGGTAGATCTACTTAGCGAGGAGGAGAAGGAGAGGCATAGGAAGTACTTTGA
+GGACATAGACTACCTAACGGCAAGGTTAAAGTTGGATCCCTCAATGCAGGGGTTGATGGCGTACAAGATG
+TGCTCCATGATGACGGAGGTTCTTCCACCGGTTAGGGTTCTCTACTTGTCCGCAAAGACGAGGGAAGGAT
+TTGAAGACCTTGAAACCCTTGCATACGAGCACTACTGCACGTGCGGTGACCTGACTTAAAGGTTTTTAAC
+GAGCCCTACCTATTCTATTCCTGCCCGGTGAGATGGTCATGTTCACTGGCAAGGCCATAATCCCCGTGAG
+AGTGCTAAAACCATTTGGGAACTGGAAGGAGGGTGATATGATACTGCTCGAGGATTGGAAGGCGAAAGAG
+CTTTGGGAGATGGGGATAGTTGAGATAATAGATGAAACCGATAGCGTAATCGGCGAGATTGATAGGATAC
+TTAACGAGGAGAGGAAGAACGCCCCTTTATCAGCAATTCCCGAGGGGCTCTATGAGAAGGCCGAATTCTA
+TATCTATTACCTGGAGAGGTACGTTAAAACGGGAGGGGAAGGAAACATAGATGTCGTTCACACGAAGCTG
+ATGAAGCTGAAGAACTTGAAGAAGAAGTACAGATTGCTGAAGGAGATAAGGTTCAACAAGATCCTAGAGA
+CAGTGAAGTTGAGACCTAATAGGATGGAGATACTTTCCAGGTTGGCACCCCAGGAGAGGAGGATATACCT
+CGAGATATCCAGGATAAGGAACGAGTGGATGGGTGAAGAGAATGGATAGAGAGGAGATCATCGAGAGATT
+CCTGAGATTCCTTAGGGAGTACGCTGAGGAGGGTGAGGAGCCCCTATATATAGGTAAAATAAAGGATTTG
+CTCGCTATAACTCCTAAGAGATCAATAGCGATAAACTGGATGCATCTCAACTCTTTCGACCCCGAATTAG
+CAGAAGAAGTGCTTGAGAATCCAGAGGAGTGCATACTAGCGGCCGAAGATGCAATACAGATAATCTTAAA
+GGAGGATATAATGAGGGAAGACGTCCCCAGGATTCACGCTAGGTTCTACAACCTCCCAAAAACACTTATG
+GTCAAGGAAATCGGGGCGGAACACATAAATAAGCTAATCCAAGTCGAGGGGGTAGTAACAAGAGTTACCG
+AGATAAAACCGTTCGTCTCTTCAGCCGTCTTCGTATGTAAGGATTGCGGACATGAGATGGTGGTTCAGCA
+GAAGCCCTACGAGGGGTTCGTGGCTGTTAAGAAGTGTGAGAAATGCGGAAGCAAGAACGTCCAGCTCGAT
+GTAGAGAAGAGCAAGTTCGTGAACTTCCAGATGTTCAGGATTCAAGACAGGCCCGAAACGCTGAAGGGTG
+GCCAAATGCCGAGGTTCATAGACGGGATACTGCTAGATGACATCGTGGACACGGCTATGCCGGGAGACAG
+GGTTGTGGTTGTAGGCATCCTCAGGGTAGTCCAGGAGAAGAGGGAGAAAGTCCCAACGTTCAAGAAGGTA
+ATAGAGGTTAATTACATTGAGCCCGTAAGCAAGGAGATTGAGGAACTTGAGATAACGCCAGAGGAAGAGC
+AGAAAATTAGGGAGCTCGCCAAGAGGAAGGACATAGTTGACGCGATCGTTGATTCAATAGCACCGGCGAT
+TTACGGTTACAGGGAGGTTAAGAAGGGAATAGCGTTAGCACTATTCGGGGGAGTCCCCAGGACTTTACCG
+GATGGAACGAGGTTAAGAGGAGATATTCACGTTCTCCTGGTAGGAGATCCGGGAGTCGCGAAATGCGTCG
+ATTATGAAACTGAGGTCGTGTTGGGAAACGGTGAGAGGAAGAAAATAGGGGAGATAGTTGAGAGGGCAAT
+CGAAGAGGCGGAGAAGAATGGAAAGCTTGGCAGGGTGGATGATGGCTTCTATGCCCCCATAGACATTGAA
+GTCTATTCTCTGGATTTAGAGACGTTAAAAGTGAGAAAGGCTAGAGCGAACATAGCGTGGAAGAGAACCG
+CTCCAAAGAAGATGATGCTCGTGAAGACCAGAGGAGGAAAGAGAATAAGGGTCACCCCAACCCACCCGTT
+CTTCGTCCTTGAGGAAGGAAAAGTTGCGATGAGGAAAGCGAGAGACCTTGAGGAAGGTAATAAGATAGCA
+ACTATCGAAGGGTTGAGCGTTTCCTGGGATGAAGTGGCCGAGATTTTAGAGTACGAGCCTAAAGATCCCT
+GGGTCTACGACCTTCAGGTTCCTGGTTATCACAACTTTCTTGCCAATGGGATCTTCGTTCACAACAGCCA
+ACTTCTCAGATACATAGCAAATTTAGCCCCAAGGGCAATATACACTTCAGGGAAGAGCAGTTCTGCCGCT
+GGGCTCTGCGTTGCGCCTGAGACATTAATCATAACTGAAAATGGAACCAAGGAAATCGGGGAAGTAGTTG
+AAAGATGGATGAAAGAGCTTGGCGAAATAGAGTACGATGATGGCATAAGCTACTCGCCGGCGTTCGAGAA
+AGTGGCCTCCTTGAACGGTGGAAAGGTTAAGATGCTACCGGTGAGGAGGGTATGGAAGCTAAGGTCCCCA
+GGGAAGATGATTAAGATAAGAAGCGAAAGCGGTAAGCAGATAACAGTAACCCCGGAGACGAAGTTGCTGA
+CGATAATAGATGGCTCGCTCGAATGGGTTGAGGCGAGGAAGCTAAAGAAGGGTAATTACGTAGCTGTAGT
+CAATAAAGAAAGAAGTATCGTTCCAATTGGAGATTTCCTAGCTAAGTTACTGAAATTTTATGGTGTAGAG
+TTAAACCTCAACGAAGCAGTTGAGAGAGATCAGGCTAGGAAGCTCCTTGAAACCCTCAAGAGCAAGGGGT
+TAAGCGATGTAACGATAGAAATTCCAGAGAAGCTTAGGAGATTCATCAAATGTGATAGAGTGAGGTACGT
+CGACCTCGTTGAAATGTTAAGCTCAATGGAAGGGGAGCTCAAGGAAGAGGTAATGCTACTGCTCAGCGAC
+GTTGGCGATATTCACGAGGTAATCCAAGAGAGGCTCAAGGAGATAGGGAAAATATTAGAATCAGACGCCT
+CCTGGGAGAGGATAGCTGAGGTAGAGGAAGTTGTGAGAGATGGCCACGTCTACGATTTAACCGTCGAGGG
+AAGCCACAGCTTCATTGCAAATGGGTTCGTAGTCCATAACACGGCCGCGGTGGTTAGGGACGAGTTCACG
+GGAGGCTGGGTTCTAGAGGCTGGAGCCCTAGTTTTGGCCGATGGGGGTTACGCGCTAATAGATGAGCTTG
+ATAAGATGAACGACAAGGATAGGAGCGTAATTCACGAAGCATTGGAGCAGCAAACGATAAGTCTATCAAA
+GGCAGGGATAACGGCAACCCTAAATGCTAGAACAACCGTCATAGCAGCAGCAAATCCAAAGCAGGGAAGG
+TTCAATAGGATGAAAAGGATATCGGAACAGATAAACTTGCCCCCAACTTTGATGAGCAGATTCGACCTCA
+TTTTCGTCCTAGTAGATGAACCTGACGAAAAGATAGACAGCGAGATAGCTAGGCACATCCTGAGGGTCAG
+GAGGGGAGAAAGCGAGGTAGTAACTCCCAAGATACCTCACGACCTCTTGAGGAAGTACATAGCGTACGCC
+AGGAAAAACGTTCATCCAGTAATAAGCGAGGAGGCAATGGAGGAGATAGAGAAGTACTACGTGAAGATGA
+GGAAGAGTGTAAAGAAGAGTAGCGAGGAAGAGATAAAGCCAATTCCAATAACCGCGAGGCAGTTGGAGGC
+CCTCATAAGGCTGAGCGAGGCTCATGCTAGGATGAGGTTAAGCCCGATAGTCACTAGAGAGGATGCCAGG
+GAAGCTATAAAGCTGATGGAATATACCTTAAGGCAGATAGCCGTGGATGAAACTGGTCAAATCGACGTTA
+CAATCTTGGAGGTTGGCCAGAGCGCGAGGAAGCTCAGCAAGGTTGAGAGGATACTCGACATAATAGAGAA
+GCTAGAGGGGACCAGCGAGAAAGGGGCTAAAATCGATGATATCTTAGAAGAGGCGAAGAAGTTTGGAATA
+GAGAAGCAAGAAGCTAGAGAAATACTAGAAAAGTTGTTAGAGCAGGGTCAAATATACATGCCGGAGAACG
+GTTATTACAGAACCGTCTGATTTATATACTCTTTTTAGGAAGGTCTTTAAGGAGGTGAGAGAAGTGGAGA
+TAGATTATTATGATTACGAAAAGCTACTTGAGAAGGCTTATGAGGAGTTACCGGAAAACGTGAAGCACCA
+CAAGTCACGTTTTGAGGTTCCTGGGGCTTTAGTGACTATAGAGGGTAACAAGACGATAATAGAGAACTTC
+AAGGATATAGCTGAAGCATTGAATAGGGATCCCCAACATCTACTCAAGTTCCTGCTTAGGGAGATAGCAA
+CGGCCGGAACGTTAGAAGGGAAGAGGGTAGTTCTCCAGGGTAGGTTCACGCCTTATCTAATTGCCAACAA
+GATAAAGAAGTACATAAAGGAGTACGTCATTTGCCCCGTGTGTGGAAGCCCAGATACGAAGATCATAAAG
+AGGGATCGCTTCTACTTCCTCAAGTGCGAAGCCTGCGGTGCGGAAACGCCAATACAGCACCTTTAATGGG
+ATGATGACTTTGCCGAGTGCTGAGGAAGTGATGAGTAAACAGTCGCCTGACCCCCTGCTTTTCTCATTTT
+TACTTTTTCTTCTGAAAGTCTCGCCCTTTAGGGTGGGGATGCAGTAATTCTGAAACGGCCATGCTCTCTT
+AAGTTTTTGCAACTTAGTAAGACCACTTAAGAGCAACCCGATGAGACGAGAAGTTTCATCGTGATACTGG
+AAGGAAGACACTGTTAAGCGTCCTCTAAGATAATACGCCTGATCTAGAGTTCCTCCGATAGGAGTATTGT
+GATCAGGATGCAAGAATTAAGGAAGTTGGACGTGATAATGTCTCGTTTTATTAACAGCCTGTTAAGGTGG
+GCTCTCTTTGGGGGGTGAGCCTCCTAAAATTGTGAAGCTTCTTGTAGAACAGCGTTTGGTGGAATTCTGG
+TGCCCCGGCCGGGATTTGAACCCGGGGCGCGGGCTCGAAAGGCCCGCATGTTTGACCGGGCTACACCACC
+GGGGCGCCCAATACCATTCCCCCGAATTCCACTTAAAAATTTTTCGAATAATGTTATGTTTATTTATCGA
+GTATCAATTGAAGGTGATATCATGGATCTGGTAAGGTTTAGCATATCAATCCCGGCTGAGCTTCTTGAGA
+AGTTTGACAGGATAATAGAGGAGATCGGTTACGAGAACAGGAGCGAAGCTATAAGGGACCTCATAAGGGA
+CTTTATAATCAGGAGAGAGTGGGAGGTTGGAAACGAGGAAGTTGCAGGGACGATAACGATAGTTTACAAC
+CACGACGAGGGGGATGTCGTCAAAGAACTCCTGGATCTACAACACGAGTACCTTGATGAAATAATATCGA
+CGCTTCATGTTCACATGGACGAGCACAATTGTTTAGAGGTCATAGTCGTCAAGGGCAAGGCCAAGAGGAT
+AAAGATGATAGCCAGTAGGTTAATGAGCCTTAAGGGGGTCAAGCACGGTAAGCTAGTGATGACGTCCACT
+GGAAAGGAATTGCTCTGACGAAACTTTTATTAACCTTTTCTTACTAAAATCCTATGGAGATCAACAGGTT
+TAAATTGAGAGGCGCCGTAGAATAAATTGTTTAGGAGGTGACAGGAAATGGTAGGCATCCAAGTTCAGGA
+AGTTATGACGGACAGATATGCAAAGATAGATATAAACGCCCCTCTTTCTGAGGCCATAGGTATTATAGAG
+AAGGAGGATCCAGACCTAATTCTTGTGTTCGATGATAACGTTTACAAGGGCGTTCTAACTCAAGATTTGA
+TAATTAGATCTCACCTTAAGTGGGATCCAACTAAGGCTAAAGTCAGGGACGTTTATAAGCCAGCTCCTGT
+TGTTAAGCCGACGGACGATCTAAGTCATGCAGCAAAGCTACTCCTGGAGACGGATTTAAGGTCACTACCC
+GTGGGTGAGAACAAGGCCGAGATACTAGGAGTAATAAGTGACATGGCATTGCTGGAAAGGGTGGTAGCTG
+AAGAGTTCGGAAAGAGGAAGGTCGAGGAGTTCATGACGAAAGATGTGATAACCCTAGGGCCAGACGACAC
+CGTGGCAAAGGCCCTCGCAACTATGAGAGATCACGGCATCTCAAGGATTCCAGTAGTTGATGAAGAAGGT
+AAGCTAGAGGGCCTAGTGACTTTACACGACCTCATAATCAGGTTCATAAAGCCGAGGTTCAAGGCCCAGT
+ACGGTGAACTGGCAGGAGAGAAGATACCCCCATTCAGCATGAAGCTCAGGGAGGCAATGATAAAGGGAGT
+CATAACGATAATGCCAGAGGCAACGATAAGGGAGGCTGTAAGCACGATGAAGGACAACAACATAGACGGT
+TTAGTCGTCGTCGATGAAAACAACAAGGTCGTTGGAATATTGACGGTAAAAGACTTGTTACTCCCGATAT
+CCAGGATGGTTGAGAAGGAGGCAAGGTTCTACCTACAGCTCGGTGGAGATGCCTCAGCGCTAAGCGAATT
+CACCAGGGAGAGGATAATCAACGACATAAAGAGGTTCGTGGATGGGTACGCTGATTTACTTGGCAACGAG
+GGGATAATATACCTGTACATAAGGAGGTTCAACGAGAAGTTCAGGGGAGTCCACCTATATCAAGCTAGAA
+TGAGAGTTGTAACTGACAGAGGAGTCTTCATAGCTAGGGGAGAAACCTGGGGAGCAATTCAGGCAGTGCA
+CGACGCGATAAGGGCCATCGAAAGGCAGCTCCTACAGAAGGCCGAGCTAGAAAGGGACATACGCTACGCA
+AAGAGGTTCATAGAGAAGCTCGAGCTCTGGCGCTGAGCTTCCTCAAACAATTTTCTCGAGATTTCTATAA
+GTTTTTTACTGCCAGTTTTTCTCCCCTCTGATAGAAGTTCGAAGGATAGGAATTTCATCAACCTAGCGTA
+CTTCCAGGGGTTATTCTTTTCGAGTTCCTTGAAGAGTTCCCTGAATATCGAAAAGGCTTCATCGTATTCG
+TAGATTAGAAAGGCCTTGTAAGCTAGAAGAACCTTGTCGAGGGGCCTAACGACCTTCTTTAAATCCCTGT
+TAATTCCGACGAAGAAGAGGATCCTGGGAAGGGGCCCTCCAATTTCTATCTCATTAAGTATCTTTAAGGC
+CTCCTCAACTTCCCCCTCGTATATCTTCTTAAGTCCCTCTTCCTCAAGATAGGAAGACCTAAAGGGCTCT
+GGAAGATTATCTGGCTCAATCCTTAGCTTCTCAGTTACGAATTCTCCCCCGCTAACAATCTCGCTTTCCA
+CTTCCTTCTTCGTTACATCTACGACTTCATCCGATGGATTCTCCACACCCTTGACTATCGACGTGTCCTT
+CGTAAGCATTAGTTTACCTTTCTCGAACTTCAATCCCTTCGGAAGGGGTTCAAGAAGGGGGATGTCTTCT
+TCATCTATCCCAAGCTCGCTAAGGCTAACTGATAATATGTTCCTCTCCTTTAAGTACTCAGCTATCTCGT
+TACTTATCTTTCGGAATGCTTTCTTCTTCGTGTAAGAATCCCCAATTACCTTAGCGGTTTCGATGGCCTC
+CCGAAAGTTGGACATCTCAGCAAGCTCATAAGTTAAATAAAGGAGCGCGTCCCTTCTGAGGGAGGGAACC
+GGGATTGAAAGGGCTATCTCCCTCGCCCTCTTTACATCGCTTTTCACCAGCTCCTGGGATATCCATTTCA
+GGGCGTAGGACTTCCAATATGGGTCTTCAATCCTCTCGGCTATACCTATGGCCTCTTCAACCCTTCCGTC
+TTCAAGTGCTCCCTTAACCCTGAGTAAATCTTCTATCATCTTTAGTTCATTAGTCTTTAACGCTTTTAAC
+TCTTCCTTGCAACCACGCAAATGCTTTAACAGATAATCCCCTCTCCATGTTCCCCTCTAGGTTCTCCTTG
+TGGACGAAGAGGGTTACCCTCTTTAACGGCTCGCATTTCAGCTCAACCAGGTAGCCTATTCCGCAAGGTG
+TCAATGCTTCTCGGTAATCCAAGACCTTGCCCGTAACGATGTAGTCATCTATGAAGGCCCCTTTAACGGA
+TATCGATGCCGGAAGGAGTAGCTCAGCCTCCTCGAGGTTCAGCACGACGTCTTTACCATCTACTTTCCCC
+ACTACCTTCTCCTCAAATCCCTCGGTGGTCGCCTTGTACGCAACGAGGGCTAACGAGATAGTTAACTTTG
+ACGAGCTAAGGTACTGCTGCTTTCTAAAAACGTAATCCGTGGAGAAAAAGTTGATGAATGCTCCGGTCTC
+TAGGGAAGCGGAAACATTTGCCTCCGGCCATTCCCTCCACTCAAGGATTTCGTTTACTTCAGCTTCAATC
+TCATTACTGCCCTCGATTACGGGATATGCAGTCAGAGGGTCAACGTTGCTCAATTTTCTAGCCACTAGTA
+TTCCTAAACCGTCTACATCGTAAACCTCGAGCTCAAAAACCTTCCTCGAAAACAGCTTTCTCTTTTCAAA
+AGTCACGTACCTCGGTTTCTTTTCCTCCATTATGGACTTTATGGCGCTTAATGCATACTCCGCCCTTTCG
+CAAAATGCATCGAAGTGGCTGCCGTGATTTATTCCATCTATGAATTTTAATTTAGTTCTTGGTTTAAATA
+TCATTAAGATATCACCAAATTGAATTAAGAAATGGATTAAAAAGCCTTTCCATAGTGGAGGTGGTGGGCA
+AAGATGAGCAAGCCAAGGGTGTTCATAACAAGGGAGATACCAGAGGTAGGAATTGAGATGCTAGAGAAGG
+AGTTCGAGGTTGAGGTCTGGGAAGATGAGAGGGAAATTCCCAGGGAAATTCTCCTTGAGAAAGTCAAGGA
+TGTCGATGCCCTCGTTACGATGCTGAGCGAGAGGATAGACAGGGAAGTCTTCGAGAGGGCTCCAAGACTT
+AGAATAGTGGCGAATTACGCAGTTGGCTACGACAACATAGACGTGGAGGAAGCAACTAAGAGGGGGATAT
+ACGTTACCAACACCCCAGGAGTCTTAACAGATGCAACGGCCGATTTAGCCTTCGCCCTGCTCTTGGCAAC
+GGCGAGGCATTTAGTGAAGGGAGATAAATTCACGAGATCCGGAGAATGGAAGAAGAGGGGGGTAGCGTGG
+CATCCTAAGTGGTTCCTGGGCTACGATGTCTATGGAAAAACGATAGGAATAATAGGCTTTGGAAGGATTG
+GACAGGCTATCGCTAAGAGAGCCAGGGGTTTCGACATGAGAATCCTCTACTACTCGAGAACCAGAAAACC
+CGAGGTTGAAAAAGAACTTAATGCGGAATTTAAGCCTCTAGATGAACTTTTGAGGGAAAGCGACTTCGTC
+GTTTTAGCCGTACCCTTAAACAAGGAAACCTACCACATGATAAACGAGGAGAGGCTAAAGATGATGAAAA
+GAACGGCAATCCTAATCAACGTTGCAAGGGGAAAGGTCATCGACACTAAAGCCCTCATAAAGGCCCTCAA
+AGAGGGATGGATAGCTGGGGCCGGCTTAGATGTGTACGAGGAAGAACCATATTACAACGAAGAGCTGTTC
+AGCCTAGATAACGTCGTCTTAACGCCGCACATAGGTAGCGCTACCTTTGGGGCCAGGGAAGGGATGGCCA
+AGTTAGTGGCCGAGAATTTGATAGCGTTCAAGAGAGGCGAAGTTCCTCCAACCCTGGTAAATAGAGAGGT
+CTTGAAAGTCAGGAAGCCAGGATTTCAGTAGTTAAGCAACCACTTAATCAGCGGAACTATCTTTATGACT
+CCCTTCATTCCGTACATCTCAACTTTTTCCTCCCCCTCTTCGTTCAGCGTTATAACCTTTAGGTCTCTAC
+ATGCTAACCTCTTTGATGCGTTCAACAACGCCAAGAATTCTCTCTTCCTAGTTTTCTCTTCGCTTAGGTC
+GATGCTAACCTGGATGAGTTCCTTGACTTTTCCCCTTTCAACGACCACGAAGTCAACCTCATGGTTAGGA
+CTCTTCCAATAATAAAGCTCAGCCCAGGGATTTCTTCTAACTAACTCTAGGAACACCACGTTCTCAACAT
+CTCTACTTAAGTCTTTCTCCCCGAACATTGAGAAGCCCGTGTCTATTAAGTAGAGCTTCCTGGGAGAAGT
+TATCCTTCCCTTTATTGAAGGCTCGTATCTTCTCAGCAGGAATATAGCAAAGCTTTCTTCAAGGTAGTTA
+AGGTAGTTCGCTATCGTTCTCTTCGTCACCTTCAGCCTACCCTTAAAGAGACGATAGAGCGAATCAACCG
+AAACGTACTTGGCATAACTTCTGATCGAGAAGTAGAGGAGCTCATTCAAGAGATAAATGTTCTTAATTCG
+GTGTCTCTCTAAAATATCCCTCTTTATCAGCACGTTTAAATACTCCCTCAGGATTAACTCCTTAACACTT
+TTATCCGCTAGAGCTACCTCTGGATAAGCTCCATACCAAAGGTACTCATCAAGCAATGAGCTTATCCTGT
+TGTAATTTCTGTAAAAGCTCCTCCCTTCATAATTCAAACCCTTAAATCTCAAGAATTCCCTGAAGGAGAG
+GGGGAAAAGGGTGTAAGTTATCGCTCTTCCCCTTAAATGGCTTGCAACTTCCATGGGCAAAAGCTTCGAA
+GATGAACCAGTCAGGTAAACTTCATATTCACCATCAAGGAGATAGCGGACGATTCTTTCCCAGTCCGGAA
+CGGCCTGAACCTCATCTAACATTACTATTGGTTTCTCAAACTCAGGGTAGAGTTCCCTGTAAGCGTCGAG
+AACAACGATGAAATCTCTTGGTTTCATGGGATGGAAAATAGGATTTTCAAAGTCTACGTACAAATACCTC
+TCCGGATTATCCTTAATAATTGAGAAAAGATAGTGAGTCTTCCCAGCCCTTCTCGGACCTATTATGGCAA
+TGGCCTTTCCCTTAACCTTGCTCACCTTAAGCTCTCGAGGTAGAACCTTTGAAAAATCCCTTTCATGGAA
+CTCGAGTATGTACCTCTTAACCAGAGTCTTGTCCAGCATATGGGAACTTAAGGGTACCGATATTTTACAT
+TTTTGGTACCCTAAAGTATACATATCTTCAACTCTTCCTGAGACTAGAAACCCATGGACATGTTTAAATA
+AAAGGGAAAGTTAAATTTGAAAGGCGATGATGAGCTCCATCCCTATCTGAGTTGTGATGACTGTAGCGCG
+CTCTGAGCTACAGGCTCTTCCTTATCGCTATCTCGACTCCCTTGATTTCCAGTTCCAAGGACATGCTCGG
+GGTGTTCTTCTTCTCAATCACTTGGTCTGGAGTGTACGGAACGTGTATAAAGCCGGCCTTCCTGGGATAA
+CCCTTTGTTGCCGAGTGGTGGAGCGTTAGGTACATCACGAAGTTGCACAGATAGGTTCCAGCTGTATAGG
+AAAGCACGGCTGGAATGTTATTCCTCTTCATCTCCTCAACGATCTCCCTCGTTGGTATGGTTGCAAAGTA
+CGCGGCTGGGCCGTTTTCAACTATGGGCTCGTCTATTGGCTTTTCTCCATCGTTGTCTGGAATTCTAGCG
+TCTATTATATTAACCGCAACTCTCTCCACGGATATATGGGTTCTCCCAGGGGCCAAGCCAAGGTTTATCG
+TTACGTCGGGCTTTATTTCATCAAGTATAGCCACGAGCTCCTTCCTGGCCCTCTTGAAAGATACCGGCAA
+GACCCTTCCTATAACCTTGGCTCCCCCTATCTCCTTCCCGTCCAAGAACTTTACTATTTCCATCGTAGGA
+TTCTTATCGTCGCCTCCAAAGGGCTCAAAGCCGGTAACTAGAACTTTCACTTGTTCTCACCCTTAAGTAT
+CTTCTCAACGTCGAAGCCCTCCTCGTACTTCTTGAGCTTCCTCTCGAAGAACTCCATGAAGAGCTTGTAC
+CTCTTCATCCTGTGTCTTGGGCTTCCCCTTATGCTATGTCCATGAGCTCCCCTCTTGAATATCGCTATGT
+AAACTTCTTTGCCTAAATCTTTCAGGACGTGGTAGAACATCAAGCTCTGATCCAATGGACAGCGATAATC
+TTCAAGGCTGTGGATTAGCAACAGGGGAGCCTTCACGTTCTTAGCGTAGAACAGCGGACTTAGCTTCCTG
+AAGTTCTCGTTCTCTAGCGGGTTCTCACCTATAACTTCCTTGTCGAACCACAATCCTATGTCGGAGAACG
+CGTAACTCGTTAGCCAGTAGCTTATTCCGTTCTCGCTGATTCCGGCCTTGAATAGGTCGCTCTGCGTTAG
+GGCCCAGTTCGTCATGAAGCCTCCGTAGCTTATTCCCGTTATTCCAACCCTCTCCCTGTCCGCTTGCGGT
+TCAAGCTTGAAGAACTCCTCTATTCCATTCAGTATATCCTGGAAGTCCTCTAGGCCAGTCCTCTCGAGGA
+CTCTAAGTGCAAAGTCCTCGCTGTAACCGTTGCTTCCCCTTGGATTGACATAGACTATGTAGTAGCCCTT
+GCTCGCCATAAGCTGCATCTCGTACTTGAAGTAGTAACCGTACATTCCCTTGGGCCCACCGTGGACGAAG
+ACTATTACCGGAGCCTTCTCGCCCTCCTTGAGCTCGGGCTTTATGTACCAGCCGTCTATCTCCAAGTCGA
+TGCTCTTGAACTTGAAGTGCTTAGGCTCGAAGGTTTTGAGCTTGCTGAATATCAGACCGTTGTAATCCGT
+TAGTTGCCTCTCCTCGCCGTCCCAGATGTAGAGCTCCCTCAACCTAGTGGCAGTTTCCTTGAGGTAGACA
+ACCTTCTCGTCAACGTCGAACCCCATTATCCAGTGCTTGCCCTTAGCTATCTCCTTGATATCCCCATCCC
+AGAGATATAGGTTAACGCTTCCCTCCTCGTAGAGTGTGAAGTACACCTTCCCATCCTTGATCTTAGCTTG
+ACCAGCTTCCCTGTCTATCGAATCCATTATTCCCTTAACCTCGCCGTCGTAGATGTAGAGCTTATCGTGC
+TCGCTCATGTACTTCTTCTCGGGCTTTCCGTAGAGTAGGATATTCTTTCCGTCAGAGTCTATAGCGTGGA
+AAGAAACCTTCTCGAATAGCTTTTCTTCCTCTCCATCCTTCCAGAGGTAGATGTTCCAGTACTTGAAGTA
+CCTTGGTATGGTGTCCCTGTACGGGACGTTCACAACTATCGAATCCCCGTGCCAAACTCCGCTCGAAAAC
+CTTGGCTTCTCGAACTGCTCTATAACCTCCTCGGCCTCAGTATCTACTATCCAGAAGGTCGTTTTCTCGC
+CGTCGAAGAAGCCCATGTTGTCGAACCAAGCTGGAACGTCATCCTCGAATATGAAATCTTCATCGTCCCT
+CCTCTTGAAGCCTATAACTAACAACCTCCTTGAGTCGTCATTCCATTCCAGGGACCTTATGTTCTTGGCC
+TCGAGAACTTTCTTCGCGCTTAGGGTCTTCATGTCCGCGACCCATATCTGAGCAACTTTCTTCTCCTCGT
+TGAACCTCATGAAGGCTATCTTCTTTCCATCTGGAGAAATCCTAGGCATTGAAGCGTCTTCTATGAACCT
+CTTGCTCCCATCTTCGAGGTTCTCGAGAACTATCGTGCTCTCGTACTTGTTGTTGTCAAGGTTCGCCTTG
+GTTAGAACGTACGCTATTGTGCTTCCCCTTATCCTGGGGTCGCTTAGGTAGGCGAACTTTGTAAACGTCT
+TCTCATTCCATTCGATAGAGGTCATAACGGTATCACCAAATATTAATTGCATCAATCACTAATTAAGTTT
+TCTCTTGATATCTCGAGCCAAACTGCAATTAGTATTAGCAATGCCCCAATGTAGCCCTTCCAAGACAAAA
+CCTCTCCCAGGATTAGGAAGGAGAAGAAGTGGCCAAAGACGGGTTCTGCGGAGTAAATTATGGCGGCCCT
+ATGGGAATCTATCTTCGGCTGGTACTTCACCTGAACCGCAAAGGCTATTGCAGTGGCCATGATCGCGGTA
+TAGATTATGGCGAATAAGGTCGAGCCTTCCCTGGGCATCGGTAGGCCCTCAAAGATTGCGGCATAAGCTA
+GGGAAAACATTGAGTTCCAGAAGACCTGCCAGAAGGCCAGACCTATGCCGAGATTTCCAAAGTACTCCAC
+CAGAACTATTTGGAAAGCGAAGCTTAAAGCTGCTAACACCGTAAGCATGTCACCGTAGTTGAAGTTGCCT
+ACATTAGATATTAGGTAAGTTCCTAGCAATGCCAACCCCAAGGCCACCCAGTCTATTAGCTTCACCCTCG
+TCTTCAGGAGTAGAATGGCAACGAAGGGAGTGAAGACCATGTAGAGGGAGGTTATGAAGGCAGAATTGGA
+GGAGGTCGTGTACTTAAGTCCGACTACTTGAAAGCTAAAGCCCAGGAAGAGGGAAAGCCCAACCAACAAG
+CCAGGAAGAGCTTGAGAAGTTTTGATGTCCTTCCTTAAGAAGATAAGCATTAGAAGTGAGGCTATGAGAA
+ACCTGAATGCCACGAAGGTTATCGGCGGGTAATCCTCAATGCCCAATTTCATCACTGGGAAGGTTGAGCC
+CCAGATGGCTGAGATTAAGATTAGGATTAGTTCAGCCTTCCTGGTTTCATCCAATGTATTCACCGAAGTT
+TCTTAACTATCTCCTCCTTTATATATTCACTCCCTATCCTGGGAAGTATATCTCCTACAACTCTCTCCCT
+CTCCCCAATTTTTATCAAAGATAAAGCAACCTTAGCCAGGGAAACGTCCCTTTTCCCTTGGTCCTTAATG
+CTTAGGGAAACCTCGAGGGCAGTGTCAAATAACTCCATCTCGAGTAAAATGTTCACTATCCTCTCCAGGG
+AGTCATCATCCAAGCTGAGGGATTTGAGCTCTTTTAAAGCTAAATCACTTATCTCAAAGGCCTCGTAGCT
+TTCGAGCTTTTTAGCCCAGAGAGCTAGCTCGAACAGACCTATTACCTTATCCTTCCCACTCAAGCTTGAT
+AGCAGTGATATGGCCTCCTTGAACATTCCAGCCAATGCCAGCTTCCTTACCTCCGGTGTCCCTTCAACCT
+TCATGGCCTTAGCAAGCTCGATCTTCTTTTCAAGGCTCCTAGCCCTTTCACCTACTTTAAGGTAATCGAA
+TATCTCGTAGGCCCTCTCGTAGAACTTCAAGGCATACTTGGAGTGCAACTCATCCCCAACGCTCTCCATA
+ATATCTGCTAATTGAAATATCAAGTCAGTCTTCTCTATCACGCTTATCTCAGACCTAACGATCGAATCTA
+GGGCGAAGTCAAAGACCTCCATCGCCAACTTTGGAAGTCCAGACAAAGCAAGTTTGGCCCCGAGGGAGGT
+CGCCAATATTCCGGCCTCATAATCCTTCAACTCTGGAAGTAATTCGATTGCCCTTTTAAAGTACTCAACA
+GCTAAATCCAGCTTTCCGAGCTTCGAGTAGCTGGAGGCCACCTCAGAATAACCGGTCACCTTATCCCCAG
+GATTCTTAACATGCTTCTCCAGAACGTAGATAGCGTCCTCAAGAAGATCCTCGTTCCTTAACATCTCGCC
+AACCCTAGCTAGTGCAACCACCTTATCGAGGGGAGACTTAAGCTTGGCAATCCTATCTATAGCATCCTCG
+ATTGAACCCCTCCTTACCAGCTCGATAATCTCATCAATTTCCATGTAATAATTTTCGACGTTAAGGTATA
+AAAAGTGATCTAAGCTAGATTCTCCGATGCTGGCGATTGGCCTCTATAACACCTACGATCCCAAGAGGAT
+ACACGAGGCTCACCTTAGGGCAATAGCGAGGGCCGCCCCGGTAGCTTACGCCTTCAACTTCCACCTTGTT
+TTGATAGGCTTTCCGTTCGAGGGCGATTCCAAGGAGATTGCAGAGGAAGTTGCTAAGAACACGACGATCG
+GTGAAGGTGGTAAATATCTGATAGAGCTAGCTAAGTCAGGGAAGTTTCACGCTATAGATTTCCCCAGGAA
+GGGGTTTCCACCTCAATTCGGGGAAGTTATAGCCACGACCTCGAAGCCGAGCGAGGATAAGGTTATTAAA
+ACGATTGACGTAGCTAAGATGGCTCTCTCTGGAAAGAGCTTCCTCCTTGTAATTGGCCTGGGAAGGCACG
+GATTGCCAAAAGAAATGTTTAAAGTTGCTAGGTACCACCTCGACATAACGGATGGAATGGGGGTTAGCTT
+GGAAACCTGCACCGCGATAGGAATAATACCCGCTAAAATAGCAACCCTGATGGAGGCCCTAAAATGGATG
+AGAGGCTCAAAGAGATATTATCGATGGTACTAACTGTAATCCTCGTATTCTCAGTGTATTTCGGGCTTAG
+AGTAGTCCTCCACACTAAAACCCCTCTAGTAGTCGTTGCAAGTGGCTCCATGAGACCCGTTTTCTATCCT
+GGGGACGTCGTTCTCCTTAAGGGAGTAAAACCTGAGGAGATAAAAGTTGGAGATGTAATAGTCTACAAGA
+GCGCCTTCTCGAAGTACCCAATAATTCATAGGGTCAGGGGGATTAAGCAGGTTTACATCAACGGCAAACC
+TCAGCTTTGCTTCATAACCTGGGGAGATAACAATCCAGTCCCAGACCTATACGAGCTCCCGAATGGGGGG
+ATAATTGACTGCGTTCCTTCTTACGCTGTGGAGGCGAAAGCTTTAATTGTGTTTCCAAAGATAGGGATTA
+TCTCGATAAAGGTTAGGGAACTGCTGGGAATTGGTGGATGAGGAGAGGGTAGGTAGCTGAGTTATGATGA
+ACTAATCGGCCCCCGACACCTATTGGGGGGATTGAGATGAGCTGGGATGAGATGTATAGGGATGCCTATG
+AGAGGGTTCTAAATTCGATAGGAAAGATAAAGGGAGTTATGTTAGCGTACAACACCAATATAGACGCGAT
+AAAGTACCTAAAGAGGGAAGACCTTGAGAGAAGGATTGAAGAAGCAGGGAAGGATGAAGTTCTAAGGTAC
+TCAGACGAGCTTCCAAAGAAGATCAATACCATTCAGCAACTCCTGGGCTCAATACTTTGGAGCGTTAAGA
+GAGGTAAAGCTGCAGAACTACTTGTTGAGGACAGGGAAGTTAGGAATTATATGAGGCAGTGGGGATGGGA
+CGAACTAAGGATGGGTGGGCAAGTTGGAATAATGGCCAACCTCTTGGGAGGCGTCTATGGGATTCCTGTT
+ATAGCCCACGTTCCACAAATTTCAAAGCTTCAGGCAAGCCTATTCCTAGATGGGCCAATATACGTCCCAA
+CTTTTGAGGAAGGCCTTAAGCTCGTTCATCCTAGGAACTTCGAGGGGAATGAAGAGGACTGCATCCACTA
+CATCTATGAGTTCCCCAGGGGATTCAAGGTTCTCAACTTCACAGCCCCTAGAGAGAACAGGTTCATAGGA
+GCTGCGGACGATTACAATCCAAGGCTTTACATCAGAAAGGAATGGGTGGAGAGGTTCGAGGAGATTGCCG
+AGAGAGCTGAGTTGGCGATAGTTAGCGGTCTCCACTCGCTTACGGAGGAAACCTACAGGGAGCCGATCAA
+GGTAGTCAGGGAACACCTGAAGGTGCTTAAGGATTTGAACATTAAGACACATCTAGAGTTCGCATTTACG
+GCAGACGAGAAAGTTAGGAGAGAGATACTCGGTTTACTGTCACTAGTCTACAGCGTTGGCCTCAACGAGG
+TTGAGCTTGCATCCGTTCTAGAGATAATGAACGAGCGAGAGTTGGCCGATAGGATACTGGCCAAGGATCC
+GGCTGATCCAGTTGCAGTTATTGAGGGGCTAATGAAACTAATCGAGGAAGGCGTTGAGAGGATTCACTTC
+CACACCTACGGCTACTACTTGGCCATAACTAAGTACAGGGGAGAGCACGTGAGGGATGCTCTACTATTCT
+CGGCCTTAGCCGCGGCCACTAAGGCGATGCTTGGGAACATTGAGAAGCTTGATGATCTAAGGAAAGGCCT
+TGAAGTTCCCATTGGGAGGCAGGGGCTAGAGGTTTACGAAGTGGTGAAGAGGGAATTCAACGTTGAGAAA
+GGAATTGGAGAGGTAGGCGATTACCAGATAGCCTTCGTTCCCACAAAGATCGTAGAGAAGCCGAAGAGCA
+CCGTCGGAATTGGAGATACTATATCGAGCTCAGCCTTCGTTTCCGAGTTCTCGCTTTCTTCTTGATCAAC
+TTCTTTTAGCTTAAGCATTAAGCTTATTTTAATCAATGATGTTTAATCCTATTGTGGGTGGTAAACTTAT
+GATGGATAAGGAGACTAAGATTCTCCTTGCAAATATCGTTGATAAGTGTGACAACTCGCTCTCTCACATC
+CCGAGCAAATATCCCAAACATAGGAAATACTTTGACCTGTTTAAACACTTAGCCAACATTGCGACATTAA
+TAGCTGGTGAGAAAGATGTTTTATGGTGGAAGGAATACACAAATGGTAGGGTGAATTATGACAAGGTCTA
+TTACAATGTGAAGGTTATAAGGGAAGCCCTGAGTTTACTTCCTGGGGAGATAAGGGAAAAGATTGAAGAG
+AGCATAAAGTCCCATCCAGCGACTGATTTTCTTCTTGCCGAATATGAAAATGAAGATCTTATGAGGAAAA
+TCGCTGAGGAGTTCTCGGAGGAGAAGAGGGTGAGCGAGGAGAAAATATTCTGGGAGTATGAGATTAGAAA
+GGAGGATAACAAAATATACCTTTACCTGTATCCCAAGAAGGAATGGGGATTAACGGCTTATGGGGAGACT
+ATAACTTATAAAGCAAGTGAATACAAAATCAGACTAAGTAAGTCCAGCATTGCAGAAAAGTTAGAGAGCA
+CAGTTAAATCTCTAGTGGACTATTTACCCGACTCTAGATATAACGAATTCGTATTGATATTCGAGGACAA
+CCCCAATATACCCCAGGACATCAAGACAGCTATACTGAAAATAAACGAAATTCTAGCCGAAGAGCGAGAA
+AAAATAGAGAAAATTGAAAAAGAGCTAGAGGGAATAGCCACACCAAAAACTGAGTGACATCTTACAAAGG
+ATGCTAATGAGCTAGGCCCTCAAAATCCCTTAAATCCCAAGCTAGCCAACCTTCTTCTCTTAATTCTTCC
+ATATCATCGATTTTCTTGGCCACTACTCCATAAAACCTCTTCCAACTGTCAAGACCTACGAGCTCGGCCT
+TTCTCCCCAGGTCCCTTAAGATCCCCTTTGCCTCTCTTTTGCTCAGCTCTTTCCACTTTACCTCAATGAG
+GAGAGCTTTCTTCTCCCTCTCATTCAAGGCGAGCACGTTAACCTCTTCCCCTCTGCGCCACCATCGACCG
+AGCTTCGTGAAGTGAAAGCCGGTGAGCCTTAGGAAAACCTCCGGATTTCTAACTAGTTTCTCGAAAATTA
+AACCTAAGTAAATGTTAAAGTCATCCTTTGAGCGCTCCCAAACATCTTCAGCTAGGCCTGCTTCAAGGTA
+GACCTTGTTTGGTAGTACATAGCGGAACCAGAATGCAAAGTAGTTATCGTTTATCACGTAGAGCCCCTCT
+TGCTGACTTCCTTCATGGTTGCTGTCACGGGAACTTCGCGCTTGACTATCCCCAGCCTCTGAAGAACGGT
+TAGGTACTTCGACACGAGGCTCTTGTCGAGGCCGGTAGCGTTCACTATCTCGCCGAACCTGTTCCTTCCG
+CTTGCTATAGCCTGTAGTATTGCGAAGTAATTTGCGGGTTCCCTAAGCTCCTCCCTTAGTAGAAACTCAG
+CTTCCTCATAAAGAAAAGCACCTTTAAAGAGTACCCTTTCAACGACATTCTCATCAAAGCTTTTATTCGA
+GCTGAATTGGAGGAGATAAGCTGGGATCTCACCCGTGACTCCCCAAACCTTCATGAGGTCTTCAATTGTG
+TAACCGGGTAAGAACTCCCCGATGTAAAAGAAGGGGATCTCAGTTAAACGCCATTGGCCAGTTCTTCTAC
+CGTAGAGCGGACTTTTATAAGCTAAAATCTCGCTTTCCATTACCGAGACGCTCGAACCGTAGATGATTAG
+CATTATATTCGTTCTTGACAGCTTCAAGTCCCATGCCTTCTGGAGGAGGGAGAGAACTGGGCGATAGTGC
+TCGACTAAAAGAGGGAACTCGTCGATTATTAGGACTACCCTCCCATCGCCAATCCTTTCGGCGAACTCCA
+TTAGGAGCTCATCTATGTCCTCAAAAGGTATCCTTGCAAAGTGTTTATCCCCAATGAACTCAGCCAGGAG
+CCTCTGGAGCTCCTTTAAGTTGTCTCTGTAAGGCTTTTCCGTTACCAGAAAATAAACATGAGGCTTGTTC
+CTAGCAAAGTGAAGTAATAACTCGGTCTTCCCAATTCTCCTCCTGCCATAGATTATAATGAACTCAGCCC
+TATCGCTGGAGTATCCTTTTCAAGGAACTCTAGTTCCCTCTTTCTATCGATGAACCTTTGTCTACTAATG
+AGTATAATACTCGAGTTTCAACTATTTAAAAATTATTAGCTGAGTCATTTAAAAGTCCCTTTCACCCTCC
+TCCCATTCAACGGTTCCATTACCTATTGATATCTCTGTAGTTTTGAACAGAAAAGCTTTTGTAGTGAACG
+GAAGGTGTAAAAACTCACTCATAGGAATGTCAAGGTTATTGTTCTAAATGGAGCAGCTTTTTTCTTTGAG
+AAGAGCTACTAGTTACCCCTACCGCTAAACAGCTCGGGGGTTATCGCCTTAAAGACCACCACTCAGAGAG
+TTCCTCCCAATGGAGGAAGGACACAACGGGTTTAAAGTGGTATTTCCGAAAATTTCCAAATCAGGTTTGA
+ATAAAACTACAAAGGCAGTCGTGCCCTTTTCAGCATATTCATTCAAATTGGTGCGGGGGCGGGGATTTGA
+ACCCCGGAACCCCTACGGGAGGGGATCTTGAGTCCCCCGCCTTTGACCAGGCTCGGCAACCCCCGCTCGA
+TTAAGGTCTTTAATAAATGGACTTATAAATTTATCTCATCTAAGGCATAGAAAAATAGAAATTGTTCTCT
+TTCTCAAGATAAGGGTCTTCATTTGGAGTTATCTTTTAGCATAAGGAAACTTATAAAGAACGAGAAGAAT
+ATTAGCTGAATACTTAATGCCATGAGTGTTAACACTATAATAGCGGATCTTACCTCAAACAGCTCTCCAT
+ATCCTATCGCTCTCCATTTTAGAAATATTCTAAGACCCAAAATAAACCCTAATATGAACAAGACTGTACC
+AAGTATAAGACCTTCTTCTAGAATTGAGTACCTCATGAAAAATCTTGAGATTTTGTTGGGTTTATCAAAT
+CCCTCTTTAACGGCGTACACTTTTCCTGAGATACCGAAATTTATTATCTGAAAGCCCACTATTATTAGAA
+GGCTCCCTAGAATCATGAGGTGCGCTCTTAGAGGTTCCGTGTTAGATCCATAGATTAAGAAAACACTCCC
+AATAAGAATCAAAAATAAGCCCGGGATCAAAAAGAGATATAATGGCGAATAGAGTAGCATCAATCTCAGG
+TGTCTCCACCCATCTTTGAAAGAGTGCAGTTTTGACTCGCCAATTCTTGGATGATAAGTTATTGGAACTT
+CCGCGATTTTTAAGCCTGCCTTTGCAGCTTCTATAATCATTTCACTTGCAAATTCCATCCCACGACACTT
+TAGAGTAAGTTTTTGCAAAGCGTCTCTCTTTATTGCCCTAAAGCCAGAGTGAGCATCAGAAACTTTTATT
+TTAAAAAGGAAGTTTAAGATTTTTGTTAAAAGTGGGTTGCCAATATAGCGATGGAGCCATGGCATGGCTC
+CAGGCTCAATCTTACCTTTTAACCTACTTCCAATGACAAAATCGGCCGCCTCTTTTCTTAATATCTCTAA
+GAGTTTAGGAATTTCTTTCGGATCATAGCTCCCATCAGGATCCATCATGACGATATACTTTCCTTTTGCA
+ACTTTGAATCCTTCAAGATATGCATCTCCATAACCTTTTCCCTTTTGCCGGATGACTTTTGCACCTAGGT
+TTCTTGCAATTTCTGGGGTTTTATCATTACTTTTATCGACGACTATAATTTCGTAAGTTACTCCCATTTG
+AGCAAGAGTTTCTTTGATTTGAGGTATGACCTTTTCTACTGCCTTCTCTTCATTCATGGTAGGTAAAATT
+ACCGAGACCTCAACTCCCATACAAAACCCTCTCATATAATCTTTCTGTTAATTGAGTGATATTATCCCAA
+TCATATCGTCTGGCATTTTTGATACAGTTTCTTTTAAATTTTTTTCCGAGAGATAGGGAAAGCTCTATAT
+ATTCGGCTAAAGAGCTTGGATTGGGCGGTGATATAAATCCATTGTAGCCGTGAGTTATTAAATCCCGCGA
+TGCATTTAAGGGATAATCAAGGGTTATTACTGGAACTCCCGAAGCATTCGCCTCTAACACAATGATTCCA
+AAACCTTCACGTTTTGATGGAAGGACAAAAACTTTTGAAGACTTTAGATATGCTATAAGTTTCTCGTAAT
+CATTGAGAAAACTAATAAATTTCACATTTTCTGTTAATTCCAGTTTTGAAACTAGGGTTAATAGCCTGTA
+TTTCTCTGGTCCTTCTCCAATAATTAACACCTTTAGATCTGGAACATCATCCTTTATTAACTTTATAGCT
+CTCAGCAACAAGTCAACGTTTTTCTCTTTTATTAACCTACCAACAAAAATCACGTCATACTCCTGGGGGA
+GTTTCTTTACTCTTTGTATTCTTTTAAAATCTATACCATTTGGTATCAGAGCGCTATCTATTCCTATAGA
+GCGAAGTCTCTTTTGAGTAAGTTTAGAGACTGATACGTGGTGAGATGTTAATCTACTCATCAATTTTTCT
+ATTTGTATACCTATAGCACCCATATTCCCCAAGTATTTTTTCCAGTATTCTTTCCATATTTCATGCCAAG
+TAATTACCATGGGGACATTTCTAAGAATTGAGTGTACTTTAGAAGAGAAGCAAGGCAAATATGGAAATTG
+CTGGCAGTCTATTATGTCATAATCCCATTTAGCTTTAAGAAGCACTTTTGCAGAGAAGTATAGTGCCTCT
+CTAATTGAGCGCCTCTGTCCAGAATAAAGACTTACACCACGACCAACTTTTTGAAGTTTAATTGAAGGGA
+TATTTCCCCCCCAATCCAAACTGATCCAATGAACTTCATGTTTCTTTGACAACCTTGTACCGATCTCATA
+TACTCTTTTTTCAACTCCTCCTTTCACAAACGGATAAACGGCGTCGTAAATATATGCAATTCTCATCGAG
+TTACACTCATATGGGCATTATTTTAATGTTTTTGGTGGCATTACTAAAATTTTAAAAATGAAAAGAGACT
+TAACGAAACCCTAAGCCCAAAAGGATTGTTAGTTAATTTCAAGGTAGAAAAGCTGAACCTTATGGAGGAT
+AGTTCCGTTATTTAAAAAAATATCTATGCCTTTCGAACAGTATAATCTTCAGAGCGACTATTGCATTACC
+AATGTTCCACCCTATCCCAACTCCAAGGATTCCAAATTTTTGTATTAGTAGATAGCTCAACAACAGAAAA
+AGGACTGCTCTTGATAGGTTTATTATTAATACTTTGTTTAGCTTACTCTTAATATTTAATATCGTCGTGA
+AGAAATCTACCAAGACTGCGGAAAATCCACCAAGGATTATAAGTTTAAGAAGTGGTAGGCTGTTAATGTA
+TTTTTCACCGAAAAATCTCAAGACATAACCCCCAAAGAGCCAGATAAATACAGTAGCAAGCACTAAATAA
+AGATACGCAAAAATCATGGCCTTTCTTAAAGTTTTTCTGAAATATTCAACTCCATGGCTTCCTTCAACAA
+ATAAGGATGTGTTAATTGCATTCGGTACAAACAATATCAGATCCCCTACTGCGAATGCTATATATAAGTA
+AGCCGCATCCTCCTTTCCAAGCATAGCCAAGACTATCGTGGGCATTATGTATTTCGGCGTTATATTTGCA
+AGGTGCGCAATATAGTTTGTTAGTGAGAACTTGAACGAAATTTTCAGATACTCAAAATCAAGCCCTAACT
+TAATATCATCGAGGGCAATTAAACCATAAATCACTCCTAAAGTAAGACCCAGTCCAAAAGCAGTTACAAT
+TCCTAGCGCTCCAAATGAAATTAAGAATACCAAAAACAGAAACCTTAACGAAAAGAATATGCTCAGAATA
+AAACTATGTTTGGCCCTTTTCTTAGCTATTCCATAGGTAAAAAGCACGTTATATGTTGTCCCAATCATAG
+AGAAAAACACAAAGATTGCTAAGAGCTTAGTTGAAAAAACTCCCCTAAATGATTCAGAGTTCCCCACAAT
+TAAAAGGTACATCGTAGAAAAGATGACAGATGCAATGAGAGTTACAATGATAGTAGTTCCTATGGTCTTC
+TCCCTGTACCTTGGATAAAAACGGATCAGGGAAAAATTTAATCCAAGGAAGGATACCATAACTATTAAAT
+TCATTGCAGATACTAGGGTGGAAGCTATTCCAACCTCGGGTAAAGAATAAAGGTTTGTTGCAATATTCCA
+AAAAATGAAACCGGCAGTAGCATTCATGACTGTGGATGCTGAGATATATATTGACTCCCTGTAGAAGGAA
+GTTCTGACATTTTTGATCTCCTGCATCAGAATCTCTAGCATCTCCCTGACCTCATTGAGTTTATTGGAGA
+GATATTTAAAAACATTCATTTAATGGAAAGACAATAGCCGTTCTGGTTATCCGTTACTTTTGAAGCCTTT
+GCACCACTCGTAGTGGATAATATACCAAGGACTGCCAAGCCAACATAATTATCACCTACAAAACAGCCCC
+GCCCTGGAAGTCCAACCCTAGCTTAAGACACCACGTTCAATACTATCGTACCAAAGCAAAACATAAAACT
+CCCACCATTCACAAATAGCCCCTCCATCACCCAACTTCTAAAATTCGAATCTCATCACCCTCTGAGAAAC
+CGTTCTTATCGCTAGCGTCAAATTTTAGATTTGGCCAAACATTATCATCTCTTTCAATCCACTCCCCAAC
+AATGTAACTAATTGTTTCATATTCCACCGTGTCGAGGTTCGGATAAATATTATTCACAAAATACCACAAA
+CCAGCGACTGTAGAATCCACTCCAGTACCTTCAATGACGAGTACTGGGCTACCTTCCGGGGTTTGAATGA
+TCTGAATTGCAAAGTATCCCCGATTCACATCCCACCACTTCTTAGAAGCATGGGGAGATGTGTAAGTTTG
+GACTGGAGTAAACACACTAGCTGAATCTATGATTACGGGAAGAGAACCTAACTCCATAAGGTACTTAGTG
+CACTCGTTTGAAAATGCCCCAACCAGTATAACTGGTACTCTCGAGTCTAGGATATCATTGCACTCAAGGT
+TATTCGCGAGAGAAACCGAGTAAATACTCCCAAGAAGCTCCAAGGAATACTCAAGTTCTGCCCTTTGATC
+TACTGAACTATCACCGGAAGTCTTCAAAATGAAAGAAGTATAATTCCTGATATAACTAAAGGTCGCAGAT
+AAGTAACCAGAAGTATAGATCCTAAAGTTGTCAGAAGAAAAAATCAAATAACGATAACTAGTCCTCCATT
+CAACGAACCTTGCTCCCTTAGAGTATGCCCTGAAAAAGTTTGTAGCCACAAAACCACGAAGATCTGAGTA
+GTTCCTCAGAGCAAGTAATCCCCCACTTTCCAAGTAGTGGTCAGCAACGTCCAGAAACTCATCAGTAATG
+ATTGCATCGTAGGCATAAAATTCAGGGGGCCTAGCGACGTTCAGAGTGCTAACGAATATAAGAACAACTA
+GCAAGAGAACCAAGCTAACAGCTTGCCATTTTCTAGTGCGTTGCCTGACCTTAGTGTACAGAGCATTCAA
+ATCTTCCACGAGGGCATCAGCAACTAGTGGAGCTCCAAACATCGGAAAATACTGAAGTGCTCTAATCATC
+CAGTTATTAAATCTCCACCCTTGAATTGAACTGATCCTCATCATCAATGAGAAAATCAACAGCACACCCC
+CTAAAATCATCCATAGAACTGCCATAACATCGGGGGTTGAGAACTTTCTGCATTTAATTCTCCTTAGTAA
+AGAGTACATAAAAAGGATCCCGAAAAACACGTTTCCAAGTTGGAAGAAGAAAAAGATTACCGGGGAATCC
+CTATATACCGCACTATATGCCTGAGCGTTAAGTGTAAATTGAAGATAAAGAGCACCTCCCCACGCAATGA
+CTATTAAAGCAAATAGAGGTATGAAAAACCTATCTACAAGGGTTTCAACAAGGTGCCAAATTGTAGTTAT
+TCGGTCATGCCACCTTACCAACTTAGATATCAACAGCCACAAGAAAACCACTAGGAGGAAATATATTACA
+ATAACCACAACTCTAAAATGTTTAGTAATAATGGCGAATGTGCTGAAGAATTTATTATTTTCTATTATCC
+ACACCATGGCCTCTACCATTCTTTTATATGGAGGAAACCAAAGGATCAGGAGGAGGCTAGCAAAGATAGA
+AAAAGAAACTACCAGGTAGTATCTCTTGCCGGTGCCCTCAGGTATTCTCTTAGAAAGGAATGTCCATATA
+GTGTAAGAAACCAGAACTGTAGAGAACAGAAAAAACGACAAGATATGAGAAAAGGCGAGTGCAATGAAAA
+GTATGAGAAGCACCGCCGCTCTCCGTGGCGTGAATTCATCCAAAGAACCTAGGTAATATGCCATTAGAAG
+TATCCCAATGAGAACACCTACCTGCTGAGGTCTAACCTCAATGCCGGCCCAGATATAGTAGCTCGAAAGA
+AAGAGAACAAGAACTGAAAGCAGCGCCAAGTCTGTGGAGAGGCCCAACTTTTTGTAGAACCAGAAGACAG
+CCGGCACATAGAGTATAAATAGGACAACTGAGACTAACAATACAGTTTGAAACGGAGGTATGGAAAAGAA
+CGAAGAAATTCTCCCAAGAAGGTAGGGGAGAACAAACCCAGAAAAGGGCCATCCAAGATAAAAATACCTG
+TTACTCGAAAGGTAAAGGTAGTAGCTCTCGTCAAAGGCTGTAAAATATCTCCCAAAACTAAAACGAATGT
+AAGCGTCAACAACCAATGCAAAGAACATAAGGAGGATAAGCTTTAACCTATGGTTAAGTTTTAACCAAAC
+TACCGCAATGACTATGGATAAGTCGAACAATAAATAGACAATGCTCACCTCGTTCAACCTATCCTCCCTC
+CTCGGCGATGTTGAGGAGTGCTCGTAAAATGTATTTTCTACCCAAGTCGGAAATAACAACCACACGTATC
+TCCACCGGACGAGGGACATACTTAACCTTGGCAATTCTGAGGCTCACTAAATAGCCATTCTGAACGGGGG
+TCACGTTGAACTCTTGAATAGTTTTAATAATATCCCCATTACGCTCCAGAGAAATCTCAGTTATGTTGGT
+GCCAGAAGTTGTGTTTATTATAACTGCAAGCCCTTCTTCCTGACTAATATAAACTAAAGGGAAATTCCTA
+ATAACATATAACAAATCTTCACCACTCCAGTTTCGCTGCTTAGATAGATCCACACCATAAGTCCAAGGTG
+CCCTGACAAGTGCTGCAGGGTTGTCAACCAGGATGGTACTTTTCTTTTCATTCAAGAGATGTGTGGAGTA
+AGATACATTACTTACTGAAAAATTGAAGGCTATCCTCTTGATATCATTGGGATTCAGAAAAACTTCACCG
+CTCATTATCGAGAAGTTATCGAGGTATACGGTATAAACGTACTTTACCTGCCTTTTCTCATGAGACTCTA
+TCAAGAACGCCATTTCATAGGTTTTGTTGGGGACAATCTCTGGGAACACGTTACTCTCAAAGTAGACCTT
+GGTGTAACCCTGAGAATGGGACTGGTGTAGCACGGAGACAACAACGTAAGTTCCAAGCATTACTGTTAGG
+AAAAGAACGGTCGGATAAAGCAATTGCCGCTTCATCTAAGCCCCCCTCAAAAATGCTTCCTGCCAAACTT
+AAAAACCTTTGCAAAAGCAGAAACAACGATAGAAAGCAAGAAATAGAAAAGATAGAAAAATCAAATCTCA
+ATCACTCCCCCCCGCAGTAGCAGCTTGGGAGCTCAAAGGTGCGTAGGTATTTCCTTAGGACGTCACCGAA
+CGTCTTTTCGACTTCTGGACTCATATATTCAATCACAATGTAGTCGTCGCCGGTGCTGAAGCCGTTGACG
+TCGTCCGGTGAACCCCTGATCCAAGCAGGAGCAAAGACTTCAACGTTACCTAGATATCCTTCTGCAATGT
+CCTCATACCACCTGCCGACTATGTATCCACTTGGTGGGAGTGGTCTATCACCGGCGTAGTAAGCAAGTAC
+TGCAGTCAGCCATGAAGCCGCTACTGTACCGTCGACACCGGCACCCTCTACCGAGAAGACTAGGACTCCA
+TCCTCGGTAGTGAACCACTGGATTACGAAGACGTCTTCCCAGACGTCGTACCACTGCTCATCTGGTCCAG
+CCCACTCGACGACTGTGCCATTCGGAAGGACAAAGGCGTCCCACTTTCCGTTCTGCGGTGGTATCCTGAC
+GACTGGAGCCTCTTTAGTTACGTACTCATAGTAGCCGAGTGGCAGGTTGACACTACTTGAGCCGACGAGT
+ATGACTATGTCTCCTGGCTGGAGTCCCTTTATTTCTCCAGTCGTAAGATTGACGTACTGTGGGTTGTCGT
+CGAAGATAACCTTATTCGGATCTGCCCCTGCCTGGCTGAGGTAGAACAGCACTCCGAGGTTGTCGGCGGC
+TAGTGAACCGTGCCCAGTAACTATTCTCGGCTTGTTGTTGTCGTCAAACTCCCAACCGTAGTATGGTTTG
+GATGAGCCGAAGGCCCAGTCTCCACCACCTTCAACGATGTACCTAGCGTTTTGTAGGATCTCACAGAGAG
+TGTACTCAGTGCAGGGGATCCTTTTAACTGTGAAGTCCTGGGAAGTAACTTGGATTGGGTCGTAACGCTT
+AAGCATTTCCTGATCTGTGAGCTCGTAGACCGCCTCAAGCTCTATGGTGATGTTCTTGCCTTCCTTAATT
+TCCTCCTGAAGTGGTATGGAGAGGTTGTAGACAAACAGTGTAGTATTCTTATTGTCGAGTGGGTTGACTA
+CGTAGACTATGTCGGGATCACAGCGTTCTTGGTTATATACATGGAACTCAAACAGAGCAAAACCTGGCTT
+GGTGAACTTATTAACCTTTGTGTAATTAACGAAGAACCTGAATTGTACTTTGACAGCATTTGCAACGTTA
+ATTTCCCATGAATCGTAGCCCAGGCTAGTATCATCCGCATTGGTGAACTTCCTGATAGTCTTCCAACCGC
+TCCAAGATACTCCATTGTATACTCTGTATTGGAAGTACACTGACACATTCTCATCTAGGGCCAGCGAATA
+GTTGAACCATCCAAAAACTTTTCCATTATACTTCTTTACATCAGCACTAGTAGCGTCAAGGAGTGGCATT
+GGATCGGTCATGATATAACTGTTATTGTCAATGTTATAGCCTGTTGGATAGGTAGTCAAGGCCCACCCAT
+ATCCTCTGTTGTAGTACACAACCATGTCGGCGGGCTCAGCGTGTTCAAAGCCGACTAAAGTCCATCCTTG
+GAGATAGTCCTTCTCACCCTCTGGAACTTTCTCTCTGAAGTCATCTGTAACACCCTCCTGTATCTCACCA
+TCGCTTATCTGAACACACTCTTTGTATGTCCTGAAGTACTCGGCTGGTAGCCAATACTTTAGCTCGTTAT
+TTACGAATATCTTCAAACCTTTGAATGTGAGGTTCTGGTAGCTCAGGTTCCAAGCGTAGACGTTGTAGGA
+GAACGTGCTCTGCTCACAATCTAACGTGTATTCAAGTGGGTAGCTTATCTCGTAGATCGGCCCGTCCTTT
+CTGTAGCCAACTAGCTCAGTACTTGTAATGTCATAGTGATCGTCAGGATTGCAACCGGGACAATCTGAGG
+TGAGCTCGTGCCAGCCAATGAGGAATGGTTTTGGCAGAGTGAGTGGAGGCTTCGGACCCTTGATAACCAC
+TCTTGCAGTTCCTGAGGATCTTAGGTTTCCACCAACGTACGTACCAATACTAACCGTGTAAGTTCCTGGA
+GTTTCCGGATTCTTAAGACCACCAAGAACTATCTTAACTTTGTCAGAGGGTTGTATTGGTATATTAACAT
+AGATGAATATTGACTGAACCTGTGGATCCGTCGGATCCTGCTGGTAGCGTACAAAACCTACAACATTATT
+CATTTTGTTGGCACCATTAATTTCGAACGAGACTAGTGAAACTTGAGTGACATCGAATTTATCAACTCCA
+GTAAAACCAATCTTTATCAGTCCCTGTCCTCCACCAGAGAGATCTAAGAGTGAGTTGTTAAAGTACAGGG
+TTAGCTCAACATCTGTAGCACCCGCTGTATCATTAGACAGCGTTGGAGCCGTTATAAAGTTAATGTTAGG
+CAATGCCTCGTTGTTAGATTGCTGGAACGTTATTAATTTGGTTGGGAATGTAGGTGCCGAGGTGCTCATT
+GCCCTTGGCATTGCAGCCGCTAAAACAAACAGGGCTAAAAACAGGCTAAGGACTTTCTTCATGTCCTACC
+CCTCCTTTACCATGCTCCTTAGTTTGCTTGTGCATAGTTAGTTACAATGAATGACGTATATAAGCTTTTT
+GCCCCCATTCTGTAGACTTTATTCAAATCTAAAATAATTACTATTTATAAAACAGAACTTGGTAGCTTAA
+TGCCTAAGAGTCCTAAAACCTGATGATGCTAGTCGCTAACAAAGTGGAAAATTTGAGAATGCTTTTTAAT
+GTTTTCGAATACTAGGTTAGATCTGGTGAAAACAATGAAGTTGCTTATGATAACACCATATTTCTATCCA
+GAAGGTGGGGGGCTTGAGAAGTATGCGTATATGATAGCAAGGGGTTTAGTAGAGAGAGGATGGGAGGTGA
+AGGTCATAACGGCATCGCGGAAAGGAAACAGTTTAGAAAACCTCGAGGGTATAGAAGTAATAAGGCTAGC
+TCCTCACTTTATAGTATCTAATACTCCAATAAGTTTTAATCTCCCCTTAAAACTTATTAAAGTTTTTAAG
+GAGGAACAATTTAGTGTGATTAATGCTCATACCCCCGTTCCGTACTATGCAGATGTCTCCGCTTGGGTTA
+ATAATGTACTTAAAGGAAGCAATAAGACTCCCTTTGTTCTCACATACCATAATGACTTAGTTAAGGAGGG
+TTTCCCACTAGATAAAGTAGCTTATCTGTATAATCTGTCACTACAGCGAGGTTTACTGCTTCTTTCAGAC
+ACTATAATAACACCCTCCCCTTACTGTTACTATGAATCCAAATTGCTTAGGAGATTTAAGAAAAAGCTTA
+TATGGATTCCACCAGGTGTTGATACAGAAAGGTACTTTCCAGGCAAGTCTTACAGGCTACACAGCATATA
+CAATCTCCCAAGGTCTGCAAAGATCGTTATGTTTATTGGTACAATGAATAGGGGACACGCCCACAAGGGA
+GTGCCTTATCTCCTCAAGGCTTTTAAATACGTCGCAACACAGGTAAAAGACTCGTATTTGGTGCTGGTAG
+GGAGAGGAGACATGATACCCGAATATAAAAAAATGTGCATGTCCCTTGGAATTTCAAAGAGAGTTATATT
+CACAGGATACGTTGAAGAGGATATACTGCCGGAGTTCTATAGGAGTTCCGACGTGATAGTCTTACCCTCC
+ACAACAGTCCAAGAGGGGTTTGGAATGGTTCTGATAGAAGCCGGTGCTAGTGGCAAGCCAGTTATTGGAA
+CAAATGTCGGAGGTATAAAGCATGTCATCGAGAATGGAAAGACTGGGATACTTGTTCCACCTAAAGATCC
+ATTTAGATTGGCCGAAGCCATAGTTACCTTGCTCACAGATGATAACCTTGCAAGGAAGATAGGCAAAACC
+GGTAGAAGGCTTGTTGAGAGAGAATACAGCTGGGATAAAATCGTGGAAAAGACAGAGATAGCATTGAAAG
+CTATTGTCAACCACTAATCCGCTGAACATAAAAATATACACCTTAGGCAAAACATTGACTTTCCCGAGTA
+CGGAAAGGATTGCAAAAGTGATAAAAGAAATAATAAAATTTTAAAGTAGAGGGATCAAAAATGAGAAACT
+GGAGAATTCTTGAGCCTAAAATCGCTTTACCCATTGTTGTTCTAGTAGGGGTAACATTGAGGGTAATCCC
+TCTGAGGTTTAAGTACCTCTTAGGCTACGATCCCTACTTCCATTTAGCTTACATTGAGGAATCTTTAAAA
+GCAGGAAAATGGTTCAACTTTTTTACAATAGCCAATGGTCCGTGGGGATTTCAGATTAAGAGTTTCCACC
+CTCTCGGCCTTTGGATGACTCCAGCCTACATCTACAGGTTTCTGAAAGTCTTTGGAATATCGGTTCAAAC
+CGTGTTTAAGATAACTCCTGTTATATTTGGAACTTTAACGATAGTGTTCTTCTACATTTCCCTTCTCAAG
+CTCTACGGAAAAGAAAAAGCTTTTTTCGCGTCGATTTTTTTGGCTTTAAGCTTTGGCCATATATTTAGAT
+CAATGGCAAACTATTATCGCGGTGATAACTATATGCTTTTCTGGTACAGCCTTGCTTTGGCAGGGATAGC
+TTATGCTCTCCGTACTAAGGGCTATAGAAGGCTAGTATTTTACCTTGTCCCCACTCTTGCTAGTGGAATT
+TCTTCTGTATTTTGGCAAGCCTATTATCCGCTATTTGTGTTCCTAAGTTTAAACGGAGTTTTCTTAGCTA
+TAGGTTCATTTTTACTTGATAAAAAAAGAAATTTCCTAGACAGCTTTATTATAATTTTGTCTACGGCATT
+TGGAGCTATCATTGCAAACTACCTCGGAGAAAAATTCGGTTATGGCATGCTAGGCTACAACAGACAGCAC
+ATTGTATCAAAACTTGGAATTAAGCTCGGAAAAATAAGAGATGCATATCTCTTTATTCATCTGCACTACT
+TAGTTCCAATTTCTTTAGGTCTCCTGATTATACTGCTCTTTCTCTCAAGGTTTGTAAAGAGTAAGAGAGC
+AAAAGTGGGCATTGTGATTGGATTGGGAACTGTGAGTATCCTGATAATATTACTAAAATTCCCTGCTCTA
+AGGGGGCTTCTCGGTATCTTTGACATGTTCAAGAGTACACCGATTATGGAAACAAGACCAACCAATTTTC
+ATGATTTATGGAAAGCTTTTTCAATAAGCATTTTTCTACTACCGCTATTCTTCCTCCGTTTCCACCCTGA
+AAAAGTAAAGACCGAAGACTTCTTCCTTTTGGGGCTAATAGTTCCAAGCCTTTACATGCTACTAGCCTGG
+GCCAGATTTGTCTTTGTAGGATCCTTAGCAGTTGCAACTATGGCAGGGATTGGATTAGTAGAGGGGTATA
+GCCTAGTAATACAAAGACGGAAAAGTGGAAAAGCTTCTAGAGTTGCCCTGATCCTTTTAATACTGCTCCT
+AATAGTAAACGGTGCCTTTACCTTGAAAAACTGCTTGAGTATGAGACCCCTAATAAATAAAGAATGGGAA
+AATGCACTTATATGGCTTAAAAATAATTCGAACGAGAATGATGTAATTCTTGCGTGGTGGGACTACGGAG
+CGTGGATTACCTACTACTCGAGAAGAGCACCCGTCGCAGAGATAGCACCAAATCCCGACGTTGCTTTGTA
+TTATTTGGGGGCAAGAAACAGAGACTGGATAATGAGTCTAGGGGTGGACTATGTTATAGTCTCTTACTAT
+GACTTCCTCAAGTTCAGCTCCATTGTTAGGACTGCAAGTGCACAATCAGGTTATAATCTCATCAAAAGAT
+ATTGGATAGCTGTTCTTCCATTGACGTCATCGTATGGGGGAATTCTAATATTCGAGGGTGGTGAATATAA
+GATAATAGCAAAACCCGGGGATATATGGGACGTCCGAATTATTATAGGAGATCACGTAGTATATCCACGA
+GGGTTATATGTCGAGTACAAGGGAAAAGTAACAGAGTCAAAGTTAAAATATTCAAGCACAGATGCTTACC
+TTTATATAAACCTTAATTATAAATATGCAATTCTAATGAATTCAGAGACATTCAACACACCTCTCATAAG
+ACTCTTCATTAATGCAAGTAAACCCTACGAACTTGTATACTCAGATGGAGGATTAATAAAAATACTAAAG
+CTCAACCACCCTAACGTAAAAATCAGGAACATGCATAATAAAATAGTTTTCCGTTTTGAAAATGCTACTG
+GGACAAAACTAAGAATACTGGGCTTTCTGGATAATGGCGCAATGGTCTTTGAAAGAGAATACAGCGTTGA
+AAATAGAACCGAGTTTGAACTTCCAAAATCCGAACTTCCAAAAGAAGTTGAAGTGATAAGATATGCATAC
+CTTAAGGACGGAAAAGTTGTAGATAGGGGTGTCTTCAGAGTTGTGAATTAGTAATTGAGATAGACATGAA
+AATTTTTGCCCCAATGTTCTATGATAGGATAACTCTAATTACTCATGCTCTTGGCTATTCTAGGATTTGC
+ACATTCAGTACAGGAACTCTCTGACCCCTTTCCGCCACTAGTGAGGGTTCCCAACGAGCTTTTACGGGTT
+CATTACCTACCTCTTTCGCAAATTTCGGATCGACCATTGCCCCCATTGGGAAACCCGGCTCGGGGTTATC
+ACTCAGAGACGCCTACCGGCGTCTCCCTCTCAGTATCACGATGAAACCCCCGAACATAGTGATACTCGTA
+GTCGGCTTCTTCTCCATAATCGTGTCCGAGGAGTTCTTATTGGCCTTAATAACTAGTGGAGGTCTAGCAA
+TTTACACTCGGAAAATTGCCCTAATGTTCTATGATAAGATGACAGCGGATAAGGTAACTTTGGTCGTCTT
+TGGAGTATCGTTGCTTGTACTTTGGCTGTTCGGAGATTTGCACATTCAGTATAGAAGCTCGGTGGCTCCA
+GAAGAGTTATTCTGGGGTGCAACGCTCATTTCAGTCATTATGAGCGCGATGTTACTAGTCTCAGCTTATA
+CAATGCATGATCCCGTGGAGCTTGCGACTGGAATCATAGTAGGCATAGCAATATCTGTTGCCGGGTATAA
+TAAGGTTAAGAAGGCTGGGGAAGTAGGGTGGTGGCTCACGAAAAAGTACTTCGGTATAAACGGCTTAATT
+GCAGGATTTTGGATTGGATTGGCCTTATACTTAACGTACTTCTTCTTCGTTGAACTCCCCTCGAGGATTC
+GAGAGGAGGTATATTAATAAACTCAACAACCTACACATGTAATGACCACTTGGTCATCAAGGAGGTTCCC
+GAATGGACACGAGGGATAAGCTAGTTAAGGCCGCAAAGAGGCTCTTCGCAGAGAAAGGATTCTACAGGAC
+AACGGTTGACGACATAGTTAAGGCGGCAGGAGTTGCTAAGGGGACATTCTACCTGTACTTTTCAAGCAAG
+GAGGAAATCATAAAAGAGGTCGCAATGATGGCCATGCCCTACATGGCTTTCTCCAAGGTTATTAACGAGG
+GAATCGTTACCGCCAGGTACAAGAATCTTGAGGAGTTCCTATATGCCCTGGGAAAGAGTTTCTTCGAGTA
+CTATTCAGATCCCGACTTGAGAACCCTATTCTTTCACGTCGTTTCGATAAAAGAGGCAATACCTAGCTTA
+AAGGAGGTGCACAACGAGCTTTGTTCTAGGTTAATCTCAATTGGAACCAAAAAGATATTATCCTTCATAG
+GCGGAGATGAGAGACTGGCTGAGGTTGCGTTTAGAACATTTCTGGGCTCTTTGTTGCATTACCTCTACTC
+CGCCGAGTGTAGTGTCATATCCCAGGAGGAATACCTCAAGGATTTAGTTATGCTGATGTGCGAAGGATTA
+AGAAAAGGTGAACATCAAGGAGATTTAAACTTCTTGAAGGGCTGAGAAATGTGTAAAAACTTATGGTAGC
+CCCGCGGGGATTCGAACCCCGGTCGCGGGATCCAGAGTCCCGCATGCTTGGCCGCTACACCACGGGGCTA
+CTCCCAAAGGATGCCTATAAATTTCGGTTTTTAAGCTTTATGGTTAGCACAACTTTATACAGGCCCTTTT
+CCGCTTAAATTGCCTATTCCTCCCTAATATACTCTATCGTGGATAGATATTTAACGTGCTCTATTGCCCT
+CTTGGGATTCAGCATTTCTTTAAGCAATGAAGCGAAGTAGTTATTCCTATCGTAGGCAACCTCGTAACTA
+ACTGCAACGTCGAGATAAGAGGAGTGAAAATTCTCAGCCTCCTCCCGAGTATAAAGCTCGAATGATATTG
+CATAACCATAATCCCTCTCGATTGGTTCCTTTATATTCTCAATGAAATCTGCAATCCTGTTAATTTTCAC
+TGGATCGTAGGGCCTATCGATTATCACGAGAACGTCGATTTCATCGAAACTCTTTCTTAGGTGGGCCCCG
+TAGAAAACTATCGAGACTAAGTTGTCCCCATAAAACTCCTTAATCTTCTCAACCAAAGCTTTCTTAGCAT
+CTTCTATTCCCATAGCCATCACCAAAAATGTTAAGGAAGTGCAGCACGGACGTAAGTTTCATAATCCATA
+GCCTGGATTACCGCTGGATTTATGAGCTTTTCAAGCACTATCGGCGCTATTAGCCCTATCGCAATGCAAA
+TCAGGGCCAATATTAAGCAAATCATGCTCATGCTAATTGATTCCTTAACGTCAAGGTCTTCCCTGGGCTT
+CCCTAGCCAGAGGGTGTAGAGGACGCGCATGTAAGCTACTAACGCTATAACCGAGGTAACAGCTATCACC
+AAAGCTAGGAAAAAGCTTTTCTCAAGCAGGGCATTGAATAGCAGGAGTTTGCTGAAGAAAACGTTAAGTG
+GCGGAATTCCCACTAAGCTAAGCGTCGCTATCGCTAGAGAGAAAGTGGTAATGGGCATTTTCCTCCCAAG
+CCCAGCAAGATCATCTATATTTCTACTCCCAGCTACGTGGATGAACACCCCAACGGCCAAGAAGAGCAGG
+GCCTTGGCGATTGCGTGGTTTATTAGGTGGAATAGTGCAGCCTGAAGACCAAGCTGGGTTCCAACCCCCA
+CGGCCATGAGCAGGTAACCCATGTGCATTATCGTGGAGTACGCTACCAACCTCTTAACGTCCCTTTGAGT
+GTTCATCATTAAGGCACCAAAGATTGAGGATATAGCCCCCAGGATTATTATTGCAAAACTTAACCAGCCA
+ATTATCCACGAAAGCCCAGAGTAGAGGGTGTATAGGAACCTTATCATGGCATAGACTCCCACGTTCACTA
+CCAGCCCTGAGAGGATAGCTGAGATGGGAGATGGAGCCGCCGGGTGAGCCTCGGGAAGCCAGAAGTGATT
+CGGGAAGATTGTGGCTTTAATCAGGAAGGCCCACGTGGCTAAAACTAGGGCCACTGAAGATGCCAAAACA
+ACGTTTCCAGAGGAGTGGAGCTTTTCAGATAGATCGGCAAAGTTCACCGTCCCAAAAGTTCCGTAGAATA
+CTCCGAGGGCCAAGAAGTACATCGTCGTTCCTACGGCACCTATCAAAGCGTACTTCAATCCAGCTAAAAC
+TGAATCCTTCCTGTCGCGGTAGAACATAACCAAGGCGTAAGCCGCTATGCTAGTGACCTCAATCATTACG
+AATAGGTTAAATGCATCTCCCGTGAGTAGAACGCCGAGCAATCCAGACTCTAAGCCGAGATAAAGAGTGT
+AGTACCACTCCAAACCTTTTTCGCGCTCCAAGTAGCGGTAGCTGTAGATGGCGATTAGGAACATCAAAAC
+AGCTGTCACTAGGGCTATTAAGCTACTAAGCCTATCAACTTCGTACACTATCCCAATGGGGGCCCTCCAC
+TTGCCAAAGGTATAAACTATAGGAAGGCTTGAAGAGTACGTTAACTGGAAGAGCTTGAATGTGCTAATAA
+GGGTTAACCCAGTTCCGAGCAAAGCATAAGCTTGGATGATCTTCCTATTTCCCCCCACCACTACTGAGAA
+CAGGGGCAAAGCGAACGCAAATACTAGGGGAATTATAGGGGTTAGGCCAACGACGTCCATTCCTCTCACC
+TCACTCGAATATCTTCTTAGCGTACCTCTCAAAATCCTCGCATATCACCTTCTTAGCCTCCTCAGGCTCC
+GTCGTCGTCACGTTAATCCAGTTCACGTACATAAACTTGTCATCTAAGTCTACGACGACGGTTCCCGGCG
+TGTTGGTTATTGAGGTCGCTATGAGGGTCTTAGCGTAATCCGTCTTAACATCAATCGGGACCTTCACTAT
+TCCTGGGTTGTAGTTACCTGTTAGGGTTCTAACGATGACATCTAGGTGGGCCCTAGTTTCGGCAACGAGC
+ATGTACCAGAGGAAGTAAACAACTCCCCAGAGCCACCTTACAGGGTTCAGAGCTTTTGAATCGTCTTTAA
+CTAGATAATTCCCCATGAGCAAACCCACGATGATTCCAACGATTAACCCCGTTATCAAGTCGAACGTCCT
+AATCGAACCTGTGAAGAGCACATAAGTTAGGAAAGCTAGGATAAATGTTGGAATAAAACCCCTCATTGGG
+CATCACCCCTCAAAATCCTGGAATCAACGGTTCCGTAGAGGCGATAGATTTGGATTATCGCGAAGGCTAT
+GAGAACGTTGACGGCCATTCCAATAACGACTGCCGTGATTACGAAGGCCTGGGGAAGGGGATCCACGGCT
+AAGCTTAGGAACTTAGGTAAGGCCTCCTTGCTTAGGTTAGGCAGAATTGGAGGAGCTACCGGGTAGATCA
+ACCTATACCCCAGGAGGACTATTAGAAGGTTCGCCGTATCTCCGAAGATGGTTAGAGCGATTAGCTTCTT
+AACAAGGTTGGGCTTTCTAGCGATTCCGTAGAGGCTAATGCAAAGTGTTGCTATTAGGGTGAAAACTATG
+ATCTCCCAGATCAAGCTCTCACCTCCTTCTCAGGTATTGACAATAACAGAAAAACCGCCGTGAATCCAGC
+GCCTACCGCTAAGAACTCGAAGATGTTGTAGTAGATTAGGGAACCACTCAGTAGTTGACCTCCAATCTCG
+GCTGGGAATATAGGTTGGTTCTGCATTATGAAGCCACCCTCAAGCAGGGGAATTAAAGCTACTAGGGTTA
+TTCCAAGTAGGCCTATTGAACGCAGGACTAGAGCTCTAGTCTTGTCCAAGCCATGCTCTTCAAGAACGTA
+CTTGGAGTAAGCTGCTATAATTAGTAGGGGAGCCACGGCTAAGGCTGAACCACCCTGGAAGCCTCCTCCT
+GGAGTTAGGTGACCGTGCAAAGCTATCGAGGCCGAAACAGTTATTATCATCGCGACTATAACTTTAGTCA
+CATCCCTAACTATTAGGGTTAATCCCTGGGATTTCCTCTTCCTTTCCCGCCTTTCGAGACTGAAAAGGGC
+CAAGCTACCTATTATAGCTAGGAAAAATACGGAAGTCTCGAATAGTGTGTCAACGCCACGGTAATCCCAG
+AGTATCGAGGTAACGACTTCTGGACTCTTCGCTGAGTAGTTGCCGAAGTAGCTGTTCTCCAAGTAGAATT
+TCCCCAGAGGTCTTAGCTCAGTTTGTTGAGGTAGCTTAACGTAATAAGCCAGGGAGATTATCGCGATGAG
+CATTATTATGAGCGGAATGAATCTTTTCATTCACATCACCTCGTACCTACCCGTCTTGCTAACAACGAAG
+ACTAGTAAGGCCGAGTAAATTCCAACGGCAATAGCTATGTAGGCCAAAACTATGTCGGGAGCCATAAGGA
+TGTAGAAGGCTATCGCATAGGCTATCGCCTGGATCGCCGAAAATCCTACGGCCTTGAGGAGGTCTCTCTC
+CGTTATCGCTAGGTACGAGAATACGAATCCAATTAGAACCATGACAAGCAATATTATGAGGTGAAGCTCA
+ATCATCTCCCCTCGCCTCCGCGAGGTGGTCAACTTTGGGTTTCCACTTCACGATTCCACTCCTGTGGGCT
+GCATAAGCTAAAGCGTGAGCACCGGCCGGTGCGGCAAGGAGGATTATGATCGCCGTTATGAAGCTCGCAC
+CCGCGATGGCTAACAAGTTTAAGCTCACGGCCACTAAGCTGACTCCAAGGAGGGGAACTACGGCGCCACC
+TATCGTTCCAACGGTTGCTGCATGTAGCCTAACGTAGAAGTTGGGGAAGCGAAGCAATCCTAGTGCACCG
+AACAGGTCGCAGAGGGCTCCTATTACTATCAGAGCTGATCCTATGTAGAATAAGATACTCACGCTCCCAC
+CTCCCCGCTGACGAGATATTTGGCCACGTATATGTCGAGGAGGTAACCCCAGAGGGCTAATATTATGGCT
+CCACTAACCAAGTAAACGCTCTTGAAGTAGATAGCTAGGAGGGCCATGAAGGCCGCGATGTCGAAGGATA
+AGCAGTCAACTGCCAGGATTATGTCAACTATCGTGGGCCCCTTGATTGCTCTAATGACGTAGATGACTAT
+AGCCAGGAGGTAAATCGGGATGACGAACTTCATCAAAAGAAGGAATGAACTTTCAAGCTCCATTCTCCCA
+CCTCCAAGTCACCTTGAACCTTTCTCTTGGCTCGAGCGCTTTAAATAGACTCCTGTCTTTCCCTGGGAGC
+TTTTCAAGGGGTATGAGAAGCAGATCCTCCGATGTTAGCTCGAAGTCATTCCCATCAATCCCGAGGGTTT
+CCCTTATGATCCTCACGGTCTCCTCGCTTAGCTCGCCAACTTCCTCGATAACCAAGATGTCTCCTGCATA
+ATGCGATGTTATCCTAGCGGTATACTCCGGGTAATCATAGTACCTTAGCTTTAGCAAGACCCACCTTCCT
+CCTCTCGTACTCATCTTTGAGCCTCCAGTATTCGTTCTCGAGAAACATCATCGCAACCCTAATCCTCGAG
+TCTCCCTCTCTAAGCACGTACTCACTCACGAGCTCGTGCAGTTTATCTTTGGGATTCTCGCTCTTCTCCG
+CTTCTTCCACGAGTTTTATGAACTCGTTAAGCACCGCCTCTCTGTCGAAATATCCAACGATCCTCCTAAG
+CTCCTCCCTGAGGGTTAGCCAAAGCCTTAGAGAAATTCCCCTCTCAGGAATAGTGAACTCGACCTCGTTC
+TCAGCCTTCCCCTCTTCTCCAGGAGGAAGGGCCTTCCAATGCTCTCCCTTCATCCTCTTCTCCTTTATAC
+CGAGCAGTTGAGCCAAGCCGTAGAGTATCTCCTCGGGACTAGGCGGGCACCCAGGAATGTACATGTCAAC
+TGGAACAACCATCTCAATTCCACCGCTCCTTAACCTATCCCTTCCCCTTTCAGGCGAGGTGTTGTAGAGG
+GCATAGCTGTTGTAGAAGATTCCACCGCTACACGCGCACGTTCCAATGGCAACCACTATCCTGGGCTTTG
+GGGGCATCGCTTCGTACGCTTTCTTTATTGCCATCCTTGTCTGCCTCGTGAGGGGGCCCGTGATAAGCAA
+AGCATCGGCATGCCTGGGATTGGGAACCACCTTTATACCGAGCCTTTCCAAATCGTAGTACGGCGTTAAA
+ACATCAAGAACTTCGATGTCGCAACCGTTACAGGAGCCCGCATCAACGTGATATACCCAGAGAGACTTAA
+ACTTCCTCACCTCAGCTCACCCTTCTTAACTTCTTCAACGGTTTCCCTCATTCTACACTCCTTACAAAGG
+TAAGCTCTCCTCCTGATTCCTTCTTTATCGAAAATGCCGTCGGGTAGAATCTTTAGCATGTACTCTATCT
+GCCTCTCCGTGAAGTCCAGGTAATTTCCACATCTCTCGCACTTTGCAAGCCTATGCTCAACGACCTCAAC
+AAGATCTTCCTTACTCGGAGTAGCAACTTCAAAGCGAAGCGTTCCCTGCATAGCACCCGTGGGGCAAACT
+TCAACGCAACGGTAGCACCTTATGCAGCGAGCGGCGTTGAAGGTCAATCTCTTTACTCCATTTTCCTTAT
+CCCACTCCATTATCAGGGCATCCGGGGGGCAGGCGTTGACGCATGCCCCACACCCTATGCACAGCTCTGG
+ATCTATGTGGGGAACTCCCCTGTACTCCGGGGGCTTTTCAACCTCTACAAAAGGATAGTCCGTAGTTACC
+GGGATCCTTTTCTTCGACTCCTCAGGTCTCCTCCAGAGCTTTAGCTTCTCGGTGTAGGGGAGAACTTCCA
+CCATTCAAACCATCTCCTTGCTTCTCTTTATTGAGAGCTCGTTGAACTCCGATTCCGTTAGAACCTTTAC
+CTTTCCACTTCTCACGTCCACTATCTGAACCCTCTCGGTGCAGGAATAACATGGATCTATGCTAGCGATT
+ATCAGCGGAGCGTCCGCAACGTGATATCCCTTGAGCATCTCAGGAACTGCGGGGAGGTTGTTGTATGTTG
+GGGCCCTAACCTTCCAGCGGTAAACCTTGTTCTTCTCTCCCGTCATTACGTAGTGGACGACCTCTCCCCT
+GTGGGCCTCAGTGAAGCCTAGGGCTTCCTCGTACTCTGGCAATCTACCCACCGGCACCATTACGTCCCCG
+CCCGGCATTTGGTCTATAACCTGCTCGACTATCCATATACTCTCGAACAGCTCGTCCATCCTAACGAGAA
+CCCTAGCTAGAACGTCGCCTTCCTTGTAAACTGGAACCTTCCAGTCCAGCTCGTTGTAGGCCGTTGCAGT
+CTTGGTGGCTTGATCCAGCCTTGCGTCTATCTTCCTACCGCTAGCTCTAGCTGTAGGTCCAAGAACCGAG
+AATTCCTTAGCTACTTTATAGGGAAGAATTCCAACCCCTTCGGCCCTCTTTATGAAGGTGTTCGTGTTGA
+GAACTACTTCAAGGAATCTCTTAACTTCCTCCCTTATCTCCCTTACCACCCTTAGGATCTCTTCCTTCCT
+GTAGTCGAGTATGTCCCTCCTAACGCCACCAACTATGTTCATCCCGTACTGCTTCCTGTTCCCGGTCAAG
+CGCTCCATGAGCCACATGACGGGTTCCCTGATACGCCACGCATGCATGAAGCCCGTATCGTAACCTACAA
+GGTGTGCAGCTATACCAACCCAGAGGAGGTGGTTGTGTATCCTCTCCAGCTCGAGGAGCAGGGTTCTTAT
+GTATCTGGCCCTATCAGGTATTTCTACATCCGCCAACCGCTCAATGGCCATCGCATAAGAAACGGAGTGC
+TGATAACCGCAGATTCCGCATATCCTTTCCGCGAGGAAGAGGACTTGATTATAGGTTAATCTTCCCTCCC
+CTATCTTCTCTATCCCCCTATGGGAGTAGAAACCGCGATAGTCAACGTCAACTATTTCCTCGCCCTTTAC
+GAAGAGCTTGAAGTGGGCCGGTTCCTCTATACCCATGTGAAGCGGACCCATTGGGACCGTGGATGTTCCT
+TCTGGTGGCTTCTTGAGCTCTATCTTTGGCTCGGCCATTGGGGAGTATCTGTAGTCCATGCACTTCCTAA
+GTGGATAAACTCCATCGGGCCAGTCCTCGGGGAGGACTAGCCTCCTGGGGTCTGGATGGTTTATTGCTTT
+AAATCCCAGGAGATCTTGAACTTCCCTCTCTATCCAAAGGGCCGCAGGTAGTTCAGCGGCGACGGATGGA
+AACTCGGGGTTCTCTGGATCCAAGTAAGCCTTCAGGAATACCCAGTAATTCCTATCCATGTTAAATGGCT
+CAACCTGAACGCTGAGGAAGGGCATGTAAGCAAATTTCCCATTTAACGGGGTCTCATCCGTTCCGACAGC
+TGTGGAGAGGTGGGTTTCCTTGAACTTAGGATGGTTGTGCCACCATAGAACGGCCTTGGGGAGGACTTCC
+TTGTCGATTACGAACATGTACTGGCCATAACTCATCCTCTTGCACTCGTGGATGTGCTCCTTGAATTCCT
+CGTAAAATTCTAGCAATCCCTCCCTCTCGGAGAGCACTTCCTCAAGGTTAGCGTTCCTACACTTCCCCTT
+TTCACACGCTTTACACTCCATCCCTCACCACCCCAAGAATGACATCGCGAACACGATGATGGAAGCGAAG
+AACAGCCTCACGTTAACCTTAGCCACTTGGTCAATCCTCAGGCGGGCATTTGTAGCTTCAAGTGATGCTA
+TTACTGGATATAAGGCCAGGGTTAGAAGTAACTGGAGTAGGAGGGCGAGTAGCGCTTTAGCTTGGGTTGT
+TATGGGAACTAGGGGTAGCACGACTAAGCTTACAAAGAACCATAGCAGGGCGAAGCGTTTGATGTGGATT
+GCGTAGTAGAAAATCCCTAGCAGTCTACCGCTGTACTCTGCCAGGGGCCCTCCAATTACTTCAGTTTCAG
+CCTCGGCAACGTCGAAAGGTACGAAGCCACTCTCGACGTACATTGAATAAGCCAGAATTGCGTAAGCTAC
+AATCAACGAAGGCGTTAAGTGCAGGTTAGAGATGATTTCACCTATGTCCAGGCTTCCAGCATTGTAAGCC
+AGGATTCCATAGACGATAGCTAAGAGGGGTTCTACGGTTAATATTAGCATCATCTCCCTCGCCGACCCTA
+AGTGCGAGAAAGCGTTCTGAACGCTGAAGCCCGCTAGCATCAAGAAAACGCTAACCATGAGAATTGCGTA
+GAAGAAGACTATGAGGTTGTAACCCAGCTTAAGGGGAATCACGCCACCGTAAGGTAACAGTAAGGCCGCA
+ACTATTGCCGATGCAAATGCCAAGTATGGGTAAAGCTTGAAGAGCCAATTCCTAGTTGGGATCACCGATG
+GAATGGATAACAGCTTCACCAAGTCGTACCAGGTTTGCATTAAAGGTGGCCCCCTTCTGTGCTGTATCCT
+GGCCTTAACCTTCCTCGCAATCCCGTCGAGGTACGGTGGAAGGAATAGGACTATTCCAAGGGCCAAGATC
+GTGAAGGCTATCATATCCCCCACCCCGCGAAGATTAGTAAGATGAGCAACAGAACGAGGGAGATCGTCAT
+TAGGGTGTCGAAGCTTGGGCACTTCAGAACGTTCCGCGCTACCATGAGGAACCTTATGAAGGGAAGGAAG
+AGCTCCTCGTCGATGTACATAACCTTGTGCTTTCTGAGGTCGCTAACTCCCCTTACCTTAGTGTACGGGG
+TGTCCACGATCTTAACGAAGTACTTAGCTATCCAAACGTAGAACCTCACGATCGCGTTGACTAAGGATGC
+CCCAACTGAATAAGCCCAATCACCGAAAGCGTAGAAATTTCCTACCTTCTCCTCGTACTTTAGGTAGTAG
+TGGTGGGCCCTAACCCTGTACTCGTCCCTCTCAATGAAGGATGCCCCACAATCCCAGGGTTCCGCTTCTT
+CACCCCTCGGCTCAAGTCCAATGTACGTTCCGAAAGCTAGGGTTACAATTAGCAGCCCGAAGATTAATGG
+GGAGAACGCGGTTGAATCAAAGTTTAAGTAGAGCGAGGTAGATATAGGCGCCCCTATGGGTTCGTTTATT
+AGGGGCACAACTAAAGCTGGGAAGATCCCTATTATTAGGCAAAGCGAGGAAAGTATTAACTGAGGAACGA
+CCATTGAGAGGGGAACCTCACTTACATCCCTGTACCTCTCGCTCTCACCGCCGAATTGTGATGTGTAGAA
+TTTGATGAACGACGCTAGTGTTACCGCGCTTATGAATACAGCTAGAACCGCCCCAAAGGATAAAACCATG
+TCTCCAGAGTTGTAACCTGCAGTGTAGATTAGCCACTTTGAAAGGAATCCATTGAAGGGAGGAACCCCAG
+AGATCGCCAGGGAAGCTAAGAGGGTTGCCAAGCCCGTCCACTTCATCCTCTCAGCAAGCCCTCCCAAGTT
+GTCGAGGTTCGTCTCTCCTGTTGCGTATTCGACGGAACCTGCAGAGAGGAAGAGAGATCCCTTGAAGAGG
+GAGTGATTTAGAGCATGGAAGATCCCCGCGAACATTCCCAAAGCTCCCAGGGGAGAATCCAGGGAAAGTC
+CTATCCCAATGCCAAGCCATATGTAACCCATCTGACCGATGCTGTGGTAAGCCAGAAGCTTCTTAGCATC
+GCTCTCCCTGAGGGCGTACAAGGTTCCGACCGTTAAAGTCACCGCTCCCAGCAGGGCAACTAGATAACCT
+ATCGACTTGGGAGTTGGTAGGGCTGTGTACATTATCCTAATTAAGCCAAAAACGGCAATCTTTTCCATAG
+CCCCAGCTAATAGCGAGGATATATTGCTTGGAGCTACTTTATATGTACTTGGAACCCAGAAGTGGAATGG
+CACTATTCCAGATTTAGCCATAAACGCTATCAGAAAACTTGCGTAGAGTAGGAGCGTTGCCGAAGAAGGT
+AGTGATTTTAAGTTAGGGTACGTCATTGCATCCAGGGAGCCCAGGAAGGAGTAGCTAACCCCTAGGGAAA
+TGAAGAGGGGAAACGTCGTTAGGATATGCATGGCTATGTAGTACTTAATTCCAGGATCGAAATCTTTCTC
+ATCCCAGGTTATCAAGATGAAAGAGCTAAGGGTCATGAGCTCCCAGAAGAACACGAACCAAACTAAATTC
+GAGGTTATCAAGATCAGGAACATCGATAGCAGGAAAGCGTTGTACGCTACAGCGTAGACCCATTCTTTTC
+CTGGGTGGCGTTCCATGTAGGGTATAGAGTACAGCGAAGCTGAGAATCCCAGGATACCTAGAATGAGCAT
+GAATATTAGGGAGAACCCATCTATGTAAACCGGCAACCCCAGGAGTTTCCCTTCAACTGGTTTGAGGTTA
+AATACGAGGGCCACAATTGAGAGGGAAGCCAACGCTGCGAACGCGCTTGAAACCTTAAATGCTTTCTTTG
+AAAGGCCACCCAGCATACCCAAGATGAAGAGTACTAAGGGTAGAGCTAGCTCCATCCCCTTCACCTCACG
+AACCCTATGCCCGTTACGAAGCGGTAACTAATCAACGGAGCAACCACGCTCAAGATTATAAGGGCCAAGA
+GGACTGCCTTCATTAGTGGAGTTATTTCCTCCCTCTTCTCCGTTGGTTCTCCAAAGAGCATCGTCTTGAG
+CCAAAGCACTGAGACTATGAAGAAGACCGTAGCGTCTATCAGAACTAGCAACACCGGAATCCACGCTATG
+AATCCCTGGGATGCAAGCTTGGAGCTCATGACTATGTAGGCTTTGCTAAAGAATATCCCAAACGGGGGAG
+CTCCAGCCAAGCCGAGTAAAGCCAAGAACCATCCAACCGCAACAACTGGCATGCTCCACCTTATTCCCCT
+AATCTTCTCCATATCCAATGTACCAAAGGAATACGCAAAGGTTCCTGCGGAGAGGAATGCCAATCCCTTA
+ACGAAAGCGTGATTGAAAAGCTGGAACATGGAAGCTTGAATACCCTCAGCGTTTCCAAGAAGGGCGTAGA
+GCAAACCCACGTACATGATTCCAGCCTCTGATATTGTAGAGTAAGCTAAGAGTCTCTTAGCGTCCCTCTG
+GAGTGGATAGTAGATTATCGCCAAGACTTGGGTTATCGCAAGTAGCGTTAGCATCACGTAAAACGCTTCC
+TGGGGTATGGGAGACATGAACTGAATTATCCTAGCTAAGAGGTAGACCCCCATCTCTATCATCGCCGCTC
+CGTGGAGGAACGCTGAAGCAGGGGTTGGGGCTTCCATGGCATCTGGGAGCCAGGAGTAGAATGGAAATTG
+GGCGCTCTTTGTGAAAGCGGCTATCATGACGCCTAAGAAGAGTACCAGCTTTAGGTGGGCATCCAAACCT
+TGAAGGGAATATAAGCTAAGGTCGTGAAGCTTCGTAATGGAAATCGAGAGGGCCGTGTATAAACCAACAA
+CGGCACCGAAGTTTGGAATTATGAAAGCCTTGTAAGCTGCTCTTACAGCACTCTCGGTTCCGTAATAACT
+CACGACTCCCCAACAGGCTAGACTCATGAGCTCAAAGAATACCAGGAGCTGGAGAAGGGTTGAGGAGTAT
+ATAAAACCGAGGGTGGAACCCAGGAATATGAGCATCCAGGCGTAAAACCTCCCCTTGTCCTTATGAACTG
+GGTGTGTAGAATTCCTTGGGGACATGTAGTCAATGCTGTACAGGAGGAACAGGAAACCAGCTAGAGCGAC
+AACGAAGCCTATTAAAACGCTCATCGGGTCAACTATAATCCCGTAGACCTCTCCGAGGGTTGGGGTTCTA
+AGGTAGGTAACGTGGTAACTCCCTTCGCTAAGGAACTCCAACATTCCAAAGGAAACGAGGAGGAGGGATG
+ATAGCGAGGTTAGAACCATTAACCAATCTGCAACCTTCCCATCCAGCTTGAACATCACGATACCCACGAT
+TATCGGGATCAAAGATGAAAGAAGGAAAAGCTCTGGAGTCATGGGTTTCACCTCTGTGGAGAATCAGAGG
+AGGTAAGCTAGCTTACCTACACTCTTATCCCTGGCTTCCTTTAGGTTCAGCACTACCCTACCTTCCCTCT
+TCCAGAGTATCTCGTTTATGTCCCCGTACTTCAACGCATCGGTGGGACAGGCTGAGACACATGCTGGAAG
+CTTGCCTTGAGCTCTTCTATCGGCGCAGAGGTCGCACTTGTCCATTATCTTATTGGCCTCATCGAGCTTT
+GGAACTCCGAAGGGACAGGCAACTGCACACATTAAACAGCCAATGCACTTTAGGGGGTCGAAGGCCACAG
+CGTTATCACAATCTCTGTATAGGGCTCCGGTTGGACACACCTCTAGGCAAGGTGCTCTCTCGCAGTGACG
+ACAGTTGAAGGGGATGCTCGTTAAATCGGGGAACTCGAAAACCCTTATCCTGGCTTCACCGTGCTCCATC
+TCGCAGGCTACCTCACAAGCTTTACAAGCGATGCACCTCCTATAGTCGAGGAATATCTTCTTGCTCATTC
+AACTCCCCCCTCAACCTTCAACCTTAGAAATCCTACATGCAGCTGTTTTCAGCTCGGGCATCTTAGAGAA
+CTCGTCAATTGCATCGTCCTTCGTTAGGTAGTTGAAGCCCCAGTGCCACGGCATCGCAACTACGCCTTCC
+CTTATGTTCTCCGTGACCTCGGCCCTAGCTACGAGAGAACCTCTCCTCGTCTCGACCCTAACCAGGTCCC
+CGCTCCTTATTCCAAGTCTCTTGGCATCTCTTTCGTTTATCATCACATAAGGCCCAGGCCACCTCTTCTT
+CAGGCTCTTAGTCCTGTTGCTCATCGTTCCCGTGTGGAATTGGCCAACCAACCTGAAGTTCGTGAGCCAG
+AAGGGATACTCCTCATCTGGAACTTCTCCTGGAGGCTTCCACTCAACTGGAATTAGCTCGGCCTTTCCGC
+TCTTGGTTGGGAATCCCTTGAGGAACAACCTCGGGGTCTCGGTGTTCTCGTCGGGACATGGATACATGCA
+ACCCTCAAGGTTCTTTGCAAGCCTCTCCGGTGTCGCTCCCTTAAGAGCCGGAATGACGTTGTTTATTTCC
+CTGAGAACATCGTCAACGCTCGAGTAGTTGAAGTACTCACCAAGTCCAATGGATTTTGCCAACATAACAA
+TTATCTCCCAATCAGGCTTAGCCTCCCCTGGGGGCTTAACCGCCTGGAAGCTCCTCATAACCCTCCTGTT
+CTGAGTTATAACGGTTCCAGTCTTTTCGTACCATGCGGCTGCAGGGAGAACTATGTCAGCGTACTTCGTC
+GTTTCCGTTGGGAATATATCGGCAACTACCACGAAAGCCCTCTTTAGTGCCTCCTCTATCTTAGATGAAT
+TGGCTAGGGATCTGGCCGGGTTCTGGCCCATTATGTAAATACCCTTGATCTTCCCCTCAAGCATGGCATC
+GAATATTGCCTGGTAATGCAAACCGGGCTTAGATGGAACCTCGAATCCCCAAAGCTCGCTGAACTTTTTA
+GCGGTCTCCTCGTTGAGGGGAACAGGTCCTGGGAGTTGAGCACAGTTCACCCCGGGAACAGCTGCACATA
+GACCACAGTGGGCCCCAGGGATTACCCCAGAGAACACGCCTTCCTTCCCTATGTTCCCAGTGATCGCTAT
+TAAATTGCTAATGGCCATTGCTGTTATCGAACCATTGGCATGCTGGTTTATTCCCTCGTTAAGAACTACA
+GTTGCGTTTCCACCAGTTGCAAAGAGAACCGCAGCTTCGTGAATTAAGCTCGCCGGAACTCCGCTAATCT
+TCTCCGCCCACTCCGGGGTGTACTTCTCAACGGCCCTAGCCAGGGCATCGAAGTTGTTAACCCTCTCCGC
+AACGAAATCCTTGTCGTAGAGCTCTTCCTTGATTATGACGTGGAGCATTGCTAAAGCTATTGCCAAATCT
+GTTCCTGGGTAGGGTTGTAGGTGAATGTGAGCGTACTTTGCGGTTTCTGTCTTTACTGGATCCACAACGA
+TTAGCTTAGCACCGTTGTCAAGGATTGCCTTCTCAAAGTACTGACCAAAGAGAACCGGATTGGTGGCTGC
+AGGGTTGTACCCCCAGATCAGGATTACCTTAGACTTTACTATGTCATCGAAAGGATTCGTCTGGGCTGGA
+CCTCCGAAGATCTTACTTCTAGCAACGAAGTTAGATGATTGACAGAGCCTACCTGCGAATTCAACGTTGT
+TAGTTCCCAAGGCTCTAGCGAGCTTTTGGAGGAGGTAGTTATCTTCAAGGGAACAGCGCTCGCTACCCAG
+GAACGCTAAGGCCTCTGGGCCGTGACTTTCCAATATCTCCTTGAATTTCTTTGCGATTATCTCTATGGCC
+TCTTCCCAACTTATCTCCTCGAACTTTCCCTCTCCTTTCTCGCCAACTCGCTTGAGGGGCTTCTTTAGCC
+TATCGGGATGAACGTAGTGCTGATAAGATGAGACACCCTTGGGGCATAATTTTCCCTTGTTGGGAGTTTT
+TGGGTTATAATCGAACTCTATCTTCCTAGGATAACCGTCAACGCTTACTATGTACAACCTACACCCGACG
+GAGCACCAGGGGCATACAACGGGAATTAACTTCTCTGCCATCCTGGGTCACCCATTGGAGTTATGACTGA
+CCAGTCATACACCTAAGAATGAGAACTTGAAACTTAAATACTTTGTGCAATATTTAACCTAAGGTGATAA
+TCAAAATAGGGAAATGATGTTATTTGATGACCATTTGGTCATAACGCTTTGAATTATTTTACCTTAACTT
+TCTCAATCCTTAAGATATGAGGCGTAATTTCACCAATACGGGAAAACAATATCCAGAAAATTGAGGATTT
+GCATTCCTCCAAACATTAAAATGAGGAGTTCCAAAACATTAAGTTACCCAAAATATTAATAAGCATCCAA
+AGCACAATTTAATTAAATTTGGTGAGCAAAATGGTAAACCTCTCAATGTTCTCAACCCAATCTTCAACTA
+TTCTTGGAAACGATAGAAGATTAATGGTCATCGAATACTTGAAGAGTCATAGCGGAGAGGCCGAGATAAG
+CGAGCTCGTGGATTACATATGCAAAAGCGAGGGAAACGAAAGAAGAAGGCACAGAAAAAGCGTTTATGTT
+AGCTTAGTTCAAACACATCTCCCAAGGCTTCAAAGGGAAGGCATCGTAAATGTGAAGAGGAGTAGGGTGT
+ACCTGCTCGATGTTCCCTCCGAGGTTCATGCTTTCATAACGATAAAGAACGCGAAGAGGAATATGTGGCC
+GATAGTCTACCTGATTTTCTCGGCCGTTGCATTGTCTACATCGCTGTTAATAGCGAGCTCCGAGGGAGTG
+ATATTCTCTTTGTTCCTACTCGCATTGGCTGTACTCCATTGGGTGCTAACTAGCTAATTCTCCTTCAGAA
+TTATAGTTTTACGTTCCCTAACTTTTATTTTAGAAAAACTGAGCTCCAACTCTATCCCTCTAATATGGTA
+ATCAGGGGTTACCATCATGGAAAGCTGAAACTACCTATATACAACTTCAACTCTACTCTTGGTTGAGCCC
+TCACATGGGGGGCTCAGTTGACCAGGAGATGGAAAAAGTGAATAGATATCTACTTGCCATATTTGGCCTT
+GTGGCCACATTTGGTCTCGTACTTGGAGTCGGGGCCAATTTTAGGGACTACAACGCAAGCAGGAGCGTCC
+ACTGGGACATAGTTGCCGACGACTCGGAGCTAATTGACTTGACTCCGATTCAGAACTACTCGTACATAGA
+TGAAAACGGAAAGCTCGTGATAGACTTTTCACCCGGTAACCCCAACTATCCAGGCTATGGAAACGGGGTA
+AGTCCAAGTAGTGAGTACAACTTCGACGAGGTATTCGGAGTTAGTAACCACCTATGGGAGAACCTTCCTA
+TAGTGGTTGAGATAAACTCCACAAACTCACACATAGAGCTTTACGGGGCAGATGGAAACGTGTACTCAGC
+CTATGACGGAAACTTGGCTAGTGCAAGCGACTCAGCAAGGGACTGGGTTTGCTTTGTAGTTCAGCCCGAA
+GACATGGTTAAGGTAGGAATGGACCTTTCAGCAAACGGCGACTCACCTGGAGACACCTGGACTGGAAGTT
+TGAAGATCAGGGCCTACAGGCTTGGCACCGAGCCTGCTTACCTAGTGGGCAAGTGCGGGCAGGGGCCTAT
+TTGAAGGAGGTATGAGAAATGAATAAGTTGTTTGGAATTGCCCTGTTCCTTGCAGGGCTTATGTTGGCGG
+TTGGCGCTGGAGCCAACTTTAGGTACTTCGAGGCAGATAGGGACATGACAGTCGCGATAGTAAGCGACGA
+TAGTGAGTTAATAGACTTAACCCCAGTACAGCCTTACGTATACCTAAACAACGGAAAATTGACAGTTGAG
+ATATCGTCCGGACACCCTGAGTATCCAGGATACGGCGATGGACTTAGCACAGACAGCCTGTACGTCTTTG
+AAGAGATGTTTAACGTAAGCAACGAGCTTTGGGAGAACGCCGGCCAGGACTACCCGATATGTGTCACCAT
+AAAGGCACAATTACCAGTAAAAGTATTCGCCGGAACTTACGACAGCCCGATAGCGGGACCCGACGATACT
+ATCAGCTTTACAGTGTACCACGGCCAGCCCGTTCCAGTTGGAATGATCTTTGACAACACCGGACTAGACC
+TAGGAGGGCACCAGATACAGCTAGACATAAGCGCTGTTGCCGGTGAGTGCGAGTGAAGGGGCTTCGGCTC
+CTTTTCAGCTTTTAGGTGACGAAAGATGCGGGCCTCCGATTTGATTATCGACCTGGTAATCCTGGGCATA
+ATATTACCCTCGGTTATCGGGTTCATGATGGGGAGGCCCGTGTTCGTTTCCTATGCCTACTCAGATAGCA
+TGACGCCAACGATAAACAGATGGGACGTTTTCTTCATAAATCCGCTATCAAAAGGAGACGTTGGAGATAT
+AATCGTCTTTAACCTCTCGGGCAAGTGGACTGTTCATAGGGTATATGCCATAACCGAAAGCGGATACATA
+ACTAAAGGAGACAACAACGTTGCAACGGACCAACAAGACAATAAGAATCCACCAATCCCGAGGAATCAGG
+TGATAGGGAAAGTCATAACGCTTGGGGGTAGACCCATAAAGATACCTAAGCTTGGAAAGTACCTACAATC
+TAAGGATTCCCACTACTTGGCGATAGGATTAGTGGCCTTGGGTGGAGTAATGCTAGGCAGTAATGAGAAG
+AGAAGAAGGAAAAGAAGAGGAAAAGTCATTGATACTGGAACCATATACATAGCGCTTTCAGCTTTATTAG
+CGTTCGGAGTAGTGTTCACGGGTTCAATAGCGTGGGGTGAGATAAGCATTCCATATACATCAACATTGGC
+CGGAGGGCAAAGGGAAGGATGGTACCTGCCGGGAAGCGTCGTTGAGAGAAACGTAACCGTTGAAAATTAC
+GCTAAGTTTCCTATGGTAATGGTCGTTGAAGGGGAAGACATTAGAAGGGTATTCAAGCTGGAAGGTGGAG
+AGGAAAGAAAGATAGAGATAACCATAGACGTTCCAGAAGAGACGAGGGTTTACAATAAGGTCATTAAGGT
+TTATCCGTATTATCCGATACTTCCACTGAAGCTCATAGACTGGGCCAACTCAAAAAGCCCATACCTACCC
+CTGCTCATGGAGGGACTAATGGTATTCCTGGGACTGTTAGCTTTGAAGCCATTACTTGGGGAACCTGAAT
+ATATAAACCTTGGGAGATTTTGGAGTTGAGAAAAATAATTGGAATATTGCTAATTGCAATGGCCCTTCTA
+ACGCTAGAGGTCGGTAGCGTCTCGAACTTTAGGGAGGCCAGCATGGAGAGGGAGGTTATAGTTGGTTATG
+GGGACCCTTTCATAGACGTTAGCTGCGAGACCCATGTAATTTGTTGCCATCAGATTGGAGTTATAACGGT
+GAAGAACAACCTGGATGAACCCATAGAGGTCTATCTCCTAAGGAAACGTTGCCACTGCACTCAAAGAACT
+TACATTGGAACTATAGAGCCTGGACATTCAGAAAACATCTACGTTCTCCCAGGAAATTACACTATACAGG
+CAGAGTGGAACAGTGGAGGGGCCAAAATAAACGTGACTTGCCCATGCATTAGGAGGGAGCATCATGATTA
+AAGACAATAGATTATCGTACGCGTTCCTGGGACTCTTCGCGCTATTCCTACTACTCTCGCTAGCCTCCTA
+CTCGAGGCCAACCAGCTTCAGCAGACAGGTGATTGAGGGTAGCATCGTCGAGGAAGGAATGCTAAAGCAT
+GAAGGACACTTAATGAATTCAACAATCTATGGGGAATTCGCGTCCTTAGGTTATTACCCAACGAAGATCA
+CCGATTACATCGTTGGGGACTACAGGTACAGGGTTACCCCTAAAGAAGATGGAAACTACACGCTGAAAGG
+CTTGGTCTCTTACTACGTCACTAAGGGGAAGGGAAAGGTGTACCTCATAAACGAGACGATGTTCAGCTAT
+AAAGGAAAGTTAACCAACGGAATGTTCGAGGAGAAGTTCACGGTGAACCTAAGCAAGATAAACAAGAGAA
+GGAGCGAGATAAGCGAAGCTTTGAACTTGCCGAGGTTAAGTTACGAGATTAAGGTTGTTGCAGATATTGA
+TAGGGAAAACGGAACTTTCAGTCAAGAGATGCCCGTAATCAACGATGCCGCAAGCGGTTTAACGTACATA
+GACAACACGAACATAAAGAAGAGGAATGCCCTTACAAAGACCGTTAAAGAAGAGTTGAAGTTCCTTGGCA
+TGAGGGTTTCAACCGCTAGAATAGTGTTCCCGATACTCGCGTTCATCTCGGGGGTTGTAGCTTTACTAGC
+TTGGGAGCCCAGGAAGAGGAAGTGGGCCATAGAAGCTAGACCCACGGGAATAGGAGAGAGGGTAATAGTC
+AACGACATGAAGAGCTTAAAGAAGATAGCGGGAATAGTTGGGAGTCCAATAATTCACTACGAAACTGACG
+GAATAAGTGTATACGGAGTTATAGATGGACACGTGCTCTACGAGTACTGGGAGATCAGGAGCGAGCCTTG
+ATCCAGGCTAATAGGATTATCACTCCCGCTCCTAAGATAACCCCAAAGAGGAACACGAGCAAGTTGGACT
+TCCCGCTCTTTACCTCTATAGTTTTTGTAACAGTTGTTGTCGAGTGCTTTGTCAAGGTTTTCACTTGAGT
+TTCAGTCTTTACCTCGGTCTTAGTTTCTGTGACCGTTAATGTTCTAGCGGTTCCATTAGTTAGGGTTATC
+GTTTTGGTCTCGGTCTTAGTTTTAGTCACCGTAACCGCTTGAGATGAGCCTACGGCCTCGAAGGATATCT
+TCGACGAGTACAACTTCACACCATAGGCTTCTAAGTACAAGGGTATCGTGTAGTTCCCCGGGCTCACGAC
+AACTAGTTTAATGCTCTTGACGCTGGCCGGTACGGTTACCACTCCAGAGTGGAGTGAGCCCTCGGAAAGT
+AAGCCCACCCCACTTGGCAAGGCCATCGTGATGTTACCTATTGGAGGATCAACGACGAAGTTTACCTCGA
+AGGGCTCCCCTATTCTAGTAACGTTGAGGTAACTAACACCTACGGTTACGTTGATCGCTTTAACGTTCAC
+AATCGGGGAATTTGATGTAAAGCTAATCAGTGAGAGACCTCCACAAGCCAAGGGATAAGGAACTGGCCCT
+TCAACGACGAGCCTGCCTACGGTTAAATTACCCGGCTTGAGTGGAACTAACGTGAACTTAAGCACTTCAC
+TTTTTCCTGGAGCCAGGGACTTTATGTAAACTTCATCCCTTAAGACCTTGAAGCCATTCCCGGGCTCGAA
+TTTTGCGATCATACCTAAGACCTCGCTGGTTCCCTCGTTCTTAACGCTCACATTCACTGTAAAGGGCGTT
+AGCATCGTAACTTCTCTAGGGGCGCTAACAGTTACGTTCAGGTAAGCTAGGTATTGGGGCTTCTTTCTCT
+CGGTGTAGAAGGCTATGAAGTGGGCCTTCTTCCCATTATTATCTTGGGAAGTTTCTAAGAGACCTAACCT
+TAAACCATCGTATTCAAGGGCTCCTATGACGTCTTGACTTGCCCTTAAAACTCCCGAATGTAGCTCATTC
+CCGCAGTTGTTCTCTATACCTATATAAGCCGCTCCATCGGCTATGCCTTTAACCTTCACGACCAAATCTC
+CAACCCTAAAGGCCTTGCCCTCGTAGACCCAGAAATCCTTGGAAGGATCGTAGCTTATTGAAATGTCTAA
+GGCCCTAAGGTAAACCTCGAGTGAAATTATGGGATCACAAAGGTTCCCTTGCATCTCGCACCTGAAGCCG
+TTGTACTTAACTATGAAGGGCCCAACGTAGCCGTAGTCTCCTTCATCTATGTAATAATCCTTGCCCTCGA
+ACTCTATGTTTAGTATGCTCTTTGATTTGTTGTTGACTATGGTCATGTTCAAACCAGCTAGGGTTAGCTT
+GTAATCGCCATAGGTTACGTTGCTCAAGAGCTTAAGTTCCCCGCTGAAGACCTTCGGTCTAGGTGTTATA
+GAAAAGCTGTAACCATTCAGCTGGAAGGGCTTCGTATAGCTCTTCCCGCCGGTTCCGTTGGAAACCACGA
+CCTCGTAAGAATCAACCTTAACGTCCTTTACTAGAACCTTGTAACCTCCAACAACTATGCTCTGGTTCAC
+GAGCAAAGGGGGCAAGGTAACGTTCAAGTAGAACATCGGCTTCTTGCCCAAGAACATCTTAACAAGCTTC
+ACCTTAACATTCCCAACATCTTTTTCATCGCCAGGCCTCAGTGAGATGTAGCTGGTTCTGCTAGGGGTGG
+ATACCATTAGCAAGGCTTCACCATCGAAGTTTCCGTCTTTTGGGATTATCGCGTAGTCACCGTAACTTAT
+CTCCTCCCCTATCCCGAGCCAGCCAGTATAAGTTGAGGCCGAGACCAGTGGAAGGATGAGGATCATTACC
+AGGAGCGCGATGCCCTTCCTCATCTCCTACACCCCCAGGAGGTGAAGTATCATCCCACCCTCACCGACGC
+TCATGAACCTCGCCATGAGGGTCTGGCCTATGTACATTCCGAAGGCGAAGACCCATAGCAAGATCACGAA
+GTAGTAAAGTGAGCCAAGCAGGTTCCCTCCGTCAGCTACTTTTATCGCTAACGCGGAAAGTAGTGAGTGG
+ACTATCATTATTAGCAGTAACGAGAGGTCAAGTAGTTTCATTCCGCTCGGCGGGATTATGTGGATTATCT
+CACCTATGTACTCCGTTGGAACTTGGAACTTGCTAAAGATATCGTTAATAGCTACAGCGACTTGGAACGA
+TGCTGCTAGAGAGAAGGCGAAAGCTCCAGTTAGACCTAGGATTATTCCTATGAAGTTCGAAACGCTCTGT
+ACTCTCTTCCTCCTAAGCCTTACAAGCCTCTCAAAGTTCCTGCTTATCACCTTACCCACGTAATCGGGCT
+CGGCACCTAACCTTAGGCTCTCCCTGAATATCTCAGAGAAAATCCCTATCAACCAACTCCCCGTCTCGGC
+TATGAAGAAGTCCCAAGCTCTCACGGTGTCGACCCTAACAGCCAATCTCCTGTAGAGTGACCTTATGTCC
+TCTGTTAAGGTTCCGAAGTCGTGGGCACTCAGGTACTTCAACACGAGTAAGAGGGAGGCACCACTTGATG
+CCAAGGAAGATGCTAGGCTCCTTATGAAGGCCGGAAAGTTCTCATCCTTCCTGAAGATCATTGCTTCCTC
+TTTCCTCACAACGTTCCCGGCGTAGGCCAAAGGGGTTAAGGATAGAGCTATTACGAATGGCGTTGGAAGC
+TTAAACCTGGGCCTTATCAAGATGAAGTAGAGGAGGAAAACTATGGGGACCAGCATTGAAGATATTATCA
+AGGCCCTCTTTATCTTCCTGTGCCTAGGAGTTTCAACCCTCTTCTCGGCCCAGATAGGATCTTCTGGCAT
+CCTGTACTTTATAACCATTAGGGATCCTATCTCGGCCACCAAAATTAGGAAAGCCAAGTAAAGTGCAAGC
+CTACCTATGTTTTGGCCAGTTATTATGGGCCCTATGATCATGAAGGCTCCGGCAAAGACTATCGATATGA
+TTATAGACTCGTAAATCTCCTTGAATATGTCGAGATCGTAGAGGGCTCCCTCGTAGAAGGTCTGGTAATC
+GTCCATCACCGTTTGCTGCTCCTGGAAGAGGTAATCCTTCAACTCGACACCACTATCTAAAGAGTAAGCG
+AGCCTATCCAGGAAATCAGCAAAAACCCTGCTTGGAGTTCTCTTAGCTAGAAACCTAAAAGCCTCTGGCA
+GAGACCTGTGAAGCTTGTCAACTATCATGTAAACCTTCTTCATCTCCCCAGCTATGGCTCCAAGCTTAGG
+GTCACTTGCTAAAACCTTTAGGATGTCGGTTCTACCTATCTCACTCGTAGAGAGAACGGCGAAGTACGTT
+ATGAAGTACGGCAACTTGGAGTTTATCGAAATTCTCTTTGAATCCGCGGCCAAGTAAGGGTAAGCGGCAA
+CATATATCGCAATTATAATCGGAATCAGGTACATGAAGAAGACCAAGCCCCTGGGAAGGGGAATCATCCT
+AGTGAATACGCTGACAACTATGAAAAGAACAAAGGAACCCAAGAGGCCAGGGAGTAGTATTCTCCTCAGG
+TAGGTCCTCGGATCCAGATCTGCCTTCACGAAGATGCTGATCTTCTCCTGAGGCACCTTGATCACCCCTT
+AGATTCTAAAGCTCAAACCTTCGAGACCCCTCTGGTAGAACGCCTTGATCTCCCTGTAGACGTCCCAGTA
+GTTGAATATCTTAAGCTCGACCATCCTCTGGAGTATTCTGGCCCTTAGGAAGAGCTCATCGTATATCGCC
+TTAGGATCCTCAAAACCGGCAATCTCGGCTATCTTATTCTCGAGGATGTAAGAGTTGTTCATACCCCTGA
+AGATGTGCTTGTCGCTAACTGGATCCCACTCGAAGACATTCCTAGTTGCAACTCCACCGAGCTCCTCGTA
+GTAACCCTCTATCTCGACGACGTTGATTACCCTTCTAAGGAACTTACCCTTAACGTAAACGGCCTGCTGG
+AAGAGGGCTATATTCAAGTTATCTATGAACGTTATCGGAACGTTTATTGGAGAGCCCGTGAAACGCTGGA
+TCATCTTCTTAATGTCACCGGCGTGGAAGGTTGCCATTACAGGGTGACCCGTCTGCATAGCCTGGAACGC
+TATGTTACCCTCAGCTCCTCTAATCTCACCGACTATGATGTAGTTAGGTCTAGATCTTAACGCCGCCTTA
+AGTAGGTCGAACAGTGTAACACGGCTCTCCTCTGGACCTCTCTCCCTCGTAACGAGTCTCTGCCATGTCG
+GGTGTGGAACCTGAACTTCCGGAGTATCTTCAGCGGTAAAGACCTTTGAGCCTGGCTTAATGAACGGGAT
+TATAGCGTTCAAGGTCGTGGTCTTACCAGAGGCAGTCTCACCGCAGACGAATATGCTCATTCCGTACTCT
+ATCGCCAACCAGAGGTAAGCTGCTATCTCGGCGCTCATGGTTCCCCAGGCTATCAGCTGGGTTATGCTTA
+GTGGCGTTGCAGCGAACTTTCTTATCGTAGCGCTTGGACCCTTGAGCGATACATCCGGAGAGTAGATTAT
+GTTTATACGGGAACCATCTGGAAGAGTTCCATCCACTATCGGGTTTCTATCGCTCACGGGCCTCCCTATC
+CTCTCGGATAGGTTCTTCAGGTAATCGGCCAGCTCTATGTTATCTTTCCACTTGATGTTGGTCGGCAGGT
+GCTGGAATATTTTGTGAACTACAGATACGTAGTTGGCACCTATTATGTGGATGTCCTCGAGATATGGATC
+CCTCGCTATCGGCTCCAAGGGGCCGATTCCAATTATGTCTCGCTTTATCAAGTACCTAAACTTCTCCATC
+TCATCCTTGGTTATCGTTAATCCCTTCCTCCCCTTAACAAGGGATAAAACGGCCTCCTCGAAGAGATTGT
+CTAGGAATCTCTCGAATTCTTCCTGCTCCTCTGGGATCTCCCTGGTCGGGGCTAGCTCAAGGATTCTATC
+CTTTATGAGCTGGTACTTCTCCTCCTCTTCCCTCGTCTCTATCCTGGGCTCTATGACTATGTACTGCGTC
+TCCGTTTGAGGATCACCGTAGATGTGGATGAATATTGGATCACCGACTGGGTAGATTATGTTCGGGTAAG
+GTATGTCCCTCATATCCGTAGTAAGCTGAACGTGAAACTCGGGGGTCTTACCATACTTACGCCTAAACTC
+CTCAACGTACTTCCTAAGGTGAGGATTCCTGCGCATTGCCTCATCAAGTGTCCCTGAAACCGCTTCCGCC
+ATGTCACACCACCGCCGCTATTTCTACTACTAAACCAACCTTCGGCTCAACTCTAAACGGTATTATCTTC
+TGGAAAGCTCCCTTGGCATTGTTGTACTTCACTATTGTCGCGGAGTTCTTCAAGTCACCACCGAAGACCC
+TAACGTTGAGCCTAATTAACAGGGTCGAGGCCTCCTCAAGCAGGAACATGACATCTCGCGAGAGCTCCTC
+AGGGTTAGCGGTCAATATTATCACCTTGCCAAGGCTCGACAACTTCTTTATGTACATCAGGAAATTTCTC
+ACGGCCCTAACATCCTGCTCTCGCGAAAGGACGGATGAGAATGAATCTATTATAACAACATCCTGATCCC
+AAAGCCTTGGCTCTCCCAACAATCTGCTCAGGAACTTCCTCTCCTCACTAACACCACTAAGTAAAGGGTA
+AAGCGATACAAAGACTAGCTTCTTCCTTATCAGGAAAGGGATAACATCGTAGCTTATGGACATCATCTGC
+TTTATGTACTCGACCGTTGTGTACTGGCTTGAAACGTAGGAACTCGTGTAGCCATTCATGAGGAAACCGT
+ACAGGAGTCTCTGGGAAAGTATTGACTTTCCAGTCCCTCTGTCGCCCTCGATGAGCATTATAGTCCCAGC
+GGGAATGCCGCCGCCGAGACGTCTGTGCAGCTCGTCGCTCTTCAGTGTTATCTTCAGTAGCTCCTCGACC
+ATGCTAATCCCCCCTTCAGATCTTGAAGATTAGAACCCTCCTCTTTCCGTTCTTGAGGACAACTTGGAGC
+CTGTGGTAGCCAGCGCTTAGCGCGTTCCCTAGGGTCACTTTTATTACTCCGACCTCTCCGGGGTTCAGTG
+AGGTTATTGAATTCCCGTTTACATCCGTGAACGTGAGGTTGGCCGAAGGAATTATGTTGCCATCGATGAA
+TACCTGAACCGAATTAGGGTTGAAAGAAATAATGTCCTTTCCAACGTTCTTGATGTAAAATGTATAATTG
+TAAGGCCCCGTTCCACTAACGGGGATATTGTTGGGATCGTTGATTATCGCGAAGTCAACCCTCAAGCTAT
+CCGCGAGCATTTCGCCCCTGTCCTTCATACTATTAGCGAGATCTGTGGTAACGTATGCCAATGCCCCGGC
+GACGCTACCGGCTATGATCACTGCAACTATGAACATTATTAGTTCGCTTGCAGGCCCTCCAGCTGACATC
+AGCTCACCCCCAGTGGGCACTGGATTGAAACCGAGTCAACAACATATGCGGTTCCATTGTAATGATAGGC
+TATGATCGTGATGCAACCGTTATTGAAAGCCAGCGTCAAGTGATTTAAGCTACCACTAGTATCTCCCCCA
+GGAACGGTTATCGTATAGCTCGCCCCAGGAATTAGATAGGACACATCCACGGATGAGACGTAAATTCCAT
+TGTGGAGGACATCGATTTTACCCTCAAGGGTTTGACCTAAGTAAGTGAACGTGACATCAACATGAGTAGC
+GTTCACATATGAAACCGAGACATTACCAACATCGAAGTGAAGCTGGGAACTACGAAGGGAATACCAAAAC
+TCCTTAGCGGCCTGAACCTCAAGGTAACTGTTTTCCCAGGCCACATAGAGAGTCCCTAGACCCACTAAAA
+AAGAAATTAGGATTATCGCTGCACTCGCTGAGACGCTGAACCCCAATGGTTACCCCTCCAGGATTTAGAC
+CCCGTAGAACTCATCTAGGGTCTTCTCTAGCATCTTCACCTCCCTTTCTAGCTTGTCCAAGACGTCCCTC
+GTGATCCTGAGTCCCCTGAGCCTCTCGATGAAGAGTAAGCTTATTAGGTGATCCTGAACCGTGAGCTTTT
+CAGCTGGCTTCCACTCGGGATCCCTGTGGTGTGGCCTCGTTCCCCTGGCGAACCTAAGGAGCTGGTTCAA
+AACCTTTTCACTTATCCAGCCGATCTCGTAGTAGAACTCGAGAACCTTCTCGAGATTCTGTATACCGACC
+CTGTCGATGAGGAAGCCCAGCCACTTCAGCGCTATCATAACGGAGACAACATCTTCTGGAATTTCTTCGA
+GCCTTGCCTTCTTTGGTTCTTCCTCGAAGAGGATGCTCGCGATGTCCTCTGGTATCTTCATCTTTTCGGC
+CATTTCACCCACCTCCTTTTCCTCAACAACTTCGGGATGAGCTTCCTCAACAACCTCAACAGGTTTTTCC
+TCCTCGGTAACAACCTCCTCAACGGGCTTCTCCTCTAAAACCTCAACCTCCTCAGGAACAACTTCCTCAA
+CTTTGGGCTTTTCCTCTTCAACTTCAACAACTTCTTCAACGGGCTTCTCCTCAATGACCTCTTCAACAAC
+CTCCTCCTCGGGAACGACTTCTTCAGGCTTCTTGGCTTCCTCCTCCAAGGCCTCAACCTTCTCGGCCAAT
+TCGCTAACTTCTTCGGCGGTAACTTCCTCTCCCTTCTCTATCTTCTCCTCCAACTCCTCAACTCTCTTCT
+TGGCCTCCTCAAGCTTCTCGCCGGCTATCTTCTCTTCTAAAGCTTCCACCTTCTCGTGAATTTCTTCAAG
+CTTCTTCACTATCTCTGGCCTCTCCTCGGGCTTCTTCTCAAGCAGCTCCTCGATCTTGCTGACCTTCTCA
+GTAACTTCAACCGCCTTCTCGGCTATTTCCTCGGCCTTCTTCTCGTGAACCGCGAACTTCTTCTCCTCAA
+GGGCCTCAACGAGTCTTGAAAGTTGGGAGCTAAGTTCGCTCAACTTCTTTCCGAGCTCATCGACCCTCTT
+GCTTATCTGCTCGTACTTTGCAGCCTGGCTTCCATACGCGTCGAGGACCCTCTTTATTATCTCGTCGAGC
+TGTTTTGGCGTTAGGGAATCCTTCTTTGCCATTAGCTTCTCCTTGAGCTCGTTGATGACAACGCTGGGAA
+CCTTACCCTTGAGCTCTGCAAGCTTTGCGTTTATCTCTGCATCGGTGACATAGCCGACTTCCATGCCTCA
+CACCTCCGCGAGGACTTCATAGAGGATTGAATCTATGTCGACACCATATCCAGCGAGCACCTTTATATCG
+TTCTTTATCTGTGCCAGCTCCATCCTTATCTCCTCTATCTGCTTCCTGAGCTCTTGAACTTCACTGCTCA
+GTGAAGATTCTTGGCTTAGCTGTTCCTTGAAGGGGTTGATCTCCTGGGAGACTACTTCGTAGAGCATCAT
+TATGTCCTTGATCGTCTTGTCAAGTCTCTCTATCTCCTCCCTTATCTCCTGGATCTGCTTCTTTATGTTG
+TCGATGCTTATCTTGACCCTGGGAAGATCGTTCTCTATCTCATTGAGCCTCTCCATTATCTGCTCAATCT
+GCTCGTTCTGCTCCCTTTCCTCAACCCTACTCTCCAGCTCTTCAACCGTTACTTCCTCGAACGTTGTTCC
+CTCTCTCTTTTCCTCTTCCTTCTTTTTCTTAAATAGGGAAGATAAGAAGTCGAGGGCCATCGGCCCTCAC
+CTCACTGGAGCTCAATACCCTCACTGGAGTAAGTAGCTGGAGTTATTAAGTCGATAACAGTTCCTGCACC
+GTGTGGTGGCAGTATCTTACCGACCACCTTTGTGTTAGGCGGAATTCCCCCGTATTTGTTAAAAGCCAAT
+TTAGTGTTAATTAGCAGTACTGCTAAATCTCCCGAGTTCATTCCCGGTGATGCCTTGTTGGAAAGCATGC
+TTTTATCGCTATCAACCACAACTCCCACTCCAAACTTTGTTCCGTTAATATTTTCCCATATGGTTTCATT
+AAAGACATTAACTGCACCATTCGTCCAGTCTGCAACGGTATCCTCTCCACCAAAGGTAAATATGACCATC
+GTTGACTTTACTGTGAGTATTATCCTTGTCTGGTTGAGGTTTATGGGTTCACTTCCAGCGTTGGGAGCTA
+TGTATATGGCGAGTTTGGTAATATTGCTCTGAATGGTGGTATTGCCAGTAGTATTCTTAGGGGCATAGCC
+CCAGATTGAGATTATTCTGAGACCACTTGAAACATCCCTTGTAGTCTCTAGGCCTACAGACATTGCCCTT
+TGCTGGAGATATCCAGAAGTGCTAATGAGCACTCCCGCTGCTACTGCCGCTACTAAAACCATTGCGATGA
+AAACTATCAACGTGCCAATGCCGATCGCACCTCTCCTCATTGCTCTCACCTCACTGGAGTACCATCACCC
+GGTAGTTATATGTTGAGGGTGTTGTGAAGTCTATAACACCTGCAGCCCCAACTTCGGGAATTACCTTCCC
+AACTATCCTAGTACCAGGACCGATTCCTCTACGGTTATCCTCTGTTTCAAAAACTGTTGTCCTGAGGAGT
+AGTGCCACGGTATCTCCCCATTCTAAGTTTGGATAATCTTTGTCCATTTTGTTCCCACTGTCGTTAATGA
+CCGCTATTCCGAAGGTTGTATCGGTAATGTTGTTCCATATCGTAACGATAGAATCATTGAACAAGTCGCT
+TATCTGTTTGTCATAAAGCAATCCCTTGCTATAATTATAGACAACGAGTTTCTTGCCATCGCTGAGAACA
+ATTTTCACGTTACTGAGGGATATCCCCCCACTCCCTGCGTTAGGTGAGACGAATATTGCCATCTTGGTTA
+TTGTGCCATTACTAGGGACAGAGGAGTTTACGTAACCATAGATGTTGATGATCTTTATCCCACTGGAAAC
+CTCTTGGGTTGTCTGCATGCCTGTAGCCTGTGCCTTCTGTTGAAGATAACCAGCTGTTCCAATGATAACT
+CCCGCCGCTACTGCCGCTACTAGAACCATTGCAATGAAGACAATGAGCGTTCCTATGCCTATTGCACCCT
+TTCTGTGCATAGTATCACCCCTCAAAGAAATTAATGTTAAAATCGAAAGAGAGGTAAAAAGGCAAGGTTA
+AACGCTGTCAGCTACTGGGAACACTATCAAGATCTTTGGTTACAGTGAATGGAGTTGGTGAACCAACGTT
+AGGAACGATTTCTCCCCGAGCGACGGTCCAACCCTCACTCATATTGAATGTTATGAGAATTGTTGATCCT
+GGTTGTACAATGTCGCCGTTAATCTCTCCTACCAGAGGTTTTGCAGAGAAATTTGTGGTGTTAGCAGTAC
+TACCATATGTGAGTTGCTTTCCGTTTACGATTATAACTGTCCTGCTAATGTCGACGGGATAGCTCCCCGT
+TGGTAGGGTTACTAGAAGGTTTATCGTATTGGTGCCTGTTACATAGGCGTCCTTGAGAATAAAACCAGTC
+GAAACTTGCCTGGTCTGCTCCTTACCTACTGTTGAAGCCCTAGTCTGGAGGAAGCCGCTCGTGTTTATGA
+GAACTGCTGCAGCTACTGCAGCCACTAACACCATGGCAATAAACACTATTAGGGTACCAATACCAATCGC
+ACCTCTTCTTGCCATTTGCCATGCACCCCCTTGGAGGTTTTTCAATATTTTCTAAAAATGGCTGGATATA
+AAACCATTTTTTGTGTGTGGAAGTGCCTGTAAAAGTTGAACTACATATGTAGGTACATATGTAGGTTATC
+GACATCAAAAAAGAATAAAATCAGAGCTTCCTAACGAGGAGAACGGACTTCCCGTAGTCCTCGAAGCTGA
+CGTCGAAGCCCTCCTCGAGTATAATCCTCTTAACTTCCTCCTTGCCAGGGTAACCAACGAAAGAGCTGTT
+CAATCCTTCAAAGAACTCCATAGCCTCTATGTTCTTGAACTCGTCCCTGAAGGCGTCAACTATTACCAGC
+TTCCCGCCGGAGTCCAAAGCTTCGAGAACCTTCCTGAGCACTTCCCTCCTATCTTTGACGTACTCCAGGA
+GGAAGCTCATTATAGCTACATCGTACTTAGTCCTGGGCTTTATCAAGCTAACATCCATCTCCTTCAGCTC
+AACTGGCAAACCTTCCCTCTCCACCCTCTGCCTCGCTATCTCCAGCAGGCCGGGAGAGTAATCAACTCCT
+AAGTATTTCCCATCCTCGCTTATGAACTTCCCAAAGTAGCTCGGCGACACGGAGCCACAACCTAAGTCCA
+AGACGTAGCTCTCCCTGTTTATCTCGCCCAGGTTAACTATAACGTCCCTGTATATCTTGTTAAACGACGA
+GGATAGCCTGAGGTCCCAGAAGTCAGCATCCTTGTCGAAGTCCATTAAAACGTAGGGGTGGTCATAGGAT
+ATCAGTGCGAAGTCGATCATCTTATATATCTCCTCCCAAAGGGGAATCCAATCCGAGAGTAGAAGCATGT
+AATCTTCCTTGGGGAAGGTAAGCACGTAGGAGAAGCCGTTCAAGATTAAGCTGTTGGGAGTCTCCTCAAT
+TATCCCGAGGGCCTTTAAGTGCTCTATGAGCCTTTTGAGGAGGGGCTTGTTTGGAACTTGAATCTGGGAT
+AAGAGCTCAGCGTAACTTGGTCTAGATGCCACGGCTTTGAATATGCCATATTTTATACCGAGTTGGGCAA
+GGTTCAGCACGCTTAGGCTTATCATGTGGTTAATGTTAGTGTCTATGGTCCTTATTAGCTCATTTACTCC
+CATCCTCAACACCTCACATGAATTTTCTGTAGTAGGCTTGGTAATCCCTAAGCATCTCAACTACCTTTTT
+CCCATACTCGGTCAGCCTGTAGTATTTGAACCCGTTGTTCCTTATCTCCTCTACGAGGCCAAGGTAAACA
+AGGGAGCTTTCACCATTGTAACGGTTCCCCAAACCAACCAACGCACCCCTCACGTTGGAAGGATCCGACC
+CAACAACCCTCGCTATCTCGCTAAGGTAAGTGGCAGAAGGGTATATCTCGTAGAGGTACTGGAGGATTCT
+CCTCCGAAGCTCGCTCCTGTGTAGTGATCGCAAGACGTGAGGGTCAATCACTGGTGGCACTGGGCATCAC
+CTTTGGACCTTTTTTACCCCTATATAATAATGCATGCAAAATTAATAAAGGTTTCGTTGAAAGCTTGGGA
+AATATCCAATTCAAGAAACCTTAAATACATGGGCGTAGTTGAATTTTTAAGGGAGATCGGAATGTTCGGT
+GGGAAGAAGGAGGAGAGGGTCAACTGGGCGTTCATCCAGGAGCACTACCCCGAGGTAGTGGAGGGGCTGA
+AGGAGCTCAGGGAATGGGAGAACGTGAAAAACGCTCTGGCAGACGCTGAAAGGTTAGAGGATTACTCAAT
+ACTCGCCTTGGCGGCTTTGGTGGCCCTCAAGAGGGAGATGAACCTGAACATCGAGGATTTGGCCGAGAGG
+ATATACAACGTTTCCAGCAAGCTCGATTCCTTCAAAACAGAGACCGAGAACAACTTGAAGAGGATTGAAA
+GGGAGATAAGCTCGATAAAGGATGCCATAGAGGAGCTCGACAGGAGAACCGTGGTAGTTACAAACGTGGA
+GAAAGTTCTGCCAAGGATAAGCGAGCTCGAGGAGAGGATGTTCTCATTTCCGCTGGAAATAGCCGAGAGC
+CTGGAGAAGAGGCTCATAAAAAGCCTCGAAAAGAGGGTGGAGGAGCTGGTAGAGGAAAAGGTGAAGAACA
+GCAATAATGGAATCAGCCCAGAGGTCATCAGGGAGTTCATAGATAAGTACGACTCCCTCGTCAGGGAGAA
+CGTGGAACTCAGGAGGAGACTTGAAAGCAGGGAGAAGATAATAAAGGATCTAAGGGAAAAGCTCGCAAAG
+ATGCAGGAGAGCGTCAAGGAGATGGAGGAGATAGAGAAGAAGGTGAACGAGTACGGAAAGATAGCGGACG
+AGATAAAGGAGGTAAGGGTAAAGCTCGCAAAGCTGACAGGTAGCTACGACGTGAGGGAGGCCCTCAGGAT
+AATAGAGAAGAACTTCATACCCAAATCAAAGGTTGAGGACCTGGCGAAGAAACTAAAGGCGTTAATGGAG
+GAGAACGAGAAGTTGAGGGAGGAGAACGAGAAGCTAAAGAAAGACCTCGAAAGGATAACCCAAGCGGTTA
+AGATGTTGATGGAAGAAGGGCTAATAGAGGCTCAGGAAGAGTGAGACTCCAAGAGAAGTAACCTCGAAAG
+TCCTTCCTTGACGACCTTGTTAACGAGCTCGCTCGTATCGTTTAGATCCTCAAGCCTCTTGATAACGACC
+TTTCTGAGCTTGTCGTTTAAAGTAGCCAGGTGAACCAGGGCTTCAACTGCACTTGCCCTAACTATCTCGT
+CCTCGTCGTGGAGCAGGTTTATTATCCTCGGGAGGAAAGGATTGACGTACTTAAAGCTGTTCTCACCCAT
+GGCCTCTATAAAGTTCAATGCAGTCAACTTCTCTTCCCTGTTCCTGGATGACAGCATGTTCGCGAAGTCC
+CTTGCTATGTTGGCCATTAACATTGGGTTTGCCTTCGCTATCTCCTCCAAAGCGTAGCCAACGTTTATCC
+TCGTCTTCTCATCCCCTATTCTATAGTTGGCGAAGAGAACCGGGATCATTGACCTAACTAACTCTGGCTT
+CTCCTTCGCCATCTGCCCAAAGGCCTTGGCTATCTCTTGAGTCAGGGGAATTGCCTCGCTCTTCTTCAAC
+AGGGCAAACAGCTTCTTCAAAAGGGGTTCATAGAGCTCTTCCCTCGTCTTGGCTATCACCATTATTATGG
+AGAGGGCGTTTTTAGCGACAGTCCAAAGGTCGTCGTCGAGTAGCTCTATCAGCTTCTTCAGAACCTCCTC
+ATCGTACTTGGCCATTATTAGTATTTTTTCCAAGTGCTCACCATTCGCGAGTGCCTCCCTTATGTCAAAT
+TCCTCATCCATACTCATCCCTAACCATAAAGTAAAATCAATAAAATAAATGTTTAGTGCCTAGATGCAGT
+CCAAATGCTTGACGAAGATTTTAATGTCAAGCACTGGCGTTCCATCAAAAGCGTCTATCTCATCAATGTA
+TATCTCATTCCCCTCTATCCTTTTGATTCTCACTGTGTACATCGCTATTAGATTCGGTCTTATTGGAGAG
+CGAGTTGCAAATACTCCAATAAGCTATTCCTCGTCAACTAGAACTCTATCTATGCATCCTGTTTCCACCC
+TCAGTTTCATAAAGCATTGAGAGCATATAATCGCTTTAATCCGTCTGGCTTTTTATCATCTCAACTAGTC
+TTTTCTCGTCGGGGATTGTAGCGTGGTAAAACACTTCTAATGGCATTATGTTGGTTTTGTTTCCCATCTG
+GTAGACGATAAGTGGCTTGATGACGTACAAGTCGTTCAATTTACTTGTGTTTACTATCCTCACGGTAAAA
+TTAACTGACTCTCCTGGGCCTATTACCTTTGGCTCAAAGCTGGAAACCTTGAGACCCGGGACGTTAAACG
+TCACGTTGAGAATTTCCACGGTCTCGTTAAAGGGGTTTAAAATGGTGTACATGAGTCTCGGAACCGAGGG
+TTCTGGACCGATTAAGGCTCCGATATGGGAAAGTATCTTAAGCCCTCTCTCTTCTGCAGGTTTTATTATT
+TCAAATTCAATACTACCAAGGGGCACTTTCTTAAGAGAATTGCCCTGCCAAACTTCAAGGTATGCATTGT
+CCATAATGCACCTTCCTATCTTTTTGAGCCTCAGTGTGACGGTGATTGTCTCTATTTTTACTCGTGAATT
+AGTACAATACACGTCAAGGTCTATTCCCTTCGATTCCAAGCACGGTGGGAGGTTTCGAATCCCAATGGCA
+CCGCTAAAATTAGAACTACCAATCTTTAGCCAGTACACGGTGAGGGAAACGGTCTCGTTCACATAGCCTG
+CTACATAACCAGTATAATTTGAAATGAATATCTCTCCTGTTGGAATTTCCTGCCTTTCTCGATTACTTGT
+GAAATAGTATAATACCGCAATAATGATAAGAACAAAAAATATGCCCGCTATTGTCTGGAGTATCATTCTA
+TTTTTCATTGAATACCACCATTCTTCCTAATCTCTGGGAAATAAAAGTGTTTCCATTTTAATGCATAAAC
+TATAGCTGTTTCAGAAGTTGGATAATCATGACCATCAATCTTTGAATGTTTTAAGCTGAATTTTCTTTTG
+GAAGATCACATACCTCTCCTTTCCATCTTTAAATAAAAACATTCTTTTCGGCATCGAAAAGAGCCTACGA
+AATCGATACCTCTTTTTCAAAATTTGTAGTTGATTATCTGAGGTCGAGATAGGCACAAAAGAATCCAGGA
+CATTCAAATATTAAAGTCTCAAGAGATGCTTCACATGTGTAATTTACGTTGTCTTCGGTTTCTGAAAATT
+GTGAAGACTTCGTTAAGGAAAAAGTCTTGAATTTATTAAGGGTGAGGGAGCGTAAGTTAGCTAGGTTATA
+CCAAAGCCTAGGATTAGCTTCGAAACTTCTCGAATAAGGATGAAATAAGTTGAAAGTCAAGAGGTGCTTA
+TATAGCACTTTGAAGGAAAATAAACCCAGGAAAAGCTGAGAATCCTATGTTCCGTGCTGCCAGCTCTCGA
+GGTATTTCTTCTGCTCCTCAGTGAGTTCTTCTATGTTTATCCCCATAGATTGGAGCTTTATCCTTGCAAC
+CATCTCATCTATCTCCCTCGGCAGAACGTAAACCCTGGGCTCCAACCTCTCGTGGTTCTCCTTTATGTAC
+TCTGCGGCTTTGGCTTGAAGAGCGAAGCTCATGTCCATTATCTCAGCCGGATGGCCATCAGCTGCGACCA
+AGTTGACCAACCTTCCATCGGCCAAGAGGTAAAGCCTCCTTCCGTCTTTGAGCTTGTACTCAGTGACGTT
+AGGCCTCGGGTTGCTTATCTCGACTGCCAACTCTTCTAAGTCAGGCTTCCATATCTCGACGTCGAAGTGG
+CCAGCATTGGCCATTATCGCGCCATCCTTCATAAGCTCGAAGTGCTCCCTGCGAATGCACTTTATATTAC
+CAGTAGCGGTAACGAATATGTCCCCTATCTTGGCAGCTTCCTTCATGCTCATGACGAGAAAGCCGTCCAT
+CCTGGCTTCCAAGGCTTTTATCGGGTCGACCTCGACAACTATTACAGTGGCCCCCAACCCTCTGGCCCTC
+ATAGCTATTCCCCTACCGCACCAGCCGTAGCCTACAACTACGACGTTCTTGCCCGCAACTAAGAGGTTGG
+TGGCCCTCATTATCCCGTCCCACGTGGATTGCCCGGTTCCGTAGCGGTTGTCGAAGAGGTACTTCATGTA
+CGAGTCGTTTACCGCTATAACCGGAAACCTTAACACCTTGTCCCTCTCCATCGCCCTGAGCCTTATAACT
+CCGGTAGTGGTTTCCTCGCTGGCCCCCCATATCTCGTCAAGCAACTCTTTCCTCTCCGTGTGGACGAGGG
+AAACCATATCGGCGCCGTCATCTATTATGATGTTAGGTCTTATGTCCAGAGCCTTGTTCATGAACTCGTA
+GTACTCCTCCTTGCTCTCCCCCCTTATGGCGTAAACTTTAACTCCCTCCTTGGCCAAGGCCGCAACTACG
+TCATCTTGAGTTGAGAGGGGATTGCTTGCTGCTGCCGAAACCTTCGCACCTCCGGCCTTAAGGGTTAGCA
+GAAGAAAAGCTGTCTTCATCTCTAAGTGAAGGGTTGCGGCAATTCTAACCCCCTTGAAGGGTTTCTTCTC
+CTCGAACTCCCTCCTTATGTGCTGGAGAACGGGCATGAATCTAGAGACCCAGTCTATCTTCTTCATACCC
+TCTGGGGCCAGGGATATGTCCTTAACGCAGTAATCGCTCGTGCAGTTCACCATGGTACCACCAATTAAAG
+TTTCCCAGGAGGGATATAAACTATGTCGTTCAAGTCAAATACCAAGTACCCACAATTTCTTAGCTCTTCC
+TTTCCCTCGACCTCCCTACTTATTAACCCGTAAACCCTTTCTCCCCTTAAAGGAACGAGCTCCCCCTTCC
+TTTCCAAGTCTCTAAGTAGTCTCTTCGCCCTGGCCTTACTCAGGTCGCTCCACTTGACTTCAAAGAGCGC
+AACCTTCTCCTCGTTGTAAGCTATAACGTCAATCTCTTCCCCCTTGTGCCACCACCTGCCAACCCTCAGG
+GGTGAGAAGCCGAGGTCGATTCTCCTTATGAACTCCCTACCTATCCTCTCGTACTCCTTGCCGACGAATG
+CTGGAAAGTTCTCCCTGAGGTCATTTAGGACTTTAGTTATCTCTCCCTCCTCAAGGTACTGGATGTTGTG
+ATAGACGAAGCGGAACCAGAAGTTGAAGAACTCGTCCCTTATGAAGTAAGAAACCTTCCTCGTCTTCCTG
+GGATCTTCGGTGGCTGGAACTTCCTTGCCCAGGTACTCGTAATGGTTAGTCAGCTCACTCAGGTACTTCC
+CGACGGTTAAGATTTTAAGCCCCGTCTTATCGCTTATCTCCTTCGGCGTCACGTAACCCAAGCTCACAGC
+CTCCAATATCGAGAAGTACGAGCGGTAGTACCTACCGAATTCGAGCTTCAAAACGTTGAACCCCTCCTCC
+CTCAAGGGAGACAGCTCATCGAAGAAAAGGCTCCTCAGGGTTTCGATAGTGTTCCCATTGTAGTAGTGCC
+TTAGGTAAAGCAAGTACTTGGGCATTCCTCCAAGGGCAGAAAAGATTTCAACGAAATCTCTAGCTGGAAT
+GTTAACGAAGTTGTAAGCCCTCCAAAAGTCAAAGGGCTTTAGCTTTATCCACTCGTCAACCCTCCCAAAG
+AGGGGCTCCTTCCTATCCATGAATATCCTCTTCATCATCCCGACGTACGAACCTACAGCTATTAGAACTA
+CATTCGAGTCCTCACCTTTAAGATCCCAAAGCTTCTGAAGGGATGAGAATAAAGAGGGCTTGACGCTCCT
+AAAGTTCTGGAATTCGTCCAGGATAATAACCAACTTGATGTCCCTGGAGAAGTCGAAGAGGAACTCGAAG
+AGCTCCTCAAGCGATGAAAATCTTAACCTAACGTACGGAGGAAGGTAACTCGAGAGGGCCATCTCAACTT
+CCCTGGTAAAGTCCTCGAGCAAGAGGGCCTCATCTTTCTCCCCAACGAAAAGGTAGATCCCGAGTTTACC
+TTTCAGGAACTCCCGAACTAGGGCAGTTTTGCCCACCCTTCTCCTCCCGTACACGACGACGAAAGATGAG
+CCCTGCCTCGAGTAGATCTCGTTGAGCTTCTTGAGCTCCCTCTCCCTGTCGTAGAACATATTACCAACCA
+AGTATATTACCAATTTTGTAATATTTAAGGGTTGCGCACATAAAGGATTATACCCTCCTCAAGAGGTTTC
+ATGCCTAGCCAACGAACCAAAGAGCAGCTTTATTGTGCTACATTAAATTTACCTCCGCACTTTCAAAAGG
+GAAAATCACTGCAACAAAGGAAATTGATAAAAGCCAAATCATCGTACGTCTCAGCATGATAGTGGATCTC
+TCAGTTGAACTAAGCGAGGAAACGAGGGTTTATCCTGGGGATCCAAGAGTAGAGATAATTCCCTGGGCGA
+GGGAAGAGTTTTATATGAACTTGCTCAAGCTTGGGGAGCACTCCGGAACCCACGTTGACGCTCCGATACA
+CTTCATTCCCAACGGGAAAGCAATCAACGAGTTACCCCTCGAGAAGTTCATAGGGGAAGGAATCGTCATC
+GACGCCAGGGAGAAAATAGAAATCCCCCAGGAGGTTGAGGGCAAGATAGTTCTCCTCTTAACTGGGGGAA
+AAGAGATAACGATCGAGATTGCCAAAGAGCTCGTCGATAGGAATGTCAAGGCCGTTGGGATAGACGGGAT
+GAGCATTGGGAATGAAGAAGTACACAAGGTTCTGTTGTCGGCTGAGATTCCAATCTACGAGAACTTAGTC
+AACCTCGAGAAGCTTATAGGGAGAAGGTTCCTATTCGTTGGGTTGCCTTTGAAGATAAGGAAGGGCTCGG
+GAAGTCCAGTCAGGGCGGTGGCGATAATTATGGATGGCGCCCCGGCGGGGATTTGAACCCCGGACCTCGA
+GGTCCGCAGCCTCGCGCCCTATCCAGGCTAGGCCACCGGGGCTCCCAATCGTTGATTGTATCCTGACTTA
+TAAAAATTCCGTTATCAATAGGCTAGACATTATTTAAAGGTGATGTAAACTAGTCTGAAGTCCCCAAACT
+ACACTATCTGGAACTGAAGGAGGAGAGTAGACTTTTCAGCCCTATCATTGGATTACTCTGACTAATTTGT
+TCTATTTTTAAAAGATAAAAACTAACAAGGTTTCAAACCCAATATAAATAATAAGGATATTTTTGCCTTA
+TATTTACTTAATTTAAATAGAAAAAATTATAAGTACAAAACAGATTACATCTATTGCAAATAGTTTAAGT
+TTGGAGGTGAACTTAGTGCAAAAGAAATTCCTTATGGGAATTGTTGTTGGGTTATTGACAATTGGAATGA
+TAGCAGAAAGTGTTGCAGCAGCACCTTGGGATAACCAAATTACTCCAAAAAGCGGAGTCGGATTGGGTTC
+ATACGTCTCAATCTCAATAGAGAATGCCAAACACTATTCAATTATGTTATTTCCCAATGCTCCTATAAGA
+GTACTCGATGTATGGAGAGTCAAGGAGAATACATGGTACATTATCGAAGTCAAGTACTATAGGATTCCCC
+TTAGCGGTCAATACCAATTCGCGGTGATACTTCCTGAAAGTGCTGAGGTAAATCTCAAAGAGGCAACTGA
+CTTAGATGGAAAAAAGATACTTTCAGATGAGTATAAGAAGGTAGAGTACCTTGGCCCATGGTTAGGAAGA
+AATAGCTTTCATTTTAAGAAAGAAGGATGGCTAGCATGGAAAGTTGGTGTTAGACTTCCAACAAAGTTTA
+CAAAAAGAGGATGGACCATAATTGGCACGGTTGGGACATCAATGTCTTCATTTGGAGATTCCGGGAAACT
+CATAGCCAGTTTCTATGGAATTAAAAGACTAGTTGAGTCTCTTGGTAAGAAGTTCACATTAAGTGCCCTT
+AAAAAATTAGCACTAAGATCTAACTTCATAGGACTCATCGTCACAATAATCGAAACTGGACTCAATGTGG
+ATATAGGATTCATATATGTGGGGTGATTATATGCGACTCTCAGGCTTCTTTCTTGTTTATTCACTTCTTA
+CATTGTCACTTCTGGTTGAAGTAACTCTTAGCAGGGAGAATGTGCAAGATATCGTAGGGAGCACCCTCAT
+ATATGCTATAGTAATTCCACTGGTAGTTGCGTCAATACTCTTAATTGGCTCCATAATTTACGAGTATTTA
+AATCATAAAACTAAAACCAAAGGAAATAAACTCAGAACGCCAGTTGATAGCTTACTAAGGATTGCAGGGT
+TCATAGGTGTGGGAGCTTTCCTTTCACTAATCCCTTCTATACTAAGTTATTATTTAAAACCCATACTTGG
+GTGGACGCTACTCCCAATTATAATCCTCACTCTATATTGGGTTGGTAGCAAGCTGGAGGGAAGTTGATGT
+TTAAGAAACACTACTGGATGAAGATCCTCCTGTATGCCTGGACATTTTACCTACCCCAGATATTTTCTAT
+TTCCGTGTGGGGAGTGTTGTTGGGTTCTACAGGATTTTTTCTAATGTTCATAGCATCGAGTATTGGATAC
+ACTATCAGGGGAATTGTATTCCTAGTATTCCCCATAATTTTGCTGAAAATTGCCTTGAAATCCAGGTTTA
+TATTAACCTTCGAGGCTATAGAATACGCCAAGCCTCTAGTTGTTTATGGTGTTATTTCATTCTTTATGCG
+AGTTATTAACATTATATTTCCAGAGTTTTTCACTATTAGAGGAGTCATAGAACAGATATTACTTTTTACA
+GCCCTCATTGTTTCATATTACAAACTTGGAATTATTGCATCACACTCTTTTGGGAGATCTAGGTCAGTTA
+AAATGACCGGATGGATAGCTGGAATGATAACTTGTCTTATATTTCCTCCACCTTTTTGACATTATTTTCC
+CCATTGTAGTAGAAGCTGATTTTATAGTTAAGTAGCAAATAACCTTTATTTACTTTCCATCCTGGTTCTT
+GGTATATCTAGGTAAACTGAAAAGGAACTATCAAGTCTCTGGGAAATAAGTAAAAAGAGGATATACCATT
+AAGAACCTTTTTGAAATGAACATTGGAGAATTGCTTAGTGGTATAGCAGAGCACTATATTCTAATCCAAC
+TATAGAGAGCAGCAAGAGCAGGTTTCCATCATAAATCCGAAGAGCTCTAACTTCTCTCAGAACCACGAGA
+CATCATCACACTTCAGCCAAGGGTGGGATCATCCTCGAGAAAAATGATGGTGCGGTGGCCGGGATTTGAA
+CCCGGGTCTCCACCTTGGCAGGGTGGCGTCCTAGGCCAGGCTAGACTACCACCGCACGGGCCGTTATCTA
+CTCCTTAAAGTGGGTTTATAAGGCTTTCGCTATCACCTCCTTTCATAAATACTTAACCTTCACCTCCTCC
+GCCTAAGCGCGAACTCAAGAACTGGATCGACAATTCTATACCTAACGTTTCTCCCCTCGACGACCTTCTC
+TATGAGGGAAGCCTTAAGAAGGGAATTCAATATCCCAGCCAACCTTCCATCGCTTATCTCCCTCTTCTCA
+ACCCTCTCAAGCTCCTCCTTTATCTCGCTCCAGGTCGCTTTTCCCGAGGCTATGGCTTTCAACACTATTA
+AGTATCTCTTCCTTGCGATAAACCTCTTATCAAGGAACTTATCGAGCTCGCTCAAGACCAAAGCGGAGGC
+CTCCTTAAGAACCCTCTCAAGAACCTCCCTACTCGCCCCGCTCCTCAAGGAGAGAACTCCGAACTTGACG
+AGCCAGCCTACTATGCCATCTAACCTCTCAACGGCCAACTTCAAGATTTCATCGTTAACATAAAACCTTA
+CCTGCCGAAATCCCTCCCTGAGAAACTCGATGCTTTGCTCCCTCGTGAACCTCTTCAGCTCTATCTCGTG
+GAAAGCCCTCCCATAGAGCGGAGCCCTTGGATTATCGATTCCCAGGAAATCATAAAGTAAGCCCACTTCG
+GAACCCGTTAACACGAAAGTAACTTCACCGTAATCATAAAAGTGGGCTATTAAAGATGCCAACTCCTTCC
+CAACTAAGCCCCTAGCCTCCTGAACCTCATCTAGGGCTATCACGAAGTTCTCCCTCTCTAGGGCTGAGAT
+TAGGGAGTACAGAGTCTCTAGATTCTTCCAGGATATTGAAACGCTGAAACCTGAAACGCTTATCCCGCTT
+ACCATCTTCAGCGCATCCTTGACCTTCTTAGCTATAGGTTTATTCCTGAGGAGGTAATCATTCAAAGCCG
+ATTGAAAGCGCAGATAGAGGTCTCTCCTTGAGTTAGGGTTTACTCCCCTTAGGTCGACGATCACGTGGGG
+AACTTTAGCCTCGTTCAGCGCAACCCTTAGCAATGAAGTCTTTCCGAGCCTCCTAATACCCTTTAATACT
+ATTAAGGGCTTCCTCTCTTCAATCAGGGTTAGAAGTTCCTCAAGTTCCTCTTCCCTATCGTATAGGTCTT
+CCCTCTTGCTCTTGGGTCTTTCGTCAAAGTACAAGCTACCACCCCGGTAGTTAACTACCGCCCCGGTAGT
+TAAAAACGTGACCTGGACAGTAAGCCTGTCCAATTTAGTTCATTAAAGTCAAAATCTATACGTCAATGTT
+TTTCGTAAACTTTCATTAACCCCAAAAACTTAACGAAAATCAAGTTTTCGTTAAGTTTTTTAACCCTAAC
+AAAATTTAACGATAATTATGAATATCGAAGAATTCCTCAAGCTGATTAGAGAGGGAGAAAGTGAAAGGAT
+CGAATTTAAGTCTAGGGTAACTAAAGATATCCATAAGGAAATTTGCGCCCTTGCAAACGCTTATGGTGGC
+TACATCATCATCGGAGTTGGAAAGGATGGCAAGTTAATTGGATGCAATGCAAAGGAGGCTAGGGAGAAAA
+TTTCACAGTCTCTGCTCTCAATAATACCCCCGGTTAGGATTAAAACCCACGTAATAAAGATAGATAATAA
+GGAATTCCTGGTAATCGAAGTTCCCAAGTCGAACACATTATGCACCGTAGGGGGAGTAGCGTATATAAGG
+GTGGGGAACTCGATTAGACCACTTTCAATTCATGAGATAATCATGCTCTCAACCGAACTTGGTGCTTTAA
+CGTGGGATGAAGTTCCCGTAGAACCCTTTAACAATGCAAAGCGTGAATACATTGAGTGGTTCTTCGATGC
+CATGGAAAAGGCCAGGGGAAGGAAGATTCCGAAAGAAGATTGGAACCGCTACCTGAGAAGTATCAAAGCG
+GTTAAAGGGGACAAGCTAACAAATGCTGGAGTTTTGTTCTTCACGGATGTTGAGACAATGCCCCACGCAG
+GTGGTAGGATAATCTATATGAGGGGAGACGAGCCCATTGCCACCAAGGAATTCCACGGTCCAATATGGAA
+GGTCATAGACGAGATGTTCAATGAATTAGAGAGGAATTTCAAATGGCTTGAGGTCACGGTTGGAGCCAAG
+AGGGTTAGAATTCCTGAGTATCCCCCGAGGGCGGTTAGAGAGGCAATTATCAATGCCTTTGCCCACAGAA
+ACTACACAATCTCAAGCGATGTAAGAGTTTTTGTTTACGCTGATAGGCTCATAATAAAGAATCCTGGGGG
+CCTAATGCCAGGTGTTGACTTGGATGATCCTGAACATGTTCCAAGGAATCCCGTCCTGAGCCAGTTGCTT
+TACGATTCTGGATATATAGAGAAGTATGGGTACGGGATAAGGATGATGAGGAGTGAGTGCAAGAAGCATG
+GCCTTGTTGAGATTGAATTTAAAGCTGGGGCAAATACCTTTGAGGTGATATTTAGGAAGAAAACTGAGGA
+GCTATTGGATGAAGAAGATAAAATAATCCTGGAACTGTTGAGCGAGCCCAAGAGCAGTGGAGAGATCGAG
+AGGGTTCTTGGGTTGTCAAAGCCAACCATCCTGAAAAGACTTGAGAGACTAATAAACCTAGGGCTTGTTA
+AAAAGCTCGGATCTGGGAGGAGTACGAAGTACGTGAGGGCCTAACTATAGCCAAACCGTGTCATCGCCTC
+TAAAGTTTAGCTTAACGACGAGTAGCTTAAAAGGTTCCTCCGAATCGTTGATGACCCAGTGAACCGTTCC
+CGGCTTGACGAGAAAGATGTCTCCTGGCCTTGCATCGTACTCTTCGCCCCCTATTCCGAGCCTTGCATTT
+CCCTTTATTATGTAAAAGACCTCGTACTGGAACTTATGGTAGTGCTTCCCAACTTTGCTCCTAGGCTTTA
+TCTCGACTACTTGAACGTAGCTACCCTCCGGCAGTTCACCCTCAAAAATTGGAAATTTGACGTAGCTCCC
+CCTGTCTATTCCTTCTTTAATCTCCCCCTTCACTTCTATCACTACTCCTTTAGGAACGCTTCAACCAAGT
+TTCTCGTCTCGTTTAGAGCTTCAAGTGGAATCCCCTTTGGAAGCCCACCTATCTCTCCCTTTACGTTCTT
+TAAAACGCCTTCTCCAGCTCCAAGGAACATGCCCTCGCTCACTATGCCAAAGAACACCCTTGGGGGAAGC
+AAAGCCACTGCAACCCTATTACCCTCCTTAACGGTCAGGTCGTTGGTTATCACCGTTACAGCTCTGTTGC
+CTATGTTGACGTTTGTAACTAGCAATTTATCTGCATTGGGATGCTTCCCAACGCTCATTACCTCCCCAAC
+CACTATGTCAACCGCTATCACCGGATCGTTTATCTTACCGAGCTTTAACCTTCTGTCCAAGCCCAGGATA
+GTATTGAGGAAGAACCTTATCTTGGCAACCTGTTCTTCAACTTTCTCCCTCTCATCCTTGCCGGCCTGGC
+TTATGAACTTCTCATGCCAGTCTTCACCGCCGAGGGCCTCTATTATCCCCTGGGCCTTTTCCTTAAGGGC
+CTTCATCTGGGGAGTGTCGACTAGCTCCTGGGGCTCGAGGTAGCTGTATCTCAGGGCCTGTATCTCAGGT
+ATCATCTCCTTAGCTAGCTTTATGGCCCTCTTCTTGTCCCACTGACCCCTAAACTTAGCCCCCTCAATCG
+TCCTAAGGAAAAGCTCAACGGCCTTCTCGGCAACTAGCAACCTGTAATCCTTACTTGTGTCCCACATTCT
+TAACCCTCCTATCCCATTCCTCGAGCATCTTATCTAAAGCCAAGAGCTGGTTTAGCCTTATCCTAACCTT
+TCTATTATCCCAATCTATCGAGCCCTTGAAGTCGTTCAAAAGCTCAAAGACCTTCTCGGCCTCGTCCATT
+GGCAAATACTTCCCCAGGAACTCCTCGCCACAAACCGGGCACTTAAAGGTGAACTCCTTAAGCTTCCCCA
+GGAATTCCTCCCTGTCCTTAAAGATATCCTCCGCGTTCTCAAGCGTGAGCATCTGCTCTATCAAATCCCT
+CCAGTCCAAACTTGCACCGCAAACCGGACACTTAGCCATCCCCAACACCCTTCAAGAACCTTTGAACCTC
+CTTGACTAAGAACTTTATCGCCTCATCCAAATTCTCCTTACCGTTAGCCCCAGCGGCCCCAGGATGACCC
+CCGCCGGAACCCCCTATTATGGGCCCCACCTTCTCCATAAGCTTCCCCAGGTGAAGGCCCTTCTTAACGA
+GGTAATCCTTGGCCCTGGCCGATATCCTAACGCCGTCCTTCTCGCTCCCAACTATCGCAACGTCAGCCCC
+AAGCTGGAGGAAGACCTTGCAAGCCAAGGCCTCGTACGCTGAGACCTTCGACGTAACTATTATGAACTTC
+CTAACCTTGTGAATTTCCATCCTCTGGCAGGCCTTAAGCACGGCAATCCTCTTTGACTGCTCAACGTTCT
+CGTCGCTGACTGGAGCCACCAGCTGGGAAACCTCGGAGATACTGAAGTCGTAAAGCTCTAGTATCTCAGA
+AACTGTTTTGAAGGTCTTAGCATTCGCATAGCGGAAGCTCGACGTGTCTGAGATTATCGCGGCCAGGAGA
+ACCTTAGCAGAGTCCTCGTCCTTATAGCCTAGCTTTTTAAAGAGCTCCCAGACTATCTCAGCTGTTGAAG
+TCCTCTTTGGGTCTATGACAGAGATGTCAGCTGGAATAGGATTCTCCTTCTCAACGTGATGATCTATGAC
+GATTAGCTTAGCGTTCGGAGGAATTTTAATGGGCTCGAGCTGTTCTAGGGAAGAGGTGTCGAAGATGAAA
+ACTACTCTCTCACTTATCTTGGGGTTCCTCTCTATTGGAACCCTCGAGAACTTCAAGAGCCTCCTAGAAT
+AGCTCGCTATACTCTGGGCAACCCCAATCCTAACATTCCTAAGACCCCTATCGAGGAGGAAGTTCGAGAA
+GGCTATCGCCGAGCCGAGAGAATCTGGGTCGGCATTGTGGTGGCAAAGCAAGATTATCCCTTCATCCCTC
+TTCAGGCTCTTCAAGAGGTTCTTCAGCTTCCTCTCTCCCCTCATTTCCCTTCCCCTTCGCTAGCTTTCTT
+AGGTATTCTTCAACGACCTCGTAGGCCCTGTCTATTGCCTCATCTATCAGGGACTCGACGTCAACCTTGA
+CGAATATGGGAACCTCTACGTACACTTCGAGCTCTAGGTCTAGGGTCTCTCCCTGGTTTATCCTAGCCGT
+AACCTCCATGTCCCTCACTTCGCTCTTAGCTAAGTGATCGAAGATGTAGTTTATTATAACCTTCTGGGCT
+ATCTCGCCAACCTCAATCAGCTCGTCCTCGCTAAGCTTGGGCAACCCTATGTGAACCACTTTTTTCATCA
+GCTTACACCTCAAAAAAGAAGAGATCAGCCGGCGGTTGGAGGTCTCAGGGCAGCCTGAATCTTCTGGGTA
+AGCTCCTTGACCTTCTCGTTTATCTTCTGCTCCTGCCTGTTCAAGGCGTTGAGCCTGACCTCCAAGGTCT
+CGACCTTCTCCTTGAGCTCCTGGAGGGCCTTCTCCTTCGTGGTCTTGACTATGAGCGTCCCAACCGTCTT
+GTAAACCTGGGCATCATCCGGGAGGGCCTCTATCTCCTCTAAAGCCTTCTTGGCCTCGTTTAAATCAGCT
+TGAACCTTCTGCTTTTGCTGGATCACTAGCTGGAGCTGCTGCTGATAGCTTTCAAGCTGTCCGAGCATCG
+CTTGAACCTGGGGAGGGATGTTCTGCATTTTAGCACCACCTCCTCCTTAGGCTCTGAGGGATTATTTAAG
+AACCTTGCTACCTCAACAGCATCCCAAATTCTACCTCTATCGTCTCGGGGCTCCTGACTATGTAGGCACC
+CTCACCCTTCTCCACGAACCTCCTGAAGCCCTGCGGAACTCCTTGGCTTTCATATATAGCGGATTGAACG
+TCCGGGTCATTGTAGAGGAGGAGCGTTGGGCCCGGGATGTTGAGGATTTGATCTAGGGCATACCTCGTTC
+CAACTATGGAGACCCTCTTCCTGGCGGCCCTCGTTATCAAGGGCAATCCAGCGTTTCCAGAGTCTGTGAA
+GGTTAAAACTGAAACGTCGTACAGGCCATAGGCAACGCTCCTCCTGTCCTCGAGCATAGCTGCTAAGATC
+AAGAAGGCGTTCCCGGTTAGGGTTATGCTGTTCAGGGCACTTAAGTCTATCAAGCAACTCTCGGGAACCT
+TCATAGGTTCTCCAGAGAAGAGCATCTCGTCGAGCTCGGTGTAGCTCTCGTTAATGACCTCTGCGTAGCT
+TTCCTTCGACCTAACCACCTCATCCATCGAGTTTACTTTACCCTTTATGAAATCCGCATATAGCTTTTCC
+GTGGAGGCCCTGTCGAGCTCGTAAATCGTTTGAATTATCGTCACCGCAGAGTAGGGATCCTTTATGAGGC
+CTACCCTTGCCAGCTTTAACGGGTCTAGACCAGCTGGAGAATTCTCCTCTATCCTAAGGATGTTATCAAA
+TAGGGATGTCGGGAACTTACCGGAGGTGTCGAAGACTATAACGTTGTAGCCCTTCTCCTTGTACTGGGCC
+AGCAGGTACTCCATGACGAGCGCGGGGTCATCATCAATCCCGATTACCTTGAGGGTCCTCCCGTGGTAGA
+TGGGATCGTAGTAGATTATCTCATCGTTCTCCGTCTTTAACAACTTAACGGCCAACTTAGAAGCCTTCAA
+ACGTATCACCAAATAATAATAGAAAGGAGAGAATATACGGGTTTCGCTCTAGAAGTCTAGAAGAGATCCT
+CGAGCTTCACATCGATCTTGTCTGGAATGAAAGGCAAGACGTGCCTCGTCGTCTTGGGTGAGAAGACCTC
+TCCCCTCTTCACTAGCTCCATTACCTCCTCCTTGCTTGGAGCCTTCCTTATGAAGACGTAGTCGATTTCA
+CCCTTCTCCATGTCGGCCTTCGCATCCTCCTTGAGGCCATAATAGACGAGCTCTATCTCCTTAGCCTGAT
+CCATCTCGTCGAGAACCTTACTTACTTTCTTCTGCTCTTCCAATCCTCCTGAGATCGCGTAGCTCTTCTC
+GCCAACTAGGGCAAAAGCTATCTCCCCCTTCTCAGCCCTCTCCTCTGCTTTAGGATCTTCAATCACCTCT
+AACCCCTCGGCCTTGAGCCTCTCTATGACCTTCTCAACGCTTCCCTTGAATGCAGGGTACCAAGTGTAAA
+CCTTAACGCCCTCGTCGAAGTAGTCAAGGATTACCGATGGAGCCCTCTTTGCGCCTAGCTTCTGAAGGCC
+GGCCCACCTGTGGTGGCCGTCCACGATTAAATATTCGTCGGTTCCTGGGATCTTAGCCAGAAGCATCGGC
+TTCCAGAAGATTCCAGAGCCTGTGACGCTCTCTATGAAGTCCTCAAGTTCCCTCTGAACGAGCTGCTCGT
+GGGGCTTCATCTTGTCGAGCTCAATAAAAACGTATTCAACCTTCTTAACCGGAATGTTGTACTTTGGAAC
+CTTCTCAACGCCCATTTATTGCACCTCCTTCAAAGTTAACTTCATTGTGATATTAAACCTTTTAGCTTAG
+AGGATTGGAGGAGTGATGGAAAGCTTAGTACCATAGGTAAGGTACACCTCGTACTTAACCTTCCAATGAT
+CCAGGAACTCCTTGAATCTATACGTGTTCTCTACGGGTATGAGAACCACCCATGGAGCCAAGAATATACC
+GCCCAAATCCTTAAGTATACCACTCCTCCCGTCCCTTCCTTTGAGAGCAAAGCTGAACTTATTCCTTTCA
+TTTCGACTTAGTCCACTTACGATTATCTTGAAAAGGCTGTAACCTTCTCCGTTCATGAGCTCATGGATGG
+GCTTCTCCTTAGTTAAGGAGAACCCACCTACAATTATCCCAGGAGTTGCCAGATAGTTCGGATCGAAGAG
+ATCTTCTAGAGCTATAGCTTTAACGTCTAGCTTCTCGTGTGGAAAGCCAAGATCGAGGAGTCTCTGCTTA
+AATTCGAAGGCTATTTCAAAGCGATCCGTTTCTTTTCCCCTCTTGAGGATAACCATGAAGTCGAAGTCAT
+TAGGATTTTCCTTTCCGAGCATTGTAGATCCATAAATCACTATATCGAAAACCTCCTTATACTCTCTCTT
+AAAAGCTCTTGCTATTGCGATTAACTCATCTAATCCTATCGGTAAGCCTGAGAACTTCATTTCTCAGCTC
+ACCTACTTCTCTCTTCGTGATTCTCCTTTCATAAGCATCTCTATAAAAGTTAAAGAACTTATCCACTGTT
+CTATATAAATCAGGATAATATCGCCTTAAAATTGAAAATCTCTCACCATGATTTTTAGGTTCTAAATTTA
+GCTCCTTTTTAATTATGTAATCGCAAATTCCAACCAAGGCCTTAAAGTACATTATAAGAGCCGAGTTATA
+TTTTCCGCGTTTAAATGCCATTTCGTCAACTTCAATGTACTCATCAATATTAGCCCTCAAATCGTCCAAA
+TTTATTGGCACTATGTTGCCCTCCTGTAGTCATGACTACAAAAAAGCTATATAAAACCCTTTCTGTAGTC
+ATGACTACAATAGGCTTCAACTAGAGCTCCCTGAAAACCCTCTCCAGCACTGGATCCGAGATCTTATACC
+TCCCGTTTCTCTTCTCAACGTAGCCCGACTTAACTAAGTTTTCAAGAAGGGAAGAGAAGTTAGAATCATT
+TATGTAACCAAGCTTGAGCGTTAGGTAATCCTTTATGTCCCTCCAGCGAGAATAGCCCAAGCTTATGGCC
+TTTAGTATACCTTTATACCTTGGACTATAGGAGAAGAGCCTCGAAAGCTCAGTACTCAAGATTAACCTCG
+CCTCCCTAAGAATTTCCTCCATAGCATCCTCATGTTTAACCTTTCTCGTTACCCTAATGTAACCATATAA
+GGTTAACCAGCCCACTATCCCGTCGAGCTCTTCAACGGCCTTTTCAATCTCGAGCTCGCTCACCTTAAAT
+CTCATTTCCTCAAATCCCTTTTCCAGGAACTCAGCGCTCATCTCTGAATTGAATTTCTCCAAGATTATGT
+CATGGTGGTACCTGCCGAAGAGTGGAGCCCCTGGCTCATTGAACTTCAGGAAGTCAAAGAGTAGGCCAAC
+CTCGGAACCCGTTAAGATGAAGGTTAGGTTGTCTAAATTGTCGATTGCGTAAGCAAGTATTCCATCGTAC
+CTTGTCGCTCCTCCGAAGCGGAGGTACTGAGCCTCGTCGAAAGCTATAATGACCCTTCCAGTCCTTTCAC
+CGTAGTCATTGAGGGCCTCGAGCAATTCAACTATCGAGAAATCCCTTGGAGAAACATCAATTCTAACACC
+TGAAATGCTTATACCTTTAACCCTTCGTAGGAAGTTCTTGGCTTCTTCAAGCTTCCCACTAATCGCTGAA
+AGGAGCATTCTACCTACGACGTACCTATTAACTGAGGAAAACTCCGAGTAGGTTTTTCTCACATCTACCT
+TTATAGAAGGATAGGAAAGCTCGCCGAGGGCAACGTTCAGGAGGGAGCTCTTTCCCAACCTTCTTAGCCC
+GAGCAATAAAATTAATCTCTCTCCGCTCTCAATTGCCTTTTTAAGCTCCTCAAGCTCCTTTTCCCTGTCG
+AATAGCTCTTCCCTCTTGGTCTTTGGATAGGGCGAGAATAACATGAACTTGCACCCATACAAGTAACTTG
+CACCCCCACAAGTTAAAAAGTTTGTGAAAGGATAAGCGAGAATCGGAATGCGAAACCCTTTTAAGTTGCC
+CACGGTTAAGGTGAACAGGCATTCTAACTAGCTCAATTCCTGGGAGGGAATAAAGATGGCGAGGAACAAG
+CCCTTGGCAAAAAAGCTAAGGCTCGCAAAGGCCATGAAACAAAACAGGCGCGTCCCTGTTTGGGTTATAG
+TTAAGACGAATAGGAGAGTTCTAACCCATCCTAAGAGGAGGCACTGGAGGAGAACCAAGCTTAAGGAGTG
+AGGTGATGTAGATGCCAATAAAGCCGGGAGAAGAGGTTATATTCACGGTACCAATTAGGAAGATCAAGAA
+GATAGTGCCGAGATGGAAGAGGGCACCAAGGGCTGTGAAGTTCGTGAGGGAGTTCGTGGCGAGGCACGCG
+AAGGCCCAGGAGGTTATCATAAGCACGAAGGTTAACGAGAAGATCTGGGAGAGGGGAATCGAAAAGCCCC
+CAAGCAGGCTAAGGGTAAAGGTCAAGGTCGAGGAAGAGGACAGGGATGGAAAGAAGGTTAGGATAGCGTA
+CGTTGACCTCGCCTGATTCTTTATATTTAAAAGCACTAACTCCCAGTAACTACCGTAACATCAGGAGGGG
+CAGAGATGCACATAGAGAGACTTGACTTCGAGAACTCACCCTACCTCGGGGTGTTCGGGGTAGCTACCGA
+TAGGGTTGTGTTGGTTAGGGAAGGCCTTCAGGAGAAAAAGCTGGAGGTAATCAGGGAAGTCCTCAAGGTT
+CCAGTGATAGAGGCTAGCATAATGAAGTCACGAATAATTGGAACACTTGCAACTGGAAACTCAAACGCGA
+TACTAGTTCCCTGGTACGTTTGGGACACCGAGATAGAGAGAATTAAATCAGCATTCAAGGAGTATGGAAT
+AGAGACGGAGATAGTTCCATTCAGGACAAAGTACACGGCCCTTGGGAATTTGATACTAACCAACGATAAA
+GCAGCACTCGTCAGTGCAAAGTTCTCTAGAGATGAGGCCAAGGAAATTGGTGATATCCTTGGGGTTGAGG
+TGGAGAGAGGGTTAATAGCTGGACTTCACGCGGTTGGGAGCGCTGGTGTGGTTACGAATAAAGGTGGCCT
+AGTTCACCCAGAGGCAAGTGATGAAGAGCTTGAGTGGTTGTCCGAGCTGTTTAAGGTTGACGTGTACGTT
+GGAACCGCCAACATGGGAGTTCCCTACGTTGGGACTTGCATGTTAGCTAACTCAAATGGCGTTGTTGTTG
+GACACTTAACTACTGGTCCCGAGATAGTTAAGATTGAGGAAGCCCTTGGATTGATATGAAGGGGGTGAGC
+CGATGAATGTTAAGGTCTTCCGCGTCTCAGGCTACTTCGAGAAGAACGGAAGGAAGTTCAAGTTCACCAA
+GGAGTACAGGGCCTTGAAGGAAGAGCACGTCAAAGAGCTAGTTTACTCTGACATAGGGAGCAAGCACAAG
+GTGAAGAGGAGGAAGATATTCATAAAGGAGATAAAGGAGATAAGGCCAGAGGAGGCAGAGGACATAGTCG
+TTAGGAGGCTCAGCCTCGAGCTCTAAAATTATTTTTTGGTGATATAGATGGCCCAAAGCAATAAGGAGTT
+GGAAAAGCTCGCGTATGAGTATCAGCTTCTTCAAGCCCAAGCCCAGCTTTTAGCACAAAATTTGGAACTG
+TTGAACCTTGCGAGGGCCGAGGTTCAGACCGTTAAGGAAACCTTGGAGAACCTCAAGAAGATTGAAGAAG
+AAAAACCAGAGATTTTGGTTCCTATAGGTGCTGGCTCCTTTTTAAAGGGGATAATAGTTGACAAGAACAA
+TGCCATAGTAAGCGTCGGCTCAGGGTACGCCGTCGAGAGGAGCGTTGATGATGCCATAAGCTTTCTCGAG
+AAGAGGCTGAACGAGTACGACGATGCTATTAAGAAGACCCAGCAGGCTTTGACCGAGCTCGAAAAGAGGC
+TTGGAGATGTTGCAAAGAAAGCTCAAGAGATACAGCAAAAACAAGCGATGGGGAGCTTTAAGGTAAAGAA
+GTGATCACTTGGTAACTGCAACGATCTTTATTATGTCGTTGAACTGCAACTCGTAGTCCTCCCCGATCCT
+CCTTTTAGTTTTGGCGTTTATAGCGTACAGGAAGCCTCTTCCAAGGTCCGTGTGAACCTTGAACGCCAAA
+TCCCTTGGATTTGAACCCTTCTTCATTAGGAATACATGGGGCAGGACGTTCCCGAACTGGTCAGTTAGCT
+TATTCTCGTCCTGTACAGGGTAAACTGGGATCAAATTCAATAGCTCAAAGACCGCTTTATTTATCACTTC
+CTGAACTCCAGTCGAGCCAAACCTATCTAGAACTTTCTCCTTTATCATAAGCAAGGCCTTCTTCTGCCTC
+TCGTTCATGTCCTTGAGTATCTTAAACTCCGAGCTTCCTGGAATGTAGTCTATGAAACCAGCTTTAGCGG
+CTTTCCTCAAGGTGAGCTCAGCAGCAGCCGATGTTGGAACCACTATGTAGCCTCTCTTTTCCCCTTCTTT
+TATTAACCTGTTTATCTGCTCCTCGCTCGCAGCATCTGCCTTATTCGCCGCTATTATCATAGGCTTATTT
+ATCCTCCTTATCTCGGAGGCGAAGGCCAGTAAATCCTCTTGACTCCAAAGCGTTGGGTCACTAGGAAGGC
+CAAGCCTGTGCATAGCCTCCCAAACGTCGTTTTCCGTAACCCCAATGCCGCTTAAGTGTTCAGCTATAGC
+ACTCTCGAGCTTTATCCTCTGCAACTTTATCCTCTTCGCGAACTTGTCCCAGCCCTTGCTTAGTATTCCA
+TATATCCAGTAATCTATCTCCCTCTCGAGGAACTCGATGTCCTCTATTGGGTCGTGGTTCTCGGTGGGTT
+GGCCCTCCGCGTCGGTTTTTCCAGTTACATCCACAACGTGTATCAGGGCCGAGGCCATCCTCAGGTCATC
+GAGGAACTTGTTTCCCAACCCCCTACCTTCGTGGGCCCCAGGGACTAGGCCCGCAACATCTATCATCTTA
+ACTGGAATTAGCGCGAGGCCTTCCCTGTACTCGTAGTTCTGCGGATTCGGCTTACAGCCGAGCTCCTTAC
+ACGGATGCTCGGCTATAGCATAAGTAACCCCGACGTTAGCGTCTATAGTCGTGAAGGGGTAATTAGCTAT
+CTCGACATCCACTAGGGTTGCCGCAGAAAAGAAAGTTGATTTCCCAACGTTTGGCTTCCCAACGACACCT
+ATCTCCATGACTTCTCCCCAGGGAGTTAAGATTGGAGAAGTTTAAAAGCGTTTAGAGGACGGGACACTTC
+CTTATGACTATGCCTATGGAAACGCCAACCACGATTCCAACTATCAAGGAGATAACCGAATACTTGCCCA
+CGTCGCTTGAGGAGGACTTGACTACAACCTTCCCTTCCTGGGTCATCGCCCTTATTATCGACTTTGTGTT
+CTCAACTAATACCTTAGAGTAGTTCTCCTTAACCCAGAGGACCGTAACGTTCGCAAGTGGAACGCCTAGC
+TTTTCAGACAACTTCACGGAGGCATCCTTTAGAGTCTTAGGCGTTGAAACGTCGTAGACAACTACATCGG
+CCTTGGCGCTTATCGAATCAACGCTCTTCGCTGGAACCTCAGCCTCAGGCTTTATGGAATCAACGACCTC
+AATCCCGAGCCACTCGAGGGCGTACTGCTGGGAGGGTAGCTCTATTATCGCCTTCTTCCCTGACAAAACC
+CCCGAGTAAGCCTCAACGATTGAATTTATCTTCAACTCGAAATCTTCTAACTCCTCGTTTATCTCCTTGA
+GCTCCGGATGCAGGGTTAGCAGGGCGTTTGCGGTGGCTTTTGCAATAGCTATTGCATTCCTGGGGTCGAG
+CCATATTCCGTGGGGGTTATTCTTGCCCTCGTACCACCTCTCAGGAAGATAGCGGAAGCCGTACCTTTCG
+TAATCCTCTATCCCGAGAACTATCCCAGGGATTTCGCCGCTCTCCTTCAGCTCTTGAATCTTCATCTCAG
+CGGGTAAGTGTCCAGTGGTTACAATCACATCTGCCTTCCTGAGGAGCTCTATCTGAGAGGGCGAGAGCTG
+GTACTGGTGGGGCTCTACCCCAGGGGGGACTAGGTAAACGACGTTGACGCTATCCCCAAAGGCCTCCCTT
+ATTATCGAGGCTATCGCCGGTAAACTAGTAACTACTAGCGGCTTTTCTTGGGCCATTGATGGTGGCAAGA
+GGAGCGTTAGCGTAAACATGATTAGGATTAATCTCTTCACATTACACCACCGAAGTTAGGTTCACCTAAA
+CGTATATGAGATTTGCGAATGCTAAACCTCAAGGCAAGCAAGGAAAATTGGGACCGGAATCATTAAGGGA
+TCGGTAGAGATGTCGTCCTTTGAGAGCGTTATGACTTCCTTTATCTTTCCTACCCTGAGCCTAGAGGGCG
+TAACCTTGCCCTTCCACTTAACTTCAAAGCCAATGCCACTCTTAGTTACCACATCTACCTCTTTCCCATT
+CCTCCAGTAACCGACCTCATACTTCCTGGCCAAGTGAGAAGCAACTACGCTCTCAACTATCTTATCCTCG
+CTGGGCTTCTCAACGAGACACCAGCGAGAGAATAGCTCGTACAGGAAAGGATCTATGAGATGAACTTTCT
+TTTCCTTCCTGAAGTCTGGCTCAAGGGTGTTGGGGTCAAAATAATGGAGAACTTTCAAGATGAAGCTCTT
+CTCGAGGAACTCGATGTAACTGAAGACCGTCTTGTGGGAACCTATGTCAATTTCCCTCGCGATAGTGTTC
+CATCCAATTGGAGATGGAACCTTATCAAGGATTGTTTTCATTATCATCCTCGCGACTTCCTCGCTCTTTC
+CGAACTTAATTATGTCTCCCCTAACCCAGGATAGATACGTATCATAGGTATCCCCACTTACCCTCCCTTT
+CCCTAGGACGTCTTTAATGGCCCTCGGAAATCCACCGCTCCTCAAGTAGAGGAGGAACAATCTGTGAAGC
+TCATCCTTCCACGGAAGCAACTTTAGGCACTCCCTAACTTTGGATATTTCTCTTACCACAGGAATCTTTC
+GATAGAGCTCAGGAGCAACGACACCCACGAAATCCCTGAAGCTTAGAGGATACATTATTATTTCTTTTCC
+TTTCCCCCTCCTTCCTGGGAACGTCTCTATTTCTCCCTTTAGGTACATACTAACAGAACCCGTTAGTATT
+AACACGTCGTTTTTGAACTTTCCCATATCAACGTAGAGCTTTATTGCCCTAAACCACTCCCTGGGAAACG
+TTATCTCGTCCAAGAAAATATAAGAGTTCTCTATGCCCTCGATCTCGCGTAGCTCCATGTACTCCTCAAG
+AGCATTCATAAGCTCCCTGTAGTCGCTTAGATAGTCACACCTCAGGTAGAATATCGCCTTTGGATTGACG
+CCACTATCGAGAAGCCTCTTTATTATTAGCTTCAAAAGGGTCGTCTTTCCAACCTGCCTTGGGCCGAAAA
+TGAAGTTCAGGGAAAAGGGTTCAAGGGAAATGTCCTCAATGACCCTTGGAACCCATTTAACGCCACTTTC
+TTCCCATTTCCTATAGTCTTCGTCCTCACTTATGAACTCTTTACCTTTCCACCACGGATTAAATTGTTCA
+ATCATGTTGGTATTTGCACTACCAAGAATTTAAAAGTATTTTGGTAATGAGATTACCAAAGTTAAAAAAC
+AGAAACAAGGAGATCACTCTAGGGCATGCTTGAGCACGTGAAATACCTCGCTCTTGATTATCTCAAGCCC
+GGTTTCAACTGCATTAACGCTTCCCGGGAGGGAGAATATAACGACGCTCCTTTCCCTACCCCTTATAACC
+CCTCCAGTTGCCCTAGTCAAAATTGCCGCGTACCCTATCTCCTCGTAGCTCTTATACCTAAATATCTCCC
+CGAACTCAAGTTCCTTGTCAAAGAGGGGCGTAACTGTTTCTATGGTAACATCGCTCGACGTTATTCCAGT
+ACCCCCAGTCGTCACTATGACCTCGGCCCCAGATTTTATGGCCTCGGCTATCGCCACTAGAATCTCGATT
+TTATCGTCGGGGACTATCTTATAGTACACGTTTTCGCCGAGTTCAGAGAGCTCTTTGATTATCAAAGGCC
+CGGCCTCGTCCTTTCTCTTCCCCCTGCTTCCTTTATCGCTTACCGTTATAACCCCAAACCTAAAGCCCTT
+GGGAGCGCTCTTCTTGTGCTCCTCAACTCCCATGATACCACCGAATGTAGTTCCAAGGAAACCTTTTATA
+CTTCTTTTCGATGAGTATCTAAACGGTGGTTCAATGAAACCAAGGATTGGAGTTCTATTCAAGATGAAGA
+GCAAACCCTTGGAGGAACTTAAGAAATACACTGATGTCGTTTTGAAACCATACCCTAGTGAGGAAGAGTT
+AAAGGAGATAATTCCAGAGCTTGACGGCATAATAATAGCGCCAGTAACTAGGATAACCAAGGATATTCTG
+GAGAGGGCTGAGAGGCTTAAAGTGATAAGCTGCCAATCAGCCGGCTACGATCATGTGGACGTTGAAGAGG
+CGACAAAAAGGGGAATATACGTTACAAAGGTCTCAGGCTTGCTGAGCGAGGCCGTTGCCGAGTTCGCCCT
+TGGATTGTTGATAAGCTTAATGAGGAAGATACACTATGCCGATTCCTTCATAAGGGAGGGCAAATGGGAA
+AGCCACACCTTCGTCTGGAGAGAGTTCAAGGAAGTTGAAACCCTGTACGGAAAGGAGGTTGGGATAGTTG
+GGATGGGGGCAATAGGGAAGGCCATAGCTAGGAGGTTGAAGCCATTCGGTTGTGAAATCTACTACTGGTC
+AAGGCACAGGAAGGAGGACATAGAGAGGGAAGTCAACGCAAAGTACTTAGACTTGGACGAGCTTCTTGAA
+GAGGTCGATATCGTAATCTTGGCTTTACCCTTAACCAAGGAAACGTACCACATAATAAACGAGGAGAGAG
+TTAAGAAGCTAGAGGGGAAGTACCTAGTGAACATTGGAAGAGGGGCACTGATAGATGAGAAAGCCCTCGT
+TAAAGCGATAAAAGAGGGCAAGCTCAAGGGATTCGCTACCGACGTCTTCGAGGAGGAGCCCGTTAAGGAG
+CACGAGCTGTTTAGGTTTAAGTGGGAGACAGTTTTAACCCCACACTACGCCGGCCTTGGGAAGGATGTTC
+TCGAGGACATGGGATTCAGAGCAGTAGAAAACCTTCTAAAGGTGTTGAGGGGAGAGATTCCAGAGGATTT
+AGTCAACAAGGAAGTTCTTAAAGTTAGACCCATAGACGAGGTTAAGATGCTGTGAGGTGATAGCATGAGG
+ATTATCGAGGAGCTTAAGGAGTTCACCCAGATTCCGGGGATATCAGGATATGAGGAGAGAATTAGGGAGA
+GGATAATCGAGGAAATAAAGGACTTCGCCGACTACAAGGTTGACGCAATCGGAAATTTAATAGTCGAGCT
+AGGCGAAGGGGACGAAAGATTGCTCTTCATGGCCCATATGGACGAGATAGGACTTTTAATTACTGGAATA
+ACCAACGATGGGAAGCTGAGGTTCAGGAAGGTTGGTGGGATAGACGATAGGCTACTCTACGGAAGGCACG
+TCAGCGTCGTTACTGAGGATAAAATTATAGACGGAGTAATAGGCGCTATCCCACCACATCTGAGCCTTGG
+AAAGGGTAAAGATGTTATTCCGTGGCATGAACTCGTCATAGACATAGGGGCCGAAAGCAAGGAAGAAGCC
+TTGGAGCTCGTTAAGCCCCTCGACTTTGCGGTCTTCAAGAAGCACTTCTCGGTTCTAAACGGGAGATACG
+TGAGCACCAGAAGTCTGGACGATAGATTTGGAGTTGTCGCATTGATAGAGGCCATAAAGGATTTGGTAGA
+CCACGACCTCGGCGGAAAAGTTGTCTTCGCATTCACGGTTCAGGAGGAGATAGGGCTCAAGGGTGCAAGG
+TTCCTTGCAAATCGTTATGCTCCAGAGTATGCGTTTGCCATAGACTCCTTCGCCTGTTGCAATGAGTTAA
+CTGGAGATGTTAAGCTGGGAGGAGGGCCAGTTATAAGGGCCGTCGATAACTCTGCAATATATTCAAGAGA
+CTTAGCAAGGAAAGTTCTTAGCATAGCGGAGAAGAACAAGATACCAATTCAGATTGGAGTTACAGGAGGA
+GGGACTGATGCTTCAGTATTCCAGGAAAGGTGCAAAGCCCTAGCCCTGAGCGTTCCTATAAAGTACCTTC
+ACAGCGAGGTCGAGATGCTACAAATTAACGACCTTGAAAATCTCATTAAGCTGATAGAGGCAATAGCACT
+AGAGCTCTAGCGGGAGGGATTACATGATAGATACGGCAATTCTACTGAAAGCTTTCGTGACCGGTGTAGT
+TACTGGAACTCTCGCCGCGATGTTCGGCCTCGGGGGCGGATTCCTACTGGTTCCAATCCTGAATCTTATG
+GGAGTCGAGATACATCATGCCGTTGGTACCTCCAGTGCCAGCATAATCTTTACAGCCCTTAGCTCATCCT
+ACGCTTACCACAGGCAAAAAAGAATACTCTACAGGGTTGGGATATTGCTGGCAAGCACGGCCGTAGTTGG
+AGCGTACCTTGGCGCATGGATGACCTCCTTCATATCCCCAGGAAAGCTCAAGGTGATATTCGGTGTAACC
+CTGATATTCGTGGCCTACAGGATGTTCAGGGGTAAGAGAGGAGAGAGAAGGGAAGAGATAAGCGTCAATG
+AAAAGCTCGTTCCAATAGGAGGTTTCTTCTCTGGAATTGCAAGTGGCTTACTTGGGGTTGGGGGAGGAAT
+AATAAACGTCCCCCTTTTAACTTGGCTCGGCGTTCCCATTCACTATGCCGTGGCAACCTCCAGCTTCGCA
+ATAGTGTTCACATCCACAAGCAGTGCGATAAAGCACTACTTCCTGGGGAACGTTGAGCTTTACTGGCTTC
+CCCTTCTAGTCCCTGGCCTCATAATCGGGGCCCAAATAGGAGCCAGGATAGCCAAGAGAACAAAGGCAAG
+TTCACTAAGAAAAGGGTTCGCCGTTGTCATGTTAATCTTGGCGATAAGGATGATACTCAAAGGGCTAGGC
+TACAGCGTTCCATGAGGTGATAACTTGATAACGCCCGAGGAAATTGCAGAGCTAGTGGTTCAGATAAGGA
+GAGAGCATGGATTGCCAGTTTCCCCCTTCGAGATAGATGAGATCAGGTACGATAAGGAGGAAGGGAAGCT
+CTTCATAATAGCCCACGATAGAACGGATAAGAGCGTAATAATAGGGAGTAGCCTTGTCATAGGGAAGCTT
+AGGGAAGCCCTTGGCGTTAAGCTCGTCAGCGTTTACACCACACTTGACTTGATCCTCAAGAGAAGGCAAC
+TGGAAGAAAGCTTAAGGTTTGCAGAGGAGCATGGACTTAACTTTTTAATCCCCATAATAAAGGCCGAGAT
+GAACTTTCCCCCAAGAAAGTGGCCGAGGATAGGAAGGAAAACCCATGGAATGGTGTTCCTAACCTTTAAC
+GCTAGTGCGATGCTTGGATTTGCAAGGGCCTTTAACGTTCAAGGAAATGTTTACGGGGTTAGATATTCCT
+TCCCCAAGCTTTCATTTACCCCCGTGGATAGGCCGGTAAGAGAGGTATTCTTCCCAAACGAAGACTTCTT
+AAGAAGGTTAGCCAAGGAAGATGATGCAGAGCTGGTTATCTCCGAGTTCACGTTTCCTGCCAAAGGTGAA
+GATGTTGTAATGATAAACCCCATGAGGTTCCTGAAAATAGGGTACTTCGAAACTAAGTACCTCTTCGGGG
+AATCGAGACCAGCTATATTCAGCAAGGAGGACTTGGTGAATTACGTTATCTCCCTCGTTAAGGATGGCCT
+TATGGAAGCTACGGATGGAGCCAGGATAATCAGGTGGGGATGGAGAAGATGATAGTTGGGATAGCTGGAA
+AGATAGCTGCTGGCAAAACAACCGTTGCTAAATTCCTTGAAGAGTTCGGATTCTGCAGGATAAGCTGTAG
+CGAGCCTTTATTTGACATATTAACGGGCAACACCCAAGGATACTCCTGGGTTCCAGAGGTAGAGTTCAAG
+GGAGAACCGACGAGGGAGAACCTAATAGAGCTCGGTAGAATACTAAAGGAGAAGTACGGTGAAGATATTT
+TGATAAGGCTAGCCGTTGACAAGCTTAGAAACTGTGAAAATATAGCTATAGACGGTGTCAGGTCAATGGG
+GGAAGTTGATGCCATTAAAAGGATGGGGGGTATAGTAGTCTACATCGAAGCAAAACCGGAGATAAGATTT
+GAAAGGTTAAGGAGGAGGGGTTCAAGCAAAGATAGGGGGATAAAAAGTTTGGAAGATTTGCTGAAGTTCG
+ATGAATGGGAGGAGAAACTCTACGAAACTACAAAGATCAAGGAAAAGGCAGATATAGTTATAGTGAACGA
+AGGAACCCTTGAAGAGTTAAGGGATAAGATAATTTCAGCTTTGGGGCTGGGAAAACATGTTCATTAGGAG
+GGACCACTCCTTGTCATTCCACAGCATTCTGTCAGTCACTATTATCAGCGTTCCGTTGTGTAGTACTGCA
+TAGTCCCTCAACATCGCAAGGTACTTGAGGGTATTCTCGAAGCCATTGTATATCGAGAAGTACTCGAGGC
+AGTCTATAACGACTATACCATTTTCCACCGACTGAAAGTACTTCTTAGAAAGTTCAAGCATCCTGGGAAG
+ATTGGTCGGGCTCAGAACATTCCCATCCTCCCTGGCTCTTGTTACGAAGTATGAATACCAGCCATCCAGG
+GGCTTTATGTTCCTAACGAAGGCCAGAACTGGGAAGTCCTTGAGGTTTTGCACTATCCTATTGAATTCCT
+GGGAGCCCATTACAATGCTTCCAGGCGATAGATTAATTTGAGTTGGCCTCTTAACTGATCTTCCGTGGAA
+ATAAGTCTCACTCCCAAACACCTTGACAATTCCGTAGGCGAGAAGAACCACAAAGGTGGCCGCTAGAAGG
+AACCCTATAGGTGCGAACCATTGTATCGGCCTTAGGAATGGGTAGTCCATCTCATGGGCACCTATCGCCA
+TCAAAGGAAGCGCAAGCCAAAACACATCACTCTTAAAGGTTCTTCTTAGCTCAAGTGCCAGCAGGCCGGA
+CAAAAGAATGAAGAAACCAGACACTCCCCAATTTATCGCCACTATTCCCCATATCCCAAACTCCACCATC
+GTTTTCTGCAACAACCAAGTGTATAACGTAACTACGATTGGGGTTAAAGATATAGAAACGTAAACTACCT
+TTGAACCCATAAGCCTTTCTTCCTCGATTCCAAAATAGTAGATTGCTCCAAACATGAACACGGATGTTAA
+TGCTAAGGATATCTGATTGAGGAAATAGTTCCCAATGAGATCGGAGAGAGTTACGAGCGAATACACAAGC
+AAAGCCACCGAAAATATGAGCGAGGATCTCCTCCTCGTTCGGAAGTATATCCTGAGTAGGTAACCTGAGG
+TAGCGAGCTTTATTAAAGTCGTGATTACCATCGCAATCTCCAGCATGTCCATATATTAATCTAGGACGAA
+GTGTTATTTTAACGTTACCTTTAAATTCCCAAGTTTGACGTTCATTTGAAATGGTGAGCAAACTACTTGC
+CCTAGAAGCGTACCCAAAGCTTAAAGACATAGACTTCAGGCTACTCAGGGCTGTCGAGCTAAAGATGAGG
+TACTACAAATGGGTTCCATTAGAGGAAATTGCTAAGTTCGCGAGAATGGACGTCGAGAGCGCGAGCTACA
+GATTAGGAAAGCTAGACGATTTTGGGCTGGTAATAAGGAGAAGCGACATGGGGTACATAGGTTATCAGCT
+AACGATTCACGGGTACGATGCATTAGCGATTAGAGCATTCGCAAAAAAAGGCGTGATAGAGGCCATAAGC
+ACTACCCAGATAGGCGTTGGGAAAGATGCTGATGTGTACGTTGCCATAACACCATCTGGAGAGAAGGTTG
+CGGTAAAGTTTAACAGGATAGGGGAGAGAACTAGCGCGAGAAAAGCCTTCTACCACAGTGATGTCTTTGC
+AGATAAACACCATAAGAGCTGGCTCTACGTTTCCAGGTTGATAGCCAAGAAGGAGCACGAGGCCTTAGTT
+TTGCTAAGCCCATTCGCCAAGGTTCCAAAGCCGATAGCCTGGAACAGGCACGCAATAGTTATGGAGTTCA
+TAAACGGCGTTGAACTTGCGGAACTTAGGGATACAGACTTAACGAGGGAAGAAGCCGATGAAATCTTGGG
+AAAAGTCCTAGATGAGTATGAGAAGATAGTGAAGTTCGGAATAGTTCACGGGGACATGAGCGAGTTCAAC
+GTGGTTCTCACAGAAGATAATGATATCCTTATAATAGACTGGGCCCAGTATCAAAGTTGCGCCAACCCTG
+AGAGCTTAGAACTCTTGAAGAGGGATATAACGGTTTTGCTAAACGCCTTCAGGAGGAGATGGGGCGTTAA
+AAGGAACTTCGAAGAGGAGTGGAAAAGGTTCTATGAAGCCTGGCTAATAGGAAGAAAGGAAATCAGCGAA
+GAACAACAGTAAACTCCTTTCCCTCGTGGCCTATGACGAATACCTTTGCGTCACCTTCAGATGCGAACTT
+CTCAACCTTGCCTCCCCTGACCTCTATGGAATCCACTCCCTTCAAGGCAACCTCGCTCCTGTTTGAAAGA
+TGATTCCTGAAAGTTAACTCGTTTCCTTCTACTCTAAGTAGGGTCGCCGTTGAGTAAAGTAGCTCGTATT
+CCCCAATCTTCTTTCTCAATGGAAGGAAGAGAGAACCCCTCGTTTTCATCTCTATACCTTCAAGGAGCCT
+AGGCATCTCGAGGTCATCATACTTAACCTTACCTAACACCCTATGACCCCTCGGGTTGATTAGGACTAGG
+TAATCCTTCCTGGGAATCACGAGGATGTCCCTATCGGTAACCTCGAAATCCCTCTCGATGCCTTGAAGCT
+TTAGTATCTTATCCACGAACTTCCTGTGCATGTCGTGGTAGCTCGAGTAGTACTGCAATCTAAAGCCCAG
+GATTATCGCAGAGCCCTTCCCCTTTCTAACGAGCGAGGCAACTACCTTGTCTCCAACCCAAGCTATAGGC
+TCACCTCCCTTAACCTCCCTAACTACGTTCCTGACGAGCATCCTGTCTATTCCATCGGAATCGACGCTTA
+CGTATGGAATCAACCTGAAGTTGTCACGGGCCACTTCATCGCTAACCTTAACCCCGAGCTCCTCTTCAAG
+AATTCTGCACTCCCTCATGTTCTCGTCCAGGTAGGGGAGCATCGGCATTATCACTAAACTACCTCCCTCC
+TTAACGTACTCAACGAGCTTCCTCTGAACATCCGAGGCCATGAAGTCTAGGCTATAAACCCATAACTGCT
+CGTACTCCAGGAGTTCCTCCAAGCTCGAGGTTTCAAGGTCAACTACGTCAAAGGGAACGTTACTCATGGC
+CAACAGCGTGAGCAATCCCCTCTCGCCGAGCAAATATTCGTTCAAGTTTACGCTTTCCTTAAAGTTCTCC
+GGCCTGTAACCCCAGAGTGCTAAAGGCTCGTAGGGCTCGTAAACCCCGAATGCAACCTTGAACTTCACTT
+CCGACTTTCCAAAATCTTTGTTACTCCTGAGGAATTTTCCTATCCACTTTATAGCTTCAACGTGCTGTCT
+CTCCCTACCATCTAGGCCTATAGGGGAATACACATCCCAGGTTACGCCATTGTGGGATTCATAACCCCTG
+GGATTCTCACCCCCGACGTAGAGGTAGTAGTTAACGTTGTGTATGCCTAGAGCGGGGAGGAGCGAGTAAA
+GCAACTCTGCCTCGTCAACCTCTATGACGTTGGCCAAAGATGACTGGGTCTCGATGCTTAAGGGAGGCGT
+TCCCATCTTTCCTATGTAGTATCTATAGAGGCCTATCTTGTAGTACAAGTGGCCAAGCTTGTCTTCCTTG
+AAGTCGAAGCTCCTGTAGAAGGAGTACCAGAATTCCGTCCACAGGTGGATATTCAAGTTGTTCTCCTTGA
+CGTACTCGTAAAAATACCTCCAGGCGGCCAAGAGAAGGTAAGGATCGAGGAGCGTTATTGGAACATCTAC
+ATAGTCTTTCATCTTCTCGTAAAGTCTCCTTACGTACTCGTTAATCATCCATATCTTGAAGTGATGCCAG
+TCGAGAATCTTTGTCAATGGCTCGGAGAAGTCTGATGGGGGCTTAATATCCCCGTAATCCGAGATATCAA
+CGCCGTACCTCTCGCCGAGCTCGTCGATTGAATAGTTCATCTCAAGCCACTTATGCCAAAGCCCTCCCTC
+CCTAGTTATCGGCTCATTGTAGTCGGTTAAGAACGGTTGAAATATCGTTTCCCAATAAGATGGCTCGTCA
+TCTATGGTTACGGTTATTATCGACCCTCCGTTCGTGTATAGATGTTCCCTTATTATCGGGAACACCGCCT
+CGTACCACTTCATGACATATTCGAGGTAAATGGGGTGGAGGTAGGTAATCGGCGGGTAATAGATATCATT
+CGGCAATGAACCATTTGGACCCTTCGCTAGTATTTCCGGATGCTTATCTATGAGCCACTGCGGTATTCCA
+CCGTTCCTCCACTCACCGCATATGTAAGGCCCGGGCCTTATCAGGACGTAGAAGCCCATGTCCTCAGCTA
+GCTCGAGGAAACCAACCAAATCTCTTTGCGGGTGCGTTTCTCCAGTAAAGTCGAAGCTACCCTCTTGAGG
+CTCATGCCAGTTCCAAGCCACGTACGTGTCAACGGCGTTTAGGCCGTGCCTCTTCATCTTCTCCAACCTA
+TCCTTCCAAGCATTCCTTGGAACCCTGAAGAACTGCAATGTTCCCCCATAAATCGGCAATTCTTCACCGT
+CTATAGTATAGAACTTCGAGCTATAAGAAACCTCCACGATTACCACCTCACAACCTTCTCAAGGAACCTC
+GGATTGTCGGGGTTGAGACCGCGCTTAACGGCCTTATAGTAGGAGAGTAACTGAACTACAGGCAGAACAA
+AAATCGGTTTGAGCAGGGAATCGCTCCTGGGCATTTCTATGAAATACTTTGCCCCTAGAGATTCCTTCCC
+AATCAGGAGAACCTTAGCCCCTTGTCCTTGAAGTTCCTTAATTAGCTTTTCATGCCACTCGTGCTCATAA
+TCTACCATCAAAACGACGAGGGTTTCGGAGTCTATCACCGATTTAAAGCCGTGCCTGACTTCGAAGGTTT
+GACAAGCCTCGCTCCAAAAGAGGGCCATCTCCTTCATCTTCAGCATGCCTTCAAGGGCCACAGGATAGAG
+AATCCCAGACCCCAGGAAGAAGACCCTCTTGAAGTCGAAGTCCTCCACCATCCACTTCACGTAATCCTCG
+TTTGCTAGGGCTTCCTTCGATAACTCCACTACATCGGAGTGATCGTAAGGATCAAACCCATAGGAGTTCC
+TCAGGAGTTGAAGGTAGGCGAAATAAAATGCCTGGAACGAGTGAGTCATCACAACGCTCTCCTCCGGAGT
+ATGAACTACCAATGAATAATCGGCGTTCCTAGATAGGGAGCTCTCGTAAGCTGTTATCCCAAGCGTCTTT
+GAATTCGCAACGTCGAGAACTTTCAAGACCTCGGTTGTTTCCCCAGACCTGGAGATAGCCACTATTAGCT
+CGTGATTTAGGAAATAGTAGTTCCTTGCGTTCAGGAATTCGGAGCTCGGTAGGGAAAATCCTTCTCCACC
+TAGGGCGTTCGTGGCCATTGCCAATAGCTGGGATAGGAAGTTCGAGGAGCCACAGCCAGTGTACGTTATT
+CTCCTGGGAAGGCTTATTTCATCTTTAACGGATTCAAAGGCTTCCTGGGCCTTAATTATACCTTCAGGGG
+CTTTCCTAATTTCAGATAAGGTAGCATGCATTTCAGCTCCCCCCATAGAGATGACACGCAACCCAGTGAT
+TCTTCTCAACCTCAACTGGCTCGGGCCTAATCTTCCAGCACTTATCCTTAGCTAGAGAACACCTGGGAGC
+GAACTTGCACCCTTTAAGCTCCCACACTTTCCCCTCTTCGCGTTCGGGCTCTATTCCCTTGAACTCCCAC
+TTGACGTTAAGGTCTGGAACGCTCTCAAGAAGCATCTTGGTGTAGGGGTGGAGGGGATTGTCAAAGACCT
+TCTCGGTGTCCCCCCATTCAACGATGCTACCCCTGTACATTATGATTATTTTGTCACTGATGTAGTAACC
+GAGGGCAAGGTCATGGGTTATGAATATAACGGAAGTTCCATGATTATCCCTGAATTCCCCCAAGAGGTTC
+AGGACATCTATCCTAGTTGAGGCATCGAGCATAGAAACGGCCTCATCAGCTATCAGTAAGGAGGGCTCGA
+CGAGTAAGGCCCTAGCTATTAAAATTCTTTGCAGTTGGCCACCGCTCAGCTGGTGGGGGAACTTCCCCAG
+GATCTCCCTGGGATTCAAACCTACGCTCTCCAAAGCCCTCCTAACGAGCTCATCCTTTTCGACATCGGAA
+ACGTTCTTCAAGAACGTTCTAAAGACAAGGTCAAAGACCCTATCAACCTTATAGAGGGGATTAAAAGAGG
+CGAAGGGATCTTGAAAAACAGCCTGAACGTTTTTATAGTAGTAGTTCATCAGCTTATCTTTATCGAAGCT
+CCAGATGTCCTCTCCCTTAAAGAGTATTTTTCCGCTTGTGGGTTTGATTAACCTAAGTATTAACTTGCCG
+ATGGTTGTTTTTCCGCTTCCGCTTTCTCCTACTAGTGAAACTATCTCGCCTTCTTTTATGGAGAAGGTGA
+CATTGTCCACGGCCCTAACTTGATAACCACCAATTAATCCAGATGTAAAAATTTTAGTCAGGTTTTGAAC
+TTCTAAGAGCATTAGGATTCACCCCCCAACAAGTGGCATGCAGCATAATGCTCTTTTCCAACCTTGACCA
+GTTTAGGCTCAACCTCGGGACAATGCTCCATTGCAAAGGGACACCTAGTGTAAAACCTGCAACCCCTCGG
+TGGATTCAAGAGGCTAATCGGATACCCAGGAATTCCACTCAACCTCTCCCTCTTATAATGAACACCCATT
+CTAGGGAGAGAATTCAAGAGTAATTGCGTGTAAGGGTGAGCAGGATTCTCAAGCACTTCCTCCATTGGAC
+CAATCTCCACAACCTTCCCAGCGTACATGACCATAACCCTATCAGCAATCTGCCTCAACAAGGCTAAATC
+ATGAGTTACAAAGATTATCGACTTTACAATGCCCTCCTGCATAAAATGGTGTAATAATTCAATGACAACC
+CTTTGAGTAGTAACGTCTAAAGCTGATGTAATTTCATCGGCAATCAGTAAGTCAGGGTTTAATAGTGTTG
+AGACCACCATTGTAGCACGCTGCCTCATCCCACCACTCAACTCAACAGGATACATGTCCGCAACCCTAGG
+ACTAAGCTTAACCATGCTCAACCTCTCCCTTAATAACTCCTCAACCTCCCTCCTGTCAGCGTAACCATGC
+TCCCTAGCCAAATCCCAAACAATATCCTTGATCCTCTTAGTAGGATTCAAAGCATTCATAGCGTACTGCG
+GGATTATAGAGAGTTCAGAATACTGGATTTTCCTTAATTCATCCCTGGGCAAGGACATTAAATCCCTACC
+CTTGAAGATTGCAGAACCTCCTTTATACTCCATTGGGGGTTTTCTAAGGATTAAAGAGTGGACTAGGGTT
+GACTTACCACAACCACTCTCCCCAGCAACACCAAAAACCTCACCCTCCCCAACCTCAAAACTAACACCAT
+CAACAGCCCTAACATAACCAACAGGAGTCCGATAATAAACCCTAAGATTCCTAACATCAAGCAGAGCCAT
+ACTACTCACCCCTAAGCCTAGGATTAAACACCTCTTCCATTCCAAGGTTCACGAAGAATAATGCAGTAAT
+AATCAGGGTTATTATCAGTCCTGGGGGAATGAACCACCACCACCAGCCGAACTGGAGGGCGTTGTGCATT
+ATTGCCTTCTGAAGAATGACTCCCAGGGAAACCACGGTTGTCGGCCCTAGGCCTATGAAGTCTAAAGTTG
+CCGAGGCTAAGATTGCTCCACTAACCTGAAGTATCCCGGCCATGAAGATGTAGGATATCATGTTGGGCAT
+TATCTCCTCGAAGATTATCCTTAGGTCGCTTAGTCCAACTATCTTGCTCAGATTGACGAATTCCCTGTTC
+TTAAGCGAGAGCGTTTGGGCCCTTACTGACCTAGCGACCCAAGGCCAATTCGTTAGCCCTATTATCAGGG
+CTTGAACCTCAGGGCTCCTTGCCTCGAGGAAAGCCGCCACAAGTATTAGGAGAACTATTGAAGGAATTAC
+GAGCATTATGTTAACGAACATCATCAACAGCTCATCCACTATTCCGCCCTTGTAACCCGAGACCAGGCCT
+ATGGTTATTCCAAGGGTAGTTCCAATTATTGCAGCCAACACAGCTATCCAGAGGCTAGTTCTGAGGCCAT
+AAACTAGCTCGGCGTAGAGGTCTTTACCCTCCTTGTCGGTTCCAAGGATGTGGAGAACCTCGATTGTCTT
+TCCGGTGTACATTATGGTTATATTCTCCCTCGTCATTGGAGGTAGGGTCTTTGAGGAATAAGCGGGCAGC
+TCTATTTTTCCCACTTTCTCATAGTACAGTCCATCACTGGCGAAAGGAGTGAAGAGCGGTCCTATTATAG
+CGAAGAGGACAAAGAATGATATTAATCCTATCCCGAACTTGAACTTGTTGTTCCTAAATGCTAACCTCAA
+GATATCTGCCTTTCCCTTCATTTTCAGCCCTCCTCGTAGCTGACCCTAACGCGAGGATCGATAAGGGCGT
+AGACTATGTCTATGATGAAGTTCGCAACGAGGACGGCTATGATAACCATCAAGAATCCTCCCTGGAGAAG
+GAAGTAATCCTGGCTAAGCGCGGCGTGCATTAATAAAACTCCGACCCCAGGGTAGTTGAAGACTATTTCA
+GTTGCTATGGCTCCAGCCACCATCAAACCGAGCTGGAGCGCGAGCCCAGTAACCTGTGGAAGGATTGCAT
+TCCTGTAGGCGTGCTTGGTTAGCAGCTTCTCACTGGCACCGAGGGCTTCTAGGTAGCGGACGTAATCCGC
+CTCAAGCTCGTAGATTATCATGTTCCTCATTCCTATGGCCCAGCTTCCTATCATGACTATGAAGAGGCTA
+AGGAACGGGAGTATCCAGTGCTTTAGGAAGTCCACTATGAAGGTTATCGAGAACGATGGAACGAGGTTTT
+GGCTGTAGGCTCCTTGATAAGGGAAGATGTTCAGCTTAACGCCCAGGAAGTACACCAAAACCATTGCGAA
+CCAGAAATATGGGATGCTTGCTAGGAAGTAGAACACTGGCATTAAGTACTTGTCGTACTTTTTGTTCTTT
+CCAGCCAACGCACCTAACCAGTTTCCAATTATCCAGCTTAAAACTATAGCAGGGAATAATATCGCAATAT
+CATAGGGGAGGGCATGCTTTATTATATTTGAAACCGAATCCCTATACAATATACTATACCCGAGATCTCC
+CCTCAGCAGGGATTTCCAAAAGTTTATGAACTGAACGTAAAGGGGCTTATTTAACCCATAAAGATCCTCG
+TAAAATTTCAATAAGGTTTCCCTTTCCTGAGGGGATAATCCCAATGCGGAGTTTATCATTATTTGAATAG
+GATCCCCAGGCATAAGCCTGGGCAAGAGCCAATTGAGGGTTACGGCAAAGAGGAACGTCAGGAAATAGAT
+AACTATCTTCCTCTTTAGATACTGCTTAAACCCCATCTCTTACCCTCCCTACAAAATTTAAAAAAGAAGA
+GAGGAGCTAACGCCTCTTCCTCCTTACCGCGACTAGTGGAATGGCAGCTAGGGCAATTATTAGTGCCGGT
+CCGCAGATGCCTCCCTTGGTCTGTGTTACGGTCTTCTCTACGGTCTTTTCGATGGTCTGCGTCTTCTCTA
+CCGTTTGGGTCTTTTCTACAGTCTGGGTTTTCTCCACTGTCTGTGTCTTTTCTACCGTTTGCGTCACCGT
+AGTTGGACCAATCGCCTTGGCAGGCCTAACGCTTAGGAAGGCTAGTGCGGTACCCCAGGTTCCAAATCCA
+GGCCAGAATATTGGCACACCAGTTGGGTTCTTCTCGTTTGGCCAGTTCGCCCAGTACTGGGTGTTTGCTT
+CATAGAACAGCGTTCCCATGTACAGAGGAACTGCCGAGACGTCCTTAAGCCATATCTCCGTTAACTCCCT
+TAAGAGTTCCACCTGCTTCGCTTCATCAGCTGTCTTAGCTAACTCGTCAAGAAGCTCATTGGCCTTTGGA
+TTGTAGTAGTTTCCAAAGTTTGCTCCTCCCTTGTCTGTCTCATTCTTGTAGTACATTAGGTTATGGTAAA
+CGCTGTAGGGATCGGACTCGAAGGTTCCGGCCCAGTGCATTGTTAGATCGAACTCGCCTGCCTGCTGCTT
+GCTCACCATTGTTCCCCAGTCATACTTCCTAACGTCAACCTTTATTCCAATGACCTTTAGCTGGTTGACT
+ACTATCTCGACCGCCTGCATCCAGTCACTACATGGACCACAGGCGGCAAATGTTAGAACGAGATCCTTGC
+CATTGTACTCCCTCCATCCATCCCCATCCGTGTCCTTGATTCCGGCCTCGTCAAGTAGCTTAGCCGCATC
+CTGTGGGTCGCAGTACTTCCATCCATATTCTTTTATTAGCTGGCTAACACCTATTTTCTCTTTCCAGGAC
+TTCATGATGTTTCCGAGCGGGGTTTGATCTGGGAGATCGCTTATTGGTCCCTGCTTGACTATCTGAGCAG
+GGCATATTGCCTCAGCTATGGCCTTTCTCACGAGAGGATTGTCCAAGGGCTTGTGCTTGGTGTTGAAGTA
+CATTATTACTGGAACTACCGGTGGGAAGTACGGAGGCCTATCAAGCCAGCTGACTATGTTGGGGTTCTTC
+TTCTTTAATTCGACGATATCTACGTAATAAGTACCAACATCCAAGTCGCCTCTAAGGAACATGTTAGCGG
+CCTGATCGTTAGATTGAACGTAAAGCTGAACTATGTACTTCGGAGCTGGGAGACCAAAGTACCTAGCTCC
+CCACCAATCGTCGTTCCTTATGAATATCGCCTTCTGCTGTGGAACTACCTTGTAGAGCTTGTAAGGTCCT
+GAACCAACAAGGTACTTCTGCTCATCCCCTAGGAACGTCATGGTCTTAACGTTCTTTGGATCTATGTTCT
+TGAACACGTGCTCAGGAAGAATTAAGACTCTGTAAAGCTGATTTCTCCAAGCCCAGACGTTTGGTGTTTT
+TTCAAATACGAACTGGATTGTTCTATCGTCAACAACCTTAATTTCCCTTAGGCCGTACTCTGACCAGTTC
+TTTAACCCGACTTTCTCATAGTACTCAAAGGAGAACTTAACGTCCTCAGCGGTTAAAGGCTTACCATCCT
+GCCACTTCGTCCCTTCCCTAAGCTTAACTTCAAAGACATTAGAACTTACCCACTTCCCGTACTCGGCAAG
+CCAAGGAACGAGCTCAGTTTTCATGAAGTTCAGCTGGAAGAGTGGCTCGAAGACTAGGCCTGCTATGGGA
+ATTATGTTGGAACCATAAACTGGATTTGCATTAGTTGGTGGCGATGAATTCGCCGTGTACAAAGTTTGTT
+CCCTTGGGAGTTCCTCGGCGGCGCTCACAATTCCTATAGTACTCAAGAAGAAGAGACCTATCAAAAGGGT
+CGCCAGGAACTTTTTCATATTTGTCCACCTCATTATAATTTCGTTCAAATTTATAAAAGATGGCAATTTA
+TATATAAGGTTTTTGGTTTAAGTCGAGATTCTAATTGGACAATTAACGAAAATTATGAGCAGCTAAGGAG
+AAGCCCATTAAAGTGATAAATTATAAGAACATGTTATTCTATAAATCATAGGTGGGAGTTAACATGGAGT
+TTTACTGGGGGGTCGTTCAGTCGGCATTTCAGTTCGAGATGGGGGATCCATATAGGAGGAACCTTGACAC
+TAGAAGTGACTGGTGGCACTGGGTTAGGGACCCATATAATATAAAGAATGAACTCGTTAGCGGTGATCTT
+CCAGAGGAAGGGATAAACAACTACGAGCTATATGAGATAGATCACAGGTTAGCTAAAGAACTCGGCTTAA
+ACGCTTATCAACTAACGATAGAGTGGAGCAGGATATTCCCATGCCCCACGTATAGCGTTGAAGTTGAAGT
+GGAAAGAGATGGGTACGGATTTATAAAATCCGTGAAAATTAGGAAAGAACATTTGGAAAAACTGGATGAA
+CTTGCGAATAAGAGAGAAGTTAGACACTATGAGAACGTTCTGAAAAATCTCAAGAAGTTGAACTTCACGA
+CGTTCGTGACATTGAATCATCAAACTAATCCAATATGGCTACACGATCCTATAGAGGTTAGGGTGAACAT
+AGAAAAGGCCAGAGCTAGGGGATGGGTAGATGAAAGAGCCATCGTAGAGTTTTCGAAGTTCGCAGCTTAT
+GTAGCCTGGAAATTCGACAAGTACGTAGACTTCTGGGCCACCTTTGATGAACCTATGGTTACCGCCGAGC
+TCGGGTACCTAGCACCGTACGTAGGATGGCCCCCAGGAATTCTGAACCCGAAGGCCGCTAAGAGCGTGAT
+AATGCACCAAATAATAGCACATGCCAGGGCATATGACTCGATAAAGAAGTTCTCAGATAAGCCCGTTGGG
+GTAATATTGAACATAATTCCGGCTTATCCCCTGAACCCAAGGGACAGCAAACATGTAAAGGCCGCCGAAA
+ACTACGATCTATTCCACAACAGGCTCTTCCTGGAAGCTGTGAATAAGGGAAAGCTTGACATTGACATAAA
+TGGAGAGTACGTTAAGGTTCCCCATTTAAAGAGGAACGACTGGATAGGGAACAACTATTACACGAGGGAG
+GTTGTCAAGTACGTGGAGCCAAAGTACAAGGAGTTACCCTTGGTAACTTTCGTTGGAGTTGAAGGATACG
+GTTATTCAGCAAATCCGAACAGCATTTCACCGGACAATAATCCAACGAGCGACTTCGGATGGGAAGTTTA
+TCCAAAAGGACTATACGATTCAACGGCCGAGGCCTACGAGTACAGTGAGATGGTCTTCATAACGGAGAAC
+GGGATAGCAGATTCCAAGGATATCCTAAGACCCAGGTACATAGTTGACCACGTTAAAGAGGTTAAAAGGC
+TCAGGGAAAACGGGATTAACGTTTTAGGATACTTCCACTGGGCCCTCACGGACAATTACGAATGGGCCAT
+GGGGTTTAAAATTAGATTCGGGCTTTATGAGGTCGATCCAATAACGAAGGAAAGGATTCCGAGGAGGAAG
+AGCGTTGAAACTTACAAAAAGGTTGTCAAGGAGGGGATTGAATGAAGACGATAGCCGTTGATGAGAGCAC
+GTGGAAGAAGATTAAAATGCTTAAGGACAAGCTCGAGGCCAAGTCGTACGATGAGGTTTTGCAGAAACTC
+ATAGAGACCTGGCACTTGGTTGAGCTGGACAAGAAAGTGGATAAAGTTGTGGTCAAGGAGGAGGAAGCCG
+AAACGCTACTAAGCGTTCTGAACAAGATCAAGAAGAAGGGGGAGAGCTGAGCGATGCCCCTCCCTCCAGA
+CATAACGTTTGACAGCGTAACCCTCTTGAAGATGCACAGCGAAAAGAACAAGAGGCTACTCGAGATAACG
+CTGGCCAAATTCACCGTTTACCTATCAATGCTAACCGTTCAAAGGTACCTAACTGCTAGAGCTTACCTAA
+AGAGGAACGTAGAGCTTGAATTTGAAGTTCTAAAAGATATCTACAACATAGTGCCGGTCAGCGAGGAGAT
+AATTTTGAGGGCATCGAAGATAGAGGCCAACTTAATTAGAAAGGGAGTTTTCCTCGACTTAGAGGATATC
+ATAACGGCCGTGACTGCAATTGAAACTGGAAGCTTATTAATAACGGACGAACCAAAGAAATACGAGCCAA
+TTAGAAGATTTGGGCTAGATACGATGCCCCTTGATAAATTTCTTAGGGAAGTAGAGCTAATGGTAGAAAA
+AGAAATCATATAAGGTCGGCGAATGGAGTTATGTGGTAAAACAGTCCTGGCATTATCCTGAACCCTTCAG
+CGTATTTAACCCCAGCTTTTTTACCATAAAATAGAGCTACGGTTCTCAGGAAAGGCTCCCAAACCTCCCA
+AACGTCGTCCGGAAATTGACTCTTGTGAGTTCTTATTGCTTTAAGCTTTAACTCCATGACATCCGTTATG
+TCAACGAAGTAGTTGGGCTTGTTCGTGTAGTACAAAGCTATAAAGGAGACCTGATGAGGCCCAAGGCCTA
+TTTCAACATCAACGTTTGAGAAGTTTGGAAGTGGAGAGAACGCCACGGCATCCAAAGCTAGGAAACCTGT
+ATTCCTGTGATCTGGGTGGGCTTCATAAGGTAGCCATGGATCGGGTAAGAAGACTCCATCCGGTTTTTCC
+TTTCTTATTATCCTCACGAGGTCTTTTCTGACTTCCCTTGAATACGGCAACTCCGTGTCCCTATAGTTTA
+ACCAGTATATCTTTTTAACCCCCAGGAGCTTTGAGCTTTCTTCCTCTTCTCTTCTCCTTATTGTAGCCAA
+CTCGTGACCGGTTAAGCTAGAATCCAAAGTTCCCATATATCCATCAGTCATGCAAGCGTATATGACCTCA
+ATTCCCCTTTCCGTCAGCTTCTTAATAGTTCCCCCCATCCCTATAACGCAGTCATCAGGATGTGGTTCTA
+TGCAGAGAACCTTTTCAACGTCCTTGAAGGGATCGTTAAGGTCAAACTCAAGGACTTCCTCAAGCAACTT
+CTTAAACGCTTCCTCGAAGCTTTCCAAGTTCTCGAACATTTTTATCCCTCCTATGTTTCATGATGATTTT
+ATAATTTAATGCTCTTTAATAATTTTCCTAGGATTTATAACTGAGCAACTGTTAAAGTATCTTTAAGGTG
+AGGTACTTTAGGTGAAGGAAGTGGTTAGTAGCGTTTACAAGGAAATCCTAGTTAAACTTGGACTCACGGA
+GGATAGGATAGAAACACTGGAAATGAAGGGCGGCATAATCGAGGATGAATTCGATGGAATAAGGTACGTC
+AGGTTCAAGGATTCCGCTGGAAAACTGAGGAGGGGAACGGTGGTCATAGATGAGGAATACGTAATCCCTG
+GGTTCCCTCATATAAAGAGAATCATCAACCTGAGGAGCGGAATAAGGAGGATATTCAAGAGAGGAGAATT
+CTACGTAGAGGAGAAGGTCGATGGCTATAACGTAAGGGTGGTCATGTACAAGGGAAAGATGCTCGGGATA
+ACGAGGGGGGGATTCATATGCCCCTTTACAACCGAACGAATACCCGACTTTGTTCCCCAGGAATTCTTCA
+AGGACAACCCAAACTTAATCCTGGTCGGTGAAATGGCTGGACCTGAGAGCCCTTATCTAGTGGAGGGCCC
+GCCTTACGTTAAAGAGGATATCCAGTTCTTCCTCTTCGACGTTCAGGAAATTAAAACAGGAAGGAGCCTC
+CCAGTTGAAGAGAGGTTAAAGATAGCTGAGGAGTACGGAATAAACCACGTCGAAGTGTTCGGCAAGTACA
+CTAAGGATGATGTGGACGAGCTATACCAGTTAATAGAGAGGTTGAGTAAGGAAGGAAGAGAAGGAATAAT
+AATGAAAAGCCCAGACATGAAGAAAATTGTGAAGTACGTGACTCCTTATGCTAACATAAACGACATAAAG
+ATTGGGGCAAGGGTGTTCTATGAGTTGCCTCCTGGGTACTTCACGAGCCGAATATCTAGACTAGCCTTCT
+ACCTGGCCGAAAAGAGAATTAAAGGGGAGGAATTCGAGAGAGTTGCAAAGGAACTAGGGAGTGCATTGCT
+ACAACCCTTCGTGGAGAGTATCTTCGATGTCGAGCAGGAAGAGGACATTCACGAGCTCTTCAAGGTTAGG
+GTGAAGAGGATAGAGACTGCTTATAAGATGGTCACCCACTTCGAGAAGCTCGGCCTTAAGATCGAGATAG
+TTGACATCGAGGAAATTAAGGACGGATGGAGGATAACATTCAAGAGACTCTATCCAGATGCCACGAATGA
+AATTAGGGAGTTGATTGGGGGTAAGGCCTTCGTGGATTGAGGTGATTTAGATGGAGGACATAGCTTTAAG
+ACTCGTCAAGGCAGCAATAAGGGCTGCAGATCCATACAAAGCAGTGATTAATTCTGTTAGGGTTGAAGGA
+AATAAATTACTAGTTAAAGATAAAGAATTTGAGATAAAAGGAAAGGTTTACGTCCTGGCCTTTGGAAAGG
+CCGCCTGCGACATGGCGAGGGCAATAGAGGAAATTCTAGATGTTGAAGATGGCGTAGCGGTAACTAAGTA
+TGGTTATGGAAAAGAATTAAAAAAGATAAGGGTGATAGAGGCAGGTCACCCGATTCCAGACGAAAACTCA
+ATAAGGGGAGCAATTGAAGGCCTTAAATTGCTGGAGAAAGTTAAGGAAGAGGATATAGTCTTCGTGCTAA
+TCTCTGGCGGGGGTTCAGCACTTTTTGAGCTTCCCGAAGATGGTATCTCCCTAGAAGACCTCAAGCTGAC
+GAACGAGTTGCTTCTCAAGAGCGGAGCCAAGATACATGAGATAAATACGGTGAGAAAGCACATATCAAAA
+GTCAAGGGTGGGAAATTAGCGAAGAAGATTAAGGGGACTGGAATAGTTCTTATAATCTCAGATGTAGTTG
+GGGATAACTTAGAGGCAATAGCCTCAGGCCCAACCGTGAAGGACCCAACGACATTCCAAGATGCCAAGAG
+GATTTTAGAGTTATACGGAATCTGGGATAGAGTTCCTGAAAGCGTTAGGTCTCACATAGAGAAAGGAATA
+AGGGGCGAAGCCGAAGAAACCTTAAAGGAGGAACTCCCAAACATTCATAACTTCTTGATAGCCAGCAACT
+CGATCTCCTGCCAAGCTGTCGTGGAAGAGGCAACTAAACTTGGATTTAAGGCTTACGTTATGACGACAAC
+CCTTGAGGGCGAAGCTAAGGACGCTGGACTATTCATAGGTTCCATAGTCCAGGAGATAGCCAAAACTGGC
+AATCCCTTTGAGCCACCAGTGGTTCTAGTGTTTGGAGGGGAGACAACTGTAACCATAGAGGGAGAGGGAG
+GCAAAGGAGGGCCCAACCAAGAGTTAGCCTTAAGTGCAACTAGGAAGATAAAGGGATTAAACGCAATTCT
+AGTTGCATTCGACACCGACGGGACGGATGGCCCAACGGATGCGGCCGGTGGAATAGTCGATGGAGAAACG
+TACGAGAAGCTTAGAAGAAAGGGAATTGACATTGAGAAGGTTTTAAAAGAGCATAACTCTTACGAGGCCT
+TAAAGAAGGTTGGAAGCCTTCTCTTTACCGGACCAACGGGAACCAACGTCAACTCGATGATTATAGCTAT
+AATCACATCGAAACAAGGCCGTACTTGAGCAACTTGTTCACTATTTTTCTTCCCTCATTTGTTAAATCAA
+CTATCTTCCTTATCATAACTATCTTAAGGAGCCCCTTGTCTATCATCCTGTCGTATATCTCTTCTATCTC
+CTTCTCAGTTATCCCCAGGAACTGATGCAACTCTAGGGGATTAATTCCAGAGTAGAGGGCAACTAGTATC
+TGCTTCTCCATCTCATCTAGGGACTCAAGCTCCTTGAGCTCCTTCTCCATCAACTCCTGGAACTCGGACT
+TTAGCGTTGGAAAGTCATCTGCTATCTTTATAATGAACTCCATTGCCGAGGGCGTGTACTTGAGTAGGTA
+TCTGAGCACAAACAACTGAACCTTCTTGTCCGGAATGTATAGATAGGAGGTTACGCTCTGGTTTATATGG
+AAGTGCCTTATCTTCCAAGCCCTAACCTTCTTTCCGTTCATTTCAACTTCCTCAATTTCTATGTCCTCAA
+GGTCTGAGAATATTGACACGGGCCTCTTATCTTGGGTTATCACTACAACACTTCTCTCAGTTCTTTGAGT
+TCTCGCCGATTTAACCTTAATAACCCTGAGCCAACCTTCCTCCCACTTAGACTCCATATTTATCGCGCCA
+CCAACGATCCTCGCCAATTGAAGCATGACCGTTTTGCCATTTATTAAAACCTCAAACACCTTGTGAACGA
+ATTCGGCGAACTTCTTCTCATCGTATATTAACAGGTTCTCCTCGATAGTAAATATAACTAAGAGCTCGCC
+TCTCCCAGGAACGTAGAACTTAAGTCCAAAGTGATCTTTTTCGGGATTTAATTTTAGCTCATCTGGGATT
+CTAATCCCAATATCGGTTAGAGCCGAAAACGGAAAGCTATCCTCACCTGTAACCTCACCCATCCTCAAGT
+ACTTAACAACTATCCTATCGCTCTCTAATTGAGCCAACGCATCCCTCCAACTAACCTTAGACGTAACCCA
+GGACGAAGATATGCCTACCTTAACCCTAGCCTCGTATATTGGCATTTACTCTGCCCCCGTCAGAGGGCTT
+CTAGTTCTTGGAGCCTCTTCTCCAAGTCTTCAACTTTCTTCTTGCACTTCTCAAGCTCCTGAGAGAGCTT
+TATCTCTAATGGGGTTACAGCTGGATTATCACCTCTCTTCTTTATGAGATCGTCAAGTATCGAGATTGCG
+CTCTTAATGCTAGATGTTATCCTTATAAGAGCCTCGTCCGGCGATAGTTTTACGCTCCCTTCTTTCCCTT
+TTCCTTTCTCCCTGACTTCAATTGGCAACTTAGTTCTCGCAACGTGGGTTAGCATCTGATTTAGCCTATC
+CTTATCTTCTGGGAATGGATATGCAGCTAGCCACAATCTCTTGAACTCGTCCAACTCCGAGAGAACCCTC
+ATGAGGAAAGCGTTGTATTCATCTTCCGATACAAAACCTAGAGCATAGCCCCTAGCAACATCGAGTAGCA
+TTAACAATCTCTCTTTCTTCTTCTTAGCTTCGTTTGCGACATTATGAACCTTTTCGTCAATTATCTGTTT
+GATTTTCCTGACTATGTCTTCTTCACTAACATCTCTAACTTCTTGCTTAGCGACTTCTTCAGGCTTTGCC
+TCTGACCCCCGAGTCCCTTTCCTCTTCTTCTCAACAGTCTTAGTTTCAACTTCAAGGCTTCTCGAGATCA
+TCAATGCTTGCATGTTTTTCATTTGCTGGGAAATTACTGAAGATACTATCCATGCAGACACTATTGACCC
+TATTAGCACGACCACCGCGATTAATATTAACGTCCCAACGTCCATATCTCCTCACCCCCTAAACCAAAAA
+TATTAAATTAAGGGAGATCAAACCTTAAACTTACCCACTATTTGTCTCATCCTGCCCACCATATCCTTAA
+GCTCCTGAGCAGCTCTCCTAAGCTCTTCAATTGCTGCAGTTTGCTGCTCTATAGCCGAGCTAACTTCTTC
+GGCACTAGCGGTTGTCTCTTCAGCGCTAGCTGCAAGGTTCTCAAGAGCTCTTAATGCCTTATCAACCTCT
+TCTTGAGTCCTAACTATCTGCTCCTTAACCGTGGTCATCCTCTCGCTAGTCTCCTGGAGAAGGGTTGCTA
+TATTGGCGAGGTACCCTATAGTATCCCTCAACGTCTCAGATGATTCTCCAATGACGCTTACACCCTCCTT
+AGTAGCTTCAACTGCTTCCTTGATCTCATCTGTAATCTTGTCGATTATGCTCTTGATATTATCAGCGGCT
+TGCTTGCTCTCCTCAGCCAATTTTCTAATCTCCTGGGCCACCACGGCAAATCCTCTTCCAGCCTCTCCAG
+CCCTAGCCGCTTCAATAGCTGCGTTCAATGCTAGTAGGTTAGTTTGTTCAGCTATGCTTGTTATCACGTT
+TGTGATCTCCTCTATGTTCCTGCTCATCTCTGCGACCTTCGAAACTGTCTCCTCTATTCTGGACATCATG
+TGCTGAATATCTTCAATTCTCTTGAGGGCCTCGTCACCCTTCTGGCTACCCTCGTTAGCTATTGAAACTA
+CCTCGGTTACAGCACCGGAGAACTCCTCCATGGCCCTAACGCTCTCCTCGCTCGTTTGAGCGACTAGTCT
+CATACCGTCAGTTATCTCATTAATAGTTTCTTGTTGTCTCTGGGCCTCAATGCTAACCTGCTGAATGGCC
+TCATTAACCTGGTTTATAGCCTCAGTAACGTCCTTAGAAACCTGAGCCAATGCATTTGCCCTCTTCTCCA
+AGTCATTTGCCATCTCAACTAGTGAGCCAATTGACTCCCTGAAGGTTTCGGTTACCGACCTTATGTCCTC
+TATTATATCTCTGAGCTCTCCCCTCACCTCTACGGTAAGACCATTGCTGAGATCTCCCTCGGCAAGCCTC
+TCAAGCTTCTTACTTATTGCATTCAACGTTCCCACTAAATCCTTAGAAACCGCCTCAAACGCTTGGATCA
+ATGCCCCGATCTCGTCCCTCTCTAAGTACCTTATCTGCTTCAAGTACTCAGATACCTGCTTAAGCCTACC
+CTCGGCCAATGCTTGGGCAGCGTACTTGAGTTTTTCAAGAGGTGCCAATGTATTGCTAGCGATTTTATAA
+ATCACCACGAGTATGGCAACTATAATGACAAATCCTACTGCGAATCCCTGAATGACTATCATCTTCATTT
+TGTTAATAGCCGTGTCAGTAGCAGATAATATAGGGCCCGTTATGTCGCTTAGCGGAACTGTAGCAACCAC
+TATCCATCCAGTTGTCTTGAGCCTCTTATAACCTCCAATTTTCTTTATTCCTTGGAAAGTATACAAGACG
+TAACCTTCGTCTTTTCCTTTCTTGAGCTCATCTGCAAGATCCTTAAGTTCAGGAACCTGGAATATGTTGA
+GCTTGTTGATGAACTCCTCGTTCGGGTGAACAAGGGTCATTCCATTCTGGTCTATTATCGCTATGTACCC
+AGTTTTTCCGAGTTTTATCTTCTTGGTTTCGTTGAGCAAGGTACTAACAAAGACATCTAAACCAATGACA
+CCCTTGAACTGGCCATTCACATATACTGGAACCGCATAGGTTATTACCCACTGGCCCGTGGCTGCATCCC
+TGTAAGGTTCCGTTATTATTGCTCCACCCTTCTCCTTTGCTTGGACGTACCATGGCCTGACCCTTGGGTC
+ATAGCCCTCCGGGAGCTCGTCGGGTGGATACATGTACATATGACCTTCTTCATCTCCGAAGTAGACGTAA
+CTGACATCCTTGTTCAGTTCCTTTATCTTCTTGAACTCTGAGAGTAGGAACTCCCTCATTGCAGTCTCAT
+TCGAATCTAAACCCTTAGCGTAGGCCTCTTTTACGACCTCGGTAGCCATTGTTCCGTAATCTGCAACTCT
+CGCAAAGAAGTCATCAAACATTTTCTCAGCAACTTCGGCAGCGCTCATTGCCAATTGACCGCCCTGTTCT
+ATTGCAGGAGCTTGAATCTCTCCCTTTATCACGCCATAGACCTTGTTAAATGAGTATATTGTAACCCCAC
+CGAATATTGCCATGGTAATTACTGCAGACATTATGGCCATCAGGATTATTTTCTTCCTGAACTGCATTCC
+TTATCACCTCCCTTCAATACACCTTCTCAATTACCTGTCCCCCAATCACCTTCCTCATCCTGACTTTTCC
+AGTTGAGAGATCAAGGTAAATTGTTCTACCCCCTCTACCTCCAGTATCTTCAGCCACTAGTCTTATTCCA
+AGCTTTTTTAGCTCTCTTTTAGCTGTTTGAACGTTTCTTTCACCGATTTTAAGCTCATCGCTTTTTATAT
+TCTGGAACATTTGAGCTCCACCGAAGAGCTTTGCTTCGAGCCTGAACTTCGAGGCTCCGAGTTTGAGGAC
+CTCTTTTAGCAGTAATTGCAACCCAGTGTCTACATACTTCGCCGGGTTTCCTCGATGGCCATACCTGGCG
+GCTTCCGGTAATAAAGCATGAAGTAGACCACCGACCTTAGTAACCCTATCATACAGGGTTATACCTACAC
+AGCTCCCTAACCCATACGTGCTAATTATCCCCTCGCCCTTTCCAACCGCATAGTCCCCTATTCCAACTTT
+AATTTCCCTCGTCATTCGCTTCAACCTCTTCCGAGATCTGCTTCTCTAGTTTCTTGACTAACTTAGTGAA
+TGATTCAGGAGTCGGAACTAGGTAGAAATAGCTCTCGACGCCGATATCCTCCTTGTAGAACTTCGATTTG
+AACACCACTATACTATTAACGTTCCTCAAATCTGGTCTTCCAAGTTCCTTTTCAATGTCATACAATGACT
+CAGCTGGCTTTGGAGGACTCAACGAAACTGGCTCACCTATTAAGTTAGATAGTATGTCGGTGTACGCGGA
+TATTAGTATGTTTCCAACTTCCATGATCGCTGATTTACCCATTTCGTCCAACTCTTCCATGCTCCCTGGC
+TCCATGCCCATAAGGACAGCTGAGATGTTAAGGGCACTATGCTTCGGGAACTGGAGTATAGTTAAACCTG
+AAAGACCTTCAGTAACGTCAAACATGACAGTGAAGCCTTTTGAGACACCCCTCTCTGCCAGGAGCTTTAA
+GAACTCTGCCCTCGAGACTATCTCAACATCTGGAGCCTCCATCTCTATTGGCCCACCGATCATCTGTGAG
+AGTGACGTGAGAGCGTGAGACATAGCTATGTTAGATGCCTCCTTAAATATGTCCTTATACAACTCAGACT
+TCTTCATGCTAATCCCCCCAGGAGCTTTTCCAAGATCTTCTTCATATCCTCAGGCTTGGGGAACAGCAAG
+AAATGCTCCTCGAACTCTACCCCACTGATCTTTATATCTGTTTGGAGGATAATTGTGTAATCGCAGAACT
+TTCCAATATCGGCCAAGGCCAAGTCAAGGATAGCCGGGAGGAAGTCTATAGTCAAGGCCGGGGGTGTTTG
+CTCAATTGTTATCCCAAGGAATTGGCTAAGAGCATTTGCAAAGGCCGAGATTAGTATGTTTCCCATCTCC
+ATAAACGATGACTTAACCATGTCATCAAGCTCGGTGGTAGTTCCTGGAGGGTTACCCATTATCACGTCGA
+ACATCCTTAGAACATCGTCGTAATCAGCGGCAAAGAAAGCATGACTGCTGAAGTCCTTCCCGAGTTCTAT
+GTAAACCACTACCTTAACGTCCTCTCCCACTATTTCGGGAACGTTCTTTATCTCGACGACCTTTAAGTCT
+GGAACCGATATATTCACCTCTCTCCCCGTCATCTCACTCAACGCCGTTGCCGCGTGAGATGCCCCTATGT
+TGAACGTTTCCAGCAGTGCACTCTTAGCGAATTCATCCAAATTCTTAACATACTCCTCTATGTTTTCAGC
+CACTATATCCACCTCCAAGCAGTCCTCCTATGTCTATGATGAGAACCACGCTTCCGTCTCCGAGTATTGT
+AGCTCCTGCGAATCCCCTAACGTTCGATAGGAACTTGCCTAAGCTCTTGATAACTATGTCCCTCTTATGG
+AGAAGCTCATCGACACCTATTGCAACCTTCTGTGCTCCGTGGTCAACTATTATAGCGGGGAACCTTTCAA
+CTTGAGGAGTTGGTAGCCCAAACAATTCGTGAAGCATGACAACGGGGATTATCTCACCCCTCAACACTAT
+AACCGGCTTTCCTCCTATTGTCTTAAGAATAGAGGGATCAACCTCTATCGTCTCCAGGATGTTGTTGATT
+GGAATTGCATAAGTCTCATCCATAACCCTAATCAACAAGGCCTGGATTATCGCCATGCTTATAGGTAGCT
+TGAGTATGAACGTTGTTCCCTTGCCAACCTCAGTCTGAACTGAAATCGAACCGTTCATAGACTTGACGAC
+TTCCTTAACAACGTCCATTCCAACTCCTCTTCCAGAAACATCGGTAACCTTCTCCGCGGTGCTGAATCCT
+GGGAGAAAGATTAGGTTTATAGCTTCCTCATCGCTCAAGCTTGCCGCCTCTTCTGGGGTTATTAATCCCC
+TCTCTATGGCCTTCTTTTTAACTTTCTCAGGGTCTATACCCCTACCATCGTCCCTGACTATTATAACAAC
+GTGGTTCTTTTCTCTTTTAGCTATAAGTTCAACTCTTCCAACTCTCGGCTTTCCTAGTTTAACTCTCTCC
+TCGGGAGGCTCTATTCCATGGTCAACTGCATTCCTTAGTAGGTGAACCAGGGCATCACCAAGCTTCTCCA
+AGATTGTCCTATCAACCTCTATGTCTGCACCTTCCATGACGAACTCAACTTCCTTACCCATCTTCCTAGC
+TAAATCCCTCACCATCCTGGGGAACTTGTTGAAGACCTCAGCTATTGGTGTTAACCTCATTTCCATTATC
+TCATCCTGTAGCTCTGTTAGCAACCTCGAGAGCGTTGATAACGCTTCGAATAACTCTCTATCCCCTAATC
+TCTCGCCTATTTGCTCAAGCCTACCCTTGGTAATGACTAGCTCTCCAACGAGATTCATCAACTTATCCAA
+GTGACCAACGTCTATCTTGATTATCCTAGAGATCTTGACCCTTGGGGTCTCTATCACGGGCTTCTTTGGC
+TGCTTGGGCGGTTGAGGTTTCTTTTCTTCAGCTTTCTCTTCCTTTTTCTCTTGTTTTTCTTCAGCTTCAG
+CTTCCGTTACAACGAAGTTTTCAACGTCAGGGTGCTTCTTTATTAGCTGAACTATCTTGCTCTTGTCCTC
+CTTGGTTCTCAGGACAACCTCAAAGAACTTGCCCTCAAGTAAGTTCCCATTCTCGATGTCACCCCTATTT
+GGATTCGTCTGAACTATATCACCAATGCTCTCCAGGTCTTGGAGTATTAGATAAGACCTTGGCCCCTTCA
+GGGGAGCATCGGGAGAGAAGTAAACCCTAATTAGATACTCCTTTTCCTCTCCCTCTGGACCCTTTTCTTC
+CTCACCTTCTTCGATAATCTCAACCTTCTCAACTTCTGGATGCCTAGTTATGACCTTCTCAAGCTCCTCC
+TTTGGGAGATCAGAGGAAACTTTAAACTCGATAACATCTTTGTCAAGGTTCCCACTCTCAATAACATCTC
+GCCCAGGATTCGTCCAGATAACCTCTCCTCTCTCTTCCAAGTCGGAGAGAATTAGGAATGCCCTCACTCC
+CTTTAGGGGTGCGTCTTTCTGGAAATAAACTTTTATGTGATATACTTTACCCTCAACACCCTCCTCAACT
+TTCTCTGGCTTTTCCTCCTCTTTAGCTTCAACTTCTTCTTTAGGTTTCTCCTCCTCGGGCTTCTTTTCAG
+CTCCCTTCCCACCTTGTAAGAACTCATCAGCTCTCCTAAATAAATCAGAAACGTCTATATCCCCCTCACT
+TCCGCTTTCTTCTATGTTATTCACCATGGCCTCTATAGCATCAAGAAAATCGAGAACTAGGTCAACGACC
+TCCGGGGTAAGTTCAATTTGAGAATTCCTTATAGCATCGAAGAGATTTTCCATTTTATGAGCGGTCTCAC
+TTAGCTTCATGAAACCCATTGTAGCGGCCGTTCCCTTGAGGGTATGGGCATCTCTGAATATCTGGTTAAT
+TAACTCAGCCTTCTCTTCCTCACTCCCTCCTTCTTTAACTATCTTCTCTAATGTGAGAATAGCGTTACTT
+AGACTGTCTATCCTGTCCCTCGCATCCGCTAAAAATTCATCTAGGTATTGTGACATGTCTTCCAAGGTTA
+CCACCTCCCCTAATCATTTCCACTGCTCTCACAACGGTTTCAGGGATCTTCTCTAGTGGAACGACGTAAT
+CAACCATCCCGGTTTCTATTGCAGCCTTAGGCATTCCAAAGATTATCGAAGTCTTCTCATCTTGAGCTAT
+CGTGATTCCACCTCTCTTTTTTATCTCAACTATACCTTGAGCCCCGTCTCTCCCCATCCCAGTCATTACT
+ACCCCCACGGTTCTCCTACCAAAGACCTGAGCTGCGGTTATCATCATGGGATCCGCTGCAGGTCTCACGC
+CGTGCATCTTTGGCTTTTTGTTTAGGGTTATCACGGGCTTACCGCCTCGTAATGTGACTTCCATGTGATA
+GTCCCCAGGAGCAACGTACGCCTTTCCTTCCTCGACAACATCACCTTCCTCTGCCTCTTTTACATCAATC
+TTCGAAACGCTATCGAGTCTCTTCGCGAAGGATCTCGTGAACCCTGGGGGCATGTGCTGAACTAGGAGTA
+TTCCAGCCTTCAAATTCTCGGGGAACTTCGGGAATATCTTAAGCAGCGACTGCGGCCCTCCTGTGGAGGC
+CGCTATGGCAACAGCAATCCTAGCTGGAACCGATGGCTTAACCTTCTTAGCCTTTTGAACCCTTAGTAGC
+CTTATCCTCCTAAGTTCCAGGAATCTCCTGGGAACCTTTGCCGCTTCCTTTATTTTAGCTATAATCTCAT
+CCTTTAGCTCCCTCATGTTGATCGAGATCGATGATGAGGGCTTTGGGATGAAATCTATTGCTCCATATTC
+GAGAGCCTTTATTGTAGCTTCAGCTCCTTCTTGGGTTAAAGCGCTGATCATTATAACCGGAACAGGATAC
+TTCTTCATTATGACCCTGAGGGCATCCAGACCGTTCATCCTAGGCATTTCAACATCTAAGGTAACCACAT
+CTGGCCTGCACTTCTGAACCATCTCAATTGCCTCAATGCCATCCCTGGCCTCACCGCATACTTCAAGCTC
+AGGATCTGAGTTTATAATGTCCTTTAGGACTTTCCTCATGAACGCTGAGTCATCCACAACTAGAACCCTT
+ATTTTTCTCCCCGTTAGGGGCATGTTACCACCGTTACGATGATAGAACTCTATTAACTTCTTCTATCACT
+TTCTGAGCCTGGAAAGGCTTAACTATGTAGCCCTTGGCTCCACTCTTAAGGGCCTCCATGACCTTTGCCT
+CCTGACCAACTGCGGTTATCATAATTATCTTGGCATTTGGGTCTATCTTCATAATTTCCTTTACGGCCGT
+TATGCCGTCCATCTCTGGCATTACTATGTCCATCGTAACTAGATCAGGTTTCAACTGCTTGTACTTCTCT
+ACAGCTTCCTTTCCGTTACTAGCCTCACCAACTACCTCATGCCCTGCCTGGGTTAGTATCTTCTTCAATA
+GCATCCTCATAAATGCGGCATCATCAACAACTAAGATCCTAGCCATTGCTTCTTCACCTCCAAATTCTTT
+TTGTAGACCTTAGCAACGAGATCGTATAGCTTAAAAAGATTAGCAGATTTGCCCAATATAGTTTCGGTCT
+TGCCCAGGATTAAATACCCGTGATCTTCAAGAGAATCATATAGCTTTCTAAATATCTCCTCCTGGGCCTC
+CTTACTCATATATATGAGCACGTTCCTAATGAATATAACGTCAAACCCCTTGGGATAGACCGAGGACAGA
+AGATTAAACCATCTAAACGTAACTAACCTCTTGAGTTTTGGCTTAACCCTGTACCTTTCATCACTTATCC
+TATCAAAGTACTTTGGAATCATGTGCCTTGGAACCTGCTTTTCGACTGCATCCGCTGGGTATTCACCTTT
+CATTGCAATCTGCAAGGCCTCCTTATCTATATCTGTAGCAAGTATCGAAACCCTAAACCCACTCAGATTG
+TCACCAAGAACCTCGTAAAGGCTCATTGCAATGGAGTAAGGCTCTTGACCAGTCGAACATGCGGCGCTCC
+AAATTTTTAAGGACCTTGAACCTTTGCTCTTCTTGTAATTAATTAGCTCTGGCAACACCTTCCTTTGAAA
+GGTCTTCCAAACTACAGGATCTCGAAAGAACTCGGTAACGTTTATAGCGATAGTGAAAAGCAACTCCTCA
+AACTCCTCCCTGTTCTGCTTGAGCAATTTGTAATACTCCATATAATCGGATATCCCAAGCTTTCTCATCC
+TAGCCCTAATCCTTCTCTGTAGGTAAGAATCCTTGTATGCGTTAACGTTATCAACCCCTAACCTTTTAAA
+TATCTCCGCCTTAATTAACTCATAGCCCCTCAAAGATTGCATCATTAACCCCTCTATTGGATTTTGTTGT
+ATATCTAAGGCCTTCTTGACATTTTCGGCTTCTATACAATGATTTGCATTCCTGAATAAAAAATATTTTT
+ATGCACGTAATTGTGTAGGTAGGTCTGTAGATCTTCTAAACCAGAAAATAGAGATGCAAAACTACCACGC
+TTCAGTAAGAGAGATGAAAAACTTTTTACCTACTTGAGCAAATAGTATAGGTAGAATTAGAGAAAATGGA
+GAGCTTAGAAACTTCCCTAGATCACGCTGATCCTTGGATAAAAATTATCCAAGGAGGCGAGAAAATTGAA
+AAATAGTATCCTCTCACTCATTTCGATAGCGGCCTTATTTTTTGTGAGTGGGAAGAAAGACTATGAAAAT
+TCAAGCAATGTAACGTCCCAAGCAATAATAAACTACCTAAGAGATGTGCTAGACGGGAAAGAACCCCAGA
+TCCCACTTGGATTATCCAAGGAGGACGAAGAGGTTCTAAAGAAGGTGGCCTTTAGACTAAAGAGAGGACA
+GGGAAAGAAGATTAACGTGAAAGATAAGATAGAAAACCTAAAGGAGGTAATCGAAAACCTGGAGGAGAAA
+ATCGGAGAGGTCAAGCTGGGAGACCTTGGGGAAGTGAACGAGCTAGTTTCAAGATTGAACAATGAGAACG
+TGAAAATAGCGGAAGTCAATGATTACATACAAACGCTCTCCGCTGGGATAGAAGAGATGAACGTCCAAGC
+ACAACAACTCTCAGACTTCGCTCTGGAGTCAGCCTCAATGGCCGAGAAGGGTAGGCAAATATCAGACAAC
+GTTGCTTTAAAAGTCTCTAGGATAAGTGAAACTAGCAGAGAGATGAGCGATGCCGTGAGAATACTAGCAG
+AGTACTCAAAGAAGATAAACGACATAGTCTACGTTATCTCCTCAATAGCAAGTCAAACAAACTTACTAGC
+CCTAAACGCCAGCATAGAGGCAGCTAGAGCTGGAGAAGCTGGAAGAGGATTTGCAGTCGTTGCAGAGAAC
+GTAAGGGAGTTAGCGGACAGATCGAAGAAGTCAGCAGAAGAGATAAGGAACCTAATAGAGGAGATGCAGG
+AGAACATAAACAGAGTTATACAGGCGATCCAGGAAAACGTCAGGGTTACGGAGGAAGTGAAAGAAGCGAT
+ACAGAATCTTATAGCGGCATTCGACGACATAGCAAGAAGGGCCAATGAAACGGCCAACATGGTGAAAGAA
+CTCTCCGAGGGGATAGATGAACAGGCGAATTCAGTTCAAATGTTAGTTGATAGGATAGACTCAATATCAA
+AGGACGTCTCAGATAACCTTAACTTCGCTACGCAACTTACCGATACTATAAGTGGATCCCTTGAGAAGTT
+GAACGAGGTTAAGGAGGAAATTACCAAACTCAAGGAAAATATTGATAGGATAATGGGAGAAATTAGCTGA
+GGAGGTGATTCCATGACGGAAATTCAAGTTGTAGCATTCAGGTTGGGGGATGAGGAGTTTTGCCTTGAGA
+TATCTAAGGTGAGGGAGATAAAGGAAATGATGCCCATAACCAGGGTTCCAAATGCCCCAGACTTCGTTGA
+GGGCGTCATAAACCTTAGAGGCCAGATAACCACCGTGATAAACTTGAAGAAGTTGCTAGGTTACTACGAC
+GATGAGGATCTTAGCAATAAGAAGATAATAATAGCGGAGGTCAACGGAGAAATCGTTGGGGTAATAGTAG
+ATGCAGTCTCGGACGTGATAACACTGACCGAAGACCAAATAGAGCAACCACCAAAGACTCTAGCATCGAA
+GGTCGATATGAAGGCGATTAAGGGGATAGCCAAGATAAACAACGGAGAAAGATTGCTGATAATGCTCGAC
+CTCGACAAGTTAATCGGGGAGAGCTTCTGATATTAACTTTTTGTGGAAAATTTAATTAAGTCAAAGAACA
+ATTGAAAAATTTGGAGGTGTAGAATGAACTCGATTGTTCCCCTGATAATCACCATAGCAGGCGTTTCCAT
+AGCAATATACTATGCCAAAGATATCGCAAATAAGGTGACAAACAGATATTTTGAATTAAAGGAGAAGGTC
+GAAGAGAGCGAAGCAAGGATTAGGGAAACCAGGAATCAAGTACAGGAAAAGCTTGAGGAATTCAGCAGGG
+AAATTAATGGCTTCAAAAGAGAGATAGTTGATATCAAGGAAGATTTTAACAGCAGAGTAGCCGGACTTGA
+AAAGAAAATTGGATCCATAGACGGTGAAATTAGGGATCTAAAAGGTAAGCTTGCCATAGTGGAGAGGCTG
+TACGAGAAAGTGAAAGAGCTCTCCGAAAGGGTGGATTCCATAGACCCAGAATCCCTAAGAGAGGAAGTTA
+GAGAGAGTGTAAAATCCGAGGTCACCGCCGAGCTTAAAGAGGAAATAGAAGAGTTCGAGGAGATGCTCGA
+AAAGAAGAAAGACGAAGAGCTTAAGGAATTCCTTGACTTACTTACGCTCTCAATAGATTTACCGCCAGAG
+AGCATTCGAGACGGCCTATCACAGGCTAAAATGGGCCTCCTATCTCTAAGGGACATATCAAAAGTCTACG
+TCTTAACTGGTAAAGGTCTAGATGAGTTCAACAAGCTTAGGGACAACTTAATAGAGTTGCTCAAAAGTGT
+TAGAAAACTGGCCGTGATAGCTTCCCCCGAAGATGATGTGTACTCGGAGATAACTACCGTAATAGTGGGA
+CTCAAAAGACTTAAGCTCCCCATGGAAGAGGACGGGAAGGAGTTACCCCCGGAGAAGAGCTTCATAAGAA
+TTCACAACATGATATACGACCTGACGAGCAGACTTGACAAGATCGCCGAAAGAATTGAGGGTCCAATACC
+GGTAACCCCTATCGAAAAGGAGTTTTACGAGAAGTTGAAGATTCAATTCGAAGAACTTAGAAAACTCGAA
+CAGCAAGTTCAAGAGTTAATAAACGCCCTTGGAGGCAACATAAAGGAAGAGAGGGAGGATAAGCTAGAGG
+AAATCAAAAAGATATTGAAAGATTTGGGGGTTTCATAGTTCCAAATGAAACATTTTTAAAATCAGGGACT
+AGTACAGACCGGGGTCCAGGGTGGAAGTAGCGATAGTAACGGCGGTATTCATCCTGGGACTCATCCTATT
+AATAAAGGGAAGCGACATTTTTGTCAACGCAGCAACTAGAATAGCCGAGACATTCGGGGTTAGTGAGTTC
+CTAATAGCACTTGTCCTAGCGAGCATAGCAACCACACTACCAGAGGCCACCGTCTCGGCCATATCCTCGT
+ACAAAGGAAACAGTGGAATAGCTCTTGGAAACGCCGTTGGAAGTGCCTTGGCCAATATAGCCCTCATTCT
+AGGGATATCGGCAATGATAACACCGCTCAAGGTTGATGAAGTCGCAAACGAGAACTCACTTATAATGCTT
+GGCGTAACTCTTTACGCATGGTTACTAATGATAAACGGCGAGATATCGAGGATAGAAGGGCTAACCCTGG
+TTCTTATTTATGGAGCTTTTCTCTACTACCTATACAGAAAGCACGTAAAGCTCGAGGAGATAGAGGAAGA
+ATCCAGAGGGAACGTTATCAAGGACATCGCAATTCTGTTCCTCTCGGGTGGAATGGTTATCCTGGGAGCC
+GAGCTCGTTGTCGATAGCGCCGTGAAGATAGCAAGGGGCGCCGGAATACCCGAGGTTGTAATTGGCGTGA
+CCCTCGTTTCAATAGGAACATCTCTTCCAGAATTGGCCAATTCCCTCACGGCCGCCTTAAAGGGAATACA
+CAACGTGAGCGTCGGAAACATAATTGGGGCAGATATAATCGATATACTCATGGTAATCGGGATAGCCTCG
+ATCATAAGGCCGATAAAGGTAGACCCATCGATAGTCAAGGTTACAATGCCAATAACTGTCTTGGTAATGG
+CCATACTGACGGTCTCCCTGTTCAGGAACAACAAGGTTGGGAGGAAAACTGCGGTAACATTGTTGCTCGT
+GTACTCAATATTCCTCTACCTCCTAGCCCAGGGAAAAGTGTATATACCTGGATGAGAACTTTGTGTGATG
+AAGCTACTCCCCACCGTGGCCTACCTAAGGGTTCAGAGGCAAGTTTACATCGGTTACTCAATGGCTCTGG
+CTGGGTGGATAGGTGAGCATCTATTAAATGAGCTCTCACTTCCAAAGCCCAAGTTCATAAGAAGAGCCCT
+AAGAAAGCTCGGTTTCTCCTTCTCTTCCGAGGAAGGGGAAGACAACTTTACCATGTTCTACACCAAGGGG
+AACACCGGGCTAACCGCGAGTTGGGACGTTGAAAACGATAAACTATTCCTCCAGATATTTCCCTTGAGGG
+GTAGGCTCTCCAAGGGGATAACCGTTAGAGCTGAGTATATAGAGTTCTACGACCAGTTCGTCGTCTCCAT
+AGAGCCAGCTCAAAAGCTACCGCCCAAGATTAGGAGCATAGGAATAAACCCGCTGATATTAGAAGACAAT
+ATCCCACTTTCAATTCCATACTGGGGCATTCTGTACGAGGACTGGGAGGAGGATTTGAAATTACTTGTCA
+TGCTAGATGAAATCTTTGATAAGCTCTACAGGGAAGAGTACAGATGCCCAATCTGCTTCTCACCACTAAG
+AGAAGAGAACGGAGTTTTGATTTGCGATAACTGTGGATTCAAATTCACGCCGGAGAACAGGTTTGAGAAA
+GTTATTGAGGAGATCGAGAGCGAGGAGCTTTCCTCACCTTGAGCTTTACTCCATCAACATCTTCAACCAC
+GATTGTGTCCCCAACCTTTAACTCCTCATCACTATAGGCAATCCACCTATCACCCTCAACCTCAACCAAG
+TAGTGATCCTCCGAAACCTTAACGACCTTTCCCGTCTTACCTTTAAGCTCAAAGGTGTACTTTTCTCTCC
+CTATGTCCCTGGTTTCCCTCTTTATCATCCTTGCAAAGGCCATGTAAGAAAGAACAGCTGAAATCAGAGA
+AATGACGAAGGATAGGTAGAAGTTAACCTTAAACAGTAACAACAGTCCCAGGACAGAGAACGCTATTCCT
+ATCGGAGTTATAAACGCCGAAACCATCATGTCAAGGATTATTATCAGTAGACCCAAAATTAAAAGGGAAA
+TTGGAAGGGCATCCATGGTCATCACTCCTCAATTTTCTTCTCAGTAGACTGTTGCAACGGAATACTCTTA
+ACCTTTTGTAGAACCCTTAACAAACCGATTAGCGATTCGGTATCGTACGGAACTATCAGATTGCCGTACT
+TAGCTAAATCTGGAAGCTTCTCAATGTACTGTAAAGTCAAGTACTTCTCATCGGCCATCTTAAGGGCCTC
+AAGGACTTTCCTTATGGCCTCAGCCTGACCCTCAGCTATTAGGATTTGCCTCTGCTTCTCACCCTCAGCC
+TTCAATATGGCTGCCTGCTTCTGCCCCTCAGCTTCCCTTATCGCGGCTTCCTTCTTACCCTCGGCTATTA
+AGATCATGGCCCTCTTCTCCCTCTCAGCCGTCATCTGCTTGGCCATGGCCTCCTGAATATCTTTCGGAGG
+ATCTATTCTCTGAATCTCAACGCGGGTAATCTTCACACCCCAACGATCGGTTATCTTATCGAGCTCTTCT
+CGGAGCTTCGCGTTTATTATATCCCTACCGCTCAACGTTTCGTCTAGCTCCATCTCACCTATTATCGCCC
+TCAAGTTCGTTTGGGCTAGCTTAACTATTGCCATTAGGAAGTCACTAACATTATAGACCGCTTTGACCGG
+ATCCAATATCTGGTAATAGACGACGGCATCAACCGTAACTACGACGTTATCTTTACATATGACCTCCTGA
+GGGGGAACATCGATAACGTGCTCTCTAAGGTCGACAACCTTAACCCTCTCCATGAATGGTATTATGAAGT
+GTATTCCTGGATCCAAAAGCCTGTTGAACTTTCCAAGCCTTTCAACGAGACCTTTCTGGTAGGGCCTGAT
+GACCTTAACGCTTAGGAGTAGCATTATCAAAAGGAAAATCCCCAAGATTATAAGGGCAACACCACCTGCA
+CTTATCATCAAGGTTCACCGTAGAACAAAGAATGTAAGTCATTTTAAATCTTTCTATAAGTAGTATTTGA
+ATTTAGTTTTGATCGTTGAAAGATTAAGTTTAAAAACCCAAGCCTATAGCCATCCTTTGGGAGTAGCCCC
+GTGGTGTAGCGGCCAAGCATGCGGGACTTTGGATCCCGCGACCCGGGTTCGAATCCCGGCGGGGCTACCA
+TAAAACCCTCACAATTTCTCTAGTTAGTGTCTTAAAGCCAATGTTCTGAACCTCAATTTGCACCATTTCA
+CTCTCTCTCGTCTACCCGTGCTAAAGGAGGAGCATCGCAAATGCCAGCGCTTTTATATACTGCTTTATTC
+TTCAAAGAAAACTAATGTACGAACTAAAGAGGGGCGAATTTAAGGAGATAGCTTTTAAATGGACTTATTC
+CTCCAGCGATGAAGGTTACTTCACTAGGGACGAGGCATCACTTGATTAGAGCACAAAATAGTCTCAAGAA
+TTCATTAGCGAACGTTTTTCAGCTCTCAAAGACTTCGCCGACGAGTACTTCTACCTTCAGAACTCCATTA
+GGACTAAAGAGTTCGACAAAAAAAGCAGTCCTCGTCTAGAGCGGAGTTGAAGAACTCATCCTTGCAACGG
+AAACGTTCAAGGGGAAATGCTTTAGAGACTTTCAGCTCACCAGGATGGCCCGTTTCTCTGACTACGGTTT
+ACCTTTAATTCCCTCGGGTGTTTATCGCGAGCTAATTGACGAAAAGGCAAGATTGATGGGCTCAGGTAAA
+ATTGACCTCTACCTTATAGGCGGTGAAAACCTTGCCTTGAGAGGATAAAACCAGCAACTGCCGATGTTGA
+TGTCGTCGTTAAAGACAACAACCCTTGAGAACGCTCTCATAAATCCTTCCCCGAAGTTCAGGACGAGCAG
+TGGACTCGTTGTCTATTTGAAGGTCTTTGGTCACAAGTATGGGAAAAACCAGGTGCAGATGCAGTTTATC
+AAAAGGTTGACCCAGAAACGAGGGACTTCAACCTTGACGTCTTTGTAAAACGTGCTATGAGAGGAATTCA
+GTTAAGCGAGGGGATGATTGACCAAGCAGTAATGCCTGAAGAGCTTCAGGGCCTTAAAAAGCCCAAAGTT
+CATCTCGCCTCAGCTGAGGATGTGTTTCTGTTCAAGGGAGTCACGTCATTGGGCCGCTCGAAGGACATAG
+ATGATATTTTAAGACTTCTCGAGCTGGGAGTTGATTTTGATGTGGTCCTGAAGGAGATAGAAGTTCAAAG
+GAAGCTTCTTGAAGTGGAGACTTTTGAGAGATTAGCGCACATTCTTTTTGAGAAAATCAAACTTATCCAG
+AAGATTCTTGAGGAAAGAGGCCTGAGAAGCCGTGGTTTGAATTACTTTATAAACCAACTGAAAGGCTACT
+TAGGGTGAAAATGTGGAAAAATAAACAAAAATCAGCGGCTAAGATGCATGTTGCATTCCTCTTTCTATGT
+TGTCAATTAACCACTAACTTTTTTAATGGTTTATTGATAACGCTAACTATGAAGCTTATCACTCAGTTCA
+TTTTTCCAGATATGGTGGAAAGGTAATCACCAAGGGGGAGCTTAGGGAGATTTGCAGGAGATTTGGGGAG
+AGATTTGAGTACATTGTAAATTACTACATAAGCCAAGGTTACCTCATTAGAATCCTGCGCGGAGTTTATT
+ACGTGAAAACTCTCGAGGAATACAAGTTCGGAAAGACTCCAGATCCAATGACTTTAATTGCAAAGGCCAT
+GAACAAGTTAAAGCTGAAGTGGTACTTCGGCCTGTACACGGCTTTAAGACTAAACGGGGCAACATATGAA
+TACTACTCCCGAATTTTTCTGGTAACTCCGGTGATAACAAGACCAAAACCGATTACAATTCTCGGCGAGA
+GTGTTCAGTTCATCAAGCTAAAAGAATCTCTCCTGGGCTTTGGAGTGATTAAACGAGGAGAAATCCAGTA
+TTCAGACTTAGAAAAAACCCTGCTGGACTTTATTTATCTAAAACGGTACAACAAACGCCTTAATGCAGAT
+GCCGTTGTACGGGAATACATTACAAAGATAGAAAAAGAAAAGCTAGTAGAATACTCTAAAGCATACCCAA
+AATCAGTTCAGAGGGAGGTTGAGGTCATTGTTTCCAGGGGATGAGTTCACGGCTTCCTAATCCGGAAGAC
+CGGCATTGAAAAACCGTTACTTGTGAAAAAAGACGTTATCCTGCACGCAATCCTGCGGGAACTCTACGGA
+GAAGAAAGGTTCCATGAGCGGTACTTGTTCAAGGGCGGAACGTGTTTGATAAAGTGTTACCTCAGCTATT
+ACCGCTTCAGTGTTGACCTTGACTTCACGTTCCCACTGAGGAACAGGCTCTCCCGCTCGGGGAGGAGAAA
+GCTGATAAGCTCCGAGGTGAGATGGCTCTCAGAAAAGCTCTCTTACATCGCCGAAGAGCTTGGCCTGAAC
+TTCAGGCCTTTTGAAGGAAACTCTTACGATCGGAACTTTGTTCACTTTGAGGGGAACGAGAACAGGAAGA
+TAGTCTTTTTCCATCTGTTTATGCCAACGGGTGAAGTCGTGAAGATTGAGGTTAACTTTTTTGAACCGGT
+GCTGTTTGAGGAGAAGAAAGTACTGGCTAAGACGCTTCTTGATGGAGTTAAGTTAGAAGATGAAGAGAAG
+ACATACTTCTTCGAGGAGCTTGAACGGTACTTAACGCTTTCCGTGACGGCGTATTCTCCTGAGGAAATTC
+TGGCCGAAAAGATTAGGGCCATTTTAACCCGCAGGATTCAAAAGCTGAGGGATTTCTACGACGTTTTCAT
+GCTCCACAAAGCGGGTTATGATTACTCGAACGTTATTGATGAAGCCCTTTAGAAGATACGGTTCAGTATG
+AGGTTCAGTCCGGAGAGGACTGCTGAAAACCTCCGGGTGAATCTGGAGTCAATTCAGGATGGCAGGTTCA
+ATGTTGTCCCTGAGCTCATGGAAAAGGAGCTTGAGCTGGTTCTCACCAGGCCACCTGAATCCGAGTTTCG
+AGAGTTCATGAGGGACTTTCTTGAGGTTCTTGCTGAAATAGACCTTGATAGAATTCTGAGAAAATAAAAA
+GAGCTGAATAGACTCATTTCAGAAATCTGAGATTACCGAAGATTTTATCGCATGCCTCTTGAAGTTCGTC
+CACAGTGTGGTGCGAATAGTGGGGCGCATTGATGTCGTATCTGATGGAATGCTCCGTCAGGAGCTTTTTT
+GATTGTGGCGTTGCCGTTTCTCTGATCCCATTCCTGTGCAAAGAATTTCCTCATGTGCTTAGGCCTAAGT
+TTCTGAGTCCTCACGGGCTTTTTCTTCTGAATGGACGCTGCATTTGCGGAACTGTCGTCAAAGGATCGCG
+TAAATTTGAATCCTCAAGTAGTTCTTTTGTAAAGAACACGACAGAGGCGTTTACCATCAAGGAATCAACT
+ACTATCCGCAGGAACTTACCTAGTTTCAATTATATTGAGAAGGACTACGTAATTGAGAGCTATCGCTTTT
+CAGCAAGGGATTCGGCGCAGTCATGCCTTGTTGCGGCGATTTTGCTGTGAGGGCTCTTTGGGAAGTCAAA
+CAAAGAAAATAATATTAACATCAATATAGTAATAGAAGTTAAACAGGGGTGATAAAAATGAAGATAACCG
+TTTATGATGGGGCAAACACTATTGGCGGAACAAAGATCCACATTGAAGATGGTAACAATGGGATTTTTCT
+TGACTTTGGAATGAACTTCGCAAAATACTCTATGTACTACGAAGAATTCCTAAGGGAAAGAACCAAAAGA
+GGTATATACGACCTGTGGATGCTTAACCTAATCCCGAGGTTGAACATCTACCGTAGTGACTTAATTCCAA
+ACGACTTAGCCCAGGAAGTCTCTCGCTACCCAAGAATCCCCGTTAATGCTGTCCTAATAAGCCACGCCCA
+CCTTGACCACGTTGGCAACGTTGCCCTCTTAGACGAGAAAATTCCAATTGTAGCCTCTCCAACTACTCTC
+GTAATACTGAAAGCCCTCAGAGACACGTCTAGAGGTAATAATCTCGGTATGGAAACACCGTACTACACTC
+CGAGAAAACGTACAGAAGGGAACCCACCCCTTGTTGAAGCCAATACCGGAAAGTACTACCCTACCAGAGA
+CCTTATTTTGACGGATAAATTCTCAGAAGAAGTAAGGAGATTTATGAGATGGAGAGCCGAGGTAGAGTTA
+GCAAACAAAAACAATATAAAGAGGATAAAGCTCGGGAAAGTTCAAAACCTCGAAGAAAGCTATTTAGGTT
+TCGAAGTTAGAGCTTATCCAGTTGACCACTCCATTTACGGTGCGACGGCATACATTATTGAAGGGGACGT
+TAGTGTAGCCTATACTGGAGATTTTAGGTTGCATGGCAAAAACGGTAATCTAACGAGGAAGTTCATCAAG
+GCAGCAAAGAATGCCAGCATCTTAATCACGGAGGGAACAAGAGTTAGCAGGAAAAACGACGACTTCAACG
+TCTCAGAGAAGGAGGTTTACGAGAACGCGCTAAGAATAGTCGAAGAAGCTAAAGGGCTGGTGATAGCTGA
+TTTCTCACTCAGGAACTTCGAGAGGCTCGAGAGCTTCAAGAGAATAGCAGAGAAAACTGGAAGGGAACTT
+GTCATAACCACCAAGGAAGCCTATTATTTACACGCGCTAAAGACCGCGGGAGAAGCTGATCATTTAAGGG
+AAGTGAAAATATACGAGGATTCAAAGACAAAGCCAGAGAAGTGGGAGAAGTGGATACTAAGTAAGTACAA
+TGAGCTAAAAGTGACTCCTGAGGAGATTACTAGAGAGCAGGAAAACTACATACTATGTTTTTCCTTCTAC
+GATATGCCAAAGCTCCTCGACATCATGCCAAGTGGAGGGGTTTACATTTACTCCTCAAGCGAAGCGTTTA
+CAGAAGAACAAGTGTTTAGCTTTCTCCGCTTATGGAACTGGTTACAGTATTTCGGCTTTGAAGTTCACGG
+GTTCAAGGTTGACGAGCATGGAAGGCCAATCTTTGAAAAGGGATTCCATGCTTCAGGCCACATCTCTAAG
+GATGAGCTGGTTAAGGTTATCGAGGAAGTTGACCCAGATTACATAGTTCCCGTCCACACCGAGAACCCCG
+AGTGGTTTAGGGAGGTCTGGGAGGATAAGGCCATAATCTTGAGAAACGGCGATAGTTGGGAGATTTAGAC
+TGGCATCTTTGGGAGTTGCCGGAAAATAACTGGAAAAAAGTGTTTTAGAGGTGATTAACATGTCTATCCC
+AAAGAACATCTCCCGAGAAGATGTGTTGAAGGCCCTTGAAGAGATAGATAGGAAAGGAATTCCAAAGAAA
+TTCAAAGCCATAAGCTACTTTCTGGTATATAATGGTAGGAGGTATCCTACAAAGTACGTTATATCCCTGG
+CAAACAAGTACGCCAACGGGAGATTCCTGGATCCTGTTGAGTTCAACACGTATTCAGCTGTTAGGTATCT
+CAAAAAGCTTGGATTTCAAGTTGAGAGATCAGAGAAAAGTCAAGACGACTTTTCACCGATTGAGCCTATG
+GTATTAGTGGAAGAATATCCACCCCAGGAATTCGATGAAAAAATGTACAGCATCTTCGAGAGGTTTGCCT
+CCTTAATAGAGGAGAGATTCAGGGCTATAGTAGAGAAGCGCTCCGAGCTTAATGAGATATACCAAGAGAG
+CGAAGACACTATTAGATATATGATGTTCTACGCATTGACAACCTTTGGCGAAGTTGATCCACTAGATGTT
+TATCTCGAGTATCCTCATCCCGAAGTCCCCAAAATAAATTATGCAAAGCTCGATACGTTCATAGCAGGTA
+AAGAGGACAGACCAGCCTTGGCATTTGAGATGAAGTTCAAAACAAGGATACCCAGCAGGAAGAATATTCC
+AGAATCGCAGATAGCAGGCTCAGCGTTCGCAGATTTATTGAGGCTAGCATTGTTCAAGTTAAACTCCGAG
+AAAGAGGTAAAAAGGTACTTCGTCTACATAGTAGATAACGAGATGATTGGATATTACCGTAATCCAACGA
+ATAAGCTAAAAGAATTCTTTGACTTAGAAATTAACCGTGGATTCAAGCTAGCCAGAGATTACATCCTCTT
+TAAGGATAAAGAGAGGAAAAAGAAAAGAGCCAAGTCGCTAATAAAAGCCGTCGTGTCTAATATAGGCGAG
+CCAGAAAACTGGCCGGAGCCCAGGATAATCTGCAGGTTCAAGAGAGATTTGAGCTTTAAAGGGACAAAGA
+TAGCAATCAGGATTTACGAAGTAGTGCCGTGAGGGATAATAGATGTGCGAGCTTTTCGGGGTCAATGCAA
+ACAAGGATGTAGACGTTAACTTCACGTGGAGGGGCTTTGTAAGGAAAAGCGAGCTAAATCCCCATGGCTG
+GGGAGTTGGATGGTACCTGATGACCATTAACGGGAATAGGGCAGCATCGATAATAAAACAGCCGATTCCA
+ACGTACAGGAGCAGAATCGCTTTAATGCTCCCAAGGCTCAACATAAGGAGTCAGATTATCATGAGCCACG
+TGAGGTTCGCAACAAGTGGAGTCAGCTACCTTAACACCCATCCCTTCGTTAGGAGGATATGGAGCGTTGG
+CCAATACGACGAGTGGATCTTCGCCCATAATGGAGTGCTCGATGGCGTTGAGGAACTACCTAAACGCTTC
+AAACCTCTAGGAACAACGGATTCGGAAGCGGCATTCTGCTACATAATGGAAAACTTAGAGGGAATAAGAA
+CAATCAAGGAGCTCTTCACTAAGCTTTATCAACTTTTGAATGAAGTGAGCAACTATGGAACGCTAAACAT
+TCTCATGAGCAATGGAAGGTACCTATTCGCGTACACCCACTATCCTGGGAAGGGGATGGTACTACTAAAG
+CGTCATCCACCACATAGGGGGTCATTCAAGACTCCTTGACGAGGATTTTGAGGTTTCAATTGGAGACATA
+AAGGCGAGAGATGAATACGCGTATCTCGTAGCTACGAGAAGACTCACAGATGAAAACTGGGAAAAGATGG
+AGAAAAAGAAGCTTTACATCTTCCGAGATGGTGCTTTACTGCTTAAAATTGACAGAAAAATCAAGCCAAT
+GCTTGGTAGGGAAGCCATAGAAACCCTCAGAGCAGTTTTGAACGGGGAGAACGTTGACATTGACGAGACT
+GTTAAACGGCTCGTTGATATAAAACTCCTAAAAATTGCCAAGAGCAAGGTTACAATAAACGATTACAGGA
+GGGCAATAGTTAGACTAATCGTGGATGGTGATGAGGCATAAGAATAGCGGTTTACGGCACCCTAAGAAGG
+GGTAAACCCTCGCACGACTACCTAAAGAACAGCAAATTCCTTGGCGAAGACTGGATTGAAGGTCGAGGTT
+TATGAGGTCGATGAGAAAACATTCAAGAAGATTAACATTATGGAGGTAAATGCCGGCTACAAACCAGTTG
+AGGTAGATACAAAGTTCGGCAAGACTATCCTTTGGGAATGGGCATACGAACCGAGCGGAGAAAAAATGGA
+GAGCGGAGACTTTGATGATGTCAAGTTTGAAAGATGGTGAAGGCTTAAGGGTAGTCTCTAGGGAATCATC
+GTTGGATGCCTTCGACTTAGCCTTTGCCCATACATTGACAGAAGGGAGAGAGCTAGGATTACAGGGAGCC
+TTTTTAATACCAACTTCAGCAGAAGTGAACACCCAATCACCAGTGATGGGGCATCACTTGACAAGAACAT
+TCAAGACTTTCAAATTGGGGGTCAGCACCATTTTTACCGTTTTAAGAGCTAGATTTATTTCATATTTTTG
+ATTATCATTTCTAGATCCCTTTAACCATCATCTTTGTCCTCATTAGTAGGAACTTCCAAGTCCCCCCTCC
+CTATTCACAAACATAAACCCACCATGTGTAGCATTTCAGTGCCTATAAAAGAACCCGGGTTAGAGGTTTA
+ATAAAGATATGAAAAGAAGGCAAATCAAAGGTACCTCTCCTCGATCCACCTAATAAAGTACTCAGCATCC
+ATCTCCTCTCCTATGGCCCTCCTGAGTAATTCCTTGGGTGGATATATGCTTCCCCACCTGTGGATCTTTT
+CTCTAAGCCAAACCTTTATCGGCTCAAACTCGCCCTTGGCAACCTTCTCCTCGAAGTCTGGGATGTCCCT
+CTTAATGTGATAGTACAGTTGTGCTGAGAGTATCGTTCCTATGCTGTACGTTGGGAAGTATCCTATGCTT
+CCGTGGGCCCAGTGAATGTCCTGGAGAATTCCCTCCTTGTAGCTCTTCGGTCTTATGCCTAGCAACCTCT
+CCATCTCCTCGTTCCACATCTCTGGAAGGTCTCCAGCTTTTACCTCCTCGCTCACCATTAACCTTTCAAG
+CTTGAACCTCAGGATTATGTGGAAGTTGTATGTTACTACATCGGCTTCAGTCCTTATGAAGTCTGGCCTA
+ACCATGTTGAAGTATAAGTAGACATCTTCCTGGGTGTACTTATCAATGAAGGGCAAGTTCTCCTTGAGGA
+CTGGATAAATTAGCTCAACGAACTCTCTGCTTCTCCCTATTATGTTTTCCCAGAACCTCGATTGGCTCTC
+GTGGATTCCCAGGCTAACTCCCCCTGCTATTGGAGTGAACATGAAGCGTTCGTCCTGTTGAAGTTCGTAG
+AGGGCGTGACCAAACTCATGAACTGTACTTAGTAAAGTTCTCCTGAAGTCGAAGCCCTCGTATCTGGTCG
+TTATTCTAACATCCCTTATTCCAAATTCAGTCGTGAACGGATGGGCCGAAACGTCTAGCCTGGCCCTGGT
+CCCCAATGGATAACCAAATTTCTCGAGAACCCATAAGTTAACTCTTTCCATCCATTCCCTCTCGTACTTC
+TCCTTCTCGAGCTCGTGCTCCCTCGGAACTTTCCCTTCCTCAAGTATCTTATCGAGTAAGGGCCTGAGCT
+TCTTCTCGAGAACTTCGAACATCTTAACTACATCCCTCGTTCTTAGTCCTTCCTCGTAGAGGTCTAGCAA
+TGCATCGTAGGGTTCTTCCTCGTAACCTAGATACTCAGCGGCTTTCTTTGCTAGCTCAATTATCTTGTCT
+AACCAAGGCTCGAACTTTGAGAAGTCGTCCTTAGCTTTGGCCTCTTCCCAAGCTTTAGTTGCCTTTGAAG
+TTGTTTCGCTGACCTCCCTTAGGAACTCTGGAGGAAAAGATTTCATTATCCTTATTTGCCTATCTAAAAC
+CCTAACTACTCCCCTCTCGTATTCGTTGAGATCTTCAATCCCCTTTGCCTTCTCAACGAGTTCAACGAAA
+TATGGCTTAAGTAAAAGTTCCTGGGATAGAACCGATAGCTCTCCCTGGGCCACTGATCTCTCAAGGATTC
+CCTCCTTTGGCATGTTAACCTCTAAATCCCAGCCAAGAACGCTTTGAGCATGTCCTAAAGCCCAAATTCT
+CCTATACTTCTCTAAGATTTTCTTAATTGTCTCGTTCTTGAATACTTCTTGCCCTTCCATTTAGCTCACC
+TGGAGGATAGTGTTAAAATGAGCTTATAATCGTTTCTACGAAAATTCAAACGAGAATCAATTTTTACCTT
+CACAGGTAATAGAGCATGAAGGAAACCCCAAATACTATGGCCCAGTAGCTTACATTCCACCTAAACACCT
+TGAATCCATCCAGCGGAGGGAAAGGAAGAAGGTTGAAGAACGCTAACCATGCGTTGACCTTTGTCATGTA
+ATACAAAATCCAGAACCAGGAACCTAAACTTATCACCTTAATGAGGACATACCCTAGGATAGCAACGATT
+ATGTTCGTTATTGGACCAGAAAGCGCTATTATCCCCTCGCTTCTCTTATCAACCCAATACTGATATGGTG
+CATAAATATAAACCGAACCAACGGCCGCAAAGACCCAGGTTGAGCCAGTTAAGAGCTTTGTAAACATGCC
+GAATATCAAAGCCAACGCAATCCCAAGGTCCCATCTCTTGTAATATGAATAGTACCCAAAGTATCTAGCC
+ACTTGCCTATGGGCAAGCTCATGAAGTACAAAGGCCGTGAAGAGGGCTGGAGTGACATAGGGAATTAACT
+TTGGGCTAAAATCCGAGAACAATAGGAGTAGGACTAAGAAGGACACTAGTAGGTCTTCTAGTTCTCTGCC
+TTGCATTGCTATCTACCTCGGATCTCTATCTTCTTCCCAAGCACAAGCTCGGCGGACTTGACTACGGCAC
+CCCCGTAGCCAACGGCTAGCCTAACCTGATCCTTTGGGACGTATACTATTATCTTATCCTCCTGGAACTC
+CAAATCTATTATCTCTACCCTCAGCATCTCCTTTAGCCTTCTATACACGTCATCCATTTCGACCACCTAA
+AACTCTGGAATCCTTATTGGAGCCTGCAATTCCTTTTCAGATGATTCTAGGTTGGTTGCCAAGTTCCTTA
+ACCTCTCAACGCCCTTTATCTCCTTTATGTACTCCACAACACTTTTAGGCACTAGATCTTCCCAGGGCTC
+CCCCGCTATCATTCTCCTCCTTATCTCAGTCGCGGAAAGTATATCCTTCCTGAACATCGGTTGAACTACA
+ACCTTATAACCCCTCTCCCTGAAGAGCTGGGCCACGAGGGAGTTACCAGTGAATACAACGTGAAACTTGG
+GGACCATGCTCTCAACGTAGGGAACCCAGATTGCGTTGAAATTTATGTCTGGAAGTGGAACGAGGTAATA
+TCTTTTCTTAAAGCCGGCTTCCTCGATGGCCCTTATCAGCATTTCCATTCTCTCCCCAGTGGTGAACGGA
+TTCTTAAGCGTATGACTTGCTTGAGCGCTGCCTATTCCTATTATTACCTCATCTACCTGGGAGAAAACGA
+ACTCTAAAGCTTTTATATGGCCCTTGTGAACGGGCTGGAACCTTCCGACGAAGAGACCCCTAATCATAGC
+AACCTCACCCTGAGTTCATCTCCAACCTTAACACCCAGCCTTTCAGCGGCGGATCCCCTATTAACGGCTA
+TCTCAAGGTAGTCATGACTCCCAGGGAGTGCCAGCATTTCGCCTTCCCCCACTAATCCATAGGTGTCTAA
+GTATGGTAGTTTTAGGTTAAAGTCGAGTAACTCAACGAATTTCGGCCTTTCATAGCCTTCAAGGTTGAGT
+ATGACGTTACCGAAGTCATCTACGTAGATTACTTTCAATATCCACACATCGTTGACTTTCCTGGACTCAA
+GGTTGAGCTTAACTAAGCTGTCCAAAGGAATTTCCCTTCCAAACTCCTCGGGCGAAACACCTTTATCTAT
+TAAAGCTGCGGCCGGTCCAAACAAGTCCCTCCCGTGGAAAGTTGAACTTATCCTCCACCCAGTAAACTTC
+TTAATCTCCTGAGGAATTATCTCGTAGGCTTTCTTTGGCTTTATGTGCTTTAGAGGCAACGTTGCCAGCC
+CATTGTCCGGAACAACTAAGTATTGTTCTCCCTCTACAACTATAGCTCTCCTCTCCGTCCCAACCCCAGG
+ATCTATAACACCAACGTGAACCGTACCCTCAGGGGAGTACTTAACTACCTGTTCCATGACGAAGGAGCCC
+TCGATTATGGAGTGCCTAGTTACTGAATGAGTCACGTCAACTATCTTGGCATCTGGATTAACCTTTAGCA
+TTGCCACCTTCATCTCCCCAACGTAGGGACCCCTCAATCCAAAGTCCGTGATCAGCGTTATCATTTCTAT
+CCCCATGCATATAGCTCGGACAAAGTTTATTAACGTTTTAACCCAAAATCCTATGGTGAAGTTATGAAAT
+ATTTAAAGATCATAGTGGTAATACTCGCAACACTCATGTTAGGATGTTTGATAAAGCCCCCAGCTAATGT
+TAAATTCGATGTAGATAAAACCACAATTCCCCCCGGCGGGATATTTCACGTTATAGCCACTATTAATAAT
+ACTGGAAAGGTTGGAATAACCAACGTTAAGCTGAATGTTGAGGGTGGCGAGTTTCTGATAATCCAGAACC
+CAAAGATTGAGAATCCAATCAAGGTTGGCGAGTCCGAGAAGCTGATATGGACGATTAAAGGGCCAAAAAC
+ACCAGGAACATATCAATTCAAGGCTTATCTAGATATAGTGGATGAGCTCAAGAGGGTTTGGAGGGGAATA
+ACGTTCGAAGTTCAGATCAAGGTAACCCCAGGGATTAGGGAGGTTAGCGGGGTATCGGCAAGTATTAAGG
+CACCTTCCGAAATTCAAGGAGGAAGGAATTTCAATATAACCATCGAACTCCTGAACAATTACAGCGTGCC
+TATAAGGATAAACAGTGTGGACTTAACTAGCGGAGCCCTAAGCATCGTTAAAAAGTACATTCCAGATAGA
+ATAGATGGAAAATCGAAGGGGGACATAATAGTTACCTTGAGGGCACCTCCCGCGTACAGGGTTCAAAGGA
+TCTACGTGATAGTAGAGTACTCAGGCCCAGGAATAAGTGGTAGGGTAATAAAAGAAAGGGAGATAACTAT
+AGTCTGGAAACCTTGGGACTTTTCTCTAGATTCTATAGAGAGAATCTATGGGAACTTAACTGAATGGATT
+GAGTACAATAAGATCGTAGATGGATATTGGGAGTGGGTCTTTAATTCCGACTCTGAGATTAAGAATAGAA
+CGCTGTTCAGAAGGGATGTAGCCCAGATAATATCAATCTCGAACTCAGATCTAGAAGCCGCTAAGGGCGT
+GTACAATTACATAATCACGAACTACGTCCTAGAAAAGAGGAAAACAGGTACACTGGATCCACAGGAGATA
+AGGAAGAGATCCTCAGTAACACCGATAGAGGCAGATATCCTAATGGTCGCGTACTTGAGATCGCTAAACA
+TACCAGCTAGGATCGTTAGCATCTATTCCCCACCCGACTGCACGCACTACCCCTTCGTTGAAGCTTACCT
+ATCAGGAAAATGGTACGTAATTGACTTTAGCCACATGTTCTTCGGCACGAGAGAAGAGTTCATAGCCAGC
+AGATGGTATCCCAGGATATACCAGCAGGTTACCGTATTTAAGAGCTCACTAGTTGCCTTAAAGCCAAGCT
+TGAGTGGTCACGATCATGAGGATATAAGCCAAGAGTACATAAACATAACCGAGGCGAGCCTGCTAGATGC
+CCTTTCAAAGAAGCTCGACGCCGAAACGTTCCTAAAGGTTAAGACCCTAATAGATGGAATCGACTCTAAG
+GAAGAGAAGATATTCGCAATGTTCCTCTTCTCGTCTGGAGATCCTAGGGAAGTTAGAATGTTAATAGACA
+AGGCCAAAATGTCATCGTTGAGGAATACCATCGATGCGTTCTATGAGTTCTATCGGGACGTGCCTTGGGA
+AGATGACTTTAGGATTTATTGGGAGAAGCTACTAAGCCTCTATAAGGGGTGATAAAATGATAGTCGTCCT
+TAGACTAGGTCACAGACCTGAGAGGGACAAGAGAGTTACAACCCATGTAGCCTTAACGGCCAGGGCCTTC
+GGGGCGGATGGAATAATTATAGTCTCGGAAGAAGTCGACCTAAAAGTCAAGGAAAGTGTTGAAGATGTGG
+TAGAAAGGTGGGGAGGGCCGTTCTTCGTTAAATTTGAGAAGAGCTGGAGAAAGGTCATGAAAGAATTCGA
+TGGAGTTAAGGTTCACCTAACCATGTATGGGATTCATATCGATGATATAATAGATGAGCTAAGGGAAAAG
+CTCAGGGAAGGTCGAGATTTCATGGTGATAGTTGGAGCGGAAAAAGTTCCTCGAGAAGTTTACGAGTTGG
+CCGATTATAATGTTGCAATCGGAAACCAGCCCCACAGCGAAGTTGCGGCCTTAGCAGTATTCCTCGACAG
+ATTGCTCGAGGGAAAGGGTCTTAGAAAAGAGTTTAAAGGGGCCAAGCTCAAGATAATCCCACAGGCCAGG
+GGAAAGATGGTTGTGGAGGTTCAGAAAGATGCTAAGCAAGCTGAGGCCAGCGGTGAAGGAGCCTCTAGAA
+AGAACGGCCAGTTACCTAGCTAAAATAGGCCTAACGCCGAATCAAGTCACCCTTCTCGGCTTTCTCTTGA
+CGCTTATAGCATCTTACGAGTTTTATCTTGGTAATCAAATCGTTGCAGGTACAATAATGGCCATCGGCTC
+CCTATTGGATGCCTTAGATGGAGCGTTAGCTAGGGCCACCGGAAAGGTGTCAAGGTTCGGTGGATTCCTA
+GATTCTACATTGGATAGGCTGAGCGATGGAGCGCTTTTAGTTGGAATAGCCCTAGGTAACTTAATCGACT
+GGAGGGTAGCATTTTTAGCATTGATTGGCTCGTACATGGTGAGCTATGCTAGGTGTAGAGCGGAGCTCGC
+GGGTTCGGGAACGCTAGCTGTTGGAATTGCCGAAAGGGGAGAGAGGCTCATAATAATAATGATCTTCTCG
+CTCATTAATAGGGTTTGGATCGGGGTTTATTTAGTTGCGGTGCTCTCCTGGGTTACCTTCATTCAAAGGG
+TTTATGAGGCGAGGAAAAGACTCCAATGAGGAATGATGAGATTTGCTACCACTGAGCAGTGATGAGCCCT
+GCCGTTACTGACCTTTTACTATTTTTATTACCTCCCTTAAGTCGCTAACCACGAAGTCGCACCTGTCCCA
+TAGATCCTTCTTCTCTCCCGTTCTATCGAGGAGTATCGAGATCATTCCAAGGTTCTTAGCACCACCGCAG
+TCCTTAACCGGATTGTCGCCAACGTAAACTGCATCCTCTCCCTTGACTCCAGCCTTCCTCAATGCTATCT
+CGAATATCCTGGGGTGAGGCTTAAAGAAACCAGCTTCCTCGCTCGTCGTTATCGAGTCAAAGAGATCTCT
+GACACCAAGGGCCTCCAAGTGGGCATTTAAGTACTCGGTATCAGAATCCGTTATCATTCCAACGTGATAA
+CTCTGCCTAAGCTCCTTGAGAACCTCAACGACTTCCGGATAGAGCTTGCCGTATTCCTGGTGCATCTTGA
+GGTGGATCTCCCAGAAGTTCTCCGGGTATTTAAACCCATACTCCTCAGAAATCTTCCTCATGATTTCCTC
+CTCTATGTCCCTTATTGGCCTATAAGGCTTACCAGCGTACGCCGAGAAGGCTTCTCTGGTAAGCTTTTCG
+TACTCTTCAAGGATTTTCCTGGGATCCAAGTTGTAGCCCTTCAAAACCTCCTCCATTATCTTCAGGTGGG
+TTACTGCTTCTCCCTCAGAGCTGAGAAGAGTTCCAACGAAGTCGAAGAATACCGCCCTTATCATGCCACC
+ACCATAGGGAATAAGAAGGGAAGTTAAAAATGTTAAATCGTCCAATCCACACCCATAAGTTTGCTGTAAG
+CTTCCAAGACCCTCTTAAGGTACTCCTTAGCGGCCCTAATTTTATCTTCCTTGAACTTCTTGGCCCAGTT
+CTCATTTCCAAATTCTTCGCTCCCCTTGGCTACTAGATCTATCACCCTCATGCTATCCCAGAACACTGGG
+ATGTAACCTGCCCTCTTGGCGTAGTCTATAAGCTTCCTTATCTGCTTCCTGGCGTGCTCTTCCATATCAA
+CGTTAACTCCGTAAGCTTCCATGAAGAGAGCCCTCAACGTTTGCTTAACCCAACCCCTGTGGAACCTGCA
+CCAGCCGATGTTATCGTACCAGAACTCCCAGAGCGCCGATGAAACTATCTTACTCGCCAGCTCCTCTGGC
+TCCAGGAACGTTCCAAAGGCATAGAACGTCCAGTATCTCCCCTGGATTGGTAAGGGAATGTAATTTCCAA
+TTGCCCAGTACATCGTTGGGTTTATCTCGCCATCCTCACCGAGGGGAGTGTAAACGGCATAGTCCTTGAA
+GCTCTCACCGTACTTCAACCTATCCTTGAACTTCTCATCTAAGATCATGCTAGCCTTTCTCTTTCCTAGT
+CCGGCTATTCTGGCAATTTCAGTCTTGGCGAAAGCTATAACGTGGGCAAGCTCGGCCACTAGCTTAGCAT
+TGTGTTCACTAGTCTCCTTTGGATTGTTTATTAGATCATCCTTACTGAACCTTGGCTTGTCGCTTATCCC
+AACCTCCTCGGGCTTAAGCAATCCTCTGTAAACGAGCTCTAAGAGCCAAGCTGCTGTGCCTCCAAATTCT
+ATAGCGTCGAAGCCCATAGAATCTACGGCATGAACGCTTATGTCGCTCGCATACAGATAGATACTCCCGC
+TAAGTGGACCATTCGCTTCGTAAGGCTCGTACTCAACGTGGTGTCCTCTCCTATGCTTCTTACACACGGC
+CGGACAGGGCTCACCGCAGGTAGTCCACTTCTTCGGCTTTATGGATTCCTCGTTGAAGGGTTCCCAGTAG
+TACTTCATTATGAGCTCGTGTATCTTTATTCTTTCTTCTTTGGGTATGTAGGGCATCTGCCAGTTTAGAA
+TTGGGACTAGCTCTCCCTCGGCAGGATAGTTACCTCCAAAAGTTCCACCGGTGTTGAGCTTTGGATTAAA
+CCTGTACTTGGTAGTTGCATGGGTTACAACCTCGTTGTACGGCTTCTTGTGAACTCCTTCCACGATCCTC
+TTGGCCGTTGACATGCTAGTTATGTCTTCCCCAGGGAACTTCTTCTTCCTCTTCTTACCTCCAAAGGCTA
+TGGCAACGACGTTGTGGGCCCTAAGCAAGACGCTCCCAGTTCCGCCCCTAGCGGCCCAGTCCTCGCTTCC
+CACGGCCCTCTTTCCGTTCCTCAAGGCTTGAGAAAAGACGGCCCCATAGTTCGTGTTCAAAGCCGCAGGC
+CCTACAACAGCTATCCTGAATTCCATTCCCTCGAATTCACTTGAAAGGTTATCAAGGAGGTACTGGGTTA
+AGGCGTAGACGCCCTCTTCTCCCTTGTACCCTTCCCATATCTCGATCAACTTATCCATCTCAAGCTCGTA
+GAAGTTAACACTTATCTCCTCACCATCGTTCTTCATTATAATGACCACGGGCTTCTCGGCCTTTCCGTGG
+ATCTCAACGAAGTCTACGCCAACGTGCTGGAATTGATAGCTCGCACCTCCCATCGTTGAAGGGAAAAGTG
+TCCCATAAAGTGGTGACCTATAGAAGAAGACCAACCTATGAGAACCTGGCAAGGCGGAACCTGCAAACGG
+TCCTTTACCGATTATCATGACATTCCTCGGATCGTACGGCTCGAGCTCGTAGGTTTTTAGCTGTGTGTGA
+ACGTAGATTCCATAATCTATAATTCCATAAATGTCTTCCCTTTCAAAGTCTTCAAGCTTGATATCTTTCT
+TTTCCACGTCGATCTTTAGTACTGAGAATTTCATACCTATCACCTCTCCAAGGGTTTAAGTTCAACCATT
+GGGATTTAAAAGTTTCGCTTTTTCTTCATACATCTCAGAACTTGCATCAAATCAAGAAAAGAGCTGAGAA
+ATCTTATTTTTCAAAGTAACAGCATATCCATAGATGTGGAGGGATAAGTAGAAAGAAGCCAAAAACATGA
+GAGCTATTGGAAATAGTAAGGCCTCCGTTATAGAACCACCTTCAAATATTACTGGCACCAGCATTGTTAA
+AATCTCAAATAATATAAATAATAGCAGTAACGCAAAAGCTCCATATTTTATAAAAATAACCGGCAGGAAT
+ATATCGAGGAAGGCTATAATATCACCTAGTATAAGCATTATAATGTCTTTCGCATCAACGTGCGAAAGGT
+CACCCAGGAACCATCTCCTCCTCTGCCTCCAGAGCTCTCCAAGTGTTAGGGGCATGCGAGTGAAGAGCTT
+GGCCTTCGGAGAATACACAACCTTTCCAAACTTCTTAAGGGCCTTAGTCGTGGCGTAATCCTCAACCAAG
+CTGTTGACGAAACCGCCTATCCTCTCAAGGGCTTCCCTCCTAAAGGCGGAAAGCGGCCCCGGGGCCAAGG
+TTAGGTCTTCAAGTTCTTTCGCCCTTCTGTACATAGCTATCCTCAAATGCTCTATGTCCTGGATGAAGGC
+TAAGAAGGAATCTACTATAACTCTGATTTGACCACCCACTGCAACTACATCTTCCGAGTGGAACCTCTCC
+ACTAACCTCCTAACGGCATCCCTCGACATAAAAGAATCGGCATCGGTAACTACGATCACCTCGCCCTTGG
+CAAGCTTCAAACCCTCATTTATCGCACCAGCTTTTCCCTTGTGCTCAATTCTTATCACCTTGACCCTCTC
+ATCTTTAACCTCTTTAGCTTTCTCGTAAGTTCCATCCTCACTACCGTCATCCACGACTATAACTTCCTCA
+ACCGGGTAATCCTGGGATAGTGCAGCCTTTATAGCCTTCTTTATGTTCTCCTCCTCGTTATAAGCCGGTA
+TTATAACGCTAACCTTTGGTTTCCAAGATACTGTCTTGTACTCCTTCAACAGTCCGAGAAGATAGCGAAG
+GAAGAAGTAACCATCCCAGATAAATATGATTAAAAGGAGGAGCTCAAGCCTCAACCTCTATCCCTGCCAG
+GTCGTAGATCTTCCTGGCTATCTCCTCCCCCTTCTTCTCGTCCCTCAGTTCCTTTATTATTATCTTGGTG
+CTTGGATAAACGCTGACCTCGTAACCGTCAATCTCAACTATGAGCATTATCCCAGGAATTAAGGTTTTGA
+CGTTGTACCCAGCCTCCCTCATTTTTTTGGCCAATTCATTAACGTCAAGCTTTACTTTCTTCCACTGATA
+AAGCTGAACCAGAATCCCTCCCATGCTCGTGCAGGGTTTCGCTACCAGCACTTTCGCTCACCCCTAGAGG
+TAAGGTCTCCCTTATCCTCTTAATAAGTTCTTTCTTTTTCTCGCTCTCAACTAAGGCTACCTCGAGAACC
+TCATCTATCCTCTCCACTGGTATTATCTCTATCTTCTCCCTCTTATCCGGGCTTAAGAAGACATCCTTCT
+CATTGGCCTTCGGAATTATAACCTTCTTTATTCCAGCCTCAATAGCGGCTTCTATCTTCGGCGTAACGCC
+ACCAACTGGCAAGACTTCACCACGAACGCTTAGAGAGCCGGTCATGGCAACATCTTGCCTAACTGGAATC
+TCTTCCAAAGCTGAGATGACTGCAGTAGCAACGCTTATACTAGCTGAATCCCCCTCAACACCTTCGTAAG
+TCTGGAGGAATTGAACGTGAATGTCGTATCTACTAATGTCCTCTCCCTTGTACCTCTTTATTATCGCCGA
+AACGTTTAGCACTGCCTCCCTAGCTATTTCACCCAGCTTTCCGGTGACTATTATCTTGCCCTCCTCTTTA
+CTCGCGGCCGGGGCCACAATAGCTTCAATCGGCAACACTATACCGCTCTGCTCCCCAATTATAGCCAAAC
+CATTAACCCTACCTATTTCTCCACCTTCAGTCCTTATAACCTGGTACTCCTTCTTCCTCTCAATGTACCA
+ATCCGCTAGTTGCTTTTCAAGTGGCTTGGCCATCTGAAGTGCCTCAAGAACATCTTCCCTTGTAACGTAC
+TTCTTCCCCTTCCTAACCGCTATGTCGCCTGCGGCCCTGACTACACCGCCAAGGTCCCTAAGTCTTAGAG
+TTAGATGACCCTTCCTACCGGCCCTCCTCTGGGCTTCCCTGATTATCTCTTCAACCGCATCTCTCGTGAA
+GTGAGGTATTCTCCCATCTTTCTTAACTTCCTGGGCCACGAATTGAACTAGCTTTCTCCTGTTCTCAACG
+GTGTCGGGCATCGTTGTTCTCATGTAAACCTCGTAACCGTAACCCCTTATTCTAGATCTAAGGGCTGGAT
+GCATTTTCTCTATTGTATCTAGGTTTCCTGCAGCTACGAGAATGAAGTCACAAGGCACTGGTTCAGTTCT
+AACCATTGCACCGCTTGAAAGCTCGCTCTGTCCAGTTATCGGGAACTTCTTCTCCTGCATAGCTGTAAGG
+AGGCTCTGTTGCATCTTTAGGCTTAGAGTTGCTATCTCGTCGATGAAAAGGACGCCCTTGTGGGCCCTGT
+GTATCATTCCCGGTTCAACCCTTAAATGGGCCGGAGTTCCTAATCCACCTGAGTTCTTGACGAAGAGGCC
+GTTAGCTAGGAGGTTGCCCTTCTCGGTAGTTAGGTTATAAGTTACCTCAACATCCTCCCAAGTCTCGATG
+AATTGTTTATCAACATCTAGCCTACCAGCGTCGAAAATGATCTTGTGTTTATCTCCGACTTCTTCAACCT
+TAATATCAGCCTTAATTCCAAAGAGACCCAGATACCAGCTTAACTCCTGGAAGAAAGGTAAATTCTTATT
+CGGGTCATCAACTAGCTGTTCCACTATGTGGGCCCGGAATCCCTCAAGAAATGCAAGAAAGAGGGAAGGC
+TTAAGCTTAACCCACCATGGCATCTTCAAGTCTTTGCCCTCAATTGGAGCTCCTAATCCTACTAAGAATT
+TGATTATTCTGGGATCACGCGTTTTAAGGATTGTGTTCTCCTCTTTTATAATCTCGTACTCAAACTTGCC
+AAATAGCTCTTTAAGAGTGATCACGAACTTTTCAATGACGCTTCTTTCAGACTTTAAGGTTAATACGCCT
+AAACCTTCATCTATGCTTCCACCATTGAAGAGGATACCCATAAGAGTCGCAATCTTCCTAAGCCTCTCGT
+CATCGCTTGTTAGCGGAAGTAGACCAATTTTCTTGAGGTCTTCATCTTCACAATCAAATACTGTAATGGG
+GACGCTAATCAATTCATCCTTTTCGGTAATTTCGCCGGCCTCTTTAAGTCCATCTGTAGTGTAAACCTTG
+TGATCAGGAGTTAATGCAAACCAGTAGTCCTTTTCAAGGTTAACTACGCGCCTCAATTTTTGTTTTCCAA
+TTCTCTTATTGGCATAGAGGAGCTTCGTGAAGCCATCCTTCGTTAAAACTTCGACGTTCTCATTCCTAAA
+GTCATGATAAACTACTTTAACGTCGCCATCCAATCCCTCGCCAGATGGCTTCTCAAGGGCTTTTTCTACA
+AAATCCTTAAGTCTAAGCACCTTTACCTCGCCGTTCTCCCTAATAACCACAGTCTCCTCGCCACTAAAGC
+ACTGGAACGGGTCGTGTCTAACGTCGCCAAGCAAGGCTCCGGCGTGAGCTCCAGTTGCATCGACGAATGG
+TGCCCTCTTCCTTCCGGAGTTATCCACTAGCAACTTTGGAACCATGGCCTGAGTTCTAAACCTCATGTTA
+GCGGTGACCATTAAGGCTATCAGGATTACGAAGACTCCCAGGAGTAAGGTGTTTGGATCACCGCGACTCA
+TGAAAACGGCCATTGCAACTATGAAGAAAACGAAGAATAGGAGGTAGAACCTAATGTTTTCCTGCTCCTT
+CGCCTTCCTCTTATATTCTTCAACGATCCTCCTTCCCTGCCCCGCTGGGACGGTTTTTATCCTGGGCATG
+TTTTCATCTTCAGGGTTTGGAAAGACCAAAATGTCTTCCAAGTCTTCCGTAGGTAATAACTCGGCCATGG
+CTTGGCCAAGCATCGACTTTCCGGTTCCAGGCTCGCCAATAAGCAGGACATGCCTCCTCTGCTTAGCGGC
+GGTTTTGATAACTTCAACGGCATGATCTTGACCTATAACCTGATCAATTAACCTCTCGGGGACGGGGATC
+TCTTCAGTAGTTTCAAACTCTATCCCCAGATCCATTCTCTCCTCGCCCATAGTCATCTCGCCACTTAACC
+TTTTTATTCCCATTTTATAAAACTTGAGCATGTATGAAGGTTAAGATTAGGAGAGAGCTGCTTGAGTACC
+TATTGGAACTTGCAAGGGAGTTTTACCCGAACGAAGTCGCGGGCTTCCTAAGGGAGAAAGACGGTGTCTT
+AGAGGAGGTCCTCCTCGTTCCGAAGGGCTACTTCGGAAGTTCCTCAGTGTACTTCGACCTAACTTTACTT
+CCCCACGATGAAAGCATAAAGGGGACTTTTCACTCCCATCCCTCTCCCTTCCCGTATCCATCGAAAGGTG
+ACCTGATGTTCTTCTCCAAGTTCGGTGGAGTTCACATAATCGTGGCCTTTCCATACACTAAGGACAGCGT
+TAAAGCCTTTAGAAGCGATGGTAGCGAGGTCGAGCTAGAGGTCGTCGAGTGATTCAAGCTTCTTAATCCC
+GGAGAGTCTTCTGCTCGAGATTCTCACCTCGGTAGTCCCTGGGGTTATGAGCTCGTAGAGGATTGCCCTC
+TCCTTCCCTGGGGCTGGCCTTAGAATTCTTCCAAGCCTTTGAACCAACTCCCTGGGCGAGCCCGTTCCAC
+TTATTATAATCCCAACGCTTGCATCTGGAACGTCTATGCCCTCATCGAGAACTTGACTGCTAACGACCGC
+CATGTACTTGCCTTCCCTGAACTTCCTCAGTATCTCTACCCTCTCTTCCTTGCTCGTCTTGTGGGTTATG
+GCTGGGATTAAGAATTTCCTAGATATCTCGTAAACGAGCTCATTGTACCTAGTGGATATTATTATCTTCT
+CGCCTCTATGCCTTTCCAGTATCTTCCTTAACTCCTCTATCTTGGCTTTAGAACCCAAAGCTATCTTTCT
+GGCCTCTTCCAAGGCCCTCAAAGCTTTGAAGGCCTTATTGTCAACGCCCGTCCTCATGACTATCTTCTGA
+AAGTCCTCTAAGCTTTTTATCCTCAACCCGGATTCCGAGAGGTACCTCTTGAAGACCTTGTAATGCTTTA
+GATACTCGGCCCTCTCTTCCCTCGATAGCGGAACCTTAACCCTGACAAGCTCGTAAGGCGCCAAGTAAGT
+CCCCATAAGCTCACGTGGGGCCTTTTTGTAGACTATCGGACCTATGAGATCTGGCAAAAGATCGTGCAAA
+TTGTCGGCCCTCTCGGGAAACGCCGTTAGGCCTAGCCTGTAGGGAGCGGCACTCATCTGGGCTATGTTCC
+TGTAGGCCTCGCTCGGCAAGTGGTGGCACTCATCGAAGATTAGTAAGAAGAACTTATCCCCCAGGAACTC
+GGCGTTTATATAGGCAGAATCGTACGTAGTTACCGTTATGGGCTTCAACTCCTTCTTTCTTCCAGAGAAC
+TCACCTACATCTCCAAAGATTTCTAACCTTTCCTTCCACTGCTCCAAAAGGGCAAGCGTCGGAACAATTA
+CAAGGGTAGAGAGCGAAAGCCTCTTTATTATCTCCATAGCAACTATCGTCTTCCCTGCTCCCGTGGGTAG
+AACTATGACACCTCTCTTCTCCCTCATCCACCTCTCAACTGCTTCCTCTTGGTAATCCCTAAGCTCGAAC
+TCCACGTCATCGTAAACTCTAGAGGGAAGAGCATTCTCAAGAACGTAATCCTCAAACTCTATTCCCTCAC
+TTTCTAGAAACTCGACTATATCCCTGTATTTGTAAGCCAAGGCCCTGTAGCATCGACACCTTTCGTCCCA
+CCTGGCATATGGAACGTAGGAGTTACCGATTACCTTAATGGTTCCCCTGTCGTAGTAAAGCTTCATCTCC
+CAAGAGTTGCAGACATTGTTTAAAAAGTTCTTCCATAATAGTACTATGCTACCTAAGGAGCTCTTAGACG
+CCAAGAGGTCTAGAGGTAAAATCCAACTAAACTTTGCAAATGAGGAACACCTTAGACTGGCCAAGGCGGT
+TATAATTGCCTTCAAATCTAGCTTAGGTCAGAGGTATTCCGAGCTCCAAGAGAAGCTCAGGCACCTAGAG
+ACGGCGAGCAATTATAAGAAAGTTAGGGGATTCGCGAAGATCATAGAAAGGGAATGCGAATTCCAAGTGG
+CAACATCACTAGATCCGCTAAGCGTCAGGAGATTTCTCTTTGAAAGGGGATACGTTACAAGTGAACTGGA
+GAGAATAAAGGTTCTTAGTGAGGCTGCCCAGGAGTTCAACACTAGCATAGAGGAGATTGAGAGGGCGGTG
+TTCGCGGATAGGGAAGAGGAGAGGGTTCTCGTAAAGATCCCTGAGATCAGCGAGGAAGAGCTTATAAAGA
+GGTACAATCTCTCACTCCTTCAAACATTAGCCTTTAATGCAGTTCGACTTACATTCAGGGTATCTTCAAA
+CCACAAGAGAATTTTAAGGGCCATAAAGAGGCTTGGCCTTATGTACGAGATTCAAGGGGATAAAATAGAG
+ATAACTGGCCCAGCGACGCTGTTAAAGCTTACGAGGAAGTACGGAACCTCTATAGCTAAGGTTATTCCCG
+AAATAATAAGGGCCAAGGAGTGGTGGATTAGGCTTGAGCTCGTCGAGGGAAAAAGGCTGTACATCTTCGA
+GCTCTCAAGCGAAGATGATGTAGAGCTTCCCGAGTTGGAGAAAATTGAAGAGTATTCATCTTCCCTTGAA
+AGGGAGTTCTCAGCTAAGATAAAACGTATCCTGGGAGTAGAGGTTATATACGAGCCCGGAATAATTAAAG
+TTGGCGAGTCTGCCTATATACCCGACTTCCTAATTAGGAAAGGAGACAAGGAGGTTTACGTTGAGATAGT
+TGGTTTTTGGACTAAGGACTACCTTAGAAGAAAGTTAGAGAAGGTAACTAAATTGAACATTCCTCTGTTG
+CTCATAGTGAATGACGAGCTCTTCGCCGAGAAGGCAATGAGAATCAAAGGAAAAGACGTCATCTTAATGA
+AAAAGGGCAAGATCCCATACAAACAAGTCATAATGAAGCTTAAGGAAATGCTCACTAAATCTTAGGCTTC
+ATGATTCCCCTTTTCTTAAGCTCCTCGTACGCTTTTCTGAGAACCTCCCTTATCTTGTACCTCTTGTTCA
+GGCCACCAAGCTTCATAGCGGCCTTTCTAAGGCTTCCCTCCCTTAAGAACAGCTTAAGCAAAGCTATATC
+CTCAAAGGACAAGTTGTCTAGGTGTTTCAAAGCTAGTTCAGCTATCTCTATTGGGTTGTTTCCTTCGTAG
+GGGTAATCAGCAGAGAGAATCGGCTTATCAAGAAGCTTAATTATTTCGAACTCAACTATCGTCGCTGGAG
+AATCAGGTTTAACGAACTTGTAATGTTGCCTCAAAGCTTCAAGTAACTCCTCCCTGTTTCTAAACCCGTC
+TTTCCTGGCATCTTCATCCGTTAGCTCGGCAACCTTCTTAGTCACTACGCTCTTAATCCTGGCCTTTCCC
+AGGACGTAGCCTCCTGAATGAATCAAGACTTCCTCCCCAGGTTTGAAATTGACTTTCCTTCCAAGCCTTA
+TCGTGGCCCTCTTTTTTCCGGAGATTATGTCGTCCTTGTACCTTCCGTCGAACTTCAAGTTCTTCACTTC
+CTCTCCCTCCCAAGGATTCTGAACTTTATCGCTATGACACCGTACCGGTACTCCTTCCACTTAGGATACA
+TGTTGTGGAACCTTCTGAGGGCCCTTTCAAAGCTCGGCTCGTCGGGAAATATCTTCTCTATGGGCTCCTC
+CCTGAGAACCTGCCTAAAGGTTTCGTAACGCTTAACGTCTATTACCTCAGCGGGAATCATGTCGTTGAAT
+ATTATCTTATCCCCCTTCTTAATTCCCCTAAGCTGGGGGTAAGCCACCCTAACCTCTATCTTCTTCTTCC
+CGCTTTTCACCATCTCGAGGTACTCGTCCCTCAAGTACAACCTGTAAACTCTCATCGTCCAAAGATTTCC
+TAGAGAATTTAAAAATCTAAGCTAGACCGGCAACCTTCAGAACGAGCCACCAAAGGATATCACCGAAAAA
+GTAACTAACCAGGAAACCCAAGAAGAGAGCTGGAGCAAATGGCATTGCCTTTCTAACCAAGAACTCATCT
+TCTAACTTTCCTTCACTAACCAAAGCTTTTAGTTTCTCTATCTGCTCCTGGGTTAAGCCTTCAACGCTGA
+AGCCAGCTATCTCTTCACCTTCAAGGCTCTCGACTTTCTCCCCCTTAAGCGTTGATGATATCTTCTCGAA
+GAAGTCTGCCCTATCTCTAACGACTCCATCGCTCGTCAAGATTATCCTCTCCCCAAGGACGTCACCGGGA
+TTGAGCTCGCTAACCTTTCTCTCCTCTATTAGGACTTCCCTCCTAAGAGCCTTAACGGCCGACCATATTA
+GCTTGAACGAGTAAATTACTAGGAACATCTTCGCGAGGAGCTTGAGGTAGTAAGCTCCCGAAAGGTACAA
+GCCGTACCCAATGCTTAGCACCCCAAGAACATCTCCAACTAGTTTGAACCTGCTGAAGATCAAAATGAGC
+GCAAACGTTAGTATCCAACTAATTATCTTAGGAATTGACATGTGAAGGCTTACAAAGGCCAAGAGAACCG
+CACCGAAGTTTATCCATAAGGTAACCTCGACCACATTTCTAATCCCCTCCCTGAAGACCCCCACTAGTTC
+CCTAATTTTTCCCTTAACCGCCAAGCCAACTACTGAGTAGACGAGGATTAGGGGAAATATTAGGAGGAGT
+GAGTTGAATAGTATAGTGAAGGCATTCATTGGAAGATAGTAAGAGTAAGGTGGTTTGTACTTAGCAGAGT
+CTGGGACGTACGGAAGGAGGGCTGAGTAAGCTCCCAAGATTATTACATCGCCACTCGCCCAGCCCCCTGT
+ATAGTAAAGGAAGTAACCAATTCCTAACCCTATTATCAGCCCGATGATGGGTGAAAGGGCCAAGACAATG
+TTTCCATGCTTAATTCCGGTTATGAGGTTGTAGAGAATCCCGATCTCAACGATTGGGATGTAGGGGCCTT
+TAGCTTCGTACTCGCAACCCTTCCTTGAGCACCACCACTTCGTCATTATCGCCACGCTTGGAAAAAAGTG
+CTCCTCGTAAATATAGCTCGTCTTTATATCGGTGTAAGATGTGAGAATACCCACTATCACGCCCAGGATC
+AAGGGTATCATCACAATCACCTCAAAGGTTCTCAAGAAGCCTCTGCCTGACTACCTTAGCGTAGTCTCCA
+ACCGAATCGCTCAGGGTTCTCATGGTATCCATAACTACCTTGAAGACTATCACAACTAGCAGCAAAACTG
+CCGCGAGCATGAACATGTACTCTATGGCCGTTTGAGCTCTCATCTTCATCCAAGAGAATTTGGGATTAAG
+TTGATATAAGGGTTTTGGATACCTGACATAGGTGTGAGCGATGAAGCTAATCAAGCAAGGAGCGGAGGCC
+AAGATTTATCTTGCAGAGTTCTCGGAGCTTTACTTTGATTATCCAATTAAGGTTATAGTGAAGGAGAGGA
+TTAAGAAGAGGTACAGAATTCCAGAGATAGATCTGAAGCTCAGGAAAGAGAGAACTATCAGGGAGGCAAG
+GATACTTCGAAGGGCCAAGGAATTCGGAGTCAATGTTCCCTACGTGTTTGAGGTTGACACTAAAAATATG
+ATAATAGTGATGGAGTACATAGAGGGGGAAAGGCTCAAAGAGCTCCTGGAAAAGCTCCCCATGGAAGAAA
+GACTTAAAGTATGCAGGGAAGTCGGAAGGCAGATTGGAAAGTTACATGAGGCGGGGATAGTTCACGGGGA
+CTTAACGACCTCAAATATGATACTTAGGGAAGGCAAGGTTTACTTCATAGATTTCGGGCTTGCGGAGTTT
+GACGATACGATTGAAGCTCAGGGTGTAGATTTACACCTGCTTAAGAGAGCCATGGAGAGTACTCATTATA
+AGTGGTTTGAAAGGGGCTTTGAGGAAGTTTTGAAGGGATACATAGAAATCAGAGGAGAAGATAAGGGAAG
+GGAAATTAGGGAGAAGATAAGGGAAATAGAATTGAGGGGTAGGTACAGGGAGAGAAGCTGGATTACGCAG
+TAATTTTCTTAACTTGGCTCTCGTGGTCTTTACTTAACTTAAACTTGGATATCTGCTCCATTAGCACGTC
+AACTAATCTGTCTAACTCTTTAACGCTCTCTCTAAGCTCCTGAAGTGCACTACTCTGCTCTTCAGCGGCG
+GCACTAACTTCCTCGGCAGCAGCAGTTGTTTCTTCAGCACTAGCGGCAAGGTTCTCGAGGAACCTTAAGC
+CCTCCTCTATCTTCTCACCCTCCTGGATGACCTTCTCTCTGAGTTCAGATGCCTTAACTTCCATCTCTTC
+CATCATCTCCGCAACCTGAGTTAGATAGCTAACGCTCTCCTTTATGACCTCGGTAGAAGTCTTAACGACT
+TCGGCACCCTGCTGAGTTACCTCCACGCTTTCTCCAATTTTATCACCTATCTGTTTGATCAACTCCCTAA
+TGTCCTCAGCAGCCTTCTTACTCTCCTCTGCCAGTTTCCTTATCTCATCTGCGACCACCGCAAATCCCTT
+ACCTGCCTCTCCAGCCCTAGCAGCTTCAATGGCAGCGTTCAATGCAAGCAAGTTGGTTTGCTCAGATATA
+CTGCTTATGACATTTGTTATGTTCTCTATGCTCTTACCCATCTCAGCGACTCCTCTTACGGTTTCCTCGA
+TCTTCTCCATCATTCTACTTATCTCCTCGATTTGATCGGCAGCCTGCCTACCCTTCTCCCCACCTTCCTT
+CGCAAGCTGGGCCATTTCCCTCATAGAAGCCTCGAACTCCTCCATCGTCGACACTGTCTCCTTGCTTATG
+TCATGGATGTACCTCATCGTATCGGTCATCTTAGATATATTCTCCTGCTCTCTCTGAGCCTCTATGCTGA
+CTTGGTTAATAGCCTCGGCAACTTGTTGCACAGAGTCAGCTACCTGTTCAATGTTCTCCTTCATGACCTT
+TGTGTGGTTCCTAACATCGATTGCAGCGTTCTTTATATTGAGGACAAGTTGACTTATTGATTTCCTCAAA
+TCTTCAATTCCTTGCCTTACCTTAGCTCCCATTCCACCAATCTCTTTGTCCTCAACACTCAGGTCACCTT
+GGGCAATCCTGTCAAGTATCTTAACTATCTCGTCAATCTCTCTCTGTAGTTGCTTTTCATACTCTTCGAT
+ATCTGCTGAAACCTTCACCTTAGTTTCACCCTTGTAATTTATGTACGATGCTATACCTACCCCAACTATC
+CCTCCCACGATTGCCCCTGGGATGCTATTGAAGACTGCTGGAATCACGGTAAGAACAAAAGGTATCACCG
+GAGTGATTATCGTAACCCTAACCATTGCCCCTCCCCCCAAAATACTCTCCCCTTTACTCTAAACTAATTT
+GTTACCAAAAGTTTGTTATATGTTTTGTGTAGGTACATATGTATTGTTCAACTTTGCGAGAACCTTCATC
+AGTATTTCCCTCTCCTCTCCCCTACCCTTTCTAGCTAACCTTTCAAGAATTAGCTCAGGGGTGCTCTTGC
+CTATAACACCGAACTTGGGCTGTCTATCAACTATTAGATTAAGTTCTTCGTCCAAACCACTAGCCTCTAT
+CCCATCCACCCTAGCGTATGGGAGTTCCTTCTTTAAGTCCTCGCCAAGGTGCGAAACTATAACTATGTAA
+AATCCCTTTTCCACACCGATCTTCAGTAACTCGGCCAATATCTTCGCCGCTGCTCCAGGCTCGGTTATAG
+CTTCGAACTCATCTATAAGGATAAGCTTCCTCCCCTTACCTTTCAAGGCCTTTACTATCGATTTGAGAGA
+GCTTTCAAAGGCTCCTGCTCCGTAGTTAATCCTCTTTCTCTTAAAGAAGAACACCTCATCCAAGGGTTCC
+ACCCAGGCCTCACTAGCCGGAACGGGCAGGCCCATGTGAGCCAATATCACTATCTGAAGCATCAGCTCGA
+GTAAGGAAGTCTTGCCTCCGCTATTGGCACCCGTCAATATCACTACGCTCGATTCTTGAATCCCCTTAAA
+TTGTCCCTTAGCCGAGCCAACAAAGTAGCTTACCGGTTGCGGATTTTCTATAAAGAGATTTCTCCCCTTT
+ATAAACCCAATCCCGCCCTCCTCAATCTTAGGAAAAGTGAAACCGCGTGAGAACCTCTTTAAGGCCAGTA
+TAAATTCGAGCTCGTACGCTCTCTCTATCTCTTCCTTCAACCCTTGAATGTAGGGGATAATCCTTGGAAC
+TATCTCCCTAGCCCTCATGTATAGTTCAATCTTCAATTCCCTCTCAACGCTTCTCTTAAGTCTCTCAACT
+ACATCTGGAGGAACTTCAACCGGATAATCCCTTGGAAAGACTTCGATGGCCACGCCAAGTTCCTGGGAAA
+GCTTTTCCTCAGCTTTCCTTATCTCCTCTATTATGTCATCGTTGAGAGAGGAGAACTTCGATAGTATCGC
+CTCGACGTCACCGTAGCGTAGCGACCTCAGGAACTCCACCAGCTCTTTGCCACTTAGGGTCAGCTTGAAC
+CTCTCAAGCTTTTCTTCGATTCTCTTGTTTAATTCACTCTCATACCTCCTAATTATCTCTTCAATGTTCT
+CTAAGCGCTCATTCCTTCTCATAACATCCTCAATTCCCTCAAGCTCCCGGAGAATCTTAGCGGCGGCTCC
+CCCAGGGAAAATCCTGGCCAATGCCTCCAGAACATCCCTGGACTCCCAGAGGGGCTTTATGTAGAGCTCG
+GGGGCTATCTCATAGGGTTTGAGCTCAACGTCTATACCGTAACCTATCGTGCTGAGAACTATATCATACC
+CCTCTATTGGCTCCGTAGAGACCATGCAGAGGCCAAGCTTCTCGGCCTCTTCAACTTCGTCCTCGCTAAC
+CACCAATAGCCTATCTCCCAGGAACTCCTTCCTGAACTTTATTGGCTTAACCTTGAGGAGTAACCCTTCT
+ACCTCTTCGCTAACAGATTCCATTGCTCTTTTAAGGTAATTCTGCCTCTTGAGAATCTCCCCAACGTCGC
+TAACTGGCTCGAAATTATCAAGGAACCTCTTAGCCTCACTAACCCTTATCTCACTCTCTATCTTCCTCCT
+TATAGCACGATAAATTTCCCTGGCATCTCCCCTCAGTTTGAGCTTCATTGAATATCCCTCGGTGGAATGA
+CTATCCCGAGCTCGGTGATTATTCCCCTTATAAACTTCCACGGAGTCAAGTCGAAGAGGACATTCCTAAC
+CCTAAATCCACTTCTAGAGAAGTCCCTCTCGTGAAGTACCACCTCATTAGATTTAACCGTCGGATGGAAC
+TTATAAGTTTCAGCGGCAACGTAGAATGGAACATCGCTTTCATGGCAGGCCAACGCTAATAGATACGTCC
+CAGCCTTATTAACGACGAAGCCATCCCTAGTCACCATGTCCGCACCTACCATCGATATTGTAGCCTTCCT
+ACAAAAGAGGCCCATCTGTGAATCCGTTATAACTTCGAACTCTATGCCAAGATTCTCCAACTCGTTCGCC
+AAGTGAAGGCCTTCGTAGTCTGGGGAACTCTCGGTGATGATGACCTTGAAGCTCTTCCTCCTATCCTTGG
+CCACCTTGAATATCTCGAGAACCGAGGAAGAGAAGGAGTGGGTAATTATTACGTCACCATCATCTATGAG
+CTGTGCCCCTATGGAGGCCAATTCTCTCTTTGCCTCGTCCATCCTCCTTAGAAACTCGAGGGCTCTCATT
+TTGACTAATTCCCTATTGTTCGTAATGGGCATGAATCTAGCGAGGTTGTAGAGGGAGGCCATCGAGGGGT
+TTACCTCGATTATCCTACTCCTCAACTCCCTTATCGCATCCTCAAGGAGGGCCTCATCGAGCTCTTCCGC
+CAAGGCCAAGAAAGCTTCGGCACCTTTCCTAGCTAGCCACGTCGCTCCCCTAATCCTCTCGGCCTTCATC
+TCGTTTAGAATCTCAAGAACCCTATCGGGAAGCATGTCACCAACCTTCCTTGAAGCTTATTCCCCTGGAT
+TGCATGAACTCAATGACCTTCTCTATTATCTCCTCGTCCTCTCCAAAGATTATTATGCCTATGTACTTTC
+CAAAGCCCTTTGGAGAGGAGTGTATCCTCACGTTGAACTTCCTTATTGCTTCACTCAGTATAGGGGCTAA
+TTTGCTCTCGTCGGTTATCTCAGCTAAGTACTTCTTCTGGATGAACGTCCTCTCCCCGAGCCTTGGAAGG
+ACTTCATTCAATAGCATCGCCTTCATCTCTCTAGGCATCCCAGGGAGAACGAAAATCTTAATCCCTTCGT
+GTTCAATAAAAGCTCCTGGGGCCGCACCTTCTGTATTCTGTAAGGGCGTCGCGCCTTTAGGAAGATATGC
+CATTTTCTTCCTGGCCTCGTTAAGCTCAGGGTCATCTATAAGGCCCTTCTTATGAAGCTCAACGTAAAAC
+TTCCTAATCCTCTCGAGGCATTCCTCGCACAGCTCTAACTCCCTGTTCAATGCCTTTGAAACGGCCAACA
+TCGTTACATCATCATGCGTCGGCCCGAGACCACCGGATATTACGAGGACATCTGGCTTTCTGTCGAGAGC
+CTCGAGGATAATTGACTTTATCTCCTCAACGTCATCCCCGACCGTCGTTATCCTCCTAACTAAATAACCT
+TTCTCGGTTAGTTTGCTAGCTATAAATGCCGAGTTGCTATCGACGGTGTTGCCGGTAAGTAGCTCGTCCC
+CAACGGTTATTATCTCAGCTTTCATCCAACTCCCCACCTTATATTTCGCCCATGTTTTTTAAGGGGTTCC
+TCAAAAACTATCAAATATGGAGGGCGTATATAAGGTAAGGATAGGGAAGCCAGAAAAAGGATACGTGGTT
+TTAGTTCATGGACTTGGCGAGCACATAGGAAGGTACGAGAAATTTATACAAGAGCTTGTCAAGAACGGTT
+TCTGCGTTGTGGGATTTGACTGGCCAGGGCATGGAAAGAGTAAGGGGAAGAGGGGACACACGAGTGTAGA
+AGAGGCAATGAAAATTATAGACGAGATAATCTCAGAAATTGGGGAGAAACCGTTCCTCTTTGGACACAGC
+TTAGGTGGATTGACCGTCATTAGGTACGCCGAGGAGAGGGGAGAGAAGATAAAGGGAGTAGTAGCCTCAT
+CTCCAGCTCTTGCAAAAAGCCCAAGGACTCCTGGGTTTATGGTTGCCATAGCGAAAATCTTGGGAAGGAT
+TCTTCCGAGCGTAAGCTTTTCAAACGGCATCGATCCAGAACTGCTCTCCAGGAATCCAGAGCGAGTGAAA
+AGGTACGTAGAGGATCCACTTGTTCACGACAGGGTGTCAGCGAAGCTTGGGATGAGCATATTCAAGAACA
+TGGAAGAAGCTCACAGAAAAGCCGAGAAGATTAAAGTGCCAATTCTAATATTGGTCGGGAGCGGAGACGT
+TATAACCCCACCTGAAGGTGCCAAGAGATTTTACGAGAGGCTGAAAGTTGAGGACAAAAAGCTAGTCGAA
+TTCCCAGGAGCGTACCACGAAATATTCGAGGATCCAGAGTTTGGAAAAGAATTTGAGGAAACGATAATCA
+AGTGGCTAGTTGAGCACGTCCCTTAGATGTTCTCCCTCAGGTCTATTATGTGCTCCAGCTCCGGCCCCGT
+CTTTATTAGGCCAACCGGAACTCCAACTCTCTCTTCTATTTCCTCTATAAACTCCTTAGCCTTCCTGGGT
+AGCTTGTCGTAGTCAGTGACGCCGAAGGCCTCCTTGTCGTACTTATCGAGCATCGTTATGGCCAACATCG
+TTGCACCGTTTACCCTCGCACTGTACCTCGCCATCTCGAAGTCGAACCAGCCAACTCTCCTCCTTCTCCC
+AGTCACCGTTCCGTACTCCACTAAGCCAAGCCTATCGGCCTCCTCCATCGGCATTTCTGTTGGGAAGGGT
+CCAGCACCGACCCTGGTGGGAAAGCTCTTGAACACTACTATTACATCGTCAACTCTAGTTGGGCCTATAC
+CAACGTCCGCTGCAACGGAAGACGCTGTAACGTCCTTCGAAGTTACATAGGGATAAGTTCCATAGTAGAG
+GCTAAGCCCGAATCCCTGGGTTCCCTCGACGAGAACCAAGGCGCCTTCATCCAGAGCATCGTTAATCTCC
+GCTGCAACGTCCGTTAGATAGGGCTCAAGCTCCTTAATGTCCTTGGCCTGCTTGGCCTTCCTCATAACCC
+TGTCGGCGTTTGCTGGGCCGCAACCACTCCCTGTCGTCCCTATCTTTCCGTGAAGGTAACCATTTGTCCT
+GTCAAGTTCCTTGTGCTTTTCCTCGATTATCGCACAGCGGTAATCTATGCCGACCCTATCCTTAACGTTA
+AACTCCTTTAAATGCTCAAGCTCGTGGAAGAACACCTCTGGATCAACGAGAACCCCAGCCCCGACGAGAA
+GCCTAGCCTTCCTCTGCATAAAACCAGTGGGGAGCTGTCTAACTGCATACTTCTTCCCGTTTATAAAAAC
+GCTGTGCCCAGCGTTCGTTCCGACACCGCCCCTAGCTATTATCTCGGGCTCATCGTGGAGTGCAAGGTAT
+GCTATTATCGAGCCCTTACCTTCATCTCCCCACTGACCGCCGACAACTATCAAACTTGGCATGGCTCTTA
+CCAAACCCTAAGTCAATACCCCACTTAAAACACTTGCGATTAAACTTTTTCATGTTAAACTTTGATTATC
+CTATACCCGGAGGCCTTCCTAAGCCTGTTCATAACGGCCAAGCCCAGGCCTTTCTCCTCAACACCCTCTG
+CAAGTATAACGTCCACCCCAGTCCTATCCATGTGCCTCAACGCTTTGAATAAGTTCCTCGCGATTTCCTC
+CACGGTATCACCAAGGTAAAATACCTCATCGGCATCATAACTTCCCGAACCTATAACGCCAACCTTCTTC
+CCTTCCTCTTTGAACTTAGCTATCAACTCTTCGATTTTCCTCCTAACCTTATCCCTTGGCCCTTCGACCA
+CTATAACTTCAGCACTTGGAGCATAGTGCCTGTACTTCATGCCCGGGGCCTTCGCGGTATCGACGCTCTT
+CCCATAAACCGCCGGATGTATTCTAATCTCCCCAATGACCTTTTCTATCTCTTCAAGCGGCAAACCACCT
+GGCCTCAAGAGAACCGGGGGCCACTCGGTCAAGTCAATGACCGTTGATTCAACGCCAATCCTAGTTTCCC
+CACCATCTATTATGCACTCTATCTTCCCGTAGAAATCCTCGGCGACGTGGTGAGCTGAGGTTGGGCTCGG
+TTTGCCACTGATATTTGCAGATGGGGCCGCTATTGGCCTCTCGCTTAACTCTATTAGCTTTAGAGCTATT
+TCGTGAGCTGGCATCCTCACGGCAACGGTATCGAGACCGCCAGTTATTACCCTCGGCACGACCTCTGACT
+TTGGAAGAACCAGAGTTAAAGGCCCAGGCCAAAACCTTTTAGCAAGCATCTCGGCCTCTTCCGGAATTTC
+CTTAGCCAAGACTTCGAGCTGCTCAAAGCTCGCTATATGAATTATCAGCGGATTATCGGCCGGCCTGCCT
+TTTGCTTCAAAAATCCTCTTTACAGCGTTTTCGTCAAGAGCATTCGCTCCAAGGCCGTAGACGGTTTCAG
+TAGGGAATGCCACGAGCTTACCTTCTCTTATGAAGCCAGCGGCAATCCTGATTTTCCACTCCTCGATTCT
+CTCCCTCACGTTTATTATGATAGTCATCGCGTTCACCTCTCAAGAACTCTCCTATAGAGCCTCTCATACC
+TAATTGCAACGTCATCCCAGGAGTATAAGCTCGCAACCCTCTTCCCCAACGCCCCCACCTTAGCGTTCAC
+CTTCAAGTCCAAAAGCACCCTTAAGAATTTTTCAGCCTCATCAATGCTATCAAACAAGAACCCGTTCTTT
+CCATCCCTAATCAACTCAGGTATCCCACCGACTTTCCTTCCCAAGGCTGGGACAGAGAAGGAGTTCGCCT
+CAAGGATTACCATGCCAAAGCCTTCCCTCTTAGAAGGTAGAACTAGGGCAAGTGCACGGGAAAGAACATC
+ATCTGGATTAACGTAGCCCAGGAACTTGACGTTGCTTGGCAACTCTCGTAGGTTTCCCTCTCCCGCTATT
+AAGAATTCGAGCTCAGGAAACCTTCTAGCGAGCTCCAAAAATTCATCGATGCCCTTGTACTTGCTTACCT
+TCCCCAAGAAGACTATGTACTTCTTGCTAACCCTATCTCCACAAGTTGAAACGCCATTTGAAATAACTTC
+AACGCTCTTAGCTCCAAGGGATATCGCCCTCTTGGCTAAGAAATGGCTGACCGCAGTAACAGCATCAGCC
+TCCCTAAGCGAGGCCTTGACGAAGTACCTACCAAGAGGCAACTTCGACATGAACTCCAAATCGCTACCGT
+GGGCAGTTACAACCAAGGGAATTCCAAGTTTTCTCTTAGCCAGAACCCCAGCAAAGCTCGTCGTTCCGAC
+GTAGTGAGCGTGTATCAAATCGTAGTTCCTCTCCTCATGAAGTTCGACTATCTTCTTTGACGCCAAAAAT
+GAGAATGAAATCCCCCTAAGCCCAAACACGTTGGGAACCTTAACGGAGTAAACGTCCGTGGCTACGGTTC
+CATAGGTTAGGACGTCAACGCTGTGCCTCCTCCTCAACCTCTCGACTACCTCTTTAAGATGCCTCGCTAC
+GCCACCCCTGTGAGGTGGATAGTGGCCAACCATCAGTATTCTCATCTTCCCTTCAGCCACCTCTCAAACC
+ACCCCACTATGAGCTCGAGCCTCTTAACCCTATGCTTTGGCCTTCCACTCCTACTCAAGTCATGATTCTC
+ACCTGGGAATATCGCCAGCTCGACGGTTTTGCCCAAATACTTCAACGCTATGTAAAATTGCAAAGCCTCG
+GGAAGCCAACAGCGGTAGTCCTCGGTGGAGTGAATTATCAGGAGCGGAGTCTCAACGTTTGGAGCGTACT
+TCAATGGGCTCTTCTCCCAGTAGCCTTCTAGGTTACTCCAAGGATCGCCACCGATCTGATCTGGAGCGAA
+GTAATAGCCGATATCGGTCGTTCCAAAGAAGCTGATCCAGTTGGATATTGAGCGCTGAGTTACGGCAGCT
+TTGAATCTGTTTGTGTGCCCAACGATCCAATTTGTCATGAAGCCTCCGTATGATCCTCCGGTAACGCCAA
+GCCTTTCCTCATCTATAAAGTCAAAGCGTTTTAAAGCCTCGTCAACTACCTCCATTAGGTCTTGATAATC
+GCGCTCACCGTAGTGACCCCTTATGTCCGCGAACTCCTCACCATAACCATCACTTCCCCTTGGATTTGAA
+AAGATTACAACGAAGCCTTTGGCAACTAAAACCTGAAACTCGTGCATAAATGCATAACCGTAGGCTGTTT
+TTGGCCCACCGTGAATTTCCAGCACTGCAGGATACTTCCTTCCAGGCTTAAAGTCAACGGGCTTCATGAT
+CCAGGCATCTATTTCCTTCCCATCGCTAGCCGTAACCCTGAAGTGCTCTGGTTTTGAAAGTTTATAGTCC
+CTAATCCAGGCGTTAAAGTCTGTGATACGCTTCTCTTTTCCATCCCTGAGAGCGTAAAGCTCAGTCGGAG
+TTGTCGCATCTTGAGCTGTAAATGCTATGTAATCACCAACGGAAAAGCTCTCAACGCTTCTATCTCCCCT
+TATAACCCTTTCAACCTTTCCATCTAGGTTTACCCTGAACAGATTAGCCCTAGGCCCATCCGTGGCGACG
+AAGTATATCCAGCCATCCTTAAAGATAAGTTCAGCCCTCTGAGCACCGCGAACGTCACTATTTAAGGAAT
+TGTAAGCCGAGAGGTCTTCCTTGAATAGCCTCCTAAGCTCGCCGTTCCTATAGAGGTAAATGCTTGTCGT
+AGTTGCAAAGCCCCTCTCGAGGGTGTTTGCCTTTAATATTAATCCATCGCTCAACGGCACAAAGTCAAGT
+ATCCTCCATTTCCCTGGGGTTAATTTTTTGACTCTTTTACCTTCGAGGACGTAAACGTCACTTATCATGG
+GCTTTTTTTCTCTATCCTCCTGGGCCAGAAGGTAGAGCTTCCCATTGTGGAATCTAACGCTTAAAACGTC
+AAGATTCCTGGGAGAAACCTTTCTCTTCTTACCGCTCTCCACGTCCACAAGGTATAAAGCATTTCTCCTT
+CCGTAAATCCATCCTATGCCGTTAAACCAGAAGGGTATCTCGTCTATTACGTGAACATCCTCCTTTTCGT
+TGGCCACCTTTTTGACTTCAACCGGCGTTATCACTGCTATCTCCTTCCCATCTTCGCTGAACCTTAGGTC
+TTTAATCCCGTACTTGAACTTAGCTAATAACCTAGCCTCTCCCCCGTCGACAGGCATCAAGTAGAGCTCG
+CTCTCCCTCCCCTCCTTGCTCCTTTTTGAAGTGAAAGCTATTAACCTTCCATCGGGTGAAAACCTTGGAT
+TAGCATCTTTCCTTCCAAACGTGAACCTTCTAACCTTTCTCCCATCGTAGAGGTAGATGCTTGAGAAGTA
+GTCGTTCTCCTTAATACTGATCTCCGTAACCTGAAAGACAACTTTTTTACCGCTTGCATCCAGATTACCG
+ACAAGTTTAAACTTCTCAATGTCTTTTTCACTAATCTTCTTCATCACAACACCCCCAGCAACTCCCTCAC
+GGTTCTTCTAACAGCTTCGTAACTGTTCATCTTTGGCCTCCATCCAGTTTTCTTGGCCTTCTCTATGCTA
+AGAAGCATGAACTTCACATCACCTTTCCAGCCCCTTCCACCATCGACTCCCCCAGTAAACTTGAACTTCG
+GAGAAAGTCCCATCTCCTCACTTACTATCTCCGCTATTTCCTTGACAGTTATCCAATCCTCGTTTCCCAA
+GTTGTAGACGTCGAAGATTTTGTTCTGCCTTTTGAAATATTCGAAGATGTGAAGGATACCGTTTATGGTA
+TCGCTAACGTGAAGATAGCTCTTCCTCTGCTTCCCATCCCCGAGTATTTCAAGCTCATTTGGATTTCTCT
+TTAACTTGTTTATGAAATCATAGATTACGCCATGATTTGATCTTTTCCCAATTATATTTGCTAACCTAAA
+GATTAGGGCCCTGAAACCGAATATATGGGCGTAACCACTTATTAAAGCTTCAGCGGCCAATTTTGCTCCA
+CCATAGACGCTTATAGGTTCCAAAGGACCATAGCTCTCTGGGGTTGGAAGAACATTCGCATCTCCGTAAA
+CGGTGGAAGAACTCGTGAAGACGAGGAACTTCACGTTTGACTCCCTAATGGCCTGAAGTAGGTTGTACGT
+TATTAGGACGTTCGTCTCGTAAAGCAACTCTGGACTTTGAGAGCTAATTCTAACTTCAGGGTTCGCTGCT
+AAGTGGAAAACAACCTCGACGTCATCAACTGCTTCCTTCACTATCTTATAGTCCCTCATGTCACCCCTTA
+TGAATTCAAAATTTTCGTTTTCAAGCCATCTATTCAAATTTTCAAGGCTACCAGCACTAAGGTCATCGAG
+AACCCTAACCTCGTATCCATCTTCCATCAACCTGTCGACCAAGTGAGAACCTATGAAGCCAGCACCTCCA
+GTCACCAGAACTTTCACCTCGAACACCCCAAGATAGTGCACCATTCCAATTTAATAGTTTTAACACTAAC
+TTAACCGAGCGAAAAAATATAAAGGATATACCCTGATACCTCCATCCTGGTGGACGTTTATGAAAGTCCT
+AATAATGGCTGGAGGTTACGCAACGAGACTCTGGCCCCTAACCAAAGATAAGCCAAAGCCTCTCCTTCCC
+GTTGGAATAAAAACTATCCTTGACTTTATAATGGAGAAAGTCCTCGAGTTAAACGTCGATGAAGTATACA
+TCTCGACGAACAAGTTCTTCGAGCATAAGTTCAAACCGTACGCTGAGAAGTACGGGGTCGACTTAATTAT
+AGAGGACACGTACAGGGAAGAGGAGAAGCTTGGAACAATCGGGGCAATTAAGAATGCGTTGGATTCCCTA
+GGATTAGACGACTACTTGATAATAGCCGGAGATAACATATTCTCCCTATCGCTTAGGGACTTCGTCTCCA
+AATTTACCGGTAAACCTTTAATAGCAGTTTATGACGTCGGTGACCTTGAGCTCGCTAAGAGGTATGGAGT
+CGTAATCCTCGAAGGTAATAGGGTGGTAAAGTTCATAGAGAAGCCCCAGGAGCCACCTTCAACCTTAATC
+AGCACTGGAATATACGCCCTACCAAGGGACGTTATGGGAATGATAGATGAGTACTTGAAATACGGGAACA
+AGGACGCCCCAGGATACTTCATTCAATGGTTGATAGAGAGAGGGATCGAGGTTTACGCTTACAAATTTGA
+TGACTTCTGGTACGATATAGGGTCGGCTGACAGCTATTTAGAAAGCTTGAAGATGCTAATGAAGGAAAGC
+TACATTGGTGATATAAAGGTCAGCCCATACTCGAAGATAATCCCACCTGTAGTTATTCTCGATGGAACCA
+GGATAGAAGGCAGGTCGATCATAGGACCCTTTGCTTACATAGGGAGGAACTGTTTAATAGAGAACTCCGA
+CGTGAGTGATTCAATAATCTTTGACTCCACCGTAATAAGGAACTCAACCATCTGGAGGTCTATAATCGAC
+GAGAAATGTGAGATAAGAAATTTAGAGCTCAAAAAGAGCATCGTCGGAGGACATGCGAAGATCCAGAGGG
+GAGACTAAGACTTTAAGATCCATCCCTTACCGGCGAATATCAAGATTATGAAAGCTATTATGGCCACTTG
+AACGTCCGTAGAGTACGAATAGACTCCTCCATATTTTACCAGTAAGAGAAGGGCCAGAATAAGGATGGAT
+ATAAGAAGAAGTTCCCCGATTATTTTCCTCTCGGCTGATCTTACTATTCTCCTAAGTTTTATGGCAAGGT
+AGAGAACAACGGCGGAGTAATATAGGGGAGTATAGAGCAGGGATAAAACTCCTACTCCAATGATTATAGC
+GGTAAAAGGTTCAATACTTATTTCTCTAGCTTTAACTTTAGCTTTTAGGCTTGAAATGTCAAATGTTAGC
+GTTAAGATTTCAAGGAGAACAATAATTGATGGAATGATTACGAGGAATAGAAACTTAACGCTATCTATGG
+AGAGTACATCTGTAAGATCCACGGATGGCATCATCAGCAATAGGTATAGGAGATATAGGATCAGCCTAAC
+ATCTTTATTTTTAAGCAGGTACGCTGGAATTAAAATGACCGGAGCGTAAGTTCCAACTAGCATTCCAGAG
+ATTAATATTAGGATTAAACCCATCATTGCAATCCCCTCAGCACCTCTTTAACGTAATCACTCGGACCAAC
+GTCCACCACTGGAACCAAGGAACTGAACTTTTTCAAGTTCTTTTCCCTCATTACGTATCTCTCATAGAGT
+TTTAACAGAGTGTCCTTGTTTAATTCCCCCCTATAGAATAGAATGGGATTCGGGGATACTATGATTATCT
+TGTGCTTTTTCCTTACCATTAAGATTAGGGAATACAAAAGGGGTGTTTGAGTCATTAAATCTGAGATTAG
+GATTATGTAAGACGGCGTTTTTATTTCAAGTAGAGCCTCTCTTATCCCTCTACCCTTTGGATATACCTTC
+TTTAGGAACCTAATAGCCTTTTCTCCCAGCCTACTTACACCCAATCTAGTACTAAGTAAGCCCCTCTCGC
+GCCTGAATTTTAACTCTTTTCTAATCTTATCAAGCTGTGCTCCTCCTTTACCCGGATCTATCTTTCTAAA
+TCCCGACTCCCAGTACCTTATTAAACCAACCTTATATCCTCTCCTAATTAAGAGAGTTGCCAAGTACAAG
+GCTAATGTCGAAGCGTAATCTACCTTACCCTTTCTCATTTCCCTACTCTGGTCTAGAACTATGTACACGT
+CTGCATCGGCCTCTTTTAGGAATTCCCTAACTATCAACTTTTGAAGCCTAGCTGAAGCCTTCCAGTCAAT
+TCTCCTAACGTCGTCTCCAGGGTAGTACTCCCTTAATCCTCCAATTTCTAAACTTAAGGAACCTATCAAA
+CTTTTTTTGTACTTTTCTTTAAGCCTTATATTGTAATCTTCCATGGCAGCTTTCCTTATTGAATCAATGG
+AAGGAAGAACTTCCAGCGTAATCGTGCCGACTTTAAGCTTCTCTTCATATATTCCAAAGATATCCTCAAC
+AGTTGCATCAACGTCAATATCAAATATTCCCTTTTCCTTTCCAAGAACGGGAATAGTAACTATCCTTTTT
+TCACCCCTTTCGAGTCTTATTCTTTGATATTTAAAATTCACGTAAACTGGAGAACCCCTATTTTCGAGTG
+ATATCTTTACACTTCCAACTTTTCCTTCTTCTAATGAAATCCTCTTAACGAGCAAGCTTGATCTTATATC
+GGGATTAAAGGACATGCGAGAGTAATAAAGGTACATGAAAATTGAGAGCGAGAGCAATGCTCCAAAAACA
+GATGCCGAGAGGTATGAATGTAGTAATCCTAAGACTATTAGGGTCCATAAATAAGTCTCACGTTTCATAC
+AGGCACCTCTACTTTATTTAAGATCTCCCTCACCACTCTCTCACCAGTTATCCCCTCAACTTCATATTCA
+GCCTTAACTAGCAATCTATGCGCTAAAACTGGAACAGCTAGGGATTTTATGTCATCCGGAATCACATAAT
+CCCTTCCTTCTAGGAATGCCTTGGCTTTCGATGCGTATAATAGATGTTCGGCTGCCCTTGGGGAAGCTCC
+AACTAATAGCCTCTTGTCCACTCTGGTTAAGTTTATTATCTCGTACAGATACTCCAGCACTTCATCGCTT
+ATTCTAACCCTCCTAGCCAACTCTATCATTTTTATAATCTGATCCCTAGAAAACACCCTCTTTGCTTCGG
+AAAATAGCCCTTTATCCTTTCTTTTCAACATTTCAAGCTCCTCCTCCTTAGAGGGATAACCAACTTTGAT
+TTGCAACATAAACCTGTCGAGCTGAGCCTCTGGTAGATTGTAGACCCCCTCGAATTCTAATGGGTTCTTA
+GTAGCAATAAGCAAGAATGGTCTCTCTAGCTTATAGGTTCTTCCCTCAATTGTAACCTGTCTCTCTTGCA
+TCGCCTCTAACAAGGCTGATTGAGTTTTCGGTTGGGCCCTGTTAATTTCATCCGCCAGTATCACGTTTGC
+AAAAATTGGCCCCTTCTTGATCTTCCAATTTCCATCAAGTTGATCATAATATACCGTTCCGATTATGTCG
+GCAGGGAAGAGATCTGGGGTAAGCTGTATTCTAGAAAACTTGAGGCCCAAAGCTTGGGCAAAGTTCTTAG
+CTATAGTTGTCTTAGCAACCCCTGGAATGCCCTCTATAATTACGTGACCTTCAGATAACAGGGCTATTGC
+TAATAATTCTATTACATCATCCTTCCCAACAACGGCCTTATGAATTTCCTTTTTTAGGAGTGTCAAAAAT
+TCATGCCCATTCATTTTCCAAACCTCCAGCTACTTTAACTTCTTTAATTATCCTATCGAGTATTCTCCTG
+TCAAATCCTTTTTTCTCAAGTTCTTCGATGACTTTCCCAAGATCTTCCTCTTCAACCTCCCCAAACAGTT
+TTAAAGTTATGTTATAAAGCTTCTCAATTATCGTCAATATGACATTCATGGCTAAACCGCTCTCCACCAG
+CAACATTATAACCGCGACAAATGCCGTCACGTAGAACACCCTTTCTTTGTTCAAACTTCTTCTAATAACG
+ACGGTTCCAACATGGTAAGGATTGAAATTAGAGTGGTGAGCCTCATCAATGTAAACGGGATAAGAAACGT
+ACTTTGAGATGAAATTCTCAACAAACTTCCTATTATAGGTCATCATCTCATTCGTGAATACGGAAGGGTC
+AGAAAACAAGATTATTCTCCCTTTTCCATATCGTATTTCGGACAATATAGGATAACTCTTCAAATTTCTA
+CCGAGGAGCGTTATCCTACTAGTGTAGGCTGAACCATTTGCCCCAATTAGAACTGAAGGAACATTAAGTA
+TTAACTTTTCAACACCCACAGAGAGATAGGGATCGTCAATATATATCACTTCGGGAAGTCTATAGTCCTT
+GAAATAGAAAATGCTAATGGGAACTTTCTTTGAAAACCTAACGGTTAGATTAAGACCAGAGAGTATTTCA
+TTTCCCGTTCCAAAGTCATCTATCAGTATCAATGTTCCCCCGTTCAAAACGAAAGATCTAATCCTCTCAA
+TTTCAAAAGTTGAGTATGATAAATCAGGCCCAATAATTAGCAATGTCCCTTCTTCCCCTAGAGATACTGA
+GTTTAAGGGGTAGAACACCGGAACTATCTCGCCTCCCTGGTAGAGTAACTTTGCAAAGCTTGAACATCCA
+TTCCAGCCGGTGTTAAAGATACTAAACTCTACATTAGTTAATATAACAGGAATGCTAACGGGCATTATTA
+GAAATGCCACGCCAATGGCCAATAGGGTAAAGTAAACTACCCTCCTCATACCCCCTCACCAAAAATTATA
+TTGAGCAGAACCCTACTCACGGCCTTAAGGAAAGAGACTATCTCACTATTGCTCAACTTTTTCATGCCAT
+AAACGGCCTTCTCGTGAATGTACGTTGCGTACCTCAATGGTTCCTCGTTCATTATACTAGCAAGTTCCCT
+TGGAGTCGTGCTCCTTGGAAGCTTATTCACTTCAATAAGTTTATAGTAGATCTTCCTGTACCACTCCCTC
+ACCCCCAGACTCCTGGGAGTGCTTTCCTTCTTTATGAAATCTTTCAAAGCTTCAATGCCTGCTTGATCCA
+AGATACTAAGTTTCCTTCTGCGAGGTACACCAAAGAGCAGGAGTAAGAGCACAACTACAAGAGTTCCCAG
+GATTATCGAGATTTCAGATTCACTTAAGGCATAAACCGTAATTACCAGCTTGTTTGAAGTAGCTGGAGAA
+TACGTAGAATCTCCCGAGAAGGAAACCATTATTTCATGCCTTCCCCTATCTTTAAATACGAGGGTAAATG
+AAAAGGAATTCCCAGTTGAATATATCGTTTTGTTTAACTTTCCATCCACAATAACGTTTAGGGGTATCCC
+AGGAACACTAGTGTAGCCTTTGATCGTAATTTCCTCCCCAATCCTAACCTTATCCTTCCCTGATATTTTT
+AGTGTAACCGGAAGTCTAAGGAAAATCACATTAACCTCAGAATAAGAGCCTTCATATATTTCATCTCCCC
+TGAACACTAAAAACAGCTTATATGAACCCCATTCTGATTCTTTAACCTTAATAGAGAAGTTTCCGTTTTC
+TCCAGTTATTAACTTAGTAGCTTTTCCCTTATAGTCTATTACAATTTCTTTTCCTGGCACTCCATAACCC
+AAGTTATCTCTTAGAAAACCCGAGATAACTACTGTTTCCCCGATTCTACCATAGACTTCACTCGGTACAA
+CGAACACTGTTTTTCTCTTTGAAACGTTTATAATCACGGTATTTGAAGTCAAATTTCCCGACTTCGCAAC
+TGCCGAATATATTCCTGGGAGAGGAAAAGAGTAATTGACAGAGAAAAATCCATTATCAACGTTTGCCTTC
+AGAATTGATCCATTTATTAGTATCTGAACAGAACTTGCGTTCTTTGCGAAACCATAGAAGGTCACGTTTT
+CAAGGACGTAGGGGTTAGCATTTGATACAAACAAGATAAGGCCTTTTCGAGGATATGTAACCCTTGACTT
+TAATCTTTCCAAGATTTTATGATAGTATGAGCTCTCTCTTTCAAGCTTATTTAACTTCTCTAGGATATCA
+TTAACATCTAATTTTCCAGCCCCACTAAACTCGATCTTTGAGATCCTAATTAAGGCGAGTTTTGCTTCCT
+TTATCCCATCATCCATGATAATCAGAGATTCTTCCATTGCAGTTATTAACTCAGGCATCTCATTATTTTT
+AAACATCGAATAATACATCAAAAAGCTAGATCTTCCTTTTAATATGTTACCAATCCCCTCGCTAAGTTTT
+AAGAATGGAGGTAGAACGTCCAGAACTTTAGTTTCGATACCTCTTGATTTATAGATGTAAGCTTCATCCC
+TAGTTTTATTTAGAATCCTTGAGAGCTCAATATATGATGTGGAATTCGATTGCTCAATAATTTGATCCAA
+ACTCTCCGAAGCTAGATCTAATATATAGGAAAAAAACTCGTATAATCCTTTATCACTCATTTTAACGTCT
+TCAACTTTTAAAGTTCTTGGATCGCCATGAACAATTGGAAACATTAACGTGATTATCAGCATTGAAATAA
+GAATTCTCCTCATCCTAACCCCATCTAACCACCTTCACAAAATATTTTAAAATTTACCACCTTCCCACCC
+GATGATGAAAATGAGAAAAGAAGTCATTTCTGGAATAATGCTGATTACTATTGGTTCAATAACCGGGATA
+CTTGGAATGATATATGGAAAAATGAACGTTCTAAATCTTGGATTAAGCGGGATCATACTTGGAGGGATAG
+TACTTGCGATAAAATCAGAAGACTACGTGAAAAGATCCAGCTTAGAAACGATAGTAGAAGCTCTTCAAGA
+GGAAACCAAGAAAATTGTTAGGGATTTAGGATTAGAAGGAAACGCAATTTACATACCCCCAACCGAGAAC
+TTACCGCACGGTGCAATATTCATTCCTCTATATAGGGATTATGACATTGATCTAGCTAGGATAAGCTATG
+ACACACCATTTCTAACCGAAGTCAGTTCCGAAAATCAAATGGGCCTCATTATAGGTTCTTCAGCGGTAAA
+CCTTCTCAAAAAATTTGAGGAACACTTAGAAGGTGAGATAACTAGTGTTGGGGAAGCCGAAAGCGCATCT
+TCGTCAGTTTTAAAGGCTTTAGAACTTGCTGAGAGTGTGTACATAGAAGACGTTGGAGATTCCTTTGAAG
+TCTACGTAGAACCAAAGAATATAGAGTTCTGCAAGAGGAACGTAAAGGACTGCAGACAGGTTGCATGCCC
+AATATGTGCCTCAATTTTACTGGCATTGGCAAAGGGAAGCGGGGAGTTAATAGAAAGTGAAAGCTTTGAG
+ATCGTTAACAAGAGAGTAAGAATAAAGGCAAAGAAACTGGGAGGGGCAGAGAAGTGGATGTAGAAGATTA
+CATGCTTTTATTTTTAACAGCGTGGATACTAGTGTCTGCACTAGCAACGAGCAAAGTCGACGTATTCTTA
+ACTTTAGCCTTAATTGGAATATTGATAGTGAGAACCGTTGGGAGCGAGTTCCTTTCAAAGAGACAGAAGG
+ATAACCTCTCTCCCATAATAGAGATTCTCCTGGCGATATTCGTTATAATAGTGCTCAAAAAGGTCTACGA
+GGTGCTCTCGAAATGAAGAAGTACTGGGATCTAATAACGGCGATCGCTCTCTCTCTTCTCCTTGATTTAA
+TAATTGCAATAGCCCCAAATAGCATTATTAGAAAAATTCTAGGCCTAGTTTTTGTTCTATTTCTCCCAGG
+TTATGTATTCATAACCGCGCTCTTCCCCGAAAAGAAAGAACTCGATAACTTAGAGAGACTTGCCCTGAGC
+TTTGGCCTTAGCATAGCGATAGTTCCCCTAATAGGATTGGCATTAAATTACACTTCCTGGGGAATAAGGT
+TAATCCCCATATTAGTTAGCCTCACGGTGTTCAACGTTATATTTTCGATTATAGCCATCTACAGGAGGAA
+GAACGCTATAAAACCCTGGATTCCATGGATAACGATTGAAAGGATAAAGGAAGAGTTAGAATGGGACAAG
+GCAAGCAAGCTTGACAAGGCCCTAACCGTTATACTGATTATAGCGATCTTCGCCTCCTTAGGAACGCTAA
+TTTACGTAATTACTCACCCGAAACCGGGGGAGGCTTTTACGGAATTTTACATCCTCGGTCCCTATGGAAA
+AGCAGCTGACTACCCAACGGAATTGTTAGTCAATGAAACAGGAAGGGTTATTATAGGGATCGTTAACCAC
+GAACACAGGAATGTAACGTATTTCGTCGAGATATGGCTGGTTAACCTCACTTACAACTTCACGACGAACG
+AAACCATAATTCACGAGATGTACCTCATGGATAGGTTCAACGTCACGCTACCGAGCATTCCCGTTAACAT
+AGAAGGAAACTGGACCCCACAGTTTGAGATGAACTATACGTTTAAAATTGACAAACCTGGAAAATGGCAA
+TTGTGGTTCCTACTGTTCAAAGATAAGGAACCTGAGATTCCAGAAGCATGCCTAAAAGGAGAAGACTGTT
+CAAAAACTGAAGGCTGGAGAATAATGGAGGCAATAAATGGAACTATTCAATCGTTGAAGCTGAACATCGA
+TGTTAAAGGGTTGCCGTAGTGGTGATAACATGGTCTGCATAATATTTGATATGGATGGAGTTATATATAG
+GGGAAATAAACCAATCCCAGGAGCCAAGGAAGTTATAGAGTTCCTAAAAGGGAATAACGTGAGATTTCTC
+TTCTTAACTAACAACTCCACGAAAACGCCTGAAATGTACAGGGAGAAGTTGCTGAATATGGGCATCGATG
+TCCCGGCTGAAATCATAGTAACCTCCGGATTAGCCACAAGGATATACATGGAAAAGCACTATCCCCCAGG
+AAAAGTTTTCATCATCGGAGGCAGGGGATTAATAGTTGAAATGAAGAAGTTAGGTTGGGAAATAATAAGC
+TTGGAAGAGGCAAAAAGGGGCAAGTGGAGGGAAATAGACTACGTTGTGGTTGGCTTAGATCCAGAGTTAA
+CCTATGAGAAGTTAAAGTATGCAACGTTGGCAATTAGAAACGGTGCACTGTTTATAGGAACGAATCCAGA
+CACTACTTTTCCTGGGGAAGAAGGAATATACCCTGGAGCGGGCTCCATAATAGCTGCCCTAAAGGCCTCA
+ACTGAGAAAGAACCGATAATAATAGGGAAGCCAAACCGACCGATGTACGAGGTAATAAAAGAAAGATGCC
+CAGGAGAGATGTGGATGGTCGGAGATAGGCTAGACACAGACATAATATTCGCCAAGAGATTTGGCATGAA
+GGCAATTATGGTTCTTACTGGGGTTCATTCTCTGGAAGATATTAAAAGGCTCAATATACAACCTGATTTA
+GTTCTACAAGATATTTCCCATTTGGTTAAGTACATCTCTACCTCGTAGTCCTGCTTTTAAATCTTCCAGT
+CAAGCTACCAACTATTAATCCAAATTCTTGACTATATGACAACTCTGCAGAGAGCAAAGTATAATAGTCT
+GAGGTCAAAATCATTAGGCGCTGTAAATATTACAGCGATTTTACTTATTTAAAGACAAAATGACAGGGGT
+GTTAGTATGCCAGTTGAAAAAGTGATGAAACGCGATGGAAGGATAGTACCCTTCGATGAGTCACGTATAA
+GGTGGGCTGTACAAAGGGCAATGTGGGAAGTAGGAGTTAGAGACGAGAGGAAGCTGGATGAGGTAGTTAA
+GAATATTGTCAAGAGGATTAATGAACTTTACGATGGAAAGATTCCTCACATAGAGAACATACAAGATATA
+GTCGAGCTCGAATTGATGAGAGCAGGCCTATTCGAGGTTGCAAAGGCTTACATTCTCTACAGAAAGAAGA
+AGGCTGAAATAAGGGAGGAGAAGAAGAGGATACTTAACAAGAAAGAGCTAGATGAGATAGATAAGAGGTT
+CTCGATAAACGCTCTCAGGGTTTTAGCCTCTAGGTACCTAAAGAGGGACGAAAACGGAAACATTATTGAG
+AGCCCCAGGGAGCTCTTCGAGAGAGTCTCGATTCTAGCGGTAATCCCAGATTTACTTTACGATGAGAGGG
+TATTCGACAAGGATGGAAACTACAAGCAGGATTTAAAGAGGGTTGAATACTACCTGGAAAACTTTGAAAA
+GTTCGACGGAAAGTATTCAATAGGTAAATACAAGCTCAACAAGTACCACTTCGAGAGGATGGTCAATCTA
+TACAGGGAACTCGCCGAGAAGGGTAAGATGAAGGTTTCGATAGATGAGTTCCTCAGCATGCTTGAGAGGG
+GAGAGTTCGACAAGTACGAGAAGGAAATTGAGGAATATTTCAAGCTAATGACTAATCAAGTTTTCATGCC
+CAACACTCCAGCGCTCATAAACTCAGGTAGACCACTTGGAATGCTCTCTGCTTGCTTCGTTGTTCCGATA
+GAAGATGATATGGAGAGCATAATGAAAGCGGCACACGATGTTGCCATGATACAGAAGATGGGCGGTGGAT
+GTATAGACGGAAACGCAAAGATAATCTTCGAGAACGAGGGAGAAGAGCACTTAACAACAATGGCTGAGAT
+GTATGAGAGGTACAGACACTTAGGCGAATTTTATGATGAGAATTACAACAGGTGGGGTATAGACGTTTCA
+AGCGTTCCTATATATGTGAAATCGTTCGATCCAGAGACGAGGAGAGTCGTCAAGGGGAGGGTCAGGGCAA
+TCTGGAAGTATGAACTTGGAGAGGAAATTCCTAAGTATGAAATCAGAACCCACAAAGGAACCAAAATATT
+AACATCTCCTTGGCATCCGTTCTTCGTTCTGACTCCTGACTTCGAAGTAATAGAAAAGAGAGCTGACGAA
+CTAAAGGTAGGAGACATTTTGATAGGTGGAATGCCTGATGGAGAAGATCATGAATTAATATTCGACTACT
+GGCTTGCCGGATTCATAGCAGGGAATGGAAATCTCGATGACAGTGAGAGAGAGTATAAAGCCAGGGAACT
+CTTAGATGGGATAGAAAATGGAATTCCTCCCAAAATACTGAGAAAAGGTAAAAATGCAGTTTTATCTTTC
+ATAACTGGCTTGTTTGATGCAGAGGGTCATGTAAACGATAAGTCAGGTATCGAGCTCGGAATGGTGAACA
+AAAAGCTAATAGAGGCTGTTACTCACTACTTGAACTCCCTCGGAATAAAGGCAAGAATGAGAGAGAAGAG
+GAGAAAAAATGGAATTGACTATATAATGCATGTCGAAGAGTACTCATCGCTTCTAAGGTTCTATGAGCTT
+ATAGGAAAACACCTCCAGAATAATGAAAAGAAAGAAAAGCTTGAGATTCTCCTGCACAAACACAATGGAG
+GGGCATTTGATCTCTCACTAAACTTCAACGCCTTCAAGGAGTGGGCATCCAGATACGGCGTTGAATTTAA
+GACTAACGGTAACCAGATCCTCGCCATTATAGGGAATGAAAAGGTATCCCTTGGTCAGTGGCATGCGAGA
+GGGCATGTCTCTAAGGCAGTCCTTGTGAAGATGCTTAGAAAGCTCTACGAGGTTACGAAAAACGATGAAG
+TAAAAGAAATGCTCCATCTCATTGAAAGTCTTGAAGTCGTTAAAGAGATAACAATAACGAATGAACCCAA
+GACGTTCTATGATCTCACGGTAGATAAATATCAGAATTATCTAGCCGGAGAGAACGGAATGATCTTCGTC
+CACAATACTGGCCTTAATTTCTCAAAACTTCGTCCAGAAGGAGACATTGTTGGAACAACTACGGGGGCAG
+CCTGTTTTACTGGGGACACGAGGATCCTAACAGAAAAAGGTCTAATCCCAATTGAGGAAATAGTACACGA
+AACTGGGAAAAAACCAAAGGTAGTGACTCATGCTGGATTAAAGGATATCATTGAGACCTATGATAATGGT
+GAAATGGAAGTATTCAGAGTTACAACCGAAGATGGTTACGAACTCAAGGTTACTGGTGACCATAAATTCC
+TAGTCTTCGACGAGAATGGAAATCCGACACTTAAGCCTCTCAAGGAATTAAAAGTTGGAGACTATGTCTA
+CATTCTAGCCCCTGAGTGGAAGGGTGGAGAATACGTAGAATTAGATACAAATATAGAGCTCAAAGGAAAG
+GGATACAATGTCAACTTACCAAGCAAACTCGATGAGAAGCTCGCTTATCTCTTAGGAATTATCTATGCCG
+ATGGCCACATTAGGCATTACTTCGAAAATGGAAAGAGAAAGAATTCAAAAATAGAGATATACCTCCACCA
+AGATGAAACCGAAATAAAAGAGAAGGTTAAGAGATACTTCAAGGAGATTTTTGGCATTGAACCTAAGGAG
+TTCTTAAAGGAGGAGCAGCATAAGGTGATCCTTGTAATTCCTTCAACGAAAATAGTGAAGTTCTTAGAAA
+TTAATGGGCTCCTAAAGGACAAATCTGAAAATATAAGGGTGCCGGAAGCTATATTCAGAAGCAGGCCTTC
+AGTAATTGCTGCATTTTTAGCAGGATTCTTTGACGGGGATGGATCAATAGACCAAAACTATAGGATAGCC
+TTCAAATCCATTTCAAGGGAGTTCATAAAAGAAGCTCAGCTCCTATTCCTAGCACTAGGCATAGTAACAA
+GTATACAGGAGTACAATCCACCGAATCCAAATAACAAAACTGTTTACACCCTGAGAGTCCAAACAAGGGA
+CATGAAAATTAAAGCATTTAACGTCTTAAAGGAATCAGTTAAACTTTCAAAGATTATGAAAGAAGCCATC
+AGTAAACTTGAAGAGAATGGAAAGAATAAGAAGTTCTCGTTCCCATTTAATGCAATTTACCACATAAAAG
+ATCCCAAGATCAGAGCAAAGATACAGAGGGACTACAAGATTCTCTCTTATAACTCAAAGGTCACTCACAG
+GGCATTTATAAACAACATACTAAAATTGAAGGAGGAATTAGGGCTTGACGATGAGGAAGTTAAGTACTTT
+GAAATGCTATCAAAGCTCTATCCAACTAAGATCACAAAGATTGAACCTCTAGGAAAAGCCCACGTCTATG
+ATCTTCAAGTTGAAGACGTTCACCTCCTTACCGGGAACGGAATTTACACATCCAATAGTGGTCCCGTTTC
+GTTCATGCACCTCATAGATGCCGTTAGTGACGTAATAAAGCAAGGAGGAGTCAGAAGAGGAGCAAATATG
+GGAATTTTAGAGATTTGGCATCCAGACATTGAGAAGTTCATTCACGCTAAAGAAAAGAACATAGGGACAA
+ATGTCCTCTCGAACTTCAACATTAGCGTTGGAATATGGGAAGACTTCTGGGAGGCGTTAAAAGAAGGAAA
+GAAATATCCACTAATCAACCCAAGGACCGGAGAAGTTGTTAAGGAAATCGATCCAAAGACACTCTTTGAG
+GAGCTAGCCTACATGGCATGGGCCAAGGCCGATCCTGGAGTTATATTCTTTGACATAATAAACAGGAGGA
+ACGTCTTGAAAGAAGCAAAGGGAGGGCCAATAAGGGCTACTAACCCCTGTGTCGTAGGGGAAACAAGAAT
+TCTAACACCCGAGGGATACATAAAGGCGGAAGAGTTATTCAAATTAGCAAAGGAAAGGGGTAAAATGGAA
+GCCATAGCGGTCGAAGGTATAGCAGAGGGGGGAGAACCCTACGCATATTCCCTTGAGATTCTCCTACCAG
+GAGATAAGCAGGTTAAATACGAAACCGTTCACGGAAATGCCGTTGAAGTCGCAGACCCAGTTTCAGTTCC
+AGCTTACGTCTGGAAGGTCGGGATGAAGGAAGTAGCCCGCGTGAGAACAAAGGAAGGCTACGAAATAACG
+GCAACGCTAGATCACAAACTAATGACGCCCGAAGGATGGAAGGAGATCAAGGATTTAAAGCCAGGTGACA
+AGATACTCTTGCCTAGATTTGAGGTTGAAGAGGACTTCGGAAGCGAAAGCATTGGAGAGGATTTGGCATT
+CGTTCTCGGGTGGTTCATCGGAGATGGTTATCTCAATGTGAAAGATAAACGAGCATGGTTCTACTTTAAC
+GCAGAAAAAGAAGAAGAGATTGCATGGAAAATAAGGGAGATATTAGCGAAACGCTTTGAAATCAAGGCCG
+AGCCTCACCGCTACGGCAACCAGATTAAGCTCGGTGTCCGCGGAAAGGCTTACGAATGGCTTGAAAGCAT
+CGTCAAGACGAATGAGAAGCGCATTCCCGAGATTGTGTACAGACTGAAGCCCAACGAGATTGCCTCGTTC
+CTACGTGGTCTCTTTAGTGCTGACGGTTACGTCGATAATGACATGGCAATAAGGCTTACCTCAAAGAGTA
+GGGAGCTCCTTAGGGAAGTTCAGGACTTACTTCTACTATTTGGAATATTGTCGAAGATATATGAGAGACC
+ATACAAGAGGGAATTTAAGTACACTACTAAGGATGGAGAGGAAAGAACGTATACAACTGAGGGTTATTAC
+GAGCTAGTTATAGCAAACTATAGCAGGAAGATCTTCGCGGAGAGGATTGGTCTTGAAGGTTACAAGATGG
+AGAAGCTTAGTCTCGAGAAGATCAAGGTTGATGAACCTATTGTTACAGTTGAAAGCGTTGAAATCCTTGG
+GAAGAAACTCGTCTATGACTTTACAGTTCCTGAGCATCACATGTACATAAGCAACGGCTTCATGAGCCAT
+AACTGTGGAGAGGAGCCCCTCTATGAATACGAATCCTGTAACCTTGCAAGCATAAATCTAGCAAAGTTCG
+TGAAGTACGACGAAAACGGGAAGCCATACTTCGACTGGGACGAGTACGCTTACGTTATCCAGAAGGTCGC
+AAAGTATCTGGACAATTCGATTGACGTGAACAAGTTCCCGTTACCTGAGATAGACTACAACACGAAGCTC
+ACCAGGAGGATAGGCGTTGGAATGATGGGCTTAGCGGATGCGCTCTTTAAGCTTGGAATACCCTACAACA
+GCGAGGAAGGCTTCAAGTTCATGAGGAAGGTTACTGAGTATCTAACCTTCTACGCCTACAAGTACTCGAT
+AGAGGCTGCAAAGAAGAGGGGAACCTTCCCACTCTACGAAAAGACTGGATATCCAAAAGGAGAGCTGCCG
+GTAGAGGGATTCTATCACCCGGAGATATGGAACCTGCCATGGGATAAATTGGTTGAGGAGATAAAGAAGT
+ATGGAGTTAGGAATGCCATGGTAACGACCTGCCCACCAACAGGCTCTGTCTCAATGATTGCAGACACGTC
+AAGTGGAATTGAACCGATATTTGCATTGGTTTACAAGAAGAGCGTTACCGTCGGAGAGTTCTACTATGTA
+GATCCAGTGTTTGAGGCAGAGCTTAAGAGGAGAGGGCTCTACAGTGAGGAGTTGCTTAAGAAGATAAGCG
+ACAACTATGGAAGCGTTCAAGGGCTAGAAGAGATTCCAGAGGATATGAGGAGGGTTTTCGTGACCGCTTT
+AGATATTCACTGGCTAGACCACCTGCTAGCACAGGCCAACATTCAGATGTGGCTCACCGATTCAGCTAGC
+AAGACGATAAACATGATTAACGAGGCGACGGTTGAAGACGTTAAGGCCGCTTACCTAATAGCCCACTTCC
+TGGGCTGTAAGGGAGTAACCGTTTACAGGGACGGCTCGCTGAGCGTTCAGGTTTACAGCGTCGAAGGAGA
+AAAGAAGAGGAGATACAAGCCGAAGCCGAGTGAATACGCAAAGAAAGTTCTACTGGAGATAGTCGAGAAG
+GAGCCCTGGATAAAGAATTTCATAAACGTCGATGAGATACTAAACGGAAAACGCCAAGAGCTCAACTTCT
+CATTAACCGGCCTAAAGCGTGAGACTCATGAGGTTAAGAAGGTTGAAGTTAAGCAGCAAAACAATAAGAT
+TCCGGAGGAGAAGATAAAAGAGCTCCTGGGAGTGGTTTACTGTCCAGTATGCTATGAGAGGGAGGGGAAG
+CTAGTGGAACTTAGAATGGAAAGCGGTTGTGCAACTTGTCCAGTGTGCGGATGGAGCAAGTGCGTGATCA
+GCTGATTCTTCACTTTTTTATTCATTCCTTTTATTTTGAAGTCTTACCAAGGTGAGGACGTTACTGATTT
+CAAAGAGAGACATGAAACAGCACTCCCAAGAACATGAAAGCTCTATGATGGGAAAGGACTTTAAGGGAAA
+TAGAAGTCATACCAACTAAAAATGAGCCCGGGTGAAAATTATGGAGAAGAAAAAGCTCTACAGGTTTCTG
+CTTGTAGTGGTTTTAATTCTCACGGCCATTTACACTCTTGGAATTCTAGGTTACTTGCCCTTCTCAGTAA
+GCTATTACATAACGCTCTTCTTCATGATCCTTTTCCTCTGGCTAAGACTTTATGAGAGGCTTAGATGAAG
+AAGTACCTCTCAAGCTCCCACTCTGTTACCCTCTTCGTGTCCTTTGGAAGGTGCTTTGCCTCTAGGTACT
+CCAAATAGCTCTCCCATTCCTTTCTCTTGTACTCTATGAAGTTCTTGTAAGCCTCTCCAAGGGCTTCCCT
+AACGACCTTATCCTTCTCCAGCTCATCCAACGCCTCACCTAAGCTTCCTGGTAAAGTGTCTATGCCAAGT
+TCTTTCCTTTTCCCCTCATCCATCTCATAAACGTTCTCCTCAACGTAGGCGAATGGCTCTACCTTGTGCT
+TTATTCCGTCCAGTCCAGCCATTAATATCGCTGCGAAGGCGAAATATGGATTTGCACTCGGATCTGGACA
+GCGATACTCTATCCTAGCCCCGTTACCCCAGAATGCTGGAACCCTTATGAGGGCGCTCCTGTTCTTGTAA
+CCCCAGCTTATGTAAACTGGAGCCTCGTATCCTGGAACCAACCTCTTGTAGCTGTTAACCGTCGGATTGG
+TTATCGCCGTCAAGGCTTTTGCATGCTTTAAGAGGCCACCTATGAAGTGTAAGGCCGTTTCGCTTAACCC
+TTCTTCACCCTTGAAAATGTTCTCGCCCTCCTTCCAAAGGCTTATATGGAGGTGCATCCCATTTCCAGGC
+ATTCCATAGATCGGCTTCGGCATGAACGTAGCGTAGAGCCCATGCACTTCAGCTACAGCTTTAACTATGT
+ACTTGAAGCTTATTATATTGTCAGCAGTTTTCAAGGCCTCATCGTAGCGGAAGTCTATTTCATGCTGAGC
+TTTTCCAACTTCGTGGTGCAGGACCTCCGGAACAAGGCCAAAAGAAGGCATGTACTCCGCTATTTCTCTT
+TTAATATCCTTGGCCTTGTCGAGCGTTAGTATGTCAAAGTACCCTCCAACGTCGGGAATTTCAAGCTCCC
+AGCTTCCGTTCTTTTTGAACAGGTAAAACTCTGGCTCTGGACCTATGTACGCCTTAATACCCATCTCAGC
+CAGCTTTTCGATAACCCTTTTGAGAACTCCCCTGGGATCAGCACCGTAGGGCTTTCCGTCTTTGTATATG
+TAACCGTAAACCCTAGCCACGTTGTCCCAGGGAACCTCAACGTACGTGTCTGGATCCGCTTTAAATATTA
+AATCACTGTCCTCAATTCCCTGGAACCCAGGAACTGAGGAACCATCAAATGAGATGCCATCTTCTATAGC
+CTCCTGTAGCCTAGACGCCGGGATCTCCATTCCCTTGGGCATTCCGTTTATGTCGACAAAGATAAGCTGG
+ACGAATTTTGGGCTCCTTGTTGCTCCACTTTTAACCTCACTAACGTTCATTCTATCACCACCATTTTTGA
+ATGTTTGAATAATTATAACCTGCATTTGGTGAACATTTAACCAATATAAATTTTTATCAATGAACATTGA
+ACGCGAGACAAAAGCTATCTTGGCCAATAATTCGATTGACAAATTCTTGTCTAATTTATTGATATTTAAT
+GCTTAAATTGACAATTTTATGATTAAGAGGCCAGAGATTATCAGGAGAATTGATGCTATAAATGCAAGCT
+TATAGAGATGGTGCTCCCAGAAGTGCTCCCTAACAACCAGGTTGATTATCAGTAAGAGCGTTCCATAAAG
+GGCCGAGAATATTCCTACTGCTAACTTTAGATCTATCCCCATAACAAGCAGAACTCCAAATACGGCCCCA
+GCAAAGAGCATTATGTGTGGAACTGTAAGCGCGTAATACCTAACGAGAACCTTGTCCATGGTATCACCAC
+TCAACTATAAAGGCATGAACGGTGGTCGTTGGGAGGATTCTCCTTATCTTTGGAAGATAATACCTAGGCA
+ACTTGAGAATTGGCTCCTCGATGATAGCCTCTTCAAAACCGAGAATTTTCCTTATTACCTTAGCCTCTAC
+TTTTCCCCGAATTATTATCTTATCCCTTTCAACGGTGCTTATCTCCAGCACCATAGGAAGCCTTAACATT
+GCAATCTCCTCCTCATCTAATAAGCTGGCCAAGAGTTCGAGCTCCTGTCTCTTGAAATAGTGTACGCTTC
+CATCCCTTAGCGTTATCATCGGCTCCTCCATGTTAAGGAGATCTTTCAGCGATTTCCTAGCTCTCGGCAG
+ATGAGAATTTATCCTCGCTATTTCGAACTCTATTATCCTCTCAACCCTCTCCATTAACGAACCCTCCCAA
+GAGGAGATCTTCTCCTGGGTTTAGGCCTCTTCCTTCTTCTCCTCTTCTGGTTTGTAGTGTAGTAGTAATA
+AGACAGGCCGAGTATGAATATAATTAGCGAACCTAAAACCACTGCCAAAATAAGAGTAGTGTTGCCTTTA
+TTTCCTCGAATAGCTGGTGAAGTCTTCGAAGTCGTAGATTGTGTGGGAGACATTGTAGATGTTCCCGATG
+GCTTACTAGTGGTACTCGTCATGTTCTTTGAAACAATTTCAGTCTCTGGCTCGGGTTCAGCTCTTACCAC
+TCCACTACCATTAATGGTCTTTAACCTTCCAAAGGCCTCCAAGGTAACTTTATACTTGAATTCCCCCGTT
+CCGTTTAACCTTATGATAAGTCTTCTCACTCCTGGATCAAGGTTAAGGGAGAACACATCCTTCATTATTC
+TCCCATTGCTCCACTCTACTCTATATCCGAGCTCTGTCATTATATTAAAGTTGTTCGGGTTCTCAACTGT
+AATTACCAAGTTTTTATTCTCCAGCGTCACGTTCAACTTCGGATACCCAATTACAAGGTACCATCCACCC
+TTCTCACCAAGGAGTCTTCCGTTAAAGAGTATCCTCACGTTAACCGTGTTTTTACCAGGATAGGTAGTGG
+GAAGGTCAATCTTTAACATATTTGGCCCATCCCTAATAAGAACCTCACTCCTATTCGAATAAACCAGGCC
+AAGGACGTCGTTATAGACTTCAACTGTCAGATTAACATCCACGCTCCTATCCGATGTTATTCCTATATAA
+GCAAAGTTATCTTCCCCTTCGAGAACGTTCGTTCTTTCCAGAGAAAAGCTTTCAAGTCGAACACCAAATT
+CGACCAAATAATCCTTTGAATATTCATATGAACCCCTCTCATAATTTATTATGTAATTCAACTCATATCT
+TCCATCGCTAGCATTAAGTGGAATCTGCAACTCAAATCTAATAATGTTATCTCCAGGAAGAAGACTTAAA
+GTCCTCTTTAACTTGACGATAACGTTCCCTAGTGGATCCTTTAGGAGGGCCTCCGCGGTAACGTTTATCG
+GCGTACTCGCTATGTTAATTACGTGTGAATAAACTACAATAGTATCCCCAGCTAAGGCGACATCTGAGAA
+TGGACGTTCTTTCACAAAAGATACCGCATCCTTAAATATTAGAGGCTTATCACTAACTTTAATCGGCACG
+TAAGCTCGTATCAAGTACATCTTGTCTTTGGTAAATCCCCACATAAATATGTAGAGCGTATAATCACCAG
+GGGTAACGTTAGAAGATGCCATGGCTAAATACCTAATTGACTTCGAATCCTTGGCCTTCCAATCCCTTAT
+TATAAGATCCAGAAGCTTGACCGAAATTCCAGAGACCTCATTTCTATTTTTATCCAAAACTTTGATCTCT
+CTTACGGAAACATAAGTGAAATCAACTGGTAACTCATTTATCAGCCCGAACTCACCACTTGTGGTGGAGT
+TCACTAGGCATATTATTTCACCGTTAACGGGAAAGGTTGAAACTTGAGCATGCGCAATTGGTATTAGTAG
+TATTGATACAAAAACCACTAGGATAAGCTCTCTTTTCATTGTATTCCCTCCTTTCAATTACTCAACATTT
+ATGTCTAAATAACTTTTGCAAAGCTCAATAGAACATTTTATATTCTTGGCAACGTTACAGTAATTCAGGG
+GCTCATAATGAACTACGATGCCCTGATAATCGGAGGTGGGCCAGTAGGAAATTACCTGGCGAGCTTATTG
+GCCGGGAAGATGAGCGTAGCGGTAGTCGAGAGAAAGGGGGCATTTGGAGGAAAGGCCTGTACTGGAATAA
+TTGGGGCAGAGAACTATGAAAGTTTAGGATTACCCGATAAAGCGATATTGAACGCATTCAAAGGAGCTTT
+TTTCATCTCGAAAACGAAGGTCTTCGAGATACATAGGCAAGTCCCCCAAGCTTACCTAGTAGATAGAAAG
+GTACTCGAGAGGGAACTTGCAAAGAGGGCAATTAAGAGAGGTGCTGATTACTACTTAGCAACGAATTTCG
+TTGGTTTTAAAGATGGAAAAGCGATCTTGCAACATCTTGACTCTAGATTTGAAATAAAAGCGAAATATTA
+CGTAGGGGCCGACGGCGTCAACAGCAAGGTAGCTCAAGAAATAGGAGCCAAAACCAGAGGGGAAGTTTTA
+CGGGGCTGGGAGCTTGAAGTCCTAGGGAACTTCAGGAGGGAGTGGGTTGAGGTATGGGTAAATAAAGACA
+TCAATCCAGAATTCTTTTTCTGGGTGGCTCCAATAAACGAAGAAGAGGCCAGAATAGGCACGTTCGGAGA
+TGTGGAATCCCTTGCAAAATTCCTCAAGGTTAGGAGGATAAACCCATCGAACGTTCTTGAGATAAAATCT
+GGAGCCGTAGTGCTTGGATGGAGAAGTCCTTGGGTCAAAGATAATGTCGCCTTAGTTGGCGATGCCGCCC
+TCCACATTAAGCCAACTACTGCCGGTGGTATAGTCTTCGGCTCGTACTGTGCTAGGGCCCTCGCCAAGGC
+GATACTCAATGGTAACTTGGCAGAATATGAAAAGAATTGCTCCTGGGTTAAAGAGCAAGTTAAGTTTGGG
+CTGAGAATCAGGAAGGTCTTCAAGTCGTTAACTCAAAAGGAGATTGAGGAAATATTCGAAGTTTTAGGCT
+CGGAAGATGCAAGAAAACTAATAATAGAGAAGGCCGACTTTGATGACCATGTAAAAACAGCGAAGGCCCT
+TTTGAGGAATCCAAGGTTGCTTGCTAGATTGATTAGGATAGCCCCGATAATCTTGAGAACGCTCCTCTGA
+GGTGATCGAGAGTGGAATGGGAAATGGGATTGCAGGAAGAGTACATAGAGTTGATAAAGAGAGGACTTAA
+GAAAATCGAGGGCCGACTCTACGATGAGAAGAGGAGAAAGATAAAGCCAGGGGATATTATAGTTTTTGAG
+GGTGGTAAGCTTAAAGTTAGAGTAAAGGCCCTCAGAGTGTATAAATCCTTCAAGGAGATGCTCGAAAAAG
+AAGGAATAGAGAACGTTCTCCCAGGAGTTAATAGCGTTGAAGAGGGAGTTAAGATTTATAGAAAATTCTA
+CGACGAGGAGAGGGAGAAGAAATATGGGGTAGTTGCGATTGAAATAGAGCCCATTGAGGAGGGATGAATT
+TGTACCTAACCAAAGAGGAAGAGCTTATTCTCTCAGGGGAGTATGGGCCAGCCCTCCAGAAGGCCATGGA
+GATATTGGTGGCTTTAGGCGATCTTTACGGTGCTGATAAGTTAATTCCAATAAAGAGCGCTCAAATAGCT
+GGGGTTAGCTATAAGAATCTAGGGGAAGCTGGGTTAAGTTTCATAAGAGACCTAGCTGAGATGGGAGCCA
+AAGTTTCCGTGTACACAACCTTGAATCCCCCAGGAATAGGGGATGAAGAGTTCATGGAAAAGCAGAGGGA
+AGTTATAGAGATTTATAGGAAGATGGGGGTTGACGTAACATCAACGTGTACCCCCTATTACGGGGCAAAC
+TTACCTAAGTTTGGCGATCACCTAGCGTGGAGCGAAAGCTCGGCAGTCAGCTTTGCGAACTCTGTCTTAG
+GGGCTAGGACTAACAGAGAAGGAGGGCCTTCAAGCTTGGCGGCAGCAATAGTTGGTAAGACCCCCAACTA
+CGGTTTACATCTGGAGGAGAACAGAAAAGCTACTCATATAGTTACCGTAAAAGCCGAGTTAAAAGATGAA
+ACCGATTACTCACTCCTTGGATACAAGGTAGGCGAGATAGTTGAGAATGGAATTCCCTACTTCAAGAACC
+TTTCCCCTTCTACGGATGAACTCAAAGCTCTAGGAGCCAGCATGGCGGCAAGCGGTGGAGTGGCACTCTA
+CCACGTCGAGGAGCATACGCCGGAGTGGAGAACTTCGATTGTGGACAAGGTAGAGAAGGTAGAAATAGAG
+GACAAAGACATTAAGGAGGTTCAAGAGAACTTCAATGCAGAATGGAGCGAAGTTGATTTTATACTCCTAG
+GTTGTCCCCATGCCTCCCTTAAAGAGGTTAAGAAAATTGCGGATGTCATTAGAATGAGGGAGACGCCCCT
+TAAAGTTCCTCTATATGTTACGGTGAGTAGGGGGGTCAAGGCCCTCTCTGATTTCCTGGGATACACGGAA
+ATCATTGAGAGGTACAATGGAAGGCTCATTCCAGATGCATGTCTCGTTGTTTCACCGATTAAAAAATGGT
+ACTCAGGAGTGGCTACTAATAGTGGAAAGGCCGCATTTTACTTTAGATCATTCGGTCTCAAGGTCAAGTT
+GGATAAGTTGGAAAATCTAATCCTGGGGGCTCCATAATGAAGCTCAAAGGAAAGGGAGTTGGGAAGAACA
+TCGTCGAAGGAGAAGTTATAGTTTCCAAGAAGCCCCTCTCCTTCCTGGGAGGGGTTGACCCGGAAACTGG
+AATCATTATCGACCCGGACAGCGACATCAAGGGGGAAAGCATAGAAGGTAAAATCCTCGTTTTTCCCAAG
+GGAAGAGGATCAACTGTCGGTTCTTACGTGATATACGCCCTCTCAAGGAATGGAAAGGCACCAAAGGCAA
+TAATCGTAGAAGAAGCGGAACCTATAGTAACGGTTGGAGCTATAATTTCGGGAATCCCGCTAATAGCTGG
+AGTTGACATCTCGAAGCTAAGAACCGGCATGAAGGTTAGAATAAACCCGAGAACAGGGGAGGTGGAGATA
+ATTGGTTAAGGGCATCTACGAATGCATATCCTGTGGACACAGGGAAGTCAGGGACTCAACTAAGCCCCTG
+TTGCCAAACGCCTGTCCAGTTTGTGGAGGAGACATGATATTAGTGGGGTACGAAATTGACATTGAAGGGG
+AGGAGCATCCAGGAATAGAGGAGTTCCTTAGGAAGTACTACGAGCTAGGTCAGCTCCTGGAGGCTAGGGG
+AGACACGTACGTGTACGAAGTTATAAGCATAAAGGAGAAGAACTTTGAGAAGGTTCTAAGTGAGGCTGAA
+AAAATCGGCTACTGGTTGGCGTTGAAAAGAGCTAAGGATGGAAGAATAATCCTATACGCCTTCCCGGCGC
+AGAAAATAGAGAGCAGGGAAAACCCACTCATTGGAATACTACTGTTCATACTTACCTTGTTAAGCACGTT
+CTTTGCGGGATACATACTCTCAACGCTTTACGTGACAACGCTTGAAGAGCTAAATCTTCCAGGGATAAAG
+AATACTTATTTAAATGCGCTCGCTTTTTCCCTAGGAATAATATCAATACTCGGAACGCACGAGATGGGCC
+ATAAGATAGCGGCCAGCATTCATAACGTCAAGTCCACGTTCCCATACTTCATACCATTCCCATCCTTTAT
+AGGAACCCTTGGAGCTGTAATAAGAGTTAAATCACCAATTCCAACGAGGAACGCCGAAGTAGACCTTGGA
+GTTAGCGGTCCAATAGCGGGGCTTTTGGTTGCAATTCCAGTAACTATCATAGGCCTAAAACTTTCGGCGG
+TCGTTCCAATTAACTATCTAGAGAAAGGAGAAACCATATACTTCGGCTCCAGCCTATTGTTTTATGGCTT
+AATGAAGCTCGTTCTAGGAGATCTTCCCCAGAACGTTGGGATAATTCTTCATCCACTAGCGGTTGCTGGG
+TGGGTCGGAATACTAGTCACTTTCCTAAACCTAATTCCAGCGGCACAGCTAGACGGTGGCCACGTGGCTA
+GAGCCCTACTCCCAGAGAAAGCCCACAGGGTGCTAACCTATACCCTCGGCTTCCTAACGATTGGACTAGC
+TTATTTCTGGCCAGGATGGATACTCTGGGGAATTCTGATACTCCTAATGGGTAGGGTTGGAAATCCTGGG
+GCATTAGACGAGGTTAGTCCCCTAACAACTAGCAGGAAAATCTTAGCCATAATAATCTGGATAATCTTCG
+TGATATGTGCCGTACCAGTTCCATTTTCTCAGAAGGCTTGAACAGAATTTTTTTATTTTTTTGATGCATA
+ATACGTAGTTAAGGGATGCAAATAAGGAGGGGTATAGTTATGAGGATAGAGATAAAGCTACTGCCCCTAA
+CTGAAACCCCAATACTCCCCTTTAATTACAACTACGACGTCTACACGCAAATTGTGAATAAGGTCAATTC
+GATAGAGCCAAAAGTTGCAGGCCTGCTTTCTTCTCCACATGGCTTCTGGACTTTTTCGAGGATAATAATC
+AGGAAAAGGAAGATAATCCCAGAGAAAGGAATTGAAATACTGTCTGACGATGTCTCGCTTTATGTCTCTT
+CTTCAAATGAGGAAATTATTAGGGCCATAGCTGAGGCCGTGGAGAAAAGCCCCGAGTTCAAGATAGGCAA
+TGTCTCTTTTCTAGTTGGAGATGTTAAGGCAATAAAGATTAAGGAAATAGGAAAAGAAAATGTATTCTCC
+ACATTGAGTCCCATAGTCGTTAGAACCATCAAATTTGAGGGCGACAAGCTTAGACACTGGGATCTCTATC
+CTCATGATGAGATGTTCATGGACAAACTTAGGAAAGTTATGTTACTTAGATTTAACGAGATTATGGGATA
+TAGCCCAGAGGATAAGGAATTCCAAATAGAAGTTCTCAAGTTCAAACCGACTAGGCTTATAGTGGGGAAC
+TCGTACATTAGAGGTTCCCTAATGGTGTTTAAATACACCGGATCAGAGGAAATAGCGAGGTTCGGTTACG
+AGAATGGATTCGGAGAGAAAACTAATCTAGGCTTTGGCATGGTCAAGCTAATTGAATGAGCAATGCAACG
+ATGCCCAGGAAGAACTCTATCGCTATTGAAGCCAAAACTAGCTCCCATTCTTTCATTGGTTTTATCCTCA
+TTAAAAGCCCCAAGAAAGACTTGTACGGAGGGGGAACTAGAGTGCCATCTTCAAGAACCCTAGTTCTCCC
+GATCTGCTTTCCTTTAAACCTAACCTTCGCCTTTAATACGAAGTCCAGTGCATGAGGAATTAGCATTATC
+GCAACTGGAAACTCAAGCTTCCCTAAAATCGCAAGGAGGCCAATCAACGTTCCCAGGGAAAGGGTTCCGG
+TATCCCCAGGGAACACCTTGGCAGGATACTTATTCCAATAGAGGAACCCCAAAGAGGCGAACAGGCCTAT
+GAGAGCTAACATCCTCACGGAACCTTCCCCTAAAATAGCTATGAAAAATAAGATAACCGAGGACATGCCA
+ACTTCAAGTCCATTAAACCCAGCCAACATGTTTACAAGGTTTGTGGATGCCACAACGTACATCCACAGCA
+CGAGAACGGCTAAAACTCCAACATGAATCGGCTTTATAATAACTATGTAATCTCTGTTAATGTAAGCCAC
+AATTGGAAATGTTGCCATAATGCTAAGCAGGACTTTGTGACTCTGCTTTAGGGCAACTGAGTCGTCTATT
+ACACCAACTAGACCCATGAGGAGAAATACAGCGAGAATCCATCCATTAATCTTGGCCAACAAGCTCACCA
+ATGAAATCGAGATTAAAAGTGCCAACCCACCCATCTCAGGCACTTCAACCTTCTCAACCTTGTGAACATC
+TATACCAACTATGCCAGCATTTTTCATGAGTTTAGCTATGTACGGAGTTAAGGCTAAAGATAATGCAAAG
+GCTAGAAGTTCATATATCACCCTTTAACCTCCTAACCTCTTCTAGCAGCTCCTTAAAATATCTGGCAATC
+TCAAGTTTCTCCAGCTCTTCAAGGGCCCTCCAGAAGTCCTCCAAATTCTTATTCCCGGAAAGCTCGTACT
+GCCAAGCTTGAAGCACCATATCTATCTTATCGGCAAACTTAACTAGTTGCGCTTCGAGGCTTTTTCCCTC
+TTGATACTCCCTGTACAACTCGTAAAATTCAGGAAAAATTTCCTTTACCGCTTTATCCTCTGCGGCATCC
+TTATCTAAGTACTTTTGAGCCCTAAGGGGAATGTCAGTTATTAGAGCTTCACCAATGTCATGAATTATTG
+CCATCTTTAGAACCCTGTTCTCGTCAATCTTCACGCCTTCTTCCTTAATCTTATTTAATAACAGTAGTGA
+TATAAAAGCAACTCCAAAAGAGTGATCCGCTACGCTCTCTGGGTTTGGAATTCCACTTATAAGCCAGCCC
+ATTCTTGGTAATCTTTTCAAGGTTTGGGCGAGAAGTATTTTCTCTATCATAAGTATCACTCTTCCGTTAG
+GTATATTGCACCCTCGGTCTCTATTGCCCTCGCTATTATTCCATCTCCCACGAAAACCCCATACACCTTA
+ACTTTGTCTCCTAACTTTATATACGGGGTTCCTGAAAACTCAACTTTAAACCCAAAGATCTCGAAAGTCG
+TCCTATAACTTGGAAGCTCCATGGGAAGAAACTCTATCAGCGGTTTCTCTTTTATCTCTCCCTCCAGGAC
+TACATTTTTACCTTTGTACTTGCCATTCTTTAGATCCTCAGGGGTTACAATATAATAATAGTGATGGCCA
+AGCTTAACCCTCCTCATGATCTCAACCCCTAAATACTTGTCAGCTAAAATAAAGGTAGGTGAGAAGATGA
+TAAAGGTTGCGATCATAGGGGCTGAAAACGTAGGTAAATCTACACTCATGAACGCACTCATAGGAGGGAA
+AGTTTCGGAGGTATCTGAAACGCCAGGAACGACAAAAACAACTATAAAGCGATATTTTGGAAAGGTAAAG
+ATTCCGAAGACCATGAAGAATCCATATGGTGGAGCAGATGAGATAATCCTTATAGACACGGCCGGACTTT
+TCGATCCAGAAAAGGAAGTTAGGGGAAAAGTGCTAAGCGAGGAGAAATTTAAAGAGTTAATAGAGGAAAT
+CGTAAAAGCAGATGTAATAATTCACATGATAGATGCAACAAAGGGTCTCCACAGGGGAATGGAAAAGTTA
+CACTACATGCTTAAATTTAGGTACGAGAAACCGATAATAGTTGTGATAAATAAAATTGACCTAGTTCCCA
+GGGAAAGAATTGAAAAACTAAAAGAGATAGTCAAGAAGAGGCTTGAACAGGAGCCCATTCTAATGTCCCT
+TGTAACGTATGAGGGATTTAACGAGCTTCTTAAGGCGTTAGCGTACTATTCTCAATATGCGAAATGACTA
+CCAAGGCACATTCTTCCACTTCATTCTATAAGCGAAGACGTTTGCAAGCCAATGTATGACAGGGGTAACA
+ACGAGCAAAAACAAAACCTCGCCGGTAGGAATAGTTCTAAGAGGATACGCAAAGCATAGGGCCGAGATTA
+AAAATCCCCACTGGTCGAGGCCAACTGCAGGATACCCCCTAGGCATGTTAAGGCGTCTTTTAATGAAGCT
+ACCAATTAGGTCCCCAACTAGAGCTCCAAGGGAGAGAAGAAAAGCAACGCCTACTGCTAACTTCAATGAA
+CCATAGTACCCTGGAAACATCAAGTGCTGAATTGTTCCCACTACCGTGCCGACCGTTATTCCACCAAAGA
+AGCCCCTCCAAGTTTTCCCATCCCCAAATATCCTCCTCCCATCCCTCCACTTTTTCCCAAAGTCTATTGG
+AGTTCCTCCACCCAACACAACTGGTGAGGAGTTAGCGAAGTAAGCGGGGAGTATATACCAAAAGGCCTCA
+AAGATTGGATTCATTTCATGCACCTGCCTTTAGCTTGAGTATCTCCTTGGCAAACGCTTCTAGAACCTCC
+TTCCTTTTGCCCTCAAAGAACTTTATCGAGCCTGCATAGCTATGTCCACCACCTTCAACCCCCGCATCGG
+GCAGCTTCTCCTCCAAAACCTTGACTATCTTATTCAAATCGAAGTTGTACCTTGCCATTCCATCACTAGC
+CCTTACAACGGCGAAGTCCGGACCATAAGCTAGAGTAATTATTGGAGAGTCCTCCCCGTATTTCTCCTTG
+AAGTGATCATGGATAATCCCCGAAAGCTTTCCTGGGCTTGGATAGTCAAACTTTGGAGCGTAAAGCTCAA
+CGTCGATTGTGTTAAATCTTATCCCATTCGGCAGAACTACACTTTTAACGTGGGGTAAGACCGCCCTCAA
+GACCCTTTCCTGCTTGGCCTTAACCTCTGGATATATAGCCTCCACTAGCATCCTATGTCTCTGGAGGTTT
+CCAGTCACCAAAAGGATTTCCTCTATTATTCCCCTTCCATCCATGAATTTCCAGTAAAACGCTTCGTGGT
+CTATAACTTCAGCTATCTTCTTAAGATCTTCCTCGGTTAACCCCTTTTCTTTAGCGTATTCTAGGTATTG
+ATAAAACTCCGGAGCCTTGCTCCTATCACCTGTTCCAGCTATGGCAGGAAGGTGCTTTATCTTATCTTCA
+ACTTCTGGATTTATAAAGCGGGCAACTTCAGTTGCGAGCATTCCTGCGGTCAGTTCGTAATAGCCTCTCT
+TCACATGGTGTGGATTAACGTGAACATCAACGTACTCGTCAACCTTCGCCTTGTCTTCACTTATCCACTC
+CCTAGGGTCATGATGATCTATGACAACTATCTTAACTCCGTACGCCTTAAGCCTCTTATAGGCAGGTATA
+TCTTCGCTGGTTCCACCGTTGTCAACTATAACTATCAGGGGCAATTCATCTCCAAACCTTTGGTGATCTT
+CCATCATGAAAATTATATCCTTGAGAACGTCTTCAAGCTCGTAGAAAGGTGCCCTCGAAGGTCTCCTCTT
+GAAGAGATGCCACCTTGCATCTGGATCTGGAGCCACTTGCTCTATTAACGGAACTATCGCAGTTTCCAAA
+GCAACTCCAGCCGTGTACCCGTCGGTATCAGCATGATGTCTGATTATAATTGGCCTCCCCTCGAATATGG
+CCCTCCTAATCATAAAAGCCGCTTTCATAATCTTTGGCTTGAGCTTTTCAAGAACCTCACTCTTAACTAA
+GAAACCAACGTCTTCAGGTTTAGCTTTCTTATCTAGTTCCTCCTCTATCCTTTTCTTAACCTCTAAAGCT
+TCAGGGCCCCAGATTCTATGCATATCAATTATCTCTATCTGTATCCTACCGGCATGGAATGATACCTTCC
+CTATAACCTCGACAACATCCCCGATGTTTATGTTTGGGTATGCTCTTACCCCGGGAGCCTCAAAAGCTGC
+AGCCCATGTAATTCCAGTCCCGTCAGTTAGGGTGAAAACCGTGGGGCCACCGGTGACTTGGACTTGAGTG
+ACCTTACCCCTAACCCTAACCGTCTTTCCGGCTAGTTCCTCCTTAAGATCCCCAATTAGGGTTATTGGTA
+GCTCTTTCTTAACTTGAACCTCTCTGTACCTGGTAAGGGGAGCTTCGAGAAAGTCTATCTCCCTTCTATC
+CGGCCTAACGTCGAGGACTTGAACTATTATCTCATCCCCAGGAATGTATTGTCTCTTTCCAAGGAGATCT
+TTCTTCTTTATTAAACCTAGAACGTGTTTATTTAGCCTAACAAAGACTCCAAACCTCTCAACCCTATCTA
+TGATTCCCTTATAGTACTTACCTATCTCAACATCCTCATAATCACAGGCATTGTCCAAGACGTAAACTAC
+TTTGAACTTCCTCTCACACTCTGGGCACACCCAAGTAGTTTCCATGCCAGGCTCCCAGGGACCCTTAATC
+CTGCCACAGATGTCACAGACTAAAACCTTCCCTGTTCCGCCGCACGTTGGACAAGTATCATATACCGGCA
+CGACACCCTTTCCATGGCACTCAGGACAGGGTATCTCATCTACCTCATCGTCTACACCCAAGTTGTCAAG
+GTTCCTGTAGCCTTTCAGATGCTCGCTTAGATTAAAATCAGCCGGAACGTAACCCCACCCATGACAAACT
+GGGCACTCCTTCTCGCCAACCTTGACTTTTCCCGTTCCATGACACTCAGGGCAATCCTTGACAGCCATTA
+CTCTCACCTCGCCTCCATTATGTAGAAGTACCTTGAGAGAGATGAGTGGACTCGTTGATAAAACCTCCCT
+ATTACTTTAAACCCTATCGTTTCGGCAACGTCTAAAGCGTCAAAGTCGGAAGGGAACGCTATGGCTAATC
+TCCCCTCAAGCACAGAGTACATACTCTCTAAAGCCCTTTTGTACAGCTCGTCCCTATCCATTGGAAGCGT
+TGTAGATGTTCCATAAGGAGGGTCAGTTGCTATGGCCTCAAAAGTTTTCCCTGGGAAAGCCTCCTTAATC
+TTAGTGGCGTCTCCAACCTTAACCACATAATCCTTCACTCCATAGTACTCAAGGTTTATCTTGGCCCCCT
+CCACCATGTCCTCCCTTATATCTATTCCATAAACTTTCAGCCCCATTAAACCAGCCTCGATAAGCATTCC
+CCCTGTACCCATGAAAGGATCTAGTATTTCCCTAGTTGCCCTCGTTAGATTTACCATGGCCCTTGCAATC
+CTTGGGGGTAGAGCTATGGGCCTAGAGAATGGTCTCCTATCGGCCTTCCTCTCGTCAAACTCCTTTCCTC
+TGAATTCTCTAATCCTAATTCCTATCCAAAGCTTCCTCCCACAATAAACCTTTATTATCGTGTCCGGCTT
+TGATAAGTTAACCCTAAGTCCCTGGGAATGTATTATACCCCCAATGATTTTCTCAAGGTTCTTAACTTCG
+TGGGCACAGTTAACCATAACCTCCTTTCTTACGGCGAAAGTCCCCTTGATAATTTCCTTCCACTCCAAGC
+CTCTAACAAGATCCAGGATATCCCTAACATCGTCACCAGAACCAAGTAAAATCCCATACTCATGAGCAAG
+GCCAAGTCTCTCAAAAATTTCCACGTTCTCTACATTGCCCACAACTAAAAGGTAATCCCTCTCCTTAATG
+GTTCCATTCCTAAGTTCGGCTAAGGCCTTGACCTCTGCCTCCGCCATCTCTGGAAGCAAACCTAGGATTT
+CAACGTAGAACATCAACACCAAAAATGTAAAGGGATATAAAAGCTATTGCGTTCCTATAACCTTAACCAC
+GATTTCACAACCATCGGTCATGCATTCATTTCCAACGTTCTTTGGGAGATTGAAGATTATTCTTACGGGG
+ATCATTGCATCTTCAGGTAGACTACCGGAGTACAGTTTTATCTCCTTATTGGCTAACTTATATAGAGGAG
+TTGGATTCGATAGCACGTTGGTTCCGTTCACATAGATTGCTTCCACGTACAAGCACTTGCTAAGTTCTCC
+TTCCTCATCGGTCAAATCGTACTGCTCCTCAGCGGGGGAGAAATCTTCCTCGTAATCCCTTACTTTGATG
+ACCATAGTTAAGTTAGAAACAGGTATGTCTCCGTAGTTCTTCACGTAAAATGTCACCTCACTTACATCTC
+CAGGCTTAAGTCCACTTATGTCAAGTATCTTTGTCTCGTCATAGAACCTCTTTCCATCCTTGCTTATTCT
+AATGTCGAACTCGCCCGTTGTTATAGTGTTGCCCTTTGATTTGGCCACGTCGGTAAAGTTTCCCAGGCTG
+TATCCAAGACTTATGCTAAGTAATAGAGTAATTACCACCAATAAGATACGCTTTTTCATATCTATCACCC
+AAATTTATGATTAATATCAAAAAAGGTATGATATTAATGTTAATAAATTTTTTGAAATTGTCACTTTTTA
+GTCGATAAAATAAATTAAGAATTTAAATGGTAAAATTACTCCAACTTAACTTTAAGTTCGTCCGCAAACC
+AGTTGACCTGCTGTGGGAAGGGAATTTCAATTCCAGCCTCATCTAGAGCTTTCTTTACCCTTTTTAGAAT
+TTCAACCCTAACGTCAAACCACTTCTCGCTAGGTGCCCACGCCCTTATGGCTAGATTAACACTACTGTCG
+CCTAATTCTTCAACGAAGACCATTGGTTCAGGTTCAGCGAGAACGTATGGGATCTCATCTAAAGTCCTTT
+TAATGACCTCAACGGCCTTTTCAACATCATCCGCATACGAAATGCCTACAACAACGTCAACTCTCCTTGC
+AGGGTACTTAGCGAGATTCTTTATTTCACTGTTAAACAGCTTTTCATTTGGGATTCTAACCAACAACCCG
+TCCCATGTTCTTATCCTAGTTGAGAAAACCCTTATATCGTGAACTATGCCAGAATACTCCCCAACTTCCA
+CTGGATCTCCTATTTCAAGGGGTTTGTCAAAGTACATGAATATTCCTGAGATTAAGTTGGCAATTACGGT
+CTGAGCCGAGAAACCCAGGACTATACCCGTAATACCAGCCGCGGCAACTATCGTGGTTAGCTTACCCGTG
+AATCCCGCTATATTCAAAGCCAAGAAGAAGGCCAATGTAACTATGGTGTAGTAAAACACCTTCGCCTTTA
+TCTGGGCGTCAGCTCCACCTTTCGCTACCCAATAATCCTGGGCTTTTCTCCCTATTAGGTAAGCAAAGTA
+GAAGAGAAGCGCCGCACCTATCAGGGAGCTAATCTTAGCCCCATATACCTTGAATTCCAAGATGCCAAGG
+GTATCTAAACCGGAGAGTATAGAAGCTACTAGGATGAACCTCCAAAGAAGTTTTGCCGTCTCCTCGTTAA
+ATATCCAAACGTATTTGGTGCTTCTAGAGAGTGAAATGATCCACTTTCTAATAAGTTCTCCAACGACCAA
+TCCAAAAAGTATGATCGCTAGGGCCTTTAATACCTCAACAATCATCGTTTGGTTCTTTATTCCTTCAATT
+ATCGTTGTCTGAAGCATTTCTACCACCTCATCTTGAATCTTAGGCTTTTCTCTTCACCCGTGGAGTATAA
+GTTTGGAAGGGGAGCCTCTCCAGTGTTGACAACGTTAATATCTTCCTCAATTTCCACCCTTATTGTAGGA
+TAGAAGGCCATGTCAGAGGAGTAGTACATGATATTCATCATCGGAAAGACAACCCTATCGATGAATCCCC
+AGTTGTTTCCATTGTTCAACACTATCAGCTTTAGATTGCCAACTCCCCTAGGATTACTCTCCAATTTGGC
+CCGAACGTATCTAACAATTACACCGTTCTCTAGGGTACCGTAAAGCGCGTACTTTTCCCTCCCAATGCCA
+AATCTATCTATCTCGGATGAACCAGTCCTAACGCTGACATCTATAGGAACCTCTATGAATCCCCTCAACA
+CTTTCCCAGGAGCTATCGCTATCGGGCTCTCAAGCCTTATCATCATTAATTTAACACCGTACCCCCTCGC
+AGGTTCCGGGAGAATTGAGATCTCATCGCCTACTATAACCCTCTCAACTTCATCCCTAAGGTAAACATAG
+TAATCCTCAACTCTGCTTATTGAAATGGTCTTGCCTCCTAAAGAGATATCCATGTTATCCCTCAGCTTGA
+CCTTTCCAAACATGTTTCCTATTAACTGGCAACAACTATATATCGTTCGTGGTTGATTAGCTTAGTGATG
+TGGGTTGACGTTGCTATATACTCTACCCATAATCCGCCGAAGTTGCCAAAGTTCAGAAGGGCAAGATTCG
+AGATTAATGGAGAAACCCTAATTTTTCATTTGAGGCCCTCTGGAAAGATAGAAGTAAAAGTTAAGGAGAT
+AGACAGGGTGGAGGGGGTACTACTCCACTTTTTCGATCCGCCTAGGAAAGCCCTAAAGATAGATATTGGA
+GACAGGGTAGTTCTGGTAAGTGCTGGAAAAAACCCCCTCGCTTATGATAGTGACATTCTATTGAAATTCA
+TTCACTCTTTATACTCAGCACTCATCGATGGCGTTGTGGTAAAAGAAGGTAACATAAAAGGCAGCTTGAG
+GGTAATAAGAACGAGAGACAACACATTAGAAGTTATAGTTGTTAGCGACTCCGGACCAGTACATCTCAAA
+AATGAACTAAATATTGAAAATTTCAAAGTAAGGGAAAGGATAGAAGAGTTAAGATCGCTCGTGGAATTCC
+TTAAAGAGGATGAGCAAGGCCAAGAGCAATAGAATTCCTGGGCCGCAAATTCCTTTTGGGAGGACTTCAT
+CTTCCTTAAGGGTTACTAAGATATTACTCCCGGTGCCAACTACTATCATATCATCTATTATTCCTAGACT
+CCTAACGTAACCCATTGAAATTTCCTTGAGAACCTTGCCACCCCTAGGATCAAGGACGTAAAGGCTACCC
+ACGCTATACACCGTTTCGTTTTTCGTCGTAAATTCTCCTCCGCCTGCAATTAGCTTGTCCTTGTAGAGCT
+TTAGAACCTTTATCCTATATGGCAGGTCAGTCTTCCAGAGTATTTTTCCCTTACTTAGGTCAACCGCCAT
+CACTCCCTTCAAACCAGATACGTACGCTATGTCACCGTTCACTAGAATATTCTCAACGTAAAACGTTGAA
+ATGTTCATGAGAACTTTTCCATCCTTGTTTATCACAAGCAGATGCCCCGTTTCATTCCAACCCGTGCCAA
+TGACAACTTTATCTCTCCAAAGCTCCATATCCCTTACCCACTCACCGAGGGTTATGTTCCATAGAACCTT
+CCCATCCTCAGACAACCCGATAACGTTTCCAAATCTTACGGGGCCAGAGAATCCCGAGGGATAGCCCGTT
+CCGACGTAGATTACATCCTTCCCGGCTCTAACCCTATCGGCCATTCCAGTAATATTTACAACCCAGATTT
+CGCTCATATTTGGAAGGTATACCTTTGCAACGGCTCCCTTAATTTCGGATTTGCTGAACACATCACCGGA
+GGCTAGATAAGCGTAGGAACCTCTAACGTCAAAGTCATAGAGCTTGTACCTAGTTAGATACCTACCAGCA
+TAGCTTCCATTCTTCTCTAACTTTAATAAACCCCCCATGCTACCCACGAGGAGATAATCGTTCCAGGGGT
+ATAGCTTAGTCACGAACCCAGAGTCAACTTCCCAGAGCTTCGTTCCGTTTTCACTAAATGCCCCAGTAGT
+GCCGAGGTAATAAATCCCCACTAAACCCCCAGGGGACCCTGCAACCATCCTGTAGGAGCAAGAGGCATAT
+ATGGTTGAGTTATCCGTAGCTATTGCCTCTATGCTCTTCTGGTACTTCACGTCAGGGCATAGCTGGCCGT
+TCCATGCAGCAACGTTTGGAAGAAGCGTCATGAGAAGTAAAGCCACTACTATTGCAATCCTCCTCACTTT
+CCATCCCCCTCAGGAATTTGCAGAATTAGCTTTAATATTTTTATAGTTCAGAAACTTTGCCATCTGAATA
+CAGGACGAATTTTCTTCCTTTATCGTAGCTCTCAAGTATTTTCGGAATTTTCACCCTTTTCTCACTATTC
+TCAAGTTCTAGTATTACTTCTTCAAATTCCCCCTCCAACTCGAATATCTTTGGCTCAAGGCTACCGCTAA
+TTGGGATTATTTTAACTTTCCTTCCTTCAGCTTTCACAAGGGACCTTTCCCTAGTGACAACCTTAATTAC
+CGTTATTACTTTCTTTCCCTTTTCCTGGACTAAAAGGAAAGGAACTACGAGAAGAACGAGGAGAATTACC
+TTTACATAAACGGGCTGAGTCGATAAATCAATTCTAGATAGTGCAAGAAATAACATGATTGAAGTCAAAA
+TCACGAGAGCAGAGATTAGTAATCCGAACCTATAGCTTTCCCAGGTGACCTCAAGTTTTTCATAGGAGTT
+ATAGGAATCTACTATGAAAGAGAAAGCCAATAAAACTATCAAGCCGAGAAGAGTTGACGAAGACACCTCA
+ATACCGAACATTGACGCTATTACATTGGAGCCGAGAACGTTGGAGTTTTGAAATACCCAAACAAATGAGT
+AGAGGAAGAAGGGTATGGAAGAGGTAACAATCACGGAGTAATCGGACATGATTAGGCCCAATGCTATTAG
+CCCGAATATTAGGAATAGGAATCCATTGGGGGACATTCTAATGCCAAGCAACTTTAACCCGAGCCCTAAA
+AGAGACATCAGCGTGTCAATCGAGGCAAAGAACCTTAGAGTTGCGTAGATTGCAATAACTATTACCAGCG
+CCTTTATCCCCCTTATCATCTCAACCTCGCCTCCACCTTTACCATCGCCAAGTCTACTGGTTCTTTGCAA
+CTTCTCCAATGAACAACGTTTCGAATTTCACTCCCCATAGCCCTCCTCCTGAGGACTACGAGGCCCTCAA
+CGTCCCCATAGTCACCCAATACATCTACAATTAAAAACTTAGGGCCGAGAACCTTTACCTCTTCCAATAT
+CCTGGGGTCTAGGCTCGTTATTATAATCGTTCTAGGCTTGAATTTCAGTAAGACTTGAAATGCCCTCTCA
+AAGCCCTCCTTTAATGTTTCATCTTTTGCATAAGTTGCGCCTATTAACGCCTTCATTATCGTCTGCATTT
+GAGATGCGGATGAGGATGGCGTTACTATCTTCCCCTGGCCTATAATGTACAGACCAACGTTGTCCCCCTT
+CTTTAAATGAACCATTGCCAAGGAATAGGCCAATGATATTGCCTTTTCAAATACTTTTTCACCCTCCAAT
+ACGGATATCCTTGAGTCCAGGAATATCATTATAGTATCTTTGCCTTCCCTCTCAAACTCGTTAACCAGCA
+ACTTACCGCTCCTAGCGGTTGCCTTCCAGTTGATGGCTTTAAATGGATCTCCCGGCCTGTACTCCCTAAT
+CTCCAAGAAATCCGTTGATTGGGGACCAGTTTTTGAAAGGGAAAGCTGTGGTAACAACTTATGGGCCATC
+CTCTTGTAGAGTAATCTAGAGGTTGCTGATAGCTTTGGAATCACTAGGATCTTCTCTCCATTCCCATAAA
+GCCCCCACCTCATAGGATGAAGCCTCATGAAATGATACGCAAACACCTCAGTTTTTGGTATATCGTACTC
+ACCTTTCCTCCTCGGAACGAAGGAGTATTCGAAGCTGAATTCCCTCTTCCCAGGATAAGTGAAGAAGTGG
+AATGTTGCGGAACCTTTTACCTCAAACGCCCTCGGCAGATTCTCCTTGAGGATCACTATTCCAATGCCTT
+TACTGACCCTAACCCTTAGCTTAACTCTAACCTCTTCTCCAACGAAGACTCTCCGTTTCGTGACCTCTCG
+CTCAACGGTAAACCCTCCAGGAGTGTCGAAGATCATTCCAACGATTATTATTAACAAGGGAAATAGGGCC
+AGCTTACCCGGAGTTCCGAATATAACCGAGAGCAAGACGAACCACAGGAACAGGGTTAAGAAGAAAGATA
+CACCCCTCATGGCTAGTACTCCAAGTCTTTTGGTACTGGAACTTCATTTACGGCTTCCTCAACTATCTCC
+CTTTCTAATCCCCTTTCCAACGAGTACTCTGGCTTTAGGACTATTCTATGAGAGAGTGCATCAATGACAA
+ATGCTTTAACGTCATCAGGTATCACGAAGTCTCTACCTTCAATGAAAGCATTGGCTTTAGAGAGTTTCAT
+TAAGGCCAAGGCTCCCCTAGGGCTCGGGCCTGCTTCAACCCTCTCATCTTCCCTTATCCTCCTAACTATC
+CTGACTATATACCTGAGAATATCATCATGAACCTTAACCTCGTGCTCAACTCTTCTCTGCATTTCCAAGA
+ACTCTTCCTTAGAGAGGACTGGCTTTAAATCCACCGTCGGGTCGTCTTTTCCCCACCTTAACCTAGCCTT
+GAGTATCTCCATTTCTTCATCTTCACTTCCCGGGTACCCAACGCTTAGTCTCACCAGAAATCTATCGAGT
+TGGGCTTCTGGAAGGGGATAAGTTCCCTCGAACTCCAGCGGATTCTGAGTTGCGATGACGAAGAAAGGTT
+GCTCAAGTCTGAAAGTTTCACCCTCTATCGTGACTTGTCTCTCCTCCATCGCCTCCAAAAGGGCCGATTG
+AGTCTTTGGCGGTGCCCTATTTATCTCGTCAGCTAGGAGAACGTTAGTAAATATTGGACCCTTCATTATC
+TCGAAGACTCCCTTCTCAGGTCTCCAAACCTTAGTCCCTATTATATCCGCCGGCAGCAGGTCAGGTGTAA
+ATTGAATTCTCCTATAGTTTAATCCTAAAACCTTCGCAAAGGCCTTTGCGAGTAAGGTTTTTCCTAAACC
+GGGATGATCCTCAAATAGGACGTTACCATTAACCAGTGCAGCCGCAAAGACCTTCCTCACGACCTCAACT
+TTGCCTATGAAGACCTCGCCTATCGAATTTATCACCTCTTCAATTCTTTCATTCATTCAATATCCCTCCT
+AGGGCTTTCTTAACCAGCATCTTTCTTTTCTCAATCTCCCTTCTCTCCAAGATCTCTGCAAACCACTTTG
+GAGTCAACGCTGAAGGCTTTCTAGGCTCGTAGTCAACTATAGGAGATATAATTTTAGCAACGTCCTCCCT
+CTTCATTCCGGCCTTGATGGCATAGTACGTTACGTACGAAACCAATCCCGACTTCTCTCCTTTGATTATG
+AAATCCTTAACGACCTTTTCAGCCTCCTTGTACATCTCGTTCTTGATTTTCAACTCATCAGGATCAACGT
+GAACCTCGACTACGATATCTTTTCTCTTTGAAGGAATAGAGTTTAAAATTATTCCAGCTATAGCGAGAGC
+CAACAAAAGGGATATTGCTTTCACACCGAACCATAAAATTTGAGGAAAGAGCTCAACCTCTGAAATTCTA
+ACTATGCCAATCAAGGCTCCGACTATTATTATTCCTAGGAGATTCCTTCTTACATTATCTCCTGGGAAGA
+CACCAATTGACTCCAAAAAGGCCAGGCCATATCCAATAGCTGAGAATATAGCCACAAACCTGAAGAGTGG
+GGATAGAATTGGGAGGAGAGTTGAAAGTGAGTACATTGAAACTGATAATCCAACTCCCCTACTGAGAACC
+ATGAAACTCTCTTTGAACTTCGCGCTGAAAAAGATTAGAGAAATCCCCATGCCAAATAAGCCCATGTAGA
+CTTTTGGAACGTCGAAAGGTAAATAGAAGAAGAAAAAGAATATTCCTAAGGAGATAAACACGTAATTAAG
+CTCCCTCCTAATTATTGAAGAGAGCTCTCCTATTATTATTAGAATTACGAGCGATTTAATGCTATTCTCT
+AAACCGAATGGCACCCTGATCCTAGTGAGTGTGAACAGTATCAAACCATAAATTACCAGAATAACTGCCT
+TACTTTTTAGCTCTGATTTCACTACCTACCACCTCCCTTAACTTCCCCAAGAAGAGTTTAAACTCCTCAA
+TGCTTATTCCAGATATCCCATATCTTGCCTTTTCGAACACCCAAGTTATTACATTATACCCCAGGATTTC
+CCTAGCGGTCTTGTTCTTCTCGCCGTTAAACTTCTCAACGAACATCTTAACTACTGCCTCTTCTGGAGTA
+TTCACCACAAGAACCTTGGCCTTATCCTTGAAAATAAACTTCTTTGCAACAAATAGGTGCTCTCCAGGAG
+AGAGCTTGAGCCTGAACTTCTTACCGCTTCCGATTGGCTTACCATCTACAAGTAATTTTCCACGCCTGTT
+TAGGGTCACTATAATGCTTTCCTGCGGAGTGTAAACTGGAGGAGCCCTATCGAATGATATCTTGACGCTC
+ATAAAGAGTTTCAATAATATTGCTCCAGCAAAGAGCGAGAGAAAGCCAAGAGATGCCAAGACCACGTAGT
+AGTACAGCTCATGAGATAAAACGAGAATATCGATGTTATCCTCGAGAAAGAAGTCACCCAATATTACCAA
+GATATGATACCTAAACCTCCCAGGAGCCTCTGGACGAAGGGTGAAGATTGCAATGCCGTTGTCATCAGTT
+AAATTGGACAACGTTTCTCCCTGAGGCGTCGTGAGGAAGACCTTCGCGTTGGAAACTGGATCACCACCCC
+TTAAAACTCTCACCTCCAGGCTAGAGGTTTTGTTCACGATCATAATAGTCCCCTTTACCTGAATCTCAAC
+TTTCGGCTTGACGAAGAGGTAGAATTCGCCAACCTTGGTACCATTGTAGAGAACATCGAACCTAACTATG
+CCGGAAAGATCCTCGGGAATTGGAAGGTAAAATTCAACCTTCGAGTTAGACATATCAACTCTTTTCTCGC
+CAAACCAGCCTTTAACGGTAATTACGCCATCACTTATCCCATAAACTCTCCCACTCACCTTCAAATCTTC
+ACCAGCCGTTATAGTCTTTGAGTAGTCAAGCTCAACTTTTATAGCAACGAAGCTCCATTCAACCTTACTT
+CCCTTCAAGAATTCGTTTCCAGGGTAAACGACCGAGATTGAGTGAACTCCGGGCCCAGTGACCTTGATGT
+ACCCTGAGAATATACCACCTTCGTTCGTCATTAAAACCGAGATTAATCTACCATCGAGGTAAACTAAAAT
+TTTCTCACCCTTTACTGGATCCCCATTTTCGAGCGTCAAGACACCCCTAACGTTTATGTTTCCAACCGGT
+GCAACTTGAAACTTCTCAACCGTTAATTTAGAGCCCGAAATAACCCTAATCCTGGGGTCGCTTGTTGAGG
+GCAGGAATATGGAGTTGCCGTGATAAATTGCAACGAGCTCGTACTCACCGAGCTTGTCGATTCTGCACTT
+TACCCTGAACCTTCCATCTTTAACTTGCCCTTCCCCAATAACGATCCCCTTTTTATCCTTCTCGACTCTG
+GCCTCAATTGTAACCTTTCCGCTCGGTTTACCGTATTCATACTCGCCCACGACAATGCCCTCGACATAAA
+AGTCCTCTCCAACTTTGATTGAAGGGGGATAATTTCGTATTTCAACCCTCGTTTTCACCTTTACGGTAAT
+TTCAACGTCTTTACTAACATTCCCTGAGGTCACCTTCACTGTATATTTACCAACCCTCGTTCCTTCAACG
+TAGACATCATAGCCGTATGGAGCTTTCTCAACTCTAAACGGCAAAGGAGAGTTAATGCGAATGTCACCGG
+ATGTAATCACTTTAAATTTTCCGGTTTCGCCCTTCGCTATGGTCAAATTTGAGGGGGTAACAACTATCTT
+TGGCAAGTTTTTAATTAAGACTTCAACGAGTTTGTTCTTGAGCTCTATCCTCATCCAACCAGGATTTGTA
+ACGTTTATTGGAACTAAAGCAGAGGTCCCATTTACGTGGAGGGTCACGCTCTGTCCGTTGAAAAGAACCT
+TGACATCTCCAGTATATCTCTTAGAGAACGAGAGTTTAACAGTTCCATTCGGTAGGGGCTCAACTTTAAC
+ATCGATGTTCTCTCTTTTTTGTTCCATCCTTTGCGGAGGCCTCTCATAACCAGTGGCATCTATCGTGATC
+CATCCAGCGCCATCAAGGTAAATTTCCGCCCACGCATGGGCTTGATTTGCCTTAACTACCTGCTCCCCAG
+AAATCGGTTTTATCCTATAACCGGTCACCAACCTAGCAGGTATTCCAACGATTCTAGCTAAGATTACAAA
+AGCCGTGTTGAAGTCGAGGCAAACCCCCCTCTTGCTATAGAATAGGAACCACTCTACAGGATCTATCCCA
+GGAATGGGGGGAATTTGGTGCACATCGTAGATGTAATTTGATATTAGGTAATCCCGTATTGCGATTGCCT
+TCTCATAAGGAGTCTTGGCATTCTTGGTGATGTTAAACGCCAGTTCGTAGACCCTTTTACTCAAATTTGG
+AACCTGGAGGTACATCCTCAAGGGTCTAGTTTTGAGTCTCCTTAGCTCATCCTGGGAGAAGTTGTAGCTA
+ATCACTGTGAAGGAATATGATTTAACGGGGTACTTAATTGGCTTGAAGAGCTCAAACTCAGGGTAATACT
+CGGAAGGCACCGAAACTCGAGACGTGTGAAGGGCAGTATATAAATTTCCAGAGAGCAGGGGATAAAGGAG
+CTCCACCTTAACGTTATCCTCCATAGCCCTGTAAGGAATTCTCGGCCTCTCAACAATTACTTCGTTTGAT
+CCTTTTACATCTATGCTCTTCCACACCCCGTTTTCATACACAACGTAAACGTTCTGTCTTAGATATTCAA
+CGACACCTTTCTCCTGAGTGACCTTCATCACGGGAGTGTTATTCAAGAGGAGAGAGTAGTAGATGTTCCT
+GCTCACATCTACCTCGTTGCGTGGGCGCTGAACGTTAAAAGAGAGTATAGGCTCGGTAGGCGATAATGCG
+AGACTTACTCCCAATGCAACTAGGAGCGCTAGGGCTATTACTTTCCTCATCATAGCGCTGACACGTGGAA
+TATGCTCTCCATCAAATGGCCGAAGAGGTAGCTAAGAAACGCCGCACCCAAGCCAGTAACTACCATCTCG
+GCTACCTTCTTCCTTATCGAAATTCCTGATATAAGGGATATTGAAGTCGCGACTATGGCCAATGCAAGGC
+CTGCCAACGTTACAGAGAGCGGAAGGGCAGTTAATGAACTTGAGGCCAGAAAGTATGGGGTTATCGGAAA
+CATCACGCCAAAGAGGTAGGCCACTCCAGTGTACAATGCTGCCCTGAACTCGTTCTCGTCTTCCTCGGGA
+ACGAGCAGCTTTATAACTGCTTCACCCCTCTGGCTGAGCTTCTCGCTGACTTCCCTAGCTATGTCCTCCG
+GAAGGCCTCCCTCCCTCAGCCTTTCGTATATTTCTTGAACGGCCCTTTCTGGAGACACTTGAAAGATTAT
+CTTCGTTCTGTTCCTAATAGACTCACTAACTTGCCTCTGAGATCTAACGGATATTAAAGCACCTATAGCC
+ATTGAAAGGGCTCCAGCAACGCCAACGATTAAACCACTTATCCCAACGAGTCGAGGAAGGTTAGGGTAAA
+CGGCAGAAAGACCCGTAACTGCACCCAGAATTTCAACCAATCCATCATTCATCCCCAGCACAAAGTCCCT
+CAGGTTCTCAACGTGGAACCTTTTCTTTGCCTCCGAGAAGAACTTTTCATGCTCAAGTTCCTCGAATATT
+ATCATTTTCAAGGCCTTAACTTCTTCCTCGTCGAATGCCTTTGCATTCGATACCAAGAAGTTGAAGTAGC
+TGTTTATGGCATTGTTCTCCCCCATTTCAAGGAATGACACGGTAAGACCAGGACCTAGGAGTCTTCTAAG
+GAGCCTAACCGAGAACCTCTTAATCTTACCAACGCTCGGCTTCTCAGGCTTAACCCCTCTCTTTTCAAGG
+AATCTCTCCCAGAATTTTGCATGTTGAGCCTCTATCCTAGACAATCTCAAAAATTCTTCTCGCACCTTTT
+CATCTTTTTCATACTTGGCAAGCTCAGCGTACAGAACGGAATCTGAAAGCTCATTTTTGTAGAATTCCAT
+TGCCAGTCTTATCATCTTGTCCACGTTACCACCAATACCTTAAGGAGGAGAGAAGAATAAAAAGTTTAAG
+TGACAATCTTTTCAAGTTCATCCAATTCTATAGCACGCTTTATCTCCAATGCAATCCTCCTTCCTGTGCT
+CATTGGTTTCCTCCAGAGGGAATTACCGTAGGGATGACCCATCGCCATGTGAATATTTGTCCCACCTCCA
+GTTCTAGGTGCGACATCATATATGTAGAAGTTTAGATCCTTGTCAACCGCCGTTTGAAGTGTGAATGGTC
+CAATTATTCCTGGGGGATAGTACTTCTTGGTTGCCTCAACGTACTTCTCCGCCATGTCAAAGACTTTCTC
+AAGTAGCGATTCCCTCAATGTTGAAGACGCATGTCCACATACCGTGTATTCCGGCTCGAACTGCCATTCA
+GGTAACGTTAACTGCTGAGCCGCAGGAAGCCTTACGTGGCCATCCAAGCTAGTTTCAAAGCGCCAGTCTA
+TCCCCAACAACTCTATCTCTCCATCGATTGGAGAATAGAAGAAGTCGAAGTTGAATACAGGACCTATTAT
+ATAGCGCTCTATCCTAGCCTTAGCCAAGTCTTCCCTCGTTATGACTCCAAGCCTGATTAGCTTTTCCGAC
+TTCTCCTTGAACTCCTTATAACTCGCTGCCGTGAAAAATCCCCTCTCAAGTCTCTTCTTAGCGTGGGGGA
+GCTTGACTATCACGAGTCCAACGTCATCAATCTCCTCAGGGCTCACTGGCTCTGGATAAGGAAGCTTAGC
+CTTCTCCAGTAGCCAATAATAGCTTTTCTCCTCACTTCTTTCCTCGGTTCTTAACAGAGATCTTGTCCCG
+AACATCGGAACTAAAAATTCATTCTCAACTCTATCTATTCCAGTATAAACTACGAAAGACCTGTTCGGAA
+CAAAGATAACGTTTCTCTTTCTCAGCTCCTCCTGGATTTCAATTATCTGGGCAAACTTGTCCAAGACTAT
+AACCTCGTCTATGAACCCTTTAACGAGACCGTCCCTGGTCTTCCTCATCCTGAAGTATTTTTCATAAGTC
+CTGTGCCTACCCCTCTGGGCCACGACTAAGGTCGGCAAGCCCTCCTCCTTGGCACCGTCGGCAATGTCTA
+AGGCTGAATGGCTACCTATTACGCCAATGGTTATCTTATCTTTATCGTACTTCTCTAAAACCTCAAGAAC
+TTGTTCCCTAGTTATCATCCTAAACCACCTCCTAACAGGAATTTGGTTCAAATTCTTTACCCAACTCTTT
+CATTGTCCTAATCCTCTTCTCTATGCTCTCTTTAGTTCCAACGTCTTTCCTGTAGAATACGGGGCCTCTC
+ACGTGTCTTATTCCAGCTTCCGCTATCTTCTCGGCCTCTTCCAAGGTGTCCGCGACGCCGACCATTGCTA
+GTGCCCTAGAGCCAAGGAGTTTCATGTTCTCGTCAACAGAAGCGTAAACGATTTTAGCGCCTTCCTCCTT
+GATAGCTTCTTCATTCACCATTATTTCAGCGCCTCTAATTGGGTTCTCGGGGTACCCCTTGGGGGCCAGG
+TACTTAACAACCGTGGCCTTCTCTTGGAACTTGGCACCCCTAACTCGACCCTTAACGATTCCCTCCGCGA
+TCTCAACTAAGTTATCTTCAAGTATGGAGAGAACGTTTATGGCCTCAGGGTCACCGAATCTGGCATTGTA
+TTCTATTATAACCGGGCCTTCCCTACTTAGCATGAATTGGCCATAGAGTATACCCTTGTAAGGATACCCC
+TCCTTCCTCATGGCCTTTATTGTCTCTTCCAAGGTCCTCAATGCCATTTTCCAGTCTTCCTTAGTTATGA
+AGGGCAAGATATGATTCGAGCAGGAATAAGAGCCCATACCACCCGTTATCGGCCCCACGTCACCCTCATA
+AGCATGCGGGTAATCTTGGACAAGTGGCATTGGAATTACATTTCTTCCATCGCTAAACACCTGAAAAGTG
+AACTCAACGCCATCTGTTCTCTCCTCAATTAGAACCTTCCCATCCTTTTTAATCAGATACTCAGCGTATT
+CCTTGGCTTCCTCGTTATCCTTAAGCTGGTATCCAACAACTTTAACCCCCTTCCCCCCGGTTAAACCAAG
+TGGCTTAACGACGACTGGCTTTCCATATTCATCTATCCAGGCCTTCATCTCCTCAACGTCGTCAAAAACC
+TTGAAAAGCTTCCTTCCTGGGATGTCATTTCGTTCCATGAACTCCCTTGCCCAAGCTTTATTCGTCTCAA
+GCCTAGCAGCTTCTTTAGTTGGCCCCACCGTAGGAATGCCTTCCCTTTCCAAGGCGTTAACTATCCCAGC
+CTCAAGTGGAGCCTCAGGACCTATAAAAGCCAAATCAACGTTCCACATCCTTGCAAATCTAACGACCTTT
+TCAACGTCCGTTTCCTTAGAAATTCCGTAGTCCCTTGATATCCTAGCAAGCCCAGGATTTTTATGTTTGG
+ATACCACGTATAGTTCAGCTCCTCCCCTAGCTAAAGCTTCACCTATAGCGTGCTCCCTACCTCCCCCACC
+AACGAGGAGAACCCTCATAGTTTTCACCATGTTTAAGTCAAAATTTTTGAATATTAAGGGTTTTCGTTTA
+CAAATTTATGTCAAATAAGTTCATCGGATGAAAACACAGAAAACAAAACATATTTATATTACAAAATGTA
+TCTTTAATCAGGTGAGCGAGATGCTCACGATTGAAGAGGTCATAGGGCTGATTCCAGAGGGTGGCATTAT
+GTCGATAATCCAAAGAGATATAGAATCAAGCGGAGATAAGTATGGCCTCCTGCTTCTCAAGAAACTTCTA
+GAAAGTGATAAATTTGTCTTCGTTTTCTTATATGAGCCGTTTACAATATTCTTAAAGAATATATCAAATA
+TTGGAGTTAACATTGATAATTATTTGAACAAGAACCTTGAGATATTCGACGTTTTTGGAACCATGAACAA
+GATAGAACGAAAAAGACCTGGAATCCATATACTTCCAGGTTATATGGATGACATGATATTCATTGGAAAA
+CTCAGGGAGTGGGCAAAGGCTATTCTCGATAAAAGAGAACTTGAAAGGGAAGTATGGATTATGACGTACA
+TGAGCTCAGGAACATGCAAACTCTTTGCAAATCCATTGCTCACCTACAAGATGATCTGGTTCCTTAGAGA
+AGAAGGCATAAAGAAAGTCGAACCTAAAACTAAGACGAGAACCATAATCACGTATTCCTATCCAGAGTGC
+CCGATTTTAGAAGATACGATATACTTCTCCTCAGACATCGTTATCGAAACCATGGTTCTAGATAATAAGA
+AGGTCGGGATAATGACGAAAGGGCCAATGGAAGGTACGATATTCGAGCTATTCAAAGAGGGGGTGTAATG
+CATGGAGACCGTTTCGTGGGGGATTAAGGAACTCGATAAAGAGATTGGAGAGATAAAAAAGTACTCGCTT
+ATTCTATTCCACCAAGAAGACTCGCTTTCTCGCGGTATTGACGTCTTATATTATATCCTCGCAAAGAAAC
+TAAAGGAAGATGAGCTTATCGGGTACTTTAACATCTCATATCCCCTCCCCCTAGTCCTCAAGGTCTTGTC
+TAGATTCGGTGTTGACCCTATAAAGGCCCTAGAATCTAGGAACCTAGCAATAATAGACACATTTGGAAGT
+TTTTATGGAATAAGAACAAACATAAAAGGCGTCTACATGCTTGAAGGGATGCTCTCCTCAGAGACATTAC
+CAGCAAAATATGCGAGGGTAGTAGAACTCCACAAAGAGGACTGGGCAAAGTTTGGCATGTTCGAAGGTAG
+GAACATATTTGGCTTTGCCATTGCAATCTCATCTTACCTAGAGCTGTTCGGCAGGGTTGATGAAGTTCTC
+AGGTACATAGAATTATCTTCGGAGATAAGACATGTGCATCCAGCTTACAGAAAATACCCAAGAGGGACTA
+ACTTCTGGCTCTGGATTGGAAAAGGAAACGAGGAAGTTTTTGGTTCAGTATTCAGGAGGGCAGACTATGT
+TATTAGAACGAGAAGCCACTTGGGAGATGAGGGGATAAAGAGAGAGCTTATAATCCTAAAGACACCAGGG
+ATCTCTGAAGACATAGTAAAATTCGAGTACGAGTTCAAAGACACAAGACCGGTACTAAAGAGGGTTCTCT
+AATTAACACGTTTATGTTAAAATTAATTAGAAAAACGTATAAATTAGACAATATCATGTTCACTTGGTGA
+AGGTTGGGATGCCTAAGGTAGGGATAATAATGGGTAGCGATTCTGACCTCCCAGTAATGAAAGAGGCCGC
+AAAGGTTCTCGAAGACTTTGAAGTTGATTACGAGATGAAGGTGATCTCAGCGCACAGAACACCAGAAAGG
+TTACACGAGTACGCAAGAACAGCAGAAGAGAGGGGAATAGAAGTTATAATCGCAGGAGCTGGAGGCGCTG
+CCCATCTCCCAGGAGTTTTAGCTGCGCTAACGATGATTCCAGTTATAGGGGTTCCCATAAAAAGCAAAGC
+ACTAAACGGTCTTGACTCGCTCCTATCGATAGTCCAAATGCCCCCAGGAATTCCAGTTGCAACTGTAGGA
+ATAGATGGAGCAAAGAACGCCGCACTCTTAGCTTTGGAGATTTTATCAATAAAGTATCCTGAGATAAAGG
+AGAAGCTGAAGAAGTACAGAGAAGACATGAAGAGAAAGGTAGAAGAAAAATCCAAAAAGTTGGAAGAGCT
+AGGATGGAGGAAATACTTGGAGGGCTAGAGAAGGTGTTTCCTCTTTTCATAATTTTGATCGTGCCAGTCA
+CTACTCCTCGTCCTTAGCTCTATCATGTGAGCAACCATTTCAGCCCTCTTCTTAGCCTCCTGAACGTCCT
+TGTCCCAGGCTAAAACGACTCCAAGCCTCCTTCCAACGTAAGCTTCAGGCTTTCCAAATAGCCTAACAGT
+TGCATTCGGAACGCTCAAAGCCTTAGCCAATCCCCTGAACCTCGGGGAGTATCCTTTAACCTTGGCCTTT
+ATCACGTGAGTCGCAGCTGGAATCAGCATCGGGAATAGTCTGTAACCATCAACCCACTCCCCAGGAATTG
+GAAGTCCAAGGACTGCCCTGAGGTGAAGTCCAAACTCGGAGAATCCTGGGGGATGAGATGCGAGGGTTAC
+CATTCCCGTATCATGAGGTCTTGGAGAGACCTCGTTCGCCCAAACCTTGTCTCCCTTAACGAACATCTCG
+ACGCCGAAAAGCCCTAACCCTCCTAGAACATCCGTTATCCTCTTGGCAATCCTGTAAACCTCCCTCTCAG
+CCTTTTCGCTTATCTCAGCAGGTTGCCAGCTCGCGTGATAGTCACCATCTATTTGATAGTGCCCAACTGG
+CTTTGGAAACGTTGTCACTATCTCCCCGTTCTCGTCGAAATGCCTAACGGCTAACTCCGTAATCTCAACG
+TCGAAGTCTATGTGCTCCTCGACTATTATCTTCTCAGCACTTCCCCTAGCCTTAGTCTTAGCCTCCTCCC
+AGGCCTTTGGAATATCTTCTGGACCTTTAACGAAATAAGATCCCTTACCAGACGAGCTCATTATTGCCTT
+GGTGTGACACGGATAACCTATCTTCTCGCAGGCCTCGTAAAGCTCGTCAAGGGTTGTGGCGTACATGTAG
+CGAGATGTTGGAACCTTAGCCTCCTTGACTAGAGTTTCCCTAAGCCTCTCCCTATGCATAGCGATCCAGG
+TTGCCCTAGCGTTGGGAACTACAAAGTAACCCTCCTTCTCGAATTCGAAGAGGGCATCCAAGTTTATGGC
+CTCAATCTCAGGAATTATGGCATCTGGCTTCTCCCTCTCCACGACGCTCCAAAGGAAATCCTTATCCATC
+ATGTTACCAACGTAGGACCTATGGGCTACCTGCATCGCCGGAGCGTTAGCGTAGCGATCAACGGCGATAA
+CCTCGACGCCAAGCCTTTGGGCTTCAATCGCTATTTCCTTCCCGAGCTCACCACTTCCGAGAAGGAGTAT
+CTTCTGGGCAGAGTCAGTTGTTGCGGTTCCGAGTTCATCACGAGGCTCTATCATATGGATCACCTCAAGT
+TTTGACGTTAAAATGTTAAAAGTTCTAGTTATTTAAGAATTTTTTAACAAAAAGATGACGACCAGACTCA
+TGCCACTTTGGAAATCGTAGTGAGTAATCGACTCCCTTTACATTTGATTATTTTATTTAAAGAATTTAAA
+GAAAGATTTTTATTTTATTATGTTAAACTCAAAGTTGATGATTCCTTATGTCGAAGTTCGGTCTGTGGTG
+GATTGGGTGGAACGGCTCTGACTACGAGTCAAGGATGACTGTCGTAAGTAGAAAAGCCACCGTTGAGGAC
+TTCAAGAAGAGAGGCTTCGATAAGATTGTTATTCTCAGTGGAGAAGGGAGGGGAATTAAGTACAGTGGGA
+GTGGTTACGAAAACGGGTATATGGGCGGGTTGCACTTTGCACAATGGGTACTCTCCGAGATTCTTGGGAA
+TGTGGAGTACTACTATTTCAGCACAGACTTTAAGGTTATGGACATGGTGAGAGAACGATGCCTCGGATGG
+TGAGCTATTTTTTATCTTTCTCGTTCTTATTCCCATAGCATTGGCGGTTTATTCCACCAACGTCCCGGGT
+GTGCTGTACGAGGTTAGATACTCAGTCATTTCGAACGGAACCGTTGCTTTAATCCCTCTGTCGGCCTACC
+AGTACGACTTTCTCTACTATCCAAATAATTCCCTAGCAAGGTTCAGCGAATGGCACTACGTTTTCTACTA
+TAACGGTTCAGAGCTTTACATCCTCAACTTCACCTACGTCTTAGCCCGCCCTCCTAGAATCGCATTCGTC
+AACGGGAGTTGGTATCTGAACATTACAACTTACACCTACTCGGGCATAGATAGTACAATCTACCGGCTGA
+ATCTGAGAACTTTCTCCATTGTGCCTGTAAAAATCAGCTGGTTTAAACTCCTGAGAGAAAACCATGTTGT
+TAGCGAGCTCAACGGCTGGAGAATAATCATTCCAAAAGACTTTCGCCTGTTGGATTCAAATATCCCAACG
+GCTGACGTTGTCATTGCTAATACAGAGGAAAACGCTCGACTCTACTGGGACAGGGTTATCCTAGTGAATT
+CTTCGAAGTTCCCGATTTAAAACTCGAAGGGAGTATTAAGGCTTATTGCCTCTATCTCGAGAATTCTCGC
+GTCCGGCTTCCCCCTTTCGACAACCAAGAAGATAAAATCTGCTTTGCGCATATCACCAACATAGAAGTAG
+TGAGAAACCAGCATCGCGAGAGCGTTTGCATACCTATCCACTGCAATGACTTTGAATGGAAAAACAAGGC
+ACTTATAGCTTCAAGGGACGATGCTCTAGTGAAAGTTGTAAATATAGTGGTGAGACACTACAAGCGTTTG
+GAGACGTCTCTGTATTGTTCTAGTAGGTAGTAGACGTCAATTTCAAATTTTTAGCATTTTTGATCATCAC
+CTTGTCGTTCGAGACTAGAATTGAATCCGTCATTTGCCGTTGCAATGAAGTACGCATCAATAGCCCTACA
+TCCTGTTTGAAGGGACACTAAAAACGCTAATTCGTTCGGATTCTCAATTAATTTCACCTTTGACATGAGC
+TCCCTAATGAAGTCTAAAATATCTTCCCTTTTGAATTTTCTTGCCAAAACGCCCGCTAACTCTACCTTAA
+AGACCTCTGGCTCATAAATCTGAAGTTCTTTTCTTCGACAAGCTTAACTGAATTCTCGGCTAAGCTTCTC
+CTATAGGAATTTTCTAAAAACAAATCCAGCCAGACTGAGGTATCAATCACAATCATCTCCTCTCCTCCAA
+GAATTCCTCAACATCTTTTTCACTTAGCTTGAATACTCTTTGATATCTCTTGATTACCTCATAATTTCTC
+CCTTTCTATTTTAACTCTATTTTAACTATGACCTTCTCACCCTCTCTTAGTTTTAAAGGCTTTAAAGGCT
+TCAGCACTCCTTTCTCATAAACGGCCTCAATAACTTCCATAACCCCACCACTTTGAACCTTCACCTTCAA
+TCCCTAAATTCCTTCCGCTATTCTCATCGTTATCGTGCTCTCAATCAAAGCGGCGATGAGAATCAATACT
+ACTGAAATTGCTACAAGCTTGAAAAACTCTTTTGCATCTTCCTCCGTGATTATTTCTTCTTTTCTTCCTA
+AAGCAAACCTCAAAACTTCGTAAGGAATTTTAAAACCAGCAGCCCCAGCAATTATCATTCCAGGAATCTC
+AAAAACACCATGGGGGAAGATTAGGAGTGGGGTTTTAGGCCCATTTGCATTACGGCCGTCTTAAGCACTG
+CACCGATAACAAGACTATTTACCATTAAGTTGTGCAATGTTGTCACACCAAAAGTCAATGCACCGCTCCA
+TAACATAATTAACGATTTAGCGTTCTTCTTGACAATTAGGAGGAAAATTTGGAACCTTGGCATATTCAAG
+AGTAATGTAGGAATAGTACCTAGAGATTGAGTTAGGGAAATCGACGTGCTAAGAACCCCTAGAAGAAGAC
+CAGCAACAAAGAGTAACATAGAAAAACATATCAAGCGTCTCATAGACCTCATAGCCCCAACTGGGTCTTA
+AGTGCAATTAACACCGTCATCACGGCGAGCGCAGTGCCACTAAGCTTTGCAATGGTAACAGCGTCCGGCT
+CTGGCGGTTTTGCCGCAACGAAGGCATAGAATAACACCGGAGCAGCTAAGCCCATGAATATGAATGTCCG
+GTTGCTGAAGTTCACGACATCAAGTAAGTCAAGCACCAGCATAACGTTGGTTAGCCATACCCACCCGAGG
+AATGCTCGAAAGATGTTCACCTTCGTAAATGTCGACATCGGCATCATCCGTTTCCTCCTGCACCTATTTT
+TGTTGCAGTCCATGACTAATCACTACCAGCGAGTTCCTGTGGTGCAGGAGGTTGGCCTCAACCACCAGCA
+TCATCAAACCCACCGGATCCTCCGTTAGTGGTTCATCAGCCTTTGGGCCGAACGGAAACGGCCCCCATCA
+GGTTCAGGTACAACCCTCCGACGCAATGCGTCGTCATCGAATCCAACCATTAATATACAACATAAGGTAT
+TTAAACTTTTCTAATAAGGAGTCCTAAAACCTCAAAAATTCTGTAAAATTTTGGTATCACCAATACCCAA
+ACGAGAATATGTAACGAAAATATTTAAACTTTCCAAAACTATTTAGAAAACAGCCTAAATTCATGCCGTT
+TAAGATTAAGTTCAAAAGGGGTAATCCTCCAAAAGTTAGTGCATCACCAAAAGAGAGTAGTAGAATACTC
+TTGGTATTTTTGACTAGCATGCGGATAAAGATGTTGTCTATATTATTTTTGGGTTACATTAACATTTATG
+ATATTGCTTTGAGAAAATAAAAATGTTCTCAAGCACAAATCCTATGAGAAACAGTAAGGATCAAATTACG
+TTTTATATTTGCCCCCTCCTTTACTTTAAGACTATATGCAATCCTCCTAAGATTGAGAGAACGGCCACTG
+ATGCTCCTCCAAATTTTGCTATCGTCTTTGTGTCTGGCTCTGGTGGTGATGCTATAAGGTAGAGGTAAAG
+GAAGAGCGGCGGTATTGTGGTCAATGCATAAAACACTATCCCCTTGATTCTTGCTATTCCCAAGACATCA
+AGCAAAGCGAAAGTATTGTATATCCAAATAGCAATGATAAAGACCCAAAACACGTCCCTCTTGGTGATTC
+TCACGTTAGCTCCCTCCTTATTAGGTAAATTAGGCCGCTAGTACTTCCTTTTCAGCTCCAAGTCCCCAAG
+CATTTAATACGAAAACTCTCATTCCCTACACCACATATCTATGTATTTATGAAAGTTAATATTGTTCCCA
+CGACTGCAGATGTCGCCAACACCTTAACCATGAAAATAAGATCAGGCTCTGGAGGCTTTGCTTTCACAAA
+GAGAAAGAAGAACATTGGGAATATTAGGGTAATTGCTTGAAACGTTGAATTGCCGAACTTCCTGATGCCT
+GTAAGGTTGAGAAGCACGAGAAGATTATATAGCCATATTGTGGCAACAAAGGCCAAAACAACATTCTTTT
+TTGTTAACAATGCCATACTACTCACCTGAGCCATTGTTGTTTTCTAATCTATAATGATAAATAAAGTATT
+TAATATTTATAGCCAACAGCAACACCAAGAGGGGAGTTAAGACCGTAAACAATCCTGCAATAAATGTACC
+AAGGAACATCGCGGTTTGATATGTGAATGCTTCCCCAGTAGTGGCATATTTATATCCCCAAGTAGCCCAT
+AACGAAACTTGCCATGTCTCTGCTATTTCTGCTCCTCCAACTATCATTCCAATTGCAATCAACACCAGTC
+CCAACACTAAAGCCTTCTTCCACATTTCAATCACCCCAAGCTCTCGGCAATTTTAAGCGTTACCGTGCTT
+CAATCAAAGCGGCAATGAAAAAAACGAGCTTGAAAACTCCTTTGCATCTTCCTCACTAATTATTCTATCC
+TTTTTGCCCAAAGCGAACCTCAACAGCTCGTAAGGAATCTTAAAGCCAGCAGCACCAGCAATAATTAAGG
+CTGGAATCTCAAAGAGGCCATGAGGGAGTATGAGAAGTAGGGTTTTTATTAAGCCTATCTGATCTATAGT
+AGTTTTAACGGCTGAACCTAAAATCATGCCATTAAAGGTTAAATCCAGCAGAGTTGTCCCTCCGAATGTT
+ATTGCTCCACTCCAAAGTAAAAGTGCAACTTTAATGTTATGTTTGAAGAAGAAGAACAAAAAGCCCGGAT
+TAGAATCATCAAAAGGATCAAAGCCAAAATAAGCGGAATAATCATTGTGAGAAGCTGAAAATAAACCAGA
+AATAATTCCAAAAATAAAGAAAAGCATGGAGACATAAATTAATTTTCAAATCATTTTATCACACCATTCT
+GCATTATGAGTTTGTTTCCTTAGGTTTGCCTCTGTAATGTTTCAATATGATTGCTCCTCCAATGGAATGT
+AAGGCTAAGACTGGCAGGAGTACCATTAAGCCCACTTTTGTTATGTCTTCAGTAGTATAACCCTCGATTC
+TCGTTAAATATAGAAAAATCGCTACTGCCATAATCAGACTAACTGCGTAAAGTATCAGAAATGCTTTTTT
+CTCATCCTTCATTGACCTTAACCTCTTGTTGTTTCTATTAGAGCGAGTATGAGGAGGCTTATTAGGCCTG
+CAACTATGACTAAGCTGGGAAACGGCAACTGAAGCAACTATAAACCCCATACCAAACAGCAACCACCTAA
+TCTTAGACTCCCTGTAAACCCTAAACGCCCCATACAAGGAAAACCCCGCAACACCAAAGAACACCAGCAT
+GACACCAACATGCCTCAAATCAACCATAGAAACCGAAAAAACAACATAAATCAACGACAACAATGCTATA
+CTACTACCAACCCACAACAAACGCCTCTCCACATCCATACTACACACCTCCTCTCTTCATTAGATGCCTT
+TTTTATTAGAATATTTATATTCTACACCATGAGAGGACTTAATTCACTAAGGATCGAAGTTTAATTTAAG
+GCTGGAACTTAGAACTAAAAATTATTTAAGTATAAATACGGTCATGTTGTCCACTATGTCTATGAGTACG
+AAGTCTGGCCACCTTTGAGTAGTTTTACATTTACAGATGTTGTGAATATAACAGAGTAGTATAATAATAT
+AAAGAAAAAAAAGCTTTAGAGATCTATACGAAAGGAACTCAAAGGTACCTTGACCCAGACTCAATATTTG
+CGCTTAATAGGTACCGTGCACATTGGACCCTTGGAACTAAAGATGGATATGCAGAAGTATTCAATGCAAT
+AAACTTGTGGAAACTTAGAACAGAAATACCCTGAAAGTTTGTATCATATTAATATCATAACCCCTATATT
+TCTAACTCATTTTATCCTTCTTAAATCGCTAGATCGACATTTAAAATGGATAATAGAAGAATAGAATATA
+AACTAAAAACACCATATATAAAGTTAAAAATTTTTATCCTCTAGAGAGATGTCTCACAAGTAGGATACCC
+AGGATTAGTAATATCAAGTCTATAGCGCCACCAATGACGTATGAAGTTGGTAGAAGTGACACTTTATCGG
+CATAGGAAGGAATGCCATCCTGATCCGGATCCATGGCCATAGCTTCAGCTTGCTTTGCCAGTTCTTTTGC
+GTTCTCTGCTAACTTAGCTATCTCTATAAGGGAGGCCCCTTGAGATTTTAATTTAGCCTCTTTAGATAAG
+GTCTCTTCAGCTTTTTGGATAAGTTCTTTAGTCTTCCTCACACTAGCAACAACTTCTGGTGTTCGAAATA
+CCCTATAGAATATGTTATCCTTAATTTCTTGAAGATGAAGCTTTGCAGAGTTTATACTCTCCCTAGATAT
+TCTCTCCCACTCTTGGATTTTGTTAACTAGACTAGCTTGCCTCTCGTACTCTGACTTAGCCTGTTGTAAA
+GCTTCCTGAGAGTATTGTTCAGCCAATTTGTAATTTCCTTTCTTGAATTCTTCCCATGCTAACTTTAATT
+TATTGGAAATCATTTCAGGAAGTTTAACCTTTGTACTGAATCCTGCTGACTCCAAGAGTTCTTGAAGCTT
+TTGTTCTGTATACTTGATATCTTGTTCAGCCTTTCTTAATTTCTCATAAACTACCTTCGCTGTGTCATAT
+TCCGAAGAAACAGCATCATATAAACTCATTGCCGTTTGAAGAGCTGTTTTGTAATCACCTGATTCATATA
+AGGAGTTAATCTCGCTAAGTTTGGGAGAGTACCTATTTATATCTATCCCCATTGTCCTGAGTTTATTGAG
+AACATTTTTGATATCGTTAAGTTTATTTTCAACTTCTCTGGCCGTGTTATATGTTTCATTTGCTTGAATT
+TCTGCATTTTGGAAAAAGGTATAGGCGTTTTCATAGTCACAGGATTTCACTGCAGAAAGCCCTTTATTAT
+AGGTTTCATTAGCTTCAATCATTTTGTATCCTTTAGCCTCGTATTCAAGTATTATTGTTTTAGCATACTC
+CATTTTTTCCCGTACTTTTTTGTACAGTTCAACAGTTTTGTTTACTTTCTCTAAAACTTGAAGATAATAT
+TTATAAGCATCCTCATATTTACCTGCAAACAAAGCTTTATCACCAAGTGTCATAAGACTCTTAATGTCTT
+TAAGACATATTTCGGGATTTTGGGTTTCAGCAGAATTAATTTTCTCTCTTGCAGACTCACGTGCATTGAC
+TGCTTTTATGTACGCTGCTTCGATGCTTCTTGCCTTTTCAATGGCTTTAGTTGCATAATCCTTAGCTAAT
+GCAAACTTTCCAGCCTCAAGGGAAGTCTTTGCAGCTGATAAGTATTCCTCAGCGTCTTTCAAGTTTATAC
+GTGGATTAGTGTATTTATCTTTGAGATTTTGAATTAATTTTTCGGCTTCTCTAAGTTTTTCTTGGGCCTC
+TCCATAACCTTCCATCAGTTCATTTAGATAAGATAAAGCCTCCTCAGCTGCATCAATTGCACTTTGCCAT
+TTTGCCTCATAGTAATATTCCCAAGCGTTGTGTATCTCAGCTTGAGCGCTCTTATATTGATTAGTACCTT
+CATGTCCAAGCTTCTTAGCCTGACTAAGAGCTGACTCTGCATCACGTATCTTGTTATAGGCTTCTAGAGA
+CAACTCCAAGTCATTGTTAATTGTCTCCATGATTTCACTTGCTATTTGAATAGCATCACAATAGTAGCCT
+GCATTGTAATTAGCCTCCGCGTCCTTAAGACGACTTTTGTAAGAATCTATTGGCAAATAGATTCCAAGCT
+CATTAGTTTTTTGTTCAGCATCTTTTATTGCATTATTCGCTTTATTTATCATGGCCTTCGCAAGTTTAAG
+CATGTTAACCGATATGGTAACATCTACCTTAGACATGTATCCTGAAGTAAAGACTTTACGAATTTTCATA
+AACAGGACTTGAGACAACCATTCAGTCTTAATATTCCTTCCATATATATCTATTGGATCTGTATAGTCCT
+TATCCTGAGTCACCGTCACCACGAGGGTATAGTTTGGAATTGGATAGTACAAGCCTGTTATTTTAAAGAG
+GAGTCTTATATTATCCCCATCAGTGCTCACATCTGCAAAGGTTAACTTAAAAACCCGACACGATAGTGGA
+TGCTCAATTGAATCTCCAAGTCTTATGGTATAGTCATTTTGCTCATATATTCCAGCACTAACGCTATTAT
+ACACTATGGATCCATTAAGGAGTAGGAGGAAAAGTAAAATTAACAATACACTAGGAACTCTCATGTTCAT
+TCTCCCCCTTTATAATTTTTAGGGCTTCTATCAGATAACGAAGCATATCAAGAGGATCTACCTGTTTCCC
+ATTTACCTTAAGTATTTCCTCGGAATAGCTATCATTTAACTGTCGAAAGACCTCTGAGAGATTTGGATCA
+TTTATCATCTCATAAATAAGTTTAAATAAGTTATCTCCATCTTTTTCAAGCGCCCACTTCTTGAAATTAT
+ACCTACCTTCGGATTTTACTATCGTTTCAAAAGACTGTTTAAACGTCTTGTACCTTGTTTCGAGAGACTT
+AACGTCCCCTTTAACTTCATTAAGCATCTTCTTAGCCTTAATGTAATCTTTGTGATTTATAAGCTTCGAT
+ATCTCTGATAATTCTGCTTCTAATTCTACTGATTCGTTATATATTGAACTAGCCTGATCATAAAGCTCCT
+TAAAGACCGTGATGTTCATTCTATCCACAATCGCTTGATATTTAACACTTAAACTTAAATTTAAGCTTGC
+TTTCTTTTTGATGTTATCATAGACACTTAGAAGATCTCTAAGGTATTCTTTTCTATCATTTAAGTACTCG
+CTTATATTTGTAATTGTTATCCTTAGATTATTAACCTCTGTTGTCAGGTTCTTCTCAATTATATGTCCAA
+AAGTAACCTTAAACTCTTCCAATTCTTTTTTTAATTCATTGTTCGTTTTGTTTAATTGTACTATCCTTTT
+TTCTAACTCATTATTTTCTTTATTTAATTTAGTATTTTCACTCTTCAATTTCTCATTTTCTCTTTTGAGG
+AACGTTATATTATTCATGATCTTGTTATAGCTTTCCCTGTACTTTCTGTACTCCCTGTCATAGATAATCA
+GCAAGTCCAGTGTATAGTTCAAAAACGTTGTGATATTATCTCGGGATATAGTTCCATTCATAGCTAATAA
+CGCTTTATTGAACTGTTTCCATGCTCCAGTTAAATCTTTATCACCAACTCCCAAAAACTGAGTTTTCTCA
+AAAAACTCTCGGGGAACTTCATACTCTATAGATGCTAAATTTGTTTTCTTAATAAAAGGTATTGGAATGG
+TAAATACACTTGCAATAACAACTCCTACAAGAAGACCGATTAACACCCCACCAAAGAGAACCCCCCAGGG
+AAAACCTTCTTCTTTTTGAGTTTTTCTATGAATCTGGGTCTCTCTTCTGGGGATATGAGAGTACTTTGAG
+AAAACAATGCATATGCCTTCGAACAGCCCAGTTGGACAATTTTCTCCGAGCCCAATGAAGATCCTCTCAT
+AAGGTATCTTACCCTCTATTGAAGATCTTATGATATCTTTTAATAACATAGCCTTAAAGGCCACATCGTT
+CAAAATTTTATGAAGAGTATTTTCAGGTAAAGGGATCTTTATATACGTATTTCTTCTACCCCCCATTAAT
+ATTTGTAGAACCGTATTACGTGCAGAGGCCATATTACTATCATAGGCTCCTGACCTTCCTAAGGTAACCA
+TGATATTTGCACGAGTTAGCGCTTTTTCGACAGCATTTTCAAATTCAACATCTATAGAATCCATAATCGG
+TTTCACATTCGGGAATTCTACTAAAATTCCAATTCTCCTTTTATTCAAACCCTCAAAAATTGAGATCACT
+AGGTAGTGATTCCCTTCAATCTTTTTTATGTAAAGCACTGTTTTTCTCTTGAGAATATCATTAAGCTCCC
+TATCTGAAATTATCTCCCCCACACCGTATTCATCAATAACGTTTTCTTTAGAATCCCCCTTAAGGACATA
+AATTGCAAATATTGCCTTAAATGACTCCAGTTCATCCCCCTTATCTACAAACCAAATTCCAGGTTCATTA
+GATGCTGACACAGAAAAGAATATCCATTCAGAAGTATACTCTAGTAATGGATAAAGAACATACAATCCAA
+TAATTGAAAGTCTAATTCTATGATCATCAAGGTCATTGTTAGATATCCTCTCATCGAGTTCCACCTTTAA
+ACAGCTAGGAGGTTTAACTTTGAGGCTTTTCTCCCTCTTAGCGATCTCTACTATAAACTGTGCATACCTC
+ATTATTTCCTCCCTACATTTATCAAACGAACTTAAGTCAATAGAATCAATGGAAATATCTAAAAATACCT
+TCCTATCAACTTTAGTTCTCATAAATTCGCTGATTTCTTTGAGTGCAGTCTGATATTCGTCAATGGAATT
+AACTTTTAAAAAGAGTATTAGTCTTTCTTTTCTTGGTTCTCCCTCGAACCTACCCAAAGTTCTAAGACCA
+ATAAGGATCTCTGTTACCCCCTTTTTAAACGCTATGATTACGTTGTTCATATCTATTATACTCGTCATAT
+CTCTGAACTTTGACATTTTGAGGGAGTCGTATACCACATCCCCTGAAGTTGTATAGATTGCGAAACTTAC
+CATGAATACCACCCCCATAGCACGTTCTCAAGGGGTATTCCCGAATTAGTGAACCAAATAAATCTCAGAC
+CACCTTCATTTGCCTGAATTGAATAAATAACCGGGATAAAGAATAATTCCCTATTTCCTCTCTTAAACAT
+AATTTCAAGGATTTCGAAGGATGACTCAGACATAATTTCAATGAAGAATGGAAGATAGTACACTCTACAT
+GCCAGTCCAACATAATCATATTCGTTTAGAAGTGGAAGTTTTATTGATACAGTCTCTCCTAAAGTAATTA
+GCTTATTAATGATATATCTCACGAGGTTTCTCTTAATTTTCTCAAGTTCTAAAAGCAGGTCTTCAACATA
+ACCATTCCAAGGGCAATCAATTTCCATTTTCTCGGCTATTAAGAATCCCACCTCTCTAGCCTTAGCTATA
+GCATTCTCGATAGATTCTCTATGTACCTCCACCAGACGTGAAACATTGTTTCTGATGTCATCAACTGTAA
+TGTTTGTGATTTTATTTATTAACAAACCATGATCAGTTCTTGGCTCTCCAAAGGCCCTTAAGTTAACCCT
+ATGAACAAAGATCAACGATTCAGTATCTGGAAAATAGTCTATATAACTCCTTAATCCATAGAGTATGAGA
+GAGAAATAGAAATCCCTAGACTTAGTGTTCATATCGGGTATCTCATTGAATATTTCAATTTTATTACTTA
+AATATAGGGCTAAATAACTTCTCATAATCCTACACCCCCAAATATATTTTACCATCGTCCGAAAACCATA
+GGCTTGGATATGGAGGTGATTTTTTGAAGTAACCATAAACAGGAACCTTATACGGAAGCTCGCGATAGTA
+AAGCCATGCCATAAACACTGCATCCAAGATATCCATATGTTCAAATTTAAATCCAGGAATTTTAAAACTC
+GCTGGCTCGCCTTTTAAAATACTCTCAACTGTAACTTTCCCTATTATATCTTTATTCTTTTCTATAGCAT
+TGAGTGCCATTAAGAGTTTTTCTTTTTTCTTATCTAGAGCTATCTCAGGAACTTCAATCTTTTCGAGCTC
+TTTAGAAATGATACCTATCCTTCTAGATATTTTTAAAACATCTTTTAGCATTCCAATAATAACGGAGTCT
+GGATCTTTTTCGAATGAATAATCCTTTTCCACCATTAAAAAAACATAGAGATTGCCCTCAATATGAATTA
+TAATCCAAGTTATTTCTGAGTCTTGGAACAGTAAAACTTTTGGTTCATAAGATGCGAATTTCATGAATTT
+TTCTAATATAGTCCTTTCAAAGTTAGGACTTTCATATAGAACATTTACTGTCGCTCCTCTTAGCTCTAAA
+ATCGCAAACTCCCCTATATTTCTCTTAACGAATTTAAGGATACCCCTTATTATATTAGGTGGATTAACTT
+TAGGAAGCATGAATCTAAACTCAAAAAATTTATAAGAAGGTCGTTGGAAATGCACCGAAGCTGATTTAGT
+GTCTACAGGACTAATTTCATTTTTCCTAATATCTTTGCGTATCTTTTCTCCTTTCTTATGAGAAATTTTC
+AACATCGTTTCTTTTCTGAGAAACTCCTCAATAGGAGTACCAGCCGAAGATAACCAAATTATATCTCTGT
+CTAAGAAATATCTATAACTATAGGCGAATCCTTTAACACCTTTAGGATAGAAGTATTTTGCATAGATATA
+TATTGCCGCCATTCTATGAGCTAATGATGGATAATCAACTTGATTCAAAGTTGGCAAACTTATATTGACA
+TAGAGTCCAGCAAAATAGGCATCAAGTATTTTTGTTAATGCATTCTCTATAAGTTTAATGTCTTTTTCAA
+ATTTTTTTAACTGAATTTCCTCTGGAATATCTTCTAGAACTAGTATTTTCCTTTTTCTCAACTGATCAAA
+GACTTCAGAGTATAGCCTTCGAATAAAAAGTTCTTCTCTGTTAAACTTACCAAGCTTTACAACTAGTACT
+CCTCTTTCTCTCCTGGGCTCTCCAGGCAGTCTAATTGTGTCAAATCTTTGAATAACTAAATTTGCCCCCT
+CTATATTCCTGATGAGCACCCATATTCCATAAAGATCAACTATTGGAATAAATTCCATTACAAATTCTGG
+AATATCCCAAGAGTTCGATGCTATCAACTTTTTATCAGCTGTAAATAAATAGTAATTAATATCAATCATG
+GTAGCACAACCTCAGCTATTAGTCTAGACATATTGTCTTCCACTTCCCACTCGACAATTTCATCAATCCC
+ATATACTTCCCCTATTACCTTTATTGGATCAAGTTTTGCTCCTGAGAAGAGTATTCTATAATTAGACTTT
+GGCATTGCTAATCTTAAGACCTCCCTTACGTACTTTTCTAAAAATCTCTCCCTATTCTTTTTGTCTGTTA
+AGATTCTATCACCCCATAAAAGGGTAAAGATATCTGATTTAGTAACTATAACTGCAATATCTTTACCTTT
+TATGAAGTCATCCTGAAGAAGTTTAAGGTACACTGCGACAGAGCGAATAACATTTTCTTTACGTTCTAAA
+ATTTTCCTTAGATGCATTGGATCTTCAATTTCACGTAGTAGTTCTTTATATCCCGGCGGTATATCACTAG
+AAGAAACTATCTTATTTACAGCTTTTCTTATAACCCCTCTATTTCTTTCTAATAATTGCTCTATTTCACT
+AATTTTCCTAGCAACTTCAACAAGTTCACCAGACCCAGTTATAGTGGCTTGCTGGAGCATTGTTGCAAGT
+AAAGACTCTCCATCTACAAGGACACCTATCTTCTTGGCATTCTTAATTCTGCTAAGAACAAAGACCGAAA
+CTAGTAGAGGTTTATAATTACTCATTACTTTAGAGTCAAAATTGAAAATTCTCGTGTATTTCCTAAAATC
+AAAATTTAGGTCTCTAAGATCATTAATTAACATATTTATGTATTTTCTTATAACATTTTTATTTTCTTTA
+ATATTTTTTGATAATTTTGATAATAATGTCTCGTCAATGAAATCTACTACTCCTCTCTCCAGAGCATCAT
+TTAAATCTTTTGCTAATTTATCAACTTCTCTCTTGATATTAATTGGATTTTGAGAATACTTACCCAAGTA
+GTCCTCAACTTGATCAACAATTTCACCTGCATAATCTGTAAATTCTACTTTAGCATAAGGTATTCCAAAA
+AGAATCCTTGACTTCCTATCTTTATATATCTTTAGGGTATATAGGGAAAAACTTCCAACTTCTGTACCTA
+TCTGAGATCCCATAAGGGCCCTAATAACTAATTCATTAAAGATCCTCTGGAGGTTTTTGTCCCTAAATGT
+TACAGCAGGGAAAACTTTTGAAAGAGCTCTCCCAATTACCCTCATATCATCAGCGATCATCCTTAAAATA
+TCAGACGGAGACGTCATTTTTCTTATTCCTCCAATGATAAACGGTGTCTCTGCAACATATTCCCCTTTTC
+CATATTTGTTAAGGTACGTAAGGTGTATTAAGGAAAGAAATGTCTTACCACTCTTTCTAGTTCCTATAAA
+TATAATCGGAACCGATTCTTCTGACATTCTGGTATTCATGACCTTCCAAGACATCATAAATACCACTAAT
+AACACGAGAGTTGATGTTATGTAGATATAAAGTGCATTTGAGGAAGTATATGTTCCATTTGTGATTTCGT
+TCCAAATTCCAGCTGTAAGTGGCCATAATAGAAATGCAATCCACGTTGTAACGATTAGTTTTGCAATTTT
+GATATAAAAGGAGTATACCCTTTCCGAATTGGATTTCATTCCATAGAGGATCAAAATTAGAGATATTCCG
+ACACCAATTACAATCCCAGTGATCCACCATAACCACATTTCCTTAAACATGTCTCCCCTAATTCCTATGA
+TTGAGAGTTGGAATCCAATTACAAGTCCAGACAACTTTTTAGAGGTAACTTTAGGGACAAAGAGCATTCC
+GATTCCAATTCCAGTAGATAATCCAAAAAGAATTGCAAATACAAAGCTGTCCAATATGAAAGAGTAATCA
+TTATACACACTTTCAGCATTGTTAGCATGAATTATATTTCCTAGCAATAGGGATTTTATGAGGAAGCCAA
+ATAGTAAACCCCATCCAAAAAATGCTAAAAAGGGAATAATACCAAAGCTTCTATACTTCACTGCTCAGTA
+CCTCCTTCTCTTCCTTCTTGAATAATAGATACCTTTTCAACGTACTCTTTCATTTCTTCTCTAACTTTCT
+CAATATTTGTTTCCTTGGCCAACAGAATCGCATCTTCAATTTTTATTGGCTTCCTCTCTATGTACCAACC
+ATCTTCAAGTTTGTAAACATGGTGGAATATTTCGCTGTTAAGGCCTTCTTTCTTTTTATTGAGATAGCTT
+GCATAGTAGCTTATTGGATCTGAACCTATTGAGGCTGATGTTCTTGAGAATACACCGTAAATGTCTTCAA
+GGAATACGCCAGTGAATATTAATGTCACTGCTATATCCCAGGGGCCAGAGATATCCTGATAATCAACTGC
+AACCCTCGGCATTCCTGCTCCTGTCATTGGACTAATATCTAAGTCCCTACTAAGCTTCCTTGATAATTCC
+TCCTGGAAATTCTTGTTAAATATTTTCTCCCTGAGAACTTCACTATTAACCCCAACTGTATTTATGAATG
+TGTAGACTCTGTTTACTTCCCATCTAACTGGAGGTTTTATTTCAACGACCTCCTTTGATGGAACTATAAT
+TCCGGAATATGGTGGAGATGTTAACCTGGATATTAGCTCCTCCAAATAGTTTCTAAGCTTTTCAGCCTCT
+TTTTGAAGAATATTGCTCCCCGCAAGTTCTGAGAAGACCTTTGCTAGATTAGCACCTTCCATTCTTTGTA
+CAACCCCGACTATCGTCGGATCTGGATCATATATGATCTTATAGGTTTCACTTTTACGTGAGAACTGTTC
+TCTTTCTTCTAGGGCCTTATCAAGCTTGTCGAATTGAGATTTCATATTTCTCTTGATTTCTGAATATTCA
+TCTATGAGATCCCTTATATCCCTGATATTATTTTCTATCCTAGCTATTTTCTCCTTGAGTTGGGATAATT
+TCTGAACGTTTACCGAAAGCTTATCTATCTCTGACTTCAGTTCATGTTCTCTAGTTGAGATCCCTTTGTA
+CGCTAATAGTTCTCTGAGAATTGTCTCTTCGACTGAATGCAAGAACTCGTTATAATCCCTAGATTTTTTA
+GCAATGTCTTCAAGGGATATATCGAGATCCCCTAGTCTGATGTTATCGAGAGTTTTAACTTCTATATTCG
+TCCCTATTCTACTTAACTCCTTCGATACTATTTCTCCTATTGTCGAAACTATGTTAATAGCCTCAACACC
+CTCAACTATTCCCATATTGCTGTGAAGCATAATATATTGTGGGAATCCTAAATTATTTAGAAGGTTTGAA
+ATTCTATCCTCAGCATTTTCGCATTCATCCTTATACACCCTCGCTTTTCCAGTTATTTTCTCCACAAAGC
+TAGCATGTCTAGACTTATAGCACCAGTATTTCTGGTTGTATATTTCTATTATTATCTCTGATATTTTCTC
+TACTTCTCGGACTAGATCCTTGAGAATTTCTGAGAACAAGGGATTATCTCCAACTTGACGAATTATTGAC
+TCTGCTCTCTGTTTTATCTCCTCAACGATTGAATTTATTTCAGATTCAAATGCTTCAGGAGTTCCTTCAG
+CTATATCTTCTTCCTCTGCAACTATTATATCATTTGATACTTGAACGAAGTGTTCAATTTTTGAGTTTAG
+TTCTTTGAGAACTGGAAGTACTCTGTTAAAGACATCAAAGATTGTATAATACTCGGTTAGACTTGGGCTG
+ATCTCTGAAATTAATCTTGCAACTTGAGATGTATATTGACGTTTGATTTCTTGGAGTTCATCGAATTCGC
+GCCTTAATTTCCTTAAAGAGGCTTCATTTTTATTTATTAAATCATCGAGGTATTCTTTGATAGTGAGCAA
+AACCTTAAGAGACTGTGGGGAAACTTCTAGAGTTACAAGATCTCTAATTAGGCCTCCAAAATCTGCCGTG
+AATTGAGAAAGTTCTGGACCTAGTGGTTCTAGTGTTACCATATGAGCTTTTTTAATTTGATATATCATCT
+GCCTTATATTCTGCAATTCAAGCTTAGCAAGTTCTAAAAGCTCCTTATCTGTTTCATTTTTTGGAGCTGT
+AACCTCGGTCTTTAAGATTGCAGCTTCCAAAGATGATAAGTACTCTTCAAGCTGATTTAAATTCATTGTG
+GAGATCTGATCCCTAGGAGTTAGTACGTGCTTGCTTATTGCCTTTTCTAGTTGAATAGGAGTGTCATATT
+GGAATATCCTTAAAATTCTATTATCTATGAACGTCTTGAAGAATTCTGCAATTCTATTTCTAGCGATTTC
+AAGATAGGGCTTAAAGATATTTATCTCATCTTTGAGTTCTATTAATCCCTCACTTTGGAGGGTTGAGAGA
+AAACCGTCAAATTGTTCACGAATCTCTCTTTCCTTATGAATACGAGTCTTTAGGTAAGCAAGAGCTGTGT
+TTAGTAATTCTTGGTTCTGAAGGATACCTTGGATATCATAAGTTAATATTCCAGCAGTTGCCAATACAAA
+ACTACCATATGGCGTTCCTCTAAGATCTCCCTTATTTCCAGCTATGTATATATTTAAGAATATGTACGGG
+AATATCTCCTCGAACTCTACAGGTCTTCCCGGTCCCCAGGCATTCGGCGTGGTTTGAACCTCTGTCGGGG
+CAATTGTTGCAAGAACAACATTGGAGAACAATCTTTCTTCATGTTCACCATGAAGCATGAGATATTCTAA
+TTCAGAGACTGCGACAAAGGCATTAGCTTTTGCCACTTCGTCCTCTTTAAGTGAGGGCAATATCCCAAAG
+AGTGTTATGTTTGCATCTCTCTTTGAATCCTTTAAATATTTCGCTAAGTCTATGAACAGGCCAGAACCCG
+TTCCACCACCTAAACCGACTATCATGGCAACGTTAGAAACCTTGCCCCTAAGTTGGAAAATGTCAGCAAC
+TATTCCTTCAGCGATGGCCTTGTACAACATAGCTTTAGTAACTGCTCTTCTACGTAGAGTTCCAAAATCA
+AAACCACTTGTATAAATCTTTAACCCTTCAGTATAATCAATACCAAATTCATTGTCATAAAGCCACCATA
+CCCTAGCAACACCTTCTTTGACCTTCCTAAGAAGATCTAAGTCATAAAGATTATAGGGGTTGGTTATATG
+CAGATCCTCTATGAGACATTTAAGAACGATATGAACATTTTTTGGAACTTTCATTTCCTTTGCTATTTTG
+TCAATTTTCTTTTCAATTTCCTTAAGGGCTTCCCTATCCTTAGACAACTCAGCTCGTGCTGTATCAACGA
+TAACAAAAGTTACCCTTTCGTTTGACTCCTTGGTGTACTTTAAGAGTTCCCTTATGAACCATTCTTTCTG
+AAGCATTGAAAAGATTAAAAGTTTACCAGCTCCACCAACCCCTATAATAACATCTGGAAAAGTTTTTACA
+GTAGCATTTGGCTGAACAGCCAATATATTCACCCCCTAGTTTCATTTTTTCTTTATTTTTGTTTTTCTCT
+TATTACATTCGTCCCATCCTTTCTTATATCCCCTATTGTGACCTATAATATATCCAATGAAAACCCCAAT
+AATAACTCCAATTCCAATTCCAACAAACAAGTTTTTCTGTGCTTTTGATTGTGTTTCCTGTAGCTCTTTT
+TGAGATAAATTAAGAGCTTTTTCGCATTCACTTAGCTTCTTAGCGGTAGTAGGATCATAATTTTTAAAAA
+TTGGCATTAAATCATTTTTTACTATATCAAAAAGACCATAATCAAGCATTTTAAGAGCAATTTGCTTAGC
+ATCTGTCGCATTTAGTGAATTAATCTCATTTATTAGTTGATCATACTCGGGATTTTTAATCTTAAACGGT
+GTGAAATCCTTATCAATTTCAGGGCCATCTTTAGTTGACAAATCTTTAACCAGATAATAATAATGATCAC
+TTGTATCAAAGGATTTAAGAACAAGAACCTTAGTTTCATTTCTTGCTTTTATTGAAACCTTTTGAATAAT
+AACACCACTTGGAACGATTCCATGGATCGGTATTTTAAGAGATTTTCCCCTAAAATTGCCACAGATTAAA
+ATACTCTTCCCTTTTGGGCCCTTTTTTATAAATGAATATTCAATACCTGTCAAATTAAAGATATCCCTAC
+CTTTATCTTGGTCTAGATCAGTCTCTATATAGATACATTGCCCCTGGATATCCGAAATCTCTAGCACAAA
+ATCGACCCTTGCACCACTTTCAATCTTCGATGGTAAGGTAATGTTCGTCTTCAGTACTAGTGAAGATACG
+GGCGCCGATAGAAAGCCTATTAAAAATAACACAACAACTATTATACCTTTCTTCACGTTTAACACCTCAC
+CAGATTATCTTAAATCACGTATTATTCTAATCTATCTACTTTATGTTAGTATTTAAAAATTTTGTCATGG
+CTCTCTCAAATGTATTATTCGTTTTTGAGCAGGGCTCTATATTAAAACTAGAGTTGTAAGTTTTTATGAT
+ATGTATTGAGCATGAAAATATTATTTGAAGAATTAATTACTAATATAATTAATAATTCTTAAAACTTGTT
+TTAAATGAACTACTTTAAAAACATTAGTAGCATCAAATTTTACTTCAGTTAATATTAGACGCTCAAGTAA
+AAATATGTCCAAAAACAACTTTATATTCAGTTTTTTGCCTTATAAATGACAAGTCTTTTAAGTTAAGAGT
+CAGATGTGCTCTCGGTGATAAAATGCTAACCTATGCACAGGCCGGGGTTGACGAGGAGAAGACTGCGAGA
+GCCTTAAGGGAAATTATCAGAACTGCGAGAGAAACTTTCAAGCTTAGAAAAGGGAAAGTGGGAGAACCTG
+GAGATATAGGACACTATGCAGCCCTCCTAGACTTCGGAAACTTTTACCTCGCAATGACCACCGATGGCGT
+TGGAACCAAAGTTCTCGTTGCAGAGGCCGTTGGTAAGTTTGACACCATTGGAATAGATATGATAGCCATG
+AACGTGAACGATTTACTCTGCGTCGGAGCTGAGCCCTTAGCTCTAGTGGATTACTTTGCAGTAAAAGAGC
+CAAACGAAGAGGTATTCAAGCAGGTAGCAAAGGGACTCTATAAAGGTGCTGAAGAAGCTGGAGTAGCGAT
+AGTCGGAGGGGAAACGGCAGTTATGCCTGACCTAATAAATGGCTACGATTTAGCTGGGACTGCAATAGGA
+ATCGTTGAGAAAGGTAAGGTTATCACTGGAGAGAGGATAAGGCCTGGAGATTCTGTTATAGGAATTTCAA
+GCTCTGGGATTCACTCGAACGGCTTAACCTTGGCTAGGAAGCTCCTAATTCCAAAGTACGGTTTGGATTA
+CGAATACGAGGGAAGGAAACTGTGGGAGTGGCTCCTAGAGCCGACAAGGATATATGTTAGGCCAATTCTA
+GAGCTAATTAACAGCGTTGAGGTTCACGGCTTAGCCCATATAACCGGGGGAGGTTTGCTAAACCTGAAGA
+GGCTAACAAATTACGGCTTTGAACTTGAGATGCCCCCAATAGAGGGCATATTTAAGCTTATTCACGAGAA
+CGGAGTTCCCCTAGATGAGATGTTCAGGGTTTTCAACATGGGCGTTGGCTTCATCGTGGTAGTCCCCCAG
+GAGGAGAAGGAAGAGGCTTTAGAAATCTTGAGTAGGCACTATAAGAGCTACGAACTCGGAAATGTGACAA
+GAGAACTTGGAAAAATAAAGGTAAAGAACTACGGAATAACACTCTAGAAGAATAGTATCACGATGTCGTC
+CACGACAGCCGTCTCTACCCTTTCCCCTTCGCTGAAAACTTCCTTCTTTATCATTACGTCTTCCTTGGTT
+AGTTCAACTTTTTCTCCGTCTATTTCAAATTCAACTTTGCCATTCTCCTTAATTTCCCTAGCAATGCTCT
+CGGCGTTGTTCTTTAGATGCTCAACTATCCTGGGAACTAGCTTTCCGTACCTTGGACCTATTCTCTTGTA
+GTTGGGCTTAACCTCCACGATTCTCTCCTCAAGCTGGGGCTCCCCCTTGAATATCTCGAGCTTTTCAATG
+TTCATCGTTCCAGCTATATCCTTTTCTATTAACTTTAGGTCATCGTAGCTCTCCAACGCGTATATTGCAA
+CGTGCTCTAGCTTAGCATTCAATGGCATTCCGTGGGAGTTCTTGTACTTCCTCATCTCGCTTACGACCTT
+CCTCGCTAATTCTCCTAGTTTCTCAGCCTTCTCATCTATCCTATCCTCCCTGTACTCTGGCCAGCTCAAC
+AGGTGAACACTCTTCTCGCCTATCTTATCCTTGAACATTGCATGATAAATCTCCTCGGTTATGTGGGGAA
+CGAACGGAGCTAGCAGTAACATCACGTTGTAAAGCAACTCATAGAGCGCAACCTTCGCTTTGAGCTTGCT
+CTCCTCATCATCCCCGTAGAGCCTGTACTTTACCATCTCTATGTAGTCATCGGCCACCTCGTGCCATATG
+AAAGTCATGAGCTCCCTCGTTATCAGGTTGAATCTGTACCTCTCGAGCTCCTCGGTTGCGAACTTTATTA
+TCCTGTGGAGTCTCGAGAGTATCCACCTGTCGAGGGGTTCTAGCTCTATGTCCTTGTACTTCTCGTAGTC
+GAAGTCCTTGATATGCCTCTCGGCGAACCTATAGATGTTCCAAACCTTCTGAAGGAAGCGGAAGTTATAA
+TCAACAGTCTCCCACTTGAAGGGATGATCTTCCCCAGGAGGAGCTAAAGCCGTCCAAAGCCTTAGGGCAT
+CTGCCCCGTACTTTGGAATTACCTCATCTGGAGCAACGACGTTTCCGTAGCTCTTGCTCATCTTCCTTCC
+ATCTGGCCCAGCGACCATTCCGTTGATGACTATGTCCTTCCAGGGCTTCTTTCCAGTTAGCTTGAACGTC
+CTGAATATTGTGTAGAAGGCCCACGTTCTAATTATATCAGTTCCCTGGGGTCTTAACGCGGTTGGGAAGT
+TGTGCTCGAACCACTTCTTGGCCTCTTCATCTCCCTTAATCGCCTCGTGCCACCTAGTGATTATCAGTGG
+AGTTATGCTTGAGTCAACCCAGCAATCCAGAACATCTGTTACGGGCTCTATTTCAGCGCCACAGACTGGG
+CACTTCTCAACAGGTGGCTTGTCGAACCTTGGATCTACAGGAAGATCTTCCTCCCTGGCAGGAATTATGT
+GCCCATTCTTACAGACCCAGAACGGGAATGGAGTTCCGAAGACCCTTTGTCTACTTATCACCCAGTCCCA
+GTCCATGCTCTCGGCCCAATCCTTGAGCCTTAGGAACATGTCTTCGGGATACCAGTTGATTTCCTTGGCA
+ACCTTAACGATCTCATCGGTAAAGTCCTTCACCCTTATGAACCACTGCTTCTTGGGAAGTAACTCAATAG
+GTGCCATACAAGAGCTCCTCTCGGTGTGCCTTAGAACCCTGTGCTTTATCTTCTCCTTCTTGTAGAGCAG
+GCCCATCTTTTCTAAATCTTCAGCTATCTTCTTTCTGGCTTCTTCAACCTTAAGTCCTGCGTAAGGGCCA
+GCGTTTTCGTTCATCGTTCCATCTTCATTTATCGCTATTATTACGGGTAAATTGTAGCGCTTCTGCCACA
+CTATATCCTGCTCATCACCATAGGTACAGTTATAAACAGCGCCGGTTCCGAAGTTGGGGTCTACATCTTC
+ATCGGCCAATATTGGAACTTCCCTCTCGTAGATCGGTAGCTTAACTTTCTTCCCAACCAAGTGCTTGTAC
+CTCTCATCGTCTGGATGCACAAAGACGGCGACACAGGCTGGCATAAGTTCTGGCCTAGTTGTAGCTATCG
+GAATGTAACCGGAACCGTCAGCTAGGGGGAGCTTTATGTAGTACAGGTAACCCTCTTCCTCAACGTAGCC
+AACCTCGGCCTTTGCTAAGCTAGTCCTACACTTTGGACACCAGTAAACTGGGTGCTCTTCCCTATAGATT
+AGGCCCTTCTTGTAAAACTCTAGAAGGGACTTCTGAACGGCAGCCTTGTACCAGTCGTCCATGGTGTGAT
+ACTCAAGATCCCAGTCAGCTGAATAACCAATCCTTATGAACTGTTTCCTCATCGCTTCAATGGCCTGCCA
+AGTCCACTCAACGCACTTCTTCAAGAACTCCTCTGGTTGGTCCTTTGTTATCCCGAATTCCTTCTCAACT
+TTTAGCTCCGTTGGTAGTCCATGGTTGTCGAAGCCTTGTGGGAATAGGACGTTGTAACCCCTCATCCTTT
+TGTAACGAGCTATTATGTCAATCCATGTGTGGCTTAAAACGTGGCCTAGATGCAGCGTTCCGCTCGTGAA
+CGGTGGTGGTGTGTCAATTGCATAGCTAGGCTTATTCTCGTCTAGCCTATACTTGTATATCTTTTCTTCG
+AGCCAATACTTCTGCCACTTTGGCTCTATCTCATTTGGGTCGTACTTCTTGGGTAGCATAGTCTCTCCCT
+CCTTTGCTTCTGCTTAAAAATGGACTAACAACTAACCTGGAAAGGGCTGAGAAGAGGGTCATGTTAAGCA
+TTTCGGTGGACGATATGCACCACCAATTATTAAGAGCTCAATGGAAACTTAAAAGACTTATCCTTGAATC
+AATATTCACTATTTGGTGATGGGTGATGGAGCTCAAGGGAAAAGTAGCCCTCATAACTGGTGCATCCAGG
+GGGATTGGGAGGGCCATTGCAATCGAGCTCGCCAAGAGAGGAGTAAACGTTGTTATAAACTACAGAAGCA
+ATGAAGAGGAAGCAAAGAAGACGGAAGAGTTGTGCAGGCAATATGGAGTTGAAACTCTACTTGTGAAAGC
+AGATGTAAGCAACAGGGAGGAAGTTAGAGAGATGGTAAAGAAGGTTATCGACAAGTTCGGAAGAATCGAC
+ATCCTCATAAATAATGCCGGGATACTTGGAAAAACTAAAGATCCCTTGGAAGTAACGGACGAAGAGTGGG
+ATAGAGTAATTTCAGTTAACTTAAAAGGAGCTTTCATAGTGACCCAGGAAGTCTTGAGGTACATGAAGAA
+GGGGAAAATAGTGAACATAGCTTCTATAGCTGGAAAGGATGGAGGAACCGTGGGACCTCACTATGCAGCC
+TCTAAAGGTGGCTTAATAGCTTTGACATTCAACCTTGCTAGGCATCTGGCACCAAATATACTCGTCAACG
+CAGTAGCACCTGGGCCAGTTGACACCGACATGCTATCATCGGAGATGAAGGAGATGTTGAAGAAGCTTTC
+ACTCACTGGCGACATTGCAAAGCCAAGTGAAGTTGCTCATGCGGTTATATTCCTGCTTGAAAACGATCAC
+ATAACAGGGGAAGTCATTGATGTGAATGGGGGAAGATTAATGGATTAAAGGATTAAAGAAGAGAGAAAGG
+ACTTATATAATCTCCATATTTCTCTCTAGCTTTTAGCAATCTTTCCCTTTCCTCTTCGAGCTGTTTGAAG
+AGCTCCTCTGGAATGTTACCGATAGGCTCATAGATATTCCATATCCTGTCTATCTTCGCCAACAACTCTG
+GAACCCTTATCTTGAACTGCTTTTCGTAGTCTTCCTTCTTGTACTCCTTGTTTAAAACTTGTTTGAATAG
+CTCCCTTAAGTCCTCGTACTTAGGAATGTACCCTATCGGCGTTTCTATTGCTTCAACATCTCCGTGAACC
+CTGAGTTCCATCCACTTAAGCCAAACAGCTTTGTCGAGCTTCTCATTGAGCCACTTACCATTCTCTCTCA
+GGAAGTAATTCACGGCGAATATCTTTGGCTTTTTCTTCAGTTTCCTTCCGAACTCAAGGTAGTTCCTTAT
+GTAGTCTCCAAGGTGGACACTCAGGAAGTCTAGGATTGACATGGGATTGAATGCTCTAACTCCTTCCTTA
+CCTAGGGTTGCGGCAGTTGTTTCGCTCTCTAGAGAAGCTCCCATGGTTATTACTCCATGCTCCCAGTCAA
+AAGCTTCCCTAACGGGTGGCCACGTATCCGGATCCCTGCCACCGAAGATCATCCCACCGACTTCAACTCC
+ACATGGATTCTCAAGGGCTTCTTTATCTAAGTTCGGAAATGCCTCGAGTCTAACGGTAAAGCGAGCATTC
+TTGTGGCTCGGCGGTATTTCGTTCCCTTCTTTGTCCCTCTTCCCCCTCCACCACTTTCCACTGTGGTTCT
+CTCCTTCGTCTGGAATCTCTATTCCCATTCCATTCCAGTAGGGCTTCCCATCCTTAACGAGGACGTTTGA
+GAATATTATCTCCACAGGCGAGTGAAGAACCTGCCAGATTATAGGATCGTCCTTCTCATTTATCCCCTCT
+ATAATTCCAAAGACCCCAATCTCAACGTTTACTGCCCTCGCTGTCCCGTCAACGTTCTTTATGAAAACTA
+GGTCGTCCCCAACTATGTTCTCCCAGGGTATCATTGCGGTGGAGGTTTTACCGCACATGCTCGGATAGGC
+CCCAGTAAAGTACGTTTTCCTGCCATTTGGACCGTTAACGCGCATGAGGAACATGTGCTCGCTAAGCCAT
+CCCTCCCTTACGGCCCTTTGTATGGTCAACCTAAAGGCAAGCTTCTTCAAACCAATCGTATTCCCGCCGT
+ACTGAGTGTTCGCTGAGTAGACCGTTTCATCCACCAAGTCTATGTATATCCTTCTCTTATCGAGGTTCTT
+GCTTGTCTTCCTCTCATCAAGCTCTCCAGCCGAGTGGACGAACTTCAAGAAGTTTTTAGTAGGCCCTAAC
+CTCTTGAACTCCTCGTACCCTTTTCTATAAAGCAGGAATTCAGAGTGCGCAACGTAGGCCGAATCTGTGA
+GCTGAACTGCTGGAATGGTAAATATGGAATTCCTTGGGCCTAGGACAAAGAAGCATATAAAAAGCTCTTT
+ACCTTTCATTATCCCCTTCATGATTTCCCTTATTTCTTTAAGCCCCTCTTCCCTATCCATTGTATTTAGG
+AAAGGCAACGTAACTCCCTTGGGAACCAGAAGCTTCGTGTTAGCTTTGTCCCTGGCTTGATCGTAGTAAT
+TGTCGTAGTGAACGGTGTGCCTCGGCATCTCGAGCATCTTTTCTTCTCCATAATAGAGGGCCTTCCACCT
+AACGTATTCTTCATCTTCAGGAGAATCCGTGCAAACGAAAACTTTGCTAGGCTTTAGCCACTCAATCCAC
+TCAGCCAAGAACTCATGTAGATATGGATTGTTTATTGCAGCGAGCTTCTCGTATTGATCCTCGGGCAAAA
+ATCTCTTGAGCTTCTCCATCTCTACCACCTTGGCCTAAATTAAGCCCGTCTAACTATTAATCTTTCTACA
+AATTAGTTCTCAAATACGACTATGTATTTGATAAAAATTCAAACTAGAGTTTAATTTTCCACAAATTATT
+CAAAAGCTAATGGGACATATGTGTCCCAAAAGGTTTAAATTTGTTTATTCAAACTCAGCTCGGGGTTGAG
+AGATGGTAACCAAGTCCGATGTTGAGAAGGTAATAGAGGAAGTAACCGGGAAGAAAGCTAACGAAATCAT
+TGAAAACCTTGAGCTTGAAAATGGAACCGTAAAGCTAATCTTTAAAGAGAAAATTGACGATGCGACCTTA
+TTAAAGGTGTATAATAAAATTAAAGAAATTAAAGGGATAAAACAAGTAGAGATAGGGTTTAAGAGAGAAG
+TTAAGGAAGAAGAGAACGTTAATTTAACTGAAGACATGATTTTAGAGAAGTTAAAAGAAGTAATCGATCC
+GGAGATAGGGATCGACGTGGTTAACCTTGGCCTTATCTATGAGTTAAAGGTTAACCCAGATAATACCGTC
+TACATAAAGATGACGATGACGACCCCAGGATGCCCATTAACGCTCTGGATCCTTAGGGCGGTTGAGGAGA
+AAGTGTTGGAGATCCCTGGGGTTAAAGATGTAGAAGTTGAATTAACTTTTGACCCACCATGGACCCCAGA
+TAGAATGAGCGAAGAAGCAAAGAGAAGGCTTGGAATGATTTAAAAAAGGAAAGAGAAGAATTAAATTAGG
+ATTCCTCTCCCTGAAGTTCTTTAATTGCCTTCTCTAGTATTCTTACTGCCTTCATTTCATTTACATAGGC
+TCCTCTTAGTGGTGCAAAGAGCCTTATGTCTCTTAAGTGATAGAGGATATTTCCTCCAGTTAATTCTAGA
+ACTTTTGAATAGTACTCTGCAGCTTTCTCATGGTACTTAAGTGCTAAACCTAATGTTTCATTGTCAATTC
+CAAGCTTAATAGCTTCATTGTACAACTCCTCGAACTTCTGAGAGTATAGCTTATACCAGCTGTATCCAAG
+GAAGTTAAGGACGGGTATGGATATCCTAACTGGCGCTGGTTTTGTATATGAACCGTAGGCGATTATCGTT
+GGATCCTGCTTCACGACTACAAATATTACCCCATTCTCGATGTAGTAATAGCCAATAGTATCGCTCTCGT
+TCGTAGTTAATTGAATCTTCTGACCATTCTTGATTATGTAGATCTTGCTTATGTTTATGTCTCTTAAGGC
+TATCACGGCGACTCCGTTCTGACCTAGCTTGACATCCGCCTTTACGGTAACGGGGTAGTGTAGCTTACCA
+TCGATCTCCTCGGGCTTTCCAACTTCGGTCTTAGTGGTAACTGTTACGTTCCAACCAGCGACAAGCGTTG
+CATTTGCTTTTCCCTTGACAACATCCTCTATTGCCGTGGAGTTCACAAAGATTGCAGGTGCGTTGTTAAC
+TACTGGAACCTTAACTTCGTAGGTCCCCTCTGAAGTTGTAACGTTGGCAACGACGGTGTCGTTGGTGACA
+GTAATCGTTGCATTTCCGGTCACTCCAACAGTTACAGTAGTGTTCTCAACCGTTACAGGGGTTACCTTCG
+CGTTAGCGCTTACAACGAAGTGAACCCTTGCAGTTCCAACGTTGTTAAGCTCATCTGTAGCCGTAACTAC
+AAGGGTGTAAGCTCCATTCTCAAGGGTAACTTTACCTGTGTAGTATCCTGATGTAGCATTGTACGTTAGC
+TCGATGCTCTTACCTCCAACCTCAGCTGTTACGTTAGTTATCTTGAGCGTGTGGTTAACTAGAACCTCAA
+TTGGAATCGTAGTGACATTATATACAGTATCCACTGGCGATACTATCTTAATTGTTGGACCACTTATTGT
+TACTATTCTACTGGGAAGAGCTACTTCTTTTCCATTTGGATATGTAACAACAACTGTATAGTTGTATGTC
+CCAGCAGAGAGCTCTAACTTTTCAGCGATTTCAGTTCCATAATAGTAGTAGCCTCCTTCCTCAGCTTTTA
+GTGGATATTCCTTTCCACCAATGACAACCTTTGCCCCTTCAAGTGGAATTATACTGTAGATACTCACGTT
+AAAGTCTCCATATTTTATTGTCACATTGTTCGGTGCCTTGTCATAGCTAACAACTGGAATCTCTAGCGGA
+ACTATTGTCCAACTTCCATCAGGTATGCTGACGTTCTTATCTAGTGATCCAAGAACCTTAAGCTCACCGT
+TTATGTTGAGTAAAACAGTGAAGTTATAAAGCACTCCAGTGAAGTTGTCAGCCAAAATATCTTTAGGTGC
+AACATAGAAGTCTACCGTTAGTGGAGTTATGTTGCTCTCTAAGATTTCCCACATTATGTAATCAATTGCC
+TCACTAACATCGAAGGCCATTGGACTGTCTGGGAATGGATGGGCTTGAGGTAGTATACTTTCAATTTCAT
+TAACATTCTGTTTTATTATTGAAAGCTCCTTGTCACTTATATAATCCATCCAAAAGTCTAGGAAGCTGTG
+CTCCCATACAGGAGATCCATTTACAGCGACACCAACTGGTATTCCTGCCCAGTATAGTATTTCATAGTTT
+GTAGCATTGTAAACACCATCTATAACTTCTCCCCTATATGGGTGCTTGATTCCAACTACTGTCATTAATT
+TAGGCTTATAATCTGCAGCCTTTGGAACGTAGACGAAAGCTTCTCCGTAGGATATGAACACTGGTAACGA
+AATGATGTCTCTTACTGATATAACATATGGGTTTCCGTATCTATAGTCATGATACGTGTAAGTTCTTGCC
+GCCTTGTAAGAGTACTTCCAGAACCCATTGTCGCCCCAGTCTGTGCCCCAGGAGTTCACCATTATTAAAG
+CTCCCTTCCCATCTGGGGTCGTGGTGTTATCATCATATCCAATTATCGTTACAGCGTGCCCGCCAGTCCA
+TGCCTGGTAGAACGTTAGGAAGTCAATATAGTTTATCCTCCCAGATTTAACATATGTTCCCTCTGGAATA
+TAATAAAGCATCCACATAAAGTTCAGGAGAGCATATATGTCAACAAAGGCATTGTTTACGAACCATTCCT
+CACCCCTAAGTGAATATGTTGAGAGGTAGAAGCTCGCTTCTTCCCACCAAGTTTCATTGTTCACGAATCT
+AGTGTAAAATGTGGCGTTTATCTTTTGAACAGCTTCAGGTATAGTGTCATCTAGGGACACTCCAAAGTCC
+TTTGTTAGCACGTCTTTCATTAACTCTATTGAAGGAGTTATATTTCTCCCTGGATTGATATTGGAATATG
+CAGTCTGAACCCAGCTGAGTAAAACTCTCACTGTCCAATCTGCATAATCTCCAGTAGTCCAATACATGTC
+TGAATAATTCTTACTTAACCTTATGTAGCGATCTAATCTACCAACTATATCTTCTGGATGGTTAAGATAA
+TCAAAGCTCGGTAACACCAGGATTGCAGTCTGGATTACATACCCCTTATAGAGTAATTCCTTCAGGTAGT
+TCCACTGAGTCTCATTATCCAAATAGAGAATATACCAATCTCCTGGATTATTATATAGAGAACTGTCCGG
+TGAGTCGTACAGTTGCCAAAAGTACATCTCGGGATTTCCACTATTGTGAGGAGCGATCATCCACTGGGTT
+AAGTTTGGCCAGACCCAGGCATAGTTTTCAGGATCTCCATATGGCCCCTTAACATATAGTGGGAAGGCGG
+TTAATGGGACTGCACCAATCGTTGAAATTAAGTTCATTGCATCCCACATAAAAGCGCCTTGATCCCATCC
+ACCATTTATCAAGTTGTACGTGAACGTTGGGTTCATTATCTCATCTGGACTGTCGGGGTGAGGATTGCTC
+CTCCACCAGTTTATCATGTATGTCCACACGTAGTAAGTTGAGCTCCATCCCACACAAGAACCAACGTATC
+CTTGACTCCCCACGGGTGGTAAGTACTCTGTGTTCACAACTTTTGAGGGAAGCGAGTTAGGCTCTGGAGA
+TGATAAAGGTTGGCTCCTACCTAGGTAGAACGGAGCATACTCTAGCGCTTCTTTAAATGCTTTGTAATCC
+ATTACTGGATACTTGTTCCCGGTTAACTTAGAATACTCCTCCAACGGGATCCATTTTAGTCCTGTCTTTC
+TAGGTGGAAACATGCCATCATTAGGATTCAACGGAACACTCTTGGTAGGTTGTGCCACTACTGGCATCGC
+TGGTGTTATTACTAGGGATAACACAAACATTAGTAACATAATAAGGCTGATAACTCTTTTAATTCTCATT
+GAACTGACACCTCCAATTATGCTACTGGATGGACCTCTAATACCATCATTGATTAGTATGCTAAACTGTT
+GAATATAAAGGTTTTCCTTGATTGTAAAATTAGAAGCCATAGAAGTGGGTAAACTTTATAAACCGATGTA
+TATTAATGTATAATGGGTCGAGCAGCGGGGTGGGGCAGCTAGGAGTGCCCGCCGGGCTCATAACCCGGAG
+GTCCGAGGTTCAAATCCTCGCCCCGCTACCAGTATACTTTTAGTAGTAATTTTTTACTAAGTTTGGTAGT
+AGCCTTTTGTTTTTAGATACTTTTCGACTAGGACTCGCTTGCGGTTAATGGTGATATTTATTTTGGCATA
+GAACTCTGTGATGTCTTTGATTCCAGATATCCTAAGCTCATAGAGGTCTGACGAGTAGAAGTACCTCTTT
+CCCTTTATATTTACTGAAGTCCCCTTGCGTTTTGTCAAATTTATGCTTCCTTTAATTCCAAACTTTGTCA
+ACAACAATCCCCTAATGAACTCTAAAATATCAAGATCATAATTTGACATCGCAAGGAATCCTGCGTTTGC
+CTTTTTATCAAAGCAAAAGCATCCTTCACTATCAAAGAATCCCCTAATAAACTCCCTCGGAAACATTTCG
+CCAATTTTAAAGAGCTCTTCCTTTGGTTTACTAAGGAACATGTACAGTTCTTTACTGGTAGCTTCCACAC
+ACCACCTTCCAGTCGAAGATTCAAAATAAAGCCTAGGATTCGCCCCTATATCCTTAAGAGCATTTGAAAA
+CGCCTCCGCAAATTCCTTATCGATGACCTTGAGCTTAATCCTGTACCTATACTTTTCATCAGCATCTAAG
+CTACCACCGCCGAAATACACGCCTATAATGTAAGCTAGGGATTGTGAAGGTTCTAAATTTACTCTTTTGA
+TTTTATTCGCCGGATCTGTAATTCCCTTACACCACCTAATTACAGTTGGCTTAGAAATAGTAACTTCGAA
+TTCCTCCCTTATCGCCTCCACTATCCTCGAGTAGCTAAACCCTTCATTTCTAAGTTCGAGAATACGTTGC
+TTTACCTTCTCAACTTCATCCAAACTTAACTCGCTTAACTTTCGCATATACTTAAGATAATTACAAAGTT
+TAAATACATTATGGATAAAAATAAGAACAAATTAGAAAGGAATTTCACTTTTCAAGTGGATAGTTAGGAG
+CCTCATTCGTGATTATTATATCGTGGGGATGGCTCTCCCTTAAGCCAGCAGATGTTATTATTACGAATTC
+CCCTTTTTCCTTGAGCTCCTTAATGTTCCTAGCTCCAACGTACCCCATTCCAGCCTTTAAACCGCCGACT
+AGCTGGTAGAGAACCTCACTAACGGTTCCCCGGTAGGGAACTACCCCCTCAACGCCTTCCGGAACAAACT
+TCCTCGTCTTCATGTAGCCTCCCTGGTAGTACCTCTCGGCCCCACCCTTCATCATGGCTCCAAGAGAACC
+CATGCCACGGTACTGCTTGTACTTCCTTCCGTTTATTATCACCTCTTTACCTGGAGCCTCCTTGGTTCCA
+GCCAACAAATTACCAAGCATTACAGCGTCTGCCCCAGCAGCTATTGCCTTAACTATGTCACCAGAGTACT
+TTATGCCACCGTCAGCTATAACGTAAAGCCCATATTCTTGAGCCCTATCGGCAACCATTGCTATTGCGGT
+TATCTGGGGAACTCCAACTCCTGCCACTATTCTCGTTGTGCATATACTCCCTGGGCCTATTCCAACCTTT
+ACTGCATCTGCAAACGTTAAATCATCTACAGCCTTTGGATTAGCTATGTTTCCAACTATAAAGTCAGCAT
+CAACCTTCTGCCTCATCTCTTTCATGGCCTTTATGGCCTTTAGATTGTGGGCATGTGCAGTGTCGACAAC
+TATAACATCAGCCCCCGCTCTGTCTAACTCTATAGCCCTCCTGATGTCGAATGGACTTACAGCTGCAGCC
+ACCAATAATTCGCCGTTCTCATCCCTAACAGCGTTCTTGTACTTCTTTCTAGCCACTAGGTCGCTCATGG
+TTATCAATCCAATCAACCTTCCCTCCTTGTCAACCACTGGAAGCCTGTCGATCCTGTTTTCTATCATTAT
+CTTGAGGGCTTCCTCTACCTCAATGTTCTCAGGAACCGTAATTACATCTTTGGTCATTAGCTCCTTAACT
+AGCTTGCCTTCCCTGGCCGCTATATCCTTCTTGCTTATTATCCCGACTACCTTCTCGTTCTCCACAACCG
+GAAGGCCATCTATGTCGTGCTTCTCCATTAAGAAGAGGGCAAAATCAACGGTCTCCTCCGGACTTATCGT
+TATTACATCCTCAACTATGAACCTCTCCGCTTTTTTAACCCTCTTTACTTGCTCCACTTGCTCTTCTATG
+CTCATATTCCTGTGTATAACTCCCAAACCTCCCTCCCTTGCCATTGCTACGGCCATCTCCCATTCAGTAA
+CTGTATCCATGGCTGCACTTAGAATTGGAATGTTCAGTTTAACGTTGGGGGTTATCTGGGTAGAAACATC
+GACATCCTTTGGTTCAACCTCTGTTGCTTGAGGGATCAAGAGGACGTCATCAAAAGTGTATCCCCTAATG
+GCCCTTTCAAGTTTCTTCGCAAACTTCCCCATTTCCTTCTCCTCCTCACCCTTTTTGATGAACTATTTGC
+TCGGTATAAAAAACTTGTCGAGGAAGGCAGAGGTAAAATTTAAATATACATTCTTACACAATATTGAGTA
+AGAGGTGACAAAAATGATACACATACTAGAGGAATACTTCAGGGGCTATCCAGCGAGGAAGAAGGTCGTT
+AAGTTCCTTTGGGAGGCTGGATTATCTGTTAAAAATGGAAAGGTCTACGTTAAGGATGTTGAGGTTCCAA
+TAACTGGAATAGCAGAGGCCACAGGTGTAAATAGGAAAATAGTGTATCATACGATCGAGTACATAGAATC
+GAAGCCCGCCTTGAAGATTCTCTTTGAGAACCTTTCCCCAAAGCACAGCTTAGCGTCGATAGCCCCGTTC
+ATGGGATGGGAAGTCCTAGAGTTAACTATTAGTAGGAGGGATTACGAGAAAACCCTAGCTAAGGTCCTCA
+GCACACTTTCAGAGGAAGGAATAAGAGTCATCGAGATATTCGGTAGCAACCCATATGAAGGCAAGAGCGT
+CGTTTACATAGTAGTTGAAGGAATCCTTCCGTTCAAAGTGATATCCAGCTTGAAGGGTGAAAGCTCTATT
+GAAAAGATCGTCATTAGAACGTCTGAAAAGGATAAGGAAAAAATGATATGCCCTAAGTGTGAAGTTAAAT
+ACTGCCCCAGGAAGATCCTCCTCACCCAACGATCCTGAAACCTTTTTCTCCCTTAGGTTCCTCCCACTTA
+ACTTCAACCCTTGTTACCCTCGCGAAGGGTGGTCCTTGGTGTGCCCATCCGATTAAGGCTTCTACCCTCT
+CTTCCTCCCCCTCTAAAACTGCCTCAACGCTACCATCAGGCAAATTCCTGACCCAACCGTTAACGCCGAG
+CTTTCTAGCTTCCCTCTGCATACTCCACCTGAATCCCACTCCCTGGACTCTACCATATATCCTAAGGTGA
+GCTCTCACTATACCCATGCCACTCCCCACCTAAAATCCGTTTTTGGATTTATAACCTCTCAAGTTCAACG
+CTCCAAGTTTTTGTATCTACTATTGCATAGTAACCTCTCGAAAGGGGGCCTGGATTCACAATTACTGTAT
+CTCCTATCTCATCTATTCCCCTAGCCTCATGGATGTGACCACAGATGCAAATAGGTGGTTGTTCTTCCTC
+CAAGAACATCCTTAATCCCTTACTCCCAGCATGCACTCCAGAGAAAGTCCTGTCTAACTTGGTATTGTAC
+GGGGGAGAATGGGTTAGCACGATGTCTCCTTGTTTATAGTTCTTTTTTAGAGATGAATATATCTCATCGT
+CCGAGAATTCCCATATCGTTGAGAACGGAGTTACGTTAGAACCTCCGAGCCCAACTACGCCAGTTTCCTT
+AACTTTAACTCTCTTATTATGAACGTTTATTCCTAGCCTTTCTAGTATTCTAGGAACGTCCCTCCCATCG
+CAATTGCCCATAATGGCGAGCACCCTAATATTTAATCTAAGTAATGGCTCTAAAATCTGCTCAGCAACTT
+TCCCATCTCCAAAGTGCGTTATATCTCCAGCTATTAGTATTAGTTCCGGTCTTAAATCCTCGATTACCTT
+AGCTAATGCAACTACTGATCCCTTATTCCCATGAATATCCGTCACCGCAACAATTTTCATTGCCCATCCC
+TTAGTTTTCTAAAATCCTCAATCTAAAAAGTCTTAGCCAGTTAAGTTTAAATATGAAGGACTTTTCATGA
+ATTATGATGGAGTGGAAGGAAAAGTTCAAGAGGGAAGGGTTTCTGGACGTTGGAGATTTCATAATCGAGC
+TAATATACGTAGATTGCCCATGTGAGCCTCTCCCTCCAATGCTCGCGATCTATGATAAAAAAGAAGATGA
+ATGGTATAGGGTAGATGAGAGGGTGGAGGCTAATAACTATACTGAGGCCTTTGAATGGGCTTGCTCGGTC
+ATTGAGAGGATCATTAGAGGAGATAACGTTAGCTTAGTAAGTATAGATGGGCCAGCACCAGATCCAGTTC
+TGAAAAGGCTTAGGGAGAACTTATCGAAATTAACTTCTTAATGTATAAATTAAGGCATTTAGAATTGATA
+TTTTGCCAAAAATTTTATAAAGAACTTAATTGGGAGGTAGGGTAGGGAAATATGGAACAAAAGTTCGACG
+TCGTTATAATAGGAGCAGGTCCAGCGGGTCTTTTTGCCGCTTATGAGCTCGTCGAAAGAAGCAACCTCAA
+GGTTCTCATAATCGACGAAGGAGGAGACGTTGATCAAAGGGTTTGCCCAATGTACGAGCTCGGTTACTGC
+ATTGGGTGTAAGCCCTGCCACATAATGAGTGGTGTCGGTGGGGCCGGTGGGTTAAGTGATGGAACGGTAA
+ACCTAAGGCCCGACATAGGTGGGGATTTGACCGAGCTCACGAACGATGAGAACTATTCTTGGCAGCTCGT
+TTGGGAGGTTGACCAGATACTCCTAAGGCATGAAGCCCCCAGGAATCTCTACAAAGGGGACCCAGAGCAA
+ATAAAATACTGGGAGAGGAAAGCTGCCCAAGCTGGAGTTAAGTTTATCCCAATAATACAGAGGCACATAG
+GTAGCGACAACACGCCTAAGGTGATAAAGAGCATAAAGAACTACCTCGAGAGTAAGGGGGTAAAATTCCT
+TCTATGGACGAAAGCTTTAGAATTCAACAAGGGATGGGTCAAGGTGCAAAGGGGTAAAGACGTCTTCACG
+ATAGAGGCCAAGTACATAATAGTGGCCCCAGGAAGGGGAGGAGCGGAGTGGTTCCATGAGGTTGCGAAGA
+AGATAGGACTTAAGGCTAGACACGGCCCTATAGATGTTGGAGTTAGGGTTGAGGTTCCTGCCATAATAAT
+GGAACCGATCACGAGCATAAACCATGACCCTAAGTTCCACATTTACACAGATACTTACGACGACTTCGTG
+AGGACTTTCTGTACAAACCCCTACGGCTTCGTCGTTGAGGAGAGATATGATAGCTACGTGGGAGTTAACG
+GCCATTCCATGAGGGAAAAGAAGAGCAACAACACGAACTTCGCCCTGTTGACCAGGATAGAACTTACTGA
+ACCCGTCGAGGACACAACCGCTTATGGTAGGAGTATTGCCCAGTTAGCGACGACCATTGGAGGAGGAAAG
+CCCATAATACAGAGGCTAGGAGACCTAAGAAAGGGAAGGAGAAGTACATGGTCTAGGATTAGGAAGAGCG
+ATGTCGAGCCTACGCTTAAGCACGTTACTCCTGGGGACATAGCCATGGCCCTACCACACAGGGTTGTTAC
+CAACATAATAGAGGGACTAGAGAGACTAGATAAGGTCATTCCTGGGGTGGCAAGCGATCACACGTTATTG
+TACGCGCCCGAGATAAAGTACTATGCCATGAGGGTTGAGGTCAACGAACTCCTGGAAACTAGCATAGAGA
+ACGTCTTTGCGGCTGGAGATGGGGCTGGGTTAAGTAGGGACATTGTGAACGCGGCCGCAACTGGGATAAT
+GGCTGCCAGGGGGATATTAGTCAAGGAAGGACTGTACAATTTGAAAGACTTCAAGAAGCCTGGGAACTGG
+AAGGAAAAAATTGAAGCATTAGAACCAGAAGATTAACCCTTCGAAAATGCCCATTTTAAGAGGAACGGCG
+TGATTAAAGTTGTGATTACGACCATAGTTACGGGAACCGCTAAGTCCCCTCTCGTTAATATCCCTTCTTT
+TAACCCAACGTTTGCAATTATCAACGCCACCTCCATCCTGGGGATCATGCCTATTCCGACTTGAATAGCT
+TCAATCGGCTTAAATCTAGCAACTAAAGCCCCAAAACCACAACCTATTATCTTGCCAACCACGGCTATCA
+GGGAATAAACAAGGGCAAAAACCCCGGCATGGGTTAGAACCCTTATATCAGTCTCTATCCCTATGCTGAC
+TAGGAATATCGGGATAAAAAGGGAGTAACCAATTGTCATTATCTTGTCGGTTATTTTCCTGGAGCCTTCG
+GTCATTGACACTAATAAACCAGCCAAGTACGCTCCTGTGATTCCGGCCAGTTGGAATTTTTCGGCCAAGT
+AGGCGAAGATCAGCATTATAACTATCGCAAAGGTCGTTACGGTTTCCGGCAAGGTTATCCTCTCGGAAAG
+CGTGAGCACTTCCTTAACGAGTGGATGGCCGATTAAAATACCCAGGATGAAGAAGATGGCAACTTCAAGG
+AGGATTATCTCGATGTCCTCAACCTCAACCTTACCCCTACTGCTCATTGCAACCAAGAGGGTTAGAATTA
+CTATTCCCAGGACGTCATCAACTATCGCCGCAGCCAGAATAGTGGTTCCAACCTTGGTCCTGAGCTTCTT
+CATGTCCATTAAAATGCTAGTCGTCAAACCAACGCTCGTTGCAGTTAATACACCTCCAAAGAAGAGGGCC
+TTTAGACTTCCGTAACCATGAAGAACTGAAACAAGATAGCCGAGAAGGAAAGGCACGAAAACACCCATGA
+CGGCAACTATGAAAGCTGAGAGGCCAACGTGCTTGAACTCCTCAACGTCGGTCTCAAGGCCGGCCAAGAA
+AAGTAACATGACGACCCCAAGCTCAGACAATAACCTAACTTCAGAACCATACTCCACGACATCTAAAAGG
+GATGGGCCAATTATAACCCCACCCAGGAGTTGGCCCAACGCCGCCGGAAAGCCCAGCCTAACTGAGAGAT
+AACCGAATATTTTAGCTATAACGAGTATTATTGCAAGCTCAAGGAATACTTCCATTGATTTCACCTACCG
+TATTGGACATATTTGGGCAAGGAAGATTTAAAGATTACCGTGGAAACCCCGAGAGGGGAGAAGATGAAGT
+GCAAGTTCTGCTCGAGGGAGGCGTACATTAAGCTTCACTATCCAAAAATGTACCTATGCGAGGAGCACTT
+TAAAGAGTACTTCGAGAGGAAAGTTCAAAGAACGATAGAGAAATATAAGTTACTTAAGAAGGATGAGAAG
+ATTCTAGTAGCTGTAAGCGGTGGAAAAGATTCTGCAGTTACCGCTTATGTCCTCAATAAGCTCGGTTACA
+ACATAGAGTGCCTCCACATAAATCTCGGCATTGGGGAGTACTCAAAGAAGAGCGAGGAATATGCAAAGAA
+GCAGTGTGAACTTATCGGAGCCCCTCTCCACATCGTCAGGATAAAAGAAATTCTAGGTTATGGAATAGGA
+GAAGTTAAGACGAGAAGACCAACGTGTTCCTACTGTGGCTTAACTAAGAGGTACATAATGAACAAGTTCG
+CTTACGATAACGGTTTTGATGCGATAGCTACTGGGCACAATCTTGACGACGAGGCATCTTTCTTACTGAA
+CAATCTGCTCTACTGGAACACAGAGTACATAGCAAAGGGAGGACCATTACTTCCAGCGGAGGGGAAATTC
+GTCAAGAAGGTAAAGCCACTCTACGAGCTCACCGAGAGGGAAGTTGTTGCGTACGCGTTGGCGGTTGGGT
+TGGAGTACATAGTGGAGGAGTGCCCATATGCTAGGGGAGCAACCACGCTTGACATGAAAGCTGTTCTAAA
+CGAGCTCGAAGAAAAGAGACCTGGGACTAAATATAATTTCGTAAGGGGATACGTAAAGAAGAAAAAGTTG
+TTTGAAAGTGAAATAAGGAGGAAAGAACTTAAGGAGTGTAAGATATGTGGGATGCCATCGAGCGGCGACA
+TTTGTGCTTTCTGCAGATTTTGGGGTCTTAAGGAGGAGATAAAGTTTAAGGTAAAGGTGAGATAATGAAG
+ATAAAAACCGTATTTCCAAAGGAAAGAAGGTTATTTCTATATATTCTTAGGGGACATTCCCTGTACCTTA
+TCTCCAGTAGTTTCGTTTTGGTATCCTTAACAGTCTTCTACACATCAGTAGGAGATATCGTTCGAGCATT
+AACACATTTTACCGGTTTTGCACTCTTCTTAACCTCCTACATAATGTACGAGGAATTTTATGAGCAAATA
+AAGAGGTCGCGATTTTCTTCACTATGGATGATATTCCTAGAGCACTCCCCTCCAATGGGTGGATATGCAA
+TAGCATACCTAATTTGTGGAGGCATATTTTACATTGTGGATTTAATCAGGGGAGGATTTTGGATTCTTGG
+ATCATTGCTTATTTTAAGGGGGGCACTCGAGTATCTAATATCAAGGTTCATTGATGATCTCAAAGTTGTA
+TCGTACCTTTACCTGGCAATAGGAATTGGAGAAGTTGATAAACTTTCGCTAATTTTCTCAAAGTAGTTAA
+GTGAATCTCTTGGTCTTCTCCCAGTGCAACCTTCCAACGAGGAGCCTTATTAATCCCCTCATGGTGTATA
+TAACCCCTGCAATTACAAAGACCATGAAATAAAGAGGATAAAGAGCTACGAAGCTCCAAGGAACATAGTA
+ATTGTGCCTCTTTTTTTCAACCCAATTTGAATAAGCAACTGAAAACCAAAACAAAAGGAATGTAAAAATT
+GACACAGAGAGGAATAGCTTAGGTCTTGCAAAACTTAATGGTGGAGCTCCAGTAATTATCAAGTAAGAAT
+TCAGGATAACCGAGAGAAACCAAAAAACTGGAACCAAATAACTCATCATGTAAAAATGCTCTATAAAACT
+TTCTATAATATTTGAGCAACTCCTCATAACTGGCCAATAGTGATCAATCATCACCTGGAGATGGCCCTGA
+GCCCATCTGGATCGCTGTTTTATGTAATCCCTCAATGTTTCAACGGCTTCCTCCCAGCCTATTACACCAT
+GATAGTACCAAAACCTATAACCAGCAATCATGGCTCTAGCCCAAAGATCAGTATCCTCAGTTACGCTATC
+CTCCCTGAACTTACCCAATCTAATAAGGAGAGGGAATCTCAAGAGAGCTACAGTTCCACCGTATTTCCCA
+TTCTCGTTTAATTTCATATCCCCTTCTATTGCAACATTAAAACCCACCAAACGCTCAAGGGTTATAAACT
+TAGTCACGAAATTCTTTCTGAAGTTTCTTGGTCTAACATTCCCCTGAATTCCAATAACGTACTGAGGAGC
+ACTCTCCATTATGCTAACAAGTGTTTTCAAAGCATTTGGCGGAATTAAATAGTCCGCGTCAAGTATAAAA
+ACGTAGTTTGGGTGAGTCATGTATTTCTCTATAATCTCCAAGGCATAGTTGAGGGCTCTAGGCTTGCTCC
+TCCCCCTTTCAGGCGGGACATCAATAATAACAACCTTGCGGGGGTACTTCCTATTTATTTCCTCCATTAT
+ATCCCGCGTCCTATCGGTGGAATTATCGTTTATCAAGATAACTTTCATATTCCTATAATCTTGGCCCAAT
+ACAGATCTCACCGTTTTATATATAACCCGCTCTTCATTATGAGCCGGTATAAGAACGTAAACTAAAGGTT
+CCAAAAATTCCAAATTAAATCCAGTTTCATCGTAAGGATACCTTTTTCCTAGGGATGCCATGAGAAGGGT
+ATAGAAGATGCTCCCAGATGAAACCATGAGAAATAAGATTATCAGCACTATCTCTAGGGCGTATTTCGGA
+GGTATCACAAGAGCTAATCCGATTATTATCAAGATATAAAGGTATAAGGCAGATTGGAATTTTATCGAAG
+CTCTCATCAAAACTTTTTTAGCCTTTAAGTTATTAAAAATGTCTCGTGCCGGTCCTTAAAATAATGTCAA
+TAAATCACCCTATCAAATTCATCCAGGAGTTTTTCAAGGATGTTGAAAAAATAGAGTTTTGGGATAATAA
+TAAGTACACAGCCGAATTACAACTCAAAGATGGAAGGATAAGAGTTAATCTCAGGTTATCAGACAATGAA
+GTAATAATATCGTCTGACGAATATCTATTTAAGGAAGTCCTTTTTGAGTTGTTGAAATTGTCTGAATACC
+TAAGAAAATCTTTAATGTTATGCATAATTGATAAACCTATGAAAATTGACCACAGCGATGGATACATGAA
+ACTCCCGGGAGGAGAAGTTAGGTTTGTTAAAGTGACTGACAGCCTCTGGATAGGTAGCGATGGTAATGTA
+ACGATAATATCGGGAGATATAAGGGGGATAGCCGAGCTCGTGGAGGTTATTAAATGAAGAGAAAGCTGTA
+CTACCTAACTCTTGCCACAATATCAGTCATAGAGTACATTCCCCTGTACTTAGCCCCATCACCACCGGCC
+TTGCAGATAAATGGAAACGGTCACCTATTCAAGGTTCACAAACTTATGACATCTGGATGGAAACCATGGA
+TAGAAGATTGGTACGCGGGTTATCCGTTCCTAAGGTTTTATCCTCCACTATCTTATCTGACAGCAGGAGT
+CCTTGGAAAGGTGTTAGGAAGTGATACAAAGGGATATGCAGCTACCTTAATGCTCACATCATTTCTTGGA
+GCCTTAGCGCTCCACCATTATTTAAAAAGTACTGGGAGAGAACCCTGTATTTCTCCCCTAATTTTTCTAC
+TGTTTCCATGGCACTTAACTGTTTCGTACATTGAGGGAAACTTTCCAAGAGCAAATGCAATTCATCTAGC
+TCCGCTTTTCTTACTATCCCTATACTGGTTAAGGGAAAAGAGGGAGAGATACTTAATAGCCTCCGCCCTA
+GGAATCAGCATTGTAGCTTTAACTCACTACTCCATCCTACCTCTGCTTATTATCACTGGAATACTCATTC
+TATGGGATGACTTAAGAACAATGACAGCATTAGGGAATGGAATCAAGGTTCTTGGAGCCGTTATAGGTTT
+AACTTCATTTTGGTACGTTCCATTTCTGTTCGATAAAAAGTGGGTAGAATTCTGGAATATTTCGGAAAAT
+AAAGCTCTATTTAAATCATTTAGCCTAAACCCAACCCTACTGAAGTCACCATTTGGAATTCTACTTATAT
+TACTCCTCCTAATCTTCGCAATATTTGCGATTAAAAACCTTGTAGACAGGAAAAAGGTAATTCTAGCTGG
+ATTGTACTTATACTTATCCCTGGGATTCTATTCACCAACTACCTGGTTATACTCATTTCCATTACTCTCG
+ATCGTCCCACCGTATAGATGGTTCGATCTCGAGGCCTTAATTATTCCCCTCCTAATTGGGGAATCGCTGA
+AAAGAGTCCAAAGGAAAAGTATGGTAGCGTTAGTTATAATTCCATTCACAGTTCTTGCATTTATGAACGT
+TCCAAAAATCAATCCCTATCCCCAGGATTTAATTAAGATATGTGAGAACATTAAGGAAGAACCAGGAGAC
+GATTGGCGAATTTTTGTTTTAACGGATGTTGGAGAAGCTATCAACAGCTATTTGCCAGCTATCTGCAAGA
+AACCAACGTTAAACGGGTGGTATCATGAGGGTAGTCCGACTAAGGCGGGAGAGCGAAGAATGATATATAT
+TCTAACGTATGGGGGGAACCTAACCCCTTACCTAAAAGCTTACGCTGTTAGATTCTTAATAACACCCAAA
+GAAATCAACGGATATGAAATGGTACTCAGAATTGGAAAGTACAAAGTGTATAAGGGGGATACATCGTTCT
+TTCAACCCGTAAGTGTTATCGTCATGGGTAAGTACTATGAACTACCATTTGATTTTGTGTACATAAAGGA
+CACAAAAATAATATCCGGGCAACCTAACGTTGTCGTCCTTTACATAGGCCAACCCTCAAAAGAAGAAGAA
+AGCATGTTATGGAAGTTCATAAAGAATGGAGGAACGGTAATCTGGGTTCCTGAAACAAAAGGTGAGTTCC
+TTGGAATTAAGGCTGAAATTAGAGCAATATCAAACGATGAACTTAGATCTTCACTATTTAATGTTTCCAG
+ATTCTCACCTTTTTCATATAACCACAGAAGCTGGTACGCTCCAGTCTTTTCATCCAATATCGTTAGGCCT
+CTAATCTCAGTGGGGAACTATACATTGATAGGAGAAGTTAGGATCGGAAATGGGACCCTATACCTCGCAG
+GTGGAAACTTGATATTTCATGCTTTGTCCTATAAATCAAGCTACGAGATTTCAATTATAAGAGCTCTCAT
+AGGAAATATGGATAAGAGCACAATCGTTAATTATAAACTCCTGGAGAGATCCGACGGGAGGCTTGTTGCT
+GAGATAAATTCTACAGAAAGAACCCTAATTCGAGTATCCGAAGCGTACTATCCCTATTGGAAAGGATATA
+TAAACGGTAGGGAAGTTAGGTTATTTAGAGATTACAGAACAGGTTTAATGATCTTCACATTTCCCAGGAA
+TGGGACGCTAGTCATTGAGTTTAAAGACCCATTCCTCCCATTGAGGAGGTATTCATTGGTAGGATGGATT
+ATCTTGACGGCTTATTTGGTTATTGAAACTGGGAAAACTTACAAGAAAAGATATCTACATTCTATCTTTG
+AAGGCAGAAGATAAAACACCCAAAGCGAATTAAACCAAGCAAAATAATAAAATAGTGAGTATTGGGATGA
+TGAAACTCCTTTCGGGCACTGATCCGTGATGAAGGCCCTCCTATCTGAGCATCCCAACTTTTATTAGGAT
+TGAGATAGAAGATGTTATAGGGGTGTTCCAATGGACAAGAAGATTGCGAGTTTAGCAGTAGTACTTGTCG
+TGGTACTAGTTGTGGCCGTAAGAACCGCTGAGATACCGCCAGCAACGATAGTTGGTTCAGCGGAAATATT
+CATGGTAAACAATACAACGGCTACGATAGTTGAAAAGGATGGATGGGGACTATTCACATTGACTGTAAAA
+CCCAAGATTACTGGGTTTACCCTAAGGTTAGAATTCCCCCAGGGAACAACCTACCTTATAAAGATTAACG
+GAAAGGAAATTAAAGGAAAAGACGTCTTTGAAACAAAGATATCCCAGGATAGTGAGATAATAGTTAGCTT
+TCAGCTTCCAAAAGAGGATACAAGAAAATTGTATTCGGGGGAGGGACAGTATTACATAAAGGTCAAAGCC
+TCAAAGATGCCATTCTGGAACTCTGAGTACGTAATATATCTGCTTCCAAGAGAAAAGAAAGATTAGAGAA
+GTTTCACTATACTCTCTATAGCTTCTTTAGCCTTTGAAACGTCTTTTATTCTTCCCTGGGCTACGTCCTT
+TCTTCCACCGCCGCCGCCTCCGGCTATGGAGGTTAGTTTCTTGGCCAAATCGTTAGCATTCAAGTTTACA
+TTATCGCCAACCGATATTGCGAAGTAACCTTCCTTGCTCACGAGAACAACGATCCTGTTGGGCTTCTTCA
+GCCTTTCAACGGCCTCCCTAAGGTCGTCCATTGAGCCTTCAACGATCTCTCCTATGAACTCATACTCCTT
+GACCTTCTGAACCTTGGCCTCGAGCTCGTAGACAAGTAGCTTCGCGAGTTCTTTCTTTAGCTTCTCAACT
+TCCTTTCTTGCCTCCTTCCATTCGTTGAAGAACCTCTCGGCCGTCTCTGGGAGCTTCTCAGGCGGAACCC
+TTAGCACTTGACTTGCCTTCTTAAGGATTTCTCTTTCCTTCTGCCATTCCTTTATGGCGGCCTCTCCACA
+GGCGAAGATTATCCTCTCAACTCCATCCTGTATTCTCTCCGTTCTAAGTATCTTTATCGGCCCTACTAAA
+CCCGTGCTTGGGAGATGAGTTCCACCACAAGCCTGGACGTCCCAATCTTCAATCTTCACTACCCTTATGA
+CCCTCCCAGGGACAACGCCACCTTGGTACAGCCTAAAGCCGTACCTTTGCTCGGCCTCAGTTCTAGGTAG
+CCATTCCCATGTAACCTTCCTGTCTTCCATAACTATTCTGTTCGCTAGTCTCTCTATCTCCCTCAGCTCT
+TCATCGCTTATCCTCTTGTAATGACTTATGTCAAGCCTAGCCCAATCTGTAGTCAGCTGAGAACCGGCCT
+GCCATACGTGCTTTCCTAGGACTCTAACTAAAGCCCCCATGAGGACGTGGGTTCCAGTGTGATGTCTCAT
+GTGCTGTATTCTCCTATCCCAGTCTATCCTACCTCTAACTTCCATTCCCTCCTTGAAGAGCCCAGGATTC
+TCAACCTTGTGCACTATAACCTTTCCAACCTTCTGAACGTTGGTCACCTTAACCTCGCTTCCGTTCACGA
+AGAGAACCCCGGTATCATATGGTTGTCCACCACCTTCAGGGTAGAATGCTGTTTGATCTAGAACGATCCA
+ATCCCCTATTACCCTGAGAACCCTAGCTTCAAATTCCTTCATGAATGGATCTTCGTAGTATAGCGTCCTC
+GTCTCAGGGAGATCCTTGACTAGTTCAAAGTCGACAACTTCCTCCTCTTTCTCTTCTTTTTCTTTCTCCG
+CCTCTTTAGCCACTATGCTGTAGAAGTTGTCCGGAACGTGAACCTTGATGCCTTCTTTCTCTGCTATCTC
+CTTAACGAGCTCTGGGGTCAATCCATGACTTTCGTAGAAGGTTATCAGCTTCTCCAATGGAATCTCGCTC
+ATACCCTTCTTCTTCAACTTTGCTATTTCCCTTCTAACTAGATCACTTCCCCTTTTAAGGGTTTCAGAGT
+ATTTCTTCTCCTCTAAATCGATTATCTCGAGGATAACATCTTCCATCTCCTTGAACTCTGGGAACGTCTT
+GTGAAGTTCCTTTATGTGAAGGGCCACTATTTCTGAAAGTGGAACTTCTAGCCCTAGCTCTTTGAGGTGC
+CTTATGCTCTTCCTTATTAGAAGTCTAGCGAGGTAACCAGCCTTTACATTGGAGGGTATAACGCCATCCG
+CTAACATAAAGGTTAAAGCTTTCGTGTGGTCGGCTATCGCGTAAATAAGCTCGTAAGGTCTTATGGCCTT
+TTCAAGTTCTTCAACGCTTATTCCAACTTTCTCTGCAACCTTCTTTCTTAGTAGCTTTAGATCTCCCATA
+TCTTCTATGTCGAACATTCCTGCCAACCTGGAGTTCTCCATGAGTATTCTCTCATCTATCTTCTCAACGC
+CAGCCATCCTCTTTAATGGCTCGACAACGTAACCTAGGACTGCATCGTAAGCTGTTGGCGTTCCCTGGCT
+CATCCATACAAGCCTTTCCAATCCGTAACCAGTGTCAACAACCTTAGTCTCCATTGGAACGTAACGATCT
+CCCTTTATGATAACCACTTGATCCTCGGGAGCATTCTCTGGGGCTTTCTTGTACTGCATGAACACCAGAG
+TGGCTACTTCTAAGCCACGATACAGAACTTCAAACGCTGGTCCCGCGTTTCCTCCCCCGGCCCATGGATT
+TTCCTTGAAGGTTATGTCCTCTGGTTTCATCTTAAGTTCCTTTGTGAAGAACTCGAATGCTAACTCAACG
+GTTTCATCTATCCAGTATATTGGCTTTCCTGGGTAGTTAAAGGCATGGTGAGCCATCATCTCAAATATCG
+TGAAGTGCCTTCCTGTTATTCCAACGTTGTCTATGTCCGTAAACCTGATTGAAGGTTGAGATATTACTAG
+GGGATTCGCCGGTGGATCCGCTTCCCCGCTAATAACCCAAGGCTGGAAGTCCATTATGCTGGCCCCGACC
+AATAGGACGTCATCCCTCCACCTAGGTAACACTGGATAGCGCTTGACTCTACCGTGTGGGTAAACCTCGT
+GCTTCTCGAAGAACTTCAAGAACTTCTCCCTCATCTCGTCCAGCGTGTACTTCTTTGGAATCCCTGGCTT
+TCCTATGAATTGATACTCGTCACATGGAGGATCTCCACAGGTCTCTCTGTCAGGGTCGAGCGTCCAGAAG
+GGCTTCCCGCAAACCTTACACTTCTTCCTTATCCAACCCTCTTCCTCAAACATTCTCGTCTTCATTATGA
+ACTCCATCTTCCATCCCTAAAGCTTCAGGGGAAGATTGTAATTAAATGTTTTCTTGTTCATCCTCGAAAC
+TTTCTTCATCAATTATCACAAACGGTATTTTCATCTTCTTAAGGAGGTTTATCAGCTGATTGTACCTCTT
+CTCAAGCCTTTCAAGCTTATACTTCAGGTTTGCATTTTCAGTTGCCAAGGTTATTATCTCTTCATTTTTC
+ATCTTCAATTGAGCTTTTAATTCAATTATCTGCTCCTCTAATTCAACGATTGAACGTTCAAGCCTGTCAA
+TTTCCTCTATAAATTCTCTGCACAATTTTCTTTTAATCATGATATCAGCTCCGCAGACTGCTCATCATCA
+CTCAGGGGGCTCCAGATTCATCATCTTTTAGTATCTTATGAAAAATGAATTTAAAAGTAATCATCCCTTA
+ATCTCAAACATGGAAGACATCCTCGAAAACAAAGGCGAAGTCAAGAAGAAAATTCCGATTTCCTTGATAA
+CTATAAGGAGTGCAAAACTGTTTGATATTCCCTATATTATGAGGATAGAGCAGGCATCGTTCAGGGAGAA
+GTATCCGAGAGGTTTATTCTTGACGTTTCTGGAGTCAAATCCAGATACTTTTCTCGTCGCTGAATATAAT
+GGAAAGGTAGTTGGTTACGTGATGGGTTATCTAAGGCCCGATATGGAGGGGCATATAATGAGCATCGCCG
+TTGACCCAAGTTATAGAGGGAACGGCATAGGAAAGGCTCTTATGATAGCCGTTATAAACAAGTTATTCAA
+GAAAGGTGCAAGATGGATTGGCCTAGAGGTTCGAGTAAGTAATACTATTGCAATAAACCTCTATAAGAAG
+CTTGGATTCAAAATCACGAAAAGGATATATAGCTATTACTCAGATGGGGAGGACGCGTTTTACATGGTAC
+TAACTCCAGAAGAGTGGGAAAAGGTGAATTCGGGATGAAAAAGGTCATAGAATTCTACCTCAGTGGAGAC
+AGAGTTTACAGTACCAGGGAAAAGGCGATAAATCAGCTCTACAATAACAGGGGATACGGGGAGCTGAAAG
+GGAATAAACTCTTCTTATCCCTAATAGAGGCCGCTTATTTAGTTGAGAGGGGATGGATTAAAGTTCTAGA
+CGAGGATAGGGAGCTAACCTTCGAGGAAATATTTAAGCTGGGAAAAAGAAAGGATGAAGATTTTGACATT
+AAATATCTCGTTTACAAAGACCTAAGGGATAGGGGGTACATAGTTAAATCCGCTTTAAAATTTGGTTCTC
+ACTTTAGGGTTTATAGGAAAAATGCCGAGCATTCTGATTGGTTAATTTGGGTTCTTAGAGAAAGTGAGAA
+ACTGAGTCCAAATGACATGACGGCGAGAGTCAGGGTCGCCCACGGGGTTAGAAAGAATATGGTAATGGCA
+ATAGTTGATGAGGACAATGATGTGGTGTATTACAAGATTGAGTGGATAAAGTTCTAAGTGATACCGTCTC
+CACCCCGTCTATGTTTTCCTATACTAAAAAGGCACAGTTTGAGGATATATTAAATAAAAGGATAAGGAGA
+AATTAATCACTTCAAGAAGCCAGTTTTCTTTCCTAAGTCCTCAAATGCATCAATTACAAGCTTTAGGTCT
+TCCTTAGTGTGAGCCGCTGAAGGCTCAAGCCTTATCCTCGCAGTTCCGAGCGGAACGGTTGGATAAACTA
+TTGCCTGGGCAAATATGTTGTATTCCTCGTAAAGCCTTCTCGAGAACTCCTGGGCAAGCTTCTCATCGTA
+TAGCATTACTGGTGTAATTGGATGCTTGGTGTTGCCCAAATCATAACCCAAGTCCCTTAGTCCCTTCTGG
+AGGAAGTGAGTGTTATCCCAAAGCTTCTTCACCAAATCGTCGCTCTTCTGAAGTATTTCAACGGCAGCTA
+TAGCTGCGGCAACGTCTGGTGGATTCATTGCACTCGAGAATAGGAATGGCCTCGCCCTCTGCTTGAGGTA
+CTCTATGGCTTCCTCAGGTCCAGCGACGTATCCACCAATTACACCGAAGGCTTTGCTGAGGGTTCCCATT
+TCAAAGTCAACTTTGTCATGCAAGTTGAAGTGGTCAACTATTCCCCTTCCATGGCTTCCAAGCACTCCTT
+CTCCGTGTGCATCGTCAACGTAAACTATCGCATCATATTGCTCAGCCAGTTCAACTATCTCCGGTAGTGG
+AGCCAAGTCACCATCCATAGAGAATACTCCATCCGTGACGATTATTTTCTTCTTCTTATCCTTGTTCTCC
+TCGAGCTTCTTCTTTAGGTCATCCATATCGAGGTGCTTGTATATAACCTTGGGCGCACCGCTAAGCCTCA
+TTCCGTCTATTATGCTCGCGTGGTTTAGTTCTTCGCTTAGGAATATACCATCTTCTCCCTTTCTTAGGAG
+AGCGCTTATTGCTCCAAGATTTGCGTTGTAACCACTCTGGAAGAGAATTGCAGCCTCTCTCTTCTTGAAC
+TTTGCCAACTTTTCCTCAAGCTCAACATGAAGTTCCATAGTTCCAGCTATGGTTCTAACCGCTCCAGCTC
+CAACACCATAGTCCAGAATAGCTCTAATTGCAGCTTCTTTAATCTTCGGATGAGCCGCTAAGCCTAGATA
+GTTGTTTGAACACATGTTTAGAACTCTTTTTCCATTAACAACAACCCATGGTCCCTGGGCACTCTGAAGA
+ACCCTTATAGTCACGTAAAGACCTTTTTTCTTAAGTTCTTCGAGCTCTTCCTTAATCCAGTCAAGCTTCC
+CCATAAGAACCACCGACTACATTTGGGCATTGAGGTATAAAAGATTTGCACTTTGACAAATTGACATATA
+ACTGGTCAAAACTGAGGTGCATGCAACTACATTCAAGCTCAGCATAACTTGGATTGTCTCAATGCAAAAA
+TTTTTATCTATTCCCAGGATAGGAAGAGGGGATGTGAGATGATAGAGAGGGTAAAAGGAACCCGAGATTT
+CCTGCCAGAGGAGATGGTTAAAAGAAGGTGGGTTTTTGAAAAGATTCGAGAGGTCTTCGAAACTTATGGT
+TTTAAGGAAGTTCTAACCCCTGTAATGGAGTATACTAAGTTGTTCCAGCTAAGAAGCGGCGAGGAAGTTG
+TGAAACAACTTTACGCGTTTAAAGATAAGGGGGGAAGAGACGTAGCGTTGAGACCAGATATGACATCAAG
+CGTCGCTAGATTGTACGTTAATTCATTCCAGACTGCTCCAAAGCCGATAAAGTGGTACTACATTGCGAAC
+ATGTTTAGGTATGAGGAACCTCAAAGTGGACGTTATAGAGAATTTTGGCAGGCTGGAGTTGAGTTGATTG
+GAAGCGATAAGATTGAAGCTGATGCGGAAGTTATAGCCCTATTCGTCGATAGTTACCTCTCAACTGGACT
+GAAGGATTTTACCGTTAATATTGGAGATAGGGTTCTCCTCGATGAATTCGCAAAGATGCTAGGCGTTAAG
+GATGACATTGGATTGATGAGGATTATAGACAAGAAGGACAAGCTATCCCAGGAGGAGTTCCTCAAGGCGC
+TTGGAGAGTTCGGCCTTGATGAAAATGGCATAGAAAAAGTTCTCAACCTTATAGAGATAAAAGGAAAACC
+TGATGATGTTTTACCGCTAGCTGAAGAGTTATTCACTAGCGAGAGAGCTAAGGAAGAGATTTCTAGGTTA
+TATAACTTAGTCGATATTCTTAGCTGGTATGAAGTAGATGAGTGGATTCAGATAGACTTAGGGATAGCAA
+GGGGATTTGATTACTATACGAGCATCGTATTTGAAGCCATAGTTCCAAATGATCTTGGAATAGGTTCCAT
+TGGTGGAGGAGGAAGATACGATAATCTAATTGAGGTTTTCGGAGGAAAGCCTACTCCCGCTACTGGATTT
+GCAATTGGGATAGAAAGGTTAATCCCAATACTTGAGTGGAAAGGTTTATTACCAGAGCTAAAAGCTGGTC
+CAGATGTCTTCGTGATTCCAGTTGGGGATTCAAGGGATGTTGCAACGGCAATAGTTACAAGGCTCAGGAA
+AGCGGGAATAAGGAGTGATATTGAGTTGAGTGGGAGGAAGCTGAGAAAAGCCTTGGATTACGCAAACAGA
+ATAGGAGTCAGACTGTCGATAATAGTAGGCAAAAGAGACCTTGAAAGAGGAGTTGTAACAATTAGGGATT
+TAGAAAGTGGAAATCAAGTTGAAGTCCCTGTAGATAACGTTGTCACGAAGGTAAGGGAGTTGCTCAACCA
+GTAGCTTTTTATCCTTAAATTAGGAGATAAGACAATAGATGATGAGCGCCATCGATGCTGAGGAGTGATG
+ACCGGATTCCTGGCTGATCTTTATTCTTTCTTTAAGCAACTCTCAAGAACTTTAAGGAGTTCCTCCTCGG
+ATTTAAACTGCATAATTAGTGTCAGCAATTTTCTTGCAACTTCGTTCCTCCTTAGGGCCATCTTAAGCTT
+TTCTTTTATCTCTTCAACTTCCGAACCTTGCTCTCCTTCAAGCTCCTCAAGGGCTCTCATTATGCTTTCC
+TTAGTTTCGTCGATGTCCCTAAGTATCTTCTCATAGAACGCCGAGCTTCTCCATTCTGAGAAGTTCTTTG
+TCGCAACAAAGTAAGCCCTTCTATCTCCAGGTTTCTTAATCCTTTGCACCAACCCAACGCCCTCTAAGAC
+TTTCATTGCAGAGCTTATGTGAGATATTGAGTAACCGGTTATTTCCGCTATGTCGCTCAAACTGAGGGGA
+TCATTAGCCAAAAAGAGTGCACCATATATGTAACCAACCAATTCGCTCTGTCCCAATCTTCTAGCCGTGT
+TAGCGAAGGTTTCCATGATTATCCTCTTTGCCTCTTCTAAACTCATTGTACCCACCACAATATTTTTAAG
+TTCCAAAATTATAAAACTTTCGGAAAATTCCGAAAGAAGGGTGAGATTATGTTAAGGAAAATCGCGAGGG
+TGATCGTGATTTACAGGCATAGTCTTGCCGTTGTAACGATGTTCCTACTCATATTGTCAGCTTATGGTAT
+AACGCAGCTAAGATTCGAGACCGATCTATCTAAACAACTACCAGAAGATTTAGAAGCCGTGAAAAGTTAT
+TTTACCCTTCAAAATGAATTTGGGGGTAGTGGCTCTGCCTTAATCTACGTGAAGATAAAGAACAACGATA
+ACGTCGTTGATATTAGGGACCCAAAAATCATAGAGGCCATGTATTCCCTTGAGCAACGGTTGAGAGAGAA
+GGAATACGTTACTGACACCTTTAGCATCGCCGATTTGATGGTTCAAATTCTGGGAAGATTGCCAAAAAAT
+ATGGACGAAGTTAAGTTCGTCCTGAACATGCTTCCACCGGAAGCTAGAAATGGCCTTATCAGTGGTGATT
+ACTCTTCAACAATAATTATAGTTAACCTGAACAGGGAAAAGAACCAAAAGGCCCTCGTCAGGGTATATAA
+CGATATAGAGAGGGAAATAGAAAGAACTAATTTTCCCCAGGGTGTTGAAGTCGTCTTGACGGGCGATTTA
+GGAATAACGTACAAGATTCTCGAGATGCTCCAAAACGACATGAATAGAACAATGGCCATCTCGGGAATAA
+TAGTAGTGCTAATCTTGCTGTACTTTTACAAATCTCCAATAAGGATGTTAGTTCCATTGGTTCCCCTTAT
+CTTCGGAGTTGTAATGACGCTCGGCTTTATGGGACTCCTAGGAATACCCCTCGACATAGCAACGACAACC
+GTTGGAGCTATGATAATCGGTATGGGAATTGATTACGGTGTTCACGTTACCAATAGATACTACGAAGAGA
+GGGGGAAAGGAAAGTCCCTAGAGGAAGCGGCCGAAGAGGCAATAGCAGAGACCGGTAAGGCCCTACTCGG
+AGCGGCCCTAACAACCATAGCTGGATTTTTGGCATTATCAATCTCTATCCTTCCATCGCTCAAGAGACTG
+AGCGTTAGTCTCGTTATGGGGCTAGGGCTAGCGGCATTAAATGCGGTAATAGTAACACCGGCTTTGGCAA
+TTCTAGAAGAGGAGTTTCGAGAGAAAGTCATGAAGAAAAAAGAGATCATAGCTATTGGAGGGGGAAAAAG
+CAAGATAAGCTTCATATTCTCAATGCTGGGCAAAGCGATAAAGAGGAGTCCATGGACGGCACTTTTAATA
+GCCTTGATAATTTCGGGGGTCTCCCTATACGGAGCCTCTAAGATAACTACCGAGGTTAGACTTGAAAAAA
+TGATTCCCACAGACCTTCCAGAGATTCAGGCTTTAAGCGATATAAGGTCGGAATTTGGTGGTCAAGATGA
+AGTTACAATCCTAATAAAGGCCGATGACGTTAGAGATCCAACCCTTGTTAGAGACATTCTCAGGTTTGAA
+AGGGAAATAAAGGCAGATTCTTACATCAATAACGTCTTTGAGACTCAGAGCATAGCGGACGTGGTAATCC
+AAAAGTACGGGTATATTCCCCAAGACAAGGAAAAGATATCGGAGGCCATTGAAGGATCCTCCCTAGTCTC
+TTCGGATTATTCAATGACTATAATAAAGCTAAAAGGCAACTTCATGGGGGTAACCCAAAGTGAATTCAAC
+AGGATAATGGAGTACTTTGAGAGGGCAATTCAAAGGGCAGACTTTCCGCCAGGAGTCAAGGTTGAACTCG
+CAGGAGAATCGTACTTGAATTACGTTCTCAACGATCTTGTAAACGAAGAGCTAGGAAAGATTTCAACAAT
+AGGAACGCTAATCGTCGTTATGGTTGTATTTGCAATATTTAGAAGGCCAACGGTTTCTATAGCGATGATA
+ATGCCGATGTTCTTAGGAGCTTTGTGGACTATAGGATATATGGGTCTCGCAGGGATCCCATTTTCACAAA
+CGTTAGCGGGAGTCGTTTCAATGATAGTTGGGCTTGGCGTTGATTATGGAATGCACATAACACATAGGTT
+CCTTGAAGAGCTAAATGAAGGAAATAAGACACCAATAATAACGGCCCTAGAAAGCGTTGGACCGGGAATT
+TTTGTGGGAGCATTGACAACGGCCGGAGGATTTTTAGCTTTACTTTCAGCTCAACTCACGGCTATTCACG
+ACTTTGGAAGAGTTCTCGCCGTTGGGATATTCGCTTCGATGTTTGCAGCTTATCTTGTCACCCCCGCAAT
+ACTCCAGCTTGAATTTGGAAGGAAAATTTCCAAGGAGGTGAGAGAATGAAGAAAGCGATGGCTTTAATCC
+TGGGATTAATTTTAGGATCCCTCGTACAGCCCTCACTTGCTCAAGGGCCAGAGCTACTTTACGAGGGATA
+CATGAACAAAGGAGATTATCTCCTCGTTGGCCCCCTAATGATATTGCTAAAAGACGTTGTATACGACATA
+AATGATGGGAAATGGAAAGGTGTGTTCATAGTCTTTAATGAAGACATGGAGCCAATAGGACCTAATTTAA
+CTTTAATATACGTTCCGGATCCCCAAAAGGTCAGAACTTTGCTTCAAAATCAGACGTTCCTCAGGGCAAT
+GGCCGAAACTTTGGGATATAATCCAGATAATCCCATTGAATATGCTGAATTCTTGAGGTGGCTCTCAACT
+GCATCCCAGATGGAGATATGGAATGCAATTGTGAAGACAATTGATGAGCATCCCGAATTAGGAATAAGAC
+TCGAAGATATATCAAAACCATATTATGTTCCTAATGCTAGGCCAGTTGGTGTAAATGAGACTATAAAAAT
+TGAATATAGGGGAAAAACAGTTTATATAACCGTTTTAAGTGCATATCCAAATGGTGTAAAAGTTAGCATA
+AGCGGGCCGATTCAATGGAGAGCTTCGATGGTCCAAGGGCTGCTCTTATCGAAGATAGACGTGAAAGGGA
+CGATAAAACCAGGACAATACTTTACCGTTGAAGTTCATTTAAAGAACATAGGATCCAGGAAAGTTAGATT
+CGTAACAGCAGTTTTATCTCCAACCCCTGTTGTTCCAAGCTCAACAAAGTTCAAAACTGAAGAAGAAAGC
+CTAGCAACTACTGTTCCCCAGGTTTTAACACAAACGGGAACGATACAAGGAACTTTGTATCCCGTGGAGA
+GCTCCGTCAAGTTCATAGACTTAATAGAGCCTGGTGAAGATAAGGTAATAAAGTTCCTCTATAAGGTAAA
+TGAAAATGCAAAGCCCGGAGATTATCCTCTCTACCTTACCGTAATATACTTTGCCTATACCACCGGAGAG
+AACCTTGAACAGAGAACCCTATATGATACTGCAGTAGTTACGGTTGCTAGAGATTATGAAGCAAACTTCA
+TTATCGTCCAGAATGTCCCCAGGATAGTTCATCCCGGGGAGGACTTTACAATTAACGTTACGTTTAAGAA
+CATGGGTGAGGATCCAGCAAAAGATGTAAGGGGAACTTTAATCCTTGAAGACATAACCGGCAGAGTATTT
+ACGCCGGTATCTCCCAGTAATTTCTATAGGAAGTTCGTTGATCCTGGGATGGAGTTCAATGAAACGTTTA
+AACTTCACGTTAGCGAATCTGCAAAAACTGGAACTTATACCTTCAAGATAAGGCTGAAGTACTATTCTGG
+AAACTCTAATCAGGAAAAGACTCAAGATTTTACTATTTCAACGACAGTAATTAGAAGGAGGGAAGCGTTC
+ATAGAGATAGACAACGTAACGCTTACTCCAGAGAAAATAGAGCCAGGAACAACTTTTAACATTACACTAA
+GATTGAGGAACGTGGGGGAAGGTTACGCCAAGGGGCTCGAAGTTAGGATAGTTCCAACGAAAGCATTAGT
+GAGGAGGGAGATAAAGAAAGTCGACTTATCACAACTTTCTAACTTGCCAATTCCTGGGGGCAAAGAACTG
+GCAAAGAATTTACAAACTGCCCTTAACCAAGTTATCGGCCAAATTGCCCAGGAAGAAGTTTCAGCATTCC
+TACCAATTGGAGAAGATAACGTTAAGTACAATGGTGTTATAATGCCCAATCAGACAATTGAAATTCATTT
+CACACTAAAGGCTAATGAGAGGCTTGAGAACAACATATACCCCATAAAGATAGAGATTAAGTATCTCTCA
+TCCCCCGATGACAAGTTAATCTCCGACGAGAGGATTATTGGAATAGACGTTACTGGTTCCGAGAAACTTG
+TCATTTCCTCAATATCCACATCACCATCTAGGATCCTCCCAGGGACATCAAACGTTGAAATTTCGTTTAA
+GATAGAGAACGTTGGGGATGGAAAGGCTGACTACATCATCATTATGCCGAATCCCCAATTTCCCTTTAAG
+CTCAGCGAAACAAGTGACCAAATAATAAATGTTGGGAGCCTAGGAAAGGGAGATTCCGCACAGGCTTCAT
+TCAAGGTTGATGTCGACGAGAATGCAAAAAGTGGAAGGTACCTTATCCCACTGACAATTGAGTACAAAGA
+TCCAACGGGCAAGTTTAGGCAAATTGAAGTTAATATACCAGTAATAATAGCCGAGAAGCCCAAACTAGTT
+ATAACCGATGTCAGATTTGGAGAGAAGCCAGTTCAAGGAAAGGACGTCAACATATACATTACAGTAAAGA
+ACGTTGGTGGGGAGCAAGCTGAGAGCGTCGTCATCGAGGGAGTTGTGAGGTCATCACAACCATTCACGCT
+CGTTAAGAGGACGGACTACATTGGAACACTAAATCCCAACCAGACCGGAGAGGGAGTGATAACGCTTTCC
+ATAGAAAAGGATGCCGTTCCAAAGGTATACAATATACTAATAAGAATGAGGGCCGTTGGAGACAAGGAAA
+AGGGCGATGATAACGTTTATGTGTTTGAGGGGACGATAAAAGTTCCAGTAAAAGAAAACACTGAAAGTAA
+AGAGAAGCTAAGGAACTTAGCCATTGGAGCTGGCATACTTGCCATAGTGATTACACTCCTAACGTATTTC
+AAGAGGAGGCACTAGACCATTTCTTTACTTCTTCCCTCAATTTTATGCTAATAATAATGCTAAGGGTAAG
+GTCTATTAACACTAAGAGCACGCCAGCTATTAACGTTTCTGGACTTTTTTTAATTAATGGATTTGAATAT
+ATCGTCATTAAGTCTATAACCTTCCAAAATGCAGGTAGCATCAAGAAGCTCGCAATGTAGTACCATATGT
+GAGGATCACGCCTCAAGTATTCCTGGATTATCTTACCAGAGATCATGATCCCAAGACCAAGGATAAAGTA
+CTTGTTGAAAGCATTTAAGTATATCAGGAAGGCTATTAGTTCGCTCGTCGGAATTCCTCCTATCATATTC
+TCTGCTATACTTTCGAGAGTTAGGTAGACGTTTATTGCACCTCCGAGCATGACTATAAATCCAGTCACAA
+CGCCAATGAACGTTATTAACCCTCTGCTAACGATTCTAACCAGGGAGGTTATTGGCTTTAATCTAAACCC
+TTTAGAGAAAAAGTATCCCCCTACTATTAGCATTACAACACCAGTTACCGTCGAAGACACTATCTGAGCA
+CTTGGAGGATATTTTATGGATATTATCTTGGCTATACCATAAAGGAGAACTATTAACCCAGGGATGCCGA
+GGACAACTTTTGAAACCTCAGGATCACTCATCATCTCCTTTAGGTACCTAACTATTATATACCAAGTTGT
+CTCTATCCCAGGGCTTTGCTTTACCACAACCCTCCTAGTGCTTATTATTGGAACTTTTGAAGTTATAATT
+GGAAAGATTTGTTCATCTTCGGCACCGTCTGTAACCGGAATGACGCCATCGGCAGGGAATTTTTTGAGAA
+CTTCATCAAGTTGCTTACTTAGCCTTAAGTCGCTCTCAACTCCAACGTTTGGATGACCAGTAATGAGGGC
+AACTTCAACTTCGTCAAACTCTCCTTTCTTTTTAAGCTCGTCATAAAGCTTTATAGCGGCGAAGAGAGTG
+TTCGCATCGCTATCCTCAGGATCGGCTAAACTCAATTTCACGGCAGCATCGAGACAGCTATCCCGACCAA
+TCACAGGACCCTTAACACCAGCCTTAACTCCAAAGTCATCGTCCCTATCTATTGCGAGGACTAAAATCTT
+CATTATCTCACGCTTCCACCTCAAGCTTTTCAAGAACAGATTTCACCTTATCTTCCATTGACCTCTCCTT
+GTCCCTTCTCTCGTCAATCCTTATCGTCGTTAAAACTCTCTTAAATCCAAAGGTAAACATCAATTCATGG
+GCCTCTCTTATTATCTCCAATCCTTCCCCCAAGGATTTAACCTCAATAATAGTTCCCATTGGGGTAAGTT
+GATACTTAATACCTCTCTCCCTGAGAAGATCTATGACTTTCGCCACGTATTTACTAACACTAACTTCGCC
+TAAGGGAACTATTGAGAACTCGATTATCACGGACATTAGAAATCACCAAATGCTTTAGTGAGCAGAGGTT
+ATTTAAGAATTTCTTAAACCTTTAAATTTTAGAGTGGCCTAATTATTCCTGGGTGAAGTGATGTTCAAAA
+TAGATAGGTTAAGATTCGGAACCGCTGGGATACCGATTTCCACCCCAAAGCCATCCACGATTGCTGGAAT
+AGAGAGGGTTAGGGAGCTTGGACTTGATGCTATGGAGCTAGAATTTGTGAGGGGAATAAACATAAAGCCC
+GAACTAGCAAAGAAGATAAAACACGTTGCCAAGAAGAATGACGTCGTTTTAACAGCACATGCCCCATATT
+ATATTAATTTAAACGCAAAAGAGAAGGAGAAGGTGGAGGCAAGTAAAAGGAGGATAATCCAAAGCGCTGA
+GAGACTTTATGAAGCTGGTGGATGGAGCTTAGTATTTCATGCCGGTTATTATCTAAAGCAGCCTCCTGAG
+TTAGTTTACGAGAGGATAAAGAGCGAGTTAAAAGACATAGAAAAGGAACTTCTCGATAGAGGAATAAAGG
+TTTGGATAAGGCCAGAGTTGACCGGAAAACCTACACAATTCGGGAACTTAATGGAGCTAATACGGCTAAG
+CCAAGATTTAGAGTTAGTTTTACCTGCCATAGATTTTGCTCACGCCCATGCAAGAAATAAAGGCAAATGC
+AACTCCGAAGAGGAATGGAGGGAAATGCTCACACTTATCGAAAAGGAATTAGGGAGGGAAGCCCTAGATA
+ATATGCATATTCACATAAGCGGAATCGAGTACTCAGATAAAGGAGAAAAAAGGCATTTAAATCTTCAAGA
+GAGTGACATGAGGTGGGAAGAGCTACTCAAGACACTCAAGGAGTTTAAAGTCAAGGGAGTCGTTATAAGC
+GAAAGTCCAAACATAGAGGGTGATGCTATACTGATGAAGAAGAAGTGGGAGGAACTAAAAATTTAAAAAA
+GAGTCTCTTCATCTAACCCAGAGGTTTTCTATGAGGAAAACGAAATAGGGGTGAGAGGGAATGAACCCAT
+TCCACGACCTTGAGCCCGGGCCAAACGTCCCCGAGGTTGTTTATGCCCTCATAGAGATTCCCAAAGGTAG
+TAGGAACAAGTACGAGCTTGATAAGAAGACAGGATTGCTTAAGCTTGACAGGGTTCTTTACAGCCCATTC
+TTCTATCCAGTAGACTACGGAATAATACCAAGAACATGGTACGATGACGATGATCCCTTCGATATCATGG
+TTATAATGAGGGAGCCAACATATCCACTAACCATCATCGAGGCTAGGCCAATAGGGTTGTTTAAGATGAT
+AGACAGCGGGGACAAGGACTACAAGGTTCTGGCGGTTCCAGTAGAGGATCCATACTTTAAGGACTGGAAA
+GACATCGATGACGTTCCAAAGGCCTTCTTAGACGAGATAGCCCACTTCTTTAAGAGGTACAAGGAGCTTC
+AGGGTAAGGAGATTATAGTTGAAGGATGGGAAGGAGCTGAAGCAGCAAAGAGGGAAATCTTAAGGGCAAT
+AGAGCTCTATAAGGAAAAGTTCGGAAGCAAGGAGTGATACCCCCTTTAAATTATTTTTCCGGAGGGGCAA
+CTGATGTACAAAATAGTCACCGTAAAGGACGTGGTTAGGATACCTCCCAGGATGTTTACAATGGATCCAA
+AGGAGGCTGCAATGCTAGTCCTAAGAGAAACATATGAGGGAAAGTACGATAAGGACGAGGGAGTTATCCT
+GTCGATAGTCGAGGTAAAGGAGGTTGGAGACGGGATAATAGTCCCTGGGGATGGGGCGACTTACCATGAA
+GTAGTATTTGACGTTCTCGTTTGGGAACCAAAGCAACAAGAAGTCGTTGAGGGAACGGTTGTAGATGCAG
+TACCCTTCGGAGCGTTCGTGAGGATAGGACCTATGGATGGCCTAGTTCACATAAGTCAGCTAATGGATGA
+CTATGTGGTATACGATGAAAGGAATAAACAATTCGTTGGTAAGGAGAAGAAGTACCTATTAAAGATAGGC
+GATGCCGTGAGAGCAAGGATAATAACTGTCAGTGCAAAGAGTAGGATAATAAGAGAAAATAGAATTGGAC
+TAACGATGAGACAGCCAGGGCTTGGAAAGTTTGAATGGATTGAGAAAGAGAAGAGAAAGGAGAAGGAGGG
+TAAGAAGTGACTGAAAAGGCCTGTAGAAATTGTCACTATATAACTACGGAGGATCAATGTCCAGTTTGTG
+GGAGCAGGGATTTAAGCGAGGAGTGGTTTGACTTAGTTATAATTATTGACGTTGAGAACAGCGAGATAGC
+CAAGAAGATTGGAGCCAAAGTCCCAGGAAAATACGCGGTAAGGGTGCGCTGATGAAGGTTCTATTTAAAT
+TGCCTCCGTCCCTAAGGTCTGAATTAAAAAAACCAGTTGGAGAGCTTATAGAAGGAGATATTCCAACCCC
+TTATCTTAAGGTGAAAGATATTTTGACGAATGAGGATCCTCTCGTGACTGTGGGAGATGTTGTGACTGAA
+AATATAATGAAAGTTGGTCTAAACCCAAATCTCGCGATATACGATCATAAAACAGAGAGAAGAGAGTACA
+AACCAAACATAAGAAGCGTTGAAGGTGTCTTAATAACGGTCAAGAATCCTCCCGGCACCATAACCTTGCC
+CCTCTTAAAGGCTATTAAAAAGGCTTACTCACTCCTCTCTCACGGGAAAAGGGTTCATATAGTAGTAGAT
+GGGGAGGAAGATTTAGCCACGATACCTGCAGTATTGTATGCTCCAATAGGGACAACGGTTATTTATGGTC
+AACCGAAGAAGGGCATAGTGCTTATAAAGGTAACAAATGAATGCAAACGCAGGTGCGCGAAGATAATGAG
+AAGGATGGAGGTGGTTAGAAATGGAGATTAAAATTACAGAGGTTAAGGAGAATAAGCTTATCGGAAGGAA
+AGAGATATACTTCGAAATCTACCACCCAGGAGAGCCTACCCCAAGCAGAAAAGACGTCAAAGGGAAGCTT
+GTAGCGATGCTCGATTTGAATCCTGAGACAACGGTAATACAGTACATTAGGAGCTACTTTGGAAGCTATA
+AGTCAAAGGGCTATGCAAAGTACTATTATGATAAGGATAGGATGCTCTACATTGAGCCCGAGTACATACT
+AATTAGGGATGGAATAATCGAGAAGAAGGAGGGTGAGTGAGGATGGGTCAGAAGTGGAAGCTCTACATAG
+TTAAGGATGGAAAGGTTATAAGGAAGAACAAGTTCTGCCCAAGGTGCGGTCCTGGGGTATTCATGGCAGA
+CCACGGTGACAGGTGGGCCTGCGGAAGGTGTGGATATACTGAGTGGAAGAAGAAGTGAGGGTGAGAGCGT
+GAGTTTTTTTCTAACATTATTTTAAGGAAGTTTAAGAACGTTGAATCAAGGTACGAGGAGATTGCAAGAG
+TATATAGGGAGTTCCTTCTTACGGAGGAGGAACTCAAAATACCAACTATATCCAAAATTTTAATCCCCCT
+CGACAGGTATTCTGACCTTCCCTCGGAGAACGTTCTGAAGTACATCTCCTCGTATCCTGGGGCCGACATT
+TCTTTAATATACGTAATAGATGAAGAGGTATGCAGGCTGATTAGAGATACCATAGGCGAAAAGGACGCAG
+AGCTGTTCAGGGAAAGGGAATTTAATATCGGACGGGAAAAACTAGAGAAAGCCAAGGACATGATTGAAAA
+GTTAAATGGTGATCATTCAATTTCTTCTTTAATAAAAACTGGGAATAAAGCAACTATCATAGAGAAAGAA
+TCAGAAAAGCACGATGTTCTTGTAATTTCAAGGCATTATGGGACGAGCTCAACGAAAACACATCAAGTTA
+GCCCCGTAGTCTTTAGGATTATGCAAAATGTTGAAAAGCCAGTAATAATTTATTAGGGGGCGCTTAAATG
+GTATCTGAGCTAGAGATAATAGCCCTTGGGGTATTCATATCTGTTTACGCGGCTATAATCAGCGAGAAGA
+TACACAGAACGGTAGCCGCGATGCTTGGAGCATCTATCATGCTCTTCTTAAAAATAGTACCCTGGGAGAA
+TATTCCAGAGTACCTAGATCTTGACACAATTCTTCTCCTGGCAGGAATGATGGTCATCGTTAATATAAGT
+AGGGAGAGCGGGCTTTTCGAGTACATAGCAATAAAGGTAGCTAGGATATCTAAAGGGGACCCCATGAGGG
+TTCTACTTTTATTCTCCGTGACGACAGCTGTTGTTAGTGCATTTTTAGACAACGTCACTACAGTTTTACT
+TTTGACCCCGATGTTACTTTACATAACGAGGCGTATGGGAGTTGATCCAGTCCCGTATTTACTTGCGGAG
+ATATTCGCATCGAACATAGGGGGAACGGCCACCTTAATCGGAGACCCGCCAAATATAATGATAGCCTCCG
+CAGCCAAGCTAAGCTTTAACGAGTTCATAATGAACATGACACCTATAGCATTCCTCGACCTGTTCATAAT
+GGTAGCATTGATATATCTCTTCTATAGGAGGGAATTTAAGAACGTGGAATACCATGTGGACGGCATAATG
+AACCTTAGAGAAGAGGAAGCAATTAGGGATAAACAGCTATTTCGGAAATCCGTTGTAACCATAGCCTTTG
+TAGTCTTAGCTTTCTTCCTTCATGATACGATAGGAATAGAACCTGCCGTTGTGGCCCTTACGGGAGCCTC
+CATTTTACTTCTGTGGAGTAGAGTACCTCCCGAAGTTGCATTGGAGAAAGTTGAATGGGCAACGTTATTC
+TTCTTCGGTGGCCTTTTCATAATCGTTGGTGGGCTTGTTGAGACCGGATTGATTGAAGATGTGGGTAAGT
+GGATTGTAAGCCACATAAGCTCAGAGAATGAAGCAATATTAATGATATCCTGGGTTTCAGCGTTCCTAAG
+TGCGATAATAGACAACATTCCGTTTACTGCAACAATGATCCCACTTATAAAGAGCATGGGAGGTAGCATT
+AACGTTTATCCCTTATGGTGGGCCCTAAGCTTAGGTGCATGTCTTGGAGGAAACGGAACGGCGATTGGGG
+CAAGTGCAAACGTCGTAGTTTTAGGTATAGCCTACAGGGAAGGCATTAGAATAACATTCATAGACTTTCT
+CAAGGTTGGAATGATAATCATGCTCTTAACTGTTGGAGCTGGCTCCTTGGTTTTGATAGCTAGGTACGGA
+GGAGGGATATTATGAAGTTACTAGTGCTGATAGATGGGAGTAAGTGGAGTCAAAAAGCAGCACTACATGC
+GTTTTCGATTGCTAAGAGGAGTAACGCCAAAGTAATATTATTCTCGGTTCTAGACAGAAGGGAAGCTAGG
+GCCTTAGCTTTTCATCTGAGCATGAGGAGTGAAAGCCTAGAAAAGATAAGGGAGTTCGAAGAAACTATCT
+GGAAAGATATGAAGAAGAGCGTCAAGGAAGTTATAACTACACTATTGGAGTTAGGTAAAAGGGAAGGCGT
+TAACTGTTCATTCAAAATAGCCGAAGGCTCAGCGAAAGAAGAGATACTCAAGGAGGCAAATTCAGGGAAA
+TATGACATGGTCATAATGGGGGCCTATGGAAGAAGTGGAAAGACGAGGATAGGGAGCCTCCTTGAGGAGG
+TCGTCGGGCAAATAAGGATTCCAGTAATGATAGTTCGCTAGCGCATGTTCTCAACATAGAGGAACAGGCA
+CTTCAGGTACTCAGTATCCTTGGACGCCATAAGTATGGGATGGTCTGGAGCCTGGGTCCTGTAAGGCTCG
+AGCATCTTGAGGAATTTGCCCGCTTTGGCTCCAGCGGCTATTATCATGTCTTTGAACATCTGAAGGTCAA
+CGTGCTGGGAACAAGAACACGTCACGAAGATTCCACCGTCCTTAACTAAATTAAGACCCGCAAAGTTCAC
+ATTGAAATAGGCCCTCATTCCTGGTTTCAGGTCTTTCTCATGTTGAACGAAAGCTGGAGGATCGAGTATA
+ACTACATCAAATTTCTCTCCTTTTTTCTGGAGTTTTTCCATTTCCTCAAAGGCACTTCCAACTATAAACT
+TAATTTTATCTTCCACCCCGTTTAACTTTGCATTTTCCTTTGCGGTCTCTATTGCTCTAGGAGACTTATC
+TATCGCTATGACCTCATCGGCACCGGCTATCGCAGCGTGTATAGCAAAGCCACCAGTATAAGTGAAAACG
+TCAAGCACCCTATCCCCAGGATTAATCCACTTTTCCAATGCCAACCTATTCTCTCTCTGATCCAAGAAGA
+ATCCCGTTTTTTGACCTCTCATATCTACTATGAACTTTGCTTTTCCTTCCTCTATTATCGTTCTATACTT
+CTCCTTACCCAAGAGAACCCTCTCTATTTCGGGCAGGCCTTCCCTCCTTCTACTTCTCCCAGTGTTCTTT
+TCAAAAACGGTTTCTATTTCCGGTTCAACTTCCATTATAGCTTCTGCAACATCGAGCTTGAATCTCTCCA
+TTCCAGCACTTGATATCTGAAGGGAGGCAATATCATTGAACCTATCAACTATCAGTCCAGGAAGGTAATC
+TGCTTCCCCATAAACCATCCTATAAACGTTCGTATACTTTAGAACCTTCTTCCTGTATTCGTTTGCCTTT
+TTGATTCTCTCTTTGAACAAGTCTTTGTTTATTTCAACGTCCTTGTCCTTGGTTACTATCCTCACCATTA
+TATTGGAGTTTGGGTTTGCAAATCCCTTACCAAGAAATTTCCCTCCTCGGGTGTAGACCTCAACTATGTC
+TCCAGGTTTGATAGTTCCCTCTACTCTAACTACTCCCTTCTTGAAGACTATCATTGCACCTTTTCCGATT
+GCCCTAGCCGCTTGAGCATCCACTATTATCTTTGCCATTCTCTCTTCCCCCACAGGCTCACTAAACCTCG
+CTTCATCATCAAATCAGAAAGGAGAACGGCGATCATCGCCCTTATATTTCTTCCTTAACGGTATCGAACG
+AGACCATTGTAACGGTTTGACCAACCCCTCTTATCTCCCTTAGCTTATCTATTACTATCCTACCAACCTC
+TTCAGCATTTGAAGCCCTAACCTTAAGCAGTAAATCCCATTCGCCAGCTATTATATGAACTTCGTAAACC
+CCAGGAATCTTAGCTATCTGCTCGGCAACTTGTCTTTGGGTTAAACCTGAGTCTGGATCGTAGCGGATTA
+ATATGAAGGCGGTAGTTCCAAGGTTAAGTTTCTTGTAGTTTGGCTTTATCGTAAACCTCTCTATTATTCC
+CTCTTCAACTAGCCTTTTTATCCTATAATGGACGGTAGTCCTTGGGATACCAAGCTTCTTACTCAGGGTT
+GCGATGTTCTCTCTCGCATTGATCTTTAACTCTTCGAGCAACCTCCTATCGACTTTATCAAGGATCTCGG
+CCATTTTCTCTCACCCTCATTTAATTGACATATATACAGTATTTATATGTTTTCTTTTAGCCAATCGAAA
+AAAGCCTTTAAAGCTTTTCCTCTATGAGATAAAGAATTCTTCTCCTCTGTTGTCATTTCAGCAAAGGTTT
+TTTCAGAACCTTCTGGGATAAATATTGGATCATAACCAAACCCACCCTCCCCTCTTTTCTCGTTGGCAAT
+CCTGCCCCATGTTACACCTGAAAATATATGAACATCTCCGTCGTAATACCCAATAACACTCTTAAAGTAA
+GCTTTCCTGTCTTCTATTCCCTCCATCAACTTCAGTATTCCATCCAACCCTATCGTTTTGTAAACATATG
+AGGAGTACACTCCTGGGAAGCCATTAAGGCTCTCTATGAAAAGCCCTGAGTCCTCTATAAAAAACGGTGA
+ATCTATCTCTTTCTTTAGCCATTCAATTCCAAACTTAACAACTTCTTCTAAGCTATCTGCCTGGATTTCG
+GGGTACTCGCGCTTAAGTTGGATAACTTCTATTTTCAAGGGCTCAAAAAATTTCGCAGCTTCCCGAACCT
+TCCCTGGATTTGAGGTAATAAAAAAGAGTTTCATGGAGAAAACCTCAGTCAATTTTATATCCGATTTTTT
+CGACTAATTCTCTCCTTTCCTTCTTTTGCTCCTCAGTTTCTATCTTGTTTGCTGCTTTTCCATCAACGAC
+TCCTATTACGGATCTCCCAAGGTCGGTTTCTGCTACTATAACCTGGAATGGATTTTCACTGGCCCCATAA
+ACCATCGCAACGGCCGGATGATTCTTTATCGTGTTTAGGACATTTATTGGATAGGCGTTCTTCATGAGGA
+TCACAAAAACATGGCCGGCCCCTATCTTAACGGCATTCTTAGCAGCCAACTTCTCAAGTTCTGGATCGTT
+ACCTGTGTATCTGGTTAGTTGTGGCTTGGCCTCATTCATCGCAATGCCAAATTTAATCCCAGGAACGGCA
+GTGAGAAGGGCCCTTGCTAAGTCATCTACGGTGAATATCGAGAAGTTCCCCTGTCCAATTATGACTTCAA
+CTCCCTCCGGTTTCTCAATCTCAACGACCTCAATCCTGACCATCCTTCACCACCACAACTGTTTTTAGCT
+TCCAGGAATAAATTTTTTACTGAGGAGTCATGAGGGATACAATAAATTTCCGAGAGATTGAATGGCTTCT
+TGAACTATTAAACAAATATCCTAGAGAGAGTCTAAGGAAGATATCTCAAAGGGAAGGGATAGAGTATTAT
+AGGCTTAAGAGGATCTATGACCGATACTATGGAAAATATATATTCGTCAGTGCCATCTATGATATAGCAA
+AACTTGGATTAAAGAGTTACATCGCATTCCTTTCAGTACCAAAAGGAGAAATATTTGAAGTCGGAAAAGA
+GATGCTAAAAAACCCTTTTATTAGTTATATAAATCCGATATTTGGATTCAAAAATGGAATACAAGCAATA
+CTTCATGTTCCTGTTGAACAGGAAAAGTACGTTCCAGAGCTACTCTCTAAGTATTCTGATGACTTTGAAT
+ATTATGAAGTCTGGTCAAGAGATCCGAGCAAAGTAAAATTCGGAAAATGGAGTTATTCCTATGAATATGC
+TATATTACTTGACACCTTTAAGGTTGATGCCAGAACCCCAATGAAAGAACTCGAAAAGAAATTATCAAAG
+GGAAGGCCCACAATTAAATTTATGATAGAGAAGCTGATAAAGGATGGCATAATAGTTGGGTTCTACGCGT
+TCATAGAGAACGCCAAGGAGGCTCATGATAGATCCGTTGTTGGAATAGCAAAAGAACTTGATAAAGAAGA
+GATATACAGAGCCTTTAAGGAAGAAGAAATAAATATCGGGATTTTAAGACCAAGAGGATATTACGTGGAA
+TGGTTCTTCTCTTCTAGAGAGGATATCGGTTCAAAAATATTGGAATTCAGCCAATATGTCGATAAAATTG
+GAATCGCATATCTAGACATGTTCAGGGAGCTAAACAACAAACACATGAGGACAAGGTTCTCAAGAATGAT
+AAAAGAAGACGGAAGCGGATACAAATCAATTTTGGAGTTCTAATCAAGCCTTTGTCTCCTTTAGTATCTT
+TTGGAAGTCAGAATAATCAGTTACTACTTTTACTCCATCGAGGGTCTCAAAATATACCTTTTTTATCTTA
+ATTTTCCTTGCCTCTGTATATTTCATTTCTGGAGGGTCATACTCACCTGGCTCCACGACCTCATCTTCGA
+CAACATACGTTTTGAGTTCAGGCTCCCCAACGTACTTCCAAACTTCATAGAATACCCTTGGTTCTAGATG
+TATCTCTCCCTCAAGTTCTATATAATCTGCCCCGATGTCCTCCAAGAACTCCTTAATAACCTCAGAATTC
+ATCTAAGAACACCTCATTTAATATTAACTTGACTTTGGGTTAAATACCTATCGCTGTCCATGACCATAAA
+CTTTAAAACTAAAAGACTTATCTTATCTCCATGCTCGGTGGTCGTTTTTGGGACTTCTGATATCCTTAGG
+ACTACTTTAATTGATCCATCTAGGGGGGATTCTGTATGGTAGAGGATTTTAAAGTTACTCCCTGGGAAGT
+TGAGGGTGTAGTGGACTACAATAAGCTGATAGAACACTTTGGAACAAGTCCTTTAACTGAAGAGTTGCTA
+GAGAAAACTGCAGAACTAACGAAAAGCGAACTTCCCCTGTTCTTTAGAAGGAAATTCTTCTTCTCACACA
+GGGATTACGACAAAGTCCTACAGGACTATGAGGAAGGCAGGGGTTTCTTCCTCTACACTGGTAGGGGCCC
+AAGTGGACCAATGCATATAGGACATATAATTCCCTTCTTTGCAACCAAATGGCTTCAAGAAAAATTTGGC
+GTAAACCTTTACATTCAAATAACGGATGATGAAAAGTTCCTATTCAAAGAGAACTTAACATTCGAGGACA
+CAAAACACTGGGCCTATGAGAACATATTAGACATAATAGCCGTTGGATTTGACCCTGATAAAACATTCAT
+ATTTCAAAATAGCGAGTTCACAAAGATTTACGAAATGGCAATTCCAATAGCTAAAAAGATAAACTTCTCA
+ATGGCCAAAGCCGTTTTCGGGTTCACAGAGCAGAGTAAAATAGGAATGATATTCTTCCCAGCGATTCAAA
+TAGCCCCAACGTTCTTCGAGAAAAGGAGATGCCTAATACCAGCGGCTATAGATCAAGATCCCTACTGGAG
+ACTCCAGAGGGATTTCGCAGAGAGCTTGGGCTACTACAAAACGGCCGCAATTCATAGTAAATTTGTCCCC
+TCTCTAACTAGCCTTTCAGGGAAGATGAGCGCATCAAAGCCAGAAACTGCTATATACCTAACCGATAGCC
+CTGAAGACGTCGAAAAGAAAGTCTGGAAATTCGCATTAACAGGAGGTAGGCCAACGCTAAAGGAGCAGAG
+GGAAAAAGGAGGCGAACCAGAGAAATGCGTCGTGTTCAAGTGGCTCGAGATATTCTTTGAAGAGGACGAT
+AAGAAGTTGAAGGAAAGGTACTATGCCTGTAAAAATGGTGAACTAACGTGTGGGGAGTGTAAGAGATACC
+TAATCTCCAAGATCCAAGAGTTCTTAAAGGAGCATCAAAAGAGAAGGAAGAAGGCTGAAAAGCAGATTGA
+AAAGTTCAAATACACTGGAAAGCTTGCTCAGGAGATGTGGGATAAAGCAATACCTGAACCACTGAAGGGA
+TAAGCTTTTTCTTCCCTTTCAAATTTGTTCAAGGAATGCGAAATGGAAAAATTTTTAGCATGTTGTCGGG
+TATTCAAGAGTGGAGGTTTAGTAACCTCATGTAATGATTGGGAGGTGATTCTAATGAGTGACGTAGAAGA
+GAGGATTAACCAGATAATTCAGGTTCTAAGAGAACAGGTCGTTCAAGACACGGCCGTTCCAAGGAACATT
+AGAAGAGCCGCCGAGCAGGCTATAGAGGCTCTAATGAATAAGGAAAAAGAACCTGCAGTTAGAGCAGCCG
+ATGCAATCGCGATATTAGAGGAGATAAGCGAAGATCCAAACATGCCACTCCATACGAGAACCATAATCTG
+GGAAGTCCTCGGAGCACTCGAGCAGATAAAGTGACCTTTAGACCTTAATTTTATATATCCCTTCTCATTT
+TAATCATTCTGGCAATGAAAGGGCTAATAATTAGGCAACCATATGCGAATTGGGTTGTCGAAGGAAAGAA
+AATCTGGGAGATAAGAAAGACTCCAACAAAAATAAGGGGAAGAATAGTGATAATATCAGAGAAGAAGGCA
+ATAGGAAGCGTGGAGCTTGTAGATGTTTTAGGACCCTTTACTCCAGAGGAACTCGCAAATTATGAGGACA
+AGCACTTGGCAAGCTACGACTTCTTAAAGAGATACTCGAACGGTAAGAAGCTATACGCGTGGGTTTTTAA
+GAATCCTGAGAAGTTTGAGCCTCCCATTAAGGTTGATATCCCGAACGGAGCTCAAATATGGGTAAACCTT
+AAGGGCTTTAAGTTGAGGAGGTGAAAGTATTGTTCGTTATCGGAAGTGGAGCAAAACATCTGGAAGAAGA
+AATTTCTAGACATGGCAATTTGATAAACGTTGAGATAAAGAAGTTCCCAGATGGAGAAAAATACGTCAGA
+GTTTTGGAAAGAGGGAAAGAAGCAATTGTAATCCAATCAACGTACCATCCCCAGGATGAGAATTTAATTG
+AGGCCCTCCTCTTGGGGGATGCCCTTAGCGAGGCTGGATTCAAAAAATTAAAGATCGTTATCCCATACCT
+TGCCTATTCCAGGCAGGACAGGGTAACCAAAGAGGGAGAACCAATCAGTGTAAGGGCAATAATGAAGATG
+CTCGGGCTCTATTACGATGAGCTCTACGTATTTGACATTCACAATCCCAAAACCCTAGAACACTTCCCAG
+GAATTGCAAAAAACATATACCCCGCGGAAGCGATAGCGAACTACTTCAAGGATAAGCTTGGCGAAGGTCT
+CATTTTAGCTCCCGACAAAGGAGCCCTTGAGAGAGCGAAAAGAGTTGCTGAAGTTTTAGGCTTAGAGTAC
+AGCCACTTCGAGAAGGAGAGAATATCTCCAACTGAAGTTAGAATGAAGCCCGTAGATGTTGATGTAAATG
+GAAAAAACGTCCTAATAGTGGATGACATAATAAGCACGGGCGGGACAATGATAAAAGCCGCCAATATACT
+CAGAGAACTCGGAGCGAAAGAAATATTCGTTGTGGCAACCCACGGGGTCTTTGCTGAGGGGGCAATTGAG
+AGAGTTAGCAAAGCTGTGAATGAGCTCGCGGTAACCAATACAATCCCAACCGAAGTTTCAAAGATAAGCA
+TCGTTGATTACATAGTCAAGCTGGGTGAGAAAGAATGAAAGCAGTTGTTCTTGCGGCTGGGAAAGGAGAG
+AGATTAAGGCCACTAACCGATGATAGGCCAAAACCGATCTTGAAAGTCGCCAATAAACCCATAATTGAGT
+ACATACTTGAGAACCTAGACCCATTCGTTGATGAGTTCATTATAATCGTGAAATACATGAAGGAGAAGAT
+AATTGAAACTCTTGGTGATGAATTCCACGGAAAACCCATAACGTACGTTTCCCAAGTTGAGGAAGAGGGA
+ACGGCAAAGGCCATTTATTCTGCAAAAGATTACATTGAAGAGGAGGAGTTCTTCGCGATAAATGGAGATA
+TATACTTCGAACAGGAAGCAATAAGGGGATTGCTCCACGTTTATAAGAAAACAAAAGCTAATGCAGCACT
+CGTTGTCAAGAAGTTTGATGATCTATCTCAGCTCGGGATGGTAAAAACCGAAGGAGGTTATGTAAGGGAA
+ATAGTTGAGAAACCTGGGAACGTTGGTGGGTTGGCGAACTTGGGAATTTACATATTCAATCCAGACGTTT
+TCGAGTTTATCGAACGAACCCAGGAAAGCGAGAGGGGAGAATATGAAATAACAGATACCATAAACCTAAT
+GATTAGTGATGGAAGGAAAGTTGCGTACTTTGAATACTCCGGCTTCTGGAGTGACATTGGAAGACCTTGG
+GATCTTTTGGAGGTCAATGAGTACATACTCAAGACCAAACTTAAGCATGACATCAGGGGGACTGTTGAGG
+AAGGGGCTACTATAATCCCACCGGTGGAGATCGGAGAGGGAACTGTGGTAAGGTCAGGAAGTTACATAAT
+TGGGCCGGTTAAGATTGGAAAGAACTGTAGAATTGGGCCCAACTGCTTCATAAGACCCTACACGAGCATA
+GGGGACAACTGCCACATTGGTAATGCCGTTGAGATTAAGAACTCGATAATCATGGATAATTCAAATGCTC
+CCCATCTTAACTATGTTGGCGATTCAATCGTGGGGGAGAACACAAACCTAGGGGCTGGAACCATAACGGC
+AAACCTTAGACACGACAACAGAACGATAAAGGTTGAAATAAAAGGTAAACTCGAAGATTCGGGAAGAAGG
+AAGCTAGGAGCCATAATAGGCCACAACGTTAAGACTGGTATAAACGTTACCATATACCCAGGAAGGAAAA
+TAGGAAGCGGAGCCTTAGTCGGGCCGGGAGTGATAGTGGACAAGAACATTCCACCTAACGTCTTGGTCGT
+TGCAAAGCAAGAAAAGATAGTGAAGGAGATATGATCACGGATTTAGTTCCTTACTTAAATCTTCTTTCGA
+GATTAATACTCTTCATATCTTCCTCATATAAGGCCGTCAAGACTAGGGATAGTGGTTGGATAATTCTCTC
+CTTTGCGTTTCTGTTACCAATATTAGACATAGAGGAGTTCATACTTGCCCCTTTAAATGTTGAGGTTAAG
+GAGAACAATATATTAAATGTTATTCCAAATTTCTACTATGCTATCCTATTTACAATGGCCGGAACACTAA
+TTCGATACCGGAGGATTACCGCTAAAACATCCATGATAATTGGTTCAACACTTCTCATAGCGCAAATTTT
+AATGTTTGGCAATGCAACTAAAGCAATTAACACCTTAGTAGTCTCCATAATCGCATATTTAGGCTATGGA
+CTCTCAATGGTTTACCTGGGATTCGTTCTTATATCACACAGTAGAGGTACGATAGAAACTCTCTTCCCCA
+TAGGGACAATTGGGGTGGGGCTACTAAATTTGACATACCCTATAACAAGTAATATACCAATTCTCTCAAC
+ATCCTTCTTCACACTTGCAGCTATTTTCAGGTTTATGGCAGCGATAGGGGCAATCAAAATGATCATACTA
+ATTCCCGAAGAACCCAGGAAAAGTAAACGGACAAAAGGATTGCAACCAGGTGCGTATTGGACCGAAAGTA
+AAAAAGGAGCATTGGAGTTGATTTCCCAATCAAATCCAGTGATCATAACCAGAAGAAATCCACTAGATAT
+AAACTTTCCAGCAGCCATATATTGGATAACAAAGGCTAAAGAAGGCAAAATTCGAGAAAACGTATACGCA
+ATTTCACCAACCAAGATAGACATTCTCATAGATTTGATAAATAGGGCGTTTGAAATGGGGTACAAAACAT
+TATACATCGATTGTCTGGAGTATCTAGCCCTTGAAAATGGAACTAACGCTACGTTGAAGTTTTTATATAC
+AATCAAGGACATAATTACAAAACACAACGGAGTGATATTACTAGCTCTCAATCCTAAAACATTTGAAGAA
+CGAGAAGTTAAGATGATTGAAAAGGAATTTAAGAAAATTTAAAGCTCAGAAAGATATTTTCCATACGAAA
+CTAGGGCATAAACTGCGTCGACGCCATCTTCGACGGTCTCAAATACTGGAATCCCAACCTTTTCTATTCT
+CCTAGCCATTGCCTCTGGGAATTCTCCTCCTGGGGCAACGAACACTATTGGCTTTCCGTACTCCTTAACC
+CTCCCCATAACATCAACTATACCCTCGTCCAATGCTGGGCTCTGGAATAGGGCTATTACGACAACTATGT
+CAACGTTTGGATCCTCAAGGACGTACCTTATAGCAACTTCATATCTCGAGGAAGGCGCGTCCCCTATGAC
+ATCAACCGGGTTCCTATAGCTCATGTGCTCAGGCAATTTTCCTTCTTCAATGGCCTTTCTGAACTTCTCC
+TTTGTTTCTTCGGTGAACTCTGCAAGTTTAAGACCGTGCTCAAGCAAACCATCACTCATCATCACTCCAG
+CTCCGCCTCCATTGGTTACTATCGCGACCCTGTCACCTTTTGCAGGGTTCTGCATTGCCAATGCCTTAGC
+GTAGTTAAAGAGCTGCCTCATACTCTTGGCCATTAAAACACCAGATTGCTTGAATGCAGCCTCATAAATC
+TTGTAGCTTCCAGCGAGGGAACCTGTGTGAGATGCAGCGGCCTTAGCTCCGGCCTCCGTTCTTCCAGCCT
+TAAGTATAATAACAGGCTTGACTTTTGTAGTTTCTTTAGCCGCGTTGAAGAACTTTCTACCGTCCTTAAC
+TCCCTCTATGTAGGCTGTTATAACCTTCGTCTTTGGATCATCCTTGAGGTATAGCATGAAGTCGCTCTCG
+TCAAGGTCAGCCATGTTACCTAGGCTTATGAATTTACTCATTCCCACCTCATGCCTAGCGGCCCAATCAA
+GTATTGCGGCTCCAAACGCACCGCTTTGGCTCATGAATGCTATTGGACCAAACTTAGGCCTCGCCTGCCT
+CTCAGGTGGGTTAAAGTTACAGTCAAAACCGTTCTCTATGTTAGTTACTCCCAAACAATTTGGCCCAACG
+ACTCTAATTCCCCATTTCCTAGCCCTTTTGACTAGCTCTTCCTCTAGATCAGCCCTTCCAGCCTCTTTGA
+ATCCTGCAGATATAACTACAACGCCTTTAACTCCCTTCTCCCCGCACTCATCTATAACGTCTGGGACGAA
+CTTGGCTGGAACGGCGATTACCGCAACGTCCACTTCATCTGGAATTTCCTTAACGCTCCTATAGACTTTG
+AACTTCTTTCCATTGACTTCAATTTCTCCTCCTTTGACGTTTACAGCGTAAATCTTCCCGTTAAATCCAT
+TGACTAGTGATCTAAGGATTGCATTTCCAACTTTACCAGGCACATGCGATGCTCCAATCACTGCAACGCT
+CCTTGGATAGAACAGAAAATCGAGCTCTGGTCTCGTCATTCTCATCACCTAAGCGAAGGGAGGGATTTAC
+ATATATAAAGTTTTTTGGATTAAATATCCAACAGCTCACTCAACTCCTTCGACTCTTTAAGGTACTTATG
+GGAATGTAAGAAAGTTAATAGATTTAAGAGGTGAACTAGGGTAACTTCATCAAAAGAGGAATTAGTAAGC
+CTGCTCAAAATCTTTTGCGATTCATCTTCTATGCCCTCGAAAACCTTCTTTACAATATCCTCGAACCTCT
+TTCTATCCTTAATTTTAACTCCAGCCCTCTCCAAGACTTCGACAAGCTTTGCTATCCCCTCAGCTAAGTA
+CGCTTCCCTGAACTCCTCGGACTCCTTGTCAGAACCTACAGCTATTAGGAAGATATAAGCGACCCTACCG
+TAGAGTGTCTCGTTGCCTATCCTCTCAACGACCTCTACTAACCCCGCTTTCTCCAAAGCTTTGATATGCC
+TGTAAACCGTGGACTTATCCTTTCCTAGCCTTTCAGCCAATTCAGAAACTGACATAGGATGATCTCTAAG
+TAATTCAAGTATCTTCATTCGAGTTCGATCCGAGAGGACCTTTAACTTTTCCTTGGATACGACCATTACA
+GGAACCCTACACATTAATTCACTCCTCCAGCTTATCCTGGGGCGTCTCTTCTTCTTCAACTATCTTCTTT
+CCAGCGGCAACCATGTCTATACTGTGAACAACGCCCCCAAACTCCTCAATGGTTCTCACTATCTCCTCAT
+AGTTCAAATTGTCCCCCATTATTGTAACCTTTATGTTCTCGGTCTCCTTGTCTATCTCAACAAGCGTTAT
+ATTTACACCTTCAACTCCCTCAAGCTCACTCAACCCTAAGGCAAGTTCCGTAACGAGAGGTTGATGAGGC
+TTTAAAACGTCTAAAACCAACAACCTAATCCCCTTTGCCATTCCCAACTCACCGCTTCAGTATTTCTCCA
+AGCTTCTTAAGTAATGACATATACTCCTCATCTCTAGATAGCTCGGCAGTTGAAAGCCATTCAATGGCGT
+GTATTATATCTTCATTTGAGAACTCCTTTAGGGCATCTTCCATTTCTTCAATTTGTTTAGAAACCCTAAC
+GGTAGCGTCGAACTCCTTTTGAGACATCTTATCCATTACATCAAGTAACTCCTCTTCCTCAAACTTGTAC
+CCTAGCCTCTTGAAAATATCAATTTTAGTTTTAAGCCTAGACCTTGCAATGTACCTAAGCTCCTCGTCCC
+CTAGGTATAGATTTATGTAGAACACATCGGCAGTTCTGCCATAGTACTTTTCCACTAGATTGCCCTTCAT
+CTCTGTCCTCTTGACTTCAACAAGACCAGCTTCTTTCAGCTTTTCTATGTGGTGGTATATTGTTTGTGGC
+GTTTTTCCCAAGATTTCACTAAGTTGCGATATCGTCATCTCCCTATTTCTGAGTAGCTTTAATATTGCCC
+TCCTTGTGTCCTCGAGCATTACCTTAATAACCTCTGGATCTGTGATAACTTTGACCTTCCTAGCCATTTT
+TCCCCCTCCAAATCTTAACGCTCTGACAAGAATTTAAACGCTTCTTAAATATAACTTTTTCCTTTAATTC
+AAGAATCGTAAGTGGCGGGCCCGGCGGGATTCGAACCCGCGACCTCCGGCTTAGAAGGCCGGCGCCCTAT
+CCTGCTAGGCTACGGGCCCACTCGGGAGAAGGTTACACAATTAATTTATAAACTTTGTCTTCTAACCATC
+CTAATCCATATCCCACTTTTACCTACCTTCTTAAATCCGAACTTTTCATAAAGCCTCATCGCCCCGAAGT
+TCTTCTCCCCGACCCACAGTTCAATCGTGTCATTGTACTTTCCTAAAAACTCAAGGCACTTTGTAAGTAG
+TTTTTTCCCAATCCCCTTTCCCTGCCAGCCCTTATCGACGACGAACTCATGAATAGCGCCAACTATCTTA
+CCCTCGTACCTACTGTACCAATCCCTATCGCAAACTATGAACCCAACGATTCTGTCTCCAACTTTCGCAA
+CGAAAAATCCATCTGGAGCTTTCTTCCAGCACCACTTTATATAATCCCTAGCGTAGTCCCTCCCCTCTCC
+ACCATACTCCTCTAACCCTTCATATCCCCTCATGTATACCTCTATGAGATCTTCAAGCACATCTTCATTT
+AACCTTTTAAGCCTCTCAATTTTCACATCATCCATCGGAAATCAGATAAGGAAGGTGTTTTAAATGAGTT
+GTGAAACCATACTAAGGAAGTACTTTAAGGACATCCCAGGGATTATACTCGAGGCATGTAGGCTCTCAAA
+AGAGAAACTTGGAGAGGGAAGCCATGGATTCTCACACACTTTAAGGGTTTTAGCCCTATCCCTTTGTATA
+GGGGCCAGAGAGGGAGGTAACTTAGAAGTTATAGCGCTCTCGGCAATTCTGCATGATATTGCGAGGCCTC
+TAGAGGATATGGGAACCATTAAAGACCATGCAAAGGTTGGAGCGGAAATCGCAAGGAAATTCCTTGAGAC
+GTTTAAATACGGTAAAATTGATGAAGTCTGCCATGCAATAGAAGCTCACAGGTTTTCAGGTAAAACAAGG
+CCCAGGACTCTTGAAGCCAAGATTCTAAGCGATGCCGATAAGCTAGATGCCCTAGGTGCAATCGGGATAG
+CAAGGGTCTTCATGTATTCGGGAGAGAAGGGCCGTTCAATTCAAGACTCCATAAAACATTTTGAAGAGAA
+AATTCTAAGGCTAAAGGATATGATGTACACTAAAACCGCCAAGGAGATAGCTGAGAGGAGATATAGAATC
+GTTGAAGAGTTCATAAAGGAATTGAAAAGGGAGATCATGGAATGTTAAGGATTATTATCTCATTTAGAAG
+CTCAATAATCTTCTCATGGAGGGTTAGAGGTATCCCATCAACGCTCATCTCTCTCCTCTTAGTTATGCCA
+TCTATCAAGCCAACTTCGACTAAATTCTCAACGACTTCCTTCTCATTATAATCCTTTAGCAAATTCTCAC
+CAGCCTCAATCGATAGGCCGGCAACTAACCCGTATGCCCCCCAGTTTGAAACTCCAGCTATTATCAACTC
+GTCCGCCCTTATTATTGAGAACCGCTCATCCTTTATCTCCAAGTTCCCCATGCCTATCTCATTACCACCG
+TCCCCAATCCCTATACTTGGAATTCCCAGCTTCTCTGCTTTCAGGAAGAGCTCATCATATGGTCTAACCC
+TTATTTCAAGGCCAGAGAATGAGAGGTATTTACCTTCTCGATTTCTTCCCGGGGTTTCAATGCTAACCAG
+ACAAGAGAAATCACTAACGTTTGGAAATTCAGTGACTACCCTTGAATGAAAATCTTTTAACCCTTCTTTC
+ACGATTTCCTGGGTTAAAATTGTAGCTCTCTTCCCTAAAGCTTCCAAGGCTAAAGCTAAAGCCAGCGCTC
+CAGGAGGACCATCCGTTTCTGGGATCATCGATGGAGGAATTGGAAAGTCTGAGATTATTAGAATATTTTT
+CGAATTCAAAAGGATGTTTAGAGCATTCGAAAAATAATCAGGCCTCTTAGACTTGTAAAGTAAGTACAAA
+CGCTCAGAATCCCTGTTTCCAATGTCAGTCGCTATTAGATGGTCTATCACCTTCTTCCACCTCATAGACA
+ATAATCTTAACCCTCTTACCTTTAATAGCTTCTTTAAGCTCCCACCAGAGTCTCGTTGGATTTTCCTCCT
+TGTGGACTATGACATCGTTCCTCGCGGTTTTAACGGCCTTCTCCTTGTATTCCACGAAGATGCCTTCTTT
+CTCAAATATCACCTTCATCTTCAAGCACCTCCAACAGCTCCGAAATCGATGATATCTCGAAGTCAGGTAA
+GTTATAACCATTATCACCTTTTTGATTTATCCACACAGTTTTTATTCCCAGGGCCTTAGCCCCAAGTACG
+TCTTGCTCAAGGCTGTCCCCAACCATAACGGCTTTATTAGGCTCGACTTTTAATCTTTCAAGGGCCGCTA
+TGAATATCTTTGGATTCGGTTTTATCGCTTTTACATCGTCCCTCGTTATTACGGCATCGAAGTAATCCAA
+AAGCCCAGAAACCTTAAGTTTAAGTATCTGGTACCTAGGCCCGCTGGTTACGATGGCAAGCCTATACTTC
+TCCCTAAGAATCTCGAGAGTGTCCCTGACACCTGGAAGAACCGTAATTTTCTCTGGATAACTTAGTATCA
+GTTCCTCAAACTTAAATGGAAGGGAAAATCTTCTGAAAAAGTAGTTCCAGTCATGCCACTCATATCTTCC
+CCTCATCCTTTCAATCTCTCCCAGGAATATCTCCCTAGCTTCGGACTTTGAAACGTTGAGCCTCTTAGCT
+AATATTTCGTAAACTTGAGGTAGTATGAAGAGGACTAACGGCCTTTCAGAGATTAAAGTTTCATCCAAGT
+CAAACAATATCGCCCTCACCATCTCCTCACCAACAAAGCTAACACTTCAACTCCCCTAATCCCCTCGTCA
+GTCTTAACTCCCCAAATTACATCTTTATCCTTCAATATTTCCTGGAATCTTGAGAGAATCCCCATGACTT
+TTTCGAGGGAAATGTCCTTACCCGCTAGGATGTTTATTAACCCCCTTTCCCATATCCCCCAGTGCCACTC
+GAAGTCAACTGTCCTGAGGATTCTTAGTATTCCAACGTTTCCTCCCCTAACTATCTGCATGAAATCTGCC
+ATGTCAACGTTAACGAGCATCTGGGTCTTGAGATAGTAGTACAGCTTTGAAAACATCTCACCTATCGAAA
+GGGTGGCCTCATTGTAGGCCTGCCATAGTGGCTTTTTCTCCTTCCCTTTAAGGAACTCCCAAAGGGAGTC
+ATAAAATACCGTCTCAAAATAGCTTGCCCAGGAAGGTTTTTCTTCAAACACGAGCTCCTTTCCCGGGCTA
+AGAACGTACGCAAACTTTAGGAGGTCTCCTGGGGCCCTATCCAATATTTCTTCAACTATCCTAGTGTTAA
+TCTGCTTCTCTTCAAATATAATCCAGACGTGAGAATTTTTCTCTAAGCCCCAAAGCAGTTCCTCTAACTT
+CTTAATAAACAAGTCCCTAGTGAAGATGTAACCGTTGGGATTTATGGGGACTCTTTTACATCCCCCACAT
+TTAACCGAAAGCACTATCCTTATTCCATGATTGCCAACCCCAATAAAAACTGGCCTCATTAAGGGAAGCC
+TCCATAGTAATAAAAATAAATTTAAAGGTTACTCGAGTGTCGCATGCTTCTTCCTCATGTCCTTCTCGGT
+CTTCTGGAACGTTGCCATTAGGAGTGCAATTATTCCATCTAGGAATATCATGGTTGAATCCTCGAAGAGA
+GTTCCCATTGGAGCGGTCCACTTATACTTGGTAAGCATTTGCCTCGCTATGTAATCCGTTGGAAGGTCGG
+CTTTAGTCCTTCCAGGGATTTCAACGACAACATCGGCGAGCTTACCCAACGTTGAATCCCTGTAAGATGT
+TATCGCAACGACCTTACCACCTTGTTGCTTAGCTATCTCAGCGGCATCGACTATCGTCCTAGTCTCGCCT
+GAACCGCTTATCGCAATCAAAAGGTCTCCCTCTTCAAATGCCGGCGTTATCGTCTCTCCAACGACATAGA
+CATTAAAGTCAAGGTGCATAAGCCTCATGGCAAATGCCTTTCCAACGAGGCCACTCCTTCCAGCGCCATA
+AATGAATATCTTATTGGCACCAATCATGGCATCAACCAATCCTCTAACTTCCTCAAGTTTAAGCTTATCA
+GCGACTTCCTCGATGTGCTCGGTTATGTCCTTCATGGCCTTCCTAATGGTTCTCATGTACTCGTCCCAGA
+ACAGGTCTATTATCTTCCTAGTTACAGCCTCAGGATCTTTCGCCTTCGTTATAGCGCTTCCAACTATTAT
+TATTGTTGCACCGAGCTCTATAACCTTTGGAATCGTCTCCAGATTAAGACCTCCAGCAACGGCAACTGGA
+ACCTTAACGGCCTTAACGACCTTTTCAAGGTCCTCAAGGGGGCTCTTCCCCTGGGCCTGCTCGTCTATCC
+CCGTGTGAACTAATATGTAGTGAACTCCCATCTGCTCAAGCTCTTTGGCCCTCTGAACTTTATCTTTGAC
+CCCAATTAAATCCACCATTACTTTAATCCCGTATTTCCTCGCAACGGCTAGGGCATCTTTTATCGTTTTA
+TCATCAGCAACGCCCAGGATTGAAACCACATCAGCTCCATGTCTAGCTGCCATCTCGACTTCTAAAGCCC
+CAGTATCCATGGTCTTCAAGTCTGCCACTATCTTCCTATCTGGGAAGCGTCTCTTCAAAAGTTCAACGGC
+CCTCATGCCCTCCTTCTTGATTAGGGGTGTTCCAACCTCAAGCCAATGGGCACCGCCACGAGCGGCTTTT
+TCCGCTATAGAAATAGCCTGTTCTATGTCGGTTAAGTCGAGAGCCACTTGAAGTATCATCTCTCGCACCC
+ATGAGCAGTGATGCAAACACTCTTTTAAACTTTAAGCAAATTAATAACAAATATGAAGAGGGTTGTAAGC
+ATCAAGAGAAGAATCTACTGGACGAAGGAATTTGATAGCAGCCATTTCCTTGAGCTTGAGTACGAGAGTA
+AGTGCAGGAGGCTTCATGGACACACGTATAGGGTGGAAGTTGAAATCGAAGGGGAGCCGAATGAACATGG
+CATGATATTCGACTTCAACCACCTCTCCGAGTTAATAAAGACGCTAGACCATAAAGTCATAGTCAGCGAG
+AAGTGGGTTAGATACGAGGAGGGATACGTTTTAATAGAGAAGAACGACAAGCTACTCAAATTGCCCAGAA
+GCGAGGTTGTGGTAATTGACAAACCAAACGTCACAGCCGAGTACATTGCAGAATGGATAAGCGAAAGAAT
+TCTAGAGAACGCAGGAGAAAACGTTAGGGAAATAAGAGTTAGGGTGTGGGAAGACCCCAGGAGTTATGCG
+GAAATTACACTCACTCTAAAACCTCAAGGATCTTAGCCCTTATTATTCCCTTTCCGCCAGTTGGCTCAAC
+TAGGGTTGCACCGCAAACGTTGCACCTGACCCTTGTTGCTGGATGGCTGAAGACTATCTGCTCATTCCCA
+CAGTCAATGCACTTAACCCTCAGGAACCTTGACCTCGGCATTGGAATAACGTTCCTTGGCAATGCCATGG
+CTTCACACCTCCACAAGCTCGAACTTCTTTACCCTGAATCCTCTTCCTCTCGTGTGGGCCTTACCGCAGA
+CGGTGCACCTAAACCTCAGGTCTAGCTTTTTAACTGGCTTCTCCCTGCCCTCTGGCTTCGGCCTTGGGAA
+ACCTCCGTAACCCTTAAGTATTCTTCTGAATCTTCTCTGACCAGCGCTAAGCTCACTCCTGGGCCTCTTC
+TTTACCCTTTCAACTTTATGAATAGTGTGCCTCTTACAAAACGGGCAGTACGTCCTTATCTGCTTCGGGT
+ACTTCATCCCTTTCACCTCCTCGCAGGGCCCGGTGGGCTCCTTTAGCGGACACCCCCGAGCCATGCATGG
+TGATCATGCATTCTTGGGTTATAAAGTACCTTTAAAAATCTTTAGTTAGAGCCAAAACCGATGATAATCC
+TAGCATCATCAAGTCCTAGAAGAAGAGAGATACTGGGAAAATTCTTCGATATCAAAGTTTACCCAAGCGA
+AATAGACGAGAGGAGCAATGCTAGAAGTCCAAAGGAGAGAGCTCTAGATTTGGCTAGGAAAAAGGCTCTA
+GCAGTGCATTCAAGGTTTCCCAACGATACGATAGTAGCAGCCGACACCATCGTAGTTTTGGATGGAGAAG
+TACTTGGAAAACCGAAAAGCGAAAGAGAAGCTAGGGTTATGCTCGAAAAGCTAAGTGGAAAAGTTCACAG
+TGTCATCACGGGGTACTGTATAATTCACAATGGAAAGGTGGTAGGGGGAGTTGAGGAAACGAAAGTGAAG
+TTCAGGAATTTAAGTGAGGATTTAATAGAATGGTACCTCTCCACCGAAGAGTGGAAGGACAAGGCTGGAA
+GCTATGGGATTCAAGGATACGCCTCGATCTTCGTTGAATGGATCCAAGGGGATTACTATAACGTCGTCGG
+ACTTCCCATCAAAGTTGTTGTCGAACTGATAAAGTTAGGATTCAAGCCAAGGCCAAAGAGATAACATTTA
+AATCGCATCCATCTTATCTTTTCTGGTGGTTGACCATGGAGAACCCCTATGAAATTGTGGCCGTTATTGC
+AAGGGAGATTCTCGACAGTAGGGGCAACCCAACGGTTGAAGTTGACGTCCACACGCCAATTTCCATGGGA
+AGGGCCGCGGTTCCAAGCGGTGCCTCAACCGGAACTCACGAGGCCGTTGAACTGAGGGATGGCGGAAAGA
+GGTACCATGGAAAAGGTGTTAGGAGAGCAGTTGAGAACGTGAACAAGATAATAGCCCCAGAATTAGTTGG
+AATGGATGTTAGATGGCAGAGGGAGATAGATAGACTTCTAATAGAACTTGATGGAACCGAGAACAAGAGC
+AACCTTGGAGCAAACGCAATTCTAGCAGTTTCATTAGCAGTTGCAAAAGCAGCGGCCAATGCGCTCGAGT
+TACCCTTATACCAGTATCTTGGTGGCGTAAATGCATACGTCCTTCCCGTTCCACTAAGCAACGTCATCAA
+CGGTGGTGTTCATGCTGGCAATGACCTTGACTTTCAAGAGTTCATGATAATGCCAATAGGAGCAAACTCG
+TTCAGGGAAGCGATAAGATGGGTCAGCGAAACGTACCACGTGTTGAAGAAGGTAATAGCAGAAAAGTACG
+GAAAGAATGCAGTGAACGTTGGAGATGAGGGTGGATTTGCTCCTCCGATGAAGGAGGTAACCGAACCATT
+AGACGTTCTTATAAAGGCAATAGAGGAGGCAGGTTATAAACCTGGTGAGGAAATAGCGCTCGCGTTAGAT
+GCAGCTTCCAGCGAATTCTATAAGGATGGGAAGTATATAGTTAGCGGAAAAGAGTACACGAGGGAAGAGC
+TGCTAGAGCTGTACAAGGAGCTAACATCGACATATCCCATAGTTTCCATAGAAGATCCATTCCACGAGGA
+GGACTGGGAAGGATTCGTGATGATAACTAGGGAACTAGGGAAGAAGGTTCAGATAGTTGGAGACGACCTC
+TTCGTGACGAATCCGAAGAGACTAAAGAAGGGAATAGAGATGGGAGCGGCAAATGCCCTGCTCTTAAAGG
+TCAACCAGATAGGAACGTTAACCGAGGCAATGGACGCAGCATACATGGCATTTAGGGCTGGATATGGAGT
+TGTAGTTTCCCATAGAAGTGGAGAGACAGAAGATGCAACGATAGCAGATTTGGCAGTTGCACTAAATGCG
+GGCCAGATAAAGACTGGAGCACCTGCTAGGAGCGATAGAAATGCTAAGTACAACCAGCTTATAAGGATAG
+AGGAAGAGCTTGAAGGGGTTGCAGTTTACGCGGGCAAGAACTTCAGGAAGGTATTCTTCTGAATTAAACT
+TTTAAGCACCTTCAATTTCCTTTTTCCATGCTTCCCAGAGCGAGAGGATTTGTAGAGGAGTTCAGGTTAA
+AGGCCAGCTTGAGAGCGCTTGAAAGGGTTAAGGAGTTCATAGAGCCCAAAGCTTATGAAAGACTGAGAGA
+TTTGGTAGAATGCCGACTTACGGGCAAGGAATTTGAGAGAGATAAAATCAACGTTAAGATAGCGGTGGCC
+TATTCTGGAGGAAGCGATAGCTCAGCCACAGTAAAGATACTGAGATGGGCTGGCTTTGATGTGGTTCCAA
+TAACGGCGAGGCTTCCCCACATAAGCAAAGAGAAGTTACGGGAAGAAACTCTATTCGTGGAAGTTCCTGG
+GTACCTTGAGGAGATGGAGAAGTTAATAGAAAAGAGGGCCCCCATCTGTGGAAGGTGCCACTCTATGGTT
+ATGAGAGCCGTTGAAGAAAAGGTTAGGGAGCTTAAAATAAGAATACTCGCTACTGGGGACATGCTCAGCA
+TAGGAAGCGGGTCAATCTACGAGAAAGAAAATCTTGTGATTTTGAACTTACCAGCTTTCCTATCACTAAA
+CAAGGTTGACCTTCTGAGCATACTAGGCTGGGAGGACTATGAGTTTAAGTATGGATGCCCTCTCTGGAGG
+GAGGCCGTGAAAAGGGTTCCAATAATGAAAAGGTTTGCAATTCAAAGAGTTCTGAGGGAATTGAGGACAG
+GGGCAATAAACGAGGATATTGCTAAGAAACTGATTTTTGATATATTAAGGGCCTAAACGAACCTCGCCGG
+TCTAAGGGTTTTCACTTTAATTTCCTTGTCTATAGTAACCCTGAACCCTTCCTTAGCCACATAGGTTTTC
+ACGCCGGTAACGTTTTGGATGTACTGGGCCTCCTTATAGGGACCAGCGAAGTGCATCTTCATGCCGAGAT
+GCGTCATCACGAGAACTTCAGGCCTTTGCTTCATTGCCTTGAGCATGTAAACTATGTCGTCGGTTGATAA
+GTGGTAGGGAATCTTCATGTCCCTGGGCCTCGTTACTGAGGCTATCAAAACTCTCGACCCATCGTGCCAG
+CTTACCAGCTCTGGAAAATACTCAGTATCCGCTATGTACGAGATATCCCCAAGGCTAGTTTTTAATCTAA
+AGCCTATAGTTGTTGGGTCGCTGTGCTGGGATGGAGTTATTATCATCTCCTCATTTCCTAGCCTAAACCT
+GTCCCCAGGATTAGGAGCATGGACTTCCTCTAATGCCTCCAAGTGGTACTTGCTCAGGGCTGGGGTATGA
+TCCTCGTCCCCATAAACCACGCTTCTAGAACCTATTAGGGTTCCCCTCTTCTTAGTTACCCCATAGGTCA
+TCCCCTCAACGATCACCTCGGCATCGTTGCAGTGATCGGTGTGTCTATGCGAGATGAAGAGAACATCTAT
+CTTCCTGGGGTCTAGCTTATATCTAATCATCCTAACTAGCGCTCCAGGCCCAGGGTCCACAAAGATATTT
+TTGCTTGCCTTGATGAAGAATCCACCCGTAGATCTTACTTGAGTTATCGTCACGAACCTGCCCCCACCGG
+CACCCAGGAACGTAATCTCTATCATTTTTAGTCCCGAAATTAAAGTGCGAGGCTTATGCTTTTAAGGATG
+TATGGCGAAAGGTGAAGTTTATTAGAAGTTAGAATCTAAAGATTTCAGATTGGGTGGGGGTAATGATAAT
+CGATGCTGATTACATAACGGAAGATGGCAAGCCGATAATAAGGATATTCAAAAAGGAAAAGGGAGAGTTT
+AAGGTAGAATACGATAGGACGTTTAGACCCTACATTTATGCTCTTTTAAAGGATGATTCGGCCATAGATG
+AGGTTAAGAAGATAACCGCCGAGAGGCACGGAAAGATAGTCAGGATAACCGAGGTTGAGAAAGTCCAGAA
+GAAATTCCTAGGAAGGCCAATAGAAGTCTGGAAGCTCTATCTTGAGCATCCCCAGGATGTTCCAGCCATA
+AGAGAGAAGATAAGGGAACATCCAGCTGTAGTTGATATATTTGAATACGACATACCCTTTGCGAAGCGCT
+ACCTCATAGACAAGGGATTGACTCCAATGGAGGGGAACGAGGAGCTAACGTTTCTAGCCGTTGATATAGA
+AACATTGTACCATGAAGGAGAGGAGTTCGGGAAAGGGCCAATAATAATGATCAGCTACGCCGACGAGGAA
+GGGGCCAAGGTGATAACTTGGAAGAGCATAGACTTACCTTACGTTGAAGTGGTTTCGAGCGAGAGGGAGA
+TGATAAAGAGGCTCGTGAAGGTAATTAGAGAGAAAGATCCCGACGTGATAATAACGTACAATGGTGATAA
+TTTCGACTTTCCGTACCTCTTAAAGAGGGCTGAAAAGCTCGGAATAAAGCTCCCCCTTGGAAGGGACAAT
+AGCGAGCCGAAAATGCAGAGGATGGGGGATTCATTAGCCGTAGAGATAAAGGGCAGAATACACTTCGATT
+TATTCCCCGTCATAAGAAGAACGATCAACCTTCCAACATACACCCTCGAAGCGGTTTATGAGGCTATATT
+TGGAAAGTCTAAGGAGAAAGTCTATGCCCATGAGATAGCTGAGGCCTGGGAAACCGGGAAAGGGCTAGAG
+AGGGTAGCTAAGTATTCAATGGAAGATGCGAAGGTAACCTTTGAGCTCGGAAAGGAGTTCTTCCCGATGG
+AAGCCCAGCTAGCTAGGCTCGTTGGCCAGCCAGTTTGGGACGTTTCAAGGTCGAGCACCGGAAACCTCGT
+TGAGTGGTTTCTCCTTAGGAAGGCCTACGAGAGAAATGAGCTCGCGCCCAATAAACCGGACGAGAGGGAA
+TACGAGAGAAGGCTAAGAGAGAGCTATGAAGGGGGTTACGTTAAGGAGCCAGAGAAGGGATTGTGGGAAG
+GGATAGTCAGCTTAGACTTTAGGTCCCTATATCCCTCTATAATTATAACTCACAACGTCTCACCAGACAC
+TTTGAATAGAGAAAATTGCAAGGAATATGACGTTGCCCCCCAAGTGGGGCACAGATTCTGCAAGGATTTC
+CCAGGATTCATACCAAGCTTACTGGGTAACCTACTGGAGGAGAGACAAAAGATAAAAAAGAGAATGAAAG
+AAAGTAAAGATCCCGTCGAGAAGAAACTCCTTGATTACAGACAGAGAGCTATAAAAATACTTGCAAACAG
+CTATTATGGCTATTATGGATATGCAAAGGCCAGATGGTACTGTAAAGAGTGTGCAGAGAGCGTAACCGCA
+TGGGGAAGGCAGTACATAGACCTGGTTAGGAGGGAACTTGAGAGCAGAGGATTTAAAGTTCTCTACATAG
+ACACAGATGGCCTCTACGCAACGATTCCTGGAGCCAAGCATGAGGAAATAAAAGAGAAGGCATTGAAGTT
+CGTCGAGTACATAAACTCCAAGTTACCTGGGCTTCTTGAATTGGAATACGAAGGTTTCTACGCGAGAGGG
+TTCTTCGTGACGAAGAAAAAGTACGCACTAATCGACGAGGAAGGAAAGATAGTTACGAGGGGGCTCGAAA
+TAGTAAGGAGAGATTGGAGTGAAATAGCAAAGGAGACCCAGGCCAAGGTTCTCGAGGCAATACTCAAGCA
+CGGTAACGTTGATGAGGCCGTAAAAATAGTAAAGGAGGTTACAGAAAAACTCAGTAAATATGAAATACCA
+CCCGAAAAGCTTGTAATTTATGAGCAGATAACGAGGCCTCTGAGCGAGTATAAAGCGATAGGCCCTCACG
+TTGCAGTAGCTAAAAGGCTCGCAGCGAAGGGAGTAAAAGTTAAGCCAGGGATGGTTATCGGTTACATAGT
+TTTGAGGGGAGACGGGCCAATAAGCAAGAGGGCCATAGCTATAGAGGAGTTCGATCCCAAAAAGCATAAG
+TACGATGCCGAATACTACATAGAGAACCAAGTTCTGCCAGCGGTGGAGAGGATATTGAGAGCATTTGGTT
+ATCGCAAGGAGGATTTGAAGTATCAAAAAACTAAACAAGTGGGCCTTGGAGCATGGCTTAAGTTCTAGAC
+TACTCGGGTGTCACTTCAATGCCAAAGCTTTCGCTTCTCCTAATATTACCGTATCTCAACAGGTATCCCG
+GAAGATCCTTTAAGTCAACTACAAGTTCTTCCTCAAGTTCCATGAAGTTTATTGACTTTATCGGTCTAAT
+TATGAGCTTATAGGAGCCTAGAACCCCAGAAATCTTAACTCTAAAGACTCTTGAAGCTAGCTCTATCAGT
+TCAAGAACTATGTCCTTCTTAAGGAACGAGGAATTAATGAAAACTATTCCTTTACCGTTCGGATCCTGGA
+GAGCCATTTTCCCAACTAATGTGAAGAAGAGTTCGCTTTCAATGTAGTTATTCTCCATTGTTTTTAGAAG
+CCTCTCTAAGCCGACGTTTATAGTAAACCCGTCTTTTTCCCCATGCTTCTCAAGGGTAATGAAAAGTTGC
+TTTCTCCAAACTCCAATATCCGAGCCTATTTCTATTCTCTTCACTACGTTGCCCGTCTTTATAAATCCAC
+CAAGTTTAACGACCTTGGCACTATCTATAACATCGGTCTTCAGACCCAATAGCCTAAGGTGGTTTCTCAA
+AACTGAGAGCTGATCCATTATGTCCACTATTATGTAGGGGATCTCCCTTTCCTTTAGAGCATTCAAGACC
+ATATAGAAGATTAGGTCTATTGGCTCGTAGGAGGAATGGAGAATGACGTCATAGCATAGAGCCTTATCGA
+CGAACGTTGCTCCTATGTACCTCTCAAACTCTTGAGGTTCCACTATCGGTCCCTCTATATCCTTTAGTAT
+ATTTCTTCCATACTATTTAAGGATTTCTTACTAAAAAGATGAAAAATTTACAAATGAGTGATAGATTTTT
+CAAAAGGTCTCAAAAACAAAGGGGAATACATTAATCCCTCAACCATAGCCTCTTTAGGGGGAGCCTGTCG
+AAATCTTCATCTTCACTTACTATAGCCTGAAGACCATTATTCTGAATCACGGCGACATGAAAGGCGTCAG
+ATGGCTTTAATTTATATTTAAGCATAACGTCCTTAGCCGTTAGATAGTCGAGAAATGTTATAGGGAGTAT
+TTTTACAACCGGTATTACAGTCTCCTCGATGAACGTTATTGCTTTTTCATAGGGGACTCCATATTTTCTC
+TTGAGGATATAAATGAACTCGTCGAGAACCAAGACATCCGTGTAAAGCTCATGACCCTTCATGAGGTCTC
+TATAAAATTCATCAATTGATGTTTCGTAACTTGGATCAACACTACCTAAAGCAAGATAAACTAGGATATT
+TGTATCTAAAAAGAGCTTCACTCTTCACTCCTCCATTCCTCTTCATACTCATCTTCAAGGCTGATCCCTC
+TAAGTTCTCCGGGTTTTGGCCTTCTCTTTGGGTTCATTTTCTTTCTTTCTTCTCTGATCTTCTTAATGAG
+GTCATCAACTCTTATTGGAGCCCGAATAATTAAACCTTTATCTGTTGGTTCAAGTACGACTTCTCCCCCC
+TCCTTTATGCCATAAGCCTCTCTAAAAACCTTGGGGATTACTATCTGACCTTTTGGCCCAACCTTAAGAC
+GTATACTAACCAACAGTATCACCTAGTTTAACTCATAGTCTAATAAATAAAAACTTTGCCTTGACAGCTC
+ATGTGAAATCAAGTGTTCAAATGTGCATCGAATTTATTCGTCTTCTCGTATTCCGCATAGCTCCTATCCA
+GTCTCTTGCTAACATAAGGGCCATCCTTTCTATAGCCGAATTTCCTGTAGTACTCCCTAACTCCTACCCC
+ACTTATCACAAGGATTTTCTTCGCATCGAACTCTTCCCTAGCAATTCTCTCGGCTTCTGCCAAGAGCTCC
+CTCCCATAGCCACGATGCTGCCACTCGTACTTTGGTCTTTCACCTATTGGAACAAGAGGGCCATAAACGT
+GAAGCTCCCTAACTATAGCTGAGGGACAACAGTTTATCTCCTTCCTGTGAGCCTTTTCACTAGGTATCCT
+TAGCCTTAGGAAGCCTATCAAGATGTCATTCTTGACATCTTCAAAGCTTAGGAATATCTCATGCCCCTCC
+GAAGCCTCGTAATCTTCTCTTAGGAGTTTTATATGGTCAACTTCTGGAACTTTGCCGAACTTTTGCATTT
+GATGACCTACCTCTCTAAATCTAATTTCCCTGGGCCTTATTCCTCTCTTTAATAGCTCATTGAAGACGAG
+CTGGCCTAGGTTAGAGTGCTTAACCCCTGCAACTATTAGATGAGCGGGAATATCCCTTTGAATTCTCATA
+ACCCTAACCCACTTGGGGAAGAATTTGTAGGCTTCAACTAGAAGTTCTACTGCCTCCTTAGTATTGTAAG
+GCCTATAAAGACCGGCCTTGTACCATGCATACAACGGGGCATCTCTAGTCACTAGGGTTGGATATATCTT
+AAGCATGTCAGGTCTGAAGCGAGGATCCTCAAATATTGTCTTAAAGGTGTATAAATCCCTCTCAAAGTTG
+CTCCCAGGAAGTCCCGGCATTATATGGTAATTTATCTTAAGCCCAGCGTCCTTTAATAGCTGGGTAGCTT
+TGATTATCTCCTCCACTCCATGCCCTCTCTTTGTCCTCTCATGGATGAAGTTGAATATAGTCTGGACTCC
+GAGCTCAACCCTAGTGGTTCCAAAGCTGAGCATCCTGTCTATTTGCCTCTCGAAGGCCCAATCGGGCCTA
+GTTTCTATAGTTAAGCCAACCATTCTAACCTTGGCCTTCTCGTTCTTCCTCTGCTCATCTTCGAGGTAAT
+AGTAAGGCTTTCTATGAGTCCTATCCCATGCCTTCTTAAATTCTGGATCCTCTTCAAAGACTGATTTGTC
+ACCCTGAAGGATTAACCTAACGAGCTTCTCTTCAAGATTATCTATATCTTTGAAATAATAGAAATCGTTC
+ATGGCCTTAAATGCGCACTTAATGAACCACTCTTGATAATCGAGGTCAACGGCCGGAAAGGTTCCGCCTT
+GGATTATGACTTCAACCTTATCTATAGGGTGGCCTATGTCGTAGAGCTGCTTGAGTCTCGCCATCATGAT
+TATGTAGGGATGATAACCGTATTGAGCGGCCCTCAAAGCTGAAGGTTCCTTTCCAGTGTAACTCTGAGGG
+GAACCAACGGCAGGTCCTCCAGGGCAATATATGCATCTACCATGCGGACAAGGAAAGGGCTTGGTCATCA
+TTGCAACTACGGCAACACCACTTATCGTTCTCGTGGGCTTCTTCTTCAGCAAATCCCTAAACTTCTCCCT
+AACATCCTTTGGCAAGGCCTTCCATATGTCAGAATTTTTCGGTAATTTTGGCAGATGATACTTCCTGGAC
+ACCTCTATCTTGAACTTATTCAGCTCTTCCCTATCCTTAATCTCACCGTTGAGCAGGGCTCTCACTATTT
+CCTCTATCGCCCTCTCAAACTCTCCCATGAATACACCTCTCAGCTCAAGTTCAGCGATGACTTTAAAGTG
+TTTGCTTTATTTAGAAAAGTTTAAATTTAGGATAACTTAATTGAAGTAGTGAGGGATACTATGAAAAAGA
+TATCATACATAGTAATCCTAATAGTAGTGCTTGCCGGGATCTCTGGGTGCATATCCACTAAAACAGCAAC
+TAGCATTAATACCAGCACAAAAAATGAAAACACGCAAGTTACAACTACTAAGCTCGATAAGATCTATGTG
+TCCGTAAATAAGCCTAACTACAACGCTACAATTCTAGTTCCTGTAGAGATAGCAGAGGAAATTAATGAGG
+TACTCTCAAACATCAGCGTTGAGTCAATTGAAATCGTTGTAGGGGACGAGAACATGGGGATTGGATTTAA
+TGTGTACGCGATGAAGTTCCCAGGGACAAGGGCAATGGAAATAACAATAGATTCCAAACCCTTGAGAAAC
+GGGACTATAGTTACTAACAACAAGGAACCTCGAGTAACAATAAACTACAATGGAAAGATTTACCCTGGGA
+CTATCGTCATAAAAGATTCAACACCAAAGACTAAGGCCAAGTATAGGGTAAGATTTGATGAGATAAGCGG
+AAGGGCAAAGCTTGGGTCACTGATAATCCCTAAGCTTGACGTTACGATAGAGACATTTATAGAGAAAACT
+GGCGAGAGCGAGTACAAGGTGTTCATAGTTTGGAACAATGAGACCATAGCCACCAGTTATCTACACCGCT
+AACCTTTTTCTATTGAAATTCCAAGCTTTAATCAGGTGATGATATGGGGAAGTTCTATATTGCAAGTGAG
+GAGGATATAAAAGCTGGAAAGACTACCGATGTATACTTCATTAGAACGAAGAAAATCCTTGAAGCTAAGG
+GAATTAAAAAGAAGGTCCTTGCAGATGTCACCACAACCTCCCTCCCGAACAATTGGAAGTGGGGAGTTCT
+CGTAGGGGTTGAGGAAGTTGCAAAGCTCTTAGAGGGCCTACCAATTAACGTCTACGCAATGCCTGAGGGA
+ACTATATTCCATCCGTATGAACCGGTTCTCCAGATAGAAGGGGACTATTCAGAGTTTGGAATCTATGAGA
+CGGCTTTACTTGGAATGCTCAGTCAAGCGAGCGGAGTAGCAACTGCGGCCTTAAGGATAAAGATAGCTGC
+AAAGTTCAAACCAGTCTACTCCTTTGGAATAAGACACATGCATCCAGCGATTGCCCCTATGATAGATAGG
+GCAGCGTTCATTGGGGGTTGCGATGGCGTTTCTGGGGTTCTTGGAGCTGAAATGATGGGAGAAAAGGCCG
+TTGGAACGATGCCCCATGCATTAATAATAACCGTTGGAGACCAAGTGAAAGCTTGGAAGTACTTCGATGA
+GGTAATAGAGGAAGAAGTCCCCAGGATAGCCCTGGTTGATACATTTTACGATGAGAAAGTTGAAGCGGTA
+ATGGCTGCAGAAACTTTAGGAAAGAAGTTATTCGCCGTTAGACTTGACACCCCAAGCTCAAGGAGAGGGA
+ACTTTAGGAAAATTATAGAGGAAGTCAGGTGGGAGCTCAACGTCAGGGGTTACGATTGGGTCAAGATATT
+CATCTCAGGGGGACTAGATGAGGAGAAGATAAAAGAGATAGTTGATGTTGCAGATGCATTTGGAGTTGGA
+GGAGCCATAGCGAGTGCCAAGCCAGTCGACTTTGCCCTCGACATAGTTGAAGTGGAAGGAAAGCCAATCG
+CAAAGAGAGGAAAACTTAGCGGGAGGAAGCAAGTTTACAGGTGTGAAAACGGGCACTATCATGTTGTTCC
+AGCTGGCAAAAAGCTAGAGAGATGCCCAATTTGCAACGCTAAGGTCGAACCCCTGCTAAGGCCGATAATA
+GAGAACGGAGAGATAGTTGCAGAGTTTCCAAAGGCCAGAGAAATCAGGGAATACGTTCTAGAACAAGCTA
+GAAGGTTTAATCTAACTATAGAATAAAAGAAAGGAGATCAGGCCTCCTCAATGGTAATAGCACTGACTGG
+ACAGGATTCCATAGCTTCCTTTGCACAGTTGTAGAGTTCCTCGTCCTCTATTATCTCTACTTTTGGCTGA
+GCCTTTCCTTCATCGTTCATCTCGAAGACATCTGGACAGAGGCTTGCACAGATAGCGTCTCCGATACAGG
+TGTCCTGGTCAACTGAAACCTTCCACGCCATCCGCCATCACCGAGTTTAGGTTAGATGAATTAAATATAA
+ACCTTTCGTCTCATTTTCGGATTTTATGAAAAGTTAGGGCCGCTTAACATAAAAATTTAAATGGAGCTAA
+GCACTTTTGCTCAAATACTCGTGTATTGCTTTTGCTGCTTTTCTTCCGTCTCCCATTGCCAAGATTACGG
+TAGCTTCACCCCTAATAGCGTCACCACCAGCAAAAACCCCAGGAATAGAAGTCATCAAATTCTCATCAAC
+TATTATCGTTCCATCCTCCCTAACCTTAAGTCCCGGGGTCGTCCTCCACAGTATCTTGTTTGGCGTTTGT
+CCTATTGCTATTATAACGGTATCCGCTTCAACCGTTATGTACTCCCCAGTCCCAACTATCTTCCTCTTCC
+CTCTCTTATCGCGCTCCTCCAAGGGTTTCATCTTCTCAAACTTAACTGCCTTAACCCTACCCTCCTCGTC
+TCCAATGAATTCTACTGGATTCACGAAGAACATGAACTTGACTCCCTCCTCCTTCGCGTGCTGTACTTCC
+TCGATTCTAGCCGTCATGTCCTCTTTTCCTCTTCTGTAGGCTATTATAACCTCGGCTCCAAGCCTTAAGG
+CCGATCTAGCGGCATCCATTGCGGTGTTTCCTGCACCTATAACAATTACCCTCTTTCCAACAACTATTGG
+AGTATCGTACTCTGGGAACTTATAGGCCTTCATTAGGTTAATTCTGGTCAAGAACTCATTTGCTGAATAG
+ATACCGTTTAAGTTTATCCCAGGGATCTTAAGCAACTTTGGAGTTCCGGCGCCAGTACTTATAAAGATGG
+CATCGTACTCTTCCAACAACTCAGGGATCGTAACAGTTCTACCAACTATGTGATCTGTCTTTATCTCAAC
+GCCCAGGAATTTCAGCTTCTTCAGCTCTTTTCTTAGAATTTCTTTCGGTAGCCTAAATTCTGGGATTCCG
+TAGGCTAGGACTCCTCCTGGTTCATGGAGGGCTTCGAAGATTGTCACTTCATAACCCATCTTCGCTAATT
+CAGCAGCACAGGTCAAGCCGGCAGGCCCAGCACCAATAACAGCAACCCTCTTACCATTCCTCTTAATACC
+CCTAATCTCCTCCATGAGCAACTCGTCATCAATTCCATGCTCCCTGGCATAATCCGCTACGAATCTTTCG
+AGTTTTCCAATGTTTATTGGATCACCAACCTTTCCAACTACGCAAACACCCTCACACTGATCCTCCTGGG
+GACAAACCCTACCAGTAATTGCCGGGAGAGAATTACAAGCCCAAATAACCTTCAAGGCTTCTCTAACGGC
+CTTCCTAGGATTATCCCTATTCTCCCTTAAAGCCCTAATAAACCCAGGAATGTCTATGTTTACTGGGCAG
+CCTTTAATGCAGGGAGCATACTCTTTTGGACATTGTAAACAACGCTCAGCCTCCCTAAGAGCCAACTCCC
+AAGTATAGCCAAGATTAACCTCATTAAAATCCCTAACCCTCTCAACCGGAGACCTCTCAGGAGTAGGAAC
+ACGCTCCTTAATAAGCTTGGGCAATCACATCACCCCCTTAGACTTAAGCTCCTCCATATACTTTTCTAAG
+GCTAACTTCTCGAGCTTCGAGTAGAATCCAACCCTGTGAATTAGTTCATCCCAATCGACTTGATAAGCGT
+CGAATTCTGGGCCATCTACACATGCAAACTTTATCTCACCGCCAACCGTAACTCTACAAGCCCCACACAT
+CCCAGTACCATCAACCATAATCGGATGAAGATCAACCCTCATGGGAATTCCAAATTCCTTAACAACGTTA
+AAAACGGCCTTCTGATCTCCCGGGGGACCAACCATAAATACGAGATCCCAATCCTCAGTTTCTAATAGCT
+CCCTAACCTTACCCGTTAAGGCCTTCGTTACGTTCTTCATGTTCTCCGGAAAACTCTTATCTGGATCAAA
+CTTGACTGGCTCGACTATATGCCTAGACACTGCCTTTTCGAAGTACTCCTTAAGCATGACCATGGGCTCT
+AAAGTTACGTGAAGCGTTGTAACGTCATTTCCTATCTCTTGCCATGCCTTAGCTATTGGATAAACTTCAA
+CTATTCCAGTGTAAGCGCCTATTGCAAGCACCTTTCCAAATTTCTCCATAGGGGCTGGATTTCCGAGAGG
+GCCGGCAACGTTAAGGATGTAATCGCCCTCCTTGAGCTCAGTGGCCATTCTCATTGTGGTTTTACCTCTC
+GTGAACGCAATTAGAACTATCCACCCCTCATCTCTATCCCACATTACTGGAGTCAGGGGTATCCTTTCTC
+CGTTTTGAAACGCCCTAACTATTACAAACTGGCCTGGTTGAACTTTTTTCGCCACGTGAGGGGCCTGAAC
+CTTATACCACGTATTCCTCATTGCAATCTCTCTCTTCTCCAGGATCTTGTACACTATGAGCACCCCCTAA
+TTTCGTGAACATTTTTGAACATTACGCTAAGTTGTGAGCATTATATTTTTATAAACTTATTGTGAACTAT
+TTGTTATGCACAAATATGATCGTTAATGAATATTGCAAATGTTCTTAAACGGAAGGGAGTTCGTTGGTAC
+GATGGTCAAGATTTACATAGAGAACTACGGTTGTGCTAGAAATAGGGCAGATGGCGAGATTATGGCAGCT
+TTACTTCACCTTGCCGGTCATGAAATAGTTTACGATCCAGATGAGGGCGAGATAGTAGTTGTAAATAGTT
+GTGCAGTTAAGGATCCAACCGAAAGGAAGATCGCCAGGAGGATTAAGGAATTGTTAGATAGCGGAAAAAA
+GGTAATAGTTACCGGCTGCCTCCCTCACGTTAATCCAGATGTAATAGATGAAAGGGTTTCTGGCATATTA
+GGCGTTAAGAGCATAGATAGGATAATTCAAGCCGTAGAGTACGCTTTACGGGGAGAAAAATTAATAAGCG
+TGCCGGATTGGAGAAAAAGGAATCTAGACAAGTTAGACTTTCCTAGGTTATCACCAAGAACAGTTTATTT
+CATTGTCCCGATAGCGGAAGGCTGTTTAAATGCTTGCACATATTGTGCAACTAGGTTTGCGAGGGGAGTT
+CTCAAAAGCTACTCACCGGAAAAGATAGTTGGTTGGGTTAAGTGGGCCATAAAGCAGGGGTATAAAGAGA
+TATGGTTATCAGCAGAAGATACCGGGTGTTATGGATTCGACATCGGAACCAACTTAGCGAAACTCTTGGA
+TGAGATTACGGCAATTGAAGGAGAATTTAGAGTAAGGGTTGGCATGATGAATCCAAATCACGTGCTCAAA
+TTCCTCGACGAGCTCATAGAGGCTTATCAAGATGAAAAGATTTACAAGTTTTTACATTTGCCAGTTCAAA
+GTGGGGACAACGATATACTCAGAAGGATGGGTCGGAATTATACCGTGGAGGAGTTTGAGGAAATCGTTAA
+AGAGTTCAGGAAAAAGTTTCCAGATTTAAATCTTCACACTGACATAATAGTGGGCTTTCCTGGGGAGGAT
+GATGAAGCATTCCAGAGGAGCGTTGAGCTGATAAGAAGGATAAGACCTGATAAAGTCAACGTGTCTAGGT
+ATTCCCCGAGGCCAGGAACTATAGCGGCAAAATGGAAACAACTCCCGGGATGGATAGTTAAGGAGAGATC
+AAGGCTTCTCCACAGGATAAGGCTGCAGATAAGCTACGAGATAAATCAGAAGTACATCGGCAAGAAAGTT
+GAAGTTCTCATCCATGGGGAAGGGAAGAAAGGCAACGTAGATGCCGTTACAATGAACTACAAGCATGTAA
+TTTTACCATTTGGGAATAGTGGAGAGTTCAGGATAGCTGAAATTAAAAACGCTACATCAACGTATTTACT
+TGGTGAGGTCATGTCATAAAGCTTTATGGCCTAAAAAGTTGTGGAACTTCAGATTTAAAGAGAAGAAGGT
+AAACAGCTTTTTAAGCGGTAAGCATAAACTTAGTTAGGGGGTATACATGGCAGGGAAACTTCAGGCTCAC
+AATATCAGGATCAGAACGTTTATTCACGCAACCGAAGATCCAGAGAAGGTTCTCGAAGCTCTAGAAACTT
+TATTCCCAGAGGAAATATCCCCCAAAGACGTTGAATTTGAAGTTATTGAAACAGAGGGATACTTTGGAAA
+TCCAATACTAGTCGTCGATGCAGAGATAAAGCATTCAAGGAACATAAGGAAGTTCTTAGAGAATCTCAGA
+GGTTTGCTCAGTAAGGAGGACAGGAAATACTTATGGGAGCATGCAGAAGAAAAAGTGGACGAAACGGGAA
+CATTCTATATTAGGTTCGATAAGCAGAAAGCATACCTTGGTGAGGTTAAGGTGAGCGAAGGTGAGGATGT
+CATTCACGTGAGGATAAAGGTCAAGGCATTTCCAATGAAAAAAGAAGCAGTTGTTAAAGCTGTAAGGGAA
+TGGCTGGAGGGGGAGGATTGAAGTTCGTAGAAATGGACGTTAGGAATGATGATGCATATAAACTTGCAAA
+AGAGTGGTTCGACGAGGTCGTGTTCTCAGTTAAATTCCAAGATTCCATAGATAAGGAACTATTAAGGGAA
+GCTGAAAGAAATTATGGATTAGTTGCGATTCTACTTGTAAATCCAAGGCTTTCTATAGTTAAAGAGGCCG
+TTCAAAGATTTAAGCAGAATTATCTTATCTACGTGGAAAGCAGTGACCTTAGGACTATTAGATATTCAAT
+CGAAAGAGGGGTAGACGCTATAATTTCCCCCTGGGTTGGAAGAAAAGACCCAGGAATTGATCACACCCTA
+GCTAGGATGATGGCCAAGAAAGGTGTAGCTTTGGGATTTTCCCTTAGACCATTGCTTGAGGCATCACCTT
+ATGATAAAGCAAATATCCTAAAATTCATGAGAAAAGCATGGCAACTTACGAATAAGTATAAGGTCAAGAG
+ATTCATAACAAGTTCAGCCAACGAGAAATGGCACATTAGATGGCCAAGAGATCTGGCAACTTTAGGTATA
+ATAATTGGGATGGAAGTTCAACAAGCAAAAGCTGCACTTTCAACATATCCGGATATAATTCTAAAAAGGC
+TTAAATAGTGAATTCCATGATTATTAAGATCATCAGAAGGAGGGGTGAGGTTGGACATCGATCTATTATT
+ATCATCACCCGAAGAACTTGAAAACGAAGGACGCAGATTGATTAAGGAAGGAAGAACAAAAGATGGAATA
+AAGATGTTAGTGAGAGCCGCTAAAAAATACGAAGAGATAGGAAATATCAGAAAGGCGGCTGGCCTATATA
+AGGAGGCTGGTGTTCTTCTAAAAAACAAGTTCAATCTATATGAGCAGGCAAAACCTCTAATTAGAAGGGT
+AGCATATTTGTACCTACGGTTAATAGAGGAGGAAGTTGATAAAGAAGAAGTTAATCTAGCTAGATTAACA
+ACTTCATGCCTCAGCGTTATTGAGGCATTTACATTTCTCAACGATAGGGGTAGCCTAGAAAAATATGCAA
+AAGAATTTGCAAAAATGTTTGAAGACTTAGGAGCAAACTATCTTGAGGCTAACGAAGTTGATTCAGCGAT
+AATAGCTTACGAATCGGCTTATCGGTATTATGACCTCATAGGGGACAAAGAGGGCATAAAAAGAATTGCT
+GGGAAACTAGTTGAAATATTCGGAAGAATAGCAGAAGATGCAATTGAAACTGAAAGATATGAAGATAGTG
+GCGAGGCCTTTGAAAAAGTTGCAAATTACATTAAGGTCATATTTGGTTATGATGATAGATATAAGGAACT
+TATGGAGACTGCTGGAAAACATTACGAGAAAGCTAGTAGAATATATTATGCCGAAGGAGAATTAGAAGAA
+TTGACAAGACTACTTCTAAAAGCGCAATATTCATATTTACTAGCTAGGAACTTTAAGAGAGCCAATTTAA
+TCGGCTTAAACTTGATAAAGATCTTGAATCAAGTAATAAACACGTTAAGAAGTGAAGGAATGTTTGACAG
+AGTCGGAGAGAAACTCATGGAATTTGCAGAAGCCCTTGTAGCTTTAGGGAAAATTGAAAACGCAGTAAAA
+TTGTATAGAGAAGCTCTAGAAGAAAGTGGAGGGTTAATAGACTTCAAAGCTAGGTTCAGGATAAGCATAA
+TAAAATACCTAGCAGCCAAAGAAGGAAGTTTGGAAATTCTAAGATCGCTAGATGCCATAGATTTTATGAT
+AAAAAATGCAAAATTCTTAGATGCTATTGAACTAGCCGAGAAAGTTATCAAGAGTCACGAAGAGGGAGAA
+AAGATACTAAAAGAAGTATACAAGGCAGAAGGTATCGTATTTCCAGAAGGATAGTTATCCAAACCACTTA
+TTAATGAGATAGTCCTTCTCCCTAAGGAACGTCCTAGCCCTTTCCTTGATAAGTTTCTCAGCTTCAATTG
+TGGGCATGTCCAATGTCTTGATAACGAAATCAGCCGTTTTTGCAAAGTACAGCGGAATTAATGGCTCAGC
+ATTCTTTATTAAACCATCCCTGTAAGCTACGGCGCCTTCAAAGAGAACCTTAGCCCAGAGCTCATCTGGA
+AACTCAAAAGTTTTTATGGCTTCCTTGACCTCCTCAAAGATTTCCTCACTGAAAATTTTCTTTAACGTTG
+CCTCCTCTTTAAGGAATAGTTCCTGGGCCCTCTGCTTTAGCAGTTCAAGATTAACCTTTACCTCCTCAGG
+TTCACCCTTAGCTTCCTCCCCCCACGTCTCTACCGGCCTAAGTTCCCTAACATCTCTCCATACTTCCTCA
+TACTTCTTCATCAGCATGAATAACGTTCCAACAACTTGATTGAACATTGGGCCAAGTGAAGCTGCAGGAT
+CCTTTGGATTGTGGATCTTCATGCCGAGGCTCACTTGGATGATCTTCTTCTTATTCGCTATCGCCGTCGT
+CGTTAGGAATATGTCAACTCCAAACCTGGCAACGTCTGTTTTCCACAAGCTCTCGTCCTCAAGGTAAAGG
+TCTATCATCCTAGCACTTATACCAAAATCGCCGCCTATTGGTTGCCTAACGTCAAGACCGTATAGCGATG
+CCGTCATTGGGTAAGCTATGTTATTTGTGATCGTTCCATCCCACTTATGTCTAAGGTACAGGGGAGCTAC
+AAAGTCGTAGCCCTCTTCGATTGGCTTCGCGAACTTGTATATCCACTCAGGGGTTATACTCCTTAAGTCG
+CTGTCTACAAATACAACGGCATCCGCTCCCTTCTCCCTAGCGAACTCCATAATTTCCTTCATGGCACTAC
+CTTTTCCTGGGATTGGCCACTTATAGACGAAACTATAAACTTCGACGCCTTCGGGGACTTTTGTAGAGAG
+GACTACATCCCTGGTTCCATCCGTGCTTCCACCGTCGGAGTTTACTATTATCCCCCCACCGAAGTATTTT
+TTCAAACCCTCAGCGGCCTGCTTAACTACGTATCCGATAGTGTCCGCATTGTTGTAGCTGGGGATGCCAA
+CCACTACCTTCATCTGCCATCCCCGAATCGGTTAATATTGGAAACTATTTTTAAAGATAAGGTTAAAAAG
+AGGAAAAATCCGAAGTTATGCTCAAACTAGGACATTTTTGTGAATATAAACCTTTTGCGTCACTTTTTTA
+ATGGTTTAATAATGTAAGATAAATTCAGGTGAGCGAATATGCCAGAGAAGCTCAAAGTTGGCATAATAGG
+ATGTGGCAACATCTTTAATCTAGCGCATAAGCCGGCCTTGAAGTCCCTAAGAACAATAGCAAAGGTAGTA
+GCAGTTATGGACATAGATGAAGAAGCCGCAAGAAAAGCTGGAAAAGAGCTCAACGCAAAAGTCTTCACTA
+GTTTAGATGAATTCCTAGAGCAAGACATGAATGTTGTGGAGATATTAACACCAACGTACACTCACGCAGA
+GTTGGCAATAGAAGCACTAAAAGCTGGGAAGCACGTAATAGTGGAAAAGCCAATTGCATTAACCGTCGAA
+GAAGCTGAAAAAATGATAAAGGAAGCTGAAAACCAGGAATTAAAGCTATTCGTCGGTCACGTTAGGAGGT
+TCGATAAGAGGTGGATACAGATAAAGGATATCATAAAGAGCAGAAATATCCTACCAATGCAGATAAGGAA
+GATAGAAGTTCAACACCTCCCATTCCCAGCAGACTATTGGTACTGGGACGAGAGCAAGAGCGGTGGAGTT
+ATCGTTGATTTAGGCGTTCATGTAACTGATTTCCTAAGATGGTTCTTTGAAAGTGAGCCAATTGAAGTCT
+TTGCCGTCGGAAAGGCTATTAGGGGAGAGGCGAGGGTAAACAAGACCCACGACCATGTTGTTATGTTCAT
+AAAGTTCGAAGGCGGAAAAACTGGAATAGGAGAAGTTAGTTGGAGCTATCCAATGCCGCCGAAGTACGGT
+GTATTCTACCACCACTTGGACATAATTGGAAAGAACGGTAGGATTAGGTACACTCCGATGGACACACCAG
+TAGTTGGAGTTGTTAAAAGCTCATTTGAAATGCCAAGGTTCTCACCGATGTTGTCAACGTTTCCGCAAGC
+ATTTGAGGCAGAATTAAGACACTTCTTTGAGTGCATAAAGAGCAGTTGTGAGCCTGTAGTTACTGCTCAA
+GACGCTTTGATAGCCCTCAAGATAGCGGAGAAGGCTAAGGAGAGTATTAAGAAGGGAGAACCCGTTAAGG
+TGGAGGTGAACTGAGATGGTTAGGTTTGGGGTAATAAGTTATGCTCATCCCCACGCTTTAAGGTACGCCG
+CAACCATCAGGGCGAATAGGAGGGCTAAGTTAGTTGCCATATCTGGAGATGGAGCCAACTCGGGATTGGC
+TAAGATTGAGGCTAAGAAATATGGAGCAAAGTTCTACCAGGACTACGAGAAGTTGCTCAGGGATGAAAGC
+GTTGAGGCAGTGTACATAGCCATAGAAACTTACAGGCACAAAGAGGTCGCAATTAGGGCGGCCGAAGAAG
+GAAAGGACATACTCTTGGAGAAGCCAATAGCCCTAACGCTTGAAGACGGAAAGGAGATAGTTAAAGCTGC
+CAGAAAAGCTGGAGTAAAATTGATGGTTCCGTTCAATCCAAGGTTCACCCAGCCACTCCAAAAAGCTAAA
+GAGATGATAGAGAAAGGTGAGATAGGCAAGCTTGAATACATATACACGATATCAGAGTACGTAAAACCAC
+CGATGTTCTTGGAAGGGATAGACACAAGCTGGTTCTTCGACATTAAGAAGAGCGGTGGAGGAGGGTTCAT
+GGATACGGCACCTCACGGAATAGATTCGCTCTTCTGGCTCACCGAAAGCGAACCCATTAGGGTTTATGCC
+GATATAGGACCGAAGATATGGGGATTTCAAGTTGATGACATAGGAACGGCATTGATAGAGTTCAAGAACG
+GAGTTATAGCAGTGCTAACAGCTGGCTGGGCAAATCCAAAGGGCTACCCCTATGGTCTTGAGATAAAGTA
+CTACATCGTGGGAGACGATGGATTCCTAGATATAAGGAGTGCATATCCGGACTTCACCGTTTACCAGGAT
+AAAACAGAAAAGATATTCTGGGAGAGGGCAGATGTTGAGGGAATCGTTAATGCATTCATAGACGCAATTC
+AGCAGGACAAGGAGCCACCGATAACCGGAGAGGATGCCTTAAAGAACTTAGCGGTTGTTTTAGCAGCATA
+TGAATCATCAAAAACAGGGAAAGCGGTAAAAGTAGAGCTCTAATCTTTTCTTATTATTCCTGAAACCAAA
+TCCCTTATGGCCTTTTCTGGATCTTTTGCCTTTGTAACGCCACTCGCCAGCAAAACTCCGACTGTTCCAA
+GCTCTATAGCTTTCTTAACATCCTCTCCCGTGCTAATTCCAGCCCCACAAAGAACTTTAACCTTCGGGTT
+CACCTTCCTCACGAGTTCAACGGTATCAGTTATAACCTCCGGCTTGGCCTTGCTAACCGGAATACCAGTT
+CCGATTAACTCTGGAGGCTCAACTGCAACGTAGTCAGGGTCTAGAGCTGCTACAGCCGCACTTACCGCTG
+GATTGTTCGAGCATACCATCGTTATGAGCCCAACTTCCTTGGCCCTAGATATTGCGGCCTCAAGGTCTGC
+AAGTATCATCCTGTTCTCCGAGTGGTTAAGCAAAGTTCCAACGGCTCCAGCCTCCTTTACAGCTTCGGGG
+AGAACATGGCCAGTGTGACTTCCGGGCTTTATGGGATCTATGTGCTGGGCAAAAACTGGAATCTCAACGT
+TCTCAGCTATCATCCTAAGATCAACGAGCTGAGGGGCAACCACTATTGTCACTCCCGTGTCCTTCCAAAC
+CCTCTCAGCGGCCTTTGCTATCTCAAGGGCCCTCTTTCCAGTAGCCTCTATGTACGTCTTAAAATTTATA
+GCAATTATTGGTTCCTTAAGCTCCATAGAGACCACCAAAGCCAAATAAACTTCAGCTAAGAATTAAAGCT
+TTTCGGTTCCTTGAAAAAGCTCCTCGAGAATTCTCTTGACCTCGTACAAATCTCTGGCGTTATAATCTGC
+GTGGTCATGCCCCAAGGAAATGCTGACATCCGCAACCTTAAACATTGGAACGTCATTCTTCCAATCCCCG
+ACGGCAACCGTAACCTTTGGTCTCAAAGCTCGCTTGAGCTCATTCAGTATCTCCCCCTTGTTATCGAAGG
+TCACTCGAACTATGACATCGCCAGTAACTTTTCCATCCTTGAAGACGAGCTCATTGGCGTAAACATGGTC
+GACGTTCAAGATATTAGCTATCTTCTTAGCCAAGCACATCAGGCCGCCACTTATTATCGCAATCTTGAAC
+CCATTACCCTTAAGCCAGGAAGCAAGCTCCTGGGCACCGGGTTTAAGTTTAACATCTTTAAAAGTCTCTT
+CTACTTCTTCCTTTCTCCTCCCTACCCAAAGAGACGCGTCAAGCCTAGCCCACTCTTCATAGCTTATCTT
+ACCAGAGAAGAACAGCTCAGCATGCTTCTTAGCTTTTTCACACGTTCCAAACTTCCTATGTAACATCTCC
+CAGCTTATCATATCCGTTAGTGTCCCTTCCAGGTCAAAGGCCATTAACTTCTTCATTCCCTCCACCCGTA
+CTCGCCTATGAGGGGAACGAATGCAACGCCACCGTGGTTCCTAACTTTTATCTCCCCACTCTTCTTTTTC
+ACGACTTCGAGCAACTCCTGCCAAAGGTGATAACTGCCTACGGGAATTATAAGCCTACCTCCAGGCTTTA
+ACTGCTCTACCAAGGGCTCGGGAACTTTAGGAGCACCTGCAGTAACTATTATAACGTCATATGGAGCCTT
+CGGCGGAAATCCCTTGCTTCCATCCCCCAAGATAACGTGAACATTCTTAACGCCAGCCCTTTCAAGGTTC
+CTCTTTGCAAACTCAACTAGCTCGGGTATTCGTTCGATCGAGTAAACGTCGGTTTTAACTATGTAACTTA
+TGAGGGCAGCATTCCACCCACTCCCTGTTCCAACCTCCAGAACGTTCATGCCCTCCTTGAGCTTTGCTAT
+CTCCAACATTATTGCAACCATGTGAGGAGCGCTAACGGTTTGACCAGCGGGGATTGGGAGGGGCTCATCT
+ATATGGGCGTAGCTTTTGTACCTATCTTCAACGAACATGTACCTAGGATACTTAAGAAAGGCCTCCTTAA
+CTTCAAGACTCCTTATTATACCTTCTCTCTCCAGCATCTCTACAGTTCTCTTCCACCTCTCATAAAGATC
+CATACTCACCACCCAGCCTCAGGAATCTATATATATCGACGCTTATTCTTTCAATCCTCTTCCTGTGGAA
+GAAAAATTGGGCCGGAATTTCTAAGTTTGTTGTCAACCTGTGGGTTATTAAAAAGCCATTATCCTGGGAG
+AACTTCTCAATGAAGCTTCTAACTTCAGGCTTAGCTAAGTGAATCGAGTATACAACATCACTAATCTCGA
+AAGCCTTCAGGAGGAAAGGCCTATCAGCATGCTTCCTTTGACTTCCAAATGGGGGATTCATGATTACTGT
+ATCTACCCTAACCTTAAAAGATGACACGTCTCCAATGAACACTTCAAACTTTCCTTCGAATTTTTTAAGA
+TTGGTTTTCAAAATCTCAACAGCATCCTCGTCTACTTCAACGGCATAGACCTTTTTAGCACCTAAACTTA
+GAGCCCCGTAACTGAGAACACCAGTTCCCGCACCCAAATCCGCTATGACCTTTCCTTCTATATCACCCAG
+CGTGTAAGCCATCCATAAAAGTTCAGAAGCGACTCGTCCAGGAGTTCTATATTGCTCTAGCCAGTGCTTT
+GGATTCTTGAACCCAGTTAACTTTGAGAGCTCTATCTCGAGTTCCTTCTTCTTCATGCCACGGGTAATTC
+TCCACCGTGTTTAAAATTTGTTTAGTGCAACGTAATTTTCTTAAGTATGAAATTTATCTTTCATACATAG
+GTGATAAAGATGGCAAGGATAGTACTGACGACCGATGAAACTTTAACAAGCACGTATCACGACGTCCCAT
+TGCTGGATTTCCTGGGATGTGCTCCCTATGATAAGATTCCTAAGTGGGTCTTCAGGTTCCTAGATTCTCA
+AATTCCAGATGAAAATGGCATCTTAACTCAAGCTCCCTACGGCCTTAGAAAAGTGGAGGCAGCATTGCTG
+AGATGCTGCCCCAGGGAAGACATCGTCGTCGCTCATCCCAGGAAAGTTGAGATGTTCATAGATGAGAATA
+CTGAGGTAGTAGCCCTATACGAGATGGATCCCCTTGGCTTAGGGCCCGTAACGATGATGTTCACGAATGG
+AGGCCAATGGAGGAGCTACACTTACGTGAAGTTTAGAGAGCTTATCGAGAGGATAAACAGGATTAGGGAA
+AGCAGAAAACTGAAGTTCAAAATCGTGGTCGGGGGTCCTGGGGCTTGGCAACTCGAGATGCGTAGGGATG
+AAAGGGAAAGACTCAAGATAGACCACGTCGTCATTGGGGAAGTTGAACACGTAGCATGTGAGATATTCCA
+AGATATAATCAACGAAAACGCAAGTGAAACGGTCTTCATTAGGGGATGGCCCAAAGTTGAGGAGATACCA
+ACCATCGTCAGTCCATCATATAAAGGGCTAGTGGAGGTCATGAGGGGTTGTGGGAGGGGATGCCGCTTCT
+GCGAGCCGAACCTTAGGGTTGCTAGGTTCATCCCATTGGAGAAGATAGAATCCGAAATAAAAGTTAACAT
+GAATGCTGGAATAGACCATGCATGGTTGCACAGCGAAGATATATTCCTTTACAAGGTCGAGGACAGGAAA
+AACTTCTATCCAAATGCAGAGGCTGTCATAGAGCTCTTTGAAATGGCGAGGAAGTACACCAGGAACGTTA
+ATCCAACTCACGGAACCGTTGCCGGAGCATTAGCAGTTCCAGGGATGATAGAAGAAATCTCAAGGATAGT
+TGAGGCGAATGAAAACCACTGGATAGGGATTCAAGTTGGAATGGAGACTGCCGATCCTGAGATAATAGGG
+AGGTTGATGAACAACAAAATGAAGCCGTTCTCTCCAGAGGAGTGGCCCTGGGTGCTTTTAAATGGAACGT
+ACGTCTTTAACAAGAACTACTGGTTCCCAGCGTATACGACGATATTAGGCCTACCTGGAGACAATGACGA
+TGCTGAGATAATGACTGCCAGGTTAATAATAACCATGGAGAAGGAATTAGAAGAGAAACTAGGGAATAGA
+GCACACTTTACGGTTACACCGTTAGCCTTCGTCCCGATGGGAGTGCTTAAGGGTGAGGAATTCTACAGGG
+TAGAGGACATGATCACGTACGGCCAGTTCTTGCACCTATACTATGCTTGGAAGCATTTAGCGAAAGAAAT
+TCTAAAGGGATTGCCCAAGGTCATGAGGGGTAATCCATTCCTAATCCCATTCTTCCCCCTCGCTAGGCTA
+GGGGTTAGGATTGTGCTTAGGCAGATAGAGAAGTGGGGAAAGAAGAAGGGATTTGAAGTGAAGAAGCTGG
+AGCCCCTCGATATAAGGATAGAAGTTGATGAGTTCAGGTGGAACTATAAGCCAAGCCTTGCGGAGGCCTA
+TTAAATTATTCAGCGTATACGATAGTGGTGGGAAGCATGAAAATGGAAGATGTCTACATTTGGGATTTAA
+ATGCCAAATGGCTTGGAATAACGCCGTTCCAGCTAATGGAAAACGCAGGTTCAGGAGTTGCTAGGATAAT
+AGAGGAGAGGTTTGGAAAAGGGTTAAAGGTGGCCGTATTCTGCGGAACAGGGAATAATGGCGGAGACGGC
+TTCGTCACAGCTAGACACCTTAGCTTTGAAAACGACGTAACGGTTTTCCTCATAGGAGATGAAACAAAGA
+TAAGGAGTGAGGAAGCCAAGCTAAACTGGTCCATTTTAAAGAACCTTGAATTCGTAAAGATAAAGATTCT
+AAAGGATTCAAGCCAAGTGAAAAAGTTAAGCTTAGAGGAATTCGACGTTATAGTGGATGCACTCCTGGGG
+GCTGGAACTAGAGGCGAACCCAGGGAACCTATAAGGTCGGCGATAGAGAAGATAAACGAATACCATGGGA
+AAGCAAAGATAGTTAGCATAGATCTTCCAAGCGGTTATCCCAGCAAAGTTAGAGTTAAGTGCGACTTTGC
+AGTAACCTTCCAGTGGGATAAGGAGGAGTACAGGGATTTTGATAGGGTTATAGTTAAGATAGGCTACCCC
+AGGGAGCTCTACCATTTAATTGGGCCAGCCCACGTTAAGTTCGCCTTCAAGAGGAAAGGAGAGCACAAGG
+GACAAAACGGGAAAATTCTGATTATAGGGGGCAGCGAGAACTACTATGGAGCCCCTTACCTAGCTGGAAA
+AGCATCGAGCTATTTGGTGGACTTGGTCTACTTATTAACACCGGAGAGAGTTGCGAGGAGGATAGACGAC
+CCCAACTTAATAGTCAGGGAGGTTCCAGGAGATAACTTGAGAGGGGAACACATAGAATTGGCCCTCGAAC
+TTTCAGAAAGGGTGGATGCAGTAGTAATTGGGCCCGGAATAGGAACCAAGGAAGAAACCAAGGAATTTGT
+TCTCGAGTTCATAAAGAAGGTTGAGAAACCCATGGTTATAGATGCCGACGGGTTGAAGATAATAGCTGAA
+GACCTAGATGCGCTTAAGAATAGGAAGTTCGTGTTGACTCCCCACGCTGGAGAGTTCAAGCTACTCTTTG
+GAGTTAAACCAGGAGGAAGCTTAGTCGAGAAATCCAAACTAGTCAAGGAGAAGGCTGAAGAAATCAATGG
+AGTTATACTTCTCAAGGGAGCTTACGATATAGTAAGCGATGGAAAAGTATGGCTATACAACAAGACAGGC
+AATAGGGGAATGACGACCGGGGGAACCGGAGATGTCTTGGCAGGTGTCGTCGGTTCCTTCCTAGCCCTCG
+GGAATGAACCATTAAGAGCCGCGAGTGCGGGAGCGTTTCTAACGGGGTTCTCAGGAGACTTAGTGTATGA
+AGAAAAAGGAGAAGCCTTCACAGCTCTGGACGTGGCCAACAAGATACCACTAGCTTTGAAGAGAATACTA
+GAGCTCTAGCAGGTCGTACATGTAGTTCCAGTAAATTCTGGAGAGCTCCTCAATGTCCTTCTCAACTTTT
+TCACCATTAACCTCTAGCGCGAAGTTGTCTCCCCCAACCCTTCCCACTATGGATATCTTCGCTATTTCCT
+TGGCTTCCTCAACCTTATCCTCAGGTAGGGTTATTATGTACCTCCCGTGACTCTCGCTGAACGCAAAGTC
+AATTGACTTGAAGCTCGATGTGAACTTCGCTTTAACGCCAACGTTGAACCAGGCCGAAAGTTCCGCTAGA
+GCCACCGCAACCCCTCCCCTTGAGACGTCGTGAACGAAGGTTACTAGGTCATTCTCTATGAGATTTAGAA
+TTGCAAGGGCATTTCCCTTCTCCTCCTCCAAGTTAACCCTAGGCGCTATTCCTCCTTTAATTCCTAGAAC
+CCTGTATAGCTCAGAACCACCCAGTTCCCTCCTCGTGCTCCCAATCAAGGCTATTACATCCCCATCCCTG
+GGGCCCCTTGGAATGTCCTTCAGCTTAACTTTCCCAATTCCGGCAACTACGGGAGTTGGCTTCACTGGCC
+TATCAACAACCTCATTGTAAAAGCTGACGTTACCACTAACGTAGGCCAGGTCAAAAGCTTTAGCGGCATC
+GGCTAAACCCTTCACGGTTTCAACGAAGCTCCAGTAAACTTCAGGCCTCTCAGGGGACGCAAAGTTCAAG
+TTATCAACTAGTGCCAAAGGTTTAGCACCGACGCTAACCAAGTTCCTAACGACCTCGGCAACCGTTCCCA
+TCGCACCATGGTAGGGGTTCAAATAACAGTAACTTGGATTACCGTCAGATGTTATTGCAAGCCCATACTC
+GCCGTTTATCTTAAGAACAGCTGCATCGAATCCTGGCTTAACCACGGTTCTCCCCTGAACTTCATGGTCG
+TACTGCTCCCAAACCCACCTCTTGGCAACTATATTTGGACTACTCCAAACCAGGTCGAACGCTTTCGATA
+AAGCTATGTCTGGAGTTTCAACATCTTCCTCGAGCTTGTACTCCTTCATAGGCCACTCTATCGTTGGAAC
+ATTCGTTAAAAGCTCTATTGGAAGGTCAGCGACCTTATCCCCCTTCCAATAGACTACAAAGCGAGGTTCC
+TCTATTATCTCACCAACAACCGCCCATTCAAGTTCGTACTTTTCAAATATCTTAGCGAGCTCTTCAACGT
+CCTCAGGCTCGACCGCGAAGAGCATTCTCTCCTGGCTTTCCGATATCATAACCTCGAGAGGCGTCATTCC
+CGGTTCTCTAAGGGGAACCCTATCGGCATATATCACAGCCCCCAGGCCCTTCTTTCCAGCCATCTCGGAG
+GCTGCACAGGTTAAACCTCCCCCACCAAGATCCTTCAACGCCTTAACTTTTCCCGTGTATACCGCTTCAA
+GCGTCGCCTCTATTAAGAGCTTCTCCGTGAATGGATCTGGAATTTGAACAGCTGAGCGATCCTCTTCCTC
+AGCGTTCTCGCTCAGCTCTTCACTCGCAAAGGTTACCCCATGGATTCCATCCCTTCCAGTTCTGTTTCCA
+ACTAAAACCAGCTTTAATCCTGGCTTGGTTACGTAACTATGAACTAAATGTTCTGGCTTCATAATTCCAA
+CGCACACAACGTTAACGAGGGTATAATTATCTAGGCTCTCATCAAACTCGGTTTCACCTCCAACCGTTGG
+GACGCCTATCCTATTTCCGTAATCCGCTATTCCCTTAACTACATACTCGAAGAGGTACCTGTTCTTCTCC
+TTCTCCAGAGGTCCAAACCTTATTGGATCGAGCAGGGCTATTGGTCTAGCCCCCATGCAAAGTATATCCC
+TGACTATTCCACCTATTCCAGTAGCAGCTCCACCATAGGGTTCCACGGCTGAGGGATGATTGTGACTTTC
+AATTCCAATTACTATCCAAGTGCTCTCATCGAACTTTACAACACCAGCATCTTCCCCAGGACCCAAGATA
+ACGTGTTCATTCTTCGTCGGTAAGAGCTTAAGCCACTTCCTGCTTGATTTATAGGAGACGTGCTCGCTCC
+ACATTACCTCGAGCATTGCCTTTTCAACTTCGTTAGGCTCCCTACCAAGCCTCTCACGGATTATCTTCTC
+TTCACGAGGAAGCATTTTGACACCTCCTTTATTGTCAAAAATATGTAAAAATTTAAAATTTTTAAGGTTT
+GTTTTGACAGAAAAATATCAAGTTTAGATTTCATGTTCATCTTCTATCCTTGAGAGCTCCTCTCGAATTA
+ATTCTCAGAGTTAAACTCACTAGCAAAAATCTGTTTAGACTCTTTACTAAATTCTAATGCTTACAATTTT
+ATGCATAAAACTATAAGGTGATAGCATGTTCGTTAATAGGAGAAATGAACTAGGGGTTTACGTACTCGAG
+GTTAAGTGGAAAAACAAGCCAGCTACGTATAAAGACGTTGAAAAGTTCGTGAAGAAAGTTAAGAAAGAAT
+TTGGGTCTGCAGAGATGTTTTTCTTTTCGAGATCAGGATTCACGGAAAAGGCTAGAAAGCTATGCGAAAG
+GAAAGGAATTAAGATGATAACACTAAAAGATCTAGAGCTCACCTCTTAGCGTACTCAACCATCGACCTGA
+AAACTTTCAATCCATCTTCGCTACCCAGGAACGCATCGCTGGCCCTCTCAGGGTGAGGCATCATACCAAG
+AACGTTACCCCCTTCGTTACTAACCCCAGCTATGTTCATCACTGAACCGTTTGGATTAGCCTCCTCGGTT
+AAGTTACCATTCTCATCGCTGTACTGGAAGACTATCCTAATTCTTGATGGATCATCAACGTAGTAATTTC
+CCTCCGCATGGGCTATTGGCATCCTAATGATTTCTCCCTCCTCGTAAAGCTGGGTAAAGGCTGTATTGGT
+GTCGTTAACTTTGAGGTAAATCCACTTGCATATGAACCTCGGAATCTTATTTGGCCTCAGAGCCCCCGGC
+AAGAGACCAGCTTCAGTTAAAACTTGAAAGCCGTTGCATATTCCAAGGACTGGCCTCCCCTCCTCAGCGA
+ACTCCCTAACCTCCTCCATTATCCTCTGCCTAGCGGCGATAGCTCCGGCCCTAAGGTAATCCGCGTAGCT
+GAAGCCTCCAGGCAAAACCACTCCATCGTATTCCCTAATGCTCTCCTTGTACCAGACCCTTTCCGCTTCT
+CCTCCAGCCTTCCTTATGGCTTCAACCGTTTCAAAGTCACAATTAGTTCCTGGGAACACTATAACGGCAA
+ACCTCGGCATTTCACTTCACCGGTTCTATTGTGTACTCCCAGGTGTGAATTAGTGGGTTTGCCAAGAGCC
+TTCTGCACATCTCCTCAACTTCTTCCTCCGGTTTCTCGCTCTCTAGAACGAACTCGAAGCACTTCGGAAC
+CTTAAGCTCTTCGACTTTGTAACCTAGATTCTTAAGGGCCTTCCCTATTACCCTCCCCTCTGGATCGTTG
+AGTCCTTCCTTTAGCCTAACGAGAACCCTAACCTTCCACCTCATGACCATTACCAAAAATTTGTAAAAAT
+GGAGAGTATTTAAGGATTATTTAAACACGAACATGTTAATTAACTCTTCCACCTTGGATTGTCAACGACC
+TTTACCTCGCCGTTCTCCTCGATAACTATCTTGCTGAATCCCCTCTCAGCGATTGTTCCATAGTCATGAC
+CAGCATCTGCTGGGTATATTGCCAAGAATATGAATGGCTCATCTCCAGTATTAACAGTTCTGTGGGCCCA
+GTACGGTGGAACGTAAACAACCGTTCCTGGCTCCATGGGTATCCATCTGGCCTCCCCTTCAGGCGTTTGA
+AGTAGCATCCCACCCTTTCCCTTTAACGCAACATAAACCTCGGCTCTATCCTTCTTCGAATGGTAATGCC
+CTTTAGTGAAGAAGAATTCTTTCCCAACTTTTCCTGGATAGAGAATCGTCGTGGCAAAGTTAAGATCCCC
+CTCCTTTTCTTCCTGCTCTATTGCGTAGACTTCGTAAACTATTGGATCCTCTTTCTTAACAAGCTCTTCC
+CAGGATTTTTCATCGAGGAAGTAACCCTTCATGTCGCTTAACCTTCTCACGATCTTCTTTGCCCCAGGGA
+TAACTCCAGTATTAAAATCTACCTTCACGCCGAGGGGTTCCTTGTACATCTCTATCACCAGTTTCCTCTT
+TTGCCTTTTTCTTTTTGATGTTTTCCCTCATTTTAGTAAGGTAACTTGCAAATCCAGCTATCGCCAGGAA
+GTTCCCAATTATCATGGCCACGAAACTTATTGGGGATATCCAAGAGTAAGGATACGCATAGCCCATAACT
+GAGAGCTTGTACTTCACATTGCCATCCGTTGATACCCTAGGAAACTCCGTTAGGTTCCTTAGAACCACCG
+TGGAGTTCCTAAGGATGTAATGCTCAACCCTCGTCCCATGTTTCACTGATACCGTGGCATTTTCCGAGCT
+CAAGGTTAGGTTGCCCGTGAATACTGTAACTACATCTTTTCCCTCTATGATGTGCTCTCCTGGGGTTAAG
+TTCCCAGAGACATTTTCAACTTTCACAACAGGCTTTATAGCTAGTAGGGAAGAGAACAGGGCAAATAAAA
+GAAGTAAAAACCCAACGAAGATTGGAGGATACTTTAGGGCATCCTTTAAACCCATCTTACAGCACCGTTA
+GATCTCTCCAACCCTGTGGCACTCCACCCAGTGGTTGTGGGAGTACTCTATCAGCTTTGGCTCTTTAGTA
+TCACAGAGACCCTTCTTGAAGTAGACACATCTCGGGTGGAACCTACAGCCAGGTGGTATGTTAACTGCAC
+TCGGAACTTCACCCTTAATTGGTAACTCCTTTATGACATCTTTTCTCTCTGGAATTGGCTCTGGAACCGC
+TGCCAGTAAAGCTCTCGTGTATGGGTGAAGTGGATTGTCTATGACCTCCTTAGCGGGACCCATCTCAACG
+ATCCTTCCAAGGTACATCACGGCTATCCAATCCGCAAAGTACCTAGCAGTCGAAAGGTCGTGGGTAATGT
+AAAGGTACGTCACACCCATCTTCTCCTTGAGCTCCTTCATCAACTCCAGAATCTCCGCTCTAATAGAAAC
+GTCAAGCATCGAAACTGGCTCATCTGCAACTATGAACGTTGGGTTCAATATTAAAGCCCTAGCAATTGCG
+ACTCTCTGCCTCTGTCCACCGGAAAGCATGTGTGGAAATCTTCCAACGTACTCCTCTGGTGGAGTTATTT
+TGACCATCTCTAGGGCCTTGTATATCAACTCTTCACGCTCAGCCCTGGTCTCTCCAATTCCGTGGATCAG
+CAAAGGCTCCTCAAGGACATCGTAAATCCTAAATCTCGGGTTCATAGAGCTGAAGGGATCCTGGAATATC
+ATCTGAACCCTTCTCCTGTAGGCCTTTATCTCCTCCTTAGTCCTTAGCTGAGTAACGTCTTGTCCTTCAA
+GGTATATCTTTCCATCGGTAGGCTCAAGTAGCTTAACCACTAACTTACCCGTCGTCGTCTTTCCACATCC
+ACTCTCGCCGACGAGAGCAAAGACCTGTTGTTTGTAAACCTCGAAGCTTATCCCATCAACGGCCCTCACG
+AACTGTTGAGGTTCCCCCCTAAGCGATGCTAGGAATCCTCTCCTTATTGGGAAGTACTTCTTGAGGTTCT
+CAACCTTAAGGATTGGCTCGGCCATGATATCACCTCACAGAAGCCAACATGCGGCATAGTGATCCTTATC
+AACTTCCACCATCTTAGGTTCTTCCTCTTTACACCTGTCCATCGCATATGGACACCTCGGGTGGAACCTG
+CAACCGCTCGGCGGGTTCAGGAGGTTTGGTGGACTTCCTGGAATGAATTCAAGCTTTTCAACGTCCTCAT
+GTAACCTTGGAATTGCCGCAAGTAGCTTCTGAGTGTATGGATGTGCTGGCTCATAGTAAACCTTCTCGCT
+GGGTCCAATCTCAACGATCTTTCCTGCGTACATTATCGCTATTTTGTCACTTATCTCCGCCAATATGCTG
+AGATCGTGGGTAATGAAGATCATTGATAGGCCAAGCTTCTTCTTAAGCCTCTTCATCAGGTTTATTATCT
+GGGCCTGAACTACGACGTCCAAAGCGGTTGTGGGCTCATCTGCTATCACTATGTCAGGCTCTAAAATAAG
+GGCCGTTGCAATGACGACCCTCTGCTTCATTCCACCGGAGAGCTCGTGTGGATAGCGGTAGACTATCTCA
+GGATCTAATCCCACGAGCTCTAAATATTTCATTGCTCTGTCCAAAGCGTCTTCCCTGCTCATTCCCCTGT
+GGTATATTAGAGGTTCAATCATTTGGTATCCAACTGTGTAAACCGGATTTAGAGCATTCATGGCACCCTG
+GAATATCATAGAAATCTTCTGCCATCTAATCTCTTTCCTAAGCACGTCCTCAGGCAATCCGACGATTTCC
+CTTCCATCTATCTTTATACTCCCACTTACTATCCTTCCTGGGGGCTGGGGCATTCCCATTAGTGTGAATC
+CTATTGAGGACTTACCACAACCACTCTCTCCAGCTAATCCAAGGACTTCTCCTTTCTCTAGGTCAAAGGT
+AACGTCATCAACGGCCTTAACTGGACCTCTCGAGGTGAAGTAGTACATTTTAAGGTTCTTAACCTCGAGT
+ATCTTCTTAGCCATATTACCACCTCACAATCTCCTGAGCCTTGGATTGAGCACCCTATCAAGTGCGGTTC
+CCAATAACACGAACGTTAGTGATACTAACGCTATCGCAAGCCCTGGAGGAATGACCCACCACCAGTATCC
+GTTAATCGTTGCATTCGCAGCTTGAGCATCGTGAAGAATTTGACCCCATGTTACAGCAGTAGGATCACCT
+AAGCCGAGATAGCTTAGACCGGCCTCCGTCAGAACAGCTCCTGGGACGCTAAGGGCTATCTGTGCGAATG
+CGTAAGGCAATAGCTGAGGCATTATGTGCTTGAAGATTATCCTTCCAGTTCCAGCTCCAAGGGCTATGGC
+AGCTTCAACGTAGGTCTGCTCCTTTATCTGAAGGGCCATACTTCTCGATACTCTCGCAATCCCAACCCAT
+CCGAAGACTACTAAGAGCAGAACTATGATTCCTAGCGTGACGTGACCCTTGAATGCTGATGCTAGCATGA
+TTAAAATTGGCAACGTTGGTATTGAGGCCATGAACTCCTGGAATCTCATCATCATCTCATCCGTCCATCC
+ACCAAGGTACGCACTGGTGACTCCGTAAAGGACTCCGAACAGAACACTAAGCACAGCCACCGATATTCCG
+ATTATAAGGGATATCCTTGTACCCCAGACGAGTCCTGCCCAAAGGTCTCTCCCCTTATCATCAGTACCCA
+TGTATCCATAAGTTCTTCCGGTGAATATTATTTTCAAGTTATCAAAGTTGACCTGATCTTCTGGATTAAA
+CGTGTAAAGTTCAACGTCAAAGGTATATGTCCCTTTAAGGGGTTCTGGATTAATAAGTATTCCTGTCTGA
+GCTTTTCCGAATAGAACTTTCATAACATCAACTATTGTGGGAACTACCTTGTCCAGATTGCTCCTACTCT
+CATACTGGGAAGCCCAGGAGATTATATTTGACCTTGCGATGTCATCGCTAGCTAATTGAATAACCATCCC
+TTCCATGAAGTCACCAGAGTACACCTCGACGCTCTTCCCATCTGGTCTGTGAACTGTAATTACGAGATTC
+GCCTTAGTATTTATGTCCTGAAGTCTAATATCAATTCCCTTGATGATTATATTCGAAGGCGGCACGTCAT
+AGTTGAAATCATACTTGAATTCAAACTTGTAGTACCTAACTCCCCCTCCCAAGTCGTCACCTTTGTTTAG
+CATTTTAACATCATTGATTGTATATAGCTTATGGGGAGCCAAGCTTTCTCCAGCGAACCAATTATACCAA
+ACAGGGGGGACTGCCTTAGGTGTGTCTTCCCATGGTAGCTTCCACTTTTGGGGAATATCGGGAGATGTTA
+ATATAGGGGCCGCTAGTGCCACCACGACTAGGAGAGTTAAGAGGAAGAGGCCAAGTAATCCACCCTTCTG
+CCTTCTGAATTCGAACCAGAAGTTTGCAAGGCTATCCTTAATGTCAACCCATCTCATGTCCTTTCACCAC
+CTCTCGCCTTCATAGCCTCTGGGATACACCAACTTTAACTCTTGGATCCAGGAATCCATAAGCCAAATCA
+GCTAATAGAACCCCTATTAGATACAGGGCAACTGAAATGTAAGTTGATCCCATTATTAAGTTAAGTTCCA
+TCTGTTGAATTGCAACCCAGTAAAGCCTTCCCATACCAGGCCAGTTGAAAACGCTCTCGGTTAAGATAGC
+ACCACCTAGAGACCCGAGGAGAGTGAATATTGTCATTGTTATAATTGGTGGTGCAGCTGCTCTTAAGGCG
+TGACCATAAATTACCTTATTCTCTGGAACTCCCTTGGCCCTAGCCGCCATAATGAAGTCTTCTTGAAGGA
+CACCTATCATTATGTTCCTCGTAACCCAAGCCCAACCTCCGAACGATACAAAGACTATCGTCGTTAATGG
+CAAGATCATGTGCTTTAAGACGTCTGTATAATATGCAAATCCTGTCTTAGGAGGAATTGAAGTCATTCCA
+CCACTCGGCAATAGGTTGAGCTTAAACGAGAACAGTAAGATTAGTATCATTCCAAACCACCACATTGGTA
+TACTCGTAGTCACCATTGCAAACACTGAAAGTCCCCTGTCGAAGAGTCCTCCAGCCTTTTGTGCTGCCTT
+TAATCCTAGCATAATTCCCAGGAACATCACTATCAAAGATGCCGTTGTGAACAGCATTACCGTTCTTGGG
+ATTGCTACTGCAATTATTTTCCTAACGCTTGTCTCTCCGAATATTGGTGATCTAACATCACCAAAGTCAA
+GCATCATAGTCTTCTTTGTTCTATCTATTACCCTCACCCAAAAAGGTCTGTCAAGTCCATAGGCTTTTAG
+TAGTCTATCGTACTCCCTCTTTTTCCACTCCTCGAGGGCGTGTGGATCGCTCTTAGCCAACTTCTGCAAC
+TCAGGATCGGTACGAACCCTCATATTTATTTGTTCTTGAATCGACGATCTTAGCATGTCATCAGCTACCT
+TCGTGAACAGAATTGAGACTACGAAGGTCACTATTAGGAGCACTATAAACGCGTTCGTTAATCTATAGGC
+TAGGTACCTTCCATAGCCCACTTATCACACCTCCCAATGATAGTCATCTAGGAACTTTTTTGAGCATCAA
+CATTTTCAGAGTTGTAAAACTTAAATATTTTTCCATCGAGAATCATCTTAATGCTCAGATAAGAATACTA
+AGTAAAATTTTGAAAGTCTTCAAGGTATAAAAACTAAGGAAGAATTAAGAAAAGAAAGGTTCAGAGATCA
+GTTATCTCTCCTTCTCAAGAGTAGTGGCAGTACTGCTAGACCCACTAGGATCGCTGGACCACATATTCCT
+CCCTTGGTTGTAGTTTCAGTTGGTGAAGTGCCAGTTGCAGTTGGTGATGATGTTTGCTGTGGTGTTGAGG
+TTGTAGTCTGCTGTGGCGAAGTTGTTGTTGGCTTGATAACTACGAAGGTCTTCTTGATTGTGAATGATGT
+AACTTCCTTGGATAGGCCTCCCCTAATTATTGCGGTGTACTTACCTGTGGACCAGCCTTTGGTTTCATCT
+CCAGGAACATTTAGCTCGAATGTTCCAGCGGTAGTTAGCTTGGCCTCTCCGGAGTATACCTCATTTCCGT
+TGGCATCAACTATTGAAACAGTGACGTAACCCCTATCTGCAGGCTTCTCACCCCAGTCTGGGAACTCCTC
+CTTAAGGGTGAGCATGACCTTAACTGTTAGTGGCTTTCCTGCCATGACCCTTGCAGGAACCTCAGCACCC
+TTTGGAACTAGCCTAGCTATGAGCAATGTCTTCTTCCAGTAGTCTGGTGGTATTGGATTACCGCTGAACC
+TCTTGAAGACCATGAGCATCTTATCTGGATCGTACTTGTCAAGATAGAATGGACCGTTGCTGTCATAGGC
+GTGGCCGTGCTTGTTTATGAAGTCAAGTAGTGACTTGTAAGCCTTAACCGCCTCATCAGGTGTGATCTCT
+CCTTGTAGATACCATGGAACGTCCTTCTCCTCGATTAACTTCTCGATGACCTTCTTAAGGTCCTCAACGT
+GATCCTTAACGAGTAGGTCTAGCCATCTTGGACCCTCTGCCTGGGTGAACGTGTAGTTGTTAGTAACACC
+GTACTTCTGTGGATTAGCTACGAGTTCCTCCATTGCATGCCTTAGGTACCATGGCACTGTGGCCCACCAT
+GCGTTGTTACCTGCAATCTGGTCATCAGCTACGGGGTGGGTTATGTTTGAGTAAACTATGTACGTTGTTG
+GGTTGACGAAGACGAATCCTAATGTCTGCTCTAAGGTTCTAGTGCTTGCACCCATAGCCTCATCATAGTA
+TGGATCGTTGTCTCCATCCTTGTAGGACCACTCATAACTGAATGCTATGGCAGCCTTTATGTCCTCCATA
+GTCATTGGCGTTCCGTCATGCCACTTGCCGAACTTACAAGTGTAGGTGACCCTAACCTTAGCCTTCTCAC
+CAGCGTGCTGCGGAACCCACTTCTTGAGGGTTGAGTTGTAAACTATTGCATTCTTCGGAATTGTGAATGG
+ACCACGCTCGACCTTGAACGTACATCTACCAGGCATTACATCACCAGTTGCTGGGTTAACATAAGTTGCC
+GGATCGCTAATTGCTCTCATGACCATGTTACCATAGATGTCTCCACCTCCACCGATTGGGTTCATTGCGT
+TGGTATAGATTGAACCACCCTGGCTGAACTCTGCAACGTAAGCGACTCCGTCCACAGTTTCGAGTCCTCT
+CCACATCCACCAGCTGTATAGACCAGCAGAAACATCGGCAGCTATTCTAGTGACTCTCTCCTTGTTAACT
+GCAAAGTACTCCCACTGCTCTGCAATGAACACTACTAGACCGTCCATTATACCCTGGGCCATGCTAATCT
+TCTGAAGGTCCCAGTATTGGTCAACGTTACCTTCTTCAAGGACATAGGTCTTGTTGTTAAACGTGGTTTC
+ACCGTAGTTTATCATCTCAACAATTGGGTCAATGTTCATGTCGTAGAGTTCCTTAAGCTTCTCCGGCGTG
+TTGTAGTACTTGAGACCGAGAGCATCTATAAGCTTCTCAGGACCACCGAAGTAGTCGACAAGATCCTTAA
+CTGTGGTTTCTGGCGTGTAGCTCCAACCAACTGCAGCAGGCTGCTTGCCCCATATCGTTGAATAGAACGC
+TGCCGTCTGCCAGTCTGGCCACTTTACGTTGCTTGTGATGATCCAACCAGCAGTGTATAATTGCCACTCG
+AAGTTCTTTGGATCCTTGTAATAAACAGCCGGAATTGCCTTCTGAGCGTTCCAAAGTAGCTTCTCGACTT
+TAAAGTGCAAGTACTTCTCAATTAGATCAGCAACGTACAATCCTATATCCTTCCTCTCGTCCTCAACTCT
+GATAACGAACTTAACGGTTACAGGTTCACCATCAAAGTACCACCACTTCTTTCCATCTTCGCCTGTCTTG
+AGTTCAAGCTTGTGACCCTCCTTCTTCAACTCCTCAGCAGCTTTCTTCATGGCCTCTTCGACCATCTGCT
+GAGCCTTTGCAAGGTCACCAGTTGGAGTGAATCCAAGTGCCTTGTATACTGGCTCGAAGTATATTCCAGC
+TCCGGTGCTTGGCCTTACACATCCGTACATTGGTTGAGCGCTACCACCGAAGATGTTTGAAACTATGTAC
+TGCCTGTTAATTAGATAGTTTAAGGCAAACCTTACTTCCTTAATTGCAAACGGGTTAAAGTACACCTTGT
+CACCAACGGTTACAGTATATGGGTTATCATCGTCATGAACTGGGTTTATCTGAATTGCTACTTCTCCACC
+AACGCTCCTAATTAGCCTGAGCTTGTCGAGTATGTCCTTTGGCAAATTCTTGAACTCCTTACCTGATATC
+GGATATAGGAACACATCCAATCCACCGTTTGCTCCTCCCTTAGCGACATCCGAGATTGCTGCTTCTTCGT
+TAGTTCTTATTGTTAGGTAGATAGTCTCAACGGGCTTTCCTTGCTCGGCAGCGTATACTGGTAGTGTCAA
+TGGCGTTACTAGCAACCCTACAACGGCCAACAGTGCAAGTACAAAACCTAGCCTACGCTTCATCTTGTAC
+CACCTTAAGGATCTAATAAGGACTTAGGTGCATCAAATTATACACCAGAATAAATATTTAAGGGTTACGT
+CAGAACAAAGACATCCCAAGATCTTTAGCCCTTTCCAAGTTTAAAAGCCTTATCAGCAATATTTTCAGGA
+AATATAAACCATAAATATTTGCTGGTGCATAATTCTCATGCGAAAATCGAAATACAGGAAATTTAAATTT
+TTAACTTGCCACAGAAACCTAGAAAAAACTTAAGAACCCCTATTTAACTTTCAGAAGATAGGTGGAAATA
+TGGAGCTAGTTTTAGTTGGCAAATTTTTGTATAATGGAAGGATAATAGATGGATCTATTGGAGTCAAAGA
+TGGCAAAATTACAAAATTTTCCCTTAGGGAACTAAAAGGTGACAACAAAATTAAGGTCGAAAAAGGGAAA
+ATAATTCTTCCTGGCTTGATCGATGTTCATGTTCATCTAAGAGATTTCAACGAAACCCACAAGGAAACCA
+TAGAGACTGGAACGAAAGCTGCAGTTCACGGGGGCATTACAACGGTTTTTGACATGCCAAACACGAAACC
+TCCAGTAATGGATGAAAAGACCCTTAAAATGAGAGAATTCCTCTTCAAAAAGAAAAGTTATGCGGATTAT
+GCCCTAGGATTTCTACTAGCTGGGAACGAACCAGTCAAGGCAGATTTTTACAAGATATTTATGGGGGCAT
+CAACTGGTGGAATATACTCAAAGAATTTCGAAGAGGATTACGCCAAAGCCCTTGATATAACAAGCGTTCA
+CGCTGAAGATTATGAGCTTATATCGAAATACCCTGAAAGACCCCCAATAGTTGAAATCAGCGCCATTAAG
+AAAGCTTTAAATGCCGCGAGGAAAGTTAAAAAACCTCTCCATATCTGCCATGTCTCCACGAGGGAAGGTC
+TGAAGGAGATTCTTGAAGCGAATATTCCCTGGGTAAGCTTTGAAGTAACGCCCCATCACCTTTTCCTAAC
+GAGAAAGGACTATGAGAAATCTAAGCTCCTAAAAGTCTATCCCCCACTAAGGGATGAAAGCGATAGAAGG
+TACCTATGGGAGAAACTAGACAACGTTCCCATAATAGCAAGCGATCACGCACCTCACACGTTGGAGGACA
+AGGAAAGAGGAGCTGCAGGATTACCTGGACTAGAGACTGAAGTCGCTCTTTTATTAGATGCCGTGAATAG
+AGGGATGCTGGAGCTCTGGGATGTTGTAGAGAAAATGTCGCTTAACCCAGCTAGAATTTTTAGGATTAAG
+AACAAGGGATGGGGAGAAGGCAAGGATGCTGATTTTGCAATAGTGGACATGAAAAAAGAGTGGACGATAA
+AGGCCGAAGAGTTTTACACGAAGGCAGGATGGACACCCTATGAGGGATGGAAGGTTAGGGGAAAGGTTAT
+AATGACGATTCTGAGGGGTGAGATAGTTATGGAAGATGATGAGGTAATAGGAAAACCCAGGGGGGAGAGG
+ATTGTTAAGGAGGGTGATGATTAAGGAAACGTGGGAAGTGGCTAAGAACGTGAGAGCCTTTAGATTTGAC
+GAGAAACTTGACTTCATCCCAGGGCAATTCATAATGCTCTGGCTCCCAGGAATAAATGAAAAACCATTTA
+GTCTGGCTGATAAGGATTTAATTGTTGTAAAAAAGGTAGGTCCATTTACATCAAAATTGTTTAAGCTAGA
+AGAGGGCGATTACGTTTGGATAAGAGGACCGTATGGAAACGGGTTTAAAAGCGTTGAAGGTAAAGTCGCC
+TTGGTTGCTGGAGGGATAGGAATTCCACCGATATACGCCCTAGCAAAGTATGGGAACCTAGAGGAAAAAG
+TTCTTATATATGGGGCTAGAAGCAAGGAGGAGTTAGCCACGTTAGATATTGAAAACTACGTTGATGAGGT
+TGTAATAACAACTGACGACGGCTCTGCTGGGATAAAAGGATTCCCAACAGATGTACTTGCAAGAAGAAAG
+GTAGAATTTTCTCAGGTTTATGCATGTGGCCCTGAGGTAATGTTGGCAAAAGTTTTAGAAATAATGAATT
+ATGAGAGAACTCAAATCTCGGCTGAAAGATACATGAAATGCGGCATTGGGATTTGCGGTAGCTGTGCATT
+AGGCCCATATTTGGTTTGCAGAGACGGCCCCGTATTCACGGGAGAGCAATTAAAAGGAACCGAGATTGGA
+AAGTTCTCGAGATTGCCCGATGGAAGAATTAAGAGCCTGAGGTGAAAGTATGATCAAGTATTCCTGGGAA
+GACTTCGCGAGATTGATGGGAGTTGAACCCCAAAGGTTAGAAAACAAAGAAGCCAGGGAATTAAAGAAGT
+TCGTTGAGGAGATAACCTGGCCAACCCACTGCAATTATTGTCAAGGACTAGACCTTAACAATCCAAACCC
+AGTTCATCACCCGAGTTACGAACTAACCCCAGCATGCAATCACGATTGTATATTCTGCTATTCCAACGTG
+GCCGTAAAATTAGGTAAAGCTCCAAAACCTGGCTACTACGGCTGGGAAAATCCAAAGGCCATAACGATAT
+CTCAGTACGGAGAACCGTTGCTAAGTCCCAGGATAGTGGAAGTGAACAAGATGCTCAGGAAGAGGTTTCC
+AGAGGCCAGGCTAGACCTCCAAACGAATGGCTCTCTACTAACCAAAGAACTCTGGGAAAAGCTTGACTTC
+GACCTAGTCATGATAAGTTTGAACGCCGCGGATAGAGAGAAGCACAAGAGAATAGCGAATGCCGACACAT
+TTGATGCTGTTGTTAATGCTTTGAAAATAGTGGGGGAAGACAAAAGCGTGCGCTCAGTAGTTAGAACGAT
+ATTCATGCCGGGGATAAACGATGAGGACATTCCAAAGATAGCGGAGCTCGCCGCTTCCCTGGGAATTGAT
+GAGATGCACTTGCAACCGTTGACTATTCACGAGTTAAACGTTGAGAGGTTAAGGAAAGCCGGGCTTGACT
+TTGAGAGGGCCGAGAGCATAAGAGAATTCCTTAAAGCGGCAATGGAGGCTAAAAAGTACATTGACGTGAG
+GATAAGCGGGTGCCTATTAGTTCAGTTAAGGCAGATGGATCCGATAACATTGTACAGCGTGAAGAGGGTA
+GCAAGGGAAGTTGTGCCGCTAGTTAAGAGGAGCAAAATAGAGCTTTGACAGAGGGAAGGAAATTGCTAAA
+GTGCTCAATATGCATAAACGACGAGAGAGTTACGAGAATATTAATCATAGATGGAAAGCCAATATGCAAA
+GAGTGCAAGGCTTACCTCGAGCATCCTCCCAACAAAGAGAAAATCAGAGAAGAGTTAGAGGAAATACTTA
+GAAAAGTGGATAAGGCAATAGTAGCGTACTCGGGCGGCAAGGACTCAACTGTAGCTTTATACCTAGCAAA
+GGTCAAGTATGGAATAGACGTTGAAGCGGTAATGGTTGACCATGGGTTCATGGCTTCCCAAGCAATAGAA
+AATGCGAAGAGGATTGCAGAGCACTTAAACGTTCCCCTAACGATTATAAAGAAGGATTACTCGGACATAT
+TCAGGGAAGCCCTTCTTAAGGCTAAATCGCCATGCAGAAAGTGCTCCAAAAGAACTATGGAGATTCTTAG
+GAAGTACGCCATAGAGCACGGATACAGGTACATAATAACGGGACATGAGTTGCCTTTTGGCCATCATCCT
+TATCGAATAATGAGCGGTGGGGTTCTGCAGATTAGAATGCTCTCGATGATGAGCGAAGAGGAAAGGCTTA
+GCATCCTCAGGGAGTTACCGTTTGAATTCCCCGAGCTACCTGGATACACAACCAACTGCCTAATCCTTGG
+ACCAGCCCTAGAGAGGTACTGGGAAAAGCATGGGTATTCCTTTGAGCATAGAAGGATAGCGGCGTTGGTA
+AGGTATGGGCTTATGAGCAAGGAGAAGGCCCTCAGGAAAGTAGAAAAACCAAAGGTTCCAGAGTGGCAGT
+GGAGATTAGTTCAAGAAAAATTGGGAATAATGATTAAGCCCCTATGATCTCTCTAAGTCTATCCACCACG
+AAGTCTATGACATCCTCTGGCTCGGCCTCTATTTTTCCTCTCGCTAGATTATCCGTTCCCCCTCCTTTAC
+CACCAAATTCCTTTATTAGGTCCTCAAGCAGGGACTTCATTGAAACTTCTACTTCTTCGTTTCTAGCTAG
+TATTACGTAGTCTTCACTGGCCAGTACAACTATAGTTCCAGGGTTGTTCTTAACGAAGTCCACGGCAAAA
+GCCTGAGCATCCTTGATGTCCCACTTCTCAACGAACGTTACGACGTTGTAGTGACCAATCTCTATGCTCC
+TTCCAAGCAACGACTCCTCCTTCCATTTCCAAACTTCCTTCCTCATAGAGTCTACCTTCTCCTCCAAGGA
+TTCCACCGATTCTAAAACCTCCCTGACCCTTTCCGATAGGGGTGGATTCTTATTTGGCATAGCATCCAAG
+GCACTCCAATAATCCTTAAGGATCTCGTTAAGCTTCTTTATTGCCCTAAATCCACAGGTGAACTCAATTC
+TCCAAGTATCTTTTGACTTCTTATAGAACCTCAGAACCTTTATAACTCCAACTTCCCTCGTGGATTTAAC
+GTGAGTCCCACCACAGGGCGTTAAATCGAAGTTTTCCCCTATCCTAACTATCCTTATCTTCCCCTTTATG
+TTTGGAATGTACTTCCTGAGCTTCTCAACGACCCCCTTCGGAAGGACTTCGTACTCCTCAACTCTAACAG
+GAAGGTCGTCAATGATAACTTTGTTAGCTTCAAGCTCGGCCTCCTCTATCATCTCCCAGTTCAGCTCACC
+GTTGACTTCTATCTTCGCGTAGTCCCCGAATATATTGAAGCCAGATGTATCTAGATCGTAACGCTTCTTT
+AAGACGGCCGAAAGTATGTGCTGGCCAGTATGCATTTGCATATTACCATAGCGCCACTCCCAATCCAACT
+CTAGCTCAACCTCTTCCCCAACCTCTGGAGTTCTCCCGTTCAACTTTCCTACATGCCAAATCTCGCCATC
+CCTTTCAACGGTGTCTTCCACTATTATTTCAAATCCGTCTCCCCGAATTTTTCCCTTATCTCCCGGTTGT
+CCTCCTCCCCTCGGATAGAATATCGTCTCGGTTAAGCTAACCTCGATCTTATCACCTTTAATTGTCAAAT
+CAGATATTTTTGCCTTTGCAGTTTTAAGATAAGGATCAACGTAATAGAGCTTTCTTGCCATTCGAATCAC
+CTCCGCTCCTTGAATACTCGCTTGCCAGGAGTCTTAATAAGGACGCTAACTCTTTGTTATACCTATCCTG
+AAGCTCAGAGAACTTTTCCAATGCAAGCGCTATTCCCTTAAGCCTCTTAATGTCGTTTATAAATTGTTCC
+TGCTCCTTCGAAATATCGTTGAGAACGTTACTTATGTCAACTATTATCTGGATATCCCTACCGAGAATTT
+CAGTTCCCTCCCTAATCCTATCCATAACTTTTAAGGCATCCCTCAACGCATCTAACTGATCCATGACCTT
+AGAGTTAAACTCCTTTATCTCCTTTGCTAAGTTCATGGTCTGAACGGCCATCCTTCTTATTTCGTCTGCA
+ACTACCGCAAATCCCCTCCCAGCTTCTCCAGCCCTAGCGGCTTCTATACTTGCGTTCAGAGCAACTAGAT
+TAGTCTGCTTTGCAACGCTCGCTATTGAGTCGCTTATCTTTGAGATGTACTCTAGATTCTGAACCAACGT
+GTTAAACTCGTTTGCAAAGGTTTCAAGCCTTTGGAAGAAAGGAAGAAATTCCCTTTGAAACTTGTCAAGC
+TCCTTCATTATCTCCGAAAGCTTCTGAATATTATCCAGAATTAGAGTGTTGTTCTCCATAAACTTGCCAC
+TTATCTCTTCCGCCAACTCACTCACGATCTTACTGGATTCCTTGCTTGAAACCGTCAACCTTAAAGAGTG
+AGATAGAGCACCAGATGCCTTTTCCAAGGTTCTAATGTTCATCCCCTATCACCTCATTAAATCTACGCCA
+ACCTGGAGGTTCTCAAGCCAGTCAAGGAACCTTGGAACGAATCTCTTCGGAATTATTGCACCGTGCTGGG
+GTAGTATCGCTTCTATGTCTAGGTACCTAACCTTGTTAACCCATAATCTAAGGGCCTTGTTGCTCGCCAT
+TAGCCTTTCATGGAGGGGCCTCATATACTGAATGTGCTTTTCTATGTCCTCTACCACCATGTACCTCTCA
+TCTGGAAACGCTATCCCTATGTCGCCAGAGAACAGGAACTTGCTTCTTCTATCGTAAATCGTGAAGTGCC
+CTGGACTGTGGAGGAAATGGGCCGGTATAAATTCAAGCGTTGTTACACCGAAGTTTATCGTTTCCCCTTC
+ATCTGGAAGTTCGTGAGCGTATCCTCTAACGCTTTCAAATCCGAAATGAGGCAAGAATCTAACCCACAAC
+CAGTGAACCAAAATCTTTGCGTTGCTGACTTCTCTCCAGAGCGGAATACTACCTGCAACATCTGGATCTT
+GGTGGCACATGTATATGTATTCTATATCCTTGGGATCTATGTACTTTGAGACGTTAGCAAGAACCTTCGG
+GAATATCTTGTACCCTCCTGGGTCAATTAGAATTCCCTTGCCGCCGCTAACTATTAAATAACTATTTACA
+TCAACGTCTTCAAGACCTTCCTGGGTTCCCAAGTAGACTACGAGGTGATCCTCATCTTTATAGAGCACGT
+GATCCTTTCCGGGGTCCATACTAGGGTCTAAGAAGTACTCACCCACATCCCTCACCAAAAAAGAGTATTG
+GGAAGAGATATTTAAGCGATTTGCCTACATAAGAACCTACATAGATTGGCGAGCCTCAAGAATTGCCTTA
+ACCCTCTTAAGCCTGAAGAAGTTTTCCCTTTCCATTTCGTCCAGGTGTTGCTCGATGAACTTAATCGTGT
+TCTTCATCCTCGGAATGATTATGTATTCTAAGGCGTTTACCCTCCTCTTGGTTTTCTCTATCTCCTTACC
+AAGTCTCTTTAGAGACTCCTCAACTTCAGCCAGCCTTATGGCGAGTTCTAGAACTTCTTCGAACTTTTCA
+GCGGCAACATCTACTGTTGATGTTGTGGAGATGAACGCATATCCCCTATCGCTTGCCTTTCTCTTAAGTT
+CTGGAACTTCTATTAGTGGAACCCTAACTCCCATGATATTTCTCGTCCTTATCTCAATTTCCTCATTGGG
+CTTAACACCTATGGAAATCTCCTTAAGCCTCAAACTTCCGACGTCAACTTGAGCCCTTCTTAGGGCTTCA
+AAAGCTTCTTCCATCTTCTTAATTAGCTCTCTCCTAAGGGACAAGGCCTCATCATATATCGTGAAGAACT
+CCATTATCAGAGCGTCTTGCTTTTCCTTGAGCAACTTATGACCTCTCTCAGCTAACTTGACCCTCCTCTT
+CAGCTTCAGTAGTTCCATCCTTGTTGGCTTTATCTTAAGTATCTCTGGCATTCCCTGTCACCTAAAAAAG
+ATTGTTAAGAGGAGCGCTTCCTGTACTTCGGATGGTACTTCATGATCATCTCCTTCTTTACCCTCTTAAG
+CTCGCTCTCGGGTAGTATTGAGAGTAGTTCCCATCCGAGGTCAAGGGTTTCCTCTATGCTCCTATCTTCA
+TAGTAGCCTTGAGCAACGAACTCCCTCTCGAATCTGTCGGCGAACTCAAGGTACTTCTTGTCAGTTTCAC
+TTAACGCTTCCTCACCAACAACTGCAACCAAGTCTCTAAGCGATCTACCTTCAGCGTACGCTGCGTAAAG
+CTGCTGTGCCAACTGTGGGTGATCTTCTCTTGTCCTTCCCTTTCCTATTCCGTCCTTCATTAATCTACTA
+AGACTTGGAAGAACGTCTATTGGTGGATAAATTCCCTTTCTGTGGAGTTCTCTGCTCAGAACTATTTGAC
+CCTCGGTAATGTAACCCGTTAGGTCTGGAATCGGGTGAGTTATATCATCGTCTGGCATGGTTAAGATTGG
+CATCTGAGTTATCGAACCCTTCTTCCCCCTTATCCTTCCTGCCCTTTCGTAAATCGTCGCTAAGTCAGTG
+TACATGTAACCTGGATAACCTCTCCTCCCAGGAACTTCTTCTCTGGCGGCTGAGATCTCTCTAAGGGCTT
+CACAGTAGTTTGTCATGTCCGTTAGTATTACGAGGACTTGCATGTCGTAATCAAAGGCTAAATACTCGGC
+AACCGTGAGGGCCATTCTTGGGGTGATTATTCTCTCAATAGCTGGGTCATCGGCTAAGTTTAGGAATAGG
+ACTGCCCTTTCTATTGCTCCAGTTTCTTCAAAGCTCTTCTTGAAGAAGTTAGCTTCCTCGTAGGTTATAC
+CCATGGCCGCGAATACAACCGCAAAGCTCTCCTCTTCCCCTAAAACTTTAGCTTGCCTAGCTATTTGGGC
+TGCGAGTTGGTTGTGTGGTAAACCTGAACCGCTGAATATTGGCAACTTCTGACCCCTAACAAGGGTGTTC
+ATACCGTCTATGGCTGAAATACCCGTCTGGATGAAATCCCTGGGGTAAGCCCTAGCAACTGGGTTGAGGG
+GAGCCCCATGAACGTCTCTCCTATCCTCTGGGATTATCTCGGGCCCACCGTCTATGGGCTTACCTATGCC
+GTTGAATATCCTACCGAGCATGTCCATGCTTACTGGAACCTTCAGGGTTTCACCGGTAAAGCGAACGCTG
+GTCGTCTTTACGTCTAGGTCTCTTGTACCTTCGAATACCTGGACTATAGCTAAGTTCTCTCTAGCGTCTA
+GAACTTGACCCTTCCTCTTTTCACCGCTTTCAGTCTCTATCTCCACGACCTCACCGTAGGCGACTCCCTT
+AACTCCCTCAACAATCATTAGAGGACCGTAAATCTTGCTAATCGTTGAGTACTCCTTGCTCATTTCCATC
+ACGCCCCATACTTCTTGAACAGCTCTTCAAACTGCTCGTTGGTCTTATCGATTAAGGCCTTAATCTTCCC
+AACGTCGGGCTCAAACTTCATCCTACCTATCTCCTCCCTAACGGGCAACTTGGCTATCTCTTCCAGTGGA
+ACTCCCCTGCTTATTGCCTCCATGGTCTTATCATAGAAGTTAAGGAGAACCCTCATCATCGTAACCTGCT
+TCTCCGGTGGGCAGTAGGTATCTACCTCATCAAAGGCATCCTGCTGTAGGTAATCCTCCCTGAGCATCCT
+GGCTACTAGAAGTATAGCTCTCTCCCTCTCCGGCAGGGCGTCCGGACCTACTATCCTAACTATCTCCTGC
+AGCTCGGACTCTTTCTGGAGCAACTCCATCGCCTTGTCCCTCATGGCCTTCCACTCTGGGTCGACGTTCT
+TGTGCCACCAGTCCTTTACCGCGTCAACGTAGAGGGAGTAACTCGTTAACCAGTTAATAGCAGGGAAGTG
+CCTTCTTCTTGCCAGATCAGCATCCAAGGCCCAGAACACCTTGACGACTCTAAGCGTATTCTGAACTACT
+GGCTCGCTGAAGTCACCTCCTGGGGGCGAGACGGCTCCTATGACCGAAACGCTACCAACCCTGTAATCGC
+TTCCAAGTGTGACGACACGTCCTGCCCTCTCGTAGAACTCTGCAAGCTTAGAAGCCAGATAAGCTGGATA
+ACCCTCTTCACCAGGCATCTCCTCTAGTCTTCCAGAAATTTCTCTTAATGCTTCAGCCCATCTAGACGTT
+GAGTCGGCCATTAAAGCTACATCGTAACCCATGTCCCTGAAGTACTCGGCTATCGTGATTCCAGTGTAAA
+TCGATGCTTCTCTAGCTGCCACGGGCATGTTAGATGTGTTTGCTATGAGAACTGTTCTCTCCATGAGCGG
+TTTACCTGTCTTAGGATCCTTGAGCTTGGGGAACTCCTCGAGAACGTCGGTCATCTCGTTTCCTCTCTCT
+CCGCAACCGATGTAGATAACGACCTGAGCGTCACTCCACTTAGCTAACTGGTGCTGGGTAACCGTGTTGT
+GAAGGAGCGTTGGCATGTTGCCTCCAATGAAGTTGTGAGTCTCCGTCGTTACATCGTAGACTTCTTGACC
+CTCACTTATGTACCTTATCTCAACTATCTCATCGAAGAGTACGTGAGTTAAGTGGTTCTCAGCTATTTCC
+TCCATTCCTACGAACTTTGCAAACTTCCTGAACATCTCATAACTCATGTTTTCTCCAGATAGGTAATTGT
+GTATCTCTATTCCGGCTCTCTTAAGCTCAGCATATGGCCTTCCAAGAGCATTATATAGCTCCTCAACCTC
+CACTGGAACGATGTCATAGCTCGTGTATCCCCTTCCAACCCTTTCTATTCCAAGCTTCTCTAGGTTTGAT
+TCACCACTTATAACAACCCTATAGTACACTTTATCCCCAATGATCTTCTCCCTTATTATTGCGTAGATTC
+CGAGCTTGGCCAAGAGGTAAGAGAATCCATATGCTGCTTCCTCTGAGGCTGTAACTATTTCAATCTCTCC
+CTTATTCTCATCATAGTATCCGTCACACATTATGTAGGCCTTTATGAAGGCTTTAACGACTTCTGGCTCG
+CTAATGAGAAGTTCCTTCGGAACCTTCCATGTCCTTGCTTTCTTATTCCTTGGAACTCCCAATTTGCTGA
+AAAACTCAACTAAAGCCTTGCTGTGAATTAGTAGGGCTTTCACCGTTCTACCTTTTACAATCTTTCCTTC
+GATATTGAACAATTCATTAGCTAATTCATTGGCCCTCCTGAGTAAAGACTCATCATTGTTATATATAGCA
+ACCGTTCTTGGCTTCAACGTGCCATCCGCAATTAGGTACCCCAGGAATTCTGCAAGCTTCTCATCAAGGA
+CATCAGGAATTCTAATCTTCTTTCCTCTCTTCTGCTCAACTCTTATGTTCAGCTTAACCCTCTCGCCACC
+ATCTATTTTCTTGGCAACTATTATCCTGTCTCCCTTCTTGAGATCCTTCGCCATAACTTCCCTTATCTCG
+AGCCCGTTCTTGGTTACCCTTCCTGTAAAGAGCTTGTGTATTGGAGTTACCTTTATTTTTCTCCCCGTTC
+TTGTCCTTATCTCTATCATTCCAGCAGAGAAGCCCTTATATACGTGAGTTGCCTTTATCTCAACGATTTT
+TCCATCTTTGTAACCATAGAGCGTTATTGGCCTCTCTAACTCAGTCCACTCCTCGTTTCCATTAACGGTC
+TTCTTCCCCTTTCCGTCGAGTATCTTATAGAGGTCCTTTATCTTTATCAGGCCAAATTCCTTCGTAAGAA
+CTAGTGTATCCCCATCAACACACTTCCCTGACCCAAAGGGCCCAGGAATTGCCGCGGTACCGCCCTTAGC
+CTGTGGGAAGAAGGTGTCTATAACCCTCTGCCCAGTTATCAGCGGAACTTCTGGAGGTAGTTTCTCCTTG
+TAGGGCCTCTTCACTCTAACGGGCCACCTCTGGTACATCTTGAGCTCCTTTATCTCCCCACTTGGAGTTT
+TTACCTTCGCTATTACTTCCTCTATCGTGTACTCGCCTTCCTCGGCTATCTCTACTATCTCACCCTCTAT
+TCCTGGGGGCACCATTATCTTATGGGTGATTATGCTGGTCTCTGGAACCTCACCTATTATATCTCCACCA
+ACGACCTTATCCCCAACTTTAACCTTTGGAATGAAATGCCACTTCTTGTCCCTGGGTAAAGCCGGAGCGG
+TAACACCTCTAGCAATGAAGTCTCCGGTCTTTTCCCTAATGACCTCAAGAGGTCTCTGAATTCCATCGTA
+TATTGACGTTAAAAGCCCAGGACCTAGTTCAACGCTCAGGGATGAACCTGTTCCAATTACAGGCTCTCCA
+GGCCTAACTCCAGCCGTCTCTTCATAAACCTGAATTACCGCCTTGTCACCCTCAAGCCTAATTATTTCTC
+CTATCAGTCCAAGTTCACCAACCCTAACGACCTCGTACATCTTAGCGCCTTTCATTCCATCAGCAACAAC
+CAGAGGCCCGGTAACCCTAATTATCCTACCCTTAGCTACCATTTCCCTTCACCTCTTGATCTCAATACCA
+ACGGCCTTCCTAACTATCTCCCTTAACAGCTCTTCACCATATATGGAACCAAATTTATCAGGAATCTGAA
+GGATTATCGGAAGGTTAACCTGGGGAAGATCTCCAATTCTTTGAGCTAATCTCTCCGTGATCAGAATTAT
+TCCAACATCATCCCTCTCAACTAACTCCTTTAACTTGTTCCTAGCCCTCTCTATGGAGAGTTCAGAGAAA
+TCGAACTCATAAGCCTCGTGAACTCCAGCCAGCCTAAACCCAGTTACAGTGTCTGAATCCCCCATAACAA
+CGACCTTCATGCCAGCTCACCTACCATTTCCTTGATTTTCTCAGGCTTAACACCATCTTCTATTAGCTTT
+GCTATCGCCTTTAACTTCCTAACTTCGCTTTCCTTCTGGAGTAGATAAGCTACCGCCACGGCCACGCTTA
+GGGGATAGAACTGAGATAGCTCTTTCATCCTTCTGAGGATGTATTTTCTTAAAGCGATTTCAACGCTCTC
+TATGTTCCCACTCTCAACTGCTTCCCTAACTTCCCTAAGGACTTCGCCGTACTTCGTTCCCTCAAGCTCT
+CCCAAGGCCATTACAACGTCCTCGCTGTTTATCATAGCCTCAATCGTGGATTTACTAAGAGTGCCCCCAG
+GAATAATTAGCTTCCTGATGTCCTCCTGGGCCAGGGAAGAGAGCTTGGCCCTCAAAAGCGTCGAGATGTT
+AGTGTAATCAATCAACATGTTCACGAATTCACTTGCGATGATTTTCTCTTCTCCCTTTCTAGAGTTTACG
+TACCTCAAGAGTTTTGAGTAATGCACCTTGTACAGCTCAAGCTCAAACTCCTGAAGGGTTATCTCATTTA
+GGAGTAGCCTCCTCAGAGGTTCCTCGTAGTCCGTGCCCTCAAGGATTACGAGCATTTCTTCCATAGTTTT
+AGCCTCGGCCATGGCCTTAACCTTCTGCAACATCTTACCTGCAGGCATTATGAAATCCTGGGGAGGCATG
+TTGGAAAGCTTAGCCTTTACGACGTTGATTATATTCCTAACGTCCCATTCCTCAAGCATTATCTCAAAAA
+GACCCTTAATCCTCTTCGGCATTATTTTAACCATCAACTCGATGACATCAACGAGGCTAAGGTCGAGGGC
+CCTCTCAACGTCCTCGATATTGTAGCTTTGAAGGGAGGTTAACCTCTTTCCATAGTCGGTATCTTCCAAA
+CTAACAACGAAATTCTGAAGACTTTTACTTTCAGCTAACTCCGAAAATCTTTGGTCGGTTAATAATCTAG
+CCTCCATGGCGCGAATCCTTGCGTTCGGATAAGAATATGGGGTATACTTCCAAATTATCTGGCCCGTCTT
+ATAGGCGACCCAGGTGAAAACCACGGCTAAGCTCGTATCGAAGATCGTCGTTAGCGTTGACCATTCCATT
+GTTATCCCCCAAAGAGAACCTTTGCTATCTTAGCTCTAATCTCACCCTCAAACCTCTCCATCCTAGCCTC
+AAATGTGTTGTCAATTCTAATCCTGCCATCCTCCGTCTCCACTATAACCCCGCCCATGGTGCTTATGGCG
+CTTCCAATTTCTATGGAAATACTCCCCAGGTAATCCCTTATCTCCTCTATCCTCGAGCTTATTAGCGCGA
+GGGTTCTTTCATTAGAGTACACCCTGACCTTCCCTTCCTTAAGCTCTTCAACTGCCTCTTTTAGGAGAGC
+CTTTATTGATTCAAAGTACTCTTCTTCGGGCATCTCTTGAAGTCTCTTTCTTACTTCGTCGAGCACATTC
+CTTATAATCTCTTCCTGAACGGCTAATCTCTTTCTCCTGACTTCGAGCCTCGCATTAGCTATTATCCTCT
+GCTTCTCAAGCTCGGCCTGAGTTTTCGCCCTCCTCAGTATCCACTCGGCCTTGGATTCTGCCCTCCTTTT
+AGCTTCTTCCTTTATCTTCTCCGCCTCCTCCCTTGCCTCGTTTAAGATATATTCTATCTTCCTTTCGGCT
+TCCCTGTTTATCTCCTGAATTATTAGCTCAGCACCGCTCATTTTTCTGTCCTCCTAAGGAAATGGAAAGG
+AATCAGAGGCTCATTATTAGGATTATAGCACCTACCAAACCGAAGATAGCCATCGTCTCAGCCATAGCAG
+CAAATATCAAGTTCTGCGTGAATGTTCTTGGATTCTTACTTACCGCACCAATTCCAGAGCTGGCTATGAT
+TCCCTGGGGGATTGCGGAGAGGCCAGTCAAACCTACAAGTAGTCCTGCTCCAAAGAGTATTGCACTACTG
+ATAAGGTCATTTGAGAACTTAAAGCCACCTCCACCTATTATCCCTGCGGTCATTCCTATCAGGAAGAGCG
+TAATTAGACCGTAGATACTCTGGGTCATTGGTAGACCCTGGAGGATTAGTGCATTTCTGAAGTTCTTCTC
+ATCCTCGGCAACGGCTCCAGCGGCAGCAGCTCCAGCTATACCGACACCAAACGATGAGGCGGCTCCAGCT
+AGTCCAGCTCCGAGAGCCATTCCAAGGGCAACGTAAACTATCGGCTCCATAACATTCACCTCCTCAGCTT
+TCTATCTCCAACTCAGAGACTTCCCTTTTAGCCGCAAACGGTTCAAACTTCCTACCCTCACCCGAGTAAA
+ACGTTCCGAAAAACTCCACATAGTGAAGACGGAGAGCGTGAACGAAAGCCCCAAGCGCGTTTATTGCGGT
+CGAGAATATGTGTCCACCGATTAGGATTACTATTCCAATCAAGATGCCAAGGGGGATTGGGCCTATCTTA
+AGGCCCCAAACCATGTTGGCTATGATGTTTATCACCAAGGCTATTCCAGAGGTTGCTAAGGCCAAGGCCA
+TTAGTCTGGCATAGCTCAGCCAATTTCCAATGAAGCCGAAGAAGTCCGAGATTGTGAGCAAGACTGCCAT
+TCCCTTGTTGTTCACTATTTCCCCTACGACGAAGAGGGCTAAACCAACTCCGAAGACTGCCTTGAAAGCG
+ATCTGAGGAATTCCTAACTTGGAAGATAGGGCGAACAGTGTAATTCCTATTATTATGAATACCCATGGAA
+GTTGCTCCAGGATTGCGGCCCTCTTGTCTCCATTCTTCCAGTTAACTATGAAGCCGAGGATATAACCCGT
+GAATAGATGACCTAATCCTATAGCCAAGGCCATCACTAACACCGTTAAAGCCTCGCTCATCGTATCTAGT
+AGCCTTGGAACCTTAACGCCCGCCATGTCAAGTAGGTTTCCACAATAGCTACCGAACAGTATTCCAAGAA
+CCATTGTAAATGCGGAAGCCCATAGCATTATCTTGGCGAACTTCCATGTTCCGTCCTTAAGCTTCGAGTG
+CCCCTTTACGAGCAAAGCCGAGATTACACCGAGCAACAATCCATAGACGAAATCTGTAAGCATAAAACCG
+AAGAAGAATGAATACGTGAACGCTAATATCGGTGTTGGGTCTATTTCGTTGTACTTGGGAACCCCGTACA
+TCTCGGTAAGCATCTCAAAGTGGCTTATGAATTCCGGATTCTTCAGCTTGACTGGAACATTCTCGATTTC
+TTCTTCACTCGGTTCCCTAACTTCTATATATGCTATCCCGTTAGTTATCCTCTTAACTCCCTCAACTACT
+TTCTCAACGTCCTTCTTTGGCACCCAAGCCAGCAATCCAAAGGTCATCTCGGTCCTAACTAAGTATGAGA
+GAAAGTTGCTCTTCTCTCTCTCATTGTCCATAAGTTCCTTGTAGAACACCAAGTCCTCGTAGTACTTCTC
+GGCTATCTCCCTTCCCTTGAGTTTTACATCTTCGAGTTCTTTCTCCTTCCCTTTAATTCTCTCTATATAT
+TTTGGAATGAGATCCTTAGGTAGGCCTTCTCCCTCAGGGATTTCGATCTTCTCAAAGCCGTACTTTGCAA
+GAAGCGATATAACTTTGCCTGAATCCTTTCTCAAGGATACGACGACTAGAAGGGATTTTGCAGCCAAGTC
+CTTTCTAAGCGTGAAAACCCTACCTTCGGCTATCTCCTCGAGTTCCTTGATTAGATTTTCGACTTTTTCC
+CTGTCAACTAGGCCAACTTCAACGCTTAGGAATGACCTACCCCTCAGGTTTTCTATCTCAATGTTTAACG
+ACGAAAGTAATTCTAAAGCGTTTAGAGAATCTTTAAGGGCAGATATCTCATTGTTCAACCTCGAAACTTC
+GCTTTCGACTTCCCTAATCTTAGGCTCAGCCTCCCCTAAGAACTTCTCAACGTCTTTTATTAATTCTTCA
+ATTCCCCTGTACTTGTACTTCCTTTTCTTCTTCTCTTCTGGGAATATAAACTCCTTTATTCCACCTTTTC
+TGGGCGGGAGATAGTGCTTAACAGTATCGATGAGCCTTGATAGGGTTATGCTGTACGAGGTTGCCTTTCT
+ATAGAACTCGTTTGGGGTATCCCTTTGGATGCCCTCAATTGGAACTTCATCGAGTTGAGCCACTCCCATC
+TCATGAAGGTACGTTAAAAGGGTGTCCCTAAACCTAGCTAGCGTTATTATCTCCACTTTTACAATTTCCT
+CTGGTTTGAACATGTTAAATCCCTCTTATAATTTTTAGACACTCAGAAACGGCCTTTTCGAACTTCTCAC
+TATCTCTTGCTTTTGATAGAATTTCGCTTATTTCAGCTTCTCCCTCGGACATAATCCTTTTGGCTTCCTC
+TTCTCCTTCCTTCTTTTTGCTTTCAATGAGCTTTTGGGCCTCCTCTTCAGCCTTCTTAAGTGTTTCCTCT
+TCAATTTTTCTAGCTTCTTCTCTAGCCTTTCTGATGATAGCCTTTGCCTCTTCCTTGGCCCTCTCAATTC
+TTTCCTCTGCATCTCTCTCAGCCTTAATGATCTCCCTGAGCACGTCCTCCATTGGAATCATCTCCCCCGA
+TGATTGTGATATACGGGGACAGATATGTGAATTCGCTTAAAATATTTTTTCTCAAATAGTTGAATAGATG
+TTCATGGATTATTCTTCCCTTTTCTTCTCCATTATCTTTTTAACGTCTTGCAAAGCCGAGTTCTTTGCGA
+AGATTATTACTTGTCCTTTCTTAGGTATAACAGTGTCTCCAGAAGGAATAACGAGGTTGCCCTTCTCATC
+GTACACCGCTATTATTAAGGAATCTTTGGGCAAGTTAAGCTCTTTAATAGGCTTTCCAGCGACTTCACAG
+TCTTCATTAACCTGGAACTGAATGATTTCAGCTCCTTCCCTTGGAAGAAGAACCCTATCAAACCCAGGAG
+TAACCAAAGTCCTAAAGATGTAGTTGGCCGCTATATCCTCTGGGGAAACGACTATGTCAAAGTACCTCTT
+CAGTTCTTTCACTTCTTCAAATATCTTCTTCTTTCCTGGGTCGGTGATTCTTAGAATTGTCATTATCTTT
+GGATTAAGGTGCTTCGCTAAGATGCATGCGAGAATATTTGCATCATCCCTTCCGGTTAAGGCAGCAAATG
+CATCCGCGTTCTTAATGTTTGCATTTTCAAGAACCTTCTGATCCGTGGCATCGCCCTCAATAACTAACCC
+AGATACGTACTCTGATATCTCCCTAGCCCTCTCCCTATTCATCTCGATTATCGCAACGTCATGCCCCTCG
+CTTTCAAGCATCCTTGCAACTAGGGTTCCTATCCTTCCGGCGCCCATGATTATTATGTACATCTCTTCAC
+CTCCTCTCTCCTATCAAGACTTTCGCTATCTCACCGTAGGCGGGCCTAGTAATGAGTATTCCAATTAGTA
+TTCCTAGTATCGTCGTGAAGGCAAAACCCCTTAATCCACCAACGAAGAACTTGAAGAGGAAGCTCATGGC
+AACTATAGTCGTTGATGCTGAAGCTAGGATTATGAAGAATGCCCTTCCCATCCTCTTGAGGATTCCACTC
+CTCTTAACTATCCTCTTTTTACCTGCCGTCACGTCGCCAAGAAGCTCGTCCGTTATTACTATTTGCTGAT
+CAACTCCAGTACCGATGGCCGCTATTATTCCAGCTATACTAGGGAGATCAAGGTTCCATCGTATTATCGA
+GGCTATCCCCAGGATTATTAGAACTTCACTAAAGCTCGTGAACATAACCGGAATAGCTATCTTGAGTTTC
+CTATAGTGGAGGTAAACTATGGCTCCAACGACTAGGAGGGCAGCTATCCCAGCTATTAGAACTTGCCTTT
+TGAAGTCTTCGCCGAGCTTAGGGGATATATAATCAATTCTCTCTATAGACAGTTTAACCGGAAGGGAACC
+ACTCCTAAGAACAACGGCAACAACTTGGGCATCGTTCCTAGCCTTTAGATCATTCTGTGAACCTCCAATT
+GATATCATAACCTCAGTACTTGCCCTTCCAGTTGCCAGGCCTTCACCCACCCTATAGGGACCATATAGGC
+GAAGAACCCTTCTCACAAAGCTCTCCATGTCTTCATCATTGCCCCTCTTCCAAACCTCAACCTTCAAGCC
+AAGGGCTTTAAGCTGCTTCTCCAAGTTGCCATCAACATCGACTAGAAGGACTTTCTCACTACCTTTCGCT
+ATCTTAGCGATTTCCTGGGCCGTCTGGTTATTGTATTTGATTATCTTTATGTTGAACGCCTTCTCTATCC
+TCTCGGCCAATGTCATGTTACCCTCAAACATGAACCTAGGAGAGTTCAGCGCGTCATAGAAGTCCTTAGA
+AACAACCAAGGTTGAATTGACAGGAGGATCTAGGAACATGTCAACGGGATAACCAGCCTTGCCTAAAGCC
+AACTTAGCGAACTTCTCGGCGGCATCCTTAGAAAGTCTGAACGGCACGACCCAAGCGGATTGCCGAGGGT
+CATAGCTTACGCTACCAACGTTCAGTATATCCTTGCCCGTCGCGAATATAACTCCCTGGAATTCAGCGTA
+GAACACACCTTGCCTCTCTATTGTCTCCACGAGCTGATTTGCCTCCTCCTCATTCACACCAGCTACCTTT
+ACGAGAACGAACTGATTGCCCCAGGGTTCTATGGTTATGTCCTTAACACCTAAGGCATTTAACCTCTGCT
+CTAAAGCTATCCTCACCTGCTCCATCGTTTGGGTATCAACGGGCTTTTCCAACTTCACGGTTATGGATAT
+ACCACCGCTTATATCGAGACCGAAGGTCAGACCCCTAGTAGCTAGTGACACAATTGACATTATAAGGAAG
+AGGGTGAGCAGTATAACCCTACCATTGAGAAGGATTTTCTTCCAATTCATTTCTTACCCTCCCTCTTAGC
+TATATACATCCTCAATACACCCGCGTTCAAAATCCAAGTGTTCATGAAGTCGGCCAATAATCCAAAGACT
+AGAACAGAGGCTATATCATCAATAACCTTGGCCGTTGAGAACAGCCAAAGCGATATTAAGGCCCCTAAAG
+TTGTCGTGGACATCGTGAAGCCAGTCCTAAGGGATGAATAATAGGCCTCTTCCACGGTGAATTCCTTCCT
+CTTTAATAGCCTCGTTGTAAGGAGGATATTGCTATCTACGGAGTAACCTATGAGCATTAAAAGTGCGGCG
+ATCGTTGCTTGGCTTAGCTCTATACCAAAGATGTTCATTAAGGCTACAGCTATAACCATATCGGAGAATG
+CCGAGAAAACTACCGTTAACGAGGGAACGAGGATCCTAAAGAACAGGAACACGACGATTGCCATGCCAAT
+GAAAGCGTACGTTATAGCCTTAATTCCCTGCTCCCTAACCATCTCACCGAAAGTTGGCCCTATAACTGTT
+ATCTGAGGCTCAACTCCTGGGAATTTCTTCTTGAGGAAGTCTTGAACTTTCTTAACGTCCTCGCCAGCTG
+GAATGTAAATTCTGATTCCACTTCCTCCAGTTATGCCAGTGAACCTTTCAACATTAGCATCTACACCGAG
+CTTCCTTATCTCGGAAGCCAATTCATCCGGATCTGCATTTACACCCTGTAAACTTATTACAGAGCCCCCC
+TTCAACTCAATTCCTTCCTTTACAGGACTGCCAGTCTTAATATAAGTTGCGGCTATCACTATCAATGCCA
+GAATGAAAACTATTAGAGGGTAGAGGACCATCTTTCTAGGTTCCATCTCAACTAGGATTTTCAGCTTCTC
+TTTGATCACAATACCACCCCTGCCAACTCGATTGAACATAATTATTAAATCACTTTTGGTCAATGTATAG
+CGTTTGGACGATAATCAAATCGTTGAGCATAAAGTTTTAATTTAATATCATTCATGCCTGAATGAGTGAC
+CATGCTAGCCCTGGGCATTGAGGGGACGGCACACACATTGGGAATAGGAATAGTTTCGGAAGATAAAGTA
+TTAGCAAATGTTTTTGACACATTAACAACTGAAAAGGGAGGAATTCATCCCAAAGAAGCTGCAGAGCATC
+ATGCTAGGTTAATGAAGCCCTTGTTGAGGAAAGCATTATCTGAGGCTGGAGTTTCGTTGGATGATATAGA
+CGTTATAGCGTTCTCCCAGGGACCAGGATTGGGACCCGCACTTAGGGTTGTCGCTACGGCGGCGAGGGCT
+TTGGCGGTTAAATATAGGAAACCGATAGTTGGGGTAAACCACTGTATAGCCCATGTAGAGATAACAAAGA
+TGTTCGGAGTGAAAGACCCAGTTGGCCTTTATGTTAGTGGCGGGAACACCCAAGTTCTGGCCCTTGAAGG
+AGGAAGGTATAGGGTATTTGGAGAGACCCTAGATATAGGAATCGGAAACGCCATAGATGTCTTTGCAAGG
+GAACTCGGATTGGGGTTCCCTGGGGGGCCAAAGGTAGAGAAGCTAGCAGAGAAAGGGGAGAAATACATTG
+AGTTACCATATGCCGTTAAAGGCATGGACTTAAGCTTTTCTGGACTCTTAACGGAAGCCATTAGGAAGTA
+TAGAAGTGGAAAATACAGGGTAGAGGATTTAGCGTATTCATTTCAGGAAACTGCATTTGCGGCATTAGTT
+GAGGTAACGGAAAGGGCAGTTGCCCACACGGAAAAAGATGAGGTAGTCCTCGTTGGAGGGGTTGCAGCGA
+ACAATAGGCTTAGGGAAATGCTCAGAATAATGACAGAGGATAGAGGTATAAAGTTCTTCGTCCCTCCTTA
+TGACTTGTGCCGGGATAATGGGGCCATGATAGCCTATACAGGCTTAAGGATGTATAAGGCGGGAATCAGC
+TTCAGGCTTGAGGAAACTATAGTCAAGCAGAAGTTCAGGACTGATGAGGTGGAGATTGTATGGTAAATCC
+AATTTCATTGGCGTATAGGCTTATAATTTTCGTAATTTTTGCGTTTCTCTCATACTACGTATTTTTAAAA
+CTCAGAAAATCACCAGAAGAGTTTAAATCTATGTTCATTAGAGGCTTTATCTTCTTATTAATAGCAGCTA
+TTGTTAGGGCCATAGATGTGCTCTACCTTTTTATCAAAGTTCCGTACTACTCCTGGATACATATAGGTGG
+ACATATTCTTGTCATGGCGGGTATTACTTACACATATGTTGAGTTCATACAGAACTTAGAGAGGTTTTTC
+TTCCCCAAAGAGCCAACATTTAGGGAAGAAAAAGCATTTCTGGCCACTTCCTTTGAAGAAGTGCTTCCCC
+TAATGAAGGGTCGAAACGTTCTTGCGATAACTAGAGACCCAGATAGGTTCTTGAATAAGGCATCCAGGAT
+AATTTGGGTCACAAGTAGCGGTGAGAATGGAGTTCCCCCAACATCTCTCCACGTTCTCCTAGATCTCTCA
+ATTAGGTTTGCAAATGAAAATAGAGGTGGAGTAATAATCTTAGACTGCCTAGAGTTTCTAATCCTGTATA
+ATGGGTTTAACAGCGTTTTTAAATTCTTGACTAATCTTAAAGATAACATAACTATAAGAGGAGGAATCCT
+CGTCATAATAGTGGCTCCAAAGGCGCTTGGAGAAAGGGAGATGAACATGCTAAAGAGAGAATTCAGACCA
+ATCATTACTTCAAGTTGAGCTAAATACATCCTTATTCTTAAAAGCTAGGGCCCCTCCTATCAAGGTCGGG
+GTCCAGAAAGAGATTAACCTATCAAGCATCGTAACGGAAACGGCAACAGTTTTCTCAATACCTATGGCCA
+GGAATAATCCCGACTGAACAGCTTCGCTAATTCCTATACCCCCAGGAATAACGCTTATCATTGCAACGGC
+CATAGAGGCCATTCTAACGAGTAAAACTTGGAAAAGATTAACCTCACTACCCAAGCTTAGAAACACGAAG
+TACGTCTTCATTATATCGGCCAACCACAGGACAAATGAATACAGGAGAGTTGAAGCGAGTCTCCTTTTCT
+CCTTGGCCAGAACTATAAGAGTTGCTTTAAATTCCCTGAACTCTTTTAAAAGCTTCTCCCTAATTGTTTC
+TTCCGTGTACGTGAGCTTCGATGGAAAAATCCTCTTGAATAGCCTAAACAGCTTTAACAAGAATGAAAGA
+GCATATTTTTCCTTCACAGAGAGCAAAGTCGTTATTAACACGATCAGAGTTAGAATTAGGGCGGATATAC
+CCAGGATTATTAATAACACTTTCACGTGAAGGGTTAGGGCATATAGAAACGCCAACACCATGAAAGCTAT
+TACAGGGATAACATCGAGAATTCTATCGGCCATGACCGTCGCAAAAACCTTAGAGTAGGAACCATTTTGA
+GAAGACTTCTTTATGAAGAGAACCTTTACCGCTTCCCCACCAGTTCTGGCACCAGGGGTCAAATTGTTAA
+GGAATATCCCTATAAAAACACCCTCTATTACTCTCAGAAATGAAACGCTGACCTTGGCACTCTTTAAGAA
+AGTGGCCCACCTTAGAGCCCATGTCAAAACCGAGATGCAATACATAATAATGGCCAAGAGCAAAAACTTC
+GGATTTGCCGTGAGAATTAGGTCAAGGGTTTCCCTAACCCCAGCCCACCAGAGCAGGATTATTACTATTA
+AAATGCCTGCCCCTATAAGTAGATATCTCTTCGCCATGTTTACTCCCTCACCTTCCTAAGCTTCGCTATG
+AAGAAGCCCTGTGTATTGTGCTTGTGGGGATAGAACCTCTGAACTTTATCGAGTCCAATCCCAGGAGAGC
+CAATGAATATCTGCTGATCCTCAAGCTTCATCCCCTTCTTCAGCATGAACTTCACGTTACCCTCATTCTC
+CTCGTAACTTAATGTGCACGTTGAATAAACTAACACTCCTCCCTTCCTGAGGCTCTTTATCGCGGCCCAT
+ATGAACGCCCTCTGATACCTTGCGGTTGCCTCTATATGCTTTGGCGTCCTCTCCTCCCATAGCTTCGGTC
+TAACCCCCAAGGCAGTGCAGGGAGCGTCAAGTAAAATTTTATCGGCCTTTAATCCTAAATCAGGCAAATT
+CCTGGCATCCATCTGAATGAGCTTAACGTTCTTAACTCCCAATCTCCTCAGGTTTTCTTCCATCTTCTTC
+AACCTATTCTTTGACTTATCTATTGCTATTATCTCACCCCTGTTCTGTAGAAGCTGAGCGATATGGGTAG
+TTTTCCCACCGGGGGCCGCTGCCATGTCTATAATAAGTTCATCCTCTTTAGGCTCCAGAACCCTGGTGGC
+CACCATTGAGGGTAAGCTTTGAGGATAGAAGTAGCCCTTTTCAAATGACTTAAGCTCGCTTAAACTCGGC
+AACTTAAACTTAGGTAGCGTTACCTCCACTGCCAATCCTCTAGTTGCCTCTATCATCTCCTTATAATCCA
+TTCTAGCAATTCCAATTCCAACGAGAAGTCCCCTAGGGTCTCGAATCTGAACTTCATCTCCCTCCTTAAT
+TCCTTTGTCAGCCCTTAGAACCCCAGGAGCATAAAGCATTGCGCCCTGATAAACGCTCTCGGCGGCATAC
+TTATTAGCTATGACAGTTGGAAGATCTGGATTATACTCGTCGGAAAAATTAGGCCCCTCTCTTACGAAAT
+ATAAAGCCTCCTGTAGGTAGGGACTCCTCCTGGGCTTTAGACCTTCTTTTCTAAGCTCTTCAATGAGCTT
+TTCCCTACTCACCTTCAACGTATTGACCCTTATGTAGTAATGCTCAACGGGCTCCCTAAGCTTCCTCATT
+ATCTCGTAAGCTTCATCGCCAAACAACCTTTTATAGTACTCCTGAAGTTCCTGGGGAAAGGCTTCAAGGA
+ACTTCATAATCACCTTTACCTACTCTAAAGGCCCATTTAAAAAGCTGACCCAAATCAAAACGCGGAAAAT
+ATTACCTTAAATTAGGGAATTTTAAGTAACGAAGCTAATGAGCATATATGGAGATGTTTCAACAGATAAA
+ACCCGAATAAAACATGACATAACCGGCTAGAACCAAAACATCCAGGAAAGGTCTAGATATTTCAAAAACT
+ACCATTAAATAACGGTTTAATAGAAAAACGGTTAGATTGTTTCGCTATAATTCGATAGAATTCCAACCAT
+TTCTTTCCGTTAGACCAAAAAACTTTAAAAGTATCCCCATTCCACCATCAAAATGTCATAGAATTTAGGG
+GAGGTGAGAGGTATGGACACCATAGGGCACCACTACATTGTTGAGGCCGCAGGTTGCGATCCTAAGGTCA
+TTGGAGACGCCGATAAGATAAGAGAGATATTCTTGGAGGCCGCAAAGAGAGGAAACATGGAAGTTAAGGC
+GAGCTACTTCTTCAAGTTCTCACCCATGGGAGTAAGCGGCGTTGTGATAGTTGCAGAGAGTCACATTTCC
+GTTCACACCTGGCCAGAAAAGGGTTACGCCGCTTTGGATGTTTACACCTGTGGTGAGAAGGCAGACCCCG
+AGAAGGCCGTTGACTACATACTCGAGCAGTTCAAGGCTCAGTACGCTCACGTTTCAGAGATTAAGAGGGG
+AATAGAGGAAGATGACGAAACTTTCACCCACACAATCCTAACGTGGGAGGAGAAGCTTGACAGGAGGAAC
+GGTAAGCTCTAAGCTTTTCCTTTTAATTTTGGTTTTGGCTATAATTTTAATTCCCTGGGGCACGCCAAAG
+TTAATAATCCTTGTCCATGACGTGAGCCCCGTTTATTACCCCTACATTGAGAATATAACTGCCTTGATTG
+AGGAATACGGTTTTCAAAATTCAACTATTCTCTTAATAATCCCGAACCATGCAGGAAAACACCCAATAAG
+TAAGGATGAGAGATTCGTGCAGTTAATAAAGAAGCTTGAGGAAGAGGGCTATAAGGTTGGCATTCATGGG
+TACGACCATATAGGAAACGAATTTCTATGTAATGAGACTATTGCAGAGGCAAAACTTAGAGCTGCGAGAG
+AGGAACTTGAAAGGGCTGGAATAAAATACGATAAGGTATTCGTCCCTCCAAGGTACGAGATTTCAACTCA
+GGCTTTGAAAGTTCTCCTCAGGAACAACTTCACGGTTTTCCTTAAAGGTAAAGTTTGCTATCCTTCGGGA
+GATTGCGAGAGGATAAAGGAGAGGGAGTATACATGGTACGCTGGAAGGTTAAGGGCGAAGATAATGTTAG
+TCATAGCCAAGTTCGAGTTCACCCACACCAGGGGAATTTTCGTGCTCTCTATCCATCCAAAGGCCGTGAA
+CTACGGTGGAGGAATGGACTTCCTTAGGGAATTTTTAAAATATGCAAAGGAGAAAGAAAAATAAGCCTCG
+GCTAACCCTCTTATCATCATCCTCAGCGTGGCTAACGGTCCTCATCGGCTGGGATGATGAGCGTTTACCG
+GTCTGAGCTGTGATGACATCGGCACTGTCTGACTAGTAGTCAACCTCCCCCTTCTCCTTTAACTCCTTAT
+ACATCTTCCATGTTATTATTGGCTTCTTCGAAGCTAAAACATCGTCAACCCTTCTAACGGCGGTGTTGTG
+GGGAGCGCTCTTAACGACTTCTGGGTTGGTGTAGGCTTCCTCGCTTATCTTCTTCATAGCTTCGACGTAA
+GCGTCTAGCTCTTCCTTACTAACGGTTTCAGTGGGCTCTATCATCAAGGCCTCGTGAACTATCAACGGGA
+AGTATATCGTTGGAGCGTGCATCCCGAAGTCGAGCAACCTCTTAGCTACATCTAAGGTTCTTACGCCGGT
+TTCCCTCTTCATAGGTTCTGCTGAGAACACAACTTCGTGCTTCCTAAGCTCCTTGTGAGGCAACTCGTAA
+CCCCTAGTTCCCTTAAGCTTCCTAGCTAGGTAGTTAGCGTTGAGCACCGCTACCTCGCTAACCTCCCTCA
+ACCCATCCTTGCCCATAACCTTAAGGTACGTTAGAGCCCTAACCAGAACCGCGAAGTTTCCGAAGAGCTC
+CTTAACCTTTCCTATGCTCTTAGGAACATCGTAGTCTAGGTAGTACCTATCGTTCTCCTCGTCGTAACTG
+ACCAATGGAACAGGTAAGTAGTCCTTAAGGAACTCTTTAACCCCAACTGGACCAGCTCCTGGGCCCCCAC
+CACCGTGGGGAGTTGAGAAGGTCTTGTGGAGGTTCAAGTGAACTATATCGAACCCCATGTCTCCAGGTCT
+AACCTTACCGAGGATACCGTTCAAGTTTGCACCATCGTAGTAGAGCAACCCGCCAGCCTTGTGGACTATC
+TTCGCTATCTCCTCAATCTCGTCCTCGAAGATGCCAAGGGTGTTTGGATTCGTAAGCATTAATCCCGCAG
+TCCTCTCGCTCACCGCGTTCTCCAAAGCTTCAAGGTCAACAGTCCCATTCTCGTTGGAAGGAATCTCAAT
+GACCTTGAACCCCGCCATTGCTGCTGAAGCTGGATTGGTTCCGTGAGCAGAATCTGGAACCAGCATCTCA
+TTCCTCTGGGTCTCTCCCCTGTCGAGGTGGTAAGCTTTGATTATCATAACTCCAGTAAACTCACCGTTTG
+CTCCTGCAGCTGGCTGGAGAGTGAAGCGATCCATTCCAGTTATCTCCTTTAACCACTGCTCAAGCTCCCA
+CATTATCCTTAGTGCACCCTGAACCGTTCTCTCATCTTGATACGGGTGTATATAAGCTACCTTTGGATGA
+CCTGCCAATTCCTCGTTTATCTTTGGATTGTACTTCATTGTACATGAACCTAAGGGATAAATTCCCGAGT
+CAACGCCGTAGTTCATCTCGCTTAACCTAGTGTAGTGCTTAACAACCTCGGGCTCACTAACTTCAGGTAA
+GTTCAGGGGGCTCTTGCGCTTAAGCTTCTCAGGAATTTCAACATCAACGTCTTCAATTGGCTTTGGCAAG
+GTGTAACCAACCCTTCCAGGACGAGAAAGCTCAAATATTAAGGGCTCATCCCACTTAGCCTGCCTGTACA
+TTCAAATCACCTCCCTCAAGGCAGAAATCAAAGCATCGACCCATTCCTTCCTTGTGGTTTCAGTTGCAGC
+GAAAAGTGCTGATTCTCCGAGCTCTGGGAAGTGTTTACCTACATAGTATCCTCCGTGAATGTTCCTCTTT
+AGCAACTCCTCATGAATTTCCTTGTACGGTTTCTCGAACCTGACGAGAACGTCCTTGAAGTTAACGCCAT
+CGAAGGGAATCTCAGCAACTTCACTAAGCCTCTTCTTCAGGTAAGCGGTGTTCTTGAGTATGACCTCCCC
+AAGCTCCCTAATTCCTCTGGGACCAAGGGAGGCTATGTGGATCGCTGCAGCGACTGCAACTAGAGCTTCG
+TTAGAACAGATGTTCGAGGTTGCCTTTGCCCTCCTTATGTGCTGCTCCCTCGTTTGAAGTGTCATCACGA
+AAGCCCTCTTTCCTTCGGCATCCTTTGTCATGCCTATTAACCTTCCGGGCATTTGGCGAATCAGCTTCAT
+ATCGTTCCTAACCGCGAATATCCCAGCCCTGGGACCACCGAAGTTCATTGGGTTGCCGAAGTAGGAGGCC
+TCACCAACAACTATATCAGCTCCTAGTTCCCCAGGAGCCTCAACGATTCCTAGAATAGTAGGGTCTACTC
+CAACCACAAAGTAAGCCCCTGCCTCATGAGCTATCTCCCCTATCTCCCTCACTTCCTCCTCTAGGAGACC
+GAAGAAGTTTGGGATCTCCACGTAAACTCCAGCGGCATCCTTAACTTTCTCCTTCAAATCTTCTATATCG
+ACTTGACCTCTCTCGTTCCACTTAACGGTTTCTATTTCCACCCCTGGCCCCTTTGCGTACGTTTCGAGAA
+CTTGCAGCCTCTCAGGATGGGTATGCCTTGGAACGATGAACTTCTTCCTCTTTCCCCTGTGCAGCCTAAC
+CGTCATCAAAGCGGCCTCGGCCATTGCAGTTCCCCAGTCGTACATGGAAGCATTCACGACTGGCAAACCA
+ACGAGCTCAGCGATTAAGCTTTGATACTCAAAGAGGGCCTGAAGCATTCCCTGGCTTATCTCGGGCTGAT
+AGGGAGTGTAAGCCGTTAAAAACTCGCTTCTCTCTATTAGATATTTAACGTGGGCCGGTATGTAGTGGAA
+ATAAGTTCCAGCACCAAGGAACGTTGGCATTTCAAGGACGGTCTTGTTCTTTCCAAGAATTTCATTCATC
+TCCAAGAATACCTCGTACTCGCTCTTACCTTCTGGAAGGTTCAGTTCATCCCTTATGAACTTCCCTGGTA
+TGTCTGCAAACAGCTCGTCTATTGAAGACAGCCCAATTTCCTTGAGCATTTCCTCCTTATGGGCAGAATT
+AGGTATGTAGTGCTTCGCCATTGGAATCCCCGACTTAGAATTAGGAAGGTATGGAATAAATACCTTTCCT
+AAGAATTATTATCAAACGCTCAACCTCTTCACGACATCCAAGAGACTCCAAAGGTCATATATTACGTGTA
+GATGAGGAATTTTGTCCAGAATGTCATCCGTGACGAACCTAGCGGTGTAGGGAAAGTACATCCAAACGTA
+CTCCGTATTTTCGTCACCATTTCCAATGAACCTCCAAGGCTTATCATCAACCCAGACGAACGTTTCATTC
+CCGTATTTTTTCCTCACGAGAGAGAAAGCATCCTTAATCGAGACCCCCTTTCCAAAGATTATCACATCAT
+CAAATAGATCGTAGAGACCATTCTGCCTAAGTCTGAATTCCTTGATTCCTGGAATAAAATCCTCGGCAGA
+GAAAGAAATTACTATATGCCCCTGATCCCTTAGCTCCTTAAGAACTTCGTGAGCACCATCTAGGGGTTTG
+GTTAGCTTTGCCCTCTCTTCAAACCACGCCCTAGCAAACCTACCCTGGAAAATCTTGAGAGGAGGCCTTA
+TCTTCCTTCCAGTTTTGCCAAACTTAGGCCTTTCGAACTGGAGTTCAAGCTTGGTCAAGAGCTTAGCGAT
+ACTCCTCTTCCCTGGAAGCCATGGGTATTCCCTTTCAAGGGCCCTATAGAAGGCTTCTTCTATACAGGAG
+TAGCTGTCAACTAATGTTCCATCAAAGTCAAATGCAATTATCATCTGCTCCACCCTTCATTGAAATATTT
+TCGATACCAATTCACAGCTCGTATTTGTTAATTTTCTCCCCCATAAGGTCTTATCTTAGGTATTTAAGGT
+TTCTTACTGGATTGGGTATCTTTAGTAATCAATTGTTACTATATCACAATGTGATATAAATATAGCATGT
+TTTTATGTCGAAAATTTTTCTAAAATTTTGGTTTAACTAGATTATTGGAGTGTACCGAGTATAGTTTCAT
+AGATATTGTTCATTTCAAGATTTGAGCATTAAATAAACACAAGTAGTAAAGTAGAGAGCTGGAAGTTCTT
+TGCGGATCTCATGGGCATAAATATTCATTGGAATAAGTAAAGCCAAAGACAGGGTTTAGCAACTAAAATG
+CATCTGAAGTGCCTCTAATTGGGGGATGCATAGAGCTTTATCAAGGCACGTTACCAGAAACCCTTATAAG
+ATCGGAGGATTATATGAACTCAGAAGGAGATATGGAGCAAAAATCGACCCTGTTCCAATAAGACTAAAAT
+AGAATTGAAAGTCTATCTCGGAAAGCAGTAATCTTGCTAGAGTAGTCTGTTCCAATAAGACTAAAATAGA
+ATTGAAAGCTAACACAATTGTCTGAAAGTTACTGTAAATTCCACGGTTCCAATAAGACTAAAATAGAATT
+GAAAGGCCGAAAGGCCGGCGCTGAGGATCTGTTTCATCGGTTGTTCCAATAAGACTAAAATAGAATTGAA
+AGCGGGAGTGTTGAGACGGTGAGGATATCACGGGTGGACACTGGGAATGTTCCAATAAGACTAAAATAGA
+ATTGAAAGGGAACCCCTAGGGGGTCTAAGGCGCCGGGGCCAACGCGTTCCAATAAGACTAAAATAGAATT
+GAAAGCCCGTCTGATCTACGTAGAATCTGCGTGTTGCCCCTGTGTTCCAATAAGACTAAAATAGAATTGA
+AAGCGTTGGGCTTCACCTCAACCGGCTTCACGTCTGTTGGAGTTCCAATAAGACTAAAATAGAATTGAAA
+GACATTTTTTTGCAAAAATTTTTCAAAAAATCGGCCTAAGTTCCAATAAGACTAAAATAGAATTGAAAGT
+GAGCCTTCATCAACTTCATCAACTTCATCTTCAAATGTTCCAATAAGACTAAAATAGAATTGAAAGTAAT
+TGTTACATGGTGATGGCGTCTTGGCGAAATGGAGTTCCAATAAGACTAAAATAGAATTGAAAGCCACTTA
+AATTCCGCCGAAGCTATTTCGAATATCTTGTTCCAATAAGACTAAAATAGAATTGAAAGGAAATCATTGA
+GGGACTCGTCGGCCCAGAGGTCGGAAGTTCCAATAAGACTAAAATAGAATTGAAAGTGGCGAGCTTTCCC
+CTGCCGGCCCTCGCTATGAAGAGGTTCCAATAAGACTAAAATAGAATTGAAAGTCAACTTACGCGCAATA
+CCATCAAGAACACTATTCTCCGTTCCAATAAGACTAAAATAGAATTGAAAGCTATACCGAGTTCATATAA
+GAGGTTCACTAAGAAAGCAATAAGTTCCAATAAGACTAAAATAGAATTGAAAGTTGCTCCCACATTGAGG
+AAGTTAGTTGGGAGTGCGAGTTCCAATAAGACTAAAATAGAATTGAAAGTCGATCCGCCCGGGCTGGTAT
+ATCTTCGCCGACTTGAGTTCCAATAAGACTAAAATAGAATTGAAAGCCGCAGTAGCCAGCTCTTGTCCGC
+CGTTGCCCCCTATGTTCCAATAAGACTAAAATAGAATTGAAAGGCAGTTCCAATTGCGAGTAAAGGCCCT
+CCGTTTCTTCGTTCCAATAAGACTAAAATAGAATTGAAAGTTTTCTGATATAAACGATGTAGTGTTCGCT
+TAGGCTTGTTCCAATAAGACTAAAATAGAATTGAAAGACTGGCTCGATCGAAGGCTTAATCGTTGCAGAT
+GCATGTTCCAATAAGACTAAAATAGAATTGAAAGCCTCATTCCAGTCCGTTCCCGAGAGGTTCGTCAGGG
+GCAGGTTCCAATAAGACTAAAATAGAATTGAAAGGAGTTCCCGCTGACCCTCCTCGCCTGCACCAGTAAC
+GTGTTCCAATAAGACTAAAATAGAATTGAAAGGAAAATTAAAAGGCGGTTCATCGGCAACTTTGCACATG
+TTCCAATAAGACTAAAATAGAATTGAAAGTGTTGATTTTGAGCTTGAGAATATCAAGGATGCGCTCGGGT
+TCCAATAAGACTAAAATAGAATTGAAAGCTCATCAAGTATGGAACAAACATACTTGCCTTTGGAGTTCCA
+ATAAGACTAAAATAGAATTGAAAATAGTGATTTATTTAAGGACGTTTGTAGCTAGCTAAGTTCCGACAAA
+ACTAAAGAAAGAACAGAAGTAGCGGGCCCGGCGGGATTTGAACCCGCGACCTTCGGCTCCGAAGGCCGAC
+GCCCTCTCCAGACTAGGCCACGGGCCCACAAATTCTTTAAAAATACTGCTGGTAATAAAGCTTGCGGTGA
+TAGTATGCTCCTTCCAGACTGGAAAATAAGGAAAGAGATTTTAATAAAGCCATTCTCAGAGGAATCGCTT
+CAACCAGCTGGCTACGACTTAAGGGTAGGCAAGGAAGCTTACATTCAGGGAAAGTTCATAGATGTTGAAA
+AGGAGGGCAAAGTCATAATACCTCCAAAAGAATATGCCCTAATACTGACCCTAGAGAGGATAAAGCTTCC
+AGATGATATTATGGGAGACATGAAGATAAGGAGCAGTCTAGCTAGGGAAGGTGTTCTAGGCTCCTTTGCA
+TGGGTAGACCCGGGATGGGACGGTAATCTAACCTTGATGCTTTACAATGCATCGGAAAAGGAGGTAATTT
+TAAGGTACAAAGAGAGGTTTGTCCAGATAGCCTTCCTAAGGCTTGAGGCTCCCGCCAAGAATCCATACAG
+GGGCAACTATCAAGGAAGCAGGAGAATAGTCCTCTCAAAGAGATCTTAACTCCTTAACGAACTGCACGGT
+CTTTAACACTGCATCCTCGATGTCCTTGGTGAAGTAGTCAACTAAAACCGACGAGGGATGGTTCATCATA
+ACCCTAAGGTCGTGCTCGAGGCCCGTAAAGCATACCACTATTTTCACATCTTCCCCTCTAAACTTTCTAT
+GGGTGAAGAAGCCAATGTCCACGGACGTTCCGTAAGATGTCACATCGGTGACAACAAGAAGAACCTTTGC
+TGAACCTCCTATTCTTAATTCTAAGAGTCCCTTTTCCTTAGGATCCATGACGACCATTGCAGGGTAATAA
+ACCGTTATTCCATTCTTTTCAAGCTCTTCAGCTATCCTATAAAATAGAACCACCCTCTCGAAGTCTATGT
+GTCCAGTTAGGTAAACGTCAAATGTTGTACCCCTCAAGGATTCTATTATCCTTTTGTTCTTCTCCCTAGC
+CCTCTCAAGGATAGCAACTTCATCCCTTGAAATGTACATTCCAAGCTGCTCCTTTAATAGTACATTGAAC
+TCCTGGGGCATTAGCCTCTCTATCAAATTAGACACCAACCTAAAATTCCCACTTTAAACTTAAAGGTTTT
+GAAAGAAAAGAGGGCAAAAAATGGAATTCATCCGAAGAGAGCGCTGAGGCCTGCGAGGGCCTCTTCCTCT
+GAAACTTCCTCCTCTTTCTCTTCTTCCTTCTTCTCTTCTTCCTTCTTCTCCTCTGCGGGTGCCTCGGCTG
+GAGCTGCTGCTGGAGCCGCGGCAACTGCAACTGGCATTGCGGCCTTCTCTATAACCTCGTCAATGTTAAC
+TCCCTCTAGCGCTGCAACGAGGGCCTTTATCCTTGCCTCATCTGGCTCAACTCCAGCCGCCTGAAGGACA
+GCCTTAAGGTTGTCCTCATTTATCTCCTTTCCAACGCTGTGGAGGAGCAGAGCAGCATACACATACTCCA
+TCTCTTCACACCTCCCGATCAGCTTTATTCAATACGCGTAAATCATCCAAATAGAGCGCTCAAACCAGCC
+AAGGCCTCCTCCTCGGAGGCCTCCTCTTCTTCCTCTTCCTTCTTCTCCTCTTCCTCTTTCTTCTCCTCTT
+CAACCTCTTGAGGTGCAACCGCAACTTGAGCCTGTGCACTTAAAAGCTCTTTGGTCTTCTCATCTAGCAA
+CTCATCAGGCAATTGCTGGGCAAGCAGTAGCATAGCCCTGAAGGCCCTTCCCAGGATGTCTTGGATGGTT
+TCCTTCGTTATGTAGCCAGCTTCCACGGCAACCGCCTTGGCGTTTAGGAATGCTTTCTGGATTATGGCCT
+CTATAGTTTCCGGTGTTGGATAGGCTATGTTAACGGCCAAGTTGAAGGCGTGCATATAAGCTTTTTGTAC
+CATGTCAATGTATTCCTGCTCATCAATTGCAAGAACATCTGGAGTGTATACTATGCCATCCTCGTACACG
+GCTAAAACGTCGAGACCTACCTCTAAGGGCTGGATTCCCAGGGCATTTAGGATGTTTGCAAGCTCAGGGG
+TAATTACCTCACCTGCCTTTAGAACCGTGGTATCCTTTTGGATTGTAACTTTACCTCTCTCTATTCTAGC
+TGGAATTCCCATCGCCTGCATCTGACCGACTATTGGCCCAGGAGCCAAAGGAGTTGGACCCGCTGGAATT
+ACAACATCCTTTGGAACTACGGCACCTGGCTTGGCAGGGGCAGGTTGCCTGTTCTGCTGGAGGAACTTGT
+AGAGCTTAAACGGGTTCATGTTAGTTACGAGGATTCCAGCGCCCCTATCTATGTATTCAGCAAGCTTCTC
+CAGTTCGGGCTTCCCTAGTTCCTGGGCGGCCTTCTTTATTGCCAGCTCTATTAACGTGTTCCTAGAGACT
+CTCAATAGGCCACCGTTCTCCCTGATTAACCTTCTCATCTGCGATAAGGGGTAAGCAGGCATGCTTGATA
+CATCTACCAAGGCGATTACTGGATAACTCTTGATGAGGTTTGCGAGCTCTTCAACTTCCTTCTTCTTCCA
+CTCAGCGACGTGTGCCATTCACCTCACCCCTACCCCTTCACTTTAACGGCTGGACCCATCGTGGTCTTAA
+CGTACACTGACTTTATCTGGCTCTCTCCCCTCTCGAGCTTACCTATTATAGCGTTCAGCACCGTTTCAAT
+GTTCTCCGCTATCTCCTCGTCGCTCATCTTTTCGGTTCCAACTGGGGCATGGACCACTGGGTTGTTCTTT
+AGCTGTATCCTTACCGTCTTCTTGAGCTTCTCAACTATGGGTTCTAAGTTACTCATCGTTGGAGGAACGA
+CGACTGGCATCTTGTTCCTGGGACCCAAGTACTTACCCAGGTACCTACCTATCTTTGGCATTAATGGGGC
+TTCAGCTATGAAGAAGTCGTACTTCTTAGCCAACTTTCTCGCCTGTCTAGGGCTTTGAGCTATCTCCTCC
+AACTCGGCACTACTAATAACATCAAGCCCGAGCCTCCTCGCCGCCTCGGCAACTGCACCATCAGCGATGA
+CCGCGATCTTCACATCTTTGCCTCTCCCGTGAGGAAGGACAACCTCGAGTTTAAACCTATTTTCGGGACG
+TTTTAGGTCGATATCCTTGAGGTTCACTGCAACTTCGACACTCTGTGTGAAGTTACGCGGCTTGGCCC
diff --git a/rigfilters/cm2hmm-1.0/data/Bordetella_0mm.mm b/rigfilters/cm2hmm-1.0/data/Bordetella_0mm.mm
new file mode 100644
index 0000000..f147271
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/data/Bordetella_0mm.mm
@@ -0,0 +1,20 @@
+Params: ./cmzasha --learn-mm 0 /projects/bio/zasha/seqs/NCBIMicrobes/Bordetella_bronchiseptica/NC_002927.fna
+Build: release
+Host: xmen.cs.washington.edu
+pid: 25017
+----fastaFile: /projects/bio/zasha/seqs/NCBIMicrobes/Bordetella_bronchiseptica/NC_002927.fna
+----cmFile: not-a-cm-file (global)
+
+done 1.06784e+07 nucs (frac lets thru so far=0, 2d-fracLetsThru=0).
+After scanning, learned Markov model:
+0-order Markov model:
+order & count-dump list: ,0,1.70442e+06,3.63475e+06,3.63475e+06,1.70442e+06
+conditional probs:
+ A = 0.159615
+ C = 0.340385
+ G = 0.340385
+ U = 0.159615
+
+done 1.06784e+07 nucs (frac lets thru so far=0, 2d-fracLetsThru=0).
+
+CPU time: 4.22u 0.04s 00:00:04.25 Elapsed: 00:00:04
diff --git a/rigfilters/cm2hmm-1.0/data/Ecoli_0mm.mm b/rigfilters/cm2hmm-1.0/data/Ecoli_0mm.mm
new file mode 100644
index 0000000..a8404d8
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/data/Ecoli_0mm.mm
@@ -0,0 +1,18 @@
+Params: ./cmzasha --learn-mm 0 data/E_coli_NC_000913.fasta
+Build: release
+Host: wingless.cs.washington.edu
+----fastaFile: data/E_coli_NC_000913.fasta
+----cmFile: not-a-cm-file (global)
+
+After scanning, learned Markov model:
+0-order Markov model:
+order & count-dump list: ,0,2.28301e+06,2.35621e+06,2.35621e+06,2.28301e+06
+conditional probs:
+ A = 0.246056
+ C = 0.253944
+ G = 0.253944
+ U = 0.246056
+
+fracLetsThru=0 (# nucs lets thru=0/total nucs=9.27844e+06
+
+CPU time: 6.59u 0.11s 00:00:06.70 Elapsed: 00:00:07
diff --git a/rigfilters/cm2hmm-1.0/data/RF00095.cm b/rigfilters/cm2hmm-1.0/data/RF00095.cm
new file mode 100644
index 0000000..b6b8d30
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/data/RF00095.cm
@@ -0,0 +1,238 @@
+INFERNAL-1 [0.55]
+NAME SEED
+STATES 175
+NODES 56
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 6 -5.459 -5.459 -0.238 -5.459 -5.459 -4.028
+ IL 1 1 2 1 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 1 ]
+ MP 3 2 3 7 6 -5.403 -5.403 -0.181 -5.403 -5.403 -5.403 0.407 -1.709 -0.806 0.888 -1.709 -1.709 -0.976 -0.303 0.253 1.998 -0.640 0.502 -0.175 -0.717 -1.709 -0.042
+ ML 4 2 3 7 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 5 2 3 7 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 6 2 3 7 6 -2.944 -2.944 -2.944 -2.944 -2.944 -1.513
+ IL 7 7 5 7 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 8 8 6 8 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 9 8 6 13 6 -5.403 -5.403 -0.181 -5.403 -5.403 -5.403 -0.535 -0.544 -1.709 0.211 -1.002 -1.709 1.270 -0.841 -1.709 2.324 -1.709 -0.161 0.632 -1.709 -0.493 -1.709
+ ML 10 8 6 13 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 11 8 6 13 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 12 8 6 13 6 -2.944 -2.944 -2.944 -1.513 -2.944 -2.944
+ IL 13 13 5 13 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 14 14 6 14 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 15 14 6 19 4 -5.333 -5.333 -0.112 -5.333 -0.646 -1.709 -1.709 1.081 -1.709 -1.709 2.065 -1.709 -0.535 2.005 -0.054 -1.709 -0.646 -1.709 -1.709 -1.709
+ ML 16 14 6 19 4 -2.510 -2.510 -1.079 -2.510 0.197 -0.510 0.536 -0.510
+ MR 17 14 6 19 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ D 18 14 6 19 4 -2.000 -2.000 -2.000 -2.000
+ IL 19 19 5 19 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ IR 20 20 6 20 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 21 20 6 23 3 -5.358 -0.322 -2.509 0.301 -3.392 1.366 -3.392
+ D 22 20 6 23 3 -1.585 -1.585 -1.585
+ IL 23 23 3 23 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 24 23 3 26 3 -5.121 -0.085 -5.121 1.732 -3.162 -1.135 -3.162
+ D 25 23 3 26 3 -3.202 -0.354 -3.202
+ IL 26 26 3 26 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 27 26 3 29 3 -5.358 -0.072 -5.358 -3.392 -3.392 -3.392 1.893
+ D 28 26 3 29 3 -1.585 -1.585 -1.585
+ IL 29 29 3 29 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 30 29 3 32 3 -5.358 -0.072 -5.358 -3.392 -3.392 1.893 -3.392
+ D 31 29 3 32 3 -1.585 -1.585 -1.585
+ IL 32 32 3 32 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 33 32 3 35 3 -5.358 -0.072 -5.358 1.893 -3.392 -3.392 -3.392
+ D 34 32 3 35 3 -1.585 -1.585 -1.585
+ IL 35 35 3 35 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 36 35 3 38 3 -5.358 -0.072 -5.358 -3.392 -1.226 -1.104 1.591
+ D 37 35 3 38 3 -1.585 -1.585 -1.585
+ IL 38 38 3 38 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 39 38 3 41 3 -5.358 -0.072 -5.358 -3.392 -3.392 1.893 -3.392
+ D 40 38 3 41 3 -1.585 -1.585 -1.585
+ IL 41 41 3 41 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 42 41 3 44 3 -5.358 -0.072 -5.358 1.763 -3.392 -3.392 -1.268
+ D 43 41 3 44 3 -1.585 -1.585 -1.585
+ IL 44 44 3 44 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 45 44 3 47 3 -5.358 -0.072 -5.358 0.641 -3.392 0.907 -1.091
+ D 46 44 3 47 3 -1.585 -1.585 -1.585
+ IL 47 47 3 47 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 48 47 3 50 3 -5.358 -0.072 -5.358 0.190 0.363 0.112 -1.024
+ D 49 47 3 50 3 -1.585 -1.585 -1.585
+ IL 50 50 3 50 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 51 50 3 53 3 -5.358 -0.072 -5.358 -0.184 0.456 -1.197 0.392
+ D 52 50 3 53 3 -1.585 -1.585 -1.585
+ IL 53 53 3 53 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 54 53 3 56 3 -5.358 -0.072 -5.358 -1.036 0.783 -1.993 0.623
+ D 55 53 3 56 3 -1.585 -1.585 -1.585
+ IL 56 56 3 56 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
+ ML 57 56 3 59 3 -2.185 -0.404 -5.358 -1.061 -1.270 0.488 0.769
+ D 58 56 3 59 3 -1.585 -1.585 -1.585
+ IL 59 59 3 59 3 -3.461 -0.289 -3.461 0.275 -0.009 -0.316 -0.010
+ [ MATL 17 ]
+ ML 60 59 3 62 3 -5.358 -0.072 -5.358 -3.392 0.584 1.000 -1.299
+ D 61 59 3 62 3 -1.585 -1.585 -1.585
+ IL 62 62 3 62 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
+ ML 63 62 3 65 3 -5.358 -0.072 -5.358 -1.374 1.552 -1.316 -1.836
+ D 64 62 3 65 3 -1.585 -1.585 -1.585
+ IL 65 65 3 65 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 66 65 3 68 3 -5.358 -0.072 -5.358 -0.757 1.403 -3.392 -0.579
+ D 67 65 3 68 3 -1.585 -1.585 -1.585
+ IL 68 68 3 68 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 69 68 3 71 3 -5.358 -0.142 -3.845 -0.036 -0.011 -0.132 0.163
+ D 70 68 3 71 3 -1.585 -1.585 -1.585
+ IL 71 71 3 71 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 72 71 3 74 3 -5.291 -0.076 -5.291 -1.503 0.034 0.775 -0.133
+ D 73 71 3 74 3 -2.279 -0.766 -2.279
+ IL 74 74 3 74 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 75 74 3 77 3 -5.358 -0.072 -5.358 0.430 0.231 -0.140 -0.807
+ D 76 74 3 77 3 -1.585 -1.585 -1.585
+ IL 77 77 3 77 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 78 77 3 80 3 -3.780 -0.147 -5.358 -0.467 0.759 -0.748 -0.017
+ D 79 77 3 80 3 -1.585 -1.585 -1.585
+ IL 80 80 3 80 3 -2.317 -0.740 -2.317 -0.581 -0.581 -0.581 0.996
+ [ MATL 24 ]
+ ML 81 80 3 83 3 -5.358 -0.125 -4.087 -3.392 1.893 -3.392 -3.392
+ D 82 80 3 83 3 -1.585 -1.585 -1.585
+ IL 83 83 3 83 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 84 83 3 86 3 -5.307 -0.075 -5.307 -3.343 -3.343 -3.343 1.889
+ D 85 83 3 86 3 -2.142 -0.871 -2.142
+ IL 86 86 3 86 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
+ ML 87 86 3 89 3 -5.358 -0.072 -5.358 -3.392 -3.392 1.893 -3.392
+ D 88 86 3 89 3 -1.585 -1.585 -1.585
+ IL 89 89 3 89 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 90 89 3 92 3 -5.358 -0.072 -5.358 1.893 -3.392 -3.392 -3.392
+ D 91 89 3 92 3 -1.585 -1.585 -1.585
+ IL 92 92 3 92 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 93 92 3 95 3 -5.358 -0.072 -5.358 0.679 -3.392 0.845 -0.979
+ D 94 92 3 95 3 -1.585 -1.585 -1.585
+ IL 95 95 3 95 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 96 95 3 98 3 -0.927 -1.154 -5.358 -0.071 -0.132 0.442 -0.364
+ D 97 95 3 98 3 -1.585 -1.585 -1.585
+ IL 98 98 3 98 3 -1.676 -2.601 -0.938 1.018 -1.646 -1.342 0.334
+ [ MATL 30 ]
+ ML 99 98 3 101 3 -4.635 -0.121 -4.635 -1.630 -2.692 1.752 -2.692
+ D 100 98 3 101 3 -4.260 -0.159 -4.260
+ IL 101 101 3 101 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 102 101 3 104 3 -5.358 -0.072 -5.358 0.570 -3.392 1.217 -3.392
+ D 103 101 3 104 3 -1.585 -1.585 -1.585
+ IL 104 104 3 104 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 105 104 3 107 3 -5.358 -0.072 -5.358 -3.392 -3.392 -3.392 1.893
+ D 106 104 3 107 3 -1.585 -1.585 -1.585
+ IL 107 107 3 107 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 108 107 3 110 3 -5.358 -0.072 -5.358 -3.392 -3.392 1.893 -3.392
+ D 109 107 3 110 3 -1.585 -1.585 -1.585
+ IL 110 110 3 110 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 111 110 3 113 3 -5.358 -0.072 -5.358 1.893 -3.392 -3.392 -3.392
+ D 112 110 3 113 3 -1.585 -1.585 -1.585
+ IL 113 113 3 113 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 114 113 3 116 3 -5.358 -0.072 -5.358 -3.392 -3.392 -3.392 1.893
+ D 115 113 3 116 3 -1.585 -1.585 -1.585
+ IL 116 116 3 116 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 117 116 3 119 3 -5.358 -0.072 -5.358 -3.392 -3.392 1.893 -3.392
+ D 118 116 3 119 3 -1.585 -1.585 -1.585
+ IL 119 119 3 119 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 120 119 3 122 3 -5.358 -0.072 -5.358 1.893 -3.392 -3.392 -3.392
+ D 121 119 3 122 3 -1.585 -1.585 -1.585
+ IL 122 122 3 122 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 123 122 3 125 3 -5.358 -0.072 -5.358 0.334 -2.323 1.205 -2.098
+ D 124 122 3 125 3 -1.585 -1.585 -1.585
+ IL 125 125 3 125 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 126 125 3 128 3 -5.358 -0.072 -5.358 -0.570 0.016 1.031 -1.880
+ D 127 125 3 128 3 -1.585 -1.585 -1.585
+ IL 128 128 3 128 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 129 128 3 131 3 -5.358 -0.205 -3.210 0.797 0.106 -0.236 -1.568
+ D 130 128 3 131 3 -1.585 -1.585 -1.585
+ IL 131 131 3 131 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 132 131 3 134 3 -5.231 -0.162 -3.654 -3.269 0.974 -0.459 0.269
+ D 133 131 3 134 3 -2.685 -2.685 -0.537
+ IL 134 134 3 134 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 135 134 3 137 3 -5.153 -0.083 -5.153 -0.825 -0.040 0.125 0.457
+ D 136 134 3 137 3 -3.073 -0.391 -3.073
+ IL 137 137 3 137 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 138 137 3 140 3 -5.358 -0.220 -3.093 -0.738 0.340 0.243 -0.073
+ D 139 137 3 140 3 -1.585 -1.585 -1.585
+ IL 140 140 3 140 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 141 140 3 143 3 -5.217 -0.080 -5.217 -3.255 1.028 -0.622 0.271
+ D 142 140 3 143 3 -2.766 -0.502 -2.766
+ IL 143 143 3 143 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 144 143 3 146 3 -5.358 -0.720 -1.441 -0.286 -0.043 1.080 -3.392
+ D 145 143 3 146 3 -1.585 -1.585 -1.585
+ IL 146 146 3 146 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 147 146 3 149 3 -4.749 -0.511 -1.937 -0.434 -0.940 1.376 -2.802
+ D 148 146 3 149 3 -4.096 -0.179 -4.096
+ IL 149 149 3 149 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 150 149 3 152 3 -5.128 -0.085 -5.128 0.757 -0.838 -3.169 0.713
+ D 151 149 3 152 3 -3.174 -0.361 -3.174
+ IL 152 152 3 152 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
+ ML 153 152 3 155 3 -5.358 -0.072 -5.358 -1.815 -1.104 -0.031 1.184
+ D 154 152 3 155 3 -1.585 -1.585 -1.585
+ IL 155 155 3 155 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
+ ML 156 155 3 158 3 -5.358 -0.072 -5.358 0.350 -0.109 -0.538 0.151
+ D 157 155 3 158 3 -1.585 -1.585 -1.585
+ IL 158 158 3 158 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
+ ML 159 158 3 161 3 -5.358 -0.072 -5.358 -0.227 -3.392 1.222 -0.478
+ D 160 158 3 161 3 -1.585 -1.585 -1.585
+ IL 161 161 3 161 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
+ ML 162 161 3 164 3 -5.358 -0.072 -5.358 -3.392 1.893 -3.392 -3.392
+ D 163 161 3 164 3 -1.585 -1.585 -1.585
+ IL 164 164 3 164 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 165 164 3 167 3 -5.358 -0.072 -5.358 -3.392 -3.392 -3.392 1.893
+ D 166 164 3 167 3 -1.585 -1.585 -1.585
+ IL 167 167 3 167 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 168 167 3 170 3 -5.358 -0.072 -5.358 -3.392 -3.392 1.893 -3.392
+ D 169 167 3 170 3 -1.585 -1.585 -1.585
+ IL 170 170 3 170 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 171 170 3 173 2 -5.322 -0.037 1.893 -3.392 -3.392 -3.392
+ D 172 170 3 173 2 -1.000 -1.000
+ IL 173 173 3 173 2 -1.000 -1.000 0.000 0.000 0.000 0.000
+ [ END 55 ]
+ E 174 173 3 -1 0
+//
diff --git a/rigfilters/cm2hmm-1.0/data/Saureus_0mm.mm b/rigfilters/cm2hmm-1.0/data/Saureus_0mm.mm
new file mode 100644
index 0000000..7ffde83
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/data/Saureus_0mm.mm
@@ -0,0 +1,18 @@
+Params: ./cmzasha --learn-mm 0 data/BA000033.fna
+Build: release
+Host: wingless.cs.washington.edu
+----fastaFile: data/BA000033.fna
+----cmFile: not-a-cm-file (global)
+
+After scanning, learned Markov model:
+0-order Markov model:
+order & count-dump list: ,0,1.89452e+06,925946,925946,1.89452e+06
+conditional probs:
+ A = 0.335852
+ C = 0.164148
+ G = 0.164148
+ U = 0.335852
+
+fracLetsThru=0 (# nucs lets thru=0/total nucs=5.64092e+06
+
+CPU time: 4.12u 0.03s 00:00:04.15 Elapsed: 00:00:04
diff --git a/rigfilters/cm2hmm-1.0/data/hum_0mm.mm b/rigfilters/cm2hmm-1.0/data/hum_0mm.mm
new file mode 100644
index 0000000..a6147ac
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/data/hum_0mm.mm
@@ -0,0 +1,45 @@
+Params: ./cmzasha --no-stderr --learn-mm 0 @/projects/bio/zasha/seqs/embl_release76/hum.list
+Build: release
+Host: gattaca.cs.washington.edu
+pid: 30062
+----cmFile: not-a-cm-file (global)
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum01.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum02.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum03.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum04.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum05.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum06.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum07.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum08.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum09.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum10.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum11.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum12.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum13.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum14.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum15.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum16.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum17.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum18.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum19.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum20.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum21.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum22.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum23.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum24.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum25.dat.fasta.gz
+----fastaFile: /projects/bio/zasha/seqs/embl_release76/hum26.dat.fasta.gz
+
+done 7.99988e+09 nucs (frac lets thru so far=0, 2d-fracLetsThru=0).
+After scanning, learned Markov model:
+0-order Markov model:
+order & count-dump list: ,0,2.33471e+09,1.66548e+09,1.66548e+09,2.33422e+09
+conditional probs:
+ A = 0.291843
+ C = 0.208188
+ G = 0.208188
+ U = 0.291782
+
+done 7.99988e+09 nucs (frac lets thru so far=0, 2d-fracLetsThru=0).
+
+CPU time: 2150.22u 26.83s 00:36:17.04 Elapsed: 00:35:49
diff --git a/rigfilters/cm2hmm-1.0/multiDimVector.h b/rigfilters/cm2hmm-1.0/multiDimVector.h
new file mode 100644
index 0000000..c263faa
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/multiDimVector.h
@@ -0,0 +1,218 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+Convenience functions for multi-dimensional vectors.
+Uses 'vector' from vectorPlus.h (which is basically the same
+as the STL vector class)
+
+ Since I can't think of a good generic way to do this, I'm just going to make
+ small fixed dimensionalities that I'm likely to use.
+*/
+
+template <class T>
+class vector2d {
+protected:
+ std::vector<std::vector<T> > vec;
+ int sizes[2];
+public:
+ vector2d () {
+ }
+ ~vector2d () {
+ }
+
+ void resize (int firstDim,int secondDim) {
+ vec.resize(firstDim);
+ int i;
+ for (i=0; i<firstDim; i++) {
+ vec[i].resize(secondDim);
+ }
+ sizes[0]=firstDim;
+ sizes[1]=secondDim;
+ }
+
+ void assign (int firstDim,int secondDim,const T& t) {
+ resize(firstDim,secondDim);
+ int i,j;
+ for (i=0; i<size(0); i++) {
+ for (j=0; j<size(1); j++) {
+ (*this)[i][j]=t;
+ }
+ }
+ }
+
+ int size (int dimension) const {
+ assert(dimension>=0 && dimension<2);
+ return sizes[dimension];
+ }
+
+ class Dim2Ref {
+ protected:
+ vector2d<T>& owner;
+ int firstIndex;
+ public:
+ Dim2Ref (vector2d<T>& _owner,int _firstIndex)
+ : owner(_owner),firstIndex(_firstIndex)
+ {
+ }
+ T& operator [] (int secondIndex) {
+ return owner.vec[firstIndex][secondIndex];
+ }
+ };
+ class const_Dim2Ref {
+ protected:
+ const vector2d<T>& owner;
+ int firstIndex;
+ public:
+ const_Dim2Ref (const vector2d<T>& _owner,int _firstIndex)
+ : owner(_owner),firstIndex(_firstIndex)
+ {
+ }
+ const T& operator [] (int secondIndex) const {
+ return owner.vec[firstIndex][secondIndex];
+ }
+ };
+
+ Dim2Ref operator [] (int firstIndex) {
+ return Dim2Ref(*this,firstIndex);
+ }
+ const_Dim2Ref operator [] (int firstIndex) const {
+ return const_Dim2Ref(*this,firstIndex);
+ }
+ const T& Get (int firstIndex,int secondIndex) const {
+ return (*this)[firstIndex][secondIndex];
+ }
+ void Set (int firstIndex,int secondIndex,const T& t) const {
+ (*this)[firstIndex][secondIndex]=t;
+ }
+
+ friend class Dim2Ref;
+ friend class const_Dim2Ref;
+};
+
+
+
+template <class T>
+class MultiplyArray3d {
+protected:
+ int s1,s2,s3;
+ std::vector<T> array;
+ inline int GetOffset (int i1,int i2,int i3) const {
+ return i1*s2*s3 + i2*s3 + i3;
+ }
+public:
+ MultiplyArray3d (void) {
+ s1=s2=s3=0;
+ }
+ void Init (int _s1,int _s2,int _s3) {
+ s1=_s1; s2=_s2; s3=_s3;
+ array.resize(s1*s2*s3);
+ }
+ MultiplyArray3d (int _s1,int _s2,int _s3) {
+ Init(_s1,_s2,_s3);
+ }
+ ~MultiplyArray3d () {
+ }
+ const T& Get (int i1,int i2,int i3) const {
+ assert(i1>=0 && i1<s1);
+ assert(i2>=0 && i2<s2);
+ assert(i3>=0 && i3<s3);
+ return array[GetOffset(i1,i2,i3)];
+ }
+ void Set (int i1,int i2,int i3,const T& t) {
+ assert(i1>=0 && i1<s1);
+ assert(i2>=0 && i2<s2);
+ assert(i3>=0 && i3<s3);
+ array[GetOffset(i1,i2,i3)]=t;
+ }
+};
+
+template <class T>
+class MultiplyArray4d {
+protected:
+ int s1,s2,s3,s4;
+ std::vector<T> array;
+ inline int GetOffset (int i1,int i2,int i3,int i4) const {
+ return i1*s2*s3*s4 + i2*s3*s4 + i3*s4 + i4;
+ }
+public:
+ MultiplyArray4d (void) {
+ s1=s2=s3=s4=0;
+ }
+ void Init (int _s1,int _s2,int _s3,int _s4) {
+ s1=_s1; s2=_s2; s3=_s3; s4=_s4;
+ array.resize(s1*s2*s3*s4);
+ }
+ MultiplyArray4d (int _s1,int _s2,int _s3,int _s4) {
+ Init(_s1,_s2,_s3,_s4);
+ }
+ ~MultiplyArray4d () {
+ }
+ const T& Get (int i1,int i2,int i3,int i4) const {
+ assert(i1>=0 && i1<s1);
+ assert(i2>=0 && i2<s2);
+ assert(i3>=0 && i3<s3);
+ assert(i4>=0 && i4<s4);
+ return array[GetOffset(i1,i2,i3,i4)];
+ }
+ void Set (int i1,int i2,int i3,int i4,const T& t) {
+ assert(i1>=0 && i1<s1);
+ assert(i2>=0 && i2<s2);
+ assert(i3>=0 && i3<s3);
+ assert(i4>=0 && i4<s4);
+ array[GetOffset(i1,i2,i3,i4)]=t;
+ }
+
+ void Load (FILE *file) {
+ fread(&s1,sizeof(s1),1,file);
+ fread(&s2,sizeof(s1),1,file);
+ fread(&s3,sizeof(s1),1,file);
+ fread(&s4,sizeof(s1),1,file);
+ Init(s1,s2,s3,s4);
+
+ fread(&*(array.begin()),sizeof(T),array.size(),file);
+ }
+ void Save (FILE *file) {
+ fwrite(&s1,sizeof(s1),1,file);
+ fwrite(&s2,sizeof(s1),1,file);
+ fwrite(&s3,sizeof(s1),1,file);
+ fwrite(&s4,sizeof(s1),1,file);
+
+ fwrite(&*(array.begin()),sizeof(T),array.size(),file);
+ }
+};
diff --git a/rigfilters/cm2hmm-1.0/stdafx.h b/rigfilters/cm2hmm-1.0/stdafx.h
new file mode 100644
index 0000000..4bca4ac
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/stdafx.h
@@ -0,0 +1,102 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+// stdafx.h : include file for standard system include files,
+// or project specific include files that are used frequently, but
+// are changed infrequently
+//
+
+#ifdef WIN32
+#define WIN32_LEAN_AND_MEAN // Exclude rarely-used stuff from Windows headers
+#include <windows.h>
+#undef min
+#undef max
+#include <winsock2.h>
+#endif
+
+#ifndef _MSC_VER
+typedef long long cm_int64; // WARNING! formerly typedef long long __int64
+ // __int64 is an existing system type and not
+ // necessarily compatible with long long, esp.
+ // on 64-bit systems. Note that cm_int64 is not
+ // actually guaranteed to be 64-bit.
+#endif
+
+extern "C" {
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+//#include <malloc.h>
+#include <float.h>
+
+#include "squid.h" /* general sequence analysis library */
+#include "msa.h" /* squid's multiple alignment i/o */
+#include "stopwatch.h" /* squid's process timing module */
+
+#include "structs.h" /* data structures, macros, #define's */
+#include "funcs.h" /* external functions */
+
+ // my added includes
+#include "assert.h"
+}
+
+#ifndef _MSC_VER
+#include <sys/types.h>
+#include <unistd.h>
+#endif
+
+#if defined(_DEBUG) && defined(WIN32)
+#include "crtdbg.h"
+#endif
+
+#include <vector>
+#include <string>
+#include <list>
+#include <algorithm>
+#include <exception>
+#include <set>
+#include <map>
+
+#include "vectorPlus.h"
+#include "multiDimVector.h"
+#include "MiscExceptions.h"
+#include "CommaSepFileReader.h"
+
+#ifndef DISABLE_ZRAND
+#include <zrandlib.h>
+#endif
diff --git a/rigfilters/cm2hmm-1.0/stl_extra.h b/rigfilters/cm2hmm-1.0/stl_extra.h
new file mode 100644
index 0000000..af201f3
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/stl_extra.h
@@ -0,0 +1,395 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+
+//////////////
+// miscellaneous things that add to the STL
+
+template <class SourceIter,class Key,class Pred,class Alloc>
+void insert (SourceIter first,SourceIter last,std::set<Key,Pred,Alloc>& destSet)
+{
+ SourceIter i;
+ for (i=first; i!=last; i++) {
+ destSet.insert(*i);
+ }
+}
+
+// looks like a vector, but it's at a fixed position -- really more like an array
+template <class T>
+class FixedPositionVector {
+protected:
+ T *first,*last;
+public:
+ FixedPositionVector (void) {
+ first=last=NULL;
+ }
+ FixedPositionVector (T *_first,T *_last) {
+ first=_first;
+ last=_last;
+ }
+ FixedPositionVector (std::vector<T>& t) {
+ first=t.begin();
+ last=t.end();
+ }
+ void Set (T *_first,size_t size) {
+ first=_first;
+ last=first+size;
+ }
+ FixedPositionVector (T *first,size_t size) {
+ Set(first,size);
+ }
+ void operator = (const FixedPositionVector& t) {
+ first=t.first;
+ last=t.last;
+ }
+ FixedPositionVector (const FixedPositionVector& t) {
+ *this=t;
+ }
+ size_t size (void) const {
+ return last-first;
+ }
+ T& operator [] (size_t i) {
+ assert(i<size());
+ return first[i];
+ }
+ const T& operator [] (size_t i) const {
+ assert(i<size());
+ return first[i];
+ }
+ typedef T * iterator;
+ typedef const T * const_iterator;
+ iterator begin (void) {
+ return first;
+ }
+ iterator end (void) {
+ return last;
+ }
+ const_iterator begin (void) const {
+ return first;
+ }
+ const_iterator end (void) const {
+ return last;
+ }
+};
+
+// same as above, but data inside is constant
+template <class T>
+class ConstFixedPositionVector {
+protected:
+ const T *first,*last;
+public:
+ ConstFixedPositionVector (void) {
+ first=last=NULL;
+ }
+ ConstFixedPositionVector (const T *_first,const T *_last) {
+ first=_first;
+ last=_last;
+ }
+ ConstFixedPositionVector (const std::vector<T>& t) {
+ first=t.begin();
+ last=t.end();
+ }
+ void Set (const T *_first,size_t size) {
+ first=_first;
+ last=first+size;
+ }
+ ConstFixedPositionVector (const T *first,size_t size) {
+ Set(first,size);
+ }
+ void operator = (const ConstFixedPositionVector& t) {
+ first=t.first;
+ last=t.last;
+ }
+ ConstFixedPositionVector (const ConstFixedPositionVector& t) {
+ *this=t;
+ }
+ void operator = (const FixedPositionVector<T>& t) {
+ first=t.begin();
+ last=t.begin();
+ }
+ ConstFixedPositionVector (const FixedPositionVector<T>& t) {
+ *this=t;
+ }
+ size_t size (void) const {
+ return last-first;
+ }
+ const T& operator [] (size_t i) const {
+ assert(i<size());
+ return first[i];
+ }
+ typedef const T * const_iterator;
+ const_iterator begin (void) const {
+ return first;
+ }
+ const_iterator end (void) const {
+ return last;
+ }
+};
+
+// NOT TESTED -- I decided it wasn't worth it, since the performance problems I'm having with std::list aren't that important right now
+// circular array on top of some kind of array type, e.g. ArrayType=vector<T>. ArrayType must have resize and operator []
+// only has some functions so far, because I'm just using it for paths thru a Markov model
+template <class T,class ArrayType>
+class CircularArrayWithMaxSize {
+ friend class iterator;
+protected:
+ ArrayType array;
+ int maxSize;
+ int first,currSize;
+ // redundant
+ int last; // (first+currSize)%maxSize. Note that we need currSize, since currSize could be 0 or maxSize, which are both 0 mod maxSize
+
+ inline void IncWithinArray (int& offset) {
+ offset++;
+ if (offset==maxSize) {
+ offset=0;
+ }
+ }
+public:
+ class OverflowException : public SimpleStringException {
+ public:
+ OverflowException()
+ : SimpleStringException("Overflow in CircularArrayWithMaxSize") {
+ }
+ };
+
+ CircularArrayWithMaxSize (int _maxSize) {
+ maxSize=_maxSize;
+ array.resize(maxSize);
+ //currHead=0; //err: currHead undefined in current context
+ first=0; // my best guess what Zasha intended...
+ currSize=0;
+ }
+ ~CircularArrayWithMaxSize () {
+ }
+
+ void push_back (const T& t) {
+ assert(currSize<maxSize);
+ if (currSize>=maxSize) {
+ throw OverflowException();
+ }
+ array[last]=t;
+ IncWithinArray(last);
+ currSize++;
+ }
+ void pop_front (void) {
+ assert(currSize>0);
+ IncWithinArray(first);
+ }
+
+ class const_iterator {
+ friend class CircularArray;
+ protected:
+ CircularArray *circularArray;
+ int position,sizeLeft;
+
+ const_iterator (CircularArray *_circularArray,int _position,int _sizeLeft) {
+ circularArray=_circularArray;
+ position=_position;
+ sizeLeft=_sizeLeft;
+ }
+ public:
+ const_iterator (void) {
+ circularArray=NULL;
+ }
+ void operator = (const const_iterator& t) {
+ circularArray=t.circularArray;
+ position=t.position;
+ sizeLeft=t.sizeLeft;
+ }
+ const_iterator (const const_iterator& t) {
+ *this=t;
+ }
+ ~const_iterator () {
+ }
+
+ bool operator == (const const_iterator& t) const {
+ return circularArray==t.circularArray && position==t.position && sizeLeft=t.sizeLeft;
+ }
+
+ void operator ++ (void) {
+ circularArray->IncWithinArray(position);
+ sizeLeft--;
+ }
+ void operator ++ (int) {
+ ++*this;
+ }
+
+ const T& operator * (void) const {
+ return circularArray->array[position];
+ }
+ };
+
+ class iterator : public const_iterator {
+ };
+
+ const_iterator begin (void) const {
+ return const_iterator(*this,first,currSize);
+ }
+ const_iterator end (void) const {
+ return const_iterator(*this,last,0);
+ }
+};
+
+template <class T>
+class CircularArrayWithMaxSizeOverVector : public CircularArrayWithMaxSize<T,std::vector<T> > {
+};
+
+// variable-dimension array, i.e. an array whose dimension is not fixed at compile time
+template <class T>
+class VariableDimVector {
+public:
+ typedef int LowLevelOffset; // low-level offset into array for quick lookups
+protected:
+ std::vector<T> array;
+ int numDim;
+ std::vector<int> sizes;
+ static int ProductOfSizes (const std::vector<int>& sizes) {
+ int p=1;
+ for (int i=0; i<(int)(sizes.size()); i++) {
+ p *= sizes[i];
+ }
+ return p;
+ }
+
+public:
+
+ void resize (const std::vector<int>& _sizes) {
+ sizes=_sizes;
+ numDim=(int)(sizes.size());
+ array.resize(ProductOfSizes(sizes));
+ }
+ void resize (int _numDim,int sizeOfEveryDim) {
+ numDim=_numDim;
+ sizes.assign(numDim,sizeOfEveryDim);
+ array.resize(ProductOfSizes(sizes));
+ }
+
+ VariableDimVector (void) {
+ numDim=0;
+ }
+ VariableDimVector (const std::vector<int>& _sizes) {
+ resize(_sizes);
+ }
+ VariableDimVector (int _numDim,int sizeOfEveryDim) {
+ resize(_numDim,sizeOfEveryDim);
+ }
+ ~VariableDimVector () {
+ }
+
+ int GetDim (void) const {
+ return numDim;
+ }
+ int GetSizeOfDim (int dim) const {
+ return sizes[dim];
+ }
+
+ int GetLinearSize (void) const {
+ return (int)(array.size());
+ }
+ int LowLevelOffset2LinearOffset (LowLevelOffset i) const {
+ return i;
+ }
+ LowLevelOffset LinearOffset2LowLevelOffset (int i) const {
+ return i;
+ }
+
+ // sets everything to 't', but doesn't change the dimension or sizes
+ void SetAll (const T& t) {
+ array.assign(array.size(),t);
+ }
+
+ // quick functions if you know the offset
+ const T& Get (LowLevelOffset i) const {
+ assert(i>=0 && i<(int)(array.size()));
+ return array[i];
+ }
+ T& GetRef (LowLevelOffset i) {
+ assert(i>=0 && i<(int)(array.size()));
+ return array[i];
+ }
+ void Set (LowLevelOffset i,const T& t) {
+ assert(i>=0 && i<(int)(array.size()));
+ array[i]=t;
+ }
+
+ // Iter is a forward iterator. [first,last) controls numDim elements, each of which is an index
+ template <class Iter>
+ LowLevelOffset GetOffset (const Iter& first,const Iter& last) const {
+ int offset=0;
+ int dim=0;
+ for (Iter i=first; i!=last; i++) {
+ assert(dim<numDim); // else [first,last) has too many elements
+ offset *= sizes[dim];
+ offset += *i;
+ dim++;
+ }
+ assert(dim==numDim); // else [first,last) has too few elements
+ return offset;
+ }
+ // convenience functions, which wrap GetOffset and the low-level Get,Set
+ template <class Iter>
+ const T& Get (const Iter& first,const Iter& last) const {
+ return Get(GetOffset(first,last));
+ }
+ template <class Iter>
+ T& GetRef (const Iter& first,const Iter& last) {
+ return GetRef(GetOffset(first,last));
+ }
+ template <class Iter>
+ void Set (const Iter& first,const Iter& last,const T& t) {
+ Set(GetOffset(first,last),t);
+ }
+ // other versions that take a container, rather than two iterators
+ template <class Container>
+ LowLevelOffset GetOffset (const Container& container) const {
+ return GetOffset(container.begin(),container.end());
+ }
+ template <class Container>
+ const T& Get (const Container& container) const {
+ return Get(container.begin(),container.end());
+ }
+ template <class Container>
+ T& GetRef (const Container& container) {
+ return GetRef(container.begin(),container.end());
+ }
+ template <class Container>
+ void Set (const Container& container,const T& t) {
+ Set(container.begin(),container.end(),t);
+ }
+};
diff --git a/rigfilters/cm2hmm-1.0/vectorPlus.h b/rigfilters/cm2hmm-1.0/vectorPlus.h
new file mode 100644
index 0000000..7d7fe25
--- /dev/null
+++ b/rigfilters/cm2hmm-1.0/vectorPlus.h
@@ -0,0 +1,114 @@
+/*
+This file copyright (c) 2004, Zasha Weinberg
+All rights reserved.
+
+Redistribution and use in source and binary forms,
+with or without modification, are permitted
+provided that the following conditions are met:
+
+- Redistributions of source code must retain the
+above copyright notice, this list of conditions
+and the following disclaimer.
+- Redistributions in binary form must reproduce
+the above copyright notice, this list of
+conditions and the following disclaimer in the
+documentation and/or other materials provided
+with the distribution.
+- Neither the name of the University of Washington
+nor the names of its contributors may be used to
+endorse or promote products derived from this
+software without specific prior written permission.
+
+THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS
+AND CONTRIBUTORS "AS IS" AND ANY EXPRESS OR
+IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED
+TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
+FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
+IN NO EVENT SHALL THE COPYRIGHT OWNER OR
+CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT,
+INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+DAMAGES (INCLUDING, BUT NOT LIMITED TO,
+PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS
+OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION)
+HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY,
+WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
+(INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN
+ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN
+IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+*/
+/*
+Defines some handy additions to STL vectors
+*/
+
+// put some sanity checking into std::vector, but only in debug.
+// The 'vector class defined here has been removed
+// Inheritance from STL classes other than exception is
+// not supported, and problematic. All references throughout
+// the package have been changed to std::vector
+
+#ifdef _MSC_VER
+typedef std::_Bvector BOOL_VECTOR;
+#else
+typedef std::vector<bool> BOOL_VECTOR;
+#endif
+class _Bvector : public BOOL_VECTOR {
+public:
+#ifdef _DEBUG
+ inline const_reference operator[](size_type pos) const {
+ assert(pos>=0 && pos<size());
+#ifdef _MSC_VER
+ return ((const BOOL_VECTOR &)(*this))[pos]; // whatever works
+#else
+ return BOOL_VECTOR::operator [] (pos);
+#endif
+ }
+ inline reference operator[](size_type pos) {
+ assert(pos>=0 && pos<size());
+#ifdef _MSC_VER
+ return (*(BOOL_VECTOR *)(this))[pos];
+#else
+ return BOOL_VECTOR::operator [] (pos);
+#endif
+ }
+#endif
+#ifndef _MSC_VER
+ inline void assign(size_type n, bool x) {
+ clear();
+ BOOL_VECTOR::insert(begin(),n,x);
+ }
+ inline void assign(int n, bool x) {
+ assign((size_type)n,x);
+ }
+#endif
+};
+
+template <class T,int MAX_SIZE>
+class FixedArrayWithSize {
+protected:
+ T array[MAX_SIZE];
+ int theSize;
+public:
+ void resize (int _size) {
+ assert(_size<=MAX_SIZE);
+ theSize=_size;
+ }
+ int size (void) const {
+ return theSize;
+ }
+ inline const T& operator [] (int i) const {
+ assert(i>=0 && i<theSize);
+ return array[i];
+ }
+ inline T& operator [] (int i) {
+ assert(i>=0 && i<theSize);
+ return array[i];
+ }
+
+ typedef T *iterator;
+ iterator begin (void) {
+ return array;
+ }
+ iterator end (void) {
+ return array+size();
+ }
+};
diff --git a/scripts/cm_multi2indi.pl b/scripts/cm_multi2indi.pl
new file mode 100644
index 0000000..f839c23
--- /dev/null
+++ b/scripts/cm_multi2indi.pl
@@ -0,0 +1,21 @@
+$cmi = 0;
+while($line = <>) {
+ if($line =~ /^INFERNAL/) {
+ $inf_line = $line;
+ }
+ elsif($line =~ /^NAME\s+(\S+)/) {
+ chomp $line;
+ $new_file = $1 . ".cm";
+ open(OUT, ">" . $new_file);
+ print OUT $inf_line;
+ print OUT $line . "\n";
+ }
+ elsif($line =~ m/^\/\//) {
+ print OUT $line;
+ close(OUT);
+ }
+ else {
+ print OUT $line;
+ }
+}
+
diff --git a/scripts/cmsearch_pp.pl b/scripts/cmsearch_pp.pl
new file mode 100644
index 0000000..ba02df8
--- /dev/null
+++ b/scripts/cmsearch_pp.pl
@@ -0,0 +1,474 @@
+#! /usr/bin/perl
+
+# cmsearch_pp.pl
+# EPN, Sun Dec 17 18:01:06 2006
+#
+# Usage: cmsearch_pp.pl [options] <cmsearch output file> <id for output files>
+#
+# Parses cmsearch output and optionally extracts subseqs from the database
+# searched.
+#
+# Also prints out GLBF format:
+# GLBF format is just like GLF format but with bounds of hits
+# <seq name> <score> <start posn> <end posn> <orientation 0 (forward) of 1 (reverse)>
+# Score is either E-value (if cmsearch was run with stats enabled), else it's bit score
+# Order is sorted by sequence position.
+#
+# Options from :
+# -X <f> : extract hit subseqs from database in <f>
+# -E <x> : use E values [default], sets max E-val to keep as <x> [df = 10]
+# -B <x> : use bit scores, sets min score to keep as <x>
+# -A <x> : sort all hits across CMs [default: sort hits for each CM]
+# -Q <x> : print top <x> hits per query
+# -T <x> : print top <x> hits per target
+# -P <x> : print top <x> hits in each target per query
+
+require "sre.pl";
+use constant FASTA_LINE_LENGTH => 50;
+use Getopt::Std;
+use infernal;
+
+$use_evalues = 1;
+$use_bitscores = 0;
+$e_cutoff = 10;
+$b_cutoff = 0.0;
+$sort_scores = 1;
+$sort_all_scores = 0;
+$do_extract = 0;
+$do_overlap = 0;
+$do_top_query = 0;
+$do_top_target = 0;
+
+getopts('E:B:X:AR:Q:T:P:');
+if (defined $opt_X) { $do_extract = 1; $db_file = $opt_X; }
+if (defined $opt_E) { $e_cutoff = $opt_E; }
+if (defined $opt_B) { $b_cutoff = $opt_B; $use_evalues = 0; $use_bitscores = 1; }
+if (defined $opt_A) { $sort_all_scores = 1; }
+if (defined $opt_R) { $remove_overlaps = 1; $overlap_fraction = $opt_R; }
+if (defined $opt_Q) { $do_top_query = 1; $ntop_query = $opt_Q; }
+if (defined $opt_T) { $do_top_target = 1; $ntop_target= $opt_T; }
+if (defined $opt_P) { $do_top_target_per_query = 1; $ntop_target_per_query = $opt_P; }
+
+$usage = "Usage: perl cmsearch_pp.pl\n\t<cmsearch output file>\n\t<output file (ONLY if -X enabled)>\n";
+$options_usage = "\nOptions:\n\t";
+$options_usage .= "-X <f> : extract hit subseqs from database in <f> using 'sfetch'\n\t";
+$options_usage .= "-E <x> : use E values [default], sets max E-val to keep as <x> [df= 10]\n\t";
+$options_usage .= "-B <x> : use bit scores, sets min score to keep as <x>\n\t";
+$options_usage .= "-A : sort all hits across CMs [default: sort hits for each CM]\n\t";
+$options_usage .= "-R <x> : remove overlapping hits of <x> fraction (0: no overlap allowed)\n\t";
+$options_usage .= "-Q <x> : print top <x> hits per query\n\t";
+$options_usage .= "-T <x> : print top <x> hits per target\n\n";
+$options_usage .= "-P <x> : print top <x> hits per target\n\n";
+# -T <x> : print top <x> hits per target
+
+if(scalar(@ARGV) == 2)
+{
+ if(!($do_extract))
+ {
+ print $usage;
+ print $options_usage;
+ exit();
+ }
+ ($cmsearch_output, $extract_out) = @ARGV;
+}
+elsif(scalar(@ARGV) == 1)
+{
+ if($do_extract)
+ {
+ print $usage;
+ print $options_usage;
+ exit();
+ }
+ ($cmsearch_output) = $ARGV[0];
+}
+else
+{
+ print $usage;
+ print $options_usage;
+ exit();
+}
+if($do_extract)
+{
+ if(! (-e "$db_file")) { die("ERROR, -X $db_file enabled but $db_file does not exist.\n") };
+}
+
+open(IN, $cmsearch_output);
+$output = join("",<IN>);
+close(IN);
+&infernal::ParseINFERNAL($output);
+
+$orient_char[0] = "+";
+$orient_char[1] = "-";
+$char2orient_H{"+"} = 0;
+$char2orient_H{"-"} = 1;
+
+# First determine if infernal was run with or without E-values
+$at_least_one_hit = 0;
+for($c = 0; $c < $infernal::ncm; $c++)
+{
+ if($infernal::nhit[$c] > 0)
+ {
+ $at_least_one_hit = 1;
+ if (exists($infernal::hitevalue[$c][0]))
+ {
+ $has_evalues = 1;
+ }
+ else
+ {
+ $has_evalues = 0;
+ }
+ last;
+ }
+}
+if(!($at_least_one_hit))
+{
+ die("No hits found in $cmsearch_output. Exiting.\n");
+}
+if($use_evalues && (!$has_evalues))
+{
+ die("ERROR, trying to use E-values but none reported.\n");
+}
+
+# Get all scores
+if($use_evalues)
+{
+ for ($c = 0; $c < $infernal::ncm; $c++)
+ {
+ for ($i = 0; $i < $infernal::nhit[$c]; $i++)
+ {
+ $all_key = "$c:$i";
+ $all_sc_H{$all_key} = $infernal::hitevalue[$c][$i];
+ $sc_AH[$c]{$i} = $infernal::hitevalue[$c][$i];
+ }
+ if(!($sort_all_scores))
+ {
+ @{$sorted_i_AA[$c]} = sort { $sc_AH[$c]{$a} <=> $sc_AH[$c]{$b} } (keys (%{$sc_AH[$c]}));
+ }
+ }
+ if($sort_all_scores)
+ {
+ @sorted_c_i_A = sort { $all_sc_H{$a} <=> $all_sc_H{$b} } (keys (%all_sc_H));
+ }
+}
+else #use bit scores
+{
+ for ($c = 0; $c < $infernal::ncm; $c++)
+ {
+ for ($i = 0; $i < $infernal::nhit[$c]; $i++)
+ {
+ $all_key = "$c:$i";
+ $all_sc_H{$all_key} = $infernal::hitbitscore[$c][$i];
+ $sc_AH[$c]{$i} = $infernal::hitbitscore[$c][$i];
+ }
+ if(!($sort_all_scores))
+ {
+ @{$sorted_i_AA[$c]} = sort { $sc_AH[$c]{$b} <=> $sc_AH[$c]{$a} } (keys (%{$sc_AH[$c]}));
+ }
+ }
+ if($sort_all_scores)
+ {
+ @sorted_ci_A = sort { $all_sc_H{$b} <=> $all_sc_H{$a} } (keys (%all_sc_H));
+ }
+}
+# print out info about hits above threshold
+if(!($sort_all_scores)) # build @sorted_ci_A by concatenating sorted list for each CM
+{
+ @sorted_ci_A = ();
+ for ($c = 0; $c < $infernal::ncm; $c++)
+ {
+ for ($j = 0; $j < scalar(@{$sorted_i_AA[$c]}); $j++)
+ {
+ $i = $sorted_i_AA[$c][$j];
+ push(@sorted_ci_A, ($c. ":" . $i));
+ }
+ }
+}
+$prev_c = 0;
+if($use_evalues) { $sctype = "E"; }
+else { $sctype = "B"; }
+for($x = 0; $x < scalar(@sorted_ci_A); $x++)
+{
+ $print_lines_A[$x] = 1; #this will be changed to 0 if we're removing overlaps
+ #and determine this line to be have a better scoring
+ #overlap
+
+ ($c, $i) = split(":", $sorted_ci_A[$x]);
+
+ if ((($use_bitscores) && $infernal::hitbitscore[$c][$i] > $b_cutoff) ||
+ (($use_evalues) && $infernal::hitevalue[$c][$i] < $e_cutoff))
+ {
+ $gc_content = $infernal::hitgccontent[$c][$i];
+ #printf("%-24s %-6f\n", $infernal::targname[$i], $infernal::seqbitscore{$infernal::targname[$i]});
+ if($infernal::hitsqfrom[$c][$i] > $infernal::hitsqto[$c][$i])
+ {
+ #hit to reverse strand of query
+ $orient = 1;
+ $start = $infernal::hitsqto[$c][$i];
+ $end = $infernal::hitsqfrom[$c][$i];
+ }
+ else
+ {
+ $orient = 0;
+ $start = $infernal::hitsqfrom[$c][$i];
+ $end = $infernal::hitsqto[$c][$i];
+ }
+ $cm = $infernal::cm[$c];
+ $targname = $infernal::targname_byhit[$c][$i];
+ if(!(exists($all_targets_H{$targname}))) { $all_targets_H{$targname} = 1; }
+ if($use_evalues) { $sc = $infernal::hitevalue[$c][$i]; }
+ else { $sc = $infernal::hitbitscore[$c][$i]; }
+ if($remove_overlaps)
+ {
+ $start_key = $start . "." . $c; # CM #3 hit starts at 124 will be 124.3
+ push(@{$targ_starts_AH[$orient]{$targname}}, $start_key);
+ $targ_ends_AHH[$orient]{$targname}{$start_key} = $end;
+ $targ_scores_AHH[$orient]{$targname}{$start_key} = $sc;
+ $targ_x_AHH[$orient]{$targname}{$start_key} = $x;
+ }
+ if($cm =~ m/\w/)
+ {
+ $out_lines_A[$x] = sprintf("%-24s %-24s %12.7f %9d %9d %s (GC=%2d)\n", $cm, $targname, $sc, $start, $end, $orient_char[$orient], $gc_content);
+ $cm .= "|";
+ if($do_top_query) { $cm_for_out_lines_A[$x] = $cm; }
+ if($do_top_target){ $target_for_out_lines_A[$x] = $targname;}
+ if($do_top_target_per_query) { $cm_target_for_out_lines_A[$x] = $cm . "." . $targname; }
+ }
+ else
+ {
+ $out_lines_A[$x] = sprintf("%-24s %12.7f %9d %9d %s (GC=%2d)\n", $targname, $sc, $start, $end, $orient_char[$orient], $gc_content);
+ if($do_top_query) { $cm_for_out_lines_A[$x] = "ONLYONE";}
+ if($do_top_target){ $target_for_out_lines_A[$x] = $targname; }
+ if($do_top_target_per_query) { $cm_target_for_out_lines_A[$x] = "ONLYONE." . $targname; }
+ }
+ if($do_extract)
+ {
+ $sfetch_lines_A[$x] = $targname . ":" . $start . ":" . $end . ":" . $orient . ":" .
+ $cm . $targname . "|" . $start . "-" . $end . "|" . $orient . "|" . $gc_content . "|" . $sctype. $sc;
+ }
+ }
+ else
+ {
+ $print_lines_A[$x] = 0;
+ }
+}
+
+# remove overlaps
+if($remove_overlaps)
+{
+ @all_targets_A = keys(%all_targets_H);
+ $nall_targets = scalar(@all_targets_A);
+ for($t = 0; $t < $nall_targets; $t++)
+ {
+ for($orient = 0 ; $orient <= 1; $orient++)
+ {
+ $targname = $all_targets_A[$t];
+ #printf("checking target: $targname orient $orient\n");
+ @sorted_starts = sort {$a <=> $b} @{$targ_starts_AH[$orient]{$targname}};
+ for($s = 0; $s < (scalar(@sorted_starts) -1); $s++)
+ {
+ $start = $sorted_starts[$s];
+ $real_start = $start;
+ $real_start =~ s/\.(\d+)$//;
+ $end = $targ_ends_AHH[$orient]{$targname}{$start};
+ $sc = $targ_scores_AHH[$orient]{$targname}{$start};
+ $x = $targ_x_AHH[$orient]{$targname}{$start};
+
+ $ns = $s+1;
+ #printf("end: $end, next_start: %d\n", $sorted_starts[$ns]);
+ while($sorted_starts[$ns] < ($end+1)) #remember $start and $nstart
+ #have "\.<cm num>" appended at end
+ {
+ $nstart = $sorted_starts[($ns)];
+ $real_nstart = $nstart;
+ $real_nstart =~ s/\.(\d+)$//;
+ $nend = $targ_ends_AHH[$orient]{$targname}{$nstart};
+ $nsc = $targ_scores_AHH[$orient]{$targname}{$nstart};
+ $nx = $targ_x_AHH[$orient]{$targname}{$nstart};
+
+ $too_much_overlap = overlap($real_start, $end, $real_nstart, $nend,
+ $overlap_fraction);
+ if($too_much_overlap)
+ {
+ if($use_evalues && ($sc < $nsc)) # remove $ns
+ { $print_lines_A[$nx] = 0; }
+ elsif($use_evalues) # remove $s
+ { $print_lines_A[$x] = 0; last; }
+ elsif($use_bitscores && ($sc >= $nsc)) #remove $ns
+ { $print_lines_A[$nx] = 0; }
+ elsif($use_bitscores) #remove $s
+ { $print_lines_A[$x] = 0; last; }
+ }
+ $ns++;
+ if($ns == scalar(@sorted_starts)) { last; }
+ }
+ }
+ }
+ }
+}
+# print output, from which overlapping hits may have been removed (if $remove_overlaps)
+$prev_c = 0;
+for($x = 0; $x < scalar(@sorted_ci_A); $x++)
+{
+ ($c, $i) = split(":", $sorted_ci_A[$x]);
+ if((!($sort_all_scores)) && ($prev_c != $c)) { printf("\n"); }
+ $prev_c = $c;
+ if($print_lines_A[$x])
+ {
+ $print_flag = 1;
+ if($do_top_query)
+ {
+ if(($printed_per_cm_H{$cm_for_out_lines_A[$x]}++) >= $ntop_query)
+ {
+ $print_flag = 0;
+ }
+ }
+ if($do_top_target)
+ {
+ if(($printed_per_target_H{$target_for_out_lines_A[$x]}++) >= $ntop_target)
+ {
+ $print_flag = 0;
+ }
+ }
+ if($do_top_target_per_query)
+ {
+ if(($printed_per_cm_per_target_HH{$cm_target_for_out_lines_A[$x]}++) >= $ntop_target_per_query)
+ {
+ $print_flag = 0;
+ }
+ }
+ if($print_flag) { printf $out_lines_A[$x]; }
+ }
+}
+
+###############################################################################
+# Optionally, extract the hits (after possibly removing overlaps) from the db #
+###############################################################################
+if($do_extract)
+{
+ @sys_sfetch_lines_A = ();
+ @sys_rm_lines_A = ();
+ for($x = 0; $x < scalar(@sorted_ci_A); $x++)
+ {
+ if($print_lines_A[$x])
+ {
+ $sfetch_line = $sfetch_lines_A[$x];
+ open(OUT, ">" . $extract_out);
+ close(OUT);
+ ($seq, $start, $end, $orient, $extra) = split(":", $sfetch_line);
+
+ $extra =~ s/\|/\\\|/g;
+ $extra =~ s/\-/\\\-/g;
+ $tmp = &tempname(); # requires sre.pl
+
+ if($extra ne "")
+ {
+ $sfetch_com = "sfetch -f $start -t $end -F fasta -r $extra -d $db_file $seq > $tmp";
+ }
+ else
+ {
+ $sfetch_com = "sfetch -f $start -t $end -F fasta -d $db_file $seq > $tmp";
+ }
+ if($orient == 1)
+ {
+ #set up revcomp calls
+ $tmp2 = &tempname(); # requires sre.pl
+ $revcomp_com = "revcomp $tmp > $tmp2";
+ $cat_com = "cat $tmp2 >> $extract_out";
+ $rm_com = "rm $tmp2";
+ push(@sys_sfetch_lines_A, $sfetch_com);
+ push(@sys_sfetch_lines_A, $revcomp_com);
+ push(@sys_sfetch_lines_A, $cat_com);
+ push(@sys_sfetch_lines_A, $rm_com);
+ }
+ else
+ {
+ $cat_com = "cat $tmp >> $extract_out";
+ $rm_com = "rm $tmp";
+ push(@sys_sfetch_lines_A, $sfetch_com);
+ push(@sys_sfetch_lines_A, $cat_com);
+ push(@sys_sfetch_lines_A, $rm_com);
+ }
+ }
+ }
+ #open(OUT, ">" . temp);
+ foreach $line (@sys_sfetch_lines_A)
+ {
+ #print OUT ("$line\n");
+ system("$line");
+ }
+ #close(OUT);
+}
+
+#################################################################
+# subroutine : overlap
+#
+# EPN 09.15.05
+#
+# purpose : Determine if one hit overlaps significantly with a given
+# region by more than $min_overlap_fract.
+#
+# args : (1) $begin1
+# begin position of region 1
+# (2) $end1
+# end of region 1
+# (3) $begin2
+# begin position of region 2
+# (4) $end2
+# end position of region 2
+# (5) $min_overlap_fract
+# to return TRUE (1) the overlap between region 1 and 2
+# must be > $min_overlap_fract * len(min(len(region1), len(region2))
+#################################################################
+sub overlap
+{
+ if(scalar(@_) != 5)
+ {
+ die "ERROR in overlap, exactly 5 arguments expected.\n";
+ }
+
+ my($begin1, $end1, $begin2, $end2, $min_overlap_fract) = @_;
+ my $overlap = 0;
+ my $overlap_fract = 0;
+ #four mutually exclusive possibilities of actual overlap
+ if(($begin2 <= $begin1) && ($end2 >= $end1))
+ {
+ $overlap = $end1 - $begin1 + 1;
+ }
+ elsif(($begin2 > $begin) && ($end2 >= $end))
+ {
+ $overlap = $end1 - $begin2 + 1;
+ }
+ elsif(($begin2 <= $begin1) && ($end2 < $end1))
+ {
+ $overlap = $end2 - $begin1 + 1;
+ }
+ elsif(($begin2 > $begin1) && ($end2 < $end1))
+ {
+ $overlap = $end2 - $begin2 + 1;
+ }
+ $len1 = $end1-$begin1+1;
+ $len2 = $end2-$begin2+1;
+ $min_len = $len1;
+ if($len2 < $len1) { $min_len = $len2; }
+ $overlap_fract = $overlap / $min_len;
+ if($overlap_fract > $min_overlap_fract)
+ {
+ #printf("returning 1, overlap_fract: $overlap_fract\n");
+ return 1;
+ }
+ #printf("returning 0, overlap_fract: $overlap_fract\n");
+ return 0;
+}
+#################################################################
+
+
+
+
+
+
+
+
+
+
+
+
diff --git a/scripts/stk2rf_cc_stk.pl b/scripts/stk2rf_cc_stk.pl
new file mode 100644
index 0000000..19f6003
--- /dev/null
+++ b/scripts/stk2rf_cc_stk.pl
@@ -0,0 +1,587 @@
+#!/usr/bin/perl
+#
+#
+# Eric Nawrocki
+# EPN, Wed Feb 7 09:54:12 2007
+#
+# stk2rf_cc_stk.pl Given a stockholm (.stk) alignment file and a gap threshold.
+# add a #=GR RF line with x's and .'s with a x at each position
+# with less than the gap threshold gaps. Also mark the consensus
+# position of each column with #=GR COL lines (as many as nec
+# to annotate all columns, for example if there's 100 columns
+# we need 3 #=GR lines for each column.)
+#
+# Subroutines copied from M_seq.pm and M_gen.pm.
+#
+#
+# General Strategy
+#
+# (A) Read in original stk alignment file
+# (B) Determine number of gaps in each column
+# (C) Create and print new stockholm file
+use constant DEFAULT_LINE_LENGTH => 75;
+use constant SPECIAL_LINE_LENGTH => 75;
+use constant STK_LINE_LENGTH => 50;
+
+$usage = "perl stk2rf_stk.pl <stk file> <gap threshold> <output stk file name>\n";
+
+if(@ARGV != 3)
+{
+ die $usage;
+}
+
+($in_file, $gap_thresh, $out_file) = @ARGV;
+
+#####################################################################
+# (A) Read in original stk alignment file
+#####################################################################
+%full_seq_hash = ();
+%bp_hash = ();
+
+#get a seq_hash and bp_hash (which is unused) from the alignment
+read_stk_all_markup_as_seqs($in_file, \%full_seq_hash, 1);
+%seq_hash = ();
+foreach $key (keys(%full_seq_hash))
+{
+ if($key !~ m/^\#/)
+ {
+ $seq_hash{$key} = $full_seq_hash{$key};
+ }
+}
+
+#first get the columns into a manageable data structure
+ at cols_arr;
+get_cols_from_aln(\%seq_hash, \@cols_arr);
+
+#determine which columns have gaps above the threshold
+ at gap_status;
+characterize_aln_cols_gap_thresh(\@cols_arr, \@gap_status, $gap_thresh);
+
+$rf_string = "";
+$cc = 1;
+for($i = 1; $i < scalar(@gap_status); $i++)
+{
+ #printf("gap_status: $i $gap_status[$i]\n");
+ if($gap_status[$i] == 0)
+ {
+ $rf_string .= ".";
+ $cons_col_A[$i] = 0;
+ }
+ else
+ {
+ $rf_string .= "x";
+ $cons_col_A[$i] = $cc++;
+ }
+}
+#printf("rf string: $rf_string\n");
+$full_seq_hash{"#=GC RF"} = $rf_string;
+#Now create the '#=GC COL' markup
+$tmp_cc = $cc;
+$ndigits = 1;
+while($tmp_cc > 10)
+{
+ $tmp_cc = int($tmp_cc / 10);
+ $ndigits++;
+}
+for($i = 1; $i <= $ndigits; $i++)
+{
+ $new_key = "#=GC COL ";
+ for($j = 1; $j < $i; $j++)
+ {
+ $new_key .= "x";
+ }
+ $new_key .= "A";
+ for($j = $ndigits; $j > $i; $j--)
+ {
+ $new_key .= "x";
+ }
+ $new_markup = "";
+
+ $nzeroes = $ndigits - $i;
+ $denominator = 1;
+ for($x = 1; $x <= $nzeroes; $x++)
+ {
+ $denominator *= 10;
+ }
+ for($x = 1; $x < scalar(@gap_status); $x++)
+ {
+ if($cons_col_A[$x] != 0)
+ {
+ $curr_val = int($cons_col_A[$x] / $denominator);
+ $curr_char= substr($curr_val, -1, 1);
+ #printf("cc: $cons_col_A[$x] denom: $denominator curr_val: $curr_val, curr_char: $curr_char\n");
+
+ $new_markup .= $curr_char
+ }
+ else
+ {
+ $new_markup .= ".";
+ }
+ }
+ $full_seq_hash{$new_key} = $new_markup;
+}
+
+print_stk_no_struct(\%full_seq_hash, $out_file, "Same aln as $in_file, RF line deduced with gap threshold of $gap_thresh. COL lines denote consensus column positions.");
+
+print_out_file_notice($out_file, "Same alignment as $in_file with a RF line added deduced using a gap threshold of $gap_thresh. COL lines denote consensus column postions.");
+
+#################################################################################
+#SUBROUTINES: copied from perl modules
+#################################################################################
+
+
+#################################################################
+# subroutine : read_stk_all_markup_as_seqs
+# sub class : sequence
+#
+# EPN 06.13.05
+#
+# purpose : Open, read, and store the information in a given
+# .stk (stockholm format) file. Treat all markup
+# #=GR and #=GC lines as individual sequences, that is
+# give them each
+# their own value in the seq hash. (For example :
+# #=GC SS_cons lines would be stored in the hash
+# key "#=GC SS_cons" where the value would be the
+# secondary structure sequence.
+#
+# args : (1) $in_file
+# name of .stk file in current directory
+# (2) $seq_hash_ref
+# reference to the hash that will contain the sequence
+# information. Name of each seq will be used as key for
+# each sequence, sequence is value.
+#################################################################
+sub read_stk_all_markup_as_seqs
+{
+ ($in_file, $seq_hash_ref) = @_;
+ open(IN, $in_file);
+
+ #print("in file $in_file\n");
+
+ $line = <IN>;
+ #we don't care about any commented lines except #=
+ # - this is probably not a good
+ #idea at all
+
+ #assumes first line we care about
+ #is a regular (non-markup) sequence line
+ while(($line =~ m/^\#/) || ($line !~ m/\w/))
+ {
+ $line = <IN>;
+ #print("read line $line\n");
+ }
+
+ #get the first seq
+ ($curr_name, $curr_seq) = split(/\s+/, $line);
+ $seq_hash_ref->{$curr_name} .= $curr_seq;
+
+ while($line = <IN>)
+ {
+ if($line =~ m/^\w/)
+ {
+ #regular (non-markup) sequence line
+ ($curr_name, $curr_seq) = split(/\s+/, $line);
+ $seq_hash_ref->{$curr_name} .= $curr_seq;
+ }
+ elsif($line =~ m/^\#=GR/)
+ {
+ #GR markup line
+ ($GR, $curr_name, $curr_markup, $curr_seq) = split(/\s+/, $line);
+ $curr_key = $GR . " " . $curr_name . " " . $curr_markup;
+ $seq_hash_ref->{$curr_key} .= $curr_seq;
+ }
+ elsif($line =~ m/^\#=GC/)
+ {
+ #GC markup line
+ ($GC, $curr_name, $curr_seq) = split(/\s+/, $line);
+ $curr_key = $GC . " " . $curr_name;
+ $seq_hash_ref->{$curr_key} .= $curr_seq;
+ }
+ }
+ #trim_keys_in_hash($seq_hash_ref, DEFAULT_MAX_SEQ_HEADER_LENGTH);
+ #trim_keys_in_hash($mark_up_seq_hash_of_hash_ref, DEFAULT_MAX_SEQ_HEADER_LENGTH);
+}
+
+################################################################
+# subroutine : get_cols_from_aln
+# sub class : sequence
+#
+# EPN 03.08.05
+#
+# purpose : Given an alignment fill an array with each column
+# of the alignment as an array for the value of that
+# hash and the key is the column of the alignment.
+#
+# args : (1) $seq_aln_hash_ref
+# reference to a hash that is the alignment
+# (2) $cols_arr_ref
+# reference to an array, for which posn[x] will
+# be filled with a string containgin each residue in
+# posn x of the alignment.
+#################################################################
+sub get_cols_from_aln
+{
+ ($seq_aln_hash_ref, $cols_arr_ref) = @_;
+ $aln_length = get_aln_length($seq_aln_hash_ref);
+
+ $cols_arr_ref->[0] = "POSN 0 IS BLANK, SEQ INDEXING STARTS AT 1";
+
+ for($j = 0; $j < $aln_length; $j++)
+ {
+ $position = $j + 1;
+ foreach $header (sort keys(%{$seq_aln_hash_ref}))
+ {
+ $cols_arr_ref->[$position] .=
+ substr($seq_aln_hash_ref->{$header}, $j, 1)
+ }
+ }
+}
+
+#################################################################
+# subroutine : characterize_aln_cols_gap_thresh
+# sub class : sequence
+#
+# EPN 04.30.06
+# (derived from characterize_ae2_gb_aln_cols sub in M_crw.pm)
+#
+# purpose : Given an array of strings that are each a column of
+# an alignment, determine which columns have a fraction
+# of sequences that are gaps above a given threshold.
+# (all non-word characters), and save that info
+# by setting col_status_arr_ref->[i] to 0
+# for column i if gap threshold is EXCEEDED
+#
+# Treats all non-word characters as gaps, so be
+# careful to remove all structure annotations etc.
+# prior to making @cols_arr.
+# args : (1) $cols_arr_ref
+# reference to an array that is the columns of the
+# alignment
+# (2) $col_status_arr_ref
+# reference to an array to be filled with 1s or 0s.
+# Position[i] = 1 if we want to keep that column, 0
+# otherwise.
+# (3) $gap_thresh
+# if the fraction of seqs in col i with gaps exceeds this number
+# set col_status_arr_ref->[i] to 0.
+#################################################################
+sub characterize_aln_cols_gap_thresh
+{
+ my ($cols_arr_ref, $col_status_arr_ref, $gap_thresh) = @_;
+
+ #we index sequences starting from position 1
+ $col_status_arr_ref->[0] = -1;
+
+ for($col_posn = 1; $col_posn < scalar(@{$cols_arr_ref}); $col_posn++)
+ {
+ $has_res = 0;
+ #print("checking column $col_posn\n");
+ $aln_col = $cols_arr_ref->[$col_posn];
+ $orig_len = length($aln_col);
+ #remove gaps (all non-word characters)
+ $aln_col =~ s/\W//g;
+ $nongap_len = length($aln_col);
+ $gap_fract = 1.0 - ($nongap_len / $orig_len);
+ #printf("i: $col_posn | gap_fract: $gap_fract| orig_len: $orig_len | nongap_len: $nongap_len\n");
+ if($gap_fract > $gap_thresh)
+ {
+ $col_status_arr_ref->[$col_posn] = 0;
+ }
+ else
+ {
+ $col_status_arr_ref->[$col_posn] = 1;
+ }
+ }
+}
+
+
+#################################################################
+# subroutine : print_stk_no_struct
+# sub class : sequence
+#
+# EPN 03.03.05
+#
+# purpose : Print a stockholm formatted file with no structure
+#
+# args : (1) $seq_hash_ref
+# reference to a sequence hash
+# (2) $out_file_name
+# name of file to print to
+# (3) $extra_commented_line
+# extra line to be added after the #STOCKHOLM 1.0
+#################################################################
+sub print_stk_no_struct
+{
+ ($seq_hash_ref, $out_file_name, $extra_commented_line) = @_;
+
+ #determine longest header
+ @headers = keys (%{$seq_hash_ref});
+ $max_head_len = get_max_len_string_from_arr(\@headers);
+ $header_len = $max_head_len + 10;
+
+ $max_seq_len = get_max_len_value_string_from_hash($seq_hash_ref);
+
+ open(OUT, ">" . $out_file_name);
+ print OUT "# STOCKHOLM 1.0\n";
+# print OUT "#=GF ?\n";
+ if($extra_commented_line ne "")
+ {
+ $new_line = add_newlines_to_string($extra_commented_line, 0, 0, "#=GF AU ");
+ print OUT $new_line . "\n" . "\n";
+ }
+ else
+ {
+ print OUT "\n";
+ }
+ $index = 0;
+ while($index < $max_seq_len)
+ {
+ @last_lines = ();
+ foreach $key (sort keys (%{$seq_hash_ref}))
+ {
+ #only print it if the key is not a #=GC line
+ if($key =~ m/^\#=GC/)
+ {
+ push(@last_lines, $key);
+ }
+ else
+ {
+ $curr_substr = substr($seq_hash_ref->{$key}, $index, STK_LINE_LENGTH);
+ printf OUT ("%-" . $header_len . "s $curr_substr\n", $key);
+ }
+ }
+ foreach $key (@last_lines)
+ {
+ $curr_substr = substr($seq_hash_ref->{$key}, $index, STK_LINE_LENGTH);
+ printf OUT ("%-" . $header_len . "s $curr_substr\n", $key);
+ }
+ $index += STK_LINE_LENGTH;
+ print OUT ("\n");
+ }
+ print OUT ("//\n");
+ close(OUT);
+}
+#################################################################
+# subroutine : get_aln_length
+# sub class : sequence
+#
+# EPN 03.08.05
+#
+# purpose : Given an alignment determine the length of each
+# sequence in the alignment. If they are not all the
+# same length, die and print an error message. If they
+# are all the same length, return the length.
+#
+# args : (1) $aln_hash_ref
+# reference to a hash that is the alignment
+#################################################################
+sub get_aln_length
+{
+ $aln_hash_ref = $_[0];
+ @sorted_keys = (sort keys %{$aln_hash_ref});
+ $aln_length = length($aln_hash_ref->{$sorted_keys[0]});
+
+ #check to make sure all sequences are same length
+ for($i = 1; $i < scalar(@sorted_keys); $i++)
+ {
+ if($aln_length != length($aln_hash_ref->{$sorted_keys[$i]}))
+ {
+ print("ERROR in get_aln_length\n\tnot all sequences in alignment are of the same length\n");
+ print("aln length is $aln_length\n");
+ print("but $sorted_keys[$i] has length " . length($aln_hash_ref->{$sorted_keys[$i]}) . "\n");
+ print("seq is $aln_hash_ref->{$sorted_keys[$i]}\n");
+ die;
+ }
+ }
+ return $aln_length;
+}
+
+#################################################################
+# subroutine : get_max_len_string_from_arr
+# sub class : general
+#
+# EPN 03.03.05
+#
+# purpose : Given an array of strings, return the length of the
+# longest string in the array
+#
+# args : (1) $arr_ref
+# reference to array of strings
+#################################################################
+sub get_max_len_string_from_arr
+{
+ $arr_ref = $_[0];
+
+ $max_len = length($arr_ref->[0]);
+ for($i = 1; $i < scalar(@{$arr_ref}); $i++)
+ {
+ if(length($arr_ref->[$i]) > $max_len)
+ {
+ $max_len = length($arr_ref->[$i]);
+ }
+ }
+ return $max_len;
+}
+
+#################################################################
+# subroutine : get_max_len_value_string_from_hash
+# sub class : general
+#
+# EPN 03.03.05
+#
+# purpose : Given a hash with strings as values, return the length of the
+# longest string of all the values
+#
+# args : (1) $hash_ref
+# reference to hash with strings as values
+#################################################################
+sub get_max_len_value_string_from_hash
+{
+ $hash_ref = $_[0];
+
+ @sorted_keys = sort keys(%{$hash_ref});
+ $max_len = length($hash_ref->{$sorted_keys[0]});
+ for($i = 1; $i < scalar(@sorted_keys); $i++)
+ {
+ if(length($hash_ref->{$sorted_keys[$i]}) > $max_len)
+ {
+ $max_len = length($hash_ref->{$sorted_keys[$i]});
+ }
+ }
+ return $max_len;
+}
+
+#################################################################
+# subroutine : add_newlines_to_string
+# sub class : general
+#
+# EPN 03.03.05
+#
+# purpose : Given a string, create a new string that is identical
+# but has new lines inserted so that the line doesn't wrap
+# when printed to the screen
+#
+# args : (1) $string
+# string to add new lines to
+# (2) $indent_len
+# number of spaces to put in indenting in all rows but first
+# (3) $first_line_length
+# length to remove from first line's length
+# (4) $char_to_start
+# character to put at beginning of each line
+# can be ommitted.
+#################################################################
+sub add_newlines_to_string
+{
+ ($string, $indent_len, $first_line_length, $char_to_start) = @_;
+
+ @string_arr = split(" ", $string);
+ $line_beg = 1;
+ $new_string = $char_to_start;
+ $curr_line_len = $first_line_length;
+ $indent = "";
+ for($i = 0; $i < $indent_len; $i++)
+ {
+ $indent .= " ";
+ }
+
+ foreach $tok (@string_arr)
+ {
+ $tok_len = length($tok);
+ if($tok_len > DEFAULT_LINE_LENGTH)
+ {
+ if($line_beg)
+ {
+ $new_string .= $tok . "\n" . $char_to_start . $indent;
+ $line_beg = 1;
+ $curr_line_len = $indent_len;
+ }
+ else
+ {
+ $new_string .= "\n" . $char_to_start . $indent . $tok . "\n" . $char_to_start . $indent;
+ $line_beg = 1;
+ $curr_line_len = $indent_len;
+ }
+ }
+ elsif(($curr_line_len + $tok_len) > DEFAULT_LINE_LENGTH)
+ {
+ #print("adding \\n\n");
+ #print("tok is $tok\n");
+ #print("curr line len is $curr_line_len\n");
+ #print("tok len is $tok_len\n");
+ #print("indent_len is $indent_len\n");
+ $new_string .= "\n" . $char_to_start . $indent . $tok . " ";
+ $line_beg = 1;
+ $curr_line_len = $indent_len + $tok_len + 1;
+ }
+ else
+ {
+ #print("tok is $tok\n");
+ $new_string .= $tok . " ";
+ $curr_line_len += ($tok_len + 1);
+ #print("curr_line_len now $curr_line_len\n");
+ $line_beg = 0;
+ }
+ }
+ return $new_string;
+}
+
+#################################################################
+# subroutine : print_out_file_notice
+# sub class : general
+#
+# EPN 03.03.05
+#
+# purpose : Print an output file 'notice' to standard output
+# given the name of the output file and a short message
+# describing that output file
+#
+# args : (1) $file_name
+# name of file
+# (2) $description
+# description of file
+#################################################################
+sub print_out_file_notice
+{
+ ($file_name, $description) = @_;
+
+ $char = "*";
+ $spec_line = create_special_line($char, SPECIAL_LINE_LENGTH);
+ print("$spec_line");
+ print(" Output file notice\n");
+ print(" File name : $file_name\n");
+
+ $new_desc = add_newlines_to_string($description, length(" description : "),
+ length(" description : "));
+ print(" description : $new_desc\n");
+ print("$spec_line");
+}
+
+#################################################################
+# subroutine : create_special_line
+# sub class : general
+#
+# EPN 03.03.05
+#
+# purpose : Given a character, return a line that is simply
+# that character repeated $length times
+# followed by a "\n"
+#
+# args : (1) $char
+# special character
+# (2) $length
+# number of times to repeat (1)
+#################################################################
+sub create_special_line
+{
+ ($char, $length) = @_;
+
+ $spec_line = "";
+ for($i = 0; $i < $length; $i++)
+ {
+ $spec_line .= $char;
+ }
+ $spec_line .= "\n";
+ return $spec_line;
+}
diff --git a/src/CP9_hmmio.c b/src/CP9_hmmio.c
new file mode 100644
index 0000000..3680d9d
--- /dev/null
+++ b/src/CP9_hmmio.c
@@ -0,0 +1,996 @@
+/* Reading/writing of CP9 HMMs no longer supported. */
+#if 0
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* CP9_hmmio.c
+ * EPN
+ *
+ * Input/output of CM plan 9 HMMs.
+ *
+ * All following notes and functions are from HMMER 2.4's hmmio.c
+ * with necessary changes for the CM plan 9 architecture. Some
+ * functions from hmmio.c are omitted.
+ *
+ * These functions are currently never used as the ability to
+ * output and input CM Plan 9 HMMs was abandoned. Currently,
+ * they're built in cmsearch or cmbuild directly from the CM
+ * fast enough that I don't think it's worth inputting them
+ * (it takes on the order of hundredths of seconds to build
+ * an SSU CP9 HMM). These functions did work at one point though,
+ * before abandonment. Kept here for reference.
+ *
+ ************************************************************
+ * NOTES FROM hmmio.c:
+ * As of HMMER 2.0, HMMs are saved by default in a tabular ASCII format
+ * as log-odds or log probabilities scaled to an integer. A binary save
+ * file format is also available which is faster to access (a
+ * consideration which might be important for HMM library applications).
+ * HMMs can be concatenated into HMM libraries.
+ *
+ * A comment on loss of accuracy. Storing a number as a scaled log
+ * probability guarantees us an error of about 0.035% or
+ * less in the retrieved probability. We are relatively invulnerable
+ * to the truncation errors which HMMER 1.8 was vulnerable to.
+ *
+ * Magic numbers (both for the ASCII and binary save formats) are used
+ * to label save files with a major version number. This simplifies the task of
+ * backwards compatibility as new versions of the program are created.
+ * Reverse but not forward compatibility is guaranteed. I.e. HMMER 2.0
+ * can read `1.7' save files, but not vice versa. Note that the major
+ * version number in the save files is NOT the version of the software
+ * that generated it; rather, the number of the last major version in which
+ * save format changed.
+ *
+ ******************************************************************
+ *
+ * The CM Plan 9 HMM input API:
+ *
+ * CP9HMMFILE *hmmfp;
+ * char *hmmfile;
+ * struct cplan9_s *hmm;
+ * char env[] = "HMMERDB"; (a la BLASTDB)
+ *
+ * hmmfp = CP9_HMMFileOpen(hmmfile, env) NULL on failure
+ * while (CP9_HMMFileRead(hmmfp, &hmm)) 0 if no more HMMs
+ * if (hmm == NULL) Die(); NULL on file parse failure
+ * whatever;
+ * FreeHMM(hmm);
+ * }
+ * CP9_HMMFileClose(hmmfp);
+ *
+ *****************************************************************
+ *
+ * The HMM output API:
+ *
+ * FILE *ofp;
+ * struct cplan9_s *hmm;
+ *
+ * CP9_WriteAscHMM(ofp, hmm); to write/append an HMM to open file
+ * or CP9_WriteBinHMM(ofp, hmm); to write/append binary format HMM to open file
+ *
+ *****************************************************************
+ *
+ * V1.0: original implementation
+ * V1.1: regularizers removed from model structure
+ * V1.7: ref and cs annotation lines added from alignment, one
+ * char per match state 1..M
+ * V1.9: null model and name added to HMM structure. ASCII format changed
+ * to compact tabular one.
+ * V2.0: Plan7. Essentially complete rewrite.
+ */
+
+#include "squidconf.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <time.h>
+#include <unistd.h> /* to get SEEK_CUR definition on silly Suns */
+
+#include "squid.h"
+#include "funcs.h"
+#include "structs.h"
+#include "ssi.h"
+#include "cplan9.h"
+
+/* Magic numbers identifying binary formats.
+ */
+static unsigned int vCP9magic = 0xe8ededb6; /* V2.0 binary: "hmm6" + 0x80808080 */
+static unsigned int vCP9swap = 0xb6edede8; /* V2.0 binary, byteswapped */
+
+/* Old HMMER 1.x file formats.
+ */
+#define HMMER1_0B 1 /* binary HMMER 1.0 */
+#define HMMER1_0F 2 /* flat ascii HMMER 1.0 */
+#define HMMER1_1B 3 /* binary HMMER 1.1 */
+#define HMMER1_1F 4 /* flat ascii HMMER 1.1 */
+#define HMMER1_7B 5 /* binary HMMER 1.7 */
+#define HMMER1_7F 6 /* flat ascii HMMER 1.7 */
+#define HMMER1_9B 7 /* HMMER 1.9 binary */
+#define HMMER1_9F 8 /* HMMER 1.9 flat ascii */
+
+static int CP9_read_asc_hmm(CP9HMMFILE *hmmfp, struct cplan9_s **ret_hmm);
+static int CP9_read_bin_hmm(CP9HMMFILE *hmmfp, struct cplan9_s **ret_hmm);
+
+static void byteswap(char *swap, int nbytes);
+static char *prob2ascii(float p, float null);
+static float ascii2prob(char *s, float null);
+static void write_bin_string(FILE *fp, char *s);
+static int read_bin_string(FILE *fp, int doswap, char **ret_s);
+static void multiline(FILE *fp, char *pfx, char *s);
+
+/*****************************************************************
+ * HMM input API functions:
+ * HMMFileOpen()
+ * HMMFileRead()
+ * HMMFileClose()
+ * HMMFileRewind()
+ *****************************************************************/
+
+/* Function: CP9_HMMFileOpen()
+ *
+ * Purpose: Open an HMM file for reading. The file may be either
+ * an index for a library of HMMs, or an HMM.
+ *
+ * Args: hmmfile - name of file
+ * env - NULL, or environment variable for HMM database.
+ *
+ * Return: Valid HMMFILE *, or NULL on failure.
+ */
+CP9HMMFILE *
+CP9_HMMFileOpen(char *hmmfile, char *env)
+{
+ CP9HMMFILE *hmmfp;
+ unsigned int magic;
+ char buf[512];
+ char *ssifile;
+ char *dir; /* dir name in which HMM file was found */
+ int status;
+
+ hmmfp = (CP9HMMFILE *) MallocOrDie (sizeof(CP9HMMFILE));
+ hmmfp->f = NULL;
+ hmmfp->parser = NULL;
+ hmmfp->is_binary = FALSE;
+ hmmfp->byteswap = FALSE;
+ hmmfp->is_seekable= TRUE; /* always; right now, an HMM must always be in a file. */
+
+ /* Open the file. Look in current directory.
+ * If that doesn't work, check environment var for
+ * a second possible directory (usually the location
+ * of a system-wide HMM library).
+ * Using dir name if necessary, construct correct SSI file name.
+ */
+ hmmfp->f = NULL;
+ hmmfp->ssi = NULL;
+ if ((hmmfp->f = fopen(hmmfile, "r")) != NULL)
+ {
+ ssifile = MallocOrDie(sizeof(char) * (strlen(hmmfile) + 5));
+ sprintf(ssifile, "%s.ssi", hmmfile);
+
+ if ((hmmfp->mode = SSIRecommendMode(hmmfile)) == -1)
+ Die("SSIRecommendMode() failed");
+ }
+ else if ((hmmfp->f = EnvFileOpen(hmmfile, env, &dir)) != NULL)
+ {
+ char *full;
+ full = FileConcat(dir, hmmfile);
+
+ ssifile = MallocOrDie(sizeof(char) * (strlen(full) + strlen(hmmfile) + 5));
+ sprintf(ssifile, "%s.ssi", full);
+
+ if ((hmmfp->mode = SSIRecommendMode(full)) == -1)
+ Die("SSIRecommendMode() failed");
+
+ free(full);
+ free(dir);
+ }
+ else return NULL;
+
+ /* Open the SSI index file. If it doesn't exist, or it's corrupt, or
+ * some error happens, hmmfp->ssi stays NULL.
+ */
+ SQD_DPRINTF1(("Opening ssifile %s...\n", ssifile));
+ SSIOpen(ssifile, &(hmmfp->ssi));
+ free(ssifile);
+
+ /* Initialize the disk offset stuff.
+ */
+ status = SSIGetFilePosition(hmmfp->f, hmmfp->mode, &(hmmfp->offset));
+ if (status != 0) Die("SSIGetFilePosition() failed");
+
+ /* Check for binary or byteswapped binary format
+ * by peeking at first 4 bytes.
+ */
+ if (! fread((char *) &magic, sizeof(unsigned int), 1, hmmfp->f)) {
+ CP9_HMMFileClose(hmmfp);
+ return NULL;
+ }
+ rewind(hmmfp->f);
+
+ if (magic == vCP9magic) {
+ hmmfp->parser = CP9_read_bin_hmm;
+ hmmfp->is_binary = TRUE;
+ return hmmfp;
+ }
+ else if (magic == vCP9swap) {
+ SQD_DPRINTF1(("Opened an Infernal CP9 HMM binary file [byteswapped]\n"));
+ hmmfp->parser = CP9_read_bin_hmm;
+ hmmfp->is_binary = TRUE;
+ hmmfp->byteswap = TRUE;
+ return hmmfp;
+ }
+ /* else we fall thru; it may be an ASCII file. */
+
+ /* If magic looks binary but we don't recognize it, choke and die.
+ */
+ if (magic & 0x80000000) {
+ Warn("\
+%s appears to be a binary but not a CM plan 9 format that we recognize\n\
+It may be from HMMER,\n\
+or may be a different kind of binary altogether.\n", hmmfile);
+ CP9_HMMFileClose(hmmfp);
+ return NULL;
+ }
+
+ /* Check for ASCII format by peeking at first word.
+ */
+ if (fgets(buf, 512, hmmfp->f) == NULL) {
+ CP9_HMMFileClose(hmmfp);
+ return NULL;
+ }
+ rewind(hmmfp->f);
+
+ if (strncmp("INFERNAL-1", buf, 10) == 0) {
+ hmmfp->parser = CP9_read_asc_hmm;
+ return hmmfp;
+ }
+
+ /* If we haven't recognized it yet, it's bogus.
+ */
+ CP9_HMMFileClose(hmmfp);
+ return NULL;
+}
+int
+CP9_HMMFileRead(CP9HMMFILE *hmmfp, struct cplan9_s **ret_hmm)
+{
+ int status;
+ /* Set the disk position marker. */
+ if (hmmfp->is_seekable) {
+ status = SSIGetFilePosition(hmmfp->f, hmmfp->mode, &(hmmfp->offset));
+ if (status != 0) Die("SSIGetFilePosition() failed");
+ }
+ /* Parse the HMM and return it. */
+ return (*hmmfp->parser)(hmmfp, ret_hmm);
+}
+void
+CP9_HMMFileClose(CP9HMMFILE *hmmfp)
+{
+ if (hmmfp->f != NULL) fclose(hmmfp->f);
+ if (hmmfp->ssi != NULL) SSIClose(hmmfp->ssi);
+ free(hmmfp);
+}
+void
+CP9_HMMFileRewind(CP9HMMFILE *hmmfp)
+{
+ rewind(hmmfp->f);
+}
+int
+CP9_HMMFilePositionByName(CP9HMMFILE *hmmfp, char *name)
+{
+ SSIOFFSET offset; /* offset in hmmfile, from SSI */
+ int fh; /* ignored. */
+
+ if (hmmfp->ssi == NULL) return 0;
+ if (SSIGetOffsetByName(hmmfp->ssi, name, &fh, &offset) != 0) return 0;
+ if (SSISetFilePosition(hmmfp->f, &offset) != 0) return 0;
+ return 1;
+}
+int
+CP9_HMMFilePositionByIndex(CP9HMMFILE *hmmfp, int idx)
+{ /* idx runs from 0..nhmm-1 */
+ int fh; /* file handle is ignored; only one HMM file */
+ SSIOFFSET offset; /* file position of HMM */
+
+ if (hmmfp->ssi == NULL) return 0;
+ if (SSIGetOffsetByNumber(hmmfp->ssi, idx, &fh, &offset) != 0) return 0;
+ if (SSISetFilePosition(hmmfp->f, &offset) != 0) return 0;
+ return 1;
+}
+
+/*****************************************************************
+ * CP9 HMM output API:
+ * CP9_WriteAscHMM()
+ * CP9_WriteBinHMM()
+ *
+ *****************************************************************/
+
+/* Function: CP9_WriteAscHMM()
+ *
+ * Purpose: Save an HMM in flat text ASCII format.
+ *
+ * Args: fp - open file for writing
+ * hmm - HMM to save
+ */
+void
+CP9_WriteAscHMM(FILE *fp, struct cplan9_s *hmm)
+{
+ int k; /* counter for nodes */
+ int x; /* counter for symbols */
+ int ts; /* counter for state transitions */
+
+ fprintf(fp, "INFERNAL-1 [%s]\n", PACKAGE_VERSION);
+
+ /* write header information
+ */
+ fprintf(fp, "NAME %s\n", hmm->name);
+ if (hmm->flags & CPLAN9_ACC)
+ fprintf(fp, "ACC %s\n", hmm->acc);
+ if (hmm->flags & CPLAN9_DESC)
+ fprintf(fp, "DESC %s\n", hmm->desc);
+ fprintf(fp, "LENG %d\n", hmm->M);
+ fprintf(fp, "ALPH %s\n", "Nucleic");
+ fprintf(fp, "RF %s\n", (hmm->flags & CPLAN9_RF) ? "yes" : "no");
+ fprintf(fp, "CS %s\n", (hmm->flags & CPLAN9_CS) ? "yes" : "no");
+ multiline(fp, "COM ", hmm->comlog);
+ fprintf(fp, "NSEQ %d\n", hmm->nseq);
+ fprintf(fp, "DATE %s\n", hmm->ctime);
+ fprintf(fp, "CKSUM %d\n", hmm->checksum);
+ if (hmm->flags & CPLAN9_GA)
+ fprintf(fp, "GA %.1f %.1f\n", hmm->ga1, hmm->ga2);
+ if (hmm->flags & CPLAN9_TC)
+ fprintf(fp, "TC %.1f %.1f\n", hmm->tc1, hmm->tc2);
+ if (hmm->flags & CPLAN9_NC)
+ fprintf(fp, "NC %.1f %.1f\n", hmm->nc1, hmm->nc2);
+
+ /* No Specials
+ */
+
+ /* Save the null model first, so HMM readers can decode
+ * log odds scores on the fly. Save as log odds probabilities
+ * relative to 1/Alphabet_size (flat distribution)
+ */
+ fprintf(fp, "NULT ");
+ fprintf(fp, "%6s ", prob2ascii(hmm->p1, 1.0)); /* p1 */
+ fprintf(fp, "%6s\n", prob2ascii(1.0-hmm->p1, 1.0)); /* p2 */
+ fputs("NULE ", fp);
+ for (x = 0; x < Alphabet_size; x++)
+ fprintf(fp, "%6s ", prob2ascii(hmm->null[x], 1/(float)(Alphabet_size)));
+ fputs("\n", fp);
+
+ /* EVD statistics */
+ if (hmm->flags & CPLAN9_STATS)
+ fprintf(fp, "EVD %10f %10f\n", hmm->mu, hmm->lambda);
+
+ /* Print header */
+ fprintf(fp, "HMM ");
+ for (x = 0; x < Alphabet_size; x++) fprintf(fp, " %c ", Alphabet[x]);
+ fprintf(fp, "\n");
+ fprintf(fp, " %6s %6s %6s %6s %6s %6s %6s %6s %6s %6s %6s\n",
+ "m->m", "m->i", "m->d", "i->m", "i->i", "i->d", "d->m", "d->i", "d->d", "b->m", "m->e");
+
+ /* Print HMM parameters (main section of the save file)
+ */
+ for (k = 0; k <= hmm->M; k++)
+ {
+ /* Line 1: k, match emissions, map */
+ fprintf(fp, " %5d ", k);
+ for (x = 0; x < Alphabet_size; x++)
+ fprintf(fp, "%6s ", prob2ascii(hmm->mat[k][x], hmm->null[x]));
+ if (hmm->flags & CPLAN9_MAP) fprintf(fp, "%5d", hmm->map[k]);
+ fputs("\n", fp);
+ /* Line 2: RF and insert emissions */
+ fprintf(fp, " %5c ", hmm->flags & CPLAN9_RF ? hmm->rf[k] : '-');
+ for (x = 0; x < Alphabet_size; x++)
+ fprintf(fp, "%6s ", (k < hmm->M) ? prob2ascii(hmm->ins[k][x], hmm->null[x]) : "*");
+ fputs("\n", fp);
+ /* Line 3: CS and transition probs */
+ fprintf(fp, " %5c ", hmm->flags & CPLAN9_CS ? hmm->cs[k] : '-');
+ for (ts = 0; ts < 9; ts++)
+ fprintf(fp, "%6s ", prob2ascii(hmm->t[k][ts], 1.0));
+ if(k > 0) fprintf(fp, "%6s ", prob2ascii(hmm->begin[k], 1.0));
+ if(k > 0) fprintf(fp, "%6s ", prob2ascii(hmm->end[k], 1.0));
+
+ fputs("\n", fp);
+ }
+ fputs("//\n", fp);
+}
+
+/* Function: CP9_WriteBinHMM()
+ *
+ * Purpose: Write a CP9 HMM in binary format.
+ */
+void
+CP9_WriteBinHMM(FILE *fp, struct cplan9_s *hmm)
+{
+ int k;
+
+ /* ye olde magic number */
+ fwrite((char *) &(vCP9magic), sizeof(unsigned int), 1, fp);
+
+ /* header section
+ */
+ fwrite((char *) &(hmm->flags), sizeof(int), 1, fp);
+ write_bin_string(fp, hmm->name);
+ if (hmm->flags & CPLAN9_ACC) write_bin_string(fp, hmm->acc);
+ if (hmm->flags & CPLAN9_DESC) write_bin_string(fp, hmm->desc);
+ fwrite((char *) &(hmm->M), sizeof(int), 1, fp);
+ fwrite((char *) &(Alphabet_type), sizeof(int), 1, fp);
+ if (hmm->flags & CPLAN9_RF) fwrite((char *) hmm->rf, sizeof(char), hmm->M+1, fp);
+ if (hmm->flags & CPLAN9_CS) fwrite((char *) hmm->cs, sizeof(char), hmm->M+1, fp);
+ if (hmm->flags & CPLAN9_MAP) fwrite((char *) hmm->map, sizeof(int), hmm->M+1, fp);
+ write_bin_string(fp, hmm->comlog);
+ fwrite((char *) &(hmm->nseq), sizeof(int), 1, fp);
+ write_bin_string(fp, hmm->ctime);
+ fwrite((char *) &(hmm->checksum), sizeof(int), 1, fp);
+ if (hmm->flags & CPLAN9_GA) {
+ fwrite((char *) &(hmm->ga1), sizeof(float), 1, fp);
+ fwrite((char *) &(hmm->ga2), sizeof(float), 1, fp);
+ }
+ if (hmm->flags & CPLAN9_TC) {
+ fwrite((char *) &(hmm->tc1), sizeof(float), 1, fp);
+ fwrite((char *) &(hmm->tc2), sizeof(float), 1, fp);
+ }
+ if (hmm->flags & CPLAN9_NC) {
+ fwrite((char *) &(hmm->nc1), sizeof(float), 1, fp);
+ fwrite((char *) &(hmm->nc2), sizeof(float), 1, fp);
+ }
+
+ /* No Specials */
+
+ /* Null model */
+ fwrite((char *)&(hmm->p1), sizeof(float), 1, fp);
+ fwrite((char *) hmm->null, sizeof(float), Alphabet_size, fp);
+
+ /* EVD stats */
+ if (hmm->flags & CPLAN9_STATS) {
+ fwrite((char *) &(hmm->mu), sizeof(float), 1, fp);
+ fwrite((char *) &(hmm->lambda), sizeof(float), 1, fp);
+ }
+
+ /* entry/exit probabilities
+ */
+ fwrite((char *) hmm->begin, sizeof(float), hmm->M+1, fp);
+ fwrite((char *) hmm->end, sizeof(float), hmm->M+1, fp);
+
+ /* main model
+ */
+ for (k = 0; k <= hmm->M; k++)
+ fwrite((char *) hmm->mat[k], sizeof(float), Alphabet_size, fp);
+ for (k = 0; k < hmm->M; k++)
+ fwrite((char *) hmm->ins[k], sizeof(float), Alphabet_size, fp);
+ for (k = 0; k < hmm->M; k++)
+ fwrite((char *) hmm->t[k], sizeof(float), 9, fp);
+}
+
+
+/*****************************************************************
+ *
+ * Internal: HMM file parsers for CM Plan 9 HMMs.
+ *
+ * CP9_read_{asc,bin}_hmm(HMMFILE *hmmfp, struct cplan9_s **ret_hmm)
+ *
+ * Upon return, *ret_hmm is an allocated CPlan9 HMM.
+ * Return 0 if no more HMMs in the file (normal).
+ * Return 1 and *ret_hmm = something if we got an HMM (normal)
+ * Return 1 if an error occurs (meaning "I tried to
+ * read something...") and *ret_hmm == NULL (meaning
+ * "...but it wasn't an HMM"). I know, this is a funny
+ * way to handle errors.
+ *
+ *****************************************************************/
+
+static int
+CP9_read_asc_hmm(CP9HMMFILE *hmmfp, struct cplan9_s **ret_hmm)
+{
+ struct cplan9_s *hmm;
+ char buffer[512];
+ char *s;
+ int M;
+ int k, x;
+
+ hmm = NULL;
+ if (feof(hmmfp->f) || fgets(buffer, 512, hmmfp->f) == NULL) return 0;
+ if (strncmp(buffer, "INFERNAL-1", 10) != 0) goto FAILURE;
+
+ /* Get the header information: tag/value pairs in any order,
+ * ignore unknown tags, stop when "HMM" is reached (signaling
+ * start of main model)
+ */
+ hmm = AllocCPlan9Shell();
+ M = -1;
+ while (fgets(buffer, 512, hmmfp->f) != NULL) {
+ if (strncmp(buffer, "NAME ", 5) == 0) CPlan9SetName(hmm, buffer+6);
+ else if (strncmp(buffer, "ACC ", 5) == 0) CPlan9SetAccession(hmm, buffer+6);
+ else if (strncmp(buffer, "DESC ", 5) == 0) CPlan9SetDescription(hmm, buffer+6);
+ else if (strncmp(buffer, "LENG ", 5) == 0) M = atoi(buffer+6);
+ else if (strncmp(buffer, "NSEQ ", 5) == 0) hmm->nseq = atoi(buffer+6);
+ else if (strncmp(buffer, "ALPH ", 5) == 0)
+ { /* Alphabet type */
+ s2upper(buffer+6);
+ if (!(strncmp(buffer+6, "NUCLEIC", 7) == 0)) goto FAILURE;
+ }
+ else if (strncmp(buffer, "RF ", 5) == 0)
+ { /* Reference annotation present? */
+ if (sre_toupper(*(buffer+6)) == 'Y') hmm->flags |= CPLAN9_RF;
+ }
+ else if (strncmp(buffer, "CS ", 5) == 0)
+ { /* Consensus annotation present? */
+ if (sre_toupper(*(buffer+6)) == 'Y') hmm->flags |= CPLAN9_CS;
+ }
+ else if (strncmp(buffer, "MAP ", 5) == 0)
+ { /* Map annotation present? */
+ if (sre_toupper(*(buffer+6)) == 'Y') hmm->flags |= CPLAN9_MAP;
+ }
+ else if (strncmp(buffer, "COM ", 5) == 0)
+ { /* Command line log */
+ StringChop(buffer+6);
+ if (hmm->comlog == NULL)
+ hmm->comlog = Strdup(buffer+6);
+ else
+ {
+ hmm->comlog = ReallocOrDie(hmm->comlog, sizeof(char *) *
+ (strlen(hmm->comlog) + 1 + strlen(buffer+6)));
+ strcat(hmm->comlog, "\n");
+ strcat(hmm->comlog, buffer+6);
+ }
+ }
+ else if (strncmp(buffer, "DATE ", 5) == 0)
+ { /* Date file created */
+ StringChop(buffer+6);
+ hmm->ctime= Strdup(buffer+6);
+ }
+ else if (strncmp(buffer, "GA ", 5) == 0)
+ {
+ if ((s = strtok(buffer+6, " \t\n")) == NULL) goto FAILURE;
+ hmm->ga1 = atof(s);
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->ga2 = atof(s);
+ hmm->flags |= CPLAN9_GA;
+ }
+ else if (strncmp(buffer, "TC ", 5) == 0)
+ {
+ if ((s = strtok(buffer+6, " \t\n")) == NULL) goto FAILURE;
+ hmm->tc1 = atof(s);
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->tc2 = atof(s);
+ hmm->flags |= CPLAN9_TC;
+ }
+ else if (strncmp(buffer, "NC ", 5) == 0)
+ {
+ if ((s = strtok(buffer+6, " \t\n")) == NULL) goto FAILURE;
+ hmm->nc1 = atof(s);
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->nc2 = atof(s);
+ hmm->flags |= CPLAN9_NC;
+ }
+ else if (strncmp(buffer, "NULT ", 5) == 0)
+ { /* Null model transitions */
+ if ((s = strtok(buffer+6, " \t\n")) == NULL) goto FAILURE;
+ hmm->p1 = ascii2prob(s, 1.);
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->p1 = hmm->p1 / (hmm->p1 + ascii2prob(s, 1.0));
+ }
+ else if (strncmp(buffer, "NULE ", 5) == 0)
+ { /* Null model emissions */
+ s = strtok(buffer+6, " \t\n");
+ for (x = 0; x < Alphabet_size; x++) {
+ if (s == NULL) goto FAILURE;
+ hmm->null[x] = ascii2prob(s, 1./(float)Alphabet_size);
+ s = strtok(NULL, " \t\n");
+ }
+ }
+ else if (strncmp(buffer, "EVD ", 5) == 0)
+ { /* EVD parameters */
+ hmm->flags |= CPLAN9_STATS;
+ if ((s = strtok(buffer+6, " \t\n")) == NULL) goto FAILURE;
+ hmm->mu = atof(s);
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->lambda = atof(s);
+ }
+ else if (strncmp(buffer, "CKSUM", 5) == 0) hmm->checksum = atoi(buffer+6);
+ else if (strncmp(buffer, "HMM ", 5) == 0) break;
+ }
+
+ /* partial check for mandatory fields */
+ if (feof(hmmfp->f)) goto FAILURE;
+ if (M < 1) goto FAILURE;
+ if (hmm->name == NULL) goto FAILURE;
+
+ /* Main model section. Read as integer log odds, convert
+ * to probabilities
+ */
+ AllocCPlan9Body(hmm, M);
+ /* skip an annotation line */
+ if (fgets(buffer, 512, hmmfp->f) == NULL) goto FAILURE;
+
+ /* main model */
+ for (k = 0; k <= hmm->M; k++) {
+ /* Line 1: k, match emissions, map */
+ if (fgets(buffer, 512, hmmfp->f) == NULL) goto FAILURE;
+ if ((s = strtok(buffer, " \t\n")) == NULL) goto FAILURE;
+ if (atoi(s) != k) goto FAILURE;
+ for (x = 0; x < Alphabet_size; x++) {
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->mat[k][x] = ascii2prob(s, hmm->null[x]);
+ }
+ if (hmm->flags & CPLAN9_MAP) {
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->map[k] = atoi(s);
+ }
+ /* Line 2: RF and insert emissions */
+ if (fgets(buffer, 512, hmmfp->f) == NULL) goto FAILURE;
+ if ((s = strtok(buffer, " \t\n")) == NULL) goto FAILURE;
+ if (hmm->flags & CPLAN9_RF) hmm->rf[k] = *s;
+ for (x = 0; x < Alphabet_size; x++) {
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->ins[k][x] = ascii2prob(s, hmm->null[x]);
+ }
+
+ /* Line 3: CS and transitions */
+ if (fgets(buffer, 512, hmmfp->f) == NULL) goto FAILURE;
+ if ((s = strtok(buffer, " \t\n")) == NULL) goto FAILURE;
+ if (hmm->flags & CPLAN9_CS) hmm->cs[k] = *s;
+ for (x = 0; x < 9; x++) {
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->t[k][x] = ascii2prob(s, 1.0);
+ }
+ if(k > 0)
+ {
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->begin[k] = ascii2prob(s, 1.0);
+ if ((s = strtok(NULL, " \t\n")) == NULL) goto FAILURE;
+ hmm->end[k] = ascii2prob(s, 1.0);
+ }
+ } /* end loop over main model */
+
+ /* Advance to record separator
+ */
+ while (fgets(buffer, 512, hmmfp->f) != NULL)
+ if (strncmp(buffer, "//", 2) == 0) break;
+
+ /* Set flags and return
+ */
+ hmm->flags |= CPLAN9_HASPROB; /* probabilities are valid */
+ hmm->flags &= ~CPLAN9_HASBITS; /* scores are not valid */
+
+ CPlan9Renormalize(hmm);
+
+ *ret_hmm = hmm;
+ return 1;
+
+FAILURE:
+ if (hmm != NULL) FreeCPlan9(hmm);
+ *ret_hmm = NULL;
+ return 1;
+}
+
+
+static int
+CP9_read_bin_hmm(CP9HMMFILE *hmmfp, struct cplan9_s **ret_hmm)
+{
+ struct cplan9_s *hmm;
+ int k,x;
+ int type;
+ unsigned int magic;
+
+ hmm = NULL;
+
+ /* Header section
+ */
+ if (feof(hmmfp->f)) return 0;
+ if (! fread((char *) &magic, sizeof(unsigned int), 1, hmmfp->f)) return 0;
+
+ if (hmmfp->byteswap) byteswap((char *)&magic, sizeof(unsigned int));
+ if (magic != vCP9magic) goto FAILURE;
+ /* allocate HMM shell for header info */
+ hmm = AllocCPlan9Shell();
+ /* flags */
+ if (! fread((char *) &(hmm->flags), sizeof(int), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) byteswap((char *)&(hmm->flags), sizeof(int));
+ /* name */
+ if (! read_bin_string(hmmfp->f, hmmfp->byteswap, &(hmm->name))) goto FAILURE;
+
+ /* optional accession */
+ if ((hmm->flags & CPLAN9_ACC) &&
+ ! read_bin_string(hmmfp->f, hmmfp->byteswap, &(hmm->acc))) goto FAILURE;
+ /* optional description */
+ if ((hmm->flags & CPLAN9_DESC) &&
+ ! read_bin_string(hmmfp->f, hmmfp->byteswap, &(hmm->desc))) goto FAILURE;
+ /* length of model */
+ if (! fread((char *) &hmm->M, sizeof(int), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) byteswap((char *)&(hmm->M), sizeof(int));
+ /* alphabet type */
+ if (! fread((char *) &type, sizeof(int), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) byteswap((char *)&type, sizeof(int));
+
+ /* now allocate for rest of model */
+ AllocCPlan9Body(hmm, hmm->M);
+
+ /* optional #=RF alignment annotation */
+ if ((hmm->flags & CPLAN9_RF) &&
+ !fread((char *) hmm->rf, sizeof(char), hmm->M+1, hmmfp->f)) goto FAILURE;
+ hmm->rf[hmm->M+1] = '\0';
+ /* optional #=CS alignment annotation */
+ if ((hmm->flags & CPLAN9_CS) &&
+ !fread((char *) hmm->cs, sizeof(char), hmm->M+1, hmmfp->f)) goto FAILURE;
+ hmm->cs[hmm->M+1] = '\0';
+ /* optional alignment map annotation */
+ if ((hmm->flags & CPLAN9_MAP) &&
+ !fread((char *) hmm->map, sizeof(int), hmm->M+1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap)
+ for (k = 1; k <= hmm->M; k++)
+ byteswap((char*)&(hmm->map[k]), sizeof(int));
+ /* command line log */
+ if (!read_bin_string(hmmfp->f, hmmfp->byteswap, &(hmm->comlog))) goto FAILURE;
+ /* nseq */
+ if (!fread((char *) &(hmm->nseq),sizeof(int), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) byteswap((char *)&(hmm->nseq), sizeof(int));
+ /* creation time */
+ if (!read_bin_string(hmmfp->f, hmmfp->byteswap, &(hmm->ctime))) goto FAILURE;
+ /* checksum */
+ if (!fread((char *) &(hmm->checksum),sizeof(int), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) byteswap((char *)&(hmm->checksum), sizeof(int));
+
+ /* Pfam gathering thresholds */
+ if (hmm->flags & CPLAN9_GA) {
+ if (! fread((char *) &(hmm->ga1), sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (! fread((char *) &(hmm->ga2), sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) {
+ byteswap((char *) &(hmm->ga1), sizeof(float));
+ byteswap((char *) &(hmm->ga2), sizeof(float));
+ }
+ }
+ /* Pfam trusted cutoffs */
+ if (hmm->flags & CPLAN9_TC) {
+ if (! fread((char *) &(hmm->tc1), sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (! fread((char *) &(hmm->tc2), sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) {
+ byteswap((char *) &(hmm->tc1), sizeof(float));
+ byteswap((char *) &(hmm->tc2), sizeof(float));
+ }
+ }
+ /* Pfam noise cutoffs */
+ if (hmm->flags & CPLAN9_NC) {
+ if (! fread((char *) &(hmm->nc1), sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (! fread((char *) &(hmm->nc2), sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (hmmfp->byteswap) {
+ byteswap((char *) &(hmm->nc1), sizeof(float));
+ byteswap((char *) &(hmm->nc2), sizeof(float));
+ }
+ }
+
+ /* No specials */
+
+ /* null model */
+ if (!fread((char *) &(hmm->p1),sizeof(float), 1, hmmfp->f)) goto FAILURE;
+ if (!fread((char *)hmm->null,sizeof(float),Alphabet_size,hmmfp->f))goto FAILURE;
+
+ /* EVD stats */
+ if (hmm->flags & CPLAN9_STATS) {
+ if (! fread((char *) &(hmm->mu), sizeof(float), 1, hmmfp->f))goto FAILURE;
+ if (! fread((char *) &(hmm->lambda), sizeof(float), 1, hmmfp->f))goto FAILURE;
+
+ if (hmmfp->byteswap) {
+ byteswap((char *)&(hmm->mu), sizeof(float));
+ byteswap((char *)&(hmm->lambda), sizeof(float));
+ }
+ }
+
+ /* entry/exit probabilities
+ */
+ if (! fread((char *) hmm->begin, sizeof(float), hmm->M+1, hmmfp->f)) goto FAILURE;
+ if (! fread((char *) hmm->end, sizeof(float), hmm->M+1, hmmfp->f)) goto FAILURE;
+
+ /* main model */
+ for (k = 0; k <= hmm->M; k++)
+ if (! fread((char *) hmm->mat[k], sizeof(float), Alphabet_size, hmmfp->f)) goto FAILURE;
+ for (k = 0; k <= hmm->M; k++)
+ if (! fread((char *) hmm->ins[k], sizeof(float), Alphabet_size, hmmfp->f)) goto FAILURE;
+ for (k = 0; k <= hmm->M; k++)
+ if (! fread((char *) hmm->t[k], sizeof(float), 9, hmmfp->f)) goto FAILURE;
+
+ /* byteswapping
+ */
+ if (hmmfp->byteswap) {
+ for (x = 0; x < Alphabet_size; x++)
+ byteswap((char *) &(hmm->null[x]), sizeof(float));
+ byteswap((char *)&(hmm->p1), sizeof(float));
+
+ for (k = 0; k <= hmm->M; k++)
+ {
+ for (x = 0; x < Alphabet_size; x++)
+ byteswap((char *)&(hmm->mat[k][x]), sizeof(float));
+ for (x = 0; x < Alphabet_size; x++)
+ byteswap((char *)&(hmm->ins[k][x]), sizeof(float));
+ if(k > 0)
+ {
+ byteswap((char *)&(hmm->begin[k]), sizeof(float));
+ byteswap((char *)&(hmm->end[k]), sizeof(float));
+ }
+ if (k < hmm->M)
+ for (x = 0; x < 9; x++)
+ byteswap((char *)&(hmm->t[k][x]), sizeof(float));
+ }
+ }
+
+
+ /* set flags and return
+ */
+ hmm->flags |= CPLAN9_HASPROB; /* probabilities are valid */
+ hmm->flags &= ~CPLAN9_HASBITS; /* scores are not yet valid */
+ *ret_hmm = hmm;
+ return 1;
+
+FAILURE:
+ if (hmm != NULL) FreeCPlan9(hmm);
+ *ret_hmm = NULL;
+ return 1;
+}
+
+
+
+
+/*****************************************************************
+ * Some miscellaneous utility functions
+ *****************************************************************/
+
+/* Function: prob2ascii()
+ *
+ * Purpose: Format a probability for output to an ASCII save
+ * file. Returns a ptr to a static internal buffer.
+ *
+ */
+static char *
+prob2ascii(float p, float null)
+{
+ static char buffer[8];
+
+ if (p == 0.0) return "*";
+ sprintf(buffer, "%6d", Prob2Score(p, null));
+ return buffer;
+}
+
+
+/* Function: ascii2prob()
+ *
+ * Purpose: Convert a saved string back to a probability.
+ */
+static float
+ascii2prob(char *s, float null)
+{
+ return (*s == '*') ? 0. : Score2Prob(atoi(s), null);
+}
+
+/* Function: byteswap()
+ *
+ * Purpose: Swap between big-endian and little-endian.
+ * For example:
+ * int foo = 0x12345678;
+ * byteswap((char *) &foo, sizeof(int));
+ * printf("%x\n", foo)
+ * gives 78563412.
+ *
+ * I don't fully understand byte-swapping issues.
+ * However, I have tested this on chars through floats,
+ * on various machines:
+ * SGI IRIX 4.0.5, SunOS 4.1.3, DEC Alpha OSF/1, Alliant
+ *
+ * Note: this is only a partial solution to the problem of
+ * binary file portability. 32 bit integers are assumed by HMMER,
+ * for instance. This should be true for all UNIX, VAX, and WinNT
+ * platforms, I believe.
+ *
+ * Date: Sun Feb 12 10:26:22 1995
+ */
+static void
+byteswap(char *swap, int nbytes)
+{
+ int x;
+ char byte;
+
+ for (x = 0; x < nbytes / 2; x++)
+ {
+ byte = swap[nbytes - x - 1];
+ swap[nbytes - x - 1] = swap[x];
+ swap[x] = byte;
+ }
+}
+
+/* Function: write_bin_string()
+ * Date: SRE, Wed Oct 29 13:49:27 1997 [TWA 721 over Canada]
+ *
+ * Purpose: Write a string in binary save format: an integer
+ * for the string length (including \0), followed by
+ * the string.
+ */
+static void
+write_bin_string(FILE *fp, char *s)
+{
+ int len;
+ if (s != NULL)
+ {
+ len = strlen(s) + 1;
+ fwrite((char *) &len, sizeof(int), 1, fp);
+ fwrite((char *) s, sizeof(char), len, fp);
+ }
+ else
+ {
+ len = 0;
+ fwrite((char *) &len, sizeof(int), 1, fp);
+ }
+}
+
+/* Function: read_bin_string()
+ * Date: SRE, Wed Oct 29 14:03:23 1997 [TWA 721]
+ *
+ * Purpose: Read in a string from a binary file, where
+ * the first integer is the length (including '\0').
+ *
+ * Args: fp - FILE to read from
+ * doswap - TRUE to byteswap
+ * ret_s - string to read into
+ *
+ * Return: 0 on failure. ret_s is malloc'ed here.
+ */
+static int
+read_bin_string(FILE *fp, int doswap, char **ret_s)
+{
+ char *s;
+ int len;
+
+ if (! fread((char *) &len, sizeof(int), 1, fp)) return 0;
+ if (doswap) byteswap((char *)&len, sizeof(int));
+ s = MallocOrDie (sizeof(char) * (len));
+ if (! fread((char *) s, sizeof(char), len, fp))
+ {
+ free(s);
+ return 0;
+ }
+
+ *ret_s = s;
+ return 1;
+}
+
+/* Function: multiline()
+ * Date: Mon Jan 5 14:57:50 1998 [StL]
+ *
+ * Purpose: Given a record (like the comlog) that contains
+ * multiple lines, print it as multiple lines with
+ * a given prefix. e.g.:
+ *
+ * given: "COM ", "foo\nbar\nbaz"
+ * print: COM foo
+ * COM bar
+ * COM baz
+ *
+ *
+ * Used to print the command log to ASCII save files.
+ *
+ * Args: fp: FILE to print to
+ * pfx: prefix for each line
+ * s: line to break up and print; tolerates a NULL
+ *
+ * Return: (void)
+ */
+static void
+multiline(FILE *fp, char *pfx, char *s)
+{
+ char *buf;
+ char *sptr;
+
+ if (s == NULL) return;
+ buf = Strdup(s);
+ sptr = strtok(buf, "\n");
+ while (sptr != NULL)
+ {
+ fprintf(fp, "%s%s\n", pfx, sptr);
+ sptr = strtok(NULL, "\n");
+ }
+ free(buf);
+}
+#endif
diff --git a/src/Makefile.in b/src/Makefile.in
new file mode 100644
index 0000000..8d221d3
--- /dev/null
+++ b/src/Makefile.in
@@ -0,0 +1,127 @@
+#################################################################
+# Infernal
+# src Makefile
+# SVN $Id: Makefile.in 2907 2009-09-18 20:05:24Z nawrockie $
+#################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+#################################################################
+
+SHELL = /bin/sh
+
+## your compiler and compiler flags
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+
+## other defined flags.
+# DEFS contains stuff that autoconf decides on.
+# LIBS contains system libraries that the configure script decides we need.
+#
+DEFS = @DEFS@
+LIBS = @LIBS@ -lm
+
+## archiving command, and ranlib command if you need one.
+# In general, you shouldn't need to change these, and they're
+# only used for building the testsuite anyway... e.g. we
+# make a "libinfernal.a" library for building the testsuite.
+#
+AR = @AR@ rcv
+RANLIB = @RANLIB@
+
+# configuration for optional MPI functionality
+MPILIBS = @MPILIBS@
+
+# Where the build arena is (module .h and .o files)
+#
+MYLIBS = -leasel
+MYLIBDIR = -L../easel
+MYINCDIR = -I../easel
+
+PROGS = cmalign cmbuild cmcalibrate cmemit cmscore cmsearch cmstat trcyk truncyk_check
+
+OBJS = cm.o\
+ cm_dpalign.o\
+ cm_dpsearch.o\
+ cm_dpsmall.o\
+ cm_io.o\
+ cm_modelconfig.o\
+ cm_modelmaker.o\
+ cm_mx.o\
+ cm_parsetree.o\
+ cm_qdband.o\
+ cm_submodel.o\
+ cp9.o\
+ cp9_dp.o\
+ cp9_modelconfig.o\
+ cp9_modelmaker.o\
+ cp9_mx.o\
+ cp9_trace.o\
+ alphabet.o\
+ dispatch.o\
+ display.o\
+ eweight.o\
+ errors.o\
+ hmmband.o\
+ hybridsearch.o\
+ logsum.o\
+ mpisupport.o\
+ prior.o\
+ rnamat.o\
+ searchinfo.o\
+ seqstoaln.o\
+ stats.o\
+ truncyk.o
+
+HDRS = funcs.h\
+ structs.h
+
+.c.o:
+ $(CC) $(CFLAGS) $(DEFS) $(MYINCDIR) -c $<
+
+#################################################################
+## Targets defining how to make INFERNAL executables.
+##
+all: $(PROGS)
+
+$(PROGS): @EXEC_DEPENDENCY@ $(OBJS) ${HDRS}
+ $(CC) $(CFLAGS) $(DEFS) $(MYLIBDIR) -o $@ $@.o $(OBJS) $(MYLIBS) $(LIBS) $(MPILIBS)
+
+
+#################################################################
+## Targets used in making INFERNAL module for testsuite compilation.
+##
+module: libinfernal.a
+
+libinfernal.a: $(OBJS) ${HDRS}
+ $(AR) libinfernal.a $(OBJS)
+ $(RANLIB) libinfernal.a
+ chmod 644 libinfernal.a
+
+
+#################################################################
+## Miscellaneous targets.
+##
+clean:
+ -rm -f *.o *~ Makefile.bak core $(PROGS) TAGS gmon.out libinfernal.a
+
+distclean:
+ -rm -f *.o *~ Makefile.bak core $(PROGS) TAGS gmon.out libinfernal.a
+ -rm -f Makefile config.h
+
+TAGS:
+ etags -t *.c *.h Makefile.in
+
+
+#################################################################
+## For building as a library with an SSU-ALIGN distribution.
+##
+ssu: module
+ mv cmalign ssu-cmalign
+ mv cmbuild ssu-cmbuild
+ mv cmcalibrate ssu-cmcalibrate
+ mv cmemit ssu-cmemit
+ mv cmscore ssu-cmscore
+ mv cmsearch ssu-cmsearch
+ mv cmstat ssu-cmstat
diff --git a/src/alphabet.c b/src/alphabet.c
new file mode 100644
index 0000000..2730645
--- /dev/null
+++ b/src/alphabet.c
@@ -0,0 +1,515 @@
+/* alphabet.c
+ * SRE, Tue Aug 1 10:31:11 2000 [St. Louis]
+ * SVN $Id: alphabet.c 2550 2008-08-23 19:06:45Z nawrockie $
+ *
+ * Stuff having to do with manipulating symbols in the (RNA) alphabet.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/* Function: PairCount()
+ * Date: SRE, Tue Aug 1 10:34:20 2000 [St. Louis]
+ *
+ * Purpose: Given a possibly degenerate symbol code for left
+ * and right symbols in a pair, increment a symbol
+ * counter array appropriately.
+ *
+ * Args: abc - pointer to the internal alphabet
+ * counters - vector to count into [0..abc->K^2-1]
+ * syml - index of left symbol [0..abc->sym_iupac-1]
+ * symr - index of right symbol [0..abc->sym_iupac-1]
+ * wt - weight to use for the count (often 1.0).
+ *
+ * Returns: void
+ */
+void
+PairCount(const ESL_ALPHABET *abc, float *counters, ESL_DSQ syml, ESL_DSQ symr, float wt)
+{
+ if (syml < abc->K && symr < abc->K)
+ counters[(int) (syml * abc->K + symr)] += wt;
+ else {
+ /* float left = NULL;
+ float right = NULL;
+ ESL_ALLOC(left, sizeof(float) * esl->abc->K);
+ ESL_ALLOC(right, sizeof(float) * esl->abc->K);*/
+ float left[MAXABET];
+ float right[MAXABET];
+
+ int l,r;
+
+ esl_vec_FSet(left, MAXABET, 0.);
+ esl_vec_FSet(right, MAXABET, 0.);
+ esl_abc_FCount(abc, left, syml, wt);
+ esl_abc_FCount(abc, right, symr, wt);
+
+ for (l = 0; l < abc->K; l++)
+ for (r = 0; r < abc->K; r++)
+ counters[l*abc->K +r] += left[l] * right[r];
+ }
+ return;
+}
+float
+DegeneratePairScore(const ESL_ALPHABET *abc, float *esc, ESL_DSQ syml, ESL_DSQ symr)
+{
+ float left[MAXABET], right[MAXABET];
+ int l,r;
+ float sc;
+
+ if (syml < abc->K && symr < abc->K)
+ return esc[(int) (syml*abc->K+symr)];
+
+ esl_vec_FSet(left, MAXABET, 0.);
+ esl_vec_FSet(right, MAXABET, 0.);
+ esl_abc_FCount(abc, left, syml, 1.);
+ esl_abc_FCount(abc, right, symr, 1.);
+
+ sc = 0.;
+ for (l = 0; l < abc->K; l++)
+ for (r = 0; r < abc->K; r++)
+ sc += esc[l*abc->K+r] * left[l] * right[r];
+ return sc;
+}
+int
+iDegeneratePairScore(const ESL_ALPHABET *abc, int *iesc, ESL_DSQ syml, ESL_DSQ symr)
+{
+ float left[MAXABET], right[MAXABET];
+ int l,r;
+ float sc;
+
+ if (syml < abc->K && symr < abc->K)
+ return iesc[(int) (syml*abc->K+symr)];
+
+ esl_vec_FSet(left, MAXABET, 0.);
+ esl_vec_FSet(right, MAXABET, 0.);
+ esl_abc_FCount(abc, left, syml, 1.);
+ esl_abc_FCount(abc, right, symr, 1.);
+
+ sc = 0.;
+ for (l = 0; l < MAXABET; l++)
+ for (r = 0; r < MAXABET; r++)
+ sc += iesc[l*abc->K+r] * left[l] * right[r];
+ return (int) sc;
+}
+
+/* EPN, Wed Aug 20 13:44:16 2008
+ * FastPairScore*() functions:
+ * Written to calculate base pairs scores involving 1 or 2 canonical
+ * residues as efficiently as I know how.
+ * Calculating 'optimized' emission scores, which calculates all possible
+ * base pair scores (including non-canonicals) in cm_mx.c:{F,I}CalcOptimizedEmitScores()
+ * was a time bottleneck in alignment with P7 and CP9 bands during sub CM construction.
+ * sub CMs are created for each target seq, and optimized scores must be
+ * calc'ed for each sub CM.
+ */
+
+/* Function: FastPairScoreBothDegenerate() (float version)
+ * iFastPairScoreBothDegenerate() (int version)
+ * Incept: EPN, Wed Aug 20 13:18:15 2008
+ *
+ * Purpose: Score a base pair given left and right vectors denoting
+ * fractional weight of each canonical for left residue
+ * and right residue. This function should only be called if
+ * at least 2 values in both left and right are non-zero,
+ * that is, if both left and right correspond to non-canonical
+ * residues.
+ *
+ * Example: if we're calculating for left char 'S' (C or G),
+ * and right char 'N' (A,C,G,U), then we'd have:
+ * left = [0.00, 0.50, 0.50, 0.00]
+ * right = [0.25, 0.25, 0.25, 0.25]
+ *
+ * K - alphabet size, abc->K
+ * esc - emission vector, canonical pair scores are used to calc <sc>
+ * left - [0..l..K-1] fraction of each canonical residue
+ * right - [0..r..K-1] fraction of each canonical residue
+ *
+ * Returns: <sc> the score of the pair
+ */
+
+float
+FastPairScoreBothDegenerate(int K, float *esc, float *left, float *right)
+{
+ int l,r;
+ float sc;
+
+ sc = 0.;
+ for (l = 0; l < K; l++)
+ for (r = 0; r < K; r++)
+ sc += esc[l*K+r] * left[l] * right[r];
+ return sc;
+}
+int
+iFastPairScoreBothDegenerate(int K, int *iesc, float *left, float *right)
+{
+ int l,r;
+ float sc;
+
+ sc = 0.;
+ for (l = 0; l < K; l++)
+ for (r = 0; r < K; r++)
+ sc += iesc[l*K+r] * left[l] * right[r];
+ return (int) sc;
+}
+/* Function: FastPairScoreLeftOnlyDegenerate() (float version)
+ * iFastPairScoreLeftOnlyDegenerate() (int version)
+ * Incept: EPN, Wed Aug 20 13:18:15 2008
+ *
+ * Purpose: Score a base pair with left residue non-canonical and
+ * right residue canonical, given a <left> vector denoting
+ * fractional weight of each canonical for left residue.
+ * This function should only be called if at least 2 values
+ * left are non-zero, that is, if left corresponds to a
+ * non-canonical residue.
+ *
+ * Example: if we're calculating for left char 'S' (C or G),
+ * left = [0.00, 0.50, 0.50, 0.00]
+ *
+ * K - alphabet size, abc->K
+ * esc - emission vector, canonical pair scores are used to calc <sc>
+ * left - [0..l..K-1] fraction of each canonical residue
+ * symr - canonical right residue must be in range 0..K-1
+ *
+ * Returns: <sc> the score of the pair
+ */
+float
+FastPairScoreLeftOnlyDegenerate(int K, float *esc, float *left, ESL_DSQ symr)
+{
+ int l;
+ float sc;
+
+ sc = 0.;
+ for (l = 0; l < K; l++) sc += esc[l*K+symr] * left[l];
+ return sc;
+}
+int
+iFastPairScoreLeftOnlyDegenerate(int K, int *iesc, float *left, ESL_DSQ symr)
+{
+ int l;
+ float sc;
+
+ sc = 0.;
+ for (l = 0; l < K; l++) sc += iesc[l*K+symr] * left[l];
+ return (int) sc;
+}
+/* Function: FastPairScoreRightOnlyDegenerate() (float version)
+ * iFastPairScoreRightOnlyDegenerate() (int version)
+ * Incept: EPN, Wed Aug 20 13:18:15 2008
+ *
+ * Purpose: Score a base pair with right residue non-canonical and
+ * right residue canonical, given a <right> vector denoting
+ * fractional weight of each canonical for right residue.
+ * This function should only be called if at least 2 values
+ * left are non-zero, that is, if right corresponds to a
+ * non-canonical residue.
+ *
+ * Example: if we're calculating for right char 'M' (A or C),
+ * right = [0.50, 0.50, 0.00, 0.00]
+ *
+ * K - alphabet size, abc->K
+ * esc - emission vector, canonical pair scores are used to calc <sc>
+ * right - [0..l..K-1] fraction of each canonical residue
+ * syml - canonical left residue, must be in range 0..K-1
+ *
+ * Returns: <sc> the score of the pair
+ */
+float
+FastPairScoreRightOnlyDegenerate(int K, float *esc, float *right, ESL_DSQ syml)
+{
+ int r;
+ float sc;
+
+ sc = 0.;
+ for (r = 0; r < K; r++) sc += esc[syml*K+r] * right[r];
+ return sc;
+}
+float
+iFastPairScoreRightOnlyDegenerate(int K, int *iesc, float *right, ESL_DSQ syml)
+{
+ int r;
+ float sc;
+
+ sc = 0.;
+ for (r = 0; r < K; r++) sc += iesc[syml*K+r] * right[r];
+ return (int) sc;
+}
+
+/* Function: LeftMarginalScore()
+ * Author: DLK
+ *
+ * Purpose: Calculate marginal probability for left half
+ * of an emission pair. Implicitly assumes
+ * a uniform background distribution
+ */
+float
+LeftMarginalScore(const ESL_ALPHABET *abc, float *esc, ESL_DSQ dres)
+{
+ float left[MAXABET];
+ int i;
+ float sc;
+
+ if (dres < abc->K)
+ {
+ sc = esl_vec_FLogSum(&(esc[dres*abc->K]),abc->K);
+ sc -= sreLOG2(abc->K);
+ }
+ else /* degenerate */
+ {
+ esl_vec_FSet(left, MAXABET, 0.);
+ esl_abc_FCount(abc, left, dres, 1.);
+
+ sc = 0.;
+ for (i = 0; i < MAXABET; i++)
+ {
+ sc += esl_vec_FLogSum(&(esc[i*abc->K]),abc->K)*left[i];
+ sc -= sreLOG2(abc->K)*left[i];
+ }
+ }
+
+ return sc;
+}
+
+/* Function: RightMarginalScore()
+ * Author: DLK
+ *
+ * Purpose: Calculate marginal probability for right half
+ * of an emission pair. Implicitly assumes
+ * a uniform background distribution
+ */
+float
+RightMarginalScore(const ESL_ALPHABET *abc, float *esc, ESL_DSQ dres)
+{
+ float right[MAXABET];
+ int i,j;
+ float sc;
+ float row[abc->K];
+
+ if (dres < abc->K)
+ {
+ for (i=0; i<abc->K; i++)
+ row[i] = esc[i*abc->K+dres];
+ sc = esl_vec_FLogSum(row,abc->K);
+ sc -= sreLOG2(abc->K);
+ }
+ else /* degenerate */
+ {
+ esl_vec_FSet(right, MAXABET, 0.);
+ esl_abc_FCount(abc, right, dres, 1.);
+
+ sc = 0.;
+ for (i=0; i < MAXABET; i++)
+ {
+ for (j=0; j<abc->K; j++)
+ row[j] = esc[j*abc->K+dres];
+ sc += esl_vec_FLogSum(row,abc->K)*right[i];
+ sc -= sreLOG2(abc->K)*right[i];
+ }
+ }
+
+ return sc;
+}
+
+/* Following funcs from RSEARCH, only used by RSEARCH code */
+
+static char random_from_string (ESL_RANDOMNESS *r, char *s);
+/* Function: resolve_degenerate
+ * Date: September, 1998 (from hmmgcc)
+ * This function resolves "degnerate" nucleotides by selecting a random
+ * A, C, G, or T as appropriate by the code present there. Returns
+ * the character passed in if that character does not represent a
+ * non-degnerate nucleotide (either A, C, G, or T or not representative
+ * at all of a nucleotide.
+ *
+ * The degenerate code used here is:
+ * (taken from http://www.neb.com/neb/products/REs/RE_code.html
+ *
+ * R = G or A
+ * K = G or T
+ * B = not A (C or G or T)
+ * V = not T (A or C or G)
+ * Y = C or T
+ * S = G or C
+ * D = not C (A or G or T)
+ * N = A or C or G or T
+ * M = A or C
+ * W = A or T
+ * H = not G (A or C or T)
+ *
+ * This function assumes all letters are already uppercased via toupper
+ * before calling. In other words, it will return a "n" if passed an "n"
+ * because it will assume that the symbol for all nucleotides will be passed
+ * in as "N".
+ */
+char resolve_degenerate (ESL_RANDOMNESS *r, char c) {
+ c = toupper(c);
+ switch (c) {
+ case 'A' : return(c);
+ case 'C' : return(c);
+ case 'G' : return(c);
+ case 'T' : return(c);
+ case 'R' : return(random_from_string(r, "GA"));
+ case 'K' : return(random_from_string(r, "GT"));
+ case 'B' : return(random_from_string(r, "CGT"));
+ case 'V' : return(random_from_string(r, "ACG"));
+ case 'Y' : return(random_from_string(r, "CT"));
+ case 'S' : return(random_from_string(r, "GC"));
+ case 'D' : return(random_from_string(r, "AGT"));
+ case 'N' : return(random_from_string(r, "ACGT"));
+ case 'M' : return(random_from_string(r, "AC"));
+ case 'W' : return(random_from_string(r, "AT"));
+ case 'H' : return(random_from_string(r, "ACT"));
+ }
+ return(c);
+}
+
+
+/*
+ * Function: random_from_string
+ * Date: September, 1998 (approx.) -- from hmmgcc
+ * This function returns a character randomly chosen from the string.
+ * Used in conjunction with the function below that resolves degenerate code
+ * nucleotides.
+ */
+char random_from_string (ESL_RANDOMNESS *r, char *s) {
+ int i;
+ do
+ {
+ /*i = (int) ((float)(strlen(s)-1)*esl_random(r)/(RAND_MAX+1.0));*/
+ i = (int) ((float)(strlen(s)) * esl_random(r));
+ } while (i<0 || i>=strlen(s));
+ return(s[i]);
+}
+
+
+/* Function: revcomp()
+ * Incept: EPN, Tue Aug 7 10:05:14 2007
+ * based on Squid's revcomp()
+ *
+ * Purpose: Reverse complement ESL_SQ seq; store in comp.
+ * Can revcomp "in place" (revcomp(seq, seq)).
+ * sq can be in digital or text form.
+ *
+ * Args: comp - destination for reverse complement of sq
+ * seq - sequence to reverse complement
+ *
+ * Returns: eslOK on success;
+ * Dies immediately if any error occurs.
+ */
+int
+revcomp(const ESL_ALPHABET *abc, ESL_SQ *comp, ESL_SQ *sq)
+{
+ int status;
+ int do_digital = FALSE;
+ int i;
+
+ /* contract checks */
+ if (comp == NULL)
+ cm_Fail("ERROR in revcomp, comp is NULL.");
+ if(sq == NULL)
+ cm_Fail("ERROR in revcomp, sq is NULL.");
+ if(sq->dsq != NULL && comp->dsq == NULL)
+ cm_Fail("ERROR in revcomp, sq is digital, comp is not.");
+ if(sq->dsq == NULL && comp->dsq != NULL)
+ cm_Fail("ERROR in revcomp, comp is digital, sq is not.");
+ if(abc->type != eslRNA && abc->type != eslDNA)
+ cm_Fail("ERROR in revcomp, alphabet type must be RNA or DNA.");
+ if(comp->n < sq->n)
+ cm_Fail("ERROR in revcomp, comp->n is smaller than sq->n.");
+
+ if(sq->dsq != NULL) do_digital = TRUE;
+
+ if(do_digital) {
+ if((status = esl_rsq_XReverse(sq->dsq, sq->n, comp->dsq)) != eslOK)
+ goto ERROR;
+ }
+ else {
+ if((status = esl_rsq_CReverse(sq->seq, comp->seq) != eslOK))
+ goto ERROR;
+ }
+
+ if(do_digital)
+ {
+ for(i = 1; i <= sq->n; i++)
+ {
+ if(sq->dsq[i] >= abc->Kp) { status = eslEINVAL; goto ERROR; }
+ switch (abc->sym[sq->dsq[i]]) {
+ case 'A':
+ if(abc->type == eslRNA)
+ comp->dsq[i] = abc->inmap[(int) 'U'];
+ else
+ comp->dsq[i] = abc->inmap[(int) 'T'];
+ break;
+ case 'C': comp->dsq[i] = abc->inmap[(int) 'G']; break;
+ case 'G': comp->dsq[i] = abc->inmap[(int) 'C']; break;
+ case 'T': comp->dsq[i] = abc->inmap[(int) 'A']; break;
+ case 'U': comp->dsq[i] = abc->inmap[(int) 'A']; break;
+ case 'R': comp->dsq[i] = abc->inmap[(int) 'Y']; break;
+ case 'Y': comp->dsq[i] = abc->inmap[(int) 'R']; break;
+ case 'M': comp->dsq[i] = abc->inmap[(int) 'K']; break;
+ case 'K': comp->dsq[i] = abc->inmap[(int) 'M']; break;
+ case 'S': comp->dsq[i] = abc->inmap[(int) 'S']; break;
+ case 'W': comp->dsq[i] = abc->inmap[(int) 'W']; break;
+ case 'H': comp->dsq[i] = abc->inmap[(int) 'D']; break;
+ case 'D': comp->dsq[i] = abc->inmap[(int) 'H']; break;
+ case 'B': comp->dsq[i] = abc->inmap[(int) 'V']; break;
+ case 'V': comp->dsq[i] = abc->inmap[(int) 'B']; break;
+ default: break; /* anything else? leave it; it's prob a gap or an X */
+ }
+ }
+ }
+ else
+ {
+ for(i = 0; i < sq->n; i++)
+ {
+ if(islower(sq->seq[i])) { status = eslEINVAL; goto ERROR; }
+ switch (sq->seq[i]) {
+ case 'A':
+ if(abc->type == eslRNA)
+ comp->seq[i] = 'U';
+ else
+ comp->seq[i] = 'T';
+ break;
+ case 'C': comp->seq[i] = 'G'; break;
+ case 'G': comp->seq[i] = 'C'; break;
+ case 'T': comp->seq[i] = 'A'; break;
+ case 'U': comp->seq[i] = 'A'; break;
+ case 'R': comp->seq[i] = 'Y'; break;
+ case 'Y': comp->seq[i] = 'R'; break;
+ case 'M': comp->seq[i] = 'K'; break;
+ case 'K': comp->seq[i] = 'M'; break;
+ case 'S': comp->seq[i] = 'S'; break;
+ case 'W': comp->seq[i] = 'W'; break;
+ case 'H': comp->seq[i] = 'D'; break;
+ case 'D': comp->seq[i] = 'H'; break;
+ case 'B': comp->seq[i] = 'V'; break;
+ case 'V': comp->seq[i] = 'B'; break;
+ default: break; /* anything else? leave it; it's prob a gap or an X */
+ }
+ }
+ }
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Unexpected error code: %d in revcomp().", status);
+ return status; /* NOTREACHED */
+}
+
diff --git a/src/cm.c b/src/cm.c
new file mode 100644
index 0000000..ab5438b
--- /dev/null
+++ b/src/cm.c
@@ -0,0 +1,2486 @@
+/* cm.c
+ * SRE, Sat Jul 29 09:01:20 2000 [St. Louis]
+ * SVN $Id: cm.c 2569 2008-09-10 09:35:20Z nawrockie $
+ *
+ * Routines for dealing with the CM data structure.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <limits.h>
+#include <math.h>
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+#include "esl_alphabet.h"
+#include "esl_stack.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/* Function: CreateCM(); CreateCMShell(); CreateCMBody()
+ * Date: SRE, Sat Jul 29 09:02:16 2000 [St. Louis]
+ *
+ * Purpose: Create a covariance model, given the number of states
+ * and nodes that should be in it.
+ *
+ * Allocation is usually one step: CreateCM(N, M).
+ *
+ * In cmio.c, allocation is two-step: CreateCMShell()
+ * then CreateCMBody(cm, N, M). This way we can create
+ * a model, start storing header info in it (including M
+ * and N themselves), and only after we read M and N
+ * do we allocate the bulk of the model.
+ *
+ * Args: nnodes = number of nodes in the model
+ * nstates = number of states in the model
+ *
+ * Returns: ptr to allocated cm.
+ * Caller is responsible for free'ing the cm.
+ */
+CM_t *
+CreateCM(int nnodes, int nstates, const ESL_ALPHABET *abc)
+{
+ CM_t *cm;
+
+ cm = CreateCMShell();
+ if (cm != NULL) CreateCMBody(cm, nnodes, nstates, abc);
+ return cm;
+}
+CM_t *
+CreateCMShell(void)
+{
+ int status;
+ CM_t *cm;
+
+ ESL_ALLOC(cm, sizeof(CM_t));
+ /* general information: added later */
+ cm->abc = NULL;
+
+ cm->name = NULL;
+ cm->acc = NULL;
+ cm->desc = NULL;
+ cm->annote = NULL;
+
+ /* null model information */
+ cm->null = NULL;
+
+ /* structural information */
+ cm->M = 0;
+ cm->clen = 0;
+ cm->sttype = NULL;
+ cm->ndidx = NULL;
+ cm->stid = NULL;
+ cm->cfirst = NULL;
+ cm->cnum = NULL;
+ cm->plast = NULL;
+ cm->pnum = NULL;
+ /* node->state map information */
+ cm->nodes = 0;
+ cm->nodemap= NULL;
+ cm->ndtype = NULL;
+ /* parameter information */
+ cm->t = NULL;
+ cm->e = NULL;
+ cm->begin = NULL;
+ cm->end = NULL;
+ cm->tsc = NULL;
+ cm->esc = NULL;
+ cm->oesc = NULL;
+ cm->beginsc= NULL;
+ cm->endsc = NULL;
+ cm->itsc = NULL;
+ cm->iesc = NULL;
+ cm->ioesc = NULL;
+ cm->ibeginsc= NULL;
+ cm->iendsc = NULL;
+
+ cm->lmesc = NULL;
+ cm->rmesc = NULL;
+
+ cm->flags = 0;
+
+ cm->W = 200; /* for backwards compatibility */
+ cm->el_selfsc = 0.; /* this is backwards compatible also */
+
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->beta_W = DEFAULT_BETA; /* will be set when beta_W is read from cmfile */
+ cm->beta_qdb = DEFAULT_BETA; /* will be set to beta_W when beta_W is read from cmfile */
+ cm->tau = DEFAULT_TAU; /* 1E-7 the default tau (tail loss for HMM banding) */
+ cm->cp9 = NULL;
+ cm->cp9b = NULL;
+ cm->cp9map = NULL;
+ cm->root_trans = NULL;
+ cm->stats = NULL;
+ cm->smx = NULL;
+ cm->hbmx = NULL;
+ cm->cp9_mx = NULL;
+ cm->cp9_bmx = NULL;
+ cm->si = NULL;
+ cm->pbegin = DEFAULT_PBEGIN; /* summed probability of internal local begin */
+ cm->pend = DEFAULT_PEND; /* summed probability of internal local end */
+
+ cm->ga = 0.; /* only valid if cm->flags & CMH_GA */
+ cm->tc = 0.; /* only valid if cm->flags & CMH_TC */
+ cm->nc = 0.; /* only valid if cm->flags & CMH_NC */
+ cm->eff_nseq = 0.;
+ cm->nseq = 0;
+ cm->clen = 0;
+ cm->comlog = NULL;
+ return cm;
+
+ ERROR:
+ cm_Fail("CreateCMShell() Memory allocation error.\n");
+ return NULL; /* never reached */
+}
+
+void
+CreateCMBody(CM_t *cm, int nnodes, int nstates, const ESL_ALPHABET *abc)
+{
+ int status;
+ int v;
+ /* alphabet, only a reference */
+ cm->abc = abc;
+ /* structural information */
+ cm->M = nstates;
+
+ /* null model information */
+ CMAllocNullModel(cm);
+
+ if((cm->comlog = CreateComLog()) == NULL) goto ERROR;
+
+ ESL_ALLOC(cm->sttype, (nstates+1) * sizeof(char));
+ ESL_ALLOC(cm->ndidx, nstates * sizeof(int));
+ ESL_ALLOC(cm->stid, (nstates+1) * sizeof(char));
+ ESL_ALLOC(cm->cfirst, nstates * sizeof(int));
+ ESL_ALLOC(cm->cnum, nstates * sizeof(int));
+ ESL_ALLOC(cm->plast, nstates * sizeof(int));
+ ESL_ALLOC(cm->pnum, nstates * sizeof(int));
+ /* node->state map information */
+ cm->nodes = nnodes;
+ ESL_ALLOC(cm->nodemap, nnodes * sizeof(int));
+ ESL_ALLOC(cm->ndtype, nnodes * sizeof(char));
+
+ /* parameter information */
+ /* level 1 */
+ ESL_ALLOC(cm->t, (nstates) * sizeof(float *));
+ ESL_ALLOC(cm->e, (nstates) * sizeof(float *));
+ ESL_ALLOC(cm->tsc, (nstates) * sizeof(float *));
+ ESL_ALLOC(cm->esc, (nstates) * sizeof(float *));
+ ESL_ALLOC(cm->itsc, (nstates) * sizeof(int *));
+ ESL_ALLOC(cm->iesc, (nstates) * sizeof(int *));
+ cm->t[0] = NULL;
+ cm->e[0] = NULL;
+ cm->tsc[0] = NULL;
+ cm->esc[0] = NULL;
+ cm->itsc[0]= NULL;
+ cm->iesc[0]= NULL;
+ ESL_ALLOC(cm->begin, (nstates) * sizeof(float));
+ ESL_ALLOC(cm->end, (nstates) * sizeof(float));
+ ESL_ALLOC(cm->beginsc, (nstates) * sizeof(float));
+ ESL_ALLOC(cm->endsc, (nstates) * sizeof(float));
+ ESL_ALLOC(cm->ibeginsc,(nstates) * sizeof(int));
+ ESL_ALLOC(cm->iendsc, (nstates) * sizeof(int));
+ /* don't allocate for cm->oesc and cm->ioesc yet, they're
+ * alloc'ed and filled by CalcOptimizedEmitScores() called
+ * in CMLogoddsify().
+ */
+
+ /* level 2 */
+ ESL_ALLOC(cm->t[0], MAXCONNECT * nstates * sizeof(float));
+ ESL_ALLOC(cm->e[0], cm->abc->K * cm->abc->K * nstates * sizeof(float));
+ ESL_ALLOC(cm->tsc[0], MAXCONNECT * nstates * sizeof(float));
+ ESL_ALLOC(cm->esc[0], cm->abc->K * cm->abc->K * nstates * sizeof(float));
+ ESL_ALLOC(cm->itsc[0], MAXCONNECT * nstates * sizeof(int));
+ ESL_ALLOC(cm->iesc[0], cm->abc->K * cm->abc->K * nstates * sizeof(int));
+ for (v = 0; v < nstates; v++)
+ {
+ cm->e[v] = cm->e[0] + v * (cm->abc->K * cm->abc->K);
+ cm->t[v] = cm->t[0] + v * MAXCONNECT;
+ cm->esc[v] = cm->esc[0] + v * (cm->abc->K * cm->abc->K);
+ cm->tsc[v] = cm->tsc[0] + v * MAXCONNECT;
+ cm->iesc[v] = cm->iesc[0] + v * (cm->abc->K * cm->abc->K);
+ cm->itsc[v] = cm->itsc[0] + v * MAXCONNECT;
+ }
+
+ /* the EL state at M is special: we only need state
+ * type info recorded, so functions looking at parsetrees
+ * can interpret what an "M" index means.
+ */
+ cm->sttype[cm->M] = EL_st;
+ cm->stid[cm->M] = END_EL;
+
+ cm->flags = 0;
+ cm->config_opts = 0;
+ cm->align_opts = 0;
+ cm->search_opts = 0;
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->cp9 = NULL;
+ cm->cp9b = NULL;
+ cm->cp9map = NULL;
+
+ /* create HMM banded matrix, it only depends (at first) on num states, M.
+ * it is initially empty, but expanded to fit target sequences as needed */
+ cm->hbmx = cm_hb_mx_Create(cm->M);
+
+ /* we'll allocate the cp9, cp9b, cp9map, cp9_mx and cp9_bmx inside ConfigCM(),
+ * we need some more info about the CM besides M and nnodes to build those
+ */
+ return;
+
+ ERROR:
+ cm_Fail("CreateCMBody(), memory allocation error.");
+ return; /* never reached */
+}
+
+/* Function: CMZero()
+ * Date: SRE, Mon Jul 31 19:14:31 2000 [St. Louis]
+ *
+ * Purpose: Initialize the probability parameters and scores of a CM to zero.
+ *
+ * Returns: (void)
+ */
+void
+CMZero(CM_t *cm)
+{
+ int v; /* counter over states */
+
+ for (v = 0; v < cm->M; v++) {
+ esl_vec_FSet(cm->e[v], (cm->abc->K * cm->abc->K), 0.);
+ esl_vec_FSet(cm->t[v], MAXCONNECT, 0.);
+ esl_vec_FSet(cm->esc[v], (cm->abc->K * cm->abc->K), 0.);
+ esl_vec_FSet(cm->tsc[v], MAXCONNECT, 0.);
+ esl_vec_ISet(cm->iesc[v], (cm->abc->K * cm->abc->K), 0);
+ esl_vec_ISet(cm->itsc[v], MAXCONNECT, 0);
+ }
+ esl_vec_FSet(cm->begin, cm->M, 0.);
+ esl_vec_FSet(cm->end, cm->M, 0.);
+ esl_vec_FSet(cm->beginsc, cm->M, 0.);
+ esl_vec_FSet(cm->endsc, cm->M, 0.);
+ esl_vec_ISet(cm->ibeginsc, cm->M, 0);
+ esl_vec_ISet(cm->iendsc, cm->M, 0);
+}
+
+/* Function: CMRenormalize()
+ * Incept: SRE, Wed Aug 14 14:16:55 2002 [St. Louis]
+ *
+ * Purpose: Renormalize all the probability distributions in a CM.
+ * Used by cmio.c's flatfile parser, for example.
+ *
+ * Xref: STL6 p.108
+ */
+void
+CMRenormalize(CM_t *cm)
+{
+ int v;
+
+ esl_vec_FNorm(cm->null, cm->abc->K);
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->cnum[v] > 0 && cm->sttype[v] != B_st)
+ esl_vec_FNorm(cm->t[v], cm->cnum[v]);
+
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st || cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ esl_vec_FNorm(cm->e[v], cm->abc->K);
+ if (cm->sttype[v] == MP_st)
+ esl_vec_FNorm(cm->e[v], cm->abc->K * cm->abc->K);
+ }
+ if (cm->flags & CMH_LOCAL_BEGIN) esl_vec_FNorm(cm->begin, cm->M);
+ if (cm->flags & CMH_LOCAL_END) cm_Fail("Renormalization of models in local end mode not supported yet");
+}
+
+
+/* Function: FreeCM()
+ * Date: SRE, Sat Jul 29 11:22:32 2000 [St. Louis]
+ *
+ * Purpose: Free a CM data structure.
+ *
+ * Args: cm - the model to free. (duh).
+ *
+ * Note: Remember, leave reference pointer to abc alone.
+ * This is under the application's control not ours.
+ *
+ * Returns: (void)
+ */
+void
+FreeCM(CM_t *cm)
+{
+ if (cm->smx != NULL) cm_FreeScanMatrixForCM(cm); /* free this first, it needs some info from cm->stid */
+ if (cm->si != NULL) FreeSearchInfo(cm->si, cm); /* free this first, it needs some info from cm->stid */
+ if (cm->name != NULL) free(cm->name);
+ if (cm->acc != NULL) free(cm->acc);
+ if (cm->desc != NULL) free(cm->desc);
+ if (cm->annote != NULL) free(cm->annote);
+
+ free(cm->null);
+ free(cm->sttype);
+ free(cm->ndidx);
+ free(cm->stid);
+ free(cm->cfirst);
+ free(cm->cnum);
+ free(cm->plast);
+ free(cm->pnum);
+ free(cm->nodemap);
+ free(cm->ndtype);
+
+ if (cm->lmesc != NULL) { free(cm->lmesc[0]); free(cm->lmesc); }
+ if (cm->rmesc != NULL) { free(cm->rmesc[0]); free(cm->rmesc); }
+
+ free(cm->t[0]);
+ free(cm->t);
+ free(cm->e[0]);
+ free(cm->e);
+ free(cm->tsc[0]);
+ free(cm->tsc);
+ free(cm->esc[0]);
+ free(cm->esc);
+ free(cm->itsc[0]);
+ free(cm->itsc);
+ free(cm->iesc[0]);
+ free(cm->iesc);
+ free(cm->begin);
+ free(cm->end);
+ free(cm->beginsc);
+ free(cm->endsc);
+ free(cm->ibeginsc);
+ free(cm->iendsc);
+ free(cm->dmin);
+ free(cm->dmax);
+ if(cm->comlog != NULL) FreeComLog(cm->comlog);
+ if(cm->cp9map != NULL) FreeCP9Map(cm->cp9map);
+ if(cm->cp9b != NULL) FreeCP9Bands(cm->cp9b);
+ if(cm->cp9 != NULL) FreeCPlan9(cm->cp9);
+ if(cm->root_trans != NULL) free(cm->root_trans);
+ if(cm->stats != NULL) FreeCMStats(cm->stats);
+ if(cm->hbmx != NULL) cm_hb_mx_Destroy(cm->hbmx);
+ if(cm->cp9_mx != NULL) FreeCP9Matrix(cm->cp9_mx);
+ if(cm->cp9_bmx != NULL) FreeCP9Matrix(cm->cp9_bmx);
+ if(cm->oesc != NULL || cm->ioesc != NULL) FreeOptimizedEmitScores(cm->oesc, cm->ioesc, cm->M);
+ free(cm);
+}
+
+/* Function: DefaultNullModel()
+ * Date: SRE, Tue Aug 1 15:31:52 2000 [St. Louis]
+ *
+ * Purpose: Allocate and initialize a float vector
+ * that will be a template null model to
+ * equiprobable (e.g. 0.25)
+ */
+int
+DefaultNullModel(const ESL_ALPHABET *abc, float **ret_null)
+{
+ /* Contract check */
+ if(abc == NULL) cm_Fail("ERROR in CMCreateNullModel, cm->abc is NULL.\n");
+
+ int status;
+ float *null = NULL;
+ ESL_ALLOC(null, sizeof(float) * abc->K);
+ int x;
+ for (x = 0; x < abc->K; x++)
+ null[x] = 1./(float) abc->K;
+ esl_vec_FNorm(null, abc->K); /* completely unnecessary */
+ *ret_null = null;
+ return eslOK;
+
+ ERROR:
+ if(null != NULL) free(null);
+ return status;
+}
+
+/* Function: CMAllocNullModel()
+ *
+ * Purpose: Allocate the null model section of a CM
+ * and fill it with default, equiprobable
+ * null distro.
+ */
+int
+CMAllocNullModel(CM_t *cm)
+{
+ int status;
+
+ /* Contract check */
+ if(cm->abc == NULL) cm_Fail("ERROR in CMAllocNullModel, cm->abc is NULL.\n");
+ if(cm->null != NULL) cm_Fail("ERROR in CMAllocNullModel, cm->null is not NULL.\n");
+
+ status = DefaultNullModel(cm->abc, &(cm->null));
+ return status;
+}
+
+/* Function: CMSetNullModel()
+ *
+ * Purpose: Set the null model section of a CM.
+ */
+void
+CMSetNullModel(CM_t *cm, float *null)
+{
+ /* Contract check */
+ if(cm->abc == NULL) cm_Fail("ERROR in CMCreateNullModel, cm->abc is NULL.\n");
+ if(cm->null == NULL) cm_Fail("ERROR in CMSetNullModel, cm->null is NULL.\n");
+
+ int x;
+ for (x = 0; x < cm->abc->K; x++)
+ cm->null[x] = null[x];
+ esl_vec_FNorm(cm->null, cm->abc->K);
+ return;
+}
+
+
+/* Function: CMReadNullModel()
+ * EPN 10.19.05
+ * based on SRE's HMMER's cm.c's P7ReadNullModel()
+ *
+ * Purpose: Read a CM null model from a file.
+ * ret_null is filled with a newly allocated
+ * float vector that is the null model.
+ *
+ * Returns: eslOK on success.
+ */
+int
+CMReadNullModel(const ESL_ALPHABET *abc, char *nullfile, float **ret_null)
+{
+ /* Contract check */
+ if(abc == NULL) cm_Fail("ERROR in CMReadNullModel, abc is NULL.\n");
+
+ int status;
+ float *null = NULL;
+ FILE *fp;
+ char *buf = NULL;
+ char *s;
+ int n; /* length of buf */
+ int x;
+ char *tok;
+ int toklen;
+ float sum;
+
+ ESL_ALLOC(null, sizeof(float) * abc->K);
+ n = 0;
+ sum = 0.;
+ /* Expects a file with cm->abc->K lines that don't begin with "# ".
+ * The first token of each of these 4 lines is read as
+ * the background probability of A, C, G, and U (in that order)
+ * Then does a check to make sure the 4 read in values
+ * sum to 1.0 exactly.
+ */
+ if ((fp = fopen(nullfile, "r")) == NULL)
+ cm_Fail("Failed to open null model file %s\n", nullfile);
+
+ /* parse the file */
+ x = 0;
+ while(x < abc->K) {
+ if((status = esl_fgets(&buf, &n, fp)) != eslOK) goto ERROR;
+ s = buf;
+ if((status = esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto ERROR;
+ if(strcmp(tok, "#") != 0)
+ {
+ null[x] = atof(tok);
+ sum += null[x];
+ x++;
+ }
+ }
+ /*fragile*/
+ if(sum > 1.00001 || sum < 0.99999)
+ cm_Fail("%s is not in CM null model file format.\nThere are not %d background probabilities that sum to exactly 1.0", nullfile, abc->K);
+ esl_vec_FNorm(null, abc->K);
+
+ *ret_null = null;
+ if(buf != NULL) free(buf);
+ fclose(fp);
+ return eslOK;
+
+ ERROR:
+ fclose(fp);
+ if(buf != NULL) free(buf);
+ if(null != NULL) free(null);
+ return status;
+}
+
+/* Function: CMSimpleProbify()
+ * Date: SRE, Tue Aug 1 11:07:17 2000 [St. Louis]
+ *
+ * Purpose: Convert a counts-based CM to probability form, using
+ * a plus-one Laplace prior.
+ */
+void
+CMSimpleProbify(CM_t *cm)
+{
+ int v,x;
+
+ for (v = 0; v < cm->M; v++)
+ {
+ /* Transitions. B, E have no transition probabilities.
+ */
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ for (x = 0; x < cm->cnum[v]; x++) cm->t[v][x] += 1.0; /* Laplace prior */
+ esl_vec_FNorm(cm->t[v], cm->cnum[v]); /* normalize to a probability */
+ }
+
+ /* Emissions.
+ */
+ if (cm->sttype[v] == MP_st)
+ {
+ for (x = 0; x < cm->abc->K*cm->abc->K; x++) cm->e[v][x] += 1.0;
+ esl_vec_FNorm(cm->e[v], cm->abc->K*cm->abc->K);
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ {
+ for (x = 0; x < cm->abc->K; x++) cm->e[v][x] += 1.0;
+ esl_vec_FNorm(cm->e[v], cm->abc->K);
+ }
+ }
+}
+
+/* Function: rsearch_CMProbifyEmissions()
+ * Date: EPN, Wed Mar 14 06:14:51 2007
+ *
+ * Purpose: Convert emissions in a counts-based CM built from a single sequence,
+ * we expect 1 count in each vector to be 1.0, all others 0.0,
+ * to probability form, using a RIBOSUM matrix with background
+ * and target frequencies.
+ *
+ * The code that does this in RSEARCH is buildcm.c::SingleSequenceLogoddsify(),
+ * but that's different in that it fills in log odds scores, here we
+ * fill in probabilities, derived from the RIBOSUM log odds scores.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINVAL> if an emission vector does not have exactly 1 non-zero
+ * count that is exactly 1.0 (or within 0.000001 of it)
+ */
+int
+rsearch_CMProbifyEmissions(CM_t *cm, fullmat_t *fullmat)
+{
+ int v,x,y;
+ int cur_emission;
+ float thresh;
+ int found_ct_flag;
+ thresh = 0.000001;
+
+
+
+ /* Check the contract. */
+ if(fullmat->scores_flag) ESL_EXCEPTION(eslEINVAL, "in rsearch_CMProbifyEmissions(), matrix is in log odds mode, it should be in probs mode");
+ if(!(cm->flags & CM_RSEARCHEMIT)) ESL_EXCEPTION(eslEINVAL, "in rsearch_CMProbifyEmissions(), CM_RSEARCHEMIT flag is down");
+
+ for (v = 0; v < cm->M; v++)
+ {
+ found_ct_flag = FALSE;
+ if (cm->stid[v] == MATP_MP)
+ {
+ /* First, figure out which letter was in the query */
+
+ for (x=0; x<cm->abc->K; x++)
+ for (y=0; y<cm->abc->K; y++)
+ if (fabs(cm->e[v][x*cm->abc->K+y] - 0.) > thresh)
+ {
+ if(found_ct_flag)
+ {
+ for (x=0; x<cm->abc->K; x++)
+ for (y=0; y<cm->abc->K; y++)
+ printf("cm->e[v:%d][%d]: %f\n", v, (x*cm->abc->K+y), cm->e[v][(x*cm->abc->K+y)]);
+ ESL_EXCEPTION(eslEINVAL, "cm->e[v:%d] a MATP_MP has > 1 non-zero count", v);
+ }
+ cur_emission = numbered_basepair(cm->abc->sym[x], cm->abc->sym[y]);
+ found_ct_flag = TRUE;
+ }
+ /* Now, set emission probs as target probs in correct cells of score matrix */
+ for (x=0; x<cm->abc->K*cm->abc->K; x++)
+ cm->e[v][x] = fullmat->paired->matrix[matrix_index(cur_emission, x)];
+ esl_vec_FNorm(cm->e[v], cm->abc->K*cm->abc->K);
+ }
+ else if (cm->stid[v] == MATL_ML || cm->stid[v] == MATR_MR)
+ {
+ for (x=0; x<cm->abc->K; x++)
+ if (fabs(cm->e[v][x] - 0.) > thresh)
+ {
+ if(found_ct_flag) {
+ for (y=0; y<cm->abc->K; y++) printf("cm->e[v:%d][%d]: %f\n", v, x, cm->e[v][x]);
+ ESL_EXCEPTION(eslEINVAL, "cm->e[v:%d] a MAT{L,R}_M{L,R} has > 1 non-zero count", v);
+ }
+ cur_emission = numbered_nucleotide(cm->abc->sym[x]);
+ found_ct_flag = TRUE;
+ }
+ /* Now, set emission probs as target probs in correct cells of score matrix */
+ for (x=0; x<cm->abc->K; x++)
+ cm->e[v][x] = fullmat->unpaired->matrix[matrix_index(cur_emission, x)];
+ esl_vec_FNorm(cm->e[v], cm->abc->K);
+ }
+ else if (cm->stid[v] == MATP_ML || cm->stid[v] == MATP_MR)
+ {
+ /* RSEARCH technique: determine residue emitted to left and right,
+ * use target freqs from unpaired matrix for this residue.
+ * Alternative technique: determine residue emitted to left and right,
+ * marginalize target freqs from paired matrix for this residue.
+ * RSEARCH technique currently implemented */
+ for (x=0; x<cm->abc->K; x++)
+ for (y=0; y<cm->abc->K; y++)
+ {
+ if (cm->stid[v] == MATP_ML && (fabs(cm->e[(v-1)][x*cm->abc->K + y] - 0.) > thresh))
+ cur_emission = numbered_nucleotide(cm->abc->sym[x]);
+ else if (cm->stid[v] == MATP_MR && (fabs(cm->e[(v-2)][x*cm->abc->K + y] - 0.) > thresh))
+ cur_emission = numbered_nucleotide(cm->abc->sym[y]);
+ /* We don't have to check we have only 1 non-zero count, we've already
+ * done so when we filled e for the MATP_MP in the same node as v */
+ }
+ /* fill emission probs */
+ for (x=0; x<cm->abc->K; x++)
+ cm->e[v][x] = fullmat->unpaired->matrix[matrix_index(cur_emission, x)];
+ esl_vec_FNorm(cm->e[v], cm->abc->K);
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ {
+ /* Don't give any score for emissions matching to an Insert state,
+ * but make sure we don't have any counts in any of these guys */
+ for (x = 0; x < cm->abc->K; x++)
+ if(fabs(cm->e[v][x] - 0.) > thresh) ESL_EXCEPTION(eslEINVAL, "cm->e[v:%d] an I{L,R} has > 0 non-zero count", v);
+ esl_vec_FNorm(cm->e[v], cm->abc->K); /* these will have all been zero */
+ }
+ }
+ return eslOK;
+}
+
+/* Function: CMLogoddsify()
+ * Date: SRE, Tue Aug 1 15:18:26 2000 [St. Louis]
+ *
+ * Purpose: Convert the probabilities in a CM to log-odds
+ * EPN 12.19.06: also fill in integer log-odds scores.
+ */
+void
+CMLogoddsify(CM_t *cm)
+{
+ int v, x, y;
+
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ for (x = 0; x < cm->cnum[v]; x++)
+ {
+ cm->tsc[v][x] = sreLOG2(cm->t[v][x]);
+ cm->itsc[v][x] = Prob2Score(cm->t[v][x], 1.0);
+ /*printf("cm->t[%4d][%2d]: %f itsc->e: %f itsc: %d\n", v, x, cm->t[v][x], Score2Prob(cm->itsc[v][x], 1.0), cm->itsc[v][x]);*/
+ }
+ if (cm->sttype[v] == MP_st)
+ for (x = 0; x < cm->abc->K; x++)
+ for (y = 0; y < cm->abc->K; y++)
+ {
+ cm->esc[v][x*cm->abc->K+y] = sreLOG2(cm->e[v][x*cm->abc->K+y] / (cm->null[x]*cm->null[y]));
+ cm->iesc[v][x*cm->abc->K+y] = Prob2Score(cm->e[v][x*cm->abc->K+y], (cm->null[x]*cm->null[y]));
+ /*printf("cm->e[%4d][%2d]: %f iesc->e: %f iesc: %d\n", v, (x*cm->abc->K+y), cm->e[v][(x*cm->abc->K+y)], Score2Prob(cm->iesc[v][x*cm->abc->K+y], (cm->null[x]*cm->null[y])), cm->iesc[v][(x*cm->abc->K+y)]);*/
+ }
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ for (x = 0; x < cm->abc->K; x++)
+ {
+ cm->esc[v][x] = sreLOG2(cm->e[v][x] / cm->null[x]);
+ cm->iesc[v][x] = Prob2Score(cm->e[v][x], cm->null[x]);
+ /*printf("cm->e[%4d][%2d]: %f esc: %f null[%d]: %f\n", v, x, cm->e[v][x], cm->esc[v][x], x, cm->null[x]);*/
+ /*printf("cm->e[%4d][%2d]: %f iesc->e: %f iesc: %d\n", v, x, cm->e[v][x], Score2Prob(cm->iesc[v][x], (cm->null[x])), cm->iesc[v][x]);*/
+ }
+ /* These work even if begin/end distributions are inactive 0's,
+ * sreLOG2 will set beginsc, endsc to -infinity.
+ */
+ cm->beginsc[v] = sreLOG2(cm->begin[v]);
+ cm->ibeginsc[v] = Prob2Score(cm->begin[v], 1.0);
+ /*printf("cm->begin[%4d]: %f ibeginsc->e: %f ibeginsc: %d\n", v, cm->begin[v], Score2Prob(cm->ibeginsc[v], 1.0), cm->ibeginsc[v]);*/
+
+ cm->endsc[v] = sreLOG2(cm->end[v]);
+ cm->iendsc[v] = Prob2Score(cm->end[v], 1.0);
+ /*printf("cm->end[%4d]: %f iendsc->e: %f iendsc: %d\n\n", v, cm->end[v], Score2Prob(cm->iendsc[v], 1.0), cm->iendsc[v]);*/
+ }
+
+ cm->iel_selfsc = Prob2Score(sreEXP2(cm->el_selfsc), 1.0);
+ /*printf("cm->el_selfsc: %f prob: %f cm->iel_selfsc: %d prob: %f\n", cm->el_selfsc,
+ (sreEXP2(cm->el_selfsc)), cm->iel_selfsc, (Score2Prob(cm->iel_selfsc, 1.0)));
+ printf("-INFTY: %d prob: %f 2^: %f\n", -INFTY, (Score2Prob(-INFTY, 1.0)), sreEXP2(-INFTY));*/
+
+ /* Allocate and fill optimized emission scores for this CM.
+ * If they already exist, free them and recalculate them, slightly wasteful, oh well.
+ */
+ if(cm->oesc != NULL || cm->ioesc != NULL) FreeOptimizedEmitScores(cm->oesc, cm->ioesc, cm->M);
+ cm->oesc = FCalcOptimizedEmitScores(cm);
+ cm->ioesc = ICalcOptimizedEmitScores(cm);
+
+ /* Potentially, overwrite transitions with non-probabilistic
+ * RSEARCH transitions. Currently only default transition
+ * parameters are allowed, these are defined as DEFAULT_R*
+ * in structs.h */
+ if(cm->flags & CM_RSEARCHTRANS)
+ {
+ float alpha = DEFAULT_RALPHA;
+ float beta = DEFAULT_RBETA;
+ float alphap = DEFAULT_RALPHAP;
+ float betap = DEFAULT_RBETAP;
+ float beginsc = DEFAULT_RBEGINSC;
+ float endsc = DEFAULT_RENDSC;
+ int nd;
+ /* First do the normal transitions */
+ for (v=0; v<cm->M; v++)
+ {
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ for (x=0; x<cm->cnum[v]; x++)
+ {
+ cm->tsc[v][x] = -1. * rsearch_calculate_gap_penalty
+ (cm->stid[v], cm->stid[cm->cfirst[v]+x],
+ cm->ndtype[cm->ndidx[v]], cm->ndtype[cm->ndidx[cm->cfirst[v]+x]],
+ alpha, beta, alphap, betap);
+ /* alphas and rbetas were positive -- gap score is a penalty, so
+ multiply by -1 */
+ cm->itsc[v][x] = INTSCALE * cm->tsc[v][x];
+ }
+ }
+ }
+ /* Overwrite local begin and end scores */
+ for (v=cm->M - 1; v>=0; v--) {
+ cm->beginsc[v] = IMPOSSIBLE;
+ cm->endsc[v] = IMPOSSIBLE;
+ }
+
+ /* beginsc states */
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ {
+ cm->beginsc[cm->nodemap[nd]] = beginsc;
+ cm->ibeginsc[cm->nodemap[nd]] = INTSCALE * beginsc;
+ }
+ }
+
+ /* endsc states */
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ {
+ cm->endsc[cm->nodemap[nd]] = endsc;
+ cm->iendsc[cm->nodemap[nd]] = INTSCALE * endsc;
+ }
+ }
+
+ cm->flags |= CMH_LOCAL_BEGIN;
+ cm->flags |= CMH_LOCAL_END;
+ }
+ /* raise flag saying we have valid log odds scores */
+ cm->flags |= CMH_BITS;
+}
+
+
+/* Function: CountStatetype(), CMSubtreeCountStatetype(), CMSegmentCountStatetype
+ * Date: SRE, Wed Aug 2 09:15:00 2000 [St. Louis]
+ *
+ * Purpose: Conveniences for counting the # of occurrences
+ * of a particular state type in a CM. Useful for
+ * "how many bifurcations does this model have", etc.
+ *
+ * CMSubtreeCountStatetype() only counts underneath
+ * a particular subtree rooted at state v
+ *
+ * Args: cm - the model
+ * r - the root of the subtree to start from (inclusive)
+ * z - end of the subtree to stop at (inclusive)
+ * type - a state type (e.g. E_st or MP_st)
+ *
+ * Returns: how many states of that type are in the model
+ */
+int
+CMSegmentCountStatetype(CM_t *cm, int r, int z, char type)
+{
+ int count = 0;
+ int v;
+ for (v = r; v <= z; v++)
+ if (cm->sttype[v] == type) count++;
+ return count;
+}
+int
+CMSubtreeCountStatetype(CM_t *cm, int v, char type)
+{
+ int unsatisfied_starts = 1;
+ int count = 0;
+
+ while (unsatisfied_starts) {
+ if (cm->sttype[v] == B_st) unsatisfied_starts++;
+ if (cm->sttype[v] == E_st) unsatisfied_starts--;
+ if (cm->sttype[v] == type) count++;
+ v++;
+ }
+ return count;
+}
+int
+CMCountStatetype(CM_t *cm, char type)
+{
+ return CMSubtreeCountStatetype(cm, 0, type);
+}
+int
+CMSubtreeFindEnd(CM_t *cm, int r)
+{
+ int unsatisfied_starts = 1;
+
+ while (unsatisfied_starts) {
+ if (cm->sttype[r] == B_st) unsatisfied_starts++;
+ if (cm->sttype[r] == E_st) unsatisfied_starts--;
+ r++;
+ }
+ return (r-1);
+}
+int
+CMCountNodetype(CM_t *cm, char type)
+{
+ int nd;
+ int count = 0;
+ for(nd = 0; nd < cm->nodes; nd++) {
+ if(cm->ndtype[nd] == type) count++;
+ }
+ return count;
+}
+
+/* Function: CalculateStateIndex()
+ * Date: SRE, Mon Jul 31 15:37:55 2000 [St. Louis]
+ *
+ * Purpose: Given a node index and a unique state type, use the CM's
+ * nodemap to calculate and return a state index in the CM.
+ *
+ * Doesn't check that the node type matches what's implied
+ * by the utype! (e.g., if you pass utype==MATP_MP, the node
+ * had better be a MATP.)
+ *
+ * Args: cm - the covariance model
+ * node - node index, 0..cm->nodes-1
+ * utype - unique statetype, e.g. MATP_MP
+ *
+ * Returns: a state index, 0..cm->M-1
+ *
+ * Used in: cm_modelmaker.c:transmogrify()
+ */
+int
+CalculateStateIndex(CM_t *cm, int node, char utype)
+{
+ int base;
+
+ base = cm->nodemap[node];
+ switch (utype) {
+ case ROOT_S: return base;
+ case ROOT_IL: return base+1;
+ case ROOT_IR: return base+2;
+ case BEGL_S: return base;
+ case BEGR_S: return base;
+ case BEGR_IL: return base+1;
+ case MATP_MP: return base;
+ case MATP_ML: return base+1;
+ case MATP_MR: return base+2;
+ case MATP_D: return base+3;
+ case MATP_IL: return base+4;
+ case MATP_IR: return base+5;
+ case MATL_ML: return base;
+ case MATL_D: return base+1;
+ case MATL_IL: return base+2;
+ case MATR_MR: return base;
+ case MATR_D: return base+1;
+ case MATR_IR: return base+2;
+ case END_E: return base;
+ case BIF_B: return base;
+ default: cm_Fail("bogus utype %d in CalculateStateIndex()", utype);
+ }
+ return base; /* not used */
+}
+
+/* Function: TotalStatesInNode(), SplitStatesInNode(), InsertStatesInNode()
+ * Incept: SRE, Thu Aug 8 09:57:59 2002 [St. Louis]
+ *
+ * Purpose: Returns the number of states in a node type.
+ *
+ * Args: ndtype - type of node (cm->ndtype[])
+ */
+int
+TotalStatesInNode(int ndtype)
+{
+ switch (ndtype) {
+ case BIF_nd: return 1;
+ case MATP_nd: return 6;
+ case MATL_nd: return 3;
+ case MATR_nd: return 3;
+ case BEGL_nd: return 1;
+ case BEGR_nd: return 2;
+ case ROOT_nd: return 3;
+ case END_nd: return 1;
+ default: cm_Fail("Bogus node type %d", ndtype);
+ }
+ return 0;/*NOTREACHED*/
+}
+int
+SplitStatesInNode(int ndtype)
+{
+ switch (ndtype) {
+ case BIF_nd: return 1;
+ case MATP_nd: return 4;
+ case MATL_nd: return 2;
+ case MATR_nd: return 2;
+ case BEGL_nd: return 1;
+ case BEGR_nd: return 1;
+ case ROOT_nd: return 1;
+ case END_nd: return 1;
+ default: cm_Fail("Bogus node type %d", ndtype);
+ }
+ return 0;/*NOTREACHED*/
+}
+int
+InsertStatesInNode(int ndtype)
+{
+ switch (ndtype) {
+ case BIF_nd: return 0;
+ case MATP_nd: return 2;
+ case MATL_nd: return 1;
+ case MATR_nd: return 1;
+ case BEGL_nd: return 0;
+ case BEGR_nd: return 1;
+ case ROOT_nd: return 2;
+ case END_nd: return 0;
+ default: cm_Fail("Bogus node type %d", ndtype);
+ }
+ return 0;/*NOTREACHED*/
+}
+
+
+
+
+/* Function: StateDelta(), StateLeftDelta(), StateRightDelta()
+ * Incept: SRE, Thu Oct 9 11:23:13 2003 [St. Louis]
+ *
+ * Purpose: Convenience functions, mirroring some notation in Durbin et al.
+ * and elsewhere. \Delta notation simplifies some expositions
+ * of dynamic programming code.
+ *
+ * \Delta^R_v = 1 if the state emits right; else 0
+ * \Delta^L_v = 1 if the state emits left; else 0
+ * \Delta_v = 2 for pairwise, 1 for singlet, 0 for mute states.
+ *
+ * B_st, EL_st are special cases - Delta is returned as zero,
+ * but can't be used the same way.
+ *
+ * Args: sttype - state type code, e.g. MP_st
+ *
+ * Returns: (see above)
+ */
+int
+StateDelta(int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return 2;
+ case ML_st: return 1;
+ case MR_st: return 1;
+ case IL_st: return 1;
+ case IR_st: return 1;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return 0;
+ default: cm_Fail("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+int
+StateLeftDelta(int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return 1;
+ case ML_st: return 1;
+ case MR_st: return 0;
+ case IL_st: return 1;
+ case IR_st: return 0;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return 0;
+ default: cm_Fail("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+int
+StateRightDelta(int sttype)
+{
+ switch (sttype) {
+ case D_st: return 0;
+ case MP_st: return 1;
+ case ML_st: return 0;
+ case MR_st: return 1;
+ case IL_st: return 0;
+ case IR_st: return 1;
+ case S_st: return 0;
+ case E_st: return 0;
+ case B_st: return 0;
+ case EL_st: return 0;
+ default: cm_Fail("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+/* Function: Emitmode()
+ * Incept: EPN, Fri Nov 9 09:03:10 2007
+ *
+ * Purpose: Convenience function, return emitmode of a sttype
+ * EMITLEFT, EMITRIGHT, EMITNONE, or EMITPAIR
+ *
+ * Args: sttype - state type code, e.g. MP_st
+ *
+ * Returns: (see above)
+ */
+int
+Emitmode(int sttype)
+{
+ switch (sttype) {
+ case IL_st: return EMITLEFT;
+ case IR_st: return EMITRIGHT;
+ case D_st: return EMITNONE;
+ case ML_st: return EMITLEFT;
+ case MR_st: return EMITRIGHT;
+ case MP_st: return EMITPAIR;
+ case S_st: return EMITNONE;
+ case E_st: return EMITNONE;
+ case B_st: return EMITNONE;
+ case EL_st: return EMITNONE;
+ default: cm_Fail("bogus state type %d\n", sttype);
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+
+
+/* Function: PrintCM()
+ * Date: SRE, Sat Jul 29 10:55:16 2000 [St. Louis]
+ *
+ * Purpose: Debugging: show a tabular representation of a CM structure.
+ *
+ * Args: fp - output stream (e.g. stdout)
+ * cm - the CM to show
+ *
+ * Returns: (void)
+ */
+void
+PrintCM(FILE *fp, CM_t *cm)
+{
+ int x;
+
+ fprintf(fp, "%5s %6s %5s %6s %7s %6s %5s %5s %5s\n",
+ " idx ","sttype", "ndidx", "ndtype", " stid ", "cfirst", " cnum", "plast", " pnum");
+ fprintf(fp, "%5s %6s %5s %6s %7s %5s %5s %5s %5s\n",
+ "-----", "------", "-----", "------","-------","------","-----", "-----", "-----");
+
+ for (x = 0; x < cm->M; x++)
+ {
+ fprintf(fp, "%5d %-6s %5d %6s %-7s %6d %5d %5d %5d\n",
+ x, Statetype(cm->sttype[x]), cm->ndidx[x],
+ Nodetype(cm->ndtype[cm->ndidx[x]]), UniqueStatetype(cm->stid[x]),
+ cm->cfirst[x], cm->cnum[x],
+ cm->plast[x], cm->pnum[x]);
+ }
+}
+
+/* Function: SummarizeCM()
+ * Date: SRE, Sat Jul 29 12:19:31 2000 [St. Louis]
+ *
+ * Purpose: Print some summary information about a new CM;
+ * called by cmbuild after each new model construction.
+ *
+ * Args: fp - output stream (e.g. stdout)
+ * cm - cm to summarize
+ *
+ * Returns: (void)
+ */
+void
+SummarizeCM(FILE *fp, CM_t *cm)
+{
+ int x;
+ int count[UNIQUESTATES];
+
+ for (x = 0; x < UNIQUESTATES; x++) count[x] = 0;
+
+ for (x = 0; x < cm->M; x++)
+ count[(int) cm->stid[x]]++;
+
+ fprintf(fp, "Summary report for CM structure:\n");
+ fprintf(fp, "--------------------------------------\n");
+ fprintf(fp, "Total states: %4d\n", cm->M);
+ fprintf(fp, "Total nodes: %4d\n", cm->nodes);
+ fprintf(fp, "Bifurcations: %4d\n", count[BIF_B]);
+ fprintf(fp, "MATP nodes: %4d\n", count[MATP_MP]);
+ fprintf(fp, "MATL nodes: %4d\n", count[MATL_ML]);
+ fprintf(fp, "MATR nodes: %4d\n", count[MATR_MR]);
+ fprintf(fp, "Consensus columns: %4d (2*MATP+MATL+MATR)\n",
+ count[MATP_MP]*2+count[MATL_ML]+count[MATR_MR]);
+ fprintf(fp, "Base pairs: %4d (MATP)\n", count[MATP_MP]);
+ fprintf(fp, "Single stranded: %4d (MATL+MATR)\n", count[MATL_ML]+count[MATR_MR]);
+ /*fprintf(fp, "W: max hit size: %d\n", cm->W);*/
+
+}
+
+/* Functions: Statetype(), Nodetype(), UniqueStatetype();
+ * StateCode(), NodeCode(), UniqueStateCode()
+ * Date: SRE, Sat Jul 29 11:07:47 2000 [St. Louis]
+ *
+ * Purpose: Translate internal flags into human-readable strings,
+ * for clearer debugging output (*type functions);
+ * or vice versa (*Code functions)
+ *
+ * Args: type - a state type, node type, or unique statetype code
+ * s - string representing a code
+ *
+ * Returns: the appropriate string; or the appropriate code.
+ */
+char *
+Statetype(int type)
+{
+ switch (type) {
+ case D_st: return "D";
+ case MP_st: return "MP";
+ case ML_st: return "ML";
+ case MR_st: return "MR";
+ case IL_st: return "IL";
+ case IR_st: return "IR";
+ case S_st: return "S";
+ case E_st: return "E";
+ case B_st: return "B";
+ case EL_st: return "EL";
+ default: cm_Fail("bogus state type %d\n", type);
+ }
+ return ""; /*NOTREACHED*/
+}
+int
+StateCode(char *s)
+{
+ if (strcmp(s, "D") == 0) return D_st;
+ else if (strcmp(s, "MP") == 0) return MP_st;
+ else if (strcmp(s, "ML") == 0) return ML_st;
+ else if (strcmp(s, "MR") == 0) return MR_st;
+ else if (strcmp(s, "IL") == 0) return IL_st;
+ else if (strcmp(s, "IR") == 0) return IR_st;
+ else if (strcmp(s, "S") == 0) return S_st;
+ else if (strcmp(s, "E") == 0) return E_st;
+ else if (strcmp(s, "B") == 0) return B_st;
+ else if (strcmp(s, "EL") == 0) return EL_st;
+ return -1;
+}
+char *
+Nodetype(int type)
+{
+ switch (type) {
+ case DUMMY_nd: return "-";
+ case BIF_nd: return "BIF";
+ case MATP_nd: return "MATP";
+ case MATL_nd: return "MATL";
+ case MATR_nd: return "MATR";
+ case BEGL_nd: return "BEGL";
+ case BEGR_nd: return "BEGR";
+ case ROOT_nd: return "ROOT";
+ case END_nd: return "END";
+ default: cm_Fail("bogus node type %d\n", type);
+ }
+ return "";
+}
+int
+NodeCode(char *s)
+{
+ if (strcmp(s, "BIF") == 0) return BIF_nd;
+ else if (strcmp(s, "MATP") == 0) return MATP_nd;
+ else if (strcmp(s, "MATL") == 0) return MATL_nd;
+ else if (strcmp(s, "MATR") == 0) return MATR_nd;
+ else if (strcmp(s, "BEGL") == 0) return BEGL_nd;
+ else if (strcmp(s, "BEGR") == 0) return BEGR_nd;
+ else if (strcmp(s, "ROOT") == 0) return ROOT_nd;
+ else if (strcmp(s, "END") == 0) return END_nd;
+ return -1;
+}
+char *
+UniqueStatetype(int type)
+{
+ switch (type) {
+ case DUMMY: return "DUMMY";
+ case ROOT_S: return "ROOT_S";
+ case ROOT_IL: return "ROOT_IL";
+ case ROOT_IR: return "ROOT_IR";
+ case BEGL_S : return "BEGL_S";
+ case BEGR_S : return "BEGR_S";
+ case BEGR_IL: return "BEGR_IL";
+ case MATP_MP: return "MATP_MP";
+ case MATP_ML: return "MATP_ML";
+ case MATP_MR: return "MATP_MR";
+ case MATP_D : return "MATP_D";
+ case MATP_IL: return "MATP_IL";
+ case MATP_IR: return "MATP_IR";
+ case MATL_ML: return "MATL_ML";
+ case MATL_D : return "MATL_D";
+ case MATL_IL: return "MATL_IL";
+ case MATR_MR: return "MATR_MR";
+ case MATR_D : return "MATR_D";
+ case MATR_IR: return "MATR_IR";
+ case END_E : return "END_E";
+ case BIF_B : return "BIF_B";
+ case END_EL : return "END_EL";
+ default: cm_Fail("bogus unique state type %d\n", type);
+ }
+ return "";
+}
+int
+UniqueStateCode(char *s)
+{
+ if (strcmp(s, "ROOT_S") == 0) return ROOT_S;
+ else if (strcmp(s, "ROOT_IL") == 0) return ROOT_IL;
+ else if (strcmp(s, "ROOT_IR") == 0) return ROOT_IR;
+ else if (strcmp(s, "BEGL_S") == 0) return BEGL_S;
+ else if (strcmp(s, "BEGR_S") == 0) return BEGR_S;
+ else if (strcmp(s, "BEGR_IL") == 0) return BEGR_IL;
+ else if (strcmp(s, "MATP_MP") == 0) return MATP_MP;
+ else if (strcmp(s, "MATP_ML") == 0) return MATP_ML;
+ else if (strcmp(s, "MATP_MR") == 0) return MATP_MR;
+ else if (strcmp(s, "MATP_D") == 0) return MATP_D;
+ else if (strcmp(s, "MATP_IL") == 0) return MATP_IL;
+ else if (strcmp(s, "MATP_IR") == 0) return MATP_IR;
+ else if (strcmp(s, "MATL_ML") == 0) return MATL_ML;
+ else if (strcmp(s, "MATL_D") == 0) return MATL_D;
+ else if (strcmp(s, "MATL_IL") == 0) return MATL_IL;
+ else if (strcmp(s, "MATR_MR") == 0) return MATR_MR;
+ else if (strcmp(s, "MATR_D") == 0) return MATR_D;
+ else if (strcmp(s, "MATR_IR") == 0) return MATR_IR;
+ else if (strcmp(s, "BIF_B") == 0) return BIF_B;
+ else if (strcmp(s, "END_E") == 0) return END_E;
+ else if (strcmp(s, "END_EL") == 0) return END_EL;
+ else cm_Fail("bogus unique statetype %s\n", s);
+ return 0; /*NOTREACHED*/
+}
+int
+DeriveUniqueStateCode(int ndtype, int sttype)
+{
+ switch (ndtype) {
+ case BIF_nd:
+ switch (sttype) {
+ case B_st: return BIF_B;
+ default: return -1;
+ }
+ case MATP_nd:
+ switch (sttype) {
+ case D_st: return MATP_D;
+ case MP_st: return MATP_MP;
+ case ML_st: return MATP_ML;
+ case MR_st: return MATP_MR;
+ case IL_st: return MATP_IL;
+ case IR_st: return MATP_IR;
+ default: return -1;
+ }
+ case MATL_nd:
+ switch (sttype) {
+ case D_st: return MATL_D;
+ case ML_st: return MATL_ML;
+ case IL_st: return MATL_IL;
+ default: return -1;
+ }
+ case MATR_nd:
+ switch (sttype) {
+ case D_st: return MATR_D;
+ case MR_st: return MATR_MR;
+ case IR_st: return MATR_IR;
+ default: return -1;
+ }
+ case BEGL_nd:
+ switch (sttype) {
+ case S_st: return BEGL_S;
+ default: return -1;
+ }
+ case BEGR_nd:
+ switch (sttype) {
+ case S_st: return BEGR_S;
+ case IL_st: return BEGR_IL;
+ default: return -1;
+ }
+ case ROOT_nd:
+ switch (sttype) {
+ case S_st: return ROOT_S;
+ case IL_st: return ROOT_IL;
+ case IR_st: return ROOT_IR;
+ default: return -1;
+ }
+ case END_nd:
+ switch (sttype) {
+ case E_st: return END_E;
+ default: return -1;
+ }
+ default:
+ return -1;
+ }
+}
+
+
+
+/* Function: StateMapsLeft()
+ *
+ * Purpose: Returns TRUE if cm unique states type <stid> is
+ * a state type that maps emits or deletes on the left.
+ */
+int
+StateMapsLeft(char stid)
+{
+ switch (stid) {
+ case MATP_MP: /* match left, match right */
+ case MATP_ML: /* match left, delete right */
+ case MATP_MR: /* delete left, match right */
+ case MATP_D: /* delete left, delete right */
+ case MATP_IL:
+ case BEGR_IL:
+ case MATL_ML:
+ case MATL_D:
+ case MATL_IL:
+ case ROOT_IL:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: StateMapsRight()
+ *
+ * Purpose: Returns TRUE if cm unique states type <stid> is
+ * a state type that maps emits or deletes on the right.
+ */
+int
+StateMapsRight(char stid)
+{
+ switch (stid) {
+ case MATP_MP: /* match left, match right */
+ case MATP_ML: /* match left, delete right */
+ case MATP_MR: /* delete left, match right */
+ case MATP_D: /* delete left, delete right */
+ case MATP_IR:
+ case MATR_MR:
+ case MATR_D:
+ case MATR_IR:
+ case ROOT_IR:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: StateMapsMatch()
+ *
+ * Purpose: Returns TRUE if cm unique states type <stid> maps
+ * to an HMM match state type.
+ */
+int
+StateMapsMatch(char stid)
+{
+ switch (stid) {
+ case MATP_MP:
+ case MATL_ML:
+ case MATR_MR:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: StateMapsInsert()
+ *
+ * Purpose: Returns TRUE if cm unique states type <stid> maps
+ * to an HMM insert state type.
+ */
+int
+StateMapsInsert(char stid)
+{
+ switch (stid) {
+ case MATP_IL:
+ case MATP_IR:
+ case MATL_IL:
+ case MATR_IR:
+ case BEGR_IL:
+ case ROOT_IL:
+ case ROOT_IR:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: StateMapsDelete()
+ *
+ * Purpose: Returns TRUE if cm unique states type <stid> maps
+ * to an HMM delete state type.
+ */
+int
+StateMapsDelete(char stid)
+{
+ switch (stid) {
+ case MATP_ML: /* delete right */
+ case MATP_MR: /* delete left */
+ case MATP_D: /* delete pair */
+ case MATL_D:
+ case MATR_D:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: NodeMapsLeft()
+ *
+ * Purpose: Returns TRUE if cm node type is a type with
+ * at least one left emitting (possibly insert)
+ * state within it.
+ */
+int
+NodeMapsLeft(char ndtype)
+{
+ switch (ndtype) {
+ case MATP_nd:
+ case MATL_nd:
+ case ROOT_nd:
+ case BEGR_nd:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: NodeMapsRight()
+ *
+ * Purpose: Returns TRUE if cm node type is a type with
+ * at least one right emitting (possibly insert)
+ * state within it.
+ */
+int
+NodeMapsRight(char ndtype)
+{
+ switch (ndtype) {
+ case MATP_nd:
+ case MATR_nd:
+ case ROOT_nd:
+ return TRUE;
+ default:
+ return FALSE;
+ }
+}
+
+/* Function: StateIsDetached()
+ *
+ * Purpose: Returns TRUE if state v of cm is a detached
+ * insert. This should be true IFF type of next
+ * state is an END_E, meaning state v is an
+ * IL_st or (rarely) a MATP_IR state.
+ */
+int
+StateIsDetached(CM_t *cm, int v)
+{
+ if(cm->stid[(v+1)] == END_E) {
+#if eslDEBUGLEVEL >= 1
+ /* check to make sure the state is actually detached */
+ int y, x, x_offset;
+ /* Determine if b is an IL_st, or the rare case of a MATP_IR st */
+ if(cm->sttype[v] == IL_st) x_offset = 0;
+ else {
+ ESL_DASSERT1((cm->stid[v] == MATP_IR)); /* if assertion fails, v is a non-IL, non-MATP_IR state, should'nt be detached */
+ x_offset = 1; /* MATP_y -> MATP_IR is second possible transition for MATP_*,
+ * unless MATP_y == MATP_IR, but we don't get there in for loop below. */
+ }
+ for (y = cm->pnum[v]-1; y >= 1; y--) { /* y >= 1 means we never get to v->v prob, which is irrelevant. */
+ x = cm->plast[v] - y;
+ ESL_DASSERT1((fabs(cm->t[x][x_offset] - 0.0) < eslSMALLX1));
+ }
+#endif
+ return TRUE;
+ }
+ return FALSE;
+}
+
+/* Function: CMRebalance()
+ * Date: SRE, Mon Apr 8 11:40:46 2002 [St. Louis]
+ *
+ * Purpose: Rebalance a CM tree to guarantee O(N^2 log N) memory in
+ * smallcyk.c's divide and conquer algorithm.
+ *
+ * Input: a CM that's numbered in preorder traversal:
+ * visit root, visit left, visit right. (e.g., left
+ * child S always visited before right child S,
+ * cfirst[w] < cnum[y], as produced by cm_modelmaker.c).
+ *
+ * Output: a renumbered CM, in a modified preorder traversal:
+ * visit root, visit min weight child, visit max weight child,
+ * where weight is the # of extra CYK decks that'll need to
+ * be held in memory to calculate this subgraph.
+ *
+ * Args: cm - the old CM
+ *
+ * Returns: A new CM.
+ * Caller is responsible for free'ing this with FreeCM().
+ */
+CM_t *
+CMRebalance(CM_t *cm)
+{
+ int status;
+ ESL_STACK *pda = NULL; /* stack used for traversing old CM */
+ CM_t *new; /* new CM we're creating */
+ int *wgt; /* # of extra CYK decks required to calc subgraphs */
+ int *newidx; /* newidx[v] = old CM state v's new index in new CM */
+ int v, w, y,z; /* state indices in old CM */
+ int nv; /* state index in new CM */
+ int x; /* counter over transitions, residues, nodes */
+
+ /* Create the new model. Copy information that's unchanged by
+ * renumbering the CM.
+ */
+ new = CreateCM(cm->nodes, cm->M, cm->abc);
+ if((status = esl_strdup(cm->name, -1, &(new->name))) != eslOK) goto ERROR;
+ if((status = esl_strdup(cm->acc, -1, &(new->acc))) != eslOK) goto ERROR;
+ if((status = esl_strdup(cm->desc, -1, &(new->desc))) != eslOK) goto ERROR;
+ new->flags = cm->flags;
+ new->clen = cm->clen;
+ new->nseq = cm->nseq;
+ new->eff_nseq = cm->eff_nseq;
+ if(cm->flags & CMH_GA) new->ga = cm->ga;
+ if(cm->flags & CMH_TC) new->tc = cm->tc;
+ if(cm->flags & CMH_NC) new->nc = cm->nc;
+
+
+ for (x = 0; x < cm->abc->K; x++) new->null[x] = cm->null[x];
+
+ /* Calculate "weights" (# of required extra decks) on every B and S state.
+ * Recursive rule here is: 1 + min(wgt[left], wgt[right]).
+ */
+ ESL_ALLOC(wgt, sizeof(int) * cm->M);
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ if (cm->sttype[v] == E_st) /* initialize unbifurcated segments with 1 */
+ wgt[v] = 1;
+ else if (cm->sttype[v] == B_st) /* "cfirst"=left S child. "cnum"=right S child. */
+ wgt[v] = 1 + ESL_MIN(wgt[cm->cfirst[v]], wgt[cm->cnum[v]]);
+ else
+ wgt[v] = wgt[v+1]; /* all other states propagate up to S */
+ }
+
+ /* Now, preorder traverse the new CM. At each bifurcation, we want
+ * to visit the S with minimum weight first. v is an index on the
+ * old CM, and we hop it around using this traversal order and a
+ * pushdown stack. nv is an index on the new CM, which just moves
+ * in preorder traversal 0..cm->M-1.
+ *
+ */
+ v = 0;
+ z = cm->M-1;
+ if((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ ESL_ALLOC(newidx, sizeof(int) * cm->M);
+ for (nv = 0; nv < cm->M; nv++)
+ {
+ /* Keep a map of where the old states are going in new CM
+ * old state v becomes newidx[v] in the new model.
+ * This is guaranteed to be a one to one map.
+ */
+ newidx[v] = nv;
+
+ /* Copy old v to new nv.
+ * First, the easy stuff, that's unaffected by renumbering.
+ */
+ new->sttype[nv] = cm->sttype[v];
+ new->ndidx[nv] = cm->ndidx[v];
+ new->stid[nv] = cm->stid[v];
+ new->pnum[nv] = cm->pnum[v];
+ for (x = 0; x < MAXCONNECT; x++) {
+ new->t[nv][x] = cm->t[v][x];
+ new->tsc[nv][x] = cm->t[v][x];
+ }
+ for (x = 0; x < cm->abc->K*cm->abc->K; x++) {
+ new->e[nv][x] = cm->e[v][x];
+ new->esc[nv][x] = cm->esc[v][x];
+ }
+
+ /* Slightly harder - the plast connection for nv, to the last
+ * of 1-6 parent states. We use the newidx map to get it from plast[v].
+ */
+ if (nv != 0) new->plast[nv] = newidx[cm->plast[v]];
+ else new->plast[nv] = -1; /* ROOT. */
+
+ /* Now, figure out next v, and make cfirst, cnum connections.
+ *
+ * If we're a B, then traverse to the lighter child S state first.
+ * Remember the overload in CM struct: cfirst = idx of left child;
+ * cnum = idx of right child. So if we visit left w first, cfirst=nv+1;
+ * if we visit right y first, cnum=nv+1. Getting the second child
+ * index is a little tricky: we rely on knowing that
+ * the # of states in the first subgraph we visit is y-w,
+ * so we know the second child index is nv+y-w+1.
+ *
+ * If we're an E, pop the next v off the stack. cfirst=-1,cnum=0, because
+ * it has no children.
+ *
+ * Else, the next v is just v++. cfirst for new nv can be calculated by using the
+ * offset in the old model: e.g. nv + (cfirst[v] - v). cnum is unchanged.
+ *
+ */
+ if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v]; /* left child of v*/
+ y = cm->cnum[v]; /* right child of v*/
+
+ if (wgt[w] <= wgt[y]) /* left (w) lighter or same weight? visit w first, defer y */
+ {
+ if((status = esl_stack_IPush(pda, y)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, z)) != eslOK) goto ERROR;
+ v = w;
+ z = y-1;
+ new->cfirst[nv] = nv+1; /* left child is nv+1 */
+ new->cnum[nv] = nv+y-w+1;
+ }
+ else /* right (y) lighter? visit y first, defer w */
+ {
+ if((status = esl_stack_IPush(pda, w)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, y-1)) != eslOK) goto ERROR;
+ v = y; /* z unchanged. */
+ new->cfirst[nv] = nv+z-y+2;
+ new->cnum[nv] = nv+1; /* right child is nv+1 */
+ }
+ }
+ else if (cm->sttype[v] == E_st)
+ {
+ new->cfirst[nv] = -1;
+ new->cnum[nv] = 0;
+ esl_stack_IPop(pda, &z);
+ esl_stack_IPop(pda, &v);
+ }
+ else
+ {
+ new->cfirst[nv] = nv + (cm->cfirst[v]-v); /* use offset in old model */
+ new->cnum[nv] = cm->cnum[v]; /* cnum unchanged. */
+ v++;
+ }
+ }
+
+ /* Deal with the renumbered begin and end transition distributions,
+ * using the newidx[v] map.
+ */
+ for (v = 0; v < cm->M; v++)
+ {
+ new->begin[newidx[v]] = cm->begin[v];
+ new->end[newidx[v]] = cm->end[v];
+ }
+
+ /* Guide tree numbering is unchanged - still in preorder.
+ * Associate nodes with new state numbering.
+ */
+ for (x = 0; x < new->nodes; x++)
+ {
+ new->nodemap[x] = newidx[cm->nodemap[x]];
+ new->ndtype[x] = cm->ndtype[x];
+ }
+
+ free(wgt);
+ free(newidx);
+ esl_stack_Destroy(pda);
+ return new;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return NULL; /* never reached */
+}
+
+/*
+ * EPN, Wed Mar 21 09:29:55 2007
+ *
+ * rsearch_calculate_gap_penalty (FROM RSEARCH::buildcm.c)
+ *
+ * Given the from state, the to state, and the gap parameters, returns
+ * the gap penalty.
+ */
+float rsearch_calculate_gap_penalty (char from_state, char to_state,
+ int from_node, int to_node,
+ float input_alpha, float input_beta,
+ float input_alphap, float input_betap) {
+ int from_class, to_class;
+ double alpha, beta; /* Alpha or beta values to use */
+
+ /* There are potentially 400 different combinations of state pairs here.
+ To make it manageable, break down into the 6 classes on p. 8 of lab
+ book 7, numbered as follows
+ 0 M ROOT_S, BEGL_S, BEGR_S, MATP_MP, MATL_ML, MATR_MR, END_E, BIF_B
+ 1 IL ROOT_IL, BEGR_IL, MATP_IL, MATL_IL
+ 2 DL MATP_MR, MATL_D
+ 3 IR ROOT_IR, MATP_IR, MATR_IR
+ 4 DR MATP_ML, MATR_D
+ 5 DB MATP_D
+ */
+ switch (from_state) {
+ case MATP_D:
+ from_class = DB_cl;
+ break;
+ case MATP_ML:
+ case MATR_D:
+ from_class = DR_cl;
+ break;
+ case ROOT_IR:
+ case MATP_IR:
+ case MATR_IR:
+ from_class = IR_cl;
+ break;
+ case MATP_MR:
+ case MATL_D:
+ from_class = DL_cl;
+ break;
+ case ROOT_IL:
+ case BEGR_IL:
+ case MATP_IL:
+ case MATL_IL:
+ from_class = IL_cl;
+ break;
+ default:
+ from_class = M_cl;
+ }
+
+ switch (to_state) {
+ case MATP_D:
+ to_class = DB_cl;
+ break;
+ case MATP_ML:
+ case MATR_D:
+ to_class = DR_cl;
+ break;
+ case ROOT_IR:
+ case MATP_IR:
+ case MATR_IR:
+ to_class = IR_cl;
+ break;
+ case MATP_MR:
+ case MATL_D:
+ to_class = DL_cl;
+ break;
+ case ROOT_IL:
+ case BEGR_IL:
+ case MATP_IL:
+ case MATL_IL:
+ to_class = IL_cl;
+ break;
+ default:
+ to_class = M_cl;
+ }
+
+ /* Now set alpha and beta according to state classes and nodes */
+ /* Alpha is alpha' for MATP->MATP, alpha otherwise */
+ if (from_node == MATP_nd && to_node == MATP_nd)
+ alpha = input_alphap;
+ else
+ alpha = input_alpha;
+ /* Beta is beta' iff from_cl is DB and MATP->MATP */
+ if (from_class == DB_cl && from_node == MATP_nd && to_node == MATP_nd)
+ beta = input_betap;
+ else
+ beta = input_beta;
+
+ /* Now that we have the proper class, return the appropriate gap penalty */
+ if (from_class == M_cl) {
+ if (to_class == M_cl) {
+ return (0.);
+ } else if (to_class == DB_cl) {
+ return (alpha);
+ } else {
+ return (0.5*alpha);
+ }
+ } else if (from_class == IL_cl) {
+ if (to_class == M_cl) {
+ return (beta + 0.5*alpha);
+ } else if (to_class == IL_cl) {
+ return (beta);
+ } else if (to_class == DB_cl) {
+ return (beta+1.5*alpha);
+ } else {
+ return (beta + alpha);
+ }
+ } else if (from_class == DL_cl) {
+ if (to_class == M_cl) {
+ return (beta + 0.5*alpha);
+ } else if (to_class == DL_cl) {
+ return (beta);
+ } else if (to_class == DB_cl) {
+ return (beta + 0.5*alpha);
+ } else {
+ return (beta + alpha);
+ }
+ } else if (from_class == IR_cl) {
+ if (to_class == M_cl) {
+ return (beta + 0.5*alpha);
+ } else if (to_class == IR_cl) {
+ return (beta);
+ } else if (to_class == DB_cl) {
+ return (beta+1.5*alpha);
+ } else {
+ return (beta + alpha);
+ }
+ } else if (from_class == DR_cl) {
+ if (to_class == M_cl) {
+ return (beta + 0.5*alpha);
+ } else if (to_class == DR_cl) {
+ return (beta);
+ } else if (to_class == DB_cl) {
+ return (beta + 0.5*alpha);
+ } else {
+ return (beta + alpha);
+ }
+ } else { /* DB_cl */
+ if (to_class == IL_cl || to_class == IR_cl) {
+ return (2*beta + 1.5*alpha);
+ } else if (to_class == M_cl) {
+ return (2*beta + alpha);
+ } else if (to_class == DB_cl) {
+ return (2*beta);
+ } else {
+ return (2*beta + 0.5*alpha);
+ }
+ }
+ return (0);
+}
+
+/*
+ * Function: ExponentiateCM
+ * Date: EPN, Sun May 20 13:10:06 2007
+ * Purpose: Exponentiate the emission and transition probabilities
+ * of a CM by z. If CM is in local mode, put it in global mode,
+ * exponentiate it and put it back in local mode, otherwise
+ * the cm->end probabilities would change, and we don't want
+ * that.
+ *
+ * Args:
+ * CM - the covariance model
+ * z - factor to exponentiate by
+ */
+int
+ExponentiateCM(CM_t *cm, double z)
+{
+ /*printf("in ExponentiateCM, z: %f\n", z);*/
+ int v;
+ int x,y;
+ int local_flag = FALSE;
+
+ /* If in local mode, configure to global first. */
+ if(cm->flags & CMH_LOCAL_BEGIN || cm->flags & CMH_LOCAL_END)
+ {
+ ConfigGlobal(cm);
+ local_flag = TRUE;
+ }
+
+ for(v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ for (x = 0; x < cm->cnum[v]; x++)
+ cm->t[v][x] = pow(cm->t[v][x], z);
+ if (cm->sttype[v] == MP_st)
+ {
+ for (x = 0; x < cm->abc->K; x++)
+ for (y = 0; y < cm->abc->K; y++)
+ cm->e[v][x*cm->abc->K+y] = pow(cm->e[v][x*cm->abc->K+y], z);
+ }
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ {
+ for (x = 0; x < cm->abc->K; x++)
+ cm->e[v][x] = pow(cm->e[v][x], z);
+ }
+ }
+
+ CMRenormalize(cm);
+
+ if(local_flag) ConfigLocal(cm, cm->pbegin, cm->pend);
+ /* new probs invalidate log odds scores */
+ cm->flags &= ~CMH_BITS;
+ return eslOK;
+}
+
+/* Function: cm_banner()
+ * Synopsis: print standard INFERNAL application output header
+ * Based on p7_banner from HMMER3 dev code.
+ * Incept: EPN, Fri May 25 15:05:42 2007
+ *
+ * Purpose: Print the standard INFERNAL command line application banner
+ * to <fp>, constructing it from <progname> (the name of the
+ * program) and a short one-line description <banner>.
+ *
+ * <progname> would typically be an application's
+ * <argv[0]>, rather than a fixed string. This allows the
+ * program to be renamed, or called under different names
+ * via symlinks. Any path in the <progname> is discarded;
+ * for instance, if <progname> is "/usr/local/bin/cmcalibrate",
+ * "cmcalibrate" is used as the program name.
+ *
+ * Note:
+ * Needs to pick up preprocessor #define's from config.h,
+ * as set by ./configure.
+ *
+ * Returns: (void)
+ */
+void
+cm_banner(FILE *fp, char *progname, char *banner)
+{
+ char *appname = NULL;
+
+ if (esl_FileTail(progname, FALSE, &appname) != eslOK) appname = progname;
+
+ fprintf(fp, "# %s :: %s\n", appname, banner);
+ fprintf(fp, "# INFERNAL %s (%s)\n", PACKAGE_VERSION, PACKAGE_DATE);
+ fprintf(fp, "# %s\n", PACKAGE_COPYRIGHT);
+ fprintf(fp, "# %s\n", PACKAGE_LICENSE);
+ fprintf(fp, "# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -\n");
+
+ if (appname != NULL) free(appname);
+ return;
+}
+
+/* Function: cm_CalcExpSc()
+ * Incept: EPN, Wed Aug 1 16:36:52 2007
+ *
+ * Purpose: Calculate the expected score for each state of a CM.
+ * For state v, this should be the average score of an
+ * emitted parse subtree rooted at v.
+ *
+ * Args:
+ * cm - the covariance model
+ * ret_expsc - expected score at each state, alloc'ed here
+ * ret_expsc_noss - expected score at each state if we ignored structure
+ * same as ret_expsc, but marginal emission probs used
+ * for MP states, alloc'ed here
+ *
+ * Returns:
+ */
+void
+cm_CalcExpSc(CM_t *cm, float **ret_expsc, float **ret_expsc_noss)
+{
+ int status;
+ float *expsc;
+ float *expsc_noss;
+ int v,x,y,yoffset;
+ float *left_e, *left_esc;
+ float *right_e, *right_esc;
+ int i,j;
+
+ /* contract check */
+ if(cm->flags & CMH_LOCAL_BEGIN) cm_Fail("cm_CalcExpSc() CMH_LOCAL_BEGIN flag up.\n");
+ if(cm->flags & CMH_LOCAL_END) cm_Fail("cm_CalcExpSc() CMH_LOCAL_END flag up.\n");
+ if(ret_expsc == NULL) cm_Fail("cm_CalcExpSc() ret_expsc is NULL.\n");
+
+ ESL_ALLOC(left_e, sizeof(float) * cm->abc->K);
+ ESL_ALLOC(right_e, sizeof(float) * cm->abc->K);
+ ESL_ALLOC(left_esc, sizeof(float) * cm->abc->K);
+ ESL_ALLOC(right_esc, sizeof(float) * cm->abc->K);
+
+ ESL_ALLOC(expsc, sizeof(float) * cm->M);
+ ESL_ALLOC(expsc_noss, sizeof(float) * cm->M);
+ esl_vec_FSet(expsc, cm->M, 0.);
+ esl_vec_FSet(expsc_noss, cm->M, 0.);
+
+ for(v = cm->M-1; v >= 0; v--)
+ {
+ switch (cm->sttype[v]) {
+ case E_st:
+ break;
+
+ case B_st:
+ expsc[v] = expsc[cm->cfirst[v]] + expsc[cm->cnum[v]]; /* prob of this transition is 1.0 */
+ expsc_noss[v] = expsc_noss[cm->cfirst[v]] + expsc_noss[cm->cnum[v]]; /* prob of this transition is 1.0 */
+ break;
+
+ case MP_st:
+ /* calculate marginals for expsc_noss calculation */
+ /* left half */
+ esl_vec_FSet(left_e, cm->abc->K, 0.);
+ for(i = 0; i < cm->abc->K; i++)
+ for(j = (i*cm->abc->K); j < ((i+1)*cm->abc->K); j++)
+ left_e[i] += cm->e[v][j];
+ /* printf("sum should be 1.0: %f\n", esl_vec_FSum(left_e, cm->abc->K)); */
+ esl_vec_FNorm(left_e, cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) left_esc[i] = sreLOG2(left_e[i] / cm->null[i]);
+
+ /* right half */
+ esl_vec_FSet(right_e, cm->abc->K, 0.);
+ for(i = 0; i < cm->abc->K; i++)
+ for(j = i; j < cm->abc->K * cm->abc->K; j += cm->abc->K)
+ right_e[i] += cm->e[v][j];
+ /* printf("sum should be 1.0: %f\n", esl_vec_FSum(right_e, cm->abc->K)); */
+ esl_vec_FNorm(right_e, cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) right_esc[i] = sreLOG2(right_e[i] / cm->null[i]);
+
+ /* expsc uses joint emission probs */
+ for(x = 0; x < cm->abc->K * cm->abc->K; x++)
+ expsc[v] += cm->e[v][x] * cm->esc[v][x];
+
+ /* expsc_noss uses marginalized emission probs */
+ for(x = 0; x < cm->abc->K; x++)
+ expsc_noss[v] += left_e[x] * left_esc[x];
+ for(x = 0; x < cm->abc->K; x++)
+ expsc_noss[v] += right_e[x] * right_esc[x];
+
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ expsc[v] += cm->t[v][yoffset] * (expsc[y] + cm->tsc[v][yoffset]);
+ expsc_noss[v] += cm->t[v][yoffset] * (expsc_noss[y] + cm->tsc[v][yoffset]);
+ }
+ break;
+
+ case ML_st:
+ case MR_st:
+ case IL_st:
+ case IR_st:
+ for(x = 0; x < cm->abc->K; x++) {
+ expsc[v] += cm->e[v][x] * cm->esc[v][x];
+ expsc_noss[v] += cm->e[v][x] * cm->esc[v][x];
+ }
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ expsc[v] += cm->t[v][yoffset] * (expsc[y] + cm->tsc[v][yoffset]);
+ expsc_noss[v] += cm->t[v][yoffset] * (expsc_noss[y] + cm->tsc[v][yoffset]);
+ }
+ break;
+
+ case S_st:
+ case D_st:
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ expsc[v] += cm->t[v][yoffset] * (expsc[y] + cm->tsc[v][yoffset]);
+ expsc_noss[v] += cm->t[v][yoffset] * (expsc_noss[y] + cm->tsc[v][yoffset]);
+ }
+ break;
+ }
+ }
+ /* must return ret_expsc */
+ *ret_expsc = expsc;
+ /* optionally return ret_expsc_noss */
+ if(ret_expsc_noss != NULL) *ret_expsc_noss = expsc_noss;
+ else free(expsc_noss);
+
+ for(v = 0; v < cm->M; v++)
+ printf("EXPSC[%4d]: %10.6f NOSS: %10.6f (%10.6f)\n", v, expsc[v], expsc_noss[v], (expsc[v] - expsc_noss[v]));
+
+ return;
+ ERROR:
+ cm_Fail("ERROR in cm_CalcExpSc().\n");
+}
+
+/* Function: cm_Validate()
+ * Incept: EPN, Fri Jul 27 14:59:55 2007 [Janelia]
+ *
+ * Purpose: Validates some internals of the CM structure <cm>.
+ *
+ * Probability vectors are validated to sum up to
+ * within a fractional tolerance <tol> of 1.0.
+ *
+ * Probably only useful for debugging and development,
+ * not production code.
+ *
+ * Returns: <eslOK> if <cm> internals look fine.
+ * Returns <eslFAIL> if something is wrong.
+ */
+int
+cm_Validate(CM_t *cm, float tol, char *errbuf)
+{
+ int status;
+ int v;
+ int clen = 0;
+ float pvec[MAXCONNECT+1];
+ int y;
+
+ if (cm == NULL) ESL_XFAIL(eslFAIL, errbuf, "CM is a null pointer");
+ if (cm->M < 1) ESL_XFAIL(eslFAIL, errbuf, "CM has M < 1");
+ if (cm->abc == NULL) ESL_XFAIL(eslFAIL, errbuf, "CM has no alphabet reference");
+ if (cm->abc->type == eslUNKNOWN) ESL_XFAIL(eslFAIL, errbuf, "CM's alphabet is set to unknown");
+
+ esl_vec_FSet(pvec, MAXCONNECT+1, 0.);
+ for (v = 0; v < cm->M; v++)
+ {
+ if(StateDelta(cm->sttype[v]) == 2)
+ {
+ if (esl_vec_FValidate(cm->e[v], (cm->abc->K * cm->abc->K), tol, NULL) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "e[%d] fails pvector validation", v);
+ }
+ else if(StateDelta(cm->sttype[v]) > 0)
+ {
+ if (esl_vec_FValidate(cm->e[v], cm->abc->K, tol, NULL) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "e[%d] fails pvector validation", v);
+ }
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ if ((! (cm->flags & CMH_LOCAL_BEGIN)) && (! (cm->flags & CMH_LOCAL_END)))
+ {
+ if(esl_vec_FValidate(cm->t[v], cm->cnum[v], tol, NULL) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "t[%d] fails pvector validation", v);
+ }
+ else if (v > 0 && (cm->flags & CMH_LOCAL_END))
+ {
+ esl_vec_FSet(pvec, MAXCONNECT+1, 0.); /* not really nec */
+ for(y = 0; y < cm->cnum[v]; y++) pvec[y] = cm->t[v][y];
+ pvec[cm->cnum[v]] = cm->end[v];
+ if(esl_vec_FValidate(pvec, (cm->cnum[v]+1), tol, NULL) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "t[%d] (with local end) fails pvector validation", v);
+ }
+ }
+ if(cm->stid[v] == MATL_ML) clen++;
+ if(cm->stid[v] == MATR_MR) clen++;
+ if(cm->stid[v] == MATP_MP) clen+=2;
+ }
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ if(esl_vec_FValidate(cm->begin, cm->M, tol, NULL) != eslOK)
+ if(cm->clen != clen) ESL_XFAIL(eslFAIL, errbuf, "consensus length %d not correctly stored in CM, should be %d", cm->clen, clen);
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: CMStatetype()
+ *
+ * Purpose: Returns the CM state type in text.
+ * Example: CP9Statetype(MP_st) = "MP"
+ */
+char *
+CMStatetype(char st)
+{
+ switch (st) {
+ case D_st: return "D";
+ case MP_st: return "MP";
+ case ML_st: return "ML";
+ case MR_st: return "MR";
+ case IL_st: return "IL";
+ case IR_st: return "IR";
+ case S_st: return "S";
+ case E_st: return "E";
+ case B_st: return "B";
+ case EL_st: return "EL";
+ default: return "BOGUS";
+ }
+}
+
+/* Function: CMNodetype()
+ *
+ * Purpose: Returns the CM state type in text.
+ * Example: CP9Statetype(MATP_nd) = "MATP"
+ */
+char *
+CMNodetype(char nd)
+{
+ switch (nd) {
+ /*case DUMMY_nd: return "DUMMY";*/
+ case BIF_nd: return "BIF";
+ case MATP_nd: return "MATP";
+ case MATL_nd: return "MATL";
+ case MATR_nd: return "MATR";
+ case BEGL_nd: return "BEGL";
+ case BEGR_nd: return "BEGR";
+ case ROOT_nd: return "ROOT";
+ case END_nd: return "END";
+ default: return "BOGUS";
+ }
+}
+
+/* Function: CMStateid()
+ *
+ * Purpose: Returns the CM state id in text.
+ * Example: CP9Statetype(MATP_MP) = "MATP_MP"
+ */
+char *
+CMStateid(char st)
+{
+ switch (st) {
+ /*case DUMMY: return "DUMMY";*/
+ case ROOT_S: return "ROOT_S";
+ case ROOT_IL: return "ROOT_IL";
+ case ROOT_IR: return "ROOT_IR";
+ case BEGL_S: return "BEGL_S";
+ case BEGR_S: return "BEGR_S";
+ case BEGR_IL: return "BEGR_IL";
+ case MATP_MP: return "MATP_MP";
+ case MATP_ML: return "MATP_ML";
+ case MATP_MR: return "MATP_MR";
+ case MATP_D: return "MATP_D";
+ case MATP_IL: return "MATP_IL";
+ case MATP_IR: return "MATP_IR";
+ case MATL_ML: return "MATL_ML";
+ case MATL_D: return "MATL_D";
+ case MATL_IL: return "MATL_IL";
+ case MATR_MR: return "MATR_MR";
+ case MATR_D: return "MATR_D";
+ case MATR_IR: return "MATR_IR";
+ case END_E: return "END_E";
+ case BIF_B: return "BIF_B";
+ case END_EL: return "END_EL";
+ default: return "BOGUS";
+ }
+}
+
+
+/*****************************************************************
+ * Convenience routines for setting fields in an CM. (from p7_cm.c)
+ *****************************************************************/
+/* Function: cm_SetName()
+ * Incept: EPN, Fri Jul 27 16:49:49 2007 [Janelia]
+ *
+ * Purpose: Set or change the name of a CM to <name>.
+ * Any trailing whitespace (including newline) is chopped off.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error, and original name (if any)
+ * remains.
+ */
+int
+cm_SetName(CM_t *cm, char *name)
+{
+ int status;
+ void *tmp;
+ int n;
+
+ if (name == NULL) {
+ if (cm->name != NULL) free(cm->name);
+ cm->name = NULL;
+ } else {
+ n = strlen(name);
+ ESL_RALLOC(cm->name, tmp, sizeof(char)*(n+1));
+ strcpy(cm->name, name);
+ if ((status = esl_strchop(cm->name, n)) != eslOK) goto ERROR;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_SetAccession()
+ * Incept: SRE, Mon Jan 1 16:53:53 2007 [Casa de Gatos]
+ *
+ * Purpose: Set or change the accession number of a Plan7 CM to <acc>,
+ * and raise the <ACC> flag. Trailing whitespace (including newline)
+ * is chopped.
+ *
+ * If <acc> is <NULL>, unset the CM's accession (if any) and drop
+ * the <ACC> flag.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation error, and original name (if any)
+ * remains.
+ */
+int
+cm_SetAccession(CM_t *cm, char *acc)
+{
+ int status;
+ void *tmp;
+ int n;
+
+ if (acc == NULL) {
+ if (cm->acc != NULL) free(cm->acc);
+ cm->acc = NULL;
+ cm->flags &= ~CMH_ACC;
+ } else {
+ n = strlen(acc);
+ ESL_RALLOC(cm->acc, tmp, sizeof(char)*(n+1));
+ strcpy(cm->acc, acc);
+ if ((status = esl_strchop(cm->acc, n)) != eslOK) goto ERROR;
+ cm->flags |= CMH_ACC;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_SetDescription()
+ * Incept: SRE, Mon Jan 1 16:59:28 2007 [Casa de Gatos]
+ *
+ * Purpose: Set or change the description line of a Plan7 CM.
+ * Trailing whitespace (including newline) is chopped.
+ */
+int
+cm_SetDescription(CM_t *cm, char *desc)
+{
+ int status;
+ void *tmp;
+ int n;
+
+ if (desc == NULL)
+ {
+ if (cm->desc != NULL) free(cm->desc);
+ cm->desc = NULL;
+ cm->flags &= ~CMH_DESC;
+ }
+ else
+ {
+ n = strlen(desc);
+ ESL_RALLOC(cm->desc, tmp, sizeof(char)*(n+1));
+ strcpy(cm->desc, desc);
+ if ((status = esl_strchop(cm->desc, n)) != eslOK) goto ERROR;
+ cm->flags |= CMH_DESC;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/*---------------- end, internal-setting routines ---------------*/
+
+/* Function: CreateComLog()
+ * Date: EPN, Mon Dec 31 10:51:14 2007
+ *
+ * Purpose: Allocate and initialize a ComLog_t data structure.
+ * Returns: Newly allocated ComLog_t object, this is NULL if
+ * there's a memory allocation failure.
+ */
+ComLog_t *
+CreateComLog()
+{
+ int status;
+
+ ComLog_t *clog;
+ ESL_ALLOC(clog, sizeof(ComLog_t));
+
+ clog->bcom = NULL;
+ clog->bdate = NULL;
+ clog->ccom = NULL;
+ clog->cdate = NULL;
+
+ return clog;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: FreeComLog()
+ * Date: EPN, Mon Dec 31 10:53:45 2007
+ *
+ * Purpose: Free a ComLog_t data structure.
+ *
+ * Returns: void;
+ */
+void
+FreeComLog(ComLog_t *clog)
+{
+ if(clog->bcom != NULL) free(clog->bcom);
+ if(clog->bdate != NULL) free(clog->bdate);
+ if(clog->ccom != NULL) free(clog->ccom);
+ if(clog->cdate != NULL) free(clog->cdate);
+ free(clog);
+ return;
+}
+
+/* Function: CopyComLog()
+ * Date: EPN, Mon Dec 31 10:53:45 2007
+ *
+ * Purpose: Copy all the info in the ComLog_t data structure <src>
+ * into <dest>, any info that was in <dest> is freed.
+ *
+ * Returns: eslOK on success; eslEMEM on memory allocation error.
+ */
+int
+CopyComLog(const ComLog_t *src, ComLog_t *dest)
+{
+ int status;
+
+ if(dest->bcom != NULL) { free(dest->bcom); dest->bcom = NULL; }
+ if(dest->bdate != NULL) { free(dest->bdate); dest->bdate = NULL; }
+ if(dest->ccom != NULL) { free(dest->ccom); dest->ccom = NULL; }
+ if(dest->cdate != NULL) { free(dest->cdate); dest->cdate = NULL; }
+
+ if(src->bcom != NULL) { if((status = esl_strdup(src->bcom, -1, &(dest->bcom))) != eslOK) goto ERROR; }
+ if(src->bdate != NULL) { if((status = esl_strdup(src->bdate, -1, &(dest->bdate))) != eslOK) goto ERROR; }
+ if(src->ccom != NULL) { if((status = esl_strdup(src->ccom, -1, &(dest->ccom))) != eslOK) goto ERROR; }
+ if(src->cdate != NULL) { if((status = esl_strdup(src->cdate,-1, &(dest->cdate))) != eslOK) goto ERROR; }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: IntMaxDigits()
+ * Date: EPN, Fri Nov 30 14:51:12 2007
+ *
+ * Returns: The number of digits in INT_MAX.
+ * Originally written to inform how big a
+ * string must be if it wants to hold any
+ * possible positive integer.
+ */
+int
+IntMaxDigits()
+{
+ int big = INT_MAX;
+ return IntDigits(big);
+}
+
+
+/* Function: IntDigits()
+ * Date: EPN, Fri May 23 06:02:22 2008
+ *
+ * Returns: The number of digits in <i>.
+ */
+int
+IntDigits(int i)
+{
+ int n = 0;
+ while(i > 0) { i/=10; n++; }
+ return n;
+}
+
+/* Function: cm_GetAvgHitLen()
+ * Date: EPN, Thu Jan 17 05:52:00 2008
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation
+ * <ret_avg_hit_len> set as average hit length of a hit for a CM,
+ * determined using the QDB band calculation engine.
+ */
+int
+cm_GetAvgHitLen(CM_t *cm, char *errbuf, float *ret_avg_hit_len)
+{
+ int safe_windowlen;
+ float *avglenA;
+ float avg_hit_len;
+
+ if(ret_avg_hit_len == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_GetAvgHitLen(), ret_avg_hit_len == NULL.");
+
+ safe_windowlen = cm->W * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, 1E-15, TRUE, NULL, NULL, NULL, &avglenA))) {
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("GetCMAvgHitLen(), band calculation safe_windowlen big: %d\n", safe_windowlen);
+ }
+ avg_hit_len = avglenA[0];
+ free(avglenA);
+ *ret_avg_hit_len = avg_hit_len;
+
+ return eslOK;
+}
+
+/* Function: CompareCMGuideTrees()
+ * EPN, Tue Mar 6 08:32:12 2007
+ *
+ * Purpose: Given two CMs, cm1 and cm2, compare them, returning TRUE
+ * iff they have the same guide tree (same node architecture).
+ *
+ * Args: cm1 - covariance model number 1
+ * cm2 - covariance model number 2
+ *
+ * Returns: TRUE if CMs have same guide tree, FALSE otherwise
+ */
+int
+CompareCMGuideTrees(CM_t *cm1, CM_t *cm2)
+{
+ int nd;
+ if(cm1->nodes != cm2->nodes) return FALSE;
+ for(nd = 0; nd < cm1->nodes; nd++) {
+ if(cm1->ndtype[nd] != cm2->ndtype[nd]) return FALSE;
+ }
+ return TRUE;
+}
diff --git a/src/cm_dispatch.h b/src/cm_dispatch.h
new file mode 100644
index 0000000..3389799
--- /dev/null
+++ b/src/cm_dispatch.h
@@ -0,0 +1,58 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* cm_dispatch.h
+ *
+ * Functions that actually do the work for cmalign and cmsearch,
+ * in parallel and serial varieties.
+ *
+ * Eric Nawrocki
+ */
+
+#ifndef CMDISPATCH_INCLUDED
+#define CMDISPATCH_INCLUDED
+
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+#include "esl_sqio.h"
+
+#include "structs.h" /* data structures, macros, #define's */
+#include "funcs.h" /* external functions */
+
+extern void
+serial_search_database (ESL_SQFILE *dbfp, CM_t *cm, const ESL_ALPHABET *abc, CMConsensus_t *cons);
+extern void
+parallel_search_database (ESL_SQFILE *dbfp, CM_t *cm, const ESL_ALPHABET *abc, CMConsensus_t *cons,
+ int mpi_my_rank, int mpi_master_rank, int mpi_num_procs) ;
+extern float
+actually_search_target(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, float cm_cutoff,
+ float cp9_cutoff, search_results_t *results, int do_filter,
+ int doing_cm_stats, int doing_cp9_stats, int *ret_flen);
+extern void
+serial_align_targets(ESL_SQFILE *seqfp, CM_t *cm, ESL_SQ ***ret_sq, Parsetree_t ***ret_tr,
+ char ***ret_postcode, CP9trace_t ***ret_cp9_tr, int *ret_nseq, float **ret_sc,
+ int bdump_level, int debug_level, int silent_mode);
+extern void
+parallel_align_targets(ESL_SQFILE *seqfp, CM_t *cm, ESL_SQ ***ret_sq, Parsetree_t ***ret_tr,
+ char ***ret_postcode, CP9trace_t ***ret_cp9_tr, int *ret_nseq,
+ int bdump_level, int debug_level,
+ int silent_mode, int mpi_my_rank, int mpi_master_rank, int mpi_num_procs);
+extern int
+actually_align_targets(CM_t *cm, ESL_SQ **sq, int nseq, ESL_DSQ *dsq, search_results_t *results, Parsetree_t ***ret_tr,
+ char ***ret_postcode, CP9trace_t ***ret_cp9_tr, float **ret_sc, int bdump_level, int debug_level,
+ int silent_mode);
+
+extern int PrintSearchInfo(FILE *fp, CM_t *cm, int cm_mode, int cp9_mode, long N);
+
+extern int revcomp(const ESL_ALPHABET *abc, ESL_SQ *comp, ESL_SQ *sq);
+extern int read_next_seq (const ESL_ALPHABET *abc, ESL_SQFILE *dbfp, int do_revcomp, dbseq_t **ret_dbseq);
+extern void print_results (CM_t *cm, const ESL_ALPHABET *abc, CMConsensus_t *cons, dbseq_t *dbseq,
+ int do_complement, int used_HMM);
+extern void remove_hits_over_e_cutoff (CM_t *cm, search_results_t *results, ESL_SQ *sq,
+ int used_HMM);
+#endif
diff --git a/src/cm_dpalign.c b/src/cm_dpalign.c
new file mode 100644
index 0000000..9181262
--- /dev/null
+++ b/src/cm_dpalign.c
@@ -0,0 +1,5627 @@
+/* cm_dpalign.c
+ * Optimized DP functions for HMM banded and non-banded, non-D&C CM alignment.
+ *
+ * HMM banded functions, and their non-optimized analogs:
+ * optimized version slow, old, reference version ~speedup
+ * ---------------------------- --------------------------------- --------
+ * fast_cyk_align_hb() --> hbandcyk.c:inside_b_jd_me() 1.5
+ * optimal_accuracy_align_hb() --> NONE
+ * fast_alignT_hb() --> hbandcyk.c:insideT_b_jd_me() N/A
+ * FastAlignHB() --> hbandcyk.c:CYKInside_b_jd() N/A
+ * FastInsideAlignHB() --> cm_postprob.c:FInside_b_jd_me() 1.4
+ * FastOutsideAlignHB() --> cm_postprob.c:FOutside_b_jd_me() 1.4
+ *
+ * FastAlignHB() and fast_alignT_hb() have extra functionality missing
+ * from their 0.81 analogs. Specifically they can do either CYK or
+ * Holmes/Durbin optimally accurate alignment, the latter of which
+ * was not possible in 0.81.
+ *
+ * Speedups are approximate, and based on tests with 2 models, an SSU
+ * model and a RNaseP model. Tests were performed with
+ * benchmark-align, a standalone executable included at the end of
+ * this file that must be separately compiled (version tested was
+ * subversion revision 2204, gcc -O2 compiled
+ * EPN, Mon Nov 12 13:41:57 2007).
+ *
+ * All functions use a specialized DP matrix, a CM_HB_MX
+ * data structure which only allocates cells within bands
+ * derived from a HMM Forward/Backward alignment of the
+ * target sequence. The bands are stored in a CP9Bands_t object,
+ * a pointer to which must exist in the cm (CM_t object).
+ *
+ * Non-banded, non-D&C alignment functions were rewritten for completeness.
+ * These are consistent with their HB counterparts, but require non-banded
+ * float matrices.
+ *
+ * new version old v0.81 version
+ * ---------------------------- ---------------------------------
+ * fast_cyk_align() --> smallcyk.c:inside()
+ * optimal_accuracy_align() --> NONE
+ * fast_alignT() --> smallcyk.c:insideT()
+ * FastAlign() --> smallcyk.c:CYKInside()
+ * FastInsideAlign() --> cm_postprob.c:FInside()
+ * FastOutsideAlign() --> cm_postprob.c:FOutside()
+ *
+ * Note: the smallcyk.c v0.81 functions are still used for D&C
+ * (divide and conquer) small-memory alignment. Though smallcyk.c
+ * has been renamed cm_dpsmall.c
+ *
+ * Four additional functions exist in this file:
+ * CMPosteriorHB() : combine Inside/Outside matrices --> posterior matrix
+ * CMPosterior() : non-banded version of CMPosteriorHB()
+ * SampleFromInsideHB() : sample a parsetree from HMM banded inside matrix
+ * SampleFromInside() : sample a parsetree from a full inside matrix
+ *
+ * EPN, Wed Oct 10 07:20:48 2007
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <assert.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_sqio.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+#define TSC(s,k) (tsc[(v) * MAXCONNECT + (s)])
+#define AMX(j,v,d) (alphap[(j * cm->M * (W+1)) + ((v) * (W+1) + d)])
+
+static float get_femission_score(CM_t *cm, ESL_DSQ *dsq, int v, int i, int j);
+
+/*
+ * Function: fast_cyk_align_hb()
+ * based on inside_b_me() which was ...
+ * based on inside()
+ * Date: EPN 03.29.06 [EPN started]
+ * SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ *
+ * Purpose: Run the inside phase of a CYK alignment using bands
+ * in the j and d dimensions of the DP matrix. Bands
+ * were obtained from an HMM Forward-Backward parse
+ * of the target sequence. Uses float log odds scores.
+ *
+ * A CM_HB_MX DP matrix must be passed in. Only
+ * cells valid within the bands given in the CP9Bands_t <cm->cp9b>
+ * will be valid.
+ *
+ * We deal with local begins by keeping track of the optimal
+ * state that we could enter and account for the whole target
+ * sequence: b = argmax_v alpha_v(i0,j0) + log t_0(v),
+ * and bsc is the score for that.
+ *
+ * If vroot==0, i0==1, and j0==L (e.g. a complete alignment),
+ * the optimal alignment might use a local begin transition, 0->b,
+ * and we'd have to be able to trace that back. For any
+ * problem where the caller sets allow_begin, we return a valid b
+ * (the optimal 0->b choice) and bsc (the score if 0->b is used).
+ * If a local begin is part of the optimal parse tree, the optimal
+ * alignment score returned by inside() will be bsc and yshad[0][L][L]
+ * will be USE_LOCAL_BEGIN, telling fast_alignT() to check b and
+ * start with a local 0->b entry transition. When inside()
+ * is called on smaller subproblems (v != 0 || i0 > 1 || j0
+ * < L), we're using inside() as an engine in divide &
+ * conquer, and we don't use the overall return score nor
+ * shadow matrices, but we do need allow_begin, b, and bsc for
+ * divide&conquer to sort out where a local begin might be used.
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitaized sequence [i0..j0]
+ * L - length of the dsq
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * allow_begin-TRUE to allow 0->b local alignment begin transitions.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * mx - the dp matrix, only cells within bands in cm->cp9b will
+ * be valid.
+ * ret_sc - score of optimal, CYK parsetree
+ *
+ * Returns: <ret_sc>, <ret_b>, <ret_bsc>, <ret_shadow>, see 'Args'
+ *
+ * Throws: <eslOK> on success.
+ * <eslERANGE> if required CM_HB_MX size exceeds <size_limit>, in
+ * this case, alignment has been aborted, ret_* variables are not valid
+ */
+int
+fast_cyk_align_hb(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int allow_begin, float size_limit,
+ void ****ret_shadow, int *ret_b, float *ret_bsc, CM_HB_MX *mx, float *ret_sc)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+ int *yvalidA; /* [0..MAXCONNECT-1] TRUE if v->yoffset is legal transition (within bands) */
+ float *el_scA; /* [0..d..W-1] probability of local end emissions of length d */
+ /* indices used for handling band-offset issues, and in the depths of the DP recursion */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp_v, jp_y, jp_z; /* offset j index for states v, y, z */
+ int jp_y_sdr; /* jp_y - sdr */
+ int j_sdr; /* j - sdr */
+ int jn, jx; /* current minimum/maximum j allowed */
+ int jpn, jpx; /* minimum/maximum jp_v */
+ int dp_v, dp_y; /* d index for state v/y in alpha w/mem eff bands */
+ int dn, dx; /* current minimum/maximum d allowed */
+ int dp_y_sd; /* dp_y - sd */
+ int dpn, dpx; /* minimum/maximum dp_v */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int kn, kx; /* current minimum/maximum k value */
+ int Wp; /* W oalso changes depending on state */
+ float tsc; /* a transition score */
+ int yvalid_idx; /* for keeping track of which children are valid */
+ int yvalid_ct; /* for keeping track of which children are valid */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_cyk_inside_align_hb(), dsq is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_cyk_inside_align_hb(), mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_cyk_inside_align_hb(), cm->cp9b is NULL.\n");
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrix */
+ float ***alpha = mx->dp; /* pointer to the alpha DP matrix */
+
+ /* Allocations and initializations */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ /* grow the matrix based on the current sequence and bands */
+ if((status = cm_hb_mx_GrowTo(cm, mx, errbuf, cp9b, W, size_limit)) != eslOK) return status;
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (W+1));
+ for(d = 0; d <= W; d++) el_scA[d] = cm->el_selfsc * d;
+
+ /* The shadow matrix, we always allocate it, so we don't have to
+ * check if it's null in the depths of the DP recursion.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+
+ /* yvalidA[0..cnum[v]] will hold TRUE for states y for which a transition is legal
+ * (some transitions are impossible due to the bands) */
+ ESL_ALLOC(yvalidA, sizeof(int) * MAXCONNECT);
+ esl_vec_ISet(yvalidA, MAXCONNECT, FALSE);
+
+ /* initialize all cells of the matrix to IMPOSSIBLE */
+ /* esl_vec_FSet(alpha[0][0], mx->ncells_valid, IMPOSSIBLE); */
+
+ /* Main recursion */
+ for (v = vend; v >= vroot; v--) {
+ float const *esc_v = cm->oesc[v]; /* emission scores for state v */
+ float const *tsc_v = cm->tsc[v]; /* transition scores for state v */
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ jn = jmin[v];
+ jx = jmax[v];
+ /* Get a shadow deck to fill in and initialize all valid cells for state v */
+ if (cm->sttype[v] != E_st) {
+ if (cm->sttype[v] == B_st) {
+ kshad = (jmin[v] == -1) ? NULL : alloc_jdbanded_vjd_kshadow_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ shadow[v] = (void **) kshad;
+ /* initialize all valid cells for state v to IMPOSSIBLE (local ends are impossible for B states) */
+ assert(! (NOT_IMPOSSIBLE(cm->endsc[v])));
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++) {
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ kshad[jp_v][dp_v] = USED_EL;
+ }
+ }
+ } else { /* ! B_st && ! E_st */
+ yshad = (jmin[v] == -1) ? NULL : alloc_jdbanded_vjd_yshadow_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ shadow[v] = (void **) yshad;
+ /* initialize all valid cells for state v */
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (dp_v = 0, d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; dp_v++, d++) {
+ alpha[v][jp_v][dp_v] = el_scA[d-sd] + cm->endsc[v];
+ yshad[jp_v][dp_v] = USED_EL;
+ }
+ }
+ }
+ else { /* cm->endsc[v] == IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++) {
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ yshad[jp_v][dp_v] = USED_EL;
+ }
+ }
+ }
+ }
+ }
+
+ if(cm->sttype[v] == E_st) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j-jmin[v];
+ ESL_DASSERT1((hdmin[v][jp_v] == 0));
+ ESL_DASSERT1((hdmax[v][jp_v] == 0));
+ alpha[v][jp_v][0] = 0.; /* for End states, d must be 0 */
+ }
+ }
+ else if(cm->sttype[v] == IL_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ i = j - d + 1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ if ((sc = alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] == IR_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr is valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ if ((sc = alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in alpha[v] are independent of each other, only depending on alpha[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ /* j must satisfy:
+ * j >= jmin[v]
+ * j >= jmin[y]+sdr (follows from (j-sdr >= jmin[y]))
+ * j <= jmax[v]
+ * j <= jmax[y]+sdr (follows from (j-sdr <= jmax[y]))
+ * this reduces to two ESL_MAX calls
+ */
+ jn = ESL_MAX(jmin[v], jmin[y]+sdr);
+ jx = ESL_MIN(jmax[v], jmax[y]+sdr);
+
+ jpn = jn - jmin[v];
+ jpx = jx - jmin[v];
+ jp_y_sdr = jn - jmin[y] - sdr;
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y_sdr++) {
+ ESL_DASSERT1((jp_v >= 0 && jp_v <= (jmax[v]-jmin[v])));
+ ESL_DASSERT1((jp_y_sdr >= 0 && jp_y_sdr <= (jmax[y]-jmin[y])));
+
+ /* d must satisfy:
+ * d >= hdmin[v][jp_v]
+ * d >= hdmin[y][jp_y_sdr]+sd (follows from (d-sd >= hdmin[y][jp_y_sdr]))
+ * d <= hdmax[v][jp_v]
+ * d <= hdmax[y][jp_y_sdr]+sd (follows from (d-sd <= hdmax[y][jp_y_sdr]))
+ * this reduces to two ESL_MAX calls
+ */
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y_sdr] + sd);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y_sdr] + sd);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y_sd = dn - hdmin[y][jp_y_sdr] - sd;
+
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y_sd++) {
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ if((sc = alpha[y][jp_y_sdr][dp_y_sd] + tsc) > alpha[v][jp_v][dp_v]) {
+ alpha[v][jp_v][dp_v] = sc;
+ yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ }
+ break;
+ case MR_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ }
+ break;
+ case MP_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ jn = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ jx = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+ /* the main j loop */
+ for (j = jn; j <= jx; j++) {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ kn = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kn satisfies inequalities (1) and (3) (listed below)*/
+ kx = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kn satisfies inequalities (2) and (4) (listed below)*/
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ *
+ * kn and kx were set above (outside (for (dp_v...) loop) that
+ * satisfy 1-4 (b/c 1-4 are d-independent and k-independent)
+ * RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kn; k <= kx; k++) {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k]) {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+
+ if ((sc = alpha[y][jp_y-k][dp_y - k] + alpha[z][jp_z][kp_z])
+ > alpha[v][jp_v][dp_v]) {
+ alpha[v][jp_v][dp_v] = sc;
+ kshad[jp_v][dp_v] = kp_z;
+ }
+ }
+ }
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* The following loops originally access alpha[v][j0][W] but the index W will be
+ in different positions due to the bands */
+
+ if((cm->flags & CMH_LOCAL_BEGIN) && allow_begin) {
+ if(j0 >= jmin[v] && j0 <= jmax[v]) {
+ jp_v = j0 - jmin[v];
+ Wp = W - hdmin[v][jp_v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v]) {
+ /* If we get here alpha[v][jp_v][Wp] is a valid cell
+ * in the banded alpha matrix, corresponding to
+ * alpha[v][j0][W] in the platonic matrix.
+ */
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (alpha[v][jp_v][Wp] + cm->beginsc[v] > bsc) {
+ b = v;
+ bsc = alpha[v][jp_v][Wp] + cm->beginsc[v];
+ }
+ }
+ }
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling fast_alignT() to use the b we return.
+ */
+ if (v == 0) {
+ if(j0 >= jmin[0] && j0 <= jmax[0]) {
+ jp_v = j0 - jmin[v];
+ Wp = W - hdmin[v][jp_v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v]) {
+ if (bsc > alpha[0][jp_v][Wp]) {
+ alpha[0][jp_v][Wp] = bsc;
+ yshad[jp_v][Wp] = USED_LOCAL_BEGIN;
+ }
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+ /*FILE *fp; fp = fopen("cyk.mx", "w"); cm_hb_mx_Dump(fp, mx); fclose(fp);*/
+
+ Wp = W - hdmin[vroot][j0-jmin[vroot]];
+ sc = alpha[vroot][j0-jmin[vroot]][Wp];
+
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ if(ret_sc != NULL) *ret_sc = sc;
+ else free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ free(el_scA);
+ free(yvalidA);
+
+ ESL_DPRINTF1(("fast_cyk_align_hb return sc: %f\n", sc));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+/*
+ * Function: fast_cyk_align()
+ * Date: EPN, Sun Nov 18 19:37:39 2007
+ *
+ * Note: Very similar to inside(), but slightly more efficient.
+ * Identical to fast_cyk_align_hb() but HMM bands are NOT
+ * used.a
+ *
+ * Purpose: Run the inside phase of a CYK alignment algorithm, on a
+ * subsequence from i0..j0, using a subtree of a model
+ * anchored at a start state vroot, and ending at an end
+ * state vend. (It is a feature of the model layout in
+ * a CM structure that all subtrees are contiguous in the
+ * model.)
+ *
+ * We deal with local begins by keeping track of the optimal
+ * state that we could enter and account for the whole target
+ * sequence: b = argmax_v alpha_v(i0,j0) + log t_0(v),
+ * and bsc is the score for that.
+ *
+ * If vroot==0, i0==1, and j0==L (e.g. a complete alignment),
+ * the optimal alignment might use a local begin transition, 0->b,
+ * and we'd have to be able to trace that back. For any
+ * problem where the caller sets allow_begin, we return a valid b
+ * (the optimal 0->b choice) and bsc (the score if 0->b is used).
+ * If a local begin is part of the optimal parse tree, the optimal
+ * alignment score returned by inside() will be bsc and yshad[0][L][L]
+ * will be USE_LOCAL_BEGIN, telling fast_alignT() to check b and
+ * start with a local 0->b entry transition. When inside()
+ * is called on smaller subproblems (v != 0 || i0 > 1 || j0
+ * < L), we're using inside() as an engine in divide &
+ * conquer, and we don't use the overall return score nor
+ * shadow matrices, but we do need allow_begin, b, and bsc for
+ * divide&conquer to sort out where a local begin might be used.
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitaized sequence [i0..j0]
+ * L - length of the dsq
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * allow_begin-TRUE to allow 0->b local alignment begin transitions.
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * ret_mx - the dp matrix, we'll allocate it here, NULL if not wanted
+ * ret_sc - score of optimal, CYK parsetree
+ *
+ * Returns: <ret_sc>, <ret_b>, <ret_bsc>, <ret_mx>, <ret_shadow>, see 'Args'.
+ *
+ * Throws: <eslOK> on success.
+ * <eslERANGE> if required DP matrix size exceeds passed in <size_limit>
+ * alignment has been aborted, ret_* variables are not valid
+ */
+int
+fast_cyk_align(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int allow_begin,
+ float size_limit, void ****ret_shadow, int *ret_b, float *ret_bsc, float ****ret_mx, float *ret_sc)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+ float *el_scA; /* [0..d..W-1] probability of local end emissions of length d */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp; /* offset j, j = i0-1+jp */
+ int j_sdr; /* j - sdr */
+ int d_sd; /* d - sd */
+ float tsc; /* a transition score */
+ float ***alpha; /* the DP matrix, we allocate here */
+ float Mb_for_alpha;/* megabytes needed for alpha matrix */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_cyk_inside_align(), dsq is NULL.\n");
+
+
+ /* Allocations and initializations */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ /* allocate alpha (if it's small enough), allocate all decks, no deck reuse */
+ Mb_for_alpha = ((float) size_vjd_deck(W, 1, W) * ((float) (cm->M)));
+ if(Mb_for_alpha > size_limit)
+ ESL_FAIL(eslERANGE, errbuf, "requested non-banded DP mx of %.2f Mb > %.2f Mb limit.\nUse --small or increase limit with --mxsize.", Mb_for_alpha, (float) size_limit);
+ ESL_DPRINTF1(("Size of alpha matrix: %.2f\n", Mb_for_alpha));
+
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = alloc_vjd_deck(L, i0, j0);
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (W+1));
+ for(d = 0; d <= W; d++) el_scA[d] = cm->el_selfsc * d;
+
+ /* The shadow matrix, we always allocate it, so we don't have to
+ * check if it's null in the depths of the DP recursion.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+
+ /* Main recursion */
+ for (v = vend; v >= vroot; v--) {
+ float const *esc_v = cm->oesc[v]; /* emission scores for state v */
+ float const *tsc_v = cm->tsc[v]; /* transition scores for state v */
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ /* Get a shadow deck to fill in and initialize all valid cells for state v */
+ if (cm->sttype[v] != E_st) {
+ if (cm->sttype[v] == B_st) {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ shadow[v] = (void **) kshad;
+ /* initialize all valid cells for state v to IMPOSSIBLE (local ends are impossible for B states) */
+ assert(! (NOT_IMPOSSIBLE(cm->endsc[v])));
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ kshad[j][d] = USED_EL;
+ }
+ }
+ } else { /* ! B_st && ! E_st */
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ shadow[v] = (void **) yshad;
+ /* initialize all valid cells for state v */
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d < sd && d <= jp; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ yshad[j][d] = USED_EL;
+ }
+ for (d = sd; d <= jp; d++) {
+ alpha[v][j][d] = el_scA[d-sd] + cm->endsc[v];
+ yshad[j][d] = USED_EL;
+ }
+ }
+ }
+ else { /* cm->endsc[v] == IMPOSSIBLE */
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ yshad[j][d] = USED_EL;
+ }
+ }
+ }
+ }
+ }
+
+ if(cm->sttype[v] == E_st) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ alpha[v][j][0] = 0.;
+ for (d = 1; d <= jp; d++) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ else if(cm->sttype[v] == IL_st) {
+ /* update alpha[v][j][d] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+ for (d = sd; d <= jp; d++) {
+ d_sd = d - sd;
+ i = j - d + 1;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ if ((sc = alpha[y][j_sdr][d_sd] + tsc_v[yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ yshad[j][d] = yoffset;
+ }
+ }
+ alpha[v][j][d] += esc_v[dsq[i--]];
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] == IR_st) {
+ /* update alpha[v][j][d] cells, for IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+ for (d = sd; d <= jp; d++) {
+ d_sd = d - sd;
+ i = j - d + 1;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ if ((sc = alpha[y][j_sdr][d_sd] + tsc_v[yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ yshad[j][d] = yoffset;
+ }
+ }
+ alpha[v][j][d] += esc_v[dsq[j]];
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in alpha[v] are independent of each other, only depending on alpha[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+
+ for (d = sd; d <= jp; d++) {
+ if((sc = alpha[y][j_sdr][d - sd] + tsc) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ yshad[j][d] = yoffset;
+ }
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ i = j - 1;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] += esc_v[dsq[j-d+1]];
+ }
+ break;
+ case MR_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] += esc_v[dsq[j]];
+ }
+ break;
+ case MP_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ i = j - 1;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] += esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ for (k = 0; k <= d; k++) {
+ if ((sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ kshad[j][d] = k;
+ }
+ }
+ }
+ }
+ }
+ /* finished calculating deck v. */
+
+ if (allow_begin && alpha[v][j0][W] + cm->beginsc[v] > bsc) {
+ b = v;
+ bsc = alpha[v][j0][W] + cm->beginsc[v];
+ }
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling fast_alignT() to use the b we return.
+ */
+ if (allow_begin && v == 0 && bsc > alpha[0][j0][W]) {
+ alpha[0][j0][W] = bsc;
+ yshad[j0][W] = USED_LOCAL_BEGIN;
+ }
+ } /* end loop over all v */
+
+ sc = alpha[vroot][j0][W];
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ if (ret_sc != NULL) *ret_sc = sc;
+ else free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ if (ret_mx != NULL) *ret_mx = alpha;
+ else free_vjd_matrix(alpha, cm->M, 1, L);
+
+ free(el_scA);
+
+ ESL_DPRINTF1(("fast_cyk_align return sc: %f\n", sc));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+/* Function: fast_alignT_hb()
+ * Date: EPN 03.29.06
+ *
+ * Note: based on insideT() [SRE, Fri Aug 11 12:08:18 2000 [Pittsburgh]]
+ *
+ * Purpose: Call either fast_cyk_align_hb() (if !<do_optacc>),
+ * or optimal_accuracy_align_hb() (if <do_optacc>),
+ * get vjd shadow matrix; then trace back. Append the trace to a given
+ * traceback, which already has state r at tr->n-1.
+ *
+ * If (<do_optacc>) then post_mx must != NULL.
+ *
+ * Returns: <ret_sc>: if(!do_optacc): score of appended parsetree
+ * if( do_optacc): avg posterior probability of all i0..j0 residues
+ * in optimally accurate alignment in tr
+ *
+ * Throws: <eslOK> on success
+ * <eslERANGE> if required CM_HB_MX exceeds <size_limit>, in
+ * this case, alignment has been aborted, tr has not been appended to
+ *
+ */
+int
+fast_alignT_hb(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int allow_begin, CM_HB_MX *mx, int do_optacc, CM_HB_MX *post_mx, float size_limit, float *ret_sc)
+{
+ int status;
+ void ***shadow; /* the traceback shadow matrix */
+ float sc; /* the score of the CYK alignment */
+ ESL_STACK *pda; /* stack that tracks bifurc parent of a right start */
+ int v,j,d,i; /* indices for state, j, subseq len */
+ int k; /* subseq len for bifurcs */
+ int y, yoffset; /* child state y, it's offset */
+ int bifparent; /* B_st parent */
+ int b; /* local begin state */
+ float bsc; /* local begin score */
+ int jp_v; /* j-jmin[v] for current j, and current v */
+ int dp_v; /* d-hdmin[v][jp_v] for current j, current v, current d*/
+ int jp_z; /* j-jmin[z] for current j, and current z */
+ int kp_z; /* the k value (d dim) from the shadow matrix
+ * giving the len of right fragment offset in deck z,
+ * k = kp_z + hdmin[z][jp_z]*/
+ /* contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_alignT_hb(), dsq == NULL.\n");
+ if(cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_alignT_hb(), cm->cp9b == NULL.\n");
+ if(do_optacc && post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_alignT_hb(), do_optacc == TRUE but post_mx == NULL.\n");
+
+ /* pointers to cp9b data for convenience */
+ CP9Bands_t *cp9b= cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int **hdmin = cp9b->hdmin;
+#if eslDEBUGLEVEL >= 1
+ int **hdmax = cp9b->hdmax;
+#endif
+
+ if(do_optacc) {
+ status = optimal_accuracy_align_hb(cm, errbuf, dsq, L, i0, j0, size_limit,
+ &shadow, /* return a shadow matrix to me. */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ mx, /* the HMM banded mx to fill-in */
+ post_mx, /* pre-calc'ed posterior matrix */
+ &sc); /* avg post prob of all emissions in optimally accurate parsetree */
+ }
+ else {
+ status = fast_cyk_align_hb(cm, errbuf, dsq, L, r, z, i0, j0,
+ allow_begin, /* TRUE to allow local begins */
+ size_limit, /* max size of DP matrix */
+ &shadow, /* return a shadow matrix to me. */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ mx, /* the HMM banded mx */
+ &sc); /* score of CYK parsetree */
+ }
+ if(status != eslOK) return status;
+
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+ v = r;
+ j = j0;
+ i = i0;
+ d = j0-i0+1;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+
+ while (1) {
+ ESL_DASSERT1((!(cm->sttype[v] != EL_st && d > hdmax[v][jp_v])));
+ ESL_DASSERT1((!(cm->sttype[v] != EL_st && d < hdmin[v][jp_v])));
+ if (cm->sttype[v] == B_st) {
+ kp_z = ((int **) shadow[v])[jp_v][dp_v]; /* kp = offset len of right fragment */
+ z = cm->cnum[v];
+ jp_z = j-jmin[z];
+ k = kp_z + hdmin[z][jp_z]; /* k = offset len of right fragment */
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* remember the end j */
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR; /* remember the subseq length k */
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR ; /* remember the trace index of the parent B state */
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ y = cm->cfirst[v];
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else {
+ yoffset = ((char **) shadow[v])[jp_v][dp_v];
+ /*printf(" mx[v:%4d][jp_v:%4d][dp_v:%4d]: %10.5f j: %4d d: %4d\n", v, jp_v, dp_v, mx->dp[v][jp_v][dp_v], j, d);
+ if(post_mx != NULL) printf("post_mx[v:%4d][jp_v:%4d][dp_v:%4d]: %10.5f prob: %.5f\n", v, jp_v, dp_v, post_mx->dp[v][jp_v][dp_v], FScore2Prob(post_mx->dp[v][jp_v][dp_v], 1.));*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: ESL_FAIL(eslEINCONCEIVABLE, errbuf, "'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ jp_v = j;
+ dp_v = d;
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ if(ret_sc != NULL) *ret_sc = sc;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return eslOK; /* NEVERREACHED */
+}
+
+
+/* Function: fast_alignT()
+ * Date: EPN, Sun Nov 18 19:21:30 2007
+ *
+ * Note: based on insideT() [SRE, Fri Aug 11 12:08:18 2000 [Pittsburgh]]
+ *
+ * Purpose: Call either fast_cyk_align() (if !<do_optacc>),
+ * or optimal_accuracy_align() (if <do_optacc>),
+ * get vjd shadow matrix; then trace back. Append the trace to a given
+ * traceback, which already has state r at tr->n-1.
+ *
+ * If (<do_optacc>) then post_mx must != NULL.
+ *
+ * Very similar to cm_dpsmall.c:insideT() in case of
+ * CYK alignment, but uses more efficient implementation
+ * of CYK alignment (fast_cyk_align()) as opposed to
+ * inside().
+ *
+ * Returns: <ret_sc>: if(!do_optacc): score of appended parsetree
+ * if( do_optacc): avg posterior probability of all i0..j0 residues
+ * in optimally accurate alignment in tr
+ * <ret_mx>: the DP matrix filled, NULL if not wanted
+ *
+ * Throws: <eslOK> on success
+ * <eslERANGE> if required DP matrix size exceeds <size_limit>, in
+ * this case, alignment has been aborted, ret_* variables are not valid
+ */
+int
+fast_alignT(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int allow_begin, float ****ret_mx, int do_optacc, float ***post_mx, float size_limit, float *ret_sc)
+{
+ int status;
+ void ***shadow; /* the traceback shadow matrix */
+ float sc; /* the score of the CYK alignment */
+ ESL_STACK *pda; /* stack that tracks bifurc parent of a right start */
+ int v,j,d,i; /* indices for state, j, subseq len */
+ int k; /* subseq len for bifurcs */
+ int y, yoffset; /* child state y, it's offset */
+ int bifparent; /* B_st parent */
+ int b; /* local begin state */
+ float bsc; /* local begin score */
+
+ /* contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_alignT(), dsq == NULL.\n");
+ if(cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_alignT(), cm->cp9b == NULL.\n");
+ if(do_optacc && post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "fast_alignT(), do_optacc == TRUE but post_mx == NULL.\n");
+
+ if(do_optacc) {
+ status = optimal_accuracy_align(cm, errbuf, dsq, L, i0, j0, size_limit,
+ &shadow, /* return a shadow matrix to me. */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ ret_mx, /* the DP mx to fill-in */
+ post_mx, /* pre-calc'ed posterior matrix */
+ &sc); /* avg post prob of all emissions in optimally accurate parsetree */
+ }
+ else {
+ status = fast_cyk_align(cm, errbuf, dsq, L, r, z, i0, j0,
+ allow_begin, /* TRUE to allow local begins */
+ size_limit, /* max size of DP matrix */
+ &shadow, /* return a shadow matrix to me. */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ ret_mx, /* the DP mx to fill in */
+ &sc); /* score of CYK parsetree */
+ }
+ if(status != eslOK) return status;
+
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+ v = r;
+ j = j0;
+ i = i0;
+ d = j0-i0+1;
+
+ while (1) {
+ if (cm->sttype[v] == B_st) {
+ k = ((int **) shadow[v])[j][d]; /* k = len of right fragment */
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* remember the end j */
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR; /* remember the subseq length k */
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR; /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ y = cm->cfirst[v];
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+ v = y;
+ } else {
+ yoffset = ((char **) shadow[v])[j][d];
+
+ /*printf("v : %d | r : %d | z : %d | i0 : %d | \n", v, r, z, i0);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ if(ret_sc != NULL) *ret_sc = sc;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return eslOK; /* NEVERREACHED */
+}
+
+
+/* Function: FastAlignHB()
+ * Incept: EPN, Fri Oct 26 09:31:43 2007
+ *
+ * Note: based on CYKInside_b_jd() [11.04.05] which was based on CYKInside_b()
+ * which was based on CYKInside() [SRE, Sun Jun 3 19:48:33 2001 [St. Louis]]
+ *
+ * Purpose: Wrapper for the fast_alignT_hb() routine - solve a full
+ * alignment problem using CYK, optimal accuracy or sampling and
+ * return the traceback and the score, without dividing &
+ * conquering, but by using bands on the j and d dimensions
+ * of the DP matrix. Bands derived by HMM Forward/Backward
+ * runs. Optionally return a postal code.
+ *
+ * Identical to FastAlign() but HMM bands are used here.
+ *
+ * Input arguments allow this function to be run in 4 'modes':
+ *
+ * mode returns arguments
+ * ---- ---------------- ---------------------------------------------
+ * tr pcodes do_optacc do_sample post_mx ret_pcode{1,2}
+ * ---------------- ---------------------------------------------
+ * 1. CYK no FALSE FALSE NULL NULL
+ * 2. CYK yes FALSE FALSE !NULL !NULL
+ * 3. Opt acc no TRUE FALSE !NULL NULL
+ * 4. Opt acc yes TRUE FALSE !NULL !NULL
+ * 5. sampled no FALSE TRUE NULL NULL
+ * 6. sampled yes FALSE TRUE !NULL !NULL
+ *
+ * CYK parsetrees are most likely parsetree, 'Opt acc' parsetrees
+ * are Holmes/Durbin optimally accurate parsetrees, the parse that
+ * maximizes the posterior probability that goes through the parses cells
+ * of the DP matrix. A sampled parsetree is a parsetree sampled from
+ * an Inside matrix based on it's probability.
+ *
+ * Note: if ret_tr is NULL, parsetree is not returned.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * r - source of randomness, must be non-NULL only if do_sample==TRUE
+ * dsq - the digitized sequence, 1..L
+ * L - length of sequence
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * mx - the main dp matrix, only cells within bands in cm->cp9b will be valid.
+ * do_optacc - TRUE to not do CYK alignment, determine the Holmes/Durbin optimally
+ * accurate parsetree in ret_tr, requires post_mx != NULL
+ * do_sample - TRUE to sample a parsetree from the Inside matrix
+ * post_mx - dp matrix for posterior calculation, can be NULL only if !do_optacc
+ * ret_tr - RETURN: traceback (pass NULL if trace isn't wanted)
+ * ret_pcode1- RETURN: postal code 1, (pass NULL if not wanted, must be NULL if post_mx == NULL)
+ * ret_pcode2- RETURN: postal code 2, (pass NULL if not wanted, must be NULL if post_mx == NULL)
+ * ret_sc - if(!do_optacc): score of the alignment in bits.
+ * if( do_optacc): average posterior probability of all L aligned residues
+ * in optimally accurate alignment
+ * ret_ins_sc- if(do_optacc || ret_pcode1,2 != NULL): inside score of sequence in bits
+ * else: must be NULL (inside will not be run)
+ *
+ * Returns: <ret_tr>, <ret_pcode1>, <ret_pcode2>, <ret_sc>, see 'Args' section
+ *
+ * Throws: <eslOK> on success;
+ * <eslERANGE> if required CM_HB_MX for FastInsideAlignHB(), FastOutsideAlignHB() or
+ * fast_cyk_align_hb() exceeds <size_limit>, in this
+ * case, alignment has been aborted, ret_* variables are not valid
+ */
+int
+FastAlignHB(CM_t *cm, char *errbuf, ESL_RANDOMNESS *r, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, CM_HB_MX *mx,
+ int do_optacc, int do_sample, CM_HB_MX *post_mx, Parsetree_t **ret_tr, char **ret_pcode1, char **ret_pcode2, float *ret_sc, float *ret_ins_sc)
+{
+ int status;
+ Parsetree_t *tr;
+ float sc;
+ float ins_sc; /* inside score */
+ int do_post;
+ char *pcode1;
+ char *pcode2;
+ int have_pcodes;
+ have_pcodes = (ret_pcode1 != NULL && ret_pcode2 != NULL) ? TRUE : FALSE;
+ do_post = (do_optacc || have_pcodes) ? TRUE : FALSE;
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), dsq is NULL.\n");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), mx is NULL.\n");
+ if(post_mx == NULL && have_pcodes) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), post_mx == NULL but ret_pcode{1|2} != NULL.\n");
+ if(do_optacc && post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), do_optacc is TRUE, but post_mx == NULL.\n");
+ if((!do_post) && ret_ins_sc != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), do_post is FALSE, but ret_ins_sc != NULL.\n");
+ if(do_optacc && do_sample) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), do_optacc and do_sample are both TRUE.");
+ if(do_sample && r == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), do_sample but r is NULL.");
+ if(!do_sample && r != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), do_sample is FALSE, but r is non-NULL.");
+ if(do_sample && i0 != 1) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlignHB(), do_sample but i0!=1.");
+ /* PrintDPCellsSaved_jd(cm, cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax, (j0-i0+1)); */
+
+ /* if doing post, fill Inside, Outside, Posterior matrices, in that order */
+ if(do_post || do_sample) {
+ if((status = FastInsideAlignHB (cm, errbuf, dsq, i0, j0, size_limit, mx, &ins_sc)) != eslOK) return status;
+ if(do_sample) {
+ if((status = SampleFromInsideHB(r, cm, errbuf, dsq, j0-i0+1, mx, &tr, &sc)) != eslOK) return status;
+ }
+ if(do_post) {
+ if((status = FastOutsideAlignHB(cm, errbuf, dsq, i0, j0, size_limit, post_mx, mx, ((cm->align_opts & CM_ALIGN_CHECKINOUT) && (! cm->flags & CMH_LOCAL_END)), NULL)) != eslOK) return status;
+ /* Note: we can only check the posteriors in FastOutsideAlignHB() if local begin/ends are off */
+ if((status = CMPosteriorHB(cm, errbuf, i0, j0, size_limit, mx, post_mx, post_mx)) != eslOK) return status;
+ if(cm->align_opts & CM_ALIGN_CHECKINOUT) {
+ if((status = CMCheckPosteriorHB(cm, errbuf, i0, j0, post_mx)) != eslOK) return status;
+ printf("\nHMM banded posteriors checked.\n\n");
+ }
+ if(ret_ins_sc != NULL) *ret_ins_sc = ins_sc;
+ }
+ }
+
+ if(!do_sample) { /* if do_sample, we already have a parsetree */
+ /* Create the parse tree, and initialize. */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+ /* Fill in the parsetree (either CYK or optimally accurate (if do_optacc)),
+ * this will overwrite mx if (do_post) caused it to be filled in FastInsideAlignHB
+ */
+ if((status = fast_alignT_hb(cm, errbuf, dsq, L, tr, 0, cm->M-1, i0, j0, TRUE, mx, do_optacc, post_mx, size_limit, &sc)) != eslOK) return status;
+ }
+
+ if(have_pcodes) {
+ if((status = CMPostalCodeHB(cm, errbuf, i0, j0, post_mx, tr, TRUE, &pcode1, &pcode2, (do_optacc ? &sc : NULL))) != eslOK) return status;
+ *ret_pcode1 = pcode1;
+ *ret_pcode2 = pcode2;
+ }
+ else if(do_optacc) { /* call CMPostalCodeHB() to get the average residue posterior probability label, but not post codes */
+ if((status = CMPostalCodeHB(cm, errbuf, i0, j0, post_mx, tr, TRUE, NULL, NULL, &sc)) != eslOK) return status;
+ }
+
+ if (ret_tr != NULL) *ret_tr = tr; else FreeParsetree(tr);
+ if (ret_sc != NULL) *ret_sc = sc;
+ ESL_DPRINTF1(("returning from FastAlignHB() sc : %f\n", sc));
+ return eslOK;
+}
+
+
+
+/* Function: FastAlign()
+ * Date: EPN, Sun Nov 18 19:26:45 2007
+ *
+ * Note: Very similar to cm_dpsmall.c:CYKInside() for case
+ * of CYK alignment, but uses slightly more efficient
+ * implementation (fast_cyk_align() instead of inside()).
+ *
+ * Purpose: Wrapper for the fast_alignT() routine - solve a full
+ * alignment problem either by CYK, using optimal
+ * accuracy, or sampling and return the traceback and the score,
+ * without dividing & conquering. Optionally return a postal code.
+ *
+ * Identical to FastAlignHB() but HMM bands are NOT used here.
+ * See that functions 'Purpose' for more details.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * r - source of randomness, must be non-NULL only if do_sample==TRUE
+ * dsq - the digitized sequence, 1..L
+ * L - length of sequence
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_mx - RETURN: the main dp matrix, we'll allocate and fill it, must be non-NULL
+ * do_optacc - TRUE to not do CYK alignment, determine the Holmes/Durbin optimally
+ * accurate parsetree in ret_tr, requires post_mx != NULL
+ * do_sample - TRUE to sample a parsetree from the Inside matrix
+ * ret_post_mx- dp matrix for posterior calculation, we'll allocate and fill it if nec,
+ * can be NULL only if !do_optacc
+ * ret_tr - RETURN: traceback (pass NULL if trace isn't wanted)
+ * ret_pcode1- RETURN: postal code 1, (pass NULL if not wanted, must be NULL if post_mx == NULL)
+ * ret_pcode2- RETURN: postal code 2, (pass NULL if not wanted, must be NULL if post_mx == NULL)
+ * ret_sc - if(!do_optacc): score of the alignment in bits.
+ * if( do_optacc): average posterior probability of all L aligned residues
+ * in optimally accurate alignment
+ * ret_ins_sc- if(do_optacc || ret_pcode1,2 != NULL): inside score of sequence in bits
+ * else: must be NULL (inside will not be run)
+ *
+ * Returns: <ret_tr>, <ret_pcode1>, <ret_pcode2>, <ret_sc>, see 'Args' section
+ *
+ * Throws: <eslOK> on success;
+ */
+int
+FastAlign(CM_t *cm, char *errbuf, ESL_RANDOMNESS *r, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, float ****ret_mx,
+ int do_optacc, int do_sample, float ****ret_post_mx, Parsetree_t **ret_tr, char **ret_pcode1, char **ret_pcode2, float *ret_sc, float *ret_ins_sc)
+{
+ int status;
+ Parsetree_t *tr;
+ float sc;
+ float ins_sc; /* inside score */
+ int do_post;
+ char *pcode1;
+ char *pcode2;
+ int have_pcodes;
+ have_pcodes = (ret_pcode1 != NULL && ret_pcode2 != NULL) ? TRUE : FALSE;
+ do_post = (do_optacc || have_pcodes) ? TRUE : FALSE;
+
+
+ /* Contract check */
+ if(ret_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), ret_mx == NULL.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), dsq is NULL.\n");
+ if(ret_post_mx == NULL && have_pcodes) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), post_mx == NULL but ret_pcode{1|2} != NULL.\n");
+ if(do_optacc && ret_post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_optacc is TRUE, but post_mx == NULL.\n");
+ if(do_optacc && ret_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_optacc is TRUE, but ret_mx == NULL.\n");
+ if((!do_post) && ret_ins_sc != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_post is FALSE, but ret_ins_sc != NULL.\n");
+ if(do_optacc && do_sample) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_optacc and do_sample are both TRUE.");
+ if(do_sample && r == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_sample but r is NULL.");
+ if(!do_sample && r != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_sample is FALSE, but r is non-NULL.");
+ if(do_sample && i0 != 1) ESL_FAIL(eslEINCOMPAT, errbuf, "FastAlign(), do_sample but i0!=1.");
+
+ /* if do_post, fill Inside, Outside, Posterior matrices, in that order */
+ /* if do_sample (and !do_post) fill Inside and sample from it */
+ if(do_post || do_sample) {
+ if((status = FastInsideAlign (cm, errbuf, dsq, i0, j0, size_limit, ret_mx, &ins_sc)) != eslOK) return status;
+ if(do_sample) {
+ if((status = SampleFromInside(r, cm, errbuf, dsq, j0-i0+1, *ret_mx, &tr, &sc)) != eslOK) return status;
+ }
+ if(do_post) { /* Inside was called above, now do Outside, then Posterior */
+ if((status = FastOutsideAlign(cm, errbuf, dsq, i0, j0, size_limit, ret_post_mx, *ret_mx, ((cm->align_opts & CM_ALIGN_CHECKINOUT) && (! cm->flags & CMH_LOCAL_END)), NULL)) != eslOK) return status;
+ /* Note: we can only check the posteriors in FastOutsideAlign() if local begin/ends are off */
+ if((status = CMPosterior(cm, errbuf, i0, j0, size_limit, *ret_mx, *ret_post_mx, *ret_post_mx)) != eslOK) return status;
+ if(cm->align_opts & CM_ALIGN_CHECKINOUT) {
+ if((status = CMCheckPosterior(cm, errbuf, i0, j0, *ret_post_mx)) != eslOK) return status;
+ printf("\nPosteriors checked.\n\n");
+ }
+ }
+ if(!do_sample) {
+ /* we have to free ret_mx, so we can check it's size, reallocate and refill it in fast_alignT()
+ * this is wasteful, but if we were being efficient we'd be using HMM bands anyway... */
+ free_vjd_matrix(*ret_mx, cm->M, 1, L);
+ if(ret_ins_sc != NULL) *ret_ins_sc = ins_sc;
+ }
+ }
+
+ if(!do_sample) { /* if do_sample, we already have a parsetree */
+ /* Create the parse tree, and initialize. */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+ /* Fill in the parsetree (either CYK or optimally accurate (if do_optacc)) */
+ if(do_optacc) { /* we have to send the filled *ret_post_mx */
+ if((status = fast_alignT(cm, errbuf, dsq, L, tr, 0, cm->M-1, i0, j0, TRUE, ret_mx, do_optacc, *ret_post_mx, size_limit, &sc)) != eslOK) return status;
+ }
+ else { /* don't need to send *ret_post_mx (in fact, it could be NULL) */
+ if((status = fast_alignT(cm, errbuf, dsq, L, tr, 0, cm->M-1, i0, j0, TRUE, ret_mx, do_optacc, NULL, size_limit, &sc)) != eslOK) return status;
+ }
+ }
+
+ if(have_pcodes) {
+ if((status = CMPostalCode(cm, errbuf, i0, j0, *ret_post_mx, tr, TRUE, &pcode1, &pcode2, &sc)) != eslOK) return status;
+ *ret_pcode1 = pcode1;
+ *ret_pcode2 = pcode2;
+ }
+ else if(do_optacc) { /* call CMPostalCode() to get the average residue posterior probability label, but not post codes */
+ if((status = CMPostalCode(cm, errbuf, i0, j0, *ret_post_mx, tr, TRUE, NULL, NULL, &sc)) != eslOK) return status;
+ }
+
+ if (ret_tr != NULL) *ret_tr = tr; else FreeParsetree(tr);
+ if (ret_sc != NULL) *ret_sc = sc;
+ ESL_DPRINTF1(("returning from FastAlign() sc : %f\n", sc));
+ return eslOK;
+}
+
+/*
+ * Function: FastInsideAlignHB()
+ * Date: EPN, Thu Nov 8 18:24:41 2007
+ *
+ * Purpose: Run the inside algorithm on a target sequence using bands
+ * in the j and d dimensions of the DP matrix. Bands
+ * were obtained from an HMM Forward-Backward parse
+ * of the target sequence. Uses float log odds scores.
+ *
+ * Very similar with fast_cyk_inside_align_hb(), see 'Purpose'
+ * of that function for more details. Only differences with
+ * that function is:
+ * - can't return a shadow matrix (we're not aligning)
+ * - doesn't return bsc, b info about local begins
+ *
+ * This function complements FastOutsideAlignHB().
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitized sequence
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * mx - the dp matrix, only cells within bands in cp9b will be valid
+ * ret_sc - RETURN: log P(S|M)/P(S|R), as a bit score
+ *
+ * Returns: <ret_sc>
+ *
+ * Throws: <eslOK> on success
+ * <eslERANGE> if required CM_HB_MX for exceeds <size_limit>,
+ * in this case, alignment has been aborted, ret_sc is not valid
+ */
+int
+FastInsideAlignHB(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, CM_HB_MX *mx, float *ret_sc)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,jp,d,i,k; /* indices in sequence dimensions */
+ float fsc; /* the final score */
+ float tsc; /* a temporary variable holding a transition score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ float bsc; /* summed score for using all local begins */
+ int *yvalidA; /* [0..MAXCONNECT-1] TRUE if v->yoffset is legal transition (within bands) */
+ float *el_scA; /* [0..d..W-1] probability of local end emissions of length d */
+ /* indices used for handling band-offset issues, and in the depths of the DP recursion */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp_v, jp_y, jp_z; /* offset j index for states v, y, z */
+ int jp_y_sdr; /* jp_y - sdr */
+ int j_sdr; /* j - sdr */
+ int jn, jx; /* current minimum/maximum j allowed */
+ int jpn, jpx; /* minimum/maximum jp_v */
+ int dp_v, dp_y; /* d index for state v/y in alpha w/mem eff bands */
+ int dn, dx; /* current minimum/maximum d allowed */
+ int dp_y_sd; /* dp_y - sd */
+ int dpn, dpx; /* minimum/maximum dp_v */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int kn, kx; /* current minimum/maximum k value */
+ int Wp; /* W oalso changes depending on state */
+ int yvalid_idx; /* for keeping track of which children are valid */
+ int yvalid_ct; /* for keeping track of which children are valid */
+ int have_el; /* TRUE if local ends are on */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastInsideAlignHB(), dsq is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastInsideAlignHB(), mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastInsideAlignHB(), cm->cp9b is NULL.\n");
+
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrix */
+ float ***alpha = mx->dp; /* pointer to the alpha DP matrix */
+
+ /* Allocations and initializations */
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ /* grow the matrix based on the current sequence and bands */
+ if((status = cm_hb_mx_GrowTo(cm, mx, errbuf, cp9b, W, size_limit)) != eslOK) return status;
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (W+1));
+ for(d = 0; d <= W; d++) el_scA[d] = cm->el_selfsc * d;
+ /* yvalidA[0..cnum[v]] will hold TRUE for states y for which a transition is legal
+ * (some transitions are impossible due to the bands)
+ */
+ ESL_ALLOC(yvalidA, sizeof(int) * MAXCONNECT);
+ esl_vec_ISet(yvalidA, MAXCONNECT, FALSE);
+
+ /* initialize all cells of the matrix to IMPOSSIBLE */
+ esl_vec_FSet(alpha[0][0], mx->ncells_valid, IMPOSSIBLE);
+
+ /* if local ends are on, replace the EL deck IMPOSSIBLEs with EL scores */
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+ if(have_el) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) alpha[cm->M][j][d] = el_scA[d];
+ }
+ }
+
+ /* Main recursion */
+ for (v = cm->M-1; v >= 0; v--) {
+ float const *esc_v = cm->oesc[v];
+ float const *tsc_v = cm->tsc[v];
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ jn = jmin[v];
+ jx = jmax[v];
+
+ /* initialize all valid cells for state v to the local end prob, if they're allowed */
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (dp_v = 0, d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; dp_v++, d++)
+ alpha[v][jp_v][dp_v] = el_scA[d-sd] + cm->endsc[v];
+ }
+ }
+
+ /* E_st: easy, no children, and d must be 0 for all valid j */
+ if(cm->sttype[v] == E_st) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j-jmin[v];
+ ESL_DASSERT1((hdmin[v][jp_v] == 0));
+ ESL_DASSERT1((hdmax[v][jp_v] == 0));
+ alpha[v][jp_v][0] = 0.; /* for End states, d must be 0 */
+ }
+ }
+ else if(cm->sttype[v] == IL_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr is valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ i = j - d + 1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]);
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] == IR_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr is valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]);
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in alpha[v] are independent of each other, only depending on alpha[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ jn = ESL_MAX(jmin[v], jmin[y]+sdr);
+ jx = ESL_MIN(jmax[v], jmax[y]+sdr);
+ jpn = jn - jmin[v];
+ jpx = jx - jmin[v];
+ jp_y_sdr = jn - jmin[y] - sdr;
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y_sdr++) {
+ ESL_DASSERT1((jp_v >= 0 && jp_v <= (jmax[v]-jmin[v])));
+ ESL_DASSERT1((jp_y_sdr >= 0 && jp_y_sdr <= (jmax[y]-jmin[y])));
+
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y_sdr] + sd);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y_sdr] + sd);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y_sd = dn - hdmin[y][jp_y_sdr] - sd;
+
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y_sd++) {
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y_sdr][dp_y_sd] + tsc));;
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ }
+ break;
+ case MR_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ }
+ break;
+ case MP_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ default: /* no emission */
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ jn = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ jx = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+ /* the main j loop */
+ for (j = jn; j <= jx; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ kn = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kn satisfies inequalities (1) and (3) (listed below)*/
+ kx = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kn satisfies inequalities (2) and (4) (listed below)*/
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ *
+ * kn and kx were set above (outside (for (dp_v...) loop) that
+ * satisfy 1-4 (b/c 1-4 are d-independent and k-independent)
+ * RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kn; k <= kx; k++) {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k]) {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y-k][dp_y - k] + alpha[z][jp_z][kp_z]);
+ }
+ }
+ }
+ }
+ } /* finished calculating deck v. */
+
+ if(cm->flags & CMH_LOCAL_BEGIN && NOT_IMPOSSIBLE(cm->beginsc[v])) { /* if local begins are on */
+ if(j0 >= jmin[v] && j0 <= jmax[v]) {
+ jp_v = j0 - jmin[v];
+ Wp = W - hdmin[v][jp_v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v]) {
+ /* If we get here alpha[v][jp_v][Wp] is a valid cell
+ * in the banded alpha matrix, corresponding to
+ * alpha[v][j0][W] in the platonic matrix.
+ */
+ /* Check for local begin getting us to the root.
+ */
+ bsc = FLogsum(bsc, (alpha[v][jp_v][Wp] + cm->beginsc[v]));
+ }
+ }
+ }
+ /* include the bsc as part of alpha[0][jp_v][Wp] */
+ if ((cm->flags & CMH_LOCAL_BEGIN) && v == 0) {
+ if(j0 >= jmin[0] && j0 <= jmax[0]) {
+ jp_v = j0 - jmin[v];
+ Wp = W - hdmin[0][jp_v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v]) {
+ alpha[0][jp_v][Wp] = FLogsum(alpha[0][jp_v][Wp], bsc);
+ }
+ }
+ }
+ } /* end loop over all v */
+ /*FILE *fp; fp = fopen("ins.mx", "w"); cm_ihb_mx_Dump(fp, mx); fclose(fp);*/
+
+ Wp = W - hdmin[0][j0-jmin[0]];
+ fsc = alpha[0][j0-jmin[0]][Wp];
+
+ free(el_scA);
+ free(yvalidA);
+
+ if(ret_sc != NULL) *ret_sc = fsc;
+ ESL_DPRINTF1(("FastInsideAlignHB() return sc: %f\n", fsc));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+
+/*
+ * Function: FastInsideAlign()
+ * Date: EPN, Mon Nov 19 06:21:51 2007
+ *
+ * Purpose: Run the inside algorithm on a target sequence
+ * without using bands.
+ *
+ * Identical to FastInsideAlignHB() but no bands
+ * are used.
+ *
+ * Very similar with fast_cyk_inside_align(), see 'Purpose'
+ * of that function for more details. Only differences with
+ * that function is:
+ * - can't return a shadow matrix (we're not aligning)
+ * - doesn't return bsc, b info about local begins
+ *
+ * This function complements FastOutsideAlign().
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitized sequence
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_mx - RETURN: the dp matrix, we'll allocate and fill it here
+ * ret_sc - RETURN: log P(S|M)/P(S|R), as a bit score
+ *
+ * Returns: <ret_sc>, <ret_mx>
+ *
+ * Throws: <eslOK> on success.
+ * <eslERANGE> if required size of DP matrix exceeds <size_limit>,
+ * alignment has been aborted, ret_sc, ret_mx are not valid
+ */
+int
+FastInsideAlign(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, float ****ret_mx, float *ret_sc)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* the final score */
+ float tsc; /* a temporary variable holding a transition score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ float bsc; /* summed score for using all local begins */
+ float *el_scA; /* [0..d..W-1] probability of local end emissions of length d */
+ /* indices used for handling band-offset issues, and in the depths of the DP recursion */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp; /* offset j, j = i0-1+jp */
+ int j_sdr; /* j - sdr */
+ int d_sd; /* d - sd */
+ float ***alpha; /* the DP matrix, we allocate here */
+ float Mb_for_alpha;/* megabytes needed for alpha matrix */
+ int have_el; /* TRUE if local ends are on */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastInsideAlign(), dsq is NULL.\n");
+
+ /* Allocations and initializations */
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ /* allocate alpha (if it's small enough), allocate all decks, no deck reuse */
+ Mb_for_alpha = ((float) size_vjd_deck(W, 1, W) * ((float) (cm->M+1)));
+ if(Mb_for_alpha > size_limit)
+ ESL_FAIL(eslERANGE, errbuf, "requested non-banded DP mx of %.2f Mb > %.2f Mb limit.\nUse --small or increase limit with --mxsize.", Mb_for_alpha, (float) size_limit);
+ ESL_DPRINTF1(("Size of alpha matrix: %.2f\n", Mb_for_alpha));
+
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = alloc_vjd_deck(W, 1, W);
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (W+1));
+ for(d = 0; d <= W; d++) el_scA[d] = cm->el_selfsc * d;
+
+ /* Fill the EL cm->M deck, with EL scores if local ends are on, IMPOSSIBLE if not (they'll never be used anyway) */
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+ if(have_el) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) alpha[cm->M][j][d] = el_scA[d];
+ }
+ }
+ else { /* local ends are off */
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) alpha[cm->M][j][d] = IMPOSSIBLE;
+ }
+ }
+
+ /* Main recursion */
+ for (v = cm->M-1; v >= 0; v--) {
+ float const *esc_v = cm->oesc[v];
+ float const *tsc_v = cm->tsc[v];
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+
+ /* initialize all valid cells for state v to the local end prob, if they're allowed,
+ * and IMPOSSIBLE if not */
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d < sd && d <= jp; d++) alpha[v][j][d] = IMPOSSIBLE;
+ for (d = sd; d <= jp; d++) alpha[v][j][d] = el_scA[d-sd] + cm->endsc[v];
+ }
+ }
+ else {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ /* E_st: easy, no children, and d must be 0 for all valid j */
+ if(cm->sttype[v] == E_st) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ alpha[v][j][0] = 0.;
+ for (d = 1; d <= jp; d++) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ else if(cm->sttype[v] == IL_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+ for (d = sd; d <= jp; d++) {
+ d_sd = d - sd;
+ i = j - d + 1;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], alpha[y][j_sdr][d_sd] + tsc_v[yoffset]);
+ }
+ alpha[v][j][d] += esc_v[dsq[i--]];
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] == IR_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+ for (d = sd; d <= jp; d++) {
+ d_sd = d - sd;
+ i = j - d + 1;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], alpha[y][j_sdr][d_sd] + tsc_v[yoffset]);
+ }
+ alpha[v][j][d] += esc_v[dsq[j]];
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in alpha[v] are independent of each other, only depending on alpha[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+
+ for (d = sd; d <= jp; d++) {
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], (alpha[y][j_sdr][d-sd] + tsc));;
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ i = j - 1;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] += esc_v[dsq[j-d+1]];
+ }
+ break;
+ case MR_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] += esc_v[dsq[j]];
+ }
+ break;
+ case MP_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ i = j - 1;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] += esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ for (k = 0; k <= d; k++) {
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], alpha[y][j-k][d-k] + alpha[z][j][k]);
+ }
+ }
+ }
+ } /* finished calculating deck v. */
+
+ if (cm->flags & CMH_LOCAL_BEGIN && NOT_IMPOSSIBLE(cm->beginsc[v])) {
+ /* add in score for local begin getting us to the root. */
+ bsc = FLogsum(bsc, alpha[v][j0][W] + cm->beginsc[v]);
+ }
+ /* include the bsc as part of alpha[0][jp_v][Wp] */
+ if(v == 0)
+ alpha[0][j0][W] = FLogsum(alpha[v][j0][W], bsc);
+ } /* end loop over all v */
+
+ sc = alpha[0][j0][W];
+ free(el_scA);
+ if(ret_sc != NULL) *ret_sc = sc;
+ if (ret_mx != NULL) *ret_mx = alpha;
+ else free_vjd_matrix(alpha, cm->M, 1, W);
+
+ ESL_DPRINTF1(("FastInsideAlign() return sc: %f\n", sc));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+
+/*
+ * Function: FastOutsideAlignHB()
+ * Date: EPN, Thu Nov 8 18:40:05 2007
+ *
+ * Purpose: Run the outside algorithm using bands
+ * in the j and d dimensions of the DP matrix. Bands
+ * were obtained from an HMM Forward-Backward parse
+ * of the target sequence. Uses float log odds scores.
+ *
+ * A CM_FHB_MX DP matrix must be passed in. Only
+ * cells valid within the bands given in the CP9Bands_t <cm->cp9b>
+ * will be valid.
+ *
+ * The DP recursion has been 'optimized' for all state types
+ * except IL, IR, BEGL_S, BEGR_S. The main optimization
+ * is a change in nesting order of the for loops:
+ * optimized order: for v { for y { for j { for d {}}}}
+ * non-optimized order: for v { for j { for d { for y {}}}}
+ *
+ * ILs and IRs are not optmized because they can self transit
+ * so mx[v][j][d] must be fully calc'ed before mx[v][j][d+1] can
+ * be calced. BEGL_S and BEGR_S are not optimized b/c
+ * they require searching for optimal d and k, which complicates
+ * the enforcement of the bands and makes this optimization strategy
+ * impossible.
+ *
+ * If <do_check> is TRUE (and the CM is not in local mode)
+ * we check that the outside calculations are consistent
+ * with the inside calculations (in ins_mx).
+ * This check is described in comments towards the end of
+ * the function.
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitized sequence
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * mx - the dp matrix, only cells within bands in cp9b will be valid
+ * ins_mx - the dp matrix from the Inside run calculation (required)
+ * do_check - TRUE to attempt to check
+ * ret_sc - RETURN: log P(S|M)/P(S|R), as a bit score, this is from ins_mx IF local
+ * ends are on (see *** comment towards end of function).
+ *
+ * Returns: <ret_sc>
+ *
+ * Throws: <eslOK> on success
+ * <eslERANGE> if required CM_HB_MX for exceeds <size_limit>,
+ * in this case, alignment has been aborted, ret_sc is not valid *
+ */
+int
+FastOutsideAlignHB(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, CM_HB_MX *mx,
+ CM_HB_MX *ins_mx, int do_check, float *ret_sc)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float fsc; /* a temporary variable holding a float score */
+ float **esc_vAA; /* ptr to cm->oesc, optimized emission scores */
+ float escore; /* an emission score, tmp variable */
+ int W; /* subsequence length */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int jp; /* j': relative position in the subsequence */
+ float bsc; /* total score for using local begin states */
+ float freturn_sc; /* P(S|M)/P(S|R), a float (Scorified ireturn_sc) */
+ /* band related variables */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int Wp; /* W also changes depending on state */
+ int jp_v, jp_y, jp_z; /* offset j index for states v, y, z */
+ int jp_el; /* offset j in EL deck, jp_el = j - i0 */
+ int kmin, kmax; /* temporary minimum/maximum allowed k */
+ int fail_flag = FALSE; /* set to TRUE if do_check and we see a problem */
+ /* variables used only if do_check */
+ int n; /* counter over nodes, used only if do_check = TRUE */
+ int num_split_states; /* temp variable used only if do_check = TRUE */
+ float diff; /* temp variable used only if do_check = TRUE */
+ /* indices used in the depths of the DP recursion */
+ int emitmode; /* EMITLEFT, EMITRIGHT, EMITPAIR, EMITNONE, for state y */
+ int sd; /* StateDelta(cm->sttype[y]) */
+ int sdr; /* StateRightDelta(cm->sttype[y] */
+ int jn, jx; /* current minimum/maximum j allowed */
+ int dn, dx; /* current minimum/maximum d allowed */
+
+ /* Contract check */
+ if (dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastOutsideAlignHB(), dsq is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastOutsideAlignHB(), mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastOutsideAlignHB(), cm->cp9b is NULL.\n");
+ if (ins_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastOutsideAlignHB(), ins_mx is NULL.\n");
+ if (cm->flags & CMH_LOCAL_END) do_check = FALSE; /* Code for checking doesn't apply in local mode. See below. */
+
+ /* DP matrix variables */
+ float ***beta = mx->dp; /* pointer to the Oustide DP mx */
+ float ***alpha = ins_mx->dp; /* pointer to the Inside DP mx (already calc'ed and passed in) */
+
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+
+ /* Allocations and initializations
+ */
+ bsc = IMPOSSIBLE; /* the summed prob of all local begins */
+ W = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ esc_vAA = cm->oesc; /* a ptr to the optimized emission scores */
+
+ /* grow the matrix based on the current sequence and bands */
+ if((status = cm_hb_mx_GrowTo(cm, mx, errbuf, cp9b, W, size_limit)) != eslOK) return status;
+
+ /* initialize all cells of the matrix to IMPOSSIBLE */
+ esl_vec_FSet(beta[0][0], mx->ncells_valid, IMPOSSIBLE);
+ /* now set beta[0][j0][W] to 0., all parses must end there */
+ jp_v = j0 - jmin[0];
+ Wp = W - hdmin[0][jp_v];
+ assert(W >= hdmin[0][jp_v]);
+ assert(W <= hdmax[0][jp_v]);
+ beta[0][jp_v][Wp] = 0.;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ * EL deck has no bands as currently implemented. Set all cells to IMPOSSIBLE;
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for(jp = 0; jp <= W; jp++) {
+ for (d = 0; d <= jp; d++) beta[cm->M][jp][d] = IMPOSSIBLE;
+ }
+ /* We don't have to worry about vroot -> EL transitions the way
+ * cm_dpsmall.c::outside() does, because vroot = 0.
+ */
+ }
+ /* If we can do a local begin into v, overwrite IMPOSSIBLE with the local begin score.
+ * By definition, beta[0][j0][W] == 0.
+ */
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (v = 1; v < cm->M; v++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[v])) {
+ if((j0 >= jmin[v]) && (j0 <= jmax[v])) {
+ jp_v = j0 - jmin[v];
+ if((W >= hdmin[v][jp_v]) && W <= hdmax[v][jp_v]) {
+ Wp = W - hdmin[v][jp_v];
+ beta[v][jp_v][Wp] = cm->beginsc[v];
+ }
+ }
+ }
+ }
+ }
+ /* done allocation/initialization */
+
+ /* Recursion: main loop down through the decks */
+ for (v = 1; v < cm->M; v++) {
+ if (cm->stid[v] == BEGL_S) { /* BEGL_S */
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+ for (j = jmax[v]; j >= jmin[v]; j--) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ i = j-d+1;
+ for (d = hdmax[v][jp_v]; d >= hdmin[v][jp_v]; d--) {
+ dp_v = d - hdmin[v][jp_v];
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 8 inequalities (some may be redundant):
+ * NOTE: these are different from those in Inside() (for one thing, v and y
+ * (BEGL_S and BIF_B here respectively) are switched relative to Inside.
+ *
+ * (1) k <= jmax[y] - j;
+ * (2) k >= jmin[y] - j;
+ * (3) k <= jmax[z] - j;
+ * (4) k >= jmin[z] - j;
+ * 1 and 2 guarantee (j+k) is within state y's j band
+ * 3 and 4 guarantee (j+k) is within state z's j band
+ *
+ * (5) k >= hdmin[y][j-jmin[y]+k] - d;
+ * (6) k <= hdmax[y][j-jmin[y]+k] - d;
+ * 5 and 6 guarantee k+d is within y's j=(j+k), d band
+ *
+ * (7) k >= hdmin[z][j-jmin[z]+k];
+ * (8) k <= hdmax[z][j-jmin[z]+k];
+ * 5 and 6 guarantee k is within state z's j=(j+k) d band
+ */
+ kmin = ESL_MAX(jmin[y], jmin[z]) - j;
+ kmax = ESL_MIN(jmax[y], jmax[z]) - j;
+ /* kmin and kmax satisfy inequalities (1-4) */
+ /* RHS of inequalities 5-8 are dependent on k, so we check
+ * for these within the next for loop. */
+ for(k = kmin; k <= kmax; k++) {
+ if(k < (hdmin[y][jp_y+k] - d) || k > (hdmax[y][jp_y+k] - d)) continue;
+ /* above line continues if inequality 5 or 6 is violated */
+ if(k < (hdmin[z][jp_z+k]) || k > (hdmax[z][jp_z+k])) continue;
+ /* above line continues if inequality 7 or 8 is violated */
+
+ /* if we get here for current k, all 8 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j+k][d+k], and
+ * alpha[z][j+k][k] are all within the bands. These
+ * cells correspond to beta[v][jp_v][dp_v],
+ * beta[y][jp_y+k][d-hdmin[y][jp_y+k]+k],
+ * and alpha[z][jp_z][k-hdmin[z][jp_z+k]];
+ */
+ kp_z = k-hdmin[z][jp_z+k];
+ dp_y = d-hdmin[y][jp_y+k];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+k][dp_y+k]
+ + alpha[z][jp_z+k][kp_z]));
+ }
+ }
+ }
+ } /* end of 'if (cm->stid[v] == BEGL_S */
+ else if (cm->stid[v] == BEGR_S) {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+ jn = ESL_MAX(jmin[v], jmin[y]);
+ jx = ESL_MIN(jmax[v], jmax[y]);
+ for (j = jx; j >= jn; j--) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ i = j-d+1;
+
+ dn = ESL_MAX(hdmin[v][jp_v], j-jmax[z]);
+ dx = ESL_MIN(hdmax[v][jp_v], jp_z);
+ /* above makes sure that j,d are valid for state z: (jmin[z] + d) >= j >= (jmax[z] + d) */
+ for (d = dx; d >= dn; d--) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 4 inequalities (some may be redundant):
+ * NOTE: these are different from those in Inside() (for one thing, v and y
+ * (BEGR_S and BIF_B here respectively) are switched relative to Inside.
+ *
+ * (1) k >= hdmin[y][j-jmin[y]] - d;
+ * (2) k <= hdmax[y][j-jmin[y]] - d;
+ * 1 and 2 guarantee (d+k) is within state y's j=(j) d band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]-d];
+ * (4) k <= hdmax[z][j-jmin[z]-d];
+ * 3 and 4 guarantee k is within z's j=(j-d) d band
+ *
+ */
+ kmin = ESL_MAX((hdmin[y][jp_y]-d), (hdmin[z][jp_z-d]));
+ kmax = ESL_MIN((hdmax[y][jp_y]-d), (hdmax[z][jp_z-d]));
+ /* kmin and kmax satisfy inequalities (1-4) */
+ for(k = kmin; k <= kmax; k++) {
+ /* for current k, all 4 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells beta[v][j][d], beta[y][j][d+k], and
+ * alpha[z][j-d][k] are all within the bands. These
+ * cells correspond to beta[v][jp_v][dp_v],
+ * beta[y][jp_y+k][d-hdmin[y][jp_y]+k],
+ * and alpha[z][jp_z-d][k-hdmin[z][jp_z-d]];
+ */
+ kp_z = k-hdmin[z][jp_z-d];
+ dp_y = d-hdmin[y][jp_y];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y+k]
+ + alpha[z][jp_z-d][kp_z]));
+ }
+ }
+ }
+ } /* end of 'else if (cm->stid[v] == BEGR_S */
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ /* ILs and IRs can self transit, this means that beta[v][j][d] must be fully calculated
+ * before beta[v][j][d+1] can be started to be calculated, forcing the following nesting order:
+ * for j { for d { for y { } } }
+ * for non-self-transitioners, we can do a more efficient nesting order (see below)
+ */
+ for (j = jmax[v]; j >= jmin[v]; j--) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (d = hdmax[v][jp_v]; d >= hdmin[v][jp_v]; d--) {
+ i = j-d+1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ /* Note: this looks like it can be optimized, I tried but my 'optimization' slowed the code, so I reverted [EPN] */
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == j) continue; /* boundary condition */
+ if ((j+1) < jmin[y] || (j+1) > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+2) < hdmin[y][(jp_y+1)] || (d+2) > hdmax[y][(jp_y+1)]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y+1][dp_y+2] is a valid alpha cell
+ * corresponding to alpha[y][j+1][d+2] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y+1]; /* d index for state y */
+ escore = esc_vAA[y][dsq[i-1]*cm->abc->Kp+dsq[j+1]];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+1][dp_y+2]
+ + cm->tsc[y][voffset] + escore));
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == j) continue; /* boundary condition (note when j=0, d=0)*/
+ if (j < jmin[y] || j > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+1) < hdmin[y][jp_y] || (d+1) > hdmax[y][jp_y]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y][dp_y+1] is a valid alpha cell
+ * corresponding to alpha[y][j][d+1] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y */
+ escore = esc_vAA[y][dsq[i-1]];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y+1]
+ + cm->tsc[y][voffset] + escore));
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if ((j+1) < jmin[y] || (j+1) > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+1) < hdmin[y][(jp_y+1)] || (d+1) > hdmax[y][(jp_y+1)]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y+1][dp_y+1] is a valid alpha cell
+ * corresponding to alpha[y][j+1][d+1] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][(jp_y+1)]; /* d index for state y */
+ escore = esc_vAA[y][dsq[j+1]];
+ /*printf("j: %d | jmin[y]: %d | jmax[y]: %d | jp_v: %d | dp_v: %d | jp_y: %d | dp_y: %d\n", j, jmin[y], jmax[y], jp_v, dp_v, jp_y, dp_y);*/
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+1][dp_y+1]
+ + cm->tsc[y][voffset] + escore));
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if (j < jmin[y] || j > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if (d < hdmin[y][jp_y] || d > hdmax[y][jp_y]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y][dp_y] is a valid alpha cell
+ * corresponding to alpha[y][j][d] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y */
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y] + cm->tsc[y][voffset]));
+ break;
+ } /* end of switch(cm->sttype[y] */
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][jp_v][dp_v] < IMPOSSIBLE) beta[v][jp_v][dp_v] = IMPOSSIBLE;
+ } /* ends loop over d. We know all beta[v][j][d] in this row j and state v */
+ } /* end loop over jp. We know beta for this whole state */
+ } /* end of 'else if cm->sttype[v] == IL_st || cm->sttype[v] == IR_st' */
+ else { /* state v is not BEGL_S, BEGL_R IL nor IR (must be ML, MP, MR, D, S or E */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in beta[v] are independent of each other, only depending on beta[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+ sdr = StateRightDelta(cm->sttype[y]);
+ sd = StateDelta(cm->sttype[y]);
+ emitmode = Emitmode(cm->sttype[y]);
+ /* determine min j (jn) and max j (jx) that are valid for v and y */
+ jn = ESL_MAX(jmin[v], jmin[y]-sdr);
+ jx = ESL_MIN(jmax[v], jmax[y]-sdr);
+ for (j = jx; j >= jn; j--) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ ESL_DASSERT1((j+sdr >= jmin[y] && j+sdr <= jmax[y]));
+
+ /* determine min d (dn) and max d (dx) that are valid for v and y and j */
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y + sdr] - sd);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y + sdr] - sd);
+ dp_v = dx - hdmin[v][jp_v];
+ dp_y = dx - hdmin[y][jp_y + sdr];
+ i = j-dx+1;
+
+ /* for each emit mode, update beta[v][jp_v][dp_v] for all valid d = dp_v */
+ switch(emitmode) {
+ case EMITPAIR: /* MP_st */
+ for (d = dx; d >= dn; d--, dp_v--, dp_y--, i++) {
+ ESL_DASSERT1(( d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]));
+ ESL_DASSERT1((((d + sd) >= hdmin[y][jp_y + sdr]) && ((d + sd) <= hdmax[y][jp_y + sdr])));
+ escore = esc_vAA[y][dsq[i-1]*cm->abc->Kp+dsq[j+1]];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y + sdr][dp_y + sd]
+ + cm->tsc[y][voffset] + escore));
+ }
+ break;
+ case EMITLEFT: /* ML_st, IL_st */
+ for (d = dx; d >= dn; d--, dp_v--, dp_y--, i++) {
+ ESL_DASSERT1(( d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]));
+ ESL_DASSERT1((((d + sd) >= hdmin[y][jp_y + sdr]) && ((d + sd) <= hdmax[y][jp_y + sdr])));
+ escore = esc_vAA[y][dsq[i-1]];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y + sdr][dp_y + sd]
+ + cm->tsc[y][voffset] + escore));
+ }
+ break;
+ case EMITRIGHT: /* MR_st, IR_st */
+ escore = esc_vAA[y][dsq[j+1]]; /* not dependent on i */
+ for (d = dx; d >= dn; d--, dp_v--, dp_y--) {
+ ESL_DASSERT1(( d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]));
+ ESL_DASSERT1((((d + sd) >= hdmin[y][jp_y + sdr]) && ((d + sd) <= hdmax[y][jp_y + sdr])));
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y + sdr][dp_y + sd]
+ + cm->tsc[y][voffset] + escore));
+ }
+ break;
+ case EMITNONE: /* D_st, S_st, E_st*/
+ for (d = dx; d >= dn; d--, dp_v--, dp_y--) {
+ ESL_DASSERT1(( d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]));
+ ESL_DASSERT1((((d + sd) >= hdmin[y][jp_y + sdr]) && ((d + sd) <= hdmax[y][jp_y + sdr])));
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y + sdr][dp_y + sd]
+ + cm->tsc[y][voffset]));
+ }
+ break;
+ } /* end of switch(emitmode) */
+ } /* end of for j = jx; j >= jn; j-- */
+ } /* end of for y = plast[v]... */
+ } /* ends else entered for non-BEGL_S/BEGR_S/IL/IR states*/
+ /* we're done calculating deck v for everything but local begins */
+
+ /* deal with local alignment end transitions v->EL,
+ * these values get their own matrix.
+ */
+ /* deal with local alignment end transitions v->EL (EL = deck at M.) */
+ if ((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ sdr = StateRightDelta(cm->sttype[v]); /* note sdr is for state v */
+ sd = StateDelta(cm->sttype[v]); /* note sd is for state v */
+ emitmode = Emitmode(cm->sttype[v]); /* note emitmode is for state v */
+
+ jn = jmin[v] - sdr;
+ jx = jmax[v] - sdr;
+ for (j = jn; j <= jx; j++) {
+ jp_v = j - jmin[v];
+ jp_el = j-i0+1; /* offset j in cm->M deck */
+ dn = hdmin[v][jp_v + sdr] - sd;
+ dx = hdmax[v][jp_v + sdr] - sd;
+ i = j-dn+1; /* we'll decrement this in for (d... loops inside switch below */
+ dp_v = dn - hdmin[v][jp_v + sdr]; /* we'll increment this in for (d... loops inside switch below */
+
+ switch (emitmode) {
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++, dp_v++, i--) {
+ escore = esc_vAA[v][dsq[i-1]*cm->abc->Kp+dsq[j+1]];
+ beta[cm->M][jp_el][d] = FLogsum(beta[cm->M][jp_el][d], (beta[v][jp_v+sdr][dp_v+sd] + cm->endsc[v]
+ + escore));
+ }
+ break;
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++, dp_v++, i--) {
+ escore = esc_vAA[v][dsq[i-1]];
+ beta[cm->M][jp_el][d] = FLogsum(beta[cm->M][jp_el][d], (beta[v][jp_v+sdr][dp_v+sd] + cm->endsc[v]
+ + escore));
+ }
+ break;
+
+ case EMITRIGHT:
+ escore = esc_vAA[v][dsq[j+1]];
+ for (d = dn; d <= dx; d++, dp_v++) {
+ beta[cm->M][jp_el][d] = FLogsum(beta[cm->M][jp_el][d], (beta[v][jp_v+sdr][dp_v+sd] + cm->endsc[v]
+ + escore));
+ }
+ break;
+
+ case EMITNONE:
+ for (d = dn; d <= dx; d++, dp_v++) {
+ beta[cm->M][jp_el][d] = FLogsum(beta[cm->M][jp_el][d], (beta[v][jp_v+sdr][dp_v+sd] + cm->endsc[v]));
+ }
+ break;
+ }
+ }
+ }
+ } /* end loop over decks v. */
+ /*FILE *fp; fp = fopen("out.mx", "w"); cm_ihb_mx_Dump(fp, mx); fclose(fp);*/
+
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, EL->EL transitions. (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = W; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[cm->M][j][d+1] + cm->el_selfsc));
+ }
+ }
+
+ Wp = W - hdmin[0][j0-jmin[0]];
+ if(do_check && (!(cm->flags & CMH_LOCAL_END))) {
+ /* Local ends make the following test invalid because it is not true that
+ * exactly 1 state in each node's split set must be visited in each parse.
+ */
+
+ /* Determine P(S|M) / P(S|R) (probability of the sequence given the model)
+ * using both the Outside (beta) and Inside (alpha) matrices,
+ * and ensure they're consistent with P(S|M) / P(S|R) from the Inside calculation.
+ * For all v in each split set: Sum_v [ Sum_i,j ( alpha[v][i][j] * beta[v][i][j] ) ]
+ * = P(S|M) / P(S|R)
+ * in v,j,d coordinates this is:
+ * For all v in each split set: Sum_v [ Sum_j,(d<=j) ( alpha[v][j][d] * beta[v][j][d] ) ]
+ * = P(S|M) / P(S|R)
+ */
+
+ for(n = 0; n < cm->nodes; n++) {
+ fsc = IMPOSSIBLE;
+ num_split_states = SplitStatesInNode(cm->ndtype[n]);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + num_split_states; v++) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ /*printf("node %d | adding alpha beta: v: %d | jp_v: %d | dp_v: %d| j: %d | d: %d\n", n, v, jp_v, dp_v, j, d);
+ printf("\talpha: %f | beta: %f\n", alpha[v][jp_v][dp_v], beta[v][jp_v][dp_v]);*/
+ fsc = FLogsum(fsc, (alpha[v][jp_v][dp_v] + beta[v][jp_v][dp_v]));
+ }
+ }
+ }
+ /*printf("checking node: %d | sc: %.6f\n", n, fsc);*/
+ diff = fsc - alpha[0][j0-jmin[0]][Wp];
+ if(diff > 0.01 || diff < -0.01) { /* we're using floats, this should be pretty precise */
+ fail_flag = TRUE;
+ printf("ERROR: node %d P(S|M): %.5f inconsistent with Inside P(S|M): %.5f (diff: %.5f)\n",
+ n, fsc, alpha[0][(j0-jmin[0])][Wp], diff);
+ }
+ }
+ }
+
+ /* If not in local mode, we can calculate P(S|M) / P(S|R) given only the
+ * beta matrix as follows:
+ *
+ * IF local ends are off, we know each parse MUST visit each END_E state,
+ * we pick final END_E state state cm->M-1 (though any END_E could be used here):
+ *
+ * Sum_j=0 to W (alpha[M-1][j][0] * beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * Note: alpha[M-1][j][0] = 0.0 for all j
+ * because all parse subtrees rooted at an END_E must have d=0, (2^0 = 1.0)
+ * therefore:
+ * Sum_j=0 to W (beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * *** If local ends are on, each parse MUST visit either each END_E state with d=0
+ * or the EL state but d can vary, so we can't use this test (believe me I tried
+ * to get a similar test working, but I'm convinced you need alpha to get P(S|M)
+ * in local mode).
+ */
+ if(!(cm->flags & CMH_LOCAL_END)) {
+ freturn_sc = IMPOSSIBLE;
+ v = cm->M-1;
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ assert(hdmin[v][jp_v] == 0);
+ /* printf("\talpha[%3d][%3d][%3d]: %5.2f | beta[%3d][%3d][%3d]: %5.2f\n", (cm->M-1), (j), 0, alpha[(cm->M-1)][j][0], (cm->M-1), (j), 0, beta[(cm->M-1)][j][0]);*/
+ freturn_sc = FLogsum(freturn_sc, (beta[v][jp_v][0]));
+ }
+ }
+ else { /* return_sc = P(S|M) / P(S|R) from Inside() */
+ freturn_sc = alpha[0][(j0-jmin[0])][Wp];
+ }
+
+ if(fail_flag) ESL_FAIL(eslFAIL, errbuf, "Not all nodes passed posterior check.");
+
+ if(!(cm->flags & CMH_LOCAL_END)) ESL_DPRINTF1(("\tFastOutsideAlignHB() sc : %f\n", freturn_sc));
+ else ESL_DPRINTF1(("\tFastOutsideAlignHB() sc : %f (LOCAL mode; sc is from Inside)\n", freturn_sc));
+
+ if (ret_sc != NULL) *ret_sc = freturn_sc;
+ return eslOK;
+}
+
+
+/*
+ * Function: FastOutsideAlign()
+ * Date: EPN, Mon Nov 19 07:00:37 2007
+ *
+ * Purpose: Run the outside algorithm on a target sequence
+ * without using bands.
+ *
+ * Very similar to FastInsideAlignHB() but no bands
+ * are used and recursion nesting order for all non - BEGL_S
+ * and non BEGR_S is: for v { for j { for d { for y {}}}}.
+ * This is slower, but corrects some precision issues I was
+ * having during testing, if you want fast alignment, you should
+ * be using HMM banded alignment anyway.
+ *
+ * A float, non-banded DP matrix must be passed in. Only
+ * cells valid within the bands given in the CP9Bands_t <cm->cp9b>
+ * will be valid.
+ *
+ * If <do_check> is TRUE (and the CM is not in local mode)
+ * we check that the outside calculations are consistent
+ * with the inside calculations (in ins_mx).
+ * This check is described in comments towards the end of
+ * the function.
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitized sequence
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_mx - the dp matrix, we'll allocate it here, NULL if not wanted
+ * ins_mx - the pre-filled dp matrix from the Inside run calculation (required)
+ * do_check - TRUE to attempt to check
+ * ret_sc - RETURN: log P(S|M)/P(S|R), as a bit score, this is from ins_mx IF local
+ * ends are on (see *** comment towards end of function).
+ *
+ * Returns: <ret_sc>, <ret_mx>
+ *
+ * Throws: <eslOK> on success
+ * <eslERANGE> if required DP matrix size exceeds <size_limit>
+ * alignment has been aborted, ret_* variables are not valid
+ */
+int
+FastOutsideAlign(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, float ****ret_mx,
+ float ***ins_mx, int do_check, float *ret_sc)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float fsc; /* a temporary variable holding a float score */
+ float **esc_vAA; /* ptr to cm->oesc, optimized emission scores */
+ float escore; /* an emission score, tmp variable */
+ int W; /* subsequence length */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int jp; /* j': relative position in the subsequence */
+ float bsc; /* total score for using local begin states */
+ float freturn_sc; /* P(S|M)/P(S|R) */
+ /* variables used only if do_check */
+ int n; /* counter over nodes, used only if do_check = TRUE */
+ int num_split_states; /* temp variable used only if do_check = TRUE */
+ float diff; /* temp variable used only if do_check = TRUE */
+ int fail_flag = FALSE; /* set to TRUE if do_check and we see a problem */
+ /* indices used in the depths of the DP recursion */
+ int emitmode; /* EMITLEFT, EMITRIGHT, EMITPAIR, EMITNONE, for state y */
+ int sd; /* StateDelta(cm->sttype[y]) */
+ int sdr; /* StateRightDelta(cm->sttype[y] */
+ /* DP matrix */
+ float ***beta; /* the DP matrix, we allocate here */
+ float Mb_for_beta; /* megabytes needed for alpha matrix */
+
+ /* Contract check */
+ if (dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastOutsideAlign(), dsq is NULL.\n");
+ if (ins_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastOutsideAlign(), ins_mx is NULL.\n");
+ if (cm->flags & CMH_LOCAL_END) do_check = FALSE; /* Code for checking doesn't apply in local mode. See below. */
+
+ /* inside DP matrix */
+ float ***alpha = ins_mx; /* pointer to the Inside DP mx (already calc'ed and passed in) */
+
+ /* Allocations and initializations */
+ bsc = IMPOSSIBLE; /* the summed prob of all local begins */
+ W = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ esc_vAA = cm->oesc; /* a ptr to the optimized emission scores */
+
+ /* allocate beta (if it's small enough), allocate all decks, no deck reuse */
+ Mb_for_beta = ((float) size_vjd_deck(W, 1, W) * ((float) (cm->M)));
+ if(Mb_for_beta > size_limit)
+ ESL_FAIL(eslERANGE, errbuf, "requested non-banded DP mx of %.2f Mb > %.2f Mb limit.\nUse --small or increase limit with --mxsize.", Mb_for_beta, (float) size_limit);
+ ESL_DPRINTF1(("Size of beta matrix: %.2f\n", Mb_for_beta));
+
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) beta[v] = alloc_vjd_deck(W, 1, W);
+
+ /* Init whole matrix to IMPOSSIBLE. */
+ for (v = 0; v <= cm->M; v++) {
+ for(jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ /* set beta[0][j0][W] to 0., all parses must end there */
+ beta[0][j0][W] = 0.;
+
+ /* init local begin cells for emitting full seq (j==j0 && d == W) */
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (v = 1; v < cm->M; v++)
+ beta[v][j0][W] = cm->beginsc[v];
+ }
+ /* done allocation/initialization */
+
+ /* Recursion: main loop down through the decks */
+ for (v = 1; v < cm->M; v++) {
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+
+ if (cm->stid[v] == BEGL_S) { /* BEGL_S */
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+ for(jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ for (k = 0; k <= (W-j); k++) {
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+k][d+k] + alpha[z][j+k][k]));
+ }
+ }
+ }
+ } /* end of 'if (cm->stid[v] == BEGL_S */
+ else if (cm->stid[v] == BEGR_S) {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+ for(jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ for (k = 0; k <= (j-d); k++) {
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j][d+k] + alpha[z][j-d][k]));
+ }
+ }
+ }
+ } /* end of 'else if (cm->stid[v] == BEGR_S */
+ else { /* (cm->sttype[v] != BEGL_S && cm->sttype[v] != BEGR_S */
+ for (jp = W; jp >= 0; jp--) {
+ j = i0-1+jp;
+ i = j-jp+1;
+ for (d = jp; d >= 0; d--, i++) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+ sd = StateDelta(cm->sttype[y]);
+ sdr = StateRightDelta(cm->sttype[y]);
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ escore = esc_vAA[y][dsq[i-1]*cm->abc->Kp+dsq[j+1]];
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+sdr][d+sd] + cm->tsc[y][voffset] + escore));
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue; /* boundary condition (note when j=0, d=0*/
+ escore = esc_vAA[y][dsq[i-1]];
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+sdr][d+sd] + cm->tsc[y][voffset] + escore));
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ escore = esc_vAA[y][dsq[j+1]];
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+sdr][d+sd] + cm->tsc[y][voffset] + escore));
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+sdr][d+sd] + cm->tsc[y][voffset]));
+ break;
+ } /* end of switch(cm->sttype[y] */
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][j][d] < IMPOSSIBLE) beta[v][j][d] = IMPOSSIBLE;
+ } /* ends loop over d. We know all beta[v][j][d] in this row j and state v */
+ } /* end loop over jp. We know beta for this whole state */
+ } /* end of 'else if cm->sttype[v] != BEGL_S, BEGR_S */
+ /* we're done calculating deck v for everything but local begins */
+
+ /* deal with local alignment end transitions v->EL (EL = deck at M.) */
+ if ((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ sdr = StateRightDelta(cm->sttype[v]); /* note sdr is for state v */
+ sd = StateDelta(cm->sttype[v]); /* note sd is for state v */
+ emitmode = Emitmode(cm->sttype[v]); /* note emitmode is for state v */
+
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ escore = esc_vAA[v][dsq[i-1]*cm->abc->Kp+dsq[j+1]];
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j+sdr][d+sd] + cm->endsc[v]
+ + escore));
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue;
+ escore = esc_vAA[v][dsq[i-1]];
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j+sdr][d+sd] + cm->endsc[v]
+ + escore));
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ escore = esc_vAA[v][dsq[j+1]];
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j+sdr][d+sd] + cm->endsc[v]
+ + escore));
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j+sdr][d+sd] + cm->endsc[v]));
+ break;
+ }
+ }
+ }
+ }
+ }
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, EL->EL transitions. (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = W; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[cm->M][j][d+1] + cm->el_selfsc));
+ }
+ }
+
+ if(do_check && (!(cm->flags & CMH_LOCAL_END))) {
+ /* Local ends make the following test invalid because it is not true that
+ * exactly 1 state in each node's split set must be visited in each parse.
+ */
+
+ /* Determine P(S|M) / P(S|R) (probability of the sequence given the model)
+ * using both the Outside (beta) and Inside (alpha) matrices,
+ * and ensure they're consistent with P(S|M) / P(S|R) from the Inside calculation.
+ * For all v in each split set: Sum_v [ Sum_i,j ( alpha[v][i][j] * beta[v][i][j] ) ]
+ * = P(S|M) / P(S|R)
+ * in v,j,d coordinates this is:
+ * For all v in each split set: Sum_v [ Sum_j,(d<=j) ( alpha[v][j][d] * beta[v][j][d] ) ]
+ * = P(S|M) / P(S|R)
+ */
+
+ for(n = 0; n < cm->nodes; n++) {
+ fsc = IMPOSSIBLE;
+ num_split_states = SplitStatesInNode(cm->ndtype[n]);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + num_split_states; v++) {
+ for (jp = 0; jp <= W-sdr; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp-sd; d++) {
+ fsc = FLogsum(fsc, (alpha[v][j][d] + beta[v][j][d]));
+ }
+ }
+ }
+ /*printf("checking node: %d | sc: %.6f\n", n, fsc);*/
+ diff = fsc - alpha[0][j0][W];
+ if(diff > 0.01 || diff < -0.01) { /* we're using floats, this should be pretty precise */
+ fail_flag = TRUE;
+ printf("ERROR: node %d P(S|M): %.5f inconsistent with Inside P(S|M): %.5f (diff: %.5f)\n",
+ n, fsc, alpha[0][j0][W], diff);
+ }
+ }
+ }
+
+ /* If not in local mode, we can calculate P(S|M) / P(S|R) given only the
+ * beta matrix as follows:
+ *
+ * IF local ends are off, we know each parse MUST visit each END_E state,
+ * we pick final END_E state state cm->M-1 (though any END_E could be used here):
+ *
+ * Sum_j=0 to W (alpha[M-1][j][0] * beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * Note: alpha[M-1][j][0] = 0.0 for all j
+ * because all parse subtrees rooted at an END_E must have d=0, (2^0 = 1.0)
+ * therefore:
+ * Sum_j=0 to W (beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * *** If local ends are on, each parse MUST visit either each END_E state with d=0
+ * or the EL state but d can vary, so we can't use this test (believe me I tried
+ * to get a similar test working, but I'm convinced you need alpha to get P(S|M)
+ * in local mode).
+ */
+ if(!(cm->flags & CMH_LOCAL_END)) {
+ freturn_sc = IMPOSSIBLE;
+ v = cm->M-1;
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ /* printf("\talpha[%3d][%3d][%3d]: %5.2f | beta[%3d][%3d][%3d]: %5.2f\n", (cm->M-1), (j), 0, alpha[(cm->M-1)][j][0], (cm->M-1), (j), 0, beta[(cm->M-1)][j][0]);*/
+ freturn_sc = FLogsum(freturn_sc, (beta[v][j][0]));
+ }
+ }
+ else { /* return_sc = P(S|M) / P(S|R) from Inside() */
+ freturn_sc = alpha[0][j0][W];
+ }
+
+ if(fail_flag) ESL_FAIL(eslFAIL, errbuf, "Not all nodes passed posterior check.");
+
+ if(!(cm->flags & CMH_LOCAL_END)) ESL_DPRINTF1(("\tFastOutsideAlign() sc : %f\n", freturn_sc));
+ else ESL_DPRINTF1(("\tFastOutsideAlign() sc : %f (LOCAL mode; sc is from Inside)\n", freturn_sc));
+ if(ret_sc != NULL) *ret_sc = freturn_sc;
+ if (ret_mx != NULL) *ret_mx = beta;
+ else free_vjd_matrix(beta, cm->M, 1, W);
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+
+/*
+ * Function: CMPosteriorHB()
+ * Date: EPN 05.27.06
+ * Note: based on Ian Holmes' P7EmitterPosterior() from HMMER's 2.x postprob.c
+ *
+ * Purpose: Combines HMM banded Inside and Outside matrices into a
+ * posterior probability matrix. Any cells outside of
+ * HMM bands do not exist in memory. The value in post[v][jp_v][dp_v]
+ * is the log of the posterior probability of a parse subtree rooted at v
+ * emitting the subsequence i..j (i=j-d+1). Where j = jp_v + jmin[v],
+ * and d = dp_v + hdmin[v][jp_v]. The caller must provide a <post> CM_HB_MX
+ * matrix, but this matrix may be the same matrix as that provided as
+ * Outside <out_mx>, (overwriting it will not compromise the algorithm).
+ *
+ * Args: cm - the model
+ * errbuf - char buffer for reporting errors
+ * i0 - first position of target seq we're aligning, usually 1
+ * j0 - final position of target seq we're aligning, usually L (length of seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ins_mx - pre-calculated Inside matrix
+ * out_mx - pre-calculated Outside matrix
+ * post_mx - pre-allocated matrix for Posteriors
+ *
+ * Return: eslOK on succes, eslEINCOMPAT on contract violation, eslEMEM on memory allocation error
+ */
+int
+CMPosteriorHB(CM_t *cm, char *errbuf, int i0, int j0, float size_limit, CM_HB_MX *ins_mx, CM_HB_MX *out_mx, CM_HB_MX *post_mx)
+{
+ int status;
+ int v, j, d;
+ float sc; /* total score, the log probability of the current seq */
+ int jp_v; /* j index for state v in alpha/beta with HMM bands */
+ int dp_v; /* d index for state v in alpha/beta with HMM bands */
+ int L; /* length of sequence */
+ int Lp; /* offset length */
+ int have_el; /* TRUE if we have local ends */
+ L = j0-i0+1;
+
+ /* Contract check */
+ if (ins_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), ins_mx is NULL.\n");
+ if (out_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), out_mx is NULL.\n");
+ if (post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), post_mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), cm->cp9b is NULL.\n");
+ if (ins_mx->L != L) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), ins_mx->L != L passed in.\n");
+ if (out_mx->L != L) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), out_mx->L != L passed in.\n");
+ if (ins_mx->M != cm->M) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), ins_mx->M != cm->M.\n");
+ if (out_mx->M != cm->M) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosteriorHB(), out_mx->M != cm->M.\n");
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrices */
+ float ***alpha = ins_mx->dp; /* pointer to the alpha DP matrix */
+ float ***beta = out_mx->dp; /* pointer to the beta DP matrix */
+ float ***post = post_mx->dp; /* pointer to the post DP matrix */
+
+ /* grow our post matrix, unless it's just the outside matrix, which is the correct size already */
+ if(out_mx != post_mx) if((status = cm_hb_mx_GrowTo(cm, post_mx, errbuf, cp9b, L, size_limit)) != eslOK) return status;
+
+ Lp = L - hdmin[0][L-jmin[0]];
+ sc = alpha[0][L-jmin[0]][Lp];
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * M deck is not valid. Note: there are no bands on the EL state */
+ if (have_el) {
+ /* fill in the cm->M deck */
+ for(j = 0; j <= L; j++) {
+ for (d = 0; d <= j; d++) {
+ /*printf("M: j: %4d d: %4d ins: %10.6f out: %10.6f ", j, d, alpha[cm->M][j][d], beta[cm->M][j][d]);*/
+ post[cm->M][j][d] = alpha[cm->M][j][d] + beta[cm->M][j][d] - sc;
+ /*printf("post: %10.6f\n", post[cm->M][j][d]);*/
+ /* convention is that alpha[cm->M] from Inside is always invalid,
+ * because we can just as easily calculate it on the fly and save memory:
+ * alpha[cm->M][j][d] = cm->el_selfsc * d; for all j, d. */
+ }
+ }
+ }
+
+ for (v = (cm->M-1); v >= 0; v--) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v];
+ /*printf("v: %3d | jp_v: %3d | dp_v: %3d | alpha: %5.2f | beta: %5.2f\n", v, jp_v, dp_v, alpha[v][jp_v][dp_v], beta[v][jp_v][dp_v]);*/
+ post[v][jp_v][dp_v] = alpha[v][jp_v][dp_v] + beta[v][jp_v][dp_v] - sc;
+ }
+ }
+ }
+ return eslOK;
+}
+
+
+/*
+ * Function: CMPosterior()
+ * Date: EPN, Mon Nov 19 09:02:12 2007
+ * Note: based on Ian Holmes' P7EmitterPosterior() from HMMER's 2.x postprob.c
+ *
+ * Purpose: Combines non-banded Inside and Outside matrices into a
+ * posterior probability matrix. The value in post[v][j][d]
+ * is the log of the posterior probability of a parse subtree rooted at v
+ * emitting the subsequence i..j (i=j-d+1).
+ * The caller must provide a <post> float matrix, but this matrix may
+ * be the same matrix as that provided as Outside <out_mx>,
+ * (overwriting it will not compromise the algorithm).
+ *
+ * Args: cm - the model
+ * errbuf - char buffer for reporting errors
+ * i0 - first position of target seq we're aligning, must be 1
+ * j0 - final position of target seq we're aligning, L (length of seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ins_mx - pre-calculated Inside matrix
+ * out_mx - pre-calculated Outside matrix
+ * post_mx - pre-allocated matrix for Posteriors
+ *
+ * Return: eslOK on succes, eslEINCOMPAT on contract violation
+ */
+int
+CMPosterior(CM_t *cm, char *errbuf, int i0, int j0, float size_limit, float ***ins_mx, float ***out_mx, float ***post_mx)
+{
+ int v, j, d;
+ float sc;
+ int vmax;
+ int L; /* length of sequence */
+
+ /* Contract check */
+ if (ins_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosterior(), ins_mx is NULL.\n");
+ if (out_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosterior(), out_mx is NULL.\n");
+ if (post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosterior(), post_mx is NULL.\n");
+ if (i0 != 1) ESL_FAIL(eslEINCOMPAT, errbuf, "CMPosterior(), i0 != 1.\n");
+
+ L = j0-i0+1;
+ sc = ins_mx[0][L][L];
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * its not a valid deck. */
+ vmax = (cm->flags & CMH_LOCAL_END) ? cm->M : cm->M-1;
+ for (v = vmax; v >= 0; v--)
+ for (j = 0; j <= L; j++)
+ for (d = 0; d <= j; d++)
+ {
+ /*if(v == cm->M) printf("M: j: %4d d: %4d ins: %10.6f out: %10.6f ", j, d, ins_mx[v][j][d], out_mx[v][j][d]);*/
+ post_mx[v][j][d] = ins_mx[v][j][d] + out_mx[v][j][d] - sc;
+ /*if(v == cm->M) printf("post: %10.6f\n", post_mx[v][j][d]);*/
+ }
+ return eslOK;
+}
+
+/*
+ * Function: optimal_accuracy_align_hb()
+ * Date: EPN, Thu Nov 15 10:48:37 2007
+ *
+ * Purpose: Run the Holmes/Durbin optimal accuracy algorithm
+ * using bands in the j and d dimensions of the DP matrix.
+ * Bands were obtained from an HMM Forward-Backward parse
+ * of the target sequence. Uses float log odds scores.
+ *
+ * Two CM_HB_MX DP matrices must be passed in. The first
+ * <post_mx> must be pre-filled, containing posterior values
+ * from Inside/Outside runs on the target sequence. The
+ * second <mx> will be filled with the optimal accuracy
+ * scores, where:
+ *
+ * mx[v][j][d] is the log of the sum of the probability
+ * mass of the subtree rooted at v spanning i=j-d+1..j.
+ * (in the platonic non-banded matrix coords)
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitaized sequence [i0..j0]
+ * L - length of the dsq
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * mx - the dp matrix to fill in, only cells within bands in cm->cp9b will
+ * be valid.
+ * post_mx - the pre-filled posterior matrix
+ * ret_pp - average probability mass that goes through a cell of the optimally accurate parse
+ *
+ * Returns: <ret_sc>, <ret_b>, <ret_bsc>, <ret_shadow>, see 'Args'
+ *
+ * Throws: <eslOK> on success.
+ * <eslERANGE> if required CM_HB_MX size exceeds <size_limit>, in
+ * this case, alignment has been aborted, ret_* variables are not valid
+ */
+int
+optimal_accuracy_align_hb(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, void ****ret_shadow,
+ int *ret_b, float *ret_bsc, CM_HB_MX *mx, CM_HB_MX *post_mx, float *ret_pp)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+ int *yvalidA; /* [0..MAXCONNECT-1] TRUE if v->yoffset is legal transition (within bands) */
+ int have_el; /* TRUE if we have local ends */
+ /* indices used for handling band-offset issues, and in the depths of the DP recursion */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp_el; /* offset j for non-banded EL state */
+ int jp_v, jp_y, jp_z; /* offset j index for states v, y, z */
+ int jp_y_sdr; /* jp_y - sdr */
+ int j_sdr; /* j - sdr */
+ int jn, jx; /* current minimum/maximum j allowed */
+ int jpn, jpx; /* minimum/maximum jp_v */
+ int dp_v, dp_y; /* d index for state v/y in alpha w/mem eff bands */
+ int dn, dx; /* current minimum/maximum d allowed */
+ int dp_y_sd; /* dp_y - sd */
+ int dpn, dpx; /* minimum/maximum dp_v */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int kn, kx; /* current minimum/maximum k value */
+ int Wp; /* W oalso changes depending on state */
+ float tsc; /* a transition score */
+ int yvalid_idx; /* for keeping track of which children are valid */
+ int yvalid_ct; /* for keeping track of which children are valid */
+ float pp; /* avg posterior probability of aligned res i0..j0 in optimally accurate parse */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align_hb(), dsq is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align_hb(), mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align_hb(), cm->cp9b is NULL.\n");
+ if (post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align_hb(), cm->cp9b is NULL.\n");
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrices */
+ float ***alpha = mx->dp; /* pointer to the alpha DP matrix, we'll store optimal parse in */
+ float ***post = post_mx->dp; /* pointer to the alpha DP matrix, prefilled posterior values */
+
+ /* Allocations and initializations */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ /* grow the matrix based on the current sequence and bands */
+ if((status = cm_hb_mx_GrowTo(cm, mx, errbuf, cp9b, W, size_limit)) != eslOK) return status;
+
+ /* initialize the EL deck, if it's valid */
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+ if(have_el) {
+ for (jp_el = 0; jp_el <= W; jp_el++) {
+ j = i0-1+jp_el;
+ alpha[cm->M][j][0] = IMPOSSIBLE;
+ for (d = 1; d <= jp_el; d++) {
+ alpha[cm->M][j][d] = FLogsum(alpha[cm->M][j][d-1], post[cm->M][j][d]); /* optimal (and only) parse for EL is to emit all d residues */
+ }
+ }
+ }
+
+ /* The shadow matrix, we always allocate it, so we don't have to
+ * check if it's null in the depths of the DP recursion.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+
+ /* yvalidA[0..cnum[v]] will hold TRUE for states y for which a transition is legal
+ * (some transitions are impossible due to the bands) */
+ ESL_ALLOC(yvalidA, sizeof(int) * MAXCONNECT);
+ esl_vec_ISet(yvalidA, MAXCONNECT, FALSE);
+
+ /* Main recursion */
+ for (v = cm->M-1; v >= 0; v--) {
+ float const *tsc_v = cm->tsc[v]; /* transition scores for state v */
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ jn = jmin[v];
+ jx = jmax[v];
+
+ /* Get a shadow deck to fill in and initialize all valid cells for state v */
+ if (cm->sttype[v] != E_st) {
+ if (cm->sttype[v] == B_st) {
+ kshad = (jmin[v] == -1) ? NULL : alloc_jdbanded_vjd_kshadow_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ shadow[v] = (void **) kshad;
+ /* initialize all valid cells for state v to IMPOSSIBLE */
+ ESL_DASSERT1((! (NOT_IMPOSSIBLE(cm->endsc[v]))));
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++) {
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ kshad[jp_v][dp_v] = 0; /* don't set to USED_EL, that's invalid for B states during traceback */
+ }
+ }
+ } else { /* ! B_st && ! E_st */
+ yshad = (jmin[v] == -1) ? NULL : alloc_jdbanded_vjd_yshadow_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ shadow[v] = (void **) yshad;
+ /* initialize all valid cells for state v */
+ if(have_el && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ /* special case: if hdmin[v][jp_v] > 0, we have to sum up posterior prob of emitting
+ * hdmin[v][jp_v] residues from the EL state, this is then stored in alpha[v][jp_v][dp_v==0]
+ * note: when d = hdmin[v][jp_v], dp_v is 0
+ */
+ alpha[v][jp_v][0] = IMPOSSIBLE;
+ yshad[jp_v][0] = USED_EL;
+ for(d = sd+1; d <= hdmin[v][jp_v]; d++) {
+ alpha[v][jp_v][0] = FLogsum(alpha[v][jp_v][0], post[cm->M][j-sdr][d-sd]);
+ }
+ /* now finish initializing the remaining valid d values */
+ for(d = hdmin[v][jp_v]+1; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v-1], post[cm->M][j-sdr][d-sd]); /* careful, we'll emit sd residues from v and d-sd from EL (i=((j-sdr)-d+1)..(j-sdr)) */
+ yshad[jp_v][dp_v] = USED_EL;
+ }
+ }
+ }
+ else { /* cm->endsc[v] == IMPOSSIBLE, init all cells to IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+
+ /* Check for special initialization case, specific to
+ * optimal_accuracy alignment, normally (with CYK for
+ * example) we init shadow matrix to USED_EL for all cells
+ * b/c we know that will be overwritten for the most
+ * likely transition, but with optimal accuracy, only
+ * emissions add to the score, so when d == sd, we know
+ * we'll emit sd residues from v, so the initialization
+ * will NOT be overwritten (because after the d==sd residues
+ * are emitted 0 more residues are emitted in the subtree
+ * thus the score is fixed). We get around this for
+ * cells for which d == sd and v is a state that has
+ * a StateDelta=0 child y (delete or END) by initializing
+ * the transition to that y, BUT only after checking that
+ * it is a valid cell for y (that is, d==0 is within y's
+ * d band for the current j), if it's not, then leave it
+ * as USED_EL, b/c the parse should be IMPOSSIBLE.
+ * (Note: NOT checking that the cell is valid for y and j was
+ * bug i14, the first BUGTRAX logged bug found and fixed in
+ * the final release (rc5) of infernal v1.0
+ * (EPN, Fri Jun 12 14:02:58 2009)).
+ */
+ dp_v = 0;
+
+ for (d = hdmin[v][jp_v]; d <= sd; d++, dp_v++) {
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ yshad[jp_v][dp_v] = USED_EL;
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ if(StateDelta(cm->sttype[y]) == 0) {
+ if(j >= jmin[y] && j <= jmax[y]) {
+ if(hdmin[y][j-jmin[y]] == 0)
+ yshad[jp_v][dp_v] = y-cm->cfirst[v];
+ }
+ }
+ }
+ }
+ d = ESL_MAX(hdmin[v][jp_v], sd+1);
+ for (dp_v = d - hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++, dp_v++) {
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ yshad[jp_v][dp_v] = USED_EL;
+ }
+ }
+ }
+ }
+ }
+ if(cm->sttype[v] == E_st) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j-jmin[v];
+ ESL_DASSERT1((hdmin[v][jp_v] == 0));
+ ESL_DASSERT1((hdmax[v][jp_v] == 0));
+ alpha[v][jp_v][0] = IMPOSSIBLE;
+ }
+ }
+ else if(cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IL/IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ i = j - d + 1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ if ((sc = alpha[y][jp_y_sdr][dp_y_sd]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], post[v][jp_v][dp_v]);
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in alpha[v] are independent of each other, only depending on alpha[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ jn = ESL_MAX(jmin[v], jmin[y]+sdr);
+ jx = ESL_MIN(jmax[v], jmax[y]+sdr);
+ jpn = jn - jmin[v];
+ jpx = jx - jmin[v];
+ jp_y_sdr = jn - jmin[y] - sdr;
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y_sdr++) {
+ ESL_DASSERT1((jp_v >= 0 && jp_v <= (jmax[v]-jmin[v])));
+ ESL_DASSERT1((jp_y_sdr >= 0 && jp_y_sdr <= (jmax[y]-jmin[y])));
+
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y_sdr] + sd);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y_sdr] + sd);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y_sd = dn - hdmin[y][jp_y_sdr] - sd;
+
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y_sd++) {
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ if((sc = alpha[y][jp_y_sdr][dp_y_sd]) > alpha[v][jp_v][dp_v]) {
+ alpha[v][jp_v][dp_v] = sc;
+ yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ case MR_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], post[v][jp_v][dp_v]);
+ }
+ break;
+ case MP_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], post[v][jp_v][dp_v]);
+ /* note: for MP states, even though we're emitting 2 residues, DO NOT include 2 * the posterior probability,
+ * the score that is maximized by this optimal accuracy alignment is the summed probability mass that goes through
+ * each cell of the parsetree. */
+ }
+ break;
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ jn = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ jx = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+ /* the main j loop */
+ for (j = jn; j <= jx; j++) {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ kn = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kn satisfies inequalities (1) and (3) (listed below)*/
+ kx = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kn satisfies inequalities (2) and (4) (listed below)*/
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ *
+ * kn and kx were set above (outside (for (dp_v...) loop) that
+ * satisfy 1-4 (b/c 1-4 are d-independent and k-independent)
+ * RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kn; k <= kx; k++) {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k]) {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+
+ if ((sc = FLogsum(alpha[y][jp_y-k][dp_y - k], alpha[z][jp_z][kp_z]))
+ > alpha[v][jp_v][dp_v]) {
+ alpha[v][jp_v][dp_v] = sc;
+ kshad[jp_v][dp_v] = kp_z;
+ /* note: we take the logsum here, because we're keeping track of the
+ * log of the summed probability of emitting all residues up to this
+ * point, (from i..j) from left subtree (i=j-d+1..j-k) and from the
+ * right subtree. (j-k+1..j)
+ */
+ }
+ }
+ }
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Deal with possible local begins, these will most likely be off because local
+ * ends are off (b/c we can't deal with local end emissions), but we can deal
+ * with local begins.
+ * We do this even though we can't deal with local ends, chances are that
+ * local begins will be off also (since local ends must be), but this code
+ * will work with local begins, so it's left here.
+ */
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ if(j0 >= jmin[v] && j0 <= jmax[v]) {
+ jp_v = j0 - jmin[v];
+ Wp = W - hdmin[v][jp_v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v]) {
+ /* If we get here alpha[v][jp_v][Wp] is a valid cell
+ * in the banded alpha matrix, corresponding to
+ * alpha[v][j0][W] in the platonic matrix.
+ */
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (alpha[v][jp_v][Wp] > bsc) {
+ b = v;
+ bsc = alpha[v][jp_v][Wp];
+ }
+ }
+ }
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling fast_alignT_hb() to use the b we return.
+ */
+ if (v == 0) {
+ if(j0 >= jmin[0] && j0 <= jmax[0]) {
+ jp_v = j0 - jmin[v];
+ Wp = W - hdmin[v][jp_v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v]) {
+ if (bsc > alpha[0][jp_v][Wp]) {
+ alpha[0][jp_v][Wp] = bsc;
+ yshad[jp_v][Wp] = USED_LOCAL_BEGIN;
+ }
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+ /*FILE *fp; fp = fopen("cyk.mx", "w"); cm_hb_mx_Dump(fp, mx); fclose(fp);*/
+
+ Wp = W - hdmin[0][j0-jmin[0]];
+ sc = alpha[0][j0-jmin[0]][Wp];
+
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ else free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ free(yvalidA);
+
+ /* convert score, a log probability, into the average posterior probability of all W aligned residues */
+ pp = sreEXP2(sc) / (float) W;
+ if(ret_pp != NULL) *ret_pp = pp;
+ ESL_DPRINTF1(("optimal_accuracy_align_hb return pp: %f\n", pp));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+ return status; /* never reached */
+}
+
+
+/*
+ * Function: optimal_accuracy_align()
+ * Date: EPN, Sun Nov 18 20:45:22 2007
+ *
+ * Purpose: Run the Holmes/Durbin optimal accuracy algorithm
+ * using bands in the j and d dimensions of the DP matrix.
+ * Bands were obtained from an HMM Forward-Backward parse
+ * of the target sequence. Uses float log odds scores.
+ *
+ * Two float DP matrices must be passed in. The first
+ * <post_mx> must be pre-filled, containing posterior values
+ * from Inside/Outside runs on the target sequence. The
+ * second <mx> will be filled with the optimal accuracy
+ * scores, where:
+ *
+ * mx[v][j][d] is the log of the sum of the probability
+ * mass of the subtree rooted at v spanning i=j-d+1..j.
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitaized sequence [i0..j0]
+ * L - length of the dsq
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * ret_mx - the main dp matrix, we'll allocate and fill it
+ * post_mx - the pre-filled posterior matrix
+ * ret_pp - average probability mass that goes through a cell of the optimally accurate parse
+ *
+ * Returns: <ret_sc>, <ret_b>, <ret_bsc>, <ret_mx>, <ret_shadow>, see 'Args'
+ *
+ * Throws: <eslOK> on success.
+ * <eslERANGE> if required size of DP matrix exceeds <size_limit>
+ * alignment has been aborted, ret_sc, ret_mx are not valid
+ * Note: this shouldn't happen as post_mx (which is the same size as ret_mx
+ * will be) was allocated after surviving the same size check in a previous function.
+ */
+int
+optimal_accuracy_align(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, void ****ret_shadow,
+ int *ret_b, float *ret_bsc, float ****ret_mx, float ***post_mx, float *ret_pp)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp; /* offset j, j = i0-1+jp */
+ int j_sdr; /* j - sdr */
+ int d_sd; /* d - sd */
+ float tsc; /* a transition score */
+ float pp; /* avg posterior probability of aligned res i0..j0 in optimally accurate parse */
+ float ***alpha; /* the DP matrix, we allocate here */
+ float Mb_for_alpha;/* megabytes needed for alpha matrix */
+ int have_el; /* TRUE if we have local ends */
+
+ /* Contract check */
+ if (dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align(), dsq is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align(), cm->cp9b is NULL.\n");
+ if (post_mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "optimal_accuracy_align(), post_mx is NULL.\n");
+
+ /* the pre-filled post matrix */
+ float ***post = post_mx;
+
+ /* Allocations and initializations */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ /* allocate alpha (if it's small enough), allocate all decks, no deck reuse */
+ Mb_for_alpha = ((float) size_vjd_deck(W, 1, W) * ((float) (cm->M-1)));
+ if(Mb_for_alpha > size_limit)
+ ESL_FAIL(eslERANGE, errbuf, "requested non-banded DP mx of %.2f Mb > %.2f Mb limit.\nIncrease limit with --mxsize.", Mb_for_alpha, (float) size_limit);
+ ESL_DPRINTF1(("Size of alpha matrix: %.2f\n", Mb_for_alpha));
+
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = alloc_vjd_deck(L, i0, j0);
+
+ /* initialize the EL deck, if it's valid */
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+ if(have_el) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[cm->M][j][0] = IMPOSSIBLE;
+ for (d = 1; d <= jp; d++) {
+ alpha[cm->M][j][d] = FLogsum(alpha[cm->M][j][d-1], post[cm->M][j][d]); /* optimal (and only) parse for EL is to emit all d residues */
+ }
+ }
+ }
+
+ /* The shadow matrix, we always allocate it, so we don't have to
+ * check if it's null in the depths of the DP recursion.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+
+ /* Main recursion */
+ for (v = cm->M-1; v >= 0; v--) {
+ float const *tsc_v = cm->tsc[v]; /* transition scores for state v */
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+
+ /* Get a shadow deck to fill in and initialize all valid cells for state v */
+ if (cm->sttype[v] != E_st) {
+ if (cm->sttype[v] == B_st) {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ shadow[v] = (void **) kshad;
+ /* initialize all valid cells for state v to IMPOSSIBLE (local ends are impossible for B states) */
+ ESL_DASSERT1((! (NOT_IMPOSSIBLE(cm->endsc[v]))));
+ ESL_DASSERT1((cm->ndtype[cm->ndidx[v]+1] != END_nd));
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ kshad[j][d] = 0; /* don't set to USED_EL, that's invalid for B states during traceback */
+ }
+ }
+ } else { /* ! B_st && ! E_st */
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ shadow[v] = (void **) yshad;
+ /* initialize all valid cells for state v */
+ if(have_el && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= sd && d <= jp; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ yshad[j][d] = USED_EL;
+ }
+ for (d = sd+1; d <= jp; d++) {
+ alpha[v][j][d] = FLogsum(alpha[v][j][d-1], post[cm->M][j-sdr][d-sd]); /* careful, we'll emit sd residues from v and d-sd from EL (i=((j-sdr)-d+1)..(j-sdr)) */
+ yshad[j][d] = USED_EL;
+ /* printf("I alpha[v: %d][j: %d][k: %d]: %.4f\n", v, j, d, alpha[v][j][d]); */
+ }
+ }
+ }
+ else { /* cm->endsc[v] == IMPOSSIBLE */
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+
+ /* Check for special initialization case, specific to
+ * optimal_accuracy alignment, normally (with CYK for
+ * example) we init shadow matrix to USED_EL for all cells
+ * b/c we know that will be overwritten for the most
+ * likely transition, but with optimal accuracy, only
+ * emissions add to the score, so when d == sd, we know
+ * we'll emit sd residues from v, so the initialization
+ * will NOT be overwritten. We get around this for
+ * cells for which d == sd and v is a state that has
+ * a StateDelta=0 child y (delete or END) by initializing
+ * that transition to y is most likely.
+ */
+ for (d = 0; d <= sd; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ yshad[j][d] = USED_EL;
+ y = cm->cfirst[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if(StateDelta(cm->sttype[y+yoffset]) == 0) yshad[j][d] = yoffset;
+ }
+ for (d = sd+1; d <= jp; d++) {
+ alpha[v][j][d] = IMPOSSIBLE;
+ yshad[j][d] = USED_EL;
+ }
+ }
+ }
+ }
+ }
+
+ if(cm->sttype[v] == E_st) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ alpha[v][j][0] = IMPOSSIBLE; /* we haven't seen any residues yet, score is IMPOSSIBLE */
+ for (d = 1; d <= jp; d++) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ else if(cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ /* update alpha[v][j][d] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+ for (d = sd; d <= jp; d++) {
+ d_sd = d - sd;
+ i = j - d + 1;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = cm->cfirst[v] + yoffset;
+ if ((sc = alpha[y][j_sdr][d_sd]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ yshad[j][d] = yoffset;
+ }
+ }
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], post[v][j][d]);
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in alpha[v] are independent of each other, only depending on alpha[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ for (jp = sdr; jp <= W; jp++) {
+ j = i0-1+jp;
+ j_sdr = j - sdr;
+
+ for (d = sd; d <= jp; d++) {
+ if((sc = alpha[y][j_sdr][d - sd]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ yshad[j][d] = yoffset;
+ }
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ case MR_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ i = j - 1;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], post[v][j][d]);
+ }
+ break;
+ case MP_st:
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ i = j - 1;
+ for (d = sd; d <= jp; d++)
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], post[v][j][d]);
+ /* note: for MP states, even though we're emitting 2 residues, DO NOT include 2 * the posterior probability,
+ * the score that is maximized by this optimal accuracy alignment is the summed probability mass that goes through
+ * each cell of the parsetree. */
+ }
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ alpha[v][j][d] = ESL_MAX(alpha[v][j][d], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++) {
+ for (k = 0; k <= d; k++) {
+ if ((sc = FLogsum(alpha[y][j-k][d-k], alpha[z][j][k])) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ kshad[j][d] = k;
+ /* note: we take the logsum here, because we're keeping track of the
+ * log of the summed probability of emitting all residues up to this
+ * point, (from i..j) from left subtree (i=j-d+1..j-k) and from the
+ * right subtree. (j-k+1..j)
+ */
+ }
+ }
+ }
+ }
+ }
+ /* finished calculating deck v. */
+
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ if (alpha[v][j0][W] > bsc) {
+ b = v;
+ bsc = alpha[v][j0][W];
+ }
+ }
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling fast_alignT() to use the b we return.
+ * We do this even though we can't deal with local ends, chances are that
+ * local begins will be off also (since local ends must be), but this code
+ * will work with local begins, so it's left here.
+ */
+ if(v == 0 && bsc > alpha[0][j0][W]) {
+ alpha[0][j0][W] = bsc;
+ yshad[j0][W] = USED_LOCAL_BEGIN;
+ }
+ } /* end loop over all v */
+
+ sc = alpha[0][j0][W];
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ else free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ if (ret_mx != NULL) *ret_mx = alpha;
+ else free_vjd_matrix(alpha, cm->M, 1, L);
+
+ /* convert score, a log probability, into the average posterior probability of all W aligned residues */
+ pp = sreEXP2(sc) / (float) W;
+
+ ESL_DPRINTF1(("optimal_accuracy_align return pp: %f\n", pp));
+ if(ret_pp != NULL) *ret_pp = pp;
+
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+ return status; /* never reached */
+}
+
+
+/*
+ * Function: SampleFromInside()
+ * Incept: EPN, Thu Nov 15 16:45:32 2007
+ *
+ * Purpose: Sample a parsetree from a non-banded float Inside matrix.
+ *
+ * Args: r - source of randomness
+ * cm - the model
+ * errbuf - char buffer for reporting errors
+ * dsq - digitized sequence
+ * L - length of dsq, alpha *must* go from 1..L
+ * mx - pre-calculated Inside matrix (floats)
+ * ret_tr - ptr to parsetree we'll return (*must* be non-NULL)
+ * ret_sc - score of sampled parsetree; dies immediately with cm_Fail() if an error occurs.
+ *
+ * Return: <ret_tr>, <ret_sc> see 'Args'.
+ * eslOK on succes, eslEINCOMPAT on contract violation, eslEMEM on memory allocation error
+ * eslFAIL on unexpeced error
+ */
+int
+SampleFromInside(ESL_RANDOMNESS *r, CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, float ***mx, Parsetree_t **ret_tr, float *ret_sc)
+{
+ int status; /* easel status code */
+ int v, y, z, b; /* state indices */
+ int yoffset; /* transition offset in a states transition vector */
+ int i, j; /* sequence position indices */
+ int d; /* j - i + 1; the current subseq length */
+ int k; /* right subseq fragment length for bifurcs */
+ int nd; /* node index */
+ int bifparent; /* for connecting bifurcs */
+ Parsetree_t *tr; /* trace we're building */
+ ESL_STACK *pda; /* the stack */
+ float pvec[MAXCONNECT+1]; /* prob vector of possible paths to take, (max num children + 1 for possibility of EL) */
+ float *bifvec; /* pvec for choosing transition out of BIF_B states */
+ float *rootvec; /* pvec for choosing transition out of ROOT_S if local begins are on */
+ float maxsc; /* max score in our vector of scores of possible subparses */
+ int el_is_possible; /* TRUE if we can jump to EL from current state (and we're in local mode) FALSE if not */
+ int ntrans; /* number of transitions for current state */
+ float fsc = 0.; /* score of the parsetree we're sampling */
+
+ /* contract check */
+ if(ret_tr == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInside(), ret_tr is NULL.");
+ if(r == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInside(), source of randomness r is NULL.");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInside(), source of randomness r is NULL.");
+
+ float ***alpha = mx;
+
+ /* initialize pvec */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), 0.);
+
+ /* Create a parse tree structure and initialize it by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+
+ /* Stochastically traceback through the Inside matrix
+ * this section of code is stolen and adapted from cm_dpsmall.c:insideT()
+ */
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+ v = 0;
+
+ j = d = L;
+ i = 1;
+ fsc = 0.;
+ while (1) {
+ if (cm->sttype[v] == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ ESL_ALLOC(bifvec, sizeof(float) * (d+1));
+ /* set bifvec[] as (float-ized) log odds scores for each valid left fragment length */
+ for(k = 0; k <= d; k++)
+ bifvec[k] = alpha[y][j-k][d-k] + alpha[z][j][k];
+ maxsc = esl_vec_FMax(bifvec, (d+1));
+ esl_vec_FIncrement(bifvec, (d+1), (-1. * maxsc));
+ esl_vec_FScale(bifvec, (d+1), log(2));
+ esl_vec_FLogNorm(bifvec, (d+1));
+ k = esl_rnd_FChoose(r, bifvec, (d+1));
+ free(bifvec);
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* remember the end j */
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR; /* remember the subseq length k */
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR; /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+
+ v = y;
+ } else {
+ if((v > 0) || (! (cm->flags & CMH_LOCAL_BEGIN))) /* ROOT_S with local begins on is a special case that we handle below */
+ {
+ /* choose which transition we take */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), IMPOSSIBLE); /* not really necessary */
+ fsc += get_femission_score(cm, dsq, v, i, j);
+
+ /* set pvec[] as (float-ized) log odds scores for each child we can transit to,
+ * plus a local end (if possible) */
+ ntrans = cm->cnum[v];
+ el_is_possible = FALSE;
+ if((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ el_is_possible = TRUE;
+ ntrans++;
+ }
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = yoffset + cm->cfirst[v];
+ pvec[yoffset] = cm->tsc[v][yoffset] +
+ alpha[y][j - StateRightDelta(cm->sttype[v])][d - StateDelta(cm->sttype[v])];
+ }
+ if(el_is_possible) pvec[cm->cnum[v]] = cm->endsc[v] +
+ alpha[cm->M][j][d]; /* EL is silent when we transition into it from non-EL */
+ /* note: we can treat the log odds scores as log probs, because
+ * the log probability of the null model is the same for each,
+ * so essentially we've divided each score by the same constant, so
+ * the *relative* proportion of the log odds scores is the
+ * same as the relative proportion of the log probabilities (seq | model) */
+
+ maxsc = esl_vec_FMax(pvec, ntrans);
+ esl_vec_FIncrement(pvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (pvec, ntrans, log(2));
+ esl_vec_FLogNorm(pvec, ntrans);
+ yoffset = esl_rnd_FChoose(r, pvec, ntrans);
+ if(yoffset < cm->cnum[v]) fsc += cm->tsc[v][yoffset];
+ else {
+ fsc += cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ yoffset = USED_EL; /* we chose EL */
+ }
+ }
+ else /* v == 0 && (cm->flags && CMH_LOCAL_BEGIN) ( local begins are on )*/
+ {
+ ntrans = cm->M; /* pretend all states are possible to begin into, but they're not as some will remain IMPOSSIBLE */
+ ESL_ALLOC(rootvec, sizeof(float) * (ntrans));
+ esl_vec_FSet(rootvec, ntrans, IMPOSSIBLE);
+ rootvec[cm->nodemap[1]] = cm->beginsc[cm->nodemap[1]] + alpha[cm->nodemap[1]][j][d]; /* ROOT_S is silent */
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ {
+ rootvec[cm->nodemap[nd]] = cm->beginsc[cm->nodemap[nd]] + alpha[cm->nodemap[nd]][j][d]; /* ROOT_S is silent */
+ }
+ }
+ /* this block is shared with v > 0 block, but we repeat it here so we don't need another if statement */
+ maxsc = esl_vec_FMax(rootvec, ntrans);
+ esl_vec_FIncrement(rootvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (rootvec, ntrans, log(2));
+ esl_vec_FLogNorm(rootvec, ntrans);
+ b = esl_rnd_FChoose(r, rootvec, ntrans);
+ /* end of similar block with v > 0 */
+ fsc += cm->beginsc[b];
+ yoffset = USED_LOCAL_BEGIN;
+ free(rootvec); /* we will not need this again */
+ }
+
+ /*printf("v : %d | r : %d | z : %d | 1 : %d | \n", v, r, z, 1);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: ESL_FAIL(eslEINCONCEIVABLE, errbuf, "'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+
+ *ret_tr = tr; /* contract checked ret_tr was non-NULL */
+ if(ret_sc != NULL) *ret_sc = fsc;
+ ESL_DPRINTF1(("SampleFromInside() return sc: %f\n", fsc));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "memory error.");
+}
+
+/*
+ * Function: SampleFromInsideHB()
+ * Incept: EPN, Fri Sep 7 11:02:15 2007
+ *
+ * Purpose: Sample a parsetree from a HMM banded Inside matrix.
+ *
+ * Args: r - source of randomness
+ * cm - the model
+ * errbuf - char buffer for reporting errors
+ * dsq - digitized sequence
+ * L - length of dsq, alpha *must* go from 1..L
+ * mx - pre-calculated Inside matrix
+ * ret_tr - ptr to parsetree we'll return (*must* be non-NULL)
+ * ret_sc - score of sampled parsetree; dies immediately with cm_Fail() if an error occurs.
+ *
+ * Return: <ret_tr>, <ret_sc> see 'Args'.
+ * eslOK on succes, eslEINCOMPAT on contract violation, eslEMEM on memory allocation error
+ * eslFAIL on unexpeced error
+ */
+int
+SampleFromInsideHB(ESL_RANDOMNESS *r, CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, CM_HB_MX *mx, Parsetree_t **ret_tr, float *ret_sc)
+{
+ int status; /* easel status code */
+ int v, y, z, b; /* state indices */
+ int yoffset; /* transition offset in a states transition vector */
+ int i, j; /* sequence position indices */
+ int jp_v, jp_y, jp_z; /* positions, offset inside j band */
+ int kmin, kmax; /* min/max k in current d band */
+ int d; /* j - i + 1; the current subseq length */
+ int dp_v, dp_y; /* length, offset inside a d band */
+ int k; /* right subseq fragment length for bifurcs */
+ int kp_z; /* right fragment length, offset inside a d band */
+ int nd; /* node index */
+ int bifparent; /* for connecting bifurcs */
+ Parsetree_t *tr; /* trace we're building */
+ ESL_STACK *pda; /* the stack */
+ float pvec[MAXCONNECT+1]; /* prob vector of possible paths to take, (max num children + 1 for possibility of EL) */
+ float *bifvec; /* pvec for choosing transition out of BIF_B states */
+ float *rootvec; /* pvec for choosing transition out of ROOT_S if local begins are on */
+ float maxsc; /* max score in our vector of scores of possible subparses */
+ int el_is_possible; /* TRUE if we can jump to EL from current state (and we're in local mode) FALSE if not */
+ int ntrans; /* number of transitions for current state */
+ float fsc = 0.; /* score of the parsetree we're sampling */
+ int seen_valid; /* for checking we have at least one valid path to take */
+ int sd; /* state delta for current state, residues emitted left + residues emitted right */
+ int sdr; /* state right delta for current state, residues emitted right */
+
+ /* contract check */
+ if(ret_tr == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInsideHB(), ret_tr is NULL.");
+ if(r == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInsideHB(), source of randomness r is NULL.");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInsideHB(), cm->cp9b is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SampleFromInsideHB(), mx is NULL.\n");
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrix */
+ float ***alpha = mx->dp; /* pointer to the alpha DP matrix */
+
+ /* initialize pvec */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), 0.);
+
+ /* Create a parse tree structure and initialize it by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+
+ /* Stochastically traceback through the Inside matrix
+ * this section of code is stolen and adapted from hbandcyk.c:insideTHB()
+ */
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+ v = 0;
+
+ j = d = L;
+ i = 1;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ fsc = 0.;
+ while (1) {
+ if(cm->sttype[v] != EL_st && d > hdmax[v][jp_v]) ESL_FAIL(eslFAIL, errbuf, "ERROR in SampleFromInsideHB(). d : %d > hdmax[%d] (%d)\n", d, v, hdmax[v][jp_v]);
+ if(cm->sttype[v] != EL_st && d < hdmin[v][jp_v]) ESL_FAIL(eslFAIL, errbuf, "ERROR in SampleFromInsideHB(). d : %d < hdmin[%d] (%d)\n", d, v, hdmin[v][jp_v]);
+
+ if (cm->sttype[v] == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ jp_z = j-jmin[z];
+ k = kp_z + hdmin[z][jp_z]; /* k = offset len of right fragment */
+
+ ESL_ALLOC(bifvec, sizeof(float) * (d+1));
+ /* set bifvec[] as (float-ized) log odds scores for each valid left fragment length,
+ * we have to be careful to check that the corresponding alpha cell for each length is valid */
+ esl_vec_FSet(bifvec, (d+1), IMPOSSIBLE); /* only valid d's will be reset to a non-IMPOSSIBLE score */
+
+ /* This search for valid k's is complex, and uncommented. It was taken from
+ * cm_dpalign.c:fast_cyk_align_hb(), the B_st case. The code there is commented somewhat
+ * extensively. I'm pretty sure this is the most efficient (or at least close to it)
+ * way to find the valid cells in the DP matrix we're looking for.
+ */
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ if(j < jmin[v] || j > jmax[v]) ESL_FAIL(eslFAIL, errbuf, "SampleFromInsideHB() B_st v: %d j: %d outside band jmin: %d jmax: %d\n", v, j, jmin[v], jmax[v]);
+ if(d < hdmin[v][jp_v] || d > hdmax[v][jp_v]) ESL_FAIL(eslFAIL, errbuf, "SampleFromInsideHB() B_st v: %d j: %d d: %d outside band dmin: %d dmax: %d\n", v, j, d, hdmin[v][jp_v], hdmax[v][jp_v]);
+ seen_valid = FALSE;
+ kmin = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ kmax = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ for(k = kmin; k <= kmax; k++)
+ {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k])
+ {
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+ bifvec[k] = alpha[y][jp_y-k][dp_y-k] + alpha[z][jp_z][kp_z];
+ seen_valid = TRUE;
+ }
+ }
+ if(!seen_valid) ESL_FAIL(eslFAIL, errbuf, "SampleFromInsideHB() number of valid transitions (for a B_st) is 0. You thought this was impossible.");
+ maxsc = esl_vec_FMax(bifvec, (d+1));
+ esl_vec_FIncrement(bifvec, (d+1), (-1. * maxsc));
+ esl_vec_FScale(bifvec, (d+1), log(2));
+ esl_vec_FLogNorm(bifvec, (d+1));
+ k = esl_rnd_FChoose(r, bifvec, (d+1));
+ free(bifvec);
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* remember the end j */
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR; /* remember the subseq length k */
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR; /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else {
+ if((v > 0) || (! (cm->flags & CMH_LOCAL_BEGIN))) /* ROOT_S with local begins on is a special case that we handle below */
+ {
+ /* Choose which transition we take.
+ * Set pvec[] as (float-ized) log odds scores for each child we can transit to,
+ * plus a local end (if possible). We only want to look at valid transitions, that
+ * is, those that do not violate the bands (correspond to accessing cells that actually
+ * exist in the DP matrix).
+ */
+ seen_valid = FALSE;
+ esl_vec_FSet(pvec, (MAXCONNECT+1), IMPOSSIBLE); /* only transitions that correspond to valid cells will be reset to a non-IMPOSSIBLE score */
+ fsc += get_femission_score(cm, dsq, v, i, j);
+ sdr = StateRightDelta(cm->sttype[v]);
+ sd = StateDelta(cm->sttype[v]);
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ y = yoffset + cm->cfirst[v];
+ if((j - sdr) >= jmin[y] && (j - sdr) <= jmax[y])
+ { /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if((d - sd) >= hdmin[y][jp_y-sdr] && (d - sd) <= hdmax[y][jp_y-sdr])
+ {
+ dp_y = d - hdmin[y][(jp_y - sdr)]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-sdr][dp_y-sd] is a valid alpha cell
+ * corresponding to alpha[y][j-sdr][d-sd] in the platonic matrix.
+ */
+ pvec[yoffset] = cm->tsc[v][yoffset] + alpha[y][jp_y - sdr][dp_y - sd];
+ seen_valid = TRUE;
+ }
+ }
+ }
+ if(!seen_valid) {
+ ESL_FAIL(eslFAIL, errbuf, "SampleFromInsideHB() number of valid transitions is 0. You thought this was impossible.");
+ }
+ if((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v]))
+ el_is_possible = TRUE;
+ else
+ el_is_possible = FALSE;
+ if(el_is_possible) pvec[cm->cnum[v]] = cm->endsc[v] + alpha[cm->M][j][d]; /* EL is silent when we transition into it from non-EL */
+ ntrans = cm->cnum[v] + el_is_possible;
+ maxsc = esl_vec_FMax(pvec, ntrans);
+ esl_vec_FIncrement(pvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (pvec, ntrans, log(2));
+ esl_vec_FLogNorm(pvec, ntrans);
+ yoffset = esl_rnd_FChoose(r, pvec, ntrans);
+ if(yoffset < cm->cnum[v]) fsc += cm->tsc[v][yoffset];
+ else {
+ fsc += cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ yoffset = USED_EL; /* we chose EL */
+ }
+ }
+ else /* v == 0 && (cm->flags && CMH_LOCAL_BEGIN) ( local begins are on )*/
+ {
+ seen_valid = FALSE;
+ ntrans = cm->M; /* pretend all states are possible to begin into, but they're not as some will remain IMPOSSIBLE */
+ ESL_ALLOC(rootvec, sizeof(float) * (ntrans));
+ esl_vec_FSet(rootvec, ntrans, IMPOSSIBLE);
+
+ /* Set all the legal states that we can local begin into to appropriate scores.
+ * Only states y that have a non-zero cm->beginsc[y] AND have alpha[y][j][d]
+ * within their bands are legal.
+ */
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((nd == 1) || /* we can transit into node 1 no matter what */
+ (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd))
+ {
+ y = cm->nodemap[nd];
+ if(j >= jmin[y] && j <= jmax[y])
+ { /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if(d >= hdmin[y][jp_y] && d <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y];
+ rootvec[y] = cm->beginsc[y] + alpha[y][jp_y][dp_y]; /* ROOT_S is silent */
+ seen_valid = TRUE;
+ }
+ }
+ }
+ }
+ if(!seen_valid) ESL_FAIL(eslFAIL, errbuf, "SampleFromInsideHB() number of valid transitions (from ROOT_S!) is 0. You thought this was impossible.");
+ /* this block is shared with v > 0 block, but we repeat it here so we don't need another if statement */
+ maxsc = esl_vec_FMax(rootvec, ntrans);
+ esl_vec_FIncrement(rootvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (rootvec, ntrans, log(2));
+ esl_vec_FLogNorm(rootvec, ntrans);
+ b = esl_rnd_FChoose(r, rootvec, ntrans);
+ /* end of similar block with v > 0 */
+ fsc += cm->beginsc[b];
+ yoffset = USED_LOCAL_BEGIN;
+ free(rootvec); /* we will not need this again */
+ }
+
+ /*printf("v : %d | r : %d | z : %d | 1 : %d | \n", v, r, z, 1);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: ESL_FAIL(eslEINCONCEIVABLE, errbuf, "'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ jp_v = j;
+ dp_v = d;
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+
+ *ret_tr = tr; /* contract checked ret_tr was non-NULL */
+ if(ret_sc != NULL) *ret_sc = fsc;
+ ESL_DPRINTF1(("SampleFromInsideHB() return sc: %f\n", fsc));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "memory error.");
+}
+
+
+
+/*
+ * Function: get_femission_score()
+ * Incept: EPN, Thu Nov 15 16:48:56 2007
+ *
+ * Purpose: Given a CM, dsq, state index and coordinates return the float emission
+ * score.
+ *
+ * Args: cm - the model
+ * dsq - digitized sequence
+ * v - state index
+ * i - dsq index for first position of subseq for subtree at v
+ * j - dsq index for last position of subseq for subtree at v
+ *
+ * Return: float emission score, 0 if state is non-emitter.
+ */
+float
+get_femission_score(CM_t *cm, ESL_DSQ *dsq, int v, int i, int j)
+{
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) return cm->oesc[v][dsq[i]];
+ else if(cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) return cm->oesc[v][dsq[j]];
+ else if(cm->sttype[v] == MP_st) return cm->oesc[v][dsq[i]*cm->abc->Kp+dsq[j]];
+ else return 0.;
+}
+
+
+/*
+ * Function: CMCheckPosteriorHB()
+ * Date: EPN, Fri Nov 16 14:35:43 2007
+ *
+ * Purpose: Given a HMM banded posterior probability cube,
+ * check to make sure that for each residue k of the
+ * sequence: \sum_v p(v | k emitted from v) = 1.0
+ * To check this, we have to allow possibility that
+ * the res at posn k was emitted from a left
+ * emitter or a right emitter.
+ *
+ * Note: This check is known to fail for some cases with
+ * parsetrees that contain inserts of 100s of residues from
+ * the same IL or IR state (that utilize 100s of IL->IL or
+ * IR->IR self transitions). These cases were looked at in
+ * detail to determine if they were due to a bug in the DP
+ * code. This was logged in
+ * ~nawrockie/notebook/8_1016_inf-1rc3_bug_alignment/00LOG.
+ * The conclusion was that the failure of the posterior
+ * check is due completely to lack of precision in the float
+ * scores (not just in the logsum look-up table but also
+ * with using real log() and exp() calls). If this function
+ * returns an error, please check to see if the parsetree
+ * has a large insertion in it, if so you can expect
+ * probabilities up to 1.03 due solely to this precision
+ * issue. See the notebook 00LOG for more, included a check
+ * I performed to change the relevant IL->IL transition
+ * probability by very small values (~0.0001) and you can
+ * observe the posteriors change dramatically which
+ * demonstrates that precision of floats is the culprit.
+ * (EPN, Sun Oct 26 14:54:31 2008)
+ *
+ * Args: cm - the model
+ * errbuf - char buffer for returning error messages with ESL_FAIL
+ * i0 - first residue to check
+ * j0 - last residue to check
+ * post - pre-filled dynamic programming cube
+ *
+ * Return: eslOK on success, eslFAIL if any residue fails check
+ */
+int
+CMCheckPosteriorHB(CM_t *cm, char *errbuf, int i0, int j0, CM_HB_MX *post)
+{
+ int v, j, d, k;
+ int jp_v, dp_v, kp_v;
+ float sc;
+
+ /* Contract check */
+ if (post == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMCheckPosteriorHB(), post is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMCheckPosteriorHB(), cm->cp9b is NULL.\n");
+
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+
+ for (k = i0; k <= j0; k++) {
+ sc = IMPOSSIBLE;
+ for (v = (cm->M - 1); v >= 0; v--) {
+ if((cm->sttype[v] == MP_st) ||
+ (cm->sttype[v] == ML_st) ||
+ (cm->sttype[v] == IL_st)) {
+ for (j = k; j <= j0; j++) {
+ if(j >= jmin[v] && j <= jmax[v]) {
+ jp_v = j - jmin[v];
+ d = j-k+1;
+ if(d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]) {
+ dp_v = d - hdmin[v][jp_v];
+ sc = FLogsum(sc, (post->dp[v][jp_v][dp_v]));
+ /*printf("sc: %.4f added L v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", sc, v, (j-d+1), j, d, post->dp[v][jp_v][dp_v]); */
+ }
+ }
+ }
+ }
+ if(k >= jmin[v] && k <= jmax[v]) {
+ kp_v = k - jmin[v];
+ if((cm->sttype[v] == MP_st) ||
+ (cm->sttype[v] == MR_st) ||
+ (cm->sttype[v] == IR_st)) {
+ for (d = 1; d <= k; d++) {
+ if(d >= hdmin[v][kp_v] && d <= hdmax[v][kp_v]) {
+ dp_v = d - hdmin[v][kp_v];
+ sc = FLogsum(sc, (post->dp[v][kp_v][dp_v]));
+ /*printf("sc: %.4f added R v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", sc, v, (k-d+1), k, d, post->dp[v][kp_v][dp_v]); */
+ }
+ }
+ }
+ }
+ }
+ /* Finally factor in possibility of a local end, i.e. that the EL state
+ * may have "emitted" this residue.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (j = k; j <= j0; j++) {
+ d = j-k+1;
+ sc = FLogsum(sc, (post->dp[cm->M][j][d]));
+ /*printf("sc: %.4f added EL v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", sc, cm->M, (j-d+1), j, d, post->dp[cm->M][j][d]); */
+ }
+ }
+ if(((sc - 0.) > 0.01) || ((sc - 0.) < -0.01))
+ ESL_FAIL(eslFAIL, errbuf, "residue %d has summed prob of %5.4f (2^%5.4f). May not be a DP coding bug, see 'Note:' on precision in CMCheckPosteriorHB().\n", k, (sreEXP2(sc)), sc);
+ /*printf("k: %d | total: %10.2f\n", k, (sreEXP2(sc)));*/
+ }
+ ESL_DPRINTF1(("CMCheckPosteriorHB() passed, all residues have summed probability of emission of 1.0.\n"));
+ return eslOK;
+}
+
+/*
+ * Function: CMCheckPosterior()
+ * Date: EPN 05.25.06
+ *
+ * Purpose: Given a posterior probability cube, check to make
+ * sure that for each residue k of the sequence:
+ * \sum_v p(v | k emitted from v) = 1.0
+ * To check this, we have to allow possibility that
+ * the res at posn k was emitted from a left
+ * emitter or a right emitter.
+ *
+ * Args: cm - the model
+ * errbuf - char buffer for returning error messages with ESL_FAIL
+ * i0 - first residue to check
+ * j0 - last residue to check
+ * post - pre-filled dynamic programming cube
+ *
+ * Note: This check is known to fail for some cases with
+ * parsetrees that contain inserts of 100s of residues from
+ * the same IL or IR state (that utilize 100s of IL->IL or
+ * IR->IR self transitions). These cases were looked at in
+ * detail to determine if they were due to a bug in the DP
+ * code. This was logged in
+ * ~nawrockie/notebook/8_1016_inf-1rc3_bug_alignment/00LOG.
+ * The conclusion was that the failure of the posterior
+ * check is due completely to lack of precision in the float
+ * scores (not just in the logsum look-up table but also
+ * with using real log() and exp() calls). If this function
+ * returns an error, please check to see if the parsetree
+ * has a large insertion in it, if so you can expect
+ * probabilities up to 1.03 due solely to this precision
+ * issue. See the notebook 00LOG for more, included a check
+ * I performed to change the relevant IL->IL transition
+ * probability by very small values (~0.0001) and you can
+ * observe the posteriors change dramatically which
+ * demonstrates that precision of floats is the culprit.
+ * (EPN, Sun Oct 26 14:54:31 2008)
+ *
+ * Return: eslOK on success, eslFAIL if any residue fails check
+ */
+int
+CMCheckPosterior(CM_t *cm, char *errbuf, int i0, int j0, float ***post)
+{
+ float sc;
+ int k, v, j, d;
+
+ /* contract check */
+ if (post == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMCheckPosterior(), post is NULL.\n");
+
+ for (k = i0; k <= j0; k++) {
+ sc = IMPOSSIBLE;
+ for (v = (cm->M - 1); v >= 0; v--) {
+ {
+ if((cm->sttype[v] == MP_st) ||
+ (cm->sttype[v] == ML_st) ||
+ (cm->sttype[v] == IL_st)) {
+ for (j = k; j <= j0; j++) {
+ d = j-k+1;
+ sc = FLogsum(sc, (post[v][j][d]));
+ /* printf("sc: %.4f added L v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", sc, v, (j-d+1), j, d, post[v][j][d]); */
+ }
+ }
+ if((cm->sttype[v] == MP_st) ||
+ (cm->sttype[v] == MR_st) ||
+ (cm->sttype[v] == IR_st)) {
+ for (d = i0; d <= k; d++) {
+ sc = FLogsum(sc, (post[v][k][d]));
+ /* printf("sc: %.4f added R v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", sc, v, (k-d+1), k, d, post[v][k][d]); */
+ }
+ }
+ }
+ }
+ /* Finally factor in possibility of a local end, i.e. that the EL state
+ * may have "emitted" this residue.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (j = k; j <= j0; j++) {
+ d = j-k+1;
+ sc = FLogsum(sc, (post[cm->M][j][d]));
+ /* printf("sc: %.4f added EL v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", sc, cm->M, (j-d+1), j, d, post[cm->M][j][d]); */
+ }
+ }
+ if(((sc - 0.) > 0.01) || ((sc - 0.) < -0.01))
+ ESL_FAIL(eslFAIL, errbuf, "residue %d has summed prob of %5.4f (2^%5.4f). May not be a DP coding bug, see 'Note:' on precision in CMCheckPosterior().\n", k, (sreEXP2(sc)), sc);
+ /*printf("k: %d | total: %10.2f\n", k, (sreEXP2(sc)));*/
+ }
+ ESL_DPRINTF1(("CMCheckPosterior() passed, all residues have summed probability of emission of 1.0.\n"));
+ return eslOK;
+}
+
+/* Function: CMPostalCode()
+ * Date: EPN 05.25.06 based on SRE's PostalCode()
+ * from HMMER's postprob.c
+ *
+ * Purpose: Given a parse tree and a posterior probability cube,
+ * calculate two strings that represents the confidence values on each
+ * residue in the sequence.
+ *
+ * The posterior cube value [v][j][d] is the summed probability
+ * mass that goes through cell [v][j][d] which is not the
+ * posterior probability that residue i and/or j aligns at
+ * state v's position in the alignment, which is the confidence
+ * estimate in the alignment that we want. To get this we
+ * have to marginalize over all possible ways that residue
+ * i and/or j can get in state v's emission position in the
+ * alignment. See the code for details.
+ *
+ * The code strings is 0..L-1 (L = len of target seq),
+ * so it's in the coordinate system of the sequence string;
+ * off by one from dsq; and convertible to the coordinate
+ * system of aseq using MakeAlignedString().
+ *
+ * Values are 00-99,**
+ * for example, 93 means with >=93% posterior probabiility,
+ * residue i is aligned to the state k that it
+ * is assigned to in the given trace.
+ *
+ * Because we have 2 digit precision, we need two
+ * strings, the first will be the 'tens' place of
+ * the posterior probability, '9' for the 93% example,
+ * and the second string will hold the 'ones' place,
+ * the '3' in the 93% example.
+ *
+ * CMPostalCodeHB() is nearly the same function with the
+ * difference that HMM bands were used for the alignment,
+ * so we have to deal with offset issues.
+ *
+ * Args: L - length of seq
+ * post - posterior prob cube: see CMPosterior()
+ * *tr - parsetree to get a Postal code string for.
+ * ret_pcode1 - 'tens' place postal code string ('9' for 93)
+ * ret_pcode2 - 'ones' place postal code string ('3' for 93)
+ * Returns: void
+ *
+ */
+int
+Fscore2postcode(float sc)
+{
+ int i;
+ i = (int) (FScore2Prob(sc, 1.) * 100.);
+ ESL_DASSERT1((i >= 0 && i <= 100));
+ return i;
+}
+
+/* Function: FScore2Prob()
+ *
+ * Purpose: Convert a float log_2 odds score back to a probability;
+ * needs the null model probability, if any, to do the conversion.
+ */
+float
+FScore2Prob(float sc, float null)
+{
+ /*printf("in FScore2Prob: %10.2f sreEXP2: %10.2f\n", sc, (sreEXP2(sc)));*/
+ if (!(NOT_IMPOSSIBLE(sc))) return 0.;
+ else return (null * sreEXP2(sc));
+}
+
+
+int
+CMPostalCode(CM_t *cm, char *errbuf, int i0, int j0, float ***post, Parsetree_t *tr, int do_marginalize, char **ret_pcode1, char **ret_pcode2, float *ret_avgp)
+{
+ int status;
+ int x, v, i, j, d, r, jp;
+ int v2, j2, d2;
+ int ip;
+ int sd, sdl, sdr;
+ char *pcode1;
+ char *pcode2;
+ int p;
+
+ float sump = 0.;
+ int L = j0-i0+1;
+ float left_logp, right_logp;
+ int emits_left, emits_right;
+
+ ESL_ALLOC(pcode1, (L+1) * sizeof(char));
+ ESL_ALLOC(pcode2, (L+1) * sizeof(char));
+
+ /* First, determine the summed log prob that each residue is emitted by any state.
+ * In a perfect world with machines with infinite precision (or prob if we just implemented doubles)
+ * this would always be 1.0 exactly for all residues, but there are precision errors due
+ * to the logsum lookup table *and* due to floating point precision (that is that
+ * said precision errors still exist using analytical logs and exps) that can
+ * cause summed probs > 1.0 (I've seen up to 1.03!) This is because the difference
+ * between the Inside and Outside total sequence P(S | M) scores can reach
+ * 0.03 bits. I've only seen this happen for parsetrees with a single IL or IR
+ * state that makes several hundred self transits.
+ */
+
+ float *res_logp; /* [1..i..L], log of summed probability of residue i being emitted by any emitting state */
+ int have_el; /* TRUE if we have local ends */
+ ESL_ALLOC(res_logp, sizeof(float) * (L+2)); /* L+2 b/c d can be 0 with j = L in EL states, so i = L+1, this is a bogus value and should be IMPOSSIBLE,
+ but instead of checking for the boundary cases, we can treat them normally here and save time */
+ esl_vec_FSet(res_logp, L+2, IMPOSSIBLE);
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * M deck is not valid. Note: there are no bands on the EL state */
+ if (have_el) {
+ /* add contributions of ELs */
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ ip = jp;
+ for (d = 1; d <= jp; d++) {
+ res_logp[ip] = FLogsum(res_logp[ip], post[cm->M][jp][d]);
+ ip--;
+ }
+ }
+ }
+ /* add contributions of all other emitters */
+ for (v = (cm->M-1); v >= 0; v--) {
+ sdr = StateRightDelta(cm->sttype[v]);
+ sdl = StateLeftDelta(cm->sttype[v]);
+ sd = sdl+sdr;
+ emits_left = (sdl == 1) ? TRUE : FALSE;
+ emits_right = (sdr == 1) ? TRUE : FALSE;
+ /* check for the 3 possible emission cases, we could reduce the number of lines of code here,
+ * but that would require checking for 'emit_left' 'emit_right' inside for v { for j { for d { } } },
+ * the way it is here is more voluminous but more efficient.
+ */
+ if(emits_left && emits_right) { /* only MATP_MP */
+ ESL_DASSERT1((cm->sttype[v] == MP_st));
+ for (jp = sdr; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = sd; d <= jp; d++) {
+ i = j - d + 1;
+ ip = i-i0+1;
+ res_logp[ip] = FLogsum(res_logp[ip], post[v][jp][d]);
+ res_logp[jp] = FLogsum(res_logp[jp], post[v][jp][d]);
+ }
+ }
+ }
+ else if(emits_left) {
+ for (jp = sdr; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = sd; d <= jp; d++) {
+ i = j - d + 1;
+ ip = i-i0+1;
+ res_logp[ip] = FLogsum(res_logp[ip], post[v][jp][d]);
+ }
+ }
+ }
+ else if(emits_right) {
+ for (jp = sdr; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = sd; d <= jp; d++) {
+ res_logp[jp] = FLogsum(res_logp[jp], post[v][jp][d]);
+ }
+ }
+ }
+ }
+ /*for(i = 0; i <= (L+1); i++) printf("res_logp[%5d] %12f\n", i, res_logp[i]);*/
+ /* finished determining summed log prob of each emitted residue */
+
+ /* go through each node of the parsetree and determine postal code for emissions */
+ for (x = 0; x < tr->n; x++)
+ {
+ v = tr->state[x];
+ i = tr->emitl[x];
+ j = tr->emitr[x];
+ d = j-i+1;
+ jp = j-i0+1;
+ ip = i-i0+1;
+
+ /* Only P, L, R, and EL states have emissions. */
+ emits_left = (StateLeftDelta (cm->sttype[v]) == 1) ? TRUE : FALSE;
+ emits_right = (StateRightDelta(cm->sttype[v]) == 1) ? TRUE : FALSE;
+
+ if((cm->sttype[v] != EL_st) && (!emits_left) && (!emits_right)) continue;
+
+ if(cm->sttype[v] == EL_st) { /* EL state, we have to handle this guy special */
+ for(r = i; r <= j; r++) { /* we have to annotate from residues i..j */
+ left_logp = IMPOSSIBLE;
+ for (j2 = r; j2 <= j0; j2++) {
+ d2 = j2-r+1;
+ left_logp = FLogsum(left_logp, post[v][j2][d2]);
+ }
+ p = Fscore2postcode(left_logp - res_logp[ip]);
+ sump += FScore2Prob((left_logp - res_logp[ip]), 1.);
+ if(p > 100) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for EL state v: %d j: %d d: %d > 1.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p < 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for EL state v: %d j: %d d: %d < 0.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p == 100) {
+ pcode1[(r-1)] = '*';
+ pcode2[(r-1)] = '*';
+ }
+ else {
+ pcode1[(r-1)] = '0' + (char) (p / 10);
+ pcode2[(r-1)] = '0' + (char) (p % 10);
+ }
+ /*printf("r: %d | post[%d][%d][%d]: %f | sc: %c\n", r, v, j, d, post[v][j][d], postcode[r]);*/
+ }
+ }
+ else { /* non-EL state */
+ if(do_marginalize) {
+ /* sum probability that this residue belongs in this position of the alignment,
+ * for left emissions this means marginalizing over all possible j=jp, d=dp for which jp-dp+1 = i for this v
+ * for right emissions this means marginalizing over all possible i=ip, d=dp for which ip+dp-1 = j for this v
+ * for pairs we have to be careful, we emit left and right, so we have to marginalize twice, but separately,
+ * and we have to consider possibility that MATP_ML emitted left (as well as MATP_MP) and
+ * that MATP_MR emitted right (as well as MATP_MP).
+ */
+ left_logp = IMPOSSIBLE;
+ right_logp = IMPOSSIBLE;
+
+ if(emits_left) {
+ for (j2 = i; j2 <= j0; j2++) {
+ d2 = j2-i+1;
+ left_logp = FLogsum(left_logp, post[v][j2][d2]);
+ }
+ if(emits_right) { /* MATP_MP (only state that emits left and right)
+ * add in possibility that MATP_ML emitted this res at same position */
+ v2 = v+1; /* MATP_ML */
+ for(j2 = i; j2 <= j0; j2++) {
+ d2 = j2-i+1;
+ left_logp = FLogsum(left_logp, (post[v2][j2][d2]));
+ }
+ }
+ }
+ if(emits_right) {
+ jp = j-i0+1;
+ for(d2 = 1; d2 <= jp; d2++) {
+ right_logp = FLogsum(right_logp, (post[v][j][d2]));
+ }
+ if(emits_left) { /* MATP_MP (only state that emits left and right)
+ * add in possibility that MATP_MR emitted this res at same position */
+ for(d2 = 1; d2 <= jp; d2++) {
+ right_logp = FLogsum(right_logp, (post[v2][j][d2]));
+ }
+ }
+ }
+ }
+ else { /* do not marginalize */
+ if(emits_left) left_logp = post[v][j][d];
+ if(emits_right) right_logp = post[v][j][d];
+ }
+
+ /* fill pcode arrays with posterior characters */
+ if (emits_left) {
+ p = Fscore2postcode(left_logp - res_logp[ip]);
+ sump += FScore2Prob((left_logp - res_logp[ip]), 1.);
+ if(p > 100) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d > 1.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p < 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d < 0.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p == 100) {
+ pcode1[i-1] = '*';
+ pcode2[i-1] = '*';
+ }
+ else {
+ pcode1[i-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = '0' + (char) (p % 10);
+ }
+ }
+ if (emits_right) {
+ p = Fscore2postcode(right_logp - res_logp[jp]);
+ sump += FScore2Prob((right_logp - res_logp[jp]), 1.);
+ if(p > 100) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d > 1.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p < 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d < 0.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p == 100) {
+ pcode1[j-1] = '*';
+ pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ }
+ }
+ }
+ pcode1[L] = '\0';
+ pcode2[L] = '\0';
+ free(res_logp);
+ if(ret_pcode1 != NULL) *ret_pcode1 = pcode1;
+ else free(pcode1);
+ if(ret_pcode2 != NULL) *ret_pcode2 = pcode2;
+ else free(pcode2);
+ if(ret_avgp != NULL) *ret_avgp = sump / (float) L;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "CMPostalCode(): Memory allocation error.");
+ return status; /* never reached */
+}
+
+int
+CMPostalCodeHB(CM_t *cm, char *errbuf, int i0, int j0, CM_HB_MX *post_mx, Parsetree_t *tr, int do_marginalize, char **ret_pcode1, char **ret_pcode2, float *ret_avgp)
+{
+ int status;
+ int x, v, i, j, d, r, p;
+ char *pcode1;
+ char *pcode2;
+ int jp_v, dp_v;
+ int ip, jp;
+ int v2, j2, d2, dp_v2, jp_v2;
+ float sump = 0.;
+ int L = j0-i0+1;
+ float left_logp, right_logp;
+ int emits_left, emits_right;
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrix */
+ float ***post = post_mx->dp; /* pointer to the post DP matrix */
+
+ ESL_ALLOC(pcode1, (L+1) * sizeof(char));
+ ESL_ALLOC(pcode2, (L+1) * sizeof(char));
+
+ /* First, determine the summed log prob that each residue is emitted by any state.
+ * In a perfect world with machines with infinite precision (or prob if we just implemented doubles)
+ * this would always be 1.0 exactly for all residues, but there are precision errors due
+ * to the logsum lookup table *and* due to floating point precision (that is that
+ * said precision errors still exist using analytical logs and exps) that can
+ * cause summed probs > 1.0 (I've seen up to 1.03!) This is because the difference
+ * between the Inside and Outside total sequence P(S | M) scores can reach
+ * 0.03 bits. I've only seen this happen for parsetrees with a single IL or IR
+ * state that makes several hundred self transits.
+ */
+
+ float *res_logp; /* [1..i..L], log of summed probability of residue i being emitted by any emitting state */
+ int have_el; /* TRUE if we have local ends */
+ ESL_ALLOC(res_logp, sizeof(float) * (L+2)); /* L+2 b/c d can be 0 with j = L in EL states, so i = L+1, this is a bogus value and should be IMPOSSIBLE,
+ but instead of checking for the boundary cases, we can treat them normally here and save time */
+ esl_vec_FSet(res_logp, L+2, IMPOSSIBLE);
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * M deck is not valid. Note: there are no bands on the EL state */
+ if (have_el) {
+ /* add contributions of ELs */
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ ip = jp;
+ for (d = 1; d <= jp; d++) {
+ res_logp[ip] = FLogsum(res_logp[ip], post[cm->M][jp][d]);
+ ip--;
+ }
+ }
+ }
+ /* add contributions of all other emitters */
+ for (v = (cm->M-1); v >= 0; v--) {
+ emits_left = (StateLeftDelta(cm->sttype[v]) == 1) ? TRUE : FALSE;
+ emits_right = (StateRightDelta(cm->sttype[v]) == 1) ? TRUE : FALSE;
+ /* check for the 3 possible emission cases, we could reduce the number of lines of code here
+ * but that would require checking for 'emit_left' 'emit_right' inside for v { for j { for d { } } },
+ * the way it is here is more voluminous but more efficient.
+ */
+ if(emits_left && emits_right) {
+ ESL_DASSERT1((cm->sttype[v] == MP_st));
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ jp = j-i0+1;
+ ip = i-i0+1;
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v];
+ res_logp[ip] = FLogsum(res_logp[ip], post[v][jp_v][dp_v]);
+ res_logp[jp] = FLogsum(res_logp[jp], post[v][jp_v][dp_v]);
+ ip--;
+ }
+ }
+ }
+ else if(emits_left) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ jp = j-i0+1;
+ ip = i-i0+1;
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v];
+ res_logp[ip] = FLogsum(res_logp[ip], post[v][jp_v][dp_v]);
+ ip--;
+ }
+ }
+ }
+ else if(emits_right) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ ESL_DASSERT1((j >= (i0-1) && j <= j0));
+ jp_v = j - jmin[v];
+ jp = j-i0+1;
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v];
+ res_logp[jp] = FLogsum(res_logp[jp], post[v][jp_v][dp_v]);
+ }
+ }
+ }
+ }
+ /*for(i = 0; i <= (L+1); i++) printf("res_logp[%5d] %12f\n", i, res_logp[i]);*/
+ /* finished determining summed log prob of each emitted residue */
+
+ /* go through each node of the parsetree and determine postal code for emissions */
+ for (x = 0; x < tr->n; x++) {
+ v = tr->state[x];
+ i = tr->emitl[x];
+ j = tr->emitr[x];
+ d = j-i+1;
+ jp = j-i0+1;
+ ip = i-i0+1;
+
+ /* Only P, L, R, and EL states have emissions. */
+ emits_left = (StateLeftDelta (cm->sttype[v]) == 1) ? TRUE : FALSE;
+ emits_right = (StateRightDelta(cm->sttype[v]) == 1) ? TRUE : FALSE;
+
+ if((cm->sttype[v] != EL_st) && (!emits_left) && (!emits_right)) continue;
+
+ if(cm->sttype[v] == EL_st) { /* EL state, we have to handle this guy special */
+ for(r = i; r <= j; r++) { /* we have to annotate from residues i..j */
+ left_logp = IMPOSSIBLE;
+ for (j2 = r; j2 <= j0; j2++) {
+ d2 = j2-r+1;
+ left_logp = FLogsum(left_logp, post[v][j2][d2]);
+ }
+ p = Fscore2postcode(left_logp - res_logp[ip]);
+ sump += FScore2Prob((left_logp - res_logp[ip]), 1.);
+ if(p > 100) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for EL state v: %d j: %d d: %d > 1.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p < 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for EL state v: %d j: %d d: %d < 0.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p == 100) {
+ pcode1[(r-1)] = '*';
+ pcode2[(r-1)] = '*';
+ }
+ else {
+ pcode1[(r-1)] = '0' + (char) (p / 10);
+ pcode2[(r-1)] = '0' + (char) (p % 10);
+ }
+ /*printf("r: %d | post[%d][%d][%d]: %f | sc: %c\n", r, v, j, d, post[v][j][d], postcode[r]);*/
+ }
+ }
+ else { /* non-EL state */
+ left_logp = IMPOSSIBLE;
+ right_logp = IMPOSSIBLE;
+
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+
+ if(do_marginalize) {
+ /* sum probability that this residue belongs in this position of the alignment,
+ * for left emissions this means marginalizing over all possible j=jp, d=dp for which jp-dp+1 = i for this v
+ * for right emissions this means marginalizing over all possible i=ip, d=dp for which ip+dp-1 = j for this v
+ * for pairs we have to be careful, we emit left and right, so we have to marginalize twice, but separately,
+ * and we have to consider possibility that MATP_ML emitted left (as well as MATP_MP) and
+ * that MATP_MR emitted right (as well as MATP_MP).
+ */
+ if(emits_left) {
+ for(j2 = jmin[v]; j2 <= jmax[v]; j2++) {
+ jp_v2 = j2 - jmin[v];
+ d2 = j2-i+1;
+ if(d2 >= hdmin[v][jp_v2] && d2 <= hdmax[v][jp_v2]) {
+ dp_v2 = d2 - hdmin[v][jp_v2];
+ left_logp = FLogsum(left_logp, (post[v][jp_v2][dp_v2]));
+ }
+ }
+ if(emits_right) { /* MATP_MP (only state that emits left and right)
+ * add in possibility that MATP_ML emitted this res at same position */
+ v2 = v+1; /* MATP_ML */
+ for(j2 = jmin[v2]; j2 <= jmax[v2]; j2++) {
+ jp_v2 = j2 - jmin[v2];
+ d2 = j2-i+1;
+ if(d2 >= hdmin[v2][jp_v2] && d2 <= hdmax[v2][jp_v2]) {
+ dp_v2 = d2 - hdmin[v2][jp_v2];
+ left_logp = FLogsum(left_logp, (post[v2][jp_v2][dp_v2]));
+ }
+ }
+ }
+ }
+ if(emits_right) {
+ for(d2 = hdmin[v][jp_v]; d2 <= hdmax[v][jp_v]; d2++) {
+ dp_v2 = d2 - hdmin[v][jp_v];
+ right_logp = FLogsum(right_logp, (post[v][jp_v][dp_v2]));
+ }
+ if(emits_left) { /* MATP_MP (only state that emits left and right)
+ * add in possibility that MATP_MR emitted this res at same position */
+ v2 = v+2; /* MATP_MR */
+ if(j >= jmin[v2] && j <= jmax[v2]) { /* assures j is within v2's band */
+ jp_v2 = j - jmin[v2];
+ for(d2 = hdmin[v2][jp_v2]; d2 <= hdmax[v2][jp_v2]; d2++) {
+ dp_v2 = d2 - hdmin[v2][jp_v2];
+ right_logp = FLogsum(right_logp, (post[v2][jp_v2][dp_v2]));
+ }
+ }
+ }
+ }
+ }
+ else { /* do not marginalize */
+ if(emits_left) left_logp = post[v][jp_v][dp_v];
+ if(emits_right) right_logp = post[v][jp_v][dp_v];
+ }
+
+ /* fill pcode arrays with posterior characters */
+ if (emits_left) {
+ p = Fscore2postcode(left_logp - res_logp[ip]);
+ sump += FScore2Prob(left_logp - res_logp[ip], 1.);
+ if(p > 100) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d > 1.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p < 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d < 0.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p == 100) {
+ pcode1[i-1] = '*';
+ pcode2[i-1] = '*';
+ }
+ else {
+ pcode1[i-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = '0' + (char) (p % 10);
+ }
+ }
+ if (emits_right) {
+ p = Fscore2postcode(right_logp - res_logp[jp]);
+ sump += FScore2Prob((right_logp - res_logp[jp]), 1.);
+ if(p > 100) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d > 1.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p < 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "CMPostalCodeHB(): discretized probability for v: %d j: %d d: %d < 0.00 (%.2f)", v, j, d, (float) p / 100.);
+ if(p == 100) {
+ pcode1[j-1] = '*';
+ pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ }
+ }
+ }
+ pcode1[L] = '\0';
+ pcode2[L] = '\0';
+ free(res_logp);
+ if(ret_pcode1 != NULL) *ret_pcode1 = pcode1;
+ else free(pcode1);
+ if(ret_pcode2 != NULL) *ret_pcode2 = pcode2;
+ else free(pcode2);
+ if(ret_avgp != NULL) *ret_avgp = sump / (float) L;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "CMPostalCodeHB(): Memory allocation error.");
+ return status; /* never reached */
+}
+
+char **
+alloc_jdbanded_vjd_yshadow_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax)
+{
+ int status;
+ char **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+ int jfirst, jlast;
+
+ if(jmin < (i-1) || jmax > j) {
+ cm_Fail("called alloc_jdbanded_vjd_yshadow_deck for i-1: %d j: %d which is outside the band on j, jmin: %d | jmax: %d\n", i-1, j, jmin, jmax);
+ }
+
+ ESL_ALLOC(a, sizeof(float *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ jfirst = ((i-1) > jmin) ? (i-1) : jmin;
+ jlast = (j < jmax) ? j : jmax;
+ for (jp = (jlast-jfirst+1); jp <= L; jp++) a[jp] = NULL;
+
+ /* jfirst is the first valid j, jlast is the last */
+ for (jp = jfirst; jp <= jlast; jp++)
+ {
+ /*printf("jp: %d | max : %d\n", jp, (jlast)); */
+ ESL_DASSERT1((hdmax[jp-jmin] <= (jp+1)));
+ /* Based on my current understanding the above line should never be false, if it is means there's a valid d
+ * in the hd band that is invalid because its > j.*/
+ bw = hdmax[jp-jmin] - hdmin[jp-jmin] +1;
+
+ /*printf("\tallocated a[%d]\n", (jp-jfirst));*/
+ ESL_ALLOC(a[jp-jfirst], sizeof(char) * bw);
+ }
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+int**
+alloc_jdbanded_vjd_kshadow_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax)
+{
+ int status;
+ int **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+ int jfirst, jlast;
+
+ if(jmin < (i-1) || jmax > j) {
+ cm_Fail("ERROR called alloc_jdbanded_vjd_kshadow_deck for i-1: %d j: %d which is outside the band on j, jmin: %d | jmax: %d\n", i-1, j, jmin, jmax);
+ }
+ ESL_ALLOC(a, sizeof(float *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ jfirst = ((i-1) > jmin) ? (i-1) : jmin;
+ jlast = (j < jmax) ? j : jmax;
+ for (jp = (jlast-jfirst+1); jp <= L; jp++) a[jp] = NULL;
+
+ /* jfirst is the first valid j, jlast is the last */
+ for (jp = jfirst; jp <= jlast; jp++)
+ {
+ ESL_DASSERT1((hdmax[jp-jmin] <= (jp+1)));
+ bw = hdmax[jp-jmin] - hdmin[jp-jmin] +1;
+ ESL_ALLOC(a[jp-jfirst], sizeof(int) * bw);
+ }
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/*****************************************************************
+ * Benchmark driver
+ *****************************************************************/
+#ifdef IMPL_ALIGN_BENCHMARK
+/* gcc -g -O2 -DHAVE_CONFIG_H -I../easel -c old_cm_dpalign.c
+ * gcc -o benchmark-align -g -O2 -I. -L. -I../easel -L../easel -DIMPL_ALIGN_BENCHMARK cm_dpalign.c old_cm_dpalign.o -linfernal -leasel -lm
+ * mpicc -g -O2 -DHAVE_CONFIG_H -I../easel -c old_cm_dpalign.c
+ * mpicc -o benchmark-align -g -O2 -I. -L. -I../easel -L../easel -DIMPL_ALIGN_BENCHMARK cm_dpalign.c old_cm_dpalign.o -linfernal -leasel -lm
+ * icc -g -O3 -static -DHAVE_CONFIG_H -I../easel -c old_cm_dpalign.c
+ * icc -o benchmark-align -O3 -static -I. -L. -I../easel -L../easel -DIMPL_ALIGN_BENCHMARK cm_dpalign.c old_cm_dpalign.o -linfernal -leasel -lm
+ * ./benchmark-align <cmfile>
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include <esl_getopts.h>
+#include <esl_histogram.h>
+#include <esl_random.h>
+#include <esl_sqio.h>
+#include <esl_stats.h>
+#include <esl_stopwatch.h>
+#include <esl_vectorops.h>
+#include <esl_wuss.h>
+
+#include "funcs.h" /* function declarations */
+#include "old_funcs.h" /* old function declarations (from v0.81)*/
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "set random number seed randomly", 0 },
+ { "-s", eslARG_INT, "33", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-e", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "emit sequences from CM, don't randomly create them", 0 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "configure CM/HMM for local alignment", 0 },
+ { "-N", eslARG_INT, "1", NULL, "n>0", NULL, NULL, NULL, "number of target seqs", 0 },
+ { "-L", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "length of random target seqs, default: consensus length", 0 },
+ { "-o", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute original CYK HMM banded alignment implementation", 0 },
+ { "--sums", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use posterior sums during HMM band calculation (widens bands)", 0 },
+ { "--dlev", eslARG_INT, "0", NULL, "0<=n<=3",NULL,NULL,NULL, "set verbosity of debugging print statements to <n>", 0 },
+ { "--hmmcheck",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "check that HMM posteriors are correctly calc'ed", 0 },
+ { "--cmcheck", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "check that HMM posteriors are correctly calc'ed", 0 },
+ { "--optacc", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute optimal accuracy HMM banded alignment alg", 0 },
+ { "--post", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute fast float HMM banded Inside/Outside alignment algs", 0 },
+ { "--ofpost", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute slow float HMM banded Inside/Outside alignment algs", 0 },
+ { "--oipost", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute slow int HMM banded Inside/Outside alignment algs", 0 },
+ { "--mxsize", eslARG_REAL, "256.0", NULL, "x>0.",NULL, NULL, NULL, "set maximum allowable DP matrix size to <x> (Mb)", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "benchmark driver for fast HMM banded CYK alignment and scanning algorithm";
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ CM_t *cm;
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ ESL_RANDOMNESS *r = NULL;
+ ESL_ALPHABET *abc = NULL;
+ int i;
+ float sc;
+ /*float bsc;
+ int v;
+ int b;*/
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open input CM file stream */
+ int L; /* length of sequence */
+ int do_random;
+ int N = esl_opt_GetInteger(go, "-N");
+ seqs_to_aln_t *seqs_to_aln; /* sequences to align, either randomly created, or emitted from CM (if -e) */
+ CM_HB_MX *fout_mx;
+ char errbuf[cmERRBUFSIZE];
+
+ int ***oialpha;
+ float ***ofalpha;
+ float size_limit = esl_opt_GetReal(go, "--mxsize");
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ do_random = TRUE;
+ if(esl_opt_GetBoolean(go, "-e")) do_random = FALSE;
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if (!(CMFileRead(cmfp, &abc, &cm))) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ /* determine sequence length */
+ if(esl_opt_IsDefault(go, "-L")) L = cm->clen;
+ else L = esl_opt_GetInteger(go, "-L");
+
+ /* configure CM for HMM banded alignment */
+ cm->config_opts |= CM_CONFIG_ZEROINSERTS;
+ cm->align_opts |= CM_ALIGN_HBANDED;
+ if(esl_opt_GetBoolean(go, "--sums")) cm->align_opts |= CM_ALIGN_SUMS;
+
+ if(esl_opt_GetBoolean(go, "-l")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ if(esl_opt_GetBoolean(go, "--hmmcheck")) cm->align_opts |= CM_ALIGN_CHECKFB;
+
+ ConfigCM(cm, FALSE); /* FALSE says don't bother calc'ing W, we won't need it */
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /* get sequences */
+ if(do_random) {
+ double *dnull;
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ /* get gamma[0] from the QDB calc alg, which will serve as the length distro for random seqs */
+ int safe_windowlen = cm->clen * 2;
+ double **gamma = NULL;
+ while(!(BandCalculationEngine(cm, safe_windowlen, DEFAULT_HS_BETA, TRUE, NULL, NULL, &(gamma), NULL))) {
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("Error trying to get gamma[0], safe_windowlen big: %d\n", safe_windowlen);
+ }
+ seqs_to_aln = RandomEmitSeqsToAln(r, cm->abc, dnull, 1, N, gamma[0], safe_windowlen, FALSE);
+ FreeBandDensities(cm, gamma);
+ free(dnull);
+ }
+ else /* don't randomly generate seqs, emit them from the CM */
+ seqs_to_aln = CMEmitSeqsToAln(r, cm, 1, N, FALSE, NULL, FALSE);
+
+ /* create the matrix, it'll be empty initially */
+ if(esl_opt_GetBoolean(go, "--post") || esl_opt_GetBoolean(go, "--optacc")) {
+ fout_mx = cm_hb_mx_Create(cm->M);
+ }
+ int do_check = esl_opt_GetBoolean(go, "--cmcheck");
+ for (i = 0; i < N; i++)
+ {
+ L = seqs_to_aln->sq[i]->n;
+
+ esl_stopwatch_Start(w);
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, seqs_to_aln->sq[i]->dsq, 1, L, cm->cp9b, FALSE, 0)) != eslOK) cm_Fail(errbuf);
+ esl_stopwatch_Stop(w);
+ printf("%4d %-30s %17s", i+1, "Exptl Band calc:", "");
+ esl_stopwatch_Display(stdout, w, "CPU time: ");
+
+ esl_stopwatch_Start(w);
+ if((status = FastAlignHB(cm, errbuf, seqs_to_aln->sq[i]->dsq, L, 1, L, size_limit, cm->hbmx, FALSE, NULL, NULL, NULL, NULL, &sc, NULL)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastAlignHB() CYK:", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ /* fpfast = fopen("tempfast", "w");
+ ParsetreeDump(fpfast, fasttr, cm, seqs_to_aln->sq[i]->dsq, NULL, NULL); */
+
+ if(esl_opt_GetBoolean(go, "-o")) {
+ esl_stopwatch_Start(w);
+ /* sc = CYKInside_b_jd(cm, seqs_to_aln->sq[i]->dsq, L, 0, 1, L, &slowtr, cp9b->jmin, */
+ sc = CYKInside_b_jd(cm, seqs_to_aln->sq[i]->dsq, L, 0, 1, L, NULL, cm->cp9b->jmin,
+ cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax, cm->cp9b->safe_hdmin, cm->cp9b->safe_hdmax);
+ printf("%4d %-30s %10.4f bits ", (i+1), "CYKInside_b_jd() SLOW:", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ /*fpslow = fopen("tempslow", "w");
+ ParsetreeDump(fpslow, slowtr, cm, seqs_to_aln->sq[i]->dsq, NULL, NULL);*/
+ }
+
+ if(esl_opt_GetBoolean(go, "--post")) {
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ if((status = FastInsideAlignHB(cm, errbuf, seqs_to_aln->sq[i]->dsq, 1, L, size_limit, cm->hbmx, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastInsideAlignHB():", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ if((status = FastOutsideAlignHB(cm, errbuf, seqs_to_aln->sq[i]->dsq, 1, L, size_limit, fout_mx, cm->hbmx, do_check, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastOutsideAlignHB():", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if(esl_opt_GetBoolean(go, "--optacc")) {
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ if((status = FastAlignHB(cm, errbuf, seqs_to_aln->sq[i]->dsq, L, 1, L, size_limit, cm->hbmx, TRUE, fout_mx, NULL, NULL, NULL, &sc, NULL)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastAlignHB() OA:", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ /* do old int Inside/Outside if requested */
+ if(esl_opt_GetBoolean(go, "--oipost")) {
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ sc = IInside_b_jd_me(cm, seqs_to_aln->sq[i]->dsq, 1, L,
+ TRUE, /* save full alpha so we can run outside */
+ NULL, &oialpha, /* fill alpha, and return it, needed for IOutside() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ esl_opt_GetBoolean(go, "-l"), /* TRUE to allow local begins */
+ cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax); /* j and d bands */
+ printf("%4d %-30s %10.4f bits ", (i+1), "IInside_b_jd_me(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ sc = IOutside_b_jd_me(cm, seqs_to_aln->sq[i]->dsq, 1, L,
+ TRUE, /* save full beta */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ esl_opt_GetBoolean(go, "-l"), /* TRUE to allow local begins */
+ oialpha, NULL, /* alpha matrix from IInside(), and don't save it for CMPosterior*/
+ do_check, /* TRUE to check Outside probs agree with Inside */
+ cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax); /* j and d bands */
+ printf("%4d %-30s %10.4f bits ", (i+1), "IOutside_b_jd_me(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ /* do old float Inside/Outside if requested */
+ if(esl_opt_GetBoolean(go, "--ofpost")) {
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ sc = FInside_b_jd_me(cm, seqs_to_aln->sq[i]->dsq, 1, L,
+ TRUE, /* save full alpha so we can run outside */
+ NULL, &ofalpha, /* fill alpha, and return it, needed for IOutside() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ esl_opt_GetBoolean(go, "-l"), /* TRUE to allow local begins */
+ cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax); /* j and d bands */
+ printf("%4d %-30s %10.4f bits ", (i+1), "FInside_b_jd_me(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ /* need alpha matrix from Inside to do Outside */
+ sc = FOutside_b_jd_me(cm, seqs_to_aln->sq[i]->dsq, 1, L,
+ TRUE, /* save full beta */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ esl_opt_GetBoolean(go, "-l"), /* TRUE to allow local begins */
+ ofalpha, NULL, /* alpha matrix from FInside(), and don't save it */
+ do_check, /* TRUE to check Outside probs agree with Inside */
+ cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax); /* j and d bands */
+ printf("%4d %-30s %10.4f bits ", (i+1), "FOutside_b_jd_me(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ printf("\n");
+ }
+
+ if(esl_opt_GetBoolean(go, "--post") || esl_opt_GetBoolean(go, "--optacc")) {
+ cm_hb_mx_Destroy(fout_mx);
+ }
+ FreeCM(cm);
+ esl_alphabet_Destroy(abc);
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ esl_randomness_Destroy(r);
+ FreeSeqsToAln(seqs_to_aln);
+
+ return 0;
+
+ ERROR:
+ cm_Fail("memory allocation error");
+ return 0; /* NEVERREACHED */
+}
+#endif /*IMPL_ALIGN_BENCHMARK*/
diff --git a/src/cm_dpsearch.c b/src/cm_dpsearch.c
new file mode 100644
index 0000000..1fe9be6
--- /dev/null
+++ b/src/cm_dpsearch.c
@@ -0,0 +1,5847 @@
+/* cm_dpsearch.c
+ *
+ * DP functions for CYK and Inside CM similarity search, includes
+ * fast (optimized) and reference versions.
+ *
+ * All CYK/Inside scanning functions were rewritten between
+ * versions 0.81 and 1.0 Here's a list of the 1.0 functions
+ * and their 0.81 analogs. All the 1.0 functions listed are in
+ * this file (cm_dpsearch.c).
+ *
+ * 1.0 fast version 1.0 slow version 0.81 version
+ * ---------------- ---------------- -------------
+ * FastCYKScan() RefCYKScan() scancyk.c:CYKScan()
+ * bandcyk.c:CYKBandedScan()
+ * FastIInsideScan() RefIInsideScan() scaninside.c:InsideScan()
+ * scaninside.c:InsideBandedScan()
+ * FastFInsideScan() RefFInsideScan() NONE
+ * FastCYKScanHB() NONE hbandcyk.c:CYKBandedScan_jd()
+ * NONE NONE hbandcyk.c:iInsideBandedScan_jd()
+ * FastFInsideScanHB() NONE NONE
+ *
+ * The 1.0 functions that end in 'HB()' use HMM bands to perform
+ * the search.
+ * The 1.0 non-HB functions can be run with QDB on or off, which
+ * is implicit in the cm->smx ScanMatrix_t data structure,
+ * which includes min/max d values for each state.
+ *
+ * EPN, Wed Sep 12 16:53:32 2007
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_sqio.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+#define TSC(s,k) (tsc[(v) * MAXCONNECT + (s)])
+#define AMX(j,v,d) (alphap[(j * cm->M * (W+1)) + ((v) * (W+1) + d)])
+
+/* Function: FastCYKScan()
+ * Date: EPN, Wed Sep 12 16:55:28 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * an optimized CYK scanning algorithm. Query-dependent
+ * bands are used or not used as specified in ScanMatrix_t <cm->smx>.
+ *
+ * Args: cm - the covariance model, must have valid scanmatrix (si)
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with FastFInsideScan() and FastIInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on succes;
+ * <ret_sc> is score of best overall hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ */
+int
+FastCYKScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int dp_y; /* offset d for state y */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ float *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ float **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, dsq is NULL\n");
+ if(cm->search_opts & CM_SEARCH_INSIDE) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, CM_SEARCH_INSIDE flag raised");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, smx == NULL\n");
+ if(! (smx->flags & cmSMX_HAS_FLOAT)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, ScanMatrix's cmSMX_HAS_FLOAT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ float ***alpha = smx->falpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ float ***alpha_begl = smx->falpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ float **esc_vAA = cm->oesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * (W+1)));
+ esl_vec_FSet(sc_v, (W+1), IMPOSSIBLE);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = FCalcInitDPScores(cm);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ float sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ float const *esc_v = esc_vAA[v];
+ float const *tsc_v = cm->tsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ float esc_j = IMPOSSIBLE;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ESL_MAX(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ESL_MAX (sc, alpha[jp_y][y+yoffset][d - sd] + cm->tsc[v][yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ float const *arow0;
+ float const *arow1;
+ float const *arow2;
+ float const *arow3;
+ float const *arow4;
+ float const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow4[dp_y] + tsc_v[4]);
+ sc = ESL_MAX(sc, arow3[dp_y] + tsc_v[3]);
+ sc = ESL_MAX(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ESL_MAX(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc = ESL_MAX(sc, init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc = ESL_MAX(sc, init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ /* MP states can't have 5 children */
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+ } /* end of switch(cnum) */
+ /* for (d = dn; d <= dx; d++)
+ printf("alpha[j:%d][v:%d][d:%d]: %10.4f\n", j, v, d, alpha[jp_v][v][d]); */
+ } /* end of else if (v == IL_st || v == IR_st) */
+ else { /* this else is entered if cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st */
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ float const *arow0;
+ float const *arow1;
+ float const *arow2;
+ float const *arow3;
+ float const *arow4;
+ float const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow4[dp_y] + tsc_v[4]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ESL_MAX(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ESL_MAX(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for (d = dn; d <= dx; d++, dp_y++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ }
+ break;
+ } /* end of switch(cnum) */
+ /* add in emission score (if any), and set alpha[jp_v][v][d] cell */
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]];
+ }
+ break;
+ case EMITNONE:
+ for (d = dn; d <= dx; d++)
+ alpha[jp_v][v][d] = sc_v[d];
+ break;
+ case EMITRIGHT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_j;
+ }
+ break;
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ } /* end of switch (emitmode) */
+ } /* end of else (cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha[jp_v][v][d]);
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha_begl[jp_v][v][d]);
+ }
+ /* if(cm->stid[v] != BEGL_S)
+ for (d = dn; d <= dx; d++) { printf("alpha[j:%4d][v:%4d][d:%4d]: %.5f\n", j, v, d, alpha[jp_v][v][d]); }*/
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ float const *tsc_v = cm->tsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(IMPOSSIBLE, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ESL_MAX (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y])) {
+ if(cm->stid[y] == BEGL_S)
+ {
+ jp_y = j % (W+1);
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /* Is this more efficient:?
+ bestr[d] = (alpha[jp_v][0][d] > (alpha_begl[jp_y][y][d] + cm->beginsc[y])) ? bestr[d] : y;
+ alpha[jp_v][0][d] = ESL_MAX(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->beginsc[y]); */
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ {
+ /* Is this more efficient:?
+ bestr[d] = (alpha[jp_v][0][d] > (alpha[jp_y][y][d] + cm->beginsc[y])) ? bestr[d] : y;
+ alpha[jp_v][0][d] = ESL_MAX(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->beginsc[y]); */
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, alpha[jp_v][0][d]);
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, alpha[jp_v][0], dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, TRUE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+ ESL_DPRINTF1(("FastCYKScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+
+/* Function: FastIInsideScan()
+ * Date: EPN, Tue Nov 6 05:42:44 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * an optimized Inside scanning algorithm that uses integer scores.
+ * Query-dependent bands are used or not used as specified in
+ * ScanMatrix_t <si>.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * si - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with FastCYKScan() and FastFInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on succes;
+ * <ret_sc> is score of best Inside hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+FastIInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int dp_y; /* offset d for state y */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ int *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ int **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ float *gamma_row; /* holds floatized scores for updating gamma matrix, only really used if results != NULL */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /*printf("TEMP in FastIInsideScan(): i0: %d j0: %d\n", i0, j0);*/
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, smx == NULL\n");
+ if(! (cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (smx->flags & cmSMX_HAS_INT)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, ScanMatrix's cmSMX_HAS_INT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastIInsideScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ int ***alpha = smx->ialpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ int ***alpha_begl = smx->ialpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ int **esc_vAA = cm->ioesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * (W+1)));
+ esl_vec_ISet(sc_v, (W+1), -INFTY);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = ICalcInitDPScores(cm);
+
+ /* allocate/initialize gamma_row, only used for updating gamma if results != NULL */
+ ESL_ALLOC(gamma_row, sizeof(float) * (W+1));
+ esl_vec_FSet(gamma_row, (W+1), IMPOSSIBLE);
+
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ int sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ int const *esc_v = esc_vAA[v];
+ int const *tsc_v = cm->itsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ int esc_j = -INFTY;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ILogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum (sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow4[dp_y] + tsc_v[4]);
+ sc = ILogsum(sc, arow3[dp_y] + tsc_v[3]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc = ILogsum(sc, init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ /* MP states can't have 5 children */
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+ } /* end of switch(cnum) */
+ /* for (d = dn; d <= dx; d++)
+ printf("alpha[j:%d][v:%d][d:%d]: %10.4f\n", j, v, d, alpha[jp_v][v][d]); */
+ } /* end of else if (v == IL_st || v == IR_st) */
+ else { /* this else is entered if cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st */
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ILogsum(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ILogsum(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc_v[d] = ILogsum(sc_v[d], arow4[dp_y] + tsc_v[4]);
+ sc_v[d] = ILogsum(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ILogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ILogsum(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ILogsum(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ILogsum(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ILogsum(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for (d = dn; d <= dx; d++, dp_y++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ILogsum(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ }
+ break;
+ } /* end of switch(cnum) */
+ /* add in emission score (if any), and set alpha[jp_v][v][d] cell */
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]];
+ }
+ break;
+ case EMITNONE:
+ for (d = dn; d <= dx; d++)
+ alpha[jp_v][v][d] = sc_v[d];
+ break;
+ case EMITRIGHT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_j;
+ }
+ break;
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ } /* end of switch (emitmode) */
+ } /* end of else (cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha[jp_v][v][d]));
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha_begl[jp_v][v][d]));
+ }
+ /*if(cm->stid[v] != BEGL_S)
+ for (d = dn; d <= dx; d++) { printf("alpha[j:%4d][v:%4d][d:%4d]: %.5f\n", j, v, d, alpha[jp_v][v][d]); }*/
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ int const *tsc_v = cm->itsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(-INFTY, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ILogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(cm->ibeginsc[y] != -INFTY) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = jp_wA[0];
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, Scorify(alpha[jp_v][0][d]));
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) {
+ for(d = dnA[0]; d <= dxA[0]; d++) { gamma_row[d] = Scorify(alpha[jp_v][0][d]); }
+ if(results != NULL) if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, gamma_row, dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ }
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(gamma_row);
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("FastIInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+
+/* Function: XFastIInsideScan()
+ * Date: EPN, Tue Nov 6 05:42:44 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * an optimized Inside scanning algorithm that uses integer scores.
+ * Query-dependent bands are used or not used as specified in
+ * ScanMatrix_t <si>.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with FastCYKScan() and FastFInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on succes;
+ * <ret_sc> is score of best Inside hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+XFastIInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int dp_y; /* offset d for state y */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ int *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ int **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ float *gamma_row; /* holds floatized scores for updating gamma matrix, only really used if results != NULL */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideScan, smx == NULL\n");
+ if(! (cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (smx->flags & cmSMX_HAS_INT)) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideScan, ScanMatrix's cmSMX_HAS_INT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "XFastIInsideCYKScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ int ***alpha = smx->ialpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ int ***alpha_begl = smx->ialpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ int **esc_vAA = cm->ioesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(int) * (W+1)));
+ esl_vec_ISet(sc_v, (W+1), -INFTY);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = ICalcInitDPScores(cm);
+
+ /* allocate/initialize gamma_row, only used for updating gamma if results != NULL */
+ ESL_ALLOC(gamma_row, sizeof(float) * W+1);
+ esl_vec_FSet(gamma_row, (W+1), IMPOSSIBLE);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ int sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ int const *esc_v = esc_vAA[v];
+ int const *tsc_v = cm->itsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ int esc_j = -INFTY;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ILogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S st */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum (sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(init_scAA[v][dp_y],
+ arow0[dp_y] + tsc_v[0]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow4[dp_y] + tsc_v[4]);
+ sc = ILogsum(sc, arow3[dp_y] + tsc_v[3]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc = ILogsum(sc, init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ /* MP states can't have 5 children */
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ILogsum(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+ } /* end of switch(cnum) */
+ /* for (d = dn; d <= dx; d++)
+ printf("alpha[j:%d][v:%d][d:%d]: %10.4f\n", j, v, d, alpha[jp_v][v][d]); */
+ } /* end of else if (v == IL_st || v == IR_st) */
+ else { /* this else is entered if cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st */
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ILogsum(init_scAA[v][dp_y],
+ alpha[jp_y][y][dp_y] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ sc_v[d] = ILogsum(sc_v[d], alpha[jp_y][y+yoffset][dp_y] + tsc_v[yoffset]);
+ }
+ /* add in emission score (if any), and set alpha[jp_v][v][d] cell */
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]];
+ }
+ break;
+ case EMITNONE:
+ for (d = dn; d <= dx; d++)
+ alpha[jp_v][v][d] = sc_v[d];
+ break;
+ case EMITRIGHT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_j;
+ }
+ break;
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ } /* end of switch (emitmode) */
+ } /* end of else (cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha[jp_v][v][d]));
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha_begl[jp_v][v][d]));
+ }
+ /* if(cm->stid[v] != BEGL_S)
+ for (d = dn; d <= dx; d++) { printf("alpha[j:%4d][v:%4d][d:%4d]: %.5f\n", j, v, d, alpha[jp_v][v][d]); }*/
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ int const *tsc_v = cm->itsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(-INFTY, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ILogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(cm->ibeginsc[y] != -INFTY) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = jp_wA[0];
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, Scorify(alpha[jp_v][0][d]));
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) {
+ for(d = dnA[0]; d <= dxA[0]; d++) { gamma_row[d] = Scorify(alpha[jp_v][0][d]); }
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, gamma_row, dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ }
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ free(gamma_row);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("XFastIInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+
+/* Function: X2FastIInsideScan()
+ * Date: EPN, Tue Nov 6 05:42:44 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * an optimized Inside scanning algorithm that uses integer scores.
+ * Query-dependent bands are used or not used as specified in
+ * ScanMatrix_t <si>.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with FastCYKScan() and FastFInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on succes;
+ * <ret_sc> is score of best Inside hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+X2FastIInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int dp_y; /* offset d for state y */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ int *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ int **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ float *gamma_row; /* holds floatized scores for updating gamma matrix, only really used if results != NULL */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, smx == NULL\n");
+ if(! (cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (smx->flags & cmSMX_HAS_INT)) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, ScanMatrix's cmSMX_HAS_INT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "X2FastIInsideScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ int ***alpha = smx->ialpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ int ***alpha_begl = smx->ialpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ int **esc_vAA = cm->ioesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * (W+1)));
+ esl_vec_ISet(sc_v, (W+1), -INFTY);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = ICalcInitDPScores(cm);
+
+ /* allocate/initialize gamma_row, only used for updating gamma if results != NULL */
+ ESL_ALLOC(gamma_row, sizeof(float) * W+1);
+ esl_vec_FSet(gamma_row, (W+1), IMPOSSIBLE);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ int sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ int const *esc_v = esc_vAA[v];
+ int const *tsc_v = cm->itsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ int esc_j = -INFTY;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ILogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S st */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum (sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = init_scAA[v][dp_y];
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = init_scAA[v][dp_y];
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = init_scAA[v][dp_y];
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow3[dp_y] + tsc_v[3]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = init_scAA[v][dp_y];
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow3[dp_y] + tsc_v[3]);
+ sc = ILogsum(sc, arow4[dp_y] + tsc_v[4]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = init_scAA[v][dp_y];
+ sc = ILogsum(sc, arow0[dp_y] + tsc_v[0]);
+ sc = ILogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ILogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ILogsum(sc, arow3[dp_y] + tsc_v[3]);
+ sc = ILogsum(sc, arow4[dp_y] + tsc_v[4]);
+ sc = ILogsum(sc, arow5[dp_y] + tsc_v[5]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+ } /* end of switch(cnum) */
+ /* for (d = dn; d <= dx; d++)
+ printf("alpha[j:%d][v:%d][d:%d]: %10.4f\n", j, v, d, alpha[jp_v][v][d]); */
+ } /* end of else if (v == IL_st || v == IR_st) */
+ else { /* this else is entered if cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st */
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = init_scAA[v][dp_y];
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ }
+ break;
+
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = init_scAA[v][dp_y];
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ }
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = init_scAA[v][dp_y];
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ILogsum(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ }
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = init_scAA[v][dp_y];
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ILogsum(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ILogsum(sc_v[d], arow4[dp_y] + tsc_v[4]);
+ }
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = init_scAA[v][dp_y];
+ sc_v[d] = ILogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ sc_v[d] = ILogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ILogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ILogsum(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ILogsum(sc_v[d], arow4[dp_y] + tsc_v[4]);
+ sc_v[d] = ILogsum(sc_v[d], arow5[dp_y] + tsc_v[5]);
+ }
+ break;
+ } /* end of switch(cnum) */
+ /* add in emission score (if any), and set alpha[jp_v][v][d] cell */
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]];
+ }
+ break;
+ case EMITNONE:
+ for (d = dn; d <= dx; d++)
+ alpha[jp_v][v][d] = sc_v[d];
+ break;
+ case EMITRIGHT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_j;
+ }
+ break;
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ } /* end of switch (emitmode) */
+ } /* end of else (cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha[jp_v][v][d]));
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha_begl[jp_v][v][d]));
+ }
+ /*if(cm->stid[v] != BEGL_S)
+ for (d = dn; d <= dx; d++) { printf("alpha[j:%4d][v:%4d][d:%4d]: %.5f\n", j, v, d, alpha[jp_v][v][d]); }*/
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ int const *tsc_v = cm->itsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(-INFTY, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ILogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(cm->ibeginsc[y] != -INFTY) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = jp_wA[0];
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, Scorify(alpha[jp_v][0][d]));
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) {
+ for(d = dnA[0]; d <= dxA[0]; d++) { gamma_row[d] = Scorify(alpha[jp_v][0][d]); }
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, gamma_row, dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ }
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ free(gamma_row);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("XFastIInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+
+/* Function: FastFInsideScan()
+ * Date: EPN, Wed Sep 12 16:55:28 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * an optimized Inside scanning algorithm that uses float scores.
+ * Query-dependent bands are used or not used as specified in
+ * ScanMatrix_t <si>.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with FastCYKScan() and FastIInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on succes;
+ * <ret_sc> is score of best Inside hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+FastFInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int dp_y; /* offset d for state y */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ float *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ float **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, smx == NULL\n");
+ if(!(cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (cm->smx->flags & cmSMX_HAS_FLOAT)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, ScanMatrix's cmSMX_HAS_FLOAT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ float ***alpha = smx->falpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ float ***alpha_begl = smx->falpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ float **esc_vAA = cm->oesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * (W+1)));
+ esl_vec_FSet(sc_v, (W+1), IMPOSSIBLE);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = FCalcInitDPScores(cm);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ float sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ float const *esc_v = esc_vAA[v];
+ float const *tsc_v = cm->tsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ float esc_j = IMPOSSIBLE;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = FLogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S st */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = FLogsum (sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ float const *arow0;
+ float const *arow1;
+ float const *arow2;
+ float const *arow3;
+ float const *arow4;
+ float const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = FLogsum(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc = FLogsum(sc, init_scAA[v][dp_y]);
+ sc = FLogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = FLogsum(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc = FLogsum(sc, arow4[dp_y] + tsc_v[4]);
+ sc = FLogsum(sc, arow3[dp_y] + tsc_v[3]);
+ sc = FLogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = FLogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = FLogsum(sc, arow0[dp_y] + tsc_v[0]);
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = FLogsum(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc = FLogsum(sc, init_scAA[v][dp_y]);
+ sc = FLogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = FLogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = FLogsum(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc = FLogsum(sc, init_scAA[v][dp_y]);
+ sc = FLogsum(sc, arow1[dp_y] + tsc_v[1]);
+ sc = FLogsum(sc, arow2[dp_y] + tsc_v[2]);
+ sc = FLogsum(sc, arow0[dp_y] + tsc_v[0]);
+
+ /* add in emission score, if any */
+ switch (emitmode) {
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ /* MP states can't have 5 children */
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = FLogsum(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc = FLogsum(sc, arow0[dp_y] + tsc_v[0]);
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+ } /* end of switch(cnum) */
+ /* for (d = dn; d <= dx; d++)
+ printf("alpha[j:%d][v:%d][d:%d]: %10.4f\n", j, v, d, alpha[jp_v][v][d]); */
+ } /* end of else if (v == IL_st || v == IR_st) */
+ else { /* this else is entered if cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st */
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ float const *arow0;
+ float const *arow1;
+ float const *arow2;
+ float const *arow3;
+ float const *arow4;
+ float const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = FLogsum(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = FLogsum(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = FLogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = FLogsum(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc_v[d] = FLogsum(sc_v[d], arow4[dp_y] + tsc_v[4]);
+ sc_v[d] = FLogsum(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = FLogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = FLogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = FLogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = FLogsum(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = FLogsum(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = FLogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = FLogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = FLogsum(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = FLogsum(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = FLogsum(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = FLogsum(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = FLogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for (d = dn; d <= dx; d++, dp_y++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = FLogsum(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc_v[d] = FLogsum(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ }
+ break;
+ } /* end of switch(cnum) */
+ /* add in emission score (if any), and set alpha[jp_v][v][d] cell */
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]];
+ }
+ break;
+ case EMITNONE:
+ for (d = dn; d <= dx; d++)
+ alpha[jp_v][v][d] = sc_v[d];
+ break;
+ case EMITRIGHT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_j;
+ }
+ break;
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ } /* end of switch (emitmode) */
+ } /* end of else (cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha[jp_v][v][d]);
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha_begl[jp_v][v][d]);
+ }
+ /*if(cm->stid[v] != BEGL_S)
+ for (d = dn; d <= dx; d++) { printf("alpha[j:%4d][v:%4d][d:%4d]: %.5f\n", j, v, d, alpha[jp_v][v][d]); }*/
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ float const *tsc_v = cm->tsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(IMPOSSIBLE, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = FLogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y])) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = jp_wA[0];
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->beginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = FLogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->beginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, alpha[jp_v][0][d]);
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, alpha[jp_v][0], dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("FastFInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEINCOMPAT, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+
+/* Function: RefCYKScan()
+ * Date: EPN, Wed Sep 12 16:55:28 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * a reference CYK scanning algorithm. Query-dependent
+ * bands are used or not used as specified in ScanMatrix_t <si>.
+ *
+ * This function is slower, but easier to understand than the
+ * FastCYKScan() version.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with RefIInsideScan() and RefCYKScan()
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on succes;
+ * <ret_sc> is score of best overall hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+RefCYKScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ float **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, smx == NULL\n");
+ if(cm->search_opts & CM_SEARCH_INSIDE) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, CM_SEARCH_INSIDE flag raised");
+ if(! (cm->smx->flags & cmSMX_HAS_FLOAT)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, ScanMatrix's cmSMX_HAS_FLOAT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefCYKScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ float ***alpha = smx->falpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ float ***alpha_begl = smx->falpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ float **esc_vAA = cm->oesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = FCalcInitDPScores(cm);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ float sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ float const *esc_v = esc_vAA[v];
+ float const *tsc_v = cm->tsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ float esc_j = IMPOSSIBLE;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ESL_MAX(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S st */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ESL_MAX(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else { /* ! B_st, ! BEGL_S st */
+ y = cm->cfirst[v];
+ i = j - dnA[v] + 1;
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ESL_MAX(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]];
+ break;
+ case EMITNONE:
+ alpha[jp_v][v][d] = sc;
+ break;
+ case EMITRIGHT:
+ alpha[jp_v][v][d] = sc + esc_j;
+ break;
+ case EMITPAIR:
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ break;
+ } /* end of switch emitmode */
+ } /* end of for d loop */
+ } /* end of else (which was entered if ! B_st && ! BEGL_S st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha[jp_v][v][d]);
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha_begl[jp_v][v][d]);
+ }
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ float const *tsc_v = cm->tsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(IMPOSSIBLE, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ESL_MAX (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y])) {
+ if(cm->stid[y] == BEGL_S)
+ {
+ jp_y = j % (W+1);
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /* Is this more efficient:?
+ bestr[d] = (alpha[jp_v][0][d] > (alpha_begl[jp_y][y][d] + cm->beginsc[y])) ? bestr[d] : y;
+ alpha[jp_v][0][d] = ESL_MAX(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->beginsc[y]); */
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ {
+ /* Is this more efficient:?
+ bestr[d] = (alpha[jp_v][0][d] > (alpha[jp_y][y][d] + cm->beginsc[y])) ? bestr[d] : y;
+ alpha[jp_v][0][d] = ESL_MAX(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->beginsc[y]); */
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, alpha[jp_v][0][d]);
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, alpha[jp_v][0], dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, TRUE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(init_scAA[0]);
+ free(init_scAA);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("RefCYKScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: RefIInsideScan()
+ * Date: EPN, Tue Nov 6 06:13:35 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * a reference CYK scanning algorithm. Query-dependent
+ * bands are used or not used as specified in ScanMatrix_t <si>.
+ *
+ * This function is slower, but easier to understand than the
+ * FastCYKScan() version.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with RefCYKScan() and RefFInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on success
+ * <ret_sc> is score of best overall hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+RefIInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ int **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ float *gamma_row; /* holds floatized scores for updating gamma matrix, only really used if results != NULL */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, smx == NULL\n");
+ if(! (cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (smx->flags & cmSMX_HAS_INT)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, ScanMatrix's cmSMX_HAS_INT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefIInsideScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ int ***alpha = smx->ialpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ int ***alpha_begl = smx->ialpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ int **esc_vAA = cm->ioesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = ICalcInitDPScores(cm);
+
+ /* allocate/initialize gamma_row, only used for updating gamma if results != NULL */
+ ESL_ALLOC(gamma_row, sizeof(float) * W+1);
+ esl_vec_FSet(gamma_row, (W+1), IMPOSSIBLE);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ int sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ int const *esc_v = esc_vAA[v];
+ int const *tsc_v = cm->itsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ int esc_j = -INFTY;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ILogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S st */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else { /* ! B_st, ! BEGL_S st */
+ y = cm->cfirst[v];
+ i = j - dnA[v] + 1;
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]];
+ break;
+ case EMITNONE:
+ alpha[jp_v][v][d] = sc;
+ break;
+ case EMITRIGHT:
+ alpha[jp_v][v][d] = sc + esc_j;
+ break;
+ case EMITPAIR:
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ break;
+ } /* end of switch emitmode */
+ } /* end of for d loop */
+ } /* end of else (which was entered if ! B_st && ! BEGL_S st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha[jp_v][v][d]));
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha_begl[jp_v][v][d]));
+ }
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ int const *tsc_v = cm->itsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(-INFTY, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ILogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(cm->ibeginsc[y] != -INFTY) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = j % (W+1);
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, Scorify(alpha[jp_v][0][d]));
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) {
+ for(d = dnA[0]; d <= dxA[0]; d++) { gamma_row[d] = Scorify(alpha[jp_v][0][d]); }
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, gamma_row, dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ }
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE);*/
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(init_scAA[0]);
+ free(init_scAA);
+ free(gamma_row);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("RefIInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: XRefIInsideScan()
+ * Date: EPN, Tue Nov 6 06:13:35 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * a reference CYK scanning algorithm. Query-dependent
+ * bands are used or not used as specified in ScanMatrix_t <si>.
+ *
+ * This function is slower, but easier to understand than the
+ * FastCYKScan() version.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with RefCYKScan() and RefFInsideScan(),
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on success.
+ * <ret_sc> is score of best overall hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+XRefIInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ int *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ int **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ float *gamma_row; /* holds floatized scores for updating gamma matrix, only really used if results != NULL */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, smx == NULL\n");
+ if(! (cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (smx->flags & cmSMX_HAS_INT)) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, ScanMatrix's cmSMX_HAS_INT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "XRefIInsideScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ int ***alpha = smx->ialpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ int ***alpha_begl = smx->ialpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ int **esc_vAA = cm->ioesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * (W+1)));
+ esl_vec_ISet(sc_v, (W+1), -INFTY);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = ICalcInitDPScores(cm);
+
+ /* allocate/initialize gamma_row, only used for updating gamma if results != NULL */
+ ESL_ALLOC(gamma_row, sizeof(float) * W+1);
+ esl_vec_FSet(gamma_row, (W+1), IMPOSSIBLE);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ int sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ int const *esc_v = esc_vAA[v];
+ int const *tsc_v = cm->itsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ int esc_j = -INFTY;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ILogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else { /* ! B_st, ! BEGL_S st */
+ y = cm->cfirst[v];
+ i = j - dnA[v] + 1;
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]];
+ } /* end of for d loop */
+ break;
+ case EMITRIGHT:
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha[jp_v][v][d] = sc + esc_j;
+ } /* end of for d loop */
+ break;
+ case EMITNONE:
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha[jp_v][v][d] = sc;
+ } /* end of for d loop */
+ break;
+ case EMITPAIR:
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ILogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ } /* end of for d loop */
+ break;
+ } /* end of switch emitmode */
+ } /* end of else (which was entered if ! B_st && ! BEGL_S st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha[jp_v][v][d]));
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], Scorify(alpha_begl[jp_v][v][d]));
+ }
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ int const *tsc_v = cm->itsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(-INFTY, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = ILogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(cm->ibeginsc[y] != -INFTY) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = jp_wA[0];
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->ibeginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = ILogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->ibeginsc[y]); */
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->ibeginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->ibeginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, Scorify(alpha[jp_v][0][d]));
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) {
+ for(d = dnA[0]; d <= dxA[0]; d++) { gamma_row[d] = Scorify(alpha[jp_v][0][d]); }
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, gamma_row, dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ }
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE);*/
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ free(gamma_row);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("XRefIInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: RefFInsideScan()
+ * Date: EPN, Sun Nov 4 16:02:17 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using
+ * a reference CYK scanning algorithm. Query-dependent
+ * bands are used or not used as specified in ScanMatrix_t <si>.
+ *
+ * This function is slower, but easier to understand than the
+ * FastCYKScan() version.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * smx - ScanMatrix_t for this search w/this model (incl. DP matrix, qdbands etc.)
+ * dsq - the digitized sequence
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v, NULL if not-wanted
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Note: This function is heavily synchronized with RefCYKScan() and RefIInsideScan()
+ * any change to this function should be mirrored in those functions.
+ *
+ * Returns: eslOK on success
+ * <ret_sc> is score of best overall hit (vsc[0]). Information on hits added to <results>.
+ * <ret_vsc> is filled with an array of the best hit to each state v (if non-NULL).
+ * Dies immediately if some error occurs.
+ */
+int
+RefFInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff,
+ search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ float *vsc; /* best score for each state (float) */
+ float vsc_root; /* best overall score (score at ROOT_S) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int W; /* max d; max size of a hit, this is min(L, smx->W) */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ float *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ float **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract check */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, CMH_BITS flag is not raised.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, dsq is NULL\n");
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, smx == NULL\n");
+ if(!(cm->search_opts & CM_SEARCH_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, CM_SEARCH_INSIDE flag not raised");
+ if(! (cm->smx->flags & cmSMX_HAS_FLOAT)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, ScanMatrix's cmSMX_HAS_FLOAT flag is not raised");
+ if(smx == cm->smx && (! cm->flags & CMH_SCANMATRIX)) ESL_FAIL(eslEINCOMPAT, errbuf, "RefFInsideScan, smx == cm->smx, and cm->flags & CMH_SCANMATRIX is down, matrix is invalid.");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ float ***alpha = smx->falpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ float ***alpha_begl = smx->falpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *bestr = smx->bestr; /* [0..d..W] best root state (for local begins or 0) for this d */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ float **esc_vAA = cm->oesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ W = smx->W;
+ if (W > L) W = L;
+
+ /* set vsc array */
+ vsc = NULL;
+ if(ret_vsc != NULL) {
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+ }
+ vsc_root = IMPOSSIBLE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * (W+1)));
+ esl_vec_FSet(sc_v, (W+1), IMPOSSIBLE);
+
+ /* precalculate the initial scores for all cells */
+ init_scAA = FCalcInitDPScores(cm);
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ float sc;
+ jp_g = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cur = j%2;
+ prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp_g-1)%(W+1)], cm->abc->K, act[jp_g%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp_g%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp_g: %3d jp_g/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp_g, jp_g%(W+1), act[jp_g%(W+1)][0], act[jp_g%(W+1)][1], act[jp_g%(W+1)][2], act[jp_g%(W+1)][3]);*/
+ }
+
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* printf("dnA[v:%d]: %d\ndxA[v:%d]: %d\n", v, dnA[v], v, dxA[v]); */
+ if(cm->sttype[v] == E_st) continue;
+ float const *esc_v = esc_vAA[v];
+ float const *tsc_v = cm->tsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ /* float sc; */
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ float esc_j = IMPOSSIBLE;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = FLogsum(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S st */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = FLogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else { /* ! B_st, ! BEGL_S st */
+ y = cm->cfirst[v];
+ i = j - dnA[v] + 1;
+ /* printf("B BEGL j: %d, v: %d\n", j, v);*/
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ /*printf("sc: %f\n", sc);
+ printf("d: %d\n", d);
+ printf("sd: %d\n", sd);
+ printf("tsc: %d\n", tsc_v[yoffset]);
+ printf("alpha: %f\n", alpha[jp_y][y+yoffset][d - sd]);*/
+ sc = FLogsum(sc, alpha[jp_y][y+yoffset][d - sd] + tsc_v[yoffset]);
+ }
+ switch (emitmode) {
+ case EMITLEFT:
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]];
+ break;
+ case EMITNONE:
+ alpha[jp_v][v][d] = sc;
+ break;
+ case EMITRIGHT:
+ alpha[jp_v][v][d] = sc + esc_j;
+ break;
+ case EMITPAIR:
+ alpha[jp_v][v][d] = sc + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ break;
+ } /* end of switch emitmode */
+ } /* end of for d loop */
+ } /* end of else (which was entered if ! B_st && ! BEGL_S st) */
+ if(vsc != NULL) {
+ if(cm->stid[v] != BEGL_S) for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha[jp_v][v][d]);
+ else for (d = dn; d <= dx; d++) vsc[v] = ESL_MAX(vsc[v], alpha_begl[jp_v][v][d]);
+ }
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ float const *tsc_v = cm->tsc[0];
+ /* determine min/max d we're allowing for the root state and this position j */
+ jp_v = cur;
+ for (d = dnA[0]; d <= dxA[0]; d++) {
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ y = cm->cfirst[0];
+ alpha[jp_v][0][d] = ESL_MAX(IMPOSSIBLE, alpha[cur][y][d] + tsc_v[0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[jp_v][0][d] = FLogsum (alpha[jp_v][0][d], (alpha[cur][y+yoffset][d] + tsc_v[yoffset]));
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y])) {
+ if(cm->stid[y] == BEGL_S) {
+ jp_y = jp_wA[0];
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = FLogsum(alpha[jp_v][0][d], alpha_begl[jp_y][y][d] + cm->beginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha_begl[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha_begl[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ else { /* y != BEGL_S */
+ jp_y = cur;
+ for (d = dnA[y]; d <= dxA[y]; d++) {
+ /*alpha[jp_v][0][d] = FLogsum(alpha[jp_v][0][d], alpha[jp_y][y][d] + cm->beginsc[y]);*/
+ if(alpha[jp_v][0][d] < (alpha[jp_y][y][d] + cm->beginsc[y])) {
+ alpha[jp_v][0][d] = alpha[jp_y][y][d] + cm->beginsc[y];
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ }
+ }
+ /* find the best score */
+ for (d = dnA[0]; d <= dxA[0]; d++)
+ vsc_root = ESL_MAX(vsc_root, alpha[jp_v][0][d]);
+ /* update gamma, but only if we're reporting hits to results */
+ if(results != NULL) if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, jp_g, alpha[jp_v][0], dnA[0], dxA[0], FALSE, smx->bestr, results, W, act)) != eslOK) return status;
+ /* cm_DumpScanMatrixAlpha(cm, si, j, i0, FALSE); */
+ } /* end loop over end positions j */
+ if(vsc != NULL) vsc[0] = vsc_root;
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, they were reported in UpdateGammaHitMxCM() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE)
+ TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and return */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+ free(jp_wA);
+ free(init_scAA[0]);
+ free(init_scAA);
+ free(sc_v);
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+
+ ESL_DPRINTF1(("RefFInsideScan() return score: %10.4f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: rsearch_CYKScan()
+ * Date: EPN, Thu Oct 18 05:09:13 2007 [updated to Easel, Infernal]
+ * RJK, Sun Mar 24, 2002 [STL->DCA]
+ * SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ * (from inside() in cm_dpsmall.c)
+ *
+ * Purpose: Run the inside phase of a CYK alignment algorithm, on
+ * a complete sequence of length L.
+ *
+ * The following changes were made from inside() in smallyck.c:
+ * 1. Removed jp, i0, j0, W, vroot, and vend because full sequence
+ * 2. Added d<=D constraint on d for loops
+ * 3. Removed shadow matrices; we don't do traceback
+ * 4. Replace alpha with gamma[j][d][v] -- makes more efficient use of cache
+ * 5. Explicitiy define End state rather than just assigning the pre-computed
+ * "end deck"
+ * 6. Use gamma_begl_s and gamma_begr_s [v][j][d] for optimizing bifurcation
+ * states
+ * 7. Local alignment now.
+ * 8. If passed a histogram, fills in with best j for every D+1 place
+ * 9. Only reports best hit at each j to reduce reporting complexity
+ * 10. Modified so minimize dereferencing for improved speed.
+ * 11. Inner loops rewritten to allow vectorization.
+ *
+ * Args: cm - the model [0..M-1]
+ * errbuf - char buffer for reporting errors
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * cutoff - cutoff score to report
+ * D - maximum size of hit
+ * results - search_results_t to fill in; if NULL, nothing
+ * filled in
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Returns: eslOK on success
+ * <ret_sc> is score of best hit overall
+ *
+ */
+int rsearch_CYKScan (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, float cutoff, int D,
+ search_results_t *results, float *ret_sc)
+{
+
+ int *bestr; /* Best root state for d at current j */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ int jmod2, jmin1mod2; /* For indices into the actual j dimension */
+ int dmax; /* D of best hit at j */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child
+ states that v can transit to */
+ int M; /* Stores cm->M for loop limits */
+ int cnum; /* Stores cm->cnum[v] for loop limits */
+ int minDj; /* Minimum cutoff for d between j and D */
+ float ***gamma; /* The main DP matrix [j][d][v] */
+ float ***gamma_begl_s; /* For BEGL_S states -- [v][i][d] */
+ float ***gamma_begr_s; /* For BEGR_S states -- [v][j][d] */
+ float **gamma_jmod2; /* gamma[jmod2] */
+ float **gamma_jmin1mod2; /* gamma[jmin1mod2] */
+ float *gammap; /* Pointer to last dimension of gamma to use */
+ float *gamma_begl_s_p;
+ float *gamma_begr_s_p;
+ int sc_v_size;
+ float *sc_v; /* Vector of possible scores to maximize over */
+ float *tsc; /* Points to cm->tsc[v] to make pointer operation simpler in loop I want to vectorize */
+ float endsc; /* endsc for current state [v] -- set at
+ beginning of each v loop */
+ float beginsc; /* beginsc for current state[y] */
+ char sttype; /* Holds cm->sttype[v] */
+ float best_score = IMPOSSIBLE; /* Best overall score to return */
+ int status;
+
+ /* Set M */
+ M = cm->M;
+
+ if (M>D+1) {
+ sc_v_size = M;
+ } else {
+ sc_v_size = D+1;
+ }
+/* #ifdef INTEL_COMPILER*/
+#if 1
+ printf("intel compiler baby!\n");
+#endif
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(float) * sc_v_size));
+
+
+ ESL_ALLOC(gamma, (sizeof(float **) * 2));
+ ESL_ALLOC(gamma[0], (sizeof(float *)*2*M));
+ gamma[1] = gamma[0] + M;
+ ESL_ALLOC(gamma[0][0], (sizeof(float)*2*(D+1)*M));
+ gamma[1][0] = gamma[0][0] + ((D+1)*M);
+ for (v=1; v<M; v++) {
+ gamma[0][v] = gamma[0][v-1] + (D+1);
+ gamma[1][v] = gamma[1][v-1] + (D+1);
+ }
+
+ ESL_ALLOC(gamma_begl_s, sizeof(float **)*M);
+ for (v=0; v<M; v++) {
+ if (cm->stid[v] == BEGL_S) {
+ /* For Bifurcatoins, we may need up to D+1 */
+ ESL_ALLOC(gamma_begl_s[v], sizeof(float *) * (D+1));
+ for (j=0; j<D+1; j++)
+ ESL_ALLOC(gamma_begl_s[v][j], sizeof(float)*(D+1));
+ } else {
+ gamma_begl_s[v] = NULL;
+ }
+ }
+ ESL_ALLOC(gamma_begr_s, sizeof(float **)*M);
+ for (v=0; v<M; v++) {
+ if (cm->stid[v] == BEGR_S) {
+ ESL_ALLOC(gamma_begr_s[v], sizeof(float *)*2);
+ for (j=0; j<2; j++)
+ ESL_ALLOC(gamma_begr_s[v][j], sizeof(float)*(D+1));
+ } else {
+ gamma_begr_s[v] = NULL;
+ }
+ }
+
+ ESL_ALLOC(bestr, sizeof(int)*(D+1));
+
+ /* Main recursion */
+ for (j=0; j<=L; j++) {
+ jmod2 = j % 2;
+ if (j == 0)
+ jmin1mod2 = 1;
+ else
+ jmin1mod2 = (j-1)%2;
+ gamma_jmod2 = gamma[jmod2];
+ gamma_jmin1mod2 = gamma[jmin1mod2];
+ if (j < D) {
+ minDj = j;
+ } else {
+ minDj = D;
+ }
+ for (v = M-1; v > 0; v--) { /* Handle ROOT specially */
+ endsc = cm->endsc[v]; /* It shouldn't change in this loop */
+ sttype = cm->sttype[v]; /* This also shouldn't change */
+ if (sttype == E_st) {
+ gammap = gamma_jmod2[v];
+ *gammap = 0.;
+ for (d=1; d<=minDj; d++) {
+ gammap++;
+ *gammap = IMPOSSIBLE; /* gamma[jmod2][v][d] */
+ }
+ }
+ else if (sttype == D_st || sttype == S_st) {
+ y = cm->cfirst[v];
+ cnum = cm->cnum[v];
+ tsc = cm->tsc[v];
+ for (d = 0; d <= minDj; d++)
+ sc_v[d] = endsc;
+ for (yoffset= 0; yoffset < cnum; yoffset++) {
+ gammap = gamma_jmod2[y+yoffset];
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 0; d <= minDj; d++) {
+ sc = gammap[d] + tsc[yoffset];
+ if (sc > sc_v[d])
+ sc_v[d] = sc;
+ }
+ }
+ gammap = gamma_jmod2[v];
+ for (d = 0; d<= minDj; d++) {
+ sc = sc_v[d];
+ if (sc<IMPOSSIBLE) sc = IMPOSSIBLE;
+ gammap[d] = sc;
+ if (cm->stid[v] == BEGL_S) gamma_begl_s[v][(j-d+1)%(D+1)][d] = sc;
+ if (cm->stid[v] == BEGR_S) gamma_begr_s[v][jmod2][d] = sc;
+ }
+ }
+ else if (sttype == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ for (d = 0; d <= minDj; d++) {
+ sc = endsc;
+ gamma_begl_s_p = gamma_begl_s[y][(j-d+1)%(D+1)];
+ gamma_begr_s_p = gamma_begr_s[z][jmod2];
+ for (k=0; k<=d; k++)
+ sc_v[k] = gamma_begl_s_p[d-k];
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (k = 0; k <= d; k++) {
+ sc_v[k] += gamma_begr_s_p[k];
+ if (sc_v[k] > sc) sc = sc_v[k];
+ }
+ if (sc<IMPOSSIBLE) sc = IMPOSSIBLE;
+ gamma_jmod2[v][d] = sc;
+ }
+ }
+ else if (sttype == MP_st) {
+ gamma_jmod2[v][0] = IMPOSSIBLE;
+ if (j>0) gamma_jmod2[v][1] = IMPOSSIBLE;
+ y = cm->cfirst[v];
+ cnum = cm->cnum[v];
+ tsc = cm->tsc[v];
+ for (d = 2; d <= minDj; d++)
+ sc_v[d] = endsc;
+ for (yoffset = 0; yoffset < cnum; yoffset++) {
+ gammap = gamma_jmin1mod2[y+yoffset];
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 2; d <= minDj; d++) {
+ sc = gammap[d-2] + tsc[yoffset];
+ if (sc > sc_v[d]) {
+ sc_v[d] = sc;
+ }
+ }
+ }
+ for (d = 2; d <= minDj; d++) {
+ i = j-d+1;
+ sc = sc_v[d];
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ sc += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ sc += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+ if (sc < IMPOSSIBLE) sc = IMPOSSIBLE;
+ gamma_jmod2[v][d] = sc;
+ }
+ }
+ else if (sttype == ML_st) { /* IL_st done below
+ because it points to
+ itself so gamma[j][v][d]
+ depends on gamma[j][v][d-1]
+ */
+ gamma_jmod2[v][0] = IMPOSSIBLE;
+ y = cm->cfirst[v];
+ cnum = cm->cnum[v];
+ tsc = cm->tsc[v];
+ for (d = 1; d <= minDj; d++)
+ sc_v[d] = endsc;
+ for (yoffset=0; yoffset<cnum; yoffset++) {
+ gammap = gamma_jmod2[y+yoffset];
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 1; d <= minDj; d++) {
+ sc = gammap[d-1] + tsc[yoffset];
+ if (sc > sc_v[d]) {
+ sc_v[d] = sc;
+ }
+ }
+ }
+ for (d = 1; d <= minDj; d++) {
+ i = j-d+1;
+ sc = sc_v[d];
+ if (dsq[i] < cm->abc->K)
+ sc += cm->esc[v][(int) dsq[i]];
+ else
+ sc += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (sc<IMPOSSIBLE) sc = IMPOSSIBLE;
+ gamma_jmod2[v][d] = sc;
+ }
+ }
+ else if (sttype == IL_st) { /* ML dealt with above, iterating
+ yoffset before d. Can't do that
+ here because gamma[j][v][d]
+ depends on gamma[j][v][d-1] */
+ gamma_jmod2[v][0] = IMPOSSIBLE;
+ y = cm->cfirst[v];
+ cnum = cm->cnum[v];
+ tsc = cm->tsc[v];
+ for (d = 1; d <= minDj; d++) {
+ sc = endsc;
+ for (yoffset=0; yoffset<cnum; yoffset++) {
+ sc_v[yoffset] = gamma_jmod2[y+yoffset][d-1] + tsc[yoffset];
+ if (sc_v[yoffset] > sc) {
+ sc = sc_v[yoffset];
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ sc += cm->esc[v][(int) dsq[i]];
+ else
+ sc += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (sc<IMPOSSIBLE) sc = IMPOSSIBLE;
+ gamma_jmod2[v][d] = sc;
+ }
+ }
+ else if (sttype == IR_st || sttype == MR_st) {
+ gamma_jmod2[v][0] = IMPOSSIBLE;
+ y = cm->cfirst[v];
+ cnum = cm->cnum[v];
+ tsc = cm->tsc[v];
+ for (d = 1; d <= minDj; d++)
+ sc_v[d] = endsc;
+ for (yoffset = 0; yoffset < cnum; yoffset++) {
+ gammap = gamma_jmin1mod2[y+yoffset];
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 1; d <= minDj; d++) {
+ sc = gammap[d-1] + tsc[yoffset];
+ if (sc > sc_v[d]) {
+ sc_v[d] = sc;
+ }
+ }
+ }
+ for (d = 1; d <= minDj; d++) {
+ sc = sc_v[d];
+ if (dsq[j] < cm->abc->K)
+ sc += cm->esc[v][(int) dsq[j]];
+ else
+ sc += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ if (sc < IMPOSSIBLE) sc = IMPOSSIBLE;
+ gamma_jmod2[v][d] = sc;
+ }
+ }
+ }
+
+ /* Now do ROOT_S (v=0) -- local begins */
+ /* First do standard states to transition to */
+ y = cm->cfirst[0];
+ cnum=cm->cnum[0];
+ tsc = cm->tsc[0];
+ for (d = 0; d <= minDj; d++)
+ sc_v[d] = IMPOSSIBLE;
+ for (yoffset = 0; yoffset < cnum; yoffset++) {
+ gammap = gamma_jmod2[y+yoffset];
+
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 0; d <= minDj; d++) {
+ sc = gammap[d] + tsc[yoffset];
+ if (sc > sc_v[d]) {
+ sc_v[d] = sc;
+ bestr[d] = y+yoffset;
+ }
+ }
+ }
+ /* Now, if doing local BEGINS, try that */
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ tsc = cm->beginsc; /* Really cm->beginsc, not tsc */
+ for (y = 1; y < M; y++) {
+ beginsc = tsc[y];
+ gammap = gamma_jmod2[y];
+
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 0; d <= minDj; d++) {
+ sc = gammap[d] + beginsc;
+ if (sc > sc_v[d]) {
+ sc_v[d] = sc;
+ bestr[d] = y;
+ }
+ }
+ }
+ }
+ gammap = gamma_jmod2[0];
+
+#ifdef INTEL_COMPILER
+#pragma ivdep
+#endif
+ for (d = 0; d <= minDj; d++) {
+ sc = sc_v[d];
+ if (sc<IMPOSSIBLE) sc = IMPOSSIBLE;
+ gammap[d] = sc;
+ }
+
+ if (results != NULL) {
+ /* Now, report the hit. At least one hit is sent back for each j here.
+ However, some hits can already be removed for the greedy overlap
+ resolution algorithm. Specifically, at the given j, any hit with a
+ d of d1 is guaranteed to mask any hit of lesser score with a d > d1 */
+ /* First, report hit with d of 1 if > cutoff */
+ if (j > 0 && gamma_jmod2[0][1] >= cutoff)
+ ReportHit (j, j, bestr[1], gamma_jmod2[0][1], results);
+
+ dmax = 1;
+ /* Now, if current score is greater than maximum seen previous, report
+ it if >= cutoff and set new max */
+ for (d=2; d<=minDj; d++) {
+ if (gamma_jmod2[0][d] > gamma_jmod2[0][dmax]) {
+ if (j > 0 && gamma_jmod2[0][d] >= cutoff)
+ ReportHit (j-d+1, j, bestr[d], gamma_jmod2[0][d], results);
+ dmax = d;
+ }
+ }
+ }
+ for (d=1; d<=minDj; d++) {
+ if (j > 0 && gamma_jmod2[0][d] > best_score) {
+ best_score = gamma_jmod2[0][d];
+ }
+ }
+
+ }
+ free(gamma[0][0]);
+ free(gamma[0]);
+ free(gamma);
+
+ for (v=0; v<M; v++) {
+ if (gamma_begl_s[v] != NULL) {
+ for (d=0; d<=D; d++) {
+ free(gamma_begl_s[v][d]);
+ }
+ free(gamma_begl_s[v]);
+ }
+ }
+ free (gamma_begl_s);
+
+ for (v=0; v<M; v++) {
+ if (gamma_begr_s[v] != NULL) {
+ free(gamma_begr_s[v][0]);
+ free(gamma_begr_s[v][1]);
+ free(gamma_begr_s[v]);
+ }
+ }
+ free(gamma_begr_s);
+
+ free(bestr);
+
+ free(sc_v);
+
+ if(ret_sc != NULL) *ret_sc = best_score;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+/* Function: cm_CountSearchDPCalcs()
+ * Date: EPN, Tue Oct 30 14:48:00 2007
+ *
+ * Purpose: Determine the number of millions of DP calcs needed to scan a seq of length <L>
+ * for the subtree rooted at each state, either using bands <dmin> and <dmax>,
+ * or not (if <dmin> == <dmax> == NULL).
+ * <ret_vcalcs[0]> = number of dp calcs for entire model.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for error messages
+ * L - length of the sequence to search
+ * dmin - minimum bound on d for state v; 0..M
+ * dmax - maximum bound on d for state v; 0..M
+ * W - max d: max size of a hit
+ * correct_for_first_W - TRUE: to only count search for j=W+1..L because first W residues require
+ * fewer DP calcs b/c d <= j for all j.
+ * ret_vcalcs- RETURN: [0..v..M-1] number of Millions of DP calcs per residue for scanning with sub-CM at v
+ * ret_calcs - RETURN: number of Millions of calcs per residue to search L residues with full model (ret_vcalcs[0]).
+ *
+ * Returns: eslOK
+ */
+int
+cm_CountSearchDPCalcs(CM_t *cm, char *errbuf, int L, int *dmin, int *dmax, int W, int correct_for_first_W, float **ret_vcalcs, float *ret_calcs)
+{
+ int status;
+ float *vcalcs; /* [0..v..cm->M-1] # of millions of calcs for subtree rooted at v */
+ int d; /* a subsequence length, 0..W */
+ int j; /* seq index */
+ int v, w, y; /* state indices */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int dn; /* temporary value for min d in for loops */
+ int dx; /* temporary value for max d in for loops */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int jfirst; /* first j to consider (1 unless correct_for_first_W) */
+ int Leff; /* effective L, this is L unless correct_for_first_W */
+
+ if ((W > L) && (correct_for_first_W)) ESL_FAIL(eslFAIL, errbuf, "gross misuse of cm_CountSearchDPCalcs(), W: %d > L: %d and correct_for_first_W is TRUE.\n", W, L);
+
+ if(dmin != NULL && dmax != NULL) do_banded = TRUE;
+ if (W > L) W = L;
+
+ ESL_ALLOC(vcalcs, sizeof(float) * cm->M);
+ esl_vec_FSet(vcalcs, cm->M, 0.);
+
+ /* we ignore initialization and band imposition, a little imprecise */
+ /* Recursion. */
+ Leff = correct_for_first_W ? (L-W): L;
+ jfirst = correct_for_first_W ? (W+1) : 1;
+ for (j = jfirst; j <= L; j++) {
+ for (v = cm->M-1; v > 0; v--) { /* ...almost to ROOT; we handle ROOT specially... */
+ if(do_banded) {
+ dn = (cm->sttype[v] == MP_st) ? ESL_MAX(dmin[v], 2) : ESL_MAX(dmin[v], 1);
+ dx = ESL_MIN(j, dmax[v]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = (cm->sttype[v] == MP_st) ? 2 : 1;
+ dx = ESL_MIN(j, W);
+ }
+ if(cm->sttype[v] == E_st) continue;
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dn; d <= dx; d++) {
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+ if(kmax >= kmin) vcalcs[v] += ((float) ((1+(kmax-kmin+1)))) / 1000000.; /* initial '1 +' is for initialization calc */
+ } /* ! B_st */
+ }
+ else if(dx >= dn) { /* if cm->sttype[v] != B_st */
+ vcalcs[v] += ((float) (1 + (cm->cnum[v]+1) * (dx-dn+1))) / 1000000.; /* 1 is for initialization calc */
+ if(StateDelta(cm->sttype[v]) > 0) vcalcs[v] += ((float) (dx-dn+1)) / 1000000.;
+ } /* end of else (v != B_st) */
+ } /*loop over decks v>0 */
+
+ /* determine min/max d we're allowing for the root state and this position j */
+ if(do_banded) {
+ dn = ESL_MAX(dmin[0], 1);
+ dx = ESL_MIN(j, dmax[0]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = 1;
+ dx = ESL_MIN(j, W);
+ }
+ if(dx >= dn) vcalcs[0] += ((float) ((cm->cnum[0]+1) * (dx-dn+1))) / 1000000.;
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(do_banded) {
+ dn = (cm->sttype[y] == MP_st) ? ESL_MAX(dmin[y], 2) : ESL_MAX(dmin[y], 1);
+ dn = ESL_MAX(dn, dmin[y]);
+ dx = ESL_MIN(j, dmax[y]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = 1;
+ dx = ESL_MIN(j, W);
+ }
+ if((dx >= dn) && (NOT_IMPOSSIBLE(cm->beginsc[y]))) vcalcs[0] += ((float) (dx - dn + 1)) / 1000000.;
+ }
+ }
+ } /* end loop over end positions j */
+
+ /* sum up the megacells for all states under each v */
+ for (v = cm->M-1; v >= 0; v--) {
+ if (cm->sttype[v] == B_st) vcalcs[v] += vcalcs[cm->cnum[v]] + vcalcs[cm->cfirst[v]];
+ else if(cm->sttype[v] != E_st) vcalcs[v] += vcalcs[v+1];
+ }
+ /* convert to per residue */
+ for (v = cm->M-1; v >= 0; v--) vcalcs[v] /= Leff;
+
+ ESL_DPRINTF1(("cm_CountSearchDPCalcs(), vcalcs[0]: %f\n", vcalcs[0]));
+ /* for (v = cm->M-1; v >= 0; v--) printf("vcalcs[%4d]: %.3f\n", v, vcalcs[v]); */
+
+ if(ret_calcs != NULL) *ret_calcs = vcalcs[0];
+ if(ret_vcalcs != NULL) *ret_vcalcs = vcalcs;
+ else free(vcalcs);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "cm_CountSearchDPCalcs(): memory error.");
+ return status; /* NEVERREACHED */
+}
+
+/*
+ * Function: FastCYKScanHB()
+ * Incept: EPN, Mon Nov 12 17:45:57 2007
+ *
+ * Purpose: An HMM banded version of a scanning CYK algorithm. Takes
+ * a CM_HB_MX data structure which is indexed [v][j][d] with
+ * only cells within the bands allocated.
+ * (different than other (non-HB) scanning function's convention
+ * of [j][v][d]).
+ *
+ * Args: cm - the model [0..M-1]
+ * sq - the sequence [1..L]
+ * - length of the dsq
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * mx - the dp matrix, only cells within bands in cm->cp9b will
+ * be valid. This is usually cm->hbmx.
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Returns: eslOK on success
+ * <ret_sc>: score of the best hit.
+ */
+int
+FastCYKScanHB(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, CM_HB_MX *mx, float size_limit, float *ret_sc)
+{
+
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int *bestr; /* best root state for d at current j */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int *yvalidA; /* [0..MAXCONNECT-1] TRUE if v->yoffset is legal transition (within bands) */
+ float *el_scA; /* [0..d..W-1] probability of local end emissions of length d */
+ /* indices used for handling band-offset issues, and in the depths of the DP recursion */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp_v, jp_y, jp_z; /* offset j index for states v, y, z */
+ int jp_y_sdr; /* jp_y - sdr */
+ int j_sdr; /* j - sdr */
+ int jn, jx; /* current minimum/maximum j allowed */
+ int jpn, jpx; /* minimum/maximum jp_v */
+ int dp_v, dp_y; /* d index for state v/y in alpha w/mem eff bands */
+ int dn, dx; /* current minimum/maximum d allowed */
+ int dp_y_sd; /* dp_y - sd */
+ int dpn, dpx; /* minimum/maximum dp_v */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int kn, kx; /* current minimum/maximum k value */
+ float tsc; /* a transition score */
+ int yvalid_idx; /* for keeping track of which children are valid */
+ int yvalid_ct; /* for keeping track of which children are valid */
+ float vsc_root; /* score of best hit */
+ int W; /* max d over all hdmax[v][j] for all valid v, j */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+ int jp; /* j index in act */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScanHB(), dsq is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScanHB(), mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastCYKScanHB(), mx is NULL.\n");
+
+ ESL_DPRINTF1(("cm->search_opts & CM_SEARCH_HMMALNBANDS: %d\n", cm->search_opts & CM_SEARCH_HMMALNBANDS));
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrix */
+ float ***alpha = mx->dp; /* pointer to the alpha DP matrix */
+
+ /* Allocations and initializations */
+ /* grow the matrix based on the current sequence and bands */
+ if((status = cm_hb_mx_GrowTo(cm, mx, errbuf, cp9b, (j0-i0+1), size_limit)) != eslOK) return status;
+
+ /* determine W, the max size of hit that our bands will allow */
+ W = 0;
+ for(j = jmin[0]; j <= jmax[0]; j++)
+ W = ESL_MAX(W, hdmax[0][(j-jmin[0])]);
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (W+1));
+ for(d = 0; d <= W; d++) el_scA[d] = cm->el_selfsc * d;
+
+ /* yvalidA[0..cnum[v]] will hold TRUE for states y for which a transition is legal
+ * (some transitions are impossible due to the bands) */
+ ESL_ALLOC(yvalidA, sizeof(int) * MAXCONNECT);
+ esl_vec_ISet(yvalidA, MAXCONNECT, FALSE);
+
+ /* initialize all cells of the matrix to IMPOSSIBLE */
+ esl_vec_FSet(alpha[0][0], mx->ncells_valid, IMPOSSIBLE);
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(j0-i0+1, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ /* pre-fill act, different than non-HMM banded scanner b/c our main loop doesn't step j through residues */
+ for(j = jmin[0]+1; j <= jmax[0]; j++) {
+ jp = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (j index for act) */
+ esl_vec_DCopy(act[(jp-1)%(W+1)], cm->abc->K, act[jp%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp%(W+1)], dsq[j], 1.);
+ }
+ }
+ else act = NULL;
+
+
+ /* Main recursion */
+ for (v = cm->M-1; v >= 0; v--) { /* all the way down to root, different from other scanners */
+ float const *esc_v = cm->oesc[v]; /* emission scores for state v */
+ float const *tsc_v = cm->tsc[v]; /* transition scores for state v */
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ jn = jmin[v];
+ jx = jmax[v];
+
+ /* re-initialize the deck if we can do a local end from v */
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0, d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; dp_v++, d++) {
+ alpha[v][jp_v][dp_v] = el_scA[d-sd] + cm->endsc[v];
+ }
+ }
+ }
+ /* otherwise this state's deck has already been initialized to IMPOSSIBLE */
+
+ if(cm->sttype[v] == E_st) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j-jmin[v];
+ ESL_DASSERT1((hdmin[v][jp_v] == 0));
+ ESL_DASSERT1((hdmax[v][jp_v] == 0));
+ alpha[v][jp_v][0] = 0.; /* for End states, d must be 0 */
+ }
+ }
+ else if(cm->sttype[v] == IL_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ i = j - d + 1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]);
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] == IR_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr is valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]);
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in beta[v] are independent of each other, only depending on beta[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ /* j must satisfy:
+ * j >= jmin[v]
+ * j >= jmin[y]+sdr (follows from (j-sdr >= jmin[y]))
+ * j <= jmax[v]
+ * j <= jmax[y]+sdr (follows from (j-sdr <= jmax[y]))
+ * this reduces to two ESL_MAX calls
+ */
+ jn = ESL_MAX(jmin[v], jmin[y]+sdr);
+ jx = ESL_MIN(jmax[v], jmax[y]+sdr);
+ jpn = jn - jmin[v];
+ jpx = jx - jmin[v];
+ jp_y_sdr = jn - jmin[y] - sdr;
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y_sdr++) {
+ ESL_DASSERT1((jp_v >= 0 && jp_v <= (jmax[v]-jmin[v])));
+ ESL_DASSERT1((jp_y_sdr >= 0 && jp_y_sdr <= (jmax[y]-jmin[y])));
+
+ /* d must satisfy:
+ * d >= hdmin[v][jp_v]
+ * d >= hdmin[y][jp_y_sdr]+sd (follows from (d-sd >= hdmin[y][jp_y_sdr]))
+ * d <= hdmax[v][jp_v]
+ * d <= hdmax[y][jp_y_sdr]+sd (follows from (d-sd <= hdmax[y][jp_y_sdr]))
+ * this reduces to two ESL_MAX calls
+ */
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y_sdr] + sd);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y_sdr] + sd);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y_sd = dn - hdmin[y][jp_y_sdr] - sd;
+
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y_sd++) {
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc);
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ }
+ break;
+ case MR_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ }
+ break;
+ case MP_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ {
+ /*if(i < i0 || j > j0) {
+ printf("dsq[i:%d]: %d\n", i, dsq[i]);
+ printf("dsq[j:%d]: %d\n", j, dsq[j]);
+ printf("esc_v[%d]: %.5f\n", dsq[i]*cm->abc->Kp+dsq[j], esc_v[dsq[i]*cm->abc->Kp+dsq[j]]);;
+ printf("i0: %d j0: %d\n", i0, j0);
+ }*/
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ }
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ jn = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ jx = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+ /* the main j loop */
+ for (j = jn; j <= jx; j++) {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ kn = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kn satisfies inequalities (1) and (3) (listed below)*/
+ kx = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kn satisfies inequalities (2) and (4) (listed below)*/
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ *
+ * kn and kx were set above (outside (for (dp_v...) loop) that
+ * satisfy 1-4 (b/c 1-4 are d-independent and k-independent)
+ * RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kn; k <= kx; k++) {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k]) {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], alpha[y][jp_y-k][dp_y - k] + alpha[z][jp_z][kp_z]);
+ }
+ }
+ }
+ }
+ } /* finished calculating deck v. */
+ } /* end of for (v = cm->M-1; v > 0; v--) */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, all hits must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point.
+ *
+ * Hits rooted at 0 that not involved with local begins are
+ * already calc'ed from the v loop with v == 0
+ */
+
+ /* Report all possible hits, but only after looking at local begins (if they're on) */
+ v = 0;
+ sd = sdr = 0;
+ jpn = 0;
+ jpx = jmax[v] - jmin[v];
+ j = jmin[v];
+
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+ /* first report all hits with j < jmin[0] are impossible, only if we're reporting hits to results */
+ if(results != NULL) {
+ for(j = i0; j < jmin[v]; j++) {
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, j-i0+1,
+ NULL, 0, 0, /* alpha_row is NULL, we're telling UpdateGammaHitMxCM, this j can't be a hit end pt */
+ TRUE, bestr, results, W, act)) != eslOK) return status;
+ }
+ }
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y++, j++) {
+ esl_vec_ISet(bestr, (W+1), 0); /* init bestr to 0, all hits are rooted at 0 unless we find a better local begin below */
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y]) && (j >= jmin[y] && j <= jmax[y])) {
+ assert(cm->sttype[v] != BEGL_S); /* local begins into BEGL_S are impossible */
+ jp_y = j - jmin[y];
+
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y]);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y]);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y = dn - hdmin[y][jp_y];
+ d = dn;
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y++, d++) {
+ sc = alpha[y][jp_y][dp_y] + cm->beginsc[y];
+ if(sc > alpha[0][jp_v][dp_v]) {
+ alpha[0][jp_v][dp_v] = sc;
+ bestr[d] = y;
+ }
+ }
+ }
+ } /* end of for(y = 1; y < cm->M; y++) */
+ } /* end of if(cm->flags & CMH_LOCAL_BEGIN */
+
+ /* report all hits with valid d for this j, only if results != NULL */
+ if(results != NULL) {
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, j-i0+1, alpha[0][jp_v], hdmin[0][j-jmin[0]], hdmax[0][j-jmin[0]], TRUE, bestr, results, W, act)) != eslOK) return status;
+ }
+ }
+ /* finally report all hits with j > jmax[0] are impossible, only if we're reporting hits to results */
+ if(results != NULL) {
+ for(j = jmax[v]+1; j <= j0; j++) {
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, j-i0+1,
+ NULL, 0, 0, /* alpha_row is NULL, we're telling UpdateGammaHitMxCM, this j is can't be a hit end pt */
+ TRUE, bestr, results, W, act)) != eslOK) return status;
+ }
+ }
+ /* find the best scoring hit */
+ vsc_root = IMPOSSIBLE;
+ v = 0;
+ jpn = 0;
+ jpx = jmax[v] - jmin[v];
+ for(jp_v = jpn; jp_v <= jpx; jp_v++) {
+ dpn = 0;
+ dpx = hdmax[v][jp_v] - hdmin[v][jp_v];
+ for(dp_v = dpn; dp_v <= dpx; dp_v++) {
+ vsc_root = ESL_MAX(vsc_root, alpha[0][jp_v][dp_v]);
+ }
+ }
+
+ free(el_scA);
+ free(yvalidA);
+ free(bestr);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+ ESL_DPRINTF1(("FastCYKScanHB() return sc: %f\n", vsc_root));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+/*
+ * Function: FastFInsideScanHB()
+ * Incept: EPN, Wed Nov 14 18:17:28 2007
+ *
+ * Purpose: An HMM banded version of a scanning Inside algorithm. Takes
+ * a CM_HB_MX data structure which is indexed [v][j][d] with
+ * only cells within the bands allocated.
+ * (different than non-HB scanning function's convention of [j][v][d]).
+ *
+ * Args: cm - the model [0..M-1]
+ * sq - the sequence [1..L]
+ * - length of the dsq
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * mx - the dp matrix, only cells within bands in cm->cp9b will
+ * be valid. This is usually cm->hbmx.
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_sc - RETURN: score of best overall hit (vsc[0])
+ *
+ * Returns: eslOK on success
+ * <ret_sc>: score of the best hit.
+ */
+int
+FastFInsideScanHB(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, CM_HB_MX *mx, float size_limit, float *ret_sc)
+{
+
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int *bestr; /* best root state for d at current j */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int *yvalidA; /* [0..MAXCONNECT-1] TRUE if v->yoffset is legal transition (within bands) */
+ float *el_scA; /* [0..d..W-1] probability of local end emissions of length d */
+ /* indices used for handling band-offset issues, and in the depths of the DP recursion */
+ int sd; /* StateDelta(cm->sttype[v]) */
+ int sdr; /* StateRightDelta(cm->sttype[v] */
+ int jp_v, jp_y, jp_z; /* offset j index for states v, y, z */
+ int jp_y_sdr; /* jp_y - sdr */
+ int j_sdr; /* j - sdr */
+ int jn, jx; /* current minimum/maximum j allowed */
+ int jpn, jpx; /* minimum/maximum jp_v */
+ int dp_v, dp_y; /* d index for state v/y in alpha w/mem eff bands */
+ int dn, dx; /* current minimum/maximum d allowed */
+ int dp_y_sd; /* dp_y - sd */
+ int dpn, dpx; /* minimum/maximum dp_v */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int kn, kx; /* current minimum/maximum k value */
+ float tsc; /* a transition score */
+ int yvalid_idx; /* for keeping track of which children are valid */
+ int yvalid_ct; /* for keeping track of which children are valid */
+ float vsc_root; /* score of best hit */
+ int W; /* max d over all hdmax[v][j] for all valid v, j */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+ int jp; /* j index in act */
+
+ /* Contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScanHB(), dsq is NULL.\n");
+ if (mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScanHB(), mx is NULL.\n");
+ if (cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "FastFInsideScanHB(), mx is NULL.\n");
+
+ /* variables used for memory efficient bands */
+ /* ptrs to cp9b info, for convenience */
+ CP9Bands_t *cp9b = cm->cp9b;
+ int *jmin = cp9b->jmin;
+ int *jmax = cp9b->jmax;
+ int **hdmin = cp9b->hdmin;
+ int **hdmax = cp9b->hdmax;
+ /* the DP matrix */
+ float ***alpha = mx->dp; /* pointer to the alpha DP matrix */
+
+ /* Allocations and initializations */
+ /* grow the matrix based on the current sequence and bands */
+ if((status = cm_hb_mx_GrowTo(cm, mx, errbuf, cp9b, (j0-i0+1), size_limit)) != eslOK) return status;
+
+ /* determine W, the max size of hit that our bands will allow */
+ W = 0;
+ for(j = jmin[0]; j <= jmax[0]; j++)
+ W = ESL_MAX(W, hdmax[0][(j-jmin[0])]);
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (W+1));
+ for(d = 0; d <= W; d++) el_scA[d] = cm->el_selfsc * d;
+
+ /* yvalidA[0..cnum[v]] will hold TRUE for states y for which a transition is legal
+ * (some transitions are impossible due to the bands) */
+ ESL_ALLOC(yvalidA, sizeof(int) * MAXCONNECT);
+ esl_vec_ISet(yvalidA, MAXCONNECT, FALSE);
+
+ /* initialize all cells of the matrix to IMPOSSIBLE */
+ esl_vec_FSet(alpha[0][0], mx->ncells_valid, IMPOSSIBLE);
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(j0-i0+1, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* if do_null3: allocate and initialize act vector */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ /* pre-fill act, different than non-HMM banded scanner b/c our main loop doesn't step j through residues */
+ for(j = jmin[0]+1; j <= jmax[0]; j++) {
+ jp = j-i0+1; /* j is actual index in dsq, jp_g is offset j relative to start i0 (j index for act) */
+ esl_vec_DCopy(act[(jp-1)%(W+1)], cm->abc->K, act[jp%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp%(W+1)], dsq[j], 1.);
+ }
+ }
+ else act = NULL;
+
+ /* Main recursion */
+ for (v = cm->M-1; v >= 0; v--) { /* all the way down to root, different from other scanners */
+ float const *esc_v = cm->oesc[v]; /* emission scores for state v */
+ float const *tsc_v = cm->tsc[v]; /* transition scores for state v */
+ sd = StateDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ jn = jmin[v];
+ jx = jmax[v];
+
+ /* re-initialize the deck if we can do a local end from v */
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0, d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; dp_v++, d++) {
+ alpha[v][jp_v][dp_v] = el_scA[d-sd] + cm->endsc[v];
+ }
+ }
+ }
+ /* otherwise this state's deck has already been initialized to IMPOSSIBLE */
+
+ if(cm->sttype[v] == E_st) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j-jmin[v];
+ ESL_DASSERT1((hdmin[v][jp_v] == 0));
+ ESL_DASSERT1((hdmax[v][jp_v] == 0));
+ alpha[v][jp_v][0] = 0.; /* for End states, d must be 0 */
+ }
+ }
+ else if(cm->sttype[v] == IL_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IL states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ i = j - d + 1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]);
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] == IR_st) {
+ /* update alpha[v][jp_v][dp_v] cells, for IR states, loop nesting order is:
+ * for j { for d { for y { } } } because they can self transit, and a
+ * alpha[v][j][d] cell must be complete (that is we must have looked at all children y)
+ * before can start calc'ing for alpha[v][j][d+1] */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ yvalid_ct = 0;
+ j_sdr = j - sdr;
+
+ /* determine which children y we can legally transit to for v, j */
+ for (y = cm->cfirst[v], yoffset = 0; y < (cm->cfirst[v] + cm->cnum[v]); y++, yoffset++)
+ if((j_sdr) >= jmin[y] && ((j_sdr) <= jmax[y])) yvalidA[yvalid_ct++] = yoffset; /* is j-sdr is valid for state y? */
+
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) { /* for each valid d for v, j */
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha */
+ for (yvalid_idx = 0; yvalid_idx < yvalid_ct; yvalid_idx++) { /* for each valid child y, for v, j */
+ yoffset = yvalidA[yvalid_idx];
+ y = cm->cfirst[v] + yoffset;
+ jp_y_sdr = j - jmin[y] - sdr;
+
+ if((d-sd) >= hdmin[y][jp_y_sdr] && (d-sd) <= hdmax[y][jp_y_sdr]) { /* make sure d is valid for this v, j and y */
+ dp_y_sd = d - sd - hdmin[y][jp_y_sdr];
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc_v[yoffset]);
+ }
+ }
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ }
+ else if(cm->sttype[v] != B_st) { /* entered if state v is (! IL && ! IR && ! B) */
+ /* ML, MP, MR, D, S, E states cannot self transit, this means that all cells
+ * in beta[v] are independent of each other, only depending on beta[y] for previously calc'ed y.
+ * We can do the for loops in any nesting order, this implementation does what I think is most efficient:
+ * for y { for j { for d { } } }
+ */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ yoffset = y - cm->cfirst[v];
+ tsc = tsc_v[yoffset];
+
+ jn = ESL_MAX(jmin[v], jmin[y]+sdr);
+ jx = ESL_MIN(jmax[v], jmax[y]+sdr);
+ jpn = jn - jmin[v];
+ jpx = jx - jmin[v];
+ jp_y_sdr = jn - jmin[y] - sdr;
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y_sdr++) {
+ ESL_DASSERT1((jp_v >= 0 && jp_v <= (jmax[v]-jmin[v])));
+ ESL_DASSERT1((jp_y_sdr >= 0 && jp_y_sdr <= (jmax[y]-jmin[y])));
+
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y_sdr] + sd);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y_sdr] + sd);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y_sd = dn - hdmin[y][jp_y_sdr] - sd;
+
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y_sd++) {
+ ESL_DASSERT1((dp_v >= 0 && dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v])));
+ ESL_DASSERT1((dp_y_sd >= 0 && dp_y_sd <= (hdmax[y][jp_y_sdr] - hdmin[y][jp_y_sdr])));
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y_sdr][dp_y_sd] + tsc);
+ }
+ }
+ }
+ /* add in emission score, if any */
+ switch(cm->sttype[v]) {
+ case ML_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]];
+ }
+ break;
+ case MR_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[j]];
+ }
+ break;
+ case MP_st:
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] += esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ default:
+ break;
+ }
+ /* ensure all cells are >= IMPOSSIBLE */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ for (dp_v = 0; dp_v <= (hdmax[v][jp_v] - hdmin[v][jp_v]); dp_v++)
+ alpha[v][jp_v][dp_v] = ESL_MAX(alpha[v][jp_v][dp_v], IMPOSSIBLE);
+ }
+ }
+ else { /* B_st */
+ y = cm->cfirst[v]; /* left subtree */
+ z = cm->cnum[v]; /* right subtree */
+
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ jn = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ jx = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+ /* the main j loop */
+ for (j = jn; j <= jx; j++) {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ kn = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kn satisfies inequalities (1) and (3) (listed below)*/
+ kx = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kn satisfies inequalities (2) and (4) (listed below)*/
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++) {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ *
+ * kn and kx were set above (outside (for (dp_v...) loop) that
+ * satisfy 1-4 (b/c 1-4 are d-independent and k-independent)
+ * RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kn; k <= kx; k++) {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k]) {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], alpha[y][jp_y-k][dp_y - k] + alpha[z][jp_z][kp_z]);
+ }
+ }
+ }
+ }
+ } /* finished calculating deck v. */
+ } /* end of for (v = cm->M-1; v > 0; v--) */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, all hits must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point.
+ *
+ * Hits rooted at 0 that not involved with local begins are
+ * already calc'ed from the v loop with v == 0
+ */
+
+ /* Report all possible hits, but only after looking at local begins (if they're on) */
+ v = 0;
+ sd = sdr = 0;
+ jpn = 0;
+ jpx = jmax[v] - jmin[v];
+ j = jmin[v];
+
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+ /* first report all hits with j < jmin[0] are impossible, only if we're reporting hits to results */
+ if(results != NULL) {
+ for(j = i0; j < jmin[v]; j++) {
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, j-i0+1,
+ NULL, 0, 0, /* alpha_row is NULL, we're telling UpdateGammaHitMxCM, this j is can't be a hit end pt */
+ TRUE, bestr, results, W, act)) != eslOK) return status;
+ }
+ }
+
+ for (jp_v = jpn; jp_v <= jpx; jp_v++, jp_y++, j++) {
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y]) && (j >= jmin[y] && j <= jmax[y])) {
+ assert(cm->sttype[v] != BEGL_S); /* local begins into BEGL_S are impossible */
+ jp_y = j - jmin[y];
+ dn = ESL_MAX(hdmin[v][jp_v], hdmin[y][jp_y]);
+ dx = ESL_MIN(hdmax[v][jp_v], hdmax[y][jp_y]);
+ dpn = dn - hdmin[v][jp_v];
+ dpx = dx - hdmin[v][jp_v];
+ dp_y = dn - hdmin[y][jp_y];
+ d = dn;
+ for (dp_v = dpn; dp_v <= dpx; dp_v++, dp_y++, d++) {
+ /*alpha[0][jp_v][dp_v] = FLogsum(alpha[0][jp_v][dp_v], alpha[y][jp_y][dp_y] + cm->beginsc[y]);*/
+ sc = alpha[y][jp_y][dp_y] + cm->beginsc[y];
+ if(sc > alpha[0][jp_v][dp_v]) {
+ alpha[0][jp_v][dp_v] = sc;
+ bestr[d] = y;
+ }
+ }
+ }
+ } /* end of for(y = 1; y < cm->M; y++) */
+ } /* end of if(cm->flags & CMH_LOCAL_BEGIN */
+
+ /* report all hits with valid d for this j, only if results != NULL */
+ if(results != NULL) {
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, j-i0+1, alpha[0][jp_v], hdmin[0][j-jmin[0]], hdmax[0][j-jmin[0]], TRUE, bestr, results, W, act)) != eslOK) return status;
+ }
+ }
+ /* finally report all hits with j > jmax[0] are impossible, only if we're reporting hits to results */
+ if(results != NULL) {
+ for(j = jmax[v]+1; j <= j0; j++) {
+ if((status = UpdateGammaHitMxCM(cm, errbuf, gamma, j-i0+1,
+ NULL, 0, 0, /* alpha_row is NULL, we're telling UpdateGammaHitMxCM, this j is can't be a hit end pt */
+ TRUE, bestr, results, W, act)) != eslOK) return status;
+ }
+ }
+ /* find the best scoring hit */
+ vsc_root = IMPOSSIBLE;
+ v = 0;
+ jpn = 0;
+ jpx = jmax[v] - jmin[v];
+ for(jp_v = jpn; jp_v <= jpx; jp_v++) {
+ dpn = 0;
+ dpx = hdmax[v][jp_v] - hdmin[v][jp_v];
+ for(dp_v = dpn; dp_v <= dpx; dp_v++) {
+ vsc_root = ESL_MAX(vsc_root, alpha[0][jp_v][dp_v]);
+ }
+ }
+
+ free(el_scA);
+ free(yvalidA);
+ free(bestr);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+
+ ESL_DPRINTF1(("FastFInsideScanHB() return sc: %f\n", vsc_root));
+ if (ret_sc != NULL) *ret_sc = vsc_root;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+
+/* Function: ProcessSearchWorkunit()
+ * Date: EPN, Wed Jan 23 17:26:24 2008
+ *
+ * Purpose: Perform search workunit, which consists of a CM, digitized sequence
+ * and indices i and j. The job is to search dsq from i..j and return
+ * search results in <*ret_results>. Called by cmsearch and cmcalibrate,
+ * which is why it's here and not local in cmsearch.c.
+ *
+ * Args: cm - the covariance model, must have valid searchinfo (si).
+ * errbuf - char buffer for reporting errors
+ * dsq - the digitized sequence
+ * L - length of target sequence
+ * ret_results - search_results_t to create and fill
+ * mxsize_limit - maximum size of HMM banded matrix allowed.
+ * my_rank - rank of processor calling this function, 0 if master (serial or MPI)
+ * ret_surv_fractA - [0..n..cm->si->nrounds], fraction of residues that survived round n
+ * after padding W (if i..j is a hit, j-(W-1)..i+(W-1) survives), except
+ * for final round, cm->si->nrounds; if NULL, don't return it
+ * ret_nhitsA - [0..n..cm->si->nrounds], number of hits that survived each round n
+ *
+ * Returns: eslOK on succes;
+ * <ret_results> is filled with a newly alloc'ed and filled search_results_t structure, must be freed by caller
+ */
+int
+ProcessSearchWorkunit(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, search_results_t **ret_results, float mxsize_limit, int my_rank,
+ float **ret_surv_fractA, int **ret_nhitsA)
+{
+ int status;
+ search_results_t **results;
+ int n;
+ float *surv_fractA;
+ int *nhitsA;
+ int do_collapse, do_pad;
+
+ if(cm->si == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm->si is NULL in ProcessSearchWorkunit()\n");
+
+ ESL_ALLOC(results, sizeof(search_results_t *) * (cm->si->nrounds+1));
+ for(n = 0; n <= cm->si->nrounds; n++) results[n] = CreateResults(INIT_RESULTS);
+
+ /* do the search, DispatchSearch calls itself recursively if we're filtering */
+ if((status = DispatchSearch(cm, errbuf, 0, dsq, 1, L, results, mxsize_limit, NULL, NULL)) != eslOK) goto ERROR;
+
+ /* determine survival fraction from each round */
+ if(ret_surv_fractA != NULL) {
+ ESL_ALLOC(surv_fractA, sizeof(float) * (cm->si->nrounds+1));
+ esl_vec_FSet(surv_fractA, (cm->si->nrounds+1), 0.);
+ for(n = 0; n <= cm->si->nrounds; n++) {
+ do_collapse = (((n+1) == cm->si->nrounds) && (cm->si->search_opts[cm->si->nrounds] & CM_SEARCH_HBANDED)) ? FALSE : TRUE;
+ do_pad = (n == cm->si->nrounds) ? FALSE : TRUE;
+ if((status = Results2SurvFract(cm, errbuf, 1, L, results[n], do_pad, do_collapse, &(surv_fractA[n]))) != eslOK) goto ERROR;
+ }
+ }
+ /* copy the number of hits that survived each round */
+ if(ret_nhitsA != NULL) {
+ ESL_ALLOC(nhitsA, sizeof(int) * (cm->si->nrounds+1));
+ for(n = 0; n <= cm->si->nrounds; n++) nhitsA[n] = results[n]->num_results;
+ }
+
+ /* we only care about the final results, that survived all the rounds (all the filtering rounds plus the final round) */
+ *ret_results = results[cm->si->nrounds];
+ /* free the results describing what survived each round of filtering (if any) */
+ for(n = 0; n < cm->si->nrounds; n++) FreeResults(results[n]);
+ free(results);
+
+ if(ret_surv_fractA != NULL) *ret_surv_fractA = surv_fractA;
+ if(ret_nhitsA != NULL) *ret_nhitsA = nhitsA;
+
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: has caught an error in ProcessSearchWorkunit\n", my_rank));
+ FreeCM(cm);
+ return status;
+}
+
+/* Function: DetermineSeqChunksize()
+ * Date: EPN, Thu Jan 24 16:32:37 2008
+ * Purpose: Determine the subsequence length (chunk size) to
+ * send to workers in MPI cmsearch or cmcalibrate.
+ * From RSEARCH, with one change, ideal situation
+ * is considered when we put 1 chunk for each STRAND
+ * of each seq on each proc.
+ *
+ * Set the chunk size as follows:
+ * 1. Ideally take smallest multiple of cm->W that gives
+ * result greater than:
+ * (seqlen + (cm->W * (num_procs-2))) / (num_procs-1)
+ * This should put one chunk for EACH STRAND on each proc.
+ * 2. If this is less than MPI_MIN_CHUNK_W_MULTIPLIER * cm->W,
+ * use that value.
+ * 3. If this is greater than MPI_MAX_CHUNK_SIZE, use that.
+ */
+int
+DetermineSeqChunksize(int nproc, int L, int W)
+{
+ int chunksize;
+ chunksize = ((L + (W * (nproc-2))) / (nproc)) + 1;
+ chunksize = ((chunksize / W) + 1) * W;
+ chunksize = ESL_MAX(chunksize, W * MPI_MIN_CHUNK_W_MULTIPLIER);
+ chunksize = ESL_MIN(chunksize, MPI_MAX_CHUNK_SIZE);
+ /*printf("DetermineSeqChunksize(): returning %d\n", chunksize);*/
+ return chunksize;
+}
+
+
+/*****************************************************************
+ * Benchmark driver
+ *****************************************************************/
+#ifdef IMPL_SEARCH_BENCHMARK
+/* gcc -g -O2 -DHAVE_CONFIG_H -I../easel -c old_cm_dpsearch.c
+ * gcc -o benchmark-search -g -O2 -I. -L. -I../easel -L../easel -DIMPL_SEARCH_BENCHMARK cm_dpsearch.c old_cm_dpsearch.o -linfernal -leasel -lm
+ * mpicc -g -O2 -DHAVE_CONFIG_H -I../easel -c old_cm_dpsearch.c
+ * mpicc -o benchmark-search -g -O2 -I. -L. -I../easel -L../easel -DIMPL_SEARCH_BENCHMARK cm_dpsearch.c old_cm_dpsearch.o -linfernal -leasel -lm
+ * icc -g -O3 -static -DHAVE_CONFIG_H -I../easel -c old_cm_dpsearch.c
+ * icc -o benchmark-search -O3 -static -I. -L. -I../easel -L../easel -DIMPL_SEARCH_BENCHMARK cm_dpsearch.c old_cm_dpsearch.o -linfernal -leasel -lm
+ * ./benchmark-search <cmfile>
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include <esl_getopts.h>
+#include <esl_histogram.h>
+#include <esl_random.h>
+#include <esl_sqio.h>
+#include <esl_stats.h>
+#include <esl_stopwatch.h>
+#include <esl_vectorops.h>
+#include <esl_wuss.h>
+
+#include "funcs.h" /* function declarations */
+#include "old_funcs.h" /* function declarations for 0.81 versions */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "set random number seed randomly", 0 },
+ { "-s", eslARG_INT, "33", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-e", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "emit sequences from CM, don't randomly create them", 0 },
+ { "-g", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "search in glocal mode [default: local]", 0 },
+ { "-L", eslARG_INT, "10000", NULL, "n>0", NULL, NULL, NULL, "length of random target seqs", 0 },
+ { "-N", eslARG_INT, "1", NULL, "n>0", NULL, NULL, NULL, "number of random target seqs", 0 },
+ { "-o", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute old reference CYK scan implementation", 0 },
+ { "-w", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute new reference CYK scan implementation", 0 },
+ { "-x", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute experimental CYK scan implementation", 0 },
+ { "--noqdb", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute non-banded optimized CYK scan implementation", 0 },
+ { "--rsearch", eslARG_NONE, FALSE, NULL, NULL, NULL,"--noqdb", NULL, "also execute ported RSEARCH's CYK scan implementation", 0 },
+ { "--iins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute optimized int inside scan implementation", 0 },
+ { "--riins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute reference int inside scan implementation", 0 },
+ { "--oiins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute old int inside scan implementation", 0 },
+ { "--fins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute optimized float inside scan implementation", 0 },
+ { "--rfins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute reference float inside scan implementation", 0 },
+ { "--ofins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute old float inside scan implementation", 0 },
+ { "--hbanded", eslARG_NONE, FALSE, NULL, NULL, NULL,"-e", NULL, "also execute HMM banded CYK scan implementation", 6 },
+ { "--ihbanded",eslARG_NONE, FALSE, NULL, NULL, NULL,"-e", NULL, "also execute HMM banded Inside scan implementation", 6 },
+ { "--tau", eslARG_REAL, "1e-7",NULL, "0<x<1",NULL,"--hbanded", NULL, "set tail loss prob for --hbanded to <x>", 6 },
+ { "--scan2bands",eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded", NULL, "derive HMM bands from scanning Forward/Backward", 6 },
+ { "--sums", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded", NULL, "use posterior sums during HMM band calculation (widens bands)", 6 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "benchmark driver for an optimized scanning CYK implementation";
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ CM_t *cm;
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ ESL_RANDOMNESS *r = NULL;
+ ESL_ALPHABET *abc = NULL;
+ int L = esl_opt_GetInteger(go, "-L");
+ int N = esl_opt_GetInteger(go, "-N");
+ ESL_DSQ *dsq;
+ int i;
+ float sc;
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open input CM file stream */
+ int *dmin;
+ int *dmax;
+ int do_random;
+ seqs_to_aln_t *seqs_to_aln; /* sequences to align, either randomly created, or emitted from CM (if -e) */
+ char errbuf[cmERRBUFSIZE];
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if (!(CMFileRead(cmfp, &abc, &cm))) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ do_random = TRUE;
+ if(esl_opt_GetBoolean(go, "-e")) do_random = FALSE;
+
+ if(! esl_opt_GetBoolean(go, "-g")) cm->config_opts |= CM_CONFIG_LOCAL;
+ if( esl_opt_GetBoolean(go, "--sums")) cm->search_opts |= CM_SEARCH_SUMS;
+ if( esl_opt_GetBoolean(go, "--aln2bands")) cm->search_opts |= CM_SEARCH_HMMALNBANDS;
+ if( esl_opt_GetBoolean(go, "--hbanded")) cm->search_opts |= CM_SEARCH_HBANDED;
+ if( esl_opt_GetBoolean(go, "--ihbanded")) cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = esl_opt_GetReal(go, "--tau"); /* this will be DEFAULT_TAU unless changed at command line */
+ cm->config_opts |= CM_CONFIG_QDB;
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+
+ if (esl_opt_GetBoolean(go, "--noqdb")) {
+ dmin = NULL; dmax = NULL;
+ }
+ else { dmin = cm->dmin; dmax = cm->dmax; }
+
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE); /* impt to do this after QDBs set up in ConfigCM() */
+
+ /* get sequences */
+ if(do_random) {
+ double *dnull;
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ /* get gamma[0] from the QDB calc alg, which will serve as the length distro for random seqs */
+ int safe_windowlen = cm->clen * 2;
+ double **gamma = NULL;
+ while(!(BandCalculationEngine(cm, safe_windowlen, DEFAULT_HS_BETA, TRUE, NULL, NULL, &(gamma), NULL))) {
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("Error trying to get gamma[0], safe_windowlen big: %d\n", safe_windowlen);
+ }
+ seqs_to_aln = RandomEmitSeqsToAln(r, cm->abc, dnull, 1, N, gamma[0], safe_windowlen, FALSE);
+ FreeBandDensities(cm, gamma);
+ free(dnull);
+ }
+ else /* don't randomly generate seqs, emit them from the CM */
+ seqs_to_aln = CMEmitSeqsToAln(r, cm, 1, N, FALSE, NULL, FALSE);
+
+ for (i = 0; i < N; i++)
+ {
+ L = seqs_to_aln->sq[i]->n;
+ dsq = seqs_to_aln->sq[i]->dsq;
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+
+ esl_stopwatch_Start(w);
+ if((status = FastCYKScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, FALSE, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastCYKScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ if (esl_opt_GetBoolean(go, "-w"))
+ {
+ esl_stopwatch_Start(w);
+ if((status = RefCYKScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "RefCYKScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "-o"))
+ {
+ esl_stopwatch_Start(w);
+ if (esl_opt_GetBoolean(go, "--noqdb")) sc = CYKScan (cm, dsq, 1, L, cm->W, 0., NULL);
+ else sc = CYKBandedScan (cm, dsq, dmin, dmax, 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "CYKBandedScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "--rsearch"))
+ {
+ esl_stopwatch_Start(w);
+ if((status = rsearch_CYKScan (cm, errbuf, dsq, L, 0., cm->W, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "rsearch_CYKScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ /* integer inside implementations */
+ if (esl_opt_GetBoolean(go, "--iins"))
+ {
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ esl_stopwatch_Start(w);
+ if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastIInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ if((status = XFastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "XFastIInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ if((status = X2FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);;
+ printf("%4d %-30s %10.4f bits ", (i+1), "X2FastIInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "--riins"))
+ {
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ esl_stopwatch_Start(w);
+ if((status = RefIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "RefIInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ if((status = XRefIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "XRefIInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "--oiins"))
+ {
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ if(esl_opt_GetBoolean(go, "--noqdb")) {
+ esl_stopwatch_Start(w);
+ sc = iInsideScan(cm, dsq, 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "iInsideScan() (int no-qdb): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ else {
+ esl_stopwatch_Start(w);
+ sc = iInsideBandedScan(cm, dsq, dmin, dmax, 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "iInsideBandedScan() (int): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ }
+
+ /* float inside implementations */
+ if (esl_opt_GetBoolean(go, "--fins"))
+ {
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ esl_stopwatch_Start(w);
+ if((status = FastFInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastFInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "--rfins"))
+ {
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ esl_stopwatch_Start(w);
+ if((status = RefFInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "RefFInsideScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "--ofins"))
+ {
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ if(esl_opt_GetBoolean(go, "--noqdb")) {
+ esl_stopwatch_Start(w);
+ sc = InsideScan(cm, dsq, 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "InsideScan() (float no-qdb): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ else {
+ esl_stopwatch_Start(w);
+ sc = InsideBandedScan(cm, dsq, dmin, dmax, 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "InsideBandedScan() (float): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ }
+ if (esl_opt_GetBoolean(go, "--hbanded"))
+ {
+ esl_stopwatch_Start(w);
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) cm_Fail(errbuf);
+ sc = CYKBandedScan_jd(cm, dsq, cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax,
+ 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "CYKBandedScan_jd(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) cm_Fail(errbuf);
+ FastCYKScanHB(cm, errbuf, dsq, 1, L, 0., NULL, cm->hbmx, &sc);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastCYKScanHB(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ if (esl_opt_GetBoolean(go, "--ihbanded"))
+ {
+ esl_stopwatch_Start(w);
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) cm_Fail(errbuf);
+ sc = iInsideBandedScan_jd(cm, dsq, cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax,
+ 1, L, cm->W, 0., NULL);
+ printf("%4d %-30s %10.4f bits ", (i+1), "iInsideBandedScan_jd(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ esl_stopwatch_Start(w);
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) cm_Fail(errbuf);
+ if((status = FastFInsideScanHB(cm, errbuf, dsq, 1, L, 0., NULL, cm->hbmx, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "FastFInsideScanHB(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ printf("\n");
+ }
+ FreeCM(cm);
+ FreeSeqsToAln(seqs_to_aln);
+ esl_alphabet_Destroy(abc);
+ esl_stopwatch_Destroy(w);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+
+ ERROR:
+ cm_Fail("memory allocation error");
+ return 0; /* never reached */
+}
+#endif /*IMPL_SEARCH_BENCHMARK*/
+
diff --git a/src/cm_dpsmall.c b/src/cm_dpsmall.c
new file mode 100644
index 0000000..b0dd002
--- /dev/null
+++ b/src/cm_dpsmall.c
@@ -0,0 +1,7128 @@
+/* cm_dpsmall.c (formerly smallcyk.c)
+ * SRE, Wed Aug 2 08:42:49 2000 [St. Louis]
+ * SVN $Id: cm_dpsmall.c 2479 2008-06-20 13:54:48Z nawrockie $
+ *
+ * Alignment of a CM to a target (sub)sequence.
+ *
+ * Implementation of the CM divide and conquer alignment algorithm
+ * described in [Eddy02]. Also implements standard CYK/Inside
+ * optimal alignment by dynamic programming [Durbin98].
+ *
+ * These algorithms align to the entire target (sub)sequence
+ * (e.g. global alignment). For sequence-local alignment, see
+ * scancyk.c.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+/*################################################################
+ * smallcyk's external API:
+ *
+ * CYKDivideAndConquer() - The divide and conquer algorithm. Align
+ * a model to a (sub)sequence.
+ * CYKInside() - Align model to (sub)sequence, using normal
+ * CYK/Inside algorithm.
+ * CYKInsideScore() - Calculate the CYK/Inside score of optimal
+ * alignment, without recovering the alignment;
+ * allows timing CYK/Inside without blowing
+ * out memory, for large target RNAs.
+ *
+ * CYKDemands() - Print a bunch of info comparing predicted d&c
+ * time/memory requirements to standard CYK/inside
+ * time/memory requirements.
+ *
+ * All of these functions can take query dependent bands (dmin
+ * and dmax) or have them passed as NULL.
+ *################################################################
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/* The dividers and conquerors.
+ */
+static float generic_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int vend, int i0, int j0);
+static float wedge_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0);
+static void v_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL);
+
+/* The alignment engines.
+ */
+static float inside(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow, int allow_begin, int *ret_b, float *ret_bsc);
+static void outside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool);
+static float vinside(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***a, float ****ret_a,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ char ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc);
+static void voutside(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool);
+
+/* The traceback routines.
+ */
+static float insideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int allow_begin,
+ int *dmin, int *dmax);
+static float vinsideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int allow_begin, int *dmin, int *dmax);
+
+/* The size calculators.
+ */
+float insideT_size(CM_t *cm, int L, int r, int z, int i0, int j0);
+float vinsideT_size(CM_t *cm, int r, int z, int i0, int i1, int j1, int j0);
+static int cyk_deck_count(CM_t *cm, int r, int z);
+static int cyk_extra_decks(CM_t *cm);
+
+/* The memory management routines are in funcs.h so hbandcyk.c can access them
+ */
+
+/* BE_EFFICIENT and BE_PARANOID are alternative (exclusive) settings
+ * for the do_full? argument to the alignment engines.
+ */
+#define BE_EFFICIENT 0 /* setting for do_full: small memory mode */
+#define BE_PARANOID 1 /* setting for do_full: keep whole matrix, perhaps for debugging */
+
+/* Special flags for use in shadow (traceback) matrices, instead of
+ * offsets to connected states. When yshad[0][][] is USED_LOCAL_BEGIN,
+ * the b value returned by inside() is the best connected state (a 0->b
+ * local entry). When yshad[v][][] is USED_EL, there is a v->EL transition
+ * and the remaining subsequence is aligned to the EL state.
+ */
+#define USED_LOCAL_BEGIN 101
+#define USED_EL 102
+
+/*******************************************************************************
+ * EPN: Banded functions are named *_b()
+ * Functions that I don't think need a banded version are indicated with a U
+ * before their names.
+ *
+ * To change *most* of the following code from banded to normal versions, two
+ * 'replace-string's would be done :
+ * (1) replace '_b(' with '(' : to replace all banded function calls with calls
+ * to their non-banded versions.
+ * (2) replace ', dmin, dmax)' with ')' : all banded functions have exactly
+ * two extra variables passed in, dmin a pointer to an int array with minimum
+ * bands, and dmax, a pointer to an int array with maximum bands. Further,
+ * these are always the last two variables passed into a function.
+ *
+ * There are two classes of changes that were made to the original functions
+ * to make (what I think are) functioning banded versions (*_b()).
+ *
+ * Class 1 : vjd deck changes - using dmin and dmax as bands
+ * Class 2 : vji deck changes - using imin and imax (derived from dmin and dmax)
+ *
+ * Class 2 changes occur only within v problems, only functions : v_splitter_b(),
+ * vinside_b(), and voutside_b().
+ *
+ * The class 1 changes are more straightforward relative to the class 2 changes.
+ * This is completely due to the fact that the vjd coordinate system directly
+ * uses d (distance of subsequence in parse tree rooted at state v) which
+ * corresponds conveniently with dmin and dmax.
+ *
+ * Class 1 changes are usually involved with a for loop that involves
+ * the d index in either the alpha or the beta matrix. The original for loops
+ * are simply replaced with a new for loop that enforces the bands.
+ *
+ * Class 2 changes that involve the vji decks involve several offset variables
+ * because the implicit d value for a given vji cell has to be calculated. The
+ * formula for that conversion is simple : d = j-i+1
+ * in the code however, jp and ip are used where jp = j-j1 and ip = i-i0.
+ * so we have : d = (jp+j1) - (ip+i0) + 1
+ *
+ * The way this is handled is only one possible way (and not necessarily the best way)
+ * but saves some calculations from being repeated and is somewhat consistent with
+ * analagous code elsewhere. Also the way it's handled here is somewhat general
+ * and could be easily changed.
+ *
+ * That approach is to use an imin[] and imax[] vector, somewhat analagous to
+ * dmin[] and dmax[], indexed by states where states in the imin
+ * and imax vectors are offset (usually by r or w1) because v problems don't involve
+ * the entire set of 0..M-1 states. Because determining a d for a given vji
+ * cell depends on both jp and ip, we can't calculate the bands for a given
+ * state (vji deck) independent of jp. Therefore, imin[] and imax[] are calculated
+ * independent of jp, and jp must be added within a for(jp...) loop to determine
+ * the actual band in the i dimension.
+ *
+ * So imin[v-r] = j1-i0-dmax[v]+1;
+ * imax[v-r] = j1-i0-dmin[v]+1;
+ *
+ * Here's an example of using imin and imax within a for(jp ... ) loop :
+ * for (jp = 0; jp <= j0-j1; jp++)
+ * {
+ * if((imax[v-r]+jp) > (i1-i0)) ip = (i1-i0);
+ * else ip = imax[v-r] + jp;
+ * for(; ip >= imin[v-r]+jp && ip >= 0; ip--) {
+ *
+ * Code where bands are used in the vji deck are marked with "Bands used ip X" where X
+ * is a number (1-19). Some of these sections have been commented out as I slowly
+ * realized they were mistakes or unnecessary. There are, admittedly scattered, notes
+ * on how I arrived at each of these in :
+ * ~nawrocki/lab/rRNA/inf/infernal_0426/banded_testing_0207/00LOG
+ *
+ * Other changes of both class 1 and 2 involves imposing the bands during
+ * the initialization step of the alpha matrix. These changes
+ * add additional code that sets all cells outside the bands to IMPOSSIBLE.
+ *
+ *******************************************************************************/
+
+/* The banded dividers and conquerors.
+ */
+static float generic_splitter_b(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int vend, int i0, int j0, int *dmin, int *dmax);
+static float wedge_splitter_b(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int *dmin, int *dmax);
+static void v_splitter_b(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int *dmin, int *dmax);
+
+/* The banded alignment engines.
+ */
+static float inside_b(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int j0,
+ int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *dmin, int *dmax);
+static void outside_b(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int *dmin, int *dmax);
+static float vinside_b(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***a, float ****ret_a,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ char ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *dmin, int *dmax);
+static void voutside_b(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int *dmin, int *dmax);
+
+/* No banded versions of the traceback routines because the non-banded
+ * functions can be used.*/
+
+/* No banded size calculators right now. */
+
+/*******************************************************************************
+ * 05.24.05
+ * EPN MEMORY EFFICIENT BANDED VERSIONS OF SELECTED FUNCTIONS
+ * Memory efficient banded functions are named *_b_me()
+ *
+ * These functions are modified from their originals to make the memory
+ * efficient banded FULL (not D&C) CYK implementation work. These functions
+ * are dubbed 'memory efficient' because they only allocate cells of the
+ * alpha or shadow matrix which are within the bands. The non-memory efficient
+ * functions (*_b()) still allocate the same memory as the non-banded functions,
+ * but only use the cells within the bands, here we actually don't even allocate
+ * unnecessary cells. The only real difficulty implementing memory efficient
+ * bands is in being able to determine what cell alpha[v][j][d] from the
+ * non-memory efficient code corresponds to in the memory-efficient code (we'll
+ * call the corresponding cell a[v'][j'][d'] or a[vp][jp][dp]). The reason
+ * v != v'; j != j' and d != d' is because the primes are offset due to the
+ * fact that some of the original alpha matrix deck (a[v]) has not been allocated
+ * due to the bands. Therefore all of the differences between the *_b_me() functions
+ * and their *_b() versions is to deal with the offset issue.
+ *
+ * All changes from the original (non-memory efficient) banded code have been
+ * marked with comments beginning 'CYK Full ME Bands Used'.
+ *
+ * There are only two functions that need seperate _b_me() versions, because
+ * the non D&C alignment algorithm only involves three functions, CYKInside(),
+ * inside(), and insideT(), and the CYKInside() is really only a wrapper,
+ * for which the memory efficient implementation has no effect, so all we
+ * need is inside_b_me() and insideT_b_me().
+ *
+ *******************************************************************************/
+
+/* The alignment engines.
+ */
+static float inside_b_me(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int j0,
+ int do_full,
+ float ***alpha, float ****ret_alpha,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *dmin, int *dmax);
+
+/* The traceback routines.
+ * At first, it wasn't immediately obvious that a *_me version of
+ * this function was needed, but there's some crazy offset issues. [EPN]
+ */
+
+static float insideT_b_me(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int allow_begin,
+ int *dmin, int *dmax);
+
+
+/* Function: CYKDivideAndConquer()
+ * Date: SRE, Sun Jun 3 19:32:14 2001 [St. Louis]
+ *
+ * Purpose: Align a CM to a (sub)sequence using the divide and conquer
+ * algorithm. Return the score (in bits) and a traceback
+ * structure.
+ *
+ * The simplest call to this, for a model cm and a sequence
+ * dsq of length L and no bands on d:
+ * CYKDivideAndConquer(cm, dsq, L, 0, 1, &tr, NULL, NULL);
+ * which will align the model to the entire sequence. (The alignment
+ * will be global w.r.t the sequence.)
+ *
+ * Sometimes we already know the second state in the traceback:
+ * a CYKScan() will tell us r, for a 0->r local begin transition.
+ * (It also tells us i0, j0: the bounds of a high-scoring subsequence
+ * hit in the target sequence.) We take all this information in
+ * as a shortcut. The 0->r transition is still counted
+ * towards the score. That is, CYKDivideAndConquer() always
+ * gives a parsetree rooted at state 0, the root, and the sc
+ * we return is the score for that complete parse tree.
+ *
+ * Args: cm - the covariance model
+ * dsq - the digitized sequence, 1..L
+ * L - length of sequence
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * i0 - start of target subsequence (often 1, beginning of sq)
+ * j0 - end of target subsequence (often L, end of sq)
+ * ret_tr - RETURN: traceback (pass NULL if trace isn't wanted)
+ * dmin - minimum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ * dmax - maximum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ *
+ * Returns: score of the alignment in bits.
+ */
+float
+CYKDivideAndConquer(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr,
+ int *dmin, int *dmax)
+{
+ Parsetree_t *tr;
+ float sc;
+ int z;
+
+ /*printf("alignment strategy:CYKDivideAndConquer:nb:small\n");*/
+ /* Trust, but verify.
+ * Check out input parameters.
+ */
+ if (cm->stid[r] != ROOT_S) {
+ if (! (cm->flags & CMH_LOCAL_BEGIN)) cm_Fail("internal error: we're not in local mode, but r is not root");
+ if (cm->stid[r] != MATP_MP && cm->stid[r] != MATL_ML &&
+ cm->stid[r] != MATR_MR && cm->stid[r] != BIF_B)
+ cm_Fail("internal error: trying to do a local begin at a non-mainline start");
+ }
+
+ /* Create a parse tree structure.
+ * The traceback machinery expects to build on a start state already
+ * in the parsetree, so initialize by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, i0, j0, 0); /* init: attach the root S */
+ z = cm->M-1;
+ sc = 0.;
+
+ /* If r != 0, we already know we're starting with a local entry transition 0->r;
+ * add that node too, and count the begin transition towards the score. We have
+ * just done our one allowed local begin, so allow_begin becomes FALSE.
+ */
+ if (r != 0)
+ {
+ InsertTraceNode(tr, 0, TRACE_LEFT_CHILD, i0, j0, r);
+ z = CMSubtreeFindEnd(cm, r);
+ sc = cm->beginsc[r];
+ }
+
+ /* Start the divide and conquer recursion: call the generic_splitter()
+ * or generic_splitter_b() on the whole DP cube.
+ */
+ if(dmin == NULL && dmax == NULL)
+ sc += generic_splitter(cm, dsq, L, tr, r, z, i0, j0);
+ else
+ sc += generic_splitter_b(cm, dsq, L, tr, r, z, i0, j0, dmin, dmax);
+
+ /* Free memory and return
+ */
+ if (ret_tr != NULL) *ret_tr = tr; else FreeParsetree(tr);
+ ESL_DPRINTF1(("returning from CYKDivideAndConquer() sc : %f\n", sc));
+ return sc;
+}
+
+/* Function: CYKInside()
+ * Date: SRE, Sun Jun 3 19:48:33 2001 [St. Louis]
+ *
+ * Purpose: Wrapper for the insideT() routine - solve
+ * a full alignment problem, return the traceback
+ * and the score, without dividing & conquering.
+ *
+ * Analogous to CYKDivideAndConquer() in many respects;
+ * see the more extensive comments in that function for
+ * more details on shared aspects.
+ *
+ * Args: cm - the covariance model
+ * sq - the sequence, 1..L
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * i0 - start of target subsequence (often 1, beginning of sq)
+ * j0 - end of target subsequence (often L, end of sq)
+ * ret_tr - RETURN: traceback (pass NULL if trace isn't wanted)
+ * dmin - minimum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ * dmax - maximum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ *
+ * Returns: score of the alignment in bits.
+ */
+float
+CYKInside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr,
+ int *dmin, int *dmax)
+{
+ Parsetree_t *tr;
+ int z;
+ float sc;
+
+ /* Trust, but verify.
+ * Check out input parameters.
+ */
+ if (cm->stid[r] != ROOT_S) {
+ if (! (cm->flags & CMH_LOCAL_BEGIN)) cm_Fail("internal error: we're not in local mode, but r is not root");
+ if (cm->stid[r] != MATP_MP && cm->stid[r] != MATL_ML &&
+ cm->stid[r] != MATR_MR && cm->stid[r] != BIF_B)
+ cm_Fail("internal error: trying to do a local begin at a non-mainline start");
+ }
+
+ /* Create the parse tree, and initialize.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+ z = cm->M-1;
+ sc = 0.;
+
+ /* Deal with case where we already know a local entry transition 0->r
+ */
+ if (r != 0)
+ {
+ InsertTraceNode(tr, 0, TRACE_LEFT_CHILD, i0, j0, r);
+ z = CMSubtreeFindEnd(cm, r);
+ sc = cm->beginsc[r];
+ }
+
+ /* Solve the whole thing with one call to insideT.
+ */
+ /* if we're non-banded use the original function */
+ if(dmin == NULL && dmax == NULL)
+ sc += insideT(cm, dsq, L, tr, r, z, i0, j0, (r==0),
+ dmin, dmax);
+ /* if we're using query dependent bands, call the
+ * memory efficient QDB alignment version.
+ */
+ else
+ sc += insideT_b_me(cm, dsq, L, tr, r, z, i0, j0, (r==0),
+ dmin, dmax);
+ /* To call the non-memory efficient version, uncomment
+ * the following line: */
+ /*sc += insideT(cm, dsq, L, tr, r, z, i0, j0, (r==0), dmin, dmax);*/
+
+ if (ret_tr != NULL) *ret_tr = tr; else FreeParsetree(tr);
+ return sc;
+}
+
+/* Function: CYKInsideScore()
+ * Date: SRE, Tue Apr 9 05:21:22 2002 [St. Louis]
+ *
+ * Purpose: Wrapper for the inside() routine. Solve
+ * a full alignment problem in one pass of inside,
+ * in memory-saving mode, returning only the score.
+ *
+ * Fairly useless. Written just to obtain timings
+ * for SSU and LSU alignments, for comparison to
+ * divide and conquer.
+ *
+ * Analogous to CYKDivideAndConquer() in many respects;
+ * see the more extensive comments in that function for
+ * more details on shared aspects.
+ *
+ * Args: cm - the covariance model
+ * dsq - the sequence, 1..L
+ * L - length of sequence
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * i0 - start of target subsequence (often 1, beginning of sq)
+ * j0 - end of target subsequence (often L, end of sq)
+ * dmin - minimum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ * dmax - maximum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ *
+ * Returns: score of the alignment in bits.
+ */
+float
+CYKInsideScore(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, int *dmin, int *dmax)
+{
+ int z;
+ float sc;
+
+ z = cm->M-1;
+ sc = 0.;
+
+ if (r != 0)
+ {
+ z = CMSubtreeFindEnd(cm, r);
+ sc = cm->beginsc[r];
+ }
+
+ if(dmin == NULL && dmax == NULL)
+ sc += inside(cm, dsq, L, r, z, i0, j0, FALSE,
+ NULL, NULL, NULL, NULL, NULL,
+ (r==0), NULL, NULL);
+ else
+ sc += inside_b(cm, dsq, L, r, z, i0, j0, FALSE,
+ NULL, NULL, NULL, NULL, NULL,
+ (r==0), NULL, NULL, dmin, dmax);
+
+ return sc;
+}
+
+
+/* Function: CYKDemands()
+ * Date: SRE, Sun Jun 3 20:00:54 2001 [St. Louis]
+ *
+ * Purpose: Print out information on the computational
+ * complexity of an alignment problem for divide
+ * and conquer versus the full CYK.
+ *
+ * Args: cm - the model
+ * L - length of sequence.
+ * dmin - minimum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ * dmax - maximum d bound for each state v; [0..v..M-1] (NULL if non-banded)
+ * be_quiet - TRUE to not print info, just return number of DP calcs
+ *
+ * Returns: (float) the total number of DP calculations, either using QDB (if
+ * dmin & dmax are non-NULL) or not using QDB.
+ */
+float
+CYKDemands(CM_t *cm, int L, int *dmin, int *dmax, int be_quiet)
+{
+ float Mb_per_deck; /* megabytes per deck */
+ int bif_decks; /* bifurcation decks */
+ int nends; /* end decks (only need 1, even for multiple E's */
+ int maxdecks; /* maximum # of decks needed by CYKInside() */
+ int extradecks; /* max # of extra decks needed for bifurcs */
+ float smallmemory; /* how much memory small version of CYKInside() needs */
+ float bigmemory; /* how much memory a full CYKInside() would take */
+ float dpcells; /* # of dp cells */
+ float bifcalcs; /* # of inner loops executed for bifurcation calculations */
+ float bifcalcs_b; /* # of inner loops executed for bifurcation calculations in QDB */
+ float dpcalcs; /* # of inner loops executed for non-bif calculations */
+ float dpcalcs_b; /* # of inner loops executed for bifurcation calculations in QDB */
+ int j;
+ float avg_Mb_per_banded_deck; /* average megabytes per deck in mem efficient big mode */
+ int v, y, z, d, kmin, kmax; /* for QDB calculations */
+
+ Mb_per_deck = size_vjd_deck(L, 1, L);
+ bif_decks = CMCountStatetype(cm, B_st);
+ nends = CMCountStatetype(cm, E_st);
+ maxdecks = cyk_deck_count(cm, 0, cm->M-1);
+ extradecks = cyk_extra_decks(cm);
+ smallmemory = (float) maxdecks * Mb_per_deck;
+ bifcalcs = 0.;
+ for (j = 0; j <= L; j++)
+ bifcalcs += (float)(j+1)*(float)(j+2)/2.;
+ bifcalcs *= (float) bif_decks;
+ dpcalcs = (float) (L+2)*(float)(L+1)*0.5*(float) (cm->M - bif_decks - nends +1);
+ if(dmin == NULL && dmax == NULL)
+ {
+ bigmemory = (float) (cm->M - nends +1) * Mb_per_deck;
+ dpcells = (float) (L+2)*(float)(L+1)*0.5*(float) (cm->M - nends +1);
+ avg_Mb_per_banded_deck = 0.; /* irrelevant */
+ }
+ else
+ {
+ dpcells = 0.;
+ dpcalcs_b = 0.;
+ for(v = 0; v < cm->M; v++)
+ {
+ dpcells += (float) (L+1) * (float) (dmax[v] - dmin[v] + 1.);
+ if(cm->sttype[v] != B_st)
+ dpcalcs_b += (float) (L+1) * (float) (dmax[v] - dmin[v] + 1.);
+ for(d = dmin[v]; d <= dmax[v]; d++)
+ {
+ dpcells -= (float) d; /* subtract out cells for which d <= j */
+ if(cm->sttype[v] != B_st)
+ dpcalcs_b -= (float) d;
+ }
+ }
+ bigmemory = (sizeof(float) * dpcells) / 1000000.;
+ avg_Mb_per_banded_deck = bigmemory / ((float) cm->M -nends + 1);
+ /* bigmemory and avg_Mb_per_banded_deck should be treated as approximates,
+ * I'm not sure if they're exactly correct. EPN, Mon Nov 6 07:56:13 2006 */
+
+ /* for QDB, to get bifcalcs, we need to count all the cells within the bands on
+ * left and right childs y and z of v, that are consistent with band on v
+ * there's probably a more efficient way of doing this. */
+ bifcalcs_b = 0.;
+ for (v = 0; v < cm->M; v++)
+ {
+ if(cm->sttype[v] == B_st)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ for (j = 0; j <= L; j++)
+ {
+ for (d = dmin[v]; d <= dmax[v] && d <= j; d++)
+ {
+ if(dmin[z] > (d-dmax[y])) kmin = dmin[z];
+ else kmin = d-dmax[y];
+ if(kmin < 0) kmin = 0;
+ if(dmax[z] < (d-dmin[y])) kmax = dmax[z];
+ else kmax = d-dmin[y];
+ if(kmin <= kmax)
+ bifcalcs_b += (float)(kmax - kmin + 1);
+ }
+ }
+ }
+ }
+ }
+
+ if(dmin == NULL && dmax == NULL)
+ {
+ if(!be_quiet)
+ {
+ printf("CYK cpu/memory demand estimates:\n");
+ printf("Mb per cyk deck: %.4f\n", Mb_per_deck);
+ printf("# of decks (M): %d\n", cm->M);
+ printf("# of decks needed in small CYK: %d\n", maxdecks);
+ printf("# of extra decks needed: %d\n", extradecks);
+ printf("RAM needed for full CYK, Mb: %.2f\n", bigmemory);
+ printf("RAM needed for small CYK, Mb: %.2f\n", smallmemory);
+ printf("# of dp cells, total: %.3g\n", dpcells);
+ printf("# of non-bifurc dp cells: %.3g\n", dpcalcs);
+ printf("# of bifurcations: %d\n", bif_decks);
+ printf("# of bifurc dp inner loop calcs: %.3g\n", bifcalcs);
+ printf("# of dp inner loops: %.3g\n", dpcalcs+bifcalcs);
+ }
+ return (dpcalcs + bifcalcs);
+ }
+ else /* QDB */
+ {
+ if(!be_quiet)
+ {
+ printf("QDB CYK cpu/memory demand estimates:\n");
+ printf("Mb per cyk deck: %.4f\n", Mb_per_deck);
+ printf("Avg Mb per QDB cyk deck: %.4f\n", avg_Mb_per_banded_deck);
+ printf("# of decks (M): %d\n", cm->M);
+ printf("# of decks needed in small QDB CYK: %d\n", maxdecks);
+ printf("# of extra decks needed: %d\n", extradecks);
+ printf("RAM needed for full QDB CYK, Mb: %.2f\n", bigmemory);
+ printf("RAM needed for small QDB CYK, Mb: %.2f\n", smallmemory);
+ printf("# of QDB dp cells, total: %.3g\n", dpcells);
+ printf("# of QDB non-bifurc dp cells: %.3g\n", dpcalcs_b);
+ printf("# of bifurcations: %d\n", bif_decks);
+ printf("# of QDB bifurc dp inner loop calcs: %.3g\n", bifcalcs_b);
+ printf("# of QDB dp inner loops: %.3g\n", dpcalcs_b+bifcalcs_b);
+ printf("Estimated small CYK QDB aln speedup: %.4f\n", ((dpcalcs+bifcalcs)/(dpcalcs_b+bifcalcs_b)));
+ }
+ return (dpcalcs_b + bifcalcs_b);
+ }
+}
+
+/*################################################################
+ * The dividers and conquerors.
+ *################################################################*/
+
+/* Function: generic_splitter()
+ * Date: SRE, Sat May 12 15:08:38 2001 [CSHL]
+ *
+ * Purpose: Solve a "generic problem": best parse of
+ * a possibly bifurcated subgraph cm^r_z to
+ * a substring sq->sq[i0..j0]. r is usually a start
+ * state (S_st) but may be any non-end state type in
+ * the case of local alignment begins (ROOT 0->r).
+ * z is always an end state (E_st).
+ *
+ * Given: a cm subgraph from r..z
+ * a subsequence from i0..j0
+ * Attaches the optimal trace T{r..z}, exclusive of r
+ * and inclusive of z, to tr.
+ *
+ * A full divide & conquer never terminates
+ * in generic_splitter; the recursion must
+ * terminate in v_splitter and wedge_splitter;
+ * so we don't test an end-of-recursion boundary.
+ *
+ * Args: cm - model
+ * sq - sequence, digitized, 1..L
+ * tr - the traceback we're adding on to.
+ * r - index of the root state of this problem in the model
+ * z - index of an end state (E_st) in the model
+ * i0 - start in the sequence (1..L)
+ * j0 - end in the sequence (1..L)
+ *
+ * Returns: score of the optimal parse of sq(i0..j0) with cm^r_z
+ */
+static float
+generic_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0)
+{
+ float ***alpha;
+ float ***beta;
+ struct deckpool_s *pool;
+ int v,w,y; /* state indices */
+ int wend, yend; /* indices for end of subgraphs rooted at w,y */
+ int jp; /* j': relative position in subseq, 0..W */
+ int W; /* length of subseq i0..j0 */
+ float sc; /* tmp variable for a score */
+ int j,d,k; /* sequence indices */
+ float best_sc; /* optimal score at the optimal split point */
+ int best_k; /* optimal k for the optimal split */
+ int best_d; /* optimal d for the optimal split */
+ int best_j; /* optimal j for the optimal split */
+ int tv; /* remember the position of a bifurc in the trace. */
+ int b1,b2; /* argmax_v for 0->v local begin transitions */
+ float b1_sc, b2_sc; /* max_v scores for 0->v local begin transitions */
+
+ /* 1. If the generic problem is small enough, solve it with inside^T,
+ * and append the trace to tr.
+ */
+ if (insideT_size(cm, L, r, z, i0, j0) < RAMLIMIT) {
+ ESL_DPRINTF2(("Solving a generic w/ insideT - G%d[%s]..%d[%s], %d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ z, UniqueStatetype(cm->stid[z]),
+ i0, j0));
+ sc = insideT(cm, dsq, L, tr, r, z, i0, j0, (r==0),
+ NULL, NULL); /* two NULLs mean 'don't use bands' */
+
+ return sc;
+ }
+
+ /* 2. Traverse down from r, find first bifurc.
+ * The lowest a bifurc could be: B-S-E/S-IL-E = vend-5
+ *
+ */
+ for (v = r; v <= z-5; v++)
+ if (cm->sttype[v] == B_st) break; /* found the first bifurcation, now v */
+
+ /* 3. If there was no bifurcation, this is a wedge problem; solve it
+ * with wedge_splitter.
+ */
+ if (v > z-5) { /* no bifurc? it's a wedge problem */
+ if (cm->sttype[z] != E_st) cm_Fail("inconceivable.");
+ sc = wedge_splitter(cm, dsq, L, tr, r, z, i0, j0);
+ return sc;
+ }
+
+ /* Set up the state quartet r,v,w,y for a divide and conquer
+ * solution of the generic problem.
+ */
+ w = cm->cfirst[v]; /* index of left S */
+ y = cm->cnum[v]; /* index right S */
+ if (w < y) { wend = y-1; yend = z; }
+ else { yend = w-1; wend = z; }
+
+ /* Calculate alpha[w] deck and alpha[y] deck.
+ * We also get b1: best choice for 0->b local begin. b1_sc is the score if we do this.
+ * Analogous for b2, b2_sc on the other side.
+ */
+ inside(cm, dsq, L, w, wend, i0, j0, BE_EFFICIENT, NULL, &alpha, NULL, &pool, NULL,
+ (r==0), &b1, &b1_sc);
+ inside(cm, dsq, L, y, yend, i0, j0, BE_EFFICIENT, alpha, &alpha, pool, &pool, NULL,
+ (r==0), &b2, &b2_sc);
+
+ /* Calculate beta[v] deck (stick it in alpha). Let the pool get free'd.
+ * (If we're doing local alignment, deck M is the beta[EL] deck.)
+ */
+ outside(cm, dsq, L, r, v, i0, j0, BE_EFFICIENT, alpha, &beta, pool, NULL);
+
+ /* Find the optimal split at the B.
+ */
+ W = j0-i0+1;
+ best_sc = IMPOSSIBLE;
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ for (k = 0; k <= d; k++)
+ if ((sc = alpha[w][j-k][d-k] + alpha[y][j][k] + beta[v][j][d]) > best_sc)
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ }
+ }
+
+ /* Local alignment only: maybe we're better off in EL?
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ if ((sc = beta[cm->M][j][d]) > best_sc) {
+ best_sc = sc;
+ best_k = -1; /* special flag for local end, EL. */
+ best_j = j;
+ best_d = d;
+ }
+ }
+ }
+
+ /* Local alignment only: maybe we're better off in ROOT?
+ */
+ if (r == 0 && cm->flags & CMH_LOCAL_BEGIN) {
+ if (b1_sc > best_sc) {
+ best_sc = b1_sc;
+ best_k = -2; /* flag for using local begin into left wedge w..wend */
+ best_j = j0;
+ best_d = W;
+ }
+ if (b2_sc > best_sc) {
+ best_sc = b2_sc;
+ best_k = -3; /* flag for using local begin into right wedge y..yend */
+ best_j = j0;
+ best_d = W;
+ }
+ }
+
+ /* Free now, before recursing.
+ * The two alpha matrices and the beta matrix
+ * actually all point to the same memory, since no
+ * decks in Inside and Outside needed to overlap.
+ * Free 'em all in one call.
+ */
+ free_vjd_matrix(alpha, cm->M, i0, j0);
+
+ /* If we're in EL, instead of B, the optimal alignment is entirely
+ * in a V problem that's still above us. The TRUE flag sets useEL.
+ */
+ if (best_k == -1) {
+ v_splitter(cm, dsq, L, tr, r, v, i0, best_j-best_d+1, best_j, j0, TRUE);
+ return best_sc;
+ }
+
+ /* Else: if we're in the root 0, we know which r we did our local begin into.
+ * We have a generic problem rooted there. The FALSE flag disallows
+ * any further local begins.
+ */
+ if (best_k == -2) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b1);
+ z = CMSubtreeFindEnd(cm, b1);
+ generic_splitter(cm, dsq, L, tr, b1, z, i0, j0);
+ return best_sc;
+ }
+ if (best_k == -3) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b2);
+ z = CMSubtreeFindEnd(cm, b2);
+ generic_splitter(cm, dsq, L, tr, b2, z, i0, j0);
+ return best_sc;
+ }
+
+ /* Else (the usual case), ok, we did use B in the optimal split.
+ * Split now into a V problem and two generic problems, and recurse
+ * left fragment: i1 = j-d+1, j1 = j-k, vroot = w, vend = wend
+ * right frag: i2 = j-k+1, j2 = j, vroot = y, vend = yend
+ *
+ * The problems must be solved in a particular order, since we're
+ * constructing the trace in a postorder traversal.
+ */
+ ESL_DPRINTF2(("Generic splitter:\n"));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ v, UniqueStatetype(cm->stid[v]),
+ i0, best_j-best_d+1, best_j, j0));
+ ESL_DPRINTF2((" generic: G%d[%s]..%d[%s], %d..%d\n",
+ w, UniqueStatetype(cm->stid[w]),
+ wend, UniqueStatetype(cm->stid[wend]),
+ best_j-best_d+1, best_j-best_k));
+ ESL_DPRINTF2((" generic: G%d[%s]..%d[%s], %d..%d\n",
+ y, UniqueStatetype(cm->stid[y]),
+ yend, UniqueStatetype(cm->stid[yend]),
+ best_j-best_k+1, best_j));
+
+ v_splitter(cm, dsq, L, tr, r, v, i0, best_j-best_d+1, best_j, j0, FALSE);
+ tv = tr->n-1;
+
+ InsertTraceNode(tr, tv, TRACE_LEFT_CHILD, best_j-best_d+1, best_j-best_k, w);
+ generic_splitter(cm, dsq, L, tr, w, wend, best_j-best_d+1, best_j-best_k);
+ InsertTraceNode(tr, tv, TRACE_RIGHT_CHILD, best_j-best_k+1, best_j, y);
+ generic_splitter(cm, dsq, L, tr, y, yend, best_j-best_k+1, best_j);
+
+ return best_sc;
+}
+
+/* Function: wedge_splitter()
+ * Date: SRE, Sun May 13 08:44:15 2001 [CSHL genome mtg]
+ *
+ * Purpose: Solve a "wedge problem": best parse of an
+ * unbifurcated subgraph cm^r..z to a substring
+ * sq->sq[i0..j0]. r may be a start state (when
+ * the wedge problem comes from being a special case
+ * of a generic problem) or a non-insert state
+ * (D, MP, ML, MR) (when the wedge comes from a
+ * previous wedge_splitter), or indeed, any non-end
+ * state (when wedge comes from a local begin).
+ * z, however, is always an end state.
+ *
+ * Attaches the optimal trace T(r..z), exclusive
+ * of r and inclusive of z, to the growing trace tr.
+ *
+ * Deal with a divide and conquer boundary condition:
+ * the next non-insert state after r is the end state z.
+ * All remaining sequence of i0..j0 that r doesn't emit
+ * must be dealt with by insert states.
+ *
+ * Args: cm - model
+ * sq - digitized sequence 1..L
+ * tr - the traceback we're adding on to.
+ * r - index of the first state in the subgraph
+ * z - index of an end state (E_st) in the model
+ * i0 - start in the sequence (1..L)
+ * j0 - end in the sequence (1..L)
+ *
+ * Returns: The score of the best parse in bits.
+ */
+static float
+wedge_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z, int i0, int j0)
+{
+ float ***alpha;
+ float ***beta;
+ struct deckpool_s *pool;
+ float sc;
+ float best_sc;
+ int v,w,y;
+ int W;
+ int d, jp, j;
+ int best_v, best_d, best_j;
+ int midnode;
+ int b; /* optimal local begin: b = argmax_v alpha_v(i0,j0) + t_0(v) */
+ float bsc; /* score for optimal local begin */
+
+ /* 1. If the wedge problem is either a boundary condition,
+ * or small enough, solve it with inside^T and append
+ * the trace to tr.
+ * It's formally possible that someone could set RAMLIMIT
+ * to something so small that even the boundary condition
+ * couldn't be done with inside^T - but that'd be a silly
+ * thing to do, so we ignore RAMLIMIT in that case.
+ */
+ if (cm->ndidx[z] == cm->ndidx[r] + 1 ||
+ insideT_size(cm, L, r, z, i0, j0) < RAMLIMIT)
+ {
+ ESL_DPRINTF2(("Solving a wedge: G%d[%s]..%d[%s], %d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ z, UniqueStatetype(cm->stid[z]),
+ i0,j0));
+ sc = insideT(cm, dsq, L, tr, r, z, i0, j0, (r==0),
+ NULL, NULL); /* two NULLs mean 'don't use bands' */
+
+ return sc;
+ }
+
+ /* 2. Find our split set, w..y
+ * We choose the node in the middle.
+ * This can't be a BIF_nd (we're a wedge), or an END_nd (midnode
+ * can't be z) but it could be any other node including
+ * begin nodes (i.e. it might be that w==y).
+ */
+ midnode = cm->ndidx[r] + ((cm->ndidx[z] - cm->ndidx[r]) / 2);
+ w = cm->nodemap[midnode];
+ y = cm->cfirst[w]-1;
+
+ /* 3. Calculate inside up to w, and outside down to y.
+ * We rely on a side effect of how deallocation works
+ * in these routines; the w..y decks are guaranteed
+ * to be retained.
+ * b will contain the optimal 0->v state for a local begin, and bsc
+ * is the score for using it.
+ * beta[cm->M] will contain the EL deck, if needed for local ends.
+ */
+ inside(cm, dsq, L, w, z, i0, j0, BE_EFFICIENT,
+ NULL, &alpha, NULL, &pool, NULL,
+ (r==0), &b, &bsc);
+ outside(cm, dsq, L, r, y, i0, j0, BE_EFFICIENT, NULL, &beta, pool, NULL);
+
+ /* 4. Find the optimal split at the split set: best_v, best_d, best_j
+ */
+ W = j0-i0+1;
+ best_sc = IMPOSSIBLE;
+ for (v = w; v <= y; v++)
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ if ((sc = alpha[v][j][d] + beta[v][j][d]) > best_sc)
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ }
+ }
+
+ /* Local alignment ends only: maybe we're better off in EL,
+ * not in the split set?
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ if ((sc = beta[cm->M][j][d]) > best_sc) {
+ best_sc = sc;
+ best_v = -1; /* flag for local alignment. */
+ best_j = j;
+ best_d = d;
+ }
+ }
+ }
+
+ /* Local alignment begins only: maybe we're better off in the root.
+ */
+ if (r==0 && (cm->flags & CMH_LOCAL_BEGIN)) {
+ if (bsc > best_sc) {
+ best_sc = bsc;
+ best_v = -2; /* flag for local alignment */
+ best_j = j0;
+ best_d = W;
+ }
+ }
+
+ /* free now, before recursing!
+ */
+ free_vjd_matrix(alpha, cm->M, i0, j0);
+ free_vjd_matrix(beta, cm->M, i0, j0);
+
+ /* If we're in EL, instead of the split set, the optimal alignment
+ * is entirely in a V problem that's still above us. The TRUE
+ * flag sets useEL. It doesn't matter which state in the split
+ * set w..y we use as the end of the graph; vinside() will have to
+ * initialize the whole thing to IMPOSSIBLE anyway.
+ */
+ if (best_v == -1) {
+ v_splitter(cm, dsq, L, tr, r, w, i0, best_j-best_d+1, best_j, j0, TRUE);
+ return best_sc;
+ }
+
+ /* If we're in the root because of a local begin, the local alignment
+ * is entirely in a wedge problem that's still below us, rooted at b.
+ * The FALSE flag prohibits any more local begins in this and subsequent
+ * problems.
+ */
+ if (best_v == -2) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b);
+ wedge_splitter(cm, dsq, L, tr, b, z, i0, j0);
+ return best_sc;
+ }
+
+ /* Else (usual case): the optimal split into a V problem and a wedge problem:
+ * i1 = best_j-best_d+1, j1 = best_j
+ * the V problem: r..v, i0..i1, j1..j0
+ * the wedge problem: v..z, i1..j1
+ *
+ * These have to solved in the order given because we're
+ * constructing the trace in postorder traversal.
+ */
+ ESL_DPRINTF2(("Wedge splitter:\n"));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ i0, best_j-best_d+1, best_j, j0));
+ ESL_DPRINTF2((" wedge: G%d[%s]..%d[%s], %d..%d\n",
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ z, UniqueStatetype(cm->stid[z]),
+ best_j-best_d+1, best_j));
+
+ v_splitter(cm, dsq, L, tr, r, best_v, i0, best_j-best_d+1, best_j, j0, FALSE);
+ wedge_splitter(cm, dsq, L, tr, best_v, z, best_j-best_d+1, best_j);
+ return best_sc;
+}
+
+/* Function: v_splitter()
+ * Date: SRE, Thu May 31 19:47:57 2001 [Kaldi's]
+ *
+ * Purpose: Solve a "V problem": best parse of an unbifurcated
+ * subgraph cm^r..z to a one-hole subsequence
+ * i0..i1 // j1..j0.
+ *
+ * Attaches the optimal trace T(r..z), exclusive of
+ * r, inclusive of z, to the growing trace tr.
+ *
+ * r and z can be any non-insert state.
+ *
+ * Args: cm - model
+ * sq - digitized sequence 1..L
+ * tr - the traceback we're adding on to.
+ * r - index of the first state in the subgraph
+ * z - index of the last state in the subgraph
+ * i0,i1 - first part of the subsequence (1..L)
+ * j1,j0 - second part of the subsequence (1..L)
+ * useEL - TRUE if i1,j1 aligned to EL, not z
+ *
+ * Returns: (void)
+ */
+static void
+v_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0,
+ int useEL)
+{
+ float ***alpha, ***beta; /* inside and outside matrices */
+ struct deckpool_s *pool; /* pool for holding alloced decks */
+ float sc; /* tmp variable holding a score */
+ int v,w,y; /* state indexes */
+ int ip,jp;
+ int best_v;
+ int best_i, best_j; /* optimal i', j' split point */
+ float best_sc; /* score at optimal split point */
+ int midnode;
+ int b; /* optimal choice for a 0->b local begin */
+ float bsc; /* score if we use the local begin */
+
+ /* 1. If the V problem is either a boundary condition, or small
+ * enough, solve it with v_inside^T and append the trace to tr.
+ * (With local alignment, we might even see a lone B state
+ * get handed to v_splitter(); hence the r==z case.)
+ */
+ if (cm->ndidx[z] == cm->ndidx[r] + 1 || r == z ||
+ vinsideT_size(cm, r, z, i0, i1, j1, j0) < RAMLIMIT)
+ {
+ ESL_DPRINTF2(("Solving a V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ z, UniqueStatetype(cm->stid[z]),
+ i0,j1,j1,j0));
+ vinsideT(cm, dsq, L, tr, r, z, i0, i1, j1, j0, useEL, (r==0),
+ NULL, NULL); /* two NULLs mean 'don't use bands' */
+ return;
+ }
+
+ /* 2. Find our split set, w..y.
+ * Choose the node in the middle.
+ */
+ midnode = cm->ndidx[r] + ((cm->ndidx[z] - cm->ndidx[r]) / 2);
+ w = cm->nodemap[midnode];
+ y = cm->cfirst[w]-1;
+
+ /* 3. Calculate v_inside up to w, and v_outside down to y.
+ * As with wedge_splitter(), we rely on a side effect of how
+ * deallocation works, so the w..y decks are retained
+ * in alpha and beta even though we're in small memory mode.
+ * beta[cm->M] is the EL deck, needed for local ends.
+ */
+ vinside (cm, dsq, L, w, z, i0, i1, j1, j0, useEL, BE_EFFICIENT,
+ NULL, &alpha, NULL, &pool, NULL, (r==0), &b, &bsc);
+ voutside(cm, dsq, L, r, y, i0, i1, j1, j0, useEL, BE_EFFICIENT,
+ NULL, &beta, pool, NULL);
+
+ /* 4. Find the optimal split: v, ip, jp.
+ */
+ best_sc = IMPOSSIBLE;
+ for (v = w; v <= y; v++)
+ for (ip = 0; ip <= i1-i0; ip++)
+ for (jp = 0; jp <= j0-j1; jp++)
+ if ((sc = alpha[v][jp][ip] + beta[v][jp][ip]) > best_sc)
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ }
+
+ /* Local alignment ends: maybe we're better off in EL, not
+ * the split set?
+ */
+ if (useEL && (cm->flags & CMH_LOCAL_END)) {
+ for (ip = 0; ip <= i1-i0; ip++)
+ for (jp = 0; jp <= j0-j1; jp++)
+ if ((sc = beta[cm->M][jp][ip]) > best_sc) {
+ best_sc = sc;
+ best_v = -1;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ }
+ }
+
+ /* Local alignment begins: maybe we're better off in root...
+ */
+ if (r==0 && (cm->flags & CMH_LOCAL_BEGIN)) {
+ if (bsc > best_sc) {
+ best_sc = bsc;
+ best_v = -2;
+ best_i = i0;
+ best_j = j0;
+ }
+ }
+
+ /* Free now, before recursing!
+ */
+ free_vji_matrix(alpha, cm->M, j1, j0);
+ free_vji_matrix(beta, cm->M, j1, j0);
+
+ /* If we're in EL, instead of the split set, the optimal
+ * alignment is entirely in a V problem that's still above us.
+ * The TRUE flag sets useEL; we propagate allow_begin.
+ */
+ if (best_v == -1) {
+ v_splitter(cm, dsq, L, tr, r, w, i0, best_i, best_j, j0, TRUE);
+ return;
+ }
+
+ /* If we used a local begin, the optimal alignment is
+ * entirely in a V problem that's still below us, rooted
+ * at b, for the entire one-hole sequence. The FALSE
+ * flag prohibits more local begin transitions; we propagate
+ * useEL.
+ */
+ if (best_v == -2) {
+ if (b != z)
+ {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b);
+ }
+ v_splitter(cm, dsq, L, tr, b, z, i0, i1, j1, j0, useEL);
+ return;
+ }
+
+ /* The optimal split into two V problems:
+ * V: r..v, i0..i', j'..j0
+ * V: v..z, i'..i1, j1..j'
+ * Solve in this order, because we're constructing the
+ * trace in postorder traversal.
+ */
+ ESL_DPRINTF2(("V splitter:\n"));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ i0, best_i, best_j, j0));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ z, UniqueStatetype(cm->stid[z]),
+ best_i, i1, j1, best_j));
+
+ v_splitter(cm, dsq, L, tr, r, best_v, i0, best_i, best_j, j0, FALSE);
+ v_splitter(cm, dsq, L, tr, best_v, z, best_i, i1, j1, best_j, useEL);
+ return;
+}
+
+
+/*****************************************************************
+ * The alignment engines:
+ * inside - given generic or wedge problem G^r_z to i0..j0, return score and matrix
+ * outside - given unbifurcated G^r_z to i0..j0, return matrix
+ *
+ * vinside - given V problem G^r_z to i0..i1//j1..j0, return score and matrix
+ * voutside - given unbifurcated G^r_z to i0..i1//j1..j0, return matrix
+ ******************************************************************/
+
+/* Function: inside()
+ * Date: SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ *
+ * Purpose: Run the inside phase of a CYK alignment algorithm, on a
+ * subsequence from i0..j0, using a subtree of a model
+ * anchored at a start state vroot, and ending at an end
+ * state vend. (It is a feature of the model layout in
+ * a CM structure that all subtrees are contiguous in the
+ * model.)
+ *
+ * A note on the loop conventions. We're going to keep the
+ * sequence (sq) and the matrix (alpha) in the full coordinate
+ * system: [0..v..M-1][0..j..L][0..d..j]. However, we're
+ * only calculating a part of that matrix: only vroot..vend
+ * in the decks, i0-1..j in the rows, and up to j0-i0+1 in
+ * the columns (d dimension). Where this is handled the most
+ * is in two variables: W, which is the length of the subsequence
+ * (j0-i0+1), and is oft used in place of L in the usual CYK;
+ * and jp (read: j'), which is the *relative* j w.r.t. the
+ * subsequence, ranging from 0..W, and then d ranges from
+ * 0 to jp, and j is calculated from jp (i0-1+jp).
+ *
+ * The caller is allowed to provide us with a preexisting
+ * matrix and/or deckpool (thru "alpha" and "dpool"), or
+ * have them newly created by passing NULL. If we pass in an
+ * alpha, we expect that alpha[vroot..vend] are all NULL
+ * decks already; any other decks <vroot and >vend will
+ * be preserved. If we pass in a dpool, the decks *must* be
+ * sized for the same subsequence i0,j0.
+ *
+ * Note that the (alpha, ret_alpha) calling idiom allows the
+ * caller to provide an existing matrix or not, and to
+ * retrieve the calculated matrix or not, in any combination.
+ *
+ * We also deal with local begins, by keeping track of the optimal
+ * state that we could enter and account for the whole target
+ * sequence: b = argmax_v alpha_v(i0,j0) + log t_0(v),
+ * and bsc is the score for that.
+ *
+ * If vroot==0, i0==1, and j0==L (e.g. a complete alignment),
+ * the optimal alignment might use a local begin transition, 0->b,
+ * and we'd have to be able to trace that back. For any
+ * problem where the caller sets allow_begin, we return a valid b
+ * (the optimal 0->b choice) and bsc (the score if 0->b is used).
+ * If a local begin is part of the optimal parse tree, the optimal
+ * alignment score returned by inside() will be bsc and yshad[0][L][L]
+ * will be USE_LOCAL_BEGIN, telling insideT() to check b and
+ * start with a local 0->b entry transition. When inside()
+ * is called on smaller subproblems (v != 0 || i0 > 1 || j0
+ * < L), we're using inside() as an engine in divide &
+ * conquer, and we don't use the overall return score nor
+ * shadow matrices, but we do need allow_begin, b, and bsc for
+ * divide&conquer to sort out where a local begin might be used.
+ *
+ * Args: cm - the model [0..M-1]
+ * sq - the sequence [1..L]
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ *
+ *
+ * Returns: Score of the optimal alignment.
+ */
+static float
+inside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc)
+{
+ int status;
+ float **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+
+ /* Allocations and initializations
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+ if (! deckpool_pop(dpool, &end))
+ end = alloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, vroot, E_st);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = IMPOSSIBLE;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * (cm->M+1));
+ for (v = 0; v < vroot; v++) touch[v] = 0;
+ for (v = vroot; v <= vend; v++) touch[v] = cm->pnum[v];
+ for (v = vend+1;v < cm->M; v++) touch[v] = 0;
+
+ /* The shadow matrix, if caller wants a traceback.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Main recursion
+ */
+ for (v = vend; v >= vroot; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! deckpool_pop(dpool, &(alpha[v])))
+ alpha[v] = alloc_vjd_deck(L, i0, j0);
+
+ if (ret_shadow != NULL) {
+ if (cm->sttype[v] == B_st) {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ shadow[v] = (void **) kshad;
+ } else {
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ shadow[v] = (void **) yshad;
+ }
+ }
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0];
+ if (ret_shadow != NULL) kshad[j][d] = 0;
+ for (k = 1; k <= d; k++)
+ if ((sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) kshad[j][d] = k;
+ }
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ if (jp > 0) alpha[v][j][1] = IMPOSSIBLE;
+ for (d = 2; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j-1][d-2] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ for (d = 1; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ for (d = 1; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin && alpha[v][j0][W] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = alpha[v][j0][W] + cm->beginsc[v];
+ }
+
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling insideT() to use the b we return.
+ */
+ if (allow_begin && v == 0 && bsc > alpha[0][j0][W]) {
+ alpha[0][j0][W] = bsc;
+ if (ret_shadow != NULL) yshad[j0][W] = USED_LOCAL_BEGIN;
+ }
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ { /* we can definitely release the S children of a bifurc. */
+ y = cm->cfirst[v]; deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ if (nends == 0) { deckpool_push(dpool, end); end = NULL;}
+ } else
+ deckpool_push(dpool, alpha[y]);
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /* debug_print_alpha(alpha, cm, L);*/
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+ sc = alpha[vroot][j0][W];
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = vroot; v <= vend; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (deckpool_pop(dpool, &end)) free_vjd_deck(end, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+
+/* Function: outside()
+ * Date: SRE, Tue Aug 8 10:42:52 2000 [St. Louis]
+ *
+ * Purpose: Run the outside version of a CYK alignment algorithm,
+ * on a subsequence i0..j0 of a digitized sequence sq [1..L],
+ * using a linear segment of a model anchored at a start state
+ * (possibly the absolute root, 0) or (MP,ML,MR,D) and ending at an end
+ * state, bifurcation state, or (MP|ML|MR|D) vend. There must be no
+ * start, end, or bifurcation states in the path other than
+ * these termini: this is not a full Outside implementation,
+ * it is only the bit that's necessary in the divide
+ * and conquer alignment algorithm.
+ *
+ * Much of the behavior in calling conventions, etc., is
+ * analogous to the cyk_inside_engine(); see its preface
+ * for more info.
+ *
+ * At the end of the routine, the bottom deck (vend) is valid.
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * vroot - first state of linear model segment (S; MP|ML|MR|D)
+ * vend - last state of linear model segment (B; E; MP|ML|MR|D)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in beta, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the lowermost deck (vend) is valid
+ * at the end.
+ * beta - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_beta - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ */
+static void
+outside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool)
+{
+ int status;
+ int v,y; /* indices for states */
+ int j,d,i; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int *touch; /* keeps track of how many lower decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+ int W; /* subsequence length */
+ int jp; /* j': relative position in the subsequence, 0..W */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int w1,w2; /* bounds of split set */
+
+ /* Allocations and initializations
+ */
+ W = j0-i0+1; /* the length of the subsequence: used in many loops */
+
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * Allocate room for M+1 decks because we might need the EL deck (M)
+ * if we're doing local alignment.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v < cm->M+1; v++) beta[v] = NULL;
+ }
+
+ /* Initialize the root deck.
+ * If the root is in a split set, initialize the whole split set.
+ */
+ w1 = cm->nodemap[cm->ndidx[vroot]]; /* first state in split set */
+ if (cm->sttype[vroot] == B_st) { /* special boundary case of Outside on a single B state. */
+ w2 = w1;
+ if (vend != vroot) cm_Fail("oh no. not again.");
+ } else
+ w2 = cm->cfirst[w1]-1; /* last state in split set w1<=vroot<=w2 */
+
+ for (v = w1; v <= w2; v++) {
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ beta[vroot][j0][W] = 0;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ if (! deckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[cm->M][j][d] = IMPOSSIBLE;
+ }
+
+ /* We have to worry about vroot -> EL transitions.
+ * since we start the main recursion at w2+1. This requires a
+ * laborious partial unroll of the main recursion, grabbing
+ * the stuff relevant to a beta[EL] calculation for just the
+ * vroot->EL transition.
+ */
+ if (NOT_IMPOSSIBLE(cm->endsc[vroot])) {
+ switch (cm->sttype[vroot]) {
+ case MP_st:
+ if (W < 2) break;
+ if (dsq[i0] < cm->abc->K && dsq[j0] < cm->abc->K)
+ escore = cm->esc[vroot][(int) (dsq[i0]*cm->abc->K+dsq[j0])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[vroot], dsq[i0], dsq[j0]);
+ beta[cm->M][j0-1][W-2] = cm->endsc[vroot] +
+ (cm->el_selfsc * (W-2)) + escore;
+
+ if (beta[cm->M][j0-1][W-2] < IMPOSSIBLE) beta[cm->M][j0-1][W-2] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (W < 1) break;
+ if (dsq[i0] < cm->abc->K)
+ escore = cm->esc[vroot][(int) dsq[i0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i0], cm->esc[vroot]);
+ beta[cm->M][j0][W-1] = cm->endsc[vroot] +
+ (cm->el_selfsc * (W-1)) + escore;
+
+ if (beta[cm->M][j0][W-1] < IMPOSSIBLE) beta[cm->M][j0][W-1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (W < 1) break;
+ if (dsq[j0] < cm->abc->K)
+ escore = cm->esc[vroot][(int) dsq[j0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j0], cm->esc[vroot]);
+ beta[cm->M][j0-1][W-1] = cm->endsc[vroot] +
+ (cm->el_selfsc * (W-1)) + escore;
+
+ if (beta[cm->M][j0-1][W-1] < IMPOSSIBLE) beta[cm->M][j0-1][W-1] = IMPOSSIBLE;
+ break;
+ case S_st:
+ case D_st:
+ beta[cm->M][j0][W] = cm->endsc[vroot] +
+ (cm->el_selfsc * W);
+ if (beta[cm->M][j0][W] < IMPOSSIBLE) beta[cm->M][j0][W] = IMPOSSIBLE;
+ break;
+ case B_st: /* can't start w/ bifurcation at vroot. */
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[vroot]);
+ }
+ }
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < w1; v++) touch[v] = 0; /* note: top of split set w1, not vroot */
+
+ for (v = vend+1; v < cm->M; v++) touch[v] = 0;
+ for (v = w1; v <= vend; v++) {
+ if (cm->sttype[v] == B_st) touch[v] = 2; /* well, we'll never use this, but set it anyway. */
+ else touch[v] = cm->cnum[v];
+ }
+
+
+
+ /* Main loop down through the decks
+ */
+ for (v = w2+1; v <= vend; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vjd_deck(L, i0, j0);
+
+ /* Init the whole deck to IMPOSSIBLE
+ */
+ for (jp = W; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ beta[v][j][d] = IMPOSSIBLE;
+ }
+
+ /* If we can do a local begin into v, also init with that.
+ * By definition, beta[0][j0][W] == 0.
+ */
+ if (vroot == 0 && i0 == 1 && j0 == L && (cm->flags & CMH_LOCAL_BEGIN))
+ beta[v][j0][W] = cm->beginsc[v];
+
+ /* main recursion:
+ */
+ for (jp = W; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ {
+ i = j-d+1;
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ if (y < vroot) continue; /* deal with split sets */
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+
+ if ((sc = beta[y][j+1][d+2] + cm->tsc[y][voffset] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue; /* boundary condition (note when j=0, d=0*/
+
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+
+ if ((sc = beta[y][j][d+1] + cm->tsc[y][voffset] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+
+ if ((sc = beta[y][j+1][d+1] + cm->tsc[y][voffset] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if ((sc = beta[y][j][d] + cm->tsc[y][voffset]) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ default: cm_Fail("bogus child state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][j][d] < IMPOSSIBLE) beta[v][j][d] = IMPOSSIBLE;
+
+
+ } /* ends loop over d. We know all beta[v][j][d] in this row j*/
+ }/* end loop over jp. We know the beta's for the whole deck.*/
+
+
+ /* Deal with local alignment end transitions v->EL
+ * (EL = deck at M.)
+ */
+ if (NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ if ((sc = beta[v][j+1][d+2] + cm->endsc[v] +
+ (cm->el_selfsc * d) + escore) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue;
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ if ((sc = beta[v][j][d+1] + cm->endsc[v] +
+ (cm->el_selfsc * d) + escore) > beta[cm->M][j][d])
+ /*(cm->el_selfsc * (d+1)) + escore) > beta[cm->M][j][d])*/
+ beta[cm->M][j][d] = sc;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ if ((sc = beta[v][j+1][d+1] + cm->endsc[v] +
+ (cm->el_selfsc * d) + escore) > beta[cm->M][j][d])
+ /*(cm->el_selfsc * (d+1)) + escore) > beta[cm->M][j][d])*/
+ beta[cm->M][j][d] = sc;
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ if ((sc = beta[v][j][d] + cm->endsc[v] +
+ (cm->el_selfsc * d)) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ break;
+ case B_st:
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the NOT_IMPOSSIBLE() test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Look at v's parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) { deckpool_push(dpool, beta[y]); beta[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v. */
+
+#if 0
+ /* SRE: this code is superfluous, yes??? */
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ * (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = W; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ if ((sc = beta[cm->M][j][d+1]) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ }
+ }
+#endif
+
+ /* If the caller doesn't want the matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation...)
+ */
+ if (ret_beta == NULL) {
+ for (v = w1; v <= vend; v++) /* start at w1 - top of split set - not vroot */
+ if (beta[v] != NULL) { deckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ deckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ float **a;
+ while (deckpool_pop(dpool, &a)) free_vjd_deck(a, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+}
+
+
+/* Function: vinside()
+ * Date: SRE, Sat Jun 2 09:24:51 2001 [Kaldi's]
+ *
+ * Purpose: Run the inside phase of the CYK alignment algorithm for
+ * a V problem: an unbifurcated CM subgraph from
+ * r..z, aligned to a one-hole subsequence
+ * i0..i1 // j1..j0, exclusive of z,i1,j1.
+ *
+ * This is done in the vji coord system, where
+ * both our j and i coordinates are transformed.
+ * The Platonic matrix runs [j1..j0][i0..i1].
+ * The actual matrix runs [0..j0-j1][0..i1-i0].
+ * To transform a sequence coord i to a transformed
+ * coord i', subtract i0; to transform i' to i,
+ * add i0.
+ *
+ * The conventions for alpha and dpool are the
+ * same as cyk_inside_engine().
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * r - first start state of subtree (0, for whole model)
+ * z - last end state of subtree (cm->M-1, for whole model)
+ * i0,i1 - first subseq part of the V problem
+ * j1,j0 - second subseq part
+ * useEL - if TRUE, V problem ends at EL/i1/j1, not z/i1/j1
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (r) is valid
+ * at the end.
+ * a - if non-NULL, this is an existing matrix, with NULL
+ * decks for r..z, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_a - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated vji decks sized
+ * for this subsequence i0..i1//j0..j1.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..i1//j0..j1 subseq
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+
+ *
+ * Returns: score.
+ */
+static float
+vinside(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***a, float ****ret_a,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ char ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc)
+{
+ int status;
+ char ***shadow; /* the shadow matrix -- traceback ptrs -- memory is kept */
+ int v,i,j;
+ int w1,w2; /* bounds of the split set */
+ int jp, ip; /* j' and i' -- in the matrix coords */
+ int *touch; /* keeps track of whether we can free a deck yet or not */
+ int y, yoffset;
+ float sc; /* tmp variable holding a score */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+
+ /*printf("***in vinside()****\n");
+ printf("\tr : %d\n", r);
+ printf("\tz : %d\n", z);
+ printf("\ti0 : %d\n", i0);
+ printf("\ti1 : %d\n", i1);
+ printf("\tj1 : %d\n", j1);
+ printf("\tj0 : %d\n", j0);
+ */
+
+ /* Allocations, initializations.
+ * Remember to allocate for M+1 decks, in case we reuse this
+ * memory for a local alignment voutside() calculation.
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ if (dpool == NULL) dpool = deckpool_create();
+ if (a == NULL) {
+ ESL_ALLOC(a, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) a[v] = NULL;
+ }
+ /* the whole split set w<=z<=y must be initialized */
+ w1 = cm->nodemap[cm->ndidx[z]];
+ w2 = cm->cfirst[w1]-1;
+ for (v = w1; v <= w2; v++) {
+ if (! deckpool_pop(dpool, &(a[v])))
+ a[v] = alloc_vji_deck(i0, i1, j1, j0);
+ for (jp = 0; jp <= j0-j1; jp++)
+ for (ip = 0; ip <= i1-i0; ip++)
+ a[v][jp][ip] = IMPOSSIBLE;
+ }
+
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(char **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Initialize the one non-IMPOSSIBLE cell as a boundary
+ * condition.
+ * If local alignment (useEL=1), we must connect z to EL;
+ * we would init a[EL][0][i1-i0] = 0. But, we're not explicitly
+ * keeping an EL deck, we're swallowing it into the recursion.
+ * So, we unroll a chunk of the main recursion;
+ * we have to laboriously figure out from the statetype z
+ * and our position where and what our initialization is.
+ * Else, for global alignments, we simply connect to z,0,i1-i0.
+ */
+ ip = i1-i0;
+ jp = 0;
+ if (! useEL)
+ a[z][jp][ip] = 0.;
+ else
+ {
+ if (ret_shadow != NULL)
+ shadow[z] = alloc_vji_shadow_deck(i0,i1,j1,j0);
+
+ switch (cm->sttype[z]) {
+ case D_st:
+ case S_st:
+ /*a[z][jp][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (ret_shadow != NULL) shadow[z][jp][ip] = USED_EL;
+ break;
+ case MP_st:
+ if (i0 == i1 || j1 == j0) break;
+ /*a[z][jp+1][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp+1][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (dsq[i1-1] < cm->abc->K && dsq[j1+1] < cm->abc->K)
+ a[z][jp+1][ip-1] += cm->esc[z][(int) (dsq[i1-1]*cm->abc->K+dsq[j1+1])];
+ else
+ a[z][jp+1][ip-1] += DegeneratePairScore(cm->abc, cm->esc[z], dsq[i1-1], dsq[j1+1]);
+ if (ret_shadow != NULL) shadow[z][jp+1][ip-1] = USED_EL;
+ if (a[z][jp+1][ip-1] < IMPOSSIBLE) a[z][jp+1][ip-1] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i0==i1) break;
+ /*a[z][jp][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (dsq[i1-1] < cm->abc->K)
+ a[z][jp][ip-1] += cm->esc[z][(int) dsq[i1-1]];
+ else
+ a[z][jp][ip-1] += esl_abc_FAvgScore(cm->abc, dsq[i1-1], cm->esc[z]);
+ if (ret_shadow != NULL) shadow[z][jp][ip-1] = USED_EL;
+ if (a[z][jp][ip-1] < IMPOSSIBLE) a[z][jp][ip-1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j1==j0) break;
+ /*a[z][jp+1][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp+1][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (dsq[j1+1] < cm->abc->K)
+ a[z][jp+1][ip] += cm->esc[z][(int) dsq[j1+1]];
+ else
+ a[z][jp+1][ip] += esl_abc_FAvgScore(cm->abc, dsq[j1+1], cm->esc[z]);
+ if (ret_shadow != NULL) shadow[z][jp+1][ip] = USED_EL;
+ if (a[z][jp+1][ip] < IMPOSSIBLE) a[z][jp+1][ip] = IMPOSSIBLE;
+ break;
+ }
+
+ } /* done initializing the appropriate cell for useEL=TRUE */
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) touch[v] = 0;
+ for (v = r; v <= w2; v++) touch[v] = cm->pnum[v]; /* note w2 not z: to bottom of split set */
+ for (v = w2+1; v < cm->M; v++) touch[v] = 0;
+
+ /* A special case. If vinside() is called on empty sequences,
+ * we might do a begin transition right into z.
+ */
+ if (allow_begin && j0-j1 == 0 && i1-i0 == 0)
+ {
+ b = z;
+ bsc = a[z][0][0] + cm->beginsc[z];
+ if (z == 0) {
+ a[0][0][0] = bsc;
+ if (ret_shadow != NULL) shadow[0][0][0] = USED_LOCAL_BEGIN;
+ }
+ }
+
+ /* Main recursion
+ */
+ for (v = w1-1; v >= r; v--)
+ {
+ /* Get a deck and a shadow deck.
+ */
+ if (! deckpool_pop(dpool, &(a[v])))
+ a[v] = alloc_vji_deck(i0,i1,j1,j0);
+ if (ret_shadow != NULL)
+ shadow[v] = alloc_vji_shadow_deck(i0,i1,j1,j0);
+ /* reassert our definition of a V problem */
+ if (cm->sttype[v] == E_st || cm->sttype[v] == B_st || (cm->sttype[v] == S_st && v > r))
+ cm_Fail("you told me you wouldn't ever do that again.");
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ for (ip = i1-i0; ip >= 0; ip--) {
+ /*printf("D S jp : %d | ip : %d\n", jp, ip);*/
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp][ip] + cm->tsc[v][0];
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ } else if (cm->sttype[v] == MP_st) {
+ for (ip = i1-i0; ip >= 0; ip--) a[v][0][ip] = IMPOSSIBLE; /* boundary condition */
+
+ for (jp = 1; jp <= j0-j1; jp++) {
+ j = jp+j1;
+ a[v][jp][i1-i0] = IMPOSSIBLE; /* boundary condition */
+ for (ip = i1-i0-1; ip >= 0; ip--) {
+ /*printf("MP jp : %d | ip : %d\n", jp, ip);*/
+ i = ip+i0;
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp-1][ip+1] + cm->tsc[v][0];
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp-1][ip+1] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ a[v][jp][ip] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ a[v][jp][ip] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) {
+
+ for (jp = 0; jp <= j0-j1; jp++) {
+ a[v][jp][i1-i0] = IMPOSSIBLE; /* boundary condition */
+ for (ip = i1-i0-1; ip >= 0; ip--) {
+ /*printf("ML IL jp : %d | ip : %d\n", jp, ip);*/
+ i = ip+i0;
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp][ip+1] + cm->tsc[v][0];
+ if (ret_shadow != NULL) shadow[v][jp][ip] = 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp][ip+1] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+
+ if (dsq[i] < cm->abc->K)
+ a[v][jp][ip] += cm->esc[v][dsq[i]];
+ else
+ a[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) {
+ for (ip = i1-i0; ip >= 0; ip--) a[v][0][ip] = IMPOSSIBLE; /* boundary condition */
+
+ for (jp = 1; jp <= j0-j1; jp++) {
+ j = jp+j1;
+ for (ip = i1-i0; ip >= 0; ip--) {
+ /*printf("MR IR jp : %d | ip : %d\n", jp, ip);*/
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp-1][ip] + cm->tsc[v][0];
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp-1][ip] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+
+ if (dsq[j] < cm->abc->K)
+ a[v][jp][ip] += cm->esc[v][dsq[j]];
+ else
+ a[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } /* finished calculating deck v */
+
+ /* Check for local begin getting us to the root.
+ */
+ if (allow_begin && a[v][j0-j1][0] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = a[v][j0-j1][0] + cm->beginsc[v];
+ }
+
+ /* Check whether we need to store the local begin score
+ * for a possible traceback.
+ */
+ if (allow_begin && v == 0 && bsc > a[0][j0-j1][0])
+ {
+ a[0][j0-j1][0] = bsc;
+ if (ret_shadow != NULL) shadow[v][j0-j1][0] = USED_LOCAL_BEGIN;
+ }
+
+
+ /* Now, try to reuse memory under v.
+ */
+ if (! do_full) {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0) {
+ deckpool_push(dpool, a[y]);
+ a[y] = NULL;
+ }
+ }
+ }
+ } /* end loop over v; we now have a complete matrix */
+
+ /* Keep the score.
+ */
+ sc = a[r][j0-j1][0];
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+
+ /* If the caller doesn't want the score matrix back, blow
+ * it away (saving decks in the pool). Else, pass it back.
+ */
+ if (ret_a == NULL) {
+ for (v = r; v <= w2; v++) /* note: go all the way to the bottom of the split set */
+ if (a[v] != NULL) {
+ deckpool_push(dpool, a[v]);
+ a[v] = NULL;
+ }
+ free(a);
+ } else *ret_a = a;
+
+ /* If caller doesn't want the deck pool, blow it away.
+ * Else, pass it back.
+ */
+ if (ret_dpool == NULL) {
+ float **foo;
+ while (deckpool_pop(dpool, &foo))
+ free_vji_deck(foo, j1,j0);
+ deckpool_free(dpool);
+ } else *ret_dpool = dpool;
+
+ free(touch);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+/* Function: voutside()
+ * Date: SRE, Sun Jun 3 15:44:41 2001 [St. Louis]
+ *
+ * Purpose: Run the outside version of a CYK alignment algorithm for
+ * a V problem: an unbifurcated CM subgraph from r..z, aligned
+ * to a one-whole subsequence i0..i1//j1..j0, exclusive of
+ * z, i1, j1.
+ *
+ * This is done in the vji coordinate system, where both
+ * our j and i coordinates are transformed. The Platonic
+ * ideal matrix runs [j1..j0][i0..i1]. The implemented
+ * matrix runs [0..j0-j1][0..i1-i0].
+ *
+ * Much of the behavior in calling conventions, etc., is
+ * analogous to inside() and vinside(); see their prefaces
+ * for more info. Unlike the inside engines, we never
+ * need to calculate a shadow matrix - outside engines are
+ * only used for divide and conquer steps.
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * r - first state of linear model segment (S; MP, ML, MR, or D)
+ * z - last state of linear model segment (B; MP, ML, MR, or D)
+ * i0,i1 - subsequence before the hole (1..L)
+ * j1,j0 - subsequence after the hole (1..L)
+ * useEL - if TRUE, worry about local alignment.
+ * do_full - if TRUE, we save all the decks in beta, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the lowermost decks (inc. z) are valid
+ * at the end.
+ * beta - if non-NULL, this is an existing matrix, with NULL
+ * decks for r..z, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_beta - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated vji decks sized
+ * for this subsequence i0..i1//j1..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..i1//j1..j0 subseq,
+ * because of the size of the subseq decks.
+ */
+static void
+voutside(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool)
+{
+ int status;
+ int v,y; /* indices for states */
+ int i,j; /* indices in sequence dimensions */
+ int ip, jp; /* transformed sequence indices */
+ float sc; /* a temporary variable holding a score */
+ int *touch; /* keeps track of how many lower decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+ int voffset; /* index of v in t_v(y) transition scores */
+
+
+ /* Allocations and initializations
+ */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* If caller didn't give us a matrix, make one.
+ * Remember to allow for deck M, the EL deck, for local alignments.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) beta[v] = NULL;
+ }
+ /* Initialize the root deck. This probably isn't the most efficient way to do it.
+ */
+ if (! deckpool_pop(dpool, &(beta[r])))
+ beta[r] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = 0; jp <= j0-j1; jp++) {
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta[r][jp][ip] = IMPOSSIBLE;
+ }
+ beta[r][j0-j1][0] = 0;
+
+ /* Initialize the EL deck, if we're in local mode w.r.t. ends.
+ * Deal with the special initialization case of the root state r
+ * immediately transitioning to EL, if we're supposed to use EL.
+ */
+ if (useEL && cm->flags & CMH_LOCAL_END) {
+ if (! deckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = 0; jp <= j0-j1; jp++) {
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta[cm->M][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[r])) {
+ switch(cm->sttype[r]) {
+ case MP_st:
+ if (i0 == i1 || j1 == j0) break;
+ if (dsq[i0] < cm->abc->K && dsq[j0] < cm->abc->K)
+ escore = cm->esc[r][(int) (dsq[i0]*cm->abc->K+dsq[j0])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[r], dsq[i0], dsq[j0]);
+ beta[cm->M][j0-j1-1][1] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0-1)-(i0+1)+1)) + escore;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i0 == i1) break;
+ if (dsq[i0] < cm->abc->K)
+ escore = cm->esc[r][(int) dsq[i0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i0], cm->esc[r]);
+ beta[cm->M][j0-j1][1] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0)-(i0+1)+1)) + escore;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j0==j1) break;
+ if (dsq[j0] < cm->abc->K)
+ escore = cm->esc[r][(int) dsq[j0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j0], cm->esc[r]);
+ beta[cm->M][j0-j1-1][0] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0-1)-(i0)+1)) + escore;
+ break;
+ case S_st:
+ case D_st:
+ beta[cm->M][j0-j1][0] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0)-(i0)+1));
+ break;
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[r]);
+ }
+ }
+
+ /* Initialize the "touch" array, used for figuring out
+ * when a deck is no longer touched, so it can be free'd.
+ */
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) touch[v] = 0;
+ for (v = z+1; v < cm->M; v++) touch[v] = 0;
+ for (v = r; v <= z; v++) {
+ if (cm->sttype[v] == B_st) touch[v] = 2; /* well, we never use this, but be complete */
+ else touch[v] = cm->cnum[v];
+ }
+
+
+ /* Main loop down through the decks
+ */
+ for (v = r+1; v <= z; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vji_deck(i0,i1,j1,j0);
+
+ /* Init the whole deck to IMPOSSIBLE.
+ */
+ for (jp = j0-j1; jp >= 0; jp--)
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta[v][jp][ip] = IMPOSSIBLE;
+
+ /* If we can get into deck v by a local begin transition, do an init
+ * with that.
+ */
+ if (r == 0 && i0 == 1 && j0 == L && (cm->flags & CMH_LOCAL_BEGIN))
+ {
+ if (cm->beginsc[v] > beta[v][j0-j1][0])
+ beta[v][j0-j1][0] = cm->beginsc[v];
+ }
+
+ /* main recursion:
+ */
+ for (jp = j0-j1; jp >= 0; jp--) {
+ j = jp+j1;
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ i = ip+i0;
+
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ if (y < r) continue; /* deal with split sets */
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || i == i0) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+
+ if ((sc = beta[y][jp+1][ip-1]+cm->tsc[y][voffset]+escore) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (i == i0) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+
+ if ((sc = beta[y][jp][ip-1]+cm->tsc[y][voffset]+escore) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+
+ if ((sc = beta[y][jp+1][ip]+cm->tsc[y][voffset]+escore) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if ((sc = beta[y][jp][ip] + cm->tsc[y][voffset]) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][jp][ip] < IMPOSSIBLE) beta[v][jp][ip] = IMPOSSIBLE;
+
+ } /* ends loop over ip. We know all beta[v][jp][ip] in this row jp */
+
+ }/* end loop over jp. We know the beta's for the whole deck.*/
+
+ /* Deal with local alignment
+ * transitions v->EL, if we're doing local alignment and there's a
+ * possible transition.
+ */
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = j0-j1; jp >= 0; jp--) {
+ j = jp+j1;
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ i = ip+i0;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || i == i0) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ if ((sc = beta[v][jp+1][ip-1] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1)) + escore) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i == i0) continue;
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ if ((sc = beta[v][jp][ip-1] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1)) + escore) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ if ((sc = beta[v][jp+1][ip] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1)) + escore) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ if ((sc = beta[v][jp][ip] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1))) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[y]);
+ } /* end switch over parent v state type */
+ } /* end loop over ip */
+ } /* end loop over jp */
+ }
+
+ /* Finished deck v.
+ * now look at its parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) {
+ deckpool_push(dpool, beta[y]);
+ beta[y] = NULL;
+ }
+ }
+ }
+
+ } /* end loop over decks v. */
+
+#if 0
+ /* superfluous code, I think...*/
+ /* Deal with the last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ */
+ if (useEL && cm->flags & CMH_LOCAL_END) {
+ for (jp = j0-j1; jp >= 0; jp--)
+ for (ip = 1; ip <= i1-i0; ip++) /* careful w/ boundary here */
+ if ((sc = beta[cm->M][jp][ip-1]) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ }
+#endif
+
+ /* If the caller doesn't want the matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation!)
+ */
+ if (ret_beta == NULL) {
+ for (v = r; v <= z; v++)
+ if (beta[v] != NULL) { deckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ deckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ float **a;
+ while (deckpool_pop(dpool, &a))
+ free_vji_deck(a,j1,j0);
+ deckpool_free(dpool);
+ } else *ret_dpool = dpool;
+
+ free(touch);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+}
+
+/*****************************************************************
+ * The traceback routines
+ * insideT - run inside(), append trace in postorder traversal
+ * vinsideT - run vinside(), append trace in postorder traversal
+ *****************************************************************/
+
+/* Function: insideT()
+ * Date: SRE, Fri Aug 11 12:08:18 2000 [Pittsburgh]
+ *
+ * Purpose: Call inside, get vjd shadow matrix;
+ * then trace back. Append the trace to a given
+ * traceback, which already has state r at tr->n-1.
+ *
+ * If we're not in banded mode, dmin and dmax should
+ * be passed in as NULL.
+ */
+static float
+insideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int allow_begin, int *dmin, int *dmax)
+{
+
+ int status;
+ void ***shadow; /* the traceback shadow matrix */
+ float sc; /* the score of the CYK alignment */
+ ESL_STACK *pda; /* stack that tracks bifurc parent of a right start */
+ int v,j,d,i; /* indices for state, j, subseq len */
+ int k;
+ int y, yoffset;
+ int bifparent;
+ int b;
+ float bsc;
+
+ if(dmin == NULL && dmax == NULL)
+ {
+ sc = inside(cm, dsq, L, r, z, i0, j0,
+ BE_EFFICIENT, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begins */
+ &b, &bsc); /* if allow_begin is TRUE, gives info on optimal b */
+ }
+ else
+ {
+ sc = inside_b(cm, dsq, L, r, z, i0, j0,
+ BE_EFFICIENT,/* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begins */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ dmin, dmax); /* the bands */
+ }
+
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+ v = r;
+ j = j0;
+ i = i0;
+ d = j0-i0+1;
+
+ /*printf("Starting traceback in insideT()\n");*/
+ while (1) {
+ if (cm->sttype[v] == B_st) {
+ k = ((int **) shadow[v])[j][d]; /* k = len of right fragment */
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* remember the end j */
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR; /* remember the subseq length k */
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR; /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ y = cm->cfirst[v];
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+ v = y;
+ } else {
+ yoffset = ((char **) shadow[v])[j][d];
+
+ /*printf("v : %d | r : %d | z : %d | i0 : %d | \n", v, r, z, i0);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: vinsideT()
+ * Date: SRE, Sat Jun 2 14:40:13 2001 [St. Louis]
+ *
+ * Purpose: Call vinside(), get vji shadow matrix for a V problem;
+ * then trace back. Append the trace to a
+ * given traceback, which has state r already at
+ * t->n-1.
+ *
+ * If we're not in banded mode, dmin and dmax should
+ * be passed in as NULL.
+ */
+static float
+vinsideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int allow_begin, int *dmin, int *dmax)
+{
+ char ***shadow;
+ float sc;
+ int v,y;
+ int j,i;
+ int jp,ip;
+ int yoffset;
+ int b;
+ float bsc;
+
+ /* If we can deduce the traceback unambiguously without
+ * doing any DP... do it.
+ */
+ if (r == z) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, r);
+ return 0.;
+ }
+
+ if(dmin == NULL && dmax == NULL)
+ {
+ sc = vinside(cm, dsq, L, r, z, i0, i1, j1, j0, useEL,
+ BE_EFFICIENT, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begin transitions */
+ &b, &bsc); /* info on optimal local begin */
+ }
+ else
+ {
+ sc = vinside_b(cm, dsq, L, r, z, i0, i1, j1, j0, useEL,
+ BE_EFFICIENT, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begin transitions */
+ &b, &bsc, /* info on optimal local begin */
+ dmin, dmax);
+ }
+ /* We've got a complete shadow matrix. Trace it back. We know
+ * that the trace will begin with the start state r, at i0,j0
+ * (e.g. jp=j0-j1, ip=0)
+ */
+ v = r;
+ j = j0;
+ i = i0;
+
+ /*printf("Starting traceback in vinsideT()\n");*/
+ while (1) {
+ jp = j-j1;
+ ip = i-i0;
+
+ /* 1. figure out the next state (deck) in the shadow matrix.
+ */
+ /*printf("v : %d | jp : %d | ip : %d | i0 : %d | \n", v, jp, ip, i0);*/
+ yoffset = shadow[v][jp][ip];
+ /*printf("\tyoffset : %d\n", yoffset);*/
+
+ /* 2. figure out the i,j for state y, which is dependent
+ * on what v emits (if anything)
+ */
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+
+ /* If the traceback pointer (yoffset) is -1, that's a special
+ * flag for a local alignment end, e.g. transition to EL (state "M").
+ */
+ if (yoffset == USED_EL)
+ {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ break; /* one way out of the while loop */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ if (! useEL && v == z) break; /* the other way out of the while loop */
+ }
+ else
+ {
+ /* Attach y,i,j to the trace. This new node always attaches
+ * to the end of the growing trace -- e.g. trace node
+ * tr->n-1.
+ */
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ if (! useEL && v == z) break; /* the other way out of the while loop */
+ }
+ }
+
+ /* We're done. Our traceback has just ended. We have just attached
+ * state z for i1,j1; it is in the traceback at node tr->n-1.
+ */
+ free_vji_shadow_matrix(shadow, cm->M, j1, j0);
+ return sc;
+}
+
+
+/*****************************************************************
+ * The size calculators:
+ * insideT_size() - Mb required by insideT
+ * vinsideT_size() - Mb required by vinsideT
+ *****************************************************************/
+
+/* Function: insideT_size()
+ * Date: SRE, Sun Jun 3 17:56:08 2001 [St. Louis]
+ *
+ * Purpose: Calculate the # of Mb required to run insideT()
+ * and solve a generic or wedge problem without any
+ * more divide/conquer.
+ */
+float
+insideT_size(CM_t *cm, int L, int r, int z, int i0, int j0)
+{
+ float Mb;
+ int maxdecks;
+ int nends;
+ int nbif;
+
+ nends = CMSegmentCountStatetype(cm, r, z, E_st);
+ nbif = CMSegmentCountStatetype(cm, r, z, B_st);
+ maxdecks = cyk_deck_count(cm, r, z);
+
+ Mb = (float) (sizeof(float **) * cm->M) / 1000000.; /* the score matrix */
+ Mb += (float) maxdecks * size_vjd_deck(L, i0, j0);
+ Mb += (float) (sizeof(int) * cm->M) / 1000000.; /* the touch array */
+
+ Mb += (float) (sizeof(void **) * cm->M) / 1000000.;
+ Mb += (float) (z-r+1-nends-nbif) * size_vjd_yshadow_deck(L, i0, j0);
+ Mb += (float) nbif * size_vjd_kshadow_deck(L, i0, j0);
+
+ return Mb;
+}
+
+float
+vinsideT_size(CM_t *cm, int r, int z, int i0, int i1, int j1, int j0)
+{
+ float Mb;
+ int maxdecks;
+
+ Mb = (float) (sizeof(float **) * cm->M) / 1000000.;
+ maxdecks = cyk_deck_count(cm, r, z);
+ Mb += maxdecks * size_vji_deck(i0,i1,j1,j0);
+ Mb += (float)(z-r) * size_vji_shadow_deck(i0,i1,j1,j0);
+ return Mb;
+}
+
+/* Function: cyk_deck_count()
+ * Date: SRE, Sun Jun 3 20:05:18 2001 [St. Louis]
+ *
+ * Purpose: calculate and return the maximum number of
+ * decks that would be required in memory to
+ * solve an alignment problem involving a CM
+ * subgraph from r..z.
+ *
+ * For a whole model, except for trivially small models with no
+ * stacked base pairs, this is almost invariably
+ * 10+1+cyk_extra_decks(): MATP-MATP connections require
+ * 10 decks (6 states in current node, 4 states in connected
+ * split set of next node). We share 1 end state deck. All
+ * other decks are retained S decks, needed for bifurcation
+ * calculations.
+ */
+static int
+cyk_deck_count(CM_t *cm, int r, int z)
+{
+ int status;
+ ESL_STACK *pda; /* pushdown stack simulating the deck pool */
+ int v,w,y; /* state indices */
+ int nends;
+ int ndecks;
+ int *touch; /* keeps track of how many higher decks still need this deck */
+
+ /* Initializations, mirroring key parts of CYKInside()
+ */
+ ndecks = 1; /* deck z, which we always need to start with. */
+ nends = CMSegmentCountStatetype(cm, r, z, E_st);
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) touch[v] = 0;
+ for (v = r; v < z; v++) touch[v] = cm->pnum[v];
+ for (v = z; v < cm->M; v++) touch[v] = 0;
+
+ for (v = z; v >= r; v--)
+ {
+ if (cm->sttype[v] != E_st) {
+ if (esl_stack_IPop(pda, &y) == eslEOD) ndecks++; /* simulated allocation of a new deck */
+ }
+
+ if (cm->sttype[v] == B_st) { /* release both S children of a bifurc */
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ if((status =esl_stack_IPush(pda, w)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, y)) != eslOK) goto ERROR;
+ } else {
+ for (w = cm->cfirst[v]; w < cm->cfirst[v]+cm->cnum[v]; w++)
+ {
+ touch[w]--;
+ if (touch[w] == 0)
+ {
+ if (cm->sttype[w] == E_st) {
+ nends--;
+ if (nends == 0) { if((status = esl_stack_IPush(pda, cm->M-1)) != eslOK) goto ERROR; }
+ } else
+ if((status = esl_stack_IPush(pda, w)) != eslOK) goto ERROR;
+ }
+ }
+ }
+ }
+ free(touch);
+ esl_stack_Destroy(pda);
+ return ndecks;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0; /* never reached */
+}
+
+/* Function: cyk_extra_decks()
+ * Date: SRE, Sun Apr 7 14:42:48 2002 [St. Louis]
+ *
+ * Purpose: Calculate the number of extra
+ * decks that will be needed to accommodate bifurc
+ * calculations.
+ *
+ * Args: cm - the model.
+ *
+ * Returns: # of extra decks.
+ */
+static int
+cyk_extra_decks(CM_t *cm)
+{
+ int max;
+ int x;
+ int v;
+
+ max = x = 0;
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ if (cm->sttype[v] == S_st) x++;
+ else if (cm->sttype[v] == B_st) x-=2;
+ if (x > max) max = x;
+ }
+ return max-1; /* discount ROOT S */
+}
+
+/*################################################################
+ * The memory management routines.
+ ################################################################*/
+
+/*################################################################*/
+/* Functions: deckpool_*()
+ * Date: SRE, Wed Aug 2 10:43:17 2000 [St. Louis]
+ *
+ * Purpose: Implementation of a pushdown stack for storing decks
+ * of the inside or outside dynamic programming matrices, with the
+ * usual _create, _push, _pop, and _free API.
+ *
+ * The deck pool allows us to efficiently reuse memory,
+ * so long as our DP algorithms step through the decks
+ * as their outermost loop.
+ *
+ * Works for either coordinate system (vjd or vji)
+ * and subseq variants, because it's simply managing
+ * a deck as a float **.
+ */
+struct deckpool_s *
+deckpool_create(void)
+{
+ int status;
+ struct deckpool_s *dpool;
+
+ ESL_ALLOC(dpool, sizeof(struct deckpool_s));
+ dpool->block = 10; /* configurable if you want */
+ ESL_ALLOC(dpool->pool, sizeof(float **) * dpool->block);
+ dpool->nalloc = dpool->block;;
+ dpool->n = 0;
+ return dpool;
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return NULL; /* never reached */
+}
+void
+deckpool_push(struct deckpool_s *dpool, float **deck)
+{
+ int status;
+ void *tmp;
+ if (dpool->n == dpool->nalloc) {
+ dpool->nalloc += dpool->block;
+ ESL_RALLOC(dpool->pool, tmp, sizeof(float **) * dpool->nalloc);
+ }
+ dpool->pool[dpool->n] = deck;
+ dpool->n++;
+ ESL_DPRINTF3(("deckpool_push\n"));
+ return;
+ ERROR:
+ cm_Fail("Memory reallocation error.\n");
+}
+int
+deckpool_pop(struct deckpool_s *d, float ***ret_deck)
+{
+ if (d->n == 0) { *ret_deck = NULL; return 0;}
+ d->n--;
+ *ret_deck = d->pool[d->n];
+ ESL_DPRINTF3(("deckpool_pop\n"));
+ return 1;
+}
+void
+deckpool_free(struct deckpool_s *d)
+{
+ free(d->pool);
+ free(d);
+}
+/*================================================================*/
+
+
+/*################################################################*/
+/* Functions: *_vjd_*
+ * Date: SRE, Sat Aug 12 16:27:37 2000 [Titusville]
+ *
+ * Purpose: Allocation and freeing of 3D matrices and 2D decks
+ * in the vjd coord system. These can be called on
+ * subsequences i..j, not just the full sequence 1..L,
+ * so they need i,j... if you're doing the full sequence
+ * just pass 1,L.
+ *
+ * Also deal with shadow matrices and shadow decks in the
+ * vjd coordinate system. Note that bifurcation shadow decks
+ * need more dynamic range than other shadow decks, hence
+ * a separation into "kshadow" (BIFURC) and "yshadow" (other
+ * states) decks, and some casting shenanigans in
+ * a full ***shadow matrix.
+ *
+ * Values in yshad are offsets to the next connected state,
+ * or a flag for local alignment. Possible offsets range from
+ * 0..5 (maximum of 6 connected states). The flags are
+ * USED_LOCAL_BEGIN (101) and USED_EL (102), defined at
+ * the top of this file. Only yshad[0][L][L] (e.g. root state 0,
+ * aligned to the whole sequence) may be set to USED_LOCAL_BEGIN.
+ * (Remember that the dynamic range of yshad, as a char, is
+ * 0..127, in ANSI C; we don't know if a machine will make it
+ * signed or unsigned.)
+ */
+float **
+alloc_vjd_deck(int L, int i, int j)
+{
+ int status;
+ float **a;
+ int jp;
+ ESL_DPRINTF3(("alloc_vjd_deck : %.4f\n", size_vjd_deck(L,i,j)));
+ ESL_ALLOC(a, sizeof(float *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++) ESL_ALLOC(a[jp+i-1], sizeof(float) * (jp+1));
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+float
+size_vjd_deck(int L, int i, int j)
+{
+ float Mb;
+ int jp;
+ Mb = (float) (sizeof(float *) * (L+1));
+ for (jp = 0; jp <= j-i+1; jp++)
+ Mb += (float) (sizeof(float) * (jp+1));
+ return (Mb / 1000000.);
+}
+void
+free_vjd_deck(float **a, int i, int j)
+{
+ int jp;
+ for (jp = 0; jp <= j-i+1; jp++) if (a[jp+i-1] != NULL) free(a[jp+i-1]);
+ free(a);
+}
+void
+free_vjd_matrix(float ***a, int M, int i, int j)
+{
+ int v;
+ for (v = 0; v <= M; v++)
+ if (a[v] != NULL) /* protect against double free's of reused decks (ends) */
+ { free_vjd_deck(a[v], i, j); a[v] = NULL; }
+ free(a);
+}
+char **
+alloc_vjd_yshadow_deck(int L, int i, int j)
+{
+ int status;
+ char **a;
+ int jp;
+ ESL_ALLOC(a, sizeof(char *) * (L+1)); /* always alloc 0..L rows, same as alloc_deck */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++) ESL_ALLOC(a[jp+i-1], sizeof(char) * (jp+1));
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+float
+size_vjd_yshadow_deck(int L, int i, int j)
+{
+ float Mb;
+ int jp;
+ Mb = (float) (sizeof(char *) * (L+1));
+ for (jp = 0; jp <= j-i+1; jp++)
+ Mb += (float) (sizeof(char) * (jp+1));
+ return Mb / 1000000.;
+}
+void
+free_vjd_yshadow_deck(char **a, int i, int j)
+{
+ int jp;
+ for (jp = 0; jp <= j-i+1; jp++) if (a[jp+i-1] != NULL) free(a[jp+i-1]);
+ free(a);
+}
+int **
+alloc_vjd_kshadow_deck(int L, int i, int j)
+{
+ int status;
+ int **a;
+ int jp;
+ ESL_ALLOC(a, sizeof(int *) * (L+1)); /* always alloc 0..L rows, same as alloc_deck */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++) ESL_ALLOC(a[jp+i-1], sizeof(int) * (jp+1));
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+float
+size_vjd_kshadow_deck(int L, int i, int j)
+{
+ float Mb;
+ int jp;
+
+ Mb = (float)(sizeof(int *) * (L+1));
+ for (jp = 0; jp <= j-i+1; jp++)
+ Mb += (float) (sizeof(int) * (jp+1));
+ return Mb / 1000000.;
+}
+void
+free_vjd_kshadow_deck(int **a, int i, int j)
+{
+ int jp;
+ /*11.14.05 old line: for (jp = 0; jp <= j-i+1; jp++) if (a[jp+i-1] != NULL) free(a[jp]);*/
+ for (jp = 0; jp <= j-i+1; jp++) if (a[jp+i-1] != NULL) free(a[jp-i+1]);
+ free(a);
+}
+void
+free_vjd_shadow_matrix(void ***shadow, CM_t *cm, int i, int j)
+{
+ int v;
+ for (v = 0; v < cm->M; v++)
+ if (shadow[v] != NULL) {
+ if (cm->sttype[v] == B_st) free_vjd_kshadow_deck((int **) shadow[v], i, j);
+ else free_vjd_yshadow_deck((char **) shadow[v], i, j);
+ shadow[v] = NULL;
+ }
+ free(shadow);
+}
+/*================================================================*/
+
+
+/*################################################################*/
+/* Functions: *_vji_*
+ * Date: SRE, Sat Aug 12 16:44:55 2000 [Titusville]
+ *
+ * Purpose: Allocation and freeing of 3D matrices and 2D decks
+ * in the vji coordinate system. Since these are used
+ * only for solving V problems, they work only
+ * on a defined cube in the 3D matrix: they need
+ * two triplets (r, i0, j0), (z, i1, j1)
+ * defining the known optimal endpoints of a segment from
+ * an S state to a B state.
+ *
+ * By definition of V problems, there's no B states
+ * in between, so the shadow matrix doesn't need any
+ * special casting tricks the way the more generally
+ * used vjd system does.
+ */
+float ** /* allocation of a score deck. */
+alloc_vji_deck(int i0, int i1, int j1, int j0)
+{
+ int status;
+ float **a;
+ int jp;
+ ESL_DPRINTF3(("alloc_vji_deck : %.4f\n", size_vji_deck(i0,i1,j1,j0)));
+ ESL_ALLOC(a, sizeof(float *) * (j0-j1+1));
+ for (jp = 0; jp <= j0-j1; jp++)
+ ESL_ALLOC(a[jp], sizeof(float)*(i1-i0+1));
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+float
+size_vji_deck(int i0, int i1, int j1, int j0)
+{
+ float Mb;
+ int jp;
+ Mb = (float)(sizeof(float *) * (j0-j1+1));
+ for (jp = 0; jp <= j0-j1; jp++)
+ Mb += (float)(sizeof(float)*(i1-i0+1));
+ return Mb / 1000000.;
+}
+void /* free'ing a score deck */
+free_vji_deck(float **a, int j1, int j0)
+{
+ int jp;
+ ESL_DPRINTF3(("free_vji_deck called\n"));
+ for (jp = 0; jp <= j0-j1; jp++)
+ if (a[jp] != NULL) free(a[jp]);
+ free(a);
+}
+void
+free_vji_matrix(float ***a, int M, int j1, int j0)
+{
+ int v;
+ /* Free the whole matrix - even if we used only a subset of
+ * the decks, all initialization routines init all decks 0..M
+ * to NULL, so this is safe. (see bug #i2).
+ */
+ for (v = 0; v <= M; v++)
+ if (a[v] != NULL) { free_vji_deck(a[v], j1, j0); a[v] = NULL; }
+ free(a);
+}
+char ** /* allocation of a traceback ptr (shadow matrix) deck */
+alloc_vji_shadow_deck(int i0, int i1, int j1, int j0)
+{
+ int status;
+ char **a;
+ int jp;
+ ESL_ALLOC(a, sizeof(char *) * (j0-j1+1));
+ for (jp = 0; jp <= j0-j1; jp++)
+ ESL_ALLOC(a[jp], sizeof(char)*(i1-i0+1));
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+float /* allocation of a traceback ptr (shadow matrix) deck */
+size_vji_shadow_deck(int i0, int i1, int j1, int j0)
+{
+ float Mb;
+ int jp;
+ Mb = (float)(sizeof(char *) * (j0-j1+1));
+ for (jp = 0; jp <= j0-j1; jp++)
+ Mb += (float)(sizeof(char)*(i1-i0+1));
+ return Mb / 1000000;
+}
+void /* free'ing a shadow deck */
+free_vji_shadow_deck(char **a, int j1, int j0)
+{
+ int jp;
+ for (jp = 0; jp <= j0-j1; jp++)
+ if (a[jp] != NULL) free(a[jp]);
+ free(a);
+}
+void
+free_vji_shadow_matrix(char ***a, int M, int j1, int j0)
+{
+ int v;
+ for (v = 0; v < M; v++)
+ if (a[v] != NULL) { free_vji_shadow_deck(a[v], j1, j0); a[v] = NULL; }
+ free(a);
+}
+
+
+/*################################################################
+ * Unused code -
+ * a reference implementation of the real Outside() algorithm,
+ * including bifurcations.
+ *################################################################*/
+#if 0
+/* Function: CYKOutside()
+ * Date: SRE, Mon Aug 7 07:45:37 2000 [St. Louis]
+ */
+void
+CYKOutside(CM_t *cm, ESL_DSQ *dsq, int L, float ***alpha)
+{
+ int status;
+ float ***beta; /* the scoring cube [v=0..M-1][j=0..L][d=0..j]*/
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ struct deckpool_s *dpool; /* a pool of decks for beta that we can reuse */
+ int *touch; /* keeps track of how many lower decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+
+ /* Allocations and initializations
+ */
+ ESL_ALLOC(beta, (sizeof(float **) * cm->M));
+ for (v = 0; v < cm->M; v++) beta[v] = NULL;
+
+ dpool = deckpool_create();
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < cm->M; v++)
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+
+ for (j = 0; j <= L; j++)
+ for (d = 0; d <= j; j++)
+ beta[0][j][d] = IMPOSSIBLE; /* can prob speed this initialization up */
+ beta[0][L][L] = 0;
+
+ /* Main loop down through the decks
+ */
+ /* EPN bug fix 05.25.06. Durbin et. al. p.287 CM Outside alg uses state
+ * indices 1..M, with state 1 = ROOT_S, so there's an off-by-one
+ * w.r.t this implementation. Following loop followed Durbin convention,
+ * but should follow implemented convention:
+ * OLD LINE: for (v = 2; v < cm->M; v++)
+ */
+ for (v = 1; v < cm->M; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vjd_deck(L, 1, L);
+
+ /* main recursion:
+ */
+ for (j = L; j >= 0; j--)
+ for (d = j; d >= 0; d--)
+ {
+ if (cm->stid[v] == BEGL_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+
+ beta[v][j][d] = beta[y][j][d] + alpha[z][j][0]; /* init on k=0 */
+ for (k = 1; k <= L-j; k++)
+ if ((sc = beta[y][j+k][d+k] + alpha[z][j+k][k]) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ }
+ else if (cm->stid[v] == BEGR_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+
+ beta[v][j][d] = beta[y][j][d] + alpha[z][j-d][0]; /* init on k=0 */
+ for (k = 1; k <= j-d; k++)
+ if ((sc = beta[y][j][d+k] + alpha[z][j-d][k]) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ }
+ else
+ {
+ alpha[v][j][d] = IMPOSSIBLE;
+ i = j-d+1;
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ switch(cm->sttype[j]) {
+ case MP_st:
+ if (d == j || d == j-1) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+
+ if ((sc = beta[y][j+1][d+2] + cm->tsc[y][v] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == j) continue; /* boundary condition (note when j=0, d=0*/
+
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+
+ if ((sc = beta[y][j][d+1] + cm->tsc[y][v] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (d == j || j == L) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+
+ if ((sc = beta[y][j+1][d+1] + cm->tsc[y][v] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case B_st:
+ case E_st:
+ case D_st:
+ if ((sc = beta[y][j][d] + cm->tsc[y][v]) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ }
+ }/*ends our handling of beta[v][j][d] */
+ if (beta[v][j][d] < IMPOSSIBLE) beta[v][j][d] = IMPOSSIBLE;
+ }
+
+ /* Finished deck v.
+ * now worry about reuse of memory in beta:
+ */
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--)
+ {
+ touch[y]--;
+ if (touch[y] == 0) {
+ deckpool_push(dpool, beta[y]);
+ beta[y] = NULL;
+ }
+ }
+ } /* end loop over decks v. */
+
+ free(touch);
+ /*dpool*/
+ /*beta*/
+ return;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+#endif
+
+/*################################################################
+ * The banded dividers and conquerors.
+ *################################################################*/
+
+/* Function: generic_splitter_b()
+ * EPN 05.19.05
+ * *based on generic_splitter(), only difference is bands are used :
+ * Date: SRE, Sat May 12 15:08:38 2001 [CSHL]
+ *
+ * Purpose: Solve a "generic problem": best parse of
+ * a possibly bifurcated subgraph cm^r_z to
+ * a substring dsq[i0..j0]. r is usually a start
+ * state (S_st) but may be any non-end state type in
+ * the case of local alignment begins (ROOT 0->r).
+ * z is always an end state (E_st).
+ *
+ * Given: a cm subgraph from r..z
+ * a subsequence from i0..j0
+ * Attaches the optimal trace T{r..z}, exclusive of r
+ * and inclusive of z, to tr.
+ *
+ * A full divide & conquer never terminates
+ * in generic_splitter; the recursion must
+ * terminate in v_splitter and wedge_splitter;
+ * so we don't test an end-of-recursion boundary.
+ *
+ * Args: cm - model
+ * sq - digitized sequence 1..L
+ * tr - the traceback we're adding on to.
+ * r - index of the root state of this problem in the model
+ * z - index of an end state (E_st) in the model
+ * i0 - start in the sequence (1..L)
+ * j0 - end in the sequence (1..L)
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: score of the optimal parse of dsq(i0..j0) with cm^r_z
+ */
+static float
+generic_splitter_b(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int *dmin, int *dmax)
+{
+ float ***alpha;
+ float ***beta;
+ struct deckpool_s *pool;
+ int v,w,y; /* state indices */
+ int wend, yend; /* indices for end of subgraphs rooted at w,y */
+ int jp; /* j': relative position in subseq, 0..W */
+ int W; /* length of subseq i0..j0 */
+ float sc; /* tmp variable for a score */
+ int j,d,k; /* sequence indices */
+ float best_sc; /* optimal score at the optimal split point */
+ int best_k; /* optimal k for the optimal split */
+ int best_d; /* optimal d for the optimal split */
+ int best_j; /* optimal j for the optimal split */
+ int tv; /* remember the position of a bifurc in the trace. */
+ int b1,b2; /* argmax_v for 0->v local begin transitions */
+ float b1_sc, b2_sc; /* max_v scores for 0->v local begin transitions */
+
+ /* 1. If the generic problem is small enough, solve it with insideT,
+ * and append the trace to tr.
+ */
+ if (insideT_size(cm, L, r, z, i0, j0) < RAMLIMIT) {
+ ESL_DPRINTF2(("Solving a generic w/ insideT - G%d[%s]..%d[%s], %d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ z, UniqueStatetype(cm->stid[z]),
+ i0, j0));
+ sc = insideT(cm, dsq, L, tr, r, z, i0, j0, (r==0), dmin, dmax);
+ return sc;
+ }
+
+ /* 2. Traverse down from r, find first bifurc.
+ * The lowest a bifurc could be: B-S-E/S-IL-E = vend-5
+ *
+ */
+ for (v = r; v <= z-5; v++)
+ if (cm->sttype[v] == B_st) break; /* found the first bifurcation, now v */
+
+ /* 3. If there was no bifurcation, this is a wedge problem; solve it
+ * with wedge_splitter.
+ */
+ if (v > z-5) { /* no bifurc? it's a wedge problem */
+ if (cm->sttype[z] != E_st) cm_Fail("inconceivable.");
+ sc = wedge_splitter_b(cm, dsq, L, tr, r, z, i0, j0, dmin, dmax);
+ return sc;
+ }
+
+ /* Set up the state quartet r,v,w,y for a divide and conquer
+ * solution of the generic problem.
+ */
+ w = cm->cfirst[v]; /* index of left S */
+ y = cm->cnum[v]; /* index right S */
+ if (w < y) { wend = y-1; yend = z; }
+ else { yend = w-1; wend = z; }
+
+ /* Calculate alpha[w] deck and alpha[y] deck.
+ * We also get b1: best choice for 0->b local begin. b1_sc is the score if we do this.
+ * Analogous for b2, b2_sc on the other side.
+ */
+ inside_b(cm, dsq, L, w, wend, i0, j0, BE_EFFICIENT, NULL, &alpha, NULL, &pool, NULL,
+ (r==0), &b1, &b1_sc, dmin, dmax);
+ inside_b(cm, dsq, L, y, yend, i0, j0, BE_EFFICIENT, alpha, &alpha, pool, &pool, NULL,
+ (r==0), &b2, &b2_sc, dmin, dmax);
+
+ /* Calculate beta[v] deck (stick it in alpha). Let the pool get free'd.
+ * (If we're doing local alignment, deck M is the beta[EL] deck.)
+ */
+ outside_b(cm, dsq, L, r, v, i0, j0, BE_EFFICIENT, alpha, &beta, pool, NULL, dmin, dmax);
+
+ /* Find the optimal split at the B.
+ */
+ W = j0-i0+1;
+ best_sc = IMPOSSIBLE;
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ /* Bands used */
+ /* old line : for (d = 0; d <= jp; d++) */
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ for (k = 0; k <= d; k++)
+ if ((sc = alpha[w][j-k][d-k] + alpha[y][j][k] + beta[v][j][d]) > best_sc)
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ }
+ }
+
+ /* Local alignment only: maybe we're better off in EL?
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ /* There is no band on the EL state */
+ for (d = 0; d <= jp; d++)
+ if ((sc = beta[cm->M][j][d]) > best_sc) {
+ best_sc = sc;
+ best_k = -1; /* special flag for local end, EL. */
+ best_j = j;
+ best_d = d;
+ }
+ }
+ }
+
+ /* Local alignment only: maybe we're better off in ROOT?
+ */
+ if (r == 0 && cm->flags & CMH_LOCAL_BEGIN) {
+ if (b1_sc > best_sc) {
+ best_sc = b1_sc;
+ best_k = -2; /* flag for using local begin into left wedge w..wend */
+ best_j = j0;
+ best_d = W;
+ }
+ if (b2_sc > best_sc) {
+ best_sc = b2_sc;
+ best_k = -3; /* flag for using local begin into right wedge y..yend */
+ best_j = j0;
+ best_d = W;
+ }
+ }
+
+ /* Free now, before recursing.
+ * The two alpha matrices and the beta matrix
+ * actually all point to the same memory, since no
+ * decks in Inside and Outside needed to overlap.
+ * Free 'em all in one call.
+ */
+ free_vjd_matrix(alpha, cm->M, i0, j0);
+
+ /* If we're in EL, instead of B, the optimal alignment is entirely
+ * in a V problem that's still above us. The TRUE flag sets useEL.
+ */
+ if (best_k == -1) {
+ v_splitter_b(cm, dsq, L, tr, r, v, i0, best_j-best_d+1, best_j, j0, TRUE, dmin, dmax);
+ return best_sc;
+ }
+
+ /* Else: if we're in the root 0, we know which r we did our local begin into.
+ * We have a generic problem rooted there. The FALSE flag disallows
+ * any further local begins.
+ */
+ if (best_k == -2) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b1);
+ z = CMSubtreeFindEnd(cm, b1);
+ generic_splitter_b(cm, dsq, L, tr, b1, z, i0, j0, dmin, dmax);
+ return best_sc;
+ }
+ if (best_k == -3) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b2);
+ z = CMSubtreeFindEnd(cm, b2);
+ generic_splitter_b(cm, dsq, L, tr, b2, z, i0, j0, dmin, dmax);
+ return best_sc;
+ }
+
+ /* Else (the usual case), ok, we did use B in the optimal split.
+ * Split now into a V problem and two generic problems, and recurse
+ * left fragment: i1 = j-d+1, j1 = j-k, vroot = w, vend = wend
+ * right frag: i2 = j-k+1, j2 = j, vroot = y, vend = yend
+ *
+ * The problems must be solved in a particular order, since we're
+ * constructing the trace in a postorder traversal.
+ */
+ ESL_DPRINTF2(("Generic splitter:\n"));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ v, UniqueStatetype(cm->stid[v]),
+ i0, best_j-best_d+1, best_j, j0));
+ ESL_DPRINTF2((" generic: G%d[%s]..%d[%s], %d..%d\n",
+ w, UniqueStatetype(cm->stid[w]),
+ wend, UniqueStatetype(cm->stid[wend]),
+ best_j-best_d+1, best_j-best_k));
+ ESL_DPRINTF2((" generic: G%d[%s]..%d[%s], %d..%d\n",
+ y, UniqueStatetype(cm->stid[y]),
+ yend, UniqueStatetype(cm->stid[yend]),
+ best_j-best_k+1, best_j));
+
+ v_splitter_b(cm, dsq, L, tr, r, v, i0, best_j-best_d+1, best_j, j0, FALSE, dmin, dmax);
+ tv = tr->n-1;
+
+ InsertTraceNode(tr, tv, TRACE_LEFT_CHILD, best_j-best_d+1, best_j-best_k, w);
+ generic_splitter_b(cm, dsq, L, tr, w, wend, best_j-best_d+1, best_j-best_k, dmin, dmax);
+ InsertTraceNode(tr, tv, TRACE_RIGHT_CHILD, best_j-best_k+1, best_j, y);
+ generic_splitter_b(cm, dsq, L, tr, y, yend, best_j-best_k+1, best_j, dmin, dmax);
+
+ return best_sc;
+}
+
+/* Function: wedge_splitter_b()
+ * EPN 05.19.05
+ * *based on wedge_splitter(), only difference is bands are used :
+ * Date: SRE, Sun May 13 08:44:15 2001 [CSHL genome mtg]
+ *
+ * Purpose: Solve a "wedge problem": best parse of an
+ * unbifurcated subgraph cm^r..z to a substring
+ * dsq[i0..j0]. r may be a start state (when
+ * the wedge problem comes from being a special case
+ * of a generic problem) or a non-insert state
+ * (D, MP, ML, MR) (when the wedge comes from a
+ * previous wedge_splitter), or indeed, any non-end
+ * state (when wedge comes from a local begin).
+ * z, however, is always an end state.
+ *
+ * Attaches the optimal trace T(r..z), exclusive
+ * of r and inclusive of z, to the growing trace tr.
+ *
+ * Deal with a divide and conquer boundary condition:
+ * the next non-insert state after r is the end state z.
+ * All remaining sequence of i0..j0 that r doesn't emit
+ * must be dealt with by insert states.
+ *
+ * Args: cm - model
+ * dsq - digitized sequence 1..L
+ * L - length of dsq
+ * tr - the traceback we're adding on to.
+ * r - index of the first state in the subgraph
+ * z - index of an end state (E_st) in the model
+ * i0 - start in the sequence (1..L)
+ * j0 - end in the sequence (1..L)
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: The score of the best parse in bits.
+ */
+static float
+wedge_splitter_b(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z, int i0, int j0,
+ int *dmin, int *dmax)
+{
+ float ***alpha;
+ float ***beta;
+ struct deckpool_s *pool;
+ float sc;
+ float best_sc;
+ int v,w,y;
+ int W;
+ int d, jp, j;
+ int best_v, best_d, best_j;
+ int midnode;
+ int b; /* optimal local begin: b = argmax_v alpha_v(i0,j0) + t_0(v) */
+ float bsc; /* score for optimal local begin */
+
+ /* 1. If the wedge problem is either a boundary condition,
+ * or small enough, solve it with inside^T and append
+ * the trace to tr.
+ * It's formally possible that someone could set RAMLIMIT
+ * to something so small that even the boundary condition
+ * couldn't be done with inside^T - but that'd be a silly
+ * thing to do, so we ignore RAMLIMIT in that case.
+ */
+ if (cm->ndidx[z] == cm->ndidx[r] + 1 ||
+ insideT_size(cm, L, r, z, i0, j0) < RAMLIMIT)
+ {
+ ESL_DPRINTF2(("Solving a wedge: G%d[%s]..%d[%s], %d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ z, UniqueStatetype(cm->stid[z]),
+ i0,j0));
+ sc = insideT(cm, dsq, L, tr, r, z, i0, j0, (r==0), dmin, dmax);
+ return sc;
+ }
+
+ /* 2. Find our split set, w..y
+ * We choose the node in the middle.
+ * This can't be a BIF_nd (we're a wedge), or an END_nd (midnode
+ * can't be z) but it could be any other node including
+ * begin nodes (i.e. it might be that w==y).
+ */
+ midnode = cm->ndidx[r] + ((cm->ndidx[z] - cm->ndidx[r]) / 2);
+ w = cm->nodemap[midnode];
+ y = cm->cfirst[w]-1;
+
+ /* 3. Calculate inside up to w, and outside down to y.
+ * We rely on a side effect of how deallocation works
+ * in these routines; the w..y decks are guaranteed
+ * to be retained.
+ * b will contain the optimal 0->v state for a local begin, and bsc
+ * is the score for using it.
+ * beta[cm->M] will contain the EL deck, if needed for local ends.
+ */
+ inside_b(cm, dsq, L, w, z, i0, j0, BE_EFFICIENT,
+ NULL, &alpha, NULL, &pool, NULL,
+ (r==0), &b, &bsc, dmin, dmax);
+ outside_b(cm, dsq, L, r, y, i0, j0, BE_EFFICIENT, NULL, &beta, pool, NULL,
+ dmin, dmax);
+
+ /* 4. Find the optimal split at the split set: best_v, best_d, best_j
+ */
+ W = j0-i0+1;
+ best_sc = IMPOSSIBLE;
+ for (v = w; v <= y; v++)
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ if ((sc = alpha[v][j][d] + beta[v][j][d]) > best_sc)
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ }
+ }
+
+ /* Local alignment ends only: maybe we're better off in EL,
+ * not in the split set?
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ /* There is no band on the EL state */
+ for (d = 0; d <= jp; d++)
+ if ((sc = beta[cm->M][j][d]) > best_sc) {
+ best_sc = sc;
+ best_v = -1; /* flag for local alignment. */
+ best_j = j;
+ best_d = d;
+ }
+ }
+ }
+
+ /* Local alignment begins only: maybe we're better off in the root.
+ */
+ if (r==0 && (cm->flags & CMH_LOCAL_BEGIN)) {
+ if (bsc > best_sc) {
+ best_sc = bsc;
+ best_v = -2; /* flag for local alignment */
+ best_j = j0;
+ best_d = W;
+ }
+ }
+
+ /* free now, before recursing!
+ */
+ free_vjd_matrix(alpha, cm->M, i0, j0);
+ free_vjd_matrix(beta, cm->M, i0, j0);
+
+ /* If we're in EL, instead of the split set, the optimal alignment
+ * is entirely in a V problem that's still above us. The TRUE
+ * flag sets useEL. It doesn't matter which state in the split
+ * set w..y we use as the end of the graph; vinside() will have to
+ * initialize the whole thing to IMPOSSIBLE anyway.
+ */
+ if (best_v == -1) {
+ v_splitter_b(cm, dsq, L, tr, r, w, i0, best_j-best_d+1, best_j, j0, TRUE, dmin, dmax);
+ return best_sc;
+ }
+
+ /* If we're in the root because of a local begin, the local alignment
+ * is entirely in a wedge problem that's still below us, rooted at b.
+ * The FALSE flag prohibits any more local begins in this and subsequent
+ * problems.
+ */
+ if (best_v == -2) {
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b);
+ wedge_splitter_b(cm, dsq, L, tr, b, z, i0, j0, dmin, dmax);
+ return best_sc;
+ }
+
+ /* Else (usual case): the optimal split into a V problem and a wedge problem:
+ * i1 = best_j-best_d+1, j1 = best_j
+ * the V problem: r..v, i0..i1, j1..j0
+ * the wedge problem: v..z, i1..j1
+ *
+ * These have to solved in the order given because we're
+ * constructing the trace in postorder traversal.
+ */
+ ESL_DPRINTF2(("Wedge splitter:\n"));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ i0, best_j-best_d+1, best_j, j0));
+ ESL_DPRINTF2((" wedge: G%d[%s]..%d[%s], %d..%d\n",
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ z, UniqueStatetype(cm->stid[z]),
+ best_j-best_d+1, best_j));
+
+ v_splitter_b(cm, dsq, L, tr, r, best_v, i0, best_j-best_d+1, best_j, j0, FALSE,
+ dmin, dmax);
+ wedge_splitter_b(cm, dsq, L, tr, best_v, z, best_j-best_d+1, best_j, dmin, dmax);
+ return best_sc;
+}
+
+
+
+/* Function: vsplitter_b()
+ * EPN 05.19.05
+ * *based on vsplitter(), only difference is bands are used :
+ *
+ * Date: SRE, Thu May 31 19:47:57 2001 [Kaldi's]
+ *
+ * Purpose: Solve a "V problem": best parse of an unbifurcated
+ * subgraph cm^r..z to a one-hole subsequence
+ * i0..i1 // j1..j0.
+ *
+ * Attaches the optimal trace T(r..z), exclusive of
+ * r, inclusive of z, to the growing trace tr.
+ *
+ * r and z can be any non-insert state.
+ *
+ * Args: cm - model
+ * dsq - digitized sequence 1..L
+ * L - length of dsq
+ * tr - the traceback we're adding on to.
+ * r - index of the first state in the subgraph
+ * z - index of the last state in the subgraph
+ * i0,i1 - first part of the subsequence (1..L)
+ * j1,j0 - second part of the subsequence (1..L)
+ * useEL - TRUE if i1,j1 aligned to EL, not z
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: (void)
+ */
+static void
+v_splitter_b(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0,
+ int useEL, int *dmin, int *dmax)
+{
+ float ***alpha, ***beta; /* inside and outside matrices */
+ struct deckpool_s *pool; /* pool for holding alloced decks */
+ float sc; /* tmp variable holding a score */
+ int v,w,y; /* state indexes */
+ int ip,jp;
+ int best_v;
+ int best_i, best_j; /* optimal i', j' split point */
+ float best_sc; /* score at optimal split point */
+ int midnode;
+ int b; /* optimal choice for a 0->b local begin */
+ float bsc; /* score if we use the local begin */
+ int *imin; /* minimum i bound for each state v; [0..y-w]
+ * calculated using *dmin; offset from v, the
+ * band that corresponds to state v, is imin[v-w] */
+ int *imax; /* maximum i bound for each state v; [0..y-w]
+ * calculated using *dmax; offset from v, the
+ * band that corresponds to state v, is imax[v-w] */
+
+
+ /* 1. If the V problem is either a boundary condition, or small
+ * enough, solve it with v_inside^T and append the trace to tr.
+ * (With local alignment, we might even see a lone B state
+ * get handed to v_splitter(); hence the r==z case.)
+ */
+ if (cm->ndidx[z] == cm->ndidx[r] + 1 || r == z ||
+ vinsideT_size(cm, r, z, i0, i1, j1, j0) < RAMLIMIT)
+ {
+ ESL_DPRINTF2(("Solving a V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ z, UniqueStatetype(cm->stid[z]),
+ i0,j1,j1,j0));
+ vinsideT(cm, dsq, L, tr, r, z, i0, i1, j1, j0, useEL, (r==0), dmin, dmax);
+ return;
+ }
+
+ /* 2. Find our split set, w..y.
+ * Choose the node in the middle.
+ */
+ midnode = cm->ndidx[r] + ((cm->ndidx[z] - cm->ndidx[r]) / 2);
+ w = cm->nodemap[midnode];
+ y = cm->cfirst[w]-1;
+
+ /* 3. Calculate v_inside up to w, and v_outside down to y.
+ * As with wedge_splitter(), we rely on a side effect of how
+ * deallocation works, so the w..y decks are retained
+ * in alpha and beta even though we're in small memory mode.
+ * beta[cm->M] is the EL deck, needed for local ends.
+ */
+ vinside_b (cm, dsq, L, w, z, i0, i1, j1, j0, useEL, BE_EFFICIENT,
+ NULL, &alpha, NULL, &pool, NULL, (r==0), &b, &bsc,
+ dmin, dmax);
+ voutside_b(cm, dsq, L, r, y, i0, i1, j1, j0, useEL, BE_EFFICIENT,
+ NULL, &beta, pool, NULL, dmin, dmax);
+
+ /* 4. Find the optimal split: v, ip, jp.
+ */
+ /* Bands used ip 1A */
+ imin = malloc(sizeof (int) * (y-w+1));
+ imax = malloc(sizeof (int) * (y-w+1));
+
+ best_sc = IMPOSSIBLE;
+ for (v = w; v <= y; v++)
+ {
+ /* Bands used ip 1B */
+
+ /* Fill imin[v-w] and imax[v-w] as we go, one of many ways to handle imin and imax
+ * Remember state indices in imin and imax are offset from v because imin and
+ * imax run [0..y-w], ==> dmin[v] corresponds to imin[v-w]
+ */
+
+ imin[v-w] = j1-i0-dmax[v]+1;
+ imax[v-w] = j1-i0-dmin[v]+1;
+
+ /*orig lines : for (ip = 0; ip <= i1-i0; ip++)
+ * for (jp = 0; jp <= j0-j1; jp++)
+ *the order is switched here because the band on ip depends
+ *on jp.
+ */
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ if((imin[v-w]+jp) < 0) ip = 0;
+ else ip = imin[v-w]+jp;
+ for (; (ip <= imax[v-w]+jp) && ip <= (i1-i0); ip++)
+ if ((sc = alpha[v][jp][ip] + beta[v][jp][ip]) > best_sc)
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ }
+ }
+ }
+ /* Local alignment ends: maybe we're better off in EL, not
+ * the split set?
+ */
+ if (useEL && (cm->flags & CMH_LOCAL_END)) {
+ /* There is no band on the EL state */
+ for (ip = 0; ip <= i1-i0; ip++)
+ for (jp = 0; jp <= j0-j1; jp++)
+ if ((sc = beta[cm->M][jp][ip]) > best_sc) {
+ best_sc = sc;
+ best_v = -1;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ }
+ }
+
+ /* Local alignment begins: maybe we're better off in root...
+ */
+ if (r==0 && (cm->flags & CMH_LOCAL_BEGIN)) {
+ if (bsc > best_sc) {
+ best_sc = bsc;
+ best_v = -2;
+ best_i = i0;
+ best_j = j0;
+ }
+ }
+
+ /* Free now, before recursing!
+ */
+ free_vji_matrix(alpha, cm->M, j1, j0);
+ free_vji_matrix(beta, cm->M, j1, j0);
+
+ /* If we're in EL, instead of the split set, the optimal
+ * alignment is entirely in a V problem that's still above us.
+ * The TRUE flag sets useEL; we propagate allow_begin.
+ */
+ if (best_v == -1) {
+ v_splitter_b(cm, dsq, L, tr, r, w, i0, best_i, best_j, j0, TRUE, dmin, dmax);
+ return;
+ }
+
+ /* If we used a local begin, the optimal alignment is
+ * entirely in a V problem that's still below us, rooted
+ * at b, for the entire one-hole sequence. The FALSE
+ * flag prohibits more local begin transitions; we propagate
+ * useEL.
+ */
+ if (best_v == -2) {
+ if (b != z)
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, b);
+ v_splitter_b(cm, dsq, L, tr, b, z, i0, i1, j1, j0, useEL, dmin, dmax);
+ return;
+ }
+
+ /* The optimal split into two V problems:
+ * V: r..v, i0..i', j'..j0
+ * V: v..z, i'..i1, j1..j'
+ * Solve in this order, because we're constructing the
+ * trace in postorder traversal.
+ */
+ ESL_DPRINTF2(("V splitter:\n"));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ r, UniqueStatetype(cm->stid[r]),
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ i0, best_i, best_j, j0));
+ ESL_DPRINTF2((" V: G%d[%s]..%d[%s], %d..%d//%d..%d\n",
+ best_v, UniqueStatetype(cm->stid[best_v]),
+ z, UniqueStatetype(cm->stid[z]),
+ best_i, i1, j1, best_j));
+
+ v_splitter_b(cm, dsq, L, tr, r, best_v, i0, best_i, best_j, j0, FALSE,
+ dmin, dmax);
+ v_splitter_b(cm, dsq, L, tr, best_v, z, best_i, i1, j1, best_j, useEL,
+ dmin, dmax);
+
+ free(imax);
+ free(imin);
+ return;
+}
+
+
+/*****************************************************************
+ * The alignment engines, using bands:
+ * inside_b - given generic or wedge problem G^r_z to i0..j0, return score and matrix
+ * outside_b - given unbifurcated G^r_z to i0..j0, return matrix
+ *
+ * vinside_b - given V problem G^r_z to i0..i1//j1..j0, return score and matrix
+ * voutside_b - given unbifurcated G^r_z to i0..i1//j1..j0, return matrix
+ ******************************************************************/
+
+/* Function: inside_b()
+ * EPN 05.19.05
+ * *based on inside(), only difference is bands are used :
+ * Date: SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ *
+ * Purpose: (See inside())
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: Score of the optimal alignment.
+ */
+static float
+inside_b(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *dmin, int *dmax)
+{
+ int status;
+ float **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+ int kmax; /* for B_st's, maximum k value consistent with bands*/
+
+ /* Allocations and initializations
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+ if (! deckpool_pop(dpool, &end))
+ end = alloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, vroot, E_st);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = IMPOSSIBLE;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < vroot; v++) touch[v] = 0;
+ for (v = vroot; v <= vend; v++) touch[v] = cm->pnum[v];
+ for (v = vend+1;v < cm->M; v++) touch[v] = 0;
+
+ /* The shadow matrix, if caller wants a traceback.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Main recursion
+ */
+ for (v = vend; v >= vroot; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! deckpool_pop(dpool, &(alpha[v])))
+ alpha[v] = alloc_vjd_deck(L, i0, j0);
+
+ if (ret_shadow != NULL) {
+ if (cm->sttype[v] == B_st) {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ shadow[v] = (void **) kshad;
+ } else {
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ shadow[v] = (void **) yshad;
+ }
+ }
+
+ /* Impose bands by setting all cells outside the bands to 0
+ * This is independent of state type so we do it outside
+ * the following set of if then statements.
+ */
+
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d < dmin[v] && d <= jp; d++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ for (d = dmax[v]+1; d <= jp; d++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ }
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ /* Careful, in qdb, we only want to look at alpha cells that are
+ * within the bands for all states involved (v, y and z) */
+ /* k is the length of the right fragment */
+ if(dmin[z] > (d-dmax[y])) k = dmin[z];
+ else k = d-dmax[y];
+ if(k < 0) k = 0;
+
+ if(dmax[z] < (d-dmin[y])) kmax = dmax[z];
+ else kmax = d-dmin[y];
+
+ if(k <= kmax)
+ {
+ alpha[v][j][d] = alpha[y][j-k][d-k] + alpha[z][j][k];
+ if (ret_shadow != NULL) kshad[j][d] = k;
+ for (k=k+1; k <= kmax; k++)
+ {
+ if ((sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) kshad[j][d] = k;
+ }
+ }
+ }
+ else alpha[v][j][d] = IMPOSSIBLE;
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ if (jp > 0) alpha[v][j][1] = IMPOSSIBLE;
+ /* dmin[v] must be >= 2 */
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j-1][d-2] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ /* dmin[v] must be >= 1 */
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ /* dmin[v] must be >= 1 */
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin && alpha[v][j0][W] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = alpha[v][j0][W] + cm->beginsc[v];
+ }
+
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling insideT() to use the b we return.
+ */
+ if (allow_begin && v == 0 && bsc > alpha[0][j0][W]) {
+ alpha[0][j0][W] = bsc;
+ if (ret_shadow != NULL) yshad[j0][W] = USED_LOCAL_BEGIN;
+ }
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ { /* we can definitely release the S children of a bifurc. */
+ y = cm->cfirst[v]; deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ if (nends == 0) { deckpool_push(dpool, end); end = NULL;}
+ } else
+ deckpool_push(dpool, alpha[y]);
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+ sc = alpha[vroot][j0][W];
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = vroot; v <= vend; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (deckpool_pop(dpool, &end)) free_vjd_deck(end, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+
+/* Function: outside_b()
+ * EPN 05.19.05
+ * *based on outside(), only difference is bands are used :
+ *
+ * Date: SRE, Tue Aug 8 10:42:52 2000 [St. Louis]
+ * Purpose: (See outside())
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * vroot - first state of linear model segment (S; MP|ML|MR|D)
+ * vend - last state of linear model segment (B; E; MP|ML|MR|D)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in beta, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the lowermost deck (vend) is valid
+ * at the end.
+ * beta - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_beta - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ */
+static void
+outside_b(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool, int *dmin, int *dmax)
+{
+ int status;
+ int v,y; /* indices for states */
+ int j,d,i; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int *touch; /* keeps track of how many lower decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+ int W; /* subsequence length */
+ int jp; /* j': relative position in the subsequence, 0..W */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int w1,w2; /* bounds of split set */
+ int dv; /* StateDelta() for state v */
+
+ /* Allocations and initializations
+ */
+ W = j0-i0+1; /* the length of the subsequence: used in many loops */
+
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * Allocate room for M+1 decks because we might need the EL deck (M)
+ * if we're doing local alignment.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v < cm->M+1; v++) beta[v] = NULL;
+ }
+
+ /* Initialize the root deck.
+ * If the root is in a split set, initialize the whole split set.
+ */
+ w1 = cm->nodemap[cm->ndidx[vroot]]; /* first state in split set */
+ if (cm->sttype[vroot] == B_st) { /* special boundary case of Outside on a single B state. */
+ w2 = w1;
+ if (vend != vroot) cm_Fail("oh no. not again.");
+ } else
+ w2 = cm->cfirst[w1]-1; /* last state in split set w1<=vroot<=w2 */
+
+ for (v = w1; v <= w2; v++) {
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ beta[vroot][j0][W] = 0;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ if (! deckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[cm->M][j][d] = IMPOSSIBLE;
+ }
+
+ /* We have to worry about vroot -> EL transitions.
+ * since we start the main recursion at w2+1. This requires a
+ * laborious partial unroll of the main recursion, grabbing
+ * the stuff relevant to a beta[EL] calculation for just the
+ * vroot->EL transition.
+ */
+ if (NOT_IMPOSSIBLE(cm->endsc[vroot])) {
+ switch (cm->sttype[vroot]) {
+ case MP_st:
+ if (W < 2) break;
+ if (dsq[i0] < cm->abc->K && dsq[j0] < cm->abc->K)
+ escore = cm->esc[vroot][(int) (dsq[i0]*cm->abc->K+dsq[j0])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[vroot], dsq[i0], dsq[j0]);
+ beta[cm->M][j0-1][W-2] = cm->endsc[vroot] +
+ (cm->el_selfsc * (W-2)) + escore;
+ if (beta[cm->M][j0-1][W-2] < IMPOSSIBLE) beta[cm->M][j0-1][W-2] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (W < 1) break;
+ if (dsq[i0] < cm->abc->K)
+ escore = cm->esc[vroot][(int) dsq[i0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i0], cm->esc[vroot]);
+ beta[cm->M][j0][W-1] = cm->endsc[vroot] +
+ (cm->el_selfsc * (W-1)) + escore;
+ if (beta[cm->M][j0][W-1] < IMPOSSIBLE) beta[cm->M][j0][W-1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (W < 1) break;
+ if (dsq[j0] < cm->abc->K)
+ escore = cm->esc[vroot][(int) dsq[j0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j0], cm->esc[vroot]);
+ beta[cm->M][j0-1][W-1] = cm->endsc[vroot] +
+ (cm->el_selfsc * (W-1)) + escore;
+ if (beta[cm->M][j0-1][W-1] < IMPOSSIBLE) beta[cm->M][j0-1][W-1] = IMPOSSIBLE;
+ break;
+ case S_st:
+ case D_st:
+ beta[cm->M][j0][W] = cm->endsc[vroot] +
+ (cm->el_selfsc * W);
+ if (beta[cm->M][j0][W] < IMPOSSIBLE) beta[cm->M][j0][W] = IMPOSSIBLE;
+ break;
+ case B_st: /* can't start w/ bifurcation at vroot. */
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[vroot]);
+ }
+ }
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < w1; v++) touch[v] = 0; /* note: top of split set w1, not vroot */
+ for (v = vend+1; v < cm->M; v++) touch[v] = 0;
+ for (v = w1; v <= vend; v++) {
+ if (cm->sttype[v] == B_st) touch[v] = 2; /* well, we'll never use this, but set it anyway. */
+ else touch[v] = cm->cnum[v];
+ }
+
+ /* Main loop down through the decks
+ */
+ for (v = w2+1; v <= vend; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vjd_deck(L, i0, j0);
+
+ /* Init the whole deck to IMPOSSIBLE
+ */
+ for (jp = W; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ beta[v][j][d] = IMPOSSIBLE;
+ }
+
+ /* If we can do a local begin into v, also init with that.
+ * By definition, beta[0][j0][W] == 0.
+ */
+ if ((vroot == 0 && i0 == 1 && j0 == L && (cm->flags & CMH_LOCAL_BEGIN))
+ && (dmin[v] <= W && dmax[v] >= W))
+ beta[v][j0][W] = cm->beginsc[v];
+
+ /* main recursion:
+ */
+ for (jp = W; jp >= 0; jp--) {
+ j = i0-1+jp;
+ if((dmax[v]) > jp) d = jp;
+ else d = (dmax[v]);
+ for (; d >= (dmin[v]); d--)
+ {
+ i = j-d+1;
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ if (y < vroot) continue; /* deal with split sets */
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+
+ if ((sc = beta[y][j+1][d+2] + cm->tsc[y][voffset] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue; /* boundary condition (note when j=0, d=0*/
+
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+
+ if ((sc = beta[y][j][d+1] + cm->tsc[y][voffset] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+
+ if ((sc = beta[y][j+1][d+1] + cm->tsc[y][voffset] + escore) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if ((sc = beta[y][j][d] + cm->tsc[y][voffset]) > beta[v][j][d])
+ beta[v][j][d] = sc;
+ break;
+
+ default: cm_Fail("bogus child state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][j][d] < IMPOSSIBLE) beta[v][j][d] = IMPOSSIBLE;
+
+
+ } /* ends loop over d. We know all beta[v][j][d] in this row j*/
+ }/* end loop over jp. We know the beta's for the whole deck.*/
+
+ /* Deal with local alignment end transitions v->EL
+ * (EL = deck at M.)
+ */
+ if (NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ /* Careful here, we're filling in beta[cm->M][j][d] which is unbanded
+ * by adding beta[v][j+{0,1}][d+dv] to endsc[v], and we know there's a
+ * band on v, so we can save time here as follows:
+ */
+ dv = StateDelta(cm->sttype[v]);
+ for (d = (dmin[v]-dv); d <= (dmax[v]-dv) && d <= jp; d++)
+ {
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ if ((sc = beta[v][j+1][d+2] + cm->endsc[v] +
+ (cm->el_selfsc * d) + escore) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue;
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ if ((sc = beta[v][j][d+1] + cm->endsc[v] +
+ (cm->el_selfsc * d) + escore) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ if ((sc = beta[v][j+1][d+1] + cm->endsc[v] +
+ (cm->el_selfsc * d) + escore) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ if ((sc = beta[v][j][d] + cm->endsc[v] +
+ (cm->el_selfsc * d)) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ break;
+ case B_st:
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the NOT_IMPOSSIBLE() test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Look at v's parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) { deckpool_push(dpool, beta[y]); beta[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v. */
+
+#if 0
+ /* SRE: this code is superfluous, yes??? */
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ * (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = W; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ /* There is no band on the EL state */
+ for (d = jp-1; d >= 0; d--)
+ if ((sc = beta[cm->M][j][d+1]) > beta[cm->M][j][d])
+ beta[cm->M][j][d] = sc;
+ }
+ }
+#endif
+
+ /* If the caller doesn't want the matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation...)
+ */
+ if (ret_beta == NULL) {
+ for (v = w1; v <= vend; v++) /* start at w1 - top of split set - not vroot */
+ if (beta[v] != NULL) { deckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ deckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ float **a;
+ while (deckpool_pop(dpool, &a)) free_vjd_deck(a, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+ return;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/* Function: vinside_b()
+ * EPN 05.19.05
+ * *based on vinside(), only difference is bands are used :
+ *
+ * Date: SRE, Sat Jun 2 09:24:51 2001 [Kaldi's]
+ *
+ * Purpose: Run the inside phase of the CYK alignment algorithm for
+ * a V problem: an unbifurcated CM subgraph from
+ * r..z, aligned to a one-hole subsequence
+ * i0..i1 // j1..j0, exclusive of z,i1,j1.
+ *
+ * This is done in the vji coord system, where
+ * both our j and i coordinates are transformed.
+ * The Platonic matrix runs [j1..j0][i0..i1].
+ * The actual matrix runs [0..j0-j1][0..i1-i0].
+ * To transform a sequence coord i to a transformed
+ * coord i', subtract i0; to transform i' to i,
+ * add i0.
+ *
+ * The conventions for alpha and dpool are the
+ * same as cyk_inside_engine().
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * r - first start state of subtree (0, for whole model)
+ * z - last end state of subtree (cm->M-1, for whole model)
+ * i0,i1 - first subseq part of the V problem
+ * j1,j0 - second subseq part
+ * useEL - if TRUE, V problem ends at EL/i1/j1, not z/i1/j1
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (r) is valid
+ * at the end.
+ * a - if non-NULL, this is an existing matrix, with NULL
+ * decks for r..z, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_a - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated vji decks sized
+ * for this subsequence i0..i1//j0..j1.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..i1//j0..j1 subseq
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: score.
+ */
+static float
+vinside_b(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***a, float ****ret_a,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ char ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc, int *dmin, int *dmax)
+{
+ int status;
+ char ***shadow; /* the shadow matrix -- traceback ptrs -- memory is kept */
+ int v,i,j;
+ int w1,w2; /* bounds of the split set */
+ int jp, ip; /* j' and i' -- in the matrix coords */
+ int *touch; /* keeps track of whether we can free a deck yet or not */
+ int y, yoffset;
+ float sc; /* tmp variable holding a score */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+ int *imin; /* minimum i bound for each state v; [0..w1-r]
+ * calculated using *dmin; offset from v, the
+ * band that corresponds to state v, is imin[v-r] */
+ int *imax; /* maximum i bound for each state v; [0..w1-r]
+ * calculated using *dmax; offset from v, the
+ * band that corresponds to state v, is imax[v-r] */
+
+ /*debugging block*/
+ /*printf("***in vinside_b()****\n");
+ printf("\tr : %d\n", r);
+ printf("\tz : %d\n", z);
+ printf("\ti0 : %d\n", i0);
+ printf("\ti1 : %d\n", i1);
+ printf("\tj1 : %d\n", j1);
+ printf("\tj0 : %d\n", j0);
+ */
+
+ /* Allocations, initializations.
+ * Remember to allocate for M+1 decks, in case we reuse this
+ * memorry for a local alignment voutside() calculation.
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ if (dpool == NULL) dpool = deckpool_create();
+ if (a == NULL) {
+ ESL_ALLOC(a, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) a[v] = NULL;
+ }
+ /* the whole split set w<=z<=y must be initialized */
+ w1 = cm->nodemap[cm->ndidx[z]];
+ w2 = cm->cfirst[w1]-1;
+
+ /* Bands used ip 3 */
+ /* Allocate imin and imax */
+
+ imin = malloc(sizeof (int) * (w1-r+1));
+ imax = malloc(sizeof (int) * (w1-r+1));
+
+ for (v = w1; v <= w2; v++) {
+ if (! deckpool_pop(dpool, &(a[v])))
+ a[v] = alloc_vji_deck(i0, i1, j1, j0);
+ for (jp = 0; jp <= j0-j1; jp++)
+ for (ip = 0; ip <= i1-i0; ip++)
+ a[v][jp][ip] = IMPOSSIBLE;
+ }
+
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(char **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Initialize the one non-IMPOSSIBLE cell as a boundary
+ * condition.
+ * If local alignment (useEL=1), we must connect z to EL;
+ * we would init a[EL][0][i1-i0] = 0. But, we're not explicitly
+ * keeping an EL deck, we're swallowing it into the recursion.
+ * So, we unroll a chunk of the main recursion;
+ * we have to laboriously figure out from the statetype z
+ * and our position where and what our initialization is.
+ * Else, for global alignments, we simply connect to z,0,i1-i0.
+ */
+
+ ip = i1-i0;
+ jp = 0;
+
+ if (! useEL)
+ a[z][jp][ip] = 0.;
+ else
+ {
+ if (ret_shadow != NULL)
+ shadow[z] = alloc_vji_shadow_deck(i0,i1,j1,j0);
+
+ switch (cm->sttype[z]) {
+ case D_st:
+ case S_st:
+ /*a[z][jp][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (ret_shadow != NULL) shadow[z][jp][ip] = USED_EL;
+ break;
+ case MP_st:
+ if (i0 == i1 || j1 == j0) break;
+ /*a[z][jp+1][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp+1][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+
+ if (dsq[i1-1] < cm->abc->K && dsq[j1+1] < cm->abc->K)
+ a[z][jp+1][ip-1] += cm->esc[z][(int) (dsq[i1-1]*cm->abc->K+dsq[j1+1])];
+ else
+ a[z][jp+1][ip-1] += DegeneratePairScore(cm->abc, cm->esc[z], dsq[i1-1], dsq[j1+1]);
+ if (ret_shadow != NULL) shadow[z][jp+1][ip-1] = USED_EL;
+ if (a[z][jp+1][ip-1] < IMPOSSIBLE) a[z][jp+1][ip-1] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i0==i1) break;
+ /*a[z][jp][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+
+ if (dsq[i1-1] < cm->abc->K)
+ a[z][jp][ip-1] += cm->esc[z][(int) dsq[i1-1]];
+ else
+ a[z][jp][ip-1] += esl_abc_FAvgScore(cm->abc, dsq[i1-1], cm->esc[z]);
+ if (ret_shadow != NULL) shadow[z][jp][ip-1] = USED_EL;
+ if (a[z][jp][ip-1] < IMPOSSIBLE) a[z][jp][ip-1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j1==j0) break;
+ /*a[z][jp+1][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - StateDelta(cm->sttype[z])));*/
+ a[z][jp+1][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+
+ if (dsq[j1+1] < cm->abc->K)
+ a[z][jp+1][ip] += cm->esc[z][(int) dsq[j1+1]];
+ else
+ a[z][jp+1][ip] += esl_abc_FAvgScore(cm->abc, dsq[j1+1], cm->esc[z]);
+ if (ret_shadow != NULL) shadow[z][jp+1][ip] = USED_EL;
+ if (a[z][jp+1][ip] < IMPOSSIBLE) a[z][jp+1][ip] = IMPOSSIBLE;
+ break;
+ }
+ } /* done initializing the appropriate cell for useEL=TRUE */
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) touch[v] = 0;
+ for (v = r; v <= w2; v++) touch[v] = cm->pnum[v]; /* note w2 not z: to bottom of split set */
+ for (v = w2+1; v < cm->M; v++) touch[v] = 0;
+
+ /* A special case. If vinside() is called on empty sequences,
+ * we might do a begin transition right into z.
+ */
+
+ /* EPN 05.19.05
+ We are setting alpha cells in the following block, we should make
+ sure they're within the bands */
+
+ if (allow_begin && j0-j1 == 0 && i1-i0 == 0)
+ {
+ b = z;
+ bsc = a[z][0][0] + cm->beginsc[z];
+ if (z == 0) {
+ a[0][0][0] = bsc;
+ if (ret_shadow != NULL) shadow[0][0][0] = USED_LOCAL_BEGIN;
+ }
+ }
+
+ /* Main recursion
+ */
+ for (v = w1-1; v >= r; v--)
+ {
+ /* Get a deck and a shadow deck.
+ */
+ if (! deckpool_pop(dpool, &(a[v])))
+ a[v] = alloc_vji_deck(i0,i1,j1,j0);
+ if (ret_shadow != NULL)
+ shadow[v] = alloc_vji_shadow_deck(i0,i1,j1,j0);
+
+ /* Bands used ip 8 */
+ /* First fill imin[v] and imax[v] */
+
+ /* debugging block */
+ /*
+ if((dmin[v] > (j0-i0+1)) || (dmax[v] < (j1-i1+1)))
+ {
+ printf("ERROR vinside_b() whole deck is outside bands\n");
+ printf("v : %d\n", v);
+ printf("dmin[v] : %d\n", dmin[v]);
+ printf("dmax[v] : %d\n", dmax[v]);
+ printf("i0 : %d\n", i0);
+ printf("i1 : %d\n", i1);
+ printf("j1 : %d\n", j1);
+ printf("j0 : %d\n", j0);
+ }
+ */
+
+ imin[v-r] = j1-i0-dmax[v]+1;
+ imax[v-r] = j1-i0-dmin[v]+1;
+
+ /* Bands used ip 8 continued */
+ /* Impose bands by setting all cells outside the bands to IMPOSSIBLE
+ * This is independent of state type so we do it outside
+ * the following set of if then statements.
+ * Alternatively, it could be done within each of the following
+ * if(cm->sttype[v] == *) statements - matter of style I suppose.
+ */
+
+ for (jp = 0; jp <= j0-j1; jp++) {
+ for (ip = 0; ip < (imin[v-r]+jp) && ip<=(i1-i0); ip++)
+ {
+ a[v][jp][ip] = IMPOSSIBLE;
+ }
+ if((imax[v-r]+jp) > (i1-i0)) ip = (i1-i0+1);
+ else ip = imax[v-r]+jp+1;
+ if(ip < 0) ip = 0;
+ for (; ip <= (i1-i0); ip++)
+ {
+ a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ /* reassert our definition of a V problem */
+ if (cm->sttype[v] == E_st || cm->sttype[v] == B_st || (cm->sttype[v] == S_st && v > r))
+ cm_Fail("you told me you wouldn't ever do that again.");
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ /* Bands used ip 9 */
+ /* old line : for (ip = i1-i0; ip >= 0; ip--) { */
+ /* Use the imin[v-r] and imax[v-r] we have already set (see Bands used ip 3B) */
+ /* Remember 'state' indices in imin and imax are offset from v because imin and
+ imax run [0..z-r], ==> dmin[v] corresponds to imin[v-r] */
+ if((imax[v-r]+jp) > (i1-i0)) ip = (i1-i0);
+ else ip = imax[v-r] + jp;
+ for(; ip >= imin[v-r]+jp && ip >= 0; ip--) {
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp][ip] + cm->tsc[v][0];
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } else if (cm->sttype[v] == MP_st) {
+
+ /* EPN following line redundant? are these cells already IMPOSSIBLE
+ due to band imposition */
+
+ for (ip = i1-i0; ip >= 0; ip--) a[v][0][ip] = IMPOSSIBLE; /* boundary condition */
+
+ for (jp = 1; jp <= j0-j1; jp++) {
+ j = jp+j1;
+ a[v][jp][i1-i0] = IMPOSSIBLE; /* boundary condition */
+ /* Bands used ip 10 */
+ /* old line : for (ip = i1-i0-1; ip >= 0; ip--) { */
+ /* Use the imin[v-w1] and imax[v-w1] we have already set (see Bands used ip 3B) */
+ /* Remember 'state' indices in imin and imax are offset from v because imin and
+ imax run [0..z-r], ==> dmin[v] corresponds to imin[v-r] */
+ if((imax[v-r]+jp) > (i1-i0-1)) ip = (i1-i0-1);
+ else ip = imax[v-r] + jp;
+ for(; ip >= imin[v-r]+jp && ip >= 0; ip--) {
+ i = ip+i0;
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp-1][ip+1] + cm->tsc[v][0];
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp-1][ip+1] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ a[v][jp][ip] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ a[v][jp][ip] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) {
+
+ for (jp = 0; jp <= j0-j1; jp++) {
+ a[v][jp][i1-i0] = IMPOSSIBLE; /* boundary condition */
+ /* Bands used ip 11 */
+ /* old line : for (ip = i1-i0-1; ip >= 0; ip--) { */
+ /* Use the imin[v-w1] and imax[v-w1] we have already set (see Bands used ip 3B) */
+ /* Remember 'state' indices in imin and imax are offset from v because imin and
+ imax run [0..z-r], ==> dmin[v] corresponds to imin[v-r] */
+ if((imax[v-r]+jp) > (i1-i0-1)) ip = (i1-i0-1);
+ else ip = imax[v-r] + jp;
+ for(; ip >= imin[v-r]+jp && ip >= 0; ip--) {
+ i = ip+i0;
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp][ip+1] + cm->tsc[v][0];
+ if (ret_shadow != NULL) shadow[v][jp][ip] = 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ /*printf("set a[%d][%d][%d] to %f\n", v, jp, ip, sc);*/
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp][ip+1] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+
+ if (dsq[i] < cm->abc->K)
+ a[v][jp][ip] += cm->esc[v][dsq[i]];
+ else
+ a[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) {
+ /* EPN following line redundant? are these cells already IMPOSSIBLE
+ due to band imposition */
+ for (ip = i1-i0; ip >= 0; ip--) a[v][0][ip] = IMPOSSIBLE; /* boundary condition */
+
+ for (jp = 1; jp <= j0-j1; jp++) {
+ j = jp+j1;
+ /* Bands used ip 12 */
+ /* old line : for (ip = i1-i0; ip >= 0; ip--) { */
+ /* Use the imin[v-w1] and imax[v] we have already set (see Bands used ip 3B) */
+ /* Remember 'state' indices in imin and imax are offset from v because imin and
+ imax run [0..z-r], ==> dmin[v] corresponds to imin[v-r] */
+ /*05.20 for (ip = imax[v-r]; ip >= imin[v-r]; ip--) { */
+ if((imax[v-r]+jp) > (i1-i0)) ip = (i1-i0);
+ else ip = imax[v-r] + jp;
+ for(; ip >= imin[v-r]+jp && ip >= 0; ip--) {
+ y = cm->cfirst[v];
+ a[v][jp][ip] = a[y][jp-1][ip] + cm->tsc[v][0];
+ if (ret_shadow != NULL) shadow[v][jp][ip] = 0;
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) &&
+ ((cm->endsc[v] + (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v]))))
+ > a[v][jp][ip])) {
+ a[v][jp][ip] = cm->endsc[v] +
+ (cm->el_selfsc * (((jp+j1)-(ip+i0)+1) - StateDelta(cm->sttype[v])));
+ if (ret_shadow != NULL) shadow[v][jp][ip] = USED_EL;
+ }
+ for (yoffset = 1; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = a[y+yoffset][jp-1][ip] + cm->tsc[v][yoffset]) > a[v][jp][ip])
+ {
+ a[v][jp][ip] = sc;
+ if (ret_shadow != NULL) shadow[v][jp][ip] = (char) yoffset;
+ }
+
+ if (dsq[j] < cm->abc->K)
+ a[v][jp][ip] += cm->esc[v][dsq[j]];
+ else
+ a[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ if (a[v][jp][ip] < IMPOSSIBLE) a[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ } /* finished calculating deck v */
+
+ /* Check for local begin getting us to the root.
+ */
+ if (allow_begin && a[v][j0-j1][0] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = a[v][j0-j1][0] + cm->beginsc[v];
+ }
+
+ /* Check whether we need to store the local begin score
+ * for a possible traceback.
+ */
+ if (allow_begin && v == 0 && bsc > a[0][j0-j1][0])
+ {
+ a[0][j0-j1][0] = bsc;
+ if (ret_shadow != NULL) shadow[v][j0-j1][0] = USED_LOCAL_BEGIN;
+ }
+
+
+ /* Now, try to reuse memory under v.
+ */
+ if (! do_full) {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0) {
+ deckpool_push(dpool, a[y]);
+ a[y] = NULL;
+ }
+ }
+ }
+ } /* end loop over v; we now have a complete matrix */
+
+ /* Keep the score.
+ */
+ sc = a[r][j0-j1][0];
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+
+ /* If the caller doesn't want the score matrix back, blow
+ * it away (saving decks in the pool). Else, pass it back.
+ */
+ if (ret_a == NULL) {
+ for (v = r; v <= w2; v++) /* note: go all the way to the bottom of the split set */
+ if (a[v] != NULL) {
+ deckpool_push(dpool, a[v]);
+ a[v] = NULL;
+ }
+ free(a);
+ } else *ret_a = a;
+
+ /* If caller doesn't want the deck pool, blow it away.
+ * Else, pass it back.
+ */
+ if (ret_dpool == NULL) {
+ float **foo;
+ while (deckpool_pop(dpool, &foo))
+ free_vji_deck(foo, j1,j0);
+ deckpool_free(dpool);
+ } else *ret_dpool = dpool;
+
+ free(touch);
+ free(imax);
+ free(imin);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+
+/* Function: voutside_b()
+ * EPN 05.19.05
+ * *based on voutside(), only difference is bands are used :
+ *
+ * Date: SRE, Sun Jun 3 15:44:41 2001 [St. Louis]
+ *
+ * Purpose: Run the outside version of a CYK alignment algorithm for
+ * a V problem: an unbifurcated CM subgraph from r..z, aligned
+ * to a one-whole subsequence i0..i1//j1..j0, exclusive of
+ * z, i1, j1.
+ *
+ * This is done in the vji coordinate system, where both
+ * our j and i coordinates are transformed. The Platonic
+ * ideal matrix runs [j1..j0][i0..i1]. The implemented
+ * matrix runs [0..j0-j1][0..i1-i0].
+ *
+ * Much of the behavior in calling conventions, etc., is
+ * analogous to inside() and vinside(); see their prefaces
+ * for more info. Unlike the inside engines, we never
+ * need to calculate a shadow matrix - outside engines are
+ * only used for divide and conquer steps.
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * r - first state of linear model segment (S; MP, ML, MR, or D)
+ * z - last state of linear model segment (B; MP, ML, MR, or D)
+ * i0,i1 - subsequence before the hole (1..L)
+ * j1,j0 - subsequence after the hole (1..L)
+ * useEL - if TRUE, worry about local alignment.
+ * do_full - if TRUE, we save all the decks in beta, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the lowermost decks (inc. z) are valid
+ * at the end.
+ * beta - if non-NULL, this is an existing matrix, with NULL
+ * decks for r..z, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_beta - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated vji decks sized
+ * for this subsequence i0..i1//j1..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..i1//j1..j0 subseq,
+ * because of the size of the subseq decks.
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ */
+static void
+voutside_b(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int i1, int j1, int j0, int useEL,
+ int do_full, float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int *dmin, int *dmax)
+{
+ int status;
+ int v,y; /* indices for states */
+ int i,j; /* indices in sequence dimensions */
+ int ip, jp; /* transformed sequence indices */
+ float sc; /* a temporary variable holding a score */
+ int *touch; /* keeps track of how many lower decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int *imin; /* minimum i bound for each state v; [0..r-z]
+ * calculated using *dmin; offset from v, the
+ * band that corresponds to state v, is imin[v-r] */
+ int *imax; /* maximum i bound for each state v; [0..r-z]
+ * calculated using *dmax; offset from v, the
+ * band that corresponds to state v, is imax[v-r] */
+ int dv; /* state delta */
+
+ /* Allocations and initializations
+ */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* If caller didn't give us a matrix, make one.
+ * Remember to allow for deck M, the EL deck, for local alignments.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) beta[v] = NULL;
+ }
+ /* Initialize the root deck. This probably isn't the most efficient way to do it.
+ */
+ if (! deckpool_pop(dpool, &(beta[r])))
+ beta[r] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = 0; jp <= j0-j1; jp++) {
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta[r][jp][ip] = IMPOSSIBLE;
+ }
+ /* Bands used ip 15 */
+ /* We want to make sure that imin[0] <= 0; but we don't have imin[0] */
+ /* First calculate imin[0], then assert its less than 0, not sure
+ if this is necessary, imin[0] == 0 may be guaranteed, I'll use
+ the assert here to be safe*/
+ /* Note imin[0] corresponds to state r */
+
+ imin = malloc(sizeof (int) * (z-r+1));
+ imax = malloc(sizeof (int) * (z-r+1));
+
+ /* debugging block */
+ /*
+ if((dmin[r] > (j0-i0)) || (dmax[r] < (j1-i1)))
+ {
+ printf("ERROR voutside_b()\n");
+ printf("v : %d\n", r);
+ printf("dmin[v] : %d\n", dmin[r]);
+ printf("dmax[v] : %d\n", dmax[r]);
+ printf("i0 : %d\n", i0);
+ printf("i1 : %d\n", i1);
+ printf("j1 : %d\n", j1);
+ printf("j0 : %d\n", j0);
+ }
+ */
+
+ assert(dmin[r] <= (j0-i0)+1);
+ assert(dmax[r] >= (j1-i1)+1);
+
+ imin[0] = j1-i0-dmax[r]+1;
+ imax[0] = j1-i0-dmin[r]+1;
+
+ assert(imin[0] <= 0);
+
+ beta[r][j0-j1][0] = 0;
+
+ /* Initialize the EL deck, if we're in local mode w.r.t. ends.
+ * Deal with the special initialization case of the root state r
+ * immediately transitioning to EL, if we're supposed to use EL.
+ */
+
+ if (useEL && cm->flags & CMH_LOCAL_END) {
+ if (! deckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = 0; jp <= j0-j1; jp++) {
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta[cm->M][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[r])) {
+ switch(cm->sttype[r]) {
+ case MP_st:
+ if (i0 == i1 || j1 == j0) break;
+ if (dsq[i0] < cm->abc->K && dsq[j0] < cm->abc->K)
+ escore = cm->esc[r][(int) (dsq[i0]*cm->abc->K+dsq[j0])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[r], dsq[i0], dsq[j0]);
+ beta[cm->M][j0-j1-1][1] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0-1)-(i0+1)+1)) + escore;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i0 == i1) break;
+ if (dsq[i0] < cm->abc->K)
+ escore = cm->esc[r][(int) dsq[i0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i0], cm->esc[r]);
+ beta[cm->M][j0-j1][1] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0)-(i0+1)+1)) + escore;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j0==j1) break;
+ if (dsq[j0] < cm->abc->K)
+ escore = cm->esc[r][(int) dsq[j0]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j0], cm->esc[r]);
+ beta[cm->M][j0-j1-1][0] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0-1)-(i0)+1)) + escore;
+ break;
+ case S_st:
+ case D_st:
+ beta[cm->M][j0-j1][0] = cm->endsc[r] +
+ (cm->el_selfsc * ((j0)-(i0)+1));
+ break;
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[r]);
+ }
+ }
+
+ /* Initialize the "touch" array, used for figuring out
+ * when a deck is no longer touched, so it can be free'd.
+ */
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) touch[v] = 0;
+ for (v = z+1; v < cm->M; v++) touch[v] = 0;
+ for (v = r; v <= z; v++) {
+ if (cm->sttype[v] == B_st) touch[v] = 2; /* well, we never use this, but be complete */
+ else touch[v] = cm->cnum[v];
+ }
+
+
+ /* Main loop down through the decks
+ */
+ for (v = r+1; v <= z; v++)
+ {
+ /* Bands used ip 16 */
+ /* Fill imin[v-r+1] and imax[v-r+1] as we go, one of many ways to handle imin and imax */
+ /* Remember 'state' indices in imin and imax are offset from v because imin and
+ imax run [0..z-r+1], ==> dmin[v] corresponds to imin[v-r] */
+
+ imin[v-r] = j1-i0-dmax[v]+1;
+ imax[v-r] = j1-i0-dmin[v]+1;
+
+ /* An awkward situation here. If dmin[v] > i1, imin[v-r] will be 0
+ however, we don't want to query ANY cells (in other words
+ none of the following for(ip*) loops should ever be entered)
+ because in this case the whole vji deck is outside the bands, so
+ the bestsc we want is IMPOSSIBLE (which was set before the
+ for (v = w; v <= y; v++) loop). There is probably a better
+ way to do this but I'll explicitly check for this situation.
+ Note - it's okay if dmax < i0 (which also means the entire
+ deck is outside the bands) because this will make the
+ for(ip*) loops always evaluate to false because imin[v-r] will
+ be 0 and imax[v-r] will be < 0.*/
+ /* This situation is recapitulated in v_splitter_b() */
+
+ /* unnecssary 05.22
+ 05.20 code : if(dmin[v] > i1) imin[v-r] = imax[v-r]+1; */
+ /* now the for(ip) loops
+ will never be entered
+ (see above comments) */
+
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vji_deck(i0,i1,j1,j0);
+
+ /* Init the whole deck to IMPOSSIBLE.
+ */
+ for (jp = j0-j1; jp >= 0; jp--)
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta[v][jp][ip] = IMPOSSIBLE;
+
+ /* We've set the whole matrix to impossible, everything outside bands must be impossible */
+
+ /* If we can get into deck v by a local begin transition, do an init
+ * with that.
+ */
+ if (r == 0 && i0 == 1 && j0 == L && (cm->flags & CMH_LOCAL_BEGIN))
+ {
+ if (cm->beginsc[v] > beta[v][j0-j1][0])
+ beta[v][j0-j1][0] = cm->beginsc[v];
+ }
+
+ /* main recursion:
+ */
+ for (jp = j0-j1; jp >= 0; jp--) {
+ j = jp+j1;
+ /* Bands used ip 17 */
+ /* old line : for (ip = 0; ip <= i1-i0; ip++) */
+ /* Remember 'state' indices in imin and imax are offset from v because imin and
+ imax run [0..z-r+1], ==> dmin[v] corresponds to imin[v-r] */
+ /* 05.20 for (ip = imin[v-r]; ip <= imax[v-r]; ip++) */
+
+ if((imin[v-r]+jp) < 0) ip = 0;
+ else ip = imin[v-r]+jp;
+ for(; ip <= imax[v-r] + jp && ip <= (i1-i0); ip++)
+ {
+ i = ip+i0;
+
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ if (y < r) continue; /* deal with split sets */
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || i == i0) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+
+ if ((sc = beta[y][jp+1][ip-1]+cm->tsc[y][voffset]+escore) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (i == i0) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+
+ if ((sc = beta[y][jp][ip-1]+cm->tsc[y][voffset]+escore) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+
+ if ((sc = beta[y][jp+1][ip]+cm->tsc[y][voffset]+escore) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if ((sc = beta[y][jp][ip] + cm->tsc[y][voffset]) > beta[v][jp][ip])
+ beta[v][jp][ip] = sc;
+ break;
+
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][jp][ip] < IMPOSSIBLE) beta[v][jp][ip] = IMPOSSIBLE;
+
+ } /* ends loop over ip. We know all beta[v][jp][ip] in this row jp */
+
+ }/* end loop over jp. We know the beta's for the whole deck.*/
+
+ /* Deal with local alignment
+ * transitions v->EL, if we're doing local alignment and there's a
+ * possible transition.
+ */
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = j0-j1; jp >= 0; jp--) {
+ j = jp+j1;
+ /* Careful here, we're filling in beta[cm->M][jp][ip] which is unbanded
+ * by adding beta[v][jp+{0,1}][ip-{0,1}] to endsc[v], and we know there's a
+ * i band on v (imin[v-r]..imax[v-r], so we can save time here as follows:
+ */
+ dv = StateDelta(cm->sttype[v]);
+ if((imin[v-r]+jp+dv) < 0) ip = 0;
+ else ip = imin[v-r]+jp+dv;
+ for(; (ip<=imax[v-r]+jp+dv) && ip <= (i1-i0); ip++)
+ {
+ i = ip+i0;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || i == i0) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ if ((sc = beta[v][jp+1][ip-1] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1))
+ + escore) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i == i0) continue;
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ if ((sc = beta[v][jp][ip-1] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1))
+ + escore) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(int) dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ if ((sc = beta[v][jp+1][ip] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1))
+ + escore) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ if ((sc = beta[v][jp][ip] + cm->endsc[v] +
+ (cm->el_selfsc * (j-i+1)))
+ > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ break;
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[y]);
+ } /* end switch over parent v state type */
+ } /* end loop over ip */
+ } /* end loop over jp */
+ }
+
+ /* Finished deck v.
+ * now look at its parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) {
+ deckpool_push(dpool, beta[y]);
+ beta[y] = NULL;
+ }
+ }
+ }
+
+ } /* end loop over decks v. */
+
+#if 0
+ /* superfluous code, I think...*/
+ /* Deal with the last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ */
+ if (useEL && cm->flags & CMH_LOCAL_END) {
+ for (jp = j0-j1; jp >= 0; jp--)
+ {
+ /* Bands used ip 19 */
+ /* Actually the bands are not used here, because there are no bands for
+ state cm->M. I'll just leave the unbanded code alone here. Not sure
+ how to think about bands in terms of local alignment??? */
+ for (ip = 1; ip <= i1-i0; ip++) /* careful w/boundary here */
+ if ((sc = beta[cm->M][jp][ip-1]) > beta[cm->M][jp][ip])
+ beta[cm->M][jp][ip] = sc;
+ }
+ }
+#endif
+
+ /* If the caller doesn't want the matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation!)
+ */
+ if (ret_beta == NULL) {
+ for (v = r; v <= z; v++)
+ if (beta[v] != NULL) { deckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ deckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ float **a;
+ while (deckpool_pop(dpool, &a))
+ free_vji_deck(a,j1,j0);
+ deckpool_free(dpool);
+ } else *ret_dpool = dpool;
+
+ free(touch);
+ free(imax);
+ free(imin);
+ return;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/* For the Full CYK memory efficient banded implementation we need
+ * banded versions of some of the memory management routines
+ *
+ * The D&C banded implementation is not memory efficient, in that
+ * it requires the same amount of memory as the non-banded D&C implementation.
+ * This means that we still allocate the same memory as we would without bands,
+ * we just set all cells of alpha or beta that are outside of the bands to
+ * IMPOSSIBLE. Because of this we should be able to use the same memory management
+ * routines as the non-banded implementation.
+ *
+ * Therefore we can use the D&C memory routines for banded D&C.
+ */
+
+/*################################################################*/
+/* EPN *_banded_vjd_*
+ adapted from *_vjd_* from SRE*/
+
+/* Functions: *_vjd_*
+ * Date: SRE, Sat Aug 12 16:27:37 2000 [Titusville]
+ *
+ * Purpose: Allocation and freeing of 3D matrices and 2D decks
+ * in the vjd coord system. These can be called on
+ * subsequences i..j, not just the full sequence 1..L,
+ * so they need i,j... if you're doing the full sequence
+ * just pass 1,L.
+ *
+ * Also deal with shadow matrices and shadow decks in the
+ * vjd coordinate system. Note that bifurcation shadow decks
+ * need more dynamic range than other shadow decks, hence
+ * a separation into "kshadow" (BIFURC) and "yshadow" (other
+ * states) decks, and some casting shenanigans in
+ * a full ***shadow matrix.
+ *
+ * Values in yshad are offsets to the next connected state,
+ * or a flag for local alignment. Possible offsets range from
+ * 0..5 (maximum of 6 connected states). The flags are
+ * USED_LOCAL_BEGIN (101) and USED_EL (102), defined at
+ * the top of this file. Only yshad[0][L][L] (e.g. root state 0,
+ * aligned to the whole sequence) may be set to USED_LOCAL_BEGIN.
+ * (Remember that the dynamic range of yshad, as a char, is
+ * 0..127, in ANSI C; we don't know if a machine will make it
+ * signed or unsigned.)
+ */
+float **
+alloc_banded_vjd_deck(int L, int i, int j, int min, int max)
+{
+ int status;
+ float **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+
+ /*printf("in alloc banded vjd deck, L : %d, i : %d, j : %d, min : %d, max : %d\n", L, i, j, min, max);*/
+
+ ESL_DPRINTF3(("alloc_vjd_deck : %.4f\n", size_vjd_deck(L,i,j)));
+ ESL_ALLOC(a, sizeof(float *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++)
+ {
+ if(jp > max)
+ bw = max - min + 1;
+ else
+ bw = jp - (min) + 1;
+
+ if(bw > 0)
+ {
+ /*printf("\tallocated a[%d]\n", jp+i-1);*/
+ ESL_ALLOC(a[jp+i-1], sizeof(float) * bw);
+ }
+ else
+ {
+ a[jp+i-1] = NULL;
+ /*printf("\tdid not allocate a[%d]\n", jp+i-1);*/
+ }
+ }
+ return a;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+char **
+alloc_banded_vjd_yshadow_deck(int L, int i, int j, int min, int max)
+{
+ int status;
+ char **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+
+ ESL_ALLOC(a, sizeof(char *) * (L+1)); /* always alloc 0..L rows, same as alloc_deck */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++)
+ {
+ if(jp > max)
+ bw = max - min + 1;
+ else
+ bw = jp - min + 1;
+ if(bw > 0)
+ {
+ ESL_ALLOC(a[jp+i-1], sizeof(char) * (bw));
+ }
+ else a[jp+i-1] = NULL;
+ }
+ return a;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+int **
+alloc_banded_vjd_kshadow_deck(int L, int i, int j, int min, int max)
+{
+ int status;
+ int **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+
+ ESL_ALLOC(a, sizeof(int *) * (L+1)); /* always alloc 0..L rows, same as alloc_deck */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++)
+ {
+ if(jp > max) bw = max - min + 1;
+ else bw = jp - min + 1;
+ if(bw > 0)
+ {
+ ESL_ALLOC(a[jp+i-1], sizeof(int) * bw);
+ }
+ else a[jp+i-1] = NULL;
+ }
+
+ return a;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/******************************************************************/
+/* The below functions were written during debugging, and print
+ out either the shadow or alpha matrix. They are kept
+ here just in case they're needed again. Note : the functions
+ that print out the entire matrix are really only useful
+ when the BE_PARANOID flag is set, meaning that decks are
+ never freed until the end.
+*/
+/*================================================================*/
+/* EPN 05.09.05
+ debug_print_shadow()
+ * Function: debug_print_shadow
+ *
+ * Purpose: Print shadow matrix
+ */
+
+void
+debug_print_shadow(void ***shadow, CM_t *cm, int L)
+{
+ int v, j, d;
+ int yoffset;
+
+ printf("\nPrinting alpha matrix :\n");
+ printf("************************************\n");
+ for(v = 0; v < cm->M; v++)
+ {
+ printf("====================================\n");
+ for(j = 0; j <= L; j++)
+ {
+ printf("------------------------------------\n");
+ for(d = 0; d <= j; d++)
+ {
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ if(cm->sttype[v] == B_st)
+ {
+ yoffset = ((int **) shadow[v])[j][d];
+ printf("INT shadow[%2d][%2d][%2d] : %d\n", v, j, d, yoffset);
+ }
+ else
+ {
+ yoffset = ((int **) shadow[v])[j][d];
+ printf("CHAR shadow[%2d][%2d][%2d] : %d\n", v, j, d, yoffset);
+ }
+ }
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 05.16.05
+ debug_print_shadow_banded()
+ * Function: debug_print_shadow_banded
+ *
+ * Purpose: Print banded shadow matrix
+ */
+
+void
+debug_print_shadow_banded(void ***shadow, CM_t *cm, int L, int *dmin, int *dmax)
+{
+ int v, j, d, vdp;
+ int yoffset;
+
+ printf("\nPrinting banded shadow matrix :\n");
+ printf("************************************\n");
+ for(v = 0; v < cm->M; v++)
+ {
+ printf("====================================\n");
+ for(j = 0; j <= L; j++)
+ {
+ printf("------------------------------------\n");
+ /* there may be a problem with using j and not jp */
+ for (d = dmin[v]; d <= dmax[v] && d <= j; d++)
+ {
+ vdp = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ if(cm->sttype[v] == B_st)
+ {
+ yoffset = ((int **) shadow[v])[j][vdp];
+ printf("INT shadow[%2d][%2d][%2d] : %d | d is %d\n", v, j, vdp, yoffset, d);
+ }
+ else
+ {
+ yoffset = ((int **) shadow[v])[j][vdp];
+ printf("CHAR shadow[%2d][%2d][%2d] : %d | d is %d\n", v, j, vdp, yoffset, d);
+ }
+ }
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 05.16.05
+ debug_print_shadow_banded_deck()
+ * Function: debug_print_shadow_banded_deck
+ *
+ * Purpose: Print banded shadow matrix deck
+ */
+
+void
+debug_print_shadow_banded_deck(int v, void ***shadow, CM_t *cm, int L, int *dmin, int *dmax)
+{
+ int j, d, vdp;
+ int yoffset;
+
+ printf("\nPrinting banded shadow matrix deck for v : %d:\n", v);
+ printf("====================================\n");
+ for(j = 0; j <= L; j++)
+ {
+ printf("------------------------------------\n");
+ /* there may be a problem with using j and not jp*/
+ for (d = dmin[v]; d <= dmax[v] && d <= j; d++)
+ {
+ vdp = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ yoffset = ((char **) shadow[v])[j][vdp];
+ printf("shadow_banded[%2d][%2d][%2d] : %d| d is %d\n", v, j, vdp, yoffset, d);
+ }
+ }
+ }
+}
+
+
+
+/* EPN 05.09.05
+ debug_print_alpha_banded()
+ * Function: debug_print_alpha_banded
+ *
+ * Purpose: Print alpha matrix
+ */
+void
+debug_print_alpha_banded(float ***alpha, CM_t *cm, int L, int *dmin, int *dmax)
+{
+ int v, j, d, vdp, max_v;
+
+ printf("\nPrinting banded alpha matrix :\n");
+ printf("************************************\n");
+ max_v = cm->M-1;
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ max_v = cm->M;
+ }
+ for(v = 0; v <= max_v; v++)
+ {
+ printf("====================================\n");
+ for(j = 0; j <= L; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = dmin[v]; d <= dmax[v] && d <= j; d++)
+ {
+ vdp = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+ printf("alpha[%2d][%2d][%2d] : %6.2f | d is %d\n", v, j, vdp, alpha[v][j][vdp], d);
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+
+/* EPN 05.09.05
+ * debug_print_bands()
+ * Function: debug_print_bands
+ *
+ * Purpose: Print bands for each state.
+ */
+
+void
+debug_print_bands(FILE *fp, CM_t *cm, int *dmin, int *dmax)
+{
+ int v;
+ fprintf(fp, "# CM: %s\n", cm->name);
+ fprintf(fp, "# clen: %d\n", cm->clen);
+ fprintf(fp, "# W: %d\n", cm->W);
+ fprintf(fp, "# beta_W: %g\n", cm->beta_W);
+ fprintf(fp, "# beta_qdb: %g\n", cm->beta_qdb);
+ fprintf(fp, "# %8s %8s %6s %6s %7s %7s %7s\n", "stidx(v)", "ndidx", "ndtype", "sttype", "dmin[v]","dmax[v]", "bwidth");
+ fprintf(fp, "# %8s %8s %6s %6s %7s %7s %7s\n", "--------", "--------", "------", "------", "------", "------", "-------");
+ for(v = 0; v < cm->M; v++)
+ fprintf(fp, " %8d %8d %-6s %-6s %7d %7d %7d\n", v, cm->ndidx[v], Nodetype(cm->ndtype[cm->ndidx[v]]), Statetype(cm->sttype[v]), dmin[v], dmax[v], (dmax[v] - dmin[v] + 1));
+ fprintf(fp, "//\n");
+ return;
+}
+
+/* EPN 05.09.05
+ debug_print_alpha()
+ * Function: debug_print_alpha
+ *
+ * Purpose: Print alpha matrix
+ */
+
+void
+debug_print_alpha(float ***alpha, CM_t *cm, int L)
+{
+ int v, j, d, max_v;
+
+ printf("\nPrinting alpha matrix :\n");
+ printf("************************************\n");
+ max_v = cm->M-1;
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ max_v = cm->M;
+ }
+ for(v = 0; v <= max_v; v++)
+ {
+ printf("====================================\n");
+ for(j = 0; j <= L; j++)
+ {
+ printf("------------------------------------\n");
+ for(d = 0; d <= j; d++)
+ {
+ printf("alpha[%2d][%2d][%2d] : %6.2f\n", v, j, d, alpha[v][j][d]);
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+
+/* EPN Memory efficient banded functions */
+/* Function: inside_b_me()
+ *
+ * Based on inside(), only difference is bands are used :
+ * further the bands are used in a memory-efficient way
+ * Another big difference is that we can't employ the deck
+ * reuse strategy because the size of each deck depends
+ * on the band for that state, so each deck can be different.
+ *
+ * Comments below are from inside():
+ *
+ * Date: SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ *
+ * Purpose: Run the inside phase of a CYK alignment algorithm, on a
+ * subsequence from i0..j0, using a subtree of a model
+ * anchored at a start state vroot, and ending at an end
+ * state vend. (It is a feature of the model layout in
+ * a CM structure that all subtrees are contiguous in the
+ * model.)
+ *
+ * A note on the loop conventions. We're going to keep the
+ * sequence (dsq) and the matrix (alpha) in the full coordinate
+ * system: [0..v..M-1][0..j..L][0..d..j]. However, we're
+ * only calculating a part of that matrix: only vroot..vend
+ * in the decks, i0-1..j in the rows, and up to j0-i0+1 in
+ * the columns (d dimension). Where this is handled the most
+ * is in two variables: W, which is the length of the subsequence
+ * (j0-i0+1), and is oft used in place of L in the usual CYK;
+ * and jp (read: j'), which is the *relative* j w.r.t. the
+ * subsequence, ranging from 0..W, and then d ranges from
+ * 0 to jp, and j is calculated from jp (i0-1+jp).
+ *
+ * The caller is allowed to provide us with a preexisting
+ * matrix and/or deckpool (thru "alpha" and "dpool"), or
+ * have them newly created by passing NULL. If we pass in an
+ * alpha, we expect that alpha[vroot..vend] are all NULL
+ * decks already; any other decks <vroot and >vend will
+ * be preserved. If we pass in a dpool, the decks *must* be
+ * sized for the same subsequence i0,j0.
+ *
+ * Note that the (alpha, ret_alpha) calling idiom allows the
+ * caller to provide an existing matrix or not, and to
+ * retrieve the calculated matrix or not, in any combination.
+ *
+ * We also deal with local begins, by keeping track of the optimal
+ * state that we could enter and account for the whole target
+ * sequence: b = argmax_v alpha_v(i0,j0) + log t_0(v),
+ * and bsc is the score for that.
+ *
+ * If vroot==0, i0==1, and j0==L (e.g. a complete alignment),
+ * the optimal alignment might use a local begin transition, 0->b,
+ * and we'd have to be able to trace that back. For any
+ * problem where the caller sets allow_begin, we return a valid b
+ * (the optimal 0->b choice) and bsc (the score if 0->b is used).
+ * If a local begin is part of the optimal parse tree, the optimal
+ * alignment score returned by inside() will be bsc and yshad[0][L][L]
+ * will be USE_LOCAL_BEGIN, telling insideT() to check b and
+ * start with a local 0->b entry transition. When inside()
+ * is called on smaller subproblems (v != 0 || i0 > 1 || j0
+ * < L), we're using inside() as an engine in divide &
+ * conquer, and we don't use the overall return score nor
+ * shadow matrices, but we do need allow_begin, b, and bsc for
+ * divide&conquer to sort out where a local begin might be used.
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: Score of the optimal alignment.
+ */
+static float
+inside_b_me(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *dmin, int *dmax)
+{
+ int status;
+ float **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int dp_z; /* d index for state z in alpha w/mem eff bands */
+ int kp; /* k prime - keeps track of what k should be now
+ that we're using memory efficient bands */
+ int Wp; /* W also changes depending on state */
+
+ /* Allocations and initializations
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ end = alloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, vroot, E_st);
+ for (jp = 0; jp <= W; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = IMPOSSIBLE;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, (sizeof(int) * cm->M));
+ for (v = 0; v < vroot; v++) touch[v] = 0;
+ for (v = vroot; v <= vend; v++) touch[v] = cm->pnum[v];
+ for (v = vend+1;v < cm->M; v++) touch[v] = 0;
+
+ /* The shadow matrix, if caller wants a traceback.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Main recursion
+ */
+ for (v = vend; v >= vroot; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ alpha[v] = alloc_banded_vjd_deck(L, i0, j0, dmin[v], dmax[v]);
+
+ if (ret_shadow != NULL) {
+ if (cm->sttype[v] == B_st) {
+ kshad = alloc_banded_vjd_kshadow_deck(L, i0, j0, dmin[v], dmax[v]);
+ shadow[v] = (void **) kshad;
+ } else {
+ yshad = alloc_banded_vjd_yshadow_deck(L, i0, j0, dmin[v], dmax[v]);
+ shadow[v] = (void **) yshad;
+ }
+ }
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ dp_v = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+
+ alpha[v][j][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - dmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* check to make sure the cell we're about to query is within the
+ bands for state y; this might be more complex than necessary */
+ if((dp_y >= 0) && ((dp_y < (jp - (dmin[y+yoffset]) + 1))
+ && (dp_y < (dmax[y+yoffset] - dmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j][dp_y] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v]) {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ /* The changes made to this section of code in the memory efficient
+ * banded implementation are the most complex changes necessary to
+ * get memory efficiency. The reason is because there are indices in
+ * two other states for a B_st, y and z (instead of just y). This
+ * means that when we're dealing with a dp_v that is d minus a v-state
+ * specific offset, we also have to worry about the y-state offset
+ * and z-state offset.
+ * Let's set kp as the equivalent of k from the old code, but
+ * now we have to take into account the offsets. To remain as
+ * consistent as possible with the old code, we will keep the
+ * indexing in z the same in the recursion, and figure out what
+ * the corresponding indices involving state y are.
+ * So the old recursion code is :
+ *
+ * for (jp = 0; jp <= W; jp++) {
+ * j = i0-1+jp;
+ * for (d = 0; d <= jp; d++)
+ * {
+ * alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0]; *INIT*
+ * if (ret_shadow != NULL) kshad[j][d] = 0;
+ * for (k = 1; k <= d; k++)
+ * *RECURSION*
+ * if ((sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d]) {
+ * alpha[v][j][d] = sc;
+ * if (ret_shadow != NULL) kshad[j][d] = k; }
+ *
+ * So we'll minimally change alpha[z][j][k] to alpha[z][j][kp]
+ * The INIT may change because although alpha[z][j][0] MUST be
+ * within the bands (because dmin[z] >= 0), the corresponding
+ * cell in alpha[y] might not be within the bands for y.
+ * That cell is alpha[y][j-dmin[z]-kp][d-dmin[y]-dmin[z]-kp]
+ * because k = kp + dmin[z] (it probably takes some time writing
+ * down the new and old equations, and staring and thinking for a
+ * while - I would write down more here - but this is already pretty
+ * verbose ... ).
+ *
+ * Therefore we can't just start with k (or kp) = 0
+ * (like the old code did), because that might not be valid.
+ *
+ * First we need to determine the smallest kp for which we can
+ * do a valid traceback, which means the alpha cell for both the y
+ * state and z state are within the bands. For a kp to be valid given
+ * the following code, the following three inequalities have to be
+ * true.
+ *
+ * (1) d-dmin[z]-kp <= dmax[y]
+ * (2) d-dmin[z]-kp >= dmin[y]
+ * (3) kp <= dmax[z]-dmin[z]
+ *
+ * (1) and (2) need to be satisified to guarantee that the cell we
+ * are going to access in the alpha[y] deck is within the bands for
+ * state y. (3) is necessary to guarantee that the cell we are
+ * going to access in the alpha[z] deck is within the bands for
+ * state z.
+ * We can rearrange 1 and 2 :
+ *
+ * (1) kp >= d-dmax[y]-dmin[z]
+ * (2) kp <= d-dmin[y]-dmin[z]
+ *
+ * First to check to see if ANY kp is valid, we can first
+ * check to make sure that (d-dmin[y]-dmin[z]) (RHS of (2))
+ * is >= 0. If not, then kp can never be 0 or greater.
+ * So it can never be valid. So we check for this at
+ * the beginning.
+ *
+ * So, to find the minimal kp that satisfies (1), (2) and (3)
+ * I set kp = d-dmax[y]-dmin[z], and then check that it kp >= 0
+ * If kp < 0, we set it to 0. Then we check to make sure kp
+ * satisfies (3) (It has to satisfy (2) if it satisfies (1)
+ * because dmax[y] >= dmin[y]). This is our *INIT* assignment.
+ * Next we incrementally step through all valid kp values, we'll need
+ * a for loop with two conditions to check in the 'while' portion.
+ * Namely, that kp satisfies inequalities (2) and (3), that is
+ * kp <= (d-dmin[y]-dmin[z]) and kp <= (dmax[z]-dmin[z])
+ * This is marked in the code by *RECUR*
+ *
+ * Also, we want to make sure the while statement from the
+ * original for loop (non-banded) is also satisfied. This
+ * statement is k <= d. We're dealing with kp, and k = kp+dmin[z]
+ * so this statement becomes kp <= d-dmin[z]. However, inequality
+ * (2) (kp <= d-dmin[y]-dmin[z]) takes care of this because dmin[y] >= 0
+ *
+ */
+ dp_v = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+ dp_y = d - dmin[y]; /* d index for state y in alpha w/mem eff bands */
+ dp_z = d - dmin[z]; /* d index for state z in alpha w/mem eff bands */
+
+ /* First make sure we have any valid kp, we know from inequality (2)
+ that kp <= d-dmin[y]-dmin[z] so if this is < 0 then no kp
+ is valid (see notes above) */
+
+ if((d-dmin[y]-dmin[z]) >= 0)
+ {
+ if(jp < dmax[y]) kp = d-dmin[z]-jp;
+ else kp = d-dmin[z]-dmax[y];
+ if(kp < 0) kp = 0;
+ if(kp <= dmax[z] - dmin[z]) /* make sure its valid in deck alpha[z] */
+ {
+ alpha[v][j][dp_v] = alpha[y][j-dmin[z]-kp][d-dmin[y]-dmin[z]-kp]
+ + alpha[z][j][kp];
+ if (ret_shadow != NULL) kshad[j][dp_v] = kp;
+ for (kp = kp+1; kp <= (d-dmin[y]-dmin[z]) && kp <= (dmax[z]-dmin[z]);
+ kp++)
+ {
+ /* the following if statement ensures that the alpha cell for
+ state y and the cell for state z that we are about to query
+ is in fact within the bands for state y and state z respectively*/
+ if ((sc = alpha[y][j-dmin[z]-kp][d-dmin[y]-dmin[z]-kp]
+ + alpha[z][j][kp]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) kshad[j][dp_v] = kp;
+ }
+ }
+ }
+ }
+ else alpha[v][j][dp_v] = IMPOSSIBLE;
+ /*else cm_Fail("cell in alpha matrix was not filled in due to bands.\n");*/
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ /* We assume dmin[v] >= 2 (it has to be) */
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ dp_v = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][j][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if(ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - dmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* the following if statement ensures that the alpha cell for
+ state y that we are about to query is in fact within the
+ bands for state y */
+ if(((dp_y-2) >= 0) && (((dp_y-2) < (jp - (dmin[y+yoffset]) + 1))
+ && ((dp_y-2) < (dmax[y+yoffset] - dmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j-1][dp_y-2] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][dp_v] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][dp_v] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 7 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+
+ /* we assume dmin[v] >= 1, it has to be */
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ dp_v = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][j][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - dmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* the following if statement ensures that the alpha cell for
+ state y that we are about to query is in fact within the
+ bands for state y */
+ if(((dp_y-1) >= 0) && (((dp_y-1) < (jp - (dmin[y+yoffset]) + 1))
+ && ((dp_y-1) < (dmax[y+yoffset] - dmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j][dp_y-1] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][dp_v] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][j][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 9 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (jp = 0; jp <= W; jp++) {
+ j = i0-1+jp;
+ for (d = dmin[v]; d <= dmax[v] && d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ dp_v = d - dmin[v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][j][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - dmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* the following if statement ensures that the alpha cell for
+ state y that we are about to query is in fact within the
+ bands for state y */
+ if(((dp_y-1) >= 0) && (((dp_y-1) < (jp - (dmin[y+yoffset]) + 1))
+ && ((dp_y-1) < (dmax[y+yoffset] - dmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j-1][dp_y-1] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][dp_v] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][j][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 11 end block */
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* The following loops originally access alpha[v][j0][W] but the index W will be
+ in different positions due to the bands */
+
+ Wp = W - dmin[v];
+ /* We need to make sure that Wp is within the bands */
+ if(Wp >= 0 && Wp <= (dmax[v] - dmin[v]))
+ {
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin && alpha[v][j0][Wp] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = alpha[v][j0][Wp] + cm->beginsc[v];
+ }
+
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling insideT() to use the b we return.
+ */
+ if (allow_begin && v == 0 && bsc > alpha[0][j0][Wp]) {
+ alpha[0][j0][Wp] = bsc;
+ if (ret_shadow != NULL) yshad[j0][Wp] = USED_LOCAL_BEGIN;
+ }
+ }
+ /* In the non-banded code, we used the deck reuse strategy, however, here
+ we can't do that, because for each state, the bands are different, so
+ we can't use old decks, but rather must allocate a new one, and free
+ the old one. */
+
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ {
+ /* we can definitely release the S children of a bifurc. */
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ free_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ free_vjd_deck(alpha[z], i0, j0);
+ alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ /* Original code : if (nends == 0) { deckpool_push(dpool, end); end = NULL;} */
+ /* ME code deletes the previous line, we don't mess with end, because
+ it is used later */
+ } else
+ free_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+
+ /* CYK Full ME Bands used 14 */
+ /* original line : sc = alpha[vroot][j0][W];*/
+ Wp = W - dmin[vroot];
+ sc = alpha[vroot][j0][Wp];
+
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = vroot; v <= vend; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { free_vjd_deck(alpha[v], i0, j0); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { free_vjd_deck(end, i0, j0); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ free(touch);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* Function: insideT_b_me()
+ * EPN 05.24.05
+ * *based on insideT(), only difference is memory efficient bands are used :
+ *
+ * Date: SRE, Fri Aug 11 12:08:18 2000 [Pittsburgh]
+ *
+ * Purpose: Call inside, get vjd shadow matrix;
+ * then trace back. Append the trace to a given
+ * traceback, which already has state r at tr->n-1.
+ */
+static float
+insideT_b_me(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int allow_begin, int *dmin, int *dmax)
+{
+ int status;
+ void ***shadow; /* the traceback shadow matrix */
+ float sc; /* the score of the CYK alignment */
+ ESL_STACK *pda; /* stack that tracks bifurc parent of a right start */
+ int v,j,d,i; /* indices for state, j, subseq len */
+ int k;
+ int y, yoffset;
+ int bifparent;
+ int b;
+ float bsc;
+ int dp; /* dp: d' d offset in current state v's band; dp = d - dmin[v] */
+ int kp; /* dp: k' k offset in current state v's band; kp = k - dmin[v] */
+
+ sc = inside_b_me(cm, dsq, L, r, z, i0, j0,
+ BE_EFFICIENT, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begins */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ dmin, dmax);
+
+ pda = esl_stack_ICreate();
+ if(pda == NULL) goto ERROR;
+ v = r;
+ j = j0;
+ i = i0;
+ d = j0-i0+1;
+
+ while (1) {
+ if(v == cm->M)
+ dp = d;
+ else
+ dp = d - dmin[v];
+ if(v != cm->M)
+ {
+ assert(d <= dmax[v]);
+ assert(d >= dmin[v]);
+ }
+ if (cm->sttype[v] == B_st) {
+ assert(v >= 0);
+ kp = ((int **) shadow[v])[j][dp]; /* kp = offset len of right fragment */
+ z = cm->cnum[v];
+ k = kp + dmin[z]; /* k = len of right fragment */
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* remember the end j */
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR; /* remember the subseq length k */
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR; /* remember the trace index of the parent B state */
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ y = cm->cfirst[v];
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ /* Note: we don't pop dp below, but d, because we're either in an E state
+ * in which case d must be 0, or the EL state, which has no
+ * dmin and dmax band, so if we pop dp and add dmin[v] to get d,
+ * we'll f*** everything up, as Sam Griffiths-Jones found
+ * when preparing Rfam 8.0 on 08.04.06.
+ */
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+ v = y;
+ } else {
+ yoffset = ((char **) shadow[v])[j][dp];
+ if((((int) yoffset) != USED_LOCAL_BEGIN) && (((int) yoffset) != USED_EL))
+ {
+ if(!((yoffset >= 0) && yoffset <= cm->M))
+ y = cm->cfirst[v] + yoffset;
+ }
+ if((yoffset != USED_LOCAL_BEGIN) && (yoffset != USED_EL))
+ assert(yoffset >= 0 && yoffset <= cm->M);
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* NEVERREACHED */
+}
+
diff --git a/src/cm_io.c b/src/cm_io.c
new file mode 100644
index 0000000..d7adbcc
--- /dev/null
+++ b/src/cm_io.c
@@ -0,0 +1,1515 @@
+/* cm_io.c
+ * SRE, Thu Aug 3 11:53:34 2000 [St. Louis]
+ * SVN $Id: cm_io.c 2584 2008-09-18 14:17:20Z nawrockie $
+ *
+ * Input/output of covariance models.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_ssi.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+static int is_integer(char *s);
+static int is_real(char *s);
+
+/* Magic numbers identifying binary formats.
+*/
+static unsigned int v01magic = 0xe3edb0b1; /* v0.1 binary: "cm01" + 0x80808080 */
+static unsigned int v01swap = 0xb1b0ede3; /* v0.1 binary, byteswapped */
+
+/* Magic tags for cm structure fields
+ */
+#define CMIO_END_DATA 0
+#define CMIO_NAME 1
+#define CMIO_ACC 2
+#define CMIO_DESC 3
+#define CMIO_ALPHABETTYPE 4
+#define CMIO_ALPHABETSIZE 5
+#define CMIO_NULL 6
+#define CMIO_M 7
+#define CMIO_STTYPE 8
+#define CMIO_NDIDX 9
+#define CMIO_STID 10
+#define CMIO_CFIRST 11
+#define CMIO_CNUM 12
+#define CMIO_PLAST 13
+#define CMIO_PNUM 14
+#define CMIO_NODES 15
+#define CMIO_NODEMAP 16
+#define CMIO_NDTYPE 17
+#define CMIO_T 18
+#define CMIO_E 19
+#define CMIO_W 20
+#define CMIO_ELSELFSC 21
+#define CMIO_NPART 22
+#define CMIO_PARTS 23
+#define CMIO_PARTE 24
+#define CMIO_EXPLAMBDA 25
+#define CMIO_EXPMUE 26
+#define CMIO_EXPMUO 27
+#define CMIO_EXPDBSIZE 28
+#define CMIO_EXPNHITS 29
+#define CMIO_EXPTAILP 30
+#define CMIO_FTHRNCUT 31
+#define CMIO_FTHRF 32
+#define CMIO_FTHRN 33
+#define CMIO_FTHRDB 34
+#define CMIO_FTHRBETA 35
+#define CMIO_FTHRUSEQDB 36
+#define CMIO_FTHRABTS 37
+#define CMIO_FTHRCMECUT 38
+#define CMIO_FTHRFWDECUT 39
+#define CMIO_HASEXP 40
+#define CMIO_HASFILTER 41
+#define CMIO_ABCTYPE 42
+#define CMIO_HASGA 43
+#define CMIO_HASTC 44
+#define CMIO_HASNC 45
+#define CMIO_GA 46
+#define CMIO_TC 47
+#define CMIO_NC 48
+#define CMIO_BCOM 49
+#define CMIO_BDATE 50
+#define CMIO_CCOM 51
+#define CMIO_CDATE 52
+#define CMIO_NSEQ 53
+#define CMIO_EFFNSEQ 54
+#define CMIO_CLEN 55
+#define CMIO_WBETA 56
+
+static int write_ascii_cm(FILE *fp, CM_t *cm, char *errbuf);
+static int read_ascii_cm(CMFILE *cmf, char *errbuf, ESL_ALPHABET **ret_abc, CM_t **ret_cm);
+static int write_binary_cm(FILE *fp, CM_t *cm, char *errbuf);
+static int read_binary_cm(CMFILE *cmf, char *errbuf, ESL_ALPHABET **ret_abc, CM_t **ret_cm);
+static void tagged_fwrite(int tag, void *ptr, size_t size, size_t nmemb, FILE *fp);
+static int tagged_fread(int expected_tag, char *s, size_t size, size_t nmemb, FILE *fp);
+static void tagged_bin_string_write(int tag, char *s, FILE *fp);
+static int tagged_bin_string_read(int expected_tag, char **ret_s, FILE *fp);
+
+static char *prob2ascii(float p, float null);
+static float ascii2prob(char *s, float null);
+
+/* Function: CMFileOpen()
+ * Incept: SRE, Tue Aug 13 10:25:33 2002 [St. Louis]
+ *
+ * Purpose: Opens a CMFILE for reading. This might be a single CM,
+ * or might contain several CMs, or might even be a CM
+ * library with an SSI index; also, it might be in either
+ * binary or ascii format, which we autodetect.
+ *
+ * Looks first in current directory. If cmfile is not
+ * found there, starts looking in the list of directories
+ * in the colon-delimited env string.
+ *
+ * Args: cmfile - name of file to open
+ * env - NULL, or name of an env variable (e.g. "INFERNALDB"),
+ * which gives colon-delimited list of directory path(s)
+ * to Infernal CM database(s).
+ *
+ * Returns: ptr to open CMFILE, or NULL on failure to open.
+ *
+ * Xref: STL6 p.108
+ */
+CMFILE *
+CMFileOpen(char *cmfile, char *env)
+{
+ int status;
+ CMFILE *cmf;
+ unsigned int magic;
+ char *ssifile = NULL; /* constructed name of SSI index file */
+ char *envfile = NULL; /* full path to filename after using environment */
+ char buf[512];
+ int n = strlen(cmfile);
+
+ /* Allocate the CMFILE, and initialize.
+ */
+ ESL_ALLOC(cmf, sizeof(CMFILE));
+ cmf->f = NULL;
+ cmf->fname = NULL;
+ cmf->ssi = NULL;
+ cmf->is_binary = FALSE;
+ cmf->byteswap = FALSE;
+
+ /* Open the file.
+ * Construct ssifile name we'll try to open.
+ * Determine recommended index mode (used if we're building an SSI index).
+ * Open in mode "r" even if it's binary, not "rb", because we only
+ * guarantee POSIX compatibility, not general ANSI C.
+ */
+ if ((cmf->f = fopen(cmfile, "r")) != NULL)
+ {
+ if ((status = esl_FileNewSuffix(cmfile, "ssi", &ssifile)) != eslOK) goto ERROR;
+ if ((status = esl_strdup(cmfile, n, &(cmf->fname))) != eslOK) goto ERROR;
+ }
+ else if (esl_FileEnvOpen(cmfile, env, &(cmf->f), &envfile) == eslOK)
+ {
+ if ((status = esl_FileNewSuffix(envfile, "ssi", &ssifile)) != eslOK) goto ERROR;
+ if ((status = esl_strdup(envfile, -1, &(cmf->fname))) != eslOK) goto ERROR;
+ }
+ else
+ { status = eslENOTFOUND; goto ERROR; }
+
+ /* Attempt to open the ssi index file. cmf->ssi silently stays NULL if the ssifile isn't found. */
+ if (ssifile != NULL) esl_ssi_Open(ssifile, &(cmf->ssi));
+ if (envfile != NULL) free(envfile);
+ if (ssifile != NULL) free(ssifile);
+
+ /* Now initialize the disk offset; though it's technically
+ * undefined... cmf->offset is the offset of the *last*
+ * CM read, so the API only guarantees it's valid after a
+ * call to CMFileRead() ... but make it a valid offset 0
+ * anyway. Since the offset is an opaque type, you can't
+ * just set it to a number.
+ */
+ cmf->offset = ftello(cmf->f);
+
+ /* Peek at the first 4 bytes to see if it's a binary file.
+ */
+ if (! fread((char *) &magic, sizeof(unsigned int), 1, cmf->f)) {
+ CMFileClose(cmf);
+ return NULL;
+ }
+ rewind(cmf->f);
+
+ /* If the magic number matches one of our binary codes,
+ * set the appropriate stuff and return success. Else,
+ * fall through to ASCII file tests.
+ */
+ if (magic == v01magic) {
+ cmf->is_binary = TRUE;
+ return cmf;
+ } else if (magic == v01swap) {
+ cmf->is_binary = TRUE;
+ cmf->byteswap = TRUE;
+ return cmf;
+ } else if (magic & 0x80000000)
+ cm_Fail("\
+%s appears to be a binary file but the format is not recognized.\n\
+It may be from an Infernal version more recent than yours,\n\
+or may be a different kind of binary altogether.\n", cmfile);
+
+ /* Check for ASCII format by peeking at first word,
+ * and rewind (again!)
+ */
+ if (fgets(buf, 512, cmf->f) == NULL) {
+ CMFileClose(cmf);
+ return NULL;
+ }
+ rewind(cmf->f);
+
+ /* If we recognize the ASCII file tag, return successfully.
+ */
+ if (strncmp("INFERNAL-1", buf, 10) == 0)
+ return cmf;
+
+ /* If we haven't recognized the file by now, fail.
+ */
+ CMFileClose(cmf);
+ return NULL;
+
+ ERROR:
+ return NULL;
+}
+
+/* Function: CMFileRead()
+ * Incept: SRE, Tue Aug 13 11:27:55 2002 [St. Louis]
+ *
+ * Purpose: Read the next CM in the open file.
+ * Sets the offset in the CMFILE structure to
+ * the offset to the start of this CM.
+ *
+ * From HMMER3:
+ * Caller may or may not already know what alphabet the HMM
+ * is expected to be in. A reference to the pointer to the
+ * current alphabet is passed in <*ret_abc>. If the alphabet
+ * is unknown, pass <*ret_abc = NULL>, and when the
+ * new CM is read, an appropriate new alphabet object is
+ * allocated and passed back to the caller in <*ret_abc>.
+ * If the alphabet is already known, <ret_abc> points to
+ * that object ptr, and the new HMM's alphabet type is
+ * verified to agree with it. This mechanism allows an
+ * application to let the first HMM determine the alphabet
+ * type for the application, while still keeping the
+ * alphabet under the application's scope of control.
+ *
+ * Args: cmf - open CMFILE, positioned at start of a CM
+ * ret_abc- alphabet (see above)
+ * ret_cm - RETURN: cm, or NULL on any parsing failure
+ *
+ * Returns: eslOK on success; eslEOF at EOF.
+ * Throws: eslEFORMAT if format of file is incorrect (pre 1.0 cmfile for example)
+ * errbuf is filled with error message.
+ *
+ * Xref: STL6 p.108.
+ */
+int
+CMFileRead(CMFILE *cmf, char *errbuf, ESL_ALPHABET **ret_abc, CM_t **ret_cm)
+{
+ cmf->offset = ftello(cmf->f);
+ if (cmf->is_binary) return read_binary_cm(cmf, errbuf, ret_abc, ret_cm);
+ else return read_ascii_cm(cmf, errbuf, ret_abc, ret_cm);
+}
+
+/* Function: CMFileClose()
+ * Incept: SRE, Tue Aug 13 11:32:58 2002 [St. Louis]
+ *
+ * Purpose: Close an open CMFILE.
+ *
+ * Xref: STL6 p.108
+ */
+void
+CMFileClose(CMFILE *cmf)
+{
+ if (cmf->f != NULL) { fclose(cmf->f); cmf->f = NULL; }
+ if (cmf->fname != NULL) free(cmf->fname);
+ if (cmf->ssi != NULL) { esl_ssi_Close(cmf->ssi); cmf->ssi = NULL; }
+ free(cmf);
+}
+
+
+/* Function: CMFileRewind(), CMFilePositionByIndex(), CMFilePositionByKey()
+ * Incept: SRE, Tue Aug 13 11:34:51 2002 [St. Louis]
+ *
+ * Purpose: File positioning functions; move to the first CM,
+ * CM #idx (0..ncm-1), or the CM with a given name or accession,
+ * respectively. Return 1 on success, 0 on failure.
+ *
+ * Xref: STL6 p.108
+ */
+void
+CMFileRewind(CMFILE *cmf)
+{
+ rewind(cmf->f);
+}
+int
+CMFilePositionByKey(CMFILE *cmf, char *key)
+{
+ uint16_t fh;
+ off_t offset;
+ int status;
+
+ if (cmf->ssi == NULL) ESL_EXCEPTION(eslEINVAL, "CMFilePositionByKey(): cmf->ssi is NULL");
+ if ((status = esl_ssi_FindName(cmf->ssi, key, &fh, &offset, NULL, NULL)) != eslOK) return status;
+ if (fseeko(cmf->f, offset, SEEK_SET) != 0) ESL_EXCEPTION(eslESYS, "fseek failed");
+ return eslOK;
+}
+int
+CMFilePositionByIndex(CMFILE *cmf, int64_t idx)
+{ /* idx runs from 0..ncm-1 */
+ uint16_t fh;
+ off_t offset;
+ int status;
+
+ if (cmf->ssi == NULL) ESL_EXCEPTION(eslEINVAL, "CMFilePositionByIndex(): cmf->ssi is NULL");
+ if ((status = esl_ssi_FindNumber(cmf->ssi, idx, &fh, &offset, NULL, NULL, NULL)) != eslOK) return status;
+ if (fseeko(cmf->f, offset, SEEK_SET) != 0) ESL_EXCEPTION(eslESYS, "fseek failed");
+ return eslOK;
+}
+
+
+/* Function: CMFileWrite()
+ * Incept: SRE, Tue Aug 13 11:41:12 2002 [St. Louis]
+ *
+ * Purpose: Write a CM to an open FILE.
+ * If do_binary is TRUE, use binary format; else flatfile.
+ * Xref: STL6 p.108.
+ *
+ * Returns: eslOK on success.
+ * eslEINCOMPAT on contract violation (if a mandatory part of the CM is invalid)
+ */
+int
+CMFileWrite(FILE *fp, CM_t *cm, int do_binary, char *errbuf)
+{
+ /* contract checks */
+ if (cm->name == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), cm->name is NULL.");
+ if (cm->comlog == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), cm->comlog is NULL.");
+ if (cm->comlog->bcom == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), cm->comlog->bcom is NULL.");
+ if (cm->comlog->bdate == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), cm->comlog->bdate is NULL.");
+ if((cm->flags & CMH_LOCAL_BEGIN) && (cm->flags & CMH_LOCAL_END)) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), CMH_LOCAL_BEGIN and CMH_LOCAL_END flags are up.");
+ if (cm->flags & CMH_LOCAL_BEGIN) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), CMH_LOCAL_BEGIN flag is up.");
+ if (cm->flags & CMH_LOCAL_END) ESL_FAIL(eslEINCOMPAT, errbuf, "CMFileWrite(), CMH_LOCAL_END flag is up.");
+ if (do_binary) return write_binary_cm(fp, cm, errbuf);
+ else return write_ascii_cm(fp, cm, errbuf);
+}
+
+
+/* Function: write_ascii_cm()
+ * Incept: SRE, Tue Aug 13 11:45:43 2002 [St. Louis]
+ *
+ * Purpose: Write a CM in flatfile format.
+ * Xref: STL6 p.108
+ *
+ * Returns: eslOK on success;
+ */
+static int
+write_ascii_cm(FILE *fp, CM_t *cm, char *errbuf)
+{
+ int v,x,y,nd,i;
+
+ fprintf(fp, "INFERNAL-1 [%s]\n", PACKAGE_VERSION);
+
+ fprintf(fp, "NAME %s\n", cm->name);
+ if (cm->acc != NULL) fprintf(fp, "ACC %s\n", cm->acc);
+ if (cm->desc != NULL) fprintf(fp, "DESC %s\n", cm->desc);
+ /* Rfam cutoffs */
+ if (cm->flags & CMH_GA) fprintf(fp, "GA %.2f\n", cm->ga);
+ if (cm->flags & CMH_TC) fprintf(fp, "TC %.2f\n", cm->tc);
+ if (cm->flags & CMH_NC) fprintf(fp, "NC %.2f\n", cm->nc);
+ fprintf(fp, "STATES %d\n", cm->M);
+ fprintf(fp, "NODES %d\n", cm->nodes);
+ fprintf(fp, "ALPHABET %d\n", cm->abc->type);
+ fprintf(fp, "ELSELF %.8f\n", cm->el_selfsc);
+ fprintf(fp, "WBETA %g\n", cm->beta_W);
+ fprintf(fp, "NSEQ %d\n", cm->nseq);
+ fprintf(fp, "EFFNSEQ %.3f\n", cm->eff_nseq);
+ fprintf(fp, "CLEN %d\n", cm->clen);
+ fprintf(fp, "BCOM %s\n", cm->comlog->bcom);
+ fprintf(fp, "BDATE %s\n", cm->comlog->bdate);
+ if(cm->comlog->ccom != NULL) fprintf(fp, "CCOM %s\n", cm->comlog->ccom);
+ if(cm->comlog->cdate!= NULL) fprintf(fp, "CDATE %s\n", cm->comlog->cdate);
+ fputs( "NULL ", fp);
+ for (x = 0; x < cm->abc->K; x++)
+ fprintf(fp, "%6s ", prob2ascii(cm->null[x], 1/(float)(cm->abc->K)));
+ fputs("\n", fp);
+
+ /* E-value statistics
+ */
+ int p;
+ if (cm->flags & CMH_EXPTAIL_STATS)
+ {
+ fprintf(fp, "PART %-3d ", cm->stats->np);
+ for(p = 0; p < cm->stats->np; p++)
+ fprintf(fp, "%5d %5d ", cm->stats->ps[p], cm->stats->pe[p]);
+ fprintf(fp, "\n");
+ for(p = 0; p < cm->stats->np; p++)
+ {
+ fprintf(fp, "E-LC %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CM_LC][p]->lambda, cm->stats->expAA[EXP_CM_LC][p]->mu_extrap, cm->stats->expAA[EXP_CM_LC][p]->mu_orig,
+ cm->stats->expAA[EXP_CM_LC][p]->dbsize, cm->stats->expAA[EXP_CM_LC][p]->nrandhits, cm->stats->expAA[EXP_CM_LC][p]->tailp);
+ fprintf(fp, "E-GC %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CM_GC][p]->lambda, cm->stats->expAA[EXP_CM_GC][p]->mu_extrap, cm->stats->expAA[EXP_CM_GC][p]->mu_orig,
+ cm->stats->expAA[EXP_CM_GC][p]->dbsize, cm->stats->expAA[EXP_CM_GC][p]->nrandhits, cm->stats->expAA[EXP_CM_GC][p]->tailp);
+ fprintf(fp, "E-LI %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CM_LI][p]->lambda, cm->stats->expAA[EXP_CM_LI][p]->mu_extrap, cm->stats->expAA[EXP_CM_LI][p]->mu_orig,
+ cm->stats->expAA[EXP_CM_LI][p]->dbsize, cm->stats->expAA[EXP_CM_LI][p]->nrandhits, cm->stats->expAA[EXP_CM_LI][p]->tailp);
+ fprintf(fp, "E-GI %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CM_GI][p]->lambda, cm->stats->expAA[EXP_CM_GI][p]->mu_extrap, cm->stats->expAA[EXP_CM_GI][p]->mu_orig,
+ cm->stats->expAA[EXP_CM_GI][p]->dbsize, cm->stats->expAA[EXP_CM_GI][p]->nrandhits, cm->stats->expAA[EXP_CM_GI][p]->tailp);
+ fprintf(fp, "E-LV %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CP9_LV][p]->lambda, cm->stats->expAA[EXP_CP9_LV][p]->mu_extrap, cm->stats->expAA[EXP_CP9_LV][p]->mu_orig,
+ cm->stats->expAA[EXP_CP9_LV][p]->dbsize, cm->stats->expAA[EXP_CP9_LV][p]->nrandhits, cm->stats->expAA[EXP_CP9_LV][p]->tailp);
+ fprintf(fp, "E-GV %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CP9_GV][p]->lambda, cm->stats->expAA[EXP_CP9_GV][p]->mu_extrap, cm->stats->expAA[EXP_CP9_GV][p]->mu_orig,
+ cm->stats->expAA[EXP_CP9_GV][p]->dbsize, cm->stats->expAA[EXP_CP9_GV][p]->nrandhits, cm->stats->expAA[EXP_CP9_GV][p]->tailp);
+ fprintf(fp, "E-LF %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CP9_LF][p]->lambda, cm->stats->expAA[EXP_CP9_LF][p]->mu_extrap, cm->stats->expAA[EXP_CP9_LF][p]->mu_orig,
+ cm->stats->expAA[EXP_CP9_LF][p]->dbsize, cm->stats->expAA[EXP_CP9_LF][p]->nrandhits, cm->stats->expAA[EXP_CP9_LF][p]->tailp);
+ fprintf(fp, "E-GF %-2d %10.5f %10.5f %10.5f %10ld %10d %.6f\n",
+ p, cm->stats->expAA[EXP_CP9_GF][p]->lambda, cm->stats->expAA[EXP_CP9_GF][p]->mu_extrap, cm->stats->expAA[EXP_CP9_GF][p]->mu_orig,
+ cm->stats->expAA[EXP_CP9_GF][p]->dbsize, cm->stats->expAA[EXP_CP9_GF][p]->nrandhits, cm->stats->expAA[EXP_CP9_GF][p]->tailp);
+ }
+ /* currently either all exp tail stats are calc'ed or none */
+
+ if (cm->flags & CMH_FILTER_STATS) /* FILTER stats are only possibly valid IF exp tail stats valid */
+ {
+ fprintf(fp, "FT-LC %d %.5f %d %ld %d\n",
+ cm->stats->hfiA[FTHR_CM_LC]->ncut, cm->stats->hfiA[FTHR_CM_LC]->F,
+ cm->stats->hfiA[FTHR_CM_LC]->N, cm->stats->hfiA[FTHR_CM_LC]->dbsize,
+ cm->stats->hfiA[FTHR_CM_LC]->always_better_than_Smax);
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_LC]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_LC]->cm_E_cut[i]);
+ fprintf(fp, "\n");
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_LC]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_LC]->fwd_E_cut[i]);
+ fprintf(fp, "\n");
+
+ fprintf(fp, "FT-LI %d %.5f %d %ld %d\n",
+ cm->stats->hfiA[FTHR_CM_LI]->ncut, cm->stats->hfiA[FTHR_CM_LI]->F,
+ cm->stats->hfiA[FTHR_CM_LI]->N, cm->stats->hfiA[FTHR_CM_LI]->dbsize,
+ cm->stats->hfiA[FTHR_CM_LI]->always_better_than_Smax);
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_LI]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_LI]->cm_E_cut[i]);
+ fprintf(fp, "\n");
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_LI]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_LI]->fwd_E_cut[i]);
+ fprintf(fp, "\n");
+
+ fprintf(fp, "FT-GC %d %.5f %d %ld %d\n",
+ cm->stats->hfiA[FTHR_CM_GC]->ncut, cm->stats->hfiA[FTHR_CM_GC]->F,
+ cm->stats->hfiA[FTHR_CM_GC]->N, cm->stats->hfiA[FTHR_CM_GC]->dbsize,
+ cm->stats->hfiA[FTHR_CM_GC]->always_better_than_Smax);
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_GC]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_GC]->cm_E_cut[i]);
+ fprintf(fp, "\n");
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_GC]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_GC]->fwd_E_cut[i]);
+ fprintf(fp, "\n");
+
+ fprintf(fp, "FT-GI %d %.5f %d %ld %d\n",
+ cm->stats->hfiA[FTHR_CM_GI]->ncut, cm->stats->hfiA[FTHR_CM_GI]->F,
+ cm->stats->hfiA[FTHR_CM_GI]->N, cm->stats->hfiA[FTHR_CM_GI]->dbsize,
+ cm->stats->hfiA[FTHR_CM_GI]->always_better_than_Smax);
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_GI]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_GI]->cm_E_cut[i]);
+ fprintf(fp, "\n");
+ fprintf(fp, " ");
+ for(i = 0; i < cm->stats->hfiA[FTHR_CM_GI]->ncut; i++) fprintf(fp, "%10g ", cm->stats->hfiA[FTHR_CM_GI]->fwd_E_cut[i]);
+ fprintf(fp, "\n");
+ } /* currently either all filter threshold stats are calc'ed or none */
+ }
+
+ /* main model section */
+ fputs("MODEL:\n", fp);
+ for (v = 0; v < cm->M; v++)
+ {
+ nd = cm->ndidx[v];
+
+ /* Node line.
+ */
+ if (cm->nodemap[nd] == v)
+ fprintf(fp, "\t\t\t\t[ %-4s %4d ]\n", Nodetype(cm->ndtype[nd]), nd);
+
+ /* State line, w/ parents, children, and transitions
+ */
+ fprintf(fp, " %2s %5d %5d %1d %5d %5d ",
+ Statetype(cm->sttype[v]), v,
+ cm->plast[v], cm->pnum[v],
+ cm->cfirst[v], cm->cnum[v]);
+ if (cm->sttype[v] != B_st)
+ for (x = 0; x < cm->cnum[v]; x++)
+ fprintf(fp, "%7s ", prob2ascii(cm->t[v][x], 1.));
+ else x = 0;
+ for (; x < 6; x++)
+ fprintf(fp, "%7s ", "");
+
+ /* Emission line
+ */
+ if (cm->sttype[v] == MP_st)
+ {
+ for (x = 0; x < cm->abc->K; x++)
+ for (y = 0; y < cm->abc->K; y++)
+ fprintf(fp, "%6s ", prob2ascii(cm->e[v][x*cm->abc->K+y], cm->null[x]*cm->null[y]));
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st || cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ {
+ for (x = 0; x < cm->abc->K; x++)
+ fprintf(fp, "%6s ", prob2ascii(cm->e[v][x], cm->null[x]));
+ }
+ fputs("\n", fp);
+ }
+ fputs("//\n", fp);
+ return eslOK;
+}
+
+static int
+read_ascii_cm(CMFILE *cmf, char *errbuf, ESL_ALPHABET **ret_abc, CM_t **ret_cm)
+{
+ int status;
+ CM_t *cm;
+ char *buf;
+ int n; /* length of buf */
+ char *s;
+ int M,N; /* number of states, nodes in model */
+ int v,x,y,nd; /* counters for states, events, nodes */
+ char *tok;
+ int toklen;
+ int exp_flags[EXP_NMODES]; /* keep track of which exp tails we've read */
+ int fthr_flags[FTHR_NMODES];/* keep track of which filter thresholds we've read */
+ int exp_mode; /* index of exp tail info */
+ int fthr_mode; /* HMM filter threshold info */
+ int have_exps; /* for checking we get 0 or all exp tails*/
+ int have_fthrs; /* for checking we get 0 or all fthrs */
+ int have_ga = FALSE; /* we have GA cutoff, needed b/c we can't set cm->flags until after CreateCMBody() call */
+ int have_tc = FALSE; /* we have TC cutoff, needed b/c we can't set cm->flags until after CreateCMBody() call */
+ int have_nc = FALSE; /* we have NC cutoff, needed b/c we can't set cm->flags until after CreateCMBody() call */
+ int p; /* counter for partitions */
+ int gc; /* counter over gc contents */
+ int i; /* counter over exp_modes for exp tails */
+ int alphabet_type; /* type of ESL_ALPHABET */
+ ESL_ALPHABET *abc = NULL;
+ int read_nstates = FALSE; /* TRUE once we've read the number of states */
+ int read_nnodes = FALSE; /* TRUE once we've read the number of nodes */
+ int read_clen = FALSE;
+ int clen = 0;
+
+ cm = NULL;
+ buf = NULL;
+ n = 0;
+ for(i = 0; i < EXP_NMODES; i++) exp_flags[i] = FALSE;
+ for(i = 0; i < FTHR_NMODES; i++) fthr_flags[i] = FALSE;
+
+ if (feof(cmf->f) || esl_fgets(&buf, &n, cmf->f) != eslOK) { /* end of file, free buf and return eslEOF */
+ if(buf != NULL) free(buf);
+ return eslEOF;
+ }
+
+ if (strncmp(buf, "INFERNAL-1", 10) != 0) goto FAILURE;
+
+ /* Parse the header information
+ * These are all tag/value.
+ * Ignore unknown tags (forward compatibility).
+ */
+ cm = CreateCMShell();
+ M = N = -1;
+ while (esl_fgets(&buf, &n, cmf->f) != eslEOF)
+ {
+ s = buf;
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ else if (strcmp(tok, "NAME") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if ((esl_strdup(tok, toklen, &(cm->name))) != eslOK) goto ERROR;
+ }
+ else if (strcmp(tok, "ACC") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if ((esl_strdup(tok, toklen, &(cm->acc))) != eslOK) goto ERROR;
+ }
+ else if (strcmp(tok, "DESC") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ esl_strdup(tok, toklen, &(cm->desc));
+ }
+ else if (strcmp(tok, "GA") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->ga = atof(tok);
+ have_ga = TRUE;
+ }
+ else if (strcmp(tok, "TC") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->tc = atof(tok);
+ have_tc = TRUE;
+ }
+ else if (strcmp(tok, "NC") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->nc = atof(tok);
+ have_nc = TRUE;
+ }
+ else if (strcmp(tok, "STATES") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ M = atoi(tok);
+ read_nstates = TRUE;
+ }
+ else if (strcmp(tok, "NODES") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ N = atoi(tok);
+ read_nnodes = TRUE;
+ }
+ else if (strcmp(tok, "ALPHABET") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ alphabet_type = atoi(tok);
+ /* Set or verify alphabet. */
+ if (*ret_abc == NULL) { /* still unknown: set it, pass control of it back to caller */
+ if ((abc = esl_alphabet_Create(alphabet_type)) == NULL) { status = eslEMEM; goto FAILURE; }
+ } else { /* already known: check it */
+ abc = *ret_abc;
+ if ((*ret_abc)->type != alphabet_type) { status = eslEINCOMPAT; goto FAILURE; }
+ }
+ /* Now we have the alphabet and we should have N and M, so we can build the
+ * full model, and set the alphabet (which we need to do before alloc'ing/setting
+ * the null model */
+ if(! (read_nstates && read_nnodes))
+ {
+ printf("ERROR, STATES and NODES lines should precede alphabet line");
+ goto FAILURE;
+ }
+ CreateCMBody(cm, N, M, abc);
+ }
+ else if (strcmp(tok, "ELSELF") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->el_selfsc = atof(tok);
+ }
+ else if (strcmp(tok, "WBETA") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->beta_W = (double) atof(tok);
+ cm->beta_qdb = cm->beta_W;
+ }
+ else if (strcmp(tok, "NSEQ") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->nseq = atoi(tok);
+ }
+ else if (strcmp(tok, "EFFNSEQ") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->eff_nseq = atof(tok);
+ }
+ else if (strcmp(tok, "CLEN") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ clen = atoi(tok); /* we'll compare this to what we calculate at end of func */
+ read_clen = TRUE;
+ }
+ /* comlog info, careful, we want the full line, so a token becomes a full line */
+ else if (strcmp(tok, "BCOM") == 0)
+ {
+ while(isspace((int) (*s))) s++; /* chew up leading whitespace */
+ if ((esl_strtok(&s, "\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if(cm->comlog->bcom != NULL) free(cm->comlog->bcom);
+ esl_strdup(tok, toklen, &(cm->comlog->bcom));
+ }
+ else if (strcmp(tok, "BDATE") == 0)
+ {
+ while(isspace((int) (*s))) s++; /* chew up leading whitespace */
+ if ((esl_strtok(&s, "\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if(cm->comlog->bdate != NULL) free(cm->comlog->bdate);
+ esl_strdup(tok, toklen, &(cm->comlog->bdate));
+ }
+ else if (strcmp(tok, "CCOM") == 0)
+ {
+ while(isspace((int) (*s))) s++; /* chew up leading whitespace */
+ if ((esl_strtok(&s, "\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if(cm->comlog->ccom != NULL) free(cm->comlog->ccom);
+ esl_strdup(tok, toklen, &(cm->comlog->ccom));
+ }
+ else if (strcmp(tok, "CDATE") == 0)
+ {
+ while(isspace((int) (*s))) s++; /* chew up leading whitespace */
+ if ((esl_strtok(&s, "\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if(cm->comlog->cdate != NULL) free(cm->comlog->cdate);
+ esl_strdup(tok, toklen, &(cm->comlog->cdate));
+ }
+ else if (strcmp(tok, "NULL") == 0)
+ {
+ if(cm->abc == NULL) goto FAILURE;
+ /* cm-> null already allocated in CreateCMBody() */
+ for (x = 0; x < abc->K; x++)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ cm->null[x] = ascii2prob(tok, (1./(float) abc->K));
+ }
+ }
+ /* exp tail distribution information */
+ else if (strcmp(tok, "PART") == 0)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ /* First token is num partitions, allocate cmstats object based on this */
+ cm->stats = AllocCMStats(atoi(tok));
+ for(p = 0; p < cm->stats->np; p++)
+ {
+ /* there are 2 * cm->stats->np tokens left on this line,
+ * (ps, pe) pairs for each partition */
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->ps[p] = atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->pe[p] = atoi(tok);
+ }
+ /* Now set the gc2p GC content to partition map,
+ * [0..GC_SEGMENTS], telling which partition each belongs to */
+ gc = 0;
+ for(p = 0; p < cm->stats->np; p++)
+ {
+ if(cm->stats->ps[p] != gc) goto FAILURE;
+ while(gc <= cm->stats->pe[p])
+ cm->stats->gc2p[gc++] = p;
+ }
+ if(gc != GC_SEGMENTS) goto FAILURE;
+ }
+ /* exp tail info */
+ else if (strncmp(tok, "E-", 2) == 0)
+ {
+ /* determine which exp tail we're reading */
+ if (strncmp(tok+2, "LC", 2) == 0)
+ exp_mode = EXP_CM_LC;
+ else if (strncmp(tok+2, "GC", 2) == 0)
+ exp_mode = EXP_CM_GC;
+ else if (strncmp(tok+2, "LI", 2) == 0)
+ exp_mode = EXP_CM_LI;
+ else if (strncmp(tok+2, "GI", 2) == 0)
+ exp_mode = EXP_CM_GI;
+ else if (strncmp(tok+2, "LV", 2) == 0)
+ exp_mode = EXP_CP9_LV;
+ else if (strncmp(tok+2, "GV", 2) == 0)
+ exp_mode = EXP_CP9_GV;
+ else if (strncmp(tok+2, "LF", 2) == 0)
+ exp_mode = EXP_CP9_LF;
+ else if (strncmp(tok+2, "GF", 2) == 0)
+ exp_mode = EXP_CP9_GF;
+ else goto FAILURE;
+
+ /* now we know what exp tail we're reading, read it */
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ p = atoi(tok);
+ if (p >= cm->stats->np) goto FAILURE;
+
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->expAA[exp_mode][p]->lambda = atof(tok);
+
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->expAA[exp_mode][p]->mu_extrap = atof(tok);
+
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->expAA[exp_mode][p]->mu_orig = atof(tok);
+
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->expAA[exp_mode][p]->dbsize = (long) atoi(tok);
+
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->expAA[exp_mode][p]->nrandhits = atoi(tok);
+
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->expAA[exp_mode][p]->tailp = atof(tok);
+
+ cm->stats->expAA[exp_mode][p]->cur_eff_dbsize = (long) (cm->stats->expAA[exp_mode][p]->nrandhits);
+ /* Previous line is to set cur_eff_dbsize as if database was of size cm->stats->expAA[p]->dbsize, we
+ * act as if the max hits we'll see is nrandhits, the number of hits we saw in cmcalibrate,
+ * so this is the highest possible E-value we can get.
+ * cur_eff_dbsize will be updated in cmsearch for whatever the target database size is. */
+ cm->stats->expAA[exp_mode][p]->is_valid = TRUE; /* set valid flag */
+ exp_flags[exp_mode] = TRUE;
+ }
+ /* best filter threshold info */
+ else if (strncmp(tok, "FT-", 3) == 0)
+ {
+ /* cm->stats should've been alloc'ed when exp tails were read */
+ if(cm->stats == NULL) goto FAILURE;
+ /* determine which filter threshold we're reading */
+ if (strncmp(tok+3, "LC", 2) == 0)
+ fthr_mode = FTHR_CM_LC;
+ else if (strncmp(tok+3, "GC", 2) == 0)
+ fthr_mode = FTHR_CM_GC;
+ else if (strncmp(tok+3, "LI", 2) == 0)
+ fthr_mode = FTHR_CM_LI;
+ else if (strncmp(tok+3, "GI", 2) == 0)
+ fthr_mode = FTHR_CM_GI;
+ else goto FAILURE;
+
+ /* now we know what mode we're reading, read it */
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->ncut = atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->F = atof(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->N = atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->dbsize = (long) atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->always_better_than_Smax = atoi(tok);
+
+ /* alloc for, and read a new line, the CM cut points */
+ ESL_ALLOC(cm->stats->hfiA[fthr_mode]->cm_E_cut, sizeof(float) * cm->stats->hfiA[fthr_mode]->ncut);
+ if (esl_fgets(&buf, &n, cmf->f) != eslOK) goto FAILURE;
+ s = buf;
+ for(i = 0; i < cm->stats->hfiA[fthr_mode]->ncut; i++) {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->cm_E_cut[i] = atof(tok);
+ }
+
+ ESL_ALLOC(cm->stats->hfiA[fthr_mode]->fwd_E_cut, sizeof(float) * cm->stats->hfiA[fthr_mode]->ncut);
+ if (esl_fgets(&buf, &n, cmf->f) != eslOK) goto FAILURE;
+ s = buf;
+ for(i = 0; i < cm->stats->hfiA[fthr_mode]->ncut; i++) {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok)) goto FAILURE;
+ cm->stats->hfiA[fthr_mode]->fwd_E_cut[i] = atof(tok);
+ }
+ cm->stats->hfiA[fthr_mode]->is_valid = TRUE;
+ fthr_flags[fthr_mode] = TRUE;
+ }
+ else if (strcmp(tok, "MODEL:") == 0)
+ break;
+ }
+
+ /* Done reading the header information.
+ * Check that everything is ok and mandatory info is present before moving on.
+ */
+ if (feof(cmf->f)) goto FAILURE;
+ if (M < 1) goto FAILURE;
+ if (N < 1) goto FAILURE;
+ if (cm->name == NULL) goto FAILURE;
+
+ /* if we have any exp tail stats, we (currently) require all of them */
+ have_exps = exp_flags[0];
+ for(exp_mode = 1; exp_mode < EXP_NMODES; exp_mode++)
+ if(((have_exps && (!exp_flags[exp_mode]))) ||
+ ((!have_exps) && (exp_flags[exp_mode])))
+ goto FAILURE;
+
+ /* if we have any filter stats, we (currently) require all of them */
+ have_fthrs = fthr_flags[0];
+ for(i = 0; i < FTHR_NMODES; i++) {
+ if(((have_fthrs && (!fthr_flags[i]))) || ((!have_fthrs) && (fthr_flags[i]))) goto FAILURE;
+ }
+ /* if we have exp tail stats we must have filter thresholds stats,
+ * and if we have filter threshold stats we must have exp tail stats.
+ */
+ if(have_exps && !have_fthrs) goto FAILURE;
+ if(!have_exps && have_fthrs) goto FAILURE;
+
+ /* Main model section.
+ */
+ CMZero(cm);
+ if(have_exps) cm->flags |= CMH_EXPTAIL_STATS;
+ if(have_fthrs) cm->flags |= CMH_FILTER_STATS;
+ if(have_ga) cm->flags |= CMH_GA;
+ if(have_tc) cm->flags |= CMH_TC;
+ if(have_nc) cm->flags |= CMH_NC;
+ nd = -1;
+ cm->clen = 0;
+ for (v = 0; v < cm->M; v++)
+ {
+ if (esl_fgets(&buf, &n, cmf->f) != eslOK) goto FAILURE;
+ s = buf;
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+
+ /* Ah, a node line. Process it and get the following line.
+ */
+ if (*tok == '[')
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if ((x = NodeCode(tok)) == -1) goto FAILURE;
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (!is_integer(tok)) goto FAILURE;
+ nd = atoi(tok);
+ cm->ndtype[nd] = x;
+ if(cm->ndtype[nd] == MATP_nd) cm->clen+=2;
+ else if(cm->ndtype[nd] == MATL_nd) cm->clen++;
+ else if(cm->ndtype[nd] == MATR_nd) cm->clen++;
+ cm->nodemap[nd] = v;
+
+ if (esl_fgets(&buf, &n, cmf->f) != eslOK) goto FAILURE;
+ s = buf;
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ }
+
+ /* Process state line.
+ */
+ cm->sttype[v] = StateCode(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ if (atoi(tok) != v) goto FAILURE;
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->plast[v] = atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->pnum[v] = atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->cfirst[v] = atoi(tok);
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_integer(tok)) goto FAILURE;
+ cm->cnum[v] = atoi(tok);
+ /* Transition probabilities. */
+ if (cm->sttype[v] != B_st)
+ {
+ for (x = 0; x < cm->cnum[v]; x++)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok) && *tok != '*') goto FAILURE;
+ cm->t[v][x] = ascii2prob(tok, 1.);
+ }
+ }
+ /* Emission probabilities. */
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ {
+ for (x = 0; x < cm->abc->K; x++)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok) && *tok != '*') goto FAILURE;
+ cm->e[v][x] = ascii2prob(tok, cm->null[x]);
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (x = 0; x < cm->abc->K; x++)
+ for (y = 0; y < cm->abc->K; y++)
+ {
+ if ((esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto FAILURE;
+ if (! is_real(tok) && *tok != '*') goto FAILURE;
+ cm->e[v][x*cm->abc->K+y] = ascii2prob(tok, cm->null[x]*cm->null[y]);
+ }
+ }
+
+ cm->ndidx[v] = nd;
+ cm->stid[v] = DeriveUniqueStateCode(cm->ndtype[nd], cm->sttype[v]);
+ } /* end of loop over states */
+
+ /* Advance to record separator
+ */
+ while (esl_fgets(&buf, &n, cmf->f) != eslEOF)
+ if (strncmp(buf, "//", 2) == 0)
+ break;
+
+ /* EPN 10.29.06 Remove the sole source of CM ambiguities. Find and detach insert states
+ * that are 1 state before an END_E. */
+ cm_find_and_detach_dual_inserts(cm,
+ FALSE, /* Don't check END_E-1 states have 0 counts, they may not if
+ * an old version (0.7 or earlier) of cmbuild was used, or
+ * cmbuild --nodetach was used to build the CM */
+ TRUE); /* Detach the states by setting trans probs into them as 0.0 */
+
+ /* check that the clen we calc'ed is the same as the CLEN line said */
+ if (read_clen && clen != cm->clen)
+ {
+ printf("ERROR, calculated consensus length %d does not equal read CLEN: %d.\n", cm->clen, clen);
+ goto FAILURE;
+ }
+
+ /* Success.
+ * Renormalize the CM, and return.
+ */
+ CMRenormalize(cm);
+
+ if (buf != NULL) free(buf);
+ if (*ret_abc == NULL) *ret_abc = abc; /* pass our new alphabet back to caller, if caller didn't know it already */
+ *ret_cm = cm;
+ return eslOK;
+
+ FAILURE:
+ if (buf != NULL) free(buf);
+ *ret_cm = NULL;
+ ESL_FAIL(eslEFORMAT, errbuf, "Error reading the cmfile. Is it corrupt or built with a pre-1.0 cmbuild?");
+ return status; /* NEVERREACHED */
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Error ran out of memory reading the cmfile.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: write_binary_cm()
+ * Date: SRE, Thu Aug 3 12:05:30 2000 [St. Louis]
+ *
+ * Purpose: Write a CM in binary format.
+ *
+ */
+static int
+write_binary_cm(FILE *fp, CM_t *cm, char *errbuf)
+{
+ int v, i ,p;
+ int has_exp, has_fthr;
+ int has_ga, has_tc, has_nc;
+ int atype;
+ atype = cm->abc->type;
+
+ fwrite((char *) &(v01magic), sizeof(unsigned int), 1, fp);
+
+ /* These have to go first, so we know how big of a CM
+ * to allocate when we go to read a file.
+ */
+ tagged_fwrite(CMIO_M, &cm->M, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_NODES, &cm->nodes, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_ALPHABETTYPE, &atype, sizeof(int), 1, fp);
+
+ tagged_bin_string_write(CMIO_NAME, cm->name, fp);
+ tagged_bin_string_write(CMIO_ACC, cm->acc, fp);
+ tagged_bin_string_write(CMIO_DESC, cm->desc, fp);
+ /* Rfam cutoffs */
+ if (!(cm->flags & CMH_GA)) {
+ has_ga = FALSE;
+ tagged_fwrite(CMIO_HASGA, &has_ga, sizeof(int), 1, fp); /* put a 0 to indicate no GA cutoff */
+ }
+ else {
+ has_ga = TRUE;
+ tagged_fwrite(CMIO_HASGA, &has_ga, sizeof(int), 1, fp); /* put a 1 to indicate GA cutoff is next */
+ tagged_fwrite(CMIO_GA, &cm->ga, sizeof(int), 1, fp);
+ }
+ if (!(cm->flags & CMH_TC)) {
+ has_tc = FALSE;
+ tagged_fwrite(CMIO_HASTC, &has_tc, sizeof(int), 1, fp); /* put a 0 to indicate no TC cutoff */
+ }
+ else {
+ has_tc = TRUE;
+ tagged_fwrite(CMIO_HASTC, &has_tc, sizeof(int), 1, fp); /* put a 1 to indicate TC cutoff is next */
+ tagged_fwrite(CMIO_TC, &cm->tc, sizeof(int), 1, fp);
+ }
+ if (!(cm->flags & CMH_NC)) {
+ has_nc = FALSE;
+ tagged_fwrite(CMIO_HASNC, &has_nc, sizeof(int), 1, fp); /* put a 0 to indicate no NC cutoff */
+ }
+ else {
+ has_nc = TRUE;
+ tagged_fwrite(CMIO_HASNC, &has_nc, sizeof(int), 1, fp); /* put a 1 to indicate NC cutoff is next */
+ tagged_fwrite(CMIO_NC, &cm->nc, sizeof(int), 1, fp);
+ }
+
+ tagged_fwrite(CMIO_ELSELFSC, &cm->el_selfsc, sizeof(float), 1, fp);
+ tagged_fwrite(CMIO_WBETA, &cm->beta_W, sizeof(double),1, fp);
+ tagged_fwrite(CMIO_NSEQ, &cm->nseq, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_EFFNSEQ, &cm->eff_nseq, sizeof(float), 1, fp);
+ tagged_fwrite(CMIO_CLEN, &cm->clen, sizeof(int), 1, fp);
+
+ /* cm->comlog, the creation dates and command lines used to build/calibrate the model */
+ tagged_bin_string_write(CMIO_BCOM, cm->comlog->bcom, fp);
+ tagged_bin_string_write(CMIO_BDATE, cm->comlog->bdate, fp);
+ tagged_bin_string_write(CMIO_CCOM, cm->comlog->ccom, fp);
+ tagged_bin_string_write(CMIO_CDATE, cm->comlog->cdate,fp);
+ /* null, background distro */
+ tagged_fwrite(CMIO_NULL, cm->null, sizeof(float), cm->abc->K, fp);
+
+ /* exp tail stats */
+ if (!(cm->flags & CMH_EXPTAIL_STATS))
+ {
+ has_exp = FALSE;
+ tagged_fwrite(CMIO_HASEXP, &has_exp, sizeof(int), 1, fp); /* put a 0 to indicate no exp tail stats */
+ }
+ else /* (cm->flags & CMH_EXPTAILL_STATS), if this flag is up, ALL exp tail stats are valid */
+ {
+ has_exp = TRUE;
+ tagged_fwrite(CMIO_HASEXP, &has_exp, sizeof(int), 1, fp); /* put a 1 to indicate valid exp tail stats */
+ tagged_fwrite(CMIO_NPART, &cm->stats->np, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_PARTS, cm->stats->ps, sizeof(int), cm->stats->np, fp);
+ tagged_fwrite(CMIO_PARTE, cm->stats->pe, sizeof(int), cm->stats->np, fp);
+ for(i = 0; i < EXP_NMODES; i++)
+ {
+ for(p = 0; p < cm->stats->np; p++)
+ {
+ tagged_fwrite(CMIO_EXPLAMBDA, &cm->stats->expAA[i][p]->lambda, sizeof(double), 1, fp);
+ tagged_fwrite(CMIO_EXPMUE, &cm->stats->expAA[i][p]->mu_extrap, sizeof(double), 1, fp);
+ tagged_fwrite(CMIO_EXPMUO, &cm->stats->expAA[i][p]->mu_orig, sizeof(double), 1, fp);
+ tagged_fwrite(CMIO_EXPDBSIZE, &cm->stats->expAA[i][p]->dbsize, sizeof(long), 1, fp);
+ tagged_fwrite(CMIO_EXPNHITS, &cm->stats->expAA[i][p]->nrandhits, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_EXPTAILP, &cm->stats->expAA[i][p]->tailp, sizeof(double), 1, fp);
+ }
+ }
+ }
+ /* HMM filter threshold stats */
+ if (!(cm->flags & CMH_FILTER_STATS))
+ {
+ has_fthr = FALSE;
+ tagged_fwrite(CMIO_HASFILTER, &has_fthr, sizeof(int), 1, fp); /* put a 0 to indicate no HMM filter stats */
+ }
+ else /* (cm->flags & CMH_FILTERSTATS), check to make sure exp tail stats are also valid, they should be */
+ {
+ has_fthr = TRUE;
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) cm_Fail("writing binary CM file, filter stats were valid, but exp tail stats were not, this shouldn't happen.");
+ tagged_fwrite(CMIO_HASFILTER, &has_fthr, sizeof(int), 1, fp); /* put a 1 to indicate valid HMM filter stats */
+ for(i = 0; i < FTHR_NMODES; i++)
+ {
+ tagged_fwrite(CMIO_FTHRNCUT, &cm->stats->hfiA[i]->ncut, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_FTHRF, &cm->stats->hfiA[i]->F, sizeof(float), 1, fp);
+ tagged_fwrite(CMIO_FTHRN, &cm->stats->hfiA[i]->N, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_FTHRDB, &cm->stats->hfiA[i]->dbsize, sizeof(long), 1, fp);
+ tagged_fwrite(CMIO_FTHRABTS, &cm->stats->hfiA[i]->always_better_than_Smax, sizeof(int), 1, fp);
+ tagged_fwrite(CMIO_FTHRCMECUT, cm->stats->hfiA[i]->cm_E_cut, sizeof(float), cm->stats->hfiA[i]->ncut, fp);
+ tagged_fwrite(CMIO_FTHRFWDECUT, cm->stats->hfiA[i]->fwd_E_cut, sizeof(float), cm->stats->hfiA[i]->ncut, fp);
+ }
+ }
+
+ /* main model section */
+ tagged_fwrite(CMIO_STTYPE, cm->sttype, sizeof(char), cm->M, fp);
+ tagged_fwrite(CMIO_NDIDX, cm->ndidx, sizeof(int), cm->M, fp);
+ tagged_fwrite(CMIO_STID, cm->stid, sizeof(char), cm->M, fp);
+ tagged_fwrite(CMIO_CFIRST, cm->cfirst, sizeof(int), cm->M, fp);
+ tagged_fwrite(CMIO_CNUM, cm->cnum, sizeof(int), cm->M, fp);
+ tagged_fwrite(CMIO_PLAST, cm->plast, sizeof(int), cm->M, fp);
+ tagged_fwrite(CMIO_PNUM, cm->pnum, sizeof(int), cm->M, fp);
+ tagged_fwrite(CMIO_NODEMAP, cm->nodemap, sizeof(int), cm->nodes, fp);
+ tagged_fwrite(CMIO_NDTYPE, cm->ndtype, sizeof(char), cm->nodes, fp);
+ for (v = 0; v < cm->M; v++) {
+ tagged_fwrite(CMIO_T, cm->t[v], sizeof(float), MAXCONNECT, fp);
+ tagged_fwrite(CMIO_E, cm->e[v], sizeof(float), cm->abc->K*cm->abc->K, fp);
+ }
+ tagged_fwrite(CMIO_END_DATA, NULL, 0, 0, fp);
+
+ /* Note: begin, end, and flags not written out. Local alignment is
+ * run-time configuration right now.
+ */
+ return eslOK;
+}
+
+
+/* Function: read_binary_cm()
+ * Date: SRE, Thu Aug 3 13:39:09 2000 [St. Louis]
+ *
+ * Purpose: Read a CM from disk.
+ */
+static int
+read_binary_cm(CMFILE *cmf, char *errbuf, ESL_ALPHABET **ret_abc, CM_t **ret_cm)
+{
+ FILE *fp;
+ CM_t *cm;
+ unsigned int magic;
+ int M;
+ int nodes;
+ int alphabet_type;
+ int v;
+ int has_exp;
+ int has_fthr;
+ int has_ga, has_tc, has_nc;
+ int np;
+ int i, p, gc;
+ ESL_ALPHABET *abc = NULL;
+ int status;
+
+ cm = NULL;
+ fp = cmf->f;
+ if (feof(fp)) return eslEOF;
+ if (! fread((char *) &magic, sizeof(unsigned int), 1, fp)) return eslEOF;
+ if (magic != v01magic) goto FAILURE;
+
+ if (! tagged_fread(CMIO_M, (void *) &M, sizeof(int), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_NODES, (void *) &nodes, sizeof(int), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_ALPHABETTYPE,(void *) &alphabet_type, sizeof(int), 1, fp)) goto FAILURE;
+
+ /* Set or verify alphabet. */
+ if (*ret_abc == NULL) { /* still unknown: set it, pass control of it back to caller */
+ if ((abc = esl_alphabet_Create(alphabet_type)) == NULL) { status = eslEMEM; goto FAILURE; }
+ } else { /* already known: check it */
+ abc = *ret_abc;
+ if ((*ret_abc)->type != alphabet_type) { status = eslEINCOMPAT; goto FAILURE; }
+ }
+ cm = CreateCM(nodes, M, abc);
+
+ if (! tagged_bin_string_read(CMIO_NAME, &(cm->name), fp)) goto FAILURE;
+ if (! tagged_bin_string_read(CMIO_ACC, &(cm->acc), fp)) goto FAILURE;
+ if (! tagged_bin_string_read(CMIO_DESC, &(cm->desc), fp)) goto FAILURE;
+ /* we might have any combo of Rfam cutoffs */
+ if (! tagged_fread(CMIO_HASGA, (void *) &(has_ga), sizeof(int), 1, fp)) goto FAILURE;
+ if(has_ga) {
+ if (! tagged_fread(CMIO_GA, (void *) &(cm->ga), sizeof(int), 1, fp)) goto FAILURE;
+ cm->flags |= CMH_GA;
+ }
+ if (! tagged_fread(CMIO_HASTC, (void *) &(has_tc), sizeof(int), 1, fp)) goto FAILURE;
+ if(has_tc) {
+ if (! tagged_fread(CMIO_TC, (void *) &(cm->tc), sizeof(int), 1, fp)) goto FAILURE;
+ cm->flags |= CMH_TC;
+ }
+ if (! tagged_fread(CMIO_HASNC, (void *) &(has_nc), sizeof(int), 1, fp)) goto FAILURE;
+ if(has_nc) {
+ if (! tagged_fread(CMIO_NC, (void *) &(cm->nc), sizeof(int), 1, fp)) goto FAILURE;
+ cm->flags |= CMH_NC;
+ }
+ if (! tagged_fread(CMIO_ELSELFSC, (void *) &(cm->el_selfsc), sizeof(float), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_WBETA, (void *) &(cm->beta_W), sizeof(double),1, fp)) goto FAILURE;
+ cm->beta_qdb = cm->beta_W;
+ if (! tagged_fread(CMIO_NSEQ, (void *) &(cm->nseq), sizeof(int), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_EFFNSEQ, (void *) &(cm->eff_nseq), sizeof(float), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_CLEN, (void *) &(cm->clen), sizeof(int), 1, fp)) goto FAILURE;
+
+ /* comlog info */
+ if (! tagged_bin_string_read(CMIO_BCOM, &(cm->comlog->bcom), fp)) goto FAILURE;
+ if (! tagged_bin_string_read(CMIO_BDATE, &(cm->comlog->bdate), fp)) goto FAILURE;
+ if (! tagged_bin_string_read(CMIO_CCOM, &(cm->comlog->ccom), fp)) goto FAILURE;
+ if (! tagged_bin_string_read(CMIO_CDATE, &(cm->comlog->cdate), fp)) goto FAILURE;
+
+ /* null distro */
+ if (! tagged_fread(CMIO_NULL, (void *) cm->null, sizeof(float), cm->abc->K, fp)) goto FAILURE;
+ /* We might have exp tail stats */
+ if (! tagged_fread(CMIO_HASEXP, (void *) &(has_exp), sizeof(int), 1, fp)) goto FAILURE;
+ if(has_exp)
+ {
+ /* First is num partitions, allocate cmstats object based on this */
+ if (! tagged_fread(CMIO_NPART, (void *) &(np), sizeof(int), 1, fp)) goto FAILURE;
+ cm->stats = AllocCMStats(np);
+ if (! tagged_fread(CMIO_PARTS, (void *) cm->stats->ps, sizeof(int), np, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_PARTE, (void *) cm->stats->pe, sizeof(int), np, fp)) goto FAILURE;
+ /* Now set the gc2p GC content to partition map,
+ * [0..GC_SEGMENTS], telling which partition each belongs to */
+ gc = 0;
+ for(p = 0; p < cm->stats->np; p++) {
+ if(cm->stats->ps[p] != gc) goto FAILURE;
+ while(gc <= cm->stats->pe[p])
+ cm->stats->gc2p[gc++] = p;
+ }
+ if(gc != GC_SEGMENTS) goto FAILURE;
+
+ for(i = 0; i < EXP_NMODES; i++)
+ {
+ for(p = 0; p < cm->stats->np; p++)
+ {
+ if (! tagged_fread(CMIO_EXPLAMBDA, (void *) &(cm->stats->expAA[i][p]->lambda), sizeof(double), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_EXPMUE, (void *) &(cm->stats->expAA[i][p]->mu_extrap),sizeof(double), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_EXPMUO, (void *) &(cm->stats->expAA[i][p]->mu_orig), sizeof(double), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_EXPDBSIZE, (void *) &(cm->stats->expAA[i][p]->dbsize), sizeof(long), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_EXPNHITS, (void *) &(cm->stats->expAA[i][p]->nrandhits),sizeof(int), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_EXPTAILP, (void *) &(cm->stats->expAA[i][p]->tailp), sizeof(double), 1, fp)) goto FAILURE;
+ cm->stats->expAA[i][p]->cur_eff_dbsize = (long) (cm->stats->expAA[i][p]->nrandhits);
+ /* Previous line is to set cur_eff_dbsize as if database was of size cm->stats->expAA[p]->dbsize, we
+ * act as if the max hits we'll see is nrandhits, the number of hits we saw in cmcalibrate,
+ * so this is the highest possible E-value we can get.
+ * cur_eff_dbsize will be updated in cmsearch for whatever the target database size is. */
+ cm->stats->expAA[i][p]->is_valid = TRUE; /* set valid flag */
+ }
+ }
+ cm->flags |= CMH_EXPTAIL_STATS;
+ }
+ if (! tagged_fread(CMIO_HASFILTER, (void *) &(has_fthr), sizeof(int), 1, fp)) goto FAILURE;
+ /* We might have HMM filter threshold stats */
+ if(has_fthr)
+ {
+ if(! has_exp) goto FAILURE; /* filter threshold stats should only exist if exp tail stats exist */
+ for(i = 0; i < FTHR_NMODES; i++)
+ {
+ if (! tagged_fread(CMIO_FTHRNCUT, (void *) &(cm->stats->hfiA[i]->ncut), sizeof(int), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_FTHRF, (void *) &(cm->stats->hfiA[i]->F), sizeof(float), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_FTHRN, (void *) &(cm->stats->hfiA[i]->N), sizeof(int), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_FTHRDB, (void *) &(cm->stats->hfiA[i]->dbsize), sizeof(long), 1, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_FTHRABTS, (void *) &(cm->stats->hfiA[i]->always_better_than_Smax), sizeof(int), 1, fp)) goto FAILURE;
+ ESL_ALLOC(cm->stats->hfiA[i]->cm_E_cut, sizeof(float) * cm->stats->hfiA[i]->ncut);
+ ESL_ALLOC(cm->stats->hfiA[i]->fwd_E_cut, sizeof(float) * cm->stats->hfiA[i]->ncut);
+ if (! tagged_fread(CMIO_FTHRCMECUT, (void *) cm->stats->hfiA[i]->cm_E_cut, sizeof(float), cm->stats->hfiA[i]->ncut, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_FTHRFWDECUT, (void *) cm->stats->hfiA[i]->fwd_E_cut, sizeof(float), cm->stats->hfiA[i]->ncut, fp)) goto FAILURE;
+ cm->stats->hfiA[i]->is_valid = TRUE; /* set valid flag */
+ }
+ cm->flags |= CMH_FILTER_STATS;
+ }
+ /* if we have exp tail stats we must have filter thresholds stats,
+ * and if we have filter threshold stats we must have exp tail stats.
+ */
+ if( (cm->flags & CMH_EXPTAIL_STATS) && (!(cm->flags & CMH_FILTER_STATS))) goto FAILURE;
+ if((!(cm->flags & CMH_EXPTAIL_STATS)) && (cm->flags & CMH_FILTER_STATS)) goto FAILURE;
+
+ /* Main model section */
+ CMZero(cm);
+ if (! tagged_fread(CMIO_STTYPE, (void *) cm->sttype, sizeof(char), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_NDIDX, (void *) cm->ndidx, sizeof(int), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_STID, (void *) cm->stid, sizeof(char), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_CFIRST, (void *) cm->cfirst, sizeof(int), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_CNUM, (void *) cm->cnum, sizeof(int), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_PLAST, (void *) cm->plast, sizeof(int), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_PNUM, (void *) cm->pnum, sizeof(int), cm->M, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_NODEMAP, (void *) cm->nodemap, sizeof(int), cm->nodes, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_NDTYPE, (void *) cm->ndtype, sizeof(char), cm->nodes, fp)) goto FAILURE;
+ for (v = 0; v < cm->M; v++) {
+ if (! tagged_fread(CMIO_T, (void *) cm->t[v], sizeof(float), MAXCONNECT, fp)) goto FAILURE;
+ if (! tagged_fread(CMIO_E, (void *) cm->e[v], sizeof(float), cm->abc->K*cm->abc->K, fp)) goto FAILURE;
+ }
+
+ if (! tagged_fread(CMIO_END_DATA, (void *) NULL, 0, 0, fp)) goto FAILURE;
+
+ /* EPN 10.29.06 Remove the sole source of CM ambiguities. Find and detach insert states
+ * that are 1 state before an END_E. */
+ cm_find_and_detach_dual_inserts(cm,
+ FALSE, /* Don't check END_E-1 states have 0 counts, they may not if
+ * an old version (0.7 or earlier) of cmbuild was used, or
+ * cmbuild --nodetach was used to build the CM */
+ TRUE); /* Detach the states by setting trans probs into them as 0.0 */
+
+ /* Success.
+ * Renormalize the CM, and return.
+ */
+ CMRenormalize(cm);
+
+ if (*ret_abc == NULL) *ret_abc = abc; /* pass our new alphabet back to caller, if caller didn't know it already */
+ *ret_cm = cm;
+ return eslOK;
+
+ FAILURE:
+ if (cm != NULL) FreeCM(cm);
+ ESL_FAIL(eslEFORMAT, errbuf, "Error reading the cmfile. Is it corrupt or built with a pre-1.0 cmbuild?");
+ return status; /* NEVERREACHED */
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Error ran out of memory reading the cmfile.");
+ return status; /* NEVERREACHED */
+}
+
+static void
+tagged_fwrite(int tag, void *ptr, size_t size, size_t nmemb, FILE *fp)
+{
+ int nbytes;
+
+ nbytes = size * nmemb;
+ fwrite(&tag, sizeof(int), 1, fp);
+ fwrite(&nbytes, sizeof(int), 1, fp);
+ if (nbytes != 0 && ptr != NULL)
+ fwrite(ptr, size, nmemb, fp);
+}
+static int
+tagged_fread(int expected_tag, char *s, size_t size, size_t nmemb, FILE *fp)
+{
+ int tag;
+ int nbytes;
+
+ fread(&tag, sizeof(int), 1, fp); if (tag != expected_tag) return 0;
+ fread(&nbytes, sizeof(int), 1, fp); if (nbytes != (size*nmemb)) return 0;
+ if (nbytes != 0)
+ fread(s, size, nmemb, fp);
+ return 1;
+}
+static void
+tagged_bin_string_write(int tag, char *s, FILE *fp)
+{
+ int len;
+ if (s != NULL) {
+ len = strlen(s);
+ tagged_fwrite(tag, s, sizeof(char), len, fp);
+ } else {
+ tagged_fwrite(tag, NULL, 0, 0, fp);
+ }
+}
+static int
+tagged_bin_string_read(int expected_tag, char **ret_s, FILE *fp)
+{
+ int status;
+ int tag;
+ int nbytes;
+ char *s;
+
+ fread(&tag, sizeof(int), 1, fp);
+ if (tag != expected_tag) return 0;
+ fread(&nbytes, sizeof(int), 1, fp);
+ if (nbytes > 0) {
+ ESL_ALLOC(s, sizeof(char) * (nbytes+1));
+ s[nbytes] = '\0';
+ fread(s, sizeof(char), nbytes, fp);
+ } else s = NULL;
+ *ret_s = s;
+ return 1;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0; /* never reached */
+}
+/*****************************************************************
+ * Some miscellaneous utility functions
+ *****************************************************************/
+
+/* Function: prob2ascii()
+ *
+ * Purpose: Format a probability for output to an ASCII save
+ * file. Returns a ptr to a static internal buffer.
+ *
+ */
+static char *
+prob2ascii(float p, float null)
+{
+ static char buffer[32];
+
+ if (p == 0.0) return "*";
+ sprintf(buffer, "%.3f", sreLOG2(p/null));
+ return buffer;
+}
+
+
+/* Function: ascii2prob()
+ *
+ * Purpose: Convert a saved string back to a probability.
+ */
+static float
+ascii2prob(char *s, float null)
+{
+ return (*s == '*') ? 0. : exp(atof(s)/1.44269504)*null;
+}
+
+/* EPN, Tue Aug 7 15:54:15 2007
+ * is_integer() and is_real(), savagely ripped verbatim out
+ * of Easel's esl_getopts.c, where they were private.
+ */
+/* Function: is_integer()
+ *
+ * Returns TRUE if <s> points to something that atoi() will parse
+ * completely and convert to an integer.
+ */
+static int
+is_integer(char *s)
+{
+ int hex = 0;
+
+ if (s == NULL) return 0;
+ while (isspace((int) (*s))) s++; /* skip whitespace */
+ if (*s == '-' || *s == '+') s++; /* skip leading sign */
+ /* skip leading conversion signals */
+ if ((strncmp(s, "0x", 2) == 0 && (int) strlen(s) > 2) ||
+ (strncmp(s, "0X", 2) == 0 && (int) strlen(s) > 2))
+ {
+ s += 2;
+ hex = 1;
+ }
+ else if (*s == '0' && (int) strlen(s) > 1)
+ s++;
+ /* examine remainder for garbage chars */
+ if (!hex)
+ while (*s != '\0')
+ {
+ if (!isdigit((int) (*s))) return 0;
+ s++;
+ }
+ else
+ while (*s != '\0')
+ {
+ if (!isxdigit((int) (*s))) return 0;
+ s++;
+ }
+ return 1;
+}
+
+
+/* is_real()
+ *
+ * Returns TRUE if <s> is a string representation
+ * of a valid floating point number, convertable
+ * by atof().
+ */
+static int
+is_real(char *s)
+{
+ int gotdecimal = 0;
+ int gotexp = 0;
+ int gotreal = 0;
+
+ if (s == NULL) return 0;
+
+ while (isspace((int) (*s))) s++; /* skip leading whitespace */
+ if (*s == '-' || *s == '+') s++; /* skip leading sign */
+
+ /* Examine remainder for garbage. Allowed one '.' and
+ * one 'e' or 'E'; if both '.' and e/E occur, '.'
+ * must be first.
+ */
+ while (*s != '\0')
+ {
+ if (isdigit((int) (*s))) gotreal++;
+ else if (*s == '.')
+ {
+ if (gotdecimal) return 0; /* can't have two */
+ if (gotexp) return 0; /* e/E preceded . */
+ else gotdecimal++;
+ }
+ else if (*s == 'e' || *s == 'E')
+ {
+ if (gotexp) return 0; /* can't have two */
+ else gotexp++;
+ }
+ else if (isspace((int) (*s)))
+ break;
+ s++;
+ }
+
+ while (isspace((int) (*s))) s++; /* skip trailing whitespace */
+ if (*s == '\0' && gotreal) return 1;
+ else return 0;
+}
+
diff --git a/src/cm_modelconfig.c b/src/cm_modelconfig.c
new file mode 100644
index 0000000..5c3d2b2
--- /dev/null
+++ b/src/cm_modelconfig.c
@@ -0,0 +1,636 @@
+/* cm_modelconfig.c
+ * SRE, Wed May 8 14:30:38 2002 [St. Louis]
+ * SVN $Id: cm_modelconfig.c 2623 2008-11-11 23:35:40Z nawrockie $
+ *
+ * Configuring a model into different global or local modes.
+ *
+ ******************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ******************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <string.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/*
+ * Function: ConfigCM()
+ * Date: EPN, Thu Jan 4 06:36:09 2007
+ * Purpose: Configure a CM for alignment or search based on cm->config_opts,
+ * cm->align_opts and cm->search_opts.
+ * Always builds CP9 HMM (it's fast).
+ * Calculates query dependent bands (QDBs) if nec.
+ * QDBs can also be passed in.
+ *
+ * Args: CM - the covariance model
+ * always_calc_W - TRUE to always calculate W even if we're not calcing
+ * QDBs, FALSE to only calc W if we're calcing QDBs
+ *
+ * Returns: <eslOK> on success.
+ * <eslEINVAL> on contract violation.
+ * <eslEMEM> on memory allocation error.
+ */
+int
+ConfigCM(CM_t *cm, int always_calc_W)
+{
+ float swentry, swexit;
+
+ /* Build the CP9 HMM and associated data */
+ /* IMPORTANT: do this before setting up CM for local mode
+ * if we already have these, free them (wasteful but safe,
+ * and not a big deal b/c we 'should' only call ConfigCM() once
+ * per CM.
+ */
+ if(cm->cp9map != NULL) FreeCP9Map(cm->cp9map);
+ if(cm->cp9b != NULL) FreeCP9Bands(cm->cp9b);
+ if(cm->cp9 != NULL) FreeCPlan9(cm->cp9);
+ if(cm->cp9_mx != NULL) FreeCP9Matrix(cm->cp9_mx);
+ if(cm->cp9_bmx != NULL) FreeCP9Matrix(cm->cp9_bmx);
+
+ if(!(build_cp9_hmm(cm, &(cm->cp9), &(cm->cp9map), FALSE, 0.0001, 0))) cm_Fail("Couldn't build a CP9 HMM from the CM\n");
+ cm->cp9b = AllocCP9Bands(cm, cm->cp9);
+ /* create the CP9 matrices, we init to 1 row, which is tiny so it's okay
+ * that we have two of them, we only grow them as needed, cp9_bmx is
+ * only needed if we're doing Forward -> Backward -> Posteriors.
+ */
+ cm->cp9_mx = CreateCP9Matrix(1, cm->cp9->M);
+ cm->cp9_bmx = CreateCP9Matrix(1, cm->cp9->M);
+ cm->flags |= CMH_CP9; /* raise the CP9 flag */
+
+ /* Possibly configure the CM for local alignment. */
+
+ if (cm->config_opts & CM_CONFIG_LOCAL)
+ {
+ ConfigLocal(cm, cm->pbegin, cm->pend);
+ CMLogoddsify(cm);
+ }
+ /* Possibly configure the CP9 for local alignment
+ * Note: CP9 local/glocal config does not have to necessarily match CM config,
+ * although all the executables are currently setup so that when CM goes
+ * local HMM goes local.
+ */
+ if((cm->config_opts & CM_CONFIG_HMMLOCAL) || (cm->align_opts & CM_ALIGN_SUB)) {
+ if(cm->align_opts & CM_ALIGN_SUB) {
+ /* To get spos and epos for the sub_cm,
+ * we config the HMM to local mode with equiprobable start/end points.
+ * and we DO NOT make I_0 and I_M unreachable. These states map to ROOT_IL and ROOT_IR,
+ * which are unreachable in a locally configured CM.
+ */
+ swentry= ((cm->cp9->M)-1.)/cm->cp9->M; /* all start pts equiprobable, including 1 */
+ swexit = ((cm->cp9->M)-1.)/cm->cp9->M; /* all end pts equiprobable, including M */
+ CPlan9SWConfig(cm->cp9, swentry, swexit, FALSE, cm->ndtype[1]); /* FALSE means don't make I_0, D_1, I_M unreachable */
+ }
+ else {
+ /* if we're setting up the HMM for local search/alignment but NOT for a sub CM alignment,
+ * we DO make I_0 and I_M unreachable. These states map to ROOT_IL and ROOT_IR,
+ * which are unreachable in a locally configured CM.
+ */
+ /* CPlan9CMLocalBeginConfig(cm); */
+ swentry = cm->pbegin;
+ swexit = cm->pbegin;
+ /* swentry= ((cm->cp9->M)-1.)/cm->cp9->M; *//* all start pts equiprobable, including 1 */
+ /* swexit = ((cm->cp9->M)-1.)/cm->cp9->M; *//* all end pts equiprobable, including M */
+ CPlan9SWConfig(cm->cp9, swentry, swexit, TRUE, cm->ndtype[1]); /* TRUE means do make I_0, D_1, I_M unreachable to match the CM */
+ }
+ CP9Logoddsify(cm->cp9);
+ }
+ if(cm->config_opts & CM_CONFIG_HMMEL)
+ CPlan9ELConfig(cm);
+
+ /*
+ FILE *fp;
+ fp = fopen("temphmm1" ,"w");
+ debug_print_cp9_params(fp, cm->cp9, TRUE);
+ fclose(fp);
+
+ fp = fopen("tempcm1" ,"w");
+ debug_print_cm_params(fp, cm);
+ fclose(fp);
+ */
+
+ /* If nec, set up the query dependent bands, this has to be done after
+ * local is set up because we want to consider local begins, but NOT local
+ * ends. This is inefficient, local ends are set up twice currently, once
+ * before QDB calc, then turned off in BandCalculationEngine() then
+ * back on. */
+ if(cm->config_opts & CM_CONFIG_QDB) {
+ if(cm->flags & CMH_QDB) cm_Fail("ERROR in ConfigCM() CM already has QDBs\n");
+ ConfigQDBAndW(cm, TRUE);
+ }
+ else if(always_calc_W) ConfigQDBAndW(cm, FALSE); /* FALSE says: don't calculate QDBs, W will still be calc'ed and set */
+
+ /* We need to ensure that cm->el_selfsc * W >= IMPOSSIBLE
+ * (cm->el_selfsc is the score for an EL self transition) This is
+ * done because we potentially multiply cm->el_selfsc * W, and add
+ * that to IMPOSSIBLE.
+ */
+ if((cm->el_selfsc * cm->W) < IMPOSSIBLE)
+ {
+ cm->el_selfsc = (IMPOSSIBLE / (cm->W+1));
+ cm->iel_selfsc = -INFTY;
+ }
+ /* Potentially, overwrite transitions with non-probabilistic
+ * RSEARCH transitions, we do this after setting up QDBs and
+ * the CP9 HMM, so they'll correspond to the probabilistic
+ * transitions that existed prior to overwriting with RSEARCH
+ * transitions. Transitions scores are overwritten in CMLogoddsify()
+ */
+ CMLogoddsify(cm);
+
+ /*debug_print_cm_params(stdout, cm);
+ debug_print_cp9_params(stdout, cm->cp9, TRUE);*/
+ return eslOK;
+}
+
+/*
+ * Function: ConfigLocal
+ * Purpose: Configure a CM for local alignment by spreading
+ * p_internal_start local entry probability evenly
+ * across all internal nodes, and by spreading
+ * p_internal_exit local exit probability evenly
+ * across all internal nodes.
+ *
+ * Args: cm - the covariance model
+ * p_internal_start - prob mass to spread for local begins
+ * p_internal_exit - prob mass to spread for local ends
+ */
+
+void
+ConfigLocal(CM_t *cm, float p_internal_start, float p_internal_exit)
+{
+ int status;
+ int v; /* counter over states */
+ int nd; /* counter over nodes */
+ int nstarts; /* number of possible internal starts */
+ int had_scanmatrix; /* true if CM had a scan matrix when function was entered */
+
+ /* contract check */
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ cm_Fail("ERROR in ConfigLocal(), CMH_LOCAL_BEGIN flag already up.\n");
+ if(cm->flags & CMH_LOCAL_END)
+ cm_Fail("ERROR in ConfigLocal(), CMH_LOCAL_END flag already up.\n");
+ if(cm->flags & CM_IS_SUB)
+ cm_Fail("ERROR in ConfigLocal(), CM is a sub CM, we can't localize it, we could if we first checked if its invalid (see cm_from_guide()).");
+
+ if(cm->flags & CMH_SCANMATRIX) had_scanmatrix = TRUE;
+ else had_scanmatrix = FALSE;
+
+ /*****************************************************************
+ * Internal entry.
+ *****************************************************************/
+ /* Count "internal" nodes: MATP, MATL, MATR, and BIF nodes.
+ * Ignore all start nodes, and also node 1 (which is always the
+ * "first" node and gets an entry prob of 1-p_internal_start).
+ */
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ }
+
+ /* Zero everything.
+ */
+ for (v = 0; v < cm->M; v++) cm->begin[v] = 0.;
+
+ /* Erase the previous transition p's from node 0. The only
+ * way out of node 0 is going to be local begin transitions
+ * from the root v=0 directly to MATP_MP, MATR_MR, MATL_ML,
+ * and BIF_B states.
+ *
+ * EPN, Wed Feb 14 13:56:02 2007: First we want to save
+ * the transition probs we're about to zero, so we can
+ * globalize this model later if we have to.
+ * cm->root_trans is NULL prior to this, so
+ * if we call ConfigGlobal() w/o executing this code,
+ * we'll die (with an EASEL contract exception).
+ */
+ if(cm->root_trans == NULL) /* otherwise they've already been set */
+ {
+ ESL_ALLOC(cm->root_trans, sizeof(float) * cm->cnum[0]);
+ for (v = 0; v < cm->cnum[0]; v++)
+ cm->root_trans[v] = cm->t[0][v];
+ }
+ for (v = 0; v < cm->cnum[0]; v++) cm->t[0][v] = 0.;
+
+ /* Node 1 gets prob 1-p_internal_start.
+ */
+ cm->begin[cm->nodemap[1]] = 1.-p_internal_start;
+
+ /* Remaining nodes share p_internal_start.
+ */
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ cm->begin[cm->nodemap[nd]] = p_internal_start/(float)nstarts;
+ }
+ cm->flags |= CMH_LOCAL_BEGIN;
+
+ /*****************************************************************
+ * Internal exit.
+ *****************************************************************/
+ ConfigLocalEnds(cm, p_internal_exit);
+
+ /* new local probs invalidate log odds scores and QDBs */
+ cm->flags &= ~CMH_BITS;
+ /* recalc QDBs if they exist */
+ if(cm->flags & CMH_QDB) {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->flags &= ~CMH_QDB;
+ ConfigQDBAndW(cm, TRUE); /* TRUE says: calc QDBs */
+ }
+ /* ConfigQDBAndW should rebuild scan matrix, if it existed */
+ if((! (cm->flags & CMH_SCANMATRIX)) && had_scanmatrix)
+ cm_Fail("ConfigLocal(), CM had a scan matrix, but ConfigQDBAndW didn't rebuild it.");
+
+ CMLogoddsify(cm);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/*
+ * Function: ConfigGlobal
+ * Purpose: Configure a CM in local alignment mode to global
+ * alignment mode.
+ *
+ * Args: CM - the covariance model
+ */
+
+void
+ConfigGlobal(CM_t *cm)
+{
+ int v; /* counter over states */
+
+ /*printf("in configGlobal\n");*/
+ /* Contract check: local begins MUST be active, if not then cm->root_trans (the
+ * transition probs from state 0 before local configuration) will be NULL,
+ * so we can't copy them back into cm->t[0], which is a problem. This is fragile. */
+ if(!(cm->flags & CMH_LOCAL_BEGIN))
+ cm_Fail("ERROR in ConfigGlobal() trying to globally configure a CM that has no local begins.");
+ if(!(cm->flags & CMH_LOCAL_END))
+ cm_Fail("ERROR in ConfigGlobal() trying to globally configure a CM that has no local ends.");
+ if(cm->root_trans == NULL)
+ cm_Fail("ERROR in ConfigGlobal() cm->root_trans NULL. CM must have been configured with local begins before we can configure it back to global");
+
+ /*****************************************************************
+ * Make local begins impossible
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++) cm->begin[v] = 0.;
+ /* Now reset transitions out of ROOT_S to their initial state,
+ * ConfigLocal() zeroes these guys, but they've been saved in
+ * the CM data structure in (C
+ * in the CM data structure. */
+ for (v = 0; v < cm->cnum[0]; v++) cm->t[0][v] = cm->root_trans[v];
+ /*printf("in ConfigGlobal, printing transitions from the root.\n");
+ for (v = 0; v < cm->cnum[0]; v++) printf("cm->t[0][v:%d]: %f\n", v, cm->t[0][v]);*/
+
+ cm->flags &= ~CMH_LOCAL_BEGIN; /* drop the local begin flag */
+
+ /*****************************************************************
+ * Make local ends impossible
+ *****************************************************************/
+ ConfigNoLocalEnds(cm);
+
+ /* new probs invalidate log odds scores and QDB */
+ cm->flags &= ~CMH_BITS;
+ /* Recalc QDBs if they exist */
+ if(cm->flags & CMH_QDB) {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->flags &= ~CMH_QDB;
+ ConfigQDBAndW(cm, TRUE); /* TRUE says: calc QDBs */
+ }
+ /* free and rebuild scan matrix to correspond to new QDBs, if it exists */
+ if(cm->flags & CMH_SCANMATRIX) {
+ int do_float = cm->smx->flags & cmSMX_HAS_FLOAT;
+ int do_int = cm->smx->flags & cmSMX_HAS_INT;
+ cm_FreeScanMatrixForCM(cm);
+ cm_CreateScanMatrixForCM(cm, do_float, do_int);
+ }
+
+ CMLogoddsify(cm);
+ return;
+}
+
+/**************************************************************************
+ * EPN 10.02.06
+ * Function: ConfigNoLocalEnds()
+ *
+ * Purpose: Set the probability of local ends to 0.0 for all states.
+ * This function was introduced for use in BandCalculationEngine()
+ * because allowing local ends when calculating bands dramatically
+ * widens all bands and decreases search acceleration. So this
+ * is the ad-hoc fix.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * Returns: (void)
+ */
+void
+ConfigNoLocalEnds(CM_t *cm)
+{
+ int v; /* counter over states */
+ int nd; /* counter over nodes */
+
+ /* Contract check */
+ if(!(cm->flags & CMH_LOCAL_END))
+ cm_Fail("ERROR in ConfigNoLocalEnds() CMH_LOCAL_END flag already down.\n");
+
+ for (v = 0; v < cm->M; v++) cm->end[v] = 0.;
+ /* Now, renormalize transitions */
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ {
+ v = cm->nodemap[nd];
+ esl_vec_FNorm(cm->t[v], cm->cnum[v]);
+ }
+ }
+ /* Disable the local end probs in the CP9 */
+ if((cm->flags |= CMH_CP9) && (cm->cp9->flags |= CPLAN9_EL))
+ CPlan9NoEL(cm);
+
+ cm->flags &= ~CMH_LOCAL_END; /* turn off local ends flag */
+ /* new probs invalidate log odds scores */
+ cm->flags &= ~CMH_BITS;
+ /* local end changes don't invalidate QDBs, which means
+ * they don't affect the ScanMatrix either.
+ */
+
+ return;
+}
+
+/*
+ * Function: ConfigLocalEnds()
+ * Date: EPN 10.02.06
+ * Purpose: Given a probability of local ends, spread the probability of
+ * local ends evenly across all states from which local ends are
+ * permitted (see code).
+ */
+
+void
+ConfigLocalEnds(CM_t *cm, float p_internal_exit)
+{
+ int v; /* counter over states */
+ int nd; /* counter over nodes */
+ int nexits; /* number of possible internal ends */
+ float denom;
+
+ /* Contract check */
+ if(cm->flags & CMH_LOCAL_END)
+ cm_Fail("ERROR in ConfigLocalEnds() CMH_LOCAL_END flag already up.\n");
+ if(cm->flags & CM_IS_SUB)
+ cm_Fail("ERROR in ConfigLocalEnds(), CM is a sub CM, we can't localize it, we could if we first checked if its invalid (see cm_from_guide()).");
+
+ /* Count internal nodes MATP, MATL, MATR, BEGL, BEGR that aren't
+ * adjacent to END nodes.
+ */
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ /* Spread the exit probability across internal nodes.
+ * Currently does not compensate for the decreasing probability
+ * of reaching a node, the way HMMER does: therefore the probability
+ * of exiting at later nodes is actually lower than the probability
+ * of exiting at earlier nodes. This should be a small effect.
+ */
+ for (v = 0; v < cm->M; v++) cm->end[v] = 0.;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ {
+ v = cm->nodemap[nd];
+ cm->end[v] = p_internal_exit / (float) nexits;
+ /* renormalize the main model transition distribution */
+ denom = esl_vec_FSum(cm->t[v], cm->cnum[v]);
+ denom += cm->end[v];
+ esl_vec_FScale(cm->t[v], cm->cnum[v], 1./denom);
+ /* cm->t[v] vector will purposefully no longer sum to 1.,
+ * if we were to append cm->end[v] as a new number in the vector, it would sum to 1.
+ */
+ }
+ }
+ /*printf("END %.4f %.4f %5d clen: %5d\n", p_internal_exit / (float) nexits, p_internal_exit, nexits, cm->clen);*/
+
+ cm->flags |= CMH_LOCAL_END;
+
+ /* new probs invalidate log odds scores */
+ cm->flags &= ~CMH_BITS;
+ /* local end changes don't invalidate QDBs, which means
+ * they don't affect the ScanMatrix either.
+ */
+
+ return;
+}
+
+/*
+ * Function: ConfigLocal_DisallowELEmissions()
+ * Purpose: Silence the EL state.
+ */
+void
+ConfigLocal_DisallowELEmissions(CM_t *cm)
+{
+ /* Set the EL self transition score to as close to IMPOSSIBLE
+ * as we can while still guaranteeing we won't get underflow errors.
+ * we need cm->el_selfsc * W >= IMPOSSIBLE
+ * because we will potentially multiply cm->el_selfsc * W, and add that to
+ * 2 * IMPOSSIBLE, and IMPOSSIBLE must be > -FLT_MAX/3 so we can add it together 3
+ * times (see structs.h).
+ */
+ cm_Fail("ConfigLocal_DisallowELEmissions is deprecated.");
+ cm->el_selfsc = (IMPOSSIBLE / (cm->W+1));
+ cm->iel_selfsc = -INFTY;
+ cm->iel_selfsc = -100 * INTSCALE;
+ return;
+}
+
+/* Function: ConfigQDBAndW
+ * Date: EPN, Wed Feb 13 17:44:02 2008
+ *
+ * Purpose: Configure a CM's query dependent bands (QDBs) and/or
+ * window length (W).
+ *
+ * Args: CM - the covariance model
+ * do_calc_qdb - TRUE to calculate QDBs and set cm->dmin, cm->dmax
+ * using cm->beta_qdb
+ */
+int
+ConfigQDBAndW(CM_t *cm, int do_calc_qdb)
+{
+ int mode;
+ int v;
+ int safe_windowlen;
+ int *dmin, *dmax;
+
+ /* Three possible modes, depending on input args.
+ * We'll have to do the band calculation either:
+ *
+ * 1. one time with beta == cm->beta_W to calculate cm->W.
+ * 2. one time with beta == cm->beta_qdb to calculate cm->dmin and
+ * cm->dmax bands, and implicitly W.
+ * 3. twice, once with beta == cm->beta_W, to calculate cm->W,
+ * and again with beta == cm->beta_qdb to calculate cm->dmin
+ * cm->dmax bands.
+ */
+
+ if(!do_calc_qdb) mode = 1;
+ else { /* do_calc_qdb */
+ if((cm->beta_W - cm->beta_qdb) > eslSMALLX1) {
+ mode = 3;
+ /* TRUE if cm->beta_W used to calc W is greater than cm->beta_qdb,
+ * in this case, we're in mode 3, cm->W will be less than
+ * cm->dmax[0] (and cm->dmax[v] for other v as well).
+ * That's okay, we'll truncate those bands on d to
+ * never exceed W, but they'll be wider for some v than
+ * they would have if we used cm->beta_W to calc qdbs.
+ * (Imagine a CM with node 1 == BIF_nd, the BEGL and BEGR
+ * subtrees can have wide bands, they just can't both
+ * combine to have a BIF subtree that exceeds cm->W, this
+ * allows insertions in BEGL or BEGR subtrees, but not both.
+ */
+ }
+ else mode = 2;
+ /* only calculate bands with cm->beta_qdb, then set W
+ * as cm->dmax[0]. This may give W less than we would've
+ * got with cm->beta_W. But if we're using the QDBs anyway,
+ * the biggest hit we'll possibly get is cm->dmax[0] residues.
+ */
+ }
+
+ /* run band calculation(s) */
+ if(mode == 1 || mode == 3) { /* calculate cm->W */
+ safe_windowlen = cm->clen * 3;
+ while(!(BandCalculationEngine(cm, safe_windowlen, cm->beta_W, FALSE, &(dmin), &(dmax), NULL, NULL))) {
+ free(dmin);
+ free(dmax);
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("ConfigQDBAndW(), mode 2, safe_windowlen big: %d\n", safe_windowlen);
+ }
+ cm->W = dmax[0];
+ free(dmin);
+ free(dmax);
+ }
+ if(mode == 2 || mode == 3) { /* calculate QDBs */
+ safe_windowlen = cm->clen * 3;
+ /* Contract check */
+ if(cm->flags & CMH_QDB) cm_Fail("ConfigQDBAndW(): about to calculate QDBs, but CMH_QDB flag is already up.\n");
+ if(cm->dmin != NULL) { free(cm->dmin); cm->dmin = NULL; }
+ if(cm->dmax != NULL) { free(cm->dmax); cm->dmax = NULL; }
+ while(!(BandCalculationEngine(cm, safe_windowlen, cm->beta_qdb, FALSE, &(cm->dmin), &(cm->dmax), NULL, NULL))) {
+ free(cm->dmin); cm->dmin = NULL;
+ free(cm->dmax); cm->dmax = NULL;
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("ConfigQDBAndW(), mode 2, safe_windowlen big: %d\n", safe_windowlen);
+ }
+ if(mode == 2) { /* set W as dmax[0], we're wasting time otherwise, looking at
+ * hits that are bigger than we're allowing with QDB. */
+ cm->W = cm->dmax[0];
+ } /* else, mode == 3, we set cm->W in loop above, it will be less than dmax[0] */
+
+ else { /* mode == 3 */
+ /* Quick check to make sure that cm->W >= dmin[v] for all v. If it's not, something went wrong */
+ for(v = 0; v < cm->M; v++) {
+ if(cm->W < cm->dmin[v]) cm_Fail("ConfigQDBAndW(), mode 3, cm->W set as %d with beta: %g, but dmin[v:%d] (%d) exceeds it. QDBs calc'ed with beta: %g. This shouldn't happen.\n", cm->W, cm->beta_W, v, dmin[v], cm->beta_qdb); }
+ }
+ cm->flags |= CMH_QDB; /* raise the QDB flag */
+ }
+ /* free and rebuild scan matrix to correspond to new QDBs and/or W,
+ * if it exists, this is where QDBs are potentially truncated
+ * in mode 3, that is: for all v, dmax[v] is reassigned as
+ * min(cm->dmax[v], cm->W) (note: we've ensured that
+ * dmin[v] < cm->W for all v above)
+ */
+ if(cm->flags & CMH_SCANMATRIX) {
+ int do_float = cm->smx->flags & cmSMX_HAS_FLOAT;
+ int do_int = cm->smx->flags & cmSMX_HAS_INT;
+ cm_FreeScanMatrixForCM(cm);
+ cm_CreateScanMatrixForCM(cm, do_float, do_int);
+ }
+ /*if(mode == 1 || mode == 3) printf("TEMP leaving ConfigQDBAndW(), mode: %d, set cm->W as: %d with beta_W: %g\n", mode, cm->W, cm->beta_W);
+ if(mode == 2) printf("TEMP leaving ConfigQDBAndW(), mode: %d, set cm->W as: %d with beta_W: %g\n", mode, cm->W, cm->beta_qdb);
+ if(mode == 2 || mode == 3) printf("TEMP leaving ConfigQDBAndW(), mode: %d, set qdbs dmax[0]: %d with beta_qdb: %g\n", mode, cm->dmax[0], cm->beta_qdb);*/
+ CMLogoddsify(cm); /* QDB calculation invalidates log odds scores */
+ return eslOK;
+}
+
+
+#if 0
+/* Function: ConfigQDB
+ * Date: EPN, Thu May 3 14:37:09 2007
+ * Purpose: Configure a CM's query dependent bands (QDBs).
+ * Args:
+ * CM - the covariance model
+ */
+int
+ConfigQDB(CM_t *cm)
+{
+ int safe_windowlen;
+
+ /* Contract check */
+ if(cm->flags & CMH_QDB)
+ cm_Fail("ERROR in ConfigQDB() CMH_QDB flag already up.\n");
+
+ safe_windowlen = cm->W * 2;
+ if(cm->dmin != NULL) {
+ free(cm->dmin);
+ cm->dmin = NULL;
+ }
+ if(cm->dmax != NULL) {
+ free(cm->dmax);
+ cm->dmax = NULL;
+ }
+ /*debug_print_cm_params(cm);*/
+ while(!(BandCalculationEngine(cm, safe_windowlen, cm->beta, 0, &(cm->dmin), &(cm->dmax), NULL, NULL)))
+ {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000))
+ cm_Fail("ERROR safe_windowlen big: %d\n", safe_windowlen);
+ }
+ /* Set W as dmax[0], we're wasting time otherwise, looking at
+ * hits that are bigger than we're allowing with QDB. */
+ cm->W = cm->dmax[0];
+ cm->flags |= CMH_QDB; /* raise the QDB flag */
+
+ /* free and rebuild scan matrix to correspond to new QDBs, if it exists */
+ if(cm->flags & CMH_SCANMATRIX) {
+ int do_float = cm->smx->flags & cmSMX_HAS_FLOAT;
+ int do_int = cm->smx->flags & cmSMX_HAS_INT;
+ cm_FreeScanMatrixForCM(cm);
+ cm_CreateScanMatrixForCM(cm, do_float, do_int);
+ }
+
+ CMLogoddsify(cm); /* QDB calculation invalidates log odds scores */
+ return eslOK;
+}
+#endif
diff --git a/src/cm_modelmaker.c b/src/cm_modelmaker.c
new file mode 100644
index 0000000..d357a1f
--- /dev/null
+++ b/src/cm_modelmaker.c
@@ -0,0 +1,1750 @@
+/* cm_modelmaker.c
+ * SRE, 28 Feb 2000
+ * SVN $Id: cm_modelmaker.c 2597 2008-09-30 15:30:43Z nawrockie $
+ *
+ * Construct a model from an alignment.
+ *
+ * Outline of the process:
+ * 1. construct a "guide" tree (gtr) for the alignment,
+ * specifying which columns are match vs. insert and
+ * how the model tree branches.
+ * 2. The guide tree is converted to a CM by cm_from_guide().
+ * 3. Individual tracebacks are constructed from individual
+ * aligned sequences by transmogrify().
+ * 4. The individual tracebacks are counted into a new model
+ * with ParsetreeCount().
+ *
+ * The CM containing counts is returned. The caller has to assign a
+ * prior to it, and convert it to probabilities; then assign a null
+ * model to it and convert to log-odds scores.
+ *
+ * The "guide tree" is a special use of a Parsetree_t structure.
+ * - tr->state contains a node type (e.g. MATP_nd), not a state index.
+ * - The numbering of the guide tree is a preorder traverse, identical to
+ * the numbering in the final CM.
+ * - emitl and emitr are relative to the alignment columns, not individual
+ * sequence positions.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+
+#include <stdlib.h>
+#include <string.h>
+#include <stdio.h>
+#include <ctype.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+static int check_for_pknots(char *cs, int alen);
+
+/* Function: HandModelmaker()
+ * Incept: SRE 29 Feb 2000 [Seattle]; from COVE 2.0 code
+ *
+ * Purpose: The customer always knows best.
+ *
+ * Construct a model given a stated structure. The structure
+ * is provided via a "ss_cons" (consensus structure) line, as would
+ * occur in an annotated SELEX or Stockholm file. Only > and < characters
+ * in this line are interpreted (as base pairs). Pseudoknots,
+ * if annotated, are ignored.
+ *
+ * Match vs. insert can be determined one of two ways. By default,
+ * the assignment is made by "gapthresh"; for columns with
+ * fractional occurence of gaps greater than this, the column
+ * is assigned to insert. If "use_rf" is TRUE, the rf (reference)
+ * line is interpreted as the assignment -- columns with non-space
+ * characters in the rf line are assigned to MATCH.
+ *
+ * Both rf and cs are provided in the msa structure.
+ *
+ * Args: msa - multiple alignment to build model from
+ * errbuf - for error messages
+ * use_rf - TRUE to use RF annotation to determine match/insert
+ * gapthresh - fraction of gaps to allow in a match column (if use_rf=FALSE)
+ * ret_cm - RETURN: new model (maybe NULL)
+ * ret_gtr - RETURN: guide tree for alignment (maybe NULL)
+ *
+ * Return: eslOK on success;
+ * eslEINCOMPAT on contract violation
+ */
+int
+HandModelmaker(ESL_MSA *msa, char *errbuf, int use_rf, float gapthresh, CM_t **ret_cm, Parsetree_t **ret_gtr)
+{
+ int status;
+ CM_t *cm; /* new covariance model */
+ Parsetree_t *gtr; /* guide tree for alignment */
+ ESL_STACK *pda; /* pushdown stack used in building gtr */
+ int *matassign; /* 0..alen-1 array; 0=insert col, 1=match col */
+ int *ct; /* 0..alen-1 base pair partners array */
+ int apos; /* counter over columns of alignment */
+ int idx; /* counter over sequences in the alignment */
+ int v; /* index of current node */
+ int i,j,k; /* subsequence indices */
+ int type; /* type of node we're working on */
+ int diff, bestdiff, bestk; /* used while finding optimal split points */
+ int nnodes; /* number of nodes in CM */
+ int nstates; /* number of states in CM */
+ int clen; /* consensus length of the model */
+ int *c2a_map; /* [1..clen] map from consensus (match) positions to alignment positions */
+ int *a2c_map; /* [1..msa->alen] map from alignment positions to consensus (match) positions, insert alignment positions = 0 */
+ int cpos; /* consensus position counter */
+ int k_cpos, i_cpos, j_cpos; /* consensus position that k, i, j (alignment positions) correspond to */
+ int kp; /* k prime, closest alignment position that is consensus to the right of k (that is kp >= k) */
+
+ if (msa->ss_cons == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "HandModelMaker(): No consensus structure annotation available for that alignment.");
+ if (! (msa->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINCOMPAT, errbuf, "HandModelMaker(): MSA is not digitized.");
+ if (use_rf && msa->rf == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "HandModelMaker(): No reference annotation available for the alignment.");
+
+ /* 1. Determine match/insert assignments
+ * matassign is 1..alen. Values are 1 if a match column, 0 if insert column.
+ */
+ ESL_ALLOC(matassign, sizeof(int) * (msa->alen+1));
+
+ /* Watch for off-by-one. rf is [0..alen-1]; matassign is [1..alen] */
+ if (use_rf) {
+ for (apos = 1; apos <= msa->alen; apos++)
+ matassign[apos] = (esl_abc_CIsGap(msa->abc, msa->rf[apos-1]) ? FALSE : TRUE);
+ }
+ else {
+ int gaps;
+ for (apos = 1; apos <= msa->alen; apos++) {
+ for (gaps = 0, idx = 0; idx < msa->nseq; idx++)
+ if (esl_abc_XIsGap(msa->abc, msa->ax[idx][apos])) gaps++;
+ matassign[apos] = ((double) gaps / (double) msa->nseq > gapthresh) ? 0 : 1;
+ }
+ }
+
+ /* 2. Determine a "ct" array, base-pairing partners for each position.
+ * Disallow/ignore pseudoknots by removing them prior to making the ct array.
+ * ct[] values give the index of a base pairing partner, or 0 for unpaired positions.
+ * Even though msa->ss_cons is in the 0..alen-1 coord system of msa, ct[]
+ * comes back in the 1..alen coord system of dsq.
+ */
+ esl_wuss_nopseudo(msa->ss_cons, msa->ss_cons); /* remove pknots in place */
+ ESL_ALLOC(ct, (msa->alen+1) * sizeof(int));
+ if (esl_wuss2ct(msa->ss_cons, msa->alen, ct) == eslESYNTAX)
+ cm_Fail("Consensus structure string is inconsistent");
+ else if (esl_wuss2ct(msa->ss_cons, msa->alen, ct) != eslOK) goto ERROR;
+
+ /* 3. Make sure the consensus structure "ct" is consistent with the match assignments.
+ * Wipe out all structure in insert columns; including the base-paired
+ * partner of insert-assigned columns. Also create a map from consensus positions
+ * to alignment positions (c2a_map) and vice versa (a2c_map), we'll use this
+ * to choose optimal k for bifurcations below.
+ */
+ clen = 1;
+ for (apos = 1; apos <= msa->alen; apos++) {
+ if (! matassign[apos]) {
+ if (ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ }
+ else clen++;
+ }
+ /* build c2a_map and a2c_map, we need clen before we can allocate c2a_map, hence the second apos=1..alen loop */
+ ESL_ALLOC(c2a_map, sizeof(int) * (clen+1));
+ ESL_ALLOC(a2c_map, sizeof(int) * (msa->alen+1));
+ c2a_map[0] = 0; /* invalid */
+ a2c_map[0] = 0; /* invalid */
+ cpos = 1;
+ for (apos = 1; apos <= msa->alen; apos++) {
+ if(matassign[apos]) {
+ a2c_map[apos] = cpos;
+ c2a_map[cpos] = apos;
+ cpos++;
+ }
+ else a2c_map[apos] = 0;
+ }
+
+ /* 4. Construct a guide tree.
+ * This code is borrowed from yarn's KHS2Trace().
+ *
+ * We also keep track of how many states we'll need in the final CM,
+ * so we'll know how much to allocate -- and the number of nodes,
+ * for informational purposes.
+ */
+ nstates = nnodes = 0;
+ gtr = CreateParsetree(100); /* the parse tree we'll grow */
+ pda = esl_stack_ICreate(); /* a pushdown stack for our indices */
+ if(pda == NULL) goto ERROR;
+ clen = 0;
+
+ /* Construction strategy has to make sure we number the nodes in
+ * preorder traversal: for bifurcations, we can't attach the right
+ * child until we've fully traversed the left side. Therefore, we have
+ * to push what we intend to attach, and pop it later. And since we
+ * don't know an index for the node until we attach it, we have no
+ * place to put the node's data except the stack -- so we have to
+ * push several numbers onto the stack: what type of node, what
+ * subseq it's responsible for (emitl...emitr), and what node
+ * index it attaches to.
+ *
+ * Note that we have to deal with the fact that ct is off-by-one
+ * in both indices and values: e.g. the base pairing partner
+ * j of residue i is ct[i-1]-1.
+ */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* what node it's attached to */
+ if((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR; /* emitl */
+ if((status = esl_stack_IPush(pda, msa->alen)) != eslOK) goto ERROR; /* emitr */
+ if((status = esl_stack_IPush(pda, ROOT_nd)) != eslOK) goto ERROR; /* "state" (e.g. node type) */
+
+ while (esl_stack_IPop(pda, &type) != eslEOD) /* pop a node type to attach */
+ {
+ esl_stack_IPop(pda, &j);
+ esl_stack_IPop(pda, &i); /* i..j == subseq we're responsible for */
+ esl_stack_IPop(pda, &v); /* v = index of parent node in gtr */
+
+ /* This node accounts for i..j, but we usually don't know how yet.
+ * Six possibilities:
+ * i > j; this is an END state; do nothing.
+ * this is already assigned as a BEGIN; push i,j
+ * i is unpaired; this is a MATL state; push i+1, j
+ * j is unpaired; this is a MATR state; push i,j-1
+ * i,j pair to each other; this is a MATP state; push i+1,j-1
+ * i,j pair but not to each other; this is a BIFURC state;
+ * pick mid ip <= mid < jp; push BEGIN i,mid and working i,mid,
+ * and push BEGIN mid+1,j and working mid+1,j
+ */
+ if (i > j) {
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, END_nd);
+ nstates += 1; /* END_nd -> E_st */
+ nnodes++;
+ }
+
+ else if (type == ROOT_nd) { /* try to push i,j; but deal with INSL and INSR */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, ROOT_nd);
+ for (; i <= j; i++) if (matassign[i]) break;
+ for (; j >= i; j--) if (matassign[j]) break;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR; /* here v==0 always. */
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 3; /* ROOT_nd -> S_st, IL_st, IR_st */
+ nnodes++;
+ }
+
+ else if (type == BEGL_nd) { /* no inserts */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, BEGL_nd);
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 1; /* BEGL_nd -> S_st */
+ nnodes++;
+ }
+
+ else if (type == BEGR_nd) { /* look for INSL */
+ v = InsertTraceNode(gtr, v, TRACE_RIGHT_CHILD, i, j, BEGR_nd);
+ for (; i <= j; i++) if (matassign[i]) break;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 2; /* BEGR_nd -> S_st IL_st */
+ nnodes++;
+ }
+
+ else if (ct[i] == 0) {
+ /* i unpaired. This is a MATL node; allow INSL */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, MATL_nd);
+ for (i = i+1; i <= j; i++) if (matassign[i]) break;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 3; /* MATL_nd -> ML_st, D_st, IL_st */
+ nnodes++;
+ clen += 1;
+ }
+
+ else if (ct[j] == 0) { /* j unpaired. MATR node. Deal with INSR */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, MATR_nd);
+ for (j = j-1; j >= i; j--) if (matassign[j]) break;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 3; /* MATR_nd -> MR_st, D_st, IL_st */
+ nnodes++;
+ clen += 1;
+ }
+
+ else if (ct[i] == j) { /* i,j paired to each other. MATP. deal with INSL, INSR */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, MATP_nd);
+ for (i = i+1; i <= j; i++) if (matassign[i]) break;
+ for (j = j-1; j >= i; j--) if (matassign[j]) break;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 6; /* MATP_nd -> MP_st, ML_st, MR_st, D_st, IL_st, IR_st */
+ nnodes++;
+ clen += 2;
+ }
+
+ else /* i,j paired but not to each other. BIFURC. no INS. */
+ {
+ /* Here's the first of two places where we can optimize the topology
+ * of a CM. (The other comes from choosing a state traversal order when
+ * building the CM.) Imagine a multifurcation of four domains:
+ * [1]..[2]..[3]..[4]
+ * The "default leftwise" rule means that BEGL/INSL generates the
+ * intervening sequences, so we must model the four stems as:
+ * [1], ..[2], ..[3], ..[4]
+ * but we have a choice of how we bifurcate:
+ * (1,2)(3,4) 1,(2,(3,4)) ((1,2),3),4
+ * Our choice affects the time and memory requirements of a divide
+ * conquer alignment algorithm. (1,(2,(3,4)) is most efficient for
+ * memory; (1,2)(3,4) is most efficient for time.
+ *
+ * So we may want to choose carefully from several possible split
+ * points k (3, in the above example). A priori we only know one
+ * possible midpoint precisely: ct[i]+1, the next base after closing
+ * domain 1. We can find the others by scanning for them, and we can
+ * be reasonably efficient about scanning by using ct[] to instantly
+ * skip subdomains.
+ */
+ /* One possible rule: optimize by finding most balanced split.
+ * Each stop of the following loop gives a possible midpoint k, which is
+ * then evaluated, keeping track of the best split so far.
+ */
+ /* EPN, Tue Sep 9 07:41:28 2008
+ * Revised this code block to pick optimal choice of k based
+ * on split lengths of consensus (match) positions instead
+ * of alignment positions, this actually yields most
+ * 'balanced' split as described above because DP operates
+ * on consensus positions, not alignment positions (which
+ * are affected by inserts in the input msa). Motivation for
+ * this revision was to allow merging of two alignments
+ * created by two runs cmalign to the same CM, which is done
+ * by converting both alignments to guidetrees, then each
+ * aligned seq to a parsetree then converting all parsetrees
+ * from both alignments to a single msa. Prior to the
+ * revision the specific guidetree built from an alignment
+ * was subject to the number of inserts in the msas, so we
+ * couldn't guarantee that both msas would yield the same
+ * guidetree, which was problematic. In other words, prior
+ * to this the SS_cons and RF annotation didn't determine
+ * the guidetree, but rather the SS_cons *and* the number
+ * and spacing of the inserts determined the guidetree; now
+ * the SS_cons and RF annotation completely determine the
+ * guidetree.
+ */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, BIF_nd);
+
+ i_cpos = a2c_map[i];
+ j_cpos = a2c_map[j];
+ bestk = ct[i]+1;
+ bestdiff = clen;
+ for (k = ct[i] + 1; k < ct[j]; k = ct[k] + 1)
+ {
+ /* set kp as the closest consensus position to k to the
+ * right (right side was chosen (over left) arbitrarily,
+ * practically it won't matter, as long as we always
+ * look the same way (right or left)) b/c what we really want
+ * is this choice to be deterministic based on SS_cons alone,
+ * that is a specific SS_cons yields same guide tree always,
+ * regardless of length and placement of inserts.
+ */
+ kp = k;
+ while(a2c_map[kp] == 0) kp++;
+ k_cpos = a2c_map[kp];
+ diff = abs(i_cpos+j_cpos-2*k_cpos); /* = len2-len1-1, where len2 = j_cpos-k_cpos+1, len1= k_cpos-i_cpos */
+ /* diff is difference in consensus positions between i..kp and kp..j */
+ if (diff < bestdiff) {
+ bestdiff = diff;
+ bestk = k;
+ }
+ while (ct[k] == 0) k++; /* at end of this while, k will be a paired, (and therefore consensus) position */
+ }
+ /* push the right BEGIN node first */
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, bestk)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, BEGR_nd)) != eslOK) goto ERROR;
+ /* then push the left BEGIN node */
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, bestk-1)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, BEGL_nd)) != eslOK) goto ERROR;
+ nstates += 1; /* BIF_nd -> B_st */
+ nnodes++;
+ }
+ } /* while something's on the stack */
+ esl_stack_Destroy(pda);
+ free(ct);
+
+ /* OK, we've converted ct into gtr -- gtr is a tree structure telling us the
+ * arrangement of consensus nodes. Now do the drill for constructing a full model
+ * using this guide tree.
+ */
+ cm = CreateCM(nnodes, nstates, msa->abc);
+ if((status = cm_from_guide(cm, errbuf, gtr, FALSE)) != eslOK) return status; /* FALSE says, we're not building a sub CM that will never be localized */
+ CMZero(cm);
+ cm->clen = clen;
+
+ free(matassign);
+free(c2a_map);
+free(a2c_map);
+ if (ret_cm != NULL) *ret_cm = cm; else FreeCM(cm);
+ if (ret_gtr != NULL) *ret_gtr = gtr; else FreeParsetree(gtr);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "HandModelMaker(): memory allocation error.");
+ return eslEMEM; /* never reached */
+}
+
+
+/* Function: cm_from_guide()
+ * Date: SRE, Sat Jul 29 09:25:49 2000 [St. Louis]
+ *
+ * Purpose: given a guide tree and an allocated CM,
+ * fill in all the structural information of the CM.
+ *
+ * Args: cm - allocated cm to construct
+ * errbuf - for error messages
+ * gtr - guide tree
+ * will_never_localize- TRUE if we're building a sub CM that we will never localize.
+ * This is only relevant b/c we can allow 'invalid' CMs in this case.
+ * An invalid CM is one that, if localized, could not generate all
+ * possible sequences (see comments in code below).
+ * We allow sub CMs to be invalid b/c we don't want cmalign to die
+ * when a target seq results in a sub CM that is invalid in the middle
+ * of a run. This is a pure hack and relies UNSAFELY on the assumption
+ * that the sub CM will never be localized (though in the current
+ * implementation sub CMs are only used by cmalign in global mode, thus
+ * they never are localized). Still, we don't raise a flag in the
+ * CM to prevent downstream localization, which is dangerous - if the
+ * implementation changes to allow sub CMs to become localized. Even then
+ * though the risk is small b/c an invalid CM only is a problem if we
+ * try to align a single residue sequence to it (again, see comments below
+ * for more explanation).
+ *
+ * Returns: eslOK on success;
+ */
+int
+cm_from_guide(CM_t *cm, char *errbuf, Parsetree_t *gtr, int will_never_localize)
+{
+ int status;
+ ESL_STACK *pda; /* pushdown stack used for traversing gtr */
+ int v; /* what node we're working on (in gtr index system)*/
+ int node; /* what node (preorder traversal numbering of CM) */
+ int state; /* what state (preorder traversal numbering of CM) */
+ int clen; /* current count of consensus length */
+ int nxtnodetype; /* type of a child node (e.g. MATP_nd) */
+ int prvnodetype; /* type of a parent node (e.g. MATP_nd) */
+
+ /* Some CM structural configuration info:
+ * child_count[] gives how many states are connectable in a child node.
+ * parent_count[] gives how many states are connectable in a parent node.
+ */
+ /* BIF, MATP, MATL, MATR, BEGL, BEGR, ROOT, END */
+ int child_count[] = { 1, 4, 2, 2, 1, 1, 0, 1};
+ int parent_count[] = { 1, 6, 3, 3, 1, 2, 3, 0};
+
+ node = state = clen = 0;
+ pda = esl_stack_ICreate();
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR; /* push ROOT_nd onto the stack */
+ while (esl_stack_IPop(pda, &v) != eslEOD)
+ {
+
+ if (gtr->state[v] == BIF_nd) {
+ prvnodetype = gtr->state[gtr->prv[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node ] = BIF_nd;
+
+ cm->sttype[state] = B_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = BIF_B;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = -1; /* we fill this in later, when we see the BEGR... */
+ if((status = esl_stack_IPush(pda, state)) != eslOK) goto ERROR; /* ... the trick we use to remember the connection */
+ cm->plast[state] = state-1;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtr[v])) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == MATP_nd) {
+ nxtnodetype = gtr->state[gtr->nxtl[v]];
+ prvnodetype = gtr->state[gtr->prv[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node ] = MATP_nd;
+ clen += 2;
+
+ cm->sttype[state] = MP_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATP_MP;
+ cm->cfirst[state] = state+4;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = state-1;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = ML_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATP_ML;
+ cm->cfirst[state] = state+3;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = state-2;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = MR_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATP_MR;
+ cm->cfirst[state] = state+2;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = state-3;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = D_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATP_D;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = state-4;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = IL_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATP_IL;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 5;
+ state++;
+
+ cm->sttype[state] = IR_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATP_IR;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 6;
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == MATL_nd) {
+ nxtnodetype = gtr->state[gtr->nxtl[v]];
+ prvnodetype = gtr->state[gtr->prv[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node ] = MATL_nd;
+ clen += 1;
+
+ cm->sttype[state] = ML_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATL_ML;
+ cm->cfirst[state] = state+2;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state-1;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = D_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATL_D;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state-2;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = IL_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATL_IL;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 3;
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == MATR_nd) {
+ nxtnodetype = gtr->state[gtr->nxtl[v]];
+ prvnodetype = gtr->state[gtr->prv[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node ] = MATR_nd;
+ clen += 1;
+
+ cm->sttype[state] = MR_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATR_MR;
+ cm->cfirst[state] = state+2;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state-1;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = D_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATR_D;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state-2;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ cm->sttype[state] = IR_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = MATR_IR;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 3;
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == BEGL_nd) {
+ nxtnodetype = gtr->state[gtr->nxtl[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node] = BEGL_nd;
+
+ cm->sttype[state] = S_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = BEGL_S;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = child_count[nxtnodetype];
+ cm->plast[state] = state-1;
+ cm->pnum[state] = 1;
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == BEGR_nd) {
+ int bifparent;
+
+ nxtnodetype = gtr->state[gtr->nxtl[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node] = BEGR_nd;
+
+ /* A trick: we need to attach this start state to the previous
+ * bifurcation. We stored the bif state index by pushing it onto
+ * the pda -- retrieve it now.
+ */
+ esl_stack_IPop(pda, &bifparent);
+ cm->cnum[bifparent] = state; /* remember, cnum overloaded for bif: idx of right child */
+
+ cm->sttype[state] = S_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = BEGR_S;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = bifparent;
+ cm->pnum[state] = 1;
+ state++;
+
+ cm->sttype[state] = IL_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = BEGR_IL;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 2;
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == ROOT_nd) {
+ nxtnodetype = gtr->state[gtr->nxtl[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node] = ROOT_nd;
+
+ cm->sttype[state] = S_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = ROOT_S;
+ cm->cfirst[state] = state+1;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = -1;
+ cm->pnum[state] = 0;
+ state++;
+
+ cm->sttype[state] = IL_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = ROOT_IL;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 2 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 2;
+ state++;
+
+ cm->sttype[state] = IR_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = ROOT_IR;
+ cm->cfirst[state] = state;
+ cm->cnum[state] = 1 + child_count[nxtnodetype];
+ cm->plast[state] = state;
+ cm->pnum[state] = 3;
+ state++;
+
+ node++;
+ if((status = esl_stack_IPush(pda, gtr->nxtl[v])) != eslOK) goto ERROR;
+ }
+
+ else if (gtr->state[v] == END_nd) {
+ prvnodetype = gtr->state[gtr->prv[v]];
+
+ cm->nodemap[node] = state;
+ cm->ndtype[node] = END_nd;
+
+ cm->sttype[state] = E_st;
+ cm->ndidx[state] = node;
+ cm->stid[state] = END_E;
+ cm->cfirst[state] = -1;
+ cm->cnum[state] = 0;
+ cm->plast[state] = state-1;
+ cm->pnum[state] = parent_count[prvnodetype];
+ state++;
+
+ node++;
+ }
+ }
+ esl_stack_Destroy(pda);
+ cm->M = state;
+ cm->nodes = node;
+ cm->clen = clen;
+
+ if(!will_never_localize) { /* input arg tells us we may localize this CM, check it's valid,
+ * if we won't localize it, then we don't check */
+ /* A couple of checks to make sure our CM is valid for local alignment/search.
+ * The following is invalid:
+ * 1. CMs with exactly 3 nodes. This must be either {ROOT, MATL, END} or
+ * {ROOT, MATP, END}. Either way a local end is impossible b/c local ends
+ * from nodes adjacent to end states are impossible. This is bad. Even
+ * worse is a {ROOT, MATL, END} model can't emit/align more than a single
+ * residue in local mode (ROOT_IL, ROOT_IR are unreachable, and so is MATL_IL,
+ * b/c it was detached to remove an ambiguity with ROOT_IR).
+ * 2. CMs with 0 MATL, MATR and BIF nodes. The reason is because such a CM only has
+ * a ROOT, a bunch of MATPs and an END, and it is impossible to align a single
+ * residue to such a model when it's in local mode.
+ */
+ if(cm->nodes == 3) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_from_guide(), it's illegal to construct a CM of only 3 nodes.");
+ if((CMCountNodetype(cm, MATL_nd) == 0) && (CMCountNodetype(cm, MATR_nd) == 0) && (CMCountNodetype(cm,BIF_nd) == 0)) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_from_guide(), it's illegal to construct a CM with 0 MATL, MATR and BIF nodes.");
+ }
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "cm_from_guide(): memory allocation error.");
+ return eslEMEM; /* NEVERREACHED */
+}
+
+
+
+
+/* Function: Transmogrify()
+ * Date: SRE, Thu May 30 15:10:22 2002 [a coffee shop in Madison]
+ *
+ * Purpose: Construct a "fake" tree for a given aligned sequence (aseq)
+ * and its digitized form dsq, given a new CM structure (cm) and
+ * a model guide tree (gtr). Same as transmogrify(), above,
+ * except this version can deal w/ local alignments.
+ *
+ * Keep in mind that aseq is 0..alen-1, dsq is 1..alen, and
+ * gtr is working in dsq's coordinates - hence the -1's in aseq
+ * indexing.
+ *
+ * We need aseq because we encode local alignment there: all
+ * non-insert columns marked '~' are local deletions. (Marking
+ * of gaps in insert columns is ignored.)
+ *
+ * Assumes that local begins do not go to insert states, and local
+ * ends do not come from insert states. To assert otherwise
+ * is an invalid input.
+ *
+ * It expects that local alignment transmogrification is only
+ * done in two situations: debugging, and training. Therefore,
+ * users don't provide local alignments to this function, and
+ * it's polite to cm_Fail() on any kind of input error.
+ *
+ * Args: cm - the newly built covariance model, corresponding to gtr
+ * gtr - guide tree
+ * ax - a digitized aligned sequence [1..alen]
+ * aseq - aligned sequence itself [0..alen-1]
+ * alen - length of alignment
+ *
+ * Returns: the individual parse tree.
+ * Caller is responsible for free'ing this w/ FreeParsetree().
+ */
+Parsetree_t *
+Transmogrify(CM_t *cm, Parsetree_t *gtr, ESL_DSQ *ax, char *aseq, int alen)
+{
+ int status;
+ Parsetree_t *tr;
+ int node; /* index of node in *gtr* we're working on */
+ int state; /* index of a state in the *CM* */
+ int type; /* a unique statetype */
+ ESL_STACK *pda; /* pushdown automaton for positions in tr */
+ int tidx; /* index *in parsetree tr* of state */
+ int i,j; /* coords in aseq */
+ int started; /* TRUE if we've transited out of ROOT */
+ int ended; /* TRUE if we've transited to EL and ended */
+ int nstarts; /* # of local transits out of ROOT: <= 1 */
+ int *localrun; /* local alignment gap run lengths */
+ int need_leftside;
+ int need_rightside;
+
+ tr = CreateParsetree(100);
+ pda = esl_stack_ICreate();
+
+ started = FALSE;
+ ended = FALSE;
+ nstarts = 0;
+
+ /* We preprocess the aseq to help with local alignment.
+ */
+ ESL_ALLOC(localrun, sizeof(int) * (alen+1));
+ localrun[0] = 0;
+ for (i = 0; i <= alen; i++)
+ if (i > 0 && aseq[i-1] == '~') localrun[i] = localrun[i-1]+1;
+ else localrun[i] = 0;
+
+ /* Because the gtr is already indexed in a preorder traversal,
+ * we can preorder traverse it easily w/ a for loop...
+ */
+ tidx = -1; /* first state to attach to; -1=special case for attaching root */
+ for (node = 0; node < cm->nodes; node++)
+ {
+ /* A generic sanity check: we can't end if we haven't started.
+ */
+ if (ended && ! started) goto FAILURE;
+
+ /* A (big) switch on node type.
+ */
+ switch (gtr->state[node]) {
+
+ /* The root node.
+ * Assume ROOT_S=0, ROOT_IL=1, ROOT_IR=2.
+ * started/ended are always FALSE when we get here.
+ * we can init a local start (in IL or IR).
+ */
+ case ROOT_nd:
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], 0);
+ for (i = gtr->emitl[node]; i < gtr->emitl[gtr->nxtl[node]]; i++)
+ if (!esl_abc_XIsGap(cm->abc, ax[i])) {
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ i, gtr->emitr[node], 1);
+ if (! started) { started = TRUE; nstarts++; }
+ }
+ for (j = gtr->emitr[node]; j > gtr->emitr[gtr->nxtl[node]]; j--)
+ if (!esl_abc_XIsGap(cm->abc, ax[j])) {
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD, i, j, 2);
+ if (! started) { started = TRUE; nstarts++; }
+ }
+ break;
+
+ /* A bifurcation node.
+ * Assume that we'll process the BEGL node next; push info
+ * for BEGR onto the PDA.
+ * If we ended above here, the B doesn't go into the parsetree.
+ * If we didn't start yet, the B doesn't go into the parsetree.
+ */
+ case BIF_nd:
+ if (ended) {
+ if (aseq[gtr->emitl[node]-1] == '~' && aseq[gtr->emitr[node]-1] == '~')
+ break;
+ else
+ goto FAILURE;
+ }
+
+ i = gtr->emitl[gtr->nxtl[node]];
+ j = gtr->emitr[gtr->nxtl[node]];
+ need_leftside = (localrun[j] - localrun[i-1] != j - i + 1) ? TRUE : FALSE;
+
+ i = gtr->emitl[gtr->nxtr[node]];
+ j = gtr->emitr[gtr->nxtr[node]];
+ need_rightside = (localrun[j] - localrun[i-1] != j - i + 1) ? TRUE : FALSE;
+
+ if (need_leftside && need_rightside) {
+ state = CalculateStateIndex(cm, node, BIF_B);
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], state);
+ if (! started) { started = TRUE; nstarts++; }
+ }
+ if((status = esl_stack_IPush(pda, ended)) != eslOK) goto ERROR; /* remember our ending status */
+ if((status = esl_stack_IPush(pda, started)) != eslOK) goto ERROR; /* remember our start status */
+ if((status = esl_stack_IPush(pda, tidx)) != eslOK) goto ERROR; /* remember index in tr; we pop in BEGR */
+ break;
+
+ /* A MATP node.
+ * If we see *,* in the seq, this is a local deletion.
+ * If we haven't started yet, just skip the node.
+ * If we have ended already, just skip the node;
+ * If we haven't ended yet, end on an EL.
+ * (* in only one position is invalid input.)
+ * Else, this is a real state: emission or deletion.
+ * If we thought we ended, that's invalid input.
+ * Else, attach this guy. If it's a new start, it gets attached
+ * to ROOT, and we bump nstarts; we should only do this once
+ * on valid input.
+ */
+ case MATP_nd:
+ if (esl_abc_XIsGap(cm->abc, ax[gtr->emitl[node]])) {
+ if (esl_abc_XIsGap(cm->abc, ax[gtr->emitr[node]])) type = MATP_D;
+ else type = MATP_MR;
+ } else {
+ if (esl_abc_XIsGap(cm->abc, ax[gtr->emitr[node]])) type = MATP_ML;
+ else type = MATP_MP;
+ }
+
+ if (type == MATP_D
+ && aseq[gtr->emitl[node]-1] == '~'
+ && aseq[gtr->emitr[node]-1] == '~')
+ {
+ if (! started || ended) break;
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], cm->M);
+ ended = TRUE;
+ break;
+ }
+ if (aseq[gtr->emitl[node]-1] == '~' || aseq[gtr->emitr[node]-1] == '~')
+ goto FAILURE;
+
+ if (ended) goto FAILURE;
+ state = CalculateStateIndex(cm, node, type);
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], state);
+ if (! started) { started = TRUE; nstarts++; }
+
+ state = CalculateStateIndex(cm, node, MATP_IL);
+ for (i = gtr->emitl[node]+1; i < gtr->emitl[gtr->nxtl[node]]; i++)
+ if (!esl_abc_XIsGap(cm->abc, ax[i])) {
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ i, gtr->emitr[node]-1, state);
+ if (! started) goto FAILURE;
+ }
+
+ state = CalculateStateIndex(cm, node, MATP_IR);
+ for (j = gtr->emitr[node]-1; j > gtr->emitr[gtr->nxtl[node]]; j--)
+ if (!esl_abc_XIsGap(cm->abc, ax[j])) {
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD, i, j, state);
+ if (! started) goto FAILURE;
+ }
+ break;
+
+ /* A MATL node.
+ * If we see * in the seq, this is a local deletion.
+ * If we haven't started yet, skip the node.
+ * If we have ended already, skip the node.
+ * If we haven't ended yet, end on an EL.
+ * Else, this is a real state (emission or deletion).
+ * If we thought we ended, this is invalid input.
+ * Else, attach this guy. If it's a new start, it is
+ * attached to root (tidx == -1), and we bump nstarts.
+ */
+ case MATL_nd:
+ if (esl_abc_XIsGap(cm->abc, ax[gtr->emitl[node]])) type = MATL_D;
+ else type = MATL_ML;
+
+ if (type == MATL_D && aseq[gtr->emitl[node]-1] == '~')
+ {
+ if (! started || ended) break;
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], cm->M);
+ ended = TRUE;
+ break;
+ }
+
+ if (ended) goto FAILURE;
+ state = CalculateStateIndex(cm, node, type);
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], state);
+ if (! started) { started = TRUE; nstarts++; }
+
+ state = CalculateStateIndex(cm, node, MATL_IL);
+ for (i = gtr->emitl[node]+1; i < gtr->emitl[gtr->nxtl[node]]; i++)
+ if (!esl_abc_XIsGap(cm->abc, ax[i])) {
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ i, gtr->emitr[node], state);
+ if (! started) goto FAILURE;
+ }
+ break;
+
+ /* MATR node.
+ * Similar logic as MATL above.
+ */
+ case MATR_nd:
+ if (esl_abc_XIsGap(cm->abc, ax[gtr->emitr[node]])) type = MATR_D;
+ else type = MATR_MR;
+
+ if (type == MATR_D && aseq[gtr->emitl[node]-1] == '~')
+ {
+ if (! started || ended) break;
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], cm->M);
+ ended = TRUE;
+ break;
+ }
+
+ if (ended) goto FAILURE;
+ state = CalculateStateIndex(cm, node, type);
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], state);
+ if (! started) { started = TRUE; nstarts++; }
+
+ state = CalculateStateIndex(cm, node, MATR_IR);
+ for (j = gtr->emitr[node]-1; j > gtr->emitr[gtr->nxtl[node]]; j--)
+ if (!esl_abc_XIsGap(cm->abc, ax[j])) {
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], j, state);
+ if (! started) goto FAILURE;
+ }
+ break;
+
+ /* BEGL_nd.
+ * If not started, or ended, skip node. Else, attach it.
+ */
+ case BEGL_nd:
+ if (! started || ended) break;
+ state = CalculateStateIndex(cm, node, BEGL_S);
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], state);
+ break;
+
+ /* BEGR_nd.
+ * Pop off info on whether we started or ended above this
+ * node in the CM.
+ * Logic different than BEGL above, because BEGR is dealing
+ * with an insert left state:
+ * If we've started, and not ended, attach the node.
+ * In dealing with inserts, if we think we've ended already,
+ * that's an invalid input.
+ */
+ case BEGR_nd:
+ esl_stack_IPop(pda, &tidx); /* recover parent bifurcation's index in trace */
+ esl_stack_IPop(pda, &started); /* did we start above here? */
+ esl_stack_IPop(pda, &ended); /* did we end above here? */
+
+ if (started && !ended)
+ {
+ state = CalculateStateIndex(cm, node, BEGR_S);
+ tidx = InsertTraceNode(tr, tidx, TRACE_RIGHT_CHILD,
+ gtr->emitl[node], gtr->emitr[node], state);
+ }
+ state = CalculateStateIndex(cm, node, BEGR_IL);
+ for (i = gtr->emitl[node]; i < gtr->emitl[gtr->nxtl[node]]; i++)
+ if (!esl_abc_XIsGap(cm->abc, ax[i])) {
+ if (ended) goto FAILURE;
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD, i,
+ gtr->emitr[node], state);
+ if (! started) goto FAILURE;
+ }
+ break;
+
+ /* An END node.
+ * If we've already ended (on EL), skip.
+ */
+ case END_nd:
+ if (started && ! ended) {
+ state = CalculateStateIndex(cm, node, END_E);
+ tidx = InsertTraceNode(tr, tidx, TRACE_LEFT_CHILD, -1, -1, state);
+ }
+ break;
+
+ default:
+ cm_Fail("bogus node type %d in transmogrify()", gtr->state[node]);
+ }
+ }
+ if (nstarts > 1) goto FAILURE;
+ free(localrun);
+ esl_stack_Destroy(pda);
+ return tr;
+
+ FAILURE:
+ free(localrun);
+ esl_stack_Destroy(pda);
+ FreeParsetree(tr);
+ cm_Fail("transmogrification failed: bad input sequence.");
+ return NULL; /* not reached */
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* not reached */
+
+}
+
+/* Function: ConsensusModelmaker()
+ * EPN 08.29.06 based closely on HandModelMaker:
+ * SRE 29 Feb 2000 [Seattle]; from COVE 2.0 code
+ *
+ * Purpose: Construct a model given a stated structure. The structure
+ * is provided via a "ss_cons" (consensus structure) line, as would
+ * occur in an annotated SELEX or Stockholm file. Only > and < characters
+ * in this line are interpreted (as base pairs). Pseudoknots,
+ * if annotated, are ignored.
+ *
+ * All positions/columns of the given structure are considered
+ * consensus, and this is the difference b/t this function and
+ * HandModelmaker. Also, this function does not take in a MSA
+ * data structure. It was originally written for building a
+ * new CM (a sub CM) that models a contiguous subset of columns
+ * of it's template (mother) CM.
+ *
+ * Args: abc - the alphabet
+ * errbuf - for error messages
+ * ss_cons - input consensus structure string
+ * clen - length of ss_cons, number of consensus columns
+ * building_sub_model - TRUE if building a sub CM (usually TRUE)
+ * ret_cm - RETURN: new model (maybe NULL)
+ * ret_gtr - RETURN: guide tree for alignment (maybe NULL)
+ *
+ * Return: eslOK on success;
+ * eslEINCOMPAT on contract violation
+ */
+int
+ConsensusModelmaker(const ESL_ALPHABET *abc, char *errbuf, char *ss_cons, int clen, int building_sub_model, CM_t **ret_cm, Parsetree_t **ret_gtr)
+{
+ int status;
+ CM_t *cm; /* new covariance model */
+ Parsetree_t *gtr; /* guide tree for alignment */
+ ESL_STACK *pda; /* pushdown stack used in building gtr */
+ int *ct; /* 0..alen-1 base pair partners array */
+ int v; /* index of current node */
+ int i,j,k; /* subsequence indices */
+ int type; /* type of node we're working on */
+ int diff, bestdiff, bestk; /* used while finding optimal split points */
+ int nnodes; /* number of nodes in CM */
+ int nstates; /* number of states in CM */
+ int obs_clen; /* observed (MATL+MATR+2*MATP) consensus len */
+
+ if (ss_cons == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "No consensus structure annotation available in ConsensusModelmaker().");
+
+ /* 1. Determine a "ct" array, base-pairing partners for each position.
+ * Disallow/ignore pseudoknots by removing them prior to making the ct array.
+ * ct[] values give the index of a base pairing partner, or 0 for unpaired positions.
+ * Even though ss_cons is in the 0..clen-1 coord system of msa, ct[]
+ * comes back in the 1..alen coord system of the sequence.
+ */
+ esl_wuss_nopseudo(ss_cons, ss_cons); /* remove pknots in place */
+ ESL_ALLOC(ct, (clen+1) * sizeof(int));
+ if ((status = esl_wuss2ct(ss_cons, clen, ct)) != eslOK) ESL_FAIL(status, errbuf, "Consensus string is inconsisent in ConsensusModelMaker().");
+
+ /* 2. Construct a guide tree.
+ * This codes is borrowed from HandModelmaker(), where it
+ * was originally borrowed from yarn's KHS2Trace().
+ *
+ * We also keep track of how many states we'll need in the final CM,
+ * so we'll know how much to allocate -- and the number of nodes,
+ * for informational purposes.
+ */
+ nstates = nnodes = 0;
+ gtr = CreateParsetree(100); /* the parse tree we'll grow */
+ pda = esl_stack_ICreate(); /* a pushdown stack for our indices */
+ obs_clen = 0;
+
+ /* Construction strategy has to make sure we number the nodes in
+ * preorder traversal: for bifurcations, we can't attach the right
+ * child until we've fully traversed the left side. Therefore, we have
+ * to push what we intend to attach, and pop it later. And since we
+ * don't know an index for the node until we attach it, we have no
+ * place to put the node's data except the stack -- so we have to
+ * push several numbers onto the stack: what type of node, what
+ * subseq it's responsible for (emitl...emitr), and what node
+ * index it attaches to.
+ *
+ * Note that we have to deal with the fact that ct is off-by-one
+ * in both indices and values: e.g. the base pairing partner
+ * j of residue i is ct[i-1]-1.
+ */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* what node it's attached to */
+ if((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR; /* emitl */
+ if((status = esl_stack_IPush(pda, clen)) != eslOK) goto ERROR; /* emitr */
+ if((status = esl_stack_IPush(pda, ROOT_nd)) != eslOK) goto ERROR; /* "state" (e.g. node type) */
+
+ while (esl_stack_IPop(pda, &type) != eslEOD) /* pop a node type to attach */
+ {
+ esl_stack_IPop(pda, &j);
+ esl_stack_IPop(pda, &i); /* i..j == subseq we're responsible for */
+ esl_stack_IPop(pda, &v); /* v = index of parent node in gtr */
+
+ /* This node accounts for i..j, but we usually don't know how yet.
+ * Six possibilities:
+ * i > j; this is an END state; do nothing.
+ * this is already assigned as a BEGIN; push i,j
+ * i is unpaired; this is a MATL state; push i+1, j
+ * j is unpaired; this is a MATR state; push i,j-1
+ * i,j pair to each other; this is a MATP state; push i+1,j-1
+ * i,j pair but not to each other; this is a BIFURC state;
+ * pick mid ip <= mid < jp; push BEGIN i,mid and working i,mid,
+ * and push BEGIN mid+1,j and working mid+1,j
+ */
+ if (i > j) {
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, END_nd);
+ nstates += 1; /* END_nd -> E_st */
+ nnodes++;
+ }
+
+ else if (type == ROOT_nd) { /* try to push i,j; but deal with INSL and INSR */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, ROOT_nd);
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR; /* here v==0 always. */
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 3; /* ROOT_nd -> S_st, IL_st, IR_st */
+ nnodes++;
+ }
+
+ else if (type == BEGL_nd) { /* no inserts */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, BEGL_nd);
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 1; /* BEGL_nd -> S_st */
+ nnodes++;
+ }
+
+ else if (type == BEGR_nd) { /* look for INSL */
+ v = InsertTraceNode(gtr, v, TRACE_RIGHT_CHILD, i, j, BEGR_nd);
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 2; /* BEGR_nd -> S_st IL_st */
+ nnodes++;
+ }
+
+ else if (ct[i] == 0) {
+ /* i unpaired. This is a MATL node; allow INSL */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, MATL_nd);
+ i++;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 3; /* MATL_nd -> ML_st, D_st, IL_st */
+ nnodes++;
+ obs_clen++;
+ }
+
+ else if (ct[j] == 0) { /* j unpaired. MATR node. Deal with INSR */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, MATR_nd);
+ j--;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 3; /* MATR_nd -> MR_st, D_st, IL_st */
+ nnodes++;
+ obs_clen++;
+ }
+
+ else if (ct[i] == j) { /* i,j paired to each other. MATP. deal with INSL, INSR */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, MATP_nd);
+ i++;
+ j--;
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, DUMMY_nd)) != eslOK) goto ERROR; /* we don't know yet what the next node will be */
+ nstates += 6; /* MATP_nd -> MP_st, ML_st, MR_st, D_st, IL_st, IR_st */
+ nnodes++;
+ obs_clen += 2;
+ }
+
+ else /* i,j paired but not to each other. BIFURC. no INS. */
+ {
+ /* Here's the first of two places where we can optimize the topology
+ * of a CM. (The other comes from choosing a state traversal order when
+ * building the CM.) Imagine a multifurcation of four domains:
+ * [1]..[2]..[3]..[4]
+ * The "default leftwise" rule means that BEGL/INSL generates the
+ * intervening sequences, so we must model the four stems as:
+ * [1], ..[2], ..[3], ..[4]
+ * but we have a choice of how we bifurcate:
+ * (1,2)(3,4) 1,(2,(3,4)) ((1,2),3),4
+ * Our choice affects the time and memory requirements of a divide
+ * conquer alignment algorithm. (1,(2,(3,4)) is most efficient for
+ * memory; (1,2)(3,4) is most efficient for time.
+ *
+ * So we may want to choose carefully from several possible split
+ * points k (3, in the above example). A priori we only know one
+ * possible midpoint precisely: ct[i]+1, the next base after closing
+ * domain 1. We can find the others by scanning for them, and we can
+ * be reasonably efficient about scanning by using ct[] to instantly
+ * skip subdomains.
+ */
+ /* One possible rule: optimize by finding most balanced split.
+ * Each stop of the following loop gives a possible midpoint k, which is
+ * then evaluated, keeping track of the best split so far.
+ */
+ /* EPN, Tue Sep 9 07:41:28 2008
+ * Note: HandModelMaker() was revised at precisely this point to chose
+ * k based on split lengths of consensus positions (instead of alignment
+ * positions), but we don't need that revision here b/c all positions
+ * are consensus so this code was already doing what the revised HandModelMaker()
+ * code now does. This is why this code block in Hand*() is more complex
+ * than the one here.
+ */
+ v = InsertTraceNode(gtr, v, TRACE_LEFT_CHILD, i, j, BIF_nd);
+
+ bestk = ct[i]+1;
+ bestdiff = clen;
+ for (k = ct[i] + 1; k < ct[j]; k = ct[k] + 1)
+ {
+ diff = abs(i+j-2*k); /* = len2-len1-1, where len2 = j-k+1, len1= k-i */
+ if (diff < bestdiff) {
+ bestdiff = diff;
+ bestk = k;
+ }
+ while (ct[k] == 0) k++;
+ }
+ /* push the right BEGIN node first */
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, bestk)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, BEGR_nd)) != eslOK) goto ERROR;
+ /* then push the left BEGIN node */
+ if((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, i)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, bestk-1)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, BEGL_nd)) != eslOK) goto ERROR;
+ nstates += 1; /* BIF_nd -> B_st */
+ nnodes++;
+ }
+ } /* while something's on the stack */
+ if(obs_clen != clen) cm_Fail("ConsensusModelMaker(): obs_clen: %d != passed in clen: %d\n", obs_clen, clen);
+ esl_stack_Destroy(pda);
+ free(ct);
+
+ /* OK, we've converted ct into gtr -- gtr is a tree structure telling us the
+ * arrangement of consensus nodes. Now do the drill for constructing a full model
+ * using this guide tree.
+ */
+ cm = CreateCM(nnodes, nstates, abc);
+ if((status = cm_from_guide(cm, errbuf, gtr, building_sub_model)) != eslOK) return status;
+ CMZero(cm);
+ cm->clen = clen;
+
+ if (ret_cm != NULL) *ret_cm = cm; else FreeCM(cm);
+ if (ret_gtr != NULL) *ret_gtr = gtr; else FreeParsetree(gtr);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "ConsensusModelMaker(): memory allocation error.");
+ return eslEMEM; /* never reached */
+
+}
+
+/**************************************************************************
+ * EPN 09.25.06 [Parkway Hotel St. Louis, MO]
+ * cm_find_and_detach_dual_inserts()
+ *
+ * Given a CM (potentially in counts form), find cases where two
+ * insert states insert at the same position (due to an ambiguity in the
+ * CM architecture). We know from the way CMs are constructed in
+ * HandModelMaker() that one of these states must be an IL or IR state
+ * immediately prior to an END_E state, and by the way counts are
+ * collected in ParseTreeCount() that this END_E-1 state will
+ * not be filled with any counts from the input seed sequences.
+ * However, to be safe, there's an option to this function
+ * to check to make sure both of these guarantees hold.
+ *
+ * Usually if this option is enabled with do_check=TRUE, the
+ * CM is in counts form so its possible to check to make sure
+ * the END_E-1 has 0 counts. Also, in this case the other option,
+ * do_detach is set to FALSE to tell the function not to detach
+ * the insert quite yet, we want to wait until the model has
+ * been priorified - and once it has we revisit this function
+ * with the do_check option as FALSE and do_detach as TRUE.
+ * With do_detach == TRUE, we 'detach' the END_E-1 state by
+ * setting all transitions into it as 0.0, making it impossible
+ * to reach.
+ *
+ * There should be exactly 1 dual insert for every END_E state.
+ *
+ * Args:
+ * CM_t cm,
+ * int do_check; TRUE to check the
+ * Returns: TRUE on success if all dual inserts are found and detached.
+ */
+int
+cm_find_and_detach_dual_inserts(CM_t *cm, int do_check, int do_detach)
+{
+
+ int status;
+ CMEmitMap_t *emap; /* consensus emit map for the cm */
+ int *cc2lins_map;
+ int *cc2rins_map;
+ int cc;
+ int nd;
+ int end_e_ct;
+ int detach_ct;
+ int v;
+
+ end_e_ct = 0;
+ detach_ct = 0;
+
+ /* Determine the number of END_E states in the model, this
+ * will be the number of inserts we want to detach.
+ */
+ for(v = 0; v <= cm->M; v++)
+ if(cm->sttype[v] == E_st)
+ end_e_ct++;
+
+ emap = CreateEmitMap(cm);
+ /*DumpEmitMap(stdout, emap, cm);*/
+
+ /* Based on the emitmap, make map of which nodes have an insert state that
+ * inserts AFTER (in case of *lmap) and BEFORE (in case of *rmap)
+ * each consensus node.
+ * cc2lins_map[cc] = v, where cm state v is an IL_st that
+ * emits after consensus column cc.
+ * cc2rins_map[cc] = v, where cm state v is an IR_st that
+ * emits after consensus column cc.
+ * if no such state exists the value will be -1.
+ */
+
+ /* Allocate and initialize */
+ ESL_ALLOC(cc2lins_map, sizeof(int) * (emap->clen + 1));
+ ESL_ALLOC(cc2rins_map, sizeof(int) * (emap->clen + 1));
+ for(cc = 0; cc <= emap->clen; cc++)
+ {
+ cc2lins_map[cc] = -1;
+ cc2rins_map[cc] = -1;
+ }
+ /* fill in the map */
+ /* ROOT is special */
+ cc2lins_map[0] = 1; /* ROOT_IL */
+ cc2rins_map[emap->clen] = 2; /* ROOT_IR */
+ for(nd = 0; nd < cm->nodes; nd++)
+ {
+ switch (cm->ndtype[nd]) {
+ case MATP_nd:
+ cc2lins_map[emap->lpos[nd]] = cm->nodemap[nd] + 4; /* MATP_IL */
+ cc2rins_map[emap->rpos[nd] - 1] = cm->nodemap[nd] + 5; /* MATP_IR */
+ break;
+
+ case MATL_nd:
+ cc2lins_map[emap->lpos[nd]] = cm->nodemap[nd] + 2; /* MATL_IL */
+ break;
+
+ case MATR_nd:
+ cc2rins_map[emap->rpos[nd] - 1] = cm->nodemap[nd] + 2; /* MATR_IR */
+ break;
+
+ case BEGR_nd:
+ cc2lins_map[emap->lpos[nd]] = cm->nodemap[nd] + 1; /* BEGR_IL */
+ break;
+
+ default: {} /*do nothing*/
+ }
+ }
+
+ for(cc = 0; cc <= emap->clen; cc++)
+ {
+ if(cc2lins_map[cc] != -1 && cc2rins_map[cc] != -1)
+ {
+ detach_ct++;
+ /* Found a dual insert. */
+ if(do_check)
+ {
+ if(!(cm_check_before_detaching(cm, cc2lins_map[cc], cc2rins_map[cc])))
+ cm_Fail("ERROR cm_check_before_detaching() returned false\n");
+ }
+ if(do_detach)
+ if(!(cm_detach_state(cm, cc2lins_map[cc], cc2rins_map[cc])))
+ cm_Fail("ERROR cm_detach_state() returned false\n");
+ }
+ }
+
+ FreeEmitMap(emap);
+ free(cc2lins_map);
+ free(cc2rins_map);
+
+ if(detach_ct != end_e_ct)
+ return FALSE;
+ else
+ return TRUE;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return FALSE; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 09.18.06
+ * cm_detach_state()
+ *
+ * Given two insert states that map to the same state in the original,
+ * template CM, detach one of the them from the rest of the model by
+ * setting all transitions into it to 0.0. We choose the state to detach
+ * as the state that is immediately prior to an END_E in the sub_cm.
+ * This will always be the case because the sole source of alignment
+ * ambiguity in the CM architecture always involves 1 insert state
+ * immediately before an END_E.
+ *
+ * Args:
+ * CM_t cm,
+ * int insert1;
+ * int insert2;
+ * Returns: TRUE on success if insert1 or insert2 is a state immediately
+ * before an END_E, and we've detached it.
+ * FALSE otherwise
+ */
+int
+cm_detach_state(CM_t *cm, int insert1, int insert2)
+{
+ /*printf("\t**in cm_detach_state: insert1: %d | insert2: %d\n", insert1, insert2);*/
+
+ int ret_val;
+ int x, y;
+ int to_detach;
+ int x_offset;
+
+ ret_val = FALSE;
+
+ if(insert1 == insert2)
+ cm_Fail("ERROR in cm_detach_state: insert1==insert2:%d\n", insert1);
+
+ if(cm->sttype[insert1+1] == E_st)
+ {
+ ret_val = TRUE;
+ to_detach = insert1;
+ }
+ else
+ {
+ if(cm->sttype[insert2+1] != E_st)
+ cm_Fail("ERROR: in cm_detach_state insert1: %d and insert2: %d neither map to END_E-1 states.\n", insert1, insert2);
+ if(ret_val)
+ cm_Fail("ERROR: in cm_detach_state insert1: %d and insert2: %d both map to END_E-1 states.\n", insert1, insert2);
+ ret_val = TRUE;
+ to_detach = insert2;
+ }
+ if(ret_val)
+ {
+ /* Determine if we're detaching an IL_st, or the rare case of a MATP_IR st */
+ if(cm->sttype[to_detach] == IL_st)
+ x_offset = 0;
+ else
+ {
+ if(cm->stid[to_detach] != MATP_IR)
+ cm_Fail("ERROR: in cm_detach_state trying to detach a non-IL, non-MATP_IR state!\n");
+ x_offset = 1; /* MATP_* -> MATP_IR is second possible transition for MATP_*,
+ * unless * == MATP_IR, but we don't get there in for loop below. */
+ }
+ for (y = cm->pnum[to_detach]-1; y >= 1; y--)
+ /* y >= 1 means we never get to
+ * to_detach->to_detach prob, which is irrelevant. */
+ {
+ x = cm->plast[to_detach] - y;
+ cm->t[x][x_offset] = 0.0; /* x is a split set state in same node
+ * as insert1, we're setting transition
+ * from x -> to_detach as impossible.
+ */
+ /* Renormalize transitions out of x */
+ esl_vec_FNorm(cm->t[x], cm->cnum[x]);
+ /*printf("****setting transition probabilitity of x: %d to to_detach: %d cm->t[x][%d] as 0.0\n", x, to_detach, x_offset);*/
+ }
+ }
+ return ret_val;
+}
+
+/**************************************************************************
+ * EPN 09.25.06
+ * cm_check_before_detaching()
+ *
+ * Given two insert states that map to the same state in a CM, and
+ * given the CM in counts form (after being filled with counts from
+ * the parses implicit in the seed alignment), check the following
+ * two guarantees are met:
+ * (a) exactly one of the two inserts is immediately prior to an END_E
+ * state (END_E - 1).
+ * (b) the END_E - 1 state has been parameterized with 0 counts from
+ * the input alignment.
+ *
+ * NOTE: A special case is when insert1 is the MATP_IL and insert2 the
+ * MATP_IR of the same MATP node. This is the only case where
+ * the insert state to be detached is not an IL state, but rather
+ * the MATP_IR (but the guarantees still hold, the MATP_IR is
+ * END_E - 1, and always gets 0 counts)
+ *
+ * Args:
+ * CM_t cm,
+ * int insert1;
+ * int insert2;
+ * Returns: TRUE on success if insert1 or insert2 follow the guarantees
+ * FALSE otherwise
+ */
+int
+cm_check_before_detaching(CM_t *cm, int insert1, int insert2)
+{
+ int ret_val;
+ int i, yoffset;
+ int to_detach;
+ int to_keep;
+ float diff;
+
+ ret_val = FALSE;
+
+ if(insert1 == insert2)
+ cm_Fail("ERROR in cm_check_before_detaching(), insert1==insert2 (%d)\n", insert1);
+
+ if(cm->sttype[insert1+1] == E_st)
+ {
+ ret_val = TRUE;
+ to_detach = insert1;
+ to_keep = insert2;
+ }
+ if(cm->sttype[insert2+1] == E_st)
+ {
+ if(ret_val)
+ cm_Fail("ERROR: in cm_check_before_detaching() insert1: %d and insert2: %d both map to END_E-1 states.\n", insert1, insert2);
+ ret_val = TRUE;
+ to_detach = insert2;
+ to_keep = insert1;
+ }
+
+ /* check to make sure we have 0.0 counts in to_detach */
+ if(ret_val)
+ {
+ for(i = 0; i < MAXABET; i++)
+ {
+ if(cm->e[to_detach][i] >= 0.)
+ diff = cm->e[to_detach][i] - 0.;
+ else
+ diff = 0. - cm->e[to_detach][i];
+ if(diff > 0.000001)
+ cm_Fail("ERROR, to_detach state: %d e->[%d] is non-zero but rather %f\n", to_detach, i, cm->e[to_detach][i]);
+ }
+ for(yoffset = 0; yoffset < cm->cnum[to_detach]; yoffset++)
+ {
+ /*printf("to_detach t[%d] cts: %f\n", yoffset, cm->t[to_detach][yoffset]);*/
+ if(cm->t[to_detach][yoffset] >= 0.)
+ diff = cm->t[to_detach][yoffset] - 0.;
+ else
+ diff = 0. - cm->t[to_detach][yoffset];
+ if(diff > 0.000001)
+ cm_Fail("ERROR, to_detach state: %d t->[%d] is non-zero but rather %f\n", to_detach, yoffset, cm->t[to_detach][yoffset]);
+ }
+ }
+ return ret_val;
+}
+
+/* Functions: clean_cs()
+ * Date: SRE, Fri May 17 14:52:42 2002 [St. Louis]
+ *
+ * Purpose: Verify and (if needed) clean the consensus structure annotation.
+ */
+int
+clean_cs(char *cs, int alen, int be_quiet)
+{
+ int status;
+ int i;
+ int *ct;
+ int nright = 0;
+ int nleft = 0;
+ int nbad = 0;
+ char example;
+ int first;
+ int has_pseudoknots = FALSE;
+
+ /* 1. Check if we have a good CS line with >= 0 pseudoknotted
+ * base pairs.
+ */
+ ESL_ALLOC(ct, (alen+1) * sizeof(int));
+ if (esl_wuss2ct(cs, alen, ct) != eslOK)
+ cm_Fail("Consensus structure string is inconsistent");
+ free(ct);
+
+ /* 2. CS line is good, check for and remove pseudoknots
+ * if necessary. */
+ if (check_for_pknots(cs, alen)) {
+ has_pseudoknots = TRUE;
+ if(!be_quiet) printf(" [Consensus structure has annotated pseudoknots that will be ignored.]\n");
+ fflush(stdout);
+ }
+ else return TRUE; /* we're good, no need to clean it, there's no
+ * pseudoknots */
+
+ /* 3. Delete everything we don't recognize.
+ */
+ for (i = 0; i < alen; i++)
+ {
+ if (strchr("{[(<", cs[i]) != NULL) nleft++;
+ else if (strchr(">)]}", cs[i]) != NULL) nright++;
+ else if (strchr(":_-,.~", cs[i]) != NULL) ;
+ else if (has_pseudoknots && isalpha((int) cs[i])) cs[i] = '.';
+ else { /* count bad chars; remember first one; replace w/gap */
+ if (nbad == 0) { example = cs[i]; first = i; }
+ nbad++;
+ cs[i] = '.';
+ }
+ }
+ if (nbad > 0) {
+ if(!be_quiet) printf(" [Removed %d bad chars from consensus line. Example: a %c at position %d.]\n",
+ nbad, example, first);
+ fflush(stdout);
+ }
+
+ /* Check it again.
+ */
+ ESL_ALLOC(ct, (alen+1) * sizeof(int));
+ status = esl_wuss2ct(cs, alen, ct);
+ free(ct);
+ if(status == eslOK)
+ return TRUE;
+ printf(" [Failed to parse the consensus structure line.]\n");
+ return FALSE;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return FALSE; /* never reached */
+}
+
+/* Functions: check_for_pknots()
+ * Date: EPN, Mon Aug 6 14:46:24 2007
+ *
+ * Purpose: Simple check for pseudoknots in a consensus structure annotation.
+ * ASSUMES: CS has already been checked for consistency.
+ */
+static int
+check_for_pknots(char *cs, int alen)
+{
+ int i;
+ for (i = 0; i < alen; i++)
+ {
+ if (isalpha((int) cs[i]))
+ return TRUE; /* assumes we know the CS is consistent */
+ }
+ return FALSE;
+}
+
+
diff --git a/src/cm_mx.c b/src/cm_mx.c
new file mode 100644
index 0000000..c8cfb1b
--- /dev/null
+++ b/src/cm_mx.c
@@ -0,0 +1,1776 @@
+/* CM_HB_MX, ScanMatrix_t, and GammaHitMx_t implementations:
+ * dynamic programming matrices for CMs
+ *
+ * CM_HB_MX is based heavily on HMMER 3's p7_gmx.c module.
+ *
+ * Table of contents:
+ * 1. CM_HB_MX data structure functions,
+ * matrix of float scores for HMM banded CM alignment/search
+ * 2. ScanMatrix_t data structure functions,
+ * auxiliary info and matrix of float and/or int scores for
+ * query dependent banded or non-banded CM DP search functions
+ * 3. GammaHitMx_t data structure functions,
+ * semi-HMM data structure for optimal resolution of overlapping
+ * hits for CM and CP9 DP search functions
+ *
+ * EPN, Fri Oct 26 05:04:34 2007
+ * SVN $Id$
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/*****************************************************************
+ * 1. CM_HB_MX data structure functions,
+ * matrix of float scores for HMM banded CM alignment/search
+ *****************************************************************/
+
+/* Function: cm_hb_mx_Create()
+ * Incept: EPN, Fri Oct 26 05:05:07 2007
+ *
+ * Purpose: Allocate a reusable, resizeable <CM_HB_MX> for a CM
+ * given a CP9Bands_t object that defines the bands.
+ *
+ * We've set this up so it should be easy to allocate
+ * aligned memory, though we're not doing this yet.
+ *
+ * Returns: a pointer to the new <CM_HB_MX>.
+ *
+ * Throws: <NULL> on allocation error.
+ */
+CM_HB_MX *
+cm_hb_mx_Create(int M)
+{
+ int status;
+ CM_HB_MX *mx = NULL;
+ int v;
+ int allocL = 1;
+ int allocW = 1;
+
+ /* level 1: the structure itself */
+ ESL_ALLOC(mx, sizeof(CM_HB_MX));
+ mx->dp = NULL;
+ mx->dp_mem = NULL;
+ mx->cp9b = NULL;
+
+ /* level 2: deck (state) pointers, 0.1..M, go all the way to M
+ * remember deck M is special, as it has no bands, we allocate
+ * it only if nec (if local ends are on) in cm_hb_mx_GrowTo()
+ */
+ ESL_ALLOC(mx->dp, sizeof(float **) * (M+1));
+
+ /* level 3: dp cell memory, when creating only allocate 1 cells per state, for j = 0, d = 0 */
+ ESL_ALLOC(mx->dp_mem, sizeof(float) * (M+1) * (allocL) * (allocW));
+ ESL_ALLOC(mx->nrowsA, sizeof(int) * (M+1));
+ for (v = 0; v <= M; v++) {
+ ESL_ALLOC(mx->dp[v], sizeof(float *) * (allocL));
+ mx->nrowsA[v] = allocL;
+ mx->dp[v][0] = mx->dp_mem + v * (allocL) * (allocW);
+ }
+ mx->M = M;
+ mx->ncells_alloc = (M+1)*(allocL)*(allocW);
+ mx->ncells_valid = 0;
+ mx->L = allocL; /* allocL = 1 */
+
+ mx->size_Mb =
+ (float) (mx->M+1) * (float) sizeof(int *) + /* nrowsA ptrs */
+ (float) (mx->M+1) * (float) sizeof(float **) + /* mx->dp[] ptrs */
+ (float) (mx->M+1) * (float) sizeof(float *) + /* mx->dp[v][] ptrs */
+ (float) mx->ncells_alloc * (float) sizeof(float); /* mx->dp_mem */
+ mx->size_Mb *= 0.000001; /* convert to Mb */
+
+ return mx;
+
+ ERROR:
+ if (mx != NULL) cm_hb_mx_Destroy(mx);
+ return NULL;
+}
+
+/* Function: cm_hb_mx_GrowTo()
+ * Incept: EPN, Fri Oct 26 05:19:49 2007
+ *
+ * Purpose: Assures that a DP matrix <mx> is allocated
+ * for a model of exactly <mx->M> states and required number of
+ * total cells. Determines new required size from
+ * the CP9Bands_t object passed in, and reallocates if
+ * necessary.
+ *
+ * If local ends are on (cm->flags & CMH_LOCAL_END), allocates
+ * a full non-banded EL deck.
+ *
+ * Checks to make sure desired matrix isn't too big (see throws).
+ *
+ * Args: cm - the CM the matrix is for
+ * mx - the matrix to grow
+ * errbuf - char buffer for reporting errors
+ * cp9b - the bands for the current target sequence
+ * L - the length of the current target sequence we're aligning
+ * size_limit- max number of Mb for DP matrix, if matrix is bigger -> return eslERANGE
+ *
+ * Returns: <eslOK> on success, and <mx> may be reallocated upon
+ * return; any data that may have been in <mx> must be
+ * assumed to be invalidated.
+ *
+ * Throws: <eslERANGE> if required size to grow to exceeds <size_limit>.
+ * This should be caught and appropriately handled by caller.
+ * <eslEINCOMPAT> on contract violation
+ * <eslEMEM> on memory allocation error.
+ */
+int
+cm_hb_mx_GrowTo(CM_t *cm, CM_HB_MX *mx, char *errbuf, CP9Bands_t *cp9b, int L, float size_limit)
+{
+ int status;
+ void *p;
+ int v, jp;
+ int cur_size = 0;
+ size_t ncells;
+ int jbw;
+ double Mb_needed;
+ int have_el;
+ have_el = (cm->flags & CMH_LOCAL_END) ? TRUE : FALSE;
+
+ /* contract check, number of states (M) is something we don't change
+ * so check this matrix has same number of 1st dim state ptrs that
+ * cp9b has */
+ if(cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_hb_mx_GrowTo() entered with cp9b == NULL.\n");
+ if(cp9b->cm_M != mx->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_hb_mx_GrowTo() entered with mx->M: (%d) != cp9b->M (%d)\n", mx->M, cp9b->cm_M);
+
+ ncells = 0;
+ Mb_needed = ((float) (sizeof(int *)) * ((float) mx->M + 1)) + /* nrowsA ptrs */
+ (float) (sizeof(float **)) * (float) (mx->M); /* mx->dp[] ptrs */
+ for(v = 0; v < mx->M; v++) {
+ jbw = cp9b->jmax[v] - cp9b->jmin[v];
+ Mb_needed += (float) (sizeof(float *) * (jbw+1)); /* mx->dp[v][] ptrs */
+ for(jp = 0; jp <= jbw; jp++)
+ ncells += cp9b->hdmax[v][jp] - cp9b->hdmin[v][jp] + 1;
+ }
+ if(have_el) ncells += (int) ((L+2) * (L+1) * 0.5); /* space for EL deck */
+
+ Mb_needed += ESL_MAX(((float) (sizeof(float) * mx->ncells_alloc)), ((float) (sizeof(float) * ncells))); /* mx->dp_mem */
+ Mb_needed *= 0.000001; /* convert to megabytes */
+ ESL_DPRINTF2(("HMM banded matrix requested size: %.2f Mb\n", Mb_needed));
+ if(Mb_needed > size_limit) ESL_FAIL(eslERANGE, errbuf, "requested HMM banded DP mx of %.2f Mb > %.2f Mb limit.\nIncrease limit with --mxsize or tau with --tau.", Mb_needed, (float) size_limit);
+
+ /* must we realloc the full matrix? or can we get away with just
+ * jiggering the pointers, if total required num cells is less
+ * than or equal to what we already have alloc'ed?
+ */
+ if (ncells > mx->ncells_alloc) {
+ ESL_RALLOC(mx->dp_mem, p, sizeof(float) * ncells);
+ mx->ncells_alloc = ncells;
+ }
+ mx->ncells_valid = ncells;
+
+ for(v = 0; v < mx->M; v++) {
+ jbw = cp9b->jmax[v] - cp9b->jmin[v] + 1;
+ if(jbw > mx->nrowsA[v]) {
+ ESL_RALLOC(mx->dp[v], p, sizeof(float *) * jbw);
+ mx->nrowsA[v] = jbw;
+ }
+ }
+ if(have_el) {
+ jbw = L+1;
+ if(jbw > mx->nrowsA[mx->M]) {
+ ESL_RALLOC(mx->dp[mx->M], p, sizeof(float *) * jbw);
+ mx->nrowsA[mx->M] = jbw;
+ }
+ }
+
+ /* reset the pointers, we keep a tally of cur_size as we go,
+ * we could precalc it and store it for each v,j, but that
+ * would be wasteful, as we'll only use the matrix configured
+ * this way once, in a banded CYK run.
+ */
+ cur_size = 0;
+ for(v = 0; v < mx->M; v++) {
+ for(jp = 0; jp <= (cp9b->jmax[v] - cp9b->jmin[v]); jp++) {
+ mx->dp[v][jp] = mx->dp_mem + cur_size;
+ cur_size += cp9b->hdmax[v][jp] - cp9b->hdmin[v][jp] + 1;
+ }
+ }
+ if(have_el) {
+ for(jp = 0; jp <= L; jp++) {
+ mx->dp[mx->M][jp] = mx->dp_mem + cur_size;
+ cur_size += jp + 1;
+ }
+ }
+ ESL_DASSERT1((cur_size == mx->ncells_valid));
+
+ mx->cp9b = cp9b; /* just a reference */
+
+ /* now update L and size_Mb */
+ mx->L = L; /* length of current seq we're valid for */
+ mx->size_Mb = Mb_needed;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_hb_mx_Destroy()
+ * Synopsis: Frees a DP matrix.
+ * Incept: EPN, Fri Oct 26 09:04:04 2007
+ *
+ * Purpose: Frees a <CM_HB_MX>.
+ *
+ * Returns: (void)
+ */
+void
+cm_hb_mx_Destroy(CM_HB_MX *mx)
+{
+ if (mx == NULL) return;
+ int v;
+
+ if (mx->dp != NULL) {
+ for (v = 0; v <= mx->M; v++)
+ if(mx->dp[v] != NULL) free(mx->dp[v]);
+ }
+ free(mx->dp);
+
+ if (mx->nrowsA != NULL) free(mx->nrowsA);
+ if (mx->dp_mem != NULL) free(mx->dp_mem);
+ free(mx);
+ return;
+}
+
+/* Function: cm_hb_mx_Dump()
+ * Synopsis: Dump a DP matrix to a stream, for diagnostics.
+ * Incept: EPN, Fri Oct 26 09:04:46 2007
+ *
+ * Purpose: Dump matrix <mx> to stream <fp> for diagnostics.
+ */
+int
+cm_hb_mx_Dump(FILE *ofp, CM_HB_MX *mx)
+{
+ int v, jp, j, dp, d;
+
+ fprintf(ofp, "M: %d\nL: %d\ncells_alloc: %d\nncells_valid: %d\n", mx->M, mx->L, mx->ncells_alloc, mx->ncells_valid);
+
+ /* DP matrix data */
+ for (v = 0; v < mx->M; v++) {
+ for(jp = 0; jp <= mx->cp9b->jmax[v] - mx->cp9b->jmin[v]; jp++) {
+ j = jp + mx->cp9b->jmin[v];
+ for(dp = 0; dp <= mx->cp9b->hdmax[v][jp] - mx->cp9b->hdmin[v][jp]; dp++) {
+ d = dp + mx->cp9b->hdmin[v][jp];
+ fprintf(ofp, "dp[v:%5d][j:%5d][d:%5d] %8.4f\n", v, j, d, mx->dp[v][jp][dp]);
+ }
+ fprintf(ofp, "\n");
+ }
+ fprintf(ofp, "\n\n");
+ }
+ /* print EL deck, if it's valid */
+ if(mx->nrowsA[mx->M] == (mx->L+1)) {
+ for(j = 0; j <= mx->L; j++) {
+ for(d = 0; d <= jp; d++) {
+ fprintf(ofp, "dp[v:%5d][j:%5d][d:%5d] %8.4f\n", v, j, d, mx->dp[v][jp][dp]);
+ }
+ fprintf(ofp, "\n");
+ }
+ fprintf(ofp, "\n\n");
+ }
+ return eslOK;
+}
+
+/*****************************************************************
+ * 2. ScanMatrix_t data structure functions,
+ * auxiliary info and matrix of float and/or int scores for
+ * query dependent banded or non-banded CM DP search functions
+ *****************************************************************/
+
+/* Function: cm_CreateScanMatrix()
+ * Date: EPN, Sun Nov 4 19:56:58 2007
+ *
+ * Purpose: Given relevant info, allocate and initialize ScanMatrix_t object.
+ *
+ * Returns: eslOK on success, dies immediately on some error
+ */
+ScanMatrix_t *
+cm_CreateScanMatrix(CM_t *cm, int W, int *dmin, int *dmax, double beta_W, double beta_qdb, int do_banded, int do_float, int do_int)
+{
+ int status;
+ ScanMatrix_t *smx;
+ int v,j;
+
+ if((!do_float) && (!do_int)) cm_Fail("cm_CreateScanMatrix(), do_float and do_int both FALSE.\n");
+ if(do_banded && (dmin == NULL || dmax == NULL)) cm_Fail("cm_CreateScanMatrix(), do_banded is TRUE, but dmin or dmax is NULL.\n");
+
+ ESL_ALLOC(smx, sizeof(ScanMatrix_t));
+
+ smx->flags = 0;
+ smx->cm_M = cm->M;
+ smx->W = W;
+ smx->dmin = dmin; /* could be NULL */
+ smx->dmax = dmax; /* could be NULL */
+ smx->beta_W = beta_W;
+ smx->beta_qdb = beta_qdb;
+
+ /* precalculate minimum and maximum d for each state and each sequence index (1..j..W).
+ * this is not always just dmin, dmax, (for ex. if j < W). */
+ ESL_ALLOC(smx->dnAA, sizeof(int *) * (smx->W+1));
+ ESL_ALLOC(smx->dxAA, sizeof(int *) * (smx->W+1));
+ smx->dnAA[0] = smx->dxAA[0] = NULL; /* corresponds to j == 0, which is out of bounds */
+ for(j = 1; j <= smx->W; j++) {
+ ESL_ALLOC(smx->dnAA[j], sizeof(int) * cm->M);
+ ESL_ALLOC(smx->dxAA[j], sizeof(int) * cm->M);
+ for(v = 0; v < cm->M; v++) {
+ if(do_banded) {
+ smx->dnAA[j][v] = (cm->sttype[v] == MP_st) ? ESL_MAX(smx->dmin[v], 2) : ESL_MAX(smx->dmin[v], 1);
+ smx->dxAA[j][v] = ESL_MIN(j, smx->dmax[v]);
+ smx->dxAA[j][v] = ESL_MIN(smx->dxAA[j][v], smx->W);
+ }
+ else {
+ smx->dnAA[j][v] = (cm->sttype[v] == MP_st) ? 2 : 1;
+ smx->dxAA[j][v] = ESL_MIN(j, smx->W);
+ }
+ }
+ }
+ /* allocate bestr, which holds best root state at alpha[0][cur][d] */
+ ESL_ALLOC(smx->bestr, (sizeof(int) * (smx->W+1)));
+
+ /* Some info about the falpha/ialpha matrix
+ * The alpha matrix holds data for all states EXCEPT BEGL_S states
+ * The alpha scanning matrix is indexed [j][v][d].
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * v ranges from 0..M-1 over states in the model.
+ * d ranges from 0..W over subsequence lengths.
+ * Note if v is a BEGL_S alpha[j][v] == NULL
+ * Note that old convention of sharing E memory is no longer,
+ * each E state has it's own deck.
+ *
+ * alpha_begl matrix holds data for ONLY BEGL_S states
+ * j takes value of 0..W
+ * v ranges from 0..M-1 over states in the model
+ * d ranges from 0..W over subsequence lengths.
+ * Note if v is NOT a BEGL_S alpha_begl[j][v] == NULL
+ *
+ * alpha and alpha_begl are allocated in contiguous blocks
+ * of memory in {f,i}alpha_mem and {f,i}alpha_begl_mem
+ */
+
+ /* Some info on alpha initialization
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *
+ * and, for banding: any cell outside our bands is impossible.
+ * These inits are never changed in the recursion, so even with the
+ * rolling, matrix face reuse strategy, this works.
+ *
+ * The way we initialize is just to set the entire matrix
+ * to -INFTY or IMPOSSIBLE (for ints and floats, respectively),
+ * and then reset those cells that should not be -INFTY or
+ * IMPOSSIBLE as listed above. This way we don't have to
+ * step through the bands, setting cells outside them to IMPOSSIBLE
+ * or -INFY;
+ */
+
+ smx->falpha = NULL;
+ smx->falpha_begl = NULL;
+ smx->falpha_mem = NULL;
+ smx->falpha_begl_mem = NULL;
+
+ smx->ialpha = NULL;
+ smx->ialpha_begl = NULL;
+ smx->ialpha_mem = NULL;
+ smx->ialpha_begl_mem = NULL;
+
+ smx->ncells_alpha = 0;
+ smx->ncells_alpha_begl = 0;
+
+ if(do_float) /* allocate float mx and scores */
+ cm_FloatizeScanMatrix(cm, smx);
+ if(do_int) /* allocate int mx and scores */
+ cm_IntizeScanMatrix(cm, smx);
+ return smx;
+
+ ERROR:
+ cm_Fail("memory allocation error in cm_CreateScanMatrix().\n");
+ return NULL; /* NEVERREACHED */
+}
+
+/* Function: cm_CreateScanMatrixForCM()
+ * Date: EPN, Fri Nov 30 06:07:23 2007
+ *
+ * Purpose: Given a CM, allocate and initialize ScanMatrix_t object for that CM.
+ * Most of work is done by cm_CreateScanMatrix().
+ *
+ * Returns: eslOK on success, dies immediately on some error
+ */
+int
+cm_CreateScanMatrixForCM(CM_t *cm, int do_float, int do_int)
+{
+ int do_banded;
+ double beta_W;
+
+ if(cm->flags & CMH_SCANMATRIX) cm_Fail("cm_CreateScanMatrixForCM(), the CM flag for valid scan info is already up.");
+ if(cm->smx != NULL) cm_Fail("cm_CreateScanMatrixForCM(), the cm already points to a ScanMatrix_t object.\n");
+ if(cm->dmin == NULL && cm->dmax != NULL) cm_Fail("cm_CreateScanMatrixForCM(), cm->dmin == NULL, cm->dmax != NULL\n");
+ if(cm->dmin != NULL && cm->dmax == NULL) cm_Fail("cm_CreateScanMatrixForCM(), cm->dmin == NULL, cm->dmax != NULL\n");
+ if(cm->dmax != NULL && cm->W > cm->dmax[0]) cm_Fail("cm_CreateScanMatrixForCM(), cm->W: %d > cm->dmax[0]: %d (cm->W can be less than cm->dmax[0] but not greater)\n", cm->W, cm->dmax[0]);
+ if((cm->dmin != NULL && cm->dmax != NULL) && (! (cm->flags & CMH_QDB)))
+ cm_Fail("cm_CreateScanMatrixForCM(), cm->dmin != NULL, cm->dmax != NULL, but CMH_QDB flag down, bands are invalid\n");
+ if((! cm->search_opts & CM_SEARCH_NOQDB) && (cm->dmin == NULL || cm->dmax == NULL))
+ cm_Fail("cm_CreateScanMatrixForCM(), cm->dmin == NULL || cm->dmax == NULL, but !(cm->search_opts & CM_SEARCH_NOQDB)\n");
+
+ do_banded = (cm->search_opts & CM_SEARCH_NOQDB) ? FALSE : TRUE;
+
+ if(do_banded) beta_W = ESL_MAX(cm->beta_W, cm->beta_qdb);
+ else beta_W = cm->beta_W;
+ /*printf("TEMP cm_CreateScanMatrix(), do_banded: %d beta_W: %g beta_qdb: %g\n", do_banded, beta_W, cm->beta_qdb);*/
+ cm->smx = cm_CreateScanMatrix(cm, cm->W, cm->dmin, cm->dmax, beta_W, cm->beta_qdb, do_banded, do_float, do_int);
+ cm->flags |= CMH_SCANMATRIX; /* raise the flag for valid CMH_SCANMATRIX */
+ if(cm->si != NULL) { /* CM has searchinfo, update the final round so it points at cm->smx */
+ UpdateSearchInfoForNewSMX(cm);
+ }
+
+ return eslOK;
+}
+
+/* Function: cm_FloatizeScanMatrix()
+ * Date: EPN, Wed Nov 7 10:05:55 2007
+ *
+ * Purpose: Allocate and initialize float data structures in a ScanMatrix_t object for <cm>.
+ * This initializes a scanning float DP matrix for CYK/Inside, for details on that
+ * matrix see the notes by the cm_FloatizeScanMatrix() function call in
+ * cm_CreateScanMatrix().
+ *
+ * Returns: eslOK on success, dies immediately on an error.
+ */
+int
+cm_FloatizeScanMatrix(CM_t *cm, ScanMatrix_t *smx)
+{
+ int status;
+ int j, v;
+ int y, yoffset, w;
+ int use_hmmonly;
+ use_hmmonly = ((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD)) ? TRUE : FALSE;
+ int n_begl;
+ int n_non_begl;
+ int cur_cell;
+
+ /* contract check */
+ if(smx->flags & cmSMX_HAS_FLOAT) cm_Fail("cm_FloatizeScanMatrix(), si's cmSMX_HAS_FLOAT flag is already up.");
+ if(smx->falpha != NULL) cm_Fail("cm_FloatizeScanMatrix(), smx->falpha is not NULL.");
+ if(smx->falpha_begl != NULL) cm_Fail("cm_FloatizeScanMatrix(), smx->falpha_begl is not NULL.");
+
+ /* allocate alpha
+ * we allocate only as many cells as necessary,
+ * for falpha, we only allocate for non-BEGL_S states,
+ * for falpha_begl, we only allocate for BEGL_S states
+ *
+ * note: deck for the EL state, cm->M is never used for scanners
+ */
+ n_begl = 0;
+ for (v = 0; v < cm->M; v++) if (cm->stid[v] == BEGL_S) n_begl++;
+ n_non_begl = cm->M - n_begl;
+
+ /* allocate falpha */
+ /* j == 0 v == 0 cells, followed by j == 1 v == 0, then j == 0 v == 1 etc.. */
+ ESL_ALLOC(smx->falpha, sizeof(float **) * 2);
+ ESL_ALLOC(smx->falpha[0], sizeof(float *) * (cm->M)); /* we still allocate cm->M ptrs, if v == BEGL_S, falpha[0][v] will be NULL */
+ ESL_ALLOC(smx->falpha[1], sizeof(float *) * (cm->M)); /* we still allocate cm->M ptrs, if v == BEGL_S, falpha[0][v] will be NULL */
+ ESL_ALLOC(smx->falpha_mem, sizeof(float) * 2 * n_non_begl * (smx->W+1));
+ if((smx->flags & cmSMX_HAS_INT) && ((2 * n_non_begl * (smx->W+1)) != smx->ncells_alpha))
+ cm_Fail("cm_FloatizeScanMatrix(), cmSMX_HAS_INT flag raised, but smx->ncells_alpha %d != %d (predicted num float cells size)\n", smx->ncells_alpha, (2 * n_non_begl * (smx->W+1)));
+ smx->ncells_alpha = 2 * n_non_begl * (smx->W+1);
+
+ cur_cell = 0;
+ for (v = 0; v < cm->M; v++) {
+ if (cm->stid[v] != BEGL_S) {
+ smx->falpha[0][v] = smx->falpha_mem + cur_cell;
+ cur_cell += smx->W+1;
+ smx->falpha[1][v] = smx->falpha_mem + cur_cell;
+ cur_cell += smx->W+1;
+ }
+ else {
+ smx->falpha[0][v] = NULL;
+ smx->falpha[1][v] = NULL;
+ }
+ }
+ if(cur_cell != smx->ncells_alpha) cm_Fail("cm_FloatizeScanMatrix(), error allocating falpha, cell cts differ %d != %d\n", cur_cell, smx->ncells_alpha);
+
+ /* allocate falpha_begl */
+ /* j == d, v == 0 cells, followed by j == d+1, v == 0, etc. */
+ ESL_ALLOC(smx->falpha_begl, sizeof(float **) * (smx->W+1));
+ for (j = 0; j <= smx->W; j++)
+ ESL_ALLOC(smx->falpha_begl[j], sizeof(float *) * (cm->M)); /* we still allocate cm->M ptrs, if v != BEGL_S, falpha_begl[0][v] will be NULL */
+ ESL_ALLOC(smx->falpha_begl_mem, sizeof(float) * (smx->W+1) * n_begl * (smx->W+1));
+ if((smx->flags & cmSMX_HAS_INT) && (((smx->W+1) * n_begl * (smx->W+1)) != smx->ncells_alpha_begl))
+ cm_Fail("cm_IntizeScanMatrix(), cmSMX_HAS_FLOAT flag raised, but smx->ncells_alpha_begl %d != %d (predicted num float cells size)\n", smx->ncells_alpha_begl, ((smx->W+1) * n_begl * (smx->W+1)));
+ smx->ncells_alpha_begl = (smx->W+1) * n_begl * (smx->W+1);
+
+ cur_cell = 0;
+ for (v = 0; v < cm->M; v++) {
+ for (j = 0; j <= smx->W; j++) {
+ if (cm->stid[v] == BEGL_S) {
+ smx->falpha_begl[j][v] = smx->falpha_begl_mem + cur_cell;
+ cur_cell += smx->W+1;
+ }
+ else smx->falpha_begl[j][v] = NULL;
+ }
+ }
+ if(cur_cell != smx->ncells_alpha_begl) cm_Fail("cm_FloatizeScanMatrix(), error allocating falpha_begl, cell cts differ %d != %d\n", cur_cell, smx->ncells_alpha_begl);
+
+ /* Initialize matrix */
+ /* First, init entire matrix to IMPOSSIBLE */
+ esl_vec_FSet(smx->falpha_mem, smx->ncells_alpha, IMPOSSIBLE);
+ esl_vec_FSet(smx->falpha_begl_mem, smx->ncells_alpha_begl, IMPOSSIBLE);
+ /* Now, initialize cells that should not be IMPOSSIBLE in falpha and falpha_begl */
+ for(v = cm->M-1; v >= 0; v--) {
+ if(cm->stid[v] != BEGL_S) {
+ if (cm->sttype[v] == E_st) {
+ smx->falpha[0][v][0] = smx->falpha[1][v][0] = 0.;
+ /* rest of E deck is IMPOSSIBLE, it's already set */
+ }
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st) {
+ y = cm->cfirst[v];
+ smx->falpha[0][v][0] = cm->endsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ smx->falpha[0][v][0] = ESL_MAX(smx->falpha[0][v][0], (smx->falpha[0][y+yoffset][0] + cm->tsc[v][yoffset]));
+ smx->falpha[0][v][0] = ESL_MAX(smx->falpha[0][v][0], IMPOSSIBLE);
+ }
+ else if (cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S, left child state */
+ y = cm->cnum[v];
+ smx->falpha[0][v][0] = smx->falpha_begl[0][w][0] + smx->falpha[0][y][0];
+ }
+ smx->falpha[1][v][0] = smx->falpha[0][v][0];
+ }
+ else { /* v == BEGL_S */
+ y = cm->cfirst[v];
+ smx->falpha_begl[0][v][0] = cm->endsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ smx->falpha_begl[0][v][0] = ESL_MAX(smx->falpha_begl[0][v][0], (smx->falpha[0][y+yoffset][0] + cm->tsc[v][yoffset])); /* careful: y is in smx->falpha */
+ smx->falpha_begl[0][v][0] = ESL_MAX(smx->falpha_begl[0][v][0], IMPOSSIBLE);
+ for (j = 1; j <= smx->W; j++)
+ smx->falpha_begl[j][v][0] = smx->falpha_begl[0][v][0];
+ }
+ }
+ /* set the flag that tells us we've got valid floats */
+ smx->flags |= cmSMX_HAS_FLOAT;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return status; /* NEVERREACHED */
+ }
+
+
+/* Function: cm_IntizeScanMatrix()
+ * Date: EPN, Wed Nov 7 10:10:39 2007
+ *
+ * Purpose: Allocate and initialize int data structures in a ScanMatrix_t object for <cm>.
+ * This initializes a scanning float DP matrix for CYK/Inside, for details on that
+ * matrix see the notes by the cm_FloatizeScanMatrix() function call in
+ * cm_CreateScanMatrix().
+ *
+ * Returns: eslOK on success, dies immediately on an error.
+ */
+int
+cm_IntizeScanMatrix(CM_t *cm, ScanMatrix_t *smx)
+{
+ int status;
+ int v, j, y, yoffset, w;
+ int use_hmmonly;
+ use_hmmonly = ((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD)) ? TRUE : FALSE;
+ int n_begl;
+ int n_non_begl;
+ int cur_cell;
+
+ /* contract check */
+ if(smx->flags & cmSMX_HAS_INT) cm_Fail("cm_IntizeScanMatrix(), si's cmSMX_HAS_INT flag is already up.");
+ if(smx->ialpha != NULL) cm_Fail("cm_IntizeScanMatrix(), smx->ialpha is not NULL.");
+ if(smx->ialpha_begl != NULL) cm_Fail("cm_IntizeScanMatrix(), smx->ialpha_begl is not NULL.");
+
+ /* allocate alpha
+ * we allocate only as many cells as necessary,
+ * for ialpha, we only allocate for non-BEGL_S states,
+ * for ialpha_begl, we only allocate for BEGL_S states
+ *
+ * note: deck for the EL state, cm->M is never used for scanners
+ */
+ n_begl = 0;
+ for (v = 0; v < cm->M; v++) if (cm->stid[v] == BEGL_S) n_begl++;
+ n_non_begl = cm->M - n_begl;
+
+ /* allocate ialpha */
+ /* j == 0 v == 0 cells, followed by j == 1 v == 0, then j == 0 v == 1 etc.. */
+ ESL_ALLOC(smx->ialpha, sizeof(int **) * 2);
+ ESL_ALLOC(smx->ialpha[0], sizeof(int *) * (cm->M)); /* we still allocate cm->M ptrs, if v == BEGL_S, ialpha[0][v] will be NULL */
+ ESL_ALLOC(smx->ialpha[1], sizeof(int *) * (cm->M)); /* we still allocate cm->M ptrs, if v == BEGL_S, ialpha[0][v] will be NULL */
+ ESL_ALLOC(smx->ialpha_mem, sizeof(int) * 2 * n_non_begl * (smx->W+1));
+ if((smx->flags & cmSMX_HAS_FLOAT) && ((2 * n_non_begl * (smx->W+1)) != smx->ncells_alpha))
+ cm_Fail("cm_IntizeScanMatrix(), cmSMX_HAS_INT flag raised, but smx->ncells_alpha %d != %d (predicted num int cells size)\n", smx->ncells_alpha, (2 * n_non_begl * (smx->W+1)));
+ smx->ncells_alpha = 2 * n_non_begl * (smx->W+1);
+
+ cur_cell = 0;
+ for (v = 0; v < cm->M; v++) {
+ if (cm->stid[v] != BEGL_S) {
+ smx->ialpha[0][v] = smx->ialpha_mem + cur_cell;
+ cur_cell += smx->W+1;
+ smx->ialpha[1][v] = smx->ialpha_mem + cur_cell;
+ cur_cell += smx->W+1;
+ }
+ else {
+ smx->ialpha[0][v] = NULL;
+ smx->ialpha[1][v] = NULL;
+ }
+ }
+ if(cur_cell != smx->ncells_alpha) cm_Fail("cm_IntizeScanMatrix(), error allocating ialpha, cell cts differ %d != %d\n", cur_cell, smx->ncells_alpha);
+
+ /* allocate ialpha_begl */
+ /* j == d, v == 0 cells, followed by j == d+1, v == 0, etc. */
+ ESL_ALLOC(smx->ialpha_begl, sizeof(int **) * (smx->W+1));
+ for (j = 0; j <= smx->W; j++)
+ ESL_ALLOC(smx->ialpha_begl[j], sizeof(int *) * (cm->M)); /* we still allocate cm->M ptrs, if v != BEGL_S, ialpha_begl[0][v] will be NULL */
+ ESL_ALLOC(smx->ialpha_begl_mem, sizeof(int) * (smx->W+1) * n_begl * (smx->W+1));
+ if((smx->flags & cmSMX_HAS_FLOAT) && (((smx->W+1) * n_begl * (smx->W+1)) != smx->ncells_alpha_begl))
+ cm_Fail("cm_IntizeScanMatrix(), cmSMX_HAS_INT flag raised, but smx->ncells_alpha_begl %d != %d (predicted num int cells size)\n", smx->ncells_alpha_begl, ((smx->W+1) * n_begl * (smx->W+1)));
+ smx->ncells_alpha_begl = (smx->W+1) * n_begl * (smx->W+1);
+
+ cur_cell = 0;
+ for (v = 0; v < cm->M; v++) {
+ for (j = 0; j <= smx->W; j++) {
+ if (cm->stid[v] == BEGL_S) {
+ smx->ialpha_begl[j][v] = smx->ialpha_begl_mem + cur_cell;
+ cur_cell += smx->W+1;
+ }
+ else smx->ialpha_begl[j][v] = NULL;
+ }
+ }
+ if(cur_cell != smx->ncells_alpha_begl) cm_Fail("cm_IntizeScanMatrix(), error allocating ialpha_begl, cell cts differ %d != %d\n", cur_cell, smx->ncells_alpha_begl);
+
+ /* Initialize matrix */
+ /* First, init entire matrix to -INFTY */
+ esl_vec_ISet(smx->ialpha_mem, smx->ncells_alpha, -INFTY);
+ esl_vec_ISet(smx->ialpha_begl_mem, smx->ncells_alpha_begl, -INFTY);
+ /* Now, initialize cells that should not be -INFTY in ialpha and ialpha_begl */
+ for(v = cm->M-1; v >= 0; v--) {
+ if(cm->stid[v] != BEGL_S) {
+ if (cm->sttype[v] == E_st) {
+ smx->ialpha[0][v][0] = smx->ialpha[1][v][0] = 0.;
+ /* rest of E deck is -INFTY, it's already set */
+ }
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st) {
+ y = cm->cfirst[v];
+ smx->ialpha[0][v][0] = cm->iendsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ smx->ialpha[0][v][0] = ESL_MAX(smx->ialpha[0][v][0], (smx->ialpha[0][y+yoffset][0] + cm->itsc[v][yoffset]));
+ smx->ialpha[0][v][0] = ESL_MAX(smx->ialpha[0][v][0], -INFTY);
+ }
+ else if (cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S, left child state */
+ y = cm->cnum[v];
+ smx->ialpha[0][v][0] = smx->ialpha_begl[0][w][0] + smx->ialpha[0][y][0];
+ }
+ smx->ialpha[1][v][0] = smx->ialpha[0][v][0];
+ }
+ else { /* v == BEGL_S */
+ y = cm->cfirst[v];
+ smx->ialpha_begl[0][v][0] = cm->iendsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ smx->ialpha_begl[0][v][0] = ESL_MAX(smx->ialpha_begl[0][v][0], (smx->ialpha[0][y+yoffset][0] + cm->itsc[v][yoffset])); /* careful: y is in alpha */
+ smx->ialpha_begl[0][v][0] = ESL_MAX(smx->ialpha_begl[0][v][0], -INFTY);
+ for (j = 1; j <= smx->W; j++)
+ smx->ialpha_begl[j][v][0] = smx->ialpha_begl[0][v][0];
+ }
+ }
+
+ /* set the flag that tells us we've got valid ints */
+ smx->flags |= cmSMX_HAS_INT;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: cm_FreeFloatsFromScanMatrix()
+ * Date: EPN, Wed Nov 7 10:03:55 2007
+ *
+ * Purpose: Free float data structures in a ScanMatrix_t object
+ * corresponding to <cm>.
+ *
+ * Returns: eslOK on success, dies immediately on an error.
+ */
+int
+cm_FreeFloatsFromScanMatrix(CM_t *cm, ScanMatrix_t *smx)
+{
+ int j;
+
+ /* contract check */
+ if(! smx->flags & cmSMX_HAS_FLOAT) cm_Fail("cm_FreeFloatsFromScanMatrix(), si's cmSMX_HAS_FLOAT flag is down.");
+ if(smx->falpha == NULL) cm_Fail("cm_FreeFloatsFromScanMatrix(), smx->falpha is already NULL.");
+ if(smx->falpha_begl == NULL) cm_Fail("cm_FreeFloatsFromScanMatrix(), smx->falpha_begl is already NULL.");
+
+ free(smx->falpha_mem);
+ free(smx->falpha[1]);
+ free(smx->falpha[0]);
+ free(smx->falpha);
+ smx->falpha = NULL;
+
+ free(smx->falpha_begl_mem);
+ for (j = 0; j <= smx->W; j++) free(smx->falpha_begl[j]);
+ free(smx->falpha_begl);
+ smx->falpha_begl = NULL;
+
+ smx->flags &= ~cmSMX_HAS_FLOAT;
+ return eslOK;
+}
+
+/* Function: cm_FreeIntsFromScanMatrix()
+ * Date: EPN, Wed Nov 7 09:56:01 2007
+ *
+ * Purpose: Free int data structures in a ScanMatrix_t object
+ * corresponding to <cm>.
+ *
+ * Returns: eslOK on success, dies immediately on an error.
+ */
+int
+cm_FreeIntsFromScanMatrix(CM_t *cm, ScanMatrix_t *smx)
+{
+ int j;
+
+ /* contract check */
+ if(! smx->flags & cmSMX_HAS_INT) cm_Fail("cm_FreeIntsFromScanMatrix(), si's cmSMX_HAS_INT flag is down.");
+ if(smx->ialpha == NULL) cm_Fail("cm_FreeIntsFromScanMatrix(), smx->ialpha is already NULL.");
+ if(smx->ialpha_begl == NULL) cm_Fail("cm_FreeIntsFromScanMatrix(), smx->ialpha_begl is already NULL.");
+
+ free(smx->ialpha_mem);
+ free(smx->ialpha[1]);
+ free(smx->ialpha[0]);
+ free(smx->ialpha);
+ smx->ialpha = NULL;
+
+ free(smx->ialpha_begl_mem);
+ for (j = 0; j <= smx->W; j++) free(smx->ialpha_begl[j]);
+ free(smx->ialpha_begl);
+ smx->ialpha_begl = NULL;
+
+ smx->flags &= ~cmSMX_HAS_INT;
+ return eslOK;
+}
+
+/* Function: cm_FreeScanMatrix()
+ * Date: EPN, Sun Nov 4 20:57:32 2007
+ *
+ * Purpose: Free a ScanMatrix_t object corresponding
+ * to CM <cm>.
+ *
+ * Returns: void
+ */
+void
+cm_FreeScanMatrix(CM_t *cm, ScanMatrix_t *smx)
+{
+ int j;
+ if(! ((cm->flags & CMH_SCANMATRIX) && (smx == cm->smx))) { /* don't free the cm->smx's dmin, dmax */
+ if(smx->dmin != cm->dmin && smx->dmin != NULL) { free(smx->dmin); smx->dmin = NULL; }
+ if(smx->dmax != cm->dmax && smx->dmax != NULL) { free(smx->dmax); smx->dmax = NULL; }
+ }
+
+ for(j = 1; j <= smx->W; j++) {
+ free(smx->dnAA[j]);
+ free(smx->dxAA[j]);
+ }
+ free(smx->dnAA);
+ free(smx->dxAA);
+ free(smx->bestr);
+
+ if(smx->flags & cmSMX_HAS_FLOAT) cm_FreeFloatsFromScanMatrix(cm, smx);
+ if(smx->flags & cmSMX_HAS_INT) cm_FreeIntsFromScanMatrix(cm, smx);
+ free(smx);
+ return;
+}
+
+
+/* Function: cm_FreeScanMatrixForCM()
+ * Date: EPN, Fri Nov 30 06:47:12 2007
+ *
+ * Purpose: Free a ScanMatrix_t object cm->smx for <cm>.
+ *
+ * Returns: void
+ */
+void
+cm_FreeScanMatrixForCM(CM_t *cm)
+{
+ /* contract check */
+ if(cm->smx == NULL) cm_Fail("cm_FreeScanMatrixForCM(), cm->smx is NULL.\n");
+ cm_FreeScanMatrix(cm, cm->smx);
+ cm->smx = NULL;
+ cm->flags &= ~CMH_SCANMATRIX; /* drop the 'cm has valid scanmatrix flag */
+ return;
+}
+
+/* Function: cm_DumpScanMatrixAlpha()
+ * Date: EPN, Tue Nov 6 05:11:26 2007
+ *
+ * Purpose: Dump current alpha matrix (either float or int).
+ *
+ * Returns: void.
+ */
+void
+cm_DumpScanMatrixAlpha(CM_t *cm, int j, int i0, int doing_float)
+{
+ int d, v;
+ int jp_g = j-i0+1; /* j is actual index in j, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ int cur = j%2;
+ int prv = (j-1)%2;
+ int *dnA, *dxA;
+
+ if(cm->smx == NULL) cm_Fail("cm_DumpScanMatrixAlpha(), cm->smx is NULL.\n");
+ ScanMatrix_t *smx = cm->smx;
+ if(doing_float && (! smx->flags & cmSMX_HAS_FLOAT)) cm_Fail("cm_DumpScanMatrixAlpha(), trying to print float alpha, but cmSMX_HAS_FLOAT flag is down.\n");
+ if((! doing_float) && (! smx->flags & cmSMX_HAS_INT)) cm_Fail("cm_DumpScanMatrixAlpha(), trying to print int alpha, but cmSMX_HAS_INT flag is down.\n");
+
+ int begl_prv = j-1 % (smx->W+1);
+ int begl_cur = j % (smx->W+1);
+
+ printf("Dumping Alpha: j: %d\n", j);
+ if(jp_g >= smx->W) { dnA = smx->dnAA[smx->W]; dxA = smx->dxAA[smx->W]; }
+ else { dnA = smx->dnAA[jp_g]; dxA = smx->dxAA[jp_g]; }
+ if(doing_float) {
+ for (v = smx->cm_M-1; v >= 0; v--) {
+ if (cm->stid[v] == BEGL_S) {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j-1:%4d][%4d][%4d]: %10.4f\n", (j-1), v, d, smx->falpha_begl[begl_prv][v][d]);
+ }
+ else {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j-1:%4d][%4d][%4d]: %10.4f\n", (j-1), v, d, smx->falpha[prv][v][d]);
+ }
+ printf("\n");
+ }
+ for (v = smx->cm_M-1; v >= 0; v--) {
+ if (cm->stid[v] == BEGL_S) {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j :%4d][%4d][%4d]: %10.4f\n", j, v, d, smx->falpha_begl[begl_cur][v][d]);
+ }
+ else {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j :%4d][%4d][%4d]: %10.4f\n", j, v, d, smx->falpha[cur][v][d]);
+ }
+ printf("\n");
+ }
+ }
+ else { /* doing int */
+ for (v = smx->cm_M-1; v >= 0; v--) {
+ if (cm->stid[v] == BEGL_S) {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j-1:%4d][%4d][%4d]: %10d\n", (j-1), v, d, smx->ialpha_begl[begl_prv][v][d]);
+ }
+ else {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j-1:%4d][%4d][%4d]: %10d\n", (j-1), v, d, smx->ialpha[prv][v][d]);
+ }
+ printf("\n\n");
+ }
+ for (v = smx->cm_M-1; v >= 0; v--) {
+ if (cm->stid[v] == BEGL_S) {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j :%4d][%4d][%4d]: %10d\n", j, v, d, smx->ialpha_begl[begl_cur][v][d]);
+ }
+ else {
+ for(d = dnA[v]; d <= dxA[v]; d++) printf("A[j :%4d][%4d][%4d]: %10d\n", j, v, d, smx->ialpha[cur][v][d]);
+ }
+ printf("\n\n");
+ }
+ }
+ return;
+}
+
+/* Function: FCalcOptimizedEmitScores()
+ * Date: EPN, Tue Nov 6 17:24:45 2007
+ *
+ * Purpose: Allocate, fill and return an optimized emission score vector
+ * of float scores for fast search/alignment.
+ *
+ * Returns: the 2D float emission score vector on success,
+ * dies immediately on memory allocation error.
+ */
+float **
+FCalcOptimizedEmitScores(CM_t *cm)
+{
+ int status;
+ float **esc_vAA;
+ ESL_DSQ a,b;
+ int v;
+ int cur_cell;
+ int npairs = 0;
+ int nsinglets = 0;
+ float *ptr_to_start; /* points to block allocated to esc_vAA[0], nec b/c esc_vAA[0] gets set to NULL, because v == 0 is non-emitter */
+ float **leftAA;
+ float **rightAA;
+
+ /* count pairs, singlets */
+ for(v = 0; v < cm->M; v++) {
+ switch(cm->sttype[v]) {
+ case IL_st:
+ case ML_st:
+ case IR_st:
+ case MR_st:
+ nsinglets++;
+ break;
+ case MP_st:
+ npairs++;
+ break;
+ }
+ }
+
+ /* set up our left and right vectors for all possible non-canonical residues,
+ * these are calc'ed once and passed to FastPairScore*() functions to minimize
+ * run time.
+ */
+ ESL_ALLOC(leftAA, sizeof(float *) * cm->abc->Kp);
+ ESL_ALLOC(rightAA, sizeof(float *) * cm->abc->Kp);
+ for(a = 0; a <= cm->abc->K; a++) leftAA[a] = rightAA[a] = NULL; /* canonicals and gap, left/right unnec */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) {
+ ESL_ALLOC(leftAA[a], sizeof(float) * cm->abc->K);
+ ESL_ALLOC(rightAA[a], sizeof(float) * cm->abc->K);
+ esl_vec_FSet(leftAA[a], cm->abc->K, 0.);
+ esl_vec_FSet(rightAA[a], cm->abc->K, 0.);
+ esl_abc_FCount(cm->abc, leftAA[a], a, 1.);
+ esl_abc_FCount(cm->abc, rightAA[a], a, 1.);
+ }
+ leftAA[cm->abc->Kp-1] = rightAA[cm->abc->Kp-1] = NULL; /* missing data, left/right unnec */
+
+ /* precalculate possible emission scores for each state */
+ ESL_ALLOC(esc_vAA, sizeof(float *) * (cm->M));
+ ESL_ALLOC(esc_vAA[0], sizeof(float) * ((cm->abc->Kp * nsinglets) + (cm->abc->Kp * cm->abc->Kp * npairs)));
+ ptr_to_start = esc_vAA[0];
+ cur_cell = 0;
+ for(v = 0; v < cm->M; v++) {
+ switch(cm->sttype[v]) {
+ case IL_st:
+ case ML_st:
+ case IR_st:
+ case MR_st:
+ esc_vAA[v] = ptr_to_start + cur_cell;
+ cur_cell += cm->abc->Kp;
+ for(a = 0; a < cm->abc->K; a++) /* all canonical residues */
+ esc_vAA[v][a] = cm->esc[v][a];
+ esc_vAA[v][cm->abc->K] = IMPOSSIBLE; /* gap symbol is impossible */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) /* all ambiguous residues */
+ esc_vAA[v][a] = esl_abc_FAvgScore(cm->abc, a, cm->esc[v]);
+ esc_vAA[v][cm->abc->Kp-1] = IMPOSSIBLE; /* missing data is IMPOSSIBLE */
+ break;
+ case MP_st:
+ esc_vAA[v] = ptr_to_start + cur_cell;
+ esl_vec_FSet(esc_vAA[v], cm->abc->Kp * cm->abc->Kp, IMPOSSIBLE); /* init all cells to IMPOSSIBLE */
+ cur_cell += cm->abc->Kp * cm->abc->Kp;
+ /* a is canonical, b is canonical */
+ for(a = 0; a < cm->abc->K; a++) {
+ for(b = 0; b < cm->abc->K; b++) {
+ esc_vAA[v][(a * cm->abc->Kp) + b] = cm->esc[v][(a * cm->abc->K) + b];
+ }
+ }
+ /* a is not canonical, b is canonical */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) {
+ for(b = 0; b < cm->abc->K; b++) {
+ esc_vAA[v][(a * cm->abc->Kp) + b] = FastPairScoreLeftOnlyDegenerate(cm->abc->K, cm->esc[v], leftAA[a], b);
+ }
+ }
+ /* a is canonical, b is not canonical */
+ for(a = 0; a < cm->abc->K; a++) {
+ for(b = cm->abc->K+1; b < cm->abc->Kp-1; b++) {
+ esc_vAA[v][(a * cm->abc->Kp) + b] = FastPairScoreRightOnlyDegenerate(cm->abc->K, cm->esc[v], rightAA[b], a);
+ }
+ }
+ /* a is not canonical, b is not canonical */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) {
+ for(b = cm->abc->K+1; b < cm->abc->Kp-1; b++) {
+ esc_vAA[v][(a * cm->abc->Kp) + b] = FastPairScoreBothDegenerate(cm->abc->K, cm->esc[v], leftAA[a], rightAA[b]);
+ }
+ }
+ /* everything else, when either a or b is gap or missing data, stays IMPOSSIBLE */
+ break;
+ default:
+ esc_vAA[v] = NULL;
+ break;
+ }
+ }
+ for(a = 0; a < cm->abc->Kp; a++) {
+ if(leftAA[a] != NULL) free(leftAA[a]);
+ if(rightAA[a] != NULL) free(rightAA[a]);
+ }
+ free(leftAA);
+ free(rightAA);
+ return esc_vAA;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+
+/* Function: ICalcOptimizedEmitScores()
+ * Date: EPN, Tue Nov 6 17:27:34 2007
+ *
+ * Purpose: Allocate, fill and return an optimized emission score vector
+ * of integer scores for fast search/alignment.
+ *
+ * Returns: the 2D integer emission score vector on success,
+ * dies immediately on memory allocation error.
+ */
+int **
+ICalcOptimizedEmitScores(CM_t *cm)
+{
+ int status;
+ int **iesc_vAA;
+ ESL_DSQ a,b;
+ int v;
+ int cur_cell;
+ int npairs = 0;
+ int nsinglets = 0;
+ int *ptr_to_start; /* points to block allocated to iesc_vAA[0], nec b/c esc_vAA[0] gets set to NULL, because v == 0 is non-emitter */
+ float **leftAA;
+ float **rightAA;
+
+ /* count pairs, singlets */
+ for(v = 0; v < cm->M; v++) {
+ switch(cm->sttype[v]) {
+ case IL_st:
+ case ML_st:
+ case IR_st:
+ case MR_st:
+ nsinglets++;
+ break;
+ case MP_st:
+ npairs++;
+ break;
+ }
+ }
+
+ /* set up our left and right vectors for all possible non-canonical residues,
+ * these are calc'ed once and passed to FastPairScore*() functions to minimize
+ * run time.
+ */
+ ESL_ALLOC(leftAA, sizeof(float *) * cm->abc->Kp);
+ ESL_ALLOC(rightAA, sizeof(float *) * cm->abc->Kp);
+ for(a = 0; a <= cm->abc->K; a++) leftAA[a] = rightAA[a] = NULL; /* canonicals and gap, left/right unnec */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) {
+ ESL_ALLOC(leftAA[a], sizeof(float) * cm->abc->K);
+ ESL_ALLOC(rightAA[a], sizeof(float) * cm->abc->K);
+ esl_vec_FSet(leftAA[a], cm->abc->K, 0.);
+ esl_vec_FSet(rightAA[a], cm->abc->K, 0.);
+ esl_abc_FCount(cm->abc, leftAA[a], a, 1.);
+ esl_abc_FCount(cm->abc, rightAA[a], a, 1.);
+ }
+ leftAA[cm->abc->Kp-1] = rightAA[cm->abc->Kp-1] = NULL; /* missing data, left/right unnec */
+
+ /* precalculate possible emission scores for each state */
+ ESL_ALLOC(iesc_vAA, sizeof(int *) * (cm->M));
+ ESL_ALLOC(iesc_vAA[0], sizeof(int) * ((cm->abc->Kp * nsinglets) + (cm->abc->Kp * cm->abc->Kp * npairs)));
+ ptr_to_start = iesc_vAA[0];
+ cur_cell = 0;
+ for(v = 0; v < cm->M; v++) {
+ switch(cm->sttype[v]) {
+ case IL_st:
+ case ML_st:
+ case IR_st:
+ case MR_st:
+ iesc_vAA[v] = ptr_to_start + cur_cell;
+ cur_cell += cm->abc->Kp;
+ for(a = 0; a < cm->abc->K; a++) /* all canonical residues */
+ iesc_vAA[v][a] = cm->iesc[v][a];
+ iesc_vAA[v][cm->abc->K] = -INFTY; /* gap symbol is impossible */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) /* all ambiguous residues */
+ iesc_vAA[v][a] = esl_abc_IAvgScore(cm->abc, a, cm->iesc[v]);
+ iesc_vAA[v][cm->abc->Kp-1] = -INFTY; /* missing data is IMPOSSIBLE */
+ break;
+ case MP_st:
+ iesc_vAA[v] = ptr_to_start + cur_cell;
+ esl_vec_ISet(iesc_vAA[v], cm->abc->Kp * cm->abc->Kp, -INFTY); /* init all cells to -INFTY */
+ cur_cell += cm->abc->Kp * cm->abc->Kp;
+ /* a is canonical, b is canonical */
+ for(a = 0; a < cm->abc->K; a++) {
+ for(b = 0; b < cm->abc->K; b++) {
+ iesc_vAA[v][(a * cm->abc->Kp) + b] = cm->iesc[v][(a * cm->abc->K) + b];
+ }
+ }
+ /* a is not canonical, b is canonical */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) {
+ for(b = 0; b < cm->abc->K; b++) {
+ iesc_vAA[v][(a * cm->abc->Kp) + b] = iFastPairScoreLeftOnlyDegenerate(cm->abc->K, cm->iesc[v], leftAA[a], b);
+ }
+ }
+ /* a is canonical, b is not canonical */
+ for(a = 0; a < cm->abc->K; a++) {
+ for(b = cm->abc->K+1; b < cm->abc->Kp-1; b++) {
+ iesc_vAA[v][(a * cm->abc->Kp) + b] = iFastPairScoreRightOnlyDegenerate(cm->abc->K, cm->iesc[v], rightAA[b], a);
+ }
+ }
+ /* a is not canonical, b is not canonical */
+ for(a = cm->abc->K+1; a < cm->abc->Kp-1; a++) {
+ for(b = cm->abc->K+1; b < cm->abc->Kp-1; b++) {
+ iesc_vAA[v][(a * cm->abc->Kp) + b] = iFastPairScoreBothDegenerate(cm->abc->K, cm->iesc[v], leftAA[a], rightAA[b]);
+ }
+ }
+ /* everything else, when either a or b is gap or missing data, stays -INFTY */
+ break;
+ default:
+ iesc_vAA[v] = NULL;
+ break;
+ }
+ }
+ for(a = 0; a < cm->abc->Kp; a++) {
+ if(leftAA[a] != NULL) free(leftAA[a]);
+ if(rightAA[a] != NULL) free(rightAA[a]);
+ }
+ free(leftAA);
+ free(rightAA);
+ return iesc_vAA;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+/* Function: FreeOptimizedEmitScores()
+ * Date: EPN, Fri Nov 9 08:44:06 2007
+ *
+ * Purpose: Free 2D vectors of optimized emissions scores.
+ * Either fesc_vAA or iesc_vAA (or both) must be non-NULL.
+ *
+ * Returns: void
+ */
+void
+FreeOptimizedEmitScores(float **fesc_vAA, int **iesc_vAA, int M)
+{
+ if(fesc_vAA == NULL && iesc_vAA == NULL) cm_Fail("FreeOptimizedEmitScores() but fesc and iesc are NULL.\n");
+
+ if(fesc_vAA != NULL) {
+ if(fesc_vAA[1] != NULL) {
+ free(fesc_vAA[1]); /* note: we free [1], but we alloc'ed to [0], why? b/c fesc_vAA[0] is set to NULL after it's
+ * used for allocation b/c it's the ROOT_S state, a non-emitter, then fesc_vAA[1] is set
+ * to point where it used to point (it's the ROOT_IL state, an emitter).
+ */
+ }
+ free(fesc_vAA);
+ fesc_vAA = NULL;
+ }
+
+ if(iesc_vAA != NULL) {
+ if(iesc_vAA[1] != NULL) {
+ free(iesc_vAA[1]); /* note: we free [1], but we alloc'ed to [0], why? b/c iesc_vAA[0] is set to NULL after it's
+ * used for allocation b/c it's the ROOT_S state, a non-emitter, then iesc_vAA[1] is set
+ * to point where it used to point (it's the ROOT_IL state, an emitter).
+ */
+ }
+ free(iesc_vAA);
+ iesc_vAA = NULL;
+ }
+ return;
+}
+
+/* Function: FCalcInitDPScores()
+ * Date: EPN, Fri Nov 9 09:18:07 2007
+ *
+ * Purpose: Allocate, fill and return the initial float scores
+ * for a scanning DP matrix for CM <cm> as it's
+ * currently configured. All [0..v..M-1][0..d..W]
+ * cells are allocated and filled, it's up to
+ * the DP function to ignore cells outside bands.
+ *
+ * Returns: the 2D float init sc vector on success,
+ * dies immediately on memory error.
+ */
+float **
+FCalcInitDPScores(CM_t *cm)
+{
+ int status;
+ float *el_scA;
+ float **init_scAA;
+ int v, d;
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(float) * (cm->W+1));
+ for(d = 0; d <= cm->W; d++) el_scA[d] = cm->el_selfsc * d;
+ /* precalculate the initial score for all alpha[v][j][d] cells, it's independent of j
+ * these scores ignore bands, (that is cells outside bands still have initsc's calc'ed)
+ * it's up to the DP function to skip these cells. */
+ ESL_ALLOC(init_scAA, sizeof(float *) * (cm->M));
+ ESL_ALLOC(init_scAA[0], sizeof(float) * (cm->M) * (cm->W+1));
+ for (v = 0; v < cm->M; v++) {
+ init_scAA[v] = init_scAA[0] + (v * (cm->W+1));
+ if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for(d = 0; d <= cm->W; d++) init_scAA[v][d] = el_scA[d] + cm->endsc[v];
+ }
+ else {
+ for(d = 0; d <= cm->W; d++) init_scAA[v][d] = IMPOSSIBLE;
+ }
+ }
+ free(el_scA);
+ return init_scAA;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+
+/* Function: ICalcInitDPScores()
+ * Date: EPN, Fri Nov 9 09:10:33 2007
+ *
+ * Purpose: Allocate, fill and return the initial int scores
+ * for a scanning DP matrix for CM <cm> as it's
+ * currently configured. All [0..v..M-1][0..d..W]
+ * cells are allocated and filled, it's up to
+ * the DP function to ignore cells outside bands.
+ *
+ * Returns: the 2D integer init sc vector on success,
+ * dies immediately on memory error.
+ */
+int **
+ICalcInitDPScores(CM_t *cm)
+{
+ int status;
+ int *el_scA;
+ int **init_scAA;
+ int v, d;
+
+ /* precalcuate all possible local end scores, for local end emits of 1..W residues */
+ ESL_ALLOC(el_scA, sizeof(int) * (cm->W+1));
+ for(d = 0; d <= cm->W; d++) el_scA[d] = cm->iel_selfsc * d;
+ /* precalculate the initial score for all ialpha[v][j][d] cells, it's independent of j
+ * these scores ignore bands, (that is cells outside bands still have initsc's calc'ed)
+ * it's up to the DP function to skip these cells. */
+ ESL_ALLOC(init_scAA, sizeof(int *) * (cm->M));
+ ESL_ALLOC(init_scAA[0], sizeof(int) * (cm->M) * (cm->W+1));
+ for (v = 0; v < cm->M; v++) {
+ init_scAA[v] = init_scAA[0] + (v * (cm->W+1));
+ if(cm->iendsc[v] != -INFTY) {
+ for(d = 0; d <= cm->W; d++) init_scAA[v][d] = el_scA[d] + cm->iendsc[v];
+ }
+ else {
+ for(d = 0; d <= cm->W; d++) init_scAA[v][d] = -INFTY;
+ }
+ }
+
+
+ free(el_scA);
+ return init_scAA;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return NULL; /* NEVERREACHED */
+}
+
+
+/*****************************************************************
+ * 3. GammaHitMx_t data structure functions,
+ * Semi HMM data structure for optimal resolution of overlapping
+ * hits for CM DP search functions.
+ *****************************************************************/
+
+/* Function: CreateGammaHitMx()
+ * Date: EPN, Mon Nov 5 05:22:56 2007
+ *
+ * Purpose: Allocate and initialize a gamma semi-HMM for
+ * optimal hit resolution of a CM based scan.
+ * If(do_backward), L position is init'ed instead of
+ * 0th position, for Backward HMM scans.
+ *
+ * Returns: Newly allocated GammaHitMx_t object:
+ */
+GammaHitMx_t *
+CreateGammaHitMx(int L, int i0, int be_greedy, float cutoff, int do_backward)
+{
+ int status;
+
+ GammaHitMx_t *gamma;
+ ESL_ALLOC(gamma, sizeof(GammaHitMx_t));
+
+ gamma->L = L;
+ gamma->i0 = i0;
+ gamma->iamgreedy = be_greedy;
+ gamma->cutoff = cutoff;
+ /* allocate/initialize for CYK/Inside */
+ ESL_ALLOC(gamma->mx, sizeof(float) * (L+1));
+ ESL_ALLOC(gamma->gback, sizeof(int) * (L+1));
+ ESL_ALLOC(gamma->savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(gamma->saver, sizeof(int) * (L+1));
+
+ if(do_backward) {
+ gamma->mx[L] = 0;
+ gamma->gback[L] = -1;
+ }
+ else {
+ gamma->mx[0] = 0;
+ gamma->gback[0] = -1;
+ }
+ return gamma;
+
+ ERROR:
+ cm_Fail("memory allocation error in cm_CreateGammaHitMx().\n");
+ return NULL;
+}
+
+/* Function: FreeGammaHitMx()
+ * Date: EPN, Mon Nov 5 05:32:00 2007
+ *
+ * Purpose: Free a gamma semi-HMM.
+ *
+ * Returns: void;
+ */
+void
+FreeGammaHitMx(GammaHitMx_t *gamma)
+{
+ free(gamma->mx);
+ free(gamma->gback);
+ free(gamma->savesc);
+ free(gamma->saver);
+ free(gamma);
+
+ return;
+}
+
+/* Function: UpdateGammaHitMxCM()
+ * Date: EPN, Mon Nov 5 05:41:14 2007
+ *
+ * Purpose: Update a gamma semi-HMM for CM hits that end at gamma-relative position <j>.
+ *
+ * Args: cm - the model, used only for it's alphabet and null model
+ * errbuf - for reporting errors
+ * gamma - the gamma data structure
+ * j - offset j for gamma must be between 0 and gamma->L
+ * alpha_row - row of DP matrix to examine, we look at [dn..dx], NULL if we want to report
+ * this j is IMPOSSIBLE end point of a hit (only possible if using_hmm_bands == TRUE)
+ * dn - minimum d to look at
+ * dx - maximum d to look at
+ * using_hmm_bands - if TRUE, alpha_row is offset by dn, so we look at [0..dx-dn]
+ * bestr - [dn..dx] root state (0 or local entry) corresponding to hit stored in alpha_row
+ * results - results to add to, only used in this function if gamma->iamgreedy
+ * W - window size, max size of a hit, only used if we're doing a NULL3 correction (act != NULL)
+ * act - [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1)
+ *
+ * Returns: eslOK on succes; eslEMEM on memory allocation error;
+ *
+ */
+int
+UpdateGammaHitMxCM(CM_t *cm, char *errbuf, GammaHitMx_t *gamma, int j, float *alpha_row, int dn, int dx, int using_hmm_bands,
+ int *bestr, search_results_t *results, int W, double **act)
+{
+ int status;
+ int i, d;
+ int bestd;
+ int r;
+ int dmin, dmax;
+ int ip, jp;
+ float *comp = NULL; /* 0..a..cm->abc-K-1, the composition of residue a within the hit being reported */
+ int a;
+ float null3_correction;
+ int do_report_hit;
+ float hit_sc, cumulative_sc, bestd_sc;
+
+ if(alpha_row == NULL && (!using_hmm_bands)) cm_Fail("UpdateGammaHitMxCM(), alpha_row is NULL, but using_hmm_bands is FALSE.\n");
+ dmin = (using_hmm_bands) ? 0 : dn;
+ dmax = (using_hmm_bands) ? dx-dn : dx;
+ if(act != NULL) ESL_ALLOC(comp, sizeof(float) * cm->abc->K);
+
+ /* mode 1: non-greedy */
+ if(! gamma->iamgreedy || alpha_row == NULL) {
+ gamma->mx[j] = gamma->mx[j-1] + 0;
+ gamma->gback[j] = -1;
+ gamma->savesc[j] = IMPOSSIBLE;
+ gamma->saver[j] = -1;
+
+ if(alpha_row != NULL) {
+ for (d = dmin; d <= dmax; d++) {
+ i = using_hmm_bands ? j-d+1-dn : j-d+1;
+ hit_sc = alpha_row[d];
+ cumulative_sc = gamma->mx[i-1] + hit_sc;
+ if (cumulative_sc > gamma->mx[j]) {
+ do_report_hit = TRUE;
+ if(act != NULL && NOT_IMPOSSIBLE(hit_sc)) { /* do NULL3 score correction */
+ for(a = 0; a < cm->abc->K; a++) {
+ comp[a] = act[j%(W+1)][a] - act[(j-d+1-1)%(W+1)][a]; /* careful, tricky off-by-one: comp[a] is act[j][a] - act[i-1][a], hence the j-d+1-1 (i == j-d+1) */
+ /*printf("a: %5d j/W: %5d i-1/W: %5d j[a]: %.3f i-1[a]: %.3f c[a]: %.3f\n", a, j%(W+1), (j-d+1-1%W), act[(j%(W+1))][a], act[((j-d+1-1)%(W+1))][a], comp[a]);*/
+ }
+ esl_vec_FNorm(comp, cm->abc->K);
+ /*esl_vec_FDump(stdout, comp, cm->abc->K, NULL);*/
+ ScoreCorrectionNull3(cm->abc, cm->null, comp, j-i+1, &null3_correction);
+ hit_sc -= null3_correction;
+ cumulative_sc -= null3_correction;
+ do_report_hit = (cumulative_sc > gamma->mx[j]) ? TRUE : FALSE;
+ }
+ if(do_report_hit) {
+ /*printf("\t%.3f %.3f\n", hit_sc+null3_correction, hit_sc);*/
+ gamma->mx[j] = cumulative_sc;
+ gamma->gback[j] = i + (gamma->i0-1);
+ gamma->savesc[j] = hit_sc;
+ gamma->saver[j] = bestr[d];
+ }
+ }
+ }
+ }
+ }
+ /* mode 2: greedy */
+ if(gamma->iamgreedy && dmin <= dmax) { /* if dmin >= dmax, no valid d for this j exists, don't report any hits */
+ /* Resolving overlaps greedily (RSEARCH style),
+ * At least one hit is sent back for each j here.
+ * However, some hits can already be removed for the greedy overlap
+ * resolution algorithm. Specifically, at the given j, any hit with a
+ * d of d1 is guaranteed to mask any hit of lesser score with a d > d1 */
+ /* First, report hit with d of dmin (min valid d) if >= cutoff */
+ hit_sc = alpha_row[dmin];
+ if (hit_sc >= gamma->cutoff && NOT_IMPOSSIBLE(hit_sc)) {
+ do_report_hit = TRUE;
+ r = bestr[dmin];
+ ip = using_hmm_bands ? j-(dmin+dn)+gamma->i0 : j-dmin+gamma->i0;
+ jp = j-1+gamma->i0;
+ assert(ip >= gamma->i0);
+ assert(jp >= gamma->i0);
+ if(act != NULL) { /* do NULL3 score correction */
+ for(a = 0; a < cm->abc->K; a++) comp[a] = act[j%(W+1)][a] - act[(j-dmin+1-1)%(W+1)][a];
+ esl_vec_FNorm(comp, cm->abc->K);
+ ScoreCorrectionNull3(cm->abc, cm->null, comp, jp-ip+1, &null3_correction);
+ hit_sc -= null3_correction;
+ do_report_hit = (hit_sc >= gamma->cutoff) ? TRUE : FALSE;
+ }
+ if(do_report_hit) {
+ /*printf("\t0 %.3f %.3f ip: %d jp: %d r: %d\n", hit_sc+null3_correction, hit_sc, ip, jp, r);*/
+ ReportHit (ip, jp, r, hit_sc, results);
+ }
+ }
+ bestd = dmin;
+ bestd_sc = hit_sc;
+ /* Now, if current score is greater than maximum seen previous, report
+ * it if >= cutoff and set new max */
+ for (d = dmin+1; d <= dmax; d++) {
+ hit_sc = alpha_row[d];
+ if (hit_sc > bestd_sc) {
+ if (hit_sc >= gamma->cutoff && NOT_IMPOSSIBLE(hit_sc)) {
+ do_report_hit = TRUE;
+ r = bestr[d];
+ ip = using_hmm_bands ? j-(d+dn)+gamma->i0 : j-d+gamma->i0;
+ jp = j-1+gamma->i0;
+ assert(ip >= gamma->i0);
+ assert(jp >= gamma->i0);
+ if(act != NULL) { /* do NULL3 score correction */
+ for(a = 0; a < cm->abc->K; a++) comp[a] = act[j%(W+1)][a] - act[(j-d+1-1)%(W+1)][a];
+ esl_vec_FNorm(comp, cm->abc->K);
+ ScoreCorrectionNull3(cm->abc, cm->null, comp, jp-ip+1, &null3_correction);
+ hit_sc -= null3_correction;
+ do_report_hit = ((hit_sc > bestd_sc) && (hit_sc >= gamma->cutoff)) ? TRUE : FALSE;
+ }
+ if(do_report_hit) {
+ /*printf("\t1 %.3f %.3f ip: %d jp: %d r: %d\n", hit_sc+null3_correction, hit_sc, ip, jp, r);*/
+ ReportHit (ip, jp, r, hit_sc, results);
+ }
+ }
+ if(hit_sc > bestd_sc) { bestd = d; bestd_sc = hit_sc; } /* we need to check again b/c if null3, hit_sc -= null3_correction */
+ }
+ }
+ }
+ if(comp != NULL) free(comp);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return eslEMEM; /* NEVERREACHED */
+}
+
+
+/* Function: UpdateGammaHitMxCP9Forward()
+ * Date: EPN, Wed Nov 28 16:55:18 2007
+ *
+ * Purpose: Update a gamma semi-HMM for forward-direction CP9 hits that span i..j.
+ *
+ * NOTE: (EPN, Fri Sep 25 10:23:01 2009) I introduced a
+ * 'bug' fix specific to NULL3. The 'clen' argument is added, and i is now
+ * calc'ed as the max of (j-clen+1) and the i that's passed into the function
+ * (which is usually max(j-W+1,i0)). This was done b/c W is often much
+ * much larger than clen, and so the null3 penalty for hits was
+ * too large - the old way (using i=max(j-W+1,i0)) resulted in the
+ * hit length often being W (b/c the start point i is unknown in an
+ * HMM forward scan). Now, with the fix, the hit length is often clen,
+ * which causes the null3 penalty to be more reasonable.
+ * However, the analogous change was not made to the analogous Backward
+ * function UpdateGammaHitMxCP9Backward(), see that function's comments
+ * for details. See
+ * /groups/eddy/home/nawrockie/notebook/9_0924_inf_rfam_question/00LOG
+ * for more details on this bug fix.
+ *
+ * Args: cp9 - the model, used only for it's alphabet and null model
+ * errbuf - for reporting errors
+ * gamma - the gamma data structure
+ * i - offset i for gamma must be between 0 and gamma->L, this is usually max(j-W+1, i0)
+ * j - offset j for gamma must be between 0 and gamma->L
+ * sc - score of best hit for i..j
+ * results - results to add to, only used in this function if gamma->iamgreedy
+ * W - window size, max size of a hit, only used if we're doing a NULL3 correction (act != NULL)
+ * act - [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1)
+ * clen - cm->clen, only used if we're doing a NULL3 correction, to calculate null3_i, the i index used
+ * to calculate the null3 correction, this is a 'bug' fix between v1.01 and v1.02
+ * Returns: eslOK on succes; eslEMEM on memory allocation error;
+ */
+int
+UpdateGammaHitMxCP9Forward(CP9_t *cp9, char *errbuf, GammaHitMx_t *gamma, int i, int j, float hit_sc, search_results_t *results, int W, double **act, int clen)
+{
+ int status;
+ float cumulative_sc;
+ int a;
+ int ip, jp;
+ float *comp = NULL; /* 0..a..cm->abc-K-1, the composition of residue a within the hit being reported */
+ float null3_correction;
+ int null3_i; /* null3-specific offset i for gamma must be between 0 and gamma->L, this is max(j-clen+1, i0) */
+
+ /* update hit_sc if do_null3 == TRUE (do_null3 == TRUE iff act != NULL) */
+ if(act != NULL) { /* do NULL3 score correction */
+ null3_i = ESL_MAX(j-clen+1, 1);
+ null3_i = ESL_MAX(i, null3_i);
+ /*printf("\ti: %4d null3_i: %4d j: %4d hit_sc: %.2f ", i, null3_i, j, hit_sc);*/
+ ESL_ALLOC(comp, sizeof(float) * cp9->abc->K);
+ for(a = 0; a < cp9->abc->K; a++) comp[a] = act[j%(W+1)][a] - act[(null3_i-1)%(W+1)][a]; /* comp[a] is act[j][a] - act[null3_i-1][a] */
+ esl_vec_FNorm(comp, cp9->abc->K);
+ /*esl_vec_FDump(stdout, comp, cp9->abc->K, NULL);*/
+ /*printf("(A:%.2f C:%.2f G:%.2f U:%.2f) ", comp[0], comp[1], comp[2], comp[3]);*/
+ ScoreCorrectionNull3(cp9->abc, cp9->null, comp, j-null3_i+1, &null3_correction);
+ hit_sc -= null3_correction;
+ }
+ /*printf("%.2f (%.2f)\n", hit_sc, null3_correction);*/
+ /* mode 1: non-greedy */
+ if(! gamma->iamgreedy) {
+ gamma->mx[j] = gamma->mx[j-1] + 0;
+ gamma->gback[j] = -1;
+ gamma->savesc[j] = IMPOSSIBLE;
+ gamma->saver[j] = -1;
+
+ cumulative_sc = gamma->mx[i-1] + hit_sc;
+ if (cumulative_sc > gamma->mx[j]) {
+ gamma->mx[j] = cumulative_sc;
+ gamma->gback[j] = i + (gamma->i0-1);
+ gamma->savesc[j] = hit_sc;
+ gamma->saver[j] = 0; /* saver is invalid for CP9 hits */
+ }
+ }
+ /* mode 2: greedy */
+ if(gamma->iamgreedy) {
+ /* Return best hit for each j, IFF it's above threshold */
+ if (hit_sc >= gamma->cutoff) {
+ ip = i-1 + gamma->i0;
+ jp = j-1 + gamma->i0;
+ ReportHit (ip, jp, 0, hit_sc, results); /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ if(comp != NULL) free(comp);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return eslEMEM; /* NEVERREACHED */
+}
+
+
+/* Function: UpdateGammaHitMxCP9Backward()
+ * Date: EPN, Wed Nov 28 16:55:09 2007
+ *
+ * Purpose: Update a gamma semi-HMM for backward-direction CP9 hits that span i..j.
+ *
+ * Note: There's a 'backwards-specific' off-by-one here, that
+ * only occurs b/c we're going backwards, this is probably
+ * implementation specific (meaning getting rid of it is possible,
+ * but I haven't figured out how to), but we deal
+ * with it (albeit confusingly) as follows:
+ *
+ * '*off-by-one*' marked comments below refers to this issue:
+ * All Backward hits are rooted in M_O, the B (begin) state,
+ * which is * a non-emitter. let i = ip+i0-1 => ip = i-i0+1;
+ * so sc[ip] = * backward->mmx[ip][0] = summed log prob of
+ * all parses that end at * j0, and start at position i+1 of
+ * the sequence (because i+1 is the * last residue whose
+ * emission has been accounted for). As a result, * gamma
+ * indexing is off-by-one with respect to sequence position,
+ * * hence the i+1 or i-1 in the following code blocks, each
+ * marked by * "*off-by-one*" comment below. for example:
+ * let i0 = 2 gamma[ip=4], * normally this means ip=4
+ * corresponds to i=5 but due to this * off-by-one sc[ip=4]
+ * corresponds to hits that start at i=6
+ *
+ * NOTE: (EPN, Fri Sep 25 10:23:01 2009) I introduced a
+ * 'bug' fix for UpdateGammaHitMxCP9Forward() (above) that is specific
+ * to NULL3 (see the comments in that function above).
+ * The analogous bug fixing change was not made to *this* function b/c
+ * *in the current implementation* cp9_Backward (or cp9_ViterbiBackward)
+ * is only called after Forward has been run, so 'j' (the analog of i
+ * in Backward) is already known, and the problem of overestimating
+ * the hit length and inflating the null3 penalty goes away.
+ * IF THIS IS CHANGED, if Backward were run as a scanner by itself,
+ * without a j from Forward (though I can't imagine why you'd do this)
+ * one would want to think about adding the analogous bug fix in this
+ * function. The reason NOT to do the bug fix here is that
+ * sometimes the hit length is longer than clen, in which
+ * case you want the null3 correction to be larger than it would be
+ * if the hit length were clen. See
+ * /groups/eddy/home/nawrockie/notebook/9_0924_inf_rfam_question/00LOG
+ * for more details.
+ *
+ * Args: cp9 - the model, used only for it's alphabet and null model
+ * errbuf - for reporting errors
+ * gamma - the gamma data structure
+ * i - offset i for gamma must be between 0 and gamma->L
+ * j - offset j for gamma must be between 0 and gamma->L, this is usually i+W-1
+ * sc - score of best hit for i..j
+ * results - results to add to, only used in this function if gamma->iamgreedy
+ * W - window size, max size of a hit, only used if we're doing a NULL3 correction (act != NULL)
+ * act - [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1)
+ *
+ * Returns: eslOK on succes; eslEMEM on memory allocation error;
+ */
+int
+UpdateGammaHitMxCP9Backward(CP9_t *cp9, char *errbuf, GammaHitMx_t *gamma, int i, int j, float hit_sc, search_results_t *results, int W, double **act)
+{
+ int status;
+ float cumulative_sc;
+ int a;
+ int ip, jp;
+ float *comp = NULL; /* 0..a..abc-K-1, the composition of residue a within the hit being reported */
+ float null3_correction;
+
+ ESL_DASSERT1((i <= j));
+
+ /* update hit_sc if do_null3 == TRUE (do_null3 == TRUE iff act != NULL) */
+ if(act != NULL) { /* do NULL3 score correction */
+ ESL_ALLOC(comp, sizeof(float) * cp9->abc->K);
+ for(a = 0; a < cp9->abc->K; a++) comp[a] = act[(i+1)%(W+1)][a] - act[(j+1)%(W+1)][a]; /* *off-by-one* we're going backwards: comp[a] is act[i][a] - act[j+1][a], but there's an off-by-one (see above) */
+ esl_vec_FNorm(comp, cp9->abc->K);
+ ScoreCorrectionNull3(cp9->abc, cp9->null, comp, j-(i+1)+1, &null3_correction);
+ hit_sc -= null3_correction;
+ /*esl_vec_FDump(stdout, comp, cp9->abc->K, NULL);*/
+ /*printf("%.3f %.3f\n", hit_sc + null3_correction, hit_sc);*/
+ }
+
+ /* mode 1: non-greedy */
+ if(! gamma->iamgreedy) {
+ gamma->mx[i] = gamma->mx[i+1] + 0;
+ gamma->gback[i] = -1;
+ gamma->savesc[i] = IMPOSSIBLE;
+ gamma->saver[i] = -1;
+
+ cumulative_sc = gamma->mx[j+1-1] + hit_sc; /* *off-by-one */
+ if (cumulative_sc > gamma->mx[i]) {
+ gamma->mx[i] = cumulative_sc;
+ gamma->gback[i] = j + (gamma->i0-1);
+ gamma->savesc[i] = hit_sc;
+ gamma->saver[i] = 0; /* saver is invalid for CP9 hits */
+ }
+ }
+
+ /* mode 2: greedy */
+ if(gamma->iamgreedy) {
+ /* Return best hit for each j, IFF it's above threshold */
+ if (hit_sc >= gamma->cutoff) {
+ ip = i-1 + gamma->i0;
+ jp = j-1 + gamma->i0;
+ ReportHit (ip+1, jp, 0, hit_sc, results); /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ if(comp != NULL) free(comp);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.\n");
+ return eslEMEM; /* NEVERREACHED */
+}
+
+
+/* Function: TBackGammaHitMxForward()
+ * Date: EPN, Mon Nov 5 10:14:30 2007
+ *
+ * Purpose: Traceback with a gamma semi-HMM for CM/CP9 hits in the forward
+ * direction. See TBackGammaHitMxBackward() for backward direction.
+ * gamma->iamgreedy should be FALSE.
+ *
+ * Returns: void; dies immediately upon an error.
+ */
+void
+TBackGammaHitMxForward(GammaHitMx_t *gamma, search_results_t *results, int i0, int j0)
+{
+ int j, jp_g;
+
+ if(gamma->iamgreedy) cm_Fail("cm_TBackGammaHitMx(), gamma->iamgreedy is TRUE.\n");
+ if(results == NULL) cm_Fail("cm_TBackGammaHitMx(), results == NULL");
+ /* Recover all hits: an (i,j,sc) triple for each one.
+ */
+ j = j0;
+ while (j >= i0) {
+ jp_g = j-i0+1;
+ if (gamma->gback[jp_g] == -1) j--; /* no hit */
+ else { /* a hit, a palpable hit */
+ if(gamma->savesc[jp_g] >= gamma->cutoff) /* report the hit */
+ ReportHit(gamma->gback[jp_g], j, gamma->saver[jp_g], gamma->savesc[jp_g], results);
+ j = gamma->gback[jp_g]-1;
+ }
+ }
+ return;
+}
+
+
+/* Function: TBackGammaHitMxBackward()
+ * Date: EPN, Wed Nov 28 16:53:48 2007
+ *
+ * Purpose: Traceback with a gamma semi-HMM for CP9 hits in the backward
+ * direction. See TBackGammaHitMxForward() for forward direction.
+ * gamma->iamgreedy should be FALSE.
+ *
+ * Note: Remember the 'backward-specific' off-by-one b/t seq
+ * index and gamma (see *off-by-one* in 'Purpose' section
+ * of UpdateGammaHitMxCP9Backward, above)
+ *
+ * Returns: void; dies immediately upon an error.
+ */
+void
+TBackGammaHitMxBackward(GammaHitMx_t *gamma, search_results_t *results, int i0, int j0)
+{
+ int i, ip_g;
+
+ if(gamma->iamgreedy) cm_Fail("cm_TBackGammaHitMx(), gamma->iamgreedy is TRUE.\n");
+ if(results == NULL) cm_Fail("cm_TBackGammaHitMx(), results == NULL");
+ /* Recover all hits: an (i,j,sc) triple for each one.
+ */
+ i = i0;
+ while (i <= j0) {
+ ip_g = (i-1)-i0+1; /* *off-by-one*, i-1, ip corresponds to i+1
+ * (yes: i *-* 1 => ip corresponds to i *+* 1) */
+ if (gamma->gback[ip_g] == -1) i++; /* no hit */
+ else { /* a hit, a palpable hit */
+ if(gamma->savesc[ip_g] >= gamma->cutoff) { /* report the hit */
+ ESL_DASSERT1((i <= gamma->gback[ip_g]));
+ ReportHit(i, gamma->gback[ip_g], gamma->saver[ip_g], gamma->savesc[ip_g], results);
+ }
+ i = gamma->gback[ip_g]+1;
+ }
+ }
+ return;
+}
+
+#if 0
+/* Function: cm_UpdateScanMatrix()
+ * Date: EPN, Wed Nov 7 12:49:36 2007
+ *
+ * Purpose: Free, reallocate and recalculate ScanMatrix cm->smx>
+ * for CM <cm>.
+ *
+ * Returns: eslOK on success, dies immediately on an error.
+ */
+int
+cm_UpdateScanMatrixForCM(CM_t *cm)
+{
+ /* contract check */
+ if(cm->flags & CMH_SCANMATRIX) cm_Fail("cm_UpdateScanMatrix(), the CM flag for valid scan info is already up.");
+ if(cm->smx->flags & cmSMX_HAS_FLOAT) {
+ cm_FreeFloatsFromScanMatrix(cm, cm->smx);
+ cm_FloatizeScanMatrix(cm, cm->smx);
+ }
+ if(cm->smx->flags & cmSMX_HAS_INT) {
+ cm_FreeIntsFromScanMatrix(cm, cm->smx);
+ cm_IntizeScanMatrix(cm, cm->smx);
+ }
+ cm->flags |= CMH_SCANMATRIX; /* ScanMatrix is valid now */
+ return eslOK;
+}
+#endif
+
diff --git a/src/cm_parsetree.c b/src/cm_parsetree.c
new file mode 100644
index 0000000..0928b05
--- /dev/null
+++ b/src/cm_parsetree.c
@@ -0,0 +1,2108 @@
+/* cm_parsetree.c
+ * cove 1.0: Mon May 17 09:38:14 1993
+ * moved to cove 2.0, Mon Sep 6 13:34:55 1993
+ * cove4: SRE 29 Feb 2000 [Seattle]
+ * infernal: SRE, Fri Jul 28 08:55:47 2000 [StL]
+ * SVN $Id: cm_parsetree.c 2999 2009-10-24 16:04:57Z nawrockie $
+ *
+ * Unlike a traceback of a normal HMM alignment, which is linear,
+ * the traceback of a CM is a tree structure. Here
+ * we provide support for the traceback data structure.
+ *
+ * Non-BIFURC states have a NULL right branch.
+ *
+ * The pushdown stack structure has a dummy begin node, and the
+ * end is signified by a final NULL ptr.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <stdlib.h>
+#include <ctype.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_random.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/* Function: CreateParsetree()
+ * Incept: SRE 29 Feb 2000 [Seattle] from cove2.0 code.
+ *
+ * Purpose: Creates a parse tree structure.
+ * The first operation on a newly created tree is
+ * generally to add the root:
+ * InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 0, L-1, 0);
+ *
+ * Return: ptr to the new tree.
+ */
+Parsetree_t *
+CreateParsetree(int size)
+{
+ int status;
+ Parsetree_t *new;
+
+ ESL_ALLOC(new, sizeof(Parsetree_t));
+ new->memblock = 100; /* allocation block size can be optimized here if you want. */
+ new->nalloc = size;
+ ESL_ALLOC(new->emitl, sizeof(int) * new->nalloc);
+ ESL_ALLOC(new->emitr, sizeof(int) * new->nalloc);
+ ESL_ALLOC(new->state, sizeof(int) * new->nalloc);
+ ESL_ALLOC(new->mode, sizeof(int) * new->nalloc);
+ ESL_ALLOC(new->nxtl, sizeof(int) * new->nalloc);
+ ESL_ALLOC(new->nxtr, sizeof(int) * new->nalloc);
+ ESL_ALLOC(new->prv, sizeof(int) * new->nalloc);
+ new->n = 0;
+ return new;
+ ERROR:
+ cm_Fail("ERROR allocated parsetree.\n");
+ return NULL; /* never reached */
+}
+
+/* Function: GrowParsetree()
+ * Incept: SRE 1 March 2000 [Seattle]
+ *
+ * Purpose: Increase the number of available nodes in a parse tree.
+ */
+void
+GrowParsetree(Parsetree_t *tr)
+{
+ int status;
+ void *tmp;
+ tr->nalloc += tr->memblock;
+ ESL_RALLOC(tr->emitl, tmp, sizeof(int) * tr->nalloc);
+ ESL_RALLOC(tr->emitr, tmp, sizeof(int) * tr->nalloc);
+ ESL_RALLOC(tr->state, tmp, sizeof(int) * tr->nalloc);
+ ESL_RALLOC(tr->mode, tmp, sizeof(int) * tr->nalloc);
+ ESL_RALLOC(tr->nxtl, tmp, sizeof(int) * tr->nalloc);
+ ESL_RALLOC(tr->nxtr, tmp, sizeof(int) * tr->nalloc);
+ ESL_RALLOC(tr->prv, tmp, sizeof(int) * tr->nalloc);
+ return;
+
+ ERROR:
+ cm_Fail("ERROR growing parsetree.\n");
+}
+
+/* Function: FreeParsetree()
+ * Incept: SRE 1 March 2000 [Seattle]
+ *
+ * Purpose: Destroy a parse tree.
+ */
+void
+FreeParsetree(Parsetree_t *tr)
+{
+ free(tr->emitl);
+ free(tr->emitr);
+ free(tr->state);
+ free(tr->mode);
+ free(tr->nxtl);
+ free(tr->nxtr);
+ free(tr->prv);
+ free(tr);
+}
+
+/* Function: InsertTraceNodewithMode()
+ * Incept: SRE 1 March 2000 [Seattle]
+ *
+ * Purpose: Insert a new node in a trace tree, attached to node y,
+ * either TRACE_LEFT_CHILD or TRACE_RIGHT_CHILD.
+ *
+ * Before: After:
+ * y y
+ * / \ / \
+ * a b n b
+ * / \
+ * a -
+ * The new node has index tr->n.
+ * GrowTrace() if necessary.
+ * The new node n gets connectivity:
+ * l = a
+ * r = 1 (a dummy state, e.g. nothing)
+ * prv = y
+ * The old node y gets connectivity :
+ * l or r = n
+ * The downstream node a gets a new parent:
+ * if (a != 1) a's prv = n
+ *
+ * Usually we're attaching a node, so a and b are the
+ * terminal dummy state 1, which does not remember its
+ * parents.
+ *
+ * For the special case of initializing the root node, use y==-1
+ * and whichway==TRACE_LEFT_CHILD.
+ *
+ * Returns: index of new node.
+ */
+int
+InsertTraceNodewithMode(Parsetree_t *tr, int y, int whichway, int emitl, int emitr, int state, int mode)
+{
+ int a;
+ int n;
+
+ n = tr->n;
+ /* a==-1 unless we're inserting a node into an existing tree, which is rare */
+ if (y >= 0)
+ a = (whichway == TRACE_LEFT_CHILD ? tr->nxtl[y] : tr->nxtr[y]);
+ else
+ a = -1; /* special case of initializing the root. */
+
+ if (tr->n == tr->nalloc) GrowParsetree(tr);
+ /* information in new node */
+ tr->emitl[n] = emitl;
+ tr->emitr[n] = emitr;
+ tr->state[n] = state;
+ tr->mode[n] = mode;
+ /* connectivity of new node */
+ tr->nxtl[n] = a;
+ tr->nxtr[n] = -1;
+ tr->prv[n] = y;
+ /* connectivity of parent */
+ if (y >= 0) {
+ if (whichway == TRACE_LEFT_CHILD) tr->nxtl[y] = n;
+ else tr->nxtr[y] = n;
+ }
+ /* connectivity of child,
+ if we're inserting instead of just adding */
+ if (a != -1) tr->prv[a] = n;
+ /* bump counter, return index of new node */
+ tr->n++;
+ return n;
+}
+
+/* Function: InsertTraceNode()
+ *
+ * Purpose: Standard, non-mode-aware API
+ * Calls InsertTraceNodewithMode()
+ * with default mode value
+ *
+ * Returns: index of new node
+ */
+int
+InsertTraceNode(Parsetree_t *tr, int y, int whichway, int emitl, int emitr, int state)
+{
+ int n;
+
+ n = InsertTraceNodewithMode(tr, y, whichway, emitl, emitr, state, 3);
+
+ return n;
+}
+
+/* Function: ParsetreeCount()
+ * Date: SRE, Mon Jul 31 19:19:08 2000 [St. Louis]
+ *
+ * Purpose: Count a parsetree into a counts-based CM structure,
+ * in the course of estimating new CM probability parameters.
+ *
+ * Args: cm - CM to collect counts in
+ * tr - the parse tree to collect from.
+ * dsq - digitized sequence that we're counting symbols from
+ * wgt - weight on this sequence (often just 1.0)
+ *
+ * Returns: (void)
+ */
+void
+ParsetreeCount(CM_t *cm, Parsetree_t *tr, ESL_DSQ *dsq, float wgt)
+{
+ int tidx; /* counter through positions in the parsetree */
+ int v,z; /* parent, child state index in CM */
+
+ /* trivial preorder traverse, since we're already numbered that way */
+ for (tidx = 0; tidx < tr->n; tidx++) {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ if (v != cm->M && cm->sttype[v] != E_st && cm->sttype[v] != B_st)
+ {
+ z = tr->state[tr->nxtl[tidx]]; /* index of child state in CM */
+
+ if (z == cm->M)
+ cm->end[v] += wgt;
+ else if (v == 0 && z - cm->cfirst[v] >= cm->cnum[v])
+ cm->begin[z] += wgt;
+ else
+ cm->t[v][z - cm->cfirst[v]] += wgt;
+
+ if (cm->sttype[v] == MP_st)
+ PairCount(cm->abc, cm->e[v], dsq[tr->emitl[tidx]], dsq[tr->emitr[tidx]], wgt);
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ esl_abc_FCount(cm->abc, cm->e[v], dsq[tr->emitl[tidx]], wgt);
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ esl_abc_FCount(cm->abc, cm->e[v], dsq[tr->emitr[tidx]], wgt);
+ }
+ }
+}
+
+/* Function: ParsetreeScore()
+ * Date: SRE, Wed Aug 2 13:54:07 2000 [St. Louis]
+ *
+ * Purpose: Calculate the score of a given parse tree for a sequence,
+ * given a CM that's prepared in log-odds form. Also calculate
+ * the contribution of structure to that score, by subtracting
+ * marginalized scores from the MP pair emission scores.
+ *
+ * Returns: eslOK on success
+ * eslEINCOMPAT on contract violation.
+ */
+int
+ParsetreeScore(CM_t *cm, char *errbuf, Parsetree_t *tr, ESL_DSQ *dsq, int do_null2, float *ret_sc, float *ret_struct_sc)
+{
+ int status; /* Easel status code */
+ int tidx; /* counter through positions in the parsetree */
+ int v,y; /* parent, child state index in CM */
+ ESL_DSQ symi, symj; /* symbol indices for emissions, 0..cm->abc->Kp-1 */
+ float sc; /* the log-odds score of the parse tree */
+ int mode;
+ float struct_sc; /* contribution of the structure to the score */
+
+ /* contract check */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ParsetreeScore(): dsq == NULL.");
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ParsetreeScore(): ret_sc == NULL.");
+
+ /* trivial preorder traverse, since we're already numbered that way */
+ sc = struct_sc = 0.;
+ for (tidx = 0; tidx < tr->n; tidx++) {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ mode = tr->mode[tidx];
+ if (v == cm->M) continue; /* special case: v is EL, local alignment end */
+ if (cm->sttype[v] != E_st && cm->sttype[v] != B_st) /* no scores in B,E */
+ {
+ y = tr->state[tr->nxtl[tidx]]; /* index of child state in CM */
+
+ if (tr->nxtl[tidx] == -1)
+ ;
+ else if (v == 0 && (cm->flags & CMH_LOCAL_BEGIN))
+ sc += cm->beginsc[y];
+ else if (y == cm->M) /* CMH_LOCAL_END is presumably set, else this wouldn't happen */
+ sc += cm->endsc[v] + (cm->el_selfsc * (tr->emitr[tidx] - tr->emitl[tidx] + 1 - StateDelta(cm->sttype[v])));
+ else /* y - cm->first[v] gives us the offset in the transition vector */
+ sc += cm->tsc[v][y - cm->cfirst[v]];
+
+ if (cm->sttype[v] == MP_st)
+ {
+ symi = dsq[tr->emitl[tidx]];
+ symj = dsq[tr->emitr[tidx]];
+ if (mode == 3)
+ {
+ if (symi < cm->abc->K && symj < cm->abc->K) {
+ sc += cm->esc[v][(int) (symi*cm->abc->K+symj)];
+ struct_sc += cm->esc[v][(int) (symi*cm->abc->K+symj)];
+ }
+ else {
+ sc += DegeneratePairScore(cm->abc, cm->esc[v], symi, symj);
+ struct_sc += cm->esc[v][(int) (symi*cm->abc->K+symj)];
+ }
+ struct_sc -= LeftMarginalScore(cm->abc, cm->esc[v], symi); /* subtract left marginalized score */
+ struct_sc -= RightMarginalScore(cm->abc, cm->esc[v], symj); /* subtract right marginalized score */
+ }
+ else if (mode == 2)
+ sc += LeftMarginalScore(cm->abc, cm->esc[v], symi);
+ else if (mode == 1)
+ sc += RightMarginalScore(cm->abc, cm->esc[v], symj);
+ }
+ else if ( (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) && (mode == 3 || mode == 2) )
+ {
+ symi = dsq[tr->emitl[tidx]];
+ if (symi < cm->abc->K) sc += cm->esc[v][(int) symi];
+ else sc += esl_abc_FAvgScore(cm->abc, symi, cm->esc[v]);
+ }
+ else if ( (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) && (mode == 3 || mode == 1) )
+ {
+ symj = dsq[tr->emitr[tidx]];
+ if (symj < cm->abc->K) sc += cm->esc[v][(int) symj];
+ else sc += esl_abc_FAvgScore(cm->abc, symj, cm->esc[v]);
+ }
+ }
+ }
+
+ if(do_null2) {
+ float corr_sc;
+ if((status = ParsetreeScoreCorrectionNull2(cm, errbuf, tr, dsq, 0, &corr_sc)) != eslOK) return status;
+ sc -= corr_sc;
+ /* don't subtract corr_sc from struct_sc, b/c we would have subtracted it from
+ * both the marginalized and non-marginalized MP scores, thus it cancels out for struct_sc
+ */
+ }
+ if(ret_sc != NULL) *ret_sc = sc;
+ if(ret_struct_sc != NULL) *ret_struct_sc = struct_sc;
+ return eslOK;
+}
+
+
+
+
+/* Function: PrintParsetree()
+ * Date: SRE, Fri Jul 28 12:47:06 2000 [St. Louis]
+ *
+ * Purpose: Debugging: show a tabular representation of a
+ * parsetree structure.
+ *
+ * This just shows information in the
+ * parsetree structure itself. ParsetreeDump()
+ * is more detailed, showing sequence information
+ * aligned to the tree. PrintParsetree() is
+ * called by cmbuild.c to print a master guide
+ * tree, which doesn't have an individual
+ * sequence aligned to it.
+ *
+ * Args: fp - output stream (stdout?)
+ * tr - the tree to show
+ *
+ * Returns: void
+ */
+void
+PrintParsetree(FILE *fp, Parsetree_t *tr)
+{
+ int x;
+
+ fprintf(fp, "%5s %5s %5s %5s %5s %5s %5s\n",
+ " idx ","emitl", "emitr", "state", " nxtl", " nxtr", " prv ");
+ fprintf(fp, "%5s %5s %5s %5s %5s %5s %5s\n",
+ "-----", "-----", "-----", "-----", "-----","-----", "-----");
+ for (x = 0; x < tr->n; x++)
+ fprintf(fp, "%5d %5d %5d %5d %5d %5d %5d\n",
+ x, tr->emitl[x], tr->emitr[x], tr->state[x],
+ tr->nxtl[x], tr->nxtr[x], tr->prv[x]);
+ fprintf(fp, "%5s %5s %5s %5s %5s %5s %5s\n",
+ "-----", "-----", "-----", "-----","-----","-----", "-----");
+
+ fprintf(fp, "n = %d\n", tr->n);
+ fprintf(fp, "nalloc = %d\n", tr->nalloc);
+ fprintf(fp, "block = %d\n", tr->memblock);
+}
+
+/* Function: ParsetreeDump()
+ * Date: SRE, Fri Aug 4 10:43:20 2000 [St. Louis]
+ *
+ * Purpose: Generate a detailed picture of a parsetree data structure,
+ * annotated with relevant information from the sequence
+ * and the model.
+ *
+ * Args: fp - FILE to write output to.
+ * tr - parsetree to examine.
+ * cm - model that was aligned to dsq to generate the parsetree
+ * dsq - digitized sequence that was aligned to cm to generate the parsetree
+ * gamma - cumulative subsequence length probability distributions
+ * used to generate the bands; from BandDistribution(); [0..v..M-1][0..W]
+ * W - maximum window length W (gamma distributions range up to this)
+ * dmin - minimum subseq length for each state; [0..v..M-1] NULL for non-banded output
+ * dmax - maximum subseq length for each state; [0..v..M-1] NULL for non-banded output
+ *
+ * Returns: (void)
+ */
+void
+ParsetreeDump(FILE *fp, Parsetree_t *tr, CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax)
+{
+ int x;
+ char syml, symr;
+ float tsc;
+ float esc;
+ int v,y;
+ int mode;
+ int do_banded;
+ int L;
+
+ /* Contract check */
+ if(dmin == NULL && dmax != NULL)
+ cm_Fail("In ParsetreeDump(), dmin is NULL, dmax is not.\n");
+ if(dmin != NULL && dmax == NULL)
+ cm_Fail("In ParsetreeDump(), dmax is NULL, dmin is not.\n");
+ if(dsq == NULL)
+ cm_Fail("In ParsetreeDump(), dsq is NULL");
+
+ if(dmin != NULL && dmax != NULL) do_banded = TRUE;
+ else do_banded = FALSE;
+
+ if(do_banded)
+ {
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s %5s %5s %5s\n",
+ " idx ", "emitl", "emitr", "state", " nxtl", " nxtr", " prv ", " tsc ", " esc ",
+ " L ", " dmin", " dmax");
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s %5s %5s %5s\n",
+ "-----", "------", "------", "-------", "-----","-----", "-----","-----", "-----",
+ "-----", "-----", "-----");
+ }
+ else
+ {
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s\n",
+ " idx ","emitl", "emitr", "state", " nxtl", " nxtr", " prv ", " tsc ", " esc ");
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s\n",
+ "-----", "------", "------", "-------", "-----","-----", "-----","-----", "-----");
+ }
+ for (x = 0; x < tr->n; x++)
+ {
+ v = tr->state[x];
+ mode = tr->mode[x];
+
+ /* Set syml, symr: one char representation of what we emit, or ' '.
+ * Set esc: emission score, or 0.
+ * Only P, L, R states have emissions.
+ */
+ syml = symr = ' ';
+ esc = 0.;
+ if (cm->sttype[v] == MP_st) {
+ if (mode == 3 || mode == 2) syml = cm->abc->sym[dsq[tr->emitl[x]]];
+ if (mode == 3 || mode == 1) symr = cm->abc->sym[dsq[tr->emitr[x]]];
+ if (mode == 3) esc = DegeneratePairScore(cm->abc, cm->esc[v], dsq[tr->emitl[x]], dsq[tr->emitr[x]]);
+ else if (mode == 2) esc = LeftMarginalScore(cm->abc, cm->esc[v], dsq[tr->emitl[x]]);
+ else if (mode == 1) esc = RightMarginalScore(cm->abc, cm->esc[v], dsq[tr->emitr[x]]);
+ } else if ( (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st) && (mode == 3 || mode == 2) ) {
+ syml = cm->abc->sym[dsq[tr->emitl[x]]];
+ esc = esl_abc_FAvgScore(cm->abc, dsq[tr->emitl[x]], cm->esc[v]);
+ } else if ( (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st) && (mode == 3 || mode == 1) ) {
+ symr = cm->abc->sym[dsq[tr->emitr[x]]];
+ esc = esl_abc_FAvgScore(cm->abc, dsq[tr->emitr[x]], cm->esc[v]);
+ }
+
+ /* Set tsc: transition score, or 0.
+ * B, E, and the special EL state (M, local end) have no transitions.
+ */
+ tsc = 0.;
+ if (v != cm->M && cm->sttype[v] != B_st && cm->sttype[v] != E_st) {
+ y = tr->state[tr->nxtl[x]];
+
+ if (tr->nxtl[x] == -1)
+ ;
+ else if (v == 0 && (cm->flags & CMH_LOCAL_BEGIN))
+ tsc = cm->beginsc[y];
+ else if (y == cm->M) /* CMH_LOCAL_END is presumably set, else this wouldn't happen */
+ tsc = cm->endsc[v] + (cm->el_selfsc * (tr->emitr[x] - tr->emitl[x] + 1 - StateDelta(cm->sttype[v])));
+ else /* y - cm->first[v] gives us the offset in the transition vector */
+ tsc = cm->tsc[v][y - cm->cfirst[v]];
+ }
+
+ /* Print the info line for this state
+ */
+ if(do_banded)
+ {
+ L = tr->emitr[x]-tr->emitl[x]+1;
+ fprintf(fp, "%5d %5d%c %5d%c %5d%-2s %5d %5d %5d %5.2f %5.2f %5d %5d %5d %2s\n",
+ x, tr->emitl[x], syml, tr->emitr[x], symr, tr->state[x],
+ Statetype(cm->sttype[v]), tr->nxtl[x], tr->nxtr[x], tr->prv[x], tsc, esc,
+ L, dmin[v], dmax[v],
+ (L >= dmin[v] && L <= dmax[v]) ? "" : "!!");
+ }
+ else
+ {
+ fprintf(fp, "%5d %5d%c %5d%c %5d%-2s %5d %5d %5d %5.2f %5.2f\n",
+ x, tr->emitl[x], syml, tr->emitr[x], symr, tr->state[x],
+ Statetype(cm->sttype[v]), tr->nxtl[x], tr->nxtr[x], tr->prv[x], tsc, esc);
+ }
+ }
+ if(do_banded)
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s %5s %5s %5s\n",
+ "-----", "------", "------", "-------", "-----","-----", "-----","-----", "-----",
+ "-----", "-----", "-----");
+ else
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s\n",
+ "-----", "------", "------", "-------", "-----","-----", "-----","-----", "-----");
+ fflush(fp);
+}
+
+
+/* Function: ParsetreeCompare()
+ * Date: SRE, Sat Aug 12 22:05:38 2000 [Titusville]
+ *
+ * Purpose: Compare two parse trees to each other, for debugging
+ * purposes. If they are not exactly alike, return 0.
+ * Else return 1.
+ */
+int
+ParsetreeCompare(Parsetree_t *t1, Parsetree_t *t2)
+{
+ int x;
+
+ if (t1->n != t2->n) return 0;
+ for (x = 0; x < t1->n; x++)
+ {
+ if (t1->emitl[x] != t2->emitl[x]) return 0;
+ if (t1->emitr[x] != t2->emitr[x]) return 0;
+ if (t1->state[x] != t2->state[x]) return 0;
+ if (t1->mode[x] != t2->mode[x]) return 0;
+ if (t1->nxtl[x] != t2->nxtl[x]) return 0;
+ if (t1->nxtr[x] != t2->nxtr[x]) return 0;
+ }
+ return 1;
+}
+
+
+/* Function: SummarizeMasterTrace()
+ * Date: SRE, Fri Jul 28 13:42:30 2000 [St. Louis]
+ *
+ * Purpose: Debugging: count the nodes used in a master trace.
+ * Note that it takes advantage of the overloading of
+ * tr->state; in a master trace, this is a node type
+ * (e.g. MATP_nd), not a state index.
+ *
+ * Args: fp - output file (e.g. stdout)
+ * tr - master trace to summarize
+ *
+ * Returns: void
+ */
+void
+SummarizeMasterTrace(FILE *fp, Parsetree_t *tr)
+{
+ int x;
+ int count[NODETYPES];
+
+ for (x = 0; x < NODETYPES; x++) count[x] = 0;
+ for (x = 0; x < tr->n; x++) count[tr->state[x]]++;
+
+ fprintf(fp, "Summary report for the master trace:\n");
+ fprintf(fp, "------------------------------------\n");
+ fprintf(fp, "Total nodes: %d\n", tr->n);
+ fprintf(fp, "Bifurcations: %d\n", count[0]);
+ fprintf(fp, "MATP: %d\n", count[1]);
+ fprintf(fp, "MATL: %d\n", count[2]);
+ fprintf(fp, "MATR: %d\n", count[3]);
+ fprintf(fp, "BEGL: %d\n", count[4]);
+ fprintf(fp, "BEGR: %d\n", count[5]);
+ fprintf(fp, "ROOT: %d\n", count[6]);
+ fprintf(fp, "END: %d\n", count[7]);
+}
+
+/* Function: MasterTraceDisplay()
+ * Date: SRE, Mon Aug 7 10:05:16 2000 [St. Louis]
+ *
+ * Purpose: prettified display of a master trace, for debugging
+ * and planning purposes. works by recursively calling
+ * mtd_visit_node().
+ */
+static void
+mtd_visit_node(FILE *fp, Parsetree_t *mtr, CM_t *cm, int v, int depth)
+{
+ int y;
+ /* find next start states in "binary tree" */
+ for (y = v+1; y < mtr->n; y++)
+ if (mtr->state[y] == END_nd || mtr->state[y] == BIF_nd) break;
+ /* visit right */
+ if (mtr->state[y] == BIF_nd)
+ mtd_visit_node(fp, mtr, cm, mtr->nxtr[y], depth+1);
+ /* deal with root */
+ fprintf(fp, "%*s%d: %d[%d]: %d..%d, %d nt\n", depth*6, "", depth, v, cm->nodemap[v], mtr->emitl[v], mtr->emitr[v], mtr->emitr[v] - mtr->emitl[v] +1);
+ /* visit left */
+ if (mtr->state[y] == BIF_nd)
+ mtd_visit_node(fp, mtr, cm, mtr->nxtl[y], depth+1);
+}
+void
+MasterTraceDisplay(FILE *fp, Parsetree_t *mtr, CM_t *cm)
+{
+ mtd_visit_node(fp, mtr, cm, 0, 0);
+}
+
+
+/* Function : Parsetrees2Alignment()
+ *
+ * Purpose: Creates a MSA from a set of parsetrees and a CM.
+ *
+ *
+ * Args: cm - the CM the CP9 was built from, needed to get emitmap,
+ * so we know where to put EL transitions
+ * abc - alphabet to use to create the return MSA
+ * sq - sequences, must be digitized (we check for it)
+ * wgt - weights for seqs, NULL for none
+ * nseq - number of sequences
+ * tr - array of tracebacks
+ * do_full - TRUE to always include all match columns in alignment
+ * do_matchonly - TRUE to ONLY include match columns
+ * ret_msa - MSA, alloc'ed/created here
+ *
+ * Return: eslOK on succes, eslEMEM on memory error.
+ * MSA structure in ret_msa, caller responsible for freeing.
+ *
+ * Returns: eslOK on success, eslEMEM on memory error,
+ * Also ret_msa is filled with a new MSA.
+ *
+ */
+int
+Parsetrees2Alignment(CM_t *cm, const ESL_ALPHABET *abc, ESL_SQ **sq, float *wgt,
+ Parsetree_t **tr, int nseq, int do_full, int do_matchonly,
+ ESL_MSA **ret_msa)
+{
+ char errbuf[eslERRBUFSIZE];
+
+ /* Contract check. We allow the caller to specify the alphabet they want the
+ * resulting MSA in, but it has to make sense (see next few lines). */
+ if(cm->abc->type == eslRNA)
+ {
+ if(abc->type != eslRNA && abc->type != eslDNA)
+ cm_Fail("ERROR in Parsetrees2Alignment(), cm alphabet is RNA, but requested output alphabet is neither DNA nor RNA.");
+ }
+ else if(cm->abc->K != abc->K)
+ cm_Fail("ERROR in Parsetrees2Alignment(), cm alphabet size is %d, but requested output alphabet size is %d.", cm->abc->K, abc->K);
+
+ int status; /* easel status flag */
+ ESL_MSA *msa = NULL; /* multiple sequence alignment */
+ CMEmitMap_t *emap = NULL; /* consensus emit map for the CM */
+ int i; /* counter over traces */
+ int v, nd; /* state, node indices */
+ int cpos; /* counter over consensus positions (0)1..clen */
+ int *matuse= NULL; /* TRUE if we need a cpos in mult alignment */
+ int *iluse = NULL; /* # of IL insertions after a cpos for 1 trace */
+ int *eluse = NULL; /* # of EL insertions after a cpos for 1 trace */
+ int *iruse = NULL; /* # of IR insertions after a cpos for 1 trace */
+ int *maxil = NULL; /* max # of IL insertions after a cpos */
+ int *maxel = NULL; /* max # of EL insertions after a cpos */
+ int *maxir = NULL; /* max # of IR insertions after a cpos */
+ int *matmap= NULL; /* apos corresponding to a cpos */
+ int *ilmap = NULL; /* first apos for an IL following a cpos */
+ int *elmap = NULL; /* first apos for an EL following a cpos */
+ int *irmap = NULL; /* first apos for an IR following a cpos */
+ int alen; /* length of msa in columns */
+ int apos; /* position in an aligned sequence in MSA */
+ int rpos; /* position in an unaligned sequence in dsq */
+ int tpos; /* position in a parsetree */
+ int el_len; /* length of an EL insertion in residues */
+ CMConsensus_t *con = NULL; /* consensus information for the CM */
+ int prvnd; /* keeps track of previous node for EL */
+ int nins; /* insert counter used for splitting inserts */
+
+ emap = CreateEmitMap(cm);
+
+ ESL_ALLOC(matuse, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(iluse, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(eluse, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(iruse, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(maxil, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(maxel, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(maxir, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(matmap, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(ilmap, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(elmap, sizeof(int)*(emap->clen+1));
+ ESL_ALLOC(irmap, sizeof(int)*(emap->clen+1));
+
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if(!do_full || cpos == 0)
+ matuse[cpos] = 0;
+ else
+ matuse[cpos] = 1;
+ maxil[cpos] = maxel[cpos] = maxir[cpos] = 0;
+ ilmap[cpos] = elmap[cpos] = irmap[cpos] = 0;
+ }
+
+ /* Look at all the traces; find maximum length of
+ * insert needed at each of the clen+1 possible gap
+ * points. (There are three types of insert, IL/EL/IR.)
+ * Also find whether we don't need some of the match
+ * (consensus) columns.
+ */
+ for (i = 0; i < nseq; i++)
+ {
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ iluse[cpos] = eluse[cpos] = iruse[cpos] = 0;
+
+ for (tpos = 0; tpos < tr[i]->n; tpos++)
+ {
+ v = tr[i]->state[tpos];
+ if (cm->sttype[v] == EL_st) nd = prvnd;
+ else nd = cm->ndidx[v];
+
+ switch (cm->sttype[v]) {
+ case MP_st:
+ matuse[emap->lpos[nd]] = 1;
+ matuse[emap->rpos[nd]] = 1;
+ break;
+ case ML_st:
+ matuse[emap->lpos[nd]] = 1;
+ break;
+ case MR_st:
+ matuse[emap->rpos[nd]] = 1;
+ break;
+ case IL_st:
+ iluse[emap->lpos[nd]]++;
+ break;
+ case IR_st:
+ /* remember, convention on rpos is that IR precedes this
+ * cpos. Make it after the previous cpos, hence the -1.
+ */
+ iruse[emap->rpos[nd]-1]++;
+ break;
+ case EL_st:
+ el_len = tr[i]->emitr[tpos] - tr[i]->emitl[tpos] + 1;
+ eluse[emap->epos[nd]] = el_len;
+ /* not possible to have >1 EL in same place; could assert this */
+ break;
+ }
+
+ prvnd = nd;
+ } /* end looking at trace i */
+
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if (iluse[cpos] > maxil[cpos]) maxil[cpos] = iluse[cpos];
+ if (eluse[cpos] > maxel[cpos]) maxel[cpos] = eluse[cpos];
+ if (iruse[cpos] > maxir[cpos]) maxir[cpos] = iruse[cpos];
+ }
+ } /* end calculating lengths used by all traces */
+
+
+ /* Now we can calculate the total length of the multiple alignment, alen;
+ * and the maps ilmap, elmap, and irmap that turn a cpos into an apos
+ * in the multiple alignment: e.g. for an IL that follows consensus position
+ * cpos, put it at or after apos = ilmap[cpos] in aseq[][].
+ * IR's are filled in backwards (3'->5') and rightflushed.
+ */
+ alen = 0;
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if (matuse[cpos]) {
+ matmap[cpos] = alen;
+ alen++;
+ } else
+ matmap[cpos] = -1;
+
+ ilmap[cpos] = alen; alen += maxil[cpos];
+ elmap[cpos] = alen; alen += maxel[cpos];
+ alen += maxir[cpos]; irmap[cpos] = alen-1;
+ }
+
+ /* We're getting closer.
+ * Now we can allocate for the MSA.
+ */
+ msa = esl_msa_Create(nseq, alen);
+ if(msa == NULL) goto ERROR;
+ msa->nseq = nseq;
+ msa->alen = alen;
+ msa->abc = (ESL_ALPHABET *) abc;
+
+ for (i = 0; i < nseq; i++)
+ {
+ /* Contract check */
+ if(sq[i]->dsq == NULL) cm_Fail("ERROR in Parsetrees2Alignment(), sq %d is not digitized.\n", i);
+
+ /* Initialize the aseq with all pads '.' (in insert cols)
+ * and deletes '-' (in match cols).
+ */
+ for (apos = 0; apos < alen; apos++)
+ msa->aseq[i][apos] = '.';
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ if (matmap[cpos] != -1) msa->aseq[i][matmap[cpos]] = '-';
+ msa->aseq[i][alen] = '\0';
+
+ /* Traverse this guy's trace, and place all his
+ * emitted residues.
+ */
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ iluse[cpos] = iruse[cpos] = 0;
+
+ for (tpos = 0; tpos < tr[i]->n; tpos++)
+ {
+ v = tr[i]->state[tpos];
+ if (cm->sttype[v] == EL_st) nd = prvnd;
+ else nd = cm->ndidx[v];
+
+ switch (cm->sttype[v]) {
+ case MP_st:
+ cpos = emap->lpos[nd];
+ apos = matmap[cpos];
+ rpos = tr[i]->emitl[tpos];
+ msa->aseq[i][apos] = abc->sym[sq[i]->dsq[rpos]];
+
+ cpos = emap->rpos[nd];
+ apos = matmap[cpos];
+ rpos = tr[i]->emitr[tpos];
+ msa->aseq[i][apos] = abc->sym[sq[i]->dsq[rpos]];
+ break;
+
+ case ML_st:
+ cpos = emap->lpos[nd];
+ apos = matmap[cpos];
+ rpos = tr[i]->emitl[tpos];
+ msa->aseq[i][apos] = abc->sym[sq[i]->dsq[rpos]];
+ break;
+
+ case MR_st:
+ cpos = emap->rpos[nd];
+ apos = matmap[cpos];
+ rpos = tr[i]->emitr[tpos];
+ msa->aseq[i][apos] = abc->sym[sq[i]->dsq[rpos]];
+ break;
+
+ case IL_st:
+ cpos = emap->lpos[nd];
+ apos = ilmap[cpos] + iluse[cpos];
+ rpos = tr[i]->emitl[tpos];
+ msa->aseq[i][apos] = tolower((int) abc->sym[sq[i]->dsq[rpos]]);
+ iluse[cpos]++;
+ break;
+
+ case EL_st:
+ /* we can assert eluse[cpos] always == 0 when we enter,
+ * because we can only have one EL insertion event per
+ * cpos. If we ever decide to regularize (split) insertions,
+ * though, we'll want to calculate eluse in the rpos loop.
+ */
+ cpos = emap->epos[nd];
+ apos = elmap[cpos];
+ for (rpos = tr[i]->emitl[tpos]; rpos <= tr[i]->emitr[tpos]; rpos++)
+ {
+ msa->aseq[i][apos] = tolower((int) abc->sym[sq[i]->dsq[rpos]]);
+ apos++;
+ }
+ break;
+
+ case IR_st:
+ cpos = emap->rpos[nd]-1; /* -1 converts to "following this one" */
+ apos = irmap[cpos] - iruse[cpos]; /* writing backwards, 3'->5' */
+ rpos = tr[i]->emitr[tpos];
+ msa->aseq[i][apos] = tolower((int) abc->sym[sq[i]->dsq[rpos]]);
+ iruse[cpos]++;
+ break;
+
+ case D_st:
+ if (cm->stid[v] == MATP_D || cm->stid[v] == MATL_D)
+ {
+ cpos = emap->lpos[nd];
+ if (matuse[cpos]) msa->aseq[i][matmap[cpos]] = '-';
+ }
+ if (cm->stid[v] == MATP_D || cm->stid[v] == MATR_D)
+ {
+ cpos = emap->rpos[nd];
+ if (matuse[cpos]) msa->aseq[i][matmap[cpos]] = '-';
+ }
+ break;
+
+ } /* end of the switch statement */
+
+
+ prvnd = nd;
+ } /* end traversal over trace i. */
+
+ /* IL/EL Insertions are currently flush-left and IR insertions are currently flush-right.
+ * This is pre-1.0 Infernal behavior. If(cm->align_opts & CM_ALIGN_FLUSHINSERTS) we leave them all alone,
+ * otherwise we regularize (split) the internal inserts, we flush the 5' inserts right and the 3'
+ * inserts left (note: pre 1.0 behavior does the opposite, flushes 5' left (assuming they're ROOT_ILs)
+ * and flushes 3' right (assuming they're ROOT_IRs).
+ *
+ * We have to be careful about EL's. We don't want to group IL/IR's and EL's together and then split them
+ * because we need to annotate IL/IR's as '.'s in the consensus structure and EL's as '~'. So we split
+ * each group separately. There should only be either IL or IR's at any position (b/c assuming we've
+ * detached the CM grammar ambiguity (which is default in cmbuild)). But we don't count on it here.
+ */
+ if(! (cm->align_opts & CM_ALIGN_FLUSHINSERTS)) /* default behavior, split insert in half */
+ {
+ /* Deal with inserts before first consensus position, ILs, then ELs, then IRs
+ * IL's are flush left, we want flush right */
+ rightjustify(msa->abc, msa->aseq[i], maxil[0]);
+ /* EL's are flush left, we want flush right I think these are impossible, but just in case... */
+ rightjustify(msa->abc, msa->aseq[i]+maxil[0], maxel[0]);
+ /* IR's are flush right, we want flush right, do nothing */
+
+ /* split all internal insertions */
+ for (cpos = 1; cpos < emap->clen; cpos++)
+ {
+ if(maxil[cpos] > 1) /* we're flush LEFT, want to split */
+ {
+ apos = matmap[cpos]+1;
+ for (nins = 0; islower((int) (msa->aseq[i][apos])); apos++)
+ nins++;
+ nins /= 2; /* split the insertion in half */
+ rightjustify(msa->abc, msa->aseq[i]+matmap[cpos]+1+nins, maxil[cpos]-nins);
+ }
+ if(maxel[cpos] > 1) /* we're flush LEFT, want to split */
+ {
+ apos = matmap[cpos]+1 + maxil[cpos];
+ for (nins = 0; islower((int) (msa->aseq[i][apos])); apos++)
+ nins++;
+ nins /= 2; /* split the insertion in half */
+ rightjustify(msa->abc, msa->aseq[i]+matmap[cpos]+1+maxil[cpos]+nins, maxel[cpos]-nins);
+ }
+ if(maxir[cpos] > 1) /* we're flush RIGHT, want to split */
+ {
+ apos = matmap[cpos+1]-1;
+ for (nins = 0; islower((int) (msa->aseq[i][apos])); apos--)
+ nins++;
+ nins ++; nins /= 2; /* split the insertion in half (++ makes it same behavior as IL/EL */
+ leftjustify(msa->abc, msa->aseq[i]+matmap[cpos]+1 + maxil[cpos] + maxel[cpos], maxir[cpos]-nins);
+ }
+ }
+ /* Deal with inserts after final consensus position, IL's then EL's, then IR's
+ * IL's are flush left, we want flush left, do nothing
+ * EL's are flush left, we want flush left, do nothing
+ * IR's are flush right, we want flush left */
+ leftjustify(msa->abc, msa->aseq[i]+matmap[emap->clen]+1 + maxil[emap->clen] + maxel[emap->clen], maxir[emap->clen]);
+ }
+ } /* end loop over all parsetrees */
+
+
+ /* Gee, wasn't that easy?
+ * Add the rest of the ("optional") information to the MSA.
+ */
+ CreateCMConsensus(cm, abc, 3.0, 1.0, &con);
+
+ /* "author" info */
+ ESL_ALLOC(msa->au, sizeof(char) * (strlen(PACKAGE_VERSION)+10));
+ sprintf(msa->au, "Infernal %s", PACKAGE_VERSION);
+
+ for (i = 0; i < nseq; i++)
+ {
+ if((status = esl_strdup(sq[i]->name, -1, &(msa->sqname[i]))) != eslOK) goto ERROR;
+ /* TODO: individual SS annotations
+ */
+ if (wgt == NULL) msa->wgt[i] = 1.0;
+ else msa->wgt[i] = wgt[i];
+ }
+
+ /* Construct the secondary structure consensus line, msa->ss_cons:
+ * IL, IR are annotated as .
+ * EL is annotated as ~
+ * and match columns use the structure code.
+ * Also the primary sequence consensus/reference coordinate system line,
+ * msa->rf.
+ */
+ ESL_ALLOC(msa->ss_cons, (sizeof(char) * (alen+1)));
+ ESL_ALLOC(msa->rf, (sizeof(char) * (alen+1)));
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if (matuse[cpos])
+ { /* CMConsensus is off-by-one right now, 0..clen-1 relative to cpos's 1..clen */
+
+ /* bug i1, xref STL7 p.12. Before annotating something as a base pair,
+ * make sure the paired column is also present.
+ */
+ if (con->ct[cpos-1] != -1 && matuse[con->ct[cpos-1]+1] == 0) {
+ msa->ss_cons[matmap[cpos]] = '.';
+ msa->rf[matmap[cpos]] = con->cseq[cpos-1];
+ } else {
+ msa->ss_cons[matmap[cpos]] = con->cstr[cpos-1];
+ msa->rf[matmap[cpos]] = con->cseq[cpos-1];
+ }
+ }
+ if (maxil[cpos] > 0)
+ for (apos = ilmap[cpos]; apos < ilmap[cpos] + maxil[cpos]; apos++)
+ {
+ msa->ss_cons[apos] = '.';
+ msa->rf[apos] = '.';
+ }
+ if (maxel[cpos] > 0)
+ for (apos = elmap[cpos]; apos < elmap[cpos] + maxel[cpos]; apos++)
+ {
+ msa->ss_cons[apos] = '~';
+ msa->rf[apos] = '~';
+ }
+ if (maxir[cpos] > 0) /* remember to write backwards */
+ for (apos = irmap[cpos]; apos > irmap[cpos] - maxir[cpos]; apos--)
+ {
+ msa->ss_cons[apos] = '.';
+ msa->rf[apos] = '.';
+ }
+ }
+ msa->ss_cons[alen] = '\0';
+ msa->rf[alen] = '\0';
+
+ /* If we only want the match columns, shorten the alignment
+ * by getting rid of the inserts. (Alternatively we could probably
+ * simplify the building of the alignment, but all that pretty code
+ * above already existed, so we do this post-msa-building shortening).
+ */
+ if(do_matchonly)
+ {
+ int *useme;
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen));
+ esl_vec_ISet(useme, msa->alen, FALSE);
+ for(cpos = 0; cpos <= emap->clen; cpos++)
+ if(matmap[cpos] != -1) useme[matmap[cpos]] = TRUE;
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) return status;
+ free(useme);
+ }
+
+ FreeCMConsensus(con);
+ FreeEmitMap(emap);
+ free(matuse);
+ free(iluse);
+ free(eluse);
+ free(iruse);
+ free(maxil);
+ free(maxel);
+ free(maxir);
+ free(matmap);
+ free(ilmap);
+ free(elmap);
+ free(irmap);
+ *ret_msa = msa;
+ return eslOK;
+
+ ERROR:
+ if(con != NULL) FreeCMConsensus(con);
+ if(emap != NULL) FreeEmitMap(emap);
+ if(matuse!= NULL) free(matuse);
+ if(iluse != NULL) free(iluse);
+ if(eluse != NULL) free(eluse);
+ if(iruse != NULL) free(iruse);
+ if(maxil != NULL) free(maxil);
+ if(maxel != NULL) free(maxel);
+ if(maxir != NULL) free(maxir);
+ if(matmap!= NULL) free(matmap);
+ if(ilmap != NULL) free(ilmap);
+ if(elmap != NULL) free(elmap);
+ if(irmap != NULL) free(irmap);
+ if(msa != NULL) esl_msa_Destroy(msa);
+ return status;
+}
+
+/* Function: ParsetreeScore_Global2Local()
+ * Date: EPN, Wed May 23 09:57:38 2007
+ *
+ * Purpose: Given a parsetree of dsq that corresponds to a globally
+ * configured CM, return the highest scoring local parsetree
+ * of dsq or a subsequence of dsq (due to local begins)
+ * that is consistent with it. The hope is that this
+ * score will *be close* to the optimal local parse of dsq so we
+ * can calculate CP9 filter thresholds without the need to
+ * search for the optimal local parse.
+ *
+ * All residues 1..L must exist in the local parse emitted
+ * from the same states they were emitted in the global
+ * parse unless (1) the local parse contains a local begin into
+ * state v at parstree node t, where tr->emitl[t] > 1 and/or
+ * tr->emitr[t] < L, (2) residues were emitted from an EL
+ * state because it was higher scoring than the subtree
+ * of the global parse.
+ *
+ */
+float
+ParsetreeScore_Global2Local(CM_t *cm, Parsetree_t *tr, ESL_DSQ *dsq, int print_flag)
+{
+ int status;
+ int tidx; /* counter through positions in the parsetree */
+ int v,y; /* parent, child state index in CM */
+ ESL_DSQ symi, symj; /* symbol indices for emissions, 0..Alphabet_iupac-1 */
+ int mode;
+ int tp; /* trace index offset, for v's with > tidx (IL or IR)*/
+ float *tr_esc; /* [0..tr->n-1] score of emissions from each trace node */
+ float *tr_tsc; /* [0..tr->n-1] score of transitions from each trace node */
+ int *v2n_map; /* [0..cm->M-1], the trace node each state v corresponds to
+ * -1 if none */
+ int *v2n_ct; /* [0..cm->M-1], # of trace nodes state v corresponds to */
+ float *lsc; /* [0..tr->n-1], the score of the best local parse *
+ * rooted at v = v2n_map[tidx] for trace node tidx *
+ * -1 if none */
+ float max_local_sc; /* the best local parse score consistent with tr */
+ float below_me_sc; /* score of tr-consistent best local parse under v */
+ float tmp_endsc; /* score of jumping out of v to EL */
+ /* Contract check, CM must be LOCALLY configured, (could config to global, but
+ * we assume we'll be calling this function serially for many parses and don't
+ * want to need to switch CM back and forth from local/global) */
+ if((!(cm->flags & CMH_LOCAL_BEGIN)) || (!(cm->flags & CMH_LOCAL_END)))
+ cm_Fail("ERROR in ParsetreeScore_Global2Local() CM is not in local mode.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in ParsetreeScore_Global2Local(), dsq is NULL.\n");
+
+ /* Allocate and initialize */
+ ESL_ALLOC(v2n_map, sizeof(int) * cm->M);
+ ESL_ALLOC(v2n_ct, sizeof(int) * cm->M);
+ ESL_ALLOC(lsc, sizeof(float) * tr->n);
+ ESL_ALLOC(tr_esc, sizeof(float) * tr->n);
+ ESL_ALLOC(tr_tsc, sizeof(float) * tr->n);
+ esl_vec_ISet(v2n_map, cm->M, -1);
+ esl_vec_ISet(v2n_ct, cm->M, 0);
+ esl_vec_FSet(lsc, tr->n, 0.);
+ esl_vec_FSet(tr_tsc, tr->n, 0.);
+ esl_vec_FSet(tr_esc, tr->n, 0.);
+
+ /* Determine the score that each trace node contributes to the overall parsetree score */
+
+ for (tidx = 0; tidx < tr->n; tidx++)
+ {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ v2n_map[v] = tidx;
+ v2n_ct[v]++; /* insert states could be visited > once */
+ mode = tr->mode[tidx];
+ if (v == cm->M)
+ cm_Fail("ERROR in ParsetreeScore_Global2Local(), EL in parse, but it should be global!\n");
+ if (cm->sttype[v] != E_st && cm->sttype[v] != B_st) /* no scores in B,E */
+ {
+ y = tr->state[tr->nxtl[tidx]]; /* index of child state in CM */
+
+ if (y == cm->M)
+ cm_Fail("ERROR in ParsetreeScore_Global2Local(), EL in parse, but it should be global!\n");
+ if (v == 0 && y > cm->cnum[0])
+ cm_Fail("ERROR in ParsetreeScore_Global2Local(), we did a local begin in the parse, but it should be global!\n");
+ /* for v == 0, we don't care that transition score has changed from global CM that
+ * was used to generate the parsetree, because the transition from root is not
+ * considered when we look for best local parse below. */
+
+ /* y - cm->first[v] gives us the offset in the transition vector */
+ tr_tsc[tidx] = cm->tsc[v][y - cm->cfirst[v]];
+
+ if (cm->sttype[v] == MP_st)
+ {
+ symi = dsq[tr->emitl[tidx]];
+ symj = dsq[tr->emitr[tidx]];
+ if (mode == 3)
+ {
+ if (symi < cm->abc->K && symj < cm->abc->K)
+ tr_esc[tidx] = cm->esc[v][(int) (symi*cm->abc->K+symj)];
+ else
+ tr_esc[tidx] = DegeneratePairScore(cm->abc, cm->esc[v], symi, symj);
+ }
+ else if (mode == 2)
+ tr_esc[tidx] = LeftMarginalScore(cm->abc, cm->esc[v], symi);
+ else if (mode == 1)
+ tr_esc[tidx] = RightMarginalScore(cm->abc, cm->esc[v], symj);
+ }
+ else if ( (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) && (mode == 3 || mode == 2) )
+ {
+ symi = dsq[tr->emitl[tidx]];
+ if (symi < cm->abc->K) tr_esc[tidx] = cm->esc[v][(int) symi];
+ else tr_esc[tidx] = esl_abc_FAvgScore(cm->abc, symi, cm->esc[v]);
+ }
+ else if ( (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) && (mode == 3 || mode == 2) )
+ {
+ symj = dsq[tr->emitr[tidx]];
+ if (symj < cm->abc->K) tr_esc[tidx] = cm->esc[v][(int) symj];
+ else tr_esc[tidx] = esl_abc_FAvgScore(cm->abc, symj, cm->esc[v]);
+ }
+ }
+ }
+
+ /* Now traverse CM from inside-out, for each v in the parse,
+ * keep track of the best local CM score of the parse rooted
+ * at v, with the possibility of local ends. Keep track
+ * of maximum score considering all possible local begins */
+ max_local_sc = IMPOSSIBLE;
+ for(v = cm->M-1; v > 0; v--)
+ {
+ for(tp = 0; tp < v2n_ct[v]; tp++)
+ {
+ tidx = v2n_map[v] - tp;
+ if(print_flag)
+ printf("loop start tidx: %d esc: %f tsc: %f\n", tidx, tr_esc[tidx], tr_tsc[tidx]);
+
+ if(cm->sttype[v] == B_st)
+ {
+ below_me_sc = lsc[tr->nxtl[tidx]] + lsc[tr->nxtr[tidx]];
+ if(print_flag)
+ {
+ printf("B state L %d: %f R %d: %f\n", tr->nxtl[tidx], lsc[tr->nxtl[tidx]], tr->nxtr[tidx], lsc[tr->nxtr[tidx]]);
+ }
+ }
+ else if(cm->sttype[v] == E_st)
+ below_me_sc = 0.;
+ else
+ {
+ below_me_sc = lsc[tr->nxtl[tidx]];
+ if(print_flag) printf("non B: below_me_sc %d: %f\n", tr->nxtl[tidx], lsc[tr->nxtl[tidx]]);
+ }
+ /* Check if we could've jumped to an EL instead of traversing the
+ * subparse rooted here at v, would it have been worth it? */
+ tmp_endsc = cm->endsc[v] + /* score of transition to EL */
+ cm->el_selfsc * /* score of emitting 1 residue */
+ ((tr->emitr[tidx] - StateRightDelta(cm->sttype[v])) -
+ (tr->emitl[tidx] + StateLeftDelta(cm->sttype[v])) + 1); /* number of residues EL must emit */
+ if(below_me_sc < (tmp_endsc - tr_tsc[tidx])) /* careful to consider sc of transition out of v */
+ {
+ below_me_sc = tmp_endsc - tr_tsc[tidx]; /* we'll add tr_tsc[idx] back in next */
+ if(print_flag)
+ {
+ printf("\nTOOK LOCAL END!\n");
+ printf("tmp_endsc: %f cm->endsc: %f + %d emits\n", tmp_endsc, cm->endsc[v], ((tr->emitr[tidx] - StateRightDelta(cm->sttype[v])) - (tr->emitl[tidx] + StateLeftDelta(cm->sttype[v])) + 1));
+ }
+ }
+ lsc[tidx] = tr_esc[tidx] + tr_tsc[tidx] + below_me_sc; /* note we add in tsc even if local end taken */
+
+ if(print_flag)
+ {
+ printf("tidx: %d\nv: %d\nlsc[tidx]: %f\nbegin_sc: %f\nmax_local_sc: %f\ntmp_endsc: %f\n\n", tidx, v, lsc[tidx], cm->beginsc[v], max_local_sc, tmp_endsc);
+ printf("tr_esc[tidx]: %f\ntr_tsc[tidx]: %f\nbelow_me_sc: %f\n", tr_esc[tidx], tr_tsc[tidx], below_me_sc);
+ }
+ /* Could we have jumped into this state from ROOT_S? Would it have
+ * been worth it (based on what I've seen so far) */
+ if(print_flag)
+ printf("cur max_local_sc: %f\n\n", max_local_sc);
+ if(max_local_sc < (cm->beginsc[v] + lsc[tidx]))
+ {
+ max_local_sc = cm->beginsc[v] + lsc[tidx];
+ if(print_flag)
+ printf("\nNEW max_local_sc: %f\n\n", max_local_sc);
+ }
+ }
+ }
+ free(v2n_map);
+ free(v2n_ct);
+ free(lsc);
+ free(tr_esc);
+ free(tr_tsc);
+ /*printf("in ParsetreeScore_Global2Local() returning sc: %f\n", max_local_sc);*/
+ return max_local_sc;
+
+ ERROR:
+ cm_Fail("ERROR in ParsetreeScore_Global2Local()\n");
+ return -1.;
+}
+
+/*
+ * Function: Parsetree2CP9trace()
+ * Incept: EPN, Wed May 30 09:33:01 2007
+ *
+ * Purpose: Convert a CM parsetree into it's implicit CP9 trace.
+ * Returns: eslOK on success
+ *
+ * Args:
+ * CM_t *cm - the CM, must have a valid cm->cp9
+ * Parsetree_t *cm_tr - valid parsetree to convert
+ * cp9trace_s *ret_cp9_tr - the CP9 trace to return, alloc'ed here
+ */
+int
+Parsetree2CP9trace(CM_t *cm, Parsetree_t *tr, CP9trace_t **ret_cp9_tr)
+{
+ /* Check the contract */
+ if(cm->cp9 == NULL || (!(cm->flags & CMH_CP9)))
+ cm_Fail("In Parsetree2CP9trace, cm->cp9 is not valid.\n");
+ if(cm->cp9map == NULL)
+ cm_Fail("In Parsetree2CP9trace, cm->cp9map is NULL.\n");
+
+ int status; /* Easel status */
+ CP9trace_t *cp9_tr; /* the CP9 trace we're creating */
+ int **ks_ct = NULL; /* [0..2][0..cp9->M] number of times each state was used
+ * 1st D: 0 = MATCH, 1 = INSERT, 2 = DELETE */
+ int tidx; /* counter over parsetree nodes */
+ int v; /* CM state index */
+ int k, ks; /* HMM nodes and state indices */
+ int i; /* generic counter */
+ int cp9_tr_size; /* number of nodes we'll need for cp9_tr */
+ int lmost_k = cm->cp9->M + 1; /* left most HMM node visited in parse (often 1) */
+ int rmost_k = 0; /* right most HMM node visited in parse (often M) */
+ int ip;
+ int ins_ct = 0; /* total number of inserts */
+ ESL_ALLOC(ks_ct, sizeof(int *) * 3);
+ for(ks = 0; ks < 3; ks++)
+ {
+ ESL_ALLOC(ks_ct[ks], sizeof(int) * (cm->cp9->M+1));
+ esl_vec_ISet(ks_ct[ks], cm->cp9->M+1, 0);
+ }
+
+ /* Traverse parsetree, keeping track of implied HMM states used by each HMM node. */
+ v = tr->state[0];
+ if(v != 0) cm_Fail("ERROR in Parsetree2CP9Trace(), first Parsetree node not root.\n");
+ /* we leave ks_ct[HMMMATCH][0] as 0 for convenience later, we know it was used. */
+
+ for (tidx = 1; tidx < tr->n; tidx++)
+ {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ for(i = 0; i < 2; i++) /* each CM state maps to 0, 1 or 2 HMM states */
+ {
+ k = cm->cp9map->cs2hn[v][i];
+ ks = cm->cp9map->cs2hs[v][i];
+ if(k == -1) continue; /* when HMM EL's are implemented, we'll have to have a special
+ * case for them, but for now we visit deletes in between. */
+ ks_ct[ks][k]++;
+ if(ks == HMMINSERT) ins_ct++;
+ }
+ }
+ /* Determine the first (leftmost) node used and last (rightmost) node used,
+ * anything else was skipped by a smith-waterman local begin or end. */
+ lmost_k = 1;
+ rmost_k = cm->cp9->M;
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN)
+ {
+ while((ks_ct[HMMMATCH][lmost_k] + ks_ct[HMMINSERT][lmost_k] + ks_ct[HMMDELETE][lmost_k]) == 0)
+ lmost_k++;
+ }
+ if(cm->cp9->flags & CPLAN9_LOCAL_END)
+ {
+ while((ks_ct[HMMMATCH][rmost_k] + ks_ct[HMMINSERT][rmost_k] + ks_ct[HMMDELETE][rmost_k]) == 0)
+ rmost_k--;
+ }
+ /* Now build the CP9 trace */
+ cp9_tr_size = (rmost_k - lmost_k + 1) + ins_ct + 2; /* number of match/deletes we'll visit plus
+ * number of inserts + begin/end */
+ CP9AllocTrace(cp9_tr_size, &cp9_tr); /* allow room for B & E */
+ /* start at node 0 with the begin */
+ cp9_tr->statetype[0] = CSTB;
+ cp9_tr->nodeidx[0] = 0;
+ cp9_tr->pos[0] = 0;
+ tidx = 1;
+ i = 1;
+ /* are there inserts from node 0? */
+ for(ip = 0; ip < ks_ct[HMMINSERT][0]; ip++)
+ {
+ cp9_tr->statetype[tidx] = CSTI;
+ cp9_tr->nodeidx[tidx] = 0;
+ cp9_tr->pos[tidx] = i++;
+ tidx++;
+ }
+ /* now go through nodes 1..M */
+ for(k = lmost_k; k <= rmost_k; k++)
+ {
+ if(ks_ct[HMMMATCH][k])
+ {
+ cp9_tr->statetype[tidx] = CSTM;
+ cp9_tr->nodeidx[tidx] = k;
+ cp9_tr->pos[tidx] = i++;
+ tidx++;
+ }
+ else if(ks_ct[HMMDELETE][k])
+ {
+ cp9_tr->statetype[tidx] = CSTD;
+ cp9_tr->nodeidx[tidx] = k;
+ cp9_tr->pos[tidx] = 0;
+ tidx++;
+ }
+ else /* skipped due to local end, treat as delete for now */
+ {
+ cp9_tr->statetype[tidx] = CSTD;
+ cp9_tr->nodeidx[tidx] = k;
+ cp9_tr->pos[tidx] = 0;
+ tidx++;
+ }
+ for(ip = 0; ip < ks_ct[HMMINSERT][k]; ip++)
+ {
+ cp9_tr->statetype[tidx] = CSTI;
+ cp9_tr->nodeidx[tidx] = k;
+ cp9_tr->pos[tidx] = i++;
+ tidx++;
+ }
+ }
+ /* all traces end with E state */
+ cp9_tr->statetype[tidx] = CSTE;
+ cp9_tr->nodeidx[tidx] = 0;
+ cp9_tr->pos[tidx] = 0;
+ tidx++;
+ cp9_tr->tlen = tidx;
+
+ *ret_cp9_tr = cp9_tr;
+
+ for(ks = 0; ks < 3; ks++)
+ if(ks_ct[ks] != NULL) free(ks_ct[ks]);
+ if(ks_ct != NULL) free(ks_ct);
+ return eslOK;
+
+ ERROR:
+ for(ks = 0; ks < 3; ks++)
+ if(ks_ct[ks] != NULL) free(ks_ct[ks]);
+ if(ks_ct != NULL) free(ks_ct);
+ return eslFAIL;
+}
+
+/* Function: rightjustify()
+ *
+ * Purpose: Given a gap-containing string of length n,
+ * pull all the non-gap characters as far as
+ * possible to the right, leaving gaps on the
+ * left side. Used to rearrange the positions
+ * of insertions in CM generated alignments.
+ */
+void
+rightjustify(const ESL_ALPHABET *abc, char *s, int n)
+{
+ int npos;
+ int opos;
+
+ npos = n-1;
+ opos = n-1;
+ while (opos >= 0) {
+ if (esl_abc_CIsGap(abc, s[opos]))
+ opos--;
+ else
+ s[npos--]=s[opos--];
+ }
+ while (npos >= 0)
+ s[npos--] = '.';
+}
+
+/* Function: leftjustify()
+ *
+ * Purpose: Given a gap-containing string of length n,
+ * pull all the non-gap characters as far as
+ * possible to the left, leaving gaps on the
+ * right side. Used to rearrange the positions
+ * of insertions in CM generated alignments.
+ */
+void
+leftjustify(const ESL_ALPHABET *abc, char *s, int n)
+{
+ int npos;
+ int opos;
+
+ npos = 0;
+ opos = 0;
+ while (opos < n) {
+ if (esl_abc_CIsGap(abc, s[opos]))
+ opos++;
+ else
+ s[npos++]=s[opos++];
+ }
+ while (npos < n)
+ s[npos++] = '.';
+}
+
+
+
+/* Function: EmitParsetree()
+ * Incept: SRE, Mon Oct 13 22:35:46 2003 [Rams whupping Falcons, Monday Night Football]
+ * Easel'ed: EPN, Fri Aug 3 08:15:12 2007
+ *
+ * Purpose: Sample a parsetree and sequence from the joint distribution
+ * Prob(sequence, parsetree | CM).
+ *
+ * Be careful screwing with the logic in here. You've got
+ * two tree traversals going simultaneously: a traversal of
+ * the CM, and a traversal of the growing parsetree. It
+ * wasn't obvious how to get it all to work in step
+ * together. Remember, one of your constraints is that the
+ * parsetree is numbered in preorder traversal - so you
+ * must push and defer the right child of a bifurcation,
+ * rather than attaching it immediately. Another
+ * constraint is that you must set emitr in the parsetree
+ * even for nonemitting states, so you must always push a right
+ * marker along with a parsetree node index tpos, for deferred
+ * assignment of tr->emitr[tpos]. And since you don't
+ * know tpos until you've attached the state, you have to
+ * push the right marker after your deferred attachment of v - not
+ * when v was produced - which is why you have a double
+ * deferral of the right emission or marker: you produce
+ * a V b, push that info onto the pda, pop it back off,
+ * attach V, store a, push b back onto the pda (now storing
+ * the trace position tpos for V), then produce from V.
+ * Yeesh.
+ *
+ * Added capacity for local begins/ends. [EPN, Wed May 2 05:59:19 2007]
+ *
+ * Args: cm - covariance model to generate from
+ * errbuf - for error messages
+ * r - source of randomness
+ * name - name for the sequence (ESL_SQ name field is mandatory)
+ * do_digital - TRUE to digitize sq before returning, FALSE not to
+ * ret_tr - RETURN: generated parse tree. Pass NULL if unwanted.
+ * ret_sq - RETURN: generated sequence
+ * ret_N - RETURN: length of generated sequence.
+ *
+ * Returns: eslOK on success; eslEMEM on memory error;
+ * eslEINCONCEIVABLE if something inconceivable happens.
+ * tr, sq are allocated here; whichever ones the caller
+ * requests (with non-NULL ret_ pointers) the caller is responsible
+ * for free'ing:
+ * FreeParsetree(tr); esl_sq_Destroy(sq);
+ */
+int
+EmitParsetree(CM_t *cm, char *errbuf, ESL_RANDOMNESS *r, char *name, int do_digital, Parsetree_t **ret_tr, ESL_SQ **ret_sq, int *ret_N)
+{
+ int status;
+ Parsetree_t *tr = NULL; /* parse tree under construction */
+ ESL_STACK *pda = NULL; /* pushdown automaton for traversing parse tree */
+ ESL_STACK *gsq = NULL; /* growing sequence under construction */
+ ESL_SQ *sq = NULL; /* finished sequence, initially normal alphabet form */
+ char *seq; /* alphabetic sequence to build sq with */
+ int N; /* current emitted sequence length */
+ int tparent; /* parent node index, last attached to parse tree */
+ int tpos; /* child node index, just attached to parse tree */
+ int v; /* index of current state */
+ int y,z; /* indices for next state(s) */
+ int type; /* PDA_RESIDUE or PDA_STATE */
+ int lchar, rchar; /* index of emitted chars in cm->abc->sym[], or -1 for nothing */
+ int whichway; /* how to attach: TRACE_LEFT_CHILD or TRACE_RIGHT_CHILD */
+ int x; /* tmp variable for sampling MP emission */
+ int lpos; /* tmp variable for inserting EL trace node */
+ float *tmp_tvec = NULL; /* tmp transition vector to choose from,
+ * for dealing with local end transitions */
+ /* Contract check */
+ if(cm->flags & CMH_LOCAL_END && (fabs(sreEXP2(cm->el_selfsc) - 1.0) < 0.01))
+ ESL_FAIL(eslEINVAL, errbuf, "EL self transition probability %f is too high, would emit long (too long) EL insertions.", sreEXP2(cm->el_selfsc));
+ if(cm->abc == NULL)
+ ESL_FAIL(eslEINVAL, errbuf, "CM does not have a valid alphabet.");
+ if(ret_sq != NULL && name == NULL)
+ ESL_FAIL(eslEINVAL, errbuf, "EmitParsetree requires a sequence name for the sequence it's creating.");
+
+ tr = CreateParsetree(100);
+ if((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if((gsq = esl_stack_CCreate()) == NULL) goto ERROR;
+ N = 0;
+ ESL_ALLOC(tmp_tvec, sizeof(float) * (MAXCONNECT+1)); /* enough room for max possible transitions, plus
+ * a local end transition */
+ /* Init by pushing root state's info onto pda
+ */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* doesn't emit an rchar */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* doesn't emit an lchar either */
+ if((status = esl_stack_IPush(pda, TRACE_LEFT_CHILD)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* attach this state to parsetree node -1 (init) */
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR; /* it's the root state, v=0 */
+ if((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+
+ /* Iterate until the pda is empty...
+ */
+ while (esl_stack_IPop(pda, &type) != eslEOD)
+ {
+ if (type == PDA_RESIDUE)
+ {
+ esl_stack_IPop(pda, &tpos);
+ esl_stack_IPop(pda, &rchar);
+
+ if (rchar != -1) {
+ if((status = esl_stack_CPush(gsq, cm->abc->sym[rchar])) != eslOK) goto ERROR;
+ N++;
+ }
+ tr->emitr[tpos] = N;
+ }
+ else if (type == PDA_STATE)
+ {
+ esl_stack_IPop(pda, &v);
+ esl_stack_IPop(pda, &tparent);
+ esl_stack_IPop(pda, &whichway);
+ esl_stack_IPop(pda, &lchar);
+ esl_stack_IPop(pda, &rchar);
+
+ /* Attach state v to the parent parsetree node that generated it,
+ * which is tparent. Set emitl now; emitr gets deferred and set later.
+ * The insertion function returns tpos, the index of the node in the
+ * parse tree that we just created.
+ */
+ tpos = InsertTraceNode(tr, tparent, whichway, N+1, -1, v);
+
+ /* If v emitted left: add that symbol to the growing seq.
+ */
+ if (lchar != -1)
+ {
+ if((status = esl_stack_CPush(gsq, cm->abc->sym[lchar])) != eslOK) goto ERROR;
+ N++;
+ }
+
+ /* Push right emission info for state v onto the pda, now
+ * that we know tpos for where v is in the parsetree. We have
+ * to do this even if rchar is -1, to be sure that we will set the emitr
+ * bound properly even for nonemitting states in the parsetree.
+ */
+ if((status = esl_stack_IPush(pda, rchar)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, tpos)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, PDA_RESIDUE)) != eslOK) goto ERROR;
+
+ /* Decide what state we're going to next.
+ * B is special case of a bifurcation to two S states.
+ */
+ if (cm->sttype[v] == B_st)
+ {
+ y = cm->cfirst[v]; /* left child */
+ z = cm->cnum[v]; /* right child */
+
+ /* Push the right start state's info
+ */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* doesn't emit right */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* doesn't emit left */
+ if((status = esl_stack_IPush(pda, TRACE_RIGHT_CHILD)) != eslOK) goto ERROR; /* attach as right child of the B */
+ if((status = esl_stack_IPush(pda, tpos)) != eslOK) goto ERROR; /* attach it to B, which is tpos in parsetree*/
+ if((status = esl_stack_IPush(pda, z)) != eslOK) goto ERROR; /* state z */
+ if((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+
+ /* Push the left start state's info
+ */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* doesn't emit right */
+ if((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; /* doesn't emit left */
+ if((status = esl_stack_IPush(pda, TRACE_LEFT_CHILD)) != eslOK) goto ERROR; /* attach as left child of the B */
+ if((status = esl_stack_IPush(pda, tpos)) != eslOK) goto ERROR; /* attach it to B, which is tpos in parsetree*/
+ if((status = esl_stack_IPush(pda, y)) != eslOK) goto ERROR; /* state z */
+ if((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ }
+ else
+ {
+ if(v == 0 && cm->flags & CMH_LOCAL_BEGIN) { /* ROOT_S with local begins, special */
+ if(cm->flags & CM_EMIT_NO_LOCAL_BEGINS) { /* even though local begins are on, we don't allow them during emission */
+ if(cm->root_trans == NULL) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "EmitParsetree(), cm->flags CM_EMIT_NO_LOCAL_BEGINS and CM_EMIT_GLOBAL flags raised, but cm->root_trans is NULL.");
+ y = cm->cfirst[v] + esl_rnd_FChoose(r, cm->root_trans, cm->cnum[0]); /* choose next state, y, from 0's children using initial transitions (those from global model, read from CM file) */
+ }
+ else {
+ y = esl_rnd_FChoose(r, cm->begin, cm->M); /* choose next state, y */
+ }
+ }
+ else if(cm->flags & CMH_LOCAL_END) /* special case, we could transit to EL, if CM_EMIT_NO_LOCAL_ENDS flag is down */
+ {
+ if(cm->flags & CM_EMIT_NO_LOCAL_ENDS) { /* even though local ends are on, we dont allow them during emission */
+ /* create temporary vector for choosing transition */
+ esl_vec_FSet(tmp_tvec, (MAXCONNECT+1), 0.);
+ esl_vec_FCopy(cm->t[v], cm->cnum[v], tmp_tvec);
+ esl_vec_FNorm(tmp_tvec, cm->cnum[v]);
+ y = cm->cfirst[v] + esl_rnd_FChoose(r, tmp_tvec, cm->cnum[v]); /* choose next state, y, but don't include a local end as a possibility */
+ }
+ else { /* we may choose a child of v, or a local end */
+ esl_vec_FSet(tmp_tvec, (MAXCONNECT+1), 0.);
+ esl_vec_FCopy(cm->t[v], cm->cnum[v], tmp_tvec);
+ tmp_tvec[cm->cnum[v]] = cm->end[v];
+ y = esl_rnd_FChoose(r, tmp_tvec, (cm->cnum[v]+1)); /* choose next state, y's offset */
+ if(y == cm->cnum[v]) y = cm->M; /* local end */
+ else y += cm->cfirst[v];
+ }
+ }
+ else
+ y = cm->cfirst[v] + esl_rnd_FChoose(r, cm->t[v], cm->cnum[v]); /* choose next state, y */
+
+ switch (cm->sttype[y]) {
+ case MP_st:
+ x = esl_rnd_FChoose(r, cm->e[y], cm->abc->K*cm->abc->K);
+ lchar = x / cm->abc->K;
+ rchar = x % cm->abc->K;
+ break;
+ case ML_st:
+ case IL_st:
+ lchar = esl_rnd_FChoose(r, cm->e[y], cm->abc->K);
+ rchar = -1;
+ break;
+ case MR_st:
+ case IR_st:
+ lchar = -1;
+ rchar = esl_rnd_FChoose(r, cm->e[y], cm->abc->K);
+ break;
+ case EL_st: /* EL emits on transition, here we don't emit */
+ lchar = -1;
+ rchar = -1;
+ break;
+ default:
+ lchar = -1;
+ rchar = -1;
+ }
+ if (cm->sttype[y] == E_st)
+ {
+ /*InsertTraceNode(tr, tpos, TRACE_LEFT_CHILD, -1, -1, y);*/
+ InsertTraceNode(tr, tpos, TRACE_LEFT_CHILD, N+1, N, y);
+ }
+ else if(cm->sttype[y] == EL_st) /* y == cm->M */
+ {
+ lpos = N+1; /* remember lpos, we need it after we emit from EL */
+ /* Now choose number of residues emitted from EL, could be 0.
+ * We do this here b/c convention for EL is to have a single trace node,
+ * even if multiple residues are emitted. */
+ esl_vec_FSet(tmp_tvec, (MAXCONNECT+1), 0.);
+ tmp_tvec[0] = sreEXP2(cm->el_selfsc); /* EL self probability */
+ tmp_tvec[1] = 1. - tmp_tvec[0]; /* probability of going to implicit END */
+ y = esl_rnd_FChoose(r, tmp_tvec, 2); /* choose next state, either EL or implicit END */
+ while(y == 0) /* we've self-transitioned, emit 1 res from NULL distro */
+ {
+ lchar = esl_rnd_FChoose(r, cm->null, cm->abc->K);
+ if((status = esl_stack_CPush(gsq, cm->abc->sym[lchar])) != eslOK) goto ERROR;
+ N++;
+ y = esl_rnd_FChoose(r, tmp_tvec, 2); /* choose next state, either EL or implicit END */
+ }
+ InsertTraceNode(tr, tpos, TRACE_LEFT_CHILD, lpos, N, cm->M); /* careful to reset y to cm->M */
+ }
+ else
+ {
+ if((status = esl_stack_IPush(pda, rchar)) != eslOK) goto ERROR; /* does it emit right? */
+ if((status = esl_stack_IPush(pda, lchar)) != eslOK) goto ERROR; /* does it emit left? */
+ if((status = esl_stack_IPush(pda, TRACE_LEFT_CHILD)) != eslOK) goto ERROR; /* non-B's: attach as left child by conv */
+ if((status = esl_stack_IPush(pda, tpos)) != eslOK) goto ERROR; /* attach it to v, which is tpos in parsetree*/
+ if((status = esl_stack_IPush(pda, y)) != eslOK) goto ERROR; /* next state we're going to */
+ if((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ }
+ } /* end of PDA_STATE logic */
+ } /* end of else (which we enter if v not a B state) */
+ } /* end of main "while esl_stack_IPop()" loop */
+
+ if((seq = esl_stack_Convert2String(gsq)) == NULL) goto ERROR; /* this destroys gsq char stack */
+ if(name != NULL) sq = esl_sq_CreateFrom(name, seq, NULL, NULL, NULL);
+ else sq = esl_sq_CreateFrom("seq", seq, NULL, NULL, NULL);
+ if(sq == NULL) goto ERROR;
+ free(seq); /* we made a copy of this when creating sq */
+ /* name can only be NULL if ret_sq == NULL, so we're throwing it away anyway */
+
+ /* digitize if nec */
+ if(do_digital)
+ if((status = esl_sq_Digitize(cm->abc, sq)) != eslOK) goto ERROR;
+ /*ParsetreeDump(stdout, tr, cm, dsq);*/
+
+ esl_stack_Destroy(pda);
+
+ free(tmp_tvec);
+ if (ret_tr != NULL) *ret_tr = tr; else FreeParsetree(tr);
+ if (ret_sq != NULL) *ret_sq = sq; else esl_sq_Destroy(sq);
+ if (ret_N != NULL) *ret_N = N;
+ return eslOK;
+
+ ERROR:
+ if(tr != NULL) FreeParsetree(tr);
+ if(gsq != NULL) esl_stack_Destroy(gsq);
+ if(pda != NULL) esl_stack_Destroy(pda);
+ if(sq != NULL) esl_sq_Destroy(sq);
+ if(tmp_tvec != NULL) free(tmp_tvec);
+ return status;
+}
+
+/* Function: ParsetreeScoreCorrectionNull2()
+ * based on TraceScoreCorrection() from HMMER:
+ * EPN 08.24.06 Janelia
+ *
+ * Purpose: Calculate a correction (in integer log_2 odds) to be
+ * applied to a sequence, using a second null model,
+ * based on a traceback. All emissions are corrected;
+ * The null model is constructed /post hoc/ as the
+ * average over all the emission distributions used by the trace.
+ *
+ * Return: ret_sc: the log_2-odds score correction.
+ * eslEINCOMPAT on contract violation
+ */
+int
+ParsetreeScoreCorrectionNull2(CM_t *cm, char *errbuf, Parsetree_t *tr, ESL_DSQ *dsq, int start, float *ret_sc)
+{
+ int status;
+ float *p; /* null2 model distribution */
+ float *sc; /* null2 model scores */
+ int a,b; /* residue index counters */
+ int v; /* state index counter */
+ int i, j; /* seq posn counter */
+ int tidx;
+ float score;
+ float struct_score; /* structure contribution to the score */
+
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ParsetreeScoreCorrectionNull2() ret_sc is NULL.");
+
+ /* Rarely, the alignment was totally impossible, and tr is NULL.
+ */
+ if (tr == NULL) return 0.0;
+
+ /* Set up model: average over the emission distributions of
+ * all M, I states that appear in the trace. Ad hoc? Sure, you betcha.
+ */
+ /* trivial preorder traverse, since we're already numbered that way */
+ ESL_ALLOC(p, sizeof(float) * cm->abc->K);
+ esl_vec_FSet(p, cm->abc->K, 0.0);
+ for (tidx = 0; tidx < tr->n; tidx++) {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ if(cm->sttype[v] == MP_st) {
+ /* we treat this as two match states. */
+ for(a = 0; a < cm->abc->K; a++) {
+ /* first add contribution to null2 for left half. */
+ for(b = (a * cm->abc->K); b < ((a+1) * cm->abc->K); b++) p[a] += cm->e[v][b];
+ /* now add contribution for right half. */
+ for(b = a; b < (cm->abc->K * cm->abc->K); b += cm->abc->K) p[a] += cm->e[v][b];
+ }
+ }
+ else if(cm->sttype[v] == ML_st || cm->sttype[v] == IL_st || cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) {
+ esl_vec_FAdd(p, cm->e[v], cm->abc->K);
+ }
+ }
+ esl_vec_FNorm(p, cm->abc->K);
+
+ ESL_ALLOC(sc, sizeof(float) * (cm->abc->Kp));
+ /* calculate null2 scores of each possible emission, first the base alphabet */
+ for (a = 0; a < cm->abc->K; a++) sc[a] = sreLOG2(p[a] / cm->null[a]);
+ /* the ambiguities */
+ for (a = cm->abc->K+1; a < cm->abc->Kp-1; a++) sc[a] = esl_abc_FAvgScore(cm->abc, a, sc);
+
+ /* Score all the state emissions that appear in the trace.
+ */
+ score = struct_score = 0;
+ for (tidx = 0; tidx < tr->n; tidx++) {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ i = tr->emitl[tidx];
+ j = tr->emitr[tidx];
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) score += sc[dsq[i+start-1]];
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) score += sc[dsq[j+start-1]];
+ }
+ /* Apply an ad hoc 8 bit fudge factor penalty;
+ * interpreted as a prior, saying that the second null model is
+ * 1/2^8 (1/256) as likely as the standard null model
+ */
+ score -= 8.;
+
+ /* Return the correction to the bit score. */
+ ESL_DPRINTF1(("ParsetreeScoreCorrectionNull2 return sc: %f\n", LogSum2(0., score)));
+ free(sc);
+ free(p);
+ score = LogSum2(0., score);
+ *ret_sc = score;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "ParsetreeScoreCorrectionNull2(): memory allocation error.");
+ return status; /* NEVERREACHED*/
+}
+
+
+/* Function: ParsetreeScoreCorrectionNull3()
+ * Incept: EPN, Sat May 3 15:38:24 2008
+ *
+ * Purpose: Calculate a correction (in integer log_2 odds) to be
+ * applied to a sequence, using a third null model, the
+ * composition of the target sequence.
+ * All emissions are corrected;
+ * The null model is constructed /post hoc/ as the
+ * distribution of the target sequence; if the target
+ * sequence is 40% A, 5% C, 5% G, 40% U, then the null
+ * model is (0.4, 0.05, 0.05, 0.4).
+ *
+ * NOTE: (start) is offset in dsq such that tr->emitl[0] corresponds
+ * to the residue in dsq[1];
+ *
+ * Return: ret_sc: the log_2-odds score correction.
+ * eslEINCOMPAT on contract violation
+ */
+int
+ParsetreeScoreCorrectionNull3(CM_t *cm, char *errbuf, Parsetree_t *tr, ESL_DSQ *dsq, int start, float *ret_sc)
+{
+ int status;
+ float *p; /* null3 model distribution */
+ float *sc; /* null3 model scores */
+ int a; /* residue index counters */
+ int v; /* state index counter */
+ int i, j; /* seq posn counter */
+ int tidx;
+ float score;
+ float struct_score; /* structure contribution to the score */
+
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ParsetreeScoreCorrectionNull3() ret_sc is NULL.");
+ /* Rarely, the alignment was totally impossible, and tr is NULL.
+ */
+ if (tr == NULL) return 0.0;
+
+ /* get composition of full subseq in parse from tr->emitl[0]..tr->emitr[0],
+ * starting at dsq+start-1 b/c coords in tr->emit* are offset relative to dsq by start
+ * such that tr->emitl[0] always equals 1.
+ * Note: we're INcluding any EL emissions here in ACGU composition calculation but then
+ * EXcluding them when we correct the score below (not sure if this is right),
+ * in a way we're always assuming scores of ELs are 0.0, meaning there's no difference
+ * between the probability they're emitted by the model and any possible NULL model.
+ */
+ get_alphabet_comp(cm->abc, dsq+start-1, tr->emitl[0], tr->emitr[0], &p);
+ ESL_ALLOC(sc, sizeof(float) * (cm->abc->Kp));
+ /* calculate null3 scores of each possible emission, first the base alphabet */
+ for (a = 0; a < cm->abc->K; a++) {
+ sc[a] = sreLOG2(p[a] / cm->null[a]);
+ /*printf("p[%d]: %.3f sc %.3f\n", a, p[a], sc[a]);*/
+ }
+ /* the ambiguities */
+ for (a = cm->abc->K+1; a < cm->abc->Kp-1; a++) sc[a] = esl_abc_FAvgScore(cm->abc, a, sc);
+
+ /* Score all the state emissions that appear in the trace.
+ */
+ score = struct_score = 0.;
+ for (tidx = 0; tidx < tr->n; tidx++) {
+ v = tr->state[tidx]; /* index of parent state in CM */
+ i = tr->emitl[tidx];
+ j = tr->emitr[tidx];
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) score += sc[dsq[i+start-1]];
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) score += sc[dsq[j+start-1]];
+ }
+ /* Apply an ad hoc 8 bit fudge factor penalty;
+ * interpreted as a prior, saying that the third null model is
+ * 1/2^5 (1/32) as likely as the standard null model
+ */
+ score -= 5.;
+
+ /* Return the correction to the bit score. */
+ /*printf("ParsetreeScoreCorrectionNull3 return sc: %f\n", LogSum2(0., score));*/
+ ESL_DPRINTF1(("ParsetreeScoreCorrectionNull3 return sc: %f\n", LogSum2(0., score)));
+ free(sc);
+ free(p);
+ score = LogSum2(0., score);
+ *ret_sc = score;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "ParsetreeScoreCorrectionNull3(): memory allocation error.");
+ return status; /* NEVERREACHED*/
+}
+
+/* Function: ScoreCorrectionNull3()
+ * Incept: EPN, Sat May 10 17:58:03 2008
+ *
+ * Purpose: Calculate a correction (in integer log_2 odds) to be
+ * applied to a sequence, using a third null model, the
+ * composition of the target sequence.
+ * All emissions are corrected;
+ * The null model is constructed /post hoc/ as the
+ * distribution of the target sequence; if the target
+ * sequence is 40% A, 5% C, 5% G, 40% U, then the null
+ * model is (0.4, 0.05, 0.05, 0.4).
+ *
+ * Note: no trace or parsetree is needed. The bit score correction
+ * can be derived solely by the nucleotide composition of the hit and
+ * it's length.
+ *
+ * Args: abc - alphabet for hit (only used to get alphabet size, which is size of <comp>)
+ * null0- the first null model used when building the CM, usually cm->null or cm->cp9->null
+ * comp - [0..a..abc->K-1] frequency of residue a in the hit we're correcting the score for,
+ * passed in b/c we can efficiently compute this during scanning DP funcs instead of
+ * calcing it each time per hit which is wasteful for many, possibly overlapping hits
+ * which is the case during model calibration with cmcalibrate.
+ * len - length of the hit
+ * ret_sc- RETURN: the correction to the score, caller subtracts this from hit score to get
+ * corrected score.
+ *
+ * Return: void, ret_sc: the log_2-odds score correction.
+ */
+void
+ScoreCorrectionNull3(const ESL_ALPHABET *abc, float *null0, float *comp, int len, float *ret_sc)
+{
+ int a; /* residue index counters */
+ float score = 0.;
+
+ /*printf("\n");
+ esl_vec_FDump(stdout, comp, abc->K, NULL);*/
+
+ for (a = 0; a < abc->K; a++) score += sreLOG2(comp[a] / null0[a]) * comp[a] * len;
+ /* Apply an ad hoc 5 bit fudge factor penalty;
+ * interpreted as a prior, saying that the third null model is
+ * 1/2^5 (1/32) as likely as the standard null model
+ */
+ score -= 5.;
+
+ /* Return the correction to the bit score. */
+ /*printf("ScoreCorrectionNull3 return sc: %.3f\n", LogSum2(0., score));*/
+ ESL_DPRINTF3(("ScoreCorrectionNull3 return sc: %f\n", LogSum2(0., score)));
+ score = LogSum2(0., score);
+ *ret_sc = score;
+ return;
+}
+
+
+/* Function: ScoreCorrectionNull3CompUnknown()
+ * Incept: EPN, Thu May 22 13:16:04 2008
+ *
+ * Purpose: Calculate a correction (in integer log_2 odds) to be
+ * applied to a sequence, using a third null model, the
+ * composition of the target sequence.
+ * All emissions are corrected;
+ * The null model is constructed /post hoc/ as the
+ * distribution of the target sequence; if the target
+ * sequence is 40% A, 5% C, 5% G, 40% U, then the null
+ * model is (0.4, 0.05, 0.05, 0.4).
+ *
+ * Same as ScoreCorrectionNull3() except that no <comp> vector is needed,
+ * the composition is determined within this function.
+ *
+ * Args: abc - alphabet for hit (only used to get alphabet size, which is size of <comp>)
+ * null0- the first null model used when building the CM, usually cm->null or cm->cp9->null
+ * dsq - the sequence the hit resides in
+ * start- start position of hit in dsq
+ * end - end position of hit in dsq
+ * ret_sc- RETURN: the correction to the score, caller subtracts this from hit score to get
+ * corrected score.
+ * Return: void, ret_sc: the log_2-odds score correction.
+ */
+void
+ScoreCorrectionNull3CompUnknown(const ESL_ALPHABET *abc, float *null0, ESL_DSQ *dsq, int start, int stop, float *ret_sc)
+{
+ float score = 0.;
+ float *comp; /* null3 model distribution */
+
+ get_alphabet_comp(abc, dsq, start, stop, &comp);
+ ScoreCorrectionNull3(abc, null0, comp, (stop-start+1), &score);
+ free(comp);
+ *ret_sc = score;
+ return;
+}
+
+
+
+/* Function: ParsetreeCountMPEmissions()
+ * Date: EPN, Thu May 22 14:11:28 2008
+ *
+ * Purpose: Given a parsetree, return the number of residues emitted by MP states.
+ *
+ * Returns: Number of residues emitted by MP states in <tr>.
+ */
+int
+ParsetreeCountMPEmissions(CM_t *cm, Parsetree_t *tr)
+{
+ int tidx;
+ int nres_by_mp = 0;
+
+ for (tidx = 0; tidx < tr->n; tidx++) {
+ if(cm->sttype[tr->state[tidx]] == MP_st) nres_by_mp += 2;
+ }
+ return nres_by_mp;
+}
+
+/* Function: Alignment2Parsetrees()
+ * EPN, Fri Jul 11 09:49:50 2008
+ *
+ * Purpose: Given a MSA <msa>, a CM <cm> and a guidetree <mtr> for <cm>,
+ * Determine the implicit parsetrees of the sequences in the
+ * MSA to the CM. Return the parsetrees in <ret_tr> if non-NULL,
+ * sequence objects in <ret_sq> if non-null.
+ *
+ * Dealign the MSA seqs in <ret_sq> and convert from aligned to
+ * unaligned coordinates in <ret_tr>.
+ *
+ * Args: msa - MSA we want to infer parsetrees from
+ * cm - CM we're aligning to
+ * mtr - master parsetree, guide tree for CM
+ * errbuf - easel error message
+ * ret_sq - Return: dealigned msa seqs in digital form
+ * ret_tr - Return: parsetree for seqs in dealigned coords
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation, eslEMEM on memory error
+ * <ret_tr>, <ret_sq>, see 'Purpose'.
+ */
+int
+Alignment2Parsetrees(ESL_MSA *msa, CM_t *cm, Parsetree_t *mtr, char *errbuf, ESL_SQ ***ret_sq, Parsetree_t ***ret_tr)
+{
+ int status;
+ int i; /* counter over aseqs */
+ int apos; /* aligned position index */
+ int uapos; /* unaligned position index */
+ int x; /* counter of parsetree nodes */
+ int *map = NULL; /* for current seq, [0..msa->alen] map from aligned posns to unaligned (non-gap) posns */
+ char *uaseq = NULL; /* current seq, dealigned from the MSA */
+ char *aseq = NULL; /* current seq, aligned text */
+ Parsetree_t **tr = NULL; /* [0..msa->nseq-1] new parsetrees, one per seq in msa */
+ ESL_SQ **sq = NULL; /* [0..msa->nseq-1] new ESL_SQ objects, one per seq in msa */
+
+ /* Contract check */
+ if(msa == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "Alignment2Parsetrees() msa is NULL.\n");
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINCOMPAT, errbuf, "Alignment2Parsetrees() msa is not digitized.\n");
+ if(ret_tr == NULL && ret_sq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "Alignment2Parsetrees() ret_sq and ret_tr both NULL.");
+
+ if(ret_tr != NULL) ESL_ALLOC(tr, (sizeof(Parsetree_t *) * msa->nseq));
+ if(ret_sq != NULL) ESL_ALLOC(sq, (sizeof(ESL_SQ *) * msa->nseq));
+ ESL_ALLOC(aseq, sizeof(char) * (msa->alen+1));
+ ESL_ALLOC(map, sizeof(int) * (msa->alen+1));
+ map[0] = -1; /* invalid */
+
+ for (i = 0; i < msa->nseq; i++) {
+ uapos = 1;
+ /* map aligned to dealigned coords (digitized coords, 1..alen) for this seq
+ * map is needed b/c we want the parsetree in dealigned coords so we can
+ * call Parsetrees2Alignment with it, but mtr is in aligned coords, and
+ * Transmogrify works in aligned coords, so after calling Transmogrify
+ * we have to convert tr->emitl and tr->emitr to dealigned coords using map.
+ */
+ for(apos = 1; apos <= msa->alen; apos++)
+ map[apos] = esl_abc_XIsGap(msa->abc, msa->ax[i][apos]) ? -1 : uapos++;
+ /* get text seq, we need digitized AND text seqs for Transmogrify */
+ esl_abc_Textize(msa->abc, msa->ax[i], msa->alen, aseq);
+ esl_strdup(aseq, -1, &uaseq);
+ /* dealign seq */
+ esl_strdealign(uaseq, uaseq, "-_.~", NULL);
+ /* Transmogrify the aligned seq to get a parsetree */
+ if(ret_tr != NULL) {
+ tr[i] = Transmogrify(cm, mtr, msa->ax[i], aseq, msa->alen);
+ /*ParsetreeDump(stdout, tr[i], cm, msa->ax[i], NULL, NULL);*/
+ /* tr[i] is in alignment coords, convert it to unaligned coords, */
+ for(x = 0; x < tr[i]->n; x++) {
+ /*printf("i: %d x: %d emitl %d emitr %d\n", i, x, tr[i]->emitl[x], tr[i]->emitr[x]);*/
+ if(tr[i]->emitl[x] != -1) {
+ /*printf("\tmapl: %d\n", map[i][tr[i]->emitl[x]]);*/
+ tr[i]->emitl[x] = map[tr[i]->emitl[x]];
+ }
+ if(tr[i]->emitr[x] != -1) {
+ /*printf("\tmapr: %d\n", map[i][tr[i]->emitr[x]]);*/
+ tr[i]->emitr[x] = map[tr[i]->emitr[x]];
+ }
+ }
+ }
+ if(ret_sq != NULL) {
+ sq[i] = esl_sq_CreateFrom(msa->sqname[i], uaseq, NULL, NULL, NULL);
+ esl_sq_Digitize(cm->abc, sq[i]);
+ }
+ free(uaseq); /* this gets reallocated and filled per seq in esl_strdup() call above */
+ }
+ free(aseq);
+ free(map);
+
+ /* tr and sq are only allocated if ret_tr and ret_sq were non-null */
+ if(ret_tr != NULL) *ret_tr = tr;
+ if(ret_sq != NULL) *ret_sq = sq;
+
+ return eslOK;
+
+ ERROR:
+ if(map != NULL ) free(map);
+ if(uaseq != NULL) free(uaseq);
+ if(aseq != NULL) free(aseq);
+ return status;
+}
diff --git a/src/cm_postprob.h b/src/cm_postprob.h
new file mode 100644
index 0000000..84f57ad
--- /dev/null
+++ b/src/cm_postprob.h
@@ -0,0 +1,94 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* cm_postprob.h
+ *
+ * Functions for working with posterior probabilities for CMs.
+ * Eric Nawrocki
+ */
+
+#ifndef CMPOSTPROB_INCLUDED
+#define CMPOSTPROB_INCLUDED
+
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+
+#include "structs.h" /* data structures, macros, #define's */
+#include "funcs.h" /* external functions */
+
+extern float FInside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin);
+extern float IInside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***alpha, int ****ret_alpha,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin);
+extern float FOutside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, float ***alpha, float ****ret_alpha, int do_check);
+extern float IOutside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***beta, int ****ret_beta,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin, int ***alpha, int ****ret_alpha, int do_check);
+extern void CMPosterior(int L, CM_t *cm, float ***alpha, float ****ret_alpha, float ***beta,
+ float ****ret_beta, float ***post, float ****ret_post);
+extern void ICMPosterior(int L, CM_t *cm, int ***alpha, int ****ret_alpha, int ***beta,
+ int ****ret_beta, int ***post, int ****ret_post);
+extern char *CMPostalCode(CM_t *cm, int L, float ***post, Parsetree_t *tr);
+extern char *ICMPostalCode(CM_t *cm, int L, int ***post, Parsetree_t *tr);
+extern char Fscore2postcode(float sc);
+extern char Iscore2postcode(int sc);
+extern float FScore2Prob(float sc, float null);
+extern void CMCheckPosterior(int L, CM_t *cm, float ***post);
+extern void ICMCheckPosterior(int L, CM_t *cm, int ***post);
+
+extern float FInside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern float IInside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***alpha, int ****ret_alpha,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern float FOutside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, float ***alpha, float ****ret_alpha,
+ int do_check, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern float IOutside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***beta, int ****ret_beta,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin, int ***alpha, int ****ret_alpha,
+ int do_check, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern void CMPosterior_b_jd_me(int L, CM_t *cm, float ***alpha, float ****ret_alpha,
+ float ***beta, float ****ret_beta, float ***post, float ****ret_post,
+ int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern void ICMPosterior_b_jd_me(int L, CM_t *cm, int ***alpha, int ****ret_alpha,
+ int ***beta, int ****ret_beta, int ***post, int ****ret_post,
+ int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern char *CMPostalCode_b_jd_me(CM_t *cm, int L, float ***post, Parsetree_t *tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern char *ICMPostalCode_b_jd_me(CM_t *cm, int L, int ***post, Parsetree_t *tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax);
+
+/* And new memory management routines analogous to those in smallcyk.c for
+ * handling scaled int log odds scores instead of floats.
+ */
+extern Ideckpool_t *Ideckpool_create(void);
+extern void Ideckpool_push(struct Ideckpool_s *dpool, int **deck);
+extern int Ideckpool_pop(struct Ideckpool_s *d, int ***ret_deck);
+extern void Ideckpool_free(struct Ideckpool_s *d);
+extern int **Ialloc_vjd_deck(int L, int i, int j);
+extern int Isize_vjd_deck(int L, int i, int j);
+extern void Ifree_vjd_deck(int **a, int i, int j);
+extern void Ifree_vjd_matrix(int ***a, int M, int i, int j);
+
+extern int ** Ialloc_jdbanded_vjd_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+#endif
diff --git a/src/cm_qdband.c b/src/cm_qdband.c
new file mode 100644
index 0000000..583c035
--- /dev/null
+++ b/src/cm_qdband.c
@@ -0,0 +1,905 @@
+/* cm_qdband.c (formerly bandcyk.c)
+ *
+ * SRE, Wed Nov 20 07:46:56 2002 [flight home from Airlie mtg]
+ * SVN $Id: cm_qdband.c 2329 2008-02-13 22:40:42Z nawrockie $
+ *
+ * Banded CYK implementation.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+#include <float.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_random.h"
+#include "esl_vectorops.h"
+#include "esl_stack.h"
+#include "esl_sqio.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+void
+BandExperiment(CM_t *cm)
+{
+ int W;
+ int *dmin, *dmax;
+
+ W = 1000;
+ while (! BandCalculationEngine(cm, W, 0.00001, FALSE, &dmin, &dmax, NULL, NULL))
+ {
+ W += 1000;
+ ESL_DPRINTF1(("increasing W to %d, redoing band calculation...\n", W));
+ }
+}
+
+/* Function: BandCalculationEngine()
+ * Incept: SRE, Sat Oct 11 14:17:40 2003 [St. Louis]
+ *
+ * Purpose: Given a CM and a maximum length W;
+ * calculate probability densities gamma_v(n), probability
+ * of a parse subtree rooted at state v emitting a sequence
+ * of length n.
+ * Then use these to return bounds dmin[v] and dmax[v] which
+ * include a probability mass of >= 1-2(p_thresh).
+ * Each truncated tail (left and right) contains <= p_thresh
+ * probability mass.
+ *
+ * Let L_v(n) be the cumulative probability distribution,
+ * P(length <= n), for state v:
+ * L_v(n) = \sum_{i=0}^{n} \gamma_v(i)
+ *
+ * For each state v, find dmin such that the probability
+ * of missing a hit is <= p on the low side:
+ * dmin = max_dmin L_v(dmin-1) <= p
+ *
+ * On the high side, let H_v(n) be 1-L_v(n): e.g.
+ * P(length > n) for state v. But it is important not
+ * to calculate this as 1-L_v(n); because of numerical
+ * roundoff issues, it must be done as:
+ * H_v(n) = \sum_{i=n+1}{\infty} \gamma_v(i)
+ *
+ * Then for each state v, find a dmax such that the
+ * probability of missing a hit is <= p on the high
+ * side:
+ * dmax = min_dmax H_v(dmax) <= p
+ *
+ * Note on truncation error:
+ * Of course we can't calculate the sum to \infty; we have
+ * to truncate somewhere. Truncation error must be negligible,
+ * else our choice of bands will depend on the choice of W.
+ * See BandTruncationNegligible() for the test.
+ *
+ *
+ * Args: cm - model to build the bands for
+ * W - maximum subsequence length W.
+ * p_thresh - tail probability mass; bounds will be set
+ * so that we miss <= p_thresh of the mass in
+ * the left tail and the right tail.
+ * save_densities - TRUE if we want to keep all of the
+ * gamma matrix. Probably only useful if you're
+ * also asking for gamma to be returned. Memory usage
+ * is O(WM). If FALSE, uses a memory-efficient O(W lnM)
+ * algorithm instead; if you get the gamma matrix
+ * back, you're guaranteed the root gamma[0]
+ * is valid, but don't count on anything else.
+ * ret_dmin - RETURN: dmin[v] is the minimum subsequence length
+ * (inclusive) that satisfies p_thresh for left tail.
+ * Pass NULL if you don't want dmin back.
+ * ret_dmax - RETURN: dmax[v] is the maximum subsequence length
+ * (inclusive) that satisfies p_thresh for right tail.
+ * Pass NULL if you don't want dmax back.
+ * ret_gamma - RETURN: gamma[v][n], [0..M-1][0..W], is the prob
+ * density Prob(length=n | parse subtree rooted at v).
+ * ret_seqlen- RETURN: average hit length for a subtree rooted
+ * at each state. NULL if not wanted. If non-NULL
+ * save_densities must be TRUE (contract checks this).
+ *
+ * Returns: 1 on success.
+ * 0 if W was too small; caller needs to increase W and
+ * call the engine again.
+ *
+ * The dependency on a sensible W a priori is an annoyance;
+ * it may be possible to write an algorithm that calculates
+ * W on the fly, but I don't see it.
+ *
+ * Xref: STL7 p.127 - rearranged calculations of previous BandBounds()
+ * imp., for better numerical precision
+ * STL7 p.128 - justification of truncation error calculations.
+ * STL7 p.130 - tests/evaluations.
+ */
+int
+BandCalculationEngine(CM_t *cm, int W, double p_thresh, int save_densities,
+ int **ret_dmin, int **ret_dmax, double ***ret_gamma,
+ float **ret_seqlen)
+{
+ double **gamma; /* P(length = n) for each state v */
+ double *tmp;
+ int *dmin; /* lower bound for band. */
+ int *dmax; /* upper bound for band. */
+ int v; /* counter over states, 0..M-1 */
+ int y; /* counter over connected states */
+ int n; /* counter over lengths, 0..W */
+ int dv; /* Delta for state v */
+ int leftn; /* length of left subsequence under a bifurc */
+ double pdf; /* P(<=n) or P(>=n) for this state v */
+ int *touch; /* touch[y] = # higher states depending on y */
+ ESL_STACK *beamstack; /* pool of beams we can reuse */
+ int status; /* return status. */
+ int nd; /* counter over nodes */
+ int yoffset; /* counter over children */
+ int reset_local_ends; /* TRUE if we erased them and need to reset */
+ int reset_cp9_local_ends;/* TRUE if we erased them and need to reset */
+ float *seqlen; /* average seqlen for each state, only calc'ed if
+ * ret_seqlen != NULL */
+ double *tmp_gamma_v; /* temp copy of gamma[v] when calc'ing seqlen */
+
+ if(ret_seqlen != NULL && (! save_densities))
+ cm_Fail("BandCalculationEngine() ret_seqlen non-NULL and save_densities is FALSE.");
+
+ /* If we're in local to avoid extremely wide bands due to
+ * the permissive nature of local ends, we make local ends
+ * impossible for the band calculation than make them
+ * possible again before exiting this function.
+ */
+ reset_local_ends = reset_cp9_local_ends = FALSE;
+ if(cm->flags & CMH_LOCAL_END)
+ {
+ reset_local_ends = TRUE;
+ if((cm->flags & CMH_CP9) && cm->cp9->flags & CPLAN9_EL)
+ reset_cp9_local_ends = TRUE;
+ ConfigNoLocalEnds(cm);
+ }
+ /* gamma[v][n] is Prob(state v generates subseq of length n)
+ */
+ ESL_ALLOC(gamma, sizeof(double *) * cm->M);
+ for (v = 0; v < cm->M; v++) gamma[v] = NULL;
+
+ /* dmin[v] and dmax[v] are the determined bounds that we return.
+ */
+ ESL_ALLOC(dmin, sizeof(int) * cm->M);
+ ESL_ALLOC(dmax, sizeof(int) * cm->M);
+ if (ret_dmin != NULL) *ret_dmin = NULL;
+ if (ret_dmax != NULL) *ret_dmax = NULL;
+
+ /* beamstack is a trick for reusing memory: a pushdown stack of
+ * "beams" (gamma[v] rows) we can reuse.
+ */
+ beamstack = esl_stack_PCreate();
+
+ /* The second component of memory saving is the "touch" array.
+ * touch[y] is the number of states above state [y] that will
+ * depend on y but haven't been calculated yet. When we're done
+ * calculating a new state v, we decrement touch[y] for all
+ * y \in C_v. Any time touch[y] reaches 0, we put that beam
+ * back into the pool for reuse.
+ */
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < cm->M; v++) touch[v] = cm->pnum[v];
+
+ /* Allocate and initialize the shared end beam.
+ */
+ ESL_ALLOC(gamma[cm->M-1], (sizeof(double) * (W+1)));
+ esl_vec_DSet(gamma[cm->M-1], W+1, 0.);
+ gamma[cm->M-1][0] = 1.0;
+
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ /* Get a beam of memory from somewhere.
+ * 1. If we're an E_st, we're sharing the end beam, and
+ * it's already initialized for us; don't do anything
+ * else to it. Bounds are 0..0 by definition.
+ * 2. If there's a beam in the pool we can reuse, take it
+ * and set it back to 0's.
+ * 3. Else, allocate and initialize to 0's.
+ */
+ if (cm->sttype[v] == E_st) {
+ gamma[v] = gamma[cm->M-1];
+ dmin[v] = dmax[v] = 0;
+ continue;
+ }
+
+ if (esl_stack_PPop(beamstack, (void **) &gamma[v]) == eslEOD)
+ ESL_ALLOC(gamma[v], sizeof(double) * (W+1));
+ esl_vec_DSet(gamma[v], W+1, 0.);
+
+ /* Recursively calculate prob density P(length=n) for this state v.
+ * (The heart of the algorithm is right here.)
+ */
+ if (cm->sttype[v] == B_st)
+ { /* a bifurcation state: */
+ pdf = 0.;
+ for (n = 0; n <= W; n++)
+ {
+ for (leftn = 0; leftn <= n; leftn++)
+ gamma[v][n] += gamma[cm->cfirst[v]][leftn]*gamma[cm->cnum[v]][n-leftn];
+ pdf += gamma[v][n];
+ }
+ }
+ /*EPN 11.11.05 adding following else if () to handle local begins*/
+ else if ((cm->flags & CMH_LOCAL_BEGIN) && v == 0) /*state 0 is the one and only ROOT_S state*/
+ {
+ pdf = 0.;
+ for (n = 0; n <= W; n++)
+ {
+ /* Step through by nodes, not states. Only one local begin transition
+ * is possible into each MATP, MATL, MATR, and BIF nodes, specifically
+ * to the first state of that node.
+ */
+ for (nd = 1; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd ||
+ cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd ||
+ cm->ndtype[nd] == BIF_nd)
+ {
+ gamma[v][n] += cm->begin[cm->nodemap[nd]] * gamma[cm->nodemap[nd]][n];
+ /* cm->begin[y] is probability we transition to state y from root */
+ }
+ pdf += gamma[v][n];
+ }
+ }
+ /*end EPN block*/
+ else
+ {
+ pdf = 0.;
+ dv = StateDelta(cm->sttype[v]);
+ for (n = dv; n <= W; n++)
+ {
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ y = cm->cfirst[v] + yoffset;
+ gamma[v][n] += cm->t[v][yoffset] * gamma[y][n-dv];
+ }
+ pdf += gamma[v][n];
+ }
+ }
+
+ /* Make sure we've captured "enough" of the distribution (e.g.,
+ * we have captured the right tail; our truncation error is
+ * negligible).
+ * Of our 3 criteria, we apply two to every state:
+ * 1. we're on the right side of the density (pdf is > 0.5
+ * would be enough, but we use .999)
+ * 2. gamma_v(W) < p * DBL_EPSILON
+ * Must be true if \sum_{i=W+1...\infty} g(i) < p*DBL_EPSILON,
+ * which is really what we're trying to prove
+ */
+ if (pdf <= 0.999 || gamma[v][W] > p_thresh * DBL_EPSILON)
+ {
+ /* fail; truncation error is unacceptable;
+ * caller is supposed to increase W and rerun.
+ */
+ /*printf("truncation error unacceptable, failing.\n");
+ printf("p_thresh: %g\n", p_thresh);
+ printf("pdf : %g\n", pdf);
+ printf("gamma[v][W] : %g\n", gamma[v][W]);*/
+ status = 0;
+ goto CLEANUP;
+ }
+
+ /* Renormalize this beam. (Should we really be doing this?)
+ */
+ if (pdf > 1.0) esl_vec_DNorm(gamma[v], W+1);
+
+ /* Determine our left bound, dmin.
+ */
+ pdf = 0.;
+ for (n = 0; n <= W; n++)
+ {
+ pdf += gamma[v][n];
+ if (pdf > p_thresh) { dmin[v] = n; break; }
+ }
+
+ /* And our right bound, dmax.
+ */
+ pdf = 0.;
+ for (n = W; n >= 0; n--)
+ {
+ pdf += gamma[v][n];
+ if (pdf > p_thresh) { dmax[v] = n; break; }
+ }
+
+ /* Reuse memory where possible, using the "touch" trick:
+ * look at all children y \in C_v.
+ * decrement touch[y]
+ * if touch[y] reaches 0, no higher state v depends on this
+ * state's numbers; release the memory.
+ * we're reusing the end state for every E, so don't free it
+ * 'til we're done.
+ * But it if the save_densities flag is up, don't do this - the
+ * caller is telling us to keep the whole gamma matrix around,
+ * prob because it's going to be returned and examined.
+ *
+ * EPN 11.11.05
+ * If we're doing banded local, we don't want to free any match states,
+ * to enforce this, we (hackishly) just don't reuse beams. Although
+ * we could just save the match state beams...
+ */
+ if ((! save_densities) && (! (cm->flags & CMH_LOCAL_BEGIN))) {
+ if (cm->sttype[v] == B_st)
+ { /* connected children of a B st are handled specially, remember */
+ y = cm->cfirst[v];
+ if((status = esl_stack_PPush(beamstack, gamma[y])) != eslOK) goto ERROR;
+ gamma[y] = NULL;
+ y = cm->cnum[v];
+ if((status = esl_stack_PPush(beamstack, gamma[y])) != eslOK) goto ERROR;
+ gamma[y] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0 && cm->sttype[y] != E_st) {
+ if((status = esl_stack_PPush(beamstack, gamma[y])) != eslOK) goto ERROR;
+ gamma[y] = NULL;
+ }
+ }
+ }
+ }
+
+ } /*end loop up through all states v*/
+
+ /* EPN 11.13.05
+ * Step through band for each step and ensure that dmax[v] <= dmax[0]
+ * for all v. Because all hits must be rooted at state 0, it doesn't
+ * make sense to allow the maximum subseq length for any state to
+ * be greater than the maximum allowable length for state 0. Important
+ * because the maximum length of a hit in a banded scan or alignment
+ * can be reset to dmax[0] after this step.
+ */
+ for (v = 1; v <= cm->M-1; v++)
+ if (dmax[v] > dmax[0]) dmax[v] = dmax[0];
+
+ if (! BandTruncationNegligible(gamma[0], dmax[0], W, NULL))
+ { status = 0; goto CLEANUP; }
+
+ if(ret_seqlen != NULL) {
+ ESL_ALLOC(seqlen, sizeof(float) * cm->M);
+ esl_vec_FSet(seqlen, cm->M, 0.);
+ /* for each state, copy gamma[v] into tmp_gamma_v only from
+ * dmin[v]..dmax[v]. Then normalize tmp_gamma_v, and use it
+ * to calculate the average subseq len at v. We don't use
+ * n = 1..W b/c it would take much longer and is unlikely
+ * to change the average length much at all (unless beta is large).
+ */
+ for(v = 0; v < cm->M; v++) {
+ ESL_ALLOC(tmp_gamma_v, sizeof(double) * (dmax[v] - dmin[v] + 1));
+ for(n = dmin[v]; n <= dmax[v]; n++)
+ tmp_gamma_v[(n-dmin[v])] = gamma[v][n];
+ esl_vec_DNorm(tmp_gamma_v, (dmax[v] - dmin[v] + 1));
+ for(n = 0; n <= (dmax[v]-dmin[v]); n++)
+ seqlen[v] += tmp_gamma_v[n] * ((float) (n + dmin[v]));
+ free(tmp_gamma_v);
+ }
+ *ret_seqlen = seqlen;
+ }
+
+ status = 1;
+
+ CLEANUP:
+ free(touch);
+ /* If we're in local mode, we set all local ends to impossible at
+ * the beginning of this function, we set them back here.
+ * Careful we can only call this once */
+ if(reset_local_ends) {
+ ConfigLocalEnds(cm, cm->pend);
+ reset_local_ends = FALSE;
+ CMLogoddsify(cm);
+ if(reset_cp9_local_ends) {
+ CPlan9ELConfig(cm);
+ reset_cp9_local_ends = FALSE;
+ CP9Logoddsify(cm->cp9);
+ }
+ }
+ if (ret_dmin != NULL) *ret_dmin = dmin; else free(dmin);
+ if (ret_dmax != NULL) *ret_dmax = dmax; else free(dmax);
+ if (ret_gamma != NULL) *ret_gamma = gamma; else FreeBandDensities(cm, gamma);
+
+ /* Free the reused stack of beams.
+ */
+ while (esl_stack_PPop(beamstack, (void **) &tmp) != eslEOD) free(tmp);
+ esl_stack_Destroy(beamstack);
+ return status;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return eslFAIL; /* never reached */
+}
+
+/* Function: BandTruncationNegligible()
+ * Incept: SRE, Sun Oct 19 10:43:21 2003 [St. Louis]
+ *
+ * Purpose: Verifies that for this choice of W, the truncation error,
+ * D = \sum_{n=W+1}{\infty} \gamma_v(n),
+ * will not affect our calculation of the right bound, b (dmax),
+ * based on the probability mass we can observe,
+ * C = \sum_{n=b+1}{W} \gamma_v(n).
+ *
+ * Specifically, we want D such that C + D = C; that is,
+ * D < C * DBL_EPSILON.
+ *
+ * We assume that the tail of \gamma is decreasing
+ * geometrically. This lets us predict the tail is
+ * \gamma_v(n) = \gamma_v(W+1) \beta^{n-W-1}
+ *
+ * and from the sum of an infinite geometric series, combined
+ * with \gamma_v(W+1) = \beta \gamma_v(W), we obtain:
+ * \gamma_v(W) \beta
+ * D' = -----------------
+ * 1 - \beta
+ *
+ * How well D' approximates the true truncated tail mass D
+ * depends on how valid the assumption of geometrically
+ * decreasing tails is. For a single insert state, one
+ * obtains a geometrically decreasing tail. For a mixture
+ * of geometric distributions, if one fits the low side,
+ * one overestimates the rate of convergence to 0, and so
+ * underestimates D; D' <= D. But if anything, we want D' >= D;
+ * an upper bound on D lets us prove D < C * epsilon.
+ * Puzzlingly, this does not seem to be a problem. For
+ * a variety of models and states, D' is indeed an
+ * overestimate of D; empirically, the tail density converges to zero
+ * supergeometrically, which I can't explain.
+ *
+ * Using ret_beta to verify:
+ *
+ * D' = (beta / (1.-beta)) * density[W];
+ * D = \sum_{n=b+1}{\infty} density[W];
+ * D' >= D.
+ *
+ * test for an even stronger criterion:
+ * let estimated density g(n) = gamma[W] * \beta^(n-W);
+ * g(n) >= gamma[n] for all n > W.
+ *
+ * In the testsuite, "check_bandtruncation" empirically verifies
+ * D' > D.
+ *
+ * Args: density - one density \gamma_v() calculated by BandCalculationEngine();
+ * usually the root (if W is big enough for the root, it's
+ * big enough for every state).
+ * b - the left bound dmax[v]
+ * W - the maximum length; gamma_v[] runs [0..W]
+ * ret_beta - RETURN (optional): the geometric decay constant \beta,
+ * obtained by simple linear fit to log gamma().
+ *
+ *
+ * Returns: 1 if truncation error is negligible (D' < C * DBL_EPSILON)
+ * 0 if truncation error is not negigible, and caller will
+ * have to worry about increasing W.
+ *
+ * Xref: STL7 p.128.
+ */
+int
+BandTruncationNegligible(double *density, int b, int W, double *ret_beta)
+{
+ double logbeta;
+ double beta; /* geometric decay parameter */
+ double C; /* area under density from b+1..W inclusive */
+ double D; /* area under unseen density from W+1..\infty */
+ int i;
+
+ /* Sum up how much probability mass we do see,
+ * in the truncated tail from b+1..W.
+ */
+ C = 0.;
+ for (i = b+1; i <= W; i++) C += density[i];
+
+ /* If density is falling off as a geometric, log(beta) is
+ * the slope of log(p). Estimate slope quickly and crudely, by a
+ * simple 2-point fit at our boundaries b+1 and W.
+ */
+ logbeta = (log(density[W]) - log(density[b+1])) / (W - b - 1);
+ beta = exp(logbeta);
+
+ /* We can now guess at the missing probability mass from W+1...\infty,
+ * because a finite geometric series converges to 1/(1+\beta).
+ */
+ D = (beta / (1.-beta)) * density[W];
+
+ if (ret_beta != NULL) *ret_beta = beta;
+
+ if (D < C * DBL_EPSILON) return 1;
+ else return 0;
+}
+
+/* Function: BandMonteCarlo()
+ * Incept: SRE, Fri Oct 17 08:01:42 2003 [St. Louis]
+ *
+ * Purpose: Calculate the gamma_v densities by Monte Carlo simulation,
+ * by sampling parsetrees from the CM. gamma[v][i] is the
+ * observed number of subsequences of length i rooted at v
+ * in the sample. These counts are left unnormalized; different
+ * states are reached with different probabilities, and the
+ * caller may want to test the Monte Carlo observed counts
+ * against predicted counts (see bandcyk-montecarlo-test in
+ * the testsuite).
+ *
+ * Args: cm - the model to sample from
+ * nsample - number of Monte Carlo sampled parsetrees
+ * W - maximum subsequence length in densities
+ * ret_gamma - RETURN: gamma[v][n], [0..M-1][0..W] as
+ * unnormalized observed counts.
+ *
+ * Returns: 1 on success.
+ * 0 on failure: one or more samples had a length too great to be
+ * captured by W.
+ *
+ * Caller frees the returned gamma with FreeBandDensities().
+ *
+ * Note: Dies (cm_Fail()) from memory allocation error, without
+ * cleanup.
+ */
+int
+BandMonteCarlo(CM_t *cm, int nsample, int W, double ***ret_gamma)
+{
+ Parsetree_t *tr; /* sampled parsetree */
+ double **gamma; /* RETURN: the densities */
+ int i; /* counter over samples */
+ int seqlen; /* length of sampled sequence */
+ int tidx; /* index on parsetree */
+ int v; /* state used at a parsetree node */
+ int n; /* subseq length at a parsetree node */
+ int status; /* return status. */
+ char *name; /* name for the seq we've emitted */
+ ESL_RANDOMNESS *r = NULL; /* source of randomness */
+ int namelen; /* max int size for name */
+ char errbuf[cmERRBUFSIZE];
+
+ /* Create and seed RNG */
+ if ((r = esl_randomness_CreateTimeseeded()) == NULL)
+ cm_Fail("Failed to create random number generator: probably out of memory");
+
+ /* Allocate gamma, completely; and initialize to zeros.
+ * For consistency w/ BandCalculationEngine(), allocate a single
+ * shared end deck at M-1, and point other ends at it - even
+ * though P(n=0) = 1.0 by definition at the E's and we don't
+ * really need to calculate it. Then we can use FreeBandDensities()
+ * for gamma matrices alloc'ed in either function.
+ */
+ ESL_ALLOC(gamma, (sizeof(double *) * cm->M));
+ ESL_ALLOC(gamma[cm->M-1], (sizeof(double) * (W+1)));
+ esl_vec_DSet(gamma[cm->M-1], W+1, 0.0);
+ for (v = 0; v < cm->M-1; v++)
+ {
+ if (cm->sttype[v] != E_st)
+ {
+ ESL_ALLOC(gamma[v], sizeof(double) * (W+1));
+ esl_vec_DSet(gamma[v], W+1, 0.0);
+ }
+ else
+ gamma[v] = gamma[cm->M-1];
+ }
+
+ namelen = 3 + IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+
+ /* Count Monte Carlo samples of subsequence lengths for
+ * all nodes of sampled parsetrees.
+ */
+ status = 1;
+ for (i = 0; i < nsample; i++) {
+ ESL_ALLOC(name, sizeof(char) * namelen);
+ sprintf(name, "seq%d", i+1);
+ if(EmitParsetree(cm, errbuf, r, NULL, FALSE, &tr, NULL, &seqlen) != eslOK) cm_Fail(errbuf);
+ free(name);
+ if (seqlen > W) {
+ FreeParsetree(tr);
+ status = 0; /* set status to FAILED */
+ continue;
+ }
+
+ /* The parsetree, though it's a tree, is stored as an
+ * array - so traversing it in preorder is trivial. It's
+ * already arranged in preorder.
+ */
+ for (tidx = 0; tidx < tr->n; tidx++)
+ {
+ v = tr->state[tidx];
+ n = (cm->sttype[v] == E_st) ? 0 : tr->emitr[tidx] - tr->emitl[tidx] + 1;
+ gamma[v][n] += 1.;
+ }
+ FreeParsetree(tr);
+ }
+
+ /* Return gamma, the observed counts (unnormalized densities).
+ */
+ *ret_gamma = gamma;
+ esl_randomness_Destroy(r);
+ ESL_DPRINTF1(("Returning %d from BandMonteCarlo() (1 is passed, 0 failed)\n", status));
+ return status;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return eslFAIL; /* never reached */
+}
+
+
+/* Function: FreeBandDensities()
+ * Incept: SRE, Thu Oct 16 08:30:47 2003 [St. Louis]
+ *
+ * Purpose: Free a gamma[] array that was returned by BandCalculationEngine().
+ * Best to handle this with a special function because of the reuse
+ * of the END rows - only cm->M-1 is actually allocated, and other
+ * ENDs just point at that one. Too easy to double free() if we
+ * leave this tricky business to the caller.
+ *
+ * Args: cm - the model we build the band densities, gamma[], for.
+ * gamma - the band densities. Doesn't matter if this is a full
+ * matrix (save_densities = TRUE) or a partial matrix
+ * (save_densities = FALSE).
+ *
+ * Returns: (void)
+ *
+ * Xref: STL7 p130.
+ */
+void
+FreeBandDensities(CM_t *cm, double **gamma)
+{
+ int v;
+ for (v = 0; v < cm->M; v++)
+ if (cm->sttype[v] != E_st && gamma[v] != NULL)
+ { free(gamma[v]); gamma[v] = NULL; }
+ free(gamma[cm->M-1]); /* free the end state */
+ free(gamma);
+}
+
+
+/* A couple of quick hacks. ...
+ * Print an XMGRACE xy file for a specified v, showing the
+ * cumulative distribution. Needed this for the R01 renewal.
+ * SRE, Wed Feb 19 08:35:32 2003
+ */
+void
+PrintBandGraph(FILE *fp, double **gamma, int *min, int *max, int v, int W)
+{
+ int n;
+
+ for (n = 0; n <= W; n++)
+ fprintf(fp, "%d %.6f\n", n, gamma[v][n]);
+ fprintf(fp, "&\n");
+ fprintf(fp, "%d 0\n", min[v]);
+ fprintf(fp, "%d 1.0\n", min[v]);
+ fprintf(fp, "&\n");
+ fprintf(fp, "%d 0\n", max[v]);
+ fprintf(fp, "%d 1.0\n", max[v]);
+ fprintf(fp, "&\n");
+}
+/* ... and, estimate the total savings in DP cells filled.
+ */
+void
+PrintDPCellsSaved(CM_t *cm, int *min, int *max, int W)
+{
+ int v;
+ int after, before;
+
+ before = after = 0;
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] != E_st) {
+ after += max[v] - min[v] + 1;
+ before += W;
+ }
+ }
+ printf("Before: something like %d\n", before);
+ printf("After: something like %d\n", after);
+ printf("Speedup: maybe %.2f fold\n", (float) before / (float) after);
+}
+
+
+/* EPN 07.22.05
+ * ExpandBands()
+ * Function: ExpandBands
+ *
+ * Purpose: Called when the sequence we are about to align
+ * using bands is either shorter in length than
+ * the dmin on the root state, or longer in length
+ * than the dmax on the root state.
+ *
+ * This function expands the bands on ALL states
+ * v=1..cm->M-1 in the following manner :
+ *
+ * case 1 : target len < dmin[0]
+ * subtract (dmin[0]-target len) from
+ * dmin of all states, and ensure
+ * dmin[v]>=0 for all v.
+ * Further :
+ * if cm->sttype[v] == MP_st ensure dmin[v]>=2;
+ * if cm->sttype[v] == IL_st || ML_st ensure dmin[v]>=1;
+ * if cm->sttype[v] == IR_st || MR_st ensure dmin[v]>=1;
+ *
+ * case 2 : target len > dmax[0]
+ * add (target len-dmax[0] to dmax
+ * of all states.
+ *
+ * Prior to handling such situtations with this
+ * hack, the program would choke and die. This
+ * hacky approach is used as a simple, inefficient
+ * not well thought out, but effective way to
+ * solve this problem.
+ *
+ * Args: cm - the CM
+ * tlen - length of target sequence about to be aligned
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * may be modified in this function
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ * may be modified in this function
+ *
+ * Returns: (void)
+ */
+
+void
+ExpandBands(CM_t *cm, int tlen, int *dmin, int *dmax)
+{
+ int v;
+ int diff;
+ int root_min;
+ int root_max;
+ int M = cm->M;
+ root_min = dmin[0];
+ root_max = dmax[0];
+
+ if(tlen < root_min)
+ {
+ diff = root_min - tlen;
+ for(v=0; v<M; v++)
+ {
+ dmin[v] -= diff;
+ if((cm->sttype[v] == MP_st) && (dmin[v] < 2))
+ dmin[v] = 2;
+ else if(((cm->sttype[v] == IL_st) || (cm->sttype[v] == ML_st))
+ && (dmin[v] < 1))
+ dmin[v] = 1;
+ else if(((cm->sttype[v] == IR_st) || (cm->sttype[v] == MR_st))
+ && (dmin[v] < 1))
+ dmin[v] = 1;
+ else if(dmin[v] < 0)
+ dmin[v] = 0;
+ }
+ }
+ else if(tlen > root_max)
+ {
+ diff = tlen - root_min;
+ for(v=0; v<M; v++)
+ {
+ dmax[v] += diff;
+ }
+ }
+}
+
+/* EPN 08.15.05
+ * qdb_trace_info_dump()
+ * Function: qdb_trace_info_dump
+ *
+ * Purpose: Called when the user has enabled the --banddump
+ * options. This function determines how close the
+ * trace was to the bands at each state in the trace,
+ * and prints out that information in differing levels
+ * of verbosity depending on an input parameter
+ * (bdump_level).
+ *
+ * Args: tr - the parsetree (trace)
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * may be modified in this function
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ * may be modified in this function
+ * bdump_level - level of verbosity
+ * Returns: (void)
+ */
+
+void
+qdb_trace_info_dump(CM_t *cm, Parsetree_t *tr, int *dmin, int *dmax, int bdump_level)
+{
+ int status;
+ char **sttypes;
+ char **nodetypes;
+ int v, i, j, d, tpos;
+ int mindiff; /* d - dmin[v] */
+ int maxdiff; /* dmax[v] - d */
+
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ for (tpos = 0; tpos < tr->n; tpos++)
+ {
+ v = tr->state[tpos];
+ i = tr->emitl[tpos];
+ j = tr->emitr[tpos];
+ d = j-i+1;
+
+ if(cm->sttype[v] != EL_st)
+ {
+ mindiff = d-dmin[v];
+ maxdiff = dmax[v]-d;
+ if(bdump_level > 1 || ((mindiff < 0) || (maxdiff < 0)))
+ printf("%-4s %-3s v: %4d | d: %4d | dmin: %4d | dmax: %4d | %3d | %3d |\n", nodetypes[(int) cm->ndtype[(int) cm->ndidx[v]]], sttypes[(int) cm->sttype[v]], v, d, dmin[v], dmax[v], mindiff, maxdiff);
+ }
+ else
+ {
+ if(bdump_level > 1)
+ printf("%-8s v: %4d | d: %4d |\n", sttypes[(int) cm->sttype[v]], v, d);
+ }
+ }
+ free(sttypes);
+ free(nodetypes);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/* Function: cm_GetNCalcsPerResidueForGivenBeta()
+ * Date: EPN, Thu Jan 17 05:54:51 2008
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ * <ret_cm_ncalcs_per_res> set as millions of DP calculations
+ * per residue using beta tail loss for QDB. If no_qdb == TRUE,
+ * without using QDBs, but still get W from QDB calc with beta.
+ * <ret_W> set as W from QDB calc (dmax[0]) with beta.
+ */
+int
+cm_GetNCalcsPerResidueForGivenBeta(CM_t *cm, char *errbuf, int no_qdb, double beta, float *ret_cm_ncalcs_per_res, int *ret_W)
+{
+ int status;
+ int safe_windowlen;
+ float cm_ncalcs_per_res;
+ int *dmin, *dmax;
+ int W;
+
+ if(ret_cm_ncalcs_per_res == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_GetNCalcsPerResForGivenBeta(), ret_cm_ncalcs_per_res == NULL.");
+ if(ret_W == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_GetNCalcsPerResForGivenBeta(), ret_W == NULL.");
+
+ /* even if no_qdb == TRUE, use QDB calc with beta tail loss to get W */
+ safe_windowlen = cm->clen * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, beta, FALSE, &(dmin), &(dmax), NULL, NULL))) {
+ free(dmin);
+ free(dmax);
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000))
+ cm_Fail("initialize_cm_for_filter_stats(), safe_windowlen big: %d\n", safe_windowlen);
+ }
+ W = dmax[0];
+ if(no_qdb) { /* count millions of DP calcs per resiude for non-banded search, with W as just calculated with beta (NOT cm->W) */
+ if((status = cm_CountSearchDPCalcs(cm, errbuf, 10*W, NULL, NULL, W, TRUE, NULL, &(cm_ncalcs_per_res))) != eslOK) return status;
+ }
+ else {
+ if((status = cm_CountSearchDPCalcs(cm, errbuf, 10*W, dmin, dmax, W, TRUE, NULL, &cm_ncalcs_per_res)) != eslOK) cm_Fail(errbuf);
+ }
+ free(dmin);
+ free(dmax);
+
+ *ret_cm_ncalcs_per_res = cm_ncalcs_per_res;
+ *ret_W = W;
+
+ return eslOK;
+}
diff --git a/src/cm_submodel.c b/src/cm_submodel.c
new file mode 100644
index 0000000..a2e36c3
--- /dev/null
+++ b/src/cm_submodel.c
@@ -0,0 +1,4069 @@
+/*****************************************************************
+ * cm_submodel.c (formerly sub_cm.c)
+ * EPN 07.25.06 (Benasque)
+ *
+ * Building submodels (sub CMs) from a template CM, that represent
+ * a contiguous subset of the consensus columns that were modelled
+ * by the template CM.
+ *
+ * These functions are still under development. No guarantees.
+ *
+ * NOTE: 'sub CM' here does not correspond to Zasha Weinberg's use
+ * of the term for filtering with subtrees of the model. To
+ * be unambiguous, I should have not used 'sub CM', it's bad
+ * form on my part. However 'sub CM' is so engrained in the
+ * codebase at this point, I'm wary to change it, so it stays.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "config.h"
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_random.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+static void map_orig2sub_cm(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int print_flag);
+static int map_orig2sub_cm_helper(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int orig_v, int sub_v);
+static int cm2sub_cm_check_id_next_node(CM_t *orig_cm, CM_t *sub_cm, int orig_nd, int sub_nd,
+ CMSubMap_t *submap, CP9Map_t *orig_cp9map, CP9Map_t *sub_cp9map,
+ int print_flag);
+static void cm2sub_cm_emit_probs(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, int v_s, int v_o1, int v_o2,
+ CMSubMap_t *submap);
+static void cm2sub_cm_trans_probs(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap, int v_s,
+ CMSubMap_t *submap);
+static void cm2sub_cm_trans_probs_S(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap, int v_start,
+ CMSubMap_t *submap);
+static void cm2sub_cm_trans_probs_B_E(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap, int v_end,
+ CMSubMap_t *submap, int print_flag);
+static void cm2sub_cm_add_single_trans(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int orig_v, int orig_y,
+ int sub_v, int yoffset, double *orig_psi, char ***tmap);
+static float cm2sub_cm_sum_subpaths(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int start, int end,
+ int init_sub_start, char ***tmap, double *orig_psi);
+static int cm_trans_check(CM_t *cm, int a, int b);
+static void cm2sub_cm_subtract_root_subpaths(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap,
+ CMSubMap_t *submap, int print_flag);
+static void cm2sub_cm_find_impossible_misc_cases(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CMSubInfo_t *subinfo,
+ CP9Map_t *orig_cp9map, CP9Map_t *sub_cp9map, int print_flag);
+static void cm2sub_cm_find_impossible_matr_cases(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CMSubInfo_t *subinfo,
+ CP9Map_t *orig_cp9map, CP9Map_t *sub_cp9map, int print_flag);
+
+
+/**************************************************************************
+ * EPN 10.25.06
+ * Function: AllocSubMap()
+ *
+ * Purpose: Determine maps between a template CM and a sub CM, which probably
+ * has less structure (less MATP nodes) than the template. Do this
+ * a bit indirectly, first get maps from each CM to a CP9 HMM,
+ * then use these maps to map the CMs to each other.
+ * See structs.h for more info on the submap data structure.
+ *
+ * Args
+ * CM_t *sub_cm - the sub CM
+ * CM_t *orig_cm - the original template CM
+ * int sstruct - the first (leftmost) consensus posn we're keeping structure for
+ * int estruct - the last (rightmost) consensus posn we're keeping structure for
+ */
+
+CMSubMap_t *
+AllocSubMap(CM_t *sub_cm, CM_t *orig_cm, int sstruct, int estruct)
+{
+ CMSubMap_t *submap;
+ int v;
+ int status;
+
+ ESL_ALLOC(submap, sizeof(struct submap_s));
+
+ submap->sub_M = sub_cm->M;
+ submap->orig_M = orig_cm->M;
+ /* Determine clen of the orig_cm */
+ submap->orig_clen = 0;
+ for(v = 0; v <= orig_cm->M; v++)
+ {
+ if(orig_cm->stid[v] == MATP_MP)
+ submap->orig_clen += 2;
+ else if(orig_cm->stid[v] == MATL_ML || orig_cm->stid[v] == MATR_MR)
+ submap->orig_clen++;
+ }
+ submap->sstruct = sstruct;
+ submap->estruct = estruct;
+ submap->sub_clen = (submap->estruct-submap->sstruct+1);
+ submap->spos = submap->sstruct;
+ submap->epos = submap->estruct;
+
+ /* Allocate and initialize arrays */
+ ESL_ALLOC(submap->s2o_id, sizeof(int) * (sub_cm->M+1));
+ ESL_ALLOC(submap->s2o_smap, sizeof(int *) * (sub_cm->M+1));
+ for(v = 0; v <= sub_cm->M; v++)
+ {
+ submap->s2o_id[v] = FALSE;
+ ESL_ALLOC(submap->s2o_smap[v], sizeof(int) * 2);
+ submap->s2o_smap[v][0] = -1;
+ submap->s2o_smap[v][1] = -1;
+ }
+
+ ESL_ALLOC(submap->o2s_smap, sizeof(int *) * (orig_cm->M+1));
+ for(v = 0; v <= orig_cm->M; v++)
+ {
+ ESL_ALLOC(submap->o2s_smap[v], sizeof(int) * 2);
+ submap->o2s_smap[v][0] = -1;
+ submap->o2s_smap[v][1] = -1;
+ }
+ return submap;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/* Function: FreeSubMap()
+ * Returns: (void)
+ */
+
+void
+FreeSubMap(CMSubMap_t *submap)
+{
+ int v;
+ for(v = 0; v <= submap->sub_M; v++)
+ free(submap->s2o_smap[v]);
+ free(submap->s2o_smap);
+ for(v = 0; v <= submap->orig_M; v++)
+ free(submap->o2s_smap[v]);
+ free(submap->o2s_smap);
+ free(submap->s2o_id);
+ free(submap);
+}
+
+/**************************************************************************
+ * EPN 10.26.06
+ * Function: AllocSubInfo()
+ *
+ * Purpose: Store information about a sub CM that is useful for testing
+ * if it constructed correctly.
+ *
+ * Args:
+ * int clen; - consensus length of the sub_cm
+ * Returns: CMSubInfo_t
+ */
+
+CMSubInfo_t *
+AllocSubInfo(int clen)
+{
+ int status;
+ CMSubInfo_t *subinfo;
+ int i;
+ int ncases;
+
+ ESL_ALLOC(subinfo, sizeof(struct subinfo_s));
+ /* Allocate and initialize arrays */
+ ESL_ALLOC(subinfo->imp_cc, sizeof(int) * (clen + 2));
+ for(i = 0; i <= clen+1; i++)
+ subinfo->imp_cc[i] = FALSE;
+
+ /* 6 possible cases for predicting we get HMM distros wrong */
+ ncases = 6;
+ ESL_ALLOC(subinfo->apredict_ct, sizeof(int) * (ncases+1));
+ ESL_ALLOC(subinfo->spredict_ct, sizeof(int) * (ncases+1));
+ ESL_ALLOC(subinfo->awrong_ct, sizeof(int) * (ncases+1));
+ ESL_ALLOC(subinfo->swrong_ct, sizeof(int) * (ncases+1));
+ for(i = 0; i <= ncases; i++)
+ {
+ subinfo->apredict_ct[i] = 0;
+ subinfo->spredict_ct[i] = 0;
+ subinfo->awrong_ct[i] = 0;
+ subinfo->swrong_ct[i] = 0;
+ }
+ return subinfo;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/* Function: FreeSubInfo()
+ * Returns: void
+ */
+
+void
+FreeSubInfo(CMSubInfo_t *subinfo)
+{
+ free(subinfo->imp_cc);
+ free(subinfo->apredict_ct);
+ free(subinfo->spredict_ct);
+ free(subinfo->awrong_ct);
+ free(subinfo->swrong_ct);
+ free(subinfo);
+}
+
+/**************************************************************************
+ * EPN 09.22.06
+ * Function: map_orig2sub_cm()
+ *
+ * Purpose: Determine maps between a template CM and a sub CM, which probably
+ * has less structure (less MATP nodes) than the template. Do this
+ * a bit indirectly, first get maps from each CM to a CP9 HMM,
+ * then use these maps to map the CMs to each other.
+ * Args:
+ * CM_t *orig_cm - the original template CM
+ * CM_t *sub_cm - the sub CM
+ * CMSubMap_t *submap - the sub CM map
+ * int print_flag - TRUE to print out useful debugging info
+ * Returns: (void)
+ */
+void
+map_orig2sub_cm(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int print_flag)
+{
+ int status;
+ int k_s; /* HMM node counter */
+ int v_o;
+ int v_s;
+ int v; /* state index in CM */
+ int n_o;
+ int n_s;
+ char **nodetypes;
+ char **sttypes;
+ int sub_k;
+ int orig_k;
+ int sub_nd;
+ int orig_nd;
+ int x, y;
+ CP9Map_t *orig_cp9map;
+ CP9Map_t *sub_cp9map;
+
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ /* sanity check */
+ if(sub_cm->M > orig_cm->M)
+ cm_Fail("ERROR: sub_cm has more states than orig_cm in map_orig2sub_cm()\n");
+
+ /* We want maps from the orig_cm to a CP9 HMM and from the
+ * sub_cm to a CP9 HMM, but we don't need the actual HMMs, just
+ * the maps. */
+ /* Allocate and initialize the cp9maps */
+ orig_cp9map = AllocCP9Map(orig_cm);
+ sub_cp9map = AllocCP9Map(sub_cm);
+ /* Map the CM states to CP9 states and nodes, and vice versa */
+ CP9_map_cm2hmm(orig_cm, orig_cp9map, print_flag);
+ CP9_map_cm2hmm(sub_cm, sub_cp9map, print_flag);
+
+ /* Step through the consensus columns, filling in maps */
+ /* ROOT is special: */
+ v_s = 0; /* ROOT_S */
+ v_o = 0; /* ROOT_S */
+ map_orig2sub_cm_helper(orig_cm, sub_cm, submap, v_o, v_s);
+
+ /* ROOT_IL inserts before orig cc submap->spos */
+ k_s = 1; /* insert */
+ for(x = 0; x <= 1; x++)
+ for(y = 0; y <= 1; y++)
+ map_orig2sub_cm_helper(orig_cm, sub_cm, submap,
+ orig_cp9map->hns2cs[submap->spos-1][k_s][x],
+ sub_cp9map->hns2cs[0][k_s][y]);
+
+ /* ROOT_IR inserts after orig cc submap->epos */
+ k_s = 1; /* insert */
+ for(x = 0; x <= 1; x++)
+ for(y = 0; y <= 1; y++)
+ map_orig2sub_cm_helper(orig_cm, sub_cm, submap,
+ orig_cp9map->hns2cs[submap->epos][k_s][x],
+ sub_cp9map->hns2cs[submap->epos-submap->spos+1][k_s][y]);
+
+ for(sub_k = 1; sub_k <= sub_cp9map->hmm_M; sub_k++)
+ {
+ orig_k = sub_k + submap->spos - 1;
+ sub_nd = sub_cp9map->pos2nd[sub_k];
+ orig_nd = orig_cp9map->pos2nd[orig_k];
+
+ /* Check for an easy case to save time in the future: when
+ * the orig_cm and sub_cm nodes that map to this column are
+ * of the same type, and also the orig_cm and sub_cm nodes
+ * that map to the next column are also of the same type.
+ * We check for this in cm2sub_cm_check_id_next_node() if TRUE,
+ * then submap->s2o_id[sub_v] is set to TRUE for all states
+ * in this node. Later this will save time by just copying
+ * transition and emission parameters from the orig_cm for
+ * these states.
+ */
+ cm2sub_cm_check_id_next_node(orig_cm, sub_cm, orig_nd, sub_nd, submap, orig_cp9map,
+ sub_cp9map, print_flag);
+ for(k_s = 0; k_s < 3; k_s++) /* k_s = 0 (match), k_s = 1 (insert),
+ k_s = 2 (delete) */
+ for(x = 0; x <= 1; x++)
+ for(y = 0; y <= 1; y++)
+ map_orig2sub_cm_helper(orig_cm, sub_cm, submap,
+ orig_cp9map->hns2cs[orig_k][k_s][x],
+ sub_cp9map->hns2cs[sub_k][k_s][y]);
+ }
+ /* NOTE: We ignore mapping B states, E states and S states (except ROOT_S). We'll handle these guys
+ * specially when we fill in transition probabilities. The reason we don't map them is that
+ * I think its impossible to do it robustly. I saw cases with SSU where there were BIF nodes in the
+ * sub_cm for which I couldn't figure out which BIF nodes (and correspondingly BEGL and BEGR nodes)
+ * in the orig_cm they should map to. Regardless, even if there is a pretty, nice way I'm abandoning
+ * an attempt to find it for a crude way - we will handle the transitions involving these guys
+ * specially, without a need for a mapping between CMs.
+ */
+
+ /* If we're in debugging mode and print_flag == TRUE, we print and check the map */
+ if(print_flag)
+ {
+ /* First print submap->s2o_id */
+ for(v = 0; v <= sub_cm->M; v++)
+ if(submap->s2o_id[v] == TRUE)
+ printf("submap->s2o_id[%d] TRUE\n", v);
+ else
+ printf("submap->s2o_id[%d] FALSE\n", v);
+
+ printf("\n\n\nMAP\n\n\n");
+ for(v_s = 0; v_s < sub_cm->M; v_s++)
+ {
+ n_s = sub_cm->ndidx[v_s];
+ v_o = submap->s2o_smap[v_s][0];
+ if(sub_cm->sttype[v_s] == E_st)
+ printf("sub v:%4d END\n", v_s);
+ if(sub_cm->sttype[v_s] == S_st)
+ printf("sub v:%4d START\n", v_s);
+ if(sub_cm->sttype[v_s] == B_st)
+ printf("sub v:%4d BIF_B\n", v_s);
+ if((sub_cm->sttype[v_s] != B_st &&
+ sub_cm->sttype[v_s] != S_st) &&
+ sub_cm->sttype[v_s] != E_st)
+ {
+ if(v_o == -1 && sub_cm->sttype[(v_s+1)] == E_st) /* v_s is a dead insert */
+ continue;
+ if(v_o == -1 && sub_cm->sttype[v_s] != E_st)
+ cm_Fail("ERROR sub_cm state: %d type: %s node type: %s doesn't map to any state in orig_cm\n", v_s, sttypes[(int) sub_cm->sttype[v_s]], nodetypes[(int) sub_cm->ndtype[n_s]]);
+
+ n_o = orig_cm->ndidx[v_o];
+ if(print_flag) printf("sub v:%4d(%4d) %6s%6s | orig v:%4d(%4d) %6s%6s\n", v_s, n_s, nodetypes[(int) sub_cm->ndtype[n_s]], sttypes[(int) sub_cm->sttype[v_s]], v_o, n_o, nodetypes[(int) orig_cm->ndtype[n_o]], sttypes[(int) orig_cm->sttype[v_o]]);
+ /* check to make sure submap->o2s_smap is consistent */
+ if(submap->o2s_smap[v_o][0] != v_s && submap->o2s_smap[v_o][1] != v_s)
+ cm_Fail("ERROR inconsistency; neither o2s_smap[%d][0] and [1] is %d\n", v_o, v_s);
+
+ v_o = submap->s2o_smap[v_s][1];
+ if(v_o != -1)
+ {
+ n_o = orig_cm->ndidx[v_o];
+ if(print_flag) printf(" | orig v:%4d(%4d) %6s%6s\n", v_o, n_o, nodetypes[(int) orig_cm->ndtype[n_o]], sttypes[(int) orig_cm->sttype[v_o]]);
+ /* check to make sure o2s_smap is consistent */
+ if(submap->o2s_smap[v_o][0] != v_s && submap->o2s_smap[v_o][1] != v_s)
+ {
+ cm_Fail("ERROR inconsistency; neither o2s_smap[%d][0] and [1] is %d\n", v_o, v_s);
+ }
+ }
+ }
+ }
+ }
+
+ /* Clean up and return */
+ FreeCP9Map(orig_cp9map);
+ FreeCP9Map(sub_cp9map);
+ free(sttypes);
+ free(nodetypes);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************************
+ * EPN 08.30.06
+ * map_orig2sub_cm_helper()
+ *
+ * helper function for map_orig2sub_cm(),
+ *
+ * Purpose: Fill in specific part of the map, given orig_v (orig_cm state),
+ * sub_v (sub_cm state)
+ * Args:
+ * CM_t *orig_cm
+ * CM_t *sub_cm
+ * CMSubMap_t *submap
+ * int orig_v;
+ * int sub_v;
+ * Returns: 1 if a new mapping was made, 0 if not
+ */
+static int
+map_orig2sub_cm_helper(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int orig_v, int sub_v)
+{
+ int sub_nd;
+ int orig_nd;
+ int is_insert;
+
+ /*printf("\nin helper: orig_v: %d sub_v: %d\n", orig_v, sub_v);*/
+
+ if(orig_v == -1 || sub_v == -1)
+ return 0;
+
+ /* check to see if we already have this mapping */
+ if(submap->o2s_smap[orig_v][0] == sub_v || submap->o2s_smap[orig_v][1] == sub_v)
+ return 0;
+
+ orig_nd = orig_cm->ndidx[orig_v];
+ sub_nd = sub_cm->ndidx[sub_v];
+
+ is_insert = FALSE;
+ if(sub_cm->sttype[sub_v] == IL_st || sub_cm->sttype[sub_v] == IR_st)
+ {
+ is_insert = TRUE;
+ /* Make sure that neither orig_v nor sub_v is a detached insert state,
+ * if either is, we return b/c it's irrelevant, and we don't store that info in the maps */
+ if(orig_cm->sttype[(orig_v+1)] == E_st || sub_cm->sttype[(sub_v+1)] == E_st)
+ return 0;
+ }
+ /* 09.14.06 I think that some of the code that checks for cases where we wnat to avoid mapping is unnecessary!,
+ * but I'm not sure what...*/
+
+ /* Check for a case we want to avoid mapping. We exploit the fact that we know a MATP_nd in a sub_cm MUST be mapped
+ * to a corresponding MATP_nd in the original template CM: */
+ if(sub_cm->ndtype[sub_nd] == MATP_nd)
+ if(orig_cm->ndtype[orig_nd] == MATP_nd && sub_cm->sttype[sub_v] != orig_cm->sttype[orig_v])
+ return 0;
+
+ /* Fill in submap->o2s_smap */
+ if(submap->o2s_smap[orig_v][0] == -1)
+ {
+ if (submap->o2s_smap[orig_v][1] != -1)
+ cm_Fail("ERROR in map_orig2sub_cm_helper, submap->o2s_smap[%d][0] is -1 but submap->o2s_smap[%d][1] is not, this shouldn't happen.\n", orig_v, orig_v);
+ else
+ submap->o2s_smap[orig_v][0] = sub_v;
+ }
+ else if (submap->o2s_smap[orig_v][1] != -1)
+ {
+ if(submap->o2s_smap[orig_v][0] == sub_v || submap->o2s_smap[orig_v][1] == sub_v)
+ /* abort!, we already have this mapping */
+ return 0;
+ else
+ cm_Fail("ERROR in map_orig2sub_cm_helper, submap->o2s_smap[%d][0] is not -1 and submap->o2s_smap[%d][1] is not -1, this shouldn't happen.\n", orig_v, orig_v);
+ }
+ else /* submap->o2s_smap[orig_v][0] != -1 && submap->o2s_smap[orig_v][1] == -1 */
+ {
+ if(submap->o2s_smap[orig_v][0] == sub_v || submap->o2s_smap[orig_v][1] == sub_v)
+ /* abort!, we already have this mapping */
+ return 0;
+ submap->o2s_smap[orig_v][1] = sub_v;
+ }
+
+ /* now fill in submap->s2o_smap */
+ if(submap->s2o_smap[sub_v][0] == -1)
+ if (submap->s2o_smap[sub_v][1] != -1)
+ cm_Fail("ERROR in map_sub2orig_cm_helper, submap->s2o_smap[%d][0] is -1 but submap->s2o_smap[%d][1] is not, this shouldn't happen.\n", sub_v, sub_v);
+ else
+ submap->s2o_smap[sub_v][0] = orig_v;
+ else if (submap->s2o_smap[sub_v][1] != -1)
+ cm_Fail("ERROR in map_sub2orig_cm_helper, submap->s2o_smap[%d][0] is not -1 and submap->s2o_smap[%d][1] is not -1, this shouldn't happen.\n", sub_v, sub_v);
+ else /* submap->s2o_smap[sub_v][0] != -1 && submap->s2o_smap[sub_v][1] == -1 */
+ submap->s2o_smap[sub_v][1] = orig_v;
+ return 1;
+}
+
+
+/****************************************************************************
+ * Function: build_sub_cm()
+ * EPN 08.28.06
+ *
+ * Purpose: Given a template CM (orig_cm) built from an MSA of consensus columns
+ * 1..M, build a new, "sub CM" (sub_cm), that only models well-nested base pairs
+ * that occur (have both left and right halves) between consensus columns
+ * [sstruct..estruct]. The sub_cm will only model the consensus
+ * columns between [sstruct..estruct].
+ *
+ * We attempt to construct the sub CM such that:
+ *
+ * 1. All 'mapped' states in the orig_cm and sub_cm have identical
+ * 'psi' values, i.e. the expected number of times entered in a single parse
+ * is identical.
+ *
+ * 2. Alignments sampled from it should 'follow the same probability distributions'
+ * as alignments sampled from the template CM and then truncated,
+ * removing columns outside [sstruct..estruct] Specifically, 'follow
+ * the same probability distributions' means if we built a ML HMM (Weinberg
+ * style) from the resulting infinite alignments, we would have identical
+ * HMMs for the sub-CM alignments and for the truncated template CMs. It turns
+ * out this is impossible for certain situations
+ * that cause differences in the topology of the orig_cm and sub_cm. These
+ * situations, so-called 'impossible cases', cause the distributions out of a
+ * single ML HMM node to be different between the orig_cm, but are relatively
+ * rare (a rough, rough estimate is 1% of ML HMM nodes are affected). We can
+ * predict when all of these situations will occur, but sometimes when we
+ * predict a ML HMM node will be off in this way, it is in fact identical
+ * between the sub_cm and orig_cm for reasons I can't quite grasp.
+ *
+ * This function builds a sub_cm and then potentially performs up to 3 checks
+ * to see if 1 and 2 above are satisfied (it only checks if 2 holds for
+ * non-impossible cases, and that we can accurately predict the impossible
+ * cases). The 3 potential checks are:
+ *
+ * A. Calculate the expected number of times that each state in the orig_cm
+ * and sub_cm is entered (psi[v] = exp # times state v is entered), and
+ * make sure these values are within 'threshold' of each other for all
+ * states that map between the orig_cm and sub_cm. This is performed
+ * by the 'check_orig_psi_vs_sub_psi' function, which is called within
+ * this function if either the 'do_acheck' and/or 'do_scheck' parameters
+ * passed in are TRUE.
+ *
+ * B. Analytically (not by sampling) building 2 ML HMMs, one from the orig_cm
+ * and one from the sub_cm, predicting the impossible cases and testing t
+ * o make sure all the corresponding parameters for non-impossible cases
+ * are within 'threshold' of each other. This is done within the
+ * check_sub_cm() function which is called from this function if the
+ * 'do_acheck' parameter passed in is set to TRUE.
+ *
+ * C. Build a CP9 ML HMM analytically from the sub_cm. Sample a deep MSA
+ * from the orig_cm and potentially truncate outside [sstruct..estruct]. Use
+ * counts from the MSA to build a ML HMM for the orig_cm. Then perform
+ * chi-squared tests to see if the counts in the orig_cm's HMM could
+ * have been generated by the distributions in the sub_cm's HMM. This
+ * check is performed if the 'do_scheck' parameter passed in is set
+ * to TRUE.
+ *
+ * Args: orig_cm - the original model, which we're going to (potentially)
+ * remove some structure from
+ * errbuf - for error messages
+ * ret_sub_cm - the new sub_cm built from orig_cm with some structure removed.
+ * sstruct - the first position (consensus column) we want to model
+ * estruct - the last position we will model
+ * print_flag - TRUE to print debugging statements
+ *
+ * Returns: eslOK on success
+ * eslEINCONCEIVABLE if something inconceivable happens
+ * eslEINCOMPAT on contract violation
+ * eslEMEM on memory error
+ */
+int
+build_sub_cm(CM_t *orig_cm, char *errbuf, CM_t **ret_cm, int sstruct, int estruct, CMSubMap_t **ret_submap, int print_flag)
+{
+ int status;
+ CM_t *sub_cm; /* new covariance model, a submodel of the template */
+ CMConsensus_t *con; /* growing consensus info for orig_cm */
+ Parsetree_t *mtr; /* master structure tree from the alignment */
+ char *sub_cstr; /* consensus substructure display string */
+ int *sub_ct; /* 0..con->clen-1 base pair partners array */
+ int cpos; /* position counter within orig_cm */
+ int sub_cpos; /* position counter within sub_cm */
+ char ***tmap; /* hard-coded transition map, for convenience */
+ double *orig_psi; /* expected num times each state visited in orig_cm */
+ int v_s; /* state counter for sub_cm */
+ int n_s; /* node counter for sub_cm */
+ int i,j; /* counters */
+ FILE *ofp; /* an open output file */
+ int spos; /* first consensus (match) column of the orig_cm to
+ * model with the sub_cm */
+ int epos; /* last consensus (match) column of the orig_cm to
+ * model with the sub_cm */
+ CMSubMap_t *submap;
+
+ /* check to make sure that we can actually build a sub CM of this model */
+ if((orig_cm->flags & CMH_LOCAL_BEGIN) || (orig_cm->flags & CMH_LOCAL_END)) ESL_FAIL(eslEINCOMPAT, errbuf, "build_sub_cm() trying to build a sub CM of a CM already in local mode, not yet supported.\n");
+ if(orig_cm->flags & CM_IS_SUB) ESL_FAIL(eslEINCOMPAT, errbuf, "build_sub_cm(), trying to build a sub CM of a CM that is itself a sub CM.");
+
+ /* Much of the code for building and checking sub CMs relies on the fact that every insert
+ * state in the sub CM maps exactly 1 insert state in the original CM. This is fine if we
+ * have removed ambiguities by detaching all original CM insert states that are 1 state
+ * before an END_E state. This was probably done when the CM was built, but we redo it here
+ * in case it was not.
+ */
+ cm_find_and_detach_dual_inserts(orig_cm,
+ FALSE, /* DON'T check that these states have 0 counts (they may not due to priors) */
+ TRUE); /* DO detach END_E-1 insert states, making them unreachable */
+
+ /* Get the consensus sequence and consensus structure information from the original CM */
+ CreateCMConsensus(orig_cm, orig_cm->abc, 3.0, 1.0, &con);
+ if(print_flag)
+ {
+ printf("con->cseq : %s\n", con->cseq);
+ printf("con->cstr : %s\n", con->cstr);
+ printf("clen : %d\n", con->clen);
+ }
+
+ spos = sstruct;
+ epos = estruct;
+
+ /* Fill a new ct array for the sub_cm. The sub_cm will only model the consensus columns
+ * between spos and epos, and only the structure between spos
+ * and epos. First copy the template (original) CMs ct array but only for the
+ * appropriate consensus columns that lie in between both structure and model boundarIes
+ * Next, eliminate any structure that lies outside the structure boundaries.
+ */
+
+ ESL_ALLOC(sub_ct, sizeof(int) * (epos - spos + 1));
+ /* First just copy ct array for model boundaries from con->ct */
+ for (cpos = (spos-1); cpos < epos; cpos++)
+ {
+ sub_cpos = cpos - (spos-1);
+ if(con->ct[cpos] != -1 &&
+ (con->ct[cpos] < (spos-1) ||
+ con->ct[cpos] >= epos))
+ sub_ct[sub_cpos] = -1;
+ else
+ sub_ct[sub_cpos] = con->ct[cpos];
+ }
+ /* Second remove structure outside structural boundaries */
+ for (cpos = (spos-1); cpos < epos; cpos++)
+ {
+ sub_cpos = cpos - (spos-1);
+ if ((cpos+1) < sstruct || (cpos+1) > estruct) /* cpos goes 1..clen, but ct is indexed
+ * 0..clen-1.*/
+ {
+ /* CreateCMConsensus() uses -1 in ct[] to indicate single
+ * stranded (different convention than WUSS2ct()). */
+ if (sub_ct[sub_cpos] != -1)
+ sub_ct[sub_ct[sub_cpos]] = -1;
+ sub_ct[sub_cpos] = -1;
+ }
+ }
+
+ /* Construct the new structure ss_cons based on the template CM ct array.
+ * We could do this similar to how display.c::CreateCMConsensus()
+ * does it to get the fully formatted WUSS ([{<>}]) string but
+ * lazily we just do <> bps here.
+ */
+ ESL_ALLOC(sub_cstr, sizeof(char) * (epos - spos + 2));
+ for (cpos = (spos-1); cpos < epos; cpos++)
+ {
+ sub_cpos = cpos - (spos-1);
+ if(sub_ct[sub_cpos] == -1) sub_cstr[sub_cpos] = '.';
+ else if (sub_ct[sub_cpos] > cpos) sub_cstr[sub_cpos] = '<';
+ else if (sub_ct[sub_cpos] < cpos) sub_cstr[sub_cpos] = '>';
+ else cm_Fail("ERROR: weird error in build_sub_cm()\n");
+ }
+ sub_cstr[(epos-spos+1)] = '\0';
+
+ /* Build the new sub_cm given the new consensus structure. But don't
+ * parameterize it yet.
+ */
+ if((status = ConsensusModelmaker(orig_cm->abc, errbuf, sub_cstr, (epos-spos+1), TRUE, &sub_cm, &mtr)) != eslOK) return status;
+ /* TRUE in ConsensusModelmaker() call says 'yes, we're building a sub CM, allow invalid CMs in cm_from_guide() (see comments in that function for details)*/
+
+ /* Rebalance the CM for optimization of D&C */
+ CM_t *new;
+ new = CMRebalance(sub_cm);
+ FreeCM(sub_cm);
+ sub_cm = new;
+
+ submap = AllocSubMap(sub_cm, orig_cm, sstruct, estruct);
+ if(print_flag)
+ {
+ printf("\n\norig struct: %s\n", con->cstr);
+ printf("\n\nnew struct : %s\n", sub_cstr);
+ }
+
+ /* Map states from orig_cm to sub_cm and vice versa. */
+ map_orig2sub_cm(orig_cm, sub_cm, submap, print_flag);
+
+ /* Fill orig_psi, which we need to determine the sub_cm parameters. */
+ make_tmap(&tmap);
+ ESL_ALLOC(orig_psi, sizeof(double) * orig_cm->M);
+ fill_psi(orig_cm, orig_psi, tmap);
+
+ CMZero(sub_cm);
+ CMSetNullModel(sub_cm, orig_cm->null);
+ sub_cm->el_selfsc = orig_cm->el_selfsc;
+ sub_cm->beta_W = orig_cm->beta_W;
+ sub_cm->beta_qdb = orig_cm->beta_qdb;
+ sub_cm->tau = orig_cm->tau;
+
+ /* copy the options from the template CM, but turn off the CM_ALIGN_SUB options
+ * and turn on the CM_IS_SUB flag */
+ sub_cm->config_opts = orig_cm->config_opts;
+ sub_cm->align_opts = orig_cm->align_opts;
+ sub_cm->search_opts = orig_cm->search_opts;
+ sub_cm->flags = 0;
+ if(sub_cm->align_opts & CM_ALIGN_SUB)
+ sub_cm->align_opts &= ~CM_ALIGN_SUB;
+ sub_cm->flags |= CM_IS_SUB;
+
+ /* Fill in emission probabilities */
+ for(v_s = 0; v_s < sub_cm->M; v_s++)
+ {
+ if(sub_cm->sttype[(v_s+1)] == E_st) /* detached insert */
+ esl_vec_FNorm(sub_cm->e[v_s], MAXABET); /* equiprobable, but irrelevant, this state will never be reached */
+ else if(sub_cm->sttype[v_s] != S_st &&
+ sub_cm->sttype[v_s] != D_st &&
+ sub_cm->sttype[v_s] != B_st &&
+ sub_cm->sttype[v_s] != E_st)
+ cm2sub_cm_emit_probs(orig_cm, sub_cm, orig_psi, v_s, submap->s2o_smap[v_s][0], submap->s2o_smap[v_s][1], submap);
+ }
+ /* Fill in transition virtual counts.
+ * First handle non-B,S,E states, we'll deal with B,S,Es later.
+ * The reason we have to wait is that we can't (I don't think at least)
+ * unambiguously map the sub_cm B, S, or E states to orig_cm states.
+ */
+ for(v_s = 0; v_s < sub_cm->M; v_s++)
+ {
+ if(sub_cm->sttype[(v_s+1)] == E_st) /* detached insert */
+ esl_vec_FNorm(sub_cm->t[v_s], sub_cm->cnum[v_s]); /* equiprobable, but irrelevant, this state will never be reached */
+ else if(v_s == 0 ||
+ (sub_cm->sttype[v_s] != S_st &&
+ sub_cm->sttype[v_s] != B_st &&
+ sub_cm->sttype[v_s] != E_st))
+ cm2sub_cm_trans_probs(orig_cm, sub_cm, orig_psi, tmap, v_s, submap);
+ }
+
+
+ /* Address problem 090806 (in the 00LOG of ~/notebook/6_0725_inf_sub_cm/), by
+ * retraversing the structure and subtracting out subpaths that have been counted twice
+ * for a special situation involving the two inserts of ROOT and MATP states
+ */
+ for(n_s = 0; n_s < sub_cm->nodes; n_s++)
+ {
+ if(sub_cm->ndtype[n_s] == MATP_nd && (sub_cm->sttype[(sub_cm->nodemap[n_s] + 5)+1] != E_st))
+ {
+
+ if((submap->s2o_smap[sub_cm->nodemap[n_s] + 4][1] != -1) ||
+ (submap->s2o_smap[sub_cm->nodemap[n_s] + 5][1] != -1))
+ ESL_FAIL(eslEINCONCEIVABLE, errbuf, "build_sub_cm(), MATP_IL or MATP_IR node: %d map to 2 cm states\n", n_s);
+ if(submap->s2o_smap[sub_cm->nodemap[n_s] + 4][0] != (submap->s2o_smap[sub_cm->nodemap[n_s] + 5][0] - 1))
+ ESL_FAIL(eslEINCONCEIVABLE, errbuf, "build_sub_cm(), MATP_IL or MATP_IR node: %d don't map to adjacent orig_cm states\n", n_s);
+ }
+ if(sub_cm->ndtype[n_s] == ROOT_nd && sub_cm->ndtype[n_s+1] != BIF_nd) /* ROOT->BIFs are handled special
+ * (see next loop) */
+ cm2sub_cm_subtract_root_subpaths(orig_cm, sub_cm, orig_psi, tmap, submap, print_flag);
+ }
+
+ /* Go back through and fill in the transitions into E and B states and out of S states */
+ for(v_s = 0; v_s < sub_cm->M; v_s++)
+ {
+ if(sub_cm->sttype[v_s] == S_st)
+ cm2sub_cm_trans_probs_S(orig_cm, sub_cm, orig_psi, tmap, v_s, submap);
+
+ if(sub_cm->sttype[v_s] == E_st || sub_cm->sttype[v_s] == B_st)
+ cm2sub_cm_trans_probs_B_E(orig_cm, sub_cm, orig_psi, tmap, v_s, submap, print_flag);
+ /* convention is to leave transitions out of BIF_B as 0.0, all the code knows they're obligate */
+ }
+
+ /* Remove sub_cm ambiguities by finding and detaching sub CM insert states
+ * that are 1 state before END_E states by setting transitions into
+ * such states as 0.0.
+ */
+ cm_find_and_detach_dual_inserts(sub_cm,
+ FALSE, /* DON'T check that these states have 0 counts (they won't due to priors) */
+ TRUE); /* DO detach END_E-1 insert states */
+
+ /*debug_sub_cm_check_all_trans(orig_cm, sub_cm, submap);*/
+
+ /* Finally renormalize the CM */
+ CMRenormalize(sub_cm);
+ CMLogoddsify(sub_cm);
+
+ if(print_flag)
+ {
+ ofp = fopen("sub.cm", "w");
+ if(print_flag) printf("%-40s ... ", "Saving model to file"); fflush(stdout);
+ if(print_flag) CMFileWrite(ofp, sub_cm, FALSE, NULL);
+ if(print_flag) printf("done.\n");
+ }
+
+ if(print_flag)
+ {
+ printf("\nDEBUG PRINT OF ORIG_CM PARAMETERS:\n");
+ debug_print_cm_params(stdout, orig_cm);
+ printf("\nDEBUG PRINT OF SUB_CM PARAMETERS:\n");
+ debug_print_cm_params(stdout, sub_cm);
+ }
+
+ /* Cleanup and exit. */
+ for(i = 0; i < UNIQUESTATES; i++)
+ {
+ for(j = 0; j < NODETYPES; j++)
+ free(tmap[i][j]);
+ free(tmap[i]);
+ }
+ free(tmap);
+
+ free(sub_cstr);
+ free(sub_ct);
+
+ FreeCMConsensus(con);
+ FreeParsetree(mtr);
+
+ free(orig_psi);
+
+ *ret_cm = sub_cm;
+ *ret_submap = submap;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "build_sub_cm() memory allocation error.");
+ return FALSE; /* never reached */
+}
+
+/**************************************************************
+ * Function: CP9NodeForPosn()
+ * EPN 07.25.06 Benasque, Spain
+ *
+ * Purpose: Determine the node of the CP9 HMM that is most likely to
+ * have emitted (from either its Match or Insert state)
+ * a given posn in the target sequence.
+ *
+ * Args: hmm - the CM plan 9 HMM
+ * i0 - first posn of target subseq with info in posterior matrix
+ * j0 - last posn of target subseq with info in posterior matrix
+ * x - posn of target subsequence we're interested in
+ * L - last position of target sequence
+ * post - the posterior matrix for the hmm
+ * ret_node - RETURN: index of node with highest probability of emitting x
+ * ret_type - RETURN: type of state in ret_node with highest probability
+ * pmass - probability mass to require on left of start or right of end
+ * is_start - TRUE if we're doing left of start,
+ * print_flag- TRUE to print out info on most likely node
+ *
+ * Returns: eslOK on success;
+ * eslEINVAL on contract violation.
+ */
+void
+CP9NodeForPosn(CP9_t *hmm, int i0, int j0, int x, CP9_MX *post,
+ int *ret_node, int *ret_type, float pmass, int is_start,
+ int print_flag)
+{
+ /* post->mmx[i][k]: posterior probability that posn i was emitted from node k's
+ match state */
+ int max_k; /* node index with highest posterior probability of emitting posn x */
+ int max_type; /* type of state in max_k node with max probability '0' for match,
+ '1' for insert */
+ int max_sc; /* score (log probability) from post matrix for max_k node max_type state type */
+ int k; /* counter over nodes */
+ int reached_mass; /* TRUE if we've reached our pmass */
+
+ reached_mass = FALSE;
+ if(!is_start) pmass = 1. - pmass; /* we move left to right */
+
+ /*printf("in CP9NodeForPosn is_start: %d pmass: %f\n", is_start, pmass);*/
+ if(x > j0 || x < i0)
+ /*ESL_XFAIL(eslEINVAL, "ERROR in CP9NodeForPosn(), asking for position x: %d outside subseq bounds i0: %d j0: %d\n", x, i0, j0);*/
+ cm_Fail("ERROR in CP9NodeForPosn(), asking for position x: %d outside subseq bounds i0: %d j0: %d\n", x, i0, j0);
+
+ if(post->mmx[x][0] > post->imx[x][0])
+ {
+ max_sc = post->mmx[x][0];
+ max_type = 0; /* match */
+ }
+ else
+ {
+ max_sc = post->imx[x][0];
+ max_type = 1; /* insert */
+ }
+ max_k = 0;
+ /* move left to right through HMM nodes */
+ for(k = 1; k <= hmm->M; k++)
+ {
+ if(post->mmx[x][k] > max_sc)
+ {
+ max_k = k;
+ max_sc = post->mmx[x][k];
+ max_type = 0; /* match */
+ }
+ if(post->imx[x][k] > max_sc)
+ {
+ max_k = k;
+ max_sc = post->imx[x][k];
+ max_type = 1; /* insert */
+ }
+ }
+
+ if(print_flag)
+ {
+ if(max_type == 0)
+ printf("MATCH | mx->mmx[%3d][%3d]: %9d | %8f\n", x, max_k, post->mmx[x][max_k], Score2Prob(post->mmx[x][max_k], 1.));
+ else
+ printf("INSERT | mx->imx[%3d][%3d]: %9d | %8f\n", x, max_k, post->imx[x][max_k], Score2Prob(post->imx[x][max_k], 1.));
+ }
+ *ret_node = max_k;
+ *ret_type = max_type;
+ return;
+}
+
+
+/**********************************************************
+ * Function: StripWUSSGivenCC()
+ * EPN 09.07.05
+ *
+ * Purpose: Strips a secondary structure string in WUSS notation
+ * of base pair information for specific match (consensus) columns.
+ * namely those before the first match column given by first_match,
+ * and after the last match column, given by last_match
+ * The msa->ss_cons secondary structure string is modified.
+ *
+ * Characters <([{ are converted to : (left base of base pairs)
+ * Characters >)]} are converted to : (right base of base pairs)
+ * Characters _-, are converted to : (unpaired bases)
+ * Characters .:~ are untouched
+ * Pseudoknot characters are converted to : as well.
+ *
+ * Args: msa - the multiple sequence alignment
+ * gapthresh - the gap threshold for calling a match column
+ * first_match - first match column to keep structure for
+ * last_match - last match column to keep structure for
+ * Returns: (void)
+ */
+void
+StripWUSSGivenCC(ESL_MSA *msa, float gapthresh, int first_match, int last_match)
+{
+ int status;
+ int *matassign; /* 0..alen-1 array; 0=insert col, 1=match col */
+ int gaps;
+ int apos;
+ int idx;
+ int cc;
+ int *ct; /* 0..alen-1 base pair partners array */
+
+ /* Contract check */
+ if(msa->flags & eslMSA_DIGITAL)
+ cm_Fail("ERROR in StripWUSSGivenCC, MSA is digitized.\n");
+
+ /* 1. Determine match/insert assignments
+ * matassign is 1..alen. Values are 1 if a match column, 0 if insert column.
+ */
+ ESL_ALLOC(matassign, sizeof(int) * (msa->alen+1));
+ matassign[0] = 0; /* no 0th column in MSA */
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ for (gaps = 0, idx = 0; idx < msa->nseq; idx++)
+ if (esl_abc_CIsGap(msa->abc, msa->aseq[idx][apos])) gaps++;
+ matassign[apos+1] = ((double) gaps / (double) msa->nseq > gapthresh) ? 0 : 1;
+ }
+
+ /* 2. Determine a "ct" array, base-pairing partners for each position.
+ * Disallow/ignore pseudoknots. (That's what the FALSE flag does.)
+ * ct[] values give the index of a base pairing partner, or 0 for unpaired positions.
+ * Even though msa->ss_cons is in the 0..alen-1 coord system of msa, ct[]
+ * comes back in the 1..alen coord system of dsq.
+ */
+ ESL_ALLOC(ct, (msa->alen+1) * sizeof(int));
+ if (esl_wuss2ct(msa->ss_cons, msa->alen, ct) != eslOK)
+ cm_Fail("Consensus structure string is inconsistent");
+
+ /* 3. Make sure the consensus structure "ct" is consistent with the match assignments.
+ * Wipe out all structure in insert columns; including the base-paired
+ * partner of insert-assigned columns.
+ * Also, remove structure outside of the consensus columns that
+ * map to the HMM nodes first_match and last_match.
+ */
+ cc = 0;
+ for (apos = 1; apos <= msa->alen; apos++)
+ {
+ if (! matassign[apos])
+ {
+ if (ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ }
+ else /* matassign[apos] == 1 */
+ {
+ cc++;
+ if(cc < first_match || cc > last_match)
+ {
+ if (ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ }
+ }
+ }
+
+ /* Next construct the new msa->ss_cons based on the ct array.
+ * We should do this similar to display.c::CreateCMConsensus()
+ * does it to get the fully formatted WUSS ([{<>}]) string but
+ * lazily we just do <> bps here.
+ */
+ for (apos = 1; apos <= msa->alen; apos++)
+ {
+ if (ct[apos] == 0 ) msa->ss_cons[apos-1] = '.';
+ else if (ct[apos] > apos) msa->ss_cons[apos-1] = '<';
+ else if (ct[apos] < apos) msa->ss_cons[apos-1] = '>';
+ else cm_Fail("ERROR: weird error in StripWUSSGivenCC\n");
+ }
+
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/**************************************************************************
+ * EPN 08.31.06
+ * cm2sub_cm_emit_probs()
+ *
+ * Purpose: For a specific sub CM state v_s, determine the
+ * emission probabilities using the emission probs
+ * of state(s) (up to 2) in the original CM that
+ * map to it. We weight the contribution of each
+ * state to the emission probability by it's psi
+ * value in orig_cm (psi[v] is expected number of
+ * times state v is entered in a parse).
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * double *orig_psi - orig_psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * int v_s - the sub_cm state we're filling emissions for
+ * int v_o1 - orig_cm state v_s maps to
+ * int v_o2 - orig_cm state v_s maps to (-1 if v_s maps to only 1 state)
+ * Returns: void
+ */
+static void
+cm2sub_cm_emit_probs(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, int v_s, int v_o1, int v_o2,
+ CMSubMap_t *submap)
+{
+ int is_left;
+ int i, j;
+
+ /*printf("\nin cm2sub_cm_emit_probs v_s: %d, v_o1: %d, v_o2: %d\n", v_s, v_o1, v_o2);*/
+
+ if(v_o1 == -1)
+ {
+ cm_Fail("ERROR in cm2sub_cm_emit_probs, sub_cm state %d maps to 0 states in orig_cm (spos: %d epos: %d)\n", v_s, submap->spos, submap->epos);
+ }
+
+ if(sub_cm->sttype[v_s] == MP_st)
+ {
+ for(i = 0; i < (MAXABET*MAXABET); i++)
+ sub_cm->e[v_s][i] = orig_cm->e[v_o1][i];
+ return;
+ }
+
+ if(submap->s2o_id[v_s] == TRUE)
+ {
+ /* must be a singlet emitter */
+ for(i = 0; i < MAXABET; i++)
+ sub_cm->e[v_s][i] = orig_cm->e[v_o1][i];
+ /* No FNorm's necessary (assuming the orig_cm is normalized), since we're
+ * building a new CM for each sequence in --sub mode, we skip it for speed.
+ */
+ return;
+ }
+
+ /* If we get here, v_s is a singlet emitter. */
+
+ /* There are two cases when two states can map to v_s.
+ * Case 1: one of them is an MP_st,
+ * Case 2: one is an IL_st and one is an IR_st (ambiguity in CM architecture)
+ * These are the only cases where we need to weight emission probs by orig_psi values,
+ * and subsequently only cases we need to call FNorm() for */
+ if(orig_cm->sttype[v_o1] == MP_st)
+ {
+ if(orig_cm->sttype[v_o2] == ML_st)
+ is_left = TRUE;
+ else if(orig_cm->sttype[v_o2] == MR_st)
+ is_left = FALSE;
+ else
+ cm_Fail("ERROR v_s: %d maps to a MP_st and another non-ML and non-MR state\n");
+
+ for(i = 0; i < MAXABET; i++)
+ if(is_left)
+ for(j = (i*MAXABET); j < ((i+1)*MAXABET); j++)
+ sub_cm->e[v_s][i] += orig_psi[v_o1] * orig_cm->e[v_o1][j];
+ else
+ for(j = i; j < (MAXABET*MAXABET); j+=MAXABET)
+ sub_cm->e[v_s][i] += orig_psi[v_o1] * orig_cm->e[v_o1][j];
+ if(orig_cm->sttype[v_o2] == MP_st)
+ cm_Fail("ERROR sub_cm state: %d maps to two MATP_MP states\n", v_s);
+
+ /*v_o2 must be ML or MR, which can all be handled identically */
+ for(i = 0; i < MAXABET; i++)
+ sub_cm->e[v_s][i] += orig_psi[v_o2] * orig_cm->e[v_o2][i];
+ esl_vec_FNorm(sub_cm->e[v_s], MAXABET);
+ return;
+ }
+ else if(v_o2 != -1)
+ cm_Fail("ERROR sub_cm state: %d maps to two states (%d and %d), but neither is a MATP_MP\n", v_s, v_o1, v_o2);
+
+ /* If we get here, v_s maps to a single singlet emitter in orig_cm, v_o1 */
+ for(i = 0; i < MAXABET; i++)
+ sub_cm->e[v_s][i] = orig_cm->e[v_o1][i];
+
+ return;
+}
+
+/**************************************************************************
+ * EPN 08.31.06
+ * cm2sub_cm_trans_probs()
+ *
+ * Purpose: For a specific sub CM state v_s, determine the
+ * transition probabilities going out of v_s,
+ * using the psi values for the original template
+ * CM (orig_cm) (psi[v] is expected number of
+ * times state v is entered in a parse).
+ * We fill the sub_cm->t[v_s] with 'virtual
+ * counts', then we'll normalize to probabilities
+ * later (outside this function).
+ *
+ * This is based on cp9_modelmaker.c::cm2hmm_trans_probs_cp9()
+ * which was based on formulas/ideas in Zasha Weinberg's
+ * thesis (p.123).
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * double *orig_psi - orig_psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap - the hard-coded transition map
+ * int v_s - the sub_cm state we're filling transitions for
+ * submap - the map from the sub CM to the template CM
+ * Returns: void
+ */
+static void
+cm2sub_cm_trans_probs(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap, int v_s, CMSubMap_t *submap)
+{
+ int v_o;
+ int yoffset;
+ int y_s;
+
+ /*printf("in cm2sub_cm_trans_probs: v_s: %d\n", v_s);*/
+
+ if(submap->s2o_id[v_s] == TRUE) /* v_s is identical to submap->s2o_smap[v_s][0] */
+ {
+ v_o = submap->s2o_smap[v_s][0];
+ for(yoffset = 0; yoffset < sub_cm->cnum[v_s]; yoffset++)
+ {
+
+ /* we can just copy the transitions */
+ sub_cm->t[v_s][yoffset] = orig_psi[v_o] * orig_cm->t[v_o][yoffset];
+ }
+ return;
+ }
+
+ /* start with the first orig_cm state that maps to v_s */
+ v_o = submap->s2o_smap[v_s][0];
+ /*printf("\tv_o: %d\n", v_o);*/
+ if(v_o == -1)
+ {
+ if(sub_cm->sttype[v_s] != S_st &&
+ sub_cm->sttype[v_s] != E_st &&
+ sub_cm->sttype[v_s] != B_st)
+ /* special cases, S_st, E_st, B_st */
+ cm_Fail("ERROR, sub_cm state v_s: %d maps to no state in sub_cm, but it's not a B, E or S state\n", v_s);
+ }
+ else
+ {
+ if(sub_cm->sttype[v_s] == S_st ||
+ sub_cm->sttype[v_s] == E_st ||
+ sub_cm->sttype[v_s] == B_st)
+ if(v_s != 0)
+ cm_Fail("ERROR, sub_cm state v_s: %d is S, E or B but maps to a orig_cm state: v_o:%d\n", v_o);
+
+ for(yoffset = 0; yoffset < sub_cm->cnum[v_s]; yoffset++)
+ {
+ y_s = sub_cm->cfirst[v_s] + yoffset;
+ if(sub_cm->sttype[(y_s+1)] != E_st) /* if y_s+1 is an E, y_s is a detached insert state, we want
+ * it to be impossible to reach this guy, leave counts as 0.0 */
+ {
+ cm2sub_cm_add_single_trans(orig_cm, sub_cm, submap, v_o, submap->s2o_smap[y_s][0], v_s, yoffset, orig_psi, tmap);
+ cm2sub_cm_add_single_trans(orig_cm, sub_cm, submap, v_o, submap->s2o_smap[y_s][1], v_s, yoffset, orig_psi, tmap);
+ }
+ }
+ }
+
+ /* move on to the second orig_cm state that maps to v_s */
+ v_o = submap->s2o_smap[v_s][1];
+ if(v_o != -1)
+ {
+ for(yoffset = 0; yoffset < sub_cm->cnum[v_s]; yoffset++)
+ {
+ y_s = sub_cm->cfirst[v_s] + yoffset;
+ if(sub_cm->sttype[(y_s+1)] != E_st) /* if y_s+1 is an E, y_s is a detached insert state, we want
+ * it to be impossible to reach this guy, leave counts as 0.0 */
+ {
+ cm2sub_cm_add_single_trans(orig_cm, sub_cm, submap, v_o, submap->s2o_smap[y_s][0], v_s, yoffset, orig_psi, tmap);
+ cm2sub_cm_add_single_trans(orig_cm, sub_cm, submap, v_o, submap->s2o_smap[y_s][1], v_s, yoffset, orig_psi, tmap);
+ }
+ }
+ }
+ return;
+}
+
+/**************************************************************************
+ * EPN 09.15.06
+ * cm2sub_cm_trans_probs_S()
+ *
+ * Purpose: For a specific sub CM S state v_start, fill in virtual counts
+ * for transitions out of v_s. We do this in its own seperate function
+ * because we can't robustly map S states in a sub_cm to S states
+ * in an orig CM (if its possible - I can't figure out how to do it).
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * double *orig_psi - orig_psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap - the hard-coded transition map
+ * int v_start - the sub_cm start state we're filling virtual counts of transitions into
+ * submap - the map from the sub CM to the template CM
+ * Returns: void
+ */
+static void
+cm2sub_cm_trans_probs_S(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap, int v_start, CMSubMap_t *submap)
+{
+ int yoffset;
+ int y_s;
+
+ int sub_nd;
+
+ int v_s_insert;
+ int v_o_insert;
+
+ float sum;
+ float il_psi;
+ float temp_psi;
+ float temp_psi_sum;
+ float diff;
+
+ int orig_il1, orig_il2, orig_ir1, orig_ir2;
+
+ /*printf("in cm2sub_cm_trans_probs_S: v_start: %d\n", v_start);*/
+
+ sub_nd = sub_cm->ndidx[v_start];
+
+ if(sub_cm->ndtype[sub_nd] == BEGL_nd)
+ {
+ /* This is the easy case, we have transitions into each of the states in the split-set
+ * of the next node. The only way to reach each of these states is from the BEGL
+ * so we just weight each by the psi values for the matching orig_cm states.
+ */
+ if(sub_cm->ndtype[sub_nd + 1] == BIF_nd)
+ sub_cm->t[v_start][0] = 1.0; /* BEGL_S -> BIF_B */
+ else
+ for(yoffset = 0; yoffset < sub_cm->cnum[v_start]; yoffset++)
+ {
+ y_s = sub_cm->cfirst[v_start] + yoffset;
+ /*printf("updating sub_cm->t[%d][%d]\n", v_start, yoffset);*/
+ sub_cm->t[v_start][yoffset] = orig_psi[submap->s2o_smap[y_s][0]];
+ if(submap->s2o_smap[y_s][1] != -1)
+ sub_cm->t[v_start][yoffset] += orig_psi[submap->s2o_smap[y_s][1]];
+ }
+ }
+
+ else if(sub_cm->ndtype[sub_nd] == BEGR_nd)
+ {
+ /* More complicated than the BEGL case b/c we need to handle the
+ * BEGR_S -> BEGR_IL transition as well as BEGR_S -> next node
+ * split set transitions.
+ * We know the BEGR_IL -> BEGR_IL self transition though because
+ * we were able to map BEGR_IL to 1 or 2 orig_cm states.
+ */
+
+ v_s_insert = v_start + 1;
+ if(sub_cm->ndtype[sub_nd + 1] == BIF_nd)
+ {
+ /*printf("!!!SPECIAL CASE BEGR -> BIF! v_ct\n");*/
+
+ v_o_insert = submap->s2o_smap[v_s_insert][0];
+ if(submap->s2o_smap[v_s_insert][1] == -1)
+ {
+ diff = sub_cm->t[v_s_insert][0] - (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]);
+ if(diff >= 0. && diff > 0.0001)
+ cm_Fail("ERROR, code for calc'ing BEGR_IL -> BIF_B is wrong, sub_cm->t[v_s_insert:%d][0] should be %f (based on your understanding) but its really %f\n", v_s_insert, (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]), (sub_cm->t[v_s_insert][0]));
+ if(diff <= 0. && diff < -0.0001)
+ cm_Fail("ERROR, code for calc'ing BEGR_IL -> BIF_B is wrong, sub_cm->t[v_s_insert:%d][0] should be %f (based on your understanding) but its really %f\n", v_s_insert, (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]), (sub_cm->t[v_s_insert][0]));
+ }
+
+ /* BEGR_IL -> BEGR_IL will be the sum over possibly two orig_cm states v_o_insert that
+ * map to sub_cm state BEGR_IL of:
+ * orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0],
+ * so BEGR_IL -> BIF_B is calc'ed as follows */
+ sub_cm->t[v_s_insert][1] = orig_psi[v_o_insert] * (1. - orig_cm->t[v_o_insert][0]);
+ if(submap->s2o_smap[v_s_insert][1] != -1)
+ {
+ /* we have to factor in the other state as well. */
+ cm_Fail("ERROR, BEGR_IL: %d maps to 2 orig_cm states, was hoping this was impossible - need to implement.\n", v_s_insert);
+ v_o_insert = submap->s2o_smap[v_s_insert][1];
+ sub_cm->t[v_s_insert][1] += orig_psi[v_o_insert] * (1. - orig_cm->t[v_o_insert][0]);
+ }
+ /* Now we normalize the transitions out of BEGR_IL, so we can calculate BEGR_S -> BEGR_IL */
+ esl_vec_FNorm(sub_cm->t[v_s_insert], sub_cm->cnum[v_s_insert]);
+ il_psi = orig_psi[submap->s2o_smap[v_s_insert][0]];
+ if(submap->s2o_smap[v_s_insert][1] != -1)
+ {
+ cm_Fail("ERROR, BEGR_IL: %d maps to 2 orig_cm states, was hoping this was impossible - need to implement.\n", v_s_insert);
+ il_psi+= orig_psi[submap->s2o_smap[v_s_insert][1]];
+ }
+ sub_cm->t[v_start][0] = (1. - sub_cm->t[v_s_insert][0]) * il_psi; /* set BEGR_S -> BEGR_IL */
+ sub_cm->t[v_start][1] = 1. - sub_cm->t[v_start][0]; /* set BEGR_S -> BIF_B */
+ }
+
+ else
+ { /* next node is not a BIF node */
+ /* First, normalize the probabilities out of the BEGR_IL, so
+ * we can calculate what BEGR_S -> BEGR_IL should be (we need
+ * to know BEGR_IL -> BEGR_IL probability and orig_psi of
+ * the states that map to BEGR_IL to do this).
+ */
+ sum = 0.;
+ esl_vec_FNorm(sub_cm->t[v_s_insert], sub_cm->cnum[v_s_insert]);
+ il_psi = orig_psi[submap->s2o_smap[v_s_insert][0]];
+ if(submap->s2o_smap[v_s_insert][1] != -1)
+ {
+ cm_Fail("ERROR, BEGR_IL: %d maps to 2 orig_cm states, was hoping this was impossible - need to implement.\n", v_s_insert);
+ il_psi += orig_psi[submap->s2o_smap[v_s_insert][1]];
+ }
+ sub_cm->t[v_start][0] = (1. - sub_cm->t[v_s_insert][0]) * il_psi; /* set BEGR_S -> BEGR_IL */
+ sum = sub_cm->t[v_start][0];
+
+ for(yoffset = 1; yoffset < sub_cm->cnum[v_start]; yoffset++) /* note we start at yoffset = 1
+ * BEGR_S -> first state of next
+ * node's split set. */
+ {
+ y_s = sub_cm->cfirst[v_start] + yoffset;
+ temp_psi = orig_psi[submap->s2o_smap[y_s][0]];
+ if(submap->s2o_smap[y_s][1] != -1)
+ temp_psi += orig_psi[submap->s2o_smap[y_s][1]];
+
+ sub_cm->t[v_start][yoffset] = temp_psi - il_psi * sub_cm->t[v_s_insert][yoffset];
+ sum += sub_cm->t[v_start][yoffset];
+ }
+ /*printf("BEGR->NON BIF SUM: %f\n", sum);*/
+ if(sum < 1.0 && ((1.0 - sum) > 0.001))
+ cm_Fail("ERROR calculating transitions out of BEGR_S incorrectly\n");
+ if(sum > 1.0 && ((sum - 1.0) > 0.001))
+ cm_Fail("ERROR calculating transitions out of BEGR_S incorrectly\n");
+ }
+ }
+ else if(sub_cm->ndtype[sub_nd] == ROOT_nd)
+ {
+ /*printf("in cm2sub_cm_trans_probs_S(), ROOT_nd\n");*/
+ /* the only case we have to worry about is if the next node is BIF node,
+ * otherwise the transitions out of ROOT_S have already been set.
+ */
+ if(sub_cm->ndtype[sub_nd + 1] == BIF_nd)
+ {
+ /*printf("!!!SPECIAL CASE ROOT -> BIF!\n");*/
+ /* Before we do anything we have to check to see if we need to subtract
+ * any subpaths from ROOT_S -> ROOT_IR that have been double counted:
+ */
+ /* if orig_ir < orig_il, we've counted paths from
+ * ir -> il correctly for ROOT_IL -> ROOT_IR and
+ * incorrectly for ROOT_S -> ROOT_IR
+ */
+
+ orig_il1 = submap->s2o_smap[1][0];
+ orig_il2 = submap->s2o_smap[1][1];
+
+ orig_ir1 = submap->s2o_smap[2][0];
+ orig_ir2 = submap->s2o_smap[2][1];
+
+ if(orig_ir1 < orig_il1)
+ {
+ sub_cm->t[0][1] -= orig_psi[orig_ir1] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir1, orig_il1, 0, tmap, orig_psi);
+ }
+ if(orig_ir2 != -1 && orig_ir2 < orig_il1)
+ {
+ sub_cm->t[0][1] -= orig_psi[orig_ir2] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir2, orig_il1, 0, tmap, orig_psi);
+ }
+ if(orig_il2 != -1 && orig_ir1 < orig_il2)
+ {
+ sub_cm->t[0][1] -= orig_psi[orig_ir1] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir1, orig_il2, 0, tmap, orig_psi);
+ }
+ if((orig_ir2 != -1 && orig_il2 != -1) && (orig_ir2 < orig_il2))
+ {
+ sub_cm->t[0][1] -= orig_psi[orig_ir2] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir2, orig_il2, 0, tmap, orig_psi);
+ }
+
+ /* Next, set transition from ROOT_S -> BIF_B, we know that
+ * ROOT_S -> ROOT_IL and ROOT_S -> ROOT_IR were set using
+ * orig_cm subpaths originating at ROOT_S, so we know that
+ * the virtual counts out of ROOT_S should NOT be scaled, in
+ * other words, they can be treated as probabilities and should
+ * sum to 1.0.
+ */
+ sub_cm->t[0][2] = 1.0 - (sub_cm->t[0][0] + sub_cm->t[0][1]); /* set ROOT_S->BIF_B */
+
+ v_s_insert = v_start + 1; /* ROOT_IL */
+ v_o_insert = submap->s2o_smap[v_s_insert][0];
+ if(submap->s2o_smap[v_s_insert][1] == -1)
+ {
+ diff = sub_cm->t[v_s_insert][0] - (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]);
+ if(diff >= 0. && diff >= 0.0001)
+ cm_Fail("ERROR, code for calc'ing ROOT_IL -> BIF_B is wrong, sub_cm->t[v_s_insert:%d][0] should be %f (based on your understanding) but its really %f\n", v_s_insert, (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]), (sub_cm->t[v_s_insert][0]));
+ if(diff <= 0. && diff <= -0.0001)
+ cm_Fail("ERROR, code for calc'ing ROOT_IL -> BIF_B is wrong, sub_cm->t[v_s_insert:%d][0] should be %f (based on your understanding) but its really %f\n", v_s_insert, (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]), (sub_cm->t[v_s_insert][0]));
+ }
+ /* We want to figure out what the virtual counts for the traansition ROOT_IL -> BIF_B should
+ * be, but this depends on how we filled the virtual counts for the other two
+ * transitions (-> ROOT_IL and -> ROOT_IR) out of ROOT_IL, so we SHOULD revisit
+ * their calculation. Here, I'm attempting a trick that SHOULD work: figuring out
+ * what the self_insert probability IL->IL should be based on the self insert probabilities
+ * of the up to 2 orig_cm states that sub_cm ROOT_IL maps to, then using that scaling
+ * factor (the actual probability / the virtual counts currently in sub_cm->t[ROOT_IL][0])
+ * to scale both ROOT_IL->ROOT_IL and ROOT_IL->ROOT_IR, then we can just set ROOT_IL->BIF
+ * as 1.0 - (ROOT_IL->ROOT_IL + ROOT_IL->ROOT_IR).
+ */
+
+ temp_psi_sum = orig_psi[v_o_insert];
+
+ if(submap->s2o_smap[v_s_insert][1] != -1)
+ {
+ v_o_insert = submap->s2o_smap[v_s_insert][1];
+ temp_psi_sum += orig_psi[v_o_insert];
+ }
+ sub_cm->t[v_s_insert][0] /= temp_psi_sum; /* ROOT_IL -> ROOT_IL */
+ sub_cm->t[v_s_insert][1] /= temp_psi_sum; /* ROOT_IL -> ROOT_IR */
+ sub_cm->t[v_s_insert][2] = 1. - (sub_cm->t[v_s_insert][0] + sub_cm->t[v_s_insert][1]);
+ /* ROOT_IL -> BIF_B */
+
+ /* move on to calc'ing ROOT_IR -> BIF */
+ v_s_insert = v_start + 2; /* ROOT_IR */
+ v_o_insert = submap->s2o_smap[v_s_insert][0];
+ if(submap->s2o_smap[v_s_insert][1] == -1)
+ {
+ diff = sub_cm->t[v_s_insert][0] - (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]);
+ if(diff >= 0. && diff > 0.0001)
+ cm_Fail("ERROR, code for calc'ing ROOT_IR -> BIF_B is wrong, sub_cm->t[v_s_insert:%d][0] should be %f (based on your understanding) but its really %f\n", v_s_insert, (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]), (sub_cm->t[v_s_insert][0]));
+ if(diff <= 0. && diff < -0.0001)
+ cm_Fail("ERROR, code for calc'ing ROOT_IR -> BIF_B is wrong, sub_cm->t[v_s_insert:%d][0] should be %f (based on your understanding) but its really %f\n", v_s_insert, (orig_psi[v_o_insert] * orig_cm->t[v_o_insert][0]), (sub_cm->t[v_s_insert][0]));
+ }
+ /* We can calculate what the ROOT_IR -> ROOT_IR probability should be, and then
+ * just take 1.0 minus that probability to set ROOT_IR -> BIF.
+ */
+ temp_psi_sum = orig_psi[v_o_insert];
+
+ if(submap->s2o_smap[v_s_insert][1] != -1)
+ {
+ v_o_insert = submap->s2o_smap[v_s_insert][1];
+ temp_psi_sum += orig_psi[v_o_insert];
+ }
+ sub_cm->t[v_s_insert][0] /= temp_psi_sum; /* ROOT_IR -> ROOT_IR */
+ sub_cm->t[v_s_insert][1] = 1. - (sub_cm->t[v_s_insert][0]);
+ /* ROOT_IR -> BIF_B */
+ }
+ else
+ {
+ /* ROOT -> non-BIF node, we have already handled this, so we return. */
+ }
+ }
+ /*printf("leaving cm2sub_cm_trans_probs_S\n\n");*/
+ return;
+}
+
+/**************************************************************************
+ * EPN 09.21.06
+ * cm2sub_cm_trans_probs_B_E()
+ *
+ * Purpose: For a specific sub CM B or E state v_be fill in virtual counts
+ * for transitions into v_be. We do this in its own seperate function,
+ * because we can't robustly map E states in a sub_cm to E states
+ * in an orig CM (if its possible - I can't figure out how to do it).
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * double *orig_psi - orig_psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap - the hard-coded transition map
+ * int v_be - the sub_cm END state we're filling virtual counts of transitions into
+ * submap - the map from the sub CM to the template CM
+ * print_flag - TRUE to print useful debugging info
+ * Returns: void
+ */
+static void
+cm2sub_cm_trans_probs_B_E(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap, int v_be, CMSubMap_t *submap,
+ int print_flag)
+{
+ int orig_v;
+ int sub_v;
+
+ int sub_nd;
+ int psub_nd;
+ int sub_i;
+ int bif_end_yoffset;
+ int orig_v1, orig_v2, orig_i;
+ float contribution;
+ int orig_il, orig_ir, sub_il, sub_ir;
+ int into_end_flag;
+
+ if(print_flag) printf("in cm2sub_cm_trans_probs_B_E: sub_v: %d\n", v_be);
+
+ sub_nd = sub_cm->ndidx[v_be];
+ psub_nd = sub_nd - 1;
+
+ into_end_flag = FALSE;
+ if(sub_cm->sttype[v_be] == E_st)
+ into_end_flag = TRUE;
+ /* We're moving from into an END, so the END_E - 1 state is a detached insert,
+ * and we have to handle this in a special way */
+
+ switch (sub_cm->ndtype[psub_nd]) {
+ case MATP_nd:
+ if(print_flag) printf("prev node type MATP\n");
+ /* psub_nd is a MATP: each state in psub_nd transits to
+ * exactly 3 states, the MATP_IL, MATP_IR and the BIF or END state v_be, for which
+ * we are trying to fill virtual transition counts into.
+ *
+ * The case for MATP_nd's is actually simpler than for other nodes because we
+ * can exploit the fact that if a MATP node exists in the sub_cm it necessarily
+ * must map to a MATP node in the original CM (we're not adding or changing any
+ * base pairs, just deleting some possibly), so every sub MATP state must correspond
+ * to exactly 1 original MATP state.
+ */
+
+ bif_end_yoffset = 2; /* cm->t[][2] goes to BIF_B or END_E */
+ sub_il = sub_cm->nodemap[psub_nd] + 4;
+ sub_ir = sub_cm->nodemap[psub_nd] + 5;
+
+ orig_il = submap->s2o_smap[sub_il][0];
+ orig_ir = submap->s2o_smap[sub_ir][0];
+ if(into_end_flag && orig_ir != -1)
+ cm_Fail("ERROR in cm2sub_cm_trans_probs_B_E(), into_end_flag is TRUE but MATP_IR maps to a orig_cm state.\n");
+ if(orig_ir == -1 && !into_end_flag)
+ cm_Fail("ERROR in cm2sub_cm_trans_probs_B_E(), into_end_flag is FALSE but MATP_IR doesn't map to a orig_cm state.\n");
+
+ for(sub_v = sub_cm->nodemap[psub_nd]; sub_v < sub_il; sub_v++)
+ {
+ orig_v = submap->s2o_smap[sub_v][0]; /* submap->s2o_smap[sub_v][1] will nec. be -1 in a MATP */
+ sub_cm->t[sub_v][bif_end_yoffset] = orig_psi[orig_v] -
+ (sub_cm->t[sub_v][0] + sub_cm->t[sub_v][1]); /* if into_end_flag is TRUE, sub_cm->t[sub_v][1] is 0. */
+ }
+ /* now do MATP_IL and MATP_IR */
+ sub_cm->t[sub_il][bif_end_yoffset] = orig_psi[orig_il] -
+ (sub_cm->t[sub_il][0] + sub_cm->t[sub_il][1]);
+
+ bif_end_yoffset = 1;
+ if(into_end_flag)
+ sub_cm->t[sub_ir][bif_end_yoffset] = 1.0;
+ else
+ sub_cm->t[sub_ir][bif_end_yoffset] = orig_psi[orig_ir] - sub_cm->t[sub_ir][0];
+ break;
+
+ case MATL_nd:
+ case MATR_nd:
+ if(print_flag) printf("prev node type MATL or MATR\n");
+ /* psub_nd is a MATL or MATR and we know each state in psub_nd transits to
+ * exactly 2 states, the insert state of psub_nd and the BIF or END state v_be, which
+ * we are trying to fill in transitions to.
+ */
+ bif_end_yoffset = 1; /* cm->t[][1] goes to BIF_B or END_E */
+ sub_i = sub_cm->nodemap[psub_nd] + 2; /* sub_i is MATL_IL or MATR_IR */
+ orig_i = submap->s2o_smap[sub_i][0];
+ if(into_end_flag && orig_i != -1)
+ cm_Fail("ERROR in cm2sub_cm_trans_probs_B_E(), into_end_flag is TRUE but MAT*_I* maps to a orig_cm state.\n");
+
+ for(sub_v = sub_cm->nodemap[psub_nd]; sub_v < sub_i; sub_v++)
+ {
+ orig_v1 = submap->s2o_smap[sub_v][0];
+ orig_v2 = submap->s2o_smap[sub_v][1];
+ if(into_end_flag)
+ sub_cm->t[sub_v][bif_end_yoffset] = 1.0;
+ else
+ {
+ if(orig_v1 < orig_i)
+ {
+ contribution = cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap,
+ orig_v1, orig_i, sub_v, tmap, orig_psi);
+ sub_cm->t[sub_v][bif_end_yoffset] = orig_psi[orig_v1] * (1. - contribution);
+ if(print_flag) printf("curr v1 < i1 sub_cm->t[sub_v:%d][1] now: %f (added: psi:%f * 1-cont: %f (%f))\n", sub_v, sub_cm->t[sub_v][1], orig_psi[orig_v1], (1.-contribution), (orig_psi[orig_v1] * (1. - contribution)));
+ }
+ else
+ {
+ contribution = orig_psi[orig_i] * cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap,
+ orig_i, orig_v1, sub_v, tmap, orig_psi);
+ sub_cm->t[sub_v][bif_end_yoffset] = orig_psi[orig_v1] * (1. - (contribution / orig_psi[orig_v1]));
+ if(print_flag) printf("curr i1 < v1 sub_cm->t[sub_v:%d][1] now: %f (added: psi:%f * 1-cont: %f (%f))\n", sub_v, sub_cm->t[sub_v][1], orig_psi[orig_v1], (1.-contribution), (orig_psi[orig_v1] * (1. - contribution)));
+ }
+ if(orig_v2 != -1)
+ {
+ if(orig_v2 < orig_i)
+ {
+ contribution = cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap,
+ orig_v2, orig_i, sub_v, tmap, orig_psi);
+ sub_cm->t[sub_v][bif_end_yoffset] += orig_psi[orig_v2] * (1. - contribution);
+ if(print_flag) printf("curr v2 < i1 sub_cm->t[sub_v:%d][1] now: %f (added: psi:%f * 1-cont: %f (%f))\n", sub_v, sub_cm->t[sub_v][1], orig_psi[orig_v2], (1.-contribution), (orig_psi[orig_v2] * (1. - contribution)));
+ }
+ else
+ {
+ contribution = orig_psi[orig_i] * cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap,
+ orig_i, orig_v2, sub_v, tmap, orig_psi);
+ sub_cm->t[sub_v][bif_end_yoffset] += orig_psi[orig_v2] * (1. - (contribution / orig_psi[orig_v2]));
+ if(print_flag) printf("curr i1 < v2 sub_cm->t[sub_v:%d][1] now: %f (added: psi:%f * 1-cont: %f (%f))\n", sub_v, sub_cm->t[sub_v][1], orig_psi[orig_v2], (1.-contribution), (orig_psi[orig_v2] * (1. - contribution)));
+ }
+ }
+ }
+ }
+ /* now set the sub_i -> B or E transition prob */
+ if(into_end_flag) /* The transition probability out of the MAT{L,R}_I{L,R} is irrelevant,
+ * because the state is detached. */
+ sub_cm->t[sub_i][1] = 1.;
+ else
+ sub_cm->t[sub_i][1] = orig_psi[orig_i] *
+ (1. - cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap,
+ orig_i, orig_i, sub_i,tmap, orig_psi));
+ break;
+
+ case ROOT_nd:
+ case BEGL_nd:
+ case BEGR_nd:
+ { /* we handle these cases in cm2sub_cm_trans_probs_S() */ }
+ break;
+
+ default:
+ cm_Fail("ERROR bogus node type transiting to END or BIF\n");
+ break;
+ }
+
+ if(print_flag) printf("Returning from cm2sub_cm_trans_probs_B_E\n");
+ return;
+}
+
+/**************************************************************************
+ * EPN 08.31.06
+ * Function: cm2sub_cm_add_single_trans()
+ *
+ * Purpose: Add a virtual counts contribution to a single CM transition.
+ *
+ * See related functions for explanation of parameters.
+ * Returns: (void)
+ */
+static void
+cm2sub_cm_add_single_trans(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int orig_v, int orig_y,
+ int sub_v, int yoffset, double *orig_psi, char ***tmap)
+{
+ int start;
+ /* check if we've got real CM state ids */
+ if(orig_v == -1 || orig_y == -1)
+ return;
+ start = orig_v;
+ if(orig_y < start)
+ start = orig_y;
+ sub_cm->t[sub_v][yoffset] += orig_psi[start] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_v, orig_y, sub_v, tmap, orig_psi);
+ return;
+}
+
+/**************************************************************************
+ * EPN 08.31.06
+ * Function: cm2sub_cm_sum_subpaths()
+ *
+ * Purpose: Calculate probability of getting from one state (start) to
+ * another (end) in a CM, taking special considerations involving
+ * insert states.
+ *
+ * This function is similar to CP9_cm2wrhmm::cm_sum_subpaths_cp9()
+ * but was written for mapping transitions in a template CM (orig_cm)
+ * to those in a sub CM built from that template. The sub_cm conversion
+ * process is more complex and this function requires more functionality
+ * than the *_cp9() version.
+ *
+ * When getting a transition probability for the sub_cm state 'v' in node
+ * 'n', we ignore the contribution of subpaths that correspond to other
+ * transitions out of states in 'n'.
+ * For example, we don't want to include the probability of an
+ * IL (nd 'n') -> MATL_ML (nd 'n'+1) sub parse when calculating
+ * the transition probability for MATL_ML (nd 'n') -> MATL_ML (nd 'n'+1)
+ * because the IL (nd 'n') -> MATL_ML (nd 'n'+1) exists and should
+ * contain that probability mass. This is an easy example to skip,
+ * there are several other instances where it's more complex to
+ * ignore subpaths involving inserts like this.
+ *
+ * Importantly, this function does not correctly calculate the transition
+ * virtual counts for only the states in the ROOT_nd. This is because
+ * the ROOT_nd has 2 insert states, which makes it much more complex to
+ * properly ignore subparses involving both these inserts. The
+ * cm2sub_cm_subtract_root_subpaths() function corrects the counts for
+ * the ROOT states. MATP_nd's also have 2 insert states but when constructing
+ * sub_cm's the only MATP_nd's that exist have an exact mapping MATP_nd in
+ * the orig_cm, which makes them easier to handle.
+ *
+ * In some cases, this function calls itself to determine the probabilities
+ * of subparses that it should ignore. It is for these cases that it's
+ * necessary to have the init_sub_start parameter passed in, which is
+ * the sub_cm state the initial call (non-recursive call) of this function
+ * was calculating transitions out of.
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * int orig_v - orig_cm state that maps to sub_v (1 of potentially 2)
+ * int orig_y - orig_cm state that maps to sub_y (1 of potentially 2)
+ * int sub_v - sub_cm state; we're calc'ing transitions out of sub_v
+ * int sub_y - sub_cm state; we're calc'ing transitions into sub_y
+ * int init_sub_start - the sub_cm state the initial (non-recursive call) had as sub_v.
+ * double *orig_psi - for orig_cm: orig_psi[v] is the expected number of times state v
+ * is entered in a CM parse
+ *
+ * Returns: FLOAT, the summed probability of all subpaths through the CM
+ * starting at "start" and ending at "end" that don't pass through
+ * orig_cm inserts that map to sub_cm insert states in the same node as init_sub_start.
+ */
+static float
+cm2sub_cm_sum_subpaths(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, int orig_v, int orig_y,
+ int init_sub_start, char ***tmap, double *orig_psi)
+{
+ int status;
+ int v,x,y; /* state indices in the orig_cm */
+ int start, end; /* min(orig_v, orig_y) and max(orig_v, orig_y) respectively */
+ float to_return; /* the probability mass we're returning */
+ char tmap_val; /* a value in the hard-coded tmap */
+ int is_insert; /* TRUE if v is insert, FALSE if not */
+ float insert_to_start; /* prob mass going into start that we must ignore (see code)*/
+ float end_to_insert; /* prob mass going out of end that we must ignore (see code)*/
+ int skip_flag; /* TRUE to skip state v's contribution (see code) */
+ int init_sub_nd; /* sub_cm node containing init_sub_start */
+ int sub_insert1; /* a sub_cm insert state in sub_cm node init_sub_nd, or -1 */
+ int sub_insert2; /* a sub_cm insert state in sub_cm node init_sub_nd, or -1 */
+ int orig_insert1; /* the orig_cm state that map to sub_insert1, or -1 */
+ int orig_insert2; /* the orig_cm state that map to sub_insert2, or -1 */
+ float self_loop_factor;/* for dealing with self-insert loops */
+ int sub_start1; /* a sub_cm state that maps to orig_cm's 'start' */
+ int sub_start2; /* a sub_cm state that maps to orig_cm's 'start' or -1 */
+ int sub_end1; /* a sub_cm state that maps to orig_cm's 'end' */
+ int sub_end2; /* a sub_cm state that maps to orig_cm's 'end' or -1 */
+ double *sub_psi; /* sub_psi[v] is the expected number of times state v is *
+ * entered given we started at state "start", and we *
+ * didn't go through orig_insert1 or orig_insert2 */
+
+ if(orig_v == -1 || orig_y == -1)
+ return 0.;
+
+ start = orig_v;
+ end = orig_y;
+ if(start > end)
+ { start = orig_y; end = orig_v; }
+ if(start == end)
+ return orig_cm->t[start][0]; /* return self-insert probability */
+
+ /*printf("\nin cm2sub_cm_sum_subpaths2: start: %d | end: %d\n", start, end);*/
+
+ ESL_ALLOC(sub_psi, sizeof(double) * (end - start + 1));
+ sub_psi[0] = 1.; /* Initialize sub_psi[0]. We have to start in "start" */
+
+ /* First we store some useful information for later in the function,
+ * we do this and use descriptive variable names to make the code
+ * later easier to follow. */
+
+ /* Determine the 1 or 2 sub_cm states that map to
+ * the orig_cm state start and end, and store these
+ * in sub_start{1,2} and sub_end{1,2} respectively. */
+ sub_start1 = submap->o2s_smap[start][0];
+ sub_start2 = submap->o2s_smap[start][1];
+ sub_end1 = submap->o2s_smap[end ][0];
+ sub_end2 = submap->o2s_smap[end ][1];
+
+ /* Determine the 0, 1, or 2 sub_cm insert states in the same
+ * node as init_sub_start, store these in sub_insert1 and
+ * sub_insert2.
+ */
+ init_sub_nd = sub_cm->ndidx[init_sub_start];
+ orig_insert1 = orig_insert2 = sub_insert1 = sub_insert2 = -1;
+ if(sub_cm->ndtype[init_sub_nd] == MATP_nd)
+ {
+ sub_insert1 = sub_cm->nodemap[init_sub_nd] + 4; /* MATP_IL */
+ sub_insert2 = sub_cm->nodemap[init_sub_nd] + 5; /* MATP_IR */
+ }
+ else if(sub_cm->ndtype[init_sub_nd] == ROOT_nd)
+ {
+ sub_insert1 = 1; /* ROOT_IL */
+ sub_insert2 = 2; /* ROOT_IR */
+ }
+ else if(sub_cm->ndtype[init_sub_nd] == MATL_nd ||
+ sub_cm->ndtype[init_sub_nd] == MATR_nd ||
+ sub_cm->ndtype[init_sub_nd] == BEGR_nd)
+ sub_insert1 = sub_cm->cfirst[init_sub_start]; /* MAT{L,R}_I{L,R} or BEGR_IL */
+
+ /* Set orig_insert{1,2} as the orig_cm states that map to sub_insert{1,2}. */
+ if(sub_insert1 != -1) orig_insert1 = submap->s2o_smap[sub_insert1][0];
+ if(sub_insert2 != -1) orig_insert2 = submap->s2o_smap[sub_insert2][0];
+
+ /* Step through states between start and end, keeping track of prob mass. */
+ for (v = (start+1); v <= end; v++)
+ {
+ sub_psi[v-start] = 0.; /* initialize */
+ is_insert = FALSE;
+ if(orig_cm->sttype[v] == IL_st || orig_cm->sttype[v] == IR_st)
+ is_insert = TRUE;
+ if(orig_cm->sttype[v] == S_st)
+ {
+ /* Previous state is either a BIF_B or a END_E, and there's no transitions
+ * FROM previous state to this state, so we handle this in a special way.*/
+ sub_psi[v-start] = sub_psi[(v-1)-start];
+ }
+ /* Determine if we should skip the contribution of state v because
+ * it will be correctly counted in a subsequent call of this function
+ * for a different sub_cm transition. We want to do this if:
+ * (1) v is not end
+ * (2) v is an orig_cm insert state (orig_insert{1,2}) that maps
+ * to a sub_cm insert state (sub_insert{1,2}) in the same node
+ * as init_sub_start.
+ * (3) sub_insert{1,2} is equal to or downstream of init_sub_start
+ * (4) a sub_cm transition exists between the sub_insert{1,2} and
+ * a sub_cm state that maps to orig_cm start (sub_start{1,2})
+ * or end (sub_end{1,2}).
+ */
+ skip_flag = FALSE;
+ if (v != end && v == orig_insert1 && sub_insert1 >= init_sub_start)
+ {
+ if(cm_trans_check(sub_cm, sub_insert1, sub_end1 ) ||
+ cm_trans_check(sub_cm, sub_insert1, sub_end2 ) ||
+ cm_trans_check(sub_cm, sub_insert1, sub_start1) ||
+ cm_trans_check(sub_cm, sub_insert1, sub_start2))
+ skip_flag = TRUE;
+ }
+ else if (v != end && v == orig_insert2 && sub_insert2 >= init_sub_start)
+ {
+ if(cm_trans_check(sub_cm, sub_insert2, sub_end1 ) ||
+ cm_trans_check(sub_cm, sub_insert2, sub_end2 ) ||
+ cm_trans_check(sub_cm, sub_insert2, sub_start1) ||
+ cm_trans_check(sub_cm, sub_insert2, sub_start2))
+ skip_flag = TRUE;
+ }
+ if(!skip_flag)
+ {
+ for (y = orig_cm->pnum[v]-1; y >= is_insert; y--)
+ {
+ x = orig_cm->plast[v] - y;
+ /* x is a parent of v, we're adding contribution of a transition from x to v. */
+ tmap_val = tmap[(int) orig_cm->stid[x]][(int) orig_cm->ndtype[orig_cm->ndidx[v]+is_insert]][(int) orig_cm->stid[v]];
+ /* assert(tmap_val != -1); */
+ if((x - start) < 0) sub_psi[v-start] += 0.;
+ else sub_psi[v-start] += sub_psi[x-start] * orig_cm->t[x][(int) tmap_val];
+ }
+ if(v != end && is_insert) /* if v is end, we don't include the self loop contribution */
+ sub_psi[v-start] += sub_psi[v-start] *
+ (orig_cm->t[v][0] / (1-orig_cm->t[v][0])); /* else we include the self loop contribution */
+ }
+ }
+ to_return = sub_psi[end-start];
+
+ /* If start and end are both not inserts, we need to ignore some of the
+ * probability mass that comes INTO 'start' and goes OUT OF 'end'.
+ * Specifically we need to ignore the probability mass that
+ * is accounted for by transitions either TO OR FROM the sub_cm insert
+ * states in the same sub_cm node as init_sub_start (sub_insert{1,2}).
+ * This code block is related to the block with the (for(v = start+1..) block
+ * above involving the 'skip_flag' which skips states accounted for by
+ * the sub_cm insert states sub_insert{1,2} between start..end, this
+ * block handles the case where the orig_cm insert states that map
+ * to sub_insert{1,2}, namely orig_insert{1,2}, fall outside start..end.
+ */
+ insert_to_start = 0.;
+ end_to_insert = 0.;
+
+ if((orig_cm->sttype[start] != IL_st && orig_cm->sttype[start] != IR_st) &&
+ (orig_cm->sttype[end] != IL_st && orig_cm->sttype[end] != IR_st))
+ {
+ if(orig_insert1 != -1 && orig_insert1 < start)
+ {
+ if(orig_cm->sttype[start] == IL_st || orig_cm->sttype[start] == IR_st)
+ self_loop_factor = (1. + (orig_cm->t[start][0] / (1. - orig_cm->t[start][0])));
+ else
+ self_loop_factor = 1.0;
+ insert_to_start += self_loop_factor * orig_psi[orig_insert1] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_insert1, start, init_sub_start, tmap, orig_psi);
+ }
+ if(orig_insert1 != -1 && orig_insert1 > end)
+ end_to_insert += cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, end, orig_insert1, init_sub_start, tmap, orig_psi);
+
+ if(orig_insert2 != -1 && orig_insert2 < start)
+ {
+ self_loop_factor = 1.0;
+ if(orig_cm->sttype[start] == IL_st ||
+ orig_cm->sttype[start] == IR_st)
+ self_loop_factor = (1. + (orig_cm->t[start][0] / (1. - orig_cm->t[start][0])));
+ insert_to_start += self_loop_factor * orig_psi[orig_insert2] * cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_insert2, start, init_sub_start, tmap, orig_psi);
+ }
+ if(orig_insert2 != -1 && orig_insert2 > end)
+ end_to_insert += cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, end, orig_insert2, init_sub_start, tmap, orig_psi);
+
+ /*printf("\t\tinsert_to_start: %f sub_psi[0]: %f\n", insert_to_start, sub_psi[0]);
+ printf("\t\tend_to_insert: %f sub_psi[end-start]: %f\n", end_to_insert, sub_psi[(end-start)]);*/
+ }
+ to_return *= (1. - (insert_to_start / orig_psi[start]));
+ to_return *= (1. - end_to_insert);
+ /*printf("***returning from cm2sub_cm_sum_subpaths (s: %d | e: %d): %f\n", start, end, to_return);*/
+
+ free(sub_psi);
+ return (float) to_return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 09.01.06
+ * debug_print_cm_params()
+ *
+ * Purpose: Print out emission and transition probabilities and scores
+ * for a CM.
+ *
+ * Args:
+ * fp stdout often
+ * CM_t *cm
+ * Returns: (void)
+ */
+void
+debug_print_cm_params(FILE *fp, CM_t *cm)
+{
+ int status;
+ int v, i;
+ int yoffset;
+
+ char **nodetypes;
+ char **sttypes;
+
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ fprintf(fp, "cm->nodes: %d\n", cm->nodes);
+ fprintf(fp, "cm->M: %d\n", cm->M);
+ for(v = 0; v < cm->M; v++)
+ {
+ fprintf(fp, "v:%4d:%4d %4s %2s\n", v, cm->ndidx[v], nodetypes[(int) cm->ndtype[cm->ndidx[v]]], sttypes[(int) cm->sttype[v]]);
+ if(cm->nodemap[cm->ndidx[v]] == v)
+ fprintf(fp, "beg: %0.3f (%.3f %10d)| end %0.3f (%.3f %10d)\n", cm->begin[v], cm->beginsc[v], cm->ibeginsc[v],
+ cm->end[v], cm->endsc[v], cm->iendsc[v]);
+ if(cm->sttype[v] == MP_st)
+ {
+ fprintf(fp, "\tE: ");
+ for(i = 0; i < MAXABET*MAXABET; i++)
+ fprintf(fp, "%0.3f (%.3f %6d) ", cm->e[v][i], cm->esc[v][i], cm->iesc[v][i]);
+ fprintf(fp, "\n");
+ }
+ else if(cm->sttype[v] == ML_st ||
+ cm->sttype[v] == MR_st ||
+ cm->sttype[v] == IL_st ||
+ cm->sttype[v] == IR_st)
+ {
+ fprintf(fp, "\tE: ");
+ for(i = 0; i < MAXABET; i++)
+ fprintf(fp, "%0.3f (%0.3f %10d) ", cm->e[v][i], cm->esc[v][i], cm->iesc[v][i]);
+ fprintf(fp, "\n");
+ }
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ fprintf(fp, "\tT: ");
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ fprintf(fp, "%0.3f (%0.3f %10d) ", cm->t[v][yoffset], cm->tsc[v][yoffset], cm->itsc[v][yoffset]);
+ fprintf(fp, "\n");
+ }
+ else if(cm->sttype[v] == B_st)
+ {
+ fprintf(fp, "\tL: %d | R: %d\n", cm->cfirst[v], cm->cnum[v]);
+ }
+ else if(cm->sttype[v] == E_st)
+ fprintf(fp, "\n\n");
+ }
+ fprintf(fp, "\n\n");
+ free(nodetypes);
+ free(sttypes);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************************
+ * EPN 09.01.06
+ * Function: check_sub_cm_by_sampling()
+ *
+ * Purpose: Given a CM and a sub CM that is supposed to mirror
+ * the CM as closely as possible between two given consensus
+ * columns (spos and epos), check that the sub_cm was correctly
+ * constructed.
+ *
+ * The current approach is to build a CM Plan 9 HMM from the
+ * sub CM, then sample from the CM and see if the samples
+ * were likely drawn from the CM Plan 9 distributions.
+ * This is done inside CP9_cm2wrhmm::CP9_check_by_sampling().
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM built from the orig_cm
+ * ESL_RANDOMNESS r - source of randomness
+ * CMSubMap_t submap
+ * CMSubInfo_t subinfo
+ * float chi_thresh - rejection threshold for chi-squared tests
+ * int nsamples - number of samples to use to build the ML HMM
+ * int print_flag - TRUE to print useful info for debugging
+ * Returns: TRUE: if CM and sub CM are "close enough" (see code)
+ * FALSE: otherwise
+ */
+int
+check_sub_cm_by_sampling(CM_t *orig_cm, CM_t *sub_cm, ESL_RANDOMNESS *r, CMSubMap_t *submap, CMSubInfo_t *subinfo,
+ float chi_thresh, int nsamples, int print_flag)
+{
+ CP9_t *orig_hmm; /* constructed CP9 HMM from the original cm */
+ CP9_t *sub_hmm; /* constructed CP9 HMM from the sub_cm */
+ CP9Map_t *orig_cp9map; /* maps the orig_cm to the orig_hmm and vice versa */
+ CP9Map_t *sub_cp9map; /* maps the sub_cm to the sub_hmm and vice versa */
+ int ret_val; /* return value */
+ int debug_level;
+
+ debug_level = 0;
+ ret_val = TRUE;
+
+ /* Build two CP9 HMMs, one for the orig_cm and one for the sub_cm */
+ if(!build_cp9_hmm(orig_cm, &orig_hmm, &orig_cp9map, FALSE, 0.0001, print_flag))
+ cm_Fail("Couldn't build a CP9 HMM from the CM\n");
+ if(!build_cp9_hmm(sub_cm, &sub_hmm, &sub_cp9map, FALSE, 0.0001, print_flag))
+ cm_Fail("Couldn't build a CP9 HMM from the CM\n");
+
+ /* Look for 'impossible' cases where we know the sub_cm
+ * construction procedure fails, in that the distribution of transitions out of CP9 nodes
+ * built from the sub_cm will be the same distros out of corresponding CP9 nodes built from
+ * the full CM. */
+ cm2sub_cm_find_impossible_misc_cases(orig_cm, sub_cm, submap, subinfo, orig_cp9map, sub_cp9map, print_flag);
+ cm2sub_cm_find_impossible_matr_cases(orig_cm, sub_cm, submap, subinfo, orig_cp9map, sub_cp9map, print_flag);
+
+ if(!(CP9_check_by_sampling(orig_cm, sub_hmm, r, subinfo, submap->spos, submap->epos, chi_thresh,
+ nsamples, print_flag)))
+ cm_Fail("CM Plan 9 built from sub_cm fails sampling check using orig_cm; sub_cm was built incorrectly.!\n");
+ else
+ if(print_flag) printf("CM Plan 9 built from sub_cm passed sampling check; sub_cm was built correctly.\n");
+
+ FreeCPlan9(orig_hmm);
+ FreeCPlan9(sub_hmm);
+ FreeCP9Map(orig_cp9map);
+ FreeCP9Map(sub_cp9map);
+ return TRUE;
+}
+
+
+/**************************************************************************
+ * EPN 09.07.06
+ * check_orig_psi_vs_sub_psi()
+ *
+ * Purpose: Check that the psi values for an original, template CM and
+ * a sub CM are withing a given leeway threshold, given maps
+ * from the states of the original to the sub and vice versa.
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * CMSubMap_t *submap - the map data structure for the sub CM
+ * double threshold - the threshold that mapping (potentially summed) psi
+ * values are allowed to be different by, without throwing an error.
+ * int print_flag - TRUE to print out the values, FALSE not to
+ * Returns: TRUE: if orig_cm and sub_cm are "close enough" (see code)
+ * FALSE: otherwise
+ */
+int
+check_orig_psi_vs_sub_psi(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, double threshold,
+ int print_flag)
+{
+ int status;
+ int i,j;
+ int v_s; /* sub_cm state index*/
+ int v_o; /* orig_cm state index*/
+ double temp_psi;
+ int violation;
+ int v_ct; /* Number of violations */
+ int ret_val; /* return value */
+ int detached_insert;
+ int is_insert;
+ int root_v_ct;
+ float diff;
+ char ***tmap; /* hard-coded transition map, for convenience */
+ double *orig_psi; /* expected num times each state visited in orig_cm */
+ double *sub_psi; /* expected num times each state visited in sub_cm */
+
+ /* Fill orig_psi and sub_psi parameters. */
+ make_tmap(&tmap);
+ ESL_ALLOC(orig_psi, sizeof(double) * orig_cm->M);
+ fill_psi(orig_cm, orig_psi, tmap);
+ ESL_ALLOC(sub_psi, sizeof(double) * sub_cm->M);
+ fill_psi(sub_cm, sub_psi, tmap);
+
+ if(print_flag)
+ {
+ printf("Printing psi in check_orig_psi_vs_sub_psi():\n");
+ for(v_o = 0; v_o < orig_cm->M; v_o++)
+ printf("orig_psi[%4d]: %.6f\n", v_o, orig_psi[v_o]);
+
+ }
+
+ ret_val = TRUE;
+ v_ct = 0;
+ root_v_ct = 0;
+ if(print_flag == TRUE) printf("\n");
+ for(v_s = 0; v_s < sub_cm->M; v_s++)
+ {
+ detached_insert = FALSE;
+ if(sub_cm->sttype[v_s] == IL_st || sub_cm->sttype[v_s] == IR_st)
+ is_insert = TRUE;
+ else
+ is_insert = FALSE;
+
+ if(print_flag) printf("\tv_s: %4d (%.6f) ", v_s, sub_psi[v_s]);
+ v_o = submap->s2o_smap[v_s][0];
+ if(sub_cm->sttype[v_s+1] == E_st) detached_insert = TRUE;
+ if(v_o != -1)
+ {
+ if(print_flag) printf("v_o1: %4d (%.6f) ", v_o, orig_psi[v_o]);
+ temp_psi = orig_psi[v_o];
+ v_o = submap->s2o_smap[v_s][1];
+ if(v_o != -1)
+ {
+ if(is_insert) /* this insert state maps to 2 orig_cm inserts */
+ cm_Fail("ERROR, sub insert state maps to 2 orig_cm inserts.\n");
+ temp_psi += orig_psi[v_o];
+ if(print_flag)
+ printf("v_o2: %4d (%.6f)\n", v_o, orig_psi[v_o]);
+ }
+ else
+ if(print_flag) printf("\n");
+
+ violation = FALSE;
+ if(detached_insert)
+ temp_psi = 0.0;
+
+ /* 10.20.06 Found an exceedingly rare case (2 cases in all possible sub CM
+ * models of RMARK) where psi test fails with diff < 0.00002 but > 0.00001
+ * (our default). Both cases involve insert self loops with p > 0.9,
+ * the reason (I'm pretty sure) these guys fail is because when the
+ * contribution of the self insertion loop is included in fill_psi, even
+ * if the self-insert probs for a sub_cm and orig_cm state are equal, if
+ * the psi values for that state BEFORE the contribution of the self insert
+ * is added are > 0.0000001 or so, the self insert contributions amplifies
+ * that difference above our 0.00001 threshold. This only happens if the
+ * self insert probs are really high and explains the rareness of this case.
+ * The approach to fixing it is to subtract out the self loop contribution
+ * prior to checking if we exceed our threshold.
+ */
+ if(is_insert && !detached_insert)
+ {
+ diff = (sub_psi[v_s] - (sub_psi[v_s] * sub_cm->t[v_s][0])) -
+ (temp_psi - (temp_psi * orig_cm->t[submap->s2o_smap[v_s][0]][0]));
+ }
+ else
+ diff = sub_psi[v_s] - temp_psi;
+ if((diff > threshold) || ((-1. * diff) > threshold))
+ {
+ violation = TRUE;
+ v_ct++;
+ if((sub_cm->ndidx[v_s] == 0) || (sub_cm->ndidx[v_s] == 1))
+ {
+ root_v_ct++;
+ }
+ }
+ if(violation)
+ printf("sub: %.6f | orig: %.6f | diff: %.6f VIOLATION\n\n", sub_psi[v_s], temp_psi, (sub_psi[v_s]-temp_psi));
+ else if(detached_insert && print_flag)
+ printf("sub: %.6f | orig: %.6f | diff: %.6f (DEAD INSERT)\n\n", sub_psi[v_s], temp_psi, (sub_psi[v_s]-temp_psi));
+ else if(print_flag)
+ printf("sub: %.6f | orig: %.6f | diff: %.6f\n\n", sub_psi[v_s], temp_psi, (sub_psi[v_s]-temp_psi));
+ }
+ else
+ {
+ if(!detached_insert &&
+ sub_cm->sttype[v_s] != E_st &&
+ sub_cm->sttype[v_s] != B_st &&
+ sub_cm->sttype[v_s] != S_st &&
+ sub_cm->sttype[v_s] != EL_st)
+ cm_Fail("ERROR state v_s:%d maps to nothing and its not E,B,S,EL\n", v_s);
+ if(print_flag) printf("E B S or EL\n");
+ }
+ }
+
+ if(v_ct > 0)
+ {
+ printf("ERROR, v_ct: %d sub_cm states violate the %f threshold b/t psi.\n", v_ct, threshold);
+ /*exit(1);*/
+ ret_val = FALSE;
+ }
+ else
+ if(print_flag) printf("v_ct is 0 with thresh: %f!\n", threshold);
+
+ if(root_v_ct > 0)
+ printf("ROOT v_ct is %d with thresh: %f!\n", root_v_ct, threshold);
+
+ /* Cleanup and exit. */
+ for(i = 0; i < UNIQUESTATES; i++)
+ {
+ for(j = 0; j < NODETYPES; j++)
+ free(tmap[i][j]);
+ free(tmap[i]);
+ }
+ free(tmap);
+ free(orig_psi);
+ free(sub_psi);
+
+ return ret_val;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 09.11.06
+ * cm_trans_check()
+ *
+ * Return TRUE if there's a transition in the CM from state a to state b.
+ *
+ * Args:
+ * CM_t cm,
+ * int a;
+ * int b;
+ * Returns: TRUE if b is a child of a (a->b exists)
+ * FALSE otherwise
+ */
+int
+cm_trans_check(CM_t *cm, int a, int b)
+{
+ /*printf("\t**in cm_trans_check a: %d | b: %d\n", a, b);*/
+
+ if((a == -1 || b == -1) || (a > b))
+ return FALSE;
+
+ if((b - cm->cfirst[a]) < cm->cnum[a])
+ { /*printf("returning TRUE") ;*/ return TRUE; }
+
+ return FALSE;
+
+}
+
+/**************************************************************************
+ * EPN 09.21.06
+ * Function: cm2sub_cm_subtract_root_subpaths()
+ *
+ * Purpose: When building a sub CM (sub_cm) from an original, template
+ * CM (orig_cm), there's special considerations that must be
+ * taken involving sub_cm nodes with 2 insert states where there
+ * isn't an exactly identical node in the original CM. The only
+ * node that potentially meets this criteria is the ROOT_nd because
+ * all MATP nodes in sub_cm must necessarily also exist in the
+ * orig_cm.
+ *
+ * The problem is that we have overcounted certain subpaths when
+ * transitioning out of the sub_cm ROOT_S and ROOT_IL states.
+ *
+ * For each sub_cm ROOT_IL state, there are up to 2 orig_cm inserts
+ * that map to it (orig_il1 and orig_il2), and analagously for sub_cm
+ * ROOT_IR (orig_ir1 and orig_ir2). Then there are up to 2 sub_cm states
+ * that map to each of the split set states in sub_cm node 1 (orig_ss1
+ * and orig_ss2). The subpaths that we have overcounted is dependent
+ * on the relationship between orig_il*, orig_ir*, and orig_ss*.
+ * There are six cases of this relationship:
+ *
+ * cases 1A, 1B, 1C apply when il < ir.
+ * case 1A: il < ir < ss (this is correctly handled by cm2sub_cm_sum_subpaths())
+ * case 1B: il < ss < ir
+ * case 1C: ss < il < ir
+ *
+ * cases 2A, 2B, 2C apply when ir < il.
+ * case 2A: ir < il < ss
+ * case 2B: ir < ss < il
+ * case 2C: ss < ir < il
+ *
+ * These cases are not explicitly checked for in the code but were
+ * useful for determining the correct strategy to use here, and
+ * are mentioned in comments throughout the code.
+ *
+ * This function calls a helper function for each pair of orig_il* and
+ * orig_ir* (up to 4 possible pairs), which actually subtracts
+ * the path based on the relationships of orig_il*, orig_ir* and
+ * orig_ss*.
+ *
+ * Importantly, though there are potentially many orig_ss* states
+ * (up to 2 that map to each sub_cm node 1 split set state),
+ * they all must be close enough in state indices that we'll
+ * never have a case where for a specific il* and ir* we get more
+ * than 1 of the 6 possible cases for all orig_ss*. This is
+ * because either the orig_ss are in a sub_cm MATP node - in
+ * which case they MUST map to exactly 1 state each in the orig_cm
+ * (to the corresponding MATP node) and are contiguous state indices,
+ * or they are a MATL or MATR which either map to a corresponding
+ * MATL, MATR (in which case they're contiguous) or each sub_cm
+ * split state maps to exactly 2 states in the same orig_cm MATP
+ * node, (for example MATL_ML might map to MATP_MP and MATP_ML)
+ * which are all in the same node and thus have no insert states
+ * with a state index between the indices of the 2 states they
+ * map to (ouch).
+ *
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM
+ * double *orig_psi - for orig_cm: orig_psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap - the hard-coded transition map
+ * CMSubMap_t *submap- the map from the sub CM to the template CM
+ * int print_flag - TRUE to print useful debugging info
+ *
+ * Returns: VOID
+ */
+static void
+cm2sub_cm_subtract_root_subpaths(CM_t *orig_cm, CM_t *sub_cm, double *orig_psi, char ***tmap,
+ CMSubMap_t *submap, int print_flag)
+
+{
+ int sub_root_s;
+ int sub_il;
+ int sub_ir;
+ int yoffset;
+ int sub_y;
+ int orig_y;
+ int orig_il;
+ int orig_ir;
+ int orig_ss;
+ int orig_ss1;
+ int orig_ss2;
+
+ sub_root_s = 0; /* sub_cm ROOT_S index */
+ sub_il = 1; /* sub ROOT_IL index */
+ sub_ir = 2; /* sub ROOT_IR index */
+ orig_il = submap->s2o_smap[sub_il][0];
+ orig_ir = submap->s2o_smap[sub_ir][0];
+
+ if(print_flag) printf("\n\nin cm2sum_cm_subtract_root_subpaths_helper: orig_il: %d orig_ir: %d\n", orig_il, orig_ir);
+
+ for(yoffset = 0; yoffset < sub_cm->cnum[0]; yoffset++)
+ if(print_flag) printf("Before t[0][%d] = %f\n", yoffset, sub_cm->t[0][yoffset]);
+
+ orig_ss = submap->s2o_smap[3][0]; /* orig_ss is the 1 (of possibly 2) orig_cm states that map to the first
+ * state in sub_cm node 1 (sub_cm state 3)
+ */
+ /* Check to make sure that all the split states meet our guarantee (not necessary) */
+ for(yoffset = 2; yoffset < sub_cm->cnum[0]; yoffset++) /* note we start at yoffset = 2
+ * ROOT_S -> first state of next
+ * node's split set. */
+ {
+ sub_y = yoffset + sub_cm->cfirst[0];
+ orig_y = submap->s2o_smap[sub_y][0];
+ if((orig_il > orig_ss && orig_il < orig_y) ||
+ (orig_il < orig_ss && orig_il > orig_y) ||
+ (orig_ir > orig_ss && orig_ir < orig_y) ||
+ (orig_ir < orig_ss && orig_ir > orig_y))
+ cm_Fail("ERROR in cm2sub_cm_subtract_root_subpaths_helper() split set state guarantee violated!\n");
+ }
+
+
+ /* Check for which of the 6 cases we have (not actually necessary) */
+ if((orig_il < orig_ir) && (orig_ir < orig_ss))
+ if(print_flag) printf("ROOT NODE case 1A\n");
+ if((orig_il < orig_ss) && (orig_ss < orig_ir))
+ if(print_flag) printf("ROOT NODE case 1B\n");
+ if((orig_ss < orig_il) && (orig_il < orig_ir))
+ if(print_flag) printf("ROOT NODE case 1C\n");
+
+ if((orig_ir < orig_il) && (orig_il < orig_ss))
+ if(print_flag) printf("ROOT NODE case 2A\n");
+ if((orig_ir < orig_ss) && (orig_ss < orig_il))
+ if(print_flag) printf("ROOT NODE case 2B\n");
+ if((orig_ss < orig_ir) && (orig_ir < orig_il))
+ if(print_flag) printf("ROOT NODE case 2C\n");
+
+
+ /* First adjust counts out of sub_cm ROOT_S */
+
+ /* if orig_ir < orig_il, we've counted paths from
+ * ir -> il correctly for ROOT_IL -> ROOT_IR and
+ * incorrectly for ROOT_S -> ROOT_IR
+ */
+ if(orig_ir < orig_il)
+ {
+ if(print_flag) printf("0 sub from S->IR, IR -> IL\n"); /* cases 2A, 2B, 2C */
+ sub_cm->t[sub_root_s][1] -= orig_psi[orig_ir] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir, orig_il, 0, tmap, orig_psi);
+ }
+
+ /* All the remaining paths to be subtracted involve the split set state of
+ * node 1. */
+ for(yoffset = 0; yoffset < sub_cm->cnum[0]; yoffset++)
+ {
+ sub_y = sub_cm->cfirst[0] + yoffset;
+ orig_ss1 = submap->s2o_smap[sub_y][0];
+ orig_ss2 = submap->s2o_smap[sub_y][1];
+ if(sub_cm->ndidx[sub_y] != 0)
+ {
+ /* Adjust counts out of ROOT_IL if necessary */
+
+ /* if orig_ir < orig_ss < orig_il, we've counted paths from
+ * ir -> ss -> il correctly for ROOT_IL -> ROOT_IR and
+ * incorrectly for ROOT_IL -> ROOT_SS
+ */
+ if(orig_ir < orig_ss && orig_ss < orig_il) /* case 2B only */
+ {
+ if(print_flag) printf("3 (2b) sub from IL, IR -> SS -> IL\n");
+
+ /* subtract paths from orig_ir -> orig_ss1 -> orig_il */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_ir] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir, orig_ss1,
+ sub_il, tmap, orig_psi) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ss1, orig_il,
+ sub_il, tmap, orig_psi);
+ if(orig_ss2 != -1)
+ /* subtract paths from orig_ir -> orig_ss2 -> orig_il */
+ sub_cm->t[1][yoffset] -= orig_psi[orig_ir] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir, orig_ss2,
+ sub_il, tmap, orig_psi) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ss2, orig_il,
+ sub_il, tmap, orig_psi);
+
+ }
+
+ /* if orig_ss < orig_il < orig_ir, we've counted paths from
+ * ss -> il -> ir correctly for ROOT_IR -> ROOT_SS and
+ * incorrectly for ROOT_IL -> ROOT_SS
+ */
+ if(orig_ss < orig_il && orig_il < orig_ir) /* case 1C only */
+ {
+ if(print_flag) printf("4 (1c) sub from IL, SS -> IL -> IR\n");
+
+ /* subtract paths from orig_ss1 -> orig_il (add self insert) -> orig_ir */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_ss1] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ss1, orig_il,
+ sub_il, tmap, orig_psi) *
+ (1. + (orig_cm->t[orig_il][0] / (1 - orig_cm->t[orig_il][0]))) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_il, orig_ir,
+ sub_il, tmap, orig_psi);
+
+ if(orig_ss2 != -1)
+ /* subtract paths from orig_ss2 -> orig_il (add self insert) -> orig_ir */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_ss2] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ss2, orig_il,
+ sub_il, tmap, orig_psi) *
+ (1. + (orig_cm->t[orig_il][0] / (1 - orig_cm->t[orig_il][0]))) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_il, orig_ir,
+ sub_il, tmap, orig_psi);
+ }
+
+ /* if orig_ir < orig_il < orig_ss, we've counted paths from
+ * ir -> il -> ss correctly for ROOT_IR -> ROOT_SS and
+ * incorrectly for ROOT_IL -> ROOT_SS
+ */
+ if(orig_ir < orig_il && orig_il < orig_ss) /* case 2A only */
+ {
+ if(print_flag) printf("5 (2a) sub from IL, IR -> IL -> SS\n");
+
+ /* subtract paths from orig_ir -> orig_il (add self insert) -> orig_ss1 */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_ir] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir, orig_il,
+ sub_il, tmap, orig_psi) *
+ (1. + (orig_cm->t[orig_il][0] / (1 - orig_cm->t[orig_il][0]))) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_il, orig_ss1,
+ sub_il, tmap, orig_psi);
+
+ if(orig_ss2 != -1)
+ /* subtract paths from orig_ir -> orig_il (add self insert) -> orig_ss2 */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_ir] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ir, orig_il,
+ sub_il, tmap, orig_psi) *
+ (1. + (orig_cm->t[orig_il][0] / (1 - orig_cm->t[orig_il][0]))) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_il, orig_ss2,
+ sub_il, tmap, orig_psi);
+
+ }
+
+ /* if orig_il < orig_ss < orig_ir, we've counted paths from
+ * il -> ss -> ir correctly for ROOT_IL -> ROOT_IR and
+ * incorrectly for ROOT_IL -> ROOT_SS
+ */
+ if(orig_il < orig_ss && orig_ss < orig_ir) /* case 1B only */
+ {
+ if(print_flag) printf("6 (1b) sub from IL, IL -> SS -> IR\n");
+ if(print_flag) printf("1B before sub 1: sub_cm->t[sub_il:%d][yoffset:%d]: %f\n", sub_il, yoffset, sub_cm->t[sub_il][yoffset]);
+ /* subtract paths from orig_il -> orig_ss1 -> orig_ir */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_il] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_il, orig_ss1,
+ sub_il, tmap, orig_psi) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ss1, orig_ir,
+ sub_il, tmap, orig_psi);
+
+ if(print_flag) printf("1B before sub 2: sub_cm->t[sub_il:%d][yoffset:%d]: %f\n", sub_il, yoffset, sub_cm->t[sub_il][yoffset]);
+ if(orig_ss2 != -1)
+ /* subtract paths from orig_il -> orig_ss2 -> orig_ir */
+ sub_cm->t[sub_il][yoffset] -= orig_psi[orig_il] *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_il, orig_ss2,
+ sub_il, tmap, orig_psi) *
+ cm2sub_cm_sum_subpaths(orig_cm, sub_cm, submap, orig_ss2, orig_ir,
+ sub_il, tmap, orig_psi);
+ if(print_flag) printf("1B after sub 2: sub_cm->t[sub_il:%d][yoffset:%d]: %f\n", sub_il, yoffset, sub_cm->t[sub_il][yoffset]);
+
+ }
+ }
+ }
+ for(yoffset = 0; yoffset < sub_cm->cnum[0]; yoffset++)
+ if(print_flag) printf("After t[0][%d] = %f\n", yoffset, sub_cm->t[0][yoffset]);
+
+ return;
+}
+
+
+/**************************************************************************
+ * EPN 09.11.06
+ * cm2sub_cm_check_id_next_node()
+ *
+ * It's known that sub_nd and orig_nd are identical nodes, in that they
+ * are of the same type and model the same column of the seed alignment.
+ * In this function, we check if the next node of the sub_cm and orig_nd
+ * have the same relationship and if so, we update information in
+ * the submap->s2o_id array, setting the sub_cm states of this node to
+ * TRUE.
+ *
+ * Returns: void
+ *
+ * Args:
+ * CM_t orig_cm
+ * CM_t sub_cm
+ * int orig_nd
+ * int sub_nd
+ * CMSubMap_t *submap
+ * int sub_start
+ */
+
+static int
+cm2sub_cm_check_id_next_node(CM_t *orig_cm, CM_t *sub_cm, int orig_nd, int sub_nd,
+ CMSubMap_t *submap, CP9Map_t *orig_cp9map,
+ CP9Map_t *sub_cp9map, int print_flag)
+{
+ int v_s;
+ int left_check, right_check;
+ left_check = FALSE;
+ right_check = FALSE;
+
+ if((orig_nd+1) > (orig_cm->nodes-1))
+ return FALSE;
+ if((sub_nd+1) > (sub_cm->nodes-1))
+ return FALSE;
+ if(orig_cm->ndtype[orig_nd] != sub_cm->ndtype[sub_nd])
+ return FALSE;
+ if(orig_cm->ndtype[orig_nd+1] != sub_cm->ndtype[sub_nd+1])
+ return FALSE;
+
+ if(orig_cp9map->nd2lpos[orig_nd+1] == -1 && sub_cp9map->nd2lpos[sub_nd+1] == -1)
+ left_check = TRUE;
+ if(orig_cp9map->nd2lpos[orig_nd+1] == (sub_cp9map->nd2lpos[sub_nd+1] + submap->spos -1))
+ left_check = TRUE;
+ if(orig_cp9map->nd2rpos[orig_nd+1] == -1 && sub_cp9map->nd2rpos[sub_nd+1] == -1)
+ right_check = TRUE;
+ if(orig_cp9map->nd2rpos[orig_nd+1] == (sub_cp9map->nd2rpos[sub_nd+1] + submap->spos -1))
+ right_check = TRUE;
+
+ if(left_check && right_check)
+ {
+ v_s = sub_cm->nodemap[sub_nd];
+ while(sub_cm->ndidx[v_s] == sub_nd)
+ {
+ if(print_flag) printf("setting submap->s2o_id[v_s:%d] to TRUE\n", v_s);
+ submap->s2o_id[v_s++] = TRUE;
+ }
+ return TRUE;
+ }
+ return FALSE;
+}
+
+/**************************************************************************
+ * EPN 10.05.06
+ * cm2sub_cm_find_impossible_misc_cases
+ *
+ * For certain situations, the conversion of an orig_cm to a sub_cm loses
+ * some information that makes it impossible for a CP9 trained from the sub_cm
+ * to exactly match a CP9 trained from the orig_cm for the corresponding
+ * columns. One case where it is impossible involves start states as follows:
+ *
+ * if for any k k=spos..epos-1
+ * X >= 0 start states exists in the orig_cm in a node between:
+ * orig_cp9map->pos2nd[k] -> orig_cp9map->pos2nd[k+1]
+ * AND Y >= 1 start states exist in the sub_cm in a node between:
+ * sub_cp9map->pos2nd[k-spos+1] -> sub_cp9map->pos2nd[k-spos+1+1]
+ * where X != Y
+ *
+ * AND further one or both of the two nodes in the sub_cm (sub_cp9map->pos2nd[k-spos+1]
+ * OR sub_cp9map->pos2nd[k-spos+1+1] must be a MATP.
+ *
+ * This is because for the sub_cm paths that would go from CP9 node k to k+1
+ * were forced to go through a start state where as for the orig_cm there
+ * was not a requirement to go through a start. Therefore when the
+ * sub_cm was constructed it lost some information about the original
+ * transitions.
+ *
+ * Also, a special situation of this case occurs with transitions out of
+ * CP9 node k=spos-1 to k=spos, and out of CP9 node k=epos to k=epos+1.
+ * The sub_cm node that models columns spos-1 and epos-1 is the ROOT node,
+ * which only really models inserts in those columns. It turns out that
+ * the transition distributions will nearly always be screwy out of these
+ * two nodes, except in the case when the sub_cm ROOT_IL and ROOT_IR map
+ * to an IL and IR state respectivley in the original *within the same
+ * orig_cm node*. In which case the transitions out of node 0 will be
+ * identical to those out of node spos-1 in the orig_cm.
+ * There are a few other rare cases where the transitions will be
+ * identical, but an exhaustive understanding of them eludes me.
+ * (see ~nawrockie/notebook/6_0725_inf_sub_cm/00LOG for more).
+ *
+ * Returns: void
+ *
+ * Args:
+ * CM_t orig_cm
+ * CM_t sub_cm
+ * int *orig_cp9map->pos2nd
+ * int *sub_cp9map->pos2nd
+ * int *imp_cc
+ * int spos;
+ * int epos;
+ */
+
+static void
+cm2sub_cm_find_impossible_misc_cases(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CMSubInfo_t *subinfo,
+ CP9Map_t *orig_cp9map, CP9Map_t *sub_cp9map, int print_flag)
+
+{
+ int status;
+ int k;
+ int sub_starts;
+ int orig_starts;
+ int orig_nd1;
+ int orig_nd2;
+ int sub_nd1;
+ int sub_nd2;
+ int temp;
+ int nd;
+ int orig_special_matps;
+ int sub_special_matl;
+ int sub_both_matps;
+ CMEmitMap_t *orig_emap; /* consensus emit map for the original, template CM */
+ CMEmitMap_t *sub_emap; /* consensus emit map for the sub CM */
+
+ int orig_il1;
+ int orig_il2;
+ int orig_ir1;
+ int orig_ir2;
+
+ char **nodetypes;
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ if(print_flag) printf("in cm2sub_find_impossible_misc_cases()\n");
+
+ orig_emap = CreateEmitMap(orig_cm);
+ sub_emap = CreateEmitMap(sub_cm);
+
+ /* We know that the sub CM node 0 and node submap->sub_clen are nearly always going to
+ * get the transition distributions wrong (see comments above in the function
+ * explanation). There are a couple of cases they should get right
+ * (see ~nawrockie/notebook/6_0725_inf_sub_cm/00LOG for details), we
+ * check for these here:
+ */
+ subinfo->imp_cc[0] = 1;
+ subinfo->imp_cc[submap->sub_clen] = 1;
+
+ /* check if the orig_cm states that model sub_cm ROOT_IL and ROOT_IR are
+ * from the same node. */
+ orig_il1 = submap->s2o_smap[1][0]; /* 1st of up to 2 states that maps to sub_cm's ROOT_IL */
+ orig_il2 = submap->s2o_smap[1][1]; /* 2nd state that maps to sub_cm's ROOT_IL or -1 if only 1 maps*/
+ orig_ir1 = submap->s2o_smap[2][0]; /* 1st of up to 2 states that maps to sub_cm's ROOT_IR */
+ orig_ir2 = submap->s2o_smap[2][1]; /* 2nd state that maps to sub_cm's ROOT_IR or -1 if only 1 maps*/
+
+ /* We ASSUME that ambiguities have been removed, i.e. if two insert states map to either ROOT_IL
+ * or ROOT_IR, one of them has been detached. We exploit this knowledge.
+ */
+ if(orig_il2 != -1)
+ {
+ if(orig_cm->sttype[orig_il1+1] == E_st)
+ orig_il1 = orig_il2; /* orig_il1 was detached */
+ else if(orig_cm->sttype[orig_il2+1] == E_st)
+ {
+ /* do nothing */
+ }
+ else
+ cm_Fail("ERROR, can't determine which state was detached\n");
+ }
+ if(orig_ir2 != -1)
+ {
+ if(orig_cm->sttype[orig_ir1+1] == E_st)
+ orig_ir1 = orig_ir2; /* orig_ir1 was detached */
+ else if(orig_cm->sttype[orig_ir2+1] == E_st)
+ {
+ /* do nothing */
+ }
+ else
+ cm_Fail("ERROR, can't determine which state was detached\n");
+ }
+
+ /* Now orig_il1 and orig_ir1 map to the ONLY insert states that map to sub_cm
+ * ROOT_IL and ROOT_IR respectively. */
+ if(orig_cm->ndidx[orig_il1] == orig_cm->ndidx[orig_ir1])
+ {
+ /* we can get the distro out of 0 right in this case */
+ subinfo->imp_cc[0] = FALSE;
+ if(submap->spos == submap->sstruct && submap->epos == submap->estruct)
+ subinfo->imp_cc[submap->sub_clen] = FALSE;
+ }
+
+ for(k = 1; k < submap->sub_clen; k++)
+ {
+ if(print_flag) printf("k: %d\n", k);
+ if((k+submap->spos-1) == 0)
+ orig_nd1 = 0;
+ else
+ orig_nd1 = orig_cp9map->pos2nd[k+submap->spos-1];
+ orig_nd2 = orig_cp9map->pos2nd[k+submap->spos-1+1];
+
+ orig_special_matps = FALSE;
+ if((orig_cm->ndtype[orig_nd1] == MATP_nd &&
+ orig_cm->ndtype[orig_nd2] == MATP_nd) &&
+ (orig_cp9map->nd2rpos[orig_nd1] == (k+submap->spos-1) &&
+ orig_cp9map->nd2lpos[orig_nd2] == (k+submap->spos)))
+ {
+ if((orig_cp9map->nd2lpos[orig_nd1] < submap->spos) ||
+ (orig_cp9map->nd2rpos[orig_nd2] > submap->epos))
+ {
+ /* This is a special case */
+ orig_special_matps = TRUE;
+ }
+ }
+
+ if(orig_nd2 < orig_nd1)
+ {
+ temp = orig_nd1;
+ orig_nd1 = orig_nd2;
+ orig_nd2 = temp;
+ }
+ orig_starts = 0;
+
+ if(print_flag) printf("orig_nd1: %d | orig_nd2: %d\n", orig_nd1, orig_nd2);
+ for(nd = orig_nd1; nd <= orig_nd2; nd++)
+ {
+ if(print_flag) printf("orig_cm->ndtype[%d]: %s L: %4d R: %4d (submap->spos: %4d) (submap->epos: %4d)\n", nd, nodetypes[(int) orig_cm->ndtype[nd]], orig_emap->lpos[nd], orig_emap->rpos[nd], submap->spos, submap->epos);
+ if(orig_cm->ndtype[nd] == BEGL_nd ||
+ orig_cm->ndtype[nd] == BEGR_nd)
+ { orig_starts++; }
+ }
+ sub_nd1 = sub_cp9map->pos2nd[k];
+ sub_nd2 = sub_cp9map->pos2nd[k+1];
+
+ sub_special_matl = FALSE;
+ if(sub_cm->ndtype[sub_nd1] == MATL_nd)
+ sub_special_matl = TRUE;
+
+ if(sub_nd2 < sub_nd1)
+ {
+ temp = sub_nd1;
+ sub_nd1 = sub_nd2;
+ sub_nd2 = temp;
+ }
+
+ sub_both_matps = FALSE;
+ if((sub_cm->ndtype[sub_nd1] == MATP_nd && sub_cm->ndtype[sub_nd2] == MATP_nd) &&
+ (!(sub_cp9map->nd2lpos[sub_nd1] < sub_cp9map->nd2lpos[sub_nd2] && sub_cp9map->nd2rpos[sub_nd1] > sub_cp9map->nd2rpos[sub_nd2])))
+ sub_both_matps = TRUE;
+
+ sub_starts = 0;
+ if(print_flag) printf("sub_nd1: %d | sub_nd2: %d\n", sub_nd1, sub_nd2);
+ for(nd = sub_nd1; nd <= sub_nd2; nd++)
+ {
+ if(print_flag) printf("sub_cm->ndtype[%d]: %s L: %4d R: %4d (submap->spos: %4d) (submap->epos: %4d)\n", nd, nodetypes[(int) sub_cm->ndtype[nd]], (sub_emap->lpos[nd]+submap->spos-1), (sub_emap->rpos[nd]+submap->spos-1), submap->spos, submap->epos);
+ if(sub_cm->ndtype[nd] == BEGL_nd || sub_cm->ndtype[nd] == BEGR_nd)
+ {
+ sub_starts++;
+ if(sub_cm->ndtype[sub_nd1] != MATP_nd && sub_cm->ndtype[sub_nd2] != MATP_nd)
+ cm_Fail("ERROR in cm2sub_cm_find_impossible_misc_cases() found impossible case not involving any MATP in the sub_cm, k: %d submap->epos-submap->spos+1: %d\n", k, submap->sub_clen);
+ if(orig_cm->ndtype[orig_nd1] != MATP_nd && orig_cm->ndtype[orig_nd2] != MATP_nd)
+ cm_Fail("ERROR in cm2sub_cm_find_impossible_misc_cases() found impossible case not involving any MATP in the orig_cm\n, k: %d | submap->epos-submap->spos+1: %d", k, submap->sub_clen);
+ }
+ }
+
+ if(print_flag) printf("sub_starts: %d | orig_starts: %d\n", sub_starts, orig_starts);
+
+ if(sub_starts > 0 && orig_starts == 0)
+ subinfo->imp_cc[k] = 3;
+ else if((sub_starts > 0 && sub_starts > orig_starts) &&
+ sub_both_matps == TRUE)
+ subinfo->imp_cc[k] = 4;
+ else if(sub_starts > 0 && orig_special_matps && sub_special_matl)
+ subinfo->imp_cc[k] = 5;
+ else if(sub_starts == 0 && orig_starts > 0 && orig_special_matps && sub_special_matl)
+ subinfo->imp_cc[k] = 6;
+
+ }
+ FreeEmitMap(orig_emap);
+ FreeEmitMap(sub_emap);
+ free(nodetypes);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************************
+ * EPN 10.18.06
+ * cm2sub_cm_find_impossible_matr_cases
+ *
+ * For certain situations, the conversion of an orig_cm to a sub_cm loses
+ * some information that makes it impossible for a CP9 trained from the sub_cm
+ * to exactly match a CP9 trained from the orig_cm for the corresponding
+ * columns. One case where it is impossible involves MATR nodes as follows:
+ *
+ * if for any k k=spos..epos-1:
+ * orig_cp9map->pos2nd[k] + 1 = orig_cp9map->pos2nd[k+1] AND (NOT TRUE!)
+ * sub_cp9map->pos2nd[k] + 1 != sub_cp9map->pos2nd[k+1] AND
+ * orig_cp9map->pos2nd[k] == sub_cp9map->pos2nd[k] == MATL AND
+ * orig_cp9map->pos2nd[k+1] == sub_cp9map->pos2nd[k+1] == MATP AND
+ * all nodes between sub_cp9map->pos2nd[k] .. cc_node_map[k+1] are BIF, BEG*, or MATR nodes AND
+ * the orig_cm nodes that the stretch of MATR nodes map to are all MATP nodes
+ * for which the other half of the nodes map to positions outside the sub_cm.
+ *
+ * Here we explicitly check for these situations and set imp_cc[k] = TRUE for
+ * any k that satisfy all the criteria.
+ * Returns: void
+ *
+ * Args:
+ * CM_t orig_cm
+ * CM_t sub_cm
+ * int *orig_cp9map->pos2nd
+ * int *sub_cp9map->pos2nd
+ * int *imp_cc
+ * int spos;
+ * int epos;
+ */
+
+static void
+cm2sub_cm_find_impossible_matr_cases(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CMSubInfo_t *subinfo,
+ CP9Map_t *orig_cp9map, CP9Map_t *sub_cp9map, int print_flag)
+{
+ int status;
+ int sub_k;
+ int orig_k;
+ int orig_nd;
+ int sub_nd;
+ int next_sub_nd;
+ int next_orig_nd;
+ int sub_nd1;
+ int sub_nd2;
+ int orig_nd1;
+ int orig_nd2;
+ int tmp_k;
+ int tmp_sub_nd;
+ int tmp_orig_nd;
+ int correct_node_types_flag;
+ int orig_matr_stretch_flag;
+ int sub_matr_stretch_flag;
+
+ char **nodetypes;
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ for(sub_k = 1; sub_k < submap->sub_clen; sub_k++)
+ {
+ orig_k = sub_k + submap->spos - 1;
+ if(print_flag) printf("CASE 2 k: %d\n", sub_k);
+ /* Strategy: we check each of our criteria independently */
+
+ /* Find out what the node that models the next column is */
+ sub_nd = sub_cp9map->pos2nd[sub_k];
+ next_sub_nd = sub_cp9map->pos2nd[sub_k+1];
+ orig_nd = orig_cp9map->pos2nd[orig_k];
+ next_orig_nd = orig_cp9map->pos2nd[orig_k+1];
+ if(sub_nd < next_sub_nd)
+ {
+ sub_nd1 = sub_nd;
+ sub_nd2 = next_sub_nd;
+ }
+ else
+ {
+ sub_nd1 = next_sub_nd;
+ sub_nd2 = sub_nd;
+ }
+ if(orig_nd < next_orig_nd)
+ {
+ orig_nd1 = orig_nd;
+ orig_nd2 = next_orig_nd;
+ }
+ else
+ {
+ orig_nd1 = next_orig_nd;
+ orig_nd2 = orig_nd;
+ }
+
+ if(print_flag) printf("CASE 2 k: %d sub_nd: %d next_sub_nd: %d\n", sub_k, sub_nd, next_sub_nd);
+ if(print_flag) printf("CASE 2 k: %d orig_nd: %d next_orig_nd: %d\n", sub_k, orig_nd, next_orig_nd);
+
+ /* Make sure that next_sub_nd is and sub_nd are not consecutive */
+ if(sub_nd1 != sub_nd2-1)
+ {
+ /* Check if min(sub_nd, next_sub_nd) and min(orig_nd, next_orig_nd) are both MATLs and
+ if max(sub_nd, next_sub_nd) and max(orig_nd, next_orig_nd) are both MATPs */
+ if((orig_cm->ndtype[orig_nd1] == MATL_nd && sub_cm->ndtype[sub_nd1] == MATL_nd) &&
+ (orig_cm->ndtype[orig_nd2] == MATP_nd && sub_cm->ndtype[sub_nd2] == MATP_nd))
+ correct_node_types_flag = TRUE;
+ else
+ correct_node_types_flag = FALSE;
+ if(print_flag) printf("CASE 2 k: %d correct_node_types_flag: %d\n", sub_k, correct_node_types_flag);
+
+ if(correct_node_types_flag == TRUE)
+ {
+ /* Determine if the next_orig_nd is the next left emitting
+ * node of the orig_cm after orig_nd */
+ orig_matr_stretch_flag = TRUE;
+ for(tmp_orig_nd = orig_nd1+1; tmp_orig_nd < orig_nd2; tmp_orig_nd++)
+ {
+ if(orig_cm->ndtype[tmp_orig_nd] != MATR_nd)
+ {
+ orig_matr_stretch_flag = FALSE;
+ break;
+ }
+ }
+ if(print_flag) printf("CASE 2 k: %d orig_matr_stretch_flag: %d\n", sub_k, orig_matr_stretch_flag);
+ if(orig_matr_stretch_flag == TRUE)
+ {
+ /* Check if all the sub_cm nodes between sub_nd and
+ * next_sub_nd are MATRs. */
+ sub_matr_stretch_flag = TRUE;
+ for(tmp_sub_nd = sub_nd1+1; tmp_sub_nd < sub_nd2; tmp_sub_nd++)
+ if(sub_cm->ndtype[tmp_sub_nd] != MATR_nd)
+ {
+ sub_matr_stretch_flag = FALSE;
+ break;
+ }
+ if(print_flag) printf("CASE 2 k: %d sub_matr_stretch_flag: %d\n", sub_k, sub_matr_stretch_flag);
+ if(sub_matr_stretch_flag == TRUE)
+ {
+ /* This should be a MATR impossible case,
+ * Check all the criteria we *think* are always true in this situation,
+ * cm_Fail if what we think is wrong.
+ *
+ * The orig_cm nodes that map to the same consensus columns
+ * as the MATR nodes in the sub_cm must either be:
+
+ * as the MATR nodes in the sub_cm must either be:
+ *
+ * 1 orig_cm MATPs or MATRs for which the RIGHT half maps to the same column
+ * modelled by the corresponding sub_cm MATR, and in the case of the
+ * MATPs the LEFT half maps to consensus columns before spos.
+ * 2 orig_cm nodes that map to the same consensus columns
+ * as the MATR nodes in the sub_cm are ALL either orig_cm MATPs
+ * or MATLs for which the LEFT half maps to the same
+ * column modelled by the corresponding sub_cm MATR, and in the
+ * case of the MATPs, the RIGHT half maps to consensus columns
+ * after epos.
+ *
+ * Usually the entire set of orig_cm nodes that map to the sub_cm
+ * MATRs are either one or the other type, but I've seen rare cases
+ * where there's a stretch of one type, and then a stretch of the
+ * other.
+ */
+ tmp_sub_nd = sub_cp9map->pos2nd[sub_k] + 1;
+ tmp_k = sub_cp9map->nd2rpos[tmp_sub_nd] + submap->spos - 1;
+ tmp_orig_nd = orig_cp9map->pos2nd[tmp_k];
+
+ for(tmp_sub_nd = sub_nd1+1; tmp_sub_nd < sub_nd2; tmp_sub_nd++)
+ {
+ tmp_k = sub_cp9map->nd2rpos[tmp_sub_nd] + submap->spos - 1;
+ tmp_orig_nd = orig_cp9map->pos2nd[tmp_k];
+
+ if(print_flag) printf("10.18.06: %s %3d %3d | %s %3d %3d (xcc: %3d)\n", nodetypes[(int) sub_cm->ndtype[tmp_sub_nd]], tmp_sub_nd, (sub_cp9map->nd2rpos[tmp_sub_nd]+submap->spos-1), nodetypes[(int) orig_cm->ndtype[tmp_orig_nd]], orig_cp9map->nd2lpos[tmp_orig_nd], orig_cp9map->nd2rpos[tmp_orig_nd], tmp_k);
+ if(orig_cp9map->nd2rpos[tmp_orig_nd] == (sub_cp9map->nd2rpos[tmp_sub_nd]+submap->spos-1)) /* Case 1 above */
+ {
+ if(orig_cm->ndtype[tmp_orig_nd] != MATP_nd && orig_cm->ndtype[tmp_orig_nd] != MATR_nd)
+ cm_Fail("ERROR 2 in cm2sub_cm_find_impossible_matr_cases() found impossible MATR case that can't be classified as case 1 or case 2, k: %d | submap->spos: %d submap->epos: %d", sub_k, submap->spos, submap->epos);
+ if(orig_cm->ndtype[tmp_orig_nd] == MATP_nd && orig_cp9map->nd2lpos[tmp_orig_nd] >= submap->spos)
+ cm_Fail("ERROR 3 in cm2sub_cm_find_impossible_matr_cases() found impossible MATR case that can't be classified as case 1 or case 2, k: %d | submap->spos: %d submap->epos: %d", sub_k, submap->spos, submap->epos);
+ }
+ else if(orig_cp9map->nd2lpos[tmp_orig_nd] == (sub_cp9map->nd2rpos[tmp_sub_nd]+submap->spos-1)) /* Case 2 above */
+ {
+ if(orig_cm->ndtype[tmp_orig_nd] != MATP_nd && orig_cm->ndtype[tmp_orig_nd] != MATL_nd)
+ cm_Fail("ERROR 4 in cm2sub_cm_find_impossible_matr_cases() found impossible MATR case that can't be classified as case 1 or case 2, k: %d | submap->spos: %d submap->epos: %d", sub_k, submap->spos, submap->epos);
+ if(orig_cm->ndtype[tmp_orig_nd] == MATP_nd && orig_cp9map->nd2rpos[tmp_orig_nd] <= submap->epos)
+ cm_Fail("ERROR 5 in cm2sub_cm_find_impossible_matr_cases() found impossible MATR case that can't be classified as case 1 or case 2, k: %d | submap->spos: %d submap->epos: %d | orig_cp9map->nd2rpos[%d]: %d", sub_k, submap->spos, submap->epos, tmp_orig_nd, orig_cp9map->nd2rpos[tmp_orig_nd]);
+ }
+ }
+ /* if we get here, we've satisfied all of our criteria */
+ subinfo->imp_cc[sub_k] = 2;
+ }
+ }
+ }
+ }
+ }
+ free(nodetypes);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+
+/**************************************************************************
+ * EPN 10.16.06
+ * Function: check_sub_cm()
+ *
+ * Purpose: Given a CM and a sub CM that is supposed to mirror
+ * the CM as closely as possible between two given consensus
+ * columns (spos and epos), check that the sub_cm was correctly
+ * constructed.
+ *
+ * 1. Build a CP9 HMM (cp9_1) from the sub_cm.
+ * 2. Build a CP9 HMM (cp9_2) from the full cm.
+ * 3. Reconfig cp9_2 so start node is spos and end node is epos.
+ * 4. Check corresponding parameters of cp9_1 and cp9_2 to make
+ * sure they're within pthresh, allowing nodes we predict
+ * to be wrong, as stored in subinfo->imp_cc[] to be wrong,
+ * but keeping statistics on these cases.
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM built from the orig_cm
+ * CMSubMap_t *submap
+ * CMSubInfo_t *subinfo
+ * float pthresh - the allowed difference in probability between HMMs
+ * int print_flag - TRUE to print useful debugging info
+ *
+ * Returns: TRUE: if CM and sub CM are "close enough" (see code)
+ * FALSE: otherwise
+ */
+int
+check_sub_cm(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CMSubInfo_t *subinfo, float pthresh, int print_flag)
+{
+ CP9_t *sub_hmm; /* constructed CP9 HMM from the sub_cm */
+ CP9_t *orig_hmm; /* constructed CP9 HMM from the original cm
+ * this will be reconfiged to match the sub_hmm */
+ CP9Map_t *orig_cp9map; /* maps the orig_cm to the orig_hmm and vice versa */
+ CP9Map_t *sub_cp9map; /* maps the sub_cm to the sub_hmm and vice versa */
+
+ int status;
+ int ret_val; /* return value */
+ int k;
+ double **orig_phi;
+ int *violation;
+ int v_ct;
+ int apredict_total_ct;
+ int awrong_total_ct;
+ int i;
+ float diff;
+ int nd;
+
+ char **nodetypes;
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ char **sttypes;
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ ret_val = TRUE;
+
+ v_ct = 0;
+ apredict_total_ct = 0;
+ awrong_total_ct = 0;
+
+ /* Build two CP9 HMMs, one for the orig_cm and one for the sub_cm */
+ if(!build_cp9_hmm(orig_cm, &orig_hmm, &orig_cp9map, FALSE, 0.0001, print_flag))
+ cm_Fail("Couldn't build a CP9 HMM from the CM\n");
+ if(!build_cp9_hmm(sub_cm, &sub_hmm, &sub_cp9map, FALSE, 0.0001, print_flag))
+ cm_Fail("Couldn't build a CP9 HMM from the CM\n");
+
+ /* Look for 'impossible' cases where we know the sub_cm
+ * construction procedure fails, in that the distribution of transitions out of CP9 nodes
+ * built from the sub_cm will be the same distros out of corresponding CP9 nodes built from
+ * the full CM. */
+ cm2sub_cm_find_impossible_misc_cases(orig_cm, sub_cm, submap, subinfo, orig_cp9map, sub_cp9map, print_flag);
+ cm2sub_cm_find_impossible_matr_cases(orig_cm, sub_cm, submap, subinfo, orig_cp9map, sub_cp9map, print_flag);
+
+ /* Reconfig the orig_hmm so that it can only start in the spos node, and end from the epos node */
+ /* Build the sub CP9 HMM by copying as much of the original cp9_hmm as possible */
+ fill_phi_cp9(orig_hmm, &orig_phi, 1);
+ CP9_reconfig2sub(orig_hmm, submap->spos, submap->epos, submap->spos, submap->epos, orig_phi);
+
+ if(print_flag)
+ {
+ printf("PRINTING BUILT SUB HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, sub_hmm, TRUE);
+ printf("DONE PRINTING BUILT SUB HMM PARAMS:\n");
+
+ printf("PRINTING BUILT & RECONFIGED ORIG HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, orig_hmm, TRUE);
+ printf("DONE PRINTING BUILT & RECONFIGED SAMPLED HMM PARAMS:\n");
+ }
+
+ /* Check the parameters of the two CP9 HMMs */
+ if(print_flag)
+ {
+ printf("COMPARING CP9 HMM parameters in check_sub_cm()\n");
+ printf("orig | sub\n");
+ }
+ ESL_ALLOC(violation, sizeof(int) * (submap->sub_clen+1));
+ for(k = 0; k <= sub_hmm->M; k++)
+ {
+ violation[k] = FALSE;
+ if(print_flag) printf("Node: %d\n", k);
+ if(k > 0)
+ {
+ for(i = 0; i < MAXABET; i++)
+ {
+ diff = orig_hmm->mat[(submap->spos+k-1)][i] - sub_hmm->mat[k][i];
+ if(print_flag) printf("mat[%d][%d] = %8.5f | %8.5f | (%8.5f)\n", 0, i, orig_hmm->mat[(submap->spos+k-1)][i], sub_hmm->mat[k][i], diff);
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ cm_Fail("EMISSION PROBABILITY INCORRECT!\n");
+ }
+ }
+ }
+ for(i = 0; i < MAXABET; i++)
+ {
+ diff = orig_hmm->ins[(submap->spos+k-1)][i] - sub_hmm->ins[k][i];
+ if(print_flag) printf("ins[%d][%d] = %8.5f | %8.5f | (%8.5f)\n", 0, i, orig_hmm->ins[(submap->spos+k-1)][i], sub_hmm->ins[k][i], diff);
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ cm_Fail("EMISSION PROBABILITY INCORRECT!\n");
+ }
+ }
+
+ /* Transitions */
+ if(print_flag) printf("\n");
+ diff = orig_hmm->t[(submap->spos+k-1)][CTMM] - sub_hmm->t[k][CTMM];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTMM[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTMM], sub_hmm->t[k][CTMM], diff);
+ }
+ else
+ if(print_flag) printf("\tCTMM[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTMM], sub_hmm->t[k][CTMM], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTMI] - sub_hmm->t[k][CTMI];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTMI[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTMI], sub_hmm->t[k][CTMI], diff);
+ }
+ else
+ if(print_flag) printf("\tCTMI[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTMI], sub_hmm->t[k][CTMI], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTMD] - sub_hmm->t[k][CTMD];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTMD[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTMD], sub_hmm->t[k][CTMD], diff);
+ }
+ else
+ if(print_flag) printf("\tCTMD[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTMD], sub_hmm->t[k][CTMD], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTIM] - sub_hmm->t[k][CTIM];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTIM[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTIM], sub_hmm->t[k][CTIM], diff);
+ }
+ else
+ if(print_flag) printf("\tCTIM[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTIM], sub_hmm->t[k][CTIM], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTII] - sub_hmm->t[k][CTII];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTII[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTII], sub_hmm->t[k][CTII], diff);
+ }
+ else
+ if(print_flag) printf("\tCTII[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTII], sub_hmm->t[k][CTII], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTID] - sub_hmm->t[k][CTID];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTID[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTID], sub_hmm->t[k][CTID], diff);
+ }
+ else
+ if(print_flag) printf("\tCTID[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTID], sub_hmm->t[k][CTID], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTDM] - sub_hmm->t[k][CTDM];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTDM[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTDM], sub_hmm->t[k][CTDM], diff);
+ }
+ else
+ if(print_flag) printf("\tCTDM[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTDM], sub_hmm->t[k][CTDM], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTDI] - sub_hmm->t[k][CTDI];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTDI[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTDI], sub_hmm->t[k][CTDI], diff);
+ }
+ else
+ if(print_flag) printf("\tCTDI[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTDI], sub_hmm->t[k][CTDI], diff);
+
+ diff = orig_hmm->t[(submap->spos+k-1)][CTDD] - sub_hmm->t[k][CTDD];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\tCTDD[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->t[(submap->spos+k-1)][CTDD], sub_hmm->t[k][CTDD], diff);
+ }
+ else
+ if(print_flag) printf("\tCTDD[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->t[(submap->spos+k-1)][CTDD], sub_hmm->t[k][CTDD], diff);
+
+ if(k > 0)
+ {
+ diff = orig_hmm->begin[(submap->spos+k-1)] - sub_hmm->begin[k];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[0] = TRUE; /* begin actually has to do with the transition distro out of node 0 */
+ if(print_flag) printf("\t beg[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->begin[(submap->spos+k-1)], sub_hmm->begin[k], diff);
+ }
+ else
+ if(print_flag) printf("\t beg[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->begin[(submap->spos+k-1)], sub_hmm->begin[k], diff);
+
+ diff = orig_hmm->end[(submap->spos+k-1)] - sub_hmm->end[k];
+ if((diff > 0 && diff > pthresh) || (diff < 0 && diff < (-1. * pthresh)))
+ {
+ violation[k] = TRUE;
+ if(print_flag) printf("\t end[%d] = %8.5f | %8.5f | %8.5f VIOLATION\n", k, orig_hmm->end[(submap->spos+k-1)], sub_hmm->end[k], diff);
+ }
+ else
+ if(print_flag) printf("\t end[%d] = %8.5f | %8.5f | %8.5f\n", k, orig_hmm->end[(submap->spos+k-1)], sub_hmm->end[k], diff);
+ }
+ }
+
+ /* Add-up the violations */
+ for(nd = 0; nd <= (submap->epos-submap->spos+1); nd++)
+ {
+ if(violation[nd] && subinfo->imp_cc[nd] == 0)
+ {
+ v_ct++;
+ printf("VIOLATION[%3d]: TRUE | submap->spos: %3d | submap->epos: %3d | subinfo->imp_cc: %d\n", nd, submap->spos, submap->epos, subinfo->imp_cc[nd]);
+ }
+ else if(violation[nd] && subinfo->imp_cc[nd] != 0)
+ {
+ subinfo->apredict_ct[subinfo->imp_cc[nd]]++;
+ apredict_total_ct++;
+ if(print_flag)
+ printf("PREDICTED VIOLATION[%3d]: TRUE | submap->spos: %3d | submap->epos: %3d | subinfo->imp_cc: %d\n", nd, submap->spos, submap->epos, subinfo->imp_cc[nd]);
+ }
+ else if(!violation[nd] && subinfo->imp_cc[nd] != 0)
+ {
+ subinfo->apredict_ct[subinfo->imp_cc[nd]]++;
+ apredict_total_ct++;
+ subinfo->awrong_ct[subinfo->imp_cc[nd]]++;
+ awrong_total_ct++;
+ if(print_flag) printf("NON-VIOLATION[%3d] %3d : submap->spos: %3d | submap->epos: %3d | subinfo->imp_cc: %d\n", nd, awrong_total_ct, submap->spos, submap->epos, subinfo->imp_cc[nd]);
+ }
+ }
+
+ /* Clean up and return */
+ for(k = 0; k <= orig_hmm->M; k++)
+ free(orig_phi[k]);
+ free(orig_phi);
+
+ free(violation);
+ FreeCPlan9(orig_hmm);
+ FreeCPlan9(sub_hmm);
+ FreeCP9Map(orig_cp9map);
+ FreeCP9Map(sub_cp9map);
+ free(nodetypes);
+ free(sttypes);
+
+ if(v_ct > 0)
+ return FALSE;
+ else
+ return TRUE;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return FALSE; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 10.23.06
+ * Function: sub_cm2cm_parsetree()
+ * Returns: void
+ *
+ * Purpose: Convert a parstree to a sub_cm to a parsetree for an original CM.
+ * We assume we're NOT in local mode. For any node n in the original
+ * CM for which 0 states in the sub_cm map to n, we declare that
+ * the delete state of that node was used in the converted original
+ * CM parse (or the S, B or E state if n is not MATP, MATL or MATR).
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM built from the orig_cm
+ * Parsetree_t **ret_orig_tr - orig_cm parstree allocated, filled and returned here
+ * Parsetree_t *sub_tr - the sub_cm parstree already filled
+ * CMSubMap_t *submap - map from the sub_cm to orig_cm and vice versa
+ * int print_flag - TRUE to print useful debugging info
+ */
+
+int
+sub_cm2cm_parsetree(CM_t *orig_cm, CM_t *sub_cm, Parsetree_t **ret_orig_tr, Parsetree_t *sub_tr,
+ CMSubMap_t *submap, int print_flag)
+{
+ int status;
+ Parsetree_t *orig_tr; /* the parsetree we're creating for the original CM */
+ int *ss_used; /* [0..orig_cm->nodes-1], split state idx used in converted parsetree for each orig_cm nd */
+ int *ss_emitl; /* [0..orig_cm->nodes-1], tr->emitl[n] for each orig_cm node n */
+ int *ss_emitr; /* [0..orig_cm->nodes-1], tr->emitr[n] for each orig_cm node n */
+ int *il_ct; /* [0..orig_cm->nodes-1], number of times IL state of orig_cm node n was visited */
+ int *ir_ct; /* [0..orig_cm->nodes-1], number of times IR state of orig_cm node n was visited */
+ int *il_used; /* [0..orig_cm->nodes-1], idx of IL state in node n */
+ int *ir_used; /* [0..orig_cm->nodes-1], idx of IR state in node n */
+ int *tr_nd_for_bifs; /* [0..orig_cm->nodes-1], if n is a BIF node, tr node of this BIF node, else -1 */
+ int x;
+ int nd;
+ int sub_v;
+ int orig_v1;
+ int orig_v2;
+ int orig_nd1;
+ int orig_nd2;
+ int nodes_used;
+ int cm_nd;
+ int emitl;
+ int emitr;
+ int i;
+ int parent_tr_nd;
+ ESL_STACK *pda;
+ int pos;
+ int ss;
+ int on_right;
+ int emitl_flag;
+ int emitr_flag;
+
+ char **nodetypes;
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ char **sttypes;
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ if(print_flag) printf("orig_cm nodes: %d\n", orig_cm->nodes);
+
+ ESL_ALLOC(ss_used, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(ss_emitl, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(ss_emitr, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(il_used, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(ir_used, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(il_ct, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(ir_ct, sizeof(int) * orig_cm->nodes + 1);
+ ESL_ALLOC(tr_nd_for_bifs,sizeof(int) * orig_cm->nodes + 1);
+ /* i*_emitl[nd] is the last residue emitted by the i* state
+ * of node nd, the first is (il_emitl[nd] - il_ct[nd] + 1)
+ * or (ir_emitr[nd] + ir_ct[nd] - 1)
+ */
+
+ for(nd = 0; nd < orig_cm->nodes; nd++)
+ {
+ ss_used[nd] = -1;
+ ss_emitl[nd] = -1;
+ ss_emitr[nd] = -1;
+ il_ct[nd] = 0; /* the number of times the IL state was used in the sub_cm parse */
+ ir_ct[nd] = 0; /* the number of times the IR state was used in the sub_cm parse */
+ il_used[nd] = -1;
+ ir_used[nd] = -1;
+ tr_nd_for_bifs[nd] = -1; /* this will remain -1 except for bif nodes */
+ }
+
+ for(x = 0; x < sub_tr->n; x++)
+ {
+ sub_v = sub_tr->state[x];
+ if(print_flag) printf("x: %d sub_v: %d\n", x, sub_v);
+ orig_v1 = submap->s2o_smap[sub_v][0];
+ orig_v2 = submap->s2o_smap[sub_v][1];
+ if(print_flag) printf("orig_v1: %d | orig_v2: %d\n", orig_v1, orig_v2);
+ if(orig_v1 == -1)
+ {
+ if(sub_cm->sttype[sub_v] != S_st &&
+ sub_cm->sttype[sub_v] != E_st &&
+ sub_cm->sttype[sub_v] != B_st &&
+ sub_cm->sttype[sub_v] != EL_st)
+ cm_Fail("ERROR 0 in sub_cm2cm_parstree()\n");
+ continue;
+ }
+ orig_nd1 = orig_cm->ndidx[orig_v1];
+ if(orig_v2 != -1)
+ orig_nd2 = orig_cm->ndidx[orig_v2];
+ else
+ orig_nd2 = -1;
+
+ /* No sub_cm insert states can map to 2 orig_cm inserts */
+ if(orig_cm->sttype[orig_v1] == IL_st)
+ {
+ il_used[orig_nd1] = orig_v1;
+ il_ct[orig_nd1]++;
+ if(orig_v2 != -1)
+ cm_Fail("ERROR 1 in sub_cm2cm_parstree()\n");
+ }
+ else if(orig_cm->sttype[orig_v1] == IR_st)
+ {
+ ir_used[orig_nd1] = orig_v1;
+ ir_ct[orig_nd1]++;
+ if(orig_v2 != -1)
+ cm_Fail("ERROR 2 in sub_cm2cm_parstree()\n");
+ }
+ else if(sub_cm->ndtype[sub_cm->ndidx[sub_v]] == MATP_nd)
+ {
+ ss_used[orig_nd1] = orig_v1;
+ if(orig_v2 != -1)
+ cm_Fail("ERROR 3 in sub_cm2cm_parsetree()\n");
+ }
+ else if(orig_cm->ndtype[orig_nd1] == MATP_nd)
+ {
+ if(orig_v2 == -1)
+ cm_Fail("ERROR 4 in sub_cm2cm_parsetree()\n");
+ /* We have to figure out which MATP split state sub_v corresponds to. */
+ if(sub_cm->ndtype[sub_cm->ndidx[sub_v]] != MATL_nd &&
+ sub_cm->ndtype[sub_cm->ndidx[sub_v]] != MATR_nd)
+ cm_Fail("ERROR 5 in sub_cm2cm_parsetree()\n");
+ if(orig_cm->ndtype[orig_nd2] != MATP_nd)
+ cm_Fail("ERROR 6 in sub_cm2cm_parsetree()\n");
+
+ if(sub_cm->sttype[sub_v] == D_st)
+ {
+ if(ss_used[orig_nd1] == -1 ||
+ orig_cm->sttype[ss_used[orig_nd1]] == D_st)
+ ss_used[orig_nd1] = orig_cm->nodemap[orig_nd1] + 3; /* MATP_D */
+
+ /* Else we do nothing, orig_cm->sttype[ss_used[orig_nd1]] is already
+ * either a ML_st or an MR_st */
+ }
+ else /* sub_cm->sttype[sub_v] != D_st */
+ {
+ if(ss_used[orig_nd1] == -1 ||
+ orig_cm->sttype[ss_used[orig_nd1]] == D_st)
+ {
+ /* Figure out if sub_v maps to the left or right half of the MATP node */
+ if(orig_cm->sttype[orig_v1] == ML_st ||
+ orig_cm->sttype[orig_v2] == ML_st)
+ ss_used[orig_nd1] = orig_cm->nodemap[orig_nd1] + 1; /* MATP_ML */
+ else if(orig_cm->sttype[orig_v1] == MR_st ||
+ orig_cm->sttype[orig_v2] == MR_st)
+ ss_used[orig_nd1] = orig_cm->nodemap[orig_nd1] + 2; /* MATP_MR */
+ else
+ cm_Fail("ERROR 7 in sub_cm2cm_parsetree()\n");
+ }
+ /* below is the only line we really need:
+ else
+ ss_used[orig_nd1] = orig_cm->nodemap[orig_nd1]; */
+
+ else if(orig_cm->sttype[ss_used[orig_nd1]] == ML_st) /* just for safety; should erase eventually */
+ {
+ if(orig_cm->sttype[orig_v1] == MR_st ||
+ orig_cm->sttype[orig_v2] == MR_st) /* just for safety; should erase eventually */
+ {
+ ss_used[orig_nd1] = orig_cm->nodemap[orig_nd1]; /* MATP_MP */
+ }
+ else
+ cm_Fail("ERROR 8 in sub_cm2cm_parsetree()\n");
+ }
+ else if(orig_cm->sttype[ss_used[orig_nd1]] == MR_st) /* just for safety; should erase eventually */
+ {
+ if(orig_cm->sttype[orig_v1] == ML_st ||
+ orig_cm->sttype[orig_v2] == ML_st) /* just for safety; should erase eventually */
+ {
+ ss_used[orig_nd1] = orig_cm->nodemap[orig_nd1]; /* MATP_MP */
+ }
+ else
+ cm_Fail("ERROR 9 in sub_cm2cm_parsetree()\n");
+ }
+ }
+ }
+ else
+ {
+ if(orig_v2 != -1)
+ cm_Fail("ERROR 5 in sub_cm2cm_parsetree()\n");
+ ss_used[orig_nd1] = orig_v1;
+ }
+ }
+
+ /* Some MATL, MATR, and MATP nodes in the orig_cm might have 0 states that map to any state
+ * used in the sub_cm parse. If we're not allowing local begins and ends, our strategy is
+ * to claim that in the orig_cm parse the D state of these nodes was used.
+ */
+ for(nd = 0; nd < orig_cm->nodes; nd++)
+ {
+ if(ss_used[nd] == -1)
+ {
+ if(orig_cm->ndtype[nd] == MATP_nd)
+ ss_used[nd] = orig_cm->nodemap[nd] + 3; /* MATP_D */
+ if(orig_cm->ndtype[nd] == MATL_nd ||
+ orig_cm->ndtype[nd] == MATR_nd)
+ ss_used[nd] = orig_cm->nodemap[nd] + 1; /* MAT{L,R}_D */
+ if(orig_cm->ndtype[nd] == BIF_nd ||
+ orig_cm->ndtype[nd] == BEGL_nd ||
+ orig_cm->ndtype[nd] == BEGR_nd ||
+ orig_cm->ndtype[nd] == END_nd)
+ ss_used[nd] = orig_cm->nodemap[nd]; /* BIF_B, END_E or BEG{L,R}_S */
+ }
+ }
+
+ /* Determine emitl and emitr for each state in the orig_cm parse */
+ /* This code is noticeably cleaner than the rest - it's Sean's, from
+ * CreateEmitMap() adapted for our purposes here.
+ */
+
+ pos = 1;
+ ss = 0;
+ if((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR; /* 0 = left side. 1 would = right side. */
+ if((status = esl_stack_IPush(pda, ss)) != eslOK) goto ERROR;
+ while (esl_stack_IPop(pda, &ss) != eslEOD)
+ {
+ esl_stack_IPop(pda, &on_right);
+
+ if (on_right)
+ {
+ pos += ir_ct[orig_cm->ndidx[ss]]; /* account for right inserts */
+ if (orig_cm->sttype[ss] == MP_st || orig_cm->sttype[ss] == MR_st)
+ pos++;
+ ss_emitr[orig_cm->ndidx[ss]] = pos - 1;
+ }
+ else
+ {
+ ss_emitl[orig_cm->ndidx[ss]] = pos;
+ if (orig_cm->sttype[ss] == MP_st || orig_cm->sttype[ss] == ML_st)
+ pos++;
+
+ if (orig_cm->sttype[ss] == B_st)
+ {
+ /* push the BIF back on for its right side */
+ if((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, ss)) != eslOK) goto ERROR;
+ /* push node index for right child */
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, orig_cm->cnum[ss])) != eslOK) goto ERROR;
+ /* push node index for left child */
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, orig_cm->cfirst[ss])) != eslOK) goto ERROR;
+ }
+ else
+ {
+ /* push the node back on for right side */
+ if((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, ss)) != eslOK) goto ERROR;
+ /* push split state of child node on */
+ if (orig_cm->sttype[ss] != E_st) {
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, ss_used[orig_cm->ndidx[ss]+1])) != eslOK) goto ERROR;
+ }
+ }
+ pos += il_ct[orig_cm->ndidx[ss]]; /* account for left inserts */
+ }
+ }
+
+ if(print_flag)
+ {
+ for(nd = 0; nd < orig_cm->nodes; nd++)
+ {
+ printf("ss_used[%4d] (%4s) first state(%4d) | ", nd, nodetypes[(int) orig_cm->ndtype[nd]], orig_cm->nodemap[nd]);
+ if(ss_used[nd] != -1)
+ printf("%4d (%2s) | L: %3d R: %3d\n", ss_used[nd], sttypes[(int) orig_cm->sttype[ss_used[nd]]], ss_emitl[nd], ss_emitr[nd]);
+ else
+ printf("%4d\n", -1);
+ }
+ for(nd = 0; nd < orig_cm->nodes; nd++)
+ printf("il_ct[%4d] (st used: %4d) ct: %4d | ir_ct[%4d] ct: %4d (st used: %4d)\n", nd, il_used[nd], il_ct[nd], nd, ir_used[nd], ir_ct[nd]);
+
+ }
+
+ orig_tr = CreateParsetree(100);
+ nodes_used = 0;
+ for(cm_nd = 0; cm_nd < orig_cm->nodes; cm_nd++)
+ {
+ emitl_flag = 0;
+ emitr_flag = 0;
+ if(orig_cm->sttype[ss_used[cm_nd]] == MP_st ||
+ orig_cm->sttype[ss_used[cm_nd]] == ML_st)
+ emitl_flag = 1;
+ if(orig_cm->sttype[ss_used[cm_nd]] == MP_st ||
+ orig_cm->sttype[ss_used[cm_nd]] == MR_st)
+ emitr_flag = 1;
+
+ /* At least 1 state in each node must be visited (if we're not in local mode) */
+ if(orig_cm->ndtype[cm_nd] == BEGR_nd)
+ {
+ parent_tr_nd = tr_nd_for_bifs[orig_cm->ndidx[orig_cm->plast[orig_cm->nodemap[cm_nd]]]];
+ if(print_flag) printf("tr_nd_for_bifs[%d]\n", (orig_cm->ndidx[orig_cm->plast[orig_cm->nodemap[cm_nd]]]));
+ if(print_flag) printf("parent_tr_nd for cm_nd %d: %d\n", cm_nd, parent_tr_nd);
+ InsertTraceNode(orig_tr, parent_tr_nd, TRACE_RIGHT_CHILD, ss_emitl[cm_nd], ss_emitr[cm_nd], ss_used[cm_nd]);
+ orig_tr->nxtr[parent_tr_nd] = orig_tr->n - 1; /* Go back and fix nxtr for the BIF parent of this BEGR */
+ }
+ else
+ {
+ InsertTraceNode(orig_tr, orig_tr->n-1, TRACE_LEFT_CHILD, ss_emitl[cm_nd], ss_emitr[cm_nd], ss_used[cm_nd]);
+ if(print_flag) printf("inserted trace node for orig_cm st %4s | emitl: %d | emitr: %d\n", sttypes[(int) orig_cm->sttype[ss_used[cm_nd]]], ss_emitl[cm_nd], ss_emitr[cm_nd]);
+ }
+
+ /* Note: if we've just added a trace node for a BIF state, it's incomplete, in that it
+ * doesn't have the nextr correctly set. We'll go back and set this when we get to the
+ * right child (BEGR) of this BIF */
+ if(orig_cm->ndtype[cm_nd] == BIF_nd)
+ {
+ tr_nd_for_bifs[cm_nd] = orig_tr->n - 1;
+ if(print_flag) printf("set tr_nd_for_bifs[%d]: %d\n", cm_nd, orig_tr->n);
+ }
+
+ /* Add left inserts, if any */
+ for(i = 0; i < il_ct[cm_nd]; i++)
+ {
+ InsertTraceNode(orig_tr, orig_tr->n-1, TRACE_LEFT_CHILD, (ss_emitl[cm_nd] + emitl_flag + i), (ss_emitr[cm_nd] - emitr_flag), il_used[cm_nd]);
+ if(print_flag) printf("inserted trace node for orig_cm st %4s | emitl: %d | emitr: %d\n", sttypes[(int) orig_cm->sttype[il_used[cm_nd]]], orig_tr->emitl[orig_tr->n-1], orig_tr->emitr[orig_tr->n+1]);
+ }
+ /* Add right inserts, if any */
+ for(i = 0; i < ir_ct[cm_nd]; i++)
+ {
+ InsertTraceNode(orig_tr, orig_tr->n-1, TRACE_LEFT_CHILD, (ss_emitl[cm_nd] + emitl_flag + il_ct[cm_nd]), (ss_emitr[cm_nd] - emitr_flag - i), ir_used[cm_nd]);
+ if(print_flag) printf("inserted trace node for orig_cm st %4s | emitl: %d | emitr: %d\n", sttypes[(int) orig_cm->sttype[ir_used[cm_nd]]], orig_tr->emitl[orig_tr->n-1], orig_tr->emitr[orig_tr->n+1]);
+ }
+ if(print_flag) printf("END nd: %4d | emitl: %4d | emitr: %4d\n", cm_nd, emitl, emitr);
+ }
+ *ret_orig_tr = orig_tr;
+
+ free(ss_used);
+ free(ss_emitl);
+ free(ss_emitr);
+ free(il_used);
+ free(ir_used);
+ free(il_ct);
+ free(ir_ct);
+ free(tr_nd_for_bifs);
+ free(nodetypes);
+ free(sttypes);
+ esl_stack_Destroy(pda);
+ return 1;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0; /* never reached*/
+}
+
+#if 0
+/* These two functions are not currently used, but could be useful for debugging
+ * in the future */
+static void debug_print_misc_sub_cm_info(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CP9Map_t *orig_cp9map);
+static void debug_sub_cm_check_all_trans(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap);
+
+/**************************************************************************
+ * EPN 10.06.06
+ * Function: debug_print_misc_sub_cm_info()
+ **************************************************************************/
+static void
+debug_print_misc_sub_cm_info(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CP9Map_t *orig_cp9map)
+{
+ int status;
+ int orig_il1;
+ int orig_il2;
+ int orig_ir1;
+ int orig_ir2;
+ int orig_ss;
+
+ char **nodetypes;
+ char **sttypes;
+ char **sides;
+
+ int orig_n1_type;
+ int side_idx;
+
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ ESL_ALLOC(sides, sizeof(char *) * 3);
+ sides[0] = "L";
+ sides[1] = "R";
+ sides[2] = "N";
+
+
+ orig_il1 = submap->s2o_smap[1][0]; /* 1st of up to 2 states that maps to sub_cm's ROOT_IL */
+ orig_il2 = submap->s2o_smap[1][1]; /* 2nd state that maps to sub_cm's ROOT_IL or -1 if only 1 maps*/
+ orig_ir1 = submap->s2o_smap[2][0]; /* 1st of up to 2 states that maps to sub_cm's ROOT_IR */
+ orig_ir2 = submap->s2o_smap[2][1]; /* 2nd state that maps to sub_cm's ROOT_IR or -1 if only 1 maps*/
+
+ /* We ASSUME that ambiguities have been removed, i.e. if two insert states map to either ROOT_IL
+ * or ROOT_IR, one of them has been detached. We exploit this knowledge.
+ */
+ if(orig_il2 != -1)
+ {
+ if(orig_cm->sttype[orig_il1+1] == E_st)
+ orig_il1 = orig_il2; /* orig_il1 was detached */
+ else if(orig_cm->sttype[orig_il2+1] == E_st)
+ {
+ /* do nothing */
+ }
+ else
+ cm_Fail("ERROR, can't determine which state was detached in debug_print_misc_sub_cm_info\n");
+ }
+ if(orig_ir2 != -1)
+ {
+ if(orig_cm->sttype[orig_ir1+1] == E_st)
+ orig_ir1 = orig_ir2; /* orig_ir1 was detached */
+ else if(orig_cm->sttype[orig_ir2+1] == E_st)
+ {
+ /* do nothing */
+ }
+ else
+ cm_Fail("ERROR, can't determine which state was detached in debug_print_misc_sub_cm_info\n");
+ }
+
+ /* Now orig_il1 and orig_ir1 map to the ONLY insert states that map to sub_cm
+ * ROOT_IL and ROOT_IR respectively.
+ */
+ printf("10.16.06 IL1: %3d %4s %2s | start: %3d | end: %3d\n", orig_il1, nodetypes[(int) orig_cm->ndtype[orig_cm->ndidx[orig_il1]]], sttypes[(int) orig_cm->sttype[orig_il1]], submap->spos, submap->epos);
+
+ if(sub_cm->ndtype[1] == BIF_nd)
+ {
+ orig_n1_type = 0;
+ }
+ else
+ {
+ orig_n1_type = orig_cm->ndtype[orig_cm->ndidx[(submap->s2o_smap[3][0])]];
+ }
+
+ if(orig_n1_type == MATP_nd && sub_cm->ndtype[1] != MATR_nd)
+ {
+ if(orig_cp9map->nd2lpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]] == submap->spos)
+ side_idx = 0;
+ else if(orig_cp9map->nd2rpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]] == submap->spos)
+ side_idx = 1;
+ else
+ cm_Fail("ERROR MATP confusion! orig_cm node: %d | left: %d | right: %d | submap->spos: %d\n", (orig_cm->ndidx[(submap->s2o_smap[3][0])]), (orig_cp9map->nd2lpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]]), (orig_cp9map->nd2rpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]]), submap->spos);
+ }
+ else if (orig_n1_type == MATP_nd && sub_cm->ndtype[1] == MATR_nd)
+ {
+ if(orig_cp9map->nd2lpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]] == submap->epos)
+ side_idx = 0;
+ else if(orig_cp9map->nd2rpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]] == submap->epos)
+ side_idx = 1;
+ else
+ cm_Fail("ERROR MATP confusion! orig_cm node: %d | left: %d | right: %d | submap->spos: %d\n", (orig_cm->ndidx[(submap->s2o_smap[3][0])]), (orig_cp9map->nd2lpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]]), (orig_cp9map->nd2rpos[orig_cm->ndidx[(submap->s2o_smap[3][0])]]), submap->spos);
+ }
+ else
+ {
+ side_idx = 2;
+ }
+ printf("10.16.06 IR1: %3d %4s %2s | sub-n1: %4s | orig-n1: %4s%1s | case: ", orig_ir1, nodetypes[(int) orig_cm->ndtype[orig_cm->ndidx[orig_ir1]]], sttypes[(int) orig_cm->sttype[orig_ir1]], nodetypes[(int) sub_cm->ndtype[1]], nodetypes[(int) orig_n1_type], sides[side_idx]);
+
+ /* figure out 'case' of ROOT transitions */
+ orig_ss = submap->s2o_smap[3][0]; /* orig_ss is the 1 (of possibly 2) orig_cm states that map to the first
+ * state in sub_cm node 1 (sub_cm state 3)
+ */
+ if((orig_il1 < orig_ir1) && (orig_ir1 < orig_ss))
+ printf("1A\n");
+ if((orig_il1 < orig_ss) && (orig_ss < orig_ir1))
+ printf("1B\n");
+ if((orig_ss < orig_il1) && (orig_il1 < orig_ir1))
+ printf("1C\n");
+
+ if((orig_ir1 < orig_il1) && (orig_il1 < orig_ss))
+ printf("2A\n");
+ if((orig_ir1 < orig_ss) && (orig_ss < orig_il1))
+ printf("2B\n");
+ if((orig_ss < orig_ir1) && (orig_ir1 < orig_il1))
+ printf("2C\n");
+
+ printf("\n");
+
+ /* Begin 10.17.06 info */
+ int ilmap, irmap;
+ int ildual, irdual;
+ int iloff, iroff;
+ int other_insert_il;
+ int other_insert_ir;
+
+ if(orig_cm->sttype[orig_il1] == IL_st)
+ ilmap = 0; /* sides[0] = "L" */
+ else
+ ilmap = 1; /* sides[1] = "R" */
+ if(orig_cm->sttype[orig_ir1] == IL_st)
+ irmap = 0; /* sides[0] = "L" */
+ else
+ irmap = 1; /* sides[1] = "R" */
+
+ if(orig_cm->ndtype[orig_cm->ndidx[orig_il1]] == MATP_nd ||
+ orig_cm->ndtype[orig_cm->ndidx[orig_il1]] == ROOT_nd)
+ ildual = TRUE;
+ else
+ ildual = FALSE;
+ if(orig_cm->ndtype[orig_cm->ndidx[orig_ir1]] == MATP_nd ||
+ orig_cm->ndtype[orig_cm->ndidx[orig_ir1]] == ROOT_nd)
+ irdual = TRUE;
+ else
+ irdual = FALSE;
+
+ iloff = -1;
+ if(ildual == TRUE)
+ {
+ /* check if other insert state in orig_cm node that has insert that
+ * maps to sub_cm ROOT_IL maps to a state in the sub_cm
+ */
+ if(ilmap == 0) /* ROOT_IL maps to a IL */
+ other_insert_il = orig_il1 + 1;
+ else /* ROOT_IL maps to a IR */
+ other_insert_il = orig_il1 - 1;
+ if(submap->o2s_smap[other_insert_il][0] == -1 &&
+ submap->o2s_smap[other_insert_il][1] == -1)
+ iloff = TRUE;
+ else
+ iloff = FALSE;
+ }
+
+ iroff = -1;
+ if(irdual == TRUE)
+ {
+ if(irmap == 0) /* ROOT_IR maps to a IL */
+ other_insert_ir = orig_ir1 + 1;
+ else /* ROOT_IR maps to a IR */
+ other_insert_ir = orig_ir1 - 1;
+ if(submap->o2s_smap[other_insert_ir][0] == -1 &&
+ submap->o2s_smap[other_insert_ir][1] == -1)
+ iroff = TRUE;
+ else
+ iroff = FALSE;
+ }
+
+ CMEmitMap_t *orig_emap; /* consensus emit map for the original, template CM */
+ int other_cc_il, other_cc_ir;
+ orig_emap = CreateEmitMap(orig_cm);
+ other_cc_il = -1;
+ other_cc_ir = -1;
+ if(ildual == TRUE)
+ {
+ if(orig_cm->sttype[other_insert_il] == IL_st) /* sub ROOT_IL maps to IR, other maps to IL */
+ {
+ other_cc_il = orig_emap->lpos[orig_cm->ndidx[other_insert_il]] + 1;
+ if(other_cc_il > submap->spos)
+ cm_Fail("ERROR FUNKY\n");
+ ildual = 4;
+ }
+ else /* ROOT_IL maps to IL, other maps to IR */
+ {
+ other_cc_il = orig_emap->rpos[orig_cm->ndidx[other_insert_il]] - 1;
+ if(other_cc_il < submap->epos)
+ ildual = 1;
+ if(other_cc_il == submap->epos)
+ ildual = 2;
+ if(other_cc_il > submap->epos)
+ ildual = 3;
+ }
+ }
+ /*printf("10.17.06 other_insert_il: %d other_cc_il: %d submap->spos: %d submap->epos: %d ildual: %d\n", other_insert_il, other_cc_il, submap->spos, submap->epos, ildual);*/
+ if(irdual == TRUE)
+ {
+ if(orig_cm->sttype[other_insert_ir] == IL_st) /* sub ROOT_IR maps to IR, other maps to IL */
+ {
+ other_cc_ir = orig_emap->lpos[orig_cm->ndidx[other_insert_ir]] + 1;
+ if(other_cc_ir > submap->spos)
+ irdual = 1;
+ if(other_cc_ir == submap->spos)
+ irdual = 2;
+ if(other_cc_ir < submap->spos)
+ irdual = 3;
+ }
+ else /* ROOT_IR maps to IL, other maps to IR */
+ {
+ other_cc_ir = orig_emap->rpos[orig_cm->ndidx[other_insert_ir]] - 1;
+ if(other_cc_ir < submap->epos)
+ cm_Fail("ERROR FUNKY\n");
+ irdual = 4;
+ }
+ }
+ /*printf("10.17.06 other_insert_ir: %d other_cc_ir: %d submap->spos: %d submap->epos: %d irdual: %d\n", other_insert_ir, other_cc_ir, submap->spos, submap->epos, irdual);*/
+
+ printf("10.17.06 ilmap: %5s ildual: %2d iloff: %2d irmap: %5s irdual: %2d iroff: %2d subn1: %4s orign1: %4s%1s\n", sides[ilmap], ildual, iloff, sides[irmap], irdual, iroff, nodetypes[(int) sub_cm->ndtype[1]], nodetypes[(int) orig_n1_type], sides[side_idx]);
+
+ int start_flag;
+ int v;
+ int vend;
+
+ if(orig_il1 < orig_ir1)
+ {
+ v = orig_il1;
+ vend = orig_ir1;
+ }
+ else
+ {
+ v = orig_ir1;
+ vend = orig_il1;
+ }
+ start_flag = 0;
+ for(; v <= vend; v++)
+ if(orig_cm->sttype[v] == S_st)
+ start_flag = 1;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************************
+ * EPN 11.01.06
+ * debug_sub_cm_check_all_trans()
+ */
+void
+debug_sub_cm_check_all_trans(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap)
+{
+ int status;
+ int nd;
+ int v;
+ int y, yoffset;
+ float sum, ndsum;
+ int orig_nd, orig_v1, orig_v2;
+
+ char **nodetypes;
+ ESL_ALLOC(nodetypes, sizeof(char *) * 8);
+ nodetypes[0] = "BIF";
+ nodetypes[1] = "MATP";
+ nodetypes[2] = "MATL";
+ nodetypes[3] = "MATR";
+ nodetypes[4] = "BEGL";
+ nodetypes[5] = "BEGR";
+ nodetypes[6] = "ROOT";
+ nodetypes[7] = "END";
+
+ char **sttypes;
+ ESL_ALLOC(sttypes, sizeof(char *) * 10);
+ sttypes[0] = "D";
+ sttypes[1] = "MP";
+ sttypes[2] = "ML";
+ sttypes[3] = "MR";
+ sttypes[4] = "IL";
+ sttypes[5] = "IR";
+ sttypes[6] = "S";
+ sttypes[7] = "E";
+ sttypes[8] = "B";
+ sttypes[9] = "EL";
+
+ for(nd = 0; nd < sub_cm->nodes; nd++)
+ {
+ sum = 0.;
+ if(sub_cm->ndtype[nd] != END_nd && sub_cm->ndtype[nd] != BIF_nd)
+ {
+ ndsum = 0.;
+ v = sub_cm->nodemap[nd];
+ while(sub_cm->ndidx[v] == nd && sub_cm->sttype[v] != IL_st && sub_cm->sttype[v] != IR_st)
+ {
+ sum = 0.;
+ for(y = sub_cm->cfirst[v]; y < sub_cm->cfirst[v]+sub_cm->cnum[v]; y++)
+ {
+ yoffset = y - sub_cm->cfirst[v];
+ printf("\t\tsub_cm->t[%3d][%3d]: %f\n", v, yoffset, sub_cm->t[v][yoffset]);
+ sum += sub_cm->t[v][yoffset];
+ }
+ orig_v1 = submap->s2o_smap[v][0];
+ orig_v2 = submap->s2o_smap[v][1];
+ orig_nd = orig_cm->ndidx[orig_v1];
+ if(sub_cm->ndtype[nd+1] != END_nd)
+ {
+ if(orig_v2 != -1)
+ printf("sum t[%4d %4s %2s %2s] nd: %4d: %f\n", v, nodetypes[(int) orig_cm->ndtype[orig_nd]], sttypes[(int) orig_cm->sttype[orig_v1]], sttypes[(int) orig_cm->sttype[orig_v2]], nd, sum);
+ else
+ printf("sum t[%4d %4s %2s ] nd: %4d: %f\n", v, nodetypes[(int) orig_cm->ndtype[orig_nd]], sttypes[(int) orig_cm->sttype[orig_v1]], nd, sum);
+ }
+ ndsum += sum;
+ v++;
+ }
+ if(sub_cm->ndtype[nd+1] != END_nd)
+ printf("\tndsum t nd (%4s): %4d: %f\n", nodetypes[(int) orig_cm->ndtype[orig_nd]], nd, ndsum);
+ }
+ }
+ free(nodetypes);
+ free(sttypes);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+#endif
diff --git a/src/cmalign.c b/src/cmalign.c
new file mode 100644
index 0000000..79c6324
--- /dev/null
+++ b/src/cmalign.c
@@ -0,0 +1,2255 @@
+/* cmalign.c
+ * SRE, Thu Jul 25 11:28:03 2002 [St. Louis]
+ * SVN $Id: cmalign.c 3013 2009-10-28 14:09:25Z nawrockie $
+ *
+ * Align sequences to a CM.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <float.h>
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#include "easel.h" /* general seq analysis library */
+#include "esl_alphabet.h"
+#include "esl_getopts.h"
+#include "esl_mpi.h"
+#include "esl_msa.h"
+#include "esl_random.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+#define ALGOPTS "--cyk,--optacc,--viterbi,--sample" /* Exclusive choice for algorithm */
+#define OUTALPHOPTS "--rna,--dna" /* Exclusive choice for output alphabet */
+#define ACCOPTS "--nonbanded,--hbanded,--qdb" /* Exclusive choice for acceleration strategies */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-o", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "output the alignment to file <f>, not stdout", 1 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "align locally w.r.t. the model", 1 },
+ { "-p", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--small", "append posterior probabilities to alignment", 1 },
+ { "-q", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "quiet; suppress banner and scores, print only the alignment", 1 },
+ { "-1", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "output alnment in non-interleaved, 1 line/seq Stockholm format", 1 },
+ { "--informat",eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "specify the input file is in format <x>, not FASTA", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show list of undocumented developer options", 1 },
+#ifdef HAVE_MPI
+ { "--mpi", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--merge", "run as an MPI parallel program", 1 },
+#endif
+ /* --merge: merge two alignments and quit, don't do any new aligning */
+ { "--merge", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "merge two alignments and exit", 8 },
+ /* Algorithm options */
+ { "--optacc", eslARG_NONE,"default", NULL, NULL, ALGOPTS, NULL,"--small,--qdb", "align with the Holmes/Durbin optimal accuracy algorithm", 2 },
+ { "--cyk", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, NULL, "align with the CYK algorithm", 2 },
+ { "--sample", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL,"--small,--qdb", "sample alignment of each seq from posterior distribution", 2 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL,"--sample", NULL, "w/--sample, set random number generator seed to <n>", 2 },
+ { "--viterbi", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, "-p", "align to a CM Plan 9 HMM with the Viterbi algorithm",2 },
+ { "--sub", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-l", "build sub CM for columns b/t HMM predicted start/end points", 2 },
+ { "--small", eslARG_NONE, FALSE, NULL, NULL, NULL,"--cyk", "--hbanded", "use divide and conquer (d&c) alignment algorithm", 2 },
+ /* Banded alignment */
+ { "--hbanded", eslARG_NONE, "default", NULL, NULL, NULL, NULL, ACCOPTS, "accelerate using CM plan 9 HMM derived bands", 3 },
+ { "--nonbanded",eslARG_NONE, FALSE, NULL, NULL,"--hbanded", NULL, "--hbanded", "do not use bands to accelerate aln algorithm", 3 },
+ { "--tau", eslARG_REAL, "1E-7",NULL, "0<x<1", NULL,"--hbanded", NULL, "set tail loss prob for --hbanded to <x>", 3 },
+ { "--mxsize", eslARG_REAL, "2048.0",NULL, "x>0.", NULL, NULL,"--small,--qdb", "set maximum allowable DP matrix size to <x> Mb", 3},
+ /* Options that modify how the output alignment is created */
+ { "--rna", eslARG_NONE,"default",NULL, NULL, OUTALPHOPTS, NULL, NULL, "output alignment as RNA sequence data", 4},
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, OUTALPHOPTS, NULL, NULL, "output alignment as DNA (not RNA) sequence data", 4},
+ { "--matchonly",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-p", "include only match columns in output alignment", 4 },
+ { "--resonly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "include only match columns with >= 1 residues in output aln", 4 },
+ { "--fins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "flush inserts left/right in output alignment", 4 },
+ { "--onepost", eslARG_NONE, FALSE, NULL, NULL, NULL, "-p", NULL, "with -p, only append single '0-9,*' char as posterior probability", 4 },
+ /* Including a preset alignment */
+ { "--withali", eslARG_INFILE, NULL, NULL, NULL, NULL, NULL, "--viterbi","incl. alignment in <f> (must be aln <cm file> was built from)", 5 },
+ { "--withpknots",eslARG_NONE, NULL, NULL, NULL, NULL,"--withali", NULL, "incl. structure (w/pknots) from <f> from --withali <f>", 5 },
+ { "--rf", eslARG_NONE, FALSE, NULL, NULL, NULL,"--withali", NULL, "--rf was originally used with cmbuild", 5 },
+ { "--gapthresh",eslARG_REAL, "0.5", NULL, "0<=x<=1", NULL,"--withali", NULL, "--gapthresh <x> was originally used with cmbuild", 5 },
+ /* Verbose output files */
+ { "--tfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "dump individual sequence parsetrees to file <f>", 7 },
+
+ /* All options below are developer options, only shown if --devhelp invoked */
+ /* Developer options related to alignment algorithm */
+ { "--inside", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, ALGOPTS, "don't align; return scores from the Inside algorithm", 101 },
+ { "--checkpost",eslARG_NONE, FALSE, NULL, NULL, NULL, "-p", NULL, "check that posteriors are correctly calc'ed", 101 },
+ { "--no-null3",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "turn OFF the NULL3 post hoc additional null model", 101 },
+ /* developer options related to banded alignment */
+ { "--checkfb", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded", "-l", "check that HMM posteriors for bands were correctly calc'ed", 102},
+ { "--sums", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded", NULL, "use posterior sums during HMM band calculation (widens bands)", 102 },
+ { "--qdb", eslARG_NONE, FALSE, NULL, NULL,"--hbanded", NULL, ACCOPTS, "use query dependent banded CYK alignment algorithm", 102 },
+ { "--beta", eslARG_REAL, "1E-7",NULL, "0<x<1", NULL, "--qdb", NULL, "set tail loss prob for --qdb to <x>", 102 },
+ { "--hsafe", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded","--viterbi,-p,--optacc", "realign (w/o bands) seqs with HMM banded CYK score < 0 bits", 102 },
+ /* developer options related to output files and debugging */
+ { "--regress", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save regression test data to file <f>", 103 },
+ { "--banddump",eslARG_INT, "0", NULL, "0<=n<=3", NULL, NULL, NULL, "set verbosity of band info print statements to <n>", 103 },
+ { "--dlev", eslARG_INT, "0", NULL, "0<=n<=3", NULL, NULL, NULL, "set verbosity of debugging print statements to <n>", 103 },
+ { "--stall", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "arrest after start: for debugging MPI under gdb", 103 },
+ /* Developer options related to experiment local begin/end modes */
+ { "--pebegin", eslARG_NONE, FALSE, NULL, NULL, NULL, "-l", "--pbegin", "set all local begins as equiprobable", 104 },
+ { "--pfend", eslARG_REAL, NULL, NULL, "0<x<1", NULL, "-l", "--pend", "set all local end probs to <x>", 104 },
+ { "--pbegin", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, "-l", NULL, "set aggregate local begin prob to <x>", 104 },
+ { "--pend", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, "-l", NULL, "set aggregate local end prob to <x>", 104 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+/* struct cfg_s : "Global" application configuration shared by all threads/processes
+ *
+ * This structure is passed to routines within main.c, as a means of semi-encapsulation
+ * of shared data amongst different parallel processes (threads or MPI processes).
+ */
+struct cfg_s {
+ char *cmfile; /* name of input CM file */
+ char *sqfile; /* name of sequence file */
+ ESL_SQFILE *sqfp; /* open sequence input file stream */
+ int fmt; /* format code for seqfile */
+ ESL_ALPHABET *abc; /* digital alphabet for the CM */
+ int ncm; /* number cm we're on */
+
+ int do_mpi; /* TRUE if we're doing MPI parallelization */
+ int nproc; /* how many MPI processes, total */
+ int my_rank; /* who am I, in 0..nproc-1 */
+ int do_stall; /* TRUE to stall the program until gdb attaches */
+ ESL_RANDOMNESS *r; /* source of randomness, only created if --sample enabled */
+
+ /* Masters only (i/o streams) */
+ CMFILE *cmfp; /* open input CM file stream */
+ FILE *ofp; /* output file (default is stdout) */
+ FILE *tracefp; /* optional output for parsetrees */
+ FILE *regressfp; /* optional output for regression test */
+ ESL_MSAFILE *withalifp; /* optional input alignment to include */
+ ESL_MSA *withmsa; /* MSA from withalifp to include */
+ char *withss_cons; /* ss_cons string from withmsa (before knot stripping) */
+ Parsetree_t *withali_mtr; /* guide tree for MSA from withalifp */
+ ESL_ALPHABET *withali_abc; /* digital alphabet for reading withali MSA */
+ ESL_ALPHABET *abc_out; /* digital alphabet for output */
+};
+
+static char usage1[] = "[-options] <cmfile> <sequence file>";
+static char usage2[] = "[-options] --merge <cmfile> <msafile1> <msafile2>";
+static char banner[] = "align sequences to an RNA CM";
+
+static int init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+/* static int init_shared_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf); */
+
+static void serial_master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+static void serial_merge_alignments_only(const ESL_GETOPTS *go);
+#ifdef HAVE_MPI
+static int mpi_master (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int mpi_worker (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#endif
+
+static int process_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln);
+static int output_result(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln);
+
+static int initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int check_withali(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, ESL_MSA **ret_msa, Parsetree_t **ret_mtr);
+static int include_withali(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, ESL_SQ ***ret_sq, Parsetree_t ***ret_tr, int *ret_nseq, char *errbuf);
+static int compare_cm_guide_trees(CM_t *cm1, CM_t *cm2);
+static int make_aligned_string(char *aseq, char *gapstring, int alen, char *ss, char **ret_s);
+static int add_withali_pknots(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, ESL_MSA *newmsa);
+
+static int print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+static void print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+static int get_markup_from_msa(ESL_MSA *msa, char *errbuf, char ***ret_comment, int *ret_ncomment, char ***ret_gf_tag, char ***ret_gf, int *ret_ngf, char ***ret_gs_tag, char ****ret_gs, int *ret_ngs, char ***ret_gr_tag, char ****ret_gr, int *ret_ngr);
+static int append_parsetrees(Parsetree_t **tr_to_append, int ntr_to_append, Parsetree_t ***ret_tr, int *ret_ntr, char *errbuf);
+static int append_sequences(ESL_SQ **sq_to_append, int nsq_to_append, ESL_SQ ***ret_sq, int *ret_nsq, char *errbuf);
+static int add_msa_markup(ESL_MSA *merged_msa, char *errbuf, int nseq, int seq_offset,
+ char **comment, int ncomment,
+ char **gf_tag, char **gf, int ngf,
+ char **gs_tag, char ***gs, int ngs,
+ char **gr_tag, char ***gr, int ngr);
+extern int gapize_string_to_fit_alignment(char *s, const char *aseq, int alen, char gapchar_to_add, char *aln_gapchars, char *errbuf, char **ret_news);
+
+
+/*
+ static void print_stage_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg);
+ static int print_align_options(const struct cfg_s *cfg, CM_t *cm);
+*/
+
+#ifdef HAVE_MPI
+static int determine_nseq_per_worker(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, int *ret_nseq_worker);
+static int add_worker_seqs_to_master(seqs_to_aln_t *master_seqs, seqs_to_aln_t *worker_seqs, int offset);
+#endif
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory error, stopwatch not created.\n");
+ esl_stopwatch_Start(w);
+ struct cfg_s cfg;
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage1);
+ esl_usage(stdout, argv[0], usage2);
+ printf("\n The --merge option merges the two alignments in <msafile1> and <msafile2>\n created by previous runs of cmalign with <cmfile> into a single alignment.");
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "--devhelp") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage1);
+ esl_usage(stdout, argv[0], usage2);
+ puts("\n The --merge option merges the two alignments in <msafile1> and <msafile2>\n created by previous runs of cmalign with <cmfile> into a single alignment.");
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nalignment algorithm related options:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nbanded dynamic programming acceleration options:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noutput options:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\nmerge alignments in <msafile1> and <msafile2>:");
+ esl_opt_DisplayHelp(stdout, go, 8, 2, 80);
+ puts("\noptions for including a fixed alignment within output alignment:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\nverbose output files and debugging:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ puts("\nundocumented developer algorithm options:");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\nundocumented developer banded alignment options:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ puts("\nundocumented developer verbose output/debugging options:");
+ esl_opt_DisplayHelp(stdout, go, 103, 2, 80);
+ puts("\nundocumented developer options for experimental local begin/end modes:");
+ esl_opt_DisplayHelp(stdout, go, 104, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage1);
+ esl_usage(stdout, argv[0], usage2);
+ puts("\n The --merge option merges the two alignments in <msafile1> and <msafile2>\n created by previous runs of cmalign with <cmfile> into a single alignment.");
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nalignment algorithm related options:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nbanded dynamic programming acceleration options:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noutput options:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\nmerge alignments in <msafile1> and <msafile2>:");
+ esl_opt_DisplayHelp(stdout, go, 8, 2, 80);
+ puts("\noptions for including a fixed alignment within output alignment:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\nverbose output files and debugging:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ exit(0);
+ }
+ if(((! esl_opt_GetBoolean(go, "--merge")) && (esl_opt_ArgNumber(go) != 2)) ||
+ (( esl_opt_GetBoolean(go, "--merge")) && (esl_opt_ArgNumber(go) != 3)))
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage1);
+ esl_usage(stdout, argv[0], usage2);
+ puts("\n The --merge option merges the two alignments in <msafile1> and <msafile2>\n created by previous runs of cmalign with <cmfile> into a single alignment.");
+ puts("\nwhere basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ printf("\nTo see more help on other available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ /* Check for incompatible option combinations I don't know how to disallow with esl_getopts */
+ /* --small requires EITHER --nonbanded or --qdb */
+ if ((esl_opt_GetBoolean(go, "--small")) && (! ((esl_opt_GetBoolean(go, "--nonbanded")) || (esl_opt_GetBoolean(go, "--qdb"))))) {
+ printf("Error parsing options, --small is only allowed in combination with --nonbanded or --qdb.\n");
+ exit(1);
+ }
+
+ /* if --merge, merge the two alignments and exit, never create cfg structure we won't need it */
+ if(esl_opt_GetBoolean(go, "--merge")) {
+ serial_merge_alignments_only(go);
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+ }
+
+ /* Initialize what we can in the config structure (without knowing the input alphabet yet).
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ cfg.sqfile = esl_opt_GetArg(go, 2);
+ cfg.sqfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ if (esl_opt_IsDefault(go, "--informat")) cfg.fmt = eslSQFILE_UNKNOWN; /* autodetect sequence file format by default. */
+ else {
+ cfg.fmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ if(cfg.fmt == eslSQFILE_UNKNOWN) cm_Fail("Can't recognize sequence file format: %s. valid options are: fasta, embl, genbank, ddbj, uniprot, stockholm, or pfam\n", esl_opt_GetString(go, "--informat"));
+ }
+ cfg.abc = NULL; /* created in init_master_cfg() in masters, or in mpi_worker() in workers */
+ if (esl_opt_GetBoolean(go, "--rna")) cfg.abc_out = esl_alphabet_Create(eslRNA);
+ else if (esl_opt_GetBoolean(go, "--dna")) cfg.abc_out = esl_alphabet_Create(eslDNA);
+ else cm_Fail("Can't determine output alphabet");
+ cfg.cmfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.ofp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.tracefp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.regressfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.withalifp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.withmsa = NULL; /* filled in init_master_cfg() in masters, stays NULL for workers */
+ cfg.withss_cons= NULL; /* filled in check_withali() in masters, stays NULL for workers */
+ cfg.withali_mtr= NULL; /* filled in init_master_cfg() in masters, stays NULL for workers */
+ cfg.withali_abc= NULL; /* created in init_master_cfg() in masters, stays NULL for workers */
+ cfg.ncm = 0;
+ cfg.r = NULL; /* created in init_master_cfg() for masters, mpi_worker() for workers*/
+
+ cfg.do_mpi = FALSE; /* this gets reset below, if we init MPI */
+ cfg.nproc = 0; /* this gets reset below, if we init MPI */
+ cfg.my_rank = 0; /* this gets reset below, if we init MPI */
+ cfg.do_stall = esl_opt_GetBoolean(go, "--stall");
+
+
+ /* This is our stall point, if we need to wait until we get a
+ * debugger attached to this process for debugging (especially
+ * useful for MPI):
+ */
+ while (cfg.do_stall);
+
+ /* Figure out who we are, and send control there:
+ * we might be an MPI master, an MPI worker, or a serial program.
+ */
+#ifdef HAVE_MPI
+ if (esl_opt_GetBoolean(go, "--mpi"))
+ {
+ int status; /* easel status */
+ char errbuf[cmERRBUFSIZE]; /* for error messages in mpi_master() */
+ cfg.do_mpi = TRUE;
+
+ MPI_Init(&argc, &argv);
+ MPI_Comm_rank(MPI_COMM_WORLD, &(cfg.my_rank));
+ MPI_Comm_size(MPI_COMM_WORLD, &(cfg.nproc));
+
+ if(cfg.nproc == 1) cm_Fail("ERROR, MPI mode, but only 1 processor running...");
+
+ if (cfg.my_rank > 0) { status = mpi_worker(go, &cfg); }
+ else {
+ if(! esl_opt_GetBoolean(go, "-q")) cm_banner(stdout, argv[0], banner);
+ status = mpi_master(go, &cfg, errbuf);
+ }
+ /* check status, if eslOK, we continue, else we exit. either way we call MPI_Finalize() */
+ if(status == eslOK) {
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_MPIReduce(w, 0, MPI_COMM_WORLD);
+ MPI_Finalize();
+ }
+ else { /* status != eslOK, master has error message in errbuf, worker does not */
+ MPI_Finalize();
+ if(cfg.my_rank == 0) cm_Fail(errbuf); /* master */
+ else return 0; /* worker */
+ }
+ }
+ else
+#endif /*HAVE_MPI*/
+ {
+ if(! esl_opt_GetBoolean(go, "-q")) cm_banner(stdout, argv[0], banner);
+ serial_master(go, &cfg);
+ esl_stopwatch_Stop(w);
+ }
+ /* Clean up the shared cfg.
+ */
+ if (cfg.my_rank == 0) {
+ if (! esl_opt_IsDefault(go, "-o")) {
+ printf("# Alignment saved in file %s.\n", esl_opt_GetString(go, "-o"));
+ fclose(cfg.ofp);
+ }
+ if (cfg.tracefp != NULL) {
+ printf("# Parsetrees saved in file %s.\n", esl_opt_GetString(go, "--tfile"));
+ fclose(cfg.tracefp);
+ }
+ if (cfg.regressfp != NULL) {
+ printf("# Regression data (alignment) saved in file %s.\n", esl_opt_GetString(go, "--regress"));
+ fclose(cfg.regressfp);
+ }
+ if (cfg.cmfp != NULL) CMFileClose(cfg.cmfp);
+ if (cfg.sqfp != NULL) esl_sqfile_Close(cfg.sqfp);
+ if (cfg.withalifp != NULL) esl_msafile_Close(cfg.withalifp);
+ if (cfg.withmsa != NULL) esl_msa_Destroy(cfg.withmsa);
+ if (cfg.withali_mtr != NULL) FreeParsetree(cfg.withali_mtr);
+ if (cfg.withss_cons != NULL) free(cfg.withss_cons);
+ }
+ if (cfg.r != NULL) esl_randomness_Destroy(cfg.r);
+ if (cfg.abc != NULL) esl_alphabet_Destroy(cfg.abc);
+ if (cfg.abc_out != NULL) esl_alphabet_Destroy(cfg.abc_out);
+ if (cfg.withali_abc != NULL) esl_alphabet_Destroy(cfg.withali_abc);
+ if (cfg.my_rank == 0 && (! esl_opt_GetBoolean(go, "-q"))) {
+ printf("#\n");
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ }
+ esl_getopts_Destroy(go);
+ esl_stopwatch_Destroy(w);
+ return 0;
+}
+
+/* init_master_cfg()
+ * Called by masters, mpi or serial.
+ * Already set:
+ * cfg->cmfile - command line arg 1
+ * cfg->sqfile - command line arg 2
+ * cfg->fmt - format of output file
+ * Sets:
+ * cfg->sqfp - open sequence file
+ * cfg->ofp - output file (stdout by default)
+ * cfg->cmfp - open CM file
+ * cfg->abc - digital input alphabet
+ * cfg->tracefp - optional output file
+ * cfg->regressfp - optional output file
+ * cfg->withalifp - optional input alignment file to include
+ * cfg->withmsa - MSA from --withali file
+ * cfg->withali_mtr - guide tree for MSA from --withali file
+ * cfg->withali_abc - digital input alphabet for --withali file
+ * cfg->r - source of randomness
+ *
+ * Errors in the MPI master here are considered to be "recoverable",
+ * in the sense that we'll try to delay output of the error message
+ * until we've cleanly shut down the worker processes. Therefore
+ * errors return (code, errbuf) by the ESL_FAIL mech.
+ */
+static int
+init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ int type;
+
+ /* open input sequence file */
+ status = esl_sqfile_Open(cfg->sqfile, cfg->fmt, NULL, &(cfg->sqfp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "File %s doesn't exist or is not readable\n", cfg->sqfile);
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of sequence file %s\n", cfg->sqfile);
+ else if (status == eslEINVAL) ESL_FAIL(status, errbuf, "Can’t autodetect stdin or .gz.");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Sequence file open failed with error %d\n", status);
+ if(cfg->sqfp->format == eslMSAFILE_STOCKHOLM) ESL_FAIL(eslEFORMAT, errbuf, "cmalign doesn't support Stockholm alignment format. Please reformat to FASTA.\n");
+ cfg->fmt = cfg->sqfp->format;
+
+ /* Set the sqfile alphabet as RNA, if it's DNA we're fine.
+ * If it's not RNA nor DNA, we can't deal with it anyway,
+ * so we're hardcoded to RNA.
+ */
+ cfg->abc = esl_alphabet_Create(eslRNA);
+ if(cfg->abc == NULL) ESL_FAIL(status, errbuf, "Failed to create alphabet for sequence file");
+ esl_sqfile_SetDigital(cfg->sqfp, cfg->abc);
+
+ /* open CM file */
+ if((cfg->cmfp = CMFileOpen(cfg->cmfile, NULL)) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open covariance model save file %s\n", cfg->cmfile);
+
+ /* open output file */
+ if (esl_opt_GetString(go, "-o") != NULL) {
+ if ((cfg->ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open -o output file %s\n", esl_opt_GetString(go, "-o"));
+ } else cfg->ofp = stdout;
+
+ /* seed master's RNG, this will only be used if --sample enabled, but we always initialize it for convenience (seeds always get sent to workers) */
+ if (! esl_opt_IsDefault(go, "-s"))
+ cfg->r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else cfg->r = esl_randomness_CreateTimeseeded();
+
+ /* optionally, open trace file */
+ if (esl_opt_GetString(go, "--tfile") != NULL) {
+ if ((cfg->tracefp = fopen(esl_opt_GetString(go, "--tfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --tfile output file %s\n", esl_opt_GetString(go, "--tfile"));
+ }
+
+ /* optionally, open regression file */
+ if (esl_opt_GetString(go, "--regress") != NULL) {
+ if ((cfg->regressfp = fopen(esl_opt_GetString(go, "--regress"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --regress output file %s\n", esl_opt_GetString(go, "--regress"));
+ }
+
+ /* optionally, open withali file for reading */
+ if(esl_opt_GetString(go, "--withali") != NULL)
+ {
+ status = esl_msafile_Open(esl_opt_GetString(go, "--withali"), eslMSAFILE_UNKNOWN, NULL, &(cfg->withalifp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "--withali alignment file %s doesn't exist or is not readable\n",
+ esl_opt_GetString(go, "--withali"));
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of --withali alignment %s\n",
+ esl_opt_GetString(go, "--withali"));
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Alignment file open failed with error %d\n", status);
+ /* Guess the withali alphabet, if it's ambiguous, guess RNA,
+ * we'll treat RNA and DNA both as RNA internally.
+ * We can't handle any other alphabets, so this is hardcoded. */
+ status = esl_msafile_GuessAlphabet(cfg->withalifp, &type);
+ if (status == eslEAMBIGUOUS) type = eslRNA; /* guess it's RNA, we'll fail downstream with an error message if it's not */
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Alignment file parse failed: %s\n", cfg->withalifp->errbuf);
+ else if (status == eslENODATA) ESL_FAIL(status, errbuf, "Alignment file %s is empty\n", esl_opt_GetString(go, "--withali"));
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Failed to read alignment file %s\n", esl_opt_GetString(go, "--withali"));
+ /* we can read DNA/RNA but internally we treat it as RNA */
+ if(! (type == eslRNA || type == eslDNA))
+ ESL_FAIL(eslEFORMAT, errbuf, "Alphabet is not DNA/RNA in %s\n", esl_opt_GetString(go, "--withali"));
+ cfg->withali_abc = esl_alphabet_Create(eslRNA);
+ if(cfg->withali_abc == NULL) ESL_FAIL(status, errbuf, "Failed to create alphabet for --withali");
+ esl_msafile_SetDigital(cfg->withalifp, cfg->withali_abc);
+ }
+
+ if(cfg->r == NULL) ESL_FAIL(eslEMEM, errbuf, "Failed to create master RNG.");
+
+ return eslOK;
+}
+
+/* serial_master()
+ * The serial version of cmalign.
+ * Align each sequence to the CM.
+ *
+ * A master can only return if it's successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+serial_master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ CM_t *cm;
+ seqs_to_aln_t *seqs_to_aln; /* sequences to align, holds seqs, parsetrees, CP9 traces, postcodes */
+
+ if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ if ((status = print_run_info (go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ while ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK)
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ cfg->ncm++;
+
+ /* initialize the flags/options/params and configuration of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ print_cm_info (go, cfg, errbuf, cm);
+
+ /* read in all sequences, this is wasteful, but Parsetrees2Alignment() requires all seqs in memory */
+ seqs_to_aln = CreateSeqsToAln(100, FALSE);
+ if((status = ReadSeqsToAln(cfg->abc, cfg->sqfp, 0, TRUE, seqs_to_aln, FALSE)) != eslEOF) cm_Fail("Error reading sqfile: %s\n", cfg->sqfile);
+ /* align all sequences */
+ if ((status = process_workunit(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ if ((status = output_result (go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+
+ /* clean up */
+ FreeSeqsToAln(seqs_to_aln);
+ FreeCM(cm);
+ esl_sqfile_Position(cfg->sqfp, (off_t) 0); /* we may be searching this file again with another CM */
+ }
+ if(status != eslEOF) cm_Fail(errbuf);
+ return;
+}
+
+#ifdef HAVE_MPI
+/* mpi_master()
+ * The MPI version of cmalign
+ * Follows standard pattern for a master/worker load-balanced MPI program
+ * (SRE notes J1/78-79).
+ *
+ * A master returns eslOK if it's successful.
+ * Errors in an MPI master come in two classes: recoverable and nonrecoverable.
+ * If a recoverable error occurs, errbuf is filled with an error message
+ * from the master or a worker, and it's sent back while returning a
+ * non-eslOK error code.
+ *
+ * Recoverable errors include (hopefully) all worker-side errors, and any
+ * master-side error that do not affect MPI communication. Error
+ * messages from recoverable messages are delayed until we've cleanly
+ * shut down the workers.
+ *
+ * Unrecoverable errors are master-side errors that may affect MPI
+ * communication, meaning we cannot count on being able to reach the
+ * workers and shut them down. Unrecoverable errors result in immediate
+ * cm_Fail()'s, which will cause MPI to shut down the worker processes
+ * uncleanly.
+ */
+static int
+mpi_master(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int xstatus = eslOK; /* changes from OK on recoverable error */
+ int status;
+ int have_work = TRUE; /* TRUE while work remains */
+ int nproc_working = 0; /* number of worker processes working, up to nproc-1 */
+ int wi; /* rank of next worker to get an alignment to work on */
+ char *buf = NULL; /* input/output buffer, for packed MPI messages */
+ int bn = 0;
+ int pos = 1;
+ int wi_error = 0; /* worker index that sent back an error message, if an error occurs */
+ CM_t *cm;
+ int nseq_per_worker;
+ int nseq_this_worker;
+ int nseq_prev;
+
+ seqs_to_aln_t *all_seqs_to_aln = NULL;
+ seqs_to_aln_t *worker_seqs_to_aln = NULL;
+ int *seqidx = NULL;
+ long *seedlist = NULL; /* seeds for worker's RNGs, we send these to workers */
+
+ MPI_Status mpistatus;
+ int n;
+
+ /* Master initialization: including, figure out the alphabet type.
+ * If any failure occurs, delay printing error message until we've shut down workers.
+ */
+ if (xstatus == eslOK) { if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { bn = 4096; if ((buf = malloc(sizeof(char) * bn)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seedlist = malloc(sizeof(long) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seqidx = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((status = print_run_info(go, cfg, errbuf)) != eslOK) xstatus = status; }
+
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* errbuf was filled above */
+ ESL_DPRINTF1(("MPI master is initialized\n"));
+
+ for (wi = 0; wi < cfg->nproc; wi++) seqidx[wi] = 0;
+
+ for (wi = 0; wi < cfg->nproc; wi++) {
+ seedlist[wi] = esl_rnd_Roll(cfg->r, 1000000000); /* not sure what to use as max for seed */
+ ESL_DPRINTF1(("wi %d seed: %ld\n", wi, seedlist[wi]));
+ }
+
+ /* Worker initialization:
+ * Because we've already successfully initialized the master before we start
+ * initializing the workers, we don't expect worker initialization to fail;
+ * so we just receive a quick OK/error code reply from each worker to be sure,
+ * and don't worry about an informative message.
+ */
+ for (wi = 1; wi < cfg->nproc; wi++)
+ MPI_Send(&(seedlist[wi]), 1, MPI_LONG, wi, 0, MPI_COMM_WORLD);
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD);
+ if (status != eslOK) cm_Fail("One or more MPI worker processes failed to initialize.");
+ ESL_DPRINTF1(("%d workers are initialized\n", cfg->nproc-1));
+ free(seedlist);
+
+ /* Main loop: combining load workers, send/receive, clear workers loops;
+ * also, catch error states and die later, after clean shutdown of workers.
+ *
+ * When a recoverable error occurs, have_work = FALSE, xstatus !=
+ * eslOK, and errbuf is set to an informative message. No more
+ * errbuf's can be received after the first one. We wait for all the
+ * workers to clear their work units, then send them shutdown signals,
+ * then finally print our errbuf and exit.
+ *
+ * Unrecoverable errors just crash us out with cm_Fail().
+ */
+
+ while (xstatus == eslOK && ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK))
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ cfg->ncm++;
+ ESL_DPRINTF1(("MPI master read CM number %d\n", cfg->ncm));
+ if((status = cm_master_MPIBcast(cm, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ print_cm_info (go, cfg, errbuf, cm);
+ determine_nseq_per_worker(go, cfg, cm, &nseq_per_worker); /* this func dies internally if there's some error */
+ ESL_DPRINTF1(("nseq_per_worker: %d\n", nseq_per_worker));
+
+ wi = 1;
+ all_seqs_to_aln = CreateSeqsToAln(100, TRUE);
+ while (have_work || nproc_working)
+ {
+ if (have_work)
+ {
+ nseq_prev = all_seqs_to_aln->nseq;
+ if((status = ReadSeqsToAln(cfg->abc, cfg->sqfp, nseq_per_worker, FALSE, all_seqs_to_aln, TRUE)) == eslOK)
+ {
+ nseq_this_worker = all_seqs_to_aln->nseq - nseq_prev;
+ ESL_DPRINTF1(("MPI master read %d seqs\n", all_seqs_to_aln->nseq));
+ }
+ else
+ {
+ have_work = FALSE;
+ if (status != eslEOF) cm_Fail("Sequence file read unexpectedly failed with code %d\n", status);
+ ESL_DPRINTF1(("MPI master has run out of sequences to read (having read %d)\n", 0));
+ }
+ }
+
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0))
+ {
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains aligned sequences (seqidx: %d)\n", seqidx[wi]));
+ if ((status = cm_seqs_to_aln_MPIUnpack(cfg->abc, buf, bn, &pos, MPI_COMM_WORLD, &worker_seqs_to_aln)) != eslOK) cm_Fail("search results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked search results\n"));
+ if ((status = add_worker_seqs_to_master(all_seqs_to_aln, worker_seqs_to_aln, seqidx[wi])) != eslOK) cm_Fail("adding worker results to master results failed");
+ /* careful not to free data from worker_seqs_to_aln we've
+ * just added to all_seqs_to_aln. we didn't copy it, we just
+ * had pointers in all_seqs_to_aln point to it. We can
+ * free the worker's pointers to those pointers though */
+ if(worker_seqs_to_aln->sq != NULL) free(worker_seqs_to_aln->sq);
+ if(worker_seqs_to_aln->tr != NULL) free(worker_seqs_to_aln->tr);
+ if(worker_seqs_to_aln->cp9_tr != NULL) free(worker_seqs_to_aln->cp9_tr);
+ if(worker_seqs_to_aln->postcode1!= NULL) free(worker_seqs_to_aln->postcode1);
+ if(worker_seqs_to_aln->postcode2!= NULL) free(worker_seqs_to_aln->postcode2);
+ if(worker_seqs_to_aln->sc != NULL) free(worker_seqs_to_aln->sc);
+ if(worker_seqs_to_aln->pp != NULL) free(worker_seqs_to_aln->pp);
+ if(worker_seqs_to_aln->struct_sc!= NULL) free(worker_seqs_to_aln->struct_sc);
+ free(worker_seqs_to_aln);
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+
+ if (have_work)
+ {
+ /* send new alignment job */
+ ESL_DPRINTF1(("MPI master is sending sequence to search to worker %d\n", wi));
+ if ((status = cm_seqs_to_aln_MPISend(all_seqs_to_aln, all_seqs_to_aln->nseq - nseq_this_worker, nseq_this_worker, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI search job send failed");
+ seqidx[wi] = all_seqs_to_aln->nseq - nseq_this_worker;
+ wi++;
+ nproc_working++;
+ }
+ }
+ /* if we've got valid results, output them */
+ if (xstatus == eslOK) {
+ if ((status = output_result(go, cfg, errbuf, cm, all_seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ }
+ ESL_DPRINTF1(("MPI master: done with this CM. Telling all workers\n"));
+ /* send workers the message that we're done with this CM */
+ for (wi = 1; wi < cfg->nproc; wi++)
+ if ((status = cm_seqs_to_aln_MPISend(NULL, 0, 0, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("Shutting down a worker failed.");
+ FreeCM(cm);
+ esl_sqfile_Position(cfg->sqfp, (off_t) 0); /* we may be aligning this file again with another CM */
+ }
+
+ /* On success or recoverable errors:
+ * Shut down workers cleanly.
+ */
+ ESL_DPRINTF1(("MPI master is done. Shutting down all the workers cleanly\n"));
+ if((cm_master_MPIBcast(NULL, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+ free(buf);
+
+ if (xstatus != eslOK) { fprintf(stderr, "Worker: %d had a problem.\n", wi_error); return xstatus; }
+ else if(status != eslEOF) return status;
+ else return eslOK;
+
+}
+
+static int
+mpi_worker(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int xstatus = eslOK;
+ int status;
+ CM_t *cm = NULL;
+ char *wbuf = NULL; /* packed send/recv buffer */
+ int wn = 0; /* allocation size for wbuf */
+ int sz, n; /* size of a packed message */
+ int pos;
+ char errbuf[cmERRBUFSIZE];
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ long seed; /* seed for RNG, rec'd from master */
+ int i;
+ MPI_Status mpistatus; /* MPI status... */
+
+ /* After master initialization: master broadcasts its status.
+ */
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* master saw an error code; workers do an immediate normal shutdown. */
+ ESL_DPRINTF1(("worker %d: sees that master has initialized\n", cfg->my_rank));
+
+ /* Master now sends worker initialization information (RNG seed)
+ * Workers returns their status post-initialization.
+ * Initial allocation of wbuf must be large enough to guarantee that
+ * we can pack an error result into it, because after initialization,
+ * errors will be returned as packed (code, errbuf) messages.
+ */
+ if (MPI_Recv(&seed, 1, MPI_LONG, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi recv failed");
+ if (xstatus == eslOK) { if((cfg->r = esl_randomness_Create(seed)) == NULL) xstatus = eslEMEM; }
+ if (xstatus == eslOK) { wn = 4096; if ((wbuf = malloc(wn * sizeof(char))) == NULL) xstatus = eslEMEM; }
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD); /* everyone sends xstatus back to master */
+ if (xstatus != eslOK) {
+ if (wbuf != NULL) free(wbuf);
+ return xstatus; /* shutdown; we passed the error back for the master to deal with. */
+ }
+ ESL_DPRINTF1(("worker %d: initialized seed: %ld\n", cfg->my_rank, seed));
+
+ /* source = 0 (master); tag = 0 */
+ while ((status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm)) == eslOK)
+ {
+ ESL_DPRINTF1(("Worker %d succesfully received CM, num states: %d num nodes: %d\n", cfg->my_rank, cm->M, cm->nodes));
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+
+ while((status = cm_seqs_to_aln_MPIRecv(cfg->abc, 0, 0, MPI_COMM_WORLD, &wbuf, &wn, &seqs_to_aln)) == eslOK)
+ {
+ ESL_DPRINTF1(("worker %d: has received alignment job, nseq: %d\n", cfg->my_rank, seqs_to_aln->nseq));
+ /* align all sequences */
+ if ((status = process_workunit(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) goto ERROR;
+ ESL_DPRINTF1(("worker %d: has gathered alignment results\n", cfg->my_rank));
+
+ /* free the sequences, master already has a copy so we don't send them back */
+ for(i = 0; i < seqs_to_aln->nseq; i++) esl_sq_Destroy(seqs_to_aln->sq[i]);
+ free(seqs_to_aln->sq);
+ seqs_to_aln->sq = NULL;
+ n = 0;
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (cm_seqs_to_aln_MPIPackSize(seqs_to_aln, 0, seqs_to_aln->nseq, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_seqs_to_aln_MPIPackSize() call failed");
+ n += sz;
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the alignment results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+
+ pos = 0;
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (cm_seqs_to_aln_MPIPack(seqs_to_aln, 0, seqs_to_aln->nseq, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_seqs_to_aln_MPIPack() call failed");
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent results to master in message of %d bytes\n", cfg->my_rank, pos));
+
+ FreeSeqsToAln(seqs_to_aln);
+ }
+ if(status == eslEOD) ESL_DPRINTF1(("worker %d: has seen message to stop with this CM.\n", cfg->my_rank));
+ else ESL_XFAIL(eslFAIL, errbuf, "within CM loop, unexpected status code: %d received from cm_seqs_to_aln_MPIRecv()\n", status);
+
+ FreeCM(cm);
+ cm = NULL;
+ }
+ if (status == eslEOD) ESL_DPRINTF1(("worker %d told CMs are done.\n", cfg->my_rank));
+ else ESL_FAIL(eslFAIL, errbuf, "outside CM loop, unexpected status code: %d received from cm_seqs_to_aln_MPIRecv()\n", status);
+
+ if (wbuf != NULL) free(wbuf);
+ return eslOK;
+
+ ERROR:
+
+ ESL_DPRINTF1(("worker %d: fails, is sending an error message, as follows:\n%s\n", cfg->my_rank, errbuf));
+ pos = 0;
+ MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Pack(errbuf, cmERRBUFSIZE, MPI_CHAR, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+
+ /* if we get here this worker failed and sent an error message, now the master knows a worker
+ * failed but it has to send the message to all other workers (besides this one) to abort so they
+ * can be shut down cleanly. As currently implemented, this means we have to wait here for that
+ * signal which comes in the form of a special 'empty' work packet that tells us we're done with
+ * the current CM, and then a 'empty' CM broadcast that tells us we're done with all CMs in the file.
+ */
+ status = cm_seqs_to_aln_MPIRecv(cfg->abc, 0, 0, MPI_COMM_WORLD, &wbuf, &wn, &seqs_to_aln);
+ status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm);
+ /* status after each of the above calls should be eslEOD, but if it isn't we can't really do anything
+ * about it b/c we've already sent our error message, so in that scenario the MPI will break uncleanly
+ */
+ return eslFAIL; /* recoverable error, master has error message and will print it */
+}
+#endif /*HAVE_MPI*/
+
+static int
+output_result(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln)
+{
+ int status;
+ ESL_MSA *msa = NULL;
+ int i, ip, imax;
+ float sc, struct_sc;
+ void *tmp;
+
+ /* create a new MSA, if we didn't do --inside */
+ if((esl_opt_GetBoolean(go, "--cyk") || esl_opt_GetBoolean(go, "--viterbi")) || (esl_opt_GetBoolean(go, "--optacc") || esl_opt_GetBoolean(go, "--sample")))
+ {
+ /* optionally include a fixed alignment provided with --withali,
+ * this has already been checked to see it matches the CM structure */
+ if(esl_opt_GetString(go, "--withali") != NULL)
+ {
+ /* grow the seqs_to_aln object */
+ if((seqs_to_aln->nseq + cfg->withmsa->nseq) > seqs_to_aln->nalloc)
+ GrowSeqsToAln(seqs_to_aln, seqs_to_aln->nseq + cfg->withmsa->nseq - seqs_to_aln->nalloc, FALSE);
+ if((status = include_withali(go, cfg, cm, &(seqs_to_aln->sq), &(seqs_to_aln->tr), &(seqs_to_aln->nseq), errbuf)) != eslOK)
+ ESL_FAIL(status, errbuf, "--withali alignment file %s doesn't have SS_cons annotation compatible with the CM\n", esl_opt_GetString(go, "--withali"));
+ }
+
+ if(esl_opt_GetBoolean(go, "--viterbi"))
+ {
+ ESL_DASSERT1((seqs_to_aln->cp9_tr != NULL));
+ if((status = CP9Traces2Alignment(cm, cfg->abc_out, seqs_to_aln->sq, NULL, seqs_to_aln->nseq, seqs_to_aln->cp9_tr,
+ (! esl_opt_GetBoolean(go, "--resonly")), esl_opt_GetBoolean(go, "--matchonly"), &msa)) != eslOK)
+ goto ERROR;
+ }
+ else
+ {
+ assert(seqs_to_aln->tr != NULL);
+ if((status = Parsetrees2Alignment(cm, cfg->abc_out, seqs_to_aln->sq, NULL, seqs_to_aln->tr, seqs_to_aln->nseq,
+ (! esl_opt_GetBoolean(go, "--resonly")), esl_opt_GetBoolean(go, "--matchonly"), &msa)) != eslOK)
+ goto ERROR;
+ }
+ if(esl_opt_GetBoolean(go, "-p"))
+ {
+ char *apostcode1; /* aligned posterior decode array */
+ char *apostcode2; /* aligned posterior decode array */
+ if(seqs_to_aln->postcode1 == NULL || seqs_to_aln->postcode2 == NULL)
+ cm_Fail("-p enabled, but DispatchAlignments() did not return post codes.\n");
+
+ /* if --withali: we have to allocate space for the pointers to the postal codes for the preset alignment,
+ * even though they'll be NULL.
+ */
+ if(cfg->withmsa != NULL) {
+ ESL_RALLOC(seqs_to_aln->postcode1,tmp, sizeof(char **) * (seqs_to_aln->nseq));
+ ESL_RALLOC(seqs_to_aln->postcode2,tmp, sizeof(char **) * (seqs_to_aln->nseq));
+ }
+ imax = seqs_to_aln->nseq - 1;
+ if(cfg->withmsa != NULL) imax -= cfg->withmsa->nseq;
+ for (i = 0; i <= imax; i++)
+ {
+ ip = (cfg->withmsa == NULL) ? i : i + cfg->withmsa->nseq;
+ if((status = make_aligned_string(msa->aseq[ip], "-_.", msa->alen, seqs_to_aln->postcode1[i], &apostcode1)) != eslOK)
+ ESL_FAIL(status, errbuf, "error creating posterior string (1)\n");
+ if((status = make_aligned_string(msa->aseq[ip], "-_.", msa->alen, seqs_to_aln->postcode2[i], &apostcode2)) != eslOK)
+ ESL_FAIL(status, errbuf, "error creating posterior string (2)\n");
+ esl_msa_AppendGR(msa, "POSTX.", ip, apostcode1);
+ if(! esl_opt_GetBoolean(go, "--onepost")) esl_msa_AppendGR(msa, "POST.X", ip, apostcode2);
+ free(apostcode1);
+ free(apostcode2);
+ }
+ /* if --withali: we have to allocate space for the pointers to the postal codes for the preset alignment,
+ * even though they'll be NULL.
+ */
+ if(cfg->withmsa != NULL) {
+ for (i = imax+1; i < seqs_to_aln->nseq; i++)
+ seqs_to_aln->postcode1[i] = seqs_to_aln->postcode2[i] = NULL;
+ }
+ }
+
+#ifdef HAVE_MPI
+ /* if nec, output the scores */
+ if(esl_opt_GetBoolean(go, "--mpi") && (!esl_opt_GetBoolean(go, "-q"))) {
+
+ char *namedashes;
+ int ni;
+ int namewidth = 8; /* length of 'seq name' */
+ /* determine the longest name in seqs_to_aln */
+ for(ni = 0; ni < seqs_to_aln->nseq; ni++) namewidth = ESL_MAX(namewidth, strlen(seqs_to_aln->sq[ni]->name));
+ ESL_ALLOC(namedashes, sizeof(char) * namewidth+1);
+ namedashes[namewidth] = '\0';
+ for(ni = 0; ni < namewidth; ni++) namedashes[ni] = '-';
+ if(seqs_to_aln->struct_sc == NULL || (! NOT_IMPOSSIBLE(seqs_to_aln->struct_sc[0]))) {
+ if(cm->align_opts & CM_ALIGN_OPTACC) {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %7s %-*s %5s %8s %8s\n", "seq idx", namewidth, "seq name", "len", "bit sc", "avg prob");
+ fprintf(stdout, "# %7s %-*s %5s %8s %8s\n", "-------", namewidth, namedashes, "-----", "--------", "--------");
+ }
+ else {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %7s %-*s %5s %8s\n", "seq idx", namewidth, "seq name", "len", "bit sc");
+ fprintf(stdout, "# %7s %-*s %5s %8s\n", "-------", namewidth, namedashes, "-----", "--------");
+ }
+ }
+ else { /* we have struct scores */
+ if(cm->align_opts & CM_ALIGN_OPTACC) {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %7s %-*s %5s %18s %8s\n", "", namewidth, "", "", " bit scores ", "");
+ fprintf(stdout, "# %7s %-*s %5s %18s %8s\n", "", namewidth, "", "", "------------------", "");
+ fprintf(stdout, "# %7s %-*s %5s %8s %8s %8s\n", "seq idx", namewidth, "seq name", "len", "total", "struct", "avg prob");
+ fprintf(stdout, "# %7s %-*s %5s %8s %8s %8s\n", "-------", namewidth, namedashes, "-----", "--------", "--------", "--------");
+ }
+ else {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %7s %-*s %5s %18s\n", "", namewidth, "", "", " bit scores ");
+ fprintf(stdout, "# %7s %-*s %5s %18s\n", "", namewidth, "", "", "------------------");
+ fprintf(stdout, "# %7s %-*s %5s %8s %8s\n", "seq idx", namewidth, "seq name", "len", "total", "struct");
+ fprintf(stdout, "# %7s %-*s %5s %8s %8s\n", "-------", namewidth, namedashes, "-----", "--------", "--------");
+ }
+ }
+ free(namedashes);
+
+ int imin;
+ float null3_correction = 0.;
+ imin = (cfg->withmsa == NULL) ? 0 : cfg->withmsa->nseq;
+ for (i = imin; i < seqs_to_aln->nseq; i++) {
+ ip = (cfg->withmsa == NULL) ? i : i - cfg->withmsa->nseq;
+ if(!(esl_opt_GetBoolean(go, "--no-null3"))) { ScoreCorrectionNull3CompUnknown(cm->abc, cm->null, seqs_to_aln->sq[i]->dsq, 1, seqs_to_aln->sq[i]->n, &null3_correction); }
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->struct_sc[ip])) {
+ if(cm->align_opts & CM_ALIGN_OPTACC) fprintf(stdout, " %7d %-*s %5" PRId64 " %8.2f %8.3f\n", (ip+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n, seqs_to_aln->sc[ip] - null3_correction, seqs_to_aln->pp[ip]);
+ else fprintf(stdout, " %7d %-*s %5" PRId64 " %8.2f\n", (ip+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n, seqs_to_aln->sc[ip] - null3_correction);
+ }
+ else { /* we have struct scores */
+ if(!(esl_opt_GetBoolean(go, "--no-null3"))) seqs_to_aln->struct_sc[ip] -= ((float) ParsetreeCountMPEmissions(cm, seqs_to_aln->tr[i]) / (float) seqs_to_aln->sq[i]->n) * null3_correction; /* adjust struct_sc for NULL3 correction, this is inexact */
+ if(cm->align_opts & CM_ALIGN_OPTACC) fprintf(stdout, " %7d %-*s %5" PRId64 " %8.2f %8.2f %8.3f\n", (ip+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n, seqs_to_aln->sc[ip] - null3_correction, seqs_to_aln->struct_sc[ip], seqs_to_aln->pp[ip]);
+ else fprintf(stdout, " %7d %-*s %5" PRId64 " %8.2f %8.2f\n", (ip+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n, seqs_to_aln->sc[ip] - null3_correction, seqs_to_aln->struct_sc[ip]);
+ }
+ }
+ }
+#endif
+ if(! esl_opt_GetBoolean(go, "-q")) printf("\n");
+ /* if nec, replace msa->ss_cons with ss_cons from withmsa alignment */
+ if(esl_opt_GetBoolean(go, "--withpknots")) {
+ if((status = add_withali_pknots(go, cfg, errbuf, cm, msa)) != eslOK) return status;
+ }
+ status = esl_msa_Write(cfg->ofp, msa, (esl_opt_GetBoolean(go, "-1") ? eslMSAFILE_PFAM : eslMSAFILE_STOCKHOLM));
+ if (status == eslEMEM) ESL_FAIL(status, errbuf, "Memory error when outputting alignment\n");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Writing alignment file failed with error %d\n", status);
+
+ /* if nec, output the traces */
+ if(cfg->tracefp != NULL)
+ {
+ for (i = 0; i < msa->nseq; i++)
+ {
+ fprintf(cfg->tracefp, "> %s\n", seqs_to_aln->sq[i]->name);
+ if(esl_opt_GetBoolean(go,"--viterbi"))
+ {
+ fprintf(cfg->tracefp, " SCORE : %.2f bits\n", CP9TraceScore(cm->cp9, seqs_to_aln->sq[i]->dsq, seqs_to_aln->cp9_tr[i]));
+ CP9PrintTrace(cfg->tracefp, seqs_to_aln->cp9_tr[i], cm->cp9, seqs_to_aln->sq[i]->dsq);
+ }
+ else
+ {
+ if((status = ParsetreeScore(cm, errbuf, seqs_to_aln->tr[i], seqs_to_aln->sq[i]->dsq, FALSE, &sc, &struct_sc)) != eslOK) return status;
+ fprintf(cfg->tracefp, " %16s %.2f bits\n", "SCORE:", sc);
+ fprintf(cfg->tracefp, " %16s %.2f bits\n", "STRUCTURE SCORE:", struct_sc);
+ ParsetreeDump(cfg->tracefp, seqs_to_aln->tr[i], cm, seqs_to_aln->sq[i]->dsq, NULL, NULL); /* NULLs are dmin, dmax */
+ }
+ fprintf(cfg->tracefp, "//\n");
+ }
+ }
+ if (cfg->regressfp != NULL) {
+ /* Must delete author info from msa, because it contains version
+ * and won't diff clean in regression tests. */
+ if(msa->au != NULL) free(msa->au); msa->au = NULL;
+ status = esl_msa_Write(cfg->regressfp, msa, eslMSAFILE_STOCKHOLM);
+ if (status == eslEMEM) ESL_FAIL(status, errbuf, "Memory error when outputting regression file\n");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Writing regression file failed with error %d\n", status);
+ }
+ }
+ if(msa != NULL) esl_msa_Destroy(msa);
+ return eslOK;
+
+ ERROR:
+ if(msa != NULL) esl_msa_Destroy(msa);
+ return status;
+}
+
+/* An alignment work unit consists a seqs_to_aln_t object which contains sequences to align,
+ * and space for their parsetrees, or CP9 traces, and possibly postal codes.
+ * The job is to align the sequences and create parsetrees or cp9 traces and maybe postal codes.
+ */
+static int
+process_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm,
+ seqs_to_aln_t *seqs_to_aln)
+{
+ int status;
+ int be_quiet = esl_opt_GetBoolean(go, "-q");
+
+#ifdef HAVE_MPI
+ if(esl_opt_GetBoolean(go, "--mpi")) be_quiet = TRUE;
+#endif
+
+ if((status = DispatchAlignments(cm, errbuf, seqs_to_aln,
+ NULL, NULL, 0, /* we're not aligning search hits */
+ esl_opt_GetInteger(go, "--banddump"),
+ esl_opt_GetInteger(go, "--dlev"), be_quiet,
+ (! esl_opt_GetBoolean(go, "--no-null3")), cfg->r,
+ esl_opt_GetReal(go, "--mxsize"), stdout)) != eslOK) goto ERROR;
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: has caught an error in process_search_workunit\n", cfg->my_rank));
+ FreeCM(cm);
+ return status;
+}
+
+/* initialize_cm()
+ * Setup the CM based on the command-line options/defaults.
+ * Configures the CM with a ConfigCM() call at end.
+ */
+static int
+initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ int nstarts, nexits, nd;
+
+ /* set up params/flags/options of the CM */
+ cm->beta_qdb = esl_opt_GetReal(go, "--beta");
+ cm->tau = esl_opt_GetReal(go, "--tau"); /* this will be DEFAULT_TAU unless changed at command line */
+
+ /* update cm->config_opts */
+ if(esl_opt_GetBoolean(go, "-l"))
+ {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+
+ /* update cm->align_opts */
+ /* optimal accuracy alignment is default */
+ if(esl_opt_GetBoolean(go, "--optacc")) cm->align_opts |= CM_ALIGN_OPTACC;
+ if(esl_opt_GetBoolean(go, "--sample")) cm->align_opts |= CM_ALIGN_SAMPLE;
+ if(esl_opt_GetBoolean(go, "--hbanded")) cm->align_opts |= CM_ALIGN_HBANDED;
+ if(esl_opt_GetBoolean(go, "--nonbanded")) cm->align_opts &= ~CM_ALIGN_HBANDED;
+ if(esl_opt_GetBoolean(go, "--sub")) cm->align_opts |= CM_ALIGN_SUB;
+ if(esl_opt_GetBoolean(go, "--viterbi")) cm->align_opts |= CM_ALIGN_HMMVITERBI;
+ if(esl_opt_GetBoolean(go, "--small")) cm->align_opts |= CM_ALIGN_SMALL;
+ if(esl_opt_GetBoolean(go, "-p")) cm->align_opts |= CM_ALIGN_POST;
+ if(esl_opt_GetBoolean(go, "--hsafe")) cm->align_opts |= CM_ALIGN_HMMSAFE;
+ if(esl_opt_GetBoolean(go, "--fins")) cm->align_opts |= CM_ALIGN_FLUSHINSERTS;
+
+ if(esl_opt_GetBoolean(go, "--inside")) cm->align_opts |= CM_ALIGN_INSIDE;
+ if(esl_opt_GetBoolean(go, "--checkpost")) cm->align_opts |= CM_ALIGN_CHECKINOUT;
+ if(esl_opt_GetBoolean(go, "--checkfb")) cm->align_opts |= CM_ALIGN_CHECKFB;
+ if(esl_opt_GetBoolean(go, "--sums")) cm->align_opts |= CM_ALIGN_SUMS;
+ /* config QDB? */
+ if(esl_opt_GetBoolean(go, "--qdb"))
+ {
+ cm->align_opts |= CM_ALIGN_QDB;
+ cm->config_opts |= CM_CONFIG_QDB;
+ }
+
+ /* BEGIN (POTENTIALLY) TEMPORARY BLOCK */
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ /* printf("nstarts: %d\n", nstarts); */
+ cm->pbegin = 1.- (1./(1+nstarts));
+ /* printf("pbegin: %.5f\n", cm->pbegin); */
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /* END (POTENTIALLY) TEMPORARY BLOCK */
+
+
+ /* finally, configure the CM for alignment based on cm->config_opts and cm->align_opts.
+ * set local mode, make cp9 HMM, calculate QD bands etc.
+ */
+ ConfigCM(cm, FALSE); /* FALSE says do not calculate W unless nec b/c we're using QDBs */
+
+ /* if(cfg->my_rank == 0) printf("CM %d: %s\n", (cfg->ncm), cm->name);
+ * debug_print_cm_params(stdout, cm);
+ */
+
+ /* if we're master and we're trying to include an alignment, make sure it is consistent with CM structure */
+ if(cfg->my_rank == 0 && (! esl_opt_IsDefault(go, "--withali"))) {
+ if((status = check_withali(go, cfg, cm, &(cfg->withmsa), &(cfg->withali_mtr))) != eslOK)
+ ESL_FAIL(status, errbuf, "--withali alignment file %s doesn't have a SS_cons compatible with the CM\n", esl_opt_GetString(go, "--withali"));
+ }
+ return eslOK;
+}
+
+/* Function: compare_cm_guide_trees()
+ * EPN, Tue Mar 6 08:32:12 2007
+ *
+ * Purpose: Given two CMs, cm1 and cm2, compare them, returning TRUE
+ * iff they have the same guide tree (same node architecture).
+ *
+ * Args: cm1 - covariance model number 1
+ * cm2 - covariance model number 2
+ *
+ * Returns: TRUE if CMs have same guide tree, FALSE otherwise
+ */
+static int compare_cm_guide_trees(CM_t *cm1, CM_t *cm2)
+{
+ int nd;
+ if(cm1->nodes != cm2->nodes) return FALSE;
+ for(nd = 0; nd < cm1->nodes; nd++)
+ if(cm1->ndtype[nd] != cm2->ndtype[nd]) return FALSE;
+ return TRUE;
+}
+
+/* Function: check_withali()
+ * EPN, Tue Mar 6 06:25:02 2007
+ *
+ * Purpose: Ensure that the alignment to include has a secondary
+ * structure that matches our CM. Pass the alignment back
+ * as *ret_msa.
+ *
+ * Returns: <eslOK> on success.
+ * <eslEINCOMPAT> if alignment doesn't match the CM
+ */
+static int check_withali(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, ESL_MSA **ret_msa, Parsetree_t **ret_mtr)
+{
+ int status;
+ ESL_MSA *msa = NULL; /* alignment we're including */
+ CM_t *new_cm = NULL; /* CM built from MSA, we check it has same guide tree as 'cm' */
+ Parsetree_t *mtr = NULL; /* master structure tree from the alignment*/
+ char errbuf[cmERRBUFSIZE];
+
+ /* cfg->withalifp is open */
+ status = esl_msa_Read(cfg->withalifp, &msa);
+ if (status == eslEFORMAT) cm_Fail("--withali alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", cfg->withalifp->linenumber, cfg->withalifp->fname, cfg->withalifp->errbuf, cfg->withalifp->buf);
+ else if (status != eslOK) cm_Fail("--withali alignment file read unexpectedly failed with code %d\n", status);
+
+ /* Some input data cleaning. */
+ if (esl_opt_GetBoolean(go, "--rf") && msa->rf == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "--rf invoked but --withali alignment has no reference coord annotation.\n");
+ if (msa->ss_cons == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "--withali alignment did not contain consensus structure annotation.\n");
+ if (esl_opt_GetBoolean(go, "--withpknots")) /* copy the original secondary structure */
+ esl_strdup(msa->ss_cons, -1, &(cfg->withss_cons));
+ if (! clean_cs(msa->ss_cons, msa->alen, TRUE))
+ ESL_FAIL(eslFAIL, errbuf, "Failed to parse consensus structure annotation for --withali alignment\n");
+
+ /* Build a CM from a master guide tree built from the msa,
+ * then check to make sure this CM has same emit map as the CM
+ * we've had passed in. This is fragile and hopefully temporary.
+ * Another solution would be to use a checksum, but CM files don't
+ * have checksums yet.
+ */
+ if((status = HandModelmaker(msa, errbuf, esl_opt_GetBoolean(go, "--rf"), esl_opt_GetReal(go, "--gapthresh"), &new_cm, &mtr)) != eslOK) return status;
+ if(!(compare_cm_guide_trees(cm, new_cm))) {
+ /* no need to try rebalancing, that doesn't change the guidetree (seriously this is from cm.c::CMRebalance():
+ * for (x = 0; x < new->nodes; x++) new->ndtype[x] = cm->ndtype[x];
+ */
+ status = eslEINCOMPAT;
+ goto ERROR;
+ }
+
+ /* if we get here, the CM guide trees match */
+ if(new_cm != NULL) FreeCM(new_cm);
+ *ret_mtr = mtr;
+ *ret_msa = msa;
+ return eslOK;
+
+ ERROR:
+ if(msa != NULL) esl_msa_Destroy(msa);
+ if(new_cm != NULL) FreeCM(new_cm);
+ if(mtr != NULL) FreeParsetree(mtr);
+ return eslEINCOMPAT;
+}
+
+/* Function: include_withali()
+ * EPN, Tue Mar 6 06:25:02 2007
+ *
+ * Purpose: Determine the implicit parses of sequences in an
+ * MSA to a CM and append them to passed in data structures.
+ * We've already checked to make sure the MSA's consensus
+ * structure matches the CM.
+ *
+ * Args: go - command line options
+ * cfg - cmalign configuration, includes msa to add
+ * cm - CM we're aligning to
+ * ret_sq - pre-existing sequences, to append msa seqs to
+ * ret_tr - pre-existing parsetrees, to append to
+ * ret_nseq - number of exisiting seqs, updated at end of function
+ * errbuf - easel error message
+ *
+ * Returns: eslOK on success, eslEMEM on memory error
+ * Also new, realloc'ed arrays for sq, tr in ret_seq, ret_tr;
+ * *ret_nseq is increased by number of seqs in cfg->withmsa.
+*/
+static int include_withali(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, ESL_SQ ***ret_sq, Parsetree_t ***ret_tr, int *ret_nseq, char *errbuf)
+{
+ int status;
+ void *tmp; /* for ESL_RALLOC() */
+ int i; /* counter over aseqs */
+ int ip; /* offset counter over aseqs */
+ char **uaseq; /* unaligned seqs, dealigned from the MSA */
+ char **aseq; /* aligned text seqs */
+ int apos; /* aligned position index */
+ int uapos; /* unaligned position index */
+ int x; /* counter of parsetree nodes */
+ int **map; /* [0..msa->nseq-1][0..msa->alen] map from aligned
+ * positions to unaligned (non-gap) positions */
+
+
+ /* Contract check */
+ if(cfg->withmsa == NULL) cm_Fail("ERROR in include_withali() withmsa is NULL.\n");
+ if(! (cfg->withmsa->flags & eslMSA_DIGITAL)) cm_Fail("ERROR in include_withali() withmsa is not digitized.\n");
+
+ /* For each seq in the MSA, map the aligned sequences coords to
+ * the unaligned coords, we stay in digitized seq coords (1..alen),
+ * we need this for converting parsetrees from Transmogrify (which
+ * have emitl and emitr in aligned coords) to unaligned coords, so
+ * we can call Parsetrees2Alignment() with them. */
+ ESL_ALLOC(map, sizeof(int *) * cfg->withmsa->nseq);
+ ESL_ALLOC(uaseq, sizeof(char *) * cfg->withmsa->nseq);
+ ESL_ALLOC(aseq, sizeof(char *) * cfg->withmsa->nseq);
+ for (i = 0; i < cfg->withmsa->nseq; i++)
+ {
+ ESL_ALLOC(map[i], sizeof(int) * (cfg->withmsa->alen+1));
+ ESL_ALLOC(aseq[i], sizeof(char) * (cfg->withmsa->alen+1));
+ map[i][0] = -1; /* invalid */
+ uapos = 1;
+ for(apos = 1; apos <= cfg->withmsa->alen; apos++)
+ {
+ if (!esl_abc_XIsGap(cfg->withmsa->abc, cfg->withmsa->ax[i][apos]))
+ map[i][apos] = uapos++;
+ else
+ map[i][apos] = -1;
+ }
+ /* we need digitized AND text seqs for Transmogrify */
+ esl_abc_Textize(cfg->withmsa->abc, cfg->withmsa->ax[i], cfg->withmsa->alen, aseq[i]);
+ esl_strdup(aseq[i], -1, &(uaseq[i]));
+ esl_strdealign(uaseq[i], uaseq[i], "-_.", NULL);
+ }
+ ESL_RALLOC((*ret_tr), tmp, (sizeof(Parsetree_t *) * (*ret_nseq + cfg->withmsa->nseq)));
+ ESL_RALLOC((*ret_sq), tmp, (sizeof(ESL_SQ *) * (*ret_nseq + cfg->withmsa->nseq)));
+
+ /* Transmogrify each aligned seq to get a parsetree */
+ /*for (i = 0; i < cfg->withmsa->nseq; i++)*/
+ for (i = *ret_nseq; i < (*ret_nseq + cfg->withmsa->nseq); i++)
+ {
+ ip = i - *ret_nseq;
+ (*ret_tr)[i] = Transmogrify(cm, cfg->withali_mtr, cfg->withmsa->ax[ip], aseq[ip], cfg->withmsa->alen);
+ /* ret_tr[i] is in alignment coords, convert it to unaligned coords, */
+ for(x = 0; x < (*ret_tr)[i]->n; x++)
+ {
+ if((*ret_tr)[i]->emitl[x] != -1)
+ (*ret_tr)[i]->emitl[x] = map[ip][(*ret_tr)[i]->emitl[x]];
+ if((*ret_tr)[i]->emitr[x] != -1)
+ (*ret_tr)[i]->emitr[x] = map[ip][(*ret_tr)[i]->emitr[x]];
+ }
+ (*ret_sq)[i] = esl_sq_CreateFrom(cfg->withmsa->sqname[ip], uaseq[ip], NULL, NULL, NULL);
+ esl_sq_Digitize(cm->abc, (*ret_sq)[i]);
+ }
+
+ /* Swap some pointers so the included alignment appears at the top of the output
+ * alignment instead of the bottom. */
+ Parsetree_t **tmp_tr;
+ ESL_SQ **tmp_sq;
+ ESL_ALLOC(tmp_tr, sizeof(Parsetree_t *) * (*ret_nseq + cfg->withmsa->nseq));
+ ESL_ALLOC(tmp_sq, sizeof(ESL_SQ *) * (*ret_nseq + cfg->withmsa->nseq));
+ for(i = 0; i < (*ret_nseq + cfg->withmsa->nseq); i++)
+ {
+ tmp_tr[i] = (*ret_tr)[i];
+ tmp_sq[i] = (*ret_sq)[i];
+ }
+ for(i = 0; i < *ret_nseq; i++)
+ {
+ ip = i + cfg->withmsa->nseq;
+ (*ret_tr)[ip] = tmp_tr[i];
+ (*ret_sq)[ip] = tmp_sq[i];
+ }
+ for(i = *ret_nseq; i < (*ret_nseq + cfg->withmsa->nseq); i++)
+ {
+ ip = i - *ret_nseq;
+ (*ret_tr)[ip] = tmp_tr[i];
+ (*ret_sq)[ip] = tmp_sq[i];
+ }
+ free(tmp_tr);
+ free(tmp_sq);
+
+ /* update *ret_nseq */
+ *ret_nseq += cfg->withmsa->nseq;
+
+ /* Clean up and exit. */
+ esl_Free2D((void **) map, cfg->withmsa->nseq);
+ esl_Free2D((void **) uaseq, cfg->withmsa->nseq);
+ esl_Free2D((void **) aseq, cfg->withmsa->nseq);
+ return eslOK;
+
+ ERROR:
+ esl_Free2D((void **) map, cfg->withmsa->nseq);
+ esl_Free2D((void **) uaseq, cfg->withmsa->nseq);
+ return status;
+}
+
+/* Function: make_aligned_string()
+ * Incept: EPN, Thu Aug 2 18:24:49 2007
+ * stolen from Squid:alignio.c:MakeAlignedString()
+ *
+ * Purpose: Given a raw string of some type (secondary structure, say),
+ * align it to a given aseq by putting gaps wherever the
+ * aseq has gaps.
+ *
+ * Args: aseq: template for alignment
+ * gapstring: defines all gap chars ex: "-_."
+ * alen: length of aseq
+ * ss: raw string to align to aseq
+ * ret_s: RETURN: aligned ss
+ *
+ * Return: eslOK on success, eslEMEM on memory allocation error,
+ * eslEINCONCEIVABLE on strange error,
+ * ret_ss is alloc'ed here and must be free'd by caller.
+ */
+int
+make_aligned_string(char *aseq, char *gapstring, int alen, char *ss, char **ret_s)
+{
+ int status;
+ char *new;
+ int apos, rpos;
+ int rlen;
+
+ ESL_ALLOC(new, (sizeof(char) * (alen+1)));
+ for (apos = rpos = 0; apos < alen; apos++)
+ {
+ if (strchr(gapstring, aseq[apos]) != NULL)
+ new[apos] = aseq[apos];
+ else
+ new[apos] = ss[rpos++];
+ }
+ new[apos] = '\0';
+
+ rlen = strlen(ss);
+ if (rpos != rlen)
+ {
+ if(new != NULL) free(new);
+ return eslEINCONCEIVABLE;
+ }
+ *ret_s = new;
+ return eslOK;
+
+ ERROR:
+ if(new != NULL) free(new);
+ return status;
+}
+
+/* Function: add_withali_pknots()
+ * EPN, Wed Oct 17 18:24:33 2007
+ *
+ * Purpose: Determine the pseudoknots that were in consensus columns of
+ * the --withali alignment and add them to newmsa->ss_cons.
+ *
+ * Args: go - command line options
+ * cfg - cmalign configuration, includes msa to add
+ * errbuf - easel error message
+ * cm - the CM, only used to get cm->clen
+ * newmsa - MSA from Parsetrees2Alignment(), we want to add to it's ss_cons
+ *
+ * Returns: eslOK on success, eslEMEM on memory error
+ * eslEINVAL on unpredicted situation
+*/
+static int add_withali_pknots(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, ESL_MSA *newmsa)
+{
+ int status;
+ int apos; /* aligned position index */
+ int cpos; /* consensus column index */
+ int ngaps;
+ float gapthresh;
+ int withmsa_clen = 0;
+ int idx; /* sequence index */
+ int i, j, i_cpos, j_cpos; /* residue position indices */
+ /* Contract check */
+ if(cfg->withmsa == NULL) cm_Fail("ERROR in add_withali_pknots() cfg->withmsa is NULL.\n");
+ if(cfg->withss_cons == NULL) cm_Fail("ERROR in add_withali_pknots() cfg->withss_cons is NULL.\n");
+ if(! (cfg->withmsa->flags & eslMSA_DIGITAL)) cm_Fail("ERROR in add_withali_pknots() cfg->withmsa is not digitized.\n");
+
+ /* 10 easy, convoluted steps. One reason for so many steps is
+ * we can't build ss_cons strings from pseudoknotted ct arrays,
+ * so we have to work around that.
+ */
+
+ /* 1. determine consensus columns of withmsa.
+ * If we've gotten this far, there should be same number as
+ * cm->clen. code block stolen from cm_modelmaker.c matassign is
+ * 1..alen. Values are 1 if a match (consensus) column, 0 if insert
+ * column.
+ */
+ gapthresh = esl_opt_GetReal(go, "--gapthresh");
+ int *matassign;
+ ESL_ALLOC(matassign, sizeof(int) * (cfg->withmsa->alen+1));
+ /* Watch for off-by-one. rf is [0..alen-1]; matassign is [1..alen] */
+ if (esl_opt_GetBoolean(go, "--rf")) {
+ for (apos = 1; apos <= cfg->withmsa->alen; apos++)
+ matassign[apos] = (esl_abc_CIsGap(cfg->withmsa->abc, cfg->withmsa->rf[apos-1])? FALSE : TRUE);
+ }
+ else { /* --rf not enabled */
+ for (apos = 1; apos <= cfg->withmsa->alen; apos++) {
+ for (ngaps = 0, idx = 0; idx < cfg->withmsa->nseq; idx++)
+ if (esl_abc_XIsGap(cfg->withmsa->abc, cfg->withmsa->ax[idx][apos])) ngaps++;
+ matassign[apos] = ((double) ngaps / (double) cfg->withmsa->nseq > gapthresh) ? 0 : 1;
+ }
+ }
+ for (apos = 1; apos <= cfg->withmsa->alen; apos++) withmsa_clen += matassign[apos];
+ if(withmsa_clen != cm->clen) ESL_FAIL(eslFAIL, errbuf, "withmsa consensus length != cm consensus length. A previous check for this passed, this is a coding error.");
+
+ /* 2. get ct array for consensus structure of withmsa BEFORE we stripped away it's pknots,
+ * this was saved in check_withali().
+ */
+ int *ct;
+ ESL_ALLOC(ct, (cfg->withmsa->alen+1) * sizeof(int));
+ if (esl_wuss2ct(cfg->withss_cons, cfg->withmsa->alen, ct) != eslOK)
+ ESL_FAIL(eslFAIL, errbuf, "withmsa original ss_cons inconsistent. A previous check for this passed, this is a coding error.");
+
+ /* 3. also get a ct with no pknots, we'll need this to figure out where the pknots go */
+ int *ct_noknots;
+ ESL_ALLOC(ct_noknots, (cfg->withmsa->alen+1) * sizeof(int));
+ if (esl_wuss2ct(cfg->withmsa->ss_cons, cfg->withmsa->alen, ct_noknots) != eslOK)
+ ESL_FAIL(eslFAIL, errbuf, "withmsa original ss_cons inconsistent. A previous check for this passed, this is a coding error.");
+
+ /* 4. remove any base pairs (i,j) from ct and ct_noknots for which i or j are non-consensus columns */
+ for (apos = 1; apos <= cfg->withmsa->alen; apos++) {
+ if(! matassign[apos]) { /* apos is not a consensus column */
+ if(ct[apos] != 0) ct[ct[apos]] = 0;
+ ct[apos] = 0;
+ if(ct_noknots[apos] != 0) ct_noknots[ct_noknots[apos]] = 0;
+ ct_noknots[apos] = 0;
+ }
+ }
+
+ /* 5. get a map from alignment coords to consensus coords */
+ int *a2c_map;
+ ESL_ALLOC(a2c_map, sizeof(int) * (cfg->withmsa->alen + 1));
+ a2c_map[0] = -1;
+ cpos = 1;
+ for(apos = 1; apos <= cfg->withmsa->alen; apos++) {
+ if(matassign[apos]) a2c_map[apos] = cpos++;
+ else a2c_map[apos] = 0;
+ }
+
+ /* 6. use a2c_map to create c_ct_noknots, which is just ct_noknots
+ * changed from aligned coordinates to consensus column
+ * coordinates. remember no non-consensus column cpos should have
+ * ct_noknots[cpos] != 0, because we stripped those bps.
+ */
+ int *c_ct_noknots;
+ ESL_ALLOC(c_ct_noknots, sizeof(int) * (cm->clen+1));
+ esl_vec_ISet(c_ct_noknots, (cm->clen+1), 0);
+ for(apos = 1; apos <= cfg->withmsa->alen; apos++) {
+ i = apos; j = ct_noknots[i];
+ if(j != 0 && i < j) { /* if i > j, we've already covered it */
+ if(a2c_map[i] == 0) ESL_FAIL(eslFAIL, errbuf, "withmsa apos: %d has structure, but is not consensus, this should never happen.", i);
+ if(a2c_map[j] == 0) ESL_FAIL(eslFAIL, errbuf, "withmsa apos: %d has structure, but is not consensus, this should never happen.", j);
+ c_ct_noknots[a2c_map[i]] = a2c_map[j];
+ c_ct_noknots[a2c_map[j]] = a2c_map[i];
+ }
+ }
+ for(cpos = 1; cpos <= cm->clen; cpos++)
+ printf("ct[%d]: %d\n", cpos, c_ct_noknots[cpos]);
+
+ /* 7. build new consensus structure, with no knots and only consensus columns */
+ char *c_sscons;
+ ESL_ALLOC(c_sscons, sizeof(char) * (cm->clen + 1));
+ if((status = esl_ct2wuss(c_ct_noknots, cm->clen, c_sscons)) != eslOK) cm_Fail("ct2wuss failed with (supposedly) no knots");
+
+ /* 8. add back in consensus knots, using a2c_map */
+ for(apos = 1; apos <= cfg->withmsa->alen; apos++) {
+ if(matassign[apos]) {
+ i = apos; j = ct[i];
+ if(ct[i] != 0 && i < j) { /* if i > j, we've already updated it */
+ i_cpos = a2c_map[i];
+ j_cpos = a2c_map[j];
+ /* printf("\t\tct bp i: %3d i_cpos: %3d j_cpos: %d j_cpos: %3d\n", i, i_cpos, j, j_cpos);
+ printf("\t\tc_sscons[i_cpos-1]: %c\n", c_sscons[(i_cpos-1)]);
+ printf("\t\tc_sscons[j_cpos-1]: %c\n", c_sscons[(j_cpos-1)]);
+ printf("\t\tcfg->withss_cons[(i-1)]: %c\n", cfg->withss_cons[(i-1)]);
+ printf("\t\tcfg->withss_cons[(j-1)]: %c\n", cfg->withss_cons[(j-1)]);
+ */
+ c_sscons[(i_cpos-1)] = cfg->withss_cons[(i-1)]; /* add pknot annotation for left bp */
+ c_sscons[(j_cpos-1)] = cfg->withss_cons[(j-1)]; /* add pknot annotation for right bp */
+ }
+ }
+ }
+
+ /* 9. c_sscons is the pknotted structure, but limited to the consensus columns,
+ * final step is to overwrite newmsa->ss_cons characters for consensus columns
+ * only, by simply replacing them with characters from c_sscons.
+ * we need a new map from consensus columns to newmsa align coords first,
+ * we use the fact that newmsa->rf columns that are non-gapped are consensus
+ * columns.
+ */
+ int *new_c2a_map;
+ ESL_ALLOC(new_c2a_map, sizeof(int) * (cm->clen + 1));
+ new_c2a_map[0] = -1;
+ new_c2a_map[0] = -1;
+ cpos = 0;
+ for(apos = 1; apos <= newmsa->alen; apos++)
+ if(! esl_abc_CIsGap(newmsa->abc, newmsa->rf[(apos-1)])) new_c2a_map[++cpos] = apos;
+
+ /* 10. overwrite newmsa->ss_cons */
+ for(cpos = 1; cpos <= cm->clen; cpos++)
+ newmsa->ss_cons[(new_c2a_map[cpos]-1)] = c_sscons[(cpos-1)];
+
+ /* free memory and return */
+ free(new_c2a_map);
+ free(c_sscons);
+ free(a2c_map);
+ free(ct_noknots);
+ free(c_ct_noknots);
+ free(ct);
+ free(matassign);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: print_run_info
+ * Date: EPN, Thu Feb 28 14:26:42 2008
+ *
+ * Purpose: Print information on this run of cmalign.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ char *command;
+ char *date;
+
+ if(esl_opt_GetBoolean(go, "-q")) return eslOK;
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) return status;
+ if((status = GetDate (errbuf, &date)) != eslOK) return status;
+
+ fprintf(stdout, "%-10s %s\n", "# command:", command);
+ fprintf(stdout, "%-10s %s\n", "# date:", date);
+ if(cfg->nproc > 1) fprintf(stdout, "# %-8s %d\n", "nproc:", cfg->nproc);
+ if(esl_opt_GetBoolean(go, "--sample")) fprintf(stdout, "%-10s %ld\n", "# seed:", esl_randomness_GetSeed(cfg->r));
+
+ fprintf(stdout, "#\n");
+ free(command);
+ free(date);
+ return eslOK;
+}
+
+/* Function: print_cm_info
+ * Date: EPN, Thu Feb 28 14:44:17 2008
+ *
+ * Purpose: Print per-CM info to output file (stdout unless -o).
+ */
+static void
+print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+
+ if(esl_opt_GetBoolean(go, "-q")) return;
+
+ int do_hbanded = (cm->align_opts & CM_ALIGN_HBANDED) ? TRUE : FALSE;
+ int do_qdb = (cm->align_opts & CM_ALIGN_QDB) ? TRUE : FALSE;
+ if(cm->align_opts & CM_ALIGN_HMMVITERBI) { do_hbanded = do_qdb = FALSE; }
+
+ fprintf(stdout, "# %-25s %9s %6s %3s %5s %6s\n", "cm name", "algorithm", "config", "sub", "bands", (do_hbanded) ? "tau" : ((do_qdb) ? "beta" : ""));
+ fprintf(stdout, "# %-25s %9s %6s %3s %5s %6s\n", "-------------------------", "---------", "------", "---", "-----", (do_hbanded || do_qdb) ? "------" : "");
+ fprintf(stdout, "# %-25.25s %9s %6s %3s",
+ cm->name,
+ ((esl_opt_GetBoolean(go, "--cyk")) ? "cyk" : ((esl_opt_GetBoolean(go, "--sample")) ? "sample" : (esl_opt_GetBoolean(go, "--viterbi") ? "hmm vit" : "opt acc"))),
+ (esl_opt_GetBoolean(go, "-l")) ? "local" : "global",
+ (esl_opt_GetBoolean(go, "--sub")) ? "yes" : "no");
+ /* bands and beta/tau */
+ if (do_hbanded) fprintf(stdout, " %5s %6.0e\n", "hmm", cm->tau);
+ else if(do_qdb) fprintf(stdout, " %5s %6.0e\n", "qdb", cm->beta_qdb);
+ else fprintf(stdout, " %5s %6s\n", "none", "");
+
+ return;
+}
+
+/* Function: get_command
+ * Date: EPN, Fri Jan 25 13:56:10 2008
+ *
+ * Purpose: Return the command used to call cmscore
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
+
+/* serial_merge_alignments_only()
+ *
+ * A special mode of cmalign invoked with --merge <f>. In this case
+ * we do not align sequences to a CM, rather we only merge two alignments
+ * created by previous runs of cmalign (to the same CM) together.
+ * We output the alignment to either stdout or file <of> of -o <of>
+ * and return, the program will then skip serial_master() and exit.
+ * If we run into any problem here we cm_Fail() with an informative
+ * error message. --merge is incompatible with --mpi, so we don't have to
+ * worry about MPI mode with --merge.
+ */
+static void
+serial_merge_alignments_only(const ESL_GETOPTS *go)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ CMFILE *cmfp; /* open input CM file stream */
+ ESL_MSAFILE *msafp1; /* open alifile 1 (argv[2]) */
+ ESL_MSAFILE *msafp2; /* open alifile 2 (from --merge <f>) */
+ char *cmfile;
+ char *msafile1;
+ char *msafile2;
+ ESL_MSA *msa1;
+ ESL_MSA *msa2;
+ ESL_MSA *merged_msa;
+ CM_t *cm, *tmp_cm;
+ ESL_ALPHABET *abc, *abc_out;
+ abc = NULL;
+ Parsetree_t *mtr1, *mtr2;
+ FILE *ofp;
+ int nmerged_tr, nmerged_sq;
+ int msa1_nseq, msa2_nseq;
+ int i;
+ Parsetree_t **tr1, **tr2;
+ ESL_SQ **sq1, **sq2;
+
+ /* markup from msa1 and msa2, we'll add it to the merged_msa */
+ int ncomment1, ncomment2, ngf1, ngf2, ngs1, ngs2, ngr1, ngr2;
+ char **gf_tag1, **gf_tag2, **gs_tag1, **gs_tag2, **gr_tag1, **gr_tag2;
+ char **comment1, **comment2, **gf1, **gf2;
+ char ***gs1, ***gs2, ***gr1, ***gr2;
+
+ /* open output file */
+ if (esl_opt_GetString(go, "-o") != NULL) {
+ if ((ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ cm_Fail("Failed to open -o output file %s\n", esl_opt_GetString(go, "-o"));
+ } else ofp = stdout;
+
+ /* open CM file, read first CM */
+ cmfile = esl_opt_GetArg(go, 1);
+ if((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if (esl_opt_GetBoolean(go, "--rna")) abc_out = esl_alphabet_Create(eslRNA);
+ else if (esl_opt_GetBoolean(go, "--dna")) abc_out = esl_alphabet_Create(eslDNA);
+ if((status = CMFileRead(cmfp, errbuf, &abc, &cm)) != eslOK) cm_Fail(errbuf);
+ /* configure the CM, only really nec so we get the appropriate #=GC RF line in the output alignment
+ * which is built in Parsetrees2Alignment() using the log-odds emissions scores
+ */
+ ConfigCM(cm, FALSE); /* FALSE says do not calculate W unless nec b/c we're using QDBs */
+
+ /* open msa file 1, argv[2] */
+ msafile1 = esl_opt_GetArg(go, 2);
+ status = esl_msafile_Open(msafile1, eslMSAFILE_UNKNOWN, NULL, &msafp1);
+ if (status == eslENOTFOUND) cm_Fail("Alignment file %s doesn't exist or is not readable\n", msafile1);
+ else if (status == eslEFORMAT) cm_Fail("Couldn't determine format of alignment %s\n", msafile1);
+ else if (status != eslOK) cm_Fail("Alignment file %s open failed with error %d\n", msafile1, status);
+ /* read first alignment from msa file 1 */
+ esl_msafile_SetDigital(msafp1, abc);
+ if((status = esl_msa_Read(msafp1, &msa1)) != eslOK) cm_Fail("No alignments in %s\n", msafile1);
+
+ /* open msa file 2, argv[3] */
+ msafile2 = esl_opt_GetArg(go, 3);
+ status = esl_msafile_Open(msafile2, eslMSAFILE_UNKNOWN, NULL, &msafp2);
+ if (status == eslENOTFOUND) cm_Fail("Alignment file %s doesn't exist or is not readable\n", msafile2);
+ else if (status == eslEFORMAT) cm_Fail("Couldn't determine format of alignment %s\n", msafile2);
+ else if (status != eslOK) cm_Fail("Alignment file %s open failed with error %d\n", msafile2, status);
+ /* read first alignment from msa file 2 */
+ esl_msafile_SetDigital(msafp2, cm->abc);
+ if((status = esl_msa_Read(msafp2, &msa2)) != eslOK) cm_Fail("No alignments in %s\n", msafile2);
+
+ /* validation: Build CMs from both MSAs, the guidetrees should match the guidetree for the CM we read from the cmfile */
+ if((status = HandModelmaker(msa1, errbuf, TRUE, 0.5, &tmp_cm, &(mtr1))) != eslOK) cm_Fail(errbuf);
+ /* !use RF! */
+ if(!(CompareCMGuideTrees(cm, tmp_cm))) {
+ /* no need to try rebalancing, that doesn't change the guidetree (seriously this is from cm.c::CMRebalance():
+ * for (x = 0; x < new->nodes; x++) new->ndtype[x] = cm->ndtype[x];
+ */
+ cm_Fail("with --merge, alignment in %s could not have been created using the first CM in %s.", msafile1, cmfile);
+ }
+ FreeCM(tmp_cm);
+
+ if((status = HandModelmaker(msa2, errbuf, TRUE, 0.5, &tmp_cm, &(mtr2))) != eslOK) cm_Fail(errbuf);
+ /* !use RF! */
+ if(!(CompareCMGuideTrees(cm, tmp_cm))) {
+ /* no need to try rebalancing, that doesn't change the guidetree (seriously this is from cm.c::CMRebalance():
+ * for (x = 0; x < new->nodes; x++) new->ndtype[x] = cm->ndtype[x];
+ */
+ cm_Fail("with --merge, alignment in %s could not have been created using the first CM in %s.", msafile2, cmfile);
+ }
+ FreeCM(tmp_cm);
+ /* now we know msa1 and msa2 both have SS_cons lines that match the first CM we read from cmfile, so they must match each other */
+
+ /* store the unparsed stockholm markup from each msa, we'll regurgitate it in the new alignment */
+ if((status = get_markup_from_msa(msa1, errbuf, &comment1, &ncomment1, &gf_tag1, &gf1, &ngf1, &gs_tag1, &gs1, &ngs1, &gr_tag1, &gr1, &ngr1)) != eslOK) cm_Fail(errbuf);
+ if((status = get_markup_from_msa(msa2, errbuf, &comment2, &ncomment2, &gf_tag2, &gf2, &ngf2, &gs_tag2, &gs2, &ngs2, &gr_tag2, &gr2, &ngr2)) != eslOK) cm_Fail(errbuf);
+
+ /* convert alignments to parsetrees, and free alignments */
+ if((status = Alignment2Parsetrees(msa1, cm, mtr1, errbuf, &sq1, &tr1)) != eslOK) cm_Fail(errbuf);
+ msa1_nseq = msa1->nseq;
+ esl_msa_Destroy(msa1);
+
+ if((status = Alignment2Parsetrees(msa2, cm, mtr2, errbuf, &sq2, &tr2)) != eslOK) cm_Fail(errbuf);
+ msa2_nseq = msa2->nseq;
+ esl_msa_Destroy(msa2);
+
+ /* merge parsetrees */
+ nmerged_tr = msa1_nseq;
+ if((status = append_parsetrees(tr2, msa2_nseq, &(tr1), &(nmerged_tr), errbuf)) != eslOK) cm_Fail(errbuf);
+ /* merge sequences */
+ nmerged_sq = msa1_nseq;
+ if((status = append_sequences(sq2, msa2_nseq, &(sq1), &(nmerged_sq), errbuf)) != eslOK) cm_Fail(errbuf);
+
+ /* parsetrees to alignment */
+ if((status = Parsetrees2Alignment(cm, abc_out, sq1, NULL, tr1, msa1_nseq + msa2_nseq, (! esl_opt_GetBoolean(go, "--resonly")), esl_opt_GetBoolean(go, "--matchonly"), &merged_msa)) != eslOK)
+ cm_Fail("Error creating alignment from merged parsetrees.");
+
+ /* add comments, GF, GS and GR (not GC) markup from initial alignments to merged alignment */
+ if((status = add_msa_markup(merged_msa, errbuf, msa1_nseq, 0, comment1, ncomment1, gf_tag1, gf1, ngf1, gs_tag1, gs1, ngs1, gr_tag1, gr1, ngr1)) != eslOK) cm_Fail(errbuf);
+ if((status = add_msa_markup(merged_msa, errbuf, msa2_nseq, msa1_nseq, comment2, ncomment2, gf_tag2, gf2, ngf2, gs_tag2, gs2, ngs2, gr_tag2, gr2, ngr2)) != eslOK) cm_Fail(errbuf);
+
+ /* output alignment */
+ status = esl_msa_Write(ofp, merged_msa, (esl_opt_GetBoolean(go, "-1") ? eslMSAFILE_PFAM : eslMSAFILE_STOCKHOLM));
+ if (status == eslEMEM) cm_Fail("Memory error when outputting alignment\n");
+ else if (status != eslOK) cm_Fail("Writing alignment file failed with error %d\n", status);
+
+ /* clean up */
+ CMFileClose(cmfp);
+ esl_msafile_Close(msafp1);
+ esl_msafile_Close(msafp2);
+ FreeParsetree(mtr1);
+ FreeParsetree(mtr2);
+ for(i = 0; i < nmerged_tr; i++) {
+ FreeParsetree(tr1[i]);
+ esl_sq_Destroy(sq1[i]);
+ }
+ esl_msa_Destroy(merged_msa);
+ free(tr1);
+ free(tr2);
+ free(sq1);
+ free(sq2);
+ FreeCM(cm);
+ esl_alphabet_Destroy(abc);
+ esl_alphabet_Destroy(abc_out);
+ return;
+}
+
+/* append_parsetrees()
+ *
+ * Given two arrays of parsetrees, swap pointers to append
+ * the parsetrees in one array (<tr_to_append>) to the other,
+ * (<(*ret_tr)>) increasing the size of the first array.
+ */
+static int
+append_parsetrees(Parsetree_t **tr_to_append, int ntr_to_append, Parsetree_t ***ret_tr, int *ret_ntr, char *errbuf)
+{
+ int status;
+ int ntr, ntr_existing, i, ip;
+ void *tmp;
+ ntr_existing = *ret_ntr;
+ ntr = ntr_existing + ntr_to_append;
+
+
+ ESL_RALLOC((*ret_tr), tmp, sizeof(Parsetree_t *) * ntr);
+ for(i = ntr_existing; i < ntr; i++) {
+ ip = i - ntr_existing;
+ (*ret_tr)[i] = tr_to_append[ip];
+ }
+ *ret_ntr = ntr;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory reallocation error in append_parsetrees()");
+ return status; /* NEVERREACHED */
+}
+
+/* append_sequences()
+ *
+ * Given two arrays of sequences, swap pointers to append
+ * the sequences in one array (<sq_to_append>) to the other,
+ * (<(*ret_sq)>) increasing the size of the first array.
+ */
+static int
+append_sequences(ESL_SQ **sq_to_append, int nsq_to_append, ESL_SQ ***ret_sq, int *ret_nsq, char *errbuf)
+{
+ int status;
+ int nsq, nsq_existing, i, ip;
+ void *tmp;
+ nsq_existing = *ret_nsq;
+ nsq = nsq_existing + nsq_to_append;
+
+ ESL_RALLOC((*ret_sq), tmp, sizeof(ESL_SQ *) * nsq);
+ for(i = nsq_existing; i < nsq; i++) {
+ ip = i - nsq_existing;
+ (*ret_sq)[i] = sq_to_append[ip];
+ }
+ *ret_nsq = nsq;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory reallocation error in append_sequences()");
+ return status; /* NEVERREACHED */
+}
+
+/* get_markup_from_msa
+ *
+ * Given an MSA return the markup that is unparsed by the esl_msa module
+ * (comments, GF, GS, GR, markup), with the exception of GC markup (although
+ * parsed GC markup, RF and SS_cons IS included). The reason we don't include
+ * GC markup is that there is no guarantee all columns of original alignments
+ * will appear in the merged alignment because all gap columns will be removed
+ * (this is due to the Alignment2Parsetrees(), Parsetrees2Alignment() strategy
+ * we use for --merge). Also, it would be a pain to map each column of each
+ * input msa to the merged msa (though doable, it requires looking at each
+ * residue of each sequence). And finally, --merge is meant to merge two alignments
+ * output by cmalign, which should not include any non-parsed #=GC markup,
+ * so this isn't a huge deal.
+ */
+static int
+get_markup_from_msa(ESL_MSA *msa, char *errbuf, char ***ret_comment, int *ret_ncomment, char ***ret_gf_tag, char ***ret_gf, int *ret_ngf,
+ char ***ret_gs_tag, char ****ret_gs, int *ret_ngs, char ***ret_gr_tag, char ****ret_gr, int *ret_ngr)
+{
+ int status;
+
+ int ncomment;
+ char **comment;
+
+ int ngf;
+ char **gf_tag;
+ char **gf;
+
+ int ngs;
+ char **gs_tag;
+ char ***gs;
+
+ int ngr;
+ char **gr_tag;
+ char ***gr;
+
+ int i,j;
+
+ /* comment */
+ if(msa->ncomment == 0) {
+ ncomment = 0;
+ comment = NULL;
+ }
+ else {
+ ncomment = msa->ncomment;
+ ESL_ALLOC(comment, sizeof(char *) * ncomment);
+ for(i = 0; i < ncomment; i++) esl_strdup(msa->comment[i], -1, &(comment[i]));
+ }
+
+ /* gf */
+ if(msa->ngf == 0) {
+ ngf = 0;
+ gf_tag = NULL;
+ gf = NULL;
+ }
+ else {
+ ngf = msa->ngf;
+ ESL_ALLOC(gf_tag, sizeof(char *) * ngf);
+ ESL_ALLOC(gf, sizeof(char *) * ngf);
+ for(i = 0; i < ngf; i++) {
+ esl_strdup(msa->gf_tag[i], -1, &(gf_tag[i]));
+ esl_strdup(msa->gf[i], -1, &(gf[i]));
+ }
+ }
+
+ /* gs */
+ if(msa->ngs == 0) {
+ ngs = 0;
+ gs_tag = NULL;
+ gs = NULL;
+ }
+ else {
+ ngs = msa->ngs;
+ ESL_ALLOC(gs_tag, sizeof(char *) * ngs);
+ ESL_ALLOC(gs, sizeof(char **) * ngs);
+ for(i = 0; i < ngs; i++) {
+ esl_strdup(msa->gs_tag[i], -1, &(gs_tag[i]));
+ ESL_ALLOC(gs[i], sizeof(char *) * msa->nseq);
+ for(j = 0; j < msa->nseq; j++) {
+ esl_strdup(msa->gs[i][j], -1, &(gs[i][j]));
+ }
+ }
+ }
+
+ /* gr */
+ if(msa->ngr == 0) {
+ ngr = 0;
+ gr_tag = NULL;
+ gr = NULL;
+ }
+ else {
+ ngr = msa->ngr;
+ ESL_ALLOC(gr_tag, sizeof(char *) * ngr);
+ ESL_ALLOC(gr, sizeof(char **) * ngr);
+ for(i = 0; i < ngr; i++) {
+ esl_strdup(msa->gr_tag[i], -1, &(gr_tag[i]));
+ ESL_ALLOC(gr[i], sizeof(char *) * msa->nseq);
+ for(j = 0; j < msa->nseq; j++) {
+ esl_strdup(msa->gr[i][j], -1, &(gr[i][j]));
+ esl_strdealign(gr[i][j], gr[i][j], "-_.~", NULL);
+ }
+ }
+ }
+
+ *ret_ncomment = ncomment;
+ *ret_comment = comment;
+
+ *ret_ngf = ngf;
+ *ret_gf_tag = gf_tag;
+ *ret_gf = gf;
+
+ *ret_ngs = ngs;
+ *ret_gs_tag = gs_tag;
+ *ret_gs = gs;
+
+ *ret_ngr = ngr;
+ *ret_gr_tag = gr_tag;
+ *ret_gr = gr;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+ return status;
+}
+
+/* add_msa_markup
+ *
+ * Add markup to a MSA. Note: we free the
+ * markup as soon as we've added it to the msa,
+ * because adding it to the msa means duplicating it.
+ */
+static int add_msa_markup(ESL_MSA *merged_msa, char *errbuf, int nseq, int seq_offset,
+ char **comment, int ncomment,
+ char **gf_tag, char **gf, int ngf,
+ char **gs_tag, char ***gs, int ngs,
+ char **gr_tag, char ***gr, int ngr)
+{
+ int status;
+ int i, m, ip;
+ char *tmp_s;
+
+ /* comments */
+ for(m = 0; m < ncomment; m++) {
+ if(comment[m] != NULL) {
+ esl_msa_AddComment(merged_msa, comment[m]);
+ free(comment[m]);
+ }
+ }
+ if(comment != NULL) free(comment);
+
+ /* GF */
+ for(m = 0; m < ngf; m++) {
+ if(gf[m] != NULL) {
+ esl_msa_AddGF(merged_msa, gf_tag[m], gf[m]);
+ free(gf[m]);
+ }
+ if(gf_tag[m] != NULL) free(gf_tag[m]);
+ }
+ if(gf_tag != NULL) free(gf_tag);
+ if(gf != NULL) free(gf);
+
+ /* GS */
+ for(m = 0; m < ngs; m++) {
+ for(i = 0; i < nseq; i++) {
+ ip = i + seq_offset;
+ if(gs[m][i] != NULL) {
+ esl_msa_AddGS(merged_msa, gs_tag[m], ip, gs[m][i]);
+ free(gs[m][i]);
+ }
+ }
+ if(gs[m] != NULL) free(gs[m]);
+ if(gs_tag[m] != NULL) free(gs_tag[m]);
+ }
+ if(gs_tag != NULL) free(gs_tag);
+ if(gs != NULL) free(gs);
+
+ /* GR */
+ for(m = 0; m < ngr; m++) {
+ for(i = 0; i < nseq; i++) {
+ /* add gaps to full length of alignment */
+ if(gr[m][i] != NULL) {
+ ip = i + seq_offset;
+ if((status = gapize_string_to_fit_alignment(gr[m][i], merged_msa->aseq[ip], merged_msa->alen, '.', "-_.~", errbuf, &tmp_s)) != eslOK) return status;
+ free(gr[m][i]);
+ esl_msa_AppendGR(merged_msa, gr_tag[m], ip, tmp_s);
+ free(tmp_s);
+ }
+ }
+ if(gr[m] != NULL) free(gr[m]);
+ if(gr_tag[m] != NULL) free(gr_tag[m]);
+ }
+ if(gr_tag != NULL) free(gr_tag);
+ if(gr != NULL) free(gr);
+
+ return eslOK;
+}
+
+
+/* Function: gapize_string_to_fit_alignment()
+ * Synopsis: Align a string so it fits into a msa (has aligned length of the msa)
+ * according to gaps in a reference aseq.
+ * Incept: EPN, Thu Sep 11 05:16:35 2008
+ *
+ * Purpose: Align string <s> in place, by adding gap character <gapchar>
+ * whereever gaps in <aln_gapchars> appear in <aseq>. Return
+ * the new sequence in <ret_news>. Caller must free s.
+ *
+ * Args: s - string to align
+ * aseq - reference aligned sequence seq
+ * alen - length of aseq (required)
+ * gapchar_to_add - the gap char to add to s
+ * aln_gapchars - the possible gap characters in aseq
+ * errbuf - for error messages
+ * ret_news - new string, gapized to alen
+ *
+ * Returns: <eslOK> on success. <eslEINCOMPAT> if number of non gaps
+ * in aseq does not equal unaligned length of s.
+ */
+int
+gapize_string_to_fit_alignment(char *s, const char *aseq, int alen, char gapchar_to_add, char *aln_gapchars, char *errbuf, char **ret_news)
+{
+ int status;
+ int64_t uapos = 0;
+ int64_t apos;
+ char *news;
+ int ualen;
+
+ ualen = strlen(s);
+ ESL_ALLOC(news, sizeof(char) * (alen+1));
+ for (apos = 0; apos < alen; apos++) {
+ if(uapos > ualen) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "gapize_string_to_fit_alignment(), unaligned length of aligned template string (%" PRId64 ") not equal to unaligned string length: %d.", uapos, ualen);
+ news[apos] = (strchr(aln_gapchars, aseq[apos]) == NULL) ? s[uapos++] : gapchar_to_add;
+ }
+
+ if(s[uapos] != '\0') ESL_FAIL(eslEINCOMPAT, errbuf, "gapize_string_to_fit_alignment(), unaligned length of aligned template string (%" PRId64 ") not equal to unaligned string length: %d.", uapos, ualen);
+ news[alen] = '\0';
+ *ret_news = news;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+#ifdef HAVE_MPI
+/* determine_nseq_per_worker()
+ * Given a CM, return the number of sequences we think we should send
+ * to each worker (we don't know the number of sequences in the file).
+ * The calculation is based on trying to get a worker to spend
+ * a specific amount of time MPI_WORKER_ALIGN_TARGET_SEC, a constant
+ * from structs.h.
+ */
+static int
+determine_nseq_per_worker(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, int *ret_nseq_worker)
+{
+ /**ret_nseq_worker = 5;*/
+ *ret_nseq_worker = 1;
+ return eslOK;
+}
+
+/* add_worker_seqs_to_master
+ * Add results (parstrees or CP9 traces, and possibly postcodes) from a
+ * worker's seqs_to_aln object to a master seqs_to_aln object.
+ */
+static int
+add_worker_seqs_to_master(seqs_to_aln_t *master_seqs, seqs_to_aln_t *worker_seqs, int offset)
+{
+ int x;
+
+ if(worker_seqs->sq != NULL) cm_Fail("add_worker_seqs_to_master(), worker_seqs->sq non-NULL.");
+ if(master_seqs->nseq < (offset + worker_seqs->nseq)) cm_Fail("add_worker_seqs_to_master(), master->nseq: %d, offset %d, worker->nseq: %d\n", master_seqs->nseq, offset, worker_seqs->nseq);
+
+ if(worker_seqs->tr != NULL) {
+ if(master_seqs->tr == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned parsetrees, master->tr is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->tr[x] == NULL);
+ master_seqs->tr[x] = worker_seqs->tr[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->cp9_tr != NULL) {
+ if(master_seqs->cp9_tr == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned cp9 traces, master->cp9_tr is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->cp9_tr[x] == NULL);
+ master_seqs->cp9_tr[x] = worker_seqs->cp9_tr[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->postcode1 != NULL) {
+ if(master_seqs->postcode1 == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned postcodes, master->postcode1 is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->postcode1[x] == NULL);
+ master_seqs->postcode1[x] = worker_seqs->postcode1[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->postcode2 != NULL) {
+ if(master_seqs->postcode2 == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned postcodes, master->postcode2 is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->postcode2[x] == NULL);
+ master_seqs->postcode2[x] = worker_seqs->postcode2[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->sc != NULL) {
+ if(master_seqs->sc == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned scores, master->sc is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(!(NOT_IMPOSSIBLE(master_seqs->sc[x])));
+ master_seqs->sc[x] = worker_seqs->sc[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->pp != NULL) {
+ if(master_seqs->pp == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned post probs, master->pp is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(!(NOT_IMPOSSIBLE(master_seqs->pp[x])));
+ master_seqs->pp[x] = worker_seqs->pp[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->struct_sc != NULL) {
+ if(master_seqs->struct_sc == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned post probs, master->struct_sc is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(!(NOT_IMPOSSIBLE(master_seqs->struct_sc[x])));
+ master_seqs->struct_sc[x] = worker_seqs->struct_sc[(x-offset)];
+ }
+ }
+
+ return eslOK;
+}
+#endif /* of #ifdef HAVE_MPI */
diff --git a/src/cmbuild.c b/src/cmbuild.c
new file mode 100644
index 0000000..4fc84a7
--- /dev/null
+++ b/src/cmbuild.c
@@ -0,0 +1,2182 @@
+/* cmbuild.c
+ * SRE, Thu Jul 27 13:19:43 2000 [StL]
+ * SVN $Id: cmbuild.c 2979 2009-10-22 11:37:09Z nawrockie $
+ *
+ * Construct a CM from a given multiple sequence alignment.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_getopts.h"
+#include "esl_msa.h"
+#include "esl_msaweight.h"
+#include "esl_msacluster.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_tree.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+#define WGTOPTS "--wgsc,--wblosum,--wpb,--wnone,--wgiven" /* Exclusive options for relative weighting */
+#define EFFOPTS "--eent,--enone" /* Exclusive options for effective sequence number calculation */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-n", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "name the CM(s) <s>, (only if single aln in file)", 1 },
+ { "-A", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "append this CM to <cmfile>", 1 },
+ { "-F", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "force; allow overwriting of <cmfile>", 1 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "be verbose with output", 1 },
+ { "--iins", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "allow informative insert emissions, do not zero them", 1 },
+ { "--Wbeta", eslARG_REAL, "1E-7",NULL, "x>0.0000000000000001",NULL,NULL, NULL, "set tail loss prob for calc'ing W (max size of a hit) to <x>", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show list of undocumented developer options", 1 },
+/* Expert model construction options */
+ { "--rsearch", eslARG_INFILE, NULL, NULL, NULL, NULL, NULL, NULL, "use RSEARCH parameterization with RIBOSUM matrix file <s>", 2 },
+ { "--binary", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "save the model(s) in binary format", 2 },
+ { "--rf", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--rsearch", "use reference coordinate annotation to specify consensus", 2 },
+ { "--gapthresh",eslARG_REAL, "0.5", NULL, "0<=x<=1", NULL, NULL, "--rsearch", "fraction of gaps to allow in a consensus column [0..1]", 2 },
+ { "--ignorant", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "strip the structural info from input alignment", 2 },
+/* Alternate relative sequence weighting strategies */
+ /* --wme not implemented in Infernal yet (b/c it's not in HMMER3) */
+ { "--wgsc", eslARG_NONE,"default",NULL, NULL, WGTOPTS, NULL, NULL, "Gerstein/Sonnhammer/Chothia tree weights", 3},
+ { "--wblosum", eslARG_NONE, FALSE, NULL, NULL, WGTOPTS, NULL, NULL, "Henikoff simple filter weights", 3},
+ { "--wpb", eslARG_NONE, FALSE, NULL, NULL, WGTOPTS, NULL, NULL, "Henikoff position-based weights", 3},
+ { "--wnone", eslARG_NONE, FALSE, NULL, NULL, WGTOPTS, NULL, NULL, "don't do any relative weighting; set all to 1", 3},
+ { "--wgiven", eslARG_NONE, FALSE, NULL, NULL, WGTOPTS, NULL, NULL, "use weights as given in MSA file", 3},
+ { "--pbswitch",eslARG_INT, "5000", NULL,"n>0", NULL, NULL, NULL, "set failover to efficient PB wgts at > <n> seqs", 3},
+ { "--wid", eslARG_REAL, "0.62", NULL,"0<=x<=1", NULL,"--wblosum", NULL, "for --wblosum: set identity cutoff", 3},
+/* Alternate effective sequence weighting strategies */
+ { "--eent", eslARG_NONE,"default",NULL, NULL, EFFOPTS, NULL, NULL, "adjust eff seq # to achieve relative entropy target", 4},
+ { "--enone", eslARG_NONE, FALSE, NULL, NULL, EFFOPTS, NULL, NULL, "no effective seq # weighting: just use nseq", 4},
+ { "--ere", eslARG_REAL, NULL, NULL,"x>0", NULL, "--eent", NULL, "for --eent: set CM target relative entropy to <x>", 4},
+ { "--ehmmre", eslARG_REAL, NULL, NULL,"x>0", NULL, "--eent", NULL, "for --eent: set minimum HMM relative entropy to <x>", 4},
+/* Customizing null model or priors */
+ { "--null", eslARG_INFILE, NULL, NULL, NULL, NULL, NULL, "--rsearch", "read null (random sequence) model from file <s>", 5 },
+ { "--prior", eslARG_INFILE, NULL, NULL, NULL, NULL, NULL, "--rsearch", "read priors from file <s>", 5 },
+/* Building multiple CMs after clustering input MSA */
+ { "--ctarget", eslARG_INT, NULL, NULL, "n>0" , NULL, NULL, "--call", "build (at most) <n> CMs by partitioning MSA into <n> clusters", 6 },
+ { "--cmaxid", eslARG_REAL, NULL, NULL,"0.<x<1.", NULL, NULL, "--call", "max fractional id b/t 2 clusters is <x>, each cluster -> CM", 6 },
+ { "--call", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "build a separate CM from every seq in MSA", 6 },
+ { "--corig", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "build an additional CM from the original, full MSA", 6 },
+ { "--cdump", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "dump the MSA for each cluster (CM) to file <s>", 6 },
+/* Refining the seed alignment */
+ { "--refine", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "refine input aln w/Expectation-Maximization, save to <s>", 7 },
+ { "--gibbs", eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "w/--refine, use Gibbs sampling instead of EM", 7 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL,"--gibbs", NULL, "w/--gibbs, set random number generator seed to <n>", 7 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "w/--refine, align locally w.r.t the model", 7 },
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "print individual sequence scores during MSA refinement", 7 },
+ { "--optacc", eslARG_NONE,"default",NULL,NULL, NULL, NULL, NULL, "align with the Holmes/Durbin optimal accuracy algorithm", 201 },
+ { "--cyk", eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "w/--refine align w/the CYK algorithm, not optimal accuracy", 7 },
+ { "--sub", eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "w/--refine, use sub CM for columns b/t HMM start/end points", 7 },
+ { "--nonbanded",eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "do not use bands to accelerate alignment with --refine", 7 },
+ { "--tau", eslARG_REAL, "1E-7",NULL, "0<x<1", NULL,"--refine","--nonbanded", "set tail loss prob for --hbanded to <x>", 7 },
+ { "--fins", eslARG_NONE, FALSE, NULL, NULL, NULL,"--refine", NULL, "w/--refine, flush inserts left/right in alignments", 7 },
+ { "--mxsize", eslARG_REAL, "2048.0", NULL, "x>0.", NULL,"--refine", NULL, "set maximum allowable DP matrix size to <x> Mb", 7 },
+ { "--rdump", eslARG_OUTFILE, NULL, NULL, NULL, NULL,"--refine", NULL, "w/--refine, print all intermediate alignments to <f>", 7 },
+
+ /* All options below are developer options, only shown if --devhelp invoked */
+ /* Developer debugging/experimentation */
+ { "--nobalance",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "don't rebalance the CM; number in strict preorder", 101 },
+ { "--regress", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save regression test information to file <s>", 101 },
+ { "--nodetach",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "do not 'detach' one of two inserts that model same column", 101 },
+ { "--elself", eslARG_REAL, "0.94", NULL, "0<=x<=1", NULL, NULL, NULL, "set EL self transition prob to <x>", 101 },
+ { "--eX", eslARG_REAL, "6.0", NULL,"x>0", NULL, "--eent", "--ere", "for --eent: set minimum total rel ent param to <x>", 101},
+ { "--informat",eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "specify input alignment is in format <s> (Stockholm or Pfam)", 101 },
+
+ /* Developer verbose output options */
+ { "--cfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save count vectors to file <s>", 102 },
+ { "--cmtbl", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save tabular description of CM topology to file <s>", 102 },
+ { "--emap", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save consensus emit map to file <s>", 102 },
+ { "--gtree", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save tree description of master tree to file <s>", 102 },
+ { "--gtbl", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save tabular description of master tree to file <s>", 102 },
+ { "--tfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "dump individual sequence tracebacks to file <s>", 102 },
+
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+/* struct cfg_s : "Global" application configuration shared by all threads/processes
+ *
+ * This structure is passed to routines within main.c, as a means of semi-encapsulation
+ * of shared data amongst different parallel processes (threads or MPI processes).
+ * This strategy is used despite the fact that a MPI version of cmbuild does not
+ * yet exist!
+ */
+struct cfg_s {
+ char *alifile; /* name of the alignment file we're building CMs from */
+ int fmt; /* format code for alifile */
+ ESL_MSAFILE *afp; /* open alifile */
+ ESL_ALPHABET *abc; /* digital alphabet */
+
+ char *cmfile; /* file to write CM to */
+ FILE *cmfp; /* CM output file handle */
+
+ float *null; /* null model */
+ Prior_t *pri; /* mixture Dirichlet prior for the HMM */
+
+ fullmat_t *fullmat; /* if --rsearch, the full RIBOSUM matrix */
+
+ int be_verbose; /* standard verbose output, as opposed to one-line-per-CM summary */
+ int nali; /* which # alignment this is in file */
+ int ncm_total; /* which # CM this is that we're constructing (we may build > 1 per file) */
+ int namewidth; /* max length of a CM name, nec for pretty tabular formatting */
+ ESL_RANDOMNESS *r; /* source of randomness, only created if --gibbs enabled */
+
+ /* optional output files */
+ FILE *cfp; /* for --cfile */
+ FILE *tblfp; /* for --cmtbl */
+ FILE *efp; /* for --emap */
+ FILE *gfp; /* for --gtree */
+ FILE *gtblfp; /* for --gtbl */
+ FILE *tracefp; /* for --tfile */
+ FILE *cdfp; /* if --cdump, output file handle for dumping clustered MSAs */
+ FILE *refinefp; /* if --refine, output file handle for dumping refined MSAs */
+ FILE *rdfp; /* if --rfile, output file handle for dumping intermediate MSAs during iterative refinement */
+
+ ComLog_t *comlog; /* the comlog, same for all CMs, cfg.comlog serves as template
+ * for all CMs, and is copied to each CM data structure */
+ int argc; /* used to create the comlog */
+ char **argv; /* used to create the comlog, be careful not to free this though, it's just a ptr */
+};
+
+static char usage[] = "[-options] <cmfile output> <alignment file>";
+static char banner[] = "build RNA covariance model(s) from alignment";
+
+static int init_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static void master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+static int process_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t **ret_cm, Parsetree_t **ret_mtr, Parsetree_t ***ret_msa_tr);
+static int output_result(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, int msaidx, int cmidx, ESL_MSA *msa, CM_t *cm, Parsetree_t *mtr, Parsetree_t **tr);
+static int check_and_clean_msa(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa);
+static int set_relative_weights(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa);
+static int build_model(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t **ret_cm, Parsetree_t **ret_mtr, Parsetree_t ***ret_msa_tr);
+static int set_model_name(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t *cm);
+static int set_model_cutoffs(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t *cm);
+static int set_effective_seqnumber(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t *cm, const Prior_t *pri);
+static int parameterize(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, const Prior_t *prior);
+static int name_msa(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, int nali);
+static double default_target_relent(const ESL_ALPHABET *abc, int M, double eX);
+static void strip_wuss(char *ss);
+static int refine_msa(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *orig_cm, ESL_MSA *input_msa, Parsetree_t **input_msa_tr, CM_t **ret_cm, ESL_MSA **ret_msa, Parsetree_t **ret_mtr, Parsetree_t ***ret_tr, int *ret_niter);
+static int get_unaln_seqs_from_msa(const ESL_MSA *msa, ESL_SQ ***ret_sq);
+static int convert_parsetrees_to_unaln_coords(Parsetree_t **tr, ESL_MSA *msa);
+static int initialize_cm(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+/* static void model_trace_info_dump(FILE *ofp, CM_t *cm, Parsetree_t *tr, char *aseq); */
+/* functions for dividing input MSA into clusters */
+static int select_node(ESL_TREE *T, double *diff, double mindiff, int **ret_clust, int *ret_nc, int *ret_best, char *errbuf);
+static float find_mindiff(ESL_TREE *T, double *diff, int target_nc, int **ret_clust, int *ret_nc, float *ret_mindiff, char *errbuf);
+static int MSADivide(ESL_MSA *mmsa, int do_all, int do_mindiff, int do_nc, float mindiff, int target_nc, int do_orig, int *ret_num_msa, ESL_MSA ***ret_cmsa, char *errbuf);
+static int write_cmbuild_info_to_comlog(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int flatten_insert_emissions(CM_t *cm);
+static int print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+static int print_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+static void print_refine_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg);
+static int print_countvectors(const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int get_namewidth(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory allocation error, stopwatch could not be created.");
+ esl_stopwatch_Start(w);
+ struct cfg_s cfg;
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "--devhelp") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nexpert model construction options:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nsequence weighting options [default: GSC weighting]:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\neffective sequence number related options:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\ncustomization of null model and priors:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\noptions for building multiple CMs after clustering input MSA:");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ puts("\nexpert options for refining the input alignment:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ puts("\nundocumented developer options for debugging, experimentation:");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\nundocumented developer options for verbose output/debugging:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nexpert model construction options:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nsequence weighting options [default: GSC weighting]:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\neffective sequence number related options:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\ncustomization of null model and priors:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\noptions for building multiple CMs after clustering input MSA:");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ puts("\nexpert options for refining the input alignment:");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ puts("\n where basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ printf("\nTo see more help on other available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ /* Initialize what we can in the config structure (without knowing the alphabet yet).
+ * We could assume RNA, but this HMMER3 based approach is more general.
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ cfg.alifile = esl_opt_GetArg(go, 2);
+ cfg.afp = NULL; /* created in init_cfg() */
+ cfg.abc = NULL; /* created in init_cfg() */
+ cfg.cmfp = NULL; /* opened in init_cfg() */
+ cfg.null = NULL; /* created in init_cfg() */
+ cfg.pri = NULL; /* created in init_cfg() */
+ cfg.fullmat = NULL; /* read (possibly) in init_cfg() */
+ cfg.r = NULL; /* created (possibly) in init_cfg() */
+ cfg.comlog = NULL; /* created in init_cfg() */
+ cfg.namewidth = 0;
+ /* optional output files, opened in init_cfg(), if at all */
+ cfg.cfp = NULL;
+ cfg.tblfp = NULL;
+ cfg.efp = NULL;
+ cfg.gfp = NULL;
+ cfg.gtblfp = NULL;
+ cfg.tracefp = NULL;
+ cfg.cdfp = NULL;
+ cfg.refinefp = NULL;
+ cfg.rdfp = NULL;
+
+ /* print the banner */
+ cm_banner(stdout, argv[0], banner);
+
+ if (esl_opt_IsDefault(go, "--informat")) cfg.fmt = eslMSAFILE_UNKNOWN; /* autodetect sequence file format by default. */
+ else {
+ cfg.fmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ if(cfg.fmt == eslSQFILE_UNKNOWN) cm_Fail("Can't recognize sequence file format: %s. valid options are: stockholm or pfam\n", esl_opt_GetString(go, "--informat"));
+ if(cfg.fmt != eslMSAFILE_STOCKHOLM && cfg.fmt != eslMSAFILE_PFAM) cm_Fail("Sequence file format: %s is not accepted by cmbuild, valid options are: stockholm or pfam\n", esl_opt_GetString(go, "--informat"));
+ }
+
+ cfg.be_verbose = esl_opt_GetBoolean(go, "-v");
+ cfg.nali = 0;
+
+ /* check if cmfile already exists, if it does and -F was not enabled then die */
+ if (((! esl_opt_GetBoolean(go, "-F")) && (! esl_opt_GetBoolean(go, "-A"))) && esl_FileExists(cfg.cmfile))
+ cm_Fail("CM file %s already exists. Either use -F to overwrite it, rename it, or delete it.", cfg.cmfile);
+
+ /* do work */
+ master(go, &cfg);
+
+ /* Clean up the cfg.
+ */
+ /* close all output files */
+ if (cfg.cfp != NULL) {
+ printf("# Count vectors saved in file %s.\n", esl_opt_GetString(go, "--cfile"));
+ fclose(cfg.cfp);
+ }
+ if (cfg.tblfp != NULL) {
+ printf("# CM topology description saved in file %s.\n", esl_opt_GetString(go, "--cmtbl"));
+ fclose(cfg.tblfp);
+ }
+ if (cfg.efp != NULL) {
+ printf("# CM emit map saved in file %s.\n", esl_opt_GetString(go, "--emap"));
+ fclose(cfg.efp);
+ }
+ if (cfg.gfp != NULL) {
+ printf("# Guide tree description saved in file %s.\n", esl_opt_GetString(go, "--gtree"));
+ fclose(cfg.gfp);
+ }
+ if (cfg.gtblfp != NULL) {
+ printf("# Guide tree tabular description saved in file %s.\n", esl_opt_GetString(go, "--gtbl"));
+ fclose(cfg.gtblfp);
+ }
+ if (cfg.tracefp != NULL) {
+ printf("# Implicit parsetrees of seqs from input alignment saved in file %s.\n", esl_opt_GetString(go, "--tfile"));
+ fclose(cfg.tracefp);
+ }
+ if (cfg.cdfp != NULL) {
+ printf("# Alignments for each cluster saved in file %s.\n", esl_opt_GetString(go, "--cdump"));
+ fclose(cfg.cdfp);
+ }
+ if (cfg.refinefp != NULL) {
+ printf("# Refined alignments used to build CMs saved in file %s.\n", esl_opt_GetString(go, "--refine"));
+ fclose(cfg.refinefp);
+ }
+ if (cfg.rdfp != NULL) {
+ printf("# Intermediate alignments from MSA refinement saved in file %s.\n", esl_opt_GetString(go, "--rdump"));
+ fclose(cfg.rdfp);
+ }
+ if (cfg.afp != NULL) esl_msafile_Close(cfg.afp);
+ if (cfg.abc != NULL) esl_alphabet_Destroy(cfg.abc);
+ if (cfg.cmfp != NULL) fclose(cfg.cmfp);
+ if (cfg.pri != NULL) Prior_Destroy(cfg.pri);
+ if (cfg.null != NULL) free(cfg.null);
+ if (cfg.r != NULL) esl_randomness_Destroy(cfg.r);
+ if (cfg.comlog!= NULL) FreeComLog(cfg.comlog);
+
+ esl_getopts_Destroy(go);
+ esl_stopwatch_Stop(w);
+ printf("#\n");
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ esl_stopwatch_Destroy(w);
+ return 0;
+}
+
+/* init_cfg()
+ * Already set:
+ * cfg->cmfile - command line arg 1
+ * cfg->alifile - command line arg 2
+ * cfg->fmt - format of alignment file
+ * Sets:
+ * cfg->afp - open alignment file
+ * cfg->abc - digital alphabet
+ * cfg->cmfp - open CM file
+ * cfg->null - NULL model, used for all models
+ * cfg->pri - prior, used for all models
+ * cfg->fullmat - RIBOSUM matrix used for all models (optional)
+ * cfg->cdfp - open file to dump MSAs to (optional)
+ * cfg->comlog - only allocated
+ */
+static int
+init_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+
+ /* open input alignment file */
+ status = esl_msafile_Open(cfg->alifile, cfg->fmt, NULL, &(cfg->afp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "Alignment file %s doesn't exist or is not readable\n", cfg->alifile);
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of alignment %s\n", cfg->alifile);
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Alignment file open failed with error %d\n", status);
+ cfg->fmt = cfg->afp->format;
+
+ /* Set the msafile alphabet as RNA, if it's DNA we're fine.
+ * If it's not RNA nor DNA, we can't deal with it anyway,
+ * so we're hardcoded to RNA.
+ */
+ cfg->abc = esl_alphabet_Create(eslRNA);
+ if(cfg->abc == NULL) ESL_FAIL(status, errbuf, "Failed to create alphabet for sequence file");
+ esl_msafile_SetDigital(cfg->afp, cfg->abc);
+
+ /* open CM file for writing */
+ if (esl_opt_GetBoolean(go, "-A")) { /* we're appending to a CM file */
+ if ((cfg->cmfp = fopen(cfg->cmfile, "a")) == NULL) ESL_FAIL(status, errbuf, "Failed to open CM file %s to append to", cfg->cmfile);
+ }
+ else { /* we're starting a new CM file */
+ if ((cfg->cmfp = fopen(cfg->cmfile, "w")) == NULL) ESL_FAIL(status, errbuf, "Failed to open CM file %s for writing", cfg->cmfile);
+ }
+ /* Set up the prior */
+ if (esl_opt_GetString(go, "--prior") != NULL)
+ {
+ FILE *pfp;
+ if ((pfp = fopen(esl_opt_GetString(go, "--prior"), "r")) == NULL)
+ cm_Fail("Failed to open prior file %s\n", esl_opt_GetString(go, "--prior"));
+ if ((cfg->pri = Prior_Read(pfp)) == NULL)
+ cm_Fail("Failed to parse prior file %s\n", esl_opt_GetString(go, "--prior"));
+ fclose(pfp);
+ }
+ else
+ cfg->pri = Prior_Default();
+
+ /* Set up the null/random seq model */
+ if(esl_opt_GetString(go, "--null") != NULL) /* read freqs from a file and overwrite bg->f */
+ {
+ if((status = CMReadNullModel(cfg->abc, esl_opt_GetString(go, "--null"), &(cfg->null))) != eslOK)
+ cm_Fail("Failure reading the null model, code: %d", status);
+ }
+ else /* set up the default null model */
+ {
+ status = DefaultNullModel(cfg->abc, &(cfg->null)); /* default values, A,C,G,U = 0.25 */
+ if(status != eslOK) cm_Fail("Failure creating the null model, code: %d", status);
+ }
+
+ /* if --rsearch was enabled, set up RIBOSUM matrix */
+ if(esl_opt_GetString(go, "--rsearch") != NULL)
+ {
+ FILE *matfp;
+ if ((matfp = MatFileOpen (esl_opt_GetString(go, "--rsearch"))) == NULL)
+ cm_Fail("Failed to open matrix file %s\n", esl_opt_GetString(go, "--rsearch"));
+ if (! (cfg->fullmat = ReadMatrix(cfg->abc, matfp)))
+ cm_Fail("Failed to read matrix file %s\n", esl_opt_GetString(go, "--rsearch"));
+ ribosum_calc_targets(cfg->fullmat); /* overwrite score matrix scores w/target probs */
+ fclose(matfp);
+ }
+
+ /* if --corig enabled, make sure either --cmaxid, --ctarget, or --call also enabled */
+ if (esl_opt_GetBoolean(go, "--corig"))
+ if((esl_opt_IsDefault(go, "--ctarget")) && (esl_opt_IsDefault(go, "--cmaxid")) && (esl_opt_IsDefault(go, "--call")))
+ cm_Fail("--corig only makes sense in combination with --ctarget, --cmaxid, OR --call");
+
+ /* if --gibbs enabled, open output file for refined MSAs, and seed RNG */
+ if(esl_opt_GetBoolean(go, "--gibbs"))
+ {
+ /* create RNG */
+ if (! esl_opt_IsDefault(go, "-s"))
+ cfg->r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else cfg->r = esl_randomness_CreateTimeseeded();
+ if (cfg->r == NULL) ESL_FAIL(eslEINVAL, errbuf, "Failed to create random number generator: probably out of memory");
+ }
+
+ /* open output files */
+ /* optionally, open count vector file */
+ if (esl_opt_GetString(go, "--cfile") != NULL) {
+ if ((cfg->cfp = fopen(esl_opt_GetString(go, "--cfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --cfile output file %s\n", esl_opt_GetString(go, "--cfile"));
+ }
+ /* optionally, open CM tabular file */
+ if (esl_opt_GetString(go, "--cmtbl") != NULL) {
+ if ((cfg->tblfp = fopen(esl_opt_GetString(go, "--cmtbl"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --cmtbl output file %s\n", esl_opt_GetString(go, "--cmtbl"));
+ }
+ /* optionally, open emit map file */
+ if (esl_opt_GetString(go, "--emap") != NULL) {
+ if ((cfg->efp = fopen(esl_opt_GetString(go, "--emap"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --emap output file %s\n", esl_opt_GetString(go, "--emap"));
+ }
+ /* optionally, open guide tree file */
+ if (esl_opt_GetString(go, "--gtree") != NULL) {
+ if ((cfg->gfp = fopen(esl_opt_GetString(go, "--gtree"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --gtree output file %s\n", esl_opt_GetString(go, "--gtree"));
+ }
+ /* optionally, open master tree file */
+ if (esl_opt_GetString(go, "--gtbl") != NULL) {
+ if ((cfg->gtblfp = fopen(esl_opt_GetString(go, "--gtbl"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --gtbl output file %s\n", esl_opt_GetString(go, "--gtbl"));
+ }
+ /* optionally, open trace file */
+ if (esl_opt_GetString(go, "--tfile") != NULL) {
+ if ((cfg->tracefp = fopen(esl_opt_GetString(go, "--tfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --tfile output file %s\n", esl_opt_GetString(go, "--tfile"));
+ }
+ /* if --refine enabled, open output file for refined MSAs */
+ if (esl_opt_GetString(go, "--refine") != NULL)
+ {
+ if ((cfg->refinefp = fopen(esl_opt_GetString(go, "--refine"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open output file %s for writing MSAs from --refine to", esl_opt_GetString(go, "--refine"));
+ }
+ /* optionally, open --rdump output alignment file */
+ if (esl_opt_GetString(go, "--rdump") != NULL) {
+ if ((cfg->rdfp = fopen(esl_opt_GetString(go, "--rdump"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --rdump output file %s\n", esl_opt_GetString(go, "--rdump"));
+ }
+ /* if --cdump enabled, open output file for cluster MSAs */
+ if (esl_opt_GetString(go, "--cdump") != NULL)
+ {
+ /* check to make sure there's a reason for this option, --cmaxid, --ctarget or --call MUST also be enabled */
+ if((esl_opt_IsDefault(go, "--ctarget")) && (esl_opt_IsDefault(go, "--cmaxid")) && (esl_opt_IsDefault(go, "--call")))
+ cm_Fail("--cdump only makes sense in combination with --ctarget, --cmaxid, OR --call");
+ if ((cfg->cdfp = fopen(esl_opt_GetString(go, "--cdump"), "w")) == NULL)
+ cm_Fail("Failed to open output file %s for writing MSAs to", esl_opt_GetString(go, "--cdump"));
+ }
+ /* create the comlog */
+ cfg->comlog = CreateComLog();
+ if((status = write_cmbuild_info_to_comlog(go, cfg, errbuf)) != eslOK) return status;
+
+ if (cfg->pri == NULL) ESL_FAIL(eslEINVAL, errbuf, "alphabet initialization failed");
+ if (cfg->null == NULL) ESL_FAIL(eslEINVAL, errbuf, "null model initialization failed");
+ if (cfg->comlog == NULL) ESL_FAIL(eslEINVAL, errbuf, "comlog initialization failed");
+
+ cfg->nali = 0;
+ cfg->ncm_total = 0;
+ return eslOK;
+}
+
+/* master()
+ * The serial version of cmbuild. (There is no parallel version yet).
+ * For each MSA, build at least one CM and save it.
+ *
+ * We only return if successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ ESL_MSA *msa = NULL;
+ CM_t *cm = NULL;
+ Parsetree_t *mtr;
+ Parsetree_t **tr;
+ int i = 0;
+ int niter = 0;
+ /* new_* data structures, created in refine_msa() if --refine enabled */
+ CM_t *new_cm;
+ Parsetree_t *new_mtr;
+ Parsetree_t **new_tr;
+ ESL_MSA *new_msa;
+ /* cluster option related variables */
+ int do_cluster; /* TRUE if --ctarget || --cmaxid || --call */
+ int do_ctarget; /* TRUE if --ctarget */
+ int do_cmindiff; /* TRUE if --cmaxid */
+ int do_call; /* TRUE if --call */
+ int nc; /* number of clusters, only != 0 if do_ctarget */
+ float mindiff; /* minimum fractional diff b/t clusters, only != 0. if do_cmindiff */
+ int ncm = 1; /* number of CMs to be built for current MSA */
+ int c = 0; /* counter over CMs built for a single MSA */
+ ESL_MSA **cmsa; /* pointer to cluster MSAs to build CMs from */
+
+ if ((status = init_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ if ((status = print_run_info (go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ cfg->nali = 0;
+ cfg->ncm_total = 0;
+
+ do_ctarget = (esl_opt_IsDefault(go, "--ctarget")) ? FALSE : TRUE;
+ do_cmindiff = (esl_opt_IsDefault(go, "--cmaxid")) ? FALSE : TRUE;
+ do_call = esl_opt_GetBoolean(go, "--call");
+ do_cluster = (do_ctarget || do_cmindiff || do_call) ? TRUE : FALSE;
+ if((do_ctarget + do_cmindiff + do_call) > TRUE) cm_Fail("More than one of --ctarget, --cmaxid, --call were enabled, shouldn't happen.");
+
+ nc = do_ctarget ? esl_opt_GetInteger(go, "--ctarget") : 0;
+ mindiff = do_cmindiff ? (1. - esl_opt_GetReal(go, "--cmaxid")) : 0.;
+
+ /* predict maximum length of CM name for pretty formatting */
+ if((status = get_namewidth(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ while ((status = esl_msa_Read(cfg->afp, &msa)) != eslEOF)
+ {
+ if (status == eslEFORMAT) cm_Fail("Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", cfg->afp->linenumber, cfg->afp->fname, cfg->afp->errbuf, cfg->afp->buf);
+ else if (status != eslOK) cm_Fail("Alignment file read unexpectedly failed with code %d\n", status);
+ cfg->nali++;
+
+ /* if it's unnamed, name the MSA, we require a name (different from
+ * HMMER 3), because it will be used to name the CM. */
+ if(name_msa(go, errbuf, msa, cfg->nali) != eslOK) cm_Fail(errbuf);
+ if(msa->name == NULL) cm_Fail("Error naming MSA");
+ ncm = 1; /* default: only build 1 CM for each MSA in alignment file */
+
+ if(do_cluster) /* divide input MSA into clusters, and build CM from each cluster */
+ {
+ if((status = MSADivide(msa, do_call, do_cmindiff, do_ctarget, mindiff, nc,
+ esl_opt_GetBoolean(go, "--corig"), &ncm, &cmsa, errbuf)) != eslOK) cm_Fail(errbuf);
+ esl_msa_Destroy(msa); /* we've copied the master msa into cmsa[ncm], we can delete this copy */
+ }
+ for(c = 0; c < ncm; c++)
+ {
+ cfg->ncm_total++;
+ if(do_cluster) {
+ msa = cmsa[c];
+ if(esl_opt_GetString(go, "--cdump") != NULL) esl_msa_Write(cfg->cdfp, msa, cfg->fmt);
+ }
+
+ /* if being verbose, print some stuff about what we're about to do.
+ */
+ if (cfg->be_verbose) {
+ fprintf(stdout, "Alignment: %s\n", msa->name);
+ fprintf(stdout, "Number of sequences: %d\n", msa->nseq);
+ fprintf(stdout, "Number of columns: %" PRId64 "\n", msa->alen);
+ if(esl_opt_GetString(go, "--rsearch") != NULL)
+ printf ("RIBOSUM Matrix: %s\n", cfg->fullmat->name);
+ fputs("", stdout);
+ fflush(stdout);
+ }
+
+ /* msa -> cm */
+ if ((status = process_workunit(go, cfg, errbuf, msa, &cm, &mtr, &tr)) != eslOK) cm_Fail(errbuf);
+ /* optionally, iterate over cm -> parsetrees -> msa -> cm ... until convergence, via EM or Gibbs */
+ if (! esl_opt_IsDefault(go, "--refine")) {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# Refining MSA for CM: %s (aln: %4d cm: %6d)\n", cm->name, cfg->nali, cfg->ncm_total);
+ if ((status = refine_msa(go, cfg, errbuf, cm, msa, tr, &new_cm, &new_msa, &new_mtr, &new_tr, &niter)) != eslOK) cm_Fail(errbuf);
+ if (niter > 1) { /* if niter == 1, we didn't make a new CM (new_cm == cm) mtr, or tr, so we don't free them */
+ FreeCM(cm);
+ cm = new_cm;
+ for(i = 0; i < msa->nseq; i++) FreeParsetree(tr[i]);
+ tr = new_tr;
+ FreeParsetree(mtr);
+ mtr = new_mtr;
+ esl_msa_Destroy(msa);
+ msa = new_msa;
+ }
+ }
+ /* output cm */
+ if ((status = output_result(go, cfg, errbuf, cfg->nali, cfg->ncm_total, msa, cm, mtr, tr)) != eslOK) cm_Fail(errbuf);
+
+ if(cfg->be_verbose) {
+ fprintf(stdout, "\n");
+ SummarizeCM(stdout, cm);
+ fprintf(stdout, "//\n");
+ }
+
+ FreeCM(cm);
+ fflush(cfg->cmfp);
+
+ if(tr != NULL) {
+ for(i = 0; i < msa->nseq; i++) FreeParsetree(tr[i]);
+ free(tr);
+ }
+ if(mtr != NULL) FreeParsetree(mtr);
+
+ esl_msa_Destroy(msa);
+ }
+ }
+ if(do_cluster) free(cmsa);
+ if(cfg->fullmat != NULL) FreeMat(cfg->fullmat);
+ return;
+}
+
+/* A work unit consists of one multiple alignment, <msa>.
+ * The job is to turn it into a new CM, returned in <*ret_cm>.
+ *
+ */
+static int
+process_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t **ret_cm, Parsetree_t **ret_mtr, Parsetree_t ***ret_msa_tr)
+{
+ CM_t *cm = NULL;
+ int status;
+
+ if ((status = check_and_clean_msa (go, cfg, errbuf, msa)) != eslOK) goto ERROR;
+ if ((status = set_relative_weights (go, cfg, errbuf, msa)) != eslOK) goto ERROR;
+ if ((status = build_model (go, cfg, errbuf, msa, &cm, ret_mtr, ret_msa_tr)) != eslOK) goto ERROR;
+ if ((status = set_model_name (go, cfg, errbuf, msa, cm)) != eslOK) goto ERROR;
+ if ((status = set_model_cutoffs (go, cfg, errbuf, msa, cm)) != eslOK) goto ERROR;
+ if ((status = set_effective_seqnumber(go, cfg, errbuf, msa, cm, cfg->pri)) != eslOK) goto ERROR;
+ if ((status = parameterize (go, cfg, errbuf, cm, cfg->pri)) != eslOK) goto ERROR;
+
+ *ret_cm = cm;
+ return eslOK;
+
+ ERROR:
+ if(cm != NULL) FreeCM(cm);
+ *ret_cm = NULL;
+ return status;
+}
+
+/* refine_msa()
+ * Refine the original (input) MSA using Expectation-Maximization or Gibbs sampling
+ * by iterating over: build MSA of optimal parses, build CM from MSA,
+ * until the summed scores of all parses converges.
+ *
+ * Note: input_msa_tr is modified, it's alignment coordinates are changed
+ * from aligned to unaligned.
+ *
+ */
+static int
+refine_msa(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *init_cm, ESL_MSA *input_msa,
+ Parsetree_t **input_msa_tr, CM_t **ret_cm, ESL_MSA **ret_msa, Parsetree_t **ret_mtr, Parsetree_t ***ret_tr,
+ int *ret_niter)
+{
+ int status;
+ float threshold = 0.01;
+ float delta = 1.;
+ float oldscore = IMPOSSIBLE;
+ float totscore = 0.;
+ int i = 0;
+ int iter = 0;
+ ESL_SQ **sq = NULL;
+ float *sc = NULL;
+ int nseq = input_msa->nseq;
+ char *msa_name = NULL;
+ CM_t *cm = NULL;
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ ESL_MSA *msa = NULL;
+ Parsetree_t *mtr = NULL;
+ Parsetree_t **tr = NULL;
+
+ /* check contract */
+ if(input_msa == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "refine_msa(), input_msa passed in as NULL");
+ if(input_msa->name == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "refine_msa(), input_msa must have a name");
+ if(init_cm == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "refine_msa(), init_cm passed in as NULL");
+ if(ret_cm == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "refine_msa(), ret_cm is NULL");
+ if(ret_mtr == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "refine_msa(), ret_mtr is NULL");
+ if(ret_tr == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "refine_msa(), ret_tr is NULL");
+
+ /* copy input MSA's name, we'll copy it to the MSA we create at each iteration */
+ if((status = esl_strdup(input_msa->name, -1, &(msa_name))) != eslOK) ESL_FAIL(eslEINCOMPAT, errbuf, "Memory allocation error.");
+
+ ESL_ALLOC(sc, sizeof(float) * nseq);
+ esl_vec_FSet(sc, nseq, 0.);
+
+ get_unaln_seqs_from_msa(input_msa, &sq); /* we need sqs for Parsetrees2Alignment */
+ seqs_to_aln = CreateSeqsToAlnFromSq(sq, nseq, FALSE);
+
+ /* determine scores of implicit parsetrees of input MSA seqs to initial CM */
+ convert_parsetrees_to_unaln_coords(input_msa_tr, input_msa);
+ for(i = 0; i < nseq; i++) {
+ if((status = ParsetreeScore(init_cm, errbuf, input_msa_tr[i], sq[i]->dsq, FALSE, &(sc[i]), NULL)) != eslOK) return status;
+ }
+ oldscore = esl_vec_FSum(sc, nseq);
+
+ /* print header for tabular output */
+ print_refine_column_headings(go, cfg);
+ fprintf(stdout, " %5d %13.2f %10s\n", iter, oldscore, "-");
+
+ /* print initial alignment to --rdump file, if --rdump was enabled */
+ if(cfg->rdfp != NULL)
+ if((status = esl_msa_Write(cfg->rdfp, input_msa, cfg->fmt)) != eslOK) ESL_FAIL(status, errbuf, "refine_msa(), esl_msa_Write() call failed.");
+
+ while(1)
+ {
+ iter++;
+ if(iter == 1) { cm = init_cm; msa = input_msa; }
+
+ /* 1. cm -> parsetrees */
+ if(iter > 1) FreePartialSeqsToAln(seqs_to_aln, FALSE, TRUE, TRUE, TRUE, TRUE, TRUE, TRUE);
+ /* sq, tr, cp9_tr, post, sc, pp, struct_sc */
+ /* initialize/configure CM, we may be doing HMM banded alignment for ex. */
+ initialize_cm(go, cfg, errbuf, cm);
+ if((status = DispatchAlignments(cm, errbuf, seqs_to_aln, NULL, NULL, 0, 0, 0, (! esl_opt_GetBoolean(go, "-a")), TRUE, cfg->r,
+ esl_opt_GetReal(go, "--mxsize"), stdout)) != eslOK) return status;
+
+ /* sum parse scores and check for convergence */
+ totscore = esl_vec_FSum(seqs_to_aln->sc, nseq);
+ delta = (totscore - oldscore) / fabs(totscore);
+ if(esl_opt_GetBoolean(go, "-a")) print_refine_column_headings(go, cfg);
+ fprintf(stdout, " %5d %13.2f %10.3f\n", iter, totscore, delta);
+ if(delta <= threshold && delta >= 0) break; /* only way out of while(1) loop */
+ oldscore = totscore;
+
+ /* 2. parsetrees -> msa */
+ if( iter > 1) esl_msa_Destroy(msa);
+ msa = NULL; /* even if iter == 1; we set msa to NULL, so we don't klobber input_msa */
+ if((status = Parsetrees2Alignment(cm, cm->abc, seqs_to_aln->sq, NULL, seqs_to_aln->tr, nseq, FALSE, FALSE, &msa)) != eslOK)
+ ESL_FAIL(status, errbuf, "refine_msa(), Parsetrees2Alignment() call failed.");
+ if((status = esl_strdup(msa_name, -1, &(msa->name))) != eslOK) ESL_FAIL(status, errbuf, "refine_msa(), esl_strdup() call failed.");
+ esl_msa_Digitize(msa->abc, msa);
+
+ /* print intermediate alignment to --rdump file, if --rdump was enabled */
+ if(cfg->rdfp != NULL)
+ if((status = esl_msa_Write(cfg->rdfp, msa, cfg->fmt)) != eslOK) ESL_FAIL(status, errbuf, "refine_msa(), esl_msa_Write() call failed.");
+
+ /* 3. msa -> cm */
+ if(iter > 1) { /* free previous iterations cm, mtr and tr */
+ FreeCM(cm);
+ FreeParsetree(mtr);
+ for(i = 0; i < nseq; i++) FreeParsetree(tr[i]);
+ free(tr);
+ }
+ cm = NULL; /* even if iter == 1; we set cm to NULL, so we don't klobber init_cm */
+ mtr= NULL;
+ tr = NULL;
+ if ((status = process_workunit(go, cfg, errbuf, msa, &cm, &mtr, &tr)) != eslOK) cm_Fail(errbuf);
+ }
+
+ /* write out final alignment to --refine output file */
+ if((status = esl_msa_Write(cfg->refinefp, msa, cfg->fmt)) != eslOK) ESL_FAIL(status, errbuf, "refine_msa(), esl_msa_Write() call failed.");
+
+ /* if CM was in local mode for aligning input MSA seqs, make it global so we can write it out */
+ if((cm->flags & CMH_LOCAL_BEGIN) || (cm->flags & CMH_LOCAL_END)) ConfigGlobal(cm);
+
+ *ret_cm = cm;
+ *ret_msa = msa;
+ *ret_tr = tr;
+ *ret_mtr = mtr;
+ *ret_niter = iter;
+
+ /* clean up */
+ FreeSeqsToAln(seqs_to_aln);
+ free(sc);
+ free(msa_name);
+
+ return eslOK;
+
+ ERROR:
+ /* no cleanup, we die */
+ cm_Fail("in refine_msa(), error, status: %d\n", status);
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: print_column_headings()
+ * Date: EPN, Fri Feb 29 10:08:25 2008
+ *
+ * Purpose: Print column headings for tabular output to output file (stdout unless -o).
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ char *namedashes;
+ int ni;
+ ESL_ALLOC(namedashes, sizeof(char) * cfg->namewidth+1);
+ namedashes[cfg->namewidth] = '\0';
+ for(ni = 0; ni < cfg->namewidth; ni++) namedashes[ni] = '-';
+
+ fprintf(stdout, "# %-4s %-6s %-*s %8s %8s %6s %5s %4s %4s %12s\n", "", "", cfg->namewidth, "", "", "", "", "", "", "", "rel entropy");
+ fprintf(stdout, "# %-4s %-6s %-*s %8s %8s %6s %5s %4s %4s %12s\n", "", "", cfg->namewidth, "", "", "", "", "", "", "", "------------");
+ fprintf(stdout, "# %4s %-6s %-*s %8s %8s %6s %5s %4s %4s %5s %5s\n", "aln", "cm idx", cfg->namewidth, "name", "nseq", "eff_nseq", "alen", "clen", "bps", "bifs", "CM", "HMM");
+ fprintf(stdout, "# %-4s %-6s %-*s %8s %8s %6s %5s %4s %4s %5s %5s\n", "----", "------", cfg->namewidth, namedashes, "--------", "--------", "------", "-----", "----", "----", "-----", "-----");
+
+ free(namedashes);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error in print_column_headings()");
+ return status; /* NEVERREACHED */
+}
+
+static int
+output_result(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, int msaidx, int cmidx, ESL_MSA *msa, CM_t *cm, Parsetree_t *mtr, Parsetree_t **tr)
+{
+ int status;
+ int i;
+ float sc, struct_sc;
+
+ if(msaidx == 1 && cmidx == 1) {
+ if((status = print_column_headings(go, cfg, errbuf)) != eslOK) return status;
+ }
+
+ /* copy the cmbuild command info to the CM */
+ if ((status = CopyComLog(cfg->comlog, cm->comlog)) != eslOK) ESL_FAIL(eslFAIL, errbuf, "Problem copying com log info to CM. Probably out of memory.");
+ if ((status = cm_Validate(cm, 0.0001, errbuf)) != eslOK) return status;
+ if ((status = CMFileWrite(cfg->cmfp, cm, esl_opt_GetBoolean(go, "--binary"), errbuf)) != eslOK) return status;
+ /* build the HMM, so we can print the CP9 relative entropy */
+ if(!(build_cp9_hmm(cm, &(cm->cp9), &(cm->cp9map), FALSE, 0.0001, 0))) ESL_FAIL(eslFAIL, errbuf, "Couldn't build a CP9 HMM from the CM.");
+
+ fprintf(stdout, "%6d %6d %-*s %8d %8.2f %6" PRId64 " %5d %4d %4d %5.3f %5.3f\n",
+ msaidx,
+ cmidx,
+ cfg->namewidth,
+ cm->name,
+ msa->nseq,
+ cm->eff_nseq,
+ msa->alen,
+ cm->clen,
+ CMCountStatetype(cm, MP_st),
+ CMCountStatetype(cm, B_st),
+ cm_MeanMatchRelativeEntropy(cm),
+ cp9_MeanMatchRelativeEntropy(cm));
+
+
+ /* dump optional info to files: */
+ if(cfg->tblfp != NULL) PrintCM(cfg->tblfp, cm); /* tabular description of CM topology */
+ /* emit map */
+ if(cfg->efp != NULL) {
+ CMEmitMap_t *emap;
+ emap = CreateEmitMap(cm);
+ DumpEmitMap(cfg->efp, emap, cm);
+ FreeEmitMap(emap);
+ }
+ /* save tabular description of guide tree topology, if nec */
+ if(cfg->gtblfp != NULL) PrintParsetree(cfg->gtblfp, mtr);
+ /* save tree description of guide tree topology, if nec */
+ if(cfg->gfp != NULL) MasterTraceDisplay(cfg->gfp, mtr, cm);
+
+ /* save parsetrees if nec */
+ if(cfg->tracefp != NULL) {
+ for (i = 0; i < msa->nseq; i++) {
+ fprintf(cfg->tracefp, "> %s\n", msa->sqname[i]);
+
+ if((status = ParsetreeScore(cm, errbuf, tr[i], msa->ax[i], FALSE, &sc, &struct_sc)) != eslOK) return status;
+ fprintf(cfg->tracefp, " %16s %.2f bits\n", "SCORE:", sc);
+ fprintf(cfg->tracefp, " %16s %.2f bits\n", "STRUCTURE SCORE:", struct_sc);
+ ParsetreeDump(cfg->tracefp, tr[i], cm, msa->ax[i], NULL, NULL); /* NULLs are dmin, dmax */
+ fprintf(cfg->tracefp, "//\n");
+ }
+ }
+ return eslOK;
+}
+
+/* check_and_clean_msa
+ * Ensure we can build a CM from the MSA.
+ * This requires it has a name.
+ */
+static int
+check_and_clean_msa(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa)
+{
+ if (cfg->be_verbose) {
+ fprintf(stdout, "%-40s ... ", "Checking MSA");
+ fflush(stdout);
+ }
+
+ if (esl_opt_GetBoolean(go, "--rf") && msa->rf == NULL) ESL_FAIL(eslFAIL, errbuf, "Alignment has no reference coord annotation.\n");
+ if (msa->ss_cons == NULL) ESL_FAIL(eslFAIL, errbuf, "Alignment did not contain consensus structure annotation.\n");
+ if (! clean_cs(msa->ss_cons, msa->alen, (! cfg->be_verbose))) ESL_FAIL(eslFAIL, errbuf, "Failed to parse consensus structure annotation\n");
+ if (esl_opt_GetBoolean(go, "--ignorant")) strip_wuss(msa->ss_cons); /* --ignorant, remove all bp info */
+
+ if (! esl_opt_IsDefault(go, "--rsearch")) {
+ if(msa->nseq != 1) ESL_FAIL(eslEINCOMPAT, errbuf,"with --rsearch option, all of the input alignments must have exactly 1 sequence");
+ /* We can't have ambiguous bases in the MSA, only A,C,G,U will do. The reason is that rsearch_CMProbifyEmissions() expects each
+ * cm->e prob vector to have exactly 1.0 count for exactly 1 singlet or base pair. If we have ambiguous residues we'll have a
+ * fraction of a count for more than one residue/base pair for some v.
+ * ribosum_MSA_resolve_degeneracies() replaces ambiguous bases with most likely compatible base */
+ ribosum_MSA_resolve_degeneracies(cfg->fullmat, msa); /* cm_Fails() if some error is encountered */
+ }
+
+ /* MSA better have a name, we named it before */
+ if(msa->name == NULL) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "MSA is nameless, (we thought we named it...) shouldn't happen");
+
+ if (cfg->be_verbose) fprintf(stdout, "done.\n");
+ return eslOK;
+}
+
+/* set_relative_weights():
+ * Set msa->wgt vector, using user's choice of relative weighting algorithm.
+ */
+static int
+set_relative_weights(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa)
+{
+ if (cfg->be_verbose) {
+ fprintf(stdout, "%-40s ... ", "Relative sequence weighting");
+ fflush(stdout);
+ }
+
+ if (esl_opt_GetBoolean(go, "--wnone")) esl_vec_DSet(msa->wgt, msa->nseq, 1.);
+ else if (esl_opt_GetBoolean(go, "--wgiven")) ;
+ else if (msa->nseq >= esl_opt_GetInteger(go, "--pbswitch")) esl_msaweight_PB(msa);
+ else if (esl_opt_GetBoolean(go, "--wpb")) esl_msaweight_PB(msa);
+ else if (esl_opt_GetBoolean(go, "--wgsc")) esl_msaweight_GSC(msa);
+ else if (esl_opt_GetBoolean(go, "--wblosum")) esl_msaweight_BLOSUM(msa, esl_opt_GetReal(go, "--wid"));
+
+ if (cfg->be_verbose) fprintf(stdout, "done.\n");
+ return eslOK;
+}
+
+
+/* build_model():
+ * Given <msa>, collect counts;
+ * upon return, <*ret_cm> is newly allocated and contains
+ * relative-weighted observed counts.
+ * Optionally, caller can request an array of inferred parsetrees for
+ * the <msa> too.
+ */
+static int
+build_model(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t **ret_cm, Parsetree_t **ret_mtr, Parsetree_t ***ret_msa_tr)
+{
+ int status;
+ Parsetree_t **tr;
+ Parsetree_t *mtr;
+ int idx;
+ CM_t *cm;
+ char *aseq;
+
+ if (cfg->be_verbose) {
+ fprintf(stdout, "%-40s ... ", "Constructing model architecture");
+ fflush(stdout);
+ }
+
+ if((status = HandModelmaker(msa, errbuf, esl_opt_GetBoolean(go, "--rf"), esl_opt_GetReal(go, "--gapthresh"), &cm, &mtr)) != eslOK) return status;
+ if(cfg->be_verbose) fprintf(stdout, "done.\n");
+
+ /* set the CM's null model, if rsearch mode, use the bg probs used to calc RIBOSUM */
+ if(! esl_opt_IsDefault(go, "--rsearch")) CMSetNullModel(cm, cfg->fullmat->g);
+ else CMSetNullModel(cm, cfg->null);
+
+ /* if we're using RSEARCH emissions (--rsearch) set the flag */
+ if(esl_opt_GetString(go, "--rsearch") != NULL) cm->flags |= CM_RSEARCHEMIT;
+
+ /* rebalance CM */
+ if(!esl_opt_GetBoolean(go, "--nobalance"))
+ {
+ CM_t *new;
+ new = CMRebalance(cm);
+ FreeCM(cm);
+ cm = new;
+ }
+ /* get counts */
+ ESL_ALLOC(tr, sizeof(Parsetree_t *) * (msa->nseq));
+ for (idx = 0; idx < msa->nseq; idx++) {
+ ESL_ALLOC(aseq, (msa->alen+1) * sizeof(char));
+ esl_abc_Textize(msa->abc, msa->ax[idx], msa->alen, aseq);
+ tr[idx] = Transmogrify(cm, mtr, msa->ax[idx], aseq, msa->alen);
+ ParsetreeCount(cm, tr[idx], msa->ax[idx], msa->wgt[idx]);
+ free(aseq);
+ }
+ cm->nseq = msa->nseq;
+ cm->eff_nseq = msa->nseq;
+
+ /* ensure the dual insert states we will detach were populated with 0 counts */
+ if(!(esl_opt_GetBoolean(go, "--nodetach")))
+ {
+ if(cfg->be_verbose) fprintf(stdout, "%-40s ... ", "Finding and checking dual inserts");
+ cm_find_and_detach_dual_inserts(cm,
+ TRUE, /* Do check (END_E-1) insert states have 0 counts */
+ FALSE); /* Don't detach the states yet, wait til CM is priorified */
+ if (cfg->be_verbose) fprintf(stdout, "done.\n");
+ }
+ /* set the EL self transition probability */
+ cm->el_selfsc = sreLOG2(esl_opt_GetReal(go, "--elself"));
+
+ /* set the cm->beta_W parameter, which is not used in cmbuild, but is used by cmcalibrate and
+ * cmsearch (and possibly others) to set cm->W */
+ cm->beta_W = esl_opt_GetReal(go, "--Wbeta");
+
+ /* Before converting to probabilities, save a count vector file, if asked.
+ * Used primarily for making data files for training priors.
+ */
+ if (cfg->cfp != NULL) {
+ if ((status = print_countvectors(cfg, errbuf, cm)) != eslOK) goto ERROR;
+ }
+
+ *ret_cm = cm;
+ if(ret_mtr == NULL) FreeParsetree(mtr);
+ else *ret_mtr = mtr;
+ if(ret_msa_tr == NULL) {
+ for(idx = 0; idx < msa->nseq; idx++)
+ FreeParsetree(tr[idx]);
+ free(tr);
+ tr = NULL;
+ }
+ else *ret_msa_tr = tr;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* set_model_name()
+ * Give the model a name based on the MSA name.
+ *
+ * We've ensured the msa has a name in name_msa() so if
+ * for some inconceivable reason it doesn't
+ * we die.
+ *
+ * note: This is much simpler than how HMMER3 does
+ * this. The reason is that the --ctarg --cmaxid
+ * cluster options produce N > 1 CM per MSA,
+ * which are named <msa->name>.1 .. <msa->name>.N.
+ *
+ */
+static int
+set_model_name(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t *cm)
+{
+ int status;
+
+ if (cfg->be_verbose) {
+ fprintf(stdout, "%-40s ... ", "Set model name");
+ fflush(stdout);
+ }
+
+ if(cm_SetName(cm, msa->name) != eslOK) goto ERROR;
+ if (cfg->be_verbose) fprintf(stdout, "done. [%s]\n", cm->name);
+ return eslOK;
+
+ ERROR:
+ if (cfg->be_verbose) fprintf(stdout, "FAILED.\n");
+ return status;
+}
+
+/* set_model_cutoffs()
+ * If the msa had them available, set the Rfam
+ * cutoffs in the model.
+ *
+ * Always returns eslOK;
+ *
+ */
+static int
+set_model_cutoffs(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, ESL_MSA *msa, CM_t *cm)
+{
+ int cutoff_was_set = FALSE;
+ if(msa->cutset[eslMSA_TC1]) {
+ cm->tc = msa->cutoff[eslMSA_TC1];
+ cm->flags |= CMH_TC;
+ cutoff_was_set = TRUE;
+ }
+ if(msa->cutset[eslMSA_GA1]) {
+ cm->ga = msa->cutoff[eslMSA_GA1];
+ cm->flags |= CMH_GA;
+ cutoff_was_set = TRUE;
+ }
+ if(msa->cutset[eslMSA_NC1]) {
+ cm->nc = msa->cutoff[eslMSA_NC1];
+ cm->flags |= CMH_NC;
+ cutoff_was_set = TRUE;
+ }
+ if (cfg->be_verbose && cutoff_was_set ) {
+ fprintf(stdout, "%-40s ... ", "Set model cutoffs");
+ fprintf(stdout, "done.\n");
+ }
+ return eslOK;
+}
+
+/* set_effective_seqnumber()
+ * Incept: EPN, Fri Jul 27 10:38:11 2007
+ * <cm> comes in with weighted observed counts. It goes out with
+ * those observed counts rescaled to sum to the "effective sequence
+ * number".
+ *
+ * <prior> is needed because we may need to parameterize test models
+ * looking for the right relative entropy. (for --eent, the default)
+ *
+ * Based on HMMER3's hmmbuild func of same name, we don't allow
+ * --eset or --eclust here though.
+ */
+static int
+set_effective_seqnumber(const ESL_GETOPTS *go, const struct cfg_s *cfg,
+ char *errbuf, ESL_MSA *msa, CM_t *cm, const Prior_t *pri)
+{
+ int status;
+ double neff;
+ int used_hmm_etarget = FALSE;
+ if(cfg->be_verbose) fprintf(stdout, "%-40s ... ", "Set effective sequence number");
+ fflush(stdout);
+
+ if((esl_opt_GetBoolean(go, "--enone")) || (! esl_opt_IsDefault(go, "--rsearch")))
+ {
+ neff = msa->nseq;
+ if(cfg->be_verbose) fprintf(stdout, "done. [--enone: neff=nseq=%d]\n", msa->nseq);
+ }
+ else if (esl_opt_GetBoolean(go, "--eent") == TRUE)
+ {
+ double etarget;
+ double hmm_etarget;
+ double hmm_re;
+ int clen = 0;
+ int nd;
+ for(nd = 0; nd < cm->nodes; nd++) {
+ if(cm->ndtype[nd] == MATP_nd) clen += 2;
+ else if(cm->ndtype[nd] == MATL_nd) clen += 1;
+ else if(cm->ndtype[nd] == MATR_nd) clen += 1;
+ }
+ if (esl_opt_IsDefault(go, "--ere")) etarget = default_target_relent(cm->abc, clen, esl_opt_GetReal(go, "--eX"));
+ else etarget = esl_opt_GetReal(go, "--ere");
+
+ status = cm_EntropyWeight(cm, pri, etarget, FALSE, &hmm_re, &neff);
+ /* if --ehmmre <x> enabled, ensure HMM relative entropy per match column is at least <x>, if not,
+ * recalculate neff so HMM relative entropy of <x> is achieved.
+ */
+ if(! esl_opt_IsDefault(go, "--ehmmre")) {
+ hmm_etarget = esl_opt_GetReal(go, "--ehmmre");
+ printf("cm hmm re: %f target: %f\n", hmm_re, hmm_etarget);
+ if(hmm_re < hmm_etarget) {
+ status = cm_EntropyWeight(cm, pri, hmm_etarget, TRUE, &hmm_re, &neff); /* TRUE says: pretend model is an HMM for entropy weighting */
+ if (status == eslEMEM) ESL_FAIL(status, errbuf, "memory allocation failed");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "internal failure in entropy weighting algorithm");
+ used_hmm_etarget = TRUE;
+ }
+ }
+ if (status == eslEMEM) ESL_FAIL(status, errbuf, "memory allocation failed");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "internal failure in entropy weighting algorithm");
+ cm->eff_nseq = neff;
+ cm_Rescale(cm, neff / (float) msa->nseq);
+
+ if(cfg->be_verbose) {
+ if(used_hmm_etarget) fprintf(stdout, "done. [etarget (hmm) %.2f bits; neff %.2f]\n", hmm_etarget, neff);
+ else fprintf(stdout, "done. [etarget (cm) %.2f bits; neff %.2f]\n", etarget, neff);
+ }
+ }
+ return eslOK;
+}
+
+/* parameterize()
+ * Converts counts to probability parameters.
+ */
+static int
+parameterize(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, const Prior_t *prior)
+{
+ int status;
+
+ if (cfg->be_verbose){
+ fprintf(stdout, "%-40s ... ", "Converting counts to probabilities");
+ fflush(stdout);
+ }
+ PriorifyCM(cm, prior);
+ if(! (esl_opt_IsDefault(go, "--rsearch"))) {
+ rsearch_CMProbifyEmissions(cm, cfg->fullmat); /* use those probs to set CM probs from cts */
+ /*debug_print_cm_params(cm);*/
+ }
+
+ if(!esl_opt_GetBoolean(go, "--nodetach")) /* Detach dual inserts where appropriate, if
+ * we get here we've already checked these states */
+ {
+ cm_find_and_detach_dual_inserts(cm,
+ FALSE, /* Don't check states have 0 counts (they won't due to priors) */
+ TRUE); /* Detach the states by setting trans probs into them as 0.0 */
+ }
+ if(! esl_opt_GetBoolean(go, "--iins")) { /* set all insert emission probabilities equal to the cm->null probabilities */
+ if((status = flatten_insert_emissions(cm)) != eslOK) return status;
+ /* Note: flatten_insert_emissions() is purposefully a static function local to cmbuild.c b/c once CM files are calibrated
+ * no other executable (i.e. cmsearch) should be able to modify the scores of the CM, as that would invalidate the Gumbels */
+ }
+
+ CMRenormalize(cm);
+ CMLogoddsify(cm);
+
+ if (cfg->be_verbose) fprintf(stdout, "done.\n");
+ return eslOK;
+}
+
+/* default_target_relent()
+ * Incept: EPN, Tue Jul 10 10:13:43 2007
+ * based on HMMER3's hmmbuild.c:default_target_relent()
+ * SRE, Fri May 25 15:14:16 2007 [Janelia]
+ *
+ * Purpose: Implements a length-dependent calculation of the target relative entropy
+ * per position, attempting to ensure that the information content of
+ * the model is high enough to find local alignments; but don't set it
+ * below a hard alphabet-dependent limit (CM_ETARGET).
+ * notes.
+ *
+ * Args: clen - consensus length (2*MATP + MATL + MATR)
+ * eX - X parameter: minimum total rel entropy target
+ *
+ */
+static double
+default_target_relent(const ESL_ALPHABET *abc, int clen, double eX)
+{
+ double etarget;
+ /* HMMER3 default eX = 6.0 as of Tue Jul 10 2007
+ */
+ etarget = 6.* (eX + log((double) ((clen * (clen+1)) / 2)) / log(2.)) / (double)(2*clen + 4);
+
+ switch (abc->type) {
+ case eslRNA: if (etarget < DEFAULT_ETARGET) etarget = DEFAULT_ETARGET; break;
+ default: cm_Fail("ERROR in default_target_relent(), alphabet not RNA!\n");
+ }
+ return etarget;
+}
+
+/* strip_wuss() remove all base pair info from a SS string
+ */
+void
+strip_wuss(char *ss)
+{
+ char *s;
+ for (s = ss; *s != '\0'; s++)
+ if ((*s != '~') && (*s != '.'))
+ *s = ':';
+ return;
+}
+
+/* name_msa()
+ *
+ * Give a MSA a name if it doesn't have one.
+ * If -n <s> was enabled, name it <s>, else the
+ * naming rule is the suffixless name of the file it came from,
+ * plus a "-<X>" with <X> = number MSA in the file.
+ *
+ * For example the 3rd MSA in file "alignments.stk" would be
+ * named "alignments-3".
+ */
+int
+name_msa(const ESL_GETOPTS *go, char *errbuf, ESL_MSA *msa, int nali)
+{
+ int status;
+ char *name = NULL;
+ char *buffer = NULL;
+ void *tmp;
+ int n;
+ int maxintlen;
+
+ if(msa == NULL) ESL_FAIL(status, errbuf, "name_msa(), msa is NULL.");
+
+ if(esl_opt_IsDefault(go, "-n") && msa->name != NULL) return eslOK; /* keep the msa's existing name */
+
+ if(! (esl_opt_IsDefault(go, "-n"))) { /* give the msa the -n name */
+ if(nali > 1) ESL_FAIL(eslEINCOMPAT, errbuf, "The -n option requires exactly 1 alignment, but the alignment file has > 1 alignments.");
+ if((status = esl_strdup(esl_opt_GetString(go, "-n"), -1, &name)) != eslOK) ESL_FAIL(status, errbuf, "name_msa(), esl_strdup, memory allocation error.");
+ }
+ /* give the msa a name, the name of the file it comes from without the filetail, plus an appended "-X" where
+ * X is the index of the alignment in the file
+ */
+ else {
+ esl_FileTail(esl_opt_GetArg(go, 2), TRUE, &name); /* TRUE=nosuffix */
+ if (name == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "Error getting file tail of the MSA.\n");
+ n = strlen(name);
+ maxintlen = IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+ ESL_ALLOC(buffer, sizeof(char) * maxintlen);
+ sprintf(buffer, "-%d", (nali));
+ n += strlen(buffer);
+ ESL_RALLOC(name, tmp, sizeof(char)*(n+1));
+ if((status = esl_strcat(&name, -1, buffer, -1)) != eslOK) goto ERROR;
+ }
+
+ if((status = esl_strdup(name, -1, &(msa->name))) != eslOK) ESL_FAIL(status, errbuf, "name_msa(), esl_strdup, memory allocation error.");
+
+ if(name != NULL) free(name);
+ if(buffer != NULL) free(buffer);
+ return eslOK;
+
+ ERROR:
+ if(name != NULL) free(name);
+ if(buffer != NULL) free(buffer);
+ return status;
+}
+
+/* Function: print_countvectors()
+ * Date: SRE, Tue May 7 16:21:10 2002 [St. Louis]
+ *
+ * Purpose: Save emission count vectors to a file.
+ * Used to gather data for training Dirichlet priors.
+ *
+ * Args: cfile - name of file to save vectors to.
+ * cm - a model containing counts (before probify'ing)
+ *
+ */
+static int
+print_countvectors(const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int v,x;
+
+ if(cfg->cfp == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "save_countvectors(), but cfg->cfp is NULL, shouldn't happen.");
+
+ /* Print emission counts */
+ for (v = 0; v < cm->M; v++) {
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == ML_st || cm->sttype[v] == MR_st) {
+ fprintf(cfg->cfp, "E\t%-7s ", UniqueStatetype(cm->stid[v]));
+ if (cm->sttype[v] == MP_st) {
+ for (x = 0; x < cm->abc->K*cm->abc->K; x++)
+ fprintf(cfg->cfp, "%8.3f ", cm->e[v][x]);
+ } else {
+ for (x = 0; x < cm->abc->K; x++)
+ fprintf(cfg->cfp, "%8.3f ", cm->e[v][x]);
+ }
+ fprintf(cfg->cfp, "\n");
+ }
+ }
+
+ /* Print transition counts */
+ for (v = 0; v < cm->M; v++) {
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st) {
+ fprintf(cfg->cfp, "T\t%-7s : %-2d", UniqueStatetype(cm->stid[v]), cm->ndtype[(cm->ndidx[v] + 1)]);
+ for (x = 0; x < cm->cnum[v]; x++) {
+ fprintf(cfg->cfp, "%8.3f ", cm->t[v][x]);
+ }
+ fprintf(cfg->cfp, "\n");
+ }
+ }
+ fprintf(cfg->cfp, "//\n");
+ return eslOK;
+}
+
+/* EPN 08.18.05
+ * model_trace_info_dump()
+ * Function: model_trace_info_dump
+ *
+ * Purpose: Given a trace from a sequence used to create the model,
+ * print the subsequence length rooted at each start state.
+ * The sequence positions in a Parsetree_t tr
+ * returned from Transmogrify refer to aligned positions.
+ * We want subsequence lengths that refer to unaligned lengths.
+ *
+ * Args: ofp - filehandle to print to
+ * cm - the CM
+ * tr - the parsetree (trace)
+ * aseq - the aligned sequence the trace corresponds to
+ * Returns: (void)
+ */
+
+void
+model_trace_info_dump(FILE *ofp, CM_t *cm, Parsetree_t *tr, char *aseq)
+{
+ int status;
+ int a, i, j, tpos, d, l, r;
+ int *map;
+
+ ESL_ALLOC(map, sizeof(int) * strlen(aseq));
+
+ a=0;
+ for (i = 0; i < strlen(aseq); i++)
+ if (! esl_abc_CIsGap(cm->abc, aseq[i])) map[i] = a++;
+ else map[i] = -1;
+
+ for (tpos = 0; tpos < tr->n; tpos++)
+ if(cm->sttype[tr->state[tpos]] == S_st)
+ {
+ l = tr->emitl[tpos]-1;
+ r = tr->emitr[tpos]-1;
+ i = map[l];
+ j = map[r];
+ /* tr->emitl[tpos]-1 might map to a gap (root node emits the gaps
+ * also). So we look for first residue that exists in the unaligned
+ * seq. Then we do the same for j, looking backwards.
+ */
+ while (i == -1)
+ i = map[++l];
+ while (j == -1)
+ j = map[--r];
+
+ d = j-i+1;
+ /* assume ofp is open (probably not good) */
+ fprintf(ofp, "state:%d d:%d\n", tr->state[tpos], d);
+ /*fprintf(ofp, "state:%d d:%d i:%d j:%d emitl:%d emitr:%d\n", tr->state[tpos], d, i, j, tr->emitl[tpos], tr->emitr[tpos]);*/
+ }
+ free(map);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/* get_unaln_seqs_from_msa
+ * Given a digitized MSA, allocate and create digitized versions
+ * of the unaligned sequences within it.
+ */
+static int
+get_unaln_seqs_from_msa(const ESL_MSA *msa, ESL_SQ ***ret_sq)
+{
+ int status;
+ ESL_DSQ *uadsq = NULL;
+ ESL_SQ **sq = NULL;
+ int nongap_len = 0;
+ int i = 0;
+ int apos = 1;
+ int uapos = 1;
+
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL)) cm_Fail("get_unaln_seqs_from_msa() msa is not digitized.\n");
+
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * msa->nseq);
+
+ for (i = 0; i < msa->nseq; i++)
+ {
+ nongap_len = 0;
+ for(apos = 1; apos <= msa->alen; apos++)
+ nongap_len += (! esl_abc_XIsGap(msa->abc, msa->ax[i][apos]));
+ ESL_ALLOC(uadsq, sizeof(ESL_DSQ) * (nongap_len + 2));
+ uadsq[0] = uadsq[(nongap_len+1)] = eslDSQ_SENTINEL;
+
+ uapos = 1;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if(! esl_abc_XIsGap(msa->abc, msa->ax[i][apos]))
+ uadsq[uapos++] = msa->ax[i][apos];
+
+ sq[i] = esl_sq_CreateDigitalFrom(msa->abc, msa->sqname[i], uadsq, nongap_len, NULL, NULL, NULL);
+ if(sq[i] == NULL) goto ERROR;
+ free(uadsq);
+ }
+ *ret_sq = sq;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* convert_parsetrees_to_unaln_coords()
+ *
+ * Given a digitized MSA <msa> and parsetrees <tr> that correspond to
+ * the ALIGNED coordinates in <msa>, modify tr[i]->emitl and tr[i]->emitr
+ * so they correspond with UNALIGNED coordinates. Written so we can call
+ * Parsetrees2Alignment() to make a new msa, that will replace <msa> for
+ * training a CM.
+ */
+static int
+convert_parsetrees_to_unaln_coords(Parsetree_t **tr, ESL_MSA *msa)
+{
+ int status;
+ int **map = NULL;
+ int i = 0;
+ int x = 0;
+ int apos = 1;
+ int uapos = 1;
+ /* contract check */
+ if(! (msa->flags & eslMSA_DIGITAL)) cm_Fail("get_unaln_seqs_from_msa() msa is not digitized.\n");
+
+ /* For each seq in the MSA, map the aligned sequences coords to
+ * the unaligned coords, we stay in digitized seq coords (1..alen)
+ */
+ ESL_ALLOC(map, sizeof(int *) * msa->nseq);
+ for (i = 0; i < msa->nseq; i++) {
+ ESL_ALLOC(map[i], sizeof(int) * (msa->alen+1));
+ map[i][0] = -1; /* invalid */
+ uapos = 1;
+ for(apos = 1; apos <= msa->alen; apos++)
+ if (!esl_abc_XIsGap(msa->abc, msa->ax[i][apos])) map[i][apos] = uapos++;
+ else map[i][apos] = -1;
+ }
+ for (i = 0; i < msa->nseq; i++) {
+ /* tr[i] is in alignment coords, convert it to unaligned coords, */
+ for(x = 0; x < tr[i]->n; x++) {
+ if(tr[i]->emitl[x] != -1) tr[i]->emitl[x] = map[i][tr[i]->emitl[x]];
+ if(tr[i]->emitr[x] != -1) tr[i]->emitr[x] = map[i][tr[i]->emitr[x]];
+ }
+ }
+ for (i = 0; i < msa->nseq; i++) free(map[i]);
+ free(map);
+
+ return eslOK;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* initialize_cm()
+ * Setup the CM based on the command-line options/defaults.
+ * Configures the CM with a ConfigCM() call at end.
+ */
+static int
+initialize_cm(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ /* set up params/flags/options of the CM */
+ cm->tau = esl_opt_GetReal(go, "--tau"); /* this will be DEFAULT_TAU unless changed at command line */
+
+ /* update cm->align->opts */
+ if(esl_opt_GetBoolean(go, "--gibbs")) cm->align_opts |= CM_ALIGN_SAMPLE;
+ else if(esl_opt_GetBoolean(go, "--optacc")) cm->align_opts |= CM_ALIGN_OPTACC;
+
+ if(esl_opt_GetBoolean(go, "--nonbanded")) {
+ cm->align_opts |= CM_ALIGN_SMALL;
+ cm->align_opts &= ~CM_ALIGN_OPTACC; /* turn optimal accuracy OFF */
+ }
+ else cm->align_opts |= CM_ALIGN_HBANDED;
+
+ if(esl_opt_GetBoolean(go, "--sub")) cm->align_opts |= CM_ALIGN_SUB;
+ if(esl_opt_GetBoolean(go, "--fins")) cm->align_opts |= CM_ALIGN_FLUSHINSERTS;
+
+ /* update cm->config_opts */
+ if(esl_opt_GetBoolean(go, "-l"))
+ {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+
+ /* finally, configure the CM for alignment based on cm->config_opts and cm->align_opts.
+ * this may make a cp9 HMM, for example.
+ */
+ ConfigCM(cm, FALSE); /* FALSE says don't calc W */
+
+ return eslOK;
+}
+
+
+/* Function: MSADivide()
+ * EPN, Wed Mar 21 17:26:39 2007
+ *
+ * Purpose: Given an MSA, divide it into multiple MSAs, each with
+ * a different cluster of the original sequences. Each
+ * MSA will be used to construct a separate CM.
+ *
+ * Different modes:
+ *
+ * 1. if(do_all): each seq is its own cluster, so
+ * the number of new MSAs is number of seqs in input
+ * master MSA.
+ *
+ * 2. if(do_mindiff): define clusters
+ * such that we maximize the number of clusters while
+ * satisfying: minimum fractional difference b/t any
+ * 2 seqs in different clusters >= 'mindiff'.
+ * The contract states that mindiff > 0. in this case.
+ *
+ * 3. if(do_nc).: define clusters
+ * such that we have exactly 'target_nc' clusters by
+ * searching for the 'mindiff' that gives exactly
+ * 'target_nc' clusters. (We guarantee we can do this
+ * by rounding 'diff' fractional difference values b/t
+ * seqs to nearest 0.001).
+ *
+ * *. (NOT YET IMPLEMENTED)
+ * if(do_pickone): in mode 2 or 3, we select a single
+ * sequence from each cluster to represent that cluster.
+ * The sequence is chosen that has the minimum average
+ * fractional difference with all other seqs in the cluster.
+ * (NOT YET IMPLEMENTED)
+ *
+ * Args:
+ * ESL_MSA *mmsa - the master MSA, we cluster the seqs in this guy
+ * and build a new MSA from each cluster
+ * int do_all - TRUE (mode 1): each seq is its own cluster
+ * int do_mindiff - TRUE (mode 2): satisfy clusters are at least mindiff different
+ * int do_nc - TRUE (mode 3): set mindiff such that we get excatly target_nc clusters
+ * float mindiff - the minimum fractional difference allowed
+ * between 2 seqs of different clusters
+ * (0. indicates mode 3)
+ * int target_nc - number of clusters to define (0 indicates mode 2)
+ * int do_orig - TRUE to include the master MSA as one of the new MSAs
+ * int *ret_num_msa - number of MSAs in ret_MSA
+ * ESL_MSA ***ret_cmsa - new MSAs, one for each cluster
+ * char *errbuf - buffer for error messages
+ *
+ * Return: ret_cmsa (alloc'ed here) and ret_num_msa
+ */
+int
+MSADivide(ESL_MSA *mmsa, int do_all, int do_mindiff, int do_nc, float mindiff, int target_nc,
+ int do_orig, int *ret_num_msa, ESL_MSA ***ret_cmsa, char *errbuf)
+{
+ int status; /* Easel status code */
+ ESL_MSA **cmsa = NULL;/* the new MSAs we're creating from clusters of seqs in mmsa */
+ int i; /* counter over sequences */
+ int m; /* counter over new MSAs */
+ int n; /* counter over tree nodes */
+ ESL_TREE *T = NULL;/* the tree, created by Single-Linkage Clustering */
+ ESL_DMATRIX *D = NULL;/* the distance matrix */
+ double *diff = NULL; /* [0..T->N-2], diff[n]= min distance between any leaf in right and
+ * left subtree of node n of tree T */
+ double *minld = NULL;/* [0..T->N-2], min dist from node to any taxa in left subtree */
+ double *minrd = NULL;/* [0..T->N-2], min dist from node to any taxa in right subtree */
+ int nc; /* number of clusters/MSAs */
+ int *clust = NULL;/* [0..T->N-1], cluster number (0..nc-1) this seq is in */
+ int *csize = NULL;/* [0..nc-1], size of each cluster */
+ int **useme = NULL;/* [0.m.nc-1][0.i.N] TRUE to use seq i in new MSA m, FALSE not to */
+ int best; /* 'best' node, returned by select_node() */
+ void *tmp;
+ char *buffer = NULL;
+ int ndigits;
+
+ /* Contract check */
+ if((do_all + do_nc + do_mindiff) != 1) ESL_FAIL(eslEINCOMPAT, errbuf, "MSADivide() exactly 1 of do_all, do_nc, do_mindiff must be TRUE.");
+ if( do_nc && target_nc == 0) ESL_FAIL(eslEINCOMPAT, errbuf, "MSADivide() target_nc is 0 but do_nc is TRUE!");
+ if( do_mindiff && mindiff <= 0.) ESL_FAIL(eslEINCOMPAT, errbuf, "MSADivide() mindiff is <= 0. but do_mindiff is TRUE!");
+ if( do_mindiff && target_nc != 0) ESL_FAIL(eslEINCOMPAT, errbuf, "MSADivide() do_mindiff is TRUE, but target_nc != 0");
+ /* mmsa must be digital */
+ if(!(mmsa->flags & eslMSA_DIGITAL)) ESL_FAIL(eslEINCOMPAT, errbuf, "MSADivide() MSA is not digital.");
+
+ if(do_nc) mindiff = 0.;
+
+ /* Mode 1: Each seq becomes own MSA. Easy. */
+ if(do_all) {
+ ESL_ALLOC(clust, sizeof(int) * (mmsa->nseq));
+ ESL_ALLOC(csize, sizeof(int) * (mmsa->nseq));
+ nc = 0;
+ /* each seq is its own cluster */
+ for(i = 0; i < mmsa->nseq; i++) {
+ clust[i] = nc++;
+ csize[i] = 1;
+ }
+ printf("# Alignment split into %d clusters; each comprised of exactly 1 sequence\n", nc);
+ printf("#\n");
+ }
+ else { /* Mode 2 or Mode 3 */
+ /* Create distance matrix and infer tree by single linkage clustering */
+ if((status = esl_dst_XDiffMx(mmsa->abc, mmsa->ax, mmsa->nseq, &D)) != eslOK) ESL_FAIL(status, errbuf, "esl_dst_XDiffMx() error, status: %d", status);
+ if((status = esl_tree_SingleLinkage(D, &T)) != eslOK) ESL_FAIL(status, errbuf, "esl_tree_SingleLinkage() error, status: %d", status);
+ if((status = esl_tree_SetTaxaParents(T)) != eslOK) ESL_FAIL(status, errbuf, "esl_tree_SetTaxaParentse() error, status: %d", status);
+ /*esl_tree_WriteNewick(stdout, T);*/
+ if((status = esl_tree_Validate(T, errbuf) != eslOK)) return status;
+
+ /* determine the diff values:
+ * (use: n_child > n, unless n's children are taxa)
+ * diff[n] is minimum distance between any taxa (leaf) in left subtree of
+ * n to any taxa in right subtree of n.
+ */
+ ESL_ALLOC(diff, (sizeof(double) * (T->N - 1))); /* one for each node */
+ ESL_ALLOC(minld, (sizeof(double) * (T->N - 1)));
+ ESL_ALLOC(minrd, (sizeof(double) * (T->N - 1)));
+ for (n = (T->N-2); n >= 0; n--) {
+ minld[n] = T->ld[n] + ((T->left[n] > 0) ? (minld[T->left[n]]) : 0);
+ minrd[n] = T->rd[n] + ((T->right[n] > 0) ? (minrd[T->right[n]]) : 0);
+ diff[n] = minld[n] + minrd[n];
+ diff[n] *= 1000.;
+ diff[n] = (float) ((int) diff[n]);
+ diff[n] /= 1000.;
+ /*printf("diff[n:%d]: %f\n", n, diff[n]);*/
+ }
+ free(minld); minld = NULL;
+ free(minrd); minrd = NULL;
+ /*for (n = 0; n < (T->N-1); n++)
+ printf("diff[n:%d]: %f\n", n, diff[n]);
+ for (n = 0; n < (T->N-1); n++)
+ printf("left[n:%d]: %d right[n:%d]: %d\n", n, T->left[n], n, T->right[n]);*/
+
+ if(do_mindiff) { /* Mode 2 */
+ /* Define clusters that are at least mindiff different
+ * from each other. */
+ if((status = select_node(T, diff, mindiff, &clust, &nc, &best, errbuf)) != eslOK) return status;
+ printf("# Alignment split into %d clusters; each will be used to train a CM.\n", nc);
+ printf("# Maximum identity b/t any 2 seqs in different clusters: %.2f\n", (1.-mindiff));
+ printf("#\n");
+ }
+ else { /* Mode 3, do_nc == TRUE, mindiff was set to 0.0 above */
+ /* Find the minimum fractional difference (mindiff) that
+ * gives exactly target_nc clusters, also define clusters
+ * based on that mindiff, this is all done with find_mindiff(),
+ * which does a binary search for mindiff, we're guaranteed to
+ * find exactly target_nc clusters b/c diff values are rounded
+ * to nearest 0.001. */
+ if(target_nc > (T->N)) target_nc = T->N; /* max num clusters is num seqs */
+ if((status = find_mindiff(T, diff, target_nc, &clust, &nc, &mindiff, errbuf)) != eslOK) return status;
+ printf("# Alignment split into %d clusters; each will be used to train a CM.\n", nc);
+ printf("# Maximum identity b/t any 2 seqs in different clusters: %.2f\n", (1.-mindiff));
+ printf("#\n");
+ }
+ /* Determine the size of each cluster */
+ ESL_ALLOC(csize, (sizeof(int) * (nc)));
+ esl_vec_ISet(csize, nc, 0);
+ for(i = 0; i < mmsa->nseq; i++)
+ csize[clust[i]]++;
+
+ /*printf("Distance matrix:\n");
+ esl_dmatrix_Dump(stdout, D, NULL, NULL);*/
+ }
+
+ /* Create one new MSA for each cluster,
+ * if(do_orig): keep the original MSA as cmsa[nc] */
+ if(do_orig) {
+ ESL_ALLOC(cmsa, (sizeof(ESL_MSA *) * (nc+1)));
+ for(m = 0; m < nc; m++) cmsa[m] = NULL;
+ }
+ else {
+ ESL_ALLOC(cmsa, (sizeof(ESL_MSA *) * (nc)));
+ for(m = 0; m < nc; m++) cmsa[m] = NULL;
+ }
+ ESL_ALLOC(useme, (sizeof(int *) * (nc+1)));
+ for(m = 0; m <= nc; m++) {
+ ESL_ALLOC(useme[m], (sizeof(int)) * mmsa->nseq);
+ if(m < nc) esl_vec_ISet(useme[m], mmsa->nseq, FALSE);
+ else esl_vec_ISet(useme[m], mmsa->nseq, TRUE); /* keep all seqs in cmsa[nc]*/
+ }
+
+ for(i = 0; i < mmsa->nseq; i++)
+ if(clust[i] != -1)
+ useme[clust[i]][i] = TRUE;
+ ESL_ALLOC(buffer, sizeof(char) * (IntMaxDigits() + 1)); /* IntMaxDigits() returns number of digits in INT_MAX */
+ for(m = 0; m < nc; m++) {
+ if((status = esl_msa_SequenceSubset(mmsa, useme[m], &(cmsa[m]))) != eslOK) ESL_FAIL(status, errbuf, "MSADivide(), esl_msa_SequenceSubset error, status: %d.", status);
+ /* rename the MSA it by adding ".<m+1>" */
+ if(cmsa[m]->name == NULL) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "MSADivide(), an msa's name is NULL, shouldn't happen.");
+ ndigits = strlen(cmsa[m]->name);
+ ndigits += sprintf(buffer, ".%d", (m+1));
+ ESL_RALLOC(cmsa[m]->name, tmp, sizeof(char)*(ndigits+1));
+ if ((status = esl_strcat(&cmsa[m]->name, -1, buffer, (ndigits+1))) != eslOK) goto ERROR;
+ if ((status = esl_strchop(cmsa[m]->name, ndigits)) != eslOK) goto ERROR;
+ free(useme[m]);
+ }
+ if(do_orig) {
+ if((status = esl_msa_SequenceSubset(mmsa, useme[nc], &(cmsa[nc]))) != eslOK) ESL_FAIL(status, errbuf, "MSADivide(), esl_msa_SequenceSubset error, status: %d.", status);
+ }
+ free(useme[nc]);
+ free(useme);
+
+ if(do_orig) *ret_num_msa = nc+1;
+ else *ret_num_msa = nc;
+ *ret_cmsa = cmsa;
+
+ if(!do_all) { /* else we didn't allocate these structures */
+ esl_tree_Destroy(T);
+ esl_dmatrix_Destroy(D);
+ free(diff);
+ diff = NULL;
+ }
+ if(clust != NULL) free(clust);
+ if(csize != NULL) free(csize);
+ if(buffer!= NULL) free(buffer);
+
+ return eslOK;
+
+ ERROR:
+ if(diff != NULL) free(diff);
+ if(minld != NULL) free(minld);
+ if(minrd != NULL) free(minrd);
+ if(clust != NULL) free(clust);
+ if(csize != NULL) free(csize);
+ if(buffer!= NULL) free(buffer);
+ if(cmsa != NULL) {
+ for(m = 0; m < nc; m++)
+ if(cmsa[m] != NULL) esl_msa_Destroy(cmsa[m]);
+ free(cmsa);
+ }
+ return status;
+}
+
+/* Function: select_node()
+ * EPN, Fri Mar 23 08:48:37 2007
+ * Adapted from SRE's select_node() in maketestset.c originally written
+ * for the PROFMARK HMMER benchmark.
+ *
+ *
+ * Purpose: Define clusters of the taxa (seqs) in the tree such
+ * that minimum disparity b/t any 2 seqs in different
+ * clusters is greater than <mindiff> and the number of
+ * clusters is maximized. <ret_best> is the index of the node
+ * of the tree under which the largest cluster belongs.
+ * <ret_nc> is the number of clusters after clustering,
+ * <ret_clust> is an array [0..T->N-1] specifying which
+ * cluster each taxa belongs to.
+ *
+ * For high disparities, this cluster may contain all
+ * the sequences, and we'll return the root node (0).
+ *
+ * Args:
+ * ESL_TREE *T - the tree
+ * double *diff - [0..T->N-2]: for each node of the tree, the minimum
+ * distance (sum of branch lengths) from any taxa (leaf)
+ * in left subtree to any taxa in right subtree.
+ * double mindiff - (see description above)
+ * int **ret_clust- [0..T->N-1] cluster number this seq is in, alloc'ed, filled here
+ * int *ret_nc - number of clusters
+ * int *ret_best - RETURN: index of node of tree under which largest cluster belongs (see Purpose).
+ * char *errbuf - buffer for error messages
+ *
+ * Returns: node index (as explained in Purpose)
+ */
+static int
+select_node(ESL_TREE *T, double *diff, double mindiff, int **ret_clust, int *ret_nc, int *ret_best, char *errbuf)
+{
+ int status; /* Easel status code */
+ ESL_STACK *ns1; /* stack for traversing tree */
+ ESL_STACK *ns2; /* another stack for traversing tree */
+ int c; /* counter for clusters */
+ int best; /* index of current best node */
+ int maxsize; /* size of cluster for best node */
+ int n, np; /* counters over tree nodes */
+ int *clust; /* [1..T->N-1] cluster number this seq is in */
+
+ /*printf("in selec_node mindiff: %f T->N: %d\n", mindiff, T->N);*/
+ /* set tree cladesizes if not already set */
+ if(T->cladesize == NULL)
+ if((status = esl_tree_SetCladesizes(T)) != eslOK) ESL_FAIL(status, errbuf, "select_node(), esl_tree_SetCladeSizes error, status: %d.", status);
+
+ ESL_ALLOC(clust, (sizeof(int) * T->N));
+ esl_vec_ISet(clust, T->N, 0);
+
+ if((ns1 = esl_stack_ICreate()) == NULL) ESL_FAIL(status, errbuf, "select_node(), failed to create a stack, probably out of memory, status: %d.", status);
+ if((ns2 = esl_stack_ICreate()) == NULL) ESL_FAIL(status, errbuf, "select_node(), failed to create a stack, probably out of memory, status: %d.", status);
+
+ /* push root on stack to start */
+ if((status = esl_stack_IPush(ns1, 0)) != eslOK) ESL_FAIL(status, errbuf, "select_node(), failed to push onto a stack, probably out of memory, status: %d.", status);
+ maxsize = 0;
+ best = 0;
+ c = 0;
+ while (esl_stack_IPop(ns1, &n) != eslEOD) {
+ if ((n == 0 || diff[T->parent[n]] > mindiff) &&
+ diff[n] <= mindiff) { /* we're at a cluster */
+ if (T->cladesize[n] > maxsize) {
+ maxsize = T->cladesize[n];
+ best = n;
+ }
+ /* determine all taxa in the clade rooted at n*/
+ esl_stack_IPush(ns2, n);
+ while (esl_stack_IPop(ns2, &np) != eslEOD) {
+ /*printf("np: %d T->left[np]: %d\n", np, T->left[np]);*/
+ if(T->left[np] <= 0) clust[(-1*T->left[np])] = c;
+ else { if((status = esl_stack_IPush(ns2, T->left[np])) != eslOK) ESL_FAIL(status, errbuf, "select_node(), failed to push onto a stack, probably out of memory, status: %d.", status); }
+ if(T->right[np] <= 0) clust[(-1*T->right[np])] = c;
+ else { if((status = esl_stack_IPush(ns2, T->right[np])) != eslOK) ESL_FAIL(status, errbuf, "select_node(), failed to push onto a stack, probably out of memory, status: %d.", status); }
+ }
+ c++;
+ }
+ else { /* we're not a cluster, keep traversing */
+ /*printf("n: %d T->left[n]: %d\n", n, T->left[n]);*/
+ if(T->left[n] <= 0) clust[(-1*T->left[n])] = c++; /* single seq with its own cluster */
+ else { if((status = esl_stack_IPush(ns1, T->left[n])) != eslOK) ESL_FAIL(status, errbuf, "select_node(), failed to push onto a stack, probably out of memory, status: %d.", status); }
+ if(T->right[n] <= 0) clust[(-1*T->right[n])] = c++; /* single seq with its own cluster */
+ else { if((status = esl_stack_IPush(ns1, T->right[n])) != eslOK) ESL_FAIL(status, errbuf, "select_node(), failed to push onto a stack, probably out of memory, status: %d.", status); }
+ }
+ }
+ esl_stack_Destroy(ns1);
+ esl_stack_Destroy(ns2);
+ *ret_nc = c;
+ *ret_clust = clust;
+ *ret_best = best;
+ /*printf("nc: %d(%d) best: %d maxsize: %d nc: %d\n\n", *ret_nc, c, best, maxsize, c);
+ for(n = 0; n < T->N; n++)
+ printf("clust[%d]: %d\n", n, clust[n]);*/
+ return eslOK;
+
+ ERROR:
+ if(clust != NULL) free(clust);
+ ESL_FAIL(status, errbuf, "select_node(), memory allocation error, status: %d.", status);
+}
+
+
+/* Function: find_mindiff()
+ * EPN, Fri Mar 23 18:59:42 2007
+ *
+ * Purpose: Given a tree resulting from single linkage clustering,
+ * find the min fractional difference (mindiff) that when used to
+ * define clusters (such that no seq in cluster A is less
+ * than mindiff different than any seq in cluster B),
+ * gives >= target_nc.
+ *
+ * Args:
+ * ESL_TREE *T - the tree
+ * double *diff - [0..T->N-2]: for each node of the tree, the minimum
+ * distance (sum of branch lengths) from any taxa (leaf)
+ * in left subtree to any taxa in right subtree.
+ * int target_nc - number of clusters we want
+ * int **ret_clust- [0..T->N-1] cluster number this seq is in, alloc'ed, filled here
+ * int *ret_nc - number of clusters
+ * char *errbuf - buffer for error messages
+ *
+ * Returns: fractional difference (as explained in Purpose)
+ */
+static float
+find_mindiff(ESL_TREE *T, double *diff, int target_nc, int **ret_clust, int *ret_nc, float *ret_mindiff, char *errbuf)
+{
+ int status;
+ float high = 1.0;
+ float low = 0.0;
+ int high_nc = 0;
+ int low_nc = 0;
+ float mindiff = 0.5;
+ int curr_nc = -1;
+ int curr_best = -1;
+ int keep_going = TRUE;
+ float thresh = 0.001;
+ int *clust = NULL;
+
+ /* Contract check */
+ if(target_nc > T->N) ESL_FAIL(eslEINCOMPAT, errbuf, "find_mindiff(), desired number of clusters is greater than number of seqs in the tree");
+
+ while(keep_going) {
+ if(clust != NULL) free(clust);
+ if((status = select_node(T, diff, mindiff, &clust, &curr_nc, &curr_best, errbuf)) != eslOK) return status;
+ if(curr_nc < target_nc) {
+ high = mindiff;
+ high_nc = curr_nc;
+ mindiff -= (mindiff - low) / 2.;
+ if((fabs(high-0.) < thresh) && (fabs(low-0.) < thresh)) keep_going = FALSE;
+ /* stop, high and low have converged at 0. */
+ /*printf("LOWER nc: %d mindiff: %f low: %f high: %f\n", curr_nc, mindiff, low, high);*/
+ }
+ else {/* curr_nc >= target_nc */
+ low = mindiff;
+ low_nc = curr_nc;
+ mindiff += (high - mindiff) / 2.;
+ if(fabs(high-low) < thresh) keep_going = FALSE; /* stop, high and low have converged */
+ /*printf("GREATER nc: %d mindiff: %f low: %f high: %f\n", curr_nc, mindiff, low, high);*/
+ }
+ }
+ /* it's possible we can't reach our target, if so, set mindiff as minimum value that gives
+ * less than target_nc clusters. */
+ if(curr_nc != target_nc) {
+ /*printf("targ: %d curr: %d low: %d (%f) high: %d (%f)\n", target_nc, curr_nc, low_nc, low, high_nc, high);*/
+ if(high_nc < target_nc) {
+ mindiff = high;
+ if((status = select_node(T, diff, mindiff, &clust, &curr_nc, &curr_best, errbuf)) != eslOK) return status;
+ }
+ else
+ while(high_nc > target_nc) {
+ high += thresh;
+ if(high > 1.0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "find_mindiff(), mindiff has risen above 1.0");
+ mindiff = high;
+ if((status = select_node(T, diff, mindiff, &clust, &curr_nc, &curr_best, errbuf)) != eslOK) return status;
+ high_nc = curr_nc;
+ }
+ }
+ /*printf("FINAL mindiff: %f\n", mindiff); */
+ *ret_nc = curr_nc;
+ *ret_clust = clust;
+ *ret_mindiff = mindiff;
+
+ return eslOK;
+}
+
+/* Function: write_cmbuild_info_to_comlog
+ * Date: EPN, Mon Dec 31 10:17:21 2007
+ *
+ * Purpose: Set the cmbuild command info and creation date info
+ * in a ComLog_t data structure.
+ * clog->bcom, clog->bdate should be NULL when we enter this function.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ */
+static int
+write_cmbuild_info_to_comlog(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ int i;
+ long seed;
+ long temp;
+ int seedlen;
+ char *seedstr = NULL;
+ time_t date = time(NULL);
+
+ if(cfg->comlog->bcom != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "write_cmbuild_info_to_comlog(), cfg->comlog->bcom is non-NULL.");
+ if(cfg->comlog->bdate != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "write_cmbuild_info_to_comlog(), cfg->comlog->bcom is non-NULL.");
+
+ /* Set the cmbuild command info, the cfg->comlog->bcom string */
+ for (i = 0; i < go->optind; i++) { /* copy all command line options, but not the command line args yet, we may need to append '-s ' before the args */
+ esl_strcat(&(cfg->comlog->bcom), -1, go->argv[i], -1);
+ esl_strcat(&(cfg->comlog->bcom), -1, " ", 1);
+ }
+ /* if --gibbs enabled, and -s NOT enabled, we need to append the seed info also */
+ if(esl_opt_GetBoolean(go, "--gibbs")) {
+ if(cfg->r == NULL) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "write_cmbuild_info_to_comlog(), cfg->r is NULL but --gibbs enabled, shouldn't happen.");
+ seed = esl_randomness_GetSeed(cfg->r);
+ if(esl_opt_IsDefault(go, "-s")) {
+ temp = seed;
+ seedlen = 1;
+ while(temp > 0) { temp/=10; seedlen++; } /* determine length of stringized version of seed */
+ seedlen += 4; /* strlen(' -s ') */
+
+ ESL_ALLOC(seedstr, sizeof(char) * (seedlen+1));
+ sprintf(seedstr, " -s %ld ", seed);
+ esl_strcat((&cfg->comlog->bcom), -1, seedstr, seedlen);
+ }
+ else { /* -s was enabled with --gibbs, we'll do a sanity check */
+ if(seed != (long) esl_opt_GetInteger(go, "-s")) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "write_cmbuild_info_to_comlog(), cfg->r's seed is %ld, but -s was enabled with argument: %ld!, this shouldn't happen.", seed, (long) esl_opt_GetInteger(go, "-s"));
+ }
+ }
+
+ for (i = go->optind; i < go->argc; i++) { /* copy all command line options, but not the command line args yet, we may need to append '-s ' before the args */
+ esl_strcat(&(cfg->comlog->bcom), -1, go->argv[i], -1);
+ if(i < (go->argc-1)) esl_strcat(&(cfg->comlog->bcom), -1, " ", 1);
+ }
+
+ /* Set the cmbuild creation date, the cfg->comlog->bdate string */
+ if((status = esl_strdup(ctime(&date), -1, &(cfg->comlog->bdate))) != eslOK) goto ERROR;
+ esl_strchop(cfg->comlog->bdate, -1); /* doesn't return anything but eslOK */
+
+ if(seedstr != NULL) free(seedstr);
+ return eslOK;
+
+ ERROR:
+ if(seedstr != NULL) free(seedstr);
+ ESL_FAIL(status, errbuf, "write_cmbuild_info_to_comlog() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+/* Function: flatten_insert_emissions()
+ *
+ * Purpose: Set the insert emission *probabilities* of a CM to it's
+ * null model probabilities. Subsequently in CMLogoddsify(),
+ * all insert emissions scores will become 0.0 bits.
+ * This option is called by default for all CMs unless --iins
+ * was enabled on the command line. It is impt that if we're
+ * going to zero insert scores, we do it within the CM file
+ * (as opposed to previous versions of infernal which allowed us
+ * to zero inserts with cmsearch, for example), because now we
+ * have E-values and if a Gumbel is fit to a CM with zeroed
+ * inserts or with informative inserts, those insert scores should
+ * never change as long as that Gumbel is used.
+ *
+ * Returns: eslOK on success.
+ */
+int
+flatten_insert_emissions(CM_t *cm)
+{
+ int v;
+
+ /* Contract check */
+ if(cm->abc == NULL) cm_Fail("flatten_insert_emissions(), cm->abc is NULL.\n");
+ if(cm->null == NULL) cm_Fail("flatten_insert_emissions(), cm->null is NULL.\n");
+
+ esl_vec_FNorm(cm->null, cm->abc->K);
+ for (v = 0; v < cm->M; v++) {
+ if(cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ esl_vec_FSet(cm->e[v], (cm->abc->K * cm->abc->K), 0.); /* zero them out */
+ esl_vec_FCopy(cm->null, cm->abc->K, cm->e[v]); /* overwrite first cm->abc->K values (rest are irrelevant for non-MP states) with cm->null */
+ }
+ }
+ return eslOK;
+}
+
+/* Function: print_run_info
+ * Date: EPN, Fri Feb 29 09:58:21 2008
+ *
+ * Purpose: Print information on this run of cmbuild.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ fprintf(stdout, "%-10s %s\n", "# command:", cfg->comlog->bcom);
+ fprintf(stdout, "%-10s %s\n", "# date:", cfg->comlog->bdate);
+ fprintf(stdout, "#\n");
+ return eslOK;
+}
+
+/* Function: print_refine_column_headings()
+ * Date: EPN, Fri Feb 29 10:36:03 2008
+ *
+ * Purpose: Print column headings for tabular output of refine_msa() to
+ * output file (stdout unless -o).
+ *
+ * Returns: eslOK on success
+ */
+static void
+print_refine_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg)
+{
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %-5s %-13s %10s\n", "iter", "bit score sum", "fract diff");
+ fprintf(stdout, "# %-5s %-13s %10s\n", "-----", "-------------", "----------");
+ return;
+}
+
+/* Function: get_namewidth()
+ * Date: EPN, Fri May 23 05:45:32 2008
+ *
+ * Purpose: Determine the maximum length of a CM name we'll create in the current
+ * cmbuild call from the MSA already opened cfg->afp.
+ * Sets cfg->namewidth as the max number of characters needed for
+ * all CM names.
+ *
+ * Returns: eslOK on success
+ * eslEFORMAT on parse error of MSA in cfg->afp
+ */
+static int
+get_namewidth(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ int nali = 0;
+ int do_cmaxid_or_call;
+ int do_ctarget;
+ int cur_namewidth;
+ ESL_MSA *msa = NULL;
+
+ cfg->namewidth = 6; /* length of "name", plus 2 spaces, just for looks */
+ do_cmaxid_or_call = (! (esl_opt_IsDefault(go, "--cmaxid"))) || (esl_opt_GetBoolean(go, "--call")) ? TRUE : FALSE;
+ do_ctarget = (! esl_opt_IsDefault(go, "--ctarget")) ? TRUE : FALSE;
+
+ /* if -n <s> enabled, set namewidth as length of <s> */
+ if(!(esl_opt_IsDefault(go, "-n"))) {
+ cfg->namewidth = ESL_MAX(cfg->namewidth, strlen(esl_opt_GetString(go, "-n")));
+ return eslOK;
+ }
+
+ /* else, get MSA names using either (1) stockholm GF ID markup name or (2) cmbuild's rules for naming the msa */
+ while ((status = esl_msa_Read(cfg->afp, &msa)) != eslEOF) {
+ if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Alignment file parse error, line %d of file %s:\n%s\nOffending line is:\n%s\n", cfg->afp->linenumber, cfg->afp->fname, cfg->afp->errbuf, cfg->afp->buf);
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Alignment file read unexpectedly failed with code %d\n", status);
+ nali++;
+
+ /* name the msa, if it already has one from #=GF ID markup, name_msa() returns w/o modifying it */
+ if((status = name_msa(go, errbuf, msa, nali)) != eslOK) return status;
+ cur_namewidth = strlen(msa->name);
+ if(do_cmaxid_or_call) cur_namewidth += 1 + IntDigits(msa->nseq); /* we could create as many as msa->nseq CMs from this msa */
+ if(do_ctarget) cur_namewidth += 1 + esl_opt_GetInteger(go, "--ctarget"); /* we'll make --ctarget <n> CMs from this msa */
+ cfg->namewidth = ESL_MAX(cfg->namewidth, cur_namewidth);
+ esl_msa_Destroy(msa);
+ }
+ /* close the MSA file and open it again, sloppy */
+ esl_msafile_Close(cfg->afp);
+ if (esl_opt_IsDefault(go, "--informat")) cfg->fmt = eslMSAFILE_UNKNOWN; /* autodetect sequence file format by default. */
+ else cfg->fmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ status = esl_msafile_Open(cfg->alifile, cfg->fmt, NULL, &(cfg->afp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "Alignment file %s doesn't exist or is not readable\n", cfg->alifile);
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of alignment %s\n", cfg->alifile);
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Alignment file open failed with error %d\n", status);
+ cfg->fmt = cfg->afp->format;
+ esl_msafile_SetDigital(cfg->afp, cfg->abc);
+
+ return eslOK;
+}
diff --git a/src/cmcalibrate-hybrid.c b/src/cmcalibrate-hybrid.c
new file mode 100644
index 0000000..1b4384e
--- /dev/null
+++ b/src/cmcalibrate-hybrid.c
@@ -0,0 +1,3530 @@
+/* cmcalibrate.c
+ * Score a CM and a CM Plan 9 HMM against random sequence
+ * data to set the statistical parameters for E-value determination,
+ * and CP9 HMM filtering thresholds.
+ *
+ * EPN, Wed May 2 07:02:52 2007
+ * based on HMMER-2.3.2's hmmcalibrate.c from SRE
+ *
+ * MPI example:
+ * qsub -N testrun -j y -R y -b y -cwd -V -pe lam-mpi-tight 32 'mpirun C ./mpi-cmcalibrate foo.cm > foo.out'
+ *
+ ************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <stdlib.h>
+#include <signal.h>
+#include <math.h>
+#include <time.h>
+#include <assert.h>
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dmatrix.h"
+#include "esl_exponential.h"
+#include "esl_getopts.h"
+#include "esl_gumbel.h"
+#include "esl_histogram.h"
+#include "esl_mpi.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_ratematrix.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#define MPI_FINISHED_GUMBEL -1 /* message to send to workers */
+#define MPI_FINISHED_CP9_FILTER -2 /* message to send to workers */
+
+#include "funcs.h" /* external functions */
+#include "structs.h"
+
+#define CUTOPTS "--filE,--ga,--nc,--tc,--all" /* Exclusive choice for filter threshold score cutoff */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "set random number generator seed to <n>", 1 },
+ { "-t", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "print timings for Gumbel fitting and CP9 filter calculation", 1},
+#ifdef HAVE_DEVOPTS
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "print arguably interesting info", 1},
+#endif
+ { "--id", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "use same seqs for all Gumbel fittings", 1},
+ /* 4 --p* options below are hopefully temporary b/c if we have E-values for the CM using a certain cm->pbegin, cm->pend,
+ * changing those values in cmsearch invalidates the E-values, so we should pick hard-coded values for cm->pbegin cm->pend */
+ { "--pebegin", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--pbegin","set all local begins as equiprobable", 1 },
+ { "--pfend", eslARG_REAL, NULL, NULL, "0<x<1", NULL, NULL, "--pend", "set all local end probs to <x>", 1 },
+ { "--pbegin", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, NULL, NULL, "set aggregate local begin prob to <x>", 1 },
+ { "--pend", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, NULL, NULL, "set aggregate local end prob to <x>", 1 },
+
+ /* options for gumbel estimation */
+ { "--gumonly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--filonly", "only estimate Gumbels, don't calculate filter thresholds", 2},
+ { "--gumL", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, "--filonly", "set length of random seqs for Gumbel estimation to <n>", 2},
+ { "--cmN", eslARG_INT, "1000", NULL, "n>0", NULL, NULL, "--filonly", "number of random sequences for CM gumbel estimation", 2 },
+ { "--hmmN", eslARG_INT, "5000", NULL, "n>0", NULL, NULL, "--filonly", "number of random sequences for CP9 HMM gumbel estimation", 2 },
+ { "--gcfromdb",eslARG_INFILE, NULL, NULL, NULL, NULL, NULL, "--filonly", "use GC content distribution from file <s>", 2},
+ { "--pfile", eslARG_INFILE, NULL, NULL, NULL, NULL,"--gcfromdb", NULL, "read partition info for Gumbels from file <s>", 2},
+ { "--gumhfile",eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--filonly", "save fitted Gumbel histogram(s) to file <s>", 2 },
+ { "--gumsfile",eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--filonly", "save survival plot to file <s>", 2 },
+ { "--gumqqfile",eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--filonly", "save Q-Q plot for Gumbel histogram(s) to file <s>", 2 },
+ { "--beta", eslARG_REAL, "1e-7", NULL, "x>0", NULL, NULL, "--noqdb", "set tail loss prob for Gumbel calculation to <x>", 5 },
+ { "--noqdb", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "DO NOT use query dependent banding (QDB) Gumbel searches", 5 },
+ { "--gtail", eslARG_REAL, "0.5",NULL, "0.0<x<0.6",NULL, NULL, NULL, "set fraction of right histogram tail to fit to Gumbel to <x>", 5 },
+ /* options for filter threshold calculation */
+ { "--filonly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--gumonly", "only calculate filter thresholds, don't estimate Gumbels", 3},
+ { "--filN", eslARG_INT, "1000", NULL, "n>0", NULL, NULL, "--gumonly", "number of emitted sequences for HMM filter threshold calc", 3 },
+ { "--F", eslARG_REAL, "0.99", NULL, "0<x<=1", NULL, NULL, "--gumonly", "required fraction of seqs that survive HMM filter", 3},
+ { "--db", eslARG_INFILE, NULL, NULL, NULL, NULL, "--filE", "--gumonly", "with --filE, set database size to size of <f>, not 1 Mb", 2},
+ { "--starg", eslARG_REAL, "0.01", NULL, "0<x<=1", NULL, NULL, "--gumonly", "target filter survival fraction", 3},
+ { "--gemit", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--gumonly", "when calc'ing filter thresholds, always emit globally from CM", 3},
+ { "--fviterbi",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--gumonly,--fforward", "always choose CP9 Viterbi filter over CP9 Forward filter", 3},
+ { "--fforward",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--gumonly,--fviterbi", "always choose CP9 Forward filter over CP9 Viterbi filter", 3},
+ { "--filhfile",eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--gumonly", "save CP9 filter threshold histogram(s) to file <s>", 3},
+ { "--filrfile",eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--gumonly", "save CP9 filter threshold information in R format to file <s>", 3},
+ #ifdef HAVE_DEVOPTS
+ { "--hybrid", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--filonly,--gumonly", "try hybrid filters, and keep them if better than HMM", 3},
+ { "--filbeta", eslARG_REAL, "1e-3",NULL, "x>0", NULL, NULL, "--gumonly", "set tail loss prob for filtering sub-CMs QDB to <x>", 5 },
+#endif
+ /* exclusive choice of filter threshold cutoff */
+ { "--filE", eslARG_REAL, "0.1", NULL, "x>0", CUTOPTS, NULL, "--gumonly", "min CM E-val (for a 1 Mb db) to consider for filter thr calc", 4},
+ { "--ga", eslARG_NONE, FALSE, NULL, "x>0", CUTOPTS, NULL, "--gumonly", "use CM gathering threshold as minimum sc for filter thr calc", 4},
+ { "--nc", eslARG_NONE, FALSE, NULL, "x>0", CUTOPTS, NULL, "--gumonly", "use CM noise cutoff as minimum sc for filter thr calc", 4},
+ { "--tc", eslARG_NONE, FALSE, NULL, "x>0", CUTOPTS, NULL, "--gumonly", "use CM trusted cutoff as minimum sc for filter thr calc", 4},
+ { "--all", eslARG_NONE, FALSE, NULL, NULL, CUTOPTS, NULL, "--gumonly", "accept all CM hits for filter calc, DO NOT use cutoff", 4},
+/* Other options */
+ { "--stall", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "arrest after start: for debugging MPI under gdb", 5 },
+ { "--mxsize", eslARG_REAL, "256.0", NULL, "x>0.", NULL, NULL, NULL, "set maximum allowable HMM banded DP matrix size to <x> Mb", 9 },
+#ifdef HAVE_MPI
+ { "--mpi", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "run as an MPI parallel program", 5 },
+#endif
+
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+struct cfg_s {
+ char *cmfile; /* name of input CM file */
+ ESL_RANDOMNESS *r;
+ ESL_ALPHABET *abc;
+ ESL_STOPWATCH *w_stage; /* stopwatch for each gumbel, filter stage */
+ double *gc_freq;;
+ double *pgc_freq;
+ CMStats_t **cmstatsA; /* the CM stats data structures, 1 for each CM */
+ HybridScanInfo_t *hsi; /* information for a hybrid scan */
+ int ncm; /* what number CM we're on */
+ int be_verbose; /* print extra info, only can be TRUE if #ifdef HAVE_DEVOPTS */
+ int cmalloc; /* number of cmstats we have allocated */
+ char *tmpfile; /* tmp file we're writing to */
+ char *mode; /* write mode, "w" or "wb" */
+ long dbsize; /* size of DB for gumbel stats (impt for E-value cutoffs for filters) */
+ int np; /* number of partitions, must be 1 unless --pfile or --filonly invoked,
+ * once set, is never changed, once case we look out for:
+ * if --filonly invoked and CM file has CMs with diff number of partitions,
+ * this is unlikely but possible, in this case we die in initialize_cmstats()
+ */
+ int *pstart; /* [0..p..np-1], begin points for partitions, end pts are implicit */
+ float *avglen; /* [0..v..M-1] average hit len for subtree rooted at each state v for current CM */
+
+ /* info for the comlog we'll add to the cmfiles */
+ char *ccom; /* command line used in this execution of cmcalibrate */
+ char *cdate; /* date of this execution of cmcalibrate */
+
+
+ /* the following data is modified for each CM, and in some cases for each Gumbel mode for each CM,
+ * it is assumed to be 'current' in many functions.
+ */
+ float *cutoffA; /* bit score cutoff for each partition, changes to reflect
+ * current mode CM is in, on masters and workers */
+ float *full_vcalcs; /* [0..v..cm->M-1] millions of calcs for each subtree to scan 1 residue with --beta */
+ float full_cp9_ncalcs; /* millions of calcs for CP9 HMM to scan 1 residue, updated when model is localfied */
+ double **vmuAA; /* [0..np-1][0..cm->M-1], mu for each partition, each state,
+ * if vmuAA[p][v] == -1 : we're not fitting state v to a gumbel */
+ double **vlambdaAA; /* same as vmuAA, but lambda */
+ GumbelInfo_t **gum_hybA; /* [0..np-1], hybrid gumbel info for each partition, rewritten
+ * for each candidate set of hybrid sub cm roots */
+ /* mpi */
+ int do_mpi;
+ int my_rank;
+ int nproc;
+ int do_stall; /* TRUE to stall the program until gdb attaches */
+
+ /* Masters only (i/o streams) */
+ CMFILE *cmfp; /* open input CM file stream */
+ FILE *gumhfp; /* optional output for gumbel histograms */
+ FILE *gumsfp; /* optional output for gumbel survival plot */
+ FILE *gumqfp; /* optional output for gumbel QQ file */
+ FILE *filhfp; /* optional output for filter histograms */
+ FILE *filrfp; /* optional output for filter info for R */
+
+};
+
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "fit Gumbels for E-values and calculate HMM filter thresholds";
+
+static int init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+#ifdef HAVE_MPI
+static int init_worker_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+#endif
+
+static void serial_master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#ifdef HAVE_MPI
+static void mpi_master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+static void mpi_worker (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#endif
+
+static int process_filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ float ***ret_vscAA, float **ret_vit_cp9scA, float **ret_fwd_cp9scA, float **ret_hyb_scA, int **ret_partA);
+static int process_gumbel_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq, int L,
+ float ***ret_vscAA, float **ret_cp9scA, float **ret_hybscA);
+
+static int initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int initialize_cmstats(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+
+static int update_cutoffs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int fthr_mode);
+static int set_partition_gc_freq(struct cfg_s *cfg, int p);
+static int fit_histogram(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, float *scores, int nscores, double *ret_mu, double *ret_lambda);
+static int cm_fit_histograms(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float **vscA, int nscores, int p);
+static int get_random_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, double *dnull, int L, ESL_DSQ **ret_dsq);
+static int get_cmemit_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, int *ret_L, int *ret_p, Parsetree_t **ret_tr, ESL_DSQ **ret_dsq);
+static int cm_find_hit_above_cutoff(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, ESL_DSQ *dsq, Parsetree_t *tr, int L, float cutoff, float *ret_sc);
+static void estimate_workunit_time(const ESL_GETOPTS *go, const struct cfg_s *cfg, int nseq, int L, int gum_mode);
+static int read_partition_file(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int update_avg_hit_len(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int switch_global_to_local(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, char *errbuf);
+static int predict_cp9_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_vit_cp9scA, float *fil_fwd_cp9scA, int *fil_partA, BestFilterInfo_t *bf);
+static int get_cmcalibrate_comlog_info(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int update_comlog(const ESL_GETOPTS *go, char *errbuf, char *ccom, char *cdate, CM_t *cm);
+static void format_time_string(char *buf, double sec, int do_frac);
+static int print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+#ifdef HAVE_DEVOPTS
+static int predict_best_sub_cm_roots(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float **fil_vscAA, int **ret_best_sub_roots);
+static int predict_hybrid_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_hybscA, int *fil_partA, GumbelInfo_t **gum_hybA, BestFilterInfo_t *bf, int *ret_getting_faster);
+#endif
+
+int
+main(int argc, char **argv)
+{
+
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory allocation error, stopwatch could not be created.");
+ struct cfg_s cfg;
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nGumbel distribution fitting options :");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\ngeneral CP9 HMM filter threshold calculation options :");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for CM score cutoff to to use for filter threshold calculation:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (! esl_opt_IsDefault(go, "--ga"))
+ cm_Fail("--ga not yet implemented, implement it.");
+ if (! esl_opt_IsDefault(go, "--nc"))
+ cm_Fail("--nc not yet implemented, implement it.");
+ if (! esl_opt_IsDefault(go, "--tc"))
+ cm_Fail("--tc not yet implemented, implement it.");
+
+ /* Initialize configuration shared across all kinds of masters
+ * and workers in this .c file.
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ if (cfg.cmfile == NULL) cm_Fail("Failed to read <cmfile> argument from command line.");
+ cfg.cmfp = NULL;
+ cfg.gc_freq = NULL;
+ cfg.pgc_freq = NULL;
+ cfg.r = NULL;
+ cfg.ncm = 0;
+ cfg.cmstatsA = NULL;
+ cfg.hsi = NULL;
+ cfg.tmpfile = NULL;
+ cfg.mode = NULL;
+ cfg.dbsize = 1000000; /* default DB size, changed if --db */
+ cfg.cutoffA = NULL;
+ cfg.full_vcalcs = NULL;
+ cfg.vmuAA = NULL;
+ cfg.vlambdaAA = NULL;
+ cfg.gum_hybA = NULL;
+ cfg.np = 1; /* default number of partitions is 1, changed if --pfile */
+ cfg.pstart = NULL; /* allocated (by default to size 1) in init_master_cfg() */
+ cfg.ccom = NULL; /* created in get_cmcalibrate_comlog_info() for masters, stays NULL in workers */
+ cfg.cdate = NULL; /* created in get_cmcalibrate_comlog_info() for masters, stays NULL in workers */
+
+ cfg.gumhfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.gumsfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.gumqfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.filhfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.filrfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.abc = NULL;
+ cfg.w_stage = NULL;
+
+ cfg.do_mpi = FALSE;
+ cfg.my_rank = 0;
+ cfg.nproc = 0;
+ cfg.do_stall = esl_opt_GetBoolean(go, "--stall");
+ cfg.be_verbose = FALSE;
+
+ ESL_DASSERT1((GUM_CP9_GV == 0));
+ ESL_DASSERT1((GUM_CP9_GF == 1));
+ ESL_DASSERT1((GUM_CM_GC == 2));
+ ESL_DASSERT1((GUM_CM_GI == 3));
+ ESL_DASSERT1((GUM_CP9_LV == 4));
+ ESL_DASSERT1((GUM_CP9_LF == 5));
+ ESL_DASSERT1((GUM_CM_LC == 6));
+ ESL_DASSERT1((GUM_CM_LI == 7));
+ ESL_DASSERT1((GUM_NMODES == 8));
+ ESL_DASSERT1((FTHR_CM_GC == 0));
+ ESL_DASSERT1((FTHR_CM_GI == 1));
+ ESL_DASSERT1((FTHR_CM_LC == 2));
+ ESL_DASSERT1((FTHR_CM_LI == 3));
+ ESL_DASSERT1((FTHR_NMODES== 4));
+
+ /* This is our stall point, if we need to wait until we get a
+ * debugger attached to this process for debugging (especially
+ * useful for MPI):
+ */
+ while (cfg.do_stall);
+
+ /* Start timing. */
+ esl_stopwatch_Start(w);
+
+ /* Figure out who we are, and send control there:
+ * we might be an MPI master, an MPI worker, or a serial program.
+ */
+#ifdef HAVE_MPI
+ if (esl_opt_GetBoolean(go, "--mpi"))
+ {
+ cfg.do_mpi = TRUE;
+ MPI_Init(&argc, &argv);
+ MPI_Comm_rank(MPI_COMM_WORLD, &(cfg.my_rank));
+ MPI_Comm_size(MPI_COMM_WORLD, &(cfg.nproc));
+
+ if(cfg.nproc == 1) cm_Fail("MPI mode, but only 1 processor running... (did you run mpirun?)");
+
+ if (cfg.my_rank > 0) mpi_worker(go, &cfg);
+ else {
+ cm_banner(stdout, argv[0], banner);
+ mpi_master(go, &cfg);
+ }
+
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_MPIReduce(w, 0, MPI_COMM_WORLD);
+ MPI_Finalize();
+ }
+ else
+#endif /*HAVE_MPI*/
+ {
+ cm_banner(stdout, argv[0], banner);
+ serial_master(go, &cfg);
+ esl_stopwatch_Stop(w);
+ }
+
+ if(cfg.my_rank == 0) { /* master, serial or mpi */
+ /* Rewind the CM file for a second pass.
+ * Write a temporary CM file with new stats information in it
+ */
+ int status;
+ int cmi;
+ CM_t *cm;
+ FILE *outfp;
+ sigset_t blocksigs; /* list of signals to protect from */
+ char errbuf[cmERRBUFSIZE];
+
+ CMFileRewind(cfg.cmfp);
+ if (esl_FileExists(cfg.tmpfile)) cm_Fail("Ouch. Temporary file %s appeared during the run.", cfg.tmpfile);
+ if ((outfp = fopen(cfg.tmpfile, cfg.mode)) == NULL) cm_Fail("Ouch. Temporary file %s couldn't be opened for writing.", cfg.tmpfile);
+
+ for (cmi = 0; cmi < cfg.ncm; cmi++) {
+ if (!CMFileRead(cfg.cmfp, &(cfg.abc), &cm)) cm_Fail("Ran out of CMs too early in pass 2");
+ if (cm == NULL) cm_Fail("CM file %s was corrupted? Parse failed in pass 2", cfg.cmfile);
+
+ /* update the cm->comlog info */
+ if((status = update_comlog(go, errbuf, cfg.ccom, cfg.cdate, cm)) != eslOK) cm_Fail(errbuf);
+
+ cm->stats = cfg.cmstatsA[cmi];
+ cm->flags &= ~CMH_FILTER_STATS; /* forget that CM may have had filter stats, if --gumonly was invoked, it won't anymore */
+
+ if(!(esl_opt_GetBoolean(go, "--filonly"))) cm->flags |= CMH_GUMBEL_STATS;
+ if(!(esl_opt_GetBoolean(go, "--gumonly"))) cm->flags |= CMH_FILTER_STATS;
+ if((status = CMFileWrite(outfp, cm, cfg.cmfp->is_binary, errbuf)) != eslOK) cm_Fail(go->errbuf);
+ FreeCM(cm);
+ } /* end of from idx = 0 to ncm */
+
+ /* Now, carefully remove original file and replace it
+ * with the tmpfile. Note the protection from signals;
+ * we wouldn't want a user to ctrl-C just as we've deleted
+ * their CM file but before the new one is moved.
+ */
+ CMFileClose(cfg.cmfp);
+ if (fclose(outfp) != 0) cm_Fail("system error during rewrite of CM file");
+ if (sigemptyset(&blocksigs) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (sigaddset(&blocksigs, SIGINT) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (sigprocmask(SIG_BLOCK, &blocksigs, NULL) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (remove(cfg.cmfile) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (rename(cfg.tmpfile, cfg.cmfile) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (sigprocmask(SIG_UNBLOCK, &blocksigs, NULL) != 0) cm_Fail("system error during rewrite of CM file.");;
+ free(cfg.tmpfile);
+
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+
+ /* master specific cleaning */
+ if (cfg.gumhfp != NULL) {
+ fclose(cfg.gumhfp);
+ printf("High score for random seqs histograms saved to file %s.\n", esl_opt_GetString(go, "--gumhfile"));
+ }
+ if (cfg.gumsfp != NULL) {
+ fclose(cfg.gumsfp);
+ printf("Survival plot for Gumbels saved to file %s.\n", esl_opt_GetString(go, "--gumhfile"));
+ }
+ if (cfg.gumqfp != NULL) {
+ fclose(cfg.gumqfp);
+ printf("Gumbel QQ plots saved to file %s.\n", esl_opt_GetString(go, "--gumhfile"));
+ }
+ if (cfg.filhfp != NULL) {
+ fclose(cfg.filhfp);
+ printf("Filter histograms saved to file %s.\n", esl_opt_GetString(go, "--gumhfile"));
+ }
+ if (cfg.filrfp != NULL) {
+ fclose(cfg.filrfp);
+ printf("Filter R info saved to file %s.\n", esl_opt_GetString(go, "--gumhfile"));
+ }
+ if (cfg.ccom != NULL) free(cfg.ccom);
+ if (cfg.cdate != NULL) free(cfg.cdate);
+
+ }
+ /* clean up */
+ if (cfg.abc != NULL) esl_alphabet_Destroy(cfg.abc);
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+/* init_master_cfg()
+ * Called by masters, mpi or serial.
+ * Allocates/sets:
+ * cfg->cmfp - open CM file
+ * cfg->gumhfp - optional output file
+ * cfg->gumsfp - optional output file
+ * cfg->gumqfp - optional output file
+ * cfg->filhfp - optional output file
+ * cfg->filrfp - optional output file
+ * cfg->gc_freq - observed GC freqs (if --gcfromdb invoked)
+ * cfg->cmstatsA - the stats, allocated only
+ * cfg->np - number of partitions, never changes once set
+ * cfg->pstart - array of partition starts
+ * cfg->r - source of randomness
+ * cfg->tmpfile - temp file for rewriting cm file
+ * cfg->be_verbose - print extra info? (only available #ifdef HAVE_DEVOPTS)
+ * Errors in the MPI master here are considered to be "recoverable",
+ * in the sense that we'll try to delay output of the error message
+ * until we've cleanly shut down the worker processes. Therefore
+ * errors return (code, errbuf) by the ESL_FAIL mech.
+ */
+static int
+init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+
+ /* open CM file */
+ if ((cfg->cmfp = CMFileOpen(cfg->cmfile, NULL)) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open covariance model save file %s\n", cfg->cmfile);
+
+ /* optionally, open gumbel histogram file */
+ if (esl_opt_GetString(go, "--gumhfile") != NULL)
+ {
+ if ((cfg->gumhfp = fopen(esl_opt_GetString(go, "--gumhfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open gumbel histogram save file %s for writing\n", esl_opt_GetString(go, "--gumhfile"));
+ }
+
+ /* optionally, open survival plot */
+ if (esl_opt_GetString(go, "--gumsfile") != NULL)
+ {
+ if ((cfg->gumsfp = fopen(esl_opt_GetString(go, "--gumsfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open survival plot save file %s for writing\n", esl_opt_GetString(go, "--gumsfile"));
+ }
+
+ /* optionally, open gumbel QQ plot file */
+ if (esl_opt_GetString(go, "--gumqqfile") != NULL)
+ {
+ if ((cfg->gumqfp = fopen(esl_opt_GetString(go, "--gumqqfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open gumbel QQ plot save file %s for writing\n", esl_opt_GetString(go, "--gumqqfile"));
+ }
+
+ /* optionally, open filter threshold calc histogram file */
+ if (esl_opt_GetString(go, "--filhfile") != NULL) {
+ if ((cfg->filhfp = fopen(esl_opt_GetString(go, "--filhfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --filhfile output file %s\n", esl_opt_GetString(go, "--filhfile"));
+ }
+
+ /* optionally, open filter threshold calc info file */
+ if (esl_opt_GetString(go, "--filrfile") != NULL) {
+ if ((cfg->filrfp = fopen(esl_opt_GetString(go, "--filrfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --filrfile output file %s\n", esl_opt_GetString(go, "--filrfile"));
+ }
+
+ /* optionally, get distribution of GC content from an input database (default is use cm->null for GC distro) */
+ if(esl_opt_GetString(go, "--gcfromdb") != NULL) {
+ ESL_ALPHABET *tmp_abc = NULL;
+ tmp_abc = esl_alphabet_Create(eslRNA);
+ ESL_SQFILE *dbfp;
+ status = esl_sqfile_Open(esl_opt_GetString(go, "--gcfromdb"), eslSQFILE_UNKNOWN, NULL, &dbfp);
+ if (status == eslENOTFOUND) cm_Fail("No such file.");
+ else if (status == eslEFORMAT) cm_Fail("Format unrecognized.");
+ else if (status == eslEINVAL) cm_Fail("Can’t autodetect stdin or .gz.");
+ else if (status != eslOK) cm_Fail("Failed to open sequence database file, code %d.", status);
+ GetDBInfo(tmp_abc, dbfp, NULL, &(cfg->gc_freq));
+ esl_vec_DNorm(cfg->gc_freq, GC_SEGMENTS);
+ esl_alphabet_Destroy(cfg->abc);
+ esl_sqfile_Close(dbfp);
+ /* allocate pgc_freq, the gc freqs per partition, used to sample seqs for different partitions */
+ ESL_ALLOC(cfg->pgc_freq, sizeof(double) * GC_SEGMENTS);
+ }
+
+ /* optionally, set cfg->dbsize as size of db in file <f> from --db <f> */
+ if(esl_opt_GetString(go, "--db") != NULL) {
+ ESL_SQFILE *dbfp;
+ status = esl_sqfile_Open(esl_opt_GetString(go, "--gcfromdb"), eslSQFILE_UNKNOWN, NULL, &dbfp);
+ if (status == eslENOTFOUND) cm_Fail("No such file.");
+ else if (status == eslEFORMAT) cm_Fail("Format unrecognized.");
+ else if (status == eslEINVAL) cm_Fail("Can’t autodetect stdin or .gz.");
+ else if (status != eslOK) cm_Fail("Failed to open sequence database file, code %d.", status);
+ GetDBInfo(NULL, dbfp, &(cfg->dbsize), NULL);
+ esl_sqfile_Close(dbfp);
+ }
+
+ /* set up the partition data that's used for all CMs */
+ if(esl_opt_IsDefault(go, "--pfile")) { /* by default we have 1 partition 0..100 */
+ ESL_ALLOC(cfg->pstart, sizeof(int) * 1);
+ cfg->np = 1;
+ cfg->pstart[0] = 0;
+ }
+ else { /* setup cfg->np and cfg->pstart in read_partition_file() */
+ if((status = read_partition_file(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ }
+
+ cfg->be_verbose = FALSE;
+#ifdef HAVE_DEVOPTS
+ if (esl_opt_GetBoolean(go, "-v")) cfg->be_verbose = TRUE;
+#endif
+
+ /* Initial allocations for results per CM;
+ * we'll resize these arrays dynamically as we read more CMs.
+ */
+ cfg->cmalloc = 128;
+ ESL_ALLOC(cfg->cmstatsA, sizeof(CMStats_t *) * cfg->cmalloc);
+ cfg->ncm = 0;
+
+ /* seed master's RNG */
+ if (! esl_opt_IsDefault(go, "-s"))
+ cfg->r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else cfg->r = esl_randomness_CreateTimeseeded();
+
+ /* create the stopwatch */
+ cfg->w_stage = esl_stopwatch_Create();
+
+ printf("Random number generator seed: %ld\n", esl_randomness_GetSeed(cfg->r));
+
+ /* From HMMER 2.4X hmmcalibrate.c:
+ * Generate calibrated CM(s) in a tmp file in the current
+ * directory. When we're finished, we delete the original
+ * CM file and rename() this one. That way, the worst
+ * effect of a catastrophic failure should be that we
+ * leave a tmp file lying around, but the original CM
+ * file remains uncorrupted. tmpnam() doesn't work portably here,
+ * because it'll put the file in /tmp and we won't
+ * necessarily be able to rename() it from there.
+ */
+ ESL_ALLOC(cfg->tmpfile, (sizeof(char) * (strlen(cfg->cmfile) + 5)));
+ strcpy(cfg->tmpfile, cfg->cmfile);
+ strcat(cfg->tmpfile, ".xxx"); /* could be more inventive here... */
+ if (esl_FileExists(cfg->tmpfile))
+ cm_Fail("temporary file %s already exists; please delete it first", cfg->tmpfile);
+ if (cfg->cmfp->is_binary) cfg->mode = "wb";
+ else cfg->mode = "w";
+
+ cfg->avglen = NULL; /* this will be allocated and filled inside serial_master() or mpi_master() */
+ if(cfg->r == NULL) cm_Fail("Failed to create master RNG.");
+ if(cfg->w_stage == NULL) cm_Fail("Failed to create stopwatch.");
+
+ /* fill cfg->ccom, and cfg->cdate */
+ if((status = get_cmcalibrate_comlog_info(go, cfg, errbuf)) != eslOK) return status;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+#ifdef HAVE_MPI
+/* init_worker_cfg()
+ * Worker initialization of cfg, worker
+ * will get all the info it needs sent to it
+ * by the master, so we initialize worker's cfg
+ * pointers to NULL, and other values to default.
+ *
+ * Because this is called from an MPI worker, it cannot print;
+ * it must return error messages, not print them.
+ */
+static int
+init_worker_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ cfg->cmfile = NULL;
+ cfg->abc = NULL;
+ cfg->gc_freq = NULL;
+ cfg->pgc_freq = NULL;
+ cfg->be_verbose = FALSE;
+ cfg->tmpfile = NULL;
+ cfg->mode = NULL;
+ cfg->dbsize = 0;
+ cfg->cutoffA = NULL;
+ cfg->full_vcalcs = NULL;
+ cfg->vmuAA = NULL;
+ cfg->vlambdaAA = NULL;
+ cfg->gum_hybA = NULL;
+ cfg->avglen = NULL;
+
+ cfg->cmfp = NULL;
+ cfg->gumhfp = NULL;
+ cfg->gumsfp = NULL;
+ cfg->gumqfp = NULL;
+ cfg->filhfp = NULL;
+ cfg->filrfp = NULL;
+
+ /* allocate cmstats results per CM;
+ * we'll resize these arrays dynamically as we read more CMs.
+ */
+ cfg->cmalloc = 128;
+ ESL_ALLOC(cfg->cmstatsA, sizeof(CMStats_t *) * cfg->cmalloc);
+ cfg->ncm = 0;
+
+ /* we may receive info pertaining to these from master
+ * inside mpi_worker(), at which time we'll update them
+ */
+ cfg->np = 0;
+ cfg->pstart = NULL;
+ cfg->r = NULL; /* we'll create this when seed is received from master */
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+#endif /* #ifdef HAVE_MPI */
+
+/* serial_master()
+ * The serial version of cmcalibrate.
+ *
+ * A master can only return if it's successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+serial_master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ CM_t *cm = NULL;
+ int cmN = esl_opt_GetInteger(go, "--cmN");
+ int hmmN = esl_opt_GetInteger(go, "--hmmN");
+ int filN = esl_opt_GetInteger(go, "--filN");
+ int gum_mode = 0;
+ int fthr_mode = 0;
+ int p;
+ int cmi;
+ float **gum_vscAA = NULL; /* [0..v..cm->M-1][0..nseq-1] best cm score for each state, each random seq */
+ float **fil_vscAA = NULL; /* [0..v..cm->M-1][0..nseq-1] best cm score for each state, each emitted seq */
+ float *gum_cp9scA = NULL; /* [0..nseq-1] best cp9 score for each random seq */
+ float *fil_vit_cp9scA = NULL; /* [0..nseq-1] best cp9 Viterbi score for each emitted seq */
+ float *fil_fwd_cp9scA = NULL; /* [0..nseq-1] best cp9 Forward score for each emitted seq */
+ int *fil_partA = NULL; /* [0..nseq-1] partition of CM emitted seq */
+ double tmp_mu, tmp_lambda; /* temporary mu and lambda used for setting HMM gumbels */
+ int L; /* length of sequences to search for gumbel fitting, L==cm->W*2 unless --gumL enabled,
+ * in which case L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL") */
+ char time_buf[128]; /* string for printing elapsed time (safely holds up to 10^14 years) */
+ void *tmp;
+ long seed;
+#ifdef HAVE_DEVOPTS
+ /* variables for --hybrid */
+ float *gum_hybscA = NULL; /* [0..nseq-1] best hybrid score for each random seq */
+ float *fil_hybscA = NULL; /* [0..nseq-1] best hybrid score for each emitted seq */
+ int *best_sub_roots = NULL; /* [0..cfg->hsi->nstarts-1], best predicted sub CM root filter for each start group */
+ int s = 0;
+ int getting_faster = TRUE;
+#endif
+
+ if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ while (CMFileRead(cfg->cmfp, &(cfg->abc), &cm))
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ cfg->ncm++;
+ if(cfg->ncm == cfg->cmalloc) { /* expand our memory */
+ cfg->cmalloc += 128;
+ ESL_RALLOC(cfg->cmstatsA, tmp, sizeof(CMStats_t *) * cfg->cmalloc);
+ }
+ cmi = cfg->ncm-1;
+ if (esl_opt_GetBoolean(go, "--filonly") && (! (cm->flags & CMH_GUMBEL_STATS))) cm_Fail("--filonly invoked, but CM %s (CM number %d) does not have Gumbel stats in CM file\n", cm->name, (cmi+1));
+
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = initialize_cmstats(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = update_avg_hit_len(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = print_cm_info (go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+
+ for(gum_mode = 0; gum_mode < GUM_NMODES; gum_mode++) {
+
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid") {
+ /* free and recalculate hybrid scan info, b/c when investigating hybrid filters we may have added sub CM roots
+ */
+ if(cfg->hsi != NULL) cm_FreeHybridScanInfo(cfg->hsi, cm);
+ cfg->hsi = cm_CreateHybridScanInfo(cm, esl_opt_GetReal(go, "--filbeta"), cfg->full_vcalcs[0]);
+ }
+#endif
+ /* do we need to switch from glocal configuration to local? */
+ if(gum_mode > 0 && (! GumModeIsLocal(gum_mode-1)) && GumModeIsLocal(gum_mode)) {
+ if((status = switch_global_to_local(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ if((status = update_avg_hit_len(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+ /* update search opts for gumbel mode */
+ GumModeToSearchOpts(cm, gum_mode);
+ /* if --id, we free RNG, then create a new one and reseed it with the initial seed,
+ * so we use same seqs for Gumbel fittings of all CM modes and HMM modes
+ * (but if --cmN <n> != --hmmN <n>) they won't be the same between CM and HMM modes.
+ */
+ if(esl_opt_GetBoolean(go, "--id")) {
+ seed = esl_randomness_GetSeed(cfg->r);
+ esl_randomness_Destroy(cfg->r);
+ cfg->r = esl_randomness_Create(seed);
+ }
+
+ /* gumbel fitting section */
+ if(! (esl_opt_GetBoolean(go, "--filonly"))) {
+ /* calculate gumbels for this gum mode */
+ /* determine length of seqs to search for gumbel fitting */
+ if(esl_opt_IsDefault(go, "--gumL")) L = cm->W*2;
+ else L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL")); /* minimum L we allow is 2 * cm->W, this is enforced silently (!) */
+
+ ESL_DASSERT1((cfg->np == cfg->cmstatsA[cmi]->np));
+ for (p = 0; p < cfg->np; p++) {
+ esl_stopwatch_Start(cfg->w_stage);
+ if(cfg->gc_freq != NULL) set_partition_gc_freq(cfg, p);
+ if(GumModeIsForCM(gum_mode)) { /* CM mode */
+ /* search random sequences to get gumbels for each candidate sub CM root state (including 0, the root of the full model) */
+ if(cfg->be_verbose) estimate_workunit_time(go, cfg, cmN, L, gum_mode);
+ ESL_DPRINTF1(("\n\ncalling process_gumbel_workunit to fit gumbel for p: %d CM mode: %d\n", p, gum_mode));
+ printf("gumbel %-12s %5d %6d %5s %5s [", DescribeGumMode(gum_mode), cmN, L, "-", "-");
+ fflush(stdout);
+ if((status = process_gumbel_workunit (go, cfg, errbuf, cm, cmN, L, &gum_vscAA, NULL, NULL)) != eslOK) cm_Fail(errbuf);
+ if((status = cm_fit_histograms(go, cfg, errbuf, cm, gum_vscAA, cmN, p)) != eslOK) cm_Fail(errbuf);
+ SetGumbelInfo(cfg->cmstatsA[cmi]->gumAA[gum_mode][p], cfg->vmuAA[p][0], cfg->vlambdaAA[p][0], L, cmN);
+ }
+ else { /* CP9 mode, fit gumbel for full HMM */
+ if(cfg->be_verbose) estimate_workunit_time(go, cfg, hmmN, L, gum_mode);
+ ESL_DPRINTF1(("\n\ncalling process_gumbel_workunit to fit gumbel for p: %d CP9 mode: %d\n", p, gum_mode));
+ printf("gumbel %-12s %5d %6d %5s %5s [", DescribeGumMode(gum_mode), hmmN, L, "-", "-");
+ fflush(stdout);
+ if((status = process_gumbel_workunit (go, cfg, errbuf, cm, hmmN, L, NULL, &gum_cp9scA, NULL)) != eslOK) cm_Fail(errbuf);
+ if((status = fit_histogram(go, cfg, errbuf, gum_cp9scA, hmmN, &tmp_mu, &tmp_lambda)) != eslOK) cm_Fail(errbuf);
+ SetGumbelInfo(cfg->cmstatsA[cmi]->gumAA[gum_mode][p], tmp_mu, tmp_lambda, L, hmmN);
+ }
+ esl_stopwatch_Stop(cfg->w_stage);
+ format_time_string(time_buf, cfg->w_stage->elapsed, 0);
+ printf(" %10s\n", time_buf);
+ } /* end of for loop over partitions */
+ } /* end of if ! --filonly */
+
+ /* filter threshold section */
+ if(! (esl_opt_GetBoolean(go, "--gumonly"))) {
+ if(GumModeIsForCM(gum_mode)) { /* CM mode, we want to do filter threshold calculations */
+ esl_stopwatch_Start(cfg->w_stage);
+ fthr_mode = GumModeToFthrMode(gum_mode);
+ ESL_DASSERT1((fthr_mode != -1));
+ if((status = update_cutoffs(go, cfg, errbuf, cm, gum_mode)) != eslOK) cm_Fail(errbuf);
+
+ /* search emitted sequences to get filter thresholds for HMM and each candidate sub CM root state */
+ ESL_DPRINTF1(("\n\ncalling process_filter_workunit to get HMM filter thresholds for p: %d mode: %d\n", p, gum_mode));
+ if(fil_partA != NULL) free(fil_partA);
+ ///printf("filter %3s %-8s %5s %6s %5d %5g [", "-", DescribeFthrMode(fthr_mode), "-", "-", filN, esl_opt_GetReal(go, "--filE"));
+ printf("filter %3s %-8s %5s %6s %5d ", "-", DescribeFthrMode(fthr_mode), "-", "-", filN);
+ if (esl_opt_GetBoolean(go, "--all")) printf("infty [");
+ else if(esl_opt_GetBoolean(go, "--ga")) printf(" GA [");
+ else if(esl_opt_GetBoolean(go, "--nc")) printf(" NC [");
+ else if(esl_opt_GetBoolean(go, "--tc")) printf(" TC [");
+ else printf("%5g [", esl_opt_GetReal(go, "--filE"));
+ fflush(stdout);
+
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid")) { /* we want fil_vscAA filled with hybrid scanning scores */
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, filN, &fil_vscAA, &fil_vit_cp9scA, &fil_fwd_cp9scA, NULL, &fil_partA)) != eslOK) cm_Fail(errbuf);
+ }
+ else { /* we don't want fil_vscAA filled with hybrid scanning scores */
+#endif
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, filN, NULL, &fil_vit_cp9scA, &fil_fwd_cp9scA, NULL, &fil_partA)) != eslOK) cm_Fail(errbuf);
+#ifdef HAVE_DEVOPTS
+ }
+#endif
+ /* determine the 'best' way to filter using a heuristic:
+ * 1. predict speedup for HMM-only filter
+ * if --hybrid, continue to 2, else use HMM filter as 'best' filter.
+ * 2. add 'best' sub CM root independent of those already chosen, and predict speedup for a hybrid scan
+ * 3. repeat 2 until predicted speedup drops
+ * if --hybrid, best filter is either HMM only or fastest combo of sub CM roots
+ */
+
+ /* 1. predict speedup for HMM-only filter */
+ if((status = predict_cp9_filter_speedup(go, cfg, errbuf, cm, fil_vit_cp9scA, fil_fwd_cp9scA, fil_partA, cfg->cmstatsA[cmi]->bfA[fthr_mode])) != eslOK) cm_Fail(errbuf);
+ if(cfg->be_verbose) DumpBestFilterInfo(cfg->cmstatsA[cmi]->bfA[fthr_mode]);
+
+#ifdef HAVE_DEVOPTS
+ /* if desired, try hybrid filters to see if we can do better than the HMM */
+ if(esl_opt_GetBoolean(go, "--hybrid")) {
+ /* 2. predict best sub CM filter root state in each start group */
+ if((status = predict_best_sub_cm_roots(go, cfg, errbuf, cm, fil_vscAA, &best_sub_roots)) != eslOK) cm_Fail(errbuf);
+
+ s = 0;
+ getting_faster = TRUE;
+ while(getting_faster && s < cfg->hsi->nstarts) {
+ /* add next fastest (predicted) sub CM root, if it's compatible, otherwise skip it (this is arguably a bad idea, but it's tough to remove roots in this case) */
+ if(cm_CheckCompatibleWithHybridScanInfo(cm, cfg->hsi, best_sub_roots[s])) {
+ cm_AddRootToHybridScanInfo(cm, cfg->hsi, best_sub_roots[s++]);
+ /* fit gumbels for new hybrid scanner */
+ ESL_DASSERT1((cfg->np == cfg->cmstatsA[cmi]->np));
+ for (p = 0; p < cfg->np; p++) {
+ if(cfg->gc_freq != NULL) set_partition_gc_freq(cfg, p);
+ if((status = process_gumbel_workunit (go, cfg, errbuf, cm, cmN, L, NULL, NULL, &gum_hybscA)) != eslOK) cm_Fail(errbuf);
+ if((status = fit_histogram(go, cfg, errbuf, gum_hybscA, cmN, &tmp_mu, &tmp_lambda)) != eslOK) cm_Fail(errbuf);
+ SetGumbelInfo(cfg->gum_hybA[p], tmp_mu, tmp_lambda, L, cmN);
+ if(cfg->be_verbose) debug_print_gumbelinfo(cfg->gum_hybA[p]);
+ }
+ /* get hybrid scores of CM emitted seqs */
+ if(fil_partA != NULL) free(fil_partA);
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, filN, NULL, NULL, NULL, &fil_hybscA, &fil_partA)) != eslOK) cm_Fail(errbuf);
+ /* determine predicted speedup of hybrid scanner */
+ if((status = predict_hybrid_filter_speedup(go, cfg, errbuf, cm, fil_hybscA, fil_partA, cfg->gum_hybA, cfg->cmstatsA[cmi]->bfA[fthr_mode], &getting_faster)) != eslOK) cm_Fail(errbuf);
+ DumpBestFilterInfo(cfg->cmstatsA[cmi]->bfA[fthr_mode]);
+ }
+ else { /* root we were going to add was incompatible, skip it */
+ s++;
+ }
+ }
+ }
+#endif
+ esl_stopwatch_Stop(cfg->w_stage);
+ format_time_string(time_buf, cfg->w_stage->elapsed, 0);
+ printf(" %10s\n", time_buf);
+ }
+ }
+ /* free muA and lambdaA */
+ } /* end of for(gum_mode = 0; gum_mode < NCMMODES; gum_mode++) */
+ if(cfg->be_verbose) debug_print_cmstats(cfg->cmstatsA[cmi], (! esl_opt_GetBoolean(go, "--gumonly")));
+ if(cfg->hsi != NULL) cm_FreeHybridScanInfo(cfg->hsi, cm);
+ cfg->hsi = NULL;
+ FreeCM(cm);
+ printf("//\n");
+ fflush(stdout);
+ }
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return; /*NEVERREACHED*/
+}
+
+#ifdef HAVE_MPI
+/* mpi_master()
+ * The MPI version of cmcalibrate
+ * Follows standard pattern for a master/worker load-balanced MPI program
+ * (SRE notes J1/78-79).
+ *
+ * A master can only return if it's successful.
+ * Errors in an MPI master come in two classes: recoverable and nonrecoverable.
+ *
+ * Recoverable errors include most worker-side errors, and any
+ * master-side error that do not affect MPI communication. Error
+ * messages from recoverable messages are delayed until we've cleanly
+ * shut down the workers.
+ *
+ * Some worker side errors (such as ESL_ALLOCs) are likely to be
+ * unrecoverable and will almost certainly cause MPI to crash
+ * uncleanly, they're only here because I couldn't find a way around
+ * them without massive reimplementation. Hopefully they rarely occur.
+ *
+ * Unrecoverable errors are master-side errors that may affect MPI
+ * communication, meaning we cannot count on being able to reach the
+ * workers and shut them down. Unrecoverable errors result in immediate
+ * cm_Fail()'s, which will cause MPI to shut down the worker processes
+ * uncleanly.
+ */
+static void
+mpi_master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int xstatus = eslOK; /* changes from OK on recoverable error */
+ int status;
+ int have_work = TRUE; /* TRUE while work remains */
+ int nproc_working = 0; /* number of worker processes working, up to nproc-1 */
+ int wi; /* rank of next worker to get an alignment to work on */
+ char *buf = NULL; /* input/output buffer, for packed MPI messages */
+ int bn = 0;
+ int pos = 1;
+ void *tmp;
+ int wi_error = 0; /* worker index that sent back an error message, if an error occurs */
+
+ CM_t *cm = NULL;
+ int cmN = esl_opt_GetInteger(go, "--cmN");
+ int hmmN = esl_opt_GetInteger(go, "--hmmN");
+ int filN = esl_opt_GetInteger(go, "--filN");
+
+ int gum_mode = 0;
+ int fthr_mode = 0;
+ int p;
+ float **gum_vscAA = NULL; /* [0..v..cm->M-1][0..nseq-1] best cm score for each state, each random seq */
+ float *gum_cp9scA = NULL; /* [0..nseq-1] best cp9 score for each random seq */
+
+ float **fil_vscAA = NULL; /* [0..v..cm->M-1][0..nseq-1] best cm score for each state, each emitted seq */
+ float *fil_vit_cp9scA = NULL; /* [0..nseq-1] best viterbi cp9 score for each emitted seq */
+ float *fil_fwd_cp9scA = NULL; /* [0..nseq-1] best forward cp9 score for each emitted seq */
+ int *fil_partA = NULL; /* [0..nseq-1] partition each CM emitted seq belongs to */
+
+ /* data received from workers */
+ float **worker_vscAA = NULL;
+ float *worker_cp9scA = NULL;
+ float *worker_vit_cp9scA = NULL;
+ float *worker_fwd_cp9scA = NULL;
+ int *worker_partA = NULL;
+
+ long *seedlist = NULL;
+ char errbuf[cmERRBUFSIZE];
+ MPI_Status mpistatus;
+ int n, v, i;
+ int working_on_cm; /* TRUE when gum_mode is for CM gumbel */
+ int working_on_cp9; /* TRUE when gum_mode is for CP9 gumbel */
+ int gum_nseq_per_worker = 0; /* when calcing gumbels, number of seqs to tell each worker to work on */
+ int gum_nseq_this_round = 0; /* when calcing gumbels, number of seqs for current round */
+ int fil_nseq_per_worker = (filN / (cfg->nproc-1)); /* when calcing filters, number of seqs to tell each worker to work on */
+ int nseq_sent = 0; /* number of seqs we've told workers to work on */
+ int nseq_this_worker = 0; /* number of seqs to tell current worker to work on */
+ int nseq_just_recv = 0; /* number of seqs we just received scores for from a worker */
+ int nseq_recv = 0; /* number of seqs we've received thus far this round from workers */
+ int msg;
+ int cmi; /* CM index, which number CM we're working on */
+ double tmp_mu, tmp_lambda;/* temporary mu and lambda used for setting HMM gumbels */
+ int L; /* length of sequences to search for gumbel fitting, L==cm->W*2 unless --gumL enabled,
+ * in which case L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL") */
+ char time_buf[128]; /* string for printing elapsed time (safely holds up to 10^14 years) */
+ float update_i;
+
+ /* Master initialization: including, figure out the alphabet type.
+ * If any failure occurs, delay printing error message until we've shut down workers.
+ */
+ if (xstatus == eslOK) { if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { bn = 4096; if ((buf = malloc(sizeof(char) * bn)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seedlist = malloc(sizeof(long) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) cm_Fail(errbuf);
+ ESL_DPRINTF1(("MPI master is initialized\n"));
+
+ ESL_ALLOC(seedlist, sizeof(long) * cfg->nproc);
+ for (wi = 0; wi < cfg->nproc; wi++)
+ {
+ seedlist[wi] = esl_rnd_Roll(cfg->r, 1000000000); /* not sure what to use as max for seed */
+ ESL_DPRINTF1(("wi %d seed: %ld\n", wi, seedlist[wi]));
+ }
+
+ /* Worker initialization:
+ * Because we've already successfully initialized the master before we start
+ * initializing the workers, we don't expect worker initialization to fail;
+ * so we just receive a quick OK/error code reply from each worker to be sure,
+ * and don't worry about an informative message.
+ */
+ for (wi = 1; wi < cfg->nproc; wi++)
+ MPI_Send(&(seedlist[wi]), 1, MPI_LONG, wi, 0, MPI_COMM_WORLD);
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD);
+ if (status != eslOK) cm_Fail("One or more MPI worker processes failed to initialize.");
+ ESL_DPRINTF1(("%d workers are initialized\n", cfg->nproc-1));
+
+ /* 3 special (annoying) case:
+ * case 1: if we've used the --gcfromdb option, we read in a seq file to fill
+ * cfg->gc_freq, and we need to broadcast that info to workers
+ *
+ * case 2: if we are calculating stats for more than 1 partition,
+ * (--pfile invoked), we need to broadcast that information to
+ * the workers.
+ *
+ * case 3: if we've changed the default dbsize for the CM E-value cutoff
+ * in the filter threshold calculation (--db invoked), we need to broadcast
+ * that information to the workers.
+ */
+ if(! (esl_opt_IsDefault(go, "--gcfromdb"))) { /* receive gc_freq info from master */
+ MPI_Bcast(cfg->gc_freq, GC_SEGMENTS, MPI_DOUBLE, 0, MPI_COMM_WORLD);
+ }
+ if(! (esl_opt_IsDefault(go, "--pfile"))) { /* broadcast partition info to workers */
+ ESL_DASSERT1((! (esl_opt_GetBoolean(go, "--filonly"))));
+ MPI_Bcast(&(cfg->np), 1, MPI_INT, 0, MPI_COMM_WORLD);
+ ESL_DASSERT1((cfg->pstart != NULL));
+ MPI_Bcast(cfg->pstart, cfg->np, MPI_INT, 0, MPI_COMM_WORLD);
+ }
+ if(! (esl_opt_IsDefault(go, "--db"))) { /* receive cfg->dbsize info from master */
+ MPI_Bcast(&(cfg->dbsize), 1, MPI_LONG, 0, MPI_COMM_WORLD);
+ }
+
+ /* Main loop: combining load workers, send/receive, clear workers loops;
+ * also, catch error states and die later, after clean shutdown of workers.
+ *
+ * When a recoverable error occurs, have_work = FALSE, xstatus !=
+ * eslOK, and errbuf is set to an informative message. No more
+ * errbuf's can be received after the first one. We wait for all the
+ * workers to clear their work units, then send them shutdown signals,
+ * then finally print our errbuf and exit.
+ *
+ * Unrecoverable errors just crash us out with cm_Fail().
+ */
+
+ while (CMFileRead(cfg->cmfp, &(cfg->abc), &cm))
+ {
+ cfg->ncm++;
+ if(cfg->ncm == cfg->cmalloc) { /* expand our memory */
+ cfg->cmalloc += 128;
+ ESL_RALLOC(cfg->cmstatsA, tmp, sizeof(CMStats_t *) * cfg->cmalloc);
+ }
+ cmi = cfg->ncm-1;
+ if (esl_opt_GetBoolean(go, "--filonly") && (! (cm->flags & CMH_GUMBEL_STATS))) cm_Fail("--filonly invoked, but CM %s (CM number %d) does not have Gumbel stats in CM file\n", cm->name, (cmi+1));
+
+ ESL_DPRINTF1(("MPI master read CM number %d\n", cfg->ncm));
+ if((status = cm_master_MPIBcast(cm, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm (go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = initialize_cmstats(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = update_avg_hit_len(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = print_cm_info (go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+
+ if(! (esl_opt_GetBoolean(go, "--filonly"))) {
+ ESL_ALLOC(gum_vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(gum_vscAA[v], sizeof(float) * cmN);
+ ESL_ALLOC(gum_cp9scA, sizeof(float) * hmmN);
+ }
+
+ if(! (esl_opt_GetBoolean(go, "--gumonly"))) {
+ ESL_ALLOC(fil_vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(fil_vscAA[v], sizeof(float) * filN);
+ ESL_ALLOC(fil_vit_cp9scA, sizeof(float) * filN);
+ ESL_ALLOC(fil_fwd_cp9scA, sizeof(float) * filN);
+ ESL_ALLOC(fil_partA, sizeof(int) * filN);
+ }
+
+ for(gum_mode = 0; gum_mode < GUM_NMODES; gum_mode++) {
+
+ if(GumModeIsForCM(gum_mode)) { working_on_cm = TRUE; working_on_cp9 = FALSE; }
+ else { working_on_cm = FALSE; working_on_cp9 = TRUE; }
+ gum_nseq_per_worker = working_on_cm ? (int) (cmN / (cfg->nproc-1)) : (int) (hmmN / (cfg->nproc-1));
+ gum_nseq_this_round = working_on_cm ? cmN : hmmN;
+ update_i = gum_nseq_this_round / 20.;
+
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid") {
+ /* free and recalculate hybrid scan info, b/c when investigating hybrid filters we may have added sub CM roots */
+ if(cfg->hsi != NULL) cm_FreeHybridScanInfo(cfg->hsi, cm);
+ cfg->hsi = cm_CreateHybridScanInfo(cm, esl_opt_GetReal(go, "--filbeta"), cfg->full_vcalcs[0]);
+ }
+#endif
+
+ /* do we need to switch from glocal configuration to local? */
+ if(gum_mode > 0 && (! GumModeIsLocal(gum_mode-1)) && GumModeIsLocal(gum_mode)) {
+ if((status = switch_global_to_local(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ if((status = update_avg_hit_len(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+ /* update search opts for gumbel mode */
+ GumModeToSearchOpts(cm, gum_mode);
+
+ /* gumbel fitting section */
+ if(! (esl_opt_GetBoolean(go, "--filonly"))) {
+ if(esl_opt_IsDefault(go, "--gumL")) L = cm->W*2;
+ else L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL")); /* minimum L we allow is 2 * cm->W, this is enforced silently (!) */
+
+ for (p = 0; p < cfg->np; p++) {
+ ESL_DPRINTF1(("MPI master: CM: %d gumbel mode: %d partition: %d\n", cfg->ncm, gum_mode, p));
+
+ esl_stopwatch_Start(cfg->w_stage);
+ printf("gumbel %-12s %5d %6d %5s %5s [", DescribeGumMode(gum_mode), gum_nseq_this_round, L, "-", "-");
+ fflush(stdout);
+
+ if(xstatus == eslOK) have_work = TRUE; /* TRUE while work remains */
+
+ wi = 1;
+ nseq_sent = 0;
+ nseq_recv = 0;
+ while (have_work || nproc_working)
+ {
+ if(have_work) {
+ if(nseq_sent < gum_nseq_this_round) {
+ nseq_this_worker = (nseq_sent + gum_nseq_per_worker <= gum_nseq_this_round) ?
+ gum_nseq_per_worker : (gum_nseq_this_round - nseq_sent);
+ }
+ else {
+ have_work = FALSE;
+ ESL_DPRINTF1(("MPI master has run out of numbers of sequences to dole out (%d doled)\n", nseq_sent));
+ }
+ }
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0)) {
+ /* we're waiting to receive */
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+ ESL_DPRINTF1(("MPI master has received the buffer\n"));
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains calibration results\n"));
+ if(working_on_cm) {
+ if ((status = cmcalibrate_cm_gumbel_results_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, cm->M, &worker_vscAA, &nseq_just_recv)) != eslOK) cm_Fail("cmcalibrate results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked CM gumbel results\n"));
+ ESL_DASSERT1((nseq_just_recv > 0));
+ for(v = 0; v < cm->M; v++) {
+ for(i = 0; i < nseq_just_recv; i++) {
+ ESL_DPRINTF3(("\tscore from worker v: %d i: %d sc: %f\n", i, v, worker_vscAA[v][i]));
+ gum_vscAA[v][nseq_recv+i] = worker_vscAA[v][i];
+ if(nseq_recv+i > update_i) {
+ printf("=");
+ fflush(stdout);
+ update_i += gum_nseq_this_round / 20.;
+ }
+ }
+ free(worker_vscAA[v]);
+ }
+ free(worker_vscAA);
+ }
+ else { /* working on cp9 */
+ if ((status = cmcalibrate_cp9_gumbel_results_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, &worker_cp9scA, &nseq_just_recv)) != eslOK) cm_Fail("cmcalibrate results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked CP9 gumbel results\n"));
+ ESL_DASSERT1((nseq_just_recv > 0));
+ for(i = 0; i < nseq_just_recv; i++) {
+ gum_cp9scA[nseq_recv+i] = worker_cp9scA[i];
+ if(nseq_recv+i > update_i) {
+ printf("=");
+ fflush(stdout);
+ update_i += gum_nseq_this_round / 20.;
+ }
+ }
+ free(worker_cp9scA);
+ }
+ nseq_recv += nseq_just_recv;
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+
+ if (have_work)
+ {
+ /* send new search job */
+ ESL_DPRINTF1(("MPI master is sending nseq %d to worker %d\n", nseq_this_worker, wi));
+ MPI_Send(&(nseq_this_worker), 1, MPI_INT, wi, 0, MPI_COMM_WORLD);
+
+ wi++;
+ nproc_working++;
+ nseq_sent += nseq_this_worker;
+ }
+ }
+
+ if(xstatus == eslOK) {
+ /* fit gumbels for this partition p, this gumbel mode gum_mode */
+ if(working_on_cm) {
+ if((status = cm_fit_histograms(go, cfg, errbuf, cm, gum_vscAA, cmN, p)) != eslOK) cm_Fail(errbuf);
+ SetGumbelInfo(cfg->cmstatsA[cmi]->gumAA[gum_mode][p], cfg->vmuAA[p][0], cfg->vlambdaAA[p][0], L, cmN);
+ }
+ else /* working on CP9 */ {
+ if((status = fit_histogram(go, cfg, errbuf, gum_cp9scA, hmmN, &tmp_mu, &tmp_lambda)) != eslOK) cm_Fail(errbuf);
+ SetGumbelInfo(cfg->cmstatsA[cmi]->gumAA[gum_mode][p], tmp_mu, tmp_lambda, L, hmmN);
+ }
+ }
+ esl_stopwatch_Stop(cfg->w_stage);
+ format_time_string(time_buf, cfg->w_stage->elapsed, 0);
+ printf("=] %10s\n", time_buf);
+ }
+ ESL_DPRINTF1(("MPI master: done with partition: %d for gumbel mode: %d for this CM. Telling all workers\n", p, gum_mode));
+ for (wi = 1; wi < cfg->nproc; wi++) {
+ msg = MPI_FINISHED_GUMBEL;
+ MPI_Send(&msg, 1, MPI_INT, wi, 0, MPI_COMM_WORLD);
+ }
+ } /* end of if ! --filonly */
+
+ /* filter threshold section */
+ if(GumModeIsForCM(gum_mode) && (! (esl_opt_GetBoolean(go, "--gumonly")))) {
+ fthr_mode = GumModeToFthrMode(gum_mode);
+ ESL_DASSERT1((fthr_mode != -1));
+ ESL_DPRINTF1(("MPI master: CM: %d fthr mode: %d\n", cfg->ncm, fthr_mode));
+
+ esl_stopwatch_Start(cfg->w_stage);
+ ///printf("filter %3s %-8s %5s %6s %5d %5g [", "-", DescribeFthrMode(fthr_mode), "-", "-", filN, esl_opt_GetReal(go, "--filE"));
+ printf("filter %3s %-8s %5s %6s %5d ", "-", DescribeFthrMode(fthr_mode), "-", "-", filN);
+ if (esl_opt_GetBoolean(go, "--all")) printf("infty [");
+ else if(esl_opt_GetBoolean(go, "--ga")) printf(" GA [");
+ else if(esl_opt_GetBoolean(go, "--nc")) printf(" NC [");
+ else if(esl_opt_GetBoolean(go, "--tc")) printf(" TC [");
+ else printf("%5g [", esl_opt_GetReal(go, "--filE"));
+ fflush(stdout);
+
+ if(xstatus == eslOK) { if((status = update_cutoffs(go, cfg, errbuf, cm, gum_mode)) != eslOK) cm_Fail(errbuf); }
+ else { /* a worker has seen an error and we're trying to finish cleanly, but we still need to broadcast cutoffs,
+ * their values don't matter */
+ for (p = 0; p < cfg->np; p++) cfg->cutoffA[p] = -eslINFINITY;
+ }
+ /* broadcast cutoffs */
+ ESL_DASSERT1((cfg->cutoffA != NULL));
+ MPI_Bcast(cfg->cutoffA, cfg->np, MPI_FLOAT, 0, MPI_COMM_WORLD);
+
+ if(xstatus == eslOK) have_work = TRUE; /* TRUE while work remains */
+ else have_work = FALSE; /* we've seen an error and are trying to finish cleanly */
+
+ wi = 1;
+
+ nseq_sent = 0;
+ nseq_recv = 0;
+ update_i = filN / 20.;
+ while (have_work || nproc_working)
+ {
+ if(have_work) {
+ if(nseq_sent < filN) {
+ nseq_this_worker = ((nseq_sent + fil_nseq_per_worker) <= filN) ?
+ fil_nseq_per_worker : (filN - nseq_sent);
+ }
+ else {
+ have_work = FALSE;
+ ESL_DPRINTF1(("MPI master has run out of numbers of sequences to dole out (%d doled)\n", nseq_sent));
+ }
+ }
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0)) {
+ /* we're waiting to receive */
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+ ESL_DPRINTF1(("MPI master has received the buffer\n"));
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains HMM filter results\n"));
+#ifdef HAVE_DEVOPTS
+ if (esl_opt_GetBoolean(go, "--hybrid")) { /* we receive worker_vscAA along with worker_vit_cp9scA and worker_fwd_cp9scA */
+ if ((status = cmcalibrate_cp9_filter_results_hyb_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, cm->M, &worker_vscAA, &worker_vit_cp9scA, &worker_fwd_cp9scA, &worker_partA, &nseq_just_recv)) != eslOK) cm_Fail("cmcalibrate results unpack failed");
+ }
+ else { /* only receive worker_vit_cp9scA, worker_fwd_cp9scA, no worker_vscAA, it's only used if --hybrid */
+#endif
+ if ((status = cmcalibrate_cp9_filter_results_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, &worker_vit_cp9scA, &worker_fwd_cp9scA, &worker_partA, &nseq_just_recv)) != eslOK) cm_Fail("cmcalibrate results unpack failed");
+#ifdef HAVE_DEVOPTS
+ }
+#endif
+ ESL_DPRINTF1(("MPI master has unpacked HMM filter results\n"));
+ ESL_DASSERT1((nseq_just_recv > 0));
+ ESL_DASSERT1(((nseq_recv + nseq_just_recv) <= filN));
+ for(i = 0; i < nseq_just_recv; i++) {
+ fil_vit_cp9scA[nseq_recv+i] = worker_vit_cp9scA[i];
+ fil_fwd_cp9scA[nseq_recv+i] = worker_fwd_cp9scA[i];
+ fil_partA[nseq_recv+i] = worker_partA[i];
+ ESL_DASSERT1((fil_partA[nseq_recv+i] < cfg->np));
+ if(nseq_recv+i > update_i) {
+ printf("=");
+ fflush(stdout);
+ update_i += filN / 20.;
+ }
+ }
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid")) {
+ for(v = 0; v < cm->M; v++) {
+ for(i = 0; i < nseq_just_recv; i++) {
+ ESL_DPRINTF3(("\tscore from worker v: %d i: %d sc: %f\n", i, v, worker_vscAA[v][i]));
+ printf("\tscore from worker v: %d i: %d sc: %f\n", i, v, worker_vscAA[v][i]);
+ fil_vscAA[v][nseq_recv+i] = worker_vscAA[v][i];
+ }
+ free(worker_vscAA[v]);
+ }
+ free(worker_vscAA);
+ }
+#endif
+ free(worker_vit_cp9scA);
+ free(worker_fwd_cp9scA);
+ free(worker_partA);
+ nseq_recv += nseq_just_recv;
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+
+ if (have_work)
+ {
+ /* send new search job */
+ ESL_DPRINTF1(("MPI master is sending HMM filter nseq %d to worker %d\n", nseq_this_worker, wi));
+ MPI_Send(&(nseq_this_worker), 1, MPI_INT, wi, 0, MPI_COMM_WORLD);
+
+ wi++;
+ nproc_working++;
+ nseq_sent += nseq_this_worker;
+ }
+ }
+
+ if(xstatus == eslOK) {
+ /* predict speedup for HMM-only filter */
+ if((status = predict_cp9_filter_speedup(go, cfg, errbuf, cm, fil_vit_cp9scA, fil_fwd_cp9scA, fil_partA, cfg->cmstatsA[cmi]->bfA[fthr_mode])) != eslOK) cm_Fail(errbuf);
+ if(cfg->be_verbose) DumpBestFilterInfo(cfg->cmstatsA[cmi]->bfA[fthr_mode]);
+ }
+ ESL_DPRINTF1(("MPI master: done with HMM filter calc for fthr mode %d for this CM.\n", fthr_mode));
+
+ for (wi = 1; wi < cfg->nproc; wi++) {
+ msg = MPI_FINISHED_CP9_FILTER;
+ MPI_Send(&msg, 1, MPI_INT, wi, 0, MPI_COMM_WORLD);
+ }
+
+ esl_stopwatch_Stop(cfg->w_stage);
+ format_time_string(time_buf, cfg->w_stage->elapsed, 0);
+ printf("=] %10s\n", time_buf);
+ }
+ ESL_DPRINTF1(("MPI master: done with gumbel mode %d for this CM.\n", gum_mode));
+ }
+ ESL_DPRINTF1(("MPI master: done with this CM.\n"));
+ if(xstatus == eslOK) if(cfg->be_verbose) { debug_print_cmstats(cfg->cmstatsA[cmi], (! esl_opt_GetBoolean(go, "--gumonly"))); }
+
+ if(! (esl_opt_GetBoolean(go, "--filonly"))) {
+ for(v = 0; v < cm->M; v++) free(gum_vscAA[v]);
+ free(gum_vscAA);
+ free(gum_cp9scA);
+ }
+ if(! (esl_opt_GetBoolean(go, "--gumonly"))) {
+ for(v = 0; v < cm->M; v++) free(fil_vscAA[v]);
+ free(fil_vscAA);
+ free(fil_vit_cp9scA);
+ free(fil_fwd_cp9scA);
+ free(fil_partA);
+ }
+ FreeCM(cm);
+ printf("//\n");
+ fflush(stdout);
+ }
+
+ /* On success or recoverable errors:
+ * Shut down workers cleanly.
+ */
+ ESL_DPRINTF1(("MPI master is done. Shutting down all the workers cleanly\n"));
+ if((status = cm_master_MPIBcast(NULL, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+ free(buf);
+
+ if (xstatus != eslOK) { fprintf(stderr, "Worker: %d had a problem.\n", wi_error); cm_Fail(errbuf); }
+ else return;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return; /* NOTREACHED */
+}
+
+
+static void
+mpi_worker(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int xstatus = eslOK;
+ int status;
+ CM_t *cm = NULL;
+ char *wbuf = NULL; /* packed send/recv buffer */
+ int wn = 0; /* allocation size for wbuf */
+ int sz, n; /* size of a packed message */
+ int pos;
+ char errbuf[cmERRBUFSIZE];
+ MPI_Status mpistatus;
+ float **gum_vscAA = NULL; /* [0..v..cm->M-1][0..nseq-1] best cm score for each state, each random seq */
+ float *gum_cp9scA = NULL; /* [0..nseq-1] best cp9 score for each random seq */
+ float **fil_vscAA = NULL; /* [0..v..cm->M-1][0..nseq-1] best cm score for each state, each emitted seq */
+ float *fil_vit_cp9scA = NULL; /* [0..nseq-1] best cp9 Viterbi score for each emitted seq */
+ float *fil_fwd_cp9scA = NULL; /* [0..nseq-1] best cp9 Forward score for each emitted seq */
+ int *fil_partA = NULL; /* [0..nseq-1] partition of CM emitted seq */
+
+ long seed; /* seed for RNG */
+ int gum_mode;
+ int fthr_mode;
+ int working_on_cm; /* TRUE when gum_mode is for CM gumbel */
+ int working_on_cp9; /* TRUE when gum_mode is for CP9 gumbel */
+ int nseq;
+ int v, p;
+ void *tmp;
+ int cmi;
+ int L; /* length of sequences to search for gumbel fitting, L==cm->W*2 unless --gumL enabled,
+ * in which case L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL") */
+ int in_fil_section_flag = FALSE; /* set to TRUE while we're in the filter threshold calculation
+ * section, we need to know this when we goto ERROR, b/c we have
+ * to know how many more MPI_Recv() calls to make to match up
+ * with the Master's sends before we can shut down.
+ */
+
+ /* After master initialization: master broadcasts its status.
+ */
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return; /* master saw an error code; workers do an immediate normal shutdown. */
+ ESL_DPRINTF1(("worker %d: sees that master has initialized\n", cfg->my_rank));
+
+ /* Master now sends worker initialization information (RNG seed)
+ * Workers returns their status post-initialization.
+ * Initial allocation of wbuf must be large enough to guarantee that
+ * we can pack an error result into it, because after initialization,
+ * errors will be returned as packed (code, errbuf) messages.
+ */
+ if (MPI_Recv(&seed, 1, MPI_LONG, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi recv failed");
+ if (xstatus == eslOK) { if ((status = init_worker_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { if((cfg->r = esl_randomness_Create(seed)) == NULL) xstatus = eslEMEM; }
+ if (xstatus == eslOK) { wn = 4096; if ((wbuf = malloc(wn * sizeof(char))) == NULL) xstatus = eslEMEM; }
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD); /* everyone sends xstatus back to master */
+ if (xstatus != eslOK) {
+ if (wbuf != NULL) free(wbuf);
+ return; /* shutdown; we passed the error back for the master to deal with. */
+ }
+ ESL_DPRINTF1(("worker %d: initialized seed: %ld\n", cfg->my_rank, seed));
+
+ /* 2 special (annoying) cases:
+ * case 1: if we've used the --gcfromdb option, we read in a seq file to fill
+ * cfg->gc_freq, and we need that info here for the worker, so we receive
+ * it's broadcast from the master
+ *
+ * case 2: if we are calculating stats for more than 1
+ * partition, (--pfile invoked), we need to receive that information
+ * via broadcast from master. Otherwise we need to setup the default partition info
+ * (single partition, 0..100 GC content)
+ */
+ if(! (esl_opt_IsDefault(go, "--gcfromdb"))) { /* receive gc_freq info from master */
+ ESL_DASSERT1((cfg->gc_freq == NULL));
+ ESL_ALLOC(cfg->gc_freq, sizeof(double) * GC_SEGMENTS);
+ ESL_ALLOC(cfg->pgc_freq, sizeof(double) * GC_SEGMENTS);
+ MPI_Bcast(cfg->gc_freq, GC_SEGMENTS, MPI_DOUBLE, 0, MPI_COMM_WORLD);
+ }
+ else cfg->gc_freq = NULL; /* default */
+ if(! (esl_opt_IsDefault(go, "--pfile"))) { /* receive partition info from master */
+ MPI_Bcast(&(cfg->np), 1, MPI_INT, 0, MPI_COMM_WORLD);
+ ESL_DASSERT1((cfg->pstart == NULL));
+ ESL_ALLOC(cfg->pstart, sizeof(int) * cfg->np);
+ MPI_Bcast(cfg->pstart, cfg->np, MPI_INT, 0, MPI_COMM_WORLD);
+ }
+ else { /* no --pfile, set up default partition info */
+ cfg->np = 1;
+ ESL_ALLOC(cfg->pstart, sizeof(int) * cfg->np);
+ cfg->pstart[0] = 0;
+ }
+ if(! (esl_opt_IsDefault(go, "--db"))) { /* receive dbsize for CM evalue cutoff for filter thr calc from master */
+ MPI_Bcast(&(cfg->dbsize), 1, MPI_LONG, 0, MPI_COMM_WORLD);
+ } /* else cfg->dbsize set to default 1 Mb when cfg was created */
+
+
+ /* source = 0 (master); tag = 0 */
+ while ((status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm)) == eslOK)
+ {
+ cfg->ncm++;
+ if(cfg->ncm == cfg->cmalloc) { /* expand our memory */
+ cfg->cmalloc += 128;
+ ESL_RALLOC(cfg->cmstatsA, tmp, sizeof(CMStats_t *) * cfg->cmalloc);
+ }
+ cmi = cfg->ncm-1;
+ ESL_DPRINTF1(("Worker %d succesfully received CM, num states: %d num nodes: %d\n", cfg->my_rank, cm->M, cm->nodes));
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ if((status = initialize_cmstats(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ if((status = update_avg_hit_len(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+
+ for(gum_mode = 0; gum_mode < GUM_NMODES; gum_mode++) {
+
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid") {
+ /* free and recalculate hybrid scan info, b/c when investigating hybrid filters we may have added sub CM roots
+ */
+ if(cfg->hsi != NULL) cm_FreeHybridScanInfo(cfg->hsi, cm);
+ cfg->hsi = cm_CreateHybridScanInfo(cm, esl_opt_GetReal(go, "--filbeta"), cfg->full_vcalcs[0]);
+ }
+#endif
+
+ ESL_DPRINTF1(("worker: %d gum_mode: %d nparts: %d\n", cfg->my_rank, gum_mode, cfg->np));
+ if(GumModeIsForCM(gum_mode)) { working_on_cm = TRUE; working_on_cp9 = FALSE; }
+ else { working_on_cm = FALSE; working_on_cp9 = TRUE; }
+
+ /* do we need to switch from glocal configuration to local? */
+ if(gum_mode > 0 && (! GumModeIsLocal(gum_mode-1)) && GumModeIsLocal(gum_mode))
+ if((status = switch_global_to_local(go, cfg, cm, errbuf)) != eslOK) goto ERROR;
+ /* update search opts for gumbel mode */
+ GumModeToSearchOpts(cm, gum_mode);
+ /* if --id, we free RNG, then create a new one and reseed it with the initial seed,
+ * so we use same seqs for Gumbel fittings of all CM modes and HMM modes
+ * (but if --cmN <n> != --hmmN <n>) they won't be the same between CM and HMM modes.
+ */
+ if(esl_opt_GetBoolean(go, "--id")) {
+ seed = esl_randomness_GetSeed(cfg->r);
+ esl_randomness_Destroy(cfg->r);
+ cfg->r = esl_randomness_Create(seed);
+ }
+
+ /* gumbel fitting section */
+ if(! (esl_opt_GetBoolean(go, "--filonly"))) {
+ if(esl_opt_IsDefault(go, "--gumL")) L = cm->W*2;
+ else L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL")); /* minimum L we allow is 2 * cm->W, this is enforced silently (!) */
+ for (p = 0; p < cfg->np; p++) { /* for each partition */
+
+ ESL_DPRINTF1(("worker %d gum_mode: %d partition: %d\n", cfg->my_rank, gum_mode, p));
+ if(cfg->gc_freq != NULL) set_partition_gc_freq(cfg, p);
+
+ if(MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XFAIL(eslESYS, errbuf, "mpi recv failed");
+ while(nseq != MPI_FINISHED_GUMBEL) {
+ ESL_DPRINTF1(("worker %d: has received nseq: %d\n", cfg->my_rank, nseq));
+
+ if(working_on_cm) {
+ if((status = process_gumbel_workunit (go, cfg, errbuf, cm, nseq, L, &gum_vscAA, NULL, NULL)) != eslOK) goto ERROR;
+ ESL_DPRINTF1(("worker %d: has gathered CM gumbel results\n", cfg->my_rank));
+ n = 0;
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (cmcalibrate_cm_gumbel_results_MPIPackSize(gum_vscAA, nseq, cm->M, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cm_gumbel_results_MPIPackSize() call failed");
+ n += sz;
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the CM gumbel results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+ pos = 0;
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if ((status = cmcalibrate_cm_gumbel_results_MPIPack(gum_vscAA, nseq, cm->M, wbuf, wn, &pos, MPI_COMM_WORLD)) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cm_gumbel_results_MPIPack() call failed.");
+ for(v = 0; v < cm->M; v++) free(gum_vscAA[v]);
+ }
+ else { /* working on cp9 */
+ if((status = process_gumbel_workunit (go, cfg, errbuf, cm, nseq, L, NULL, &gum_cp9scA, NULL)) != eslOK) goto ERROR;
+ ESL_DPRINTF1(("worker %d: has gathered CP9 gumbel results\n", cfg->my_rank));
+ n = 0;
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if ((status = cmcalibrate_cp9_gumbel_results_MPIPackSize(gum_cp9scA, nseq, MPI_COMM_WORLD, &sz)) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_gumbel_results_MPIPackSize() call failed");
+ n += sz;
+
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the CP9 gumbel results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+ pos = 0;
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (cmcalibrate_cp9_gumbel_results_MPIPack(gum_cp9scA, nseq, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_gumbel_results_MPIPack() call failed.");
+ free(gum_cp9scA);
+ }
+
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent gumbel results to master in message of %d bytes\n", cfg->my_rank, pos));
+
+ /* receive next number of sequences, if MPI_FINISHED_GUMBEL, we'll stop */
+ if(MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XFAIL(eslESYS, errbuf, "mpi recv failed");
+ }
+ ESL_DPRINTF1(("worker %d gum_mode: %d finished partition: %d\n", cfg->my_rank, gum_mode, p));
+ }
+ ESL_DPRINTF1(("worker %d finished all partitions for gum_mode: %d\n", cfg->my_rank, gum_mode));
+ } /* end of if ! --filonly */
+
+ /* filter threshold section */
+ if(GumModeIsForCM(gum_mode) && (! (esl_opt_GetBoolean(go, "--gumonly")))) {
+ in_fil_section_flag = TRUE;
+ fthr_mode = GumModeToFthrMode(gum_mode);
+ ESL_DASSERT1((fthr_mode != -1));
+ ESL_DPRINTF1(("worker %d fthr_mode: %d\n", cfg->my_rank, fthr_mode));
+
+ /* get cutoffs for each partition from master, cfg->np never changes */
+ ESL_DASSERT1((cfg->cutoffA != NULL));
+ MPI_Bcast(cfg->cutoffA, cfg->np, MPI_INT, 0, MPI_COMM_WORLD);
+
+ if(MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XFAIL(eslESYS, errbuf, "mpi recv failed");
+ while(nseq != MPI_FINISHED_CP9_FILTER) {
+ ESL_DPRINTF1(("worker %d: has received hmm filter nseq: %d\n", cfg->my_rank, nseq));
+
+
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid")) { /* we want fil_vscAA filled with CM scanning scores */
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, nseq, &fil_vscAA, &fil_vit_cp9scA, &fil_fwd_cp9scA, NULL, &fil_partA)) != eslOK) goto ERROR;
+ }
+ else { /* we don't want fil_vscAA filled with CM scanning scores */
+#endif
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, nseq, NULL, &fil_vit_cp9scA, &fil_fwd_cp9scA, NULL, &fil_partA)) != eslOK) goto ERROR;
+#ifdef HAVE_DEVOPTS
+ }
+#endif
+ ESL_DPRINTF1(("worker %d: has gathered HMM filter results\n", cfg->my_rank));
+ n = 0;
+
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+
+#ifdef HAVE_DEVOPTS
+ if (esl_opt_GetBoolean(go, "--hybrid")) { /* we send back fil_vscAA along with fil_vit_cp9scA and fil_fwd_cp9scA */
+ if(cmcalibrate_cp9_filter_results_hyb_MPIPackSize(nseq, cm->M, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_filter_results_MPIPackSize() call failed");
+ }
+ else { /* only send back fil_vit_cp9scA, fil_fwd_cp9scA, fil_vscAA is irrelevant, it's only used if --hybrid */
+#endif
+ if(cmcalibrate_cp9_filter_results_MPIPackSize(nseq, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_filter_results_MPIPackSize() call failed");
+#ifdef HAVE_DEVOPTS
+ }
+#endif
+ n += sz;
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the HMM filter results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+ pos = 0;
+ int i; for(i = 0; i < nseq; i++) assert(fil_partA[i] < cfg->np);
+
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+#ifdef HAVE_DEVOPTS
+ if (esl_opt_GetBoolean(go, "--hybrid")) { /* we send back fil_vscAA along with fil_vit_cp9scA and fil_fwd_cp9scA */
+ if (cmcalibrate_cp9_filter_results_hyb_MPIPack(fil_vscAA, fil_vit_cp9scA, fil_fwd_cp9scA, fil_partA, nseq, cm->M, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_filter_results_MPIPack() call failed");
+ for(v = 0; v < cm->M; v++) free(fil_vscAA[v]);
+ free(fil_vscAA);
+ }
+ else { /* only send back fil_vit_cp9scA, fil_fwd_cp9scA, fil_vscAA is irrelevant, it's only used if --hybrid */
+#endif
+ if (cmcalibrate_cp9_filter_results_MPIPack(fil_vit_cp9scA, fil_fwd_cp9scA, fil_partA, nseq, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_filter_results_MPIPack() call failed");
+#ifdef HAVE_DEVOPTS
+ }
+
+#endif
+ free(fil_vit_cp9scA);
+ free(fil_fwd_cp9scA);
+ free(fil_partA);
+
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent CP9 filter results to master in message of %d bytes\n", cfg->my_rank, pos));
+ /* receive next number of sequences, if MPI_FINISHED_GUMBEL, we'll stop */
+ if(MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XFAIL(eslESYS, errbuf, "mpi recv failed");
+ }
+ in_fil_section_flag = FALSE;
+ }
+ } /* end of for(gum_mode = 0; gum_mode < GUM_NMODES; gum_mode++) */
+
+ FreeCM(cm);
+ cm = NULL;
+ ESL_DPRINTF1(("worker %d finished all gum_modes for this cm.\n", cfg->my_rank));
+ }
+ if (status == eslEOD) ESL_DPRINTF1(("Worker %d told CMs are done.\n", cfg->my_rank));
+ else goto ERROR;
+
+ if (wbuf != NULL) free(wbuf);
+ return;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: fails, is sending an error message, as follows:\n%s\n", cfg->my_rank, errbuf));
+ pos = 0;
+ if(status == eslEMEM) sprintf(errbuf, "Memory allocation error.");
+ MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Pack(errbuf, cmERRBUFSIZE, MPI_CHAR, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+
+ /* if we get here this worker failed and sent an error message, now the master knows a worker
+ * failed but it has to continue through the mpi_master() code, sending the messages that
+ * the workers expect, telling them to continue to move through the loops in those functions.
+ * Minimal work will be done, but this is necessary so that we shut down cleanly.
+ * Because the master is sending messages to us still, we have to receive them. We can't
+ * check that they're the expected messages though (codes telling us to keep moving through
+ * the loops) because even if they were the wrong messages we couldn't do anything about it,
+ * we've already entered error mode.
+ */
+ if(in_fil_section_flag) MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ for(; gum_mode < GUM_NMODES; gum_mode++) {
+ MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ if(GumModeIsForCM(gum_mode) && (! (esl_opt_GetBoolean(go, "--gumonly")))) {
+ MPI_Bcast(cfg->cutoffA, cfg->np, MPI_INT, 0, MPI_COMM_WORLD);
+ MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ }
+ }
+ status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm);
+
+ return;
+}
+#endif /*HAVE_MPI*/
+
+
+
+/* Function: process_gumbel_workunit()
+ * Date: EPN, Mon Dec 10 06:09:09 2007
+ *
+ * Purpose: A gumbel work unit consists of a CM, and an int specifying a
+ * number of sequences <nseq>. The job is to randomly generate <nseq>
+ * sequences using the cm->null background distribution, and
+ * search them with either (a) the CM, (b) the CM's CP9 HMM, or
+ * (c) a hybrid CM/CP9 CYK/Viterbi scanning algorithm, with hybrid
+ * scanning info in cfg->hsi.
+ *
+ * Thus, this function can be run in 1 of 3 modes, determined by the
+ * status of the input variables:
+ *
+ * Mode 1. Gumbel calculation for CM.
+ * <ret_vscAA> != NULL, <ret_cp9scA> == NULL, <ret_hybscA> == NULL.
+ * Search random sequences with only the CM, either CYK or Inside
+ * (as specified by cm->search_opts>. <ret_vscAA> is filled
+ * with the best CM score at each state for each sequence.
+ *
+ * Mode 2. Gumbel calculation for the CP9.
+ * <ret_vscAA> == NULL, <ret_cp9scA> != NULL, <ret_hybscA> == NULL.
+ * Search random sequences with only the CP9, either Viterbi or Forward
+ * (as specified by cm->search_opts). <ret_cp9scA> is filled
+ * with the best CP9 score for each sequence.
+ *
+ * Mode 3. Gumbel calculation for hybrid scanner.
+ * <ret_vscAA> == NULL, <ret_cp9scA> == NULL, <ret_hybscA> != NULL.
+ * Search random sequences with only a hybrid CM/CP9 scanner,
+ * using hybrid info in cfg->hsi. <ret_hybscA> is filled
+ * with the best hybrid score for each sequence.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - for writing out error messages
+ * cm - the CM (already configured as we want it)
+ * nseq - number of seqs to generate
+ * L - length of sequences to search, L==cm->W*2 unless --gumL enabled, in which case
+ * L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL")
+ * ret_vscAA - RETURN: [0..v..cm->M-1][0..nseq-1] best score at each state v for each seq
+ * ret_cp9scA - RETURN: [0..nseq-1] best CP9 score for each seq
+ * ret_hybscA - RETURN: [0..nseq-1] best hybrid score for each seq
+ *
+ * Returns: eslOK on success; dies immediately if some error occurs.
+ */
+static int
+process_gumbel_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ int L, float ***ret_vscAA, float **ret_cp9scA, float **ret_hybscA)
+{
+ int status;
+ int mode; /* 1, 2, or 3, determined by status of input args, as explained in 'Purpose' above. */
+ float **vscAA = NULL; /* [0..v..cm->M-1][0..i..nseq-1] best CM score for each state, each seq */
+ float *cur_vscA = NULL; /* [0..v..cm->M-1] best CM score for each state cur seq */
+ float *cp9scA = NULL; /* [0..i..nseq-1] best CP9 score for each seq, */
+ float *hybscA = NULL; /* [0..i..nseq-1] best hybrid score for each seq */
+ double *dnull = NULL; /* double version of cm->null, for generating random seqs */
+ int i;
+ int v;
+ ESL_DSQ *dsq;
+ float sc;
+ float update_i = nseq / 20.;
+
+ /* determine mode, and enforce mode-specific contract */
+ if (ret_vscAA != NULL && ret_cp9scA == NULL && ret_hybscA == NULL) mode = 1; /* calcing CM gumbel stats */
+ else if(ret_vscAA == NULL && ret_cp9scA != NULL && ret_hybscA == NULL) mode = 2; /* calcing CP9 gumbel stats */
+ else if(ret_vscAA == NULL && ret_cp9scA == NULL && ret_hybscA != NULL) mode = 3; /* calcing hybrid gumbel stats */
+ else ESL_FAIL(eslEINCOMPAT, errbuf, "can't determine mode in process_gumbel_workunit.");
+
+ ESL_DPRINTF1(("in process_gumbel_workunit nseq: %d L: %d mode: %d\n", nseq, L, mode));
+
+ int do_cyk = FALSE;
+ int do_inside = FALSE;
+ int do_viterbi = FALSE;
+ int do_forward = FALSE;
+ int do_hybrid = FALSE;
+ /* determine algs we'll use and allocate the score arrays we'll pass back */
+ if(mode == 1) {
+ if(cm->search_opts & CM_SEARCH_INSIDE) do_inside = TRUE;
+ else do_cyk = TRUE;
+ ESL_ALLOC(vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ ESL_ALLOC(cur_vscA, sizeof(float) * cm->M);
+ }
+ else if(mode == 2) {
+ if(cm->search_opts & CM_SEARCH_HMMVITERBI) do_viterbi = TRUE;
+ if(cm->search_opts & CM_SEARCH_HMMFORWARD) do_forward = TRUE;
+ if((do_viterbi + do_forward) > 1) ESL_FAIL(eslEINVAL, errbuf, "process_gumbel_workunit, mode 2, and cm->search_opts CM_SEARCH_HMMVITERBI and CM_SEARCH_HMMFORWARD flags both raised.");
+ ESL_ALLOC(cp9scA, sizeof(float) * nseq); /* will hold Viterbi or Forward scores */
+ }
+#ifdef HAVE_DEVOPTS
+ else if(mode == 3) {
+ do_hybrid = TRUE;
+ ESL_ALLOC(hybscA, sizeof(float) * nseq); /* will hold hybrid scores */
+ }
+#endif
+ else if(mode == 3) { /* never entered if HAVE_DEVOPTS is defined */
+ ESL_FAIL(eslEINCOMPAT, errbuf, "process_gumbel_workunit(), mode 3 unavailable (HAVE_DEVOPTS is undefined)");
+ }
+
+ ESL_DPRINTF1(("do_cyk: %d\ndo_inside: %d\ndo_viterbi: %d\ndo_forward: %d\ndo_hybrid: %d", do_cyk, do_inside, do_viterbi, do_forward, do_hybrid));
+
+ /* fill dnull, a double version of cm->null, but only if we're going to need it to generate random seqs */
+ if(cfg->pgc_freq == NULL) {
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ }
+
+ /* generate dsqs one at a time and collect best CM scores at each state and/or best overall CP9 score */
+ for(i = 0; i < nseq; i++) {
+ if(cfg->my_rank == 0 && i > update_i) { /* print status update to stdout */
+ printf("=");
+ fflush(stdout);
+ update_i += nseq / 20.;
+ }
+ if((status = get_random_dsq(cfg, errbuf, cm, dnull, L, &dsq)) != eslOK) return status;
+
+ /* if nec, search with CM */
+ if (do_cyk) if((status = FastCYKScan (cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, &(cur_vscA), &sc)) != eslOK) return status;
+ if (do_inside) if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, &(cur_vscA), &sc)) != eslOK) return status;
+ /* if nec, search with CP9 */
+ if (do_viterbi)
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ NULL, /* don't want traces back */
+ &(cp9scA[i]))) != eslOK) return status;
+ if (do_forward) {
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(cp9scA[i]))) != eslOK) return status;
+ }
+#ifdef HAVE_DEVOPTS
+ if (do_hybrid) {
+ if((status = cm_cp9_HybridScan(cm, errbuf, cm->cp9_mx, dsq, cfg->hsi, 1, L, cfg->hsi->W, 0.,
+ NULL, /* don't report results */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(hybscA[i]))) != eslOK) return status;
+ }
+#endif
+
+ /*to print seqs to stdout uncomment this block
+ ESL_SQ *tmp;
+ tmp = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq, L, NULL, NULL, NULL);
+ esl_sq_Textize(tmp);
+ printf(">seq%d\n%s\n", i, tmp->seq);
+ esl_sq_Destroy(tmp);
+ */
+
+ free(dsq);
+ if (cur_vscA != NULL) /* will be NULL if do_cyk == do_inside == FALSE (mode 2) */
+ for(v = 0; v < cm->M; v++) vscAA[v][i] = cur_vscA[v];
+ free(cur_vscA);
+ }
+ if(cfg->my_rank == 0) { printf("=]"); }
+
+ if(dnull != NULL) free(dnull);
+ if(ret_vscAA != NULL) *ret_vscAA = vscAA;
+ if(ret_cp9scA != NULL) *ret_cp9scA = cp9scA;
+ if(ret_hybscA != NULL) *ret_hybscA = hybscA;
+ return eslOK;
+
+ ERROR:
+ return status;
+ }
+
+
+/* Function: process_filter_workunit()
+ * Date: EPN, Mon Dec 10 05:48:35 2007
+ *
+ * Purpose: A filter work unit consists of a CM, an int specifying a
+ * number of sequences <nseq>, and a flag indicating how to search
+ * the sequences. The job is to generate <nseq> sequences from the
+ * CM and search them, the way they're searched is mode dependent
+ * (see below). with either (a) the CM using bands from
+ * hybrid scanning info in cfg->hsi, then the CP9 HMM with Viterbi and
+ * Forward or (b) using the hybrid CM/CP9 CYK/Viterbi algorithm
+ * with the hybrid scanning info in cfg->hsi.
+ *
+ * Thus, this function can be run in 1 of 3 modes, determined by the
+ * status of the input variables. Note modes 2 and 3 are only possible
+ * if the --hybrid option is enabled, which is only even available if
+ * HAVE_DEVOPTS is defined.
+ *
+ * Mode 1. Scores will be used for calc'ing filter threshold of CP9 HMM.
+ * <ret_vscAA> == NULL, <ret_vit_cp9scA> != NULL, <ret_fwd_cp9scA> != NULL, <ret_hyb_cmscA> == NULL
+ * Emit from CM and score with CP9 Viterbi and Forward, <ret_vit_cp9scA>
+ * and <ret_fwd_cp9scA> are filled with the best CP9 Viterbi/HMM score
+ * for each sequence.
+ *
+ * Mode 2. Scores will be used for calc'ing filter threshold of CP9 HMM
+ * and CM scores will be used to predict which sub CM roots will be good
+ * at filtering.
+ * <ret_vscAA> != NULL, <ret_vit_cp9scA> != NULL, <ret_fwd_cp9scA> != NULL, <ret_hyb_cmscA> == NULL
+ * Emit from CM and search first with CM using QDBs from hybrid scanning
+ * info in cfg->hsi, best score from each state of the CM for each
+ * seq is stored in >ret_vscAA>. Then search (same seq) with CM CP9 Viterbi and Forward,
+ * <ret_vit_cp9scA> and <ret_fwd_cp9scA> are filled with the best CP9
+ * Viterbi/HMM score for each sequence.
+ *
+ * Mode 3. Scores will be used for calc'ing filter threshold of hybrid scanner.
+ * <ret_vscAA> == NULL, <ret_vit_cp9scA> == NULL, <ret_fwd_cp9scA> == NULL, <ret_hybscA> != NULL
+ * Emit from CM and score with hybrid CM/CP9 CYK/Viterbi scanner,
+ * <ret_hybscA> are filled with the best hybrid scanner scores
+ * for each sequence.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - for writing out error messages
+ * cm - the CM (already configured as we want it)
+ * nseq - number of seqs to generate
+ * ret_vscAA - RETURN: [0..v..cm->M-1][0..nseq-1] best score at each state v for each seq
+ * ret_vit_cp9scA - RETURN: [0..nseq-1] best Viterbi CP9 score for each seq
+ * ret_fwd_cp9scA - RETURN: [0..nseq-1] best Forward CP9 score for each seq
+ * ret_hybscA - RETURN: [0..nseq-1] best Hybrid CM/CP9 score for each seq
+ * ret_partA - RETURN: [0..nseq-1] partition of each seq
+ *
+ * Returns: eslOK on success; dies immediately if some error occurs.
+ */
+static int
+process_filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ float ***ret_vscAA, float **ret_vit_cp9scA, float **ret_fwd_cp9scA, float **ret_hybscA, int **ret_partA)
+{
+ int status;
+ int mode; /* 1 or 2 determined by status of input args, as explained in 'Purpose' above. */
+ float **vscAA = NULL; /* [0..v..cm->M-1][0..i..nseq-1] best CM score for each state, each seq */
+ float *cur_vscA = NULL; /* [0..v..cm->M-1] best CM score for each state cur seq */
+ float *vit_cp9scA = NULL; /* [0..i..nseq-1] best CP9 Viterbi score for each seq */
+ float *fwd_cp9scA = NULL; /* [0..i..nseq-1] best CP9 Forward score for each seq */
+ float *hybscA = NULL; /* [0..i..nseq-1] best hybrid CM/CP9 scanner score for each seq */
+ int *partA = NULL; /* [0..i..nseq-1] partitions of each seq */
+ int p; /* what partition we're in, not used unless emit_from_cm = TRUE */
+ int i, v;
+ int L;
+ int nfailed = 0;
+ Parsetree_t *tr;
+ ESL_DSQ *dsq;
+ float sc;
+ int inside_flag_raised = FALSE;
+ float update_i = nseq / 20.;
+
+
+ /* determine mode, and enforce mode-specific contract */
+ if (ret_vscAA == NULL && ret_vit_cp9scA != NULL && ret_fwd_cp9scA != NULL && ret_hybscA == NULL) mode = 1; /* running CP9 Viterbi and Forward */
+#if HAVE_DEVOPTS
+ else if(ret_vscAA != NULL && ret_vit_cp9scA != NULL && ret_fwd_cp9scA != NULL && ret_hybscA == NULL) mode = 2; /* running CM CYK and CP9 Viterbi and Forward */
+ else if(ret_vscAA == NULL && ret_vit_cp9scA == NULL && ret_fwd_cp9scA == NULL && ret_hybscA != NULL) mode = 3; /* running hybrid CM/CP9 scanner */
+#endif
+ else ESL_FAIL(eslEINCOMPAT, errbuf, "can't determine mode in process_filter_workunit.");
+ if (ret_partA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ret_partA is NULL in process_filter_workunit.");
+
+ ESL_DPRINTF1(("in process_filter_workunit nseq: %d mode: %d\n", nseq, mode));
+ /* if we get this far, if HAVE_DEVOPTS is undefined, mode MUST be 1 */
+
+#ifndef HAVE_DEVOPTS
+ if(mode != 1) ESL_FAIL(eslEINCOMPAT, errbuf, "HAVE_DEVOPTS is undefined, but mode is not 1 in process_filter_workunit(). This shoudln't happen.");
+#endif
+
+ /* determine algs we'll use and allocate the score arrays we'll pass back */
+ ESL_ALLOC(partA, sizeof(int) * nseq); /* will hold partitions */
+
+ if(mode == 1 || mode == 2) {
+ ESL_ALLOC(vit_cp9scA, sizeof(float) * nseq); /* will hold Viterbi scores */
+ ESL_ALLOC(fwd_cp9scA, sizeof(float) * nseq); /* will hold Forward scores */
+ if(mode == 2) {
+ ESL_ALLOC(vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ ESL_ALLOC(cur_vscA, sizeof(float) * cm->M);
+ }
+ if(cm->search_opts & CM_SEARCH_INSIDE) { inside_flag_raised = TRUE; cm->search_opts &= ~CM_SEARCH_INSIDE; }
+ else inside_flag_raised = FALSE;
+ }
+ else /* mode == 3 */
+ ESL_ALLOC(hybscA, sizeof(float) * nseq); /* will hold hybrid scores */
+
+ /* generate dsqs one at a time and collect best CM scores at each state and/or best overall CP9 score */
+ for(i = 0; i < nseq; i++) {
+ if(cfg->my_rank == 0 && i > update_i) { /* print status update to stdout */
+ printf("=");
+ fflush(stdout);
+ update_i += nseq / 20.;
+ }
+ if((status = get_cmemit_dsq(cfg, errbuf, cm, &L, &p, &tr, &dsq)) != eslOK) return status;
+ /* we only want to use emitted seqs with a sc > cutoff */
+ if((status = cm_find_hit_above_cutoff(go, cfg, errbuf, cm, dsq, tr, L, cfg->cutoffA[p], &sc)) != eslOK) return status;
+ while(sc < cfg->cutoffA[p]) {
+ free(dsq);
+ /* parsetree tr is freed in cm_find_hit_above_cutoff() */
+ if((status = get_cmemit_dsq(cfg, errbuf, cm, &L, &p, &tr, &dsq)) != eslOK) return status;
+ nfailed++;
+ if(nfailed > 1000 * nseq) ESL_FAIL(eslERANGE, errbuf, "process_filter_workunit(), max number of failures (%d) reached while trying to emit %d seqs.\n", nfailed, nseq);
+ if((status = cm_find_hit_above_cutoff(go, cfg, errbuf, cm, dsq, tr, L, cfg->cutoffA[p], &sc)) != eslOK) return status;
+ }
+
+ /*to print seqs to stdout uncomment this block
+ ESL_SQ *tmp;
+ tmp = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq, L, NULL, NULL, NULL);
+ esl_sq_Textize(tmp);
+ printf(">seq%d\n%s\n", i, tmp->seq);
+ esl_sq_Destroy(tmp);
+ */
+
+ partA[i] = p;
+ assert(partA[i] < cfg->np);
+ ESL_DPRINTF1(("i: %d nfailed: %d cutoff: %.3f p: %d\n", i, nfailed, cfg->cutoffA[p], p));
+
+ /* search dsq with mode-specific search algs */
+ if(mode == 1 || mode == 2) {
+ /* Note: in mode 2, with FastCYKScan, we use cfg->hsi->smx scan matrix, which may have qdbs calc'ed differently than cm->smx */
+ if(mode == 2) { if((status = FastCYKScan(cm, errbuf, cfg->hsi->smx, dsq, 1, L, 0., NULL, &(cur_vscA), NULL)) != eslOK) return status; }
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ NULL, /* don't want traces back */
+ &(vit_cp9scA[i]))) != eslOK) return status;
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(fwd_cp9scA[i]))) != eslOK) return status;
+ }
+ else { /* mode == 3 */
+ if((status = cm_cp9_HybridScan(cm, errbuf, cm->cp9_mx, dsq, cfg->hsi, 1, L, cfg->hsi->W, 0.,
+ NULL, /* don't report results */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(hybscA[i]))) != eslOK) return status;
+ }
+ free(dsq);
+ if (cur_vscA != NULL) /* will be NULL if do_cyk == do_inside == FALSE (mode 3) */
+ for(v = 0; v < cm->M; v++) vscAA[v][i] = cur_vscA[v];
+ free(cur_vscA);
+ }
+ if(cfg->my_rank == 0) { printf("=]"); }
+ *ret_partA = partA;
+ if(ret_vscAA != NULL) *ret_vscAA = vscAA;
+ if(ret_vit_cp9scA != NULL) *ret_vit_cp9scA = vit_cp9scA;
+ if(ret_fwd_cp9scA != NULL) *ret_fwd_cp9scA = fwd_cp9scA;
+ if(ret_hybscA != NULL) *ret_hybscA = hybscA;
+
+ if(inside_flag_raised) cm->search_opts |= CM_SEARCH_INSIDE;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* initialize_cm()
+ * Setup the CM based on the command-line options/defaults;
+ * only set flags and a few parameters. ConfigCM() configures
+ * the CM.
+ */
+static int
+initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ int nstarts, nexits, nd;
+
+ cm->beta = esl_opt_GetReal(go, "--beta"); /* this will be 1e-7 (default beta) unless changed at command line */
+
+ /* config QDB? Yes, unless --noqdb enabled */
+ if(! (esl_opt_GetBoolean(go, "--noqdb")))
+ cm->config_opts |= CM_CONFIG_QDB; /* configure QDB */
+ else
+ cm->search_opts |= CM_SEARCH_NOQDB; /* don't use QDB to search */
+
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ cm->pbegin = 1.- (1./(1+nstarts));
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /* process the --gemit option, this option forces all emitted parsetrees to be 'global'
+ * in that they'll never contain a local begin or local end. */
+ if(esl_opt_GetBoolean(go, "--gemit")) {
+ cm->flags |= CM_EMIT_NO_LOCAL_BEGINS;
+ cm->flags |= CM_EMIT_NO_LOCAL_ENDS;
+ }
+
+ ConfigCM(cm, NULL, NULL);
+
+ if(esl_opt_GetBoolean(go, "--noqdb")) { /* setup cm->W */
+ if(cm->dmin != NULL || cm->dmax != NULL)
+ cm_Fail("initialize_cm() --noqdb enabled, but cm->dmin and cm->dmax non-null. This shouldn't happen.");
+ int *dmin;
+ int *dmax;
+ int safe_windowlen = cm->clen * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, cm->beta, 0, &(dmin), &(dmax), NULL, NULL)))
+ {
+ free(dmin);
+ free(dmax);
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000))
+ cm_Fail("initialize_cm(), safe_windowlen big: %d\n", safe_windowlen);
+ }
+ cm->W = dmax[0];
+ free(dmin);
+ free(dmax);
+ CMLogoddsify(cm); /* QDB calculation invalidates log odds scores */
+ }
+
+ /* count number of DP calcs */
+ if(cfg->full_vcalcs != NULL) free(cfg->full_vcalcs);
+ if((status = cm_CountSearchDPCalcs(cm, errbuf, 1000, cm->dmin, cm->dmax, cm->W, &(cfg->full_vcalcs), NULL)) != eslOK) return status;
+
+ /* set number of CP9 DP calcs, used to determine efficiency of CP9 filters, at first it's global mode, then
+ * when switch_global_to_local() is called, cfg->full_cp9_ncalcs is updated to ncalcs in local mode */
+ int cp9_ntrans = NHMMSTATETYPES * NHMMSTATETYPES; /* 3*3 = 9 transitions in global mode */
+ cfg->full_cp9_ncalcs = (cp9_ntrans * cm->cp9->M) / 1000000.; /* convert to millions of calcs per residue */
+
+ /* create and initialize scan info for CYK/Inside scanning functions */
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE);
+ if(cm->smx == NULL) cm_Fail("initialize_cm(), CreateScanMatrixForCM() call failed.");
+
+ return eslOK;
+}
+
+
+/* initialize_cmstats()
+ * Allocate and initialize a cmstats object in the cfg->cmstatsA array.
+ */
+static int
+initialize_cmstats(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ int i;
+ int p;
+ int cmi = cfg->ncm-1;
+
+ ESL_DPRINTF1(("initializing cmstats for %d partitions\n", cfg->np));
+
+ cfg->cmstatsA[cmi] = AllocCMStats(cfg->np);
+
+ if(esl_opt_GetBoolean(go, "--filonly")) {
+ /* set the cfg->np if this is the first CM */
+ if(cfg->ncm == 1) {
+ cfg->np = cm->stats->np;
+ if(cfg->cutoffA != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "--filonly invoked, and we're on the first CM, but cfg->cutoffA already allocated.");
+ ESL_ALLOC(cfg->cutoffA, sizeof(float) * cfg->np);
+ }
+ /* Make sure the rare, rare case that would be a real pain in the ass to implement isn't happening:
+ * the case when we use --filonly with a CM file with > 1 CMs, and at least 2 of those CMs have
+ * gumbel stats for different numbers of partitions. If we did deal with this case then
+ * it'd be a bitch to deal with, b/c cfg->np could change (and we'd have to send that
+ * info to the workers for each CM in MPI mode).
+ */
+ ESL_DASSERT1((esl_opt_IsDefault(go, "--gcfromdb"))); /* getopts should enforce this */
+ ESL_DASSERT1((esl_opt_IsDefault(go, "--pfile"))); /* getopts should enforce this */
+ if(! (cm->flags & CMH_GUMBEL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "--filonly invoked by CM has no gumbel stats in initialize_cmstats()\n");
+ if(cfg->np != cm->stats->np) ESL_FAIL(eslEINCOMPAT, errbuf, "--filonly invoked and CM file has CMs with different numbers of partitions. We can't deal. Either split CMs into different files, or recalibrate them fully (without --filonly)");
+ /* with --filonly, we're only calc'ing filter thresholds, so we copy the Gumbel stats from cm->stats. */
+ esl_vec_ICopy(cm->stats->ps, cfg->np, cfg->cmstatsA[cmi]->ps);
+ esl_vec_ICopy(cm->stats->pe, cfg->np, cfg->cmstatsA[cmi]->pe);
+ esl_vec_ICopy(cm->stats->gc2p, GC_SEGMENTS, cfg->cmstatsA[cmi]->gc2p);
+ for(i = 0; i < GUM_NMODES; i++) {
+ for(p = 0; p < cfg->np; p++) {
+ cfg->cmstatsA[cmi]->gumAA[i][p]->N = cm->stats->gumAA[i][p]->N;
+ cfg->cmstatsA[cmi]->gumAA[i][p]->L = cm->stats->gumAA[i][p]->L;
+ cfg->cmstatsA[cmi]->gumAA[i][p]->mu = cm->stats->gumAA[i][p]->mu;
+ cfg->cmstatsA[cmi]->gumAA[i][p]->lambda = cm->stats->gumAA[i][p]->lambda;
+ cfg->cmstatsA[cmi]->gumAA[i][p]->is_valid = cm->stats->gumAA[i][p]->is_valid;
+ }
+ }
+
+ return eslOK;
+ }
+
+ /* if we get here --filonly was not invoked */
+ ESL_DASSERT1((cfg->pstart[0] == 0));
+ for(p = 0; p < cfg->np; p++) cfg->cmstatsA[cmi]->ps[p] = cfg->pstart[p];
+ for(p = 0; p < (cfg->np-1); p++) cfg->cmstatsA[cmi]->pe[p] = cfg->pstart[p+1]-1;
+ cfg->cmstatsA[cmi]->pe[(cfg->np-1)] = GC_SEGMENTS-1; /* this is 100 */
+
+ for(p = 0; p < cfg->np; p++)
+ for(i = cfg->cmstatsA[cmi]->ps[p]; i <= cfg->cmstatsA[cmi]->pe[p]; i++)
+ cfg->cmstatsA[cmi]->gc2p[i] = p;
+
+ /* master only allocations, workers don't need this */
+ if(cfg->my_rank == 0) {
+ /* if they're NULL, allocate cfg->vmuAA, cfg->vlambdaAA, and cfg->gum_hybA
+ * otherwise they're fine as they are because number of partitions never changes.
+ */
+ if(cfg->vmuAA == NULL) {
+ ESL_ALLOC(cfg->vmuAA, sizeof(double *) * cfg->np);
+ ESL_ALLOC(cfg->vlambdaAA, sizeof(double *) * cfg->np);
+ for(p = 0; p < cfg->np; p++) {
+ cfg->vmuAA[p] = NULL;
+ cfg->vlambdaAA[p] = NULL;
+ }
+ }
+ if(cfg->gum_hybA == NULL) {
+ ESL_ALLOC(cfg->gum_hybA, sizeof(GumbelInfo_t *) * cfg->np);
+ for(p = 0; p < cfg->np; p++) {
+ ESL_ALLOC(cfg->gum_hybA[p], sizeof(GumbelInfo_t));
+ cfg->gum_hybA[p]->is_valid = FALSE;
+ }
+ }
+ }
+ if(cfg->cutoffA == NULL) ESL_ALLOC(cfg->cutoffA, sizeof(float) * cfg->np);
+
+ return eslOK;
+
+ ERROR:
+ sprintf(errbuf, "initialize_cmstats(), memory allocation error (status: %d).", status);
+ return status;
+}
+
+/* update_cutoffs()
+ * Update the cfg->cutoffA array to have the bit score cutoff for each partition
+ * for the 'current' cm (number ncm-1).
+ */
+static int
+update_cutoffs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int fthr_mode)
+{
+ double tmp_K; /* used for recalc'ing Gumbel stats for DB size */
+ double e_cutoff; /* E-value cutoff for each partition */
+ int sc_cutoff; /* bit score cutoff for each partition */
+ int p; /* partition index */
+ double mu; /* mu for a requested db size (which is 1Mb unless --db enabled) */
+ int revert_to_default_filE; /* if --ga, --nc, or --tc enabled but CM does not have GA, NC or TC cutoff in the CM file,
+ * and we've already calibrated at least 1 CM in this CM file, pretend like --ga, --nc, or --tc,
+ * was not enabled by reverting to the default --filE value of 0.1
+ */
+ /* if --ga, --nc, or --tc:
+ * cfg->filE: set as E-value (in 1Mb db) that the GA, NC, or TC bit score corresponds to for each partition in this fthr_mode
+ * cfg->cutoffA[0..p..np-1]: set as GA, NC, or TC bit score for all p for this fthr_mode
+ */
+ if ((esl_opt_GetBoolean(go, "--ga")) || (esl_opt_GetBoolean(go, "--nc")) || (esl_opt_GetBoolean(go, "--tc"))) {
+ if(esl_opt_GetBoolean(go, "--ga")) {
+ if(! (cm->flags & CMH_GA)) {
+ if(cfg->ncm > 1) revert_to_default_filE = TRUE;
+ else cm_Fail("--ga enabled but first CM in CM file does not have a Rfam GA cutoff.");
+ }
+ else sc_cutoff = cm->ga;
+ }
+ if(esl_opt_GetBoolean(go, "--nc")) {
+ if(! (cm->flags & CMH_NC)) {
+ if(cfg->ncm > 1) revert_to_default_filE = TRUE;
+ else cm_Fail("--nc enabled but first CM in CM file does not have a Rfam NC cutoff.");
+ }
+ else sc_cutoff = cm->nc;
+ }
+ if(esl_opt_GetBoolean(go, "--tc")) {
+ if(! (cm->flags & CMH_TC)) {
+ if(cfg->ncm > 1) revert_to_default_filE = TRUE;
+ else cm_Fail("--tc enabled but first CM in CM file does not have a Rfam TC cutoff.");
+ }
+ else sc_cutoff = cm->tc;
+ }
+ if(! revert_to_default_filE) { /* we've set sc_cutoff above, now determine e_cutoff for each partition */
+ for (p = 0; p < cfg->np; p++)
+ cfg->cutoffA[p] = sc_cutoff; /* either cm->ga, cm->nc, or cm->tc as set above */
+ return eslOK; /* we're done */
+ }
+ }
+
+ if(esl_opt_GetBoolean(go, "--all")) {
+ for (p = 0; p < cfg->np; p++)
+ cfg->cutoffA[p] = -eslINFINITY;
+ }
+ else { /* either none of: --filE, --ga, --nc, --tc, --all were enabled, or --filE was enabled,
+ * or --ga, --nc, --tc were enabled, but CM does not have cm->ga, cm->nc, or cm->tc and CM is not first in file */
+ e_cutoff = esl_opt_GetReal(go, "--filE");
+ for (p = 0; p < cfg->np; p++) {
+ /* first determine mu based on db_size */
+ tmp_K = exp(cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->mu * cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->lambda) /
+ cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->L;
+ mu = log(tmp_K * ((double) cfg->dbsize)) / cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->lambda;
+ /* Now determine bit score */
+ cfg->cutoffA[p] = mu - (log(e_cutoff) / cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->lambda);
+ }
+ }
+ return eslOK;
+}
+
+/* Function: set_partition_gc_freq()
+ * Date: EPN, Mon Sep 10 08:00:27 2007
+ *
+ * Purpose: Set up the GC freq to sample from for the current partition.
+ * Only used if --gcfromdb used to read in dbseq from which to derive
+ * GC distributions for >= 1 partition.
+ *
+ * Returns: eslOK on success;
+ */
+int
+set_partition_gc_freq(struct cfg_s *cfg, int p)
+{
+ int i, begin, end;
+ ESL_DASSERT1((cfg->pgc_freq != NULL));
+ ESL_DASSERT1((cfg->gc_freq != NULL));
+
+ esl_vec_DSet(cfg->pgc_freq, GC_SEGMENTS, 0.);
+ begin = cfg->pstart[p];
+ if(p == (cfg->np-1)) end = (GC_SEGMENTS-1); /* this is 100 */
+ else end = cfg->pstart[p+1] - 1;
+ for (i = begin; i <= end; i++)
+ cfg->pgc_freq[i] = cfg->gc_freq[i];
+ esl_vec_DNorm(cfg->pgc_freq, GC_SEGMENTS);
+
+ return eslOK;
+}
+
+/* fit_histogram()
+ * Create, fill and fit a histogram to a gum. Data to fill the histogram
+ * is given as <data>.
+ */
+static int
+fit_histogram(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, float *scores, int nscores,
+ double *ret_mu, double *ret_lambda)
+{
+ int status;
+ double mu;
+ double lambda;
+ int i;
+ double *xv; /* raw data from histogram */
+ int n,z;
+ float tailfit;
+ double mufix;
+
+ ESL_HISTOGRAM *h = NULL; /* histogram of scores */
+
+
+ /* Initialize histogram; these numbers are guesses */
+ if((h = esl_histogram_CreateFull(-100., 100., .25)) == NULL) return eslEMEM;
+
+ /* fill histogram */
+ for(i = 0; i < nscores; i++)
+ if((status = esl_histogram_Add(h, scores[i])) != eslOK) ESL_FAIL(status, errbuf, "fit_histogram(), esl_histogram_Add() call returned non-OK status: %d\n", status);
+
+ /* fit scores to a gumbel */
+ tailfit = esl_opt_GetReal(go, "--gtail");
+ esl_histogram_GetTailByMass(h, tailfit, &xv, &n, &z); /* fit to right 'tailfit' fraction, 0.5 by default */
+ esl_gumbel_FitCensored(xv, n, z, xv[0], &mu, &lambda);
+ esl_gumbel_FitCensoredLoc(xv, n, z, xv[0], 0.693147, &mufix);
+
+ /* print to output files if nec */
+ if(cfg->gumhfp != NULL)
+ esl_histogram_Plot(cfg->gumhfp, h);
+ if(cfg->gumqfp != NULL) {
+ double params[2];
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_PlotQQ(cfg->gumqfp, h, &esl_exp_generic_invcdf, params);
+ }
+
+ if (cfg->gumsfp != NULL) {
+ esl_histogram_PlotSurvival(cfg->gumsfp, h);
+ esl_gumbel_Plot(cfg->gumsfp, mu, lambda, esl_gumbel_surv, h->xmin - 5., h->xmax + 5., 0.1);
+ esl_gumbel_Plot(cfg->gumsfp, mufix, 0.693147, esl_gumbel_surv, h->xmin - 5., h->xmax + 5., 0.1);
+ }
+
+ esl_histogram_Destroy(h);
+
+ *ret_mu = mu;
+ *ret_lambda = lambda;
+ return eslOK;
+}
+
+/* cm_fit_histograms()
+ * We want gumbels for each cm state we can do a legal local begin into.
+ * Call fit_histogram() for each such state.
+ */
+static int
+cm_fit_histograms(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm,
+ float **vscA, int nscores, int p)
+{
+ int status;
+ int v;
+
+ if(cfg->vmuAA[p] != NULL) free(cfg->vmuAA[p]);
+ if(cfg->vlambdaAA[p] != NULL) free(cfg->vlambdaAA[p]);
+
+#ifdef HAVE_DEVOPTS
+ if(esl_opt_GetBoolean(go, "--hybrid")) { /* fit gumbels for each candidate sub CM root for a hybrid filter */
+ ESL_ALLOC(cfg->vmuAA[p], sizeof(double) * cm->M);
+ ESL_ALLOC(cfg->vlambdaAA[p], sizeof(double) * cm->M);
+
+ for(v = 0; v < cm->M; v++) {
+ if(cfg->hsi->iscandA[v]) {
+ /* printf("FITTING v: %d sttype: %d\n", v, cm->sttype[v]); */
+ if((status = fit_histogram(go, cfg, errbuf, vscA[v], nscores, &(cfg->vmuAA[p][v]), &(cfg->vlambdaAA[p][v]))) != eslOK) return status;
+ }
+ else cfg->vmuAA[p][v] = cfg->vlambdaAA[p][v] = -1.;
+ }
+ }
+ else { /* only fit root state 0, the full model */
+#endif
+ ESL_ALLOC(cfg->vmuAA[p], sizeof(double) * 1);
+ ESL_ALLOC(cfg->vlambdaAA[p], sizeof(double) * 1);
+ if((status = fit_histogram(go, cfg, errbuf, vscA[0], nscores, &(cfg->vmuAA[p][0]), &(cfg->vlambdaAA[p][0]))) != eslOK) return status;
+#ifdef HAVE_DEVOPTS
+ }
+#endif
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: get_random_dsq()
+ * Date: EPN, Tue Sep 11 08:31:47 2007
+ *
+ * Purpose: Generate a random digitized seq and return it.
+ * Two possible modes:
+ * 1. if(cfg->pgc_freq == NULL && dnull != NULL)
+ * use dnull disto (a double version of cm->null) to generate
+ * 2. if(cfg->pgc_freq != NULL && dnull == NULL)
+ * use choose a GC frequency from cfg->pgc_freq
+ * and generate with that
+ *
+ * Returns: eslOK on success, ret_dsq filled with newly alloc'ed ESL_DSQ *,
+ * some other status code on failure.
+ */
+int
+get_random_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, double *dnull, int L, ESL_DSQ **ret_dsq)
+{
+ int status;
+ double gc_comp;
+ double *distro = NULL;
+ int do_free_distro = FALSE;
+ ESL_DSQ *dsq = NULL;
+
+ /* contract check, make sure we're in a valid mode */
+ if(cfg->pgc_freq == NULL && dnull == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_random_dsq(), cfg->pgc_freq == NULL and dnull == NULL");
+ if(cfg->pgc_freq != NULL && dnull != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_random_dsq(), cfg->pgc_freq != NULL and dnull != NULL");
+
+ /* determine mode */ /* generate sequence */
+ if (cfg->pgc_freq == NULL && dnull != NULL) distro = dnull;
+ else if (cfg->pgc_freq != NULL && dnull == NULL) {
+ assert(cm->abc->K == 4);
+ ESL_ALLOC(distro, sizeof(double) * cm->abc->K);
+ do_free_distro = TRUE;
+ gc_comp = 0.01 * esl_rnd_DChoose(cfg->r, cfg->pgc_freq, GC_SEGMENTS);
+ distro[1] = distro[2] = 0.5 * gc_comp;
+ distro[0] = distro[3] = 0.5 * (1. - gc_comp);
+ }
+ /* generate sequence */
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ if ((status = esl_rsq_xIID(cfg->r, distro, cm->abc->K, L, dsq) != eslOK)) return status;
+
+ if (do_free_distro) free(distro);
+ *ret_dsq = dsq;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: get_cmemit_dsq()
+ * Date: EPN, Tue Sep 11 08:51:33 2007
+ *
+ * Purpose: Generate a dsq from a CM and return it.
+ *
+ * Returns: eslOK on success, ESL_DSQ is filled with newly alloc'ed dsq; some other status code on an error,
+ */
+int
+get_cmemit_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, int *ret_L, int *ret_p, Parsetree_t **ret_tr, ESL_DSQ **ret_dsq)
+{
+ int status;
+ int p;
+ int L;
+ ESL_SQ *sq;
+ ESL_DSQ *dsq;
+ Parsetree_t *tr;
+
+ if((status = EmitParsetree(cm, errbuf, cfg->r, "irrelevant", TRUE, &tr, &sq, &L)) != eslOK) return status;
+ while(L == 0) {
+ FreeParsetree(tr);
+ esl_sq_Destroy(sq);
+ if((status = EmitParsetree(cm, errbuf, cfg->r, "irrelevant", TRUE, &tr, &sq, &L)) != eslOK) return status;
+ }
+
+ /* determine the partition */
+ p = cfg->cmstatsA[cfg->ncm-1]->gc2p[(get_gc_comp(sq, 1, L))]; /* this is slightly wrong, 1,L for get_gc_comp() should be i and j of best hit */
+ assert(p < cfg->np);
+ ESL_DASSERT1((p < cfg->np));
+
+ /* free everything allocated by a esl_sqio.c:esl_sq_CreateFrom() call, but the dsq */
+ dsq = sq->dsq;
+ free(sq->name);
+ free(sq->acc);
+ free(sq->desc);
+ free(sq);
+
+ *ret_L = L;
+ *ret_p = p;
+ *ret_tr = tr;
+ *ret_dsq = dsq;
+ return eslOK;
+}
+
+
+/*
+ * Function: cm_find_hit_above_cutoff()
+ * Date: EPN, Wed Sep 12 04:59:08 2007
+ *
+ * Purpose: Given a CM, a sequence, and a cutoff, try to
+ * *quickly* answer the question: Does this sequence
+ * contain a hit to the CM above the cutoff?
+ * To do this we first check the parsetree score, and
+ * then do do up to 3 iterations of search.
+ * The first 2 are performend with j and d bands
+ * (of decreasing tightness), then default
+ * search (with QDB unless --noqdb enabled) is done.
+ * We return TRUE if any search finds a hit above
+ * cutoff, and FALSE otherwise.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - char buffer for error message
+ * cm - CM to emit from
+ * dsq - the digitized sequence to search
+ * tr - parsetree for dsq
+ * L - length of sequence
+ * cutoff - bit score cutoff
+ * ret_sc - score of a hit within dsq, if < cutoff,
+ * this is score of best hit within dsq, which
+ * means no hit with sc > cutoff exists. If > cutoff,
+ * not necessarily score of best hit within dsq.
+ *
+ * Returns: eslOK on success. other status code upon failure, errbuf filled with error message.
+ */
+int
+cm_find_hit_above_cutoff(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, ESL_DSQ *dsq,
+ Parsetree_t *tr, int L, float cutoff, float *ret_sc)
+{
+ int status;
+ int turn_qdb_back_on = FALSE;
+ int turn_hbanded_back_off = FALSE;
+ int turn_hmmscanbands_back_off = FALSE;
+ double orig_tau = cm->tau;
+ float sc;
+ float size_limit = esl_opt_GetReal(go, "--mxsize");
+
+#if eslDEBUGLEVEL >= 1
+ int init_flags = cm->flags;
+ int init_search_opts = cm->search_opts;
+#endif
+
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_find_hit_above_cutoff(), ret_sc == NULL.\n");
+
+ /* Determine if this sequence has a hit in it above the cutoff as quickly as possible.
+ * Stage 0: Check parsetree score
+ * Stage 1: HMM banded search tau = 1e-2
+ * Stage 2: HMM banded search with scanning bands, tau = 1e-10
+ * Stage 3: QDB search (CYK or inside), beta = --beta, (THIS IS MOST LENIENT SEARCH WE'LL DO)
+ *
+ * The earliest stage at which we find a hit > cutoff at any stage, we return cm->flags, cm->search_opts
+ * to how they were when we entered, and return TRUE.
+ *
+ * NOTE: We don't do a full non-banded parse to be 100% sure we don't exceed the cutoff,
+ * unless --noqdb was enabled (ScanMatrix_t *smx stores dn/dx (min/max d) for each state),
+ * because we assume the --beta value used in *this* cmcalibrate
+ * run will also be used for any cmsearch runs.
+ */
+
+ sc = ParsetreeScore(cm, tr, dsq, FALSE);
+ FreeParsetree(tr);
+ if(sc > cutoff || L == 0) { /* parse score exceeds cutoff, or zero length sequence (only 1 path is possible, must be parse score) */
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+ /* printf("0 sc: %10.4f\n", sc); */
+ *ret_sc = sc;
+ return eslOK;
+ }
+
+ if(!(cm->search_opts & CM_SEARCH_NOQDB)) turn_qdb_back_on = TRUE;
+ if(!(cm->search_opts & CM_SEARCH_HBANDED)) turn_hbanded_back_off = TRUE;
+ if(!(cm->search_opts & CM_SEARCH_HMMSCANBANDS)) turn_hmmscanbands_back_off = TRUE;
+
+ cm->search_opts |= CM_SEARCH_NOQDB;
+
+ /* stage 1 */
+ cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = 0.01;
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ status = FastCYKScanHB(cm, errbuf, dsq, 1, L, 0., NULL, cm->hbmx, size_limit, &sc);
+ if(status == eslOK) { /* FastCYKScanHB() successfully finished */
+ if(sc > cutoff) { /* score exceeds cutoff, we're done, reset search_opts and return */
+ if(turn_qdb_back_on) cm->search_opts &= ~CM_SEARCH_NOQDB;
+ if(turn_hbanded_back_off) { cm->search_opts &= ~CM_SEARCH_HBANDED; cm->tau = orig_tau; }
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+ *ret_sc = sc;
+ return eslOK;
+ }
+ }
+ else if (status != eslERANGE) return status; /* else if status == eslERANGE, FastCYKScanHB() couldn't grow its DP matrix big enough, move onto next stage */
+
+ /* stage 2 */
+ cm->search_opts |= CM_SEARCH_HMMSCANBANDS;
+ cm->tau = 1e-10;
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ status = FastCYKScanHB(cm, errbuf, dsq, 1, L, 0., NULL, cm->hbmx, size_limit, &sc);
+ if(status == eslOK) { /* FastCYKScanHB() successfully finished */
+ if(sc > cutoff) { /* score exceeds cutoff, we're done, reset search_opts and return */
+ if(turn_qdb_back_on) cm->search_opts &= ~CM_SEARCH_NOQDB;
+ if(turn_hbanded_back_off) { cm->search_opts &= ~CM_SEARCH_HBANDED; cm->tau = orig_tau; }
+ if(turn_hmmscanbands_back_off) { cm->search_opts &= ~CM_SEARCH_HMMSCANBANDS; cm->tau = orig_tau; }
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+ *ret_sc = sc;
+ return eslOK;
+ }
+ }
+ else if (status != eslERANGE) return status; /* else if status == eslERANGE, FastCYKScanHB() couldn't grow its DP matrix big enough, move onto next stage */
+
+ /* stage 3, use 'default' dmin, dmax (which could be NULL) CYK or Inside */
+ cm->search_opts &= ~CM_SEARCH_HBANDED;
+ cm->search_opts &= ~CM_SEARCH_HMMSCANBANDS;
+ if(turn_qdb_back_on) cm->search_opts &= ~CM_SEARCH_NOQDB;
+
+ if(cm->search_opts & CM_SEARCH_INSIDE) {
+ if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) return status;
+ }
+ else {
+ if((status = FastCYKScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) return status;
+ }
+ if(!turn_hbanded_back_off) { cm->search_opts |= CM_SEARCH_HBANDED; cm->tau = orig_tau; }
+ if(!turn_hmmscanbands_back_off) { cm->search_opts |= CM_SEARCH_HMMSCANBANDS; cm->tau = orig_tau; }
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+
+ /*if(sc > cutoff) { printf("3 sc: %10.4f\n", sc); }*/
+ *ret_sc = sc;
+ return eslOK;
+}
+
+/* Function: estimate_workunit_time()
+ * Date: EPN, Thu Nov 1 17:57:20 2007
+ *
+ * Purpose: Estimate time req'd for a cmcalibrate workunit
+ *
+ * Returns: eslOK on success;
+ */
+void
+estimate_workunit_time(const ESL_GETOPTS *go, const struct cfg_s *cfg, int nseq, int L, int gum_mode)
+{
+ /* these are ballparks for a 3 GHz machine with optimized code */
+ float cyk_megacalcs_per_sec = 275.;
+ float ins_megacalcs_per_sec = 75.;
+ float fwd_megacalcs_per_sec = 175.;
+ float vit_megacalcs_per_sec = 380.;
+
+ float seconds = 0.;
+
+ if(! esl_opt_IsDefault(go, "--gumL")) L = ESL_MAX(L, esl_opt_GetInteger(go, "--gumL")); /* minimum L we allow is 2 * cm->W (L is sent into this func as 2 * cm->W), this is enforced silently (!) */
+
+ switch(gum_mode) {
+ case GUM_CM_LC:
+ case GUM_CM_GC:
+ seconds = cfg->full_vcalcs[0] * (float) L * (float) nseq / cyk_megacalcs_per_sec;
+ break;
+ case GUM_CM_LI:
+ case GUM_CM_GI:
+ seconds = cfg->full_vcalcs[0] * (float) L * (float) nseq / ins_megacalcs_per_sec;
+ break;
+ case GUM_CP9_LV:
+ case GUM_CP9_GV:
+ seconds = cfg->full_cp9_ncalcs * (float) L * (float) nseq / vit_megacalcs_per_sec;
+ break;
+ case GUM_CP9_LF:
+ case GUM_CP9_GF:
+ seconds = cfg->full_cp9_ncalcs * (float) L * (float) nseq / fwd_megacalcs_per_sec;
+ break;
+ }
+ printf("Estimated time for this workunit: %10.2f seconds\n", seconds);
+
+ return;
+}
+
+
+/* Function: read_partition_file
+ * Date: EPN, Fri Dec 7 08:38:41 2007
+ *
+ * Called when --pfile is invoked.
+ * Opens and reads a partition file of
+ * with 2 * <npartitions> tokens, every odd token is
+ * a partition start <pstart>, and every even token is
+ * a parititon end <pend>. First <pstart> must be 0,
+ * other <pstart>s must be 1 more than previous
+ * <pend>. The last <pend> must be 100, other <pends>
+ * must be 1 less than following <pstart>.
+ *
+ * Example of file that implies 3 partitions:
+ * 0..39, 40..60, and 61.100
+ *
+ * ~~~~~~~~~~~~~~~~
+ * 0 39
+ * 40 60
+ * 61 100
+ * ~~~~~~~~~~~~~~~~
+ *
+ * After reading the file and checking it's legit,
+ * set up the cfg->np and cfg->pstart data.
+ *
+ * Returns: eslOK on success, eslEINVAL if file is
+ * in wrong format, or doesn't follow rules described above.
+ */
+int
+read_partition_file(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ int toklen;
+ int *begin;
+ int end=0;
+ int nread=0;
+ int p;
+
+ printf("in read_partition_file, mp: %d gc: %d\n", MAX_PARTITIONS, GC_SEGMENTS);
+
+ ESL_DASSERT1((MAX_PARTITIONS < GC_SEGMENTS));
+ if(esl_opt_IsDefault(go, "--pfile")) ESL_FAIL(eslEINVAL, errbuf, "read_partition_file, but --pfile not invoked!\n");
+
+ if (esl_fileparser_Open(esl_opt_GetString(go, "--pfile"), &efp) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "failed to open %s in read_mask_file\n", esl_opt_GetString(go, "--pfile"));
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ ESL_ALLOC(begin, sizeof(int) * GC_SEGMENTS);
+ begin[0] = 0;
+
+ while((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslEOF) {
+ begin[nread] = atoi(tok);
+ if(nread == 0) {
+ if(atoi(tok) != 0) ESL_FAIL(eslEINVAL, errbuf, "first partition begin must be 0 in %s\n", esl_opt_GetString(go, "--pfile"));
+ }
+ else if (begin[nread] != (end+1)) {
+ if(atoi(tok) != 0) ESL_FAIL(eslEINVAL, errbuf, "partition %d begin point (%d) is not exactly 1 more than prev partition end pt %d in %s\n", (nread+1), begin[nread], end, esl_opt_GetString(go, "--pfile"));
+ }
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "no end point for each partition %d's begin (%d) in partition file %s\n", (nread+1), begin[nread], esl_opt_GetString(go, "--pfile"));
+ end = atoi(tok);
+ if(end < begin[nread]) ESL_FAIL(eslEINVAL, errbuf, "partition %d end point (%d) < begin point (%d) in %s\n", (nread+1), end, begin[nread], esl_opt_GetString(go, "--pfile"));
+ nread++;
+ if(nread > MAX_PARTITIONS) ESL_FAIL(eslEINVAL, errbuf, "partition file %s has at least %d partitions, but max num partitions is %d\n", esl_opt_GetString(go, "--pfile"), nread, MAX_PARTITIONS);
+ }
+ if(nread == 0) ESL_FAIL(eslEINVAL, errbuf, "failed to read a single token from %s\n", esl_opt_GetString(go, "--pfile"));
+ if(end != 100) ESL_FAIL(eslEINVAL, errbuf, "final partitions end point must be 100, but it's %d in %s\n", end, esl_opt_GetString(go, "--pfile"));
+
+ /* create cfg->pstart */
+ ESL_DASSERT1((cfg->pstart == NULL));
+ ESL_ALLOC(cfg->pstart, sizeof(int) * nread);
+ for(p = 0; p < nread; p++) cfg->pstart[p] = begin[p];
+ free(begin);
+ cfg->np = nread;
+
+ esl_fileparser_Close(efp);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: update_avg_hit_len()
+ * Date: EPN, Sun Dec 9 15:50:39 2007
+ *
+ * Purpose: Calculate the average subseq length rooted at each state
+ * using the QDB calculation.
+ *
+ * Returns: eslOK on success;
+ */
+int
+update_avg_hit_len(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int safe_windowlen;
+ float *avglen = NULL;
+
+ safe_windowlen = cm->W * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, 1E-15, TRUE, NULL, NULL, NULL, &avglen))) {
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "update_avg_hit_len(), band calculation safe_windowlen big: %d\n", safe_windowlen);
+ }
+ if(cfg->avglen != NULL) free(cfg->avglen);
+ cfg->avglen = avglen;
+ return eslOK;
+}
+
+/* Function: switch_global_to_local()
+ * Incept: EPN, Mon Dec 10 08:43:32 2007
+ *
+ * Purpose: Switch a CM and it's CP9 HMM from global configuration
+ * to local configuration. Purposefully a local static function
+ * in cmcalibrate.c, b/c we don't check if CM is in rsearch mode
+ * or any other jazz that'll never happen in cmcalibrate.
+ *
+ * Args: go - get opts
+ * cfg - cmcalibrate's cfg
+ * cm - the model
+ * errbuf - for printing errors
+ *
+ * Returns: eslOK on succes, othewise some other easel status code and
+ * errbuf is filled with error message.
+ */
+int
+switch_global_to_local(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ if(cm->flags & CMH_LOCAL_BEGIN) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CMH_LOCAL_BEGIN flag already raised.\n");
+ if(cm->flags & CMH_LOCAL_END) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CMH_LOCAL_END flag already raised.\n");
+ if(! (cm->flags & CMH_CP9)) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CMH_CP9 flag down.\n");
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CPLAN9_LOCAL_BEGIN flag already raised.\n");
+ if(cm->cp9->flags & CPLAN9_LOCAL_END) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CPLAN9_LOCAL_END flag already raised.\n");
+ if(cm->cp9->flags & CPLAN9_EL) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CPLAN9_EL flag already raised.\n");
+
+ /* ConfigLocal() puts CM in local mode, recalcs QDBs (if they exist), remakes cm's scan matrix,
+ * logoddsifies CM, and makes inserts equiprobable (if nec) */
+ ConfigLocal(cm, cm->pbegin, cm->pend);
+ /* CPlan9SWConfig() configures CP9 for local alignment, then logoddisfies CP9 (wastefully in this case) */
+ CPlan9SWConfig(cm->cp9, cm->pbegin, cm->pbegin);
+ /* CPlan9ELConfig() configures CP9 for CM EL local ends, then logoddisfies CP9 */
+ CPlan9ELConfig(cm);
+
+ int cp9_ntrans = NHMMSTATETYPES * NHMMSTATETYPES; /* 3*3 = 9 transitions in global mode */
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN) cp9_ntrans++; /* will be true */
+ if(cm->cp9->flags & CPLAN9_LOCAL_END) cp9_ntrans++; /* will be true */
+ if(cm->cp9->flags & CPLAN9_EL) cp9_ntrans++; /* will be true */
+ cfg->full_cp9_ncalcs = (cp9_ntrans * cm->cp9->M) / 1000000.; /* convert to millions of calcs per residue */
+ return eslOK;
+}
+
+/* Function: predict_cp9_filter_speedup()
+ * Date: EPN, Mon Dec 10 11:55:24 2007
+ *
+ * Purpose: Given a CM and scores for a CP9 Viterbi and Forward scan
+ * of target seqs predict the speedup with an HMM filter, Forward and
+ * Viterbi, then update a BestFilterInfo_t object to
+ * hold info on the faster of the two.
+ *
+ * Args: go - command line options
+ * cfg - cmcalibrate's cfg object, mucho data (probably too much)
+ * errbuf - for printing error messages
+ * cm - the model
+ * fil_vit_cp9scA - [0..i..filN-1] best Viterbi score in sequence i
+ * fil_fwd_cp9scA - [0..i..filN-1] best Foward score in sequence i
+ * fil_partA - [0..i..filN-1] partition of sequence i
+ * bf - BestFilterInfo_t object, we'll update this to hold info on a Viterbi or Forward filter strategy
+ *
+ * Returns: Updates BestFilterInfo_t object <bf> to hold info on fastest HMM filter, Viterbi or Forward
+ * eslOK on success;
+ * Other easel status code on an error with errbuf filled with error message.
+ */
+int
+predict_cp9_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_vit_cp9scA, float *fil_fwd_cp9scA, int *fil_partA, BestFilterInfo_t *bf)
+{
+ int status;
+ float *sorted_fil_vit_EA; /* sorted Viterbi E-values, so we can easily choose a threshold */
+ float *sorted_fil_fwd_EA; /* sorted Forward E-values, so we can easily choose a threshold */
+ float vit_E, fwd_E; /* a Viterbi and Forward E value */
+ int cp9_vit_mode, cp9_fwd_mode; /* a Viterbi, Forward Gumbel mode, respectively */
+ int evalue_L; /* database length used for calcing E-values in CP9 gumbels from cfg->cmstats */
+ float fil_calcs; /* number of million dp calcs predicted for the HMM filter scan */
+ float vit_surv_calcs; /* number of million dp calcs predicted for the CM scan of Viterbi filter survivors */
+ float fwd_surv_calcs; /* number of million dp calcs predicted for the CM scan of Forward filter survivors */
+ float vit_fil_plus_surv_calcs; /* Viterbi filter calcs plus survival calcs */
+ float fwd_fil_plus_surv_calcs; /* Foward filter calcs plus survival calcs */
+ float nonfil_calcs; /* number of million dp calcs predicted for a full CM scan */
+ float vit_spdup, fwd_spdup; /* predicted speedups for Viterbi and Forward */
+ int i, p; /* counters */
+ int cmi = cfg->ncm-1; /* CM index we're on */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float filE = esl_opt_GetReal(go, "--filE"); /* E-value cutoff for accepting CM hits for filter test */
+ float F = esl_opt_GetReal(go, "--F"); /* fraction of CM seqs we require filter to let pass */
+ int filN = esl_opt_GetInteger(go, "--filN"); /* number of sequences we emitted from CM for filter test */
+ float Starg = esl_opt_GetReal(go, "--starg"); /* target survival fraction */
+ float E_Starg; /* E-value threshold that exactly satisifies Starg survival fraction */
+ float vit_E_F1; /* viterbi E value if F were == 1.0 */
+ float fwd_E_F1; /* forward E value if F were == 1.0 */
+ float surv_res_per_hit; /* expected number of residues to survive filter from DB for each hit 2*W-avglen[0], twice W minus the average lenght of a hit from QDB calc */
+ float Smin; /* minimally useful survival fraction, any less than this and our filter would be (predicted to be) doing more than 10X the work of the CM */
+ float E_min; /* E-value threshold that exactly satisifies Smin survival fraction */
+ float vit_surv_fract; /* predicted survival fraction for Viterbi filter */
+ float fwd_surv_fract; /* predicted survival fraction for Forward filter */
+
+ cp9_vit_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? GUM_CP9_LV : GUM_CP9_GV;
+ cp9_fwd_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? GUM_CP9_LF : GUM_CP9_GF;
+
+ /* contract checks */
+ if(! (cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), gumbel stats for CP9 viterbi mode: %d are not valid.\n", cp9_vit_mode);
+ if(! (cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), gumbel stats for CP9 forward mode: %d are not valid.\n", cp9_fwd_mode);
+ if(cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->L != cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), db length for gumbel stats for CP9 viterbi (%d) and forward (%d) differ.\n", cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->L, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->L);
+
+ evalue_L = cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->L;
+
+ /* contract checks specific to case when there is more than 1 partition */
+ if(cfg->cmstatsA[cfg->ncm-1]->np != 1) {
+ for(p = 1; p < cfg->cmstatsA[cfg->ncm-1]->np; p++) {
+ if(evalue_L != cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), partition %d db length (%d) for Viterbi gumbel stats differ than from partition 1 Viterbi db length (%d).\n", p, cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->L, evalue_L);
+ if(evalue_L != cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), partition %d db length (%d) for Forward gumbel stats differ than from partition 1 Viterbi db length (%d).\n", p, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->L, evalue_L);
+ }
+ }
+
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ /* convert bit scores to E-values and sort them */
+ ESL_ALLOC(sorted_fil_vit_EA, sizeof(float) * filN);
+ ESL_ALLOC(sorted_fil_fwd_EA, sizeof(float) * filN);
+ for(i = 0; i < filN; i++) {
+ p = fil_partA[i];
+ sorted_fil_vit_EA[i] = RJK_ExtremeValueE(fil_vit_cp9scA[i], cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->mu, cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->lambda);
+ sorted_fil_fwd_EA[i] = RJK_ExtremeValueE(fil_fwd_cp9scA[i], cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->mu, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->lambda);
+ }
+ esl_vec_FSortDecreasing(sorted_fil_vit_EA, filN);
+ vit_E = sorted_fil_vit_EA[Fidx];
+ esl_vec_FSortDecreasing(sorted_fil_fwd_EA, filN);
+ fwd_E = sorted_fil_fwd_EA[Fidx];
+
+ /* now vit_E and fwd_E are expected number of CP9 Viterbi/Forward hits with score above threshold
+ * (Fidx'th best score) in a sequence DB of length evalue_L, convert that DB size to cfg->dbsize */
+ vit_E *= cfg->dbsize / evalue_L;
+ fwd_E *= cfg->dbsize / evalue_L;
+
+ fil_calcs = cfg->full_cp9_ncalcs; /* fil_calcs is millions of DP calcs for CP9 scan of 1 residue */
+ fil_calcs *= cfg->dbsize; /* fil_calcs is millions of DP calcs for CP9 scan of length cfg->dbsize */
+ nonfil_calcs = cfg->full_vcalcs[0]; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ nonfil_calcs *= cfg->dbsize; /* now nonfil-calcs corresponds to cfg->dbsize */
+
+ /* determine our thresholds:
+ * 1. if vit_E and/or fwd_E yield predicted survival fractions that are less than Starg:
+ * rewrite vit_E or fwd_E as the maximum E-value threshold that sees ALL hits (when F==1.0,
+ * this is {vit,fwd}_E_F1 below), and the E-value threshold that exactly satisfies Starg (E_Starg below).
+ * 2. if after 1, vit_E and/or fwd_E still yield predicted survival fractions less than Smin,
+ * the survival fraction at which the number of DP calcs for the survivors of the filter is only
+ * 10% the number of dp calcs for the filter, then we set vit_E or fwd_E to the E value that
+ * exactly satisfies Smin.
+ */
+ surv_res_per_hit = (2. * cm->W - (cfg->avglen[0])); /* avg length of surviving fraction of db from a single hit (cfg->avglen[0] is avg subseq len in subtree rooted at v==0, from QDB calculation) */
+ vit_E_F1= (sorted_fil_vit_EA[0] * (cfg->dbsize / evalue_L));
+ fwd_E_F1= (sorted_fil_fwd_EA[0] * (cfg->dbsize / evalue_L));
+ E_Starg = (Starg * (float) cfg->dbsize) / surv_res_per_hit;
+ Smin = fil_calcs / (10. * nonfil_calcs);
+ E_min = (Smin * (float) cfg->dbsize) / surv_res_per_hit;
+ if(Starg < Smin) { /* we never go less than Smin */
+ Starg = Smin;
+ E_Starg = E_min;
+ }
+
+ vit_surv_fract = (vit_E * surv_res_per_hit) / (float) cfg->dbsize;
+ fwd_surv_fract = (fwd_E * surv_res_per_hit) / (float) cfg->dbsize;
+
+ ESL_DPRINTF1(("vit_E: %.5f\n", vit_E));
+ ESL_DPRINTF1(("vit_surv: %.10f\n", vit_surv_fract));
+ ESL_DPRINTF1(("fwd_E: %.5f\n", fwd_E));
+ ESL_DPRINTF1(("fwd_surv: %.10f\n", fwd_surv_fract));
+
+ ESL_DPRINTF1(("vit_E_F1: %.5f\n", vit_E_F1));
+ ESL_DPRINTF1(("fwd_E_F1: %.5f\n", fwd_E_F1));
+ ESL_DPRINTF1(("Starg: %.5f\n", Starg));
+ ESL_DPRINTF1(("E_Starg: %.5f\n", E_Starg));
+ ESL_DPRINTF1(("Smin: %.5f\n", Smin));
+ ESL_DPRINTF1(("E_min: %.5f\n", E_min));
+
+ if(vit_surv_fract < Starg) {
+ if(vit_E_F1 < E_Starg) {
+ vit_E = vit_E_F1;
+ if(cfg->be_verbose) printf("set vit_E as vit_E_F1: %.5f\n", vit_E);
+ else { ESL_DPRINTF1(("set vit_E as vit_E_F1: %.5f\n", vit_E)); }
+ }
+ else {
+ vit_E = E_Starg;
+ if(cfg->be_verbose) printf("set vit_E as E_Starg: %.5f\n", vit_E);
+ else { ESL_DPRINTF1(("set vit_E as E_Starg: %.5f\n", vit_E)); }
+ }
+ if(vit_E < E_min) {
+ vit_E = E_min;
+ if(cfg->be_verbose) printf("set vit_E as E_min: %.5f\n", vit_E);
+ else { ESL_DPRINTF1(("set vit_E as E_min: %.5f\n", vit_E)); }
+ }
+ }
+
+ if(fwd_surv_fract < Starg) {
+ if(fwd_E_F1 < E_Starg) {
+ fwd_E = fwd_E_F1;
+ if(cfg->be_verbose) printf("set fwd_E as fwd_E_F1: %.5f\n", fwd_E);
+ else { ESL_DPRINTF1(("set fwd_E as fwd_E_F1: %.5f\n", fwd_E)); }
+ }
+ else {
+ fwd_E = E_Starg;
+ if(cfg->be_verbose) printf("set fwd_E as E_Starg: %.5f\n", fwd_E);
+ else { ESL_DPRINTF1(("set fwd_E as E_Starg: %.5f\n", fwd_E)); }
+ }
+ if(fwd_E < E_min) {
+ fwd_E = E_min;
+ if(cfg->be_verbose) printf("set fwd_E as E_min: %.5f\n", fwd_E);
+ else { ESL_DPRINTF1(("set fwd_E as E_min: %.5f\n", fwd_E)); }
+ }
+ }
+
+ for(i = 0; i < filN; i++) ESL_DPRINTF1(("HMM i: %4d vit E: %15.10f fwd E: %15.10f\n", i, sorted_fil_vit_EA[i], sorted_fil_fwd_EA[i]));
+
+ /* calculate speedup for Viterbi */
+ vit_surv_calcs = vit_E * /* number of hits expected to survive filter */
+ surv_res_per_hit * /* avg length of surviving fraction of db from a single hit */
+ cfg->full_vcalcs[0]; /* number of calculations for full CM scan of 1 residue */
+
+ fwd_surv_calcs = fwd_E * /* number of hits expected to survive filter */
+ surv_res_per_hit * /* avg length of surviving fraction of db from a single hit */
+ cfg->full_vcalcs[0]; /* number of calculations for full CM scan of 1 residue */
+
+ vit_fil_plus_surv_calcs = fil_calcs + vit_surv_calcs; /* total number of millions of DP calculations expected using the CP9 viterbi filter for scan of cfg->dbsize */
+ vit_spdup = nonfil_calcs / vit_fil_plus_surv_calcs;
+ fwd_fil_plus_surv_calcs = (fil_calcs * 2.) + fwd_surv_calcs; /* total number of millions of DP calculations expected using the CP9 forward filter for scan of cfg->dbsize (logsum corrected, Forward calcs *= 2.) */
+ fwd_spdup = nonfil_calcs / fwd_fil_plus_surv_calcs;
+ /* We multiply number of forward calculations by 2.0 to correct for the fact that Forward takes about 2X as long as Viterbi, b/c it requires logsum operations instead of ESL_MAX's,
+ * so we factor this in when calc'ing the predicted speedup. */
+
+ if(cfg->be_verbose) {
+ printf("\nHMM(vit) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", vit_E, fil_calcs, vit_surv_calcs, vit_fil_plus_surv_calcs, nonfil_calcs, vit_spdup);
+ printf("HMM(fwd) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", fwd_E, fil_calcs, fwd_surv_calcs, fwd_fil_plus_surv_calcs, nonfil_calcs, fwd_spdup);
+ }
+ else {
+ ESL_DPRINTF1(("\nHMM(vit) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", vit_E, fil_calcs, vit_surv_calcs, vit_fil_plus_surv_calcs, nonfil_calcs, vit_spdup));
+ ESL_DPRINTF1(("HMM(fwd) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", fwd_E, fil_calcs, fwd_surv_calcs, fwd_fil_plus_surv_calcs, nonfil_calcs, fwd_spdup));
+ }
+
+ if(esl_opt_GetBoolean(go, "--fviterbi")) { /* user specified Viterbi */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_VITERBI, vit_E, fil_calcs, vit_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ else if(esl_opt_GetBoolean(go, "--fforward")) { /* user specified Forward */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_FORWARD, fwd_E, fil_calcs, fwd_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ else if (vit_spdup > fwd_spdup) { /* Viterbi is winner */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_VITERBI, vit_E, fil_calcs, vit_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ else { /* Forward is winner */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_FORWARD, fwd_E, fil_calcs, fwd_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: predict_hybrid_filter_speedup()
+ * Date: EPN, Tue Dec 11 04:56:39 2007
+ *
+ * Purpose: Given a CM and scores for a hybrid CYK/Viterbi scan
+ * of target seqs predict the speedup with a hybrid filter,
+ * then if it's faster than the existing best filter in
+ * BestFilterInfo_t object <bf>, update <bf> to hold info
+ * on the hybrid filter.
+ *
+ * Args: go - command line options
+ * cfg - cmcalibrate's cfg object, mucho data (probably too much)
+ * errbuf - for printing error messages
+ * cm - the model
+ * fil_hybscA - [0..i..filN-1] best Foward score in sequence i
+ * gum_hybA - [0..cfg->np] hybrid gumbels for each partition
+ * fil_partA - [0..i..filN-1] partition of sequence i
+ * bf - BestFilterInfo_t object, we'll update this to hold info on a Viterbi or Forward filter strategy
+ *
+ * Returns: possibly updates BestFilterInfo_t object <bf> to hold info on hybrid filter
+ * eslOK on success;
+ * Other easel status code on an error with errbuf filled with error message.
+ * <ret_getting_faster> set to TRUE if hybrid scanner replaced previous best filter,
+ * FALSE if not.
+ */
+int
+predict_hybrid_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_hybscA, int *fil_partA, GumbelInfo_t **gum_hybA, BestFilterInfo_t *bf, int *ret_getting_faster)
+{
+ int status;
+ float *sorted_fil_hybEA; /* sorted hybrid E-values, so we can easily choose a threshold */
+ float E; /* E-value */
+ int evalue_L; /* length used for calc'ing E values */
+ float fil_calcs; /* number of million dp calcs predicted for the hybrid scan */
+ float surv_calcs; /* number of million dp calcs predicted for the CM scan of filter survivors */
+ float fil_plus_surv_calcs; /* filter calcs plus survival calcs */
+ float nonfil_calcs; /* number of million dp calcs predicted for a full CM scan */
+ float spdup; /* predicted speedups for Viterbi and Forward, and a temporary one */
+ int i, p; /* counters */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float F = esl_opt_GetReal(go, "--F"); /* fraction of CM seqs we require filter to let pass */
+ float filE = esl_opt_GetReal(go, "--filE"); /* E-value of cutoff for accepting CM seqs */
+ int filN = esl_opt_GetInteger(go, "--filN"); /* number of sequences we emitted from CM for filter test */
+
+ /* contract checks */
+ if(! (gum_hybA[0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_hybrid_filter_speedup(), gumbel stats for hybrid scanner are not valid.\n");
+ evalue_L = gum_hybA[0]->L;
+ /* contract checks specific to case when there is more than 1 partition */
+ if(cfg->cmstatsA[cfg->ncm-1]->np != 1) {
+ for(p = 1; p < cfg->cmstatsA[cfg->ncm-1]->np; p++) {
+ if(evalue_L != gum_hybA[p]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_hybrid_filter_speedup(), partition %d db length (%d) for hybrid gumbel stats differ than from partition 1 hybrid db length (%d).\n", p, gum_hybA[p]->L, evalue_L);
+ }
+ }
+
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ /* convert bit scores to E-values and sort them */
+ ESL_ALLOC(sorted_fil_hybEA, sizeof(float) * filN);
+ for(i = 0; i < filN; i++) {
+ p = fil_partA[i];
+ sorted_fil_hybEA[i] = RJK_ExtremeValueE(fil_hybscA[i], gum_hybA[p]->mu, gum_hybA[p]->lambda);
+ }
+ esl_vec_FSortDecreasing(sorted_fil_hybEA, filN);
+ E = sorted_fil_hybEA[Fidx];
+
+ for(i = 0; i < filN; i++) ESL_DPRINTF1(("HYBRID i: %4d E: %10.4f\n", i, sorted_fil_hybEA[i]));
+
+ /* calculate speedup */
+ /* E is expected number of hybrid hits with score above threshold (Fidx'th best score) at least sc in sequence DB of length evalue_L */
+ E *= cfg->dbsize / evalue_L;
+ /* E is now expected number of CP9 Viterbi or Forward hits with score above threshold in sequence DB of length cfg->dbsize */
+ fil_calcs = cfg->hsi->hybrid_ncalcs; /* fil_calcs is millions of DP calcs for hybrid scan of 1 residue */
+ fil_calcs *= cfg->dbsize; /* fil_calcs is millions of DP calcs for hybrid scan of length cfg->dbsize */
+ surv_calcs = E * /* number of hits expected to survive filter */
+ (2. * cm->W - (cfg->avglen[0])) * /* average length of surviving fraction of db from a single hit (cfg->avglen[0] is avg subseq len in subtree rooted at v==0, from QDB calculation, so slightly inappropriate b/c we're concerned with hybrid hits here) */
+ cfg->hsi->full_cm_ncalcs; /* number of calculations for full CM scan of 1 residue */
+ fil_plus_surv_calcs = fil_calcs + surv_calcs; /* total number of millions of DP calculations expected using the hybrid filter for scan of cfg->dbsize (logsum corrected, Forward calcs *= 2.) */
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ nonfil_calcs *= cfg->dbsize; /* now nonfil-calcs corresponds to cfg->dbsize */
+ spdup = nonfil_calcs / fil_plus_surv_calcs;
+
+ if(cfg->be_verbose) printf("HYBRID E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup);
+ else { ESL_DPRINTF1(("HYBRID E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup)); }
+
+ if(spdup > (bf->full_cm_ncalcs / bf->fil_plus_surv_ncalcs)) { /* hybrid is best filter strategy so far */
+ if((status = SetBestFilterInfoHybrid(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, E, fil_calcs, fil_plus_surv_calcs, cfg->hsi, cfg->cmstatsA[cfg->ncm-1]->np, gum_hybA)) != eslOK) return status;
+ *ret_getting_faster = TRUE;
+ }
+ else *ret_getting_faster = FALSE;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: predict_best_sub_cm_roots()
+ * Date: EPN, Mon Dec 10 15:56:00 2007
+ *
+ * Purpose: Given a CM and scores for a CM scan of target seqs
+ * predict the best sub CM roots we could use to
+ * filter with.
+ *
+ * Returns: eslOK on success;
+ * Other status code on error, with error message in errbuf.
+ */
+int
+predict_best_sub_cm_roots(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float **fil_vscAA, int **ret_sorted_best_roots_v)
+{
+ int status;
+ float **sorted_fil_vscAA; /* [0..v..cm->M-1][0..filN-1] best score for each state v, each target seq */
+ float fil_calcs; /* number of million dp calcs predicted for the HMM filter scan */
+ float surv_calcs; /* number of million dp calcs predicted for the CM scan of filter survivors */
+ float fil_plus_surv_calcs; /* filter calcs plus survival calcs */
+ float nonfil_calcs; /* number of million dp calcs predicted for a full CM scan */
+ float spdup; /* predicted speedup a sub CM filter */
+ float E, tmp_E; /* E value */
+ float sc; /* bit score */
+ int i, p, s, v; /* counters */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float F = esl_opt_GetReal(go, "--F"); /* fraction of CM seqs we require filter to let pass */
+ int filN = esl_opt_GetInteger(go, "--filN"); /* number of sequences we emitted from CM for filter test */
+ int nstarts; /* # start states (and start groups) in the CM, from cfg->hsi */
+ int *best_per_start_v; /* sub CM filter state v that gives best speedup per start group */
+ float *best_per_start_spdup; /* best sub CM filter state speedup per start group */
+
+ if(ret_sorted_best_roots_v == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_best_sub_cm_roots, ret_sorted_best_roots_v == NULL.\n");
+
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ ESL_ALLOC(sorted_fil_vscAA, sizeof(float *) * cm->M);
+ /*ESL_ALLOC(sorted_fil_EAA, sizeof(float *) * cm->M);*/
+
+ nstarts = cfg->hsi->nstarts;
+ ESL_ALLOC(best_per_start_v, sizeof(int) * nstarts);
+ ESL_ALLOC(best_per_start_spdup, sizeof(float) * nstarts);
+ for(s = 0; s < nstarts; s++) {
+ best_per_start_v[s] = -1;
+ best_per_start_spdup[s] = -eslINFINITY;
+ }
+
+ for(v = 0; v < cm->M; v++) {
+ ESL_ALLOC(sorted_fil_vscAA[v], sizeof(float) * filN);
+ esl_vec_FCopy(fil_vscAA[v], filN, sorted_fil_vscAA[v]);
+ esl_vec_FSortIncreasing(sorted_fil_vscAA[v], filN);
+ }
+ ESL_DPRINTF1(("vscAA[0] scores:\n"));
+ for(i = 0; i < filN; i++) ESL_DPRINTF1(("i: %4d sc: %10.4f\n", i, sorted_fil_vscAA[0][i]));
+
+ for(v = 0; v < cm->M; v++) {
+ if(cfg->hsi->iscandA[v]) {
+ sc = sorted_fil_vscAA[v][Fidx];
+ /* set E as E-value for sc from partition that gives sc the lowest E-value (conservative, sc will be at least as significant as E across all partitions) */
+ E = RJK_ExtremeValueE(sc, cfg->vmuAA[0][v], cfg->vlambdaAA[0][v]);
+ for(p = 1; p < cfg->cmstatsA[cfg->ncm-1]->np; p++) {
+ tmp_E = RJK_ExtremeValueE(sc, cfg->vmuAA[p][v], cfg->vlambdaAA[p][v]);
+ if(tmp_E < E) E = tmp_E;
+ }
+ /* E is now expected number of hits for db of cfg->length 2 * cm->W */
+ E *= cfg->dbsize / (cm->W * 2.);
+ /* E is now expected number of hits for db of cfg->dbsize */
+
+ fil_calcs = cfg->hsi->cm_vcalcs[v]; /* fil_calcs is millions of DP calcs for sub CM (root = v) scan of 1 residue */
+ fil_calcs *= cfg->dbsize; /* fil_calcs is millions of DP calcs for sub CM (root = v) scan of length cfg->dbsize */
+ surv_calcs = E * /* number of hits expected to survive filter */
+ (2. * cm->W - (cfg->avglen[v])) * /* average length of surviving fraction of db from a single hit (cfg->avglen[v] is avg subseq len in subtree rooted at v */
+ cfg->hsi->full_cm_ncalcs; /* number of calculations for full CM scan of 1 residue */
+ fil_plus_surv_calcs = fil_calcs + surv_calcs;
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ nonfil_calcs *= cfg->dbsize; /* now nonfil-calcs corresponds to cfg->dbsize */
+ spdup = nonfil_calcs / fil_plus_surv_calcs;
+ if(cfg->be_verbose) { printf("SUB %3d sg: %2d sc: %10.4f E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", v, cfg->hsi->startA[v], sc, E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup); }
+ else { ESL_DPRINTF1(("SUB %3d sg: %2d sc: %10.4f E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", v, cfg->hsi->startA[v], sc, E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup)); }
+ s = cfg->hsi->startA[v];
+ if(spdup > best_per_start_spdup[s] && cm->ndidx[v] != 0) { /* can't filter with a state in node 0 */
+ best_per_start_v[s] = v;
+ best_per_start_spdup[s] = spdup;
+ }
+ }
+ }
+ for(s = 0; s < nstarts; s++) {
+ if(cfg->be_verbose) printf("START %d v: %d spdup: %10.4f\n", s, best_per_start_v[s], best_per_start_spdup[s]);
+ else { ESL_DPRINTF1(("START %d v: %d spdup: %10.4f\n", s, best_per_start_v[s], best_per_start_spdup[s])); }
+ ESL_DASSERT1((best_per_start_v[s] != -1));
+ }
+
+ /* sort the best sub CM roots (1 per start group) by their speedup,
+ * this is an embarassing N^2 sorting, but biggest RNAs have ~ 100 starts, so this is okay I guess (LSU has ~140 starts)
+ */
+ int *sorted_best_roots_v;
+ int *sorted_best_roots_start;
+ float *sorted_best_roots_spdup;
+ int *already_chosen;
+ int s1, s2;
+ int best_cur_v;
+ int best_cur_start;
+ float best_cur_spdup;
+
+ ESL_ALLOC(sorted_best_roots_v, sizeof(int) * nstarts);
+ ESL_ALLOC(sorted_best_roots_start, sizeof(int) * nstarts);
+ ESL_ALLOC(sorted_best_roots_spdup, sizeof(int) * nstarts);
+ ESL_ALLOC(already_chosen, sizeof(int) * nstarts);
+ esl_vec_ISet(already_chosen, nstarts, FALSE);
+ for(s1 = 0; s1 < nstarts; s1++) {
+ best_cur_v = -1;
+ best_cur_start = -1;
+ best_cur_spdup = -eslINFINITY;
+ for(s2 = 0; s2 < nstarts; s2++) {
+ if(! already_chosen[s2]) {
+ if(best_per_start_spdup[s2] > best_cur_spdup) {
+ best_cur_v = best_per_start_v[s2];
+ best_cur_start = s2;
+ best_cur_spdup = best_per_start_spdup[s2];
+ }
+ }
+ }
+ sorted_best_roots_v[s1] = best_cur_v;
+ sorted_best_roots_start[s1] = best_cur_start;
+ sorted_best_roots_spdup[s1] = best_cur_spdup;
+ already_chosen[best_cur_start] = TRUE;
+ }
+ for(s1 = 0; s1 < nstarts; s1++) {
+ if(cfg->be_verbose) printf("SORTED rank: %d v: %d spdup: %.5f start: %d\n", s1, sorted_best_roots_v[s1], sorted_best_roots_spdup[s1], sorted_best_roots_start[s1]);
+ else { ESL_DPRINTF1(("SORTED rank: %d v: %d spdup: %.5f start: %d\n", s1, sorted_best_roots_v[s1], sorted_best_roots_spdup[s1], sorted_best_roots_start[s1])); }
+ ESL_DASSERT1((sorted_best_roots_v[s1] != -1));
+ }
+ *ret_sorted_best_roots_v = sorted_best_roots_v;
+
+ free(sorted_best_roots_start);
+ free(sorted_best_roots_spdup);
+ free(already_chosen);
+ free(best_per_start_v);
+ free(best_per_start_spdup);
+ for(v = 0; v < cm->M; v++) free(sorted_fil_vscAA[v]);
+ free(sorted_fil_vscAA);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "predict_best_sub_cm_roots(), memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: get_cmcalibrate_comlog_info
+ * Date: EPN, Mon Dec 31 14:59:52 2007
+ *
+ * Purpose: Create the cmcalibrate command info and creation date info
+ * to eventually be set in the CM's ComLog_t data structure.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ */
+static int
+get_cmcalibrate_comlog_info(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ int i;
+ long seed;
+ long temp;
+ int seedlen;
+ char *seedstr;
+
+ if(cfg->ccom != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_cmcalibrate_comlog_info(), cfg->ccom is non-NULL.");
+ if(cfg->cdate != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_cmcalibrate_comlog_info(), cfg->cdate is non-NULL.");
+
+
+ /* Set the cmbuild command info, the cfg->clog->bcom string */
+ for (i = 0; i < go->optind; i++) { /* copy all command line options, but not the command line args yet, we may need to append '-s ' before the args */
+ esl_strcat(&(cfg->ccom), -1, go->argv[i], -1);
+ esl_strcat(&(cfg->ccom), -1, " ", 1);
+ }
+ /* if -s NOT enabled, we need to append the seed info also */
+ seed = esl_randomness_GetSeed(cfg->r);
+ if(esl_opt_IsDefault(go, "-s")) {
+ if(cfg->r == NULL) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "get_cmcalibrate_comlog_info(), cfg->r is NULL but --gibbs enabled, shouldn't happen.");
+ temp = seed;
+ seedlen = 1;
+ while(temp > 0) { temp/=10; seedlen++; } /* determine length of stringized version of seed */
+ seedlen += 4; /* strlen(' -s ') */
+ ESL_ALLOC(seedstr, sizeof(char) * (seedlen+1));
+ sprintf(seedstr, " -s %ld ", seed);
+ esl_strcat((&cfg->ccom), -1, seedstr, seedlen);
+ }
+ else { /* -s was enabled, we'll do a sanity check */
+ if(seed != (long) esl_opt_GetInteger(go, "-s")) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "get_cmcalibrate_comlog_info(), cfg->r's seed is %ld, but -s was enabled with argument: %ld!, this shouldn't happen.", seed, (long) esl_opt_GetInteger(go, "-s"));
+ }
+
+ for (i = go->optind; i < go->argc; i++) { /* copy all command line options, but not the command line args yet, we may need to append '-s ' before the args */
+ esl_strcat(&(cfg->ccom), -1, go->argv[i], -1);
+ if(i < (go->argc-1)) esl_strcat(&(cfg->ccom), -1, " ", 1);
+ }
+
+ /* Set the cmcalibrate call date, the cfg->clog->bdate string */
+ time_t date = time(NULL);
+ if((status = esl_strdup(ctime(&date), -1, &(cfg->cdate))) != eslOK) goto ERROR;
+ esl_strchop(cfg->cdate, -1); /* doesn't return anything but eslOK */
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_cmcalibrate_comlog_info() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+
+/* Function: update_comlog
+ * Date: EPN, Mon Dec 31 15:14:26 2007
+ *
+ * Purpose: Update the CM's comlog info to reflect the current
+ * cmcalibrate call.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ */
+static int
+update_comlog(const ESL_GETOPTS *go, char *errbuf, char *ccom, char *cdate, CM_t *cm)
+{
+ int status;
+ int which_comlog; /* 1 or 2, 1 if we'll write to cm->ccom1 and cm->cdate1, 2 if we'll write to
+ * cm->ccom2 and cm->cdate2. Can only be 2 if --filonly enabled, otherwise
+ * we're creating new gumbel stats and/or filter thresholds, so any previous info
+ * in the CM file from previous cmcalibrate calls will be deleted/overwritten.
+ */
+
+ if(ccom == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_comlog(), ccom is non-NULL.");
+ if(cdate == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_comlog(), cdate is non-NULL.");
+
+ which_comlog = (esl_opt_GetBoolean(go, "--filonly")) ? 2 : 1; /* only way to write to comlog->ccom2, comlog->cdate2 is if --filonly was enabled */
+
+ /* 2 possible cases, case 1: we're writing/overwriting cm->comlog->ccom1, cm->comlog->cdate1,
+ * case 2: we're writing/overwriting cm->comlog->ccom2, cm->comlog->cdate2
+ */
+
+ if(which_comlog == 1) {
+ /* free all cmcalibrate comlog info, we're about to overwrite any information that any previous cmcalibrate
+ * call could have written to the cm file.
+ */
+ if(cm->comlog->ccom1 != NULL) { free(cm->comlog->ccom1); cm->comlog->ccom1 = NULL; }
+ if(cm->comlog->cdate1 != NULL) { free(cm->comlog->cdate1); cm->comlog->cdate1 = NULL; }
+ if(cm->comlog->ccom2 != NULL) { free(cm->comlog->ccom2); cm->comlog->ccom2 = NULL; }
+ if(cm->comlog->cdate2 != NULL) { free(cm->comlog->cdate2); cm->comlog->cdate2 = NULL; }
+
+ if((status = esl_strdup(ccom, -1, &(cm->comlog->ccom1))) != eslOK) goto ERROR;
+ if((status = esl_strdup(cdate,-1, &(cm->comlog->cdate1))) != eslOK) goto ERROR;
+ }
+ else { /* which_comlog == 2 */
+ /* if it exists, free comlog info comlog->ccom2, comlog->cdate2,, we're about to overwrite the info
+ * corresponding to that cmcalibrate call (the filter threshold information ONLY)
+ * First, assert we have comlog->ccom1, comlog->cdate1 */
+ if(cm->comlog->ccom1 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_comlog(), --filonly enabled, but cm->comlog->ccom1 is NULL.");
+ if(cm->comlog->ccom1 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_comlog(), --filonly enabled, but cm->comlog->cdate1 is NULL.");
+
+ if(cm->comlog->ccom2 != NULL) { free(cm->comlog->ccom2); cm->comlog->ccom2 = NULL; }
+ if(cm->comlog->cdate2 != NULL) { free(cm->comlog->cdate2); cm->comlog->cdate2 = NULL; }
+
+ if((status = esl_strdup(ccom, -1, &(cm->comlog->ccom2))) != eslOK) goto ERROR;
+ if((status = esl_strdup(cdate,-1, &(cm->comlog->cdate2))) != eslOK) goto ERROR;
+ }
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "update_comlog() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+
+/* format_time_string()
+ * Date: SRE, Fri Nov 26 15:06:28 1999 [St. Louis]
+ *
+ * Purpose: Given a number of seconds, format into
+ * hh:mm:ss.xx in a provided buffer.
+ *
+ * Args: buf - allocated space (128 is plenty!)
+ * sec - number of seconds
+ * do_frac - TRUE (1) to include hundredths of a sec
+ */
+static void
+format_time_string(char *buf, double sec, int do_frac)
+{
+ int h, m, s, hs;
+
+ h = (int) (sec / 3600.);
+ m = (int) (sec / 60.) - h * 60;
+ s = (int) (sec) - h * 3600 - m * 60;
+ if (do_frac) {
+ hs = (int) (sec * 100.) - h * 360000 - m * 6000 - s * 100;
+ sprintf(buf, "%02d:%02d:%02d.%02d", h,m,s,hs);
+ } else {
+ sprintf(buf, "%02d:%02d:%02d", h,m,s);
+ }
+}
+
+/* Function: print_cm_info
+ * Date: EPN, Tue Jan 8 05:51:47 2008
+ *
+ * Purpose: Print per-CM info to stdout.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ printf("%-8s %s\n", "CM:", cm->name);
+ if(esl_opt_GetBoolean(go, "--noqdb")) printf("%-8s %s %g\n", "beta:", "0.0 (--noqdb), for W calc: ", cm->beta);
+ else printf("%-8s %g\n", "beta:", cm->beta);
+ printf("%-8s %s\n", "command:", cfg->ccom);
+ printf("%-8s %s\n", "date:", cfg->cdate);
+ printf("%-8s %d\n", "nproc:", (cfg->nproc == 0) ? 1 : cfg->nproc);
+ printf("%-8s ", "fil cut:");
+ if (esl_opt_GetBoolean(go,"--gumonly")) printf("N/A (gumbel only)\n");
+ else if(esl_opt_GetBoolean(go,"--nc")) printf("NC (%.2f bits)\n", cm->nc);
+ else if(esl_opt_GetBoolean(go,"--tc")) printf("TC (%.2f bits)\n", cm->tc);
+ else if(esl_opt_GetBoolean(go,"--ga")) printf("GA (%.2f bits)\n", cm->ga);
+ else if(esl_opt_GetBoolean(go,"--all")) printf("none, all CM seqs accepted\n");
+ else printf("E value (%g)\n", esl_opt_GetReal(go, "--filE"));
+
+ if(esl_opt_GetBoolean(go,"--gumonly")) printf("%-8s N/A (gumbel only)\n", "db size:");
+ else {
+ printf("%-8s %.3f Mb\n", "db size:", (cfg->dbsize/1000000.));
+ }
+ printf("\n");
+ printf("%6s %3s %3s %3s %5s %6s %5s %5s percent complete %10s\n", "", "", "", "", "", "", "", "", "");
+ printf("%6s %3s %3s %3s %5s %6s %5s %5s [5.......50.......100] %10s\n", "stage", "mod", "cfg", "alg", "gumN", "len", "filN", "cut", "elapsed");
+ printf("%6s %3s %3s %3s %5s %6s %5s %5s %22s %10s\n", "------", "---", "---", "---", "-----", "------", "-----", "-----", "----------------------", "----------");
+ return eslOK;
+}
diff --git a/src/cmcalibrate.c b/src/cmcalibrate.c
new file mode 100644
index 0000000..3115b7f
--- /dev/null
+++ b/src/cmcalibrate.c
@@ -0,0 +1,3744 @@
+/* cmcalibrate.c
+ * Score a CM and a CM Plan 9 HMM against random sequence
+ * data to set the statistical parameters for E-value determination,
+ * and CP9 HMM filtering thresholds.
+ *
+ * EPN, Wed May 2 07:02:52 2007
+ * based on HMMER-2.3.2's hmmcalibrate.c from SRE
+ *
+ * MPI example:
+ * qsub -N testrun -j y -R y -b y -cwd -V -pe lam-mpi-tight 32 'mpirun C ./cmcalibrate --mpi foo.cm > foo.out'
+ *
+ ************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <assert.h>
+#include <limits.h>
+#include <math.h>
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <signal.h>
+#include <time.h>
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dmatrix.h"
+#include "esl_exponential.h"
+#include "esl_getopts.h"
+#include "esl_histogram.h"
+#include "esl_mpi.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_ratematrix.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#define MPI_FINISHED_EXP -1 /* message to send to workers */
+#define MPI_FINISHED_FILTER -2 /* message to send to workers */
+#define REALLYSMALLX 1e-20
+
+#include "funcs.h" /* external functions */
+#include "structs.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "set random number generator seed to <n>", 1 },
+ { "--forecast", eslARG_INT, NULL, NULL, NULL, NULL, NULL, NULL, "don't do calibration, forecast running time with <n> processors", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show list of undocumented developer options", 1 },
+#ifdef HAVE_MPI
+ { "--mpi", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "run as an MPI parallel program", 1 },
+#endif
+ /* options for exp tail fitting */
+ { "--exp-cmL-glc", eslARG_REAL, "1.5", NULL, "0.1<=x<=1000.", NULL,NULL, NULL, "set glocal CM Mb random seq length to <x>", 2 },
+ { "--exp-cmL-loc", eslARG_REAL, "1.5", NULL, "0.1<=x<=1000.", NULL,NULL, NULL, "set local CM Mb random seq length to <x>", 2 },
+ { "--exp-hmmLn-glc", eslARG_REAL, "15.", NULL, "2.<=x<=1000.", NULL,NULL, NULL, "set glocal HMM min Mb random seq length to <x>", 2 },
+ { "--exp-hmmLn-loc", eslARG_REAL, "15.", NULL, "2.<=x<=1000.", NULL,NULL, NULL, "set local HMM min Mb random seq length to <x>", 2 },
+ { "--exp-hmmLx", eslARG_REAL, "1000.",NULL, "10.<=x<=1001.", NULL,NULL, NULL, "set HMM max Mb random seq length to <x>", 2 },
+ { "--exp-fract", eslARG_REAL, "0.10", NULL, "0.01<=x<=1.0", NULL,NULL, NULL, "set min fraction of HMM vs CM DP calcs to <x>", 2 },
+ { "--exp-tailn-cglc", eslARG_INT, "250", NULL, "n>=100", NULL, NULL,"--exp-tailp","fit the top <n> hits/Mb in histogram for CM local modes", 2 },
+ { "--exp-tailn-cloc", eslARG_INT, "750", NULL, "n>=100", NULL, NULL,"--exp-tailp","fit the top <n> hits/Mb in histogram for CM glocal modes", 2 },
+ { "--exp-tailn-hglc", eslARG_INT, "25", NULL, "n>=10", NULL, NULL,"--exp-tailp","fit the top <n> hits/Mb in histogram for HMM local modes", 2 },
+ { "--exp-tailn-hloc", eslARG_INT, "75", NULL, "n>=10", NULL, NULL,"--exp-tailp","fit the top <n> hits/Mb in histogram for HMM glocal modes", 2 },
+ { "--exp-tailp", eslARG_REAL, NULL, NULL, "0.0<x<0.6",NULL, NULL, NULL, "set fraction of histogram tail to fit to exp tail to <x>", 2 },
+ { "--exp-tailxn", eslARG_INT, "1000", NULL, "n>=50", NULL, NULL,"--exp-tailp", "w/--exp-tailp, set max num hits in tail to fit as <n>", 2 },
+ { "--exp-beta", eslARG_REAL, "1E-15",NULL, "x>0", NULL, NULL,"--exp-no-qdb","set tail loss prob for QDB to <x>", 2 },
+ { "--exp-no-qdb", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "do not use QDBs for calibrating CM search modes", 2 },
+ { "--exp-hfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save fitted score histogram(s) to file <f>", 2 },
+ { "--exp-sfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save survival plot to file <f>", 2 },
+ { "--exp-qqfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save Q-Q plot for score histogram(s) to file <f>", 2 },
+ { "--exp-ffile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save lambdas for different tail fit probs to file <f>", 2 },
+ /* options for HMM filter threshold calculation */
+ { "--fil-N", eslARG_INT, "10000",NULL, "100<=n<=100000",NULL, NULL, NULL, "number of emitted sequences for HMM filter threshold calc", 3 },
+ { "--fil-F", eslARG_REAL, "0.993",NULL, "0<x<=1", NULL, NULL, NULL, "required fraction of seqs that survive HMM filter", 3},
+ { "--fil-tau", eslARG_REAL, "1e-7", NULL, "0.<x<1.01", NULL, NULL,"--fil-nonbanded", "set tail loss prob for HMM banding <x>", 3 },
+ { "--fil-gemit", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "during filter thresholding, always emit globally from CM", 3},
+ { "--fil-dfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL,"--exp-pfile", "save filter threshold data (HMM and CM scores) to file <s>", 3},
+ /* Other options */
+ { "--mxsize", eslARG_REAL, "2048.0",NULL, "x>0.", NULL, NULL, NULL, "set maximum allowable HMM banded DP matrix size to <x> Mb", 4 },
+ /* All options below are developer options, only shown if --devhelp invoked */
+ /* Developer option, print extra info */
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--forecast", "print arguably interesting info", 101},
+#ifdef HAVE_MPI
+ /* Developer option, for debugging */
+ { "--stall", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "arrest after start: for debugging MPI under gdb", 101 },
+#endif
+ /* Developer exponential tail options the average user doesn't need to know about */
+ { "--exp-random", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "use GC content of random null background model of CM", 102},
+ { "--exp-T", eslARG_REAL, NULL, NULL, NULL, NULL, NULL, NULL, "set bit sc cutoff for exp tail fitting to <x> [df: -INFTY]", 102 },
+ { "--exp-pfile", eslARG_INFILE, NULL, NULL, NULL, NULL, "--exp-gc", NULL, "read partition info for exp tails from file <f>", 102},
+ { "--exp-gc", eslARG_INFILE, NULL, NULL, NULL, NULL, NULL, NULL, "use GC content distribution from file <f>", 102},
+ /* Developer filter threshold options the average user doesn't need to know about */
+ { "--fil-nonbanded", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "do not use HMM banded search for filter calculation", 104},
+ { "--fil-aln2bands", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,"--fil-nonbanded", "derive HMM bands w/o scanning Forward/Backward", 104 },
+ { "--fil-Xtarg-hmm", eslARG_REAL, "2.0", NULL, "x>=1.00001", NULL, NULL, NULL, "target time for filtered search as <x> times HMM time", 104},
+ { "--fil-Xmin-hmm", eslARG_REAL, "1.1", NULL, "x>=1.00001",NULL, NULL, NULL, "minimum time for filtered search as <x> times HMM time", 104},
+ { "--fil-Starg-hmm", eslARG_REAL, NULL, NULL, "0.<x<1.01", NULL, NULL, NULL, "target survival fraction for filtered search is <x>", 104},
+ { "--fil-Smin-hmm", eslARG_REAL, NULL, NULL, "0.<x<1.01", NULL, NULL, NULL, "minimum survival fraction for filtered search is <x>", 104},
+ { "--fil-Smax-hmm", eslARG_REAL, "0.75", NULL, "0.<x<1.01", NULL, NULL, NULL, "maximum survival fraction for filtered search is <x>", 104},
+ /* Developer options related to experiment local begin/end modes */
+ { "--pebegin", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--pbegin", "set all local begins as equiprobable", 103 },
+ { "--pfend", eslARG_REAL, NULL, NULL, "0<x<1", NULL, NULL, "--pend", "set all local end probs to <x>", 103 },
+ { "--pbegin", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, NULL, NULL, "set aggregate local begin prob to <x>", 103 },
+ { "--pend", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, NULL, NULL, "set aggregate local end prob to <x>", 103 },
+ { "--no-null3", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "turn OFF the NULL3 post hoc additional null model", 103 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+struct cfg_s {
+ char *cmfile; /* name of input CM file */
+ ESL_RANDOMNESS *r;
+ ESL_ALPHABET *abc;
+ ESL_STOPWATCH *w_stage; /* stopwatch for each exp, filter stage */
+ double *gc_freq;
+ double *pgc_freq;
+ CMStats_t **cmstatsA; /* the CM stats data structures, 1 for each CM */
+ int ncm; /* what number CM we're on */
+ int be_verbose; /* print extra info */
+ int cmalloc; /* number of cmstats we have allocated */
+ char *tmpfile; /* tmp file we're writing to */
+ char *mode; /* write mode, "w" or "wb" */
+ int np; /* number of partitions, must be 1 unless --exp-pfile invoked,
+ * once set, is never changed */
+ int *pstart; /* [0..p..np-1], begin points for partitions, end pts are implicit */
+ float avg_hit_len; /* average CM hit length, calc'ed using QDB calculation algorithm */
+ double *dnull; /* double version of cm->null, for generating random seqs */
+
+ /* number of sequences and the length of each seq for exp tail fitting, set such that:
+ * exp_{cm,hmm}N_{loc,glc} are the number of 10 Kb seqs we'll search for CM/HMM local/glocal
+ * exponential tail fitting:
+ *
+ * exp_cmN_loc = (esl_opt_GetBoolean(go, "--exp-cmL-loc") * 1,000,000) / 100,000;
+ * exp_cmN_glc = (esl_opt_GetBoolean(go, "--exp-cmL-glc") * 1,000,000) / 100,000;
+ * exp_hmmN_loc = (esl_opt_GetBoolean(go, "--exp-hmmL-loc") * 1,000,000) / 100,000;
+ * exp_hmmN_glc = (esl_opt_GetBoolean(go, "--exp-hmmL-glc") * 1,000,000) / 100,000;
+ *
+ * We don't search just 1 long sequence (for ex of 1 Mb) b/c using sequence lengths
+ * above 10 Kb for exp tail calibration can yield millions of hits
+ * (for CM scans) before overlaps are removed, which requires a lot
+ * of memory.
+ */
+ int exp_cmN_loc; /* number of 10 Kb seqs for local CM exp tail fitting */
+ int exp_cmN_glc; /* number of 10 Kb seqs for glocal CM exp tail fitting */
+ int exp_hmmN_loc; /* number of 10 Kb seqs for local HMM exp tail fitting */
+ int exp_hmmN_glc; /* number of 10 Kb seqs for glocal HMM exp tail fitting */
+ int expL; /* the size of seq chunks to search, set as 10,000 (10 Kb) */
+
+ /* info for the comlog we'll add to the cmfiles */
+ char *ccom; /* command line used in this execution of cmcalibrate */
+ char *cdate; /* date of this execution of cmcalibrate */
+
+ /* the following data is modified for each CM, and in some cases for each exp mode for each CM,
+ * it is assumed to be 'current' in many functions.
+ */
+ float fil_cm_ncalcs; /* millions of calcs for full CM scan of 1 residue, with QDBs from beta == cm->beta_qdb */
+ float cp9_ncalcs; /* millions of calcs for CP9 HMM scan of 1 residue, updated when model is localfied */
+ /* mpi */
+ int do_mpi;
+ int my_rank;
+ int nproc;
+ int do_stall; /* TRUE to stall the program until gdb attaches */
+
+ /* Masters only (i/o streams) */
+ CMFILE *cmfp; /* open input CM file stream */
+ FILE *exphfp; /* optional output for exp tail histograms */
+ FILE *expsfp; /* optional output for exp tail survival plot */
+ FILE *expqfp; /* optional output for exp tail QQ file */
+ FILE *exptfitfp; /* optional output for exp tail fit file */
+ FILE *fildfp; /* optional output for filter scores */
+};
+
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "fit exp tails for E-values and determine HMM filter thresholds";
+
+static int init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+
+static void serial_master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#ifdef HAVE_MPI
+static int mpi_master (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int mpi_worker (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#endif
+
+static int process_filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ float **ret_cyk_scA, float **ret_ins_scA, float **ret_fwd_scA, int **ret_partA);
+static int initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int initialize_cmstats(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+
+static int set_partition_gc_freq(struct cfg_s *cfg, int p);
+static int fit_histogram(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, float *scores, int nscores, int exp_mode, double *ret_mu, double *ret_lambda, int *ret_nrandhits, float *ret_tailp);
+static int get_random_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, double *dnull, int L, ESL_DSQ **ret_dsq);
+static int get_cmemit_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, int *ret_L, int *ret_p, ESL_DSQ **ret_dsq);
+static int read_partition_file(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int switch_global_to_local(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, char *errbuf);
+extern int update_dp_calcs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int get_cmcalibrate_comlog_info(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int update_comlog(const ESL_GETOPTS *go, char *errbuf, char *ccom, char *cdate, CM_t *cm);
+static int get_hmm_filter_cutoffs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *cm_scA, float *fwd_scA, int *partA, int cm_mode, HMMFilterInfo_t *hfi);
+static int compare_fseq_by_cm_Eval (const void *a_void, const void *b_void);
+static int compare_fseq_by_fwd_Eval(const void *a_void, const void *b_void);
+static int set_dnull(CM_t *cm, char *errbuf, double **ret_dnull);
+static int print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+static int get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+static int print_per_cm_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int print_per_cm_summary (const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, double psec, double asec);
+static int print_exp_line(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, int exp_mode, int expN, int expL, int p, double psec);
+static int print_fil_line(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, int exp_mode, double psec);
+static int print_post_calibration_info (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, FILE *fp, CM_t *cm, double **exp_psecAA, double *fil_psecA, double **exp_asecAA, double *fil_asecA);
+static int estimate_time_for_exp_round (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int exp_mode, double *ret_sec_per_res);
+static int estimate_time_for_fil_round (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int exp_mode, double *ret_sec_per_seq);
+static int update_hmm_exp_length(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int get_genomic_sequence_from_hmm(const struct cfg_s *cfg, char *errbuf, CM_t *cm, int L, ESL_DSQ **ret_dsq);
+/*static int predict_time_for_exp_stage(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int exp_mode, int cmN, int hmmN, int expL, float *ret_seconds);*/
+/*static int print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);*/
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory allocation error, stopwatch could not be created.");
+ esl_stopwatch_Start(w);
+ struct cfg_s cfg;
+
+ int cmL_total_nt_loc;
+ int cmL_total_nt_glc;
+ int hmmL_total_nt_loc;
+ int hmmL_total_nt_glc;
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "--devhelp") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nexponential tail distribution fitting options :");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nHMM filter threshold calculation options :");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\nother options:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\nundocumented developer options for debugging:");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\nundocumented exp tail related developer options:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ puts("\nundocumented filter related developer options:");
+ esl_opt_DisplayHelp(stdout, go, 104, 2, 80);
+ puts("\nother undocumented developer options:");
+ esl_opt_DisplayHelp(stdout, go, 103, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nexponential tail distribution fitting options :");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nHMM filter threshold calculation options :");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\nother options:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ /* Check for incompatible option combinations I don't know how to disallow with esl_getopts */
+ if (((esl_opt_GetReal(go, "--fil-Xmin-hmm")) - (esl_opt_GetReal(go, "--fil-Xtarg-hmm"))) > REALLYSMALLX) {
+ printf("Error parsing options, --fil-Xmin-hmm <x> (%f) must be less than --fil-Xtarg-hmm <x> (%f).\n", esl_opt_GetReal(go, "--fil-Xmin-hmm"), esl_opt_GetReal(go, "--fil-Xtarg-hmm"));
+ exit(1);
+ }
+ if (! esl_opt_IsDefault(go, "--fil-Starg-hmm")) {
+ if (! esl_opt_IsDefault(go, "--fil-Smax-hmm")) {
+ if(((esl_opt_GetReal(go, "--fil-Starg-hmm")) - (esl_opt_GetReal(go, "--fil-Smax-hmm"))) > REALLYSMALLX) {
+ printf("Error parsing options, --fil-Starg-hmm <x> (%f) must be less than --fil-Smax-hmm <x> (%f).\n", esl_opt_GetReal(go, "--fil-Starg-hmm"), esl_opt_GetReal(go, "--fil-Smax-hmm"));
+ exit(1);
+ }
+ }
+ if (! esl_opt_IsDefault(go, "--fil-Smin-hmm")) {
+ if(((esl_opt_GetReal(go, "--fil-Smin-hmm")) - (esl_opt_GetReal(go, "--fil-Starg-hmm"))) > REALLYSMALLX) {
+ printf("Error parsing options, --fil-Smin-hmm <x> (%f) must be less than --fil-Starg-hmm <x> (%f).\n", esl_opt_GetReal(go, "--fil-Smin-hmm"), esl_opt_GetReal(go, "--fil-Starg-hmm"));
+ exit(1);
+ }
+ }
+ }
+ if (! esl_opt_IsDefault(go, "--fil-Smin-hmm")) {
+ if (! esl_opt_IsDefault(go, "--fil-Smax-hmm")) {
+ if(((esl_opt_GetReal(go, "--fil-Smin-hmm")) - (esl_opt_GetReal(go, "--fil-Smax-hmm"))) > REALLYSMALLX) {
+ printf("Error parsing options, --fil-Smin-hmm <x> (%f) must be less than --fil-Smax-hmm <x> (%f).\n", esl_opt_GetReal(go, "--fil-Smin-hmm"), esl_opt_GetReal(go, "--fil-Smax-hmm"));
+ exit(1);
+ }
+ }
+ }
+
+ /* Initialize configuration shared across all kinds of masters
+ * and workers in this .c file.
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ if (cfg.cmfile == NULL) cm_Fail("Failed to read <cmfile> argument from command line.");
+ cfg.r = NULL;
+ cfg.abc = NULL;
+ cfg.w_stage = NULL;
+ cfg.gc_freq = NULL;
+ cfg.pgc_freq = NULL;
+ cfg.be_verbose = FALSE;
+ cfg.cmalloc = 128;
+ cfg.tmpfile = NULL;
+ cfg.mode = NULL;
+ cfg.np = 1; /* default number of partitions is 1, changed if --exp-pfile */
+ cfg.pstart = NULL; /* allocated (by default to size 1) in init_master_cfg() */
+ cfg.avg_hit_len = 0.;
+ cfg.expL = 10000; /* 10 Kb chunks are searched */
+
+ /* Initial allocations for results per CM;
+ * we'll resize these arrays dynamically as we read more CMs.
+ */
+ cfg.cmalloc = 128;
+ ESL_ALLOC(cfg.cmstatsA, sizeof(CMStats_t *) * cfg.cmalloc);
+ cfg.ncm = 0;
+
+ cfg.ccom = NULL; /* created in get_cmcalibrate_comlog_info() for masters, stays NULL in workers */
+ cfg.cdate = NULL; /* created in get_cmcalibrate_comlog_info() for masters, stays NULL in workers */
+
+ cfg.fil_cm_ncalcs = 0;
+ cfg.cp9_ncalcs = 0;
+
+ cfg.do_mpi = FALSE;
+ cfg.my_rank = 0;
+ cfg.nproc = 0;
+ cfg.do_stall = FALSE;
+#ifdef HAVE_MPI
+ cfg.do_stall = esl_opt_GetBoolean(go, "--stall");
+#endif
+
+ /* calculate sequence lengths and quantities for exp tail fitting, */
+ cmL_total_nt_loc = (int) (1000000. * esl_opt_GetReal(go, "--exp-cmL-loc"));
+ cmL_total_nt_glc = (int) (1000000. * esl_opt_GetReal(go, "--exp-cmL-glc"));
+ hmmL_total_nt_loc = (int) (1000000. * esl_opt_GetReal(go, "--exp-hmmLn-loc"));
+ hmmL_total_nt_glc = (int) (1000000. * esl_opt_GetReal(go, "--exp-hmmLn-glc"));
+
+ /* determine the number of 10 Kb chunks (cfg.expL = 10000) to search to reach the totals */
+ if(cmL_total_nt_loc < (cfg.expL + 1)) cm_Fail("with --exp-cmL-loc <x>, <x> must be at least %.3f.", cfg.expL / 1000000.);
+ if(cmL_total_nt_glc < (cfg.expL + 1)) cm_Fail("with --exp-cmL-glc <x>, <x> must be at least %.3f.", cfg.expL / 1000000.);
+ if(hmmL_total_nt_loc < (cfg.expL + 1)) cm_Fail("with --exp-cmL-loc <x>, <x> must be at least %.3f.", cfg.expL / 1000000.);
+ if(hmmL_total_nt_glc < (cfg.expL + 1)) cm_Fail("with --exp-cmL-glc <x>, <x> must be at least %.3f.", cfg.expL / 1000000.);
+ cfg.exp_cmN_loc = (int) (((float) cmL_total_nt_loc / (float) cfg.expL) + 0.999999);
+ cfg.exp_cmN_glc = (int) (((float) cmL_total_nt_glc / (float) cfg.expL) + 0.999999);
+ cfg.exp_hmmN_loc = (int) (((float) hmmL_total_nt_loc / (float) cfg.expL) + 0.999999);
+ cfg.exp_hmmN_glc = (int) (((float) hmmL_total_nt_glc / (float) cfg.expL) + 0.999999);
+
+ cfg.cmfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.exphfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.expsfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.expqfp = NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.exptfitfp= NULL; /* ALWAYS remains NULL for mpi workers */
+ cfg.fildfp = NULL; /* ALWAYS remains NULL for mpi workers */
+
+ ESL_DASSERT1((EXP_CP9_GV == 0));
+ ESL_DASSERT1((EXP_CP9_GF == 1));
+ ESL_DASSERT1((EXP_CM_GC == 2));
+ ESL_DASSERT1((EXP_CM_GI == 3));
+ ESL_DASSERT1((EXP_CP9_LV == 4));
+ ESL_DASSERT1((EXP_CP9_LF == 5));
+ ESL_DASSERT1((EXP_CM_LC == 6));
+ ESL_DASSERT1((EXP_CM_LI == 7));
+ ESL_DASSERT1((EXP_NMODES == 8));
+ ESL_DASSERT1((FTHR_CM_GC == 0));
+ ESL_DASSERT1((FTHR_CM_GI == 1));
+ ESL_DASSERT1((FTHR_CM_LC == 2));
+ ESL_DASSERT1((FTHR_CM_LI == 3));
+ ESL_DASSERT1((FTHR_NMODES== 4));
+
+ /* This is our stall point, if we need to wait until we get a
+ * debugger attached to this process for debugging (especially
+ * useful for MPI):
+ */
+ while (cfg.do_stall);
+
+ /* Figure out who we are, and send control there:
+ * we might be an MPI master, an MPI worker, or a serial program.
+ */
+#ifdef HAVE_MPI
+ if (esl_opt_GetBoolean(go, "--mpi"))
+ {
+ char errbuf[cmERRBUFSIZE]; /* for error messages in mpi_master() */
+ if(! esl_opt_IsDefault(go, "--forecast")) cm_Fail("--forecast is incompatible with --mpi.");
+ cfg.do_mpi = TRUE;
+ MPI_Init(&argc, &argv);
+ MPI_Comm_rank(MPI_COMM_WORLD, &(cfg.my_rank));
+ MPI_Comm_size(MPI_COMM_WORLD, &(cfg.nproc));
+
+ if(cfg.nproc == 1) cm_Fail("MPI mode, but only 1 processor running... (did you run mpirun?)");
+
+ if (cfg.my_rank > 0) { status = mpi_worker(go, &cfg); }
+ else {
+ cm_banner(stdout, argv[0], banner);
+ status = mpi_master(go, &cfg, errbuf);
+ }
+ /* check status, if eslOK, we continue, else we exit. either way we call MPI_Finalize() */
+ if(status == eslOK) {
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_MPIReduce(w, 0, MPI_COMM_WORLD);
+ MPI_Finalize();
+ }
+ else { /* status != eslOK, master has error message in errbuf, worker does not */
+ MPI_Finalize();
+ if(cfg.my_rank == 0) cm_Fail(errbuf); /* master */
+ else return 0; /* worker */
+ }
+ }
+ else
+#endif /*HAVE_MPI*/
+ {
+ cm_banner(stdout, argv[0], banner);
+ serial_master(go, &cfg);
+ esl_stopwatch_Stop(w);
+ }
+
+ if(esl_opt_IsDefault(go, "--forecast") && cfg.my_rank == 0) { /* master, serial or mpi */
+ /* Rewind the CM file for a second pass.
+ * Write a temporary CM file with new stats information in it
+ */
+ int status;
+ int cmi;
+ CM_t *cm;
+ FILE *outfp;
+ sigset_t blocksigs; /* list of signals to protect from */
+ char errbuf[cmERRBUFSIZE];
+
+ CMFileRewind(cfg.cmfp);
+ if (esl_FileExists(cfg.tmpfile)) cm_Fail("Ouch. Temporary file %s appeared during the run.", cfg.tmpfile);
+ if ((outfp = fopen(cfg.tmpfile, cfg.mode)) == NULL) cm_Fail("Ouch. Temporary file %s couldn't be opened for writing.", cfg.tmpfile);
+
+ for (cmi = 0; cmi < cfg.ncm; cmi++) {
+ if ((status = CMFileRead(cfg.cmfp, errbuf, &(cfg.abc), &cm)) != eslOK) cm_Fail("Ran out of CMs too early in pass 2");
+ if (cm == NULL) cm_Fail("CM file %s was corrupted? Parse failed in pass 2", cfg.cmfile);
+
+ /* update the cm->comlog info */
+ if((status = update_comlog(go, errbuf, cfg.ccom, cfg.cdate, cm)) != eslOK) cm_Fail(errbuf);
+
+ if(cm->flags & CMH_EXPTAIL_STATS) FreeCMStats(cm->stats);
+ cm->stats = cfg.cmstatsA[cmi];
+ cm->flags |= CMH_EXPTAIL_STATS;
+ cm->flags |= CMH_FILTER_STATS;
+ if((status = CMFileWrite(outfp, cm, cfg.cmfp->is_binary, errbuf)) != eslOK) cm_Fail(go->errbuf);
+ FreeCM(cm);
+ } /* end of from idx = 0 to ncm */
+
+ /* Now, carefully remove original file and replace it
+ * with the tmpfile. Note the protection from signals;
+ * we wouldn't want a user to ctrl-C just as we've deleted
+ * their CM file but before the new one is moved.
+ */
+ CMFileClose(cfg.cmfp);
+ if (fclose(outfp) != 0) cm_Fail("system error during rewrite of CM file");
+ if (sigemptyset(&blocksigs) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (sigaddset(&blocksigs, SIGINT) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (sigprocmask(SIG_BLOCK, &blocksigs, NULL) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (remove(cfg.cmfile) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (rename(cfg.tmpfile, cfg.cmfile) != 0) cm_Fail("system error during rewrite of CM file.");;
+ if (sigprocmask(SIG_UNBLOCK, &blocksigs, NULL) != 0) cm_Fail("system error during rewrite of CM file.");;
+ free(cfg.tmpfile);
+
+ /* master specific cleaning */
+ if (cfg.exphfp != NULL) {
+ fclose(cfg.exphfp);
+ printf("# Histogram of high scoring hits in random seqs saved to file %s.\n", esl_opt_GetString(go, "--exp-hfile"));
+ }
+ if (cfg.expsfp != NULL) {
+ fclose(cfg.expsfp);
+ printf("# Survival plot for exponential tails saved to file %s.\n", esl_opt_GetString(go, "--exp-sfile"));
+ }
+ if (cfg.expqfp != NULL) {
+ fclose(cfg.expqfp);
+ printf("# Exponential tail QQ plots saved to file %s.\n", esl_opt_GetString(go, "--exp-qqfile"));
+ }
+ if (cfg.exptfitfp != NULL) {
+ fclose(cfg.exptfitfp);
+ printf("# Exponential tail fit points saved to file %s.\n", esl_opt_GetString(go, "--exp-ffile"));
+ }
+ if (cfg.fildfp != NULL) {
+ fclose(cfg.fildfp);
+ printf("# Filter histograms saved to file %s.\n", esl_opt_GetString(go, "--fil-dfile"));
+ }
+ if (cfg.ccom != NULL) free(cfg.ccom);
+ if (cfg.cdate != NULL) free(cfg.cdate);
+ if (cfg.cmstatsA != NULL) free(cfg.cmstatsA);
+ }
+
+ /* clean up */
+ if (cfg.abc != NULL) esl_alphabet_Destroy(cfg.abc);
+ if (cfg.pstart != NULL) free(cfg.pstart);
+ if (cfg.w_stage != NULL) esl_stopwatch_Destroy(cfg.w_stage);
+ if (cfg.r != NULL) esl_randomness_Destroy(cfg.r);
+ if (cfg.my_rank == 0) {
+ printf("#\n");
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ }
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 1; /* NEVERREACHED */
+}
+
+/* init_master_cfg()
+ * Called by masters, mpi or serial.
+ * Allocates/sets:
+ * cfg->cmfp - open CM file
+ * cfg->exphfp - optional output file
+ * cfg->expsfp - optional output file
+ * cfg->expqfp - optional output file
+ * cfg->fildfp - optional output file
+ * cfg->gc_freq - observed GC freqs (if --exp-gc invoked)
+ * cfg->cmstatsA - the stats, allocated only
+ * cfg->np - number of partitions, never changes once set
+ * cfg->pstart - array of partition starts
+ * cfg->r - source of randomness
+ * cfg->tmpfile - temp file for rewriting cm file
+ * cfg->be_verbose - print extra info?
+ * Errors in the MPI master here are considered to be "recoverable",
+ * in the sense that we'll try to delay output of the error message
+ * until we've cleanly shut down the worker processes. Therefore
+ * errors return (code, errbuf) by the ESL_FAIL mech.
+ */
+static int
+init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+
+ /* open CM file */
+ if ((cfg->cmfp = CMFileOpen(cfg->cmfile, NULL)) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open covariance model save file %s\n", cfg->cmfile);
+
+ /* optionally, open exp tail histogram file */
+ if (esl_opt_GetString(go, "--exp-hfile") != NULL)
+ {
+ if ((cfg->exphfp = fopen(esl_opt_GetString(go, "--exp-hfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open exp tail histogram save file %s for writing\n", esl_opt_GetString(go, "--exp-hfile"));
+ }
+
+ /* optionally, open survival plot */
+ if (esl_opt_GetString(go, "--exp-sfile") != NULL)
+ {
+ if ((cfg->expsfp = fopen(esl_opt_GetString(go, "--exp-sfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open survival plot save file %s for writing\n", esl_opt_GetString(go, "--exp-sfile"));
+ }
+
+ /* optionally, open exp tail QQ plot file */
+ if (esl_opt_GetString(go, "--exp-qqfile") != NULL)
+ {
+ if ((cfg->expqfp = fopen(esl_opt_GetString(go, "--exp-qqfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open exp tail QQ plot save file %s for writing\n", esl_opt_GetString(go, "--exp-qqfile"));
+ }
+
+ /* optionally, open exp tail tail fit prob file */
+ if (esl_opt_GetString(go, "--exp-ffile") != NULL)
+ {
+ if ((cfg->exptfitfp = fopen(esl_opt_GetString(go, "--exp-ffile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open exp tail save file %s for writing\n", esl_opt_GetString(go, "--exp-ffile"));
+ }
+
+ /* optionally, open filter threshold data file */
+ if (esl_opt_GetString(go, "--fil-dfile") != NULL) {
+ if ((cfg->fildfp = fopen(esl_opt_GetString(go, "--fil-dfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --fil-dfile output file %s\n", esl_opt_GetString(go, "--fil-dfile"));
+ }
+
+ /* optionally, get distribution of GC content from an input database (default is use cm->null for GC distro) */
+ if(esl_opt_GetString(go, "--exp-gc") != NULL) {
+ ESL_ALPHABET *tmp_abc = NULL;
+ tmp_abc = esl_alphabet_Create(eslRNA);
+ ESL_SQFILE *dbfp;
+ status = esl_sqfile_Open(esl_opt_GetString(go, "--exp-gc"), eslSQFILE_UNKNOWN, NULL, &dbfp);
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "No such file: %s.", esl_opt_GetString(go, "--exp-gc"));
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "file: %s format unrecognized.", esl_opt_GetString(go, "--exp-gc"));
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Failed to open sequence database file %s, code %d.", esl_opt_GetString(go, "--exp-gc"), status);
+ if((status = GetDBInfo(tmp_abc, dbfp, errbuf, NULL, NULL, &(cfg->gc_freq))) != eslOK) return status;
+ esl_vec_DNorm(cfg->gc_freq, GC_SEGMENTS);
+ esl_alphabet_Destroy(tmp_abc);
+ esl_sqfile_Close(dbfp);
+ /* allocate pgc_freq, the gc freqs per partition, used to sample seqs for different partitions */
+ ESL_ALLOC(cfg->pgc_freq, sizeof(double) * GC_SEGMENTS);
+ }
+
+ /* set up the partition data that's used for all CMs */
+ if(esl_opt_IsDefault(go, "--exp-pfile")) { /* by default we have 1 partition 0..100 */
+ ESL_ALLOC(cfg->pstart, sizeof(int) * 1);
+ cfg->np = 1;
+ cfg->pstart[0] = 0;
+ }
+ else { /* setup cfg->np and cfg->pstart in read_partition_file() */
+ if((status = read_partition_file(go, cfg, errbuf)) != eslOK) return status;
+ }
+
+ if (esl_opt_GetString(go, "--fil-dfile") != NULL) { if(cfg->np != 1) ESL_FAIL(eslEINVAL, errbuf, "--fil-dfile only works with a single partition\n"); }
+
+ cfg->be_verbose = FALSE;
+ if (esl_opt_GetBoolean(go, "-v")) cfg->be_verbose = TRUE;
+
+ /* seed master's RNG */
+ if (! esl_opt_IsDefault(go, "-s"))
+ cfg->r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else cfg->r = esl_randomness_CreateTimeseeded();
+
+ /* create the stopwatch */
+ cfg->w_stage = esl_stopwatch_Create();
+
+ /* From HMMER 2.4X hmmcalibrate.c:
+ * Generate calibrated CM(s) in a tmp file in the current
+ * directory. When we're finished, we delete the original
+ * CM file and rename() this one. That way, the worst
+ * effect of a catastrophic failure should be that we
+ * leave a tmp file lying around, but the original CM
+ * file remains uncorrupted. tmpnam() doesn't work portably here,
+ * because it'll put the file in /tmp and we won't
+ * necessarily be able to rename() it from there.
+ */
+ ESL_ALLOC(cfg->tmpfile, (sizeof(char) * (strlen(cfg->cmfile) + 5)));
+ strcpy(cfg->tmpfile, cfg->cmfile);
+ strcat(cfg->tmpfile, ".xxx"); /* could be more inventive here... */
+ if (esl_FileExists(cfg->tmpfile))
+ ESL_FAIL(eslFAIL, errbuf, "temporary file %s already exists; please delete it first", cfg->tmpfile);
+ if (cfg->cmfp->is_binary) cfg->mode = "wb";
+ else cfg->mode = "w";
+
+ if(cfg->r == NULL) ESL_FAIL(eslEMEM, errbuf, "Failed to create master RNG.");
+ if(cfg->w_stage == NULL) ESL_FAIL(eslEMEM, errbuf, "Failed to create stopwatch.");
+
+ /* fill cfg->ccom, and cfg->cdate */
+ if((status = get_cmcalibrate_comlog_info(go, cfg, errbuf)) != eslOK) return status;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "init_master_cfg(), memory allocation error.");
+ return eslEMEM; /* NEVER REACHED */
+}
+
+/* serial_master()
+ * The serial version of cmcalibrate.
+ *
+ * A master can only return if it's successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+serial_master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status; /* Easel status */
+ char errbuf[cmERRBUFSIZE]; /* for printing error messages */
+ CM_t *cm = NULL; /* the CM */
+ int cmi; /* CM index, which model we're working on */
+ int p; /* partition index */
+ char time_buf[128]; /* string for printing elapsed time (safely holds up to 10^14 years) */
+ void *tmp; /* ptr for ESL_RALLOC */
+ long seed; /* RNG seed */
+ int exp_mode; /* ctr over exp tail modes */
+ double cm_psec; /* predicted number of seconds for calibrating current CM */
+ double cm_asec; /* predicted number of seconds for calibrating current CM */
+ double total_psec = 0.; /* predicted number of seconds for calibrating all CMs */
+ double total_asec = 0.; /* predicted number of seconds for calibrating all CMs */
+ double **exp_asecAA; /* stores actual timings for each exp tail fit stage, for each CM, each partition */
+ double *fil_asecA; /* stores actual timings for each filter stage for each CM */
+ double **exp_psecAA; /* stores predicted timings for each exp tail fit stage, for each CM, each partition */
+ double *fil_psecA; /* stores predicted timings for each filter stage for each CM */
+ double psec; /* predicted seconds */
+
+ /* exptail related vars */
+ int expN; /* number of length <expL> sequences to search for exp tail fitting of current exp mode */
+ int exp_cm_cyk_mode; /* CYK exp mode CM is in EXP_CM_LC or EXP_CM_GC */
+ int exp_cm_ins_mode; /* Inside exp mode CM is in EXP_CM_LI or EXP_CM_GI */
+ int exp_scN = 0; /* number of hits reported thus far, for all seqs */
+ float *exp_scA = NULL; /* [0..exp_scN-1] hit scores for all seqs */
+ ESL_DSQ *dsq = NULL; /* digitized sequence to search */
+ search_results_t *results; /* results (hits) from current sequence */
+ double *dnull = NULL; /* double version of cm->null, for generating random seqs */
+ int i; /* counter over sequences */
+ int h; /* counter over hits */
+ double tmp_mu, tmp_lambda; /* temporary mu and lambda used for setting exp tails */
+ int tmp_nrandhits; /* temporary number of rand hits found */
+ float tmp_tailp; /* temporary tail mass probability fit to an exponential */
+
+ /* filter threshold related vars */
+ int filN = esl_opt_GetInteger(go, "--fil-N"); /* number of sequences to search for filter threshold calculation */
+ int fthr_mode = 0; /* CM mode for filter threshold calculation, FTHR_CM_GC, FTHR_CM_GI, FTHR_CM_LC, FTHR_CM_LI */
+ float *fil_cyk_scA = NULL; /* [0..filN-1] best cm cyk score for each emitted seq */
+ float *fil_ins_scA = NULL; /* [0..filN-1] best cm insidei score for each emitted seq */
+ float *fil_fwd_scA = NULL; /* [0..filN-1] best cp9 Forward score for each emitted seq */
+ int *fil_partA = NULL; /* [0..filN-1] partition of CM emitted seq */
+ int fil_cm_cyk_mode; /* CYK fthr mode CM is in FTHR_CM_LC or FTHR_CM_GC */
+ int fil_cm_ins_mode; /* Inside fthr mode CM is in FTHR_CM_LI or FTHR_CM_GI */
+
+
+ if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ if ((status = print_run_info (go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ while ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK)
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ cfg->ncm++;
+ if(cfg->ncm == cfg->cmalloc) { /* expand our memory */
+ cfg->cmalloc += 128;
+ ESL_RALLOC(cfg->cmstatsA, tmp, sizeof(CMStats_t *) * cfg->cmalloc);
+ }
+ cmi = cfg->ncm-1;
+
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = initialize_cmstats(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) cm_Fail(errbuf);
+ if((status = print_per_cm_column_headings(go, cfg, errbuf, cm))!= eslOK) cm_Fail(errbuf);
+ if((status = update_hmm_exp_length(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if(esl_opt_IsDefault(go, "--exp-gc")) { /* only setup dnull if --exp-gc NOT enabled */
+ if((status = set_dnull(cm, errbuf, &dnull)) != eslOK) cm_Fail(errbuf);
+ }
+
+ /* allocate the exp_{a,p}secAA and fil_{a,p}secA arrays that hold {actual,predicted} times */
+ ESL_ALLOC(exp_asecAA, sizeof(double *) * (EXP_NMODES));
+ ESL_ALLOC(fil_asecA, sizeof(double) * (EXP_NMODES));
+ ESL_ALLOC(exp_psecAA, sizeof(double *) * (EXP_NMODES));
+ ESL_ALLOC(fil_psecA, sizeof(double) * (EXP_NMODES));
+ esl_vec_DSet(fil_asecA, EXP_NMODES, 0.);
+ esl_vec_DSet(fil_psecA, EXP_NMODES, 0.);
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ ESL_ALLOC(exp_asecAA[exp_mode], sizeof(double) * (cfg->np));
+ ESL_ALLOC(exp_psecAA[exp_mode], sizeof(double) * (cfg->np));
+ esl_vec_DSet(exp_asecAA[exp_mode], cfg->np, 0.);
+ esl_vec_DSet(exp_psecAA[exp_mode], cfg->np, 0.);
+ }
+ cm_psec = cm_asec = 0.;
+
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ if(ExpModeIsLocal(exp_mode)) { expN = ExpModeIsForCM(exp_mode) ? cfg->exp_cmN_loc : cfg->exp_hmmN_loc; }
+ else { expN = ExpModeIsForCM(exp_mode) ? cfg->exp_cmN_glc : cfg->exp_hmmN_glc; }
+
+ /* do we need to switch from glocal configuration to local? */
+ if(exp_mode > 0 && (! ExpModeIsLocal(exp_mode-1)) && ExpModeIsLocal(exp_mode)) {
+ if((status = switch_global_to_local(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) cm_Fail(errbuf);
+ }
+ /* update search info for round 0 (final round) for exp tail mode */
+ UpdateSearchInfoForExpMode(cm, 0, exp_mode);
+
+ /* We want to use the same seqs for exp tail fittings of all CM modes and HMM modes,
+ * so we free RNG, then create a new one and reseed it with the initial seed,
+ * The following pairs of modes will have identical sequences used for each member of the pair:
+ * 1. EXP_CP9_GV and EXP_CP9_GF
+ * 2. EXP_CM_GC and EXP_CM_GI
+ * 3. EXP_CP9_LV and EXP_CP9_LF
+ * 4. EXP_CM_LC and EXP_CM_LI
+ */
+ seed = esl_randomness_GetSeed(cfg->r);
+ esl_randomness_Destroy(cfg->r);
+ cfg->r = esl_randomness_Create(seed);
+
+ /************************************/
+ /* exponential tail fitting section */
+ /************************************/
+ /* calculate exp tails for this exp mode */
+ /* determine length of seqs to search for exp tail fitting */
+ ESL_DASSERT1((cfg->np == cfg->cmstatsA[cmi]->np));
+ for (p = 0; p < cfg->np; p++) {
+ if(cfg->gc_freq != NULL) set_partition_gc_freq(cfg, p);
+ /* estimate time for this round */
+ if(p == 0) {
+ if((status = estimate_time_for_exp_round(go, cfg, errbuf, cm, exp_mode, &psec)) != eslOK) cm_Fail(errbuf);
+ psec *= expN * cfg->expL; /* psec was per residue */
+ /* with --forecast, take into account parallelization */
+ if((! esl_opt_IsDefault(go, "--forecast")) && (esl_opt_GetInteger(go, "--forecast") > 1)) psec /= (esl_opt_GetInteger(go, "--forecast") - 1);
+ }
+ else psec = exp_psecAA[exp_mode][0];
+ exp_psecAA[exp_mode][p] = psec;
+ cm_psec += psec;
+ total_psec += psec;
+ print_exp_line(go, cfg, errbuf, exp_mode, expN, cfg->expL, p, psec);
+ if(! esl_opt_IsDefault(go, "--forecast")) continue; /* special mode, we don't do the calibration, just print the predicting timings */
+
+ esl_stopwatch_Start(cfg->w_stage);
+ fflush(stdout);
+
+ ESL_DPRINTF1(("\n\ncalling ProcessSearchWorkunit to fit exp tail for p: %d EXP mode: %d\n", p, exp_mode));
+
+ exp_scN = 0;
+ for(i = 0; i < expN; i++) {
+ /* do the work, fit the histogram, update exp tail info in cmstats */
+ /* generate sequence, either randomly from background null or from hard-wired 5 state HMM that emits genome like sequence */
+ if(esl_opt_GetBoolean(go, "--exp-random")) {
+ if((status = get_random_dsq(cfg, errbuf, cm, dnull, cfg->expL, &dsq)) != eslOK) cm_Fail(errbuf);
+ }
+ else {
+ if((status = get_genomic_sequence_from_hmm(cfg, errbuf, cm, cfg->expL, &dsq)) != eslOK) cm_Fail(errbuf);
+ }
+ if((status = ProcessSearchWorkunit (cm, errbuf, dsq, cfg->expL, &results, esl_opt_GetReal(go, "--mxsize"), cfg->my_rank, NULL, NULL)) != eslOK) cm_Fail(errbuf);
+ RemoveOverlappingHits(results, 1, cfg->expL);
+
+ if(results->num_results > 0) {
+ if(i == 0) ESL_ALLOC (exp_scA, sizeof(float) * (exp_scN + results->num_results));
+ else ESL_RALLOC(exp_scA, tmp, sizeof(float) * (exp_scN + results->num_results));
+ for(h = 0; h < results->num_results; h++) exp_scA[(exp_scN+h)] = results->data[h].score;
+ exp_scN += results->num_results;
+ }
+ FreeResults(results);
+ free(dsq);
+ }
+ if(cfg->exptfitfp != NULL) {
+ fprintf(cfg->exptfitfp, "# CM: %s\n", cm->name);
+ fprintf(cfg->exptfitfp, "# mode: %12s\n", DescribeExpMode(exp_mode));
+ }
+ if((status = fit_histogram(go, cfg, errbuf, exp_scA, exp_scN, exp_mode, &tmp_mu, &tmp_lambda, &tmp_nrandhits, &tmp_tailp)) != eslOK) cm_Fail(errbuf);
+ SetExpInfo(cfg->cmstatsA[cmi]->expAA[exp_mode][p], tmp_lambda, tmp_mu, (long) (cfg->expL * expN), tmp_nrandhits, tmp_tailp);
+
+ esl_stopwatch_Stop(cfg->w_stage);
+ exp_asecAA[exp_mode][p] = cfg->w_stage->elapsed;
+ cm_asec += cfg->w_stage->elapsed;
+ total_asec += cfg->w_stage->elapsed;
+ FormatTimeString(time_buf, cfg->w_stage->elapsed, FALSE);
+ printf(" %10s\n", time_buf);
+ free(exp_scA);
+ } /* end of for loop over partitions */
+
+ /****************************/
+ /* filter threshold section */
+ /****************************/
+ if(exp_mode == EXP_CM_GI || exp_mode == EXP_CM_LI) { /* CM Inside mode, only time we do filter threshold calculations, we'll fill in CYK AND Inside thresholds */
+ /* estimate time for this round */
+ if((status = estimate_time_for_fil_round(go, cfg, errbuf, cm, exp_mode, &psec)) != eslOK) cm_Fail(errbuf);
+ psec *= filN;
+ /* with --forecast, take into account parallelization */
+ if((! esl_opt_IsDefault(go, "--forecast")) && (esl_opt_GetInteger(go, "--forecast") > 1)) psec /= (esl_opt_GetInteger(go, "--forecast") - 1);
+ fil_psecA[exp_mode] = psec;
+ cm_psec += psec;
+ total_psec += psec;
+ print_fil_line(go, cfg, errbuf, exp_mode, psec);
+ if(! esl_opt_IsDefault(go, "--forecast")) continue; /* special mode, we don't do the calibration, just print the predicting timings */
+
+ esl_stopwatch_Start(cfg->w_stage);
+ fthr_mode = ExpModeToFthrMode(exp_mode);
+ /* search emitted sequences to get filter thresholds for HMM and each candidate sub CM root state */
+ ESL_DPRINTF1(("\n\ncalling process_filter_workunit to get HMM filter thresholds for p: %d mode: %d\n", p, exp_mode));
+
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, filN, &fil_cyk_scA, &fil_ins_scA, &fil_fwd_scA, &fil_partA)) != eslOK) cm_Fail(errbuf);
+
+ exp_cm_cyk_mode = (cm->flags & CMH_LOCAL_BEGIN) ? EXP_CM_LC : EXP_CM_GC;
+ exp_cm_ins_mode = (cm->flags & CMH_LOCAL_BEGIN) ? EXP_CM_LI : EXP_CM_GI;
+ fil_cm_cyk_mode = (cm->flags & CMH_LOCAL_BEGIN) ? FTHR_CM_LC : FTHR_CM_GC;
+ fil_cm_ins_mode = (cm->flags & CMH_LOCAL_BEGIN) ? FTHR_CM_LI : FTHR_CM_GI;
+ /* set cutoffs for forward HMM filters, first for CYK, then for Inside */
+ if((status = get_hmm_filter_cutoffs(go, cfg, errbuf, cm, fil_cyk_scA, fil_fwd_scA, fil_partA, exp_cm_cyk_mode, cfg->cmstatsA[cmi]->hfiA[fil_cm_cyk_mode])) != eslOK) cm_Fail(errbuf);
+ if((status = get_hmm_filter_cutoffs(go, cfg, errbuf, cm, fil_ins_scA, fil_fwd_scA, fil_partA, exp_cm_ins_mode, cfg->cmstatsA[cmi]->hfiA[fil_cm_ins_mode])) != eslOK) cm_Fail(errbuf);
+ free(fil_cyk_scA);
+ free(fil_ins_scA);
+ free(fil_fwd_scA);
+ free(fil_partA);
+
+ esl_stopwatch_Stop(cfg->w_stage);
+ fil_asecA[exp_mode] = cfg->w_stage->elapsed;
+ cm_asec += cfg->w_stage->elapsed;
+ total_asec += cfg->w_stage->elapsed;
+ FormatTimeString(time_buf, cfg->w_stage->elapsed, FALSE);
+ printf(" %10s\n", time_buf);
+ }
+ } /* end of for(exp_mode = 0; exp_mode < NCMMODES; exp_mode++) */
+ if(cfg->be_verbose) if((status = debug_print_cmstats(cm, errbuf, cfg->cmstatsA[cmi], TRUE)) != eslOK) cm_Fail(errbuf);
+ print_per_cm_summary(go, cfg, errbuf, cm, cm_psec, cm_asec);
+ if(esl_opt_IsDefault(go, "--forecast")) { if((status = print_post_calibration_info(go, cfg, errbuf, stdout, cm, exp_psecAA, fil_psecA, exp_asecAA, fil_asecA)) != eslOK) cm_Fail(errbuf); }
+ free(dnull);
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ free(exp_asecAA[exp_mode]);
+ free(exp_psecAA[exp_mode]);
+ }
+ free(exp_asecAA);
+ free(exp_psecAA);
+ free(fil_asecA);
+ free(fil_psecA);
+ FreeCM(cm);
+ printf("//\n");
+ fflush(stdout);
+ }
+ if(status != eslEOF) cm_Fail(errbuf);
+
+ if(cfg->ncm > 1 && (! esl_opt_IsDefault(go, "--forecast"))) {
+ fprintf(stdout, "#\n");
+ FormatTimeString(time_buf, total_psec, FALSE);
+ fprintf(stdout, "# total predicted time for all %d CMs: %s\n", cfg->ncm, time_buf);
+ fprintf(stdout, "#\n");
+ }
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return; /*NEVERREACHED*/
+}
+
+#ifdef HAVE_MPI
+/* mpi_master()
+ * The MPI version of cmcalibrate
+ * Follows standard pattern for a master/worker load-balanced MPI program
+ * (SRE notes J1/78-79).
+ *
+ * A master returns eslOK if it's successful.
+ * Errors in an MPI master come in two classes: recoverable and nonrecoverable.
+ * If a recoverable error occurs, errbuf is filled with an error message
+ * from the master or a worker, and it's sent back while returning a
+ * non-eslOK error code.
+ *
+ * Recoverable errors include most worker-side errors, and any
+ * master-side error that do not affect MPI communication. Error
+ * messages from recoverable messages are delayed until we've cleanly
+ * shut down the workers. The
+ *
+ * Some worker side errors (such as ESL_ALLOCs) are likely to be
+ * unrecoverable and will almost certainly cause MPI to crash
+ * uncleanly, they're only here because I couldn't find a way around
+ * them without massive reimplementation. Hopefully they rarely occur.
+ *
+ * Unrecoverable errors are master-side errors that may affect MPI
+ * communication, meaning we cannot count on being able to reach the
+ * workers and shut them down. Unrecoverable errors result in immediate
+ * cm_Fail()'s, which will cause MPI to shut down the worker processes
+ * uncleanly.
+ */
+static int
+mpi_master(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int xstatus = eslOK; /* changes from OK on recoverable error */
+ int status; /* Easel status */
+ CM_t *cm = NULL; /* the CM */
+ int cmi; /* CM index, which model we're working on */
+ int p; /* partition index */
+ char time_buf[128]; /* string for printing elapsed time (safely holds up to 10^14 years) */
+ void *tmp; /* ptr for ESL_RALLOC */
+ int n, i; /* counters */
+ int have_work = TRUE; /* TRUE while work remains */
+ int nproc_working = 0; /* number of worker processes working, up to nproc-1 */
+ int wi; /* rank of next worker to get a job to work on */
+ int wi_error = 0; /* worker index that sent back an error message, if an error occurs */
+ char *buf = NULL; /* input/output buffer, for packed MPI messages */
+ int bn = 0; /* size of buf */
+ int pos = 1; /* posn in buf */
+ int nseq_sent = 0; /* number of seqs we've told workers to work on */
+ int nseq_this_worker = 0; /* number of seqs to tell current worker to work on */
+ int nseq_just_recv = 0; /* number of seqs we just received scores for from a worker */
+ int nseq_recv = 0; /* number of seqs we've received thus far this round from workers */
+ MPI_Status mpistatus; /* MPI status... */
+ int msg; /* holds integer telling workers we've finished current stage */
+ int exp_mode; /* ctr over exp tail modes */
+ int h; /* ctr over hits */
+ long seed; /* for seeding the master's RNG */
+ /* variables for predicted and actual timings */
+ double psec; /* predicted number of seconds */
+ double cm_psec; /* predicted number of seconds for calibrating current CM */
+ double cm_asec; /* predicted number of seconds for calibrating current CM */
+ double total_asec = 0.; /* predicted number of seconds for calibrating all CMs */
+ double total_psec = 0.; /* predicted number of seconds for calibrating all CMs */
+ double **exp_asecAA; /* stores actual timings for each exp tail fit stage, for each CM, each partition */
+ double *fil_asecA; /* stores actual timings for each filter stage for each CM */
+ double **exp_psecAA; /* stores predicted timings for each exp tail fit stage, for each CM, each partition */
+ double *fil_psecA; /* stores predicted timings for each filter stage for each CM */
+ /* exponential tail related vars */
+ int expN; /* number of length <cfg->expL> sequences to search for exp tail fitting of current exp mode */
+ int exp_scN = 0; /* number of hits reported thus far, for all seqs */
+ float *exp_scA = NULL; /* [0..exp_scN-1] hit scores for all seqs */
+ int exp_cm_cyk_mode; /* CYK exp mode CM is in EXP_CM_LC or EXP_CM_GC */
+ int exp_cm_ins_mode; /* Inside exp mode CM is in EXP_CM_LI or EXP_CM_GI */
+ int si; /* sequence index, the index of the last sequence generated */
+ int si_recv; /* sequence index of the sequence we've just received results for from a worker */
+ int seqpos = 1; /* sequence position in the current sequence */
+ int len; /* length of a sequence chunk */
+ int chunksize; /* size of chunks for each worker */
+ double tmp_mu, tmp_lambda; /* temporary mu and lambda used for setting exp tails */
+ int tmp_nrandhits; /* temporary number of rand hits found */
+ float tmp_tailp; /* temporary tail mass probability fit to an exponential */
+ double *dnull = NULL; /* double version of cm->null, for generating random seqs */
+ int need_seq; /* TRUE if we are ready to generate a new seq */
+ int z; /* counter */
+ search_results_t *worker_results; /* results for seq si_recv we've just rec'd from a worker, we copy it to results_slist[si_recv] */
+ /* *_slist variables: lists of data that are specific to each sequence 0..si..expN-1 */
+ ESL_DSQ **dsq_slist = NULL; /* [0..si..expN-1], the digitized sequences to search, when finished, they're freed */
+ search_results_t **results_slist = NULL; /* [0..si..expN-1], the compiled results from searching each seq si, when finished, copied to exp_scA and freed */
+ int *chunks_slist = NULL; /* [0..si..expN-1], number of chunks of seq si currently being searched by workers */
+ int *sent_slist = NULL; /* [0..si..expN-1], TRUE if all chunks of seq si have been sent to workers, FALSE if not */
+ /* *_wlist variables: lists of data that are specific to each worker 1..wi..nproc-1 */
+ int *si_wlist = NULL; /* [0..wi..nproc-1], the sequence index worker wi is working on */
+ int *seqpos_wlist= NULL; /* [0..wi..nproc-1] the first position of the sequence that worker wi is searching */
+ int *len_wlist = NULL; /* [0..wi..nproc-1] length of chunk worker wi is searching */
+
+ /* filter threshold related vars */
+ int filN = esl_opt_GetInteger(go, "--fil-N"); /* number of sequences to search for filter threshold calculation */
+ int fthr_mode = 0; /* CM mode for filter threshold calculation, FTHR_CM_GC, FTHR_CM_GI, FTHR_CM_LC, FTHR_CM_LI */
+ int fil_cm_cyk_mode; /* CYK fthr mode CM is in FTHR_CM_LC or FTHR_CM_GC */
+ int fil_cm_ins_mode; /* Inside fthr mode CM is in FTHR_CM_LI or FTHR_CM_GI */
+ int fil_nseq_per_worker = (filN / (cfg->nproc-1)); /* when calcing filters, number of seqs to tell each worker to work on */
+ long *seed_wlist = NULL; /* [0..wi..nproc-1] seeds for worker's RNGs, we send these to workers */
+ /* full arrays of CYK, Inside, Fwd scores, [0..filN-1] */
+ float *fil_cyk_scA = NULL; /* [0..filN-1] best cm cyk score for each emitted seq */
+ float *fil_ins_scA = NULL; /* [0..filN-1] best cm insidei score for each emitted seq */
+ float *fil_fwd_scA = NULL; /* [0..filN-1] best cp9 Forward score for each emitted seq */
+ int *fil_partA = NULL; /* [0..filN-1] partition of CM emitted seq */
+ /* worker's arrays of CYK, Inside, Fwd scores, [0..nseq_per_worker-1], rec'd from workers, copied to full arrays (ex: fil_cyk_scA) */
+ float *wkr_fil_cyk_scA = NULL;/* rec'd from worker: best cm cyk score for each emitted seq */
+ float *wkr_fil_ins_scA = NULL;/* rec'd from worker: best cm insidei score for each emitted seq */
+ float *wkr_fil_fwd_scA = NULL;/* rec'd from worker: best cp9 Forward score for each emitted seq */
+ int *wkr_fil_partA = NULL; /* rec'd from worker: partition for seq i */
+
+ /* Master initialization: including, figure out the alphabet type.
+ * If any failure occurs, delay printing error message until we've shut down workers.
+ */
+ if (xstatus == eslOK) { if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { if ((status = print_run_info (go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { bn = 4096; if ((buf = malloc(sizeof(char) * bn)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((si_wlist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seqpos_wlist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((len_wlist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seed_wlist = malloc(sizeof(long) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* errbuf was filled above */
+ ESL_DPRINTF1(("MPI master is initialized\n"));
+
+ for (wi = 0; wi < cfg->nproc; wi++) {
+ si_wlist[wi] = seqpos_wlist[wi] = len_wlist[wi] = -1;
+ seed_wlist[wi] = esl_rnd_Roll(cfg->r, 1000000000); /* not sure what to use as max for seed */
+ ESL_DPRINTF1(("wi %d seed: %ld\n", wi, seed_wlist[wi]));
+ }
+
+ /* Worker initialization:
+ * Because we've already successfully initialized the master before we start
+ * initializing the workers, we don't expect worker initialization to fail;
+ * so we just receive a quick OK/error code reply from each worker to be sure,
+ * and don't worry about an informative message.
+ */
+ for (wi = 1; wi < cfg->nproc; wi++)
+ MPI_Send(&(seed_wlist[wi]), 1, MPI_LONG, wi, 0, MPI_COMM_WORLD);
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD);
+ if (status != eslOK) cm_Fail("One or more MPI worker processes failed to initialize.");
+ ESL_DPRINTF1(("%d workers are initialized\n", cfg->nproc-1));
+
+ /* 3 special (annoying) case:
+ * case 1: if we've used the --exp-gc option, we read in a seq file
+ * to fill cfg->gc_freq, and we need to broadcast that info to workers
+ *
+ * case 2: if we are calculating stats for more than 1 partition,
+ * (--exp-pfile invoked), we need to broadcast that information to
+ * the workers.
+ */
+ if(! (esl_opt_IsDefault(go, "--exp-gc"))) { /* receive gc_freq info from master */
+ MPI_Bcast(cfg->gc_freq, GC_SEGMENTS, MPI_DOUBLE, 0, MPI_COMM_WORLD);
+ }
+ if(! (esl_opt_IsDefault(go, "--exp-pfile"))) { /* broadcast partition info to workers */
+ MPI_Bcast(&(cfg->np), 1, MPI_INT, 0, MPI_COMM_WORLD);
+ ESL_DASSERT1((cfg->pstart != NULL));
+ MPI_Bcast(cfg->pstart, cfg->np, MPI_INT, 0, MPI_COMM_WORLD);
+ }
+
+ /* Main loop: combining load workers, send/receive, clear workers loops;
+ * also, catch error states and die later, after clean shutdown of workers.
+ *
+ * When a recoverable error occurs, have_work = FALSE, xstatus !=
+ * eslOK, and errbuf is set to an informative message. No more
+ * errbuf's can be received after the first one. We wait for all the
+ * workers to clear their work units, then send them shutdown signals,
+ * then finally print our errbuf and exit.
+ *
+ * Unrecoverable errors just crash us out with cm_Fail().
+ */
+
+ while ((xstatus == eslOK) && ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK))
+ {
+ cfg->ncm++;
+ if(cfg->ncm == cfg->cmalloc) { /* expand our memory */
+ cfg->cmalloc += 128;
+ ESL_RALLOC(cfg->cmstatsA, tmp, sizeof(CMStats_t *) * cfg->cmalloc);
+ }
+ cmi = cfg->ncm-1;
+
+ ESL_DPRINTF1(("MPI master read CM number %d\n", cfg->ncm));
+ if((status = cm_master_MPIBcast(cm, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm (go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = initialize_cmstats(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) cm_Fail(errbuf);
+ if((status = print_per_cm_column_headings(go, cfg, errbuf, cm))!= eslOK) cm_Fail(errbuf);
+ if((status = update_hmm_exp_length(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if(esl_opt_IsDefault(go, "--exp-gc")) { /* only setup dnull if --exp-gc NOT enabled */
+ if((status = set_dnull(cm, errbuf, &dnull)) != eslOK) cm_Fail(errbuf);
+ }
+
+ /* allocate the exp_{a,p}secAA and fil_{a,p}secA arrays that hold {actual,predicted} times */
+ ESL_ALLOC(exp_asecAA, sizeof(double *) * (EXP_NMODES));
+ ESL_ALLOC(fil_asecA, sizeof(double) * (EXP_NMODES));
+ ESL_ALLOC(exp_psecAA, sizeof(double *) * (EXP_NMODES));
+ ESL_ALLOC(fil_psecA, sizeof(double) * (EXP_NMODES));
+ esl_vec_DSet(fil_asecA, EXP_NMODES, 0.);
+ esl_vec_DSet(fil_psecA, EXP_NMODES, 0.);
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ ESL_ALLOC(exp_asecAA[exp_mode], sizeof(double) * (cfg->np));
+ ESL_ALLOC(exp_psecAA[exp_mode], sizeof(double) * (cfg->np));
+ esl_vec_DSet(exp_asecAA[exp_mode], cfg->np, 0.);
+ esl_vec_DSet(exp_psecAA[exp_mode], cfg->np, 0.);
+ }
+ cm_psec = cm_asec = 0.;
+
+ ESL_ALLOC(fil_cyk_scA, sizeof(float) * filN);
+ ESL_ALLOC(fil_ins_scA, sizeof(float) * filN);
+ ESL_ALLOC(fil_fwd_scA, sizeof(float) * filN);
+ ESL_ALLOC(fil_partA, sizeof(int) * filN);
+
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ if(ExpModeIsLocal(exp_mode)) { expN = ExpModeIsForCM(exp_mode) ? cfg->exp_cmN_loc : cfg->exp_hmmN_loc; }
+ else { expN = ExpModeIsForCM(exp_mode) ? cfg->exp_cmN_glc : cfg->exp_hmmN_glc; }
+
+ /* allocate and initialize sequence lists */
+ ESL_ALLOC(dsq_slist, sizeof(ESL_DSQ *) * expN);
+ ESL_ALLOC(results_slist, sizeof(search_results_t *) * expN);
+ ESL_ALLOC(chunks_slist, sizeof(int) * expN);
+ ESL_ALLOC(sent_slist, sizeof(int) * expN);
+ for(z = 0; z < expN; z++) {
+ dsq_slist[z] = NULL;
+ results_slist[z]= NULL;
+ chunks_slist[z] = 0;
+ sent_slist[z] = FALSE;
+ }
+
+ /* do we need to switch from glocal configuration to local? */
+ if(exp_mode > 0 && (! ExpModeIsLocal(exp_mode-1)) && ExpModeIsLocal(exp_mode)) {
+ if((status = switch_global_to_local(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) cm_Fail(errbuf);
+ }
+ chunksize = DetermineSeqChunksize(cfg->nproc, cfg->expL, cm->W);
+
+ /* update search info for round 0 (final round) for exp tail mode */
+ UpdateSearchInfoForExpMode(cm, 0, exp_mode);
+
+ /* We want to use the same seqs for exp tail fittings of all CM modes and HMM modes,
+ * so we free RNG, then create a new one and reseed it with the initial seed,
+ * The following pairs of modes will have identical sequences used for each member of the pair:
+ * 1. EXP_CP9_GV and EXP_CP9_GF
+ * 2. EXP_CM_GC and EXP_CM_GI
+ * 3. EXP_CP9_LV and EXP_CP9_LF
+ * 4. EXP_CM_LC and EXP_CM_LI
+ * Also the first min(--exp-cmN-{loc,glc} <n>, --exp-hmmN-{loc-glc} <n>) sequences between 1 and 2, and between 3 and 4,
+ * will also be identical.
+ */
+ seed = esl_randomness_GetSeed(cfg->r);
+ esl_randomness_Destroy(cfg->r);
+ cfg->r = esl_randomness_Create(seed);
+
+ /************************************/
+ /* exponential tail fitting section */
+ /************************************/
+ /* fit exponential tails for this exp mode */
+ for(p = 0; p < cfg->np; p++)
+ {
+ if(cfg->gc_freq != NULL) set_partition_gc_freq(cfg, p);
+ ESL_DPRINTF1(("MPI master: CM: %d exp tail mode: %d partition: %d\n", cfg->ncm, exp_mode, p));
+ /* estimate time for this round, assuming all workers have same processor speed as master */
+ if(p == 0) {
+ if((status = estimate_time_for_exp_round(go, cfg, errbuf, cm, exp_mode, &psec)) != eslOK) cm_Fail(errbuf);
+ psec *= expN * cfg->expL; /* psec was per residue */
+ if(cfg->nproc > 1) psec /= (cfg->nproc-1); /* parallelization will speed us up */
+ }
+ else psec = exp_psecAA[exp_mode][0];
+ exp_psecAA[exp_mode][p] = psec;
+ cm_psec += psec;
+ total_psec += psec;
+ print_exp_line(go, cfg, errbuf, exp_mode, expN, cfg->expL, p, psec);
+
+ esl_stopwatch_Start(cfg->w_stage);
+ exp_scN = 0;
+
+ if(xstatus == eslOK) have_work = TRUE; /* TRUE while work remains */
+
+ wi = 1;
+ si = -1;
+ need_seq = TRUE;
+ have_work = TRUE; /* TRUE while work remains */
+ seqpos = 1;
+
+ while (have_work || nproc_working)
+ {
+ if (need_seq)
+ {
+ need_seq = FALSE;
+ /* generate a new seq */
+ si++;
+ if(si < expN)
+ {
+ /* generate sequence, either randomly from background null or from hard-wired 5 state HMM that emits genome like sequence */
+ if(esl_opt_GetBoolean(go, "--exp-random")) {
+ if((status = get_random_dsq(cfg, errbuf, cm, dnull, cfg->expL, &(dsq_slist[si]))) != eslOK) goto ERROR;
+ }
+ else {
+ if((status = get_genomic_sequence_from_hmm(cfg, errbuf, cm, cfg->expL, &(dsq_slist[si]))) != eslOK) goto ERROR;
+ }
+ results_slist[si] = CreateResults(INIT_RESULTS);
+ sent_slist[si] = FALSE;
+ chunks_slist[si] = 0;
+ seqpos = 1;
+ have_work = TRUE;
+ }
+ else if(si == expN) have_work = FALSE;
+ else goto ERROR;
+ }
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0))
+ {
+ /* we're waiting to receive */
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+ ESL_DPRINTF1(("MPI master has received the buffer\n"));
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ si_recv = si_wlist[wi];
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains search results\n"));
+ if ((status = cm_search_results_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, &worker_results)) != eslOK) cm_Fail("search results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked search results\n"));
+
+ if(worker_results != NULL) {
+ /* add results to seqlist[si_recv]->results[rclist[wi]] */
+ AppendResults(worker_results, results_slist[si_recv], seqpos_wlist[wi]);
+ /* careful, dbseqlist[si_recv]->results[rclist[wi]] now points to the traces and postal codes in worker_results->data,
+ * don't free those (don't use FreeResults(worker_results)) */
+ free(worker_results->data);
+ free(worker_results);
+ worker_results = NULL;
+ }
+ chunks_slist[si_recv]--;
+ if(sent_slist[si_recv] && chunks_slist[si_recv] == 0)
+ { /* we're done with sequence si_recv; remove overlapping hits, copy scores of remaining hits, then free data */
+ if(results_slist[si_recv]->num_results > 0)
+ {
+ RemoveOverlappingHits(results_slist[si_recv], 1, cfg->expL);
+ if(exp_scA == NULL) ESL_ALLOC (exp_scA, sizeof(float) * (exp_scN + results_slist[si_recv]->num_results));
+ else ESL_RALLOC(exp_scA, tmp, sizeof(float) * (exp_scN + results_slist[si_recv]->num_results));
+ for(h = 0; h < results_slist[si_recv]->num_results; h++) exp_scA[(exp_scN+h)] = results_slist[si_recv]->data[h].score;
+ exp_scN += results_slist[si_recv]->num_results;
+ }
+ free(dsq_slist[si_recv]);
+ FreeResults(results_slist[si_recv]);
+ dsq_slist[si_recv] = NULL;
+ results_slist[si_recv] = NULL;
+ }
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+ if (have_work)
+ {
+ /* send new search job */
+ len = (chunksize < (cfg->expL - seqpos + 1)) ? chunksize : (cfg->expL - seqpos + 1);
+ ESL_DPRINTF1(("MPI master is sending sequence i0..j0 %d..%d to search to worker %d\n", seqpos, seqpos+len-1, wi));
+ assert(seqpos > 0);
+
+ if ((status = cm_dsq_MPISend(dsq_slist[si]+seqpos-1, len, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI search job send failed");
+
+ si_wlist[wi] = si;
+ seqpos_wlist[wi] = seqpos;
+ len_wlist[wi] = len;
+ chunks_slist[si]++;
+
+ wi++;
+ nproc_working++;
+
+ if(len == chunksize) seqpos += len - cm->W + 1;
+ else {
+ need_seq = TRUE;
+ sent_slist[si] = TRUE; /* we've sent all chunks from this seq */
+ }
+ }
+ }
+ ESL_DPRINTF1(("MPI master: done with this partition for this exp tail mode. Telling all workers\n"));
+ for (wi = 1; wi < cfg->nproc; wi++)
+ if ((status = cm_dsq_MPISend(NULL, 0, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("Shutting down a worker failed.");
+
+ /* fill a histogram with the exp_scN scores in exp_scA and fit it to an exponential tail */
+ if(cfg->exptfitfp != NULL) {
+ fprintf(cfg->exptfitfp, "# CM: %s\n", cm->name);
+ fprintf(cfg->exptfitfp, "# mode: %12s\n", DescribeExpMode(exp_mode));
+ }
+ if((status = fit_histogram(go, cfg, errbuf, exp_scA, exp_scN, exp_mode, &tmp_mu, &tmp_lambda, &tmp_nrandhits, &tmp_tailp)) != eslOK) cm_Fail(errbuf);
+ SetExpInfo(cfg->cmstatsA[cmi]->expAA[exp_mode][p], tmp_lambda, tmp_mu, (long) (cfg->expL * expN), tmp_nrandhits, tmp_tailp);
+
+ for(si = 0; si < expN; si++) {
+ ESL_DASSERT1((dsq_slist[si] == NULL));
+ ESL_DASSERT1((results_slist[si] == NULL));
+ ESL_DASSERT1((chunks_slist[si] == 0));
+ ESL_DASSERT1((sent_slist[si] == TRUE));
+ }
+ esl_stopwatch_Stop(cfg->w_stage);
+ exp_asecAA[exp_mode][p] = cfg->w_stage->elapsed;
+ cm_asec += cfg->w_stage->elapsed;
+ total_asec += cfg->w_stage->elapsed;
+ FormatTimeString(time_buf, cfg->w_stage->elapsed, FALSE);
+ printf(" %10s\n", time_buf);
+
+ free(exp_scA);
+ exp_scA = NULL;
+ } /* end of for(p = 0; p < cfg->np; p++) */
+ free(dsq_slist);
+ free(results_slist);
+ free(chunks_slist);
+ free(sent_slist);
+
+ /****************************/
+ /* filter threshold section */
+ /****************************/
+ if(exp_mode == EXP_CM_GI || exp_mode == EXP_CM_LI) { /* CM Inside mode, only time we do filter threshold calculations, we'll fill in CYK AND Inside thresholds */
+ if((status = estimate_time_for_fil_round(go, cfg, errbuf, cm, exp_mode, &psec)) != eslOK) cm_Fail(errbuf);
+ psec *= filN;
+ if(cfg->nproc > 1) psec /= (cfg->nproc-1); /* parallelization will speed us up */
+ fil_psecA[exp_mode] = psec;
+ cm_psec += psec;
+ total_psec += psec;
+ print_fil_line(go, cfg, errbuf, exp_mode, psec);
+
+ esl_stopwatch_Start(cfg->w_stage);
+ fthr_mode = ExpModeToFthrMode(exp_mode);
+ ESL_DPRINTF1(("MPI master: CM: %d fthr mode: %d\n", cfg->ncm, fthr_mode));
+
+ if(xstatus == eslOK) have_work = TRUE; /* TRUE while work remains */
+ else have_work = FALSE; /* we've seen an error and are trying to finish cleanly */
+
+ wi = 1;
+
+ nseq_sent = 0;
+ nseq_recv = 0;
+ while (have_work || nproc_working)
+ {
+ if(have_work) {
+ if(nseq_sent < filN) {
+ nseq_this_worker = ((nseq_sent + fil_nseq_per_worker) <= filN) ?
+ fil_nseq_per_worker : (filN - nseq_sent);
+ }
+ else {
+ have_work = FALSE;
+ ESL_DPRINTF1(("MPI master has run out of numbers of sequences to dole out (%d doled)\n", nseq_sent));
+ }
+ }
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0)) {
+ /* we're waiting to receive */
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+ ESL_DPRINTF1(("MPI master has received the buffer\n"));
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains HMM filter results\n"));
+ if ((status = cmcalibrate_filter_results_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, &wkr_fil_cyk_scA, &wkr_fil_ins_scA, &wkr_fil_fwd_scA, &wkr_fil_partA, &nseq_just_recv)) != eslOK) cm_Fail("cmcalibrate results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked HMM filter results\n"));
+ for(i = 0; i < nseq_just_recv; i++) {
+ fil_cyk_scA[nseq_recv+i] = wkr_fil_cyk_scA[i];
+ fil_ins_scA[nseq_recv+i] = wkr_fil_ins_scA[i];
+ fil_fwd_scA[nseq_recv+i] = wkr_fil_fwd_scA[i];
+ fil_partA[nseq_recv+i] = wkr_fil_partA[i];
+ ESL_DASSERT1((fil_partA[nseq_recv+i] < cfg->np));
+ }
+ free(wkr_fil_cyk_scA);
+ free(wkr_fil_ins_scA);
+ free(wkr_fil_fwd_scA);
+ free(wkr_fil_partA);
+ nseq_recv += nseq_just_recv;
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+
+ if (have_work)
+ {
+ /* send new search job */
+ ESL_DPRINTF1(("MPI master is sending HMM filter nseq %d to worker %d\n", nseq_this_worker, wi));
+ MPI_Send(&(nseq_this_worker), 1, MPI_INT, wi, 0, MPI_COMM_WORLD);
+
+ wi++;
+ nproc_working++;
+ nseq_sent += nseq_this_worker;
+ }
+ }
+
+ if(xstatus == eslOK) {
+ exp_cm_cyk_mode = (cm->flags & CMH_LOCAL_BEGIN) ? EXP_CM_LC : EXP_CM_GC;
+ exp_cm_ins_mode = (cm->flags & CMH_LOCAL_BEGIN) ? EXP_CM_LI : EXP_CM_GI;
+ fil_cm_cyk_mode = (cm->flags & CMH_LOCAL_BEGIN) ? FTHR_CM_LC : FTHR_CM_GC;
+ fil_cm_ins_mode = (cm->flags & CMH_LOCAL_BEGIN) ? FTHR_CM_LI : FTHR_CM_GI;
+ /* set cutoffs for forward HMM filters, first for CYK, then for Inside */
+ if((status = get_hmm_filter_cutoffs(go, cfg, errbuf, cm, fil_cyk_scA, fil_fwd_scA, fil_partA, exp_cm_cyk_mode, cfg->cmstatsA[cmi]->hfiA[fil_cm_cyk_mode])) != eslOK) cm_Fail(errbuf);
+ if((status = get_hmm_filter_cutoffs(go, cfg, errbuf, cm, fil_ins_scA, fil_fwd_scA, fil_partA, exp_cm_ins_mode, cfg->cmstatsA[cmi]->hfiA[fil_cm_ins_mode])) != eslOK) cm_Fail(errbuf);
+ }
+ ESL_DPRINTF1(("MPI master: done with HMM filter calc for fthr mode %d for this CM.\n", fthr_mode));
+
+ for (wi = 1; wi < cfg->nproc; wi++) {
+ msg = MPI_FINISHED_FILTER;
+ MPI_Send(&msg, 1, MPI_INT, wi, 0, MPI_COMM_WORLD);
+ }
+ esl_stopwatch_Stop(cfg->w_stage);
+ fil_asecA[exp_mode] = cfg->w_stage->elapsed;
+ cm_asec += cfg->w_stage->elapsed;
+ total_asec += cfg->w_stage->elapsed;
+ FormatTimeString(time_buf, cfg->w_stage->elapsed, FALSE);
+ printf(" %10s\n", time_buf);
+ }
+ ESL_DPRINTF1(("MPI master: done with exp tail mode %d for this CM.\n", exp_mode));
+ }
+ ESL_DPRINTF1(("MPI master: done with this CM.\n"));
+ if(xstatus == eslOK) if(cfg->be_verbose) if((status = debug_print_cmstats(cm, errbuf, cfg->cmstatsA[cmi], TRUE)) != eslOK) cm_Fail(errbuf);
+ print_per_cm_summary(go, cfg, errbuf, cm, cm_psec, cm_asec);
+ if(esl_opt_IsDefault(go, "--forecast")) { if((status = print_post_calibration_info(go, cfg, errbuf, stdout, cm, exp_psecAA, fil_psecA, exp_asecAA, fil_asecA)) != eslOK) cm_Fail(errbuf); }
+ free(fil_cyk_scA);
+ free(fil_ins_scA);
+ free(fil_fwd_scA);
+ free(fil_partA);
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ free(exp_asecAA[exp_mode]);
+ free(exp_psecAA[exp_mode]);
+ }
+ free(exp_asecAA);
+ free(exp_psecAA);
+ free(fil_asecA);
+ free(fil_psecA);
+ FreeCM(cm);
+ printf("//\n");
+ fflush(stdout);
+ }
+ free(seed_wlist);
+ free(si_wlist);
+ free(seqpos_wlist);
+ free(len_wlist);
+ /* On success or recoverable errors:
+ * Shut down workers cleanly.
+ */
+ ESL_DPRINTF1(("MPI master is done. Shutting down all the workers cleanly\n"));
+ if((cm_master_MPIBcast(NULL, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+ free(buf);
+
+ if (xstatus != eslOK) { fprintf(stderr, "Worker: %d had a problem.\n", wi_error); return xstatus; }
+ else if(status != eslEOF) return status;
+ else return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "mpi_master() memory allocation error.");
+ return eslOK; /* NOTREACHED */
+}
+
+
+static int
+mpi_worker(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status; /* Easel status */
+ int xstatus = eslOK; /* changes from OK on recoverable error */
+ char errbuf[cmERRBUFSIZE]; /* for printing error messages */
+ CM_t *cm = NULL; /* the CM */
+ int cmi; /* CM index, which model we're working on */
+ int p; /* partition index */
+ char *wbuf = NULL; /* packed send/recv buffer */
+ int wn = 0; /* allocation size for wbuf */
+ int sz, n; /* size of a packed message */
+ int pos; /* posn in wbuf */
+ long seed; /* seed for RNG, rec'd from master */
+ int nseq; /* number of seqs to emit/search for current job */
+ void *tmp; /* ptr for ESL_RALLOC */
+ MPI_Status mpistatus; /* MPI status... */
+
+ /* exponential tail related vars */
+ ESL_DSQ *exp_dsq = NULL; /* dsq chunk received from master */
+ int expL; /* length of exp_dsq received from master */
+ search_results_t *exp_results = NULL; /* hits found in exp_dsq, sent back to master */
+ int exp_mode = 0;
+
+ /* filter threshold related vars */
+ int fthr_mode = 0; /* CM mode for filter threshold calculation, FTHR_CM_GC, FTHR_CM_GI, FTHR_CM_LC, FTHR_CM_LI */
+ float *fil_cyk_scA = NULL; /* [0..nseq-1] best cm cyk score for each emitted seq */
+ float *fil_ins_scA = NULL; /* [0..nseq-1] best cm insidei score for each emitted seq */
+ float *fil_fwd_scA = NULL; /* [0..nseq-1] best cp9 Forward score for each emitted seq */
+ int *fil_partA = NULL; /* [0..nseq-1] partition of CM emitted seq */
+ int in_fil_section_flag = FALSE; /* set to TRUE while we're in the filter threshold calculation
+ * section, we need to know this when we goto ERROR, b/c we have
+ * to know how many more MPI_Recv() calls to make to match up
+ * with the Master's sends before we can shut down.
+ */
+
+ /* After master initialization: master broadcasts its status.
+ */
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* master saw an error code; workers do an immediate normal shutdown. */
+ ESL_DPRINTF1(("worker %d: sees that master has initialized\n", cfg->my_rank));
+
+ /* Master now sends worker initialization information (RNG seed)
+ * Workers returns their status post-initialization.
+ * Initial allocation of wbuf must be large enough to guarantee that
+ * we can pack an error result into it, because after initialization,
+ * errors will be returned as packed (code, errbuf) messages.
+ */
+ if (MPI_Recv(&seed, 1, MPI_LONG, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi recv failed");
+ if (xstatus == eslOK) { if((cfg->r = esl_randomness_Create(seed)) == NULL) xstatus = eslEMEM; }
+ if (xstatus == eslOK) { wn = 4096; if ((wbuf = malloc(wn * sizeof(char))) == NULL) xstatus = eslEMEM; }
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD); /* everyone sends xstatus back to master */
+ if (xstatus != eslOK) {
+ if (wbuf != NULL) free(wbuf);
+ return xstatus; /* shutdown; we passed the error back for the master to deal with. */
+ }
+ ESL_DPRINTF1(("worker %d: initialized seed: %ld\n", cfg->my_rank, seed));
+
+ /* 2 special (annoying) cases:
+ * case 1: if we've used the --exp-gc option, we read in a seq file to fill
+ * cfg->gc_freq, and we need that info here for the worker, so we receive
+ * it's broadcast from the master
+ *
+ * case 2: if we are calculating stats for more than 1
+ * partition, (--exp-pfile invoked), we need to receive that information
+ * via broadcast from master. Otherwise we need to setup the default partition info
+ * (single partition, 0..100 GC content)
+ */
+ if(! (esl_opt_IsDefault(go, "--exp-gc"))) { /* receive gc_freq info from master */
+ ESL_DASSERT1((cfg->gc_freq == NULL));
+ ESL_ALLOC(cfg->gc_freq, sizeof(double) * GC_SEGMENTS);
+ ESL_ALLOC(cfg->pgc_freq, sizeof(double) * GC_SEGMENTS);
+ MPI_Bcast(cfg->gc_freq, GC_SEGMENTS, MPI_DOUBLE, 0, MPI_COMM_WORLD);
+ }
+ else cfg->gc_freq = NULL; /* default */
+ if(! (esl_opt_IsDefault(go, "--exp-pfile"))) { /* receive partition info from master */
+ MPI_Bcast(&(cfg->np), 1, MPI_INT, 0, MPI_COMM_WORLD);
+ ESL_DASSERT1((cfg->pstart == NULL));
+ ESL_ALLOC(cfg->pstart, sizeof(int) * cfg->np);
+ MPI_Bcast(cfg->pstart, cfg->np, MPI_INT, 0, MPI_COMM_WORLD);
+ }
+ else { /* no --exp-pfile, set up default partition info */
+ cfg->np = 1;
+ ESL_ALLOC(cfg->pstart, sizeof(int) * cfg->np);
+ cfg->pstart[0] = 0;
+ }
+
+ /* source = 0 (master); tag = 0 */
+ while ((status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm)) == eslOK)
+ {
+ cfg->ncm++;
+ if(cfg->ncm == cfg->cmalloc) { /* expand our memory */
+ cfg->cmalloc += 128;
+ ESL_RALLOC(cfg->cmstatsA, tmp, sizeof(CMStats_t *) * cfg->cmalloc);
+ }
+ cmi = cfg->ncm-1;
+ ESL_DPRINTF1(("Worker %d succesfully received CM, num states: %d num nodes: %d\n", cfg->my_rank, cm->M, cm->nodes));
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ if((status = initialize_cmstats(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) goto ERROR;
+
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+
+ /* do we need to switch from glocal configuration to local? */
+ if(exp_mode > 0 && (! ExpModeIsLocal(exp_mode-1)) && ExpModeIsLocal(exp_mode)) {
+ if((status = switch_global_to_local(go, cfg, cm, errbuf)) != eslOK) goto ERROR;
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) goto ERROR;
+ }
+ /* update search info for round 0 (final round) for exp tail mode */
+ UpdateSearchInfoForExpMode(cm, 0, exp_mode);
+
+ /************************************/
+ /* exponential tail fitting section */
+ /************************************/
+ for (p = 0; p < cfg->np; p++) { /* for each partition */
+ ESL_DPRINTF1(("worker %d exp_mode: %d partition: %d\n", cfg->my_rank, exp_mode, p));
+
+ while((status = cm_dsq_MPIRecv(0, 0, MPI_COMM_WORLD, &wbuf, &wn, &exp_dsq, &expL)) == eslOK)
+ {
+ ESL_DPRINTF1(("worker %d: has received dsq chunk of length L: %d\n", cfg->my_rank, expL));
+ if ((status = ProcessSearchWorkunit(cm, errbuf, exp_dsq, expL, &exp_results, esl_opt_GetReal(go, "--mxsize"), cfg->my_rank, NULL, NULL)) != eslOK) goto ERROR;
+ RemoveOverlappingHits(exp_results, 1, expL);
+ ESL_DPRINTF1(("worker %d: has gathered search results\n", cfg->my_rank));
+
+ n = 0;
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (cm_search_results_MPIPackSize(exp_results, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_search_results_MPIPackSize() call failed");
+ n += sz;
+
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the search results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+
+ pos = 0;
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (cm_search_results_MPIPack(exp_results, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_search_results_MPIPack() call failed");
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent results to master in message of %d bytes\n", cfg->my_rank, pos));
+
+ FreeResults(exp_results);
+ free(exp_dsq);
+ }
+ ESL_DPRINTF1(("worker %d exp_mode: %d finished partition: %d\n", cfg->my_rank, exp_mode, p));
+ }
+ ESL_DPRINTF1(("worker %d finished all partitions for exp_mode: %d\n", cfg->my_rank, exp_mode));
+
+
+ /****************************/
+ /* filter threshold section */
+ /****************************/
+ if(exp_mode == EXP_CM_GI || exp_mode == EXP_CM_LI) { /* CM Inside mode, only time we do filter threshold calculations, we'll fill in CYK AND Inside thresholds */
+ in_fil_section_flag = TRUE;
+ fthr_mode = ExpModeToFthrMode(exp_mode);
+ ESL_DPRINTF1(("worker %d fthr_mode: %d\n", cfg->my_rank, fthr_mode));
+
+ if(MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XFAIL(eslESYS, errbuf, "mpi recv failed");
+ while(nseq != MPI_FINISHED_FILTER) {
+ ESL_DPRINTF1(("worker %d: has received hmm filter nseq: %d\n", cfg->my_rank, nseq));
+
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, nseq, &fil_cyk_scA, &fil_ins_scA, &fil_fwd_scA, &fil_partA)) != eslOK) cm_Fail(errbuf);
+ ESL_DPRINTF1(("worker %d: has gathered HMM filter results\n", cfg->my_rank));
+ n = 0;
+
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if(cmcalibrate_filter_results_MPIPackSize(nseq, MPI_COMM_WORLD, &sz) != eslOK) ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_filter_results_MPIPackSize() call failed");
+ n += sz;
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the HMM filter results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+ pos = 0;
+
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (cmcalibrate_filter_results_MPIPack(fil_cyk_scA, fil_ins_scA, fil_fwd_scA, fil_partA, nseq, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cmcalibrate_cp9_filter_results_MPIPack() call failed");
+ free(fil_cyk_scA);
+ free(fil_ins_scA);
+ free(fil_fwd_scA);
+ free(fil_partA);
+
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent CP9 filter results to master in message of %d bytes\n", cfg->my_rank, pos));
+ /* receive next number of sequences, if MPI_FINISHED_EXPTAIL, we'll stop */
+ if(MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_XFAIL(eslESYS, errbuf, "mpi recv failed");
+ }
+ in_fil_section_flag = FALSE;
+ }
+ } /* end of for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) */
+
+ FreeCM(cm);
+ cm = NULL;
+ ESL_DPRINTF1(("worker %d finished all exp_modes for this cm.\n", cfg->my_rank));
+ }
+ if (status == eslEOD) ESL_DPRINTF1(("Worker %d told CMs are done.\n", cfg->my_rank));
+ else goto ERROR;
+
+ if (wbuf != NULL) free(wbuf);
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: fails, is sending an error message, as follows:\n%s\n", cfg->my_rank, errbuf));
+ pos = 0;
+ if(status == eslEMEM) sprintf(errbuf, "Memory allocation error.");
+ MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Pack(errbuf, cmERRBUFSIZE, MPI_CHAR, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+
+ /* if we get here this worker failed and sent an error message, now the master knows a worker
+ * failed but it has to continue through the mpi_master() code, sending the messages that
+ * the workers expect, telling them to continue to move through the loops in those functions.
+ * Minimal work will be done, but this is necessary so that we shut down cleanly.
+ * Because the master is sending messages to us still, we have to receive them. We can't
+ * check that they're the expected messages though (codes telling us to keep moving through
+ * the loops) because even if they were the wrong messages we couldn't do anything about it,
+ * we've already entered error mode.
+ */
+ if(in_fil_section_flag) MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ for(; exp_mode < EXP_NMODES; exp_mode++) {
+ MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ if(ExpModeIsForCM(exp_mode)) {
+ MPI_Recv(&nseq, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ }
+ }
+ status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm);
+
+ return eslFAIL; /* recoverable error, master has error message and will print it */
+}
+#endif /*HAVE_MPI*/
+
+/* initialize_cm()
+ * Setup the CM based on the command-line options/defaults;
+ * only set flags and a few parameters. ConfigCM() configures
+ * the CM.
+ */
+static int
+initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ int nstarts, nexits, nd;
+ float exp_cutoff;
+
+ /* config QDB? yes, unless --exp-no-qdb enabled */
+ if(esl_opt_GetBoolean(go, "--exp-no-qdb")) {
+ cm->search_opts |= CM_SEARCH_NOQDB; /* don't use QDB to search */
+ /* cm->beta_qdb == cm->beta_W, both will be set as beta_W read from cmfile */
+ }
+ else {
+ cm->config_opts |= CM_CONFIG_QDB; /* configure QDB */
+ cm->beta_qdb = esl_opt_GetReal(go, "--exp-beta");
+ }
+
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ cm->pbegin = 1.- (1./(1+nstarts));
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /* process the --fil-gemit option, this option forces all emitted parsetrees to be 'global'
+ * in that they'll never contain a local begin or local end. */
+ if(esl_opt_GetBoolean(go, "--fil-gemit")) {
+ cm->flags |= CM_EMIT_NO_LOCAL_BEGINS;
+ cm->flags |= CM_EMIT_NO_LOCAL_ENDS;
+ }
+ cm->search_opts |= CM_SEARCH_NOALIGN;
+
+ if(! esl_opt_GetBoolean(go, "--no-null3")) cm->search_opts |= CM_SEARCH_NULL3;
+
+ /* ALWAYS use the greedy overlap resolution algorithm to return hits for exp calculation
+ * it's irrelevant for filter threshold stats, we return best score per seq for that */
+ cm->search_opts |= CM_SEARCH_CMGREEDY;
+ cm->search_opts |= CM_SEARCH_HMMGREEDY;
+
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+
+ /* create and initialize scan info for CYK/Inside scanning functions */
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE);
+ if(cm->smx == NULL) cm_Fail("initialize_cm(), CreateScanMatrixForCM() call failed.");
+
+ /* create the search info, which holds the thresholds for final round */
+ if(esl_opt_IsDefault(go, "--exp-T")) exp_cutoff = -eslINFINITY;
+ else exp_cutoff = esl_opt_GetReal(go, "--exp-T");
+ CreateSearchInfo(cm, SCORE_CUTOFF, exp_cutoff, -1.);
+ ValidateSearchInfo(cm, cm->si);
+
+ if((status = update_dp_calcs(go, cfg, errbuf, cm)) != eslOK) return status;
+ return eslOK;
+}
+
+/* initialize_cmstats()
+ * Allocate and initialize a cmstats object in the cfg->cmstatsA array.
+ */
+static int
+initialize_cmstats(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int i;
+ int p;
+ int cmi = cfg->ncm-1;
+
+ ESL_DPRINTF1(("initializing cmstats for %d partitions\n", cfg->np));
+
+ cfg->cmstatsA[cmi] = AllocCMStats(cfg->np);
+
+ ESL_DASSERT1((cfg->pstart[0] == 0));
+ for(p = 0; p < cfg->np; p++) cfg->cmstatsA[cmi]->ps[p] = cfg->pstart[p];
+ for(p = 0; p < (cfg->np-1); p++) cfg->cmstatsA[cmi]->pe[p] = cfg->pstart[p+1]-1;
+ cfg->cmstatsA[cmi]->pe[(cfg->np-1)] = GC_SEGMENTS-1; /* this is 100 */
+
+ for(p = 0; p < cfg->np; p++)
+ for(i = cfg->cmstatsA[cmi]->ps[p]; i <= cfg->cmstatsA[cmi]->pe[p]; i++)
+ cfg->cmstatsA[cmi]->gc2p[i] = p;
+ return eslOK;
+}
+
+/* Function: set_partition_gc_freq()
+ * Date: EPN, Mon Sep 10 08:00:27 2007
+ *
+ * Purpose: Set up the GC freq to sample from for the current partition.
+ * Only used if --exp-gc used to read in dbseq from which to derive
+ * GC distributions for >= 1 partition.
+ *
+ * Returns: eslOK on success;
+ */
+int
+set_partition_gc_freq(struct cfg_s *cfg, int p)
+{
+ int i, begin, end;
+ ESL_DASSERT1((cfg->pgc_freq != NULL));
+ ESL_DASSERT1((cfg->gc_freq != NULL));
+
+ esl_vec_DSet(cfg->pgc_freq, GC_SEGMENTS, 0.);
+ begin = cfg->pstart[p];
+ if(p == (cfg->np-1)) end = (GC_SEGMENTS-1); /* this is 100 */
+ else end = cfg->pstart[p+1] - 1;
+ for (i = begin; i <= end; i++)
+ cfg->pgc_freq[i] = cfg->gc_freq[i];
+ esl_vec_DNorm(cfg->pgc_freq, GC_SEGMENTS);
+
+ return eslOK;
+}
+
+
+/* fit_histogram()
+ * Create, fill and fit the tail of a histogram to an exponential tail. Data to fill the histogram
+ * is given as <scores>.
+ */
+static int
+fit_histogram(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, float *scores, int nscores, int exp_mode, double *ret_mu, double *ret_lambda, int *ret_nrandhits, float *ret_tailp)
+{
+ int status;
+ double mu;
+ double lambda;
+ int i;
+ double *xv; /* raw data from histogram */
+ int n,z;
+ float tailp;
+ double params[2];
+ int nrandhits;
+ float a;
+ float nhits_to_fit;
+
+ ESL_HISTOGRAM *h = NULL; /* histogram of scores */
+
+ /* Initialize histogram; these numbers are guesses */
+ if((h = esl_histogram_CreateFull(-100., 100., .1)) == NULL) return eslEMEM;
+
+ /* fill histogram */
+ for(i = 0; i < nscores; i++) {
+ if((status = esl_histogram_Add(h, scores[i])) != eslOK) ESL_FAIL(status, errbuf, "fit_histogram(), esl_histogram_Add() call returned non-OK status: %d\n", status);
+ /* printf("%4d %.3f\n", i, scores[i]); */
+ }
+
+ /* fit scores to an exponential tail */
+ if(cfg->exptfitfp != NULL) {
+ /* fit to 41 different tailp values and print lambda, mu to a save file*/
+ fprintf(cfg->exptfitfp, "# %11s %10s %10s %12s\n", "tail pmass", "lambda", "mu", "nhits");
+ fprintf(cfg->exptfitfp, "# %11s %10s %10s %12s\n", "-----------", "----------", "----------", "------------");
+ for(a = 0.; a >= -4.; a -= 0.1) {
+ tailp = pow(10., a);
+ esl_histogram_GetTailByMass(h, tailp, &xv, &n, &z);
+ if(n > 1) {
+ esl_exp_FitComplete(xv, n, &(params[0]), &(params[1]));
+ esl_histogram_SetExpectedTail(h, params[0], tailp, &esl_exp_generic_cdf, ¶ms);
+ fprintf(cfg->exptfitfp, " %.9f %10.6f %10.4f %12d\n", tailp, params[1], params[0], n);
+ }
+ else {
+ fprintf(cfg->exptfitfp, " %.9f %10s %10s %12d\n", tailp, "N/A", "N/A", n);
+ }
+ }
+ fprintf(cfg->exptfitfp, "//\n");
+ }
+ /* end of if cfg->exptfitfp != NULL) */
+
+ /* determine the fraction of the tail to fit, if --exp-tail-p, it's easy */
+ if(!esl_opt_IsDefault(go, "--exp-tailp")) {
+ tailp = esl_opt_GetReal(go, "--exp-tailp");
+ tailp = ESL_MIN(tailp, ((float) esl_opt_GetInteger(go, "--exp-tailxn") / (float) h->n)); /* ensure we don't exceed our max nhits in tail */
+ }
+ else { /* number of hits is per Mb and specific to local or glocal, CM or HMM fits */
+ if(ExpModeIsLocal(exp_mode)) {
+ if(ExpModeIsForCM(exp_mode)) { /* local CM mode */
+ nhits_to_fit = (float) esl_opt_GetInteger(go, "--exp-tailn-cloc") * ((cfg->exp_cmN_loc * cfg->expL) / 1000000.);
+ tailp = nhits_to_fit / (float) h->n;
+ if(tailp > 1.) ESL_FAIL(eslERANGE, errbuf, "--exp-tailn-cloc <n>=%d cannot be used, there's only %.3f hits per Mb in the histogram! Lower <n> or use --exp-tailp.", esl_opt_GetInteger(go, "--exp-tailn-cloc"), (h->n / ((float) cfg->exp_cmN_loc * ((float) cfg->expL) / 1000000.)));
+ }
+ else { /* local HMM mode */
+ nhits_to_fit = (float) esl_opt_GetInteger(go, "--exp-tailn-hloc") * ((cfg->exp_hmmN_loc * cfg->expL) / 1000000.);
+ tailp = nhits_to_fit / (float) h->n;
+ if(tailp > 1.) ESL_FAIL(eslERANGE, errbuf, "--exp-tailn-hloc <n>=%d cannot be used, there's only %.3f hits per Mb in the histogram! Lower <n> or use --exp-tailp.", esl_opt_GetInteger(go, "--exp-tailn-hloc"), (h->n / ((float) cfg->exp_hmmN_loc * ((float) cfg->expL) / 1000000.)));
+ }
+ }
+ else {
+ if(ExpModeIsForCM(exp_mode)) { /* glocal CM mode */
+ nhits_to_fit = (float) esl_opt_GetInteger(go, "--exp-tailn-cglc") * ((cfg->exp_cmN_glc * cfg->expL) / 1000000.);
+ tailp = nhits_to_fit / (float) h->n;
+ if(tailp > 1.) ESL_FAIL(eslERANGE, errbuf, "--exp-tailn-cglc <n>=%d cannot be used, there's only %.3f hits per Mb in the histogram! Lower <n> or use --exp-tailp.", esl_opt_GetInteger(go, "--exp-tailn-cglc"), (h->n / ((float) cfg->exp_cmN_glc * ((float) cfg->expL) / 1000000.)));
+ }
+ else { /* glocal HMM mode */
+ nhits_to_fit = (float) esl_opt_GetInteger(go, "--exp-tailn-hglc") * ((cfg->exp_hmmN_glc * cfg->expL) / 1000000.);
+ tailp = nhits_to_fit / (float) h->n;
+ if(tailp > 1.) ESL_FAIL(eslERANGE, errbuf, "--exp-tailn-hglc <n>=%d cannot be used, there's only %.3f hits per Mb in the histogram! Lower <n> or use --exp-tailp.", esl_opt_GetInteger(go, "--exp-tailn-hglc"), (h->n / ((float) cfg->exp_hmmN_glc * ((float) cfg->expL) / 1000000.)));
+ }
+ }
+ }
+
+ esl_histogram_GetTailByMass(h, tailp, &xv, &n, &z); /* fit to right 'tailfit' fraction, 0.01 by default */
+ if(n <= 1) {
+ if(ExpModeIsLocal(exp_mode)) ESL_FAIL(eslERANGE, errbuf, "fit_histogram(), too few points in right tailfit: %f fraction of histogram. Increase --exp-cmL-loc or --exp-hmmLn-loc.", tailp);
+ else ESL_FAIL(eslERANGE, errbuf, "fit_histogram(), too few points in right tailfit: %f fraction of histogram. Increase --exp-cmL-glc or --exp-hmmLn-glc.", tailp);
+ }
+ esl_exp_FitComplete(xv, n, &(params[0]), &(params[1]));
+ esl_histogram_SetExpectedTail(h, params[0], tailp, &esl_exp_generic_cdf, ¶ms);
+
+ /* printf("# Exponential fit to %.7f%% tail: lambda = %f\n", tailp*100.0, params[1]); */
+ mu = params[0];
+ lambda = params[1];
+ if(isnan(lambda)) ESL_FAIL(eslERANGE, errbuf, "fit_histogram(), exp tail fit lambda is NaN, too few hits in histogram. Increase --exp-cmL or --exp-hmmLn.");
+ if(isinf(lambda)) ESL_FAIL(eslERANGE, errbuf, "fit_histogram(), exp tail fit lambda is inf, too few hits in histogram. Increase --exp-cmL or --exp-hmmLn.");
+ nrandhits = h->n; /* total number of hits in the histogram */
+
+ /* print to output files if nec */
+ if(cfg->exphfp != NULL)
+ esl_histogram_Plot(cfg->exphfp, h);
+ if(cfg->expqfp != NULL) {
+ esl_histogram_PlotQQ(cfg->expqfp, h, &esl_exp_generic_invcdf, params);
+ }
+
+ if (cfg->expsfp != NULL) {
+ esl_histogram_PlotSurvival(cfg->expsfp, h);
+ esl_exp_Plot(cfg->expsfp, (params[0] - log(1./tailp) / params[1]), 0.693147, esl_exp_surv, h->xmin - 5., h->xmax + 5., 0.1); /* extrapolate mu */
+ }
+
+ esl_histogram_Destroy(h);
+
+ *ret_mu = mu;
+ *ret_lambda = lambda;
+ *ret_nrandhits = nrandhits;
+ *ret_tailp = tailp;
+ return eslOK;
+}
+
+/* Function: get_random_dsq()
+ * Date: EPN, Tue Sep 11 08:31:47 2007
+ *
+ * Purpose: Generate a random digitized seq and return it.
+ * Two possible modes:
+ * 1. if(cfg->pgc_freq == NULL && dnull != NULL)
+ * use dnull disto (a double version of cm->null) to generate
+ * 2. if(cfg->pgc_freq != NULL && dnull == NULL)
+ * use choose a GC frequency from cfg->pgc_freq
+ * and generate with that
+ *
+ * Returns: eslOK on success, ret_dsq filled with newly alloc'ed ESL_DSQ *,
+ * some other status code on failure.
+ */
+int
+get_random_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, double *dnull, int L, ESL_DSQ **ret_dsq)
+{
+ int status;
+ double gc_comp;
+ double *distro = NULL;
+ int do_free_distro = FALSE;
+ ESL_DSQ *dsq = NULL;
+
+ /* contract check, make sure we're in a valid mode */
+ if(cfg->pgc_freq == NULL && dnull == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_random_dsq(), cfg->pgc_freq == NULL and dnull == NULL");
+ if(cfg->pgc_freq != NULL && dnull != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_random_dsq(), cfg->pgc_freq != NULL and dnull != NULL");
+
+ /* determine mode */ /* generate sequence */
+ if (cfg->pgc_freq == NULL && dnull != NULL) distro = dnull;
+ else if (cfg->pgc_freq != NULL && dnull == NULL) {
+ assert(cm->abc->K == 4);
+ ESL_ALLOC(distro, sizeof(double) * cm->abc->K);
+ do_free_distro = TRUE;
+ gc_comp = 0.01 * esl_rnd_DChoose(cfg->r, cfg->pgc_freq, GC_SEGMENTS);
+ distro[1] = distro[2] = 0.5 * gc_comp;
+ distro[0] = distro[3] = 0.5 * (1. - gc_comp);
+ }
+ /* generate sequence */
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ if ((status = esl_rsq_xIID(cfg->r, distro, cm->abc->K, L, dsq) != eslOK)) return status;
+
+ if (do_free_distro) free(distro);
+ *ret_dsq = dsq;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: get_cmemit_dsq()
+ * Date: EPN, Tue Sep 11 08:51:33 2007
+ *
+ * Purpose: Generate a dsq from a CM and return it.
+ *
+ * Returns: eslOK on success, ESL_DSQ is filled with newly alloc'ed dsq; some other status code on an error,
+ */
+int
+get_cmemit_dsq(const struct cfg_s *cfg, char *errbuf, CM_t *cm, int *ret_L, int *ret_p, ESL_DSQ **ret_dsq)
+{
+ int status;
+ int p;
+ int L;
+ ESL_SQ *sq;
+ ESL_DSQ *dsq;
+
+ if((status = EmitParsetree(cm, errbuf, cfg->r, "irrelevant", TRUE, NULL, &sq, &L)) != eslOK) return status;
+ while(L == 0) {
+ esl_sq_Destroy(sq);
+ if((status = EmitParsetree(cm, errbuf, cfg->r, "irrelevant", TRUE, NULL, &sq, &L)) != eslOK) return status;
+ }
+
+ /* determine the partition */
+ p = cfg->cmstatsA[cfg->ncm-1]->gc2p[(get_gc_comp(cm->abc, sq->dsq, 1, L))]; /* this is slightly wrong, 1,L for get_gc_comp() should be i and j of best hit */
+ assert(p < cfg->np);
+ ESL_DASSERT1((p < cfg->np));
+
+ /* free everything allocated by a esl_sqio.c:esl_sq_CreateFrom() call, but the dsq */
+ dsq = sq->dsq;
+ free(sq->name);
+ free(sq->acc);
+ free(sq->desc);
+ free(sq);
+
+ *ret_L = L;
+ *ret_p = p;
+ *ret_dsq = dsq;
+ return eslOK;
+}
+
+/* Function: read_partition_file
+ * Date: EPN, Fri Dec 7 08:38:41 2007
+ *
+ * Called when --exp-pfile is invoked.
+ * Opens and reads a partition file of
+ * with 2 * <npartitions> tokens, every odd token is
+ * a partition start <pstart>, and every even token is
+ * a parititon end <pend>. First <pstart> must be 0,
+ * other <pstart>s must be 1 more than previous
+ * <pend>. The last <pend> must be 100, other <pends>
+ * must be 1 less than following <pstart>.
+ *
+ * Example of file that implies 3 partitions:
+ * 0..39, 40..60, and 61.100
+ *
+ * ~~~~~~~~~~~~~~~~
+ * 0 39
+ * 40 60
+ * 61 100
+ * ~~~~~~~~~~~~~~~~
+ *
+ * After reading the file and checking it's legit,
+ * set up the cfg->np and cfg->pstart data.
+ *
+ * Returns: eslOK on success, eslEINVAL if file is
+ * in wrong format, or doesn't follow rules described above.
+ */
+int
+read_partition_file(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ int toklen;
+ int *begin;
+ int end=0;
+ int nread=0;
+ int p;
+
+ ESL_DASSERT1((MAX_PARTITIONS < GC_SEGMENTS));
+ if(esl_opt_IsDefault(go, "--exp-pfile")) ESL_FAIL(eslEINVAL, errbuf, "read_partition_file, but --exp-pfile not invoked!\n");
+
+ if (esl_fileparser_Open(esl_opt_GetString(go, "--exp-pfile"), &efp) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "failed to open %s in read_mask_file\n", esl_opt_GetString(go, "--exp-pfile"));
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ ESL_ALLOC(begin, sizeof(int) * GC_SEGMENTS);
+ begin[0] = 0;
+
+ while((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslEOF) {
+ begin[nread] = atoi(tok);
+ if(nread == 0) {
+ if(atoi(tok) != 0) ESL_FAIL(eslEINVAL, errbuf, "first partition begin must be 0 in %s\n", esl_opt_GetString(go, "--exp-pfile"));
+ }
+ else if (begin[nread] != (end+1)) {
+ if(atoi(tok) != 0) ESL_FAIL(eslEINVAL, errbuf, "partition %d begin point (%d) is not exactly 1 more than prev partition end pt %d in %s\n", (nread+1), begin[nread], end, esl_opt_GetString(go, "--exp-pfile"));
+ }
+ if((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK) ESL_FAIL(eslEINVAL, errbuf, "no end point for each partition %d's begin (%d) in partition file %s\n", (nread+1), begin[nread], esl_opt_GetString(go, "--exp-pfile"));
+ end = atoi(tok);
+ if(end < begin[nread]) ESL_FAIL(eslEINVAL, errbuf, "partition %d end point (%d) < begin point (%d) in %s\n", (nread+1), end, begin[nread], esl_opt_GetString(go, "--exp-pfile"));
+ nread++;
+ if(nread > MAX_PARTITIONS) ESL_FAIL(eslEINVAL, errbuf, "partition file %s has at least %d partitions, but max num partitions is %d\n", esl_opt_GetString(go, "--exp-pfile"), nread, MAX_PARTITIONS);
+ }
+ if(nread == 0) ESL_FAIL(eslEINVAL, errbuf, "failed to read a single token from %s\n", esl_opt_GetString(go, "--exp-pfile"));
+ if(end != 100) ESL_FAIL(eslEINVAL, errbuf, "final partitions end point must be 100, but it's %d in %s\n", end, esl_opt_GetString(go, "--exp-pfile"));
+
+ /* create cfg->pstart */
+ ESL_DASSERT1((cfg->pstart == NULL));
+ ESL_ALLOC(cfg->pstart, sizeof(int) * nread);
+ for(p = 0; p < nread; p++) cfg->pstart[p] = begin[p];
+ free(begin);
+ cfg->np = nread;
+
+ esl_fileparser_Close(efp);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: switch_global_to_local()
+ * Incept: EPN, Mon Dec 10 08:43:32 2007
+ *
+ * Purpose: Switch a CM and it's CP9 HMM from global configuration
+ * to local configuration. Purposefully a local static function
+ * in cmcalibrate.c, b/c we don't check if CM is in rsearch mode
+ * or any other jazz that'll never happen in cmcalibrate.
+ *
+ * Args: go - get opts
+ * cfg - cmcalibrate's cfg
+ * cm - the model
+ * errbuf - for printing errors
+ *
+ * Returns: eslOK on succes, othewise some other easel status code and
+ * errbuf is filled with error message.
+ */
+int
+switch_global_to_local(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ int status;
+
+ if(cm->flags & CMH_LOCAL_BEGIN) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CMH_LOCAL_BEGIN flag already raised.\n");
+ if(cm->flags & CMH_LOCAL_END) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CMH_LOCAL_END flag already raised.\n");
+ if(! (cm->flags & CMH_CP9)) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CMH_CP9 flag down.\n");
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CPLAN9_LOCAL_BEGIN flag already raised.\n");
+ if(cm->cp9->flags & CPLAN9_LOCAL_END) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CPLAN9_LOCAL_END flag already raised.\n");
+ if(cm->cp9->flags & CPLAN9_EL) ESL_FAIL(eslEINCOMPAT, errbuf, "switch_global_to_local(), CPLAN9_EL flag already raised.\n");
+
+ /* ConfigLocal() puts CM in local mode, recalcs QDBs (if they exist), remakes cm's scan matrix,
+ * logoddsifies CM, and makes inserts equiprobable (if nec) */
+ ConfigLocal(cm, cm->pbegin, cm->pend);
+ /* CPlan9SWConfig() configures CP9 for local alignment, then logoddisfies CP9 (wastefully in this case) */
+ CPlan9SWConfig(cm->cp9, cm->pbegin, cm->pbegin, TRUE, cm->ndtype[1]); /* TRUE means do make I_0, D_1, I_M unreachable to match the CM */
+ /* CPlan9ELConfig() configures CP9 for CM EL local ends, then logoddisfies CP9 */
+ CPlan9ELConfig(cm);
+
+ /* recalculate cm->W and recalculate QDBs (if the CM has them) */
+ if(cm->flags & CMH_QDB) {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = cm->dmax = NULL;
+ cm->flags &= ~CMH_QDB;
+ ConfigQDBAndW(cm, TRUE); /* TRUE says: calculate QDBs */
+ }
+ else ConfigQDBAndW(cm, FALSE); /* FALSE says: don't calc QDBs */
+ /* this will create a new scan matrix, we need to update searchinfo so it points to this scan matrix */
+
+ /* update cfg->fil_cm_ncalcs and cfg->cp9_ncalcs */
+ if((status = update_dp_calcs(go, cfg, errbuf, cm)) != eslOK) return status;
+
+ return eslOK;
+}
+
+/* Function: update_dp_calcs()
+ * Incept: EPN, Tue Jan 15 15:40:40 2008
+ *
+ * Purpose: Update cfg->fil_ncalcs and cfg->cp9_ncalcs
+ * based on configuration of CM.
+ *
+ * Args: go - get opts
+ * cfg - cmcalibrate's cfg
+ * errbuf - for printing errors
+ * cm - the model
+ *
+ * Returns: eslOK on succes, othewise some other easel status code and
+ * errbuf is filled with error message.
+ */
+int
+update_dp_calcs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ int fil_W; /* W used by filter, unused, nec only b/c cm_GetNCalcsPerResidueForGivenBeta() must return it */
+
+ /* Count number of DP calcs, these counts are used to determine target, minimum and maximum survival
+ * fractions for HMM filter thresholds in get_hmm_filter_cutoffs() (see that code for details).
+ * Our predicted running times for searches in get_hmm_filter_cutoffs() are calculated based
+ * on cfg->fil_cm_calcs and cfg->fil_cp9_calcs. cfg->fil_cm_calcs is calculated assuming we'll
+ * use a QDB filter with beta == 1E-7, which is the default second filter in cmsearch.
+ *
+ * We want to set:
+ * cfg->fil_cm_ncalcs: millions of calcs for full CM scan of 1 residue, with QDBs using beta = 1E-7
+ * cfg->cp9_ncalcs: millions of calcs for CP9 HMM scan of 1 residue
+ *
+ * This function is called twice. Once for global mode and then for local mode when models get localized.
+ */
+
+ /* get cfg->fil_cm_ncalcs, we ALWAYS assume that QDB CYK with beta=1E-7 will be used as a second filter after HMM filtering
+ * in cmsearch, so we determine target survival fractions based on DP counts for QDB searches, not non-QDB searches */
+
+ if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, 1E-7, &(cfg->fil_cm_ncalcs), &fil_W)) != eslOK) return status;
+
+ /* get cfg->cp9_ncalcs, used to determine efficiency of CP9 filters, at first it's global mode, then
+ * when switch_global_to_local() is called, cfg->full_cp9_ncalcs is updated to ncalcs in local mode */
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &(cfg->cp9_ncalcs))) != eslOK) return status;
+
+ return eslOK;
+}
+
+/* Function: get_cmcalibrate_comlog_info
+ * Date: EPN, Mon Dec 31 14:59:52 2007
+ *
+ * Purpose: Create the cmcalibrate command info and creation date info
+ * to eventually be set in the CM's ComLog_t data structure.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ */
+static int
+get_cmcalibrate_comlog_info(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ int i;
+ long seed;
+ long temp;
+ int seedlen;
+ char *seedstr;
+ time_t date = time(NULL);
+
+ if(cfg->ccom != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_cmcalibrate_comlog_info(), cfg->ccom is non-NULL.");
+ if(cfg->cdate != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "get_cmcalibrate_comlog_info(), cfg->cdate is non-NULL.");
+
+
+ /* Set the cmcalibrate command info, the cfg->ccom string */
+ for (i = 0; i < go->optind; i++) { /* copy all command line options, but not the command line args yet, we may need to append '-s ' before the args */
+ esl_strcat(&(cfg->ccom), -1, go->argv[i], -1);
+ esl_strcat(&(cfg->ccom), -1, " ", 1);
+ }
+ /* if -s NOT enabled, we need to append the seed info also */
+ seed = esl_randomness_GetSeed(cfg->r);
+ if(esl_opt_IsDefault(go, "-s")) {
+ temp = seed;
+ seedlen = 1;
+ while(temp > 0) { temp/=10; seedlen++; } /* determine length of stringized version of seed */
+ seedlen += 4; /* strlen(' -s ') */
+ ESL_ALLOC(seedstr, sizeof(char) * (seedlen+1));
+ sprintf(seedstr, " -s %ld ", seed);
+ esl_strcat((&cfg->ccom), -1, seedstr, seedlen);
+ free(seedstr);
+ }
+ else { /* -s was enabled, we'll do a sanity check */
+ if(seed != (long) esl_opt_GetInteger(go, "-s")) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "get_cmcalibrate_comlog_info(), cfg->r's seed is %ld, but -s was enabled with argument: %ld!, this shouldn't happen.", seed, (long) esl_opt_GetInteger(go, "-s"));
+ }
+
+ for (i = go->optind; i < go->argc; i++) { /* copy command line args yet */
+ esl_strcat(&(cfg->ccom), -1, go->argv[i], -1);
+ if(i < (go->argc-1)) esl_strcat(&(cfg->ccom), -1, " ", 1);
+ }
+
+ /* Set the cmcalibrate call date, the cfg->cdate string */
+ if((status = esl_strdup(ctime(&date), -1, &(cfg->cdate))) != eslOK) goto ERROR;
+ esl_strchop(cfg->cdate, -1); /* doesn't return anything but eslOK */
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_cmcalibrate_comlog_info() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+
+/* Function: update_comlog
+ * Date: EPN, Mon Dec 31 15:14:26 2007
+ *
+ * Purpose: Update the CM's comlog info to reflect the current
+ * cmcalibrate call.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ */
+static int
+update_comlog(const ESL_GETOPTS *go, char *errbuf, char *ccom, char *cdate, CM_t *cm)
+{
+ int status;
+ if(ccom == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_comlog(), ccom is non-NULL.");
+ if(cdate == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_comlog(), cdate is non-NULL.");
+
+ /* free all cmcalibrate comlog info, we're about to overwrite any information that any previous cmcalibrate
+ * call could have written to the cm file.
+ */
+ if(cm->comlog->ccom != NULL) { free(cm->comlog->ccom); cm->comlog->ccom = NULL; }
+ if(cm->comlog->cdate != NULL) { free(cm->comlog->cdate); cm->comlog->cdate = NULL; }
+
+ if((status = esl_strdup(ccom, -1, &(cm->comlog->ccom))) != eslOK) goto ERROR;
+ if((status = esl_strdup(cdate,-1, &(cm->comlog->cdate))) != eslOK) goto ERROR;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "update_comlog() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+
+/* Function: set_dnull
+ * Date: EPN, Thu Jan 24 09:48:54 2008
+ *
+ * Purpose: Allocate, fill and return dnull, a double version of cm->null used
+ * for generating random seqs.
+ *
+ * Returns: eslOK on success
+ */
+static int
+set_dnull(CM_t *cm, char *errbuf, double **ret_dnull)
+{
+ int status;
+ double *dnull;
+ int i;
+
+ if(ret_dnull == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "set_dnull(), ret_dnull is NULL.");
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ *ret_dnull = dnull;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEINCOMPAT, errbuf, "set_dnull(), memory allocation error.");
+}
+
+
+/* Function: process_filter_workunit()
+ * Date: EPN, Fri Jan 11 11:34:46 2008
+ *
+ * Purpose: A filter work unit consists of a CM, an int specifying a
+ * number of sequences <nseq>. The job is to generate <nseq> sequences
+ * from the CM and search them first with the CM, both CYK and Inside
+ * and then with the HMM (Forward).
+ * Scores will eventually be used for calc'ing HMM filter thresolds.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - for writing out error messages
+ * cm - the CM (already configured as we want it)
+ * nseq - number of seqs to generate
+ * ret_cyk_scA - RETURN: [0..nseq-1] best CM CYK score for each seq
+ * ret_ins_scA - RETURN: [0..nseq-1] best CM Inside score for each seq
+ * ret_fwd_scA - RETURN: [0..nseq-1] best CP9 Forward score for each seq
+ * ret_partA - RETURN: [0..nseq-1] partition of each seq
+ *
+ * Returns: eslOK on success; dies immediately if some error occurs.
+ */
+static int
+process_filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ float **ret_cyk_scA, float **ret_ins_scA, float **ret_fwd_scA, int **ret_partA)
+{
+ int status;
+ float *cyk_scA = NULL; /* [0..i..nseq-1] best CM CYK score for each state, each seq */
+ float *ins_scA = NULL; /* [0..i..nseq-1] best CM Inside score for each state, each seq */
+ float *fwd_scA = NULL; /* [0..i..nseq-1] best CP9 Viterbi score for each seq */
+ int *partA = NULL; /* [0..i..nseq-1] partitions of each seq */
+ int p; /* what partition we're in */
+ int i;
+ int L;
+ ESL_DSQ *dsq;
+ int orig_search_opts; /* we modify cm->search_opts in this function, then reset it at the end */
+ int do_null3; /* TRUE to do NULL3 score corrections, FALSE not to */
+
+ if(ret_cyk_scA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "process_filter_workunit(), ret_cyk_scA == NULL.");
+ if(ret_ins_scA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "process_filter_workunit(), ret_ins_scA == NULL.");
+ if(ret_fwd_scA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "process_filter_workunit(), ret_fwd_scA == NULL.");
+ if(ret_partA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "process_filter_workunit(), ret_partA == NULL.");
+
+ ESL_DPRINTF1(("in process_filter_workunit nseq: %d\n", nseq));
+
+ /* determine algs we'll use and allocate the score arrays we'll pass back */
+ ESL_ALLOC(partA, sizeof(int) * nseq); /* will hold partitions */
+
+ ESL_ALLOC(cyk_scA, sizeof(float) * nseq); /* will hold CM CYK scores */
+ ESL_ALLOC(ins_scA, sizeof(float) * nseq); /* will hold CM Inside scores */
+ ESL_ALLOC(fwd_scA, sizeof(float) * nseq); /* will hold HMM Forward scores */
+
+ orig_search_opts = cm->search_opts;
+ do_null3 = (cm->search_opts & CM_SEARCH_NULL3) ? TRUE : FALSE;
+
+ /* generate dsqs one at a time and collect optimal CM CYK/Inside scores and/or best CP9 Forward score */
+ for(i = 0; i < nseq; i++) {
+ if((status = get_cmemit_dsq(cfg, errbuf, cm, &L, &p, &dsq)) != eslOK) return status;
+ partA[i] = p;
+ /*to print seqs to stdout uncomment this block */
+ /*ESL_SQ *tmp;
+ tmp = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq, L, NULL, NULL, NULL);
+ esl_sq_Textize(tmp);
+ printf(">seq%d\n%s\n", i, tmp->seq);
+ esl_sq_Destroy(tmp);
+ fflush(stdout);
+ */
+
+ /* search dsq thrice, cyk, inside, fwd */
+ /* for cyk and inside either use HMM bands, or don't */
+ if(esl_opt_GetBoolean(go, "--fil-nonbanded")) {
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ if((status = FastCYKScan (cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, do_null3, NULL, &(cyk_scA[i]))) != eslOK) return status;
+
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, do_null3, NULL, &(ins_scA[i]))) != eslOK) return status;
+ }
+ else { /* search with HMM bands */
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = esl_opt_GetReal(go, "--fil-tau");
+ if(esl_opt_GetBoolean(go, "--fil-aln2bands")) cm->search_opts |= CM_SEARCH_HMMALNBANDS;
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ if((status = FastCYKScanHB(cm, errbuf, dsq, 1, L, 0., NULL, do_null3, cm->hbmx, esl_opt_GetReal(go, "--mxsize"), &(cyk_scA[i]))) != eslOK) return status;
+
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ if((status = FastFInsideScanHB(cm, errbuf, dsq, 1, L, 0., NULL, do_null3, cm->hbmx, esl_opt_GetReal(go, "--mxsize"), &(ins_scA[i]))) != eslOK) return status;
+ }
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ do_null3,
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(fwd_scA[i]))) != eslOK) return status;
+ free(dsq);
+ }
+ /* contract enforced these are all non-NULL */
+ *ret_cyk_scA = cyk_scA;
+ *ret_ins_scA = ins_scA;
+ *ret_fwd_scA = fwd_scA;
+ *ret_partA = partA;
+
+ cm->search_opts = orig_search_opts;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+typedef struct fseq_Eval_s {
+ int i;
+ float cm_E;
+ float fwd_E;
+} fseq_Eval_t;
+
+/*
+ * Function: compare_fseq_by_{cm,fwd}_Eval()
+ * Date: EPN, Fri Jan 11 12:30:59 2008
+ * Purpose: Compares two fseq_Eval_t's based on CM or HMM Forward E-value
+ * and returns -1 if first is higher E-value than second, 0 if equal,
+ * 1 if first E-value is lower. This results in sorting by E-value,
+ * highest first.
+ */
+int compare_fseq_by_cm_Eval(const void *a_void, const void *b_void) {
+ fseq_Eval_t *a, *b;
+ a = (fseq_Eval_t *) a_void;
+ b = (fseq_Eval_t *) b_void;
+ if (a->cm_E > b->cm_E) return -1;
+ else if (a->cm_E < b->cm_E) return 1;
+ else return 0;
+}
+
+int compare_fseq_by_fwd_Eval(const void *a_void, const void *b_void) {
+ fseq_Eval_t *a, *b;
+ a = (fseq_Eval_t *) a_void;
+ b = (fseq_Eval_t *) b_void;
+ if (a->fwd_E > b->fwd_E) return -1;
+ else if (a->fwd_E < b->fwd_E) return 1;
+ else return 0;
+}
+
+/* Function: get_hmm_filter_cutoffs()
+ * Date: EPN, Fri Jan 11 12:01:07 2008
+ *
+ * Purpose: Given a CM and scores for a CM and HMM Forward scan of
+ * filN target seqs predict the HMM filter threshold for
+ * each possible CM threshold. The CM scores are either CYK
+ * or Inside; so this function is called four times, Once
+ * each for glocal CYK, glocal Inside, local CYK and glocal
+ * Inside.
+ *
+ * For the CM scores, the possible CM thresholds are the
+ * E-values for the first 90% (worst scoring 90%) observed
+ * CYK/Inside scores in a ranked list of such E-values,
+ * stored in sorted order in by_cmA[], E-value from
+ * i=0..filN-1. The first 90% are the elements i=0..imax,
+ * with imax = 0.90 * filN.
+ *
+ * The HMM threshold fwd_E_cut[i] for each i=0..imax is the
+ * HMM Forward E-value that recognizes F fraction of the
+ * (filN-i+1) sequences that have a CM E-value better than
+ * by_cmA[i]. Note, that when i == imax, 25% of of the
+ * sequences (0.25 * filN) have an E-value of by_cmA[i].cm_E
+ * or lower, this means that the HMM filter for i == imax
+ * will recognize (F * filN * 0.25) sequences, so filN must
+ * be appropriately large so 0.25 * filN is a reasonable
+ * sample size.
+ *
+ * To achieve this, we maintain two separately sorted lists,
+ * one by CM E-values (by_cmA) and one by Forward E-values
+ * (by_fwdA), with the cmi2fwdi array providing a map
+ * between the two lists. These two lists contain the same
+ * data (the CM and Forward scores for the filN CM sampled
+ * sequences), but in a different order. If cmi2fwdi[j] ==
+ * k, this means element with rank j in by_cmA has rank k
+ * in by_fwdA, specifically by_cmA[j].i == by_fwdA[k].i.
+ *
+ * With these two sorted lists we can step through the CM
+ * list and at each different threshold point (i=0..imax),
+ * update the Forward list by setting specific elements
+ * (specifically those elements whose CM score is greater
+ * (worse) than by_cmA[i].cm_E) as 'no longer used'. Thus
+ * at each threshold point i, we have the same curN ==
+ * filN-i+1 elements being 'used' in the by_cmA and by_fwdA
+ * lists. Concurrently, we keep track of what HMM threshold
+ * is necessary to recognize F fraction of those curN hits,
+ * specifically this is the Fidx'th ranking hit OF USED
+ * ELEMENTS in the by_fwdA array. This step-through loop is
+ * implemented in the section of code below marked "main
+ * loop"
+ *
+ * It is somewhat tricky to follow the implementation of
+ * this below, at least the way I've done it, and I've found
+ * it equally tricky to comment it in a clear way, but I
+ * tried to make it clear (without spending an unreasonable
+ * amount of time on it).
+ *
+ * Args: go - command line options
+ * cfg - cmcalibrate's cfg object
+ * errbuf - for printing error messages
+ * cm - the model
+ * cm_scA - [0..i..filN-1] best CM score (CYK or Inside) in sequence i
+ * fwd_scA - [0..i..filN-1] best Foward score in sequence i
+ * partA - [0..i..filN-1] partition of sequence i
+ * cm_mode - CM mode that explain the configuration the CM was in when scores in cm_scA were collected
+ * either EXP_CM_LC (local CYK), EXP_CM_LI (local Inside), EXP_CM_GC (glocal CYK), or EXP_CM_GI (glocal Inside)
+ * bf - BestFilterInfo_t object, we'll update this to hold info on Forward filter cutoffs
+ *
+ * Returns: Updates BestFilterInfo_t object <bf> to hold HMM filter info
+ * eslOK on success;
+ * Other easel status code on an error with errbuf filled with error message.
+ */
+
+int
+get_hmm_filter_cutoffs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *cm_scA, float *fwd_scA, int *partA, int cm_mode, HMMFilterInfo_t *hfi)
+{
+ int status;
+ float fil_ncalcs; /* number of million dp calcs predicted for the HMM filter scan */
+ float cm_ncalcs; /* number of million dp calcs predicted for a full (next-step-after-filter) CM scan */
+ int i, p; /* counters */
+ int cmi = cfg->ncm-1; /* CM index we're on */
+ float F = esl_opt_GetReal (go, "--fil-F"); /* fraction of CM seqs we require filter to let pass */
+ int filN = esl_opt_GetInteger(go, "--fil-N"); /* number of sequences we emitted from CM for filter test */
+ float targ_xhmm = esl_opt_GetReal(go, "--fil-Xtarg-hmm"); /* target search time multiplier of HMM search time */
+ float min_xhmm = esl_opt_GetReal(go, "--fil-Xmin-hmm"); /* minimum search time multiplier of HMM search time */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float surv_res_per_hit; /* expected number of residues to survive filter from DB for each hit 2*W-avg_hit_len, twice W minus the average lenght of a hit from QDB calc */
+ float Smax; /* maximally useful survival fraction, from fil-Smax-hmm <x> */
+ float Starg; /* our target survival fraction, if we achieve this fraction the search should take targ_xhmm times longer than a HMM only search */
+ float Smin; /* minimally useful survival fraction, any less than this and our filter would be (predicted to be) doing more than 10X the work of the CM */
+ float fwd_Emax; /* fwd E-value that gives Smax survival fraction */
+ float fwd_Etarg; /* fwd E-value that gives Starg survival fraction */
+ float fwd_Emin; /* fwd E-value that gives Smin survival fraction */
+ double dbsize; /* database size the E-values refer to, just a scaling factor */
+ int *cmi2fwdi; /* [0..i..filN] map between by_cmA and by_fwdA elements, cmi2fwdi[j] == k ==> by_cmA[j].i == by_fwdA[k].i */
+ int j; /* counter */
+ int always_better_than_Smax; /* TRUE if worst observed cm E value (by_cmA[0].cm_E) still gives us a survival fraction better (less) than Smax */
+
+ fseq_Eval_t *by_cmA; /* [0..i..filN] list of fseq_Eval_t for all filN observed seqs, sorted by decreasing CM E-value */
+ fseq_Eval_t *by_fwdA; /* [0..i..filN] list of fseq_Eval_t for all filN observed seqs, sorted by decreasing Forward E-value */
+ float cm_E, fwd_E; /* a CM E-value and Forward E-value */
+ int hmm_fwd_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? EXP_CP9_LF : EXP_CP9_GF;
+
+ int *fwd_useme; /* [0..i..filN] TRUE if element with rank i in by_fwd array is 'in use', meaning it corresponds to a sequence with CM score better than current threshold */
+ int fwd_all; /* the index in by_fwdA of the worst ranked (highest) forward E-value of all elements in use (fwd_useme[i] == TRUE) */
+ int fwd_F; /* the index in by_fwdA of the sequence with forward E-value worse than F fraction of all elements in use (fwd_useme[i] == TRUE) */
+
+ int curN;
+ int *change_fwd_F;
+ int prv_Fidx;
+ int cur_Fidx;
+ int imax_above_Emax; /* at end of loop, imax_above_Emax is max i for which fwd_E_cut[i] > fwd_Emax, if -1, fwd_E_cut[i] < fwd_Emax for all i=0..imax */
+ int imin_at_Etarg; /* at end of loop, imin_at_Etarg is min i for which fwd_E_cut[i] == fwd_Etarg, if -1, fwd_E_cut[i] > fwd_Etarg for all i=0..imax */
+ int imax_at_Etarg; /* at end of loop, imax_at_Etarg is max i for which fwd_E_cut[i] == fwd_Etarg, if -1, fwd_E_cut[i] > fwd_Etarg for all i=0..imax */
+ int imin_at_Emin; /* at end of loop, imin_at_Emin is min i for which fwd_E_cut[i] == fwd_Emin, if -1, fwd_E_cut[i] > fwd_Emin for all i=0..imax */
+
+ /* these variables are used in the "main loop" (to find it, search for "The main loop:" below) */
+ int imax;
+ float *fwd_E_F;
+ float *fwd_E_all;
+ float *fwd_E_cut;
+ float *fwd_E_S;
+
+ /* these variables are used in the "step through" section, to define representative cutoffs (to find this section, search for "step through all cutoffs" below) */
+ int ip_min;
+ int ip_max;
+ int ip;
+ float max_next_E_cut;
+ float prev_E_cut;
+ int *saveme;
+ int keep_going;
+ float *fwd_E_cut2save;
+ float *cm_E_cut2save;
+ int n2save;
+
+ /* these are only used if --fil-dfile enabled */
+ int ncut;
+ float fwd_bitmax, fwd_bittarg, fwd_bitmin;
+ float fwd_bitcut, cm_bitcut;
+
+ /* contract checks */
+ if(! (cfg->cmstatsA[cmi]->expAA[cm_mode][0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "get_hmm_filter_cutoffs(), exp tail stats for CM mode: %d are not valid.\n", cm_mode);
+ if(! (cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "get_hmm_filter_cutoffs(), exp tail stats for HMM fwd mode: %d are not valid.\n", hmm_fwd_mode);
+
+ /* Determine our target, min and max E-value cutoffs for the HMM forward scan
+ * these are independent of the observed scores. Each of these is calculated
+ * based on how it affects <total_calcs>. <total_calcs> is the sum of the
+ * number of DP calculations required for the HMM filter <fil_ncalcs>, plus the predicted
+ * number of DP calculations required for the CM to search the survival fraction
+ * <cm_ncalcs> * survival fract. So if <total_calcs> is <targ_xhmm> * <fil_ncalcs>, the
+ * required time we predict to do a HMM filter plus CM scan of survivors is <targ_xhmm> times the
+ * time it would take to do an HMM only scan.
+ *
+ * fwd_Etarg: the target forward E-value cutoff. If used <total_calcs> = <targ_xhmm> * <fil_ncalcs>
+ * <targ_xhmm> is obtained from the --fil-Xtarg-hmm, by default it is 2.0.
+ * fwd_Emin: the minimal forward E-value cutoff, anything less than this is overkill.
+ * If used <total_calcs> = <min_xhmm> * fil_ncalcs.
+ * <min_xhmm> is obtained from the --fil-Xmin-hmm, by default it is 1.1.
+ * fwd_Emax: the maximum forward E-value cutoff we'll accept as useful. If used
+ * <total_calcs> = <Smax> * <cm_ncalcs> (we expect HMM filter to give us
+ * 2X speedup versus full CM)
+ *
+ * forward filter predicted
+ * E-value cutoff survival fraction
+ * -------------- -----------------
+ * fwd_Emax Smax = <x> from --fil-Smax-hmm
+ * fwd_Etarg Starg = targ_xhmm * (fil_ncalcs / cm_ncalcs)
+ * fwd_Emin Smin = min_xhmm * (fil_ncalcs / cm_ncalcs)
+ */
+
+ dbsize = cfg->cmstatsA[cmi]->expAA[cm_mode][0]->dbsize;
+ /* Update hmm E-value's effective database size as if we're searching a database of size dbsize */
+ for(p = 0; p < cfg->cmstatsA[cmi]->np; p++) {
+ cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][p]->cur_eff_dbsize = (long) ((((double) dbsize / (double) cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][p]->dbsize) *
+ ((double) cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][p]->nrandhits)) + 0.5);
+ }
+ fil_ncalcs = cfg->cp9_ncalcs; /* fil_ncalcs is millions of DP calcs for HMM Forward scan of 1 residue */
+ fil_ncalcs *= dbsize; /* now fil_ncalcs is millions of DP calcs for HMM Forward scan of length 1 Mb */
+ cm_ncalcs = cfg->fil_cm_ncalcs; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ cm_ncalcs *= dbsize; /* now cm_ncalcs corresponds to dbsize (1 Mb)*/
+ surv_res_per_hit = (2. * cm->W - (cfg->avg_hit_len)); /* avg length of surviving fraction of db from a single hit (cfg->avg_hit_len is avg subseq len in subtree rooted at v==0, from QDB calculation) */
+ Smin = (min_xhmm-1.) * (fil_ncalcs / cm_ncalcs); /* if survival fraction == Smin, total number of DP calcs (filter + survivors) == (1 + min_xhmm) * fil_ncalcs, so a HMM + CM search will take only min_xhmm/1. fraction longer than HMM only */
+ Starg = (targ_xhmm-1.) * (fil_ncalcs / cm_ncalcs); /* if survival fraction == Starg, the total number DP calcs (filter + survivors) == (1 + targ_xhmm) * fil_ncalcs,
+ * so if targ_xhmm = 2 (which is default), our target is for the HMM filter + CM search of survivors (with QDB possibly)
+ * to take 2 times long as only the HMM filter would take. */
+ Smax = esl_opt_GetReal(go, "--fil-Smax-hmm");
+#if 0
+ Smax = 0.5 - (fil_ncalcs / cm_ncalcs); /* if survival fraction == Smax, total number of DP calcs (filter+survivors) == 1/2 * cm_ncalcs, so our predicted speedup
+ * by using the filter is 2 fold */
+#endif
+ if(!(esl_opt_IsDefault(go, "--fil-Smin-hmm"))) { Smin = esl_opt_GetReal(go, "--fil-Smin-hmm"); }
+ if(!(esl_opt_IsDefault(go, "--fil-Starg-hmm"))) { Starg = esl_opt_GetReal(go, "--fil-Starg-hmm"); }
+ if(Starg < Smin) { Starg = Smin; }
+
+ if(Smin > Smax) { /* rare case, happens only if fil_ncalcs >= 5/11 * cm_ncalcs, in this case we don't filter */
+ /* this will probably never happen, but if it does, we set 1 cut point, set the CM E-value to 0.0 and set
+ * always_better_than_Smax to FALSE, then in cmsearch no matter what CM E-value cutoff <E> is used, a filter will
+ * not be used, because <E> > 0.0 for all valid <E>.
+ */
+ float *cm_E_cut;
+ float *fwd_E_cut;
+ ESL_ALLOC(fwd_E_cut, sizeof(float) * 1);
+ ESL_ALLOC(cm_E_cut, sizeof(float) * 1);
+ cm_E_cut[0] = 0.0;
+ fwd_E_cut[0] = 1E20; /* this is irrelevant actually */
+ always_better_than_Smax = FALSE;
+ if((status = SetHMMFilterInfoHMM(hfi, errbuf, F, filN, dbsize, 1, cm_E_cut, fwd_E_cut, always_better_than_Smax)) != eslOK) return status;
+ free(cm_E_cut);
+ free(fwd_E_cut);
+ return eslOK;
+ }
+ if(Starg < Smin) { /* another rare case min value for --fil-Xtarg-hmm is 0.1, so if Starg < Smin it's just because of precision issues, nevertheless we have to deal */
+ Starg = Smin;
+ }
+ if(Starg > Smax) { /* yet another rare case, happens only if fil_ncalcs >= (0.5 * cm_ncalcs) / (targ_xhmm+1), when targ_xhmm = 1, this is when fil_ncalcs <= cm_ncalcs / 4 */
+ Starg = Smax;
+ }
+ fwd_Emax = (Smax * (float) dbsize) / surv_res_per_hit;
+ fwd_Etarg = (Starg * (float) dbsize) / surv_res_per_hit;
+ fwd_Emin = (Smin * (float) dbsize) / surv_res_per_hit;
+
+ assert(fwd_Emax > -0.000001);
+ assert(fwd_Etarg > -0.000001);
+ assert(fwd_Emin > -0.000001);
+
+ /* Copy bit scores to three separate quicksort-able data structures,
+ * Sort one by CM E-value, one by Inside E-value and one by Forward E-value.
+ * The seq idx is kept in the data structure, providing a link between
+ * the three different lists after they're sorted.
+ */
+ ESL_ALLOC(by_cmA, sizeof(fseq_Eval_t) * filN);
+ ESL_ALLOC(by_fwdA, sizeof(fseq_Eval_t) * filN);
+ /* convert bit scores to E-values and copy them to the qsortable structures */
+ for(i = 0; i < filN; i++) {
+ p = partA[i];
+ cm_E = Score2E(cm_scA[i], cfg->cmstatsA[cmi]->expAA[cm_mode][p]->mu_extrap, cfg->cmstatsA[cmi]->expAA[cm_mode][p]->lambda, cfg->cmstatsA[cmi]->expAA[cm_mode][p]->cur_eff_dbsize);
+ fwd_E = Score2E(fwd_scA[i], cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][p]->mu_extrap, cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][p]->lambda, cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][p]->cur_eff_dbsize);
+ /* copy E-values to qsortable data structures */
+ by_cmA[i].i = by_fwdA[i].i = i;
+ by_cmA[i].cm_E = by_fwdA[i].cm_E = cm_E;
+ by_cmA[i].fwd_E = by_fwdA[i].fwd_E = fwd_E;
+ /*printf("TEMP i: %5d CM sc: %.3f (E: %20.10f) HMM sc: %.3f (E: %20.10f)\n", i, cm_scA[i], cm_E, fwd_scA[i], fwd_E);*/
+ }
+
+ /* qsort */
+ qsort(by_cmA, filN, sizeof(fseq_Eval_t), compare_fseq_by_cm_Eval);
+ qsort(by_fwdA, filN, sizeof(fseq_Eval_t), compare_fseq_by_fwd_Eval);
+
+ /* determine the mapping between the sorted CM list and sorted Fwd list.
+ * This is N^2 which might be of concern with large filN's
+ * empirically for filN = 10,000 this block takes 1.25s,
+ * so for filN == 100,000 it would take about 2 minutes. But
+ * for filN == 100,000 the time search 100,000 seqs will drown
+ * this out. Nevertheless, max <n> for --fil-N option is 100,000.
+ */
+ ESL_ALLOC(cmi2fwdi, sizeof(int) * filN);
+ esl_vec_ISet(cmi2fwdi, filN, -1);
+ for(i = 0; i < filN; i++) {
+ for(j = 0; j < filN; j++) {
+ if(by_cmA[i].i == by_fwdA[j].i) cmi2fwdi[i] = j;
+ }
+ }
+ for(i = 0; i < filN; i++) assert(cmi2fwdi[i] != -1);
+
+ /* A few more preparations before the main loop:
+ * we want Fidx such that in the sorted arrays, by_cmA and by_fwdA, F fraction of the elements
+ * have E value <= score of element [Fidx], including element Fidx. Some examples:
+ * F filN Fidx
+ * 0.99 100 1 we'll miss 0..0 == 1 hit at this threshold, but recognize 99 (0.99)
+ * 0.93 2000 140 we'll miss 0..139 == 140 hits at this threshold, but recognize 1860 (0.93)
+ * 0.81 243 46 we'll miss 0..45 == 46 hits at this threshold, but recognize 197 (0.8106)
+ */
+ Fidx = (int) ((1. - F) * (float) filN);
+ /* deal with a precision issue */
+ if(Fidx < ((1. - F) * (float) filN)) { /* we rounded down */
+ if (((Fidx - ((1. - F) * (float) filN)) - 1.) < REALLYSMALLX) Fidx++; /* due to precision issues we unnecessarily rounded down */
+ }
+
+ /* Setup fwd_useme array: fwd_useme[i] is TRUE if element with rank i in by_fwdA array is 'in use',
+ * meaning it corresponds to a sequence with CM score better than current threshold */
+ fwd_all = 0; /* the index in by_fwdA of the worst ranked (highest) forward E-value of all elements in use (fwd_useme[i] == TRUE) */
+ fwd_F = Fidx; /* the index in by_fwdA of the sequence with forward E-value worse than F fraction of all elements in use (fwd_useme[i] == TRUE) */
+ ESL_ALLOC(fwd_useme, sizeof(int) * filN);
+ esl_vec_ISet(fwd_useme, filN, TRUE);
+
+ /* Precalculate the i values for which we have to change fwd_F, as step through the i=0..imax loop.
+ * when i == 0, curN == filN-i+1 == filN, and fwd_F == Fidx because we want to find F fraction of the filN hits
+ * but as i increases, curN decreases (as we step through the ranked CM E-value threshold) and the integer
+ * corresponding to F fraction of (filN-i+1) also changes, but due to precision difference of ints and floats,
+ * it's non-trivial, and worth precalculating to avoid putting the messy code that does
+ * it in the loop below.
+ */
+ curN = filN;
+ ESL_ALLOC(change_fwd_F, sizeof(int) * (filN+1));
+ prv_Fidx = Fidx;
+ for(i = filN-1; i >= 0; i--) {
+ cur_Fidx = (int) ((1. - F) * (float) i);
+ if(cur_Fidx < ((1. - F) * (float) i)) { /* we rounded down */
+ if (((cur_Fidx - ((1. - F) * (float) i)) - 1.) < REALLYSMALLX) cur_Fidx++; /* due to precision issues we unnecessarily rounded down */
+ }
+ if(prv_Fidx == cur_Fidx) change_fwd_F[i+1] = TRUE;
+ else change_fwd_F[i+1] = FALSE;
+ prv_Fidx = cur_Fidx;
+ }
+ change_fwd_F[0] = FALSE; /* we'll never access this element */
+
+ /* The main loop:
+ * step through 9/10 of the CM E-values starting with worst (so we'll stop at the hit with rank imax = (0.90 * filN)),
+ * so we step through i=0..imax, and for each i, determine fwd_E_F[i], fwd_E_all[i], and fwd_E_cut[i]
+ * fwd_E_F[i]: the forward E-value cutoff that will recognize F fraction of CM hits with E-values better than or equal to by_cmA[i].cm_E
+ * fwd_E_all[i]: the forward E-value cutoff that will recognize all CM hits with E-values better than or equal to by_cmA[i].cm_E
+ * fwd_E_cut[i]: the forward E-value cutoff we would report for this i, may be different than fwd_E_F[i] and fwd_E_all[i]
+ * because we consider our fwd_Emax, fwd_Etarg, and fwd_Emin values.
+ * fwd_E_S[i]: predicted survival fraction using fwd_E_cut[i], equals (fwd_E_cut[i] * surv_res_per_hit / dbsize).
+ */
+ imax = (int) ((0.900001) * (float) filN); /* .900001 is to avoid unnec rounding down (for ex, if filN == 100, and we used 0.90, we may get 89.99999999 and end up rounding down) */
+ ESL_ALLOC(fwd_E_F, sizeof(float) * (imax+1));
+ ESL_ALLOC(fwd_E_all, sizeof(float) * (imax+1));
+ ESL_ALLOC(fwd_E_cut, sizeof(float) * (imax+1));
+ ESL_ALLOC(fwd_E_S, sizeof(float) * (imax+1));
+ imax_above_Emax = -1; /* at end of loop, imax_above_Emax is max i for which fwd_E_cut[i] > fwd_Emax, if -1, fwd_E_cut[i] < fwd_Emax for all i=0..imax */
+ imin_at_Etarg = -1; /* at end of loop, imin_at_Etarg is min i for which fwd_E_cut[i] == fwd_Etarg, if -1, fwd_E_cut[i] > fwd_Etarg for all i=0..imax */
+ imax_at_Etarg = -1; /* at end of loop, imax_at_Etarg is max i for which fwd_E_cut[i] == fwd_Etarg, if -1, fwd_E_cut[i] > fwd_Etarg for all i=0..imax */
+ imin_at_Emin = -1; /* at end of loop, imin_at_Emin is min i for which fwd_E_cut[i] == fwd_Emin, if -1, fwd_E_cut[i] > fwd_Emin for all i=0..imax */
+
+ ESL_DPRINTF1(("fwd_Emax: %f\n", fwd_Emax));
+ ESL_DPRINTF1(("fwd_Etarg: %f\n", fwd_Etarg));
+ ESL_DPRINTF1(("fwd_Emin: %f\n", fwd_Emin));
+
+ ESL_DPRINTF1(("Smin: %g\n", Smin));
+ ESL_DPRINTF1(("Starg: %g\n", Starg));
+ ESL_DPRINTF1(("Smax: %g\n", Smax));
+
+ for(i = 0; i <= imax; i++) { /* the main loop */
+ fwd_E_all[i] = by_fwdA[fwd_all].fwd_E; /* by_fwdA[fwd_all] is HMM threshold that recognizes ALL curN CM hits w/E value <= by_cmA[i].cm_E */
+ fwd_E_F[i] = by_fwdA[fwd_F].fwd_E; /* by_fwdA[fwd_F] is HMM threshold that recognizes F fraction of curN CM hits w/E value <= by_cmA[i].cm_E */
+
+ /* based on fwd_E_all[i] and fwd_E_F[i], determine what our cutoff should be */
+ if(fwd_E_F[i] < fwd_Etarg) { /* if TRUE, using E-value that achieves the target survival fraction as cutoff will recognize F fraction of CM hits */
+ fwd_E_cut[i] = ESL_MIN(fwd_Etarg, fwd_E_all[i]); /* take minimum of: E value that exactly satisfies target survival fraction, and E value that recognizes all CM hits */
+ fwd_E_cut[i] = ESL_MAX(fwd_E_cut[i], fwd_Emin); /* never go less than fwd_Emin */
+ }
+ else fwd_E_cut[i] = fwd_E_F[i]; /* we didn't achieve our target survival fraction */
+ fwd_E_S[i] = (fwd_E_cut[i] * (float) surv_res_per_hit) / (float) dbsize;
+
+ ESL_DPRINTF1(("i: %3d N: %5d cm: %g fwd_E_all: %g fwd_E_F: %g cut: %g S: %g\n", i, curN, by_cmA[i].cm_E, fwd_E_all[i], fwd_E_F[i], fwd_E_cut[i], fwd_E_S[i]));
+ /*printf("i: %3d N: %5d cm: %g fwd_E_all: %g fwd_E_F: %g cut: %g S: %g\n", i, curN, by_cmA[i].cm_E, fwd_E_all[i], fwd_E_F[i], fwd_E_cut[i], fwd_E_S[i]); */
+
+ if(fwd_E_cut[i] > fwd_Emax) imax_above_Emax++; /* we didn't even achieve our maximum allowed survival fraction */
+ if(imin_at_Emin == -1 && (fabs(fwd_E_cut[i] - fwd_Emin) < REALLYSMALLX)) { ESL_DPRINTF1(("\tAchieved Smin\n")); imin_at_Emin = i; }
+ if(imin_at_Etarg == -1 && (fabs(fwd_E_cut[i] - fwd_Etarg) < REALLYSMALLX)) { ESL_DPRINTF1(("\tAchieved Starg\n")); imin_at_Etarg = i; }
+ if( imin_at_Etarg != -1 && imax_at_Etarg == -1 && (fabs(fwd_E_cut[i] - fwd_Etarg) > REALLYSMALLX)) { ESL_DPRINTF1(("\tDone with Starg\n")); imax_at_Etarg = i-1; }
+ if(i == imax && imin_at_Etarg != -1 && imax_at_Etarg == -1) { ESL_DPRINTF1(("\tBoundary case, final point is at Starg\n")); imax_at_Etarg = imax; }
+
+ /* Now manipulate our lists for next step */
+ /* mark hit cm rank i as 'no longer used' */
+ fwd_useme[cmi2fwdi[i]] = FALSE;
+ /* if hit cm rank i was the worst scoring fwd hit, update fwd_all to the new worst fwd hit (now that prev worst is no longer used) */
+ if(cmi2fwdi[i] == fwd_all) {
+ fwd_all++;
+ while(!(fwd_useme[fwd_all])) fwd_all++; /* skip all 'no longer used' hits */
+ }
+ /* if hit cm rank i was within the (1.-F) fraction of worst hits, update fwd_F to new idx in sorted fwd hits that will recognize F fraction of CM hits */
+ if(cmi2fwdi[i] <= fwd_F) { /* should we increment fwd_F? */
+ if((change_fwd_F[curN]) && ((fwd_F+1) < filN)) {
+ fwd_F++;
+ while((!(fwd_useme[fwd_F])) && ((fwd_F+1) < filN)) fwd_F++; /* skip all 'no longer used' hits */
+ }
+ }
+ curN--;
+ }
+ ESL_DPRINTF1(("imax_above_Emax: %d\n", imax_above_Emax));
+ ESL_DPRINTF1(("imin_at_Etarg: %d\n", imin_at_Etarg));
+ ESL_DPRINTF1(("imax_at_Etarg: %d\n", imax_at_Etarg));
+ ESL_DPRINTF1(("imin_at_Emin: %d\n", imin_at_Emin));
+ ESL_DPRINTF1(("\n"));
+
+#if eslDEBUGLEVEL >= 1
+ /* paranoid, expensive check */
+ int error_flag = FALSE;
+ int nmissed = 0;
+ for(i = 0; i <= imax; i++) {
+ nmissed = 0;
+ for(j = i; j < filN; j++) {
+ if(by_cmA[j].fwd_E > fwd_E_all[i]) {
+ error_flag = 1;
+ ESL_DPRINTF1(("ERROR: i: %d j: %d fwd_E_all[i]: %g < fwd_E[j]: %g\n", i, j, fwd_E_all[i], by_cmA[i].fwd_E));
+ }
+ if(by_cmA[j].fwd_E > fwd_E_F[i]) {
+ nmissed++;
+ }
+ }
+ if(((float) nmissed/((float) filN-i)) > F) {
+ error_flag = 1;
+ ESL_DPRINTF1(("ERROR: i: %d nmissed: %d Fmissed: %f F: %f\n", i, nmissed, ((float) nmissed/((float)filN-i)), F));
+ }
+ }
+ if(error_flag) cm_Fail("Implementation error dude.");
+ ESL_DPRINTF1(("Passed expensive paranoia check\n"));
+#endif
+
+ /* step through all cutoffs, determining and keeping a representative set */
+ ip_min = imax_above_Emax == -1 ? 0 : imax_above_Emax+1;
+ ip_max = imin_at_Emin == -1 ? imax : imin_at_Emin;
+ ip = ip_min;
+ ESL_ALLOC(saveme, sizeof(int) * (ip_max + 1));
+ esl_vec_ISet(saveme, (ip_max+1), FALSE);
+ i = 0;
+ /*printf("\n\nip_min: %d\nip_max: %d\n", ip_min, ip_max);*/
+ ESL_DPRINTF1(("ip_min: %d\nip_max: %d\n", ip_min, ip_max));
+ while(ip <= ip_max) {
+ saveme[ip] = TRUE;
+ max_next_E_cut = fwd_E_cut[ip] * 0.9; /* we'll skip all subsequenct E-value cutoffs that are within 10% of the one we've just added */
+ prev_E_cut = fwd_E_cut[ip];
+
+ /*printf("i: %5d fwd_E_cut[ip: %5d]: %12g CM_cut: %12g S: %12g max_next: %12g ", i, ip, fwd_E_cut[ip], by_cmA[ip].cm_E, fwd_E_S[ip], max_next_E_cut); */
+ ESL_DPRINTF1(("i: %5d fwd_E_cut[ip: %5d]: %12g CM_cut: %12g S: %12g max_next: %12g ", i, ip, fwd_E_cut[ip], by_cmA[ip].cm_E, fwd_E_S[ip], max_next_E_cut));
+ if (fabs(fwd_E_cut[ip] - fwd_Emin) < REALLYSMALLX) ESL_DPRINTF1((" [Emin]\n"));
+ else if(fabs(fwd_E_cut[ip] - fwd_Etarg) < REALLYSMALLX) ESL_DPRINTF1((" [Etarg]\n"));
+ else if(fabs(fwd_E_cut[ip] - fwd_Emax) < REALLYSMALLX) ESL_DPRINTF1((" [Emax]\n"));
+ else ESL_DPRINTF1(("\n"));
+
+ i++;
+ ip++;
+
+ keep_going = TRUE;
+ while(keep_going) {
+ if(ip == imin_at_Emin) keep_going = FALSE; /* min i for which we acheive Smin, we want to add this point no matter what */
+ else if(ip == imin_at_Etarg) keep_going = FALSE; /* min i for which we acheive Starg, we want to add this point no matter what */
+ else if(ip > imax) keep_going = FALSE; /* we're done with the list */
+ else if(fwd_E_cut[ip] < max_next_E_cut) keep_going = FALSE; /* the difference between this E-value cut, and the prev one we added is > 10% */
+ if(keep_going) ip++; /* skip all points that fail 4 ifs() above */
+ }
+ }
+
+ n2save = i;
+ ESL_ALLOC(fwd_E_cut2save, sizeof(float) * n2save);
+ ESL_ALLOC(cm_E_cut2save, sizeof(float) * n2save);
+ i = 0;
+ for(ip = ip_min; ip <= ip_max; ip++) {
+ if(saveme[ip]) {
+ fwd_E_cut2save[i] = fwd_E_cut[ip];
+ cm_E_cut2save[i] = by_cmA[ip].cm_E;
+ i++;
+ }
+ }
+ assert(i == n2save);
+ always_better_than_Smax = (imax_above_Emax == -1) ? TRUE : FALSE;
+ if((status = SetHMMFilterInfoHMM(hfi, errbuf, F, filN, dbsize, n2save, cm_E_cut2save, fwd_E_cut2save, always_better_than_Smax)) != eslOK) return status;
+
+ /* if --fil-dfile option enabled, print bit scores and cutoffs to the file */
+ if(cfg->fildfp != NULL) {
+ assert(cfg->cmstatsA[cmi]->np == 1);
+ ncut = i;
+ fprintf(cfg->fildfp, "# Printing cmcalibrate HMM filter threshold determination data for CM: %s\n", cm->name);
+ if((status = E2ScoreGivenExpInfo(cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][0], errbuf, fwd_Emax, &fwd_bitmax)) != eslOK) return status;
+ if((status = E2ScoreGivenExpInfo(cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][0], errbuf, fwd_Etarg, &fwd_bittarg)) != eslOK) return status;
+ if((status = E2ScoreGivenExpInfo(cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][0], errbuf, fwd_Emin, &fwd_bitmin)) != eslOK) return status;
+ fprintf(cfg->fildfp, "# Max bit score: %f\n", fwd_bitmax);
+ fprintf(cfg->fildfp, "# Target bit score: %f\n", fwd_bittarg);
+ fprintf(cfg->fildfp, "# Min bit score: %f\n", fwd_bitmin);
+ fprintf(cfg->fildfp, "# Number of scores: %d\n", filN);
+ fprintf(cfg->fildfp, "# HMM/CM bit scores for each sampled sequence are listed next\n");
+ fprintf(cfg->fildfp, "# Format of following %d lines: <x> <y>\n", filN);
+ fprintf(cfg->fildfp, "# Note: points at the beginning may appear unsorted because they all have\n# the worst possible E-value, which was used to sort\n");
+ if (hmm_fwd_mode == EXP_CP9_LF) fprintf(cfg->fildfp, "# <x>: HMM local Forward bit scores\n");
+ else if(hmm_fwd_mode == EXP_CP9_GF) fprintf(cfg->fildfp, "# <x>: HMM glocal Forward bit scores\n");
+ if (cm_mode == EXP_CM_LC) fprintf(cfg->fildfp, "# <y>: CM local CYK bit scores\n");
+ else if(cm_mode == EXP_CM_LI) fprintf(cfg->fildfp, "# <y>: CM local Inside bit scores\n");
+ else if(cm_mode == EXP_CM_GC) fprintf(cfg->fildfp, "# <y>: CM glocal CYK bit scores\n");
+ else if(cm_mode == EXP_CM_GI) fprintf(cfg->fildfp, "# <y>: CM glocal Inside bit scores\n");
+ for(i = 0; i < filN; i++) fprintf(cfg->fildfp, "%f\t%f\n", fwd_scA[by_fwdA[i].i], cm_scA[by_fwdA[i].i]);
+ fprintf(cfg->fildfp, "&\n");
+
+ fprintf(cfg->fildfp, "# HMM/CM cut points saved to CM file are listed next\n");
+ fprintf(cfg->fildfp, "# Format of following %d lines: <x> <y>\n", ncut);
+ if (hmm_fwd_mode == EXP_CP9_LF) fprintf(cfg->fildfp, "# <x>: Cut point HMM local Forward bit score cutoff\n");
+ else if(hmm_fwd_mode == EXP_CP9_GF) fprintf(cfg->fildfp, "# <x>: Cut point HMM glocal Forward bit score cutoff\n");
+ if (cm_mode == EXP_CM_LC) fprintf(cfg->fildfp, "# <y>: CM local CYK bit score cutoff\n");
+ else if(cm_mode == EXP_CM_LI) fprintf(cfg->fildfp, "# <y>: CM local Inside bit score cutoff\n");
+ else if(cm_mode == EXP_CM_GC) fprintf(cfg->fildfp, "# <y>: CM glocal CYK bit score cutoff\n");
+ else if(cm_mode == EXP_CM_GI) fprintf(cfg->fildfp, "# <y>: CM glocal Inside bit score cutoff\n");
+ for(i = 0; i < ncut; i++) {
+ if((status = E2ScoreGivenExpInfo(cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][0], errbuf, fwd_E_cut2save[i], &fwd_bitcut)) != eslOK) return status;
+ if((status = E2ScoreGivenExpInfo(cfg->cmstatsA[cmi]->expAA[cm_mode][0], errbuf, cm_E_cut2save[i], &cm_bitcut)) != eslOK) return status;
+ fprintf(cfg->fildfp, "%f\t%f\n", fwd_bitcut, cm_bitcut);
+ }
+ fprintf(cfg->fildfp, "&\n");
+
+ fprintf(cfg->fildfp, "# All HMM/CM bit score cutoffs listed next\n");
+ fprintf(cfg->fildfp, "# Format of following %d lines: <x> <y>\n", imax+1);
+ if (hmm_fwd_mode == EXP_CP9_LF) fprintf(cfg->fildfp, "# <x>: HMM local Forward bit score cutoff\n");
+ else if(hmm_fwd_mode == EXP_CP9_GF) fprintf(cfg->fildfp, "# <x>: HMM glocal Forward bit score cutoff\n");
+ if (cm_mode == EXP_CM_LC) fprintf(cfg->fildfp, "# <y>: CM local CYK bit score cutoff\n");
+ else if(cm_mode == EXP_CM_LI) fprintf(cfg->fildfp, "# <y>: CM local Inside bit score cutoff\n");
+ else if(cm_mode == EXP_CM_GC) fprintf(cfg->fildfp, "# <y>: CM glocal CYK bit score cutoff\n");
+ else if(cm_mode == EXP_CM_GI) fprintf(cfg->fildfp, "# <y>: CM glocal Inside bit score cutoff\n");
+ for(i = 0; i <= imax; i++) {
+ if((status = E2ScoreGivenExpInfo(cfg->cmstatsA[cmi]->expAA[hmm_fwd_mode][0], errbuf, fwd_E_cut[i], &fwd_bitcut)) != eslOK) return status;
+ fprintf(cfg->fildfp, "%f\t%f\n", fwd_bitcut, cm_scA[by_cmA[i].i]);
+ }
+ fprintf(cfg->fildfp, "&\n");
+ }
+
+ free(by_cmA);
+ free(by_fwdA);
+ free(cmi2fwdi);
+ free(fwd_useme);
+ free(change_fwd_F);
+ free(fwd_E_F);
+ free(fwd_E_all);
+ free(fwd_E_cut);
+ free(fwd_E_S);
+ free(saveme);
+ free(fwd_E_cut2save);
+ free(cm_E_cut2save);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: print_run_info
+ * Date: EPN, Sun Mar 2 16:57:25 2008
+ *
+ * Purpose: Print information on this run of cmcalibrate.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ char *command;
+ char *date;
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) return status;
+ if((status = GetDate (errbuf, &date)) != eslOK) return status;
+
+ fprintf(stdout, "%-10s %s\n", "# command:", command);
+ fprintf(stdout, "%-10s %s\n", "# date:", date);
+ fprintf(stdout, "%-10s %ld\n", "# seed:", esl_randomness_GetSeed(cfg->r));
+ if(cfg->nproc > 1) fprintf(stdout, "# %-8s %d\n", "nproc:", cfg->nproc);
+
+ free(command);
+ free(date);
+ return eslOK;
+}
+
+/* Function: get_command
+ * Date: EPN, Fri Jan 25 13:56:10 2008
+ *
+ * Purpose: Return the command used to call cmscore
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
+
+/* Function: print_post_calibration_info
+ * Date: EPN, Wed Mar 5 05:25:02 2008
+ * Purpose: Print info about calibration for a CM we just calibrated including
+ * timings.
+ */
+int print_post_calibration_info(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, FILE *fp, CM_t *cm, double **exp_psecAA, double *fil_psecA, double **exp_asecAA, double *fil_asecA)
+{
+ char time_buf[128]; /* for printing run time */
+ int exp_mode; /* counter over exp tail modes */
+ double total_psec = 0.; /* predicted number of seconds for cm, all stages */
+ double total_asec = 0.; /* actual number of seconds for cm, all stages */
+ int expN; /* nseq we'll calibrate on */
+ int p, ps, pe; /* partition vars */
+ float L_Mb; /* total seq length we'll calibrate exp tails on in Mb */
+ ExpInfo_t *exp; /* pointer to current exp tail info, for convenience */
+
+ if(exp_psecAA == NULL || fil_psecA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "print_post_calibration_info, exp_psecAA or fil_psecA is NULL");
+ if(exp_asecAA == NULL || fil_asecA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "print_post_calibration_info, exp_asecAA or fil_asecA is NULL");
+
+ fprintf(fp, "#\n");
+ fprintf(fp, "# Post-calibration info for CM %d: %s\n", cfg->ncm, cm->name);
+ fprintf(fp, "#\n");
+ fprintf(fp, "# Exponential tail fitting:\n");
+ fprintf(fp, "#\n");
+ if(cfg->np != 1) { /* --exp-pfile invoked */
+ fprintf(fp, "# %-3s %3s %3s %4s %3s %3s %7s %6s %6s %7s %21s\n", "", "", "", "", "", "", "", "", "", "", " running time ");
+ fprintf(fp, "# %-3s %3s %3s %4s %3s %3s %7s %6s %6s %7s %21s\n", "", "", "", "", "", "", "", "", "", "", "-----------------------");
+ fprintf(fp, "# %-3s %3s %3s %4s %3s %3s %7s %6s %6s %7s %10s %10s\n","mod", "cfg", "alg", "part", "ps", "pe", "L (Mb)", "mu", "lambda", "nhits", "predicted", "actual");
+ fprintf(fp, "# %3s %3s %3s %4s %3s %3s %7s %6s %6s %7s %10s %10s\n", "---", "---", "---", "----", "---", "---", "-------", "------", "------", "-------", "----------", "----------");
+ }
+ else {
+ fprintf(fp, "# %-3s %3s %3s %7s %6s %6s %7s %21s\n", "", "", "", "", "", "", "", " running time ");
+ fprintf(fp, "# %-3s %3s %3s %7s %6s %6s %7s %21s\n", "", "", "", "", "", "", "", "-----------------------");
+ fprintf(fp, "# %-3s %3s %3s %7s %6s %6s %7s %10s %10s\n","mod", "cfg", "alg", "L (Mb)", "mu", "lambda", "nhits", "predicted", "actual");
+ fprintf(fp, "# %3s %3s %3s %7s %6s %6s %7s %10s %10s\n", "---", "---", "---", "-------", "------", "------", "-------", "----------", "----------");
+ }
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ if(ExpModeIsLocal(exp_mode)) { expN = ExpModeIsForCM(exp_mode) ? cfg->exp_cmN_loc : cfg->exp_hmmN_loc; }
+ else { expN = ExpModeIsForCM(exp_mode) ? cfg->exp_cmN_glc : cfg->exp_hmmN_glc; }
+ L_Mb = ((float) expN * (float) cfg->expL) / 1000000.;
+ for (p = 0; p < cfg->np; p++) {
+ total_psec += exp_psecAA[exp_mode][p];
+ total_asec += exp_asecAA[exp_mode][p];
+ ps = cfg->pstart[p];
+ pe = (p == (cfg->np-1)) ? 100 : cfg->pstart[p+1]-1;
+ FormatTimeString(time_buf, exp_psecAA[exp_mode][p], FALSE);
+ exp = cfg->cmstatsA[cfg->ncm-1]->expAA[exp_mode][p];
+ if(cfg->np != 1) fprintf(fp, " %-12s %4d %3d %3d %7.2f %6.2f %6.3f %7d %10s", DescribeExpMode(exp_mode), p+1, ps, pe, L_Mb, exp->mu_orig, exp->lambda, exp->nrandhits, time_buf);
+ else fprintf(fp, " %-12s %7.2f %6.2f %6.3f %7d %10s", DescribeExpMode(exp_mode), L_Mb, exp->mu_orig, exp->lambda, exp->nrandhits, time_buf);
+ FormatTimeString(time_buf, exp_asecAA[exp_mode][p], FALSE);
+ fprintf(fp, " %10s\n", time_buf);
+ }
+ }
+ /* print filter threshold stats */
+ fprintf(fp, "#\n");
+ fprintf(fp, "# HMM filter threshold determination:\n");
+ fprintf(fp, "#\n");
+ fprintf(fp, "# %3s %6s %22s\n", "", "", " running time ");
+ fprintf(fp, "# %3s %6s %22s\n", "", "", "----------------------");
+ fprintf(fp, "# %3s %6s %10s %10s\n", "cfg", "nseq", "predicted", "actual");
+ fprintf(fp, "# %3s %6s %10s %10s\n", "---", "------", "----------", "----------");
+
+ for(exp_mode = 0; exp_mode < EXP_NMODES; exp_mode++) {
+ if(exp_mode == EXP_CM_GI || exp_mode == EXP_CM_LI) { /* CM Inside mode, only time we do filter threshold calculations, we'll fill in CYK AND Inside thresholds */
+ total_psec += fil_psecA[exp_mode];
+ total_asec += fil_asecA[exp_mode];
+ FormatTimeString(time_buf, fil_psecA[exp_mode], FALSE);
+ fprintf(fp, " %3s %6d %10s", ((exp_mode == EXP_CM_GI) ? "glc" : "loc"), esl_opt_GetInteger(go, "--fil-N"), time_buf);
+ FormatTimeString(time_buf, fil_asecA[exp_mode], FALSE);
+ fprintf(fp, " %10s\n", time_buf);
+ }
+ }
+ fprintf(fp, "#\n");
+ FormatTimeString(time_buf, total_psec, FALSE);
+ fprintf(fp, "# total predicted time for CM: %s\n", time_buf);
+ FormatTimeString(time_buf, total_asec, FALSE);
+ fprintf(fp, "# total actual time for CM: %s\n", time_buf);
+
+ fflush(fp);
+ return eslOK;
+}
+
+/* Function: estimate_time_for_exp_round
+ * Date: EPN, Wed Mar 5 05:46:45 2008
+ * Purpose: Estimate search time for round of exp tail fitting
+ * of exp mode <exp_mode>. This is done by actually
+ * searching a sequence with the appropriate algorithm.
+ * The length of the sequence to search is set such
+ * that it should take about <targ_sec> seconds.
+ */
+int estimate_time_for_exp_round(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int exp_mode, double *ret_sec_per_res)
+{
+ int status;
+ int L; /* length of sequence we'll generate and search to get time estimate */
+ double psec_per_Mc; /* rough prediction at seconds per Mc based on empirical run times I've witnessed,
+ * doesn't need to be very accurate as we just use it to set length of seq to search to get real prediction */
+ float Mc; /* millions of DP calculations we're going to do */
+ float Mc_per_res; /* millions of dp calcs per residue, if searching with CM, corrects for first W residues requiring less dp calcs */
+ int irrelevant_W; /* temporary W */
+ int orig_search_opts; /* cm->search_opts when function was entered */
+ float sec_per_res; /* seconds per residue */
+ float targ_sec = 0.1; /* target number of seconds our timing expt will take */
+ int Lmin = 100; /* minimum number of residues to search to get timing */
+ int Lmax = 10000; /* maximum number of residues to search to get timing */
+ int use_qdb; /* TRUE if we're using QDB, FALSE if not */
+ double *dnull = NULL; /* background distro for generating random seqs */
+ int i; /* counter */
+ ESL_DSQ *dsq; /* the random seq we'll create and search to get predicted time */
+ ESL_STOPWATCH *w = esl_stopwatch_Create(); /* for timings */
+
+ if(w == NULL) ESL_FAIL(status, errbuf, "estimate_time_for_exp_round(): memory error, stopwatch not created.\n");
+ if(ret_sec_per_res == NULL) ESL_FAIL(status, errbuf, "estimate_time_for_exp_round(): ret_sec_per_res is NULL");
+
+ /* update search info for round 0 (final round) for exp tail mode */
+ UpdateSearchInfoForExpMode(cm, 0, exp_mode);
+ orig_search_opts = cm->search_opts;
+ cm->search_opts = cm->si->search_opts[0]; /* we'll restore cm->search_opts to orig_search_opts at end of the function */
+
+ if(ExpModeIsForCM(exp_mode)) {
+ if(cm->smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "estimate_time_for_exp_round(), cm->smx is NULL");
+ use_qdb = (cm->smx->dmin == NULL && cm->smx->dmax == NULL) ? FALSE : TRUE;
+ if(use_qdb) { if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, cm->smx->beta_qdb, &Mc_per_res, &irrelevant_W)) != eslOK) return status; }
+ else { if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, TRUE, cm->beta_W, &Mc_per_res, &irrelevant_W)) != eslOK) return status; }
+ psec_per_Mc = (cm->search_opts & CM_SEARCH_INSIDE) ? (1. / 75.) : (1. / 275.); /* 75 Mc/S inside; 275 Mc/S CYK */
+ /* determine L that will take about <targ_sec> seconds */
+ L = targ_sec / (psec_per_Mc * Mc_per_res);
+ L = ESL_MAX(L, Lmin); /* we have to search at least <Lmin> residues */
+ L = ESL_MIN(L, Lmax); /* we want to search at most <Lmax> residues */
+ /* now determine exactly how many dp calculations we'd do if we search L residues,
+ * this won't be the same as Mc_per_res * L b/c Mc_per_res from cm_GetNCalcsPerResidueGivenBeta
+ * b/c that was calculated after correcting for the fact that the first W residues have fewer
+ * DP calcs than all other residues, b/c d < W for first W residues.
+ */
+ if((status = cm_CountSearchDPCalcs(cm, errbuf, L, cm->smx->dmin, cm->smx->dmax, cm->smx->W, FALSE, NULL, &Mc)) != eslOK) return status;
+ /* FALSE says don't correct for fewer dp calcs for first W residues, we want to know how many total DP calcs
+ * there will be in L residues */
+ Mc *= L; /* Mc was for 1 residue, multiply by L to get Mc for L residues */
+ }
+ else { /* HMM mode */
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &Mc_per_res)) != eslOK) return status;
+ psec_per_Mc = (cm->search_opts & CM_SEARCH_HMMFORWARD) ? (1. / 175.) : (1. / 380.); /* 175 Mc/S forward; 380 Mc/S viterbi */
+ /* determine L that will take about <targ_sec. seconds */
+ L = targ_sec / (psec_per_Mc * Mc_per_res);
+ L = ESL_MAX(L, Lmin); /* we have to search at least <Lmin> residues */
+ L = ESL_MIN(L, Lmax); /* we want to search at most <Lmax> residues */
+ /* how many millions of DP cells will it be? */
+ Mc = Mc_per_res * L;
+ }
+
+ /* create dnull for generating seqs */
+ if(esl_opt_IsDefault(go, "--exp-gc")) { /* only setup dnull if --exp-gc NOT enabled */
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ }
+
+ search_results_t *results;
+ esl_stopwatch_Start(w);
+ /* simulate a workunit, generate a sequence, search it, and remove overlaps */
+ /*printf("exptL: %d\n", L);*/
+ if(esl_opt_GetBoolean(go, "--exp-random")) {
+ if((status = get_random_dsq(cfg, errbuf, cm, dnull, L, &dsq)) != eslOK) return status;
+ }
+ else {
+ if((status = get_genomic_sequence_from_hmm(cfg, errbuf, cm, L, &dsq)) != eslOK) return status;
+ }
+ if((status = ProcessSearchWorkunit (cm, errbuf, dsq, L, &results, esl_opt_GetReal(go, "--mxsize"), 0, NULL, NULL)) != eslOK) return status;
+ RemoveOverlappingHits(results, 1, L);
+
+ esl_stopwatch_Stop(w);
+ if(w != NULL) esl_stopwatch_Destroy(w);
+ FreeResults(results);
+ if(dnull != NULL) free(dnull);
+ free(dsq);
+
+ cm->search_opts = orig_search_opts;
+ sec_per_res = w->user * (Mc_per_res / Mc);
+ ESL_DPRINTF1(("L: %d\n", L));
+ ESL_DPRINTF1(("w->user: %f\n", w->user));
+ ESL_DPRINTF1(("sec_per_res: %f\n", sec_per_res));
+ ESL_DPRINTF1(("Mc_per_res: %f\n", Mc_per_res));
+ ESL_DPRINTF1(("Mc: %f\n", Mc));
+
+ /*printf("L: %d\n", L);
+ printf("w->user: %f\n", w->user);
+ printf("sec_per_res: %f\n", sec_per_res);
+ printf("Mc_per_res: %f\n", Mc_per_res);
+ printf("Mc: %f\n", Mc);*/
+
+ *ret_sec_per_res = sec_per_res;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "estimate_time_for_exp_round(): memory error.\n");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: estimate_time_for_fil_round
+ * Date: EPN, Wed Mar 5 05:46:45 2008
+ * Purpose: Estimate search time for round of filter threshold calculation
+ * with CM in exp mode <exp_mode>.
+ */
+int estimate_time_for_fil_round(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int exp_mode, double *ret_sec_per_seq)
+{
+ int status;
+ int orig_search_opts; /* cm->search_opts when function was entered */
+ float sec_per_seq; /* seconds per residue */
+ int targ_len = 1000;
+ int nseq; /* number of sequences to sample and search for our expt */
+ /* score arrays for our nseq sample seqs, irrelevant really, only nec to avoid contract violations to process_filter_workunit() */
+ float *tmp_cyk_scA = NULL;
+ float *tmp_ins_scA = NULL;
+ float *tmp_fwd_scA = NULL;
+ int *tmp_partA = NULL;
+ int min_nseq_global = 10;
+ int min_nseq_local = 25;
+
+ nseq = (int) (((float) targ_len / (float) cm->clen) + 0.5);
+ /* we have to sample at least <min_nseq_{global,local} sequences */
+ if(ExpModeIsLocal(exp_mode)) nseq = ESL_MAX(nseq, min_nseq_local);
+ else nseq = ESL_MAX(nseq, min_nseq_global);
+
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+
+ /* update search info for round 0 (final round) for current mode */
+ UpdateSearchInfoForExpMode(cm, 0, exp_mode);
+ orig_search_opts = cm->search_opts;
+ cm->search_opts = cm->si->search_opts[0]; /* we'll restore cm->search_opts to orig_search_opts at end of the function */
+
+ if(w == NULL) ESL_FAIL(status, errbuf, "estimate_time_for_fil_round(): memory error, stopwatch not created.\n");
+ if(ret_sec_per_seq == NULL) ESL_FAIL(status, errbuf, "estimate_time_for_fil_round(): ret_sec_per_res is NULL");
+
+ esl_stopwatch_Start(w);
+ if((status = process_filter_workunit (go, cfg, errbuf, cm, nseq, &tmp_cyk_scA, &tmp_ins_scA, &tmp_fwd_scA, &tmp_partA)) != eslOK) return status;
+ esl_stopwatch_Stop(w);
+
+ free(tmp_cyk_scA);
+ free(tmp_ins_scA);
+ free(tmp_fwd_scA);
+ free(tmp_partA);
+
+ cm->search_opts = orig_search_opts;
+ sec_per_seq = w->user / (float) nseq;
+
+ ESL_DPRINTF1(("nseq: %d\n", nseq));
+ ESL_DPRINTF1(("w->user: %f\n", w->user));
+ ESL_DPRINTF1(("sec_per_seq: %f\n", sec_per_seq));
+
+ esl_stopwatch_Destroy(w);
+ *ret_sec_per_seq = sec_per_seq;
+ return eslOK;
+}
+
+
+/* Function: print_per_cm_column_headings
+ * Date: EPN, Tue Jan 8 05:51:47 2008
+ *
+ * Purpose: Print per-CM info to stdout.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_per_cm_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ printf("#\n");
+ if(esl_opt_IsDefault(go, "--forecast")) {
+ printf("# Calibrating CM %d: %s\n", cfg->ncm, cm->name);
+ printf("#\n");
+ if(cfg->np != 1) { /* --exp-pfile invoked */
+ printf("# %8s %3s %3s %3s %4s %3s %3s %9s %6s %22s\n", "", "", "", "", "", "", "", "", "", " running time ");
+ printf("# %8s %3s %3s %3s %4s %3s %3s %9s %6s %22s\n", "", "", "", "", "", "", "", "", "", "----------------------");
+ printf("# %-8s %3s %3s %3s %4s %3s %3s %9s %6s %10s %10s\n", "stage", "mod", "cfg", "alg", "part", "ps", "pe", "expL (Mb)", "filN", "predicted", "actual");
+ printf("# %8s %3s %3s %3s %4s %3s %3s %9s %6s %10s %10s\n", "--------", "---", "---", "---", "----", "---", "---", "---------", "------", "----------", "----------");
+ }
+ else { /* no partitions */
+ printf("# %8s %3s %3s %3s %9s %6s %22s\n", "", "", "", "", "", "", " running time ");
+ printf("# %8s %3s %3s %3s %9s %6s %22s\n", "", "", "", "", "", "", "----------------------");
+ printf("# %-8s %3s %3s %3s %9s %6s %10s %10s\n", "stage", "mod", "cfg", "alg", "expL (Mb)", "filN", "predicted", "actual");
+ printf("# %8s %3s %3s %3s %9s %6s %10s %10s\n", "--------", "---", "---", "---", "---------", "------", "----------", "----------");
+ }
+ }
+ else {
+ if(cfg->np != 1) { /* --exp-pfile invoked */
+ printf("# Forecasting time for %d processor(s) to calibrate CM %d: %s\n", esl_opt_GetInteger(go, "--forecast"), cfg->ncm, cm->name);
+ printf("#\n");
+ printf("# %-8s %3s %3s %3s %4s %3s %3s %9s %6s %14s\n", "stage", "mod", "cfg", "alg", "part", "ps", "pe", "expL (Mb)", "filN", "predicted time");
+ printf("# %8s %3s %3s %3s %4s %3s %3s %9s %6s %14s\n", "--------", "---", "---", "---", "----", "---", "---", "---------", "------", "--------------");
+ }
+ else { /* no partitions */
+ printf("# Forecasting time for %d processor(s) to calibrate CM %d: %s\n", esl_opt_GetInteger(go, "--forecast"), cfg->ncm, cm->name);
+ printf("#\n");
+ printf("# %-8s %3s %3s %3s %9s %6s %14s\n", "stage", "mod", "cfg", "alg", "expL (Mb)", "filN", "predicted time");
+ printf("# %8s %3s %3s %3s %9s %6s %14s\n", "--------", "---", "---", "---", "---------", "------", "--------------");
+ }
+ }
+ return eslOK;
+}
+
+
+/* Function: print_per_cm_summary
+ * Date: EPN, Thu Mar 6 10:35:49 2008
+ *
+ * Purpose: Print per-CM summary to stdout.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_per_cm_summary(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, double psec, double asec)
+{
+ char time_buf[128]; /* for printing run time */
+ if(esl_opt_IsDefault(go, "--forecast")) {
+ if(cfg->np != 1) { /* --exp-pfile invoked */
+ FormatTimeString(time_buf, psec, FALSE);
+ printf("# %8s %3s %3s %3s %4s %3s %3s %9s %6s %10s %10s\n", "--------", "---", "---", "---", "----", "---", "---", "---------", "-----", "----------", "----------");
+ printf("# %-8s %3s %3s %3s %4s %3s %3s %9s %6s %10s", "all", "-", "-", "-", "-", "-", "-", "-", "-", time_buf);
+ FormatTimeString(time_buf, asec, FALSE);
+ printf(" %10s\n", time_buf);
+ }
+ else { /* no partitions */
+ FormatTimeString(time_buf, psec, FALSE);
+ printf("# %8s %3s %3s %3s %9s %6s %10s %10s\n", "--------", "---", "---", "---", "---------", "-----", "----------", "----------");
+ printf("# %-8s %3s %3s %3s %9s %6s %10s", "all", "-", "-", "-", "-", "-", time_buf);
+ FormatTimeString(time_buf, asec, FALSE);
+ printf(" %10s\n", time_buf);
+ }
+ }
+ else {
+ if(cfg->np != 1) { /* --exp-pfile invoked */
+ FormatTimeString(time_buf, psec, FALSE);
+ printf("# %8s %3s %3s %3s %4s %3s %3s %9s %6s %14s\n", "--------", "---", "---", "---", "----", "---", "---", "---------", "-----", "--------------");
+ printf("# %-8s %3s %3s %3s %4s %3s %3s %9s %6s %14s\n", "all", "-", "-", "-", "-", "-", "-", "-", "-", time_buf);
+ }
+ else { /* no partitions */
+ FormatTimeString(time_buf, psec, FALSE);
+ printf("# %8s %3s %3s %3s %9s %6s %14s\n", "--------", "---", "---", "---", "---------", "-----", "--------------");
+ printf("# %-8s %3s %3s %3s %9s %6s %14s\n", "all", "-", "-", "-", "-", "-", time_buf);
+ }
+ }
+ return eslOK;
+}
+
+/* Function: print_exp_line
+ * Date: EPN, Thu Mar 6 13:38:01 2008
+ *
+ * Purpose: Print a line describing exp tail fitting for a given mode.
+ */
+static int
+print_exp_line(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, int exp_mode, int expN, int expL, int p, double psec)
+{
+ char time_buf[128]; /* for printing run time */
+ float expL_Mb; /* exp seq length in Mb */
+
+ int ps;
+ int pe;
+
+ ps = cfg->pstart[p];
+ pe = (p == (cfg->np-1)) ? 100 : cfg->pstart[p+1]-1;
+
+ FormatTimeString(time_buf, psec, FALSE);
+
+ expL_Mb = (float) expN * (float) expL;
+ expL_Mb /= 1000000.;
+
+ if(!esl_opt_IsDefault(go, "--forecast")) {
+ if(cfg->np != 1) printf(" %-8s %-12s %4d %3d %3d %9.2f %6s %14s\n", "exp tail", DescribeExpMode(exp_mode), p+1, ps, pe, expL_Mb, "-", time_buf);
+ else printf(" %-8s %-12s %9.2f %6s %14s\n", "exp tail", DescribeExpMode(exp_mode), expL_Mb, "-", time_buf);
+ }
+ else {
+ if(cfg->np != 1) printf(" %-8s %-12s %4d %3d %3d %9.2f %6s %10s", "exp tail", DescribeExpMode(exp_mode), p+1, ps, pe, expL_Mb, "-", time_buf);
+ else printf(" %-8s %-12s %9.2f %6s %10s", "exp tail", DescribeExpMode(exp_mode), expL_Mb, "-", time_buf);
+ }
+ fflush(stdout);
+ return eslOK;
+}
+
+/* Function: print_fil_line
+ * Date: EPN, Thu Mar 6 13:38:01 2008
+ *
+ * Purpose: Print a line describing exp tail fitting for a given mode.
+ */
+static int
+print_fil_line(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, int exp_mode, double psec)
+{
+ char time_buf[128]; /* for printing run time */
+ int filN = esl_opt_GetInteger(go, "--fil-N"); /* number of sequences to search for filter threshold calculation */
+
+ FormatTimeString(time_buf, psec, FALSE);
+ if(!esl_opt_IsDefault(go, "--forecast")) {
+ if(cfg->np != 1) printf(" %-8s %3s %3s %3s %4s %3s %3s %9s %6d %14s\n", "filter", "-", ((exp_mode == EXP_CM_GI) ? "glc" : "loc"), "-", "-", "-", "-", "-", filN, time_buf);
+ else printf(" %-8s %3s %3s %3s %9s %6d %14s\n", "filter", "-", ((exp_mode == EXP_CM_GI) ? "glc" : "loc"), "-", "-", filN, time_buf);
+ }
+ else {
+ if(cfg->np != 1) printf(" %-8s %3s %3s %3s %4s %3s %3s %9s %6d %10s", "filter", "-", ((exp_mode == EXP_CM_GI) ? "glc" : "loc"), "-", "-", "-", "-", "-", filN, time_buf);
+ else printf(" %-8s %3s %3s %3s %9s %6d %10s", "filter", "-", ((exp_mode == EXP_CM_GI) ? "glc" : "loc"), "-", "-", filN, time_buf);
+ }
+ fflush(stdout);
+ return eslOK;
+}
+
+/* Function: update_hmm_exp_length
+ * Date: EPN, Fri Mar 7 05:12:05 2008
+ * Purpose: Potentially reset the sequence length used for fitting
+ * HMM exp tails based on the ratio of HMM to CM DP calculations
+ * such that the number of calculations with the HMM is
+ * at least <esl_opt_GetReal(go, "--exp-fract")>
+ * the fraction of CM calculations.
+ * Based on the idea that we're willing to spend at least
+ * <esl_opt_GetReal(go, "--exp-fract")> the time we spend
+ * fitting the CM exp tails on the HMM. <min_frac> is usually
+ * small, it's 0.1 by default.
+ */
+int update_hmm_exp_length(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ float cm_Mc_per_res; /* millions of dp calcs per residue searching with CM */
+ float hmm_Mc_per_res; /* millions of dp calcs per residue searching with HMM */
+ int irrelevant_W;
+ float hmmL_loc, hmmL_glc;
+ int hmmL_loc_int, hmmL_glc_int;
+ /* update search info for round 0 (final round) for exp tail mode */
+
+ if(cm->smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "update_hmm_exp_length(), cm->smx is NULL");
+ /* estimate millions of CM calcs per residue */
+ int use_qdb = (cm->smx->dmin == NULL && cm->smx->dmax == NULL) ? FALSE : TRUE;
+ if(use_qdb) { if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, cm->smx->beta_qdb, &cm_Mc_per_res, &irrelevant_W)) != eslOK) return status; }
+ else { if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, TRUE, cm->beta_W, &cm_Mc_per_res, &irrelevant_W)) != eslOK) return status; }
+ /* estimate millions of HMM calcs per residue */
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &hmm_Mc_per_res)) != eslOK) return status;
+
+ /* when calibrating the HMM, the calibration step will do a cp9_ViterbiBackward or cp9_Backward()
+ * run for ALL hits the HMM finds, this is to get actual score of a single i..j parse,
+ * theoretically this could double number of calcs for HMM calibrations.
+ * so we multiply number of calcs by 2 here.
+ */
+ hmm_Mc_per_res *= 2.;
+
+ /* set seq length to search for local HMM */
+ hmmL_loc = (cm_Mc_per_res / hmm_Mc_per_res) * esl_opt_GetReal(go, "--exp-fract") * esl_opt_GetReal(go, "--exp-cmL-loc");
+ hmmL_loc = ESL_MAX(hmmL_loc, esl_opt_GetReal(go, "--exp-hmmLn-loc"));
+ hmmL_loc = ESL_MIN(hmmL_loc, esl_opt_GetReal(go, "--exp-hmmLx"));
+ hmmL_loc *= 1000000.; /* convert to Mb */
+ hmmL_loc_int = (int) hmmL_loc;
+ cfg->exp_hmmN_loc = (int) (((float) hmmL_loc_int / (float) cfg->expL) + 0.999999);
+
+ /* set seq length to search for gglcal HMM */
+ hmmL_glc = (cm_Mc_per_res / hmm_Mc_per_res) * esl_opt_GetReal(go, "--exp-fract") * esl_opt_GetReal(go, "--exp-cmL-glc");
+ hmmL_glc = ESL_MAX(hmmL_glc, esl_opt_GetReal(go, "--exp-hmmLn-glc"));
+ hmmL_glc = ESL_MIN(hmmL_glc, esl_opt_GetReal(go, "--exp-hmmLx"));
+ hmmL_glc *= 1000000.; /* convert to Mb */
+ hmmL_glc_int = (int) hmmL_glc;
+ cfg->exp_hmmN_glc = (int) (((float) hmmL_glc_int / (float) cfg->expL) + 0.999999);
+
+ ESL_DPRINTF1(("cm ncalcs: %f\n", cm_Mc_per_res));
+ ESL_DPRINTF1(("hmm ncalcs: %f\n", hmm_Mc_per_res));
+ ESL_DPRINTF1(("cm/hmm ratio: %f\n", cm_Mc_per_res / hmm_Mc_per_res));
+ ESL_DPRINTF1(("min hmmL_loc: %f\n", esl_opt_GetReal(go, "--exp-hmmLn-loc")));
+ ESL_DPRINTF1(("min hmmL_glc: %f\n", esl_opt_GetReal(go, "--exp-hmmLn-glc")));
+ ESL_DPRINTF1(("hmmL_loc: %f\n", hmmL_loc));
+ ESL_DPRINTF1(("hmmL_loc: %f\n", hmmL_glc));
+ ESL_DPRINTF1(("cfg->exp_hmmN_loc: %d\n", cfg->exp_hmmN_loc));
+ ESL_DPRINTF1(("cfg->exp_hmmN_glc: %d\n", cfg->exp_hmmN_glc));
+ ESL_DPRINTF1(("cfg->exp_hmmL_loc * cfg->exp_hmmN in Mb: %f\n", (float) (cfg->expL * cfg->exp_hmmN_loc) / 1000000.));
+ ESL_DPRINTF1(("cfg->exp_hmmL_glc * cfg->exp_hmmN in Mb: %f\n", (float) (cfg->expL * cfg->exp_hmmN_glc) / 1000000.));
+
+ return eslOK;
+}
+
+/* Function: get_genomic_sequence_from_hmm
+ * Date: EPN, Tue May 20 17:40:54 2008
+ *
+ * Purpose: Emit sequence from a fully connected
+ * 5 state HMM that was trained by EM
+ * from 30 Mb of 100 Kb chunks of real
+ * genomes of hand selected GC contents
+ * (10 Mb each from Archaea, Bacteria,
+ * Eukarya genomes). See
+ * ~nawrockie/notebook/8_0326_inf_default_gc/
+ * for more info.
+ * There were larger HMMs that 'performed'
+ * better, but this 5 state guy was a good
+ * balance b/t performance and number of
+ * parameters. Performance was judged by
+ * how similar the generated sequence was
+ * to the training 30 Mb genomic sequence.
+ */
+int
+get_genomic_sequence_from_hmm(const struct cfg_s *cfg, char *errbuf, CM_t *cm, int L, ESL_DSQ **ret_dsq)
+{
+ int status;
+ ESL_DSQ *dsq = NULL;
+ int nstates = 5;
+ int i, si, x;
+
+ /* contract check, make sure we're in a valid mode */
+ if(cm->abc->type != eslRNA && cm->abc->type != eslDNA) ESL_FAIL(eslEINCOMPAT, errbuf, "get_genomic_sequence_from_hmm(), cm->abc is not eslRNA nor eslDNA");
+
+ /* start probabilities */
+ double *sA;
+ ESL_ALLOC(sA, sizeof(double) * nstates);
+
+ sA[0] = 0.157377049180328;
+ sA[1] = 0.39344262295082;
+ sA[2] = 0.265573770491803;
+ sA[3] = 0.00327868852459016;
+ sA[4] = 0.180327868852459;
+ esl_vec_DNorm(sA, nstates);
+
+ /* transition probabilities */
+ double **tAA;
+ ESL_ALLOC(tAA, sizeof(double *) * nstates);
+ for(i = 0; i < nstates; i ++) ESL_ALLOC(tAA[i], sizeof(double) * nstates);
+
+ tAA[0][0] = 0.999483637183643;
+ tAA[0][1] = 0.000317942006440604;
+ tAA[0][2] = 0.000185401071732768;
+ tAA[0][3] = 2.60394763669618e-07;
+ tAA[0][4] = 1.27593434198113e-05;
+ esl_vec_DNorm(tAA[0], nstates);
+
+ tAA[1][0] = 9.76333640771184e-05;
+ tAA[1][1] = 0.99980020511745;
+ tAA[1][2] = 9.191359010352e-05;
+ tAA[1][3] = 7.94413051888677e-08;
+ tAA[1][4] = 1.01684870641751e-05;
+ esl_vec_DNorm(tAA[1], nstates);
+
+ tAA[2][0] = 1.3223694798182e-07;
+ tAA[2][1] = 0.000155642887774602;
+ tAA[2][2] = 0.999700615549769;
+ tAA[2][3] = 9.15079680034191e-05;
+ tAA[2][4] = 5.21013575048369e-05;
+ esl_vec_DNorm(tAA[2], nstates);
+
+ tAA[3][0] = 0.994252873563218;
+ tAA[3][1] = 0.0014367816091954;
+ tAA[3][2] = 0.0014367816091954;
+ tAA[3][3] = 0.0014367816091954;
+ tAA[3][4] = 0.0014367816091954;
+ esl_vec_DNorm(tAA[3], nstates);
+
+ tAA[4][0] = 8.32138798088677e-06;
+ tAA[4][1] = 2.16356087503056e-05;
+ tAA[4][2] = 6.42411152124459e-05;
+ tAA[4][3] = 1.66427759617735e-07;
+ tAA[4][4] = 0.999905635460297;
+ esl_vec_DNorm(tAA[4], nstates);
+
+ /* emission probabilities */
+ double **eAA;
+ ESL_ALLOC(eAA, sizeof(double *) * nstates);
+ for(i = 0; i < nstates; i ++) ESL_ALLOC(eAA[i], sizeof(double) * cm->abc->K);
+
+ eAA[0][0] = 0.370906566523225;
+ eAA[0][1] = 0.129213995153577;
+ eAA[0][2] = 0.130511270043053;
+ eAA[0][3] = 0.369368168280145;
+ esl_vec_DNorm(eAA[0], cm->abc->K);
+
+ eAA[1][0] = 0.305194882571888;
+ eAA[1][1] = 0.194580936415687;
+ eAA[1][2] = 0.192343972160245;
+ eAA[1][3] = 0.307880208852179;
+ esl_vec_DNorm(eAA[1], cm->abc->K);
+
+ eAA[2][0] = 0.238484980800698;
+ eAA[2][1] = 0.261262845707113;
+ eAA[2][2] = 0.261810301531792;
+ eAA[2][3] = 0.238441871960397;
+ esl_vec_DNorm(eAA[2], cm->abc->K);
+
+ eAA[3][0] = 0.699280575539568;
+ eAA[3][1] = 0.00143884892086331;
+ eAA[3][2] = 0.00143884892086331;
+ eAA[3][3] = 0.297841726618705;
+ esl_vec_DNorm(eAA[3], cm->abc->K);
+
+ eAA[4][0] = 0.169064007664923;
+ eAA[4][1] = 0.331718611320207;
+ eAA[4][2] = 0.33045427183482;
+ eAA[4][3] = 0.16876310918005;
+ esl_vec_DNorm(eAA[4], cm->abc->K);
+
+ /* generate sequence */
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ dsq[0] = dsq[L+1] = eslDSQ_SENTINEL;
+
+ /* pick initial state to emit from */
+ si = esl_rnd_DChoose(cfg->r, sA, nstates);
+ for (x = 1; x <= L; x++) {
+ dsq[x] = esl_rnd_DChoose(cfg->r, eAA[si], cm->abc->K); /* emit residue */
+ si = esl_rnd_DChoose(cfg->r, tAA[si], nstates); /* make transition */
+ }
+ dsq[x] = '\0';
+
+ for(i = 0; i < nstates; i++) {
+ free(eAA[i]);
+ free(tAA[i]);
+ }
+ free(eAA);
+ free(tAA);
+ free(sA);
+
+ /* TEMPORARY! */
+ /*FILE *fp;
+ fp = fopen("hmm.fa", "a");
+ ESL_SQ *sq;
+ sq = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq, L, NULL, NULL, NULL);
+ esl_sq_Textize(sq);
+ esl_sqio_Write(fp, sq, eslSQFILE_FASTA);
+ fclose(fp);*/
+
+ *ret_dsq = dsq;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
diff --git a/src/cmemit.c b/src/cmemit.c
new file mode 100644
index 0000000..ed8522c
--- /dev/null
+++ b/src/cmemit.c
@@ -0,0 +1,846 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* cmemit.c
+ * EPN, 09.01.06 Janelia Farm
+ * based on HMMER-2.3.2's hmmemit.c from SRE
+ * Easelfied: EPN, Tue Aug 14 07:01:44 2007
+ *
+ * Generate sequences from a CM.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include <esl_getopts.h>
+#include <esl_histogram.h>
+#include <esl_random.h>
+#include <esl_stats.h>
+#include <esl_stopwatch.h>
+#include <esl_vectorops.h>
+#include <esl_wuss.h>
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+#define ALPHOPTS "--rna,--dna" /* Exclusive options for alphabet choice */
+#define OUTOPTS "-u,-c,-a,--ahmm,--shmm" /* Exclusive options for output */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-n", eslARG_INT, "10", NULL, "n>0", NULL, NULL, NULL, "generate <n> sequences", 1 },
+ { "-u", eslARG_NONE,"default",NULL, NULL, OUTOPTS, NULL, NULL, "write generated sequences as unaligned FASTA", 1 },
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, OUTOPTS, NULL, NULL, "write generated sequences as a STOCKHOLM alignment", 1 },
+ { "-c", eslARG_NONE, FALSE, NULL, NULL, OUTOPTS, NULL, NULL, "generate a single \"consensus\" sequence only", 1 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "local; emit from a locally configured model", 1 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "set random number generator seed to <n>", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show list of otherwise undocumented developer options", 1 },
+ /* miscellaneous output options */
+ { "--rna", eslARG_NONE,"default",NULL, NULL, ALPHOPTS, NULL, NULL, "output alignment as RNA sequence data", 2 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, ALPHOPTS, NULL, NULL, "output alignment as DNA (not RNA) sequence data", 2 },
+ { "--tfile", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "dump parsetrees to file <f>", 2 },
+ /* expert options */
+ { "--exp", eslARG_REAL, NULL, NULL, "x>0", NULL, NULL, NULL, "exponentiate CM probabilities by <x> before emitting", 3 },
+ { "--begin", eslARG_INT, NULL, NULL, "n>=1", NULL, "--end,-a", NULL, "truncate alignment, begin at match column <n>", 3 },
+ { "--end", eslARG_INT, NULL, NULL, "n>=1", NULL, "--begin,-a", NULL, "truncate alignment, end at match column <n>", 3 },
+
+ /* --devhelp options */
+ /* All options below are developer options, only shown if --devhelp invoked */
+ /* Developer options for testing CP9 construction empirically */
+ { "--shmm", eslARG_OUTFILE,NULL, NULL, NULL, OUTOPTS, NULL, "-l,--tfile","build, output a ML CM Plan 9 HMM from generated alignment to <f>", 101 },
+ { "--ahmm", eslARG_OUTFILE,NULL, NULL, NULL, OUTOPTS, NULL, NULL, "output parameters of analytically built CM Plan 9 HMM to <f>", 101 },
+ /* Developer options related to experiment local begin/end modes */
+ { "--pebegin", eslARG_NONE, FALSE, NULL, NULL, NULL, "-l", "--pbegin", "set all local begins as equiprobable", 102 },
+ { "--pfend", eslARG_REAL, NULL, NULL, "0<x<1", NULL, "-l", "--pend", "set all local end probs to <x>", 102 },
+ { "--pbegin", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, "-l", NULL, "set aggregate local begin prob to <x>", 102 },
+ { "--pend", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, "-l", NULL, "set aggregate local end prob to <x>", 102 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+/* struct cfg_s : "Global" application configuration shared by all threads/processes
+ *
+ * This structure is passed to routines within main.c, as a means of semi-encapsulation
+ * of shared data amongst different parallel processes (threads or MPI processes).
+ * This strategy is used despite the fact that a MPI version of cmemit does not
+ * yet exist!
+ */
+struct cfg_s {
+ char *cmfile; /* name of input CM file */
+ CMFILE *cmfp; /* open input CM file stream */
+ ESL_ALPHABET *abc; /* digital alphabet for CM */
+ ESL_ALPHABET *abc_out; /* digital alphabet for writing */
+ FILE *ofp; /* output file (default is stdout) */
+ FILE *pfp; /* optional output file for parsetrees */
+ FILE *shmmfp; /* optional output file for sampled HMM */
+ FILE *ahmmfp; /* optional output file for analytically built HMM */
+ ESL_RANDOMNESS *r; /* source of randomness */
+ int ncm; /* number CM we're at in file */
+};
+
+static char usage[] = "[-options] <cmfile> <sequence output file>";
+static char banner[] = "generate sequences from a covariance model";
+
+static int init_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+
+static void master(const ESL_GETOPTS *go, struct cfg_s *cfg);
+
+static int initialize_cm(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf);
+static int emit_unaligned(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf);
+static int emit_alignment(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf);
+static int emit_consensus(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf);
+static int build_cp9(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf);
+static int truncate_msa(const ESL_GETOPTS *go, const struct cfg_s *cfg, ESL_MSA *msa, char *errbuf);
+static int print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+static int get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory allocation error, stopwatch could not be created.");
+ esl_stopwatch_Start(w);
+ struct cfg_s cfg;
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "--devhelp") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nmiscellaneous output options are:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nexpert options:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\nundocumented developer options for empirically checking CP9 HMM construction:");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\nundocumented developer options related to experimental local begin/end modes:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nmiscellaneous output options are:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nexpert options:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ puts("\n where basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ printf("\nTo see more help on other available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ /* Initialize what we can in the config structure (without knowing the alphabet yet).
+ * We could assume RNA, but this HMMER3 based approach is more general.
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ cfg.cmfp = NULL; /* opened in init_cfg() */
+ cfg.ofp = NULL; /* opened in init_cfg() */
+ cfg.abc = NULL; /* created in init_cfg() */
+ cfg.abc_out = NULL; /* created in init_cfg() */
+ cfg.pfp = NULL; /* opened in init_cfg() */
+ cfg.shmmfp = NULL; /* opened in init_cfg() */
+ cfg.ahmmfp = NULL; /* opened in init_cfg() */
+ cfg.r = NULL; /* created in init_cfg() */
+
+ cm_banner(stdout, argv[0], banner);
+
+ /* do work */
+ master(go, &cfg);
+
+ /* Clean up the cfg.
+ */
+ fclose(cfg.ofp);
+ printf("# Generated sequences saved to file %s.\n", esl_opt_GetArg(go, 2));
+ if (cfg.pfp != NULL) {
+ fclose(cfg.pfp);
+ printf("# Parsetrees saved to file %s.\n", esl_opt_GetString(go, "--tfile"));
+ }
+ if(cfg.shmmfp != NULL) {
+ fclose(cfg.shmmfp);
+ printf("# Sampled global CP9 HMM model parameters saved to file %s.\n", esl_opt_GetString(go, "--shmm"));
+ }
+ if(cfg.ahmmfp != NULL) {
+ fclose(cfg.ahmmfp);
+ if(esl_opt_GetBoolean(go, "-l")) printf("# Analytically built local CP9 HMM model parameters saved to file %s.\n", esl_opt_GetString(go, "--ahmm"));
+ else printf("# Analytically built global CP9 HMM model parameters saved to file %s.\n", esl_opt_GetString(go, "--ahmm"));
+ }
+ if (cfg.abc != NULL) { esl_alphabet_Destroy(cfg.abc); cfg.abc = NULL; }
+ if (cfg.abc_out != NULL) esl_alphabet_Destroy(cfg.abc_out);
+ if (cfg.cmfp != NULL) CMFileClose(cfg.cmfp);
+ if (cfg.r != NULL) esl_randomness_Destroy(cfg.r);
+
+ esl_getopts_Destroy(go);
+ esl_stopwatch_Stop(w);
+ printf("#\n");
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ esl_stopwatch_Destroy(w);
+ return 0;
+}
+
+/* init_cfg()
+ * Already set:
+ * cfg->cmfile - command line arg 1
+ * Sets:
+ * cfg->cmfp - open CM file
+ * cfg->abc_out - digital alphabet for output
+ * cfg->pfp - optional output file for parsetrees
+ * cfg->shmmfp - optional output file for sampled HMM
+ * cfg->ahmmfp - optional output file for analytically built HMM
+ * cfg->r - source of randomness
+ */
+static int
+init_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ /* open CM file for reading */
+ if ((cfg->cmfp = CMFileOpen(cfg->cmfile, NULL)) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open covariance model save file %s\n", cfg->cmfile);
+
+ /* open sequence output file for writing */
+ if ((cfg->ofp = fopen(esl_opt_GetArg(go, 2), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open output file %s\n", esl_opt_GetArg(go, 2));
+
+ /* create output alphabet */
+ if (esl_opt_GetBoolean(go, "--rna")) cfg->abc_out = esl_alphabet_Create(eslRNA);
+ else if (esl_opt_GetBoolean(go, "--dna")) cfg->abc_out = esl_alphabet_Create(eslDNA);
+
+ /* open parsetree output file if necessary */
+ if (esl_opt_GetString(go, "--tfile") != NULL) {
+ if ((cfg->pfp = fopen(esl_opt_GetString(go, "--tfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --tfile output file %s\n", esl_opt_GetString(go, "--tfile"));
+ }
+
+ /* open sampled HMM (--shmm) output file if necessary */
+ if (esl_opt_GetString(go, "--shmm") != NULL) {
+ if ((cfg->shmmfp = fopen(esl_opt_GetString(go, "--shmm"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --shmm output file %s\n", esl_opt_GetString(go, "--shmm"));
+ }
+
+ /* open analytically built HMM (--ahmm) output file if necessary */
+ if (esl_opt_GetString(go, "--ahmm") != NULL) {
+ if ((cfg->ahmmfp = fopen(esl_opt_GetString(go, "--ahmm"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --ahmm output file %s\n", esl_opt_GetString(go, "--ahmm"));
+ }
+
+ /* create RNG */
+ if (! esl_opt_IsDefault(go, "-s"))
+ cfg->r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else cfg->r = esl_randomness_CreateTimeseeded();
+
+ if (cfg->abc_out == NULL) ESL_FAIL(eslEINVAL, errbuf, "Output alphabet creation failed.");
+ if (cfg->r == NULL) ESL_FAIL(eslEINVAL, errbuf, "Failed to create random number generator: probably out of memory");
+
+ return eslOK;
+}
+
+/* master()
+ * The serial version of cmemit. (There is no parallel version yet).
+ * For each CM, emit sequences/alignment and create output.
+ *
+ * We only return if successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ CM_t *cm = NULL;
+
+ if ((status = init_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ if ((status = print_run_info (go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ cfg->ncm = 0;
+
+ while ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK)
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ cfg->ncm++;
+ if((status = initialize_cm(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ /* Pick 1 of 4 exclusive output options. Output is handled within each function. */
+ if (esl_opt_GetBoolean(go, "-u")) {
+ if((status = emit_unaligned(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ }
+ else if(esl_opt_GetBoolean(go, "-c")) {
+ if((status = emit_consensus(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ }
+ else if(esl_opt_GetBoolean(go, "-a")) {
+ if((status = emit_alignment(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ }
+ else if(! esl_opt_IsDefault(go, "--shmm")) {
+ if((status = build_cp9 (go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ }
+ FreeCM(cm);
+ }
+ if(status != eslEOF) cm_Fail(errbuf);
+ return;
+}
+
+/* initialize_cm()
+ * Setup the CM based on the command-line options/defaults;
+ * only set flags and a few parameters. ConfigCM() configures
+ * the CM.
+ */
+static int
+initialize_cm(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ int nstarts, nexits, nd;
+
+ /* Update cfg->cm->config_opts and cfg->cm->align_opts based on command line options */
+ if(esl_opt_GetBoolean(go, "-l")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+
+ /* BEGIN (POTENTIALLY) TEMPORARY BLOCK */
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ cm->pbegin = 1.- (1./(1+nstarts));
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /* END (POTENTIALLY) TEMPORARY BLOCK */
+
+ ConfigCM(cm, FALSE); /* FALSE says don't bother calc'ing W, we won't need it */
+
+ /* print the CP9 params if nec */
+ if(cfg->ahmmfp != NULL) {
+ if(esl_opt_GetBoolean(go, "-l")) fprintf(cfg->ahmmfp, "# Printing analytically built CP9 HMM parameters (local configuration):\n");
+ else fprintf(cfg->ahmmfp, "# Printing analytically built CP9 HMM parameters (global configuration):\n");
+ debug_print_cp9_params(cfg->ahmmfp, cm->cp9, TRUE);
+ }
+
+ if(! esl_opt_IsDefault(go, "--exp")) ExponentiateCM(cm, esl_opt_GetReal(go, "--exp"));
+
+ return eslOK;
+}
+
+/* emit_unaligned
+ * Given a configured CM, generate and output unaligned sequences.
+ */
+static int
+emit_unaligned(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ /* Contract check, output alphabet must be identical to CM alphabet
+ * with sole exception that CM alphabet can be eslRNA with output alphabet eslDNA.
+ */
+ if(cm->abc->type != cfg->abc_out->type)
+ if(! (cm->abc->type == eslRNA && cfg->abc_out->type == eslDNA))
+ ESL_FAIL(eslFAIL, errbuf, "CM alphabet type must match output alphabet type (unless CM=RNA and output=DNA).");
+
+ int status;
+ Parsetree_t *tr = NULL; /* generated parsetree */
+ ESL_SQ *sq = NULL;
+ char *name;
+ int namelen;
+ int i, L;
+ float sc, struct_sc;
+
+ namelen = IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+ if(cm->name != NULL) namelen += strlen(cm->name) + 1;
+ ESL_ALLOC(name, sizeof(char) * namelen);
+
+ for(i = 0; i < esl_opt_GetInteger(go, "-n"); i++)
+ {
+ if(cm->name != NULL) sprintf(name, "%s-%d", cm->name, i+1);
+ else sprintf(name, "%d-%d", cfg->ncm, i+1);
+ if((status = EmitParsetree(cm, errbuf, cfg->r, name, TRUE, &tr, &sq, &L)) != eslOK) return status;
+ sq->abc = cfg->abc_out;
+ if((esl_sqio_Write(cfg->ofp, sq, eslSQFILE_FASTA)) != eslOK)
+ ESL_FAIL(eslFAIL, errbuf, "Error writing unaligned sequences.");
+ if(cfg->pfp != NULL)
+ {
+ fprintf(cfg->pfp, "> %s\n", sq->name);
+ if((status = ParsetreeScore(cm, errbuf, tr, sq->dsq, FALSE, &sc, &struct_sc)) != eslOK) return status;
+ fprintf(cfg->pfp, " %16s %.2f bits\n", "SCORE:", sc);
+ fprintf(cfg->pfp, " %16s %.2f bits\n", "STRUCTURE SCORE:", struct_sc);
+ ParsetreeDump(cfg->pfp, tr, cm, sq->dsq, NULL, NULL);
+ fprintf(cfg->pfp, "//\n");
+ }
+ FreeParsetree(tr);
+ esl_sq_Destroy(sq); /* can't reuse b/c a new one is allocated in EmitParsetree() */
+ }
+ free(name);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* emit_alignment
+ * Given a configured CM, generate and output a MSA.
+ */
+static int
+emit_alignment(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ /* Contract check, output alphabet must be identical to CM alphabet
+ * with sole exception that CM alphabet can be eslRNA with output alphabet eslDNA. */
+ if(cm->abc->type != cfg->abc_out->type)
+ if(! (cm->abc->type == eslRNA && cfg->abc_out->type == eslDNA))
+ ESL_FAIL(eslFAIL, errbuf, "CM alphabet type must match output alphabet type (unless CM=RNA and output=DNA).");
+
+ int status;
+ Parsetree_t **tr = NULL; /* generated parsetrees */
+ ESL_SQ **sq = NULL; /* generated sequences */
+ char *name;
+ int namelen;
+ int i, L;
+ ESL_MSA *msa = NULL; /* the MSA we're building */
+ int nseq = esl_opt_GetInteger(go, "-n");
+ int do_truncate;
+
+ do_truncate = ((! esl_opt_IsDefault(go, "--begin")) && (! esl_opt_IsDefault(go, "--end"))) ? TRUE : FALSE;
+
+ namelen = IntMaxDigits() + 1;
+ if(cm->name != NULL) namelen += strlen(cm->name) + 1;
+ ESL_ALLOC(name, sizeof(char) * namelen);
+
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * nseq);
+ ESL_ALLOC(tr, sizeof(Parsetree_t *) * nseq);
+
+ for(i = 0; i < nseq; i++)
+ {
+ if(cm->name != NULL) sprintf(name, "%s-%d", cm->name, i+1);
+ else sprintf(name, "%d-%d", cfg->ncm, i+1);
+ if((status = EmitParsetree(cm, errbuf, cfg->r, name, TRUE, &(tr[i]), &(sq[i]), &L)) != eslOK) return status;
+ sq[i]->abc = cfg->abc_out;
+ if(cfg->pfp != NULL)
+ {
+ fprintf(cfg->pfp, "> %s\n", sq[i]->name);
+ ParsetreeDump(cfg->pfp, tr[i], cm, sq[i]->dsq, NULL, NULL);
+ fprintf(cfg->pfp, "//\n");
+ }
+ }
+ if((status = Parsetrees2Alignment(cm, cfg->abc_out, sq, NULL, tr, nseq,
+ TRUE, /* we want all match columns */
+ FALSE, /* we don't want ONLY match columns */
+ &msa) != eslOK))
+ ESL_XFAIL(eslFAIL, errbuf, "Error generating alignment from parsetrees.");
+ if(cm->name != NULL)
+ if((status = esl_strdup(cm->name, -1, &(msa->name))) != eslOK) goto ERROR;
+ if((status = esl_strdup("Synthetic sequence alignment generated by cmemit",
+ -1, &(msa->desc))) != eslOK) goto ERROR;
+
+ /* Truncate the alignment if nec */
+ if(do_truncate)
+ if((status = truncate_msa(go, cfg, msa, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ /* Output the alignment */
+ status = esl_msa_Write(cfg->ofp, msa, eslMSAFILE_STOCKHOLM);
+ if (status == eslEMEM) ESL_XFAIL(status, errbuf, "Memory error when outputting alignment\n");
+ else if (status != eslOK) ESL_XFAIL(status, errbuf, "Writing alignment file failed with error %d\n", status);
+
+ for(i = 0; i < nseq; i++)
+ {
+ esl_sq_Destroy(sq[i]);
+ FreeParsetree(tr[i]);
+ }
+ free(sq);
+ free(tr);
+ free(name);
+ esl_msa_Destroy(msa);
+ return eslOK;
+
+ ERROR:
+
+ if(sq != NULL) {
+ for(i = 0; i < nseq; i++)
+ if(sq[i] != NULL) esl_sq_Destroy(sq[i]);
+ free(sq);
+ }
+ if(tr != NULL) {
+ for(i = 0; i < nseq; i++)
+ if(tr[i] != NULL) FreeParsetree(tr[i]);
+ free(tr);
+ }
+ if(name != NULL) free(name);
+ if(msa != NULL) esl_msa_Destroy(msa);
+ return status;
+}
+
+/* emit_consensus
+ * Given a configured CM, generate and output the consensus sequence.
+ */
+static int
+emit_consensus(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ int status;
+ CMConsensus_t *con = NULL; /* consensus info for the CM */
+ ESL_SQ *csq = NULL;
+ char *cseqname = NULL;
+
+ /* Determine consensus sequence */
+ CreateCMConsensus(cm, cfg->abc_out, 3.0, 1.0, &con);
+ if((status = esl_strdup(cm->name, -1, &cseqname)) != eslOK) goto ERROR;
+ if((status = esl_strcat(&cseqname, -1, " CM generated consensus sequence [cmemit]", -1)) != eslOK) goto ERROR;
+ if((csq = esl_sq_CreateFrom(cseqname, con->cseq, NULL, NULL, NULL)) == NULL) { status = eslEMEM; goto ERROR; }
+ if((esl_sqio_Write(cfg->ofp, csq, eslSQFILE_FASTA)) != eslOK) ESL_FAIL(status, errbuf, "Error writing consensus sequence.");
+
+ esl_sq_Destroy(csq);
+ FreeCMConsensus(con);
+ free(cseqname);
+
+ return eslOK;
+
+ ERROR:
+ if(csq != NULL) esl_sq_Destroy(csq);
+ if(con != NULL) FreeCMConsensus(con);
+ if(cseqname != NULL) free(cseqname);
+ return status;
+}
+
+/* build_cp9
+ * Given a configured CM, generete counts for a ML HMM
+ * (no pseudocounts) by generating >= 1 MSA from the CM.
+ * We use more than 1 MSA only to limit memory usage.
+ */
+static int
+build_cp9(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ int status;
+ Parsetree_t **tr = NULL; /* generated parsetrees */
+ ESL_SQ **sq = NULL; /* generated sequences */
+ char *name;
+ int namelen;
+ int i, L;
+ ESL_MSA *msa = NULL; /* an MSA to pull counts from */
+ int nseq = esl_opt_GetInteger(go, "-n");
+ int *matassign = NULL;
+ int nsampled = 0; /* number of sequences sampled thus far */
+ int do_truncate;
+ CP9_t *shmm = NULL;
+ CP9trace_t **cp9_tr; /* fake tracebacks for each seq */
+ int bpos = 0;
+ int epos = 0;
+ int apos = 0;
+ int msa_nseq = 1000; /* number of seqs per MSA, current strategy is to
+ * sample (nseq/nseq_per_msa) alignments from the CM,
+ * and add counts from each to the shmm in counts form
+ *(to limit memory) */
+
+ /* Allocate and zero the new HMM we're going to build by sampling from the CM.
+ */
+ if((! esl_opt_IsDefault(go, "--begin")) && (! esl_opt_IsDefault(go, "--end")))
+ {
+ do_truncate = TRUE;
+ bpos = esl_opt_GetInteger(go, "--begin");
+ epos = esl_opt_GetInteger(go, "--end");
+ shmm = AllocCPlan9((epos - bpos + 1), cm->abc);
+ }
+ else
+ {
+ do_truncate = FALSE;
+ shmm = AllocCPlan9(cm->clen, cm->abc);
+ }
+ ZeroCPlan9(shmm);
+ CPlan9SetNullModel(shmm, cm->null, 1.0); /* set p1 = 1.0 which corresponds to the CM */
+
+ namelen = IntMaxDigits() + 1;
+ if(cm->name != NULL) namelen += strlen(cm->name) + 1;
+ ESL_ALLOC(name, sizeof(char) * namelen);
+
+ /* sample MSA(s) from the CM */
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * msa_nseq);
+ ESL_ALLOC(tr, sizeof(Parsetree_t *) * msa_nseq);
+ while(nsampled < nseq)
+ {
+ if(nsampled != 0)
+ {
+ /* clean up from previous MSA */
+ esl_msa_Destroy(msa);
+ free(matassign);
+ for (i = 0; i < msa_nseq; i++)
+ {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Reuse(sq[i]);
+ }
+ }
+ /* Emit msa_nseq parsetrees from the CM */
+ if(nsampled + msa_nseq > nseq) msa_nseq = nseq - nsampled;
+ for (i = 0; i < msa_nseq; i++)
+ {
+ if(cm->name != NULL) sprintf(name, "%s-%d", cm->name, i+1);
+ else sprintf(name, "%d-%d", cfg->ncm, i+1);
+ if((status = EmitParsetree(cm, errbuf, cfg->r, name, TRUE, &(tr[i]), &(sq[i]), &L)) != eslOK) cm_Fail(errbuf);
+ sq[i]->abc = cfg->abc_out;
+ }
+ /* Build a new MSA from these parsetrees */
+ if((status = Parsetrees2Alignment(cm, cfg->abc_out, sq, NULL, tr, nseq,
+ TRUE, /* we want all match columns */
+ FALSE, /* we don't want ONLY match columns */
+ &msa) != eslOK))
+ ESL_XFAIL(eslFAIL, errbuf, "Error generating alignment from parsetrees during HMM construction.");
+
+ /* Truncate the alignment if nec */
+ if(do_truncate)
+ if((status = truncate_msa(go, cfg, msa, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ /* Determine match assignment from RF annotation
+ */
+ ESL_ALLOC(matassign, sizeof(int) * (msa->alen+1));
+ matassign[0] = 0;
+ for (apos = 1; apos <= msa->alen; apos++)
+ matassign[apos] = esl_abc_CIsGap(msa->abc, msa->rf[apos-1]) ? FALSE : TRUE;
+
+ /* Add the counts to the growing counts-based HMM */
+ /* make fake tracebacks for each seq, first we need to digitize the MSA */
+ esl_msa_Digitize(msa->abc, msa);
+ CP9_fake_tracebacks(msa, matassign, &cp9_tr);
+
+ /* build model from tracebacks (code from HMMER's modelmakers.c::matassign2hmm() */
+ for (i = 0; i < msa->nseq; i++)
+ CP9TraceCount(shmm, sq[i]->dsq, 1.0, cp9_tr[i]);
+ nsampled += msa_nseq;
+ }
+
+ /* clean up from final MSA */
+ esl_msa_Destroy(msa);
+ free(matassign);
+ for (i = 0; i < msa_nseq; i++)
+ {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Destroy(sq[i]);
+ }
+ free(cp9_tr);
+ free(tr);
+ free(sq);
+ free(name);
+
+ if(cfg->shmmfp == NULL) cm_Fail("build_cp9(): no open file for sampled HMM parameters.");
+ fprintf(cfg->shmmfp, "# Printing NON-normalized sampled HMM parameters (global configuration):\n");
+ debug_print_cp9_params(cfg->shmmfp, shmm, FALSE);
+
+ CPlan9Renormalize(shmm);
+ CP9Logoddsify(shmm);
+
+ fprintf(cfg->shmmfp, "# Printing normalized sampled HMM parameters (global configuration):\n");
+ debug_print_cp9_params(cfg->shmmfp, shmm, TRUE);
+
+
+ FreeCPlan9(shmm);
+ return eslOK;
+
+ ERROR:
+ if(shmm != NULL) FreeCPlan9(shmm);
+ if(cp9_tr != NULL)
+ {
+ for(i = 0; i < msa_nseq; i++)
+ CP9FreeTrace(cp9_tr[i]);
+ free(cp9_tr);
+ }
+ if(tr != NULL)
+ {
+ for(i = 0; i < msa_nseq; i++)
+ FreeParsetree(tr[i]);
+ free(tr);
+ }
+ if(sq != NULL)
+ {
+ for(i = 0; i < msa_nseq; i++)
+ esl_sq_Destroy(sq[i]);
+ free(sq);
+ }
+ if(name != NULL) free(name);
+ return status;
+}
+
+/* truncate_msa
+ * Truncate a MSA outside begin..end consensus columns
+ * (non-gap RF chars) and return the alignment. Careful
+ * to remove any consensus structure outside begin..end.
+ *
+ *
+ */
+static int
+truncate_msa(const ESL_GETOPTS *go, const struct cfg_s *cfg, ESL_MSA *msa, char *errbuf)
+{
+ int status;
+ int *useme = NULL; /* 1..alen: keep this column? */
+ int *ct = NULL; /* 1..alen base pair partners array */
+ int apos = 0;
+ int bpos = esl_opt_GetInteger(go, "--begin");
+ int epos = esl_opt_GetInteger(go, "--end");
+ int cc = 0;
+ int clen = 0;
+
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen+1));
+ ESL_ALLOC(ct, sizeof(int) * (msa->alen+1));
+
+ for (apos = 0, cc = 0; apos < msa->alen; apos++)
+ if (!esl_abc_CIsGap(msa->abc, msa->rf[apos])) clen++;
+ if(epos > clen)
+ ESL_XFAIL(eslEINCOMPAT, errbuf, "Error, with --end <n> option, <n> must be <= consensus length of CM (%d).\n", clen);
+
+ /* remove pknots in place (actually unnec for CM ss_cons) */
+ if((status = esl_wuss_nopseudo(msa->ss_cons, msa->ss_cons)) != eslOK) goto ERROR;
+
+ /* get a ct array from the structure */
+ if((status = esl_wuss2ct(msa->ss_cons, msa->alen, ct)) != eslOK) goto ERROR;
+
+ /* Truncate the alignment prior to consensus column bpos and after
+ * consensus column epos. */
+ for (apos = 0, cc = 0; apos < msa->alen; apos++)
+ {
+ /* Careful here, placement of cc++ increment is impt, we want all
+ * inserts between cc=bpos-1 and cc=bpos, and b/t cc=epos and
+ * cc=epos+1. Also be careful: ct[] is index 1..alen, and
+ * msa->ss_cons is 0..alen-1.
+ */
+ if(cc < (bpos-1) || cc > epos) {
+ useme[apos] = 0;
+ if(ct[(apos+1)] != 0) ct[ct[(apos+1)]] = 0;
+ ct[(apos+1)] = 0;
+ }
+ else
+ useme[apos] = 1;
+ if (!esl_abc_CIsGap(msa->abc, msa->rf[apos])) {
+ cc++;
+ if(cc == (epos+1)){
+ useme[apos] = 0;
+ /* we misassigned this guy, overwrite */
+ if(ct[(apos+1)] != 0) ct[ct[(apos+1)]] = 0;
+ ct[(apos+1)] = 0;
+ }
+ }
+ }
+ /* construct the new structure based on the cleaned ct array */
+ if((status = esl_ct2wuss(ct, msa->alen, msa->ss_cons)) != eslOK) goto ERROR;
+
+ /*printf("\n\nDEBUG PRINTING ORIG ALIGNMENT:\n");
+ WriteStockholm(fp, msa);
+ printf("\n\nDONE DEBUG PRINTING ORIG ALIGNMENT:\n");
+ for(apos=0; apos < msa->alen; apos++)
+ printf("useme[%d]: %d\n", apos, useme[apos]);
+ */
+
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) return status;
+ free(useme);
+ free(ct);
+ return eslOK;
+
+ ERROR:
+ if(useme != NULL) free(useme);
+ if(ct != NULL) free(ct);
+ return status;
+}
+
+/* Function: print_run_info
+ * Date: EPN, Mon Mar 3 06:01:13 2008
+ *
+ * Purpose: Print information on this run of cmemit.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ char *command;
+ char *date;
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) return status;
+ if((status = GetDate (errbuf, &date)) != eslOK) return status;
+
+ fprintf(stdout, "%-10s %s\n", "# command:", command);
+ fprintf(stdout, "%-10s %s\n", "# date:", date);
+ fprintf(stdout, "%-10s %ld\n", "# seed:", esl_randomness_GetSeed(cfg->r));
+
+ fprintf(stdout, "#\n");
+ free(command);
+ free(date);
+ return eslOK;
+}
+
+/* Function: get_command
+ * Date: EPN, Fri Jan 25 13:56:10 2008
+ *
+ * Purpose: Return the command used to call cmscore
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
+
+
+
+
diff --git a/src/cmscore.c b/src/cmscore.c
new file mode 100644
index 0000000..e45c144
--- /dev/null
+++ b/src/cmscore.c
@@ -0,0 +1,1810 @@
+/* SRE, Thu Aug 3 17:08:44 2000 [StL]
+ * SVN $Id: cmscore.c 2981 2009-10-22 13:34:17Z nawrockie $
+ *
+ * Score a CM against unaligned sequence examples.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <math.h>
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_getopts.h"
+#include "esl_mpi.h"
+#include "esl_msa.h"
+#include "esl_sqio.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+#define ALGOPTS "--nonbanded,--qdb,--qdbsmall,--qdbboth,--hbanded,--viterbi,--forward" /* Exclusive choice for scoring algorithms */
+#define SEQOPTS "--emit,--random,--infile" /* Exclusive choice for sequence input */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-n", eslARG_INT, "10", NULL, "n>0", NULL, NULL, "--infile", "generate <n> sequences", 1 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--sub", "align locally w.r.t. the model", 1 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, "--infile", "set random number seed to <n>", 1 },
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "print individual timings & scores, not just a summary", 1 },
+ { "--sub", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-l,--search", "build sub CM for columns b/t HMM predicted start/end points", 1 },
+ { "--mxsize", eslARG_REAL, "2048.0", NULL, "x>0.", NULL, NULL, NULL, "set maximum allowable DP matrix size to <x> Mb", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show list of undocumented developer options", 1 },
+#ifdef HAVE_MPI
+ { "--mpi", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "run as an MPI parallel program", 1 },
+#endif
+ /* options for generating/reading sequences to score */
+ { "--emit", eslARG_NONE,"default",NULL,"n>0", SEQOPTS, NULL, SEQOPTS, "emit <n> sequences from each CM", 2 },
+ { "--random", eslARG_NONE, FALSE, NULL,"n>0", SEQOPTS, NULL, SEQOPTS, "emit <n> random seq from cm->null model", 2},
+ { "--infile", eslARG_INFILE, NULL, NULL, NULL, SEQOPTS, NULL, SEQOPTS, "read sequences to align from file <s>", 2 },
+ { "--outfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--infile", "save seqs to file <s> in FASTA format", 2 },
+ { "--Lmin", eslARG_INT, FALSE, NULL,"0<n<=1000000",NULL,"--random,--Lmax", NULL, "with --random, specify minimum length of random sequences as <n>", 2},
+ { "--Lmax", eslARG_INT, FALSE, NULL,"0<n<=1000000",NULL,"--random,--Lmin", NULL, "with --random, specify maximum length of random sequences as <n>", 2},
+ { "--pad", eslARG_NONE, FALSE, NULL, NULL, NULL,"--emit,--search", NULL, "with --emit, pad (W-L) residues on each side of emitted seqs", 2},
+ /* Stage 2 algorithm options */
+ { "--hbanded", eslARG_NONE,"default",NULL, NULL, ALGOPTS, NULL, NULL, "compare d&c optimal CYK versus HMM banded CYK", 3 },
+ { "--tau", eslARG_REAL, "1E-7",NULL, "0<x<1", NULL,"--hbanded", NULL, "set tail loss prob for --hbanded to <x>", 3 },
+ { "--aln2bands",eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded,--search",NULL, "w/--hbanded derive HMM bands w/o scanning Forward/Backward", 3 },
+ { "--hsafe", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded","--search", "realign (non-banded) seqs with HMM banded CYK score < 0 bits", 3 },
+ { "--nonbanded",eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL,"--search", "compare divide and conquer (d&c) versus standard non-banded CYK", 3 },
+ { "--scoreonly",eslARG_NONE, FALSE, NULL, NULL, NULL,"--nonbanded","--tfile,--search", "with --nonbanded, do only score, save memory", 3 },
+ { "--viterbi", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, NULL, "align to a CM Plan 9 HMM with the Viterbi algorithm", 3 },
+ /* Options for testing search instead of alignment */
+ { "--search", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "run algorithms in scanning search mode", 4 },
+ { "--inside", eslARG_NONE, FALSE, NULL, NULL, NULL,"--search", NULL, "with --search, use Inside instead of CYK", 4 },
+ { "--forward",eslARG_NONE, FALSE, NULL, NULL, ALGOPTS,"--search", NULL, "with --search, use HMM Forward instead of CYK", 4 },
+ /* Options for testing multiple rounds of banded alignment, stage 2->N alignment */
+ { "--taus", eslARG_INT, NULL, NULL, "0<n<=30", NULL,"--hbanded,--taue",NULL,"set initial (stage 2) tail loss prob to 1E-<x> for HMM banding", 5 },
+ { "--taue", eslARG_INT, NULL, NULL, "0<n<=30", NULL,"--hbanded,--taus",NULL,"set final (stage N) tail loss prob to 1E-<x> for HMM banding", 5 },
+ /* Verbose output files/debugging */
+ { "--tfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, "--search", "dump parsetrees to file <f>", 6 },
+
+ /* Developer options related to QDB alignment */
+ { "--qdb", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, NULL, "compare non-banded d&c versus QDB standard CYK", 101 },
+ { "--qdbsmall",eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, "--search", "compare non-banded d&c versus QDB d&c", 101 },
+ { "--qdbboth", eslARG_NONE, FALSE, NULL, NULL, ALGOPTS, NULL, "--search", "compare QDB d&c versus QDB standard CYK", 101 },
+ { "--beta", eslARG_REAL, "1E-7",NULL, "0<x<1", NULL, NULL, NULL, "set tail loss prob for QDB to <x>", 101 },
+ { "--betas", eslARG_INT, NULL, NULL, "0<n<=30", NULL, "--betae", NULL, "set initial (stage 2) tail loss prob to 1E-<x> for QDB", 101 },
+ { "--betae", eslARG_INT, NULL, NULL, "0<n<=30", NULL, "--betas", NULL, "set final (stage N) tail loss prob to 1E-<x> for QDB", 101 },
+
+ /* Developer options for debugging */
+ { "--old", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded", NULL, "use old hmm to cm band calculation algorithm", 102},
+ { "--regress", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save regression test data to file <f>", 102 },
+ { "--no-null3",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "turn OFF the NULL3 post hoc additional null model", 102 },
+ { "--stall", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "arrest after start: for debugging MPI under gdb",102 },
+
+ /* All options below are developer options, only shown if --devhelp invoked */
+ /* Developer options related to experiment local begin/end modes */
+ { "--pebegin", eslARG_NONE, FALSE, NULL, NULL, NULL, "-l", "--pbegin", "set all local begins as equiprobable", 103 },
+ { "--pfend", eslARG_REAL, NULL, NULL, "0<x<1", NULL, "-l", "--pend", "set all local end probs to <x>", 103 },
+ { "--pbegin", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, "-l", NULL, "set aggregate local begin prob to <x>", 103 },
+ { "--pend", eslARG_REAL, "0.05",NULL, "0<x<1", NULL, "-l", NULL, "set aggregate local end prob to <x>", 103 },
+
+
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+/* struct cfg_s : "Global" application configuration shared by all threads/processes
+ *
+ * This structure is passed to routines within main.c, as a means of semi-encapsulation
+ * of shared data amongst different parallel processes (threads or MPI processes).
+ */
+struct cfg_s {
+ ESL_ALPHABET *abc; /* digital alphabet for input */
+ int nseq; /* which number sequence this is in file (only valid in serial mode) */
+ int nstages; /* number of stages of alignment we'll do */
+ int s; /* which stage we're on [0..nstages-1], 0 = stage 1, 1 = stage 2 etc. */
+ double *beta; /* [0..nstages-1] beta for each stage, NULL if not doing QDB */
+ double *tau; /* [0..nstages-1] tau for each stage, NULL if not doing HMM banding */
+ float *s1_sc; /* [0..cfg->nseq] scores for stage 1 parses, filled in 1st output_result() call*/
+ ESL_STOPWATCH *s1_w; /* stopwatch for timing stage 1 */
+ ESL_STOPWATCH *s_w; /* stopwatch for timing stages 2+ */
+ ESL_RANDOMNESS *r; /* source of randomness for generating sequences */
+ int infmt; /* format code for input seqfile */
+ int ncm; /* number CM we're on */
+
+ int do_mpi; /* TRUE if we're doing MPI parallelization */
+ int nproc; /* how many MPI processes, total */
+ int my_rank; /* who am I, in 0..nproc-1 */
+ int do_stall; /* TRUE to stall the program until gdb attaches */
+
+ /* info for the comlog we'll add to the cmfiles */
+ char *ccom; /* command line used in this execution of cmscore */
+ char *cdate; /* date of this execution of cmscore */
+
+ /* Masters only (i/o streams) */
+ char *cmfile; /* name of input CM file */
+ CMFILE *cmfp; /* open input CM file stream */
+ ESL_SQFILE *sqfp; /* open sequence input file stream */
+ FILE *ofp; /* output file (default is stdout) */
+ FILE *tracefp; /* optional output for parsetrees */
+ FILE *regressfp; /* optional output for regression test */
+ FILE *sfp; /* optional output for sequence file */
+};
+
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "score RNA covariance model against sequences";
+
+static int init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int init_shared_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+
+static void serial_master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#ifdef HAVE_MPI
+static int mpi_master (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int mpi_worker (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#endif
+
+static int process_align_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln);
+static int process_cmscore_search_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln);
+static int output_result(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln);
+static int initialize_cm_for_align(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int initialize_cm_for_search(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int get_sequences(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int i_am_mpi_master, seqs_to_aln_t **ret_seqs_to_aln);
+static int dispatch_search_for_cmscore(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, float *ret_sc);
+extern int get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+static int print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+static void print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq);
+static void print_stage_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg);
+static void print_seq_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg);
+static int print_align_options(const struct cfg_s *cfg, CM_t *cm);
+static int print_search_options(const struct cfg_s *cfg, CM_t *cm);
+#ifdef HAVE_MPI
+static int determine_nseq_per_worker(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, int *ret_nseq_worker);
+static int add_worker_seqs_to_master(seqs_to_aln_t *master_seqs, seqs_to_aln_t *worker_seqs, int offset);
+#endif
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory error, stopwatch not created.\n");
+ esl_stopwatch_Start(w);
+ struct cfg_s cfg;
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "--devhelp") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\noptions for source of input sequences:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nstage 2 alignment options, to compare to stage 1 (D&C non-banded), are:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for testing search algorithms instead of alignment algorithms:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\noptions for testing multiple tau values for --hbanded:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\nextra output files:");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ puts("\nundocumented developer options for QDB alignment (old):");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\nundocumented developer verbose output/debugging options:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ puts("\nundocumented developer options related to experimental local begin/end modes:");
+ esl_opt_DisplayHelp(stdout, go, 103, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\noptions for source of input sequences:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\nstage 2 alignment options, to compare to stage 1 (D&C non-banded), are:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for testing search algorithms instead of alignment algorithms:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\noptions for testing multiple tau values for --hbanded:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\nextra output files:");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ exit(0);
+ }
+
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ puts("\n where basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ printf("\nTo see more help on other available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ /* Check for incompatible option combinations I don't know how to disallow with esl_getopts */
+ if ((! esl_opt_IsDefault(go, "--taus")) && (! esl_opt_IsDefault(go, "--taue")))
+ if((esl_opt_GetInteger(go, "--taus")) > (esl_opt_GetInteger(go, "--taue")))
+ {
+ printf("Error parsing options, --taus <n> argument must be less than --taue <n> argument.\n");
+ exit(1);
+ }
+ /* Can't have --betas and --betae without a --qdb* option */
+ if ((! esl_opt_IsDefault(go, "--betas")) && (! esl_opt_IsDefault(go, "--betae")))
+ if(! ((esl_opt_GetBoolean(go, "--qdb")) || (esl_opt_GetBoolean(go, "--qdbsmall"))))
+ {
+ printf("Error parsing options, --betas and --betae combination requires either --qdb or --qdbsmall.\n");
+ exit(1);
+ }
+ if ((! esl_opt_IsDefault(go, "--betas")) && (! esl_opt_IsDefault(go, "--betae")))
+ if((esl_opt_GetInteger(go, "--betas")) > (esl_opt_GetInteger(go, "--betae")))
+ {
+ printf("Error parsing options, --betas <n> argument must be less than --betae <n> argument.\n");
+ exit(1);
+ }
+
+ /* Initialize what we can in the config structure (without knowing the input alphabet yet).
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ cfg.infmt = eslSQFILE_UNKNOWN; /* autodetect sequence file format by default. */
+ cfg.abc = NULL; /* created in init_master_cfg() in masters, or in mpi_worker() in workers */
+ cfg.cmfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.sqfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.ofp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.sfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.tracefp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.regressfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.nseq = 0; /* this counter is incremented in masters */
+ cfg.nstages = 0; /* set in init_master_cfg() in masters, stays 0 for workers */
+ cfg.s = 0; /* initialized to 0 in init_master_cfg() in masters, stays 0 for workers */
+ cfg.beta = NULL; /* alloc'ed and filled in init_master_cfg() in masters, stays NULL in workers */
+ cfg.tau = NULL; /* alloc'ed and filled in init_master_cfg() in masters, stays NULL in workers */
+ cfg.s1_sc = NULL; /* alloc'ed and filled in first call to output_result() in masters, stays NULL in workers */
+ cfg.s1_w = NULL; /* created in init_master_cfg in masters, stays NULL in workers */
+ cfg.s_w = NULL; /* created in init_master_cfg in masters, stays NULL in workers */
+ cfg.r = NULL; /* created in init_master_cfg in masters, stays NULL in workers */
+
+ cfg.do_mpi = FALSE; /* this gets reset below, if we init MPI */
+ cfg.nproc = 0; /* this gets reset below, if we init MPI */
+ cfg.my_rank = 0; /* this gets reset below, if we init MPI */
+ cfg.do_stall = esl_opt_GetBoolean(go, "--stall");
+
+
+ /* This is our stall point, if we need to wait until we get a
+ * debugger attached to this process for debugging (especially
+ * useful for MPI):
+ */
+ while (cfg.do_stall);
+
+ /* Figure out who we are, and send control there:
+ * we might be an MPI master, an MPI worker, or a serial program.
+ */
+#ifdef HAVE_MPI
+ if (esl_opt_GetBoolean(go, "--mpi"))
+ {
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ cfg.do_mpi = TRUE;
+
+ MPI_Init(&argc, &argv);
+ MPI_Comm_rank(MPI_COMM_WORLD, &(cfg.my_rank));
+ MPI_Comm_size(MPI_COMM_WORLD, &(cfg.nproc));
+
+ if(cfg.nproc == 1) cm_Fail("MPI mode, but only 1 processor running... (did you run mpirun?)");
+
+ if (cfg.my_rank > 0) { status = mpi_worker(go, &cfg); }
+ else {
+ cm_banner(stdout, argv[0], banner);
+ status = mpi_master(go, &cfg, errbuf);
+ }
+ /* check status, if eslOK, we continue, else we exit. either way we call MPI_Finalize() */
+ if(status == eslOK) {
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_MPIReduce(w, 0, MPI_COMM_WORLD);
+ MPI_Finalize();
+ }
+ else { /* status != eslOK, master has error message in errbuf, worker does not */
+ MPI_Finalize();
+ if(cfg.my_rank == 0) cm_Fail(errbuf); /* master */
+ else return 0; /* worker */
+ }
+ }
+ else
+#endif /*HAVE_MPI*/
+ {
+ cm_banner(stdout, argv[0], banner);
+ serial_master(go, &cfg);
+ esl_stopwatch_Stop(w);
+ }
+
+ /* Clean up the shared cfg.
+ */
+ if (cfg.my_rank == 0) {
+ if (cfg.cmfp != NULL) CMFileClose(cfg.cmfp);
+ if (cfg.sqfp != NULL) esl_sqfile_Close(cfg.sqfp);
+ if (cfg.tracefp != NULL) {
+ printf("# Parsetrees saved in file %s.\n", esl_opt_GetString(go, "--tfile"));
+ fclose(cfg.tracefp);
+ }
+ if (cfg.regressfp != NULL) {
+ printf("# Regression data (parsetrees) saved in file %s.\n", esl_opt_GetString(go, "--regress"));
+ fclose(cfg.regressfp);
+ }
+ if (cfg.sfp != NULL) {
+ printf("# Sequences scored against the CM saved in file %s.\n", esl_opt_GetString(go, "--outfile"));
+ fclose(cfg.sfp);
+ }
+ if (cfg.s1_sc != NULL) free(cfg.s1_sc);
+ printf("#\n");
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ esl_stopwatch_Destroy(w);
+ if (stdout != NULL) fclose(stdout);
+ }
+ if (cfg.abc != NULL) esl_alphabet_Destroy(cfg.abc);
+ if (cfg.beta != NULL) free(cfg.beta);
+ if (cfg.tau != NULL) free(cfg.tau);
+ if (cfg.s1_w != NULL) esl_stopwatch_Destroy(cfg.s1_w);
+ if (cfg.s_w != NULL) esl_stopwatch_Destroy(cfg.s_w);
+ if (cfg.r != NULL) esl_randomness_Destroy(cfg.r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+
+/* init_master_cfg()
+ * Called by masters, mpi or serial.
+ * Already set:
+ * cfg->cmfile - command line arg 1
+ * cfg->infmt - format of input file
+ * Sets:
+ * cfg->cmfp - open CM file
+ * cfg->abc - digital input alphabet
+ * cfg->sqfp - optional input sequence file
+ * cfg->tracefp - optional output file
+ * cfg->regressfp - optional output file
+ * cfg->r - source of randomness
+ *
+ * Errors in the MPI master here are considered to be "recoverable",
+ * in the sense that we'll try to delay output of the error message
+ * until we've cleanly shut down the worker processes. Therefore
+ * errors return (code, errbuf) by the ESL_FAIL mech.
+ */
+static int
+init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+
+ /* open CM file */
+ if ((cfg->cmfp = CMFileOpen(cfg->cmfile, NULL)) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open covariance model save file %s\n", cfg->cmfile);
+
+ /* optionally, open the input sequence file */
+ if(! esl_opt_IsDefault(go, "--infile")) {
+ status = esl_sqfile_Open(esl_opt_GetString(go, "--infile"), cfg->infmt, NULL, &(cfg->sqfp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "File %s doesn't exist or is not readable\n", esl_opt_GetString(go, "--infile"));
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of sequence file %s\n", esl_opt_GetString(go, "--infile"));
+ else if (status == eslEINVAL) ESL_FAIL(status, errbuf, "Can't autodetect stdin or .gz.");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Sequence file open failed with error %d.\n", status);
+ cfg->infmt = cfg->sqfp->format;
+
+ /* Set the sqfile alphabet as RNA, if it's DNA we're fine.
+ * If it's not RNA nor DNA, we can't deal with it anyway,
+ * so we're hardcoded to RNA.
+ */
+ cfg->abc = esl_alphabet_Create(eslRNA);
+ if(cfg->abc == NULL) ESL_FAIL(status, errbuf, "Failed to create alphabet for sequence file");
+ esl_sqfile_SetDigital(cfg->sqfp, cfg->abc);
+ }
+
+ /* optionally, open output file */
+ if (esl_opt_GetString(go, "--outfile") != NULL) {
+ if ((cfg->sfp = fopen(esl_opt_GetString(go, "--outfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --outfile output file %s\n", esl_opt_GetString(go, "--outfile"));
+ }
+
+ /* optionally, open trace file */
+ if (esl_opt_GetString(go, "--tfile") != NULL) {
+ if ((cfg->tracefp = fopen(esl_opt_GetString(go, "--tfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --tfile output file %s\n", esl_opt_GetString(go, "--tfile"));
+ }
+
+ /* optionally, open regression file */
+ if (esl_opt_GetString(go, "--regress") != NULL) {
+ if ((cfg->regressfp = fopen(esl_opt_GetString(go, "--regress"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --regress output file %s\n", esl_opt_GetString(go, "--regress"));
+ }
+
+ /* create RNG */
+ if (! esl_opt_IsDefault(go, "-s"))
+ cfg->r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else cfg->r = esl_randomness_CreateTimeseeded();
+
+ if (cfg->r == NULL) ESL_FAIL(eslEINVAL, errbuf, "Failed to create random number generator: probably out of memory");
+ return eslOK;
+}
+
+/* init_shared_cfg()
+ * Shared initialization of cfg
+ *
+ * Sets/creates:
+ * cfg->ncm
+ * cfg->nstages
+ * cfg->beta
+ * cfg->tau
+ * cfg->s_w
+ * cfg->s1_w
+ *
+ * Because this is called from an MPI worker, it cannot print;
+ * it must return error messages, not print them.
+ */
+static int
+init_shared_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ int s;
+
+ cfg->ncm = 0;
+ /* determine the number of stages and beta and tau values for each stage */
+ cfg->beta = NULL;
+ cfg->tau = NULL;
+
+ if((! (esl_opt_IsDefault(go, "--taus"))) && (! (esl_opt_IsDefault(go, "--taue"))))
+ {
+ cfg->nstages = esl_opt_GetInteger(go, "--taue") - esl_opt_GetInteger(go, "--taus") + 2;
+ ESL_ALLOC(cfg->tau, sizeof(double) * cfg->nstages);
+ cfg->tau[1] = pow(10., (-1. * esl_opt_GetInteger(go, "--taus")));
+ for(s = 2; s < cfg->nstages; s++)
+ cfg->tau[s] = cfg->tau[(s-1)] / 10.;
+ }
+ else if((! (esl_opt_IsDefault(go, "--betas"))) && (! (esl_opt_IsDefault(go, "--betae"))))
+ {
+ cfg->nstages = esl_opt_GetInteger(go, "--betae") - esl_opt_GetInteger(go, "--betas") + 2;
+ ESL_ALLOC(cfg->beta, sizeof(double) * cfg->nstages);
+ cfg->beta[0] = 0.; /* this won't matter b/c stage 1 is non-QDB */
+ cfg->beta[1] = pow(10., (-1. * esl_opt_GetInteger(go, "--betas")));
+ for(s = 2; s < cfg->nstages; s++)
+ cfg->beta[s] = cfg->beta[(s-1)] / 10.;
+ }
+
+ else
+ {
+ cfg->nstages = 2;
+ if(esl_opt_GetBoolean(go, "--hbanded"))
+ {
+ ESL_ALLOC(cfg->tau, sizeof(double) * cfg->nstages);
+ cfg->tau[0] = 0.; /* this won't matter b/c stage 1 is non-banded */
+ cfg->tau[1] = esl_opt_GetReal(go, "--tau");
+ }
+ else if(esl_opt_GetBoolean(go, "--qdb") || esl_opt_GetBoolean(go, "--qdbsmall"))
+ {
+ ESL_ALLOC(cfg->beta, sizeof(double) * cfg->nstages);
+ cfg->beta[0] = 0.; /* this won't matter b/c stage 1 is non-QDB */
+ cfg->beta[1] = esl_opt_GetReal(go, "--beta");
+ }
+ }
+ cfg->s1_w = esl_stopwatch_Create();
+ cfg->s_w = esl_stopwatch_Create();
+
+ if (cfg->s1_w == NULL) ESL_FAIL(eslEINVAL, errbuf, "Failed to create stopwatch: probably out of memory");
+ if (cfg->s_w == NULL) ESL_FAIL(eslEINVAL, errbuf, "Failed to create stopwatch: probably out of memory");
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "init_master_cfg(), memory allocation error.");
+ return eslFAIL; /* NEVERREACHED */
+}
+
+/* serial_master()
+ * The serial version of cmscore.
+ * Score each sequence against the CM with specified
+ * scoring algorithms.
+ *
+ * A master can only return if it's successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+serial_master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ CM_t *cm;
+ seqs_to_aln_t *seqs_to_aln; /* sequences to align, holds seqs, parsetrees, CP9 traces, postcodes */
+
+ if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ if ((status = init_shared_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ if ((status = print_run_info (go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+
+ while ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK)
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ cfg->ncm++;
+
+ /* align sequences cfg->nstages times */
+ for(cfg->s = 0; cfg->s < cfg->nstages; cfg->s++)
+ {
+ /* start timing */
+ if(cfg->s == 0) esl_stopwatch_Start(cfg->s1_w);
+ else esl_stopwatch_Start(cfg->s_w);
+
+ if(esl_opt_GetBoolean(go, "--search")) {
+ /* initialize the flags/options/params of the CM for the current stage */
+ if((status = initialize_cm_for_search(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+ else {
+ /* initialize the flags/options/params of the CM for the current stage */
+ if((status = initialize_cm_for_align(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+
+ if(cfg->s == 0) {
+ /* get sequences, either generate them (--emit (default) or --random) or read them (--infile) */
+ if((status = get_sequences(go, cfg, errbuf, cm, FALSE, &seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ /* print the per-cm info */
+ print_cm_info (go, cfg, errbuf, cm, seqs_to_aln->nseq);
+ }
+
+ if(esl_opt_GetBoolean(go, "--search")) {
+ /* align all sequences, keep scores in seqs_to_aln->sc */
+ if ((status = process_cmscore_search_workunit(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ }
+ else {
+ /* align all sequences, keep scores in seqs_to_aln->sc */
+ if ((status = process_align_workunit(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ }
+
+ /* stop timing, and output result */
+ if(cfg->s == 0) esl_stopwatch_Stop(cfg->s1_w);
+ else esl_stopwatch_Stop(cfg->s_w);
+ if ((status = output_result(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+
+ /* clean up, free everything in seqs_to_aln but the sqs, which we'll reuse for each stage */
+ FreePartialSeqsToAln(seqs_to_aln, FALSE, TRUE, TRUE, TRUE, TRUE, TRUE, TRUE);
+ /* sq, tr, cp9_tr,post, sc, pp, struct_sc */
+ }
+ FreeSeqsToAln(seqs_to_aln);
+ FreeCM(cm);
+ }
+ if(status != eslEOF) cm_Fail(errbuf);
+ return;
+}
+
+#ifdef HAVE_MPI
+/* mpi_master()
+ * The MPI version of cmscore.
+ * Follows standard pattern for a master/worker load-balanced MPI program
+ * (SRE notes J1/78-79).
+ *
+ * A master returns eslOK if it's successful.
+ * Errors in an MPI master come in two classes: recoverable and nonrecoverable.
+ * If a recoverable error occurs, errbuf is filled with an error message
+ * from the master or a worker, and it's sent back while returning a
+ * non-eslOK error code.
+ *
+ * Recoverable errors include (hopefully) all worker-side errors, and any
+ * master-side error that do not affect MPI communication. Error
+ * messages from recoverable messages are delayed until we've cleanly
+ * shut down the workers.
+ *
+ * Unrecoverable errors are master-side errors that may affect MPI
+ * communication, meaning we cannot count on being able to reach the
+ * workers and shut them down. Unrecoverable errors result in immediate
+ * cm_Fail()'s, which will cause MPI to shut down the worker processes
+ * uncleanly.
+ */
+static int
+mpi_master(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int xstatus = eslOK; /* changes from OK on recoverable error */
+ int status;
+ int have_work = TRUE; /* TRUE while work remains */
+ int nproc_working = 0; /* number of worker processes working, up to nproc-1 */
+ int wi; /* rank of next worker to get an alignment to work on */
+ char *buf = NULL; /* input/output buffer, for packed MPI messages */
+ int bn = 0;
+ int pos = 1;
+ int wi_error = 0; /* worker index that sent back an error message, if an error occurs */
+
+ CM_t *cm;
+ int nseq_per_worker;
+ int nseq_this_worker;
+ int nseq_sent;
+
+ seqs_to_aln_t *all_seqs_to_aln = NULL;
+ seqs_to_aln_t *worker_seqs_to_aln = NULL;
+ int *seqidx = NULL;
+
+ MPI_Status mpistatus;
+ int n;
+ int i;
+
+ /* Master initialization: including, figure out the alphabet type.
+ * If any failure occurs, delay printing error message until we've shut down workers.
+ */
+ if (xstatus == eslOK) { if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { if ((status = init_shared_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { bn = 4096; if ((buf = malloc(sizeof(char) * bn)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seqidx = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((status = print_run_info(go, cfg, errbuf)) != eslOK) xstatus = status; }
+
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* errbuf was filled above */
+ ESL_DPRINTF1(("MPI master is initialized\n"));
+
+ for (wi = 0; wi < cfg->nproc; wi++) seqidx[wi] = 0;
+
+ /* Worker initialization:
+ * Because we've already successfully initialized the master before we start
+ * initializing the workers, we don't expect worker initialization to fail;
+ * so we just receive a quick OK/error code reply from each worker to be sure,
+ * and don't worry about an informative message.
+ */
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD);
+ if (status != eslOK) cm_Fail("One or more MPI worker processes failed to initialize.");
+ ESL_DPRINTF1(("%d workers are initialized\n", cfg->nproc-1));
+
+ /* Main loop: combining load workers, send/receive, clear workers loops;
+ * also, catch error states and die later, after clean shutdown of workers.
+ *
+ * When a recoverable error occurs, have_work = FALSE, xstatus !=
+ * eslOK, and errbuf is set to an informative message. No more
+ * errbuf's can be received after the first one. We wait for all the
+ * workers to clear their work units, then send them shutdown signals,
+ * then finally print our errbuf and exit.
+ *
+ * Unrecoverable errors just crash us out with cm_Fail().
+ */
+
+ while (xstatus == eslOK && ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK))
+ {
+ cfg->ncm++;
+ ESL_DPRINTF1(("MPI master read CM number %d\n", cfg->ncm));
+ if((status = cm_master_MPIBcast(cm, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+
+ /* align sequences cfg->nstages times */
+ for(cfg->s = 0; cfg->s < cfg->nstages; cfg->s++)
+ {
+ if(xstatus == eslOK) have_work = TRUE;
+ /* have_work stays TRUE while work remains, if a worker has seen an error and sent us back an error message xstatus != eslOK,
+ * and have_work will be FALSE for all remaining stages, so no more work is performed, then once we leave this loop, we shut down
+ */
+
+ /* Start timing. */
+ if(cfg->s == 0) esl_stopwatch_Start(cfg->s1_w);
+ else esl_stopwatch_Start(cfg->s_w);
+
+ /* initialize the flags/options/params of the CM for current stage */
+ if(esl_opt_GetBoolean(go, "--search")) {
+ if((status = initialize_cm_for_search(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+ else {
+ if((status = initialize_cm_for_align(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+
+ if(cfg->s == 0) {
+ /* get sequences, either generate them (--emit (default) or --random) or read them (--infile) */
+ if((status = get_sequences(go, cfg, errbuf, cm, TRUE, &all_seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ /* print the per-cm info */
+ print_cm_info (go, cfg, errbuf, cm, all_seqs_to_aln->nseq);
+ }
+
+ /* determine number of sequences per worker */
+ determine_nseq_per_worker(go, cfg, cm, &nseq_per_worker); /* this func dies internally if there's some error */
+ ESL_DPRINTF1(("cfg->s: %d nseq_per_worker: %d\n", cfg->s, nseq_per_worker));
+
+ wi = 1;
+ nseq_sent = 0;
+ while (have_work || nproc_working)
+ {
+ if (have_work)
+ {
+ if(nseq_sent < all_seqs_to_aln->nseq) {
+ nseq_this_worker = (nseq_sent + nseq_per_worker <= all_seqs_to_aln->nseq) ?
+ nseq_per_worker : (all_seqs_to_aln->nseq - nseq_sent);
+ }
+ else {
+ have_work = FALSE;
+ ESL_DPRINTF1(("MPI master has run out of sequences to read (having read %d)\n", all_seqs_to_aln->nseq));
+ }
+ }
+
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0))
+ {
+ /* we're waiting to receive */
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+ ESL_DPRINTF1(("MPI master has received the buffer\n"));
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains aligned sequences (seqidx: %d)\n", seqidx[wi]));
+ if ((status = cm_seqs_to_aln_MPIUnpack(cfg->abc, buf, bn, &pos, MPI_COMM_WORLD, &worker_seqs_to_aln)) != eslOK) cm_Fail("search results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked search results\n"));
+ if ((status = add_worker_seqs_to_master(all_seqs_to_aln, worker_seqs_to_aln, seqidx[wi])) != eslOK) cm_Fail("adding worker results to master results failed");
+ /* careful not to free data from worker_seqs_to_aln we've
+ * just added to all_seqs_to_aln. we didn't copy it, we just
+ * had pointers in all_seqs_to_aln point to it. We can
+ * free the worker's pointers to those pointers though */
+ if(worker_seqs_to_aln->sq != NULL) free(worker_seqs_to_aln->sq);
+ if(worker_seqs_to_aln->tr != NULL) free(worker_seqs_to_aln->tr);
+ if(worker_seqs_to_aln->cp9_tr != NULL) free(worker_seqs_to_aln->cp9_tr);
+ if(worker_seqs_to_aln->postcode1!= NULL) free(worker_seqs_to_aln->postcode1);
+ if(worker_seqs_to_aln->postcode2!= NULL) free(worker_seqs_to_aln->postcode2);
+ if(worker_seqs_to_aln->sc != NULL) free(worker_seqs_to_aln->sc);
+ free(worker_seqs_to_aln);
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+
+ if (have_work)
+ {
+ /* send new alignment job */
+ ESL_DPRINTF1(("MPI master is sending sequences to align to worker %d\n", wi));
+ if ((status = cm_seqs_to_aln_MPISend(all_seqs_to_aln, nseq_sent, nseq_this_worker, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI search job send failed");
+ seqidx[wi] = nseq_sent;
+ nseq_sent += nseq_this_worker;
+ wi++;
+ nproc_working++;
+ }
+ }
+ /* send workers the message that we're done with this stage */
+ for (wi = 1; wi < cfg->nproc; wi++)
+ if ((status = cm_seqs_to_aln_MPISend(NULL, 0, 0, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("Shutting down a worker failed.");
+
+ /* stop timing, and output result */
+ if(cfg->s == 0) {
+ esl_stopwatch_Stop(cfg->s1_w);
+ esl_stopwatch_MPIReduce(cfg->s1_w, 0, MPI_COMM_WORLD);
+ }
+ else {
+ esl_stopwatch_Stop(cfg->s_w);
+ esl_stopwatch_MPIReduce(cfg->s_w, 0, MPI_COMM_WORLD);
+ }
+ /* if we've got valid results for this stage, output them */
+ if (xstatus == eslOK) {
+ if ((status = output_result(go, cfg, errbuf, cm, all_seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ }
+ ESL_DPRINTF1(("MPI master: done with this stage for this CM. Telling all workers\n"));
+
+ /* clean up, free everything in all_seqs_to_aln but the sqs, which we'll reuse for each stage */
+ if(all_seqs_to_aln->tr != NULL) { for (i=0; i < all_seqs_to_aln->nseq; i++) if(all_seqs_to_aln->tr[i] != NULL) { FreeParsetree(all_seqs_to_aln->tr[i]); all_seqs_to_aln->tr[i] = NULL; } }
+ if(all_seqs_to_aln->cp9_tr != NULL) { for (i=0; i < all_seqs_to_aln->nseq; i++) if(all_seqs_to_aln->cp9_tr[i] != NULL) { CP9FreeTrace(all_seqs_to_aln->cp9_tr[i]); all_seqs_to_aln->tr[i] = NULL; } }
+ if(all_seqs_to_aln->postcode1!= NULL) { for (i=0; i < all_seqs_to_aln->nseq; i++) if(all_seqs_to_aln->postcode1[i] != NULL) { free(all_seqs_to_aln->postcode1[i]); all_seqs_to_aln->tr[i] = NULL; } }
+ if(all_seqs_to_aln->postcode2!= NULL) { for (i=0; i < all_seqs_to_aln->nseq; i++) if(all_seqs_to_aln->postcode2[i] != NULL) { free(all_seqs_to_aln->postcode2[i]); all_seqs_to_aln->tr[i] = NULL; } }
+ for (i=0; i < all_seqs_to_aln->nseq; i++) all_seqs_to_aln->sc[i] = IMPOSSIBLE;
+ }
+ ESL_DPRINTF1(("MPI master: done with this CM.\n"));
+
+ FreeSeqsToAln(all_seqs_to_aln);
+ FreeCM(cm);
+ fprintf(stdout, "//\n");
+ }
+
+ /* On success or recoverable errors:
+ * Shut down workers cleanly.
+ */
+ ESL_DPRINTF1(("MPI master is done. Shutting down all the workers cleanly\n"));
+ if((cm_master_MPIBcast(NULL, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+ free(buf);
+
+ if (xstatus != eslOK) { fprintf(stderr, "Worker: %d had a problem.\n", wi_error); return xstatus; }
+ else if(status != eslEOF) return status; /* problem reading CM file */
+ else return eslOK;
+}
+
+static int
+mpi_worker(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int xstatus = eslOK;
+ int status;
+ CM_t *cm = NULL;
+ char *wbuf = NULL; /* packed send/recv buffer */
+ int wn = 0; /* allocation size for wbuf */
+ int sz, n; /* size of a packed message */
+ int pos;
+ char errbuf[cmERRBUFSIZE];
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ int do_free_tr = TRUE;
+ int do_free_cp9_tr = TRUE;
+
+ /* After master initialization: master broadcasts its status.
+ */
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* master saw an error code; workers do an immediate normal shutdown. */
+ ESL_DPRINTF1(("worker %d: sees that master has initialized\n", cfg->my_rank));
+
+ /* Workers returns their status post-initialization.
+ * Initial allocation of wbuf must be large enough to guarantee that
+ * we can pack an error result into it, because after initialization,
+ * errors will be returned as packed (code, errbuf) messages.
+ */
+ if (xstatus == eslOK) { if ((status = init_shared_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { wn = 4096; if ((wbuf = malloc(wn * sizeof(char))) == NULL) xstatus = eslEMEM; }
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD); /* everyone sends xstatus back to master */
+ if (xstatus != eslOK) {
+ if (wbuf != NULL) free(wbuf);
+ return eslOK; /* shutdown; we passed the error back for the master to deal with. */
+ }
+ ESL_DPRINTF1(("worker %d: initialized\n", cfg->my_rank));
+
+ /* source = 0 (master); tag = 0 */
+ while ((status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm)) == eslOK)
+ {
+ cfg->ncm++;
+ ESL_DPRINTF1(("Worker %d succesfully received CM, num states: %d num nodes: %d\n", cfg->my_rank, cm->M, cm->nodes));
+
+ /* align sequences cfg->nstages times */
+ for(cfg->s = 0; cfg->s < cfg->nstages; cfg->s++)
+ {
+ /* Start timing. */
+ if(cfg->s == 0) esl_stopwatch_Start(cfg->s1_w);
+ else esl_stopwatch_Start(cfg->s_w);
+
+ /* initialize the flags/options/params of the CM for current stage */
+ if(esl_opt_GetBoolean(go, "--search")) {
+ if((status = initialize_cm_for_search(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ }
+ else {
+ if((status = initialize_cm_for_align(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ }
+
+ while((status = cm_seqs_to_aln_MPIRecv(cfg->abc, 0, 0, MPI_COMM_WORLD, &wbuf, &wn, &seqs_to_aln)) == eslOK)
+ {
+ ESL_DPRINTF1(("worker %d: has received alignment job, nseq: %d\n", cfg->my_rank, seqs_to_aln->nseq));
+
+ if(esl_opt_GetBoolean(go, "--search")) {
+ /* align all sequences, keep scores in seqs_to_aln->sc */
+ if ((status = process_cmscore_search_workunit(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) cm_Fail(errbuf);
+ ESL_DPRINTF1(("worker %d: has gathered search results\n", cfg->my_rank));
+ }
+ else {
+ /* align all sequences */
+ if ((status = process_align_workunit(go, cfg, errbuf, cm, seqs_to_aln)) != eslOK) goto ERROR;
+ ESL_DPRINTF1(("worker %d: has gathered alignment results\n", cfg->my_rank));
+ }
+
+ /* clean up, free everything in seqs_to_aln but the scores, and maybe the parsetrees or
+ * cp9_traces (only if --regress or --tfile enabled though), which we'll pass back to the master */
+ do_free_tr = do_free_cp9_tr = TRUE;
+ if((! esl_opt_IsDefault(go, "--regress")) || (! esl_opt_IsDefault(go, "--tfile"))) do_free_tr = do_free_cp9_tr = FALSE;
+ FreePartialSeqsToAln(seqs_to_aln, TRUE, do_free_tr, do_free_cp9_tr, TRUE, FALSE, TRUE, TRUE);
+ /* sq, tr, cp9_tr, post, sc, pp, struct_sc */
+
+ n = 0;
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (cm_seqs_to_aln_MPIPackSize(seqs_to_aln, 0, seqs_to_aln->nseq, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_seqs_to_aln_MPIPackSize() call failed");
+ n += sz;
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the alignment results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+
+ pos = 0;
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (cm_seqs_to_aln_MPIPack(seqs_to_aln, 0, seqs_to_aln->nseq, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_seqs_to_aln_MPIPack() call failed");
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent results to master in message of %d bytes\n", cfg->my_rank, pos));
+
+ }
+ if(status == eslEOD) ESL_DPRINTF1(("worker %d: has seen message to stop for this stage with this CM.\n", cfg->my_rank));
+ else ESL_XFAIL(eslFAIL, errbuf, "within CM loop, unexpected status code: %d received from cm_seqs_to_aln_MPIRecv()\n", status);
+
+ /* stop timing */
+ if(cfg->s == 0) {
+ esl_stopwatch_Stop(cfg->s1_w);
+ esl_stopwatch_MPIReduce(cfg->s1_w, 0, MPI_COMM_WORLD);
+ }
+ else {
+ esl_stopwatch_Stop(cfg->s_w);
+ esl_stopwatch_MPIReduce(cfg->s_w, 0, MPI_COMM_WORLD);
+ }
+ }
+ FreeCM(cm);
+ }
+ if (status == eslEOD) ESL_DPRINTF1(("worker %d told CMs are done.\n", cfg->my_rank));
+ else ESL_XFAIL(eslFAIL, errbuf, "outside CM loop, unexpected status code: %d received from cm_seqs_to_aln_MPIRecv()\n", status);
+
+ if (wbuf != NULL) free(wbuf);
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: fails, is sending an error message, as follows:\n%s\n", cfg->my_rank, errbuf));
+ pos = 0;
+ MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Pack(errbuf, cmERRBUFSIZE, MPI_CHAR, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+
+ /* if we get here, this worker failed and sent an error message, now the master knows a worker
+ * failed but it has to send the message to all other workers (besides this one) to abort so they
+ * can be shut down cleanly. As currently implemented, this means we have to wait here for that
+ * signal which comes in the form of a special 'empty' work packet that tells us we're done with
+ * the current CM, and then a 'empty' CM broadcast that tells us we're done with all CMs in the file.
+ */
+ for(; cfg->s < cfg->nstages; cfg->s++) {
+ status = cm_seqs_to_aln_MPIRecv(cfg->abc, 0, 0, MPI_COMM_WORLD, &wbuf, &wn, &seqs_to_aln);
+ /* stop timing (stupid, but necessary to avoid massive reorg of current implementation (poor design)) */
+ if(cfg->s == 0) {
+ esl_stopwatch_Stop(cfg->s1_w);
+ esl_stopwatch_MPIReduce(cfg->s1_w, 0, MPI_COMM_WORLD);
+ }
+ else {
+ esl_stopwatch_Stop(cfg->s_w);
+ esl_stopwatch_MPIReduce(cfg->s_w, 0, MPI_COMM_WORLD);
+ }
+ }
+ status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm);
+ /* status after each of the above calls should be eslEOD, but if it isn't we can't really do anything
+ * about it b/c we've already sent our error message, so in that scenario the MPI will break uncleanly
+ */
+ return eslFAIL; /* recoverable error, master has error message and will print it */
+}
+#endif /*HAVE_MPI*/
+
+static int
+output_result(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, seqs_to_aln_t *seqs_to_aln)
+{
+ int status;
+ int i;
+ char time_buf[128]; /* another string for printing elapsed time */
+ float sc, struct_sc;
+
+ /* print the parsetrees to regression file or parse file */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ if (cfg->regressfp != NULL)
+ {
+ fprintf(cfg->regressfp, "> %s\n", seqs_to_aln->sq[i]->name);
+ if(cfg->s > 0 && esl_opt_GetBoolean(go,"--viterbi"))
+ {
+ ESL_DASSERT1((seqs_to_aln->cp9_tr != NULL));
+ fprintf(cfg->regressfp, " SCORE : %.2f bits\n", CP9TraceScore(cm->cp9, seqs_to_aln->sq[i]->dsq, seqs_to_aln->cp9_tr[i]));
+ CP9PrintTrace(cfg->regressfp, seqs_to_aln->cp9_tr[i], cm->cp9, seqs_to_aln->sq[i]->dsq);
+ }
+ else
+ {
+ ESL_DASSERT1((seqs_to_aln->tr != NULL));
+ if((status = ParsetreeScore(cm, errbuf, seqs_to_aln->tr[i], seqs_to_aln->sq[i]->dsq, FALSE, &sc, &struct_sc)) != eslOK) return status;
+ fprintf(cfg->regressfp, " %16s %.2f bits\n", "SCORE:", sc);
+ fprintf(cfg->regressfp, " %16s %.2f bits\n", "STRUCTURE SCORE:", struct_sc);
+ ParsetreeDump(cfg->regressfp, seqs_to_aln->tr[i], cm, seqs_to_aln->sq[i]->dsq, NULL, NULL); /* NULLs are dmin, dmax */
+ }
+ fprintf(cfg->regressfp, "//\n");
+ }
+ if (cfg->tracefp != NULL)
+ {
+ fprintf(cfg->tracefp, "> %s\n", seqs_to_aln->sq[i]->name);
+ if(cfg->s > 0 && esl_opt_GetBoolean(go,"--viterbi"))
+ {
+ ESL_DASSERT1((seqs_to_aln->cp9_tr != NULL));
+ fprintf(cfg->tracefp, " SCORE : %.2f bits\n", CP9TraceScore(cm->cp9, seqs_to_aln->sq[i]->dsq, seqs_to_aln->cp9_tr[i]));
+ CP9PrintTrace(cfg->tracefp, seqs_to_aln->cp9_tr[i], cm->cp9, seqs_to_aln->sq[i]->dsq);
+ }
+ else
+ {
+ ESL_DASSERT1((seqs_to_aln->tr != NULL));
+ ESL_DASSERT1((seqs_to_aln->tr != NULL));
+ if((status = ParsetreeScore(cm, errbuf, seqs_to_aln->tr[i], seqs_to_aln->sq[i]->dsq, FALSE, &sc, &struct_sc)) != eslOK) return status;
+ if(esl_opt_GetBoolean(go, "--sub")) {
+ fprintf(cfg->regressfp, " SUB CM PARSE SCORE : %.2f bits", seqs_to_aln->sc[i]);
+ fprintf(cfg->regressfp, " SUB CM ALIGNMENT MAPPED ONTO ORIG CM PARSE SCORE : %.2f bits\n", sc);
+ ParsetreeDump(cfg->regressfp, seqs_to_aln->tr[i], cm, seqs_to_aln->sq[i]->dsq, NULL, NULL); /* NULLs are dmin, dmax */
+ }
+ else {
+ fprintf(cfg->tracefp, " %16s %.2f bits", "SCORE:", sc);
+ fprintf(cfg->tracefp, " %16s %.2f bits", "STRUCTURE SCORE:", struct_sc);
+ }
+ ParsetreeDump(cfg->tracefp, seqs_to_aln->tr[i], cm, seqs_to_aln->sq[i]->dsq, NULL, NULL); /* NULLs are dmin, dmax */
+ }
+ fprintf(cfg->tracefp, "//\n");
+ }
+ }
+
+ /* print info about scores of parsetrees */
+ if(cfg->s == 0) /* store the scores, only */
+ {
+ FormatTimeString(time_buf, cfg->s1_w->user, TRUE);
+ ESL_ALLOC(cfg->s1_sc, sizeof(float) * seqs_to_aln->nseq);
+ for(i = 0; i < seqs_to_aln->nseq; i++) {
+ cfg->s1_sc[i] = seqs_to_aln->sc[i];
+ /*cfg->s1_sc[i] = ParsetreeScore(cm, seqs_to_aln->tr[i], seqs_to_aln->sq[i]->dsq, FALSE);
+ ESL_DASSERT1(((fabs(cfg->s1_sc[i] - seqs_to_aln->sc[i])) < 1e-4));*/
+ }
+ /* Print summary for stage 1 */
+ print_stage_column_headings(go, cfg);
+ fprintf(stdout, " %5d", (cfg->s+1)); /* stage number */
+ if(esl_opt_GetBoolean(go, "--search")) print_search_options(cfg, cm);
+ else print_align_options(cfg, cm);
+ fprintf(stdout, " %11s %6s %7s %7s %6s\n",
+ time_buf, /* time */
+ "-", "-", "-", "-"); /* comparisons with stage 1 are all N/A */
+ }
+ else /* if(cfg->s > 0) we don't do the comparison test for stage 0 */
+ {
+ /* Compare parsetrees from stage 1 and stage s (current stage) and collect stats */
+ double diff_sc = 0.; /* difference in summed parse scores for this stage versus stage 1 */
+ int diff_ct = 0.; /* number of parses different between this stage and stage 1 */
+
+ FormatTimeString(time_buf, cfg->s_w->user, TRUE);
+ if(esl_opt_GetBoolean(go, "-a")) print_seq_column_headings(go, cfg);
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ /* TO DO: write function that inside DispatchAlignments() takes
+ * a CP9 parse, and converts it to a CM parsetree */
+ if(esl_opt_GetBoolean(go, "-a"))
+ fprintf(stdout, " %-25.25s %6" PRId64 " %11.4f %11.4f %10.4f\n",
+ seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n,
+ cfg->s1_sc[i], seqs_to_aln->sc[i], cfg->s1_sc[i] - seqs_to_aln->sc[i]);
+ if(fabs(cfg->s1_sc[i] - seqs_to_aln->sc[i]) > 0.01) {
+ diff_ct++;
+ diff_sc += cfg->s1_sc[i] - seqs_to_aln->sc[i]; /* don't take absolute value in case cur stage sc > stage 1 sc, for example with -l --viterbi */
+ }
+ if(seqs_to_aln->sc[i] < -10000.) {
+ cm_Fail("cm: %s seq %d got impossible score: %f\n", cm->name, i, seqs_to_aln->sc[i]);
+ }
+ if(esl_opt_GetBoolean(go, "--nonbanded") && (fabs(cfg->s1_sc[i] - seqs_to_aln->sc[i]) >= 0.01))
+ cm_Fail("Non-banded standard CYK score (%.3f bits) differs from D&C CYK score (%.3f bits)", cfg->s1_sc[i], seqs_to_aln->sc[i]);
+ }
+ if(esl_opt_GetBoolean(go, "-a")) print_stage_column_headings(go, cfg);
+
+ /* Print summary for this stage versus stage 1 */
+ fprintf(stdout, " %5d", (cfg->s+1)); /* stage number */
+ if(esl_opt_GetBoolean(go, "--search")) print_search_options(cfg, cm);
+ else print_align_options(cfg, cm);
+ fprintf(stdout, " %11s %6.2f %7d %7.5f %6.2f\n",
+ time_buf, /* time */
+ cfg->s1_w->user / cfg->s_w->user, /* speedup versus stage 1 */
+ diff_ct, /* number of seqs with different scores */
+ ((float) diff_ct) / ((float) seqs_to_aln->nseq), /* fraction that are different */
+ (diff_ct == 0) ? 0. : (diff_sc / ((float) diff_ct)));/* avg score diff for those that are diff */
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* An alignment work unit consists a seqs_to_aln_t object which contains sequences to align,
+ * and space for their parsetrees, or CP9 traces, and postal codes.
+ * The job is to align the sequences and collect alignment scores and possibly
+ * create parsetrees or cp9 traces.
+ */
+static int
+process_align_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm,
+ seqs_to_aln_t *seqs_to_aln)
+{
+ int status;
+
+ if((status = DispatchAlignments(cm, errbuf, seqs_to_aln,
+ NULL, NULL, 0, /* we're not aligning search hits */
+ FALSE, 0, TRUE,
+ (! esl_opt_GetBoolean(go, "--no-null3")), NULL,
+ esl_opt_GetReal(go, "--mxsize"), stdout)) != eslOK) goto ERROR;
+
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: has caught an error in process_align_workunit\n", cfg->my_rank));
+ FreeCM(cm);
+ return status;
+}
+
+/* A search work unit consists a seqs_to_aln_t object which contains sequences to search,
+ * and space for their parsetrees, or CP9 traces, and postal codes, but all we care about
+ * is the score of the best hit in each sequence.
+ * The job is to search the sequences and return the scores.
+ */
+static int
+process_cmscore_search_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm,
+ seqs_to_aln_t *seqs_to_aln)
+{
+ int status;
+ int i;
+ float *scA; /* will store scores of all sequences */
+
+ ESL_ALLOC(scA, sizeof(float) * seqs_to_aln->nseq);
+ for(i = 0; i < seqs_to_aln->nseq; i++) {
+ if((status = dispatch_search_for_cmscore(cm, errbuf, seqs_to_aln->sq[i]->dsq, 1, seqs_to_aln->sq[i]->n,
+ esl_opt_GetReal(go, "--mxsize"), &(scA[i]))) != eslOK) goto ERROR;
+ }
+ seqs_to_aln->sc = scA;
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: has caught an error in process_cmscore_search_workunit\n", cfg->my_rank));
+ FreeCM(cm);
+ return status;
+}
+
+/* initialize_cm_for_align()
+ * Setup the CM based on the command-line options/defaults
+ * for the specified stage alignment. We only set flags and
+ * a few parameters. ConfigCM() configures the CM.
+ */
+static int
+initialize_cm_for_align(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ /* Some stuff we do no matter what stage we're on */
+ cm->align_opts = 0; /* clear alignment options from previous stage */
+ cm->config_opts = 0; /* clear configure options from previous stage */
+
+ /* set up params/flags/options of the CM */
+ if(cfg->beta != NULL) cm->beta_qdb = cfg->beta[cfg->s];
+ if(cfg->tau != NULL) cm->tau = cfg->tau[cfg->s];
+
+ /* enable option to check parsetree score against the alignment score */
+ cm->align_opts |= CM_ALIGN_CHECKPARSESC;
+
+ /* Update cm->config_opts and cm->align_opts based on command line options */
+ if(esl_opt_GetBoolean(go, "-l")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ /* BEGIN (POTENTIALLY) TEMPORARY BLOCK */
+ int nstarts, nexits, nd;
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ cm->pbegin = 1.- (1./(1+nstarts));
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /* END (POTENTIALLY) TEMPORARY BLOCK */
+
+ if(esl_opt_GetBoolean(go, "--sub")) {
+ cm->align_opts |= CM_ALIGN_SUB;
+ cm->align_opts &= ~CM_ALIGN_CHECKPARSESC; /* parsetree score won't match aln score */
+ }
+
+ /* do stage 1 specific stuff */
+ if(cfg->s == 0) { /* set up stage 1 alignment we'll compare all other stages to */
+ cm->align_opts |= CM_ALIGN_SMALL;
+ /* only one option allows cmscore NOT to do standard CYK as first stage aln */
+ if(esl_opt_GetBoolean(go, "--qdbboth")) {
+ cm->align_opts |= CM_ALIGN_QDB;
+ cm->config_opts |= CM_CONFIG_QDB;
+ }
+ /* finally, configure the CM for alignment based on cm->config_opts and cm->align_opts.
+ * set local mode, make cp9 HMM, calculate QD bands etc.
+ */
+ ConfigCM(cm, FALSE); /* FALSE says don't bother calc'ing W, we won't need it */
+ }
+ else { /* cfg->s > 0, we're at least on stage 2,
+ don't call ConfigCM() again, only info that may change is QDBs, and align_opts */
+ /* Clear QDBs if they exist */
+ if(cm->flags & CMH_QDB) {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->flags &= ~CMH_QDB;
+ }
+
+ if(esl_opt_GetBoolean(go, "--hbanded")) cm->align_opts |= CM_ALIGN_HBANDED;
+ if(esl_opt_GetBoolean(go, "--old")) cm->align_opts |= CM_ALIGN_HMM2IJOLD;
+ if(esl_opt_GetBoolean(go, "--viterbi")) cm->align_opts |= CM_ALIGN_HMMVITERBI;
+ if(esl_opt_GetBoolean(go, "--hsafe")) cm->align_opts |= CM_ALIGN_HMMSAFE;
+ if(esl_opt_GetBoolean(go, "--scoreonly")) cm->align_opts |= CM_ALIGN_SCOREONLY;
+ if(esl_opt_GetBoolean(go, "--qdb") || esl_opt_GetBoolean(go, "--qdbsmall") || esl_opt_GetBoolean(go, "--qdbboth")) {
+ cm->align_opts |= CM_ALIGN_QDB;
+ cm->config_opts |= CM_CONFIG_QDB;
+ /* calc QDBs for this stage */
+ ConfigQDBAndW(cm, TRUE);
+ }
+ /* only one way stage 2+ alignment will be D&C, if --qdbsmall was enabled */
+ if(esl_opt_GetBoolean(go, "--qdbsmall")) cm->align_opts |= CM_ALIGN_SMALL;
+ }
+ return eslOK;
+}
+
+
+/* initialize_cm_for_search()
+ * Setup the CM based on the command-line options/defaults
+ * for the specified stage alignment. We only set flags and
+ * a few parameters. ConfigCM() configures the CM.
+ */
+static int
+initialize_cm_for_search(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ /* Some stuff we do no matter what stage we're on */
+ cm->search_opts = 0; /* clear alignment options from previous stage */
+ cm->config_opts = 0; /* clear configure options from previous stage */
+
+ /* set up params/flags/options of the CM */
+ if(cfg->beta != NULL) cm->beta_qdb = cfg->beta[cfg->s];
+ if(cfg->tau != NULL) cm->tau = cfg->tau[cfg->s];
+
+ /* Update cm->config_opts and cm->align_opts based on command line options */
+ if(esl_opt_GetBoolean(go, "-l")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ /* BEGIN (POTENTIALLY) TEMPORARY BLOCK */
+ int nstarts, nexits, nd;
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ cm->pbegin = 1.- (1./(1+nstarts));
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /* END (POTENTIALLY) TEMPORARY BLOCK */
+ if(esl_opt_GetBoolean(go, "--inside")) cm->search_opts |= CM_SEARCH_INSIDE;
+ cm->search_opts |= CM_SEARCH_NOQDB;
+ cm->search_opts |= CM_SEARCH_NOALIGN;
+
+ /* do stage 1 specific stuff */
+ if(cfg->s == 0) { /* set up stage 1 alignment we'll compare all other stages to */
+ cm->search_opts |= CM_SEARCH_NOQDB;
+ /* configure the CM for search based on cm->config_opts and cm->align_opts.
+ * set local mode, make cp9 HMM, calculate QD bands etc.
+ */
+ ConfigCM(cm, TRUE); /* TRUE says calculate W */
+ }
+ else { /* cfg->s > 0, we're at least on stage 2,
+ don't call ConfigCM() again, only info that may change is QDBs, and search_opts */
+ /* Clear QDBs if they exist */
+ if(cm->flags & CMH_QDB) {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->flags &= ~CMH_QDB;
+ }
+
+ if(esl_opt_GetBoolean(go, "--hbanded")) cm->search_opts |= CM_SEARCH_HBANDED;
+ if(esl_opt_GetBoolean(go, "--aln2bands")) cm->search_opts |= CM_SEARCH_HMMALNBANDS;
+ if(esl_opt_GetBoolean(go, "--old")) cm->search_opts |= CM_SEARCH_HMM2IJOLD;
+ if(esl_opt_GetBoolean(go, "--viterbi")) {
+ cm->search_opts |= CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ }
+ if(esl_opt_GetBoolean(go, "--forward")) {
+ cm->search_opts |= CM_SEARCH_HMMFORWARD;
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ }
+ if(esl_opt_GetBoolean(go, "--qdb")) {
+ cm->search_opts &= ~CM_SEARCH_NOQDB;
+ cm->config_opts |= CM_CONFIG_QDB;
+ /* calc QDBs for this stage */
+ ConfigQDBAndW(cm, TRUE);
+ }
+ }
+ /* create scan matrix (for all rounds, including first round, round 0) */
+ if(cm->flags & CMH_SCANMATRIX) { cm_FreeScanMatrixForCM(cm); cm->smx = NULL; }
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE);
+ if(cm->smx == NULL) ESL_FAIL(eslFAIL, errbuf, "initialize_cm_for_search(), CreateScanMatrixForCM() call failed.");
+
+ /* create the search info (for all rounds, including first round, round 0) */
+ if(cm->si != NULL) { FreeSearchInfo(cm->si, cm); cm->si = NULL; }
+
+ CreateSearchInfo(cm, SCORE_CUTOFF, 0.0, -1.); /* 0.0 is score threshold, it's irrelevant we find best score per seq regardless */
+ ValidateSearchInfo(cm, cm->si);
+
+ return eslOK;
+}
+
+/* Function: print_align_options
+ * Date: EPN, Wed Jan 17 09:08:18 2007
+ * Purpose: Print out alignment options in pretty format.
+ */
+int print_align_options(const struct cfg_s *cfg, CM_t *cm)
+{
+ /* algorithm */
+ if (cm->align_opts & CM_ALIGN_HMMVITERBI) fprintf(stdout, " %7s", "hmm-vit");
+ else if(cm->align_opts & CM_ALIGN_SMALL) fprintf(stdout, " %7s", "cyk-d&c");
+ else fprintf(stdout, " %7s", "cyk-std");
+ /* bands and beta/tau*/
+ if (cm->align_opts & CM_ALIGN_HBANDED) fprintf(stdout, " %5s %6.0e", "hmm", cm->tau);
+ else if(cm->align_opts & CM_ALIGN_QDB) fprintf(stdout, " %5s %6.0e", "qdb", cm->beta_qdb);
+ else fprintf(stdout, " %5s %6s", "-", "-");
+
+ return eslOK;
+}
+
+/* Function: print_search_options
+ * Date: EPN, Fri Jan 25 09:26:32 2008
+ * Purpose: Print out search options in pretty format.
+ */
+int print_search_options(const struct cfg_s *cfg, CM_t *cm)
+{
+ /* algorithm */
+ if (cm->search_opts & CM_SEARCH_HMMVITERBI) fprintf(stdout, " %7s", "hmm-vit");
+ else if(cm->search_opts & CM_SEARCH_HMMFORWARD) fprintf(stdout, " %7s", "hmm-fwd");
+ else if(cm->search_opts & CM_SEARCH_INSIDE) fprintf(stdout, " %7s", "inside");
+ else fprintf(stdout, " %7s", "cyk");
+ /* bands and beta/tau*/
+ if (cm->search_opts & CM_SEARCH_HBANDED) fprintf(stdout, " %5s %6.0e", "hmm", cm->tau);
+ else if(! (cm->search_opts & CM_SEARCH_NOQDB)) fprintf(stdout, " %5s %6.0e", "qdb", cm->beta_qdb);
+ else fprintf(stdout, " %5s %6s", "-", "-");
+
+ return eslOK;
+}
+
+/* get_sequences()
+ * Get sequences to score by either generating them
+ * or reading them from a file depending on the input options.
+ *
+ * Sequences are allocated slightly different if the MPI master
+ * calls this function, to allow us to store them after receiving
+ * them back from workers in any order.
+ */
+static int
+get_sequences(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int i_am_mpi_master, seqs_to_aln_t **ret_seqs_to_aln)
+{
+ int status = eslOK;
+ int do_emit = esl_opt_GetBoolean(go, "--emit");
+ int do_random = esl_opt_GetBoolean(go, "--random");
+ int do_infile = (! esl_opt_IsDefault (go, "--infile"));
+ int nseq = esl_opt_GetInteger(go, "-n");
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ double *dnull = NULL;
+ int i;
+ int safe_windowlen = cm->clen * 2;
+ double **gamma = NULL;
+ double *Ldistro = NULL;
+ int lengths_specified = FALSE;
+ int L, Lmin, Lmax;
+
+ assert((do_emit + do_random + do_infile) == 1);
+ ESL_DASSERT1(((do_emit + do_random + do_infile) == 1));
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+
+ if(do_emit) {
+ seqs_to_aln = CMEmitSeqsToAln(cfg->r, cm, cfg->ncm, nseq, esl_opt_GetBoolean(go, "--pad"), dnull, i_am_mpi_master);
+ }
+ else if(do_random) {
+ lengths_specified = (esl_opt_IsDefault(go, "--Lmin") && esl_opt_IsDefault(go, "--Lmax")) ? FALSE : TRUE;
+ if(!lengths_specified) { /* set random sequence length distribution as length distribution of generative CM, obtained from QDB calc */
+ while(!(BandCalculationEngine(cm, safe_windowlen, DEFAULT_HS_BETA, TRUE, NULL, NULL, &(gamma), NULL))) {
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "Error trying to get gamma[0], safe_windowlen big: %d\n", safe_windowlen);
+ FreeBandDensities(cm, gamma);
+ }
+ Ldistro = gamma[0];
+ Lmax = safe_windowlen;
+ }
+ else { /* --Lmin <n1> and --Lmax <n2> enabled, set length distribution as uniform from <n1>..<n2> inclusive */
+ Lmin = esl_opt_GetInteger(go, "--Lmin");
+ Lmax = esl_opt_GetInteger(go, "--Lmax");
+ if(Lmin > Lmax) ESL_FAIL(eslEINCOMPAT, errbuf, "with --Lmin <n1> and --Lmax <n2>, <n2> must be >= <n1>.");
+ ESL_ALLOC(Ldistro, sizeof(double) * (Lmax + 1));
+ for(L = 0; L < Lmin; L++) Ldistro[L] = 0.;
+ for(L = Lmin; L <= Lmax; L++) Ldistro[L] = 1. / (float) (Lmax - Lmin + 1);
+ }
+ seqs_to_aln = RandomEmitSeqsToAln(cfg->r, cm->abc, dnull, cfg->ncm, nseq, Ldistro, Lmax, i_am_mpi_master);
+
+ if(gamma != NULL) FreeBandDensities(cm, gamma);
+ else free(Ldistro);
+ }
+ else if(do_infile)
+ {
+ seqs_to_aln = CreateSeqsToAln(100, i_am_mpi_master);
+ if((status = ReadSeqsToAln(cfg->abc, cfg->sqfp, 0, TRUE, seqs_to_aln, i_am_mpi_master)) != eslEOF)
+ cm_Fail("Error reading sqfile: %s\n", esl_opt_GetString(go, "--infile"));
+ /* rewind the sqfile so we can read the seqs again */
+ esl_sqfile_Position(cfg->sqfp, (off_t) 0); /* we may be searching this file again with another CM */
+ }
+ else cm_Fail("get_sequences() error, !do_emit, !do_random and !do_infile.");
+
+ /* optionally, print out the sequences to outfile */
+ if(cfg->sfp != NULL) {
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ if((esl_sqio_Write(cfg->sfp, seqs_to_aln->sq[i], eslSQFILE_FASTA)) != eslOK) cm_Fail("Error writing unaligned sequences to %s.", esl_opt_GetString(go, "--outfile"));
+ }
+
+ free(dnull);
+ *ret_seqs_to_aln = seqs_to_aln;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: dispatch_search_for_cmscore()
+ * Incept: EPN, Fri Jan 25 09:43:52 2008
+ *
+ * Purpose: Given a CM and a sequence, call the correct search algorithm
+ * based on search_info and return the score of the best
+ * scoring sequence in the hit in <ret_sc>. Based on dispatch.c:DispatchSearch(),
+ * but simpler, no filtering is allowed and we don't care about storing
+ * results, all we want is the score of the best hit.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * dsq - the target sequence (digitized)
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * size_limit - max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_sc - RETURN: Highest scoring hit from search (even if below cutoff).
+ *
+ * Returns: eslOK on success. eslERANGE if we're doing HMM banded alignment and requested matrix is too big.
+ */
+int dispatch_search_for_cmscore(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, float *ret_sc)
+{
+ int status; /* easel status code */
+ float sc; /* score of best hit in seq */
+ int i, j; /* subseq start/end points */
+ int sround; /* round 0 */
+ SearchInfo_t *si = cm->si; /* the SearchInfo */
+
+ /* convenience pointers to cm->si for this 'filter round' of searching */
+ float cutoff; /* cutoff for this round, HMM or CM, whichever is relevant for this round */
+ int stype; /* search type for this round SEARCH_WITH_HMM, SEARCH_WITH_HYBRID, or SEARCH_WITH_CM */
+ ScanMatrix_t *smx; /* scan matrix for this round, != NULL only if SEARCH_WITH_CM, and must == cm->smx if we're in the final round */
+ HybridScanInfo_t *hsi; /* hybrid scan info for this round, NULL unless stype is SEARCH_WITH_HYBRID */
+
+ /* Contract checks */
+ if(!(cm->flags & CMH_BITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(), CMH_BITS flag down.\n");
+ if(si == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(): search info cm->si is NULL.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(): dsq is NULL.");
+ if(!(cm->flags & CMH_BITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(): CMH_BITS flag down.\n");
+ if(si->nrounds != 0) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(): si->nrounds != 0\n");
+ if(si->stype[0] == SEARCH_WITH_HYBRID) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(): hybrid filtering not yet implemented.\n");
+
+ /* copy info for this round from SearchInfo fi */
+ sround = 0;
+ cm->search_opts = si->search_opts[sround];
+ cutoff = si->sc_cutoff[sround]; /* this will be a bit score regardless of whether the cutoff_type == E_CUTOFF */
+ stype = si->stype[sround];
+ smx = si->smx[sround]; /* may be NULL */
+ hsi = si->hsi[sround]; /* may be NULL */
+
+ /* SEARCH_WITH_HMM section */
+ if(stype == SEARCH_WITH_HMM) {
+ /* some SEARCH_WITH_HMM specific contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(), trying to use CP9 HMM that is NULL.\n");
+ if(!(cm->cp9->flags & CPLAN9_HASBITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(), trying to use CP9 HMM with CPLAN9_HASBITS flag down.\n");
+ if(hsi != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(), SEARCH_WITH_HMM but hsi != NULL.\n");
+ if(! ((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD)))
+ ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(), round search type = SEARCH_WITH_HMM, but CM_SEARCH_HMMVITERBI & CM_SEARCH_HMMFORWARD flags down.");
+
+ /* Scan the (sub)seq in forward direction w/Viterbi or Forward, find score of best hit and it's endpoint j, then if CM_SEARCH_HMMFORWARD, go backwards to get it's start point, and a better guess at it's score */
+ if(cm->search_opts & CM_SEARCH_HMMVITERBI) {
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, i0, j0, cm->W, cutoff,
+ NULL, /* don't store hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ TRUE, /* do NULL3 score correction */
+ NULL, NULL, NULL, /* don't return best score at each posn, best scoring posn, or traces */
+ &sc)) != eslOK) return status;
+ }
+ else if(cm->search_opts & CM_SEARCH_HMMFORWARD) {
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, i0, j0, cm->W, cutoff,
+ NULL, /* don't store hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ TRUE, /* do NULL3 score correction */
+ NULL, /* don't return best score at each posn */
+ &j, /* return end point j of best scoring hit */
+ &sc)) != eslOK) return status;
+ if((status = cp9_Backward(cm, errbuf, cm->cp9_mx, dsq, i0, j, cm->W, cutoff,
+ NULL, /* don't report hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* do NULL3 score correction */
+ TRUE, /* be memory efficient */
+ NULL, /* don't return best score at each posn */
+ &i, /* return start point i of best scoring hit, not used actually */
+ &sc)) != eslOK) return status;
+ /* now sc is score of Forward hit from i..j, this is the *probably* the best hit in the sequence i0..j0,
+ * but we can't be sure, it's possible that a hit in the cp9_Forward() run that ended at j' != j, had a
+ * lower cumulative score from i0..j' then did i0..j, and then when we found i' that maximized the score
+ * from i'..j' the score of i'..j' > sc. This is possible, but I'm not sure how we could test for it, or
+ * if we even care.
+ */
+ }
+ }
+ else { /* stype == SEARCH_WITH_CM */
+ ESL_DASSERT1((stype == SEARCH_WITH_CM));
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(), SEARCH_WITH_CM but smx == NULL.\n");
+ if(hsi != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "dispatch_search_for_cmscore(): SEARCH_WITH_CM, but hsi is NULL\n");
+
+ if(cm->search_opts & CM_SEARCH_HBANDED) {
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, i0, j0, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ if(cm->search_opts & CM_SEARCH_INSIDE) { if((status = FastFInsideScanHB(cm, errbuf, dsq, i0, j0, cutoff, NULL, TRUE, cm->hbmx, size_limit, &sc)) != eslOK) return status; }
+ else { if((status = FastCYKScanHB (cm, errbuf, dsq, i0, j0, cutoff, NULL, TRUE, cm->hbmx, size_limit, &sc)) != eslOK) return status; }
+ }
+ else { /* don't do HMM banded search */
+ if(cm->search_opts & CM_SEARCH_INSIDE) { if((status = FastIInsideScan(cm, errbuf, smx, dsq, i0, j0, cutoff, NULL, TRUE, NULL, &sc)) != eslOK) return status; }
+ else { if((status = FastCYKScan (cm, errbuf, smx, dsq, i0, j0, cutoff, NULL, TRUE, NULL, &sc)) != eslOK) return status; }
+ }
+ /* now sc is score of best hit found by the relevant CM scanning algorithm */
+ }
+ /* don't do alignments */
+
+ if(ret_sc != NULL) *ret_sc = sc;
+ return eslOK;
+}
+
+/* Function: print_cm_info
+ * Date: EPN, Fri Jan 25 13:43:28 2008
+ *
+ * Purpose: Print per-CM info to output file (stdout unless -o).
+ */
+static void
+print_cm_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq)
+{
+ fprintf(stdout, "# %4s %-25s %6s %6s %3s %6s\n", "idx", "cm name", "strat", "config", "sub", "nseq" );
+ fprintf(stdout, "# %4s %-25s %6s %6s %3s %6s\n", "----", "-------------------------", "------", "------", "---", "------");
+ fprintf(stdout, "# %4d %-25.25s %6s %6s %3s %6d\n",
+ cfg->ncm,
+ cm->name,
+ (esl_opt_GetBoolean(go, "--search")) ? "search" : "align",
+ (esl_opt_GetBoolean(go, "-l")) ? "local" : "glocal",
+ (esl_opt_GetBoolean(go, "--sub")) ? "yes" : "no",
+ nseq);
+ return;
+}
+
+/* Function: print_stage_column_headings()
+ * Date: EPN, Fri Jan 25 15:17:09 2008
+ *
+ * Purpose: Print per stage column headings to output file (stdout unless -o).
+ *
+ * Returns: eslOK on success
+ */
+static void
+print_stage_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg)
+{
+ int do_qdb = FALSE;
+ if((esl_opt_GetBoolean(go, "--qdb")) || (esl_opt_GetBoolean(go, "--qdbsmall")) || (esl_opt_GetBoolean(go, "--qdbboth")) || (! esl_opt_IsDefault(go, "--betas"))) do_qdb = TRUE;
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %5s %7s %5s %6s %11s %32s\n", "", "", "", "", "", " comparison with stage 1 ");
+ fprintf(stdout, "# %5s %7s %5s %6s %11s %32s\n", "", "", "", "", "", "--------------------------------");
+ fprintf(stdout, "# %5s %7s %5s %6s %11s %6s %7s %7s %6s\n", "stage", "alg", "bands", (do_qdb) ? "beta" : "tau", "run time", "spdup", "num dif", "frc dif", "sc dif");
+ fprintf(stdout, "# %5s %7s %5s %6s %11s %6s %7s %7s %6s\n", "-----", "-------", "-----", "------", "-----------", "------", "-------", "-------", "------");
+ return;
+}
+
+
+/* Function: print_seq_column_headings()
+ * Date: EPN, Fri Jan 25 15:17:09 2008
+ *
+ * Purpose: Print sequence column headings to output file (stdout unless -o).
+ * These are printed only if -a enabled.
+ *
+ * Returns: eslOK on success
+ */
+static void
+print_seq_column_headings(const ESL_GETOPTS *go, const struct cfg_s *cfg)
+{
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %-25s %6s %11s %5s %2d %2s %10s\n", "seq name", "length", "stage 1 sc", "stage", cfg->s+1, "sc", "sc dif");
+ fprintf(stdout, "# %25s %6s %11s %11s %10s\n", "-------------------------", "------", "-----------", "-----------", "----------");
+ return;
+}
+
+/* Function: print_run_info
+ * Date: EPN, Fri Jan 25 13:43:28 2008
+ *
+ * Purpose: Print information on this run of cmscore.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ char *command;
+ char *date;
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) return status;
+ if((status = GetDate (errbuf, &date)) != eslOK) return status;
+
+ fprintf(stdout, "%-10s %s\n", "# command:", command);
+ fprintf(stdout, "%-10s %s\n", "# date:", date);
+ fprintf(stdout, "%-10s %ld\n", "# seed:", esl_randomness_GetSeed(cfg->r));
+ if(cfg->nproc > 1) fprintf(stdout, "# %-8s %d\n", "nproc:", cfg->nproc);
+ if (! esl_opt_IsDefault(go, "--infile")) fprintf(stdout, "%-10s input file (%s)\n", "# mode:", esl_opt_GetString(go, "--infile"));
+ else if( esl_opt_GetBoolean(go, "--random")) fprintf(stdout, "%-10s random\n", "# mode:");
+ else fprintf(stdout, "%-10s cm emitted\n", "# mode:");
+
+ fprintf(stdout, "#\n");
+ free(command);
+ free(date);
+ return eslOK;
+}
+
+
+/* Function: get_command
+ * Date: EPN, Fri Jan 25 13:56:10 2008
+ *
+ * Purpose: Return the command used to call cmscore
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
+
+#ifdef HAVE_MPI
+/* determine_nseq_per_worker()
+ * Given a CM, return the number of sequences we think we should send
+ * to each worker (we don't know the number of sequences in the file).
+ */
+static int
+determine_nseq_per_worker(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, int *ret_nseq_worker)
+{
+ if (cm->clen <= 200) *ret_nseq_worker = 5;
+ else if(cm->clen <= 400) *ret_nseq_worker = 4;
+ else if(cm->clen <= 600) *ret_nseq_worker = 3;
+ else if(cm->clen <= 800) *ret_nseq_worker = 2;
+ else *ret_nseq_worker = 1;
+ return eslOK;
+}
+
+/* add_worker_seqs_to_master
+ * Add results (parstrees or CP9 traces, and possibly postcodes) from a
+ * worker's seqs_to_aln object to a master seqs_to_aln object.
+ */
+static int
+add_worker_seqs_to_master(seqs_to_aln_t *master_seqs, seqs_to_aln_t *worker_seqs, int offset)
+{
+ int x;
+
+ if(worker_seqs->sq != NULL) cm_Fail("add_worker_seqs_to_master(), worker_seqs->sq non-NULL.");
+ if(master_seqs->nseq < (offset + worker_seqs->nseq)) cm_Fail("add_worker_seqs_to_master(), master->nseq: %d, offset %d, worker->nseq: %d\n", master_seqs->nseq, offset, worker_seqs->nseq);
+
+ if(worker_seqs->tr != NULL) {
+ if(master_seqs->tr == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned parsetrees, master->tr is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->tr[x] == NULL);
+ master_seqs->tr[x] = worker_seqs->tr[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->cp9_tr != NULL) {
+ if(master_seqs->cp9_tr == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned cp9 traces, master->cp9_tr is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->cp9_tr[x] == NULL);
+ master_seqs->cp9_tr[x] = worker_seqs->cp9_tr[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->postcode1 != NULL) {
+ if(master_seqs->postcode1 == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned postcodes, master->postcode1 is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->postcode1[x] == NULL);
+ master_seqs->postcode1[x] = worker_seqs->postcode1[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->postcode2 != NULL) {
+ if(master_seqs->postcode2 == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned postcodes, master->postcode2 is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(master_seqs->postcode2[x] == NULL);
+ master_seqs->postcode2[x] = worker_seqs->postcode2[(x-offset)];
+ }
+ }
+
+ if(worker_seqs->sc != NULL) {
+ if(master_seqs->sc == NULL) cm_Fail("add_worker_seqs_to_master(), worker returned scores, master->sc is NULL.");
+ for(x = offset; x < (offset + worker_seqs->nseq); x++) {
+ assert(!(NOT_IMPOSSIBLE(master_seqs->sc[x])));
+ master_seqs->sc[x] = worker_seqs->sc[(x-offset)];
+ }
+ }
+
+ return eslOK;
+}
+#endif /* #ifdef HAVE_MPI */
diff --git a/src/cmsearch.c b/src/cmsearch.c
new file mode 100644
index 0000000..c4046ee
--- /dev/null
+++ b/src/cmsearch.c
@@ -0,0 +1,2646 @@
+/* cmsearch.c
+ * SRE, Fri May 3 13:58:18 2002
+ * SVN $Id: cmsearch.c 2998 2009-10-24 15:51:11Z nawrockie $
+ *
+ * Search sequences with a CM.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <ctype.h>
+#include <math.h>
+#include <string.h>
+#include <time.h>
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#include "easel.h" /* better general sequence analysis library */
+#include "esl_exponential.h"
+#include "esl_getopts.h"
+#include "esl_mpi.h"
+#include "esl_msa.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_sqio.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+#define STRATOPTS1 "--cyk,--inside,--viterbi,--forward" /* incompatible with --cyk, --inside (besides themselves) */
+#define STRATOPTS2 "--cyk,--inside,--viterbi,--forward,--fil-hmm" /* incompatible with --viterbi,--forward (besides themselves) */
+#define ALPHOPTS "--rna,--dna" /* exclusive choice for output alphabet */
+
+#define CUTOPTS1 "-E,-T,--ga,--tc,--nc" /* incompatible with -E, -T (besides themselves) */
+#define CUTOPTS2 "-E,-T,--ga,--tc,--nc,--viterbi,--forward" /* incompatible with --ga, --tc, --nc (besides themselves) */
+#define HMMONLYOPTS "--viterbi,--forward" /* with these options, there are no filters, use only HMM */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ /* basic options */
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-o", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "direct output to file <f>, not stdout", 1 },
+ { "-g", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "configure CM/HMM for glocal alignment [default: local]", 1 },
+ { "-p", eslARG_NONE, FALSE, NULL, NULL, NULL,"--aln-hbanded", "--noalign", "append posterior probabilities to hit alignments", 1 },
+ { "-x", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,"--noalign,-v","annotate non-compensatory bps in output alignments with 'x'", 1 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,"--noalign,-x","annotate negative scoring non-canonical bps with 'v'", 1 },
+ { "-Z", eslARG_REAL, FALSE, NULL, NULL, NULL, NULL, NULL, "set Z (database size in *Mb*) to <x> for E-value calculations", 1},
+ { "--toponly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "only search the top strand", 1 },
+ { "--bottomonly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "only search the bottom strand", 1 },
+ { "--forecast", eslARG_INT, NULL, NULL, NULL, NULL, NULL, NULL, "don't do search, forecast running time with <n> processors", 1 },
+ { "--informat", eslARG_STRING, NULL, NULL, NULL, NULL, NULL, NULL, "specify the input file is in format <x>, not FASTA", 1 },
+ { "--mxsize", eslARG_REAL, "2048.0", NULL, "x>0.", NULL, NULL, NULL, "set maximum allowable HMM banded DP matrix size to <x> Mb", 1 },
+ { "--devhelp", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show list of undocumented developer options", 1 },
+#ifdef HAVE_MPI
+ { "--mpi", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "run as an MPI parallel program", 1 },
+#endif
+ /* options for algorithm for final round of search */
+ { "--inside", eslARG_NONE, "default", NULL, NULL, NULL, NULL, STRATOPTS1, "use scanning CM Inside algorithm", 2 },
+ { "--cyk", eslARG_NONE, FALSE, NULL, NULL, "--inside", NULL, STRATOPTS1, "use scanning CM CYK algorithm", 2 },
+ { "--forward", eslARG_NONE, FALSE, NULL, NULL, "--fil-hmm,--fil-qdb", NULL, STRATOPTS2, "use scanning HMM Forward algorithm", 2 },
+ { "--viterbi", eslARG_NONE, FALSE, NULL, NULL, "--fil-hmm,--fil-qdb", NULL, STRATOPTS2, "use scanning HMM Viterbi algorithm", 2 },
+ /* CM cutoff options */
+ { "-E", eslARG_REAL, "1.0", NULL, "x>0.", NULL, NULL, CUTOPTS1, "use cutoff E-value of <x> for final round of search", 3 },
+ { "-T", eslARG_REAL, "0.0", NULL, NULL, NULL, NULL, CUTOPTS1, "use cutoff bit score of <x> for final round of search", 3 },
+ { "--nc", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, CUTOPTS2, "use CM Rfam NC noise cutoff as cutoff bit score", 3 },
+ { "--ga", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, CUTOPTS2, "use CM Rfam GA gathering threshold as cutoff bit score", 3 },
+ { "--tc", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, CUTOPTS2, "use CM Rfam TC trusted cutoff as cutoff bit score", 3 },
+ /* banded options (for final round of searching) */
+ { "--no-qdb", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, HMMONLYOPTS, "do not use QDBs in final round of searching", 4 },
+ { "--beta", eslARG_REAL, "1e-15", NULL, "0<x<1", NULL, NULL, HMMONLYOPTS, "set tail loss prob for QDB calculation to <x>", 4 },
+ { "--hbanded", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, HMMONLYOPTS, "calculate and use HMM bands in final round of CM search", 4 },
+ { "--tau", eslARG_REAL, "1e-7", NULL, "0<x<1", NULL,"--hbanded", HMMONLYOPTS, "set tail loss prob for --hbanded to <x>", 4 },
+ /* filtering options, by default do HMM, then CYK filter */
+ { "--fil-hmm", eslARG_NONE, "default", NULL, NULL, NULL, NULL,"--fil-no-hmm", "filter with HMM Forward algorithm", 201 },
+ { "--fil-no-hmm", eslARG_NONE, FALSE, NULL, NULL, "--fil-hmm", NULL, NULL, "do not filter with HMM Forward algorithm", 5 },
+ { "--fil-qdb", eslARG_NONE, "default", NULL, NULL, NULL, NULL,"--fil-no-qdb", "filter with CM QDB (banded) CYK algorithm", 201 },
+ { "--fil-no-qdb", eslARG_NONE, FALSE, NULL, NULL, "--fil-qdb", NULL, NULL, "do not filter with CM banded CYK", 5 },
+ { "--fil-beta", eslARG_REAL, "1e-10", NULL, "x>0", NULL, NULL,"--fil-no-qdb", "set tail loss prob for QDB filter to <x>", 5 },
+ /* filter cutoff options */
+ { "--fil-T-qdb", eslARG_REAL, "0.0", NULL, NULL, NULL, NULL, "--fil-E-qdb,--fil-no-qdb", "set QDB CM filter cutoff bit score as <x>", 6 },
+ { "--fil-T-hmm", eslARG_REAL, "3.0", NULL, NULL, NULL, NULL, "--fil-E-hmm,--fil-S-hmm,--fil-no-hmm","set HMM filter cutoff bit score as <x>", 6 },
+ { "--fil-E-qdb", eslARG_REAL, NULL, NULL, "x>0.999", NULL, NULL, "--fil-T-qdb,--fil-no-qdb", "set QDB CM filter cutoff E-value as <x>", 6 },
+ { "--fil-E-hmm", eslARG_REAL, NULL, NULL, "x>0.999", NULL, NULL, "--fil-T-hmm,--fil-S-hmm,--fil-no-hmm","set HMM filter cutoff E-value as <x>", 6 },
+ { "--fil-S-hmm", eslARG_REAL, NULL, NULL, "0<x<1.001", NULL, NULL, "--fil-E-hmm,--fil-T-hmm,--fil-no-hmm","set HMM filter predicted surv fract as <x>", 6 },
+ { "--fil-Xmin-hmm", eslARG_REAL, NULL, NULL, "x>1.0999", NULL, NULL, "--fil-no-hmm", "set min HMM surv fract such that total time is <x> * an HMM", 106 },
+ { "--fil-Smax-hmm", eslARG_REAL, "0.5", NULL, "0<x<1.001", NULL, NULL, "--fil-T-hmm,--fil-E-hmm,--fil-S-hmm,--fil-no-hmm", "set maximum HMM survival fraction as <x>", 6 },
+ { "--fil-Smin-hmm", eslARG_REAL, "0.02", NULL, "0<x<1.001", NULL, NULL, "--fil-T-hmm,--fil-E-hmm,--fil-S-hmm,--fil-no-hmm", "set minimum HMM survival fraction as <x>", 6 },
+ { "--fil-A-hmm", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--fil-no-hmm", "always filter w/HMM w/surv fract <= <x> from --fil-Smax-hmm", 6 },
+ { "--fil-finE-hmm", eslARG_REAL, NULL, NULL, "x>0.", NULL, NULL, "--fil-finT-hmm", "pretend final E cutoff=<x> for HMM filter cutoff calc", 106 },
+ { "--fil-finT-hmm", eslARG_REAL, NULL, NULL, NULL, NULL, NULL, "--fil-finE-hmm", "pretend final bit sc cutoff=<x> for HMM filter cutoff calc", 106 },
+ { "--fil-finE-qdb", eslARG_REAL, NULL, NULL, "x>0.", NULL, NULL," --fil-finT-qdb", "pretend final E cutoff=<x> for QDB filter cutoff calc", 106 },
+ { "--fil-finT-qdb", eslARG_REAL, NULL, NULL, NULL, NULL, NULL, "--fil-finE-qdb", "pretend final bit sc cutoff=<x> for QDB filter cutoff calc", 106 },
+ /* W definition options (require --viterbi or --forward) */
+ { "--hmm-W", eslARG_INT, NULL, NULL, "n>1", NULL, NULL, "--hmm-cW", "set HMM window size as <n>", 7 },
+ { "--hmm-cW", eslARG_REAL, NULL, NULL, "x>0.01", NULL, NULL, "--hmm-W", "set HMM window size as <x> * consensus length", 7 },
+ /* alignment options */
+ { "--noalign", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "find start/stop/score only; don't do alignments", 8 },
+ { "--aln-hbanded", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL,"--noalign", "use HMM bands to align hits", 8 },
+ { "--aln-optacc", eslARG_NONE, FALSE, NULL, NULL, NULL, "--aln-hbanded", "--noalign", "align hits with the optimal accuracy algorithm, not CYK", 8 },
+ /* verbose output files */
+ { "--tabfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL,"--forecast", "save hits in tabular format to file <f>", 9 },
+ { "--gcfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, NULL, NULL, "save GC content stats of target sequence file to <f>", 9 },
+ /* Setting output alphabet */
+ { "--rna", eslARG_NONE,"default", NULL, NULL, ALPHOPTS, NULL, NULL, "output hit alignments as RNA sequence data", 10 },
+ { "--dna", eslARG_NONE, FALSE, NULL, NULL, ALPHOPTS, NULL, NULL, "output hit alignments as DNA (not RNA) sequence data", 10 },
+ /* All options below are developer options, only shown if --devhelp invoked */
+ { "--lambda", eslARG_REAL, NULL, NULL, NULL, NULL, NULL, NULL, "overwrite lambdas in <cmfile> to <x> for E-value calculations", 101},
+ { "--aln2bands", eslARG_NONE, FALSE, NULL, NULL, NULL, "--hbanded", HMMONLYOPTS, "w/-hbanded, derive HMM bands w/o scanning Forward/Backward", 101 },
+ { "--rtrans", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "--viterbi,--forward", "replace CM transition scores from <cmfile> with RSEARCH scores", 101 },
+ { "--sums", eslARG_NONE, FALSE, NULL, NULL, NULL,"--hbanded", NULL, "use posterior sums during HMM band calculation (widens bands)", 101 },
+ { "--null2", eslARG_NONE, FALSE, NULL, NULL, NULL,"--no-null3", "--noalign", "turn on the post hoc second null model", 101 },
+ { "--no-null3", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "turn OFF the NULL3 post hoc additional null model", 101 },
+ { "--stall", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "arrest after start: for debugging MPI under gdb", 101 },
+ /* Developer options related to experimental local begin/end modes */
+ { "--pebegin", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, "-g,--pbegin","set all local begins as equiprobable", 102 },
+ { "--pfend", eslARG_REAL, NULL, NULL, "0<x<1", NULL, NULL, "-g,--pend", "set all local end probs to <x>", 102 },
+ { "--pbegin", eslARG_REAL, "0.05", NULL, "0<x<1", NULL, NULL, "-g", "set aggregate local begin prob to <x>", 102 },
+ { "--pend", eslARG_REAL, "0.05", NULL, "0<x<1", NULL, NULL, "-g", "set aggregate local end prob to <x>", 102 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+/* struct cfg_s : "Global" application configuration shared by all threads/processes
+ *
+ * This structure is passed to routines within main.c, as a means of semi-encapsulation
+ * of shared data amongst different parallel processes (threads or MPI processes).
+ * NOTE: MPI not yet implemented.
+ */
+struct cfg_s {
+ char *cmfile; /* name of input CM file */
+ char *sqfile; /* name of sequence file */
+ ESL_SQFILE *sqfp; /* open sequence input file stream */
+ FILE *ofp; /* output file (default is stdout) */
+ int fmt; /* format code for seqfile */
+ ESL_ALPHABET *abc; /* digital alphabet for input */
+ long dbsize; /* database size in nucleotides for E values (doubled if doing rev comp) */
+ int namewidth; /* maximum name length in the database, imperative for obsessively pretty formatting in tab file output */
+ int nseq; /* number of seqs in the target db */
+ int ncm; /* number CM we're at in file */
+ int do_rc; /* should we search reverse complement? (for convenience */
+ int init_rci; /* initial strand to search 0 for top, 1 for bottom (only 1 if --bottomonly enabled) */
+ float avg_hit_len; /* average CM hit length, calc'ed using QDB calculation algorithm */
+ FILE *gcfp; /* optional output file for --gcfile */
+ FILE *tfp; /* optional output file for --tab */
+
+ int do_mpi; /* TRUE if we're doing MPI parallelization */
+ int nproc; /* how many MPI processes, total */
+ int my_rank; /* who am I, in 0..nproc-1 */
+ int do_stall; /* TRUE to stall the program until gdb attaches */
+
+ /* Masters only (mainly i/o streams) */
+ CMFILE *cmfp; /* open input CM file stream */
+ ESL_ALPHABET *abc_out; /* digital alphabet for writing */
+};
+
+static char usage[] = "[-options] <cmfile> <sequence file>";
+static char banner[] = "search a sequence database with an RNA CM";
+
+static int init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+/* static int init_shared_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf); */
+
+static void serial_master (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#ifdef HAVE_MPI
+static int mpi_master (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int mpi_worker (const ESL_GETOPTS *go, struct cfg_s *cfg);
+#endif
+static int initialize_cm (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int read_next_search_seq (const ESL_ALPHABET *abc, ESL_SQFILE *seqfp, int do_revcomp, dbseq_t **ret_dbseq);
+static int print_run_info (const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf);
+extern int get_command (const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+static int set_searchinfo_for_calibrated_cm (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int set_searchinfo_for_uncalibrated_cm (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+static int print_searchinfo_for_calibrated_cm (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *cm_surv_fractA, int *cm_nhitsA, double in_asec, double in_total_psec, double *ret_total_psec);
+static int print_searchinfo_for_uncalibrated_cm (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *cm_surv_fractA, int *cm_nhitsA, double in_asec);
+static int estimate_search_time_for_round (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int stype, int search_opts, ScanMatrix_t *smx, ESL_RANDOMNESS *r, double *ret_sec_per_res);
+static int dump_gc_info (const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf);
+static int overwrite_lambdas (const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory error, stopwatch not created.\n");
+ esl_stopwatch_Start(w);
+ struct cfg_s cfg;
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "--devhelp") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nalgorithm for final round of search (after >= 0 filters): [default: --inside]");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\ncutoff options for final round of search (after >= 0 filters):");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for banded DP in final round of search:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\nfiltering options:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\nfilter cutoff options (survival fractions are predicted, not guaranteed):");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ puts("\ndefining window size (W) for HMM only searches (require --forward or --viterbi):");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ puts("\noptions for returning alignments of search hits:");
+ esl_opt_DisplayHelp(stdout, go, 8, 2, 80);
+ puts("\nverbose output files:");
+ esl_opt_DisplayHelp(stdout, go, 9, 2, 80);
+ puts("\noptions for selecting output alphabet:");
+ esl_opt_DisplayHelp(stdout, go,10, 2, 80);
+ puts("\nundocumented developer miscellaneous options:");
+ esl_opt_DisplayHelp(stdout, go, 101, 2, 80);
+ puts("\nundocumented developer options related to experimental local begin/end modes:");
+ esl_opt_DisplayHelp(stdout, go, 102, 2, 80);
+ puts("\nundocumented developer options related to filtering:");
+ esl_opt_DisplayHelp(stdout, go, 106, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere general options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\nalgorithm for final round of search (after >= 0 filters): [default: --inside]");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\ncutoff options for final round of search (after >= 0 filters):");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\noptions for banded DP in final round of search:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ puts("\nfiltering options:");
+ esl_opt_DisplayHelp(stdout, go, 5, 2, 80);
+ puts("\nfilter cutoff options (survival fractions are predicted, not guaranteed):");
+ esl_opt_DisplayHelp(stdout, go, 6, 2, 80);
+ puts("\ndefining window size (W) for HMM only searches (require --forward or --viterbi):");
+ esl_opt_DisplayHelp(stdout, go, 7, 2, 80);
+ puts("\noptions for returning alignments of search hits:");
+ esl_opt_DisplayHelp(stdout, go, 8, 2, 80);
+ puts("\nverbose output files:");
+ esl_opt_DisplayHelp(stdout, go, 9, 2, 80);
+ puts("\noptions for selecting output alphabet:");
+ esl_opt_DisplayHelp(stdout, go,10, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != 2)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ puts("\n where basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ printf("\nTo see more help on other available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ /* Check for incompatible option combinations I don't know how to disallow with esl_getopts */
+ if ((! esl_opt_IsDefault(go, "--hmm-W")) && (! ((esl_opt_GetBoolean(go, "--viterbi")) || (esl_opt_GetBoolean(go, "--forward"))))) {
+ printf("Error parsing options, --hmm-W <n> only makes sense in combination with --forward or --viterbi.\n");
+ exit(1);
+ }
+ if ((! esl_opt_IsDefault(go, "--hmm-cW")) && (! ((esl_opt_GetBoolean(go, "--viterbi")) || (esl_opt_GetBoolean(go, "--forward"))))) {
+ printf("Error parsing options, --hmm-cW <x> only makes sense in combination with --forward or --viterbi.\n");
+ exit(1);
+ }
+ if ((!(esl_opt_IsDefault(go, "--fil-Smin-hmm"))) && (!(esl_opt_IsDefault(go, "--fil-Smax-hmm")))) {
+ if (((esl_opt_GetReal(go, "--fil-Smin-hmm")) - (esl_opt_GetReal(go, "--fil-Smax-hmm"))) > eslSMALLX1) {
+ printf("Error parsing options, --fil-Smin-hmm <x> (%f) must be less than --fil-Smax-hmm <x> (%f).\n", esl_opt_GetReal(go, "--fil-Smin-hmm"), esl_opt_GetReal(go, "--fil-Smax-hmm"));
+ exit(1);
+ }
+ }
+ /* Initialize what we can in the config structure (without knowing the input alphabet yet).
+ */
+ cfg.cmfile = esl_opt_GetArg(go, 1);
+ cfg.sqfile = esl_opt_GetArg(go, 2);
+ cfg.ofp = NULL;
+ cfg.gcfp = NULL;
+ cfg.tfp = NULL;
+ cfg.sqfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ if (esl_opt_IsDefault(go, "--informat")) cfg.fmt = eslSQFILE_UNKNOWN; /* autodetect sequence file format by default. */
+ else {
+ cfg.fmt = esl_sqio_FormatCode(esl_opt_GetString(go, "--informat"));
+ if(cfg.fmt == eslSQFILE_UNKNOWN) cm_Fail("Can't recognize sequence file format: %s. valid options are: fasta, embl, genbank, ddbj, uniprot, stockholm, or pfam\n", esl_opt_GetString(go, "--informat"));
+ }
+ cfg.abc = NULL; /* created in init_master_cfg() in masters, or in mpi_worker() in workers */
+ if (esl_opt_GetBoolean(go, "--rna")) cfg.abc_out = esl_alphabet_Create(eslRNA);
+ else if (esl_opt_GetBoolean(go, "--dna")) cfg.abc_out = esl_alphabet_Create(eslDNA);
+ else cm_Fail("Can't determine output alphabet");
+ cfg.dbsize = 0; /* db size used for E-values */
+ cfg.namewidth = 0; /* max name length in database */
+ cfg.nseq = 0; /* number of seqs in database */
+ cfg.ncm = 0; /* what number CM we're on, updated in masters, stays 0 (irrelevant) for workers */
+ cfg.cmfp = NULL; /* opened in init_master_cfg() in masters, stays NULL for workers */
+ cfg.do_rc = (! esl_opt_GetBoolean(go, "--toponly"));
+ cfg.init_rci = esl_opt_GetBoolean(go, "--bottomonly") ? 1 : 0;
+ cfg.avg_hit_len= 0.;
+
+ cfg.do_mpi = FALSE; /* this gets reset below, if we init MPI */
+ cfg.nproc = 0; /* this gets reset below, if we init MPI */
+ cfg.my_rank = 0; /* this gets reset below, if we init MPI */
+ cfg.do_stall = esl_opt_GetBoolean(go, "--stall");
+
+ /* This is our stall point, if we need to wait until we get a
+ * debugger attached to this process for debugging (especially
+ * useful for MPI):
+ */
+ while (cfg.do_stall);
+
+ /* Figure out who we are, and send control there:
+ * we might be an MPI master, an MPI worker, or a serial program.
+ */
+#ifdef HAVE_MPI
+ if (esl_opt_GetBoolean(go, "--mpi"))
+ {
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ if(! esl_opt_IsDefault(go, "--forecast")) cm_Fail("--forecast is incompatible with --mpi.");
+ cfg.do_mpi = TRUE;
+ MPI_Init(&argc, &argv);
+ MPI_Comm_rank(MPI_COMM_WORLD, &(cfg.my_rank));
+ MPI_Comm_size(MPI_COMM_WORLD, &(cfg.nproc));
+
+ if(cfg.nproc == 1) cm_Fail("MPI mode, but only 1 processor running... (did you execute mpirun?)");
+
+ if (cfg.my_rank > 0) { status = mpi_worker(go, &cfg); }
+ else {
+ cm_banner(stdout, argv[0], banner);
+ status = mpi_master(go, &cfg, errbuf);
+ }
+ /* check status, if eslOK, we continue, else we exit. either way we call MPI_Finalize() */
+ if(status == eslOK) {
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_MPIReduce(w, 0, MPI_COMM_WORLD);
+ MPI_Finalize();
+ }
+ else { /* status != eslOK, master has error message in errbuf, worker does not */
+ MPI_Finalize();
+ if(cfg.my_rank == 0) cm_Fail(errbuf); /* master */
+ else return 0; /* worker */
+ }
+ }
+ else
+#endif /*HAVE_MPI*/
+ {
+ cm_banner(stdout, argv[0], banner);
+ serial_master(go, &cfg);
+ esl_stopwatch_Stop(w);
+ }
+
+ /* Clean up the shared cfg.
+ */
+ if (cfg.my_rank == 0) {
+ if (! esl_opt_IsDefault(go, "-o")) {
+ printf("# Search results saved in file %s.\n", esl_opt_GetString(go, "-o"));
+ fclose(cfg.ofp);
+ }
+ if (cfg.cmfp != NULL) CMFileClose(cfg.cmfp);
+ if (cfg.sqfp != NULL) esl_sqfile_Close(cfg.sqfp);
+ if (cfg.tfp != NULL) {
+ fclose(cfg.tfp);
+ printf("# Tabular version of hit list saved in file %s.\n", esl_opt_GetString(go, "--tabfile"));
+ }
+ if (cfg.gcfp != NULL) printf("# GC content stats of %s saved in file %s.\n", cfg.sqfile, esl_opt_GetString(go, "--gcfile"));
+ }
+ if (cfg.abc != NULL) esl_alphabet_Destroy(cfg.abc);
+ if (cfg.abc_out != NULL) esl_alphabet_Destroy(cfg.abc_out);
+ esl_getopts_Destroy(go);
+ if (cfg.my_rank == 0) {
+ printf("#\n");
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ }
+ esl_stopwatch_Destroy(w);
+ return 0;
+}
+
+/* init_master_cfg()
+ * Called by masters, mpi or serial.
+ * Already set:
+ * cfg->cmfile - command line arg 1
+ * cfg->sqfile - command line arg 2
+ * cfg->fmt - format of output file
+ * Allocates/Sets:
+ * cfg->sqfp - open sequence file
+ * cfg->cmfp - open CM file
+ *
+ * Errors in the MPI master here are considered to be "recoverable",
+ * in the sense that we'll try to delay output of the error message
+ * until we've cleanly shut down the worker processes. Therefore
+ * errors return (code, errbuf) by the ESL_FAIL mech.
+ */
+static int
+init_master_cfg(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+
+ /* open output file, or set to stdout if none */
+ if (esl_opt_GetString(go, "-o") != NULL) {
+ if ((cfg->ofp = fopen(esl_opt_GetString(go, "-o"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open -o output file %s\n", esl_opt_GetString(go, "-o"));
+ } else cfg->ofp = stdout;
+
+ /* open input sequence file */
+ status = esl_sqfile_Open(cfg->sqfile, cfg->fmt, NULL, &(cfg->sqfp));
+ if (status == eslENOTFOUND) ESL_FAIL(status, errbuf, "File %s doesn't exist or is not readable\n", cfg->sqfile);
+ else if (status == eslEFORMAT) ESL_FAIL(status, errbuf, "Couldn't determine format of sequence file %s\n", cfg->sqfile);
+ else if (status == eslEINVAL) ESL_FAIL(status, errbuf, "Can’t autodetect stdin or .gz.");
+ else if (status != eslOK) ESL_FAIL(status, errbuf, "Sequence file open failed with error %d\n", status);
+ cfg->fmt = cfg->sqfp->format;
+
+ /* Set the sqfile alphabet as RNA, if it's DNA we're fine.
+ * If it's not RNA nor DNA, we can't deal with it anyway,
+ * so we're hardcoded to RNA.
+ */
+ cfg->abc = esl_alphabet_Create(eslRNA);
+ if(cfg->abc == NULL) ESL_FAIL(status, errbuf, "Failed to create alphabet for sequence file");
+ esl_sqfile_SetDigital(cfg->sqfp, cfg->abc);
+
+ /* GetDBSize() reads all sequences, rewinds seq file and returns db size */
+ if((status = GetDBSize(cfg->sqfp, errbuf, &(cfg->dbsize), &(cfg->nseq), &(cfg->namewidth))) != eslOK) return status;
+ if((! esl_opt_GetBoolean(go, "--toponly")) && (! esl_opt_GetBoolean(go, "--bottomonly"))) cfg->dbsize *= 2;
+
+ /* overwrite dbsize if -Z enabled */
+ if(! (esl_opt_IsDefault(go, "-Z"))) cfg->dbsize = (long) (esl_opt_GetReal(go, "-Z") * 1000000.); /* convert to Mb then to a long */
+
+ /* if nec, open output file for --gcfile, and print to it */
+ if (! esl_opt_IsDefault(go, "--gcfile")) {
+ if ((cfg->gcfp = fopen(esl_opt_GetString(go, "--gcfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --gcfile output file %s\n", esl_opt_GetString(go, "--gcfile"));
+ if((status = dump_gc_info(go, cfg, errbuf)) != eslOK) return status;
+ fclose(cfg->gcfp);
+ }
+
+ /* if nec, open output file for --tabfile */
+ if (! esl_opt_IsDefault(go, "--tabfile")) {
+ if ((cfg->tfp = fopen(esl_opt_GetString(go, "--tabfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --tabfile output file %s\n", esl_opt_GetString(go, "--tabfile"));
+ }
+
+ /* open CM file */
+ if ((cfg->cmfp = CMFileOpen(cfg->cmfile, NULL)) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open covariance model save file %s\n", cfg->cmfile);
+
+ return eslOK;
+}
+
+/* serial_master()
+ * The serial version of cmsearch.
+ *
+ *
+ * A master can only return if it's successful. All errors are handled immediately and fatally with cm_Fail().
+ */
+static void
+serial_master(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int status;
+ char errbuf[cmERRBUFSIZE];
+ CM_t *cm = NULL;
+ CMConsensus_t *cons = NULL; /* precalculated consensus info for display purposes */
+ int using_e_cutoff;
+ int using_sc_cutoff;
+ int rci;
+ dbseq_t *dbseq = NULL;
+ int do_top;
+ float *cm_surv_fractA = NULL; /* 0..n..cm->si->nrounds fraction of db surviving round n for current CM */
+ float *seq_surv_fractA = NULL; /* 0..n..cm->si->nrounds fraction of db surviving round n for current seq */
+ int *cm_nhitsA = NULL; /* 0..n..cm->si->nrounds number of hits reported for round n for current CM */
+ int *seq_nhitsA = NULL; /* 0..n..cm->si->nrounds number of hits reported for round n for current seq */
+ int n, h;
+ double cm_psec; /* predicted number of seconds for current CM versus full DB */
+ double total_psec = 0.; /* predicted number of seconds for all CMs versus full DB */
+ char time_buf[128]; /* for printing predicted time if --forecast only */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ int cm_namewidth; /* length for printing model name field to tab file */
+ char *namedashes = NULL; /* string of dashes for underlining 'target name' column in tab output */
+ char *cm_namedashes = NULL; /* string of dashes for underlining 'model name' column in tab output */
+ int ni; /* index for filling dashes strings */
+
+ if(w == NULL) cm_Fail("serial_master(): memory error, stopwatch not created.\n");
+
+ if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ /*if ((status = init_shared_cfg(go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);*/
+ if ((status = print_run_info (go, cfg, errbuf)) != eslOK) cm_Fail(errbuf);
+ do_top = (cfg->init_rci == 0) ? TRUE : FALSE;
+
+ /* create namedashes string, only used if --tabfile */
+ ESL_ALLOC(namedashes, sizeof(char) * (cfg->namewidth+1));
+ namedashes[cfg->namewidth] = '\0';
+ for(ni = 0; ni < cfg->namewidth; ni++) namedashes[ni] = '-';
+
+ while ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK)
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cfg->cmfile);
+ if((! (cm->flags & CMH_EXPTAIL_STATS)) && (! esl_opt_IsDefault(go, "--forecast"))) cm_Fail("--forecast only works with calibrated CM files. Run cmcalibrate (please).");
+ /* potentially overwrite lambdas in cm->stats */
+ if (! esl_opt_IsDefault(go, "--lambda")) if((status = overwrite_lambdas(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ cfg->ncm++;
+
+ /* create cm_namedashes string, only used if --tabfile */
+ cm_namewidth = ESL_MAX(strlen(cm->name), strlen("model name"));
+ if(cm_namedashes != NULL) free(cm_namedashes);
+ ESL_ALLOC(cm_namedashes, sizeof(char) * (cm_namewidth+1));
+ cm_namedashes[cm_namewidth] = '\0';
+ for(ni = 0; ni < cm_namewidth; ni++) cm_namedashes[ni] = '-';
+
+ /* initialize the flags/options/params and configuration of the CM */
+ if(( status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if(( status = CreateCMConsensus(cm, cfg->abc_out, 3.0, 1.0, &cons)) != eslOK) cm_Fail(errbuf);
+ if(cm->flags & CMH_EXPTAIL_STATS) {
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) cm_Fail(errbuf);
+ if((status = UpdateExpsForDBSize(cm, errbuf, cfg->dbsize)) != eslOK) cm_Fail(errbuf);
+ if((status = set_searchinfo_for_calibrated_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+ else { if((status = set_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf); }
+
+ ESL_ALLOC(cm_surv_fractA, sizeof(float) * (cm->si->nrounds+1));
+ ESL_ALLOC(cm_nhitsA, sizeof(int) * (cm->si->nrounds+1));
+ esl_vec_FSet(cm_surv_fractA, (cm->si->nrounds+1), 0.);
+ esl_vec_ISet(cm_nhitsA, (cm->si->nrounds+1), 0);
+ if(cm->flags & CMH_EXPTAIL_STATS) { if((status = print_searchinfo_for_calibrated_cm (go, cfg, errbuf, cm, NULL, NULL, 0., 0., &cm_psec)) != eslOK) cm_Fail(errbuf); }
+ else { if((status = print_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm, NULL, NULL, 0.)) != eslOK) cm_Fail(errbuf); }
+
+ if(! esl_opt_IsDefault(go, "--forecast")) { /* special mode, we don't do the search, just print the predicted timings */
+ total_psec += cm_psec;
+ free(cm_surv_fractA);
+ free(cm_nhitsA);
+ continue;
+ }
+
+ fprintf(cfg->ofp, "\nCM: %s\n", cm->name);
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "#\n");
+ fprintf(cfg->tfp, "# CM: %s\n", cm->name);
+ /*fprintf(cfg->tfp, "# Predicted average hit length: %.2f\n", cfg->avg_hit_len);
+ fprintf(cfg->tfp, "# CM->W: %d (subtract (W-1) from stop and add (W-1) to start, and merge overlapping hits to simulate filter)\n", cm->W);*/
+ fprintf(cfg->tfp, "# %-*s %-*s %22s %12s %8s %8s %3s\n", cm_namewidth, "", cfg->namewidth, "", "target coord", "query coord", "", "", "");
+ fprintf(cfg->tfp, "# %-*s %-*s %22s %12s %8s %8s %3s\n", cm_namewidth, "", cfg->namewidth, "", "----------------------", "------------", "", "", "");
+ fprintf(cfg->tfp, "# %-*s %-*s %10s %10s %5s %5s %8s %8s %3s\n", cm_namewidth, "model name", cfg->namewidth, "target name", "start", "stop", "start", "stop", "bit sc", "E-value", "GC%");
+ fprintf(cfg->tfp, "# %-*s %-*s %10s %10s %5s %5s %8s %8s %3s\n", cm_namewidth, cm_namedashes, cfg->namewidth, namedashes, "----------", "----------", "-----", "-----", "--------", "--------", "---");
+ }
+ using_e_cutoff = (cm->si->cutoff_type[cm->si->nrounds] == E_CUTOFF) ? TRUE : FALSE;
+ using_sc_cutoff = (cm->si->cutoff_type[cm->si->nrounds] == SCORE_CUTOFF) ? TRUE : FALSE;
+
+ esl_stopwatch_Start(w);
+ while ((status = read_next_search_seq(cfg->abc, cfg->sqfp, cfg->do_rc, &dbseq)) == eslOK)
+ {
+ for(rci = cfg->init_rci; rci <= cfg->do_rc; rci++) {
+ /*printf("SEARCHING >%s %d\n", dbseq->sq[rci]->name, rci);*/
+ if ((status = ProcessSearchWorkunit(cm, errbuf, dbseq->sq[rci]->dsq, dbseq->sq[rci]->n, &dbseq->results[rci], esl_opt_GetReal(go, "--mxsize"), cfg->my_rank, &seq_surv_fractA, &seq_nhitsA)) != eslOK) cm_Fail(errbuf);
+ for(n = 0; n < cm->si->nrounds; n++) {
+ cm_surv_fractA[n] += (dbseq->sq[rci]->n * seq_surv_fractA[n]);
+ cm_nhitsA[n] += seq_nhitsA[n];
+ }
+ free(seq_surv_fractA);
+ free(seq_nhitsA);
+ RemoveOverlappingHits(dbseq->results[rci], 1, dbseq->sq[rci]->n);
+
+ /* write the final round nhits and surv_fract with values reflecting what we'll print, after overlaps have been removed */
+ cm_nhitsA[cm->si->nrounds] += dbseq->results[rci]->num_results;
+ for(h = 0; h < dbseq->results[rci]->num_results; h++) cm_surv_fractA[cm->si->nrounds] += fabs( (float) (dbseq->results[rci]->data[h].stop - dbseq->results[rci]->data[h].start + 1));
+ }
+ PrintResults (cm, cfg->ofp, cfg->tfp, cm->si, cfg->abc_out, cons, dbseq, do_top, cfg->do_rc, esl_opt_GetBoolean(go, "-x"), esl_opt_GetBoolean(go, "-v"), cfg->namewidth);
+ for(rci = 0; rci <= cfg->do_rc; rci++) { /* we can free results for top strand even if cfg->init_rci is 1 due to --bottomonly */
+ FreeResults(dbseq->results[rci]);
+ esl_sq_Destroy(dbseq->sq[rci]);
+ }
+ free(dbseq);
+ }
+ esl_stopwatch_Stop(w);
+ if (status != eslEOF) cm_Fail("Parse failed, line %d, file %s:\n%s",
+ cfg->sqfp->linenumber, cfg->sqfp->filename, cfg->sqfp->errbuf);
+ /* convert cm_surv_fractA[] values from residue counts into fractions */
+ for(n = 0; n <= cm->si->nrounds; n++) cm_surv_fractA[n] /= (double) (cfg->dbsize);
+ if(cm->flags & CMH_EXPTAIL_STATS) { if((status = print_searchinfo_for_calibrated_cm (go, cfg, errbuf, cm, cm_surv_fractA, cm_nhitsA, w->elapsed, cm_psec, NULL)) != eslOK) cm_Fail(errbuf); }
+ else { if((status = print_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm, cm_surv_fractA, cm_nhitsA, w->elapsed)) != eslOK) cm_Fail(errbuf); }
+ fprintf(cfg->ofp, "//\n");
+ FreeCM(cm);
+ FreeCMConsensus(cons);
+ free(cm_surv_fractA);
+ free(cm_nhitsA);
+ esl_sqfile_Position(cfg->sqfp, (off_t) 0); /* we may be searching this file again with another CM */
+ }
+ if(status != eslEOF) cm_Fail(errbuf);
+
+ if(cfg->ncm > 1 && (! esl_opt_IsDefault(go, "--forecast"))) {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %20s\n", "predicted total time");
+ fprintf(stdout, "# %20s\n", "--------------------");
+ FormatTimeString(time_buf, total_psec, FALSE);
+ fprintf(stdout, " %20s\n", time_buf);
+ }
+
+ if(namedashes != NULL) free(namedashes);
+ if(cm_namedashes != NULL) free(cm_namedashes);
+ esl_stopwatch_Destroy(w);
+ return;
+
+ ERROR:
+ cm_Fail("serial_master: memory allocation error.");
+ return; /* NEVERREACHED */
+}
+
+#ifdef HAVE_MPI
+/* mpi_master()
+ * The MPI version of cmsearch
+ * Follows standard pattern for a master/worker load-balanced MPI program
+ * (SRE notes J1/78-79).
+ *
+ * A master returns eslOK if it's successful.
+ * Errors in an MPI master come in two classes: recoverable and nonrecoverable.
+ * If a recoverable error occurs, errbuf is filled with an error message
+ * from the master or a worker, and it's sent back while returning a
+ * non-eslOK error code.
+ *
+ * Recoverable errors include (hopefully) all worker-side errors, and any
+ * master-side error that do not affect MPI communication. Error
+ * messages from recoverable messages are delayed until we've cleanly
+ * shut down the workers.
+ *
+ * Unrecoverable errors are master-side errors that may affect MPI
+ * communication, meaning we cannot count on being able to reach the
+ * workers and shut them down. Unrecoverable errors result in immediate
+ * cm_Fail()'s, which will cause MPI to shut down the worker processes
+ * uncleanly.
+ */
+static int
+mpi_master(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int xstatus = eslOK; /* changes from OK on recoverable error */
+ int status;
+ int have_work = TRUE; /* TRUE while work remains */
+ int nproc_working = 0; /* number of worker processes working, up to nproc-1 */
+ int wi; /* rank of next worker to get an alignment to work on */
+ char *buf = NULL; /* input/output buffer, for packed MPI messages */
+ int bn = 0;
+ int pos = 1;
+ int using_e_cutoff;
+ int using_sc_cutoff;
+ int wi_error = 0; /* worker index that sent back an error message, if an error occurs */
+
+ CM_t *cm;
+ CMConsensus_t *cons = NULL; /* precalculated consensus info for display purposes */
+
+ int si = 0; /* sequence index */
+ int si_recv = 1; /* sequence index of the sequence we've just received results for from a worker */
+ /* properties of the workers, indexed 1..wi..nproc-1 */
+ int *silist = NULL; /* [0..wi..nproc-1], the sequence index worker wi is working on */
+ int in_rc = FALSE; /* are we currently on the reverse complement? */
+ int *rclist = NULL; /* [0..wi..nproc-1] 0 if worker wi is searching top strand, 1 if wi is searching bottom strand */
+ int rci; /* index that ranges from 0 to 1 */
+ int seqpos = 1; /* sequence position in the current sequence */
+ int *seqposlist = NULL; /* [0..wi..nproc-1] the first position of the sequence that worker wi is searching */
+ int len; /* length of chunk */
+ int *lenlist = NULL; /* [0..wi..nproc-1] length of chunk worker wi is searching */
+ /* properties of the sequences currently being worked on, we can have at most 1 per worker, so these are of size
+ * cfg->nproc, but indexed by si = 0..nproc-2, cfg->nproc-1 is never used. */
+ int *sentlist = NULL; /* [0..si..nproc-1] TRUE if all chunks for sequence index si have been sent, FALSE otherwise */
+ int ndbseq = 0; /* ndbseq is the number of currently active sequences, we can read a new seq IFF ndbseq < (cfg->nproc-1) */
+ dbseq_t **dbseqlist= NULL; /* pointers to the dbseq_t objects that hold the actual sequence data, and the results data */
+ dbseq_t *dbseq = NULL; /* a database sequence */
+ double cm_psec; /* predicted number of seconds for current CM versus full DB (ON MASTER PROC BUT WE ASSUME
+ * OTHER PROCS ARE THE SAME SPEED!) */
+ float *cm_surv_fractA = NULL; /* 0..n..cm->si->nrounds fraction of db that survived round n for current CM */
+ int *cm_nhitsA = NULL; /* 0..n..cm->si->nrounds number of hits reported for round n for current CM */
+ int cm_namewidth; /* length for printing model name field to tab file */
+ char *namedashes = NULL; /* string of dashes for underlining 'target name' column in tab output */
+ char *cm_namedashes = NULL; /* string of dashes for underlining 'model name' column in tab output */
+ int ni; /* index for filling dashes strings */
+
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("mpi_master(): memory error, stopwatch not created.\n");
+
+ MPI_Status mpistatus;
+ int n, h;
+
+ int need_seq = TRUE;
+ int chunksize;
+ search_results_t *worker_results;
+ float *worker_surv_fractA = NULL; /* 0..n..cm->si->nrounds fraction of db surviving round n for current seq */
+ int *worker_nhitsA = NULL; /* 0..n..cm->si->nrounds num hits surviving round n for current seq */
+
+ /* Master initialization: including, figure out the alphabet type.
+ * If any failure occurs, delay printing error message until we've shut down workers.
+ */
+ if (xstatus == eslOK) { if ((status = init_master_cfg(go, cfg, errbuf)) != eslOK) xstatus = status; }
+ if (xstatus == eslOK) { bn = 4096; if ((buf = malloc(sizeof(char) * bn)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((silist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((rclist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((seqposlist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((lenlist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((dbseqlist = malloc(sizeof(dbseq_t *) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((sentlist = malloc(sizeof(int) * cfg->nproc)) == NULL) { sprintf(errbuf, "allocation failed"); xstatus = eslEMEM; } }
+ if (xstatus == eslOK) { if ((status = print_run_info(go, cfg, errbuf)) != eslOK) xstatus = status; }
+
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* errbuf was filled above */
+ ESL_DPRINTF1(("MPI master is initialized\n"));
+
+ /* create namedashes string, only used if --tabfile */
+ ESL_ALLOC(namedashes, sizeof(char) * (cfg->namewidth+1));
+ namedashes[cfg->namewidth] = '\0';
+ for(ni = 0; ni < cfg->namewidth; ni++) namedashes[ni] = '-';
+
+ for (wi = 0; wi < cfg->nproc; wi++)
+ {
+ silist[wi] = rclist[wi] = seqposlist[wi] = lenlist[wi] = -1;
+ dbseqlist[wi] = NULL;
+ sentlist[wi] = FALSE;
+ }
+ /* Worker initialization:
+ * Because we've already successfully initialized the master before we start
+ * initializing the workers, we don't expect worker initialization to fail;
+ * so we just receive a quick OK/error code reply from each worker to be sure,
+ * and don't worry about an informative message.
+ */
+ MPI_Bcast(&(cfg->dbsize), 1, MPI_LONG, 0, MPI_COMM_WORLD);
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD);
+ if (status != eslOK) cm_Fail("One or more MPI worker processes failed to initialize.");
+ ESL_DPRINTF1(("%d workers are initialized\n", cfg->nproc-1));
+
+ /* Main loop: combining load workers, send/receive, clear workers loops;
+ * also, catch error states and die later, after clean shutdown of workers.
+ *
+ * When a recoverable error occurs, have_work = FALSE, xstatus !=
+ * eslOK, and errbuf is set to an informative message. No more
+ * errbuf's can be received after the first one. We wait for all the
+ * workers to clear their work units, then send them shutdown signals,
+ * then finally print our errbuf and exit.
+ *
+ * Unrecoverable errors just crash us out with cm_Fail().
+ */
+
+ while (xstatus == eslOK && ((status = CMFileRead(cfg->cmfp, errbuf, &(cfg->abc), &cm)) == eslOK))
+ {
+ cfg->ncm++;
+ /* potentially overwrite lambdas in cm->stats */
+ if (! esl_opt_IsDefault(go, "--lambda")) if((status = overwrite_lambdas(go, cfg, cm, errbuf)) != eslOK) cm_Fail(errbuf);
+ ESL_DPRINTF1(("MPI master read CM number %d\n", cfg->ncm));
+
+ if((status = cm_master_MPIBcast(cm, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+
+ /* create cm_namedashes string, only used if --tabfile */
+ cm_namewidth = ESL_MAX(strlen(cm->name), strlen("model name"));
+ if(cm_namedashes != NULL) free(cm_namedashes);
+ ESL_ALLOC(cm_namedashes, sizeof(char) * (cm_namewidth+1));
+ cm_namedashes[cm_namewidth] = '\0';
+ for(ni = 0; ni < cm_namewidth; ni++) cm_namedashes[ni] = '-';
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) cm_Fail(errbuf);
+ if((status = CreateCMConsensus(cm, cfg->abc_out, 3.0, 1.0, &cons)) != eslOK) cm_Fail(errbuf);
+ if(cm->flags & CMH_EXPTAIL_STATS) {
+ if((status = UpdateExpsForDBSize(cm, errbuf, cfg->dbsize)) != eslOK) cm_Fail(errbuf);
+ if((status = set_searchinfo_for_calibrated_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf);
+ }
+ else { if((status = set_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm)) != eslOK) cm_Fail(errbuf); }
+
+ using_e_cutoff = (cm->si->cutoff_type[cm->si->nrounds] == E_CUTOFF) ? TRUE : FALSE;
+ using_sc_cutoff = (cm->si->cutoff_type[cm->si->nrounds] == SCORE_CUTOFF) ? TRUE : FALSE;
+
+ ESL_ALLOC(cm_surv_fractA, sizeof(float) * (cm->si->nrounds+1));
+ ESL_ALLOC(cm_nhitsA, sizeof(int) * (cm->si->nrounds+1));
+ esl_vec_FSet(cm_surv_fractA, (cm->si->nrounds+1), 0.);
+ esl_vec_ISet(cm_nhitsA, (cm->si->nrounds+1), 0);
+ if(cm->flags & CMH_EXPTAIL_STATS) { if((status = print_searchinfo_for_calibrated_cm (go, cfg, errbuf, cm, NULL, NULL, 0., 0., &cm_psec)) != eslOK) cm_Fail(errbuf); }
+ else { if((status = print_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm, NULL, NULL, 0.)) != eslOK) cm_Fail(errbuf); }
+
+ fprintf(cfg->ofp, "CM: %s\n", cm->name);
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "#\n");
+ fprintf(cfg->tfp, "# CM: %s\n", cm->name);
+ fprintf(cfg->tfp, "# %-*s %-*s %22s %12s %8s %8s %3s\n", cm_namewidth, "", cfg->namewidth, "", "target coord", "query coord", "", "", "");
+ fprintf(cfg->tfp, "# %-*s %-*s %22s %12s %8s %8s %3s\n", cm_namewidth, "", cfg->namewidth, "", "----------------------", "------------", "", "", "");
+ fprintf(cfg->tfp, "# %-*s %-*s %10s %10s %5s %5s %8s %8s %3s\n", cm_namewidth, "model name", cfg->namewidth, "target name", "start", "stop", "start", "stop", "bit sc", "E-value", "GC%");
+ fprintf(cfg->tfp, "# %-*s %-*s %10s %10s %5s %5s %8s %8s %3s\n", cm_namewidth, cm_namedashes, cfg->namewidth, namedashes, "----------", "----------", "-----", "-----", "--------", "--------", "---");
+ }
+
+ /* reset vars for searching with current CM */
+ wi = 1;
+ ndbseq = 0;
+ need_seq = TRUE;
+ have_work = TRUE; /* TRUE while work remains */
+ seqpos = 1;
+ in_rc = FALSE;
+ esl_stopwatch_Start(w);
+ while (have_work || nproc_working)
+ {
+ if (need_seq)
+ {
+ need_seq = FALSE;
+ /* read a new seq */
+ if((status = read_next_search_seq(cfg->abc, cfg->sqfp, cfg->do_rc, &dbseq)) == eslOK)
+ {
+ ndbseq++;
+ ESL_DASSERT1((ndbseq < cfg->nproc));
+
+ dbseq->chunks_sent = 0;
+ dbseq->alignments_sent = -1; /* None sent yet */
+ for(rci = 0; rci <= cfg->do_rc; rci++) {
+ dbseq->results[rci] = CreateResults(INIT_RESULTS);
+ }
+ in_rc = (cfg->init_rci == 0) ? FALSE : TRUE; /* if --bottomonly --> cfg->init_rci = 1, and we only search bottom strand */
+ seqpos = 1;
+
+ si = 0;
+ while(dbseqlist[si] != NULL) si++;
+ ESL_DASSERT1((si < cfg->nproc));
+ dbseqlist[si] = dbseq;
+ sentlist[si] = FALSE;
+ have_work = TRUE;
+ chunksize = DetermineSeqChunksize(cfg->nproc, dbseq->sq[0]->n, cm->W);
+ ESL_DPRINTF1(("L: %ld chunksize: %d\n", dbseq->sq[0]->n, chunksize));
+ }
+ else if(status == eslEOF) have_work = FALSE;
+ else goto ERROR;
+ }
+
+ if ((have_work && nproc_working == cfg->nproc-1) || (!have_work && nproc_working > 0))
+ {
+ /* we're waiting to receive */
+ if (MPI_Probe(MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) cm_Fail("mpi get count failed");
+ wi = mpistatus.MPI_SOURCE;
+ ESL_DPRINTF1(("MPI master sees a result of %d bytes from worker %d\n", n, wi));
+
+ if (n > bn) {
+ if ((buf = realloc(buf, sizeof(char) * n)) == NULL) cm_Fail("reallocation failed");
+ bn = n;
+ }
+ if (MPI_Recv(buf, bn, MPI_PACKED, wi, 0, MPI_COMM_WORLD, &mpistatus) != 0) cm_Fail("mpi recv failed");
+ ESL_DPRINTF1(("MPI master has received the buffer\n"));
+
+ /* If we're in a recoverable error state, we're only clearing worker results;
+ * just receive them, don't unpack them or print them.
+ * But if our xstatus is OK, go ahead and process the result buffer.
+ */
+ if (xstatus == eslOK) /* worker reported success. Get the result. */
+ {
+ pos = 0;
+ if (MPI_Unpack(buf, bn, &pos, &xstatus, 1, MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (xstatus == eslOK) /* worker reported success. Get the results. */
+ {
+ si_recv = silist[wi];
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains search results (si_recv:%d)\n", si_recv));
+
+ /* first unpack the surv_fractA and nhitsA, that give survival fractions and num hits surviving for each round */
+ ESL_ALLOC(worker_surv_fractA, sizeof(float) * (cm->si->nrounds+1));
+ ESL_ALLOC(worker_nhitsA, sizeof(int) * (cm->si->nrounds+1));
+ if (MPI_Unpack(buf, bn, &pos, worker_surv_fractA, (cm->si->nrounds+1), MPI_FLOAT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+ if (MPI_Unpack(buf, bn, &pos, worker_nhitsA, (cm->si->nrounds+1), MPI_INT, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack failed");
+
+ if ((status = cm_search_results_MPIUnpack(buf, bn, &pos, MPI_COMM_WORLD, &worker_results)) != eslOK) cm_Fail("search results unpack failed");
+ ESL_DPRINTF1(("MPI master has unpacked search results\n"));
+
+ /* update cm_surv_fractA[] and cm_nhitsA[] which holds number of residues and hits that survived each round of searching/filtering, don't update for final round, we do that later */
+ for(n = 0; n < cm->si->nrounds; n++) {
+ cm_surv_fractA[n] += (lenlist[wi] * worker_surv_fractA[n]);
+ cm_nhitsA[n] += worker_nhitsA[n];
+ }
+ free(worker_surv_fractA);
+
+ /* worker_results will be NULL if 0 results (hits) sent back */
+ int x;
+ if(worker_results != NULL) {
+ /* add results to dbseqlist[si_recv]->results[rclist[wi]] */
+ if(! esl_opt_GetBoolean(go, "--noalign")) {
+ for(x = 0; x < worker_results->num_results; x++) {
+ assert(worker_results->data[x].tr != NULL);
+ assert(worker_results->data[x].tr->n > 0);
+ }
+ }
+ AppendResults(worker_results, dbseqlist[si_recv]->results[rclist[wi]], seqposlist[wi]);
+ /* careful, dbseqlist[si_recv]->results[rclist[wi]] now points to the traces and postal codes in worker_results->data,
+ * don't free those (don't use FreeResults(worker_results)) */
+ free(worker_results->data);
+ free(worker_results);
+ worker_results = NULL;
+ }
+ dbseqlist[si_recv]->chunks_sent--;
+ if(sentlist[si_recv] && dbseqlist[si_recv]->chunks_sent == 0)
+ {
+ for(rci = 0; rci <= cfg->do_rc; rci++) {
+ RemoveOverlappingHits(dbseqlist[si_recv]->results[rci], 1, dbseqlist[si_recv]->sq[rci]->n);
+
+ /* write the final round nhits and surv_fract with values reflecting what we'll print, after overlaps have been removed, this wasn't done in the earlier filter rounds
+ * b/c of recursive nature of implementation (each worker searched it's own survivors after filter was applied). THUS DIFFERENCES WILL EXIST BETWEEN MPI AND SERIAL
+ * IN SURVIVAL FRACTIONS AND NHITS OF FILTER ROUNDS! */
+ cm_nhitsA[cm->si->nrounds] += dbseqlist[si_recv]->results[rci]->num_results;
+ for(h = 0; h < dbseqlist[si_recv]->results[rci]->num_results; h++) cm_surv_fractA[cm->si->nrounds] += fabs( (float) (dbseqlist[si_recv]->results[rci]->data[h].stop - dbseqlist[si_recv]->results[rci]->data[h].start + 1.));
+ }
+ PrintResults(cm, cfg->ofp, cfg->tfp, cm->si, cfg->abc_out, cons, dbseqlist[si_recv], TRUE, cfg->do_rc, esl_opt_GetBoolean(go, "-x"), esl_opt_GetBoolean(go, "-v"), cfg->namewidth);
+ for(rci = 0; rci <= cfg->do_rc; rci++) {
+ esl_sq_Destroy(dbseqlist[si_recv]->sq[rci]);
+ FreeResults(dbseqlist[si_recv]->results[rci]);
+ }
+ free(dbseqlist[si_recv]);
+ dbseqlist[si_recv] = NULL;
+ ndbseq--;
+ }
+ }
+ else /* worker reported an error. Get the errbuf. */
+ {
+ if (MPI_Unpack(buf, bn, &pos, errbuf, cmERRBUFSIZE, MPI_CHAR, MPI_COMM_WORLD) != 0) cm_Fail("mpi unpack of errbuf failed");
+ ESL_DPRINTF1(("MPI master sees that the result buffer contains an error message\n"));
+ have_work = FALSE;
+ wi_error = wi;
+ }
+ }
+ nproc_working--;
+ }
+
+ if (have_work)
+ {
+ /* send new search job */
+ len = (chunksize < (dbseqlist[si]->sq[0]->n - seqpos + 1)) ? chunksize : (dbseqlist[si]->sq[0]->n - seqpos + 1);
+ ESL_DPRINTF1(("MPI master is sending sequence i0..j0 %d..%d to search to worker %d\n", seqpos, seqpos+len-1, wi));
+ assert(seqpos > 0);
+ if ((status = cm_dsq_MPISend(dbseqlist[si]->sq[in_rc]->dsq+seqpos-1, len, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI search job send failed");
+
+ silist[wi] = si;
+ seqposlist[wi] = seqpos;
+ lenlist[wi] = len;
+ rclist[wi] = in_rc;
+ dbseqlist[si]->chunks_sent++;
+
+ wi++;
+ nproc_working++;
+
+ if(len == chunksize) seqpos += len - cm->W + 1;
+ else if(cfg->do_rc && !in_rc) {
+ in_rc = TRUE;
+ seqpos = 1;
+ }
+ else {
+ need_seq = TRUE;
+ sentlist[si] = TRUE; /* we've sent all chunks from this seq */
+ }
+ }
+ }
+ esl_stopwatch_Stop(w);
+ ESL_DPRINTF1(("MPI master: done with this CM. Telling all workers\n"));
+ for (wi = 1; wi < cfg->nproc; wi++)
+ if ((status = cm_dsq_MPISend(NULL, 0, wi, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("Shutting down a worker failed.");
+ /* convert cm_surv_fractA[] values from residue counts into fractions */
+ for(n = 0; n <= cm->si->nrounds; n++) cm_surv_fractA[n] /= (double) (cfg->dbsize);
+ if(cm->flags & CMH_EXPTAIL_STATS) { if((status = print_searchinfo_for_calibrated_cm (go, cfg, errbuf, cm, cm_surv_fractA, cm_nhitsA, w->elapsed, cm_psec, NULL)) != eslOK) cm_Fail(errbuf); }
+ else { if((status = print_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm, cm_surv_fractA, cm_nhitsA, w->elapsed)) != eslOK) cm_Fail(errbuf); }
+ fprintf(cfg->ofp, "//\n");
+ free(cm_surv_fractA);
+ free(cm_nhitsA);
+ FreeCM(cm);
+ FreeCMConsensus(cons);
+ esl_sqfile_Position(cfg->sqfp, (off_t) 0); /* we may be searching this file again with another CM */
+ }
+
+ /* On success or recoverable errors:
+ * Shut down workers cleanly.
+ */
+ ESL_DPRINTF1(("MPI master is done. Shutting down all the workers cleanly\n"));
+ if((cm_master_MPIBcast(NULL, 0, MPI_COMM_WORLD, &buf, &bn)) != eslOK) cm_Fail("MPI broadcast CM failed.");
+ free(buf);
+
+ if(namedashes != NULL) free(namedashes);
+ if(cm_namedashes != NULL) free(cm_namedashes);
+ esl_stopwatch_Destroy(w);
+
+ if (xstatus != eslOK) { fprintf(stderr, "Worker: %d had a problem.\n", wi_error); return xstatus; }
+ else if(status != eslEOF) return status; /* problem reading CM file */
+ else return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "mpi_master() memory allocation error.");
+ return eslOK; /* NOTREACHED */
+}
+
+
+static int
+mpi_worker(const ESL_GETOPTS *go, struct cfg_s *cfg)
+{
+ int xstatus = eslOK;
+ int status;
+ CM_t *cm = NULL;
+ char *wbuf = NULL; /* packed send/recv buffer */
+ int wn = 0; /* allocation size for wbuf */
+ int sz, n; /* size of a packed message */
+ int pos;
+ ESL_DSQ *dsq = NULL;
+ int L;
+ search_results_t *results = NULL;
+ float *surv_fractA = NULL; /* 0..n..cm->si->nrounds fraction of db surviving round n for current seq */
+ int *nhitsA = NULL; /* 0..n..cm->si->nrounds number of hits surviving round n for current seq */
+ char errbuf[cmERRBUFSIZE];
+ /* After master initialization: master broadcasts its status.
+ */
+ MPI_Bcast(&xstatus, 1, MPI_INT, 0, MPI_COMM_WORLD);
+ if (xstatus != eslOK) return xstatus; /* master saw an error code; workers do an immediate normal shutdown. */
+ ESL_DPRINTF1(("worker %d: sees that master has initialized\n", cfg->my_rank));
+
+ /* Master now broadcasts worker initialization information (db size N)
+ * Workers returns their status post-initialization.
+ * Initial allocation of wbuf must be large enough to guarantee that
+ * we can pack an error result into it, because after initialization,
+ * errors will be returned as packed (code, errbuf) messages.
+ */
+ MPI_Bcast(&(cfg->dbsize), 1, MPI_LONG, 0, MPI_COMM_WORLD);
+ if (xstatus == eslOK) { wn = 4096; if ((wbuf = malloc(wn * sizeof(char))) == NULL) xstatus = eslEMEM; }
+ MPI_Reduce(&xstatus, &status, 1, MPI_INT, MPI_MAX, 0, MPI_COMM_WORLD); /* everyone sends xstatus back to master */
+ if (xstatus != eslOK) {
+ if (wbuf != NULL) free(wbuf);
+ return xstatus; /* shutdown; we passed the error back for the master to deal with. */
+ }
+ ESL_DPRINTF1(("worker %d: initialized N: %ld\n", cfg->my_rank, cfg->dbsize));
+
+ /* source = 0 (master); tag = 0 */
+ while ((status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm)) == eslOK)
+ {
+ ESL_DPRINTF1(("Worker %d succesfully received CM, num states: %d num nodes: %d\n", cfg->my_rank, cm->M, cm->nodes));
+
+ /* initialize the flags/options/params of the CM */
+ if((status = initialize_cm(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ if((status = cm_GetAvgHitLen(cm, errbuf, &(cfg->avg_hit_len))) != eslOK) goto ERROR;
+ if(cm->flags & CMH_EXPTAIL_STATS) {
+ if((status = UpdateExpsForDBSize(cm, errbuf, cfg->dbsize)) != eslOK) goto ERROR;
+ if((status = set_searchinfo_for_calibrated_cm(go, cfg, errbuf, cm)) != eslOK) goto ERROR;
+ }
+ else { if((status = set_searchinfo_for_uncalibrated_cm(go, cfg, errbuf, cm)) != eslOK) goto ERROR; }
+
+ while((status = cm_dsq_MPIRecv(0, 0, MPI_COMM_WORLD, &wbuf, &wn, &dsq, &L)) == eslOK)
+ {
+ ESL_DPRINTF1(("worker %d: has received search job, length: %d\n", cfg->my_rank, L));
+ if ((status = ProcessSearchWorkunit(cm, errbuf, dsq, L, &results, esl_opt_GetReal(go, "--mxsize"), cfg->my_rank, &surv_fractA, &nhitsA)) != eslOK) goto ERROR;
+ ESL_DPRINTF1(("worker %d: has gathered search results\n", cfg->my_rank));
+
+ n = 0;
+ if (MPI_Pack_size(1, MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the status code */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (MPI_Pack_size((cm->si->nrounds+1), MPI_FLOAT, MPI_COMM_WORLD, &sz) != 0) /* room for the surv_fractA array */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (MPI_Pack_size((cm->si->nrounds+1), MPI_INT, MPI_COMM_WORLD, &sz) != 0) /* room for the nhitsA array */
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack size failed");
+ n += sz;
+ if (cm_search_results_MPIPackSize(results, MPI_COMM_WORLD, &sz) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_serch_results_MPIPackSize() call failed");
+ n += sz;
+
+ if (n > wn) {
+ void *tmp;
+ ESL_RALLOC(wbuf, tmp, sizeof(char) * n);
+ wn = n;
+ }
+ ESL_DPRINTF1(("worker %d: has calculated the search results will pack into %d bytes\n", cfg->my_rank, n));
+ status = eslOK;
+
+ pos = 0;
+ if (MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (MPI_Pack(surv_fractA, (cm->si->nrounds+1), MPI_FLOAT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (MPI_Pack(nhitsA, (cm->si->nrounds+1), MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD) != 0)
+ ESL_XFAIL(eslESYS, errbuf, "mpi pack failed.");
+ if (cm_search_results_MPIPack(results, wbuf, wn, &pos, MPI_COMM_WORLD) != eslOK)
+ ESL_XFAIL(eslFAIL, errbuf, "cm_search_results_MPIPack() call failed");
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+ ESL_DPRINTF1(("worker %d: has sent results to master in message of %d bytes\n", cfg->my_rank, pos));
+
+ free(surv_fractA);
+ free(nhitsA);
+ FreeResults(results);
+ free(dsq);
+ }
+ if(status == eslEOD)ESL_DPRINTF1(("worker %d: has seen message to stop with this CM.\n", cfg->my_rank));
+ else ESL_XFAIL(eslFAIL, errbuf, "within CM loop, unexpected status code: %d received from cm_dsq_MPIRecv()\n", status);
+
+ FreeCM(cm);
+ cm = NULL;
+ }
+ if (status == eslEOD) ESL_DPRINTF1(("Worker %d told CMs are done.\n", cfg->my_rank));
+ else ESL_XFAIL(eslFAIL, errbuf, "outside CM loop, unexpected status code: %d received from cm_seqs_to_aln_MPIRecv()\n", status);
+
+ if (wbuf != NULL) free(wbuf);
+ return eslOK;
+
+ ERROR:
+ ESL_DPRINTF1(("worker %d: fails, is sending an error message, as follows:\n%s\n", cfg->my_rank, errbuf));
+ pos = 0;
+ MPI_Pack(&status, 1, MPI_INT, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Pack(errbuf, cmERRBUFSIZE, MPI_CHAR, wbuf, wn, &pos, MPI_COMM_WORLD);
+ MPI_Send(wbuf, pos, MPI_PACKED, 0, 0, MPI_COMM_WORLD);
+
+ /* if we get here this worker failed and sent an error message, now the master knows a worker
+ * failed but it has to send the message to all other workers (besides this one) to abort so they
+ * can be shut down cleanly. As currently implemented, this means we have to wait here for that
+ * signal which comes in the form of a special 'empty' work packet that tells us we're done with
+ * the current CM, and then a 'empty' CM broadcast that tells us we're done with all CMs in the file.
+ */
+ status = cm_dsq_MPIRecv(0, 0, MPI_COMM_WORLD, &wbuf, &wn, &dsq, &L);
+ status = cm_worker_MPIBcast(0, MPI_COMM_WORLD, &wbuf, &wn, &(cfg->abc), &cm);
+ /* status after each of the above calls should be eslEOD, but if it isn't we can't really do anything
+ * about it b/c we've already sent our error message, so in that scenario the MPI will break uncleanly
+ */
+ return eslFAIL; /* recoverable error, master has error message and will print it */
+}
+#endif /*HAVE_MPI*/
+
+/* initialize_cm()
+ * Setup the CM based on the command-line options/defaults;
+ * only set flags and a few parameters. ConfigCM() configures
+ * the CM.
+ */
+static int
+initialize_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int use_hmmonly;
+ int config_qdb;
+ int hmm_W_set;
+ int nstarts, nexits, nd;
+
+ /* set up CM parameters that are option-changeable */
+ cm->beta_qdb = esl_opt_GetReal(go, "--beta");
+ cm->tau = esl_opt_GetReal(go, "--tau"); /* this will be DEFAULT_TAU unless changed at command line */
+
+ use_hmmonly = (esl_opt_GetBoolean(go, "--viterbi") || esl_opt_GetBoolean(go, "--forward")) ? TRUE : FALSE;
+ config_qdb = (use_hmmonly || esl_opt_GetBoolean(go, "--no-qdb")) ? FALSE : TRUE;
+
+ /* Update cm->config_opts and cm->align_opts based on command line options */
+
+ /* config_opts */
+ if(! esl_opt_GetBoolean(go, "-g")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ /* config QDB for final round of search? yes, unless --no-qdb, --viterbi or --forward */
+ if(config_qdb) cm->config_opts |= CM_CONFIG_QDB;
+
+ /* search_opts */
+ if(! use_hmmonly)
+ if( esl_opt_GetBoolean(go, "--inside")) cm->search_opts |= CM_SEARCH_INSIDE;
+ if( esl_opt_GetBoolean(go, "--noalign")) cm->search_opts |= CM_SEARCH_NOALIGN;
+ if( esl_opt_GetBoolean(go, "--no-qdb")) cm->search_opts |= CM_SEARCH_NOQDB;
+ if( esl_opt_GetBoolean(go, "--hbanded")) cm->search_opts |= CM_SEARCH_HBANDED;
+ if( esl_opt_GetBoolean(go, "--aln2bands")) cm->search_opts |= CM_SEARCH_HMMALNBANDS;
+ if( esl_opt_GetBoolean(go, "--null2")) cm->search_opts |= CM_SEARCH_NULL2;
+ if(! esl_opt_GetBoolean(go, "--no-null3")) cm->search_opts |= CM_SEARCH_NULL3;
+ if( esl_opt_GetBoolean(go, "--viterbi")) {
+ cm->search_opts |= CM_SEARCH_HMMVITERBI;
+ cm->search_opts |= CM_SEARCH_NOQDB;
+ }
+ if( esl_opt_GetBoolean(go, "--forward")) {
+ cm->search_opts |= CM_SEARCH_HMMFORWARD;
+ cm->search_opts |= CM_SEARCH_NOQDB;
+ }
+
+ /* align_opts, by default, DO NOT align with HMM bands */
+ if(esl_opt_GetBoolean(go, "--aln-hbanded")) {
+ cm->align_opts |= CM_ALIGN_HBANDED;
+ /* these guys are only available if --aln-hbanded also enabled */
+ if(esl_opt_GetBoolean(go, "--aln-optacc")) cm->align_opts |= CM_ALIGN_OPTACC;
+ if(esl_opt_GetBoolean(go, "-p")) cm->align_opts |= CM_ALIGN_POST;
+ }
+ else cm->align_opts |= CM_ALIGN_SMALL;
+
+ /*******************************
+ * Begin developer options block
+ *******************************/
+ /* handle special developer's options, not recommend for normal users */
+ if( esl_opt_GetBoolean(go, "--rtrans")) cm->flags |= CM_RSEARCHTRANS;
+ if( esl_opt_GetBoolean(go, "--sums")) cm->search_opts |= CM_SEARCH_SUMS;
+
+ /* set aggregate local begin/end probs, set with --pbegin, --pend, defaults are DEFAULT_PBEGIN, DEFAULT_PEND */
+ cm->pbegin = esl_opt_GetReal(go, "--pbegin");
+ cm->pend = esl_opt_GetReal(go, "--pend");
+ /* possibly overwrite local begin probs such that all begin points are equiprobable (--pebegin) */
+ if(esl_opt_GetBoolean(go, "--pebegin")) {
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++)
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ nstarts++;
+ cm->pbegin = 1.- (1./(1+nstarts));
+ }
+ /* possibly overwrite cm->pend so that local end prob from all legal states is fixed,
+ * this is strange in that cm->pend may be placed as a number greater than 1., this number
+ * is then divided by nexits in ConfigLocalEnds() to get the prob for each v --> EL transition,
+ * this is guaranteed by the way we calculate it to be < 1., it's the argument from --pfend */
+ if(! esl_opt_IsDefault(go, "--pfend")) {
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ cm->pend = nexits * esl_opt_GetReal(go, "--pfend");
+ }
+ /*******************************
+ * End developer options block
+ *******************************/
+
+ /* finally, configure the CM for search based on cm->config_opts and cm->align_opts.
+ * set local mode, make cp9 HMM, calculate QD bands etc.
+ */
+ /* if --hmm-W <n> or --hmm-cW was set on command line in combination with --viterbi or --forward,
+ * DO NOT use the QDB band definition alg to calculate W, use <n> from --hmm-W
+ */
+ hmm_W_set = ((!esl_opt_IsDefault(go, "--hmm-W")) || (!esl_opt_IsDefault(go, "--hmm-cW"))) ? TRUE : FALSE;
+ if(use_hmmonly && hmm_W_set) {
+ ConfigCM(cm, FALSE); /* FALSE says: DON'T calculate W */
+ if(!esl_opt_IsDefault(go, "--hmm-W")) cm->W = esl_opt_GetInteger(go, "--hmm-W");
+ else cm->W = (int) (esl_opt_GetReal(go, "--hmm-cW") * cm->clen);
+ }
+ else {
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+ }
+
+ /* Setup ScanMatrix for CYK/Inside scanning functions, we can't
+ * do it in initialize_cm(), b/c it's W dependent; W was just set.
+ * We don't need it if we're only using an HMM though.
+ */
+ if(use_hmmonly) cm->smx = NULL;
+ else {
+ int do_float = TRUE;
+ int do_int = FALSE;
+ if(cm->search_opts & CM_SEARCH_INSIDE) { do_float = FALSE; do_int = TRUE; }
+ cm_CreateScanMatrixForCM(cm, do_float, do_int);
+ if(cm->smx == NULL) cm_Fail("initialize_cm(), use_hmmonly is FALSE, CreateScanMatrixForCM() call failed, mx is NULL.");
+ }
+
+ ESL_DPRINTF1(("cm->pbegin: %.3f\n", cm->pbegin));
+ ESL_DPRINTF1(("cm->pend: %.3f\n", cm->pend));
+
+ return eslOK;
+}
+
+/* Function: set_searchinfo_for_calibrated_cm()
+ * Date: EPN, Mon Jan 21 08:56:04 2008 (updated)
+ *
+ * Purpose: For a CM with exponential tail and filter thresholds statistics
+ * from cmcalibrate: determine how many rounds of searching we will
+ * do (all rounds but last round are filters), and set the relevant
+ * info in the SearchInfo_t <cm->si> object, including cutoffs.
+ *
+ * We only enter this function if the CM file has exponential tail
+ * and filter stats. If we don't we enter
+ * set_searchinfo_for_uncalibrated_cm().
+ *
+ * ------------------------------------------------------------------------------------
+ * How HMM filters thresholds are set for calibrated CMs based on command line options:
+ * ------------------------------------------------------------------------------------
+ * Note that --fil-no-hmm, --fil-T-hmm, --fil-S-hmm, fil-E-hmm are mutually
+ * exclusive (enforced by esl_getopts).
+ *
+ * if --fil-no-hmm: don't filter with an HMM.
+ * if --fil-T-hmm <x>: set HMM filter bit score cutoff as <x>.
+ * if --fil-S-hmm <x>: set HMM filter bit score/E-value cutoff as that which gives
+ * predicted survival fraction of <x>
+ * if --fil-E-hmm <x>: set HMM filter E-value cutoff as <x>
+ *
+ * If none of these options are selected, default thresholding occurs as follows:
+ * The appropriate HMM filter threshold cutoff (that will achieve a predicted
+ * sensitivity of F (0.993 by default) as determined by an empirical simulation
+ * in cmcalibrate) for the given final CM threshold is chosen from the CM file.
+ *
+ * The following options supplement those above and get printed with -h:
+ * --fil-Smax-hmm <x>: if predicted survival fraction (for HMM threshold as set
+ * following rules above) is > <x> turn HMM filter off, unless
+ * --fil-A-hmm (see below).
+ *
+ * --fil-Smin-hmm <x>: if predicted survival fraction (for HMM threshold as set
+ * following rules above) is < <x> reset HMM threshold as that
+ * which gives predicted survival fraction of <x>.
+ *
+ * --fil-A-hmm: always use an HMM filter. If the predicted survival fraction
+ * (for HMM threshold as set following rules above) is > <x>
+ * from --fil-Smax-hmm <x>, reset HMM threshold as that which
+ * gives predicted survival fraction of <x>.
+ *
+ * Expert options (only printed with a --devhelp)
+ * --fil-Xmin-hmm <x>: set minimum HMM filter threshold as that which will yield a total
+ * run time of <x> times the predicted time an HMM only scan would
+ * take (calc'ed based on number of DP calcs). If the HMM threshold is
+ * less than this, then reset it to the threshold that achieves <x>.
+ *
+ * --fil-finE-hmm <x>: for the HMM filter threshold calculation pretend the final E-value
+ * calculation is <x>. For ex: with 'cmsearch -E 100 --fil-finE-hmm 1'
+ * the filter is set as if the final E-value threhsold is 1, but the
+ * program will report any final hit with E-value < 100.
+ *
+ * --fil-finT-hmm <x>: same as --fil-finE-hmm, but <x> is a bit score.
+ *
+ *
+ * ---------------------------------------------------------------------------------------
+ * How QDB CYK filter thresholds are set for calibrated CMs based on command line options:
+ * ---------------------------------------------------------------------------------------
+ * Note that --fil-no-qdb, --fil-T-qdb, and --fil-E-qdb are mutually
+ * exclusive (enforced by esl_getopts).
+ *
+ * if --fil-no-qdb: don't filter with QDB CYK.
+ * if --fil-T-qdb <x>: set QDB CYK filter bit score cutoff as <x>.
+ * if --fil-E-qdb <x>: set QDB CYK filter E-value cutoff as <x>
+ *
+ * If none of these options are selected, default threhsolding occurs as follows:
+ * The QDB threshold E-value is set as that which is 100 times the final algorithm E-value
+ * threshold. If this threshold results in the CYK filter requiring less than a
+ * predicted 3\% of the total DP calculations in the full search, then the CYK
+ * E-value threshold is raised (made less strict) such that the predicted number
+ * of CYK filter DP calcs is exactly 3\% the total number of DP calcs for the full
+ * search.
+ *
+ * Expert QDB CYK filter options (only printed with a --devhelp)
+ * --fil-finE-qdb <x>: for the QDB filter threshold calculation pretend the final E-value
+ * calculation is <x>. For ex: with 'cmsearch -E 100 --fil-finE-qdb 1'
+ * the filter is set as if the final E-value threhsold is 1, but the
+ * program will report any final hit with E-value < 100.
+ *
+ * --fil-finT-qdb <x>: same as --fil-finE-qdb, but <x> is a bit score.
+ *
+ * beta, the tail loss probability for the QDB calculation is set as <x> from --fil-beta <x>.
+ *
+ *
+ * ------------------------------------------------------------------------------
+ * How final thresholds are set for calibrated CMs based on command line options:
+ * ------------------------------------------------------------------------------
+ *
+ * How final algorithm is set:
+ * --inside: search with CM inside (TRUE by default)
+ * --cyk: search with CM CYK
+ * --forward: search with HMM Forward
+ * --viterbi: search with HMM Viterbi
+ *
+ * How final algorithm threshold is set:
+ * -T <x>: set final algorithm threshold as bit score <x>
+ * -E <x>: set final algorithm threshold as E-value <x>
+ * --ga: use Rfam gathering threshold (bit sc) from CM file
+ * --tc: use Rfam trusted cutoff (bit sc) from CM file
+ * --nc: use Rfam noise cutoff (bit sc) from CM file
+ *
+ * NOTE: --ga, --nc, --tc are incompatible with --forward and --viterbi
+ *
+ */
+static int
+set_searchinfo_for_calibrated_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status; /* easel status code */
+ int n; /* counter over rounds */
+ int stype; /* type of filter */
+ int search_opts; /* search_opts for filter */
+ int use_hmmonly; /* TRUE if --viterbi or --forward */
+ int fthr_mode; /* filter threshold mode */
+ float final_E = -1.; /* final round E-value cutoff, stays -1 if !CMH_EXPTAIL_STATS */
+ float fqdb_E = -1.; /* QDB filter round E-value cutoff, stays -1 if !CMH_EXPTAIL_STATS */
+ float fhmm_E = -1.; /* HMM filter round E-value cutoff, stays -1 if !CMH_EXPTAIL_STATS */
+ float final_sc = -1.; /* final round bit score cutoff */
+ float fqdb_sc = -1.; /* QDB filter round bit score cutoff */
+ float fhmm_sc = -1.; /* HMM filter round bit score cutoff */
+ int final_ctype; /* final round cutoff type, SCORE_CUTOFF or E_CUTOFF */
+ int fqdb_ctype; /* QDB filter round cutoff type, SCORE_CUTOFF or E_CUTOFF */
+ int fhmm_ctype; /* HMM filter round cutoff type, SCORE_CUTOFF or E_CUTOFF */
+ float final_S = -1; /* predicted survival fraction from final round */
+ float fqdb_S = -1; /* predicted survival fraction from qdb filter round */
+ float fhmm_S = -1; /* predicted survival fraction from HMM filter round */
+ float fhmm_ncalcs_per_res = 0.; /* number of millions of filter HMM DP calcs predicted per residue */
+ float fqdb_ncalcs_per_res = 0.; /* number of millions of filter QDB DP calcs predicted per residue */
+ float final_ncalcs_per_res = 0.; /* number of millions of final stage DP calcs predicted per residue */
+ float all_filters_ncalcs_per_res = 0.;/* number of millions of DP calcs predicted for all filter rounds */
+ float fqdb_Smin = 1.; /* minimally useful survival fraction for qdb filter round */
+ float fqdb_Emin = 0.; /* minimally useful E-value cutoff for qdb filter round, calc'ed from fqdb_Smin */
+ float fqdb2final_Efactor; /* fqdb_E is set as max(fqdb_Smin, final_E * fqdb2final_Efactor) */
+ float xfil = 0.03; /* used to set *_Smin values, minimal fraction of filter dp calcs to do in the final round */
+ int do_qdb_filter = TRUE; /* TRUE to add QDB filter, FALSE not to */
+ int do_hmm_filter = TRUE; /* TRUE to add HMM filter, FALSE not to */
+ double fqdb_beta_qdb; /* beta for QDBs in QDB filter round */
+ double fqdb_beta_W; /* beta for W in QDB filter round */
+ int fqdb_W; /* W for QDB filter round */
+ int *fqdb_dmin, *fqdb_dmax;/* d bands (QDBs) for QDB filter round */
+ int safe_windowlen; /* used to get QDBs */
+ ScanMatrix_t *fqdb_smx = NULL;/* the scan matrix for the QDB filter round */
+ int cm_mode, hmm_mode; /* CM exp tail mode and CP9 HMM exp tail mode for E-value statistics */
+ int qdb_mode; /* CM exp tail mode during QDB filter round */
+ int cut_point; /* HMM forward E-value cut point from filter threshold stats */
+ float xhmm; /* for filtered search, multiplier of QDB ncalcs times predicted HMM dp calcs */
+ float final_sc_acc2hmmfil = -1.; /* final round bit score cutoff according to HMM filter, used to calc filter thresholds */
+ float final_E_acc2hmmfil = -1.; /* final round bit score cutoff according to HMM filter, used to calc filter thresholds */
+ float final_sc_acc2qdbfil = -1.; /* final round bit score cutoff according to QDB filter, used to calc filter thresholds */
+ float final_E_acc2qdbfil = -1.; /* final round bit score cutoff according to QDB filter, used to calc filter thresholds */
+
+ if(cm->si != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo_for_calibrated_cm(), cm->si is not NULL, shouldn't happen.\n");
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo_for_calibrated_cm(): but cm: %s has no exp tail stats.", cm->name);
+ if(! (cm->flags & CMH_FILTER_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo_for_calibrated_cm(): but cm: %s has no filter stats.", cm->name);
+
+ /* Create SearchInfo, specifying no filtering, we change the threshold below */
+ CreateSearchInfo(cm, SCORE_CUTOFF, 0., -1.);
+ if(cm->si == NULL) cm_Fail("set_searchinfo_for_calibrated_cm(), CreateSearchInfo() call failed.");
+ SearchInfo_t *si = cm->si;
+ if(si->nrounds > 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_calibrated_cm(), si->nrounds (%d) > 0\n", si->nrounds);
+
+ /* First, set up cutoff for final round, this will be round si->nrounds == 0, b/c no filters have been added yet */
+ n = si->nrounds;
+ stype = si->stype[n];
+ search_opts = si->search_opts[n];
+ use_hmmonly = ((search_opts & CM_SEARCH_HMMVITERBI) || (search_opts & CM_SEARCH_HMMFORWARD));
+ if(use_hmmonly) do_hmm_filter = do_qdb_filter = FALSE; /* don't filter if we're searching only with the HMM */
+ if((! use_hmmonly) && (stype != SEARCH_WITH_CM)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_calibrated_cm(), final round search_opts HMMVITERBI or HMMFORWARD flags down, but type != SEARCH_WITH_CM.");
+ /* determine configuration of CM and CP9 HMM based on cm->flags & cm->search_opts */
+ CM2ExpMode(cm, search_opts, &cm_mode, &hmm_mode);
+
+ final_S = final_E = final_sc = -1.;
+ if(!use_hmmonly) { if((status = cm_CountSearchDPCalcs(cm, errbuf, 10*cm->smx->W, cm->smx->dmin, cm->smx->dmax, cm->smx->W, TRUE, NULL, &(final_ncalcs_per_res))) != eslOK) return status; }
+ /* set up final round cutoff, either 0 or 1 of 5 options is enabled.
+ * esl_opt_IsDefault() returns FALSE even if option is enabled with default value.
+ */
+ if(esl_opt_IsDefault(go, "-E") &&
+ esl_opt_IsDefault(go, "-T") &&
+ esl_opt_IsDefault(go, "--ga") &&
+ esl_opt_IsDefault(go, "--tc") &&
+ esl_opt_IsDefault(go, "--nc")) {
+ /* No relevant options enabled, cutoff is default E value cutoff */
+ final_ctype = E_CUTOFF;
+ final_E = esl_opt_GetReal(go, "-E");
+ if((status = E2MinScore(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_E, &final_sc)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "-E")) { /* -E enabled, use that */
+ final_ctype = E_CUTOFF;
+ final_E = esl_opt_GetReal(go, "-E");
+ if((status = E2MinScore(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_E, &final_sc)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "-T")) { /* -T enabled, use that */
+ final_ctype = SCORE_CUTOFF;
+ final_sc = esl_opt_GetReal(go, "-T");
+ }
+ else if(! esl_opt_IsDefault(go, "--ga")) { /* --ga enabled, use that, if available, else die */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--ga is incompatible with --viterbi and --forward.");
+ if(! (cm->flags & CMH_GA)) ESL_FAIL(eslEINVAL, errbuf, "No GA gathering threshold in CM file, can't use --ga.");
+ final_ctype = SCORE_CUTOFF;
+ final_sc = cm->ga;
+ }
+ else if(! esl_opt_IsDefault(go, "--tc")) { /* --tc enabled, use that, if available, else die */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--tc is incompatible with --viterbi and --forward.");
+ if(! (cm->flags & CMH_TC)) ESL_FAIL(eslEINVAL, errbuf, "No TC trusted cutoff in CM file, can't use --tc.");
+ final_ctype = SCORE_CUTOFF;
+ final_sc = cm->tc;
+ }
+ else if(! esl_opt_IsDefault(go, "--nc")) { /* --nc enabled, use that, if available, else die */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--nc is incompatible with --viterbi and --forward.");
+ if(! (cm->flags & CMH_NC)) ESL_FAIL(eslEINVAL, errbuf, "No NC noise cutoff in CM file, can't use --nc.");
+ final_ctype = SCORE_CUTOFF;
+ final_sc = cm->nc;
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No final round cutoff selected. This shouldn't happen.");
+
+ /* Determine the E-value for bit sc cutoff, or bit sc cutoff for E-value regardless of user options,
+ * we'll print these to stdout eventually. Note, we may be repeating calculations here... */
+ if(final_ctype == SCORE_CUTOFF) { /* determine max E-value that corresponds to final_sc bit sc cutoff across all partitions */
+ if((status = Score2MaxE(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_sc, &final_E)) != eslOK) return status;
+ }
+ else if(final_ctype == E_CUTOFF) { /* determine min bit sc that corresponds to final_E E-val cutoff across all partitions */
+ if((status = E2MinScore(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_E, &final_sc)) != eslOK) return status;
+ }
+ final_S = E2SurvFract(final_E, cm->W, cfg->avg_hit_len, cfg->dbsize, FALSE); /* FALSE says don't add a W pad, we're not filtering in final round */
+ /* update the search info, which holds the thresholds for final round */
+ UpdateSearchInfoCutoff(cm, cm->si->nrounds, final_ctype, final_sc, final_E);
+ ValidateSearchInfo(cm, cm->si);
+
+ /* Handle case where --fil-finE-hmm <x> or --fil-finT-hmm <x> was set on command line, if this is the case,
+ * we pretend <x> is final E/final T cutoff for purposes of setting HMM filter threshold.
+ */
+ if(! (esl_opt_IsDefault(go, "--fil-finE-hmm"))) {
+ final_E_acc2hmmfil = esl_opt_GetReal(go, "--fil-finE-hmm");
+ if((status = E2MinScore(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_E_acc2hmmfil, &final_sc_acc2hmmfil)) != eslOK) return status;
+ }
+ else if (! (esl_opt_IsDefault(go, "--fil-finT-hmm"))) {
+ final_sc_acc2hmmfil = esl_opt_GetReal(go, "--fil-finT-hmm");
+ if((status = Score2MaxE(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_sc_acc2hmmfil, &final_E_acc2hmmfil)) != eslOK) return status;
+ }
+ else { /* neither --fil-finE-hmm nor --fil-finT-hmm were set on command line */
+ final_sc_acc2hmmfil = final_sc;
+ final_E_acc2hmmfil = final_E;
+ }
+ /* Handle case where --fil-finE-qdb <x> or --fil-finT-qdb <x> was set on command line, if this is the case,
+ * we pretend <x> is final E/final T cutoff for purposes of setting QDB filter threshold.
+ */
+ if(! (esl_opt_IsDefault(go, "--fil-finE-qdb"))) {
+ final_E_acc2qdbfil = esl_opt_GetReal(go, "--fil-finE-qdb");
+ if((status = E2MinScore(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_E_acc2qdbfil, &final_sc_acc2qdbfil)) != eslOK) return status;
+ }
+ else if (! (esl_opt_IsDefault(go, "--fil-finT-qdb"))) {
+ final_sc_acc2qdbfil = esl_opt_GetReal(go, "--fil-finT-qdb");
+ if((status = Score2MaxE(cm, errbuf, (use_hmmonly ? hmm_mode : cm_mode), final_sc_acc2qdbfil, &final_E_acc2qdbfil)) != eslOK) return status;
+ }
+ else { /* neither --fil-finE-qdb nor --fil-finT-qdb were set on command line */
+ final_sc_acc2qdbfil = final_sc;
+ final_E_acc2qdbfil = final_E;
+ }
+
+ /* DumpSearchInfo(cm->si); */
+ /* done with threshold for final round */
+
+ /* Set up the filters and their thresholds
+ * A. determine thresholds/stats for HMM filter to add
+ * B. determine thresholds/stats for CM QDB filter to add
+ * C. add QDB filter, if necessary (before HMM filter, filters added like a stack, HMM filter is added last but used first)
+ * D. add HMM filter, if necessary (after QDB filter)
+ */
+
+ /* 1. determine thresholds/stats for HMM filter */
+ do_hmm_filter = esl_opt_GetBoolean(go, "--fil-hmm");
+ fhmm_S = fhmm_E = fhmm_sc = -1.;
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &fhmm_ncalcs_per_res)) != eslOK) return status;
+ /* reset HMM mode to either EXP_CP9_LF or EXP_CP9_GF for local or glocal HMM forward filtering */
+ hmm_mode = ExpModeIsLocal(cm_mode) ? EXP_CP9_LF : EXP_CP9_GF;
+
+ if(do_hmm_filter) { /* determine thresholds for HMM forward filter */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_calibrated_cm(), --fil-hmm enabled, along with --viterbi or --forward, shouldn't happen.");
+ if(esl_opt_IsDefault(go, "--fil-E-hmm") && esl_opt_IsDefault(go, "--fil-T-hmm") && esl_opt_IsDefault(go, "--fil-S-hmm")) {
+ /* No relevant options selected. Set HMM filter cutoff as appropriate HMM E value cutoff from cmfile */
+ /* determine filter threshold mode, the mode of final stage of searching, either FTHR_CM_LC,
+ * FTHR_CM_LI, FTHR_CM_GC, FTHR_CM_GI (can't be an HMM mode b/c --viterbi and --forward toggle --fil-hmm off)
+ */
+
+ /* determine fthr mode */
+ if((status = CM2FthrMode(cm, errbuf, cm->search_opts, &fthr_mode)) != eslOK) return status;
+ HMMFilterInfo_t *hfi_ptr = cm->stats->hfiA[fthr_mode]; /* for convenience */
+ if(hfi_ptr->is_valid == FALSE) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_calibrated_cm(), cm's CMH_FILTER_STATS is raised but best filter info for fthr_mode %d is invalid.", fthr_mode);
+ fhmm_ctype = E_CUTOFF;
+ /* determine the appropriate filter cut point <cut_point> to use, for details
+ * see comments in function: searchinfo.c:GetHMMFilterFwdECutGivenCME() for details */
+ if(final_ctype == SCORE_CUTOFF) { /* final round has bit score cutoff */
+ if((status = GetHMMFilterFwdECutGivenCMBitScore(hfi_ptr, errbuf, final_sc_acc2hmmfil, cfg->dbsize, &cut_point, cm, cm_mode)) != eslOK) return status;
+ }
+ else { /* final round has E-value cutoff */
+ if((status = GetHMMFilterFwdECutGivenCME(hfi_ptr, errbuf, final_E_acc2hmmfil, cfg->dbsize, &cut_point)) != eslOK) return status;
+ }
+ if(cut_point != -1 ) { /* it's worth it to filter according to the CM file */
+ fhmm_E = hfi_ptr->fwd_E_cut[cut_point] * ((double) cfg->dbsize / (double) hfi_ptr->dbsize);
+ fhmm_S = E2SurvFract(fhmm_E, cm->W, cfg->avg_hit_len, cfg->dbsize, TRUE);
+ /* check if --fil-Xmin-hmm applies */
+ if(! esl_opt_IsDefault(go, "--fil-Xmin-hmm")) {
+ xhmm = GetHMMFilterXHMM(hfi_ptr, cut_point, cm->W, cfg->avg_hit_len, final_ncalcs_per_res, fhmm_ncalcs_per_res);
+ while((xhmm < esl_opt_GetReal(go, "--fil-Xmin-hmm")) && (cut_point >= 0)) {
+ cut_point--;
+ xhmm = GetHMMFilterXHMM(hfi_ptr, cut_point, cm->W, cfg->avg_hit_len, final_ncalcs_per_res, fhmm_ncalcs_per_res);
+ fhmm_E = hfi_ptr->fwd_E_cut[cut_point] * ((double) cfg->dbsize / (double) hfi_ptr->dbsize);
+ fhmm_S = E2SurvFract(fhmm_E, cm->W, cfg->avg_hit_len, cfg->dbsize, TRUE);
+ }
+ }
+ /* check if --fil-Smax-hmm applies */
+ if(fhmm_S > esl_opt_GetReal(go, "--fil-Smax-hmm")) { /* predicted survival fraction exceeds maximum allowed, turn filter off, unless --fil-A-hmm enabled */
+ if(esl_opt_GetBoolean(go, "--fil-A-hmm")) { /* we always filter, set threshold as that which gives predicted surv fract of <x> from --fil-Smax-hmm <x> */
+ fhmm_E = SurvFract2E(esl_opt_GetReal(go, "--fil-Smax-hmm"), cm->W, cfg->avg_hit_len, cfg->dbsize);
+ }
+ else { /* --fil-A-hmm not enabled */
+ /* it's not worth it to filter, our HMM filter cutoff would be so low,
+ * letting so much of the db survive, the filter is a waste of time */
+ do_hmm_filter = FALSE;
+ ESL_DPRINTF1(("cut_point not -1, fhmm_S exceeds max allowed by --fil_Smax-hmm\n"));
+ }
+ }
+ /* check if --fil-Smin-hmm applies */
+ if(fhmm_S < esl_opt_GetReal(go, "--fil-Smin-hmm")) { /* predicted survival fraction is below minimum allowed, set E cutoff as E value that gives min allowed survival fraction */
+ fhmm_E = SurvFract2E(esl_opt_GetReal(go, "--fil-Smin-hmm"), cm->W, cfg->avg_hit_len, cfg->dbsize);
+ }
+ }
+ else { /* cut_point is -1, CM file told us it's not worth it to filter, we only filter if --fil-A-hmm is enabled */
+ if(esl_opt_GetBoolean(go, "--fil-A-hmm")) {
+ fhmm_E = SurvFract2E(esl_opt_GetReal(go, "--fil-Smax-hmm"), cm->W, cfg->avg_hit_len, cfg->dbsize);
+ }
+ else { /* --fil-A-hmm not enabled and CM file told us it's not worth it to filter */
+ do_hmm_filter = FALSE;
+ /* it's not worth it to filter, our HMM filter cutoff would be so low,
+ * letting so much of the db survive, the filter is a waste of time */
+ ESL_DPRINTF1(("cut_point -1, always_better FALSE\n"));
+ }
+ }
+ } /* end of if(esl_opt_IsDefault(go, "--fil-E-hmm") && esl_opt_IsDefault(go, "--fil-T-hmm")) */
+ else if(! esl_opt_IsDefault(go, "--fil-E-hmm")) {
+ fhmm_ctype = E_CUTOFF;
+ fhmm_E = esl_opt_GetReal(go, "--fil-E-hmm");
+ /*fhmm_E = ESL_MIN(fhmm_E, 1.0);*/ /* we don't allow filter E cutoffs below 1. */
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-T-hmm")) {
+ fhmm_ctype = SCORE_CUTOFF;
+ fhmm_sc = esl_opt_GetReal(go, "--fil-T-hmm");
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-S-hmm")) {
+ fhmm_ctype = E_CUTOFF;
+ fhmm_E = SurvFract2E(esl_opt_GetReal(go, "--fil-S-hmm"), cm->W, cfg->avg_hit_len, cfg->dbsize);
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No HMM filter cutoff selected. This shouldn't happen.");
+
+ if(do_hmm_filter) {
+ if(fhmm_ctype == SCORE_CUTOFF) { /* determine max E-value that corresponds to fhmm_sc bit sc cutoff across all partitions */
+ if((status = Score2MaxE(cm, errbuf, hmm_mode, fhmm_sc, &fhmm_E)) != eslOK) return status;
+ }
+ else if(fhmm_ctype == E_CUTOFF) { /* determine min bit sc that corresponds to fhmm_E E-val cutoff across all partitions */
+ if((status = E2MinScore(cm, errbuf, hmm_mode, fhmm_E, &fhmm_sc)) != eslOK) return status;
+ }
+ fhmm_S = E2SurvFract(fhmm_E, cm->W, cfg->avg_hit_len, cfg->dbsize, TRUE);
+ }
+ }
+
+ /* B. determine thresholds/stats for CM QDB filter to add (do this after HMM stats b/c we use fhmm_S when setting fqdb_E */
+ qdb_mode = (ExpModeIsLocal(cm_mode)) ? EXP_CM_LC : EXP_CM_GC; /* always do CYK with QDB filter, only question is local or glocal? */
+ fqdb_S = fqdb_E = fqdb_sc = -1.;
+
+ if(do_qdb_filter && esl_opt_GetBoolean(go, "--fil-qdb")) { /* determine thresholds, beta for qdb cyk filter */
+ /* build the ScanMatrix_t for the QDB filter round, requires calcing dmin, dmax */
+
+ /* EPN, Tue Aug 4 11:53:14 2009
+ * Infernal 1.0 code below (in which --fil-beta's default value was NULL):
+ * if(! esl_opt_IsDefault(go, "--fil-beta")) fqdb_beta_qdb = esl_opt_GetReal(go, "--fil-beta");
+ * else fqdb_beta_qdb = cm->beta_W; use beta used to calc W in CM file by default
+ */
+ /* above block replaced by following line as of v1.01 */
+ fqdb_beta_qdb = esl_opt_GetReal(go, "--fil-beta");
+
+ safe_windowlen = cm->W * 3;
+ while(!(BandCalculationEngine(cm, safe_windowlen, fqdb_beta_qdb, FALSE, &fqdb_dmin, &fqdb_dmax, NULL, NULL))) {
+ free(fqdb_dmin);
+ free(fqdb_dmax);
+ fqdb_dmin = NULL;
+ fqdb_dmax = NULL;
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_calibrated_cm(), band calculation safe_windowlen big: %d\n", safe_windowlen);
+ }
+ /* tricky step here, W is calculated for filter using maximum of fqdb_beta_qdb and cm->beta_W, this is b/c
+ * model was (possibly) calibrated with W as calc'ed with cm->beta_W and we don't want a bigger hit
+ * to be possible then was during calibration (could overestimate significance of scores),
+ * W can be less than cm->beta_W though because that would only lead to possible underestimation
+ * of significance of scores (the good direction).
+ */
+ if(cm->beta_W > fqdb_beta_qdb) {
+ fqdb_beta_W = cm->beta_W;
+ fqdb_W = cm->W;
+ }
+ else {
+ fqdb_beta_W = fqdb_beta_qdb;
+ fqdb_W = fqdb_dmax[0];
+ }
+ fqdb_smx = cm_CreateScanMatrix(cm, fqdb_W, fqdb_dmin, fqdb_dmax, fqdb_beta_W, fqdb_beta_qdb, TRUE, TRUE, FALSE);
+ if((status = cm_CountSearchDPCalcs(cm, errbuf, 10*fqdb_smx->W, fqdb_smx->dmin, fqdb_smx->dmax, fqdb_smx->W, TRUE, NULL, &(fqdb_ncalcs_per_res))) != eslOK) return status;
+
+ if(esl_opt_IsDefault(go, "--fil-E-qdb") && esl_opt_IsDefault(go, "--fil-T-qdb")) {
+ /* No relevant options selected, use default method for setting CM QDB filter */
+ fqdb_ctype = E_CUTOFF;
+
+ /* Determine the 'minimally useful' QDB CYK filter round survival fraction.
+ * This is the survival fraction <fqdb_Smin> that we predict would require the
+ * *final* round to perform <xfil> * x millions of DP calcs, where x is the number of
+ * predicted DP calcs predicted for all filter rounds. This calculation assumes the
+ * final round will have to search fqdb_Smin fraction of the database.
+ */
+ if(do_hmm_filter) all_filters_ncalcs_per_res = fhmm_ncalcs_per_res + (fqdb_ncalcs_per_res * fhmm_S);
+ else all_filters_ncalcs_per_res = fqdb_ncalcs_per_res;
+ fqdb_Smin = xfil * (all_filters_ncalcs_per_res / final_ncalcs_per_res);
+ fqdb_Emin = SurvFract2E(fqdb_Smin, fqdb_smx->W, cfg->avg_hit_len, cfg->dbsize);
+
+ fqdb2final_Efactor = 100.;
+ fqdb_E = ESL_MAX(final_E_acc2qdbfil * fqdb2final_Efactor, fqdb_Emin);
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-E-qdb")) { /* survival fraction for QDB filter set on command line, use that */
+ fqdb_ctype = E_CUTOFF;
+ fqdb_E = esl_opt_GetReal(go, "--fil-E-qdb");
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-T-qdb")) {
+ fqdb_ctype = SCORE_CUTOFF;
+ fqdb_sc = esl_opt_GetReal(go, "--fil-T-qdb");
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No CM filter cutoff selected. This shouldn't happen.");
+
+ if(fqdb_ctype == SCORE_CUTOFF) { /* determine max E-value that corresponds to fqdb_sc bit sc cutoff across all partitions */
+ if((status = Score2MaxE(cm, errbuf, qdb_mode, fqdb_sc, &fqdb_E)) != eslOK) return status;
+ }
+ else if(fqdb_ctype == E_CUTOFF) { /* determine min bit sc that corresponds to fqdb_E E-val cutoff across all partitions */
+ if((status = E2MinScore(cm, errbuf, qdb_mode, fqdb_E, &fqdb_sc)) != eslOK) return status;
+ }
+
+ fqdb_S = E2SurvFract(fqdb_E, cm->W, cfg->avg_hit_len, cfg->dbsize, TRUE);
+ /* if HMM is predicted to be a better filter, turn QDB filter OFF*/
+ if(do_hmm_filter && (fqdb_S > fhmm_S)) do_qdb_filter = FALSE;
+ /* if fqdb_S > 0.9, turn QDB filter off, it's not worth it */
+ if(fqdb_S > 0.9) do_qdb_filter = FALSE;
+
+ }
+ else do_qdb_filter = FALSE;
+
+ /* C. add QDB filter, if necessary (before HMM filter, filters added like a stack, HMM filter is added last but used first) */
+ if(do_qdb_filter) {
+ AddFilterToSearchInfo(cm, TRUE, FALSE, FALSE, FALSE, FALSE, fqdb_smx, NULL, fqdb_ctype, fqdb_sc, fqdb_E, (! esl_opt_GetBoolean(go, "--no-null3")));
+ /* DumpSearchInfo(cm->si); */
+ }
+ else if (fqdb_smx != NULL) cm_FreeScanMatrix(cm, fqdb_smx);
+ /* D. add HMM filter, if necessary (after QDB filter, filters added like a stack, HMM filter is added last but used first) */
+ if (do_hmm_filter) {
+ AddFilterToSearchInfo(cm, FALSE, FALSE, FALSE, TRUE, FALSE, NULL, NULL, fhmm_ctype, fhmm_sc, fhmm_E, (! esl_opt_GetBoolean(go, "--no-null3")));
+ /*DumpSearchInfo(cm->si); */
+ }
+ ValidateSearchInfo(cm, cm->si);
+ /* DumpSearchInfo(cm->si); */
+ return eslOK;
+}
+
+/* Function: set_searchinfo_for_uncalibrated_cm()
+ * Date: EPN, Thu Mar 6 05:29:16 2008
+ *
+ * Purpose: For a CM WITHOUT exponential tail and filter thresholds statistics
+ * from cmcalibrate: determine how many rounds of searching we will
+ * do (all rounds but last round are filters), and set the relevant
+ * info in the SearchInfo_t <cm->si> object, including cutoffs.
+ *
+ *
+ * --------------------------------------------------------------------------------------
+ * How HMM filters thresholds are set for UNcalibrated CMs based on command line options:
+ * --------------------------------------------------------------------------------------
+ * Note that --fil-no-hmm, --fil-T-hmm, --fil-S-hmm, fil-E-hmm are mutually
+ * exclusive (enforced by esl_getopts).
+ *
+ * if --fil-no-hmm: don't filter with an HMM.
+ * if --fil-T-hmm <x>: set HMM filter bit score cutoff as <x>.
+ * if --fil-S-hmm <x>: ERROR, requires calibration; esl_getopts detects and exits
+ * if --fil-E-hmm <x>: ERROR, requires calibration; esl_getopts detects and exits
+ *
+ * If none of these options are selected, default thresholding occurs as follows:
+ * HMM filter threshold is set as 3.0 bits.
+ *
+ * -----------------------------------------------------------------------------------------
+ * How QDB CYK filter thresholds are set for UNcalibrated CMs based on command line options:
+ * -----------------------------------------------------------------------------------------
+ * Note that --fil-no-qdb, --fil-T-qdb, and --fil-E-qdb are mutually
+ * exclusive (enforced by esl_getopts).
+ *
+ * if --fil-no-qdb: don't filter with QDB CYK.
+ * if --fil-T-qdb <x>: set QDB CYK filter bit score cutoff as <x>.
+ * if --fil-E-qdb <x>: ERROR, requires calibration; esl_getopts detects and exits
+ *
+ * If none of these options are selected, default threhsolding occurs as follows:
+ * QDB filter threshold is set as 0.0 bits.
+ *
+ * Expert QDB CYK filter options (only printed with a --devhelp)
+ * --fil-finE-qdb <x>: ERROR, requires calibration; esl_getopts detects and exits
+ * --fil-finT-qdb <x>: ERROR, requires calibration; esl_getopts detects and exits
+ *
+ * beta, the tail loss probability for the QDB calculation is set as <x> from --fil-beta <x>.
+ *
+ * --------------------------------------------------------------------------------
+ * How final thresholds are set for UNcalibrated CMs based on command line options:
+ * --------------------------------------------------------------------------------
+ *
+ * How final algorithm is set:
+ * --inside: search with CM inside (TRUE by default)
+ * --cyk: search with CM CYK
+ * --forward: search with HMM Forward
+ * --viterbi: search with HMM Viterbi
+ *
+ * How final algorithm threshold is set:
+ * -T <x>: set final algorithm threshold as bit score <x>
+ * -E <x>: ERROR, esl_getopts detects this and exits
+ * --ga: use Rfam gathering threshold (bit sc) from CM file
+ * --tc: use Rfam trusted cutoff (bit sc) from CM file
+ * --nc: use Rfam noise cutoff (bit sc) from CM file
+ *
+ * NOTE: --ga, --nc, --tc are incompatible with --forward and --viterbi
+ *
+ */
+static int
+set_searchinfo_for_uncalibrated_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int n; /* counter over rounds */
+ int stype; /* type of filter */
+ int search_opts; /* search_opts for filter */
+ int use_hmmonly; /* TRUE if --viterbi or --forward */
+ float final_sc = -1.; /* final round bit score cutoff */
+ float fqdb_sc = -1.; /* QDB filter round bit score cutoff */
+ float fhmm_sc = -1.; /* HMM filter round bit score cutoff */
+ int do_qdb_filter = TRUE; /* TRUE to add QDB filter, FALSE not to */
+ int do_hmm_filter = TRUE; /* TRUE to add HMM filter, FALSE not to */
+ double fqdb_beta_qdb; /* beta for QDBs in QDB filter round */
+ double fqdb_beta_W; /* beta for W in QDB filter round */
+ int fqdb_W; /* W for QDB filter round */
+ int *fqdb_dmin, *fqdb_dmax; /* d bands (QDBs) for QDB filter round */
+ int safe_windowlen; /* used to get QDBs */
+ ScanMatrix_t *fqdb_smx = NULL;/* the scan matrix for the QDB filter round */
+ int cm_mode, hmm_mode; /* CM exp tail mode and CP9 HMM exp tail mode for E-value statistics */
+ int qdb_mode; /* CM exp tail mode during QDB filter round */
+
+ if(cm->si != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo_for_uncalibrated_cm(), cm->si is not NULL, shouldn't happen.\n");
+ if(cm->flags & CMH_EXPTAIL_STATS) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo_for_uncalibrated_cm(): but cm: %s has exp tail stats.", cm->name);
+ if(cm->flags & CMH_FILTER_STATS) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo_for_uncalibrated_cm(): but cm: %s has filter stats.", cm->name);
+
+ if(! esl_opt_IsDefault(go, "--fil-finE-hmm")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-finE-hmm requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ if(! esl_opt_IsDefault(go, "--fil-finT-hmm")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-finT-hmm requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ if(! esl_opt_IsDefault(go, "--fil-finE-qdb")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-finE-qdb requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ if(! esl_opt_IsDefault(go, "--fil-finT-qdb")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-finT-qdb requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+
+ /* Create SearchInfo, specifying no filtering, we change the threshold below */
+ CreateSearchInfo(cm, SCORE_CUTOFF, 0., -1.);
+ if(cm->si == NULL) cm_Fail("set_searchinfo_for_uncalibrated_cm(), CreateSearchInfo() call failed.");
+ SearchInfo_t *si = cm->si;
+ if(si->nrounds > 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_uncalibrated_cm(), si->nrounds (%d) > 0\n", si->nrounds);
+
+ /* First, set up cutoff for final round, this will be round si->nrounds == 0, b/c no filters have been added yet */
+ n = si->nrounds;
+ stype = si->stype[n];
+ search_opts = si->search_opts[n];
+ use_hmmonly = ((search_opts & CM_SEARCH_HMMVITERBI) || (search_opts & CM_SEARCH_HMMFORWARD));
+ if(use_hmmonly) do_hmm_filter = do_qdb_filter = FALSE; /* don't filter if we're searching only with the HMM */
+ if((! use_hmmonly) && (stype != SEARCH_WITH_CM)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_uncalibrated_cm(), final round search_opts HMMVITERBI or HMMFORWARD flags down, but type != SEARCH_WITH_CM.");
+
+ /* determine configuration of CM and CP9 HMM based on cm->flags & cm->search_opts */
+ CM2ExpMode(cm, search_opts, &cm_mode, &hmm_mode);
+
+ /* set up final round cutoff, either 0 or 1 of 5 options is enabled.
+ * esl_opt_IsDefault() returns FALSE even if option is enabled with default value.
+ */
+ if(esl_opt_IsDefault(go, "-E") &&
+ esl_opt_IsDefault(go, "-T") &&
+ esl_opt_IsDefault(go, "--ga") &&
+ esl_opt_IsDefault(go, "--tc") &&
+ esl_opt_IsDefault(go, "--nc")) {
+ /* No relevant options enabled, cutoff is default bit score cutoff */
+ final_sc = esl_opt_GetReal(go, "-T");
+ }
+ else if(! esl_opt_IsDefault(go, "-E")) { /* -E enabled, error b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "-E requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ else if(! esl_opt_IsDefault(go, "-T")) { /* -T enabled, use that */
+ final_sc = esl_opt_GetReal(go, "-T");
+ }
+ else if(! esl_opt_IsDefault(go, "--ga")) { /* --ga enabled, use that, if available, else die */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--ga is incompatible with --viterbi and --forward.");
+ if(! (cm->flags & CMH_GA)) ESL_FAIL(eslEINVAL, errbuf, "No GA gathering threshold in CM file, can't use --ga.");
+ final_sc = cm->ga;
+ }
+ else if(! esl_opt_IsDefault(go, "--tc")) { /* --tc enabled, use that, if available, else die */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--tc is incompatible with --viterbi and --forward.");
+ if(! (cm->flags & CMH_TC)) ESL_FAIL(eslEINVAL, errbuf, "No TC trusted cutoff in CM file, can't use --tc.");
+ final_sc = cm->tc;
+ }
+ else if(! esl_opt_IsDefault(go, "--nc")) { /* --nc enabled, use that, if available, else die */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--nc is incompatible with --viterbi and --forward.");
+ if(! (cm->flags & CMH_NC)) ESL_FAIL(eslEINVAL, errbuf, "No NC noise cutoff in CM file, can't use --nc.");
+ final_sc = cm->nc;
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No final round cutoff selected. This shouldn't happen.");
+ /* update the search info, which holds the thresholds for final round */
+ UpdateSearchInfoCutoff(cm, cm->si->nrounds, SCORE_CUTOFF, final_sc, -1.);
+ ValidateSearchInfo(cm, cm->si);
+ /* DumpSearchInfo(cm->si); */
+
+ /* done with threshold for final round */
+
+ /* Set up the filters and their thresholds
+ * A. determine thresholds/stats for HMM filter to add
+ * B. determine thresholds/stats for CM QDB filter to add
+ * C. add QDB filter, if necessary (before HMM filter, filters added like a stack, HMM filter is added last but used first)
+ * D. add HMM filter, if necessary (after QDB filter)
+ */
+
+ /* 1. determine thresholds/stats for HMM filter */
+ do_hmm_filter = esl_opt_GetBoolean(go, "--fil-hmm");
+ fhmm_sc = -1.;
+ if(do_hmm_filter) { /* determine thresholds for HMM forward filter */
+ if(use_hmmonly) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_uncalibrated_cm(), --fil-hmm enabled, along with --viterbi or --forward, shouldn't happen.");
+ if(esl_opt_IsDefault(go, "--fil-E-hmm") && esl_opt_IsDefault(go, "--fil-T-hmm")) {
+ /* No relevant options selected, set cutoff as default HMM filter bit score. */
+ fhmm_sc = esl_opt_GetReal(go, "--fil-T-hmm");
+ } /* end of if(esl_opt_IsDefault(go, "--fil-E-hmm") && esl_opt_IsDefault(go, "--fil-T-hmm")) */
+ else if(! esl_opt_IsDefault(go, "--fil-E-hmm")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-E-hmm requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-S-hmm")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-S-hmm requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-T-hmm")) { /* HMM filter bit score threshold was set on command line, use that */
+ fhmm_sc = esl_opt_GetReal(go, "--fil-T-hmm");
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No HMM filter cutoff selected. This shouldn't happen.");
+ }
+ if(! esl_opt_IsDefault(go, "--fil-Smin-hmm")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-Smin-hmm requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ if(! esl_opt_IsDefault(go, "--fil-Smax-hmm")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-Smax-hmm requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+
+ /* B. determine thresholds/stats for CM QDB filter to add */
+ qdb_mode = (ExpModeIsLocal(cm_mode)) ? EXP_CM_LC : EXP_CM_GC; /* always do CYK with QDB filter, only question is local or glocal? */
+ fqdb_sc = -1.;
+ if(do_qdb_filter && esl_opt_GetBoolean(go, "--fil-qdb")) { /* determine thresholds, beta for qdb cyk filter */
+ /* build the ScanMatrix_t for the QDB filter round, requires calcing dmin, dmax */
+
+ /* EPN, Tue Aug 4 11:57:10 2009
+ * Infernal 1.0 code below (in which --fil-beta's default value was NULL):
+ * if(! esl_opt_IsDefault(go, "--fil-beta")) fqdb_beta_qdb = esl_opt_GetReal(go, "--fil-beta");
+ * else fqdb_beta_qdb = cm->beta_W; use beta used to calc W in CM file by default
+ */
+ /* above block replaced by following line as of v1.01 */
+ fqdb_beta_qdb = esl_opt_GetReal(go, "--fil-beta");
+
+ safe_windowlen = cm->W * 3;
+ while(!(BandCalculationEngine(cm, safe_windowlen, fqdb_beta_qdb, FALSE, &fqdb_dmin, &fqdb_dmax, NULL, NULL))) {
+ free(fqdb_dmin);
+ free(fqdb_dmax);
+ fqdb_dmin = NULL;
+ fqdb_dmax = NULL;
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo_for_uncalibrated_cm(), band calculation safe_windowlen big: %d\n", safe_windowlen);
+ }
+ /* tricky step here, W is calculated for filter using maximum of fqdb_beta_qdb and cm->beta_W, this is b/c
+ * model was (possibly) calibrated with W as calc'ed with cm->beta_W and we don't want a bigger hit
+ * to be possible then was during calibration (could overestimate significance of scores),
+ * W can be less than cm->beta_W though because that would only lead to possible underestimation
+ * of significance of scores (the good direction).
+ */
+ if(cm->beta_W > fqdb_beta_qdb) {
+ fqdb_beta_W = cm->beta_W;
+ fqdb_W = cm->W;
+ }
+ else {
+ fqdb_beta_W = fqdb_beta_qdb;
+ fqdb_W = fqdb_dmax[0];
+ }
+ fqdb_smx = cm_CreateScanMatrix(cm, fqdb_W, fqdb_dmin, fqdb_dmax, fqdb_beta_W, fqdb_beta_qdb, TRUE, TRUE, FALSE);
+
+ if(esl_opt_IsDefault(go, "--fil-E-qdb") && esl_opt_IsDefault(go, "--fil-T-qdb")) {
+ /* No relevant options selected, set CM QDB filter as default bit score. */
+ fqdb_sc = esl_opt_GetReal(go, "--fil-T-qdb");
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-E-qdb")) { /* can't deal with this b/c we don't have exp tail stats */
+ ESL_FAIL(eslEINVAL, errbuf, "--fil-E-qdb requires exp tail statistics in <cm file>. Use cmcalibrate to get exp tail stats.");
+ }
+ else if(! esl_opt_IsDefault(go, "--fil-T-qdb")) { /* CM CYK bit score threshold was set on command line, use that */
+ fqdb_sc = esl_opt_GetReal(go, "--fil-T-qdb");
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No CM filter cutoff selected. This shouldn't happen.");
+ }
+ else do_qdb_filter = FALSE;
+
+ /* C. add QDB filter, if necessary (before HMM filter, filters added like a stack, HMM filter is added last but used first) */
+ if(do_qdb_filter) {
+ AddFilterToSearchInfo(cm, TRUE, FALSE, FALSE, FALSE, FALSE, fqdb_smx, NULL, SCORE_CUTOFF, fqdb_sc, -1., (! esl_opt_GetBoolean(go, "--no-null3")));
+ /* DumpSearchInfo(cm->si); */
+ }
+ else if (fqdb_smx != NULL) cm_FreeScanMatrix(cm, fqdb_smx);
+ /* D. add HMM filter, if necessary (after QDB filter, filters added like a stack, HMM filter is added last but used first) */
+ if (do_hmm_filter) {
+ AddFilterToSearchInfo(cm, FALSE, FALSE, FALSE, TRUE, FALSE, NULL, NULL, SCORE_CUTOFF, fhmm_sc, -1., (! esl_opt_GetBoolean(go, "--no-null3")));
+ /* DumpSearchInfo(cm->si); */
+ }
+ ValidateSearchInfo(cm, cm->si);
+ return eslOK;
+}
+
+/*
+ * Function: read_next_search_seq
+ *
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * easeled: EPN, Fri Dec 8 11:40:20 2006
+ *
+ * Purpose: Given a dbfp and whether or not to take the reverse complement,
+ * reads in the next sequence and prepares reverse complement if nec.
+ *
+ * Returns: eslOK on success; eslEOF if end of file,
+ * some other status code from esl_sqio_Read() if an error occurs.
+ */
+int read_next_search_seq (const ESL_ALPHABET *abc, ESL_SQFILE *dbfp, int do_revcomp, dbseq_t **ret_dbseq)
+{
+ int status;
+ dbseq_t *dbseq = NULL;
+
+ ESL_ALLOC(dbseq, sizeof(dbseq_t));
+ dbseq->sq[0] = NULL;
+ dbseq->sq[1] = NULL;
+
+ dbseq->sq[0] = esl_sq_CreateDigital(abc);
+
+ while((status = esl_sqio_Read(dbfp, dbseq->sq[0])) == eslOK && (dbseq->sq[0]->n == 0)) /* skip zero length seqs */
+ esl_sq_Reuse(dbseq->sq[0]);
+
+ if(status != eslOK) goto ERROR;
+ if (do_revcomp) {
+ /* make a new ESL_SQ object, to store the reverse complement */
+ if((dbseq->sq[1] = esl_sq_CreateDigitalFrom(abc, dbseq->sq[0]->name, dbseq->sq[0]->dsq,
+ dbseq->sq[0]->n, dbseq->sq[0]->desc,
+ dbseq->sq[0]->acc, dbseq->sq[0]->ss)) == NULL) goto ERROR;
+ /* reverse complement it in place */
+ revcomp(dbseq->sq[1]->abc, dbseq->sq[1], dbseq->sq[1]);
+ }
+ dbseq->results[0] = NULL;
+ dbseq->results[1] = NULL;
+
+ *ret_dbseq = dbseq;
+ return eslOK;
+
+ ERROR:
+ if(dbseq->sq[0] != NULL) esl_sq_Destroy(dbseq->sq[0]);
+ if(dbseq->sq[1] != NULL) esl_sq_Destroy(dbseq->sq[1]);
+ if(dbseq != NULL) free(dbseq);
+ return status;
+}
+
+
+
+/* Function: print_run_info
+ * Date: EPN, Mon Mar 3 11:09:18 2008
+ *
+ * Purpose: Print information on this run of cmsearch.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ char *command;
+ char *date;
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) return status;
+ if((status = GetDate (errbuf, &date)) != eslOK) return status;
+
+ fprintf(stdout, "%-13s %s\n", "# command:", command);
+ fprintf(stdout, "%-13s %s\n", "# date:", date);
+ if(cfg->nproc > 1) fprintf(stdout, "%-13s %d\n", "# nproc:", cfg->nproc);
+ fprintf(stdout, "%-13s %d\n", "# num seqs:", cfg->nseq);
+ fprintf(stdout, "%-13s %.6f\n", "# dbsize(Mb):", (double) cfg->dbsize / 1000000.);
+
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "%-13s %s\n", "# command:", command);
+ fprintf(cfg->tfp, "%-13s %s\n", "# date:", date);
+ if(cfg->nproc > 1) fprintf(cfg->tfp, "%-13s %d\n", "# nproc:", cfg->nproc);
+ fprintf(cfg->tfp, "%-13s %d\n", "# num seqs:", cfg->nseq);
+ fprintf(cfg->tfp, "%-13s %.6f\n", "# dbsize(Mb):", (double) cfg->dbsize / 1000000.);
+ }
+
+ free(command);
+ free(date);
+ return eslOK;
+}
+
+/* Function: get_command
+ * Date: EPN, Mon Mar 3 11:10:36 2008
+ *
+ * Purpose: Return the command used to call cmsearch
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
+
+
+/* Function: print_searchinfo_for_calibrated_cm
+ * Date: EPN, Thu May 17 14:47:36 2007
+ * Purpose: Print info about search (cutoffs, algorithm, etc.).
+ * with a CM that has exp tail stats. Can be called in
+ * 2 different modes, mode 1 is 'pre-search', called prior
+ * before a search, mode 2 is 'post-search', called after
+ * a search is done. We're in mode 1 iff cm_surv_fractA == NULL
+ * and cm_nhitsA == NULL.
+ *
+ *
+ */
+int print_searchinfo_for_calibrated_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *cm_surv_fractA, int *cm_nhitsA, double in_asec, double in_total_psec, double *ret_total_psec)
+{
+ int status;
+ int n;
+ float surv_fract = 1.;
+ float prv_surv_fract = 1.;
+ int cutoff_type;
+ float sc_cutoff;
+ float e_cutoff;
+ int using_filters;
+ int cm_mode;
+ int cp9_mode;
+ int exp_mode; /* index to use for exp tail stats in cm->stats->gumAA[], exp_mode = (stype == SEARCH_WITH_CM) cm_mode : cp9_mode; */
+ int stype;
+ int search_opts;
+ ScanMatrix_t *smx;
+ HybridScanInfo_t *hsi;
+ int use_qdb; /* are we using qdb for current round? */
+ char time_buf[128]; /* for printing predicted times */
+ int do_pad; /* TRUE to add W pad onto survival fraction (FALSE only in final round of searching) */
+ int pre_search_mode; /* TRUE if this function was called before the search was run */
+ double sec_per_res; /* seconds required to search 1 residue with current model, current round of searching */
+ double psec; /* predicted seconds for current cm, current round */
+ double total_psec = 0.; /* predicted number of seconds for full round */
+
+ pre_search_mode = (cm_surv_fractA == NULL && cm_nhitsA == NULL) ? TRUE : FALSE;
+ if(pre_search_mode && ret_total_psec == NULL) ESL_FAIL(status, errbuf, "print_searchinfo_for_calibrated_cm, pre-search mode, but ret_total_psec is NULL.");
+
+ ESL_RANDOMNESS *r = esl_randomness_Create((long) 33);
+ if(r == NULL) ESL_FAIL(status, errbuf, "print_searchinfo_for_calibrated_cm, memory error, couldn't create randomness object.");
+
+ /* Could use ESL_GETOPTS here, but using the CM flags assures we're reporting
+ * on how the CM is actually config'ed, not how we want it to be
+ */
+
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "print_searchinfo_for_calibrated_cm(): cm: %s does not have exp tail stats.", cm->name);
+ using_filters = (cm->si->nrounds > 0) ? TRUE : FALSE;
+
+ if(pre_search_mode) {
+ fprintf(stdout, "#\n# Pre-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n# Pre-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ }
+ else {
+ fprintf(stdout, "#\n# Post-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n# Post-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ }
+ fprintf(stdout, "#\n");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n");
+
+ for(n = 0; n <= cm->si->nrounds; n++) {
+ stype = cm->si->stype[n];
+ search_opts = cm->si->search_opts[n];
+ cutoff_type = cm->si->cutoff_type[n];
+ sc_cutoff = cm->si->sc_cutoff[n];
+ e_cutoff = cm->si->e_cutoff[n];
+ smx = cm->si->smx[n];
+ hsi = cm->si->hsi[n];
+
+ /* Determine configuration of CM and CP9 based on cm->flags & cm->search_opts */
+ CM2ExpMode(cm, search_opts, &cm_mode, &cp9_mode);
+ exp_mode = (stype == SEARCH_WITH_CM) ? cm_mode : cp9_mode;
+
+ prv_surv_fract = surv_fract;
+ do_pad = (n == cm->si->nrounds) ? FALSE : TRUE;
+ surv_fract = E2SurvFract(e_cutoff, (stype == SEARCH_WITH_CM) ? smx->W : cm->W, cfg->avg_hit_len, cfg->dbsize, do_pad);
+
+ if(pre_search_mode) {
+ if((status = estimate_search_time_for_round(go, cfg, errbuf, cm, stype, search_opts, smx, r, &sec_per_res)) != eslOK) return status;
+ psec = prv_surv_fract * (double) cfg->dbsize * sec_per_res;
+ /*printf("psec: %f\nprv_surv_fract: %f\n", psec, prv_surv_fract);*/
+#ifdef HAVE_MPI
+ /* if we're paralellized take that into account */
+ if(esl_opt_GetBoolean(go, "--mpi") && cfg->nproc > 1) psec /= (cfg->nproc-1);
+#endif
+ /* if we're only forecasting the time, divide by <n> from --forecast <n>, which is theoretical number of processors */
+ if(! esl_opt_IsDefault(go, "--forecast")) {
+ if(esl_opt_GetInteger(go, "--forecast") > 1) {
+ psec /= (esl_opt_GetInteger(go, "--forecast") - 1);
+ }
+ }
+ total_psec += psec;
+
+ FormatTimeString(time_buf, psec, TRUE);
+ if(n == 0) {
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %19s %20s\n", "" , "", "", "", "", " cutoffs ", " predictions ");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %19s %20s\n", "", "", "", "", "", "-------------------", "--------------------");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "rnd", "mod", "alg", "cfg", "beta", "E value", "bit sc", "surv", "run time");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "---", "---", "---", "---", "-----", "----------", "-------", "-------", "-----------");
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %19s %20s\n", "" , "", "", "", "", " cutoffs ", " predictions ");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %19s %20s\n", "", "", "", "", "", "-------------------", "--------------------");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "rnd", "mod", "alg", "cfg", "beta", "E value", "bit sc", "surv", "run time");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "---", "---", "---", "---", "-----", "----------", "-------", "-------", "-----------");
+ }
+ }
+
+ fprintf(stdout, " %3d", (n+1));
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "# %3d", (n+1)); /* note: only line that's printed differently in tfp and stdout, add a prefix \# */
+ if(stype == SEARCH_WITH_CM) {
+ fprintf(stdout, " %3s %3s %3s ", "cm", ((search_opts & CM_SEARCH_INSIDE) ? "ins" : "cyk"), ((cm->flags & CMH_LOCAL_BEGIN) ? "loc" : "glc"));
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %3s %3s %3s ", "cm", ((search_opts & CM_SEARCH_INSIDE) ? "ins" : "cyk"), ((cm->flags & CMH_LOCAL_BEGIN) ? "loc" : "glc"));
+ use_qdb = (smx->dmin == NULL && smx->dmax == NULL) ? FALSE : TRUE;
+ if(use_qdb) {
+ fprintf(stdout, "%5g", smx->beta_qdb);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "%5g", smx->beta_qdb);
+ }
+ else {
+ fprintf(stdout, "%5s", "-");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "%5s", "-");
+ }
+ }
+ else {
+ fprintf(stdout, " %3s %3s %3s %5s", "hmm", ((search_opts & CM_SEARCH_HMMFORWARD) ? "fwd" : "vit"), ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? "loc" : "glc"), "-");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %3s %3s %3s %5s", "hmm", ((search_opts & CM_SEARCH_HMMFORWARD) ? "fwd" : "vit"), ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? "loc" : "glc"), "-");
+ }
+ if(e_cutoff < -0.1) if((status = Score2MaxE(cm, errbuf, exp_mode, sc_cutoff, &e_cutoff)) != eslOK) return status;
+ if(e_cutoff < 0.01) {
+ fprintf(stdout, " %10.1e", e_cutoff);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %10.1e", e_cutoff);
+ }
+ else {
+ fprintf(stdout, " %10.3f", e_cutoff);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %10.3f", e_cutoff);
+ }
+
+ fprintf(stdout, " %7.2f", sc_cutoff);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %7.2f", sc_cutoff);
+ if(surv_fract < 0.0001) {
+ fprintf(stdout, " %7.1e", surv_fract);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %7.1e", surv_fract);
+ }
+ else {
+ fprintf(stdout, " %7.4f", surv_fract);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %7.4f", surv_fract);
+ }
+ fprintf(stdout, " %11s\n", time_buf);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %11s\n", time_buf);
+
+ if(n != 0 && n == cm->si->nrounds) { /* print total expected run time */
+ FormatTimeString(time_buf, total_psec, TRUE);
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "---", "---", "---", "---", "-----", "----------", "-------", "-------", "-----------");
+ fprintf(stdout, " %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "all", "-", "-", "-", "-", "-", "-", "-", time_buf);
+ fprintf(stdout, "#\n");
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "---", "---", "---", "---", "-----", "----------", "-------", "-------", "-----------");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %7s %7s %11s\n", "all", "-", "-", "-", "-", "-", "-", "-", time_buf);
+ fprintf(cfg->tfp, "#\n");
+ }
+ }
+ }
+ else { /* search is done */
+ if(n == 0) {
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %19s %17s\n", "" , "", "", "", "", " number of hits ", " surv fraction ");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %19s %17s\n", "", "", "", "", "", "-------------------", "-----------------");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %7s %8s %7s\n", "rnd", "mod", "alg", "cfg", "beta", "expected", "actual", "expected", "actual");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %7s %8s %7s\n", "---", "---", "---", "---", "-----", "----------", "-------", "--------", "-------");
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %19s %17s\n", "" , "", "", "", "", " number of hits ", " surv fraction ");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %19s %17s\n", "", "", "", "", "", "-------------------", "-----------------");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %7s %8s %7s\n", "rnd", "mod", "alg", "cfg", "beta", "expected", "actual", "expected", "actual");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %7s %8s %7s\n", "---", "---", "---", "---", "-----", "----------", "-------", "--------", "-------");
+ }
+ }
+
+ fprintf(stdout, " %3d", (n+1));
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "# %3d", (n+1)); /* note: only line that's printed differently in tfp and stdout, add a prefix \# */
+ if(stype == SEARCH_WITH_CM) {
+ fprintf(stdout, " %3s %3s %3s ", "cm", ((search_opts & CM_SEARCH_INSIDE) ? "ins" : "cyk"), ((cm->flags & CMH_LOCAL_BEGIN) ? "loc" : "glc"));
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %3s %3s %3s ", "cm", ((search_opts & CM_SEARCH_INSIDE) ? "ins" : "cyk"), ((cm->flags & CMH_LOCAL_BEGIN) ? "loc" : "glc"));
+ use_qdb = (smx->dmin == NULL && smx->dmax == NULL) ? FALSE : TRUE;
+ if(use_qdb) {
+ fprintf(stdout, "%5g", smx->beta_qdb);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "%5g", smx->beta_qdb);
+ }
+ else {
+ fprintf(stdout, "%5s", "-");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "%5s", "-");
+ }
+ }
+ else {
+ fprintf(stdout, " %3s %3s %3s %5s", "hmm", ((search_opts & CM_SEARCH_HMMFORWARD) ? "fwd" : "vit"), ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? "loc" : "glc"), "-");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %3s %3s %3s %5s", "hmm", ((search_opts & CM_SEARCH_HMMFORWARD) ? "fwd" : "vit"), ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? "loc" : "glc"), "-");
+ }
+ if(e_cutoff < -0.1) if((status = Score2MaxE(cm, errbuf, exp_mode, sc_cutoff, &e_cutoff)) != eslOK) return status;
+ if(e_cutoff < 0.01) {
+ fprintf(stdout, " %10.1e", e_cutoff);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %10.1e", e_cutoff);
+ }
+ else {
+ fprintf(stdout, " %10.3f", e_cutoff);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %10.3f", e_cutoff);
+ }
+
+ fprintf(stdout, " %7d", cm_nhitsA[n]);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %7d", cm_nhitsA[n]);
+ if(surv_fract < 0.0001) {
+ fprintf(stdout, " %8.1e", surv_fract);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %8.1e", surv_fract);
+ }
+ else {
+ fprintf(stdout, " %8.4f", surv_fract);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %8.4f", surv_fract);
+ }
+ if(cm_surv_fractA[n] < 0.0001) {
+ fprintf(stdout, " %7.1e\n", cm_surv_fractA[n]);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %7.1e\n", cm_surv_fractA[n]);
+ }
+ else {
+ fprintf(stdout, " %7.4f\n", cm_surv_fractA[n]);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %7.4f\n", cm_surv_fractA[n]);
+ }
+
+ if(n == cm->si->nrounds) { /* print total expected run time */
+ fprintf(stdout, "#\n");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n");
+ /*fprintf(stdout, "# %24s\n", " total search time ");*/
+ /*fprintf(stdout, "# %24s\n", "------------------------");*/
+ fprintf(stdout, "# %13s %13s\n", "expected time", "actual time");
+ fprintf(stdout, "# %13s %13s\n", "-------------", "-------------");
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "# %13s %13s\n", "expected time", "actual time");
+ fprintf(cfg->tfp, "# %13s %13s\n", "-------------", "-------------");
+ }
+ FormatTimeString(time_buf, in_total_psec, TRUE);
+ fprintf(stdout, " %13s", time_buf);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "# %13s", time_buf); /* note: 1 of only 2 line that's printed differently in tfp and stdout, add a prefix \# */
+ FormatTimeString(time_buf, in_asec, TRUE);
+ fprintf(stdout, " %13s\n", time_buf);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %13s\n", time_buf);
+ }
+ }
+ }
+ if(cfg->tfp != NULL) fflush(cfg->tfp);
+ esl_randomness_Destroy(r);
+
+ if(ret_total_psec != NULL) *ret_total_psec = total_psec;
+ return eslOK;
+}
+
+/* Function: print_searchinfo_for_uncalibrated_cm
+ * Date: EPN, Thu May 17 14:47:36 2007
+ * Purpose: Print info about search (cutoffs, algorithm, etc.).
+ * with a CM that does not have exp tail stats. Can be called in
+ * 2 different modes, mode 1 is 'pre-search', called prior
+ * before a search, mode 2 is 'post-search', called after
+ * a search is done. We're in mode 1 iff cm_surv_fractA == NULL
+ * and cm_nhitsA == NULL.
+ */
+int print_searchinfo_for_uncalibrated_cm(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *cm_surv_fractA, int *cm_nhitsA, double in_asec)
+{
+ int n;
+ float sc_cutoff;
+ int stype;
+ int search_opts;
+ ScanMatrix_t *smx;
+ int use_qdb; /* are we using qdb for current round? */
+ int pre_search_mode; /* TRUE if this function was called before the search was run, FALSE if called after */
+ char time_buf[128]; /* for printing run time */
+
+ /* Could use ESL_GETOPTS here, but using the CM flags assures we're reporting
+ * on how the CM is actually config'ed, not how we want it to be
+ */
+ pre_search_mode = (cm_surv_fractA == NULL && cm_nhitsA == NULL) ? TRUE : FALSE;
+
+ if(cm->flags & CMH_EXPTAIL_STATS) ESL_FAIL(eslEINCOMPAT, errbuf, "print_searchinfo_for_uncalibrated_cm(): but cm: %s has exp tail stats.", cm->name);
+
+ if(pre_search_mode) {
+ fprintf(stdout, "#\n# Pre-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n# Pre-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ }
+ else {
+ fprintf(stdout, "#\n# Post-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n# Post-search info for CM %d: %s\n", cfg->ncm, cm->name);
+ }
+ fprintf(stdout, "#\n");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "#\n");
+
+ for(n = 0; n <= cm->si->nrounds; n++) {
+ stype = cm->si->stype[n];
+ search_opts = cm->si->search_opts[n];
+ sc_cutoff = cm->si->sc_cutoff[n];
+ smx = cm->si->smx[n];
+
+ use_qdb = (smx == NULL || (smx->dmin == NULL && smx->dmax == NULL)) ? FALSE : TRUE;
+
+ if(n == 0) {
+ if(pre_search_mode) {
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s\n", "rnd", "mod", "alg", "cfg", "beta", "bit sc cut");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s\n", "---", "---", "---", "---", "-----", "----------");
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s\n", "rnd", "mod", "alg", "cfg", "beta", "bit sc cut");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s\n", "---", "---", "---", "---", "-----", "----------");
+ }
+ }
+ else { /* post search */
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %8s %10s\n", "rnd", "mod", "alg", "cfg", "beta", "bit sc cut", "num hits", "surv fract");
+ fprintf(stdout, "# %3s %3s %3s %3s %5s %10s %8s %10s\n", "---", "---", "---", "---", "-----", "----------", "--------", "----------");
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %8s %10s\n", "rnd", "mod", "alg", "cfg", "beta", "bit sc cut", "num hits", "surv fract");
+ fprintf(cfg->tfp, "# %3s %3s %3s %3s %5s %10s %8s %10s\n", "---", "---", "---", "---", "-----", "----------", "--------", "----------");
+ }
+ }
+ }
+ fprintf(stdout, " %3d", (n+1));
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "# %3d", (n+1)); /* note: 1 of only 2 lines that's printed differently in tfp and stdout, add a prefix \# */
+ if(stype == SEARCH_WITH_CM) {
+ fprintf(stdout, " %3s %3s %3s ", "cm", ((search_opts & CM_SEARCH_INSIDE) ? "ins" : "cyk"), ((cm->flags & CMH_LOCAL_BEGIN) ? "loc" : "glc"));
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %3s %3s %3s ", "cm", ((search_opts & CM_SEARCH_INSIDE) ? "ins" : "cyk"), ((cm->flags & CMH_LOCAL_BEGIN) ? "loc" : "glc"));
+ if(use_qdb) {
+ fprintf(stdout, "%5g", smx->beta_qdb);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "%5g", smx->beta_qdb);
+ }
+ else {
+ fprintf(stdout, "%5s", "-");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "%5s", "-");
+ }
+ }
+ else {
+ fprintf(stdout, " %3s %3s %3s %5s", "hmm", ((search_opts & CM_SEARCH_HMMFORWARD) ? "fwd" : "vit"), ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? "loc" : "glc"), "-");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %3s %3s %3s %5s", "hmm", ((search_opts & CM_SEARCH_HMMFORWARD) ? "fwd" : "vit"), ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? "loc" : "glc"), "-");
+ }
+ fprintf(stdout, " %10.2f", sc_cutoff);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %10.2f", sc_cutoff);
+ if(pre_search_mode) {
+ fprintf(stdout, "\n");
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, "\n");
+ }
+ else { /* post search */
+ if(cm_surv_fractA[n] < 0.0001) {
+ fprintf(stdout, " %8d %10.1e\n", cm_nhitsA[n], cm_surv_fractA[n]);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %8d %10.1e\n", cm_nhitsA[n], cm_surv_fractA[n]);
+ }
+ else {
+ fprintf(stdout, " %8d %10.4f\n", cm_nhitsA[n], cm_surv_fractA[n]);
+ if(cfg->tfp != NULL) fprintf(cfg->tfp, " %8d %10.4f\n", cm_nhitsA[n], cm_surv_fractA[n]);
+ }
+ if(n == cm->si->nrounds) {
+ FormatTimeString(time_buf, in_asec, FALSE);
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %11s\n", "run time");
+ fprintf(stdout, "# %11s\n", "-----------");
+ fprintf(stdout, " %11s\n", time_buf);
+ if(cfg->tfp != NULL) {
+ fprintf(cfg->tfp, "#\n");
+ fprintf(cfg->tfp, "# %11s\n", "run time");
+ fprintf(cfg->tfp, "# %11s\n", "-----------");
+ fprintf(cfg->tfp, "# %11s\n", time_buf); /* note: 1 of only 2 line that's printed differently in tfp and stdout, add a prefix \# */
+ }
+ }
+ }
+ }
+ if(cfg->tfp != NULL) fflush(cfg->tfp);
+ return eslOK;
+}
+
+/* Function: estimate_search_time_for_round
+ * Date: EPN, Tue Mar 4 13:18:52 2008
+ * Purpose: Estimate search time for each round of searching.
+ * This is done by actually searching a sequence with the
+ * appropriate algorithm. The length of the sequence to
+ * search is set such that it should take about 0.1 seconds.
+ */
+int estimate_search_time_for_round(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int stype, int search_opts, ScanMatrix_t *smx, ESL_RANDOMNESS *r, double *ret_sec_per_res)
+{
+ int status;
+ int L; /* length of sequence we'll generate and search to get time estimate */
+ double psec_per_Mc; /* rough prediction at seconds per Mc based on empirical run times I've witnessed,
+ * doesn't need to be very accurate as we just use it to set length of seq to search to get real prediction */
+ float Mc; /* millions of DP calculations we're going to do */
+ float Mc_per_res; /* millions of dp calcs per residue, if searching with CM, corrects for first W residues requiring less dp calcs */
+ int irrelevant_W; /* temporary W */
+ int orig_search_opts; /* cm->search_opts when function was entered */
+ float sec_per_res; /* seconds per residue */
+ float targ_sec = 0.1; /* target number of seconds our timing expt will take */
+ int Lmin = 400; /* minimum number of residues to search to get timing */
+
+ ESL_DSQ *dsq;
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+
+ if(w == NULL) ESL_FAIL(status, errbuf, "estimate_search_time_for_round(): memory error, stopwatch not created.\n");
+ if(ret_sec_per_res == NULL) ESL_FAIL(status, errbuf, "estimate_search_time_for_round(): ret_sec_per_res is NULL");
+
+ if(stype == SEARCH_WITH_CM) {
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "estimate_search_time_for_round(), stype is SEARCH_WITH_CM, but smx is NULL");
+ int use_qdb = (smx->dmin == NULL && smx->dmax == NULL) ? FALSE : TRUE;
+ if(use_qdb) { if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, smx->beta_qdb, &Mc_per_res, &irrelevant_W)) != eslOK) return status; }
+ else { if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, TRUE, cm->beta_W, &Mc_per_res, &irrelevant_W)) != eslOK) return status; }
+ psec_per_Mc = (search_opts & CM_SEARCH_INSIDE) ? (1. / 75.) : (1. / 275.); /* 75 Mc/S inside; 275 Mc/S CYK */
+ /* determine L that will take about targ_sec seconds */
+ L = targ_sec / (psec_per_Mc * Mc_per_res);
+ L = ESL_MAX(L, Lmin); /* we have to search at least <Lmin> residues */
+ /* now determine exactly how many dp calculations we'd do if we search L residues,
+ * this won't be the same as Mc_per_res * L b/c Mc_per_res was passed in from caller
+ * and was calculated after correcting for the fact that the first W residues have fewer
+ * DP calcs than all other residues, b/c d < W for first W residues.
+ */
+ if((status = cm_CountSearchDPCalcs(cm, errbuf, L, smx->dmin, smx->dmax, smx->W, FALSE, NULL, &Mc)) != eslOK) return status;
+ /* FALSE says don't correct for fewer dp calcs for first W residues, we want to know how many total DP calcs
+ * there will be in L residues */
+ Mc *= L; /* Mc was for 1 residue, multiply by L to get Mc for L residues */
+ }
+
+ else {
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &Mc_per_res)) != eslOK) return status;
+ psec_per_Mc = (search_opts & CM_SEARCH_HMMFORWARD) ? (1. / 175.) : (1. / 380.); /* 175 Mc/S forward; 380 Mc/S viterbi */
+ /* determine L that will take about 0.1 seconds */
+ L = 0.1 / (psec_per_Mc * Mc_per_res);
+ /* how many millions of DP cells will it be? */
+ Mc = Mc_per_res * L;
+ }
+
+ orig_search_opts = cm->search_opts;
+ cm->search_opts = search_opts; /* we'll restore cm->search_opts to orig_search_opts at end of the function */
+
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L +2));
+ esl_rsq_xfIID(r, cm->null, cm->abc->K, L, dsq);
+
+ esl_stopwatch_Start(w);
+ if(stype == SEARCH_WITH_CM) {
+ if(search_opts & CM_SEARCH_INSIDE) {
+ if((status = FastIInsideScan(cm, errbuf, smx, dsq, 1, L, 0., NULL, (! esl_opt_GetBoolean(go, "--no-null3")), NULL, NULL)) != eslOK) return status;
+ }
+ else
+ if((status = FastCYKScan (cm, errbuf, smx, dsq, 1, L, 0., NULL, (! esl_opt_GetBoolean(go, "--no-null3")), NULL, NULL)) != eslOK) return status;
+ }
+ else { /* search with HMM */
+ if(search_opts & CM_SEARCH_HMMFORWARD) { /* forward */
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ (! esl_opt_GetBoolean(go, "--no-null3")),
+ NULL, NULL, NULL)) != eslOK) return status;
+ }
+ else { /* viterbi */
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ (! esl_opt_GetBoolean(go, "--no-null3")),
+ NULL, NULL,
+ NULL, /* don't want traces back */
+ NULL)) != eslOK) return status;
+ }
+ }
+ esl_stopwatch_Stop(w);
+ free(dsq);
+
+ cm->search_opts = orig_search_opts;
+ sec_per_res = w->user * (Mc_per_res / Mc);
+ *ret_sec_per_res = sec_per_res;
+
+ ESL_DPRINTF1(("L: %d\n", L));
+ ESL_DPRINTF1(("w->user: %f\n", w->user));
+ ESL_DPRINTF1(("sec_per_res: %f\n", sec_per_res));
+ ESL_DPRINTF1(("Mc_per_res: %f\n", Mc_per_res));
+ ESL_DPRINTF1(("Mc: %f\n", Mc));
+ esl_stopwatch_Destroy(w);
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "estimate_search_time_for_round(): memory error.\n");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: dump_gc_info
+ * Date: EPN, Sun Mar 23 09:57:55 2008
+ * Purpose: Dump GC stats for the target database to a file.
+ */
+int dump_gc_info(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf)
+{
+ int status;
+ double *gc_freq;
+ ESL_ALPHABET *tmp_abc = NULL;
+ long dbsize;
+ int i, j;
+ int nbars;
+ int nseq;
+
+ tmp_abc = esl_alphabet_Create(eslRNA);
+ if((status = GetDBInfo(tmp_abc, cfg->sqfp, errbuf, &dbsize, &nseq, &gc_freq)) != eslOK) return status;
+ esl_vec_DNorm(gc_freq, GC_SEGMENTS);
+ esl_alphabet_Destroy(tmp_abc);
+
+ fprintf(cfg->gcfp, "# %-25s %s\n", "seqfile:", cfg->sqfile);
+ fprintf(cfg->gcfp, "# %-25s %d\n", "number of sequences:", nseq);
+ fprintf(cfg->gcfp, "# %-25s %ld\n", "dbsize (nt, one strand):", dbsize);
+ fprintf(cfg->gcfp, "#\n");
+ fprintf(cfg->gcfp, "# %10s %22s\n", "GC percent", "freq of 100 nt windows");
+ fprintf(cfg->gcfp, "# %10s %22s\n", "----------", "--------------");
+ for (i=0; i<GC_SEGMENTS; i++) {
+ nbars = (int) (gc_freq[i] * 400);
+ fprintf(cfg->gcfp, " %10d %22.12f ", i, gc_freq[i]);
+ for(j = 0; j < nbars && j < 40; j++) fprintf(cfg->gcfp, "=");
+ fprintf(cfg->gcfp, "\n");
+ }
+ free(gc_freq);
+ return eslOK;
+}
+
+
+/* Function: overwrite_lambdas
+ * Date: EPN, Fri May 9 09:06:15 2008
+ *
+ * Purpose: If --lambda <x> was enabled we overwrite the lambdas
+ * we read from the CM file as <x>.
+ *
+ * Returns: eslOK on success
+ */
+static int
+overwrite_lambdas(const ESL_GETOPTS *go, const struct cfg_s *cfg, CM_t *cm, char *errbuf)
+{
+ double lambda;
+ int i, p;
+
+ if(esl_opt_IsDefault(go, "--lambda")) ESL_FAIL(eslEINCOMPAT, errbuf, "overwrite_lambdas(), but --lambda was not enabled, shouldn't happen.\n");
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "--lambda only works with calibrated CM files. Run cmcalibrate (please).");
+ if(cm->stats == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "overwrite_lambdas(), cm->stats is NULL, shouldn't happen.\n");
+
+ lambda = esl_opt_GetReal(go, "--lambda");
+ for(i = 0; i < EXP_NMODES; i++) {
+ for(p = 0; p < cm->stats->np; p++) {
+ cm->stats->expAA[i][p]->lambda = lambda;
+ /* mu_extrap, the extrapolated mu value is lambda dependent, so we have to update it */
+ cm->stats->expAA[i][p]->mu_extrap = cm->stats->expAA[i][p]->mu_orig - log(1./cm->stats->expAA[i][p]->tailp) / cm->stats->expAA[i][p]->lambda;
+ }
+ }
+ return eslOK;
+}
diff --git a/src/cmstat.c b/src/cmstat.c
new file mode 100644
index 0000000..45843bf
--- /dev/null
+++ b/src/cmstat.c
@@ -0,0 +1,809 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* cmstat.c
+ * EPN, Tue Aug 21 12:50:34 2007
+ *
+ * Display summary statistics for an CM or CM database
+ * (such as Rfam).
+ *
+ * Based on SRE's hmmstat.c from HMMER3.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_histogram.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_sqio.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+#define ONELINEOPTS "-m,--all,--le,--ge,--lfc,--gfc,--lfi,--gfi" /* exclusive choice of summary stats */
+#define NOTMOPTS "--le,--ge,--lfc,--gfc,--lfi,--gfi" /* incompatible with -g, --beta, and --search */
+#define CMCUTOPTS "-E,-T,--ga,--tc,--nc" /* exclusive choice for CM cutoff */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 1 },
+ { "-g", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NOTMOPTS, "configure CM for glocal alignment [default: local]", 1 },
+ { "-m", eslARG_NONE,"default", NULL, NULL, NULL, NULL, ONELINEOPTS, "only print one line summary of model statistics", 1 },
+ { "-Z", eslARG_REAL, FALSE, NULL, NULL, NULL, NULL, NULL, "set Z (database size in *Mb*) to <x> for E-value calculations", 1},
+ { "--all", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "print model, E-value and filter thresholds stats", 1 },
+ { "--le", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "only print one line summary of local E-value statistics", 1 },
+ { "--ge", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "only print one line summary of glocal E-value statistics", 1 },
+ { "--beta", eslARG_REAL, "1E-7", NULL, "0<x<1", NULL, NULL, NOTMOPTS, "set tail loss prob for QDB stats to <x>", 1 },
+ { "--qdbfile", eslARG_OUTFILE, NULL, NULL, NULL, NULL, "-m", NULL, "save query-dependent bands (QDBs) for each state to file <f>", 1 },
+ { "--lfi", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "only print summary of local Inside filter threshold stats", 2 },
+ { "--gfi", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "only print summary of glocal Inside filter threshold stats", 2 },
+ { "--lfc", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "only print summary of local CYK filter threshold stats", 2 },
+ { "--gfc", eslARG_NONE, FALSE, NULL, NULL, "-m", NULL, ONELINEOPTS, "only print summary of glocal CYK filter threshold stats", 2 },
+ { "-E", eslARG_REAL, "1.0", NULL, "x>0", NULL, NULL, CMCUTOPTS, "print HMM filter stats for cmsearch E cutoff <x>", 2},
+ { "-T", eslARG_REAL, NULL, NULL, NULL, NULL, NULL, CMCUTOPTS, "print HMM filter stats for cmsearch bit cutoff <x>", 2},
+ { "--nc", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, CMCUTOPTS, "print HMM filter stats for Rfam NC cutoff", 2},
+ { "--ga", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, CMCUTOPTS, "print HMM filter stats for Rfam GA cutoff", 2},
+ { "--tc", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, CMCUTOPTS, "print HMM filter stats for Rfam TC cutoff", 2},
+ { "--seqfile", eslARG_INFILE, FALSE, NULL, NULL, NULL, NULL, "-Z", "compute E-value cutoffs for sequence file <f>", 2 },
+ { "--toponly", eslARG_NONE, FALSE, NULL, NULL, NULL,"--seqfile", NULL, "with --seqfile, only consider top-strand", 2 },
+ { "--search", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NOTMOPTS, "do search timing experiments", 3 },
+ { "--cmL", eslARG_INT, "1000", NULL, "n>0", NULL,"--search", NULL, "length of sequences for CM search stats", 3 },
+ { "--hmmL", eslARG_INT, "100000", NULL, "n>0", NULL,"--search", NULL, "length of sequences for CP9 HMM search stats", 3 },
+ { "--efile", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "output HMM filter E-val cutoff vs CM E-val cutoff plots to <f>", 4},
+ { "--bfile", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "output HMM filter bit sc cutoff vs CM bit sc cutoff plots to <f>", 4},
+ { "--sfile", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "output predicted survival fraction vs CM cutoff plots to <f>", 4},
+ { "--xfile", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "output predicted xhmm (calcs * HMM) vs CM cutoff plots to <f>", 4},
+ { "--afile", eslARG_OUTFILE,NULL, NULL, NULL, NULL, NULL, NULL, "output predicted acceleration vs CM cutoff plots to <f>", 4},
+ { "--bits", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "with --{s,x,a}file, plot CM bit score cutoffs not E-values", 4},
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "display summary statistics for CMs";
+
+static int summarize_search(ESL_GETOPTS *go, char *errbuf, CM_t *cm, ESL_RANDOMNESS *r, ESL_STOPWATCH *w, FILE *ofp);
+static int initialize_cm (CM_t *cm, int cm_mode, int hmm_mode);
+static int print_run_info(const ESL_GETOPTS *go, char *errbuf, ESL_RANDOMNESS *r);
+extern int get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = NULL; /* command line processing */
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ if(w == NULL) cm_Fail("Memory error, stopwatch not created.\n");
+ esl_stopwatch_Start(w);
+
+ ESL_ALPHABET *abc = NULL; /* alphabet */
+ ESL_RANDOMNESS *r = NULL; /* source of randomness */
+ ESL_STOPWATCH *s_w = NULL; /* for timing expts */
+ char *cmfile; /* name of input CM file */
+ CMFILE *cmfp; /* open input CM file stream */
+ CM_t *cm; /* CM most recently read */
+ int ncm; /* CM index */
+ char errbuf[cmERRBUFSIZE]; /* for error messages */
+ int status; /* easel status */
+ int p, i; /* counters */
+ int fthr_mode; /* filter threshold mode */
+ int cm_mode, hmm_mode; /* exp tail modes for CM, CP9 */
+ long dbsize; /* database size E-values correspond to */
+ FILE *qdbfp = NULL;/* for --qdbfile output */
+ FILE *efp = NULL; /* for --efile output */
+ FILE *bfp = NULL; /* for --bfile output */
+ FILE *sfp = NULL; /* for --sfile output */
+ FILE *xfp = NULL; /* for --xfile output */
+ FILE *afp = NULL; /* for --afile output */
+ int seen_exps_yet = FALSE; /* set to true if exp tails read */
+ int seen_fthr_yet = FALSE; /* set to true if filter threshold stats read */
+ /* variables for filter threshold stats */
+ int do_filter_stats; /* TRUE if --lfc, --gfc, --lfi or --gfi */
+ int do_avg_stats = FALSE; /* TRUE to print average stats */
+ float avg_clen = 0.; /* average consensus length */
+ float cm_E, avg_cm_E = 0.; /* cm E value cutoff */
+ float cm_bit_sc, avg_cm_bit_sc = 0.; /* cm bit score cutoff */
+ float hmm_E, avg_hmm_E = 0.; /* hmm E value cutoff */
+ float hmm_bit_sc, avg_hmm_bit_sc = 0.; /* hmm bit score cutoff */
+ float S, avg_S = 0.; /* survival fraction */
+ float xhmm, avg_xhmm = 0.; /* filter scan takes <xhmm> times as long as hmm only scan */
+ float spdup, avg_spdup = 0.; /* predicted speedup using filter */
+ float tot_xhmm = 0.; /* total xhmm for all CMs */
+ float tot_spdup = 0.; /* total predicted speedup using filters for all CMs */
+ float cm_ncalcs, tot_cm_ncalcs = 0.; /* total millions of dp calcs for CM per residue for all CMs */
+ float hmm_ncalcs, tot_hmm_ncalcs = 0.; /* total millions of dp calcs for HMM per residue for all CMs */
+ float tot_cm_surv_plus_fil_calcs = 0.; /* total millions of dp calcs for HMM per residue plus CM search of survivors for all CMs */
+ int do_filter; /* TRUE if it's worth filtering for current model */
+ int nfilter = 0; /* number of models it's worth filtering for */
+
+ /* setup logsum lookups (could do this only if nec based on options, but this is safer) */
+ init_ilogsum();
+ FLogsumInit();
+
+ /* Process command line options.
+ */
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK ||
+ esl_opt_VerifyConfig(go) != eslOK)
+ {
+ printf("Failed to parse command line: %s\n", go->errbuf);
+ esl_usage(stdout, argv[0], usage);
+ printf("\nTo see more help on available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+ if (esl_opt_GetBoolean(go, "-h") == TRUE)
+ {
+ cm_banner(stdout, argv[0], banner);
+ esl_usage(stdout, argv[0], usage);
+ puts("\nwhere options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80); /* 1=docgroup, 2 = indentation; 80=textwidth*/
+ puts("\n options for printing filter threshold statistics:");
+ esl_opt_DisplayHelp(stdout, go, 2, 2, 80);
+ puts("\n options for search timing experiments:");
+ esl_opt_DisplayHelp(stdout, go, 3, 2, 80);
+ puts("\n optional xmgrace plots for --lfc, --gfc, --lfi or --gfi:");
+ esl_opt_DisplayHelp(stdout, go, 4, 2, 80);
+ exit(0);
+ }
+ if (esl_opt_ArgNumber(go) != 1)
+ {
+ puts("Incorrect number of command line arguments.");
+ esl_usage(stdout, argv[0], usage);
+ puts("\n where basic options are:");
+ esl_opt_DisplayHelp(stdout, go, 1, 2, 80);
+ printf("\nTo see more help on other available options, do %s -h\n\n", argv[0]);
+ exit(1);
+ }
+
+ do_filter_stats = ((esl_opt_GetBoolean(go, "--all")) || (esl_opt_GetBoolean(go, "--lfc")) || (esl_opt_GetBoolean(go, "--lfi")) || (esl_opt_GetBoolean(go, "--gfc")) || (esl_opt_GetBoolean(go, "--gfi")));
+
+ /* check for incompatible options combos too convoluted for esl_getopts */
+ if (esl_opt_GetBoolean(go, "--bits")) {
+ if((esl_opt_IsDefault(go, "--sfile")) && (esl_opt_IsDefault(go, "--xfile")) && (esl_opt_IsDefault(go, "--afile"))) {
+ cm_Fail("--bits only works with --sfile, --xfile and/or --afile");
+ }
+ }
+ if((! do_filter_stats) && (! ((esl_opt_IsDefault(go, "--sfile")) && (esl_opt_IsDefault(go, "--xfile")) && (esl_opt_IsDefault(go, "--afile")) && (esl_opt_IsDefault(go, "--efile")) && (esl_opt_IsDefault(go, "--bfile"))))) {
+ cm_Fail("--{e,b,s,x,a}file options only work with --lfc, --lfi, --gfc or --gfi");
+ }
+ if((! do_filter_stats) && (!(esl_opt_IsDefault(go, "--seqfile")))) {
+ cm_Fail("--seqfile only makes sense with one of: --lfc, --lfi, --gfc, or --gfi");
+ }
+ if((! do_filter_stats) && (! ((esl_opt_IsDefault(go, "-E")) && (esl_opt_IsDefault(go, "-T")) && (esl_opt_IsDefault(go, "--ga")) && (esl_opt_IsDefault(go, "--nc")) && (esl_opt_IsDefault(go, "--tc"))))) {
+ cm_Fail("-E,-T,--ga,--nc, --tc options only work with --lfc, --lfi, --gfc or --gfi");
+ }
+
+ cm_banner(stdout, argv[0], banner);
+ cmfile = esl_opt_GetArg(go, 1);
+ r = esl_randomness_CreateTimeseeded();
+ s_w = esl_stopwatch_Create();
+ if(r == NULL) cm_Fail("Failed to create RNG, probably out of memory.\n");
+ if(s_w == NULL) cm_Fail("Failed to create stopwatch, probably out of memory.\n");
+
+ if((status = print_run_info (go, errbuf, r)) != eslOK) cm_Fail(errbuf);
+
+ /* Initializations: open the CM file
+ */
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL)
+ cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+
+ /* open optional output files */
+ /* --qdbfile */
+ if (! esl_opt_IsDefault(go, "--qdbfile"))
+ if ((qdbfp = fopen(esl_opt_GetString(go, "--qdbfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --qdbfile output file %s\n", esl_opt_GetString(go, "--qdbfile"));
+ /* --efile */
+ if (! esl_opt_IsDefault(go, "--efile"))
+ if ((efp = fopen(esl_opt_GetString(go, "--efile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --efile output file %s\n", esl_opt_GetString(go, "--efile"));
+ /* --bfile */
+ if (! esl_opt_IsDefault(go, "--bfile"))
+ if ((bfp = fopen(esl_opt_GetString(go, "--bfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --bfile output file %s\n", esl_opt_GetString(go, "--bfile"));
+ /* --sfile */
+ if (! esl_opt_IsDefault(go, "--sfile"))
+ if ((sfp = fopen(esl_opt_GetString(go, "--sfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --sfile output file %s\n", esl_opt_GetString(go, "--sfile"));
+ /* --xfile */
+ if (! esl_opt_IsDefault(go, "--xfile"))
+ if ((xfp = fopen(esl_opt_GetString(go, "--xfile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --xfile output file %s\n", esl_opt_GetString(go, "--xfile"));
+ /* --afile */
+ if (! esl_opt_IsDefault(go, "--afile"))
+ if ((afp = fopen(esl_opt_GetString(go, "--afile"), "w")) == NULL)
+ ESL_FAIL(eslFAIL, errbuf, "Failed to open --afile output file %s\n", esl_opt_GetString(go, "--afile"));
+
+ /* if --seqfile enabled, read the sequence file to get the database size, else we use 1 Mb as db size */
+ if(!(esl_opt_IsDefault(go, "--seqfile"))) {
+ /* open input sequence file */
+ ESL_SQFILE *sqfp;
+ status = esl_sqfile_Open(esl_opt_GetString(go, "--seqfile"), eslSQFILE_UNKNOWN, NULL, &sqfp);
+ if (status == eslENOTFOUND) cm_Fail("File %s doesn't exist or is not readable\n", esl_opt_GetString(go, "--seqfile"));
+ else if (status == eslEFORMAT) cm_Fail("Couldn't determine format of sequence file %s\n", esl_opt_GetString(go, "--seqfile"));
+ else if (status == eslEINVAL) cm_Fail("Can’t autodetect stdin or .gz.");
+ else if (status != eslOK) cm_Fail("Sequence file open failed with error %d\n", status);
+ if(sqfp->format == eslMSAFILE_STOCKHOLM) cm_Fail("cmstat doesn't support Stockholm alignment format for input sequence data. Please reformat to FASTA.\n");
+ /* GetDBSize() reads all sequences, rewinds seq file and returns db size */
+ if((status = GetDBSize(sqfp, errbuf, &(dbsize), NULL, NULL)) != eslOK) cm_Fail(errbuf);
+ esl_sqfile_Close(sqfp);
+ if (! esl_opt_GetBoolean(go, "--toponly")) dbsize *= 2;
+ }
+ else if (!(esl_opt_IsDefault(go, "-Z"))) { dbsize = (long) (esl_opt_GetReal(go, "-Z") * 1000000.); /* convert to Mb then to a long */ }
+ else dbsize = FTHR_DBSIZE; /* 1 Mb */
+
+ /* Main body: read CMs one at a time, print stats
+ * Various output options:
+ * if -m (default): print general model stats, and optionally determine search stats (if --search)
+ * else if --le: print local exp tail stats
+ * else if --ge: print glocal exp tail stats
+ * else if --lfc: print local CYK filter threshold stats
+ * else if --gfc: print glocal CYK filter threshold stats
+ * else if --lfc: print local Inside filter threshold stats
+ * else if --gfc: print glocal Inside filter threshold stats
+ * else if --all: print all stat categories, one category at a time
+ */
+ /* set 'doing_' flags and 'do_' flags, they are disting, 'doing_' tell us mode we're currently on inside loop */
+ int doing_locale = FALSE;
+ int doing_glocale = FALSE;
+ int doing_localfc = FALSE;
+ int doing_glocalfc = FALSE;
+ int doing_localfi = FALSE;
+ int doing_glocalfi = FALSE;
+ int do_model = esl_opt_GetBoolean(go, "-m");
+ int do_locale = esl_opt_GetBoolean(go, "--le");
+ int do_glocale = esl_opt_GetBoolean(go, "--ge");
+ int do_localfc = esl_opt_GetBoolean(go, "--lfc");
+ int do_glocalfc = esl_opt_GetBoolean(go, "--gfc");
+ int do_localfi = esl_opt_GetBoolean(go, "--lfi");
+ int do_glocalfi = esl_opt_GetBoolean(go, "--gfi");
+ int do_range;
+ do_range = ((! esl_opt_IsDefault(go, "-E")) || (! esl_opt_IsDefault(go, "-T")) || (! esl_opt_IsDefault(go, "--ga")) || (! esl_opt_IsDefault(go, "--nc")) || (! esl_opt_IsDefault(go, "--tc"))) ? FALSE : TRUE;
+
+ /* assert we only have one of our exclusive modes on, getops should've already handled this actually */
+ if((do_model + do_locale + do_glocale + do_localfc + do_glocalfc + do_localfi + do_glocalfi) > 1)
+ cm_Fail("error parsing options, exactly 1 or 0 of the following should be true (1):\ndo_model: %d\ndo_locale: %d\ndo_glocale: %d\ndo_localfc: %d\ndo_glocalfc: %d\ndo_localfi: %d\ndo_glocalfi: %d\n", do_model, do_locale, do_glocale, do_localfc, do_glocalfc, do_localfi, do_glocalfi);
+ if(esl_opt_GetBoolean(go, "--all")) /* bombard the likely unprepared user with info */
+ do_model = do_locale = do_glocale = do_localfc = do_glocalfc = do_localfi = do_glocalfi = TRUE;
+
+ /* determine the max length CM name in cmfile, for pretty formatting */
+ char *namedashes;
+ int ni;
+ int namewidth = 6; /* length of 'name', plus 2 spaces for looks */
+ while ((status = CMFileRead(cmfp, errbuf, &abc, &cm)) == eslOK) {
+ namewidth = ESL_MAX(namewidth, strlen(cm->name));
+ FreeCM(cm);
+ }
+ if(status != eslEOF) cm_Fail(errbuf);
+
+ CMFileRewind(cmfp);
+ ESL_ALLOC(namedashes, sizeof(char) * namewidth+1);
+ namedashes[namewidth] = '\0';
+ for(ni = 0; ni < namewidth; ni++) namedashes[ni] = '-';
+
+ /* print general model stats (default) */
+ if(do_model) {
+ ncm = 0;
+ while ((status = CMFileRead(cmfp, errbuf, &abc, &cm)) == eslOK)
+ {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cmfile);
+ if(ncm == 0 || (esl_opt_GetBoolean(go, "--search"))) {
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %-4s %-*s %8s %8s %4s %4s %4s %4s %5s %12s\n", "", namewidth, "", "", "", "", "", "", "", "", "rel entropy");
+ fprintf(stdout, "# %-4s %-*s %8s %8s %4s %4s %4s %4s %5s %12s\n", "", namewidth, "", "", "", "", "", "", "", "", "------------");
+ fprintf(stdout, "# %-4s %-*s %8s %8s %4s %4s %4s %4s %5s %5s %5s\n", "idx", namewidth, "name", "nseq", "eff_nseq", "clen", "bps", "bifs", "W", "M", "CM", "HMM");
+ fprintf(stdout, "# %-4s %-*s %8s %8s %4s %4s %4s %4s %5s %5s %5s\n", "----", namewidth, namedashes, "--------", "--------", "----", "----", "----", "----", "-----", "-----", "-----");
+ }
+ ncm++;
+
+ if(! esl_opt_IsDefault(go, "--beta")) cm->beta_qdb = esl_opt_GetReal(go, "--beta");
+ /* else cm->beta_qdb will be set as cm->beta_W read from CM file */
+ cm->config_opts |= CM_CONFIG_QDB;
+ /* update cm->config_opts */
+ if(! esl_opt_GetBoolean(go, "-g"))
+ {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+
+ /* print qdbs to file if nec */
+ if(qdbfp != NULL) debug_print_bands(qdbfp, cm, cm->dmin, cm->dmax);
+
+ fprintf(stdout, "%6d %-*s %8d %8.2f %4d %4d %4d %4d %5d %5.3f %5.3f\n",
+ ncm,
+ namewidth,
+ cm->name,
+ cm->nseq,
+ cm->eff_nseq,
+ cm->clen,
+ CMCountStatetype(cm, MP_st),
+ CMCountStatetype(cm, B_st),
+ cm->W,
+ cm->M,
+ cm_MeanMatchRelativeEntropy(cm),
+ cp9_MeanMatchRelativeEntropy(cm));
+
+ if(esl_opt_GetBoolean(go, "--search")) { if((status = summarize_search(go, errbuf, cm, r, s_w, stdout)) != eslOK) cm_Fail(errbuf); }
+ FreeCM(cm);
+ }
+ }
+ /* print local or glocal exp tail stats if requested */
+ for(i = 0; i < 2; i++) {
+ if(i == 0 && !do_locale) continue;
+ if(i == 1 && !do_glocale) continue;
+ if(i == 0) { doing_locale = TRUE; doing_glocale = FALSE; }
+ if(i == 1) { doing_locale = FALSE; doing_glocale = TRUE; }
+ ncm = 0;
+ seen_exps_yet = FALSE;
+ CMFileRewind(cmfp);
+ while ((status = CMFileRead(cmfp, errbuf, &abc, &cm)) == eslOK) {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cmfile);
+ ncm++;
+ if(cm->flags & CMH_EXPTAIL_STATS) {
+ if(!seen_exps_yet) {
+ fprintf(stdout, "#\n");
+ if(doing_locale) fprintf(stdout, "# local exponential tail statistics \n");
+ else fprintf(stdout, "# glocal exponential tail statistics \n");
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "# %-4s %-*s %2s %2s %3s %12s %12s %12s %12s\n", "", namewidth, "", "", "", "", "cyk", "inside", "viterbi", "forward");
+ fprintf(stdout, "# %-4s %-*s %2s %2s %3s %12s %12s %12s %12s\n", "", namewidth, "", "", "", "", "------------", "------------", "-----------", "------------");
+ fprintf(stdout, "# %-4s %-*s %2s %2s %3s %5s %5s %5s %5s %5s %5s %5s %5s\n", "idx", namewidth, "name", "p", "ps", "pe", "mu", "lmbda", "mu", "lmbda", "mu", "lmbda", "mu", "lmbda");
+ fprintf(stdout, "# %-4s %-*s %2s %2s %3s %5s %5s %5s %5s %5s %5s %5s %5s\n", "----", namewidth, namedashes, "--", "--", "---", "-----", "-----", "-----", "-----", "-----", "-----", "-----", "-----");
+ seen_exps_yet = TRUE;
+ }
+ for(p = 0; p < cm->stats->np; p++) {
+ if(doing_locale) {
+ fprintf(stdout, "%6d %-*s %2d %2d %3d %5.1f %5.3f %5.1f %5.3f %5.1f %5.3f %5.1f %5.3f\n",
+ ncm,
+ namewidth,
+ cm->name,
+ p+1,
+ cm->stats->ps[p], cm->stats->pe[p],
+ cm->stats->expAA[EXP_CM_LC][p]->mu_extrap, cm->stats->expAA[EXP_CM_LC][p]->lambda,
+ cm->stats->expAA[EXP_CM_LI][p]->mu_extrap, cm->stats->expAA[EXP_CM_LI][p]->lambda,
+ cm->stats->expAA[EXP_CP9_LV][p]->mu_extrap, cm->stats->expAA[EXP_CP9_LV][p]->lambda,
+ cm->stats->expAA[EXP_CP9_LF][p]->mu_extrap, cm->stats->expAA[EXP_CP9_LF][p]->lambda);
+ }
+ else { /* glocal */
+ fprintf(stdout, "%6d %-*s %2d %2d %3d %5.1f %5.3f %5.1f %5.3f %5.1f %5.3f %5.1f %5.3f\n",
+ ncm,
+ namewidth,
+ cm->name,
+ p+1,
+ cm->stats->ps[p], cm->stats->pe[p],
+ cm->stats->expAA[EXP_CM_GC][p]->mu_extrap, cm->stats->expAA[EXP_CM_GC][p]->lambda,
+ cm->stats->expAA[EXP_CM_GI][p]->mu_extrap, cm->stats->expAA[EXP_CM_GI][p]->lambda,
+ cm->stats->expAA[EXP_CP9_GV][p]->mu_extrap, cm->stats->expAA[EXP_CP9_GV][p]->lambda,
+ cm->stats->expAA[EXP_CP9_GF][p]->mu_extrap, cm->stats->expAA[EXP_CP9_GF][p]->lambda);
+ }
+ }
+ }
+ FreeCM(cm);
+ }
+ if(status != eslEOF) cm_Fail(errbuf); /* CMFileRead() returned an error, die. */
+
+ if(!seen_exps_yet) {
+ if(doing_locale && esl_opt_GetBoolean(go, "--le")) cm_Fail("--le option enabled but none of the CMs in %s have exp tail stats.", cmfile);
+ if(doing_glocale && esl_opt_GetBoolean(go, "--ge")) cm_Fail("--ge option enabled but none of the CMs in %s have exp tail stats.", cmfile);
+ if(doing_glocale && (! esl_opt_GetBoolean(go, "--ge"))) fprintf(stdout, "# No E-value exp tail statistics.\n");
+ }
+ }
+ /* print filter threshold stats if requested */
+ for(i = 0; i < 4; i++) { /* 4 possible modes, glocal cyk, glocal inside, local cyk, local inside */
+ /* skip this section if appropriate option was NOT selected (--lfc, --lfi, --gfc, or --gfi) */
+ if(i == 0 && !do_localfc) continue;
+ if(i == 1 && !do_glocalfc) continue;
+ if(i == 2 && !do_localfi) continue;
+ if(i == 3 && !do_glocalfi) continue;
+ if(i == 0) { doing_localfc = TRUE; doing_glocalfc = doing_localfi = doing_glocalfi = FALSE; }
+ if(i == 1) { doing_glocalfc = TRUE; doing_localfc = doing_localfi = doing_glocalfi = FALSE; }
+ if(i == 2) { doing_localfi = TRUE; doing_localfc = doing_glocalfc = doing_glocalfi = FALSE; }
+ if(i == 3) { doing_glocalfi = TRUE; doing_localfc = doing_glocalfc = doing_localfi = FALSE; }
+
+ ncm = 0;
+ seen_fthr_yet = FALSE;
+ avg_clen = avg_cm_E = avg_cm_bit_sc = avg_hmm_E = avg_hmm_bit_sc = avg_S = avg_xhmm = avg_spdup = 0.;
+ tot_xhmm = tot_spdup = tot_cm_ncalcs = tot_hmm_ncalcs = tot_cm_surv_plus_fil_calcs = 0.;
+
+ if(doing_glocalfc) { fthr_mode = FTHR_CM_GC; cm_mode = EXP_CM_GC; hmm_mode = EXP_CP9_GF; }
+ if(doing_glocalfi) { fthr_mode = FTHR_CM_GI; cm_mode = EXP_CM_GI; hmm_mode = EXP_CP9_GF; }
+ if(doing_localfc) { fthr_mode = FTHR_CM_LC; cm_mode = EXP_CM_LC; hmm_mode = EXP_CP9_LF; }
+ if(doing_localfi) { fthr_mode = FTHR_CM_LI; cm_mode = EXP_CM_LI; hmm_mode = EXP_CP9_LF; }
+ CMFileRewind(cmfp);
+ while ((status = CMFileRead(cmfp, errbuf, &abc, &cm)) == eslOK) {
+ if (cm == NULL) cm_Fail("Failed to read CM from %s -- file corrupt?\n", cmfile);
+ ncm++;
+ if(cm->flags & CMH_FILTER_STATS) {
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) cm_Fail("cm: %d has filter threshold stats, but no exp tail stats, this shouldn't happen.");
+ /* update the exp tail for the dbsize of the HMM filters */
+ if((status = UpdateExpsForDBSize(cm, errbuf, dbsize)) != eslOK) cm_Fail(errbuf);
+
+ /* initialize model and determine average hit length, number of CM DP calcs per residue and number of HMM DP calcs per residue */
+ initialize_cm(cm, cm_mode, hmm_mode);
+ if(!seen_fthr_yet) {
+ fprintf(stdout, "#\n");
+ if(doing_localfc) fprintf(stdout, "# local CYK filter threshold stats ");
+ if(doing_glocalfc) fprintf(stdout, "# glocal CYK filter threshold stats ");
+ if(doing_localfi) fprintf(stdout, "# local Inside filter threshold stats ");
+ if(doing_glocalfi) fprintf(stdout, "# glocal Inside filter threshold stats ");
+ }
+ if(!do_range) { /* TRUE if one of -E, -T, --ga, --nc, --tc was enabled */
+ do_avg_stats = TRUE;
+ if(! esl_opt_IsDefault(go, "-E")) {
+ cm_E = esl_opt_GetReal(go, "-E");
+ if(!seen_fthr_yet) fprintf(stdout, "for E-value cutoff of %g per %.4f Mb\n#\n", cm_E, (dbsize / 1000000.));
+ if((status = DumpHMMFilterInfoForCME(stdout, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, ncm, cm_E, (!seen_fthr_yet), namewidth, namedashes,
+ &cm_bit_sc, &hmm_E, &hmm_bit_sc, &S, &xhmm, &spdup, &cm_ncalcs, &hmm_ncalcs, &do_filter)) != eslOK) cm_Fail(errbuf);
+ }
+ else { /* -T, --ga, --tc, or --nc enabled */
+ if(! esl_opt_IsDefault(go, "-T")) {
+ cm_bit_sc = esl_opt_GetReal(go, "-T");
+ if (!seen_fthr_yet) fprintf(stdout, "for bit score cutoff of %.2f\n#\n", esl_opt_GetReal(go, "-T"));
+ }
+ else if(! esl_opt_IsDefault(go, "--ga")) {
+ cm_bit_sc = cm->ga;
+ if(!seen_fthr_yet) fprintf(stdout, "for Rfam GA gathering cutoff from CM file\n#\n");
+ if(! (cm->flags & CMH_GA)) ESL_FAIL(eslEINVAL, errbuf, "No GA gathering threshold in CM file for cm: %d, can't use --ga.", ncm);
+ }
+ else if(! esl_opt_IsDefault(go, "--tc")) {
+ cm_bit_sc = cm->tc;
+ if(!seen_fthr_yet) fprintf(stdout, "for Rfam TC gathering cutoff from CM file\n#\n");
+ if(! (cm->flags & CMH_TC)) ESL_FAIL(eslEINVAL, errbuf, "No TC trusted cutoff in CM file for cm: %d, can't use --tc.", ncm);
+ }
+ else if(! esl_opt_IsDefault(go, "--nc")) {
+ cm_bit_sc = cm->nc;
+ if(!seen_fthr_yet) fprintf(stdout, "for Rfam NC gathering cutoff from CM file\n#\n");
+ if(! (cm->flags & CMH_NC)) ESL_FAIL(eslEINVAL, errbuf, "No NC gathering threshold in CM file for cm: %d, can't use --nc.", ncm);
+ }
+ if((status = DumpHMMFilterInfoForCMBitScore(stdout, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, ncm, cm_bit_sc, (!seen_fthr_yet), namewidth, namedashes,
+ &cm_E, &hmm_E, &hmm_bit_sc, &S, &xhmm, &spdup, &cm_ncalcs, &hmm_ncalcs, &do_filter)) != eslOK) cm_Fail(errbuf);
+ }
+ if(do_filter) nfilter++;
+ avg_clen += cm->clen;
+ avg_cm_E += cm_E;
+ avg_cm_bit_sc += cm_bit_sc;
+ avg_hmm_bit_sc += hmm_bit_sc;
+ avg_S += S;
+ avg_xhmm += xhmm;
+ avg_spdup += spdup;
+ tot_cm_ncalcs += cm_ncalcs;
+ tot_hmm_ncalcs += hmm_ncalcs;
+ tot_cm_surv_plus_fil_calcs += (cm_ncalcs / spdup);
+ }
+ else { /* default with --lfc,--gfc,--lfi,--gfi to print full range of E-value cutoffs for 1 Mb database (or other size if -Z or --seqfile enabled) */
+ if(!seen_fthr_yet) fprintf(stdout, "for all filter cutoffs in CM file\n#\n");
+ if((status = DumpHMMFilterInfo(stdout, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, ncm, namewidth, namedashes)) != eslOK) cm_Fail(errbuf);
+ }
+ if(efp != NULL) if((status = PlotHMMFilterInfo(efp, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, FTHR_PLOT_CME_HMME)) != eslOK) cm_Fail(errbuf);
+ if(bfp != NULL) if((status = PlotHMMFilterInfo(bfp, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, FTHR_PLOT_CMB_HMMB)) != eslOK) cm_Fail(errbuf);
+ if(sfp != NULL) if((status = PlotHMMFilterInfo(sfp, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, (esl_opt_GetBoolean(go, "--bits") ? FTHR_PLOT_CMB_S : FTHR_PLOT_CME_S))) != eslOK) cm_Fail(errbuf);
+ if(xfp != NULL) if((status = PlotHMMFilterInfo(xfp, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, (esl_opt_GetBoolean(go, "--bits") ? FTHR_PLOT_CMB_XHMM : FTHR_PLOT_CME_XHMM))) != eslOK) cm_Fail(errbuf);
+ if(afp != NULL) if((status = PlotHMMFilterInfo(afp, cm->stats->hfiA[fthr_mode], errbuf, cm, cm_mode, hmm_mode, dbsize, (esl_opt_GetBoolean(go, "--bits") ? FTHR_PLOT_CMB_SPDUP : FTHR_PLOT_CME_SPDUP))) != eslOK) cm_Fail(errbuf);
+ seen_fthr_yet = TRUE;
+ }
+ FreeCM(cm);
+ }
+ if(status != eslEOF) cm_Fail(errbuf); /* CMFileRead() returned an error, die. */
+
+ if(!seen_fthr_yet) {
+ if(doing_localfc && esl_opt_GetBoolean(go, "--lfc")) cm_Fail("--lfc option enabled but none of the CMs in %s have filter threshold stats.", cmfile);
+ if(doing_glocalfc && esl_opt_GetBoolean(go, "--gfc")) cm_Fail("--gfc option enabled but none of the CMs in %s have filter threshold stats.", cmfile);
+ if(doing_localfi && esl_opt_GetBoolean(go, "--lfi")) cm_Fail("--lfi option enabled but none of the CMs in %s have filter threshold stats.", cmfile);
+ if(doing_glocalfi && esl_opt_GetBoolean(go, "--gfi")) cm_Fail("--gfi option enabled but none of the CMs in %s have filter threshold stats.", cmfile);
+ if(doing_glocalfi && (! esl_opt_GetBoolean(go, "--gfi"))) fprintf(stdout, "# No filter threshold statistics.\n");
+ }
+ if(do_avg_stats && ncm > 1) {
+ avg_clen /= ncm;
+ avg_cm_E /= ncm;
+ avg_cm_bit_sc /= ncm;
+ avg_hmm_E /= nfilter;
+ avg_hmm_bit_sc /= nfilter;
+ avg_S /= ncm;
+ avg_xhmm /= ncm;
+ avg_spdup /= ncm;
+ tot_spdup = tot_cm_ncalcs / tot_cm_surv_plus_fil_calcs;
+ tot_xhmm = tot_cm_surv_plus_fil_calcs / tot_hmm_ncalcs;
+ fprintf(stdout, "# %4s %-*s %5s %8s %6s %6s %6s %7s %7s\n", "----", namewidth, namedashes, "-----", "--------", "------", "------", "------", "-------", "-------");
+ fprintf(stdout, "%6s %-*s %5d ", "-", namewidth, "*Average*", (int) (avg_clen+0.5));
+ if(avg_cm_E < 0.01) fprintf(stdout, "%4.2e ", avg_cm_E);
+ else fprintf(stdout, "%8.3f ", avg_cm_E);
+ fprintf(stdout, "%6.1f %6.1f %6.4f %7.1f %7.1f\n", avg_cm_bit_sc, avg_hmm_bit_sc, avg_S, avg_xhmm, avg_spdup);
+
+ fprintf(stdout, "%6s %-*s %5s %8s %6s %6s %6s %7.1f %7.1f\n", "-", namewidth, "*Total*", "-", "-", "-", "-", "-", tot_xhmm, tot_spdup);
+ }
+ }
+ esl_alphabet_Destroy(abc);
+ printf("#\n");
+ esl_stopwatch_Destroy(s_w);
+ esl_randomness_Destroy(r);
+ CMFileClose(cmfp);
+ if(qdbfp != NULL) { printf("# Query-dependent bands saved in file %s.\n", esl_opt_GetString(go, "--qdbfile")); fclose(qdbfp); }
+ if(efp != NULL) { printf("# HMM filter E-val cutoff vs CM E-val cutoff plots saved in file %s.\n", esl_opt_GetString(go, "--efile")); fclose(efp); }
+ if(bfp != NULL) { printf("# HMM filter bit sc cutoff vs CM bit sc cutoff plots saved in file %s.\n", esl_opt_GetString(go, "--bfile")); fclose(bfp); }
+ if(sfp != NULL) { printf("# Predicted survival fraction vs CM cutoff plots saved in file %s.\n", esl_opt_GetString(go, "--sfile")); fclose(sfp); }
+ if(xfp != NULL) { printf("# Predicted xhmm (calcs * HMM) vs CM cutoff plots saved in file %s.\n", esl_opt_GetString(go, "--xfile")); fclose(xfp); }
+ if(afp != NULL) { printf("# Predicted acceleration vs CM cutoff plots saved in file %s.\n", esl_opt_GetString(go, "--afile")); fclose(afp); }
+ free(namedashes);
+ esl_getopts_Destroy(go);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+ esl_stopwatch_Destroy(w);
+ return 0;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 1; /* NEVER REACHED */
+}
+
+/* Function: summarize_search()
+ * Incept: EPN, Tue Aug 21 20:00:28 2007
+ *
+ * Purpose: Summarize search statistics to varying extents
+ * based on command-line options.
+ */
+int
+summarize_search(ESL_GETOPTS *go, char *errbuf, CM_t *cm, ESL_RANDOMNESS *r, ESL_STOPWATCH *w, FILE *ofp)
+{
+ int status;
+ int L_cm = esl_opt_GetInteger(go, "--cmL"); /* length sequence to search with CM */
+ int L_cp9 = esl_opt_GetInteger(go, "--hmmL"); /* length sequence to search with CP9 */
+ float dpc; /* number of mega-DP calcs for search of length L */
+ float dpc_q; /* number of QDB mega-DP calcs for search of length L */
+ float th_acc; /* theoretical QDB acceleration */
+ float dpc_v; /* number of CP9 mega-DP calcs for search of length L */
+
+ /* optional, -t related variables */
+ ESL_DSQ *dsq_cm; /* digitized sequence of length L for CM timings */
+ ESL_DSQ *dsq_cp9;/* digitized sequence of length L for CP9 timings */
+ float t_c; /* number of seconds (w->user) for CYK search */
+ float t_i; /* number of seconds (w->user) for Inside search */
+ float t_cq; /* number of seconds (w->user) for QDB CYK search */
+ float t_iq; /* number of seconds (w->user) for QDB Inside search */
+ float t_v; /* number of seconds (w->user) for CP9 Viterbi search */
+ float t_f; /* number of seconds (w->user) for CP9 Forward search */
+
+ int *tmp_dmin;
+ int *tmp_dmax;
+
+ float mc_s; /* million calcs / second */
+ float kb_s; /* kilobases / second */
+ float emp_acc; /* empirical acceleration from QDB */
+ float L_cm_kb;
+ float L_cp9_kb;
+ float dpc_kb;
+ float dpc_q_kb;
+ float dpc_v_kb;
+
+ if(L_cm < cm->W) { L_cm = cm->W; fprintf(stdout, "\tL increased to minimum size of cm->W (%d)\n", L_cm); }
+ ESL_ALLOC(dsq_cm, sizeof(ESL_DSQ) * (L_cm +2));
+ ESL_ALLOC(dsq_cp9, sizeof(ESL_DSQ) * (L_cp9+2));
+ esl_rsq_xfIID(r, cm->null, cm->abc->K, L_cm, dsq_cm);
+ esl_rsq_xfIID(r, cm->null, cm->abc->K, L_cp9, dsq_cp9);
+
+ /* estimate speedup due to QDB */
+ dpc = CountScanDPCalcs(cm, L_cm, FALSE) / 1000000.;
+ dpc_q = CountScanDPCalcs(cm, L_cm, TRUE) / 1000000.;
+ th_acc = dpc / dpc_q;
+
+ if(esl_opt_GetBoolean(go, "-g")) dpc_v = (float) (cm->clen+1) * L_cp9 * 9; /* 9 transitions queried per HMM node: 9 main model no local begin, end, nor EL */
+ else dpc_v = (float) (cm->clen+1) * L_cp9 * 12; /* 12 transitions queried per HMM node: 9 main model, local begin, end, and EL */
+ dpc_v /= 1000000.;
+
+ /* First create scan info for non-QDB runs */
+ tmp_dmin = cm->dmin;
+ tmp_dmax = cm->dmax;
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->search_opts |= CM_SEARCH_NOQDB;
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE);
+ if(cm->smx == NULL) cm_Fail("summarize_search(), CreateScanMatrixForCM() call failed.");
+
+ /* cyk */
+ esl_stopwatch_Start(w);
+ if((status = FastCYKScan(cm, errbuf, cm->smx, dsq_cm, 1, L_cm, 0., NULL, TRUE, NULL, NULL)) != eslOK) goto ERROR;
+ /*CYKScan (cm, dsq_cm, 1, L_cm, cm->W, 0., NULL);*/
+ esl_stopwatch_Stop(w);
+ t_c = w->user;
+
+ /* inside */
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ esl_stopwatch_Start(w);
+ if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq_cm, 1, L_cm, 0., NULL, TRUE, NULL, NULL)) != eslOK) goto ERROR;
+ /* iInsideScan (cm, dsq_cm, 1, L_cm, cm->W, 0., NULL); */
+ esl_stopwatch_Stop(w);
+ t_i = w->user;
+
+ /* reset cm->dmin, cm->dmax, recalc scanmatrix */
+ cm->dmin = tmp_dmin;
+ cm->dmax = tmp_dmax;
+ cm->search_opts &= ~CM_SEARCH_NOQDB;
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm_FreeScanMatrixForCM(cm);
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE);
+ if(cm->smx == NULL) cm_Fail("summarize_search(), CreateScanMatrix() call failed.");
+
+ /* qdb cyk */
+ esl_stopwatch_Start(w);
+ if((status = FastCYKScan(cm, errbuf, cm->smx, dsq_cm, 1, L_cm, 0., NULL, TRUE, NULL, NULL)) != eslOK) goto ERROR;
+ /*CYKBandedScan (cm, dsq_cm, cm->dmin, cm->dmax, 1, L_cm, cm->W, 0., NULL); */
+ esl_stopwatch_Stop(w);
+ t_cq = w->user;
+
+ /* qdb inside */
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ esl_stopwatch_Start(w);
+ if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq_cm, 1, L_cm, 0., NULL, TRUE, NULL, NULL)) != eslOK) goto ERROR;
+ /*iInsideBandedScan (cm, dsq_cm, cm->dmin, cm->dmax, 1, L_cm, cm->W, 0., NULL);*/
+ esl_stopwatch_Stop(w);
+ t_iq = w->user;
+
+ /* CP9 viterbi */
+ esl_stopwatch_Start(w);
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq_cp9, 1, L_cp9, cm->W, 0., NULL,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ TRUE, /* do NULL3 score corrections, for accurate timings */
+ NULL, NULL,
+ NULL, /* don't want traces back */
+ NULL)) != eslOK) goto ERROR;
+
+ esl_stopwatch_Stop(w);
+ t_v = w->user;
+
+ /* CP9 forward */
+ esl_stopwatch_Start(w);
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq_cp9, 1, L_cp9, cm->W, 0., NULL,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ TRUE, /* do NULL3 score corrections, for accurate timings */
+ NULL, NULL, NULL)) != eslOK) goto ERROR;
+ esl_stopwatch_Stop(w);
+ t_f = w->user;
+
+ /* Experimental method of accelerating Forward by determining guarantees that scores will be non -INFTY,
+ * see cp9_dp.c:cp9_FastForward for more.
+ *
+ * determine the minimum length we can search safely with the optimized forward implementation.
+ * int minL = 0; minimum length can safely scan with optimized Forward(), -1 ==> any length
+ *if((status = cp9_WorstForward(cm, errbuf, cm->cp9_mx, -INFTY, TRUE, FALSE, &minL)) != eslOK) goto ERROR;
+ *int be_safe = FALSE; should we be safe, and not use optimized Forward()?
+ * ESL_DPRINTF1(("minL: %d L: %d\n", minL, L));
+ *if(minL != -1 && minL <= L) be_safe = TRUE;
+ *esl_stopwatch_Start(w);
+ *if((status = cp9_FastForward(cm, errbuf, cm->cp9_mx, dsq_cp9, 1, L_cp9, cm->W, 0., NULL,
+ * TRUE,
+ * FALSE,
+ * TRUE,
+ * be_safe,
+ * NULL, NULL, NULL)) != eslOK) goto ERROR;
+ */
+
+ /* print results */
+ L_cm_kb = (float) L_cm / 1000.;
+ L_cp9_kb = (float) L_cp9 / 1000.;
+ fprintf(stdout, "#\n");
+ fprintf(stdout, "#\t\t\t search statistics:\n");
+ fprintf(stdout, "#\t\t\t %7s %7s %6s %8s %5s %5s %5s\n", "alg", "Mc/kb", "Mc/s", "kb/s", "beta", "qdbXt", "qdbXe");
+ fprintf(stdout, "#\t\t\t %7s %7s %6s %8s %5s %5s %5s\n", "-------", "-------", "------", "--------", "-----", "-----", "-----");
+ /* cyk non-banded */
+ dpc_kb = dpc * (1000. / (float) L_cm); /* convert to cells per KB */
+ mc_s = dpc / t_c;
+ kb_s = ((float) L_cm_kb) / t_c;
+ fprintf(stdout, " \t\t\t %7s %7.1f %6.1f %8.2f %5s %5s %5s\n", "cyk", dpc_kb, mc_s, kb_s, "-", "-", "-");
+ mc_s = dpc / t_i;
+ kb_s = ((float) L_cm_kb) / t_i;
+ fprintf(stdout, " \t\t\t %7s %7.1f %6.1f %8.2f %5s %5s %5s\n", "inside", dpc_kb, mc_s, kb_s, "-", "-", "-");
+ dpc_q_kb = dpc_q * (1000. / (float) L_cm); /* convert to cells per KB */
+ mc_s = dpc_q / t_cq;
+ kb_s = ((float) L_cm_kb) / t_cq;
+ emp_acc = t_c / t_cq;
+ fprintf(stdout, " \t\t\t %7s %7.1f %6.1f %8.2f %5g %5.1f %5.1f\n", "cyk", dpc_q_kb, mc_s, kb_s, cm->beta_qdb, th_acc, emp_acc);
+ mc_s = dpc_q / t_iq;
+ kb_s = ((float) L_cm_kb) / t_iq;
+ emp_acc = t_i / t_iq;
+ fprintf(stdout, " \t\t\t %7s %7.1f %6.1f %8.2f %5g %5.1f %5.1f\n", "inside", dpc_q_kb, mc_s, kb_s, cm->beta_qdb, th_acc, emp_acc);
+ mc_s = dpc_v / t_v;
+ kb_s = ((float) L_cp9_kb) / t_v;
+ dpc_v_kb = dpc_v * (1000. / (float) L_cp9); /* convert to cells per KB */
+ fprintf(stdout, " \t\t\t %7s %7.1f %6.1f %8.2f %5s %5s %5s\n", "viterbi", dpc_v_kb, mc_s, kb_s, "-", "-", "-");
+ mc_s = dpc_v / t_f;
+ kb_s = ((float) L_cp9_kb) / t_f;
+ fprintf(stdout, " \t\t\t %7s %7.1f %6.1f %8.2f %5s %5s %5s\n", "forward", dpc_v_kb, mc_s, kb_s, "-", "-", "-");
+
+ free(dsq_cm);
+ free(dsq_cp9);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* initialize_cm()
+ * Setup the CM based on the exp tail mode,
+ * only set flags and a few parameters. ConfigCM() configures
+ * the CM.
+ */
+static int
+initialize_cm(CM_t *cm, int cm_mode, int hmm_mode)
+{
+ /* Update cm->config_opts based on exp tail mode */
+ if(ExpModeIsLocal(cm_mode)) cm->config_opts |= CM_CONFIG_LOCAL;
+ if(ExpModeIsLocal(hmm_mode)) {
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+
+ return eslOK;
+}
+
+/* Function: print_run_info
+ * Date: EPN, Mon Mar 3 09:47:26 2008
+ *
+ * Purpose: Print information on this run of cmstat.
+ * Command used to run it, and execution date.
+ *
+ * Returns: eslOK on success
+ */
+static int
+print_run_info(const ESL_GETOPTS *go, char *errbuf, ESL_RANDOMNESS *r)
+{
+ int status;
+ char *command;
+ char *date;
+
+ if((status = get_command(go, errbuf, &command)) != eslOK) return status;
+ if((status = GetDate (errbuf, &date)) != eslOK) return status;
+
+ fprintf(stdout, "%-10s %s\n", "# command:", command);
+ fprintf(stdout, "%-10s %s\n", "# date:", date);
+ if(esl_opt_GetBoolean(go, "--search")) fprintf(stdout, "%-10s %ld\n", "# seed:", esl_randomness_GetSeed(r));
+
+ free(command);
+ free(date);
+ return eslOK;
+}
+
+/* Function: get_command
+ * Date: EPN, Mon Mar 3 09:48:55 2008
+ *
+ * Purpose: Return the command used to call cmstat
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+get_command(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_command(): memory allocation error.");
+ return status;
+}
diff --git a/src/config.h.in b/src/config.h.in
new file mode 100644
index 0000000..d3c3a8e
--- /dev/null
+++ b/src/config.h.in
@@ -0,0 +1,81 @@
+/* @configure_input@
+ * DO NOT EDIT config.h!!
+ * config.h is generated from config.h.in by autoconf.
+ *
+ * Configurable compile-time constants in INFERNAL.
+ *
+ * Because this header may configure the behavior of system headers
+ * (for example, LFS support), it must be included before any other
+ * header file.
+ *
+ * SRE, Sun Jun 3 20:22:38 2001 [St. Louis]
+ * SVN $Id: config.h.in 2415 2008-05-16 21:59:24Z nawrockie $
+ */
+#ifndef CONFIGH_INCLUDED
+#define CONFIGH_INCLUDED
+
+/****************************************************************
+ * This first section can be edited manually before compilation
+ ****************************************************************/
+
+/* RAMLIMIT (in MB) defines how much memory we're
+ * allowed to expend on alignment algorithms without
+ * switching to more efficient memory forms - e.g.
+ * in smallcyk.c
+ */
+#ifndef RAMLIMIT
+#define RAMLIMIT 0
+#endif
+
+/* SRE_CONLEVEL will prob move to squid somewhere.
+ * Set to 1 to activate contract checking, during debugging.
+ */
+#define SRE_CONLEVEL 1
+#if (SRE_CONLEVEL >= 1)
+#include <assert.h>
+#endif
+
+/*****************************************************************
+ * Everything else that follows is configured automatically
+ * by the ./configure script. DO NOT EDIT.
+ *****************************************************************/
+
+/* Version info - set once for whole package in configure.ac
+ */
+#undef PACKAGE_NAME
+#undef PACKAGE_VERSION
+#undef PACKAGE_DATE
+#undef PACKAGE_COPYRIGHT
+#undef PACKAGE_LICENSE
+
+/* Information about location of alloca()
+ * Used by rigfilters/cm2hmm-1.0/MiscExceptions.cpp
+ * This function is known to have portability issues (including
+ * variable locations in system headers, and broken implementations
+ * on certain platforms) and may be problematic. Hopefully autoconf
+ * will prevent major issues.
+ */
+#undef HAVE_ALLOCA_H
+
+/* --enable-debugging=x debugging diagnostics (development versions only)
+ */
+#ifndef DEBUGLEVEL
+#undef DEBUGLEVEL
+#endif
+
+/* --enable-lfs Large File Summit (LFS) support for >2Gb files
+ */
+#undef _LARGEFILE_SOURCE
+#undef _LARGEFILE64_SOURCE
+#undef _FILE_OFFSET_BITS
+
+/* --enable-mpi MPI parallelization
+ */
+#undef HAVE_MPI
+
+/* Debugging hooks
+ */
+#undef cm_DEBUGLEVEL
+
+#endif /* CONFIGH_INCLUDED */
+
diff --git a/src/cp9.c b/src/cp9.c
new file mode 100644
index 0000000..14e4c9f
--- /dev/null
+++ b/src/cp9.c
@@ -0,0 +1,377 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+/* cp9.c based on HMMER 2.x's plan7.c
+ * EPN 02.27.06
+ *
+ * Support for CM-Plan 9 HMM data structure, CP9_t.
+ *
+ * All of the CP9 code is based on analogous HMMER 2.x Plan 7 HMM
+ * code.
+ *
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+#include <time.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/* Functions: AllocCPlan9(), AllocCPlan9Shell(), AllocCPlan9Body(), FreeCPlan9()
+ *
+ * Purpose: Allocate or free a CPlan9 HMM structure.
+ * Can either allocate all at once (AllocCPlan9()) or
+ * in two steps (AllocCPlan9Shell(), AllocCPlan9Body()).
+ * The two step method is used in CP9_hmmio.c where we start
+ * parsing the header of an HMM file but don't
+ * see the size of the model 'til partway thru the header.
+ */
+CP9_t *
+AllocCPlan9(int M, const ESL_ALPHABET *abc)
+{
+ CP9_t *hmm;
+
+ hmm = AllocCPlan9Shell();
+ AllocCPlan9Body(hmm, M, abc);
+ return hmm;
+}
+CP9_t *
+AllocCPlan9Shell(void)
+{
+ int status;
+ CP9_t *hmm;
+
+ ESL_ALLOC(hmm, sizeof(CP9_t));
+ hmm->abc = NULL;
+
+ hmm->M = 0;
+
+ hmm->t = NULL;
+ hmm->mat = NULL;
+ hmm->ins = NULL;
+
+ hmm->tsc = hmm->msc = hmm->isc = NULL;
+ hmm->tsc_mem = hmm->msc_mem = hmm->msc_mem = NULL;
+
+ hmm->begin = NULL;
+ hmm->end = NULL;
+
+ hmm->bsc = hmm->bsc_mem = NULL;
+ hmm->esc = hmm->esc_mem = NULL;
+
+ hmm->otsc = NULL;
+
+ hmm->has_el = NULL;
+ hmm->el_from_ct = NULL;
+ hmm->el_from_idx = NULL;
+ hmm->el_from_cmnd= NULL;
+
+ hmm->flags = 0;
+ return hmm;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return NULL; /* never reached */
+}
+
+void
+AllocCPlan9Body(CP9_t *hmm, int M, const ESL_ALPHABET *abc)
+{
+ int status;
+ int k, x;
+
+ hmm->abc = abc;
+
+ hmm->M = M;
+
+ ESL_ALLOC(hmm->t, (M+1) * sizeof(float *));
+ ESL_ALLOC(hmm->mat, (M+1) * sizeof(float *));
+ ESL_ALLOC(hmm->ins, (M+1) * sizeof(float *));
+ ESL_ALLOC(hmm->t[0],(cp9_NTRANS*(M+1)) * sizeof(float));
+ ESL_ALLOC(hmm->mat[0],(MAXABET*(M+1)) * sizeof(float));
+ ESL_ALLOC(hmm->ins[0],(MAXABET*(M+1)) * sizeof(float));
+
+ ESL_ALLOC(hmm->tsc, cp9_NTRANS * sizeof(int *));
+ ESL_ALLOC(hmm->msc, MAXDEGEN * sizeof(int *));
+ ESL_ALLOC(hmm->isc, MAXDEGEN * sizeof(int *));
+ ESL_ALLOC(hmm->tsc_mem,(cp9_NTRANS*(M+1)) * sizeof(int));
+ ESL_ALLOC(hmm->msc_mem,(MAXDEGEN*(M+1)) * sizeof(int));
+ ESL_ALLOC(hmm->isc_mem,(MAXDEGEN*(M+1)) * sizeof(int));
+
+ hmm->tsc[0] = hmm->tsc_mem;
+ hmm->msc[0] = hmm->msc_mem;
+ hmm->isc[0] = hmm->isc_mem;
+
+ /* transition scores reordered */
+ ESL_ALLOC(hmm->otsc, sizeof(int) * (M+1) * cp9O_NTRANS);
+
+ /* note allocation strategy for important 2D arrays -- trying
+ * to keep locality as much as possible, cache efficiency etc.
+ */
+ for (k = 1; k <= M; k++) {
+ hmm->mat[k] = hmm->mat[0] + k * MAXABET;
+ hmm->ins[k] = hmm->ins[0] + k * MAXABET;
+ hmm->t[k] = hmm->t[0] + k * cp9_NTRANS;
+ }
+ for (x = 1; x < MAXDEGEN; x++) {
+ hmm->msc[x] = hmm->msc[0] + x * (M+1);
+ hmm->isc[x] = hmm->isc[0] + x * (M+1);
+ }
+ for (x = 0; x < cp9_NTRANS; x++)
+ hmm->tsc[x] = hmm->tsc[0] + x * (M+1);
+
+ /* tsc[x][0] is used as a boundary condition sometimes [Viterbi()],
+ * so set to -inf always.
+ */
+ for (x = 0; x < cp9_NTRANS; x++)
+ hmm->tsc[x][0] = -INFTY;
+
+ ESL_ALLOC(hmm->begin, (M+1) * sizeof(float));
+ ESL_ALLOC(hmm->end, (M+1) * sizeof(float));
+
+ ESL_ALLOC(hmm->bsc_mem, (M+1) * sizeof(int));
+ ESL_ALLOC(hmm->esc_mem, (M+1) * sizeof(int));
+
+ hmm->bsc = hmm->bsc_mem;
+ hmm->esc = hmm->esc_mem;
+
+ /* end[0], begin[0], esc[0] and bsc[0] are never
+ * used, set them to 0. and -INFTY */
+ hmm->end[0] = hmm->begin[0] = -INFTY;
+ hmm->esc[0] = hmm->bsc[0] = -INFTY;
+
+ ESL_ALLOC(hmm->has_el, (M+1) * sizeof(int));
+ ESL_ALLOC(hmm->el_from_ct, (M+2) * sizeof(int));
+ ESL_ALLOC(hmm->el_from_idx,(M+2) * sizeof(int *));
+ ESL_ALLOC(hmm->el_from_cmnd,(M+2) * sizeof(int *));
+
+ return;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+void
+FreeCPlan9(CP9_t *hmm)
+{
+ int k;
+ if (hmm->bsc_mem != NULL) free(hmm->bsc_mem);
+ if (hmm->begin != NULL) free(hmm->begin);
+ if (hmm->esc_mem != NULL) free(hmm->esc_mem);
+ if (hmm->end != NULL) free(hmm->end);
+ if (hmm->msc_mem != NULL) free(hmm->msc_mem);
+ if (hmm->isc_mem != NULL) free(hmm->isc_mem);
+ if (hmm->tsc_mem != NULL) free(hmm->tsc_mem);
+ if (hmm->mat != NULL) free(hmm->mat[0]);
+ if (hmm->ins != NULL) free(hmm->ins[0]);
+ if (hmm->t != NULL) free(hmm->t[0]);
+ if (hmm->msc != NULL) free(hmm->msc);
+ if (hmm->isc != NULL) free(hmm->isc);
+ if (hmm->tsc != NULL) free(hmm->tsc);
+ if (hmm->otsc != NULL) free(hmm->otsc);
+ if (hmm->mat != NULL) free(hmm->mat);
+ if (hmm->ins != NULL) free(hmm->ins);
+ if (hmm->t != NULL) free(hmm->t);
+ if (hmm->has_el != NULL) free(hmm->has_el);
+ if (hmm->el_from_ct != NULL) free(hmm->el_from_ct);
+ if(hmm->el_from_idx != NULL)
+ {
+ for(k = 0; k <= hmm->M+1; k++)
+ if(hmm->el_from_idx[k] != NULL)
+ free(hmm->el_from_idx[k]);
+ free(hmm->el_from_idx);
+ }
+ if(hmm->el_from_cmnd != NULL)
+ {
+ for(k = 0; k <= hmm->M+1; k++)
+ if(hmm->el_from_cmnd[k] != NULL)
+ free(hmm->el_from_cmnd[k]);
+ free(hmm->el_from_cmnd);
+ }
+
+ free(hmm);
+}
+
+/* Function: ZeroCPlan9()
+ *
+ * Purpose: Zeros the counts/probabilities fields in a model.
+ * Leaves null model untouched.
+ */
+void
+ZeroCPlan9(CP9_t *hmm)
+{
+ int k;
+ esl_vec_FSet(hmm->ins[0], hmm->abc->K, 0.);
+ esl_vec_FSet(hmm->t[0], cp9_NTRANS, 0.);
+ for (k = 1; k <= hmm->M; k++)
+ {
+ esl_vec_FSet(hmm->t[k], cp9_NTRANS, 0.);
+ esl_vec_FSet(hmm->mat[k], hmm->abc->K, 0.);
+ esl_vec_FSet(hmm->ins[k], hmm->abc->K, 0.);
+ }
+ esl_vec_FSet(hmm->begin+1, hmm->M, 0.);
+ esl_vec_FSet(hmm->end+1, hmm->M, 0.);
+
+ /* initialize the el_* data structures, these
+ * depend on the CM guide tree and will be set
+ * when the CP9 is constructed from the CM.
+ */
+ for (k = 0; k <= (hmm->M); k++)
+ {
+ hmm->has_el[k] = FALSE;
+ hmm->el_from_ct[k] = 0;
+ hmm->el_from_idx[k] = NULL;
+ hmm->el_from_cmnd[k] = NULL;
+ }
+ /* special case hmm->M+1 corresponds to the E state here */
+ hmm->el_from_ct[(hmm->M+1)] = 0;
+ hmm->el_from_idx[(hmm->M+1)] = NULL;
+ hmm->el_from_cmnd[(hmm->M+1)] = NULL;
+
+ hmm->flags &= ~CPLAN9_HASBITS; /* invalidates scores */
+ hmm->flags &= ~CPLAN9_HASPROB; /* invalidates probabilities */
+ hmm->el_self = 0.; /* EL self transition probability */
+}
+
+
+/* Function: CPlan9SetNullModel()
+ *
+ * Purpose: Set the null model section of an HMM.
+ * Convenience function.
+ */
+void
+CPlan9SetNullModel(CP9_t *hmm, float null[MAXABET], float p1)
+{
+ int x;
+ for (x = 0; x < hmm->abc->K; x++)
+ hmm->null[x] = null[x];
+ hmm->p1 = p1;
+}
+
+/*
+ * Function: DuplicateCP9
+ * Date: EPN, Thu Jun 28 13:37:22 2007
+ * Purpose: Given a template cm 'src_cm' copy it's CP9
+ * to the cm 'dest_cm'. dest_cm->cp9 and dest_cm->cp9map
+ * are alloc'ed here.
+ *
+ * Args:
+ * src_cm the source CM, must have valid cp9
+ * dest_cm the destination CM we're copying src_cm->cp9
+ * to
+ */
+void
+DuplicateCP9(CM_t *src_cm, CM_t *dest_cm)
+{
+ int k,x; /* counter over nodes */
+
+ /* Contract checks */
+ if(!(src_cm->flags & CMH_CP9))
+ cm_Fail("ERROR in DuplicateCP9() src_cm CMH_CP9 flag down.\n");
+
+ CPlan9Renormalize(src_cm->cp9);
+ CP9Logoddsify(src_cm->cp9);
+
+ /* We can fill the map before we copy the CP9 */
+ /* Allocate and initialize the cp9map */
+ dest_cm->cp9map = AllocCP9Map(dest_cm);
+ /* Map the CM states to CP9 states and nodes and vice versa */
+ CP9_map_cm2hmm(dest_cm, dest_cm->cp9map, 0);
+
+ /* Create the new model and copy everything over */
+ dest_cm->cp9 = AllocCPlan9(dest_cm->cp9map->hmm_M, src_cm->abc);
+ ZeroCPlan9(dest_cm->cp9);
+ CPlan9SetNullModel(dest_cm->cp9, dest_cm->null, 1.0); /* set p1 = 1.0 which corresponds to the CM */
+ CPlan9InitEL(dest_cm, dest_cm->cp9); /* set up hmm->el_from_ct and hmm->el_from_idx data, which
+ * explains how the EL states are connected in the HMM. */
+
+ /* Copy the transitions and emission probs and scores */
+ for(k = 0; k <= dest_cm->cp9->M; k++)
+ {
+ dest_cm->cp9->t[k][CTMM] = src_cm->cp9->t[k][CTMM];
+ dest_cm->cp9->t[k][CTMI] = src_cm->cp9->t[k][CTMI];
+ dest_cm->cp9->t[k][CTMD] = src_cm->cp9->t[k][CTMD];
+ dest_cm->cp9->t[k][CTMEL] = src_cm->cp9->t[k][CTMEL];
+
+
+ dest_cm->cp9->t[k][CTIM] = src_cm->cp9->t[k][CTIM];
+ dest_cm->cp9->t[k][CTII] = src_cm->cp9->t[k][CTII];
+ dest_cm->cp9->t[k][CTID] = src_cm->cp9->t[k][CTID];
+
+ dest_cm->cp9->t[k][CTDM] = src_cm->cp9->t[k][CTDM];
+ dest_cm->cp9->t[k][CTDI] = src_cm->cp9->t[k][CTDI];
+ dest_cm->cp9->t[k][CTDD] = src_cm->cp9->t[k][CTDD];
+
+ dest_cm->cp9->begin[k] = src_cm->cp9->begin[k];
+ dest_cm->cp9->end[k] = src_cm->cp9->end[k];
+
+ for(x = 0; x < src_cm->cp9->abc->K; x++)
+ {
+ dest_cm->cp9->mat[k][x] = src_cm->cp9->mat[k][x];
+ dest_cm->cp9->ins[k][x] = src_cm->cp9->ins[k][x];
+ }
+ }
+
+ dest_cm->cp9->p1 = src_cm->cp9->p1;
+ dest_cm->cp9->el_self = src_cm->cp9->el_self;
+ dest_cm->cp9->el_selfsc = src_cm->cp9->el_selfsc;
+
+ CPlan9Renormalize(dest_cm->cp9);/* shouldn't be nec */
+ CP9Logoddsify(dest_cm->cp9); /* fill in all the integer log odds scores:
+ * msc, isc, bsc, esc, tsc, the *sc_mem
+ * pointers were set up in AllocCPlan9() */
+
+ /*
+ FILE *fp;
+ fp = fopen("destcp9" ,"w");
+ debug_print_cp9_params(fp, dest_cm->cp9, TRUE);
+ fclose(fp);
+ fp = fopen("srccp9" ,"w");
+ debug_print_cp9_params(fp, src_cm->cp9, TRUE);
+ fclose(fp);
+ */
+
+ /* finally create the CP9Bands */
+ dest_cm->cp9b = AllocCP9Bands(dest_cm, dest_cm->cp9);
+
+ dest_cm->cp9->flags = src_cm->cp9->flags;
+}
+
+/* Function: cp9_GetNCalcsPerResidue()
+ * Date: EPN, Thu Jan 17 06:12:37 2008
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation.
+ * <ret_cp9_ncalcs_per_res> set as millions of DP calculations
+ * per residue for the CP9 HMM.
+ */
+int
+cp9_GetNCalcsPerResidue(CP9_t *cp9, char *errbuf, float *ret_cp9_ncalcs_per_res)
+{
+ int cp9_ntrans;
+ float cp9_ncalcs_per_res;
+
+ if(cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_GetNCalcsPerRes(), cp9 == NULL.");
+ if(ret_cp9_ncalcs_per_res == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_GetNCalcsPerRes(), ret_cp9_ncalcs_per_res == NULL.");
+
+ /* determine millions of CP9 DP calcs per residue */
+ cp9_ntrans = NHMMSTATETYPES * NHMMSTATETYPES; /* 3*3 = 9 transitions in global mode */
+ if(cp9->flags & CPLAN9_LOCAL_BEGIN) cp9_ntrans++;
+ if(cp9->flags & CPLAN9_LOCAL_END) cp9_ntrans++;
+ if(cp9->flags & CPLAN9_EL) cp9_ntrans++;
+ cp9_ncalcs_per_res = (cp9_ntrans * cp9->M) / 1000000.; /* convert to millions of calcs per residue */
+
+ *ret_cp9_ncalcs_per_res = cp9_ncalcs_per_res;
+ return eslOK;
+}
diff --git a/src/cp9_dp.c b/src/cp9_dp.c
new file mode 100644
index 0000000..7061394
--- /dev/null
+++ b/src/cp9_dp.c
@@ -0,0 +1,2946 @@
+/* cp9_dp.c
+ *
+ * Dynamic programming functions for alignment and search
+ * with CM plan 9 HMMs.
+ *
+ * All of these functions were written between the 0.81 and
+ * 1.0 release of Infernal.
+ *
+ * EPN, Wed Sep 12 16:53:32 2007
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_sqio.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+#define TSC(s,k) (tsc[(k) * cp9O_NTRANS + (s)])
+
+#define IAMI_M (1<<0)
+#define IAMI_I (1<<1)
+#define IAMI_D (1<<2)
+#define IAMI_EL (1<<3)
+#define nIAMI_S 4
+
+#define IAMI_MM (1<<0)
+#define IAMI_IM (1<<1)
+#define IAMI_DM (1<<2)
+#define IAMI_BM (1<<3)
+#define IAMI_MI (1<<4)
+#define IAMI_II (1<<5)
+#define IAMI_DI (1<<6)
+#define IAMI_MD (1<<7)
+#define IAMI_ID (1<<8)
+#define IAMI_DD (1<<9)
+#define IAMI_ME (1<<10)
+#define IAMI_MEL (1<<11)
+#define nIAMI_T 12
+
+#define TDIFF_MI_M 0
+#define TDIFF_MI_I 1
+#define TDIFF_MI_D 2
+#define nTDIFF 3
+
+/*
+ * Function: cp9_Viterbi()
+ *
+ * Purpose: Runs the Viterbi dynamic programming algorithm on an
+ * input subsequence (i0-j0).
+ * Somewhat flexible based on input options.
+ *
+ * Note: IDENTICAL to CP9Forward() below with maxes replacing
+ * sums in DP recursion, and the possibility of returning a
+ * CP9 trace if doing_align == TRUE. See CP9Forward() for more info,
+ * including more verbose 'Purpose' and description of arguments.
+ *
+ * Returns: <ret_sc>: if(!do_scan) log P(S,tr|M)/P(S,tr|R), as a bit score
+ * else max log P(S,tr|M)/P(S,tr|R), for argmax subseq S of input seq i0..j0,
+ * eslOK on success;
+ * eslEINCOMPAT on contract violation;
+ */
+int
+cp9_Viterbi(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff,
+ search_results_t *results, int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc,
+ int *ret_maxres, CP9trace_t **ret_tr, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *scA; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float best_sc; /* score of best hit overall */
+ float best_pos; /* residue (j) giving best_sc, where best hit ends */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ CP9trace_t *tr; /* CP9 trace for full seq i0..j0, used if ret_tr != NULL */
+ int M; /* cm->cp9->M, query length, number of consensus nodes of model */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, cm->cp9 is NULL.\n");
+ if(results != NULL && !do_scan) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, passing in results data structure, but not in scanning mode.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, dsq is NULL.");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, cm->clen != cm->cp9->M.\n");
+ if(cm->search_opts & CM_SEARCH_HMMFORWARD) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, CM_SEARCH_HMMFORWARD flag raised in search_opts.\n");
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ L = j0-i0+1;
+ M = cm->cp9->M;
+ if (W > L) W = L;
+
+ int const *tsc = cm->cp9->otsc; /* ptr to efficiently ordered transition scores */
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_HMMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* Grow DP matrix if nec, to either 2 rows or L+1 rows (depending on be_efficient),
+ * stays M+1 columns */
+ if(be_efficient) nrows = 1; /* mx will be 2 rows */
+ else nrows = L; /* mx will be L+1 rows */
+ if((status = GrowCP9Matrix(mx, errbuf, nrows, M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) return status;
+ ESL_DPRINTF2(("cp9_Viterbi(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+
+ /* if do_null3: allocate and initialize act vectors */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* scA will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(scA, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ int sc;
+ for (k = 1; k <= M; k++)
+ {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ sc = ESL_MAX(mmx[0][k-1] + TSC(cp9O_MD,k-1),
+ imx[0][k-1] + TSC(cp9O_ID,k-1));
+ sc = ESL_MAX(sc, dmx[0][k-1] + TSC(cp9O_DD,k-1));
+ dmx[0][k] = sc;
+ }
+ /* We can do a full parse through all delete states. */
+ erow[0] = dmx[0][M] + TSC(cp9O_DM,M);
+ scA[0] = erow[0];
+ fsc = Scorify(scA[0]);
+ /*printf("jp: %d j: %d fsc: %f isc: %d\n", jp, j, fsc, isc[jp]);*/
+ if(fsc > best_sc) { best_sc = fsc; best_pos= i0-1; }
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", 0, i0-1, Scorify(sc[0]), sc[0]);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position i0 to j0.
+ *****************************************************************/
+ /* Recursion. */
+ for (j = i0; j <= j0; j++)
+ {
+ int const *isc = cm->cp9->isc[dsq[j]];
+ int const *msc = cm->cp9->msc[dsq[j]];
+
+ int endsc = -INFTY;
+ int el_selfsc = cm->cp9->el_selfsc;
+ int sc;
+
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cur = (j-i0+1);
+ prv = (j-i0);
+
+ if(be_efficient) {
+ cur %= 2;
+ prv %= 2;
+ }
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp-1)%(W+1)], cm->abc->K, act[jp%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp: %3d jp/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp, jp%(W+1), act[jp%(W+1)][0], act[jp%(W+1)][1], act[jp%(W+1)][2], act[jp%(W+1)][3]);*/
+ }
+
+ /* The 1 difference between a Viterbi scanner and the
+ * regular Viterbi. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ mmx[cur][0] = (do_scan == TRUE) ? 0 : -INFTY;
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0] = -INFTY; /*no EL state for node 0 */
+
+ sc = ESL_MAX(mmx[prv][0] + TSC(cp9O_MI,0),
+ imx[prv][0] + TSC(cp9O_II,0));
+ sc = ESL_MAX(sc, dmx[prv][0] + TSC(cp9O_DI,0));
+ imx[cur][0] = ESL_MAX(sc + isc[0], -INFTY);
+
+ for (k = 1; k <= M; k++)
+ {
+ /*match state*/
+ sc = ESL_MAX( mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1));
+ sc = ESL_MAX(sc, dmx[prv][k-1] + TSC(cp9O_DM,k-1));
+ sc = ESL_MAX(sc, mmx[prv][0] + TSC(cp9O_BM,k));
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ESL_MAX(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cur][k] = ESL_MAX(sc + msc[k], -INFTY);
+
+ /* E state update */
+ endsc = ESL_MAX(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ESL_MAX( mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k));
+ sc = ESL_MAX(sc, dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = ESL_MAX(sc + isc[k], -INFTY);
+
+ /*delete state*/
+ sc = ESL_MAX( mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1));
+ sc = ESL_MAX(sc, dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ sc = ESL_MAX(sc, mmx[cur][k] + TSC(cp9O_MEL,k));
+ sc = ESL_MAX(sc, elmx[prv][k] + el_selfsc);
+ }
+ elmx[cur][k] = sc;
+ }
+
+ endsc = ESL_MAX(endsc, dmx[cur][M] + TSC(cp9O_DM,M)); /* transition from D_M -> end */
+ endsc = ESL_MAX(endsc, imx[cur][M] + TSC(cp9O_IM,M)); /* transition from I_M -> end */
+ for(c = 0; c < cm->cp9->el_from_ct[M+1]; c++) /* el_from_ct[k] is >= 0 */
+ /* transition penalty to EL incurred when EL was entered */
+ endsc = ESL_MAX(endsc, elmx[cur][cm->cp9->el_from_idx[M+1][c]]);
+
+ erow[cur] = endsc;
+ scA[jp] = endsc;
+ fsc = Scorify(endsc);
+
+ if(fsc > best_sc) { best_sc = fsc; best_pos= j; }
+
+ /* determine safe start point, max of j-W+1 and i0 */
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Forward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act, cm->clen)) != eslOK) return status;
+ } /* end loop over end positions j */
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, then we've reported hits in UpdateGammaHitMxCP9Forward() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and exit */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(doing_align) { /* best_sc is the alignment score */
+ best_sc = Scorify(scA[(j0-i0+1)]); /* L = j0-i0+1 */
+ best_pos = i0;
+ if(ret_tr != NULL) {
+ CP9ViterbiTrace(cm->cp9, dsq, i0, j0, mx, &tr);
+ if(tr == NULL) ESL_FAIL(eslFAIL, errbuf, "CP9ViterbiTrace() returned NULL, problem with traceback.");
+ /* CP9PrintTrace(stdout, tr, cm->cp9, dsq); */
+ *ret_tr = tr;
+ }
+ }
+ if(ret_sc != NULL) *ret_sc = best_sc;
+ if(ret_maxres != NULL) *ret_maxres = best_pos;
+ if(ret_psc != NULL) *ret_psc = scA;
+ else free(scA);
+ ESL_DPRINTF1(("cp9_Viterbi() return score: %10.4f\n", best_sc));
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+
+/*
+ * Function: cp9_ViterbiBackward()
+ *
+ * Purpose: Runs the Viterbi dynamic programming algorithm BACKWARDS on an
+ * input subsequence (i0-j0).
+ * Somewhat flexible based on input options.
+ *
+ * Note: IDENTICAL to CP9Backward() below with maxes replacing
+ * sums in DP recursion, and the possibility of returning a
+ * CP9 trace if doing_align == TRUE. See CP9Backward() for more info,
+ * including more verbose 'Purpose' and description of arguments.
+ *
+ * Returns: <ret_sc>: if(!do_scan) log P(S,tr|M)/P(S,tr|R), as a bit score
+ * else max log P(S,tr|M)/P(S,tr|R), for argmax subseq S of input seq i0..j0,
+ * eslOK on success;
+ * eslEINCOMPAT on contract violation;
+ */
+int
+cp9_ViterbiBackward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres,
+ CP9trace_t **ret_tr, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *scA; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float best_sc; /* score of best hit overall */
+ float best_pos; /* residue (i) giving best_sc, where best hit starts */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ int M; /* cm->cp9->M, query length, number of consensus nodes of model */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, cm->cp9 is NULL.\n");
+ if(results != NULL && !do_scan) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, passing in results data structure, but not in scanning mode.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, dsq is NULL.");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, cm->clen != cm->cp9->M.\n");
+ if(cm->search_opts & CM_SEARCH_HMMFORWARD) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_ViterbiBackward, CM_SEARCH_HMMFORWARD flag raised.\n");
+
+ int const *tsc = cm->cp9->otsc; /* ptr to efficiently ordered transition scores */
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ L = j0-i0+1;
+ M = cm->cp9->M;
+ if (W > L) W = L;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_HMMGREEDY), cutoff, TRUE);
+ else gamma = NULL;
+
+ /* Grow DP matrix if nec, to either 2 rows or L+1 rows (depending on be_efficient),
+ * stays M+1 columns */
+ if(be_efficient) nrows = 1; /* mx will be 2 rows */
+ else nrows = L; /* mx will be L+1 rows */
+ if((status = GrowCP9Matrix(mx, errbuf, nrows, M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) return status;
+ ESL_DPRINTF2(("cp9_ViterbiBackward(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+
+ /* if do_null3: allocate and initialize act vectors */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* scA will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(scA, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the L (i = j0, cur = (j0-i) = (j0-j0) %2 = 0) row. */
+ if(be_efficient) cur = 0;
+ else cur = j0-i0+1; /* L */
+ ip = j0-i0+1; /*L */
+ i = j0;
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_abc_DCount(cm->abc, act[ip%(W+1)], dsq[i], 1.);
+ /*printf("i: %3d ip: %3d ip/W+1: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", i, ip, ip%(W+1), act[ip%(W+1)][0], act[ip%(W+1)][1], act[ip%(W+1)][2], act[ip%(W+1)][3]);*/
+ }
+
+ /*******************************************************************
+ * 0 Handle EL, looking at EL_k->E for all valid k.
+ * we're going backwards so we have to work out of order, we could get
+ * around this by storing the nodes each EL goes TO in an el_to_ct[] vec. */
+ /* init to -INFTY */
+ for (k = 1; k <= cm->cp9->M; k++) elmx[cur][k] = -INFTY;
+ if(cm->cp9->flags & CPLAN9_EL) {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M+1] holds # ELs that can go to END */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]] = 0.; /* EL<-E, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+
+ /* elmx[cur][cm->cp9->M] is either 0 (if EL_M exists (it would nec be in el_from_idx[cm->cp9->M+1] array if it does, so
+ * it would be filled with 0 in above loop), or -INFTY if it doesn't exist. We don't add possibility of EL_M -> EL_M
+ * self loop b/c it's impossible to do that without emitting, and we've already seen our last res emitted.
+ * either way we don't have to modify it */
+
+ mmx[cur][cm->cp9->M] = ESL_MAX(elmx[cur][cm->cp9->M] + TSC(cp9O_MEL,cm->cp9->M),/* M_M<-EL_M<-E, with 0 self loops in EL_M */
+ TSC(cp9O_ME,cm->cp9->M)); /* M_M<-E ... everything ends in E (the 0; 2^0=1.0) */
+ mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M]; /* ... + emitted match symbol */
+ imx[cur][cm->cp9->M] = TSC(cp9O_IM,cm->cp9->M); /* I_M<-E ... everything ends in E (the 0; 2^0=1.0) */
+ imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M]; /* ... + emitted insert symbol */
+ dmx[cur][cm->cp9->M] = TSC(cp9O_DM,cm->cp9->M); /* D_M<-E */
+
+ /*******************************************************************
+ * No need to look at EL_k->M_M b/c elmx[cur] with cur == L means last emitted residue was L+1
+ * and this is impossible if we've come from M_M (only would be valid if we were coming from
+ * E which is handled above with the EL_k->E code).
+ *******************************************************************/
+ for (k = cm->cp9->M-1; k >= 1; k--)
+ {
+ mmx[cur][k] = TSC(cp9O_ME,k); /*M_k<- E */
+ mmx[cur][k] = ESL_MAX(mmx[cur][k], dmx[cur][k+1] + TSC(cp9O_MD,k));
+ if(cm->cp9->flags & CPLAN9_EL)
+ mmx[cur][k] = ESL_MAX(mmx[cur][k], elmx[cur][k] + TSC(cp9O_MEL,k));
+ mmx[cur][k] += cm->cp9->msc[dsq[i]][k];
+
+ /*******************************************************************
+ * No need to look at EL_k->M_M b/c elmx[cur] with cur == L means last emitted residue was L+1
+ * and this is impossible if we've come from M_M (only would be valid if we were coming from
+ * E which is handled above with the EL_k->E code).
+ *******************************************************************/
+ imx[cur][k] = dmx[cur][k+1] + TSC(cp9O_ID,k);
+ imx[cur][k] += cm->cp9->isc[dsq[i]][k];
+
+ dmx[cur][k] = dmx[cur][k+1] + TSC(cp9O_DD,k);
+ /* elmx[cur][k] was set above, out of order */
+ }
+
+ /* remember M_0 is special, the B state, a non-emitter */
+ mmx[cur][0] = dmx[cur][1] + TSC(cp9O_MD,0); /* M_0(B)->D_1, no seq emitted, all deletes */
+ /* above line is diff from CPBackwardOLD() which has mmx[cur][0] = -INFTY; */
+ imx[cur][0] = dmx[cur][1] + TSC(cp9O_ID,0);
+ imx[cur][0] += cm->cp9->isc[dsq[i]][0];
+
+ dmx[cur][0] = -INFTY; /*D_0 doesn't exist*/
+ elmx[cur][0] = -INFTY; /*EL_0 doesn't exist*/
+
+ scA[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(scA[ip]);
+ /*printf("ip: %d i: %d fsc: %f i: %d\n", ip, i, fsc, scA[ip]);*/
+ /* we can't have a hit starting here, b/c it would correspond to all deletes,
+ * no seq emitted, so we skip the check for if(fsc > best_sc) */
+
+ /*printf("scA[ip:%d]: %d\n", ip, scA[ip]);*/
+
+ /*printf("mmx[ip:%d][%d]: %d cur: %d\n", L+1, 0, mmx[cur][0], cur);
+ printf("imx[ip:%d][%d]: %d cur: %d\n", L+1, 0, imx[cur][0], cur);
+ printf("dmx[ip:%d][%d]: %d cur: %d\n", L+1, 0, dmx[cur][0], cur);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position j0-1 to i0.
+ *****************************************************************/
+ /* Recursion */
+ for (i = j0-1; i >= (i0-1); i--)
+ {
+ ip = i-i0+1; /* ip is relative index in dsq (0 to L-1) */
+ if(be_efficient) { cur = (j0-i) % 2; prv = (j0-i+1) % 2; }
+ else { cur = ip; prv = ip+1; }
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL && ip > 0) {
+ esl_vec_DCopy(act[(ip+1)%(W+1)], cm->abc->K, act[ip%(W+1)]);
+ esl_abc_DCount(cm->abc, act[ip%(W+1)], dsq[i], 1.);
+ /*printf("i: %3d ip: %3d ip/W+1: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", i, ip, ip%(W+1), act[ip%(W+1)][0], act[ip%(W+1)][1], act[ip%(W+1)][2], act[ip%(W+1)][3]);*/
+ }
+
+ /* init EL mx to -INFTY */
+ for (k = 1; k <= cm->cp9->M; k++) elmx[cur][k] = -INFTY;
+ if(ip > 0) {
+ /* elmx[cur][k] is possibly of coming from self (EL_k), we
+ * can't have come from END b/c we haven't emitted the last res of the seq yet.
+ */
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[cm->cp9->M]))
+ elmx[cur][cm->cp9->M] = elmx[cur][cm->cp9->M] + cm->cp9->el_selfsc;
+
+ mmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_MI,cm->cp9->M);
+ mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M];
+
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[cm->cp9->M]))
+ mmx[cur][cm->cp9->M] = ESL_MAX(mmx[cur][cm->cp9->M],
+ elmx[cur][cm->cp9->M] + TSC(cp9O_MEL,cm->cp9->M));
+
+ imx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_II,cm->cp9->M);
+ imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M];
+ }
+ else { /* ip == 0 */
+ mmx[cur][cm->cp9->M] = -INFTY; /* need seq to get here */
+ imx[cur][cm->cp9->M] = -INFTY; /* need seq to get here */
+ elmx[cur][cm->cp9->M]= -INFTY; /* first emitted res can't be from an EL, need to see >= 1 matches */
+ }
+ dmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_DI,cm->cp9->M);
+
+ /*******************************************************************
+ * 1b Handle EL, looking at EL_k->M_M for all valid k.
+ * EL_k->M_M transition, which has no transition penalty */
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M]; c++) /* el_from_ct[cm->cp9->M] holds # ELs that can go to M_M */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M][c]] = ESL_MAX(elmx[cur][cm->cp9->el_from_idx[cm->cp9->M][c]], mmx[prv][cm->cp9->M]);
+ }
+
+ /* A main difference between a Backward scanner and
+ * regular Backward: a scanner can end at the END
+ * state at any position, regular can only end at
+ * the final position j0. */
+ if(do_scan) {
+ if(ip > 0) {
+ /*******************************************************************
+ * 2 Handle EL, looking at EL_k->E for all valid k.
+ * EL_k->M_M transition, which has no transition penalty */
+ if(cm->cp9->flags & CPLAN9_EL) {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M] holds # ELs that can go to END */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]] = 0.; /* EL<-E, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+ /* elmx[cur][cm->cp9->M] is either 0 (if EL_M exists (it would nec be in el_from_idx[cm->cp9->M+1] array if it does, so
+ * it would be filled with 0 in above loop), or -INFTY if it doesn't exist. We don't add possibility of EL_M -> EL_M
+ * self loop b/c it's impossible to do that without emitting, and we've already seen our last res emitted,
+ * either way we don't have to modify it */
+
+ mmx[cur][cm->cp9->M] = ESL_MAX(mmx[cur][cm->cp9->M], elmx[cur][cm->cp9->M] + TSC(cp9O_MEL,cm->cp9->M));/* M_M<-EL_M<-E, with 0 selfs in EL_M */
+ mmx[cur][cm->cp9->M] = ESL_MAX(mmx[cur][cm->cp9->M], TSC(cp9O_ME,cm->cp9->M)); /* M_M<-E ... */
+ /*///mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M]; *//* ... + emitted match symbol */
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+
+ imx[cur][cm->cp9->M] = ESL_MAX(imx[cur][cm->cp9->M],
+ (TSC(cp9O_IM,cm->cp9->M) + /* I_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ /*///imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M]; *//* ... + emitted insert symbol */
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+ }
+ dmx[cur][cm->cp9->M] = ESL_MAX(dmx[cur][cm->cp9->M],
+ (TSC(cp9O_DM,cm->cp9->M) + /* D_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ }
+ /*printf("mmx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, mmx[cur][cm->cp9->M], cur);
+ printf("imx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, imx[cur][cm->cp9->M], cur);
+ printf("dmx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, dmx[cur][cm->cp9->M], cur);*/
+
+ for (k = cm->cp9->M-1; k >= 1; k--) {
+ if(ip > 0) {
+ /*******************************************************************
+ * 3 Handle EL, looking at EL_k->M_k for all valid k and EL_k->EL_k
+ * we're going backwards so we have to work out of order
+ * we could get around this by storing the nodes each EL goes TO
+ * in an el_to_ct[] vector. */
+ if(cm->cp9->flags & CPLAN9_EL) {
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] holds # ELs that can go to M_k */
+ elmx[cur][cm->cp9->el_from_idx[k][c]] = ESL_MAX(elmx[cur][cm->cp9->el_from_idx[k][c]], mmx[prv][k]);
+ /* EL<-M, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+
+ /* Finish off elmx[cur][k] with possibility of coming from self (EL_k),
+ * elmx[cur][k] will have been filled by block above for ks > current k,
+ * no M_k -> EL_k' with k' > k */
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ elmx[cur][k] = ESL_MAX(elmx[cur][k], elmx[prv][k] + cm->cp9->el_selfsc);
+
+ mmx[cur][k] = ESL_MAX(ESL_MAX((mmx[prv][k+1] + TSC(cp9O_MM,k)),
+ (imx[prv][k] + TSC(cp9O_MI,k))),
+ (dmx[cur][k+1] + TSC(cp9O_MD,k)));
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ mmx[cur][k] = ESL_MAX(mmx[cur][k], elmx[cur][k] + TSC(cp9O_MEL,k)); /* penalty for entering EL */
+ mmx[cur][k] += cm->cp9->msc[dsq[i]][k];
+
+ imx[cur][k] = ESL_MAX(ESL_MAX((mmx[prv][k+1] + TSC(cp9O_IM,k)),
+ (imx[prv][k] + TSC(cp9O_II,k))),
+ (dmx[cur][k+1] + TSC(cp9O_ID,k)));
+ imx[cur][k] += cm->cp9->isc[dsq[i]][k];
+
+ }
+ else { /* ip == 0 */
+ mmx[cur][k] = -INFTY; /* need seq to get here, unless we come from E in a scanner (below) */
+ imx[cur][k] = -INFTY; /* need seq to get here */
+ elmx[cur][k]= -INFTY; /* first emitted res can't be from an EL, need to see >= 1 matches */
+ }
+ if(do_scan && ip > 0) { /* add possibility of ending at this position from this state */
+ mmx[cur][k] =
+ ESL_MAX(mmx[cur][k],
+ (TSC(cp9O_ME,k) + /* M_k<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+ /* No EL contribution here b/c we'd be looking for M_k<-EL_k<-E, but EL_k<-E is impossible
+ * for k != cm->cp9->M; */
+ }
+ dmx[cur][k] = ESL_MAX(ESL_MAX((mmx[prv][k+1] + TSC(cp9O_DM,k)),
+ (imx[prv][k] + TSC(cp9O_DI,k))),
+ (dmx[cur][k+1] + TSC(cp9O_DD,k)));
+ } /* end of for (k = cm->cp9->M-1; k >= 1; k--) { */
+ /* Case when k == 0 */
+ /* imx[cur][0] is filled same as imx[cur][1..k] in the loop above */
+ if(ip > 0) {
+ imx[cur][0] = ESL_MAX(ESL_MAX((mmx[prv][1] + TSC(cp9O_IM,0)),
+ (imx[prv][0] + TSC(cp9O_II,0))),
+ (dmx[cur][1] + TSC(cp9O_ID,k)));
+ imx[cur][0] += cm->cp9->isc[dsq[i]][k];
+ }
+ else /* ip == 0 */
+ imx[cur][0] = -INFTY; /* need seq to get here */
+ dmx[cur][0] = -INFTY; /* D_0 does not exist */
+ elmx[cur][0] = -INFTY; /* EL_0 does not exist */
+
+ /*M_0 is the B state, it doesn't emit, and can be reached from any match via a begin transition */
+ mmx[cur][0] = -INFTY;
+ for (k = cm->cp9->M; k >= 1; k--) mmx[cur][0] = ESL_MAX(mmx[cur][0], (mmx[prv][k] + TSC(cp9O_BM,k)));
+ mmx[cur][0] = ESL_MAX(mmx[cur][0], (imx[prv][0] + TSC(cp9O_MI,0)));
+ mmx[cur][0] = ESL_MAX(mmx[cur][0], (dmx[cur][1] + TSC(cp9O_MD,0))); /* B->D_1 */
+ /* No EL contribution here, can't go B->EL_* */
+
+ /* determine isc, the int score of all possible parses starting at the current
+ * position (i) of the target sequence. */
+ scA[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(scA[ip]);
+
+ /* Update best_sc and gamma, the little semi-Markov model that deals with multihit parsing:
+ * There's a 'backwards-specific' off-by-one here, that only occurs b/c we're going backwards,
+ * this is probably implementation specific (meaning getting rid of it is possible, but
+ * I can't figure it out), but we deal with it (albeit confusingly) as follows:
+ *
+ * '*off-by-one*' marked comments below refers to this issue:
+ * All Backward hits are rooted in M_O, the B (begin) state, which is a non-emitter.
+ * let i = ip+i0-1 => ip = i-i0+1;
+ * so sc[ip] = backward->mmx[ip][0] = summed log prob of all parses that end at j0,
+ * and start at position i+1 of the sequence (because i+1 is the last residue
+ * whose emission has been accounted for). As a result, gamma indexing is off-by-one
+ * with respect to sequence position, hence the i+1 or i-1 in the following
+ * code blocks, each marked by "*off-by-one*" comment below.
+ * for example: let i0 = 2 gamma[ip=4], normally this means ip=4 corresponds to i=5
+ * but due to this off-by-one sc[ip=4] corresponds to hits that start at i=6
+ */
+
+ if(fsc > best_sc) { best_sc = fsc; best_pos= i+1; } /* *off-by-one* */
+
+ /* determine safe end point, min of i+1+W-1 and j0 */
+ j = (((i+1)+W-1) < j0) ? ((i+1)+W-1) : j0; /* *off-by-one* */
+ jp = j-i0+1;
+
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Backward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act)) != eslOK) return status;
+ } /* end loop over start positions i */
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, then we've reported hits in UpdateGammaHitMxCP9Backward() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxBackward(gamma, results, i0, j0);
+
+ /* clean up and exit */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(doing_align) { /* best_sc is the alignment score */
+ best_sc = Scorify(scA[(j0-i0+1)]); /* L = j0-i0+1 */
+ best_pos = i0;
+ }
+ if(ret_sc != NULL) *ret_sc = best_sc;
+ if(ret_maxres != NULL) *ret_maxres = best_pos;
+ if(ret_psc != NULL) *ret_psc = scA;
+ else free(scA);
+ ESL_DPRINTF1(("cp9_ViterbiBackward() return score: %10.4f\n", best_sc));
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+
+/*
+ * Function: cp9_Forward()
+ *
+ * Purpose: Runs the Forward dynamic programming algorithm on an
+ * input subsequence (i0-j0). Complements cp9_Backward().
+ * Somewhat flexible based on input options as follows:
+ *
+ * if(be_efficient): only allocates 2 rows of the Forward
+ * matrix, else allocates full L+1 matrix.
+ *
+ * if(do_scan): allows parses to start at any position i
+ * i0..j0, changing meaning of DP matrix cells as discussed
+ * below.
+ *
+ * Reference for algorithm (when do_scan is FALSE):
+ * Durbin et. al. Biological Sequence Analysis; p. 58.
+ *
+ * The meaning of the Forward (F) matrix DP cells for
+ * matches (M) inserts (I) and deletes (D):
+ *
+ * For relative subsequence positions ip = 0..L:
+ * For HMM nodes 1..M:
+ * F->M[ip][k] : sum of all parses emitting seq
+ * from i0..ip that visit node k's match
+ * state, which emits posn ip
+ * F->I[ip][k] : sum of all parses emitting seq from
+ * i0..ip that visit node k's insert
+ * state, which emits posn ip
+ * F->D[ip][k] : sum of all parses emitting seq from
+ * i0..ip that visit node k's delete
+ * delete state, last emitted (leftmost)
+ * posn was ip
+ *
+ * For *special* HMM node 0:
+ * F->M[ip][0] : M_0 is the Begin state, which does not
+ * emit, so this is the sum of all parses
+ * emitting seq from i0..ip that start
+ * in the begin state, the last emitted
+ * (leftmost) posn was ip.
+ *
+ * Note: if ip=0, only D_k and M_0 states can have
+ * non-IMPOSSIBLE values.
+ *
+ * if(do_scan) the 'i0..ip' in the above definitions is
+ * changed to iE..ip such that i0 <= iE <= ip. Meaning
+ * any residue can be the first residue emitted in the
+ * parse. This means F->M[ip][0] is the sum of all parses
+ * emitting a subseq starting anywhere from i0..ip and
+ * ending at ip.
+ *
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * errbuf - char buffer for error messages
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't keep results
+ * do_scan - TRUE if we're scanning, HMM can start to emit anywhere i0..j0,
+ * FALSE if we're not, HMM must start emitting at i0, end emitting at j0
+ * doing_align - TRUE if reason we've called this function is to help get posteriors
+ * for CM alignment, in which case we can skip the traceback.
+ * be_efficient- TRUE to keep only 2 rows of DP matrix in memory, FALSE keep whole thing
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_psc - RETURN: int log odds Forward score for each end point [0..(j0-i0+1)]
+ * ret_maxres- RETURN: start position that gives maximum score max argmax_i sc[i]
+ * ret_sc - RETURN: see below
+ *
+ * Returns: <ret_sc>: if(!do_scan) log P(S|M)/P(S|R), as a bit score
+ * else max log P(S|M)/P(S|R), for argmax subseq S of input seq i0..j0,
+ * eslOK on success;
+ * eslEINCOMPAT on contract violation;
+ */
+int
+cp9_Forward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *scA; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float best_sc; /* score of best hit overall */
+ float best_pos; /* residue (j) giving best_sc, where best hit ends */
+ int nrows = 2; /* number of rows for the dp matrix */
+ int c; /* counter for EL states */
+ int M; /* cm->cp9->M, query length, number of consensus nodes of model */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Forward, cm->cp9 is NULL.\n");
+ if(results != NULL && !do_scan) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Forward, passing in results data structure, but not in scanning mode.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Forward, dsq is NULL.");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Forward, mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Forward, mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Forward, cm->clen != cm->cp9->M.\n");
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ L = j0-i0+1;
+ M = cm->cp9->M;
+ if (W > L) W = L;
+
+ int const *tsc = cm->cp9->otsc; /* ptr to efficiently ordered transition scores */
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_HMMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* Grow DP matrix if nec, to either 2 rows or L+1 rows (depending on be_efficient),
+ * stays M+1 columns */
+ if(be_efficient) nrows = 1; /* mx will be 2 rows */
+ else nrows = L; /* mx will be L+1 rows */
+ if((status = GrowCP9Matrix(mx, errbuf, nrows, M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) return status;
+ ESL_DPRINTF2(("cp9_Forward(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+ ESL_DPRINTF1(("cp9_Forward do_scan: %d\n", do_scan));
+
+ /* if do_null3: allocate and initialize act vectors */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* scA will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(scA, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ int sc;
+ for (k = 1; k <= M; k++)
+ {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ sc = ILogsum(ILogsum(mmx[0][k-1] + TSC(cp9O_MD,k-1),
+ imx[0][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[0][k-1] + TSC(cp9O_DD,k-1));
+ dmx[0][k] = sc;
+ }
+ /* We can do a full parse through all delete states. */
+ erow[0] = dmx[0][M] + TSC(cp9O_DM,M);
+ scA[0] = erow[0];
+ fsc = Scorify(scA[0]);
+ /*printf("jp: %d j: %d fsc: %f isc: %d\n", jp, j, fsc, isc[jp]);*/
+ if(fsc > best_sc)
+ {
+ best_sc = fsc;
+ best_pos= i0-1;
+ }
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", 0, i0-1, Scorify(sc[0]), sc[0]);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position i0 to j0.
+ *****************************************************************/
+ /* Recursion. */
+
+ /* int ctr = 0; */
+ for (j = i0; j <= j0; j++)
+ {
+ int const *isc = cm->cp9->isc[dsq[j]];
+ int const *msc = cm->cp9->msc[dsq[j]];
+ int endsc = -INFTY;
+ int el_selfsc = cm->cp9->el_selfsc;
+ int sc;
+
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cur = (j-i0+1);
+ prv = (j-i0);
+
+ if(be_efficient)
+ {
+ cur %= 2;
+ prv %= 2;
+ }
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp-1)%(W+1)], cm->abc->K, act[jp%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp: %3d jp/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp, jp%(W+1), act[jp%(W+1)][0], act[jp%(W+1)][1], act[jp%(W+1)][2], act[jp%(W+1)][3]);*/
+ }
+
+ /* The 1 difference between a Viterbi scanner and the
+ * regular Viterbi. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ mmx[cur][0] = (do_scan == TRUE) ? 0 : -INFTY;
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0] = -INFTY; /*no EL state for node 0 */
+
+ sc = ILogsum(ILogsum(mmx[prv][0] + TSC(cp9O_MI,0),
+ imx[prv][0] + TSC(cp9O_II,0)),
+ dmx[prv][0] + TSC(cp9O_DI,0));
+ imx[cur][0] = sc + isc[0];
+
+ for (k = 1; k <= M; k++)
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsum(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ sc = ILogsum(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);*/
+ }
+ endsc = ILogsum(ILogsum(endsc, dmx[cur][M] + TSC(cp9O_DM,M)), /* transition from D_M -> end */
+ imx[cur][M] + TSC(cp9O_IM,M)); /* transition from I_M -> end */
+ for(c = 0; c < cm->cp9->el_from_ct[M+1]; c++) /* el_from_ct[k] is >= 0 */
+ endsc = ILogsum(endsc, elmx[cur][cm->cp9->el_from_idx[M+1][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ /*printf("endsc: %d\n", endsc);*/
+
+ erow[cur] = endsc;
+ scA[jp] = endsc;
+ fsc = Scorify(endsc);
+
+ if(fsc > best_sc) { best_sc = fsc; best_pos= j; }
+
+ /* determine safe start point, max of j-W+1 and i0 */
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Forward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act, cm->clen)) != eslOK) return status;
+ } /* end loop over end positions j */
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, then we've reported hits already in UpdateGammaHitMxCP9Forward() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and exit */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(doing_align) { /* best_sc is the alignment score */
+ best_sc = Scorify(scA[(j0-i0+1)]); /* L = j0-i0+1 */
+ best_pos = i0;
+ }
+ if(ret_sc != NULL) *ret_sc = best_sc;
+ if(ret_maxres != NULL) *ret_maxres = best_pos;
+ if(ret_psc != NULL) *ret_psc = scA;
+ else free(scA);
+ ESL_DPRINTF1(("cp9_Forward() return score: %10.4f\n", best_sc));
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+
+/*
+ * Function: cp9_FastForward()
+ *
+ * Purpose: Runs the Forward dynamic programming algorithm on an
+ * input subsequence (i0-j0). Complements cp9_Backward().
+ * Somewhat flexible based on input options as follows:
+ *
+ * if(be_efficient): only allocates 2 rows of the Forward
+ * matrix, else allocates full L+1 matrix.
+ *
+ * if(do_scan): allows parses to start at any position i
+ * i0..j0, changing meaning of DP matrix cells as discussed
+ * below.
+ *
+ * Reference for algorithm (when do_scan is FALSE):
+ * Durbin et. al. Biological Sequence Analysis; p. 58.
+ *
+ * The meaning of the Forward (F) matrix DP cells for
+ * matches (M) inserts (I) and deletes (D):
+ *
+ * For relative subsequence positions ip = 0..L:
+ * For HMM nodes 1..M:
+ * F->M[ip][k] : sum of all parses emitting seq
+ * from i0..ip that visit node k's match
+ * state, which emits posn ip
+ * F->I[ip][k] : sum of all parses emitting seq from
+ * i0..ip that visit node k's insert
+ * state, which emits posn ip
+ * F->D[ip][k] : sum of all parses emitting seq from
+ * i0..ip that visit node k's delete
+ * delete state, last emitted (leftmost)
+ * posn was ip
+ *
+ * For *special* HMM node 0:
+ * F->M[ip][0] : M_0 is the Begin state, which does not
+ * emit, so this is the sum of all parses
+ * emitting seq from i0..ip that start
+ * in the begin state, the last emitted
+ * (leftmost) posn was ip.
+ *
+ * Note: if ip=0, only D_k and M_0 states can have
+ * non-IMPOSSIBLE values.
+ *
+ * if(do_scan) the 'i0..ip' in the above definitions is
+ * changed to iE..ip such that i0 <= iE <= ip. Meaning
+ * any residue can be the first residue emitted in the
+ * parse. This means F->M[ip][0] is the sum of all parses
+ * emitting a subseq starting anywhere from i0..ip and
+ * ending at ip.
+ *
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * errbuf - char buffer for error messages
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't keep results
+ * do_scan - TRUE if we're scanning, HMM can start to emit anywhere i0..j0,
+ * FALSE if we're not, HMM must start emitting at i0, end emitting at j0
+ * doing_align - TRUE if reason we've called this function is to help get posteriors
+ * for CM alignment, in which case we can skip the traceback.
+ * be_efficient- TRUE to keep only 2 rows of DP matrix in memory, FALSE keep whole thing
+ * be_safe - TRUE to never use ILogsumNI(sc1,sc2) (which assumes sc1, sc2 != -INFTY)
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_psc - RETURN: int log odds Forward score for each end point [0..(j0-i0+1)]
+ * ret_maxres- RETURN: start position that gives maximum score max argmax_i sc[i]
+ * ret_sc - RETURN: see below
+ *
+ * Returns: <ret_sc>: if(!do_scan) log P(S|M)/P(S|R), as a bit score
+ * else max log P(S|M)/P(S|R), for argmax subseq S of input seq i0..j0,
+ * eslOK on success;
+ * eslEINCOMPAT on contract violation;
+ */
+int
+cp9_FastForward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int be_safe, int do_null3, int **ret_psc, int *ret_maxres, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *scA; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float best_sc; /* score of best hit overall */
+ float best_pos; /* residue (j) giving best_sc, where best hit ends */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ int M; /* cm->cp9->M, number of nodes in the model */
+ int locality_mode; /* 1 of 4 locality modes, we can optimize (a bit) specifically*
+ * for each of the 4 modes */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, cm->cp9 is NULL.\n");
+ if(results != NULL && !do_scan) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, passing in results data structure, but not in scanning mode.\n");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, cm->clen != cm->cp9->M.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, dsq is NULL.");
+ if((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) && (! (cm->cp9->flags & CPLAN9_LOCAL_BEGIN))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, CPLAN9_LOCAL_BEGIN flag up, but CPLAN9_LOCAL_END flag down, this shouldn't happen.");
+ if((! (cm->cp9->flags & CPLAN9_LOCAL_BEGIN)) && (cm->cp9->flags & CPLAN9_LOCAL_BEGIN)) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_FastForward, CPLAN9_LOCAL_BEGIN flag down, but CPLAN9_LOCAL_END flag up, this shouldn't happen.");
+
+ int const *tsc;
+ int const *isc;
+ int const *msc;
+ int endsc;
+ int el_selfsc;
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ L = j0-i0+1;
+ M = cm->cp9->M;
+ if (W > L) W = L;
+
+ /* TODO: move this out of this function */
+ /* determine and set locality mode, and check that transition guarantees hold */
+ if((status = cp9_GetLocalityMode(cm->cp9, errbuf, &locality_mode)) != eslOK) return status;
+ /* printf("locality mode: %d\n", locality_mode); */
+ if((status = cp9_CheckTransitionGuarantees(cm->cp9, errbuf)) == eslEINCOMPAT) return status;
+ else if (status != eslOK) be_safe = TRUE;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_HMMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* Grow DP matrix if nec, to either 2 rows or L+1 rows (depending on be_efficient),
+ * stays M+1 columns */
+ if(be_efficient) nrows = 1; /* mx will be 2 rows */
+ else nrows = L; /* mx will be L+1 rows */
+ if((status = GrowCP9Matrix(mx, errbuf, nrows, M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) return status;
+ ESL_DPRINTF2(("cp9_FastForward(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+
+ /* if do_null3: allocate and initialize act vectors */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* scA will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(scA, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ int sc;
+ for (k = 1; k <= M; k++)
+ {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ sc = ILogsum(ILogsum(mmx[0][k-1] + TSC(cp9O_MD,k-1),
+ imx[0][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[0][k-1] + TSC(cp9O_DD,k-1));
+ dmx[0][k] = sc;
+ }
+ /* We can do a full parse through all delete states. */
+ erow[0] = dmx[0][M] + TSC(cp9O_DM,M);
+ scA[0] = erow[0];
+ fsc = Scorify(scA[0]);
+ /*printf("jp: %d j: %d fsc: %f isc: %d\n", jp, j, fsc, isc[jp]);*/
+ if(fsc > best_sc) { best_sc = fsc; best_pos= i0-1; }
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", 0, i0-1, Scorify(sc[0]), sc[0]);*/
+
+ /* int ctr = 0; */
+
+ /*****************************************************************************
+ * special position: j = i0 */
+ j = i0;
+ isc = cm->cp9->isc[dsq[j]];
+ msc = cm->cp9->msc[dsq[j]];
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cur = (j-i0+1);
+ prv = (j-i0);
+ if(be_efficient) { cur %= 2; prv %= 2; }
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp-1)%(W+1)], cm->abc->K, act[jp%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp: %3d jp/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp, jp%(W+1), act[jp%(W+1)][0], act[jp%(W+1)][1], act[jp%(W+1)][2], act[jp%(W+1)][3]);*/
+ }
+ mmx[cur][0] = (do_scan == TRUE) ? 0 : -INFTY;
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0] = -INFTY; /*no EL state for node 0 */
+ sc = ILogsum(ILogsum(mmx[prv][0] + TSC(cp9O_MI,0),
+ imx[prv][0] + TSC(cp9O_II,0)),
+ dmx[prv][0] + TSC(cp9O_DI,0));
+ imx[cur][0] = sc + isc[0];
+ for (k = 1; k <= M; k++)
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update, put me inside mmx[cur][k] calc */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) { /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ sc = ILogsum(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);*/
+ }
+ endsc = ILogsum(ILogsum(endsc, dmx[cur][M] + TSC(cp9O_DM,M)), /* transition from D_M -> end */
+ imx[cur][M] + TSC(cp9O_IM,M)); /* transition from I_M -> end */
+ for(c = 0; c < cm->cp9->el_from_ct[M+1]; c++) /* el_from_ct[k] is >= 0 */
+ endsc = ILogsum(endsc, elmx[cur][cm->cp9->el_from_idx[M+1][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ /*printf("endsc: %d\n", endsc);*/
+ erow[cur] = endsc;
+ scA[jp] = endsc;
+ fsc = Scorify(endsc);
+
+ if(fsc > best_sc) { best_sc = fsc; best_pos= j; }
+
+ /* determine safe start point, max of j-W+1 and i0 */
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Forward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act, cm->clen)) != eslOK) return status;
+
+ /* end of special case position j == i0 */
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position i0+1 to j0.
+ *****************************************************************/
+ /* Recursion. */
+ for (j = i0+1; j <= j0; j++)
+ {
+ int const *isc = cm->cp9->isc[dsq[j]];
+ int const *msc = cm->cp9->msc[dsq[j]];
+ int el_selfsc = cm->cp9->el_selfsc;
+ int endsc = -INFTY;
+ int sc;
+
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cur = (j-i0+1);
+ prv = (j-i0);
+
+ if(be_efficient) { cur %= 2; prv %= 2; }
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(jp-1)%(W+1)], cm->abc->K, act[jp%(W+1)]);
+ esl_abc_DCount(cm->abc, act[jp%(W+1)], dsq[j], 1.);
+ /*printf("j: %3d jp: %3d jp/W: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", j, jp, jp%(W+1), act[jp%(W+1)][0], act[jp%(W+1)][1], act[jp%(W+1)][2], act[jp%(W+1)][3]);*/
+ }
+
+ /* The 1 difference between a Viterbi scanner and the
+ * regular Viterbi. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ mmx[cur][0] = (do_scan == TRUE) ? 0 : -INFTY;
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0] = -INFTY; /*no EL state for node 0 */
+
+ sc = ILogsum(ILogsum(mmx[prv][0] + TSC(cp9O_MI,0),
+ imx[prv][0] + TSC(cp9O_II,0)),
+ dmx[prv][0] + TSC(cp9O_DI,0));
+ imx[cur][0] = sc + isc[0];
+
+ /*********************************************************/
+ /* special case node: k == 1 */
+ k = 1;
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][k-1] + TSC(cp9O_BM,k )));
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsum(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update, put me inside mmx[cur][k] calc */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) { /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ sc = ILogsum(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);*/
+ /*
+ * end of special case node: k == 1
+ ********************************************************/
+
+ if(be_safe) { /* never use ILogsumNI() */
+ /********************************************************
+ * Switch statement for the 4 possible locality modes wraps the
+ * main chunk of the dp recursion. be_safe is TRUE, so we
+ * don't use the faster ILogsumNI(sc1,sc2) calls, which assume
+ * sc1 != -INFTY and sc2 != -INFTY. be_safe is usually TRUE
+ * for a reason, meaning we can't trust sc1 != -INFTY and
+ * sc2 != -INFTY for all cases.
+ *
+ * Each locality mode has a different block b/c some
+ * transitions are ALWAYS -INFTY for certain locality modes
+ * so we skip them. If said transitions are not -INFTY,
+ * there's something terribly wrong, and we've had already
+ * died in the cp9_GetLocalityMode() call above.
+ *
+ */
+ switch(locality_mode) {
+
+ case CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF:
+ /* M_0->M_K (begin) transitions for K > 1 and M_K->E (end)
+ * transitions for K < M are -INFTY for k > 1 (so they have
+ * no contribution and we can skip them).
+ * Also ELs are illegal, M->EL transitions are -INFTY
+ * and ELMX cells will always be -INFTY
+ */
+ for (k = 2; k < M; k++) /* note we only go to M-1, we have to handle M
+ * special b/c it's the only node we can END from */
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ dmx[prv][k-1] + TSC(cp9O_DM,k-1));
+ mmx[cur][k] = sc + msc[k];
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ elmx[cur][k] = -INFTY;
+ }
+ break; /* end of case CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF: */
+
+ case CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON:
+ /* M_0->M_K (begin) transitions for K > 1 and M_K->E (end)
+ * transitions for K < M are -INFTY for k > 1 (so they have
+ * no contribution and we can skip them).
+ */
+ for (k = 2; k < M; k++)
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ dmx[prv][k-1] + TSC(cp9O_DM,k-1));
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsum(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ mmx[cur][k] = sc + msc[k];
+
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if(cm->cp9->has_el[k]) { /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ sc = ILogsum(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ }
+ break;
+
+ case CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF:
+ /* ELs are illegal M->EL transitions are -INFTY (so they have no
+ * contribution and we can skip them)
+ * and ELMX cells will always be -INFTY */
+ for (k = 2; k < M; k++)
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ elmx[cur][k] = -INFTY;
+ }
+ break; /* end of case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON: */
+
+ case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON:
+ for (k = 2; k < M; k++)
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsum(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if(cm->cp9->has_el[k]) { /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ sc = ILogsum(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);*/
+ }
+ break; /* end of case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON: */
+ }
+ /* end of switch(locality_mode) */
+ /**********************************************************/
+ } /* end of if(be_safe) */
+ /**********************************************************/
+ else { /* don't be safe */
+ /********************************************************
+ * Switch statement for the 4 possible locality modes wraps the
+ * main chunk of the dp recursion. This chunk is because it
+ * loops over nodes k = 2..M-1, and we know that certain
+ * transition scores and dp cells for these nodes are NEVER
+ * -INFTY. We can exploit this knowledge by calling a special
+ * ILogsumNI() function that assumes neither of the scores
+ * passed in are -INFTY. The following is true for all 4
+ * locality modes:
+ *
+ * mmx[prv][k], imx[prv][k], dmx[prv][k] != -INFTY
+ * mmx[cur][k], mmx[cur][k], dmx[cur][k] != -INFTY
+ * mmx[prv][k-1], imx[prv][k-1], dmx[prv][k-1] != -INFTY
+ * mmx[cur][k-1], mmx[cur][k-1], dmx[cur][k-1] != -INFTY
+ *
+ * tsc[MM][k], tsc[IM][k], tsc[DM][k] != -INFTY
+ * tsc[MI][k], tsc[II][k], tsc[DI][k] != -INFTY
+ * tsc[MD][k], tsc[ID][k], tsc[DD][k] != -INFTY
+ * tsc[MM][k-1], tsc[IM][k-1], tsc[DM][k-1] != -INFTY
+ * tsc[MI][k-1], tsc[II][k-1], tsc[DI][k-1] != -INFTY
+ * tsc[MD][k-1], tsc[ID][k-1], tsc[DD][k-1] != -INFTY
+ *
+ * Further, each locality mode (except the last:
+ * CP9_LOCAL_BEGIN_END_ON_AND_EL_ON) has more guarantees as
+ * commented below.
+ *
+ * All of the transition score guarantees are checked
+ * for at the beginning of this function (at least currently)
+ * to make sure they're valid. The matrix score guarantees
+ * are checked (within ILogsumNI()) if the code is
+ * configured/compiled in debugging mode (Although the
+ * transition score guarantees imply the matrix score
+ * guarantees are correct). Compiling in debugging mode:
+ * $ sh ./configure --enable-debugging;
+ */
+ switch(locality_mode) {
+
+ case CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF:
+ /* M_0->M_K (begin) transitions for K > 1 and M_K->E (end)
+ * transitions for K < M are -INFTY for k > 1 (so they have
+ * no contribution and we can skip them).
+ * Also ELs are illegal, M->EL transitions are -INFTY
+ * and ELMX cells will always be -INFTY
+ */
+ for (k = 2; k < M; k++) /* note we only go to M-1, we have to handle M
+ * special b/c it's the only node we can END from */
+ {
+ /*match state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ dmx[prv][k-1] + TSC(cp9O_DM,k-1));
+ mmx[cur][k] = sc + msc[k];
+
+ /*insert state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsumNI(ILogsumNI(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ elmx[cur][k] = -INFTY;
+ }
+ break; /* end of case CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF: */
+
+ case CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON:
+ /* M_0->M_K (begin) transitions for K > 1 and M_K->E (end)
+ * transitions for K < M are -INFTY for k > 1 (so they have
+ * no contribution and we can skip them).
+ */
+ for (k = 2; k < M; k++)
+ {
+ /*match state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ dmx[prv][k-1] + TSC(cp9O_DM,k-1));
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsumNI(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ mmx[cur][k] = sc + msc[k];
+
+
+ /*insert state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsumNI(ILogsumNI(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if(cm->cp9->has_el[k]) { /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ sc = ILogsumNI(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ }
+ break;
+
+ case CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF:
+ /* ELs are illegal M->EL transitions are -INFTY (so they have no
+ * contribution and we can skip them)
+ * and ELMX cells will always be -INFTY */
+ for (k = 2; k < M; k++)
+ {
+ /*match state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsumNI(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update */
+ endsc = ILogsumNI(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsumNI(ILogsumNI(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ elmx[cur][k] = -INFTY;
+ }
+ break; /* end of case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON: */
+
+ case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON:
+ for (k = 2; k < M; k++)
+ {
+ /*match state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsumNI(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsumNI(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update */
+ endsc = ILogsumNI(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsumNI(ILogsumNI(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsumNI(ILogsumNI(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if(cm->cp9->has_el[k]) { /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ sc = ILogsumNI(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);*/
+ }
+ break; /* end of case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON: */
+ }
+ /* end of switch(locality_mode) */
+ /**********************************************************/
+ } /* end of else { } (which came after if(be_safe) { } */
+ /**********************************************************/
+
+ /* finish up with special case k = M, we don't have the zero
+ * -INFTY guarantees anymore for begins/ends, and since we're no
+ * longer in a locality mode specific code block we check for
+ * ELs. Since we're outside of the if(be_safe {} else {} block
+ * we don't even know if any of our guarantees hold (we wouldn't
+ * gain much from them here anyway, k==M is only one node).
+ */
+ k = M;
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsum(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ mmx[cur][k] = sc + msc[k];
+
+ /* E state update, put me inside mmx[cur][k] calc */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ sc = ILogsum(mmx [cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+ /* end of k == M special case. */
+ /******************************************************************/
+ endsc = ILogsum(ILogsum(endsc, dmx[cur][M] + TSC(cp9O_DM,M)),
+ imx[cur][M] + TSC(cp9O_IM,M)); /* transition from D_M -> end and I_M -> end*/
+ for(c = 0; c < cm->cp9->el_from_ct[M+1]; c++) /* el_from_ct[k] is >= 0 */
+ endsc = ILogsum(endsc, elmx[cur][cm->cp9->el_from_idx[M+1][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);
+ printf("endsc: %d\n", endsc);*/
+
+ erow[cur] = endsc;
+ scA[jp] = endsc;
+ fsc = Scorify(endsc);
+
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", jp, j, fsc, scA[jp]);*/
+ if(fsc > best_sc) { best_sc = fsc; best_pos= j; }
+
+ /* determine safe start point, max of j-W+1 and i0 */
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Forward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act, cm->clen)) != eslOK) return status;
+ } /* end loop over end positions j */
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, then we've reported hits already in UpdateGammaHitMxCP9Forward() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and exit */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(doing_align) { /* best_sc is the alignment score */
+ best_sc = Scorify(scA[(j0-i0+1)]); /* L = j0-i0+1 */
+ best_pos = i0;
+ }
+ if(ret_sc != NULL) *ret_sc = best_sc;
+ if(ret_maxres != NULL) *ret_maxres = best_pos;
+ if(ret_psc != NULL) *ret_psc = scA;
+ else free(scA);
+ ESL_DPRINTF1(("cp9_FastForward() return score: %10.4f\n", best_sc));
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+
+/*
+ * Function: cp9_Backward()
+ *
+ * Purpose: Runs the Backward dynamic programming algorithm on an
+ * input subsequence (i0-j0). Complements CP9Forward().
+ * Somewhat flexible based on input options as follows:
+ *
+ * if(be_efficient): only allocates 2 rows of the Backward
+ * matrix, else allocates full L+1 matrix.
+ *
+ * if(do_scan): allows parses to end at any position j
+ * i0..j0, changing meaning of DP matrix cells as discussed
+ * below.
+ *
+ * Reference for algorithm (when do_scan is FALSE):
+ * Durbin et. al. Biological Sequence Analysis; p. 59.
+ * With 1 IMPORTANT difference, emission scores for
+ * residue at posn j are part of the sum in DP cells
+ * for position j, but in Durbin, emission scores for
+ * residue at posn j+1 are part of the sum in DP cells
+ * for position j. The Durbin method makes it more
+ * straightforward to combine Backward and Forward
+ * cells to get posteriors, but it causes precision issues
+ * (overall Backward Score P(seq|X) != overall Forward Score
+ * P(seq|X) solely due to integer log odds scaling precision
+ * issues as investigated in
+ * ~nawrockie/notebook/7_0410_inf_hmmfb_hbanded_scan/00LOG)
+ * So I've resorted to the algorithm implemented here, the
+ * meaning of the Backward DP cells is given below. This
+ * implementation requires the subtraction of an emission
+ * score when combining corresponding Forward and Backward
+ * DP cells to get posteriors, b/c they've been double
+ * counted.
+ *
+ * I've wasted a lot of time rewrapping my head around this
+ * function when I revisit it, so I'll be verbose about the
+ * the meaning of the Backward (B) matrix DP cells for
+ * matches (M) inserts (I) and deletes (D) here:
+ *
+ * For relative subsequence positions jp = 0..L:
+ * For HMM nodes 1..M:
+ * B->M[jp][k] : sum of all parses emitting seq
+ * from jp+1..j0 that visit node k's match
+ * state, which emitted posn jp
+ * B->I[jp][k] : sum of all parses emitting seq from
+ * jp+1..j0 that visit node k's insert
+ * state, which emitted posn jp
+ * B->D[jp][k] : sum of all parses emitting seq from
+ * jp+1..j0 that visit node k's delete
+ * delete state, last emitted (rightmost)
+ * posn was jp+1
+ * B->EL[jp][k]: sum of all parses emitting seq from
+ * jp+1..j0 that visit node k's EL
+ * state, which MAY OR MAY NOT have
+ * emitted any posns >= jp+1, last
+ * emitted (rightmost) posn was jp+1.
+ * Some nodes k do not have an EL state
+ * (if cp9->has_el[k] == FALSE)
+ * NOTE: EL can act as non-emitter if 0
+ * self loops taken or emitter if >= 1
+ * self loops taken, this is why we
+ * treat jp as having NOT YET BEEN EMITTED
+ * which is different than the M and I
+ * convention.
+ *
+ * For *special* HMM node 0:
+ * B->M[jp][0] : M_0 is the Begin state, which does not
+ * emit, so this is the sum of all parses
+ * emitting seq from jp+1..j0 that start
+ * in the begin state, the last emitted
+ * (rightmost) posn was jp+1.
+ *
+ * Note: if jp=0, only D and M_0 states can have
+ * non-IMPOSSIBLE values.
+ *
+ * if(do_scan) the 'jp+1..j0' in the above definitions is
+ * changed to jp+1..jE such that jp+1 <= jE <= j0. Meaning
+ * any residue can be the final residue emitted in the
+ * parse. This means B->M[jp][0] is the sum of all parses
+ * emitting a subseq ending anywhere from jp+1..j0 and
+ * starting at jp+1.
+ *
+ * The *will emit* in the above definitions refers to
+ * the fact that emission scores from a state x are not
+ * counted in the matrix score for state x, and are only
+ * added when we calculate a matrix score for state y,
+ * after transitioning (backwards) from y to x. See
+ * code. This is done to facilitate combining Forward
+ * and Backward cells to get posterior probabilities
+ * in CP9Posterior().
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * errbuf - char buffer for error messages
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't keep results
+ * do_scan - TRUE if we're scanning, HMM can start to emit anywhere i0..j0,
+ * FALSE if we're not, HMM must start emitting at i0, end emitting at j0
+ * doing_align - TRUE if reason we've called this function is to help get posteriors
+ * for CM alignment, in which case we can skip the traceback.
+ * be_efficient- TRUE to keep only 2 rows of DP matrix in memory, FALSE keep whole thing
+ * do_null3 - TRUE to do NULL3 score correction, FALSE not to
+ * ret_psc - RETURN: int log odds Backward score for each start point [0..(j0-i0+1)]
+ * ret_maxres- RETURN: start position that gives maximum score max argmax_i sc[i]
+ * ret_sc - RETURN: see below
+ *
+ * Returns: <ret_sc>: if(!do_scan) log P(S|M)/P(S|R), as a bit score, this is B->M[0][0]
+ * else max log P(S|M)/P(S|R), for argmax subseq S of input seq i0..j0,
+ * this is max_jp B->M[jp][0]
+ * eslOK on success;
+ * eslEINCOMPAT on contract violation;
+ */
+int
+cp9_Backward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres, float *ret_sc)
+{
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *scA; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float best_sc; /* score of best hit overall */
+ float best_pos; /* residue (i) giving best_sc, where best hit starts */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ int M; /* cm->cp9->M */
+ double **act; /* [0..j..W-1][0..a..abc->K-1], alphabet count, count of residue a in dsq from 1..jp where j = jp%(W+1) */
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Backward, cm->cp9 is NULL.\n");
+ if(results != NULL && !do_scan) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Backward, passing in results data structure, but not in scanning mode.a\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Backward, dsq is NULL.");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, cm->clen != cm->cp9->M.\n");
+
+ int const *tsc = cm->cp9->otsc; /* ptr to efficiently ordered transition scores */
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ L = j0-i0+1;
+ M = cm->cp9->M;
+ if (W > L) W = L;
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_HMMGREEDY), cutoff, TRUE);
+ else gamma = NULL;
+
+ /* Grow DP matrix if nec, to either 2 rows or L+1 rows (depending on be_efficient),
+ * stays M+1 columns */
+ if(be_efficient) nrows = 1; /* mx will be 2 rows */
+ else nrows = L; /* mx will be L+1 rows */
+ if((status = GrowCP9Matrix(mx, errbuf, nrows, M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) return status;
+ ESL_DPRINTF2(("cp9_Backward(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+ ESL_DPRINTF1(("cp9_Backward do_scan: %d\n", do_scan));
+
+ /* if do_null3: allocate and initialize act vectors */
+ if(do_null3) {
+ ESL_ALLOC(act, sizeof(double *) * (W+1));
+ for(i = 0; i <= W; i++) {
+ ESL_ALLOC(act[i], sizeof(double) * cm->abc->K);
+ esl_vec_DSet(act[i], cm->abc->K, 0.);
+ }
+ }
+ else act = NULL;
+
+ /* scA will hold P(seq from i..j0 | Model) for each i in int log odds form */
+ ESL_ALLOC(scA, sizeof(int) * (j0-i0+3));
+
+ /* Initialization of the L (i = j0, cur = (j0-i) = (j0-j0) %2 = 0) row. */
+ if(be_efficient) cur = 0;
+ else cur = j0-i0+1; /* L */
+ ip = j0-i0+1; /*L */
+ i = j0;
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_abc_DCount(cm->abc, act[ip%(W+1)], dsq[i], 1.);
+ /*printf("i: %3d ip: %3d ip/W+1: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", i, ip, ip%(W+1), act[ip%(W+1)][0], act[ip%(W+1)][1], act[ip%(W+1)][2], act[ip%(W+1)][3]);*/
+ }
+
+ /*******************************************************************
+ * 0 Handle EL, looking at EL_k->E for all valid k.
+ * we're going backwards so we have to work out of order, we could get
+ * around this by storing the nodes each EL goes TO in an el_to_ct[] vec. */
+ /* init to -INFTY */
+ for (k = 1; k <= cm->cp9->M; k++)
+ elmx[cur][k] = -INFTY;
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M+1] holds # ELs that can go to END */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]] = 0.; /* EL<-E, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+
+ /* elmx[cur][cm->cp9->M] is either 0 (if EL_M exists (it would nec be in el_from_idx[cm->cp9->M+1] array if it does, so
+ * it would be filled with 0 in above loop), or -INFTY if it doesn't exist. We don't add possibility of EL_M -> EL_M
+ * self loop b/c it's impossible to do that without emitting, and we've already seen our last res emitted.
+ * either way we don't have to modify it */
+
+ mmx[cur][cm->cp9->M] = 0. +
+ ILogsum(elmx[cur][cm->cp9->M] + TSC(cp9O_MEL,cm->cp9->M),/* M_M<-EL_M<-E, with 0 self loops in EL_M */
+ TSC(cp9O_ME,cm->cp9->M)); /* M_M<-E ... everything ends in E (the 0; 2^0=1.0) */
+ mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M]; /* ... + emitted match symbol */
+ imx[cur][cm->cp9->M] = 0. + TSC(cp9O_IM,cm->cp9->M); /* I_M<-E ... everything ends in E (the 0; 2^0=1.0) */
+ imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M]; /* ... + emitted insert symbol */
+ dmx[cur][cm->cp9->M] = TSC(cp9O_DM,cm->cp9->M); /* D_M<-E */
+
+ /*******************************************************************
+ * No need to look at EL_k->M_M b/c elmx[cur] with cur == L means last emitted residue was L+1
+ * and this is impossible if we've come from M_M (only would be valid if we were coming from
+ * E which is handled above with the EL_k->E code).
+ *******************************************************************/
+
+ for (k = cm->cp9->M-1; k >= 1; k--)
+ {
+ mmx[cur][k] = 0 + TSC(cp9O_ME,k); /*M_k<- E */
+ mmx[cur][k] = ILogsum(mmx[cur][k], dmx[cur][k+1] + TSC(cp9O_MD,k));
+ if(cm->cp9->flags & CPLAN9_EL)
+ mmx[cur][k] = ILogsum(mmx[cur][k], elmx[cur][k] + TSC(cp9O_MEL,k));
+ mmx[cur][k] += cm->cp9->msc[dsq[i]][k];
+
+ /*******************************************************************
+ * No need to look at EL_k->M_M b/c elmx[cur] with cur == L means last emitted residue was L+1
+ * and this is impossible if we've come from M_M (only would be valid if we were coming from
+ * E which is handled above with the EL_k->E code).
+ *******************************************************************/
+ imx[cur][k] = dmx[cur][k+1] + TSC(cp9O_ID,k);
+ imx[cur][k] += cm->cp9->isc[dsq[i]][k];
+
+ dmx[cur][k] = dmx[cur][k+1] + TSC(cp9O_DD,k);
+ /* elmx[cur][k] was set above, out of order */
+ }
+
+ /* remember M_0 is special, the B state, a non-emitter */
+ mmx[cur][0] = dmx[cur][1] + TSC(cp9O_MD,0); /* M_0(B)->D_1, no seq emitted, all deletes */
+ /* above line is diff from CPBackwardOLD() which has mmx[cur][0] = -INFTY; */
+ imx[cur][0] = dmx[cur][1] + TSC(cp9O_ID,0);
+ imx[cur][0] += cm->cp9->isc[dsq[i]][0];
+
+ dmx[cur][0] = -INFTY; /*D_0 doesn't exist*/
+ elmx[cur][0] = -INFTY; /*EL_0 doesn't exist*/
+
+ scA[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(scA[ip]);
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position j0-1 to i0.
+ *****************************************************************/
+ /* Recursion */
+ for (i = j0-1; i >= i0; i--)
+ {
+ ip = i-i0+1; /* ip is relative index in dsq (0 to L-1) */
+ if(be_efficient) { cur = (j0-i) %2; prv = (j0-i+1)%2; }
+ else { cur = ip; prv = ip+1; }
+
+ /* if do_null3 (act != NULL), update act */
+ if(act != NULL) {
+ esl_vec_DCopy(act[(ip+1)%(W+1)], cm->abc->K, act[ip%(W+1)]);
+ esl_abc_DCount(cm->abc, act[ip%(W+1)], dsq[i], 1.);
+ /*printf("i: %3d ip: %3d ip/W+1: %3d act[0]: %.3f act[1]: %.3f act[2]: %.3f act[3]: %.3f\n", i, ip, ip%(W+1), act[ip%(W+1)][0], act[ip%(W+1)][1], act[ip%(W+1)][2], act[ip%(W+1)][3]);*/
+ }
+
+ /* init EL mx to -INFTY */
+ for (k = 0; k <= cm->cp9->M; k++) elmx[cur][k] = -INFTY;
+
+ /* elmx[cur][k] is possibly of coming from self (EL_k), we
+ * can't have come from END b/c we haven't emitted the last res of the seq yet.
+ */
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[cm->cp9->M]))
+ elmx[cur][cm->cp9->M] = elmx[cur][cm->cp9->M] + cm->cp9->el_selfsc;
+
+ mmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_MI,cm->cp9->M);
+ mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M];
+
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[cm->cp9->M]))
+ mmx[cur][cm->cp9->M] = ILogsum(mmx[cur][cm->cp9->M],
+ elmx[cur][cm->cp9->M] + TSC(cp9O_MEL,cm->cp9->M));
+
+ imx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_II,cm->cp9->M);
+ imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M];
+
+ dmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_DI,cm->cp9->M);
+
+ /*******************************************************************
+ * 1b Handle EL, looking at EL_k->M_M for all valid k.
+ * EL_k->M_M transition, which has no transition penalty */
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M]; c++) /* el_from_ct[cm->cp9->M] holds # ELs that can go to M_M */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M][c]] = ILogsum(elmx[cur][cm->cp9->el_from_idx[cm->cp9->M][c]], mmx[prv][cm->cp9->M]);
+ }
+
+ /* A main difference between a Backward scanner and
+ * regular Backward: a scanner can end at the END
+ * state at any position, regular can only end at
+ * the final position j0. */
+ if(do_scan)
+ {
+ /*******************************************************************
+ * 2 Handle EL, looking at EL_k->E for all valid k.
+ * EL_k->M_M transition, which has no transition penalty */
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M] holds # ELs that can go to END */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]] = 0.; /* EL<-E, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+ /* elmx[cur][cm->cp9->M] is either 0 (if EL_M exists (it would nec be in el_from_idx[cm->cp9->M+1] array if it does, so
+ * it would be filled with 0 in above loop), or -INFTY if it doesn't exist. We don't add possibility of EL_M -> EL_M
+ * self loop b/c it's impossible to do that without emitting, and we've already seen our last res emitted,
+ * either way we don't have to modify it */
+
+ mmx[cur][cm->cp9->M] =
+ ILogsum(mmx[cur][cm->cp9->M],
+ ILogsum(elmx[cur][cm->cp9->M] + TSC(cp9O_MEL,cm->cp9->M),/* M_M<-EL_M<-E, with 0 selfs in EL_M */
+ TSC(cp9O_ME,cm->cp9->M))); /* M_M<-E ... */
+ /*///mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M]; *//* ... + emitted match symbol */
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+
+ imx[cur][cm->cp9->M] =
+ ILogsum(imx[cur][cm->cp9->M],
+ (TSC(cp9O_IM,cm->cp9->M) + /* I_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ /*///imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M]; *//* ... + emitted insert symbol */
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+ dmx[cur][cm->cp9->M] =
+ ILogsum(dmx[cur][cm->cp9->M],
+ (TSC(cp9O_DM,cm->cp9->M) + /* D_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ }
+ /*printf("mmx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, mmx[cur][cm->cp9->M], cur);
+ printf("imx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, imx[cur][cm->cp9->M], cur);
+ printf("dmx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, dmx[cur][cm->cp9->M], cur);*/
+
+ for (k = cm->cp9->M-1; k >= 1; k--)
+ {
+ /*******************************************************************
+ * 3 Handle EL, looking at EL_k->M_k for all valid k and EL_k->EL_k
+ * we're going backwards so we have to work out of order
+ * we could get around this by storing the nodes each EL goes TO
+ * in an el_to_ct[] vector. */
+ if(cm->cp9->flags & CPLAN9_EL) {
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] holds # ELs that can go to M_k */
+ elmx[cur][cm->cp9->el_from_idx[k][c]] = ILogsum(elmx[cur][cm->cp9->el_from_idx[k][c]], mmx[prv][k]);
+ /* EL<-M, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+
+ /* Finish off elmx[cur][k] with possibility of coming from self (EL_k),
+ * elmx[cur][k] will have been filled by block above for ks > current k,
+ * no M_k -> EL_k' with k' > k */
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ elmx[cur][k] = ILogsum(elmx[cur][k], elmx[prv][k] + cm->cp9->el_selfsc);
+
+ mmx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + TSC(cp9O_MM,k)),
+ (imx[prv][k] + TSC(cp9O_MI,k))),
+ (dmx[cur][k+1] + TSC(cp9O_MD,k)));
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ mmx[cur][k] = ILogsum(mmx[cur][k], elmx[cur][k] + TSC(cp9O_MEL,k)); /* penalty for entering EL */
+ mmx[cur][k] += cm->cp9->msc[dsq[i]][k];
+
+ imx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + TSC(cp9O_IM,k)),
+ (imx[prv][k] + TSC(cp9O_II,k))),
+ (dmx[cur][k+1] + TSC(cp9O_ID,k)));
+ imx[cur][k] += cm->cp9->isc[dsq[i]][k];
+
+ if(do_scan) { /* add possibility of ending at this position from this state */
+ mmx[cur][k] =
+ ILogsum(mmx[cur][k],
+ (TSC(cp9O_ME,k) + /* M_k<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+ /* No EL contribution here b/c we'd be looking for M_k<-EL_k<-E, but EL_k<-E is impossible
+ * for k != cm->cp9->M; */
+ }
+ dmx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + TSC(cp9O_DM,k)),
+ (imx[prv][k] + TSC(cp9O_DI,k))),
+ (dmx[cur][k+1] + TSC(cp9O_DD,k)));
+ }
+ /* Case when k == 0 */
+ /* imx[cur][0] is filled same as imx[cur][1..k] in the loop above */
+ imx[cur][0] = ILogsum(ILogsum((mmx[prv][1] + TSC(cp9O_IM,0)),
+ (imx[prv][0] + TSC(cp9O_II,0))),
+ (dmx[cur][1] + TSC(cp9O_ID,k)));
+ imx[cur][0] += cm->cp9->isc[dsq[i]][k];
+ dmx[cur][0] = -INFTY; /* D_0 does not exist */
+ elmx[cur][0] = -INFTY; /* EL_0 does not exist */
+
+ /*M_0 is the B state, it doesn't emit, and can be reached from any match via a begin transition */
+ mmx[cur][0] = -INFTY;
+ for (k = cm->cp9->M; k >= 1; k--)
+ mmx[cur][0] = ILogsum(mmx[cur][0], (mmx[prv][k] + TSC(cp9O_BM,k)));
+ mmx[cur][0] = ILogsum(mmx[cur][0], (imx[prv][0] + TSC(cp9O_MI,0)));
+ mmx[cur][0] = ILogsum(mmx[cur][0], (dmx[cur][1] + TSC(cp9O_MD,0))); /* B->D_1 */
+ /* No EL contribution here, can't go B->EL_* */
+
+ /* determine isc, the int score of all possible parses starting at the current
+ * position (i) of the target sequence. */
+ scA[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(scA[ip]);
+
+ /* Update best_sc and gamma, the little semi-Markov model that deals with multihit parsing:
+ * There's a 'backwards-specific' off-by-one here, that only occurs b/c we're going backwards,
+ * this is probably implementation specific (meaning getting rid of it is possible, but
+ * I can't figure it out), but we deal with it (albeit confusingly) as follows:
+ *
+ * '*off-by-one*' marked comments below refers to this issue:
+ * All Backward hits are rooted in M_O, the B (begin) state, which is a non-emitter.
+ * let i = ip+i0-1 => ip = i-i0+1;
+ * so scA[ip] = backward->mmx[ip][0] = summed log prob of all parses that end at j0,
+ * and start at position i+1 of the sequence (because i+1 is the last residue
+ * whose emission has been accounted for). As a result, gamma indexing is off-by-one
+ * with respect to sequence position, hence the i+1 or i-1 in the following
+ * code blocks, each marked by "*off-by-one*" comment below.
+ * for example: let i0 = 2 gamma[ip=4], normally this means ip=4 corresponds to i=5
+ * but due to this off-by-one scA[ip=4] corresponds to hits that start at i=6
+ */
+
+ if(fsc > best_sc) { best_sc = fsc; best_pos= i+1; } /* *off-by-one* */
+
+ /* determine safe end point, min of i+1+W-1 and j0 */
+ j = (((i+1)+W-1) < j0) ? ((i+1)+W-1) : j0; /* *off-by-one* */
+ jp = j-i0+1;
+
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Backward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act)) != eslOK) return status;
+ }
+ /*******************************************************************/
+ /* Special case: ip == 0, i = i0-1; */
+ ip = i-i0+1; /* ip is relative index in dsq (0 to L-1) */
+ if(be_efficient) {
+ cur = (j0-i) %2;
+ prv = (j0-i+1)%2;
+ }
+ else {
+ cur = ip;
+ prv = ip+1;
+ }
+ /* no need to update act, we've seen the full seq (i now == i0-1), which does not correspond to a residue */
+
+ /* init EL mx to -INFTY */
+ for (k = 1; k <= cm->cp9->M; k++) elmx[cur][k] = -INFTY;
+
+ mmx[cur][cm->cp9->M] = -INFTY; /* need seq to get here */
+ imx[cur][cm->cp9->M] = -INFTY; /* need seq to get here */
+ elmx[cur][cm->cp9->M]= -INFTY; /* first emitted res can't be from an EL, need to see >= 1 matches */
+ dmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + TSC(cp9O_DI,cm->cp9->M);
+ /* A main difference between a Backward scanner and
+ * regular Backward: a scanner can end at the END
+ * state at any position, regular can only end at
+ * the final position j0. */
+ if(do_scan)
+ {
+ dmx[cur][cm->cp9->M] =
+ ILogsum(dmx[cur][cm->cp9->M],
+ (TSC(cp9O_DM,cm->cp9->M) + /* D_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ }
+ for (k = cm->cp9->M-1; k >= 1; k--)
+ {
+ mmx[cur][k] = -INFTY; /* need seq to get here, unless we come from E in a scanner (below) */
+ imx[cur][k] = -INFTY; /* need seq to get here */
+ elmx[cur][k]= -INFTY; /* first emitted res can't be from an EL, need to see >= 1 matches */
+ dmx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + TSC(cp9O_DM,k)),
+ (imx[prv][k] + TSC(cp9O_DI,k))),
+ (dmx[cur][k+1] + TSC(cp9O_DD,k)));
+ }
+
+ /* Case when k == 0 */
+ /* imx[cur][0] is filled same as imx[cur][1..k] in the loop above */
+ imx[cur][0] = -INFTY; /* need seq to get here */
+ dmx[cur][0] = -INFTY; /* D_0 does not exist */
+ elmx[cur][0] = -INFTY; /* EL_0 does not exist */
+
+ /*M_0 is the B state, it doesn't emit, and can be reached from any match via a begin transition */
+ mmx[cur][0] = -INFTY;
+ for (k = cm->cp9->M; k >= 1; k--)
+ mmx[cur][0] = ILogsum(mmx[cur][0], (mmx[prv][k] + TSC(cp9O_BM,k)));
+ mmx[cur][0] = ILogsum(mmx[cur][0], (imx[prv][0] + TSC(cp9O_MI,0)));
+ mmx[cur][0] = ILogsum(mmx[cur][0], (dmx[cur][1] + TSC(cp9O_MD,0))); /* B->D_1 */
+ /* No EL contribution here, can't go B->EL_* */
+
+ scA[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(scA[ip]);
+
+ /* Update best_sc and gamma for special case of ip == 0, '* off-by-one *' explained above still applies */
+ if(fsc > best_sc) { best_sc = fsc; best_pos= i+1; } /* *off-by-one* */
+
+ /* determine safe end point, min of i+1+W-1 and j0 */
+ j = (((i+1)+W-1) < j0) ? ((i+1)+W-1) : j0; /* *off-by-one* */
+ jp = j-i0+1;
+
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Backward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, act)) != eslOK) return status;
+ /* end of special case, ip == 0 */
+ /**********************************************************************************/
+ /* End of Backward recursion */
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, then we've reported hits in UpdateGammaHitMxCP9Forward() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxBackward(gamma, results, i0, j0);
+
+ /* clean up and exit */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+ if (act != NULL) {
+ for(i = 0; i <= W; i++) free(act[i]);
+ free(act);
+ }
+
+ if(doing_align) { /* best_sc is the alignment score */
+ best_sc = Scorify(scA[0]);
+ best_pos = i0;
+ }
+ if(ret_sc != NULL) *ret_sc = best_sc;
+ if(ret_maxres != NULL) *ret_maxres = best_pos;
+ if(ret_psc != NULL) *ret_psc = scA;
+ else free(scA);
+ ESL_DPRINTF1(("cp9_Backward() return score: %10.4f\n", best_sc));
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+/* Function: cp9_CheckFB()
+ *
+ * Purpose: Debugging function to make sure CP9Forward() and
+ * CP9Backward are working by checking:
+ * For all positions i, and states k:
+ * sum_k f[i][k] * b[i][k] = P(x|hmm)
+ *
+ * Args: fmx - forward dp matrix, already filled
+ * bmx - backward dp matrix, already filled
+ * hmm - the model
+ * sc - P(x|hmm) the probability of the entire
+ * seq given the model
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * dsq - the digitized sequence
+ *
+ * Note about sequence position indexing: although this function
+ * works on a subsequence from i0 to j0, fmx and bmx have offset indices,
+ * from 1 to W, with W = j0-i0+1.
+ *
+ * Return: eslOK on success;
+ * eslFAIL if any residue fails check
+ */
+int
+cp9_CheckFB(CP9_MX *fmx, CP9_MX *bmx, CP9_t *hmm, char *errbuf, float sc, int i0, int j0, ESL_DSQ *dsq)
+{
+ if(fmx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_CheckFB(), fmx is NULL.\n");
+ if(bmx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_CheckFB(), bmx is NULL.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_CheckFB(), dsq is NULL.");
+
+ int k, i;
+ float max_diff; /* maximum allowed difference between sc and
+ * sum_k f[i][k] * b[i][k] for any i */
+ float diff;
+ int fb_sum;
+ float fb_sc;
+ int W; /* subsequence length */
+ int ip; /* i': relative position in the subsequence */
+ int to_add;
+
+ W = j0-i0+1; /* the length of the subsequence */
+ max_diff = 0.1; /* tolerance, must be within .1 bits of original score */
+
+ /* In all possible paths through the model, each residue of the sequence must have
+ * been emitted by exactly 1 insert, match or EL state. */
+ for (ip = 1; ip <= W; ip++) {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ fb_sum = -INFTY;
+ for (k = 0; k <= hmm->M; k++) {
+ if (fmx->mmx[ip][k] == -INFTY) to_add = -INFTY;
+ else if(bmx->mmx[ip][k] == -INFTY) to_add = -INFTY;
+ else {
+ to_add = fmx->mmx[ip][k] + bmx->mmx[ip][k];
+ if(k > 0) to_add -= hmm->msc[dsq[i]][k];
+ }
+ /* hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx
+ * unless, we're talking about M_0, the B state, it doesn't emit */
+ fb_sum = ILogsum(fb_sum, to_add);
+
+ /*printf("fmx->mmx[ip:%d][k:%d]: %d\n", ip, k, fmx->mmx[ip][k]);
+ printf("bmx->mmx[ip:%d][k:%d]: %d sum: %d\n", ip, k, (bmx->mmx[ip][k]-hmm->msc[dsq[i]][k]), fb_sum);
+ */
+ if (fmx->imx[ip][k] == -INFTY) to_add = -INFTY;
+ else if(bmx->imx[ip][k] == -INFTY) to_add = -INFTY;
+ else {
+ to_add = fmx->imx[ip][k] + bmx->imx[ip][k];
+ to_add -= hmm->isc[dsq[i]][k];
+ }
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ fb_sum = ILogsum(fb_sum, to_add);
+
+ /*printf("fmx->imx[ip:%d][k:%d]: %d\n", ip, k, fmx->imx[ip][k]);
+ printf("bmx->imx[ip:%d][k:%d]: %d sum: %d\n", ip, k, (bmx->imx[ip][k]-hmm->msc[dsq[i]][k]), fb_sum);
+ */
+ if (fmx->elmx[ip][k] == -INFTY) to_add = -INFTY;
+ else if(bmx->elmx[ip][k] == -INFTY) to_add = -INFTY;
+ else {
+ to_add = fmx->elmx[ip][k] + bmx->elmx[ip][k];
+ /* EL emissions are by definition zero scoring */
+ }
+ fb_sum = ILogsum(fb_sum, to_add);
+
+ /*printf("fmx->elmx[ip:%d][k:%d]: %d\n", ip, k, fmx->elmx[ip][k]);
+ printf("bmx->elmx[ip:%d][k:%d]: %d sum: %d\n", ip, k, (bmx->elmx[ip][k]-hmm->isc[dsq[i]][k]), fb_sum);
+ */
+ }
+ fb_sc = Scorify(fb_sum);
+ diff = fabs(fb_sc - sc);
+ if((fabs(diff) > max_diff))
+ ESL_FAIL(eslFAIL, errbuf, "cp9_CheckFB(), residue at posn i:%d violates sum_k f[i][k]*b[i][k]=P(x|hmm), sum_k = %.4f bits (should be %.4f)\n", i, fb_sc, sc);
+ }
+ ESL_DPRINTF1(("cp9_CheckFB() passed, Forward/Backward matrices pass check.\n"));
+ return eslOK;
+}
+
+/*
+ * Function: cp9_WorstForward()
+ *
+ * Purpose: Finds the minimum length L of any possible sequence for
+ * which the Forward score <= <thresh>. Used to determine
+ * the maximum length of sequences we can safely use the
+ * optimized Forward implementation that takes advantage
+ * of guarantees that dp mx cells are > -INFTY
+ * (in cp9_Forward()).
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * errbuf - char buffer for error messages
+ * mx - the DP matrix
+ * thresh - score threshold, we seek seq length that can have a sc <= thresh
+ * doing_scan- TRUE if we're scanning, HMM can start to emit at any position
+ * FALSE if we're not, HMM must start emitting at res 1
+ * doing_align - TRUE if reason we've called this function is to help get posteriors
+ * for CM alignment, in which case we can skip the traceback.
+ * ret_L - RETURN: see below
+ *
+ * Returns: <ret_L>: length L at which worst scoring seq of length L has a dp cell with 1 <= k <= M
+ * and i0 <= j <= j0 with sc <= thresh. -1 if no such length exists (this
+ * is almost always the case if do_scan == TRUE
+ * eslOK on success
+ * eslEINCOMPAT on contract violation
+ */
+int
+cp9_WorstForward(CM_t *cm, char *errbuf, CP9_MX *mx, int thresh, int doing_scan, int doing_align, int *ret_L)
+{
+ int status;
+ int j; /* actual position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ int M; /* cm->cp9->M, query length, number of consensus nodes of model */
+ int minsc = 0;
+ int a;
+ int keep_going;
+ int return_L;
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_WorstForward, cm->cp9 is NULL.\n");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Viterbi, cm->clen != cm->cp9->M.\n");
+
+ int const *tsc = cm->cp9->otsc; /* ptr to efficiently ordered transition scores */
+ M = cm->cp9->M;
+
+ /* get minimal scoring emission residue for each insert, match state */
+ int *min_isc;
+ int *min_msc;
+ int *isc_vec;
+ int *msc_vec;
+ ESL_ALLOC(min_isc, sizeof(int) * (M+1));
+ ESL_ALLOC(min_msc, sizeof(int *) * (M+1));
+ ESL_ALLOC(isc_vec, sizeof(int) * cm->abc->K);
+ ESL_ALLOC(msc_vec, sizeof(int) * cm->abc->K);
+
+ min_msc[0] = -1; /* invalid, M_0 (BEGIN state) doesn't emit */
+ for (a = 0; a < cm->abc->K; a++)
+ isc_vec[a] = cm->cp9->isc[a][0];
+ min_isc[0] = esl_vec_IArgMin(isc_vec, cm->abc->K);
+
+ for(k = 1; k <= M; k++) {
+ for (a = 0; a < cm->abc->K; a++) {
+ isc_vec[a] = cm->cp9->isc[a][k];
+ msc_vec[a] = cm->cp9->msc[a][k];
+ }
+ min_isc[k] = esl_vec_IMin(isc_vec, cm->abc->K);
+ min_msc[k] = esl_vec_IMin(msc_vec, cm->abc->K);
+ }
+ free(msc_vec);
+ free(isc_vec);
+
+ /* Grow DP matrix if nec, to 2 rows */
+ nrows = 1; /* mx will be 2 rows */
+ if((status = GrowCP9Matrix(mx, errbuf, nrows, M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) return status;
+ ESL_DPRINTF2(("cp9_WorstForward(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ int sc;
+ for (k = 1; k <= M; k++)
+ {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ sc = ILogsum(ILogsum(mmx[0][k-1] + TSC(cp9O_MD,k-1),
+ imx[0][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[0][k-1] + TSC(cp9O_DD,k-1));
+ dmx[0][k] = sc;
+ }
+ /* We can do a full parse through all delete states. */
+ erow[0] = dmx[0][M] + TSC(cp9O_DM,M);
+ /*****************************************************************
+ * The main loop: scan the 'worst possible scoring seq', until we see a DP cell
+ * with a score that falls below our thresh (if doing_align), or until
+ * we know we can't ever fall below that thresh (if doing_scan)
+ *****************************************************************/
+ /* Recursion. */
+
+ j = 0;
+ keep_going = TRUE;
+ while(keep_going)
+ {
+ int endsc = -INFTY;
+ int el_selfsc = cm->cp9->el_selfsc;
+ int sc;
+ j++;
+ cur = j % 2;
+ prv = (j-1) % 2;
+ /* The 1 difference between a Forward scanner and the
+ * regular Forward. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ mmx[cur][0] = (doing_scan == TRUE) ? 0 : -INFTY;
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0] = -INFTY; /*no EL state for node 0 */
+
+ sc = ILogsum(ILogsum(mmx[prv][0] + TSC(cp9O_MI,0),
+ imx[prv][0] + TSC(cp9O_II,0)),
+ dmx[prv][0] + TSC(cp9O_DI,0));
+ imx[cur][0] = sc + min_isc[0];
+
+ for (k = 1; k <= M; k++)
+ {
+ /*match state*/
+ sc = ILogsum(ILogsum(mmx[prv][k-1] + TSC(cp9O_MM,k-1),
+ imx[prv][k-1] + TSC(cp9O_IM,k-1)),
+ ILogsum(dmx[prv][k-1] + TSC(cp9O_DM,k-1),
+ mmx[prv][0] + TSC(cp9O_BM,k )));
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ sc = ILogsum(sc, elmx[prv][cm->cp9->el_from_idx[k][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cur][k] = sc + min_msc[k];
+
+ /* E state update */
+ endsc = ILogsum(endsc, mmx[cur][k] + TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ILogsum(ILogsum(mmx[prv][k] + TSC(cp9O_MI,k),
+ imx[prv][k] + TSC(cp9O_II,k)),
+ dmx[prv][k] + TSC(cp9O_DI,k));
+ imx[cur][k] = sc + min_isc[k];
+
+ /*delete state*/
+ sc = ILogsum(ILogsum(mmx[cur][k-1] + TSC(cp9O_MD,k-1),
+ imx[cur][k-1] + TSC(cp9O_ID,k-1)),
+ dmx[cur][k-1] + TSC(cp9O_DD,k-1));
+ dmx[cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ sc = ILogsum(mmx[cur][k] + TSC(cp9O_MEL,k), /* transitioned from cur node's match state */
+ elmx[prv][k] + el_selfsc); /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ elmx[cur][k] = sc;
+
+ minsc = ESL_MIN(minsc, mmx[cur][k]);
+ minsc = ESL_MIN(minsc, imx[cur][k]);
+ minsc = ESL_MIN(minsc, dmx[cur][k]);
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ minsc = ESL_MIN(minsc, elmx[cur][k]);
+ if(cm->cp9->flags & CMH_LOCAL_BEGIN)
+ minsc = ESL_MIN(minsc, endsc);
+
+ /*printf("mmx [jp:%d][%d]: %d\n", jp, k, mmx[cur][k]);
+ printf("imx [jp:%d][%d]: %d\n", jp, k, imx[cur][k]);
+ printf("dmx [jp:%d][%d]: %d\n", jp, k, dmx[cur][k]);
+ printf("elmx[jp:%d][%d]: %d\n", jp, k, elmx[cur][k]);*/
+ }
+ endsc = ILogsum(ILogsum(endsc, dmx[cur][M] + TSC(cp9O_DM,M)), /* transition from D_M -> end */
+ imx[cur][M] + TSC(cp9O_IM,M)); /* transition from I_M -> end */
+ for(c = 0; c < cm->cp9->el_from_ct[M+1]; c++) /* el_from_ct[k] is >= 0 */
+ endsc = ILogsum(endsc, elmx[cur][cm->cp9->el_from_idx[M+1][c]]);
+ if(cm->cp9->flags & CMH_LOCAL_BEGIN)
+ minsc = ESL_MIN(minsc, endsc);
+
+ /* check if we should break the loop now */
+ if(doing_scan && j == 2) {
+ keep_going = FALSE;
+ ESL_DPRINTF1(("cp9_WorstForward() SCAN final minsc: %d j: %d\n", minsc, j));
+ if (minsc > thresh) return_L = -1; /* no seq of any length will give minsc < thresh */
+ else return_L = j;
+ }
+ else if((doing_align) && (minsc <= thresh || j >= (100. * cm->clen)))
+ {
+ ESL_DPRINTF1(("cp9_WorstForward() ALIGN final minsc: %d thresh: %d clen: %d j: %d\n", minsc, thresh, cm->clen, j));
+ keep_going = FALSE;
+ return_L = j;
+ }
+ } /* end of while(keep_going) */
+ free(min_isc);
+ free(min_msc);
+ if(ret_L != NULL) *ret_L = return_L;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "Memory allocation error.");
+}
+
+/* Function: cp9_GetLocalityMode()
+ *
+ * Purpose: Infer a CM plan 9 HMM's locality mode based on it's flags
+ *
+ * Returns: <ret_mode> : CP9_LOCAL_BEGIN_END_ON_AND_EL_ON or
+ * CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF or
+ * CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON or
+ * CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF
+ */
+int
+cp9_GetLocalityMode(CP9_t *cp9, char *errbuf, int *ret_mode)
+{
+ int mode;
+
+ if((cp9->flags & CPLAN9_LOCAL_BEGIN) && (! (cp9->flags & CPLAN9_LOCAL_END))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_GetLocalityMode, CPLAN9_LOCAL_BEGIN flag up, but CPLAN9_LOCAL_END flag down, this shouldn't happen.");
+ if((! (cp9->flags & CPLAN9_LOCAL_BEGIN)) && (cp9->flags & CPLAN9_LOCAL_END)) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_GetLocalityMode, CPLAN9_LOCAL_BEGIN flag down, but CPLAN9_LOCAL_END flag up, this shouldn't happen.");
+ if(ret_mode == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_GetLocalityMode, ret_mode is NULL.");
+
+ if((cp9->flags & CPLAN9_LOCAL_BEGIN) && (cp9->flags & CPLAN9_LOCAL_END))
+ if(cp9->flags & CPLAN9_EL) mode = CP9_LOCAL_BEGIN_END_ON_AND_EL_ON;
+ else mode = CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF;
+ else
+ if(cp9->flags & CPLAN9_EL) mode = CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON;
+ else mode = CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF;
+
+ *ret_mode = mode;
+ return eslOK;
+}
+
+/*
+ * Function: cp9_CheckTransitionGuarantees()
+ *
+ * Purpose: Given a cm with a CP9 HMM and it's locality mode, check to make
+ * sure it's transition guarantees hold up.
+ *
+ * Returns: eslOK on success (if guarantees hold up)
+ * eslEINVAL if guarantees are violated (which we can usually deal with
+ * without dying)
+ */
+int
+cp9_CheckTransitionGuarantees(CP9_t *cp9, char *errbuf)
+{
+ int status;
+ int locality_mode;
+ int k;
+
+ if((status = cp9_GetLocalityMode(cp9, errbuf, &locality_mode)) != eslOK) return eslEINCOMPAT;
+
+ /* these should be non -INFTY for all locality modes */
+ for(k = 1; k < cp9->M; k++)
+ {
+ if(cp9->tsc[CTMM][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d M->M transition is -INFTY", k);
+ if(cp9->tsc[CTMD][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d M->D transition is -INFTY", k);
+ if(cp9->tsc[CTIM][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d I->M transition is -INFTY", k);
+ if(cp9->tsc[CTII][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d I->I transition is -INFTY", k);
+ if(cp9->tsc[CTID][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d I->D transition is -INFTY", k);
+ if(cp9->tsc[CTDM][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d D->M transition is -INFTY", k);
+ if(cp9->tsc[CTDI][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d D->I transition is -INFTY", k);
+ if(cp9->tsc[CTDD][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, cp9 node k: %d D->D transition is -INFTY", k);
+ }
+ switch(locality_mode) {
+ case CP9_LOCAL_BEGIN_END_ON_AND_EL_ON:
+ for(k = 2; k < cp9->M; k++)
+ {
+ if(cp9->bsc[k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_ON_AND_EL_ON, but bsc[%d] is -INFTY!", k);
+ if(cp9->esc[k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_ON_AND_EL_ON, but esc[%d] is -INFTY!", k);
+ if(cp9->has_el[k] && cp9->tsc[CTMEL][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_ON_AND_EL_ON, k:%d has an EL state, but tsc[CTMEL] is -INFTY!", k);
+ }
+ break;
+ case CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF:
+ for(k = 2; k < cp9->M; k++)
+ {
+ if(cp9->bsc[k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF, but bsc[%d] is -INFTY!", k);
+ if(cp9->esc[k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF, but esc[%d] is -INFTY!", k);
+ if(cp9->tsc[CTMEL][k] != -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF, but tsc[%d][CTMEL] is ! -INFTY!", k);
+ }
+ break;
+ break;
+ case CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON:
+ for(k = 2; k < cp9->M; k++)
+ {
+ if(cp9->bsc[k] != -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON, but bsc[%d] is ! -INFTY!", k);
+ if(cp9->esc[k] != -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON, but esc[%d] is ! -INFTY!", k);
+ if(cp9->has_el[k] && cp9->tsc[CTMEL][k] == -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON, k:%d has an EL state, but tsc[CTMEL] is -INFTY!", k);
+ }
+ break;
+ case CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF:
+ for(k = 2; k < cp9->M; k++)
+ {
+ if(cp9->bsc[k] != -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF, but bsc[%d] is ! -INFTY!", k);
+ if(cp9->esc[k] != -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF, but esc[%d] is ! -INFTY!", k);
+ if(cp9->tsc[CTMEL][k] != -INFTY) ESL_FAIL(eslEINVAL, errbuf, "cp9_CheckTransitionGuarantees, CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF, but tsc[%d][CTMEL] is ! -INFTY!", k);
+ }
+ break;
+ }
+ return eslOK;
+}
+
+/*****************************************************************
+ * Benchmark driver
+ *****************************************************************/
+#ifdef IMPL_CP9_DP_BENCHMARK
+/* gcc -g -O2 -DHAVE_CONFIG_H -I../easel -c old_cp9_dp.c
+ * gcc -o benchmark-cp9_dp -g -O2 -I. -L. -I../easel -L../easel -DIMPL_CP9_DP_BENCHMARK cp9_dp.c old_cp9_dp.o -linfernal -leasel -lm
+ * ./benchmark-cp9_dp <cmfile>
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_histogram.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_sqio.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h" /* function declarations */
+#include "old_funcs.h" /* function declarations for 0.81 versions */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "set random number seed randomly", 0 },
+ { "-s", eslARG_INT, "33", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-L", eslARG_INT, "500000", NULL, "n>0", NULL, NULL, NULL, "length of random target seqs", 0 },
+ { "-N", eslARG_INT, "1", NULL, "n>0", NULL, NULL, NULL, "number of random target seqs", 0 },
+ { "-f", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute optimized Forward scan implementation", 0 },
+ { "-x", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute experimental Forward scan implementation", 0},
+ { "-o", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute old (version 0.8) Forward scan implementation", 0},
+ { "-w", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "also execute slow Viterbi scan implementation", 0 },
+ { "-g", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "configure HMM for glocal alignment [default: local]", 0 },
+ { "-a", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "do alignment, don't scan", 0 },
+ { "--noel", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "turn local ends off [default: on, unless -g]", 0 },
+ { "--full", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "calculate full matrix, not just 2 rows", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "benchmark driver for the fast scanning CM plan 9 HMM Viterbi implementation";
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ CM_t *cm;
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ ESL_RANDOMNESS *r = NULL;
+ ESL_ALPHABET *abc = NULL;
+ int L = esl_opt_GetInteger(go, "-L");
+ int N = esl_opt_GetInteger(go, "-N");
+ ESL_DSQ *dsq = malloc(sizeof(ESL_DSQ) * (L+2));
+ int i;
+ float sc;
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open input CM file stream */
+ int do_scan;
+ int do_align;
+ int minL = 0;
+ int be_safe;
+ char errbuf[cmERRBUFSIZE];
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if (!(CMFileRead(cmfp, &abc, &cm))) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ if(! esl_opt_GetBoolean(go, "-g")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMLOCAL;
+ }
+ if(! esl_opt_GetBoolean(go, "--noel")) {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_HMMEL;
+ }
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+ init_ilogsum();
+
+ if (esl_opt_GetBoolean(go, "-a")) { do_scan = FALSE; do_align = TRUE; }
+ else { do_scan = TRUE; do_align = FALSE; }
+
+ if (esl_opt_GetBoolean(go, "-x")) {
+ /* determine the minimum length we can search safely with the optimized forward version. */
+ if((status = cp9_WorstForward(cm, errbuf, cm->cp9_mx, -INFTY, do_scan, do_align, &minL)) != eslOK) cm_Fail(errbuf);
+ /* minL = 100000; */
+ }
+
+ for (i = 0; i < N; i++)
+ {
+ esl_rsq_xfIID(r, cm->null, abc->K, L, dsq);
+
+ esl_stopwatch_Start(w);
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ do_scan, /* are we scanning? */
+ do_align, /* are we aligning? */
+ (! esl_opt_GetBoolean(go, "--full")), /* memory efficient ? */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ NULL, /* don't want traces back */
+ &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "cp9_Viterbi(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ if (esl_opt_GetBoolean(go, "-f"))
+ {
+ esl_stopwatch_Start(w);
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ do_scan, /* are we scanning? */
+ do_align, /* are we aligning? */
+ (! esl_opt_GetBoolean(go, "--full")), /* memory efficient ? */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "cp9_Forward(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "-o"))
+ {
+ esl_stopwatch_Start(w);
+ sc = CP9Forward(cm, dsq, 1, L, cm->W, 0., NULL, NULL, NULL,
+ do_scan, /* are we scanning? */
+ do_align, /* are we aligning? */
+ (! esl_opt_GetBoolean(go, "--full")), /* memory efficient ? */
+ NULL); /* don't want the DP matrix back */
+ printf("%4d %-30s %10.4f bits ", (i+1), "CP9Forward(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ if (esl_opt_GetBoolean(go, "-x"))
+ {
+ be_safe = FALSE;
+ ESL_DPRINTF1(("minL: %d L: %d\n", minL, L));
+ if(minL != -1 && minL <= L) be_safe = TRUE;
+ esl_stopwatch_Start(w);
+ if((status = cp9_FastForward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ do_scan, /* are we scanning? */
+ do_align, /* are we aligning? */
+ (! esl_opt_GetBoolean(go, "--full")), /* memory efficient ? */
+ be_safe,
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "cp9_FastForward(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if (esl_opt_GetBoolean(go, "-w"))
+ {
+ esl_stopwatch_Start(w);
+ sc = CP9Viterbi(cm, dsq, 1, L, cm->W, 0., NULL, NULL, NULL,
+ do_scan, /* are we scanning? */
+ do_align, /* are we aligning? */
+ (! esl_opt_GetBoolean(go, "--full")), /* memory efficient ? */
+ NULL, /* don't want the DP matrix back */
+ NULL); /* don't want traces back */
+ printf("%4d %-30s %10.4f bits ", (i+1), "CP9Viterbi(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+ }
+ FreeCM(cm);
+ free(dsq);
+ esl_alphabet_Destroy(abc);
+ esl_stopwatch_Destroy(w);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*IMPL_CP9_DP_BENCHMARK*/
diff --git a/src/cp9_modelconfig.c b/src/cp9_modelconfig.c
new file mode 100644
index 0000000..46b0ec8
--- /dev/null
+++ b/src/cp9_modelconfig.c
@@ -0,0 +1,979 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+/* cp9_modelconfig.c
+ * EPN, Wed Dec 5 12:56:42 2007
+ *
+ * Note: all of these functions originated in cp9.c [EPN 02.27.06]
+ *
+ * Configuring a CP9 HMM into different global or local modes.
+ * Included in this file are functions for configuring HMMs that were
+ * built for 'sub CMs'.
+ *
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+#include <time.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/* Function: CP9Logoddsify()
+ *
+ * Purpose: Take an HMM with valid probabilities, and
+ * fill in the integer log-odds score section of the model.
+ *
+ * Notes on log-odds scores (simplified from plan7.c):
+ * type of parameter probability score
+ * ----------------- ----------- ------
+ * any emission p_x log_2 p_x/null_x
+ * any transition t_x log_2 t_x
+ *
+ * Args: hmm - the hmm to calculate scores in.
+ *
+ * Return: (void)
+ * hmm scores are filled in.
+ */
+void
+CP9Logoddsify(CP9_t *hmm)
+{
+ int k; /* counter for model position */
+ int x; /* counter for symbols */
+ int sc[MAXDEGEN]; /* 17, NEED TO INCREASE FOR BIGGER ALPHABETS! */
+
+ if (hmm->flags & CPLAN9_HASBITS) return;
+
+ /* Symbol emission scores
+ */
+
+ sc[hmm->abc->K] = -INFTY; /* gap character */
+ sc[hmm->abc->Kp-1] = -INFTY; /* missing data character */
+
+ /* Insert emission scores, relies on sc[K, Kp-1] initialization to -inf above */
+ for (k = 0; k <= hmm->M; k++) {
+ for (x = 0; x < hmm->abc->K; x++)
+ sc[x] = Prob2Score(hmm->ins[k][x], hmm->null[x]);
+ esl_abc_IExpectScVec(hmm->abc, sc, hmm->null);
+ for (x = 0; x < hmm->abc->Kp; x++) {
+ hmm->isc[x][k] = sc[x];
+ }
+ }
+
+ /* Match emission scores, relies on sc[K, Kp-1] initialization to -inf above */
+ for (k = 1; k <= hmm->M; k++) {
+ for (x = 0; x < hmm->abc->K; x++)
+ sc[x] = Prob2Score(hmm->mat[k][x], hmm->null[x]);
+ esl_abc_IExpectScVec(hmm->abc, sc, hmm->null);
+ for (x = 0; x < hmm->abc->Kp; x++) {
+ hmm->msc[x][k] = sc[x];
+ }
+ }
+
+ for (k = 0; k <= hmm->M; k++)
+ {
+ hmm->tsc[CTMM][k] = Prob2Score(hmm->t[k][CTMM], 1.0);
+ hmm->tsc[CTMI][k] = Prob2Score(hmm->t[k][CTMI], 1.0);
+ hmm->tsc[CTMD][k] = Prob2Score(hmm->t[k][CTMD], 1.0);
+ hmm->tsc[CTMEL][k] = Prob2Score(hmm->t[k][CTMEL], 1.0);
+ hmm->tsc[CTIM][k] = Prob2Score(hmm->t[k][CTIM], 1.0);
+ hmm->tsc[CTII][k] = Prob2Score(hmm->t[k][CTII], 1.0);
+ hmm->tsc[CTID][k] = Prob2Score(hmm->t[k][CTID], 1.0);
+ if(k != 0)
+ {
+ hmm->tsc[CTDM][k] = Prob2Score(hmm->t[k][CTDM], 1.0);
+ hmm->tsc[CTDI][k] = Prob2Score(hmm->t[k][CTDI], 1.0);
+ hmm->tsc[CTDD][k] = Prob2Score(hmm->t[k][CTDD], 1.0);
+ }
+ else
+ {
+ hmm->tsc[CTDM][k] = -INFTY;
+ hmm->tsc[CTDD][k] = -INFTY; /*D_0 doesn't exist*/
+ hmm->tsc[CTDI][k] = -INFTY;
+ }
+ if(k != 0)
+ {
+ hmm->bsc[k] = Prob2Score(hmm->begin[k], 1.0);
+ //if(hmm->flags & CPLAN9_LOCAL_END) hmm->esc[k] = 0;
+ //else hmm->esc[k] = -INFTY;
+ hmm->esc[k] = Prob2Score(hmm->end[k], 1.0);
+ }
+ }
+ hmm->el_selfsc = Prob2Score(hmm->el_self, 1.0);
+
+ /* Finally, fill the efficiently reordered transition scores for this HMM. */
+ for (k = 0 ; k <= hmm->M; k++) {
+ int *otsc_k = hmm->otsc + k*cp9O_NTRANS;
+ otsc_k[cp9O_MM] = hmm->tsc[CTMM][k];
+ otsc_k[cp9O_MI] = hmm->tsc[CTMI][k];
+ otsc_k[cp9O_MD] = hmm->tsc[CTMD][k];
+ otsc_k[cp9O_IM] = hmm->tsc[CTIM][k];
+ otsc_k[cp9O_II] = hmm->tsc[CTII][k];
+ otsc_k[cp9O_DM] = hmm->tsc[CTDM][k];
+ otsc_k[cp9O_DD] = hmm->tsc[CTDD][k];
+ otsc_k[cp9O_ID] = hmm->tsc[CTID][k];
+ otsc_k[cp9O_DI] = hmm->tsc[CTDI][k];
+ otsc_k[cp9O_BM] = hmm->bsc[k];
+ otsc_k[cp9O_MEL]= hmm->tsc[CTMEL][k];
+ otsc_k[cp9O_ME] = hmm->esc[k];
+ }
+
+ hmm->flags |= CPLAN9_HASBITS; /* raise the log-odds ready flag */
+}
+
+/* Function: CPlan9Renormalize()
+ *
+ * Purpose: Take an HMM in counts form, and renormalize
+ * all of its probability vectors. Also enforces
+ * CM Plan9 restrictions on nonexistent transitions.
+ *
+ * Args: hmm - the model to renormalize.
+ *
+ * Return: (void)
+ * hmm is changed.
+ */
+void
+CPlan9Renormalize(CP9_t *hmm)
+{
+ int k; /* counter for model position */
+ float d; /* denominator */
+
+ /* match emissions */
+ esl_vec_FSet(hmm->mat[0], hmm->abc->K, 0.); /*M_0 is B state, non-emitter*/
+ for (k = 1; k <= hmm->M; k++)
+ esl_vec_FNorm(hmm->mat[k], hmm->abc->K);
+ /* insert emissions */
+ for (k = 0; k <= hmm->M; k++)
+ esl_vec_FNorm(hmm->ins[k], hmm->abc->K);
+
+ /* begin transitions */
+ d = esl_vec_FSum(hmm->begin+1, hmm->M) + hmm->t[0][CTMI] + hmm->t[0][CTMD] + hmm->t[0][CTMEL];
+ /* hmm->t[0][CTMEL] should always be 0., can't local end from the M_0 == B state */
+ esl_vec_FScale(hmm->begin+1, hmm->M, 1./d);
+ hmm->t[0][CTMI] /= d;
+ hmm->t[0][CTMD] /= d;
+ hmm->t[0][CTMEL] /= d;
+
+ esl_vec_FNorm(hmm->t[0] + cp9_TRANS_INSERT_OFFSET, cp9_TRANS_NINSERT); /* transitions out of insert for node 0 (state N)*/
+ esl_vec_FSet (hmm->t[0] + cp9_TRANS_DELETE_OFFSET, cp9_TRANS_NDELETE, 0.);
+ /* main model transitions */
+ for (k = 1; k <= hmm->M; k++) /* safe for node M too, hmm->t[hmm->M][CTMM] should be 0.*/
+ {
+ d = esl_vec_FSum(hmm->t[k], cp9_TRANS_NMATCH) + hmm->end[k];
+ esl_vec_FScale(hmm->t[k], cp9_TRANS_NMATCH, 1./d);
+ hmm->end[k] /= d;
+
+ esl_vec_FNorm(hmm->t[k] + cp9_TRANS_INSERT_OFFSET, cp9_TRANS_NINSERT); /* insert */
+ esl_vec_FNorm(hmm->t[k] + cp9_TRANS_DELETE_OFFSET, cp9_TRANS_NDELETE); /* delete */
+ }
+ /* null model emissions */
+ esl_vec_FNorm(hmm->null, hmm->abc->K);
+
+ hmm->flags &= ~CPLAN9_HASBITS; /* clear the log-odds ready flag */
+ hmm->flags |= CPLAN9_HASPROB; /* set the probabilities OK flag */
+}
+
+/* Function: CPlan9SWConfig()
+ * EPN 05.30.06
+ * based on SRE's Plan7SWConfig() from HMMER's plan7.c
+ *
+ * Purpose: Set the alignment independent parameters of
+ * a CM Plan 9 model to hmmsw (Smith/Waterman) configuration.
+ *
+ * Notes: The desideratum for begin/end probs is that all fragments ij
+ * (starting at match i, ending at match j) are
+ * equiprobable -- there is no information in the choice of
+ * entry/exit. There are M(M+1)/2 possible choices of ij, so
+ * each must get a probability of 2/M(M+1). This prob is the
+ * product of a begin, an end, and all the not-end probs in
+ * the path between i,j.
+ *
+ * Thus: entry/exit is asymmetric because of the left/right
+ * nature of the HMM/profile. Entry probability is distributed
+ * simply by assigning p_x = pentry / (M-1) to M-1
+ * internal match states. However, the same approach doesn't
+ * lead to a flat distribution over exit points. Exit p's
+ * must be corrected for the probability of a previous exit
+ * from the model. Requiring a flat distribution over exit
+ * points leads to an easily solved piece of algebra, giving:
+ * p_1 = pexit / (M-1)
+ * p_x = p_1 / (1 - (x-1) p_1)
+ *
+ * Modified EPN, Thu Feb 7 15:54:16 2008, as follows:
+ * To better match a locally configured CM, if <do_match_local_cm>
+ * we disallow insertions before the first (emitting) match state,
+ * (from I_0), and after the final (emitting) match state,
+ * (from I_M). I_0 maps to ROOT_IL and I_M maps to ROOT_IR
+ * which can never be entered in a locally configured CM
+ * (b/c the ROOT_S state MUST jump into a local begin state, which
+ * are always match states>). Also we disallow a M_0->D_1 transition
+ * because these would be impossible in a locally configured CM.
+ *
+ * <do_match_local_cm> is usually TRUE, unless we're configuring
+ * the CP9 specifically for eventual sub CM alignment, where
+ * the goal is simply find the most likely start/end point
+ * of the alignment with this CP9 (in that case we want
+ * I_0 and I_M reachable).
+ *
+ * Args: hmm - the CM Plan 9 model w/ data-dep prob's valid
+ * pentry - probability of an internal entry somewhere;
+ * will be evenly distributed over M-1 match states
+ * pexit - probability of an internal exit somewhere;
+ * will be distributed over M-1 match states.
+ * do_match_local_cm - TRUE to make I_0, D_1 and I_M unreachable
+ * to better match a locally configured CM.
+ * first_cm_ndtype - only used if do_match_local_cm is TRUE
+ * if it's MATL or MATP then D_1 should be unreachable (it is in the CM)
+ * if it's MATR or MATP then D_M should be unreachable (it is in the CM)
+ *
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9SWConfig(CP9_t *hmm, float pentry, float pexit, int do_match_local_cm, int first_cm_ndtype)
+{
+ float basep; /* p1 for exits: the base p */
+ int k; /* counter over states */
+ float d;
+
+ /* No special (*x* states in Plan 7) states in CM Plan 9 */
+
+ /*for (k = 1; k <= hmm->M; k++) printf("before anything: end[%d]: %f\n", k, hmm->end[k]);*/
+ /* Configure entry.
+ */
+ if(do_match_local_cm) {
+ hmm->t[0][CTMI] = 0.;
+ hmm->t[0][CTMM] = 0.; /* already was 0.0, transition from M_0 to M_1 is begin[1] */
+ hmm->t[0][CTMEL] = 0.; /* already was 0.0, can never do a local end from M_0 */
+ if((first_cm_ndtype == MATL_nd) || (first_cm_ndtype == MATP_nd)) { /* CM can't possibly reach the CM delete state that maps to D_1, make D_1 unreachable too */
+ hmm->t[0][CTMD] = 0.;
+ }
+
+ hmm->t[hmm->M][CTMI] = 0.;
+ hmm->t[hmm->M][CTDI] = 0.;
+ if((first_cm_ndtype == MATR_nd) || (first_cm_ndtype == MATP_nd)) { /* CM can't possibly reach the CM delete state that maps to D_M, make D_M unreachable too */
+ hmm->t[hmm->M][CTMD] = 0.;
+ }
+
+ /* renormalize transitions out of M_M */
+ d = esl_vec_FSum(hmm->t[hmm->M], cp9_TRANS_NMATCH) + hmm->end[hmm->M];
+ esl_vec_FScale(hmm->t[hmm->M], cp9_TRANS_NMATCH, 1./d);
+ hmm->end[hmm->M] /= d;
+
+ /* renormalize transitions out of D_M */
+ esl_vec_FNorm(hmm->t[hmm->M] + cp9_TRANS_DELETE_OFFSET, cp9_TRANS_NDELETE); /* delete */
+ }
+
+ hmm->begin[1] = (1. - pentry) * (1. - (hmm->t[0][CTMI] + hmm->t[0][CTMD] + hmm->t[0][CTMEL]));
+ esl_vec_FSet(hmm->begin+2, hmm->M-1, (pentry * (1.- (hmm->t[0][CTMI] + hmm->t[0][CTMD] + hmm->t[0][CTMEL]))) / (float)(hmm->M-1));
+ /* note: hmm->t[0][CTMEL] == 0. (can't locally end from begin)
+ * and if do_match_local_cm, hmm->t[0][CTMI] and hmm->t[0][CTMD] were just set to 0.
+ */
+
+ /* Configure exit.
+ * Don't touch hmm->end[hmm->M]
+ */
+
+ basep = pexit / (float) (hmm->M-1);
+ for (k = 1; k < hmm->M; k++)
+ hmm->end[k] = basep / (1. - basep * (float) (k-1));
+ CPlan9RenormalizeExits(hmm, 1);
+ /*for (k = 1; k <= hmm->M; k++) printf("after renormalizing: end[%d]: %f\n", k, hmm->end[k]);*/
+
+ hmm->flags &= ~CPLAN9_HASBITS; /* reconfig invalidates log-odds scores */
+ hmm->flags |= CPLAN9_LOCAL_BEGIN; /* local begins now on */
+ hmm->flags |= CPLAN9_LOCAL_END; /* local ends now on */
+
+ CP9Logoddsify(hmm);
+}
+
+/* Function: CPlan9SWConfigEnforce()
+ * EPN, Fri Feb 9 05:47:37 2007
+ * based on SRE's Plan7SWConfig() from HMMER's plan7.c
+ *
+ * Purpose: Set the alignment independent parameters of
+ * a CM Plan 9 model to hmmsw (Smith/Waterman) configuration.
+ * Same as CPlan9SWConfig but enforces a contiguous subset of
+ * nodes start at x, ending at y must be entered by forbidding
+ * local entries after x and local exits before y.
+ *
+ * Args: hmm - the CM Plan 9 model w/ data-dep prob's valid
+ * pentry - probability of an internal entry somewhere;
+ * will be evenly distributed over (enf_start)
+ * match states
+ * pexit - probability of an internal exit somewhere;
+ * will be distributed over (M-enf_end) match
+ * states.
+ * enf_start_pos - HMM node where enforced node subset begins
+ * enf_end_pos - HMM node where enforced node subset ends
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9SWConfigEnforce(CP9_t *hmm, float pentry, float pexit,
+ int enf_start_pos, int enf_end_pos)
+{
+ float basep; /* p1 for exits: the base p */
+ int k; /* counter over states */
+
+ /* No special (*x* states in Plan 7) states in CM Plan 9 */
+
+ /* Configure entry.
+ * To match CM, we enforce the only way out of the B state (M_0)
+ * is through a local begin into a match state
+ */
+ hmm->t[0][CTMI] = hmm->t[0][CTMD] = hmm->t[0][CTMEL] = 0.;
+ hmm->begin[1] = 1. - pentry;
+ for (k = 2; k <= enf_start_pos; k++)
+ hmm->begin[k] = pentry / (float)(enf_start_pos-1);
+
+ /* OLD WAY (more smith-waterman-like, less CM-like) EPN, Thu Jun 21 15:30:46 2007
+ hmm->begin[1] = (1. - pentry) * (1. - (hmm->t[0][CTMI] + hmm->t[0][CTMD]));
+ for (k = 2; k <= enf_start_pos; k++)
+ hmm->begin[k] = (pentry * (1.- (hmm->t[0][CTMI] + hmm->t[0][CTMD]))) / (float)(enf_start_pos-1);
+ for (k = (enf_start_pos+1); k <= hmm->M; k++)
+ hmm->begin[k] = 0.;
+ */
+
+ /* Configure exit.
+ * Don't touch hmm->end[hmm->M]
+ */
+ if(enf_end_pos == hmm->M) /* no local exit possible */
+ basep = 0.0;
+ else
+ basep = pexit / (float) (hmm->M-enf_end_pos);
+
+ for (k = 0; k < enf_end_pos; k++)
+ hmm->end[k] = 0.;
+ for (k = enf_end_pos; k < hmm->M; k++)
+ hmm->end[k] = basep / (1. - basep * (float) ((k-enf_end_pos)-1));
+ CPlan9RenormalizeExits(hmm, 1);
+ hmm->flags &= ~CPLAN9_HASBITS; /* reconfig invalidates log-odds scores */
+ hmm->flags |= CPLAN9_LOCAL_BEGIN; /* local begins now on */
+ hmm->flags |= CPLAN9_LOCAL_END; /* local ends now on */
+}
+
+
+/* Function: CPlan9ELConfig()
+ * Incept: EPN, Tue Jun 19 09:50:52 2007
+ *
+ * Purpose: Turn EL local ends in a CM Plan 9 HMM on based on
+ * the local end probs in the CM.
+ *
+ * Args: cm - the CM, must have valid CP9 HMM
+ *
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9ELConfig(CM_t *cm)
+{
+ /*printf("IN CPlan9ELConfig\n");*/
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CPlan9ELConfig, cm->cp9 is NULL.\n");
+ if(cm->cp9map == NULL)
+ cm_Fail("ERROR in CPlan9ELConfig, cm->cp9map is NULL.\n");
+ if(!(cm->flags & CMH_CP9))
+ cm_Fail("ERROR in CPlan9ELConfig, CMH_CP9 flag is down.");
+ if(cm->cp9->flags & CPLAN9_EL)
+ cm_Fail("ERROR in CPlan9ELConfig, CP9_EL flag is already up.");
+
+ int v;
+ int k; /* counter over HMM nodes */
+ int nd;
+ int seen_exit;
+ float to_el_prob;
+ float norm_factor;
+ int nexits;
+
+ /* If the CM has local ends on, check to make sure all non-zero
+ * local end probabilities in the CM are identical (within reasonable
+ * precision), use that probability to set all HMM transitions to
+ * EL states.
+ */
+ if(cm->flags & CMH_LOCAL_END) {
+ seen_exit = FALSE;
+ to_el_prob = 0.;
+ for(v = 0; v < cm->M; v++) {
+ nd = cm->ndidx[v];
+ if (((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd) && cm->nodemap[nd] == v) {
+ /* this should have a non-zero local end probability */
+ if(fabs(cm->end[v] - 0.) < 0.00001) /* non-zero */
+ cm_Fail("In CPlan9ELConfig(), CM state %d should have non-zero local end prob, but it doesn't.\n", v);
+ if(!seen_exit) {
+ to_el_prob = cm->end[v];
+ seen_exit = TRUE;
+ }
+ else if(fabs(to_el_prob - cm->end[v]) > 0.00001)
+ cm_Fail("In CPlan9ELConfig(), not all CM states EL probs are identical.\n");
+ }
+ }
+ if(! seen_exit && cm->nodes != 3) cm_Fail("In CPlan9ELConfig(), CM_LOCAL_END flag up, cm->nodes != 3, but all CM local end probs are zero.");
+ }
+ else {
+ /* CM_LOCAL_END flag is down, local ends are off in the CM
+ * We figure out what the local end prob would be given cm->pend
+ * and set the HMM local end probs based on that.
+ * First, count internal nodes MATP, MATL, MATR, BEGL, BEGR that aren't
+ * adjacent to END nodes.
+ */
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ nexits++;
+ }
+ to_el_prob = cm->pend / (float) nexits;
+ }
+
+ /* transitions from HMM node 0 to EL is impossible */
+ cm->cp9->t[0][CTMEL] = 0.;
+ for(k = 1; k <= cm->cp9->M; k++)
+ {
+ if(cm->cp9->has_el[k])
+ {
+ cm->cp9->t[k][CTMEL] = to_el_prob;
+ norm_factor = 1. - (cm->cp9->t[k][CTMEL] / (1. - cm->cp9->end[k]));
+ cm->cp9->t[k][CTMM] *= norm_factor;
+ cm->cp9->t[k][CTMI] *= norm_factor;
+ cm->cp9->t[k][CTMD] *= norm_factor;
+ /* cm->cp9->end[k] untouched */
+ }
+ }
+ cm->cp9->flags &= ~CPLAN9_HASBITS; /* clear the log-odds ready flag */
+
+ CP9Logoddsify(cm->cp9);
+
+ cm->cp9->flags |= CPLAN9_EL; /* EL end locals now on */
+ /*debug_print_cp9_params(cm->cp9);*/
+ return;
+}
+
+/* Function: CPlan9NoEL()
+ * Incept: EPN, Tue Jun 19 09:50:52 2007
+ *
+ * Purpose: Turn EL local ends off in a CM Plan 9 HMM
+ *
+ * Args: cm - the CM, must have valid CP9 HMM
+ *
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9NoEL(CM_t *cm)
+{
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CPlan9ELConfig, cm->cp9 is NULL.\n");
+ if(cm->cp9map == NULL)
+ cm_Fail("ERROR in CPlan9ELConfig, cm->cp9map is NULL.\n");
+ if(!(cm->flags & CMH_CP9))
+ cm_Fail("ERROR in CPlan9ELConfig, CMH_CP9 flag is down.");
+ if(!(cm->cp9->flags & CPLAN9_EL))
+ cm_Fail("ERROR in CPlan9ELConfig, CP9_EL flag is already down.");
+
+ int k; /* counter over HMM nodes */
+
+ for(k = 0; k <= cm->cp9->M; k++)
+ cm->cp9->t[k][CTMEL] = 0.;
+ CPlan9RenormalizeExits(cm->cp9, 1);
+
+ cm->cp9->flags &= ~CPLAN9_HASBITS; /* clear the log-odds ready flag */
+ CP9Logoddsify(cm->cp9);
+
+ cm->cp9->flags &= ~CPLAN9_EL; /* EL end locals now off */
+
+ return;
+}
+
+/* Function: CPlan9InitEL()
+ * Incept: EPN, Tue Jun 19 13:10:56 2007
+ *
+ * Purpose: Initialize a CP9 HMM for possible EL local ends
+ * by determining how the EL states should be connected
+ * based on the CM node topology.
+ *
+ * Args: cm - the CM
+ * cp9 - the CP9 HMM, built from cm
+ *
+ * Return: (void)
+ */
+void
+CPlan9InitEL(CM_t *cm, CP9_t *cp9)
+{
+ int status;
+ CMEmitMap_t *emap; /* consensus emit map for the CM */
+ int k; /* counter over HMM nodes */
+ int nd;
+ int *tmp_el_from_ct;
+
+ /* First copy the CM el self transition score/probability: */
+ cp9->el_self = sreEXP2(cm->el_selfsc);
+ cp9->el_selfsc = Prob2Score(cp9->el_self, 1.0);
+
+ /* For each HMM node k, we can transit FROM >= 0 EL states from
+ * HMM nodes kp. Determine how many such valid transitions exist
+ * from each node, then allocate and fill cp9->el_from_idx[k] and
+ * cp9->el_from_cmnd arrays based on that.
+ * This two-pass method saves memory b/c we only allocate for
+ * what we'll need.
+ */
+ emap = CreateEmitMap(cm);
+
+ /* Initialize to 0 */
+ for(k = 0; k <= cp9->M; k++)
+ {
+ cp9->el_from_ct[k] = 0;
+ cp9->has_el[k] = FALSE;
+ }
+ cp9->el_from_ct[(cp9->M+1)] = 0; /* special case, we can get to E state from EL states */
+
+ /* first pass to get number of valid transitions */
+ for(nd = 0; nd < cm->nodes; nd++)
+ {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ {
+ /*printf("HMM node %d can be reached from HMM node %d's EL state\n", emap->rpos[nd], emap->lpos[nd]);*/
+ cp9->el_from_ct[emap->rpos[nd]]++;
+ cp9->has_el[emap->lpos[nd]] = TRUE;
+ }
+ }
+
+ /* allocate cp9->el_from_idx[k], cp9->el_from_cmnd for all k */
+ for(k = 0; k <= (cp9->M+1); k++)
+ {
+ if(cp9->el_from_idx[k] != NULL) /* if !NULL we already filled it, shouldn't happen */
+ cm_Fail("ERROR in CPlan9InitEL() el_from_idx has already been initialized\n");
+ if(cp9->el_from_ct[k] > 0)
+ {
+ ESL_ALLOC(cp9->el_from_idx[k], sizeof(int) * cp9->el_from_ct[k]);
+ ESL_ALLOC(cp9->el_from_cmnd[k],sizeof(int) * cp9->el_from_ct[k]);
+ }
+ /* else it remains NULL */
+ }
+
+ /* now fill in cp9->el_from_idx, we need a new counter array */
+ ESL_ALLOC(tmp_el_from_ct, sizeof(int) * (cp9->M+2));
+ for(k = 0; k <= (cp9->M+1); k++)
+ tmp_el_from_ct[k] = 0;
+ for(nd = 0; nd < cm->nodes; nd++)
+ {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ {
+ k = emap->rpos[nd];
+ cp9->el_from_idx[k][tmp_el_from_ct[k]] = emap->lpos[nd];
+ cp9->el_from_cmnd[k][tmp_el_from_ct[k]] = nd;
+ tmp_el_from_ct[k]++;
+ }
+ }
+
+ /* Debugging printfs */
+ /* for(k = 0; k <= (cp9->M+1); k++)
+ {
+ for(c = 0; c < cp9->el_from_ct[k]; c++)
+ printf("cp9->el_from_idx[%3d][%2d]: %4d\n", k, c, cp9->el_from_idx[k][c]);
+ if(cp9->has_el[k])
+ printf("node k:%3d HAS an EL!\n", k);
+ }*/
+
+ /* Free memory and exit */
+ free(tmp_el_from_ct);
+ FreeEmitMap(emap);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/* Function: CPlan9RenormalizeExits()
+ * EPN 05.30.06 based on SRE's Plan7RenormalizeExits() from
+ * HMMER's plan7.c.
+ *
+ * Date: SRE, Fri Aug 14 11:22:19 1998 [St. Louis]
+ *
+ * Purpose: Renormalize just the match state transitions;
+ * for instance, after a Config() function has
+ * modified the exit distribution.
+ *
+ * Args: hmm - hmm to renormalize
+ * spos - first consensus column modelled by original
+ * CP9 HMM the sub CP9 HMM models. Often 1.
+ * Returns: void
+ */
+void
+CPlan9RenormalizeExits(CP9_t *hmm, int spos)
+{
+ int k;
+ float d;
+
+ /* We can't exit from node 0 so we start renormalizing at node 1 */
+ for (k = 1; k < hmm->M; k++)
+ {
+ if(k != (spos-1)) /* we can't exit from the M_spos-1 */
+ {
+ d = esl_vec_FSum(hmm->t[k], 4);
+ /* esl_vec_FScale(hmm->t[k], 4, 1./(d + d*hmm->end[k])); */
+ esl_vec_FScale(hmm->t[k], 4, (1.-hmm->end[k])/d);
+ }
+ }
+ /* Take care of hmm->M node, which is special */
+ d = hmm->t[hmm->M][CTMI] + hmm->t[hmm->M][CTMEL]; /* CTMD is IMPOSSIBLE, CTMM is hmm->end[hmm-M] */
+ if(! (fabs(d-0.) < eslSMALLX1)) { /* don't divide by d if it's zero */
+ hmm->t[hmm->M][CTMI] *= (1.-hmm->end[hmm->M])/d;
+ hmm->t[hmm->M][CTMEL] *= (1.-hmm->end[hmm->M])/d;
+ }
+ return;
+}
+
+/* Function: CP9_2sub_cp9()
+ * EPN 09.24.06
+ *
+ * Purpose: Given a template CM Plan 9 HMM, build a sub-model that
+ * models only a subset of the consensus columns of the
+ * original alignment. This requires a bit of care for
+ * the initial and final node of the sub CP9, and
+ * straightforward copying of parameters for the rest.
+ *
+ * The new CP9 is constructed in Global Needleman/Wunsch
+ * mode. The orig_hmm MUST be in global mode. THIS IS
+ * CHECKED FOR IN A VERY FRAGILE MANNER!
+ *
+ * The approach here is to allocate and fill the new
+ * sub CP9. There might be a better way - transforming
+ * the original CP9 into the new sub CP9 using a method
+ * involving pointer rearrangement, but I'm not sure
+ * how to do this.
+ *
+ * Args: orig_hmm - the CP9 model w/ data-dep prob's valid
+ * ret_sub_hmm - the new sub CP9 hmm, allocated here, must
+ * be freed by caller.
+ * spos - first consensus column modelled by original
+ * CP9 HMM the sub CP9 HMM models.
+ * epos - final consensus column modelled by original
+ * CP9 HMM the sub CP9 HMM models.
+ * orig_phi - the 2D phi array for the original CP9 HMM.
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CP9_2sub_cp9(CP9_t *orig_hmm, CP9_t **ret_sub_hmm, int spos, int epos, double **orig_phi)
+{
+ CP9_t *sub_hmm;
+ int i, x;
+ int orig_pos;
+
+ sub_hmm = AllocCPlan9((epos-spos+1), orig_hmm->abc);
+
+ for(x = 0; x < MAXABET; x++)
+ {
+ sub_hmm->null[x] = orig_hmm->null[x];
+ }
+ /* No special (*x* states in Plan 7) states in CM Plan 9 */
+
+ /* First we just copy the parameters for spos..epos from the template HMM.
+ * This is *slightly* wasteful, as we'll overwrite a few of these later.
+ */
+ for(i = 0; i <= (epos-spos+1); i++)
+ {
+ orig_pos = i + spos - 1;
+
+ if(i > 0)
+ {
+ for(x = 0; x < MAXABET; x++)
+ {
+ sub_hmm->mat[i][x] = orig_hmm->mat[orig_pos][x];
+ sub_hmm->msc[x][i] = orig_hmm->msc[x][orig_pos];
+ }
+
+ sub_hmm->begin[i] = orig_hmm->begin[orig_pos];
+ sub_hmm->end[i] = orig_hmm->end[orig_pos];
+ sub_hmm->bsc[i] = orig_hmm->bsc[orig_pos];
+ sub_hmm->esc[i] = orig_hmm->esc[orig_pos];
+ if((i > 1) && ((0. - sub_hmm->begin[i] > 0.00000001) ||
+ (sub_hmm->begin[i] - 0. > 0.00000001)))
+ {
+ cm_Fail("ERROR in cp9_2sub_cp9() is original CP9 HMM not in global (NW) mode? i: %d\n", i);
+ }
+ }
+ for(x = 0; x < MAXABET; x++)
+ {
+ sub_hmm->ins[i][x] = orig_hmm->ins[orig_pos][x];
+ sub_hmm->isc[x][i] = orig_hmm->isc[x][orig_pos];
+ }
+
+ for(x = 0; x < cp9_NTRANS; x++)
+ {
+ sub_hmm->t[i][x] = orig_hmm->t[orig_pos][x];
+ sub_hmm->tsc[x][i] = orig_hmm->tsc[x][orig_pos];
+ }
+
+ }
+
+ /* Make the necessary modifications. */
+ CP9_reconfig2sub(sub_hmm, spos, epos, 1, sub_hmm->M, orig_phi);
+
+ sub_hmm->el_self = orig_hmm->el_self;
+ sub_hmm->el_selfsc = orig_hmm->el_selfsc;
+
+ sub_hmm->flags |= CPLAN9_HASBITS; /* raise the log-odds ready flag */
+ *ret_sub_hmm = sub_hmm;
+ return;
+}
+
+/* Function: CP9_reconfig2sub()
+ * EPN 10.16.06
+ *
+ * Purpose: Given a CM Plan 9 HMM and a start position
+ * (spos) and end position (epos) that a sub CM models,
+ * reconfigure the HMM so that it can only start in the
+ * node that models spos (spos_nd) end in the node that
+ * models epos (epos_nd).
+ *
+ * If we're reconfiguring a CP9 HMM that ONLY models the
+ * consensus columns spos to epos, then spos_nd == 1
+ * and epos_nd == hmm->M, but this is not necessarily true.
+ * We may be reconfiguring a CP9 HMM that models the
+ * full alignment including positions before and/or after
+ * spos and epos. In this case spos_nd == spos and
+ * epos_nd == epos;
+ *
+ * Args: hmm - the CP9 model w/ data-dep prob's valid
+ * spos - first consensus column modelled by some original
+ * full length, template CP9 HMM that 'hmm' models.
+ * epos - final consensus column modelled by some original
+ * CP9 HMM that 'hmm' models.
+ * spos_nd - the node of 'hmm' that models spos.
+ * (1 if 'hmm' only has (epos-spos+1) nodes
+ * (spos if 'hmm' has a node for each column of original aln)
+ * epos_nd - the node of the 'hmm' in that models epos.
+ * (hmm->M if 'hmm' only has (epos-spos+1) nodes
+ * (epos if 'hmm' has a node for each column of original aln)
+ * orig_phi - the 2D phi array for the original CP9 HMM.
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CP9_reconfig2sub(CP9_t *hmm, int spos, int epos, int spos_nd,
+ int epos_nd, double **orig_phi)
+{
+ /* Make the necessary modifications. Since in cmalign --sub mode this
+ * function will be called potentially once for each sequence, we
+ * don't want to call CP9Logoddsify(), but rather only logoddsify
+ * the parameters that are different.
+ */
+
+ /* Configure entry.
+ * Exactly 3 ways to start, B->M_1 (hmm->begin[1]), B->I_0 (hmm->t[0][CTMI]),
+ * and B->D_1 (hmm->t[0][CTMD])
+ */
+ /* prob of starting in M_spos is (1. - prob of starting in I_spos-1) as there is no D_spos-1 -> M_spos trans */
+
+ if(spos > 1)
+ {
+ hmm->begin[spos_nd] = 1.-((orig_phi[spos-1][HMMINSERT] * (1. - hmm->t[spos-1][CTII])) +
+ (orig_phi[spos ][HMMDELETE] - (orig_phi[spos-1][HMMINSERT] * hmm->t[spos-1][CTID])));
+ hmm->t[spos_nd-1][CTMI] = (orig_phi[spos-1][HMMINSERT] * (1. - hmm->t[spos-1][CTII]));
+ hmm->t[spos_nd-1][CTMD] = orig_phi[spos ][HMMDELETE] - (orig_phi[spos-1][HMMINSERT] * hmm->t[spos-1][CTID]);
+ hmm->t[spos_nd-1][CTMM] = 0.; /* probability of going from B(M_0) to M_1 is begin[1] */
+ hmm->t[spos_nd-1][CTMEL] = 0.; /* can't go to EL from B(M_0) */
+ hmm->t[spos_nd-1][CTDM] = 0.; /* D_0 doesn't exist */
+ hmm->t[spos_nd-1][CTDI] = 0.; /* D_0 doesn't exist */
+ hmm->t[spos_nd-1][CTDD] = 0.; /* D_0 doesn't exist */
+
+ hmm->bsc[spos_nd] = Prob2Score(hmm->begin[1], 1.0);
+
+ hmm->tsc[CTMM][spos_nd-1] = -INFTY; /* probability of going from B(M_0) to M_1 is begin[1] */
+ hmm->tsc[CTMEL][spos_nd-1] = -INFTY;
+ hmm->tsc[CTDM][spos_nd-1] = -INFTY; /* D_0 doesn't exist */
+ hmm->tsc[CTDI][spos_nd-1] = -INFTY; /* D_0 doesn't exist */
+ hmm->tsc[CTDD][spos_nd-1] = -INFTY; /* D_0 doesn't exist */
+
+ hmm->tsc[CTMI][spos_nd-1] = Prob2Score(hmm->t[spos_nd-1][CTMI], 1.0);
+ hmm->tsc[CTMD][spos_nd-1] = Prob2Score(hmm->t[spos_nd-1][CTMD], 1.0);
+ }
+
+ if(epos < hmm->M)
+ {
+ hmm->end[epos_nd] = hmm->t[epos][CTMM] + hmm->t[epos][CTMD];
+ hmm->t[epos_nd][CTDM] += hmm->t[epos][CTDD];
+ hmm->t[epos_nd][CTIM] += hmm->t[epos][CTID];
+ hmm->t[epos_nd][CTMM] = 0.; /* M->E is actually end[M] */
+ hmm->t[epos_nd][CTMEL] = 0.;
+ hmm->t[epos_nd][CTMD] = 0.; /* D_M+1 doesn't exist */
+ hmm->t[epos_nd][CTDD] = 0.; /* D_M+1 doesn't exist */
+ hmm->t[epos_nd][CTID] = 0.; /* D_M+1 doesn't exist */
+
+ hmm->esc[epos_nd] = Prob2Score(hmm->end[epos_nd], 1.0);
+ hmm->tsc[CTDM][epos_nd] = Prob2Score(hmm->t[epos_nd][CTDM], 1.0);
+ hmm->tsc[CTIM][epos_nd] = Prob2Score(hmm->t[epos_nd][CTIM], 1.0);
+ hmm->tsc[CTMM][epos_nd] = -INFTY; /* M->E is actually end[M] */
+ hmm->tsc[CTMEL][epos_nd] = -INFTY;
+ hmm->tsc[CTMD][epos_nd] = -INFTY; /* D_M+1 doesn't exist */
+ hmm->tsc[CTDD][epos_nd] = -INFTY; /* D_M+1 doesn't exist */
+ hmm->tsc[CTID][epos_nd] = -INFTY; /* D_M+1 doesn't exist */
+ }
+ hmm->flags |= CPLAN9_HASBITS; /* raise the log-odds ready flag */
+
+ return;
+}
+
+/* Function: CP9EnforceHackMatchScores()
+ * Incept: EPN, Fri Feb 9 11:06:31 2007
+ *
+ * Purpose: Make all match emissions 0, except those enforce
+ * a specified subsequence (it's assumed the CP9
+ * is already set up for this enforcement).
+ *
+ * Args: cp9 - the CP9 HMM
+ * enf_start_pos - first posn of enforced subseq
+ * enf_end_pos - last posn of enforced subseq
+ * Returns: (void)
+ */
+void
+CP9EnforceHackMatchScores(CP9_t *cp9, int enf_start_pos, int enf_end_pos)
+{
+ int k, x;
+ for (k = 1; k < enf_start_pos; k++) /* M_0 is the begin state, it's silent */
+ for (x = 0; x < MAXDEGEN; x++)
+ cp9->msc[x][k] = 0.;
+ for (k = enf_end_pos+1; k <= cp9->M; k++)
+ for (x = 0; x < MAXDEGEN; x++)
+ cp9->msc[x][k] = 0.;
+}
+
+/************************************************************************
+ * Functions stolen from HMMER 2.4 for use with CM plan 9 HMMs.
+ * Eventually, these should go away, replaced with Easel funcs.
+ * These first 3 were stolen from HMMER:mathsupport.c
+ *
+ * Score2Prob()
+ * Prob2Score()
+ * Scorify()
+ *
+ * NOTE: ILogSum() (and auxiliary funcs associated with it) used to be here
+ * but moved to logsum.c (EPN, Sat Sep 8 15:49:47 2007)
+ */
+
+/* Function: Prob2Score()
+ *
+ * Purpose: Convert a probability to a scaled integer log_2 odds score.
+ * Round to nearest integer (i.e. note use of +0.5 and floor())
+ * Return the score.
+ */
+int
+Prob2Score(float p, float null)
+{
+ /*EPN, Fri Feb 8 06:53:02 2008, shouldn't this first line be something like:
+ ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ if (fabs(p - 0.) < eslSMALLX1) return -INFTY; LHS is TRUE if p is virtually 0 (eslSMALLX1 is 5e-9)
+ ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ I didn't change it pre-1.0 release, b/c I was afraid of unforeseen downstream consequences,
+ and it doesn't seem to cause any problems...
+ */
+ if (p == 0.0) return -INFTY;
+ else return (int) floor(0.5 + INTSCALE * sreLOG2(p/null));
+}
+
+/* Function: Score2Prob()
+ *
+ * Purpose: Convert an integer log_2 odds score back to a probability;
+ * needs the null model probability, if any, to do the conversion.
+ */
+float
+Score2Prob(int sc, float null)
+{
+ if (sc == -INFTY) return 0.;
+ else return (null * sreEXP2((float) sc / INTSCALE));
+}
+
+/* Function: Scorify()
+ *
+ * Purpose: Convert a scaled integer log-odds score to a floating
+ * point score for output. (could be a macro but who cares.)
+ */
+float
+Scorify(int sc)
+{
+ return ((float) sc / INTSCALE);
+}
+
+/* Function: CPlan9CMLocalBeginConfig()
+ * Incept: EPN, Thu Jun 21 15:43:29 2007
+ * based on SRE's Plan7SWConfig() from HMMER's plan7.c
+ *
+ * Purpose: Set up a CM Plan 9 HMM to mimic CM local begins as closely
+ * as it can. We can't enforce that a begin/end point are chosen
+ * the same way a CM's are, as the choice of a CM local begin
+ * (in non-truncated CYK mode) defines both a start and end point,
+ * and some start/end combinations are impossible. For the CP9
+ * we allow all possible start/end combos.
+ *
+ * Args: cm - the CM, must have valid cm->cp9, we'll use
+ * the CM local begin probs to set the cm->cp9s
+ * begin/end probs.
+ *
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9CMLocalBeginConfig(CM_t *cm)
+{
+ CMEmitMap_t *emap; /* consensus emit map for the CM */
+ int nd;
+
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CPlan9CMLocalBeginConfig, cm->cp9 is NULL.\n");
+ if(cm->cp9map == NULL)
+ cm_Fail("ERROR in CPlan9CMLocalBeginConfig, cm->cp9map is NULL.\n");
+ if(!(cm->flags & CMH_CP9))
+ cm_Fail("ERROR in CPlan9CMLocalBeginConfig, CMH_CP9 flag is down.");
+ if(!(cm->flags & CMH_LOCAL_BEGIN))
+ cm_Fail("ERROR in CPlan9CMLocalBeginConfig, CMH_LOCAL_BEGIN flag is down.");
+ if(!(cm->flags & CMH_LOCAL_END))
+ cm_Fail("ERROR in CPlan9CMLocalBeginConfig, CP9_LOCAL_BEGIN flag is already up.");
+ if(cm->cp9->flags & CPLAN9_LOCAL_END)
+ cm_Fail("ERROR in CPlan9CMLocalBeginConfig, CP9_LOCAL_END flag is already up.");
+
+ /* Configure entry.
+ * To match CM, we enforce the only way out of the B state (M_0)
+ * is through a local begin into a match state
+ */
+ esl_vec_FSet(cm->cp9->begin, cm->cp9->M, 0.);
+ emap = CreateEmitMap(cm);
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if(NOT_IMPOSSIBLE(cm->begin[cm->nodemap[nd]])) {
+ cm->cp9->begin[emap->lpos[nd]] += cm->begin[cm->nodemap[nd]]; /* we do += b/c for lpos of BIFs, there's > 1 way to enter there, the BIF and the first MATP or MATL of the left child of the BIF */
+ }
+ }
+
+ cm->cp9->flags &= ~CPLAN9_HASBITS; /* reconfig invalidates log-odds scores */
+ cm->cp9->flags |= CPLAN9_LOCAL_BEGIN; /* local begins now on */
+ cm->cp9->flags |= CPLAN9_LOCAL_END; /* local ends now on */
+
+ CP9Logoddsify(cm->cp9);
+}
diff --git a/src/cp9_modelmaker.c b/src/cp9_modelmaker.c
new file mode 100644
index 0000000..e0ccb19
--- /dev/null
+++ b/src/cp9_modelmaker.c
@@ -0,0 +1,3071 @@
+/* cp9_modelmaker.c (formerly CP9_cm2wrhmm.c)
+ * EPN 11.28.05
+ *
+ * Functions to build a Weinberg/Ruzzo maximum likelihood HMM from a CM.
+ * Uses the "CM plan 9" (cp9) HMM architecture.
+ * These functions use ideas/equations from Zasha Weinberg's thesis
+ * (notably p.122-124), but a CM plan 9 HMM is not exactly a Weinberg-Ruzzo
+ * maximum likelihood heuristic HMM (though it's close).
+ *
+ * build_cp9_hmm() is the main function, it sets the probabilities of
+ * the HMM and (optionally) checks that the expected number of times
+ * each HMM state is entered is within a given threshold of the
+ * expected number of times each corresponding CM state is entered.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <math.h>
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_random.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+static float cm2hmm_emit_prob(CM_t *cm, CP9Map_t *cp9map, int x, int i, int k);
+static void cm2hmm_special_trans_cp9(CM_t *cm, CP9_t *hmm, CP9Map_t *cp9map, double *psi, char ***tmap);
+static void cm2hmm_trans_probs_cp9(CM_t *cm, CP9_t *hmm, CP9Map_t *cp9map, int k, double *psi, char ***tmap);
+static void hmm_add_single_trans_cp9(CM_t *cm, CP9_t *hmm, CP9Map_t *cp9map, int a, int b, int k, int hmm_trans_idx, double *psi, char ***tmap);
+static float cm_sum_subpaths_cp9(CM_t *cm, CP9Map_t *cp9map, int start, int end, char ***tmap, int k, double *psi);
+static int check_psi_vs_phi_cp9(CM_t *cm, CP9Map_t *cp9map, double *psi, double **phi, double threshold, int debug_level);
+static int CP9_node_chi_squared(CP9_t *ahmm, CP9_t *shmm, int nd, float threshold, int print_flag);
+static int check_cm_adj_bp(CM_t *cm, CP9Map_t *cp9map);
+static float FChiSquareFit(float *f1, float *f2, int N);
+
+/* EPN 10.26.06
+ * Function: AllocCP9Map()
+ *
+ * Purpose: Allocate a CP9Map_t object that stores information mapping
+ * a CP9 HMM to a CM and vice versa. See structs.h for
+ * description.
+ *
+ * Args:
+ * int hmm_M; - number of CP9 HMM nodes, the consensus length
+ * int cm_M; - number of states in the CM
+ * int cm_nodes - number of nodes in the CM
+ * Returns: CMSubInfo_t
+ */
+CP9Map_t *
+AllocCP9Map(CM_t *cm)
+{
+ int status;
+ CP9Map_t *cp9map;
+ int v,ks,i;
+
+ ESL_ALLOC(cp9map, sizeof(struct cp9map_s));
+
+ /* Determine the consensus length (to be set as hmm_M) of the CM */
+ cp9map->hmm_M = 0;
+ for(v = 0; v <= cm->M; v++)
+ {
+ if(cm->stid[v] == MATP_MP)
+ cp9map->hmm_M += 2;
+ else if(cm->stid[v] == MATL_ML || cm->stid[v] == MATR_MR)
+ cp9map->hmm_M++;
+ }
+ cp9map->cm_M = cm->M;
+ cp9map->cm_nodes = cm->nodes;
+
+ /* Allocate and initialize arrays */
+ ESL_ALLOC(cp9map->nd2lpos, sizeof(int) * cp9map->cm_nodes);
+ ESL_ALLOC(cp9map->nd2rpos, sizeof(int) * cp9map->cm_nodes);
+ for(i = 0; i < cp9map->cm_nodes; i++)
+ cp9map->nd2lpos[i] = cp9map->nd2rpos[i] = -1;
+
+ ESL_ALLOC(cp9map->pos2nd, sizeof(int) * (cp9map->hmm_M+1));
+ ESL_ALLOC(cp9map->hns2cs, sizeof(int **) * (cp9map->hmm_M+1));
+ for(i = 0; i <= cp9map->hmm_M; i++)
+ {
+ cp9map->pos2nd[i] = -1;
+ ESL_ALLOC(cp9map->hns2cs[i], sizeof(int *) * 3);
+ for(ks = 0; ks < 3; ks++)
+ {
+ ESL_ALLOC(cp9map->hns2cs[i][ks], sizeof(int) * 2);
+ cp9map->hns2cs[i][ks][0] = cp9map->hns2cs[i][ks][1] = -1;
+ }
+ }
+
+ ESL_ALLOC(cp9map->cs2hn, sizeof(int *) * (cp9map->cm_M+1));
+ ESL_ALLOC(cp9map->cs2hs, sizeof(int *) * (cp9map->cm_M+1));
+ for(v = 0; v <= cp9map->cm_M; v++)
+ {
+ ESL_ALLOC(cp9map->cs2hn[v], sizeof(int) * 2);
+ ESL_ALLOC(cp9map->cs2hs[v], sizeof(int) * 2);
+ for(i = 0; i <= 1; i++)
+ cp9map->cs2hn[v][i] = cp9map->cs2hs[v][i] = -1;
+ }
+
+ return cp9map;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/* Function: FreeCP9Map()
+ * Returns: void
+ */
+
+void
+FreeCP9Map(CP9Map_t *cp9map)
+{
+ int v,k,ks;
+ for(v = 0; v <= cp9map->cm_M; v++)
+ {
+ free(cp9map->cs2hn[v]);
+ free(cp9map->cs2hs[v]);
+ }
+ free(cp9map->cs2hn);
+ free(cp9map->cs2hs);
+
+ for(k = 0; k <= cp9map->hmm_M; k++)
+ {
+ for(ks = 0; ks < 3; ks++)
+ free(cp9map->hns2cs[k][ks]);
+ free(cp9map->hns2cs[k]);
+ }
+ free(cp9map->hns2cs);
+
+ free(cp9map->nd2lpos);
+ free(cp9map->nd2rpos);
+ free(cp9map->pos2nd);
+ free(cp9map);
+}
+
+/**************************************************************************
+ * EPN 03.12.06
+ * Function: build_cp9_hmm()
+ *
+ * Purpose: Given a CM, build a CM Plan 9 HMM that mirrors the CM as closely
+ * as possible. This HMM is a Weinberg/Ruzzo style ML HMM; i.e. if
+ * we sampled an 'infinite MSA' from the CM and built a ML HMM from it
+ * (using no pseudo-counts), it would be the same as the HMM we construct
+ * here.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s **ret_hmm - CM Plan 9 HMM to be allocated, filled in and returned
+ * CP9Map_t **ret_cp9map - map from the CP9 HMM to the CM and vice versa
+ * Allocated and returned from here, caller must free.
+ * int do_psi_test - TRUE to do a psi vs phi test, FALSE not to
+ * float psi_vs_phi_threshold - allowable difference in expected number of times mapping
+ * cm and hmm states are entered.
+ * Returns: TRUE if CP9 is constructed and passes the psi vs phi test
+ * FALSE if we get some error.
+ * Its also possible one of the functions called within this function
+ * will print an error statement and exit.
+ */
+int
+build_cp9_hmm(CM_t *cm, CP9_t **ret_hmm, CP9Map_t **ret_cp9map, int do_psi_test,
+ float psi_vs_phi_threshold, int debug_level)
+{
+ int status;
+ int k; /* counter of consensus columns (HMM nodes)*/
+ int i,j;
+ double *psi; /* expected num times each state visited in CM */
+ double **phi; /* expected num times each state visited in HMM*/
+ char ***tmap;
+ int *ap; /* CM state(s) (1 or 2) that maps to HMM state in node k*/
+ int k_state; /* 0, 1 or 2, state in hmm node k*/
+
+ int ret_val; /* return value */
+ CP9Map_t *cp9map;
+ CP9_t *hmm; /* CM plan 9 HMM we're going to construct from the sub_cm */
+
+ /* Contract check, we can't be in local mode in the CM */
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ cm_Fail("ERROR in build_cp9_hmm(), CMH_LOCAL_BEGIN flag is up.\n");
+ if(cm->flags & CMH_LOCAL_END)
+ cm_Fail("ERROR in build_cp9_hmm(), CMH_LOCAL_END flag is up.\n");
+
+ /* Allocate and initialize the cp9map */
+ cp9map = AllocCP9Map(cm);
+ /* Map the CM states to CP9 states and nodes and vice versa */
+ CP9_map_cm2hmm(cm, cp9map, debug_level);
+
+ hmm = AllocCPlan9(cp9map->hmm_M, cm->abc);
+ ZeroCPlan9(hmm);
+ CPlan9SetNullModel(hmm, cm->null, 1.0); /* set p1 = 1.0 which corresponds to the CM */
+ CPlan9InitEL(cm, hmm); /* set up hmm->el_from_ct and hmm->el_from_idx data, which
+ * explains how the EL states are connected in the HMM. */
+
+ ESL_ALLOC(ap, sizeof(int) * 2);
+ if(debug_level > 1)
+ {
+ printf("-------------------------------------------------\n");
+ printf("In build_CP9_hmm()\n");
+ }
+
+ ESL_ALLOC(psi, sizeof(double) * cm->M);
+ make_tmap(&tmap);
+ fill_psi(cm, psi, tmap);
+
+ /* Special case 1st insert state maps to state 1 in the CM */
+ for(i = 0; i < MAXABET; i++)
+ {
+ hmm->ins[0][i] = cm->e[1][i];
+ }
+ for(k = 1; k <= hmm->M; k++)
+ {
+ for(i = 0; i < MAXABET; i++)
+ {
+ hmm->mat[k][i] = 0.0;
+ hmm->ins[k][i] = 0.0;
+ }
+ /* First, take care of the match state. */
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+ /* ap[0] is a CM state that maps to HMM node k's match state */
+ /* ap[1] is potentially another CM state that maps to HMM node k's match state
+ (ex. if node k maps to the left half of a MATP node), and potentially = -1
+ if no other state maps to hmm node k's match state.*/
+ /* psi[ap[0]] is the expected number of times cm state ap[0] is entered. */
+ for(i = 0; i < MAXABET; i++)
+ {
+ hmm->mat[k][i] += psi[ap[0]] *
+ cm2hmm_emit_prob(cm, cp9map, ap[0], i, k);
+ if(ap[1] != -1)
+ hmm->mat[k][i] += psi[ap[1]] *
+ cm2hmm_emit_prob(cm, cp9map, ap[1], i, k);
+ }
+
+ /* Now, do the insert state. */
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+ /* ap[0] is the only CM state that maps to HMM node k's insert state */
+ /* ap[1] should be -1 unless k = hmm->M. */
+ /* psi[ap[0]] is the expected number of times cm state ap[0] is entered. */
+ for(i = 0; i < MAXABET; i++)
+ {
+ hmm->ins[k][i] += psi[ap[0]] *
+ cm2hmm_emit_prob(cm, cp9map, ap[0], i, k);
+ if(ap[1] != -1)
+ hmm->ins[k][i] += psi[ap[1]] *
+ cm2hmm_emit_prob(cm, cp9map, ap[1], i, k);
+ }
+ }
+
+ /* Done with emissions, fill in transitions of HMM (significantly more complex) */
+
+ /* Step 1. Fill 'special' transitions, those INTO node 1, the N->N and N->M_1 transitions,
+ * as well as transitions OUT of node M.
+ */
+ cm2hmm_special_trans_cp9(cm, hmm, cp9map, psi, tmap);
+
+ for(k = 1; k < hmm->M; k++)
+ {
+ cm2hmm_trans_probs_cp9(cm, hmm, cp9map, k, psi, tmap);
+ }
+
+ CPlan9Renormalize(hmm);
+ CP9Logoddsify(hmm);
+
+
+ /* Fill phi to check to make sure our HMM is "close enough" to our CM.
+ * phi[k][0..2] is the expected number of times HMM node k state 0 (match), 1(insert),
+ * or 2(delete) is entered. These should be *very close* (within 0.00001) to the psi
+ * values for the CM states that they map to (psi[v] is the expected number of times
+ * state v is entered in the CM).
+ */
+ fill_phi_cp9(hmm, &phi, 1);
+
+ if(debug_level > 1)
+ debug_print_cp9_params(stdout, hmm, TRUE);
+ if(do_psi_test)
+ ret_val = check_psi_vs_phi_cp9(cm, cp9map, psi, phi, (double) psi_vs_phi_threshold, debug_level);
+ else
+ ret_val = TRUE;
+
+ free(ap);
+ for(k = 0; k <= hmm->M; k++)
+ {
+ free(phi[k]);
+ }
+ free(phi);
+ free(psi);
+ for(i = 0; i < UNIQUESTATES; i++)
+ {
+ for(j = 0; j < NODETYPES; j++)
+ free(tmap[i][j]);
+ free(tmap[i]);
+ }
+ free(tmap);
+
+ *ret_hmm = hmm;
+ *ret_cp9map = cp9map;
+ return ret_val;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0; /* never reached */
+}
+
+/* Function to map an HMM to a CM:
+ * CP9_map_cm2hmm()
+ */
+
+/**************************************************************************
+ * EPN 03.15.06
+ * Function: CP9_map_cm2hmm()
+ *
+ * Purpose: Determine maps between a CM and an HMM by filling 3 multi-dimensional
+ * arrays. All arrays must be pre-allocated and freed by caller.
+ * Args:
+ * CM_t *cm - the CM
+ * CP9Map *cp9map - map from the CM to the HMM and vice versa
+ * int debug_level - verbosity for debugging printf statements
+ * Returns: (void)
+ */
+void
+CP9_map_cm2hmm(CM_t *cm, CP9Map_t *cp9map, int debug_level)
+{
+ int k; /* HMM node counter */
+ int ks; /* HMM state counter (0(Match) 1(insert) or 2(delete)*/
+ int n; /* CM node that maps to HMM node k */
+ int nn; /* CM node index */
+ int n_begr; /* CM node index */
+ int is_left; /* TRUE if HMM node k maps to left half of CM node n */
+ int is_right;/* TRUE if HMM node k maps to right half of CM node n */
+ int v; /* state index in CM */
+ int v1, v2;
+ CMEmitMap_t *emap; /* consensus emit map for the CM */
+
+ /* Map the nodes of each CM to consensus column indices and vice versa
+ * Prior to 10.26.06 I had a function called map_consensus_columns which did
+ * this, but it was replaced here by a CreateEmitMap() call, and a selective copying
+ * of the emitmap data to get the cp9map->nd2lpos and cp9map->nd2rpos data.
+ * When I implemented map_consensus_columns I was unaware CreateEmitMap() already
+ * did what I needed. (EPN) */
+ emap = CreateEmitMap(cm);
+
+ /* We copy the emitmap lpos and rpos values, but only for MATP, MATL, MATR,
+ * for any other node types cp9map->nd2lpos == cp9map->nd2rpos == -1 (this
+ * arrays are initialized to all -1 in AllocCP9Map()).
+ */
+ for(n = 0; n < cm->nodes; n++)
+ {
+ if(cm->ndtype[n] == MATP_nd ||
+ cm->ndtype[n] == MATL_nd)
+ {
+ cp9map->nd2lpos[n] = emap->lpos[n];
+ cp9map->pos2nd[cp9map->nd2lpos[n]] = n;
+ }
+ if(cm->ndtype[n] == MATP_nd ||
+ cm->ndtype[n] == MATR_nd)
+ {
+ cp9map->nd2rpos[n] = emap->rpos[n];
+ cp9map->pos2nd[cp9map->nd2rpos[n]] = n;
+ }
+ }
+ FreeEmitMap(emap);
+
+ /* Handle special case, HMM node k = 0 first */
+ /*ROOT_S*/
+ k = 0;
+ ks = 0;
+ v = 0;
+ map_helper(cm, cp9map, k, ks, v);
+
+ /*ROOT_IL*/
+ ks = 1;
+ v = 1;
+ map_helper(cm, cp9map, k, ks, v);
+
+ /*handle ROOT_IR at end of function*/
+
+ /* Step through HMM nodes, filling in maps as we go */
+ for(k = 1; k <= cp9map->hmm_M; k++)
+ {
+ n = cp9map->pos2nd[k];
+ if(cp9map->nd2lpos[n] == k)
+ {
+ is_left = TRUE;
+ is_right = FALSE;
+ }
+ else if(cp9map->nd2rpos[n] == k)
+ {
+ is_left = FALSE;
+ is_right = TRUE;
+ }
+ switch(cm->ndtype[n])
+ {
+ case ROOT_nd:
+ case BIF_nd:
+ case BEGL_nd:
+ case BEGR_nd:
+ case END_nd:
+ printf("ERROR: HMM node k doesn't map to MATP, MATR or MATL\n");
+ exit(1);
+ break;
+
+ case MATP_nd:
+ if(is_left)
+ {
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATP_MP*/
+ map_helper(cm, cp9map, k, ks, v);
+ v = cm->nodemap[n] + 1; /*MATP_ML*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ v = cm->nodemap[n] + 4; /*MATP_IL*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 2; /*MATP_MR*/
+ map_helper(cm, cp9map, k, ks, v);
+ v = cm->nodemap[n] + 3; /*MATP_D*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ else if(is_right)
+ {
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATP_MP*/
+ map_helper(cm, cp9map, k, ks, v);
+ v = cm->nodemap[n] + 2; /*MATP_MR*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ /* whoa... careful, we want the CM state that will insert to the RIGHT
+ * of column k (the right consensus column modelled by MATP node n),
+ * but MATP_IR inserts to the LEFT of column k.
+ * What we need to determine is the CM node nn that models column k+1,
+ * and further which half (left or right) of nn models k+1, then
+ * we can map the HMM state to the correct CM state (see code).
+ */
+ if(k != cp9map->hmm_M) /* Special case if HMM node k is the last node (consensus column)
+ dealt below*/
+ {
+ nn = cp9map->pos2nd[k+1];
+ if(cp9map->nd2lpos[nn] == (k+1))
+ {
+ /* find the closest BEGR node above node nn */
+ n_begr = nn;
+ while(n_begr >= 0 && (cm->ndtype[n_begr] != BEGR_nd))
+ n_begr--;
+ if(n_begr == -1)
+ {
+ printf("ERROR: can't find BEGR node above node %d\n", nn);
+ printf("k is %d\n", k);
+ exit(1);
+ }
+ v = cm->nodemap[n_begr] + 1; /*BEGR_IL*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ else if(cp9map->nd2rpos[nn] == (k+1))
+ {
+ /*simple*/
+ if(cm->ndtype[nn] == MATP_nd)
+ {
+ v = cm->nodemap[nn] + 5; /*MATP_IR*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ else if(cm->ndtype[nn] == MATR_nd)
+ {
+ v = cm->nodemap[nn] + 2; /*MATR_IR*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ }
+ } /* end of if (k != cp9map->hmm_M) */
+ else /* k == cp9map->hmm_M */
+ {
+ v = 2; /*ROOT_IR*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ /* NOT DONE YET, the MATP_IR has to map to an HMM state,
+ * if the previous column (k-1) is modelled by a CM MATR or
+ * MATP node, then the above block will take care of this situation
+ * (in the previous iteration of this loop when k = k-1),
+ * HOWEVER, if (k-1) is modelled by a MATL, then this
+ * MATP_IR's contribution to the HMM will be ignored,
+ * unless we do something about it.
+ */
+ if(cp9map->nd2lpos[cp9map->pos2nd[k-1]] == (k-1)) /*k-1 modelled by MATL or MATP*/
+ {
+ if(cm->ndtype[cp9map->pos2nd[k-1]] != MATL_nd)
+ {
+ if(cm->ndtype[cp9map->pos2nd[k-1]] == MATP_nd)
+ {
+ /* A rare, but possible case. Previous column
+ * k-1 column is modelled by left half of the MATP
+ * node whose right half models column k.
+ * Proceed below.
+ */
+ }
+ else
+ {
+ printf("ERROR, full understanding of the CM architecture remains elusive (0)...\n");
+ exit(1);
+ }
+ }
+ v = cm->nodemap[n] + 5; /*MATP_IR*/
+ map_helper(cm, cp9map, (k-1), ks, v);
+ }
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 1; /*MATP_ML*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ v = cm->nodemap[n] + 3; /*MATP_D*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ break;
+
+ case MATL_nd:
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATL_ML*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ v = cm->nodemap[n] + 2; /*MATL_IL*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 1; /*MATL_D*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ if(k == cp9map->hmm_M) /* can't forget about ROOT_IR */
+ {
+ ks = 1; /*insert*/
+ v = 2; /*ROOT_IR*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+
+ break;
+
+ case MATR_nd:
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATR_MR*/
+ map_helper(cm, cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ /* whoa... careful, we want the CM state that will insert to the RIGHT
+ * of column k (the consensus column modelled by MATR node n),
+ * but MATR_IR inserts to the LEFT of column k.
+ * What we need to determine is the CM node nn that models column k+1,
+ * and further which half (left or right) of nn models k+1, then
+ * we can map the HMM state to the correct CM state (see code).
+ */
+ /* Special case if HMM node k is the last node (consensus column) */
+ if(k != cp9map->hmm_M) /* we deal with situation if k == hmm_M below */
+ {
+ nn = cp9map->pos2nd[k+1];
+ if(cp9map->nd2lpos[nn] == (k+1))
+ {
+ /* find the closest BEGR node above node nn */
+ n_begr = nn;
+ while((cm->ndtype[n_begr] != BEGR_nd) && n_begr >= 0)
+ n_begr--;
+ if(n_begr == -1)
+ {
+ printf("ERROR: can't find BEGR node above node %d\n", nn);
+ exit(1);
+ }
+ v = cm->nodemap[n_begr] + 1; /*BEGR_IL*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ else if(cp9map->nd2rpos[nn] == (k+1))
+ {
+ /*simple*/
+ if(cm->ndtype[nn] == MATP_nd)
+ {
+ v = cm->nodemap[nn] + 5;
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ else if(cm->ndtype[nn] == MATR_nd)
+ {
+ v = cm->nodemap[nn] + 2; /*MATP_IR*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ }
+ } /* end of if (k != cp9map->hmm_M) */
+ else /* k == cp9map->hmm_M */
+ {
+ v = 2; /*ROOT_IR*/
+ map_helper(cm, cp9map, k, ks, v);
+ }
+ if(cp9map->nd2lpos[cp9map->pos2nd[k-1]] == (k-1)) /*k-1 modelled by MATL*/
+ {
+ printf("ERROR, full understanding of the CM architecture remains elusive (1)...\n");
+ exit(1);
+ }
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 1; /*MATR_D*/
+ map_helper(cm, cp9map, k, ks, v);
+ break;
+ }
+ }
+
+ /* Check to make sure that insert states map to exactly 1 HMM node state or 0 HMM states,
+ * if it's an ambiguity issue. */
+ for(v = 0; v <= cm->M; v++)
+ {
+ if((cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) &&
+ ((cp9map->cs2hn[v][0] == -1) || cp9map->cs2hn[v][1] != -1))
+ {
+ if(cm->sttype[(v+1)] != E_st) /* v has been detached to remove ambiguities */
+ {
+ printf("ERROR during cp9map->cs2hn construction\ncp9map->cs2hn[%d][0]: %d | cp9map->cs2hn[%d][1]: %d AND v is an INSERT state\n", v, cp9map->cs2hn[v][0], v, cp9map->cs2hn[v][1]);
+ exit(1);
+ }
+ }
+ /* each CM state should map to only 1 HMM state. */
+ }
+
+ /* print cp9map->hns2cs, checking consistency with cp9map->cs2hn and cp9map->cs2hs along
+ the way. */
+ for(k = 0; k <= cp9map->hmm_M; k++)
+ {
+ for(ks = 0; ks < 3; ks++)
+ {
+ v1 = cp9map->hns2cs[k][ks][0];
+ v2 = cp9map->hns2cs[k][ks][1];
+ if(ks == 1 && v2 != -1)
+ {
+ printf("ERROR in CP9_map_cm2hmm: HMM insert state of node: %d\n\tmaps to 2 CM states (%d and %d)\n", k, v1, v2);
+ exit(1);
+ }
+
+ if(debug_level > 1)
+ printf("hns2cs[%3d][%3d][0]: %3d | hns2cs[%3d][%3d[1]: %3d\n", k, ks, v1, k, ks, v2);
+ if(v1 != -1 && (cp9map->cs2hn[v1][0] == k && cp9map->cs2hs[v1][0] == ks))
+ {
+ /* okay */
+ }
+ else if(v1 != -1 && (cp9map->cs2hn[v1][1] == k && cp9map->cs2hs[v1][1] == ks))
+ {
+ /* okay */
+ }
+ else if(v2 != -1 && (cp9map->cs2hn[v2][0] == k && cp9map->cs2hs[v2][0] == ks))
+ {
+ /* okay */
+ }
+ else if(v2 != -1 && (cp9map->cs2hn[v2][1] == k && cp9map->cs2hs[v2][1] == ks))
+ {
+ /* okay */
+ }
+ else if(v1 == -1 && v2 == -1 && (k == 0 && ks == 2))
+ {
+ /*okay - D_0 maps to nothing */
+ }
+ else if(v1 == -1 && v2 == -1 && (k != 0 || ks != 2))
+ /* only cp9map->hns2cs[0][2] (D_0) should map to nothing*/
+ {
+ /* not okay */
+ printf("maps inconsistent case 1, HMM node state (non D_0) maps to no CM state, v1: %d | v2: %d k: %d | ks: %d\n", v1, v2, k, ks);
+ exit(1);
+ }
+ else
+ {
+ /* not okay */
+ printf("maps inconsistent case 2 v1: %d | v2: %d k: %d | ks: %d\n", v1, v2, k, ks);
+ exit(1);
+ }
+ }
+ }
+ return;
+}
+
+
+
+/**************************************************************************
+ * EPN 03.15.06
+ * map_helper
+ *
+ * Helper function for map_cm2hmm_and_hmm2cm_cp9().
+ * UPDATED 11.13.06: Checks for, and refrains from mapping a CM insert state
+ * that has been detached (END_E-1 state) to remove ambiguities
+ * from the model to an HMM state.
+ *
+ * Purpose: Fill in specific parts of the maps, given k, ks, and v.
+ * Args:
+ * CM_t *cm - the CM
+ * CP9Map_t *cp9map - the CM to CP9 map
+ * int k - the hmm node coordinate we're filling maps in for
+ * int ks - the hmm state (0,1,or 2) coordinate we're filling maps in for
+ * int v - the CM state coordinate we're filling maps in for
+ * Returns: (void)
+ */
+void
+map_helper(CM_t *cm, CP9Map_t *cp9map, int k, int ks, int v)
+{
+ if(ks == 1 && cm->sttype[(v+1)] == E_st) /* insert */
+ {
+ return;
+ }
+ if(cp9map->cs2hn[v][0] == -1)
+ {
+ cp9map->cs2hn[v][0] = k;
+ if(cp9map->cs2hs[v][0] != -1)
+ cm_Fail("ERROR in map_helper, cp9map->cs2hn[%d][0] is -1 but cp9map->cs2hs[%d][0] is not, this shouldn't happen.\n", v, v);
+ cp9map->cs2hs[v][0] = ks;
+ }
+ else if (cp9map->cs2hn[v][1] == -1)
+ {
+ cp9map->cs2hn[v][1] = k;
+ if(cp9map->cs2hs[v][1] != -1)
+ cm_Fail("ERROR in map_helper, cp9map->cs2hn[%d][0] is -1 but cp9map->cs2hs[%d][0] is not, this shouldn't happen.\n", v, v);
+ cp9map->cs2hs[v][1] = ks;
+ }
+ else
+ cm_Fail("ERROR in map_helper, cp9map->cs2hn[%d][1] is not -1, and we're trying to add to it, this shouldn't happen.\n", v);
+
+ if(cp9map->hns2cs[k][ks][0] == -1)
+ cp9map->hns2cs[k][ks][0] = v;
+ else if(cp9map->hns2cs[k][ks][1] == -1)
+ cp9map->hns2cs[k][ks][1] = v;
+ else
+ cm_Fail("ERROR in map_helper, cp9map->hns2cs[%d][%d][1] is not -1, and we're trying to add to it, this shouldn't happen.\n", k, ks);
+ return;
+}
+
+/**************************************************************************
+ * EPN 12.02.05
+ * fill_psi()
+ *
+ * Purpose: Fill psi matrix. Psi[v] is the expected number of times
+ * state v is entered.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * double *psi - psi[v] is expected number of times v is entered
+ * char ***tmap - eases coding transition use, hard-coded
+ *
+ * Returns: (void)
+ */
+void
+fill_psi(CM_t *cm, double *psi, char ***tmap)
+{
+ int v; /*first state in cm node n*/
+ int y;
+ int x;
+ char tmap_val;
+ int n;
+ double summed_psi;
+ int nstates;
+ int is_insert;
+
+ /*psi[v] is the 'expected number of times state v is entered'.*/
+ for (v = 0; v <= cm->M-1; v++)
+ {
+ psi[v] = 0.;
+ if(cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ is_insert = 1;
+ else
+ is_insert = 0;
+
+ if(cm->sttype[v] == S_st)
+ {
+ /* no transitions into start states - they're necessarily
+ * visited in every parse.
+ */
+ psi[v] = 1.0;
+ }
+ else if(is_insert)
+ {
+ for (y = cm->pnum[v]-1; y >= 1; y--)
+ {
+ x = cm->plast[v] - y;
+ /* x is a parent of v, we're adding contribution
+ * of transition from x to v. */
+ tmap_val = tmap[(int) cm->stid[x]][(int) cm->ndtype[cm->ndidx[v]+is_insert]][(int) cm->stid[v]];
+#if eslDEBUGLEVEL >= 1
+ if(tmap_val == -1)
+ {
+ printf("tmap ERROR 1\n");
+ printf("v: %d | pnum[v]: %d | plast[v]: %d | y: %d | x: %d | d1: %d | d2: %d | d3: %d\n", v, cm->pnum[v], cm->plast[v], y, x, cm->stid[(int) x], (cm->ndtype[(int) cm->ndidx[v]+is_insert]), cm->stid[(int) v]);
+ exit(1);
+ }
+ /*printf("before: psi[%d]: %f\n", v, psi[v]);
+ printf("x: %d | tmap_val: %d | cm->t[x][tmap_val] : %f\n", x, tmap_val, cm->t[x][tmap_val]);*/
+#endif
+ psi[v] += psi[x] * cm->t[x][(int) tmap_val];
+ /*printf("after: psi[%d]: %f\n", v, psi[v]);*/
+ }
+ /*printf("added self loop contribution of %f\n", (psi[v] * cm->t[v][0] / (1-cm->t[v][0])));*/
+ psi[v] += psi[v] * (cm->t[v][0] / (1-cm->t[v][0])); /*the contribution of the self insertion loops*/
+ /*printf("SL after: psi[%d]: %f\n", v, psi[v]);*/
+ }
+ else
+ {
+ for (y = cm->pnum[v]-1; y >= 0; y--)
+ /*ERROR If t[y][v] is invalid, should be some number dependent on type of state y is
+ *and type of state v is. I need a transition map.*/
+ {
+ x = cm->plast[v] - y;
+ /* x is a parent of v, we're adding contribution
+ * of transition from x to v. */
+ tmap_val = tmap[(int) cm->stid[x]][(int) cm->ndtype[cm->ndidx[v]]][(int) cm->stid[v]];
+
+#if eslDEBUGLEVEL >= 1
+ if(tmap_val == -1)
+ {
+ printf("tmap ERROR 2\n");
+ printf("v: %d | pnum[v]: %d | plast[v]: %d | y: %d | x: %d | d1: %d | d2: %d | d3: %d\n", v, cm->pnum[v], cm->plast[v], y, x, cm->stid[x], cm->ndtype[cm->ndidx[v]], cm->stid[v]);
+ exit(1);
+ }
+ /*printf("before: psi[%d]: %f\n", v, psi[v]);
+ printf("x: %d | y: %d | tmap_val: %d | cm->t[x][tmap_val] : %f\n", x, y, tmap_val, cm->t[x][tmap_val]);
+ */
+#endif
+ psi[v] += psi[x] * cm->t[x][(int) tmap_val];
+ /*printf("after: psi[%d]: %f\n", v, psi[v]);*/
+ }
+ }
+ /*printf("psi[%d]: %15f\n", v, psi[v]);*/
+ }
+ /* Sanity check. For any node the sum of psi values over
+ * all split set states should be 1.0. */
+ for(n = 0; n < cm->nodes; n++)
+ {
+ summed_psi = 0.;
+ if(cm->ndtype[n] == ROOT_nd)
+ nstates = 3;
+ else if(cm->ndtype[n] == BEGL_nd)
+ nstates = 1;
+ else if(cm->ndtype[n] == BEGR_nd)
+ nstates = 2;
+ else if(cm->ndtype[n] == BIF_nd)
+ nstates = 1;
+ else if(cm->ndtype[n] == MATP_nd)
+ nstates = 6;
+ else if(cm->ndtype[n] == MATL_nd)
+ nstates = 3;
+ else if(cm->ndtype[n] == MATR_nd)
+ nstates = 3;
+ else if(cm->ndtype[n] == END_nd)
+ nstates = 1;
+ else
+ cm_Fail("ERROR: bogus node type: %d\n", n);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + nstates; v++)
+ if(cm->sttype[v] != IL_st && cm->sttype[v] != IR_st)
+ summed_psi += psi[v];
+ if((summed_psi < 0.999) || (summed_psi > 1.001))
+ cm_Fail("ERROR: summed psi of split states in node %d not 1.0 but : %f\n", n, summed_psi);
+ /* printf("split summed psi[%d]: %f\n", n, summed_psi);*/
+ }
+ /* Another sanity check, the only states that can have psi equal to 0
+ * are detached insert states (states immediately prior to END_Es) */
+ for(v = 0; v < cm->M; v++)
+ if(psi[v] == 0. && cm->sttype[(v+1)] != E_st)
+ cm_Fail("ERROR: psi of state v:%d is 0.0 and this state is not a detached insert! HMM banding would have failed...\n", v);
+}
+
+/**************************************************************************
+ * EPN 12.02.05
+ * make_tmap()
+ *
+ * Purpose: Make the predefined transition map which tells you
+ * the index of a given transition from any of the 74
+ * transition sets.
+ *
+ * char ***tmap; A 3D char array.
+ * 1st D: statetype of v
+ * 2nd D: type of downstream node.
+ * 3rd D: statetype of y, that we're transitioning to.
+ * value: the index of v->y in cm->t[v]
+ * Returns: (void)
+ */
+void
+make_tmap(char ****ret_tmap)
+{
+ int status;
+ int i,j,k;
+ char ***tmap;
+
+ ESL_ALLOC(tmap, sizeof(char **) * UNIQUESTATES);
+ for(i = 0; i < UNIQUESTATES; i++)
+ {
+ ESL_ALLOC(tmap[i], sizeof(char *) * NODETYPES);
+ for(j = 0; j < NODETYPES; j++)
+ {
+ ESL_ALLOC(tmap[i][j], sizeof(char) * UNIQUESTATES);
+ for(k = 0; k < UNIQUESTATES; k++)
+ {
+ tmap[i][j][k] = -1;
+ }
+ }
+ }
+
+ /*following code block generated by:
+ *perl ~nawrocki/notebook/5_1128_hmnl_ml_hmm/scripts/gen_tmap.pl
+ */
+ tmap[ROOT_S][BIF_nd][ROOT_IL] = 0;
+ tmap[ROOT_S][BIF_nd][ROOT_IR] = 1;
+ tmap[ROOT_S][BIF_nd][BIF_B] = 2;
+
+ tmap[ROOT_S][MATP_nd][ROOT_IL] = 0;
+ tmap[ROOT_S][MATP_nd][ROOT_IR] = 1;
+ tmap[ROOT_S][MATP_nd][MATP_MP] = 2;
+ tmap[ROOT_S][MATP_nd][MATP_ML] = 3;
+ tmap[ROOT_S][MATP_nd][MATP_MR] = 4;
+ tmap[ROOT_S][MATP_nd][MATP_D] = 5;
+
+ tmap[ROOT_S][MATL_nd][ROOT_IL] = 0;
+ tmap[ROOT_S][MATL_nd][ROOT_IR] = 1;
+ tmap[ROOT_S][MATL_nd][MATL_ML] = 2;
+ tmap[ROOT_S][MATL_nd][MATL_D] = 3;
+
+ tmap[ROOT_S][MATR_nd][ROOT_IL] = 0;
+ tmap[ROOT_S][MATR_nd][ROOT_IR] = 1;
+ tmap[ROOT_S][MATR_nd][MATR_MR] = 2;
+ tmap[ROOT_S][MATR_nd][MATR_D] = 3;
+
+ tmap[ROOT_IL][BIF_nd][ROOT_IL] = 0;
+ tmap[ROOT_IL][BIF_nd][ROOT_IR] = 1;
+ tmap[ROOT_IL][BIF_nd][BIF_B] = 2;
+
+ tmap[ROOT_IL][MATP_nd][ROOT_IL] = 0;
+ tmap[ROOT_IL][MATP_nd][ROOT_IR] = 1;
+ tmap[ROOT_IL][MATP_nd][MATP_MP] = 2;
+ tmap[ROOT_IL][MATP_nd][MATP_ML] = 3;
+ tmap[ROOT_IL][MATP_nd][MATP_MR] = 4;
+ tmap[ROOT_IL][MATP_nd][MATP_D] = 5;
+
+ tmap[ROOT_IL][MATL_nd][ROOT_IL] = 0;
+ tmap[ROOT_IL][MATL_nd][ROOT_IR] = 1;
+ tmap[ROOT_IL][MATL_nd][MATL_ML] = 2;
+ tmap[ROOT_IL][MATL_nd][MATL_D] = 3;
+
+ tmap[ROOT_IL][MATR_nd][ROOT_IL] = 0;
+ tmap[ROOT_IL][MATR_nd][ROOT_IR] = 1;
+ tmap[ROOT_IL][MATR_nd][MATR_MR] = 2;
+ tmap[ROOT_IL][MATR_nd][MATR_D] = 3;
+
+ tmap[ROOT_IR][BIF_nd][ROOT_IR] = 0;
+ tmap[ROOT_IR][BIF_nd][BIF_B] = 1;
+
+ tmap[ROOT_IR][MATP_nd][ROOT_IR] = 0;
+ tmap[ROOT_IR][MATP_nd][MATP_MP] = 1;
+ tmap[ROOT_IR][MATP_nd][MATP_ML] = 2;
+ tmap[ROOT_IR][MATP_nd][MATP_MR] = 3;
+ tmap[ROOT_IR][MATP_nd][MATP_D] = 4;
+
+ tmap[ROOT_IR][MATL_nd][ROOT_IR] = 0;
+ tmap[ROOT_IR][MATL_nd][MATL_ML] = 1;
+ tmap[ROOT_IR][MATL_nd][MATL_D] = 2;
+
+ tmap[ROOT_IR][MATR_nd][ROOT_IR] = 0;
+ tmap[ROOT_IR][MATR_nd][MATR_MR] = 1;
+ tmap[ROOT_IR][MATR_nd][MATR_D] = 2;
+
+ tmap[BEGL_S][BIF_nd][BIF_B] = 0;
+
+ tmap[BEGL_S][MATP_nd][MATP_MP] = 0;
+ tmap[BEGL_S][MATP_nd][MATP_ML] = 1;
+ tmap[BEGL_S][MATP_nd][MATP_MR] = 2;
+ tmap[BEGL_S][MATP_nd][MATP_D] = 3;
+
+ tmap[BEGR_S][BIF_nd][BEGR_IL] = 0;
+ tmap[BEGR_S][BIF_nd][BIF_B] = 1;
+
+ tmap[BEGR_S][MATP_nd][BEGR_IL] = 0;
+ tmap[BEGR_S][MATP_nd][MATP_MP] = 1;
+ tmap[BEGR_S][MATP_nd][MATP_ML] = 2;
+ tmap[BEGR_S][MATP_nd][MATP_MR] = 3;
+ tmap[BEGR_S][MATP_nd][MATP_D] = 4;
+
+ tmap[BEGR_S][MATL_nd][BEGR_IL] = 0;
+ tmap[BEGR_S][MATL_nd][MATL_ML] = 1;
+ tmap[BEGR_S][MATL_nd][MATL_D] = 2;
+
+ tmap[BEGR_IL][BIF_nd][BEGR_IL] = 0;
+ tmap[BEGR_IL][BIF_nd][BIF_B] = 1;
+
+ tmap[BEGR_IL][MATP_nd][BEGR_IL] = 0;
+ tmap[BEGR_IL][MATP_nd][MATP_MP] = 1;
+ tmap[BEGR_IL][MATP_nd][MATP_ML] = 2;
+ tmap[BEGR_IL][MATP_nd][MATP_MR] = 3;
+ tmap[BEGR_IL][MATP_nd][MATP_D] = 4;
+
+ tmap[BEGR_IL][MATL_nd][BEGR_IL] = 0;
+ tmap[BEGR_IL][MATL_nd][MATL_ML] = 1;
+ tmap[BEGR_IL][MATL_nd][MATL_D] = 2;
+
+ tmap[MATP_MP][BIF_nd][MATP_IL] = 0;
+ tmap[MATP_MP][BIF_nd][MATP_IR] = 1;
+ tmap[MATP_MP][BIF_nd][BIF_B] = 2;
+
+ tmap[MATP_MP][MATP_nd][MATP_IL] = 0;
+ tmap[MATP_MP][MATP_nd][MATP_IR] = 1;
+ tmap[MATP_MP][MATP_nd][MATP_MP] = 2;
+ tmap[MATP_MP][MATP_nd][MATP_ML] = 3;
+ tmap[MATP_MP][MATP_nd][MATP_MR] = 4;
+ tmap[MATP_MP][MATP_nd][MATP_D] = 5;
+
+ tmap[MATP_MP][MATL_nd][MATP_IL] = 0;
+ tmap[MATP_MP][MATL_nd][MATP_IR] = 1;
+ tmap[MATP_MP][MATL_nd][MATL_ML] = 2;
+ tmap[MATP_MP][MATL_nd][MATL_D] = 3;
+
+ tmap[MATP_MP][MATR_nd][MATP_IL] = 0;
+ tmap[MATP_MP][MATR_nd][MATP_IR] = 1;
+ tmap[MATP_MP][MATR_nd][MATR_MR] = 2;
+ tmap[MATP_MP][MATR_nd][MATR_D] = 3;
+
+ tmap[MATP_MP][END_nd][MATP_IL] = 0;
+ tmap[MATP_MP][END_nd][MATP_IR] = 1;
+ tmap[MATP_MP][END_nd][END_E] = 2;
+
+ tmap[MATP_ML][BIF_nd][MATP_IL] = 0;
+ tmap[MATP_ML][BIF_nd][MATP_IR] = 1;
+ tmap[MATP_ML][BIF_nd][BIF_B] = 2;
+
+ tmap[MATP_ML][MATP_nd][MATP_IL] = 0;
+ tmap[MATP_ML][MATP_nd][MATP_IR] = 1;
+ tmap[MATP_ML][MATP_nd][MATP_MP] = 2;
+ tmap[MATP_ML][MATP_nd][MATP_ML] = 3;
+ tmap[MATP_ML][MATP_nd][MATP_MR] = 4;
+ tmap[MATP_ML][MATP_nd][MATP_D] = 5;
+
+ tmap[MATP_ML][MATL_nd][MATP_IL] = 0;
+ tmap[MATP_ML][MATL_nd][MATP_IR] = 1;
+ tmap[MATP_ML][MATL_nd][MATL_ML] = 2;
+ tmap[MATP_ML][MATL_nd][MATL_D] = 3;
+
+ tmap[MATP_ML][MATR_nd][MATP_IL] = 0;
+ tmap[MATP_ML][MATR_nd][MATP_IR] = 1;
+ tmap[MATP_ML][MATR_nd][MATR_MR] = 2;
+ tmap[MATP_ML][MATR_nd][MATR_D] = 3;
+
+ tmap[MATP_ML][END_nd][MATP_IL] = 0;
+ tmap[MATP_ML][END_nd][MATP_IR] = 1;
+ tmap[MATP_ML][END_nd][END_E] = 2;
+
+ tmap[MATP_MR][BIF_nd][MATP_IL] = 0;
+ tmap[MATP_MR][BIF_nd][MATP_IR] = 1;
+ tmap[MATP_MR][BIF_nd][BIF_B] = 2;
+
+ tmap[MATP_MR][MATP_nd][MATP_IL] = 0;
+ tmap[MATP_MR][MATP_nd][MATP_IR] = 1;
+ tmap[MATP_MR][MATP_nd][MATP_MP] = 2;
+ tmap[MATP_MR][MATP_nd][MATP_ML] = 3;
+ tmap[MATP_MR][MATP_nd][MATP_MR] = 4;
+ tmap[MATP_MR][MATP_nd][MATP_D] = 5;
+
+ tmap[MATP_MR][MATL_nd][MATP_IL] = 0;
+ tmap[MATP_MR][MATL_nd][MATP_IR] = 1;
+ tmap[MATP_MR][MATL_nd][MATL_ML] = 2;
+ tmap[MATP_MR][MATL_nd][MATL_D] = 3;
+
+ tmap[MATP_MR][MATR_nd][MATP_IL] = 0;
+ tmap[MATP_MR][MATR_nd][MATP_IR] = 1;
+ tmap[MATP_MR][MATR_nd][MATR_MR] = 2;
+ tmap[MATP_MR][MATR_nd][MATR_D] = 3;
+
+ tmap[MATP_MR][END_nd][MATP_IL] = 0;
+ tmap[MATP_MR][END_nd][MATP_IR] = 1;
+ tmap[MATP_MR][END_nd][END_E] = 2;
+
+ tmap[MATP_D][BIF_nd][MATP_IL] = 0;
+ tmap[MATP_D][BIF_nd][MATP_IR] = 1;
+ tmap[MATP_D][BIF_nd][BIF_B] = 2;
+
+ tmap[MATP_D][MATP_nd][MATP_IL] = 0;
+ tmap[MATP_D][MATP_nd][MATP_IR] = 1;
+ tmap[MATP_D][MATP_nd][MATP_MP] = 2;
+ tmap[MATP_D][MATP_nd][MATP_ML] = 3;
+ tmap[MATP_D][MATP_nd][MATP_MR] = 4;
+ tmap[MATP_D][MATP_nd][MATP_D] = 5;
+
+ tmap[MATP_D][MATL_nd][MATP_IL] = 0;
+ tmap[MATP_D][MATL_nd][MATP_IR] = 1;
+ tmap[MATP_D][MATL_nd][MATL_ML] = 2;
+ tmap[MATP_D][MATL_nd][MATL_D] = 3;
+
+ tmap[MATP_D][MATR_nd][MATP_IL] = 0;
+ tmap[MATP_D][MATR_nd][MATP_IR] = 1;
+ tmap[MATP_D][MATR_nd][MATR_MR] = 2;
+ tmap[MATP_D][MATR_nd][MATR_D] = 3;
+
+ tmap[MATP_D][END_nd][MATP_IL] = 0;
+ tmap[MATP_D][END_nd][MATP_IR] = 1;
+ tmap[MATP_D][END_nd][END_E] = 2;
+
+ tmap[MATP_IL][BIF_nd][MATP_IL] = 0;
+ tmap[MATP_IL][BIF_nd][MATP_IR] = 1;
+ tmap[MATP_IL][BIF_nd][BIF_B] = 2;
+
+ tmap[MATP_IL][MATP_nd][MATP_IL] = 0;
+ tmap[MATP_IL][MATP_nd][MATP_IR] = 1;
+ tmap[MATP_IL][MATP_nd][MATP_MP] = 2;
+ tmap[MATP_IL][MATP_nd][MATP_ML] = 3;
+ tmap[MATP_IL][MATP_nd][MATP_MR] = 4;
+ tmap[MATP_IL][MATP_nd][MATP_D] = 5;
+
+ tmap[MATP_IL][MATL_nd][MATP_IL] = 0;
+ tmap[MATP_IL][MATL_nd][MATP_IR] = 1;
+ tmap[MATP_IL][MATL_nd][MATL_ML] = 2;
+ tmap[MATP_IL][MATL_nd][MATL_D] = 3;
+
+ tmap[MATP_IL][MATR_nd][MATP_IL] = 0;
+ tmap[MATP_IL][MATR_nd][MATP_IR] = 1;
+ tmap[MATP_IL][MATR_nd][MATR_MR] = 2;
+ tmap[MATP_IL][MATR_nd][MATR_D] = 3;
+
+ tmap[MATP_IL][END_nd][MATP_IL] = 0;
+ tmap[MATP_IL][END_nd][MATP_IR] = 1;
+ tmap[MATP_IL][END_nd][END_E] = 2;
+
+ tmap[MATP_IR][BIF_nd][MATP_IR] = 0;
+ tmap[MATP_IR][BIF_nd][BIF_B] = 1;
+
+ tmap[MATP_IR][MATP_nd][MATP_IR] = 0;
+ tmap[MATP_IR][MATP_nd][MATP_MP] = 1;
+ tmap[MATP_IR][MATP_nd][MATP_ML] = 2;
+ tmap[MATP_IR][MATP_nd][MATP_MR] = 3;
+ tmap[MATP_IR][MATP_nd][MATP_D] = 4;
+
+ tmap[MATP_IR][MATL_nd][MATP_IR] = 0;
+ tmap[MATP_IR][MATL_nd][MATL_ML] = 1;
+ tmap[MATP_IR][MATL_nd][MATL_D] = 2;
+
+ tmap[MATP_IR][MATR_nd][MATP_IR] = 0;
+ tmap[MATP_IR][MATR_nd][MATR_MR] = 1;
+ tmap[MATP_IR][MATR_nd][MATR_D] = 2;
+
+ tmap[MATP_IR][END_nd][MATP_IR] = 0;
+ tmap[MATP_IR][END_nd][END_E] = 1;
+
+ tmap[MATL_ML][BIF_nd][MATL_IL] = 0;
+ tmap[MATL_ML][BIF_nd][BIF_B] = 1;
+
+ tmap[MATL_ML][MATP_nd][MATL_IL] = 0;
+ tmap[MATL_ML][MATP_nd][MATP_MP] = 1;
+ tmap[MATL_ML][MATP_nd][MATP_ML] = 2;
+ tmap[MATL_ML][MATP_nd][MATP_MR] = 3;
+ tmap[MATL_ML][MATP_nd][MATP_D] = 4;
+
+ tmap[MATL_ML][MATL_nd][MATL_IL] = 0;
+ tmap[MATL_ML][MATL_nd][MATL_ML] = 1;
+ tmap[MATL_ML][MATL_nd][MATL_D] = 2;
+
+ tmap[MATL_ML][MATR_nd][MATL_IL] = 0;
+ tmap[MATL_ML][MATR_nd][MATR_MR] = 1;
+ tmap[MATL_ML][MATR_nd][MATR_D] = 2;
+
+ tmap[MATL_ML][END_nd][MATL_IL] = 0;
+ tmap[MATL_ML][END_nd][END_E] = 1;
+
+ tmap[MATL_D][BIF_nd][MATL_IL] = 0;
+ tmap[MATL_D][BIF_nd][BIF_B] = 1;
+
+ tmap[MATL_D][MATP_nd][MATL_IL] = 0;
+ tmap[MATL_D][MATP_nd][MATP_MP] = 1;
+ tmap[MATL_D][MATP_nd][MATP_ML] = 2;
+ tmap[MATL_D][MATP_nd][MATP_MR] = 3;
+ tmap[MATL_D][MATP_nd][MATP_D] = 4;
+
+ tmap[MATL_D][MATL_nd][MATL_IL] = 0;
+ tmap[MATL_D][MATL_nd][MATL_ML] = 1;
+ tmap[MATL_D][MATL_nd][MATL_D] = 2;
+
+ tmap[MATL_D][MATR_nd][MATL_IL] = 0;
+ tmap[MATL_D][MATR_nd][MATR_MR] = 1;
+ tmap[MATL_D][MATR_nd][MATR_D] = 2;
+
+ tmap[MATL_D][END_nd][MATL_IL] = 0;
+ tmap[MATL_D][END_nd][END_E] = 1;
+
+ tmap[MATL_IL][BIF_nd][MATL_IL] = 0;
+ tmap[MATL_IL][BIF_nd][BIF_B] = 1;
+
+ tmap[MATL_IL][MATP_nd][MATL_IL] = 0;
+ tmap[MATL_IL][MATP_nd][MATP_MP] = 1;
+ tmap[MATL_IL][MATP_nd][MATP_ML] = 2;
+ tmap[MATL_IL][MATP_nd][MATP_MR] = 3;
+ tmap[MATL_IL][MATP_nd][MATP_D] = 4;
+
+ tmap[MATL_IL][MATL_nd][MATL_IL] = 0;
+ tmap[MATL_IL][MATL_nd][MATL_ML] = 1;
+ tmap[MATL_IL][MATL_nd][MATL_D] = 2;
+
+ tmap[MATL_IL][MATR_nd][MATL_IL] = 0;
+ tmap[MATL_IL][MATR_nd][MATR_MR] = 1;
+ tmap[MATL_IL][MATR_nd][MATR_D] = 2;
+
+ tmap[MATL_IL][END_nd][MATL_IL] = 0;
+ tmap[MATL_IL][END_nd][END_E] = 1;
+
+ tmap[MATR_MR][BIF_nd][MATR_IR] = 0;
+ tmap[MATR_MR][BIF_nd][BIF_B] = 1;
+
+ tmap[MATR_MR][MATP_nd][MATR_IR] = 0;
+ tmap[MATR_MR][MATP_nd][MATP_MP] = 1;
+ tmap[MATR_MR][MATP_nd][MATP_ML] = 2;
+ tmap[MATR_MR][MATP_nd][MATP_MR] = 3;
+ tmap[MATR_MR][MATP_nd][MATP_D] = 4;
+
+ tmap[MATR_MR][MATR_nd][MATR_IR] = 0;
+ tmap[MATR_MR][MATR_nd][MATR_MR] = 1;
+ tmap[MATR_MR][MATR_nd][MATR_D] = 2;
+
+ tmap[MATR_D][BIF_nd][MATR_IR] = 0;
+ tmap[MATR_D][BIF_nd][BIF_B] = 1;
+
+ tmap[MATR_D][MATP_nd][MATR_IR] = 0;
+ tmap[MATR_D][MATP_nd][MATP_MP] = 1;
+ tmap[MATR_D][MATP_nd][MATP_ML] = 2;
+ tmap[MATR_D][MATP_nd][MATP_MR] = 3;
+ tmap[MATR_D][MATP_nd][MATP_D] = 4;
+
+ tmap[MATR_D][MATR_nd][MATR_IR] = 0;
+ tmap[MATR_D][MATR_nd][MATR_MR] = 1;
+ tmap[MATR_D][MATR_nd][MATR_D] = 2;
+
+ tmap[MATR_IR][BIF_nd][MATR_IR] = 0;
+ tmap[MATR_IR][BIF_nd][BIF_B] = 1;
+
+ tmap[MATR_IR][MATP_nd][MATR_IR] = 0;
+ tmap[MATR_IR][MATP_nd][MATP_MP] = 1;
+ tmap[MATR_IR][MATP_nd][MATP_ML] = 2;
+ tmap[MATR_IR][MATP_nd][MATP_MR] = 3;
+ tmap[MATR_IR][MATP_nd][MATP_D] = 4;
+
+ tmap[MATR_IR][MATR_nd][MATR_IR] = 0;
+ tmap[MATR_IR][MATR_nd][MATR_MR] = 1;
+ tmap[MATR_IR][MATR_nd][MATR_D] = 2;
+
+ tmap[BIF_B][BEGL_nd][BEGL_S] = 0;
+
+ tmap[BIF_B][BEGR_nd][BEGR_S] = 0;
+
+ *ret_tmap = tmap;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/**************************************************************************
+ * EPN 03.13.06
+ * cm2hmm_emit_prob()
+ *
+ * Purpose: For a specific CM state, determine the probability of emitting
+ * residue i of the 4-letter RNA alphabet {A,C,G,U}.
+ *
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * CP9Map_t *cp9map - the map from the CM to HMM and vice versa
+ * int x - the CM state
+ * int i - the residue index in A=0, C=1, G=2, U=3
+ * int k - HMM node CM state x maps to
+ *
+ * Returns: (float) probability of emitting letter i from correct half of CM state x.
+ */
+static float
+cm2hmm_emit_prob(CM_t *cm, CP9Map_t *cp9map, int x, int i, int k)
+{
+ float ret_eprob;
+ int is_left;
+ int j;
+
+ if(cp9map->nd2lpos[cp9map->pos2nd[k]] == k)
+ is_left = TRUE;
+ else
+ is_left = FALSE;
+
+ ret_eprob = 0.;
+
+ /* trivial for non MATP_MP */
+ if(cm->stid[x] != MATP_MP)
+ ret_eprob = cm->e[x][i];
+
+ else if(cm->stid[x] == MATP_MP)
+ {
+ /* determine which of the 16 indices to use */
+ if(is_left)
+ for(j = (i*MAXABET); j < ((i+1)*MAXABET); j++)
+ ret_eprob += cm->e[x][j];
+ else
+ for(j = i; j < (MAXABET*MAXABET); j+=MAXABET)
+ ret_eprob += cm->e[x][j];
+ }
+ return ret_eprob;
+}
+
+
+
+/**************************************************************************
+ * EPN 03.12.06
+ * cm2hmm_special_trans_cp9
+ *
+ * Purpose: Fill the special transition probabilities (those INTO HMM node 1)
+ * for a CM plan 9 HMM given a CM.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s *hmm - the HMM
+ * CP9Map_t *cp9map - the map from the CM to HMM and vice versa
+ * double *psi - psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap; - the hard-coded transition map
+ *
+ * Returns: (void)
+ */
+static void
+cm2hmm_special_trans_cp9(CM_t *cm, CP9_t *hmm, CP9Map_t *cp9map, double *psi,
+ char ***tmap)
+{
+ int status;
+ int *ap; /* CM states a' that map to HMM state a,
+ * ap[1] is -1 if only 1 CM state maps to a*/
+ int *bp; /* CM states b' that map to HMM state b,
+ * bp[1] is -1 if only 1 CM state maps to b*/
+ int k_state; /*either HMMMATCH, HMMINSERT, or HMMDELETE*/
+ int k; /* HMM node index */
+ int hmm_trans_idx; /*0-8; CTMM, CTMI, CTMD, CTIM, CTII, CTID, CTDM, CTDI, or CTDD*/
+ float d;
+
+ ESL_ALLOC(ap, sizeof (int) * 2);
+ ESL_ALLOC(bp, sizeof (int) * 2);
+
+ /* Fill all special transitions with virtual counts, later normalize these into
+ * probabilities. CM p9 Special transitions are: transitions into HMM node 1, and
+ * transitions out of HMM node hmm->M, and the N->N self transition.
+ *
+ * Strategy:
+ *
+ * for each HMM transition from special state B (M_0) (maps to CM's ROOT_S) and N (I_0)
+ * (maps to CM's ROOT_IL) to state b in HMM node 1:
+ * - determine CM state(s) b' (can be 1 or 2) that map to HMM state b.
+ * (we must be moving down the CM (i.e. state num (ROOT_S) = 0 and (ROOT_IL) = 1)
+ * - determine sum(B->b') or sum(N->b') the summed probability of all paths from state(s)
+ * B to b' or N to b'.
+ *
+ * set virtual counts of transitions as follows:
+ * hmm->t[0][CTMI] (B->N) = sum(over state(s) b' that map to N) psi[0] * ROOT_S -> b'
+ * (just ROOT_S->ROOT_IL)
+ * hmm->t[0][CTMD] (B->D_1) = sum(over state(s) b' that map to D_1) psi[0] * ROOT_S -> b'
+ * begin[1] (B->M_1) = sum(over state(s) b' that map to M_1) psi[0] * ROOT_S -> b'
+ * hmm->t[0][CTIM] = sum(over state(s) b' that map to M_1) psi[1] * ROOT_IL -> b'
+ * hmm->t[0][CTII] = sum(over state(s) b' that map to N) psi[1] * ROOT_IL -> b'
+ * (just ROOT_IL->ROOT_IL)
+ * hmm->t[0][CTID] = sum(over state(s) b' that map to D_1) psi[1] * ROOT_IL -> b'
+ *
+ * note: psi[0] = 1.0
+ *
+ * fill transitions out of node hmm->M.
+ * for each HMM transition from state a in HMM node M to either state END_E or state b
+ * in node M:
+ * - determine CM state(s) a' and b' (can be 1 or 2 for each a' and b') that map
+ * to HMM states a and b respectively
+ *
+ * - IF a' > b' (we're moving DOWN the CM)
+ * determine sum(a'->b') the summed probability of all paths from state(s)
+ * a' to b'.
+ *
+ * set virtual counts of HMM transition a->b as
+ * sum(over states a' and b') psi[a'] * a' -> b'
+ *
+ * - ELSE IF a' < b' (we're moving UP the CM)
+ * determine sum(b'->a') the summed probability of all paths from state(s)
+ * b' to a'
+ *
+ * set virtual counts of HMM transition a->b as
+ * sum(over states a' and b') psi[b'] * b' -> a'
+ *
+ * Where psi[x] is the expected number of times CM state x is entered, as calc'ed
+ * in fill_psi. psi[0] = 1.0
+ *
+ */
+
+ /* Set up the probability of transitioning into the first HMM node's states. */
+
+ /* Transition 1 CTMM*/
+ /* Special case, transition prob into M_1 from B is actually
+ * hmm->begin[1]; first we calc what it should be, then
+ * we switch hmm->t[0][CTMM] and hmm->begin[1].
+ */
+ k = 0;
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMMATCH;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ /*printf("0 CTMM: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, n, ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTMM;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+ /*hmm_set_single_trans_cp9(cm, hmm, cp9map, ap, bp, k, hmm_trans_idx, psi, tmap);*/
+ /* switch 'em */
+ hmm->begin[1] = hmm->t[0][CTMM];
+ hmm->t[0][CTMM] = 0.;
+
+ /* Transition 2: CTMI; B -> N
+ */
+ k = 0;
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ hmm_trans_idx = CTMI;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 3: CTMD; B -> D_1 */
+ k = 0;
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMDELETE;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ hmm_trans_idx = CTMD;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 4: CTIM; N -> M_1*/
+ k = 0;
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMMATCH;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ hmm_trans_idx = CTIM;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 5: CTII; N -> N */
+ k = 0;
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ hmm_trans_idx = CTII;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 6: CTID; N -> D_1 */
+ k = 0;
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMDELETE;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ hmm_trans_idx = CTID;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transitions 7-9, CTDM, CTDI, CTDD, all 0.0, there's no D_0 state */
+ hmm->t[0][CTDM] = 0.;
+ hmm->t[0][CTDI] = 0.;
+ hmm->t[0][CTDD] = 0.;
+
+ /* Finally, normalize the transition probabilities
+ * Not strictly necessary, a CPlan9Renormalize() call will do this*/
+
+ d =esl_vec_FSum(hmm->begin+1, hmm->M) + hmm->t[0][CTMI] + hmm->t[0][CTMD];
+ esl_vec_FScale(hmm->begin+1, hmm->M, 1./d);
+ hmm->t[0][CTMI] /= d;
+ hmm->t[0][CTMD] /= d;
+
+ esl_vec_FNorm(hmm->t[0]+cp9_TRANS_INSERT_OFFSET, 3); /* transitions out of insert for node 0 (state N)*/
+
+ k = 0;
+ /*
+ printf("S hmm->t[%d][CTMM]: %f\n", k, hmm->t[k][CTMM]);
+ printf("S hmm->begin[%3d]: %f\n", 1, hmm->begin[1]);
+ printf("S hmm->t[%d][CTMI]: %f\n", k, hmm->t[k][CTMI]);
+ printf("S hmm->t[%d][CTMD]: %f\n", k, hmm->t[k][CTMD]);
+ printf("S hmm->t[%d][CTIM]: %f\n", k, hmm->t[k][CTIM]);
+ printf("S hmm->t[%d][CTII]: %f\n", k, hmm->t[k][CTII]);
+ printf("S hmm->t[%d][CTID]: %f\n", k, hmm->t[k][CTID]);
+ printf("S hmm->t[%d][CTDM]: %f\n", k, hmm->t[k][CTDM]);
+ printf("S hmm->t[%d][CTDI]: %f\n", k, hmm->t[k][CTDI]);
+ printf("S hmm->t[%d][CTDD]: %f\n\n", k, hmm->t[k][CTDD]);
+ printf("\n");
+ */
+ /*********************************************************************/
+ /*********************************************************************/
+ /* Now handle transitions OUT of HMM node M */
+ /* Transition 1: CTMM; this is M_M -> E
+ * a = node M, match state.
+ * b = E state
+ */
+ k = hmm->M;
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ bp[0] = (cm->M) - 1;
+ bp[1] = -1;
+ hmm_trans_idx = CTMM;
+ /* special case, this transition is hmm->end[hmm->M] NOT hmm->t[M][CTMM]. */
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+ /* switch 'em */
+ hmm->end[hmm->M] = hmm->t[hmm->M][CTMM];
+ hmm->t[hmm->M][CTMM] = 0.;
+
+ /* Transition 2: CTMI; this is M_M -> I_M
+ * a = node M, match state
+ * b = node M, insert state
+ */
+ k = hmm->M;
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ /*printf("CTMI: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTMI;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 3: CTMD, no corresponding transitiona
+ * This is an illegal HMM transition.
+ */
+ hmm->t[hmm->M][CTMD] = 0.;
+
+ /* Transition 4: CTIM; this is I_M -> E
+ * a = node k, insert state.
+ * b = E state
+ */
+ k = hmm->M;
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ bp[0] = (cm->M) - 1;
+ bp[1] = -1;
+ hmm_trans_idx = CTIM;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 5: CTII; this is I_M -> I_M
+ * a = node M, insert state.
+ * b = node M, insert state.
+ */
+ k = hmm->M;
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ /*printf("CTII: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTII;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 6: CTID, no corresponding transition.
+ * This is an illegal HMM transition.
+ */
+ hmm->t[hmm->M][CTID] = 0.;
+
+ /* Transition 7: CTDM; this is D_M -> E
+ * a = node M, delete state.
+ * b = E state
+ */
+ k = hmm->M;
+ k_state = HMMDELETE;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ bp[0] = (cm->M) - 1;
+ bp[1] = -1;
+ hmm_trans_idx = CTDM;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 8: CTDI - this is D_M -> I_M
+ * a = node M, delete state.
+ * b = node M, insert state.
+ */
+ k = hmm->M;
+ k_state = HMMDELETE;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ /*printf("CTDI: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTDI;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 9: CTDD, no corresponding transition.
+ * This is an illegal HMM transition.
+ */
+ hmm->t[hmm->M][CTDD] = 0.;
+
+ /* Finally, normalize the transition probabilities
+ * Not strictly necessary, a CPlan9Renormalize() call will do this*/
+ k = hmm->M;
+ d =esl_vec_FSum(hmm->t[k], 4) + hmm->end[k];
+ esl_vec_FScale(hmm->t[k], 4, 1./d);
+ hmm->end[k] /= d;
+ esl_vec_FNorm(hmm->t[k]+cp9_TRANS_INSERT_OFFSET, 3);
+ esl_vec_FNorm(hmm->t[k]+cp9_TRANS_DELETE_OFFSET, 3);
+
+ /*
+ printf("S hmm->t[%d][CTMM]: %f\n", k, hmm->t[k][CTMM]);
+ printf("S hmm->end[%3d] : %f\n", k, hmm->end[k]);
+ printf("S hmm->t[%d][CTMI]: %f\n", k, hmm->t[k][CTMI]);
+ printf("S hmm->t[%d][CTMD]: %f\n", k, hmm->t[k][CTMD]);
+ printf("S hmm->t[%d][CTIM]: %f\n", k, hmm->t[k][CTIM]);
+ printf("S hmm->t[%d][CTII]: %f\n", k, hmm->t[k][CTII]);
+ printf("S hmm->t[%d][CTID]: %f\n", k, hmm->t[k][CTID]);
+ printf("S hmm->t[%d][CTDM]: %f\n", k, hmm->t[k][CTDM]);
+ printf("S hmm->t[%d][CTDI]: %f\n", k, hmm->t[k][CTDI]);
+ printf("S hmm->t[%d][CTDD]: %f\n\n", k, hmm->t[k][CTDD]);
+ printf("\n");
+ */
+
+ free(ap);
+ free(bp);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************************
+ * EPN 03.12.06
+ * cm2hmm_trans_probs_cp9()
+ *
+ * Purpose: Fill transition "virtual counts" from HMM node k to
+ * the following HMM node (k+1) given a CM, then normalize to
+ * probabilities.
+ *
+ * Reference: Zasha Weinberg thesis p.123-124
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s *hmm - the CM plan 9 HMM
+ * CP9Map_t *cp9map - the map from the CM to HMM and vice versa
+ * int k - the HMM node we're filling transitions for
+ * double *psi - psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap; - the hard-coded transition map
+ *
+ * Returns: (void)
+ */
+static void
+cm2hmm_trans_probs_cp9(CM_t *cm, CP9_t *hmm, CP9Map_t *cp9map, int k, double *psi, char ***tmap)
+{
+ int status;
+ int *ap; /* CM states a' that map to HMM state a,
+ * ap[1] is -1 if only 1 CM state maps to a*/
+ int *bp; /* CM states b' that map to HMM state b,
+ * bp[1] is -1 if only 1 CM state maps to b*/
+
+ int n; /* CM node that maps to HMM node k */
+ int k_state; /*either HMMMATCH, HMMINSERT, or HMMDELETE*/
+
+ int hmm_trans_idx; /*0-8; CTMM, CTMI, CTMD, CTIM, CTII, CTID, CTDM, CTDI, or CTDD*/
+ float d;
+
+ /*printf("in cm2hmm_trans_probs_cp9: k: %d\n", k);*/
+
+ ESL_ALLOC(ap, sizeof (int) * 2);
+ ESL_ALLOC(bp, sizeof (int) * 2);
+ n = cp9map->pos2nd[k];
+ /* Fill all 9 transitions with virtual counts, later normalize these into
+ * probabilities.
+ *
+ * Strategy:
+ *
+ * for each HMM transition from state a in node k to state b in either node k or k+1:
+ * - determine CM state(s) a' and b' (can be 1 or 2 for each a' and b') that map
+ * to HMM states a and b respectively
+ *
+ * - IF a' > b' (we're moving DOWN the CM)
+ * determine sum(a'->b') the summed probability of all paths from state(s)
+ * a' to b'.
+ *
+ * set virtual counts of HMM transition a->b as
+ * sum(over states a' and b') psi[a'] * a' -> b'
+ *
+ * - ELSE IF a' < b' (we're moving UP the CM)
+ * determine sum(b'->a') the summed probability of all paths from state(s)
+ * b' to a'
+ *
+ * set virtual counts of HMM transition a->b as
+ * sum(over states a' and b') psi[b'] * b' -> a'
+ *
+ * Where psi[x] is the expected number of times CM state x is entered, as calc'ed
+ * in fill_psi.
+ *
+ */
+
+ /* Transition 1: CTMM
+ * a = node k, match state.
+ * b = node k+1, match state.
+ */
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMMATCH;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ hmm_trans_idx = CTMM;
+ /*////printf("CTMM: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+ /*hmm_set_single_trans_cp9(cm, hmm, cp9map, ap, bp, k, hmm_trans_idx, psi, tmap);*/
+
+ /* Transition 2: CTMI
+ * a = node k, match state.
+ * b = node k, insert state.
+ */
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ /*////printf("CTMI: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTMI;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 3: CTMD
+ * a = node k, match state.
+ * b = node k+1, delete state.
+ */
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMDELETE;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ /*////printf("CTMD: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTMD;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 4: CTIM
+ * a = node k, insert state.
+ * b = node k+1, match state.
+ */
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMMATCH;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ /*////printf("CTIM: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTIM;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 5: CTII
+ * a = node k, insert state.
+ * b = node k, insert state.
+ */
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ /*////printf("CTII: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+
+ hmm_trans_idx = CTII;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 6: CTID - a CM plan 9 transition not in plan 7
+ * a = node k, insert state.
+ * b = node k+1, delete state.
+ */
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMDELETE;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ /*////printf("CTID: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTID;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 7: CTDM
+ * a = node k, delete state.
+ * b = node k+1, match state.
+ */
+ k_state = HMMDELETE;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMMATCH;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ /*////printf("CTDM: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTDM;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 8: CTDI - a CM plan 9 transition not in plan 9
+ * a = node k, delete state.
+ * b = node k, insert state.
+ */
+ k_state = HMMDELETE;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMINSERT;
+ bp[0] = cp9map->hns2cs[k][k_state][0];
+ bp[1] = cp9map->hns2cs[k][k_state][1];
+ /*////printf("CTDI: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTDI;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Transition 9: CTDD
+ * a = node k, delete state.
+ * b = node k+1, delete state.
+ */
+ k_state = HMMDELETE;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+
+ k_state = HMMDELETE;
+ bp[0] = cp9map->hns2cs[k+1][k_state][0];
+ bp[1] = cp9map->hns2cs[k+1][k_state][1];
+ /*////printf("CTDD: k: %4d | n: %4d | ap[0]: %4d ap[1]: %4d | bp[0]: %4d bp[1]: %4d\n", k, cp9map->pos2nd[k], ap[0], ap[1], bp[0], bp[1]);*/
+ hmm_trans_idx = CTDD;
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[0], bp[1], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[0], k, hmm_trans_idx, psi, tmap);
+ hmm_add_single_trans_cp9(cm, hmm, cp9map, ap[1], bp[1], k, hmm_trans_idx, psi, tmap);
+
+ /* Finally, normalize the transition probabilities
+ * Not strictly necessary, a CPlan9Renormalize() call will do this*/
+ d = esl_vec_FSum(hmm->t[k], 4) + hmm->end[k];
+ esl_vec_FScale(hmm->t[k], 4, 1./d);
+ hmm->end[k] /= d;
+
+ esl_vec_FNorm(hmm->t[k]+cp9_TRANS_INSERT_OFFSET, 3);
+ esl_vec_FNorm(hmm->t[k]+cp9_TRANS_DELETE_OFFSET, 3);
+ /* print transition probs for HMM */
+ /*
+ printf("hmm->t[%d][CTMM]: %f\n", k, hmm->t[k][CTMM]);
+ printf("hmm->t[%d][CTMI]: %f\n", k, hmm->t[k][CTMI]);
+ printf("hmm->t[%d][CTMD]: %f\n", k, hmm->t[k][CTMD]);
+ printf("hmm->t[%d][CTMEL]: %f\n", k, hmm->t[k][CTMD]);
+ printf("hmm->t[%d][CTIM]: %f\n", k, hmm->t[k][CTIM]);
+ printf("hmm->t[%d][CTII]: %f\n", k, hmm->t[k][CTII]);
+ printf("hmm->t[%d][CTID]: %f\n", k, hmm->t[k][CTID]);
+ printf("hmm->t[%d][CTDM]: %f\n", k, hmm->t[k][CTDM]);
+ printf("hmm->t[%d][CTDI]: %f\n", k, hmm->t[k][CTDI]);
+ printf("hmm->t[%d][CTDD]: %f\n\n", k, hmm->t[k][CTDD]);
+ printf("\n");
+ */
+ free(ap);
+ free(bp);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************************
+ * EPN 03.14.06
+ * fill_phi_cp9()
+ *
+ * Purpose: Fill phi matrix for a CM plan 9 HMM.
+ * phi[k][v] is the expected number of times
+ * HMM node k's state v (either 0 (match), 1 (insert) or
+ * (2) delete) is entered in the HMM.
+ *
+ * Args:
+ * cplan9_s *hmm - the HMM
+ * double **phi - phi array, phi[k][v] is expected number of times
+ * state v (0 = match, 1 insert, 2 = delete) in
+ * node k is visited. Node 0 is special,
+ * state 0 = B state, state 1 = N_state, state 2 = NULL
+ * int spos - the first original consensus column this CP9 HMM
+ * models (only != 1 if we're building a CP9 for a sub CM).
+ * Notes:
+ * - phi is allocated here, must be freed by caller.
+ * Returns: ret_phi
+ */
+void
+fill_phi_cp9(CP9_t *hmm, double ***ret_phi, int spos)
+{
+ int status;
+ int k;
+ double **phi;
+
+ ESL_ALLOC(phi, sizeof(double *) * (hmm->M+1));
+ for(k = 0; k <= hmm->M; k++)
+ ESL_ALLOC(phi[k], sizeof(double) * 3);
+
+ /* Initialize phi values as all 0.0 */
+ for (k = 0; k <= hmm->M; k++)
+ phi[k][0] = phi[k][1] = phi[k][2] = 0.;
+
+ /* the M_spos-1 is the B state, where all parses start */
+ phi[spos-1][HMMMATCH] = 1.0;
+ phi[spos-1][HMMINSERT] = phi[spos-1][HMMMATCH] * hmm->t[spos-1][CTMI];
+ phi[spos-1][HMMINSERT] += phi[spos-1][HMMINSERT] * (hmm->t[spos-1][CTII] /
+ (1. - hmm->t[spos-1][CTII]));
+ phi[spos-1][HMMDELETE] = 0.;
+
+ /* Handle all other nodes (including M) */
+ for (k = 1; k <= hmm->M; k++)
+ {
+ if(k == (spos-1))
+ continue;
+
+ /* match could've come from k-1 match, k-1 insert or k-1 delete */
+ phi[k][HMMMATCH] += phi[k-1][HMMMATCH] * hmm->t[k-1][CTMM];
+ phi[k][HMMMATCH] += phi[k-1][HMMDELETE] * hmm->t[k-1][CTDM];
+ phi[k][HMMMATCH] += phi[k-1][HMMINSERT] * hmm->t[k-1][CTIM];
+ phi[k][HMMMATCH] += hmm->begin[k];
+
+ /* again, we have to do deletes prior to inserts */
+ /* deletes could've come from k-1 match, k-1 delete, k-1 insert */
+ phi[k][HMMDELETE] += phi[k-1][HMMMATCH] * hmm->t[k-1][CTMD];
+ phi[k][HMMDELETE] += phi[k-1][HMMINSERT] * hmm->t[k-1][CTID];
+ phi[k][HMMDELETE] += phi[k-1][HMMDELETE] * hmm->t[k-1][CTDD];
+
+ /* inserts could've come from k match, k delete, or k insert */
+ phi[k][HMMINSERT] += phi[k][HMMMATCH] * hmm->t[k][CTMI];
+ phi[k][HMMINSERT] += phi[k][HMMDELETE] * hmm->t[k][CTDI];
+ /* self loops are special */
+ phi[k][HMMINSERT] += (phi[k][HMMINSERT] * (hmm->t[k][CTII] / (1-hmm->t[k][CTII])));
+
+ /*printf("phi[%d][HMMMATCH]: %f\n", k, phi[k][HMMMATCH]);
+ printf("phi[%d][HMMINSERT]: %f\n", k, phi[k][HMMINSERT]);
+ printf("phi[%d][HMMDELETE]: %f\n", k, phi[k][HMMDELETE]);
+ */
+ }
+ *ret_phi = phi;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/**************************************************************************
+ * EPN 03.15.06
+ * Function: hmm_add_single_trans_cp9()
+ *
+ * Purpose: Add a virtual counts contribution to a single CM plan 9 HMM transition.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s *hmm - the HMM
+ * CP9Map_t *cp9map - the map from the CM to HMM and vice versa
+ * int a - a CM state that maps to HMM state we're transitioning out of
+ * int b - a CM state that maps to HMM state we're transitioning into
+ * int k - the HMM node we're setting a single transition for
+ * int hmm_trans_idx - 0-8, the HMM transition index we're setting
+ * double *psi - psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * char ***tmap; - the hard-coded transition map
+ * Returns: (void)
+ */
+static void
+hmm_add_single_trans_cp9(CM_t *cm, CP9_t *hmm, CP9Map_t *cp9map, int a, int b, int k, int hmm_trans_idx,
+ double *psi, char ***tmap)
+{
+ /* check if we've got real CM state ids */
+ /*
+ printf("\t\tin hmm_add_single_trans_cp9, a: %d | b: %d | k: %d | hmm_trans_idx: %d\n", a, b, k, hmm_trans_idx);
+ printf("\t\tbeg hmm_cm->t[%d][%d] : %.9f\n", k, hmm_trans_idx, hmm->t[k][hmm_trans_idx]);
+ */
+ if(a == -1 || b == -1)
+ return;
+
+ if(a <= b) /* going DOWN the CM */
+ hmm->t[k][hmm_trans_idx] += psi[a] * cm_sum_subpaths_cp9(cm, cp9map, a, b, tmap, k, psi);
+ else if (a > b) /* going UP the CM */
+ hmm->t[k][hmm_trans_idx] += psi[b] * cm_sum_subpaths_cp9(cm, cp9map, b, a, tmap, k, psi);
+ /*printf("\t\tend hmm_cm->t[%d][%d] : %.9f\n", k, hmm_trans_idx, hmm->t[k][hmm_trans_idx]);*/
+}
+
+/**************************************************************************
+ * EPN 02.24.06
+ * cm_sum_subpaths_cp9()
+ *
+ * Purpose: Calculated probability of getting from one state (start) to
+ * another (end) in a CM, taking special considerations.
+ *
+ * Sum the probability of all subpaths that start
+ * at "start" and end at "end" (ignoring "end"->"end" and
+ * "start" -> "start" transitions if they exist)
+ *
+ * This function is used to help determine CM plan 9 HMM
+ * transition probabilities. If we're trying to set a particular
+ * transition (1 of 9) out of HMM node k, we ignore the contribution
+ * of subparses that correspond to other transitions out of node k.
+ * For example, we don't want to include the probability of an
+ * insert(node a) ->match (node a+1) sub parse when calculating
+ * the transition probability for match(node a) -> match (node a+1),
+ * (CTMM) because CTIM maps to that transition.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * CP9Map_t *cp9map - the map from the CM to HMM and vice versa
+ * int start - state index we're starting at
+ * int end - state index we're ending in
+ * int ***tmap - the hard-coded transition map
+ * int k - HMM node we're calc'ing transition (out of node k) for
+ * double *psi - psi[v] is the expected number of times state v is entered
+ * in a CM parse
+ * Returns: Float, the summed probability of all subpaths through the CM
+ * starting at "start" and ending at "end".
+ */
+static float
+cm_sum_subpaths_cp9(CM_t *cm, CP9Map_t *cp9map, int start, int end, char ***tmap,
+ int k, double *psi)
+{
+ int status;
+ int s_n; /* CM node that maps to HMM node with start state */
+ int e_n; /* CM node that maps to HMM node with end state */
+ int v; /* state index in CM */
+
+ double *sub_psi; /*sub_psi[v] is the expected number of times state v is
+ * entered given we started at state "start", this is
+ * the summed probability of all paths starting at "start"
+ * and ending at v.
+ */
+ float to_return;
+ int y;
+ int x;
+ char tmap_val;
+ int n_v; /* CM node containing state v*/
+ int is_insert; /* 1 if v is insert, 0 if not */
+ float insert_to_start; /* is start is not an insert and the insert state of
+ * HMM node k < start, this is the
+ * contribution of insert -> start (which should be ignored
+ * because the TMI and TDI transitions solely map to
+ * this transition probability.
+ */
+
+ /*printf("\t\t\tin cm_sum_subpaths_cp9, start: %d | end: %d\n", start, end);*/
+ if(start > end)
+ {
+ printf("ERROR in cm_sum_subpaths_cp9: start: %d > end: %d\n", start, end);
+ exit(1);
+ }
+ if(start == end)
+ {
+ if(cm->sttype[start] != IL_st && cm->sttype[start] != IR_st)
+ {
+ /* This is possible, though unlikely. It only happens (I think and hope) if
+ * we've got two adjacent (k and k+1) columns modelled by the same MATP node n,
+ * so when setting a transition from node k -> node k+1, we enter this function
+ * three times with start == end. Once with each MATP_MP, MATP_ML, MATP_MR, and MATP_D
+ * because these states map to the beginning and ending states of the M_k->M_k+1,
+ * M_k->D_k+1, D_k->M_k+1, and D_k->D_k+1 transitions respectively.
+ * The solution is to return 1.0,
+ * so the contribution is simply psi[MATP_M*] (in the function
+ * hmm_add_single_trans_cp9 that called this function).
+ */
+ if((cm->stid[start] != MATP_MP && cm->stid[start] != MATP_D) &&
+ (cm->stid[start] != MATP_ML && cm->stid[start] != MATP_MR))
+ {
+ printf("ERROR asking for self transition of non-insert, non-MATP state: %d\n", start);
+ exit(1);
+ }
+ return 1.0;
+ }
+ /* else we just return the self-insert probability */
+ /*printf("\t\t\tReturning self insert prob: %f\n", cm->t[start][0]);*/
+ return cm->t[start][0];
+ }
+ to_return = 0.;
+ s_n = cm->ndidx[start];
+ e_n = cm->ndidx[end];
+
+ ESL_ALLOC(sub_psi, sizeof(double) * (end - start + 1));
+ /* Initialize sub_psi[0]. Need to check if we need to ignore the probability
+ * mass from the CM insert state(s) that maps to the HMM insert state of this node
+ * (these insert states are cp9map->hns2cs[k][1][0] and (potentially) cp9map->hns2cs[k][1][1])
+ * that goes through "start" (which must map to either the M or
+ * D state of this HMM node).
+ */
+ sub_psi[0] = 1.; /* have to start in "start" */
+
+ if((cm->sttype[start] != IL_st && cm->sttype[start] != IR_st) &&
+ (cm->sttype[end] != IL_st && cm->sttype[end] != IR_st))
+ {
+ insert_to_start = 0.;
+ if(cp9map->hns2cs[k][1][0] < start)
+ insert_to_start = psi[cp9map->hns2cs[k][1][0]] * cm_sum_subpaths_cp9(cm, cp9map, cp9map->hns2cs[k][1][0], start, tmap, k, psi);
+ if((cp9map->hns2cs[k][1][1] != -1) && (cp9map->hns2cs[k][1][1] < start))
+ insert_to_start += psi[cp9map->hns2cs[k][1][1]] * cm_sum_subpaths_cp9(cm, cp9map, cp9map->hns2cs[k][1][1], start, tmap, k, psi);
+ sub_psi[0] -= insert_to_start / psi[start];
+ /*printf("\t\tinsert_to_start: %f sub_psi[0]: %f\n", insert_to_start, sub_psi[0]);*/
+ }
+ /* note: when cm_sum_subpaths_cp9 is called recursively above
+ * it will never result in another recursive call,
+ * because its "start" is an insert state.
+ */
+
+ for (v = (start+1); v <= end; v++)
+ {
+ /*printf("\t\t\tv: %d\n", v);*/
+ sub_psi[v-start] = 0.;
+ n_v = cm->ndidx[v];
+ if(cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ is_insert = 1;
+ else
+ is_insert = 0;
+
+ if(cm->sttype[v] == S_st)
+ {
+ /* previous state is necessarily either a BIF_B or a END_E, either
+ * way we handle as if the transition FROM previous state to this
+ * state is 1.0 */
+ sub_psi[v-start] = sub_psi[(v-1)-start] * 1.;
+ }
+ /* check if v is an insert state that maps to node k, if so we don't want
+ * to double count its contribution (it will be counted in a subsequent cm_sum_subpaths_CP9()
+ * call), so we skip it here.
+ */
+ if((v != end && is_insert) && ((cp9map->cs2hn[v][0] == k) || cp9map->cs2hn[v][1] == k))
+ {
+ /*skip the contribution*/
+ /*
+ printf("v: %d | skipping the contribution\n", v);
+ printf("\tcs2hn_map[%d][0] : %d\n", v, cs2hn_map[v][0]);
+ printf("\tcs2hn_map[%d][1] : %d\n", v, cs2hn_map[v][1]);
+ printf("\tcs2hn_map[start][0] : %d\n", v, cs2hn_map[start][0]);
+ printf("\tcs2hn_map[start][1] : %d\n", v, cs2hn_map[start][1]);
+ */
+ }
+ else
+ {
+ for (y = cm->pnum[v]-1; y >= is_insert; y--)
+ {
+ x = cm->plast[v] - y;
+ /* x is a parent of v, we're adding contribution
+ * of transition from x to v. */
+ tmap_val = tmap[(int) cm->stid[x]][(int) cm->ndtype[cm->ndidx[v]+is_insert]][(int) cm->stid[v]];
+#if eslDEBUGLEVEL >= 1
+ if(tmap_val == -1)
+ {
+ printf("tmap ERROR 1\n");
+ printf("v: %d | pnum[v]: %d | plast[v]: %d | y: %d | x: %d | d1: %d | d2: %d | d3: %d\n", v, cm->pnum[v], cm->plast[v], y, x, ((int) cm->stid[x]), ((int) (cm->ndtype[cm->ndidx[v]+is_insert])), ((int) cm->stid[v]));
+ exit(1);
+ }
+#endif
+ if((x - start) < 0)
+ sub_psi[v-start] += 0.;
+ else
+ sub_psi[v-start] += sub_psi[x-start] * cm->t[x][(int) tmap_val];
+ }
+ if(v != end && is_insert) /* we don't want to include the probability of an
+ insert self-loop to end itself */
+ {
+ sub_psi[v-start] += sub_psi[v-start] * (cm->t[v][0] / (1-cm->t[v][0]));
+ /*the contribution of the self insertion loops*/
+ }
+ }
+ }
+ to_return = (float) sub_psi[end-start];
+ free(sub_psi);
+ return to_return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 03.19.06
+ * check_psi_vs_phi_cp9()
+ *
+ * Purpose: Check that psi and phi values for CM states that map to HMM states
+ * are within a certain threshold. Assumes all HMM insert state maps
+ * to exactly 1 CM insert state - i.e. ambiguities have been removed.
+ * (As of version 0.71 ambiguities are always removed).
+ * Args:
+ * CM_t *cm - the CM
+ * CP9Map_t *cp9map - the map from the CM to HMM and vice versa
+ * double *psi - psi[v] is expected number of times CM state v is entered
+ * double **phi - phi array, phi[k][v] is expected number of times
+ * HMM state v (0 = match, 1 insert, 2 = delete) in
+ * node k is visited.
+ * double threshold - the threshold that mapping (potentially summed) psi and
+ * phi values are allowed to be different by, without throwing an error.
+ * int print_flag - TRUE to print out the values, FALSE not to
+ *
+ * Returns: TRUE: if CM and HMM are "close enough" (see code)
+ * FALSE: otherwise
+ */
+static int
+check_psi_vs_phi_cp9(CM_t *cm, CP9Map_t *cp9map, double *psi, double **phi, double threshold,
+ int debug_level)
+{
+ int status;
+ int v; /* CM state index*/
+ int k;
+ int y;
+ double summed_psi;
+ int *ap; /*CM state that maps to HMM state in node k*/
+ int k_state; /*0, 1 or 2, state in hmm node k*/
+ int violation;
+ int v_ct;
+ double diff;
+ int ret_val; /* return value */
+ int adj_bp_flag; /* a special case in which we always return TRUE after printing a warning */
+
+ if (cm->flags & CMH_LOCAL_BEGIN) cm_Fail("internal error: we're in CM local mode while trying to build a CP9 HMM");
+
+ adj_bp_flag = FALSE;
+ if(check_cm_adj_bp(cm, cp9map))
+ {
+ adj_bp_flag = TRUE;
+ /* if check_cm_adj_bp() returns TRUE, then the following rare (but possible) situation
+ * is true: Two adjacent consensus columns are modelled by the same MATP node. In this
+ * case it is difficult for the CM plan 9 architecture to mirror the insert state
+ * that maps to both the MATP_IL and MATP_IR of this node. It is more difficult than
+ * for any other possible CM topology situation, so we relax the threshold when
+ * checking psi and phi.
+ */
+ printf("\n");
+ printf("*******************************************************************************\n");
+ printf("Whoa... this model has a special situtation. The left and right half of \n");
+ printf("a single base pair model adjacent consensus columns. It's impossible to build\n");
+ printf("a CP9 HMM that models this CM *exactly*, so this test will likely fail, but\n");
+ printf("we're still going to return TRUE from check_psi_vs_phi_cp9(), because we don't\n");
+ printf("want the program to stop running.\n");
+ printf("*******************************************************************************\n\n");
+ }
+ ret_val = TRUE;
+ v_ct = 0;
+ ESL_ALLOC(ap, sizeof(int) * 2);
+
+ for(v = 0; v < cm->M; v++)
+ if(cm->stid[v] != BIF_B)
+ {
+ for(y = 0; y < cm->cnum[v]; y++)
+ if(debug_level > 1) printf("cm->t[%d][%d]: %f\n", v, y, cm->t[v][y]);
+ if(debug_level > 1) printf("\n");
+ }
+
+ for (k = 0; k <= cp9map->hmm_M; k++)
+ {
+ k_state = HMMMATCH;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+ summed_psi = psi[ap[0]];
+ if(ap[1] != -1)
+ summed_psi += psi[ap[1]];
+ violation = FALSE;
+ diff = phi[k][0] - summed_psi;
+ if((diff > threshold) || ((-1. * diff) > threshold))
+ {
+ violation = TRUE;
+ v_ct++;
+ }
+ if(violation)
+ printf("M k: %4d | phi: %f | psi: %f VIOLATION (%f) (cm v1: %d cm v2: %d)\n", k, phi[k][0], summed_psi, diff, ap[0], ap[1]);
+ else if(debug_level > 1)
+ printf("M k: %4d | phi: %f | psi: %f\n", k, phi[k][0], summed_psi);
+
+ k_state = HMMINSERT;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+ if(ap[1] != -1)
+ cm_Fail("ERROR, HMM insert state of node %d maps to 2 CM insert states: %d and %d\n", k, ap[0], ap[1]);
+ summed_psi = psi[ap[0]];
+ violation = FALSE;
+ diff = phi[k][1] - summed_psi;
+ if((diff > threshold) || ((-1. * diff) > threshold))
+ {
+ violation = TRUE;
+ v_ct++;
+ }
+ if(violation)
+ printf("I k: %4d | phi: %f | psi: %f VIOLATION (%f) (cm v1: %d cm v2: %d)\n", k, phi[k][1], summed_psi, diff, ap[0], ap[1]);
+ else if(debug_level > 1)
+ printf("I k: %4d | phi: %f | psi: %f\n", k, phi[k][1], summed_psi);
+
+ k_state = HMMDELETE;
+ ap[0] = cp9map->hns2cs[k][k_state][0];
+ ap[1] = cp9map->hns2cs[k][k_state][1];
+ if(k == 0)
+ summed_psi = 0.; /*no such state in HMM or CM*/
+ else
+ {
+ summed_psi = psi[ap[0]];
+ if(ap[1] != -1)
+ summed_psi += psi[ap[1]];
+ }
+ violation = FALSE;
+ diff = phi[k][2] - summed_psi;
+ if((diff > threshold) || ((-1. * diff) > threshold))
+ {
+ violation = TRUE;
+ v_ct++;
+ }
+ if(violation)
+ printf("D k: %4d | phi: %f | psi: %f VIOLATION (%f) (cm v1: %d cm v2: %d)\n", k, phi[k][2], summed_psi, diff, ap[0], ap[1]);
+ else if(debug_level > 1)
+ {
+ printf("D k: %4d | phi: %f | psi: %f\n\n", k, phi[k][2], summed_psi);
+ }
+ }
+ free(ap);
+
+ if(v_ct > 0)
+ {
+ printf("ERROR, %d HMM states violate the %f threshold b/t psi and phi.\n", v_ct, threshold);
+ ret_val = FALSE;
+ }
+ if(adj_bp_flag == TRUE) ret_val = TRUE; /* always return true for models with a consensus bp in adjacent columns */
+ return ret_val;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 03.13.06
+ * debug_print_cp9_params()
+ *
+ * Purpose: Print out emission and transition probabilities and scores
+ * for a CM plan 9 HMM.
+ *
+ * Args:
+ * fp - often stdout
+ * cplan9_s *hmm - counts form CM plan 9 HMm
+ * print_scores - TRUE to print scores, FALSE not to
+ * Returns: (void)
+ */
+void
+debug_print_cp9_params(FILE *fp, CP9_t *hmm, int print_scores)
+{
+ int k, i;
+
+ /*fprintf(fp, "Printing CP9 HMM parameters in debug_print_cp9_params:\n\n");*/
+
+ fprintf(fp, "Consensus Length: %d\n", hmm->M);
+ fprintf(fp, "Node: 0\n");
+ for(i = 0; i < MAXABET; i++)
+ {
+ if(print_scores) fprintf(fp, "ins[%3d][%3d] = %.3f | %10d\n", 0, i, hmm->ins[0][i], hmm->isc[i][0]);
+ else fprintf(fp, "ins[%3d][%3d] = %.3f\n", 0, i, hmm->ins[0][i]);
+ }
+ fprintf(fp, "\n");
+
+ k=0;
+ if(print_scores) {
+ fprintf(fp, "\tCTMM[%d] = %f | %d\n", k, hmm->t[0][CTMM], hmm->tsc[CTMM][0]);
+ fprintf(fp, "\tCTMI[%d] = %f | %d\n", k, hmm->t[0][CTMI], hmm->tsc[CTMI][0]);
+ fprintf(fp, "\tCTMD[%d] = %f | %d\n", k, hmm->t[0][CTMD], hmm->tsc[CTMD][0]);
+ fprintf(fp, "\tCTMEL[%d] = %f | %d\n", k, hmm->t[0][CTMEL], hmm->tsc[CTMEL][0]);
+ fprintf(fp, "\tCTIM[%d] = %f | %d\n", k, hmm->t[0][CTIM], hmm->tsc[CTIM][0]);
+ fprintf(fp, "\tCTII[%d] = %f | %d\n", k, hmm->t[0][CTII], hmm->tsc[CTII][0]);
+ fprintf(fp, "\tCTID[%d] = %f | %d\n", k, hmm->t[0][CTID], hmm->tsc[CTID][0]);
+ fprintf(fp, "\tCTDM[%d] = %f | %d\n", k, hmm->t[0][CTDM], hmm->tsc[CTDM][0]);
+ fprintf(fp, "\tCTDI[%d] = %f | %d\n", k, hmm->t[0][CTDI], hmm->tsc[CTDI][0]);
+ fprintf(fp, "\tCTDD[%d] = %f | %d\n", k, hmm->t[0][CTDD], hmm->tsc[CTDD][0]);
+ }
+ else {
+ fprintf(fp, "\tCTMM[%d] = %f\n", k, hmm->t[0][CTMM]);
+ fprintf(fp, "\tCTMI[%d] = %f\n", k, hmm->t[0][CTMI]);
+ fprintf(fp, "\tCTMD[%d] = %f\n", k, hmm->t[0][CTMD]);
+ fprintf(fp, "\tCTMEL[%d] = %f\n", k, hmm->t[0][CTMEL]);
+ fprintf(fp, "\tCTIM[%d] = %f\n", k, hmm->t[0][CTIM]);
+ fprintf(fp, "\tCTII[%d] = %f\n", k, hmm->t[0][CTII]);
+ fprintf(fp, "\tCTID[%d] = %f\n", k, hmm->t[0][CTID]);
+ fprintf(fp, "\tCTDM[%d] = %f\n", k, hmm->t[0][CTDM]);
+ fprintf(fp, "\tCTDI[%d] = %f\n", k, hmm->t[0][CTDI]);
+ fprintf(fp, "\tCTDD[%d] = %f\n", k, hmm->t[0][CTDD]);
+ }
+ for(k = 1; k <= hmm->M; k++)
+ {
+ fprintf(fp, "Node: %d\n", k);
+ for(i = 0; i < MAXABET; i++)
+ {
+ if(print_scores)
+ fprintf(fp, "mat[%3d][%3d] = %.3f | %10d\n", k, i, hmm->mat[k][i], hmm->msc[i][k]);
+ else
+ fprintf(fp, "mat[%3d][%3d] = %.3f\n", k, i, hmm->mat[k][i]);
+ }
+ for(i = 0; i < MAXABET; i++)
+ {
+ if(print_scores)
+ fprintf(fp, "ins[%3d][%3d] = %.3f | %10d\n", k, i, hmm->ins[k][i], hmm->isc[i][k]);
+ else
+ fprintf(fp, "ins[%3d][%3d] = %.3f\n", k, i, hmm->ins[k][i]);
+ }
+ fprintf(fp, "\n");
+ if(print_scores) {
+ fprintf(fp, "\tCTMM[%d] = %f | %10d\n", k, hmm->t[k][CTMM], hmm->tsc[CTMM][k]);
+ fprintf(fp, "\tCTMI[%d] = %f | %10d\n", k, hmm->t[k][CTMI], hmm->tsc[CTMI][k]);
+ fprintf(fp, "\tCTMD[%d] = %f | %10d\n", k, hmm->t[k][CTMD], hmm->tsc[CTMD][k]);
+ fprintf(fp, "\tCTMEL[%d] = %f | %10d\n", k, hmm->t[k][CTMEL], hmm->tsc[CTMEL][k]);
+ fprintf(fp, "\tCTIM[%d] = %f | %10d\n", k, hmm->t[k][CTIM], hmm->tsc[CTIM][k]);
+ fprintf(fp, "\tCTII[%d] = %f | %10d\n", k, hmm->t[k][CTII], hmm->tsc[CTII][k]);
+ fprintf(fp, "\tCTID[%d] = %f | %10d\n", k, hmm->t[k][CTID], hmm->tsc[CTID][k]);
+ fprintf(fp, "\tCTDM[%d] = %f | %10d\n", k, hmm->t[k][CTDM], hmm->tsc[CTDM][k]);
+ fprintf(fp, "\tCTDI[%d] = %f | %10d\n", k, hmm->t[k][CTDI], hmm->tsc[CTDI][k]);
+ fprintf(fp, "\tCTDD[%d] = %f | %10d\n", k, hmm->t[k][CTDD], hmm->tsc[CTDD][k]);
+ fprintf(fp, "\t beg[%d] = %f | %10d\n", k, hmm->begin[k], hmm->bsc[k]);
+ fprintf(fp, "\t end[%d] = %f | %10d\n", k, hmm->end[k], hmm->esc[k]);
+ }
+ else {
+ fprintf(fp, "\tCTMM[%d] = %f\n", k, hmm->t[k][CTMM]);
+ fprintf(fp, "\tCTMI[%d] = %f\n", k, hmm->t[k][CTMI]);
+ fprintf(fp, "\tCTMD[%d] = %f\n", k, hmm->t[k][CTMD]);
+ fprintf(fp, "\tCTMEL[%d] = %f\n", k, hmm->t[k][CTMEL]);
+ fprintf(fp, "\tCTIM[%d] = %f\n", k, hmm->t[k][CTIM]);
+ fprintf(fp, "\tCTII[%d] = %f\n", k, hmm->t[k][CTII]);
+ fprintf(fp, "\tCTID[%d] = %f\n", k, hmm->t[k][CTID]);
+ fprintf(fp, "\tCTDM[%d] = %f\n", k, hmm->t[k][CTDM]);
+ fprintf(fp, "\tCTDI[%d] = %f\n", k, hmm->t[k][CTDI]);
+ fprintf(fp, "\tCTDD[%d] = %f\n", k, hmm->t[k][CTDD]);
+ fprintf(fp, "\t beg[%d] = %f\n", k, hmm->begin[k]);
+ fprintf(fp, "\t end[%d] = %f\n", k, hmm->end[k]);
+ }
+ fprintf(fp, "\n");
+ }
+}
+
+/**************************************************************************
+ * EPN 09.01.06
+ * Function: CP9_check_by_sampling()
+ *
+ * Purpose: Given a CM and a CM plan 9 hmm that is supposed to mirror
+ * the CM as closely as possible (Weinberg-Ruzzo style, with
+ * differences due to differences in the CM Plan 9 architecture
+ * and the architecture that they use), check if the CM and CP9
+ * actually do correspond as closely as possible. Do this by
+ * generating alignments from the CM, determining CP9 HMM
+ * tracebacks implicit in the alignments and amassing counts
+ * from the tracebacks to use to build a new CP9 HMM
+ * without using pseudocounts (the infinite MSA idea introduced
+ * by Zasha Weinberg in the ML-HMM Bioinformatics paper). Finally
+ * compare the parameters of that CP9 HMM to the one we've
+ * built.
+ *
+ * The option is given to truncate the alignments generated
+ * from the CM before and after specified consensus columns
+ * prior to building the ML HMM. This option was added to
+ * allow testing of the subCM construction procedure.
+ * To NOT truncate, simply pass 1 and hmm->M as the first
+ * and last consensus columns to use.
+ *
+ * NOTE: code to sample an alignment from the CM taken from
+ * cmemit.c (which was ported from HMMER's hmmemit.c).
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s *hmm - the HMM (models consensus columns spos to epos of the CM)
+ * ESL_RANDOMNESS r - source of randomness
+ * int print_flag - TRUE to print useful debugging info
+ *
+ * Returns: TRUE: if CM and HMM are "close enough" (see code)
+ * FALSE: otherwise
+ */
+int
+CP9_check_by_sampling(CM_t *cm, CP9_t *hmm, ESL_RANDOMNESS *r, CMSubInfo_t *subinfo,
+ int spos, int epos, float chi_thresh, int nsamples, int print_flag)
+{
+ int status;
+ Parsetree_t **tr; /* Parsetrees of emitted aligned sequences */
+ ESL_SQ **sq; /* sequences */
+ ESL_MSA *msa; /* alignment */
+ float *wgt;
+ char *name; /* name for emitted seqs */
+ int i, nd;
+ int L;
+ int apos;
+ int *matassign;
+ int *useme;
+ CP9trace_t **cp9_tr; /* fake tracebacks for each seq */
+ CP9_t *shmm; /* the new, CM plan9 HMM; built by sampling*/
+ int msa_nseq; /* this is the number of sequences per MSA,
+ * current strategy is to sample (nseq/nseq_per_msa)
+ * alignments from the CM, and add counts from
+ * each to the shmm in counts form (to limit memory)
+ */
+ int nsampled; /* number of sequences sampled thus far */
+ int cc;
+ int v_ct; /* number of nodes that violate our threshold */
+ int spredict_total_ct; /* total number of nodes we thought would be violations */
+ int swrong_total_ct; /* total number of nodes we thought would be violations but were not */
+ int namelen; /* max int size for name */
+ char *tmp_name; /* name for the seqs */
+ char errbuf[cmERRBUFSIZE];
+
+ spredict_total_ct = 0;
+ swrong_total_ct = 0;
+ v_ct = 0;
+
+ msa_nseq = 1000;
+
+ /* Allocate and zero the new HMM we're going to build by sampling from
+ * the CM.
+ */
+ shmm = AllocCPlan9(hmm->M, hmm->abc);
+ ZeroCPlan9(shmm);
+ CPlan9SetNullModel(shmm, hmm->null, 1.0); /* set p1 = 1.0 which corresponds to the CM */
+
+ CPlan9Renormalize(hmm);
+ CMRenormalize(cm);
+
+ /* sample MSA(s) from the CM */
+ nsampled = 0;
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * msa_nseq);
+ ESL_ALLOC(tr, (sizeof(Parsetree_t *) * msa_nseq));
+ ESL_ALLOC(wgt,(sizeof(float) * msa_nseq));
+ esl_vec_FSet(wgt, msa_nseq, 1.0);
+ namelen = 3 + IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+ ESL_ALLOC(tmp_name, sizeof(char) * namelen);
+
+ while(nsampled < nsamples)
+ {
+ if(nsampled != 0) {
+ /* clean up from previous MSA */
+ free(matassign);
+ free(useme);
+ for (i = 0; i < msa_nseq; i++) {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Destroy(sq[i]);
+ }
+ free(cp9_tr);
+ esl_msa_Destroy(msa);
+ }
+ /* Emit msa_nseq parsetrees from the CM */
+ if(nsampled + msa_nseq > nsamples)
+ msa_nseq = nsamples - nsampled;
+ for (i = 0; i < msa_nseq; i++) {
+ ESL_ALLOC(name, sizeof(char) * namelen);
+ sprintf(name, "seq%d", i+1);
+ if((status = EmitParsetree(cm, errbuf, r, name, TRUE, &(tr[i]), &(sq[i]), &L)) != eslOK) cm_Fail(errbuf);;
+ free(name);
+ }
+ /* Build a new MSA from these parsetrees */
+ Parsetrees2Alignment(cm, cm->abc, sq, NULL, tr, msa_nseq, TRUE, FALSE, &msa);
+ /* MSA should be in text mode, not digitized */
+ if(msa->flags & eslMSA_DIGITAL)
+ cm_Fail("ERROR in CP9_check_by_sampling(), sampled MSA should NOT be digitized.\n");
+
+ /* Truncate the alignment prior to consensus column spos and after
+ consensus column epos */
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen+1));
+ for (apos = 0, cc = 0; apos < msa->alen; apos++) {
+ /* Careful here, placement of cc++ increment is impt,
+ * we want all inserts between cc=spos-1 and cc=spos,
+ * and between cc=epos and cc=epos+1.
+ */
+ useme[apos] = (cc < (spos-1) || cc > epos) ? 0 : 1;
+ if (!esl_abc_CIsGap(msa->abc, msa->rf[apos])) {
+ cc++;
+ if(cc == (epos+1)) useme[apos] = 0;
+ /* we misassigned this guy, overwrite */
+ }
+ }
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) cm_Fail(errbuf);
+
+ /* Determine match assignment from RF annotation
+ */
+ ESL_ALLOC(matassign, sizeof(int) * (msa->alen+1));
+ matassign[0] = 0;
+ for (apos = 0; apos < msa->alen; apos++) {
+ matassign[apos+1] = 0;
+ if (!esl_abc_CIsGap(msa->abc, msa->rf[apos]))
+ matassign[apos+1] = 1;
+ }
+ /* make fake tracebacks for each seq */
+ if((status = esl_msa_Digitize(msa->abc, msa)) == eslEINVAL) cm_Fail("In CP9_check_by_sampling(), esl_msa_Digitize() returned eslEINVAL, some characters must be invalid in msa.");
+ CP9_fake_tracebacks(msa, matassign, &cp9_tr);
+
+ /* build model from tracebacks (code from HMMER's modelmakers.c::matassign2hmm() */
+ for (i = 0; i < msa->nseq; i++)
+ CP9TraceCount(shmm, sq[i]->dsq, wgt[i], cp9_tr[i]);
+
+ nsampled += msa_nseq;
+ }
+
+ /* clean up from previous MSA */
+ free(matassign);
+ free(useme);
+ free(tmp_name);
+ for (i = 0; i < msa_nseq; i++) {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Destroy(sq[i]);
+ }
+ esl_msa_Destroy(msa);
+ free(cp9_tr);
+ free(tr);
+ free(sq);
+ free(wgt);
+
+ /* The new shmm is in counts form, filled with observations from MSAs sampled
+ * from the CM.
+ * We want to do a series of chi-squared tests to determine the probability that
+ * the observed samples from the CM were not taken from the corresponding CM Plan 9
+ * HMM probability distributions (the CM Plan 9 is supposed to exactly mirror the
+ * CM in this way).
+ */
+ if(print_flag)
+ {
+ printf("PRINTING BUILT HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, hmm, TRUE);
+ printf("DONE PRINTING BUILT HMM PARAMS:\n");
+
+ printf("PRINTING SAMPLED HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, shmm, TRUE);
+ printf("DONE PRINTING SAMPLED HMM PARAMS:\n");
+ }
+ for(nd = 0; nd <= shmm->M; nd++) {
+ if(print_flag) printf("nd:%d\n", nd);
+ if(!(CP9_node_chi_squared(hmm, shmm, nd, chi_thresh, print_flag))) {
+ if(subinfo == NULL) {
+ v_ct++;
+ printf("SAMPLING VIOLATION[%3d]: TRUE | spos: %3d | epos: %3d\n", nd, spos, epos);
+ }
+ else if(subinfo != NULL && subinfo->imp_cc[nd] == 0) {
+ v_ct++;
+ printf("SAMPLING VIOLATION[%3d]: TRUE | spos: %3d | epos: %3d | subinfo->imp_cc: %d\n", nd, spos, epos, subinfo->imp_cc[nd]);
+ }
+ else if(subinfo != NULL && subinfo->imp_cc[nd] != 0) {
+ spredict_total_ct++;
+ subinfo->spredict_ct[subinfo->imp_cc[nd]]++;
+ if(print_flag) printf("PREDICTED SAMPLING VIOLATION[%3d]: TRUE | spos: %3d | epos: %3d | subinfo->imp_cc: %d\n", nd, spos, epos, subinfo->imp_cc[nd]);
+ }
+ }
+ else if(subinfo != NULL && subinfo->imp_cc[nd] != 0) {
+ /* We predicted this node would fail, but it didn't */
+ spredict_total_ct++;
+ subinfo->spredict_ct[subinfo->imp_cc[nd]]++;
+ swrong_total_ct++;
+ subinfo->swrong_ct[subinfo->imp_cc[nd]]++;
+ if(print_flag) printf("NON-VIOLATION[%3d] %3d : spos: %3d | epos: %3d | non-subinfo->imp_cc: %d\n", nd, swrong_total_ct, spos, epos, subinfo->imp_cc[nd]);
+ }
+ }
+
+ /*Next, renormalize shmm and logoddisfy it */
+ CPlan9Renormalize(shmm);
+ CP9Logoddsify(shmm);
+
+ if(print_flag)
+ {
+ printf("PRINTING BUILT HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, hmm, TRUE);
+ printf("DONE PRINTING BUILT HMM PARAMS:\n");
+
+
+ printf("PRINTING SAMPLED HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, shmm, TRUE);
+ printf("DONE PRINTING SAMPLED HMM PARAMS:\n");
+
+ /* Output the alignment */
+ /*WriteStockholm(stdout, msa);*/
+ }
+ FreeCPlan9(shmm);
+
+ if(v_ct > 0) return FALSE;
+ else return TRUE;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return FALSE; /* never reached */
+}
+
+/* Function: CP9_node_chi_squared()
+ *
+ * Purpose : Given two CM Plan 9 HMMs, one in normalized form (ahmm), and one in
+ * raw counts form (shmm), determine for a specific node nd,
+ * the probability the samples implicit in the shmm were taken
+ * from the corresponding probability distribution in ahmm using
+ * the chi-squared test. Return FALSE IFF the probability that some
+ * set of counts was not taken from the corresponding ahmm distribution
+ * (probability null hypothesis is rejected) is above the probability
+ * threshold thresh.
+ *
+ * Args:
+ * cplan9_s *ahmm - an HMM with the probability distributions that define
+ * the null hypothesis for the chi-squared tests (we
+ * think the counts in shmm were taken from these distributions).
+ * cplan9_s *shmm - an HMM in counts form
+ * int nd - node of the HMM to check.
+ * float threshold - probability threshold for rejecting
+ * int print_flag - TRUE to print useful debugging info
+ */
+int
+CP9_node_chi_squared(CP9_t *ahmm, CP9_t *shmm, int nd, float threshold, int print_flag)
+{
+ int status;
+ double p;
+ int x;
+ float m_nseq, i_nseq, d_nseq;
+ float check_m_nseq, check_i_nseq;
+ float *temp_ahmm_trans;
+ float *temp_shmm_trans;
+ int ret_val;
+
+ ret_val = TRUE;
+
+ if(nd > shmm->M || nd > ahmm->M)
+ cm_Fail("ERROR CP9_node_chi_squared() is being grossly misused.\n");
+
+ CPlan9Renormalize(ahmm);
+ /*
+ EPN, Thu Feb 7 17:49:46 2008
+ I think this CPlan9GlobalConfig() call is superfluous, in my tests it did nothing.
+ I could be wrong in some cases though. I'm not too too worried about it though,
+ because this function was useful primarily during development of the CP9 and sub CM
+ construction code, which I now trust. And more importantly, this function (CP9_node_chi_squared)
+ CANNOT be called from anything but cp9-test and sub_cm-test which are testsuite
+ executables.
+
+ The reason I wanted to get rid of this CPlan9GlobalConfig() call is b/c I've changed
+ how CP9's are locally configured, and the M_0->I_0, M_0->D_1, M_M->I_M and D_M->I_M transitions
+ are all set to IMPOSSIBLE (to make a local CP9 more like a local CM), and thus it makes it
+ hard to change a locally configured CP9 back to global mode b/c the initial values of those
+ transitions is lost (the solution would be to add vectors to the cp9 data structure that
+ remember these transition probs, but I don't have to do that if I NEVER need to globalize
+ a locally configured CP9 (and this was the only function call of CPlan9GlobalConfig().
+ CPlan9GlobalConfig() has been relocated to old_miscfuncs.c where it is not compiled
+ or used.
+
+ start of old code block
+ ~~~~~~~~~~~~~~~~~~~~~~~~~
+ CPlan9GlobalConfig(ahmm);
+ ~~~~~~~~~~~~~~~~~~~~~~~~~
+ end of old code block
+ */
+
+ CP9Logoddsify(ahmm);
+
+ /* First determine the sum of the counts for each state. This
+ * is the number of samples that visited match, insert and
+ * delete state of this node.
+ */
+
+ if(nd == 0)
+ m_nseq = shmm->begin[1]; /* this is begin -> M_1 transition */
+ else if(nd == shmm->M)
+ m_nseq = shmm->end[nd]; /* this is M_M -> end transition */
+ else
+ m_nseq = shmm->t[nd][CTMM];
+ m_nseq += shmm->t[nd][CTMI];
+ m_nseq += shmm->t[nd][CTMD];
+
+ i_nseq = shmm->t[nd][CTIM];
+ i_nseq += shmm->t[nd][CTII];
+ i_nseq += shmm->t[nd][CTID];
+
+ if(nd != 0) /* node 0 has no delete state */
+ {
+ d_nseq = shmm->t[nd][CTDM];
+ d_nseq += shmm->t[nd][CTDI];
+ d_nseq += shmm->t[nd][CTDD];
+ }
+
+ if(nd != 0) {
+ check_m_nseq = 0.;
+ for (x = 0; x < MAXABET; x++) check_m_nseq += shmm->mat[nd][x];
+ if(fabs(check_m_nseq - m_nseq) > 0.0001) cm_Fail("ERROR: node: %d has different number of sampled match emissions and transitions.\n");
+ }
+ check_i_nseq = 0.;
+ for (x = 0; x < MAXABET; x++) check_i_nseq += shmm->ins[nd][x];
+ if((check_i_nseq >= i_nseq && ((check_i_nseq - i_nseq) > 0.0001)) ||
+ (check_i_nseq < i_nseq && ((i_nseq - check_i_nseq) > 0.0001)))
+ cm_Fail("ERROR: node: %d has different number of sampled insert emissions and transitions.\n");
+
+ /* Perform chi-squared tests using code borrowed from SRE in
+ * infernal/testsuite/bandcyk-montecarlo-test.c */
+ /* Check match emissions */
+ if(nd != 0) {
+ esl_vec_FScale(ahmm->mat[nd], MAXABET, esl_vec_FSum(shmm->mat[nd], MAXABET)); /* convert to #'s */
+ p = FChiSquareFit(ahmm->mat[nd], shmm->mat[nd], MAXABET); /* compare #'s */
+ if (p < threshold) {
+ printf("Rejected match emission distribution for CP9 node %d: chi-squared p = %f\n", nd, p);
+ ret_val = FALSE;
+ }
+ }
+ /* check insert emissions */
+ esl_vec_FScale(ahmm->ins[nd], MAXABET, esl_vec_FSum(shmm->ins[nd], MAXABET)); /* convert to #'s */
+ p = FChiSquareFit(ahmm->ins[nd], shmm->ins[nd], MAXABET); /* compare #'s */
+ if (p < threshold) {
+ printf("Rejected insert emission distribution for CP9 node %d: chi-squared p = %f\n", nd, p);
+ ret_val = FALSE;
+ }
+
+ /* check transitions */
+ /* out of match, we're in global NW mode, so only non-zero begin is begin[1],
+ * and only non-zero end is end[hmm->M] */
+ ESL_ALLOC(temp_ahmm_trans, sizeof(float) * cp9_NTRANS);
+ ESL_ALLOC(temp_shmm_trans, sizeof(float) * cp9_NTRANS);
+ if(nd == 0 || nd == shmm->M) {
+ if(nd == 0) { /* careful, begin[1] is really hmm->t[0][CTMM] */
+ temp_ahmm_trans[0] = ahmm->begin[1];
+ temp_shmm_trans[0] = shmm->begin[1];
+ for(x = 1; x < cp9_TRANS_NMATCH; x++) {
+ temp_ahmm_trans[x] = ahmm->t[0][x];
+ temp_shmm_trans[x] = shmm->t[0][x];
+ }
+ }
+ if(nd == shmm->M) { /* careful, end[hmm->M] is really hmm->t[hmm->M][CTMM] */
+ temp_ahmm_trans[0] = ahmm->end[ahmm->M];
+ temp_shmm_trans[0] = shmm->end[shmm->M];
+ for(x = 1; x < cp9_TRANS_NMATCH; x++) {
+ temp_ahmm_trans[x] = ahmm->t[ahmm->M][x];
+ temp_shmm_trans[x] = shmm->t[shmm->M][x];
+ }
+ }
+ esl_vec_FScale(temp_ahmm_trans, cp9_TRANS_NMATCH, esl_vec_FSum(temp_shmm_trans, cp9_TRANS_NMATCH)); /* convert to #'s */
+ p = FChiSquareFit(temp_ahmm_trans, temp_shmm_trans, cp9_TRANS_NMATCH); /* compare #'s */
+ if (p < threshold) {
+ printf("Rejected match transition distribution for CP9 node %d: chi-squared p = %f\n", nd, p);
+ ret_val = FALSE;
+ }
+ }
+ else {
+ esl_vec_FScale(ahmm->t[nd], cp9_TRANS_NMATCH, esl_vec_FSum(shmm->t[nd], cp9_TRANS_NMATCH)); /* convert to #'s */
+ p = FChiSquareFit(ahmm->t[nd], shmm->t[nd], cp9_TRANS_NMATCH); /* compare #'s */
+ if (p < threshold) {
+ printf("Rejected match transition distribution for CP9 node %d: chi-squared p = %f\n", nd, p);
+ ret_val = FALSE;
+ }
+ }
+ /* out of insert */
+ esl_vec_FScale (ahmm->t[nd] + cp9_TRANS_INSERT_OFFSET, cp9_TRANS_NINSERT, esl_vec_FSum(shmm->t[nd]+cp9_TRANS_INSERT_OFFSET, cp9_TRANS_NINSERT)); /* convert to #'s */
+ p = FChiSquareFit(ahmm->t[nd] + cp9_TRANS_INSERT_OFFSET, shmm->t[nd] + cp9_TRANS_INSERT_OFFSET, cp9_TRANS_NINSERT); /* compare #'s */
+ if (p < threshold) {
+ printf("Rejected insert transition distribution for CP9 node %d: chi-squared p = %f\n", nd, p);
+ ret_val = FALSE;
+ }
+
+ /* out of delete */
+ if(nd != 0) { /* D_0 does not exist */
+ esl_vec_FScale (ahmm->t[nd] + cp9_TRANS_DELETE_OFFSET, cp9_TRANS_NDELETE, esl_vec_FSum(shmm->t[nd] + cp9_TRANS_DELETE_OFFSET, cp9_TRANS_NDELETE)); /* convert to #'s */
+ p = FChiSquareFit(ahmm->t[nd] + cp9_TRANS_DELETE_OFFSET, shmm->t[nd] + cp9_TRANS_DELETE_OFFSET, cp9_TRANS_NDELETE); /* compare #'s */
+ if (p < threshold) {
+ printf("Rejected delete transition distribution for CP9 node %d: chi-squared p = %f\n", nd, p);
+ ret_val = FALSE;
+ }
+ }
+ else if(print_flag) printf("\n");
+
+ free(temp_ahmm_trans);
+ free(temp_shmm_trans);
+
+ /* we've scaled some probabilities into counts, we want to get back into prob form */
+ CPlan9Renormalize(ahmm);
+
+ return ret_val;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/**************************************************************************
+ * EPN 09.24.06 [AA 599 DC->STL]
+ * debug_print_phi_cp9()
+ *
+ * Purpose: Print out phi values for a given CP9 HMM.
+ *
+ * Args:
+ * cplan9_s *hmm - the HMM
+ * double **phi - phi array, phi[k][v] is expected number of times
+
+ * HMM state v (0 = match, 1 insert, 2 = delete) in
+ * node k is visited.
+ * Returns: (void)
+ */
+void
+debug_print_phi_cp9(CP9_t *hmm, double **phi)
+{
+ int k;
+
+ for(k = 0; k <= hmm->M; k++)
+ {
+ printf("phi[%4d][M]: %f\n", k, phi[k][0]);
+ printf("phi[%4d][I]: %f\n", k, phi[k][1]);
+ if(k != 0)
+ printf("phi[%4d][D]: %f\n\n", k, phi[k][2]);
+ else
+ printf("\n");
+ }
+ return;
+}
+
+/**************************************************************************
+ * FChiSquareFit()
+ * Stolen line for line from SRE's infernal/testsuite/bandcyk-montecarlo-test.c
+ * and changed from double's to float's.
+ */
+
+static float
+FChiSquareFit(float *f1, float *f2, int N)
+{
+ int i;
+ float diff;
+ float chisq = 0.0;
+ int n;
+ double qax;
+
+ n = 0;
+ for (i = 0; i < N; i++)
+ {
+ if (f1[i] == 0. && f2[i] == 0.) continue;
+ diff = f1[i] - f2[i];
+ chisq += diff * diff / (f1[i]+f2[i]);
+ n++;
+ }
+
+ if (n > 1)
+ {
+ if(esl_stats_IncompleteGamma(((float) n-1.)/2., chisq/2., NULL, &qax) != eslOK)
+ cm_Fail("ERROR in FChiSquareFit() call to esl_stats_IncompleteGamma()");
+ return (float) qax;
+ }
+ else
+ return -1.;
+}
+
+/**************************************************************************
+ * EPN 03.13.06
+ * check_cm_adj_bp()
+ *
+ * Purpose: Check if two adjacent consensus columns (HMM nodes) are modelled by the
+ * same MATP node.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * CP9Map_t - map from CM to HMM and vice versa
+ * Returns: TRUE if two adjacent consensus columns are modelled by the same MATP_nd
+ * FALSE if not
+ */
+static int
+check_cm_adj_bp(CM_t *cm, CP9Map_t *cp9map)
+{
+ int k, prev_k;
+ prev_k = cp9map->pos2nd[1];
+ for(k = 2; k <= cp9map->hmm_M; k++)
+ {
+ if(cp9map->pos2nd[k] == prev_k)
+ return TRUE;
+ prev_k = cp9map->pos2nd[k];
+ }
+ return FALSE;
+}
+
+/* Function: MakeDealignedString()
+ * Incept: EPN, Mon Aug 6 10:21:49 2007
+ * stolen from Squid during Easelization, there's no equivalent
+ * in Easel.
+ *
+ * Purpose: Given an aligned text string of some type (either sequence or
+ * secondary structure, for instance), dealign it relative
+ * to a given aseq. Return a ptr to the new string.
+ *
+ * Args: abc : the alphabet
+ * aseq : template alignment
+ * alen : length of aseq
+ * ss: : string to make dealigned copy of; same length as aseq
+ * ret_s : RETURN: dealigned copy of ss
+ *
+ * Return: 1 on success, 0 on failure (and squid_errno is set)
+ * ret_s is alloc'ed here and must be freed by caller
+ */
+int
+MakeDealignedString(const ESL_ALPHABET *abc, char *aseq, int alen, char *ss, char **ret_s)
+{
+ int status;
+ char *new;
+ int apos, rpos;
+
+ ESL_ALLOC(new, (alen+1) * sizeof(char));
+ for (apos = rpos = 0; apos < alen; apos++)
+ if (! esl_abc_CIsGap(abc, aseq[apos]))
+ {
+ new[rpos] = ss[apos];
+ rpos++;
+ }
+ new[rpos] = '\0';
+ if (alen != strlen(ss))
+ { cm_Fail("ERROR dealigning sequence."); }
+ *ret_s = new;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0; /* never reached */
+}
diff --git a/src/cp9_mx.c b/src/cp9_mx.c
new file mode 100644
index 0000000..14f4718
--- /dev/null
+++ b/src/cp9_mx.c
@@ -0,0 +1,190 @@
+/* CP9_MX functions: dynamic programming matrix for CP9 HMMs
+ *
+ * EPN, Wed Nov 28 05:11:51 2007
+ * SVN $Id$
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/*****************************************************************
+ * 1. CP9_MX data structure functions,
+ * matrix of integer log odd scores for CP9 HMM alignment/search
+ *****************************************************************/
+
+/* Function: CreateCP9Matrix()
+ * based on CreatePlan7Matrix() <-- this function's comments below
+ * Purpose: Create a dynamic programming matrix for standard Forward,
+ * Backward, or Viterbi, with scores kept as scaled log-odds
+ * integers. Keeps 2D arrays compact in RAM in an attempt
+ * to maximize cache hits.
+ *
+ * The mx structure can be dynamically grown, if a new
+ * HMM or seq exceeds the currently allocated size. Dynamic
+ * growing is more efficient than an alloc/free of a whole
+ * matrix for every new target. The ResizePlan7Matrix()
+ * call does this reallocation, if needed. Here, in the
+ * creation step, we set up some pads - to inform the resizing
+ * call how much to overallocate when it realloc's.
+ *
+ * Args: N - N+1 rows are allocated, usually N == 1 for
+ * scanning in memory efficient mode, or N == L, length of sequence.
+ * M - size of model in nodes
+ *
+ * Return: mx
+ * mx is allocated here. Caller frees with FreeCP9Matrix(mx).
+ */
+CP9_MX *
+CreateCP9Matrix(int N, int M)
+{
+ int status;
+ CP9_MX *mx;
+ int i;
+
+ ESL_ALLOC(mx, sizeof(CP9_MX));
+ ESL_ALLOC(mx->mmx, sizeof(int *) * (N+1));
+ ESL_ALLOC(mx->imx, sizeof(int *) * (N+1));
+ ESL_ALLOC(mx->dmx, sizeof(int *) * (N+1));
+ ESL_ALLOC(mx->elmx,sizeof(int *) * (N+1));
+ /* slightly wasteful, some nodes can't go to EL (for ex: right half of MATPs) */
+ ESL_ALLOC(mx->erow, sizeof(int) * (N+1));
+ ESL_ALLOC(mx->mmx_mem, sizeof(int) * ((N+1)*(M+1)));
+ ESL_ALLOC(mx->imx_mem, sizeof(int) * ((N+1)*(M+1)));
+ ESL_ALLOC(mx->dmx_mem, sizeof(int) * ((N+1)*(M+1)));
+ ESL_ALLOC(mx->elmx_mem,sizeof(int) * ((N+1)*(M+1)));
+
+ /* The indirect assignment below looks wasteful; it's actually
+ * used for aligning data on 16-byte boundaries as a cache
+ * optimization in the fast altivec implementation
+ */
+ mx->mmx[0] = (int *) mx->mmx_mem;
+ mx->imx[0] = (int *) mx->imx_mem;
+ mx->dmx[0] = (int *) mx->dmx_mem;
+ mx->elmx[0]= (int *) mx->elmx_mem;
+ for (i = 1; i <= N; i++)
+ {
+ mx->mmx[i] = mx->mmx[0] + (i*(M+1));
+ mx->imx[i] = mx->imx[0] + (i*(M+1));
+ mx->dmx[i] = mx->dmx[0] + (i*(M+1));
+ mx->elmx[i]= mx->elmx[0]+ (i*(M+1));
+ }
+
+ mx->M = M;
+ mx->rows = N;
+ mx->size_Mb = (float) sizeof(CP9_MX);
+ mx->size_Mb += (float) (sizeof(int *) * (mx->rows+1) * 4); /* mx->*mx ptrs */
+ mx->size_Mb += (float) (sizeof(int) * (mx->rows+1) * (M+1) * 4); /* mx->*mx_mem */
+ mx->size_Mb += (float) (sizeof(int) * (mx->rows+1)); /* mx->erow */
+ mx->size_Mb /= 1000000.;
+
+ return mx;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+
+/* Function: FreeCP9Matrix()
+ * based on FreePlan7Matrix() <-- this function's comments below
+ * Purpose: Free a dynamic programming matrix allocated by CreatePlan7Matrix().
+ *
+ * Return: (void)
+ */
+void
+FreeCP9Matrix(CP9_MX *mx)
+{
+ free (mx->mmx_mem);
+ free (mx->imx_mem);
+ free (mx->dmx_mem);
+ free (mx->elmx_mem);
+ free (mx->mmx);
+ free (mx->imx);
+ free (mx->dmx);
+ free (mx->elmx);
+ free (mx->erow);
+ free (mx);
+}
+
+/*
+ * Function: GrowCP9Matrix()
+ *
+ * Purpose: Reallocate a CP9 dp matrix, if necessary, for seq for
+ * length N, or 2 rows (if we're scanning in memory
+ * efficient mode, in this case N == 1, nrows = N+1).
+ *
+ * Note: unlike HMMER, M never changes, so we only have
+ * to worry about increasing the number of rows if nec.
+ *
+ * Returns individual ptrs to the four matrix components
+ * as a convenience.
+ *
+ * This function allocates the requested matrix regardless
+ * of it's size.
+ *
+ * Args: mx - an already allocated matrix to grow.
+ * N - seq length to allocate for; N+1 rows
+ * M - size of model, contract enforces this must == mx->M
+ * mmx, imx, dmx, elmx, erow
+ * - RETURN: ptrs to four mx components as a convenience
+ *
+ * Return: eslOK on success, eslEINCOMPAT if contract is violated,
+ * mx is (re)allocated here.
+ */
+int
+GrowCP9Matrix(CP9_MX *mx, char *errbuf, int N, int M, int ***mmx, int ***imx, int ***dmx, int ***elmx, int **erow)
+{
+ int status;
+ void *p;
+ int i;
+
+ if(mx->M != M) ESL_FAIL(eslEINCOMPAT, errbuf, "GrowCP9Matrix(), mx->M: %d != M passed in: %d\n", mx->M, M);
+ if(N < 0) ESL_FAIL(eslEINCOMPAT, errbuf, "GrowCP9Matrix(), N: %d < 0\n", N);
+
+ if (N <= mx->rows) goto DONE;
+
+ /* If we didn't goto DONE, then N > mx->rows, we need more space */
+ ESL_RALLOC(mx->mmx, p, sizeof(int *) * (N+1));
+ ESL_RALLOC(mx->imx, p, sizeof(int *) * (N+1));
+ ESL_RALLOC(mx->dmx, p, sizeof(int *) * (N+1));
+ ESL_RALLOC(mx->elmx, p, sizeof(int *) * (N+1));
+ ESL_RALLOC(mx->erow, p, sizeof(int) * (N+1));
+ ESL_RALLOC(mx->mmx_mem, p, sizeof(int) * ((N+1)*(M+1)));
+ ESL_RALLOC(mx->imx_mem, p, sizeof(int) * ((N+1)*(M+1)));
+ ESL_RALLOC(mx->dmx_mem, p, sizeof(int) * ((N+1)*(M+1)));
+ ESL_RALLOC(mx->elmx_mem, p, sizeof(int) * ((N+1)*(M+1)));
+
+ mx->mmx[0] = mx->mmx_mem;
+ mx->imx[0] = mx->imx_mem;
+ mx->dmx[0] = mx->dmx_mem;
+ mx->elmx[0] = mx->elmx_mem;
+ for (i = 1; i <= N; i++) {
+ mx->mmx[i] = mx->mmx[0] + (i*(M+1));
+ mx->imx[i] = mx->imx[0] + (i*(M+1));
+ mx->dmx[i] = mx->dmx[0] + (i*(M+1));
+ mx->elmx[i]= mx->elmx[0]+ (i*(M+1));
+ }
+ mx->size_Mb = (float) sizeof(CP9_MX);
+ mx->size_Mb += (float) (sizeof(int *) * (N+1) * 4); /* mx->*mx ptrs */
+ mx->size_Mb += (float) (sizeof(int) * (N+1) * (M+1) * 4); /* mx->*mx_mem */
+ mx->size_Mb += (float) (sizeof(int) * (N+1)); /* mx->erow */
+ mx->size_Mb /= 1000000.;
+
+ DONE:
+ mx->rows = N;
+ if (mmx != NULL) *mmx = mx->mmx;
+ if (imx != NULL) *imx = mx->imx;
+ if (dmx != NULL) *dmx = mx->dmx;
+ if (elmx!= NULL) *elmx= mx->elmx;
+ if (erow != NULL) *erow = mx->erow;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, ("ResizeCP9Matrix(), memory reallocation error."));
+}
+
diff --git a/src/cp9_trace.c b/src/cp9_trace.c
new file mode 100644
index 0000000..7156c38
--- /dev/null
+++ b/src/cp9_trace.c
@@ -0,0 +1,1436 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+/* cp9_trace.c
+ * EPN, Wed Dec 5 13:05:17 2007
+ *
+ * Note: all of these functions originated in cp9.c [EPN 02.27.06]
+ *
+ * Support for the CM Plan 9 HMM trace CP9trace_t structure.
+ * This was based heavily on HMMER's 2.x data structures.
+ *
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <ctype.h>
+#include <time.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+
+/* Function: CP9AllocTrace(), CP9ReallocTrace(), CP9FreeTrace()
+ *
+ * Purpose: allocation and freeing of traceback structures
+ */
+void
+CP9AllocTrace(int tlen, CP9trace_t **ret_tr)
+{
+ int status;
+ CP9trace_t *tr;
+
+ ESL_ALLOC(tr, sizeof(CP9trace_t));
+ ESL_ALLOC(tr->statetype, sizeof(char) * tlen);
+ ESL_ALLOC(tr->nodeidx, sizeof(int) * tlen);
+ ESL_ALLOC(tr->pos, sizeof(int) * tlen);
+ *ret_tr = tr;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+void
+CP9ReallocTrace(CP9trace_t *tr, int tlen)
+{
+ int status;
+ void *tmp;
+
+ ESL_RALLOC(tr->statetype, tmp, tlen * sizeof(char));
+ ESL_RALLOC(tr->nodeidx, tmp, tlen * sizeof(int));
+ ESL_RALLOC(tr->pos, tmp, tlen * sizeof(int));
+ return;
+
+ ERROR:
+ cm_Fail("Memory reallocation error.");
+}
+void
+CP9FreeTrace(CP9trace_t *tr)
+{
+ if (tr == NULL) return;
+ free(tr->pos);
+ free(tr->nodeidx);
+ free(tr->statetype);
+ free(tr);
+}
+
+/* Function: CP9_fake_tracebacks()
+ *
+ * Purpose: From a consensus assignment of columns to MAT/INS, construct fake
+ * tracebacks for each individual sequence.
+ *
+ * Args: msa - msa alignment
+ * matassign - assignment of column 1 if MAT, 0 if INS;
+ * [1..alen] (off one from aseqs)
+ * ret_tr - RETURN: array of tracebacks
+ *
+ * Return: (void)
+ * ret_tr is alloc'ed here. Caller must free.
+ */
+void
+CP9_fake_tracebacks(ESL_MSA *msa, int *matassign, CP9trace_t ***ret_tr)
+{
+ if(! (msa->flags & eslMSA_DIGITAL))
+ cm_Fail("ERROR in CP9_fake_tracebacks(), msa should be digitized.\n");
+
+ int status;
+ CP9trace_t **tr;
+ int idx; /* counter over sequences */
+ int i; /* position in raw sequence (1..L) */
+ int k; /* position in HMM */
+ int apos; /* position in alignment columns */
+ int tpos; /* position in traceback */
+ int first_match; /* first match column */
+ int last_match; /* last match column */
+
+ ESL_ALLOC(tr, sizeof(CP9trace_t *) * msa->nseq);
+
+ first_match = -1;
+ last_match = -1;
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ if(matassign[apos+1] && first_match == -1) first_match = apos;
+ if(matassign[apos+1]) last_match = apos;
+ }
+
+ for (idx = 0; idx < msa->nseq; idx++)
+ {
+ CP9AllocTrace(msa->alen+2, &tr[idx]); /* allow room for B & E */
+
+ /* all traces start with M_0 state (the B state)... */
+ tr[idx]->statetype[0] = CSTB;
+ tr[idx]->nodeidx[0] = 0;
+ tr[idx]->pos[0] = 0;
+
+ i = 1;
+ k = 0;
+ tpos = 1;
+
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ tr[idx]->statetype[tpos] = CSTBOGUS; /* bogus, deliberately, to debug */
+
+ if (matassign[apos+1] && !(esl_abc_XIsGap(msa->abc, msa->ax[idx][(apos+1)])))
+ { /* MATCH */
+ k++; /* move to next model pos */
+ tr[idx]->statetype[tpos] = CSTM;
+ tr[idx]->nodeidx[tpos] = k;
+ tr[idx]->pos[tpos] = i;
+ i++;
+ tpos++;
+ }
+ else if (matassign[apos+1])
+ { /* DELETE */
+ /* We should be careful about S/W transitions; but we have
+ * an ambiguity, based on the MSA, we can't tell if we
+ * did a local begin (some M->E transition) or if we
+ * went through a bunch of D state's before the first match
+ * B->D_1 -> D_2 .... -> M_x. For now, we assume we're not in
+ * S/W mode, and treat it as the latter case, see
+ * HMMER's modelmaker.c:fake_tracebacks() for code
+ * on one *would* implement the S/W consideration IF
+ * there wasn't a B->D_1 transition allowed.
+ */
+ k++; /* *always* move on model when match column seen */
+ tr[idx]->statetype[tpos] = CSTD;
+ tr[idx]->nodeidx[tpos] = k;
+ tr[idx]->pos[tpos] = 0;
+ tpos++;
+ }
+ else if (! (esl_abc_XIsGap(msa->abc, msa->ax[idx][(apos+1)])))
+ { /* INSERT */
+ tr[idx]->statetype[tpos] = CSTI;
+ tr[idx]->nodeidx[tpos] = k;
+ tr[idx]->pos[tpos] = i;
+ i++;
+ tpos++;
+ }
+ }
+ /* all traces end with E state */
+ /* We should be careful about S/W transitions; but we have
+ * an ambiguity, based on the MSA, we can't tell if we
+ * did a local end (some M->E transition) or if we
+ * went through a bunch of D state's before the final
+ * D_M -> E transition. For now, we assume we're not in
+ * S/W mode, and treat it as the latter case, see
+ * HMMER's modelmaker.c:fake_tracebacks() for code
+ * on one *would* implement the S/W consideration IF
+ * there wasn't a D_M -> E transition allowed.
+ */
+ tr[idx]->statetype[tpos] = CSTE;
+ tr[idx]->nodeidx[tpos] = 0;
+ tr[idx]->pos[tpos] = 0;
+ tpos++;
+ tr[idx]->tlen = tpos;
+ } /* end for sequence # idx */
+
+ *ret_tr = tr;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/* Function: CP9TraceCount()
+ * EPN 09.04.06 based on Eddy's P7TraceCount() from HMMER's trace.c
+ *
+ * Purpose: Count a traceback into a count-based HMM structure.
+ * (Usually as part of a model parameter re-estimation.)
+ * Traceback should not have any EL state visits in it.
+ *
+ * Args: hmm - counts-based CM Plan 9 HMM
+ * dsq - sequence that traceback aligns to the HMM (1..L)
+ * wt - weight on the sequence
+ * tr - alignment of seq to HMM
+ *
+ * Return: (void)
+ */
+void
+CP9TraceCount(CP9_t *hmm, ESL_DSQ *dsq, float wt, CP9trace_t *tr)
+{
+ /* contract check */
+ if(dsq == NULL) cm_Fail("ERROR in CP9TraceCount(), dsq is NULL.");
+ if(hmm->flags & CPLAN9_EL) cm_Fail("CP9TraceCount(), EL states are on, which this function is not setup for.");
+
+ int tpos; /* position in tr */
+ int i; /* symbol position in seq */
+
+ for (tpos = 0; tpos < tr->tlen; tpos++)
+ {
+ i = tr->pos[tpos];
+
+ /* Emission counts.
+ */
+ if (tr->statetype[tpos] == CSTM)
+ esl_abc_FCount(hmm->abc, hmm->mat[tr->nodeidx[tpos]], dsq[i], wt);
+ else if (tr->statetype[tpos] == CSTI)
+ esl_abc_FCount(hmm->abc, hmm->ins[tr->nodeidx[tpos]], dsq[i], wt);
+
+ /* State transition counts
+ */
+ switch (tr->statetype[tpos]) {
+ case CSTB:
+ switch (tr->statetype[tpos+1]) {
+ case CSTM: hmm->begin[tr->nodeidx[tpos+1]] += wt; break;
+ case CSTI: hmm->t[0][CTMI] += wt; break;
+ case CSTD: hmm->t[0][CTMD] += wt; break;
+ default:
+ cm_Fail("illegal state transition %s->%s in traceback",
+ CP9Statetype(tr->statetype[tpos]),
+ CP9Statetype(tr->statetype[tpos+1]));
+ }
+ break;
+ case CSTM:
+ switch (tr->statetype[tpos+1]) {
+ case CSTM: hmm->t[tr->nodeidx[tpos]][CTMM] += wt; break;
+ case CSTI: hmm->t[tr->nodeidx[tpos]][CTMI] += wt; break;
+ case CSTD: hmm->t[tr->nodeidx[tpos]][CTMD] += wt; break;
+ case CSTE: hmm->end[tr->nodeidx[tpos]] += wt; break;
+ default:
+ cm_Fail("illegal state transition %s->%s in traceback",
+ CP9Statetype(tr->statetype[tpos]),
+ CP9Statetype(tr->statetype[tpos+1]));
+ }
+ break;
+ case CSTI:
+ switch (tr->statetype[tpos+1]) {
+ case CSTM: hmm->t[tr->nodeidx[tpos]][CTIM] += wt; break;
+ case CSTI: hmm->t[tr->nodeidx[tpos]][CTII] += wt; break;
+ case CSTD: hmm->t[tr->nodeidx[tpos]][CTID] += wt; break;
+ case CSTE:
+ /* This should only happen from the final insert (I_M) state */
+ if((tpos+1) != (tr->tlen-1))
+ cm_Fail("illegal state transition %s->%s (I is not final insert) in traceback",
+ CP9Statetype(tr->statetype[tpos]),
+ CP9Statetype(tr->statetype[tpos+1]));
+ hmm->t[tr->nodeidx[tpos]][CTIM] += wt; break;
+ break;
+ default:
+ cm_Fail("illegal state transition %s->%s in traceback",
+ CP9Statetype(tr->statetype[tpos]),
+ CP9Statetype(tr->statetype[tpos+1]));
+ }
+ break;
+ case CSTD:
+ switch (tr->statetype[tpos+1]) {
+ case CSTM: hmm->t[tr->nodeidx[tpos]][CTDM] += wt; break;
+ case CSTI: hmm->t[tr->nodeidx[tpos]][CTDI] += wt; break;
+ case CSTD: hmm->t[tr->nodeidx[tpos]][CTDD] += wt; break;
+ case CSTE:
+ /* This should only happen from the final delete (D_M) state */
+ if((tpos+1) != (tr->tlen-1))
+ cm_Fail("illegal state transition %s->%s (D is not final delete) in traceback",
+ CP9Statetype(tr->statetype[tpos]),
+ CP9Statetype(tr->statetype[tpos+1]));
+ hmm->t[tr->nodeidx[tpos]][CTDM] += wt; break;
+ break;
+ default:
+ cm_Fail("illegal state transition %s->%s in traceback",
+ CP9Statetype(tr->statetype[tpos]),
+ CP9Statetype(tr->statetype[tpos+1]));
+ }
+ break;
+ case CSTEL:
+ cm_Fail("EL in traceback in CP9TraceCount(), this function is being abused.");
+ break;
+ case CSTE:
+ break; /* E is the last. It makes no transitions. */
+
+ default:
+ cm_Fail("illegal state %s in traceback",
+ CP9Statetype(tr->statetype[tpos]));
+ }
+ }
+}
+
+/* Function: CP9TraceScore()
+ * based on HMMER 2.3.2's P7TraceScore by SRE
+ *
+ * Purpose: Score a traceback and return the score in scaled bits.
+ * Incept: EPN, Wed May 30 06:07:14 2007
+ *
+ * Args: hmm - HMM with valid log odds scores.
+ * dsq - digitized sequence that traceback aligns to the HMM (1..sq->n)
+ * tr - alignment of seq to HMM
+ *
+ * Return: (void)
+ */
+float
+CP9TraceScore(CP9_t *hmm, ESL_DSQ *dsq, CP9trace_t *tr)
+{
+ int score; /* total score as a scaled integer */
+ int tpos; /* position in tr */
+ char sym; /* digitized symbol in dsq */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9TraceScore, dsq is NULL.");
+
+ /*CP9PrintTrace(stdout, tr, hmm, sq); */
+ score = 0;
+ for (tpos = 0; tpos < tr->tlen-1; tpos++)
+ {
+ sym = dsq[tr->pos[tpos]];
+
+ /* Emissions from M and I states.
+ */
+ if (tr->statetype[tpos] == CSTM)
+ score += hmm->msc[(int) sym][tr->nodeidx[tpos]];
+ else if (tr->statetype[tpos] == CSTI)
+ score += hmm->isc[(int) sym][tr->nodeidx[tpos]];
+
+ /* State transitions. Including EL emissions, EL emits on transition
+ */
+ score += CP9TransitionScoreLookup(hmm,
+ tr->statetype[tpos], tr->nodeidx[tpos],
+ tr->statetype[tpos+1], tr->nodeidx[tpos+1]);
+ }
+ return Scorify(score);
+}
+
+/* Function: CP9Statetype()
+ *
+ * Purpose: Returns the state type in text.
+ * Example: CP9Statetype(M) = "M"
+ */
+char *
+CP9Statetype(char st)
+{
+ switch (st) {
+ case CSTM: return "M";
+ case CSTD: return "D";
+ case CSTI: return "I";
+ case CSTB: return "B";
+ case CSTE: return "E";
+ case CSTEL: return "L";
+ default: return "BOGUS";
+ }
+}
+
+/* Function: CP9PrintTrace()
+ * based on HMMER's 2.3.2 P7PrintTrace()
+ *
+ * Purpose: Print out a traceback structure.
+ * If hmm is non-NULL, also print transition and emission scores.
+ * Incept: EPN, Wed May 30 06:07:57 2007
+ *
+ * Args: fp - stderr or stdout, often
+ * tr - trace structure to print
+ * hmm - NULL or hmm containing scores to print
+ * dsq - NULL or digitized sequence trace refers to.
+ */
+void
+CP9PrintTrace(FILE *fp, CP9trace_t *tr, CP9_t *hmm, ESL_DSQ *dsq)
+{
+ /* Contract check */
+ if((dsq != NULL) && (hmm == NULL))
+ cm_Fail("ERROR in CP9PrintTrace, dsq is non-NULL but HMM is NULL.\n");
+
+ int tpos; /* counter for trace position */
+ unsigned int sym;
+ int sc;
+
+ if (tr == NULL) {
+ fprintf(fp, " [ trace is NULL ]\n");
+ return;
+ }
+
+ if (hmm == NULL) {
+ fprintf(fp, "st node rpos - traceback len %d\n", tr->tlen);
+ fprintf(fp, "-- ---- ------\n");
+ for (tpos = 0; tpos < tr->tlen; tpos++) {
+ fprintf(fp, "%1s %4d %6d\n",
+ CP9Statetype(tr->statetype[tpos]),
+ tr->nodeidx[tpos],
+ tr->pos[tpos]);
+ }
+ } else {
+ if (!(hmm->flags & CPLAN9_HASBITS))
+ cm_Fail("oi, you can't print scores from that hmm, it's not ready.");
+
+ sc = 0;
+ fprintf(fp, "st node rpos transit emission - traceback len %d\n", tr->tlen);
+ fprintf(fp, "-- ---- ------ ------- --------\n");
+ for (tpos = 0; tpos < tr->tlen; tpos++) {
+ if (dsq != NULL) sym = dsq[tr->pos[tpos]];
+
+ fprintf(fp, "%1s %4d %6d %7d",
+ CP9Statetype(tr->statetype[tpos]),
+ tr->nodeidx[tpos],
+ tr->pos[tpos],
+ (tpos < tr->tlen-1) ?
+ CP9TransitionScoreLookup(hmm, tr->statetype[tpos], tr->nodeidx[tpos],
+ tr->statetype[tpos+1], tr->nodeidx[tpos+1]) : 0);
+
+ if (tpos < tr->tlen-1)
+ sc += CP9TransitionScoreLookup(hmm, tr->statetype[tpos], tr->nodeidx[tpos],
+ tr->statetype[tpos+1], tr->nodeidx[tpos+1]);
+
+ if (dsq != NULL) {
+ if (tr->statetype[tpos] == CSTM)
+ {
+ fprintf(fp, " %8d %c", hmm->msc[(int) sym][tr->nodeidx[tpos]],
+ hmm->abc->sym[(int) sym]);
+ sc += hmm->msc[(int) sym][tr->nodeidx[tpos]];
+ }
+ else if (tr->statetype[tpos] == CSTI)
+ {
+ fprintf(fp, " %8d %c", hmm->isc[(int) sym][tr->nodeidx[tpos]],
+ (char) tolower((int) hmm->abc->sym[(int) sym]));
+ sc += hmm->isc[(int) sym][tr->nodeidx[tpos]];
+ }
+ else if (tr->statetype[tpos] == CSTEL)
+ {
+ if(tr->statetype[tpos-1] == CSTEL) /* we will emit on self transit */
+ {
+ fprintf(fp, " %8d %c", 0,
+ (char) tolower((int) hmm->abc->sym[(int) sym]));
+ }
+ else /* we just entered EL, no emission */
+ {
+ fprintf(fp, " %8s %c", "-", '-');
+ }
+ }
+ } else {
+ fprintf(fp, " %8s %c", "-", '-');
+ }
+
+
+ fputs("\n", fp);
+ }
+ fprintf(fp, " ------- --------\n");
+ fprintf(fp, " total: %6d\n\n", sc);
+ }
+}
+
+/* Function: CP9TransitionScoreLookup()
+ * based on HMMER's 2.3.2 function of same name
+ *
+ * Incept: EPN, Wed May 30 06:09:04 2007
+ * Purpose: Convenience function used in CP9PrintTrace() and CP9TraceScore();
+ * given state types and node indices for a transition,
+ * return the integer score for that transition.
+ */
+int
+CP9TransitionScoreLookup(CP9_t *hmm, char st1, int k1,
+ char st2, int k2)
+{
+ switch (st1) {
+ case CSTB:
+ switch (st2) {
+ case CSTM: return hmm->bsc[k2];
+ case CSTI: return hmm->tsc[CTMI][0];
+ case CSTD: return hmm->tsc[CTMD][0];
+ default: cm_Fail("illegal %s->%s transition", CP9Statetype(st1), CP9Statetype(st2));
+ }
+ break;
+ case CSTM:
+ switch (st2) {
+ case CSTM: return hmm->tsc[CTMM][k1];
+ case CSTI: return hmm->tsc[CTMI][k1];
+ case CSTD: return hmm->tsc[CTMD][k1];
+ case CSTE: return hmm->esc[k1];
+ case CSTEL: return hmm->tsc[CTMEL][k1];
+ default: cm_Fail("illegal %s->%s transition", CP9Statetype(st1), CP9Statetype(st2));
+ }
+ break;
+ case CSTI:
+ switch (st2) {
+ case CSTM: return hmm->tsc[CTIM][k1];
+ case CSTI: return hmm->tsc[CTII][k1];
+ case CSTD: return hmm->tsc[CTID][k1];
+ case CSTE: return hmm->tsc[CTIM][k1]; /* This should only happen from the final insert (I_M) state */
+ default: cm_Fail("illegal %s->%s transition", CP9Statetype(st1), CP9Statetype(st2));
+ }
+ break;
+ case CSTD:
+ switch (st2) {
+ case CSTM: return hmm->tsc[CTDM][k1];
+ case CSTI: return hmm->tsc[CTDI][k1];
+ case CSTD: return hmm->tsc[CTDD][k1];
+ case CSTE: return hmm->tsc[CTDM][k1]; /* This should only happen from the final delete (D_M) state */
+ default: cm_Fail("illegal %s->%s transition", CP9Statetype(st1), CP9Statetype(st2));
+ }
+ break;
+ case CSTEL:
+ switch (st2) {
+ case CSTM: return 0; /* transition to EL penalty incurred when M->EL transition takes place */
+ case CSTE: return 0; /* transition to EL penalty incurred when M->EL transition takes place */
+ case CSTEL: return hmm->el_selfsc; /* penalty for EL->EL self transition loop */
+ default: cm_Fail("illegal %s->%s transition", CP9Statetype(st1), CP9Statetype(st2));
+ }
+ break;
+ case CSTE: /* this should never happen, it means we transitioned from E, which is not
+ * allowed. */
+ cm_Fail("illegal %s->%s transition", CP9Statetype(st1), CP9Statetype(st2));
+ break;
+ default: cm_Fail("illegal state %s in traceback", CP9Statetype(st1));
+ }
+ /*NOTREACHED*/
+ return 0;
+}
+
+
+/* Function: CP9ViterbiTrace()
+ * Date: EPN, Wed May 30 17:32:05 2007
+ * based on HMMER 2.3.2's P7ViterbiTrace()
+ *
+ * Purpose: Traceback of a Viterbi matrix: i.e. retrieval
+ * of optimum alignment.
+ *
+ * Args: hmm - hmm, log odds form, used to make mx
+ * dsq - sequence aligned to (digital form) 1..L
+ * i0 - first residue of sequence, often 1
+ * j0 - last residue of sequence, often L
+ * mx - the matrix to trace back in, L x hmm->M
+ * ret_tr - RETURN: traceback.
+ *
+ * Return: (void)
+ * ret_tr is allocated here. Free using CP9FreeTrace().
+ */
+void
+CP9ViterbiTrace(CP9_t *hmm, ESL_DSQ *dsq, int i0, int j0,
+ CP9_MX *mx, CP9trace_t **ret_tr)
+{
+ /* contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9ViterbiTrace(), dsq is NULL.");
+
+ CP9trace_t *tr;
+ int curralloc; /* current allocated length of trace */
+ int tpos; /* position in trace */
+ int i; /* position in seq (1..N) */
+ int k; /* position in model (1..M) */
+ int *erow, **mmx, **imx, **dmx, **elmx;
+ int sc; /* temp var for pre-emission score */
+ int error_flag;
+ int c; /* counter over possible EL states */
+
+ /* Overallocate for the trace.
+ * B- ... - E : 2 states + N is minimum trace;
+ * add N more as buffer.
+ */
+ curralloc = (j0-i0+1) * 2 + 2;
+ CP9AllocTrace(curralloc, &tr);
+
+ mmx = mx->mmx;
+ imx = mx->imx;
+ dmx = mx->dmx;
+ elmx= mx->elmx;
+ erow= mx->erow;
+
+ /* Initialization of trace
+ * We do it back to front; ReverseTrace() is called later.
+ */
+ tr->statetype[0] = CSTE;
+ tr->nodeidx[0] = 0;
+ tr->pos[0] = 0;
+ tpos = 1;
+ i = j0; /* current i (seq pos) we're trying to assign */
+
+ /* Traceback
+ */
+ while (tr->statetype[tpos-1] != CSTB) {
+ error_flag = FALSE;
+ switch (tr->statetype[tpos-1]) {
+ case CSTM: /* M connects from i-1,k-1, B or an EL*/
+ /*printf("CSTM k: %d i:%d \n", k, i);*/
+ sc = mmx[i+1][k+1] - hmm->msc[dsq[i+1]][k+1];
+ if (sc <= -INFTY) { CP9FreeTrace(tr); *ret_tr = NULL; return; }
+ else if (sc == mmx[i][k] + hmm->tsc[CTMM][k])
+ {
+ tr->statetype[tpos] = CSTM;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = i--;
+ }
+ else if (sc == imx[i][k] + hmm->tsc[CTIM][k])
+ {
+ tr->statetype[tpos] = CSTI;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ else if (sc == dmx[i][k] + hmm->tsc[CTDM][k])
+ {
+ tr->statetype[tpos] = CSTD;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = 0;
+ }
+ else /* Check if we came from an EL state (could be more than 1 choice) */
+ {
+ error_flag = TRUE;
+ /* note we look at el_from_ct[k+1] not k for same reason we look
+ * at bsc[k+1] above, we're going backwards, this is a tricky off-by-one */
+ for(c = 0; c < hmm->el_from_ct[k+1]; c++) /* el_from_ct[k+1] is >= 0 */
+ {
+ /* transition penalty to EL incurred when EL was entered */
+ if(sc == elmx[i][hmm->el_from_idx[k+1][c]])
+ {
+ tr->statetype[tpos] = CSTEL;
+ k = hmm->el_from_idx[(k+1)][c];
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ error_flag = FALSE;
+ break;
+ }
+ }
+ }
+ if(error_flag)
+ {
+ /* one last possibility, we came from B, check this last, in
+ * case hmm->bsc[k+1] happens to be identical to sc but
+ * we're not done the parse yet (i.e. one of the cases
+ * above equaled sc). */
+ if (sc == hmm->bsc[k+1])
+ {
+ tr->statetype[tpos] = CSTB;
+ tr->nodeidx[tpos] = 0;
+ tr->pos[tpos] = 0;
+ if(tr->pos[tpos-1] != 1)
+ cm_Fail("traceback failed: premature begin");
+ error_flag = FALSE;
+ }
+ }
+ if(error_flag)
+ cm_Fail("traceback failed");
+ break;
+
+ case CSTD: /* D connects from M,D,I, (D_1 also connects from B (M_0) */
+ /*printf("CSTD k: %d i:%d \n", k, i);*/
+ sc = dmx[i][k+1];
+ if (sc <= -INFTY) { CP9FreeTrace(tr); *ret_tr = NULL; return; }
+ else if(k == 0) /* D_1 connects from B(M_0), and I_0, when k == 0, we're dealing with D_1, a confusing off-by-one */
+ {
+ if(sc == mmx[i][k] + hmm->tsc[CTMD][k])
+ {
+ tr->statetype[tpos] = CSTB;
+ tr->nodeidx[tpos] = 0;
+ tr->pos[tpos] = 0;
+ }
+ else if (sc == imx[i][k] + hmm->tsc[CTID][k])
+ {
+ tr->statetype[tpos] = CSTI;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ else cm_Fail("traceback failed");
+ } /* else k != 0 */
+ else if (sc == mmx[i][k] + hmm->tsc[CTMD][k])
+ {
+ tr->statetype[tpos] = CSTM;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = i--;
+ }
+ else if (sc == imx[i][k] + hmm->tsc[CTID][k])
+ {
+ tr->statetype[tpos] = CSTI;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ else if (sc == dmx[i][k] + hmm->tsc[CTDD][k])
+ {
+ tr->statetype[tpos] = CSTD;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = 0;
+ }
+ else cm_Fail("traceback failed");
+ break;
+
+ case CSTI: /* I connects from M,I,D, (I_0 connects from B also(*/
+ /*printf("CSTI k: %d i:%d \n", k, i);*/
+ sc = imx[i+1][k] - hmm->isc[dsq[i+1]][k];
+ if (sc <= -INFTY) { CP9FreeTrace(tr); *ret_tr = NULL; return; }
+ else if(k == 0) /* I_0 connects from B(M_0), and I_0 */
+ {
+ if(sc == mmx[i][k] + hmm->tsc[CTMI][k])
+ {
+ tr->statetype[tpos] = CSTB;
+ tr->nodeidx[tpos] = 0;
+ tr->pos[tpos] = 0;
+ }
+ else if (sc == imx[i][k] + hmm->tsc[CTII][k])
+ {
+ tr->statetype[tpos] = CSTI;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ }
+ /* else k != 0 */
+ else if (sc == mmx[i][k] + hmm->tsc[CTMI][k])
+ {
+ tr->statetype[tpos] = CSTM;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = i--;
+ }
+
+ else if (sc == imx[i][k] + hmm->tsc[CTII][k])
+ {
+ tr->statetype[tpos] = CSTI;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ else if (sc == dmx[i][k] + hmm->tsc[CTDI][k])
+ {
+ tr->statetype[tpos] = CSTD;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = 0;
+ }
+ else cm_Fail("traceback failed");
+ break;
+
+ case CSTE: /* E connects from any M state. k set here
+ * also can connect from I_M or D_M (diff from p7)
+ * or even EL_M if it exists */
+ if (erow[i] <= -INFTY) { CP9FreeTrace(tr); *ret_tr = NULL; return; }
+ if (erow[i] == imx[i][hmm->M] + hmm->tsc[CTIM][hmm->M])
+ {
+ k = hmm->M;
+ tr->statetype[tpos] = CSTI;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ else if (erow[i] == dmx[i][hmm->M] + hmm->tsc[CTDM][hmm->M])
+ {
+ k = hmm->M;
+ tr->statetype[tpos] = CSTD;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = 0;
+ }
+ else
+ {
+ error_flag = TRUE;
+ for (k = hmm->M; k >= 1; k--)
+ if (erow[i] == mmx[i][k] + hmm->esc[k])
+ {
+ tr->statetype[tpos] = CSTM;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = i--;
+ error_flag = FALSE;
+ break;
+ }
+ if(error_flag)
+ {
+ /* Check if we came from an EL state (could be more than 1 choice) */
+ /* hmm->el_from-ct[hmm->M+1] is # of ELs that can transit to E (END) */
+ for(c = hmm->el_from_ct[hmm->M+1]-1; c >= 0; c--) /* el_from_ct[] is >= 0 */
+ {
+ /* transition penalty to EL incurred when EL was entered */
+ if(erow[i] == elmx[i][hmm->el_from_idx[hmm->M+1][c]])
+ {
+ tr->statetype[tpos] = CSTEL;
+ k = hmm->el_from_idx[(hmm->M+1)][c];
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ error_flag = FALSE;
+ break;
+ }
+ }
+ }
+ }
+ if (k < 0 || error_flag) cm_Fail("traceback failed");
+ break;
+
+ case CSTEL: /* EL connects from certain M states and itself */
+ /*printf("CSTEL k: %d i:%d \n", k, i);*/
+ /* check if we are staying in the EL */
+ sc = elmx[i+1][k];
+ if (sc == elmx[i][k] + hmm->el_selfsc) /* i >= 2, first residue must be emitted by a match, not an EL */
+ {
+ tr->statetype[tpos] = CSTEL;
+ tr->nodeidx[tpos] = k;
+ tr->pos[tpos] = i--;
+ }
+ else if(sc == mmx[i+1][k] + hmm->tsc[CTMEL][k]) /* M->EL->M with 0 self loops in EL */
+ {
+ tr->statetype[tpos] = CSTM;
+ tr->nodeidx[tpos] = k--;
+ tr->pos[tpos] = i+1; /* special case, we decremented i prematurely b/c we
+ * had no way of knowing it was our last visit to EL, before
+ * we went to M (since we're working backwards this is actually
+ * the first visit to EL).
+ */
+ }
+ else cm_Fail("traceback failed");
+ break;
+
+ default:
+ cm_Fail("traceback failed");
+
+ } /* end switch over statetype[tpos-1] */
+
+ tpos++;
+ if (tpos == curralloc)
+ { /* grow trace if necessary */
+ curralloc += (j0-i0+1);
+ CP9ReallocTrace(tr, curralloc);
+ }
+
+ } /* end traceback, at S state; tpos == tlen now */
+ tr->tlen = tpos;
+ CP9ReverseTrace(tr);
+
+ *ret_tr = tr;
+}
+
+/* Function: CP9ReverseTrace()
+ * Date: EPN, Wed May 30 17:52:18 2007
+ * identical to SRE's P7ReverseTrace() from HMMER 2.3.2
+ *
+ * Purpose: Reverse the arrays in a traceback structure.
+ * Tracebacks from Forward() and Viterbi() are
+ * collected backwards, and call this function
+ * when they're done.
+ *
+ * It's possible to reverse the arrays in place
+ * more efficiently; but the realloc/copy strategy
+ * has the advantage of reallocating the trace
+ * into the right size of memory. (Tracebacks
+ * overallocate.)
+ *
+ * Args: tr - the traceback to reverse. tr->tlen must be set.
+ *
+ * Return: (void)
+ * tr is modified.
+ */
+void
+CP9ReverseTrace(CP9trace_t *tr)
+{
+ int status;
+ char *statetype;
+ int *nodeidx;
+ int *pos;
+ int opos, npos;
+
+ /* Allocate
+ */
+ ESL_ALLOC(statetype, sizeof(char)* tr->tlen);
+ ESL_ALLOC(nodeidx, sizeof(int) * tr->tlen);
+ ESL_ALLOC(pos, sizeof(int) * tr->tlen);
+
+ /* Reverse the trace.
+ */
+ for (opos = tr->tlen-1, npos = 0; npos < tr->tlen; npos++, opos--)
+ {
+ statetype[npos] = tr->statetype[opos];
+ nodeidx[npos] = tr->nodeidx[opos];
+ pos[npos] = tr->pos[opos];
+ }
+
+ /* Swap old, new arrays.
+ */
+ free(tr->statetype);
+ free(tr->nodeidx);
+ free(tr->pos);
+ tr->statetype = statetype;
+ tr->nodeidx = nodeidx;
+ tr->pos = pos;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+
+/* Function: CP9Traces2Alignment()
+ * based on SRE's P7Traces2Alignment() from HMMER 2.3.2
+ *
+ * Purpose: Convert an array of traceback structures for a set
+ * of sequences into a new multiple alignment. Modified
+ * from HMMER to account for possible EL local-end
+ * insertions (which don't exist in P7). Including EL
+ * insertions requires an emit map from the CM.
+ *
+ * Insertions/ELs are put into lower case and
+ * are not aligned; instead, Nterm is right-justified,
+ * Cterm is left-justified, and internal insertions
+ * are split in half and the halves are justified in
+ * each direction (the objective being to increase
+ * the chances of getting insertions aligned well enough
+ * for them to become a match). SAM gap char conventions
+ * are used: - in match columns, . in insert columns
+ *
+ * Args: cm - the CM the CP9 was built from, needed to get emitmap,
+ * so we know where to put EL transitions
+ * abc - alphabet to use to create the return MSA
+ * sq - sequences
+ * wgt - weights for seqs, NULL for none
+ * nseq - number of sequences
+ * tr - array of tracebacks
+ * do_full - TRUE to always include all match columns in alignment
+ * do_matchonly - TRUE to ONLY include match columns
+ * ret_msa - MSA, alloc'ed created here
+ *
+ * Return: eslOK on succes, eslEMEM on memory error.
+ * MSA structure in ret_msa, caller responsible for freeing.
+ */
+int
+CP9Traces2Alignment(CM_t *cm, const ESL_ALPHABET *abc, ESL_SQ **sq, float *wgt,
+ int nseq, CP9trace_t **tr, int do_full, int do_matchonly,
+ ESL_MSA **ret_msa)
+{
+ int status; /* easel status flag */
+ ESL_MSA *msa; /* RETURN: new alignment */
+ int idx; /* counter for sequences */
+ int alen; /* width of alignment */
+ int *maxins = NULL; /* array of max inserts between aligned columns */
+ int *maxels = NULL; /* array of max ELs emissions between aligned columns */
+ int *matmap = NULL; /* matmap[k] = apos of match k [1..M] */
+ int nins; /* counter for inserts */
+ int cpos; /* HMM node, consensus position */
+ int apos; /* position in aligned sequence (0..alen-1)*/
+ int rpos; /* position in raw digital sequence (1..L)*/
+ int tpos; /* position counter in traceback */
+ int epos; /* position ctr for EL insertions */
+ int statetype; /* type of current state, e.g. STM */
+ CMEmitMap_t *emap = NULL; /* consensus emit map for the CM */
+ int *imap = NULL; /* first apos for an insert following a cpos */
+ int *elmap = NULL; /* first apos for an EL following a cpos */
+ int *matuse = NULL; /* TRUE if we need a cpos in mult alignment */
+ int *eluse = NULL; /* TRUE if we have an EL after cpos in alignment */
+ int **eposmap = NULL; /* [seq idx][CP9 node idx] where each EL should emit to */
+ int *iuse = NULL; /* TRUE if we have an I after cpos in alignment */
+ CMConsensus_t *con = NULL; /* consensus information for the CM */
+ int next_match; /* used for filling eposmap */
+ int c; /* counter over possible EL froms */
+ int *insleft; /* [0..cpos..clen] TRUE if inserts *following* cpos should be flush right */
+ int nd; /* counter over nodes */
+ int max_ins_or_el[2];/* for regularizing (splitting) inserts */
+ int pass_offset[2]; /* for regularizing (splitting) inserts */
+ int pass; /* for regularizing (splitting) inserts */
+ char errbuf[cmERRBUFSIZE];
+
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CP9Traces2Alignment, cm->cp9 is NULL.\n");
+ if(cm->cp9map == NULL)
+ cm_Fail("ERROR in CP9Traces2Alignment, cm->cp9map is NULL.\n");
+ if(!(cm->flags & CMH_CP9))
+ cm_Fail("ERROR in CP9Traces2Alignment, CMH_CP9 flag is down.");
+ /* We allow the caller to specify the alphabet they want the
+ * resulting MSA in, but it has to make sense (see next few lines). */
+ if(cm->abc->type == eslRNA)
+ {
+ if(abc->type != eslRNA && abc->type != eslDNA)
+ cm_Fail("ERROR in Parsetrees2Alignment(), cm alphabet is RNA, but requested output alphabet is neither DNA nor RNA.");
+ }
+ else if(cm->abc->K != abc->K)
+ cm_Fail("ERROR in Parsetrees2Alignment(), cm alphabet size is %d, but requested output alphabet size is %d.", cm->abc->K, abc->K);
+
+ /* create the emit map */
+ emap = CreateEmitMap(cm);
+
+ /* Determine which direction we emit to for each consensus column,
+ * IL's emit left, IR's emit right, but this info isn't indexed by
+ * consensus column, so we use an emitmap to get it. This is used
+ * to determine if we go IL before EL or EL before IR when inserting
+ * both regular IL/IR inserts and EL inserts in same place. This is
+ * also used if we have enabled (cm->align_opts &
+ * CM_ALIGN_FLUSHINSERTS) which overides default behavior to split
+ * the inserts and adopts 'flush left for IL / flush right for IR'
+ * behavior (which older versions of Infernal used).
+ */
+ ESL_ALLOC(insleft, sizeof(int) * (emap->clen+1));
+ esl_vec_ISet(insleft, (cm->clen+1), -1);
+ for(nd = 0; nd < cm->nodes; nd++)
+ {
+ if(cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == BEGR_nd || cm->ndtype[nd] == ROOT_nd)
+ if(insleft[emap->lpos[nd]] == -1) /* deal with sole CM grammar ambiguity */
+ insleft[emap->lpos[nd]] = TRUE;
+ if(cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATR_nd)
+ insleft[emap->rpos[nd]-1] = FALSE;
+ }
+ if(insleft[emap->clen] == -1) insleft[emap->clen] = FALSE; /* special case, insleft[emap->clen] == -1 IFF cpos==emap->clen is modelled by MATR or MATP. */
+ /* check we've constructed insleft properly, TEMPORARY */
+ for(cpos = 0; cpos <= emap->clen; cpos++)
+ ESL_DASSERT1((insleft[cpos] != -1));
+
+ /* Here's the problem. We want to align the match states in columns,
+ * but some sequences have inserted symbols in them; we need some
+ * sort of overall knowledge of where the inserts are and how long
+ * they are in order to create the alignment.
+ *
+ * Here's our trick. maxins[] and maxels[] are 0..hmm->M arrays;
+ * maxins[i] stores the maximum number of times insert substate
+ * i was used. maxels[i] stores the max number of times an EL insertion
+ * occurs after insert substate i. maxins[i] + maxels[i]
+ * is the maximum number of gaps to insert between canonical
+ * column i and i+1. maxins[0], maxels[0] is the N-term tail;
+ * maxins[M], maxels[0] is the C-term tail.
+ */
+ ESL_ALLOC(matuse, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(eluse, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(iuse, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(maxins, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(maxels, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(matmap, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(imap, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(elmap, sizeof(int) * (emap->clen+1));
+ ESL_ALLOC(eposmap,sizeof(int *) * (nseq));
+
+ /* eposmap is 2D b/c different traces can have different epos
+ * (position where EL inserts) for the same EL state, for example:
+ * an EL state for node 9 may reconnect at node 25 in one parse
+ * and node 50 in another if there's a CM MATL node with subtree
+ * lpos=9 rpos=50, and a CM BEGL node with subtree lpos=9 rpos=25,
+ * i.e. there are 2 CM EL states being mirrored by 1 HMM EL state.
+ */
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if(!do_full || cpos == 0)
+ matuse[cpos] = 0;
+ else
+ matuse[cpos] = 1;
+ maxins[cpos] = maxels[cpos] = 0;
+ iuse[cpos] = eluse[cpos] = imap[cpos] = elmap[cpos] = 0;
+ }
+
+ /* Look at all the traces; find maximum length of
+ * insert needed at each of the clen+1 possible gap
+ * points. (There are two types of insert, I/EL)
+ * Also find whether we don't need some of the match
+ * (consensus) columns.
+ */
+ for (idx = 0; idx < nseq; idx++)
+ {
+ ESL_ALLOC(eposmap[idx], sizeof(int) * (emap->clen+1));
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ iuse[cpos] = eluse[cpos] = 0;
+ eposmap[idx][cpos] = -1;
+ }
+
+ /* Determine the eposmap, the cpos EL's go into for each cpos for each seq.
+ * This depends on the first match state entered after each EL, so we go bottom up */
+ next_match = -1;
+ for (tpos = tr[idx]->tlen - 1; tpos >= 0; tpos--)
+ {
+ statetype = tr[idx]->statetype[tpos]; /* just for clarity */
+ cpos = tr[idx]->nodeidx[tpos];
+ if(statetype == CSTM) next_match = cpos;
+ if(statetype == CSTE) next_match = cm->cp9->M+1;
+ if(statetype == CSTEL) eposmap[idx][cpos] = next_match; /* this will be overwritten below */
+ }
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if(eposmap[idx][cpos] != -1)
+ {
+ /*printf("cpos: %d eposmap[idx][cpos]: %d ct: %d\n", cpos, eposmap[idx][cpos], cm->cp9->el_from_ct[eposmap[idx][cpos]]);*/
+ /* determine the epos based on the CM emit map and cm->cp9->el* data structures */
+ for(c = 0; c < cm->cp9->el_from_ct[eposmap[idx][cpos]]; c++)
+ {
+ if(cm->cp9->el_from_idx[eposmap[idx][cpos]][c] == cpos)
+ {
+ eposmap[idx][cpos] = emap->epos[cm->cp9->el_from_cmnd[eposmap[idx][cpos]][c]];
+ break;
+ }
+ if(c == (cm->cp9->el_from_ct[eposmap[idx][cpos]] - 1))
+ cm_Fail("Couldn't determine epos for cpos: %d\n", cpos);
+ }
+ }
+ }
+
+ for (tpos = 0; tpos < tr[idx]->tlen; tpos++)
+ {
+ cpos = tr[idx]->nodeidx[tpos];
+ switch (tr[idx]->statetype[tpos]) {
+ case CSTI: iuse[cpos]++; break;
+ case CSTM: matuse[tr[idx]->nodeidx[tpos]] = 1; break;
+ case CSTEL:
+ eluse[eposmap[idx][cpos]]++;
+ break;
+ case CSTD:
+ case CSTE:
+ case CSTB:
+ break;
+ default:
+ cm_Fail("CP9Traces2Alignment reports unrecognized statetype %c",
+ CP9Statetype(tr[idx]->statetype[tpos]));
+ }
+ } /* end looking at trace i */
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if (iuse[cpos] > maxins[cpos]) maxins[cpos] = iuse[cpos];
+ if (eluse[cpos] > maxels[cpos]) maxels[cpos] = eluse[cpos]-1; /* EL only emits on self loops */
+ }
+ } /* end calculating lengths used by all traces */
+
+ /***********************************************
+ * Construct the alignment
+ ***********************************************/
+
+ /* Now we can calculate the total length of the multiple alignment, alen;
+ * and the maps imap and elmap that turn a cpos into an apos
+ * in the multiple alignment: e.g. for an insert that follows consensus
+ * position cpos, put it at or after apos = imap[cpos] in aseq[][].
+ */
+
+ matmap[0] = -1; /* M_0 is B state, non-emitter */
+ alen = 0;
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if (matuse[cpos])
+ {
+ matmap[cpos] = alen;
+ alen++;
+ }
+ else
+ matmap[cpos] = -1;
+
+ if(insleft[cpos]) { /* IL state inserts here, IL's go before EL's */
+ imap[cpos] = alen; alen += maxins[cpos];
+ elmap[cpos] = alen; alen += maxels[cpos];
+ }
+ else { /* IR state inserts here, IR's go after EL's */
+ elmap[cpos] = alen; alen += maxels[cpos];
+ imap[cpos] = alen; alen += maxins[cpos];
+ }
+ }
+ /* allocation for new alignment */
+ if((msa = esl_msa_Create(nseq, alen)) == NULL) goto ERROR;
+ msa->nseq = nseq;
+ msa->alen = alen;
+ msa->abc = (ESL_ALPHABET *) abc;
+
+ for (idx = 0; idx < nseq; idx++)
+ {
+ if(sq[idx]->dsq == NULL) cm_Fail("ERROR in CP9Traces2Alignment(), sq's should be digitized.\n");
+
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ iuse[cpos] = eluse[cpos] = 0;
+ /* blank an aseq */
+ for (apos = 0; apos < alen; apos++)
+ msa->aseq[idx][apos] = '.';
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ if (matmap[cpos] != -1) msa->aseq[idx][matmap[cpos]] = '-';
+ msa->aseq[idx][alen] = '\0';
+
+ /* align the sequence */
+ apos = 0;
+ for (tpos = 0; tpos < tr[idx]->tlen; tpos++)
+ {
+ statetype = tr[idx]->statetype[tpos]; /* just for clarity */
+ rpos = tr[idx]->pos[tpos];
+ cpos = tr[idx]->nodeidx[tpos];
+
+ if (statetype == CSTM)
+ {
+ apos = matmap[cpos];
+ msa->aseq[idx][apos] = abc->sym[sq[idx]->dsq[rpos]];
+ }
+ else if (statetype == CSTD)
+ apos = matmap[cpos]+1; /* need for handling D->I; xref STL6/p.117 */
+ else if (statetype == CSTI)
+ {
+ /* flush all inserts left for now, we'll split or flush-right after we're done with all seqs */
+ apos = imap[cpos] + iuse[cpos];
+ msa->aseq[idx][apos] = (char) tolower((int) abc->sym[sq[idx]->dsq[rpos]]);
+ iuse[cpos]++;
+ }
+ else if (statetype == CSTEL)
+ {
+ /*printf("CSTEL cpos: %d rpos: %d epos: %d\n", cpos, rpos);*/
+ epos = eposmap[idx][cpos];
+ if(tr[idx]->statetype[tpos-1] == CSTEL) /* we don't emit on first EL visit */
+ {
+ apos = elmap[epos] + eluse[epos];
+ msa->aseq[idx][apos] = (char) tolower((int) abc->sym[sq[idx]->dsq[rpos]]);
+ eluse[epos]++;
+ }
+ }
+ else if (statetype == CSTE)
+ apos = matmap[emap->clen]+1; /* set position for C-term tail */
+ }
+
+ /* All insertions (IL/IR/EL) are currently flush-left, but they won't all remain so.
+ * Two options for what to do:
+ * 1. Split insertions (this is default):
+ * 5' extension (ROOT_IL: prior to cpos 1) is right-justified.
+ * Internal inserts are split in half
+ * 3' extension (ROOT_IR: after final cpos) remains left-justified.
+ * 2. Flush IL's left, IR's right only ON if cm->align_opts & CM_ALIGN_FLUSHINSERTS (this was Infernal pre-1.0 default)
+ * use insleft array to determine which type of insert (IL,IR) emits after each
+ * consensus column, and flush inserts appropriately.
+ *
+ * We have to be careful about EL's. We don't want to group IL/IR's and EL's together and then split them
+ * because we need to annotate IL/IR's as '.'s in the consensus structure and EL's as '~'. So we split
+ * each of the 2 group of inserts separately (IL or IR's (their can only be one per position)) and EL's.
+ * This is done somewhat confusingly (but without repeating too much code) with the
+ * for (pass = 0; pass <= 1; pass++) loop, and the max_ins_or_el[] and pass_offset[] arrays.
+ */
+
+ /* deal with inserts before cpos 1, don't think they're can be EL's here, but we leave it in case I'm forgetting.
+ * if there are EL's they would come after any ROOT_ILs */
+ if(!(cm->align_opts & CM_ALIGN_FLUSHINSERTS)) /* default behavior, flush ROOT_IL right, else leave ROOT_IL flush left */
+ rightjustify(msa->abc, msa->aseq[idx], maxins[0]);
+ if(!(cm->align_opts & CM_ALIGN_FLUSHINSERTS)) /* default behavior, flush pre-cpos=1 ELs right, else leave them flush left */
+ rightjustify(msa->abc, msa->aseq[idx]+maxins[0], maxels[0]);
+
+ for (cpos = 1; cpos < emap->clen; cpos++)
+ {
+ if(insleft[cpos]) { /* ILs then ELs */
+ max_ins_or_el[0] = maxins[cpos];
+ max_ins_or_el[1] = maxels[cpos];
+ pass_offset[0] = 0;
+ pass_offset[1] = maxins[cpos]; /* we'll have to add this to get to appropriate alignment position when pass==1 */
+ }
+ else { /* ELs then IRs */
+ max_ins_or_el[0] = maxels[cpos];
+ max_ins_or_el[1] = maxins[cpos];
+ pass_offset[0] = 0;
+ pass_offset[1] = maxels[cpos]; /* we'll have to add this to get to appropriate alignment position when pass==1 */
+ }
+ for(pass = 0; pass <= 1; pass++)
+ {
+ if (max_ins_or_el[pass] > 1)
+ {
+ apos = matmap[cpos]+1 + pass_offset[pass];
+ if(! (cm->align_opts & CM_ALIGN_FLUSHINSERTS)) /* default behavior, split insert in half */
+ {
+ for (nins = 0; islower((int) (msa->aseq[idx][apos])); apos++)
+ nins++;
+ nins /= 2; /* split the insertion in half */
+ rightjustify(msa->abc, msa->aseq[idx]+matmap[cpos]+1 + pass_offset[pass] + nins, max_ins_or_el[pass]-nins);
+ }
+ /* else revert to pre-1.0 infernal behavior, flush IL's left, and flush IR's right */
+ else if(!(insleft[cpos])) /* only insert right if next consensus column doesn't insert left */
+ rightjustify(msa->abc, msa->aseq[idx] + apos, max_ins_or_el[pass]);
+ }
+ }
+ }
+ /* deal with inserts after final cpos 1,
+ * if there are EL's they would come before any ROOT_IRs */
+ if(cm->align_opts & CM_ALIGN_FLUSHINSERTS) /* old behavior, flush ROOT_IR right, else (default) leave ROOT_IR flush left */
+ rightjustify(msa->abc, msa->aseq[idx]+matmap[emap->clen]+1, maxels[emap->clen]);
+ if(cm->align_opts & CM_ALIGN_FLUSHINSERTS) /* old behavior, flush ROOT_IR right, else (default) leave ROOT_IR flush left */
+ rightjustify(msa->abc, msa->aseq[idx]+matmap[emap->clen]+1+maxels[emap->clen], maxins[emap->clen]);
+ }
+ /***********************************************
+ * Build the rest of the MSA annotation.
+ ***********************************************/
+
+ msa->nseq = nseq;
+ msa->alen = alen;
+ ESL_ALLOC(msa->au, sizeof(char) * (strlen(PACKAGE_VERSION)+10));
+ sprintf(msa->au, "Infernal %s", PACKAGE_VERSION);
+
+ /* copy names and weights */
+ for (idx = 0; idx < nseq; idx++)
+ {
+ if((status = esl_strdup(sq[idx]->name, -1, &(msa->sqname[idx]))) != eslOK) goto ERROR;
+ if (wgt == NULL) msa->wgt[idx] = 1.0;
+ else msa->wgt[idx] = wgt[idx];
+ }
+
+ /* Construct the secondary structure consensus line, msa->ss_cons:
+ * IL, IR are annotated as .
+ * EL is annotated as ~
+ * and match columns use the structure code.
+ * Also the primary sequence consensus/reference coordinate system line,
+ * msa->rf.
+ */
+ ESL_ALLOC(msa->ss_cons, (sizeof(char) * (alen+1)));
+ ESL_ALLOC(msa->rf, (sizeof(char) * (alen+1)));
+ CreateCMConsensus(cm, abc, 3.0, 1.0, &con);
+
+ for (cpos = 0; cpos <= emap->clen; cpos++)
+ {
+ if (matuse[cpos])
+ { /* CMConsensus is off-by-one right now, 0..clen-1 relative to cpos's 1..clen */
+ if (con->ct[cpos-1] != -1 && matuse[con->ct[cpos-1]+1] == 0) {
+ msa->ss_cons[matmap[cpos]] = '.';
+ msa->rf[matmap[cpos]] = con->cseq[cpos-1];
+ } else {
+ msa->ss_cons[matmap[cpos]] = con->cstr[cpos-1];
+ msa->rf[matmap[cpos]] = con->cseq[cpos-1];
+ }
+ }
+ if (maxins[cpos] > 0)
+ for (apos = imap[cpos]; apos < imap[cpos] + maxins[cpos]; apos++)
+ {
+ msa->ss_cons[apos] = '.';
+ msa->rf[apos] = '.';
+ }
+ if (maxels[cpos] > 0)
+ {
+ for (apos = elmap[cpos]; apos < elmap[cpos] + maxels[cpos]; apos++)
+ {
+ msa->ss_cons[apos] = '~';
+ msa->rf[apos] = '~';
+ }
+ }
+ }
+ msa->ss_cons[alen] = '\0';
+ msa->rf[alen] = '\0';
+
+ /* If we only want the match columns, shorten the alignment
+ * by getting rid of the inserts. (Alternatively we could probably
+ * simplify the building of the alignment, but all that pretty code
+ * above already existed, so we do this post-msa-building shortening).
+ */
+ if(do_matchonly)
+ {
+ int *useme;
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen));
+ esl_vec_ISet(useme, msa->alen, FALSE);
+ for(cpos = 0; cpos <= emap->clen; cpos++)
+ if(matmap[cpos] != -1) useme[matmap[cpos]] = TRUE;
+ if((status = esl_msa_ColumnSubset(msa, errbuf, useme)) != eslOK) return status;
+ free(useme);
+ }
+
+ /* Free and return */
+ FreeCMConsensus(con);
+ FreeEmitMap(emap);
+ free(eluse);
+ free(iuse);
+ free(matuse);
+ free(maxins);
+ free(maxels);
+ free(matmap);
+ free(imap);
+ free(elmap);
+ free(insleft);
+ esl_Free2D((void **) eposmap, nseq);
+ *ret_msa = msa;
+ return eslOK;
+
+ ERROR:
+ if(con != NULL) FreeCMConsensus(con);
+ if(emap != NULL) FreeEmitMap(emap);
+ if(matuse!= NULL) free(matuse);
+ if(iuse != NULL) free(iuse);
+ if(elmap != NULL) free(elmap);
+ if(maxels!= NULL) free(maxels);
+ if(matmap!= NULL) free(matmap);
+ esl_Free2D((void **) eposmap, nseq);
+ if(msa != NULL) esl_msa_Destroy(msa);
+ return status;
+}
+
+
+/* Function: CP9TraceScoreCorrectionNull2()
+ * Based on HMMER2's TraceScoreCorrection()
+ * Date: Sun Dec 21 12:05:47 1997 [StL]
+ *
+ * Purpose: Calculate a correction (in integer log_2 odds) to be
+ * applied to a sequence, using a second null model,
+ * based on a traceback. M/I emissions are corrected;
+ * The null model is constructed /post hoc/ as the
+ * average over all the M,I distributions used by the trace.
+ *
+ * Return: the log_2-odds score correction.
+ */
+int
+CP9TraceScoreCorrectionNull2(CP9_t *hmm, char *errbuf, CP9trace_t *tr, ESL_DSQ *dsq, int start, float *ret_sc)
+{
+ int status;
+ float *p; /* null2 model distribution */
+ int *sc; /* null2 model scores */
+ int a; /* residue index counters */
+ int tpos;
+ int score;
+
+ /* Rarely, the alignment was totally impossible, and tr is NULL.
+ */
+ if (tr == NULL) return 0.0;
+
+ /* Set up model: average over the emission distributions of
+ * all M, I states that appear in the trace. Ad hoc? Sure, you betcha.
+ */
+ /* trivial preorder traverse, since we're already numbered that way */
+ ESL_ALLOC(p, sizeof(float) * hmm->abc->K);
+ esl_vec_FSet(p, hmm->abc->K, 0.0);
+ for (tpos = 0; tpos < tr->tlen; tpos++) {
+ if (tr->statetype[tpos] == CSTM) esl_vec_FAdd(p, hmm->mat[tr->nodeidx[tpos]], hmm->abc->K);
+ else if (tr->statetype[tpos] == CSTI) esl_vec_FAdd(p, hmm->ins[tr->nodeidx[tpos]], hmm->abc->K);
+ }
+ esl_vec_FNorm(p, hmm->abc->K);
+
+ ESL_ALLOC(sc, sizeof(int) * (hmm->abc->Kp));
+ /* calculate null2 scores of each possible emission, first the base alphabet */
+ for (a = 0; a < hmm->abc->K; a++) sc[a] = Prob2Score(p[a], hmm->null[a]);
+ /* the ambiguities */
+ for (a = hmm->abc->K+1; a < hmm->abc->Kp-1; a++) sc[a] = esl_abc_IAvgScore(hmm->abc, a, sc);
+
+ /* Score all the M,I state emissions that appear in the trace.
+ */
+ score = 0;
+ for (tpos = 0; tpos < tr->tlen; tpos++)
+ if (tr->statetype[tpos] == CSTM || tr->statetype[tpos] == CSTI) score += sc[dsq[tr->pos[tpos]]];
+
+ /* Apply an ad hoc 8 bit fudge factor penalty;
+ * interpreted as a prior, saying that the second null model is
+ * 1/2^8 (1/256) as likely as the standard null model
+ */
+ score -= 8 * INTSCALE;
+
+ /* Return the correction to the bit score.
+ */
+ printf("CP9TraceScoreCorrectionNull2() returning %.3f bits\n", Scorify(ILogsum(0, score)));
+ *ret_sc = Scorify(ILogsum(0, score));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "CP9TraceScoreCorrectionNull2(): memory allocation error.");
+ return status; /* NEVERREACHED*/
+}
diff --git a/src/cplan9.h b/src/cplan9.h
new file mode 100644
index 0000000..2895aa9
--- /dev/null
+++ b/src/cplan9.h
@@ -0,0 +1,250 @@
+/* cplan9.h
+ *
+ Support for a CM plan 9 HMM architecture.
+ * Data structures were morphed from their plan 7 analogs.
+ *
+ * EPN 02.26.06 (based on SRE's HMMER's plan7.h)
+ *
+ * A few functions were hijacked from HMMER 2.4 and placed
+ * here without modification. These first 4 are all from
+ * HMMER::mathsupport.c
+ *
+ * ILogSum() (and auxiliary funcs associated with it)
+ * Score2Prob()
+ * Prob2Score()
+ * Scorify()
+ *
+ * And one from HMMER:plan7.c
+ * DegenerateSymbolScore()
+ */
+
+#include "structs.h"
+#include "config.h"
+
+/* Functions stolen from HMMER-2.4::mathsupport.c */
+extern int ILogsum(int p1, int p2);
+extern int Prob2Score(float p, float null);
+extern float Score2Prob(int sc, float null);
+extern float Scorify(int sc);
+extern int DegenerateSymbolScore(float *p, float *null, int ambig);
+
+#ifndef CPLAN9_INCLUDED
+#define CPLAN9_INCLUDED
+
+#define CP9MAXABET 4 /* should be same as MAXABET in structs.h */
+
+/* Structure: cm_plan9_s
+ *
+ * 03.10.06 EPN: Original intended use of CM plan 9 structure is to read a CM
+ * file, and build CM plan 9 HMM based on the CM, first by determining the
+ * probabilities for each state of the HMM, and then logoddsifying the model.
+ *
+ * Declaration of a CM Plan 9 profile-HMM structure.
+ * Modified from a plan 7 (with (hopefully) minimal change) to mirror a CM
+ * as closely as possible.
+ *
+ * The model has two forms:
+ * 1. The "core" model has 0..M nodes, node 0 is special, its "match" state
+ * is really state B (which is forced silent by having hmm->mat[0] = NULL and
+ * hmm->msc[0] = NULL), its "insert" state is really state N (with emission
+ * probs hmm->ins[0]), and it has NO DELETE STATE.
+ *
+ * hmm->t[0][CTMM]: 0. (B->M_1 transition is hmm->begin[1])
+ * hmm->t[0][CTMI]: transition from B to N (I_0);
+ * hmm->t[0][CTMD]: transition from B to D_1;
+ * hmm->t[0][CTME]: null (transition from B to an EL state is impossible)
+ * hmm->t[0][CTIM]: transition from N to M_1;
+ * hmm->t[0][CTII]: N self transition;
+ * hmm->t[0][CTID]: N -> D_1
+ * hmm->t[0][CTDM]: null
+ * hmm->t[0][CTDI]: null
+ * hmm->t[0][CTDD]: null
+ *
+ * t[0..M] are the state transition probs. t[k][CTME] is an
+ * end-local probability, the EL states can only be reached by a
+ * subset of match states, this probability is -INFTY for states
+ * that can't reach the EL.
+ *
+ * t[M] are special, because this node transits to the end (E
+ * state). The E state is (sort-of) treated as match state M+1, as
+ * t[M][CTIM] is the transition from I_M to E, t[M][CTDM] is the
+ * transition from D_M to E. However, t[M][CTMM] is always 0.0,
+ * the transition from M_M to E is end[hmm->M]; t[M][CTMD],
+ * t[M][CTDD], t[M][CTDI] are set as 0.0.
+ *
+ * mat[1..M] are match emission probs.
+ * ins[0..M] are insert emission probs. (ins[0] is state N emission probs)
+ *
+ * The CM_PLAN9_HASPROB flag is up when these all correspond to a fully normalized
+ * profile HMM.
+ *
+ * 2. The "logoddsified" model is the configured model, converted to
+ * integer score form and ready for alignment algorithms.
+ * bsc, esc scores correspond to begin, and end probabilities.
+ *
+ * The CPLAN9_HASBITS flag is up when both of these are ready for
+ * alignment.
+ *
+ */
+typedef struct cplan9_s {
+ /* The main model in probability form: data-dependent probabilities.
+ * Transition probabilities are usually accessed as a
+ * two-D array: hmm->t[k][CTMM], for instance. They are allocated
+ * such that they can also be stepped through in 1D by pointer
+ * manipulations, for efficiency in DP algorithms.
+ * CPLAN9_HASPROBS flag is raised when these probs are all valid.
+ */
+ const ESL_ALPHABET *abc; /* pointer to the alphabet, usually points to cm->abc */
+ int M; /* length of the model (# nodes) +*/
+ float **t; /* transition prob's. t[0..M][0..9] +*/
+ float **mat; /* match emissions. mat[1..M][0..3] +*/
+ float **ins; /* insert emissions. ins[0..M][0..3] +*/
+
+ /* The unique states of CM Plan 9 in probability form.
+ * These are the algorithm-dependent, data-independent probabilities.
+ * Some parts of the code may briefly use a trick of copying tbd1
+ * into begin[0]; this makes it easy to call FChoose() or FNorm()
+ * on the resulting vector. However, in general begin[0] is not
+ * a valid number.
+ * CPLAN9_HASALG flag is up when these probs are all valid.
+ */
+ float *begin; /* 1..M B->M state transitions +*/
+ float *end; /* 1..M M->E state transitions (!= a dist!) +*/
+
+ /* The model's log-odds score form.
+ * These are created from the probabilities by LogoddsifyHMM_cp9().
+ * By definition, null[] emission scores are all zero.
+ * Note that emission distributions are over possible alphabet symbols,
+ * not just the unambiguous protein or DNA alphabet: we
+ * precalculate the scores for all IUPAC degenerate symbols we
+ * may see.
+ *
+ * Note the reversed indexing on msc, isc, tsc -- for efficiency reasons.
+ * They're not probability vectors any more so we can reorder them
+ * without wildly complicating our life.
+ *
+ * The _mem ptrs are where the real memory is alloc'ed and free'd,
+ * as opposed to where it is accessed.
+ * This came in with Erik Lindahl's altivec port; it allows alignment on
+ * 16-byte boundaries. In the non-altivec code, this is just a little
+ * redundancy; tsc and tsc_mem point to the same thing, for example.
+ *
+ * CPLAN9_HASBITS flag is up when these scores are valid.
+ */
+ int **tsc; /* transition scores [0.9][0.M] +*/
+ int **msc; /* match emission scores [0.MAXDEGEN-1][1.M] +*/
+ int **isc; /* ins emission scores [0.MAXDEGEN-1][0.M] +*/
+ int *bsc; /* begin transitions [1.M] +*/
+ int *esc; /* end transitions [1.M] +*/
+ int *tsc_mem, *msc_mem, *isc_mem, *bsc_mem, *esc_mem;
+
+ /* The null model probabilities.
+ */
+ float null[CP9MAXABET]; /* "random sequence" emission prob's +*/
+ float p1; /* null model loop probability +*/
+ float el_self; /* EL transition self loop probability */
+ int el_selfsc; /* EL transition self loop score */
+ int *has_el; /* has_el[k] is TRUE if node k has an EL state */
+ int *el_from_ct; /* el_from_ct[k] is the number of HMM nodes kp
+ * where a transition from kp's EL state to k's
+ * match state is valid. */
+ int **el_from_idx; /* [0..M+1][] el_from_idx[k] is an array of
+ * size el_from_idx[k] each element is a node
+ * kp where a transition from kp's EL state
+ * to k's match state is allowed */
+ int **el_from_cmnd; /* [0..M+1][] el_from_cmnd[k] is an array of
+ * size el_from_idx[k] element i is the CM
+ * node that the EL transition to k to
+ * el_from_idx[k][i] corresponds with, used
+ * only for building alignments from traces. */
+ int flags; /* bit flags indicating state of HMM, valid data +*/
+} CP9_t;
+
+/* Flag codes for cplan9->flags.
+ */
+#define CPLAN9_HASBITS (1<<0) /* raised if model has log-odds scores */
+#define CPLAN9_HASPROB (1<<1) /* raised if model has probabilities */
+#define CPLAN9_LOCAL_BEGIN (1<<2) /* raised if model has local begins turned on */
+#define CPLAN9_LOCAL_END (1<<3) /* raised if model has S/W local ends turned on */
+#define CPLAN9_EL (1<<4) /* raised if model has EL local ends turned on */
+
+/* Indices for CM Plan9 main model state transitions.
+ * Used for indexing hmm->t[k][]
+ * mnemonic: Cm plan 9 Transition from Match to Match = CTMM
+ */
+#define CTMM 0
+#define CTMI 1
+#define CTMD 2
+#define CTME 3
+#define CTIM 4
+#define CTII 5
+#define CTID 6
+#define CTDM 7
+#define CTDI 8
+#define CTDD 9
+
+/* Declaration of CM Plan9 dynamic programming matrix structure.
+ */
+typedef struct cp9_dpmatrix_s {
+ int **mmx; /* match scores [0.1..N][0..M] */
+ int **imx; /* insert scores [0.1..N][0..M] */
+ int **dmx; /* delete scores [0.1..N][0..M] */
+ int **elmx; /* end local scores [0.1..N][0..M] */
+ int *erow; /* score for E state [0.1..N] */
+ /* Hidden ptrs where the real memory is kept; this trick was
+ * introduced by Erik Lindahl with the Altivec port; it's used to
+ * align xmx, etc. on 16-byte boundaries for cache optimization.
+ */
+ void *mmx_mem, *imx_mem, *dmx_mem, *elmx_mem;
+
+ int * workspace; /* Workspace for altivec (aligned ptr) */
+ int * workspace_mem; /* Actual allocated pointer for workspace */
+
+ /* The other trick brought in w/ the Lindahl Altivec port; dp matrix
+ * is retained and grown, rather than reallocated for every HMM or sequence.
+ * Keep track of current allocated-for size in rows (sequence length N)
+ * and columns (HMM length M). Also keep track of pad sizes: how much
+ * we should overallocate rows or columns when we reallocate. If pad = 0,
+ * then we're not growable in this dimension.
+ */
+ int maxN; /* alloc'ed for seq of length N; N+1 rows */
+ int maxM; /* alloc'ed for HMM of length M; M+1 cols */
+
+ int padN; /* extra pad in sequence length/rows */
+ int padM; /* extra pad in HMM length/columns */
+} CP9_dpmatrix_t;
+
+
+/* CM Plan 9 model state types
+ * used in traceback structure
+ */
+#define CSTBOGUS 0
+#define CSTM 1
+#define CSTD 2
+#define CSTI 3
+#define CSTB 4 /* M_0 the B state */
+#define CSTE 5 /* the end state, M_(k+1) */
+#define CSTEL 6 /* an EL (end local) state */
+/* Structure: cp9trace_s
+ *
+ * Traceback structure for alignments of model to sequence.
+ * Each array in a trace_s is 0..tlen-1.
+ * Element 0 is always to M_0 (match state of node 0)
+ * Element tlen-1 is always to the E_st
+ */
+typedef struct cp9trace_s {
+ int tlen; /* length of traceback */
+ char *statetype; /* state type used for alignment */
+ int *nodeidx; /* idx of aligned node, 0..M if M or I 1..M if D */
+ int *pos; /* position in dsq, 1..L, or 0 if none */
+} CP9trace_t;
+
+
+#endif /* CPLAN9_INCLUDED */
+
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
diff --git a/src/default.pri b/src/default.pri
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diff --git a/src/dispatch.c b/src/dispatch.c
new file mode 100644
index 0000000..2b92072
--- /dev/null
+++ b/src/dispatch.c
@@ -0,0 +1,959 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+/* dispatch.c
+ *
+ * The two all-important dispatch functions:
+ * DispatchSearch() calls appropriate DP search functions.
+ * DispatchAlignments() calls appropriate DP alignment functions.
+ *
+ * EPN, Wed Dec 6 06:11:46 2006
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <float.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_stopwatch.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+/* Function: DispatchSearch()
+ * Incept: EPN, Wed Nov 14 10:43:16 2007
+ *
+ * Purpose: Given a CM and a sequence, call the correct search algorithms
+ * based on search_info in cm->si. Handles up to 2 levels of filtering by
+ * calling itself recursively.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * sround - filtering round we're currently on,
+ * if sround == cm->fi->nrounds, we're done filtering (and possibly never filtered)
+ * dsq - the target sequence (digitized)
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * results - [0..cm-fi->nrounds] search_results_t to keep results for each round in, must be non NULL and empty
+ * size_limit - max number of Mb for DP matrix, if matrix is bigger return eslERANGE
+ * ret_flen - RETURN: subseq len that survived filter (NULL if not filtering)
+ * ret_sc - RETURN: Highest scoring hit from search (even if below cutoff).
+ *
+ * Returns: eslOK on success. eslERANGE if we're doing HMM banded alignment and requested matrix is too big.
+ */
+int DispatchSearch(CM_t *cm, char *errbuf, int sround, ESL_DSQ *dsq, int i0, int j0, search_results_t **results, float size_limit, int *ret_flen, float *ret_sc)
+{
+ int status; /* easel status code */
+ float sc; /* score of best hit in seq */
+ float bwd_sc; /* score of best hit from Backward HMM algs */
+ int h; /* counter over hits */
+ int i, j; /* subseq start/end points */
+ int do_collapse; /* TRUE to collapse multiple overlapping hits together into a single hit */
+ int next_j; /* for collapsing overlapping hits together */
+ int min_i; /* a start point, used if we're scanning with HMM */
+ int h_existing; /* number of hits in round_results that exist when this function is entered */
+ SearchInfo_t *si = cm->si; /* the SearchInfo */
+ int do_null2; /* TRUE to use NULL2 score correction in final round */
+ int do_null3; /* TRUE to use NULL3 score correction in final round */
+
+ /* convenience pointers to cm->si for this 'filter round' of searching */
+ float cutoff; /* cutoff for this round, HMM or CM, whichever is relevant for this round */
+ int stype; /* search type for this round SEARCH_WITH_HMM, SEARCH_WITH_HYBRID, or SEARCH_WITH_CM */
+ ScanMatrix_t *smx; /* scan matrix for this round, != NULL only if SEARCH_WITH_CM, and must == cm->smx if we're in the final round */
+ HybridScanInfo_t *hsi; /* hybrid scan info for this round, NULL unless stype is SEARCH_WITH_HYBRID */
+ search_results_t *round_results; /* search_results for this round */
+ search_results_t *cur_results; /* search_results for *this* call to DispatchSearch, copied to round_results at end of function */
+ int prev_j; /* used to collapse hits within same W bubble together when filtering */
+ int nhits; /* number of hits */
+
+ /* Contract checks */
+ if(!(cm->flags & CMH_BITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), CMH_BITS flag down.\n");
+ if(si == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): search info cm->si is NULL.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): dsq is NULL.");
+ if(!(cm->flags & CMH_BITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): CMH_BITS flag down.\n");
+ if(sround > si->nrounds) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): current round %d is greater than cm->si->nrounds: %d\n", sround, si->nrounds);
+ if(results[sround] == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): results for current round %d are NULL\n", sround);
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): i0: %d < j0: %d (i0 should always be less than j0)\n", i0, j0);
+
+ ESL_DPRINTF1(("In DispatchSearch(), round: %d\n", sround));
+
+ /* TEMPORARY */
+ if(si->stype[sround] == SEARCH_WITH_HYBRID) cm_Fail("DispatchSearch, hybrid filtering not yet implemented.\n");
+
+ /* copy info for this round from SearchInfo fi */
+ cm->search_opts = si->search_opts[sround];
+ cutoff = si->sc_cutoff[sround]; /* this will be a bit score regardless of whether the cutoff_type == E_CUTOFF */
+ stype = si->stype[sround];
+ smx = si->smx[sround]; /* may be NULL */
+ hsi = si->hsi[sround]; /* may be NULL */
+ round_results = results[sround]; /* must not be NULL, contract enforced this */
+ h_existing = round_results->num_results; /* remember this, b/c we only want to rescan survivors found in *this* function call */
+ do_null2 = (cm->search_opts & CM_SEARCH_NULL2) ? TRUE : FALSE;
+ do_null3 = (cm->search_opts & CM_SEARCH_NULL3) ? TRUE : FALSE;
+
+ cur_results = CreateResults(INIT_RESULTS);
+
+ /* SEARCH_WITH_HMM section */
+ if(stype == SEARCH_WITH_HMM) {
+ /* some SEARCH_WITH_HMM specific contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), trying to use CP9 HMM that is NULL.\n");
+ if(!(cm->cp9->flags & CPLAN9_HASBITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), trying to use CP9 HMM with CPLAN9_HASBITS flag down.\n");
+ if(hsi != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), round %d, SEARCH_WITH_HMM but hsi != NULL.\n", sround);
+ if(! ((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD)))
+ ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), round search type=SEARCH_WITH_HMM, but CM_SEARCH_HMMVITERBI & CM_SEARCH_HMMFORWARD flags are down.");
+
+ search_results_t *fwd_results;
+ /* Scan the (sub)seq in forward direction w/Viterbi or Forward, getting j end points of hits above cutoff */
+ fwd_results = CreateResults(INIT_RESULTS);
+ if(cm->search_opts & CM_SEARCH_HMMVITERBI) {
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, i0, j0, cm->W, cutoff, fwd_results,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ do_null3, /* correct scores with NULL3? */
+ NULL, NULL, NULL, /* don't return best score at each posn, best scoring posn, or traces */
+ &sc)) != eslOK) return status;
+ }
+ else if(cm->search_opts & CM_SEARCH_HMMFORWARD) {
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, i0, j0, cm->W, cutoff, fwd_results,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ do_null3, /* correct scores with NULL3? */
+ NULL, NULL, /* don't return best score at each posn, or best scoring posn */
+ &sc)) != eslOK) return status;
+ }
+ /* If hits were reported greedily, remove overlapping hits, and sort by decreasing end point
+ * (if not greedy, we'll have 0 overlaps, and already be sorted by end point) */
+ if(cm->search_opts & CM_SEARCH_HMMGREEDY) { /* resolve overlaps by being greedy */
+ ESL_DASSERT1((i0 == 1)); /* EPN, Tue Nov 27 13:59:31 2007 not sure why this is here */
+ RemoveOverlappingHits (fwd_results, i0, j0);
+ SortResultsByEndPoint(fwd_results);
+ }
+
+ /* determine start points (i) of the hits based on backward direction (Viterbi or Backward) scan starting at j */
+ for(h = 0; h < fwd_results->num_results; h++) {
+ min_i = (fwd_results->data[h].stop - cm->W + 1) >= i0 ? (fwd_results->data[h].stop - cm->W + 1) : i0;
+ if(cm->search_opts & CM_SEARCH_HMMVITERBI) {
+ if((status = cp9_ViterbiBackward(cm, errbuf, cm->cp9_mx, dsq, min_i, fwd_results->data[h].stop, cm->W, cutoff,
+ cur_results, /* report hits to cur_results */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ do_null3, /* correct scores with NULL3? */
+ NULL, NULL, NULL, /* don't return best score at each posn, best scoring posn, or traces */
+ &bwd_sc)) != eslOK) return status;
+ }
+ else {
+ if((status = cp9_Backward(cm, errbuf, cm->cp9_mx, dsq, min_i, fwd_results->data[h].stop, cm->W, cutoff,
+ cur_results, /* report hits to this round's results */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ TRUE, /* be memory efficient */
+ do_null3, /* correct scores with NULL3? */
+ NULL, NULL, /* don't return best score at each posn, best scoring posn */
+ &bwd_sc)) != eslOK) return status;
+ }
+ /* this only works if we've saved the matrices, and didn't do scan mode for both Forward and Backward:
+ * debug_check_CP9_FB(fmx, bmx, cm->cp9, cur_best_hmm_bsc, i0, j0, dsq); */
+
+ /* If hits were reported greedily, remove overlapping hits, and sort by decreasing end point
+ * (if not greedy, we'll have 0 overlaps, and already be sorted by end point) */
+ if(cm->search_opts & CM_SEARCH_HMMGREEDY) { /* resolve overlaps by being greedy */
+ ESL_DASSERT1((i0 == 1)); /* EPN, Tue Nov 27 13:59:31 2007 not sure why this is here */
+ RemoveOverlappingHits (cur_results, i0, j0);
+ SortResultsByEndPoint(cur_results);
+ }
+ if(bwd_sc > sc) sc = bwd_sc;
+ }
+ FreeResults(fwd_results);
+ }
+ /* end of SEARCH_WITH_HMM section */
+ else if(stype == SEARCH_WITH_HYBRID) {
+ /* contract check */
+ if(smx != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), round %d, SEARCH_WITH_HYBRID but smx != NULL.\n", sround);
+ if(hsi == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): current round %d is type SEARCH_WITH_HYBRID, but hsi is NULL\n", sround);
+ if((status = cm_cp9_HybridScan(cm, errbuf, cm->cp9_mx, dsq, hsi, i0, j0, hsi->W, cutoff, cur_results,
+ NULL, NULL, /* don't return best score at each posn, and best scoring posn */
+ &sc)) != eslOK) return status;
+ }
+ else { /* stype == SEARCH_WITH_CM */
+ ESL_DASSERT1((stype == SEARCH_WITH_CM));
+ if(smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), round %d, SEARCH_WITH_CM but smx == NULL.\n", sround);
+ if(sround == si->nrounds && smx != cm->smx) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(), final round %d, SEARCH_WITH_CM but smx != cm->smx.\n", sround);
+ if(hsi != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchSearch(): round %d is type SEARCH_WITH_CM, but hsi is NULL\n", sround);
+
+ if(cm->search_opts & CM_SEARCH_HBANDED) {
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, i0, j0, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ if(cm->search_opts & CM_SEARCH_INSIDE) { if((status = FastFInsideScanHB(cm, errbuf, dsq, i0, j0, cutoff, cur_results, do_null3, cm->hbmx, size_limit, &sc)) != eslOK) return status; }
+ else { if((status = FastCYKScanHB (cm, errbuf, dsq, i0, j0, cutoff, cur_results, do_null3, cm->hbmx, size_limit, &sc)) != eslOK) return status; }
+ }
+ else { /* don't do HMM banded search */
+ if(cm->search_opts & CM_SEARCH_INSIDE) { if((status = FastIInsideScan(cm, errbuf, smx, dsq, i0, j0, cutoff, cur_results, do_null3, NULL, &sc)) != eslOK) return status; }
+ else { if((status = FastCYKScan (cm, errbuf, smx, dsq, i0, j0, cutoff, cur_results, do_null3, NULL, &sc)) != eslOK) return status; }
+ }
+ /* If hits were reported greedily, remove overlapping hits, and sort by decreasing end point
+ * (if not greedy, we'll have 0 overlaps, and already be sorted by end point) */
+ if(cm->search_opts & CM_SEARCH_CMGREEDY) { /* resolve overlaps by being greedy */
+ ESL_DASSERT1((i0 == 1)); /* EPN, Tue Nov 27 13:59:31 2007 not sure why this is here */
+ RemoveOverlappingHits (cur_results, i0, j0);
+ SortResultsByEndPoint(cur_results);
+ }
+ }
+
+ /* remove hits that were below our safe bit score cutoff but are above our E-value cutoff for their given partition */
+ if(cm->si->cutoff_type[sround] == E_CUTOFF) {
+ if((status = RemoveHitsOverECutoff(cm, errbuf, cm->si, sround, cur_results, dsq, 0,
+ FALSE, /* do not sort by score at the end of the function, we'll do this before printing the results */
+ TRUE)) /* sort by end point at the end of the function */
+ != eslOK) return status;
+ }
+
+ if(sround < si->nrounds) { /* we're filtering */
+ AppendResults(cur_results, round_results, 1);
+ prev_j = j0;
+ nhits = cur_results->num_results;
+ /* To be safe, we only trust that i..j of our filter-passing hit is within the real hit,
+ * so we add (W-1) to start point i and subtract (W-1) from j, and treat this region j-(W-1)..i+(W-1)
+ * as having survived the filter.
+ */
+ do_collapse = (((sround+1) == si->nrounds) && (si->search_opts[si->nrounds] & CM_SEARCH_HBANDED)) ? FALSE : TRUE;
+ for(h = 0; h < nhits; h++) {
+ if(cur_results->data[h].stop > prev_j) ESL_EXCEPTION(eslEINCOMPAT, "j's not in descending order");
+ prev_j = cur_results->data[h].stop;
+
+ i = ((cur_results->data[h].stop - (cm->W-1)) >= i0) ? (cur_results->data[h].stop - (cm->W-1)) : i0;
+ j = ((cur_results->data[h].start + (cm->W-1)) <= j0) ? (cur_results->data[h].start + (cm->W-1)) : j0;
+
+ if((h+1) < nhits) next_j = ((cur_results->data[h+1].start + (cm->W-1)) <= j0) ? (cur_results->data[h+1].start + (cm->W-1)) : j0;
+ else next_j = -1;
+
+ /* Collapse multiple overlapping hits together into a single hit.
+ * *Unless* our next round of searching is the final one, and we're going to do HMM banded search,
+ * in which case we want to treat each hit separately, so we get more reasonable bands.
+ */
+ if(do_collapse) {
+ while(((h+1) < nhits) && (next_j >= i)) { /* suck in hit */
+ h++;
+ i = ((cur_results->data[h].stop - (cm->W-1)) >= i0) ? (cur_results->data[h].stop - (cm->W-1)) : i0;
+ if((h+1) < nhits) next_j = ((cur_results->data[h+1].start + (cm->W-1)) <= j0) ? (cur_results->data[h+1].start + (cm->W-1)) : j0;
+ else next_j = -1;
+ ESL_DPRINTF1(("\tsucked in subseq: hit %d new_i: %d j (still): %d\n", h, i, j));
+ }
+ }
+ /* next round: research this chunk that survived the filter */
+ if((status = DispatchSearch(cm, errbuf, (sround+1), dsq, i, j, results, size_limit, NULL, NULL)) != eslOK) return status;
+ }
+ }
+ else { /* we're done filtering, and we're done searching, get alignments if nec */
+ /* copy cur_results to final_results */
+ AppendResults(cur_results, round_results, 1);
+ if((cur_results->num_results > 0) && (! (cm->search_opts & CM_SEARCH_NOALIGN))) {
+ /*if((cur_results->num_results > 0) && (! (cm->search_opts & CM_SEARCH_NOALIGN))) {*/
+ if((status = DispatchAlignments(cm, errbuf, NULL,
+ dsq, round_results, h_existing, /* put function into dsq_mode, designed for aligning search hits */
+ 0, 0, 0, do_null3, NULL, size_limit, stdout)) != eslOK) return status;
+ }
+ }
+ FreeResults(cur_results);
+ if(ret_sc != NULL) *ret_sc = sc;
+ return eslOK;
+}
+
+/*
+ * Function: DispatchAlignments
+ * Incept: EPN, Thu Nov 15 11:35:23 2007
+ *
+ * Purpose: Given a CM and sequences, do preliminaries, call the correct
+ * alignment function and return parsetrees and optionally postal codes
+ * (if cm->align_opts & CM_ALIGN_POST).
+ *
+ * Two different modes are possible dependent on input args. Mode
+ * is checked for during contract enforcement.
+ *
+ * sq_mode: seqs_to_aln != NULL; dsq == NULL; results == NULL.
+ * align the seqs_to_aln->nseq ESL_SQ sq sequences store
+ * parsetrees or CP9 traces and/or postal codes in
+ * seqs_to_aln.
+ *
+ * dsq_mode: seqs_to_aln == NULL; dsq != NULL, results != NULL.
+ * align the search results (hits) in results, which
+ * are all subsequences of a single sequence (dsq).
+ * parstrees are stored in seacrh_results.
+ *
+ * Args: CM - the covariance model
+ * errbuf - char buffer for reporting errors
+ * seqs_to_aln - the sequences (if sq_mode)
+ * dsq - a single digitized sequence (if dsq_mode)
+ * search_results - search results with subsequence indices of dsq to align (if dsq_mode)
+ * first_result - index of first result in search_results to align (if dsq_mode)
+ * bdump_level - verbosity level for band related print statements
+ * debug_level - verbosity level for debugging print statements
+ * silent_mode - TRUE to not print anything, FALSE to print scores
+ * do_null3 - TRUE to apply null3 correction to scores, FALSE not to
+ * r - source of randomness (NULL unless CM_ALIGN_SAMPLE)
+ * size_limit - max number of Mb for a DP matrix, if requestd matrix is bigger return eslERANGE
+ * ofp - output file to print scores to as we're aligning
+ *
+ * Returns: eslOK on success;
+ * eslERANGE if required memory for a DP matrix is too big;
+ * eslEINCOMPAT if input parameters violate contract;
+ * eslEMEM on memory allocation error;
+ * eslFAIL if some other error;
+ * if(!eslOK) errbuf is filled with informative error message
+ */
+int
+DispatchAlignments(CM_t *cm, char *errbuf, seqs_to_aln_t *seqs_to_aln, ESL_DSQ *dsq, search_results_t *search_results,
+ int first_result, int bdump_level, int debug_level, int silent_mode, int do_null3, ESL_RANDOMNESS *r,
+ float size_limit, FILE *ofp)
+{
+ int status;
+ ESL_STOPWATCH *watch; /* for timings */
+ int sq_mode = FALSE; /* we're aligning nseq seqs in sq */
+ int dsq_mode = FALSE; /* we're aligning search_results->num_results seqs, all subseqs of dsq */
+ int nalign = 0; /* number of sequences we're aligning */
+ ESL_DSQ *cur_dsq; /* ptr to digitized sequence we're currently aligning */
+ Parsetree_t **cur_tr; /* pointer to the pointer to the parsetree we're currently creating */
+ int L; /* length of sequence/subseq we're currently aligning */
+ int i; /* counter over sequences */
+ int ip; /* offset index in search_results */
+ int v; /* state counter */
+ char **postcode1 = NULL;/* posterior decode array of strings, tens place ('9' for 93) */
+ char **postcode2 = NULL;/* posterior decode array of strings, ones place ('3' for 93) */
+ Parsetree_t **tr = NULL;/* parse trees for the sequences */
+ CP9trace_t **cp9_tr = NULL;/* CP9 traces for the sequences */
+ float sc; /* score for one sequence alignment */
+ float ins_sc; /* inside score for one sequence */
+ float maxsc; /* max score in all seqs */
+ float minsc; /* min score in all seqs */
+ float avgsc; /* avg score over all seqs */
+ float tmpsc; /* temporary score */
+ float struct_sc; /* structure component of the score */
+ float null3_correction; /* correction in bits due to NULL3 */
+ int namewidth; /* for dynamic width of name strings for nice tab delimited formatting */
+ char time_buf[128]; /* string for printing timings (safely holds up to 10^14 years) */
+
+ /* variables related to CM Plan 9 HMMs */
+ CP9_t *hmm; /* constructed CP9 HMM */
+ CP9Bands_t *cp9b; /* data structure for hmm bands (bands on the hmm states)
+ * and arrays for CM state bands, derived from HMM bands */
+ CP9Map_t *cp9map; /* maps the hmm to the cm and vice versa */
+ float swentry; /* S/W aggregate entry probability */
+ float swexit; /* S/W aggregate exit probability */
+
+ /* variables related to the do_sub option */
+ int spos; /* HMM node most likely to have emitted posn 1 of target seq */
+ int spos_state; /* HMM state type for curr spos 0=match or 1=insert */
+ int epos; /* HMM node most likely to have emitted posn L of target seq */
+ int epos_state; /* HMM state type for curr epos 0=match or 1=insert */
+
+ CMSubMap_t *submap;
+ CM_t *sub_cm; /* sub covariance model */
+ CP9_t *sub_hmm; /* constructed CP9 HMM */
+ CP9Map_t *sub_cp9map; /* maps the sub_hmm to the sub_cm and vice versa */
+ CP9Bands_t *sub_cp9b; /* data structure for hmm bands (bands on the hmm states)
+ * and arrays for CM state bands, derived from HMM bands */
+
+ CM_t *orig_cm; /* the original, template covariance model the sub CM was built from */
+ CP9_t *orig_hmm; /* original CP9 HMM built from orig_cm */
+ CP9Map_t *orig_cp9map; /* original CP9 map */
+ CP9Bands_t *orig_cp9b; /* original CP9Bands */
+ Parsetree_t *orig_tr; /* parsetree for the orig_cm; created from the sub_cm parsetree */
+
+ /* variables related to query dependent banding (qdb) */
+ int expand_flag; /* TRUE if the dmin and dmax vectors have just been
+ * expanded (in which case we want to recalculate them
+ * before we align a new sequence), and FALSE if not*/
+ int *orig_dmin; /* original dmin values passed in */
+ int *orig_dmax; /* original dmax values passed in */
+
+ /* variables related to inside/outside */
+ float ***alpha = NULL; /* alpha DP matrix for non-banded Inside() */
+ float ***beta = NULL; /* beta DP matrix for non-baned Outside() */
+ CM_HB_MX *out_mx; /* outside matrix for HMM banded Outside() */
+
+ float *parsesc; /* parsetree scores of each sequence */
+ float *parsepp; /* optimal parse posterior probability of each sequence, if any */
+ float *parse_struct_sc; /* contribution of MATP emissions - marginalized emissions to parse score, approximation of 'structural contribution' to score */
+ int have_parsetrees = FALSE; /* TRUE if we'll be creating parsetrees for each seq, TRUE if sq_mode && (!do_hmmonly && !do_scoreonly && !do_inside) */
+
+ /* declare and initialize options */
+ int do_small = FALSE; /* TRUE to use D&C small alignment algs */
+ int do_local = FALSE; /* TRUE to do local alignment */
+ int do_qdb = FALSE; /* TRUE to do QDB alignment */
+ int do_hbanded = FALSE; /* TRUE to do HMM banded alignment */
+ int use_sums = FALSE; /* TRUE to use posterior sums for HMM banded alignment */
+ int do_sub = FALSE; /* TRUE to align to a sub CM */
+ int do_hmmonly = FALSE; /* TRUE to align with an HMM only */
+ int do_scoreonly = FALSE; /* TRUE to only calculate the score */
+ int do_inside = FALSE; /* TRUE to do Inside also */
+ int do_post = FALSE; /* TRUE to calculate posterior probabilities */
+ int do_check = FALSE; /* TRUE to check posteriors from Inside/Outside */
+ int do_sample = FALSE; /* TRUE to sample from an Inside matrix */
+ int do_optacc = FALSE; /* TRUE to find optimally accurate alignment instead of CYK */
+ int do_hmmsafe = FALSE; /* TRUE to realign seqs with HMM banded parses < 0. bits (only works if !do_optacc && !do_post && do_hbanded)*/
+
+ /* Contract check */
+ if(!(cm->flags & CMH_BITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), CMH_BITS flag down.\n");
+ if(r == NULL && (cm->align_opts & CM_ALIGN_SAMPLE)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), no source of randomness, but CM_ALIGN_SAMPLE alignment option on.\n");
+ if((cm->align_opts & CM_ALIGN_POST) && (cm->align_opts & CM_ALIGN_HMMVITERBI)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), CM_ALIGN_POST and CM_ALIGN_HMMVITERBI options are incompatible.\n");
+ if((cm->align_opts & CM_ALIGN_SCOREONLY) && (cm->align_opts & CM_ALIGN_HMMVITERBI)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), CM_ALIGN_SCOREONLY and CM_ALIGN_HMMVITERBI options are incompatible.\n");
+ if((cm->align_opts & CM_ALIGN_SCOREONLY) && (cm->align_opts & CM_ALIGN_POST)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), CM_ALIGN_SCOREONLY and CM_ALIGN_POST options are incompatible.\n");
+ if(sq_mode && !silent_mode && ofp == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), sq_mode, not silent mode, but ofp is NULL\n");
+
+ /* determine mode */
+ if (seqs_to_aln != NULL && (dsq == NULL && search_results == NULL)) sq_mode = TRUE;
+ else if(seqs_to_aln == NULL && (dsq != NULL && search_results != NULL)) dsq_mode = TRUE;
+ else ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), can't determine mode (sq_mode or dsq_mode).\n");
+
+ if( sq_mode && (seqs_to_aln->sq == NULL)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in sq_mode, seqs_to_aln->sq is NULL.\n");
+ if( sq_mode && (seqs_to_aln->tr != NULL)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in sq_mode, seqs_to_aln->tr is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->cp9_tr != NULL)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in sq_mode, seqs_to_aln->cp9_tr is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->postcode1 != NULL)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in sq_mode, seqs_to_aln->postcode1 is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->postcode2 != NULL)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in sq_mode, seqs_to_aln->postcode2 is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->sc != NULL)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in sq_mode, seqs_to_aln->sc is non-NULL.\n");
+
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_HMMVITERBI)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in dsq_mode, CM_ALIGN_HMMVITERBI option on.\n");
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_INSIDE)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in dsq_mode, CM_ALIGN_INSIDE option on.\n");
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_SAMPLE)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in dsq_mode, CM_ALIGN_SAMPLE option on.\n");
+ if(dsq_mode && search_results == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in dsq_mode, search_results are NULL.\n");
+ if(dsq_mode && (first_result > search_results->num_results)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), in dsq_mode, first_result: %d > search_results->num_results: %d\n", first_result, search_results->num_results);
+
+ /* save a copy of the align_opts we entered function with, we may change some of these for
+ * individual target sequences, and we want to be able to change them back
+ */
+ if(cm->align_opts & CM_ALIGN_SMALL) do_small = TRUE;
+ if(cm->config_opts & CM_CONFIG_LOCAL) do_local = TRUE;
+ if(cm->align_opts & CM_ALIGN_QDB) do_qdb = TRUE;
+ if(cm->align_opts & CM_ALIGN_HBANDED) do_hbanded = TRUE;
+ if(cm->align_opts & CM_ALIGN_SUMS) use_sums = TRUE;
+ if(cm->align_opts & CM_ALIGN_SUB) do_sub = TRUE;
+ if(cm->align_opts & CM_ALIGN_HMMVITERBI) do_hmmonly = TRUE;
+ if(cm->align_opts & CM_ALIGN_INSIDE) do_inside = TRUE;
+ if(cm->align_opts & CM_ALIGN_POST) do_post = TRUE;
+ if(cm->align_opts & CM_ALIGN_CHECKINOUT) do_check = TRUE;
+ if(cm->align_opts & CM_ALIGN_SCOREONLY) do_scoreonly = TRUE;
+ if(cm->align_opts & CM_ALIGN_SAMPLE) do_sample = TRUE;
+ if(cm->align_opts & CM_ALIGN_OPTACC) do_optacc = TRUE;
+ if(cm->align_opts & CM_ALIGN_HMMSAFE) do_hmmsafe = TRUE;
+
+ /* another contract check */
+ if((do_inside + do_post + do_hmmonly + do_scoreonly) > 1) {
+ printf("\tdo_inside = %d\n\tdo_post = %d\n\tdo_hmmonly = %d\n\tdo_scoreonly = %d\n", do_inside, do_post, do_hmmonly, do_scoreonly);
+ ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), exactly 0 or 1 of the above must be TRUE (== 1).");
+ }
+
+ if(debug_level > 0) {
+ printf("do_local : %d\n", do_local);
+ printf("do_qdb : %d\n", do_qdb);
+ printf("do_hbanded : %d\n", do_hbanded);
+ printf("use_sums : %d\n", use_sums);
+ printf("do_sub : %d\n", do_sub);
+ printf("do_hmmonly : %d\n", do_hmmonly);
+ printf("do_inside : %d\n", do_inside);
+ printf("do_small : %d\n", do_small);
+ printf("do_post : %d\n", do_post);
+ printf("do_check : %d\n", do_check);
+ printf("do_scoreonly: %d\n", do_scoreonly);
+ printf("do_sample : %d\n", do_sample);
+ printf("do_optacc : %d\n", do_optacc);
+ printf("do_hmmsafe : %d\n", do_hmmsafe);
+ }
+
+ /* allocate out_mx, if needed, only if !do_sub, if do_sub each sub CM will need to allocate a new out_mx */
+ out_mx = NULL;
+ if((!do_sub) && (do_hbanded && (do_optacc || (do_post)))) out_mx = cm_hb_mx_Create(cm->M);
+
+ if (sq_mode) nalign = seqs_to_aln->nseq;
+ else if(dsq_mode) { nalign = search_results->num_results - first_result; silent_mode = TRUE; }
+
+ /* If sqmode: potentially allocate tr, cp9_tr, and postcodes. We'll set
+ * seqs_to_aln->tr, seqs_to_aln->cp9_tr, seqs_to_aln->postcode1,
+ * and seqs_to_aln->postcode2 to these guys at end of function.
+ *
+ * If dsqmode: do not allocate parsetree pointers, they already exist
+ * in search_results.
+ */
+ tr = NULL;
+ cp9_tr = NULL;
+ postcode1= NULL;
+ postcode2= NULL;
+ have_parsetrees = FALSE;
+ if(sq_mode) {
+ have_parsetrees = (!do_hmmonly && !do_scoreonly && !do_inside) ? TRUE : FALSE;
+ if(have_parsetrees)
+ ESL_ALLOC(tr, sizeof(Parsetree_t *) * nalign);
+ else if(do_hmmonly) /* do_hmmonly */
+ ESL_ALLOC(cp9_tr, sizeof(CP9trace_t *) * nalign);
+ }
+ ESL_ALLOC(parsesc, sizeof(float) * nalign);
+ if(do_post) {
+ ESL_ALLOC(postcode1, sizeof(char **) * nalign);
+ ESL_ALLOC(postcode2, sizeof(char **) * nalign);
+ }
+ if(do_optacc) ESL_ALLOC(parsepp, sizeof(float) * nalign);
+ else parsepp = NULL;
+ if(have_parsetrees) ESL_ALLOC(parse_struct_sc, sizeof(float) * nalign);
+ else parse_struct_sc = NULL;
+
+ minsc = FLT_MAX;
+ maxsc = -FLT_MAX;
+ avgsc = 0;
+ if((watch = esl_stopwatch_Create()) == NULL) goto ERROR;
+
+ if(do_hbanded || do_sub) { /* We need a CP9 HMM to build sub_cms */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments, trying to use CP9 HMM that is NULL\n");
+ if(cm->cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments, cm->cp9b is NULL\n");
+ if(!(cm->cp9->flags & CPLAN9_HASBITS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments, trying to use CP9 HMM with CPLAN9_HASBITS flag down.\n");
+
+ /* Keep data for the original CM safe; we'll be doing
+ * pointer swapping to ease the sub_cm alignment implementation. */
+ hmm = cm->cp9;
+ cp9b = cm->cp9b;
+ cp9map = cm->cp9map;
+ orig_hmm = hmm;
+ orig_cp9b = cp9b;
+ orig_cp9map = cp9map;
+ }
+ /* Copy the QD bands in case we expand them. */
+ if(do_qdb) {
+ if(bdump_level > 1) debug_print_bands(stdout, cm, cm->dmin, cm->dmax);
+ expand_flag = FALSE;
+ /* Copy dmin and dmax, so we can replace them after expansion */
+ ESL_ALLOC(orig_dmin, sizeof(int) * cm->M);
+ ESL_ALLOC(orig_dmax, sizeof(int) * cm->M);
+ for(v = 0; v < cm->M; v++) {
+ orig_dmin[v] = cm->dmin[v];
+ orig_dmax[v] = cm->dmax[v];
+ }
+ }
+ if(do_sub) { /* to get spos and epos for the sub_cm,
+ * we config the HMM to local mode with equiprobable start/end points.*/
+ swentry = ((hmm->M)-1.)/hmm->M; /* all start pts equiprobable, including 1 */
+ swexit = ((hmm->M)-1.)/hmm->M; /* all end pts equiprobable, including M */
+ CPlan9SWConfig(cm->cp9, swentry, swexit, FALSE, cm->ndtype[1]); /* FALSE means don't make I_0, D_1, I_M unreachable (like a local CM, undesirable for sub CM strategy)) */
+ CP9Logoddsify(hmm);
+ }
+ orig_cm = cm;
+
+ /* if not in silent mode, print the header for the sequence info */
+ if(sq_mode && !silent_mode) {
+ char *namedashes;
+ int ni;
+ namewidth = 8; /* length of 'seq name' */
+ /* determine the longest name in seqs_to_aln */
+ for(ni = 0; ni < seqs_to_aln->nseq; ni++) namewidth = ESL_MAX(namewidth, strlen(seqs_to_aln->sq[ni]->name));
+ ESL_ALLOC(namedashes, sizeof(char) * namewidth+1);
+ namedashes[namewidth] = '\0';
+ for(ni = 0; ni < namewidth; ni++) namedashes[ni] = '-';
+
+ if(cm->align_opts & CM_ALIGN_OPTACC) {
+ if(have_parsetrees) {
+ fprintf(ofp, "#\n");
+ fprintf(ofp, "# %7s %-*s %5s %18s %8s %11s\n", "", namewidth, "", "", " bit scores ", "", "");
+ fprintf(ofp, "# %7s %-*s %5s %18s %8s %11s\n", "", namewidth, "", "", "------------------", "", "");
+ fprintf(ofp, "# %7s %-*s %5s %8s %8s %8s %11s\n", "seq idx", namewidth, "seq name", "len", "total", "struct", "avg prob", "elapsed");
+ fprintf(ofp, "# %7s %-*s %5s %8s %8s %8s %11s\n", "-------", namewidth, namedashes, "-----", "--------", "--------", "--------", "-----------");
+ }
+ else {
+ fprintf(ofp, "#\n");
+ fprintf(ofp, "# %7s %-*s %5s %8s %8s %11s\n", "seq idx", namewidth, "seq name", "len", "bit sc", "avg prob", "elapsed");
+ fprintf(ofp, "# %7s %-*s %5s %8s %8s %11s\n", "-------", namewidth, namedashes, "-----", "--------", "--------", "-----------");
+ }
+ }
+ else {
+ if(have_parsetrees) {
+ fprintf(ofp, "#\n");
+ fprintf(ofp, "# %7s %-*s %5s %18s %11s\n", "", namewidth, "", "", " bit scores ", "");
+ fprintf(ofp, "# %7s %-*s %5s %18s %11s\n", "", namewidth, "", "", "------------------", "");
+ fprintf(ofp, "# %7s %-*s %5s %8s %8s %11s\n", "seq idx", namewidth, "seq name", "len", "total", "struct", "elapsed");
+ fprintf(ofp, "# %7s %-*s %5s %8s %8s %11s\n", "-------", namewidth, namedashes, "-----", "--------", "--------", "-----------");
+ }
+ else {
+ fprintf(ofp, "#\n");
+ fprintf(ofp, "# %7s %-*s %5s %8s %11s\n", "seq idx", namewidth, "seq name", "len", "bit sc", "elapsed");
+ fprintf(ofp, "# %7s %-*s %5s %8s %11s\n", "-------", namewidth, namedashes, "-----", "--------", "-----------");
+ }
+ }
+ free(namedashes);
+ }
+
+ /*****************************************************************
+ * Collect parse trees for each sequence
+ *****************************************************************/
+ for (i = 0; i < nalign; i++) {
+ if(sq_mode && !silent_mode) esl_stopwatch_Start(watch);
+ if (sq_mode) {
+ cur_dsq = seqs_to_aln->sq[i]->dsq;
+ cur_tr = &(tr[i]);
+ L = seqs_to_aln->sq[i]->n;
+ }
+ else if (dsq_mode) {
+ ip = i + first_result;
+ cur_dsq = dsq + search_results->data[ip].start - 1;
+ cur_tr = &(search_results->data[ip].tr);
+ L = search_results->data[ip].stop - search_results->data[ip].start + 1;
+ ESL_DASSERT1((L >= 0));
+ /*printf("i: %d ip: %d L: %d\n", i, ip, L);*/
+ }
+ if (L == 0) continue; /* silently skip zero length seqs */
+
+ /* Special case, if do_hmmonly, align seq with Viterbi, print score and move on to next seq */
+ if(sq_mode && do_hmmonly) {
+ if(sq_mode && !silent_mode)
+ fprintf(ofp, " %7d %-*s %5" PRId64,
+ (i+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n);
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, cur_dsq, 1, L, L, 0., NULL,
+ FALSE, /* we are not scanning */
+ TRUE, /* we are aligning */
+ FALSE, /* don't be memory efficient */
+ FALSE, /* don't use a NULL3 score correction, we're aligning */
+ NULL, NULL, /* don't return best sc at each posn, or best scoring posn */
+ &(cp9_tr[i]), /* return the trace */
+ &sc)) != eslOK) return status;
+ if(sq_mode && !silent_mode) {
+ esl_stopwatch_Stop(watch);
+ FormatTimeString(time_buf, watch->user, TRUE);
+ fprintf(ofp, " %8.2f %11s\n", sc, time_buf);
+ }
+ parsesc[i] = sc;
+ continue;
+ }
+ /* Special case, if do_scoreonly, align seq with full CYK inside, just to
+ * get the score. For testing, probably in cmscore. */
+ if(sq_mode && do_scoreonly) {
+ if(sq_mode && !silent_mode)
+ fprintf(ofp, " %7d %-*s %5" PRId64,
+ (i+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n);
+ sc = CYKInsideScore(cm, cur_dsq, L, 0, 1, L, NULL, NULL); /* don't do QDB mode */
+ if(sq_mode && !silent_mode) fprintf(ofp, " %8.2f ", sc);
+ parsesc[i] = sc;
+ continue;
+ }
+
+ /* Potentially, do HMM calculations. */
+ if((!do_sub) && do_hbanded) {
+ if((status = cp9_Seq2Bands(orig_cm, errbuf, orig_cm->cp9_mx, orig_cm->cp9_bmx, orig_cm->cp9_bmx, cur_dsq, 1, L, orig_cp9b, FALSE, debug_level)) != eslOK) return status;
+ }
+ else if(do_sub) {
+ /* If we're in sub mode:
+ * (1) Get HMM posteriors
+ * (2) Infer the start (spos) and end (epos) HMM states by
+ * looking at the posterior matrix.
+ * (3) Build the sub_cm from the original CM.
+ *
+ * If we're also doing HMM banded alignment to sub CM:
+ * (4) Build a new CP9 HMM from the sub CM.
+ * (5) Do Forward/Backward again, and get HMM bands
+ */
+
+ /* (1) Get HMM posteriors */
+ if((status = cp9_Seq2Posteriors(orig_cm, errbuf, orig_cm->cp9_mx, orig_cm->cp9_bmx, orig_cm->cp9_bmx, cur_dsq, 1, L, debug_level)) != eslOK) return status;
+
+ /* (2) infer the start and end HMM nodes (consensus cols) from posterior matrix.
+ * Remember: we're necessarily in CP9 local mode, the --sub option turns local mode on.
+ */
+ CP9NodeForPosn(orig_hmm, 1, L, 1, orig_cm->cp9_bmx, &spos, &spos_state, 0., TRUE, debug_level);
+ CP9NodeForPosn(orig_hmm, 1, L, L, orig_cm->cp9_bmx, &epos, &epos_state, 0., FALSE, debug_level);
+ /* Deal with special cases for sub-CM alignment:
+ * If the most likely state to have emitted the first or last residue
+ * is the insert state in node 0, it only makes sense to start modelling
+ * at consensus column 1. */
+ if(spos == 0 && spos_state == 1) spos = 1;
+ if(epos == 0 && epos_state == 1) epos = 1;
+ /* If most-likely HMM node to emit final position comes BEFORE or EQUALS the most-likely HMM node to emit first position,
+ * our HMM alignment is crap, default to using the full CM. (note: If EQUALS we could be right, but we can't build a
+ * CM from a single consensus column (see notes in cm_modelmaker.c::cm_from_guide), and I would argue we don't really care about
+ * getting single residue alignments correct anyway. */
+ if(epos <= spos) { spos = 1; epos = orig_hmm->M; }
+
+ /* (3) Build the sub_cm from the original CM. */
+ if((status = build_sub_cm(orig_cm, errbuf, &sub_cm,
+ spos, epos, /* first and last col of structure kept in the sub_cm */
+ &submap, /* maps from the sub_cm to cm and vice versa */
+ debug_level)) != eslOK) /* print or don't print debugging info */
+ return status;
+ /* Configure the sub_cm, the same as the cm, this will build a CP9 HMM if (do_hbanded), this will also: */
+ /* (4) Build a new CP9 HMM from the sub CM. */
+ ConfigCM(sub_cm, FALSE); /* FALSE says: don't calculate W, we won't need it */
+ cm = sub_cm; /* orig_cm still points to the original CM */
+ if(do_hbanded) { /* we're doing HMM banded alignment to the sub_cm */
+ /* Get the HMM bands for the sub_cm */
+ sub_hmm = sub_cm->cp9;
+ sub_cp9b = sub_cm->cp9b;
+ sub_cp9map = sub_cm->cp9map;
+ /* (5) Do Forward/Backward again, and get HMM bands */
+ if((status = cp9_Seq2Bands(sub_cm, errbuf, sub_cm->cp9_mx, sub_cm->cp9_bmx, sub_cm->cp9_bmx, cur_dsq, 1, L, sub_cp9b, FALSE, debug_level)) != eslOK) return status;
+ hmm = sub_hmm;
+ cp9b = sub_cp9b;
+ cp9map = sub_cp9map;
+
+ /* Create the out_mx if needed, cm == sub_cm */
+ if(do_optacc || do_post) out_mx = cm_hb_mx_Create(cm->M);
+ }
+ }
+
+ if(do_qdb) {
+ /*Check if we need to reset the query dependent bands b/c they're currently expanded. */
+ if(expand_flag) {
+ for(v = 0; v < cm->M; v++) { cm->dmin[v] = orig_dmin[v]; cm->dmax[v] = orig_dmax[v]; }
+ expand_flag = FALSE;
+ }
+ if((L < cm->dmin[0]) || (L > cm->dmax[0])) {
+ /* the seq we're aligning is outside the root band, so we expand.*/
+ ExpandBands(cm, L, cm->dmin, cm->dmax);
+ if(sq_mode && debug_level > 0) fprintf(ofp, "# Expanded bands for seq : %s\n", seqs_to_aln->sq[i]->name);
+ if(bdump_level > 2) { fprintf(ofp, "printing expanded bands :\n"); debug_print_bands(ofp, cm, cm->dmin, cm->dmax); }
+ expand_flag = TRUE;
+ }
+ }
+
+ if(sq_mode && !silent_mode) {
+ if(have_parsetrees) fprintf(ofp, " %7d %-*s %5" PRId64, (i+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n);
+ else fprintf(ofp, " %7d %-*s %5" PRId64, (i+1), namewidth, seqs_to_aln->sq[i]->name, seqs_to_aln->sq[i]->n);
+ }
+
+ /* beginning of large if() else if() else if() ... statement */
+ if(do_inside) {
+ if(do_hbanded) { /* HMM banded inside only */
+ if((status = FastInsideAlignHB(cm, errbuf, cur_dsq, 1, L, size_limit, cm->hbmx, &sc)) != eslOK) return status; /* errbuf will have been filled by FastInsideAlignHB() */
+ }
+ else { /* non-banded inside only */
+ if((status = FastInsideAlign(cm, errbuf, cur_dsq, 1, L, size_limit, NULL, &sc)) != eslOK) return status;
+ }
+ }
+ else if (do_small) { /* small D&C CYK alignment */
+ if(do_qdb) { /* use QDBs when doing D&C CYK */
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, cm->dmin, cm->dmax);
+ if(bdump_level > 0) qdb_trace_info_dump(cm, *cur_tr, cm->dmin, cm->dmax, bdump_level);
+ }
+ else { /* small D&C CYK non-banded alignment */
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL); /* we're not in QDB mode */
+ if(bdump_level > 0) qdb_trace_info_dump(cm, tr[i], cm->dmin, cm->dmax, bdump_level); /* informative as to where optimal parse goes outside bands */
+ }
+ }
+ else if(do_qdb) { /* non-small, QDB banded CYK alignment */
+ sc = CYKInside(cm, cur_dsq, L, 0, 1, L, cur_tr, cm->dmin, cm->dmax);
+ if(bdump_level > 0) qdb_trace_info_dump(cm, tr[i], cm->dmin, cm->dmax, bdump_level);
+ }
+ else { /* non-small, non-QDB CYK or optimal accuracy alignment */
+ if(do_hbanded) {
+ if(do_post) { /* HMM banded CYK or optimal accuracy, posterior annotated */
+ if(do_sample) {
+ if((status = FastAlignHB(cm, errbuf, r, cur_dsq, L, 1, L, size_limit, cm->hbmx, do_optacc, do_sample, out_mx, cur_tr, &(postcode1[i]), &(postcode2[i]), &sc, &ins_sc)) != eslOK) return status;
+ }
+ else {
+ if((status = FastAlignHB(cm, errbuf, NULL, cur_dsq, L, 1, L, size_limit, cm->hbmx, do_optacc, do_sample, out_mx, cur_tr, &(postcode1[i]), &(postcode2[i]), &sc, &ins_sc)) != eslOK) return status;
+ }
+ }
+ else {
+ if(do_optacc) { /* HMM banded optimal accuracy, no posteriors */
+ if((status = FastAlignHB(cm, errbuf, NULL, cur_dsq, L, 1, L, size_limit, cm->hbmx, do_optacc, do_sample, out_mx, cur_tr, NULL, NULL, &sc, &ins_sc)) != eslOK) return status; /* we can't handle a memory overload if we're trying to do optimal accuracy */
+ }
+ else if(do_sample) { /* HMM banded sample from Inside, no posteriors */
+ if((status = FastAlignHB(cm, errbuf, r, cur_dsq, L, 1, L, size_limit, cm->hbmx, do_optacc, do_sample, out_mx, cur_tr, NULL, NULL, &sc, NULL)) != eslOK) return status; /* we can't handle a memory overload if we're sampling */
+ }
+ else { /* HMM banded CYK */
+ if((status = FastAlignHB(cm, errbuf, NULL, cur_dsq, L, 1, L, size_limit, cm->hbmx, do_optacc, do_sample, out_mx, cur_tr, NULL, NULL, &sc, NULL)) != eslOK) {
+ if (status == eslERANGE) { /* we can still do CYK D&C alignment with QDBs derived from the HMM bands */
+ hd2safe_hd_bands(cm->M, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax, cp9b->safe_hdmin, cp9b->safe_hdmax);
+ ESL_DPRINTF1(("# Doing D&C because HMM banded parse of seq %d was too memory intensive.\n", i));
+ fprintf(ofp, "# Doing D&C because HMM banded parse of seq %d was too memory intensive.\n", i);
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL); /* we're not in QDB mode */
+ }
+ else return status; /* get here (!do_optacc) && FastAlignHB() returned status other than eslOK and eslERANGE */
+ }
+ /* if we're aligning search hits, and we're !do_optacc, we realign if the HMM banded parse was > 0.01 bits less than the search score for this hit */
+ if((dsq_mode && ((! (cm->search_opts & CM_SEARCH_INSIDE)))) &&
+ ((! (cm->search_opts & CM_SEARCH_HMMVITERBI)) && (! (cm->search_opts & CM_SEARCH_HMMFORWARD)))) {
+ if((!do_optacc) && ((fabs(sc - search_results->data[i].score)) > 0.01)) {
+ ESL_DPRINTF1(("# Realigning hit: %d with D&C b/c HMM banded parse (%.3f bits) too-far-off search score (%.3f bits).\n", i, sc, search_results->data[i].score));
+ fprintf(ofp, "# Realigning hit: %d with D&C b/c HMM banded parse (%.3f bits) too-far-off search score (%.3f bits).\n", i, sc, search_results->data[i].score);
+ FreeParsetree(*cur_tr);
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL);
+ }
+ }
+ }
+ }
+ /* if CM_ALIGN_HMMSAFE option is enabled, realign seqs w/HMM banded parses < 0 bits,
+ * this should never happen if we're doing optimal accuracy or appending posteriors, due to option checking in cmalign, cmscore,
+ * but we check here to be safe */
+ if(cm->align_opts & CM_ALIGN_HMMSAFE && sc < 0.) {
+ if(do_post) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments() cm->align_opts option CM_ALIGN_HMMSAFE is ON at same time as incompatible option CM_ALIGN_POST.\n");
+ if(do_optacc) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments() cm->align_opts option CM_ALIGN_HMMSAFE is ON at same time as incompatible option CM_ALIGN_OPTACC.\n");
+ tmpsc = sc;
+ if(!silent_mode) fprintf(ofp, "\n# %s HMM banded parse had a negative score, realigning with non-banded CYK.\n", seqs_to_aln->sq[i]->name);
+ FreeParsetree(*cur_tr);
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL); /* we're not in QDB mode */
+ if(!silent_mode && fabs(sc-tmpsc) < 0.01) fprintf(ofp, "# HMM banded parse was the optimal parse.\n\n");
+ else if (!silent_mode) fprintf(ofp, "# HMM banded parse was non-optimal, it was %.2f bits below the optimal.\n\n", (fabs(sc-tmpsc)));
+ }
+ }
+ else {
+ if(do_post) { /* non-banded CYK or optimal accuracy, posterior annotated */
+ if(do_sample) {
+ if((status = FastAlign(cm, errbuf, r, cur_dsq, L, 1, L, size_limit, &alpha, do_optacc, do_sample, &beta, cur_tr, &(postcode1[i]), &(postcode2[i]), &sc, &ins_sc)) != eslOK) return status;
+ }
+ if((status = FastAlign(cm, errbuf, NULL, cur_dsq, L, 1, L, size_limit, &alpha, do_optacc, do_sample, &beta, cur_tr, &(postcode1[i]), &(postcode2[i]), &sc, &ins_sc)) != eslOK) return status;
+ }
+ else if(do_optacc) { /* non-banded optimal accuracy no posteriors */
+ if((status = FastAlign(cm, errbuf, NULL, cur_dsq, L, 1, L, size_limit, &alpha, do_optacc, do_sample, &beta, cur_tr, NULL, NULL, &sc, &ins_sc)) != eslOK) return status;
+ }
+ else if(do_sample) { /* non-banded optimal accuracy no posteriors */
+ if((status = FastAlign(cm, errbuf, r, cur_dsq, L, 1, L, size_limit, &alpha, do_optacc, do_sample, &beta, cur_tr, NULL, NULL, &sc, NULL)) != eslOK) return status;
+ }
+ else { /* non-banded CYK, no posteriors */
+ if((status = FastAlign(cm, errbuf, NULL, cur_dsq, L, 1, L, size_limit, &alpha, do_optacc, do_sample, &beta, cur_tr, NULL, NULL, &sc, NULL)) != eslOK) return status;
+ }
+ if(bdump_level > 0) qdb_trace_info_dump(cm, tr[i], cm->dmin, cm->dmax, bdump_level); /* allows you to see where the non-banded parse went outside the bands. */
+ }
+ }
+ /* end of large if() else if() else if() else statement */
+ /* done alignment for this seq */
+
+ struct_sc = IMPOSSIBLE;
+ if(have_parsetrees) {
+ if(*cur_tr == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments() should have parsetrees, but don't (coding error).");
+ if((status = ParsetreeScore(cm, errbuf, *cur_tr, cur_dsq, FALSE, &tmpsc, &struct_sc)) != eslOK) return status;
+ }
+ /* determine NULL3 score correction, which is independent of the parsetree */
+ null3_correction = 0.;
+ if(do_null3) ScoreCorrectionNull3CompUnknown(cm->abc, cm->null, cur_dsq, 1, L, &null3_correction);
+
+ if(sq_mode && !silent_mode) {
+ if(have_parsetrees) {
+ if(do_null3) struct_sc -= ((float) ParsetreeCountMPEmissions(cm, *cur_tr) / (float) L) * null3_correction; /* adjust struct_sc for NULL3 correction, this is inexact */
+ if(do_optacc) fprintf(ofp, " %8.2f %8.2f %8.3f ", ins_sc - null3_correction, struct_sc, sc);
+ else fprintf(ofp, " %8.2f %8.2f ", sc - null3_correction, struct_sc);
+ }
+ else {
+ if(do_optacc) fprintf(ofp, " %8.2f %8.3f ", ins_sc - null3_correction, sc);
+ else fprintf(ofp, " %8.2f ", sc - null3_correction);
+ }
+ }
+ /* if we did optimally accurate alignment:
+ * - <sc> is average posterior probability of optimally accurate parse,
+ * - <ins_sc> is the Inside score for the target sequence,
+ * else (non-optimally accurate alignment), for ex, CYK:
+ * - <sc> is parse score in bits
+ * - <ins_sc> is irrelevant
+ */
+ if(do_optacc) {
+ parsesc[i] = ins_sc;
+ parsepp[i] = sc; /* sc will be an average posterior probability if do_optacc */
+ if(parse_struct_sc != NULL) parse_struct_sc[i] = struct_sc;
+ avgsc += ins_sc;
+ if (ins_sc > maxsc) maxsc = ins_sc;
+ if (ins_sc < minsc) minsc = ins_sc;
+ }
+ else {
+ parsesc[i] = sc; /* parsepp == NULL if !do_optacc */
+ if(parse_struct_sc != NULL) parse_struct_sc[i] = struct_sc;
+ avgsc += sc;
+ if (sc > maxsc) maxsc = sc;
+ if (sc < minsc) minsc = sc;
+ }
+
+ /* check parsetree score if cm->align_opts & CM_ALIGN_CHECKPARSESC */
+ if((cm->align_opts & CM_ALIGN_CHECKPARSESC) && (!(cm->flags & CM_IS_SUB))) {
+ if(do_optacc)
+ ESL_FAIL(eslEINCOMPAT, errbuf, "DispatchAlignments(), align_opts CM_ALIGN_CHECKPARSESC is on, but incompatible with raised flag CM_ALIGN_OPTACC.\n");
+ if((status = ParsetreeScore(cm, errbuf, tr[i], cur_dsq, FALSE, &tmpsc, NULL)) != eslOK) return status;
+ if (fabs(sc - tmpsc) >= 0.03)
+ ESL_FAIL(eslFAIL, errbuf, "DispatchAlignments(), seq: %d alignment score %.3f differs from its parse tree's score: %.3f", i, sc, tmpsc);
+ }
+
+ /* If requested, or if debug level high enough, print out the parse tree */
+ if((cm->align_opts & CM_ALIGN_PRINTTREES) || (debug_level > 2)) {
+ if((status = ParsetreeScore(cm, errbuf, tr[i], cur_dsq, FALSE, &tmpsc, &struct_sc)) != eslOK) return status;
+ fprintf(ofp, " %16s %.2f bits\n", "SCORE:", tmpsc);
+ fprintf(ofp, " %16s %.2f bits\n", "STRUCTURE SCORE:", struct_sc);
+ ParsetreeDump(stdout, tr[i], cm, cur_dsq, NULL, NULL);
+ fprintf(ofp, "//\n");
+ }
+ /* Dump the trace with info on i, j and d bands
+ * if bdump_level is high enough */
+ if(bdump_level > 0 && do_hbanded)
+ ijdBandedTraceInfoDump(cm, tr[i], cp9b->imin, cp9b->imax, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax, 1);
+
+ if(do_sub) {
+ if(! do_inside) {
+ /* Convert the sub_cm parsetree to a full CM parsetree */
+ if(debug_level > 0) ParsetreeDump(stdout, *cur_tr, cm, cur_dsq, NULL, NULL);
+ if(!(sub_cm2cm_parsetree(orig_cm, sub_cm, &orig_tr, *cur_tr, submap, debug_level))) {
+ /* ParsetreeDump(stdout, orig_tr, orig_cm, cur_dsq, NULL, NULL); */
+ ESL_FAIL(eslFAIL, errbuf, "DispatchAlignments(), Unable to convert sub CM parsetree to original CM parsetree. This shouldn't happen.");
+ }
+ if(debug_level > 0) {
+ fprintf(ofp, "\n\nConverted original trace:\n");
+ ParsetreeDump(stdout, orig_tr, orig_cm, cur_dsq, NULL, NULL);
+ }
+ /* Replace the sub_cm trace with the converted orig_cm trace. */
+ FreeParsetree(*cur_tr);
+ *cur_tr = orig_tr;
+ }
+ /* free sub_cm variables, we build a new sub CM for each seq */
+ if(out_mx != NULL) { cm_hb_mx_Destroy(out_mx); out_mx = NULL; }
+
+ FreeSubMap(submap);
+ FreeCM(sub_cm); /* cm and sub_cm now point to NULL */
+ }
+ /* free alpha and beta, we need to allocate new ones for each seq */
+ if(alpha != NULL) { free_vjd_matrix(alpha, cm->M, 1, L); alpha = NULL; }
+ if(beta != NULL) { free_vjd_matrix(beta, cm->M, 1, L); beta = NULL; }
+ if(sq_mode && !silent_mode) {
+ esl_stopwatch_Stop(watch);
+ FormatTimeString(time_buf, watch->user, TRUE);
+ fprintf(ofp, "%11s\n", time_buf);
+ }
+ }
+ /* done aligning all nalign seqs. */
+ /* Clean up. */
+ if(out_mx != NULL) cm_hb_mx_Destroy(out_mx);
+ if(alpha != NULL) { free_vjd_matrix(alpha, cm->M, 1, L); alpha = NULL; }
+ if(beta != NULL) { free_vjd_matrix(beta, cm->M, 1, L); beta = NULL; }
+ if (do_qdb) {
+ free(orig_dmin);
+ free(orig_dmax);
+ }
+ esl_stopwatch_Destroy(watch);
+
+ if(sq_mode) {
+ seqs_to_aln->tr = tr; /* could be NULL */
+ seqs_to_aln->cp9_tr = cp9_tr; /* could be NULL */
+ seqs_to_aln->postcode1= postcode1;/* could be NULL */
+ seqs_to_aln->postcode2= postcode2;/* could be NULL */
+ seqs_to_aln->sc = parsesc; /* shouldn't be NULL */
+ seqs_to_aln->pp = parsepp; /* could be NULL */
+ seqs_to_aln->struct_sc= parse_struct_sc; /* could be NULL */
+ }
+ else { /* dsq mode */
+ if(do_post) {
+ for (i = 0; i < nalign; i++) {
+ search_results->data[i].pcode1 = postcode1[i];
+ search_results->data[i].pcode2 = postcode2[i];
+ }
+ /* we've copied the 1D postcode ptrs, free the 2D, ptr to the ptrs */
+ free(postcode1);
+ free(postcode2);
+ }
+ free(parsesc);
+ if(parsepp != NULL) free(parsepp);
+ if(parse_struct_sc != NULL) free(parse_struct_sc);
+ }
+
+ return eslOK;
+ ERROR:
+ ESL_FAIL(eslEMEM, errbuf, "DispatchAlignments(), Memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
diff --git a/src/display.c b/src/display.c
new file mode 100644
index 0000000..32a5140
--- /dev/null
+++ b/src/display.c
@@ -0,0 +1,1375 @@
+/* display.c
+ * SRE, Thu May 23 08:18:05 2002 [St. Louis]
+ * SVN $Id: display.c 2958 2009-10-19 21:28:28Z nawrockie $
+ *
+ * Routines for formatting and displaying parse trees
+ * for output.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+static int *createMultifurcationOrderChart(CM_t *cm);
+static int bp_is_canonical(char lseq, char rseq);
+static void createFaceCharts(CM_t *cm, int **ret_inface, int **ret_outface);
+
+/* Function: CreateFancyAli()
+ * Incept: SRE, Thu May 23 13:46:09 2002 [St. Louis]
+ *
+ * Purpose: Given a trace (and the model and sequence it corresponds
+ * to), create a pairwise alignment for display; return in a Fancyali_t
+ * structure.
+ *
+ * Args: abc - alphabet to create alignment with (often cm->abc)
+ * tr - parsetree for cm aligned to dsq
+ * cm - model
+ * cons - consensus information for cm; see CreateCMConsensus()
+ * dsq - digitized sequence
+ * do_noncanonical - mark half-bps and negative scoring bps that are non-canonicals in top line with 'v'
+ * (by default, all negative scoring and half-bps are marked with 'x')
+ * pcode1- posteriors, 'tens' place, '9' in '93', NULL if none
+ * pcode2- posteriors, 'ones' place, '3' in '93', NULL if none
+ *
+ * Returns: fancy alignment structure.
+ * Caller frees, with FreeFancyAli(ali).
+ *
+ * Xref: STL6 p.58
+ */
+Fancyali_t *
+CreateFancyAli(const ESL_ALPHABET *abc, Parsetree_t *tr, CM_t *cm, CMConsensus_t *cons, ESL_DSQ *dsq, int do_noncanonical, char *pcode1, char *pcode2)
+{
+ int status;
+ Fancyali_t *ali; /* alignment structure we're building */
+ ESL_STACK *pda; /* pushdown automaton used to traverse trace */
+ int type; /* type of pda move: PDA_RESIDUE, PDA_STATE */
+ int v; /* state index */
+ int nd; /* node index */
+ int ti; /* position in trace */
+ int qinset, tinset; /* # consensus nt skipped by an EL, or in an EL */
+ int ninset; /* max # nt in an EL */
+ int pos; /* position in growing ali */
+ int lc, rc; /* indices for left, right pos in consensus */
+ int symi, symj;
+ int d;
+ int mode;
+ int lannote, rannote; /* chars in annotation line; left, right */
+ int lstr, rstr; /* chars in structure line; left, right */
+ int lcons, rcons; /* chars in consensus line; left, right */
+ int lmid, rmid; /* chars in ali quality line; left, right */
+ int ltop, rtop; /* chars in optional noncompensatory line; left, right */
+ int lnegnc, rnegnc; /* chars in optional noncanonical line; left, right */
+ int lseq, rseq; /* chars in aligned target line; left, right */
+ int lpost1, rpost1; /* chars in aligned posteriors, left, right */
+ int lpost2, rpost2; /* chars in aligned posteriors, left, right */
+ int do_left, do_right;/* flags to generate left, right */
+ int cpos_l, cpos_r; /* positions in consensus (1..clen) */
+ int spos_l, spos_r; /* positions in dsq (1..L) */
+ int have_pcodes;
+
+ /* Contract check. We allow the caller to specify the alphabet they want the
+ * resulting MSA in, but it has to make sense (see next few lines). */
+ if(cm->abc->type == eslRNA)
+ {
+ if(abc->type != eslRNA && abc->type != eslDNA)
+ cm_Fail("ERROR in CreateFancyAli(), cm alphabet is RNA, but requested output alphabet is neither DNA nor RNA.");
+ }
+ else if(cm->abc->K != abc->K)
+ cm_Fail("ERROR in CreateFancyAli(), cm alphabet size is %d, but requested output alphabet size is %d.", cm->abc->K, abc->K);
+
+ ESL_ALLOC(ali, sizeof(Fancyali_t));
+ have_pcodes = (pcode1 != NULL && pcode2 != NULL) ? TRUE : FALSE;
+
+ /* Calculate length of the alignment display.
+ * MATP node : +2
+ * MATL, MATR node : +1
+ * IL, IR state : +1
+ * EL: : 4 + width of length display : "*[nn]*"
+ * anything else : 0.
+ */
+ ali->len = 0;
+ for (ti = 0; ti < tr->n; ti++)
+ {
+ v = tr->state[ti];
+ if (v == cm->M) { /* special case: local exit into EL */
+ nd = cm->ndidx[tr->state[ti-1]]; /* calculate node that EL replaced */
+ qinset = cons->rpos[nd] - cons->lpos[nd] + 1;
+ tinset = tr->emitr[ti] - tr->emitl[ti] + 1;
+ ninset = ESL_MAX(qinset,tinset);
+ ali->len += 4;
+ do { ali->len++; ninset/=10; } while (ninset); /* poor man's (int)log_10(ninset)+1 */
+ continue;
+ } else {
+ nd = cm->ndidx[v];
+ if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ ali->len += 1;
+ else if (cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATR_nd)
+ ali->len += 1;
+ else if (cm->ndtype[nd] == MATP_nd)
+ ali->len += 2;
+ }
+ /* Catch marginal-type local ends and treat them like EL for output */
+ if ((tr->nxtl[ti] == -1) && (cm->sttype[v] != E_st)) {
+ nd = cm->ndidx[tr->state[ti]];
+ qinset = cons->rpos[nd] - cons->lpos[nd] + 1;
+ tinset = tr->emitr[ti] - tr->emitl[ti] + 1;
+ if (tinset > 0) tinset--;
+ ninset = ESL_MAX(qinset,tinset);
+ ali->len += 4;
+ do { ali->len++; ninset/=10; } while (ninset); /* poor man's (int)log_10(ninset)+1 */
+ }
+ }
+
+ /* Allocate and initialize.
+ * Blank the annotation lines (memset calls) - only needed
+ * because of the way we deal w/ EL.
+ */
+ if (cm->annote != NULL )
+ ESL_ALLOC(ali->annote, sizeof(char) * (ali->len+1));
+ else
+ ali->annote = NULL;
+ ESL_ALLOC(ali->cstr, sizeof(char) * (ali->len+1));
+ ESL_ALLOC(ali->cseq, sizeof(char) * (ali->len+1));
+ ESL_ALLOC(ali->mid, sizeof(char) * (ali->len+1));
+ ESL_ALLOC(ali->top, sizeof(char) * (ali->len+1));
+ ESL_ALLOC(ali->aseq, sizeof(char) * (ali->len+1));
+ if(have_pcodes) {
+ ESL_ALLOC(ali->pcode1, sizeof(char) * (ali->len+1));
+ ESL_ALLOC(ali->pcode2, sizeof(char) * (ali->len+1));
+ }
+ else {
+ ali->pcode1 = NULL;
+ ali->pcode2 = NULL;
+ }
+ ESL_ALLOC(ali->scoord, sizeof(int) * ali->len);
+ ESL_ALLOC(ali->ccoord, sizeof(int) * ali->len);
+
+ if (cm->annote != NULL) memset(ali->annote, ' ', ali->len);
+ memset(ali->cstr, ' ', ali->len);
+ memset(ali->cseq, ' ', ali->len);
+ memset(ali->mid, ' ', ali->len);
+ memset(ali->top, ' ', ali->len);
+ memset(ali->aseq, ' ', ali->len);
+ if(have_pcodes) {
+ memset(ali->pcode1, ' ', ali->len);
+ memset(ali->pcode2, ' ', ali->len);
+ }
+ for (pos = 0; pos < ali->len; pos++)
+ ali->ccoord[pos] = ali->scoord[pos] = 0;
+
+ /* Fill in the lines: traverse the traceback.
+ */
+ pos = 0;
+ if((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+
+ while (esl_stack_IPop(pda, &type) != eslEOD)
+ {
+ if (type == PDA_RESIDUE) {
+ if (cm->annote != NULL) {
+ esl_stack_IPop(pda, &rannote);
+ ali->annote[pos] = rannote;
+ }
+ esl_stack_IPop(pda, &rstr); ali->cstr[pos] = rstr;
+ esl_stack_IPop(pda, &rcons); ali->cseq[pos] = rcons;
+ esl_stack_IPop(pda, &rmid); ali->mid[pos] = rmid;
+ esl_stack_IPop(pda, &rtop); ali->top[pos] = rtop;
+ esl_stack_IPop(pda, &rseq); ali->aseq[pos] = rseq;
+ if(have_pcodes) {
+ esl_stack_IPop(pda, &rpost1); ali->pcode1[pos] = rpost1;
+ esl_stack_IPop(pda, &rpost2); ali->pcode2[pos] = rpost2;
+ }
+ esl_stack_IPop(pda, &cpos_r); ali->ccoord[pos] = cpos_r;
+ esl_stack_IPop(pda, &spos_r); ali->scoord[pos] = spos_r;
+ pos++;
+ continue;
+ }
+
+ /* Else, we're PDA_STATE - e.g. dealing with a trace node.
+ */
+ esl_stack_IPop(pda, &ti);
+ v = tr->state[ti];
+
+ /* Deal with EL (local ends, state M) as a special case.
+ * We get away with only writing into aseq because we've
+ * memset() the display strings to blank.
+ */
+ if (v == cm->M) {
+ int numwidth; /* number of chars to leave for displaying width numbers */
+
+ nd = 1 + cm->ndidx[tr->state[ti-1]]; /* calculate node that EL replaced */
+ qinset = cons->rpos[nd] - cons->lpos[nd] + 1;
+ tinset = tr->emitr[ti] - tr->emitl[ti] + 1;
+ ninset = ESL_MAX(qinset,tinset);
+ numwidth = 0; do { numwidth++; ninset/=10; } while (ninset); /* poor man's (int)log_10(ninset)+1 */
+ memset(ali->cstr+pos, '~', numwidth+4);
+ sprintf(ali->cseq+pos, "*[%*d]*", numwidth, qinset);
+ sprintf(ali->aseq+pos, "*[%*d]*", numwidth, tinset);
+ /* do nothing for posteriors here, they'll stay as they were init'ed, as ' ' */
+ pos += 4 + numwidth;
+ continue;
+ }
+
+ /* Fetch some info into tmp variables, for "clarity"
+ */
+ nd = cm->ndidx[v]; /* what CM node we're in */
+ lc = cons->lpos[nd]; /* where CM node aligns to in consensus */
+ rc = cons->rpos[nd];
+ symi = dsq[tr->emitl[ti]]; /* residue indices that node is aligned to */
+ symj = dsq[tr->emitr[ti]];
+ if(have_pcodes) { /* postal codes are indexed 0..alen-1, off-by-one w.r.t dsq */
+ lpost1 = pcode1[tr->emitl[ti]-1];
+ lpost2 = pcode2[tr->emitl[ti]-1];
+ rpost1 = pcode1[tr->emitr[ti]-1];
+ rpost2 = pcode2[tr->emitr[ti]-1];
+ }
+ d = tr->emitr[ti] - tr->emitl[ti] + 1;
+ mode = tr->mode[ti];
+
+ /* Calculate four of the five lines: annote, str, cons, and seq.
+ */
+ do_left = do_right = FALSE;
+ if (cm->sttype[v] == IL_st) {
+ do_left = TRUE;
+ if (cm->annote != NULL) lannote = '.';
+ lstr = '.';
+ lcons = '.';
+ if (mode == 3 || mode == 2) lseq = tolower((int) abc->sym[symi]);
+ else lseq = '~';
+ cpos_l = 0;
+ spos_l = tr->emitl[ti];
+ } else if (cm->sttype[v] == IR_st) {
+ do_right = TRUE;
+ if (cm->annote != NULL) rannote = '.';
+ rstr = '.';
+ rcons = '.';
+ if (mode == 3 || mode == 1) rseq = tolower((int) abc->sym[symj]);
+ else rseq = '~';
+ cpos_r = 0;
+ spos_r = tr->emitr[ti];
+ } else {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd) {
+ do_left = TRUE;
+ if (cm->annote != NULL) lannote = cm->annote[lc];
+ lstr = cons->cstr[lc];
+ lcons = cons->cseq[lc];
+ cpos_l = lc+1;
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == ML_st) {
+ if (mode == 3) lseq = abc->sym[symi];
+ else if (mode == 2 && d>0 ) lseq = abc->sym[symi];
+ else lseq = '~';
+ spos_l = tr->emitl[ti];
+ } else {
+ if (mode == 3 || mode == 2) lseq = '-';
+ else lseq = '~';
+ spos_l = 0;
+ }
+ }
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATR_nd) {
+ do_right = TRUE;
+ if (cm->annote != NULL) rannote = cm->annote[rc];
+ rstr = cons->cstr[rc];
+ rcons = cons->cseq[rc];
+ cpos_r = rc+1;
+ if (cm->sttype[v] == MP_st || cm->sttype[v] == MR_st) {
+ if (mode == 3) rseq = abc->sym[symj];
+ else if (mode == 1 && d>0 ) rseq = abc->sym[symj];
+ else rseq = '~';
+ spos_r = tr->emitr[ti];
+ } else {
+ if (mode == 3 || mode == 1) rseq = '-';
+ else rseq = '~';
+ spos_r = 0;
+ }
+ }
+ }
+
+ /* Use emission p and score to set lmid, rmid line for emitting states.
+ */
+ lmid = rmid = ' ';
+ ltop = rtop = ' ';
+ lnegnc = rnegnc = ' ';
+ if (cm->sttype[v] == MP_st) {
+ if (lseq == toupper(lcons) && rseq == toupper(rcons))
+ {
+ lmid = lseq;
+ rmid = rseq;
+ }
+ else if (mode != 3)
+ {
+ if (mode == 2 && lseq == toupper(lcons)) lmid = lseq;
+ if (mode == 1 && rseq == toupper(rcons)) rmid = rseq;
+ }
+ else if (DegeneratePairScore(cm->abc, cm->esc[v], symi, symj) >= 0)
+ lmid = rmid = ':';
+
+ /* determine ltop, rtop for optional noncompensatory annotation, they are 'x' if lmid, rmid are ' ', and ' ' otherwise */
+ if (lmid == ' ' && rmid == ' ')
+ ltop = rtop = 'x';
+
+ /* determine lnegnc, rnegnc for optional negative scoring non-canonical annotation, they are 'v' if lseq and rseq are a negative scoring non-canonical (not a AU,UA,GC,CG,GU,UG) pair */
+ if ((mode == 3) && (DegeneratePairScore(cm->abc, cm->esc[v], symi, symj) < 0) && (! bp_is_canonical(lseq, rseq))) {
+ lnegnc = rnegnc = 'v';
+ }
+ } else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) {
+ if (lseq == toupper(lcons))
+ lmid = lseq;
+ else if ( (mode != 3) && (mode != 2) )
+ ;
+ else if(esl_abc_FAvgScore(cm->abc, symi, cm->esc[v]) > 0)
+ lmid = '+';
+ } else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) {
+ if (rseq == toupper(rcons))
+ rmid = rseq;
+ else if ( (mode != 3) && (mode != 1) )
+ ;
+ else if(esl_abc_FAvgScore(cm->abc, symj, cm->esc[v]) > 0)
+ rmid = '+';
+ }
+ if(cm->stid[v] == MATP_ML || cm->stid[v] == MATP_MR) {
+ if(mode == 3) {
+ ltop = rtop = 'x'; /* mark non-truncated half base-pairs (MATP_ML or MATP_MR) with 'x' */
+ lnegnc = rnegnc = 'v'; /* mark non-truncated half base-pairs (MATP_ML or MATP_MR) with 'v' */
+ }
+ }
+ /* If we're storing a residue leftwise - just do it.
+ * If rightwise - push it onto stack.
+ */
+ if (do_left) {
+ if (cm->annote != NULL) ali->annote[pos] = lannote;
+ ali->cstr[pos] = lstr;
+ ali->cseq[pos] = lcons;
+ ali->mid[pos] = lmid;
+ ali->top[pos] = (do_noncanonical) ? lnegnc : ltop;
+ ali->aseq[pos] = lseq;
+ if(have_pcodes) {
+ ali->pcode1[pos] = lpost1;
+ ali->pcode2[pos] = lpost2;
+ }
+ ali->ccoord[pos] = cpos_l;
+ ali->scoord[pos] = spos_l;
+ pos++;
+ }
+ if (do_right) {
+ if ((status = esl_stack_IPush(pda, spos_r)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cpos_r)) != eslOK) goto ERROR;
+ if(have_pcodes) {
+ if ((status = esl_stack_IPush(pda, (int) rpost2)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, (int) rpost1)) != eslOK) goto ERROR;
+ }
+ if ((status = esl_stack_IPush(pda, (int) rseq)) != eslOK) goto ERROR;
+ if (do_noncanonical) { if ((status = esl_stack_IPush(pda, (int) rnegnc)) != eslOK) goto ERROR; }
+ else { if ((status = esl_stack_IPush(pda, (int) rtop)) != eslOK) goto ERROR; }
+ if ((status = esl_stack_IPush(pda, (int) rmid)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, (int) rcons)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, (int) rstr)) != eslOK) goto ERROR;
+ if (cm->annote != NULL) if ((status = esl_stack_IPush(pda, (int) rannote)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_RESIDUE)) != eslOK) goto ERROR;
+ }
+
+ /* Push the child trace nodes onto the PDA;
+ * right first, so it pops last.
+ */
+ if (tr->nxtr[ti] != -1) {
+ if ((status = esl_stack_IPush(pda, tr->nxtr[ti])) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ }
+ if (tr->nxtl[ti] != -1) {
+ if ((status = esl_stack_IPush(pda, tr->nxtl[ti])) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ }
+ else if (cm->sttype[v] != E_st) {
+ /* Catch marginal-type local ends, treat like EL for output */
+ int numwidth; /* number of chars to leave for displaying width numbers */
+
+ nd = 1 + cm->ndidx[tr->state[ti]]; /* calculate node that EL replaced */
+ qinset = cons->rpos[nd] - cons->lpos[nd] + 1;
+ tinset = tr->emitr[ti] - tr->emitl[ti] + 1;
+ if (tinset > 0) tinset--;
+ ninset = ESL_MAX(qinset,tinset);
+ numwidth = 0; do { numwidth++; ninset/=10; } while (ninset); /* poor man's (int)log_10(ninset)+1 */
+ memset(ali->cstr+pos, '~', numwidth+4);
+ sprintf(ali->cseq+pos, "*[%*d]*", numwidth, qinset);
+ sprintf(ali->aseq+pos, "*[%*d]*", numwidth, tinset);
+ /* do nothing for posteriors here, they'll stay as they were init'ed, as ' ' */
+ pos += 4 + numwidth;
+ }
+ } /* end loop over the PDA; PDA now empty */
+
+ if (cm->annote != NULL) ali->annote[ali->len] = '\0';
+ ali->cstr[ali->len] = '\0';
+ ali->cseq[ali->len] = '\0';
+ ali->mid[ali->len] = '\0';
+ ali->top[ali->len] = '\0';
+ ali->aseq[ali->len] = '\0';
+ if(have_pcodes) {
+ ali->pcode1[ali->len] = '\0';
+ ali->pcode2[ali->len] = '\0';
+ }
+ /* Laboriously determine the maximum bounds.
+ */
+ ali->sqfrom = 0;
+ for (pos = 0; pos < ali->len; pos++)
+ if (ali->scoord[pos] != 0) {
+ ali->sqfrom = ali->scoord[pos];
+ break;
+ }
+ ali->sqto = 0;
+ for (pos = 0; pos < ali->len; pos++)
+ if (ali->scoord[pos] != 0) ali->sqto = ali->scoord[pos];
+ ali->cfrom = 0;
+ for (pos = 0; pos < ali->len; pos++)
+ if (ali->ccoord[pos] != 0) {
+ ali->cfrom = ali->ccoord[pos];
+ break;
+ }
+ ali->cto = 0;
+ for (pos = 0; pos < ali->len; pos++)
+ if (ali->ccoord[pos] != 0) ali->cto = ali->ccoord[pos];
+
+ esl_stack_Destroy(pda);
+ return ali;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return NULL; /* not reached */
+}
+
+/* Function: PrintFancyAli()
+ * Date: SRE, Thu Jun 13 02:23:18 2002 [Aula Magna, Stockholm]
+ *
+ * Purpose: Write a CM/sequence alignment to a stream, from a
+ * Fancyali_t structure. Line length currently hardcoded
+ * but this could be changed. Modeled on HMMER's
+ * eponymous function.
+ *
+ * Args: fp - where to print it (stdout or open FILE)
+ * ali - alignment structure to print.
+ * offset- number of residues to add to target seq index,
+ * to ease MPI search, all target hits start at posn 1
+ * in_revcomp- TRUE if hit we're printing an alignment for a
+ * cmsearch hit on reverse complement strand.
+ * do_top - TRUE to turn on optional 'top-line' annotation.
+ * This was set in CreateFancyAli() as marking either:
+ * - negative scoring (non-compensatories) and half-bps:
+ * - negative scoring *non-canonical* bps and half bps
+ * (in this 2nd case negative scoring canonicals are unmarked)
+ * Returns: (void)
+ */
+void
+PrintFancyAli(FILE *fp, Fancyali_t *ali, int offset, int in_revcomp, int do_top)
+{
+ int status;
+ char *buf;
+ int pos;
+ int linelength;
+ int ci, cj; /* positions in CM consensus 1..clen */
+ int sqi, sqj; /* positions in target seq 1..L */
+ int i;
+ int i2print, j2print; /* i,j indices we'll print, used to deal with case of reverse complement */
+ int have_pcodes; /* TRUE if postal codes are valid */
+
+ have_pcodes = (ali->pcode1 != NULL && ali->pcode2 != NULL) ? TRUE : FALSE;
+ linelength = 60;
+ ESL_ALLOC(buf, sizeof(char) * (linelength + 1));
+ buf[linelength] = '\0';
+ for (pos = 0; pos < ali->len; pos += linelength)
+ {
+ /* Laboriously determine our coord bounds on dsq
+ * and consensus line for this alignment section.
+ */
+ sqi = 0;
+ for (i = pos; ali->aseq[i] != '\0' && i < pos + linelength; i++) {
+ if (ali->scoord[i] != 0) {
+ sqi = ali->scoord[i];
+ break;
+ }
+ }
+ sqj = 0;
+ for (i = pos; ali->aseq[i] != '\0' && i < pos + linelength; i++) {
+ if (ali->scoord[i] != 0) sqj = ali->scoord[i];
+ }
+ ci = 0;
+ for (i = pos; ali->aseq[i] != '\0' && i < pos + linelength; i++) {
+ if (ali->ccoord[i] != 0) {
+ ci = ali->ccoord[i];
+ break;
+ }
+ }
+ cj = 0;
+ for (i = pos; ali->aseq[i] != '\0' && i < pos + linelength; i++) {
+ if (ali->ccoord[i] != 0) cj = ali->ccoord[i];
+ }
+
+ /* Formats and print the alignment section.
+ */
+ if (ali->annote != NULL) {
+ strncpy(buf, ali->annote+pos, linelength);
+ fprintf(fp, " %8s %s\n", " ", buf);
+ }
+ if (do_top && ali->top != NULL) {
+ strncpy(buf, ali->top+pos, linelength);
+ fprintf(fp, " %8s %s\n", " ", buf);
+ }
+ if (ali->cstr != NULL) {
+ strncpy(buf, ali->cstr+pos, linelength);
+ fprintf(fp, " %8s %s\n", " ", buf);
+ }
+ if (ali->cseq != NULL) {
+ strncpy(buf, ali->cseq+pos, linelength);
+ if (ci && cj)
+ fprintf(fp, " %8d %s %-8d\n", ci, buf, cj);
+ else
+ fprintf(fp, " %8s %s %-8s\n", "-", buf, "-");
+ }
+ if (ali->mid != NULL) {
+ strncpy(buf, ali->mid+pos, linelength);
+ fprintf(fp, " %8s %s\n", " ", buf);
+ }
+ if (ali->aseq != NULL) {
+ strncpy(buf, ali->aseq+pos, linelength);
+ if (sqj && sqi) {
+ if(in_revcomp) {
+ i2print = offset - (sqi-1) + 1;
+ j2print = i2print - (sqj-sqi);
+ }
+ else {
+ i2print = sqi + offset;
+ j2print = sqj + offset;
+ }
+ fprintf(fp, " %8d %s %-8d\n", i2print, buf, j2print);
+ }
+ else {
+ fprintf(fp, " %8s %s %-8s\n", "-", buf, "-");
+ }
+ }
+ if (have_pcodes && ali->pcode1 != NULL) {
+ strncpy(buf, ali->pcode1+pos, linelength);
+ fprintf(fp, " %8s %s\n", "POSTX.", buf);
+ }
+ if (have_pcodes && ali->pcode2 != NULL) {
+ strncpy(buf, ali->pcode2+pos, linelength);
+ fprintf(fp, " %8s %s\n", "POST.X", buf);
+ }
+ fprintf(fp, "\n");
+ }
+ free(buf);
+ fflush(fp);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+}
+
+
+/* Function: FreeFancyAli()
+ * Incept: SRE, Fri May 24 15:37:30 2002 [St. Louis]
+ */
+void
+FreeFancyAli(Fancyali_t *ali)
+{
+ if (ali->annote != NULL) free(ali->annote);
+ if (ali->cstr != NULL) free(ali->cstr);
+ if (ali->cseq != NULL) free(ali->cseq);
+ if (ali->mid != NULL) free(ali->mid);
+ if (ali->top != NULL) free(ali->top);
+ if (ali->aseq != NULL) free(ali->aseq);
+ if (ali->pcode1 != NULL) free(ali->pcode1);
+ if (ali->pcode2 != NULL) free(ali->pcode2);
+ if (ali->ccoord != NULL) free(ali->ccoord);
+ if (ali->scoord != NULL) free(ali->scoord);
+ free(ali);
+}
+
+
+/* Function: CreateCMConsensus()
+ * Incept: SRE, Thu May 23 10:39:39 2002 [St. Louis]
+ *
+ * Purpose: Create displayable strings for consensus sequence
+ * and consensus structure; also create map of
+ * nodes -> right and left consensus positions.
+ *
+ * Consensus sequence shows maximum scoring residue(s)
+ * for each emitting node. If score < pthresh (for pairs)
+ * or < sthresh (for singlets), the residue is shown
+ * in lower case. (That is, "strong" consensus residues
+ * are in upper case.)
+ *
+ * Consensus structure annotates
+ * base pairs according to "multifurcation order" (how
+ * many multifurcation loops are beneath this pair).
+ * terminal stems: <>
+ * order 1: ()
+ * order 2: []
+ * order >2: {}
+ * Singlets are annotated : if external, _ if hairpin,
+ * - if bulge or interior loop, and , for multifurcation loop.
+ *
+ * Example:
+ * ::(((,,<<<__>>>,<<<__>>->,,)))::
+ * AAGGGAACCCTTGGGTGGGTTCCACAACCCAA
+ *
+ * Args: cm - the model
+ * abc - alphabet to create con->cseq with (often cm->abc)
+ * pthresh - bit score threshold for base pairs to be lowercased
+ * sthresh - bit score threshold for singlets to be lowercased
+ *
+ * Returns: <eslOK> on success, <eslEMEM> on memory error.
+8 CMConsensus_t structure in *ret_cons.
+ * Caller frees w/ FreeCMConsensus().
+ *
+ * Xref: STL6 p.58.
+ */
+int
+CreateCMConsensus(CM_t *cm, const ESL_ALPHABET *abc, float pthresh, float sthresh, CMConsensus_t **ret_cons)
+{
+ /* Contract check. We allow the caller to specify the alphabet they want the
+ * resulting MSA in, but it has to make sense (see next few lines). */
+ if(cm->abc->type == eslRNA)
+ {
+ if(abc->type != eslRNA && abc->type != eslDNA)
+ cm_Fail("ERROR in CreateCMConsensus(), cm alphabet is RNA, but requested output alphabet is neither DNA nor RNA.");
+ }
+ else if(cm->abc->K != abc->K)
+ cm_Fail("ERROR in CreateCMConsensus(), cm alphabet size is %d, but requested output alphabet size is %d.", cm->abc->K, abc->K);
+
+ int status;
+ CMConsensus_t *con; /* growing consensus info */
+ char *cseq; /* growing consensus sequence display string */
+ char *cstr; /* growing consensus structure display string */
+ int *ct; /* growing ct Zuker pairing partnet string */
+ int *lpos, *rpos; /* maps node->consensus position, [0..nodes-1] */
+ int cpos; /* current position in cseq, cstr */
+ int nalloc; /* current allocated length of cseq, cstr */
+ ESL_STACK *pda; /* pushdown automaton used to traverse model */
+ int *multiorder; /* "height" of each node (multifurcation order), [0..nodes-1] */
+ int *inface; /* face count for each node, inside */
+ int *outface; /* face count for each node, outside */
+ int v, nd;
+ int type;
+ char lchar, rchar;
+ char lstruc, rstruc;
+ int x;
+ int pairpartner; /* coord of left pairing partner of a right base */
+ void *tmp; /* for ESL_RALLOC */
+
+ ESL_ALLOC(lpos, sizeof(int) * cm->nodes);
+ ESL_ALLOC(rpos, sizeof(int) * cm->nodes);
+ ESL_ALLOC(cseq, sizeof(char) * 100);
+ ESL_ALLOC(cstr, sizeof(char) * 100);
+ ESL_ALLOC(ct, sizeof(int) * 100);
+ nalloc = 100;
+ cpos = 0;
+
+ for (nd = 0; nd < cm->nodes; nd++)
+ lpos[nd] = rpos[nd] = -1;
+
+ multiorder = createMultifurcationOrderChart(cm);
+ createFaceCharts(cm, &inface, &outface);
+
+ if((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ while (esl_stack_IPop(pda, &type) != eslEOD) {
+ if (type == PDA_RESIDUE)
+ {
+ esl_stack_IPop(pda, &x); rchar = (char) x;
+ esl_stack_IPop(pda, &x); rstruc = (char) x;
+ esl_stack_IPop(pda, &pairpartner);
+ esl_stack_IPop(pda, &nd);
+ rpos[nd] = cpos;
+ cseq[cpos] = rchar;
+ cstr[cpos] = rstruc;
+ ct[cpos] = pairpartner;
+ if (pairpartner != -1) ct[pairpartner] = cpos;
+ cpos++;
+ }
+ else if (type == PDA_MARKER)
+ {
+ esl_stack_IPop(pda, &nd);
+ rpos[nd] = cpos-1;
+ }
+ else if (type == PDA_STATE)
+ {
+ esl_stack_IPop(pda, &v);
+ nd = cm->ndidx[v];
+ lchar = rchar = lstruc = rstruc = 0;
+
+ /* Determine what we emit:
+ * MATP, MATL, MATR consensus states only.
+ */
+ if (cm->stid[v] == MATP_MP)
+ {
+ x = esl_vec_FArgMax(cm->esc[v], abc->K*abc->K);
+ lchar = abc->sym[x / abc->K];
+ rchar = abc->sym[x % abc->K];
+ if (cm->esc[v][x] < pthresh) {
+ lchar = tolower((int) lchar);
+ rchar = tolower((int) rchar);
+ }
+ switch (multiorder[nd]) {
+ case 0: lstruc = '<'; rstruc = '>'; break;
+ case 1: lstruc = '('; rstruc = ')'; break;
+ case 2: lstruc = '['; rstruc = ']'; break;
+ default: lstruc = '{'; rstruc = '}'; break;
+ }
+ } else if (cm->stid[v] == MATL_ML) {
+ x = esl_vec_FArgMax(cm->esc[v], cm->abc->K);
+ lchar = abc->sym[x];
+ if (cm->esc[v][x] < sthresh) lchar = tolower((int) lchar);
+ if (outface[nd] == 0) lstruc = ':'; /* external ss */
+ else if (inface[nd] == 0 && outface[nd] == 1) lstruc = '_'; /* hairpin loop */
+ else if (inface[nd] == 1 && outface[nd] == 1) lstruc = '-'; /* bulge/interior */
+ else lstruc = ','; /* multiloop */
+ rstruc = ' ';
+ } else if (cm->stid[v] == MATR_MR) {
+ x = esl_vec_FArgMax(cm->esc[v], cm->abc->K);
+ rchar = abc->sym[x];
+ if (cm->esc[v][x] < sthresh) rchar = tolower((int) rchar);
+ if (outface[nd] == 0) rstruc = ':'; /* external ss */
+ else if (inface[nd] == 0 && outface[nd] == 1) rstruc = '?'; /* doesn't happen */
+ else if (inface[nd] == 1 && outface[nd] == 1) rstruc = '-'; /* bulge/interior */
+ else rstruc = ','; /* multiloop */
+ lstruc = ' ';
+ }
+
+ /* Emit. A left base, we can do now;
+ * a right base, we defer onto PDA.
+ */
+ lpos[nd] = cpos; /* we always set lpos, rpos even for nonemitters */
+ if (lchar) {
+ cseq[cpos] = lchar;
+ cstr[cpos] = lstruc;
+ ct[cpos] = -1; /* will be overwritten, if needed, when right guy is processed */
+ cpos++;
+ }
+ if (rchar) {
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ if (lchar) { if ((status = esl_stack_IPush(pda, cpos-1)) != eslOK) goto ERROR; }
+ else { if ((status = esl_stack_IPush(pda, -1)) != eslOK) goto ERROR; }
+ if ((status = esl_stack_IPush(pda, rstruc)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, rchar)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_RESIDUE)) != eslOK) goto ERROR;
+ } else {
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_MARKER)) != eslOK) goto ERROR;
+ }
+
+ /* Transit - to consensus states only.
+ * The obfuscated idiom finds the index of the next consensus
+ * state without making assumptions about numbering or connectivity.
+ */
+ if (cm->sttype[v] == B_st) {
+ if ((status = esl_stack_IPush(pda, cm->cnum[v])) != eslOK) goto ERROR; /* right S */
+ if ((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->cfirst[v])) != eslOK) goto ERROR; /* left S */
+ if ((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ } else if (cm->sttype[v] != E_st) {
+ v = cm->nodemap[cm->ndidx[cm->cfirst[v] + cm->cnum[v] - 1]];
+ if ((status = esl_stack_IPush(pda, v)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, PDA_STATE)) != eslOK) goto ERROR;
+ }
+ } /*end PDA_STATE block*/
+
+ if (cpos == nalloc) {
+ nalloc += 100;
+ ESL_RALLOC(cseq, tmp, sizeof(char) * nalloc);
+ ESL_RALLOC(cstr, tmp, sizeof(char) * nalloc);
+ ESL_RALLOC(ct, tmp, sizeof(int) * nalloc);
+ }
+ }/* PDA now empty... done generating cseq, cstr, and node->consensus residue map */
+ cseq[cpos] = '\0';
+ cstr[cpos] = '\0';
+
+ esl_stack_Destroy(pda);
+ free(multiorder);
+ free(inface);
+ free(outface);
+
+ ESL_ALLOC(con, sizeof(CMConsensus_t));
+ con->cseq = cseq;
+ con->cstr = cstr;
+ con->ct = ct;
+ con->lpos = lpos;
+ con->rpos = rpos;
+ con->clen = cpos;
+ *ret_cons = con;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+void
+FreeCMConsensus(CMConsensus_t *con)
+{
+ if (con->cseq != NULL) free(con->cseq);
+ if (con->cstr != NULL) free(con->cstr);
+ if (con->ct != NULL) free(con->ct);
+ if (con->lpos != NULL) free(con->lpos);
+ if (con->rpos != NULL) free(con->rpos);
+ free(con);
+}
+
+/* Function: createMultifurcationOrderChart()
+ * Incept: SRE, Thu May 23 09:48:33 2002 [St. Louis]
+ *
+ * Purpose: Calculates the degree of multifurcation beneath
+ * the master subtree rooted at every node n.
+ * Returns [0..nodes-1] array of these values.
+ *
+ * Terminal stems have value 0. All nodes n starting with
+ * the BEG node for a terminal stem have height[n] = 0.
+ *
+ * A stem "above" a multifurcation into all terminal stems
+ * has value 1; all nodes n starting with BEG and ending
+ * with BIF have height[n] = 1.
+ *
+ * And so on, for "higher order" (deeper) multifurcations.
+ *
+ * Used for figuring out what characters we'll display a
+ * consensus pair with.
+ *
+ * THIS FUNCTION IS BUGGY (Sat Jun 1 12:24:23 2002)
+ *
+ * Args: cm - the model.
+ *
+ * Returns: [0..cm->nodes-1] array of multifurcation orders, for each node.
+ * This array is allocated here; caller free's w/ free().
+ *
+ * xref: STL6 p.58.
+ */
+static int *
+createMultifurcationOrderChart(CM_t *cm)
+{
+ int status;
+ int v, nd, left, right;
+ int *height;
+ int *seg_has_pairs;
+
+ ESL_ALLOC(height, sizeof(int) * cm->nodes);
+ ESL_ALLOC(seg_has_pairs, sizeof(int) * cm->nodes);
+ for (nd = cm->nodes-1; nd >= 0; nd--)
+ {
+ v = cm->nodemap[nd];
+
+ if (cm->stid[v] == MATP_MP) seg_has_pairs[nd] = TRUE;
+ else if (cm->stid[v] == END_E) seg_has_pairs[nd] = FALSE;
+ else if (cm->stid[v] == BIF_B) seg_has_pairs[nd] = FALSE;
+ else seg_has_pairs[nd] = seg_has_pairs[nd+1];
+
+ if (cm->stid[v] == END_E)
+ height[nd] = 0;
+ else if (cm->stid[v] == BIF_B)
+ {
+ left = cm->ndidx[cm->cfirst[v]];
+ right = cm->ndidx[cm->cnum[v]];
+ height[nd] = ESL_MAX(height[left] + seg_has_pairs[left],
+ height[right] + seg_has_pairs[right]);
+ }
+ else
+ height[nd] = height[nd+1];
+ }
+ free(seg_has_pairs);
+ return height;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0; /* never reached */
+}
+
+
+/* Function: createFaceCharts()
+ * Incept: SRE, Thu May 23 12:40:04 2002 [St. Louis]
+ *
+ * Purpose: Calculate "inface" and "outface" for each node
+ * in the consensus (master) structure of the CM.
+ * These can be used to label nodes:
+ * inface outface
+ * ------------ ----------
+ * external ss any 0
+ * hairpin loop 0 1
+ * bulge/interior 1 1
+ * multifurc >1 1
+ * multifurc 1 >1
+ * doesn't happen 0 >1
+ *
+ * hairpin closing bp 0 1
+ * extern closing bp 1 0
+ * stem bp 1 1
+ * multifurc close bp >1 1
+ * multifurc close bp 1 >1
+ * doesn't happen 0 >1
+ *
+ * Args: cm - the model
+ * ret_inface - RETURN: inface[0..nodes-1]
+ * ret_outface - RETURN: outface[0..nodes-1]
+ *
+ * Returns: inface, outface;
+ * they're alloc'ed here. Caller free's with free()
+ *
+ * Xref: STL6 p.58
+ */
+static void
+createFaceCharts(CM_t *cm, int **ret_inface, int **ret_outface)
+{
+ int status;
+ int *inface;
+ int *outface;
+ int nd, left, right, parent;
+ int v,w,y;
+
+ ESL_ALLOC(inface, sizeof(int) * cm->nodes);
+ ESL_ALLOC(outface, sizeof(int) * cm->nodes);
+
+ /* inface - the number of faces below us in descendant
+ * subtrees. if 0, we're either external, or
+ * a closing basepair, or we're in a hairpin loop.
+ * inface is exclusive of current pair - so we
+ * can easily detect closing base pairs.
+ */
+ for (nd = cm->nodes-1; nd >= 0; nd--)
+ {
+ v = cm->nodemap[nd];
+ if (cm->ndtype[nd] == END_nd) inface[nd] = 0;
+ else if (cm->ndtype[nd] == BIF_nd) {
+ left = cm->ndidx[cm->cfirst[v]];
+ right = cm->ndidx[cm->cnum[v]];
+ inface[nd] = inface[left] + inface[right];
+ } else {
+ if (cm->ndtype[nd+1] == MATP_nd) inface[nd] = 1;
+ else inface[nd] = inface[nd+1];
+ }
+ }
+
+ /* outface - the number of faces above us in the tree
+ * excluding our subtree. if 0, we're external.
+ * Like inface, outface is exclusive of current
+ * pair.
+ */
+ for (nd = 0; nd < cm->nodes; nd++)
+ {
+ v = cm->nodemap[nd];
+ if (cm->ndtype[nd] == ROOT_nd) outface[nd] = 0;
+ else if (cm->ndtype[nd] == BEGL_nd)
+ {
+ parent = cm->ndidx[cm->plast[v]];
+ y = cm->nodemap[parent];
+ right = cm->ndidx[cm->cnum[y]];
+ outface[nd] = outface[parent] + inface[right];
+ }
+ else if (cm->ndtype[nd] == BEGR_nd)
+ {
+ parent = cm->ndidx[cm->plast[v]];
+ w = cm->nodemap[parent];
+ left = cm->ndidx[cm->cfirst[y]];
+ outface[nd] = outface[parent] + inface[left];
+ }
+ else
+ {
+ parent = nd-1;
+ if (cm->ndtype[parent] == MATP_nd) outface[nd] = 1;
+ else outface[nd] = outface[parent];
+ }
+ }
+
+ *ret_inface = inface;
+ *ret_outface = outface;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+}
+
+
+
+/* Function: MainBanner()
+ * Date: SRE, Fri Sep 26 11:29:02 2003 [AA 886, from Salk Institute]
+ *
+ * Purpose: Print a package version and copyright banner.
+ * Used by all the main()'s that use the squid library.
+ *
+ * Expects to be able to pick up defined preprocessor variables:
+ * variable example
+ * -------- --------------
+ * PACKAGE_NAME "Infernal"
+ * PACKAGE_VERSION "0.42"
+ * PACKAGE_DATE "Sept 2003"
+ * PACKAGE_COPYRIGHT "Copyright (C) 2001-2003 Washington University School of Medicine"
+ * PACKAGE_LICENSE "Freely distributed under the GNU General Public License (GPL)."
+ * This gives us a general mechanism to update release information
+ * without changing multiple points in the code.
+ *
+ * Args: fp - where to print it
+ * banner - one-line program description, e.g.:
+ * "foobar - make bars from foo with elan"
+ * Returns: (void)
+ */
+void
+MainBanner(FILE *fp, char *banner)
+{
+ fprintf(fp, "%s\n", banner);
+ fprintf(fp, "%s %s (%s)\n", PACKAGE_NAME, PACKAGE_VERSION, PACKAGE_DATE);
+ fprintf(fp, "%s\n", PACKAGE_COPYRIGHT);
+ fprintf(fp, "%s\n", PACKAGE_LICENSE);
+ fprintf(fp, "- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -\n");
+}
+
+
+/* Function: IsCompensatory()
+ * Date: SRE, Sun Jun 2 10:16:59 2002 [Madison]
+ *
+ * Purpose: Returns TRUE if log[pij/(pi*pj)] is >= 0,
+ * where pij is the probability of a base pair,
+ * pi and pj are the marginal probabilities
+ * for the symbols at i and j.
+ *
+ * Currently returns FALSE if symi or symj
+ * are ambiguous IUPAC nucs. Could do a more
+ * sophisticated marginalization - prob not
+ * worth it right now.
+ *
+ * Args: pij - joint emission probability vector [0..15]
+ * indexed symi*4 + symj.
+ * symi - symbol index at i [0..3], equiv to [a..u]
+ * symj - symbol index at j [0..3], equiv to [a..u]
+ *
+ * Returns: TRUE or FALSE.
+ */
+int
+IsCompensatory(const ESL_ALPHABET *abc, float *pij, int symi, int symj)
+{
+ int x;
+ float pi, pj;
+
+ if (symi >= abc->K || symj >= abc->K)
+ return FALSE;
+
+ pi = pj = 0.;
+ for (x = 0; x < abc->K; x++)
+ {
+ pi += pij[symi*abc->K + x];
+ pj += pij[x*abc->K + symi];
+ }
+ if (log(pij[symi*abc->K+symj]) - log(pi) - log(pj) >= 0)
+ return TRUE;
+ else
+ return FALSE;
+}
+
+/* Implementation of CMEmitMap_t structure:
+ * map of a CM's nodes onto consensus sequence positions.
+ * Structure is declared in structs.h.
+ *
+ * Used for constructing multiple alignments.
+ *
+ * clen : consensus length.
+ * clen is 2* n(MATP) + n(MATL) + n(MATR).
+ * The consensus sequence is indexed 1..clen.
+ * 0 and clen+1 are also used, as boundary conditions.
+ *
+ * lpos[0..nodes-1] : has values 0 to clen+1.
+ * Any left match emission from node nd is placed in lpos[nd].
+ * Any left insert emission from node nd *follows* lpos[nd].
+ *
+ * rpos[0..nodes-1] : has values 0..clen+1
+ * Any right match emission from node nd is placed in rpos[nd].
+ * Any right insert emission from node nd *precedes* rpos[nd]
+ *
+ * epos[0..nodes-1] : has values 0..clen+1.
+ * Any EL insertion from a nd->EL transition *follows* epos[nd].
+ *
+ * There are no dummy values; all lpos, rpos, epos are valid coords
+ * 0..clen+1, as described above, even for END_nd's.
+ *
+ * For nonemitting nodes, rpos and lpos give a noninclusive bound:
+ * for example, lpos[0] = 0 and rpos[0] = clen+1 by definition.
+ *
+ * Insertions occur between consensus positions. An inter-consensus-position
+ * space may contain more than one type of insertion: an IL insertion and
+ * an EL insertion, an IR insertion and an EL insertion; or (in
+ * a single absurd case of a model with a consensus length of 0)
+ * all three insertion types. Insertions are placed in order IL/EL/IR.
+ *
+ */
+
+CMEmitMap_t *
+CreateEmitMap(CM_t *cm)
+{
+ int status;
+ CMEmitMap_t *map;
+ ESL_STACK *pda;
+ int cpos;
+ int nd;
+ int on_right;
+
+ ESL_ALLOC(map, sizeof(CMEmitMap_t));
+ ESL_ALLOC(map->lpos, sizeof(int) * cm->nodes);
+ ESL_ALLOC(map->rpos, sizeof(int) * cm->nodes);
+ ESL_ALLOC(map->epos, sizeof(int) * cm->nodes);
+
+ for (nd = 0; nd < cm->nodes; nd++)
+ map->lpos[nd] = map->rpos[nd] = map->epos[nd] = -1;
+
+ cpos = 0;
+ nd = 0;
+ if ((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR; /* 0 = left side. 1 would = right side. */
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ while (esl_stack_IPop(pda, &nd) != eslEOD)
+ {
+ esl_stack_IPop(pda, &on_right);
+
+ if (on_right)
+ {
+ map->rpos[nd] = cpos+1;
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATR_nd) cpos++;
+ }
+ else
+ {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd) cpos++;
+ map->lpos[nd] = cpos;
+
+ if (cm->ndtype[nd] == BIF_nd)
+ {
+ /* push the BIF back on for its right side */
+ if ((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ /* push node index for right child */
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->ndidx[cm->cnum[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ /* push node index for left child */
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->ndidx[cm->cfirst[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ }
+ else
+ {
+ /* push the node back on for right side */
+ if ((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ /* push child node on */
+ if (cm->ndtype[nd] != END_nd) {
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd+1)) != eslOK) goto ERROR;
+ }
+ }
+ }
+ }
+
+ /* Construct the epos map: if we do a v->EL transition,
+ * the EL follows what consensus position (and its IL insertions,
+ * if any)
+ */
+ for (nd = cm->nodes-1; nd >= 0; nd--) {
+ if (cm->ndtype[nd] == END_nd)
+ cpos = map->lpos[nd];
+ else if (cm->ndtype[nd] == BIF_nd) /* propagate epos for *right* branch. */
+ cpos = map->epos[cm->ndidx[cm->cnum[cm->nodemap[nd]]]];
+
+ map->epos[nd] = cpos;
+ }
+
+ map->clen = map->rpos[0]-1;
+ esl_stack_Destroy(pda);
+ return map;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+void
+DumpEmitMap(FILE *fp, CMEmitMap_t *map, CM_t *cm)
+{
+ int nd;
+
+ fprintf(fp, "CM to consensus emit map; consensus length = %d \n",
+ map->clen);
+ fprintf(fp, "%4s %9s %4s %4s %4s\n",
+ "Node", "Node type", "lpos", "rpos", "epos");
+ fprintf(fp, "%4s %9s %4s %4s %4s\n",
+ "----", "---------", "----", "----", "----");
+ for (nd = 0; nd < cm->nodes; nd++)
+ fprintf(fp, "%4d %9s %4d %4d %4d\n",
+ nd, Nodetype(cm->ndtype[nd]),
+ map->lpos[nd], map->rpos[nd], map->epos[nd]);
+}
+
+void
+FreeEmitMap(CMEmitMap_t *map)
+{
+ free(map->lpos);
+ free(map->rpos);
+ free(map->epos);
+ free(map);
+}
+
+/* format_time_string()
+ * Date: SRE, Fri Nov 26 15:06:28 1999 [St. Louis]
+ *
+ * Purpose: Given a number of seconds, format into
+ * hh:mm:ss.xx in a provided buffer.
+ *
+ * Args: buf - allocated space (128 is plenty!)
+ * sec - number of seconds
+ * do_frac - TRUE (1) to include hundredths of a sec
+ */
+void
+FormatTimeString(char *buf, double sec, int do_frac)
+{
+ int h, m, s, hs;
+
+ h = (int) (sec / 3600.);
+ m = (int) (sec / 60.) - h * 60;
+ s = (int) (sec) - h * 3600 - m * 60;
+ if (do_frac) {
+ hs = (int) (sec * 100.) - h * 360000 - m * 6000 - s * 100;
+ sprintf(buf, "%02d:%02d:%02d.%02d", h,m,s,hs);
+ } else {
+ sprintf(buf, "%02d:%02d:%02d", h,m,s);
+ }
+}
+
+
+/* Function: GetCommand
+ * Date: EPN, Fri Jan 25 13:56:10 2008
+ *
+ * Purpose: Return the command used to call an infernal executable
+ * in <ret_command>.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+GetCommand(const ESL_GETOPTS *go, char *errbuf, char **ret_command)
+{
+ int status;
+ int i;
+ char *command = NULL;
+
+ for (i = 0; i < go->argc; i++) { /* copy all command line options and args */
+ if((status = esl_strcat(&(command), -1, go->argv[i], -1)) != eslOK) goto ERROR;
+ if(i < (go->argc-1)) if((status = esl_strcat(&(command), -1, " ", 1)) != eslOK) goto ERROR;
+ }
+ *ret_command = command;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "GetCommand(): memory allocation error.");
+ return status;
+}
+
+/* Function: GetDate
+ * Date: EPN, Fri Jan 25 13:59:22 2008
+ *
+ * Purpose: Return a string that gives the current date.
+ *
+ * Returns: eslOK on success; eslEMEM on allocation failure.
+ */
+int
+GetDate(char *errbuf, char **ret_date)
+{
+ int status;
+ time_t date = time(NULL);
+ char *sdate = NULL;
+
+ if((status = esl_strdup(ctime(&date), -1, &sdate)) != eslOK) goto ERROR;
+ esl_strchop(sdate, -1); /* doesn't return anything but eslOK */
+
+ *ret_date = sdate;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "get_date() error status: %d, probably out of memory.", status);
+ return status;
+}
+
+
+/* Function: bp_is_canonical
+ * Date: EPN, Wed Oct 14 06:17:27 2009
+ *
+ * Purpose: Determine if two residues form a canonical base pair or not.
+ * Works for RNA or DNA (because for some reason cmsearch allows
+ * the user to format output as DNA (with --dna)).
+ *
+ * Returns: TRUE if:
+ * lseq rseq
+ * ---- ----
+ * A U
+ * U A
+ * C G
+ * G C
+ * G U
+ * U G
+ * A T
+ * T A
+ * G T
+ * T G
+ * Else, return FALSE.
+ */
+int
+bp_is_canonical(char lseq, char rseq)
+{
+ switch (toupper(lseq)) {
+ case 'A':
+ switch (toupper(rseq)) {
+ case 'U': return TRUE; break;
+ case 'T': return TRUE; break;
+ default: break;
+ }
+ break;
+ case 'C':
+ switch (toupper(rseq)) {
+ case 'G': return TRUE; break;
+ default: break;
+ }
+ break;
+ case 'G':
+ switch (toupper(rseq)) {
+ case 'C': return TRUE; break;
+ case 'U': return TRUE; break;
+ case 'T': return TRUE; break;
+ default: break;
+ }
+ break;
+ case 'U':
+ switch (toupper(rseq)) {
+ case 'A': return TRUE; break;
+ case 'G': return TRUE; break;
+ default: break;
+ }
+ break;
+ case 'T':
+ switch (toupper(rseq)) {
+ case 'A': return TRUE; break;
+ case 'G': return TRUE; break;
+ default: break;
+ }
+ break;
+ default: break;
+ }
+
+ return FALSE;
+}
+
diff --git a/src/errors.c b/src/errors.c
new file mode 100644
index 0000000..88a2f69
--- /dev/null
+++ b/src/errors.c
@@ -0,0 +1,64 @@
+/* errors.c
+ *
+ * error handling.
+ *
+ * Infernal's fatal error messages distinguish between user errors
+ * ("failure", with cm_Fail()) and internal faults ("death", with
+ * cm_Die()). For now, though, there is no difference between the two
+ * functions. Someday we might have cm_Die() print a comforting
+ * apology, or provide some help on how to report bugs to us;
+ * cm_Fail() might provide some pointers on where to read more
+ * documentation.
+ *
+ * Based on HMMER3's errors.c:
+ * SRE, Fri Jan 12 08:46:02 2007
+ * SVN $Id$
+ */
+
+#include "config.h"
+
+#include <stdlib.h>
+#include <stdio.h>
+
+#include "funcs.h"
+#include "structs.h"
+
+/* Function: cm_Die()
+ * Incept: EPN, Fri Jul 27 14:35:44 2007
+ *
+ * Purpose: Handle a fatal exception (something that's the system's fault,
+ * including memory allocation failures; or possibly our fault).
+ */
+void
+cm_Die(char *format, ...)
+{
+ va_list argp;
+ /* format the error mesg */
+ fprintf(stderr, "\nFATAL: ");
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ fprintf(stderr, "\n");
+ fflush(stderr);
+ exit(1);
+}
+
+/* Function: cm_Fail()
+ * Incept: EPN, Fri Jul 27 14:35:58 2007
+ *
+ * Purpose: Handle a user error (something that's the user's fault).
+ */
+void
+cm_Fail(char *format, ...)
+{
+ va_list argp;
+ /* format the error mesg */
+ fprintf(stderr, "\nError: ");
+ va_start(argp, format);
+ vfprintf(stderr, format, argp);
+ va_end(argp);
+ fprintf(stderr, "\n");
+ fflush(stderr);
+ exit(1);
+}
+
diff --git a/src/eweight.c b/src/eweight.c
new file mode 100644
index 0000000..87b487d
--- /dev/null
+++ b/src/eweight.c
@@ -0,0 +1,626 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* eweight.c [EPN 11.07.05]
+ * based on: HMMER 2.4devl's lsj_eweight.c
+ * Most original comments from lsj_eweight.c untouched.
+ *
+ * LSJ, Wed Feb 4 15:03:58 CST 2004
+ *
+ * entropy targeting:
+ * Code for setting effective sequence number (in cmbuild) by
+ * achieving a certain target entropy loss, relative to background
+ * null distribution.
+ *
+ * SVN $Id: eweight.c 2391 2008-04-03 21:28:35Z nawrockie $
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <string.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_rootfinder.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+struct ew_param_s {
+ CM_t *cm; /* ptr to the original count-based CM, cm->t and cm->e be changed, but we have a copy of the original data in t_orig and e_orig */
+ const Prior_t *pri; /* Dirichlet prior used to parameterize from counts */
+ float **t_orig; /* copy of initial (when this object was created) CM transitions in counts form */
+ float **e_orig; /* copy of initial (when this object was created) CM emissions in counts form */
+ float *begin_orig; /* copy of initial (when this object was created) CM begin transitions in counts form */
+ float *end_orig; /* copy of initial (when this object was created) CM end transitions in counts form */
+ double etarget; /* information content target, in bits */
+};
+
+
+/* Evaluate fx = cm rel entropy - etarget, which we want to be = 0,
+ * for effective sequence number <x>.
+ */
+static int
+cm_eweight_target_f(double Neff, void *params, double *ret_fx)
+{
+ struct ew_param_s *p = (struct ew_param_s *) params;
+ int v, i;
+ /*printf("cm_eweight_target_f() Neff: %f\n", Neff);*/
+
+ /* copy parameters from CM to p->*_orig arrays */
+ for (v = 0; v < p->cm->M; v++) {
+ for (i = 0; i < MAXCONNECT; i++) p->cm->t[v][i] = p->t_orig[v][i];
+ for (i = 0; i < p->cm->abc->K * p->cm->abc->K; i++) p->cm->e[v][i] = p->e_orig[v][i];
+ p->cm->begin[v] = p->begin_orig[v];
+ p->cm->end[v] = p->end_orig[v];
+ }
+ cm_Rescale(p->cm, Neff / (double) p->cm->nseq);
+ PriorifyCM(p->cm, p->pri);
+ *ret_fx = cm_MeanMatchRelativeEntropy(p->cm) - p->etarget; /* only diff with hmm_eweight_target_f */
+ return eslOK;
+}
+
+
+/* Evaluate fx = hmm rel entropy - etarget, which we want to be = 0,
+ * for effective sequence number <x>. Differs from cm_eweight_target_f
+ * in that emissions from MATP_MP pair emitting states are marginalized
+ * out, effectively treating the CM like an HMM. This is done with
+ * a cm_MeanMatchRelativeEntropyHMM() instead of cm_MeanMatchRelativeEntropy().
+ *
+ */
+static int
+hmm_eweight_target_f(double Neff, void *params, double *ret_fx)
+{
+ struct ew_param_s *p = (struct ew_param_s *) params;
+ int v, i;
+ /*printf("hmm_eweight_target_f() Neff: %f\n", Neff); */
+
+ /* copy parameters from CM to p->*_orig arrays */
+ for (v = 0; v < p->cm->M; v++) {
+ for (i = 0; i < MAXCONNECT; i++) p->cm->t[v][i] = p->t_orig[v][i];
+ for (i = 0; i < p->cm->abc->K * p->cm->abc->K; i++) p->cm->e[v][i] = p->e_orig[v][i];
+ p->cm->begin[v] = p->begin_orig[v];
+ p->cm->end[v] = p->end_orig[v];
+ }
+ cm_Rescale(p->cm, Neff / (double) p->cm->nseq);
+ PriorifyCM(p->cm, p->pri);
+ *ret_fx = cm_MeanMatchRelativeEntropyHMM(p->cm) - p->etarget; /* only diff with cm_eweight_target_f */
+ return eslOK;
+}
+
+/* Function: cm_EntropyWeight()
+ * Incept: EPN, Mon Jan 7 07:19:46 2008
+ * based on HMMER3's p7_EntropyWeight()
+ * SRE, Fri May 4 15:32:59 2007 [Janelia]
+ *
+ * Purpose: Use the "entropy weighting" algorithm to determine
+ * what effective sequence number we should use, and
+ * return it in <ret_Neff>.
+ *
+ * Caller provides a count-based <hmm>, and the
+ * Dirichlet prior <pri> that's to be used to parameterize
+ * models; neither of these will be modified.
+ * Caller also provides the relative entropy
+ * target in bits in <etarget>.
+ *
+ * <ret_Neff> will range from 0 to the true number of
+ * sequences counted into the model, <hmm->nseq>.
+ *
+ * Note: if pretend_cm_is_hmm is TRUE the CM's MATP_MP pair
+ * emissions are marginalized, treating pair emitting states
+ * effectively as a pair of singlet emitting states.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+cm_EntropyWeight(CM_t *cm, const Prior_t *pri, double etarget, int pretend_cm_is_hmm, double *ret_hmm_re, double *ret_Neff)
+{
+ int status;
+ ESL_ROOTFINDER *R = NULL;
+ struct ew_param_s p;
+ double Neff;
+ double fx;
+ double hmm_re;
+ int v, i;
+
+ /* Store parameters in the structure we'll pass to the rootfinder
+ */
+ p.cm = cm;
+ /* copy parameters of the CM that will be changed by cm_Rescale() */
+ ESL_ALLOC(p.t_orig, (cm->M) * sizeof(float *));
+ ESL_ALLOC(p.e_orig, (cm->M) * sizeof(float *));
+ ESL_ALLOC(p.begin_orig, (cm->M) * sizeof(float));
+ ESL_ALLOC(p.end_orig, (cm->M) * sizeof(float));
+
+ p.t_orig[0] = NULL;
+ p.e_orig[0] = NULL;
+ ESL_ALLOC(p.t_orig[0], MAXCONNECT * cm->M * sizeof(float));
+ ESL_ALLOC(p.e_orig[0], cm->abc->K * cm->abc->K * cm->M * sizeof(float));
+ for (v = 0; v < cm->M; v++) {
+ p.t_orig[v] = p.t_orig[0] + v * MAXCONNECT;
+ p.e_orig[v] = p.e_orig[0] + v * (cm->abc->K * cm->abc->K);
+ }
+ for (v = 0; v < p.cm->M; v++) {
+ for (i = 0; i < MAXCONNECT; i++) p.t_orig[v][i] = cm->t[v][i];
+ for (i = 0; i < cm->abc->K * cm->abc->K; i++) p.e_orig[v][i] = cm->e[v][i];
+ p.begin_orig[v] = cm->begin[v];
+ p.end_orig[v] = cm->end[v];
+ }
+ p.pri = pri;
+ p.etarget = etarget;
+
+ Neff = (double) cm->nseq;
+ if(pretend_cm_is_hmm) { if ((status = hmm_eweight_target_f(Neff, &p, &fx)) != eslOK) goto ERROR; }
+ else { if ((status = cm_eweight_target_f(Neff, &p, &fx)) != eslOK) goto ERROR; }
+ if (fx > 0.) {
+ if(pretend_cm_is_hmm) { if ((R = esl_rootfinder_Create(hmm_eweight_target_f, &p)) == NULL) {status = eslEMEM; goto ERROR;} }
+ else { if ((R = esl_rootfinder_Create(cm_eweight_target_f, &p)) == NULL) {status = eslEMEM; goto ERROR;} }
+ esl_rootfinder_SetAbsoluteTolerance(R, 1e-3); /* getting Neff to ~3 sig digits is fine */
+ if ((status = esl_root_Bisection(R, 0., (double) cm->nseq, &Neff)) != eslOK) goto ERROR;
+
+ esl_rootfinder_Destroy(R);
+ }
+
+ /* we've found Neff, determine the relative entropy of the CM if we marginalize the MP pair emissions,
+ * this is (ALMOST) the relative entropy of the CP9 HMM we'll eventually construct from it,
+ * (it's only ALMOST b/c the CP9 will have marginalized emissions from the MATP_MP PLUS the MATP_ML
+ * state weighted by the expected number of times each state is visited).
+ */
+ hmm_re = cm_MeanMatchRelativeEntropyHMM(p.cm);
+
+ /* reset CM params to their original values */
+ for (v = 0; v < cm->M; v++) {
+ for (i = 0; i < MAXCONNECT; i++) cm->t[v][i] = p.t_orig[v][i];
+ for (i = 0; i < cm->abc->K * cm->abc->K; i++) cm->e[v][i] = p.e_orig[v][i];
+ cm->begin[v] = p.begin_orig[v];
+ cm->end[v] = p.end_orig[v];
+ }
+ /* free params p */
+ free(p.t_orig[0]);
+ free(p.t_orig);
+ free(p.e_orig[0]);
+ free(p.e_orig);
+ free(p.begin_orig);
+ free(p.end_orig);
+
+ *ret_hmm_re = hmm_re;
+ *ret_Neff = Neff;
+ return eslOK;
+
+ ERROR:
+ if (R != NULL) esl_rootfinder_Destroy(R);
+ *ret_Neff = (double) cm->nseq;
+ return status;
+}
+
+/* Function: cm_Rescale()
+ *
+ * Incept: EPN 11.07.05
+ * based on: HMMER's plan7.c's Plan7Rescale() (Steve Johnson)
+ *
+ * Purpose: Scale a counts-based CM by some factor, for
+ * adjusting counts to a new effective sequence number.
+ *
+ * Args: cm - counts based CM.
+ * scale - scaling factor (e.g. eff_nseq/nseq); 1.0= no scaling.
+ *
+ * Returns: (void)
+ */
+void
+cm_Rescale(CM_t *cm, float scale)
+{
+ int v;
+
+ for (v = 0; v < cm->M; v++)
+ {
+ /* Scale transition counts vector if not a BIF or E state */
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ /* Number of transitions is cm->cnum[v] */
+ esl_vec_FScale(cm->t[v], cm->cnum[v], scale);
+ }
+ /* Scale emission counts vectors */
+ if (cm->sttype[v] == MP_st)
+ { /* Consensus base pairs */
+ esl_vec_FScale(cm->e[v], (MAXABET*MAXABET), scale);
+ }
+ else if ((cm->sttype[v] == ML_st) ||
+ (cm->sttype[v] == MR_st) ||
+ (cm->sttype[v] == IL_st) ||
+ (cm->sttype[v] == IR_st))
+ { /* singlets (some consensus, some not)*/
+ esl_vec_FScale(cm->e[v], MAXABET, scale);
+ }
+ }/* end loop over states v */
+
+ /* begin, end transitions; only valid [0..M-1] */
+ esl_vec_FScale(cm->begin, cm->M, scale);
+ esl_vec_FScale(cm->end, cm->M, scale);
+
+ return;
+}
+
+/* Function: cp9_Rescale()
+ * EPN based on Steve Johnsons plan 7 version
+ *
+ * Purpose: Scale a counts-based HMM by some factor, for
+ * adjusting counts to a new effective sequence number.
+ *
+ * Args: hmm - counts based HMM.
+ * scale - scaling factor (e.g. eff_nseq/nseq); 1.0= no scaling.
+ *
+ * Returns: (void)
+ */
+void
+cp9_Rescale(CP9_t *hmm, float scale)
+{
+ int k;
+
+ /* emissions and transitions in the main model.
+ * Note that match states are 1..M, insert states are 0..M,
+ * and deletes are 0..M-1
+ */
+ for(k = 1; k <= hmm->M; k++)
+ esl_vec_FScale(hmm->mat[k], hmm->abc->K, scale);
+ for(k = 0; k <= hmm->M; k++)
+ esl_vec_FScale(hmm->ins[k], hmm->abc->K, scale);
+ for(k = 0; k < hmm->M; k++)
+ esl_vec_FScale(hmm->t[k], cp9_NTRANS, scale);
+
+ /* begin, end transitions; only valid [1..M] */
+ esl_vec_FScale(hmm->begin+1, hmm->M, scale);
+ esl_vec_FScale(hmm->end+1, hmm->M, scale);
+
+ return;
+}
+
+/* Function: cm_MeanMatchInfo()
+ * Incept: SRE, Fri May 4 11:43:56 2007 [Janelia]
+ *
+ * Purpose: Calculate the mean information content per match state
+ * emission distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{k=1}^{M}
+ * \left[
+ * - \sum_x p_k(x) \log_2 p_k(x)
+ * + \sum_x f(x) \log_2 f(x)
+ * \right]
+ * \]
+ *
+ * where $p_k(x)$ is emission probability for symbol $x$
+ * from match state $k$, and $f(x)$ is the null model's
+ * background emission probability for $x$.
+ *
+ */
+double
+cm_MeanMatchInfo(const CM_t *cm)
+{
+ return esl_vec_FEntropy(cm->null, cm->abc->K) - cm_MeanMatchEntropy(cm);
+}
+
+/*
+ * Function: cm_MeanMatchEntropy
+ * Incept: EPN, Tue May 1 14:06:37 2007
+ * Updated to match Sean's analogous p7_MeanMatchEntropy() in
+ * HMMER3's hmmstat.c, EPN, Sat Jan 5 14:48:27 2008.
+ *
+ * Purpose: Calculate the mean entropy per match state emission
+ * distribution, in bits:
+ *
+ * \[
+ * \frac{1}{clen} \sum_{v=0}^{M-1} -\sum_x p_v(x) \log_2 p_v(x)
+ * \]
+ *
+ * where $p_v(x)$ is emission probability for symbol $x$
+ * from MATL\_ML, MATR\_MR or MATP\_MP state $v$. For MATP\_MP
+ * states symbols $x$ are base pairs.
+ */
+double
+cm_MeanMatchEntropy(const CM_t *cm)
+{
+ int v;
+ double H = 0.;
+
+ for (v = 0; v < cm->M; v++)
+ {
+ if(cm->stid[v] == MATP_MP)
+ H += esl_vec_FEntropy(cm->e[v], (cm->abc->K * cm->abc->K));
+ else if(cm->stid[v] == MATL_ML ||
+ cm->stid[v] == MATR_MR)
+ H += esl_vec_FEntropy(cm->e[v], cm->abc->K);
+ }
+ H /= (double) cm->clen;
+ return H;
+}
+
+
+/* Function: cm_MeanMatchRelativeEntropy()
+ * Incept: SRE, Fri May 11 09:25:01 2007 [Janelia]
+ *
+ * Purpose: Calculate the mean relative entropy per match state emission
+ * distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{v=0}^{M-1} \sum_x p_v(x) \log_2 \frac{p_v(x)}{f(x)}
+ * \]
+ *
+ * where $p_v(x)$ is emission probability for symbol $x$
+ * from MATL\_ML, MATR\_MR, or MATP\_MP state state $v$,
+ * and $f(x)$ is the null model's background emission
+ * probability for $x$. For MATP\_MP states, $x$ is a
+ * base pair.
+ */
+double
+cm_MeanMatchRelativeEntropy(const CM_t *cm)
+{
+ int status;
+ int v;
+ double KL = 0.;
+ float *pair_null;
+ int i,j;
+
+ ESL_ALLOC(pair_null, (sizeof(float) * cm->abc->K * cm->abc->K));
+ for(i = 0; i < cm->abc->K; i++)
+ for(j = 0; j < cm->abc->K; j++)
+ pair_null[(i * cm->abc->K) + j] = cm->null[i] * cm->null[j];
+
+ for (v = 0; v < cm->M; v++) {
+ if(cm->stid[v] == MATP_MP) {
+ KL += esl_vec_FRelEntropy(cm->e[v], pair_null, (cm->abc->K * cm->abc->K));
+ }
+ else if(cm->stid[v] == MATL_ML ||
+ cm->stid[v] == MATR_MR) {
+ KL += esl_vec_FRelEntropy(cm->e[v], cm->null, cm->abc->K);
+ }
+ }
+ free(pair_null);
+
+ KL /= (double) cm->clen;
+ return KL;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* NOTREACHED */
+}
+
+
+/* Function: cm_MeanMatchInfoHMM()
+ * Incept: EPN, Mon Feb 18 07:43:01 2008
+ *
+ * Purpose: Calculate the mean information content per match state
+ * emission distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{k=1}^{M}
+ * \left[
+ * - \sum_x p_k(x) \log_2 p_k(x)
+ * + \sum_x f(x) \log_2 f(x)
+ * \right]
+ * \]
+ *
+ * where $p_k(x)$ is emission probability for symbol $x$
+ * from match state $k$, and $f(x)$ is the null model's
+ * background emission probability for $x$.
+ *
+ * Differs from cm_MeanMatchInfo() in that base pair emissions
+ * are marginalized, in effect treating the CM like an HMM that
+ * can only emit 1 residue at a time.
+ *
+ */
+double
+cm_MeanMatchInfoHMM(const CM_t *cm)
+{
+ return esl_vec_FEntropy(cm->null, cm->abc->K) - cm_MeanMatchEntropyHMM(cm);
+}
+
+/* Function: cm_MeanMatchEntropyHMM
+ * Incept: EPN, Mon Feb 18 08:06:20 2008
+ * Updated to match Sean's analogous p7_MeanMatchEntropy() in
+ * HMMER3's hmmstat.c, EPN, Sat Jan 5 14:48:27 2008.
+ *
+ * Purpose: Calculate the mean entropy per match state emission
+ * distribution, in bits:
+ *
+ * \[
+ * \frac{1}{clen} \sum_{v=0}^{M-1} -\sum_x p_v(x) \log_2 p_v(x)
+ * \]
+ *
+ * where $p_v(x)$ is emission probability for symbol $x$
+ * from MATL\_ML, MATR\_MR or MATP\_MP state $v$. For MATP\_MP
+ * states symbols $x$ are base pairs.
+ *
+ * Differs from cm_MeanMatchEntropy() in that base pair emissions
+ * are marginalized, in effect treating the CM like an HMM that
+ * can only emit 1 residue at a time.
+ */
+double
+cm_MeanMatchEntropyHMM(const CM_t *cm)
+{
+ int v;
+ double H = 0.;
+ float left_e[cm->abc->K];
+ float right_e[cm->abc->K];
+ int i,j;
+
+ for (v = 0; v < cm->M; v++) {
+ if(cm->stid[v] == MATP_MP) {
+ /* calculate marginals */
+ /* left half */
+ esl_vec_FSet(left_e, cm->abc->K, 0.);
+ for(i = 0; i < cm->abc->K; i++) {
+ for(j = (i*cm->abc->K); j < ((i+1)*cm->abc->K); j++) {
+ left_e[i] += cm->e[v][j];
+ }
+ H += esl_vec_FEntropy(left_e, cm->abc->K);
+ }
+ /* right half */
+ esl_vec_FSet(right_e, cm->abc->K, 0.);
+ for(i = 0; i < cm->abc->K; i++) {
+ for(j = i; j < cm->abc->K * cm->abc->K; j += cm->abc->K) {
+ right_e[i] += cm->e[v][j];
+ }
+ H += esl_vec_FEntropy(right_e, cm->abc->K);
+ }
+ }
+ else if(cm->stid[v] == MATL_ML ||
+ cm->stid[v] == MATR_MR) {
+ H += esl_vec_FEntropy(cm->e[v], cm->abc->K);
+ }
+ }
+ H /= (double) cm->clen;
+ return H;
+}
+
+/* Function: cm_MeanMatchRelativeEntropyHMM()
+ * Incept: EPN, Mon Feb 18 08:06:24 2008
+ *
+ * Purpose: Calculate the mean relative entropy per match state emission
+ * distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{v=0}^{M-1} \sum_x p_v(x) \log_2 \frac{p_v(x)}{f(x)}
+ * \]
+ *
+ * where $p_v(x)$ is emission probability for symbol $x$
+ * from MATL\_ML, MATR\_MR, or MATP\_MP state state $v$,
+ * and $f(x)$ is the null model's background emission
+ * probability for $x$. For MATP\_MP states, $x$ is a
+ * base pair.
+ *
+ * Differs from cm_MeanMatchRelativeEntropy() in that base pair
+ * emissions are marginalized, in effect treating the CM like an
+ * HMM that can only emit 1 residue at a time.
+ */
+double
+cm_MeanMatchRelativeEntropyHMM(const CM_t *cm)
+{
+ int v;
+ double KL = 0.;
+ float left_e[cm->abc->K];
+ float right_e[cm->abc->K];
+ int i,j;
+
+ for (v = 0; v < cm->M; v++) {
+ if(cm->stid[v] == MATP_MP) {
+ /* calculate marginals */
+ /* left half */
+ esl_vec_FSet(left_e, cm->abc->K, 0.);
+ for(i = 0; i < cm->abc->K; i++) {
+ for(j = (i*cm->abc->K); j < ((i+1)*cm->abc->K); j++) {
+ left_e[i] += cm->e[v][j];
+ }
+ }
+ esl_vec_FNorm(left_e, cm->abc->K);
+ KL += esl_vec_FRelEntropy(left_e, cm->null, cm->abc->K);
+ /*printf("cm L %4d (%4s) v: %5d KL: %10.5f (added: %10.5f)\n", cm->ndidx[v], "MATP", v, KL, esl_vec_FRelEntropy(left_e, cm->null, cm->abc->K));*/
+ /* right half */
+ esl_vec_FSet(right_e, cm->abc->K, 0.);
+ for(i = 0; i < cm->abc->K; i++) {
+ for(j = i; j < cm->abc->K * cm->abc->K; j += cm->abc->K) {
+ right_e[i] += cm->e[v][j];
+ }
+ }
+ KL += esl_vec_FRelEntropy(right_e, cm->null, cm->abc->K);
+ /*printf("cm R %4d (%4s) v: %5d KL: %10.5f (added: %10.5f)\n", cm->ndidx[v], "MATP", v, KL, esl_vec_FRelEntropy(right_e, cm->null, cm->abc->K));*/
+ }
+ else if(cm->stid[v] == MATL_ML ||
+ cm->stid[v] == MATR_MR) {
+ KL += esl_vec_FRelEntropy(cm->e[v], cm->null, cm->abc->K);
+ /*printf("cm %4d (%4s) v: %5d KL: %10.5f (added %10.5f)\n", cm->ndidx[v], Nodetype(cm->ndtype[cm->ndidx[v]]), v, KL, esl_vec_FRelEntropy(cm->e[v], cm->null, cm->abc->K));*/
+ }
+ }
+
+ KL /= (double) cm->clen;
+ return KL;
+}
+
+/* Function: cp9_MeanMatchInfo()
+ * Incept: SRE, Fri May 4 11:43:56 2007 [Janelia]
+ *
+ * Purpose: Calculate the mean information content per match state
+ * emission distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{k=1}^{M}
+ * \left[
+ * - \sum_x p_k(x) \log_2 p_k(x)
+ * + \sum_x f(x) \log_2 f(x)
+ * \right]
+ * \]
+ *
+ * where $p_k(x)$ is emission probability for symbol $x$
+ * from match state $k$, and $f(x)$ is the null model's
+ * background emission probability for $x$.
+ *
+ * This statistic is used in "entropy weighting" to set the
+ * total sequence weight when model building.
+ */
+double
+cp9_MeanMatchInfo(const CM_t *cm)
+{
+ return esl_vec_FEntropy(cm->null, cm->abc->K) - cp9_MeanMatchEntropy(cm);
+}
+
+/* Function: cp9_MeanMatchEntropy()
+ * Incept: SRE, Fri May 4 13:37:15 2007 [Janelia]
+ *
+ * Purpose: Calculate the mean entropy per match state emission
+ * distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{k=1}^{M} -\sum_x p_k(x) \log_2 p_k(x)
+ * \]
+ *
+ * where $p_k(x)$ is emission probability for symbol $x$
+ * from match state $k$.
+ */
+double
+cp9_MeanMatchEntropy(const CM_t *cm)
+{
+ int k;
+ double H = 0.;
+
+ for (k = 1; k <= cm->cp9->M; k++)
+ H += esl_vec_FEntropy(cm->cp9->mat[k], cm->abc->K);
+ H /= (double) cm->cp9->M;
+ return H;
+}
+
+
+/* Function: cp9_MeanMatchRelativeEntropy()
+ * Incept: SRE, Fri May 11 09:25:01 2007 [Janelia]
+ *
+ * Purpose: Calculate the mean relative entropy per match state emission
+ * distribution, in bits:
+ *
+ * \[
+ * \frac{1}{M} \sum_{k=1}^{M} \sum_x p_k(x) \log_2 \frac{p_k(x)}{f(x)}
+ * \]
+ *
+ * where $p_k(x)$ is emission probability for symbol $x$
+ * from match state $k$, and $f(x)$ is the null model's
+ * background emission probability for $x$.
+ */
+double
+cp9_MeanMatchRelativeEntropy(const CM_t *cm)
+{
+ int k;
+ double KL = 0.;
+
+ for (k = 1; k <= cm->cp9->M; k++) {
+ KL += esl_vec_FRelEntropy(cm->cp9->mat[k], cm->null, cm->abc->K);
+ /*printf("cp9 cm nd: %4d (%4s) k: %5d KL: %10.5f (added: %10.5f)\n", cm->cp9map->pos2nd[k], Nodetype(cm->ndtype[cm->cp9map->pos2nd[k]]), k, KL, esl_vec_FRelEntropy(cm->cp9->mat[k], cm->null, cm->abc->K));*/
+ }
+ KL /= (double) cm->cp9->M;
+ return KL;
+}
+
diff --git a/src/funcs.h b/src/funcs.h
new file mode 100644
index 0000000..6227e3d
--- /dev/null
+++ b/src/funcs.h
@@ -0,0 +1,677 @@
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+
+#include "structs.h"
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+#define USE_NEWLOGSUM 1
+#define USE_OLDLOGSUM 0
+
+/* from cm.c */
+extern CM_t *CreateCM(int nnodes, int nstates, const ESL_ALPHABET *abc);
+extern CM_t *CreateCMShell(void);
+extern void CreateCMBody(CM_t *cm, int nnodes, int nstates, const ESL_ALPHABET *abc);
+extern void CMZero(CM_t *cm);
+extern void CMRenormalize(CM_t *cm);
+extern void FreeCM(CM_t *cm);
+extern void CMSimpleProbify(CM_t *cm);
+extern int rsearch_CMProbifyEmissions(CM_t *cm, fullmat_t *fullmat);
+extern void CMLogoddsify(CM_t *cm);
+extern int CMCountStatetype(CM_t *cm, char type);
+extern int CMCountNodetype(CM_t *cm, char type);
+extern int CMSegmentCountStatetype(CM_t *cm, int r, int z, char type);
+extern int CMSubtreeCountStatetype(CM_t *cm, int v, char type);
+extern int CMSubtreeFindEnd(CM_t *cm, int v);
+extern int CalculateStateIndex(CM_t *cm, int node, char utype);
+extern int TotalStatesInNode(int ndtype);
+extern int SplitStatesInNode(int ndtype);
+extern int InsertStatesInNode(int ndtype);
+extern int StateDelta(int sttype);
+extern int StateLeftDelta(int sttype);
+extern int StateRightDelta(int sttype);
+extern int Emitmode(int sttype);
+extern void PrintCM(FILE *fp, CM_t *cm);
+extern void SummarizeCM(FILE *fp, CM_t *cm);
+extern char *Statetype(int type);
+extern int StateCode(char *s);
+extern char *Nodetype(int type);
+extern int NodeCode(char *s);
+extern char *UniqueStatetype(int type);
+extern int UniqueStateCode(char *s);
+extern int DeriveUniqueStateCode(int ndtype, int sttype);
+extern int StateMapsLeft(char st);
+extern int StateMapsRight(char st);
+extern int StateMapsMatch(char st);
+extern int StateMapsInsert(char st);
+extern int StateMapsDelete(char st);
+extern int NodeMapsLeft(char ndtype);
+extern int NodeMapsRight(char ndtype);
+extern int StateIsDetached(CM_t *cm, int v);
+extern CM_t *CMRebalance(CM_t *cm);
+extern int **IMX2Alloc(int rows, int cols);
+extern void IMX2Free(int **mx);
+extern float rsearch_calculate_gap_penalty (char from_state, char to_state, int from_node, int to_node, float input_alpha, float input_beta, float input_alphap, float input_betap);
+extern int ExponentiateCM(CM_t *cm, double z);
+extern void cm_banner(FILE *fp, char *progname, char *banner);
+extern void cm_CalcExpSc(CM_t *cm, float **ret_expsc, float **ret_expsc_noss);
+extern int cm_Validate(CM_t *cm, float tol, char *errbuf);
+extern char *CMStatetype(char st);
+extern char *CMNodetype(char nd);
+extern char *CMStateid(char st);
+extern int cm_SetName(CM_t *cm, char *name);
+extern int cm_SetAccession(CM_t *cm, char *acc);
+extern int cm_SetDescription(CM_t *cm, char *desc);
+extern int cm_AppendComlog(CM_t *cm, int argc, char **argv);
+extern int cm_SetCtime(CM_t *cm);
+extern int DefaultNullModel(const ESL_ALPHABET *abc, float **ret_null);
+extern int CMAllocNullModel(CM_t *cm);
+extern void CMSetNullModel(CM_t *cm, float *null);
+extern int CMReadNullModel(const ESL_ALPHABET *abc, char *nullfile, float **ret_null);
+extern int IntMaxDigits();
+extern int IntDigits(int i);
+extern ComLog_t * CreateComLog();
+extern void FreeComLog(ComLog_t *clog);
+extern int CopyComLog(const ComLog_t *src, ComLog_t *dest);
+extern int cm_GetAvgHitLen(CM_t *cm, char *errbuf, float *ret_avg_hit_len);
+extern int CompareCMGuideTrees(CM_t *cm1, CM_t *cm2);
+
+/* from dispatch.c */
+extern int DispatchSearch (CM_t *cm, char *errbuf, int fround, ESL_DSQ *dsq, int i0, int j0,
+ search_results_t **results, float size_limit, int *ret_flen, float *ret_sc);
+extern int DispatchAlignments(CM_t *cm, char *errbuf, seqs_to_aln_t *seqs_to_aln, ESL_DSQ *dsq, search_results_t *results,
+ int first_result, int bdump_level, int debug_level, int silent_mode, int do_null3, ESL_RANDOMNESS *r, float size_limit, FILE *ofp);
+
+/* from cm_dpalign.c */
+extern int fast_cyk_align_hb (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int allow_begin, float size_limit,
+ void ****ret_shadow, int *ret_b, float *ret_bsc, CM_HB_MX *mx, float *ret_sc);
+extern int fast_cyk_align (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int allow_begin, float size_limit,
+ void ****ret_shadow, int *ret_b, float *ret_bsc, float ****ret_mx, float *ret_sc);
+extern int optimal_accuracy_align_hb(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, void ****ret_shadow,
+ int *ret_b, float *ret_bsc, CM_HB_MX *mx, CM_HB_MX *post_mx, float *ret_pp);
+extern int optimal_accuracy_align (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, void ****ret_shadow,
+ int *ret_b, float *ret_bsc, float ****ret_mx, float ***post_mx, float *ret_pp);
+extern int fast_alignT_hb (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z, int i0, int j0,
+ int allow_begin, CM_HB_MX *mx, int do_optacc, CM_HB_MX *post_mx, float size_limit, float *ret_sc);
+extern int fast_alignT (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z, int i0, int j0,
+ int allow_begin, float ****ret_mx, int do_optacc, float ***post_mx, float size_limit, float *ret_sc);
+extern int FastAlignHB (CM_t *cm, char *errbuf, ESL_RANDOMNESS *r, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, CM_HB_MX *mx, int do_optacc, int do_sample, CM_HB_MX *post_mx, Parsetree_t **ret_tr, char **ret_pcode1, char **ret_pcode2, float *ret_sc, float *ret_ins_sc);
+extern int FastAlign (CM_t *cm, char *errbuf, ESL_RANDOMNESS *r, ESL_DSQ *dsq, int L, int i0, int j0, float size_limit, float ****ret_mx, int do_optacc, int do_sample, float ****ret_post_mx, Parsetree_t **ret_tr, char **ret_pcode1, char **ret_pcode2, float *ret_sc, float *ret_ins_sc);
+extern int FastInsideAlignHB (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, CM_HB_MX *mx, float *ret_sc);
+extern int FastInsideAlign (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, float ****ret_mx, float *ret_sc);
+extern int FastOutsideAlignHB (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, CM_HB_MX *mx, CM_HB_MX *ins_mx, int do_check, float *ret_sc);
+extern int FastOutsideAlign (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float size_limit, float ****ret_mx, float ***ins_mx, int do_check, float *ret_sc);
+extern int SampleFromInsideHB (ESL_RANDOMNESS *r, CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, CM_HB_MX *mx, Parsetree_t **ret_tr, float *ret_sc);
+extern int SampleFromInside (ESL_RANDOMNESS *r, CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, float ***mx, Parsetree_t **ret_tr, float *ret_sc);
+extern int ** alloc_jdbanded_vjd_kshadow_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+extern char ** alloc_jdbanded_vjd_yshadow_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+extern int CMPostalCode(CM_t *cm, char *errbuf, int i0, int j0, float ***post, Parsetree_t *tr, int do_marginalize, char **ret_pcode1, char **ret_pcode2, float *ret_avgp);
+extern int CMPostalCodeHB(CM_t *cm, char *errbuf, int i0, int j0, CM_HB_MX *post_mx, Parsetree_t *tr, int do_marginalize, char **ret_pcode1, char **ret_pcode2, float *ret_avgp);
+extern float FScore2Prob(float sc, float null);
+extern int Fscore2postcode(float sc);
+extern int CMPosteriorHB (CM_t *cm, char *errbuf, int i0, int j0, float size_limit, CM_HB_MX *ins_mx, CM_HB_MX *out_mx, CM_HB_MX *post_mx);
+extern int CMPosterior (CM_t *cm, char *errbuf, int i0, int j0, float size_limit, float ***ins_mx, float ***out_mx, float ***post_mx);
+extern int CMCheckPosteriorHB (CM_t *cm, char *errbuf, int i0, int j0, CM_HB_MX *post);
+extern int CMCheckPosterior (CM_t *cm, char *errbuf, int i0, int j0, float ***post);
+
+/* from cm_dpsearch.c */
+extern int FastCYKScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int FastIInsideScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int XFastIInsideScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int X2FastIInsideScan(CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int FastFInsideScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int RefCYKScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int RefIInsideScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int XRefIInsideScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int RefFInsideScan (CM_t *cm, char *errbuf, ScanMatrix_t *smx, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, float **ret_vsc, float *ret_sc);
+extern int rsearch_CYKScan (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, float cutoff, int D, search_results_t *results, float *ret_sc);
+extern int FastCYKScanHB (CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, CM_HB_MX *mx, float size_limit, float *ret_sc);
+extern int FastFInsideScanHB(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int i0, int j0, float cutoff, search_results_t *results, int do_null3, CM_HB_MX *mx, float size_limit, float *ret_sc);
+extern int cm_CountSearchDPCalcs(CM_t *cm, char *errbuf, int L, int *dmin, int *dmax, int W, int correct_for_first_W, float **ret_vcalcs, float *ret_calcs);
+extern int ProcessSearchWorkunit(CM_t *cm, char *errbuf, ESL_DSQ *dsq, int L, search_results_t **ret_results, float mxsize_limit, int my_rank, float **ret_survfractA, int **ret_nhitsA);
+extern int DetermineSeqChunksize(int nproc, int L, int W);
+
+/* from cm_dpsmall.c */
+extern float CYKDivideAndConquer(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0,
+ Parsetree_t **ret_tr, int *dmin, int *dmax);
+extern float CYKInside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0,
+ Parsetree_t **ret_tr, int *dmin, int *dmax);
+extern float CYKInsideScore(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0,
+ int j0, int *dmin, int *dmax);
+extern float CYKDemands(CM_t *cm, int L, int *dmin, int *dmax, int be_quiet);
+extern void debug_print_bands(FILE *fp, CM_t *cm, int *dmin, int *dmax);
+/* cm_dpsmall.c: size calculators - not normally part of external API, but truncyk.c currently uses them */
+extern float insideT_size(CM_t *cm, int L, int r, int z, int i0, int j0);
+extern float vinsideT_size(CM_t *cm, int r, int z, int i0, int i1, int j1, int j0);
+/* cm_dpsmall.c: the memory management routines. */
+extern struct deckpool_s *deckpool_create(void);
+extern void deckpool_push(struct deckpool_s *dpool, float **deck);
+extern int deckpool_pop(struct deckpool_s *d, float ***ret_deck);
+extern void deckpool_free(struct deckpool_s *d);
+extern float **alloc_vjd_deck(int L, int i, int j);
+extern float size_vjd_deck(int L, int i, int j);
+extern void free_vjd_deck(float **a, int i, int j);
+extern void free_vjd_matrix(float ***a, int M, int i, int j);
+extern char **alloc_vjd_yshadow_deck(int L, int i, int j);
+extern float size_vjd_yshadow_deck(int L, int i, int j);
+extern void free_vjd_yshadow_deck(char **a, int i, int j);
+extern int **alloc_vjd_kshadow_deck(int L, int i, int j);
+extern float size_vjd_kshadow_deck(int L, int i, int j);
+extern void free_vjd_kshadow_deck(int **a, int i, int j);
+extern void free_vjd_shadow_matrix(void ***shadow, CM_t *cm, int i, int j);
+extern float **alloc_vji_deck(int i0, int i1, int j1, int j0);
+extern float size_vji_deck(int i0, int i1, int j1, int j0);
+extern void free_vji_deck(float **a, int j1, int j0);
+extern void free_vji_matrix(float ***a, int M, int j1, int j0);
+extern char **alloc_vji_shadow_deck(int i0, int i1, int j1, int j0);
+extern float size_vji_shadow_deck(int i0, int i1, int j1, int j0);
+extern void free_vji_shadow_deck(char **a, int j1, int j0);
+extern void free_vji_shadow_matrix(char ***a, int M, int j1, int j0);
+
+extern float **alloc_banded_vjd_deck(int L, int i, int j, int min, int max);
+extern char **alloc_banded_vjd_yshadow_deck(int L, int i, int j, int min, int max);
+extern int **alloc_banded_vjd_kshadow_deck(int L, int i, int j, int min, int max);
+
+extern void debug_print_alpha(float ***alpha, CM_t *cm, int L);
+extern void debug_print_alpha_banded(float ***alpha, CM_t *cm, int L, int *dmin, int *dmax);
+extern void debug_print_alpha_deck(int v, float **deck, CM_t *cm, int L);
+extern void debug_print_shadow(void ***shadow, CM_t *cm, int L);
+extern void debug_print_shadow_banded(void ***shadow, CM_t *cm, int L, int *dmin, int *dmax);
+extern void debug_print_shadow_banded_deck(int v, void ***shadow, CM_t *cm, int L, int *dmin, int *dmax);
+
+/* from cm_io.c */
+extern CMFILE *CMFileOpen(char *cmfile, char *env);
+extern int CMFileRead(CMFILE *cmf, char *errbuf, ESL_ALPHABET **ret_abc, CM_t **ret_cm);
+extern void CMFileClose(CMFILE *cmf);
+extern void CMFileRewind(CMFILE *cmf);
+extern int CMFilePositionByIndex(CMFILE *cmf, int64_t idx);
+extern int CMFilePositionByKey(CMFILE *cmf, char *key);
+extern int CMFileWrite(FILE *fp, CM_t *cm, int do_binary, char *errbuf);
+
+/* from cm_modelconfig.c */
+extern int ConfigCM(CM_t *cm, int always_calc_W);
+extern void ConfigLocal(CM_t *cm, float p_internal_start, float p_internal_exit);
+extern void ConfigGlobal(CM_t *cm);
+extern void ConfigNoLocalEnds(CM_t *cm);
+extern void ConfigLocalEnds(CM_t *cm, float p_internal_exit);
+extern void ConfigLocal_fullsub(CM_t *cm, float p_internal_start,
+ float p_internal_exit, int sstruct_nd,
+ int estruct_nd);
+extern void ConfigLocal_DisallowELEmissions(CM_t *cm);
+extern int ConfigQDBAndW(CM_t *cm, int do_calc_qdb);
+
+/* from cm_modelmaker.c */
+extern int HandModelmaker(ESL_MSA *msa, char *errbuf, int use_rf, float gapthresh, CM_t **ret_cm, Parsetree_t **ret_mtr);
+extern int ConsensusModelmaker(const ESL_ALPHABET *abc, char *errbuf, char *ss_cons, int clen, int building_sub_model, CM_t **ret_cm, Parsetree_t **ret_gtr);
+extern Parsetree_t *Transmogrify(CM_t *cm, Parsetree_t *gtr,
+ ESL_DSQ *dsq, char *aseq, int alen);
+extern int cm_from_guide(CM_t *cm, char *errbuf, Parsetree_t *gtr, int will_never_localize);
+extern int cm_find_and_detach_dual_inserts(CM_t *cm, int do_check, int do_detach);
+extern int cm_check_before_detaching(CM_t *cm, int insert1, int insert2);
+extern int cm_detach_state(CM_t *cm, int insert1, int insert2);
+extern int clean_cs(char *cs, int alen, int be_quiet);
+
+/* from cm_mx.c */
+extern CM_HB_MX * cm_hb_mx_Create (int M);
+extern int cm_hb_mx_GrowTo (CM_t *cm, CM_HB_MX *mx, char *errbuf, CP9Bands_t *cp9b, int L, float size_limit);
+extern int cm_hb_mx_Dump (FILE *ofp, CM_HB_MX *mx);
+extern void cm_hb_mx_Destroy (CM_HB_MX *mx);
+extern ScanMatrix_t * cm_CreateScanMatrix (CM_t *cm, int W, int *dmin, int *dmax, double beta_W, double beta_qdb, int do_banded, int do_float, int do_int);
+extern int cm_CreateScanMatrixForCM (CM_t *cm, int do_float, int do_int);
+extern int cm_FloatizeScanMatrix (CM_t *cm, ScanMatrix_t *smx);
+extern int cm_IntizeScanMatrix (CM_t *cm, ScanMatrix_t *smx);
+extern int cm_UpdateScanMatrixForCM (CM_t *cm);
+extern int cm_FreeFloatsFromScanMatrix(CM_t *cm, ScanMatrix_t *smx);
+extern int cm_FreeIntsFromScanMatrix (CM_t *cm, ScanMatrix_t *smx);
+extern void cm_FreeScanMatrix (CM_t *cm, ScanMatrix_t *smx);
+extern void cm_FreeScanMatrixForCM (CM_t *cm);
+extern void cm_DumpScanMatrixAlpha (CM_t *cm, int j, int i0, int doing_float);
+extern float ** FCalcOptimizedEmitScores (CM_t *cm);
+extern int ** ICalcOptimizedEmitScores (CM_t *cm);
+extern void FreeOptimizedEmitScores (float **fesc_vAA, int **iesc_vAA, int M);
+extern float ** FCalcInitDPScores (CM_t *cm);
+extern int ** ICalcInitDPScores (CM_t *cm);
+extern GammaHitMx_t *CreateGammaHitMx (int L, int i0, int be_greedy, float cutoff, int do_backward);
+extern void FreeGammaHitMx (GammaHitMx_t *gamma);
+extern int UpdateGammaHitMxCM (CM_t *cm, char *errbuf, GammaHitMx_t *gamma, int j, float *alpha_row, int dn, int dx, int using_hmm_bands, int *bestr, search_results_t *results, int W, double **act);
+extern int UpdateGammaHitMxCP9Forward (CP9_t *cp9, char *errbuf, GammaHitMx_t *gamma, int i, int j, float hit_sc, search_results_t *results, int W, double **act, int clen);
+extern int UpdateGammaHitMxCP9Backward(CP9_t *cp9, char *errbuf, GammaHitMx_t *gamma, int i, int j, float hit_sc, search_results_t *results, int W, double **act);
+extern void TBackGammaHitMxForward (GammaHitMx_t *gamma, search_results_t *results, int i0, int j0);
+extern void TBackGammaHitMxBackward (GammaHitMx_t *gamma, search_results_t *results, int i0, int j0);
+
+/* from cm_parsetree.c */
+extern Parsetree_t *CreateParsetree(int size);
+extern void GrowParsetree(Parsetree_t *tr);
+extern void FreeParsetree(Parsetree_t *tr);
+extern int InsertTraceNode(Parsetree_t *tr, int y, int whichway, int emitl, int emitr, int state);
+extern int InsertTraceNodewithMode(Parsetree_t *tr, int y, int whichway, int emitl, int emitr, int state, int mode);
+extern void ParsetreeCount(CM_t *cm, Parsetree_t *tr, ESL_DSQ *dsq, float wgt);
+extern int ParsetreeScore(CM_t *cm, char *errbuf, Parsetree_t *tr, ESL_DSQ *dsq, int do_null2, float *ret_sc, float *ret_struct_sc);
+extern void PrintParsetree(FILE *fp, Parsetree_t *tr);
+extern void ParsetreeDump(FILE *fp, Parsetree_t *tr, CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax);
+extern int ParsetreeCompare(Parsetree_t *t1, Parsetree_t *t2);
+extern void SummarizeMasterTrace(FILE *fp, Parsetree_t *tr);
+extern void MasterTraceDisplay(FILE *fp, Parsetree_t *mtr, CM_t *cm);
+extern int Parsetrees2Alignment(CM_t *cm, const ESL_ALPHABET *abc, ESL_SQ **sq, float *wgt,
+ Parsetree_t **tr, int nseq, int do_full, int do_matchonly, ESL_MSA **ret_msa);
+extern int Alignment2Parsetrees(ESL_MSA *msa, CM_t *cm, Parsetree_t *mtr, char *errbuf, ESL_SQ ***ret_sq, Parsetree_t ***ret_tr);
+extern float ParsetreeScore_Global2Local(CM_t *cm, Parsetree_t *tr, ESL_DSQ *dsq, int print_flag);
+extern int Parsetree2CP9trace(CM_t *cm, Parsetree_t *tr, CP9trace_t **ret_cp9_tr);
+extern void rightjustify(const ESL_ALPHABET *abc, char *s, int n);
+extern void leftjustify(const ESL_ALPHABET *abc, char *s, int n);
+extern int EmitParsetree(CM_t *cm, char *errbuf, ESL_RANDOMNESS *r, char *name, int do_digital, Parsetree_t **ret_tr, ESL_SQ **ret_sq, int *ret_N);
+extern int ParsetreeScoreCorrectionNull2(CM_t *cm, char *errbuf, Parsetree_t *tr, ESL_DSQ *dsq, int start, float *ret_sc);
+extern int ParsetreeScoreCorrectionNull3(CM_t *cm, char *errbuf, Parsetree_t *tr, ESL_DSQ *dsq, int start, float *ret_sc);
+extern int ParsetreeCountMPEmissions(CM_t *cm, Parsetree_t *tr);
+extern void ScoreCorrectionNull3(const ESL_ALPHABET *abc, float *null0, float *comp, int len, float *ret_sc);
+extern void ScoreCorrectionNull3CompUnknown(const ESL_ALPHABET *abc, float *null0, ESL_DSQ *dsq, int start, int stop, float *ret_sc);
+
+/* from cm_qdband.c */
+extern void BandExperiment(CM_t *cm);
+extern double **BandDistribution(CM_t *cm, int W, int do_local);
+extern int BandCalculationEngine(CM_t *cm, int W, double p_thresh,
+ int save_densities,
+ int **ret_dmin, int **ret_dmax,
+ double ***ret_gamma, float **ret_seqlen);
+extern int BandTruncationNegligible(double *density, int b, int W, double *ret_beta);
+extern int BandMonteCarlo(CM_t *cm, int nsample, int W, double ***ret_gamma);
+extern void FreeBandDensities(CM_t *cm, double **gamma);
+extern void BandBounds(double **gamma, int M, int W, double p,
+ int **ret_min, int **ret_max);
+extern void PrintBandGraph(FILE *fp, double **gamma, int *min, int *max, int v, int W);
+
+extern void PrintDPCellsSaved(CM_t *cm, int *min, int *max, int W);
+extern void ExpandBands(CM_t *cm, int qlen, int *dmin, int *dmax);
+extern void qdb_trace_info_dump(CM_t *cm, Parsetree_t *tr, int *dmin, int *dmax, int bdump_level);
+extern int cm_GetNCalcsPerResidueForGivenBeta(CM_t *cm, char *errbuf, int no_qdb, double beta, float *ret_cm_ncalcs_per_res, int *ret_W);
+
+/* from cm_submodel.c */
+extern int build_sub_cm(CM_t *orig_cm, char *errbuf, CM_t **ret_cm, int sstruct, int estruct, CMSubMap_t **ret_submap, int print_flag);
+extern void CP9NodeForPosn(CP9_t *hmm, int i0, int j0, int x, CP9_MX *post, int *ret_node, int *ret_type, float pmass, int is_start, int print_flag);
+extern void StripWUSSGivenCC(ESL_MSA *msa, float gapthresh, int first_match, int last_match);
+extern int check_orig_psi_vs_sub_psi(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, double threshold,
+ int print_flag);
+extern int check_sub_cm(CM_t *orig_cm, CM_t *sub_cm, CMSubMap_t *submap, CMSubInfo_t *subinfo, float pthresh, int print_flag);
+extern int check_sub_cm_by_sampling(CM_t *orig_cm, CM_t *sub_cm, ESL_RANDOMNESS *r, CMSubMap_t *submap, CMSubInfo_t *subinfo,
+ float chi_thresh, int nsamples, int print_flag);
+extern int check_sub_cm_by_sampling2(CM_t *orig_cm, CM_t *sub_cm, ESL_RANDOMNESS *r, int spos, int epos, int nseq);
+extern int sub_cm2cm_parsetree(CM_t *orig_cm, CM_t *sub_cm, Parsetree_t **ret_orig_tr, Parsetree_t *sub_tr,
+ CMSubMap_t *submap, int print_flag);
+extern CMSubMap_t *AllocSubMap(CM_t *sub_cm, CM_t *orig_cm, int sstruct, int estruct);
+extern void FreeSubMap(CMSubMap_t *submap);
+extern CMSubInfo_t *AllocSubInfo(int clen);
+extern void FreeSubInfo(CMSubInfo_t *subinfo);
+extern void debug_print_cm_params(FILE *fp, CM_t *cm);
+
+/* from cp9.c */
+extern CP9_t *AllocCPlan9(int M, const ESL_ALPHABET *abc);
+extern CP9_t *AllocCPlan9Shell(void);
+extern void AllocCPlan9Body(CP9_t *hmm, int M, const ESL_ALPHABET *abc);
+extern void FreeCPlan9(CP9_t *hmm);
+extern void ZeroCPlan9(CP9_t *hmm);
+extern void CPlan9SetNullModel(CP9_t *hmm, float null[MAXABET], float p1);
+extern void DuplicateCP9(CM_t *src_cm, CM_t *dest_cm);
+extern int cp9_GetNCalcsPerResidue(CP9_t *cp9, char *errbuf, float *ret_cp9_ncalcs_per_res);
+
+/* from cp9_dp.c */
+extern int cp9_Viterbi(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres,
+ CP9trace_t **ret_tr, float *ret_sc);
+extern int cp9_ViterbiBackward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres,
+ CP9trace_t **ret_tr, float *ret_sc);
+extern int cp9_Forward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres, float *ret_sc);
+extern int cp9_FastForward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int be_safe, int do_null3, int **ret_psc, int *ret_maxres, float *ret_sc);
+extern int cp9_Backward(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, search_results_t *results,
+ int do_scan, int doing_align, int be_efficient, int do_null3, int **ret_psc, int *ret_maxres,
+ float *ret_sc);
+extern int cp9_CheckFB(CP9_MX *fmx, CP9_MX *bmx, CP9_t *hmm, char *errbuf, float sc, int i0, int j0, ESL_DSQ *dsq);
+extern int cp9_WorstForward(CM_t *cm, char *errbuf, CP9_MX *mx, int thresh, int doing_scan, int doing_align, int *ret_L);
+extern int cp9_CheckTransitionGuarantees(CP9_t *cp9, char *errbuf);
+extern int cp9_GetLocalityMode(CP9_t *cp9, char *errbuf, int *ret_mode);
+
+/* from cp9_modelconfig.c */
+extern void CP9Logoddsify(CP9_t *hmm);
+extern void CPlan9Renormalize(CP9_t *hmm);
+extern void CPlan9SWConfig(CP9_t *hmm, float pentry, float pexit, int do_match_local_cm, int first_cm_ndtype);
+extern void CPlan9ELConfig(CM_t *cm);
+extern void CPlan9NoEL(CM_t *cm);
+extern void CPlan9InitEL(CM_t *cm, CP9_t *cp9);
+extern void CPlan9RenormalizeExits(CP9_t *hmm, int spos);
+extern void CP9_2sub_cp9(CP9_t *orig_hmm, CP9_t **ret_sub_hmm, int spos, int epos, double **orig_phi);
+extern void CP9_reconfig2sub(CP9_t *hmm, int spos, int epos, int spos_nd, int epos_nd, double **orig_phi);
+extern int Prob2Score(float p, float null);
+extern float Score2Prob(int sc, float null);
+extern float Scorify(int sc);
+extern void CPlan9CMLocalBeginConfig(CM_t *cm);
+
+/* from cp9_modelmaker.c */
+extern CP9Map_t *AllocCP9Map(CM_t *cm);
+extern void FreeCP9Map(CP9Map_t *cp9map);
+extern int build_cp9_hmm(CM_t *cm, CP9_t **ret_hmm, CP9Map_t **ret_cp9map, int do_psi_test,
+ float psi_vs_phi_threshold, int debug_level);
+extern void CP9_map_cm2hmm(CM_t *cm, CP9Map_t *cp9map, int debug_level);
+extern void fill_psi(CM_t *cm, double *psi, char ***tmap);
+extern void fill_phi_cp9(CP9_t *hmm, double ***ret_phi, int spos);
+extern void map_helper(CM_t *cm, CP9Map_t *cp9map, int k, int ks, int v);
+extern void make_tmap(char ****ret_tmap);
+extern int CP9_check_by_sampling(CM_t *cm, CP9_t *hmm, ESL_RANDOMNESS *r, CMSubInfo_t *subinfo, int spos, int epos,
+ float chi_thresh, int nsamples, int print_flag);
+extern void debug_print_cp9_params(FILE *fp, CP9_t *hmm, int print_scores);
+extern void debug_print_phi_cp9(CP9_t *hmm, double **phi);
+extern int MakeDealignedString(const ESL_ALPHABET *abc, char *aseq, int alen, char *ss, char **ret_s);
+
+/* from cp9_mx.c */
+extern CP9_MX *CreateCP9Matrix(int N, int M);
+extern void FreeCP9Matrix (CP9_MX *mx);
+extern int GrowCP9Matrix (CP9_MX *mx, char *errbuf, int N, int M, int ***mmx, int ***imx, int ***dmx, int ***elmx, int **erow);
+
+/* from cp9_trace.c */
+extern void CP9AllocTrace(int tlen, CP9trace_t **ret_tr);
+extern void CP9ReallocTrace(CP9trace_t *tr, int tlen);
+extern void CP9FreeTrace(CP9trace_t *tr);
+extern void CP9_fake_tracebacks(ESL_MSA *msa, int *matassign, CP9trace_t ***ret_tr);
+extern void CP9TraceCount(CP9_t *hmm, ESL_DSQ *dsq, float wt, CP9trace_t *tr);
+extern float CP9TraceScore(CP9_t *hmm, ESL_DSQ *dsq, CP9trace_t *tr);
+extern char *CP9Statetype(char st);
+extern void CP9PrintTrace(FILE *fp, CP9trace_t *tr, CP9_t *hmm, ESL_DSQ *dsq);
+extern int CP9TransitionScoreLookup(CP9_t *hmm, char st1, int k1,
+ char st2, int k2);
+extern void CP9ViterbiTrace(CP9_t *hmm, ESL_DSQ *dsq, int i0, int j0,
+ CP9_MX *mx, CP9trace_t **ret_tr);
+extern void CP9ReverseTrace(CP9trace_t *tr);
+extern int CP9Traces2Alignment(CM_t *cm, const ESL_ALPHABET *abc, ESL_SQ **sq, float *wgt,
+ int nseq, CP9trace_t **tr, int do_full, int do_matchonly, ESL_MSA **ret_msa);
+extern int CP9TraceScoreCorrectionNull2(CP9_t *hmm, char *errbuf, CP9trace_t *tr, ESL_DSQ *dsq, int start, float *ret_sc);
+
+/* from alphabet.c */
+extern void PairCount(const ESL_ALPHABET *abc, float *counters, ESL_DSQ syml, ESL_DSQ symr, float wt);
+extern float DegeneratePairScore(const ESL_ALPHABET *abc, float *esc, ESL_DSQ syml, ESL_DSQ symr);
+extern int iDegeneratePairScore(const ESL_ALPHABET *abc, int *esc, ESL_DSQ syml, ESL_DSQ symr);
+extern char resolve_degenerate (ESL_RANDOMNESS *r, char c);
+extern int revcomp(const ESL_ALPHABET *abc, ESL_SQ *comp, ESL_SQ *sq);
+float LeftMarginalScore(const ESL_ALPHABET *abc, float *esc, ESL_DSQ dres);
+float RightMarginalScore(const ESL_ALPHABET *abc, float *esc, ESL_DSQ dres);
+extern float FastPairScoreBothDegenerate(int K, float *esc, float *left, float *right);
+extern int iFastPairScoreBothDegenerate(int K, int *esc, float *left, float *right);
+extern float FastPairScoreLeftOnlyDegenerate(int K, float *esc, float *left, ESL_DSQ symr);
+extern int iFastPairScoreLeftOnlyDegenerate(int K, int *iesc, float *left, ESL_DSQ symr);
+extern float FastPairScoreRightOnlyDegenerate(int K, float *esc, float *right, ESL_DSQ syml);
+extern float iFastPairScoreRightOnlyDegenerate(int K, int *iesc, float *right, ESL_DSQ syml);
+
+/* from display.c */
+extern Fancyali_t *CreateFancyAli(const ESL_ALPHABET *abc, Parsetree_t *tr, CM_t *cm, CMConsensus_t *cons, ESL_DSQ *dsq, int do_noncanonical, char *pcode1, char *pcode2);
+extern void PrintFancyAli(FILE *fp, Fancyali_t *ali, int offset, int in_revcomp, int do_top);
+extern void FreeFancyAli(Fancyali_t *ali);
+extern int CreateCMConsensus(CM_t *cm, const ESL_ALPHABET *abc, float pthresh, float sthresh, CMConsensus_t **ret_cons);
+extern void FreeCMConsensus(CMConsensus_t *con);
+extern void MainBanner(FILE *fp, char *banner);
+extern int IsCompensatory(const ESL_ALPHABET *abc, float *pij, int symi, int symj);
+extern CMEmitMap_t *CreateEmitMap(CM_t *cm);
+extern void DumpEmitMap(FILE *fp, CMEmitMap_t *map, CM_t *cm);
+extern void FreeEmitMap(CMEmitMap_t *map);
+extern void FormatTimeString(char *buf, double sec, int do_frac);
+extern int GetDate(char *errbuf, char **ret_date);
+
+/* from errors.c */
+extern void cm_Die (char *format, ...);
+extern void cm_Fail(char *format, ...);
+
+/* from eweight.c */
+extern int cm_EntropyWeight(CM_t *cm, const Prior_t *pri, double etarget, int pretend_cm_is_hmm, double *ret_hmm_re, double *ret_Neff);
+extern void cm_Rescale(CM_t *hmm, float scale);
+extern void cp9_Rescale(CP9_t *hmm, float scale);
+extern double cm_MeanMatchInfo(const CM_t *cm);
+extern double cm_MeanMatchEntropy(const CM_t *cm);
+extern double cm_MeanMatchRelativeEntropy(const CM_t *cm);
+extern double cm_MeanMatchInfoHMM(const CM_t *cm);
+extern double cm_MeanMatchEntropyHMM(const CM_t *cm);
+extern double cm_MeanMatchRelativeEntropyHMM(const CM_t *cm);
+extern double cp9_MeanMatchInfo(const CM_t *cm);
+extern double cp9_MeanMatchEntropy(const CM_t *cm);
+extern double cp9_MeanMatchRelativeEntropy(const CM_t *cm);
+
+/* from hmmband.c */
+extern int cp9_HMM2ijBands(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, CP9Map_t *cp9map, int i0, int j0, int doing_search, int debug_level);
+extern int cp9_HMM2ijBands_OLD(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, CP9Map_t *cp9map, int i0, int j0, int doing_search, int debug_level);
+extern CP9Bands_t * AllocCP9Bands(CM_t *cm, CP9_t *hmm);
+extern void FreeCP9Bands(CP9Bands_t *cp9bands);
+extern int cp9_Seq2Bands (CM_t *cm, char *errbuf, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, ESL_DSQ *dsq, int i0, int j0, CP9Bands_t *cp9b, int doing_search, int debug_level);
+extern int cp9_FB2HMMBands (CP9_t *hmm, char *errbuf, ESL_DSQ *dsq, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, CP9Bands_t *cp9b,
+ int i0, int j0, int M, double p_thresh, int did_scan, int do_old_hmm2ij, int debug_level);
+extern int cp9_FB2HMMBandsWithSums(CP9_t *hmm, char *errbuf, ESL_DSQ *dsq, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, CP9Bands_t *cp9b,
+ int i0, int j0, int M, double p_thresh, int did_scan, int do_old_hmm2ij, int debug_level);
+extern int HMMBandsEnforceValidParse(CM_t *cm, CP9Bands_t *cp9b, CP9Map_t *cp9map, char *errbuf, int i0, int j0, int doing_search, int *ret_did_expand,
+ int **ret_r_mn, int **ret_r_mx, int **ret_r_in, int **ret_r_ix, int **ret_r_dn, int **ret_r_dx,
+ int **ret_r_nn_i, int **ret_r_nx_i, int **ret_r_nn_j, int **ret_r_nx_j);
+extern int HMMBandsFixUnreachable(CP9Bands_t *cp9b, char *errbuf, int k, int r_prv_min, int r_prv_max, int r_insert_prv_min);
+extern int HMMBandsFillGap(CP9Bands_t *cp9b, char *errbuf, int k, int min1, int max1, int min2, int max2, int prv_nd_r_mn, int prv_nd_r_dn);
+extern int CMBandsCheckValidParse(CM_t *cm, CP9Bands_t *cp9b, char *errbuf, int i0, int j0, int doing_search);
+/*extern void cp9_RelaxRootBandsForSearch(CM_t *cm, int i0, int j0, int *imin, int *imax, int *jmin, int *jmax);*/
+extern void cp9_DebugPrintHMMBands(FILE *ofp, int L, CP9Bands_t *cp9b, double hmm_bandp, int debug_level);
+extern void cp9_CompareBands(CP9Bands_t *cp9b1, CP9Bands_t *cp9b2);
+extern int cp9_GrowHDBands(CP9Bands_t *cp9b, char *errbuf);
+extern void ijBandedTraceInfoDump(CM_t *cm, Parsetree_t *tr, int *imin, int *imax,
+ int *jmin, int *jmax, int debug_level);
+extern void ijdBandedTraceInfoDump(CM_t *cm, Parsetree_t *tr, int *imin, int *imax,
+ int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int debug_level);
+extern int cp9_ValidateBands(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, int i0, int j0);
+extern void ij2d_bands(CM_t *cm, int L, int *imin, int *imax, int *jmin, int *jmax,
+ int **hdmin, int **hdmax, int debug_level);
+extern void combine_qdb_hmm_d_bands(CM_t *cm, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern void hd2safe_hd_bands(int M, int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+extern void debug_print_hd_bands(CM_t *cm, int **hdmin, int **hdmax, int *jmin, int *jmax);
+extern void PrintDPCellsSaved_jd(CM_t *cm, int *jmin, int *jmax, int **hdmin, int **hdmax, int W);
+extern void debug_print_ij_bands(CM_t *cm);
+extern void debug_print_parsetree_and_ij_bands(FILE *fp, Parsetree_t *tr, CM_t *cm, ESL_DSQ *dsq, CP9Bands_t *cp9b);
+
+/* from cp9_postprob.c */
+extern void cp9_Posterior(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *mx, int did_scan);
+extern int cp9_Seq2Posteriors(CM_t *cm, char *errbuf, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, ESL_DSQ *dsq, int i0, int j0, int debug_level);
+extern void cp9_IFillPostSums(CP9_MX *post, CP9Bands_t *cp9, int i0, int j0);
+extern double DScore2Prob(int sc, float null);
+
+/* from hybridsearch.c */
+extern int cm_cp9_HybridScan(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, HybridScanInfo_t *hsi, int i0, int j0, int W,
+ float cutoff, search_results_t *results, int **ret_psc, int *ret_maxres, float *ret_sc);
+extern int predict_xsub(CM_t *cm, float *cm_vcalcs, float *cm_expsc, float *cp9_expsc);
+extern void cm_CalcAvgHitLength(CM_t *cm, double beta, float **ret_hitlen);
+extern HybridScanInfo_t * cm_CreateHybridScanInfo(CM_t *cm, double hsi_beta, float full_cm_ncalcs);
+extern int cm_AddRootToHybridScanInfo(CM_t *cm, HybridScanInfo_t *hsi, int vroot_to_add);
+extern int cm_CheckCompatibleWithHybridScanInfo(CM_t *cm, HybridScanInfo_t *hsi, int v_root_to_add);
+extern int cm_ValidateHybridScanInfo(CM_t *cm, HybridScanInfo_t *hsi);
+extern void cm_FreeHybridScanInfo(HybridScanInfo_t *hsi, CM_t *cm);
+
+/* from logsum.c */
+extern void init_ilogsum(void);
+extern int ILogsum(int s1, int s2);
+extern int ILogsumNI(int s1, int s2);
+extern int ILogsumNI_diff(int s1a, int s1b, int s2a, int s2b, int db);
+extern void FLogsumInit(void);
+extern float LogSum2(float p1, float p2);
+extern float FLogsum(float p1, float p2);
+
+/* from mpisupport.c */
+#if HAVE_MPI
+extern int cm_master_MPIBcast(CM_t *cm, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int cm_worker_MPIBcast(int tag, MPI_Comm comm, char **buf, int *nalloc, ESL_ALPHABET **abc, CM_t **ret_cm);
+extern int cm_MPIUnpack(ESL_ALPHABET **abc, char *buf, int n, int *pos, MPI_Comm comm, CM_t **ret_cm);
+extern int cm_MPIPack(CM_t *cm, char *buf, int n, int *pos, MPI_Comm comm);
+extern int cm_MPIPackSize(CM_t *cm, MPI_Comm comm, int *ret_n);
+extern int cm_justread_MPIUnpack(ESL_ALPHABET **abc, char *buf, int n, int *pos, MPI_Comm comm, CM_t **ret_cm);
+extern int cm_justread_MPIPack(CM_t *cm, char *buf, int n, int *pos, MPI_Comm comm);
+extern int cm_justread_MPIPackSize(CM_t *cm, MPI_Comm comm, int *ret_n);
+extern int cm_dsq_MPISend(ESL_DSQ *dsq, int L, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int cm_dsq_MPIRecv(int source, int tag, MPI_Comm comm, char **buf, int *nalloc, ESL_DSQ **ret_dsq, int *ret_L);
+extern int cm_search_results_MPISend(search_results_t *results, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int cm_search_results_MPIRecv(int source, int tag, MPI_Comm comm, char **buf, int *nalloc, search_results_t **ret_results);
+extern int cm_search_results_MPIPackSize(const search_results_t *results, MPI_Comm comm, int *ret_n);
+extern int cm_search_results_MPIPack(const search_results_t *results, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_search_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, search_results_t **ret_results);
+extern int cm_search_result_node_MPIPackSize(const search_result_node_t *rnode, MPI_Comm comm, int *ret_n) ;
+extern int cm_search_result_node_MPIPack(const search_result_node_t *rnode, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_search_result_node_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, search_result_node_t *ret_rnode);
+extern int cm_seqs_to_aln_MPISend(seqs_to_aln_t *seqs_to_aln, int offset, int nseq_to_send, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc);
+extern int cm_seqs_to_aln_MPIRecv(const ESL_ALPHABET *abc, int source, int tag, MPI_Comm comm, char **buf, int *nalloc, seqs_to_aln_t **ret_seqs_to_aln);
+extern int cm_seqs_to_aln_MPIPackSize(const seqs_to_aln_t *results, int offset, int nseq_to_pack, MPI_Comm comm, int *ret_n);
+extern int cm_seqs_to_aln_MPIPack(const seqs_to_aln_t *seqs_to_aln, int offset, int nseq_to_pack, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_seqs_to_aln_MPIUnpack(const ESL_ALPHABET *abc, char *buf, int n, int *pos, MPI_Comm comm, seqs_to_aln_t **ret_seqs_to_aln);
+extern int cm_parsetree_MPIPackSize(const Parsetree_t *tr, MPI_Comm comm, int *ret_n);
+extern int cm_parsetree_MPIPack(const Parsetree_t *tr, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_parsetree_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, Parsetree_t **ret_tr);
+extern int cm_cp9trace_MPIPackSize(const CP9trace_t *cp9_tr, MPI_Comm comm, int *ret_n);
+extern int cm_cp9trace_MPIPack(const CP9trace_t *cp9_tr, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_cp9trace_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, CP9trace_t **ret_cp9_tr);
+extern int cm_digitized_sq_MPIPackSize(const ESL_SQ *sq, MPI_Comm comm, int *ret_n);
+extern int cm_digitized_sq_MPIPack(const ESL_SQ *sq, char *buf, int n, int *position, MPI_Comm comm);
+extern int cm_digitized_sq_MPIUnpack(const ESL_ALPHABET *abc, char *buf, int n, int *pos, MPI_Comm comm, ESL_SQ **ret_sq);
+extern int cmstats_MPIPackSize(CMStats_t *cmstats, MPI_Comm comm, int *ret_n);
+extern int cmstats_MPIPack(CMStats_t *cmstats, char *buf, int n, int *position, MPI_Comm comm);
+extern int cmstats_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, CMStats_t **ret_cmstats);
+extern int exp_info_MPIPackSize(ExpInfo_t *exp, MPI_Comm comm, int *ret_n);
+extern int exp_info_MPIPack(ExpInfo_t *exp, char *buf, int n, int *position, MPI_Comm comm);
+extern int exp_info_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, ExpInfo_t **ret_exp);
+extern int hmm_filter_info_MPIPackSize(HMMFilterInfo_t *hfi, MPI_Comm comm, int *ret_n);
+extern int hmm_filter_info_MPIPack(HMMFilterInfo_t *hfi, char *buf, int n, int *position, MPI_Comm comm);
+extern int hmm_filter_info_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, HMMFilterInfo_t **ret_hfi);
+extern int best_filter_info_MPIPackSize(BestFilterInfo_t *bf, MPI_Comm comm, int *ret_n);
+extern int best_filter_info_MPIPack(BestFilterInfo_t *bf, char *buf, int n, int *position, MPI_Comm comm);
+extern int best_filter_info_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, BestFilterInfo_t **ret_bf);
+extern int cmcalibrate_exp_results_MPIPackSize(float *scA, int nseq, MPI_Comm comm, int *ret_n);
+extern int cmcalibrate_exp_results_MPIPack(float *scA, int nseq, char *buf, int n, int *position, MPI_Comm comm);
+extern int cmcalibrate_exp_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, float **ret_scA, int *ret_nseq);
+extern int cmcalibrate_filter_results_MPIPackSize(int nseq, MPI_Comm comm, int *ret_n);
+extern int cmcalibrate_filter_results_MPIPack(float *cyk_scA, float *ins_scA, float *fwd_scA, int *partA, int nseq, char *buf, int n, int *position, MPI_Comm comm);
+extern int cmcalibrate_filter_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, float **ret_cyk_scA, float **ret_ins_scA, float **ret_fwd_scA, int **ret_partA, int *ret_nseq);
+extern int comlog_MPIPackSize(ComLog_t *comlog, MPI_Comm comm, int *ret_n);
+extern int comlog_MPIPack (ComLog_t *comlog, char *buf, int n, int *position, MPI_Comm comm);
+extern int comlog_MPIUnpack (char *buf, int n, int *pos, MPI_Comm comm, ComLog_t **ret_comlog);
+
+#endif
+
+/* from prior.c */
+extern Prior_t *Prior_Create(void);
+extern void Prior_Destroy(Prior_t *pri);
+extern Prior_t *Prior_Read(FILE *fp);
+extern void PriorifyCM(CM_t *cm, const Prior_t *pri);
+extern Prior_t *Prior_Default(void);
+extern struct p7prior_s *P7DefaultInfernalPrior(void);
+
+/* from rnamat.c */
+extern int numbered_nucleotide (char c);
+extern int numbered_basepair (char c, char d);
+extern FILE *MatFileOpen (char *matfile);
+extern fullmat_t *ReadMatrix(const ESL_ALPHABET *abc, FILE *matfp);
+extern int ribosum_MSA_resolve_degeneracies(fullmat_t *fullmat, ESL_MSA *msa);
+extern int ribosum_calc_targets(fullmat_t *fullmat);
+extern void FreeMat(fullmat_t *fullmat);
+
+/* from searchinfo.c */
+extern int CreateSearchInfo(CM_t *cm, int cutoff_type, float sc_cutoff, float e_cutoff);
+extern int AddFilterToSearchInfo(CM_t *cm, int cyk_filter, int inside_filter, int viterbi_filter, int forward_filter, int hybrid_filter,
+ ScanMatrix_t *smx, HybridScanInfo_t *hsi, int cutoff_type, float sc_cutoff, float e_cutoff, int do_null3);
+extern void FreeSearchInfo(SearchInfo_t *si, CM_t *cm);
+extern void DumpSearchInfo(SearchInfo_t *si);
+extern void DumpSearchOpts(int search_opts);
+extern void ValidateSearchInfo(CM_t *cm, SearchInfo_t *fi);
+extern void UpdateSearchInfoCutoff(CM_t *cm, int nround, int cutoff_type, float sc_cutoff, float e_cutoff);
+extern void UpdateSearchInfoForExpMode(CM_t *cm, int round, int exp_mode);
+extern void UpdateSearchInfoForNewSMX(CM_t *cm);
+
+extern search_results_t *CreateResults (int size);
+extern void ExpandResults (search_results_t *r, int additional);
+extern void AppendResults (search_results_t *src_results, search_results_t *dest_results, int i0);
+extern void FreeResults (search_results_t *r);
+extern int CompareResultsByScore (const void *a_void, const void *b_void);
+extern int CompareResultsByEndPoint (const void *a_void, const void *b_void);
+extern void SortResultsByScore (search_results_t *results);
+extern void SortResultsByEndPoint (search_results_t *results);
+extern void PrintResults (CM_t *cm, FILE *fp, FILE *tabfp, SearchInfo_t *si, const ESL_ALPHABET *abc, CMConsensus_t *cons, dbseq_t *dbseq, int do_top, int do_bottom, int do_noncompensatory, int do_noncanonical, int namewidth);
+extern void ReportHit (int i, int j, int bestr, float score, search_results_t *results);
+extern int UpdateHitScoresWithNull2Or3(CM_t *cm, char *errbuf, SearchInfo_t *si, search_results_t *results, ESL_DSQ *dsq, int first_result, float sc_cutoff, int do_null2, int do_null3, int sort_by_score, int sort_by_endpoint);
+extern void RemoveOverlappingHits (search_results_t *results, int i0, int j0);
+extern int RemoveHitsOverECutoff (CM_t *cm, char *errbuf, SearchInfo_t *si, int sround, search_results_t *results, ESL_DSQ *dsq, int first_result, int sort_by_score, int sort_by_endpoint);
+extern int ScoresFromResults (search_results_t *results, char *errbuf, float **ret_scA, int *ret_scN);
+extern float CountScanDPCalcs (CM_t *cm, int L, int use_qdb);
+extern BestFilterInfo_t *CreateBestFilterInfo();
+extern int SetBestFilterInfoHMM(BestFilterInfo_t *bf, char *errbuf, int cm_M, float cm_eval, float F, int N, int db_size, float full_cm_ncalcs, int ftype, float e_cutoff, float fil_ncalcs, float fil_plus_surv_ncalcs);
+extern int SetBestFilterInfoHybrid(BestFilterInfo_t *bf, char *errbuf, int cm_M, float cm_eval, float F, int N, int db_size, float full_cm_ncalcs, float e_cutoff, float fil_ncalcs, float fil_plus_surv_ncalcs, HybridScanInfo_t *hsi, int np, ExpInfo_t **hexpA);
+extern void FreeBestFilterInfo(BestFilterInfo_t *bf);
+extern void DumpBestFilterInfo(BestFilterInfo_t *bf);
+extern HMMFilterInfo_t *CreateHMMFilterInfo();
+extern int SetHMMFilterInfoHMM(HMMFilterInfo_t *hfi, char *errbuf, float F, int N, int dbsize, int ncut, float *cm_E_cut, float *fwd_E_cut, int always_better_than_Smax);
+extern void FreeHMMFilterInfo(HMMFilterInfo_t *hfi);
+extern int DumpHMMFilterInfo(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int ncm, int namewidth, char *namedashes);
+extern int DumpHMMFilterInfoForCME(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int cmi, float cm_E, int do_header, int namewidth, char *namedashes,
+ float *ret_cm_bit_sc, float *ret_hmm_E, float *ret_hmm_bit_sc, float *ret_S, float *ret_xhmm, float *ret_spdup, float *ret_cm_ncalcs_per_res, float *ret_hmm_ncalcs_per_res, int *ret_do_filter);
+extern int DumpHMMFilterInfoForCMBitScore(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int cmi, float cm_bit_sc, int do_header, int namewidth, char *namedashes,
+ float *ret_cm_E, float *ret_hmm_E, float *ret_hmm_bit_sc, float *ret_S, float *ret_xhmm, float *ret_spdup, float *ret_cm_ncalcs_per_res, float *ret_hmm_ncalcs_per_res, int *ret_do_filter);
+extern int PlotHMMFilterInfo(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int mode);
+extern float GetHMMFilterS(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len);
+extern float GetHMMFilterTotalCalcs(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len, float cm_ncalcs_per_res, float hmm_ncalcs_per_res);
+extern float GetHMMFilterXHMM(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len, float cm_ncalcs_per_res, float hmm_ncalcs_per_res);
+extern float GetHMMFilterSpeedup(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len, float cm_ncalcs_per_res, float hmm_ncalcs_per_res);
+extern int GetHMMFilterFwdECutGivenCME(HMMFilterInfo_t *hfi, char *errbuf, float cm_E, long dbsize, int *ret_cut_pt);
+extern int GetHMMFilterFwdECutGivenCMBitScore(HMMFilterInfo_t *hfi, char *errbuf, float cm_bit_sc, long dbsize, int *ret_cut_pt, CM_t *cm, int cm_mode);
+extern float SurvFract2E(float S, int W, float avg_hit_len, long dbsize);
+extern float E2SurvFract(float E, int W, float avg_hit_len, long dbsize, int do_pad);
+extern int Results2SurvFract(CM_t *cm, char *errbuf, int i0, int j0, search_results_t *results, int do_pad, int do_collapse, float *ret_survfract);
+
+/* from seqstoaln.c */
+extern seqs_to_aln_t *CreateSeqsToAln(int size, int i_am_mpi_master);
+extern seqs_to_aln_t *CreateSeqsToAlnFromSq(ESL_SQ **sq, int size, int i_am_mpi_master);
+extern int GrowSeqsToAln(seqs_to_aln_t *seqs_to_aln, int new_alloc, int i_am_mpi_master);
+extern void FreeSeqsToAln(seqs_to_aln_t *seqs_to_aln);
+extern void FreePartialSeqsToAln(seqs_to_aln_t *s, int do_free_sq, int do_free_tr, int do_free_cp9_tr, int do_free_post, int do_free_sc, int do_free_pp, int do_free_struct_sc);
+extern int ReadSeqsToAln(const ESL_ALPHABET *abc, ESL_SQFILE *seqfp, int nseq, int do_read_all, seqs_to_aln_t *seqs_to_aln, int i_am_mpi_master);
+extern seqs_to_aln_t *CMEmitSeqsToAln(ESL_RANDOMNESS *r, CM_t *cm, int ncm, int nseq, int padW, double *pdist, int i_am_mpi_master);
+extern seqs_to_aln_t *RandomEmitSeqsToAln(ESL_RANDOMNESS *r, const ESL_ALPHABET *abc, double *pdist, int extranum, int nseq, double *L_distro, int Lmax, int i_am_mpi_master);
+
+/* from stats.c */
+extern CMStats_t *AllocCMStats(int np);
+extern void FreeCMStats(CMStats_t *cmstats);
+extern int debug_print_cmstats(CM_t *cm, char *errbuf, CMStats_t *cmstats, int has_fthr);
+extern int debug_print_expinfo(ExpInfo_t *exp);
+extern int get_gc_comp(const ESL_ALPHABET *abc, ESL_DSQ *dsq, int start, int stop);
+extern int get_alphabet_comp(const ESL_ALPHABET *abc, ESL_DSQ *dsq, int start, int stop, float **ret_freq);
+extern int GetDBSize (ESL_SQFILE *sqfp, char *errbuf, long *ret_N, int *ret_nseq, int *ret_namewidth);
+extern int GetDBInfo(const ESL_ALPHABET *abc, ESL_SQFILE *sqfp, char *errbuf, long *ret_N, int *ret_nseq, double **ret_gc_ct);
+extern int E2MinScore(CM_t *cm, char *errbuf, int exp_mode, float E, float *ret_sc);
+extern int E2ScoreGivenExpInfo(ExpInfo_t *exp, char *errbuf, float E, float *ret_sc);
+extern int Score2MaxE(CM_t *cm, char *errbuf, int exp_mode, float sc, float *ret_E);
+extern double Score2E(float x, double mu, double lambda, long eff_dbsize);
+extern int CM2ExpMode(CM_t *cm, int search_opts, int *ret_cm_exp_mode, int *ret_cp9_exp_mode);
+extern int CM2FthrMode(CM_t *cm, char *errbuf, int search_opts, int *ret_fthr_mode);
+extern int ExpModeIsLocal(int exp_mode);
+extern int ExpModeIsForCM(int exp_mode);
+extern int ExpModeToFthrMode(int exp_mode);
+extern ExpInfo_t *CreateExpInfo();
+extern void SetExpInfo(ExpInfo_t *exp, double lambda, double mu_orig, long dbsize, int nrandhits, double tailp);
+extern ExpInfo_t *DuplicateExpInfo(ExpInfo_t *src);
+extern char *DescribeExpMode(int exp_mode);
+extern char *DescribeFthrMode(int fthr_mode);
+extern int UpdateExpsForDBSize(CM_t *cm, char *errbuf, long dbsize);
+
+/* from truncyk.c */
+void SetMarginalScores(CM_t *cm);
+float TrCYK_DnC(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr);
+float TrCYK_Inside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr);
+/* legacy, avoid use: */
+float trinside (CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ void ****ret_shadow, void ****ret_L_shadow, void ****ret_R_shadow,
+ void ****ret_T_shadow, void ****ret_Lmode_shadow, void ****ret_Rmode_shadow,
+ int *ret_mode, int *ret_v, int *ret_i, int *ret_j);
+
+
+
diff --git a/src/globals.c b/src/globals.c
new file mode 100644
index 0000000..6e22c7d
--- /dev/null
+++ b/src/globals.c
@@ -0,0 +1,63 @@
+/* globals.c
+ * SRE 28 Feb 2000
+ * SVN $Id: globals.c 2162 2007-09-20 18:35:51Z nawrockie $
+ *
+ * Settings of the global variables used in INFERNAL,
+ * such as the sequence alphabet.
+ *
+ * These globals are supposed
+ * to enable run-time configuration *once* -- they are not
+ * to be touched after initial program startup and configuration.
+ * for example, they are all assumed to be threadsafe.
+ ************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************
+ */
+
+#include "structs.h"
+
+/* The symbol alphabet.
+ * The package is designed to be configurable for analysis of
+ * a different alphabet just by changing these globals. I doubt that
+ * it would be *useful* to apply it to something other than RNA,
+ * but hey, HMMER got used to do signal processing on auto engine
+ * electronics and musical compositions, so what the hell do I know.
+ *
+ * Must deal with IUPAC degeneracies. Nondegenerate symbols
+ * come first in Alphabet[], followed by degenerate symbols.
+ * We also have to deal with some non-IUPAC stuff:
+ * T (bah!) and X (often misused for N).
+ *
+ * Parts of the code assume that the last symbol is a
+ * symbol for an unknown residue, i.e. 'N'.
+ */
+int Alphabet_type = kRNA;
+int Alphabet_size = 4;
+int Alphabet_iupac = 17;
+char *Alphabet = "ACGUTXRYMKSWHBVDN";
+
+char Degenerate[17][4] = {
+ /* A C G T */
+ { 1, 0, 0, 0 }, /* A */
+ { 0, 1, 0, 0 }, /* C */
+ { 0, 0, 1, 0 }, /* G */
+ { 0, 0, 0, 1 }, /* U */
+ { 0, 0, 0, 1 }, /* T */
+ { 1, 1, 1, 1 }, /* X */
+ { 1, 0, 1, 0 }, /* R */
+ { 0, 1, 0, 1 }, /* Y */
+ { 1, 1, 0, 0 }, /* M */
+ { 0, 0, 1, 1 }, /* K */
+ { 0, 1, 1, 0 }, /* S */
+ { 1, 0, 0, 1 }, /* W */
+ { 1, 1, 0, 1 }, /* H */
+ { 0, 1, 1, 1 }, /* B */
+ { 1, 1, 1, 0 }, /* V */
+ { 1, 0, 1, 1 }, /* D */
+ { 1, 1, 1, 1 }, /* N */
+};
+ /*A C G T U X R Y M K S W H B V D N*/
+int DegenCount[17] = { 1, 1, 1, 1, 1, 4, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4 };
+
diff --git a/src/histogram.c b/src/histogram.c
new file mode 100644
index 0000000..fd6c6a6
--- /dev/null
+++ b/src/histogram.c
@@ -0,0 +1,1353 @@
+/* histogram.c
+ * SRE, Sat Jan 20 16:16:17 1996
+ *
+ * Accumulation, printing, and fitting of score histograms
+ * from database searches.
+ *
+ * RCS $Id: histogram.c,v 1.3 2002/06/12 16:28:36 rjklein Exp $
+ ************************************************************
+ * Basic API:
+ *
+ * struct histogram_s *h;
+ *
+ * h = AllocHistogram(min_hint, max_hint, lumpsize);
+ *
+ * while (getting scores x) AddToHistogram(h, x);
+ *
+ * ExtremeValueFitHistogram(h, high_hint);
+ * PrintASCIIHistogram(fp, h);
+ * FreeHistogram(h);
+ */
+
+#include <stdio.h>
+#include <string.h>
+#include <limits.h>
+#include <float.h>
+#include <math.h>
+
+#include "squid.h"
+#include "histogram.h"
+
+/* Function: AllocHistogram()
+ *
+ * Purpose: Allocate and return a histogram structure.
+ * min and max are your best guess. They need
+ * not be absolutely correct; the histogram
+ * will expand dynamically to accomodate scores
+ * that exceed these suggested bounds. The amount
+ * that the histogram grows by is set by "lumpsize".
+ *
+ * Args: min: minimum score (integer)
+ * max: maximum score (integer)
+ * lumpsize: when reallocating histogram, pad the reallocation
+ * by this much (saves excessive reallocation)
+ */
+struct histogram_s *
+AllocHistogram(int min, int max, int lumpsize)
+{
+ struct histogram_s *h;
+ int newsize;
+ int i;
+
+ newsize = max - min + 1;
+
+ h = (struct histogram_s *) MallocOrDie(sizeof(struct histogram_s));
+ h->min = min;
+ h->max = max;
+ h->total = 0;
+ h->lowscore = INT_MAX;
+ h->highscore = INT_MIN;
+ h->lumpsize = lumpsize;
+ h->histogram = (int *) MallocOrDie (sizeof(int) * newsize);
+ for (i = 0; i < newsize; i++) h->histogram[i] = 0;
+
+ h->expect = NULL;
+ h->fit_type = HISTFIT_NONE;
+
+ return h;
+}
+
+
+/* Function: FreeHistogram()
+ *
+ * Purpose: free a histogram structure.
+ */
+void
+FreeHistogram(struct histogram_s *h)
+{
+ free(h->histogram);
+ if (h->expect != NULL) free(h->expect);
+ free(h);
+}
+
+/* Function: UnfitHistogram()
+ *
+ * Purpose: Free only the theoretical fit part of a histogram.
+ */
+void
+UnfitHistogram(struct histogram_s *h)
+{
+ if (h->expect != NULL) free(h->expect);
+ h->expect = NULL;
+ h->fit_type = HISTFIT_NONE;
+}
+
+
+/* Function: AddToHistogram()
+ *
+ * Purpose: Bump the appropriate counter in a histogram
+ * structure, given a score. The score is
+ * rounded off from float precision to the
+ * next lower integer.
+ */
+void
+AddToHistogram(struct histogram_s *h, float sc)
+{
+ int score;
+ int moveby;
+ int prevsize;
+ int newsize;
+ int i;
+
+ /* Adding to a histogram conflicts with existing fit:
+ * prohibit this.
+ */
+ if (h->fit_type != HISTFIT_NONE)
+ Die("AddToHistogram(): Can't add to a fitted histogram\n");
+
+
+ /* histogram bins are defined as: score >= bin value, < bin+1
+ * -1.9 -> -2 -0.4 -> -1 1.9 -> 1
+ * -2.1 -> -3 0.4 -> 0 2.1 -> 2
+ */
+ score = (int) floor(sc);
+
+ /* Check to see if we must reallocate the histogram.
+ */
+ if (score < h->min)
+ {
+ prevsize = h->max - h->min + 1;
+ moveby = (h->min - score) + h->lumpsize;
+ newsize = prevsize + moveby;
+ h->min -= moveby;
+
+ h->histogram = (int *) ReallocOrDie(h->histogram, sizeof(int) * newsize);
+ memmove(h->histogram+moveby, h->histogram, sizeof(int) * prevsize);
+ for (i = 0; i < moveby; i++)
+ h->histogram[i] = 0;
+ }
+ else if (score > h->max)
+ {
+ prevsize = h->max - h->min + 1;
+ h->max = h->lumpsize + score;
+ newsize = h->max - h->min + 1;
+
+ h->histogram = (int *) ReallocOrDie(h->histogram, sizeof(int) * newsize);
+ for (i = prevsize; i < newsize; i++)
+ h->histogram[i] = 0;
+ }
+
+ /* Bump the correct bin.
+ * The bin number is score - h->min
+ */
+ h->histogram[score - h->min]++;
+ h->total++;
+ if (score < h->lowscore) h->lowscore = score;
+ if (score > h->highscore) h->highscore = score;
+
+ SQD_DPRINTF3(("AddToHistogram(): added %.1f; rounded to %d; in bin %d (%d-%d)\n",
+ sc, score, score-h->min, h->min, h->max));
+ return;
+}
+
+
+
+/* Function: PrintASCIIHistogram()
+ *
+ * Purpose: Print a "prettified" histogram to a file pointer.
+ * Deliberately a look-and-feel clone of Bill Pearson's
+ * excellent FASTA output.
+ *
+ * Args: fp - open file to print to (stdout works)
+ * h - histogram to print
+ */
+void
+PrintASCIIHistogram(FILE *fp, struct histogram_s *h)
+{
+ int units;
+ int maxbar;
+ int num;
+ int i, idx;
+ char buffer[81]; /* output line buffer */
+ int pos; /* position in output line buffer */
+ int lowbound, lowcount; /* cutoffs on the low side */
+ int highbound, highcount; /* cutoffs on the high side */
+ int emptybins = 3;
+
+ /* Find out how we'll scale the histogram.
+ * We have 59 characters to play with on a
+ * standard 80-column terminal display:
+ * leading "%5d %6d %6d|" occupies 20 chars.
+ * Save the peak position, we'll use it later.
+ */
+ maxbar = 0;
+ for (i = h->lowscore - h->min; i <= h->highscore - h->min; i++)
+ if (h->histogram[i] > maxbar)
+ {
+ maxbar = h->histogram[i]; /* max height */
+ lowbound = i + h->min; /* peak position */
+ }
+
+ /* Truncate histogram display on both sides, ad hoc fashion.
+ * Start from the peak; then move out until we see <emptybins> empty bins,
+ * and stop.
+ */
+ highbound = lowbound; /* start at peak position */
+ for (num = 0; lowbound > h->lowscore; lowbound--)
+ {
+ i = lowbound - h->min;
+ if (h->histogram[i] > 0) { num = 0; continue; } /* reset */
+ if (++num == emptybins) { lowbound += emptybins; break; } /* stop */
+ }
+ for (num = 0; highbound < h->highscore; highbound++)
+ {
+ i = highbound - h->min;
+ if (h->histogram[i] > 0) { num = 0; continue; } /* reset */
+ if (++num == emptybins) { highbound -= emptybins; break; } /* stop */
+ }
+ /* collect counts outside of bounds */
+ for (lowcount = 0, i = h->lowscore - h->min; i <= lowbound - h->min; i++)
+ lowcount += h->histogram[i];
+ for (highcount = 0, i = h->highscore - h->min; i >= highbound - h->min; i--)
+ highcount += h->histogram[i];
+
+ /* maxbar might need raised now; then set our units */
+ if (lowcount > maxbar) maxbar = lowcount;
+ if (highcount > maxbar) maxbar = highcount;
+ units = ((maxbar-1)/ 59) + 1;
+
+
+ /* Print the histogram
+ */
+ fprintf(fp, "%5s %6s %6s (one = represents %d sequences)\n",
+ "score", "obs", "exp", units);
+ fprintf(fp, "%5s %6s %6s\n", "-----", "---", "---");
+ buffer[80] = '\0';
+ buffer[79] = '\n';
+ for (i = h->lowscore; i <= h->highscore; i++)
+ {
+ memset(buffer, ' ', 79 * sizeof(char));
+ idx = i - h->min;
+
+ /* Deal with special cases at edges
+ */
+ if (i < lowbound) continue;
+ else if (i > highbound) continue;
+ else if (i == lowbound && i != h->lowscore)
+ {
+ sprintf(buffer, "<%4d %6d %6s|", i+1, lowcount, "-");
+ if (lowcount > 0) {
+ num = 1+(lowcount-1) / units;
+ if (num > 60) Die("oops");
+ for (pos = 20; num > 0; num--) buffer[pos++] = '=';
+ }
+ fputs(buffer, fp);
+ continue;
+ }
+ else if (i == highbound && i != h->highscore)
+ {
+ sprintf(buffer, ">%4d %6d %6s|", i, highcount, "-");
+ if (highcount > 0) {
+ num = 1+(highcount-1) / units;
+ for (pos = 20; num > 0; num--) buffer[pos++] = '=';
+ }
+ fputs(buffer, fp);
+ continue;
+ }
+
+ /* Deal with most cases
+ */
+ if (h->fit_type != HISTFIT_NONE)
+ sprintf(buffer, "%5d %6d %6d|",
+ i, h->histogram[idx], (int) h->expect[idx]);
+ else
+ sprintf(buffer, "%5d %6d %6s|", i, h->histogram[idx], "-");
+ buffer[20] = ' '; /* sprintf writes a null char */
+
+ /* Mark the histogram bar for observed hits
+ */
+ if (h->histogram[idx] > 0) {
+ num = 1 + (h->histogram[idx]-1) / units;
+ for (pos = 20; num > 0; num--) buffer[pos++] = '=';
+ }
+
+ /* Mark the theoretically expected value
+ */
+ if (h->fit_type != HISTFIT_NONE && (int) h->expect[idx] > 0)
+ {
+ pos = 20 + (int)(h->expect[idx]-1) / units;
+ if (pos >= 78) pos = 78; /* be careful of buffer bounds */
+ buffer[pos] = '*';
+ }
+
+ /* Print the line
+ */
+ fputs(buffer, fp);
+ }
+
+ /* Print details about the statistics
+ */
+ switch (h->fit_type) {
+ case HISTFIT_NONE:
+ fprintf(fp, "\n\n%% No statistical fit available\n");
+ break;
+
+ case HISTFIT_EVD:
+ fprintf(fp, "\n\n%% Statistical details of theoretical EVD fit:\n");
+ fprintf(fp, " mu = %10.4f\n", h->param[EVD_MU]);
+ fprintf(fp, " lambda = %10.4f\n", h->param[EVD_LAMBDA]);
+ fprintf(fp, "chi-sq statistic = %10.4f\n", h->chisq);
+ fprintf(fp, " P(chi-square) = %10.4g\n", h->chip);
+ break;
+
+ case HISTFIT_GAUSSIAN:
+ fprintf(fp, "\n\n%% Statistical details of theoretical Gaussian fit:\n");
+ fprintf(fp, " mean = %10.4f\n", h->param[GAUSS_MEAN]);
+ fprintf(fp, " sd = %10.4f\n", h->param[GAUSS_SD]);
+ fprintf(fp, "chi-sq statistic = %10.4f\n", h->chisq);
+ fprintf(fp, " P(chi-square) = %10.4g\n", h->chip);
+ break;
+ }
+ return;
+}
+
+
+
+/* Function: PrintXMGRHistogram()
+ * Date: SRE, Wed Nov 12 11:02:00 1997 [St. Louis]
+ *
+ * Purpose: Print an XMGR data file that contains two data sets:
+ * - xy data for the observed histogram
+ * - xy data for the theoretical histogram
+ */
+void
+PrintXMGRHistogram(FILE *fp, struct histogram_s *h)
+{
+ int sc; /* integer score in histogram structure */
+ double val;
+
+ /* First data set is the observed histogram
+ */
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ if (h->histogram[sc - h->min] > 0)
+ fprintf(fp, "%-6d %f\n", sc,
+ (float) h->histogram[sc - h->min]/ (float) h->total);
+ fprintf(fp, "&\n");
+
+ /* Second data set is the theoretical histogram
+ */
+ if (h->fit_type != HISTFIT_NONE)
+ {
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ val =
+ (1. - ExtremeValueP((float)sc+1, h->param[EVD_MU], h->param[EVD_LAMBDA]))-
+ (1. - ExtremeValueP((float)sc, h->param[EVD_MU], h->param[EVD_LAMBDA]));
+ fprintf(fp, "%-6d %f\n", sc, val);
+ }
+ fprintf(fp, "&\n");
+ }
+}
+
+/* Function: PrintXMGRDistribution()
+ * Date: SRE, Wed Nov 12 11:02:09 1997 [St. Louis]
+ *
+ * Purpose: Print an XMGR data file that contains two data sets:
+ * - xy data for the observed distribution P(S<x)
+ * - xy data for the theoretical distribution P(S<x)
+ */
+void
+PrintXMGRDistribution(FILE *fp, struct histogram_s *h)
+{
+ int sc; /* integer score in histogram structure */
+ int cum; /* cumulative count */
+ double val;
+
+ /* First data set is the observed distribution;
+ * histogram bin x contains # of scores between x and x+1,
+ * hence the sc+1 offset.
+ */
+ for (cum = 0, sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ cum += h->histogram[sc - h->min];
+ fprintf(fp, "%-6d %f\n", sc + 1, (float) cum / (float) h->total);
+ }
+ fprintf(fp, "&\n");
+
+ /* Second data set is the theoretical histogram
+ */
+ if (h->fit_type != HISTFIT_NONE)
+ {
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ val = (1. - ExtremeValueP((float) sc, h->param[EVD_MU],
+ h->param[EVD_LAMBDA]));
+ fprintf(fp, "%-6d %f\n", sc, val);
+ }
+ fprintf(fp, "&\n");
+ }
+}
+
+/* Function: PrintXMGRRegressionLine()
+ * Date: SRE, Wed Nov 12 11:02:19 1997 [St. Louis]
+ *
+ * Purpose: Print an XMGR data file that contains two data sets:
+ * - xy data for log log transform of observed distribution P(S<x)
+ * - xy data for log log transform of theoretical distribution P(S<x)
+ */
+void
+PrintXMGRRegressionLine(FILE *fp, struct histogram_s *h)
+{
+ int sc; /* integer score in histogram structure */
+ int cum;
+ double val; /* log log transform */
+
+ /* First data set is the observed distribution;
+ * histogram bin x contains # of scores between x and x+1,
+ * hence the sc+1 offset.
+ */
+ for (cum = 0, sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ cum += h->histogram[sc - h->min];
+ val = log (-1. * log((double) cum / (double) h->total));
+ if (cum < h->total)
+ fprintf(fp, "%-6d %f\n", sc + 1, val);
+ }
+ fprintf(fp, "&\n");
+
+ /* Second data set is the theoretical histogram
+ */
+ if (h->fit_type != HISTFIT_NONE)
+ {
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ val = log(-1. * log(1. - ExtremeValueP((float) sc, h->param[EVD_MU],
+ h->param[EVD_LAMBDA])));
+ fprintf(fp, "%-6d %f\n", sc, val);
+ }
+ fprintf(fp, "&\n");
+ }
+}
+
+/* Function: EVDBasicFit()
+ * Date: SRE, Wed Nov 12 11:02:27 1997 [St. Louis]
+ *
+ * Purpose: Fit a score histogram to the extreme value
+ * distribution. Set the parameters lambda
+ * and mu in the histogram structure. Fill in the
+ * expected values in the histogram. Calculate
+ * a chi-square test as a measure of goodness of fit.
+ *
+ * This is the basic version of ExtremeValueFitHistogram(),
+ * in a nonrobust form: simple linear regression with no
+ * outlier pruning.
+ *
+ * Methods: Uses a linear regression fitting method [Collins88,Lawless82]
+ *
+ * Args: h - histogram to fit
+ *
+ * Return: (void)
+ */
+void
+EVDBasicFit(struct histogram_s *h)
+{
+ float *d; /* distribution P(S < x) */
+ float *x; /* x-axis of P(S<x) for Linefit() */
+ int hsize;
+ int sum;
+ int sc, idx; /* loop indices for score or score-h->min */
+ float slope, intercept; /* m,b fit from Linefit() */
+ float corr; /* correlation coeff of line fit, not used */
+ float lambda, mu; /* slope, intercept converted to EVD params */
+
+ /* Allocations for x, y axes
+ * distribution d runs from min..max with indices 0..max-min
+ * i.e. score - min = index into d, x, histogram, and expect
+ */
+ hsize = h->highscore - h->lowscore + 1;
+ d = (float *) MallocOrDie(sizeof(float) * hsize);
+ x = (float *) MallocOrDie(sizeof(float) * hsize);
+ for (idx = 0; idx < hsize; idx++)
+ d[idx] = x[idx] = 0.;
+
+ /* Calculate P(S < x) distribution from histogram.
+ * note off-by-one of sc, because histogram bin contains scores between
+ * x and x+1.
+ */
+ sum = 0;
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ sum += h->histogram[sc - h->min];
+ d[sc - h->lowscore] = (float) sum / (float) h->total;
+ x[sc - h->lowscore] = (float) (sc + 1);
+ }
+
+ /* Do a linear regression fit to the log[-log(P(S<x))] "line".
+ * we have log[-log(1-P(S>x))] = -lambda * x + lambda * mu
+ * so lambda = -m and mu = b/lambda
+ */
+ /* convert y axis to log[-log(P(S<x))] */
+ for (sc = h->lowscore; sc < h->highscore; sc++)
+ d[sc - h->lowscore] = log(-1. * log(d[sc - h->lowscore]));
+
+ /* do the linear regression */
+ FLinefit(x, d, hsize-1, &intercept, &slope, &corr);
+ /* calc mu, lambda */
+ lambda = -1. * slope;
+ mu = intercept / lambda;
+
+ /* Set the EVD parameters in the histogram;
+ * pass 2 for additional lost degrees of freedom because we fit mu, lambda.
+ */
+ ExtremeValueSetHistogram(h, mu, lambda, h->lowscore, h->highscore, 2);
+
+ free(x);
+ free(d);
+ return;
+}
+
+
+/* Function: ExtremeValueFitHistogram()
+ * Date: SRE, Sat Nov 15 17:16:15 1997 [St. Louis]
+ *
+ * Purpose: Fit a score histogram to the extreme value
+ * distribution. Set the parameters lambda
+ * and mu in the histogram structure. Calculate
+ * a chi-square test as a measure of goodness of fit.
+ *
+ * Methods: Uses a maximum likelihood method [Lawless82].
+ * Lower outliers are removed by censoring the data below the peak.
+ * Upper outliers are removed iteratively using method
+ * described by [Mott92].
+ *
+ * Args: h - histogram to fit
+ * censor - TRUE to censor data left of the peak
+ * high_hint - score cutoff; above this are `real' hits that aren't fit
+ *
+ * Return: 1 if fit is judged to be valid.
+ * else 0 if fit is invalid (too few seqs.)
+ */
+int
+ExtremeValueFitHistogram(struct histogram_s *h, int censor, float high_hint)
+{
+ float *x; /* array of EVD samples to fit */
+ int *y; /* histogram counts */
+ int n; /* number of observed samples */
+ int z; /* number of censored samples */
+ int hsize; /* size of histogram */
+ float lambda, mu; /* new estimates of lambda, mu */
+ int sc; /* loop index for score */
+ int lowbound; /* lower bound of fitted region*/
+ int highbound; /* upper bound of fitted region*/
+ int new_highbound;
+ int iteration;
+
+ /* Determine lower bound on fitted region;
+ * if we're censoring the data, choose the peak of the histogram.
+ * if we're not, then we take the whole histogram.
+ */
+ lowbound = h->lowscore;
+ if (censor)
+ {
+ int max = -1;
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ if (h->histogram[sc - h->min] > max)
+ {
+ max = h->histogram[sc - h->min];
+ lowbound = sc;
+ }
+ }
+
+ /* Determine initial upper bound on fitted region.
+ */
+ highbound = MIN(high_hint, h->highscore);
+
+ /* Now, iteratively converge on our lambda, mu:
+ */
+ for (iteration = 0; iteration < 100; iteration++)
+ {
+ /* Construct x, y vectors.
+ */
+ x = NULL;
+ y = NULL;
+ hsize = highbound - lowbound + 1;
+ if (hsize < 5) goto FITFAILED; /* require at least 5 bins or we don't fit */
+
+ x = MallocOrDie(sizeof(float) * hsize);
+ y = MallocOrDie(sizeof(int) * hsize);
+ n = 0;
+ for (sc = lowbound; sc <= highbound; sc++)
+ {
+ x[sc-lowbound] = (float) sc + 0.5; /* crude, but tests OK */
+ y[sc-lowbound] = h->histogram[sc - h->min];
+ n += h->histogram[sc - h->min];
+ }
+
+ if (n < 100) goto FITFAILED; /* require fitting to at least 100 points */
+
+ /* If we're censoring, estimate z, the number of censored guys
+ * left of the bound. Our initial estimate is crudely that we're
+ * missing e^-1 of the total distribution (which would be exact
+ * if we censored exactly at mu; but we censored at the observed peak).
+ * Subsequent estimates are more exact based on our current estimate of mu.
+ */
+ if (censor)
+ {
+ if (iteration == 0)
+ z = MIN(h->total-n, (int) (0.58198 * (float) n));
+ else
+ {
+ double psx;
+ psx = EVDDistribution((float) lowbound, mu, lambda);
+ z = MIN(h->total-n, (int) ((double) n * psx / (1. - psx)));
+ }
+ }
+
+ /* Do an ML fit
+ */
+ if (censor) {
+ if (! EVDCensoredFit(x, y, hsize, z, (float) lowbound, &mu, &lambda))
+ goto FITFAILED;
+ } else
+ if (! EVDMaxLikelyFit(x, y, hsize, &mu, &lambda))
+ goto FITFAILED;
+
+ /* Find the Eval = 1 point as a new highbound;
+ * the total number of samples estimated to "belong" to the EVD is n+z
+ */
+ new_highbound = (int)
+ (mu - (log (-1. * log((double) (n+z-1) / (double)(n+z))) / lambda));
+
+ free(x);
+ free(y);
+ if (new_highbound >= highbound) break;
+ highbound = new_highbound;
+ }
+
+ /* Set the histogram parameters;
+ * - we fit from lowbound to highbound; thus we lose 2 degrees of freedom
+ * for fitting mu, lambda, but we get 1 back because we're unnormalized
+ * in this interval, hence we pass 2-1 = 1 as ndegrees.
+ */
+ ExtremeValueSetHistogram(h, mu, lambda, lowbound, highbound, 1);
+ return 1;
+
+FITFAILED:
+ UnfitHistogram(h);
+ if (x != NULL) free(x);
+ if (y != NULL) free(y);
+ return 0;
+}
+
+
+/* Function: ExtremeValueSetHistogram()
+ *
+ * Purpose: Instead of fitting the histogram to an EVD,
+ * simply set the EVD parameters from an external source.
+ *
+ * Args: h - the histogram to set
+ * mu - mu location parameter
+ * lambda - lambda scale parameter
+ * lowbound - low bound of the histogram that was fit
+ * highbound- high bound of histogram that was fit
+ * ndegrees - extra degrees of freedom to subtract in X^2 test:
+ * typically 0 if mu, lambda are parametric,
+ * else 2 if mu, lambda are estimated from data
+ */
+void
+ExtremeValueSetHistogram(struct histogram_s *h, float mu, float lambda,
+ float lowbound, float highbound, int ndegrees)
+{
+ int sc;
+ int hsize, idx;
+ int nbins;
+ float delta;
+
+ UnfitHistogram(h);
+ h->fit_type = HISTFIT_EVD;
+ h->param[EVD_LAMBDA] = lambda;
+ h->param[EVD_MU] = mu;
+
+ hsize = h->max - h->min + 1;
+ h->expect = (float *) MallocOrDie(sizeof(float) * hsize);
+ for (idx = 0; idx < hsize; idx++)
+ h->expect[idx] = 0.;
+
+ /* Calculate the expected values for the histogram.
+ */
+ for (sc = h->min; sc <= h->max; sc++)
+ h->expect[sc - h->min] =
+ ExtremeValueE((float)(sc), h->param[EVD_MU], h->param[EVD_LAMBDA],
+ h->total) -
+ ExtremeValueE((float)(sc+1), h->param[EVD_MU], h->param[EVD_LAMBDA],
+ h->total);
+
+ /* Calculate the goodness-of-fit (within whole region)
+ */
+ h->chisq = 0.;
+ nbins = 0;
+ for (sc = lowbound; sc <= highbound; sc++)
+ if (h->expect[sc-h->min] >= 5. && h->histogram[sc-h->min] >= 5)
+ {
+ delta = (float) h->histogram[sc-h->min] - h->expect[sc-h->min];
+ h->chisq += delta * delta / h->expect[sc-h->min];
+ nbins++;
+ }
+
+ /* Since we fit the whole histogram, there is at least
+ * one constraint on chi-square: the normalization to h->total.
+ */
+ if (nbins > 1 + ndegrees)
+ h->chip = (float) IncompleteGamma((double)(nbins-1-ndegrees)/2.,
+ (double) h->chisq/2.);
+ else
+ h->chip = 0.;
+}
+
+
+
+/* Function: GaussianFitHistogram()
+ *
+ * Purpose: Fit a score histogram to a Gaussian distribution.
+ * Set the parameters mean and sd in the histogram
+ * structure, as well as a chi-squared test for
+ * goodness of fit.
+ *
+ * Args: h - histogram to fit
+ * high_hint - score cutoff; above this are `real' hits that aren't fit
+ *
+ * Return: 1 if fit is judged to be valid.
+ * else 0 if fit is invalid (too few seqs.)
+ */
+int
+GaussianFitHistogram(struct histogram_s *h, float high_hint)
+{
+ float sum;
+ float sqsum;
+ float delta;
+ int sc;
+ int nbins;
+ int hsize, idx;
+
+ /* Clear any previous fitting from the histogram.
+ */
+ UnfitHistogram(h);
+
+ /* Determine if we have enough hits to fit the histogram;
+ * arbitrarily require 1000.
+ */
+ if (h->total < 1000) { h->fit_type = HISTFIT_NONE; return 0; }
+
+ /* Simplest algorithm for mean and sd;
+ * no outlier detection yet (not even using high_hint)
+ *
+ * Magic 0.5 correction is because our histogram is for
+ * scores between x and x+1; we estimate the expectation
+ * (roughly) as x + 0.5.
+ */
+ sum = sqsum = 0.;
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ {
+ delta = (float) sc + 0.5;
+ sum += (float) h->histogram[sc-h->min] * delta;
+ sqsum += (float) h->histogram[sc-h->min] * delta * delta;
+ }
+ h->fit_type = HISTFIT_GAUSSIAN;
+ h->param[GAUSS_MEAN] = sum / (float) h->total;
+ h->param[GAUSS_SD] = sqrt((sqsum - (sum*sum/(float)h->total)) /
+ (float)(h->total-1));
+
+ /* Calculate the expected values for the histogram.
+ * Note that the magic 0.5 correction appears again.
+ * Calculating difference between distribution functions for Gaussian
+ * would be correct but hard.
+ */
+ hsize = h->max - h->min + 1;
+ h->expect = (float *) MallocOrDie(sizeof(float) * hsize);
+ for (idx = 0; idx < hsize; idx++)
+ h->expect[idx] = 0.;
+
+ for (sc = h->min; sc <= h->max; sc++)
+ {
+ delta = (float) sc + 0.5 - h->param[GAUSS_MEAN];
+ h->expect[sc - h->min] =
+ (float) h->total * ((1. / (h->param[GAUSS_SD] * sqrt(2.*3.14159))) *
+ (exp(-1.* delta*delta / (2. * h->param[GAUSS_SD] * h->param[GAUSS_SD]))));
+ }
+
+ /* Calculate the goodness-of-fit (within region that was fitted)
+ */
+ h->chisq = 0.;
+ nbins = 0;
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ if (h->expect[sc-h->min] >= 5. && h->histogram[sc-h->min] >= 5)
+ {
+ delta = (float) h->histogram[sc-h->min] - h->expect[sc-h->min];
+ h->chisq += delta * delta / h->expect[sc-h->min];
+ nbins++;
+ }
+ /* -1 d.f. for normalization; -2 d.f. for two free parameters */
+ if (nbins > 3)
+ h->chip = (float) IncompleteGamma((double)(nbins-3)/2.,
+ (double) h->chisq/2.);
+ else
+ h->chip = 0.;
+
+ return 1;
+}
+
+
+/* Function: GaussianSetHistogram()
+ *
+ * Purpose: Instead of fitting the histogram to a Gaussian,
+ * simply set the Gaussian parameters from an external source.
+ */
+void
+GaussianSetHistogram(struct histogram_s *h, float mean, float sd)
+{
+ int sc;
+ int hsize, idx;
+ int nbins;
+ float delta;
+
+ UnfitHistogram(h);
+ h->fit_type = HISTFIT_GAUSSIAN;
+ h->param[GAUSS_MEAN] = mean;
+ h->param[GAUSS_SD] = sd;
+
+ /* Calculate the expected values for the histogram.
+ */
+ hsize = h->max - h->min + 1;
+ h->expect = (float *) MallocOrDie(sizeof(float) * hsize);
+ for (idx = 0; idx < hsize; idx++)
+ h->expect[idx] = 0.;
+
+ /* Note: ideally we'd use the Gaussian distribution function
+ * to find the histogram occupancy in the window sc..sc+1.
+ * However, the distribution function is hard to calculate.
+ * Instead, estimate the histogram by taking the density at sc+0.5.
+ */
+ for (sc = h->min; sc <= h->max; sc++)
+ {
+ delta = ((float)sc + 0.5) - h->param[GAUSS_MEAN];
+ h->expect[sc - h->min] =
+ (float) h->total * ((1. / (h->param[GAUSS_SD] * sqrt(2.*3.14159))) *
+ (exp(-1.*delta*delta / (2. * h->param[GAUSS_SD] * h->param[GAUSS_SD]))));
+ }
+
+ /* Calculate the goodness-of-fit (within whole region)
+ */
+ h->chisq = 0.;
+ nbins = 0;
+ for (sc = h->lowscore; sc <= h->highscore; sc++)
+ if (h->expect[sc-h->min] >= 5. && h->histogram[sc-h->min] >= 5)
+ {
+ delta = (float) h->histogram[sc-h->min] - h->expect[sc-h->min];
+ h->chisq += delta * delta / h->expect[sc-h->min];
+ nbins++;
+ }
+ /* -1 d.f. for normalization */
+ if (nbins > 1)
+ h->chip = (float) IncompleteGamma((double)(nbins-1)/2.,
+ (double) h->chisq/2.);
+ else
+ h->chip = 0.;
+}
+
+
+
+/* Function: EVDDensity()
+ * Date: SRE, Sat Nov 15 19:37:52 1997 [St. Louis]
+ *
+ * Purpose: Return the extreme value density P(S=x) at
+ * a given point x, for an EVD controlled by
+ * parameters mu and lambda.
+ */
+double
+EVDDensity(float x, float mu, float lambda)
+{
+ return (lambda * exp(-1. * lambda * (x - mu)
+ - exp(-1. * lambda * (x - mu))));
+}
+
+/* Function: EVDDistribution()
+ * Date: SRE, Tue Nov 18 08:02:22 1997 [St. Louis]
+ *
+ * Purpose: Returns the extreme value distribution P(S < x)
+ * evaluated at x, for an EVD controlled by parameters
+ * mu and lambda.
+ */
+double
+EVDDistribution(float x, float mu, float lambda)
+{
+ return (exp(-1. * exp(-1. * lambda * (x - mu))));
+}
+
+/* Function: ExtremeValueP()
+ *
+ * Purpose: Calculate P(S>x) according to an extreme
+ * value distribution, given x and the parameters
+ * of the distribution (characteristic
+ * value mu, decay constant lambda).
+ *
+ * This function is exquisitely prone to
+ * floating point exceptions if it isn't coded
+ * carefully.
+ *
+ * Args: x = score
+ * mu = characteristic value of extreme value distribution
+ * lambda = decay constant of extreme value distribution
+ *
+ * Return: P(S>x)
+ */
+double
+ExtremeValueP(float x, float mu, float lambda)
+{
+ double y;
+ /* avoid exceptions near P=1.0 */
+ /* typical 32-bit sys: if () < -3.6, return 1.0 */
+ if ((lambda * (x - mu)) <= -1. * log(-1. * log(DBL_EPSILON))) return 1.0;
+ /* avoid underflow fp exceptions near P=0.0*/
+ if ((lambda * (x - mu)) >= 2.3 * (double) DBL_MAX_10_EXP) return 0.0;
+ /* a roundoff issue arises; use 1 - e^-x --> x for small x */
+ y = exp(-1. * lambda * (x - mu));
+ if (y < 1e-7) return y;
+ else return (1.0 - exp(-1. * y));
+}
+
+
+/* Function: ExtremeValueP2()
+ *
+ * Purpose: Calculate P(S>x) in a database of size N,
+ * using P(S>x) for a single sequence, according
+ * to a Poisson distribution.
+ *
+ * Args: x = score
+ * mu = characteristic value of extreme value distribution
+ * lambda = decay constant of extreme value distribution
+ * N = number of trials (number of sequences)
+ *
+ * Return: P(S>x) for database of size N
+ */
+double
+ExtremeValueP2(float x, float mu, float lambda, long N)
+{
+ double y;
+ y = N * ExtremeValueP(x,mu,lambda);
+ if (y < 1e-7) return y;
+ else return (1.0 - exp(-1. * y));
+}
+
+/* Function: ExtremeValueE()
+ *
+ * Purpose: Calculate E(S>x) in a database of size N,
+ * using P(S>x) for a single sequence: simply np.
+ *
+ * Args: x = score
+ * mu = characteristic value of extreme value distribution
+ * lambda = decay constant of extreme value distribution
+ * N = number of trials (number of sequences)
+ *
+ * Return: E(S>x) for database of size N
+ */
+double
+ExtremeValueE(float x, float mu, float lambda, long N)
+{
+ return (double)N * ExtremeValueP(x,mu,lambda);
+}
+
+
+/* Function: EVDrandom()
+ *
+ * Purpose: Randomly sample an x from an EVD.
+ * Trivially done by the transformation method, since
+ * the distribution is analytical:
+ * x = \mu - \frac{\log \left[ -\log P(S<x) \right]}{\lambda}
+ * where P(S<x) is sampled uniformly on 0 < P(S<x) < 1.
+ */
+float
+EVDrandom(float mu, float lambda)
+{
+ float p = 0.0;
+
+ /* Very unlikely, but possible,
+ * that sre_random() would give us exactly 0 or 1
+ */
+ while (p == 0. || p == 1.) p = sre_random();
+ return mu - log(-1. * log(p)) / lambda;
+}
+
+
+/* Function: Lawless416()
+ * Date: SRE, Thu Nov 13 11:48:50 1997 [St. Louis]
+ *
+ * Purpose: Equation 4.1.6 from [Lawless82], pg. 143, and
+ * its first derivative with respect to lambda,
+ * for finding the ML fit to EVD lambda parameter.
+ * This equation gives a result of zero for the maximum
+ * likelihood lambda.
+ *
+ * Can either deal with a histogram or an array.
+ *
+ * Warning: beware overflow/underflow issues! not bulletproof.
+ *
+ * Args: x - array of sample values (or x-axis of a histogram)
+ * y - NULL (or y-axis of a histogram)
+ * n - number of samples (or number of histogram bins)
+ * lambda - a lambda to test
+ * ret_f - RETURN: 4.1.6 evaluated at lambda
+ * ret_df - RETURN: first derivative of 4.1.6 evaluated at lambda
+ *
+ * Return: (void)
+ */
+void
+Lawless416(float *x, int *y, int n, float lambda, float *ret_f, float *ret_df)
+{
+
+ double esum; /* \sum e^(-lambda xi) */
+ double xesum; /* \sum xi e^(-lambda xi) */
+ double xxesum; /* \sum xi^2 e^(-lambda xi) */
+ double xsum; /* \sum xi */
+ double mult; /* histogram count multiplier */
+ double total; /* total samples */
+ int i;
+
+
+ esum = xesum = xsum = xxesum = total = 0.;
+ for (i = 0; i < n; i++)
+ {
+ mult = (y == NULL) ? 1. : (double) y[i];
+ xsum += mult * x[i];
+ xesum += mult * x[i] * exp(-1. * lambda * x[i]);
+ xxesum += mult * x[i] * x[i] * exp(-1. * lambda * x[i]);
+ esum += mult * exp(-1. * lambda * x[i]);
+ total += mult;
+ }
+ *ret_f = 1./lambda - xsum / total + xesum / esum;
+ *ret_df = ((xesum / esum) * (xesum / esum))
+ - (xxesum / esum)
+ - (1. / (lambda * lambda));
+
+ return;
+}
+
+
+/* Function: Lawless422()
+ * Date: SRE, Mon Nov 17 09:42:48 1997 [St. Louis]
+ *
+ * Purpose: Equation 4.2.2 from [Lawless82], pg. 169, and
+ * its first derivative with respect to lambda,
+ * for finding the ML fit to EVD lambda parameter
+ * for Type I censored data.
+ * This equation gives a result of zero for the maximum
+ * likelihood lambda.
+ *
+ * Can either deal with a histogram or an array.
+ *
+ * Warning: beware overflow/underflow issues! not bulletproof.
+ *
+ * Args: x - array of sample values (or x-axis of a histogram)
+ * y - NULL (or y-axis of a histogram)
+ * n - number of observed samples (or number of histogram bins)
+ * z - number of censored samples
+ * c - censoring value; all observed x_i >= c
+ * lambda - a lambda to test
+ * ret_f - RETURN: 4.2.2 evaluated at lambda
+ * ret_df - RETURN: first derivative of 4.2.2 evaluated at lambda
+ *
+ * Return: (void)
+ */
+void
+Lawless422(float *x, int *y, int n, int z, float c,
+ float lambda, float *ret_f, float *ret_df)
+{
+ double esum; /* \sum e^(-lambda xi) + z term */
+ double xesum; /* \sum xi e^(-lambda xi) + z term */
+ double xxesum; /* \sum xi^2 e^(-lambda xi) + z term */
+ double xsum; /* \sum xi (no z term) */
+ double mult; /* histogram count multiplier */
+ double total; /* total samples */
+ int i;
+
+ esum = xesum = xsum = xxesum = total = 0.;
+ for (i = 0; i < n; i++)
+ {
+ mult = (y == NULL) ? 1. : (double) y[i];
+ xsum += mult * x[i];
+ esum += mult * exp(-1. * lambda * x[i]);
+ xesum += mult * x[i] * exp(-1. * lambda * x[i]);
+ xxesum += mult * x[i] * x[i] * exp(-1. * lambda * x[i]);
+ total += mult;
+ }
+
+ /* Add z terms for censored data
+ */
+ esum += (double) z * exp(-1. * lambda * c);
+ xesum += (double) z * c * exp(-1. * lambda * c);
+ xxesum += (double) z * c * c * exp(-1. * lambda * c);
+
+ *ret_f = 1./lambda - xsum / total + xesum / esum;
+ *ret_df = ((xesum / esum) * (xesum / esum))
+ - (xxesum / esum)
+ - (1. / (lambda * lambda));
+
+ return;
+}
+
+
+
+/* Function: EVDMaxLikelyFit()
+ * Date: SRE, Fri Nov 14 07:56:29 1997 [St. Louis]
+ *
+ * Purpose: Given a list or a histogram of EVD-distributed samples,
+ * find maximum likelihood parameters lambda and
+ * mu.
+ *
+ * Algorithm: Uses approach described in [Lawless82]. Solves
+ * for lambda using Newton/Raphson iterations;
+ * then substitutes lambda into Lawless' equation 4.1.5
+ * to get mu.
+ *
+ * Newton/Raphson algorithm developed from description in
+ * Numerical Recipes in C [Press88].
+ *
+ * Args: x - list of EVD distributed samples or x-axis of histogram
+ * c - NULL, or y-axis of histogram
+ * n - number of samples, or number of histogram bins
+ * ret_mu : RETURN: ML estimate of mu
+ * ret_lambda : RETURN: ML estimate of lambda
+ *
+ * Return: 1 on success; 0 on any failure
+ */
+int
+EVDMaxLikelyFit(float *x, int *c, int n, float *ret_mu, float *ret_lambda)
+{
+ float lambda, mu;
+ float fx; /* f(x) */
+ float dfx; /* f'(x) */
+ double esum; /* \sum e^(-lambda xi) */
+ double mult;
+ double total;
+ float tol = 1e-5;
+ int i;
+
+ /* 1. Find an initial guess at lambda: linear regression here?
+ */
+ lambda = 0.2;
+
+ /* 2. Use Newton/Raphson to solve Lawless 4.1.6 and find ML lambda
+ */
+ for (i = 0; i < 100; i++)
+ {
+ Lawless416(x, c, n, lambda, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ lambda = lambda - fx / dfx; /* Newton/Raphson is simple */
+ if (lambda <= 0.) lambda = 0.001; /* but be a little careful */
+ }
+
+ /* 2.5: If we did 100 iterations but didn't converge, Newton/Raphson failed.
+ * Resort to a bisection search. Worse convergence speed
+ * but guaranteed to converge (unlike Newton/Raphson).
+ * We assume (!?) that fx is a monotonically decreasing function of x;
+ * i.e. fx > 0 if we are left of the root, fx < 0 if we
+ * are right of the root.
+ */
+ if (i == 100)
+ {
+ float left, right, mid;
+ SQD_DPRINTF2(("EVDMaxLikelyFit(): Newton/Raphson failed; switchover to bisection"));
+
+ /* First we need to bracket the root */
+ lambda = right = left = 0.2;
+ Lawless416(x, c, n, lambda, &fx, &dfx);
+ if (fx < 0.)
+ { /* fix right; search left. */
+ do {
+ left -= 0.1;
+ if (left < 0.) {
+ SQD_DPRINTF2(("EVDMaxLikelyFit(): failed to bracket root"));
+ return 0;
+ }
+ Lawless416(x, c, n, left, &fx, &dfx);
+ } while (fx < 0.);
+ }
+ else
+ { /* fix left; search right. */
+ do {
+ right += 0.1;
+ Lawless416(x, c, n, right, &fx, &dfx);
+ if (right > 100.) {
+ SQD_DPRINTF2(("EVDMaxLikelyFit(): failed to bracket root"));
+ return 0;
+ }
+ } while (fx > 0.);
+ }
+ /* now we bisection search in left/right interval */
+ for (i = 0; i < 100; i++)
+ {
+ mid = (left + right) / 2.;
+ Lawless416(x, c, n, mid, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ if (fx > 0.) left = mid;
+ else right = mid;
+ }
+ if (i == 100) {
+ SQD_DPRINTF2(("EVDMaxLikelyFit(): even the bisection search failed"));
+ return 0;
+ }
+ lambda = mid;
+ }
+
+ /* 3. Substitute into Lawless 4.1.5 to find mu
+ */
+ esum = 0.;
+ total = 0.;
+ for (i = 0; i < n; i++)
+ {
+ mult = (c == NULL) ? 1. : (double) c[i];
+ esum += mult * exp(-1 * lambda * x[i]);
+ total += mult;
+ }
+ mu = -1. * log(esum / total) / lambda;
+
+ *ret_lambda = lambda;
+ *ret_mu = mu;
+ return 1;
+}
+
+
+/* Function: EVDCensoredFit()
+ * Date: SRE, Mon Nov 17 10:01:05 1997 [St. Louis]
+ *
+ * Purpose: Given a /left-censored/ list or histogram of EVD-distributed
+ * samples, as well as the number of censored samples z and the
+ * censoring value c,
+ * find maximum likelihood parameters lambda and
+ * mu.
+ *
+ * Algorithm: Uses approach described in [Lawless82]. Solves
+ * for lambda using Newton/Raphson iterations;
+ * then substitutes lambda into Lawless' equation 4.2.3
+ * to get mu.
+ *
+ * Newton/Raphson algorithm developed from description in
+ * Numerical Recipes in C [Press88].
+ *
+ * Args: x - list of EVD distributed samples or x-axis of histogram
+ * y - NULL, or y-axis of histogram
+ * n - number of observed samples,or number of histogram bins
+ * z - number of censored samples
+ * c - censoring value (all x_i >= c)
+ * ret_mu : RETURN: ML estimate of mu
+ * ret_lambda : RETURN: ML estimate of lambda
+ *
+ * Return: (void)
+ */
+int
+EVDCensoredFit(float *x, int *y, int n, int z, float c,
+ float *ret_mu, float *ret_lambda)
+{
+ float lambda, mu;
+ float fx; /* f(x) */
+ float dfx; /* f'(x) */
+ double esum; /* \sum e^(-lambda xi) */
+ double mult;
+ double total;
+ float tol = 1e-5;
+ int i;
+
+ /* 1. Find an initial guess at lambda: linear regression here?
+ */
+ lambda = 0.2;
+
+ /* 2. Use Newton/Raphson to solve Lawless 4.2.2 and find ML lambda
+ */
+ for (i = 0; i < 100; i++)
+ {
+ Lawless422(x, y, n, z, c, lambda, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ lambda = lambda - fx / dfx; /* Newton/Raphson is simple */
+ if (lambda <= 0.) lambda = 0.001; /* but be a little careful */
+ }
+
+ /* 2.5: If we did 100 iterations but didn't converge, Newton/Raphson failed.
+ * Resort to a bisection search. Worse convergence speed
+ * but guaranteed to converge (unlike Newton/Raphson).
+ * We assume (!?) that fx is a monotonically decreasing function of x;
+ * i.e. fx > 0 if we are left of the root, fx < 0 if we
+ * are right of the root.
+ */
+ if (i == 100)
+ {
+ float left, right, mid;
+ /* First we need to bracket the root */
+ SQD_DPRINTF2(("EVDCensoredFit(): Newton/Raphson failed; switched to bisection"));
+ lambda = right = left = 0.2;
+ Lawless422(x, y, n, z, c, lambda, &fx, &dfx);
+ if (fx < 0.)
+ { /* fix right; search left. */
+ do {
+ left -= 0.03;
+ if (left < 0.) {
+ SQD_DPRINTF2(("EVDCensoredFit(): failed to bracket root"));
+ return 0;
+ }
+ Lawless422(x, y, n, z, c, left, &fx, &dfx);
+ } while (fx < 0.);
+ }
+ else
+ { /* fix left; search right. */
+ do {
+ right += 0.1;
+ Lawless422(x, y, n, z, c, left, &fx, &dfx);
+ if (right > 100.) {
+ SQD_DPRINTF2(("EVDCensoredFit(): failed to bracket root"));
+ return 0;
+ }
+ } while (fx > 0.);
+ }
+ /* now we bisection search in left/right interval */
+ for (i = 0; i < 100; i++)
+ {
+ mid = (left + right) / 2.;
+ Lawless422(x, y, n, z, c, left, &fx, &dfx);
+ if (fabs(fx) < tol) break; /* success */
+ if (fx > 0.) left = mid;
+ else right = mid;
+ }
+ if (i == 100) {
+ SQD_DPRINTF2(("EVDCensoredFit(): even the bisection search failed"));
+ return 0;
+ }
+ lambda = mid;
+ }
+
+ /* 3. Substitute into Lawless 4.2.3 to find mu
+ */
+ esum = total = 0.;
+ for (i = 0; i < n; i++)
+ {
+ mult = (y == NULL) ? 1. : (double) y[i];
+ esum += mult * exp(-1. * lambda * x[i]);
+ total += mult;
+ }
+ esum += (double) z * exp(-1. * lambda * c); /* term from censored data */
+ mu = -1. * log(esum / total) / lambda;
+
+ *ret_lambda = lambda;
+ *ret_mu = mu;
+ return 1;
+}
+
+
+
diff --git a/src/histogram.h b/src/histogram.h
new file mode 100644
index 0000000..ca95eb7
--- /dev/null
+++ b/src/histogram.h
@@ -0,0 +1,85 @@
+/*
+ * histogram.h
+ *
+ * Header file for histogram routines.
+ *
+ * Merged from structs.h and funcs.h of HMMER version 2.2g
+ * Copyright (C) 1992-1999 Washington University School of Medicine
+ * All Rights Reserved
+ *
+ * Modified for use in rsearch by Robert J. Klein
+ * March 19, 2002
+ */
+
+#ifndef _HISTOGRAM_H
+#define _HISTOGRAM_H
+
+
+/* from structs.h */
+/* Structure: histogram_s
+ *
+ * Keep a score histogram.
+ *
+ * The main implementation issue here is that the range of
+ * scores is unknown, and will go negative. histogram is
+ * a 0..max-min array that represents the range min..max.
+ * A given score is indexed in histogram array as score-min.
+ * The AddToHistogram() function deals with dynamically
+ * resizing the histogram array when necessary.
+ */
+
+struct histogram_s {
+ int *histogram; /* counts of hits */
+ int min; /* elem 0 of histogram == min */
+ int max; /* last elem of histogram == max */
+ int highscore; /* highest active elem has this score */
+ int lowscore; /* lowest active elem has this score */
+ int lumpsize; /* when resizing, overalloc by this */
+ int total; /* total # of hits counted */
+
+ float *expect; /* expected counts of hits */
+ int fit_type; /* flag indicating distribution type */
+ float param[3]; /* parameters used for fits */
+ float chisq; /* chi-squared val for goodness of fit*/
+ float chip; /* P value for chisquared */
+};
+#define HISTFIT_NONE 0 /* no fit done yet */
+#define HISTFIT_EVD 1 /* fit type = extreme value dist */
+#define HISTFIT_GAUSSIAN 2 /* fit type = Gaussian */
+#define EVD_MU 0 /* EVD fit parameter mu */
+#define EVD_LAMBDA 1 /* EVD fit parameter lambda */
+#define EVD_WONKA 2 /* EVD fit fudge factor */
+#define GAUSS_MEAN 0 /* Gaussian parameter mean */
+#define GAUSS_SD 1 /* Gaussian parameter std. dev. */
+
+/* from funcs.h */
+extern struct histogram_s *AllocHistogram(int min, int max, int lumpsize);
+extern void FreeHistogram(struct histogram_s *h);
+extern void UnfitHistogram(struct histogram_s *h);
+extern void AddToHistogram(struct histogram_s *h, float sc);
+extern void PrintASCIIHistogram(FILE *fp, struct histogram_s *h);
+extern void PrintXMGRHistogram(FILE *fp, struct histogram_s *h);
+extern void PrintXMGRDistribution(FILE *fp, struct histogram_s *h);
+extern void PrintXMGRRegressionLine(FILE *fp, struct histogram_s *h);
+extern void EVDBasicFit(struct histogram_s *h);
+extern int ExtremeValueFitHistogram(struct histogram_s *h, int censor,
+ float high_hint);
+extern void ExtremeValueSetHistogram(struct histogram_s *h, float mu, float lambda,
+ float low, float high, int ndegrees);
+extern int GaussianFitHistogram(struct histogram_s *h, float high_hint);
+extern void GaussianSetHistogram(struct histogram_s *h, float mean, float sd);
+extern double EVDDensity(float x, float mu, float lambda);
+extern double EVDDistribution(float x, float mu, float lambda);
+extern double ExtremeValueP (float x, float mu, float lambda);
+extern double ExtremeValueP2(float x, float mu, float lambda, long N);
+extern double ExtremeValueE (float x, float mu, float lambda, long N);
+extern float EVDrandom(float mu, float lambda);
+extern int EVDMaxLikelyFit(float *x, int *y, int n,
+ float *ret_mu, float *ret_lambda);
+extern int EVDCensoredFit(float *x, int *y, int n, int z, float c,
+ float *ret_mu, float *ret_lambda);
+extern void Lawless416(float *x, int *y, int n, float lambda,
+ float *ret_f, float *ret_df);
+extern void Lawless422(float *x, int *y, int n, int z, float c,
+ float lambda, float *ret_f, float *ret_df);
+#endif
diff --git a/src/hmmband.c b/src/hmmband.c
new file mode 100644
index 0000000..f2d1060
--- /dev/null
+++ b/src/hmmband.c
@@ -0,0 +1,5111 @@
+/* hmmband.c
+ * EPN 12.16.05
+ *
+ * Functions to support deriving bands for a constrained CM
+ * parse of a target sequence using CM. Bands are derived
+ * from CM plan 9 HMM (CP9 HMM) Forward/Backward parses of
+ * the target.
+ *
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <float.h>
+#include <limits.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+
+/* EPN 10.28.06
+ * Function: AllocCP9Bands()
+ *
+ * Purpose: Allocate the arrays needed for creating i and j
+ * bands on a CM based on a CP9 parse. See structs.h
+ * for description of this structure.
+ *
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s *hmm - the CP9 HMM for the CM
+ * Returns: (void)
+ *
+ */
+
+CP9Bands_t *
+AllocCP9Bands(CM_t *cm, CP9_t *hmm)
+{
+ int status;
+ CP9Bands_t *cp9bands;
+
+ ESL_ALLOC(cp9bands, sizeof(CP9Bands_t));
+
+ cp9bands->cm_M = cm->M;
+ cp9bands->hmm_M = hmm->M;
+
+ ESL_ALLOC(cp9bands->pn_min_m, sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->pn_max_m, sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->pn_min_i, sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->pn_max_i, sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->pn_min_d, sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->pn_max_d, sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->isum_pn_m,sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->isum_pn_i,sizeof(int) * (cp9bands->hmm_M+1));
+ ESL_ALLOC(cp9bands->isum_pn_d, sizeof(int) * (cp9bands->hmm_M+1));
+
+ ESL_ALLOC(cp9bands->imin, sizeof(int) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->imax, sizeof(int) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->jmin, sizeof(int) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->jmax, sizeof(int) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->safe_hdmin, sizeof(int) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->safe_hdmax, sizeof(int) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->hdmin, sizeof(int *) * cp9bands->cm_M);
+ ESL_ALLOC(cp9bands->hdmax, sizeof(int *) * cp9bands->cm_M);
+ cp9bands->hdmin_mem = NULL;
+ cp9bands->hdmax_mem = NULL;
+ /* NOTE: cp9bands->hdmin and hdmax are 2D arrays, the ptrs are
+ * alloc'ed here, but the actually memory is alloc'ed by
+ * hmmband.c:cp9_Seq2Bands() with a call to hmmband.c:cp9_GrowHDBands().
+ * We set hdmin[0] = hdmax[0] = NULL so we know not to free them
+ * if they were never alloc'ed.
+ */
+ cp9bands->hd_needed = 0;
+ cp9bands->hd_alloced = 0;
+
+ return cp9bands;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return NULL; /* never reached */
+}
+
+/* Function: FreeCP9Bands()
+ * Returns: (void)
+ */
+void
+FreeCP9Bands(CP9Bands_t *cp9bands)
+{
+ free(cp9bands->imin);
+ free(cp9bands->imax);
+ free(cp9bands->jmin);
+ free(cp9bands->jmax);
+ free(cp9bands->safe_hdmin);
+ free(cp9bands->safe_hdmax);
+ if(cp9bands->hdmin_mem != NULL)
+ free(cp9bands->hdmin_mem); /* all v were malloc'ed as a block */
+ if(cp9bands->hdmax_mem != NULL)
+ free(cp9bands->hdmax_mem); /* all v were malloc'ed as a block */
+ free(cp9bands->hdmin);
+ free(cp9bands->hdmax);
+
+ free(cp9bands->pn_min_m);
+ free(cp9bands->pn_max_m);
+ free(cp9bands->pn_min_i);
+ free(cp9bands->pn_max_i);
+ free(cp9bands->pn_min_d);
+ free(cp9bands->pn_max_d);
+ free(cp9bands->isum_pn_m);
+ free(cp9bands->isum_pn_i);
+ free(cp9bands->isum_pn_d);
+
+ free(cp9bands);
+}
+
+/* Function: DScore2Prob()
+ *
+ * Purpose: Convert an integer log_2 odds score back to a probability;
+ * needs the null model probability, if any, to do the conversion.
+ */
+double
+DScore2Prob(int sc, float null)
+{
+ if (sc == -INFTY) return 0.;
+ else return (null * sreEXP2((double) sc / INTSCALE));
+}
+
+
+/* Function: cp9_Seq2Bands
+ * Date : EPN, Mon Jan 8 07:23:34 2007
+ * EPN, Wed Oct 17 04:53:58 2007 [updated/optimized]
+ *
+ * Purpose: Given a CM with precalc'ed CP9 HMM and CP9Map, a sequence and
+ * a CP9Bands_t structure, calculate the HMM bands and store them
+ * in the CP9Bands_t structure.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for reporting errors
+ * fmx - CP9 dp matrix for Forward()
+ * bmx - CP9 dp matrix for Backward()
+ * pmx - CP9 dp matrix to fill with posteriors, can == bmx
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (often 1, beginning of sq)
+ * j0 - end of target subsequence (often L, end of sq)
+ * cp9b - PRE-ALLOCATED, the HMM bands for this sequence, filled here.
+ * doing_search- TRUE if we're going to use these HMM bands for search, not alignment
+ * debug_level - verbosity level for debugging printf()s
+ * Return: eslOK on success;
+ *
+ */
+int
+cp9_Seq2Bands(CM_t *cm, char *errbuf, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, ESL_DSQ *dsq, int i0, int j0, CP9Bands_t *cp9b, int doing_search, int debug_level)
+{
+ int status;
+ int use_sums; /* TRUE to fill and use posterior sums during HMM band calc, yields wider bands */
+ float sc;
+ int do_scan2bands; /* TRUE to use scanning Forward/Backward to get posteriors */
+ int do_old_hmm2ij;
+
+ /* Contract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, but cm->cp9 is NULL.\n");
+ if(cm->cp9map == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, but cm->cp9map is NULL.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, dsq is NULL.");
+ if(i0 > j0) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, i0: %d > j0: %d\n", i0, j0);
+ if(!((cm->align_opts & CM_ALIGN_HBANDED) || (cm->search_opts & CM_SEARCH_HBANDED))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, CM_ALIGN_HBANDED and CM_SEARCH_HBANDED flags both down, exactly 1 must be up.\n");
+ if((cm->search_opts & CM_SEARCH_HMMALNBANDS) && (!(cm->search_opts & CM_SEARCH_HBANDED))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, CM_SEARCH_HMMALNBANDS flag raised, but not CM_SEARCH_HBANDED flag, this doesn't make sense\n");
+ if(cm->tau > 0.5) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_Seq2Bands, cm->tau (%f) > 0.5, we can't deal.", cm->tau);
+
+ use_sums = ((cm->align_opts & CM_ALIGN_SUMS) || (cm->search_opts & CM_SEARCH_SUMS)) ? TRUE : FALSE;
+ do_old_hmm2ij = ((cm->align_opts & CM_ALIGN_HMM2IJOLD) || (cm->search_opts & CM_SEARCH_HMM2IJOLD)) ? TRUE : FALSE;
+
+ /* Step 1: Get HMM Forward/Backward DP matrices.
+ * Step 2: F/B -> HMM bands.
+ * Step 3: HMM bands -> CM bands.
+ */
+
+ /* Step 1: Get HMM Forward/Backward DP matrices. */
+ do_scan2bands = (doing_search && (!(cm->search_opts & CM_SEARCH_HMMALNBANDS))) ? TRUE : FALSE;
+ if((status = cp9_Forward(cm, errbuf, fmx, dsq, i0, j0, j0-i0+1, 0., NULL,
+ do_scan2bands, /* are we using scanning Forward/Backward */
+ TRUE, /* we are going to use posteriors to align */
+ FALSE, /* don't be memory efficient */
+ FALSE, /* don't do a NULL3 score correction */
+ NULL, NULL,
+ &sc)) != eslOK) return status;
+
+ if((status = cp9_Backward(cm, errbuf, bmx, dsq, i0, j0, (j0-i0+1), 0, NULL,
+ do_scan2bands, /* are we using scanning Forward/Backward */
+ TRUE, /* we are going to use posteriors to align */
+ FALSE, /* don't be memory efficient */
+ FALSE, /* don't do a NULL3 score correction */
+ NULL, NULL,
+ &sc)) != eslOK) return status;
+
+ if(cm->align_opts & CM_ALIGN_CHECKFB) {
+ if((status = cp9_CheckFB(fmx, bmx, cm->cp9, errbuf, sc, i0, j0, dsq)) != eslOK) return status;
+ printf("Forward/Backward matrices checked.\n");
+ }
+
+
+ /* Step 2: F/B -> HMM bands. */
+ if(use_sums){
+ if((status = cp9_FB2HMMBandsWithSums(cm->cp9, errbuf, dsq, fmx, bmx, pmx, cp9b, i0, j0, cp9b->hmm_M,
+ (1.-cm->tau), do_scan2bands, do_old_hmm2ij, debug_level)) != eslOK) return status;
+ }
+ else {
+ if((status = cp9_FB2HMMBands(cm->cp9, errbuf, dsq, fmx, bmx, pmx, cp9b, i0, j0, cp9b->hmm_M,
+ (1.-cm->tau), do_scan2bands, do_old_hmm2ij, debug_level)) != eslOK) return status;
+ }
+ if(debug_level > 0) cp9_DebugPrintHMMBands(stdout, j0, cp9b, cm->tau, 1);
+
+ /* Step 3: HMM bands -> CM bands. */
+ if(do_old_hmm2ij) {
+ if((status = cp9_HMM2ijBands_OLD(cm, errbuf, cm->cp9b, cm->cp9map, i0, j0, doing_search, debug_level)) != eslOK) return status;
+ }
+ else {
+ if((status = cp9_HMM2ijBands(cm, errbuf, cm->cp9b, cm->cp9map, i0, j0, doing_search, debug_level)) != eslOK) return status;
+ /* For debugging, uncomment this block:
+ if((status = cp9_HMM2ijBands(cm, errbuf, cm->cp9b, cm->cp9map, i0, j0, doing_search, debug_level)) != eslOK) {
+ ESL_SQ *tmp;
+ tmp = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq+i0-1, (j0-i0+1), NULL, NULL, NULL);
+ esl_sq_Textize(tmp);
+ printf("HEY! cm: %s\n", cm->name);
+ printf(">irrelevant\n%s\n", tmp->seq);
+ esl_sq_Destroy(tmp);
+ return status;
+ }
+ */
+ }
+
+ /* Use the CM bands on i and j to get bands on d, specific to j. */
+ /* cp9_GrowHDBands() must be called before ij2d_bands() so hdmin, hdmax are adjusted for new seq */
+ if((status = cp9_GrowHDBands(cp9b, errbuf)) != eslOK) return status;
+ ij2d_bands(cm, (j0-i0+1), cp9b->imin, cp9b->imax, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax, debug_level);
+
+#if eslDEBUGLEVEL >= 1
+ if((status = cp9_ValidateBands(cm, errbuf, cp9b, i0, j0)) != eslOK) return status;
+ ESL_DPRINTF1(("bands validated.\n"));
+#endif
+ if(debug_level > 0) debug_print_ij_bands(cm);
+
+ if(debug_level > 0) PrintDPCellsSaved_jd(cm, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax, (j0-i0+1));
+
+ return eslOK;
+}
+
+
+/*
+ * Function: cp9_Seq2Posteriors
+ * Date : EPN, Mon Jan 8 07:27:21 2007
+ *
+ * Purpose: Given a CM with precalc'ed CP9 HMM and CP9Map, and a sequence,
+ * run HMM Forward and Backward algorithms, and return a CP9 posterior
+ * matrix.
+ *
+ * Args: cm - the covariance model
+ * errbuf - char buffer for error messages
+ * fmx - CP9 dp matrix for Forward()
+ * bmx - CP9 dp matrix for Backward()
+ * pmx - CP9 dp matrix to fill with posteriors, can == bmx
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * debug_level - verbosity level for debugging printf()s
+ *
+ * Return: eslOK on success
+ */
+int
+cp9_Seq2Posteriors(CM_t *cm, char *errbuf, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, ESL_DSQ *dsq, int i0, int j0, int debug_level)
+{
+ /*CP9_MX *cp9_mx;*/ /* growable DP matrix for viterbi */
+ int status;
+ float sc;
+ int do_scan2bands; /* TRUE to use scanning Forward/Backward to get posteriors
+ * that we'll use for a CM scan */
+
+ /* Contract checks */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "in cp9_Seq2Posteriors(), dsq is NULL.");
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "in cp9_Seq2Posteriors, but cm->cp9 is NULL.\n");
+ if(cm->cp9map == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "in cp9_Seq2Posteriors, but cm->cp9map is NULL.\n");
+ if((cm->align_opts & CM_ALIGN_HBANDED) && (cm->search_opts & CM_SEARCH_HBANDED))
+ ESL_FAIL(eslEINCOMPAT, errbuf, "in cp9_Seq2Posteriors, CM_ALIGN_HBANDED and CM_SEARCH_HBANDED flags both up, exactly 1 must be up.\n");
+ if((cm->search_opts & CM_SEARCH_HMMALNBANDS) && (! (cm->search_opts & CM_SEARCH_HBANDED)))
+ ESL_FAIL(eslEINCOMPAT, errbuf, "in cp9_Seq2Posteriors, CM_SEARCH_HMMALNBANDS flag raised, but not CM_SEARCH_HBANDED flag, this doesn't make sense\n");
+
+ do_scan2bands = ((cm->search_opts & CM_SEARCH_HBANDED) && (!(cm->search_opts & CM_SEARCH_HMMALNBANDS))) ? TRUE : FALSE;
+
+ /* Step 1: Get HMM posteriors.*/
+ if((status = cp9_Forward(cm, errbuf, fmx, dsq, i0, j0, j0-i0+1, 0., NULL,
+ do_scan2bands, /* are we using scanning Forward/Backward */
+ TRUE, /* we are going to use posteriors to align */
+ FALSE, /* don't be memory efficient */
+ FALSE, /* don't do a NULL3 score correction */
+ NULL, NULL,
+ &sc)) != eslOK) return status;
+ if(debug_level > 0) printf("CP9 Forward score : %.4f\n", sc);
+ if((status = cp9_Backward(cm, errbuf, bmx, dsq, i0, j0, (j0-i0+1), 0, NULL,
+ do_scan2bands, /* are we using scanning Forward/Backward */
+ TRUE, /* we are going to use posteriors to align */
+ FALSE, /* don't be memory efficient */
+ FALSE, /* don't do a NULL3 score correction */
+ NULL, NULL,
+ &sc)) != eslOK) return status;
+ if(debug_level > 0) printf("CP9 Backward score : %.4f\n", sc);
+
+ if(cm->align_opts & CM_ALIGN_CHECKFB) {
+ if((status = cp9_CheckFB(fmx, bmx, cm->cp9, errbuf, sc, i0, j0, dsq)) != eslOK) return status;
+ printf("Forward/Backward matrices checked.\n");
+ }
+
+ /* Get posteriors */
+ cp9_Posterior(dsq, i0, j0, cm->cp9, fmx, bmx, pmx, do_scan2bands);
+
+ return eslOK;
+}
+
+
+/* Function: cp9_FB2HMMBands()
+ * Date: EPN, 04.03.06
+ * EPN, Mon Oct 15 18:20:42 2007 [updated/optimized]
+ *
+ * Purpose: Determine the band on all HMM states given a Forward and
+ * Backward matrix. Do this by calculating and summing log posterior
+ * probabilities that each state emitted/was visited at each posn,
+ * starting at the sequence ends, and creeping in, until the half the
+ * maximum allowable probability excluded is reached on each side.
+ *
+ * Args:
+ *
+ * CP9_t hmm the HMM
+ * errbuf char buffer for error messages
+ * CP9_MX fmx: forward DP matrix, already calc'ed
+ * CP9_MX bmx: backward DP matrix, already calc'ed
+ * CP9_MX pmx: DP matrix for posteriors, filled here, can == bmx
+ * dsq the digitized sequence
+ * CP9Bands_t cp9b CP9 bands data structure
+ * int i0 start of target subsequence (often 1, beginning of dsq)
+ * int j0 end of target subsequence (often L, end of dsq)
+ * int M number of nodes in HMM (num columns of pmx matrix)
+ * double p_thresh the probability mass we're requiring is within each band
+ * int did_scan TRUE if Forward/Backward were run in 'scan mode'
+ * int do_old_hmm2ij TRUE if we'll use old cp9_HMM2ijBands_OLD() function downstream
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ *
+ * Returns: eslOK on success;
+ */
+int
+cp9_FB2HMMBands(CP9_t *hmm, char *errbuf, ESL_DSQ *dsq, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, CP9Bands_t *cp9b,
+ int i0, int j0, int M, double p_thresh, int did_scan, int do_old_hmm2ij, int debug_level)
+{
+ int status;
+ int k; /* counter over nodes of the model */
+ int L = j0-i0+1; /* length of sequence */
+ int thresh = Prob2Score(((1. - p_thresh)/2.), 1.); /* allowable prob mass excluded on each side */
+ int max; /* temporary max value */
+ int pnmax; /* position that gives max */
+
+ /* *_m = match, *_i = insert, *_d = delete */
+ int *kthresh_m, *kthresh_i, *kthresh_d; /* [0..k..hmm->M], individual thresholds for each state */
+ int *nset_m, *nset_i, *nset_d; /* [0..k..hmm->M], has minimum been set for this state? */
+ int *xset_m, *xset_i, *xset_d; /* [0..k..hmm->M], has maximum been set for this state? */
+ int *mass_m, *mass_i, *mass_d; /* [0..k..hmm->M], summed log prob of pmx->mx[i][k] from 0..k or k..L */
+ int i, ip; /* actual position and relative position in sequence, ip = i-i0+1 */
+ int sc; /* summed score of all parses (derived from backward matrix)
+ * if(cm->search_opts & CM_SEARCH_HMMALNBANDS) Forward and Backward
+ * were run in 'scan mode' where each residue can be begin/end of a parse,
+ * so we have to sum up parses that end at each posn,
+ * if ! (cm->search_opts & CM_SEARCH_HMMALNBANDS) we know we have
+ * to start at residue i0 and end at residue j0, so sc is simply bmx->mmx[0][0]
+ */
+ int hmm_is_localized; /* TRUE if HMM has local begins, ends or ELs on */
+ hmm_is_localized = ((hmm->flags & CPLAN9_LOCAL_BEGIN) || (hmm->flags & CPLAN9_LOCAL_END) || (hmm->flags & CPLAN9_EL)) ? TRUE : FALSE;
+
+ if(bmx != pmx) GrowCP9Matrix(pmx, errbuf, L, M, NULL, NULL, NULL, NULL, NULL);
+
+ /* allocations and initializations */
+ ESL_ALLOC(nset_m, sizeof(int) * (M+1));
+ ESL_ALLOC(nset_i, sizeof(int) * (M+1));
+ ESL_ALLOC(nset_d, sizeof(int) * (M+1));
+ ESL_ALLOC(xset_m, sizeof(int) * (M+1));
+ ESL_ALLOC(xset_i, sizeof(int) * (M+1));
+ ESL_ALLOC(xset_d, sizeof(int) * (M+1));
+ ESL_ALLOC(mass_m, sizeof(int) * (M+1));
+ ESL_ALLOC(mass_i, sizeof(int) * (M+1));
+ ESL_ALLOC(mass_d, sizeof(int) * (M+1));
+ ESL_ALLOC(kthresh_m, sizeof(int) * (M+1));
+ ESL_ALLOC(kthresh_i, sizeof(int) * (M+1));
+ ESL_ALLOC(kthresh_d, sizeof(int) * (M+1));
+
+ esl_vec_ISet(mass_m, M+1, -INFTY);
+ esl_vec_ISet(mass_i, M+1, -INFTY);
+ esl_vec_ISet(mass_d, M+1, -INFTY);
+ esl_vec_ISet(nset_m, M+1, FALSE);
+ esl_vec_ISet(nset_i, M+1, FALSE);
+ esl_vec_ISet(nset_d, M+1, FALSE);
+ esl_vec_ISet(xset_m, M+1, FALSE);
+ esl_vec_ISet(xset_i, M+1, FALSE);
+ esl_vec_ISet(xset_d, M+1, FALSE);
+
+ if(did_scan) { /* Forward/Backward run in 'scan mode' which allow parses to start/stop anywhere */
+ sc = -INFTY;
+ for (ip = 0; ip <= L; ip++) {
+ /*printf("bmx->mmx[i:%d][0]: %d\n", i, bmx->mmx[ip][0]); */
+ sc = ILogsum(sc, (bmx->mmx[ip][0]));
+ }
+ }
+ else sc = bmx->mmx[0][0]; /* Forward/Backward run in 'align mode' parses must start at i0, end at j0 */
+ /* sc is summed log prob of all possible parses of seq i0..j0 */
+
+ /* note boundary conditions, ip = 0, i = i0-1 */
+ pmx->mmx[0][0] = fmx->mmx[0][0] + bmx->mmx[0][0] - sc; /* fmx->mmx[0][0] is 0, bmx->mmx[1][0] is overall score */
+ pmx->imx[0][0] = -INFTY; /*need seq to get here*/
+ pmx->dmx[0][0] = -INFTY; /*D_0 does not exist*/
+ if((mass_m[0] = pmx->mmx[0][0]) > thresh) {
+ cp9b->pn_min_m[0] = ESL_MAX(i0-1, 0);
+ nset_m[0] = TRUE;
+ }
+ mass_i[0] = -INFTY; /* b/c pmx->imx[0][0] is -INFTY, set above */
+ mass_d[0] = -INFTY; /* b/c pmx->dmx[0][0] is -INFTY, set above */
+
+ for (k = 1; k <= M; k++) {
+ pmx->mmx[0][k] = -INFTY; /*need seq to get here*/
+ pmx->imx[0][k] = -INFTY; /*need seq to get here*/
+ pmx->dmx[0][k] = fmx->dmx[0][k] + bmx->dmx[0][k] - sc;
+ /* mass_m[k] doesn't change b/c pmx->mmx[0][k] is -INFTY */
+ /* mass_i[k] doesn't change b/c pmx->imx[0][k] is -INFTY */
+ if((mass_d[k] = pmx->dmx[0][k]) > thresh) {
+ cp9b->pn_min_d[k] = ESL_MAX(i0-1, 0);
+ nset_d[k] = TRUE;
+ }
+ }
+
+ /* Find minimum position in band for each state (M,I,D) of each node (0..M) */
+ for (ip = 1; ip <= L; ip++) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ k = 0;
+ /* new block EPN, Wed Feb 13 11:58:52 2008 */
+ pmx->mmx[ip][0] = ESL_MAX(fmx->mmx[ip][0] + bmx->mmx[ip][0] - sc, -INFTY); /* M_0 doesn't emit */
+ if(! nset_m[0]) {
+ if((mass_m[0] = ILogsum(mass_m[0], pmx->mmx[ip][0])) > thresh) {
+ cp9b->pn_min_m[0] = i;
+ nset_m[0] = TRUE;
+ }
+ }
+ /* end of new block, old line used to be: pmx->mmx[ip][0] = -INFTY; */
+
+ pmx->imx[ip][0] = ESL_MAX(fmx->imx[ip][0] + bmx->imx[ip][0] - hmm->isc[dsq[i]][0] - sc, -INFTY);
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ if(! nset_i[0]) {
+ if((mass_i[0] = ILogsum(mass_i[0], pmx->imx[ip][0])) > thresh) {
+ cp9b->pn_min_i[0] = i;
+ nset_i[0] = TRUE;
+ }
+ }
+ pmx->dmx[ip][0] = -INFTY; /* D_0 doesn't exist */
+
+ for(k = 1; k <= M; k++)
+ {
+ pmx->mmx[ip][k] = ESL_MAX(fmx->mmx[ip][k] + bmx->mmx[ip][k] - hmm->msc[dsq[i]][k] - sc, -INFTY);
+ /*hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ pmx->imx[ip][k] = ESL_MAX(fmx->imx[ip][k] + bmx->imx[ip][k] - hmm->isc[dsq[i]][k] - sc, -INFTY);
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ pmx->dmx[ip][k] = ESL_MAX(fmx->dmx[ip][k] + bmx->dmx[ip][k] - sc, -INFTY);
+
+ if(! nset_m[k]) {
+ if((mass_m[k] = ILogsum(mass_m[k], pmx->mmx[ip][k])) > thresh) {
+ cp9b->pn_min_m[k] = i;
+ nset_m[k] = TRUE;
+ }
+ }
+ if(! nset_i[k]) {
+ if((mass_i[k] = ILogsum(mass_i[k], pmx->imx[ip][k])) > thresh) {
+ cp9b->pn_min_i[k] = i;
+ nset_i[k] = TRUE;
+ }
+ }
+ if(! nset_d[k]) {
+ if((mass_d[k] = ILogsum(mass_d[k], pmx->dmx[ip][k])) > thresh) {
+ cp9b->pn_min_d[k] = i;
+ nset_d[k] = TRUE;
+ }
+ }
+ }
+ }
+
+ esl_vec_ISet(mass_m, M+1, -INFTY);
+ esl_vec_ISet(mass_i, M+1, -INFTY);
+ esl_vec_ISet(mass_d, M+1, -INFTY);
+ /* Find maximum position in band for each state (M,I,D) of each node (0..M)
+ * by moving from L down to 1 */
+ for (ip = L; ip >= 1; ip--) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ for(k = 0; k <= M; k++)
+ {
+ if(! xset_m[k]) {
+ if((mass_m[k] = ILogsum(mass_m[k], pmx->mmx[ip][k])) > thresh) {
+ cp9b->pn_max_m[k] = i;
+ xset_m[k] = TRUE;
+ }
+ }
+ if(! xset_i[k]) {
+ if((mass_i[k] = ILogsum(mass_i[k], pmx->imx[ip][k])) > thresh) {
+ cp9b->pn_max_i[k] = i;
+ xset_i[k] = TRUE;
+ }
+ }
+ if(! xset_d[k]) {
+ if((mass_d[k] = ILogsum(mass_d[k], pmx->dmx[ip][k])) > thresh) {
+ cp9b->pn_max_d[k] = i;
+ xset_d[k] = TRUE;
+ }
+ }
+ }
+ }
+ /* note boundary conditions, ip = 0, i = i0-1 */
+ ip = 0;
+ i = i0-1;
+ if(! xset_m[0]) {
+ if((mass_m[0] = ILogsum(mass_m[0], pmx->mmx[0][0])) > thresh) {
+ cp9b->pn_max_m[0] = ESL_MAX(i0-1, 0);
+ xset_m[0] = TRUE;
+ }
+ }
+ /* mass_i[0] is unchaged because b/c pmx->imx[0][0] is -INFTY, set above */
+ /* mass_d[0] is unchaged because b/c pmx->dmx[0][0] is -INFTY, set above */
+ for (k = 1; k <= M; k++) {
+ /* mass_m[k] doesn't change b/c pmx->mmx[0][k] is -INFTY */
+ /* mass_i[k] doesn't change b/c pmx->mmx[0][k] is -INFTY */
+ if(!xset_d[k]) {
+ if((mass_d[k] = ILogsum(mass_d[k], pmx->dmx[0][k])) > thresh) {
+ cp9b->pn_max_d[k] = ESL_MAX(i0-1, 0);
+ xset_d[k] = TRUE;
+ }
+ }
+ }
+
+ if(! do_old_hmm2ij) {
+ /* new way as of EPN, Sun Jan 27 08:48:34 2008 */
+ /* Some states may not have had their min/max set. This occurs if the entire
+ * state is outside the band (i.e. the summed probablity the state is entered for ANY i
+ * is less than our threshold). Current strategy in this situation is to set the
+ * pn_min_* and pn_max_* values as special flags, (-1) so the function that
+ * uses them to derive i and j bands knows this is the case and handles it
+ * accordingly.
+ */
+ int mset;
+ int dset;
+ for(k = 0; k <= M; k++)
+ {
+ mset = dset = TRUE;
+ if(((! nset_m[k])) || (! xset_m[k]) || (cp9b->pn_max_m[k] < cp9b->pn_min_m[k])) {
+ cp9b->pn_min_m[k] = cp9b->pn_max_m[k] = -1;
+ mset = FALSE;
+ }
+ if(((! nset_i[k])) || (! xset_i[k]) || (cp9b->pn_max_i[k] < cp9b->pn_min_i[k])) {
+ cp9b->pn_min_i[k] = cp9b->pn_max_i[k] = -1;
+ }
+ if(((! nset_d[k])) || (! xset_d[k]) || (cp9b->pn_max_d[k] < cp9b->pn_min_d[k])) {
+ cp9b->pn_min_d[k] = cp9b->pn_max_d[k] = -1;
+ dset = FALSE;
+ }
+ if((!hmm_is_localized && !did_scan) && (mset == FALSE && dset == FALSE)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "node: %d match nor delete HMM state bands were set in non-localized, non-scanning HMM, lower tau (should be << 0.5).\n", k);
+ }
+ }
+ else {
+ /* old way, prior to Sun Jan 27 08:46:16 2008 */
+ /* Some states may not have had their min/max set. This occurs if the entire
+ * state is outside the band (i.e. the summed probablity the state is entered for ANY i
+ * is less than our threshold. Current strategy in this situation is to set the
+ * band to width 1 of the most likely position for that state, but to do that we
+ * need to find what the most likely posn is, we could do this in the loop above,
+ * but this is a rare situation, and so that turns out to be wasteful.
+ *
+ * Note: the off-by-one issue mentioned below is dealt with differently with the
+ * new code, when we're setting i and j CM bands using the HMM bands.
+ */
+ for(k = 0; k <= M; k++)
+ {
+ /* comment *: off-by-one issue with non-emitters (includes all D states and M_0):
+ * pn_min_d[k] = i, means posn i was last residue emitted
+ * prior to entering node k's delete state. However, for a CM,
+ * if a delete states sub-parsetree is bounded by i' and j', then
+ * positions i' and j' HAVE YET TO BE EMITTED.
+ * For M_0, so we don't have to check each node to see if k == 0, we
+ * do the off-by-one correction at the end of the function.
+ */
+ if(k != 0) {
+ if(cp9b->pn_min_d[k] != -1) cp9b->pn_min_d[k]++;
+ if(cp9b->pn_min_d[k] != -1) cp9b->pn_max_d[k]++;
+ }
+ /* theoretically either nset_*[k] and xset_*[k] should be either both TRUE or both
+ * FALSE, but I'm slightly worried about rare precision issues, so we check if one
+ * or the other is unset, and if so, we set both to argmax position */
+ if((! nset_m[k]) || (! xset_m[k])) {
+ max = pmx->mmx[0][k];
+ for(ip = 1; ip <= L; ip++)
+ if(pmx->mmx[ip][k] > max) { pnmax = i0+ip-1; max = pmx->mmx[ip][k]; } /* i = i0+ip-1 */
+ cp9b->pn_min_m[k] = cp9b->pn_max_m[k] = pnmax;
+ }
+ if((! nset_i[k]) || (! xset_i[k])) {
+ max = pmx->imx[0][k];
+ for(ip = 1; ip <= L; ip++)
+ if(pmx->imx[ip][k] > max) { pnmax = i0+ip-1; max = pmx->imx[ip][k]; } /* i = i0+ip-1 */
+ cp9b->pn_min_i[k] = cp9b->pn_max_i[k] = pnmax;
+ }
+ if((! nset_d[k]) || (! xset_d[k])) {
+ max = pmx->dmx[0][k];
+ for(ip = 1; ip <= L; ip++)
+ if(pmx->dmx[ip][k] > max) { pnmax = i0+ip-1; max = pmx->dmx[ip][k]; } /* i = i0+ip-1 */
+ cp9b->pn_min_d[k] = cp9b->pn_max_d[k] = pnmax;
+ }
+ }
+ cp9b->pn_min_m[0]++; /* non emitter */
+ cp9b->pn_max_m[0]++; /* non emitter */
+ }
+
+ cp9b->pn_min_d[0] = -1; /* D_0 doesn't exist */
+ cp9b->pn_max_d[0] = -1; /* D_0 doesn't exist */
+
+ if(debug_level > 0) cp9_DebugPrintHMMBands(stdout, j0, cp9b, (1.-p_thresh), 1);
+
+ free(mass_m);
+ free(mass_i);
+ free(mass_d);
+ free(nset_m);
+ free(nset_i);
+ free(nset_d);
+ free(xset_m);
+ free(xset_i);
+ free(xset_d);
+ free(kthresh_m);
+ free(kthresh_i);
+ free(kthresh_d);
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+
+/* Function: cp9_FB2HMMBandsWithSums()
+ * Date: EPN, Wed Oct 17 10:22:44 2007
+ *
+ * Purpose: Determine the band on all HMM states given a Forward and
+ * Backward matrix. Do this by calculating and summing log posterior
+ * probabilities that each state emitted/was visited at each posn,
+ * starting at the sequence ends, and creeping in, until the half the
+ * maximum allowable probability excluded is reached on each side.
+ *
+ * CP9_t hmm the HMM
+ * errbuf char buffer for error messages
+ * CP9_MX fmx: forward DP matrix, already calc'ed
+ * CP9_MX bmx: backward DP matrix, already calc'ed
+ * CP9_MX pmx: DP matrix for posteriors, filled here, can == bmx
+ * dsq the digitized sequence
+ * CP9Bands_t cp9b CP9 bands data structure
+ * int i0 start of target subsequence (often 1, beginning of dsq)
+ * int j0 end of target subsequence (often L, end of dsq)
+ * int M number of nodes in HMM (num columns of post matrix)
+ * double p_thresh the probability mass we're requiring is within each band
+ * int did_scan TRUE if Forward/Backward were run in 'scan mode'
+ * int do_old_hmm2ij TRUE if we'll use old cp9_HMM2ijBands_OLD() function downstream
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ *
+ * Returns: eslOK on success;
+ */
+int
+cp9_FB2HMMBandsWithSums(CP9_t *hmm, char *errbuf, ESL_DSQ *dsq, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *pmx, CP9Bands_t *cp9b,
+ int i0, int j0, int M, double p_thresh, int did_scan, int do_old_hmm2ij, int debug_level)
+{
+ int status;
+ int k; /* counter over nodes of the model */
+ int L = j0-i0+1; /* length of sequence */
+ int thresh = Prob2Score(((1. - p_thresh)/2.), 1.); /* allowable prob mass excluded on each side */
+
+ /* *_m = match, *_i = insert, *_d = delete */
+ int i, ip; /* actual position and relative position in sequence, ip = i-i0+1 */
+ int *kthresh_m, *kthresh_i, *kthresh_d; /* [0..k..hmm->M], individual thresholds for each state */
+ int *nset_m, *nset_i, *nset_d; /* [0..k..hmm->M], has minimum been set for this state? */
+ int *xset_m, *xset_i, *xset_d; /* [0..k..hmm->M], has maximum been set for this state? */
+ int *mass_m, *mass_i, *mass_d; /* [0..k..hmm->M], summed log prob of pmx->mx[i][k] from 0..k or k..L */
+
+ if(bmx != pmx) GrowCP9Matrix(pmx, errbuf, L, M, NULL, NULL, NULL, NULL, NULL);
+
+ /* allocations and initializations */
+ ESL_ALLOC(nset_m, sizeof(int) * (M+1));
+ ESL_ALLOC(nset_i, sizeof(int) * (M+1));
+ ESL_ALLOC(nset_d, sizeof(int) * (M+1));
+ ESL_ALLOC(xset_m, sizeof(int) * (M+1));
+ ESL_ALLOC(xset_i, sizeof(int) * (M+1));
+ ESL_ALLOC(xset_d, sizeof(int) * (M+1));
+ ESL_ALLOC(mass_m, sizeof(int) * (M+1));
+ ESL_ALLOC(mass_i, sizeof(int) * (M+1));
+ ESL_ALLOC(mass_d, sizeof(int) * (M+1));
+ ESL_ALLOC(kthresh_m, sizeof(int) * (M+1));
+ ESL_ALLOC(kthresh_i, sizeof(int) * (M+1));
+ ESL_ALLOC(kthresh_d, sizeof(int) * (M+1));
+
+ esl_vec_ISet(mass_m, M+1, -INFTY);
+ esl_vec_ISet(mass_i, M+1, -INFTY);
+ esl_vec_ISet(mass_d, M+1, -INFTY);
+ esl_vec_ISet(nset_m, M+1, FALSE);
+ esl_vec_ISet(nset_i, M+1, FALSE);
+ esl_vec_ISet(nset_d, M+1, FALSE);
+ esl_vec_ISet(xset_m, M+1, FALSE);
+ esl_vec_ISet(xset_i, M+1, FALSE);
+ esl_vec_ISet(xset_d, M+1, FALSE);
+
+ /* get the posterior matrix first, we need it b/c each state will have a different log prob threshold */
+ cp9_Posterior(dsq, i0, j0, hmm, fmx, bmx, pmx, did_scan);
+
+ /* fill ipost_sums in cp9bands data structure */
+ cp9_IFillPostSums(pmx, cp9b, i0, j0);
+
+ /* set state dependent cutoff thresholds for log prob mass we need on each side (this is unique to
+ * WithSums() function */
+ for(k = 0; k <= M; k++) {
+ kthresh_m[k] = thresh + cp9b->isum_pn_m[k];
+ kthresh_i[k] = thresh + cp9b->isum_pn_i[k];
+ kthresh_d[k] = thresh + cp9b->isum_pn_d[k];
+ }
+
+ /* Find minimum position in band for each state (M,I,D) of each node (0..M) */
+ for (ip = 0; ip <= L; ip++) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ for(k = 0; k <= M; k++)
+ {
+ if(! nset_m[k]) {
+ if((mass_m[k] = ILogsum(mass_m[k], pmx->mmx[ip][k])) > kthresh_m[k]) {
+ cp9b->pn_min_m[k] = i;
+ nset_m[k] = TRUE;
+ }
+ }
+ if(! nset_i[k]) {
+ if((mass_i[k] = ILogsum(mass_i[k], pmx->imx[ip][k])) > kthresh_i[k]) {
+ cp9b->pn_min_i[k] = i;
+ nset_i[k] = TRUE;
+ }
+ }
+ if(! nset_d[k]) {
+ if((mass_d[k] = ILogsum(mass_d[k], pmx->dmx[ip][k])) > kthresh_d[k]) {
+ cp9b->pn_min_d[k] = i;
+ nset_d[k] = TRUE;
+ }
+ }
+ }
+ }
+ /* Find maximum position in band for each state (M,I,D) of each node (0..M)
+ * by moving from L down to 0 */
+ /* reset mass_* arrays */
+ esl_vec_ISet(mass_m, M+1, -INFTY);
+ esl_vec_ISet(mass_i, M+1, -INFTY);
+ esl_vec_ISet(mass_d, M+1, -INFTY);
+ for (ip = L; ip >= 0; ip--) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ for(k = 0; k <= M; k++)
+ {
+ if(! xset_m[k]) {
+ if((mass_m[k] = ILogsum(mass_m[k], pmx->mmx[ip][k])) > kthresh_m[k]) {
+ cp9b->pn_max_m[k] = i;
+ xset_m[k] = TRUE;
+ }
+ }
+ if(! xset_i[k]) {
+ if((mass_i[k] = ILogsum(mass_i[k], pmx->imx[ip][k])) > kthresh_i[k]) {
+ cp9b->pn_max_i[k] = i;
+ xset_i[k] = TRUE;
+ }
+ }
+ if(! xset_d[k]) {
+ if((mass_d[k] = ILogsum(mass_d[k], pmx->dmx[ip][k])) > kthresh_d[k]) {
+ cp9b->pn_max_d[k] = i;
+ xset_d[k] = TRUE;
+ }
+ }
+ }
+ }
+
+ if(do_old_hmm2ij) { /* we have to correct for an off-by-one to be consistent with the 'old' way code */
+ for(k = 1; k <= M; k++)
+ {
+ /* comment *: off-by-one issue with non-emitters (includes all D states and M_0):
+ * pn_min_d[k] = i, means posn i was last residue emitted
+ * prior to entering node k's delete state. However, for a CM,
+ * if a delete states sub-parsetree is bounded by i' and j', then
+ * positions i' and j' HAVE YET TO BE EMITTED.
+ * For M_0, so we don't have to check each node to see if k == 0, we
+ * do the off-by-one correction at the end of the function.
+ */
+ if(cp9b->pn_min_d[k] != -1) cp9b->pn_min_d[k]++;
+ if(cp9b->pn_min_d[k] != -1) cp9b->pn_max_d[k]++;
+ }
+ cp9b->pn_min_m[0]++; /* non-emitter */
+ cp9b->pn_max_m[0]++; /* non-emitter */
+ }
+
+#if eslDEBUGLEVEL >= 1
+ /* all states should have their min/max set because we've normalized the probability
+ * of entering each state to 1.0, so we assert this to be true */
+ ESL_DASSERT1((nset_m[0]));
+ ESL_DASSERT1((nset_i[0]));
+ ESL_DASSERT1((xset_m[0]));
+ ESL_DASSERT1((xset_i[0]));
+ /* D_0 state does not exist */
+ for(k = 1; k <= M; k++)
+ {
+ ESL_DASSERT1((nset_m[k]));
+ ESL_DASSERT1((nset_i[k]));
+ ESL_DASSERT1((nset_d[k]));
+ ESL_DASSERT1((xset_m[k]));
+ ESL_DASSERT1((xset_i[k]));
+ ESL_DASSERT1((xset_d[k]));
+ }
+#endif
+
+ cp9b->pn_min_d[0] = -1; /* D_0 doesn't exist */
+ cp9b->pn_max_d[0] = -1; /* D_0 doesn't exist */
+
+ if(debug_level > 0) cp9_DebugPrintHMMBands(stdout, j0, cp9b, (1.-p_thresh), 1);
+
+ free(mass_m);
+ free(mass_i);
+ free(mass_d);
+ free(nset_m);
+ free(nset_i);
+ free(nset_d);
+ free(xset_m);
+ free(xset_i);
+ free(xset_d);
+ free(kthresh_m);
+ free(kthresh_i);
+ free(kthresh_d);
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+/* Function: cp9_Posterior()
+ * based on Ian Holmes' hmmer/src/postprob.c::P7EmitterPosterior()
+ *
+ * Purpose: Combines Forward and Backward matrices into a posterior
+ * probability matrix. For emitters (match and inserts) the
+ * entries in row i of this matrix are the logs of the posterior
+ * probabilities of each state emitting symbol i of the sequence.
+ * For non-emitters the entries in row i of this matrix are the
+ * logs of the posterior probabilities of each state being 'visited'
+ * when the last emitted residue in the parse was symbol i of the
+ * sequence.
+ * The last point distinguishes this function from P7EmitterPosterior()
+ * which set all posterior values for for non-emitting states to -INFTY.
+ * The caller must allocate space for the matrix, although the
+ * backward matrix can be used instead (overwriting it will not
+ * compromise the algorithm).
+ *
+ * if(did_scan == TRUE) forward/backward run in scan mode, which allow
+ * parses to start/stop at any position of sequence, this changes how
+ * we calculate summed prob of all parses (calculation of 'sc', see code).
+ *
+ * Args: dsq - sequence in digitized form
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * hmm - the model
+ * forward - pre-calculated forward matrix
+ * backward - pre-calculated backward matrix
+ * mx - pre-allocated dynamic programming matrix
+ * did_scan - TRUE if Forward/Backward were run in 'scan' mode, which means
+ * parses can start and end at any position of the sequence
+ *
+ * Return: void
+ */
+void
+cp9_Posterior(ESL_DSQ *dsq, int i0, int j0,
+ CP9_t *hmm,
+ CP9_MX *fmx,
+ CP9_MX *bmx,
+ CP9_MX *mx,
+ int did_scan)
+{
+ if(dsq == NULL)
+ cm_Fail("in cp9_posterior(), dsq is NULL.");
+
+ int i;
+ int k;
+ int sc;
+ int L; /* subsequence length */
+ int ip; /* i': relative position in the subsequence */
+ /*float temp_sc;*/
+
+ L = j0-i0+1; /* the length of the subsequence */
+
+ if(did_scan) { /* parses could start/stop anywhere */
+ sc = -INFTY;
+ for (ip = 0; ip <= L; ip++) {
+ /*printf("bmx->mmx[i:%d][0]: %d\n", i, bmx->mmx[ip][0]); */
+ sc = ILogsum(sc, (bmx->mmx[ip][0]));
+ }
+ } /* parses must start/stop at (i = i0)/(j = j0) */
+ else sc = bmx->mmx[0][0];
+
+ /* note boundary conditions, case by case by case... */
+ mx->mmx[0][0] = fmx->mmx[0][0] + bmx->mmx[0][0] - sc; /* fmx->mmx[0][0] is 0, bmx->mmx[1][0] is overall score */
+ mx->imx[0][0] = -INFTY; /*need seq to get here*/
+ mx->dmx[0][0] = -INFTY; /*D_0 does not exist*/
+ for (k = 1; k <= hmm->M; k++) {
+ mx->mmx[0][k] = -INFTY; /*need seq to get here*/
+ mx->imx[0][k] = -INFTY; /*need seq to get here*/
+ mx->dmx[0][k] = fmx->dmx[0][k] + bmx->dmx[0][k] - sc;
+ }
+
+ for (ip = 1; ip <= L; ip++) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ mx->mmx[ip][0] = -INFTY; /*M_0 does not emit*/
+ mx->imx[ip][0] = fmx->imx[ip][0] + bmx->imx[ip][0] - hmm->isc[dsq[i]][0] - sc;
+ /*hmm->isc[dsq[i]][0] will have been counted in both fmx->imx and bmx->imx*/
+ mx->dmx[ip][0] = -INFTY; /*D_0 does not exist*/
+
+ /*printf("fmx->mmx[ip:%d][0]: %d\n bmx->mmx[ip:%d][0]: %d\n", ip, fmx->mmx[ip][0], ip, bmx->mmx[ip][0]);
+ printf("fmx->imx[ip:%d][0]: %d\n bmx->imx[ip:%d][0]: %d\n", ip, fmx->imx[ip][0], ip, bmx->imx[ip][0]);
+ printf("fmx->dmx[ip:%d][0]: %d\n bmx->dmx[ip:%d][0]: %d\n", ip, fmx->dmx[ip][0], ip, bmx->dmx[ip][0]);*/
+ for (k = 1; k <= hmm->M; k++)
+ {
+ mx->mmx[ip][k] = ESL_MAX(fmx->mmx[ip][k] + bmx->mmx[ip][k] - hmm->msc[dsq[i]][k] - sc, -INFTY);
+ /*hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ mx->imx[ip][k] = ESL_MAX(fmx->imx[ip][k] + bmx->imx[ip][k] - hmm->isc[dsq[i]][k] - sc, -INFTY);
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->imx and bmx->imx*/
+ mx->dmx[ip][k] = ESL_MAX(fmx->dmx[ip][k] + bmx->dmx[ip][k] - sc, -INFTY);
+ /*printf("fmx->mmx[ip:%d][%d]: %d\n bmx->mmx[ip:%d][%d]: %d\n", ip, k, fmx->mmx[ip][k], ip, k, bmx->mmx[ip][k]);
+ printf("fmx->imx[ip:%d][%d]: %d\n bmx->imx[ip:%d][%d]: %d\n", ip, k, fmx->imx[ip][k], ip, k, bmx->imx[ip][k]);
+ printf("fmx->dmx[ip:%d][%d]: %d\n bmx->dmx[ip:%d][%d]: %d\n\n", ip, k, fmx->dmx[ip][k], ip, k, bmx->dmx[ip][k]);*/
+ }
+ }
+
+ /*
+ float temp_sc;
+ for(i = 0; i <= L; i++)
+ {
+ for(k = 0; k <= hmm->M; k++)
+ {
+ temp_sc = Score2Prob(mx->mmx[i][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->mmx[%3d][%3d]: %9d | %8f\n", i, k, mx->mmx[i][k], temp_sc);
+ temp_sc = Score2Prob(mx->imx[i][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->imx[%3d][%3d]: %9d | %8f\n", i, k, mx->imx[i][k], temp_sc);
+ temp_sc = Score2Prob(mx->dmx[i][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->dmx[%3d][%3d]: %9d | %8f\n", i, k, mx->dmx[i][k], temp_sc);
+ }
+ }*/
+}
+
+/*****************************************************************************
+ * EPN 03.23.06
+ * Function: cp9_IFillPostSums()
+ * based on: ifill_post_sums_del() (deprecated) 11.23.05
+ *
+ * Purpose: Given a posterior matrix post, where post->mmx[i][k]
+ * is the log odds score of the probability that
+ * match state k emitted position i of the sequence,
+ * sum the log probabilities that each state emitted
+ * each position. Do this for inserts, matches, and
+ * and deletes.
+ *
+ * arguments:
+ * cp9_dpmatrix_s *post dpmatrix_s posterior matrix, xmx, mmx, imx, dmx
+ * 2D int arrays. [0.1..N][0.1..M]
+ * CP9Bands_t *cp9b - the cp9 bands data structure
+ * int i0 start of target subsequence (often 1, beginning of dsq)
+ * int j0 end of target subsequence (often L, end of dsq)
+ *****************************************************************************/
+void
+cp9_IFillPostSums(CP9_MX *post, CP9Bands_t *cp9b, int i0, int j0)
+{
+ int i; /* counter over positions of the sequence */
+ int k; /* counter over nodes of the model */
+ int L; /* subsequence length */
+ int M; /* consensus length of cp9 */
+ M = cp9b->hmm_M;
+ L = j0-i0+1; /* the length of the subsequence */
+
+ /* step through each node, fill the post sum structures */
+ for(k = 0; k <= M; k++)
+ {
+ cp9b->isum_pn_m[k] = -INFTY;
+ cp9b->isum_pn_i[k] = -INFTY;
+ cp9b->isum_pn_d[k] = -INFTY;
+ for(i = 0; i <= L; i++) {
+ cp9b->isum_pn_m[k] = ILogsum(cp9b->isum_pn_m[k], post->mmx[i][k]);
+ cp9b->isum_pn_i[k] = ILogsum(cp9b->isum_pn_i[k], post->imx[i][k]);
+ cp9b->isum_pn_d[k] = ILogsum(cp9b->isum_pn_d[k], post->dmx[i][k]);
+ }
+ }
+}
+
+/* Function: cp9_ValidateBands()
+ * Incept: EPN, Wed Nov 14 15:49:08 2007
+ * Purpose: Validate the info in CP9Bands_t data structure is internally
+ * consistent.
+ *
+ * Args: cm the cm
+ * errbuf char buffer for error message
+ * cp9b the CP9 bands object
+ * i0 first residue we can possibly allow as valid j
+ * j0 final residue we can possibly allow as valid j
+ *
+ * Returns: eslOK, or, if error, other status code and filled errbuf
+ */
+int
+cp9_ValidateBands(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, int i0, int j0)
+{
+ int v; /* counter over states of the CM */
+ int jp; /* counter over valid j's, but offset. jp+jmin[v] = actual j */
+ int sd; /* minimum d allowed for a state, ex: MP_st = 2, ML_st = 1. etc. */
+ int hd_needed;
+ int j;
+
+
+ if(cm->M != cp9b->cm_M) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cm->M != cp9b->cm_M\n");
+ if(cm->clen != cp9b->hmm_M) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cm->clen != cp9b->hmm_M\n");
+
+ hd_needed = 0;
+ for(v = 0; v < cp9b->cm_M; v++) {
+ hd_needed += cp9b->jmax[v] - cp9b->jmin[v] + 1;
+ }
+ if(hd_needed != cp9b->hd_needed) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->hd_needed inconsistent.");
+
+ for(v = 0; v < cm->M; v++) {
+ sd = StateDelta(cm->sttype[v]);
+ if(cp9b->jmin[v] != -1) {
+ if(cp9b->jmin[v] < sd) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->jmin[v:%d]: %d < StateDelta[v]: %d.\n", v, cp9b->jmin[v], sd);
+ if(cp9b->jmax[v] < sd) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->jmax[v:%d]: %d < StateDelta[v]: %d.\n", v, cp9b->jmax[v], sd);
+ }
+ }
+
+ for(v = 0; v < cm->M; v++) {
+ if(cm->sttype[v] == E_st) {
+ for(jp = 0; jp <= (cp9b->jmax[v]-cp9b->jmin[v]); jp++) {
+ if(cp9b->hdmin[v][jp] != 0) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->hdmin for E state is inconsistent.");
+ if(cp9b->hdmax[v][jp] != 0) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->hdmin for E state is inconsistent.");
+ }
+ }
+ else {
+ sd = StateDelta(cm->sttype[v]);
+ if(cp9b->jmin[v] != -1) {
+ for(jp = 0; jp <= (cp9b->jmax[v]-cp9b->jmin[v]); jp++) {
+ j = jp+cp9b->jmin[v];
+ if(cp9b->hdmin[v][jp] != ESL_MAX((j - cp9b->imax[v] + 1), sd)) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->hdmin %d (sd: %d) for state %d, j: %d imax[v]: %d is inconsistent.", cp9b->hdmin[v][jp], sd, v, j, cp9b->imax[v]);
+ if(cp9b->hdmax[v][jp] != ESL_MAX((j - cp9b->imin[v] + 1), sd)) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), cp9b->hdmax %d (sd: %d) for state %d, j: %d imin[v]: %d is inconsistent.", cp9b->hdmax[v][jp], sd, v, j, cp9b->imin[v]);
+ }
+ }
+ }
+ /* HERE HERE, get rid of StateIsDetached once old band construction method is deprecated */
+ if(cp9b->imin[v] == -1 && !StateIsDetached(cm, v)) { /* ensure all unreachable states have 0 width bands */
+ if(cp9b->imax[v] != -2) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d imin[v] == -1, but imax[v] != -2 but rather %d\n", v, cp9b->imax[v]);
+ if(cp9b->jmin[v] != -1) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d imin[v] == -1, but jmin[v] != -1 but rather %d\n", v, cp9b->jmin[v]);
+ if(cp9b->jmax[v] != -2) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d imin[v] == -1, but jmax[v] != -2 but rather %d\n", v, cp9b->jmax[v]);
+ }
+ else if(!StateIsDetached(cm, v)){
+ if(cp9b->imax[v] == -2) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d imin[v] != -1, but imax[v] == -2!\n", v);
+ if(cp9b->jmin[v] == -1) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d imin[v] != -1, but jmin[v] == -1!\n", v);
+ if(cp9b->jmax[v] == -2) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d imin[v] != -1, but jmax[v] == -2!\n", v);
+ }
+
+ if(i0 == j0 && cm->sttype[v] == MP_st) { /* special case, MPs are impossible in this case */
+ if(cp9b->imin[v] != -1) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), exceedingly rare case, i0==j0==%d v: %d is MP but imin[v]: %d != -1\n", i0, v, cp9b->imin[v]);
+ if(cp9b->imax[v] != -2) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), exceedingly rare case, i0==j0==%d v: %d is MP but imax[v]: %d != -2\n", i0, v, cp9b->imax[v]);
+ if(cp9b->jmin[v] != -1) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), exceedingly rare case, i0==j0==%d v: %d is MP but jmin[v]: %d != -1\n", i0, v, cp9b->jmin[v]);
+ if(cp9b->jmax[v] != -2) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), exceedingly rare case, i0==j0==%d v: %d is MP but jmax[v]: %d != -2\n", i0, v, cp9b->jmax[v]);
+ }
+ else {
+ if(cp9b->jmin[v] != -1) {
+ for(j = cp9b->jmin[v]; j <= cp9b->jmax[v]; j++) {
+ if(j < (i0-1)) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), j: %d outside i0-1:%d..j0:%d is within v's j band: jmin[%d]: %d jmax[%d]: %d\n", j, i0-1, j0, v, cp9b->jmin[v], v, cp9b->jmax[v]);
+ if(j > j0) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), j: %d outside i0-1:%d..j0:%d is within v's j band: jmin[%d]: %d jmax[%d]: %d\n", j, i0-1, j0, v, cp9b->jmin[v], v, cp9b->jmax[v]);
+ if(cp9b->hdmin[v][(j-cp9b->jmin[v])] < StateDelta(cm->sttype[v])) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d j: %d hdmin[v][jp_v:%d] : %d less than StateDelta for v: %d\n", v, j, (j-cp9b->jmin[v]), cp9b->hdmin[v][(j-cp9b->jmin[v])], StateDelta(cm->sttype[v]));
+ if(cp9b->hdmax[v][(j-cp9b->jmin[v])] < StateDelta(cm->sttype[v])) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), v: %d j: %d hdmax[v][jp_v:%d] : %d less than StateDelta for v: %d\n", v, j, (j-cp9b->jmin[v]), cp9b->hdmax[v][(j-cp9b->jmin[v])], StateDelta(cm->sttype[v]));
+ }
+ if(cp9b->jmax[v] > cp9b->jmax[0]) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), jmax[v:%d]:%d > jmax[0]:%d.", v, cp9b->jmax[v], cp9b->jmax[0]);
+ if(cp9b->imin[v] < cp9b->imin[0]) ESL_FAIL(eslEINVAL, errbuf, "cp9_ValidateBands(), imin[v:%d]:%d < imin[0]:%d, i0:%d j0:%d jmin[v]:%d jmax[v]:%d jmin[0]:%d jmax[0]:%d imax[v]:%d", v, cp9b->imin[v], cp9b->imin[0], i0, j0, cp9b->jmin[v], cp9b->jmax[v], cp9b->jmin[0], cp9b->jmax[0], cp9b->imax[v]);
+ }
+ }
+ }
+ return eslOK;
+}
+
+/*
+ * Function: cp9_GrowHDBands()
+ *
+ * Incept: EPN, Thu Oct 25 13:24:29 2007
+ * Purpose: Rearrange CP9 hdmin and hdmax pointers for a new sequence
+ * based on j bands (jmin and jmax). If the currently allocated
+ * size for hdmin, hdmax is not big enough, reallocate them.
+ *
+ * Args:
+ * CP9Bands_t cp9b the CP9 Bands object.
+ * errbuf char buffer for error messages
+ *
+ * Returns: eslOK on success, eslEMEM if memory allocation error
+ */
+int
+cp9_GrowHDBands(CP9Bands_t *cp9b, char *errbuf)
+{
+ int status;
+ int v;
+ int cur_size = 0;
+ int jbw;
+
+ /* count size we need for hdmin/hdmax given current jmin, jmax */
+ cp9b->hd_needed = 0; /* we'll rewrite this */
+ for(v = 0; v < cp9b->cm_M; v++) {
+ cp9b->hd_needed += cp9b->jmax[v] - cp9b->jmin[v] + 1;
+ /* printf("hd needed v: %4d bw: %4d total: %5d\n", v, cp9b->jmax[v] - cp9b->jmin[v] + 1, cp9b->hd_needed); */
+ }
+ if(cp9b->hd_alloced < cp9b->hd_needed) {
+ void *tmp;
+ if(cp9b->hdmin_mem == NULL) ESL_ALLOC(cp9b->hdmin_mem, sizeof(int) * cp9b->hd_needed);
+ else ESL_RALLOC(cp9b->hdmin_mem, tmp, sizeof(int) * cp9b->hd_needed);
+ if(cp9b->hdmax_mem == NULL) ESL_ALLOC(cp9b->hdmax_mem, sizeof(int) * cp9b->hd_needed);
+ else ESL_RALLOC(cp9b->hdmax_mem, tmp, sizeof(int) * cp9b->hd_needed);
+ }
+
+ /* set pointers */
+ cur_size = 0;
+ for(v = 0; v < cp9b->cm_M; v++) {
+ cp9b->hdmin[v] = cp9b->hdmin_mem + cur_size;
+ cp9b->hdmax[v] = cp9b->hdmax_mem + cur_size;
+ jbw = cp9b->jmax[v] - cp9b->jmin[v] + 1;
+ assert(jbw >= 0);
+ ESL_DASSERT1((jbw >= 0));
+ cur_size += jbw;
+ }
+ cp9b->hd_alloced = cur_size;
+ ESL_DASSERT1((cp9b->hd_alloced == cp9b->hd_needed));
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.");
+}
+
+
+/*****************************************************************************
+ * EPN 11.03.05
+ * Function: ij2d_bands()
+ *
+ * Purpose: Determine the band for each cm state v on d (the band on the
+ * length of the subsequence emitted from the subtree rooted
+ * at state v). These are easily calculated given the bands on i
+ * and j.
+ *
+ * arguments:
+ *
+ * CM_t *cm the CM
+ * int W length of sequence we're aligning
+ * int *imin imin[v] = first position in band on i for state v
+ * int *imax imax[v] = last position in band on i for state v
+ * int *jmin jmin[v] = first position in band on j for state v
+ * int *jmax jmax[v] = last position in band on j for state v
+ * int **hdmin hdmin[v][jp] = first position in band on d for state v
+ * and j position: j = jp+jmin[v].
+ * Filled in this function.
+ * int **hdmax hdmax[v][jp] = last position in band on d for state v
+ * and j position: j = jp+jmin[v].
+ * Filled in this function.
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ *****************************************************************************/
+void
+ij2d_bands(CM_t *cm, int W, int *imin, int *imax, int *jmin, int *jmax,
+ int **hdmin, int **hdmax, int debug_level)
+{
+ int v; /* counter over states of the CM */
+ int jp; /* counter over valid j's, but offset. jp+jmin[v] = actual j */
+ int j; /* actual j */
+ int sd; /* minimum d allowed for a state, ex: MP_st = 2, ML_st = 1. etc. */
+ for(v = 0; v < cm->M; v++) {
+ if(cm->sttype[v] == E_st) {
+ for(jp = 0; jp <= (jmax[v]-jmin[v]); jp++) {
+ hdmin[v][jp] = 0;
+ hdmax[v][jp] = 0;
+ }
+ }
+ else {
+ sd = StateDelta(cm->sttype[v]);
+ for(jp = 0; jp <= (jmax[v]-jmin[v]); jp++) {
+ j = jp+jmin[v];
+ hdmin[v][jp] = ESL_MAX((j - imax[v] + 1), sd);
+ hdmax[v][jp] = ESL_MAX((j - imin[v] + 1), sd);
+ /* printf("hd[%d][j=%d]: min: %d | max: %d\n", v, (jp+jmin[v]), hdmin[v][jp], hdmax[v][jp]); */
+ }
+ }
+ }
+}
+
+/*****************************************************************************
+ * EPN, Thu Apr 26 13:27:16 2007
+ * Function: combine_qdb_hmm_d_bands()
+ *
+ * Purpose: Given hdmin and hdmax bands, and query dependent bands (QDBs)
+ * in cm->dmin and cm->dmax, combine them by redefining the
+ * hdmin and hdmax bands where necessary:
+ * hdmin[v][j] = max(hdmin[v][j], dmin[v])
+ * hdmax[v][j] = min(hdmin[v][j], dmin[v])
+ *
+ * arguments:
+ *
+ * CM_t *cm the CM
+ * int *jmin jmin[v] = first position in band on j for state v
+ * int *jmax jmax[v] = last position in band on j for state v
+ * int **hdmin hdmin[v][j0] = first position in band on d for state v
+ * and j position: j = j0+jmin[v].
+ * Redefined in this function.
+ * int **hdmax hdmax[v][j0] = last position in band on d for state v
+ * and j position: j = j0+jmin[v].
+ * Redefined in this function.
+ *****************************************************************************/
+void
+combine_qdb_hmm_d_bands(CM_t *cm, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int v; /* counter over states of the CM */
+ int jp; /* counter over valid j's, but offset. jp+jmin[v] = actual j */
+
+ /* Contract check */
+ if(!(cm->flags & CMH_QDB))
+ cm_Fail("ERROR, in combine_qdb_hmm_d_bands(), CM QDBs invalid.\n");
+ if(cm->dmin == NULL || cm->dmax == NULL)
+ cm_Fail("ERROR, in combine_qdb_hmm_d_bands() but cm->dmin and/or cm->dmax is NULL.\n");
+
+ for(v = 0; v < cm->M; v++)
+ {
+ for(jp = 0; jp <= (jmax[v]-jmin[v]); jp++)
+ {
+ hdmin[v][jp] = hdmin[v][jp] > cm->dmin[v] ? hdmin[v][jp] : cm->dmin[v];
+ hdmax[v][jp] = hdmax[v][jp] < cm->dmax[v] ? hdmax[v][jp] : cm->dmax[v];
+ }
+ }
+}
+
+
+/*****************************************************************************
+ * EPN 11.04.05
+ * Function: hd2safe_hd_bands
+ *
+ * Purpose: HMMERNAL milestone 4 function. Given
+ * hdmin and hdmax 2D arrays, simply
+ * fill safe_hdmin and safe_hdmax (1D arrays):
+ * safe_hdmin[v] = min_d (hdmin[v][jp])
+ * safe_hdmax[v] = max_d (hdmax[v][jp])
+ *
+ * arguments:
+ * int M num states in the CM.
+ * int *jmin jmin[v] = first position in band on j for state v
+ * int *jmax jmax[v] = last position in band on j for state v
+ * int **hdmin hdmin[v][jp] = first position in band on d for state v
+ * and j position: j = jp+jmin[v].
+ * int **hdmax hdmax[v][jp] = last position in band on d for state v
+ * and j position: j = jp+jmin[v].
+ * int *safe_hdmin safe_hdmin[v] = min_d (hdmin[v][jp]) (over all valid jp)
+ * filled in this function.
+ * int *safe_hdmax safe_hdmax[v] = max_d (hdmax[v][jp]) (over all valid jp)
+ * filled in this function.
+ *****************************************************************************/
+void
+hd2safe_hd_bands(int M, int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax)
+
+{
+ int v; /* counter over states of the CM */
+ int jp; /* counter over valid j's, but offset. jp+jmin[v] = actual j */
+
+ for(v = 0; v < M; v++) {
+ safe_hdmin[v] = hdmin[v][0];
+ safe_hdmax[v] = hdmax[v][0];
+ /*printf("jp: %2d | j: %2d | v: %3d | smin %d | smax : %d\n", 0, (jmin[v]), v, safe_hdmin[v], safe_hdmax[v]);*/
+ for(jp = 1; jp <= (jmax[v]-jmin[v]); jp++) {
+ safe_hdmin[v] = ESL_MIN(safe_hdmin[v], hdmin[v][jp]);
+ safe_hdmax[v] = ESL_MAX(safe_hdmax[v], hdmax[v][jp]);
+ }
+ }
+}
+
+
+/* Function: cp9_HMM2ijBands()
+ * Synopsis: Derive bands on i and j for all CM states given HMM bands.
+ * Incept: EPN, Thu Feb 7 12:05:01 2008
+ *
+ * Purpose: Given HMM bands, determine the corresponding bands on the
+ * CM. Both for i: the left border of the subsequence emitted
+ * from the subtree rooted at v, the band is imin[v]..imax[v]
+ * inclusive. And also for j: the right border of the subseq
+ * emitted from the subtree rooted at v, the band is
+ * jmin[v]..jmax[v] inclusive.
+ *
+ * This is done by first enforcing that the HMM bands allow
+ * at least 1 possible HMM parse. A valid parse given the
+ * HMM bands is not guaranteed, although it's nearly always
+ * likely even for relatively high values of tau (the
+ * probability mass allowed outside the band for each state,
+ * relatively high is 0.01). With very tight bands, for
+ * example from a tau of 0.49, the chance that all parses
+ * are impossible given the bands is much more likely (especially
+ * with non-homologous sequences). *If* the HMM bands exclude
+ * all possible HMM parses, they are expanded in a greedy,
+ * stupid way to allow at least 1 parse (we could be smarter,
+ * but this case only arises for impractical tau values, in
+ * fact I only implemented it to verify the rest of the HMM
+ * banding implementation is robust, and will always work
+ * for tau values up to 0.5).
+ *
+ * Once we know an HMM parse is possible given the HMM bands,
+ * we also know if we impose those exact bands on the CM
+ * we will also have a valid CM parse, b/c there is a 1:1
+ * mapping between HMM parses and CM parsetrees. So, we
+ * impose the HMM bands onto the CM to get the i and j
+ * bands using a stack and mapping 'explicit' bands,
+ * the i or j bands of CM states that map to an HMM
+ * state (for example the i band of MATL_ML states,
+ * or the j bands of MATR_MR states). The other bands
+ * that are not explicitly set (ex: the j band of a
+ * MATL_ML state and the i band of a MATR_MR state), are
+ * implicitly set based on the explicit ones.
+ *
+ * Note: This code is ugly, even more than usual for me.
+ * There's a plethora of special cases, which are maddening
+ * during development/debugging. The code starts out simple
+ * and balloons as you add code to handle the special cases.
+ * [EPN, Thu Feb 7 12:17:53 2008].
+ *
+ * Args: <cm> - the model
+ * <errbuf> - for returning error messages
+ * <cp9b> - the bands data structure
+ * <cp9map> - map between the CM and HMM
+ * <i0> - first position in the sequence we're considering
+ * <j0> - final position in the sequence we're considering
+ * <doing_search> - TRUE if we're searching the target sequence, not aligning it,
+ * relevant b/c iff we're aligning the parsetree *must* span i0..j0
+ * <debug_level> - verbosity level for debuggint printf() statements
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEINCOMPAT> on contract violation
+ * <eslEMEM> on memory error
+ */
+int
+cp9_HMM2ijBands(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, CP9Map_t *cp9map, int i0, int j0, int doing_search, int debug_level)
+{
+
+ int status;
+ int v;
+
+ /* ptrs to cp9b data, for convenience */
+ int *pn_min_m; /* pn_min_m[k] = first position in HMM band for match state of HMM node k */
+ int *pn_max_m; /* pn_max_m[k] = last position in HMM band for match state of HMM node k */
+ int *pn_min_i; /* pn_min_i[k] = first position in HMM band for insert state of HMM node k */
+ int *pn_max_i; /* pn_max_i[k] = last position in HMM band for insert state of HMM node k */
+ int *pn_min_d; /* pn_min_d[k] = first position in HMM band for delete state of HMM node k */
+ int *pn_max_d; /* pn_max_d[k] = last position in HMM band for delete state of HMM node k */
+ int *imin; /* imin[v] = first position in band on i for state v to be filled in this function. [1..M] */
+ int *imax; /* imax[v] = last position in band on i for state v to be filled in this function. [1..M] */
+ int *jmin; /* jmin[v] = first position in band on j for state v to be filled in this function. [1..M] */
+ int *jmax; /* jmax[v] = last position in band on j for state v to be filled in this function. [1..M] */
+
+ int nd; /* counter over CM nodes. */
+ int y; /* counters over children states */
+ int hmm_M; /* number of nodes in the HMM */
+ ESL_STACK *nd_pda; /* used to traverse the CM from left to right in consensus positions, cpos = 0..clen */
+ ESL_STACK *lpos_pda; /* used to store lpos for BIF nodes */
+ int on_right; /* TRUE if we're on the right for current node during our CM traversal */
+ int w; /* a state index */
+ int lpos, rpos; /* left/right border of subtree for current node */
+ int k; /* counter of HMM nodes */
+ int hmm_is_localized; /* TRUE if HMM has local begins, ends or ELs on */
+
+ /* r_* arrays, these are filled in HMMBandsEnforceValidParse(), they are the band on 'reachable'
+ * residues for each HMM state as we move from left to right through the HMM.
+ * For example, r_mn[k] = 3, r_mx[k] = 5, means that for all possible HMM parses within the bands
+ * in the cp9b pn_* arrays that reach the match state of node k, the residue emitted by that match
+ * must be either 3, 4, or 5.
+ */
+ int *r_mn; /* [0..k..hmm_M] minimal residue position for which we can reach M_k (match state of node k) */
+ int *r_mx; /* [0..k..hmm_M] maximal residue position for which we can reach M_k */
+ int *r_in; /* [0..k..hmm_M] minimal residue position for which we can reach I_k (insert state of node k) */
+ int *r_ix; /* [0..k..hmm_M] maximal residue position for which we can reach I_k */
+ int *r_dn; /* [0..k..hmm_M] minimal residue position for which we can reach D_k (delete state of node k) */
+ int *r_dx; /* [0..k..hmm_M] maximal residue position for which we can reach D_k */
+ int *r_nn_i; /* [0..k..hmm_M] minimal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ int *r_nx_i; /* [0..k..hmm_M] maximal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ int *r_nn_j; /* [0..k..hmm_M] minimal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ int *r_nx_j; /* [0..k..hmm_M] maximal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ /* r_nn_i and r_nx_i are used when setting i bands, and r_nn_j and r_nx_j are used when setting j bands .
+ * the values can differ vecause of an off-by-one issue with the non-emitting (delete and M_0) states of the HMM:
+ * pn_min_d[k] = i, means posn i was last residue emitted prior to entering node k's delete state. However, for a CM,
+ * if a delete states sub-parsetree is bounded by i' and j', this means positions i' and j' HAVE YET TO BE EMITTED.
+ * For i states this means we have to add 1 to the delete band positions, but for j states we do not, the off-by-one
+ * is taken care of because the HMM is moving left to right, while j positions move right to left (confusing as hell,
+ * bad explanation, i know... write out an example, it's the only way to get it).
+ */
+
+ /* Contract checks */
+ if (cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), cp9b is NULL.\n");
+ if(!((cm->align_opts & CM_ALIGN_HBANDED) || (cm->search_opts & CM_SEARCH_HBANDED))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), CM_ALIGN_HBANDED and CM_SEARCH_HBANDED flags both down, exactly 1 must be up.\n");
+ if(i0 < 1) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), i0 < 1: %d\n", i0);
+ if(j0 < 1) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), j0 < 1: %d\n", j0);
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), i0 (%d) < j0 (%d)\n", i0, j0);
+ hmm_is_localized = ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) || (cm->cp9->flags & CPLAN9_LOCAL_END) || (cm->cp9->flags & CPLAN9_EL)) ? TRUE : FALSE;
+ if(hmm_is_localized) {
+ if(!(cm->flags & CMH_LOCAL_BEGIN)) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), HMM is locally configured, but CM's local begins are off.\n");
+ if(!(cm->flags & CMH_LOCAL_END)) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), HMM is locally configured, but CM's local ends are off.\n");
+ }
+ /* ptrs to cp9b arrays, for convenience */
+ pn_min_m = cp9b->pn_min_m;
+ pn_max_m = cp9b->pn_max_m;
+ pn_min_i = cp9b->pn_min_i;
+ pn_max_i = cp9b->pn_max_i;
+ pn_min_d = cp9b->pn_min_d;
+ pn_max_d = cp9b->pn_max_d;
+ imin = cp9b->imin;
+ imax = cp9b->imax;
+ jmin = cp9b->jmin;
+ jmax = cp9b->jmax;
+ hmm_M = cp9b->hmm_M;
+ /* Initialize all bands to -1 */
+ esl_vec_ISet(imin, cm->M, -1);
+ esl_vec_ISet(imax, cm->M, -2);
+ esl_vec_ISet(jmin, cm->M, -1);
+ esl_vec_ISet(jmax, cm->M, -2);
+
+ /* Step 1: Check for valid HMM parse within the HMM bands, if there isn't one messily expand the bands so that there is one */
+ if((status = HMMBandsEnforceValidParse(cm, cp9b, cp9map, errbuf, i0, j0, doing_search, NULL,
+ &r_mn, &r_mx, &r_in, &r_ix, &r_dn, &r_dx, &r_nn_i, &r_nx_i, &r_nn_j, &r_nx_j)) != eslOK) return status;
+
+ /* debugging printf block */
+ /*////for(k = 0; k <= cp9b->hmm_M;k ++) {
+ ////printf("k: %4d %4d %4d %4d %4d %4d %4d %4d %4d %4d %4d\n", k, r_mn[k], r_mx[k], r_in[k], r_ix[k], r_dn[k], r_dx[k], r_nn_i[k], r_nx_i[k], r_nn_j[k], r_nx_j[k]);
+ ////}
+ ////cp9_DebugPrintHMMBands(stdout, j0, cp9b, cm->tau, 1);
+ */
+
+ /* Step 2: Traverse the CM from left to right in consensus position coordinates. Fill in the
+ * i and j bands (imin, imax, jmin, jmax) for all states as we go. The CM is traversed
+ * using a stack, each node is visited twice (this is based on Sean's cleaner:
+ * display.c::CreateEmitMap(). The first time a node <nd> is visited we're 'on the left'
+ * and then we push it back to the stack, and visit it again 'on the right' later. We
+ * are moving around the perimeter of the guide tree, stepping one position at a time
+ * in the consensus sequence coordinates, from left to right. We mainly set bands
+ * when we're 'on the right', with the exception of Left emitting states, which are
+ * set when we're on the HMM. All emitting states and delete states v have either
+ * i, or j or both bands that can be set 'explicitly' based on the HMM bands for
+ * the HMM state that maps to v. For example we can set the i bands for MATL_ML
+ * states, and the j bands for MATR_MR states. All other bands (and both i
+ * and j bands for S states, B states, E states) are set 'implicitly based on the
+ * explicit bands, and the r_* data structures we filled in HMMBandsEnforceValidParse().
+ * The goal was to make this function as clean and simple as possible, and although
+ * it doesn't look it, this is as good as I can get it. There are many special
+ * cases that make an elegant implementation beyond me.
+ */
+ if(! doing_search) {
+ assert(r_mn[0] == (i0-1));
+ if(!hmm_is_localized) assert(r_mx[hmm_M] == j0 || r_ix[hmm_M] == j0 || r_dx[hmm_M] == j0);
+ }
+ nd = 0;
+ k = 0;
+ lpos = 0;
+ rpos = 0;
+ if ((nd_pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if ((lpos_pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if ((status = esl_stack_IPush(nd_pda, 0)) != eslOK) goto ERROR; /* 0 = left side. 1 would = right side. */
+ if ((status = esl_stack_IPush(nd_pda, nd)) != eslOK) goto ERROR;
+ while (esl_stack_IPop(nd_pda, &nd) != eslEOD)
+ {
+ esl_stack_IPop(nd_pda, &on_right);
+ if (on_right) {
+ switch(cm->ndtype[nd]) { /* this is a massive switch, we set i and j bands for almost all
+ * states here when we're on the right (sole exceptions are i bands for
+ * MATP_nd states (except MATP_IR), and MATL_nd states) */
+
+ case BIF_nd: /* special case, set i bands based on left child, j bands based on right child */
+ v = cm->nodemap[nd];
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ imin[v] = imin[w];
+ imax[v] = imax[w];
+ jmin[v] = jmin[y];
+ jmax[v] = jmax[y];
+ /* check for possibility that either child is not reachable, will only possibly happen with local on */
+ if(imin[v] == -1 || jmin[v] == -1) {
+ /* either the left child, or right child is not reachable, make them both unreachable as well as the BIF state */
+ imin[v] = imin[w] = imin[y] = jmin[v] = jmin[w] = jmin[y] = -1;
+ imax[v] = imax[w] = imax[y] = jmax[v] = jmax[w] = jmax[y] = -2;
+ /* also make the BEGR_IL unreachable */
+ imin[y+1] = jmin[y+1] = -1;
+ imax[y+1] = jmax[y+1] = -2;
+ }
+ break;
+
+ case MATP_nd:
+ lpos = cp9map->nd2lpos[nd];
+ rpos = cp9map->nd2rpos[nd];
+ v = cm->nodemap[nd]; /* v is MATP_MP */
+ if(imin[v] != -1) {
+ cp9b->jmin[v] = r_mn[rpos];
+ cp9b->jmax[v] = r_mx[rpos];
+ if(cp9b->jmin[v] == -1) { cp9b->imin[v] = -1; cp9b->imax[v] = -2; } /* v is unreachable */
+ /* special case [*1*]: v emits left and right, so jmin[v] >= i0+1 and jmax[v] >= i0+1
+ * b/c i emitted from MATP_MP >= i0, thus j emitted from MATP_MP >= i0+1.
+ */
+ if(cp9b->jmax[v] == i0) { /* HMM tells us right half of MP state must emit first residue in the sequence,
+ * but we know it can't because the left half of this MATP_MP state must emit 1 residue,
+ * which can't be before the first one. In this case we ignore the HMM and set
+ * say that this state is unreachable */
+ ESL_DASSERT1((cp9b->jmin[v] == i0));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -2; /* ignore hmm */
+ cp9b->imin[v] = -1; /* ignore hmm */
+ cp9b->imax[v] = -2; /* ignore hmm */
+ }
+ else if (cp9b->jmin[v] == i0) { /* HMM tells us right half of MP state could possibly
+ * emit first residue (i0), but we know it can't (see comment above).
+ * we ignore it and say the leftmost residue it could emit is i0+1 */
+ cp9b->jmin[v]++; /* pad 1 onto what the hmm thought */
+ /* leave cp9b->jmax[v] alone, we konw it's not == i0, we checked for that case above */
+ }
+ }
+ else { cp9b->jmin[v] = -1; cp9b->jmax[v] = -2; }
+ v++; /* v is MATP_ML */
+ if(imin[v] != -1) {
+ cp9b->jmin[v] = r_dn[rpos];
+ cp9b->jmax[v] = r_dx[rpos];
+ /* special case [*2*]: v emits left, so jmin[v] >= i0 and jmax[v] >= i0
+ * b/c i emitted from MATP_ML >= i0, thus j must be >= i0
+ * This is similar to the case for MATP_MP above (see [*1*])
+ */
+ if(cp9b->jmax[v] == (i0-1)) { /* HMM tells us we can only enter this state having emitted 0 residues,
+ * we know better, in this case we ignore the HMM, and set the j band
+ * to dummy values, which means it's unset and doesn't yet exist
+ */
+ ESL_DASSERT1((cp9b->jmin[v] == (i0-1)));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -2; /* ignore hmm */
+ cp9b->imin[v] = -1; /* ignore hmm */
+ cp9b->imax[v] = -2; /* ignore hmm */
+ }
+ else if (cp9b->jmin[v] == (i0-1)) { /* HMM tells us right half of MATP_ML state could be entered
+ * having emitted 0 residues, but we know it can't (see comment above).
+ * we ignore it and say we must have at least emitted residue i0.
+ */
+ cp9b->jmin[v] = i0; /* pad 1 onto what the hmm thought */
+ /* leave cp9b->jmax[v] alone, we konw it's not == i0-1, we checked for that case above */
+ }
+ if(cp9b->jmin[v] == -1) { cp9b->imin[v] = -1; cp9b->imax[v] = -2; } /* v is unreachable */
+ }
+ else { cp9b->jmin[v] = -1; cp9b->jmax[v] = -2; }
+ v++; /* v is MATP_MR */
+ if(imin[v] != -1) {
+ cp9b->jmin[v] = r_mn[rpos];
+ cp9b->jmax[v] = r_mx[rpos];
+ if(cp9b->jmin[v] == -1) { cp9b->imin[v] = -1; cp9b->imax[v] = -2; } /* v is unreachable */
+ }
+ else { cp9b->jmin[v] = -1; cp9b->jmax[v] = -2; }
+ v++; /* v is MATP_D */
+ if(imin[v] != -1) {
+ cp9b->jmin[v] = r_dn[rpos];
+ cp9b->jmax[v] = r_dx[rpos];
+ if(cp9b->jmin[v] == -1) { cp9b->imin[v] = -1; cp9b->imax[v] = -2; } /* v is unreachable */
+ }
+ else { cp9b->jmin[v] = -1; cp9b->jmax[v] = -2; }
+ v++; /* v is MATP_IL */
+ if(cp9b->imin[v] != -1) {
+ cp9b->jmin[v] = r_nn_j[rpos-1];
+ cp9b->jmax[v] = r_nx_j[rpos-1];
+ /* special case [*3*]: v emits left, so jmin[v] >= i0 and jmax[v] >= i0
+ * b/c i emitted from MATP_IL >= i0, thus j must be >= i0
+ * This is similar to the case for MATP_ML above (see [*2*])
+ */
+ if(cp9b->jmax[v] == (i0-1)) { /* HMM tells us we can only enter this state having emitted 0 residues,
+ * we know better, in this case we ignore the HMM, and set the j band
+ * on v such that v is unreachable */
+ ESL_DASSERT1((cp9b->jmin[v] == (i0-1)));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -2; /* ignore hmm */
+ cp9b->imin[v] = -1; /* ignore hmm */
+ cp9b->imax[v] = -2; /* ignore hmm */
+ }
+ else if (cp9b->jmin[v] == (i0-1)) { /* HMM tells us right half of MATP_IL state could be entered
+ * having emitted 0 residues, but we know it can't (see comment above).
+ * we ignore it and say we must have at least emitted residue i0.
+ */
+ cp9b->jmin[v] = i0; /* pad 1 onto what the hmm thought */
+ /* leave cp9b->jmax[v] alone, we konw it's not == i0-1, we checked for that case above */
+ }
+ }
+ else { cp9b->jmin[v] = -1; cp9b->jmax[v] = -2; }
+ v++; /* v is MATP_IR */
+ cp9b->jmin[v] = r_in[rpos-1];
+ cp9b->jmax[v] = r_ix[rpos-1];
+ if(cp9b->jmin[v] != -1) { /* set implicit i bands */
+ cp9b->imin[v] = r_nn_i[lpos+1]; /* look at band on lpos *+1* b/c we enter MATP_IR AFTER the MATP_MP, MATP_MR, MATP_ML, or MATP_IL insert (if any) */
+ cp9b->imax[v] = r_nx_i[lpos+1]; /* look at band on lpos *+1* b/c we enter MATP_IR AFTER the MATP_MP, MATP_MR, MATP_ML, or MATP_IL insert (if any) */
+ ESL_DASSERT1(((lpos+1) <= cm->clen)); /* note: we know lpos+1 <= cm->clen b/c we're in a MATP node, and the ccol the right half of the node maps to
+ * must be to the right of the ccol the left half of the node maps to */
+ if(cp9b->imin[v] == 0) { cm_Fail("v: %d lpos: %d\n", v, lpos); }
+ }
+ else { cp9b->imin[v] = -1; cp9b->imax[v] = -2; }
+ if(StateIsDetached(cm, v)) {
+ cp9b->imin[v] = -1;
+ cp9b->imax[v] = -2;
+ cp9b->jmin[v] = -1;
+ cp9b->jmax[v] = -2;
+ }
+ break;
+
+ case MATL_nd: /* i bands were set when we were on the left, non-right emitter, set implicit j bands */
+ lpos = cp9map->nd2lpos[nd];
+ /* special case [*4*]: for v == MATL_ML and v == MATL_IL, v emits left, so jmin[v] >= i0 and jmax[v] >= i0
+ * b/c i emitted from MATP_{M,I}L >= i0, thus j must be >= i0
+ * This is similar to the case for MATP_ML and MATP_IL above (see [*2*] and [*3*])
+ */
+ v = cm->nodemap[nd]; /* v is MATL_ML */
+ if(cp9b->imin[v] != -1) { /* only set j bands for reachable states (those with valid i bands) */
+ cp9b->jmin[v] = r_nn_j[rpos];
+ cp9b->jmax[v] = r_nx_j[rpos];
+ if(cp9b->jmax[v] == (i0-1)) { /* HMM tells us we can only enter this state having emitted 0 residues,
+ * we know better, in this case we ignore the HMM, and set the j band
+ * on v such that state v is unreachable */
+ ESL_DASSERT1((cp9b->jmin[v] == (i0-1)));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -2; /* ignore hmm */
+ cp9b->imin[v] = -1; /* ignore hmm */
+ cp9b->imax[v] = -2; /* ignore hmm */
+ }
+ else if (cp9b->jmin[v] == (i0-1)) { /* HMM tells us right half of MATL_ML state could be entered
+ * having emitted 0 residues, but we know it can't (see comment above).
+ * we ignore it and say we must have at least emitted residue i0. */
+ cp9b->jmin[v] = i0; /* pad 1 onto what the hmm thought */
+ /* leave cp9b->jmax[v] alone, we know it's not == i0-1, we checked for that case above */
+ }
+ }
+ else { /* cp9b->imin[v] is -1 */
+ cp9b->jmin[v] = -1;
+ cp9b->jmax[v] = -2;
+ }
+ v++; /* v is MATL_D, the MATL_ML and MATL_IL concerns don't apply, D's don't emit */
+ if(cp9b->imin[v] != -1) { /* only set j bands for reachable states (those with valid i bands) */
+ cp9b->jmin[v] = r_nn_j[rpos];
+ cp9b->jmax[v] = r_nx_j[rpos];
+ }
+ v++; /* v is MATL_IL */
+ if(cp9b->imin[v] != -1) { /* only set j bands for reachable states (those with valid i bands) */
+ cp9b->jmin[v] = r_nn_j[rpos];
+ cp9b->jmax[v] = r_nx_j[rpos];
+ if(cp9b->jmax[v] == (i0-1)) { /* HMM tells us we can only enter this state having emitted 0 residues,
+ * we know better, in this case we ignore the HMM, and set the j band
+ * on v such that state v is unreachable */
+ ESL_DASSERT1((cp9b->jmin[v] == (i0-1)));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -2; /* ignore hmm */
+ cp9b->imin[v] = -1; /* ignore hmm */
+ cp9b->imax[v] = -2; /* ignore hmm */
+ }
+ else if (cp9b->jmin[v] == (i0-1)) { /* HMM tells us right half of MATL_ML state could be entered
+ * having emitted 0 residues, but we know it can't (see comment above).
+ * we ignore it and say we must have at least emitted residue i0. */
+ cp9b->jmin[v] = i0; /* pad 1 onto what the hmm thought */
+ /* leave cp9b->jmax[v] alone, we know it's not == i0-1, we checked for that case above */
+ }
+ }
+ else { /* cp9b->imin[v] is -1 */
+ cp9b->jmin[v] = -1;
+ cp9b->jmax[v] = -2;
+ }
+ if(StateIsDetached(cm, v)) {
+ cp9b->imin[v] = -1;
+ cp9b->imax[v] = -2;
+ cp9b->jmin[v] = -1;
+ cp9b->jmax[v] = -2;
+ }
+ break;
+
+ case MATR_nd: /* set j bands explicitly from HMM bands, i bands implicitly */
+ rpos = cp9map->nd2rpos[nd];
+ v = cm->nodemap[nd]; /* v is MATR_MR */
+ cp9b->jmin[v] = r_mn[rpos];
+ cp9b->jmax[v] = r_mx[rpos];
+ v++; /* v is MATR_D */
+ cp9b->jmin[v] = r_dn[rpos];
+ cp9b->jmax[v] = r_dx[rpos];
+ v++; /* v is MATR_IR */
+ cp9b->jmin[v] = r_in[rpos-1];
+ cp9b->jmax[v] = r_ix[rpos-1];
+ /* set implicit i bands */
+ for(v = cm->nodemap[nd]; v < cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd]); v++) {
+ if(cp9b->jmin[v] != -1) {
+ cp9b->imin[v] = r_nn_i[lpos];
+ cp9b->imax[v] = r_nx_i[lpos];
+ }
+ }
+ break;
+
+ case BEGL_nd:
+ case BEGR_nd: /* set i and j bands implicitly, except for BEGR_IL, whose i bands are set explicitly based on HMM */
+ v = cm->nodemap[nd]; /* set i and j band for BEG{L,R}_S based on children */
+ cp9b->imin[v] = cp9b->jmin[v] = INT_MAX;
+ cp9b->imax[v] = cp9b->jmax[v] = INT_MIN;
+ for(y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++) {
+ if(cp9b->imin[y] != -1) { /* if y is reachable, make sure we can get there from v */
+ cp9b->imin[v] = ESL_MIN(cp9b->imin[v], cp9b->imin[y]);
+ cp9b->imax[v] = ESL_MAX(cp9b->imax[v], cp9b->imax[y]);
+ cp9b->jmin[v] = ESL_MIN(cp9b->jmin[v], cp9b->jmin[y]);
+ cp9b->jmax[v] = ESL_MAX(cp9b->jmax[v], cp9b->jmax[y]);
+ }
+ }
+ if(cp9b->imin[v] == INT_MAX) {
+ cp9b->imin[v] = cp9b->jmin[v] = -1;
+ cp9b->imax[v] = cp9b->jmax[v] = -2;
+ }
+
+ /* set BEGR_IL's i and j band */
+ if(cm->ndtype[nd] == BEGR_nd) {
+ v++;
+ cp9b->imin[v] = r_in[lpos-1]; /* BEGR_IL emits before lpos */
+ cp9b->imax[v] = r_ix[lpos-1];
+ if(cp9b->imin[v-1] != -1 && cp9b->imin[v] != -1) { /* if BEGR_S and BEGR_IL is reachable */
+ cp9b->imin[v-1] = ESL_MIN(cp9b->imin[v-1], cp9b->imin[v]); /* expand BEGR_S so it can reach BEGR_IL */
+ cp9b->jmin[v] = ESL_MAX(cp9b->jmin[v-1], i0); /* can't get to a BEGR_IL without emitting at least i0 */
+ cp9b->jmax[v] = cp9b->jmax[v-1];
+ }
+ else {
+ cp9b->imin[v] = cp9b->jmin[v] = -1;
+ cp9b->imax[v] = cp9b->jmax[v] = -2;
+ }
+ esl_stack_IPop(lpos_pda, &lpos); /* pop the remembered lpos from our sister BEGL_nd to use for parent BIF_nd and above */
+ }
+ else { /* BEGL_nd */
+ if ((status = esl_stack_IPush(lpos_pda, lpos)) != eslOK) goto ERROR;
+ lpos = rpos+1; /* next node we pop from stack will be our BEGR sister, on the right, switch lpos to rpos+1 */
+ }
+ break;
+
+ case END_nd:
+ v = cm->nodemap[nd]; /* v is END_E */
+ cp9b->imin[v] = r_nn_i[lpos];
+ cp9b->imax[v] = ESL_MIN(r_nx_i[lpos]+1, j0+1); /* +1 is for StateDelta */
+ if(r_in[lpos] != -1) { /* we could come from an IR above us (tricky case) */
+ cp9b->imin[v] = ESL_MIN(cp9b->imin[v], ESL_MAX(r_in[lpos] - 1, i0));
+ cp9b->imax[v] = ESL_MAX(cp9b->imax[v], ESL_MAX(r_ix[lpos] - 1, i0));
+ }
+ rpos = lpos;
+ if(cp9b->imin[v] != -1) {
+ cp9b->jmin[v] = cp9b->imin[v]-1; /* E must emit d = 0 residues, so j ==i-1 */
+ cp9b->jmax[v] = cp9b->imax[v]-1; /* E must emit d = 0 residues, so j ==i-1 */
+ }
+ else {
+ cp9b->jmin[v] = -1;
+ cp9b->jmax[v] = -2;
+ }
+ break;
+
+ case ROOT_nd: /* ROOT is a special case, set i and j bands */
+ /* lpos == 1 and rpos == hmm_M */
+ assert(lpos == 1);
+ assert(rpos == hmm_M);
+ v = cm->nodemap[nd]; /* v is ROOT_S */
+ cp9b->imin[v] = r_nn_i[1];
+ cp9b->imax[v] = r_nx_i[1];
+ cp9b->jmin[v] = r_nn_j[hmm_M];
+ cp9b->jmax[v] = r_nx_j[hmm_M];
+ v++; /* v is ROOT_IL */
+ cp9b->imin[v] = r_in[0]; /* ROOT_IL maps to HMM insert state of HMM node 0 */
+ cp9b->imax[v] = r_ix[0]; /* ROOT_IL maps to HMM insert state of HMM node 0 */
+ if(cp9b->imin[v] != -1) { /* ROOT_IL's j bands will be same as ROOT_S's, after ensuring state delta of 1 is respected */
+ cp9b->jmin[v] = ESL_MAX(r_nn_j[hmm_M], i0); /* can't get to ROOT_IL without emitting at least i0 */
+ cp9b->jmax[v] = r_nx_j[hmm_M];
+ if(r_in[hmm_M] != -1) {
+ cp9b->jmin[v] = ESL_MIN(cp9b->jmin[v], r_in[hmm_M]);
+ cp9b->jmax[v] = ESL_MIN(cp9b->jmax[v], r_ix[hmm_M]);
+ }
+ }
+ v++; /* v is ROOT_IR */
+ if(r_in[hmm_M] != -1) { /* if r_in[hmm_M] == -1, this state is unreachable */
+ cp9b->imin[v] = r_nn_i[1]; /* HMM state M_0 is silent */
+ cp9b->imax[v] = r_nx_i[1]; /* HMM state M_0 is silent */
+ if(cp9b->imin[v-1] != -1) {
+ cp9b->imin[v] = ESL_MIN(cp9b->imin[v], cp9b->imin[v-1]+1);
+ cp9b->imax[v] = ESL_MAX(cp9b->imax[v], cp9b->imax[v-1]+1);
+ }
+ cp9b->jmin[v] = r_in[hmm_M]; /* ROOT_IR maps to HMM insert state of HMM node hmm_M */
+ cp9b->jmax[v] = r_ix[hmm_M]; /* ROOT_IR maps to HMM insert state of HMM node hmm_M */
+ }
+ break;
+ } /* end of switch(cm->ndtype[nd]) */
+ } /* end of if(on_right) */
+
+ else { /* on left */
+ /* set i bands for MATP_nd, MATL_nd only */
+ switch(cm->ndtype[nd]) {
+ case MATP_nd:
+ lpos = cp9map->nd2lpos[nd];
+ v = cm->nodemap[nd]; /* v is MATP_MP */
+ cp9b->imin[v] = r_mn[lpos];
+ cp9b->imax[v] = r_mx[lpos];
+ v++; /* v is MATP_ML */
+ cp9b->imin[v] = r_mn[lpos];
+ cp9b->imax[v] = r_mx[lpos];
+ v++; /* v is MATP_MR */
+ cp9b->imin[v] = r_dn[lpos] == -1 ? -1 : r_dn[lpos]+1;
+ cp9b->imax[v] = r_dx[lpos] == -2 ? -2 : r_dx[lpos]+1;
+ v++; /* v is MATP_D */
+ cp9b->imin[v] = r_dn[lpos] == -1 ? -1 : r_dn[lpos]+1;
+ cp9b->imax[v] = r_dx[lpos] == -2 ? -2 : r_dx[lpos]+1;
+ v++; /* v is MATP_IL */
+ cp9b->imin[v] = r_in[lpos];
+ cp9b->imax[v] = r_ix[lpos];
+ /* we deal with setting imin/imax for MATP_IR when we're on the right */
+ break;
+
+ case MATL_nd:
+ lpos = cp9map->nd2lpos[nd];
+ v = cm->nodemap[nd]; /* v is MATL_ML */
+ cp9b->imin[v] = r_mn[lpos];
+ cp9b->imax[v] = r_mx[lpos];
+ v++; /* v is MATL_D */
+ cp9b->imin[v] = r_dn[lpos] == -1 ? -1 : r_dn[lpos]+1;
+ cp9b->imax[v] = r_dx[lpos] == -2 ? -2 : r_dx[lpos]+1;
+ v++; /* v is MATL_IL */
+ cp9b->imin[v] = r_in[lpos];
+ cp9b->imax[v] = r_ix[lpos];
+ break;
+ } /* end of switch(cm->ndtype[nd]) */
+
+ if(cm->ndtype[nd] == BIF_nd) {
+ /* push the BIF back on for its right side */
+ if ((status = esl_stack_IPush(nd_pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(nd_pda, nd)) != eslOK) goto ERROR;
+ /* push node index for right child */
+ if ((status = esl_stack_IPush(nd_pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(nd_pda, cm->ndidx[cm->cnum[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ /* push node index for left child */
+ if ((status = esl_stack_IPush(nd_pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(nd_pda, cm->ndidx[cm->cfirst[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ }
+ else {
+ /* push the node back on for right side */
+ if ((status = esl_stack_IPush(nd_pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(nd_pda, nd)) != eslOK) goto ERROR;
+ /* push child node on */
+ if (cm->ndtype[nd] != END_nd) {
+ if ((status = esl_stack_IPush(nd_pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(nd_pda, nd+1)) != eslOK) goto ERROR;
+ }
+ }
+ }
+ }
+
+ if(! doing_search) { /* if we're aligning the full seq must be aligned at the root state */
+ imin[0] = i0; /* first residue must be in subtree of ROOT_S */
+ if(imin[1] != -1) imin[1] = i0; /* first residue must be in subtree of ROOT_IL, if it is used */
+ jmax[0] = j0; /* final residue must be in subtree of ROOT_S */
+ if(jmin[1] != -1) jmax[1] = j0; /* final residue must be in subtree of ROOT_IL if it is used */
+ if(jmin[2] != -1) jmax[2] = j0; /* final residue must be in subtree of ROOT_IR if it is used */
+ }
+
+#if 1
+ //#if eslDEBUGLEVEL >= 1
+ /* make sure detached states have the bands properly set (should be in cp9_ValidateBands() */
+ for(v = 0; v < cm->M; v++) {
+ if(StateIsDetached(cm, v)) {
+ assert(cp9b->imin[v] == -1);
+ assert(cp9b->imax[v] == -2);
+ assert(cp9b->jmin[v] == -1);
+ assert(cp9b->jmax[v] == -2);
+ }
+ /*////nd = cm->ndidx[v]; printf("nd: %4d v: %4d %4s %2s (%11d %11d %11d %11d) (HMM nd: %4d %4d)\n", nd, v, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v]), cp9b->imin[v], cp9b->imax[v], cp9b->jmin[v], cp9b->jmax[v], cp9map->cs2hn[v][0], cp9map->cs2hn[v][1]);*/
+ }
+#endif
+ /* final check, it's possible, but unlikely that some states had valid i bands set, but invalid j bands set,
+ * or vice versa, we handle this by making these states unreachable */
+ for(v = 0; v < cm->M; v++) {
+ if(cp9b->imin[v] == -1 || cp9b->jmin[v] == -1) {
+ cp9b->imin[v] = cp9b->jmin[v] = -1;
+ cp9b->imax[v] = cp9b->jmax[v] = -2;
+ }
+ }
+
+ /* A final, brutal hack. If the hmm used to derive bands has local begins, ends and ELs on,
+ * it's possible (but extremely rare empirically, even with very high tau values (0.49!)) that no valid
+ * CM parse exists within the i and j bands. To avoid this, we implement a brutal hack here.
+ * There's 2 relevant cases:
+ *
+ * Case 1: node 1 is a MATP, MATR, or MATL node (this is the easier case)
+ * Case 2: node 1 is a BIF node
+ *
+ * Case 1: node 1 is a MATP, MATR, or MATL node (this is the easier case)
+ * A. assert CM local begins and ends are on (they should be if we're using a localized HMM to get bands).
+ * and we can do a local begin into and a local end out of node 1. This will be TRUE unless there
+ * are only 3 nodes in the CM (which is impossible, cmbuild won't build a 3 node CM - the reason is that
+ * such a CM would suck at local alignment b/c no local ends are possible (not to mention they're too small
+ * to be useful, and that if node 1 == MATL the CM can only emit/align 1 residue in local mode b/c the
+ * ROOT_IL, ROOT_IR are unreachable and the MATL_IL is detached!).
+ *
+ * B. if we're doing alignment (full target must be accounted for):
+ * v = cm->nodemap[nd]
+ * set imin[v] = ESL_MIN(imin[v], i0)
+ * imax[v] = ESL_MAX(imax[v], i0)
+ * jmin[v] = ESL_MIN(jmin[v], j0)
+ * jmax[v] = ESL_MAX(jmax[v], j0)
+ * else if we're doing search and v is unreachable, make it reachable by setting
+ * imin[v] = imin[0];
+ * imax[v] = imax[0];
+ * jmin[v] = jmin[0];
+ * jmax[v] = jmax[0];
+ * then we'll be able to emit some residues from v, (so we're guaranteed a valid parse.
+ *
+ * Case 2: node 1 is a BIF node
+ * v = cm->nodemap[nd] (the BIF_B state)
+ * if v is reachable and we're doing alignment, expand it's bands so that it can
+ * account for the full seq:
+ * set imin[v] = ESL_MIN(imin[v], i0)
+ * imax[v] = ESL_MAX(imax[v], i0)
+ * jmin[v] = ESL_MIN(jmin[v], j0)
+ * jmax[v] = ESL_MAX(jmax[v], j0)
+ * else if v is reachable and we're doing search, ensure that one contiguous chunk of
+ * seq can be emitted by BIF's children (see code)
+ *
+ * if v is not reachable (if we're doing search or not), we enforce 1 valid parse,
+ * the BIF must emit the full target, residues i0..j0-1 from its' BEGL_S's EL state, and
+ * residue j0 from it's BEGR_S EL state.
+ */
+ if(hmm_is_localized) {
+ assert(cm->flags & CMH_LOCAL_BEGIN); /* asserted in contract too */
+ assert(cm->flags & CMH_LOCAL_END); /* asserted in contract too */
+ if(imin[0] == -1) { /* ROOT_S is unreachable, uhh... */
+ imin[0] = imax[0] = i0;
+ jmin[0] = jmax[0] = j0;
+ }
+ if(cm->nodes == 3) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "cp9_HMM2ijBands(), cm/hmm are locally configured, only 3 nodes in the CM, this is an illegal CM b/c local ENDs are impossible.");
+ nd = 1;
+ if(i0 == j0) {
+ while((nd < cm->nodes) && (cm->ndtype[nd] == MATP_nd)) nd++; /* a local begin into a MATP_MP state can't happen when the target is 1 residue, it must emit 2 residues */
+ if(cm->ndtype[nd] == END_nd) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "cp9_HMM2ijBands(), CM has no MATL, MATR or BIF nodes, this shouldn't happen (cmbuild forbids it)!\n");
+ }
+ if(cm->ndtype[nd] == BIF_nd) {
+ v = cm->nodemap[nd];
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ if(imin[v] != -1) { /* v is reachble, it's children should be also */
+ assert(imin[w] != -1);
+ assert(imin[y] != -1);
+ if(!doing_search) { /* we need to be able to account for the full sequence */
+ imin[v] = ESL_MIN(imin[v], i0);
+ imax[v] = ESL_MAX(imax[v], i0);
+ jmin[v] = ESL_MIN(jmin[v], j0);
+ jmax[v] = ESL_MAX(jmax[v], j0);
+ imin[w] = imin[v];
+ imax[w] = imax[v];
+ jmax[w] = ESL_MAX(jmax[w], imax[w]);
+ jmin[y] = jmin[v];
+ jmax[y] = jmax[v];
+ imin[y] = ESL_MIN(imin[y], jmin[y]);
+ /* now ensure that imin[y] <= jmax[w]+1, so we can definitely emit the full seq */
+ imin[y] = ESL_MIN(imin[y], jmax[w]+1);
+ imax[y] = ESL_MAX(imin[y], imax[y]);
+ }
+ else { /* doing search, we only need to be able to emit some range of residues from BEGL and BEGR's EL states */
+ imin[y] = ESL_MIN(imin[y], jmax[w]+1);
+ imax[y] = ESL_MAX(imin[y], imax[y]);
+ }
+ } /* end of if(imin[v] != -1) */
+ else { /* imin[v] == -1, v is unreachable, make it reachable */
+ assert(imin[w] == -1);
+ assert(imin[y] == -1);
+ if(! doing_search) {
+ /* if we're doing alignment, we enforce that the full seq must be emittable
+ * by BIF and it's children's (BEGL_S and BEGR_S) EL states */
+ imin[v] = i0;
+ imax[v] = i0;
+ jmin[v] = j0;
+ jmax[v] = j0;
+ imin[w] = i0; /* w will emit i0..j0-1 (which may be 0 residues if i0==j0) */
+ imax[w] = i0;
+ jmin[w] = j0-1;
+ jmax[w] = j0-1;
+ imin[y] = j0; /* y will emit only j0 */
+ imax[y] = j0;
+ jmin[y] = j0;
+ jmax[y] = j0;
+ }
+ else {
+ /* if we're doing search we enforce that the residues from imin[0]..jmax[0] are emittable
+ * by BIF and it's children's (BEGL_S and BEGR_S) EL states */
+ imin[v] = imin[0];
+ imax[v] = imin[0];
+ jmin[v] = jmax[0];
+ jmax[v] = jmax[0];
+ imin[w] = imin[0]; /* w will emit imin[0]..jmax[0]-1 (which may be 0 residues if imin[0]==jmax[0]) */
+ imax[w] = imin[0];
+ jmin[w] = jmax[0]-1;
+ jmax[w] = jmax[0]-1;
+ imin[y] = jmax[0]; /* y will emit only jmax[0] */
+ imax[y] = jmax[0]; /* y will emit only jmax[0] */
+ jmin[y] = jmax[0];
+ jmax[y] = jmax[0];
+ }
+ }
+ } /* end of if(cm->ndtype[nd] == BIF_nd) */
+ else {
+ /* node nd is a MATL, MATR or MATP */
+ ESL_DASSERT1((cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATR_nd));
+ assert(cm->ndtype[nd] == MATL_nd || cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATR_nd);
+ v = cm->nodemap[nd];
+ /* we can do a local begin into and local end out of v */
+ ESL_DASSERT1((NOT_IMPOSSIBLE(cm->beginsc[v])));
+ ESL_DASSERT1((NOT_IMPOSSIBLE(cm->endsc[v])));
+ assert(NOT_IMPOSSIBLE(cm->beginsc[v]));
+ assert(NOT_IMPOSSIBLE(cm->endsc[v]));
+ if(!doing_search) { /* we need to be able to account for the full sequence */
+ if(imin[v] == -1) { /* v is unreachable, make it reachable only for emitting the full seq */
+ imin[v] = imax[v] = i0;
+ jmin[v] = jmax[v] = j0;
+ }
+ else { /* v is reachable, expand it's band so it can emit the full seq */
+ imin[v] = ESL_MIN(imin[v], i0);
+ imax[v] = ESL_MAX(imax[v], i0);
+ jmin[v] = ESL_MIN(jmin[v], j0);
+ jmax[v] = ESL_MAX(jmax[v], j0);
+ }
+ }
+ else { /* doing search, do not need to account for full target sequence, make it so we can reach v for some i and j (this will guarantee >= 1 valid parse) */
+ if(imin[v] == -1) { /* v is unreachable */
+ imin[v] = imin[0];
+ imax[v] = imax[0];
+ jmin[v] = jmin[0];
+ jmax[v] = jmax[0];
+ }
+ else { /* v is reachable, make sure it's reachable from the ROOT_S state, expand the ROOT_S band */
+ imin[0] = ESL_MIN(imin[0], imin[v]);
+ imax[0] = ESL_MAX(imax[0], imax[v]);
+ jmin[0] = ESL_MIN(jmin[0], jmin[v]);
+ jmax[0] = ESL_MAX(jmax[0], jmax[v]);
+ }
+ }
+ }
+ }
+ /* end of brutal hack */
+#if eslDEBUGLEVEL >= 1
+ /* check for valid CM parse, there should be one */
+ if((status = CMBandsCheckValidParse(cm, cp9b, errbuf, i0, j0, doing_search)) != eslOK) return status;
+#endif
+
+ esl_stack_Destroy(nd_pda);
+ esl_stack_Destroy(lpos_pda);
+ free(r_mn);
+ free(r_mx);
+ free(r_dn);
+ free(r_dx);
+ free(r_in);
+ free(r_ix);
+ free(r_nn_i);
+ free(r_nx_i);
+ free(r_nn_j);
+ free(r_nx_j);
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+/* Function: HMMBandsEnforceValidParse()
+ * Incept: EPN, Fri Feb 1 16:46:50 2008
+ *
+ * Purpose: Given bands on HMM states for a target sequence,
+ * check for a valid HMM parse within those bands.
+ * If no valid parse exists, expand the bands such that
+ * one does exist, in a greedy manner.
+ *
+ * Bands are expanded using the HMMBandsFixUnreachable()
+ * function. These take a node that is unreachable
+ * and modify bands on current node and nearby nodes
+ * to make it reachable. This is awful hack number 1.
+ * (see HMMBandsFixUnreachable() for details.
+ * Note: the technique used for expanding the bands was
+ * selected for it's relative simplicity. It does not
+ * expand the bands in any smart way that is aware of
+ * probability mass or score of the newly possible parses
+ * during the band expansion. You could try to do that,
+ * but it's not likely to be worth it, when the default
+ * bands before expansion do not allow a single parse,
+ * the real solution is to lower tau, the tail loss parameter
+ * used during band calculation. This function is really
+ * only nec so the HMM banding technique is robust to
+ * high values of tau, higher than any reasonable application
+ * should use.
+ *
+ * Awful hack #2 occurs when two different transitions to the
+ * same state imply reachable bands that have a 'gap' in the
+ * middle. For example if node D_3 can reach node M_4 with
+ * i = 3 or 4, and node M_3 can reach node M_4 with i equal
+ * to 6 or 7. This means that node M_4 cannot be reached for
+ * i == 5, but this implementation is much easier if we can
+ * just set the reachable band for M_4 to 3..7. So, that's
+ * what we do, and we doctor the band of I_3 so that M_4 *can*
+ * be reached for i == 5. This is done in HMMBandsFillGap().
+ * See that function for details. This hack is only performed
+ * for models NOT in local mode. If we are in local mode,
+ * this 'gap' situation comes up much more often, but when
+ * we're in local mode, we can use an EL state in the CM
+ * to basically always get a valid parse, so we're not
+ * so worried about enforcing a valid parse and we skip
+ * this hack.
+ *
+ * Args: cp9b - the CP9 bands object
+ * cp9map - map from CM to cp9
+ * errbuf - for error messages
+ * i0 - first residue of sequence we're using bands for
+ * j0 - final residue of sequence we're using bands for
+ *
+ * Returns: eslOK on success
+ * eslEINCONCEIVABLE if we can't expand the bands to make a valid parse (shouldn't happen)
+ * eslEMEM if a memory allocation error occurs
+ * <ret_did_expand> set to TRUE if we had to expand the HMM bands, FALSE if not
+ */
+int
+HMMBandsEnforceValidParse(CM_t *cm, CP9Bands_t *cp9b, CP9Map_t *cp9map, char *errbuf, int i0, int j0, int doing_search, int *ret_did_expand,
+ int **ret_r_mn, int **ret_r_mx, int **ret_r_in, int **ret_r_ix, int **ret_r_dn, int **ret_r_dx,
+ int **ret_r_nn_i, int **ret_r_nx_i, int **ret_r_nn_j, int **ret_r_nx_j)
+{
+ int status;
+ /* r_* arrays, these are the bands on 'reachable' residues for each HMM state as we move
+ * from left to right through the HMM.
+ * For example, r_mn[k] = 3, r_mx[k] = 5, means that for all possible HMM parses within the bands
+ * in the cp9b pn_* arrays that reach the match state of node k, the residue emitted by that match
+ * must be either 3, 4, or 5.
+ */
+ int *r_mn; /* [0..k..hmm_M] minimal residue position for which we can reach M_k (match state of node k) */
+ int *r_mx; /* [0..k..hmm_M] maximal residue position for which we can reach M_k */
+ int *r_in; /* [0..k..hmm_M] minimal residue position for which we can reach I_k (insert state of node k) */
+ int *r_ix; /* [0..k..hmm_M] maximal residue position for which we can reach I_k */
+ int *r_dn; /* [0..k..hmm_M] minimal residue position for which we can reach D_k (delete state of node k) */
+ int *r_dx; /* [0..k..hmm_M] maximal residue position for which we can reach D_k */
+ int r_begn; /* minimal first residue position for which we can exit the BEGIN state */
+ int r_begx; /* minimal first residue position for which we can exit the BEGIN state */
+ int r_endn; /* minimal final residue position for which we can reach the END state */
+ int r_endx; /* maximal final residue position for which we can reach the END state */
+ int *r_nn_i; /* [0..k..hmm_M] minimal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ int *r_nx_i; /* [0..k..hmm_M] maximal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ int *r_nn_j; /* [0..k..hmm_M] minimal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ int *r_nx_j; /* [0..k..hmm_M] maximal residue position for which we can reach node k (any of M_k, I_k, D_k) */
+ /* r_nn_i and r_nx_i are used when setting i bands, and r_nn_j and r_nx_j are used when setting j bands .
+ * The values can differ vecause of an off-by-one issue with the non-emitting (delete and M_0) states of the HMM:
+ * pn_min_d[k] = i, means posn i was last residue emitted prior to entering node k's delete state. However, for a CM,
+ * if a delete states sub-parsetree is bounded by i' and j', this means positions i' and j' HAVE YET TO BE EMITTED.
+ * For i states this means we have to add 1 to the delete band positions, but for j states we do not, the off-by-one
+ * is taken care of because the HMM is moving left to right, while j positions move right to left (confusing as hell,
+ * bad explanation, i know... write out an example, it's the only way to get it).
+ */
+ int *r_nn_hmm; /* [0..k..hmm_M] min reachable position i in HMM node k from the HMM's perspective */
+ int *r_nx_hmm; /* [0..k..hmm_M] max reachable position i in HMM node k from the HMM's perspective */
+ int *was_unr; /* [0..k..hmm_M] TRUE if node k was unreachable, then we expanded bands, now it should be reachable */
+ int *filled_gap; /* [0..k..hmm_M] TRUE if we filled a gap in the reachable bands for node k */
+ int just_filled_gap; /* TRUE if we filled a gap for the current node */
+ int hmm_M = cp9b->hmm_M; /* number of nodes in the model */
+ int k, kp; /* node counters */
+ int n; /* a temporary minimum residue position */
+ int x; /* a temporary maximum residue position */
+ int c; /* counter */
+ int sd; /* state delta, number of emissions for each state */
+ int local_begins_ends_on; /* TRUE if HMM has local begins (M_0(B) -> M_k for k = 1..M and local ends (M_k -> E) for k = 1..M-1 */
+ int j0_is_reachable = FALSE; /* TRUE if we can reach j0 for some node */
+ /* ptrs to cp9b data, for convenience */
+ int *pn_min_m; /* pn_min_m[k] = first position in HMM band for match state of HMM node k */
+ int *pn_max_m; /* pn_max_m[k] = final position in HMM band for match state of HMM node k */
+ int *pn_min_i; /* pn_min_i[k] = first position in HMM band for insert state of HMM node k */
+ int *pn_max_i; /* pn_max_i[k] = final position in HMM band for insert state of HMM node k */
+ int *pn_min_d; /* pn_min_d[k] = first position in HMM band for delete state of HMM node k */
+ int *pn_max_d; /* pn_max_d[k] = final position in HMM band for delete state of HMM node k */
+
+ if((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) && (! (cm->cp9->flags & CPLAN9_LOCAL_END))) ESL_FAIL(eslEINCOMPAT, errbuf, "HMMBandsEnforceValidParse(), HMM has local begins ON but local ends OFF. Both must be on, or both must be off.");
+ local_begins_ends_on = ((cm->cp9->flags & CPLAN9_LOCAL_BEGIN) && (cm->cp9->flags & CPLAN9_LOCAL_END)) ? TRUE : FALSE;
+
+ pn_min_m = cp9b->pn_min_m;
+ pn_max_m = cp9b->pn_max_m;
+ pn_min_i = cp9b->pn_min_i;
+ pn_max_i = cp9b->pn_max_i;
+ pn_min_d = cp9b->pn_min_d;
+ pn_max_d = cp9b->pn_max_d;
+
+ /* allocate and initialize */
+ ESL_ALLOC(r_mn, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_mx, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_in, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_ix, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_dn, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_dx, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_nn_i, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_nx_i, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_nn_j, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_nx_j, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_nn_hmm, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(r_nx_hmm, sizeof(int) * (hmm_M+1));
+
+ for(k = 0; k <= hmm_M; k++) {
+ r_mn[k] = r_in[k] = r_dn[k] = r_nn_i[k] = r_nn_j[k] = r_nn_hmm[k] = INT_MAX;
+ r_mx[k] = r_ix[k] = r_dx[k] = r_nx_i[k] = r_nx_j[k] = r_nx_hmm[k] = INT_MIN;
+ }
+ r_begn = INT_MAX;
+ r_begx = INT_MIN;
+ r_endn = INT_MAX;
+ r_endx = INT_MIN;
+
+ ESL_ALLOC(was_unr, sizeof(int) * (hmm_M+1));
+ ESL_ALLOC(filled_gap, sizeof(int) * (hmm_M+1));
+ esl_vec_ISet(was_unr, (hmm_M+1), FALSE);
+ esl_vec_ISet(filled_gap, (hmm_M+1), FALSE);
+
+ /* debugging printf block */
+ /*////cp9_DebugPrintHMMBands(stdout, j0, cp9b, cm->tau, 1);*/
+ /*////printf("j0: %d\n", j0); */
+
+ /* Note on comment nomenclature:
+ * M_k: match state of node k
+ * I_k: insert state of node k
+ * D_k: detele state of node k
+ */
+
+ if(! doing_search) assert(pn_min_m[0] == (i0-1));
+ if(pn_min_m[0] != -1) {
+ r_mn[0] = pn_min_m[0]; /* initialize min reachable residue for M_0 as pn_min_m[0] */
+ r_mx[0] = pn_max_m[0]; /* initialize min reachable residue for M_0 as pn_max_m[0] */
+ }
+
+ /* The main loop: for each node, for each state, determine which residues are reachable given
+ * the reachable residues for the states in the previous node and current node.
+ * The order is important: first we account for all transitions to the insert state of the same
+ * node, as the reachable band on the insert will affect later transitions.
+ * Then we do all transitions to the match of the next node, and finally to the delete of the
+ * next node.
+ */
+ for(k = 0; k <= hmm_M; k++) {
+ if(pn_min_m[k] == -1) ESL_DASSERT1((pn_max_m[k] == -1));
+ if(pn_min_i[k] == -1) ESL_DASSERT1((pn_max_i[k] == -1));
+ if(pn_min_d[k] == -1) ESL_DASSERT1((pn_max_d[k] == -1));
+ just_filled_gap = FALSE;
+
+ /* transitions to insert of node k (I_k) */
+ if(r_mn[k] <= r_mx[k]) { /* M_k is reachable */
+ /* M_k->I_k transition */
+ if(pn_min_i[k] != -1) {
+ n = r_mn[k]+1;
+ x = r_mx[k]+1;
+ if((ESL_MIN(x, pn_max_i[k]) - ESL_MAX(n, pn_min_i[k])) >= 0) { /* TRUE if n..x overlaps with pn_min_i[k]..pn_max_i[k] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_i[k]); /* n can't be less than pn_min_i[k] */
+ n = ESL_MIN(n, pn_max_i[k]); /* n can't be more than pn_max_i[k] */
+ x = ESL_MIN(x, pn_max_i[k]); /* x can't be more than pn_max_i[k] */
+ /* no need to check if we need to fill a gap, not an issue for inserts which can self-transit and fill their own gaps */
+ r_in[k] = ESL_MIN(r_in[k], n);
+ r_ix[k] = ESL_MAX(r_ix[k], x);
+ ESL_DASSERT1((r_in[k] <= r_ix[k]));
+ }
+ }
+ }
+ if(r_dn[k] <= r_dx[k]) {
+ /* D_k->I_k transition */
+ if(pn_min_i[k] != -1) {
+ n = r_dn[k]+1;
+ x = r_dx[k]+1;
+ if((ESL_MIN(x, pn_max_i[k]) - ESL_MAX(n, pn_min_i[k])) >= 0) { /* TRUE if n..x overlaps with pn_min_i[k]..pn_max_i[k] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_i[k]); /* n can't be less than pn_min_i[k] */
+ n = ESL_MIN(n, pn_max_i[k]); /* n can't be more than pn_max_i[k] */
+ x = ESL_MIN(x, pn_max_i[k]); /* x can't be more than pn_max_i[k] */
+ /* no need to check if we need to fill a gap, not an issue for inserts which can self-transit and fill their own gaps */
+ r_in[k] = ESL_MIN(r_in[k], n);
+ r_ix[k] = ESL_MAX(r_ix[k], x);
+ ESL_DASSERT1((r_in[k] <= r_ix[k]));
+ }
+ }
+ }
+ if(r_in[k] <= r_ix[k]) {
+ /* I_k -> I_k transition */
+ ESL_DASSERT1((r_ix[k] <= pn_max_i[k]));
+ /* I_k->I_k transition (first b/c self transitions are possible) */
+ if(pn_min_i[k] != -1) { /* special case, self emitter, if we can enter this INSERT state, for any valid residue, we can emit residues until we reach pn_max_i[k] */
+ if(r_in[k] <= pn_max_i[k]) { /* we can reach this insert for i == r_in[k], then emit until pn_max_i[k] */
+ r_ix[k] = pn_max_i[k];
+ }
+ else {
+ r_in[k] = INT_MAX;
+ r_ix[k] = INT_MIN;
+ }
+ }
+ }
+ /* done with transitions to I_k */
+
+ /* transitions to match of node k+1 (M_k+1) */
+ if(k < hmm_M) { /* state M_M+1 is special, it's the END state, we deal with that below */
+ if(r_mn[k] <= r_mx[k]) {
+ /* M_k->M_k+1 transition */
+ if(pn_min_m[k+1] != -1) {
+ n = r_mn[k]+1;
+ x = r_mx[k]+1;
+ if((ESL_MIN(x, pn_max_m[k+1]) - ESL_MAX(n, pn_min_m[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_m[k+1]..pn_max_m[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_m[k+1]); /* n can't be less than pn_min_m[k+1] */
+ n = ESL_MIN(n, pn_max_m[k+1]); /* n can't be more than pn_max_m[k+1] */
+ x = ESL_MIN(x, pn_max_m[k+1]); /* x can't be more than pn_max_m[k+1] */
+ if(r_mn[k+1] != INT_MAX) {
+ if(!local_begins_ends_on && ESL_MIN(x, r_mx[k+1]) - ESL_MAX(n, r_mn[k+1]) < -1) {
+ /* there's a 'gap' of >= 1 residue between n..x and r_mn[k+1].._r_mx[k+1], fill the gap by expanding band of I_k */
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_mn[k+1], r_mx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ }
+ r_mn[k+1] = ESL_MIN(r_mn[k+1], n);
+ r_mx[k+1] = ESL_MAX(r_mx[k+1], x);
+ ESL_DASSERT1((r_mn[k+1] <= r_mx[k+1]));
+ }
+ }
+ }
+ /* D_k->M_k+1 transition */
+ if(r_dn[k] <= r_dx[k]) {
+ if(pn_min_m[k+1] != -1) {
+ n = r_dn[k]+1;
+ x = r_dx[k]+1;
+ if((ESL_MIN(x, pn_max_m[k+1]) - ESL_MAX(n, pn_min_m[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_m[k+1]..pn_max_m[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_m[k+1]); /* n can't be less than pn_min_m[k+1] */
+ n = ESL_MIN(n, pn_max_m[k+1]); /* n can't be more than pn_max_m[k+1] */
+ x = ESL_MIN(x, pn_max_m[k+1]); /* x can't be more than pn_max_m[k+1] */
+ if(r_mn[k+1] != INT_MAX) {
+ if(!local_begins_ends_on && ESL_MIN(x, r_mx[k+1]) - ESL_MAX(n, r_mn[k+1]) < -1) {
+ /* there's a 'gap' of >= 1 residue between n..x and r_mn[k+1].._r_mx[k+1], fill the gap by expanding band of I_k */
+ ESL_DASSERT1((k != 0));
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_mn[k+1], r_mx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ }
+ r_mn[k+1] = ESL_MIN(r_mn[k+1], n);
+ r_mx[k+1] = ESL_MAX(r_mx[k+1], x);
+ ESL_DASSERT1((r_mn[k+1] <= r_mx[k+1]));
+ }
+ }
+ }
+ /* I_k->M_k+1transition */
+ if(r_in[k] <= r_ix[k]) {
+ if(pn_min_m[k+1] != -1) {
+ n = r_in[k]+1;
+ x = r_ix[k]+1;
+ if((ESL_MIN(x, pn_max_m[k+1]) - ESL_MAX(n, pn_min_m[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_m[k+1]..pn_max_m[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_m[k+1]); /* n can't be less than pn_min_m[k+1] */
+ n = ESL_MIN(n, pn_max_m[k+1]); /* n can't be more than pn_max_m[k+1] */
+ x = ESL_MIN(x, pn_max_m[k+1]); /* x can't be more than pn_max_m[k+1] */
+ if(!local_begins_ends_on && ESL_MIN(x, r_mx[k+1]) - ESL_MAX(n, r_mn[k+1]) < -1) {
+ /* there's a 'gap' of >= 1 residue between n..x and r_mn[k+1].._r_mx[k+1], fill the gap by expanding band of I_k */
+ ESL_DASSERT1((k != 0));
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_mn[k+1], r_mx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ r_mn[k+1] = ESL_MIN(r_mn[k+1], n);
+ r_mx[k+1] = ESL_MAX(r_mx[k+1], x);
+ ESL_DASSERT1((r_mn[k+1] <= r_mx[k+1]));
+ }
+ }
+ }
+ /* EL_kp->M_k+1 transition, we could have come from 1 or more EL states */
+ if(cm->cp9->flags & CPLAN9_EL) {
+ if(pn_min_m[k+1] != -1) {
+ for(c = 0; c < cm->cp9->el_from_ct[k+1]; c++) { /* el_from_ct[k+1] holds # ELs that can go to k+1 */
+ kp = cm->cp9->el_from_idx[k+1][c];
+ if(r_mn[kp] <= r_mx[kp]) {
+ n = r_mn[kp]; /* EL's can emit 0 or more residues */
+ x = j0; /* EL's can emit 0 or more residues */
+ if((ESL_MIN(x, pn_max_m[k+1]) - ESL_MAX(n, pn_min_m[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_m[k+1]..pn_max_m[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_m[k+1]); /* n can't be less than pn_min_m[k+1] */
+ n = ESL_MIN(n, pn_max_m[k+1]); /* n can't be more than pn_max_m[k+1] */
+ x = ESL_MIN(x, pn_max_m[k+1]); /* x can't be more than pn_max_m[k+1] */
+ if(r_mn[k+1] != INT_MAX) {
+ if(!local_begins_ends_on && ESL_MIN(x, r_mx[k+1]) - ESL_MAX(n, r_mn[k+1]) < -1) {
+ /* there's a 'gap' of >= 1 residue between n..x and r_mn[k+1].._r_mx[k+1], fill the gap by expanding band of I_k */
+ ESL_DASSERT1((k != 0));
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_mn[k+1], r_mx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ }
+ r_mn[k+1] = ESL_MIN(r_mn[k+1], n);
+ r_mx[k+1] = ESL_MAX(r_mx[k+1], x);
+ ESL_DASSERT1((r_mn[k+1] <= r_mx[k+1]));
+ }
+ }
+ }
+ }
+ }
+ /* Begin ->M_k+1 transition, if local begins are on, we could go B->M_k+1, this is always true if M_k+1 is reachbale and (doing_search),
+ * if we're doing alignment this is true only if the first residue is within the band on M_k+1
+ */
+ if(local_begins_ends_on) {
+ if(pn_min_m[k+1] != -1) {
+ if(doing_search) {
+ n = pn_min_m[k+1];
+ x = pn_max_m[k+1];
+ r_mn[k+1] = ESL_MIN(r_mn[k+1], n);
+ r_mx[k+1] = ESL_MAX(r_mx[k+1], x);
+ }
+ else { /* doing alignment, we can only do a local begin into M_k+1 if the first residue is within it's band */
+ if(pn_min_m[k+1] == r_mn[0]+1) {
+ r_mn[k+1] = ESL_MIN(r_mn[k+1], r_mn[0]+1);
+ r_mx[k+1] = ESL_MAX(r_mx[k+1], r_mn[0]+1); /* not a typo, r_mx[0] == r_mn[0] (it's the begin state) */
+ }
+ }
+ }
+ }
+ } /* end of if(k < hmm_M) */
+ /* transitions to END state */
+ if(k == hmm_M || local_begins_ends_on) { /* handle transitions from M_k to END */
+ if(r_mn[k] <= r_mx[k] && cm->cp9->esc[k] != -INFTY) { /* if M_k is reachable and we're allowed to transit to E */
+ /* M_k->E transition */
+ n = r_mn[k];
+ x = r_mx[k];
+ /* note: we don't have to worry about filling gaps here (that is if gap of >= 1 residue between [n..x] and [r_endn..r_endx]
+ * because end state is last state we care about, if we can reach it for residue in n..x or r_endn..r_endx, set band to
+ * include all those residues (min(n, r_end_n)..max(x, r_endx)) is harmless, a CM parse WILL exist for some residue in that range
+ * and the CM will be able to find it */
+ r_endn = ESL_MIN(r_endn, n);
+ r_endx = ESL_MAX(r_endx, x);
+ /*////printf("0 r_endn,x: %d..%d (k: %d) \n", r_endn, r_endx, k);*/
+ ESL_DASSERT1((r_endn <= r_endx));
+ }
+ }
+ if(k == hmm_M) { /* if we're at the last node, we could also get to END from D_k, or I_k */
+ if(r_dn[k] <= r_dx[k] && cm->cp9->tsc[CTDM][k] != -INFTY) { /* if D_k is reachable and we're allowed to transit to E */
+ /* D_M->E transition */
+ n = r_dn[k];
+ x = r_dx[k];
+ /* note: we don't have to worry about filling gaps here (see more verbose comment above for M_k->E transition) */
+ r_endn = ESL_MIN(r_endn, n);
+ r_endx = ESL_MAX(r_endx, x);
+ /*////printf("1 r_endn,x: %d..%d\n", r_endn, r_endx);*/
+ ESL_DASSERT1((r_endn <= r_endx));
+ }
+ if(r_in[k] <= r_ix[k] && cm->cp9->tsc[CTIM][k] != -INFTY) { /* if I_k is reachable and we're allowed to transit to E */
+ /* I_M->E transition */
+ n = r_in[k];
+ x = r_in[k];
+ /* note: we don't have to worry about filling gaps here (see more verbose comment above for M_k->E transition) */
+ r_endn = ESL_MIN(r_endn, n);
+ r_endx = ESL_MAX(r_endx, x);
+ /*////printf("2 r_endn,x: %d..%d\n", r_endn, r_endx);*/
+ ESL_DASSERT1((r_endn <= r_endx));
+ }
+ /* finally, deal with the possibility that we go to E from an EL state */
+ if(cm->cp9->flags & CMH_LOCAL_END) {
+ for(c = 0; c < cm->cp9->el_from_ct[k+1]; c++) { /* el_from_ct[k+1] holds # ELs that can go to k+1 */
+ kp = cm->cp9->el_from_idx[k+1][c];
+ if(r_mn[kp] <= r_mx[kp]) {
+ n = r_mn[kp]; /* EL's can emit 0 or more residues */
+ x = j0;
+ r_endn = ESL_MIN(r_endn, n);
+ r_endx = ESL_MAX(r_endx, x);
+ /*////printf("3 c: %d..%d r_endn: %d\n", c, r_endn, r_endx);*/
+ ESL_DASSERT1((r_endn <= r_endx));
+ }
+ }
+ }
+ } /* end of if k == hmm_M, done with transitions to match of node k+1 */
+
+ /* transitions to delete of node k+1 (D_k+1)*/
+ if(k < hmm_M) {
+ /* M_k -> D_k+1 transition */
+ if(r_mn[k] <= r_mx[k]) {
+ if(pn_min_d[k+1] != -1) {
+ n = r_mn[k];
+ x = r_mx[k];
+ if((ESL_MIN(x, pn_max_d[k+1]) - ESL_MAX(n, pn_min_d[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_d[k+1]..pn_max_d[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_d[k+1]); /* n can't be less than pn_min_d[k+1] */
+ n = ESL_MIN(n, pn_max_d[k+1]); /* n can't be more than pn_max_d[k+1] */
+ x = ESL_MIN(x, pn_max_d[k+1]); /* x can't be more than pn_max_d[k+1] */
+ if(r_dn[k+1] != INT_MAX) {
+ if(!local_begins_ends_on && ESL_MIN(x, r_dx[k+1]) - ESL_MAX(n, r_dn[k+1]) < -1) {
+ /* there's a 'gap' of >= 1 residue between n..x and r_dn[k+1].._r_dx[k+1], fill the gap by expanding band of I_k */
+ ESL_DASSERT1((k != 0));
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_dn[k+1], r_dx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ }
+ r_dn[k+1] = ESL_MIN(r_dn[k+1], n);
+ r_dx[k+1] = ESL_MAX(r_dx[k+1], x);
+ ESL_DASSERT1((r_dn[k+1] <= r_dx[k+1]));
+ }
+ }
+ }
+ /* I_k -> D_k+1 transition */
+ if(r_in[k] <= r_ix[k]) {
+ /* I_k->D_k+1 transition */
+ if(pn_min_d[k+1] != -1) {
+ n = r_in[k];
+ x = r_ix[k];
+ if((ESL_MIN(x, pn_max_d[k+1]) - ESL_MAX(n, pn_min_d[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_d[k+1]..pn_max_d[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_d[k+1]); /* n can't be less than pn_min_d[k+1] */
+ n = ESL_MIN(n, pn_max_d[k+1]); /* n can't be more than pn_max_d[k+1] */
+ x = ESL_MIN(x, pn_max_d[k+1]); /* x can't be more than pn_max_d[k+1] */
+ if(r_dn[k+1] != INT_MAX) {
+ if(!local_begins_ends_on && ESL_MIN(x, r_dx[k+1]) - ESL_MAX(n, r_dn[k+1]) < -1) {
+ /* there's a 'gap' of >= 1 residue between n..x and r_dn[k+1].._r_dx[k+1], fill the gap by expanding band of I_k */
+ ESL_DASSERT1((k != 0));
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_dn[k+1], r_dx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ }
+ r_dn[k+1] = ESL_MIN(r_dn[k+1], n);
+ r_dx[k+1] = ESL_MAX(r_dx[k+1], x);
+ ESL_DASSERT1((r_dn[k+1] <= r_dx[k+1]));
+ }
+ }
+ }
+ /* D_k -> D_k+1 */
+ if(r_dn[k] <= r_dx[k]) {
+ if(pn_min_d[k+1] != -1) {
+ n = r_dn[k];
+ x = r_dx[k];
+ if((ESL_MIN(x, pn_max_d[k+1]) - ESL_MAX(n, pn_min_d[k+1])) >= 0) { /* TRUE if n..x overlaps with pn_min_d[k+1]..pn_max_d[k+1] by at least 1 residue */
+ n = ESL_MAX(n, pn_min_d[k+1]); /* n can't be less than pn_min_d[k+1] */
+ n = ESL_MIN(n, pn_max_d[k+1]); /* n can't be more than pn_max_d[k+1] */
+ x = ESL_MIN(x, pn_max_d[k+1]); /* x can't be more than pn_max_d[k+1] */
+ if(r_dn[k+1] != INT_MAX) {
+ if(!local_begins_ends_on && ESL_MIN(x, r_dx[k+1]) - ESL_MAX(n, r_dn[k+1]) < -1) { /* FALSE if n..x overlaps with r_mn[k+1].._r_mx[k+1] by at least 1 residue, if FAILs we have to pick to either NOT change r_mn, r_mx, or change them to n and x */
+ ESL_DASSERT1((k != 0));
+ if((status = HMMBandsFillGap(cp9b, errbuf, k, n, x, r_dn[k+1], r_dx[k+1], r_mn[k-1], r_dn[k-1])) != eslOK) return status;
+ just_filled_gap = TRUE;
+ }
+ }
+ r_dn[k+1] = ESL_MIN(r_dn[k+1], n);
+ r_dx[k+1] = ESL_MAX(r_dx[k+1], x);
+ ESL_DASSERT1((r_dn[k+1] <= r_dx[k+1]));
+ }
+ }
+ }
+ }
+
+ /* update the reachable-by-node bands, which residues can we reach this node for?
+ * inside the following if's we don't have to check if r_*n[k], r_*x[k] == INT_MAX or
+ * INT_MIN, b/c we only enter the ifs if r_*n[k] <= r_*x[k]
+ */
+ if(r_mn[k] <= r_mx[k]) { /* M_k is reachable for i = r_mn[k]..r_mx[k] */
+ r_nn_hmm[k] = ESL_MIN(r_nn_hmm[k], r_mn[k]);
+ r_nx_hmm[k] = ESL_MAX(r_nx_hmm[k], r_mx[k]);
+
+ sd = 1;
+ if(k != hmm_M) {
+ r_nn_i[k+1] = ESL_MIN(r_nn_i[k+1], r_mn[k]+sd);
+ r_nx_i[k+1] = ESL_MAX(r_nx_i[k+1], r_mx[k]+sd);
+ }
+ if(k != 0) {
+ r_nn_j[k-1] = ESL_MIN(r_nn_j[k-1], r_mn[k]-sd);
+ r_nx_j[k-1] = ESL_MAX(r_nx_j[k-1], r_mx[k]-sd);
+ }
+ if((local_begins_ends_on && k > 0) || k == hmm_M) { /* we can go to end from M_k with i from r_mn[k]..r_mx[k] */
+ if(doing_search) {
+ r_nn_j[k] = ESL_MIN(r_nn_j[k], r_mn[k]);
+ r_nx_j[k] = ESL_MAX(r_nx_j[k], r_mx[k]);
+ }
+ else { /* have to emit j0 from last match state visited */
+ if(r_mx[k] == j0) {
+ r_nn_j[k] = ESL_MIN(r_nn_j[k], j0);
+ r_nx_j[k] = ESL_MAX(r_nx_j[k], j0);
+ }
+ }
+ }
+ if((local_begins_ends_on && k > 0) || k == 1) { /* we can go from begin to M_k with i to r_mn[k]..r_mx[k] */
+ if(doing_search) {
+ r_nn_i[k] = ESL_MIN(r_nn_i[k], r_mn[k]);
+ r_nx_i[k] = ESL_MAX(r_nx_i[k], r_mx[k]);
+ /* superfluous */
+ r_begn = ESL_MIN(r_begn, r_mn[k]);
+ r_begx = ESL_MAX(r_begx, r_mx[k]);
+ }
+ else { /* have to emit i0 from first match state entered */
+ if(r_mn[k] == i0) {
+ r_nn_i[k] = ESL_MIN(r_nn_i[k], i0);
+ r_nx_i[k] = ESL_MAX(r_nx_i[k], i0);
+ }
+ }
+ }
+ }
+ if(r_in[k] <= r_ix[k]) { /* I_k is reachable for i = r_in[k]..r_ix[k] */
+ r_nn_hmm[k] = ESL_MIN(r_nn_hmm[k], r_in[k]);
+ r_nx_hmm[k] = ESL_MAX(r_nx_hmm[k], r_ix[k]);
+
+ sd = 1;
+ if(k != hmm_M) {
+ r_nn_i[k+1] = ESL_MIN(r_nn_i[k+1], r_in[k]+sd);
+ r_nx_i[k+1] = ESL_MAX(r_nx_i[k+1], r_ix[k]+sd);
+ }
+ r_nn_j[k] = ESL_MIN(r_nn_j[k], r_in[k]-sd);
+ r_nx_j[k] = ESL_MAX(r_nx_j[k], r_ix[k]-sd);
+
+ /* superfluous */
+ if(k == 0) {
+ r_begn = ESL_MIN(r_begn, r_in[k]);
+ r_begx = ESL_MAX(r_begx, r_ix[k]);
+ }
+ }
+ if(r_dn[k] <= r_dx[k]) { /* D_k is reachable for i = r_dn[k]..r_dx[k] */
+ r_nn_hmm[k] = ESL_MIN(r_nn_hmm[k], r_dn[k]);
+ r_nx_hmm[k] = ESL_MAX(r_nx_hmm[k], r_dx[k]);
+
+ sd = 0;
+ if(k != hmm_M) {
+ r_nn_i[k+1] = ESL_MIN(r_nn_i[k+1], r_dn[k]+1); /* off-by-one */
+ r_nx_i[k+1] = ESL_MAX(r_nx_i[k+1], r_dx[k]+1); /* off-by-one */
+ }
+ if(k != 0) {
+ r_nn_j[k-1] = ESL_MIN(r_nn_j[k-1], r_dn[k]);
+ r_nx_j[k-1] = ESL_MAX(r_nx_j[k-1], r_dx[k]);
+ }
+ if(k == 1) {
+ r_begn = ESL_MIN(r_begn, r_dn[k]+1);
+ r_begx = ESL_MAX(r_begx, r_dx[k]+1);
+ }
+ }
+ /* is the node reachable? (it doesn't matter if we're in local mode) */
+ if((!local_begins_ends_on) && (r_mn[k] > r_mx[k]) && (r_dn[k] > r_dx[k])) {
+ assert(k != 0);
+ ESL_DASSERT1((just_filled_gap == FALSE));
+ ESL_DPRINTF1(("! HMM node %d is unreachable hmm!\n", k));
+ if(was_unr[k]) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "HMMBandsEnforceValidParse() node k %d was determined unreachable in second pass! Shouldn't happen (coding error).\n", k);
+ was_unr[k] = TRUE;
+ /* expand the bands so k becomes reachable, using a greedy technique */
+ if((status = HMMBandsFixUnreachable(cp9b, errbuf, k, r_nn_hmm[k-1], r_nx_hmm[k-1], r_in[k-1])) != eslOK) return status;
+ /* to ensure we can now reach node k, we simply decrement k by 2, then
+ * we'll reenter the loop above for k=k-1, and check if k is reachable with
+ * new band on I_k-1. This is unnecessary if the code is right, used here just
+ * to check.
+ */
+ k -= 2;
+ }
+ else if(just_filled_gap == TRUE) {
+ ESL_DPRINTF1(("! HMM node %d filled a gap!\n", k));
+ if(filled_gap[k] == TRUE) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "HMMBandsEnforceValidParse() node k %d needed a gap filled in second pass! Shouldn't happen (coding error).\n", k);
+ filled_gap[k] = TRUE;
+ /* to ensure we can now reach node k, we simply decrement k by 2, then
+ * we'll reenter the loop above for k=k, and check if k is reachable with
+ * new band on I_k. This is unnecessary if the code is right, used here just
+ * to check.
+ */
+ k -= 1;
+ }
+ else if(r_nx_hmm[k] == j0) j0_is_reachable = TRUE;
+ }
+ /* final check, if we're doing alignment, the first residue i0, must be first emitted
+ * residue, and the final residue, j0 must be final emittable residue. Enforce it.
+ */
+ if(! doing_search) {
+ r_begn = i0;
+ r_begx = i0;
+ r_endn = j0;
+ r_endx = j0;
+ }
+
+ /* A hack! set r_nn_j[hmm_M] to rend_n and r_nx_j[hmm_M] to rend_x, b/c we
+ * only use r_nn_j[hmm_M] and r_nx_j[hmm_M] to set j bands on states of non-right
+ * emitting CM nodes (non-MATR MATP nodes) and we need the ones above all non
+ * emitters (where rpos == hmm_M) to have the j bands equal to the band on the
+ * HMM END state. This is a hack b/c there should be a band on the E state itself,
+ * which should map to right half of ROOT_S, but I didn't implement it that way.
+ */
+ r_nn_i[1] = ESL_MIN(r_nn_i[1], r_begn);
+ r_nx_i[1] = ESL_MAX(r_nx_i[1], r_begx);
+ r_nn_j[hmm_M] = ESL_MIN(r_nn_j[hmm_M], r_endn);
+ r_nx_j[hmm_M] = ESL_MAX(r_nx_j[hmm_M], r_endx);
+
+ for(k = 0; k <= hmm_M; k++) {
+ if(r_mn[k] == INT_MAX) r_mn[k] = -1;
+ if(r_mx[k] == INT_MIN) r_mx[k] = -2;
+ if(r_in[k] == INT_MAX) r_in[k] = -1;
+ if(r_ix[k] == INT_MIN) r_ix[k] = -2;
+ if(r_dn[k] == INT_MAX) r_dn[k] = -1;
+ if(r_dx[k] == INT_MIN) r_dx[k] = -2;
+
+ if(!local_begins_ends_on) {
+ ESL_DASSERT1((r_nn_i[k] != INT_MAX || k == 0));
+ ESL_DASSERT1((r_nx_i[k] != INT_MIN || k == 0));
+ ESL_DASSERT1((r_nn_j[k] != INT_MAX));
+ ESL_DASSERT1((r_nx_j[k] != INT_MIN));
+ }
+ else {
+ if(r_nn_i[k] == INT_MAX) r_nn_i[k] = -1;
+ if(r_nx_i[k] == INT_MIN) r_nx_i[k] = -2;
+ if(r_nn_j[k] == INT_MAX) r_nn_j[k] = -1;
+ if(r_nx_j[k] == INT_MIN) r_nx_j[k] = -2;
+ }
+ }
+
+
+ *ret_r_mn = r_mn;
+ *ret_r_mx = r_mx;
+ *ret_r_in = r_in;
+ *ret_r_ix = r_ix;
+ *ret_r_dn = r_dn;
+ *ret_r_dx = r_dx;
+ *ret_r_nn_i = r_nn_i;
+ *ret_r_nx_i = r_nx_i;
+ *ret_r_nn_j = r_nn_j;
+ *ret_r_nx_j = r_nx_j;
+ free(was_unr);
+ free(filled_gap);
+ free(r_nn_hmm);
+ free(r_nx_hmm);
+
+ /* debugging printf block */
+ int v, nd;
+ for(k = 0; k <= hmm_M; k++) {
+ /*////printf("HMM k:%4d\t\t", k);*/
+ v = cp9map->hns2cs[k][HMMMATCH][0];
+ nd = cm->ndidx[v];
+ /*////if(r_mn[k] != -1) { printf(" %4d %4d (v: %4d %4d %4s %2s) ", r_mn[k], r_mx[k], v, nd, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v])); }*/
+ /*////else { printf(" %4s %4s (v: %4d %4d %4s %2s) ", "", "", v, nd, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v])); }*/
+
+ v = cp9map->hns2cs[k][HMMINSERT][0];
+ nd = cm->ndidx[v];
+ /*////if(r_in[k] != -1) { printf(" %4d %4d (v: %4d %4d %4s %2s) ", r_in[k], r_ix[k], v, nd, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v])); }*/
+ /*////else { printf(" %4s %4s (v: %4d %4d %4s %2s) ", "", "", v, nd, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v])); }*/
+
+ if(k != 0) {
+ v = cp9map->hns2cs[k][HMMDELETE][0];
+ nd = cm->ndidx[v];
+ /*////if(r_dn[k] != -1) { printf(" %4d %4d (v: %4d %4d %4s %2s)\n", r_dn[k], r_dx[k], v, nd, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v])); }*/
+ /*////else { printf(" %4s %4s (v: %4d %4d %4s %2s)\n", "", "", v, nd, Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v])); }*/
+ }
+ /*////else { printf("\n"); }*/
+ }
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "HMMBandsEnforceValidParse(): memory allocation error.");
+ return eslOK; /* neverreached */
+}
+
+/* Function: HMMBandsFixUnreachable()
+ * Incept: EPN, Fri Feb 1 17:12:55 2008
+ *
+ * Purpose: Expand the HMM bands such that a parse becomes
+ * possible up through node <k>. We know that a parse
+ * is possible up through node <k-1>, the reachable
+ * range of residues for all possible parses up to
+ * node <k-1> is from <r_prv_min> to <r_prv_max>.
+ *
+ * Note: The technique used for expanding the bands was
+ * selected for it's *relative* simplicity. It does not
+ * expand the bands in any smart way that is aware of
+ * probability mass or score of the newly possible parses
+ * during the band expansion. You could try to do that,
+ * but I don't think it's worth it. This function is only
+ * entered if the default bands (prior to expansion)
+ * do not allow a single parse, in which case the bands are
+ * too tight, and the smart solution is to lower tau,
+ * the tail loss parameter. In other words this function is
+ * only very rarely used for reasonable values of tau
+ * ('reasonable' determined from empirical expts, and
+ * enforced by getopts). This function is necessary
+ * for the HMM banding technique to be robust though,
+ * otherwise it's possible that the HMM bands make all
+ * parses impossible, which is bad, because that means
+ * all CM parses are impossible too.
+ *
+ * There are two possible scenarios for why node k
+ * is unreachable, each with a different solution
+ * this function determines which scenario node k is
+ * in and then fixes it. The scenarios are described
+ * in comments in the code below.a
+ *
+ * Args: cp9b - the CP9 bands object
+ * errbuf - for error messages
+ * k - the node we want to make reachable
+ * r_prv_min - minimal possible residue index accounted for in any parse up to and including node k-1
+ * r_prv_max - maximal possible residue index accounted for in any parse up to and including node k-1
+ * r_insert_prv_min - minimal possible residue index accounted for in any parse up to and state I_k-1
+ *
+ * Returns: eslOK on success
+ * eslEMEM if a memory allocation error occurs
+ */
+int
+HMMBandsFixUnreachable(CP9Bands_t *cp9b, char *errbuf, int k, int r_prv_min, int r_prv_max, int r_insert_prv_min)
+{
+
+ int kp; /* k prime, a node counter */
+ int nxt_m; /* minimal possible residue index we must account for before entering M_k */
+ int nxt_d; /* minimal possible residue index we must account for before entering D_k */
+ int nxt_n; /* minimal possible residue index we must account for before entering either M_k or D_k */
+
+ ESL_DASSERT1((k != 0));
+ ESL_DASSERT1((r_prv_min != INT_MAX));
+ ESL_DASSERT1((r_prv_max != INT_MIN));
+ ESL_DASSERT1((r_prv_min <= r_prv_max));
+
+ /* scenario 1: there's a 'hole' of at least 1 residue between the residue posns that can be reached
+ * for node k-1 (these are r_prv_min..r_prv_max) and by node k's match or delete state.
+ * our solution is to allow the I_k-1 (node k-1 insert state) to emit the residues in
+ * the 'hole', then we know we can reach either node k's match or delete.
+ */
+ /* check if we're in scenario 1 */
+
+ /* initialize, if neither nxt_m nor nxt_d doesn't change, we know we're not in scenario 1 */
+ nxt_m = -1;
+ nxt_d = -1;
+ if(cp9b->pn_min_m[k] != -1 && cp9b->pn_max_m[k] != -1) {
+ ESL_DASSERT1((cp9b->pn_max_m[k] >= cp9b->pn_min_m[k]));
+ if(cp9b->pn_max_m[k]-1 > r_prv_min) { /* if we go from I_k-1 to M_k, we have to emit 1 residue from M_k, that's
+ * why we have cp9b->pn_max_m[k]-1 (i.e. the -1 is for the StateDelta) */
+ nxt_m = ESL_MAX(cp9b->pn_min_m[k]-1, r_prv_min); /* we could get from node k-1 to node k's match state by using I_k-1 to fill the 'hole' */
+ }
+ }
+ if(cp9b->pn_min_d[k] != -1 && cp9b->pn_max_d[k] != -1) {
+ ESL_DASSERT1((cp9b->pn_max_d[k] >= cp9b->pn_min_d[k]));
+ if(cp9b->pn_max_d[k] > r_prv_min) { /* if we go from I_k-1 to D_k, we don't emit from D_k so there's no -1 as above with M_k */
+ nxt_d = ESL_MAX(cp9b->pn_min_d[k], r_prv_min);/* we could get from node k-1 to node k's delete state by using I_k-1 to fill the 'hole' */
+ }
+ }
+ if(nxt_m != -1 || nxt_d != -1) {
+ /* we're in scenario 1, there's a 'hole' of missing residues we have to account for before entering node k,
+ * determine the easier route, to M_k or D_k? (pick route with less required I_k-1 emissions) */
+ if (nxt_m == -1) nxt_n = nxt_d;
+ else if (nxt_d == -1) nxt_n = nxt_m;
+ else nxt_n = ESL_MIN(nxt_m, nxt_d);
+
+ /* now doctor I_k-1's bands so that:
+ * (a) I_k-1 is reachable from at least one of M_k-1, D_k-1
+ * (b) I_k-1 can transit to M_k or D_k
+ */
+ if(cp9b->pn_min_i[k-1] != -1) cp9b->pn_min_i[k-1] = ESL_MIN(cp9b->pn_min_i[k-1], r_prv_min+1);
+ else cp9b->pn_min_i[k-1] = r_prv_min+1;
+ if(cp9b->pn_max_i[k-1] != -1) cp9b->pn_max_i[k-1] = ESL_MAX(cp9b->pn_max_i[k-1], nxt_n);
+ else cp9b->pn_max_i[k-1] = nxt_n;
+ ESL_DASSERT1((cp9b->pn_max_i[k-1] >= cp9b->pn_min_i[k-1]));
+ ESL_DPRINTF1(("scenario 1 reset k from %d to %d\n", k+2, k));
+ }
+ else {
+ /* scenario 2: the opposite of scenario 1. All possible parses that reach node k-1 have already emitted too many
+ * residues to reach node k. In other words, the maximal residue in the HMM band on node k's match
+ * and delete states has been already been emitted by all possible parses that end at node k-1.
+ * We have to use the delete states of nodes k...kp, where kp is the leftmost node that we can reach
+ * M_kp and emit residue i==r_prv_min+1 or visit D_kp with i == r_prv_min.
+ */
+ kp = k;
+ while(kp <= cp9b->hmm_M && ((cp9b->pn_max_m[kp] < (r_prv_min+1)) && (cp9b->pn_max_d[kp] < (r_prv_min)))) { /* note cp9b->pn_max_{m,d}[kp] may be == -1, that's okay */
+ cp9b->pn_min_d[kp] = cp9b->pn_max_d[kp] = r_prv_min; /* enforce this delete state is used */
+ kp++;
+ }
+ ESL_DPRINTF1(("scenario 2 reset k from %d to %d (kp: %d r_prv_min: %d (+1=%d for match))\n", k, k-2, kp, r_prv_min, r_prv_min+1));
+ }
+ return eslOK;
+}
+
+/* Function: HMMBandsFillGap()
+ * Incept: EPN, Fri Feb 1 17:12:55 2008
+ *
+ * Purpose: In HMMBandsEnforceValidParse() it's possible (but rare) that two
+ * different transitions to the same state imply reachable bands that have
+ * a 'gap' in the middle. For example if node D_3 can reach node M_4 with
+ * i = 3 or 4, and node M_3 can reach node M_4 with i equal to 6 or 7.
+ * This means that node M_4 cannot be reached for
+ * i == 5, but the HMMBandsEnforceValidParse() implementation is
+ * much easier if we can just set the reachable band for M_4 to
+ * 3..7. So, that's what we do, and we doctor the band of I_3 so
+ * that M_4 *can* be reached for i == 5. This band doctoring is
+ * done in this function.
+ *
+ * Args: cp9b - the CP9 bands object
+ * errbuf - for error messages
+ * k - the node we want to make reachable
+ * min1 - min in the reachable band for first of the two relevant transitions
+ * max1 - max in the reachable band for first of the two relevant transitions
+ * min2 - min in the reachable band for second of the two relevant transitions
+ * max2 - max in the reachable band for second of the two relevant transitions
+ * prv_nd_r_mn - min residue posn in reachable band of M_k-1, -1 if M_k-1 is unreachable
+ * prv_nd_r_dn - min residue posn in reachable band of D_k-1, -1 if D_k-1 is unreachable
+ *
+ * Returns: eslOK on success
+ */
+int
+HMMBandsFillGap(CP9Bands_t *cp9b, char *errbuf, int k, int min1, int max1, int min2, int max2, int prv_nd_r_mn, int prv_nd_r_dn)
+{
+ int left_min, left_max; /* min1/max1 if min1 <= min2, else min2/max2 */
+ int right_min, right_max; /* min2/max2 if min1 <= min2, else min1/max1 */
+ int in, ix; /* min/max residue for I_k, calc'ed here */
+
+ ESL_DASSERT1((k != 0));
+ ESL_DASSERT1((max1 >= min1));
+ ESL_DASSERT1((max2 >= min2));
+
+ if(min1 <= min2) {
+ left_min = min1;
+ left_max = max1;
+ right_min = min2;
+ right_max = max2;
+ }
+ else {
+ left_min = min2;
+ left_max = max2;
+ right_min = min1;
+ right_max = max1;
+ }
+ ESL_DASSERT1((right_min - left_max > 1));
+
+ /* determine in and ix */
+ in = INT_MAX;
+ if(prv_nd_r_mn != INT_MAX) in = ESL_MIN(in, prv_nd_r_mn+1);
+ if(prv_nd_r_dn != INT_MAX) in = ESL_MIN(in, prv_nd_r_dn);
+ ESL_DASSERT1((in != INT_MAX));
+ assert(in != INT_MAX);
+ ix = right_min-1;
+
+ /* doctor I_k's bands so that it:
+ * (a) I_k is reachable from at M_k or D_k (whichever has leftmost reachable band)
+ * (b) I_k can transit to M_k+1 or D_k+1 (whichever has rightmost reachable band)
+ */
+ if(cp9b->pn_min_i[k] != -1) cp9b->pn_min_i[k] = ESL_MIN(cp9b->pn_min_i[k], in);
+ else cp9b->pn_min_i[k] = in;
+ if(cp9b->pn_max_i[k] != -1) cp9b->pn_max_i[k] = ESL_MAX(cp9b->pn_max_i[k], ix);
+ else cp9b->pn_max_i[k] = ix;
+ assert(cp9b->pn_min_i[k] <= cp9b->pn_max_i[k]);
+ ESL_DASSERT1((cp9b->pn_min_i[k] <= cp9b->pn_max_i[k]));
+
+ return eslOK;
+}
+
+/* Function: CMBandsCheckValidParse()
+ * Incept: EPN, Tue Feb 5 07:59:48 2008
+ *
+ * Purpose: Given bands on CM states for a target sequence,
+ * check for a valid CM parse within those bands.
+ * Return eslFAIL if there is no valid parse.
+ *
+ * Args: cm - the model
+ * cp9b - the CP9 bands object
+ * errbuf - for error messages
+ * i0 - first residue we're concerned with in target sequence
+ * j0 - final residue we're concerned with in target sequence
+ * doing_search - TRUE if we're searching, and a local hit is okay,
+ * if FALSE, the full sequence i0..j0 must be in the subtree of ROOT_S
+ *
+ * Returns: eslOK on success
+ * eslEINCOMPAT if contract is violated
+ * eslFAIL if no valid parse exists within the i and j bands
+ * eslEMEM if a memory allocation error occurs
+ */
+int
+CMBandsCheckValidParse(CM_t *cm, CP9Bands_t *cp9b, char *errbuf, int i0, int j0, int doing_search)
+{
+ int status; /* easel status code */
+ int v, w, y; /* state indices */
+ int nd; /* nd counter */
+ int sd, sdl, sdr; /* state deltas, number of residues emitted by current state, total, to the left, and to the right */
+ int *imin, *imax; /* [0..v..M-1] i band for state v, min/max i position allowed for state v */
+ int *jmin, *jmax; /* [0..v..M-1] j band for state v, min/max j position allowed for state v */
+ int child_imin, child_imax; /* imin, imax for child of current state, after accouting for emissions (state deltas) */
+ int child_jmin, child_jmax; /* jmin, jmax for child of current state, after accouting for emissions (state deltas) */
+ int *v_is_r; /* [0..v..M-1] TRUE if state v is reachable for at least one i,j pair */
+ int *nd_is_r; /* [0..nd..cm->nodes-1] TRUE if any state (incl. insert) in node nd is reachable for at least one i,j pair */
+ int *r_imin, *r_imax; /* [0..v..M-1] reachable i bands, for which i positions can we reach state v */
+ int *r_jmin, *r_jmax; /* [0..v..M-1] reachable j bands, for which j positions can we reach state v */
+ int *nd_r_imin, *nd_r_imax; /* [0..nd..M-1] reachable i bands, for which i positions can we reach at least 1 state (incl. insert) in nd */
+ int *nd_r_jmin, *nd_r_jmax; /* [0..nd..M-1] reachable j bands, for which j positions can we reach at least 1 state (incl. insert) in nd */
+ int y_nd, w_nd; /* node index */
+ int cm_is_localized; /* TRUE if local begins and ends are on, if we can reach a state v with a non-impossible endsc[v], we can finish the parse for any i,j reachable for v */
+
+ /*printf("TEMP in CMBandsCheckValidParse() i0: %d j0: %d\n", i0, j0);*/
+
+ if((cm->flags & CMH_LOCAL_BEGIN) && (! (cm->flags & CMH_LOCAL_END))) ESL_FAIL(eslEINCOMPAT, errbuf, "CMBandsCheckValidParse(), cm flag CMH_LOCAL_BEGIN is up and cm flag CMH_LOCAL_END is down. This is unexpected, we can't deal.");
+ if((! cm->flags & CMH_LOCAL_BEGIN) && ((cm->flags & CMH_LOCAL_END))) ESL_FAIL(eslEINCOMPAT, errbuf, "CMBandsCheckValidParse(), cm flag CMH_LOCAL_BEGIN is down and cm flag CMH_LOCAL_END is up. This is unexpected, we can't deal.");
+
+ cm_is_localized = ((cm->flags & CMH_LOCAL_BEGIN) && (cm->flags & CMH_LOCAL_END)) ? TRUE : FALSE;
+
+ /* pointers to cp9b arrays, for convenience */
+ imin = cp9b->imin;
+ imax = cp9b->imax;
+ jmin = cp9b->jmin;
+ jmax = cp9b->jmax;
+
+ /* allocate and initialize */
+ ESL_ALLOC(v_is_r, sizeof(int) * cm->M);
+ ESL_ALLOC(r_imin, sizeof(int) * cm->M);
+ ESL_ALLOC(r_imax, sizeof(int) * cm->M);
+ ESL_ALLOC(r_jmin, sizeof(int) * cm->M);
+ ESL_ALLOC(r_jmax, sizeof(int) * cm->M);
+ ESL_ALLOC(nd_is_r, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_imin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_imax, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_jmin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_jmax, sizeof(int) * cm->nodes);
+
+ esl_vec_ISet(v_is_r, cm->M, FALSE);
+ esl_vec_ISet(nd_is_r, cm->nodes, FALSE);
+
+ for (v = 0; v < cm->M; v++) {
+ r_imin[v] = INT_MAX;
+ r_imax[v] = INT_MIN;
+ r_jmin[v] = INT_MAX;
+ r_jmax[v] = INT_MIN;
+ }
+ for (nd = 0; nd < cm->nodes; nd++) {
+ nd_r_imin[nd] = INT_MAX;
+ nd_r_imax[nd] = INT_MIN;
+ nd_r_jmin[nd] = INT_MAX;
+ nd_r_jmax[nd] = INT_MIN;
+ }
+
+ nd_is_r[0] = TRUE;
+ v_is_r[0] = TRUE;
+ r_imin[0] = nd_r_imin[0] = imin[0];
+ r_imax[0] = nd_r_imax[0] = imax[0];
+ r_jmin[0] = nd_r_jmin[0] = jmin[0];
+ r_jmax[0] = nd_r_jmax[0] = jmax[0];
+
+ if(! doing_search) { /* we're aligning the full sequence from i0..j0, that means imin[0] must == i0 and jmax[0] must == j0, if not we can't align the full seq */
+ if(imin[0] != i0) ESL_FAIL(eslFAIL, errbuf, "CMBandsCheckValidParse(), doing_search is FALSE, but imin[0] == %d, it should be i0 (%d)\n", imin[0], i0);
+ if(jmax[0] != j0) ESL_FAIL(eslFAIL, errbuf, "CMBandsCheckValidParse(), doing_search is FALSE, but jmax[0] == %d, it should be j0 (%d)\n", jmax[0], j0);
+ }
+
+ /* deal with local begins, if they're active, we can jump into any local begin state with:
+ * i within imin[0]..imax[0] and j within jmin[0]..jmax[0], as long as i,j are within
+ * imin[v]..imax[v] and jmin[v]..jmax[v].
+ */
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ for(v = 0; v < cm->M; v++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[v])) {
+ if(imin[v] != -1 && jmin[v] != -1) {
+ if(((ESL_MIN(imax[v], imax[0]) - ESL_MAX(imin[v], imin[0])) >= 0) && /* TRUE if imin[v]..imax[v] overlaps with imin[0]..imax[0] by at least 1 residue */
+ ((ESL_MIN(jmax[v], jmax[0]) - ESL_MAX(jmin[v], jmin[0])) >= 0)) { /* TRUE if jmin[v]..jmax[v] overlaps with jmin[0]..jmax[0] by at least 1 residue */
+ r_imin[v] = ESL_MAX(imin[v], imin[0]);
+ r_imax[v] = ESL_MIN(imax[v], imax[0]);
+ r_jmin[v] = ESL_MAX(jmin[v], jmin[0]);
+ r_jmax[v] = ESL_MIN(jmax[v], jmax[0]);
+ v_is_r[v] = TRUE;
+ nd_is_r[cm->ndidx[v]] = TRUE;
+ }
+ }
+ ESL_DASSERT1(((cm->stid[v] == MATP_MP) || (cm->stid[v] == MATR_MR) || (cm->stid[v] == MATL_ML) || (cm->stid[v] == BIF_B)));
+ assert((cm->stid[v] == MATP_MP) || (cm->stid[v] == MATR_MR) || (cm->stid[v] == MATL_ML) || (cm->stid[v] == BIF_B));
+ }
+ }
+ }
+
+ /* The main loop: step through the CM, node by node, state by state,
+ * for reachable-states v, determine which i,j residues are reachable for each child state of v
+ */
+ for (nd = 0; nd < cm->nodes; nd++) {
+ for (v = cm->nodemap[nd]; v < (cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd])); v++) {
+ if(! StateIsDetached(cm, v)) {
+ if(cm->sttype[v] == E_st) {
+ if((r_imin[v] <= r_imax[v] && r_jmin[v] <= r_jmax[v]) && ((r_imax[v] - r_jmin[v] - 1) >= 0)) {
+ /* END state v is reachable for some i, j such that j-i+1 = d = 0 (which is required for E states) */
+ v_is_r[v] = TRUE;
+ nd_is_r[nd] = TRUE;
+ }
+ }
+ else if (cm->sttype[v] == B_st) {
+ /* same loop as if v != B_st, (the else case below) but we know sdl = sdr = 0, and we have two children BEGL_S and BEGR_S */
+ if((r_imin[v] <= r_imax[v] && r_jmin[v] <= r_jmax[v]) && ((r_jmax[v] - r_imin[v] + 1) >= sd)) {
+ /* v is reachable for some i, j */
+ v_is_r[v] = TRUE;
+ nd_is_r[nd] = TRUE;
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+
+ /* only way to get to a BEGL_S is through it's BIF parent, even with local begins (no local begin in BEGL_S) */
+ r_imin[w] = ESL_MAX(imin[w], imin[v]);
+ r_imax[w] = ESL_MIN(imax[w], imax[v]);
+ r_jmin[w] = jmin[w];
+ r_jmax[w] = jmax[w];
+ w_nd = cm->ndidx[w];
+ nd_r_imin[w_nd] = r_imin[w];
+ nd_r_imax[w_nd] = r_imax[w];
+ nd_r_jmin[w_nd] = r_jmin[w];
+ nd_r_jmax[w_nd] = r_jmax[w];
+
+ /* only way to get to a BEGR_S is through it's BIF parent, even with local begins (no local begin in BEGR_S) */
+ r_imin[y] = imin[y];
+ r_imax[y] = imax[y];
+ r_jmin[y] = ESL_MAX(jmin[y], jmin[v]);
+ r_jmax[y] = ESL_MIN(jmax[y], jmax[v]);
+ y_nd = cm->ndidx[y];
+ nd_r_imin[y_nd] = r_imin[y];
+ nd_r_imax[y_nd] = r_imax[y];
+ nd_r_jmin[y_nd] = r_jmin[y];
+ nd_r_jmax[y_nd] = r_jmax[y];
+ }
+ }
+ else { /* state is not a B_st nor an E_st */
+ sdl = StateLeftDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ sd = sdl + sdr;
+
+ if((r_imin[v] <= r_imax[v] && r_jmin[v] <= r_jmax[v]) && ((r_jmax[v] - r_imin[v] + 1) >= sd)) {
+ /* v is reachable for some i, j */
+ ///if(NOT_IMPOSSIBLE(cm->endsc[v])) {
+
+ v_is_r[v] = TRUE;
+ nd_is_r[nd] = TRUE;
+ child_imin = r_imin[v] + sdl;
+ child_imax = r_imax[v] + sdl;
+ child_jmin = r_jmin[v] - sdr;
+ child_jmax = r_jmax[v] - sdr;
+ if(cm->sttype[v] == IL_st) child_imax = ESL_MAX(child_imax, (imax[v]+1));
+ if(cm->sttype[v] == IR_st) child_jmin = ESL_MIN(child_jmin, (jmin[v]-1));
+ ///printf("\nv: %4d %4s %2s (%4d %4d %4d %4d)\n", v, Nodetype(cm->ndtype[cm->ndidx[v]]), Statetype(cm->sttype[v]), r_imin[v], r_imax[v], r_jmin[v], r_jmax[v]);
+ for(y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ if(imin[y] != -1) {
+ r_imin[y] = ESL_MIN(r_imin[y], ESL_MAX(imin[y], child_imin));
+ r_imax[y] = ESL_MAX(r_imax[y], ESL_MIN(imax[y], child_imax));
+ r_jmin[y] = ESL_MIN(r_jmin[y], ESL_MAX(jmin[y], child_jmin));
+ r_jmax[y] = ESL_MAX(r_jmax[y], ESL_MIN(jmax[y], child_jmax));
+
+ if((r_imin[y] <= r_imax[y] && r_jmin[y] <= r_jmax[y]) && ((r_jmax[y] - r_imin[y] + 1) >= StateDelta(cm->sttype[y]))) {
+ ///printf("y: %4d %4s %2s (%4d %4d %4d %4d)\n", y, Nodetype(cm->ndtype[cm->ndidx[y]]), Statetype(cm->sttype[y]), r_imin[y], r_imax[y], r_jmin[y], r_jmax[y]);
+ y_nd = cm->ndidx[y];
+ nd_r_imin[y_nd] = ESL_MIN(nd_r_imin[y_nd], r_imin[y]);
+ nd_r_imax[y_nd] = ESL_MAX(nd_r_imax[y_nd], r_imax[y]);
+ nd_r_jmin[y_nd] = ESL_MIN(nd_r_jmin[y_nd], r_jmin[y]);
+ nd_r_jmax[y_nd] = ESL_MAX(nd_r_jmax[y_nd], r_jmax[y]);
+ }
+ else {
+ r_imin[y] = INT_MAX;
+ r_imax[y] = INT_MIN;
+ r_jmin[y] = INT_MAX;
+ r_jmax[y] = INT_MIN;
+ }
+ }
+ }
+ }
+ } /* end of else that's entered if v != E_st nor B_st */
+ } /* end of if(!StateIsDetached) */
+ /*////if(v_is_r[v]) printf("ck v %4s %2s %4d R %d (%11d %11d %11d %11d) (HMM nd: %4d %4d)\n", Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v]), v, v_is_r[v], r_imin[v], r_imax[v], r_jmin[v], r_jmax[v], cm->cp9map->cs2hn[v][0], cm->cp9map->cs2hn[v][1]);*/
+ } /* end of for (v) loop */
+
+ /*////printf("ck nd %4s %4d R %d (%11d %11d %11d %11d)\n\n", Nodetype(cm->ndtype[nd]), nd, nd_is_r[nd], nd_r_imin[nd], nd_r_imax[nd], nd_r_jmin[nd], nd_r_jmax[nd]); */
+ }
+ /* now we know what states are reachable for what i and j, check if a valid parse exists */
+ if(! cm_is_localized) { /* local begins/ends are off, all nodes must be reachable to get a valid parse */
+ for(nd = 0; nd < cm->nodes; nd++) {
+ if(nd_is_r[nd] == FALSE) ESL_FAIL(eslFAIL, errbuf, "CMBandsCheckValidParse(), CM is not locally configured and node %d (%4s) is unreachable\n", nd, Nodetype(cm->ndtype[nd]));
+ if(cm->ndtype[nd] == BIF_nd) {
+ v = cm->nodemap[nd];
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ if(r_jmax[w] < (r_imin[y]-1)) {
+ ESL_FAIL(eslFAIL, errbuf, "CMBandsCheckValidParse(), CM not local, BEGL_S w:%d nd:%d & BEGR_S y:%d nd:%d bands don't touch, res %d..%d unemittable!\n", w, w_nd, y, y_nd, r_jmax[w]+1, r_imin[y]-1);
+ }
+ }
+ }
+ }
+ else if(doing_search && cm_is_localized) { /* we're doing a local search, we have a valid parse if any state from which a local end is possible is reachable */
+ v = 0;
+ while(v < cm->M && !(v_is_r[v] && NOT_IMPOSSIBLE(cm->endsc[v]))) v++; /* increment v until we come to a state that is reachable and can go to EL, or we run out of states */
+ if(v == cm->M && i0 != j0) ESL_FAIL(eslFAIL, errbuf, "CMBandsCheckValidParse(), doing_search=TRUE, CM is local, i0 != j0, but no CM state is reachable from which an EL is possible.\n");
+ }
+
+ free(v_is_r);
+ free(r_imin);
+ free(r_imax);
+ free(r_jmin);
+ free(r_jmax);
+ free(nd_is_r);
+ free(nd_r_imin);
+ free(nd_r_imax);
+ free(nd_r_jmin);
+ free(nd_r_jmax);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "CMBandsCheckValidParse(), memory allocation error.");
+ return status; /* NEVER REACHED */
+}
+
+
+/****************************************************************************
+ * Debugging print functions
+ *
+ * cp9_DebugPrintHMMBands()
+ * ijBandedTraceInfoDump()
+ * ijdBandedTraceInfoDump()
+ * debug_print_hd_bands()
+ * debug_print_ij_bands()
+ * PrintDPCellsSaved_jd()
+ * debug_print_parsetree_and_ij_bands()
+ *
+ */
+
+/* EPN 12.18.05
+ * cp9_DebugPrintHMMBands()
+ * based loosely on: cmbuild.c's
+ * Function: model_trace_info_dump
+ *
+ * Purpose: Print out the bands derived from the posteriors for the
+ * insert and match states of each HMM node.
+ *
+ * Args:
+ * FILE *ofp - filehandle to print to (can by STDOUT)
+ * int L - length of sequence
+ * CP9Bands_t - the CP9 bands data structure
+ * double hmm_bandp - fraction of probability mass allowed outside each band.
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ * Returns: (void)
+ */
+
+void
+cp9_DebugPrintHMMBands(FILE *ofp, int L, CP9Bands_t *cp9b, double hmm_bandp, int debug_level)
+{
+ int M;
+ int k;
+ int cells_in_bands_m; /* number of cells within all the bands for match states*/
+ int cells_in_bands_i; /* number of cells within all the bands for insert states*/
+ int cells_in_bands_d; /* number of cells within all the bands for delete states*/
+ int cells_in_bands_all; /* number of cells within all the bands for match and insert states*/
+ int bw; /* band width of current band */
+
+ M = cp9b->hmm_M;
+ cells_in_bands_m = cells_in_bands_i = cells_in_bands_d = cells_in_bands_all = 0;
+
+ /* first print the bands on the match states */
+ fprintf(ofp, "***********************************************************\n");
+ if(debug_level > 0)
+ fprintf(ofp, "printing hmm bands\n");
+ fprintf(ofp, "hmm_bandp: %f\n", hmm_bandp);
+ if(debug_level > 0)
+ {
+ fprintf(ofp, "\n");
+ fprintf(ofp, "match states\n");
+ }
+ for(k = 0; k <= cp9b->hmm_M; k++)
+ {
+ bw = (cp9b->pn_min_m[k] == -1) ? 0 : cp9b->pn_max_m[k] - cp9b->pn_min_m[k] + 1;
+ if(debug_level > 0 || debug_level == -1)
+ fprintf(ofp, "M node: %3d | min %3d | max %3d | w %3d \n", k, cp9b->pn_min_m[k], cp9b->pn_max_m[k], bw);
+ cells_in_bands_m += bw;
+ }
+ if(debug_level > 0)
+ fprintf(ofp, "\n");
+ if(debug_level > 0)
+ fprintf(ofp, "insert states\n");
+ for(k = 0; k <= cp9b->hmm_M; k++)
+ {
+ bw = (cp9b->pn_min_i[k] == -1) ? 0 : cp9b->pn_max_i[k] - cp9b->pn_min_i[k] + 1;
+ if(debug_level > 0 || debug_level == -1)
+ fprintf(ofp, "I node: %3d | min %3d | max %3d | w %3d\n", k, cp9b->pn_min_i[k], cp9b->pn_max_i[k], bw);
+ cells_in_bands_i += bw;
+ }
+ if(debug_level > 0)
+ fprintf(ofp, "\n");
+ if(debug_level > 0)
+ fprintf(ofp, "delete states\n");
+ for(k = 1; k <= cp9b->hmm_M; k++)
+ {
+ bw = (cp9b->pn_min_d[k] == -1) ? 0 : cp9b->pn_max_d[k] - cp9b->pn_min_d[k] + 1;
+ if(debug_level > 0 || debug_level == -1)
+ fprintf(ofp, "D node: %3d | min %3d | max %3d | w %3d\n", k, cp9b->pn_min_d[k], cp9b->pn_max_d[k], bw);
+ cells_in_bands_d += bw;
+ }
+ if(debug_level > 0)
+ {
+ fprintf(ofp, "\n");
+ printf("cells_in_bands_m : %d\n", cells_in_bands_m);
+ printf("cells_in_bands_i : %d\n", cells_in_bands_i);
+ printf("cells_in_bands_d : %d\n", cells_in_bands_d);
+ }
+
+ cells_in_bands_all = cells_in_bands_m + cells_in_bands_i + cells_in_bands_d;
+ printf("fraction match excluded : %f\n", (1 - ((float) cells_in_bands_m / (M * L))));
+ printf("fraction insert excluded : %f\n", (1 - ((float) cells_in_bands_i / ((M-1) * L))));
+ printf("fraction delete excluded : %f\n", (1 - ((float) cells_in_bands_d / ((M-1) * L))));
+ printf("fraction total excluded : %f\n", (1 - ((float) (cells_in_bands_all) / (((M-1) * L) + ((M-1) * L) + (M *L)))));
+ fprintf(ofp, "***********************************************************\n");
+
+}
+
+/* cp9_compare_bands()
+ * based loosely on: cmbuild.c's
+ * Function: model_trace_info_dump
+ *
+ * Purpose: Compare 2 CP9Bands_t objects, die if they're at all different.
+ *
+ * Returns: (void)
+ */
+void
+cp9_compare_bands(CP9Bands_t *cp9b1, CP9Bands_t *cp9b2)
+{
+ int k, v, d;
+
+ if(cp9b1->hmm_M != cp9b2->hmm_M) cm_Fail("cp9_compare_bands(): cp9b1->hmm_M: %d != cp9b2->hmm_M: %d\n", cp9b1->hmm_M, cp9b2->hmm_M);
+ if(cp9b1->cm_M != cp9b2->cm_M) cm_Fail("cp9_compare_bands(): cp9b1->cm_M: %d != cp9b2->cm_M: %d\n", cp9b1->cm_M, cp9b2->cm_M);
+ for(k = 0; k <= cp9b1->hmm_M; k++)
+ {
+ if(cp9b1->pn_min_m[k] != cp9b2->pn_min_m[k]) cm_Fail("cp9_compare_bands(): cp9b1->pn_min_m[%d]: %d != cp9b2->pn_min_m[%d]: %d\n", k, cp9b1->pn_min_m[k], k, cp9b2->pn_min_m[k]);
+ if(cp9b1->pn_min_i[k] != cp9b2->pn_min_i[k]) cm_Fail("cp9_compare_bands(): cp9b1->pn_min_i[%d]: %d != cp9b2->pn_min_i[%d]: %d\n", k, cp9b1->pn_min_i[k], k, cp9b2->pn_min_i[k]);
+ if(cp9b1->pn_min_d[k] != cp9b2->pn_min_d[k]) cm_Fail("cp9_compare_bands(): cp9b1->pn_min_d[%d]: %d != cp9b2->pn_min_d[%d]: %d\n", k, cp9b1->pn_min_d[k], k, cp9b2->pn_min_d[k]);
+
+ if(cp9b1->pn_max_m[k] != cp9b2->pn_max_m[k]) cm_Fail("cp9_compare_bands(): cp9b1->pn_max_m[%d]: %d != cp9b2->pn_max_m[%d]: %d\n", k, cp9b1->pn_max_m[k], k, cp9b2->pn_max_m[k]);
+ if(cp9b1->pn_max_i[k] != cp9b2->pn_max_i[k]) cm_Fail("cp9_compare_bands(): cp9b1->pn_max_i[%d]: %d != cp9b2->pn_max_i[%d]: %d\n", k, cp9b1->pn_max_i[k], k, cp9b2->pn_max_i[k]);
+ if(cp9b1->pn_max_d[k] != cp9b2->pn_max_d[k]) cm_Fail("cp9_compare_bands(): cp9b1->pn_max_d[%d]: %d != cp9b2->pn_max_d[%d]: %d\n", k, cp9b1->pn_max_d[k], k, cp9b2->pn_max_d[k]);
+ }
+ for(v = 0; v < cp9b1->cm_M; v++)
+ {
+ if(cp9b1->imin[v] != cp9b2->imin[v]) cm_Fail("cp9_compare_bands(): cp9b1->imin[%d]: %d != cp9b2->imin[%d]: %d\n", v, cp9b1->imin[v], v, cp9b2->imin[v]);
+ if(cp9b1->imax[v] != cp9b2->imax[v]) cm_Fail("cp9_compare_bands(): cp9b1->imax[%d]: %d != cp9b2->imax[%d]: %d\n", v, cp9b1->imax[v], v, cp9b2->imax[v]);
+
+ if(cp9b1->jmin[v] != cp9b2->jmin[v]) cm_Fail("cp9_compare_bands(): cp9b1->jmin[%d]: %d != cp9b2->jmin[%d]: %d\n", v, cp9b1->jmin[v], v, cp9b2->jmin[v]);
+ if(cp9b1->jmax[v] != cp9b2->jmax[v]) cm_Fail("cp9_compare_bands(): cp9b1->jmax[%d]: %d != cp9b2->jmax[%d]: %d\n", v, cp9b1->jmax[v], v, cp9b2->jmax[v]);
+
+ for(d = 0; d <= (cp9b1->jmax[v] - cp9b1->jmin[v]); d++) {
+ if(cp9b1->hdmin[v][d] != cp9b2->hdmin[v][d]) cm_Fail("cp9_compare_bands(): cp9b1->hdmin[%d][%d]: %d != cp9b2->hdmin[%d][%d]: %d\n", v, d, cp9b1->hdmin[v][d], v, d, cp9b2->hdmin[v][d]);
+ if(cp9b1->hdmax[v][d] != cp9b2->hdmax[v][d]) cm_Fail("cp9_compare_bands(): cp9b1->hdmax[%d][%d]: %d != cp9b2->hdmax[%d][%d]: %d\n", v, d, cp9b1->hdmax[v][d], v, d, cp9b2->hdmax[v][d]);
+ }
+ /* don't compare safe_hdmin, safe_hdmax, b/c we want to be able to compare cp9bands objects
+ * before safe_hdmin, safe_hdmax are calced
+ */
+ }
+}
+
+/* EPN 11.03.05
+ * Function: ijBandedTraceInfoDump()
+ *
+ * Purpose: Experimental HMMERNAL function used in development.
+ * This function determines how close the
+ * trace was to the bands for i and j at each state in the trace,
+ * and prints out that information in differing levels
+ * of verbosity depending on an input parameter
+ * (debug_level).
+ *
+ * Args: cm - the CM (useful for determining which states are E states)
+ * tr - the parsetree (trace)
+ * imin - minimum i bound for each state v; [0..v..M-1]
+ * imax - maximum i bound for each state v; [0..v..M-1]
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * debug_level - level of verbosity
+ * Returns: (void)
+ */
+
+void
+ijBandedTraceInfoDump(CM_t *cm, Parsetree_t *tr, int *imin, int *imax,
+ int *jmin, int *jmax, int debug_level)
+{
+ int v, i, j, d, tpos;
+ int imindiff; /* i - imin[v] */
+ int imaxdiff; /* imax[v] - i */
+ int jmindiff; /* j - jmin[v] */
+ int jmaxdiff; /* jmax[v] - j */
+ int imin_out;
+ int imax_out;
+ int jmin_out;
+ int jmax_out;
+
+ imin_out = 0;
+ imax_out = 0;
+ jmin_out = 0;
+ jmax_out = 0;
+
+ debug_level = 2;
+
+ for (tpos = 0; tpos < tr->n; tpos++)
+ {
+ v = tr->state[tpos];
+ i = tr->emitl[tpos];
+ j = tr->emitr[tpos];
+ d = j-i+1;
+ imindiff = i-imin[v];
+ imaxdiff = imax[v]-i;
+ jmindiff = j-jmin[v];
+ jmaxdiff = jmax[v]-j;
+ if(cm->sttype[v] != E_st)
+ {
+ if(imindiff < 0)
+ imin_out++;
+ if(imaxdiff < 0)
+ imax_out++;
+ if(jmindiff < 0)
+ jmin_out++;
+ if(jmaxdiff < 0)
+ jmax_out++;
+
+ if(debug_level > 1 || ((imindiff < 0) || (imaxdiff < 0) || (jmindiff < 0) || (jmaxdiff < 0)))
+ {
+ printf("v: %4d %-4s %-2s | d: %4d | i: %4d | in: %4d | ix: %4d | %3d | %3d |\n", v, Nodetype(cm->ndtype[cm->ndidx[v]]), Statetype(cm->sttype[v]), d, i, imin[v], imax[v], imindiff, imaxdiff);
+ printf(" | j: %4d | jn: %4d | jx: %4d | %3d | %3d |\n", j, jmin[v], jmax[v], jmindiff, jmaxdiff);
+
+ }
+ }
+ else if(cm->sttype[v] == E_st)
+ {
+ if(debug_level > 1)
+ {
+ printf("v: %4d %-4s %-2s | d: %4d | i: %4d | in: %4d | ix: %4d | %3d | %3d |\n", v, Nodetype(cm->ndtype[cm->ndidx[v]]), Statetype(cm->sttype[v]), d, i, imin[v], imax[v], imindiff, imaxdiff);
+ printf(" | j: %4d | jn: %4d | jx: %4d | %3d | %3d |\n", j, jmin[v], jmax[v], jmindiff, jmaxdiff);
+ }
+ }
+ }
+ printf("\nimin out: %d\n", imin_out);
+ printf("imax out: %d\n", imax_out);
+ printf("jmin out: %d\n", jmin_out);
+ printf("jmax out: %d\n", jmax_out);
+
+ if((imin_out + imax_out + jmin_out + jmax_out) > 0)
+ {
+ printf("ERROR, some of the i and j bands are going to prevent optimal alignment. Sorry.\n");
+ }
+
+ return;
+}
+
+
+/* EPN 11.03.05
+ * Function: ijdBandedTraceInfoDump()
+ *
+ * Purpose: Experimental HMMERNAL function used in development.
+ * This function determines how close the
+ * trace was to the bands for i and j and d at each state in the trace,
+ * and prints out that information in differing levels
+ * of verbosity depending on an input parameter
+ * (debug_level).
+ *
+ * Args: cm - the CM (useful for determining which states are E states)
+ * tr - the parsetree (trace)
+ * imin - minimum i bound for each state v; [0..v..M-1]
+ * imax - maximum i bound for each state v; [0..v..M-1]
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * hdmin - minimum d bound for each state v and offset j;
+ * [0..v..M-1][0..(jmax[v]-jmin[v])]
+ * hdmax - maximum d bound for each state v and offset j;
+ * [0..v..M-1][0..(jmax[v]-jmin[v])]
+ * debug_level - level of verbosity
+ * Returns: (void)
+ */
+
+void
+ijdBandedTraceInfoDump(CM_t *cm, Parsetree_t *tr, int *imin, int *imax,
+ int *jmin, int *jmax, int **hdmin, int **hdmax, int debug_level)
+{
+ int v, i, j, d, tpos;
+ int imindiff; /* i - imin[v] */
+ int imaxdiff; /* imax[v] - i */
+ int jmindiff; /* j - jmin[v] */
+ int jmaxdiff; /* jmax[v] - j */
+ int hdmindiff; /* d - hdmin[v][j] */
+ int hdmaxdiff; /* hdmax[v][j] - d */
+
+ int imin_out;
+ int imax_out;
+ int jmin_out;
+ int jmax_out;
+ int hdmin_out;
+ int hdmax_out;
+ int local_used;
+
+ imin_out = 0;
+ imax_out = 0;
+ jmin_out = 0;
+ jmax_out = 0;
+ hdmin_out = 0;
+ hdmax_out = 0;
+ local_used = 0;
+
+ debug_level = 2;
+
+ for (tpos = 0; tpos < tr->n; tpos++)
+ {
+ v = tr->state[tpos];
+ i = tr->emitl[tpos];
+ j = tr->emitr[tpos];
+ d = j-i+1;
+ if(cm->sttype[v] == EL_st) /*END LOCAL state*/
+ {
+ if(debug_level > 1)
+ {
+ printf("v: %4d NA %-2s ( NA) | d: %4d | i: %4d | in: NA | ix: NA | NA | NA |\n", v, Statetype(cm->sttype[v]), d, i);
+ printf(" | j: %4d | jn: NA | jx: NA | NA | NA |\n", j);
+ printf(" | d: %4d | dn: NA | dx: NA | NA | NA |\n", d);
+
+ local_used++;
+ }
+ }
+ else
+ {
+ imindiff = i-imin[v];
+ imaxdiff = imax[v]-i;
+ jmindiff = j-jmin[v];
+ jmaxdiff = jmax[v]-j;
+ if(j >= jmin[v] && j <= jmax[v])
+ {
+ hdmindiff = d - hdmin[v][j-jmin[v]];
+ hdmaxdiff = hdmax[v][j-jmin[v]] - d;
+ }
+ else
+ {
+ hdmindiff = -1000;
+ hdmaxdiff = -1000;
+ }
+ if(imindiff < 0)
+ imin_out++;
+ if(imaxdiff < 0)
+ imax_out++;
+ if(jmindiff < 0)
+ jmin_out++;
+ if(jmaxdiff < 0)
+ jmax_out++;
+ if(hdmindiff < 0)
+ hdmin_out++;
+ if(hdmaxdiff < 0)
+ hdmax_out++;
+
+ if(debug_level > 1 || ((imindiff < 0) || (imaxdiff < 0) || (jmindiff < 0) || (jmaxdiff < 0) ||
+ (hdmindiff < 0) || (hdmaxdiff < 0)))
+ {
+ printf("v: %4d %-4s %-2s (%4d) | d: %4d | i: %4d | in: %4d | ix: %4d | %3d | %3d |\n", v, Nodetype(cm->ndtype[cm->ndidx[v]]), Statetype(cm->sttype[v]), cm->ndidx[v], d, i, imin[v], imax[v], imindiff, imaxdiff);
+ printf(" | j: %4d | jn: %4d | jx: %4d | %3d | %3d |\n", j, jmin[v], jmax[v], jmindiff, jmaxdiff);
+ if(j >= jmin[v] && j <= jmax[v])
+ {
+ printf(" | d: %4d | dn: %4d | dx: %4d | %3d | %3d |\n", d, hdmin[v][j-jmin[v]], hdmax[v][j-jmin[v]], hdmindiff, hdmaxdiff);
+ }
+ else
+ {
+ printf(" | d: %4d | dn: jout | dx: jout | %3d | %3d |\n", d, hdmindiff, hdmaxdiff);
+ }
+ }
+ }
+ }
+ printf("\nimin out : %d\n", imin_out);
+ printf("imax out : %d\n", imax_out);
+ printf("jmin out : %d\n", jmin_out);
+ printf("jmax out : %d\n", jmax_out);
+ printf("hdmin out : %d\n", hdmin_out);
+ printf("hdmax out : %d\n", hdmax_out);
+ printf("local used: %d\n", local_used);
+
+ if((imin_out + imax_out + jmin_out + jmax_out) > 0)
+ {
+ printf("ERROR, some of the i and j bands are going to prevent optimal alignment. Sorry.\n");
+ }
+
+ return;
+}
+
+/* EPN 01.18.06
+ * Function: debug_print_hd_bands
+ *
+ * Purpose: Print out the v and j dependent hd bands.
+ */
+void
+debug_print_hd_bands(CM_t *cm, int **hdmin, int **hdmax, int *jmin, int *jmax)
+{
+ int v, j;
+
+ printf("\nPrinting hd bands :\n");
+ printf("****************\n");
+ for(v = 0; v < cm->M; v++)
+ {
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("band v:%d j:%d n:%d %-4s %-2s min:%d max:%d\n", v, j, cm->ndidx[v], Nodetype(cm->ndtype[cm->ndidx[v]]), Statetype(cm->sttype[v]), hdmin[v][j-jmin[v]], hdmax[v][j-jmin[v]]);
+ }
+ printf("\n");
+ }
+ printf("****************\n\n");
+
+ return;
+}
+/* Function: debug_print_ij_bands
+ *
+ * Purpose: Print out i and j bands for all states v.
+ *
+ */
+void
+debug_print_ij_bands(CM_t *cm)
+{
+ int v;
+ printf("%5s %-7s %5s %5s %5s %5s\n", "v", "type", "imin", "imax", "jmin", "jmax");
+ printf("%5s %-7s %5s %5s %5s %5s\n", "-----", "-------", "-----", "-----", "-----", "-----");
+ for(v = 0; v < cm->M; v++)
+ printf("%5d %-7s %5d %5d %5d %5d\n", v, CMStateid(cm->stid[v]), cm->cp9b->imin[v], cm->cp9b->imax[v], cm->cp9b->jmin[v], cm->cp9b->jmax[v]);
+ return;
+}
+
+
+/* Function: PrintDPCellsSaved_jd()
+ * Prints out an estimate of the speed up due to j and d bands */
+void
+PrintDPCellsSaved_jd(CM_t *cm, int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int W)
+{
+ int v;
+ int j;
+ int max;
+ double after, before;
+
+ printf("Printing DP cells saved using j and d bands:\n");
+ before = after = 0;
+ for (v = 0; v < cm->M; v++)
+ {
+ for(j = 0; j <= W; j++)
+ if (cm->sttype[v] != E_st)
+ before += j + 1;
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ if (cm->sttype[v] != E_st)
+ {
+ max = (j < hdmax[v][j-jmin[v]]) ? j : hdmax[v][j-jmin[v]];
+ after += max - hdmin[v][j-jmin[v]] + 1;
+ }
+ }
+ printf("Before: something like %.0f\n", before);
+ printf("After: something like %.0f\n", after);
+ printf("Speedup: maybe %.2f fold\n\n", (float) before / (float) after);
+}
+
+
+/* Function: debug_print_parsetree_and_ij_bands()
+ * Date: EPN, Sun Jan 27 16:38:14 2008
+ *
+ * Purpose: Print a parsetree a la ParseTreeDump() but supplement it
+ * with details on where the parsetree violates i and j bands
+ * (if at all) from a cp9bands data structure.
+ *
+ * Args: fp - FILE to write output to.
+ * tr - parsetree to examine.
+ * cm - model that was aligned to dsq to generate the parsetree
+ * dsq - digitized sequence that was aligned to cm to generate the parsetree
+ * gamma - cumulative subsequence length probability distributions
+ * used to generate the bands; from BandDistribution(); [0..v..M-1][0..W]
+ * W - maximum window length W (gamma distributions range up to this)
+ * cp9b - CP9 bands object with i and j bands
+ *
+ * Returns: (void)
+ */
+void
+debug_print_parsetree_and_ij_bands(FILE *fp, Parsetree_t *tr, CM_t *cm, ESL_DSQ *dsq, CP9Bands_t *cp9b)
+{
+ int x;
+ char syml, symr;
+ float tsc;
+ float esc;
+ int v,y;
+ int mode;
+
+ /* Contract check */
+ if(dsq == NULL) cm_Fail("In debug_print_parsetree_and_ij_bands(), dsq is NULL");
+
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s\n",
+ " idx ", "emitl", "emitr", "state", " nxtl", " nxtr", " prv ", " tsc ", " esc ",
+ " imin", " imax", "idiff", "jmin", "jmax", "jdiff");
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s\n",
+ "-----", "------", "------", "-------", "-----","-----", "-----","-----", "-----",
+ "-----", "-----", "-----", "-----", "-----", "-----");
+ for (x = 0; x < tr->n; x++)
+ {
+ v = tr->state[x];
+ mode = tr->mode[x];
+
+ /* Set syml, symr: one char representation of what we emit, or ' '.
+ * Set esc: emission score, or 0.
+ * Only P, L, R states have emissions.
+ */
+ syml = symr = ' ';
+ esc = 0.;
+ if (cm->sttype[v] == MP_st) {
+ if (mode == 3 || mode == 2) syml = cm->abc->sym[dsq[tr->emitl[x]]];
+ if (mode == 3 || mode == 1) symr = cm->abc->sym[dsq[tr->emitr[x]]];
+ if (mode == 3) esc = DegeneratePairScore(cm->abc, cm->esc[v], dsq[tr->emitl[x]], dsq[tr->emitr[x]]);
+ else if (mode == 2) esc = LeftMarginalScore(cm->abc, cm->esc[v], dsq[tr->emitl[x]]);
+ else if (mode == 1) esc = RightMarginalScore(cm->abc, cm->esc[v], dsq[tr->emitr[x]]);
+ } else if ( (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st) && (mode == 3 || mode == 2) ) {
+ syml = cm->abc->sym[dsq[tr->emitl[x]]];
+ esc = esl_abc_FAvgScore(cm->abc, dsq[tr->emitl[x]], cm->esc[v]);
+ } else if ( (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st) && (mode == 3 || mode == 1) ) {
+ symr = cm->abc->sym[dsq[tr->emitr[x]]];
+ esc = esl_abc_FAvgScore(cm->abc, dsq[tr->emitr[x]], cm->esc[v]);
+ }
+
+ /* Set tsc: transition score, or 0.
+ * B, E, and the special EL state (M, local end) have no transitions.
+ */
+ tsc = 0.;
+ if (v != cm->M && cm->sttype[v] != B_st && cm->sttype[v] != E_st) {
+ y = tr->state[tr->nxtl[x]];
+
+ if (tr->nxtl[x] == -1)
+ ;
+ else if (v == 0 && (cm->flags & CMH_LOCAL_BEGIN))
+ tsc = cm->beginsc[y];
+ else if (y == cm->M) /* CMH_LOCAL_END is presumably set, else this wouldn't happen */
+ tsc = cm->endsc[v] + (cm->el_selfsc * (tr->emitr[x] - tr->emitl[x] + 1 - StateDelta(cm->sttype[v])));
+ else /* y - cm->first[v] gives us the offset in the transition vector */
+ tsc = cm->tsc[v][y - cm->cfirst[v]];
+ }
+
+ /* Print the info line for this state
+ */
+ fprintf(fp, "%5d %5d%c %5d%c %5d%-2s %5d %5d %5d %5.2f %5.2f ",
+ x, tr->emitl[x], syml, tr->emitr[x], symr, tr->state[x],
+ Statetype(cm->sttype[v]), tr->nxtl[x], tr->nxtr[x], tr->prv[x], tsc, esc);
+ if(tr->emitl[x] < cp9b->imin[tr->state[x]]) {
+ fprintf(fp, "%5d %5d %5d ",
+ cp9b->imin[tr->state[x]], cp9b->imax[tr->state[x]], (tr->emitl[x] - cp9b->imin[tr->state[x]]));
+ }
+ else if(tr->emitl[x] > cp9b->imax[tr->state[x]]) {
+ fprintf(fp, "%5d %5d %5d ",
+ cp9b->imin[tr->state[x]], cp9b->imax[tr->state[x]], (tr->emitl[x] - cp9b->imax[tr->state[x]]));
+ }
+ else {
+ fprintf(fp, "%5d %5d %5s ",
+ cp9b->imin[tr->state[x]], cp9b->imax[tr->state[x]], "");
+ }
+ if(tr->emitr[x] < cp9b->jmin[tr->state[x]]) {
+ fprintf(fp, "%5d %5d %5d\n",
+ cp9b->jmin[tr->state[x]], cp9b->jmax[tr->state[x]], (tr->emitr[x] - cp9b->jmin[tr->state[x]]));
+ }
+ else if(tr->emitr[x] > cp9b->jmax[tr->state[x]]) {
+ fprintf(fp, "%5d %5d %5d\n",
+ cp9b->jmin[tr->state[x]], cp9b->jmax[tr->state[x]], (tr->emitr[x] - cp9b->jmax[tr->state[x]]));
+ }
+ else {
+ fprintf(fp, "%5d %5d %5s\n",
+ cp9b->jmin[tr->state[x]], cp9b->jmax[tr->state[x]], "");
+ }
+ }
+
+ fprintf(fp, "%5s %6s %6s %7s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s %5s\n",
+ "-----", "------", "------", "-------", "-----","-----", "-----","-----", "-----",
+ "-----", "-----", "-----", "-----", "-----", "-----", "-----");
+
+ fflush(fp);
+}
+
+/**************************************************************************
+ * cp9_HMM2ijBands_OLD() and helper functions.
+ * This was how bands were calculated up until revision 2318 (02.07.2008)
+ *
+ */
+/* helper functions for cp9_HMM2ijBands_OLD() */
+static void hmm2ij_prestate_step0_initialize(int n, int *nss_max_imin, int *nss_min_jmax, int i0, int j0);
+static void hmm2ij_prestate_step1_set_node_inserts(int n, int *nis_imin, int *nis_imax,
+ int *nis_jmin, int *nis_jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax,
+ int *pn_min_i, int *pn_max_i,
+ CP9Map_t *cp9map);
+static void hmm2ij_prestate_step2_determine_safe(int n,
+ int nss_max_imin_np1, int nss_min_jmax_np1,
+ int nis_imin_n,
+ int nis_jmax_n,
+ int *safe_imax, int *safe_jmin);
+static void hmm2ij_prestate_step3_preset_node_splits(int n, int *nis_imin, int *nis_imax,
+ int *nis_jmin, int *nis_jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax,
+ int *pn_min_m, int *pn_max_m,
+ int *pn_min_d, int *pn_max_d,
+ CP9Map_t *cp9map);
+static void hmm2ij_split_state_step1_set_state_bands(int v, int n,
+ int tmp_imin, int tmp_imax,
+ int tmp_jmin, int tmp_jmax,
+ int *imin, int *imax, int *jmin, int *jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax);
+static void hmm2ij_insert_state_step1_set_state_bands(int v,
+ int tmp_imin, int tmp_imax,
+ int tmp_jmin, int tmp_jmax,
+ int *imin, int *imax, int *jmin, int *jmax);
+static void hmm2ij_state_step2_enforce_safe_trans(CM_t *cm, int v, int n, int *imax, int *jmin,
+ int *nss_imax, int *nss_jmin,
+ int safe_imax, int safe_jmin);
+static void hmm2ij_state_step3_enforce_state_delta(CM_t *cm, int v, int *jmin, int *jmax);
+static void hmm2ij_state_step4_update_safe_holders(int v, int n, int imin_v, int jmax_v, int *nss_max_imin,
+ int *nss_min_jmax);
+static void hmm2ij_state_step5_non_emitter_d0_hack(int v, int imax_v, int *jmin);
+
+/*****************************************************************************
+ * Functions to go from HMM bands to i and j bands on a CM
+ * cp9_HMM2ijBands_OLD()
+ */
+/*
+ * Function: cp9_HMM2ijBands_OLD()
+ * EPN 12.21.05
+ *
+ * Purpose: Determine the band for each cm state v on i (the band on the
+ * starting index in the subsequence emitted from the subtree rooted
+ * at state v), and on j (the band on the ending index in the
+ * subsequence emitted from the subtree rooted at state v).
+ *
+ * Some i and d bands are calculated from HMM bands on match and insert
+ * and delete states from each node of the HMM that maps to a left emitting
+ * node of the CM (including MATP nodes). The HMM bands were
+ * calculated previously from the posterior matrices for mmx,
+ * imx and dmx from a CP9 HMM.
+ *
+ * Some j bands are calculated from HMM bands on match and insert and
+ * delete states from each node of the HMM that maps to a right emitting
+ * node of the CM (including MATP nodes).
+ *
+ * i and j bands that cannot be directly determined from the
+ * HMM bands are inferred based on the constraints imposed
+ * on them by the i and j bands that CAN be determined from
+ * the HMM bands.
+ *
+ * Our strategy is to set i and j bands for each state v
+ * such that at least one state y (y \in C_v (y is reachable
+ * from v)) can be reached from v while staying within the i
+ * and j bands for v and y. This constraint is enforced by
+ * determining the min and max i and j bands across all
+ * states y (into safe* data structures) for a given v, and
+ * then enforcing that at least one cell in the i and j
+ * bands of v can transit to at least one cell in a band for
+ * a y state after accounting for the direction specific
+ * StateDelta() values for v.
+ *
+ * This function needs to be called only once, it determines
+ * bands for ALL states. Its unclear the best way to handle
+ * any states that don't have an explicit mapping to an HMM
+ * state that we have a band on (i.e. all delete states, and
+ * ROOT_IR, ROOT_IL, BEGR_IL, BIF_B, and start states).
+ * (11.02.05) I take a simple approach, and set the bands on i
+ * for such states to the same as those for states in a close
+ * proximity. (see code for exact definitions)
+ *
+ * This function uses HMM derived bands on delete states.
+ *
+ * arguments:
+ *
+ * CM_t *cm the CM, must have valid cp9b (CP9 bands object)
+ * errbuf char buffer for error messages
+ * CP9Bands_t *cp9b the CP9 bands object, usually cm->cp9b
+ * CP9Map_t *cp9map map from CM to CP9 HMM and vice versa
+ * int i0 start of target subsequence (often 1, beginning of dsq)
+ * int j0 end of target subsequence (often L, end of dsq)
+ * int doing_search TRUE if the bands will be used for a scanning CYK/Inside
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ *
+ * Returns: eslOK on success;
+ */
+int
+cp9_HMM2ijBands_OLD(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, CP9Map_t *cp9map, int i0, int j0, int doing_search, int debug_level)
+{
+ int v; /* counter over states of the CM */
+
+ int status;
+ int safe_imax;
+ int safe_jmin;
+
+ int tmp_imin;
+ int tmp_imax;
+ int tmp_jmin;
+ int tmp_jmax;
+
+ /* ptrs to cp9b data, for convenience */
+ int *pn_min_m; /* pn_min_m[k] = first position in HMM band for match state of HMM node k */
+ int *pn_max_m; /* pn_max_m[k] = last position in HMM band for match state of HMM node k */
+ int *pn_min_i; /* pn_min_i[k] = first position in HMM band for insert state of HMM node k */
+ int *pn_max_i; /* pn_max_i[k] = last position in HMM band for insert state of HMM node k */
+ int *pn_min_d; /* pn_min_d[k] = first position in HMM band for delete state of HMM node k */
+ int *pn_max_d; /* pn_max_d[k] = last position in HMM band for delete state of HMM node k */
+ int *imin; /* imin[v] = first position in band on i for state v to be filled in this function. [1..M] */
+ int *imax; /* imax[v] = last position in band on i for state v to be filled in this function. [1..M] */
+ int *jmin; /* jmin[v] = first position in band on j for state v to be filled in this function. [1..M] */
+ int *jmax; /* jmax[v] = last position in band on j for state v to be filled in this function. [1..M] */
+
+ int *nss_imin; /* nss_imin[n] = imin of each split set state in node n*/
+ int *nss_imax; /* nss_imax[n] = imax of each split set state in node n*/
+ int *nss_jmin; /* nss_jmin[n] = jmin of each split set state in node n*/
+ int *nss_jmax; /* nss_jmax[n] = jmax of each split set state in node n*/
+
+ int *nis_imin; /* nss_imin[n] = imin of each insert set state in node n*/
+ int *nis_imax; /* nss_imax[n] = imax of each insert set state in node n*/
+ int *nis_jmin; /* nss_jmin[n] = jmin of each insert set state in node n*/
+ int *nis_jmax; /* nss_jmax[n] = jmax of each insert set state in node n*/
+
+ int *nss_max_imin; /* nss_max_imin[n] = max imin over split set states in node n*/
+ int *nss_min_jmax; /* nss_min_jmax[n] = min jmax over split set states in node n*/
+
+ int n; /* counter over CM nodes. */
+ int y, yoffset; /* counters over children states */
+
+ /* Contract checks */
+ if (cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands_OLD(), cp9b is NULL.\n");
+ if(!((cm->align_opts & CM_ALIGN_HBANDED) || (cm->search_opts & CM_SEARCH_HBANDED))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands_OLD(), CM_ALIGN_HBANDED and CM_SEARCH_HBANDED flags both down, exactly 1 must be up.\n");
+ if(i0 < 1) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands_OLD(), i0 < 1: %d\n", i0);
+ if(j0 < 1) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands_OLD(), j0 < 1: %d\n", j0);
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands_OLD(), i0 (%d) < j0 (%d)\n", i0, j0);
+
+ /* set pointers to cp9b data
+ * note: these arrays used to be allocated here, but that was wasteful, now it's allocated
+ * once per model (instead of once per sequence) in AllocCP9Bands()
+ */
+
+ pn_min_m = cp9b->pn_min_m;
+ pn_max_m = cp9b->pn_max_m;
+ pn_min_i = cp9b->pn_min_i;
+ pn_max_i = cp9b->pn_max_i;
+ pn_min_d = cp9b->pn_min_d;
+ pn_max_d = cp9b->pn_max_d;
+ imin = cp9b->imin;
+ imax = cp9b->imax;
+ jmin = cp9b->jmin;
+ jmax = cp9b->jmax;
+
+ ESL_ALLOC(nss_imin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nss_imax, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nss_jmin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nss_jmax, sizeof(int) * cm->nodes);
+
+ ESL_ALLOC(nis_imin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nis_imax, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nis_jmin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nis_jmax, sizeof(int) * cm->nodes);
+
+ ESL_ALLOC(nss_max_imin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nss_min_jmax, sizeof(int) * cm->nodes);
+
+ esl_vec_ISet(nss_imin, cm->nodes, -1);
+ esl_vec_ISet(nss_imax, cm->nodes, -1);
+ esl_vec_ISet(nss_jmin, cm->nodes, -1);
+ esl_vec_ISet(nss_jmax, cm->nodes, -1);
+
+ esl_vec_ISet(nis_imin, cm->nodes, -1);
+ esl_vec_ISet(nis_imax, cm->nodes, -1);
+ esl_vec_ISet(nis_jmin, cm->nodes, -1);
+ esl_vec_ISet(nis_jmax, cm->nodes, -1);
+
+ esl_vec_ISet(nss_max_imin, cm->nodes, -1);
+ esl_vec_ISet(nss_min_jmax, cm->nodes, -1);
+
+ /* Initialize all bands to -1. */
+ esl_vec_ISet(imin, cm->M, -1);
+ esl_vec_ISet(imax, cm->M, -1);
+ esl_vec_ISet(jmin, cm->M, -1);
+ esl_vec_ISet(jmax, cm->M, -1);
+
+ /* We go node by node, bottom up, and fill in the bands on each
+ * state for each node. Keeping track of the node split set min and max i's
+ * and j's, as well as the node insert set's
+ * also because they influence all nodes above (until a BEGL or BEGR at least).
+ */
+
+ /* For match nodes (MATP, MATL, MATR):
+ * First calc the split set node mins and maxes, then impose these
+ * on each state v in the split set of the node, requiring that any valid
+ * d resulting from the i and j bands on state v
+ * is least dv = StateDelta(v).
+ * This is done by ensuring that jmin[v] >= dv & jmax[v] >= dv.
+ * (We don't have to worry about i as we check again when we create
+ * the d bands from the i and j bands in ij2d_bands()).
+ * We really only have to enforce the StateDelta issue here so we
+ * don't run into d band on j that is 0 cells in ij2d_bands().
+ * Alternatively, we could ignore the StateDelta() issue here, and
+ * allow ij2d_bands() to modify j bands when it enforces the StateDelta()
+ * issue.
+ */
+
+ for(n = (cm->nodes-1); n >= 0; n--) {
+ switch (cm->ndtype[n]) {
+ case END_nd:
+ /* Special case, we need to know the bands on the states
+ * in the node ABOVE this one. Node above MUST be MATP, MATL
+ * or MATR. For END states, the band on i = the band on j,
+ * this is because d must be 0, so i must be (j+1), so its pointless
+ * to allow an i value that (j+1) is not allowed to be or vice versa.
+ * If the node above is MATL, we use the HMM band that maps
+ * to the ML state - these correspond to bands on i. If its a MATR,
+ * we use the HMM band that maps to the MR state - these correspond
+ * to bands on j. If its a MATP, we get fancy (see below).
+ */
+ v = cm->nodemap[n];
+ if(cm->ndtype[n-1] == MATL_nd) {
+ /* tricky. we keep the n_*m** structures ignorant of the fact that we're in
+ * an end state, i.e. we don't force a d=0 (j-i+1=0). This way when
+ * the node immediately above the end (the MATL) looks at it when its determining
+ * the correct bands on i, it doesn't get screwed up (as it would if j < i).
+ */
+
+ /*minimum of delete and match states of node above*/
+ nss_imin[n] = (pn_min_m[cp9map->nd2lpos[n-1]] <= (pn_min_d[cp9map->nd2lpos[n-1]])) ?
+ pn_min_m[cp9map->nd2lpos[n-1]] : (pn_min_d[cp9map->nd2lpos[n-1]]);
+ /*for the max, we must allow possibility of inserts and deletes.*/
+ nss_imax[n] = (pn_max_m[cp9map->nd2lpos[n-1]] >= pn_max_i[cp9map->nd2lpos[n-1]]) ?
+ pn_max_m[cp9map->nd2lpos[n-1]] : pn_max_i[cp9map->nd2lpos[n-1]];
+ /* deletes max bands may always be less than match max bands...(not sure)*/
+ if(nss_imax[n] < (pn_max_d[cp9map->nd2lpos[n-1]]))
+ nss_imax[n] = (pn_max_d[cp9map->nd2lpos[n-1]]);
+
+ nss_jmin[n] = nss_imin[n];
+ nss_jmax[n] = nss_imax[n];
+
+ imin[v] = nss_imin[n];
+ imax[v] = nss_imax[n] + 1; /* we add 1 because we have to figure in the emission
+ * of the MATL_ML (or final MATL_IL), which would increase
+ * i by 1 potentially relative to the imax of that state.
+ */
+ jmin[v] = imin[v] - 1; /* d must be 0 for end states. */
+ jmax[v] = imax[v] - 1; /* d must be 0 for end states. */
+
+ nss_max_imin[n] = imin[v];
+ nss_min_jmax[n] = jmax[v];
+ }
+ else if(cm->ndtype[n-1] == MATR_nd) {
+ /* tricky. we keep the nss_*m** structures ignorant of the fact that we're in
+ * an end state, i.e. we don't force a d=0 (j-i+1=0). This way when
+ * the node immediately above the end (the MATR) looks at it when its determining
+ * the correct bands on i, it doesn't get screwed up (as it would if j < i).
+ */
+
+ /*minimum of delete and match states of node above */
+ nss_jmin[n] = (pn_min_m[cp9map->nd2rpos[n-1]] <= pn_min_d[cp9map->nd2rpos[n-1]]) ?
+ pn_min_m[cp9map->nd2rpos[n-1]] : pn_min_d[cp9map->nd2rpos[n-1]];
+ /*for the max, we must allow possibility of inserts.*/
+ nss_jmax[n] = (pn_max_m[cp9map->nd2rpos[n-1]] >= pn_max_i[cp9map->nd2rpos[n-1]]) ?
+ pn_max_m[cp9map->nd2rpos[n-1]] : pn_max_i[cp9map->nd2rpos[n-1]];
+ /* deletes max bands may always be less than match max bands...(not sure)*/
+ if(nss_jmax[n] < pn_max_d[cp9map->nd2rpos[n-1]])
+ nss_jmax[n] = pn_max_d[cp9map->nd2rpos[n-1]];
+ nss_imin[n] = nss_jmin[n];
+ nss_imax[n] = nss_jmax[n];
+
+ jmin[v] = nss_jmin[v] - 1; /* we subtract 1 because of we have to figure
+ * in the emission of the MATR_MR (or final MATR_IR), which would
+ * decrease j by 1 potentially relative to jmin of that state.
+ */
+ jmax[v] = nss_jmax[n];
+ imin[v] = jmin[v] + 1; /*d (j-i+1) must be 0 for end states*/
+ imax[v] = jmax[v] + 1; /*d (j-i+1) must be 0 for end states*/
+
+ nss_max_imin[n] = imin[v];
+ nss_min_jmax[n] = jmax[v];
+ }
+ else if(cm->ndtype[n-1] == MATP_nd) {
+ /* Very rare case, only if the last bp in a stem is the last left consensus
+ * column (respecting gap_thresh) in that alignment. Does happen though,
+ * (at least in RFAM 6.1) because the training counts for transition priors
+ * had counts for MATP_* state -> END_nd transition sets.
+ */
+
+ /* tricky. we keep the nss_*m** structures ignorant of the fact that we're in
+ * an end state, i.e. we don't force a d=0 (j-i+1=0). This way when
+ * the node immediately above the end (the MATP) looks at it when its determining
+ * the correct bands on j, it doesn't get screwed up (as it would if j < i).
+ */
+ /*minimum of delete and match states of node above*/
+ nss_imin[n] = (pn_min_m[cp9map->nd2lpos[n-1]] <= (pn_min_d[cp9map->nd2lpos[n-1]])) ?
+ pn_min_m[cp9map->nd2lpos[n-1]] : (pn_min_d[cp9map->nd2lpos[n-1]]);
+ /*for the max, we must allow possibility of inserts and deletes.*/
+ nss_imax[n] = (pn_max_m[cp9map->nd2lpos[n-1]] >= pn_max_i[cp9map->nd2lpos[n-1]]) ?
+ pn_max_m[cp9map->nd2lpos[n-1]] : pn_max_i[cp9map->nd2lpos[n-1]];
+ /* deletes max bands may always be less than match max bands...(not sure)*/
+ if(nss_imax[n] < (pn_max_d[cp9map->nd2lpos[n-1]]))
+ nss_imax[n] = (pn_max_d[cp9map->nd2lpos[n-1]]);
+
+ /*minimum of delete and match states of node above*/
+ nss_jmin[n] = (pn_min_m[cp9map->nd2rpos[n-1]] <= pn_min_d[cp9map->nd2rpos[n-1]]) ?
+ pn_min_m[cp9map->nd2rpos[n-1]] : pn_min_d[cp9map->nd2rpos[n-1]];
+ /*for the max, we must allow possibility of inserts.*/
+ nss_jmax[n] = (pn_max_m[cp9map->nd2rpos[n-1]] >= pn_max_i[cp9map->nd2rpos[n-1]]) ?
+ pn_max_m[cp9map->nd2rpos[n-1]] : pn_max_i[cp9map->nd2rpos[n-1]];
+ /* deletes max bands may always be less than match max bands...(not sure)*/
+ if(nss_jmax[n] < pn_max_d[cp9map->nd2rpos[n-1]])
+ nss_jmax[n] = pn_max_d[cp9map->nd2rpos[n-1]];
+
+ /* unique situation. end's d must be 0, so we are constrained on what
+ * i can be relative to j, and j can be relative to i, but what we want
+ * are the constraints on what i can be, and j can be.
+ * because d=0 => j-i+1 = 0. then imin should equal = jmin + 1 and imax = jmax + 1.
+ * so we really just want to know a min over i and j, and a max over i and j.
+ * below we take min of imin and jmin (should always be imin i think) as the min,
+ * and max of imax and jmax (should always be jmax i think) after accounting for
+ * the possibility that a single base was just emitted left and/or right.
+ */
+ imax[v] = ((nss_imax[n] + 1) > nss_jmax[n]) ?
+ (nss_imax[n] + 1) : nss_jmax[n];
+ imin[v] = ((nss_imin[n]) < (nss_jmin[n] - 1)) ?
+ (nss_imin[n]) : (nss_jmin[n] - 1);
+ /* we can't have an i < i0 */
+ imin[v] = ESL_MAX(imin[v], i0);
+ imax[v] = ESL_MAX(imax[v], i0);
+ jmin[v] = imin[v] - 1; /* d must be 0 for end states. */
+ jmax[v] = imax[v] - 1; /* d must be 0 for end states. */
+
+ nss_max_imin[n] = imin[v];
+ nss_min_jmax[n] = jmax[v];
+ }
+ break;
+
+ case MATP_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+ hmm2ij_prestate_step1_set_node_inserts(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_i, pn_max_i, cp9map);
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ hmm2ij_prestate_step3_preset_node_splits(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_m, pn_max_m, pn_min_d, pn_max_d,
+ cp9map);
+ /* 6 states MATP_MP, MATP_ML, MATP_MR, MATP_D, MATP_IL, MATP_IR */
+ v = cm->nodemap[n]; /* MATP_MP */
+ /* Determine implied v bands using hmm for mapped 'direction(s)' and
+ * next node's bands for non-mapped direction(s).
+ */
+ tmp_imin = pn_min_m[cp9map->nd2lpos[n]];
+ tmp_imax = pn_max_m[cp9map->nd2lpos[n]];
+ tmp_jmin = pn_min_m[cp9map->nd2rpos[n]];
+ tmp_jmax = pn_max_m[cp9map->nd2rpos[n]];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+
+ v++; /*MATP_ML*/
+ /* Determine implied v bands using hmm for mapped 'direction(s)' and
+ * next node's bands for non-mapped direction(s).
+ */
+ tmp_imin = pn_min_m[cp9map->nd2lpos[n]];
+ tmp_imax = pn_max_m[cp9map->nd2lpos[n]];
+ /* 12.19.05 - trying to deal with the right delete off-by-one
+ * inverted relative to left delete issue.
+ */
+ tmp_jmin = (pn_min_d[cp9map->nd2rpos[n]] < nss_jmin[n+1]) ?
+ pn_min_d[cp9map->nd2rpos[n]] : nss_jmin[n+1];
+ tmp_jmax = (pn_max_d[cp9map->nd2rpos[n]] > nss_jmax[n+1]) ?
+ pn_max_d[cp9map->nd2rpos[n]] : nss_jmax[n+1];
+
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+
+ v++; /*MATP_MR*/
+ /* this D-left state gets the delete band from the HMM node
+ * that maps to the left side.
+ */
+ tmp_imin = pn_min_d[cp9map->nd2lpos[n]];
+ tmp_imax = pn_max_d[cp9map->nd2lpos[n]];
+ tmp_jmin = pn_min_m[cp9map->nd2rpos[n]];
+ tmp_jmax = pn_max_m[cp9map->nd2rpos[n]];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+
+ v++; /*MATP_D*/
+ tmp_imin = pn_min_d[cp9map->nd2lpos[n]];
+ tmp_imax = pn_max_d[cp9map->nd2lpos[n]];
+ /* 12.19.05 - trying to deal with the right delete off-by-one
+ * inverted relative to left delete issue.
+ */
+ tmp_jmin = (pn_min_d[cp9map->nd2rpos[n]] < nss_jmin[n+1]) ?
+ pn_min_d[cp9map->nd2rpos[n]] : nss_jmin[n+1];
+ tmp_jmax = (pn_max_d[cp9map->nd2rpos[n]] > nss_jmax[n+1]) ?
+ pn_max_d[cp9map->nd2rpos[n]] : nss_jmax[n+1];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+ hmm2ij_state_step5_non_emitter_d0_hack(v, imax[v], jmin);
+
+ v++; /*MATP_IL*/
+ /* This state maps to the insert state of HMM node cp9map->cs2hn[v][0]*/
+ tmp_imin = pn_min_i[cp9map->cs2hn[v][0]]; /* insert states can only map to 1 HMM node */
+ tmp_imax = pn_max_i[cp9map->cs2hn[v][0]]; /* insert states can only map to 1 HMM node */
+ tmp_jmin = nss_jmin[n];
+ tmp_jmax = nss_jmax[n];
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+
+ v++; /*MATP_IR*/
+ /* skip detached inserts */
+ if(cp9map->cs2hn[v][0] == -1)
+ continue;
+ /* Special case, one of only two situations (other is ROOT_IR)
+ * we could have come where v is an insert, and a possible
+ * state x that we came from is an insert, but x != y (x can be the MATP_IL).
+ * So we have to determine imin and imax carefully.
+ */
+ tmp_imin = (nss_imin[n] < imin[v-1]) ?
+ nss_imin[n] : imin[v-1];
+ tmp_imax = (nss_imax[n] > imax[v-1]) ?
+ nss_imax[n] : imax[v-1];
+ /* This state maps to the insert state of HMM node cp9map->cs2hn[v][0]*/
+ tmp_jmin = pn_min_i[cp9map->cs2hn[v][0]];
+ tmp_jmax = pn_max_i[cp9map->cs2hn[v][0]];
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ break;
+
+ case MATL_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+ hmm2ij_prestate_step1_set_node_inserts(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_i, pn_max_i, cp9map);
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ hmm2ij_prestate_step3_preset_node_splits(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_m, pn_max_m, pn_min_d, pn_max_d,
+ cp9map);
+
+ /* 3 states MATL_ML, MATL_D, MATL_IL */
+ v = cm->nodemap[n]; /* MATL_ML */
+ tmp_imin = pn_min_m[cp9map->nd2lpos[n]];
+ tmp_imax = pn_max_m[cp9map->nd2lpos[n]];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+
+ v++; /*MATL_D*/
+ /* this D-left state gets the delete band from the HMM node
+ * that maps to the left side.
+ */
+ tmp_imin = pn_min_d[cp9map->nd2lpos[n]];
+ tmp_imax = pn_max_d[cp9map->nd2lpos[n]];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+ hmm2ij_state_step5_non_emitter_d0_hack(v, imax[v], jmin);
+
+ v++; /*MATL_IL*/
+ /* skip detached inserts */
+ if(cp9map->cs2hn[v][0] == -1)
+ continue;
+ /* This state maps to the insert state of HMM node cp9map->cs2hn[v][0]*/
+ tmp_imin = pn_min_i[cp9map->cs2hn[v][0]];
+ tmp_imax = pn_max_i[cp9map->cs2hn[v][0]];
+ tmp_jmin = nss_jmin[n];
+ tmp_jmax = nss_jmax[n];
+
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ break;
+
+ case MATR_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+ hmm2ij_prestate_step1_set_node_inserts(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_i, pn_max_i, cp9map);
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ hmm2ij_prestate_step3_preset_node_splits(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_m, pn_max_m, pn_min_d, pn_max_d,
+ cp9map);
+
+ /* 3 states MATR_MR, MATR_D, MATR_IR */
+ v = cm->nodemap[n]; /* MATR_MR */
+ tmp_imin = nss_imin[n+1];
+ tmp_imax = nss_imax[n+1];
+ tmp_jmin = pn_min_m[cp9map->nd2rpos[n]];
+ tmp_jmax = pn_max_m[cp9map->nd2rpos[n]];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+
+ v++; /*MATR_D*/
+ /* this D-left state gets the delete band from the HMM node
+ * that maps to the left side.
+ */
+ tmp_imin = nss_imin[n+1];
+ tmp_imax = nss_imax[n+1];
+ /* 12.19.05 - trying to deal with the right delete off-by-one
+ * inverted relative to left delete issue.
+ */
+ tmp_jmin = (pn_min_d[cp9map->nd2rpos[n]] < nss_jmin[n+1]) ?
+ pn_min_d[cp9map->nd2rpos[n]] : nss_jmin[n+1];
+ tmp_jmax = (pn_max_d[cp9map->nd2rpos[n]] > nss_jmax[n+1]) ?
+ pn_max_d[cp9map->nd2rpos[n]] : nss_jmax[n+1];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+ hmm2ij_state_step5_non_emitter_d0_hack(v, imax[v], jmin);
+
+ v++; /*MATR_IR*/
+ /* skip detached inserts */
+ if(cp9map->cs2hn[v][0] == -1)
+ continue;
+ tmp_imin = nss_imin[n];
+ tmp_imax = nss_imax[n];
+ /* This state maps to the insert state of HMM node cshn_map[v]*/
+ tmp_jmin = pn_min_i[cp9map->cs2hn[v][0]];
+ tmp_jmax = pn_max_i[cp9map->cs2hn[v][0]];
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ break;
+
+ case ROOT_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+ hmm2ij_prestate_step1_set_node_inserts(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_i, pn_max_i, cp9map);
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ hmm2ij_prestate_step3_preset_node_splits(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_m, pn_max_m, pn_min_d, pn_max_d,
+ cp9map);
+ /* 3 states, ROOT_S, ROOT_IL, and ROOT_IR*/
+ v = cm->nodemap[n]; /* ROOT_S SPECIAL CASE */
+ if(doing_search) { /* we're doing search, ROOT_S doesn't necessarily emit full sequence */
+ tmp_imin = nss_imin[n+1];
+ tmp_imax = nss_imax[n+1];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ }
+ else { /* we're doing alignment, enforce ROOT_S emits full sequence */
+ /* for now, enforce ROOT_S emits full sequence at end of the function, we'll relax this if doing_search==TRUE */
+ tmp_imin = i0;
+ tmp_imax = i0;
+ tmp_jmin = j0;
+ tmp_jmax = j0;
+ }
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+
+ v++; /*ROOT_IL SPECIAL CASE*/
+ /* This state maps to the insert state of HMM node cp9map->cs2hn[v][0], which is HMM node 0*/
+ if(doing_search)
+ tmp_imin = pn_min_i[cp9map->cs2hn[v][0]]; /* should this be imin[0]? */
+ else
+ tmp_imin = i0; /* Have to be able to transit here from ROOT_S */
+ tmp_imax = nss_imax[n+1];
+ if(doing_search) {
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ }
+ else {
+ tmp_jmin = j0; /* we never emit to the right in this state */
+ tmp_jmax = j0; /* we never emit to the right in this state */
+ }
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+
+ v++; /*ROOT_IR SPECIAL CASE analagous to ROOT_IL*/
+ if(doing_search)
+ tmp_imin = nss_imin[n+1]; /* same tmp_imin as ROOT_S */
+ else
+ tmp_imin = i0; /* we never emit to the left in this state */
+ tmp_imax = nss_imax[n+1];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = j0; /* Have to be able to transit here from ROOT_S */
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ break;
+
+ case BEGL_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+ hmm2ij_prestate_step1_set_node_inserts(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_i, pn_max_i, cp9map);
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ hmm2ij_prestate_step3_preset_node_splits(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_m, pn_max_m, pn_min_d, pn_max_d,
+ cp9map);
+ /* 1 state BEGL_S */
+ v = cm->nodemap[n];
+ /* The next node MUST be a match node (MATP
+ * specifically due to model building
+ * algorithm) or a BIF node. We derive imin, imax,
+ * jmin and jmax from that node.
+ */
+ /* Use the next nodes split set band, which
+ * will be wider of match and delete states bands
+ * for split set states in next node.
+ */
+ tmp_imin = nss_imin[n+1];
+ tmp_imax = nss_imax[n+1];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+ hmm2ij_state_step5_non_emitter_d0_hack(v, imax[v], jmin);
+ break;
+
+ case BEGR_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+ hmm2ij_prestate_step1_set_node_inserts(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_i, pn_max_i, cp9map);
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ hmm2ij_prestate_step3_preset_node_splits(n, nis_imin, nis_imax, nis_jmin, nis_jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax,
+ pn_min_m, pn_max_m, pn_min_d, pn_max_d,
+ cp9map);
+ /* 2 states BEGR_S and BEGR_IL */
+ v = cm->nodemap[n]; /*BEGR_S*/
+ /* Use either the next nodes split set band, which
+ * will be wider of match and delete states bands
+ * for split set states in next node OR
+ * the band on the insert state that maps to the
+ * BEGR_IL, erring on the safe side (wider band).
+ */
+ tmp_imin = nss_imin[n+1];
+ tmp_imax = nss_imax[n+1];
+ if(pn_min_i[cp9map->cs2hn[v+1][0]] < tmp_imin)
+ tmp_imin = pn_min_i[cp9map->cs2hn[v+1][0]];
+ if(pn_max_i[cp9map->cs2hn[v+1][0]] > tmp_imax)
+ tmp_imax = pn_max_i[cp9map->cs2hn[v+1][0]];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+ hmm2ij_state_step5_non_emitter_d0_hack(v, imax[v], jmin);
+
+ v++; /*BEGR_IL*/
+ /* This state maps to the insert state of HMM node cp9map->cs2hn[v][0]*/
+ tmp_imin = pn_min_i[cp9map->cs2hn[v][0]];
+ tmp_imax = pn_max_i[cp9map->cs2hn[v][0]];
+ tmp_jmin = nss_jmin[n+1];
+ tmp_jmax = nss_jmax[n+1];
+ hmm2ij_insert_state_step1_set_state_bands(v, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax);
+ /* Enforce safe transitions, this makes sure that at least one state
+ * y \in C_v is reachable from v. And further (special case for inserts)
+ * make sure that we don't consider v as a possible y. IF we did, we might
+ * be faced with a situation where v could only transit to itself, and then
+ * we'd be in the same situation, but we may no longer be able to transit ANYWHERE
+ * including to itself.
+ */
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, (nss_max_imin[n+1]), nss_min_jmax[n+1]);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ break;
+
+ case BIF_nd:
+ hmm2ij_prestate_step0_initialize(n, nss_max_imin, nss_min_jmax, i0, j0);
+
+ /* 1 state BIF_B */
+ v = cm->nodemap[n]; /*BIF_B*/
+ /* The only two connected states are BEGL_S and BEGR_S.
+ * We can derive our imin, imax, jmin, and jmax from
+ * those two states.
+ * cm->cfirst[v] is the state index of the left child.
+ * cm->cnum[v] is the state index of the right child.
+ */
+ nis_imin[n] = imin[cm->cfirst[v]];
+ nis_imax[n] = imax[cm->cfirst[v]];
+ nis_jmin[n] = jmin[cm->cnum[v]];
+ nis_jmax[n] = jmax[cm->cnum[v]];
+
+ nss_imin[n] = imin[cm->cfirst[v]];
+ nss_imax[n] = imax[cm->cfirst[v]];
+ nss_jmin[n] = jmin[cm->cnum[v]];
+ nss_jmax[n] = jmax[cm->cnum[v]];
+
+ hmm2ij_prestate_step2_determine_safe(n, nss_max_imin[n+1], nss_min_jmax[n+1],
+ nis_imin[n], nis_jmax[n],
+ &safe_imax, &safe_jmin);
+ tmp_imin = imin[cm->cfirst[v]];
+ tmp_imax = imax[cm->cfirst[v]];
+ tmp_jmin = jmin[cm->cnum[v]];
+ tmp_jmax = jmax[cm->cnum[v]];
+ hmm2ij_split_state_step1_set_state_bands(v, n, tmp_imin, tmp_imax, tmp_jmin,
+ tmp_jmax, imin, imax, jmin, jmax,
+ nss_imin, nss_imax, nss_jmin, nss_jmax);
+ hmm2ij_state_step2_enforce_safe_trans(cm, v, n, imax, jmin, nss_imax, nss_jmin, safe_imax,
+ safe_jmin);
+ hmm2ij_state_step3_enforce_state_delta(cm, v, jmin, jmax);
+ hmm2ij_state_step4_update_safe_holders(v, n, imin[v], jmax[v], nss_max_imin, nss_min_jmax);
+ hmm2ij_state_step5_non_emitter_d0_hack(v, imax[v], jmin);
+ break;
+ }
+ }
+
+ /* Tie up some loose ends:
+ * 1. Ensure that all valid i are >= i0 and all valid j are <= j0
+ * 2. Ensure all bands have bandwidth >= 0 (see code)
+ * 3. Set detached inserts states to imin=imax=jmin=jmax=i0 to avoid
+ * problems in downstream functions. These states WILL NEVER BE ENTERED
+ * 4. Do a quick check to make sure we've assigned the bands
+ * on i and j for all states to positive values (none were
+ * left as -1 EXCEPT for end states which should have i bands left as -1).
+ * 5. Ensure imin[0] <= imin[v] for all v and jmax[0] >= jmax[v] for all v.
+ * 6. If doing_search==TRUE, rewrite the bands on the
+ * ROOT_S state so they allow any possible transition to a child
+ * that the child's bands would allow.
+ */
+
+ /* 1. Ensure that all valid i are >= i0 and all valid j are <= j0 */
+ for(v = 0; v < cm->M; v++) {
+ imin[v] = ESL_MAX(imin[v], i0); /* imin[v] can't be less than i0 */
+ imax[v] = ESL_MAX(imax[v], i0); /* imax[v] can't be less than i0 */
+
+ imin[v] = ESL_MIN(imin[v], j0); /* imin[v] can't be more than j0 */
+ imax[v] = ESL_MIN(imax[v], j0); /* imax[v] can't be more than j0 */
+
+ imax[v] = ESL_MIN(imax[v], j0); /* imax[v] can't be more than j0 */
+
+ jmin[v] = ESL_MIN(jmin[v], j0); /* jmin[v] can't be more than j0 */
+ jmax[v] = ESL_MIN(jmax[v], j0); /* jmax[v] can't be more than j0 */
+
+ jmin[v] = ESL_MAX(jmin[v], i0); /* jmin[v] can't be less than i0 */
+ jmax[v] = ESL_MAX(jmax[v], i0); /* jmax[v] can't be less than i0 */
+
+ /* 2. Ensure all bands have bandwidth >= 0
+ * Ensure: jmax[v] - jmin[v] + 1 >= 0
+ * imax[v] - imin[v] + 1 >= 0
+ * jmax[v] - jmin[v] + 1 == 0 means there are no valid j's for state v,
+ * so state v is not allowed to be in the parse, we allow this (maybe we shouldn't)
+ */
+ imax[v] = ESL_MAX(imax[v], imin[v]-1);
+ jmin[v] = ESL_MIN(jmin[v], jmax[v]+1);
+
+ /* 3. Set detached inserts states to imin=imax=jmin=jmax=i0 to avoid
+ * problems in downstream functions. These states WILL NEVER BE ENTERED
+ */
+ if(cm->sttype[v+1] == E_st) imin[v] = imax[v] = jmin[v] = jmax[v] = i0;
+
+ /* 4. Do a quick check to make sure we've assigned the bands
+ * on i and j for all states to positive values (none were
+ * left as -1 EXCEPT for end states which should have i bands left as -1).
+ */
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (imin[v] == -1))));
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (imax[v] == -1))));
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (jmin[v] == -1))));
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (jmax[v] == -1))));
+
+ /* 5. Ensure imin[0] <= imin[v] for all v and jmax[0] >= jmax[v] for all v. */
+ imin[0] = ESL_MIN(imin[0], imin[v]);
+ jmax[0] = ESL_MAX(jmax[0], jmax[v]);
+ }
+
+ /* 6. If doing_search==TRUE, rewrite the bands on the
+ * ROOT_S state so they allow any possible transition to a child
+ * that the child's bands would allow.
+ */
+ if(doing_search) {
+ /* First look at children of 0 (these probs will be 0. if local begins on, but it doesn't matter for our purposes here) */
+ for (yoffset = 0; yoffset < cm->cnum[0]; yoffset++) {
+ y = cm->cnum[0] + yoffset;
+ imin[0] = ESL_MIN(imin[0], imin[y]);
+ imax[0] = ESL_MAX(imax[0], imax[y]);
+ jmin[0] = ESL_MIN(jmin[0], jmin[y]);
+ jmax[0] = ESL_MAX(jmax[0], jmax[y]);
+ }
+ /* now for possible local begins */
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y])) {
+ imin[0] = ESL_MIN(imin[0], imin[y]);
+ imax[0] = ESL_MAX(imax[0], imax[y]);
+ jmin[0] = ESL_MIN(jmin[0], jmin[y]);
+ jmax[0] = ESL_MAX(jmax[0], jmax[y]);
+ }
+ }
+ }
+ }
+ /* Final, exceedingly rare, special case */
+ if(i0 == j0) { /* special case that breaks DP recursion for MP states
+ * b/c target seq is length 1, and all MPs are impossible,
+ * yet above code just forced jmin[v] <= j0 and jmax[v] <= j0,
+ * which says that MPs are possible.
+ */
+ for(v = 0; v < cm->M; v++) {
+ if(cm->sttype[v] == MP_st) {
+ jmin[v] = j0+1;
+ jmax[v] = j0;
+ /* now 'for (j = jmin[v]; j <= jmax[v]; j++)' { loops will never be entered, b/c jmin[v] == 2, jmax[v] == 1 */
+ }
+ }
+ }
+
+#if 0
+ /* OLD CODE EPN, Fri Dec 21 09:14:32 2007 */
+ /* Tie up some loose ends:
+ * 1. Set detached inserts states to imin=imax=jmin=jmax=i0 to avoid
+ * problems in downstream functions. These states WILL NEVER BE ENTERED
+ * 2. Do a quick check to make sure we've assigned the bands
+ * on i and j for all states to positive values (none were
+ * left as -1 EXCEPT for end states which should have i bands left as -1).
+ * 3. Ensure that all *max[v] and *min[v] values are <= L, values greater
+ * than this don't make sense.
+ */
+
+ for(v = 0; v < cm->M; v++) {
+ /* set bands for detached inserts */
+ if(cm->sttype[v+1] == E_st) imin[v] = imax[v] = jmin[v] = jmax[v] = i0;
+
+ /* Ensure: for all i imin[v]..i..imax[v]
+ * i0 <= i <= j0+1
+ * for all j jmin[v]..j..jmax[v]
+ * i0 <= j <= j0
+ * Note: i can be j0+1 to allow delete states to be entered with
+ * d = 0, after the entire seq has been emitted.
+ */
+ imin[v] = ESL_MAX(imin[v], i0);
+ imin[v] = ESL_MIN(imin[v], j0+1);
+ imax[v] = ESL_MAX(imax[v], i0);
+ imax[v] = ESL_MIN(imax[v], j0+1);
+ jmin[v] = ESL_MAX(jmin[v], i0);
+ jmin[v] = ESL_MIN(jmin[v], j0);
+ jmax[v] = ESL_MAX(jmax[v], i0);
+ jmax[v] = ESL_MIN(jmax[v], j0);
+
+ /* Ensure: for all v imin[v] >= imin[0],
+ * jmax[v] <= jmax[0].
+ */
+ imin[v] = ESL_MAX(imin[v], imin[0]);
+ imax[v] = ESL_MAX(imax[v], imin[0]);
+ jmax[v] = ESL_MIN(jmax[v], jmax[0]);
+ jmin[v] = ESL_MIN(jmin[v], jmax[0]);
+
+ /* Ensure: jmax[v] - jmin[v] + 1 >= 0
+ * imax[v] - imin[v] + 1 >= 0
+ * jmax[v] - jmin[v] + 1 == 0 means there are no valid j's for state v,
+ * so state v is not allowed to be in the parse, we allow this (maybe we shouldn't)
+ */
+ imin[v] = ESL_MIN(imin[v], imax[v]+1);
+ jmin[v] = ESL_MIN(jmin[v], jmax[v]+1);
+
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (imin[v] == -1))));
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (imax[v] == -1))));
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (jmin[v] == -1))));
+ ESL_DASSERT1((! ((cm->sttype[v] != E_st) && (jmax[v] == -1))));
+ }
+#endif
+
+ if(debug_level > 0) {
+ printf("bands on i\n");
+ debug_print_bands(stdout, cm, imin, imax);
+
+ printf("bands on j\n");
+ debug_print_bands(stdout, cm, jmin, jmax);
+ }
+ /* debug_print_ij_bands(cm); */
+
+ free(nss_imin);
+ free(nss_imax);
+ free(nss_jmin);
+ free(nss_jmax);
+ free(nis_imin);
+ free(nis_imax);
+ free(nis_jmin);
+ free(nis_jmax);
+ free(nss_max_imin);
+ free(nss_min_jmax);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+/**************************************************************************
+ * Helper functions for *_cp9_HMM2ijBands_OLD()
+ * hmm2ij_prestate_step0_initialize()
+ * hmm2ij_prestate_step1_set_node_inserts()
+ * hmm2ij_prestate_step2_determine_safe()
+ * hmm2ij_prestate_step3_preset_node_splits()
+ * hmm2ij_split_state_step1_set_state_bands()
+ * hmm2ij_insert_state_step1_set_state_bands()
+ * hmm2ij_state_step2_enforce_safe_trans()
+ * hmm2ij_state_step5_non_emitter_d0_hack()
+ */
+
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_prestate_step0_initialize
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_prestate_step0_initialize(int n, int *nss_max_imin, int *nss_min_jmax, int i0, int j0)
+{
+ nss_max_imin[n] = i0-1;
+ nss_min_jmax[n] = j0;
+}
+
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_prestate_step1_set_node_inserts
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_prestate_step1_set_node_inserts(int n, int *nis_imin, int *nis_imax,
+ int *nis_jmin, int *nis_jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax,
+ int *pn_min_i, int *pn_max_i,
+ CP9Map_t *cp9map)
+
+{
+ if(cp9map->nd2lpos[n] != -1)
+ {
+ nis_imin[n] = pn_min_i[cp9map->nd2lpos[n]];
+ nis_imax[n] = pn_max_i[cp9map->nd2lpos[n]];
+ }
+ else
+ {
+ nis_imin[n] = nss_imin[n+1];
+ nis_imax[n] = nss_imax[n+1];
+ }
+ if(cp9map->nd2rpos[n] != -1)
+ {
+ nis_jmin[n] = pn_min_i[cp9map->nd2rpos[n]];
+ nis_jmax[n] = pn_max_i[cp9map->nd2rpos[n]];
+ }
+ else
+ {
+ nis_jmin[n] = nss_jmin[n+1];
+ nis_jmax[n] = nss_jmax[n+1];
+ }
+}
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_prestate_step1_set_node_inserts
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_prestate_step2_determine_safe(int n,
+ int nss_max_imin_np1, int nss_min_jmax_np1,
+ int nis_imin_n,
+ int nis_jmax_n,
+ int *safe_imax, int *safe_jmin)
+{
+ *safe_imax = (nss_max_imin_np1 < nis_imin_n) ?
+ nss_max_imin_np1 : nis_imin_n;
+ *safe_jmin = (nss_min_jmax_np1 > nis_jmax_n) ?
+ nss_min_jmax_np1 : nis_jmax_n;
+}
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_prestate_step1_set_node_inserts
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_prestate_step3_preset_node_splits(int n, int *nis_imin, int *nis_imax,
+ int *nis_jmin, int *nis_jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax,
+ int *pn_min_m, int *pn_max_m,
+ int *pn_min_d, int *pn_max_d,
+ CP9Map_t *cp9map)
+{
+ if(cp9map->nd2lpos[n] != -1)
+ {
+ nss_imin[n] = (pn_min_m[cp9map->nd2lpos[n]] < (pn_min_d[cp9map->nd2lpos[n]])) ?
+ pn_min_m[cp9map->nd2lpos[n]] : (pn_min_d[cp9map->nd2lpos[n]]);
+ nss_imax[n] = (pn_max_m[cp9map->nd2lpos[n]] > (pn_max_d[cp9map->nd2lpos[n]])) ?
+ pn_max_m[cp9map->nd2lpos[n]] : (pn_max_d[cp9map->nd2lpos[n]]);
+ }
+ else
+ {
+ nss_imin[n] = nss_imin[n+1];
+ nss_imax[n] = nss_imax[n+1];
+ }
+ if(cp9map->nd2rpos[n] != -1)
+ {
+ nss_jmin[n] = (pn_min_m[cp9map->nd2rpos[n]] < pn_min_d[cp9map->nd2rpos[n]]) ?
+ pn_min_m[cp9map->nd2rpos[n]] : pn_min_d[cp9map->nd2rpos[n]];
+ nss_jmax[n] = (pn_max_m[cp9map->nd2rpos[n]] > pn_max_d[cp9map->nd2rpos[n]]) ?
+ pn_max_m[cp9map->nd2rpos[n]] : pn_max_d[cp9map->nd2rpos[n]];
+ }
+ else
+ {
+ nss_jmin[n] = nss_jmin[n+1];
+ nss_jmax[n] = nss_jmax[n+1];
+ }
+}
+
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_split_state_step1_set_state_bands
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_split_state_step1_set_state_bands(int v, int n,
+ int tmp_imin, int tmp_imax,
+ int tmp_jmin, int tmp_jmax,
+ int *imin, int *imax, int *jmin, int *jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax)
+{
+ imin[v] = tmp_imin;
+ imax[v] = tmp_imax;
+ jmin[v] = tmp_jmin;
+ jmax[v] = tmp_jmax;
+ if(imin[v] < nss_imin[n])
+ nss_imin[n] = imin[v];
+ if(imax[v] > nss_imax[n])
+ nss_imax[n] = imax[v];
+ if(jmin[v] < nss_jmin[n])
+ nss_jmin[n] = jmin[v];
+ if(jmax[v] > nss_jmax[n])
+ nss_jmax[n] = jmax[v];
+
+}
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_prestate_step1_set_node_inserts
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void hmm2ij_insert_state_step1_set_state_bands(int v,
+ int tmp_imin, int tmp_imax,
+ int tmp_jmin, int tmp_jmax,
+ int *imin, int *imax, int *jmin, int *jmax)
+{
+ imin[v] = tmp_imin;
+ imax[v] = tmp_imax;
+ jmin[v] = tmp_jmin;
+ jmax[v] = tmp_jmax;
+}
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_state_step2_enforce_safe_trans
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_state_step2_enforce_safe_trans(CM_t *cm, int v, int n, int *imax, int *jmin,
+ int *nss_imax, int *nss_jmin,
+ int safe_imax, int safe_jmin)
+{
+ int dv_l;
+ int dv_r;
+ if((cm->sttype[v] == ML_st) ||
+ (cm->sttype[v] == IL_st) ||
+ (cm->sttype[v] == MP_st))
+ dv_l = 1;
+ else
+ dv_l = 0;
+ if((cm->sttype[v] == MR_st) ||
+ (cm->sttype[v] == IR_st) ||
+ (cm->sttype[v] == MP_st))
+ dv_r = 1;
+ else
+ dv_r = 0;
+ if(imax[v] < safe_imax - dv_l)
+ {
+ imax[v] = safe_imax - dv_l;
+ if(imax[v] > nss_imax[n])
+ nss_imax[n] = imax[v];
+ }
+ if(jmin[v] > safe_jmin + dv_r)
+ {
+ jmin[v] = safe_jmin + dv_r;
+ if(jmin[v] < nss_jmin[n])
+ nss_jmin[n] = jmin[v];
+ }
+}
+
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_state_step3_enforce_state_delta
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_state_step3_enforce_state_delta(CM_t *cm, int v, int *jmin, int *jmax)
+{
+ int dv_l;
+ int dv_r;
+ if((cm->sttype[v] == ML_st) ||
+ (cm->sttype[v] == IL_st) ||
+ (cm->sttype[v] == MP_st))
+ dv_l = 1;
+ else
+ dv_l = 0;
+ if((cm->sttype[v] == MR_st) ||
+ (cm->sttype[v] == IR_st) ||
+ (cm->sttype[v] == MP_st))
+ dv_r = 1;
+ else
+ dv_r = 0;
+ if(jmin[v] < (dv_l + dv_r))
+ jmin[v] = dv_l + dv_r;
+ if(jmax[v] < (dv_l + dv_r))
+ jmax[v] = dv_l + dv_r;
+}
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_state_step4_update_safe_holders
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_state_step4_update_safe_holders(int v, int n, int imin_v, int jmax_v, int *nss_max_imin,
+ int *nss_min_jmax)
+{
+ if(imin_v > nss_max_imin[n])
+ nss_max_imin[n] = imin_v;
+ if(jmax_v < nss_min_jmax[n])
+ nss_min_jmax[n] = jmax_v;
+}
+
+/*****************************************************************************
+ * EPN 12.21.05
+ * Function: hmm2ij_state_step5_non_emitter_d0_hack
+ *
+ * Purpose: cp9_HMM2ijBands_OLD*() function helper function.
+ *
+ *****************************************************************************/
+void
+hmm2ij_state_step5_non_emitter_d0_hack(int v, int imax_v, int *jmin)
+{
+ /* allow for possibility that d=0 for delete states*/
+ if(jmin[v] <= imax_v && jmin[v] > 0)
+ jmin[v]--;
+ /* if imax = L, allow possibility for
+ if(imax[v] == Limax_v && jmin[v] > 0)
+ jmin[v]--;*/
+}
+
+
+#if 0
+
+/*********************************************************************
+ * Function: cp9_RelaxRootBandsForSearch()
+ *
+ * Purpose: In cp9_HMM2ijBands_OLD(), ROOT_S (state 0) sets imin[0]=imax[0]=i0,
+ * and jmin[0]=jmax[0]=j0, which is important for alignment,
+ * but during search enforces that the optimal alignment start
+ * at i0 and end at j0, but when searching we want to relax this
+ * requirement in case a higher scoring parse has different endpoints.
+ * See code for details.
+ *
+ * Args:
+ * cm the cm
+ * i0 first position of seq
+ * j0 last position of seq
+ * int *imin imin[v] = first position in band on i for state v
+ * int *imax imax[v] = last position in band on i for state v
+ * int *jmin jmin[v] = first position in band on j for state v
+ * int *jmax jmax[v] = last position in band on j for state v
+ */
+void
+cp9_RelaxRootBandsForSearch(CM_t *cm, int i0, int j0, int *imin, int *imax, int *jmin, int *jmax)
+{
+ int y, yoffset;
+
+ if(i0 == j0) return; /* this is a special vanishingly rare case, we've set otherwise illegal jmin, jmax values for MP states
+ * b/c all MPs are impossible for a length 1 seq, do nothing in this case.
+ */
+ /* look at all children y of ROOT_S (v == 0) and set:
+ * imin[0] = min_y imin[y];
+ * imax[0] = max_y imax[y];
+ * jmin[0] = min_y jmin[y];
+ * jmax[0] = max_y jmax[y];
+ */
+ /* First look at children of 0 (these probs will be 0. if local begins on, but it doesn't matter for our purposes here) */
+ for (yoffset = 0; yoffset < cm->cnum[0]; yoffset++) {
+ y = cm->cnum[0] + yoffset;
+ imin[0] = ESL_MIN(imin[0], imin[y]);
+ imax[0] = ESL_MAX(imax[0], imax[y]);
+ jmin[0] = ESL_MIN(jmin[0], jmin[y]);
+ jmax[0] = ESL_MAX(jmax[0], jmax[y]);
+ }
+ /* now for possible local begins */
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(NOT_IMPOSSIBLE(cm->beginsc[y])) {
+ imin[0] = ESL_MIN(imin[0], imin[y]);
+ imax[0] = ESL_MAX(imax[0], imax[y]);
+ jmin[0] = ESL_MIN(jmin[0], jmin[y]);
+ jmax[0] = ESL_MAX(jmax[0], jmax[y]);
+ }
+ }
+ }
+}
+
+#endif
+
diff --git a/src/hmmband.h b/src/hmmband.h
new file mode 100644
index 0000000..464a5ad
--- /dev/null
+++ b/src/hmmband.h
@@ -0,0 +1,123 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* hmmband.h
+ * Eric Nawrocki
+ * 12.16.05
+ * (many functions older than 12.16.05)
+ *
+ * Functions to support either CM Plan 9 (CP9) HMMs for band
+ * calculation. Includes functions for calc'ing posteriors.
+ *
+ * Note: Initially, plan 7 (P7) versions of most of these functions
+ * were implemented, but abandoned once it was clear CP9s were
+ * more appropriate for CMs. To see the original P7 funcs, see
+ * the end of the hmmband.c file.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+
+#include "structs.h" /* data structures, macros, #define's */
+#include "cplan9.h"
+
+extern CP9Bands_t * AllocCP9Bands(CM_t *cm, CP9_t *hmm);
+extern void FreeCP9Bands(CP9Bands_t *cp9bands);
+
+extern double dbl_Score2Prob(int sc, float null);
+
+/* CP9_seq2bands() takes a CM, sequence, and allocated CP9Bands_t structure and
+ * calculates the CP9Bands_t by calling many of the other functions below. */
+extern void CP9_seq2bands(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, CP9Bands_t *cp9b,
+ CP9_dpmatrix_t **ret_cp9_post, int debug_level);
+
+/* CP9_seq2posteriors() takes a CM and sequence and runs Forward and Backward algorithms
+ * (or scanning Forward/Backward) and returns a CP9 posterior matrix. */
+extern void CP9_seq2posteriors(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, CP9_dpmatrix_t **ret_cp9_post,
+ int debug_level);
+
+/* Functions for getting posterior probabilities from CP9 HMMs
+ * based on Ian Holmes' hmmer/src/postprob.c functions
+ * P7Forward() is in HMMER's core_algorithms.c
+ * and P7Backward() is in HMMER's postprob.c*/
+extern float CP9ForwardOLD(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm,
+ struct cp9_dpmatrix_s **ret_mx);
+extern float CP9ViterbiOLD(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, struct cp9_dpmatrix_s *mx, struct cp9trace_s **ret_tr);
+extern float CP9BackwardOLD(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, struct cp9_dpmatrix_s **ret_mx);
+extern void CP9Posterior(ESL_DSQ *dsq, int i0, int j0,
+ CP9_t *hmm,
+ struct cp9_dpmatrix_s *fmx,
+ struct cp9_dpmatrix_s *bmx,
+ struct cp9_dpmatrix_s *mx);
+extern void CP9_ifill_post_sums(struct cp9_dpmatrix_s *post, CP9Bands_t *cp9, int i0, int j0);
+
+/* Functions to determine HMM bands */
+extern void CP9_hmm_band_bounds(int **post, int i0, int j0, int M, int *isum_pn, int *pn_min, int *pn_max, double p_thresh,
+ int state_type, int use_sums, int debug_level);
+
+/* Function to go from HMM bands to i and j bands on a CM */
+extern void hmm2ij_bands(CM_t *cm, CP9Map_t *cp9map, int i0, int j0, int *pn_min_m,
+ int *pn_max_m, int *pn_min_i, int *pn_max_i, int *pn_min_d,
+ int *pn_max_d, int *imin, int *imax, int *jmin, int *jmax,
+ int debug_level);
+
+/* Helper functions for *_hmm2ij_bands() */
+extern void hmm2ij_prestate_step0_initialize(int n, int *nss_max_imin, int *nss_min_jmax, int i0, int j0);
+extern void hmm2ij_prestate_step1_set_node_inserts(int n, int *nis_imin, int *nis_imax,
+ int *nis_jmin, int *nis_jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax,
+ int *pn_min_i, int *pn_max_i,
+ CP9Map_t *cp9map);
+extern void hmm2ij_prestate_step2_determine_safe(int n,
+ int nss_max_imin_np1, int nss_min_jmax_np1,
+ int nis_imin_n,
+ int nis_jmax_n,
+ int *safe_imax, int *safe_jmin);
+extern void hmm2ij_prestate_step3_preset_node_splits(int n, int *nis_imin, int *nis_imax,
+ int *nis_jmin, int *nis_jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax,
+ int *pn_min_m, int *pn_max_m,
+ int *pn_min_d, int *pn_max_d,
+ CP9Map_t *cp9map);
+extern void hmm2ij_split_state_step1_set_state_bands(int v, int n,
+ int tmp_imin, int tmp_imax,
+ int tmp_jmin, int tmp_jmax,
+ int *imin, int *imax, int *jmin, int *jmax,
+ int *nss_imin, int *nss_imax,
+ int *nss_jmin, int *nss_jmax);
+extern void hmm2ij_insert_state_step1_set_state_bands(int v,
+ int tmp_imin, int tmp_imax,
+ int tmp_jmin, int tmp_jmax,
+ int *imin, int *imax, int *jmin, int *jmax);
+extern void hmm2ij_state_step2_enforce_safe_trans(CM_t *cm, int v, int n, int *imax, int *jmin,
+ int *nss_imax, int *nss_jmin,
+ int safe_imax, int safe_jmin);
+extern void hmm2ij_state_step3_enforce_state_delta(CM_t *cm, int v, int *jmin, int *jmax);
+extern void hmm2ij_state_step4_update_safe_holders(int v, int n, int imin_v, int jmax_v, int *nss_max_imin,
+ int *nss_min_jmax);
+extern void hmm2ij_state_step5_non_emitter_d0_hack(int v, int imax_v, int *jmin);
+
+/* Debugging print functions */
+extern void debug_print_hmm_bands(FILE *ofp, int L, CP9Bands_t *cp9b, double hmm_bandp, int debug_level);
+extern void ij_banded_trace_info_dump(CM_t *cm, Parsetree_t *tr, int *imin, int *imax,
+ int *jmin, int *jmax, int debug_level);
+extern void ijd_banded_trace_info_dump(CM_t *cm, Parsetree_t *tr, int *imin, int *imax,
+ int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int debug_level);
+extern void debug_check_CP9_FB(struct cp9_dpmatrix_s *fmx,
+ struct cp9_dpmatrix_s *bmx,
+ CP9_t *hmm, float sc, int i0, int j0,
+ ESL_DSQ *dsq);
+
+/* Other misc. functions */
+extern void relax_root_bands(int *imin, int *imax, int *jmin, int *jmax);
diff --git a/src/hybridsearch.c b/src/hybridsearch.c
new file mode 100644
index 0000000..4ca6dce
--- /dev/null
+++ b/src/hybridsearch.c
@@ -0,0 +1,1624 @@
+/* hybridsearch.c
+ * EPN, Mon Oct 29 06:24:24 2007
+ *
+ * Implementation of a hybrid CYK/Viterbi scanning algorithm.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <assert.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_sqio.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+#define CP9TSC(s,k) (cp9tsc[(k) * cp9O_NTRANS + (s)])
+
+
+/*
+ * Function: cm_cp9_HybridScan()
+ *
+ * Purpose: Scan an digitized sequence with a hybrid HMM Viterbi/CM CYK
+ * DP algorithm.
+ *
+ * Args: cm - the CM
+ * errbuf - char buffer for error messages
+ * CP9_MX - the CP9 matrix
+ * dsq - the digitized sequence
+ * hsi - hybrid scan info, describing which parts of model are modelled by HMM/CM
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't keep results
+ * ret_psc - RETURN: int log odds Forward score for each end point [0..(j0-i0+1)]
+ * ret_maxres - RETURN: start position that gives maximum score max argmax_i sc[i]
+ * ret_sc - RETURN: score of best hit
+ * max log P(S|M)/P(S|R), for argmax subseq S of input seq i0..j0,
+ *
+ * Returns: eslOK on success;
+ * eslEINCOMPAT on contract violation;
+ */
+int
+cm_cp9_HybridScan(CM_t *cm, char *errbuf, CP9_MX *mx, ESL_DSQ *dsq, HybridScanInfo_t *hsi, int i0, int j0, int W,
+ float cutoff, search_results_t *results, int **ret_psc, int *ret_maxres, float *ret_sc)
+{
+ /* HMM related variables */
+ int status;
+ GammaHitMx_t *gamma; /* semi-HMM for hit resoultion */
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cm_cur, cm_prv; /* rows in alpha DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *scA; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float best_sc; /* score of best hit overall */
+ float best_pos; /* residue (j) giving best_sc, where best hit ends */
+ int c; /* counter for EL states */
+ int M; /* cm->cp9->M, query length, number of consensus nodes of model */
+
+ /* CM related variables */
+ int yoffset; /* offset to a child state */
+ int d; /* a subsequence length, 0..W */
+ int cp9_cur, cp9_prv; /* rows in HMM DP matrix [0..M+1]*/
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_g; /* offset j for gamma (j-i0+1) */
+ int dp_y; /* offset d for state y */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ int *dnA, *dxA; /* tmp ptr to 1 row of dnAA, dxAA */
+ int dn, dx; /* minimum/maximum valid d for current state */
+ int cnum; /* number of children for current state */
+ int *jp_wA; /* rolling pointer index for B states, gets precalc'ed */
+ int *sc_v; /* [0..d..W] temporary score vec for each d for current j & v */
+ int **init_scAA; /* [0..v..cm->M-1][0..d..W] initial score for each v, d for all j */
+
+ /* HMM related ontract checks */
+ if(cm->cp9 == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), cm->cp9 is NULL.\n");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), dsq is NULL.");
+ if(mx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), mx is NULL.\n");
+ if(mx->M != cm->clen) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), mx->M != cm->clen.\n");
+ if(cm->clen != cm->cp9->M) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), cm->clen != cm->cp9->M.\n");
+
+ /* CM related contract checks */
+ if(! cm->flags & CMH_BITS) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), CMH_BITS flag is not raised.\n");
+ if(! cm->flags & CMH_SCANMATRIX) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), cm->smx is not valid.\n");
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), dsq is NULL\n");
+ if(hsi->smx == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), hsi has no ScanMatrix");
+ if(! (hsi->smx->flags & cmSMX_HAS_INT)) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan(), hsi's ScanMatrix's cmSMX_HAS_INT flag is not raised");
+
+ /* make pointers to the ScanMatrix/CM data for convenience */
+ ScanMatrix_t *smx = hsi->smx; /* we use hsi's ScanMatrix NOT the CM's */
+ int ***alpha = smx->ialpha; /* [0..j..1][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v == BEGL_S */
+ int ***alpha_begl = smx->ialpha_begl; /* [0..j..W][0..v..cm->M-1][0..d..W] alpha DP matrix, NULL for v != BEGL_S */
+ int **dnAA = smx->dnAA; /* [0..v..cm->M-1][0..j..W] minimum d for v, j (for j > W use [v][W]) */
+ int **dxAA = smx->dxAA; /* [0..v..cm->M-1][0..j..W] maximum d for v, j (for j > W use [v][W]) */
+ int *dmin = smx->dmin; /* [0..v..cm->M-1] minimum d allowed for this state */
+ int *dmax = smx->dmax; /* [0..v..cm->M-1] maximum d allowed for this state */
+ int **esc_vAA = cm->ioesc; /* [0..v..cm->M-1][0..a..(cm->abc->Kp | cm->abc->Kp**2)] optimized emission scores for v
+ * and all possible emissions a (including ambiguities) */
+ /* determine if we're doing banded/non-banded */
+ if(smx->dmin != NULL && smx->dmax != NULL) do_banded = TRUE;
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ L = j0-i0+1;
+ M = cm->cp9->M;
+ if (W > L) W = L;
+ if (W > smx->W) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_cp9_HybridScan, W: %d greater than smx->W: %d\n", W, smx->W);
+ int const *cp9tsc = cm->cp9->otsc; /* ptr to efficiently ordered CP9 transition scores */
+
+ /* gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. */
+ if(results != NULL) gamma = CreateGammaHitMx(L, i0, (cm->search_opts & CM_SEARCH_CMGREEDY), cutoff, FALSE);
+ else gamma = NULL;
+
+ /* Grow DP matrix, if nec, to W+1 rows, it stays M+1 columns */
+ GrowCP9Matrix(mx, NULL, W, M, &mmx, &imx, &dmx, &elmx, &erow);
+ ESL_DPRINTF1(("cm_cp9_HybridScan(): CP9 matrix size: %.8f Mb rows: %d.\n", mx->size_Mb, mx->rows));
+
+ /* scA will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(scA, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+
+ /* allocate array for precalc'ed rolling ptrs into BEGL deck, filled inside 'for(j...' loop */
+ ESL_ALLOC(jp_wA, sizeof(float) * (W+1));
+
+ /* Initialize sc_v to size of M */
+ ESL_ALLOC(sc_v, (sizeof(int) * (W+1)));
+ esl_vec_ISet(sc_v, (W+1), -INFTY);
+
+ /* precalculate the initial scores for all cells of the CM matrix */
+ init_scAA = ICalcInitDPScores(cm);
+
+ /* HMM: allow a full HMM parse through all delete states, with 0 emissions,
+ * this isn't really a hybrid hit, but it would be nonsense if reported anyway,
+ * and I can't imagine it ever being reported.
+ */
+ int tmp_sc;
+ for (k = 1; k <= M; k++) {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ tmp_sc = ESL_MAX(mmx[0][k-1] + CP9TSC(cp9O_MD,k-1),
+ imx[0][k-1] + CP9TSC(cp9O_ID,k-1));
+ tmp_sc = ESL_MAX(tmp_sc, dmx[0][k-1] + CP9TSC(cp9O_DD,k-1));
+ dmx[0][k] = tmp_sc;
+ }
+ /* We can do a full parse through all delete states. Hard to believe this will ever be optimal */
+ erow[0] = dmx[0][M] + CP9TSC(cp9O_DM,M);
+ scA[0] = erow[0];
+ fsc = Scorify(scA[0]);
+ if(fsc > best_sc) { best_sc = fsc; best_pos= i0-1; }
+
+ /*printf("dmin[hsi->v_last: %4d]: %d\n", hsi->v_last, dnAA[W][hsi->v_last]);
+ printf("dmax[hsi->v_last: %4d]: %d\n", hsi->v_last, dxAA[W][hsi->v_last]);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position i0 to j0.
+ *****************************************************************/
+ /* Recursion. */
+ for (j = i0; j <= j0; j++)
+ {
+ /*********************************************************************/
+ /* CM section */
+ jp_g = j-i0+1; /* j is actual index in j, jp_g is offset j relative to start i0 (index in gamma* data structures) */
+ cm_cur = j%2;
+ cm_prv = (j-1)%2;
+ if(jp_g >= W) { dnA = dnAA[W]; dxA = dxAA[W]; }
+ else { dnA = dnAA[jp_g]; dxA = dxAA[jp_g]; }
+ /* precalcuate all possible rolling ptrs into the BEGL deck, so we don't wastefully recalc them inside inner DP loop */
+ for(d = 0; d <= W; d++) jp_wA[d] = (j-d)%(W+1);
+
+ for (v = hsi->v_last; v >= hsi->v_first; v = hsi->v_prv[v]) {
+ int sc;
+ ESL_DASSERT1((hsi->v_mb[v] == MB_CM));
+ if(cm->sttype[v] == E_st) continue;
+ int const *esc_v = esc_vAA[v];
+ int const *tsc_v = cm->itsc[v];
+ int emitmode = Emitmode(cm->sttype[v]);
+
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cm_cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? cm_prv : cm_cur;
+ sd = StateDelta(cm->sttype[v]);
+ cnum = cm->cnum[v];
+ dn = dnA[v];
+ dx = dxA[v];
+ /* if we emit right, precalc score of emitting res j from state v */
+ int esc_j = -INFTY;
+ if(cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ esc_j = esc_v[dsq[j]];
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for B_st */
+ for (k = kmin; k <= kmax; k++)
+ sc = ESL_MAX(sc, (alpha_begl[jp_wA[k]][w][d-k] + alpha[jp_y][y][k]));
+ alpha[jp_v][v][d] = sc;
+ /* careful: scores for w, the BEGL_S child of v, are in alpha_begl, not alpha */
+ }
+ }
+ else if (cm->stid[v] == BEGL_S) {
+ y = cm->cfirst[v];
+ for (d = dnA[v]; d <= dxA[v]; d++) {
+ sc = init_scAA[v][d-sd]; /* state delta (sd) is 0 for BEGL_S */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ sc = ESL_MAX (sc, alpha[jp_y][y+yoffset][d - sd] + cm->tsc[v][yoffset]);
+ alpha_begl[jp_v][v][d] = sc;
+ /* careful: y is in alpha (all children of a BEGL_S must be non BEGL_S) */
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6: /* necessarily 2 inserts */
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow4[dp_y] + tsc_v[4]);
+ sc = ESL_MAX(sc, arow3[dp_y] + tsc_v[3]);
+ sc = ESL_MAX(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ESL_MAX(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc = ESL_MAX(sc, init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc = ESL_MAX(sc, init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow1[dp_y] + tsc_v[1]);
+ sc = ESL_MAX(sc, arow2[dp_y] + tsc_v[2]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+
+ switch (emitmode) {
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ /* MP states can't have 5 children */
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc = ESL_MAX(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc = ESL_MAX(sc, arow0[dp_y] + tsc_v[0]);
+ switch (emitmode) {
+ case EMITLEFT:
+ sc += esc_v[dsq[i--]];
+ break;
+ case EMITRIGHT:
+ sc += esc_j;
+ break;
+ } /* end of switch (cm->sttype[v]) */
+ alpha[jp_v][v][d] = sc;
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+ } /* end of switch(cnum) */
+ /* for (d = dn; d <= dx; d++)
+ printf("alpha[j:%d][v:%d][d:%d]: %10.4f\n", j, v, d, alpha[jp_v][v][d]); */
+ } /* end of else if (v == IL_st || v == IR_st) */
+ else { /* this else is entered if cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st */
+ y = cm->cfirst[v];
+ dp_y = dn - sd; /* initial dp_y, we increment it at end of 'for(d = ...' loop */
+ i = j-dn+1; /* initial i, we decrement it when we access it, inside each possible case of the switch (cnum) below */
+
+ int const *arow0;
+ int const *arow1;
+ int const *arow2;
+ int const *arow3;
+ int const *arow4;
+ int const *arow5;
+
+ /* Note: order of cnum cases in switch and cases in each
+ * nested emitmode switch is based on empirical
+ * frequency in large test set, more frequent guys come
+ * earlier, so average num calcs in each switch is
+ * minimized.
+ */
+
+ switch (cnum) {
+ case 3:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow2[dp_y] + tsc_v[2],
+ arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 6: /* necessarily 2 inserts */
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ arow5 = alpha[jp_y][y+5];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow5[dp_y] + tsc_v[5],
+ init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow4[dp_y] + tsc_v[4]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 4:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow3[dp_y] + tsc_v[3],
+ arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ESL_MAX(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for(d = dn; d <= dx; d++) */
+ break;
+
+ case 5:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ arow2 = alpha[jp_y][y+2];
+ arow3 = alpha[jp_y][y+3];
+ arow4 = alpha[jp_y][y+4];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow4[dp_y] + tsc_v[4],
+ arow3[dp_y] + tsc_v[3]);
+ sc_v[d] = ESL_MAX(sc_v[d], init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow1[dp_y] + tsc_v[1]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow2[dp_y] + tsc_v[2]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ } /* end of for (d = dn; d <= dx; d++, dp_y++) */
+ break;
+
+ case 2:
+ arow0 = alpha[jp_y][y];
+ arow1 = alpha[jp_y][y+1];
+ for (d = dn; d <= dx; d++, dp_y++) {
+ sc_v[d] = ESL_MAX(arow1[dp_y] + tsc_v[1],
+ init_scAA[v][dp_y]);
+ sc_v[d] = ESL_MAX(sc_v[d], arow0[dp_y] + tsc_v[0]);
+ }
+ break;
+ } /* end of switch(cnum) */
+ /* add in emission score (if any), and set alpha[jp_v][v][d] cell */
+ switch (emitmode) {
+ case EMITLEFT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]];
+ }
+ break;
+ case EMITNONE:
+ for (d = dn; d <= dx; d++)
+ alpha[jp_v][v][d] = sc_v[d];
+ break;
+ case EMITRIGHT:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_j;
+ }
+ break;
+ case EMITPAIR:
+ for (d = dn; d <= dx; d++) {
+ alpha[jp_v][v][d] = sc_v[d] + esc_v[dsq[i--]*cm->abc->Kp+dsq[j]];
+ }
+ break;
+ } /* end of switch (emitmode) */
+ } /* end of else (cm->sttype[v] != B_st && cm->stid[v] != BEGL_S st && cm->sttype[v] != IL_st && cm->sttype[v] != IR_st) */
+ /* if(cm->stid[v] != BEGL_S)
+ for (d = dn; d <= dx; d++) { printf("alpha[j:%4d][v:%4d][d:%4d]: %.5f\n", j, v, d, alpha[jp_v][v][d]); }*/
+ } /* end of for (v = hsi->v_last; v >= hsi->v_first; v = hsi->v_prv[v]) */
+ /*********************************************************************/
+ /* HMM section */
+ int const *isc = cm->cp9->isc[dsq[j]];
+ int const *msc = cm->cp9->msc[dsq[j]];
+
+ int endsc = -INFTY;
+ int el_selfsc = cm->cp9->el_selfsc;
+ //int sc;
+
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cp9_cur = (j-i0+1) % (W+1);
+ cp9_prv = (j-i0) % (W+1);
+
+ /* The 1 difference between a Viterbi scanner and the
+ * regular Viterbi. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ mmx[cp9_cur][0] = 0;
+ dmx[cp9_cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cp9_cur][0] = -INFTY; /*no EL state for node 0 */
+
+ tmp_sc = ESL_MAX(mmx[cp9_prv][0] + CP9TSC(cp9O_MI,0),
+ imx[cp9_prv][0] + CP9TSC(cp9O_II,0));
+ tmp_sc = ESL_MAX(tmp_sc, dmx[cp9_prv][0] + CP9TSC(cp9O_DI,0));
+ imx[cp9_cur][0] = ESL_MAX(tmp_sc + isc[0], -INFTY);
+
+ int kp;
+ int dx;
+ for (k = ESL_MAX(1, hsi->k_firstr); k >= 0; k = hsi->k_nxtr[k]) {
+ int sc;
+ /* printf("\tk: %d\n", k); */
+ /*********************************************************************/
+ if(hsi->k_mb[(k-1)] == MB_CP9 && hsi->k_mb[k] == MB_CP9) {
+ /* normal Viterbi recursion, this node (k) and previous node (k-1) both modelled by the CP9 HMM */
+ /*match state*/
+ sc = ESL_MAX( mmx[cp9_prv][k-1] + CP9TSC(cp9O_MM,k-1),
+ imx[cp9_prv][k-1] + CP9TSC(cp9O_IM,k-1));
+ sc = ESL_MAX(sc, dmx[cp9_prv][k-1] + CP9TSC(cp9O_DM,k-1));
+ sc = ESL_MAX(sc, mmx[cp9_prv][0] + CP9TSC(cp9O_BM,k));
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) { /* el_from_ct[k] is >= 0 */
+ kp = cm->cp9->el_from_idx[k][c];
+ if(hsi->k_mb[kp] == MB_CP9) /* only can come from kp's EL if kp is modelled by the CP9 */
+ sc = ESL_MAX(sc, elmx[cp9_prv][cm->cp9->el_from_idx[k][c]]);
+ }
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cp9_cur][k] = ESL_MAX(sc + msc[k], -INFTY);
+
+ /* E state update */
+ endsc = ESL_MAX(endsc, mmx[cp9_cur][k] + CP9TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ESL_MAX( mmx[cp9_prv][k] + CP9TSC(cp9O_MI,k),
+ imx[cp9_prv][k] + CP9TSC(cp9O_II,k));
+ sc = ESL_MAX(sc, dmx[cp9_prv][k] + CP9TSC(cp9O_DI,k));
+ imx[cp9_cur][k] = ESL_MAX(sc + isc[k], -INFTY);
+
+ /*delete state*/
+ sc = ESL_MAX( mmx[cp9_cur][k-1] + CP9TSC(cp9O_MD,k-1),
+ imx[cp9_cur][k-1] + CP9TSC(cp9O_ID,k-1));
+ sc = ESL_MAX(sc, dmx[cp9_cur][k-1] + CP9TSC(cp9O_DD,k-1));
+ dmx[cp9_cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ sc = ESL_MAX(sc, mmx[cp9_cur][k] + CP9TSC(cp9O_MEL,k));
+ sc = ESL_MAX(sc, elmx[cp9_prv][k] + el_selfsc);
+ }
+ elmx[cp9_cur][k] = sc;
+ }
+ /*********************************************************************/
+ else if(hsi->k_mb[(k-1)] == MB_CM && hsi->k_mb[k] == MB_CP9) {
+ /* previous node modelled by CM, this node modelled by CP9 HMM */
+
+ /*match state*/
+ kp = hsi->k_prv[k];
+ sc = ESL_MAX( mmx[cp9_prv][kp],// + CP9TSC(cp9O_MM,k-1), /* not sure about the transition from node k-1 ? (should it be from kp?), or NO transition score? */
+ imx[cp9_prv][kp]);// + CP9TSC(cp9O_IM,k-1));
+ sc = ESL_MAX(sc, dmx[cp9_prv][kp]);// + CP9TSC(cp9O_DM,k-1));
+ sc = ESL_MAX(sc, mmx[cp9_prv][0] + CP9TSC(cp9O_BM,k));
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) { /* el_from_ct[k] is >= 0 */
+ kp = cm->cp9->el_from_idx[k][c];
+ if(hsi->k_mb[kp] == MB_CP9) /* only can come from kp's EL if kp is modelled by the CP9 */
+ sc = ESL_MAX(sc, elmx[cp9_prv][kp]);
+ }
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cp9_cur][k] = ESL_MAX(sc + msc[k], -INFTY);
+
+ /* E state update */
+ endsc = ESL_MAX(endsc, mmx[cp9_cur][k] + CP9TSC(cp9O_ME,k));
+
+ /*insert state*/
+ sc = ESL_MAX( mmx[cp9_prv][k] + CP9TSC(cp9O_MI,k),
+ imx[cp9_prv][k] + CP9TSC(cp9O_II,k));
+ sc = ESL_MAX(sc, dmx[cp9_prv][k] + CP9TSC(cp9O_DI,k));
+ imx[cp9_cur][k] = ESL_MAX(sc + isc[k], -INFTY);
+
+ /*delete state*/
+ kp = hsi->k_prv[k];
+ sc = ESL_MAX( mmx[cp9_cur][kp],// + CP9TSC(cp9O_MD,k-1),
+ imx[cp9_cur][kp]);// + CP9TSC(cp9O_ID,k-1));
+ sc = ESL_MAX(sc, dmx[cp9_cur][kp]);
+ dmx[cp9_cur][k] = sc;
+
+ /*el state*/
+ sc = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ sc = ESL_MAX(sc, mmx[cp9_cur][k] + CP9TSC(cp9O_MEL,k));
+ sc = ESL_MAX(sc, elmx[cp9_prv][k] + el_selfsc);
+ }
+ elmx[cp9_cur][k] = sc;
+ }
+ /***********************************************************************/
+ else if(hsi->k_mb[k-1] == MB_CP9 && hsi->k_mb[k] == MB_CM) {
+ /* previous node modelled by CP9 HMM, this node modelled by CM */
+
+ int m_v1 = cm->cp9map->hns2cs[k][HMMMATCH][0];
+ int m_v2 = cm->cp9map->hns2cs[k][HMMMATCH][1];
+ int i_v1 = cm->cp9map->hns2cs[k][HMMINSERT][0];
+ ESL_DASSERT1((cm->cp9map->hns2cs[k][HMMINSERT][1] == -1)); /* right? */
+ int d_v1 = cm->cp9map->hns2cs[k][HMMDELETE][0];
+ int d_v2 = cm->cp9map->hns2cs[k][HMMDELETE][1];
+
+ //printf("j: %d k: %d m_v1: %d m_v2: %d i_v1: %d i_v2: %d d_v1: %d d_v2: %d\n", j, k, m_v1, m_v2, i_v1, i_v2, d_v1, d_v2);
+
+ /*match state*/
+ int m_max = -INFTY;
+ int i_max = -INFTY;
+ int d_max = -INFTY;
+
+ /* determine m_max */
+ i = j - dnA[m_v1] - 1;
+ dx = ESL_MIN(dxA[m_v1], (j-1));
+ for(d = dnA[m_v1]; d <= dx; d++, i--) {
+ ip = i % (W+1);
+ m_max = ESL_MAX(m_max, mmx[ip][k-1] + alpha[cm_cur][m_v1][d]);
+ }
+ if(m_v2 != -1) {
+ i = j - dnA[m_v2] - 1;
+ dx = ESL_MIN(dxA[m_v2], (j-1));
+ for(d = dnA[m_v2]; d <= dx; d++, i--) {
+ ip = i % (W+1);
+ m_max = ESL_MAX(m_max, mmx[ip][k-1] + alpha[cm_cur][m_v2][d]);
+ }
+ }
+
+ /* determine i_max (assumes i_v2 == -1, as asserted above) */
+ i = j - dnA[i_v1] - 1;
+ dx = ESL_MIN(dxA[i_v1], (j-1));
+ for(d = dnA[i_v1]; d <= dx; d++, i--) {
+ ip = i % (W+1);
+ i_max = ESL_MAX(i_max, imx[ip][k-1] + alpha[cm_cur][i_v1][d]);
+ }
+
+ /* determine d_max */
+ i = j - dnA[d_v1] - 1;
+ dx = ESL_MIN(dxA[d_v1], (j-1));
+ for(d = dnA[d_v1]; d <= dx; d++, i--) {
+ ip = i % (W+1);
+ d_max = ESL_MAX(d_max, dmx[ip][k-1] + alpha[cm_cur][d_v1][d]);
+ }
+ if(d_v2 != -1) {
+ i = j - dnA[d_v2] - 1;
+ dx = ESL_MIN(dxA[d_v2], (j-1));
+ for(d = dnA[d_v2]; d <= dx; d++, i--) {
+ ip = i % (W+1);
+ d_max = ESL_MAX(d_max, dmx[ip][k-1] + alpha[cm_cur][d_v2][d]);
+ }
+ }
+ sc = ESL_MAX( m_max + CP9TSC(cp9O_MM,k-1),
+ i_max + CP9TSC(cp9O_IM,k-1));
+ sc = ESL_MAX(sc, d_max + CP9TSC(cp9O_DM,k-1));
+ //sc = ESL_MAX(sc, mmx[cp9_prv][0] + CP9TSC(cp9O_BM,k)); /* local begin into M_k */
+ /* ? IS THIS RIGHT ? */ sc = ESL_MAX(sc, m_max + CP9TSC(cp9O_BM,k)); /* local begin into M_k */
+ mmx[cp9_cur][k] = ESL_MAX(sc, -INFTY);
+
+ /* check possibility we came from an EL, if they're valid */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) { /* el_from_ct[k] is >= 0 */
+ kp = cm->cp9->el_from_idx[k][c];
+ if(hsi->k_mb[kp] == MB_CP9) /* only can come from kp's EL if kp is modelled by the CP9 */
+ sc = ESL_MAX(sc, elmx[cp9_prv][kp]);
+ }
+ /* transition penalty to EL incurred when EL was entered */
+ /* DO NOT ADD CONTRIBUTION OF EMITTING POSITION j FROM HMM NODE k,
+ * it was emitted by the CM */
+
+ /* insert state, comes from this node, not from k-1, so it's independent of alpha, and the recursion is normal Viterbi */
+ sc = ESL_MAX( mmx[cp9_prv][k] + CP9TSC(cp9O_MI,k),
+ imx[cp9_prv][k] + CP9TSC(cp9O_II,k));
+ sc = ESL_MAX(sc, dmx[cp9_prv][k] + CP9TSC(cp9O_DI,k));
+ imx[cp9_cur][k] = ESL_MAX(sc, -INFTY);
+ /* DO NOT ADD CONTRIBUTION OF EMITTING POSITION j FROM HMM NODE k,
+ * it was emitted by the CM */
+
+ /* delete state */
+ /* I *think* we can use m_max, i_max, d_max calc'ed from m_v1, m_v2 */
+ /*match state*/
+ sc = ESL_MAX( m_max + CP9TSC(cp9O_MD,k-1),
+ i_max + CP9TSC(cp9O_ID,k-1));
+ sc = ESL_MAX(sc, d_max + CP9TSC(cp9O_DD,k-1));
+ dmx[cp9_cur][k] = ESL_MAX(sc, -INFTY);
+
+ /* NO EL state update, node k is modelled by the CM, the CM could've modelled this by EL,
+ * and if that was the highest scoring subparse, it would've already been handled, rooted at
+ * a CM match state (or some CM state that has legal local ends)
+ */
+ elmx[cp9_cur][k] = -INFTY;
+ }
+ /*printf("mmx[cp9_cur: %d][k: %d] %d\n", cp9_cur, k, mmx[cp9_cur][k]);
+ printf("imx[cp9_cur: %d][k: %d] %d\n", cp9_cur, k, imx[cp9_cur][k]);
+ printf("dmx[cp9_cur: %d][k: %d] %d\n", cp9_cur, k, dmx[cp9_cur][k]);*/
+ /***********************************************************************/
+ }
+ endsc = ESL_MAX(endsc, dmx[cp9_cur][M] + CP9TSC(cp9O_DM,M)); /* transition from D_M -> end */
+ endsc = ESL_MAX(endsc, imx[cp9_cur][M] + CP9TSC(cp9O_IM,M)); /* transition from I_M -> end */
+ for(c = 0; c < cm->cp9->el_from_ct[M+1]; c++) { /* el_from_ct[k] is >= 0 */
+ /* transition penalty to EL incurred when EL was entered */
+ kp = cm->cp9->el_from_idx[M+1][c];
+ if(hsi->k_mb[kp] == MB_CP9) /* only can come from kp's EL if kp is modelled by the CP9 */
+ endsc = ESL_MAX(endsc, elmx[cp9_cur][cm->cp9->el_from_idx[M+1][c]]);
+ }
+ erow[cp9_cur] = endsc;
+ scA[jp] = endsc;
+ fsc = Scorify(endsc);
+
+ /* printf("j: %d fsc: %f\n", j, fsc); */
+
+
+ if(fsc > best_sc) { best_sc = fsc; best_pos= j; }
+
+ /* determine safe start point, max of j-W+1 and i0 */
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ /* NOTE: this function (cm_cp9_HybridScan() cannot do a NULL3 correction, not nec now as this function is never used, but if you use it, you should update it to take <do_null3> (see cp9_Viterbi()) */
+ if(results != NULL) if((status = UpdateGammaHitMxCP9Forward(cm->cp9, errbuf, gamma, ip, jp, fsc, results, W, NULL, cm->clen)) != eslOK) return status;
+ } /* end loop over end positions j */
+
+ /* If recovering hits in a non-greedy manner, do the traceback.
+ * If we were greedy, then we've reported hits in UpdateGammaHitMxCP9Forward() for each position j */
+ if(results != NULL && gamma->iamgreedy == FALSE) TBackGammaHitMxForward(gamma, results, i0, j0);
+
+ /* clean up and exit */
+ if(gamma != NULL) FreeGammaHitMx(gamma);
+
+ free(jp_wA);
+ free(sc_v);
+ free(init_scAA[0]);
+ free(init_scAA);
+ if(ret_sc != NULL) *ret_sc = best_sc;
+ if(ret_maxres != NULL) *ret_maxres = best_pos;
+ if(ret_psc != NULL) *ret_psc = scA;
+ else free(scA);
+ ESL_DPRINTF1(("cm_cp9_HybridScan() return score: %10.4f\n", best_sc));
+
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: cm_CalcAvgHitLength()
+ * Date: EPN, Mon Sep 10 10:04:52 2007
+ *
+ * Purpose: Calculate the average hit length for each state of a CM using the
+ * QDB calculation engine, and provided beta.
+ *
+ * Returns: void
+ */
+void
+cm_CalcAvgHitLength(CM_t *cm, double beta, float **ret_avglen)
+{
+ float *avglen = NULL;
+ int safe_windowlen;
+
+ safe_windowlen = cm->W * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, beta, TRUE, NULL, NULL, NULL, &avglen))) {
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("safe_windowlen big: %d\n", safe_windowlen);
+ }
+ /* int v; for(v = 0; v < cm->M; v++) printf("AVG LEN v: %4d d: %10.4f\n", v, avglen[v]); */
+
+ *ret_avglen = avglen;
+}
+
+
+/* Function: cm_FreeHybridScanInfo()
+ * Date: EPN, Thu Nov 1 14:16:18 2007
+ *
+ * Purpose: Free a HybridScanInfo_t object corresponding
+ * to CM <cm>.
+ */
+void
+cm_FreeHybridScanInfo(HybridScanInfo_t *hsi, CM_t *cm)
+{
+ int i;
+ if(hsi->cm_vcalcs != NULL) free(hsi->cm_vcalcs);
+ if(hsi->cp9_vcalcs != NULL)free(hsi->cp9_vcalcs);
+ if(hsi->k_mb != NULL) free(hsi->k_mb);
+ if(hsi->k_nxt != NULL) free(hsi->k_nxt);
+ if(hsi->k_prv != NULL) free(hsi->k_prv);
+ if(hsi->k_nxtr != NULL) free(hsi->k_nxtr);
+ if(hsi->k_prvr != NULL) free(hsi->k_prvr);
+ if(hsi->v_mb != NULL) free(hsi->v_mb);
+ if(hsi->v_nxt != NULL) free(hsi->v_nxt);
+ if(hsi->v_prv != NULL) free(hsi->v_prv);
+ if(hsi->v_isroot != NULL) free(hsi->v_isroot);
+ if(hsi->iscandA != NULL) free(hsi->iscandA);
+ if(hsi->avglenA != NULL) free(hsi->avglenA);
+ if(hsi->startA != NULL) free(hsi->startA);
+ if(hsi->firstA != NULL) free(hsi->firstA);
+ if(hsi->lastA != NULL) free(hsi->lastA);
+ for(i = 0; i < hsi->nstarts; i++)
+ if(hsi->withinAA[i] != NULL) free(hsi->withinAA[i]);
+ if(hsi->smx != NULL) cm_FreeScanMatrix(cm, hsi->smx);
+ free(hsi->withinAA);
+ free(hsi);
+}
+
+/* Function: cm_CreateHybridScanInfo()
+ * Date: EPN, Wed Oct 31 05:29:22 2007
+ *
+ * Purpose: Given a CM, allocate and fill a HybridScanInfo_t object
+ * for that CM.
+ *
+ * Step 1: Determine which states are possible sub-CM filter roots:
+ * Fill an array of length cm->M with TRUE, FALSE for each
+ * state. TRUE if we should fit a Gumbel to the state b/c it may be
+ * a good sub-CM filter root state, or FALSE if not. Criteria is that
+ * a state must be a possible local entry state AND must have an average
+ * subseq length of cfg->minlen.
+ *
+ * Step 2: Find which 'start group' each state v belongs to:
+ * Each start group is defined by a start/end state pair.
+ * Each state v belongs to the group defined by start'/end'
+ * where start' is the maximum start state index that is
+ * less than v. The assignments of states to groups is most
+ * efficiently done using a push down stack.
+ *
+ * Returns: Newly allocated HybridScanInfo_t object:
+ */
+HybridScanInfo_t *
+cm_CreateHybridScanInfo(CM_t *cm, double hsi_beta, float full_cm_ncalcs)
+{
+ int status;
+ HybridScanInfo_t *hsi; /* the HybridScanInfo_t object we're creating */
+ int nd; /* counter over nodes of CM */
+ int v; /* counter over states of CM */
+ int k; /* counter over node of HMM */
+ ESL_STACK *pda; /* push down stack for traversing CM */
+ int j_popped; /* used when determining start groups */
+ int i,j; /* used when determining start groups */
+ int on_right; /* used when determining start groups */
+ int safe_windowlen; /* for calc'ing qdbs */
+ int cp9_ntrans; /* number of transitions for currently config'ed HMM */
+ int nd_clen; /* consensus length for a subtree */
+ CMEmitMap_t *emap; /* emit map for the cm */
+ int vx; /* a temporary, max v */
+ int *dmin; /* will become hsi->smx->dmin */
+ int *dmax; /* will become hsi->smx->dmax */
+
+ /* contract check */
+ if(cm->cp9 == NULL) cm_Fail("cm_CreateHybridScanInfo(), cm->cp9 is NULL.\n");
+
+ ESL_ALLOC(hsi, sizeof(HybridScanInfo_t));
+
+ hsi->cm_M = cm->M;
+ hsi->cp9_M = cm->cp9->M;
+ hsi->minlen = DEFAULT_HS_MINLEN; /* currently 7., not user changeable, should it be? is 7 not good? */
+
+ /* determine average length for each subtree (state) */
+ hsi->avglen_beta = DEFAULT_HS_BETA; /* currently 1E-15 */
+ cm_CalcAvgHitLength(cm, hsi->avglen_beta, &(hsi->avglenA));
+
+ /* get dmin, dmax for the hybrid scanner */
+ hsi->beta = hsi_beta;
+ safe_windowlen = cm->W * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, hsi_beta, FALSE, &(dmin), &(dmax), NULL, NULL))) {
+ free(dmin);
+ free(dmax);
+ dmin = NULL;
+ dmax = NULL;
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) cm_Fail("safe_windowlen big: %d\n", safe_windowlen);
+ }
+ hsi->W = dmax[0];
+
+ /* create the scan matrix, this stores the matrix, dmin, dmax, etc.
+ * we create a float and a int matrix, cm_cp9_HybridScan() uses the int matrix,
+ * but we may also use the float matrix in FastCYKScan()
+ */
+ hsi->smx = cm_CreateScanMatrix(cm, hsi->W, dmin, dmax, hsi->beta, hsi->beta, TRUE, TRUE, TRUE);
+
+ /* determine number of millions of DP calculations per residue for CM and CP9 */
+ /* first the full CM, using cm->dmin and cm->dmax, this value is passed in
+ * (different from # calcs using hsi->smx->dmin and hsi->smx->dmax b/c beta used to get
+ * hsi->smx->dmin hsi->smx->dmax may be different than that used for cm->dmin, cm->dmax)
+ */
+ hsi->full_cm_ncalcs = full_cm_ncalcs; /* this is passed in */
+ /* get counts of dp calcs for each subtree in the cm, using hsi->smx->dmin, hsi->smx->dmax */
+ if((status = cm_CountSearchDPCalcs(cm, NULL, hsi->W*10, hsi->smx->dmin, hsi->smx->dmax, hsi->W, TRUE, &(hsi->cm_vcalcs), NULL)) != eslOK) cm_Fail("cm_CreateHybridScanInfo(), error counting DP cells.");
+
+ /* we can calc the number of CP9 DP calcs */
+ cp9_ntrans = NHMMSTATETYPES * NHMMSTATETYPES; /* 3*3 = 9 transitions in global mode */
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN) cp9_ntrans++;
+ if(cm->cp9->flags & CPLAN9_LOCAL_END) cp9_ntrans++;
+ if(cm->cp9->flags & CPLAN9_EL) cp9_ntrans++;
+ hsi->full_cp9_ncalcs = (cp9_ntrans * cm->cp9->M) / 1000000.; /* convert to millions of calcs per residue */
+ /* now for each possible 'subtree' of the CP9 */
+ emap = CreateEmitMap(cm);
+ ESL_ALLOC(hsi->cp9_vcalcs, sizeof(float) * cm->M);
+ for(nd = 0; nd < cm->nodes; nd++) {
+ nd_clen = emap->rpos[nd] - emap->lpos[nd] + 1;
+ vx = (nd < (cm->nodes-1)) ? cm->nodemap[nd+1]-1 : cm->M-1;
+ for(v = cm->nodemap[nd]; v <= vx; v++) {
+ hsi->cp9_vcalcs[v] = (cp9_ntrans * nd_clen) / 1000000.; /* convert to millions of calcs per residue */
+ }
+ }
+ FreeEmitMap(emap);
+ hsi->hybrid_ncalcs = hsi->full_cp9_ncalcs;
+
+ /* determine which states are candidate sub-CM root states
+ * state v is a candidate if a local begin into v is legal and it's avg hit len exceeds our minimum */
+ ESL_ALLOC(hsi->iscandA, sizeof(int) * cm->M);
+ esl_vec_ISet(hsi->iscandA, cm->M, FALSE);
+ hsi->ncands = 1;
+ hsi->iscandA[0] = TRUE; /* ROOT_S: has to be TRUE */
+ for (nd = 1; nd < cm->nodes; nd++) { /* note: nd 1 must be MATP, MATL, MATR, or BIF */
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd) {
+ v = cm->nodemap[nd];
+ if(hsi->avglenA[v] > hsi->minlen) {
+ hsi->iscandA[v] = TRUE;
+ hsi->ncands++;
+ }
+ }
+ }
+
+ /* allocate and initialize info on which parts of model will be modelled by cm/cp9,
+ * no sub CM roots have been assigned yet, so full model is modelled by cp9 hmm.
+ */
+ assert(cm->clen == cm->cp9->M);
+ ESL_ALLOC(hsi->k_mb, sizeof(int) * (cm->cp9->M+1));
+ ESL_ALLOC(hsi->k_nxt, sizeof(int) * (cm->cp9->M+1));
+ ESL_ALLOC(hsi->k_prv, sizeof(int) * (cm->cp9->M+1));
+ ESL_ALLOC(hsi->k_nxtr,sizeof(int) * (cm->cp9->M+1));
+ ESL_ALLOC(hsi->k_prvr,sizeof(int) * (cm->cp9->M+1));
+ for(k = 0; k <= cm->cp9->M; k++) hsi->k_mb[k] = MB_CP9;
+
+ for(k = 0; k <= cm->cp9->M; k++) hsi->k_prv[k] = k-1; /* k_prv[0] will be -1 */
+ for(k = 0; k < cm->cp9->M; k++) hsi->k_nxt[k] = k+1;
+ hsi->k_first = 0;
+ hsi->k_last = cm->cp9->M;
+
+ for(k = 0; k <= cm->cp9->M; k++) hsi->k_prvr[k] = k-1; /* k_prvr[0] will be -1 */
+ for(k = 0; k < cm->cp9->M; k++) hsi->k_nxtr[k] = k+1;
+ hsi->k_nxt[cm->cp9->M] = -1;
+ hsi->k_nxtr[cm->cp9->M] = -1;
+ hsi->k_firstr= 0;
+ hsi->k_lastr = cm->cp9->M;
+
+
+ ESL_ALLOC(hsi->v_mb, sizeof(int) * hsi->cm_M);
+ ESL_ALLOC(hsi->v_nxt, sizeof(int) * hsi->cm_M);
+ ESL_ALLOC(hsi->v_prv, sizeof(int) * hsi->cm_M);
+ for(v = 0; v < cm->M; v++) hsi->v_mb[v] = MB_CP9;
+ for(v = 0; v < cm->M; v++) hsi->v_prv[v] = -1; /* will become valid if/when v_mb[v] is changed to MB_CM */
+ for(v = 0; v < cm->M; v++) hsi->v_nxt[v] = -1; /* will become valid if/when v_mb[v] is changed to MB_CM */
+ hsi->v_first = -1;
+ hsi->v_last = -1;
+
+ hsi->n_v_roots = 0;
+ ESL_ALLOC(hsi->v_isroot, sizeof(int) * hsi->cm_M);
+ for(v = 0; v < cm->M; v++) hsi->v_isroot[v] = FALSE;
+
+ /* determine each end state's 'start group'
+ * first, allocate data structures for this info
+ */
+ hsi->nstarts = CMCountStatetype(cm, S_st);
+ ESL_ALLOC(hsi->startA, sizeof(int) * hsi->cm_M);
+ esl_vec_ISet(hsi->startA, hsi->cm_M, -1);
+
+ ESL_ALLOC(hsi->firstA, sizeof(int) * hsi->nstarts);
+ ESL_ALLOC(hsi->lastA, sizeof(int) * hsi->nstarts);
+
+ ESL_ALLOC(hsi->withinAA, sizeof(int *) * hsi->nstarts);
+ for(i = 0; i < hsi->nstarts; i++)
+ {
+ ESL_ALLOC(hsi->withinAA[i], sizeof(int) * hsi->nstarts);
+ esl_vec_ISet(hsi->withinAA[i], hsi->nstarts, FALSE);
+ }
+
+ /* traverse the CM using a pda, code stolen and modified from Sean's
+ * cmemit.c:CreateEmitMap()
+ */
+ nd = 0;
+ pda = esl_stack_ICreate();
+ j = 0;
+ hsi->firstA[0] = 0;
+
+ if((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR; /* 0 = left side. 1 would = right side. */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR; /* 0 = left side. 1 would = right side. */
+ if((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ while (esl_stack_IPop(pda, &nd) != eslEOD)
+ {
+ esl_stack_IPop(pda, &j_popped);
+ esl_stack_IPop(pda, &on_right);
+ /* printf("nd: %3d j_popped: %3d on_right: %d\n", nd, j_popped, on_right); */
+
+ if (on_right)
+ {
+ if(cm->ndtype[nd] == BEGL_nd || cm->ndtype[nd] == BEGR_nd)
+ {
+ /* we're done with start group j_popped, it is within
+ * all start groups currently in the stack.
+ */
+ for(i = 1; i < pda->n; i += 3) /* += 3 b/c only every third element is a state group index */
+ hsi->withinAA[pda->idata[i]][j_popped] = TRUE;
+ }
+ }
+ else
+ {
+ if (cm->ndtype[nd] == BEGL_nd || cm->ndtype[nd] == BEGR_nd)
+ {
+ j++;
+ hsi->firstA[j] = cm->nodemap[nd];
+ }
+ if (cm->ndtype[nd] == END_nd)
+ {
+ hsi->lastA[j] = cm->nodemap[nd];
+ for(v = hsi->firstA[j]; v <= hsi->lastA[j]; v++) hsi->startA[v] = j;
+ }
+ if (cm->ndtype[nd] == BIF_nd)
+ {
+ hsi->lastA[j] = cm->nodemap[nd];
+ for(v = hsi->firstA[j]; v <= hsi->lastA[j]; v++) hsi->startA[v] = j;
+
+ /* push the BIF back on for its right side */
+ if ((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ /* push node index for right child */
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->ndidx[cm->cnum[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ /* push node index for left child */
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->ndidx[cm->cfirst[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ }
+ else
+ {
+ /* push the node back on for right side */
+ if ((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ /* push next BIF, END node on */
+ if (cm->ndtype[nd] != END_nd) {
+ while(cm->ndtype[nd] != BIF_nd && cm->ndtype[nd] != END_nd) nd++;
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ }
+ }
+ }
+ }
+ /* printf("\n"); */
+ for(v = 0; v < cm->M; v++) { /*printf("startA[%4d]: %d\n", v, hsi->startA[v]);*/ assert(hsi->startA[v] >= 0); }
+ /* for(i = 0; i < hsi->nstarts; i++) {
+ printf("firstA[%2d]: %4d\nlastA [%2d]: %4d\n", i, hsi->firstA[i], i, hsi->lastA[i]);
+ for(j = 0; j < hsi->nstarts; j++)
+ printf("\twithinAA[%2d][%2d] %d\n", i, j, hsi->withinAA[i][j]);
+ printf("\n");
+ } */
+
+ /* temporary check of withinAA */
+ int ileft, iright, jleft, jright;
+ emap = CreateEmitMap(cm);
+ for(i = 0; i < hsi->nstarts; i++)
+ {
+ ileft = emap->lpos[cm->ndidx[hsi->firstA[i]]];
+ iright = emap->rpos[cm->ndidx[hsi->firstA[i]]];
+ for(j = 0; j < hsi->nstarts; j++)
+ {
+ if(i == j) continue;
+ jleft = emap->lpos[cm->ndidx[hsi->firstA[j]]];
+ jright = emap->rpos[cm->ndidx[hsi->firstA[j]]];
+
+ if(hsi->withinAA[i][j]) {
+ if(! ((ileft <= jleft) && (iright >= jright)))
+ { printf("Crap."); }
+ }
+ else {
+ if((ileft <= jleft) && (iright >= jright))
+ printf("Crapola.");
+ }
+ }
+ }
+
+ cm_ValidateHybridScanInfo(cm, hsi);
+
+ return hsi;
+
+ FreeEmitMap(emap);
+
+ ERROR:
+ cm_Fail("memory allocation error somewhere in cm_CreateHybridScanInfo().\n");
+ return NULL;
+}
+
+
+/* Function: cm_AddRootToHybridScanInfo()
+ * Date: EPN, Wed Oct 31 07:36:23 2007
+ *
+ * Purpose: Given a CM and hybrid scan info <hsi>, add a root <v_root_to_add> to <hsi>.
+ * We can only add <v_root_to_add> if it doesn't conflict with any other
+ * existing roots in <hsi>. A conflict occurs between states <v_root_to_add>
+ * and state existing root v, if the subtree of <v_root_to_add> is completely
+ * within the subtree of v. (It's okay if the subtree of v is within
+ * the subtree of <v_root_to_add>, in this case we remove v as a sub root
+ * before adding <v_root_to_add>.
+ *
+ * Returns: eslOK;
+ * dies immediately if <v_root_to_add> is incompatible with an existing
+ * v_root in hsi.
+ */
+int
+cm_AddRootToHybridScanInfo(CM_t *cm, HybridScanInfo_t *hsi, int v_root_to_add)
+{
+ int nd;
+ int v;
+ int i,j;
+ int v_left, v_right;
+ int k;
+ int M;
+ int lpos, rpos;
+ int prv_pos, nxt_pos;
+
+ CMEmitMap_t *emap;
+ emap = CreateEmitMap(cm);
+ M = hsi->cp9_M;
+
+ i = hsi->startA[v_root_to_add];
+ /* contract check */
+ if(!(hsi->iscandA[v_root_to_add])) cm_Fail("cm_AddRootToHybridScanInfo, trying to add v_root %d, but hsi->iscandA[v] is FALSE, v is not a valid local begin point.\n", v_root_to_add);
+ if(cm->ndidx[v_root_to_add] == 0) cm_Fail("cm_AddRootToHybridScanInfo, trying to add v_root %d which is is node 0, this is illegal.\n", v_root_to_add);
+ /* check if v_root_to_add we want to add is incompatible with existing v_roots,
+ * this is true if start group of existing v_root is within (not independent of)
+ * start group of v_root_to_add
+ */
+ if(hsi->v_isroot[v_root_to_add]) cm_Fail("Trying to add v_root %d, but it is already a root.\n", v_root_to_add);
+ for(v = 0; v < cm->M; v++) {
+ if(hsi->v_isroot[v]) {
+ j = hsi->startA[v];
+ if(i==j) cm_Fail("Trying to add v_root %d, conflicts with existing v_root %d, both in start group: %d.\n", v_root_to_add, v, i);
+ if(hsi->withinAA[j][i]) cm_Fail("Trying to add v_root %d in start group %d, conflicts with existing v_root %d of start group %d, because groups %d's subtree is within group %d's subtree.\n", v_root_to_add, i, v, j, i, j);
+ if(hsi->withinAA[i][j]) {
+ /* v is an existing root, whose subtree is completely within v_root_to_add that we want to add
+ * as a new root. This is legal, but first we have to remove v as a root, because v_root_to_add
+ * takes precedence over it */
+ printf("removing state v: %d as a root because new root: %d completely contains it's subtree\n", v, v_root_to_add);
+ /* v* data is fine, we can overwrite it without a problem */
+ /* need to rewrite k* data though.
+ * This is tricky, wouldn't be surprised if it's slightly off, and crashes, but rarely */
+ nd = cm->ndidx[v];
+ lpos = emap->lpos[nd];
+ rpos = emap->rpos[nd];
+ for(k = 0; k < lpos; k++) if(hsi->k_mb[k] == MB_CP9) prv_pos = k;
+ for(k = M; k > rpos; k--) if(hsi->k_mb[k] == MB_CP9) nxt_pos = k;
+ if(lpos == 0) hsi->k_first = 0;
+ else {
+ hsi->k_prv[lpos] = prv_pos;
+ hsi->k_nxt[prv_pos] = lpos;
+ }
+ if(rpos == M) hsi->k_last = M;
+ else {
+ hsi->k_nxt[rpos] = nxt_pos;
+ hsi->k_prv[nxt_pos] = rpos;
+ }
+ /* the k_nxtr, k_prvr, k_firstr, k_lastr data should be fine */
+ hsi->v_isroot[v] = FALSE;
+ hsi->n_v_roots--;
+ printf("removing vroot: %4d, OLD speedup vs full CM: %10.6f\n", v_root_to_add, hsi->full_cm_ncalcs / hsi->hybrid_ncalcs);
+ printf("removing vroot: %4d, OLD speedup vs full CP9: %10.6f\n", v_root_to_add, hsi->full_cp9_ncalcs / hsi->hybrid_ncalcs);
+ hsi->hybrid_ncalcs += hsi->cp9_vcalcs[v];
+ hsi->hybrid_ncalcs -= hsi->cm_vcalcs[v];
+ printf("removed vroot: %4d, NEW speedup vs full CM: %10.6f\n", v_root_to_add, hsi->full_cm_ncalcs / hsi->hybrid_ncalcs);
+ printf("removed vroot: %4d, NEW speedup vs full CP9: %10.6f\n", v_root_to_add, hsi->full_cp9_ncalcs / hsi->hybrid_ncalcs);
+ }
+ }
+ }
+
+ /* if we get here, v_root_to_add does not conflict with existing v_roots in hsi, so we add it */
+ nd = cm->ndidx[v_root_to_add];
+
+ /* update k_* data */
+ lpos = emap->lpos[nd];
+ rpos = emap->rpos[nd];
+ if(lpos == 0 && rpos == M) cm_Fail("Adding v_root %d makes all positions modelled by CM, no need for hybrid search.\n", v_root_to_add);
+
+ /* k_nxt, k_prv */
+ if(lpos == 0) hsi->k_first = rpos + 1;
+ else hsi->k_nxt[hsi->k_prv[lpos]] = rpos + 1;
+
+ if(rpos == M) hsi->k_last = lpos - 1;
+ else hsi->k_prv[rpos + 1] = hsi->k_prv[lpos];
+
+ for(k = lpos; k <= rpos; k++) {
+ hsi->k_mb[k] = MB_CM;
+ hsi->k_nxt[k] = hsi->k_prv[k] = -1;
+ }
+
+ /* k_nxtr, k_prvr */
+ if(lpos == 0) hsi->k_firstr = rpos;
+ if(rpos == M) hsi->k_lastr = lpos;
+
+ if(lpos > 0) assert(hsi->k_nxtr[lpos-1] == lpos);
+ if(lpos > 0) assert(hsi->k_prvr[lpos] == lpos-1);
+ if(rpos < M) {
+ hsi->k_prvr[rpos+1] = lpos;
+ hsi->k_nxtr[lpos] = rpos+1;
+ }
+ else hsi->k_nxtr[lpos] = -1;
+
+ for(k = lpos+1; k <= rpos; k++) hsi->k_nxtr[k] = -1;
+ for(k = rpos; k >= lpos+1; k--) hsi->k_prvr[k] = -1;
+
+ /* update v_* data */
+ for(v = v_root_to_add; v <= hsi->lastA[i]; v++) hsi->v_mb[v] = MB_CM;
+ for(v = v_root_to_add+1; v <= hsi->lastA[i]; v++) { hsi->v_prv[v] = v-1; hsi->v_nxt[(v-1)] = v; }
+
+ /* 4 possible cases, we're adding first (1), leftmost (2), rightmost (3), or a middle chunk (4)
+ * of states (indices v_root_to_add..hsi->lastA[i]) to be modelled by CM
+ */
+ if(hsi->n_v_roots == 0) { /* this is first v_root */
+ hsi->v_first = v_root_to_add;
+ hsi->v_last = hsi->lastA[i];
+ }
+ else if(hsi->v_first > hsi->lastA[i]) { /* we're adding leftmost (smallest v) v_root */
+ hsi->v_prv[hsi->v_first] = hsi->lastA[i];
+ hsi->v_nxt[hsi->lastA[i]] = hsi->v_first;
+ hsi->v_first = v_root_to_add;
+ hsi->v_prv[v_root_to_add] = -1; /* it's the first v modelled by the CM */
+ }
+ else if(hsi->v_last < v_root_to_add) { /* we're adding right most (largest v) v_root */
+ hsi->v_nxt[hsi->v_last] = v_root_to_add;
+ hsi->v_prv[v_root_to_add] = hsi->v_last;
+ hsi->v_last = hsi->lastA[i];
+ hsi->v_nxt[hsi->lastA[i]] = -1; /* it's the last v modelled by the CM */
+ }
+ else { /* we're adding v_root that is in the middle (not smallest v_root, not largest v_root) */
+ /* find the first MB_CM chunks before and after the one we're adding (v_root_to_add..lastA[i]) */
+ v_left = v_right = -1;
+ for(v = 0; v < v_root_to_add; v++) if(hsi->v_mb[v] == MB_CM) v_left = v;
+ for(v = cm->M-1; v > hsi->lastA[i]; v--) if(hsi->v_mb[v] == MB_CM) v_right = v;
+ assert(v_left != -1);
+ assert(v_right != -1);
+ hsi->v_prv[v_right] = hsi->lastA[i];
+ hsi->v_nxt[hsi->lastA[i]] = v_right;
+ hsi->v_nxt[v_left] = v_root_to_add;
+ hsi->v_prv[v_root_to_add] = v_left;
+ }
+ hsi->n_v_roots++;
+ hsi->v_isroot[v_root_to_add] = TRUE;
+ printf("adding vroot: %4d, OLD speedup vs full CM: %10.6f\n", v_root_to_add, hsi->full_cm_ncalcs / hsi->hybrid_ncalcs);
+ printf("adding vroot: %4d, OLD speedup vs full CP9: %10.6f\n", v_root_to_add, hsi->full_cp9_ncalcs / hsi->hybrid_ncalcs);
+ /* update predicted number of millions of dp calcs per residue for a hybrid scan */
+ hsi->hybrid_ncalcs -= hsi->cp9_vcalcs[v_root_to_add];
+ hsi->hybrid_ncalcs += hsi->cm_vcalcs[v_root_to_add];
+ printf("added vroot: %4d, NEW speedup vs full CM: %10.6f\n", v_root_to_add, hsi->full_cm_ncalcs / hsi->hybrid_ncalcs);
+ printf("added vroot: %4d, NEW speedup vs full CP9: %10.6f\n", v_root_to_add, hsi->full_cp9_ncalcs / hsi->hybrid_ncalcs);
+
+ cm_ValidateHybridScanInfo(cm, hsi);
+ FreeEmitMap(emap);
+
+ return eslOK;
+}
+
+
+/* Function: cm_ValidateHybridScanInfo()
+ * Date: EPN, Thu Nov 1 07:55:38 2007
+ *
+ * Purpose: Given a CM and hybrid scan info <hsi>, validate it, by making sure it's
+ * data is consistent. (this is likely not an exhaustive check of ALL the data in hsi).
+ *
+ * Returns: eslOK; dies immediately if <hsi> is invalid.
+ */
+int
+cm_ValidateHybridScanInfo(CM_t *cm, HybridScanInfo_t *hsi)
+
+{
+ int nd;
+ int v, v2;
+ int k;
+ int M;
+ int lpos, rpos;
+ int nfound = 0;
+ int i, j;
+
+ if(hsi->cm_M != cm->M) cm_Fail("cm_ValidateHybridScanInfo, hsi->cm_M: (%d) != cm->M (%d)\n", hsi->cm_M, cm->M);
+ if(cm->cp9 == NULL) cm_Fail("cm_ValidateHybridScanInfo, cm->cp9 is NULL");
+ if(hsi->cp9_M != cm->cp9->M) cm_Fail("cm_ValidateHybridScanInfo, hsi->cp9_M: (%d) != cm->cp9->M (%d)\n", hsi->cp9_M, cm->cp9->M);
+ if(hsi->cp9_M != cm->clen) cm_Fail("cm_ValidateHybridScanInfo, hsi->cp9_M: (%d) != cm->clen (%d)\n", hsi->cp9_M, cm->clen);
+
+ CMEmitMap_t *emap;
+ emap = CreateEmitMap(cm);
+
+ for (v = 0; v < cm->M; v++) {
+ if((hsi->v_mb[v] != MB_CM) && (hsi->v_mb[v] != MB_CP9)) cm_Fail("cm_ValidateHybridScanInfo, hsi->v_mb[v=%d] not MB_CP9(%d) nor MB_CM(%d), but %d.\n", v, MB_CP9, MB_CM, hsi->v_mb[v]);
+ if(hsi->v_mb[v] == MB_CM) {
+ nd = cm->ndidx[v];
+ lpos = emap->lpos[nd];
+ rpos = emap->rpos[nd];
+ for(k = lpos; k <= rpos; k++)
+ if(hsi->k_mb[k] != MB_CM) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_mb[k=%d] MB_CP9, but within v=%d subtree (hsi->v_mb[%d] is MB_CM)\n", k, v, v);
+ }
+ }
+
+ M = hsi->cp9_M;
+ for(k = 0; k <= M; k++) if(hsi->k_mb[k] != MB_CM && hsi->k_mb[k] != MB_CP9) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_mb[k=%d] not MB_CP9(%d) nor MB_CM(%d), but %d.\n", k, MB_CP9, MB_CM, hsi->k_mb[k]);
+ for(k = 0; k < M; k++) {
+ if(hsi->k_nxt[k] != -1)
+ if(k != hsi->k_prv[hsi->k_nxt[k]]) cm_Fail("cm_ValidateHybridScanInfo, k: %d != hsi->k_prv[hsi->k_nxt[k]]: %d\n", k, hsi->k_prv[hsi->k_nxt[k]]);
+ if(hsi->k_nxtr[k] != -1)
+ if(k != hsi->k_prvr[hsi->k_nxtr[k]]) cm_Fail("cm_ValidateHybridScanInfo, k: %d != hsi->k_prvr[hsi->k_nxtr[k]]: %d\n", k, hsi->k_prvr[hsi->k_nxtr[k]]);
+ }
+ for(k = 1; k <= M; k++) {
+ if(hsi->k_prv[k] != -1)
+ if(k != hsi->k_nxt[hsi->k_prv[k]]) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_prv[k]: %d != hsi->k_prv[hsi->k_nxt[k]]: %d\n", k, hsi->k_prv[hsi->k_nxt[k]]);
+ if(hsi->k_prvr[k] != -1)
+ if(k != hsi->k_nxtr[hsi->k_prvr[k]]) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_prvr[k]: %d != hsi->k_nxtr[hsi->k_nxtr[k]]: %d\n", k, hsi->k_prvr[hsi->k_nxtr[k]]);
+ }
+ if(hsi->k_nxt[M] != -1) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_nxt[M]: %d != -1\n", hsi->k_nxt[M]);
+ if(hsi->k_nxtr[M] != -1) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_nxtr[M]: %d != -1\n", hsi->k_nxtr[M]);
+ if(hsi->k_prv[0] != -1) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_prv[0]: %d != -1\n", hsi->k_prv[0]);
+ if(hsi->k_prvr[0] != -1) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_prvr[0]: %d != -1\n", hsi->k_prvr[0]);
+
+ if(hsi->k_first < 0 || hsi->k_first > M) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_first out of 0..M=%d range (%d)\n", M, hsi->k_first);
+ if(hsi->k_last < 0 || hsi->k_last > M) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_last out of 0..M=%d range (%d)\n", M, hsi->k_last);
+
+ if(hsi->k_firstr < 0 || hsi->k_firstr > M) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_firstr out of 0..M=%d range (%d)\n", M, hsi->k_firstr);
+ if(hsi->k_lastr < 0 || hsi->k_lastr > M) cm_Fail("cm_ValidateHybridScanInfo, hsi->k_lastr out of 0..M=%d range (%d)\n", M, hsi->k_lastr);
+
+ if(hsi->n_v_roots == 0) {
+ if(hsi->v_first != -1) cm_Fail("cm_ValidateHybridScanInfo, hsi->v_first not -1, but hsi->n_v_roots is 0\n", hsi->v_first);
+ if(hsi->v_last != -1) cm_Fail("cm_ValidateHybridScanInfo, hsi->v_last not -1, but hsi->n_v_roots is 0\n", hsi->v_last);
+ for(v = 0; v < cm->M; v++) if(hsi->v_mb[v] == MB_CM) cm_Fail("cm_ValidateHybridScanInfo, no v_roots but hsi->v_mb[v:%d] is MB_CM\n", v);
+ for(v = 0; v < cm->M; v++) if(hsi->v_isroot[v]) cm_Fail("cm_ValidateHybridScanInfo, no v_roots but hsi->v_isroot[v:%d] is TRUE\n", v);
+ for(k = 0; k <= M; k++) if(hsi->k_mb[k] == MB_CM) cm_Fail("cm_ValidateHybridScanInfo, no v_roots but hsi->k_mb[k:%d] is MB_CM\n", k);
+ }
+ else if(hsi->n_v_roots > 0) {
+ if(hsi->v_first < 0 || hsi->k_first > cm->M) cm_Fail("cm_ValidateHybridScanInfo, hsi->v_first out of 0..M=%d range (%d)\n", cm->M, hsi->v_first);
+ if(hsi->v_last < 0 || hsi->k_last > cm->M) cm_Fail("cm_ValidateHybridScanInfo, hsi->v_last out of 0..M=%d range (%d)\n", cm->M, hsi->v_last);
+ for(v = 0; v < cm->M; v++) {
+ if(hsi->v_isroot[v]) {
+ ESL_DPRINTF1(("v: %d is a sub CM root\n", v));
+ nfound++;
+ i = hsi->startA[v];
+ for(v2 = 0; v2 < cm->M; v2++) {
+ if(v != v2 && hsi->v_isroot[v2]) {
+ j = hsi->startA[v2];
+ if(hsi->withinAA[i][j]) cm_Fail("cm_ValidateHybridScanInfo, v: %d v2: %d both roots, but v2 is within v's subtree (according to hsi->withinAA)\n", v, v2);
+ /* this assumes withinAA is correct */
+ }
+ }
+ for(v2 = v; v2 <= hsi->lastA[hsi->startA[v]]; v2++)
+ if(hsi->v_mb[v2] != MB_CM) cm_Fail("cm_ValidateHybridScanInfo, hsi->v_mb[v=%d] MB_CP9, but it is within root v=%d subtree\n", v2, v);
+ }
+ }
+ }
+ if(nfound != hsi->n_v_roots) cm_Fail("cm_ValidateHybridScanInfo, hsi->n_v_roots: %d != number of TRUE values in hsi->v_isroot array: %d\n", hsi->n_v_roots, nfound);
+
+ FreeEmitMap(emap);
+ return eslOK;
+}
+
+/***********************************************************************
+ * Function: predict_hybrid_speedups
+ *
+ */
+int
+predict_xsub(CM_t *cm, float *cm_vcalcs, float *cm_expsc, float *cp9_expsc)
+{
+ int status;
+ CMEmitMap_t *emap;
+ double *cp9_vcalcs;
+ double *xsub;
+ int cp9_ntrans;
+ int v, vx;
+ int nd, nd_clen;
+ double cp9_filter_calcs;
+ double cm_filter_calcs;
+ double cp9_survivor_calcs;
+ double cm_survivor_calcs;
+
+ ESL_ALLOC(xsub, sizeof(double) * (cm->M));
+ ESL_ALLOC(cp9_vcalcs, sizeof(double) * (cm->M));
+
+ emap = CreateEmitMap(cm);
+ cp9_ntrans = NHMMSTATETYPES * NHMMSTATETYPES; /* 3*3 = 9 transitions in global mode */
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN) cp9_ntrans++;
+ if(cm->cp9->flags & CPLAN9_LOCAL_END) cp9_ntrans++;
+ if(cm->cp9->flags & CPLAN9_EL) cp9_ntrans++;
+
+ for(nd = 0; nd < cm->nodes; nd++) {
+ nd_clen = emap->rpos[nd] - emap->lpos[nd] + 1;
+ vx = (nd < (cm->nodes-1)) ? cm->nodemap[nd+1]-1 : cm->M-1;
+ for(v = cm->nodemap[nd]; v <= vx; v++) {
+ cp9_vcalcs[v] = (cp9_ntrans * nd_clen) / 1000000.; /* millions of calcs per residue */
+ }
+ }
+
+ cp9_filter_calcs = cp9_vcalcs[0];
+ cp9_survivor_calcs = cm_vcalcs[0] / sreEXP2(cp9_expsc[0]);
+
+ for(v = 0; v < cm->M; v++) {
+ cm_filter_calcs = cp9_filter_calcs - cp9_vcalcs[v] + cm_vcalcs[v];
+ cm_survivor_calcs = cm_vcalcs[0] / sreEXP2(cp9_expsc[0] - cp9_expsc[v] + cm_expsc[v]);
+
+ xsub[v] = (cp9_filter_calcs + cp9_survivor_calcs) / (cm_filter_calcs + cm_survivor_calcs);
+ printf("xsub[v:%4d] %9.5f (cp9 f: %9.5f s: %12.10f) (cm f: %9.5f s: %12.10f)\n", v, xsub[v], cp9_filter_calcs, cp9_survivor_calcs, cm_filter_calcs, cm_survivor_calcs);
+ }
+ return eslOK;
+
+ ERROR:
+ cm_Fail("memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: cm_CheckCompatibleWithHybridScanInfo()
+ * Date: EPN, Tue Dec 11 09:49:29 2007
+ *
+ * Purpose: Given a CM and hybrid scan info <hsi>, determine if a root <v_root_to_add>
+ * is compatible with <hsi>, that is no existing root in <hsi> has a subtree
+ * that completely spans the subtree of <v_root_to_add>. This is true if
+ * hsi->withinAA[hsi->startA[v]][hsi->startA[v_root_to_add]] is true for
+ * some existing root v.
+ *
+ * Returns: TRUE if v_root_to_add is compatible with hsi, FALSE if not.
+ */
+int
+cm_CheckCompatibleWithHybridScanInfo(CM_t *cm, HybridScanInfo_t *hsi, int v_root_to_add)
+{
+ int v;
+ int i,j;
+ int M;
+
+ M = hsi->cp9_M;
+ i = hsi->startA[v_root_to_add];
+ if(hsi->v_isroot[v_root_to_add]) return FALSE; /* v_root_to_add is already a root */
+ for(v = 0; v < cm->M; v++) {
+ if(hsi->v_isroot[v]) {
+ j = hsi->startA[v];
+ if(i==j) return FALSE; /* v_root_to_add is in same start group as v, but we only allow one sub cm root per start group */
+ if(hsi->withinAA[j][i]) return FALSE;
+ }
+ }
+ return TRUE;
+}
+
+
+/*****************************************************************
+ * Benchmark driver
+ *****************************************************************/
+#ifdef IMPL_HYBRIDSEARCH_BENCHMARK
+/* gcc -o benchmark-hybridsearch -g -O2 -I. -L. -I../easel -L../easel -DIMPL_HYBRIDSEARCH_BENCHMARK cm_cp9_hybridsearch.c -linfernal -leasel -lm
+ * ./benchmark-hybridsearch <cmfile>
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_histogram.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_sqio.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-r", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "set random number seed randomly", 0 },
+ { "-s", eslARG_INT, "33", NULL, NULL, NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-L", eslARG_INT, "10000", NULL, "n>0", NULL, NULL, NULL, "length of random target seqs", 0 },
+ { "-N", eslARG_INT, "1", NULL, "n>0", NULL, NULL, NULL, "number of random target seqs", 0 },
+ { "-l", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "search in local mode [default: glocal]", 0 },
+ { "-v", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "search w/Viterbi also", 0 },
+ { "-c", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "search w/CYK also", 0 },
+ { "--beta", eslARG_REAL, "1e-7", NULL, "x>0", NULL, NULL, NULL, "set tail loss prob for hybrid scanning QDB to <x>", 5 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "benchmark driver for an optimized scanning CYK implementation";
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ CM_t *cm;
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ ESL_RANDOMNESS *r = NULL;
+ ESL_ALPHABET *abc = NULL;
+ int L = esl_opt_GetInteger(go, "-L");
+ int N = esl_opt_GetInteger(go, "-N");
+ ESL_DSQ *dsq = malloc(sizeof(ESL_DSQ) * (L+2));
+ int i;
+ float sc;
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open input CM file stream */
+ float *vcalcs;
+ double hsi_beta;
+ char errbuf[cmERRBUFSIZE];
+
+ if (esl_opt_GetBoolean(go, "-r")) r = esl_randomness_CreateTimeseeded();
+ else r = esl_randomness_Create(esl_opt_GetInteger(go, "-s"));
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if (!(CMFileRead(cmfp, &abc, &cm))) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ if(esl_opt_GetBoolean(go, "-l"))
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ cm->config_opts |= CM_CONFIG_QDB;
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+
+ if((status = cm_CountSearchDPCalcs(cm, NULL, cm->W*10, cm->dmin, cm->dmax, cm->W, TRUE, &vcalcs, NULL)) != eslOK) cm_Fail("Error counting search dp calcs.");
+
+ HybridScanInfo_t *hsi;
+ hsi_beta = esl_opt_GetReal(go, "--beta");
+ hsi = cm_CreateHybridScanInfo(cm, hsi_beta, vcalcs[0]);
+ if(esl_opt_GetBoolean(go, "-v")) {
+ cm_CreateScanMatrixForCM(cm, TRUE, TRUE); /* impt to do this after QDBs set up in ConfigCM() */
+ }
+
+ /* for se.cm
+ cm_AddRootToHybridScanInfo(cm, hsi, 14);
+ printf("added 14 to hybrid scan info\n");
+ */
+ /* for 5.cm (trna) */
+ cm_AddRootToHybridScanInfo(cm, hsi, 69);
+ printf("added 69 to hybrid scan info\n");
+ cm_AddRootToHybridScanInfo(cm, hsi, 125);
+ printf("added 125 to hybrid scan info\n");
+
+ /*float *cm_expsc;
+ float *cp9_expsc;
+ cm_CalcExpSc(cm, &cm_expsc, &cp9_expsc);
+ cm_CountSearchDPCalcs(cm, 1000, cm->dmin, cm->dmax, cm->W, &vcalcs);
+ predict_xsub(cm, vcalcs, cm_expsc, cp9_expsc);*/
+
+
+ for (i = 0; i < N; i++) {
+ esl_rsq_xfIID(r, cm->null, abc->K, L, dsq);
+
+ esl_stopwatch_Start(w);
+ if((status = cm_cp9_HybridScan(cm, errbuf, cm->cp9_mx, dsq, hsi, 1, L, hsi->W, 0.,
+ NULL, NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+
+ printf("%4d %-30s %10.4f bits ", (i+1), "cm_cp9_HybridScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+
+ if(esl_opt_GetBoolean(go, "-v")) {
+ esl_stopwatch_Start(w);
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, FALSE, FALSE, NULL, NULL, NULL,
+ &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "cm_FastViterbi(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ if(esl_opt_GetBoolean(go, "-c")) {
+ esl_stopwatch_Start(w);
+ if((status = FastCYKScan(cm, errbuf, dsq, 1, L, cm->W, 0., NULL, NULL, &sc)) != eslOK) cm_Fail(errbuf);
+ printf("%4d %-30s %10.4f bits ", (i+1), "cm_FastCYKScan(): ", sc);
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, " CPU time: ");
+ }
+
+ }
+
+ cm_FreeHybridScanInfo(hsi, cm);
+ FreeCM(cm);
+ free(dsq);
+ esl_alphabet_Destroy(abc);
+ esl_stopwatch_Destroy(w);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*IMPL_HYBRIDSEARCH_BENCHMARK*/
diff --git a/src/logsum.c b/src/logsum.c
new file mode 100644
index 0000000..ff0a018
--- /dev/null
+++ b/src/logsum.c
@@ -0,0 +1,370 @@
+/* logsum.c
+ * EPN, Fri Sep 7 16:44:58 2007
+ *
+ * The FLogsum() function used for scaled integer log sums
+ * in many Infernal dp functions. This was ripped out of HMMER3
+ * development code and Infernalized.
+ *
+ * Sean's notes from HMMER 3's logsum.c:
+ *~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ * Exegesis:
+ *
+ * Internally, HMMER3 profile scores are in nats: floating point
+ * log-odds probabilities, with the log odds taken relative to
+ * background residue frequencies, and the log to the base e.
+ *
+ * The Forward algorithm needs to calculate sums of probabilities.
+ * Given two log probabilities s1 and s2, where s1 = \log
+ * \frac{p_1}{f_1}, and s2 = \log \frac{p_2}{f_2}, we need to
+ * calculate s3 = \log \frac{p_1 + p_2}{f_3}.
+ *
+ * The Forward algorithm guarantees that f_1 = f_2 = f_3, because it
+ * is always concerned with summing terms that describe different
+ * parses of the same target sequence prefix, and the product of the
+ * background frequencies for the same sequence prefix is a constant.
+ *
+ * The naive solution is s3 = log(e^{s1} + e^{s2}). This requires
+ * expensive calls to log() and exp().
+ *
+ * A better solution is s3 = s1 + log(1 + e^{s2-s1}). s1 should be the
+ * greater, so s2-s1 is negative. For sufficiently small s2 << s1,
+ * e^{s2-s1} becomes less than the machine's FLT_EPSILON, and s3 ~=
+ * s1. (This is at about s2-s1 < -15.9, for the typical FLT_EPSILON of
+ * 1.2e-7.)
+ *
+ * With some loss of accuracy, we can precalculate log(1 + e^{s2-s1})
+ * for a discretized range of differences (s2-s1), and compute s3 = s1
+ * + table_lookup(s2-s1). This is what HMMER's p7_FLogsum() function
+ * does.
+ *
+ * Contents:
+ *
+ * SRE, Wed Jul 11 11:00:57 2007 [Janelia]
+ * SVN $Id$
+ *~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ *
+ * EPN, Fri Sep 7 17:01:49 2007
+ *
+ * Following changes made for Infernal (which uses bits not nats):
+ * o p7_ prefixes dropped.
+ * o FLogsum() duplicated, and duplicate renamed to LogSum2() to match
+ * existing calls in Infernal
+ * o magic 15.7 number changed to 23 (e^-15.7 = 1.5e-7) (2^-23. = 1.2e-7),
+ * not sure if this is right b/c I thought epsilon was 1.2e-7 (which != 1.5e-7)
+ * o changed exp() calls to sreEXP2() calls.
+ * o changed p7_IMPOSSIBLE to -INFTY (both are same: -987654321)
+ * o changed p7_ILogsumInit to init_ilogsum() to match old func calls.
+ *
+ * NOTE: there is no FLogSumInit() function in old Infernal.
+ */
+#include "config.h"
+
+#include <math.h>
+#include <assert.h>
+
+#include "funcs.h"
+#include "structs.h"
+
+
+#if 1
+static int ilogsum_lookup[LOGSUM_TBL];
+void
+init_ilogsum(void)
+{
+ static int firsttime = TRUE;
+ if (!firsttime) return;
+ firsttime = FALSE;
+
+ int i;
+ for (i = 0; i < LOGSUM_TBL; i++)
+ ilogsum_lookup[i] = rint(INTSCALE * (sreLOG2(1.+sreEXP2((double) -i/INTSCALE))));
+}
+
+
+int
+ILogsum(int s1, int s2)
+{
+ const int max = ESL_MAX(-INFTY, ESL_MAX(s1, s2));
+ const int min = ESL_MIN(s1, s2);
+ return (min <= -INFTY || (max-min) >= LOGSUM_TBL) ? max : max + ilogsum_lookup[max-min];
+}
+
+/* guaranteed s1 >= -INFTY, s2 >= -INFTY */
+int
+ILogsumNI(int s1, int s2)
+{
+ ESL_DASSERT1((s1 > -INFTY));
+ ESL_DASSERT1((s2 > -INFTY));
+ /*assert(s1 > -INFTY);
+ assert(s2 > -INFTY);*/
+
+ const int max = ESL_MAX(s1, s2);
+ const int min = ESL_MIN(s1, s2);
+ return ((max-min) >= LOGSUM_TBL) ? max : max + ilogsum_lookup[max-min];
+ /* about 10% slower
+ if(s1 > s2)
+ return ((s1-s2) >= LOGSUM_TBL) ? s1 : s1 + ilogsum_lookup[s1-s2];
+ else
+ return ((s2-s1) >= LOGSUM_TBL) ? s2 : s2 + ilogsum_lookup[s2-s1];
+ */
+}
+
+/* guaranteed s1 >= -INFTY, s2 >= -INFTY */
+int
+ILogsumNI_diff(int s1a, int s1b, int s2a, int s2b, int db)
+{
+ /* db = s1b - s2b */
+ ESL_DASSERT1((s1a > -INFTY));
+ ESL_DASSERT1((s1b > -INFTY));
+ ESL_DASSERT1((s2a > -INFTY));
+ ESL_DASSERT1((s2b > -INFTY));
+ /*const int d = s1a-s2a+db;
+ if (d >= LOGSUM_TBL) return s1a + s1b;
+ else if (d > 0) return s1a + s1b + ilogsum_lookup[d];
+ else if (d <= -LOGSUM_TBL) return s2a + s2b;
+ else return s2a + s2b + ilogsum_lookup[-d];*/
+ const int d = s1a-s2a+db;
+ if(d > 0)
+ return (d >= LOGSUM_TBL) ? s1a + s1b : s1a + s1b + ilogsum_lookup[d];
+ else
+ return (d <= LOGSUM_TBL) ? s2a + s2b : s2a + s2b + ilogsum_lookup[-d];
+}
+
+static float flogsum_lookup[LOGSUM_TBL];
+
+void
+FLogsumInit(void)
+{
+ static int firsttime = TRUE;
+ if (!firsttime) return;
+ firsttime = FALSE;
+
+ int i;
+ for (i = 0; i < LOGSUM_TBL; i++)
+ flogsum_lookup[i] = sreLOG2(1. + sreEXP2((double) -i / INTSCALE));
+ return;
+}
+
+float
+LogSum2(float s1, float s2)
+{
+ const float max = ESL_MAX(s1, s2);
+ const float min = ESL_MIN(s1, s2);
+ return (min == -eslINFINITY || (max-min) >= 23.f) ? max : max + flogsum_lookup[(int)((max-min)*INTSCALE)];
+}
+
+/* yes LogSum2 and FLogsum are identical, this is for backwards compatibility */
+float
+FLogsum(float s1, float s2)
+{
+ const float max = ESL_MAX(s1, s2);
+ const float min = ESL_MIN(s1, s2);
+#if 0
+ return (min == -eslINFINITY || (max-min) >= 23.f) ? max : max + sreLOG2(1.0 + sreEXP2(min-max)); /* EPN: While debugging. Replaces logsum table with analytical calculation. Remember to remove! */
+#endif
+ return (min == -eslINFINITY || (max-min) >= 23.f) ? max : max + flogsum_lookup[(int)((max-min)*INTSCALE)];
+}
+#endif /* USE_NEWLOGSUM*/
+
+#if 0
+/**********************************************************************************
+ * OLD LOG SUM FUNCTIONS *
+ **********************************************************************************/
+/* Function: ILogsum()
+ *
+ * Purpose: Return the scaled integer log probability of
+ * the sum of two probabilities p1 and p2, where
+ * p1 and p2 are also given as scaled log probabilities.
+ *
+ * log(exp(p1)+exp(p2)) = p1 + log(1 + exp(p2-p1)) for p1 > p2
+ *
+ * For speed, builds a lookup table the first time it's called.
+ * LOGSUM_TBL is set to 20000 by default, in config.h.
+ *
+ * Because of the one-time initialization, we have to
+ * be careful in a multithreaded implementation... hence
+ * the use of pthread_once(), which forces us to put
+ * the initialization routine and the lookup table outside
+ * ILogsum(). (Thanks to Henry Gabb at Intel for pointing
+ * out this problem.)
+ *
+ * Args: p1,p2 -- scaled integer log_2 probabilities to be summed
+ * in probability space.
+ *
+ * Return: scaled integer log_2 probability of the sum.
+ */
+
+static int ilogsum_lookup[LOGSUM_TBL];
+static void
+init_ilogsum(void)
+{
+ static int firsttime = 1;
+ if (firsttime) return;
+ firsttime = FALSE;
+
+ int i;
+ for (i = 0; i < LOGSUM_TBL; i++)
+ ilogsum_lookup[i] = (int) (INTSCALE * 1.44269504 *
+ (log(1.+exp(0.69314718 * (float) -i/INTSCALE))));
+}
+int
+ILogsum(int s1, int s2)
+{
+ if(s1 == -INFTY) return s2; /* EPN */
+ if(s2 == -INFTY) return s1; /* EPN */
+
+ const int diff = s1-s2;
+ if (diff >= LOGSUM_TBL) return s1;
+ else if (diff > 0) return s1 + ilogsum_lookup[diff];
+ else if (diff <= -LOGSUM_TBL) return s2;
+ else return s2 + ilogsum_lookup[-diff];
+}
+
+/* guaranteed s1 >= -INFTY, p2 >= -INFTY */
+int
+ILogsumNI(int s1, int s2)
+{
+ ESL_DASSERT1((s1 >= -INFTY));
+ ESL_DASSERT1((s2 >= -INFTY));
+ const int diff = s1-s2;
+ if (diff >= LOGSUM_TBL) return s1;
+ else if (diff <= -LOGSUM_TBL) return s2;
+ else if (diff > 0) return s1 + ilogsum_lookup[diff];
+ else return s2 + ilogsum_lookup[-diff];
+}
+
+/* Function: LogSum2()
+ *
+ * Purpose: Returns the log_2 of the sum of two log_2 probabilities.
+ * log(exp(p1)+exp(p2)) = p1 + log(1 + exp(p2-p1)) for p1 > p2
+ * Note that this is in log_2 space.
+ */
+float
+LogSum2(float p1, float p2)
+{
+ if (p1 > p2)
+ return (p1-p2 > 50.) ? p1 : p1 + sreLOG2(1. + pow(2.,(p2-p1)));
+ else
+ return (p2-p1 > 50.) ? p2 : p2 + sreLOG2(1. + pow(2.,(p1-p2)));
+}
+
+#endif /* USE_OLDLOGSUM */
+
+/* EPN, Fri Sep 7 16:57:23 2007
+ * Left in benchmark driver for potential future use, not used now though.
+ */
+/*****************************************************************
+ * Benchmark driver.
+ *****************************************************************/
+#ifdef p7LOGSUM_BENCHMARK
+/* gcc -o benchmark -g -O2 -I. -L. -I../easel -L../easel -Dp7LOGSUM_BENCHMARK logsum.c -leasel -lm
+ * ./benchmark
+ */
+/* All times in units of nanoseconds/iteration: cpu time * 10.
+ * All times derived from 1e8 iterations (-N 100000000) unless stated.
+ * All runs on my workstation, a 3.2GHz Xeon.
+ * Times in brackets are difference from baseline.
+ * To get baselines, comment out the appropriate Logsum() call and recompile.
+ *
+ * Floating point: gcc -g -O2
+ * ---------
+ * baseline: 274.5
+ * p7_FLogsum() 293.2 [18.7]
+ *
+ * Integer version:
+ * baseline: 269.9
+ * p7_ILogsum() 271.8 [1.9]
+ */
+#include "p7_config.h"
+
+#include <math.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_stopwatch.h"
+
+#include "hmmer.h"
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-i", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "run the integer version", 0 },
+ { "-v", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "be verbose: show individual results", 0 },
+ { "-N", eslARG_INT,"100000000",NULL,"n>0", NULL, NULL, NULL, "number of trials", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options]";
+static char banner[] = "benchmark driver for logsum functions()";
+
+static float
+naive1(float s1, float p2)
+{
+ return log(exp(s1) + exp(p2));
+}
+
+static float
+naive2(float s1, float s2)
+{
+ if (s1 > s2) return s1 + log(1 + exp(s2-s1));
+ else return s2 + log(1 + exp(s1-s2));
+}
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 0, argc, argv, banner, usage);
+ ESL_RANDOMNESS *r = esl_randomness_Create(42);
+ ESL_STOPWATCH *w = esl_stopwatch_Create();
+ int N = esl_opt_GetInteger(go, "-N");
+ int i;
+
+ if (esl_opt_GetBoolean(go, "-i"))
+ {
+ int x, z;
+
+ p7_ILogsumInit();
+ esl_stopwatch_Start(w);
+ for (z = 0, i = 0; i < N; i++)
+ {
+ x = z - esl_random(r) * 7000;
+
+ if (esl_opt_GetBoolean(go, "-v"))
+ printf("%d %d %d \n", z, x, p7_ILogsum(x, z));
+
+ z = p7_ILogsum(x,z);
+ z -= 119;
+ }
+ esl_stopwatch_Stop(w);
+ }
+ else
+ {
+ float x, z;
+
+ p7_FLogsumInit();
+ esl_stopwatch_Start(w);
+ for (z = 0., i = 0; i < N; i++)
+ {
+ x = z - esl_random(r) * 7.;
+
+ if (esl_opt_GetBoolean(go, "-v"))
+ printf("%g %g %g %g %g\n", z, x, p7_FLogsum(x, z), naive1(x,z), fabs(p7_FLogsum(x, z) - naive1(x,z)));
+
+ z = p7_FLogsum(x, z);
+ /* z = naive2(x,y); */
+ z -= 0.1187; /* empirically balancing z near 0 */
+ }
+ esl_stopwatch_Stop(w);
+
+ }
+ esl_stopwatch_Display(stdout, w, "# CPU time: ");
+
+ esl_stopwatch_Destroy(w);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+}
+#endif /*p7LOGSUM_BENCHMARK*/
+
+
+
diff --git a/src/mpifuncs.c b/src/mpifuncs.c
new file mode 100644
index 0000000..761f5b1
--- /dev/null
+++ b/src/mpifuncs.c
@@ -0,0 +1,1920 @@
+/*
+ * mpifuncs.c
+ *
+ * Basic functions for using MPI in infernal.
+ * Functions can be organized into 2 groups,
+ * 1 group starts with "search_", these
+ * were copied from Robbie Klein's RSEARCH
+ * and in many cases untouched (besides
+ * renaming). The other group starts with
+ * "aln_", these were made for MPI alignment
+ * (which is easier to implement than search)
+ * by copying and morphing Robbie's functions.
+ * Functions that don't start with either
+ * "search_" or "aln_" are general.
+ *
+ * Robert J. Klein
+ * May 28, 2002
+ *
+ * EPN, Thu Jan 4 14:17:06 2007
+ */
+
+#ifdef HAVE_MPI
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <string.h>
+
+#include "mpi.h"
+#include "mpifuncs.h"
+#include "structs.h"
+#include "funcs.h"
+#include "cm_dispatch.h"
+#include "stats.h"
+
+#if 0
+
+#define BUFSIZE 16384
+#define MIN_CHUNK_D_MULTIPLIER 10
+#define MAX_CHUNK_SIZE 1000000
+
+#define VERSION_STRING "INFERNAL 1.0"
+#define VERSION_STRING_SIZE 100
+
+/***************************************************************************
+ * General functions, which can be used for either MPI search or alignment *
+ ***************************************************************************/
+/*
+ * Function: get_master_rank
+ * Date: RJK, Tue May 28, 2002 [St. Louis]
+ * Purpose: Given a communicator, returns the lowest ranked one that can
+ * do I/O.
+ * Also checks the version string -- makes sure that it's the same
+ * on all procs.
+ */
+int get_master_rank (MPI_Comm comm, int mpi_my_rank) {
+ int *io_proc_rank_p;
+ int i;
+ char versionbuf[VERSION_STRING_SIZE];
+
+ MPI_Attr_get (comm, MPI_IO, &io_proc_rank_p, &i);
+
+ if (i == 0) /* Not MPI compliant */
+ return(MPI_PROC_NULL);
+ if (*io_proc_rank_p == MPI_PROC_NULL)
+ return (MPI_PROC_NULL);
+ if (*io_proc_rank_p == MPI_ANY_SOURCE)
+ return (0);
+
+ /* Take min of procs allowed to do I/O. */
+ MPI_Allreduce (io_proc_rank_p, &i, 1, MPI_INT, MPI_MIN, comm);
+
+ /* i is now master rank */
+ /* Broadcast the version from master rank */
+ if (i == mpi_my_rank)
+ strncpy (versionbuf, VERSION_STRING, VERSION_STRING_SIZE-1);
+ MPI_Bcast (versionbuf, VERSION_STRING_SIZE, MPI_CHAR, i, comm);
+
+ if (strncmp (versionbuf, VERSION_STRING, VERSION_STRING_SIZE))
+ Die ("Version strings %s and %s don't match\n", versionbuf, VERSION_STRING);
+ return (i);
+}
+
+/*
+ * Function: broadcast_cm()
+ * Date: EPN, Thu Jan 4 14:33:07 2007
+ * Purpose: Broadcasts the CM for alignment or search.
+ *
+ */
+void broadcast_cm (CM_t **cm, int mpi_my_rank, int mpi_master_rank)
+{
+ char buf[BUFSIZE]; /* Buffer for packing it all but the bulk of the CM */
+ int position = 0; /* Where I am in the buffer */
+ int nstates, nnodes;
+ int enf_len;
+ int nparts;
+ int i;
+ int p;
+
+ position = 0;
+ if (mpi_my_rank == mpi_master_rank)
+ { /* I'm in charge */
+ /* contract check, if we claim to have Gumbel stats, we better have them */
+ if((*cm)->flags & CM_GUMBEL_STATS && (*cm)->stats == NULL)
+ esl_fatal("ERROR in broadcast_cm() master node claims to have Gumbel stats but cm->stats is NULL!\n");
+ nstates = (*cm)->M;
+ nnodes = (*cm)->nodes;
+
+ /* Basics of the model */
+ MPI_Pack (&nstates, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&nnodes, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->flags), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->config_opts), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->align_opts), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->search_opts), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->el_selfsc), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->iel_selfsc), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->W), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->enf_start), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->enf_scdiff), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->sc_boost), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cp9_sc_boost), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->ffract), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cutoff_type), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cutoff), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cp9_cutoff_type), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cp9_cutoff), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->beta), 1, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->tau), 1, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->hmmpad), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->pbegin), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->pend), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+
+ /* Take special care with enf_len, this is used later to get cm->enf_seq if nec */
+ if((*cm)->enf_start != 0) enf_len = strlen((*cm)->enf_seq);
+ else enf_len = 0;
+ MPI_Pack (&enf_len, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+
+ /* Take special care with number of partitions, used later to get cm->stats if nec */
+ if((*cm)->flags & CM_GUMBEL_STATS) nparts = (*cm)->stats->np;
+ else nparts = 0;
+ MPI_Pack (&nparts, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+
+ }
+ /* Broadcast to everyone */
+ MPI_Bcast (buf, BUFSIZE, MPI_PACKED, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* Decode this first set */
+ position = 0;
+ if (mpi_my_rank != mpi_master_rank)
+ {
+ MPI_Unpack (buf, BUFSIZE, &position, &nstates, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &nnodes, 1, MPI_INT, MPI_COMM_WORLD);
+ *cm = CreateCM (nnodes, nstates);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->flags), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->config_opts), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->align_opts), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->search_opts), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->el_selfsc), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->iel_selfsc), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->W), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->enf_start), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->enf_scdiff), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->sc_boost), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cp9_sc_boost), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->ffract), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cutoff_type), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cutoff), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cp9_cutoff_type), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cp9_cutoff), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->beta), 1, MPI_DOUBLE,MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->tau), 1, MPI_DOUBLE,MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->hmmpad), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->pbegin), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->pend), 1, MPI_FLOAT, MPI_COMM_WORLD);
+
+ MPI_Unpack (buf, BUFSIZE, &position, &enf_len, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &nparts, 1, MPI_INT, MPI_COMM_WORLD);
+ }
+ /* Now we broadcast the rest of the model using many calls to MPI_Bcast.
+ This is inefficient, but is probably negligible compared to the actual
+ searches */
+ MPI_Bcast ((*cm)->null, Alphabet_size, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->sttype, nstates, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->ndidx, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->stid, nstates, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->cfirst, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->cnum, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->plast, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->pnum, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+
+ MPI_Bcast ((*cm)->nodemap, nnodes, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->ndtype, nnodes, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+
+ MPI_Bcast ((*cm)->begin, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->end, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->beginsc, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->endsc, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->ibeginsc, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->iendsc, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* These next calls depend on Sean's FMX2Alloc to be what CreateCM calls, and to allocate one large
+ memory chunk at x[0] (where x is float **) and then fill in x[1]..x[n] with the appropriate offsets into
+ this chunk of memory */
+ MPI_Bcast ((*cm)->t[0], nstates*MAXCONNECT, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->e[0], nstates*Alphabet_size*Alphabet_size, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->tsc[0], nstates*MAXCONNECT, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->esc[0], nstates*Alphabet_size*Alphabet_size, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->itsc[0], nstates*MAXCONNECT, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->iesc[0], nstates*Alphabet_size*Alphabet_size, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* Broadcast the enf_seq, if it's NULL (enf_start == 0) we don't */
+ if((*cm)->enf_start != 0)
+ {
+ if (mpi_my_rank != mpi_master_rank)
+ ESL_ALLOC((*cm)->enf_seq, sizeof(char) * (enf_len+1));
+ MPI_Bcast((*cm)->enf_seq, enf_len, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+ if (mpi_my_rank != mpi_master_rank)
+ (*cm)->enf_seq[enf_len] = '\0';
+ }
+
+ /* Broadcast the Gumbel stats if they exist
+ * IMPT: currently filter threshold stats are NOT broadcasted as they're only
+ * used to get cm->cp9_cutoff, which is broadcasted separately. We could get
+ * away with not broadcasting these stats too - though we'd have to modify
+ * parallel_search_database() to be independent on Gumbel params */
+ if((*cm)->flags & CM_GUMBEL_STATS) /* flags were already sent/received */
+ {
+ if (mpi_my_rank != mpi_master_rank)
+ (*cm)->stats = AllocCMStats(nparts); /* nparts was already sent/recd */
+ for(i = 0; i < NGUMBELMODES; i++)
+ for(p = 0; p < nparts; p++)
+ {
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->N), 1, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->L), 1, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->mu), 1, MPI_DOUBLE, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->lambda), 1, MPI_DOUBLE, mpi_master_rank, MPI_COMM_WORLD);
+ }
+ }
+ return;
+}
+
+/**************************************************************
+ * MPI search functions ("search_*") Originally from RSEARCH. *
+ **************************************************************/
+/*
+ * Function: search_first_broadcast()
+ * Date: RJK, Tue May 28, 2002 [St. Louis]
+ * Purpose: Broadcasts only num_samples and W_scale for parallel cmsearch.
+ *
+ */
+void search_first_broadcast (int *num_samples, float *W_scale,
+ int mpi_my_rank, int mpi_master_rank)
+{
+ int status;
+ int bufsize = sizeof(int) + sizeof(float);
+ char *buf; /* Buffer for packing */
+ int position = 0; /* Where I am in the buffer */
+ ESL_ALLOC(buf, bufsize);
+
+ /*printf("entered search_first_broadcast: my: %d master: %d\n", mpi_my_rank, mpi_master_rank);*/
+
+ position = 0;
+ if (mpi_my_rank == mpi_master_rank)
+ { /* I'm in charge */
+ MPI_Pack (num_samples, 1, MPI_INT, buf, bufsize, &position, MPI_COMM_WORLD);
+ MPI_Pack (W_scale, 1, MPI_FLOAT, buf, bufsize, &position, MPI_COMM_WORLD);
+ }
+ /* Broadcast to everyone */
+ MPI_Bcast (buf, bufsize, MPI_PACKED, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* Decode it */
+ position = 0;
+ if (mpi_my_rank != mpi_master_rank)
+ {
+ MPI_Unpack (buf, BUFSIZE, &position, num_samples, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, W_scale, 1, MPI_FLOAT, MPI_COMM_WORLD);
+ }
+ /*printf("leaving search_first_broadcast: do_qdb: %d do_inside: %d\n", (*do_qdb), (*do_inside));*/
+
+ return;
+ ERROR:
+ esl_fatal("Memory allocation error.");
+}
+
+/*
+ * Function: search_second_broadcast
+ * Date: RJK, Tue May 28, 2002 [St. Louis]
+ * Purpose: Second broadcast of information to all processes.
+ */
+void search_second_broadcast (CM_t **cm, long *N, int mpi_my_rank, int mpi_master_rank)
+{
+ char buf[BUFSIZE]; /* Buffer for packing it all but the bulk of the CM */
+ int position = 0; /* Where I am in the buffer */
+ double lambda[GC_SEGMENTS];
+ double mu[GC_SEGMENTS];
+ double K[GC_SEGMENTS];
+ double cp9_lambda[GC_SEGMENTS];
+ double cp9_mu[GC_SEGMENTS];
+ double cp9_K[GC_SEGMENTS];
+ int i;
+
+ position = 0;
+ if (mpi_my_rank == mpi_master_rank) /* I'm in charge */
+ {
+ /* we always send N */
+ MPI_Pack (&N, 1, MPI_LONG, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ if((*cm)->search_opts & CM_SEARCH_CMSTATS) /* pack the CM Gumbel parameters */
+ {
+ //MPI_Pack ((*cm)->lambda,GC_SEGMENTS, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ //MPI_Pack ((*cm)->K, GC_SEGMENTS, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ //MPI_Pack ((*cm)->mu, GC_SEGMENTS, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ }
+ if((*cm)->search_opts & CM_SEARCH_CP9STATS) /* pack the CP9 Gumbel parameters */
+ {
+ //MPI_Pack ((*cm)->cp9_lambda, GC_SEGMENTS, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ //MPI_Pack ((*cm)->cp9_mu, GC_SEGMENTS, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ //MPI_Pack ((*cm)->cp9_K, GC_SEGMENTS, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ }
+ }
+ MPI_Bcast (buf, BUFSIZE, MPI_PACKED, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* Decode the packet */
+ position = 0;
+ if (mpi_my_rank != mpi_master_rank)
+ {
+ MPI_Unpack (buf, BUFSIZE, &position, N, 1, MPI_LONG, MPI_COMM_WORLD);
+ /* this is fragile, we rely on the fact that we broadcasted the CM
+ * in broadcast_cm() earlier, so it will have the same cm->*opts as
+ * the one we're sending from the master node. */
+ if((*cm)->search_opts & CM_SEARCH_CMSTATS) /* unpack the CM Gumbel parameters */
+ {
+ //MPI_Unpack (buf, BUFSIZE, &position, ((*cm)->lambda), GC_SEGMENTS, MPI_DOUBLE, MPI_COMM_WORLD);
+ //MPI_Unpack (buf, BUFSIZE, &position, ((*cm)->mu), GC_SEGMENTS, MPI_DOUBLE, MPI_COMM_WORLD);
+ //MPI_Unpack (buf, BUFSIZE, &position, ((*cm)->K), GC_SEGMENTS, MPI_DOUBLE, MPI_COMM_WORLD);
+ for(i = 0; i < GC_SEGMENTS; i++)
+ {
+ //(*cm)->lambda[i] = lambda[i];
+ //(*cm)->mu[i] = mu[i];
+ //(*cm)->K[i] = K[i];
+ }
+ }
+ if((*cm)->search_opts & CM_SEARCH_CP9STATS) /* unpack the CP9 Gumbel parameters */
+ {
+ //MPI_Unpack (buf, BUFSIZE, &position, cp9_lambda, GC_SEGMENTS, MPI_DOUBLE, MPI_COMM_WORLD);
+ //MPI_Unpack (buf, BUFSIZE, &position, cp9_mu, GC_SEGMENTS, MPI_DOUBLE, MPI_COMM_WORLD);
+ //MPI_Unpack (buf, BUFSIZE, &position, cp9_K, GC_SEGMENTS, MPI_DOUBLE, MPI_COMM_WORLD);
+ for(i = 0; i < GC_SEGMENTS; i++)
+ {
+ //(*cm)->cp9_lambda[i] = cp9_lambda[i];
+ //(*cm)->cp9_mu[i] = cp9_mu[i];
+ //(*cm)->cp9_K[i] = cp9_K[i];
+ }
+ }
+ }
+}
+
+/*
+ * Function: search_receive_job
+ * Date: RJK, Mon May 28, 2002 [St. Louis]
+ * Purpose: Calls MPI_Recv to receive a work packet, and unpacks the packet
+ */
+char search_receive_job (int *seqlen_p, char **seq_p, int *bestr_p,
+ int mpi_master_rank) {
+ char buf[32];
+ MPI_Status status;
+ int position = 0;
+ char job_type;
+ char *seq = NULL;
+
+ /* Get the job type and the sequence length (0 if no sequence) */
+ MPI_Recv (buf, 32, MPI_PACKED, mpi_master_rank, JOB_PACKET_TAG,
+ MPI_COMM_WORLD, &status);
+ MPI_Unpack (buf, 32, &position, &job_type, 1, MPI_CHAR, MPI_COMM_WORLD);
+ MPI_Unpack (buf, 32, &position, seqlen_p, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, 32, &position, bestr_p, 1, MPI_INT, MPI_COMM_WORLD);
+
+ /* printf("in receive job seqlen: %d\n", *seqlen_p);*/
+ if (*seqlen_p > 0) {
+ /* Receive a partial sequence and convert to digitized sequence format
+ by placing sentinels at end */
+ ESL_ALLOC(seq = MallocOrDie(sizeof(char)*(*seqlen_p+2)));
+ seq[0] = seq[*seqlen_p+1] = DIGITAL_SENTINEL;
+ MPI_Recv (seq+1, *seqlen_p, MPI_CHAR, mpi_master_rank, SEQ_TAG,
+ MPI_COMM_WORLD, &status);
+ }
+ *seq_p = seq;
+ return(job_type);
+}
+
+/*
+ * Function: search_send_search_results
+ * Date: RJK, Tue May 28, 2002 [St. Louis]
+ * Purpose: Given a list of scan results, sends them to master node using
+ * MPI_Send
+ */
+void search_send_search_results (search_results_t *results, int mpi_master_node) {
+ char *buf;
+ int pos = 0;
+ int i;
+ int bufsize;
+ char results_type = SEARCH_STD_SEARCH_RESULTS;
+
+ bufsize = sizeof(char)+sizeof(int)+(sizeof(search_result_node_t)*(results->num_results+1));
+ ESL_ALLOC(buf, bufsize);
+ /* Send the size of the results */
+ MPI_Send (&bufsize, 1, MPI_INT, mpi_master_node, SEARCH_STD_SEARCH_RESULTS_SIZE_TAG, MPI_COMM_WORLD);
+
+ /* Send the results */
+ MPI_Pack (&results_type, 1, MPI_CHAR, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&(results->num_results), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ for (i=0; i<results->num_results; i++) {
+ MPI_Pack(&(results->data[i].start), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack(&(results->data[i].stop), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack(&(results->data[i].bestr), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack(&(results->data[i].score), 1, MPI_FLOAT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ }
+ MPI_Send (buf, bufsize, MPI_PACKED, mpi_master_node, SEARCH_STD_SEARCH_RESULTS_TAG, MPI_COMM_WORLD);
+}
+
+/*
+ * Function: search_send_align_results
+ * Date: RJK, Tue Jun 25, 2002 [St. Louis]
+ * Purpose: Sends a parse tree back to the master process
+ */
+void search_send_align_results (Parsetree_t *tr, int mpi_master_node) {
+ char *buf;
+ int pos = 0;
+ int bufsize;
+ char results_type = ALN_RESULTS;
+
+ bufsize = sizeof(char)+sizeof(int)+sizeof(int)+7*((tr->n)+1)*sizeof(int);
+ ESL_ALLOC(buf, bufsize);
+ /* Send the size of the results */
+ MPI_Send (&bufsize, 1, MPI_INT, mpi_master_node, SEARCH_STD_SEARCH_RESULTS_SIZE_TAG, MPI_COMM_WORLD);
+
+ /* Send the results */
+ MPI_Pack (&results_type, 1, MPI_CHAR, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&(tr->memblock), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&(tr->n), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->emitl, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->emitr, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->state, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->nxtl, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->nxtr, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->prv, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (tr->mode, tr->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+
+ MPI_Send (buf, bufsize, MPI_PACKED, mpi_master_node, SEARCH_STD_SEARCH_RESULTS_TAG, MPI_COMM_WORLD);
+}
+
+/*
+ * Function: search_procs_working
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * Purpose: Returns TRUE if a slave is still working (status not NULL), false
+ * otherwise.
+ */
+int search_procs_working (job_t **process_status, int mpi_num_procs, int mpi_master_rank) {
+ int i;
+ for (i=0; i<mpi_num_procs; i++) {
+ if (i == mpi_master_rank) continue;
+ if (process_status[i] != NULL)
+ return(TRUE);
+ }
+ return (FALSE);
+}
+
+/*
+ * Function: search_enqueue
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * Purpose: Chunks the given database sequence and enqueues all chunks for
+ * scanning. Queue is a linked list.
+ */
+job_t *search_enqueue (db_seq_t *active_seq, int db_seq_index,
+ int D, int do_revcomp, int job_type)
+{
+ job_t *queue = NULL;
+ job_t *cur_tail = NULL;
+ job_t *new_entry;
+ int chunksize;
+ int chunkoffset;
+ int curpos;
+ int in_revcomp;
+ int mpi_num_procs;
+
+ MPI_Comm_size (MPI_COMM_WORLD, &mpi_num_procs);
+
+ /*
+ * Set the chunk size as follows:
+ * 1. Ideally take smallest multiple of D that gives result greater than
+ * (seqlen+D*(num_procs-2))/(num_procs-1)
+ * This should put one chunk on each processor.
+ * 2. If this is less than MIN_CHUNK_D_MULTIPLIER * D, use that value.
+ * 3. If this is greater than MAX_CHUNK_SIZE, use that.
+ */
+ chunksize = ((active_seq->sq[0]->n+D*(mpi_num_procs-2))/(mpi_num_procs-1))+1;
+ chunksize = ((chunksize/D)+1)*D;
+
+ /*printf("in search_enqueue, D: %d do_revcomp: %d\n", D, do_revcomp);
+ printf("seq len: %d chunksize: %d procs: %d\n", active_seq->sq[0]->n, chunksize, mpi_num_procs);*/
+
+ if (do_revcomp)
+ chunksize *= 2;
+ if (chunksize < MIN_CHUNK_D_MULTIPLIER * D)
+ chunksize = MIN_CHUNK_D_MULTIPLIER * D;
+ if (chunksize > MAX_CHUNK_SIZE)
+ chunksize = MAX_CHUNK_SIZE;
+
+ chunkoffset = chunksize - D;
+ active_seq->chunks_sent = 0;
+ active_seq->alignments_sent = -1; /* None sent yet */
+ for (in_revcomp = 0; in_revcomp <= do_revcomp; in_revcomp++) {
+ for (curpos = 1; curpos <= active_seq->sq[0]->n; curpos += chunkoffset) {
+ ESL_ALLOC(new_entry, sizeof(db_seq_t));
+ new_entry->next = NULL;
+ if (cur_tail != NULL)
+ cur_tail->next = new_entry;
+ if (queue == NULL)
+ queue = new_entry;
+ cur_tail = new_entry;
+ new_entry -> job_type = job_type;
+ if (chunksize < active_seq->sq[0]->n - curpos + 1)
+ new_entry -> seqlen = chunksize;
+ else
+ new_entry -> seqlen = active_seq->sq[0]->n - curpos + 1;
+ new_entry -> dsq = active_seq->sq[in_revcomp]->dsq + curpos;
+ new_entry -> db_seq_index = db_seq_index;
+ new_entry->in_revcomp = (char)in_revcomp;
+ new_entry->index = curpos;
+ new_entry->bestr = 0; /* Not used here */
+ /*printf("new_entry len: %d i: %d j: %d\n", new_entry->seqlen, curpos, (curpos+ new_entry->seqlen));*/
+ active_seq->chunks_sent++;
+ }
+ }
+ return (queue);
+}
+
+/*
+ * Function: search_enqueue_alignments
+ * Date: RJK, Tue Jun 25, 2002 [St. Louis]
+ * Purpose: Given a sequence and a job type, takes each result for sequence
+ * and enqueues an alignment.
+ */
+void search_enqueue_alignments (job_t **queue, db_seq_t *active_seq, int db_seq_index,
+ int do_revcomp, int job_type) {
+ job_t *cur_tail = NULL;
+ job_t *new_entry;
+ int result_index;
+ int in_revcomp;
+
+ /* First, set cur tail to end if already stuff in queue */
+ if (*queue != NULL) {
+ cur_tail = *queue;
+ while (cur_tail->next != NULL) {
+ cur_tail = cur_tail -> next;
+ }
+ }
+
+ active_seq->alignments_sent = 0;
+
+ for (in_revcomp = 0; in_revcomp <= do_revcomp; in_revcomp++) {
+ if (active_seq->results[in_revcomp] == NULL) continue; /* No results here */
+ for (result_index = 0;
+ result_index < active_seq->results[in_revcomp]->num_results;
+ result_index++) {
+ ESL_ALLOC(new_entry, sizeof(db_seq_t));
+ new_entry->next = NULL;
+ if (cur_tail != NULL)
+ cur_tail->next = new_entry;
+ if (*queue == NULL)
+ *queue = new_entry;
+ cur_tail = new_entry;
+ new_entry -> job_type = job_type;
+ new_entry->seqlen =
+ active_seq->results[in_revcomp]->data[result_index].stop -
+ active_seq->results[in_revcomp]->data[result_index].start + 1;
+ new_entry -> dsq = active_seq->sq[in_revcomp]->dsq +
+ active_seq->results[in_revcomp]->data[result_index].start;
+ new_entry -> db_seq_index = db_seq_index;
+ new_entry->in_revcomp = (char)in_revcomp;
+ new_entry->index = result_index;
+ new_entry->bestr =
+ active_seq->results[in_revcomp]->data[result_index].bestr;
+ active_seq->alignments_sent++;
+ }
+ }
+}
+
+/*
+ * Function: search_send_next_job
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * Purpose: Takes first job in queue, sends it to the given rank, and updates
+ * queue and process_status to reflect this.
+ */
+void search_send_next_job (job_t **queue, job_t **process_status, int rank_to_send_to) {
+ char buf[32];
+ int position = 0;
+
+ /* Set this process as having the job */
+ *process_status = *queue;
+
+ /* Remove job from queue */
+ *queue = (*queue)->next;
+
+ MPI_Pack (&((*process_status)->job_type), 1, MPI_CHAR, buf, 32, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*process_status)->seqlen), 1, MPI_INT, buf, 32, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*process_status)->bestr), 1, MPI_INT, buf, 32, &position, MPI_COMM_WORLD);
+ MPI_Send (buf, position, MPI_PACKED, rank_to_send_to, JOB_PACKET_TAG, MPI_COMM_WORLD);
+
+ /*printf("in search_send_next_job sent len: %d\n", (*process_status)->seqlen);*/
+ if ((*process_status)->seqlen > 0) {
+ MPI_Send ((*process_status)->dsq, (*process_status)->seqlen, MPI_CHAR, rank_to_send_to, SEQ_TAG, MPI_COMM_WORLD);
+ }
+}
+
+/*
+ * Function: search_check_results
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * Purpose: Does a blocking call to MPI_Recv until a process finishes, then
+ * processes results and returns.
+ */
+int search_check_results (db_seq_t **active_seqs, job_t **process_status, int D) {
+ char *buf;
+ int bufsize;
+ MPI_Status status;
+ int data_from; /* Who's sending us data */
+ char results_type;
+ int position = 0;
+ int num_results;
+ int start, stop, bestr;
+ float score;
+ db_seq_t *cur_seq;
+ char in_revcomp;
+ int index;
+ int i;
+ int cur_seq_index;
+ Parsetree_t *tr;
+
+ /* Get the size of the buffer */
+ MPI_Recv (&bufsize, 1, MPI_INT, MPI_ANY_SOURCE,
+ SEARCH_STD_SEARCH_RESULTS_SIZE_TAG, MPI_COMM_WORLD, &status);
+ data_from = status.MPI_SOURCE;
+ ESL_ALLOC(buf, (char)*bufsize);
+
+ /* Figure out the sequence it belongs to */
+ cur_seq_index = process_status[data_from]->db_seq_index;
+ cur_seq = active_seqs[cur_seq_index];
+ index = process_status[data_from]->index;
+ in_revcomp = process_status[data_from]->in_revcomp;
+
+ /* Clear this job -- it's done */
+ free(process_status[data_from]);
+ process_status[data_from] = NULL;
+
+ /* Now get the results */
+ MPI_Recv (buf, bufsize, MPI_PACKED, data_from, SEARCH_STD_SEARCH_RESULTS_TAG,
+ MPI_COMM_WORLD, &status);
+ MPI_Unpack (buf, bufsize, &position, &results_type, 1,
+ MPI_CHAR, MPI_COMM_WORLD);
+
+ if (results_type == SEARCH_STD_SEARCH_RESULTS) {
+ MPI_Unpack (buf, bufsize, &position, &num_results, 1,
+ MPI_INT, MPI_COMM_WORLD);
+ if (num_results > 0 && cur_seq->results[(int)in_revcomp] == NULL) {
+ cur_seq->results[(int)in_revcomp] = CreateResults (INIT_RESULTS);
+ }
+ for (i=0; i<num_results; i++) {
+ MPI_Unpack(buf, bufsize, &position, &start, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack(buf, bufsize, &position, &stop, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack(buf, bufsize, &position, &bestr, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack(buf, bufsize, &position, &score,1, MPI_FLOAT, MPI_COMM_WORLD);
+ /* Don't report hits from first D nucleotides in second overlapping seq
+ because it wasn't a full analysis for seqs ending there -- longer
+ seqs missed */
+ if (index == 1 || stop > D)
+ report_hit (index+start-1, index+stop-1, bestr, score,
+ cur_seq->results[(int)in_revcomp]);
+ }
+ cur_seq->chunks_sent--;
+ } else if (results_type == ALN_RESULTS) {
+ ESL_ALLOC(tr, sizeof(Parsetree_t));
+ /* Get size of the tree */
+ MPI_Unpack (buf, bufsize, &position, &(tr->memblock), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, &(tr->n), 1, MPI_INT, MPI_COMM_WORLD);
+ /* Allocate it */
+ ESL_ALLOC(tr->emitl, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->emitr, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->state, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nxtl, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nxtr, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->prv, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->mode, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nalloc,sizeof(int)*tr->n);
+ tr->nalloc = tr->n;
+
+ /* Unpack it */
+ MPI_Unpack (buf, bufsize, &position, tr->emitl, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->emitr, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->state, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->nxtl, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->nxtr, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->prv, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->mode, tr->n, MPI_INT, MPI_COMM_WORLD);
+ cur_seq->results[(int)in_revcomp]->data[index].tr = tr;
+ cur_seq->alignments_sent--;
+ } else {
+ Die ("Got result type %d when expecting SEARCH_STD_SEARCH_RESULTS (%d) or ALN_RESULTS (%d)\n", results_type, SEARCH_STD_SEARCH_RESULTS, ALN_RESULTS);
+ }
+ free(buf);
+ return(cur_seq_index);
+}
+
+/*
+ * Function: search_check_hist_results
+ * Date: RJK, Sat Jun 01, 2002 [St. Louis]
+ * Purpose: Does a blocking call to MPI_Recv until a histogram scan process
+ * finishes, then processes results and returns. Based on
+ * check_results.
+ */
+int search_check_hist_results (db_seq_t **seqs, job_t **process_status, int D) {
+
+ char buf[32];
+ MPI_Status status;
+ int data_from; /* Who's sending us data */
+ char results_type;
+ int position = 0;
+ int db_seq_index;
+ float score;
+
+ /* Get the hist results -- score to add and whether this score was
+ masked by better score or not */
+ MPI_Recv (buf, 32, MPI_PACKED, MPI_ANY_SOURCE, SEARCH_HIST_RESULTS_TAG,
+ MPI_COMM_WORLD, &status);
+ data_from = status.MPI_SOURCE;
+
+ /* Figure out the sequence it belongs to */
+ db_seq_index = process_status[data_from]->db_seq_index;
+
+ /* Clear this job -- it's done */
+ free(process_status[data_from]);
+ process_status[data_from] = NULL;
+
+
+ MPI_Unpack (buf, 32, &position, &results_type, 1,
+ MPI_CHAR, MPI_COMM_WORLD);
+ if (results_type == SEARCH_HIST_SEARCH_RESULTS) {
+ MPI_Unpack (buf, 32, &position, &score, 1, MPI_FLOAT,
+ MPI_COMM_WORLD);
+ seqs[db_seq_index]->chunks_sent--;
+ if (seqs[db_seq_index]->best_score < score) {
+ seqs[db_seq_index]->best_score = score;
+ }
+ } else {
+ Die ("Got result type %d when expecting SEARCH_HIST_SEARCH_RESULTS (%d)\n",
+ results_type, SEARCH_HIST_SEARCH_RESULTS);
+ }
+ return(db_seq_index);
+}
+
+/*
+ * Function: search_send_hist_search_results
+ * Date: RJK, Sat Jun 01, 2002 [St. Louis]
+ * Purpose: Given best score for building a histogram, sends to master
+ * node using MPI_Send
+ */
+void search_send_hist_search_results (float score, int mpi_master_node) {
+ char *buf;
+ int pos = 0;
+ int bufsize;
+ char results_type = SEARCH_HIST_SEARCH_RESULTS;
+
+ bufsize = sizeof(char)+sizeof(float);
+ ESL_ALLOC(buf, bufsize);
+
+ /* Send the results */
+ MPI_Pack (&results_type, 1, MPI_CHAR, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&score, 1, MPI_FLOAT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Send (buf, bufsize, MPI_PACKED, mpi_master_node, SEARCH_HIST_RESULTS_TAG, MPI_COMM_WORLD);
+}
+
+
+/*
+ * Function: search_send_terminate
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * Purpose: Sends termination code to specified process
+ */
+void search_send_terminate (int i) {
+ char buf[16];
+ int position = 0;
+ char job_type = TERMINATE_WORK;
+ int len = 0;
+
+ MPI_Pack (&job_type, 1, MPI_CHAR, buf, 16, &position, MPI_COMM_WORLD);
+ MPI_Pack (&len, 1, MPI_INT, buf, 16, &position, MPI_COMM_WORLD);
+ MPI_Send (buf, position, MPI_PACKED, i, JOB_PACKET_TAG, MPI_COMM_WORLD);
+}
+
+/**************************************************************
+ * MPI alignment functions ("aln_*") (EPN 01.04.07)
+ **************************************************************/
+/*
+ * Function: aln_procs_working
+ * Date: EPN, Sat Dec 30 21:38:54 2006
+ * Purpose: Returns TRUE if a slave is still working (status BUSY), false
+ * otherwise.
+ */
+int aln_procs_working (int *process_status, int mpi_num_procs, int mpi_master_rank) {
+ int i;
+ for (i=0; i<mpi_num_procs; i++)
+ {
+ if (i == mpi_master_rank) continue;
+ if (process_status[i] == BUSY) return(TRUE);
+ }
+ return (FALSE);
+}
+
+/*
+ * Function: aln_send_next_job
+ * Date: EPN, Mon Jan 1 10:37:31 2007
+ * Purpose: Given a seqs_to_aln_t data structure with sequences to send to
+ * a slave, send the important bits to the slave.
+ * Args:
+ * seqs_to_aln - the seqs to send to the slave for alignment
+ */
+void aln_send_next_job (seqs_to_aln_t *seqs_to_aln, int rank_to_send_to)
+{
+ char *buf;
+ int bufsize;
+ int position = 0;
+ char job_type = ALN_WORK;
+ int i;
+ int *namelen;
+ /*printf("in aln_send_next_job, rank_to_send_to: %d\n", rank_to_send_to);*/
+
+ bufsize = sizeof(char) + ((3 + (2 * seqs_to_aln->nseq)) * sizeof(int));
+ ESL_ALLOC(buf, bufsize);
+
+ /* Send the size of the job */
+ MPI_Send (&bufsize, 1, MPI_INT, rank_to_send_to, ALN_JOB_SIZE_TAG, MPI_COMM_WORLD);
+
+ MPI_Pack (&job_type, 1, MPI_CHAR, buf, bufsize, &position, MPI_COMM_WORLD);
+ MPI_Pack (&(seqs_to_aln->index), 1, MPI_INT, buf, bufsize, &position, MPI_COMM_WORLD);
+
+ ESL_ALLOC(namelen, sizeof(int) * seqs_to_aln->nseq);
+
+ /* Send the seqs_to_aln_t data structure, piecewise */
+ /* First send the number of sequences */
+ MPI_Pack (&(seqs_to_aln->nseq), 1, MPI_INT, buf, bufsize, &position, MPI_COMM_WORLD);
+ /* For each sequence, send the length of each sequence, and the length of each sequence name */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ namelen[i] = strlen(seqs_to_aln->sq[i]->name)+1;
+ MPI_Pack (&(seqs_to_aln->sq[i]->n), 1, MPI_INT, buf, bufsize, &position, MPI_COMM_WORLD);
+ MPI_Pack (&(namelen[i]), 1, MPI_INT, buf, bufsize, &position, MPI_COMM_WORLD);
+ }
+ MPI_Send (buf, position, MPI_PACKED, rank_to_send_to, ALN_JOB_PACKET_TAG, MPI_COMM_WORLD);
+
+ /* Send the names of the sequences */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ if(seqs_to_aln->sq[i]->n > 0)
+ MPI_Send (seqs_to_aln->sq[i]->name, (namelen[i]), MPI_CHAR, rank_to_send_to,
+ SEQ_TAG, MPI_COMM_WORLD);
+
+ /* send the digitized seqs only, (not the full ESL_SQ data structure) */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ if(seqs_to_aln->sq[i]->n > 0)
+ MPI_Send (seqs_to_aln->sq[i]->dsq, (seqs_to_aln->sq[i]->n+2), MPI_CHAR, rank_to_send_to, SEQ_TAG, MPI_COMM_WORLD);
+ }
+
+ /*printf("leaving aln_send_next_job, rank_to_send_to: %d\n", rank_to_send_to);*/
+ free(namelen);
+}
+
+/*
+ * Function: aln_receive_job
+ * Date: EPN, Sat Dec 30 22:13:24 2006
+ * Purpose: Calls MPI_Recv to receive a aln work packet, and unpacks the packet
+ */
+char aln_receive_job (seqs_to_aln_t **ret_seqs_to_aln, int mpi_master_rank)
+{
+ char *buf;
+ int bufsize;
+ MPI_Status status;
+ int position = 0;
+ char job_type;
+ seqs_to_aln_t *seqs_to_aln;
+ ESL_ALLOC(seqs_to_aln, sizeof(seqs_to_aln_t));
+ int i;
+ int *namelen;
+
+ /* Get the size of the buffer */
+ MPI_Recv (&bufsize, 1, MPI_INT, MPI_ANY_SOURCE, ALN_JOB_SIZE_TAG, MPI_COMM_WORLD, &status);
+ ESL_ALLOC(buf, sizeof(char)*bufsize);
+
+ /* Get the job */
+ MPI_Recv (buf, bufsize, MPI_PACKED, mpi_master_rank, ALN_JOB_PACKET_TAG,
+ MPI_COMM_WORLD, &status);
+ MPI_Unpack (buf, bufsize, &position, &job_type, 1, MPI_CHAR, MPI_COMM_WORLD);
+
+ if(job_type == ALN_WORK)
+ {
+ MPI_Unpack (buf, bufsize, &position, &(seqs_to_aln->index), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, &(seqs_to_aln->nseq), 1, MPI_INT, MPI_COMM_WORLD);
+ ESL_ALLOC(seqs_to_aln->sq, sizeof(ESL_SQ *) * seqs_to_aln->nseq);
+ ESL_ALLOC(namelen, sizeof(int) * seqs_to_aln->nseq);
+
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ seqs_to_aln->sq[i] = esl_sq_Create();
+ MPI_Unpack (buf, bufsize, &position, &(seqs_to_aln->sq[i]->n), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, &(namelen[i]), 1, MPI_INT, MPI_COMM_WORLD);
+ }
+
+ /* Receive the names of the sequences */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ if(seqs_to_aln->sq[i]->n > 0)
+ MPI_Recv (seqs_to_aln->sq[i]->name, namelen[i], MPI_CHAR,
+ mpi_master_rank, SEQ_TAG, MPI_COMM_WORLD, &status);
+ }
+
+ /* Receive the digitized sequences */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ if(seqs_to_aln->sq[i]->n > 0)
+ {
+ ESL_ALLOC(seqs_to_aln->sq[i]->dsq, sizeof(char)*((seqs_to_aln->sq[i]->n)+2));
+ MPI_Recv (seqs_to_aln->sq[i]->dsq, (seqs_to_aln->sq[i]->n+2), MPI_CHAR,
+ mpi_master_rank, SEQ_TAG, MPI_COMM_WORLD, &status);
+ }
+ }
+ *ret_seqs_to_aln = seqs_to_aln;
+ }
+ else if(job_type != TERMINATE_WORK)
+ esl_fatal("ERROR in aln_receive_job did not receive ALN_WORK or TERMINATE_WORK signal\n");
+
+ return(job_type);
+}
+
+/*
+ * Function: aln_send_results
+ * Date: EPN, Sat Dec 30 22:05:30 2006
+ * Purpose: Sends parse tree(s) and potentially postcodes, back to the master process.
+ */
+void aln_send_results (seqs_to_aln_t *seqs_to_aln, int do_post, int mpi_master_node)
+{
+ char *buf;
+ int pos = 0;
+ int bufsize;
+ int i;
+ char results_type = ALN_RESULTS;
+
+ bufsize = sizeof(char) + sizeof(int) + sizeof(int) + sizeof(int);
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ bufsize += (7 * (seqs_to_aln->tr[i]->n + 1) * sizeof(int));
+
+ if(do_post) /* add size of postcodes */
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ bufsize += (seqs_to_aln->sq[i]->n + 1) * sizeof(char) + sizeof(int);
+
+ ESL_ALLOC(buf, bufsize);
+
+ /* Send the size of the results */
+ MPI_Send (&bufsize, 1, MPI_INT, mpi_master_node, ALN_RESULTS_SIZE_TAG, MPI_COMM_WORLD);
+
+ /* Send the results */
+ MPI_Pack (&results_type, 1, MPI_CHAR, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&(seqs_to_aln->index), 1, MPI_INT , buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&(seqs_to_aln->nseq), 1, MPI_INT , buf, bufsize, &pos, MPI_COMM_WORLD);
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ MPI_Pack (&(seqs_to_aln->tr[i]->memblock),1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (&(seqs_to_aln->tr[i]->n), 1, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->emitl, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->emitr, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->state, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->nxtl, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->nxtr, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->prv, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->tr[i]->mode, seqs_to_aln->tr[i]->n, MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ }
+ MPI_Pack (&do_post, 1, MPI_INT , buf, bufsize, &pos, MPI_COMM_WORLD);
+
+ if(do_post)
+ for(i = 0; i < seqs_to_aln->nseq; i++)
+ {
+ MPI_Pack (&(seqs_to_aln->sq[i]->n), 1 , MPI_INT, buf, bufsize, &pos, MPI_COMM_WORLD);
+ MPI_Pack (seqs_to_aln->postcode[i], (seqs_to_aln->sq[i]->n+1), MPI_CHAR, buf, bufsize, &pos, MPI_COMM_WORLD);
+ }
+ MPI_Send (buf, bufsize, MPI_PACKED, mpi_master_node, ALN_RESULTS_TAG, MPI_COMM_WORLD);
+}
+
+/*
+ * Function: aln_check_results
+ * Date: EPN, Sat Dec 30 21:49:42 2006
+ * Purpose: Does a blocking call to MPI_Recv until a process finishes, then
+ * processes results and returns.
+ */
+int aln_check_results (Parsetree_t **all_parsetrees, char **all_postcodes, int **process_status)
+{
+ char *buf;
+ int bufsize;
+ MPI_Status status;
+ int data_from; /* Who's sending us data */
+ char results_type;
+ int position = 0;
+ int i;
+ Parsetree_t *tr;
+ int nseq;
+ int index;
+ int postsize;
+ int do_post;
+ char *postcode;
+
+ /*printf("in aln_check_results\n");*/
+
+ /* Get the size of the buffer */
+ MPI_Recv (&bufsize, 1, MPI_INT, MPI_ANY_SOURCE,
+ ALN_RESULTS_SIZE_TAG, MPI_COMM_WORLD, &status);
+ data_from = status.MPI_SOURCE;
+ ESL_ALLOC(buf, sizeof(char)*bufsize);
+
+ /* Clear this job -- it's done */
+ (*process_status)[data_from] = IDLE;
+
+ /* Now get the results */
+ MPI_Recv (buf, bufsize, MPI_PACKED, data_from, ALN_RESULTS_TAG,
+ MPI_COMM_WORLD, &status);
+ MPI_Unpack (buf, bufsize, &position, &results_type, 1,
+ MPI_CHAR, MPI_COMM_WORLD);
+
+ if (results_type == ALN_RESULTS)
+ {
+ MPI_Unpack (buf, bufsize, &position, &index, 1,
+ MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, &nseq, 1,
+ MPI_INT, MPI_COMM_WORLD);
+ for (i=0; i < nseq; i++)
+ {
+ /* Get a parsetree for each sequence */
+ ESL_ALLOC(tr, sizeof(Parsetree_t));
+ /* Get size of the tree */
+ MPI_Unpack (buf, bufsize, &position, &(tr->memblock), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, &(tr->n), 1, MPI_INT, MPI_COMM_WORLD);
+ /* Allocate it */
+ ESL_ALLOC(tr->emitl, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->emitr, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->state, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nxtl, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nxtr, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->prv, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->mode, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nalloc,sizeof(int)*tr->n);
+ tr->nalloc = tr->n;
+
+ /* Unpack it */
+ MPI_Unpack (buf, bufsize, &position, tr->emitl, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->emitr, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->state, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->nxtl, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->nxtr, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->prv, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->mode, tr->n, MPI_INT, MPI_COMM_WORLD);
+ /* add the parsetree onto the master array of parsetrees */
+ all_parsetrees[index++] = tr;
+ }
+
+ MPI_Unpack (buf, bufsize, &position, &do_post, 1, MPI_INT, MPI_COMM_WORLD);
+
+ if(do_post)
+ {
+ index -= nseq;
+ for (i=0; i < nseq; i++)
+ {
+ /* unpack the postcodes */
+ MPI_Unpack (buf, bufsize, &position, &postsize, 1 , MPI_INT, MPI_COMM_WORLD);
+ ESL_ALLOC(postcode, sizeof(char) * (postsize+1));
+ MPI_Unpack (buf, bufsize, &position, postcode, (postsize+1), MPI_CHAR, MPI_COMM_WORLD);
+ all_postcodes[index++] = postcode;
+ }
+ }
+ }
+ else
+ Die ("Got result type %d when expecting ALN_RESULTS (%d)\n", results_type, ALN_RESULTS);
+
+ free(buf);
+ return(data_from);
+}
+
+/*
+ * Function: aln_send_terminate
+ * Date: EPN, Thu Jan 4 16:16:45 2007
+ * Purpose: Sends termination code to specified process, specific for cmalign (not cmsearch).
+ */
+void aln_send_terminate (int rank_to_send_to)
+{
+ int bufsize;
+ char *buf;
+ int position = 0;
+ char job_type = TERMINATE_WORK;
+
+ bufsize = sizeof(char);
+ ESL_ALLOC(buf, bufsize);
+
+ /* Send the bufsize (only b/c aln_receive_job expects it) */
+ MPI_Send (&bufsize, 1, MPI_INT, rank_to_send_to, ALN_JOB_SIZE_TAG, MPI_COMM_WORLD);
+
+ MPI_Pack (&job_type, 1, MPI_CHAR, buf, bufsize, &position, MPI_COMM_WORLD);
+ MPI_Send (buf, position, MPI_PACKED, rank_to_send_to, ALN_JOB_PACKET_TAG, MPI_COMM_WORLD);
+}
+
+/**************************************************************************************/
+/* EPN, Thu May 10 10:11:18 2007 New functions roughly following Easel/H3 conventions */
+/* Function: mpi_worker_search_target()
+ * Incept: EPN, Wed May 9 17:07:48 2007
+ * Purpose: The main control for an MPI worker process for searching sequences.
+ * Worker receives CM, then loops over receipt of sequences, returning
+ * best score and results data structure for each.
+ * Never do revcomp, we'll call this function twice once with
+ * plus once with minus strand.
+ */
+void
+mpi_worker_search_target(CM_t *cm, int my_rank)
+{
+ int status;
+ char *dsq = NULL;
+ int L;
+ float best_sc;
+
+ int doing_cm_stats = FALSE;
+ int doing_cp9_stats = FALSE;
+
+ int ctr = 0;
+ if(cm->search_opts & CM_SEARCH_HMMONLY) doing_cp9_stats = TRUE;
+ else doing_cm_stats = TRUE;
+ /* Main loop */
+ while (dsq_MPIRecv(&dsq, &L) == eslOK)
+ {
+ best_sc = actually_search_target(cm, dsq, 1, L,
+ 0., /* minimum CM bit cutoff, irrelevant (?) */
+ 0., /* minimum CP9 bit cutoff, irrelevant (?) */
+ NULL, /* do not keep results */
+ FALSE, /* do not filter with a CP9 HMM */
+ doing_cm_stats, doing_cp9_stats,
+ NULL); /* filter fraction, nobody cares */
+
+ MPI_Send(&(best_sc), 1, MPI_FLOAT, 0, 0, MPI_COMM_WORLD);
+ free(dsq);
+ }
+ return;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ return;
+}
+
+/* Function: dsq_MPISend()
+ * Incept: EPN, Wed May 9 17:30:14 2007
+ *
+ * Purpose: Send sequence <dsq> to processor <dest>.
+ *
+ * If <dsq> is NULL, sends a end-of-data signal to <dest>, to
+ * tell it to shut down.
+ */
+int
+dsq_MPISend(char *dsq, int L, int dest)
+{
+ if(dsq == NULL)
+ {
+ int eod = -1;
+ MPI_Send(&eod, 1, MPI_INT, dest, 0, MPI_COMM_WORLD);
+ return eslOK;
+ }
+ MPI_Send(&(L), 1, MPI_INT, dest, 0, MPI_COMM_WORLD);
+ /* receiver will now allocate storage, before reading on...*/
+ MPI_Send(dsq, (L+2), MPI_CHAR, dest, 0, MPI_COMM_WORLD);
+ return eslOK;
+}
+
+/* Function: dsq_MPISend()
+ * Incept: EPN, Thu Jun 7 15:02:34 2007
+ *
+ * Purpose: Send sequence <dsq> and max bit sc <maxsc> to processor <dest>.
+ *
+ * If <dsq> is NULL, sends a end-of-data signal to <dest>, to
+ * tell it to shut down.
+ */
+int
+dsq_maxsc_MPISend(char *dsq, int L, float maxsc, int dest)
+{
+ if(dsq == NULL)
+ {
+ int eod = -1;
+ MPI_Send(&eod, 1, MPI_INT, dest, 0, MPI_COMM_WORLD);
+ return eslOK;
+ }
+ MPI_Send(&(L), 1, MPI_INT, dest, 0, MPI_COMM_WORLD);
+ /* receiver will now allocate storage, before reading on...*/
+ MPI_Send(dsq, (L+2), MPI_CHAR, dest, 0, MPI_COMM_WORLD);
+ MPI_Send(&(maxsc), 1, MPI_FLOAT, dest, 0, MPI_COMM_WORLD);
+ return eslOK;
+}
+
+/* Function: dsq_MPIRecv()
+ * Incept: EPN, Wed May 9 17:34:43 2007
+ *
+ * Purpose: Receive a sequence sent from the master MPI process (src=0)
+ * on a worker MPI process.
+ *
+ * If it receives an end-of-data signal, returns <eslEOD>.
+ */
+int
+dsq_MPIRecv(char **ret_dsq, int *ret_L)
+{
+ int status;
+ char *dsq = NULL;
+ MPI_Status mpistatus;
+ int L;
+
+ MPI_Recv(&L, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ if (L == -1) return eslEOD;
+ ESL_ALLOC(dsq, sizeof(char) * (L+2));
+ MPI_Recv(dsq, (L+2), MPI_CHAR, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ *ret_L = L;
+ *ret_dsq = dsq;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: dsq_maxsc_MPIRecv()
+ * Incept: EPN, Thu Jun 7 15:00:29 2007
+ *
+ * Purpose: Receive a sequence and maximum score
+ * sent from the master MPI process (src=0)
+ * on a worker MPI process.
+ *
+ * If it receives an end-of-data signal, returns <eslEOD>.
+ */
+int
+dsq_maxsc_MPIRecv(char **ret_dsq, int *ret_L, float *ret_maxsc)
+{
+ int status;
+ char *dsq = NULL;
+ MPI_Status mpistatus;
+ int L;
+ float maxsc;
+
+ MPI_Recv(&L, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ if (L == -1) return eslEOD;
+ ESL_ALLOC(dsq, sizeof(char) * (L+2));
+ MPI_Recv(dsq, (L+2), MPI_CHAR, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ MPI_Recv(&maxsc, 1, MPI_FLOAT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ *ret_L = L;
+ *ret_dsq = dsq;
+ *ret_maxsc = maxsc;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_MPIBroadcast()
+ * Incept: EPN, Wed May 9 17:24:53 2007
+ *
+ * Purpose: Sends CM <cm> to processor <dest>.
+ *
+ * If <cm> is NULL, sends a end-of-data signal to <dest>, to
+ * tell it to shut down.
+ *
+ */
+int
+cm_MPIBroadcast(CM_t *cm)
+{
+ return eslOK;
+}
+
+/* Function: mpi_worker_cm_and_cp9_search()
+ * Incept: EPN, Thu May 10 10:04:02 2007
+ * Purpose: The main control for an MPI worker process for searching sequences
+ * twice, once with a CM and once with a CP9, both scores are returned.
+ * Called in mpi_FindCP9FilterThreshold9).
+ * Args:
+ * cm - the covariance model
+ * do_fast - don't search with CM, only do CP9 search
+ * my_rank - my MPI rank
+ */
+void
+mpi_worker_cm_and_cp9_search(CM_t *cm, int do_fast, int my_rank)
+{
+ int status;
+ char *dsq = NULL;
+ int L;
+ float *scores = NULL;
+ ESL_ALLOC(scores, sizeof(float) * 2);
+ int was_hmmonly;
+ if(cm->search_opts & CM_SEARCH_HMMONLY) was_hmmonly = TRUE;
+ else was_hmmonly = FALSE;
+ /* Main loop */
+ while (dsq_MPIRecv(&dsq, &L) == eslOK)
+ {
+ /* Do the CM search first */
+ cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(do_fast)
+ scores[0] = 0.;
+ else
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* minimum CM bit cutoff, irrelevant (?) */
+ 0., /* minimum CP9 bit cutoff, irrelevant (?) */
+ NULL, /* do not keep results */
+ FALSE, /* do not filter with a CP9 HMM */
+ FALSE, FALSE, /* not doing CM or CP9 Gumbel calcs */
+ NULL); /* filter fraction, nobody cares */
+ /* DO NOT CALL actually_search_target b/c that will run Forward then
+ * Backward to get score of best hit, but we'll be detecting by a
+ * Forward scan (then running Backward only on hits above our threshold),
+ * since we're calc'ing the threshold here it's impt we only do Forward.
+ */
+ scores[1] = CP9Forward(cm, dsq, 1, L, cm->W, 0.,
+ NULL, /* don't return scores of hits */
+ NULL, /* don't return posns of hits */
+ NULL, /* don't keep track of hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+
+ MPI_Send(scores, 2, MPI_FLOAT, 0, 0, MPI_COMM_WORLD); /* send together so results don't interleave */
+ free(dsq);
+ }
+ if(was_hmmonly) cm->search_opts |= CM_SEARCH_HMMONLY;
+ else cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(scores != NULL) free(scores);
+ /*printf("\trank: %d RETURNING!\n", my_rank);*/
+ return;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ if (scores != NULL) free(scores);
+ return;
+}
+
+/* Function: mpi_worker_cm_and_cp9_search_maxsc()
+ * Incept: EPN, Thu Jun 7 15:02:54 2007
+ * Purpose: The main control for an MPI worker process for searching sequences
+ * with decreasingly fast techniques, quitting if any technique
+ * returns a score greater than some specified maximum bit score.
+ * The goal is to determine if the optimal parse is within a
+ * given range during a empirical HMM filter threshold calculation.
+ * Called in mpi_FindCP9FilterThreshold().
+ * Args:
+ * cm - the covariance model
+ * do_fast - don't search with CM, only do CP9 search
+ * my_rank - my MPI rank
+ */
+void
+mpi_worker_cm_and_cp9_search_maxsc(CM_t *cm, int do_fast, int do_minmax, int my_rank)
+{
+ int status;
+ char *dsq = NULL;
+ int L;
+ float maxsc;
+ float *scores = NULL;
+ ESL_ALLOC(scores, sizeof(float) * 2);
+ int was_hmmonly;
+ int was_hbanded;
+ float orig_tau;
+ int passed_flag = FALSE;
+ orig_tau = cm->tau;
+
+ if(cm->search_opts & CM_SEARCH_HMMONLY) was_hmmonly = TRUE;
+ else was_hmmonly = FALSE;
+ if(cm->search_opts & CM_SEARCH_HBANDED) was_hbanded = TRUE;
+ else was_hbanded = FALSE;
+ /* Main loop */
+ while (dsq_maxsc_MPIRecv(&dsq, &L, &maxsc) == eslOK)
+ {
+ /* Do the CM search first */
+ cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(do_fast)
+ scores[0] = 0.;
+ else if(do_minmax)
+ {
+ cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = 0.1;
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL); /* filter fraction N/A */
+ if(scores[0] < maxsc) /* search with another, less strict (lower tau) HMM banded parse */
+ {
+ cm->tau = 1e-10;
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL); /* filter fraction N/A */
+ }
+ }
+ else
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* minimum CM bit cutoff, irrelevant (?) */
+ 0., /* minimum CP9 bit cutoff, irrelevant (?) */
+ NULL, /* do not keep results */
+ FALSE, /* do not filter with a CP9 HMM */
+ FALSE, FALSE, /* not doing CM or CP9 Gumbel calcs */
+ NULL); /* filter fraction, nobody cares */
+
+ /* Now do HMM search, but if do_minmax, only do HMM search
+ * if our CM score hasn't exceeded the max */
+ if(do_minmax && scores[0] > maxsc)
+ scores[1] = 0.;
+ else
+ /* DO NOT CALL actually_search_target b/c that will run Forward then
+ * Backward to get score of best hit, but we'll be detecting by a
+ * Forward scan (then running Backward only on hits above our threshold),
+ * since we're calc'ing the threshold here it's impt we only do Forward.
+ */
+ scores[1] = CP9Forward(cm, dsq, 1, L, cm->W, 0.,
+ NULL, /* don't return scores of hits */
+ NULL, /* don't return posns of hits */
+ NULL, /* don't keep track of hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ MPI_Send(scores, 2, MPI_FLOAT, 0, 0, MPI_COMM_WORLD); /* send together so results don't interleave */
+ free(dsq);
+ }
+ if(was_hmmonly) cm->search_opts |= CM_SEARCH_HMMONLY;
+ else cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(was_hbanded) cm->search_opts |= CM_SEARCH_HBANDED;
+ else cm->search_opts &= ~CM_SEARCH_HBANDED;
+
+ if(scores != NULL) free(scores);
+ /*printf("\trank: %d RETURNING!\n", my_rank);*/
+ return;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ if (scores != NULL) free(scores);
+ return;
+}
+#endif
+
+/* Function: cm_MPIBroadcast()
+ * Incept: EPN, Wed May 9 17:24:53 2007
+ *
+ * Purpose: Sends CM <cm> to processor <dest>.
+ *
+ * If <cm> is NULL, sends a end-of-data signal to <dest>, to
+ * tell it to shut down.
+ *
+ */
+int
+cm_MPIBroadcast(CM_t *cm)
+{
+ int status;
+ int code;
+ int sz, n, pos;
+
+ /* Figure out size */
+ if (MPI_Pack_size(1, MPI_INT, comm, &n) != 0) ESL_XEXCEPTION(eslESYS, "mpi pack size failed");
+ if (cm != NULL) {
+ if ((status = cm_MPIPackSize(cm, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+
+ /* Pack the status code and HMM into the buffer */
+ pos = 0;
+ code = (hmm == NULL) ? eslEOD : eslOK;
+ if (MPI_Pack(&code, 1, MPI_INT, *buf, n, &pos, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (hmm != NULL) {
+ if ((status = p7_hmm_MPIPack(hmm, *buf, n, &pos, comm)) != eslOK) return status;
+ }
+
+ /* Send the packed HMM to the destination. */
+ if (MPI_Send(*buf, n, MPI_PACKED, dest, tag, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed");
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_MPIPackSize()
+ * Synopsis: Calculates size needed to pack a CM.
+ * Incept: EPN, Mon Aug 27 10:34:15 2007
+ * based on p7_hmm_MPIPackSize() from HMMER3.
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_MPIPack()> will need to pack a CM
+ * <cm> in a packed MPI message for MPI communicator
+ * <comm>; return that number of bytes in <*ret_n>.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is 0.
+ */
+int
+cm_MPIPackSize(CM_t *cm, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int n = 0;
+ int K = cm->abc->K;
+ int M = cm->M;
+ int nnodes = cm->nodes;
+ int sz;
+
+ if (MPI_Pack_size(1, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 15*sz;
+ /* M, nodes, flags, config_opts, search_opts, align_opts, nseq, clen, iel_selfsc, W (10)
+ * enf_start, cutoff_type, cp9_cutoff_type, hmmpad, np (5)
+ */
+
+ if (MPI_Pack_size(1, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += (12+K)*sz;
+ /* el_selfsc, enf_scdiff, sc_boost, cp9_sc_boost, cutoff, cp9_cutoff, pbegin, pend, eff_nseq (9)
+ * ga, tc, nc, null (3+K) */
+
+ if (MPI_Pack_size(1, MPI_DOUBLE, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* beta, tau */
+
+ if (MPI_Pack_size(M, MPI_CHAR, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* sttype, stid */
+
+ if (MPI_Pack_size(M, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 7*sz;
+ /* ndidx, cfirst, cnum, plast, pnum, ibeginsc, iendsc */
+
+ if (MPI_Pack_size(M, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 4*sz;
+ /* begin, end, beginsc, endsc */
+
+ if (MPI_Pack_size(nnodes, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* nodemap, ndtype */
+
+ if (MPI_Pack_size(M*K*K, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* e, esc */
+
+ if (MPI_Pack_size(M*MAXCONNECT,MPI_FLOAT,comm,&sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* t, tsc */
+
+ if (MPI_Pack_size(M*K*K, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* iesc */
+
+ if (MPI_Pack_size(M*MAXCONNECT,MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* itsc */
+
+ if ((status = esl_mpi_PackOptSize(cm->enfseq, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR;
+ n += sz; /* enfseq */
+
+ if ((status = esl_mpi_PackOptSize(cm->name, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR;
+ n += sz; /* name */
+
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_PackOptSize(cm->acc, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_PackOptSize(cm->desc,-1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+
+}
+
+/* Function: cm_justread_MPIPackSize()
+ *
+ * Synopsis: Calculates size needed to pack a CM that has
+ * just been read from a CM file by a CMFileRead()
+ * call, we'll need to pack far less than a fully
+ * configure CM in this case.
+ *
+ * Incept: EPN, Mon Aug 27 10:34:15 2007
+ * based on p7_hmm_MPIPackSize() from HMMER3.
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_MPIPack()> will need to pack a CM
+ * <cm> in a packed MPI message for MPI communicator
+ * <comm>; return that number of bytes in <*ret_n>.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is 0.
+ */
+int
+cm_justread_MPIPackSize(CM_t *cm, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int n = 0;
+ int K = cm->abc->K;
+ int M = cm->M;
+ int nnodes = cm->nodes;
+ int sz;
+
+ if (MPI_Pack_size(1, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 4*sz; /* M, nodes, nseq, clen */
+
+ if (MPI_Pack_size(1, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += (5+K)*sz;
+ /* el_selfsc, eff_nseq, ga, tc, nc, null (5+K) */
+
+ if (MPI_Pack_size(M, MPI_CHAR, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* sttype, stid */
+
+ if (MPI_Pack_size(M, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 7*sz;
+ /* ndidx, cfirst, cnum, plast, pnum, ibeginsc, iendsc */
+
+ if (MPI_Pack_size(nnodes, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* nodemap, ndtype */
+
+ if (MPI_Pack_size(M*K*K, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* e */
+
+ if (MPI_Pack_size(M*MAXCONNECT,MPI_FLOAT,comm,&sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* t */
+
+ if ((status = esl_mpi_PackOptSize(cm->name, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR;
+ n += sz; /* name */
+
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_PackOptSize(cm->acc, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_PackOptSize(cm->desc,-1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+
+}
+#endif
+void broadcast_cm (CM_t **cm, int mpi_my_rank, int mpi_master_rank)
+{
+ char buf[BUFSIZE]; /* Buffer for packing it all but the bulk of the CM */
+ int position = 0; /* Where I am in the buffer */
+ int nstates, nnodes;
+ int enf_len;
+ int nparts;
+ int i;
+ int p;
+
+ position = 0;
+ if (mpi_my_rank == mpi_master_rank)
+ { /* I'm in charge */
+ /* contract check, if we claim to have Gumbel stats, we better have them */
+ if((*cm)->flags & CM_GUMBEL_STATS && (*cm)->stats == NULL)
+ esl_fatal("ERROR in broadcast_cm() master node claims to have Gumbel stats but cm->stats is NULL!\n");
+ nstates = (*cm)->M;
+ nnodes = (*cm)->nodes;
+
+ /* Basics of the model */
+ MPI_Pack (&nstates, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&nnodes, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->flags), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->config_opts), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->align_opts), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->search_opts), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->el_selfsc), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->iel_selfsc), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->W), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->enf_start), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->enf_scdiff), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->sc_boost), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cp9_sc_boost), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cutoff_type), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cutoff), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cp9_cutoff_type), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->cp9_cutoff), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->beta), 1, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->tau), 1, MPI_DOUBLE, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->hmmpad), 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->pbegin), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+ MPI_Pack (&((*cm)->pend), 1, MPI_FLOAT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+
+ /* Take special care with enf_len, this is used later to get cm->enf_seq if nec */
+ if((*cm)->enf_start != 0) enf_len = strlen((*cm)->enf_seq);
+ else enf_len = 0;
+ MPI_Pack (&enf_len, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+
+ /* Take special care with number of partitions, used later to get cm->stats if nec */
+ if((*cm)->flags & CM_GUMBEL_STATS) nparts = (*cm)->stats->np;
+ else nparts = 0;
+ MPI_Pack (&nparts, 1, MPI_INT, buf, BUFSIZE, &position, MPI_COMM_WORLD);
+
+ }
+ /* Broadcast to everyone */
+ MPI_Bcast (buf, BUFSIZE, MPI_PACKED, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* Decode this first set */
+ position = 0;
+ if (mpi_my_rank != mpi_master_rank)
+ {
+ MPI_Unpack (buf, BUFSIZE, &position, &nstates, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &nnodes, 1, MPI_INT, MPI_COMM_WORLD);
+ *cm = CreateCM (nnodes, nstates);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->flags), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->config_opts), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->align_opts), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->search_opts), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->el_selfsc), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->iel_selfsc), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->W), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->enf_start), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->enf_scdiff), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->sc_boost), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cp9_sc_boost), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->ffract), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cutoff_type), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cutoff), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cp9_cutoff_type), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->cp9_cutoff), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->beta), 1, MPI_DOUBLE,MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->tau), 1, MPI_DOUBLE,MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->hmmpad), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->pbegin), 1, MPI_FLOAT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &((*cm)->pend), 1, MPI_FLOAT, MPI_COMM_WORLD);
+
+ MPI_Unpack (buf, BUFSIZE, &position, &enf_len, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, BUFSIZE, &position, &nparts, 1, MPI_INT, MPI_COMM_WORLD);
+ }
+ /* Now we broadcast the rest of the model using many calls to MPI_Bcast.
+ This is inefficient, but is probably negligible compared to the actual
+ searches */
+ MPI_Bcast ((*cm)->null, Alphabet_size, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->sttype, nstates, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->ndidx, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->stid, nstates, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->cfirst, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->cnum, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->plast, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->pnum, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+
+ MPI_Bcast ((*cm)->nodemap, nnodes, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->ndtype, nnodes, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+
+ MPI_Bcast ((*cm)->begin, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->end, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->beginsc, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->endsc, nstates, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->ibeginsc, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->iendsc, nstates, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* These next calls depend on Sean's FMX2Alloc to be what CreateCM calls, and to allocate one large
+ memory chunk at x[0] (where x is float **) and then fill in x[1]..x[n] with the appropriate offsets into
+ this chunk of memory */
+ MPI_Bcast ((*cm)->t[0], nstates*MAXCONNECT, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->e[0], nstates*Alphabet_size*Alphabet_size, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->tsc[0], nstates*MAXCONNECT, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->esc[0], nstates*Alphabet_size*Alphabet_size, MPI_FLOAT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->itsc[0], nstates*MAXCONNECT, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast ((*cm)->iesc[0], nstates*Alphabet_size*Alphabet_size, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+
+ /* Broadcast the enf_seq, if it's NULL (enf_start == 0) we don't */
+ if((*cm)->enf_start != 0)
+ {
+ if (mpi_my_rank != mpi_master_rank)
+ ESL_ALLOC((*cm)->enf_seq, sizeof(char) * (enf_len+1));
+ MPI_Bcast((*cm)->enf_seq, enf_len, MPI_CHAR, mpi_master_rank, MPI_COMM_WORLD);
+ if (mpi_my_rank != mpi_master_rank)
+ (*cm)->enf_seq[enf_len] = '\0';
+ }
+
+ /* Broadcast the Gumbel stats if they exist
+ * IMPT: currently filter threshold stats are NOT broadcasted as they're only
+ * used to get cm->cp9_cutoff, which is broadcasted separately. We could get
+ * away with not broadcasting these stats too - though we'd have to modify
+ * parallel_search_database() to be independent on Gumbel params */
+ if((*cm)->flags & CM_GUMBEL_STATS) /* flags were already sent/received */
+ {
+ if (mpi_my_rank != mpi_master_rank)
+ (*cm)->stats = AllocCMStats(nparts); /* nparts was already sent/recd */
+ for(i = 0; i < NGUMBELMODES; i++)
+ for(p = 0; p < nparts; p++)
+ {
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->N), 1, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->L), 1, MPI_INT, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->mu), 1, MPI_DOUBLE, mpi_master_rank, MPI_COMM_WORLD);
+ MPI_Bcast(&((*cm)->stats->gumAA[i][p]->lambda), 1, MPI_DOUBLE, mpi_master_rank, MPI_COMM_WORLD);
+ }
+ }
+ return eslOK;
+}
+
+
+/* BEGIN NEW 1.0 CODE HEREHEREHEREHERE */
+/*
+ * Function: search_results_MPIUnpack()
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * Purpose: Does a blocking call to MPI_Recv until a process finishes, then
+ * processes results and returns.
+ */
+#if 0
+int search_check_results (db_seq_t **active_seqs, job_t **process_status, int D) {
+ char *buf;
+ int bufsize;
+ MPI_Status status;
+ int data_from; /* Who's sending us data */
+ char results_type;
+ int position = 0;
+ int num_results;
+ int start, stop, bestr;
+ float score;
+ db_seq_t *cur_seq;
+ char in_revcomp;
+ int index;
+ int i;
+ int cur_seq_index;
+ Parsetree_t *tr;
+
+ /* Get the size of the buffer */
+ MPI_Recv (&bufsize, 1, MPI_INT, MPI_ANY_SOURCE,
+ SEARCH_STD_SEARCH_RESULTS_SIZE_TAG, MPI_COMM_WORLD, &status);
+ data_from = status.MPI_SOURCE;
+ ESL_ALLOC(buf, (char)*bufsize);
+
+ /* Figure out the sequence it belongs to */
+ cur_seq_index = process_status[data_from]->db_seq_index;
+ cur_seq = active_seqs[cur_seq_index];
+ index = process_status[data_from]->index;
+ in_revcomp = process_status[data_from]->in_revcomp;
+
+ /* Clear this job -- it's done */
+ free(process_status[data_from]);
+ process_status[data_from] = NULL;
+
+ /* Now get the results */
+ MPI_Recv (buf, bufsize, MPI_PACKED, data_from, SEARCH_STD_SEARCH_RESULTS_TAG,
+ MPI_COMM_WORLD, &status);
+ MPI_Unpack (buf, bufsize, &position, &results_type, 1,
+ MPI_CHAR, MPI_COMM_WORLD);
+
+ if (results_type == SEARCH_STD_SEARCH_RESULTS) {
+ MPI_Unpack (buf, bufsize, &position, &num_results, 1,
+ MPI_INT, MPI_COMM_WORLD);
+ if (num_results > 0 && cur_seq->results[(int)in_revcomp] == NULL) {
+ cur_seq->results[(int)in_revcomp] = CreateResults (INIT_RESULTS);
+ }
+ for (i=0; i<num_results; i++) {
+ MPI_Unpack(buf, bufsize, &position, &start, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack(buf, bufsize, &position, &stop, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack(buf, bufsize, &position, &bestr, 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack(buf, bufsize, &position, &score,1, MPI_FLOAT, MPI_COMM_WORLD);
+ /* Don't report hits from first D nucleotides in second overlapping seq
+ because it wasn't a full analysis for seqs ending there -- longer
+ seqs missed */
+ if (index == 1 || stop > D)
+ report_hit (index+start-1, index+stop-1, bestr, score,
+ cur_seq->results[(int)in_revcomp]);
+ }
+ cur_seq->chunks_sent--;
+ } else if (results_type == ALN_RESULTS) {
+ ESL_ALLOC(tr, sizeof(Parsetree_t));
+ /* Get size of the tree */
+ MPI_Unpack (buf, bufsize, &position, &(tr->memblock), 1, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, &(tr->n), 1, MPI_INT, MPI_COMM_WORLD);
+ /* Allocate it */
+ ESL_ALLOC(tr->emitl, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->emitr, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->state, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nxtl, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nxtr, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->prv, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->mode, sizeof(int)*tr->n);
+ ESL_ALLOC(tr->nalloc,sizeof(int)*tr->n);
+ tr->nalloc = tr->n;
+
+ /* Unpack it */
+ MPI_Unpack (buf, bufsize, &position, tr->emitl, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->emitr, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->state, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->nxtl, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->nxtr, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->prv, tr->n, MPI_INT, MPI_COMM_WORLD);
+ MPI_Unpack (buf, bufsize, &position, tr->mode, tr->n, MPI_INT, MPI_COMM_WORLD);
+ cur_seq->results[(int)in_revcomp]->data[index].tr = tr;
+ cur_seq->alignments_sent--;
+ } else {
+ Die ("Got result type %d when expecting SEARCH_STD_SEARCH_RESULTS (%d) or ALN_RESULTS (%d)\n", results_type, SEARCH_STD_SEARCH_RESULTS, ALN_RESULTS);
+ }
+ free(buf);
+ return(cur_seq_index);
+}
+
+#endif
+
+
+#endif
diff --git a/src/mpifuncs.h b/src/mpifuncs.h
new file mode 100644
index 0000000..9436874
--- /dev/null
+++ b/src/mpifuncs.h
@@ -0,0 +1,153 @@
+/*
+ * mpifuncs.h
+
+ * Basic functions for using MPI in infernal.
+ * Functions can be organized into 2 groups,
+ * 1 group starts with "search_", these
+ * were copied from Robbie Klein's RSEARCH
+ * and in many cases untouched (besides
+ * renaming). The other group starts with
+ * "aln_", these were made for MPI alignment
+ * (which is easier to implement than search)
+ * by copying and morphing Robbie's functions.
+ * Functions that don't start with either
+ * "search_" or "aln_" are general.
+ *
+ * Robert J. Klein
+ * May 28, 2002
+ *
+ * EPN, Thu Jan 4 14:17:06 2007
+ */
+
+#ifndef _MPIFUNCS_H
+#define _MPIFUNCS_H
+
+#include "esl_config.h"
+#include "config.h"
+
+#ifdef HAVE_MPI
+
+#include "mpi.h"
+#include "structs.h"
+
+/* Work types */
+#define TERMINATE_WORK 0
+#define SEARCH_STD_SCAN_WORK 1
+#define SEARCH_ALIGN_WORK 2
+#define SEARCH_HIST_SCAN_WORK 3
+#define ALN_WORK 4
+
+/* Results types */
+#define SEARCH_STD_SEARCH_RESULTS 0
+#define SEARCH_ALIGN_RESULTS 1
+#define SEARCH_HIST_SEARCH_RESULTS 2
+#define ALN_RESULTS 3
+
+/* Communication tags */
+#define JOB_PACKET_TAG 1
+#define SEQ_TAG 2
+#define SEARCH_STD_SEARCH_RESULTS_SIZE_TAG 3
+#define SEARCH_STD_SEARCH_RESULTS_TAG 4
+#define SEARCH_HIST_RESULTS_TAG 5
+#define SEARCH_ALIGN_RESULTS_SIZE_TAG 6
+#define SEARCH_ALIGN_RESULTS_TAG 7
+#define ALN_JOB_SIZE_TAG 8
+#define ALN_JOB_TAG 9
+#define ALN_RESULTS_SIZE_TAG 10
+#define ALN_RESULTS_TAG 11
+#define ALN_JOB_PACKET_TAG 12
+
+#if 0
+typedef struct _job_t {
+ char job_type;
+ int seqlen;
+ char *dsq;
+ int db_seq_index;
+ char in_revcomp;
+ int index; /* result index for alignment, seq index for scan */
+ int bestr; /* Best root state -- only used for alignment jobs,
+ 0 for scanning jobs */
+ struct _job_t *next;
+} job_t;
+
+
+/***************************************************************************
+ * General functions, which can be used for either MPI search or alignment *
+ ***************************************************************************/
+/* Get rank of master process (lowest ranked one that can do I/O
+ * Also checks the version string */
+extern int get_master_rank (MPI_Comm comm, int mpi_my_rank);
+extern void broadcast_cm (CM_t **cm, int mpi_my_rank, int mpi_master_rank);
+
+/**************************************************************
+ * MPI search functions ("search_*") Originally from RSEARCH. *
+ **************************************************************/
+
+/* First broadcast of information */
+extern void search_first_broadcast (int *num_samples, float *W_scale,
+ int mpi_my_rank, int mpi_master_rank);
+
+/* Second broadcast of information */
+extern void search_second_broadcast (CM_t **cm, long *N, int mpi_my_rank, int mpi_master_rank);
+
+/* Get job from master process */
+extern char search_receive_job (int *seqlen_p, char **seq_p, int *bestr_p, int mpi_master_rank);
+
+/* Send results of a scan (search_results_t) */
+extern void search_send_search_results (search_results_t *results, int mpi_master_node);
+
+/* Send results of an alignment (Parsetree_t *) */
+extern void search_send_align_results (Parsetree_t *tr, int mpi_master_node);
+
+/* TRUE if a slave is still working, FALSE if all done */
+extern int search_procs_working (job_t **process_status, int mpi_num_procs, int mpi_master_rank);
+
+/* Chunk the seq */
+extern job_t *search_enqueue (db_seq_t *active_seq, int db_seq_index, int D,
+ int do_revcomp, int job_type);
+
+/* Put alignments into the queue */
+extern void search_enqueue_alignments (job_t **queue, db_seq_t *active_seq, int db_seq_index,
+ int do_revcomp, int job_type);
+
+/* Send the next job from the queue */
+extern void search_send_next_job (job_t **queue, job_t **process_status, int rank_to_send_to);
+
+/* Do a blocking call to MPI_Recv until a process finishes, then process results */
+extern int search_check_results (db_seq_t **active_seqs, job_t **process_status, int D);
+
+/* Check for results from a histogram scan */
+extern int search_check_hist_results (db_seq_t **seq, job_t **process_status, int D);
+
+/* Send histogram scan results */
+extern void search_send_hist_search_results (float score, int mpi_master_node);
+
+/* Send the termination code to rank i */
+extern void search_send_terminate (int i);
+
+/**************************************************************
+ * MPI alignment functions ("aln_*") (EPN 01.04.07)
+ **************************************************************/
+extern int aln_procs_working (int *process_status, int mpi_num_procs, int mpi_master_rank);
+extern void aln_send_next_job (seqs_to_aln_t *seqs_to_aln, int rank_to_send_to);
+extern char aln_receive_job (seqs_to_aln_t **ret_seqs_to_aln, int mpi_master_rank);
+extern void aln_send_results (seqs_to_aln_t *seqs_to_aln, int do_post, int mpi_master_node);
+extern int aln_check_results (Parsetree_t **all_parsetrees, char **all_postcodes,
+ int **process_status);
+extern void aln_send_terminate (int rank_to_send_to);
+
+#endif
+/**************************************************************************************
+ * EPN, Thu May 10 10:11:34 2007 New functions roughly following Easel/H3 conventions *
+ *********************** **************************************************************/
+extern void mpi_worker_search_target(CM_t *cm, int my_rank);
+extern void mpi_worker_cm_and_cp9_search(CM_t *cm, int do_fast, int my_rank);
+extern void mpi_worker_cm_and_cp9_search_maxsc(CM_t *cm, int do_fast, int do_minmax, int my_rank);
+extern int dsq_MPISend(char *dsq, int L, int dest);
+extern int dsq_MPIRecv(char **ret_dsq, int *ret_L);
+extern int dsq_maxsc_MPISend(char *dsq, int L, float maxsc, int dest);
+extern int dsq_maxsc_MPIRecv(char **ret_dsq, int *ret_L, float *ret_maxsc);
+extern int cm_MPIBroadcast(CM_t *cm);
+
+#endif
+#endif
diff --git a/src/mpisupport.c b/src/mpisupport.c
new file mode 100644
index 0000000..1d9dba5
--- /dev/null
+++ b/src/mpisupport.c
@@ -0,0 +1,2938 @@
+/* mpisupport.c
+ * Optional support for MPI parallelization in Infernal.
+ *
+ * EPN, Mon Aug 27 12:38:13 2007
+ * SVN $Id$
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#ifdef HAVE_MPI
+
+#include <assert.h>
+#include <stdlib.h>
+#include <stdio.h>
+#include <string.h>
+
+#include "mpi.h"
+
+#include "easel.h"
+#include "esl_mpi.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+/*****************************************************************
+ * 1. Communicating a CM.
+ *****************************************************************/
+
+/* Function: cm_master_MPIBcast()
+ * Incept: EPN, Wed May 9 17:24:53 2007
+ *
+ * Purpose: Broadcasts CM <cm> from a master.
+ *
+ * If <cm> is NULL, broadcasts a end-of-data signal, to
+ * tell workers to shut down.
+ *
+ */
+int
+cm_master_MPIBcast(CM_t *cm, int tag, MPI_Comm comm, char **buf, int *nalloc)
+{
+ int status;
+ int code;
+ int sz, n, pos;
+
+ /* Figure out size */
+ if (MPI_Pack_size(1, MPI_INT, comm, &n) != 0) ESL_XEXCEPTION(eslESYS, "mpi pack size failed");
+ if (cm != NULL) {
+ /* if ((status = cm_MPIPackSize(cm, comm, &sz)) != eslOK) return status; */
+ if ((status = cm_justread_MPIPackSize(cm, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+
+ /* Pack the status code and CM into the buffer */
+ pos = 0;
+ code = (cm == NULL) ? eslEOD : eslOK;
+ if (MPI_Pack(&code, 1, MPI_INT, *buf, n, &pos, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (cm != NULL) {
+ /*if ((status = cm_MPIPack(cm, *buf, n, &pos, comm)) != eslOK) return status;*/
+ if ((status = cm_justread_MPIPack(cm, *buf, n, &pos, comm)) != eslOK) return status;
+ }
+
+ /* Broadcast the size of the packed CM */
+ if (MPI_Bcast(&n, 1, MPI_INT, 0, MPI_COMM_WORLD) != 0) ESL_EXCEPTION(eslESYS, "mpi broadcast failed");
+ /* Broadcast the packed CM */
+ if (MPI_Bcast (*buf, n, MPI_PACKED, 0, MPI_COMM_WORLD) != 0) ESL_EXCEPTION(eslESYS, "mpi broadcast failed");
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_worker_MPIBcast()
+ * Incept: EPN, Mon Aug 27 14:44:11 2007
+ *
+ * Purpose: Receives a broadcasted buffer size and then a
+ * broadcasted work unit of that size that consists
+ * of a single CM <cm> tagged as <tag> from
+ * communicator <comm> (usually 0, a master).
+ *
+ * Work units are prefixed by a status code. If the unit's
+ * code is <eslOK> and no errors are encountered, this
+ * routine will return <eslOK> and a non-<NULL> <*ret_cm>.
+ * If the unit's code is <eslEOD> (a shutdown signal),
+ * this routine returns <eslEOD> and <*ret_cm> is <NULL>.
+ *
+ * If the packed CM is an end-of-data signal, return
+ * <eslEOD>, and <*ret_cm> is <NULL>.
+ *
+ * Returns: <eslOK> on success. <*ret_cm> contains the new CM; it
+ * is allocated here, and the caller is responsible for
+ * free'ing it. <*buf> may have been reallocated to a
+ * larger size, and <*nalloc> may have been increased.
+ *
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if an allocation fails.
+ * In either case, <*ret_msa> is NULL, and the <buf> and its size
+ * <*nalloc> remain valid.
+ * Xref: J1/72.
+ *
+ */
+int
+cm_worker_MPIBcast(int tag, MPI_Comm comm, char **buf, int *nalloc, ESL_ALPHABET **abc, CM_t **ret_cm)
+{
+ int status, code;
+ int n;
+ int pos;
+
+ /* Receive the buffer size broadcast */
+ if (MPI_Bcast(&n, 1, MPI_INT, 0, MPI_COMM_WORLD) != 0) ESL_EXCEPTION(eslESYS, "mpi broadcast failed.");
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+
+ /* Receive the CM broadcast */
+ if (MPI_Bcast (*buf, n, MPI_PACKED, 0, MPI_COMM_WORLD) != 0) ESL_EXCEPTION(eslESYS, "mpi broadcast failed.");
+
+ /* Unpack it - where the first integer is a status code, OK or EOD */
+ pos = 0;
+ if (MPI_Unpack (*buf, n, &pos, &code, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (code == eslEOD) { status = eslEOD; goto ERROR; }
+
+ /*return cm_MPIUnpack(abc, *buf, *nalloc, &pos, comm, ret_cm);*/
+ return cm_justread_MPIUnpack(abc, *buf, *nalloc, &pos, comm, ret_cm);
+
+ ERROR:
+ *ret_cm = NULL;
+ return status;
+}
+
+/* Function: cm_MPIUnpack()
+ * Synopsis: Unpacks a CM <cm> from an MPI buffer.
+ * Incept: EPN, Mon Aug 27 14:44:11 2007
+ *
+ * Purpose: Unpack a newly allocated CM from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_cm>
+ * contains a newly allocated CM, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_cm> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_MPIUnpack(ESL_ALPHABET **abc, char *buf, int n, int *pos, MPI_Comm comm, CM_t **ret_cm)
+{
+ int status;
+ CM_t *cm = NULL;
+ int M, nnodes, K, atype;
+ int has_stats;
+
+ if (MPI_Unpack(buf, n, pos, &M, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &nnodes, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &atype, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ /* Set or verify the alphabet */
+ if (*abc == NULL) { /* still unknown: set it, pass control of it back to caller */
+ if ((*abc = esl_alphabet_Create(atype)) == NULL) { status = eslEMEM; goto ERROR; }
+ } else { /* already known: check it */
+ if ((*abc)->type != atype) { status = eslEINCOMPAT; goto ERROR; }
+ }
+
+ if ((cm = CreateCM(nnodes,M,(*abc))) == NULL) { status = eslEMEM; goto ERROR; }
+ K = cm->abc->K;
+ CMZero(cm);
+
+ /* Unpack the rest of the CM */
+ if (MPI_Unpack(buf, n, pos, &(cm->flags), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->config_opts), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->search_opts), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->align_opts), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->nseq), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->clen), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->iel_selfsc), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->W), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, &(cm->el_selfsc), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->pbegin), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->pend), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->eff_nseq), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->ga), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->tc), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->nc), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->null, K, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, &(cm->beta_W), 1,MPI_DOUBLE, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->beta_qdb), 1,MPI_DOUBLE, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->tau), 1,MPI_DOUBLE, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->sttype, (M+1), MPI_CHAR, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->stid, (M+1), MPI_CHAR, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->ndidx, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->cfirst, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->cnum, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->plast, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->pnum, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->ibeginsc, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->iendsc, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->begin, M, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->end, M, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->beginsc, M, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->endsc, M, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->nodemap, nnodes, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->ndtype, nnodes, MPI_CHAR, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->e[0], M*K*K, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->esc[0], M*K*K, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->t[0], M*MAXCONNECT, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->tsc[0], M*MAXCONNECT, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->iesc[0], M*K*K, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->itsc[0], M*MAXCONNECT, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, &(has_stats), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ /* free the cm->comlog that was allocated inside the CreateCM() call, we'll allocate a new one, a bit messy */
+ FreeComLog(cm->comlog);
+ status = comlog_MPIUnpack(buf, n, pos, comm, &(cm->comlog)); if (status != eslOK) return status;
+
+ if (has_stats) {
+ status = cmstats_MPIUnpack(buf, n, pos, comm, &(cm->stats)); if (status != eslOK) return status;
+ }
+
+ if ( (status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(cm->name), NULL, MPI_CHAR, comm)) != eslOK) goto ERROR;
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(cm->acc), NULL, MPI_CHAR, comm)) != eslOK) goto ERROR; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(cm->desc), NULL, MPI_CHAR, comm)) != eslOK) goto ERROR; }
+
+ *ret_cm = cm;
+ return eslOK;
+
+ ERROR:
+ if (cm != NULL) FreeCM(cm);
+ return status;
+}
+
+/* Function: cm_justread_MPIUnpack()
+ * Synopsis: Unpacks a CM <cm> (packed by cm_justread_MPIPack()) from an MPI buffer.
+ * Incept: EPN, Mon Aug 27 14:44:11 2007
+ *
+ * Purpose: Unpack a newly allocated CM from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>. Differs from cm_MPIPack()
+ * in that the full CM data structure was not packed, only
+ * the parts that could have been changed from their initial
+ * (default) values in CMFileRead() are packed. In this
+ * case it's safe to 'fill-in' the 'rest' of the CM with a ConfigCM()
+ * call, which saves us from broadcasting the 'rest' of the CM.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_cm>
+ * contains a newly allocated CM, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_cm> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_justread_MPIUnpack(ESL_ALPHABET **abc, char *buf, int n, int *pos, MPI_Comm comm, CM_t **ret_cm)
+{
+ int status;
+ CM_t *cm = NULL;
+ int M, nnodes, K, atype;
+ int has_stats;
+
+ if (MPI_Unpack(buf, n, pos, &M, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &nnodes, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &atype, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ /* Set or verify the alphabet */
+ if (*abc == NULL) { /* still unknown: set it, pass control of it back to caller */
+ if ((*abc = esl_alphabet_Create(atype)) == NULL) { status = eslEMEM; goto ERROR; }
+ } else { /* already known: check it */
+ if ((*abc)->type != atype) { status = eslEINCOMPAT; goto ERROR; }
+ }
+
+ if ((cm = CreateCM(nnodes,M,(*abc))) == NULL) { status = eslEMEM; goto ERROR; }
+ K = cm->abc->K;
+ CMZero(cm);
+
+ /* Unpack the rest of the CM */
+ if (MPI_Unpack(buf, n, pos, &(cm->flags), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ /* note cm->flags is how it was immediately after CM is read from file, so the only flags that can possibly be raised are:
+ * CMH_GA, CMH_TC, CMH_NC, CMH_EXPTAIL_STATS and CMH_FILTER_STATS, which is okay b/c all that info is transmitted in this func */
+ if (MPI_Unpack(buf, n, pos, &(cm->nseq), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->clen), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, &(cm->el_selfsc), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->eff_nseq), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->ga), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->tc), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, &(cm->nc), 1, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->null, K, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->sttype, (M+1), MPI_CHAR, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->stid, (M+1), MPI_CHAR, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->ndidx, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->cfirst, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->cnum, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->plast, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->pnum, M, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->nodemap, nnodes, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (MPI_Unpack(buf, n, pos, cm->ndtype, nnodes, MPI_CHAR, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->e[0], M*K*K, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ if (MPI_Unpack(buf, n, pos, cm->t[0], M*MAXCONNECT, MPI_FLOAT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+
+ /* free the cm->comlog that was allocated inside the CreateCM() call, we'll allocate a new one, a bit messy */
+ FreeComLog(cm->comlog);
+ status = comlog_MPIUnpack(buf, n, pos, comm, &(cm->comlog)); if (status != eslOK) return status;
+
+ if (MPI_Unpack(buf, n, pos, &(has_stats), 1, MPI_INT, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi unpack failed");
+ if (has_stats) {
+ status = cmstats_MPIUnpack(buf, n, pos, comm, &(cm->stats)); if (status != eslOK) return status;
+ }
+
+ if ( (status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(cm->name), NULL, MPI_CHAR, comm)) != eslOK) goto ERROR;
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(cm->acc), NULL, MPI_CHAR, comm)) != eslOK) goto ERROR; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(cm->desc), NULL, MPI_CHAR, comm)) != eslOK) goto ERROR; }
+
+ *ret_cm = cm;
+ return eslOK;
+
+ ERROR:
+ if (cm != NULL) FreeCM(cm);
+ return status;
+}
+
+/* Function: cm_MPIPack()
+ * Incept: EPN, Mon Aug 27 13:57:54 2007
+ *
+ * Purpose: Packs CM <cm> into an MPI packed message buffer <buf>
+ * of length <n> bytes, starting at byte position <*position>,
+ * for MPI communicator <comm>.
+ *
+ * The caller must know that <buf>'s allocation of <n>
+ * bytes is large enough to append the packed CM at
+ * position <*pos>. This typically requires a call to
+ * <cm_MPIPackSize()> first, and reallocation if
+ * needed.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <cm>, and <*position> is set to the byte
+ * immediately following the last byte of the CM
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> was overflowed in trying to pack
+ * <cm> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ */
+int
+cm_MPIPack(CM_t *cm, char *buf, int n, int *pos, MPI_Comm comm)
+{
+ cm_Fail("EPN, Fri Nov 9 08:55:23 2007, cm_MPIPack() shouldn't be used until oesc's, scanmatrix, and CM_HB_MX's are handled. Why not use cm_justread_MPIPack?()\n");
+
+ int status;
+ int K = cm->abc->K;
+ int M = cm->M;
+ int nnodes = cm->nodes;
+ int has_stats;
+
+ if (MPI_Pack(&M, 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&nnodes, 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack((void *) &(cm->abc->type), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->flags), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->config_opts), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->search_opts), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->align_opts), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->nseq), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->clen), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->iel_selfsc), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->W), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(&(cm->el_selfsc), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->pbegin), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->pend), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->eff_nseq), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->ga), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->tc), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->nc), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->null, K, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(&(cm->beta_W), 1,MPI_DOUBLE, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->beta_qdb), 1,MPI_DOUBLE, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->tau), 1,MPI_DOUBLE, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->sttype, (M+1), MPI_CHAR, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->stid, (M+1), MPI_CHAR, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->ndidx, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->cfirst, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->cnum, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->plast, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->pnum, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->ibeginsc, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->iendsc, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->begin, M, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->end, M, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->beginsc, M, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->endsc, M, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->nodemap, nnodes, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->ndtype, nnodes, MPI_CHAR, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->e[0], M*K*K, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->esc[0], M*K*K, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->t[0], M*MAXCONNECT, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->tsc[0], M*MAXCONNECT, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->iesc[0], M*K*K, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->itsc[0], M*MAXCONNECT, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ status = comlog_MPIPack(cm->comlog, buf, n, pos, comm); if (status != eslOK) return status;
+
+ has_stats = (cm->stats == NULL) ? FALSE : TRUE;
+ if (MPI_Pack((int *) &(has_stats), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (has_stats) {
+ status = cmstats_MPIPack(cm->stats, buf, n, pos, comm); if (status != eslOK) return status;
+ }
+
+ if ( (status = esl_mpi_PackOpt(cm->name, -1, MPI_CHAR, buf, n, pos, comm)) != eslOK) return status;
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_PackOpt(cm->acc, -1, MPI_CHAR, buf, n, pos, comm)) != eslOK) return status; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_PackOpt(cm->desc, -1, MPI_CHAR, buf, n, pos, comm)) != eslOK) return status; }
+
+ if (*pos > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_justread_MPIPack()
+ * Incept: EPN, Mon Aug 27 14:24:57 2007
+ *
+ * Purpose: Packs CM <cm> into an MPI packed message buffer <buf>
+ * of length <n> bytes, starting at byte position <*position>,
+ * for MPI communicator <comm>. Differs from cm_MPIPack()
+ * in that the full CM data structure is not packed, only
+ * the parts that could have been changed from their initial
+ * (default) values in CMFileRead() are packed. In this
+ * case it's safe to 'fill-in' the 'rest' of the CM with a ConfigCM()
+ * call, which saves us from broadcasting the 'rest' of the CM.
+ *
+ * The caller must know that <buf>'s allocation of <n>
+ * bytes is large enough to append the packed CM at
+ * position <*pos>. This typically requires a call to
+ * <cm_justread_MPIPackSize()> first, and reallocation if
+ * needed.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <cm>, and <*position> is set to the byte
+ * immediately following the last byte of the CM
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> was overflowed in trying to pack
+ * <cm> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ */
+int
+cm_justread_MPIPack(CM_t *cm, char *buf, int n, int *pos, MPI_Comm comm)
+{
+ int status;
+ int K = cm->abc->K;
+ int M = cm->M;
+ int nnodes = cm->nodes;
+ int has_stats;
+
+ if (MPI_Pack(&M, 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&nnodes, 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack((void *) &(cm->abc->type), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(&(cm->flags), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ /* note cm->flags is how it is immediately after CM is read from file, so the only flags that can possibly be raised are:
+ * CMH_GA, CMH_TC, CMH_NC, CMH_EXPTAIL_STATS and CMH_FILTER_STATS, which is okay b/c all the relevant info for those flags
+ * is transmitted in this func */
+
+ if (MPI_Pack(&(cm->nseq), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->clen), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(&(cm->el_selfsc), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->eff_nseq), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->ga), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->tc), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(&(cm->nc), 1, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->null, K, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->sttype, (M+1), MPI_CHAR, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->stid, (M+1), MPI_CHAR, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->ndidx, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->cfirst, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->cnum, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->plast, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->pnum, M, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->nodemap, nnodes, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (MPI_Pack(cm->ndtype, nnodes, MPI_CHAR, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->e[0], M*K*K, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (MPI_Pack(cm->t[0], M*MAXCONNECT, MPI_FLOAT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ status = comlog_MPIPack(cm->comlog, buf, n, pos, comm); if (status != eslOK) return status;
+
+ has_stats = (cm->stats == NULL) ? FALSE : TRUE;
+
+ if (MPI_Pack((int *) &(has_stats), 1, MPI_INT, buf, n, pos, comm) != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ if (has_stats) {
+ status = cmstats_MPIPack(cm->stats, buf, n, pos, comm); if (status != eslOK) return status;
+ }
+
+ if ((status = esl_mpi_PackOpt(cm->name, -1, MPI_CHAR, buf, n, pos, comm)) != eslOK) return status;
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_PackOpt(cm->acc, -1, MPI_CHAR, buf, n, pos, comm)) != eslOK) return status; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_PackOpt(cm->desc, -1, MPI_CHAR, buf, n, pos, comm)) != eslOK) return status; }
+
+ if (*pos > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_MPIPackSize()
+ * Synopsis: Calculates size needed to pack a CM.
+ * Incept: EPN, Mon Aug 27 10:34:15 2007
+ * based on p7_hmm_MPIPackSize() from HMMER3.
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_MPIPack()> will need to pack a CM
+ * <cm> in a packed MPI message for MPI communicator
+ * <comm>; return that number of bytes in <*ret_n>.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is 0.
+ */
+int
+cm_MPIPackSize(CM_t *cm, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int n = 0;
+ int K = cm->abc->K;
+ int M = cm->M;
+ int nnodes = cm->nodes;
+ int sz;
+
+ if (MPI_Pack_size(1, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 11*sz;
+ /* M, nodes, abc->type, flags, config_opts, search_opts, align_opts, nseq, clen, iel_selfsc, W (11)
+ */
+
+ if (MPI_Pack_size(1, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += (7+K)*sz;
+ /* el_selfsc, pbegin, pend, eff_nseq (4)
+ * ga, tc, nc, null (3+K) */
+
+ if (MPI_Pack_size(1, MPI_DOUBLE, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* beta, tau */
+
+ if (MPI_Pack_size((M+1), MPI_CHAR, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* sttype, stid */
+
+ if (MPI_Pack_size(M, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 7*sz;
+ /* ndidx, cfirst, cnum, plast, pnum, ibeginsc, iendsc */
+
+ if (MPI_Pack_size(M, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 4*sz;
+ /* begin, end, beginsc, endsc */
+
+ if (MPI_Pack_size(nnodes, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* nodemap */
+
+ if (MPI_Pack_size(nnodes, MPI_CHAR, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* ndtype */
+
+ if (MPI_Pack_size(M*K*K, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* e, esc */
+
+ if (MPI_Pack_size(M*MAXCONNECT,MPI_FLOAT,comm,&sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* t, tsc */
+
+ if (MPI_Pack_size(M*K*K, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* iesc */
+
+ if (MPI_Pack_size(M*MAXCONNECT,MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* itsc */
+
+ if ((status = comlog_MPIPackSize(cm->comlog, comm, &sz)) != eslOK) return status;
+ n += sz;
+
+ if (MPI_Pack_size(1, MPI_INT,comm,&sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* has_stats: flag which tells worker whether or not it's about to get stats */
+
+ if(cm->stats != NULL) {
+ if ((status = cmstats_MPIPackSize(cm->stats, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+
+ if ((status = esl_mpi_PackOptSize(cm->name, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR;
+ n += sz; /* name */
+
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_PackOptSize(cm->acc, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_PackOptSize(cm->desc,-1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+
+}
+
+/* Function: cm_justread_MPIPackSize()
+ *
+ * Synopsis: Calculates size needed to pack a CM that has
+ * just been read from a CM file by a CMFileRead()
+ * call, we'll need to pack far less than a fully
+ * configure CM in this case.
+ *
+ * Incept: EPN, Mon Aug 27 10:34:15 2007
+ * based on p7_hmm_MPIPackSize() from HMMER3.
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_justread_MPIPack()> will need to pack a CM
+ * <cm> in a packed MPI message for MPI communicator
+ * <comm>; return that number of bytes in <*ret_n>.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is 0.
+ */
+int
+cm_justread_MPIPackSize(CM_t *cm, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int n = 0;
+ int K = cm->abc->K;
+ int M = cm->M;
+ int nnodes = cm->nodes;
+ int sz;
+
+ if (MPI_Pack_size(1, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 6*sz; /* M, nodes, abc->type, flags, nseq, clen */
+
+ if (MPI_Pack_size(1, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += (5+K)*sz;
+ /* el_selfsc, eff_nseq, ga, tc, nc, null (5+K) */
+
+ if (MPI_Pack_size((M+1), MPI_CHAR, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 2*sz;
+ /* sttype, stid */
+
+ if (MPI_Pack_size(M, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += 5*sz;
+ /* ndidx, cfirst, cnum, plast, pnum */
+
+ if (MPI_Pack_size(nnodes, MPI_INT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* nodemap */
+
+ if (MPI_Pack_size(nnodes, MPI_CHAR, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* ndtype */
+
+ if (MPI_Pack_size(M*K*K, MPI_FLOAT, comm, &sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* e */
+
+ if (MPI_Pack_size(M*MAXCONNECT,MPI_FLOAT,comm,&sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* t */
+
+ if ((status = comlog_MPIPackSize(cm->comlog, comm, &sz)) != eslOK) return status;
+ n += sz;
+
+ if (MPI_Pack_size(1, MPI_INT,comm,&sz) != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ n += sz;
+ /* has_stats: flag which tells worker whether or not it's about to get stats */
+
+ if(cm->stats != NULL) {
+ if ((status = cmstats_MPIPackSize(cm->stats, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+
+ if ((status = esl_mpi_PackOptSize(cm->name, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR;
+ n += sz; /* name */
+
+ if (cm->flags & CMH_ACC) { if ((status = esl_mpi_PackOptSize(cm->acc, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+ if (cm->flags & CMH_DESC) { if ((status = esl_mpi_PackOptSize(cm->desc,-1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n+= sz; }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+
+}
+
+/* Function: cm_dsq_MPISend()
+ *
+ * Incept: EPN, Tue Aug 28 15:20:16 2007
+ *
+ * Purpose: Sends a digitized sequence and it's length
+ * as a work unit to MPI process <dest> (<dest> ranges from <0..nproc-1>),
+ * tagging the message with MPI tag <tag> for MPI communicator
+ * <comm>. The receiver uses <cm_dsq_MPIRecv()> to receive the dsq.
+ *
+ * Work units are prefixed by a status code. If <dsq> is
+ * <non-NULL>, the work unit is an <eslOK> code followed by
+ * the packed MSA. If <dsq> is NULL, the work unit is an
+ * <eslEOD> code, which <cm_dsq_MPIRecv()> knows how
+ * to interpret; this is typically used for an end-of-data
+ * signal to cleanly shut down worker processes.
+ *
+ * In order to minimize alloc/free cycles, caller passes a
+ * pointer to a working buffer <*buf> of size <*nalloc>
+ * characters. If necessary (i.e. if <dsq> is too big to
+ * fit), <*dsq> will be reallocated and <*nalloc> increased
+ * to the new size. As a special case, if <*dsq> is <NULL>
+ * and <*nalloc> is 0, the buffer will be allocated
+ * appropriately, but the caller is still responsible for
+ * free'ing it.
+ *
+ * Args: dsq - digitized seq to send
+ * L - length of dsq we're sending (dsq could extend further)
+ * dest - MPI destination (0..nproc-1)
+ * tag - MPI tag
+ * buf - pointer to a working buffer
+ * nalloc - current allocated size of <*buf>, in characters
+ *
+ * Returns: <eslOK> on success; <*buf> may have been reallocated and
+ * <*nalloc> may have been increased.
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if a malloc/realloc
+ * fails. In either case, <*buf> and <*nalloc> remain valid and useful
+ * memory (though the contents of <*buf> are undefined).
+ */
+int
+cm_dsq_MPISend(ESL_DSQ *dsq, int L, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc)
+{
+ int status;
+ int code;
+ int sz, n, position;
+
+ /* First, figure out the size of the work unit */
+ if (MPI_Pack_size(2, MPI_INT, comm, &n) != 0) ESL_EXCEPTION(eslESYS, "mpi pack size failed");
+ if (dsq != NULL) {
+ if (MPI_Pack_size(L+2, MPI_BYTE, comm, &sz) != 0) ESL_EXCEPTION(eslESYS, "mpi pack size failed");
+ n += sz;
+ }
+ ESL_DPRINTF2(("cm_dsq_MPISend(): dsq has size %d\n", n));
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+ ESL_DPRINTF2(("cm_dsq_MPISend(): buffer is ready\n"));
+
+ /* Pack the status code, L and dsq into the buffer */
+ position = 0;
+ code = (dsq == NULL) ? eslEOD : eslOK;
+ if (MPI_Pack(&code, 1, MPI_INT, *buf, n, &position, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (dsq != NULL) {
+ if (MPI_Pack(&L, 1, MPI_INT, *buf, n, &position, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (MPI_Pack(dsq, L+2, MPI_BYTE, *buf, n, &position, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ }
+ ESL_DPRINTF2(("cm_dsq_MPISend(): dsq is packed into %d bytes\n", position));
+
+ /* Send the packed profile to destination */
+ if (MPI_Send(*buf, n, MPI_PACKED, dest, tag, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed");
+ ESL_DPRINTF2(("cm_dsq_MPISend(): dsq is sent.\n"));
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_dsq_MPIRecv()
+ *
+ * Incept: EPN, Tue Aug 28 15:29:34 2007
+ *
+ * Purpose: Receives a work unit that consists of a digitized sequence
+ * and it's lenght from <source> (<0..nproc-1>, or
+ * <MPI_ANY_SOURCE>) tagged as <tag> from communicator <comm>.
+ *
+ * Work units are prefixed by a status code. If the unit's
+ * code is <eslOK> and no errors are encountered, this
+ * routine will return <eslOK> and a non-<NULL> <*ret_dsq>.
+ * If the unit's code is <eslEOD> (a shutdown signal),
+ * this routine returns <eslEOD> and <*ret_dsq> is <NULL>.
+ *
+ * To minimize alloc/free cycles in this routine, caller
+ * passes a pointer to a buffer <*buf> of size <*nalloc>
+ * characters. These are passed by reference, because when
+ * necessary, <*buf> will be reallocated and <*nalloc>
+ * increased to the new size. As a special case, if <*buf>
+ * is <NULL> and <*nalloc> is 0, the buffer will be
+ * allocated appropriately, but the caller is still
+ * responsible for free'ing it.
+ *
+ * If the packed dsq is an end-of-data signal, return
+ * <eslEOD>, and <*ret_dsq> is <NULL>.
+ *
+ * Returns: <eslOK> on success. <*ret_dsq> contains the new dsq; it
+ * is allocated here, and the caller is responsible for
+ * free'ing it. <*buf> may have been reallocated to a
+ * larger size, and <*nalloc> may have been increased.
+ *
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if an allocation fails.
+ * In either case, <*ret_dsq> is NULL, and the <buf> and its size
+ * <*nalloc> remain valid.
+ */
+int
+cm_dsq_MPIRecv(int source, int tag, MPI_Comm comm, char **buf, int *nalloc, ESL_DSQ **ret_dsq, int *ret_L)
+{
+ int status, code;
+ ESL_DSQ *dsq = NULL;
+ int L = 0;
+ int n;
+ int pos;
+ MPI_Status mpistatus;
+
+ /* Probe first, because we need to know if our buffer is big enough. */
+ if (MPI_Probe(source, tag, comm, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) ESL_XEXCEPTION(eslESYS, "mpi get count failed");
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+
+ /* Receive the packed work unit */
+ ESL_DPRINTF2(("cm_dsq_MPIRecv(): about to receive dsq.\n"));
+ if (MPI_Recv(*buf, n, MPI_PACKED, source, tag, comm, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi recv failed");
+ ESL_DPRINTF2(("cm_dsq_MPIRecv(): dsq has been received.\n"));
+
+ /* Unpack it - where the first integer is a status code, OK or EOD */
+ ESL_DPRINTF2(("cm_dsq_MPIRecv(): about to unpack dsq.\n"));
+ pos = 0;
+ if (MPI_Unpack (*buf, n, &pos, &code, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (code == eslEOD) { status = eslEOD; goto ERROR; }
+
+ if (MPI_Unpack (*buf, n, &pos, &L, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ if (MPI_Unpack (*buf, n, &pos, dsq, (L+2), MPI_BYTE, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ dsq[0] = dsq[(L+1)] = eslDSQ_SENTINEL; /* overwrite */
+ ESL_DPRINTF2(("cm_dsq_MPIRecv(): dsq has been unpacked.\n"));
+
+ *ret_L = L;
+ *ret_dsq = dsq;
+ return eslOK;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ *ret_dsq = NULL;
+ *ret_L = 0;
+ return status;
+}
+
+/* Function: cm_search_results_MPISend()
+ *
+ * Incept: EPN, Tue Aug 28 15:51:30 2007
+ *
+ * Purpose: Send packed search results to MPI process <dest>
+ * (<dest> ranges from <0..nproc-1>), tagging the message
+ * with MPI tag <tag> for MPI communicator <comm>.
+ * The receiver uses <cm_search_results_MPIRecv()> to
+ * receive the results.
+ *
+ * Work units are prefixed by a status code. If <results> is
+ * <non-NULL>, the work unit is an <eslOK> code followed by
+ * the packed results. If <results> is NULL, the work unit is an
+ * <eslEOD> code, which <cm_search_results_MPIRecv()> knows how
+ * to interpret.
+ *
+ * Args: results- search results to send
+ * dest - MPI destination (0..nproc-1)
+ * tag - MPI tag
+ * buf - pointer to a working buffer
+ * nalloc - current allocated size of <*buf>, in characters
+ *
+ * Returns: <eslOK> on success; <*buf> may have been reallocated and
+ * <*nalloc> may have been increased.
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if a malloc/realloc
+ * fails. In either case, <*buf> and <*nalloc> remain valid and useful
+ * memory (though the contents of <*buf> are undefined).
+ */
+int
+cm_search_results_MPISend(search_results_t *results, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc)
+{
+ int status;
+ int code;
+ int sz, n, position;
+
+ /* First, figure out the size of the work unit */
+ if (MPI_Pack_size(2, MPI_INT, comm, &n) != 0) ESL_EXCEPTION(eslESYS, "mpi pack size failed");
+ if (results != NULL) {
+ if ((status = cm_search_results_MPIPackSize(results, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+ ESL_DPRINTF2(("cm_search_results_MPISend(): results has size %d\n", n));
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+ ESL_DPRINTF2(("cm_search_results_MPISend(): buffer is ready\n"));
+
+ /* Pack the status code, and results into the buffer */
+ position = 0;
+ code = (results == NULL) ? eslEOD : eslOK;
+ if (MPI_Pack(&code, 1, MPI_INT, *buf, n, &position, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (results != NULL) {
+ if ((status = cm_search_results_MPIPack(results, *buf, n, &position, comm)) != eslOK) return status;
+ }
+ ESL_DPRINTF2(("cm_search_results_MPISend(): results is packed into %d bytes\n", position));
+
+ /* Send the packed profile to destination */
+ if (MPI_Send(*buf, n, MPI_PACKED, dest, tag, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed");
+ ESL_DPRINTF2(("cm_search_results_MPISend(): results are sent.\n"));
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_search_results_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack search
+ * results.
+ * Incept: EPN, Tue Aug 28 21:01:46 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_search_results_MPIPack()> will need to pack
+ * search results in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cm_search_results_MPIPack()>.
+ */
+int
+cm_search_results_MPIPackSize(const search_results_t *results, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+ int i;
+
+ status = MPI_Pack_size (1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ for(i = 0; i < results->num_results; i++) {
+ if ((status = cm_search_result_node_MPIPackSize(&(results->data[i]), comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cm_search_results_MPIPack()
+ * Synopsis: Packs search results into MPI buffer.
+ * Incept: EPN, Tue Aug 28 21:06:58 2007
+ *
+ * Purpose: Packs search results in <results> into an
+ * MPI packed message buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <results>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <results> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cm_search_results_MPIPack(const search_results_t *results, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int i;
+
+ ESL_DPRINTF2(("cm_search_results_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(results->num_results), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ for (i = 0; i < results->num_results; i++) {
+ status = cm_search_result_node_MPIPack(&(results->data[i]), buf, n, position, comm); if (status != eslOK) return status;
+ }
+ ESL_DPRINTF2(("cm_search_results_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_search_results_MPIUnpack()
+ * Synopsis: Unpacks search results from an MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:10:20 2007
+ *
+ * Purpose: Unpack a newly allocated search_results from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_results>
+ * contains a newly allocated results, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_results> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_search_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, search_results_t **ret_results)
+{
+ int status;
+ search_results_t *results = NULL;
+ int num_results;
+ int i;
+
+ status = MPI_Unpack (buf, n, pos, &num_results, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if(num_results == 0) { status = eslOK; goto ERROR; }
+
+ results = CreateResults(num_results);
+ ESL_DPRINTF2(("cm_search_results_MPIUnpack(): %d results.\n", num_results));
+ for (i = 0; i < num_results; i++) {
+ status = cm_search_result_node_MPIUnpack(buf, n, pos, comm, &(results->data[i])); if (status != eslOK) return status;
+ if(results->data[i].tr != NULL) ESL_DASSERT1((results->data[i].tr->n > 0));
+ results->num_results++;
+ }
+
+ *ret_results = results;
+ return eslOK;
+
+ ERROR:
+ if (results != NULL) FreeResults(results);
+ *ret_results = NULL;
+ return status;
+}
+
+/* Function: cm_search_result_node_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a search
+ * result node.
+ * Incept: EPN, Wed Aug 29 05:19:33 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_search_result_node_MPIPack()> will need to pack
+ * a search result node in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cm_search_result_node_MPIPack()>.
+ */
+int
+cm_search_result_node_MPIPackSize(const search_result_node_t *rnode, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size (1, MPI_INT, comm, &sz); n += 3*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* rnode->start, rnode->stop, rnode->bestr */
+ status = MPI_Pack_size (1, MPI_FLOAT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* rnode->score */
+ status = MPI_Pack_size (1, MPI_INT, comm, &sz); n += 2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* has_tr, has_pcodes */
+ if(rnode->tr != NULL) {
+ if ((status = cm_parsetree_MPIPackSize(rnode->tr, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ if(rnode->pcode1 != NULL) {
+ if ((status = esl_mpi_PackOptSize(rnode->pcode1, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ if(rnode->pcode2 != NULL) {
+ if ((status = esl_mpi_PackOptSize(rnode->pcode2, -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cm_search_result_node_MPIPack()
+ * Synopsis: Packs search result node into MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:22:32 2007
+ *
+ * Purpose: Packs search result node in <rnode> into an
+ * MPI packed message buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <rnode>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <rnode> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cm_search_result_node_MPIPack(const search_result_node_t *rnode, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int has_tr;
+ int has_pcodes;
+
+ ESL_DPRINTF2(("cm_search_result_node_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(rnode->start), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(rnode->stop), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(rnode->bestr), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(rnode->score), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ has_tr = (rnode->tr != NULL) ? TRUE : FALSE;
+ has_pcodes = (rnode->pcode1 != NULL && rnode->pcode2 != NULL) ? TRUE : FALSE;
+ status = MPI_Pack(&has_tr, 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(&has_pcodes, 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if(has_tr) {
+ status = cm_parsetree_MPIPack((Parsetree_t *) rnode->tr, buf, n, position, comm); if (status != eslOK) return status;
+ }
+ if(has_pcodes) {
+ /* we call PackOpt, even though we know we should have valid postal codes */
+ status = esl_mpi_PackOpt(rnode->pcode1, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(rnode->pcode2, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ }
+
+ ESL_DPRINTF2(("cm_search_result_node_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_search_result_node_MPIUnpack()
+ * Synopsis: Unpacks search result node from an MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:10:20 2007
+ *
+ * Purpose: Unpack a newly allocated search result node from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_rnode>
+ * contains a newly allocated result node, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_rnode> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_search_result_node_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, search_result_node_t *ret_rnode)
+{
+ int status;
+ search_result_node_t rnode;
+ int start, stop, bestr;
+ float score;
+ int has_tr = FALSE;
+ int has_pcodes = FALSE;
+ Parsetree_t *tr = NULL;
+ char *pcode1 = NULL;
+ char *pcode2 = NULL;
+
+ status = MPI_Unpack (buf, n, pos, &start, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &stop, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &bestr, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &score, 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_tr, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_pcodes, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ rnode.start = start;
+ rnode.stop = stop;
+ rnode.bestr = bestr;
+ rnode.score = score;
+ rnode.tr = NULL;
+ rnode.pcode1= NULL;
+ rnode.pcode2= NULL;
+
+ /* optionally, unpack a parsetree */
+ if(has_tr) {
+ status = cm_parsetree_MPIUnpack(buf, n, pos, comm, &tr); if (status != eslOK) return status;
+ rnode.tr = tr;
+ }
+ if(has_pcodes) {
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(pcode1), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(pcode2), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;;
+ rnode.pcode1 = pcode1;
+ rnode.pcode2 = pcode2;
+ }
+
+ *ret_rnode = rnode;
+ return eslOK;
+
+ ERROR:
+ if(tr != NULL) FreeParsetree(tr);
+ if(pcode1 != NULL) free(pcode1);
+ if(pcode2 != NULL) free(pcode2);
+ ret_rnode = NULL;
+ return status;
+}
+
+/* Function: cm_seqs_to_aln_MPISend()
+ *
+ * Incept: EPN, Mon Sep 3 14:58:12 2007
+ *
+ * Purpose: Send packed seqs_to_aln to MPI process <dest>
+ * (<dest> ranges from <0..nproc-1>), tagging the message
+ * with MPI tag <tag> for MPI communicator <comm>.
+ * The receiver uses <cm_seqs_to_aln_MPIRecv()> to
+ * receive the results.
+ *
+ * Work units are prefixed by a status code. If <results> is
+ * <non-NULL>, the work unit is an <eslOK> code followed by
+ * the packed results. If <results> is NULL, the work unit is an
+ * <eslEOD> code, which <cm_seqs_to_aln_MPIRecv()> knows how
+ * to interpret.
+ *
+ * Args: seqs_to_aln - seqs_to_aln_t object to send
+ * dest - MPI destination (0..nproc-1)
+ * tag - MPI tag
+ * buf - pointer to a working buffer
+ * nalloc - current allocated size of <*buf>, in characters
+ *
+ * Returns: <eslOK> on success; <*buf> may have been reallocated and
+ * <*nalloc> may have been increased.
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if a malloc/realloc
+ * fails. In either case, <*buf> and <*nalloc> remain valid and useful
+ * memory (though the contents of <*buf> are undefined).
+ */
+int
+cm_seqs_to_aln_MPISend(seqs_to_aln_t *seqs_to_aln, int offset, int nseq_to_send, int dest, int tag, MPI_Comm comm, char **buf, int *nalloc)
+{
+ int status;
+ int code;
+ int sz, n, position;
+
+ /* First, figure out the size of the work unit */
+ if (MPI_Pack_size(2, MPI_INT, comm, &n) != 0) ESL_EXCEPTION(eslESYS, "mpi pack size failed");
+ /* this is size of the work unit, and the status code */
+
+ if (seqs_to_aln != NULL) {
+ if ((status = cm_seqs_to_aln_MPIPackSize(seqs_to_aln, offset, nseq_to_send, comm, &sz)) != eslOK) return status;
+ n += sz;
+ }
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPISend(): seqs_to_aln has size %d\n", n));
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPISend(): buffer is ready\n"));
+
+ /* Pack the status code, and seqs_to_aln into the buffer */
+ position = 0;
+ code = (seqs_to_aln == NULL) ? eslEOD : eslOK;
+ if (MPI_Pack(&code, 1, MPI_INT, *buf, n, &position, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi pack failed");
+ if (seqs_to_aln != NULL) {
+ if ((status = cm_seqs_to_aln_MPIPack(seqs_to_aln, offset, nseq_to_send, *buf, n, &position, comm)) != eslOK) return status;
+ }
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPISend(): seqs_to_aln is packed into %d bytes\n", position));
+
+ /* Send the packed profile to destination */
+ if (MPI_Send(*buf, n, MPI_PACKED, dest, tag, comm) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed");
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPISend(): seqs_to_aln are sent.\n"));
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_seqs_to_aln_MPIRecv()
+ *
+ * Incept: EPN, Mon Sep 3 19:42:47 2007
+ *
+ * Purpose: Receives a work unit that consists of a seqs_to_aln data structure.
+ * from <source> (<0..nproc-1>, or <MPI_ANY_SOURCE>) tagged as <tag>
+ * from communicator <comm>.
+ *
+ * Work units are prefixed by a status code. If the unit's
+ * code is <eslOK> and no errors are encountered, this
+ * routine will return <eslOK> and a non-<NULL> <*ret_seqs_to_aln>.
+ * If the unit's code is <eslEOD> (a shutdown signal),
+ * this routine returns <eslEOD> and <*ret_seqs_to_aln> is <NULL>.
+ *
+ * To minimize alloc/free cycles in this routine, caller
+ * passes a pointer to a buffer <*buf> of size <*nalloc>
+ * characters. These are passed by reference, because when
+ * necessary, <*buf> will be reallocated and <*nalloc>
+ * increased to the new size. As a special case, if <*buf>
+ * is <NULL> and <*nalloc> is 0, the buffer will be
+ * allocated appropriately, but the caller is still
+ * responsible for free'ing it.
+ *
+ * If the packed seqs_to_aln is an end-of-data signal, return
+ * <eslEOD>, and <*ret_seqs_to_aln> is <NULL>.
+ *
+ * Returns: <eslOK> on success. <*ret_seqs_to_aln> contains the new
+ * seqs_to_aln object; it is allocated here, and the caller
+ * is responsible for free'ing it. <*buf> may have been
+ * reallocated to a larger size, and <*nalloc> may have been
+ * increased.
+ *
+ * Throws: <eslESYS> if an MPI call fails; <eslEMEM> if an allocation fails.
+ * In either case, <*ret_seqs_to_aln> is NULL, and the <buf> and its size
+ * <*nalloc> remain valid.
+ */
+int
+cm_seqs_to_aln_MPIRecv(const ESL_ALPHABET *abc, int source, int tag, MPI_Comm comm, char **buf, int *nalloc, seqs_to_aln_t **ret_seqs_to_aln)
+{
+ int status, code;
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ int n;
+ int pos;
+ MPI_Status mpistatus;
+
+ /* Probe first, because we need to know if our buffer is big enough. */
+ if (MPI_Probe(source, tag, comm, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi probe failed");
+ if (MPI_Get_count(&mpistatus, MPI_PACKED, &n) != 0) ESL_XEXCEPTION(eslESYS, "mpi get count failed");
+
+ /* Make sure the buffer is allocated appropriately */
+ if (*buf == NULL || n > *nalloc) {
+ void *tmp;
+ ESL_RALLOC(*buf, tmp, sizeof(char) * n);
+ *nalloc = n;
+ }
+
+ /* Receive the packed work unit */
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPIRecv(): about to receive seqs_to_aln.\n"));
+ if (MPI_Recv(*buf, n, MPI_PACKED, source, tag, comm, &mpistatus) != 0) ESL_XEXCEPTION(eslESYS, "mpi recv failed");
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPIRecv(): seqs_to_aln has been received.\n"));
+
+ /* Unpack it - where the first integer is a status code, OK or EOD */
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPIRecv(): about to unpack seqs_to_aln.\n"));
+ pos = 0;
+ if (MPI_Unpack (*buf, n, &pos, &code, 1, MPI_INT, comm) != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if (code == eslEOD) { status = eslEOD; goto ERROR; }
+
+ return cm_seqs_to_aln_MPIUnpack(abc, *buf, *nalloc, &pos, comm, ret_seqs_to_aln);
+
+ ERROR:
+ if (seqs_to_aln != NULL) FreeSeqsToAln(seqs_to_aln);
+ *ret_seqs_to_aln = NULL;
+ return status;
+}
+
+/* Function: cm_seqs_to_aln_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * seqs_to_aln object.
+ * Incept: EPN, Mon Sep 3 19:49:31 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_seqs_to_aln_MPIPack()> will need to pack
+ * search results in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cm_seqs_to_aln_MPIPack()>.
+ */
+int
+cm_seqs_to_aln_MPIPackSize(const seqs_to_aln_t *seqs_to_aln, int offset, int nseq_to_pack, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+ int i;
+
+ /* determine what information we have in the seqs_to_aln object */
+ int has_sq = TRUE;
+ int has_tr = TRUE;
+ int has_cp9_tr = TRUE;
+ int has_post = TRUE;
+ int has_sc = TRUE;
+ int has_pp = TRUE;
+ int has_struct_sc = TRUE;
+
+ /* careful, individual sq, tr, cp9_tr, postcode ptrs may be NULL even if ptr to ptrs is non-NULL,
+ * example sq != NULL and sq[i] == NULL is possible. */
+
+ if(seqs_to_aln->sq == NULL) has_sq = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->sq[i] == NULL) { has_sq = FALSE; break; }
+
+ if(seqs_to_aln->tr == NULL) has_tr = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->tr[i] == NULL) { has_tr = FALSE; break; }
+
+ if(seqs_to_aln->cp9_tr == NULL) has_cp9_tr = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->cp9_tr[i] == NULL) { has_cp9_tr = FALSE; break; }
+
+ if(seqs_to_aln->postcode1 == NULL) has_post = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->postcode1[i] == NULL) { has_post = FALSE; break; }
+
+ if(seqs_to_aln->postcode2 == NULL) has_post = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->postcode2[i] == NULL) { has_post = FALSE; break; }
+
+ if(seqs_to_aln->sc == NULL) has_sc = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->sc[i])) { has_sc = FALSE; break; }
+
+ if(seqs_to_aln->pp == NULL) has_pp = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->pp[i])) { has_pp = FALSE; break; }
+
+ if(seqs_to_aln->struct_sc == NULL) has_struct_sc = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++) {
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->struct_sc[i])) { has_struct_sc = FALSE; break; }
+ }
+ status = MPI_Pack_size (1, MPI_INT, comm, &sz); n += 8*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* nseq_to_pack, has_sq, has_tr, has_cp9_tr, has_post, has_sc, has_pp, has_struct_sc */
+
+ if(has_sq) {
+ for(i = offset; i < offset + nseq_to_pack; i++) {
+ if ((status = cm_digitized_sq_MPIPackSize(seqs_to_aln->sq[i], comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ }
+ if(has_tr) {
+ for(i = offset; i < offset + nseq_to_pack; i++) {
+ if ((status = cm_parsetree_MPIPackSize(seqs_to_aln->tr[i], comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ }
+ if(has_cp9_tr) {
+ for(i = offset; i < offset + nseq_to_pack; i++) {
+ if ((status = cm_cp9trace_MPIPackSize(seqs_to_aln->cp9_tr[i], comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ }
+ if(has_post) {
+ for(i = offset; i < offset + nseq_to_pack; i++) {
+ if ((status = esl_mpi_PackOptSize(seqs_to_aln->postcode1[i], -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ if ((status = esl_mpi_PackOptSize(seqs_to_aln->postcode2[i], -1, MPI_CHAR, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ }
+ if(has_sc)
+ if ((status = MPI_Pack_size(nseq_to_pack, MPI_FLOAT, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ if(has_pp)
+ if ((status = MPI_Pack_size(nseq_to_pack, MPI_FLOAT, comm, &sz)) != eslOK) goto ERROR; n += sz;
+ if(has_struct_sc)
+ if ((status = MPI_Pack_size(nseq_to_pack, MPI_FLOAT, comm, &sz)) != eslOK) goto ERROR; n += sz;
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cm_seqs_to_aln_MPIPack()
+ * Synopsis: Packs seqs_to_aln into MPI buffer.
+ * Incept: EPN, Mon Sep 3 15:04:33 2007
+ *
+ * Purpose: Packs some or all of the sequences in <seqs_to_aln> into an
+ * MPI packed message buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <results>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <results> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cm_seqs_to_aln_MPIPack(const seqs_to_aln_t *seqs_to_aln, int offset, int nseq_to_pack, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int i;
+
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPIPack(): ready.\n"));
+ ESL_DASSERT1((seqs_to_aln->nseq >= (offset + nseq_to_pack)));
+
+ /* determine what information we have in the seqs_to_aln object */
+ int has_sq = TRUE;
+ int has_tr = TRUE;
+ int has_cp9_tr = TRUE;
+ int has_post = TRUE;
+ int has_sc = TRUE;
+ int has_pp = TRUE;
+ int has_struct_sc = TRUE;
+ /* careful, individual sq, tr, cp9_tr, postcode ptrs may be NULL even if ptr to ptrs is non-NULL,
+ * example sq != NULL and sq[i] == NULL is possible. */
+
+ if(seqs_to_aln->sq == NULL) has_sq = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->sq[i] == NULL) { has_sq = FALSE; break; }
+
+ if(seqs_to_aln->tr == NULL) has_tr = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->tr[i] == NULL) { has_tr = FALSE; break; }
+
+ if(seqs_to_aln->cp9_tr == NULL) has_cp9_tr = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->cp9_tr[i] == NULL) { has_cp9_tr = FALSE; break; }
+
+ if(seqs_to_aln->postcode1 == NULL) has_post = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->postcode1[i] == NULL) { has_post = FALSE; break; }
+
+ if(seqs_to_aln->postcode2 == NULL) has_post = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(seqs_to_aln->postcode2[i] == NULL) { has_post = FALSE; break; }
+
+ if(seqs_to_aln->sc == NULL) has_sc = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->sc[i])) { has_sc = FALSE; break; }
+
+ if(seqs_to_aln->pp == NULL) has_pp = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->pp[i])) { has_pp = FALSE; break; }
+
+ if(seqs_to_aln->struct_sc == NULL) has_struct_sc = FALSE;
+ else
+ for (i = offset; i < offset + nseq_to_pack; i++)
+ if(! NOT_IMPOSSIBLE(seqs_to_aln->struct_sc[i])) { has_struct_sc = FALSE; break; }
+
+
+ status = MPI_Pack((int *) &(nseq_to_pack), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_sq), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_tr), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_cp9_tr), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_post), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_sc), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_pp), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(has_struct_sc),1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if(has_sq)
+ for (i = offset; i < offset + nseq_to_pack; i++) {
+ status = cm_digitized_sq_MPIPack(seqs_to_aln->sq[i], buf, n, position, comm); if (status != eslOK) return status;
+ }
+
+ if(has_tr)
+ for (i = offset; i < offset + nseq_to_pack; i++) {
+ status = cm_parsetree_MPIPack(seqs_to_aln->tr[i], buf, n, position, comm); if (status != eslOK) return status;
+ }
+
+ if(has_cp9_tr)
+ for (i = offset; i < offset + nseq_to_pack; i++) {
+ status = cm_cp9trace_MPIPack(seqs_to_aln->cp9_tr[i], buf, n, position, comm); if (status != eslOK) return status;
+ }
+
+ if(has_post)
+ for (i = offset; i < offset + nseq_to_pack; i++) {
+ /* we call PackOpt, even though we know we should have valid postal codes */
+ status = esl_mpi_PackOpt(seqs_to_aln->postcode1[i], -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ status = esl_mpi_PackOpt(seqs_to_aln->postcode2[i], -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) return status;
+ }
+
+ if(has_sc)
+ status = MPI_Pack((seqs_to_aln->sc + (offset * sizeof(float))), nseq_to_pack, MPI_FLOAT, buf, n, position, comm); if (status != eslOK) return status;
+
+ if(has_pp)
+ status = MPI_Pack((seqs_to_aln->pp + (offset * sizeof(float))), nseq_to_pack, MPI_FLOAT, buf, n, position, comm); if (status != eslOK) return status;
+
+ if(has_struct_sc)
+ status = MPI_Pack((seqs_to_aln->struct_sc + (offset * sizeof(float))), nseq_to_pack, MPI_FLOAT, buf, n, position, comm); if (status != eslOK) return status;
+
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_seqs_to_aln_MPIUnpack()
+ * Synopsis: Unpacks sequences seqs_to_aln from an MPI buffer.
+ * Incept: EPN, Mon Sep 3 15:48:11 2007
+ *
+ * Purpose: Unpack a newly allocated seqs_to_aln from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_seqs_to_aln>
+ * contains a newly allocated seqs_to_aln, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_seqs_to_aln> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_seqs_to_aln_MPIUnpack(const ESL_ALPHABET *abc, char *buf, int n, int *pos, MPI_Comm comm, seqs_to_aln_t **ret_seqs_to_aln)
+{
+ int status;
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ int num_seqs_to_aln;
+ int i;
+ int has_sq;
+ int has_tr;
+ int has_cp9_tr;
+ int has_post;
+ int has_sc;
+ int has_pp;
+ int has_struct_sc;
+
+ status = MPI_Unpack (buf, n, pos, &num_seqs_to_aln, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_sq, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_tr, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_cp9_tr, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_post, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_sc, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_pp, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &has_struct_sc, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ if(num_seqs_to_aln == 0) { status = eslOK; goto ERROR; }
+
+ seqs_to_aln = CreateSeqsToAln(num_seqs_to_aln, FALSE);
+ ESL_DPRINTF2(("cm_seqs_to_aln_MPIUnpack(): %d seqs_to_aln.\n", num_seqs_to_aln));
+
+ if(has_sq)
+ for (i = 0; i < num_seqs_to_aln; i++) {
+ status = cm_digitized_sq_MPIUnpack(abc, buf, n, pos, comm, &(seqs_to_aln->sq[i])); if (status != eslOK) goto ERROR;;
+ }
+ else if(seqs_to_aln->sq != NULL) { free(seqs_to_aln->sq); seqs_to_aln->sq = NULL; }
+
+ if(has_tr) {
+ ESL_ALLOC(seqs_to_aln->tr, sizeof(Parsetree_t *) * num_seqs_to_aln);
+ for (i = 0; i < num_seqs_to_aln; i++) {
+ status = cm_parsetree_MPIUnpack(buf, n, pos, comm, &(seqs_to_aln->tr[i])); if (status != eslOK) goto ERROR;;
+ }
+ }
+
+ if(has_cp9_tr) {
+ ESL_ALLOC(seqs_to_aln->cp9_tr, sizeof(CP9trace_t *) * num_seqs_to_aln);
+ for (i = 0; i < num_seqs_to_aln; i++) {
+ status = cm_cp9trace_MPIUnpack(buf, n, pos, comm, &(seqs_to_aln->cp9_tr[i])); if (status != eslOK) goto ERROR;;
+ }
+ }
+
+ if(has_post) {
+ ESL_ALLOC(seqs_to_aln->postcode1, sizeof(char *) * num_seqs_to_aln);
+ ESL_ALLOC(seqs_to_aln->postcode2, sizeof(char *) * num_seqs_to_aln);
+ for (i = 0; i < num_seqs_to_aln; i++) {
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(seqs_to_aln->postcode1[i]), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;;
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void **) &(seqs_to_aln->postcode2[i]), NULL, MPI_CHAR, comm); if (status != eslOK) goto ERROR;;
+ }
+ }
+
+ if(has_sc) {
+ ESL_ALLOC(seqs_to_aln->sc, sizeof(float) * num_seqs_to_aln);
+ status = MPI_Unpack(buf, n, pos, seqs_to_aln->sc, num_seqs_to_aln, MPI_FLOAT, comm); if (status != eslOK) goto ERROR;;
+ }
+
+ if(has_pp) {
+ ESL_ALLOC(seqs_to_aln->pp, sizeof(float) * num_seqs_to_aln);
+ status = MPI_Unpack(buf, n, pos, seqs_to_aln->pp, num_seqs_to_aln, MPI_FLOAT, comm); if (status != eslOK) goto ERROR;;
+ }
+
+ if(has_struct_sc) {
+ ESL_ALLOC(seqs_to_aln->struct_sc, sizeof(float) * num_seqs_to_aln);
+ status = MPI_Unpack(buf, n, pos, seqs_to_aln->struct_sc, num_seqs_to_aln, MPI_FLOAT, comm); if (status != eslOK) goto ERROR;;
+ }
+
+ seqs_to_aln->nseq = num_seqs_to_aln;
+ *ret_seqs_to_aln = seqs_to_aln;
+ return eslOK;
+
+ ERROR:
+ if (seqs_to_aln != NULL) FreeSeqsToAln(seqs_to_aln);
+ *ret_seqs_to_aln = NULL;
+ return status;
+}
+
+/* Function: cm_parsetree_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * parsetree.
+ * Incept: EPN, Wed Aug 29 05:44:28 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_parsetree_MPIPack()> will need to pack
+ * a parsetree in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cm_parsetree_MPIPack()>.
+ */
+int
+cm_parsetree_MPIPackSize(const Parsetree_t *tr, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += 2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size(tr->n, MPI_INT, comm, &sz); n += 7*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cm_parsetree_MPIPack()
+ * Synopsis: Packs parsetree into MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:22:32 2007
+ *
+ * Purpose: Packs parsetree <tr> into an
+ * MPI packed message buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <tr>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <rnode> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cm_parsetree_MPIPack(const Parsetree_t *tr, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("cm_parsetree_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(tr->n), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(tr->memblock), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->emitl, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->emitr, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->state, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->mode, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->nxtl, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->nxtr, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(tr->prv, tr->n, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ ESL_DPRINTF2(("cm_parsetree_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_parsetree_MPIUnpack()
+ * Synopsis: Unpacks parsetree from an MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:10:20 2007
+ *
+ * Purpose: Unpack a newly allocated parsetree node from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_tr>
+ * contains a newly allocated parsetree, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_tr> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_parsetree_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, Parsetree_t **ret_tr)
+{
+ int status;
+ Parsetree_t *tr = NULL;
+ int tr_n, memblock; /* memblock is likely irrelevant, the tree probably won't grow */
+
+ status = MPI_Unpack (buf, n, pos, &tr_n, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ tr = CreateParsetree(tr_n);
+ status = MPI_Unpack (buf, n, pos, &memblock, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ tr->memblock = memblock;
+ tr->n = tr_n;
+
+ status = MPI_Unpack (buf, n, pos, tr->emitl, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, tr->emitr, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, tr->state, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, tr->mode, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, tr->nxtl, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, tr->nxtr, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, tr->prv, tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_tr = tr;
+ return eslOK;
+
+ ERROR:
+ if (tr != NULL)
+ FreeParsetree(tr);
+ *ret_tr = NULL;
+ return status;
+}
+
+/* Function: cm_cp9trace_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * cp9trace.
+ * Incept: EPN, Mon Sep 3 14:49:41 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_cp9trace_MPIPack()> will need to pack
+ * a parsetree in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cm_cp9trace_MPIPack()>.
+ */
+int
+cm_cp9trace_MPIPackSize(const CP9trace_t *cp9_tr, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size(cp9_tr->tlen, MPI_INT, comm, &sz); n += 2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size(cp9_tr->tlen, MPI_CHAR, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cm_cp9trace_MPIPack()
+ * Synopsis: Packs cp9trace into MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:22:32 2007
+ *
+ * Purpose: Packs cp9trace <cp9_tr> into an
+ * MPI packed message buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <cp9_tr>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <rnode> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cm_cp9trace_MPIPack(const CP9trace_t *cp9_tr, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("cm_cp9trace_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(cp9_tr->tlen), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(cp9_tr->statetype, cp9_tr->tlen, MPI_CHAR, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(cp9_tr->nodeidx, cp9_tr->tlen, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(cp9_tr->pos, cp9_tr->tlen, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ ESL_DPRINTF2(("cm_cp9trace_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_cp9trace_MPIUnpack()
+ * Synopsis: Unpacks cp9trace from an MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:10:20 2007
+ *
+ * Purpose: Unpack a newly allocated cp9trace node from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_cp9_tr>
+ * contains a newly allocated cp9trace, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_cp9_tr> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_cp9trace_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, CP9trace_t **ret_cp9_tr)
+{
+ int status;
+ CP9trace_t *cp9_tr = NULL;
+ int cp9_tr_n;
+
+ status = MPI_Unpack (buf, n, pos, &cp9_tr_n, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ CP9AllocTrace(cp9_tr_n, &cp9_tr);
+ cp9_tr->tlen = cp9_tr_n;
+
+ status = MPI_Unpack (buf, n, pos, cp9_tr->statetype, cp9_tr_n, MPI_CHAR, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, cp9_tr->nodeidx, cp9_tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, cp9_tr->pos, cp9_tr_n, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_cp9_tr = cp9_tr;
+ return eslOK;
+
+ ERROR:
+ if (cp9_tr != NULL)
+ CP9FreeTrace(cp9_tr);
+ *ret_cp9_tr = NULL;
+ return status;
+}
+
+
+/* Function: cm_digitized_sq_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * the name and dsq of a digitized ESL_SQ.
+ * Incept: EPN, Mon Sep 3 19:22:05 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cm_digitized_sq_MPIPack()> will need to pack
+ * a digitized sq in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cm_digitized_sq_MPIPack()>.
+ */
+int
+cm_digitized_sq_MPIPackSize(const ESL_SQ *sq, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ /* contract check */
+ if(sq->dsq == NULL) ESL_XEXCEPTION(eslESYS, "cm_digitized_sq_MPIPackSize, sq not digitized.");
+
+ /* space for sq->n, sq->name, and sq->dsq only */
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = esl_mpi_PackOptSize(sq->name, -1, MPI_CHAR, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size((sq->n+2), MPI_BYTE, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cm_digitized_sq_MPIPack()
+ * Synopsis: Packs minimal part of a sq in digital form into MPI buffer.
+ * Incept: EPN, Mon Sep 3 19:28:30 2007
+ *
+ * Purpose: Packs the essential info of a sq <sq> into an
+ * MPI packed message buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <sq>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <rnode> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cm_digitized_sq_MPIPack(const ESL_SQ *sq, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ /* contract check */
+ if(sq->dsq == NULL) ESL_EXCEPTION(eslESYS, "cm_digitized_sq_MPIPackSize, sq not digitized.");
+
+ ESL_DPRINTF2(("cm_digitized_sq_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(sq->n), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = esl_mpi_PackOpt(sq->name, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((ESL_DSQ *) sq->dsq, sq->n+2,MPI_BYTE, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ ESL_DPRINTF2(("cm_digitized_sq_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cm_digitized_sq_MPIUnpack()
+ * Synopsis: Unpacks essential part of a digitized sq from an MPI buffer.
+ * Incept: EPN, Mon Sep 3 19:32:00 2007
+ *
+ * Purpose: Unpack a newly allocated sq from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_tr>
+ * contains a newly allocated digitized sq, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_tr> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cm_digitized_sq_MPIUnpack(const ESL_ALPHABET *abc, char *buf, int n, int *pos, MPI_Comm comm, ESL_SQ **ret_sq)
+{
+ int status;
+ ESL_DSQ *dsq = NULL;
+ char *name = NULL;
+ int L;
+
+ status = MPI_Unpack (buf, n, pos, &L, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(name), NULL, MPI_CHAR, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, dsq, L+2, MPI_BYTE, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ dsq[0] = dsq[(L+1)] = eslDSQ_SENTINEL; /* overwrite */
+
+ *ret_sq = esl_sq_CreateDigitalFrom(abc, name, dsq, L, NULL, NULL, NULL);
+ free(dsq); /* a copy was made */
+ free(name); /* a copy was made */
+
+ return eslOK;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ if (name != NULL) free(name);
+ *ret_sq = NULL;
+ return status;
+}
+
+
+/* Function: cmstats_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * CMStats_t object. Follows 'Purpose'
+ * of other *_MPIPackSize() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:37:01 2007
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cmstats_MPIPack()>.
+ */
+int
+cmstats_MPIPackSize(CMStats_t *cmstats, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+ int np = cmstats->np;
+ int g,p,f;
+ assert(np > 0);
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* np */
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += np*2*sz;if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* ps, pe arrays */
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz*GC_SEGMENTS; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* gc2p int array */
+
+ for(g = 0; g < EXP_NMODES; g++) {
+ for(p = 0; p < np; p++) { /* add size of exp tail for each exp_mode/partition combo */
+ if ((status = exp_info_MPIPackSize(cmstats->expAA[g][p], comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ }
+ for(f = 0; f < FTHR_NMODES; f++) { /* add size of best filter info for each filter mode */
+ if ((status = hmm_filter_info_MPIPackSize(cmstats->hfiA[f], comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cmstats_MPIPack()
+ * Synopsis: Packs CMStats_t <cmstats> into MPI buffer.
+ * See 'Purpose','Returns' and 'Throws'
+ * of other *_MPIPack()'s for more info.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:10 2007
+ */
+int
+cmstats_MPIPack(CMStats_t *cmstats, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int np = cmstats->np;
+ int gc, g, p, f;
+
+ assert(np > 0);
+
+ ESL_DPRINTF2(("cmstats_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(cmstats->np), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(cmstats->ps, np, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(cmstats->pe, np, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ for(gc = 0; gc < GC_SEGMENTS; gc++) { /* there must be a better way to do this, this is safe, slow route */
+ status = MPI_Pack((int *) &(cmstats->gc2p[gc]), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ }
+ for(g = 0; g < EXP_NMODES; g++) {
+ for(p = 0; p < np; p++) { /* pack exp tail for this exp_mode/partition combo */
+ status = exp_info_MPIPack(cmstats->expAA[g][p], buf, n, position, comm); if (status != eslOK) return status;
+ }
+ }
+ for(f = 0; f < FTHR_NMODES; f++) {
+ status = hmm_filter_info_MPIPack(cmstats->hfiA[f], buf, n, position, comm); if (status != eslOK) return status;
+ }
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cmstats_MPIUnpack()
+ * Synopsis: Unpacks CMStats_t <cmstats> from an MPI buffer.
+ * Follows 'Purpose', 'Returns', 'Throws' of other
+ * *_MPIUnpack() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:05 2007
+ */
+int
+cmstats_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, CMStats_t **ret_cmstats)
+{
+ int status;
+ CMStats_t *cmstats;
+ int gc, g, f, p;
+ int np;
+
+ ESL_ALLOC(cmstats, sizeof(CMStats_t));
+ status = MPI_Unpack (buf, n, pos, &(cmstats->np), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ np = cmstats ->np;
+ assert(np > 0);
+
+ ESL_ALLOC(cmstats->ps, sizeof(int) * np);
+ ESL_ALLOC(cmstats->pe, sizeof(int) * np);
+
+ status = MPI_Unpack (buf, n, pos, cmstats->ps, np, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, cmstats->pe, np, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ for(gc = 0; gc < GC_SEGMENTS; gc++) { /* there must be a better way to do this, this is safe, slow route */
+ status = MPI_Unpack (buf, n, pos, &(cmstats->gc2p[gc]), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ }
+
+ ESL_ALLOC(cmstats->expAA, sizeof(ExpInfo_t **) * EXP_NMODES);
+ for(g = 0; g < EXP_NMODES; g++) {
+ ESL_ALLOC(cmstats->expAA[g], sizeof(ExpInfo_t *) * np);
+ for(p = 0; p < np; p++) { /* pack exp tail for this exp_mode/partition combo */
+ status = exp_info_MPIUnpack(buf, n, pos, comm, &(cmstats->expAA[g][p])); if (status != eslOK) return status;
+ }
+ }
+ ESL_ALLOC(cmstats->hfiA, sizeof(HMMFilterInfo_t *) * FTHR_NMODES);
+ for(f = 0; f < FTHR_NMODES; f++) {
+ status = hmm_filter_info_MPIUnpack(buf, n, pos, comm, &(cmstats->hfiA[f])); if (status != eslOK) return status;
+ }
+ *ret_cmstats = cmstats;
+ return eslOK;
+
+ ERROR:
+ if(cmstats != NULL) FreeCMStats(cmstats);
+ *ret_cmstats = NULL;
+ return status;
+}
+
+/* Function: exp_info_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * ExpInfo_t object. Follows 'Purpose'
+ * of other *_MPIPackSize() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:00:01 2007
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <exp_info_MPIPack()>.
+ */
+int
+exp_info_MPIPackSize(ExpInfo_t *exp, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += 2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* nrandhits, is_valid */
+ status = MPI_Pack_size(1, MPI_LONG, comm, &sz); n += 2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* dbsize, cur_eff_dbsize */
+ status = MPI_Pack_size(1, MPI_DOUBLE, comm, &sz); n += 4*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* mu_orig, mu_extrap, lambda, tailp */
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: exp_info_MPIPack()
+ * Synopsis: Packs ExpInfo_t <exp> into MPI buffer.
+ * See 'Purpose','Returns' and 'Throws'
+ * of other *_MPIPack()'s for more info.
+ *
+ * Incept: EPN, Wed Dec 12 05:03:40 2007
+ */
+int
+exp_info_MPIPack(ExpInfo_t *exp, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("exp_info_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((long *) &(exp->cur_eff_dbsize), 1, MPI_LONG, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((double *) &(exp->lambda), 1, MPI_DOUBLE, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((double *) &(exp->mu_extrap), 1, MPI_DOUBLE, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((double *) &(exp->mu_orig), 1, MPI_DOUBLE, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((long *) &(exp->dbsize), 1, MPI_LONG, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(exp->nrandhits), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((double *) &(exp->tailp), 1, MPI_DOUBLE, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(exp->is_valid), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ ESL_DPRINTF2(("exp_info_results_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: exp_info_MPIUnpack()
+ * Synopsis: Unpacks ExpInfo_t <exp> from an MPI buffer.
+ * Follows 'Purpose', 'Returns', 'Throws' of other
+ * *_MPIUnpack() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:19 2007
+ */
+int
+exp_info_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, ExpInfo_t **ret_exp)
+{
+ int status;
+ ExpInfo_t *exp;
+
+ ESL_ALLOC(exp, sizeof(ExpInfo_t));
+ status = MPI_Unpack (buf, n, pos, &(exp->cur_eff_dbsize), 1, MPI_LONG, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->lambda), 1, MPI_DOUBLE, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->mu_extrap), 1, MPI_DOUBLE, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->mu_orig), 1, MPI_DOUBLE, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->dbsize), 1, MPI_LONG, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->nrandhits), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->tailp), 1, MPI_DOUBLE, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(exp->is_valid), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_exp = exp;
+ return eslOK;
+
+ ERROR:
+ if(exp != NULL) free(exp);
+ *ret_exp = NULL;
+ return status;
+}
+
+/* Function: hmm_filter_info_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * HMMFilterInfo_t object. Follows 'Purpose'
+ * of other *_MPIPackSize() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:15 2007
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <hmm_filter_info_MPIPack()>.
+ */
+int
+hmm_filter_info_MPIPackSize(HMMFilterInfo_t *hfi, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += 4*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* is_valid, N, ncut, always_better_than_Smax */
+ status = MPI_Pack_size(1, MPI_LONG,comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* dbsize */
+ status = MPI_Pack_size(1, MPI_FLOAT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* F */
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += hfi->ncut*2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* cm_E_cut, fwd_E_cut arrays */
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: hmm_filter_info_MPIPack()
+ * Synopsis: Packs HMMFilterInfo_t <hfi> into MPI buffer.
+ * See 'Purpose','Returns' and 'Throws'
+ * of other *_MPIPack()'s for more info.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:10 2007
+ */
+int
+hmm_filter_info_MPIPack(HMMFilterInfo_t *hfi, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("hmm_filter_info_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(hfi->is_valid), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(hfi->N), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(hfi->dbsize), 1, MPI_LONG, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(hfi->ncut), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(hfi->always_better_than_Smax), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) &(hfi->F), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) hfi->cm_E_cut, hfi->ncut, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) hfi->fwd_E_cut, hfi->ncut, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: hmm_filter_info_MPIUnpack()
+ * Synopsis: Unpacks HMMFilterInfo_t <hfi> from an MPI buffer.
+ * Follows 'Purpose', 'Returns', 'Throws' of other
+ * *_MPIUnpack() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:05 2007
+ */
+int
+hmm_filter_info_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, HMMFilterInfo_t **ret_hfi)
+{
+ int status;
+ HMMFilterInfo_t *hfi;
+
+ ESL_ALLOC(hfi, sizeof(HMMFilterInfo_t));
+ status = MPI_Unpack (buf, n, pos, &(hfi->is_valid), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(hfi->N), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(hfi->dbsize), 1, MPI_LONG, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(hfi->ncut), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(hfi->always_better_than_Smax), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(hfi->F), 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(hfi->cm_E_cut, sizeof(float) * hfi->ncut);
+ ESL_ALLOC(hfi->fwd_E_cut, sizeof(float) * hfi->ncut);
+ status = MPI_Unpack (buf, n, pos, hfi->cm_E_cut, hfi->ncut, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, hfi->fwd_E_cut, hfi->ncut, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_hfi = hfi;
+ return eslOK;
+
+ ERROR:
+ if(hfi != NULL) FreeHMMFilterInfo(hfi);
+ *ret_hfi = NULL;
+ return status;
+}
+
+/* Function: best_filter_info_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * BestFilterInfo_t object. Follows 'Purpose'
+ * of other *_MPIPackSize() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:15 2007
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <best_filter_info_MPIPack()>.
+ */
+int
+best_filter_info_MPIPackSize(BestFilterInfo_t *bf, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+ int is_hybrid;
+ int p;
+
+ is_hybrid = (bf->ftype == FILTER_WITH_HYBRID) ? TRUE : FALSE;
+ if(!is_hybrid) assert(bf->np == 0);
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += 6*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* cm_M, N, db_size, is_valid, ftype, np */
+ status = MPI_Pack_size(1, MPI_FLOAT, comm, &sz); n += 6*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* cm_eval, F, e_cutoff, full_cm_ncalcs, fil_ncalcs, fil_plus_surv_ncalcs */
+ if(is_hybrid) { /* v_isroot and hexpA are valid, we pack them */
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += bf->np*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* v_isroot array */
+ for(p = 0; p < bf->np; p++) { /* add size of exp tail for each partition */
+ if ((status = exp_info_MPIPackSize(bf->hexpA[p], comm, &sz)) != eslOK) goto ERROR; n += sz;
+ }
+ }
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: best_filter_info_MPIPack()
+ * Synopsis: Packs BestFilterInfo_t <bf> into MPI buffer.
+ * See 'Purpose','Returns' and 'Throws'
+ * of other *_MPIPack()'s for more info.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:10 2007
+ */
+int
+best_filter_info_MPIPack(BestFilterInfo_t *bf, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int p;
+
+ ESL_DPRINTF2(("best_filter_info_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(bf->cm_M), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(bf->N), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(bf->db_size), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(bf->is_valid), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(bf->ftype), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((int *) &(bf->np), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ status = MPI_Pack((float *) &(bf->cm_eval), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) &(bf->F), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) &(bf->e_cutoff), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) &(bf->full_cm_ncalcs), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) &(bf->fil_ncalcs), 1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack((float *) &(bf->fil_plus_surv_ncalcs),1, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ int is_hybrid = (bf->ftype == FILTER_WITH_HYBRID) ? TRUE : FALSE;
+ if(is_hybrid) { /* get v_isroot and hexpA */
+ assert((bf->np > 0));
+ status = MPI_Pack(bf->v_isroot, bf->np, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ for (p = 0; p < bf->np; p++) {
+ status = exp_info_MPIPack(bf->hexpA[p], buf, n, position, comm); if (status != eslOK) return status;
+ }
+ }
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: best_filter_info_MPIUnpack()
+ * Synopsis: Unpacks BestFilterInfo_t <bf> from an MPI buffer.
+ * Follows 'Purpose', 'Returns', 'Throws' of other
+ * *_MPIUnpack() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:05 2007
+ */
+int
+best_filter_info_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, BestFilterInfo_t **ret_bf)
+{
+ int status;
+ BestFilterInfo_t *bf;
+ int p;
+ int is_hybrid;
+
+ ESL_ALLOC(bf, sizeof(BestFilterInfo_t));
+ status = MPI_Unpack (buf, n, pos, &(bf->cm_M), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->N), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->db_size), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->is_valid), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->ftype), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->np), 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ status = MPI_Unpack (buf, n, pos, &(bf->cm_eval), 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->F), 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->e_cutoff), 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->full_cm_ncalcs), 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->fil_ncalcs), 1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = MPI_Unpack (buf, n, pos, &(bf->fil_plus_surv_ncalcs),1, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ is_hybrid = (bf->ftype == FILTER_WITH_HYBRID) ? TRUE : FALSE;
+ if(is_hybrid) { /* unpack v_isroot, hexpA */
+ assert(bf->np > 0);
+ ESL_ALLOC(bf->v_isroot, sizeof(int) * bf->np);
+ ESL_ALLOC(bf->hexpA, sizeof(ExpInfo_t *) * bf->np);
+ status = MPI_Unpack (buf, n, pos, bf->v_isroot, bf->np, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ for(p = 0; p < bf->np; p++) {
+ status = exp_info_MPIUnpack(buf, n, pos, comm, &(bf->hexpA[p])); if (status != eslOK) return status;
+ }
+ }
+ else { /* not a hybrid, point v_isroot, hexpA to NULL */
+ bf->v_isroot = NULL;
+ bf->hexpA = NULL;
+ }
+
+ *ret_bf = bf;
+ return eslOK;
+
+ ERROR:
+ if(bf != NULL) free(bf);
+ *ret_bf = NULL;
+ return status;
+}
+
+
+
+/* Function: cmcalibrate_exp_results_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * results for CM scan for cmcalibrate.
+ * Incept: EPN, Thu Dec 6 16:56:27 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cmcalibrate_exp_results_MPIPack()> will need
+ * to pack it's results in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cmcalibrate_exp_results_MPIPack()>.
+ */
+int
+cmcalibrate_exp_results_MPIPackSize(float *scA, int nseq, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size(1, MPI_FLOAT, comm, &sz); n += nseq*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cmcalibrate_exp_results_MPIPack()
+ * Synopsis: Packs CM vscAA scores into MPI buffer.
+ * Incept: EPN, Thu Dec 6 16:56:31 2007
+ *
+ * Purpose: Packs <vscAA> into an MPI packed message
+ * buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * <scA> is an array, scA[0..i..nseq-1]
+ * holding the best score for a CM or HMM scan against sequence i.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <tr>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <rnode> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cmcalibrate_exp_results_MPIPack(float *scA, int nseq, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("cmcalibrate_exp_results_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(nseq), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(scA, nseq, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ ESL_DPRINTF2(("cmcalibrate_exp_results_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: cmcalibrate_exp_results_MPIUnpack()
+ * Synopsis: Unpacks <scA> from an MPI buffer.
+ * Incept: EPN, Thu Dec 6 16:56:36 2007
+ *
+ * Purpose: Unpack a newly allocated set of CM or HMM scores <scA> from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * <scA> is an array, scA[0..i..nseq-1]
+ * holding the best score for a CM or HMM scan against sequence i.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_tr>
+ * contains a newly allocated parsetree, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_vscAA> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cmcalibrate_exp_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, float **ret_scA, int *ret_nseq)
+{
+ int status;
+ float *scA;
+ int nseq = 0;
+
+ status = MPI_Unpack (buf, n, pos, &nseq, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(scA, sizeof(float) * nseq);
+ status = MPI_Unpack (buf, n, pos, scA, nseq, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_scA = scA;
+ *ret_nseq = nseq;
+ return eslOK;
+
+ ERROR:
+ if(scA != NULL) free(scA);
+ *ret_scA = NULL;
+ *ret_nseq = 0;
+ return status;
+}
+
+/* Function: cmcalibrate_filter_results_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack
+ * HMm filter results for cmcalibrate.
+ * Follows, 'Purpose', 'Returns', 'Throws' of
+ * the many other *_MPIPackSize() funcs above.
+ *
+ * Incept: EPN, Tue Jan 8 15:14:17 2008
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cmcalibrate_filter_results_MPIPack()>.
+ */
+int
+cmcalibrate_filter_results_MPIPackSize(int nseq, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for nseq */
+ status = MPI_Pack_size(nseq, MPI_FLOAT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for cyk_scA */
+ status = MPI_Pack_size(nseq, MPI_FLOAT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for ins_scA */
+ status = MPI_Pack_size(nseq, MPI_FLOAT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for fwd_scA */
+ status = MPI_Pack_size(nseq, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for partA */
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cmcalibrate_filter_results_MPIPack()
+ * Synopsis: Packs cmcalibrate HMM filter results into MPI buffer.
+ * Follows, 'Purpose', 'Returns', 'Throws' of
+ * the many other *_MPIPack() funcs above.
+ *
+ * Incept: EPN, Wed Dec 12 16:36:02 2007
+ *
+ */
+int
+cmcalibrate_filter_results_MPIPack(float *cyk_scA, float *ins_scA, float *fwd_scA, int *partA, int nseq, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("cmcalibrate_filter_results_MPIPack(): ready.\n"));
+
+ status = MPI_Pack((int *) &(nseq), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(cyk_scA, nseq, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(ins_scA, nseq, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(fwd_scA, nseq, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(partA, nseq, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ ESL_DPRINTF2(("cmcalibrate_filter_results_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+
+}
+
+/* Function: cmcalibrate_filter_results_MPIUnpack()
+ * Synopsis: Unpacks cmcalibrate HMM filter results from an MPI buffer.
+ * Follows, 'Purpose', 'Returns', 'Throws' of
+ * the many other *_MPIUnpack() funcs above.
+ * Incept: EPN, Wed Dec 12 16:38:15 2007
+ *
+ */
+int
+cmcalibrate_filter_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, float **ret_cyk_scA, float **ret_ins_scA, float **ret_fwd_scA, int **ret_partA, int *ret_nseq)
+{
+ int status;
+ float *cyk_scA = NULL;
+ float *ins_scA = NULL;
+ float *fwd_scA = NULL;
+ int *partA = NULL;
+ int nseq = 0;
+
+ status = MPI_Unpack (buf, n, pos, &nseq, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ ESL_ALLOC(cyk_scA, sizeof(float) * nseq);
+ status = MPI_Unpack (buf, n, pos, cyk_scA, nseq, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(ins_scA, sizeof(float) * nseq);
+ status = MPI_Unpack (buf, n, pos, ins_scA, nseq, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(fwd_scA, sizeof(float) * nseq);
+ status = MPI_Unpack (buf, n, pos, fwd_scA, nseq, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(partA, sizeof(int) * nseq);
+ status = MPI_Unpack (buf, n, pos, partA, nseq, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_cyk_scA = cyk_scA;
+ *ret_ins_scA = ins_scA;
+ *ret_fwd_scA = fwd_scA;
+ *ret_partA = partA;
+ *ret_nseq = nseq;
+ return eslOK;
+
+ ESL_DPRINTF1(("cmcalibrate_filter_results_MPIUnpack() done.\n"));
+
+ ERROR:
+ if(cyk_scA != NULL) free(cyk_scA);
+ if(ins_scA != NULL) free(ins_scA);
+ if(fwd_scA != NULL) free(fwd_scA);
+ if(partA != NULL) free(partA);
+ *ret_nseq = 0;
+ return status;
+}
+
+/* Function: comlog_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * ComLog_t object. Follows 'Purpose'
+ * of other *_MPIPackSize() functions above.
+ *
+ * Incept: EPN, Mon Dec 31 14:31:04 2007
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <comlog_MPIPack()>.
+ */
+int
+comlog_MPIPackSize(ComLog_t *comlog, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = esl_mpi_PackOptSize(comlog->bcom, -1, MPI_CHAR, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = esl_mpi_PackOptSize(comlog->bdate, -1, MPI_CHAR, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = esl_mpi_PackOptSize(comlog->ccom, -1, MPI_CHAR, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = esl_mpi_PackOptSize(comlog->cdate,-1, MPI_CHAR, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: comlog_MPIPack()
+ * Synopsis: Packs ComLog_t <comlog> into MPI buffer.
+ * See 'Purpose','Returns' and 'Throws'
+ * of other *_MPIPack()'s for more info.
+ *
+ * Incept: EPN, Wed Dec 12 05:03:40 2007
+ */
+int
+comlog_MPIPack(ComLog_t *comlog, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+
+ ESL_DPRINTF2(("comlog_MPIPack(): ready.\n"));
+
+
+ status = esl_mpi_PackOpt(comlog->bcom, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = esl_mpi_PackOpt(comlog->bdate, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = esl_mpi_PackOpt(comlog->ccom, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = esl_mpi_PackOpt(comlog->cdate, -1, MPI_CHAR, buf, n, position, comm); if (status != eslOK) ESL_EXCEPTION(eslESYS, "pack failed");
+ ESL_DPRINTF2(("comlog_results_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+}
+
+/* Function: comlog_MPIUnpack()
+ * Synopsis: Unpacks ComLog_t<comlog> from an MPI buffer.
+ * Follows 'Purpose', 'Returns', 'Throws' of other
+ * *_MPIUnpack() functions above.
+ *
+ * Incept: EPN, Wed Dec 12 05:29:19 2007
+ */
+int
+comlog_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, ComLog_t **ret_comlog)
+{
+ int status;
+ ComLog_t *comlog;
+
+ ESL_ALLOC(comlog, sizeof(ComLog_t));
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(comlog->bcom), NULL, MPI_CHAR, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(comlog->bdate), NULL, MPI_CHAR, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(comlog->ccom), NULL, MPI_CHAR, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ status = esl_mpi_UnpackOpt(buf, n, pos, (void**)&(comlog->cdate), NULL, MPI_CHAR, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ *ret_comlog = comlog;
+ return eslOK;
+
+ ERROR:
+ if(comlog != NULL) free(comlog);
+ *ret_comlog = NULL;
+ return status;
+}
+
+#endif
+
diff --git a/src/nearzero.prior b/src/nearzero.prior
new file mode 100644
index 0000000..2ac717a
--- /dev/null
+++ b/src/nearzero.prior
@@ -0,0 +1,384 @@
+DIRICHLET
+74
+MATP_MP BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_MP END
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_MP MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_MP MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATP_MP MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_ML BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_ML END
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_ML MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_ML MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATP_ML MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_MR BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_MR END
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_MR MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_MR MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATP_MR MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_D BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_D END
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_D MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_D MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATP_D MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_IL BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_IL END
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_IL MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_IL MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATP_IL MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+MATP_IR BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATP_IR END
+2
+1
+1.0
+0.0000001 0.0000001
+MATP_IR MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATP_IR MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATP_IR MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATL_ML BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATL_ML END
+2
+1
+1.0
+0.0000001 0.0000001
+MATL_ML MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATL_ML MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATL_ML MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATL_D BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATL_D END
+2
+1
+1.0
+0.0000001 0.0000001
+MATL_D MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATL_D MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATL_D MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATL_IL BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATL_IL END
+2
+1
+1.0
+0.0000001 0.0000001
+MATL_IL MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATL_IL MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATL_IL MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATR_MR BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATR_MR MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATR_MR MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATR_D BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATR_D MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATR_D MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+MATR_IR BIF
+2
+1
+1.0
+0.0000001 0.0000001
+MATR_IR MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+MATR_IR MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+BEGL_S BIF
+1
+1
+1.0
+0.0000001
+BEGL_S MATP
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+BEGR_S BIF
+2
+1
+1.0
+0.0000001 0.0000001
+BEGR_S MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+BEGR_S MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+BEGR_IL BIF
+2
+1
+1.0
+0.0000001 0.0000001
+BEGR_IL MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+BEGR_IL MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_S BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+ROOT_S MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_S MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_S MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_IL BIF
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+ROOT_IL MATL
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_IL MATP
+6
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_IL MATR
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_IR BIF
+2
+1
+1.0
+0.0000001 0.0000001
+ROOT_IR MATL
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+ROOT_IR MATP
+5
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+ROOT_IR MATR
+3
+1
+1.0
+0.0000001 0.0000001 0.0000001
+16
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001 0.0000001
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
+4
+1
+1.0
+0.0000001 0.0000001 0.0000001 0.0000001
diff --git a/src/old_cm_dpalign.c b/src/old_cm_dpalign.c
new file mode 100644
index 0000000..65613c8
--- /dev/null
+++ b/src/old_cm_dpalign.c
@@ -0,0 +1,8749 @@
+/***********************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+/* cm_postprob.c
+ * EPN 05.08.06
+ *
+ * Functions for working with posterior probabilities for CMs.
+ * Includes non-banded functions as well as banded ones (bands
+ * in the j and d dimensions).
+ *
+ * Most of the alignment functions (ex: Inside) have two versions:
+ * FInside() and IInside(), the former uses float log odds scores, the
+ * latter uses scaled int log odds scores. Floats are more precise but
+ * about 10X slower than ints, the difference is b/c it's necessary to go
+ * into and out of log space to add floats in FLogsum, while ILogsum
+ * uses a precomputed lookup table with ints.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <float.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dirichlet.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_exponential.h"
+#include "esl_fileparser.h"
+#include "esl_gamma.h"
+#include "esl_getopts.h"
+#include "esl_gev.h"
+#include "esl_gumbel.h"
+#include "esl_histogram.h"
+#include "esl_hyperexp.h"
+#include "esl_keyhash.h"
+#include "esl_minimizer.h"
+#include "esl_mixgev.h"
+#include "esl_msa.h"
+#include "esl_msacluster.h"
+#include "esl_msaweight.h"
+#include "esl_normal.h"
+#include "esl_paml.h"
+#include "esl_random.h"
+#include "esl_ratematrix.h"
+#include "esl_regexp.h"
+#include "esl_rootfinder.h"
+#include "esl_scorematrix.h"
+#include "esl_sqio.h"
+#include "esl_ssi.h"
+#include "esl_stack.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_stretchexp.h"
+#include "esl_tree.h"
+#include "esl_vectorops.h"
+#include "esl_weibull.h"
+#include "esl_wuss.h"
+
+#include "funcs.h" /* external functions */
+#include "old_funcs.h" /* old external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+static int get_iemission_score(CM_t *cm, ESL_DSQ *dsq, int v, int i, int j);
+static float get_femission_score(CM_t *cm, ESL_DSQ *dsq, int v, int i, int j);
+
+/*
+ * Function: OldActuallyAlignTargets
+ * Incept: EPN, Tue Dec 5 14:25:02 2006
+ *
+ * Purpose: Given a CM and sequences, do preliminaries, call the correct
+ * alignment function and return parsetrees and optionally postal codes
+ * (if cm->align_opts & CM_ALIGN_POST).
+ * Uses version 0.81 (old) DP functions, as opposed to the fast version
+ * 1.0 DP functions called by ActuallyAlignTargets().
+ *
+ * Two different modes are possible dependent on input args. Mode
+ * is checked for during contract enforcement.
+ *
+ * sq_mode: seqs_to_aln != NULL; dsq == NULL; results == NULL.
+ * align the seqs_to_aln->nseq ESL_SQ sq sequences store
+ * parsetrees or CP9 traces and/or postal codes in
+ * seqs_to_aln.
+ *
+ * dsq_mode: seqs_to_aln == NULL; dsq != NULL, results != NULL.
+ * align the search results (hits) in results, which
+ * are all subsequences of a single sequence (dsq).
+ * parstrees are stored in seacrh_results.
+ *
+ * Args: CM - the covariance model
+ * seqs_to_aln - the sequences (if sq_mode)
+ * dsq - a single digitized sequence (if dsq_mode)
+ * search_results - search results with subsequence indices of dsq to align (if dsq_mode)
+ * first_result - index of first result in search_results to align (if dsq_mode)
+ * bdump_level - verbosity level for band related print statements
+ * debug_level - verbosity level for debugging print statements
+ * silent_mode - TRUE to not print anything, FALSE to print scores
+ * r - source of randomness (NULL unless CM_ALIGN_SAMPLE)
+ *
+ * Returns: eslOK on success;
+ * Dies if there's an error (not good for MPI).
+ */
+int
+OldActuallyAlignTargets(CM_t *cm, seqs_to_aln_t *seqs_to_aln, ESL_DSQ *dsq, search_results_t *search_results,
+ int first_result, int bdump_level, int debug_level, int silent_mode, ESL_RANDOMNESS *r)
+{
+ int status;
+ ESL_STOPWATCH *watch; /* for timings */
+ int sq_mode = FALSE; /* we're aligning nseq seqs in sq */
+ int dsq_mode = FALSE; /* we're aligning search_results->num_results seqs, all subseqs of dsq */
+ int nalign = 0; /* number of sequences we're aligning */
+ ESL_DSQ *cur_dsq; /* ptr to digitized sequence we're currently aligning */
+ Parsetree_t **cur_tr; /* pointer to the pointer to the parsetree we're currently creating */
+ int L; /* length of sequence/subseq we're currently aligning */
+ int i; /* counter over sequences */
+ int ip; /* offset index in search_results */
+ int v; /* state counter */
+ char **postcode1 = NULL;/* posterior decode array of strings, tens place ('9' for 93) */
+ char **postcode2 = NULL;/* posterior decode array of strings, ones place ('3' for 93) */
+ Parsetree_t **tr = NULL;/* parse trees for the sequences */
+ CP9trace_t **cp9_tr = NULL;/* CP9 traces for the sequences */
+ float sc; /* score for one sequence alignment */
+ float maxsc; /* max score in all seqs */
+ float minsc; /* min score in all seqs */
+ float avgsc; /* avg score over all seqs */
+ float tmpsc; /* temporary score */
+
+ /* variables related to CM Plan 9 HMMs */
+ CP9_t *hmm; /* constructed CP9 HMM */
+ CP9Bands_t *cp9b; /* data structure for hmm bands (bands on the hmm states)
+ * and arrays for CM state bands, derived from HMM bands */
+ CP9Map_t *cp9map; /* maps the hmm to the cm and vice versa */
+ float swentry; /* S/W aggregate entry probability */
+ float swexit; /* S/W aggregate exit probability */
+
+ /* variables related to the do_sub option */
+ CM_t *sub_cm; /* sub covariance model */
+ CMSubMap_t *submap;
+ CP9Bands_t *sub_cp9b; /* data structure for hmm bands (bands on the hmm states)
+ * and arrays for CM state bands, derived from HMM bands */
+ CM_t *orig_cm; /* the original, template covariance model the sub CM was built from */
+ int spos; /* HMM node most likely to have emitted posn 1 of target seq */
+ int spos_state; /* HMM state type for curr spos 0=match or 1=insert */
+ int epos; /* HMM node most likely to have emitted posn L of target seq */
+ int epos_state; /* HMM state type for curr epos 0=match or 1=insert */
+ Parsetree_t *orig_tr; /* parsetree for the orig_cm; created from the sub_cm parsetree */
+
+ CP9_t *sub_hmm; /* constructed CP9 HMM */
+ CP9Map_t *sub_cp9map; /* maps the sub_hmm to the sub_cm and vice versa */
+ CP9_t *orig_hmm; /* original CP9 HMM built from orig_cm */
+ CP9Map_t *orig_cp9map; /* original CP9 map */
+ CP9Bands_t *orig_cp9b; /* original CP9Bands */
+
+ /* variables related to query dependent banding (qdb) */
+ int expand_flag; /* TRUE if the dmin and dmax vectors have just been
+ * expanded (in which case we want to recalculate them
+ * before we align a new sequence), and FALSE if not*/
+ int *orig_dmin; /* original dmin values passed in */
+ int *orig_dmax; /* original dmax values passed in */
+
+ /* variables related to inside/outside */
+ /*float ***alpha;*/ /* alpha DP matrix for Inside() */
+ /*float ***beta; */ /* beta DP matrix for Inside() */
+ /*float ***post; */ /* post DP matrix for Inside() */
+ int ***alpha; /* alpha DP matrix for Inside() */
+ int ***beta; /* beta DP matrix for Inside() */
+ int ***post; /* post DP matrix for Inside() */
+
+ float *parsesc; /* parsetree scores of each sequence */
+
+ /* declare and initialize options */
+ int do_small = FALSE; /* TRUE to use D&C small alignment algs */
+ int do_local = FALSE; /* TRUE to do local alignment */
+ int do_qdb = FALSE; /* TRUE to do QDB alignment */
+ int do_hbanded = FALSE; /* TRUE to do HMM banded alignment */
+ int use_sums = FALSE; /* TRUE to use posterior sums for HMM banded alignment */
+ int do_sub = FALSE; /* TRUE to align to a sub CM */
+ int do_hmmonly = FALSE; /* TRUE to align with an HMM only */
+ int do_scoreonly = FALSE; /* TRUE to only calculate the score */
+ int do_inside = FALSE; /* TRUE to do Inside also */
+ int do_post = FALSE; /* TRUE to calculate posterior probabilities */
+ int do_timings = FALSE; /* TRUE to report timings */
+ int do_check = FALSE; /* TRUE to check posteriors from Inside/Outside */
+ int do_sample = FALSE; /* TRUE to sample from an Inside matrix */
+
+ /* Contract check */
+ if(!(cm->flags & CMH_BITS)) cm_Fail("OldActuallyAlignTargets(), CMH_BITS flag down.\n");
+ if(r == NULL && (cm->align_opts & CM_ALIGN_SAMPLE)) cm_Fail("OldActuallyAlignTargets(), no source of randomness, but CM_ALIGN_SAMPLE alignment option on.\n");
+ if(r != NULL && (!(cm->align_opts & CM_ALIGN_SAMPLE))) cm_Fail("OldActuallyAlignTargets(), we have a source of randomness, but CM_ALIGN_SAMPLE alignment option off.\n");
+ if((cm->align_opts & CM_ALIGN_POST) && (cm->align_opts & CM_ALIGN_HMMVITERBI)) cm_Fail("OldActuallyAlignTargets(), CM_ALIGN_POST and CM_ALIGN_HMMVITERBI options are incompatible.\n");
+ if((cm->align_opts & CM_ALIGN_SCOREONLY) && (cm->align_opts & CM_ALIGN_HMMVITERBI)) cm_Fail("OldActuallyAlignTargets(), CM_ALIGN_SCOREONLY and CM_ALIGN_HMMVITERBI options are incompatible.\n");
+ if((cm->align_opts & CM_ALIGN_SCOREONLY) && (cm->align_opts & CM_ALIGN_POST)) cm_Fail("OldActuallyAlignTargets(), CM_ALIGN_SCOREONLY and CM_ALIGN_POST options are incompatible.\n");
+
+ /* determine mode */
+ if (seqs_to_aln != NULL && (dsq == NULL && search_results == NULL)) sq_mode = TRUE;
+ else if(seqs_to_aln == NULL && (dsq != NULL && search_results != NULL)) dsq_mode = TRUE;
+ else cm_Fail("OldActuallyAlignTargets(), can't determine mode (sq_mode or dsq_mode).\n");
+
+ if( sq_mode && (seqs_to_aln->sq == NULL)) cm_Fail("OldActuallyAlignTargets(), in sq_mode, seqs_to_aln->sq is NULL.\n");
+ if( sq_mode && (seqs_to_aln->tr != NULL)) cm_Fail("OldActuallyAlignTargets(), in sq_mode, seqs_to_aln->tr is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->cp9_tr != NULL)) cm_Fail("OldActuallyAlignTargets(), in sq_mode, seqs_to_aln->cp9_tr is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->postcode1!= NULL)) cm_Fail("OldActuallyAlignTargets(), in sq_mode, seqs_to_aln->postcode1 is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->postcode2!= NULL)) cm_Fail("OldActuallyAlignTargets(), in sq_mode, seqs_to_aln->postcode2 is non-NULL.\n");
+ if( sq_mode && (seqs_to_aln->sc != NULL)) cm_Fail("OldActuallyAlignTargets(), in sq_mode, seqs_to_aln->sc is non-NULL.\n");
+
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_HMMVITERBI)) cm_Fail("OldActuallyAlignTargets(), in dsq_mode, CM_ALIGN_HMMVITERBI option on.\n");
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_POST)) cm_Fail("OldActuallyAlignTargets(), in dsq_mode, CM_ALIGN_POST option on.\n");
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_INSIDE)) cm_Fail("OldActuallyAlignTargets(), in dsq_mode, CM_ALIGN_INSIDE option on.\n");
+ if(dsq_mode && (cm->align_opts & CM_ALIGN_SAMPLE)) cm_Fail("OldActuallyAlignTargets(), in dsq_mode, CM_ALIGN_SAMPLE option on.\n");
+ if(dsq_mode && search_results == NULL) cm_Fail("OldActuallyAlignTargets(), in dsq_mode, search_results are NULL.\n");
+ if(dsq_mode && (first_result > search_results->num_results)) cm_Fail("OldActuallyAlignTargets(), in dsq_mode, first_result: %d > search_results->num_results: %d\n", first_result, search_results->num_results);
+
+ /* set the options based on cm->align_opts */
+ if(cm->align_opts & CM_ALIGN_SMALL) do_small = TRUE;
+ if(cm->config_opts & CM_CONFIG_LOCAL) do_local = TRUE;
+ if(cm->align_opts & CM_ALIGN_QDB) do_qdb = TRUE;
+ if(cm->align_opts & CM_ALIGN_HBANDED) do_hbanded = TRUE;
+ if(cm->align_opts & CM_ALIGN_SUMS) use_sums = TRUE;
+ if(cm->align_opts & CM_ALIGN_SUB) do_sub = TRUE;
+ if(cm->align_opts & CM_ALIGN_HMMVITERBI) do_hmmonly = TRUE;
+ if(cm->align_opts & CM_ALIGN_INSIDE) do_inside = TRUE;
+ if(cm->align_opts & CM_ALIGN_POST) do_post = TRUE;
+ if(cm->align_opts & CM_ALIGN_TIME) do_timings = TRUE;
+ if(cm->align_opts & CM_ALIGN_CHECKINOUT) do_check = TRUE;
+ if(cm->align_opts & CM_ALIGN_SCOREONLY) do_scoreonly = TRUE;
+ if(cm->align_opts & CM_ALIGN_SAMPLE) do_sample = TRUE;
+
+ /* another contract check */
+ if((do_sample + do_inside + do_post) > 1) cm_Fail("OldActuallyAlignTargets(), exactly 0 or 1 of the following must be TRUE (== 1):\n\tdo_sample = %d\n\tdo_inside = %d\n\tdo_post%d\n\tdo_hmmonly: %d\n\tdo_scoreonly: %d\n", do_sample, do_inside, do_post, do_hmmonly, do_scoreonly);
+
+ if(debug_level > 0) {
+ printf("do_local : %d\n", do_local);
+ printf("do_qdb : %d\n", do_qdb);
+ printf("do_hbanded: %d\n", do_hbanded);
+ printf("use_sums : %d\n", use_sums);
+ printf("do_sub : %d\n", do_sub);
+ printf("do_hmmonly: %d\n", do_hmmonly);
+ printf("do_inside : %d\n", do_inside);
+ printf("do_small : %d\n", do_small);
+ printf("do_post : %d\n", do_post);
+ printf("do_timings: %d\n", do_timings);
+ }
+
+ if (sq_mode) nalign = seqs_to_aln->nseq;
+ else if(dsq_mode) { nalign = search_results->num_results - first_result; silent_mode = TRUE; }
+
+ /* If sqmode: potentially allocate tr, cp9_tr, and postcodes. We'll set
+ * seqs_to_aln->tr, seqs_to_aln->cp9_tr, seqs_to_aln->postcode1, and
+ * seqs_to_aln->postcode2 to these guys at end of function.
+ *
+ * If dsqmode: do not allocate parsetree pointers, they already exist
+ * in search_results.
+ */
+
+ tr = NULL;
+ cp9_tr = NULL;
+ postcode1= NULL;
+ postcode2= NULL;
+ if(sq_mode) {
+ if(!do_hmmonly && !do_scoreonly && !do_inside)
+ ESL_ALLOC(tr, sizeof(Parsetree_t *) * nalign);
+ else if(do_hmmonly) /* do_hmmonly */
+ ESL_ALLOC(cp9_tr, sizeof(CP9trace_t *) * nalign);
+ if(do_post) {
+ ESL_ALLOC(postcode1, sizeof(char **) * nalign);
+ ESL_ALLOC(postcode2, sizeof(char **) * nalign);
+ }
+ }
+ ESL_ALLOC(parsesc, sizeof(float) * nalign);
+
+ minsc = FLT_MAX;
+ maxsc = -FLT_MAX;
+ avgsc = 0;
+ watch = esl_stopwatch_Create();
+
+ if(do_hbanded || do_sub) /* We need a CP9 HMM to build sub_cms */
+ {
+ if(cm->cp9 == NULL) cm_Fail("OldActuallyAlignTargets, trying to use CP9 HMM that is NULL\n");
+ if(cm->cp9b == NULL) cm_Fail("OldActuallyAlignTargets, cm->cp9b is NULL\n");
+ if(!(cm->cp9->flags & CPLAN9_HASBITS)) cm_Fail("OldActuallyAlignTargets, trying to use CP9 HMM with CPLAN9_HASBITS flag down.\n");
+
+ /* Keep data for the original CM safe; we'll be doing
+ * pointer swapping to ease the sub_cm alignment implementation. */
+ hmm = cm->cp9;
+ cp9b = cm->cp9b;
+ cp9map = cm->cp9map;
+ orig_hmm = hmm;
+ orig_cp9b = cp9b;
+ orig_cp9map = cp9map;
+ }
+ /* Copy the QD bands in case we expand them. */
+ if(do_qdb) {
+ if(bdump_level > 1) debug_print_bands(stdout, cm, cm->dmin, cm->dmax);
+ expand_flag = FALSE;
+ /* Copy dmin and dmax, so we can replace them after expansion */
+ ESL_ALLOC(orig_dmin, sizeof(int) * cm->M);
+ ESL_ALLOC(orig_dmax, sizeof(int) * cm->M);
+ for(v = 0; v < cm->M; v++) {
+ orig_dmin[v] = cm->dmin[v];
+ orig_dmax[v] = cm->dmax[v];
+ }
+ }
+ if(do_sub) { /* to get spos and epos for the sub_cm,
+ * we config the HMM to local mode with equiprobable start/end points.*/
+ swentry = ((hmm->M)-1.)/hmm->M; /* all start pts equiprobable, including 1 */
+ swexit = ((hmm->M)-1.)/hmm->M; /* all end pts equiprobable, including M */
+ CPlan9SWConfig(hmm, swentry, swexit);
+ CP9Logoddsify(hmm);
+ }
+ orig_cm = cm;
+
+ /*****************************************************************
+ * Collect parse trees for each sequence
+ *****************************************************************/
+ for (i = 0; i < nalign; i++) {
+ if(do_timings) esl_stopwatch_Start(watch);
+ if (sq_mode) {
+ cur_dsq = seqs_to_aln->sq[i]->dsq;
+ cur_tr = &(tr[i]);
+ L = seqs_to_aln->sq[i]->n;
+ }
+ else if (dsq_mode) {
+ ip = i + first_result; /* offset index in search_results structures */
+ cur_dsq = dsq + search_results->data[ip].start - 1;
+ cur_tr = &(search_results->data[ip].tr);
+ L = search_results->data[ip].stop - search_results->data[ip].start + 1;
+ }
+ if (L == 0) continue; /* silently skip zero length seqs */
+
+ /* Special case, if do_hmmonly, align seq with Viterbi, print score and move on to next seq */
+ if(sq_mode && do_hmmonly) {
+ if(sq_mode && !silent_mode) printf("Aligning (to a CP9 HMM w/viterbi) %-20s", seqs_to_aln->sq[i]->name);
+ sc = CP9ViterbiAlign(cur_dsq, 1, L, cm->cp9, cm->cp9_mx, &(cp9_tr[i]));
+ if(sq_mode && !silent_mode) printf(" score: %10.2f bits\n", sc);
+ parsesc[i] = sc;
+ continue;
+ }
+ /* Special case, if do_scoreonly, align seq with full CYK inside, just to
+ * get the score. For testing, probably in cmscore. */
+ if(sq_mode && do_scoreonly) {
+ if(sq_mode && !silent_mode) printf("Aligning (w/full CYK score only) %-30s", seqs_to_aln->sq[i]->name);
+ sc = CYKInsideScore(cm, cur_dsq, L, 0, 1, L, NULL, NULL); /* don't do QDB mode */
+ if(sq_mode && !silent_mode) printf(" score: %10.2f bits\n", sc);
+ parsesc[i] = sc;
+ continue;
+ }
+
+ /* Potentially, do HMM calculations. */
+ if((!do_sub) && do_hbanded) {
+ if((status = cp9_Seq2Bands(orig_cm, NULL, orig_cm->cp9_mx, orig_cm->cp9_bmx, cm->cp9_bmx, cur_dsq, 1, L, orig_cp9b, FALSE, debug_level)) != eslOK) cm_Fail("OldActuallyAlignTargets(), unrecoverable error in cp9_Seq2Bands().");
+ }
+ else if(do_sub) {
+ /* If we're in sub mode:
+ * (1) Get HMM posteriors
+ * (2) Infer the start (spos) and end (epos) HMM states by
+ * looking at the posterior matrix.
+ * (3) Build the sub_cm from the original CM.
+ *
+ * If we're also doing HMM banded alignment to sub CM:
+ * (4) Build a new CP9 HMM from the sub CM.
+ * (5) Do Forward/Backward again, and get HMM bands
+ */
+
+ /* (1) Get HMM posteriors */
+ if((status = cp9_Seq2Posteriors(orig_cm, NULL, orig_cm->cp9_mx, orig_cm->cp9_bmx, orig_cm->cp9_bmx, cur_dsq, 1, L, debug_level)) != eslOK) cm_Fail("OldActuallyAlignTargets(), unrecoverable error in cp9_Seq2Posteriors().");
+
+ /* (2) infer the start and end HMM nodes (consensus cols) from posterior matrix.
+ * Remember: we're necessarily in CP9 local mode, the --sub option turns local mode on.
+ */
+ CP9NodeForPosn(orig_hmm, 1, L, 1, orig_cm->cp9_bmx, &spos, &spos_state, 0., TRUE, debug_level);
+ CP9NodeForPosn(orig_hmm, 1, L, L, orig_cm->cp9_bmx, &epos, &epos_state, 0., FALSE, debug_level);
+ /* Deal with special cases for sub-CM alignment:
+ * If the most likely state to have emitted the first or last residue
+ * is the insert state in node 0, it only makes sense to start modelling
+ * at consensus column 1. */
+ if(spos == 0 && spos_state == 1) spos = 1;
+ if(epos == 0 && epos_state == 1) epos = 1;
+ /* If most-likely HMM node to emit final position comes BEFORE most-likely HMM node to emit first position,
+ * our HMM alignment is crap, default to using the full CM. */
+ if(epos < spos) { spos = 1; epos = cm->cp9->M; }
+
+ /* (3) Build the sub_cm from the original CM. */
+ if(!(build_sub_cm(orig_cm, &sub_cm,
+ spos, epos, /* first and last col of structure kept in the sub_cm */
+ &submap, /* maps from the sub_cm to cm and vice versa */
+ debug_level))) /* print or don't print debugging info */
+ cm_Fail("ERROR OldActuallyAlignTargets(), building sub CM.");
+ /* Configure the sub_cm, the same as the cm, this will build a CP9 HMM if (do_hbanded), this will also: */
+ /* (4) Build a new CP9 HMM from the sub CM. */
+ ConfigCM(sub_cm, NULL, NULL);
+ cm = sub_cm; /* orig_cm still points to the original CM */
+ if(do_hbanded) { /* we're doing HMM banded alignment to the sub_cm */
+ /* Get the HMM bands for the sub_cm */
+ sub_hmm = sub_cm->cp9;
+ sub_cp9b = sub_cm->cp9b;
+ sub_cp9map = sub_cm->cp9map;
+ /* (5) Do Forward/Backward again, and get HMM bands */
+ if((status = cp9_Seq2Bands(sub_cm, NULL, sub_cm->cp9_mx, sub_cm->cp9_bmx, sub_cm->cp9_bmx, cur_dsq, 1, L, sub_cp9b, FALSE, debug_level)) != eslOK) cm_Fail("OldActuallyAlignTargets(), unrecoverable error in cp9_Seq2Bands().");
+ hmm = sub_hmm;
+ cp9b = sub_cp9b;
+ cp9map = sub_cp9map;
+ }
+ }
+
+ /* Determine which CYK alignment algorithm to use, based
+ * on command-line options AND memory requirements.
+ */
+ if(do_hbanded) {
+ /* write a function to determine size of jd banded memory
+ * req'd, and set do_small to true if its > thresh.
+ if(do_small) * We're only going to band on d in memory, but
+ * we need to calculate safe_hd bands on the d dimension.
+ {
+ */
+ }
+ if(do_qdb) {
+ /*Check if we need to reset the query dependent bands b/c they're currently expanded. */
+ if(expand_flag) {
+ for(v = 0; v < cm->M; v++) {
+ cm->dmin[v] = orig_dmin[v];
+ cm->dmax[v] = orig_dmax[v];
+ }
+ expand_flag = FALSE;
+ }
+ if((L < cm->dmin[0]) || (L > cm->dmax[0])) {
+ /* the seq we're aligning is outside the root band, so we expand.*/
+ ExpandBands(cm, L, cm->dmin, cm->dmax);
+ if(sq_mode && debug_level > 0) printf("Expanded bands for seq : %s\n", seqs_to_aln->sq[i]->name);
+ if(bdump_level > 2) { printf("printing expanded bands :\n"); debug_print_bands(stdout, cm, cm->dmin, cm->dmax); }
+ expand_flag = TRUE;
+ }
+ }
+
+ if(sq_mode && !silent_mode) {
+ if(do_sub) printf("Aligning (to a sub CM) %-20s", seqs_to_aln->sq[i]->name);
+ else printf("Aligning %-30s", seqs_to_aln->sq[i]->name);
+ }
+
+ /* beginning of large if() else if() else if() ... statement */
+ if(do_sample) {
+ if(do_hbanded) { /* sampling from inside HMM banded matrix */
+ IInside_b_jd_me(cm, cur_dsq, 1, L,
+ TRUE, /* non memory-saving mode, we sample from alpha mx */
+ NULL, &alpha,/* fill alpha, and return it, we'll sample a parsetree from it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ sc = ParsetreeSampleFromIInside_b_jd_me(r, cm, cur_dsq, L, alpha, cp9b, cur_tr, NULL);
+ }
+ else { /* sampling from inside matrix, but not HMM banded */
+ IInside(cm, cur_dsq, 1, L,
+ TRUE, /* save full alpha, so we can sample from it, */
+ NULL, &alpha, /* fill alpha, and return it, we'll sample a parsetree from it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local); /* TRUE to allow local begins */
+ sc = ParsetreeSampleFromIInside(r, cm, cur_dsq, L, alpha, cur_tr, NULL);
+ }
+ }
+ else if(do_inside) {
+ if(do_hbanded) { /* HMM banded inside only */
+ sc = IInside_b_jd_me(cm, cur_dsq, 1, L,
+ TRUE, /* non memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ }
+ else { /* non-banded inside only */
+ sc = IInside(cm, cur_dsq, 1, L,
+ FALSE, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local); /* TRUE to allow local begins */
+ }
+ }
+ else if (do_small) { /* small D&C CYK alignment */
+ if(do_qdb) { /* use QDBs when doing D&C CYK */
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L,
+ cur_tr, cm->dmin, cm->dmax);
+ if(bdump_level > 0) qdb_trace_info_dump(cm, *cur_tr, cm->dmin, cm->dmax, bdump_level);
+ }
+ else if(do_hbanded) { /* use QDBs (safe d bands) derived from HMM bands when doing D&C CYK, HMM bands were not tight enough to allow HMM banded full CYK*/
+ /* Calc the safe d bands */
+ hd2safe_hd_bands(cm->M, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax,
+ cp9b->safe_hdmin, cp9b->safe_hdmax);
+ if(debug_level > 3) { printf("\nprinting hd bands\n\n"); debug_print_hd_bands(cm, cp9b->hdmin, cp9b->hdmax, cp9b->jmin, cp9b->jmax); printf("\ndone printing hd bands\n\n"); }
+ /* Note the following CYK call will not enforce j bands, even though user specified --hbanded. */
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, cp9b->safe_hdmin, cp9b->safe_hdmax);
+ if(bdump_level > 0) qdb_trace_info_dump(cm, *cur_tr, cm->dmin, cm->dmax, bdump_level);
+ }
+ else { /* small D&C CYK non-banded alignment */
+ /*printf("DEBUG PRINTING CM PARAMS BEFORE D&C CALL\n"); debug_print_cm_params(cm); printf("DONE DEBUG PRINTING CM PARAMS BEFORE D&C CALL\n");*/
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL); /* we're not in QDB mode */
+ if(bdump_level > 0) {
+ /* We want QDB info but QDBs weren't used. Useful if you're curious why a QDB banded parse is crappy
+ * relative to non-banded parse, e.g. allows you to see where the non-banded parse went outside the bands. */
+ qdb_trace_info_dump(cm, tr[i], cm->dmin, cm->dmax, bdump_level);
+ }
+ }
+ }
+ else if(do_qdb) { /* non-small, QDB banded CYK alignment */
+ sc = CYKInside(cm, cur_dsq, L, 0, 1, L, cur_tr, cm->dmin, cm->dmax);
+ if(bdump_level > 0) qdb_trace_info_dump(cm, tr[i], cm->dmin, cm->dmax, bdump_level);
+ }
+ else if(do_hbanded) { /* non-small, HMM banded CYK alignment */
+ sc = CYKInside_b_jd(cm, cur_dsq, L, 0, 1, L, cur_tr, cp9b->jmin,
+ cp9b->jmax, cp9b->hdmin, cp9b->hdmax, cp9b->safe_hdmin, cp9b->safe_hdmax);
+ /* if CM_ALIGN_HMMSAFE option is enabled, realign seqs w/HMM banded parses < 0 bits */
+ if(cm->align_opts & CM_ALIGN_HMMSAFE && sc < 0.) {
+ tmpsc = sc;
+ if(!silent_mode) printf("\n%s HMM banded parse had a negative score, realigning with non-banded CYK.\n", seqs_to_aln->sq[i]->name);
+ FreeParsetree(*cur_tr);
+ sc = CYKDivideAndConquer(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL); /* we're not in QDB mode */
+ if(!silent_mode && fabs(sc-tmpsc) < 0.01) printf("HMM banded parse was the optimal parse.\n\n");
+ else if (!silent_mode) printf("HMM banded parse was non-optimal, it was %.2f bits below the optimal.\n\n", (fabs(sc-tmpsc)));
+ }
+ }
+ else { /* non-small, non-banded CYK alignment */
+ sc = CYKInside(cm, cur_dsq, L, 0, 1, L, cur_tr, NULL, NULL);
+ if(bdump_level > 0) {
+ /* We want band info but --hbanded wasn't used. Useful if you're curious why a banded parse is crappy
+ * relative to non-banded parse, e.g. allows you to see where the non-banded parse went outside the bands. */
+ qdb_trace_info_dump(cm, tr[i], cm->dmin, cm->dmax, bdump_level);
+ }
+ }
+ /* end of large if() else if() else if() else statement */
+
+ if(do_post) { /* do Inside() and Outside() runs and use alpha and beta to get posteriors */
+ ESL_ALLOC(post, sizeof(int **) * (cm->M+1));
+ if(do_hbanded) { /* HMM banded Inside/Outside --> posteriors */
+ for (v = 0; v < cm->M; v++) post[v] = Ialloc_jdbanded_vjd_deck(L, 1, L, cp9b->jmin[v], cp9b->jmax[v], cp9b->hdmin[v], cp9b->hdmax[v]);
+ post[cm->M] = NULL;
+ post[cm->M] = Ialloc_vjd_deck(L, 1, L);
+ sc = IInside_b_jd_me(cm, cur_dsq, 1, L,
+ TRUE, /* save full alpha so we can run outside */
+ NULL, &alpha, /* fill alpha, and return it, needed for IOutside() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ sc = IOutside_b_jd_me(cm, cur_dsq, 1, L,
+ TRUE, /* save full beta */
+ NULL, &beta, /* fill beta, and return it, needed for ICMPosterior() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ alpha, &alpha, /* alpha matrix from IInside(), and save it for CMPosterior*/
+ do_check, /* TRUE to check Outside probs agree with Inside */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ ICMPosterior_b_jd_me(L, cm, alpha, NULL, beta, NULL, post, &post,
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax);
+ ICMPostalCode_b_jd_me(cm, L, post, tr[i], cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax,
+ &(postcode1[i]), &(postcode2[i]));
+ }
+ else { /* non-HMM banded Inside/Outside --> posteriors */
+ for (v = 0; v < cm->M+1; v++) post[v] = Ialloc_vjd_deck(L, 1, L);
+ sc = IInside(cm, cur_dsq, 1, L,
+ TRUE, /* save full alpha so we can run outside */
+ NULL, &alpha, /* fill alpha, and return it, needed for IOutside() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local); /* TRUE to allow local begins */
+ sc = IOutside(cm, cur_dsq, 1, L,
+ TRUE, /* save full beta */
+ NULL, &beta, /* fill beta, and return it, needed for CMPosterior() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ alpha, &alpha, /* alpha matrix from IInside(), and save it for CMPosterior*/
+ do_check); /* TRUE to check Outside probs agree with Inside */
+ ICMPosterior(L, cm, alpha, NULL, beta, NULL, post, &post); /* this frees alpha, beta */
+ if(do_check) {
+ ICMCheckPosterior(L, cm, post);
+ printf("\nPosteriors checked (I).\n\n");
+ }
+ ICMPostalCode(cm, L, post, tr[i], &(postcode1[i]), &(postcode2[i]));
+ }
+ /* free post */
+ if(post != NULL) Ifree_vjd_matrix(post, cm->M, 1, L);
+ }
+ /* done alignment for this seq */
+
+ avgsc += sc;
+ if (sc > maxsc) maxsc = sc;
+ if (sc < minsc) minsc = sc;
+
+ if(!silent_mode) printf(" score: %10.2f bits\n", sc);
+ parsesc[i] = sc;
+
+ /* check parsetree score if cm->align_opts & CM_ALIGN_CHECKPARSESC */
+ if((cm->align_opts & CM_ALIGN_CHECKPARSESC) &&
+ (!(cm->flags & CM_IS_SUB))) {
+ if (fabs(sc - ParsetreeScore(cm, tr[i], cur_dsq, FALSE)) >= 0.01)
+ cm_Fail("ERROR in actually_align_target(), alignment score differs from its parse tree's score");
+ }
+
+ /* If requested, or if debug level high enough, print out the parse tree */
+ if((cm->align_opts & CM_ALIGN_PRINTTREES) || (debug_level > 2)) {
+ fprintf(stdout, " SCORE : %.2f bits\n", ParsetreeScore(cm, tr[i], cur_dsq, FALSE));;
+ ParsetreeDump(stdout, tr[i], cm, cur_dsq, NULL, NULL);
+ fprintf(stdout, "//\n");
+ }
+ /* Dump the trace with info on i, j and d bands
+ * if bdump_level is high enough */
+ if(bdump_level > 0 && do_hbanded)
+ ijdBandedTraceInfoDump(cm, tr[i], cp9b->imin, cp9b->imax, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax, 1);
+
+
+ if(do_sub) {
+ if(! do_inside) {
+ /* Convert the sub_cm parsetree to a full CM parsetree */
+ if(debug_level > 0) ParsetreeDump(stdout, *cur_tr, cm, cur_dsq, NULL, NULL);
+ if(!(sub_cm2cm_parsetree(orig_cm, sub_cm, &orig_tr, *cur_tr, submap, debug_level))) {
+ printf("\n\nIncorrectly converted original trace:\n");
+ ParsetreeDump(stdout, orig_tr, orig_cm, cur_dsq, NULL, NULL);
+ cm_Fail("this shouldn't happen.");
+ }
+ if(debug_level > 0) {
+ printf("\n\nConverted original trace:\n");
+ ParsetreeDump(stdout, orig_tr, orig_cm, cur_dsq, NULL, NULL);
+ }
+ /* Replace the sub_cm trace with the converted orig_cm trace. */
+ FreeParsetree(*cur_tr);
+ *cur_tr = orig_tr;
+ }
+ /* free sub_cm variables, we build a new sub CM for each seq */
+ FreeSubMap(submap);
+ FreeCM(sub_cm); /* cm and sub_cm now point to NULL */
+ }
+ if(do_timings) {
+ esl_stopwatch_Stop(watch);
+ esl_stopwatch_Display(stdout, watch, "seq alignment CPU time: ");
+ printf("\n");
+ }
+ }
+ /* done aligning all nalign seqs. */
+ /* Clean up. */
+ if (do_qdb) {
+ free(orig_dmin);
+ free(orig_dmax);
+ }
+ esl_stopwatch_Destroy(watch);
+
+ if(sq_mode) {
+ seqs_to_aln->tr = tr; /* could be NULL */
+ seqs_to_aln->cp9_tr = cp9_tr; /* could be NULL */
+ seqs_to_aln->postcode1= postcode1;/* could be NULL */
+ seqs_to_aln->postcode2= postcode2;/* could be NULL */
+ seqs_to_aln->sc = parsesc; /* shouldn't be NULL */
+ }
+ else { /* dsq mode */
+ free(parsesc);
+ }
+
+ return eslOK;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+/*****************************************************************
+ * CM {F,I}Inside() & {F,I}Outside() functions.
+ * Important: smallcyk.c has functions named Inside(), Outside() or some
+ * variation, but these are implementations of variations of
+ * the CYK-Inside functions, as mentioned in the 2002 D&C
+ * BMC Bioinformatics publication.
+ *****************************************************************/
+
+/*
+ * Function: FInside()
+ * IInside()
+ *
+ * Purpose: The Inside dynamic programming algorithm for CMs.
+ * Works directly with floats, stepping into and out of
+ * log space as necessary.
+ *
+ * Based on inside() in smallcyk.c, with the following
+ * differences: necessarily align the sequence to the
+ * full model (not possible to align to subtrees as in
+ * smallcyk.c's inside()), also no shadow matrix is
+ * kept because we're interested in ALL paths, finally
+ * we don't care about the best local begin state for the
+ * same reason.
+ *
+ * Purpose: Run the Inside() alignment algorithm, on a
+ * subsequence from i0..j0, using the entire model.
+ *
+ * A note on the loop conventions. We're going to keep the
+ * sequence (sq) and the matrix (alpha) in the full coordinate
+ * system: [0..v..M-1][0..j..L][0..d..j]. However, we're
+ * only calculating a part of that matrix: i0-1..j in the rows,
+ * and up to j0-i0+1 in the columns (d dimension). Where this is
+ * handled the most is in two variables: L, which is the length of
+ * the subsequence (j0-i0+1), and jp (read: j'), which is the
+ * *relative* j w.r.t. the subsequence, ranging from 0..L, and
+ * then d ranges from 0 to jp, and j is calculated from jp (i0-1+jp).
+ *
+ * The caller is allowed to provide us with a preexisting
+ * matrix and/or deckpool (thru "alpha" and "dpool"), or
+ * have them newly created by passing NULL. If we pass in a dpool,
+ * the decks *must* be sized for the same subsequence i0,j0.
+ *
+ * Note that the (alpha, ret_alpha) calling idiom allows the
+ * caller to provide an existing matrix or not, and to
+ * retrieve the calculated matrix or not, in any combination.
+ *
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the digitized sequence
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ *
+ *
+ * Returns: log P(S|M)/P(S|R), as a bit score.
+ */
+float
+FInside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin)
+{
+ int status;
+ float **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ float bsc; /* total score for using local begin states */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in FInside(), dsq is NULL.\n");
+
+ /* Allocations and initializations
+ */
+ bsc = IMPOSSIBLE;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ if (dpool == NULL) dpool = deckpool_create();
+ if (! deckpool_pop(dpool, &end))
+ end = alloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, 0, E_st);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = IMPOSSIBLE;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v <= (cm->M-1); v++) touch[v] = cm->pnum[v];
+
+ /* EPN: now that the EL self loop has a transition score, its
+ * necessary to keep track of the alpha EL deck (alpha[cm->M])
+ */
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ if (! deckpool_pop(dpool, &(alpha[cm->M])))
+ alpha[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[cm->M][j][0] = 0.;
+ /*alpha[cm->M][j][0] = IMPOSSIBLE;*/
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[cm->M][j][d] = (cm->el_selfsc * (d));
+ }
+ }
+ }
+
+ /* Main recursion
+ */
+ for (v = (cm->M - 1); v >= 0; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! deckpool_pop(dpool, &(alpha[v])))
+ alpha[v] = alloc_vjd_deck(L, i0, j0);
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], (alpha[y][j][d]
+ + cm->tsc[v][yoffset]));
+ }
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0];
+ for (k = 1; k <= d; k++)
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], (alpha[y][j-k][d-k]
+ + alpha[z][j][k]));
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ if (jp > 0) alpha[v][j][1] = IMPOSSIBLE;
+ for (d = 2; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], (alpha[y][j-1][d-2]
+ + cm->tsc[v][yoffset]));
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], (alpha[y][j][d-1]
+ + cm->tsc[v][yoffset]));
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = IMPOSSIBLE;
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = FLogsum(alpha[v][j][d], (alpha[y][j-1][d-1]
+ + cm->tsc[v][yoffset]));
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Keep track of contributions of local begins */
+ if (allow_begin)
+ {
+ bsc = FLogsum(bsc, (alpha[v][j0][L] + cm->beginsc[v]));
+ }
+
+ /* If we're at the root state, record contribution of local begins */
+ if (allow_begin && v == 0)
+ {
+ alpha[0][j0][L] = FLogsum(alpha[0][j0][L], bsc);
+ }
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ { /* we can definitely release the S children of a bifurc. */
+ y = cm->cfirst[v]; deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ if (nends == 0) { deckpool_push(dpool, end); end = NULL;}
+ } else
+ deckpool_push(dpool, alpha[y]);
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /*
+ printf("INSIDE, printing alpha\n");
+ debug_print_alpha(alpha, cm, L);
+ printf("INSIDE, done printing alpha\n");
+ */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+ sc = alpha[0][j0][L];
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (deckpool_pop(dpool, &end)) free_vjd_deck(end, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ /*printf("\n\tFInside() sc : %f\n", sc);*/
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* IInside() is the same as FInside, but uses scaled int log odds scores
+ * instead of float log odds scores.
+ */
+float
+IInside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***alpha, int ****ret_alpha,
+ Ideckpool_t *dpool, Ideckpool_t **ret_dpool,
+ int allow_begin)
+{
+ int status;
+ int **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float return_sc; /* the return score, converted to bits (Scorified) */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ int bsc; /* total score for using local begin states */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in IInside(), dsq is NULL.\n");
+
+ /* Allocations and initializations
+ */
+ bsc = -INFTY;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ if (dpool == NULL) dpool = Ideckpool_create();
+ if (! Ideckpool_pop(dpool, &end))
+ end = Ialloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, 0, E_st);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = -INFTY;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(int **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v <= (cm->M-1); v++) touch[v] = cm->pnum[v];
+
+ /* EPN: now that the EL self loop has a transition score, its
+ * necessary to keep track of the alpha EL deck (alpha[cm->M])
+ */
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ if (! Ideckpool_pop(dpool, &(alpha[cm->M])))
+ alpha[cm->M] = Ialloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[cm->M][j][0] = Prob2Score(1.0, 1.0);
+ /*alpha[cm->M][j][0] = IMPOSSIBLE;*/
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[cm->M][j][d] = (cm->iel_selfsc * (d));
+ }
+ }
+ }
+
+ /* Main recursion
+ */
+ for (v = (cm->M - 1); v >= 0; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! Ideckpool_pop(dpool, &(alpha[v])))
+ alpha[v] = Ialloc_vjd_deck(L, i0, j0);
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = ILogsum(alpha[v][j][d], (alpha[y][j][d]
+ + cm->itsc[v][yoffset]));
+ }
+ if (alpha[v][j][d] < -INFTY) alpha[v][j][d] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0];
+ for (k = 1; k <= d; k++)
+ alpha[v][j][d] = ILogsum(alpha[v][j][d], (alpha[y][j-k][d-k]
+ + alpha[z][j][k]));
+ if (alpha[v][j][d] < -INFTY) alpha[v][j][d] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = -INFTY;
+ if (jp > 0) alpha[v][j][1] = -INFTY;
+ for (d = 2; d <= jp; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = ILogsum(alpha[v][j][d], (alpha[y][j-1][d-2]
+ + cm->itsc[v][yoffset]));
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->iesc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][d] += iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][d] < -INFTY) alpha[v][j][d] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = -INFTY;
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[v][j][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = ILogsum(alpha[v][j][d], (alpha[y][j][d-1]
+ + cm->itsc[v][yoffset]));
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][d] += cm->iesc[v][dsq[i]];
+ else
+ alpha[v][j][d] += esl_abc_IAvgScore(cm->abc, dsq[i], cm->iesc[v]);
+
+ if (alpha[v][j][d] < -INFTY) alpha[v][j][d] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ alpha[v][j][0] = -INFTY;
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[v][j][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ alpha[v][j][d] = ILogsum(alpha[v][j][d], (alpha[y][j-1][d-1]
+ + cm->itsc[v][yoffset]));
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->iesc[v][dsq[j]];
+ else
+ alpha[v][j][d] += esl_abc_IAvgScore(cm->abc, dsq[j], cm->iesc[v]);
+
+ if (alpha[v][j][d] < -INFTY) alpha[v][j][d] = -INFTY;
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Keep track of contributions of local begins */
+ if (allow_begin)
+ {
+ bsc = ILogsum(bsc, (alpha[v][j0][L] + cm->ibeginsc[v]));
+ }
+
+ /* If we're at the root state, record contribution of local begins */
+ if (allow_begin && v == 0)
+ {
+ alpha[0][j0][L] = ILogsum(alpha[0][j0][L], bsc);
+ }
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ { /* we can definitely release the S children of a bifurc. */
+ y = cm->cfirst[v]; Ideckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; Ideckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ if (nends == 0) { Ideckpool_push(dpool, end); end = NULL;}
+ } else
+ Ideckpool_push(dpool, alpha[y]);
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /*
+ printf("INSIDE, printing alpha\n");
+ debug_print_alpha(alpha, cm, L);
+ printf("INSIDE, done printing alpha\n");
+ */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+ return_sc = Scorify(alpha[0][j0][L]);
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ideckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ideckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (Ideckpool_pop(dpool, &end)) Ifree_vjd_deck(end, i0, j0);
+ Ideckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ ESL_DPRINTF1(("\tIInside() sc : %f\n", return_sc));
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/***********************************************************************
+ * Function: FOutside()
+ * Date: EPN 05.08.06
+ * SRE, Tue Aug 8 10:42:52 2000 [St. Louis]
+ *
+ * Purpose: The Outside dynamic programming algorithm for CMs.
+ * Works directly with floats, stepping into and out of
+ * log space as necessary.
+ *
+ * Derived from smallcyk.c::CYKOutside() and smallcyk.c::outsdie().
+ *
+ * Align a subsequence to the full model, i.e. we're given
+ * i0 and j0, beginning and end positions of the subseq we're
+ * considering.
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha and beta, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * beta - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_beta - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * alpha - the alpha matrix from a Inside run, if do_check is FALSE
+ * only decks for S states must be valid, else all must be
+ * valid.
+ * ret_alpha - if non-NULL, return the alpha matrix with one or more
+ * decks available for examination (see "do_full")
+ * do_check - TRUE to do time-consuming check to make sure
+ * beta and alpha are consistent (only if NON-LOCAL mode)
+ *
+ * Returns: log P(S|M)/P(S|R), as a bit score.
+ ***********************************************************************/
+float
+FOutside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, float ***alpha, float ****ret_alpha,
+ int do_check)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ float bsc; /* total score for using local begin states */
+ float return_sc; /* P(S|M)/P(S|R) */
+ int n; /* counter over nodes, used only if do_check = TRUE */
+ int num_split_states; /* temp variable used only if do_check = TRUE */
+ float diff; /* temp variable used only if do_check = TRUE */
+ float **end; /* we re-use the end deck. */
+ int fail_flag = FALSE; /* set to TRUE if do_check and we see a problem */
+
+ /* Contract check */
+ if(dsq == NULL) cm_Fail("ERROR in FOutside(), dsq is NULL.\n");
+ if (cm->flags & CMH_LOCAL_END) { do_check = FALSE; }
+ /* Code for checking doesn't apply in local mode. See below. */
+
+ /* Allocations and initializations
+ */
+ bsc = IMPOSSIBLE;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * Allocate room for M+1 decks because we might need the EL deck (M)
+ * if we're doing local alignment.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v < cm->M+1; v++) beta[v] = NULL;
+ }
+
+ /* Initialize the root deck. Root is necessarily the ROOT_S state 0.
+ */
+ if (! deckpool_pop(dpool, &(beta[0])))
+ beta[0] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[0][j][d] = IMPOSSIBLE;
+ }
+ beta[0][j0][L] = 0;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ if (! deckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[cm->M][j][d] = IMPOSSIBLE;
+ }
+
+ /* We don't have to worry about vroot -> EL transitions the way
+ * smallcyk.c::outside() does, because vroot = 0.
+ */
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < cm->M; v++)
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+
+ /* Main loop down through the decks
+ */
+ /*for (v = 2; v < cm->M; v++) */ /*EPN is this 2 b/c Durbin p.287
+ has state 2 in the algorithm? b/c state 1 is root*/
+ for (v = 1; v < cm->M; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_vjd_deck(L, i0, j0);
+
+ /* Init the whole deck to IMPOSSIBLE
+ */
+ for (jp = L; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ beta[v][j][d] = IMPOSSIBLE;
+ }
+
+ /* If we can do a local begin into v, also init with that.
+ * By definition, beta[0][j0][L] == 0.
+ */
+ if (i0 == 1 && j0 == L && (cm->flags & CMH_LOCAL_BEGIN))
+ beta[v][j0][L] = cm->beginsc[v];
+
+ /* main recursion:
+ */
+ for (jp = L; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ {
+ if (cm->stid[v] == BEGL_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+
+ beta[v][j][d] = beta[y][j][d] + alpha[z][j][0]; /* init on k=0 */
+ for (k = 1; k <= L-j; k++)
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+k][d+k] + alpha[z][j+k][k]));
+ }
+ else if (cm->stid[v] == BEGR_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+
+ beta[v][j][d] = beta[y][j][d] + alpha[z][j-d][0]; /* init on k=0 */
+ for (k = 1; k <= j-d; k++)
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j][d+k] + alpha[z][j-d][k]));
+ }
+ else
+ {
+ i = j-d+1;
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+1][d+2] + cm->tsc[y][voffset]
+ + escore));
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue; /* boundary condition (note when j=0, d=0)*/
+
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j][d+1] + cm->tsc[y][voffset]
+ + escore));
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j+1][d+1] + cm->tsc[y][voffset]
+ + escore));
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ beta[v][j][d] = FLogsum(beta[v][j][d], (beta[y][j][d] + cm->tsc[y][voffset]));
+ break;
+
+ default: cm_Fail("bogus child state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][j][d] < IMPOSSIBLE) beta[v][j][d] = IMPOSSIBLE;
+ } /* ends else entered for non-BEGL/BEGR states*/
+ } /* ends loop over d. We know all beta[v][j][d] in this row j*/
+ }/* end loop over jp. We know the beta's for the whole deck.*/
+
+ /* Deal with local alignment end transitions v->EL
+ * (EL = deck at M.)
+ */
+ if (NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j+1][d+2] + cm->endsc[v]
+ + escore));
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue;
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[v][dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j][d+1] + cm->endsc[v]
+ + escore));
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j+1][d+1] + cm->endsc[v]
+ + escore));
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][j][d] + cm->endsc[v]));
+ break;
+
+ case B_st:
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the NOT_IMPOSSIBLE() test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Look at v's parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) { deckpool_push(dpool, beta[y]); beta[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v. */
+
+ /* EPN this code block is not superfluous for Inside() */
+ /* below are SRE's notes from a CYK inside() function */
+ /*#if 0*/
+ /* SRE: this code is superfluous, yes??? */
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ * (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = L; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[cm->M][j][d+1]
+ + cm->el_selfsc));
+ }
+ }
+ /*#endif*/
+
+ /*
+ printf("OUTSIDE, printing beta\n");
+ debug_print_alpha(beta, cm, L);
+ printf("OUTSIDE, done printing beta\n");
+ */
+
+ if(do_check && (!(cm->flags & CMH_LOCAL_END)))
+ /* Local ends make the following test invalid because it is not true that
+ * exactly 1 state in each node's split set must be visited in each parse.
+ */
+ {
+ /* Determine P(S|M) / P(S|R) (probability of the sequence given the model)
+ * using both the Outside (beta) and Inside (alpha) matrices,
+ * and ensure they're consistent with P(S|M) / P(S|R) from the Inside calculation.
+ * For all v in each split set: Sum_v [ Sum_i,j ( alpha[v][i][j] * beta[v][i][j] ) ]
+ * = P(S|M) / P(S|R)
+ * in v,j,d coordinates this is:
+ * For all v in each split set: Sum_v [ Sum_j,(d<=j) ( alpha[v][j][d] * beta[v][j][d] ) ]
+ * = P(S|M) / P(S|R)
+ */
+
+ for(n = 0; n < cm->nodes; n++)
+ {
+ sc = IMPOSSIBLE;
+ num_split_states = SplitStatesInNode(cm->ndtype[n]);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + num_split_states; v++)
+ {
+ for (jp = 0; jp <= L; jp++)
+ {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ sc = FLogsum(sc, (alpha[v][j][d] + beta[v][j][d]));
+ }
+ }
+ }
+ diff = alpha[0][j0][L] - sc;
+ if(diff > 0.001 || diff < -0.001)
+ {
+ fail_flag = TRUE;
+ printf("ERROR: node %d P(S|M): %.5f inconsistent with Inside P(S|M): %.5f (diff: %.5f)\n",
+ n, sc, alpha[0][j0][L], diff);
+ }
+ }
+
+ }
+
+ /* IF not in local mode, we can calculate P(S|M) / P(S|R) given only the
+ * beta matrix as follows:
+ *
+ * IF local ends are off, we know each parse MUST visit each END_E state with
+ * d = 0.
+ * We pick final END_E state state cm->M-1 (though any END_E could be used here):
+ *
+ * Sum_j=0 to L (alpha[M-1][j][0] * beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * Note: alpha[M-1][j][0] = 0.0 for all j
+ * because all parse subtrees rooted at an END_E must have d=0, (2^0 = 1.0)
+ * therefore:
+ * Sum_j=0 to L (beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * IF local ends are on, each parse MUST visit either each END_E state with d=0
+ * or the EL state but d can vary, so we can't use this test (believe me I tried
+ * to get a similar test working, but I'm convinced you need alpha to get P(S|M)
+ * in local mode).
+ */
+
+ if(!(cm->flags & CMH_LOCAL_END))
+ {
+ return_sc = IMPOSSIBLE;
+ for (jp = 0; jp <= L; jp++)
+ {
+ j = i0-1+jp;
+ /* printf("\talpha[%3d][%3d][%3d]: %5.2f | beta[%3d][%3d][%3d]: %5.2f\n", (cm->M-1), (j), 0, alpha[(cm->M-1)][j][0], (cm->M-1), (j), 0, beta[(cm->M-1)][j][0]);*/
+ return_sc = FLogsum(return_sc, (beta[cm->M-1][j][0]));
+ }
+ }
+ else /* return_sc = P(S|M) / P(S|R) from Inside() */
+ {
+ return_sc = alpha[0][j0][L];
+ }
+ /* If the caller doesn't want the beta matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation...)
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (beta[v] != NULL) { deckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ deckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the alpha matrix, free it
+ * Else, pass it back to him.
+ * EPN - if we free the alpha and beta matrix the deck pool has all the
+ * decks from alpha and beta, not sure if this is desirable.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ float **a;
+ while (deckpool_pop(dpool, &a)) free_vjd_deck(a, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+
+ if(fail_flag) cm_Fail("Not all nodes passed posterior check.");
+
+ if(!(cm->flags & CMH_LOCAL_END))
+ ESL_DPRINTF1(("\tFOutside() sc : %f\n", return_sc));
+ else
+ ESL_DPRINTF1(("\tFOutside() sc : %f (LOCAL mode; sc is from Inside)\n", return_sc));
+
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* IOutside() is the same as FOutside, but uses scaled int log odds scores
+ * instead of float log odds scores.
+ */
+float
+IOutside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***beta, int ****ret_beta,
+ Ideckpool_t *dpool, Ideckpool_t **ret_dpool,
+ int allow_begin, int ***alpha, int ****ret_alpha,
+ int do_check)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ int isc; /* a temporary variable holding an int score */
+ float fsc; /* a temporary variable holding a float score */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int iescore; /* an emission score, tmp variable */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ int bsc; /* total score for using local begin states */
+ int ireturn_sc; /* P(S|M)/P(S|R), a scaled int*/
+ float freturn_sc; /* P(S|M)/P(S|R), a float (Scorified ireturn_sc) */
+ int n; /* counter over nodes, used only if do_check = TRUE */
+ int num_split_states; /* temp variable used only if do_check = TRUE */
+ float diff; /* temp variable used only if do_check = TRUE */
+ int **end; /* we re-use the end deck. */
+ int fail_flag = FALSE; /* set to TRUE if do_check and we see a problem */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in IOutside(), dsq is NULL.\n");
+ if (cm->flags & CMH_LOCAL_END) { do_check = FALSE; }
+ /* Code for checking doesn't apply in local mode. See below. */
+
+ /* Allocations and initializations
+ */
+ bsc = -INFTY;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = Ideckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * Allocate room for M+1 decks because we might need the EL deck (M)
+ * if we're doing local alignment.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(int **) * (cm->M+1));
+ for (v = 0; v < cm->M+1; v++) beta[v] = NULL;
+ }
+
+ /* Initialize the root deck. Root is necessarily the ROOT_S state 0.
+ */
+ if (! Ideckpool_pop(dpool, &(beta[0])))
+ beta[0] = Ialloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[0][j][d] = -INFTY;
+ }
+ beta[0][j0][L] = 0;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ if (! Ideckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = Ialloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[cm->M][j][d] = -INFTY;
+ }
+
+ /* We don't have to worry about vroot -> EL transitions the way
+ * smallcyk.c::outside() does, because vroot = 0.
+ */
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < cm->M; v++)
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+
+ /* Main loop down through the decks
+ */
+ /*for (v = 2; v < cm->M; v++) */ /*EPN is this 2 b/c Durbin p.287
+ has state 2 in the algorithm? b/c state 1 is root*/
+ for (v = 1; v < cm->M; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! Ideckpool_pop(dpool, &(beta[v])))
+ beta[v] = Ialloc_vjd_deck(L, i0, j0);
+
+ /* Init the whole deck to -INFTY
+ */
+ for (jp = L; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ beta[v][j][d] = -INFTY;
+ }
+
+ /* If we can do a local begin into v, also init with that.
+ * By definition, beta[0][j0][L] == 0.
+ */
+ if (i0 == 1 && j0 == L && (cm->flags & CMH_LOCAL_BEGIN))
+ beta[v][j0][L] = cm->ibeginsc[v];
+
+ /* main recursion:
+ */
+ for (jp = L; jp >= 0; jp--) {
+ j = i0-1+jp;
+ for (d = jp; d >= 0; d--)
+ {
+ if (cm->stid[v] == BEGL_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+
+ beta[v][j][d] = beta[y][j][d] + alpha[z][j][0]; /* init on k=0 */
+ for (k = 1; k <= L-j; k++)
+ beta[v][j][d] = ILogsum(beta[v][j][d], (beta[y][j+k][d+k] + alpha[z][j+k][k]));
+ }
+ else if (cm->stid[v] == BEGR_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+
+ beta[v][j][d] = beta[y][j][d] + alpha[z][j-d][0]; /* init on k=0 */
+ for (k = 1; k <= j-d; k++)
+ beta[v][j][d] = ILogsum(beta[v][j][d], (beta[y][j][d+k] + alpha[z][j-d][k]));
+ }
+ else
+ {
+ i = j-d+1;
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[y][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ iescore = iDegeneratePairScore(cm->abc, cm->iesc[y], dsq[i-1], dsq[j+1]);
+ beta[v][j][d] = ILogsum(beta[v][j][d], (beta[y][j+1][d+2] + cm->itsc[y][voffset]
+ + iescore));
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue; /* boundary condition (note when j=0, d=0)*/
+
+ if (dsq[i-1] < cm->abc->K)
+ iescore = cm->iesc[y][dsq[i-1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[i-1], cm->iesc[y]);
+ beta[v][j][d] = ILogsum(beta[v][j][d], (beta[y][j][d+1] + cm->itsc[y][voffset]
+ + iescore));
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+
+ if (dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[y][dsq[j+1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[j+1], cm->iesc[y]);
+ beta[v][j][d] = ILogsum(beta[v][j][d], (beta[y][j+1][d+1] + cm->itsc[y][voffset]
+ + iescore));
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ beta[v][j][d] = ILogsum(beta[v][j][d], (beta[y][j][d] + cm->itsc[y][voffset]));
+ break;
+
+ default: cm_Fail("bogus child state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][j][d] < -INFTY) beta[v][j][d] = -INFTY;
+ } /* ends else entered for non-BEGL/BEGR states*/
+ } /* ends loop over d. We know all beta[v][j][d] in this row j*/
+ }/* end loop over jp. We know the beta's for the whole deck.*/
+
+ /* Deal with local alignment end transitions v->EL
+ * (EL = deck at M.)
+ */
+ if (cm->iendsc[v] != -INFTY) {
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[v][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ iescore = iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i-1], dsq[j+1]);
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][j+1][d+2] + cm->iendsc[v]
+ + iescore));
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue;
+ if (dsq[i-1] < cm->abc->K)
+ iescore = cm->iesc[v][dsq[i-1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[i-1], cm->iesc[v]);
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][j][d+1] + cm->iendsc[v]
+ + iescore));
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[v][dsq[j+1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[j+1], cm->iesc[v]);
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][j+1][d+1] + cm->iendsc[v]
+ + iescore));
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][j][d] + cm->iendsc[v]));
+ break;
+
+ case B_st:
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the (cm->iendsc[v] != -INFTY) test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Look at v's parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) { Ideckpool_push(dpool, beta[y]); beta[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v. */
+
+ /* EPN this code block is not superfluous for Inside() */
+ /* below are SRE's notes from a CYK inside() function */
+ /*#if 0*/
+ /* SRE: this code is superfluous, yes??? */
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ * (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = L; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[cm->M][j][d+1]
+ + cm->iel_selfsc));
+ }
+ }
+ /*#endif*/
+
+ /*
+ printf("OUTSIDE, printing beta\n");
+ debug_print_alpha(beta, cm, L);
+ printf("OUTSIDE, done printing beta\n");
+ */
+
+ /* EPN, Mon Apr 23 16:34:37 2007
+ * Found problems with the following test (I think they are due to
+ * precision) when testing prior to release 0.8. I'm taking it
+ * out. It's redundant anyway, the cmalign --checkpost option calls
+ * the function CMCheckPosterior() which checks that Inside and
+ * Outside matrices agree, albeit in a different way. I think this
+ * test is valid, it's the precision issue with int log odds scores,
+ * though I can't be sure right now.
+ */
+ if(do_check && (!(cm->flags & CMH_LOCAL_END)))
+ /* Local ends make the following test invalid because it is not true that
+ * exactly 1 state in each node's split set must be visited in each parse.
+ */
+ {
+ /* Determine P(S|M) / P(S|R) (probability of the sequence given the model)
+ * using both the Outside (beta) and Inside (alpha) matrices,
+ * and ensure they're consistent with P(S|M) / P(S|R) from the Inside calculation.
+ * For all v in each split set: Sum_v [ Sum_i,j ( alpha[v][i][j] * beta[v][i][j] ) ]
+ * = P(S|M) / P(S|R)
+ * in v,j,d coordinates this is:
+ * For all v in each split set: Sum_v [ Sum_j,(d<=j) ( alpha[v][j][d] * beta[v][j][d] ) ]
+ * = P(S|M) / P(S|R)
+ */
+
+ for(n = 0; n < cm->nodes; n++)
+ {
+ isc = -INFTY;
+ num_split_states = SplitStatesInNode(cm->ndtype[n]);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + num_split_states; v++)
+ {
+ for (jp = 0; jp <= L; jp++)
+ {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ isc = ILogsum(isc, (alpha[v][j][d] + beta[v][j][d]));
+ }
+ }
+ fsc = Scorify(isc);
+ diff = fsc - (Scorify(alpha[0][j0][L]));
+ if(diff > 0.01 || diff < -0.01)
+ {
+ fail_flag = TRUE;
+ printf("ERROR: node %d P(S|M): %.5f inconsistent with Inside P(S|M): %.5f (diff: %.5f)\n",
+ n, fsc, Scorify(alpha[0][j0][L]), diff);
+ }
+ }
+
+ }
+
+ /* IF not in local mode, we can calculate P(S|M) / P(S|R) given only the
+ * beta matrix as follows:
+ *
+ * IF local ends are off, we know each parse MUST visit each END_E state with
+ * d = 0.
+ * We pick final END_E state state cm->M-1 (though any END_E could be used here):
+ *
+ * Sum_j=0 to L (alpha[M-1][j][0] * beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * Note: alpha[M-1][j][0] = 0.0 for all j
+ * because all parse subtrees rooted at an END_E must have d=0, (2^0 = 1.0)
+ * therefore:
+ * Sum_j=0 to L (beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * IF local ends are on, each parse MUST visit either each END_E state with d=0
+ * or the EL state but d can vary, so we can't use this test (believe me I tried
+ * to get a similar test working, but I'm convinced you need alpha to get P(S|M)
+ * in local mode).
+ */
+
+ if(!(cm->flags & CMH_LOCAL_END))
+ {
+ ireturn_sc = -INFTY;
+ for (jp = 0; jp <= L; jp++)
+ {
+ j = i0-1+jp;
+ /* printf("\talpha[%3d][%3d][%3d]: %5.2f | beta[%3d][%3d][%3d]: %5.2f\n", (cm->M-1), (j), 0, alpha[(cm->M-1)][j][0], (cm->M-1), (j), 0, beta[(cm->M-1)][j][0]);*/
+ ireturn_sc = ILogsum(ireturn_sc, (beta[cm->M-1][j][0]));
+ }
+ freturn_sc = Scorify(ireturn_sc);
+ }
+ else /* ireturn_sc = P(S|M) / P(S|R) from Inside() */
+ {
+ freturn_sc = Scorify(alpha[0][j0][L]);
+ }
+ /* If the caller doesn't want the beta matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation...)
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (beta[v] != NULL) { Ideckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ Ideckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the alpha matrix, free it
+ * Else, pass it back to him.
+ * EPN - if we free the alpha and beta matrix the deck pool has all the
+ * decks from alpha and beta, not sure if this is desirable.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ideckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ideckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ int **a;
+ while (Ideckpool_pop(dpool, &a)) Ifree_vjd_deck(a, i0, j0);
+ Ideckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+
+ if(fail_flag) cm_Fail("Not all nodes passed posterior check.");
+
+ if(!(cm->flags & CMH_LOCAL_END))
+ ESL_DPRINTF1(("\tIOutside() sc : %f\n", freturn_sc));
+ else
+ ESL_DPRINTF1(("\tIOutside() sc : %f (LOCAL mode; sc is from Inside)\n", freturn_sc));
+
+ return freturn_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/***************************************************************/
+/* Function: FCMPosterior()
+ *
+ * EPN 05.25.06 based on IHH's P7EmitterPosterior() from HMMER's postprob.c
+ *
+ * Purpose: Combines Inside and Outside cubes into a posterior
+ * probability cube.
+ * The entry in post[v][j][d] is the log of the
+ * posterior probability of a parse subtree rooted at v
+ * emitting the subsequence i..j (i=j-d+1).
+ * The caller must allocate space for the cube, although the
+ * beta matrix from Outside can be used instead (overwriting it will not
+ * compromise the algorithm).
+ *
+ * Args: L - length of sequence
+ * cm - the model
+ * alpha - pre-calculated Inside matrix
+ * ret_alpha - if non-NULL, return the matrix as it was passed in,
+ * else free it.
+ * beta - pre-calculated Outside matrix
+ * ret_beta - if non-NULL, return the matrix as it was passed in,
+ * else free it.
+ * post - pre-allocated dynamic programming cube
+ * ret_post - if non-NULL, return the posterior matrix,
+ * else free it.
+ *
+ * Return: void
+ */
+void
+FCMPosterior(int L, CM_t *cm, float ***alpha, float ****ret_alpha, float ***beta, float ****ret_beta,
+ float ***post, float ****ret_post)
+{
+ int v, j, d;
+ float sc;
+ float **end; /* used for freeing alpha b/c we re-use the end deck. */
+ int vmax;
+ sc = alpha[0][L][L];
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * its not a valid deck.
+ */
+ vmax = cm->M-1;
+ if (cm->flags & CMH_LOCAL_END) vmax = cm->M;
+
+ for (v = vmax; v >= 0; v--)
+ for (j = 0; j <= L; j++)
+ for (d = 0; d <= j; d++)
+ {
+ post[v][j][d] = alpha[v][j][d] + beta[v][j][d] - sc;
+ if(v == vmax)
+ {
+ /*printf("v: %3d | j: %3d | d: %3d | alpha: %5.2f | beta: %5.2f\n", v, j, d, alpha[v][j][d], beta[v][j][d]);*/
+ /*printf("post[%d][%d][%d]: %f\n", cm->M, j, d, post[cm->M][j][d]);*/
+ }
+ }
+ /* If the caller doesn't want the matrix, free it and free the decks in the pool
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= cm->M; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { free_vjd_deck(alpha[v], 1, L); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { free_vjd_deck(end, 1, L); end = NULL; }
+ free(alpha);
+ }
+ else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the beta matrix, free it along with the decks.
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= cm->M; v++)
+ if (beta[v] != NULL) { free_vjd_deck(beta[v], 1, L); beta[v] = NULL; }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the post matrix, free it, though
+ * it would be *stupid* for the caller not to want it in current implementation.
+ */
+ if (ret_post == NULL) {
+ for (v = 0; v <= cm->M; v++)
+ if (post[v] != NULL) { free_vjd_deck(post[v], 1, L); post[v] = NULL; }
+ free(post);
+ } else *ret_post = post;
+
+}
+
+/* ICMPosterior() is the same as CMPosterior, but uses scaled int log odds scores
+ * instead of float log odds scores.
+ */
+void
+ICMPosterior(int L, CM_t *cm, int ***alpha, int ****ret_alpha, int ***beta, int ****ret_beta,
+ int ***post, int ****ret_post)
+{
+ int v, j, d;
+ int sc;
+ int **end; /* used for freeing alpha b/c we re-use the end deck. */
+ int vmax;
+
+ /*printf("in ICMPosterior()\n");*/
+ sc = alpha[0][L][L];
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * its not a valid deck.
+ */
+ vmax = cm->M-1;
+ if (cm->flags & CMH_LOCAL_END) vmax = cm->M;
+
+ for (v = vmax; v >= 0; v--)
+ for (j = 0; j <= L; j++)
+ for (d = 0; d <= j; d++)
+ {
+ /* printf("v: %2d | j: %2d | d: %2d | alpha[%d][%d][%d]: %d | beta[%d][%d][%d]: %d\n", v, j, d, v, j, d, alpha[v][j][d], v,j,d, beta[v][j][d]); */
+ post[v][j][d] = alpha[v][j][d] + beta[v][j][d] - sc;
+ /*printf("v: %3d | j: %3d | d: %3d | alpha: %10d | beta: %10d | post: %10d\n", v, j, d, alpha[v][j][d], beta[v][j][d], post[v][j][d]);*/
+ if(v == vmax)
+ {
+ /*printf("v: %3d | j: %3d | d: %3d | alpha: %5.2f | beta: %5.2f\n", v, j, d, alpha[v][j][d], beta[v][j][d]);*/
+ /*printf("post[%d][%d][%d]: %f\n", cm->M, j, d, post[cm->M][j][d]);*/
+ }
+ }
+ /* If the caller doesn't want the matrix, free it and free the decks in the pool
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= cm->M; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ifree_vjd_deck(alpha[v], 1, L); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ifree_vjd_deck(end, 1, L); end = NULL; }
+ free(alpha);
+ }
+ else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the beta matrix, free it along with the decks.
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= cm->M; v++)
+ if (beta[v] != NULL) { Ifree_vjd_deck(beta[v], 1, L); beta[v] = NULL; }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the post matrix, free it, though
+ * it would be *stupid* for the caller not to want it in current implementation.
+ */
+ if (ret_post == NULL) {
+ for (v = 0; v <= cm->M; v++)
+ if (post[v] != NULL) { Ifree_vjd_deck(post[v], 1, L); post[v] = NULL; }
+ free(post);
+ } else *ret_post = post;
+
+}
+
+
+/* ICMPostalCode() is the same as CMPostalCode, but uses scaled int log odds scores
+ * instead of float log odds scores.
+ */
+void
+ICMPostalCode(CM_t *cm, int L, int ***post, Parsetree_t *tr, char **ret_pcode1, char **ret_pcode2)
+{
+ int status;
+ int x, v, i, j, d, r, p;
+ char *pcode1;
+ char *pcode2;
+
+ ESL_ALLOC(pcode1, (L+1) * sizeof(char));
+ ESL_ALLOC(pcode2, (L+1) * sizeof(char));
+
+ for (x = 0; x < tr->n; x++)
+ {
+ v = tr->state[x];
+ i = tr->emitl[x];
+ j = tr->emitr[x];
+ d = j-i+1;
+ /* printf("x: %2d | v: %2d | i: %2d | j: %2d | d: %2d | post[%d][%d][%d]: %d\n", x, v, i, j, d, v, j, d, post[v][j][d]);*/
+ /*
+ * Only P, L, R states have emissions.
+ */
+ if (cm->sttype[v] == MP_st) {
+ p = Iscore2postcode(post[v][j][d]);
+ if(p == 100) {
+ pcode1[i-1] = pcode1[j-1] = '*';
+ pcode2[i-1] = pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[i-1] = pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st) {
+ p = Iscore2postcode(post[v][j][d]);
+ if(p == 100) {
+ pcode1[i-1] = '*';
+ pcode2[i-1] = '*';
+ }
+ else {
+ pcode1[i-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st) {
+ p = Iscore2postcode(post[v][j][d]);
+ if(p == 100) {
+ pcode1[j-1] = '*';
+ pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == EL_st) /*special case*/ {
+ for(r = (i-1); r <= (j-1); r++)
+ {
+ d = j - (r+1) + 1;
+ p = Iscore2postcode(post[v][j][d]);
+ if(p == 100) {
+ pcode1[r] = '*';
+ pcode2[r] = '*';
+ }
+ else {
+ pcode1[r] = '0' + (char) (p / 10);
+ pcode2[r] = '0' + (char) (p % 10);
+ }
+ /*printf("r: %d | post[%d][%d][%d]: %f | sc: %c\n", r, v, j, d, post[v][j][d], postcode[r]);*/
+ }
+ }
+ }
+ pcode1[L] = '\0';
+ pcode2[L] = '\0';
+ *ret_pcode1 = pcode1;
+ *ret_pcode2 = pcode2;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return; /* never reached */
+}
+
+
+void
+CMPostalCode_b_jd_me(CM_t *cm, int L, float ***post, Parsetree_t *tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax, char **ret_pcode1, char **ret_pcode2)
+{
+ int status;
+ int x, v, i, j, d, r, p;
+ char *pcode1;
+ char *pcode2;
+ int jp_v, dp_v;
+ ESL_ALLOC(pcode1, (L+1) * sizeof(char));
+ ESL_ALLOC(pcode2, (L+1) * sizeof(char));
+
+ for (x = 0; x < tr->n; x++)
+ {
+ v = tr->state[x];
+ i = tr->emitl[x];
+ j = tr->emitr[x];
+ d = j-i+1;
+ /*
+ * Only P, L, R states have emissions.
+ */
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+
+ dp_v = d - hdmin[v][jp_v];
+ if (cm->sttype[v] == MP_st) {
+ p = Fscore2postcode(post[v][jp_v][dp_v]);
+ if(p == 100) {
+ pcode1[i-1] = pcode1[j-1] = '*';
+ pcode2[i-1] = pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[i-1] = pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st) {
+ p = Fscore2postcode(post[v][jp_v][dp_v]);
+ if(p == 100) {
+ pcode1[i-1] = '*';
+ pcode2[i-1] = '*';
+ }
+ else {
+ pcode1[i-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st) {
+ p = Fscore2postcode(post[v][jp_v][dp_v]);
+ if(p == 100) {
+ pcode1[j-1] = '*';
+ pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == EL_st) /*special case*/ {
+ for(r = (i-1); r <= (j-1); r++) {
+ d = j - (r+1) + 1;
+ p = Fscore2postcode(post[v][j][d]);
+ if(p == 100) {
+ pcode1[r] = '*';
+ pcode2[r] = '*';
+ }
+ else {
+ pcode1[r] = '0' + (char) (p / 10);
+ pcode2[r] = '0' + (char) (p % 10);
+ }
+ /*printf("r: %d | post[%d][%d][%d]: %f | sc: %c\n", r, v, j, d, post[v][j][d], postcode[r]);*/
+ }
+ }
+ }
+ pcode1[L] = '\0';
+ pcode2[L] = '\0';
+ *ret_pcode1 = pcode1;
+ *ret_pcode2 = pcode2;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return; /* never reached */
+}
+
+
+int
+Iscore2postcode(int sc)
+{
+ int i;
+ i = (int) (Score2Prob(sc, 1.) * 100.);
+ ESL_DASSERT1((i >= 0 && i <= 100));
+ return i;
+}
+
+void
+ICMPostalCode_b_jd_me(CM_t *cm, int L, int ***post, Parsetree_t *tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax, char **ret_pcode1, char **ret_pcode2)
+{
+ int status;
+ int x, v, i, j, d, r, p;
+ char *pcode1;
+ char *pcode2;
+ int jp_v, dp_v;
+
+ ESL_ALLOC(pcode1, (L+1) * sizeof(char));
+ ESL_ALLOC(pcode2, (L+1) * sizeof(char));
+
+ for (x = 0; x < tr->n; x++)
+ {
+ v = tr->state[x];
+ i = tr->emitl[x];
+ j = tr->emitr[x];
+ d = j-i+1;
+ /*
+ * Only P, L, R states have emissions.
+ */
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ if (cm->sttype[v] == MP_st) {
+ p = Iscore2postcode(post[v][jp_v][dp_v]);
+ if(p == 100) {
+ pcode1[i-1] = pcode1[j-1] = '*';
+ pcode2[i-1] = pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[i-1] = pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st) {
+ p = Iscore2postcode(post[v][jp_v][dp_v]);
+ if(p == 100) {
+ pcode1[i-1] = '*';
+ pcode2[i-1] = '*';
+ }
+ else {
+ pcode1[i-1] = '0' + (char) (p / 10);
+ pcode2[i-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st) {
+ p = Iscore2postcode(post[v][jp_v][dp_v]);
+ if(p == 100) {
+ pcode1[j-1] = '*';
+ pcode2[j-1] = '*';
+ }
+ else {
+ pcode1[j-1] = '0' + (char) (p / 10);
+ pcode2[j-1] = '0' + (char) (p % 10);
+ }
+ } else if (cm->sttype[v] == EL_st) /*special case*/ {
+ for(r = (i-1); r <= (j-1); r++) {
+ d = j - (r+1) + 1;
+ p = Iscore2postcode(post[v][j][d]);
+ if(p == 100) {
+ pcode1[r] = '*';
+ pcode2[r] = '*';
+ }
+ else {
+ pcode1[r] = '0' + (char) (p / 10);
+ pcode2[r] = '0' + (char) (p % 10);
+ }
+ /*printf("r: %d | post[%d][%d][%d]: %f | sc: %c\n", r, v, j, d, post[v][j][d], postcode[r]);*/
+ }
+ }
+ }
+ pcode1[L] = '\0';
+ pcode2[L] = '\0';
+ *ret_pcode1 = pcode1;
+ *ret_pcode2 = pcode2;
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return; /* never reached */
+}
+
+/* ICMCheckPosterior() is the same as CMCheckPosterior(), but uses scaled int log odds scores
+ * instead of float log odds scores.
+ */
+void
+ICMCheckPosterior(int L, CM_t *cm, int ***post)
+{
+ int v, j, d, k;
+ int sc;
+ float fsc;
+ for (k = 1; k <= L; k++)
+ {
+ sc = -INFTY;
+ for (v = (cm->M - 1); v >= 0; v--)
+ {
+ if((cm->sttype[v] == MP_st) ||
+ (cm->sttype[v] == ML_st) ||
+ (cm->sttype[v] == IL_st))
+ {
+ for (j = k; j <= L; j++)
+ {
+ d = j-k+1;
+ sc = ILogsum(sc, (post[v][j][d]));
+ /* printf("adding L v: %d | i: %d | j: %d | d: %d | sc: %10d\n", v, (j-d+1), j, d, sc); */
+ }
+ }
+ if((cm->sttype[v] == MP_st) ||
+ (cm->sttype[v] == MR_st) ||
+ (cm->sttype[v] == IR_st))
+ {
+ for (d = 1; d <= k; d++)
+ {
+ sc = ILogsum(sc, (post[v][k][d]));
+ /* printf("adding R v: %d | i: %d | j: %d | d: %d | sc: %10d\n", v, (k-d+1), k, d, sc); */
+ }
+ }
+ }
+ /* Finally factor in possibility of a local end, i.e. that the EL state
+ * may have "emitted" this residue.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (j = k; j <= L; j++)
+ {
+ d = j-k+1;
+ /*printf("EL adding L v: %d | i: %d | j: %d | d: %d post[v][j][d]: %5.2f\n", cm->M, (j-d+1), j, d, post[cm->M][j][d]);*/
+ sc = ILogsum(sc, (post[cm->M][j][d]));
+ }
+ }
+
+ fsc = Scorify(sc);
+ /* printf("k: %4d sc: %10.7f\n", k, fsc); */
+ if(((fsc - 0.) > 0.01) || ((fsc - 0.) < -0.01))
+ {
+ cm_Fail("residue position %d has summed prob of %5.4f (2^%5.4f) in posterior cube.\n", k, (sreEXP2(fsc)), fsc);
+ }
+ /*printf("k: %d | total: %10.2f\n", k, (sreEXP2(sc)));*/
+ }
+ ESL_DPRINTF1(("ICMCheckPosterior() passed, all residues have summed probability of emission of 1.0.\n"));
+}
+
+
+/*****************************************************************
+ * CM {F,I}Inside_b_jd_me() & {F,I}Outside_b_jd_me() functions.
+ * Banded versions of {F,I}Inside() and {F,I}Outside() that only
+ * allocate cells within state dependent j bands, and
+ * state & j dependent d bands.
+ *****************************************************************/
+
+/* Function: FInside_b_jd_me()
+ * EPN 05.26.06
+ *
+ * Purpose: The banded Inside dynamic programming algorithm for CMs.
+ * Banded in both the j and d dimensions, and works
+ * with transformed coordinates for memory efficiency,
+ * only alpha cells within bands are allocated.
+ * Works directly with floats, stepping into and out of
+ * log space as necessary.
+ *
+ * Based on inside() in smallcyk.c, with the following
+ * differences: necessarily align the sequence to the
+ * full model (not possible to align to subtrees as in
+ * smallcyk.c's inside()), also no shadow matrix is
+ * kept because we're interested in ALL paths, finally
+ * we don't care about the best local begin state for the
+ * same reason.
+ *
+ * Run the Inside() alignment algorithm, on a
+ * subsequence from i0..j0, using the entire model, enforcing
+ * bands in both the j and d dimensions.
+ *
+ * A note on the loop conventions. We're going to keep the
+ * sequence (dsq) and the matrix (alpha) in the full coordinate
+ * system: [0..v..M-1][0..j..L][0..d..j]. However, we're
+ * only calculating a part of that matrix: i0-1..j in the rows,
+ * and up to j0-i0+1 in the columns (d dimension). Where this is
+ * handled the most is in two variables: L, which is the length of
+ * the subsequence (j0-i0+1), and jp (read: j'), which is the
+ * *relative* j w.r.t. the subsequence, ranging from 0..W, and
+ * then d ranges from 0 to jp, and j is calculated from jp (i0-1+jp).
+ *
+ * The caller is allowed to provide us with a preexisting
+ * matrix and/or deckpool (thru "alpha" and "dpool"), or
+ * have them newly created by passing NULL. If we pass in a dpool,
+ * the decks *must* be sized for the same subsequence i0,j0.
+ *
+ * Note that the (alpha, ret_alpha) calling idiom allows the
+ * caller to provide an existing matrix or not, and to
+ * retrieve the calculated matrix or not, in any combination.
+ *
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * hdmin - minimum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * hdmax - maximum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ *
+ * Returns: log P(S|M)/P(S|R), as a bit score.
+ */
+float
+FInside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int status;
+ float **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ float bsc; /* total score for using local begin states */
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int Lp; /* W also changes depending on state */
+ int jp_v, jp_y, jp_z;
+ int kmin, kmax;
+ int tmp_jmin, tmp_jmax;
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in FInside_b_jd_me(), dsq is NULL.\n");
+ if(i0 != 1)
+ cm_Fail("ERROR: FInside_b_jd requires that i0 be 1. This function is not set up for subsequence alignment\n");
+
+ /* Allocations and initializations
+ */
+ bsc = IMPOSSIBLE;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ if (dpool == NULL) dpool = deckpool_create();
+ if (! deckpool_pop(dpool, &end))
+ end = alloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, 0, E_st);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = IMPOSSIBLE;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v <= (cm->M-1); v++) touch[v] = cm->pnum[v];
+
+ /* EPN: now that the EL self loop has a transition score, its
+ * necessary to keep track of the alpha EL deck (alpha[cm->M]).
+ * There's no bands on the EL state.
+ */
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ if (! deckpool_pop(dpool, &(alpha[cm->M])))
+ alpha[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ /*alpha[cm->M][j][0] = IMPOSSIBLE;*/
+ alpha[cm->M][j][0] = 0.;
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[cm->M][j][d] = (cm->el_selfsc * (d));
+ }
+ }
+ }
+
+ /* Main recursion
+ */
+ for (v = (cm->M - 1); v >= 0; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! deckpool_pop(dpool, &(alpha[v])))
+ alpha[v] = alloc_jdbanded_vjd_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+
+ /* We've only allocated alpha cells that are within the bands
+ * on the j and d dimensions. This means we have to deal
+ * with all sorts of offset issues, but we don't have to
+ * waste time setting cells outside the bands to IMPOSSIBLE.
+ */
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if(j >= jmin[y] && j <= jmax[y])
+ /* Enforces j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if(d >= hdmin[y][jp_y] && d <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y][dp_y] is a valid alpha cell
+ * corresponding to alpha[y][j][d] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y][dp_y]
+ + cm->tsc[v][yoffset]));
+ }
+ }
+ }
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ tmp_jmin = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ tmp_jmax = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+
+ /* For any values of j within v's j band but outside of z's j band,
+ * we have to set the corresponding alpha cells to IMPOSSIBLE.
+ * This is done be the following two ugly for loops,
+ * which will only be looked at once for each B state, and
+ * even then only *very* rarely entered. This
+ * is why they're here, seemingly out of place before the
+ * main j loop below, where similar performing code would be
+ * looked at on the order of j times, instead of just once.
+ */
+ for(j = jmin[v]; j < tmp_jmin; j++)
+ {
+ jp_v = j-jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d-hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE; /* this won't be changed */
+ }
+ }
+ if(tmp_jmax < jmax[v])
+ for(j = (tmp_jmax+1); j <= jmax[v]; j++)
+ {
+ jp_v = j-jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d-hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE; /* this won't be changed */
+ }
+ }
+ /* the main j loop */
+ for (j = tmp_jmin; j <= tmp_jmax; j++)
+ {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ */
+ kmin = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kmin satisfies inequalities (1) and (3) */
+ kmax = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kmax satisfies inequalities (2) and (4) */
+ /* RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE; /* initialize */
+ for(k = kmin; k <= kmax; k++)
+ {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k])
+ {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[y][jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[z][jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y-k][dp_y-k]
+ + alpha[z][jp_z][kp_z]));
+ }
+ }
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 5 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if((j-1) >= jmin[y] && (j-1) <= jmax[y]) /* Enforces (j-1) is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if((d-2) >= hdmin[y][jp_y-1] && (d-2) <= hdmax[y][jp_y-1])
+ {
+ dp_y = d - hdmin[y][jp_y-1]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-1][dp_y-2] is a valid alpha cell
+ * corresponding to alpha[y][j-1][d-2] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y-1][dp_y-2]
+ + cm->tsc[v][yoffset]));
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][jp_v][dp_v] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if(j >= jmin[y] && j <= jmax[y]) /* Enforces j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if((d-1) >= hdmin[y][jp_y] && (d-1) <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y][dp_y-1] is a valid alpha cell
+ * corresponding to alpha[y][j][d-1] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y][dp_y-1]
+ + cm->tsc[v][yoffset]));
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][jp_v][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if((j-1) >= jmin[y] && (j-1) <= jmax[y]) /* Enforces j-1 is valid for state y */
+
+ {
+ jp_y = j - jmin[y];
+ if((d-1) >= hdmin[y][jp_y-1] && (d-1) <= hdmax[y][jp_y-1])
+ {
+ dp_y = d - hdmin[y][jp_y-1]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-1][dp_y-1] is a valid alpha cell
+ * corresponding to alpha[y][j-1][d-1] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = FLogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y-1][dp_y-1]
+ + cm->tsc[v][yoffset]));
+ }
+ }
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][jp_v][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Keep track of contributions of local begins */
+ /* The following loops originally access alpha[v][j0][L] but the index L will be
+ in different positions due to the bands */
+ if(j0 >= jmin[v] && j0 <= jmax[v])
+ {
+ jp_v = j0 - jmin[v];
+ if(L >= hdmin[v][jp_v] && L <= hdmax[v][jp_v])
+ {
+ Lp = L - hdmin[v][jp_v];
+ /* If we get here alpha[v][jp_v][Lp] is a valid cell
+ * in the banded alpha matrix, corresponding to
+ * alpha[v][j0][L] in the platonic matrix.
+ */
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin)
+ {
+ bsc = FLogsum(bsc, (alpha[v][jp_v][Lp] + cm->beginsc[v]));
+ }
+ }
+ }
+
+ /* If we're at the root state, record contribution of local begins */
+ if (allow_begin && v == 0)
+ {
+ if(j0 >= jmin[0] && j0 <= jmax[0])
+ {
+ jp_v = j0 - jmin[v];
+ if(L >= hdmin[v][jp_v] && L <= hdmax[v][jp_v])
+ {
+ if (allow_begin && v == 0)
+ alpha[0][jp_v][Lp] = FLogsum(alpha[0][jp_v][Lp], bsc);
+ }
+ }
+ }
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ {
+ /* Original code block : */
+ /* we can definitely release the S children of a bifurc.
+ y = cm->cfirst[v]; deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ End of original code block */
+ /* New ME code : */
+ y = cm->cfirst[v]; deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ free_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ free_vjd_deck(alpha[z], i0, j0);
+ alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ /* Original code : if (nends == 0) { deckpool_push(dpool, end); end = NULL;} */
+ /* ME code deletes the previous line, we don't mess with end, because
+ it is used later */
+ } else
+ /* original code (deck reuse) deckpool_push(dpool, alpha[y]);*/
+ /* new ME code : */
+ {
+ //printf("calling free vjd deck for alpha[y=%d]\n", y);
+ free_vjd_deck(alpha[y], i0, j0);
+ }
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /*
+ printf("INSIDE JD, printing alpha\n");
+ debug_print_alpha_banded_jd(alpha, cm, L, jmin, jmax, hdmin, hdmax);
+ printf("INSIDE JD, done printing alpha\n");
+ */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+ Lp = L - hdmin[0][j0-jmin[0]];
+ sc = alpha[0][j0-jmin[0]][Lp];
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (deckpool_pop(dpool, &end)) free_vjd_deck(end, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ ESL_DPRINTF1(("\n\tFInside_b_jd_me() sc : %f\n", sc));
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+float
+IInside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***alpha, int ****ret_alpha,
+ Ideckpool_t *dpool, Ideckpool_t **ret_dpool,
+ int allow_begin, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int status;
+ int **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float return_sc; /* the return score, converted to bits (Scorified) */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ int bsc; /* total score for using local begin states */
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int Lp; /* L also changes depending on state */
+ int jp_v, jp_y, jp_z;
+ int kmin, kmax;
+ int tmp_jmin, tmp_jmax;
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in IInside_b_jd_me(), dsq is NULL.\n");
+ if(i0 != 1)
+ cm_Fail("ERROR: IInside_b_jd requires that i0 be 1. This function is not set up for subsequence alignment\n");
+
+ /* Allocations and initializations
+ */
+ bsc = -INFTY;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+
+ if (dpool == NULL) dpool = Ideckpool_create();
+ if (! Ideckpool_pop(dpool, &end))
+ end = Ialloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, 0, E_st);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0+jp-1; /* e.g. j runs from 0..L on whole seq */
+ end[j][0] = 0.;
+ for (d = 1; d <= jp; d++) end[j][d] = -INFTY;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(int **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v <= (cm->M-1); v++) touch[v] = cm->pnum[v];
+
+ /* EPN: now that the EL self loop has a transition score, its
+ * necessary to keep track of the alpha EL deck (alpha[cm->M]).
+ * There's no bands on the EL state.
+ */
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ if (! Ideckpool_pop(dpool, &(alpha[cm->M])))
+ alpha[cm->M] = Ialloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ /*alpha[cm->M][j][0] = -INFTY;*/
+ alpha[cm->M][j][0] = 0.;
+ for (d = 1; d <= jp; d++)
+ {
+ alpha[cm->M][j][d] = (cm->iel_selfsc * (d));
+ }
+ }
+ }
+
+ /* Main recursion
+ */
+ for (v = (cm->M - 1); v >= 0; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! Ideckpool_pop(dpool, &(alpha[v])))
+ alpha[v] = Ialloc_jdbanded_vjd_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+
+ /* We've only allocated alpha cells that are within the bands
+ * on the j and d dimensions. This means we have to deal
+ * with all sorts of offset issues, but we don't have to
+ * waste time setting cells outside the bands to -INFTY.
+ */
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if(j >= jmin[y] && j <= jmax[y])
+ /* Enforces j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if(d >= hdmin[y][jp_y] && d <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y][dp_y] is a valid alpha cell
+ * corresponding to alpha[y][j][d] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = ILogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y][dp_y]
+ + cm->itsc[v][yoffset]));
+ }
+ }
+ }
+ if (alpha[v][jp_v][dp_v] < -INFTY) alpha[v][jp_v][dp_v] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ tmp_jmin = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ tmp_jmax = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+
+ /* For any values of j within v's j band but outside of z's j band,
+ * we have to set the corresponding alpha cells to -INFTY.
+ * This is done be the following two ugly for loops,
+ * which will only be looked at once for each B state, and
+ * even then only *very* rarely entered. This
+ * is why they're here, seemingly out of place before the
+ * main j loop below, where similar performing code would be
+ * looked at on the order of j times, instead of just once.
+ */
+ for(j = jmin[v]; j < tmp_jmin; j++)
+ {
+ jp_v = j-jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d-hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = -INFTY; /* this won't be changed */
+ }
+ }
+ if(tmp_jmax < jmax[v])
+ for(j = (tmp_jmax+1); j <= jmax[v]; j++)
+ {
+ jp_v = j-jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d-hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = -INFTY; /* this won't be changed */
+ }
+ }
+ /* the main j loop */
+ for (j = tmp_jmin; j <= tmp_jmax; j++)
+ {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ */
+ kmin = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kmin satisfies inequalities (1) and (3) */
+ kmax = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kmax satisfies inequalities (2) and (4) */
+ /* RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ alpha[v][jp_v][dp_v] = -INFTY; /* initialize */
+ for(k = kmin; k <= kmax; k++)
+ {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k])
+ {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[y][jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[z][jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+
+ alpha[v][jp_v][dp_v] = ILogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y-k][dp_y-k]
+ + alpha[z][jp_z][kp_z]));
+ }
+ }
+ if (alpha[v][jp_v][dp_v] < -INFTY) alpha[v][jp_v][dp_v] = -INFTY;
+ /* CYK Full ME Bands used 5 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if((j-1) >= jmin[y] && (j-1) <= jmax[y]) /* Enforces (j-1) is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if((d-2) >= hdmin[y][jp_y-1] && (d-2) <= hdmax[y][jp_y-1])
+ {
+ dp_y = d - hdmin[y][jp_y-1]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-1][dp_y-2] is a valid alpha cell
+ * corresponding to alpha[y][j-1][d-2] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = ILogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y-1][dp_y-2]
+ + cm->itsc[v][yoffset]));
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->iesc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][jp_v][dp_v] += iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][jp_v][dp_v] < -INFTY) alpha[v][jp_v][dp_v] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if(j >= jmin[y] && j <= jmax[y]) /* Enforces j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if((d-1) >= hdmin[y][jp_y] && (d-1) <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y][dp_y-1] is a valid alpha cell
+ * corresponding to alpha[y][j][d-1] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = ILogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y][dp_y-1]
+ + cm->itsc[v][yoffset]));
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->iesc[v][dsq[i]];
+ else
+ alpha[v][jp_v][dp_v] += esl_abc_IAvgScore(cm->abc, dsq[i], cm->iesc[v]);
+ if (alpha[v][jp_v][dp_v] < -INFTY) alpha[v][jp_v][dp_v] = -INFTY;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if((j-1) >= jmin[y] && (j-1) <= jmax[y]) /* Enforces j-1 is valid for state y */
+
+ {
+ jp_y = j - jmin[y];
+ if((d-1) >= hdmin[y][jp_y-1] && (d-1) <= hdmax[y][jp_y-1])
+ {
+ dp_y = d - hdmin[y][jp_y-1]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-1][dp_y-1] is a valid alpha cell
+ * corresponding to alpha[y][j-1][d-1] in the platonic matrix.
+ */
+ alpha[v][jp_v][dp_v] = ILogsum(alpha[v][jp_v][dp_v], (alpha[y][jp_y-1][dp_y-1]
+ + cm->itsc[v][yoffset]));
+ }
+ }
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->iesc[v][dsq[j]];
+ else
+ alpha[v][jp_v][dp_v] += esl_abc_IAvgScore(cm->abc, dsq[j], cm->iesc[v]);
+
+ if (alpha[v][jp_v][dp_v] < -INFTY) alpha[v][jp_v][dp_v] = -INFTY;
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* Keep track of contributions of local begins */
+ /* The following loops originally access alpha[v][j0][L] but the index L will be
+ in different positions due to the bands */
+ if(j0 >= jmin[v] && j0 <= jmax[v])
+ {
+ jp_v = j0 - jmin[v];
+ if(L >= hdmin[v][jp_v] && L <= hdmax[v][jp_v])
+ {
+ Lp = L - hdmin[v][jp_v];
+ /* If we get here alpha[v][jp_v][Lp] is a valid cell
+ * in the banded alpha matrix, corresponding to
+ * alpha[v][j0][L] in the platonic matrix.
+ */
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin)
+ {
+ bsc = ILogsum(bsc, (alpha[v][jp_v][Lp] + cm->ibeginsc[v]));
+ }
+ }
+ }
+
+ /* If we're at the root state, record contribution of local begins */
+ if (allow_begin && v == 0)
+ {
+ if(j0 >= jmin[0] && j0 <= jmax[0])
+ {
+ jp_v = j0 - jmin[v];
+ if(L >= hdmin[v][jp_v] && L <= hdmax[v][jp_v])
+ {
+ if (allow_begin && v == 0)
+ alpha[0][jp_v][Lp] = ILogsum(alpha[0][jp_v][Lp], bsc);
+ }
+ }
+ }
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ {
+ /* Original code block : */
+ /* we can definitely release the S children of a bifurc.
+ y = cm->cfirst[v]; Ideckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; Ideckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ End of original code block */
+ /* New ME code : */
+ y = cm->cfirst[v]; Ideckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; Ideckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ Ifree_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ Ifree_vjd_deck(alpha[z], i0, j0);
+ alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ /* Original code : if (nends == 0) { Ideckpool_push(dpool, end); end = NULL;} */
+ /* ME code deletes the previous line, we don't mess with end, because
+ it is used later */
+ } else
+ /* original code (deck reuse) Ideckpool_push(dpool, alpha[y]);*/
+ /* new ME code : */
+ {
+ /* printf("calling free vjd deck for alpha[y=%d]\n", y); */
+ Ifree_vjd_deck(alpha[y], i0, j0);
+ }
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ /*
+ printf("INSIDE JD, printing alpha\n");
+ debug_print_alpha_banded_jd(alpha, cm, L, jmin, jmax, hdmin, hdmax);
+ printf("INSIDE JD, done printing alpha\n");
+ */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+ Lp = L - hdmin[0][j0-jmin[0]];
+ return_sc = Scorify(alpha[0][j0-jmin[0]][Lp]);
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ideckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ideckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (Ideckpool_pop(dpool, &end)) Ifree_vjd_deck(end, i0, j0);
+ Ideckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ ESL_DPRINTF1(("\tIInside_b_jd_me() sc : %f\n", return_sc));
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/***********************************************************************
+ * Function: FOutside_b_jd_me()
+ * Date: EPN 05.26.06
+ * SRE, Tue Aug 8 10:42:52 2000 [St. Louis]
+ *
+ * Purpose: The Outside dynamic programming algorithm for CMs.
+ * Works directly with floats, stepping into and out of
+ * log space as necessary.
+ *
+ * Derived from smallcyk.c::CYKOutside() and smallcyk.c::outsdie().
+ *
+ * Align a subsequence to the full model, i.e. we're given
+ * i0 and j0, beginning and end positions of the subseq we're
+ * considering.
+ *
+ * Args: cm - the model [0..M-1]
+ * dsq - the sequence [1..L]
+ * L - length of the dsq
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha and beta, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * beta - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_beta - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * alpha - the alpha matrix from a Inside run, if do_check is FALSE
+ * only decks for S states must be valid, else all must be
+ * valid.
+ * ret_alpha - if non-NULL, return the alpha matrix with one or more
+ * decks available for examination (see "do_full")
+ * do_check - TRUE to do time-consuming check to make sure
+ * beta and alpha are consistent (only if NON-LOCAL mode)
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * hdmin - minimum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * hdmax - maximum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ *
+ * Returns: log P(S|M)/P(S|R), as a bit score.
+ ***********************************************************************/
+float
+FOutside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, float ***alpha, float ****ret_alpha,
+ int do_check, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ float escore; /* an emission score, tmp variable */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ float bsc; /* total score for using local begin states */
+ float return_sc; /* P(S|M)/P(S|R) */
+ int n; /* counter over nodes, used only if do_check = TRUE */
+ int num_split_states; /* temp variable used only if do_check = TRUE */
+ float diff; /* temp variable used only if do_check = TRUE */
+ float **end; /* we re-use the end deck. */
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int Lp; /* L also changes depending on state */
+ int jp_v, jp_y, jp_z;
+ int kmin, kmax;
+ int tmp_jmin, tmp_jmax;
+ int fail_flag = FALSE; /* set to TRUE if do_check and we see a problem */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in FOutside_b_jd_me(), dsq is NULL.\n");
+ if(i0 != 1)
+ cm_Fail("ERROR: FOutside_b_jd requires that i0 be 1. This function is not set up for subsequence alignment\n");
+ if (cm->flags & CMH_LOCAL_END) { do_check = FALSE; }
+ /* Code for checking doesn't apply in local mode. See below. */
+
+ /* Allocations and initializations
+ */
+ bsc = IMPOSSIBLE;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * Allocate room for M+1 decks because we might need the EL deck (M)
+ * if we're doing local alignment.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(float **) * (cm->M+1));
+ for (v = 0; v < cm->M+1; v++) beta[v] = NULL;
+ }
+
+ /* Initialize the root deck. Root is necessarily the ROOT_S state 0.
+ */
+ if (! deckpool_pop(dpool, &(beta[0])))
+ beta[0] = alloc_jdbanded_vjd_deck(L, i0, j0, jmin[0], jmax[0], hdmin[0], hdmax[0]);
+ for (j = jmin[0]; j <= jmax[0]; j++)
+ {
+ jp_v = j - jmin[0];
+ for (d = hdmin[0][jp_v]; d <= hdmax[0][jp_v]; d++)
+ {
+ dp_v = d - hdmin[0][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ beta[0][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ /* non banded line: beta[0][j0][L] = 0; */
+ jp_v = j0 - jmin[0];
+ Lp = L - hdmin[0][jp_v];
+ assert(L >= hdmin[0][jp_v]);
+ assert(L <= hdmax[0][jp_v]);
+ beta[0][jp_v][Lp] = 0.;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ * EL deck has no bands as currently implemented.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ if (! deckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[cm->M][j][d] = IMPOSSIBLE;
+ }
+
+ /* We don't have to worry about vroot -> EL transitions the way
+ * smallcyk.c::outside() does, because vroot = 0.
+ */
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < cm->M; v++)
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+
+ /* Main loop down through the decks
+ */
+ /*for (v = 2; v < cm->M; v++) */ /*EPN is this 2 b/c Durbin p.287
+ has state 2 in the algorithm? b/c state 1 is root*/
+ for (v = 1; v < cm->M; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! deckpool_pop(dpool, &(beta[v])))
+ beta[v] = alloc_jdbanded_vjd_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+
+ /* Init the whole deck to IMPOSSIBLE
+ */
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ beta[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+
+ /* If we can do a local begin into v, also init with that.
+ * By definition, beta[0][j0][L] == 0.
+ */
+ if (cm->flags & CMH_LOCAL_BEGIN)
+ {
+ if((j0 >= jmin[v]) && (j0 <= jmax[v]))
+ {
+ jp_v = j0 - jmin[v];
+ if((L >= hdmin[v][jp_v]) && L <= hdmax[v][jp_v])
+ {
+ Lp = L - hdmin[v][jp_v];
+ beta[v][jp_v][Lp] = cm->beginsc[v];
+ }
+ }
+ }
+ /* main recursion: reorganized relative to FOutside() for simplification of
+ * band-related issues.
+ */
+ for (j = jmax[v]; j >= jmin[v]; j--)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmax[v][jp_v]; d >= hdmin[v][jp_v]; d--)
+ {
+ i = j-d+1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ if (cm->stid[v] == BEGL_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 8 inequalities (some may be redundant):
+ * NOTE: these are different from those in Inside() (for one thing, v and y
+ * (BEGL_S and BIF_B here respectively) are switched relative to Inside.
+ *
+ * (1) k <= jmax[y] - j;
+ * (2) k >= jmin[y] - j;
+ * (3) k <= jmax[z] - j;
+ * (4) k >= jmin[z] - j;
+ * 1 and 2 guarantee (j+k) is within state y's j band
+ * 3 and 4 guarantee (j+k) is within state z's j band
+ *
+ * (5) k >= hdmin[y][j-jmin[y]+k] - d;
+ * (6) k <= hdmax[y][j-jmin[y]+k] - d;
+ * 5 and 6 guarantee k+d is within y's j=(j+k), d band
+ *
+ * (7) k >= hdmin[z][j-jmin[z]+k];
+ * (8) k <= hdmax[z][j-jmin[z]+k];
+ * 5 and 6 guarantee k is within state z's j=(j+k) d band
+ *
+ * Note, below:
+ * tmp_jmin = MAX(jmin[y], jmin[z];
+ * tmp_jmax = MIN(jmax[y], jmax[z];
+ */
+ tmp_jmin = (jmin[y] > jmin[z]) ? jmin[y] : jmin[z];
+ tmp_jmax = (jmax[y] < jmax[z]) ? jmax[y] : jmax[z];
+
+ kmin = tmp_jmin - j;
+ kmax = tmp_jmax - j;
+ /* kmin and kmax satisfy inequalities (1-4) */
+ /* RHS of inequalities 5-8 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kmin; k <= kmax; k++)
+ {
+ if(k < (hdmin[y][jp_y+k] - d) || k > (hdmax[y][jp_y+k] - d)) continue;
+ /* above line continues if inequality 5 or 6 is violated */
+ if(k < (hdmin[z][jp_z+k]) || k > (hdmax[z][jp_z+k])) continue;
+ /* above line continues if inequality 7 or 8 is violated */
+
+ /* if we get here for current k, all 8 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j+k][d+k], and
+ * alpha[z][j+k][k] are all within the bands. These
+ * cells correspond to beta[v][jp_v][dp_v],
+ * beta[y][jp_y+k][d-hdmin[y][jp_y+k]+k],
+ * and alpha[z][jp_z][k-hdmin[z][jp_z+k]];
+ */
+ kp_z = k-hdmin[z][jp_z+k];
+ dp_y = d-hdmin[y][jp_y+k];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+k][dp_y+k]
+ + alpha[z][jp_z+k][kp_z]));
+ }
+ }
+ else if (cm->stid[v] == BEGR_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+
+ /* For j to be valid for state y: *
+ * jmin[y] >= j >= jmax[y]
+ * These are independent of k so we check outside of k loop below
+ * For j to be valid for state z: *
+ * (jmin[z] + d) >= j >= (jmax[z] + d)
+ */
+ if(j < jmin[y] || j > jmax[y]) continue;
+ if((j < (jmin[z] + d)) || (j > (jmax[z]+d))) continue;
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 4 inequalities (some may be redundant):
+ * NOTE: these are different from those in Inside() (for one thing, v and y
+ * (BEGR_S and BIF_B here respectively) are switched relative to Inside.
+ *
+ * (1) k >= hdmin[y][j-jmin[y]] - d;
+ * (2) k <= hdmax[y][j-jmin[y]] - d;
+ * 1 and 2 guarantee (d+k) is within state y's j=(j) d band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]-d];
+ * (4) k <= hdmax[z][j-jmin[z]-d];
+ * 3 and 4 guarantee k is within z's j=(j-d), d band
+ *
+ */
+ kmin = ((hdmin[y][jp_y]-d) > (hdmin[z][jp_z-d])) ? (hdmin[y][jp_y]-d) : (hdmin[z][jp_z-d]);
+ /* kmin satisfies inequalities (1) and (3) */
+ kmax = ((hdmax[y][jp_y]-d) < (hdmax[z][jp_z-d])) ? (hdmax[y][jp_y]-d) : (hdmax[z][jp_z-d]);
+ /* kmax satisfies inequalities (2) and (4) */
+
+ for(k = kmin; k <= kmax; k++)
+ {
+ /* for current k, all 4 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells beta[v][j][d], beta[y][j][d+k], and
+ * alpha[z][j-d][k] are all within the bands. These
+ * cells correspond to beta[v][jp_v][dp_v],
+ * beta[y][jp_y+k][d-hdmin[y][jp_y]+k],
+ * and alpha[z][jp_z-d][k-hdmin[z][jp_z-d]];
+ */
+ kp_z = k-hdmin[z][jp_z-d];
+ dp_y = d-hdmin[y][jp_y];
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y+k]
+ + alpha[z][jp_z-d][kp_z]));
+ }
+ }
+ else
+ {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--)
+ {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == j) continue; /* boundary condition */
+ if ((j+1) < jmin[y] || (j+1) > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+2) < hdmin[y][(jp_y+1)] || (d+2) > hdmax[y][(jp_y+1)]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y+1][dp_y+2] is a valid alpha cell
+ * corresponding to alpha[y][j+1][d+2] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y+1]; /* d index for state y */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+1][dp_y+2]
+ + cm->tsc[y][voffset] + escore));
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == j) continue; /* boundary condition (note when j=0, d=0)*/
+ if (j < jmin[y] || j > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+1) < hdmin[y][jp_y] || (d+1) > hdmax[y][jp_y]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y][dp_y+1] is a valid alpha cell
+ * corresponding to alpha[y][j][d+1] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y */
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[y][dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y+1]
+ + cm->tsc[y][voffset] + escore));
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if ((j+1) < jmin[y] || (j+1) > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+1) < hdmin[y][(jp_y+1)] || (d+1) > hdmax[y][(jp_y+1)]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y+1][dp_y+1] is a valid alpha cell
+ * corresponding to alpha[y][j+1][d+1] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][(jp_y+1)]; /* d index for state y */
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[y][dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+ /*printf("j: %d | jmin[y]: %d | jmax[y]: %d | jp_v: %d | dp_v: %d | jp_y: %d | dp_y: %d\n", j, jmin[y], jmax[y], jp_v, dp_v, jp_y, dp_y);*/
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+1][dp_y+1]
+ + cm->tsc[y][voffset] + escore));
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if (j < jmin[y] || j > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if (d < hdmin[y][jp_y] || d > hdmax[y][jp_y]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y][dp_y] is a valid alpha cell
+ * corresponding to alpha[y][j][d] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y */
+ beta[v][jp_v][dp_v] = FLogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y] + cm->tsc[y][voffset]));
+ break;
+
+ default: cm_Fail("bogus child state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][jp_v][dp_v] < IMPOSSIBLE) beta[v][jp_v][dp_v] = IMPOSSIBLE;
+ } /* ends else entered for non-BEGL/BEGR states*/
+ } /* ends loop over d. We know all beta[v][j][d] in this row j*/
+ } /* end loop over jp. We know the beta's for the whole deck.*/
+ /* Deal with local alignment end transitions v->EL
+ * (EL = deck at M.)
+ */
+ if (NOT_IMPOSSIBLE(cm->endsc[v])) {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ i = j-d+1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == j) continue; /* boundary condition */
+ if (((j+1) > jmax[v]) || ((d+2) > hdmax[v][jp_v])) continue; /*boundary condition*/
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ escore = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][jp_v+1][dp_v+2] + cm->endsc[v]
+ + escore));
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == j) continue;
+ if ((d+1) > hdmax[v][jp_v]) continue; /*boundary condition*/
+ if (dsq[i-1] < cm->abc->K)
+ escore = cm->esc[v][dsq[i-1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][jp_v][dp_v+1] + cm->endsc[v]
+ + escore));
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (((j+1) > jmax[v]) || ((d+1) > hdmax[v][jp_v])) continue; /*boundary condition*/
+ if (dsq[j+1] < cm->abc->K)
+ escore = cm->esc[v][dsq[j+1]];
+ else
+ escore = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][jp_v+1][dp_v+1] + cm->endsc[v]
+ + escore));
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[v][jp_v][dp_v] + cm->endsc[v]
+ + escore));
+ break;
+ case B_st:
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the NOT_IMPOSSIBLE() test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Look at v's parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) { deckpool_push(dpool, beta[y]); beta[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v. */
+
+ /* EPN left the below SRE block out */
+ /*#if 0*/
+ /* SRE: this code is superfluous, yes??? */
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ * (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = L; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ beta[cm->M][j][d] = FLogsum(beta[cm->M][j][d], (beta[cm->M][j][d+1]
+ + cm->el_selfsc));
+ }
+ }
+ /*#endif*/
+
+ /*
+ printf("OUTSIDE JD, printing beta\n");
+ debug_print_alpha_banded_jd(beta, cm, L, jmin, jmax, hdmin, hdmax);
+ printf("OUTSIDE JD, done printing beta\n");
+ */
+
+ Lp = L - hdmin[0][j0-jmin[0]];
+ if(do_check && (!(cm->flags & CMH_LOCAL_END)))
+ /* Local ends make the following test invalid because it is not true that
+ * exactly 1 state in each node's split set must be visited in each parse.
+ */
+ {
+ /* Determine P(S|M) / P(S|R) (probability of the sequence given the model)
+ * using both the Outside (beta) and Inside (alpha) matrices,
+ * and ensure they're consistent with P(S|M) / P(S|R) from the Inside calculation.
+ * For all v in each split set: Sum_v [ Sum_i,j ( alpha[v][i][j] * beta[v][i][j] ) ]
+ * = P(S|M) / P(S|R)
+ * in v,j,d coordinates this is:
+ * For all v in each split set: Sum_v [ Sum_j,(d<=j) ( alpha[v][j][d] * beta[v][j][d] ) ]
+ * = P(S|M) / P(S|R)
+ */
+
+ for(n = 0; n < cm->nodes; n++)
+ {
+ sc = IMPOSSIBLE;
+ num_split_states = SplitStatesInNode(cm->ndtype[n]);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + num_split_states; v++)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ /*printf("node %d | adding alpha beta: v: %d | jp_v: %d | dp_v: %d| j: %d | d: %d\n", n, v, jp_v, dp_v, j, d);
+ printf("\talpha: %f | beta: %f\n", alpha[v][jp_v][dp_v], beta[v][jp_v][dp_v]);*/
+ sc = FLogsum(sc, (alpha[v][jp_v][dp_v] + beta[v][jp_v][dp_v]));
+ }
+ }
+ }
+ /*printf("checking node: %d | sc: %.6f\n", n, sc);*/
+ diff = alpha[0][j0-jmin[0]][Lp] - sc;
+ if(diff > 0.001 || diff < -0.001)
+ {
+ fail_flag = TRUE;
+ printf("ERROR: node %d P(S|M): %.5f inconsistent with Inside P(S|M): %.5f (diff: %.5f)\n",
+ n, sc, alpha[0][(j0-jmin[0])][Lp], diff);
+ }
+ }
+
+ }
+
+ /* IF not in local mode, we can calculate P(S|M) / P(S|R) given only the
+ * beta matrix as follows:
+ *
+ * IF local ends are off, we know each parse MUST visit each END_E state,
+ * we pick final END_E state state cm->M-1 (though any END_E could be used here):
+ *
+ * Sum_j=0 to L (alpha[M-1][j][0] * beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * Note: alpha[M-1][j][0] = 0.0 for all j
+ * because all parse subtrees rooted at an END_E must have d=0, (2^0 = 1.0)
+ * therefore:
+ * Sum_j=0 to L (beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * IF local ends are on, each parse MUST visit either each END_E state with d=0
+ * or the EL state but d can vary, so we can't use this test (believe me I tried
+ * to get a similar test working, but I'm convinced you need alpha to get P(S|M)
+ * in local mode).
+ */
+ if(!(cm->flags & CMH_LOCAL_END))
+ {
+ return_sc = IMPOSSIBLE;
+ v = cm->M-1;
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ assert(hdmin[v][jp_v] == 0);
+ /* printf("\talpha[%3d][%3d][%3d]: %5.2f | beta[%3d][%3d][%3d]: %5.2f\n", (cm->M-1), (j), 0, alpha[(cm->M-1)][j][0], (cm->M-1), (j), 0, beta[(cm->M-1)][j][0]);*/
+ return_sc = FLogsum(return_sc, (beta[v][jp_v][0]));
+ }
+ }
+ else /* return_sc = P(S|M) / P(S|R) from Inside() */
+ {
+ return_sc = alpha[0][(j0-jmin[0])][Lp];
+ }
+
+ /* If the caller doesn't want the beta matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation...)
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (beta[v] != NULL) { deckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ deckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the alpha matrix, free it
+ * Else, pass it back to him.
+ * EPN - if we free the alpha and beta matrix the deck pool has all the
+ * decks from alpha and beta, not sure if this is desirable.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ float **a;
+ while (deckpool_pop(dpool, &a)) free_vjd_deck(a, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+
+ if(fail_flag) cm_Fail("Not all nodes passed posterior check.");
+
+ if(!(cm->flags & CMH_LOCAL_END))
+ ESL_DPRINTF1(("\tFOutside_b_jd_me() sc : %f\n", return_sc));
+ else
+ ESL_DPRINTF1(("\tFOutside_b_jd_me() sc : %f (LOCAL mode; sc is from Inside)\n", return_sc));
+
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+float
+IOutside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***beta, int ****ret_beta,
+ Ideckpool_t *dpool, Ideckpool_t **ret_dpool,
+ int allow_begin, int ***alpha, int ****ret_alpha,
+ int do_check, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int status;
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ int isc; /* a temporary variable holding an int score */
+ float fsc; /* a temporary variable holding a float score */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int iescore; /* an emission score, tmp variable */
+ int voffset; /* index of v in t_v(y) transition scores */
+ int L; /* subsequence length */
+ int jp; /* j': relative position in the subsequence */
+ int bsc; /* total score for using local begin states */
+ int ireturn_sc; /* P(S|M)/P(S|R), a scaled int*/
+ float freturn_sc; /* P(S|M)/P(S|R), a float (Scorified ireturn_sc) */
+ int n; /* counter over nodes, used only if do_check = TRUE */
+ int num_split_states; /* temp variable used only if do_check = TRUE */
+ float diff; /* temp variable used only if do_check = TRUE */
+ int **end; /* we re-use the end deck. */
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int Lp; /* L also changes depending on state */
+ int jp_v, jp_y, jp_z;
+ int kmin, kmax;
+ int tmp_jmin, tmp_jmax;
+ int fail_flag = FALSE; /* set to TRUE if do_check and we see a problem */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in IOutside_b_jd_me(), dsq is NULL.\n");
+ if(i0 != 1)
+ cm_Fail("ERROR: IOutside_b_jd requires that i0 be 1. This function is not set up for subsequence alignment\n");
+
+ if (cm->flags & CMH_LOCAL_END) { do_check = FALSE; }
+ /* Code for checking doesn't apply in local mode. See below. */
+
+ /* Allocations and initializations
+ */
+ bsc = -INFTY;
+ L = j0-i0+1; /* the length of the subsequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = Ideckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * Allocate room for M+1 decks because we might need the EL deck (M)
+ * if we're doing local alignment.
+ */
+ if (beta == NULL) {
+ ESL_ALLOC(beta, sizeof(int **) * (cm->M+1));
+ for (v = 0; v < cm->M+1; v++) beta[v] = NULL;
+ }
+
+ /* Initialize the root deck. Root is necessarily the ROOT_S state 0.
+ */
+ if (! Ideckpool_pop(dpool, &(beta[0])))
+ beta[0] = Ialloc_jdbanded_vjd_deck(L, i0, j0, jmin[0], jmax[0], hdmin[0], hdmax[0]);
+ for (j = jmin[0]; j <= jmax[0]; j++)
+ {
+ jp_v = j - jmin[0];
+ for (d = hdmin[0][jp_v]; d <= hdmax[0][jp_v]; d++)
+ {
+ dp_v = d - hdmin[0][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ beta[0][jp_v][dp_v] = -INFTY;
+ }
+ }
+ /* non banded line: beta[0][j0][L] = 0; */
+ jp_v = j0 - jmin[0];
+ Lp = L - hdmin[0][jp_v];
+ assert(L >= hdmin[0][jp_v]);
+ assert(L <= hdmax[0][jp_v]);
+ beta[0][jp_v][Lp] = 0.;
+
+ /* Initialize the EL deck at M, if we're doing local alignment w.r.t. ends.
+ * EL deck has no bands as currently implemented.
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ if (! Ideckpool_pop(dpool, &(beta[cm->M])))
+ beta[cm->M] = Ialloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= L; jp++) {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ beta[cm->M][j][d] = -INFTY;
+ }
+
+ /* Le don't have to worry about vroot -> EL transitions the way
+ * smallcyk.c::outside() does, because vroot = 0.
+ */
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < cm->M; v++)
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+
+ /* Main loop down through the decks
+ */
+ /*for (v = 2; v < cm->M; v++) */ /*EPN is this 2 b/c Durbin p.287
+ has state 2 in the algorithm? b/c state 1 is root? */
+ for (v = 1; v < cm->M; v++)
+ {
+ /* First we need to fetch a deck of memory to fill in;
+ * we try to reuse a deck but if one's not available we allocate
+ * a fresh one.
+ */
+ if (! Ideckpool_pop(dpool, &(beta[v])))
+ beta[v] = Ialloc_jdbanded_vjd_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+
+ /* Init the whole deck to -INFTY
+ */
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ beta[v][jp_v][dp_v] = -INFTY;
+ }
+ }
+
+ /* If we can do a local begin into v, also init with that.
+ * By definition, beta[0][j0][L] == 0.
+ */
+ if (cm->flags & CMH_LOCAL_BEGIN)
+ {
+ if((j0 >= jmin[v]) && (j0 <= jmax[v]))
+ {
+ jp_v = j0 - jmin[v];
+ if((L >= hdmin[v][jp_v]) && L <= hdmax[v][jp_v])
+ {
+ Lp = L - hdmin[v][jp_v];
+ beta[v][jp_v][Lp] = cm->ibeginsc[v];
+ }
+ }
+ }
+ /* main recursion: reorganized relative to FOutside() for simplification of
+ * band-related issues.
+ */
+ for (j = jmax[v]; j >= jmin[v]; j--)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmax[v][jp_v]; d >= hdmin[v][jp_v]; d--)
+ {
+ i = j-d+1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ if (cm->stid[v] == BEGL_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cnum[y]; /* the other (right) S state */
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 8 inequalities (some may be redundant):
+ * NOTE: these are different from those in Inside() (for one thing, v and y
+ * (BEGL_S and BIF_B here respectively) are switched relative to Inside.
+ *
+ * (1) k <= jmax[y] - j;
+ * (2) k >= jmin[y] - j;
+ * (3) k <= jmax[z] - j;
+ * (4) k >= jmin[z] - j;
+ * 1 and 2 guarantee (j+k) is within state y's j band
+ * 3 and 4 guarantee (j+k) is within state z's j band
+ *
+ * (5) k >= hdmin[y][j-jmin[y]+k] - d;
+ * (6) k <= hdmax[y][j-jmin[y]+k] - d;
+ * 5 and 6 guarantee k+d is within y's j=(j+k), d band
+ *
+ * (7) k >= hdmin[z][j-jmin[z]+k];
+ * (8) k <= hdmax[z][j-jmin[z]+k];
+ * 5 and 6 guarantee k is within state z's j=(j+k) d band
+ *
+ * Note, below:
+ * tmp_jmin = MAX(jmin[y], jmin[z];
+ * tmp_jmax = MIN(jmax[y], jmax[z];
+ */
+ tmp_jmin = (jmin[y] > jmin[z]) ? jmin[y] : jmin[z];
+ tmp_jmax = (jmax[y] < jmax[z]) ? jmax[y] : jmax[z];
+
+ kmin = tmp_jmin - j;
+ kmax = tmp_jmax - j;
+ /* kmin and kmax satisfy inequalities (1-4) */
+ /* RHS of inequalities 5-8 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ for(k = kmin; k <= kmax; k++)
+ {
+ if(k < (hdmin[y][jp_y+k] - d) || k > (hdmax[y][jp_y+k] - d)) continue;
+ /* above line continues if inequality 5 or 6 is violated */
+ if(k < (hdmin[z][jp_z+k]) || k > (hdmax[z][jp_z+k])) continue;
+ /* above line continues if inequality 7 or 8 is violated */
+
+ /* if we get here for current k, all 8 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j+k][d+k], and
+ * alpha[z][j+k][k] are all within the bands. These
+ * cells correspond to beta[v][jp_v][dp_v],
+ * beta[y][jp_y+k][d-hdmin[y][jp_y+k]+k],
+ * and alpha[z][jp_z][k-hdmin[z][jp_z+k]];
+ */
+ kp_z = k-hdmin[z][jp_z+k];
+ dp_y = d-hdmin[y][jp_y+k];
+ beta[v][jp_v][dp_v] = ILogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+k][dp_y+k]
+ + alpha[z][jp_z+k][kp_z]));
+ }
+ }
+ else if (cm->stid[v] == BEGR_S)
+ {
+ y = cm->plast[v]; /* the parent bifurcation */
+ z = cm->cfirst[y]; /* the other (left) S state */
+
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+
+ /* For j to be valid for state y: *
+ * jmin[y] >= j >= jmax[y]
+ * These are independent of k so we check outside of k loop below
+ * For j to be valid for state z: *
+ * (jmin[z] + d) >= j >= (jmax[z] + d)
+ */
+ if(j < jmin[y] || j > jmax[y]) continue;
+ if((j < (jmin[z] + d)) || (j > (jmax[z]+d))) continue;
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 4 inequalities (some may be redundant):
+ * NOTE: these are different from those in Inside() (for one thing, v and y
+ * (BEGR_S and BIF_B here respectively) are switched relative to Inside.
+ *
+ * (1) k >= hdmin[y][j-jmin[y]] - d;
+ * (2) k <= hdmax[y][j-jmin[y]] - d;
+ * 1 and 2 guarantee (d+k) is within state y's j=(j) d band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]-d];
+ * (4) k <= hdmax[z][j-jmin[z]-d];
+ * 3 and 4 guarantee k is within z's j=(j-d), d band
+ *
+ */
+ kmin = ((hdmin[y][jp_y]-d) > (hdmin[z][jp_z-d])) ? (hdmin[y][jp_y]-d) : (hdmin[z][jp_z-d]);
+ /* kmin satisfies inequalities (1) and (3) */
+ kmax = ((hdmax[y][jp_y]-d) < (hdmax[z][jp_z-d])) ? (hdmax[y][jp_y]-d) : (hdmax[z][jp_z-d]);
+ /* kmax satisfies inequalities (2) and (4) */
+
+ for(k = kmin; k <= kmax; k++)
+ {
+ /* for current k, all 4 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells beta[v][j][d], beta[y][j][d+k], and
+ * alpha[z][j-d][k] are all within the bands. These
+ * cells correspond to beta[v][jp_v][dp_v],
+ * beta[y][jp_y+k][d-hdmin[y][jp_y]+k],
+ * and alpha[z][jp_z-d][k-hdmin[z][jp_z-d]];
+ */
+ kp_z = k-hdmin[z][jp_z-d];
+ dp_y = d-hdmin[y][jp_y];
+ beta[v][jp_v][dp_v] = ILogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y+k]
+ + alpha[z][jp_z-d][kp_z]));
+ }
+ }
+ else
+ {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--)
+ {
+ voffset = v - cm->cfirst[y]; /* gotta calculate the transition score index for t_y(v) */
+
+ switch(cm->sttype[y]) {
+ case MP_st:
+ if (j == j0 || d == j) continue; /* boundary condition */
+ if ((j+1) < jmin[y] || (j+1) > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+2) < hdmin[y][(jp_y+1)] || (d+2) > hdmax[y][(jp_y+1)]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y+1][dp_y+2] is a valid alpha cell
+ * corresponding to alpha[y][j+1][d+2] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y+1]; /* d index for state y */
+
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[y][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ iescore = iDegeneratePairScore(cm->abc, cm->iesc[y], dsq[i-1], dsq[j+1]);
+ beta[v][jp_v][dp_v] = ILogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+1][dp_y+2]
+ + cm->itsc[y][voffset] + iescore));
+ break;
+
+ case ML_st:
+ case IL_st:
+ if (d == j) continue; /* boundary condition (note when j=0, d=0)*/
+ if (j < jmin[y] || j > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+1) < hdmin[y][jp_y] || (d+1) > hdmax[y][jp_y]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y][dp_y+1] is a valid alpha cell
+ * corresponding to alpha[y][j][d+1] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y */
+ if (dsq[i-1] < cm->abc->K)
+ iescore = cm->iesc[y][dsq[i-1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[i-1], cm->iesc[y]);
+ beta[v][jp_v][dp_v] = ILogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y+1]
+ + cm->itsc[y][voffset] + iescore));
+ break;
+
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if ((j+1) < jmin[y] || (j+1) > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if ((d+1) < hdmin[y][(jp_y+1)] || (d+1) > hdmax[y][(jp_y+1)]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y+1][dp_y+1] is a valid alpha cell
+ * corresponding to alpha[y][j+1][d+1] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][(jp_y+1)]; /* d index for state y */
+ if (dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[y][dsq[j+1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[j+1], cm->iesc[y]);
+ /*printf("j: %d | jmin[y]: %d | jmax[y]: %d | jp_v: %d | dp_v: %d | jp_y: %d | dp_y: %d\n", j, jmin[y], jmax[y], jp_v, dp_v, jp_y, dp_y);*/
+ beta[v][jp_v][dp_v] = ILogsum(beta[v][jp_v][dp_v], (beta[y][jp_y+1][dp_y+1]
+ + cm->itsc[y][voffset] + iescore));
+ break;
+
+ case S_st:
+ case E_st:
+ case D_st:
+ if (j < jmin[y] || j > jmax[y]) continue; /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if (d < hdmin[y][jp_y] || d > hdmax[y][jp_y]) continue; /* enforces d is valid for state y */
+ /* if we get here alpha[y][jp_y][dp_y] is a valid alpha cell
+ * corresponding to alpha[y][j][d] in the platonic matrix.
+ */
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y */
+ beta[v][jp_v][dp_v] = ILogsum(beta[v][jp_v][dp_v], (beta[y][jp_y][dp_y] + cm->itsc[y][voffset]));
+ break;
+
+ default: cm_Fail("bogus child state %d\n", cm->sttype[y]);
+ }/* end switch over states*/
+ } /* ends for loop over parent states. we now know beta[v][j][d] for this d */
+ if (beta[v][jp_v][dp_v] < -INFTY) beta[v][jp_v][dp_v] = -INFTY;
+ } /* ends else entered for non-BEGL/BEGR states*/
+ } /* ends loop over d. We know all beta[v][j][d] in this row j*/
+ } /* end loop over jp. We know the beta's for the whole deck.*/
+ /* Deal with local alignment end transitions v->EL
+ * (EL = deck at M.)
+ */
+ if (cm->iendsc[v] != -INFTY) {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ i = j-d+1;
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (j == j0 || d == j) continue; /* boundary condition */
+ if (((j+1) > jmax[v]) || ((d+2) > hdmax[v][jp_v])) continue; /*boundary condition*/
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[v][(dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ iescore = iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i-1], dsq[j+1]);
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][jp_v+1][dp_v+2] + cm->iendsc[v]
+ + iescore));
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == j) continue;
+ if ((d+1) > hdmax[v][jp_v]) continue; /*boundary condition*/
+ if (dsq[i-1] < cm->abc->K)
+ iescore = cm->iesc[v][dsq[i-1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[i-1], cm->iesc[v]);
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][jp_v][dp_v+1] + cm->iendsc[v]
+ + iescore));
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (((j+1) > jmax[v]) || ((d+1) > hdmax[v][jp_v])) continue; /*boundary condition*/
+ if (dsq[j+1] < cm->abc->K)
+ iescore = cm->iesc[v][dsq[j+1]];
+ else
+ iescore = esl_abc_IAvgScore(cm->abc, dsq[j+1], cm->iesc[v]);
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][jp_v+1][dp_v+1] + cm->iendsc[v]
+ + iescore));
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[v][jp_v][dp_v] + cm->iendsc[v]
+ + iescore));
+ break;
+ case B_st:
+ default: cm_Fail("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the (cm->iendsc[v] != -INFTY) test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Look at v's parents; if we're reusing memory (! do_full)
+ * push the parents that we don't need any more into the pool.
+ */
+ if (! do_full) {
+ for (y = cm->plast[v]; y > cm->plast[v]-cm->pnum[v]; y--) {
+ touch[y]--;
+ if (touch[y] == 0) { Ideckpool_push(dpool, beta[y]); beta[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v. */
+
+ /* EPN left the below SRE block out */
+ /*#if 0*/
+ /* SRE: this code is superfluous, yes??? */
+ /* Deal with last step needed for local alignment
+ * w.r.t. ends: left-emitting, zero-scoring EL->EL transitions.
+ * (EL = deck at M.)
+ */
+ if (cm->flags & CMH_LOCAL_END) {
+ for (jp = L; jp > 0; jp--) { /* careful w/ boundary here */
+ j = i0-1+jp;
+ for (d = jp-1; d >= 0; d--) /* careful w/ boundary here */
+ beta[cm->M][j][d] = ILogsum(beta[cm->M][j][d], (beta[cm->M][j][d+1]
+ + cm->iel_selfsc));
+ }
+ }
+ /*#endif*/
+
+ /*
+ printf("OUTSIDE JD, printing beta\n");
+ debug_print_alpha_banded_jd(beta, cm, L, jmin, jmax, hdmin, hdmax);
+ printf("OUTSIDE JD, done printing beta\n");
+ */
+
+ Lp = L - hdmin[0][j0-jmin[0]];
+ if(do_check && (!(cm->flags & CMH_LOCAL_END)))
+ /* Local ends make the following test invalid because it is not true that
+ * exactly 1 state in each node's split set must be visited in each parse.
+ */
+ {
+ /* Determine P(S|M) / P(S|R) (probability of the sequence given the model)
+ * using both the Outside (beta) and Inside (alpha) matrices,
+ * and ensure they're consistent with P(S|M) / P(S|R) from the Inside calculation.
+ * For all v in each split set: Sum_v [ Sum_i,j ( alpha[v][i][j] * beta[v][i][j] ) ]
+ * = P(S|M) / P(S|R)
+ * in v,j,d coordinates this is:
+ * For all v in each split set: Sum_v [ Sum_j,(d<=j) ( alpha[v][j][d] * beta[v][j][d] ) ]
+ * = P(S|M) / P(S|R)
+ */
+
+ for(n = 0; n < cm->nodes; n++)
+ {
+ isc = -INFTY;
+ num_split_states = SplitStatesInNode(cm->ndtype[n]);
+ for(v = cm->nodemap[n]; v < cm->nodemap[n] + num_split_states; v++)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ /*printf("node %d | adding alpha beta: v: %d | jp_v: %d | dp_v: %d| j: %d | d: %d\n", n, v, jp_v, dp_v, j, d);
+ printf("\talpha: %f | beta: %f\n", alpha[v][jp_v][dp_v], beta[v][jp_v][dp_v]);*/
+ isc = ILogsum(isc, (alpha[v][jp_v][dp_v] + beta[v][jp_v][dp_v]));
+ }
+ }
+ }
+ fsc = Scorify(isc);
+ /*printf("checking node: %d | sc: %.6f\n", n, fsc);*/
+ diff = fsc - (Scorify(alpha[0][j0-jmin[0]][Lp]));
+ if(diff > 0.01 || diff < -0.01)
+ {
+ fail_flag = TRUE;
+ printf("ERROR: node %d P(S|M): %.5f inconsistent with Inside P(S|M): %.5f (diff: %.5f)\n",
+ n, fsc, Scorify(alpha[0][(j0-jmin[0])][Lp]), diff);
+ }
+ }
+
+ }
+
+ /* IF not in local mode, we can calculate P(S|M) / P(S|R) given only the
+ * beta matrix as follows:
+ *
+ * IF local ends are off, we know each parse MUST visit each END_E state,
+ * we pick final END_E state state cm->M-1 (though any END_E could be used here):
+ *
+ * Sum_j=0 to L (alpha[M-1][j][0] * beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * Note: alpha[M-1][j][0] = 0.0 for all j
+ * because all parse subtrees rooted at an END_E must have d=0, (2^0 = 1.0)
+ * therefore:
+ * Sum_j=0 to L (beta[M-1][j][0]) = P(S|M) / P(S|R)
+ *
+ * IF local ends are on, each parse MUST visit either each END_E state with d=0
+ * or the EL state but d can vary, so we can't use this test (believe me I tried
+ * to get a similar test working, but I'm convinced you need alpha to get P(S|M)
+ * in local mode).
+ */
+ if(!(cm->flags & CMH_LOCAL_END))
+ {
+ ireturn_sc = -INFTY;
+ v = cm->M-1;
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ assert(hdmin[v][jp_v] == 0);
+ /* printf("\talpha[%3d][%3d][%3d]: %5.2f | beta[%3d][%3d][%3d]: %5.2f\n", (cm->M-1), (j), 0, alpha[(cm->M-1)][j][0], (cm->M-1), (j), 0, beta[(cm->M-1)][j][0]);*/
+ ireturn_sc = ILogsum(ireturn_sc, (beta[v][jp_v][0]));
+ }
+ freturn_sc = Scorify(ireturn_sc);
+ }
+ else /* return_sc = P(S|M) / P(S|R) from Inside() */
+ {
+ freturn_sc = Scorify(alpha[0][(j0-jmin[0])][Lp]);
+ }
+
+ /* If the caller doesn't want the beta matrix, free it.
+ * (though it would be *stupid* for the caller not to want the
+ * matrix in the current implementation...)
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (beta[v] != NULL) { Ideckpool_push(dpool, beta[v]); beta[v] = NULL; }
+ if (cm->flags & CMH_LOCAL_END) {
+ Ideckpool_push(dpool, beta[cm->M]);
+ beta[cm->M] = NULL;
+ }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the alpha matrix, free it
+ * Else, pass it back to him.
+ * EPN - if we free the alpha and beta matrix the deck pool has all the
+ * decks from alpha and beta, not sure if this is desirable.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M-1); v++)
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ideckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ideckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ int **a;
+ while (Ideckpool_pop(dpool, &a)) Ifree_vjd_deck(a, i0, j0);
+ Ideckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+
+ if(fail_flag) cm_Fail("Not all nodes passed posterior check.");
+
+ if(!(cm->flags & CMH_LOCAL_END))
+ ESL_DPRINTF1(("\tIOutside_b_jd_me() sc : %f\n", freturn_sc));
+ else
+ ESL_DPRINTF1(("\tIOutside_b_jd_me() sc : %f (LOCAL mode; sc is from Inside)\n", freturn_sc));
+
+ return freturn_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/***************************************************************/
+/* Function: CMPosterior_b_jd_me()
+ *
+ * EPN 05.27.06 based on IHH's P7EmitterPosterior() from HMMER's postprob.c
+ *
+ * Purpose: Combines banded Inside and Outside cubes into a posterior
+ * probability cube. The Inside and Outside cubes are banded
+ * in both the j and d dimensions, any cells outside of
+ * bands do not exist in memory
+ * The entry in post[v][jp_v][dp_v] is the log of the
+ * posterior probability of a parse subtree rooted at v
+ * emitting the subsequence i..j (i=j-d+1). Where j = jp_v + jmin[v],
+ * and d = dp_v + hdmin[v][jp_v].
+ * The caller must allocate space for the cube, although the
+ * beta matrix from Outside can be used instead (overwriting it will not
+ * compromise the algorithm).
+ *
+ * Args: L - length of sequence
+ * cm - the model
+ * alpha - pre-calculated Inside matrix
+ * beta - pre-calculated Outside matrix
+ * post - pre-allocated dynamic programming cube
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * hdmin - minimum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * hdmax - maximum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * Return: void
+ */
+void
+CMPosterior_b_jd_me(int L, CM_t *cm, float ***alpha, float ****ret_alpha,
+ float ***beta, float ****ret_beta, float ***post,
+ float ****ret_post, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int v, j, d;
+ float sc;
+ int jp_v; /* j index for state v in alpha/beta with mem eff bands */
+ int dp_v; /* d index for state v in alpha/beta w/mem eff bands */
+ int Lp;
+ float **end; /* used for freeing alpha b/c we re-use the end deck. */
+
+ Lp = L - hdmin[0][L-jmin[0]];
+ sc = alpha[0][L-jmin[0]][Lp];
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * its not a valid deck.
+ */
+ if (cm->flags & CMH_LOCAL_END)
+ {
+ for(j = 0; j <= L; j++)
+ for (d = 0; d <= j; d++)
+ {
+ post[cm->M][j][d] = alpha[cm->M][j][d] + beta[cm->M][j][d] - sc;
+ /*printf("v: %3d | j: %3d | d: %3d | alpha : %5.2f | beta : %5.2f\n", cm->M, j, d, alpha[cm->M][j][d], beta[cm->M][j][d]);*/
+ /*printf("post[%d][%d][%d]: %f\n", cm->M, j, d, post[cm->M][j][d]);*/
+ }
+ }
+
+ for (v = (cm->M-1); v >= 0; v--)
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v];
+ /*printf("v: %3d | jp_v: %3d | dp_v: %3d | alpha: %5.2f | beta: %5.2f\n", v, jp_v, dp_v, alpha[v][jp_v][dp_v], beta[v][jp_v][dp_v]);*/
+ post[v][jp_v][dp_v] = alpha[v][jp_v][dp_v] + beta[v][jp_v][dp_v] - sc;
+ }
+ }
+
+ /* If the caller doesn't want the matrix, free it and free the decks in the pool
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M); v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { free_vjd_deck(alpha[v], 1, L); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { free_vjd_deck(end, 1, L); end = NULL; }
+ free(alpha);
+ }
+ else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the beta matrix, free it along with the decks.
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= (cm->M); v++)
+ if (beta[v] != NULL) { free_vjd_deck(beta[v], 1, L); beta[v] = NULL; }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the post matrix, free it, though
+ * it would be *stupid* for the caller not to want it in current implementation.
+ */
+ if (ret_post == NULL) {
+ for (v = 0; v <= (cm->M); v++)
+ if (post[v] != NULL) { free_vjd_deck(post[v], 1, L); post[v] = NULL; }
+ free(post);
+ } else *ret_post = post;
+}
+
+void
+ICMPosterior_b_jd_me(int L, CM_t *cm, int ***alpha, int ****ret_alpha,
+ int ***beta, int ****ret_beta, int ***post,
+ int ****ret_post, int *jmin, int *jmax, int **hdmin, int **hdmax)
+{
+ int v, j, d;
+ int sc;
+ int jp_v; /* j index for state v in alpha/beta with mem eff bands */
+ int dp_v; /* d index for state v in alpha/beta w/mem eff bands */
+ int Lp;
+ int **end; /* used for freeing alpha b/c we re-use the end deck. */
+
+ Lp = L - hdmin[0][L-jmin[0]];
+ sc = alpha[0][L-jmin[0]][Lp];
+
+ /* If local ends are on, start with the EL state (cm->M), otherwise
+ * it's not a valid deck.
+ */
+ if (cm->flags & CMH_LOCAL_END)
+ {
+ for(j = 0; j <= L; j++)
+ for (d = 0; d <= j; d++)
+ {
+ post[cm->M][j][d] = alpha[cm->M][j][d] + beta[cm->M][j][d] - sc;
+ /*printf("v: %3d | j: %3d | d: %3d | alpha : %5.2f | beta : %d\n", cm->M, j, d, alpha[cm->M][j][d], beta[cm->M][j][d]);
+ printf("post[%d][%d][%d]: %d\n", cm->M, j, d, post[cm->M][j][d]);*/
+ }
+ }
+
+ for (v = (cm->M-1); v >= 0; v--)
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v];
+ post[v][jp_v][dp_v] = alpha[v][jp_v][dp_v] + beta[v][jp_v][dp_v] - sc;
+ /*printf("v: %3d | jp_v: %3d | dp_v: %3d | alpha: %10d | beta: %10d | post: %10d\n", v, jp_v, dp_v, alpha[v][jp_v][dp_v], beta[v][jp_v][dp_v], post[v][jp_v][dp_v]);*/
+ /* if(Score2Prob(post[v][jp_v][dp_v], 1.) > 1.03) printf("%f v: %d jp_v: %d dp_v: %d isc: %d\n", Score2Prob(post[v][jp_v][dp_v], 1.), v, jp_v, dp_v, post[v][jp_v][dp_v]); */
+ /* assert(Score2Prob(post[v][jp_v][dp_v], 1.) <= 1.001); */
+ }
+ }
+
+ /* If the caller doesn't want the matrix, free it and free the decks in the pool
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= (cm->M); v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ifree_vjd_deck(alpha[v], 1, L); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ifree_vjd_deck(end, 1, L); end = NULL; }
+ free(alpha);
+ }
+ else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the beta matrix, free it along with the decks.
+ */
+ if (ret_beta == NULL) {
+ for (v = 0; v <= (cm->M); v++)
+ if (beta[v] != NULL) { Ifree_vjd_deck(beta[v], 1, L); beta[v] = NULL; }
+ free(beta);
+ } else *ret_beta = beta;
+
+ /* If the caller doesn't want the post matrix, free it, though
+ * it would be *stupid* for the caller not to want it in current implementation.
+ */
+ if (ret_post == NULL) {
+ for (v = 0; v <= (cm->M); v++)
+ if (post[v] != NULL) { Ifree_vjd_deck(post[v], 1, L); post[v] = NULL; }
+ free(post);
+ } else *ret_post = post;
+}
+
+/*################################################################*/
+/* Integer versions of functions necessary for implementation
+ * of cm_postprob.c functions using scaled integer log odds scores. Copied
+ * and minimally changed from smallcyk.c.
+ */
+
+/*################################################################*/
+/* Functions: Ideckpool_*()
+ * Date: EPN, Fri Dec 29 06:50:51 2006
+ * adapted from deckpool_*() functions in smallcyk.c by:
+ * SRE, Wed Aug 2 10:43:17 2000 [St. Louis]
+ *
+ * Purpose: Implementation of a pushdown stack for storing decks
+ * of the inside or outside dynamic programming matrices
+ * with ints (not floats - this is the *I*deckpool part),
+ * with the usual _create, _push, _pop, and _free API.
+ *
+ * The deck pool allows us to efficiently reuse memory,
+ * so long as our DP algorithms step through the decks
+ * as their outermost loop.
+ *
+ * Works for either coordinate system (vjd or vji)
+ * and subseq variants, because it's simply managing
+ * a deck as a float **.
+ */
+Ideckpool_t *
+Ideckpool_create(void)
+{
+ int status;
+ Ideckpool_t *dpool;
+
+ ESL_ALLOC(dpool, sizeof(Ideckpool_t));
+ dpool->block = 10; /* configurable if you want */
+ ESL_ALLOC(dpool->pool, sizeof(int **) * dpool->block);
+ dpool->nalloc = dpool->block;
+ dpool->n = 0;
+ return dpool;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+void
+Ideckpool_push(Ideckpool_t *dpool, int **deck)
+{
+ int status;
+ void *tmp;
+ if (dpool->n == dpool->nalloc) {
+ dpool->nalloc += dpool->block;
+ ESL_RALLOC(dpool->pool, tmp, sizeof(int **) * dpool->nalloc);
+ }
+ dpool->pool[dpool->n] = deck;
+ dpool->n++;
+ ESL_DPRINTF3(("Ideckpool_push\n"));
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+int
+Ideckpool_pop(Ideckpool_t *d, int ***ret_deck)
+{
+ if (d->n == 0) { *ret_deck = NULL; return 0;}
+ d->n--;
+ *ret_deck = d->pool[d->n];
+ ESL_DPRINTF3(("Ideckpool_pop\n"));
+ return 1;
+}
+void
+Ideckpool_free(Ideckpool_t *d)
+{
+ free(d->pool);
+ free(d);
+}
+/*================================================================*/
+
+/*################################################################*/
+/* Functions: I*_vjd_*
+ * Date: EPN, Fri Dec 29 06:55:29 2006
+ * adapted from *_vjd_*() functions in smallcyk.c by:
+ * SRE, Sat Aug 12 16:27:37 2000 [Titusville]
+ *
+ *
+ * Purpose: Allocation and freeing of 3D matrices and 2D decks
+ * of ints (not floats - this is the *I*_vjd_ part)
+ * in the vjd coord system. These can be called on
+ * subsequences i..j, not just the full sequence 1..L,
+ * so they need i,j... if you're doing the full sequence
+ * just pass 1,L.
+ *
+ * We don't need to deal with shadow matrices differently
+ * between float and int log odds scores, we can use
+ * the original functions in smallcyk.c
+ */
+int **
+Ialloc_vjd_deck(int L, int i, int j)
+{
+ int status;
+ int **a;
+ int jp;
+
+ ESL_DPRINTF3(("alloc_vjd_deck : %.4f\n", size_vjd_deck(L,i,j)));
+ ESL_ALLOC(a, sizeof(int *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ for (jp = 0; jp < i-1; jp++) a[jp] = NULL;
+ for (jp = j+1; jp <= L; jp++) a[jp] = NULL;
+ for (jp = 0; jp <= j-i+1; jp++) ESL_ALLOC(a[jp+i-1], sizeof(int) * (jp+1));
+ return a;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+int
+Isize_vjd_deck(int L, int i, int j)
+{
+ float Mb;
+ int jp;
+ Mb = (float) (sizeof(int *) * (L+1));
+ for (jp = 0; jp <= j-i+1; jp++)
+ Mb += (float) (sizeof(int) * (jp+1));
+ return (Mb / 1000000.);
+}
+
+void
+Ifree_vjd_deck(int **a, int i, int j)
+{
+ int jp;
+ for (jp = 0; jp <= j-i+1; jp++) if (a[jp+i-1] != NULL) free(a[jp+i-1]);
+ free(a);
+}
+void
+Ifree_vjd_matrix(int ***a, int M, int i, int j)
+{
+ int v;
+ for (v = 0; v <= M; v++)
+ if (a[v] != NULL) /* protect against double free's of reused decks (ends) */
+ { Ifree_vjd_deck(a[v], i, j); a[v] = NULL; }
+ free(a);
+}
+/*================================================================*/
+
+/* A single vjd deck allocation function: Ialloc_jdbanded_vjd_deck()
+ * is needed to support scaled int log odds scores in HMM banded (in
+ * the j and d dimensions) Inside and Outside functions. This is copied
+ * from hbandcyk.c and modified to handle int log odds scores, not floats.
+ */
+int **
+Ialloc_jdbanded_vjd_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax)
+{
+ int status;
+ int **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+ int jfirst, jlast;
+ /*printf("in alloc JD banded vjd deck, L : %d, i : %d, j : %d, jmin : %d, jmax : %d\n", L, i, j, jmin, jmax);*/
+
+ if(j < jmin || i > jmax)
+ cm_Fail("ERROR called alloc_jdbanded_vjd_deck for i: %d j: %d which is outside the band on j, jmin: %d | jmax: %d\n", i, j, jmin, jmax);
+
+ ESL_ALLOC(a, sizeof(int *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ for (jp = 0; jp <= L; jp++) a[jp] = NULL;
+
+ jfirst = ((i-1) > jmin) ? (i-1) : jmin;
+ jlast = (j < jmax) ? j : jmax;
+ /* jfirst is the first valid j, jlast is the last */
+ for (jp = jfirst; jp <= jlast; jp++)
+ {
+ /*printf("jfirst: %d | jlast: %d\n", jfirst, jlast);
+ printf("jp: %d | max : %d\n", jp, (jlast));
+ printf("hdmax[%d]: %d\n", (jp-jmin), hdmax[jp-jmin]);
+ */
+ if(hdmax[jp-jmin] > (jp+1))
+ {
+ /* Based on my current understanding this shouldn't happen, it means there's a valid d
+ * in the hd band that is invalid because its > j. I check, or ensure, that this
+ * doesn't happen when I'm constructing the d bands.
+ */
+ cm_Fail("jd banded error 0.\n");
+ }
+ bw = hdmax[jp-jmin] - hdmin[jp-jmin] +1;
+
+ /*a is offset only the first (jlast-jfirst+1) elements will be non-NULL*/
+ ESL_ALLOC(a[jp-jfirst], sizeof(int) * bw);
+ /*printf("\tallocated a[%d] | bw: %d\n", (jp-jfirst), bw);*/
+ }
+ return a;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+
+/*
+ * Function: ParsetreeSampleFromIInside()
+ * Incept: EPN, Thu Sep 6 09:58:26 2007
+ *
+ * Purpose: Sample a parsetree from an non-banded integer Inside matrix.
+ *
+ * Args: r - source of randomness
+ * cm - the model
+ * dsq - digitized sequence
+ * L - length of dsq, alpha *must* go from 1..L
+ * alpha - pre-calculated Inside matrix (ints)
+ * ret_tr - ptr to parsetree we'll return (*must* be non-NULL)
+ * ret_alpha- pass NULL to free input alpha, otherwise it's passed back here
+ *
+ * Return: score of sampled parsetree; dies immediately with cm_Fail if an error occurs.
+ */
+float
+ParsetreeSampleFromIInside(ESL_RANDOMNESS *r, CM_t *cm, ESL_DSQ *dsq, int L, int ***alpha, Parsetree_t **ret_tr, int ****ret_alpha)
+{
+ int status; /* easel status code */
+ int v, y, z, b; /* state indices */
+ int yoffset; /* transition offset in a states transition vector */
+ int i, j; /* sequence position indices */
+ int d; /* j - i + 1; the current subseq length */
+ int k; /* right subseq fragment length for bifurcs */
+ int nd; /* node index */
+ int bifparent; /* for connecting bifurcs */
+ Parsetree_t *tr; /* trace we're building */
+ ESL_STACK *pda; /* the stack */
+ float pvec[MAXCONNECT+1]; /* prob vector of possible paths to take, (max num children + 1 for possibility of EL) */
+ float *bifvec; /* pvec for choosing transition out of BIF_B states */
+ float *rootvec; /* pvec for choosing transition out of ROOT_S if local begins are on */
+ float maxsc; /* max score in our vector of scores of possible subparses */
+ int el_is_possible; /* TRUE if we can jump to EL from current state (and we're in local mode) FALSE if not */
+ int ntrans; /* number of transitions for current state */
+ int isc = 0; /* score of the parsetree we're sampling */
+ int **end; /* used for freeing alpha b/c we re-use the end deck. */
+
+ /* contract check */
+ if(ret_tr == NULL) cm_Fail("ParsetreeSampleFromIInside(), ret_tr is NULL.");
+ if(r == NULL) cm_Fail("ParsetreeSampleFromIInside(), source of randomness r is NULL.");
+
+ /* initialize pvec */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), 0.);
+
+ /* Create a parse tree structure and initialize it by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+
+ /* Stochastically traceback through the Inside matrix
+ * this section of code is stolen and adapted from smallcyk.c:insideT()
+ */
+ pda = esl_stack_ICreate();
+ v = 0;
+
+ j = d = L;
+ i = 1;
+ isc = 0;
+ while (1) {
+ if (cm->sttype[v] == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ ESL_ALLOC(bifvec, sizeof(float) * (d+1));
+ /* set bifvec[] as (float-ized) log odds scores for each valid left fragment length */
+ for(k = 0; k <= d; k++)
+ bifvec[k] = Scorify(alpha[y][j-k][d-k] + alpha[z][j][k]);
+ maxsc = esl_vec_FMax(bifvec, (d+1));
+ esl_vec_FIncrement(bifvec, (d+1), (-1. * maxsc));
+ esl_vec_FScale(bifvec, (d+1), log(2));
+ esl_vec_FLogNorm(bifvec, (d+1));
+ k = esl_rnd_FChoose(r, bifvec, (d+1));
+ free(bifvec);
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ esl_stack_IPush(pda, j); /* remember the end j */
+ esl_stack_IPush(pda, k); /* remember the subseq length k */
+ esl_stack_IPush(pda, tr->n-1); /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+
+ v = y;
+ } else {
+ if((v > 0) || (! (cm->flags & CMH_LOCAL_BEGIN))) /* ROOT_S with local begins on is a special case that we handle below */
+ {
+ /* choose which transition we take */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), IMPOSSIBLE); /* not really necessary */
+ isc += get_iemission_score(cm, dsq, v, i, j);
+
+ /* set pvec[] as (float-ized) log odds scores for each child we can transit to,
+ * plus a local end (if possible) */
+ ntrans = cm->cnum[v];
+ el_is_possible = FALSE;
+ if((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ el_is_possible = TRUE;
+ ntrans++;
+ }
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = yoffset + cm->cfirst[v];
+ pvec[yoffset] = Scorify(cm->itsc[v][yoffset] +
+ alpha[y][j - StateRightDelta(cm->sttype[v])][d - StateDelta(cm->sttype[v])]);
+ }
+ if(el_is_possible) pvec[cm->cnum[v]] = Scorify(cm->iendsc[v] +
+ alpha[cm->M][j][d]); /* EL is silent when we transition into it from non-EL */
+ /* note: we can treat the log odds scores as log probs, because
+ * the log probability of the null model is the same for each,
+ * so essentially we've divided each score by the same constant, so
+ * the *relative* proportion of the log odds scores is the
+ * same as the relative proportion of the log probabilities (seq | model) */
+
+ maxsc = esl_vec_FMax(pvec, ntrans);
+ esl_vec_FIncrement(pvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (pvec, ntrans, log(2));
+ esl_vec_FLogNorm(pvec, ntrans);
+ yoffset = esl_rnd_FChoose(r, pvec, ntrans);
+ if(yoffset < cm->cnum[v]) isc += cm->itsc[v][yoffset];
+ else {
+ isc += cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ yoffset = USED_EL; /* we chose EL */
+ }
+ }
+ else /* v == 0 && (cm->flags && CMH_LOCAL_BEGIN) ( local begins are on )*/
+ {
+ ntrans = cm->M; /* pretend all states are possible to begin into, but they're not as some will remain IMPOSSIBLE */
+ ESL_ALLOC(rootvec, sizeof(float) * (ntrans));
+ esl_vec_FSet(rootvec, ntrans, IMPOSSIBLE);
+ rootvec[cm->nodemap[1]] = Scorify(cm->ibeginsc[cm->nodemap[1]] +
+ alpha[cm->nodemap[1]][j][d]); /* ROOT_S is silent */
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ {
+ rootvec[cm->nodemap[nd]] = Scorify(cm->ibeginsc[cm->nodemap[nd]] +
+ alpha[cm->nodemap[nd]][j][d]); /* ROOT_S is silent */
+ }
+ }
+ /* this block is shared with v > 0 block, but we repeat it here so we don't need another if statement */
+ maxsc = esl_vec_FMax(rootvec, ntrans);
+ esl_vec_FIncrement(rootvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (rootvec, ntrans, log(2));
+ esl_vec_FLogNorm(rootvec, ntrans);
+ b = esl_rnd_FChoose(r, rootvec, ntrans);
+ /* end of similar block with v > 0 */
+ isc += cm->ibeginsc[b];
+ yoffset = USED_LOCAL_BEGIN;
+ free(rootvec); /* we will not need this again */
+ }
+
+ /*printf("v : %d | r : %d | z : %d | 1 : %d | \n", v, r, z, 1);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+
+ /* If the caller doesn't want the alpha matrix, free it
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= cm->M; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ifree_vjd_deck(alpha[v], 1, L); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ifree_vjd_deck(end, 1, L); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ *ret_tr = tr; /* contract checked ret_tr was non-NULL */
+ return Scorify(isc);
+
+ ERROR:
+ cm_Fail("memory error.");
+ return 0.; /* NEVERREACHED */
+}
+
+/*
+ * Function: ParsetreeSampleFromIInside_b_jd_me()
+ * Incept: EPN, Fri Sep 7 11:02:15 2007
+ *
+ * Purpose: Sample a parsetree from a integer Inside matrix banded in the j and d dimensions.
+ *
+ * Args: r - source of randomness
+ * cm - the model
+ * dsq - digitized sequence
+ * L - length of dsq, alpha *must* go from 1..L
+ * alpha - pre-calculated Inside matrix (ints)
+ * cp9b - CP9Bands data structure giving bands on j and d dimensions
+ * ret_tr - ptr to parsetree we'll return (*must* be non-NULL)
+ * ret_alpha- pass NULL to free input alpha, otherwise it's passed back here
+ *
+ * Return: score of sampled parsetree; dies immediately with cm_Fail if an error occurs.
+ */
+float
+ParsetreeSampleFromIInside_b_jd_me(ESL_RANDOMNESS *r, CM_t *cm, ESL_DSQ *dsq, int L, int ***alpha, CP9Bands_t *cp9b, Parsetree_t **ret_tr, int ****ret_alpha)
+{
+ int status; /* easel status code */
+ int v, y, z, b; /* state indices */
+ int yoffset; /* transition offset in a states transition vector */
+ int i, j; /* sequence position indices */
+ int jp_v, jp_y, jp_z; /* positions, offset inside j band */
+ int kmin, kmax; /* min/max k in current d band */
+ int d; /* j - i + 1; the current subseq length */
+ int dp_v, dp_y; /* length, offset inside a d band */
+ int k; /* right subseq fragment length for bifurcs */
+ int kp_z; /* right fragment length, offset inside a d band */
+ int nd; /* node index */
+ int bifparent; /* for connecting bifurcs */
+ Parsetree_t *tr; /* trace we're building */
+ ESL_STACK *pda; /* the stack */
+ float pvec[MAXCONNECT+1]; /* prob vector of possible paths to take, (max num children + 1 for possibility of EL) */
+ float *bifvec; /* pvec for choosing transition out of BIF_B states */
+ float *rootvec; /* pvec for choosing transition out of ROOT_S if local begins are on */
+ float maxsc; /* max score in our vector of scores of possible subparses */
+ int el_is_possible; /* TRUE if we can jump to EL from current state (and we're in local mode) FALSE if not */
+ int ntrans; /* number of transitions for current state */
+ int isc = 0; /* score of the parsetree we're sampling */
+ int **end; /* used for freeing alpha b/c we re-use the end deck. */
+ int seen_valid; /* for checking we have at least one valid path to take */
+ int sd; /* state delta for current state, residues emitted left + residues emitted right */
+ int sdr; /* state right delta for current state, residues emitted right */
+ int *jmin; /* ptr to CP9Bands cp9b's j min band, for convenience */
+ int *jmax; /* ptr to CP9Bands cp9b's j max band, for convenience */
+ int **hdmin; /* ptr to CP9Bands cp9b's d min band, for convenience */
+ int **hdmax; /* ptr to CP9Bands cp9b's d max band, for convenience */
+
+ /* for convenience */
+ jmin = cp9b->jmin;
+ jmax = cp9b->jmax;
+ hdmin = cp9b->hdmin;
+ hdmax = cp9b->hdmax;
+
+ /* contract check */
+ if(ret_tr == NULL) cm_Fail("ParsetreeSampleFromIInside_b_jd_me(), ret_tr is NULL.");
+ if(r == NULL) cm_Fail("ParsetreeSampleFromIInside_b_jd_me(), source of randomness r is NULL.");
+
+ /* initialize pvec */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), 0.);
+
+ /* Create a parse tree structure and initialize it by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+
+ /* Stochastically traceback through the Inside matrix
+ * this section of code is stolen and adapted from hbandcyk.c:insideT_b_jd_me()
+ */
+ pda = esl_stack_ICreate();
+ v = 0;
+
+ j = d = L;
+ i = 1;
+
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ isc = 0;
+ while (1) {
+ if(cm->sttype[v] != EL_st && d > hdmax[v][jp_v])
+ cm_Fail("ERROR in ParsetreeSampleFromIInside_b_jd_me(). d : %d > hdmax[%d] (%d)\n", d, v, hdmax[v][jp_v]);
+ if(cm->sttype[v] != EL_st && d < hdmin[v][jp_v])
+ cm_Fail("ERROR in ParsetreeSampleFromIInside_b_jd_me(). d : %d < hdmin[%d] (%d)\n", d, v, hdmin[v][jp_v]);
+
+ if (cm->sttype[v] == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ jp_z = j-jmin[z];
+ k = kp_z + hdmin[z][jp_z]; /* k = offset len of right fragment */
+
+ ESL_ALLOC(bifvec, sizeof(float) * (d+1));
+ /* set bifvec[] as (float-ized) log odds scores for each valid left fragment length,
+ * we have to be careful to check that the corresponding alpha cell for each length is valid
+ */
+ esl_vec_FSet(bifvec, (d+1), IMPOSSIBLE); /* only valid d's will be reset to a non-IMPOSSIBLE score */
+
+ /* This search for valid k's is complex, and uncommented. It was taken from
+ * hbandcyk.c:inside_b_jd_me(), the B_st case. The code there is commented somewhat
+ * extensively. I'm pretty sure this is the most efficient (or at least close to it)
+ * way to find the valid cells in the DP matrix we're looking for.
+ */
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ if(j < jmin[v] || j > jmax[v]) cm_Fail("ParsetreeSampleFromIInside_b_jd_me() B_st v: %d j: %d outside band jmin: %d jmax: %d\n", v, j, jmin[v], jmax[v]);
+ if(d < hdmin[v][jp_v] || d > hdmax[v][jp_v]) cm_Fail("ParsetreeSampleFromIInside_b_jd_me() B_st v: %d j: %d d: %d outside band dmin: %d dmax: %d\n", v, j, d, hdmin[v][jp_v], hdmax[v][jp_v]);
+ seen_valid = FALSE;
+ kmin = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ kmax = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ for(k = kmin; k <= kmax; k++)
+ {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k])
+ {
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+ bifvec[k] = alpha[y][jp_y-k][dp_y-k] + alpha[z][jp_z][kp_z];
+ seen_valid = TRUE;
+ }
+ }
+ if(!seen_valid) cm_Fail("ParsetreeSampleFromIInside_b_jd_me() number of valid transitions (for a B_st) is 0. You thought this was impossible.");
+ maxsc = esl_vec_FMax(bifvec, (d+1));
+ esl_vec_FIncrement(bifvec, (d+1), (-1. * maxsc));
+ esl_vec_FScale(bifvec, (d+1), log(2));
+ esl_vec_FLogNorm(bifvec, (d+1));
+ k = esl_rnd_FChoose(r, bifvec, (d+1));
+ free(bifvec);
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ esl_stack_IPush(pda, j); /* remember the end j */
+ esl_stack_IPush(pda, k); /* remember the subseq length k */
+ esl_stack_IPush(pda, tr->n-1); /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else {
+ if((v > 0) || (! (cm->flags & CMH_LOCAL_BEGIN))) /* ROOT_S with local begins on is a special case that we handle below */
+ {
+ /* Choose which transition we take.
+ * Set pvec[] as (float-ized) log odds scores for each child we can transit to,
+ * plus a local end (if possible). We only want to look at valid transitions, that
+ * is, those that do not violate the bands (correspond to accessing cells that actually
+ * exist in the DP matrix).
+ */
+ seen_valid = FALSE;
+ esl_vec_FSet(pvec, (MAXCONNECT+1), IMPOSSIBLE); /* only transitions that correspond to valid cells will be reset to a non-IMPOSSIBLE score */
+ isc += get_iemission_score(cm, dsq, v, i, j);
+ sdr = StateRightDelta(cm->sttype[v]);
+ sd = StateDelta(cm->sttype[v]);
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ y = yoffset + cm->cfirst[v];
+ if((j - sdr) >= jmin[y] && (j - sdr) <= jmax[y])
+ { /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if((d - sd) >= hdmin[y][jp_y-sdr] && (d - sd) <= hdmax[y][jp_y-sdr])
+ {
+ dp_y = d - hdmin[y][(jp_y - sdr)]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-sdr][dp_y-sd] is a valid alpha cell
+ * corresponding to alpha[y][j-sdr][d-sd] in the platonic matrix.
+ */
+ pvec[yoffset] = Scorify(cm->itsc[v][yoffset] +
+ alpha[y][jp_y - sdr][dp_y - sd]);
+ seen_valid = TRUE;
+ }
+ }
+ }
+ if(!seen_valid) {
+ cm_Fail("ParsetreeSampleFromIInside_b_jd_me() number of valid transitions is 0. You thought this was impossible.");
+ }
+ if((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v]))
+ el_is_possible = TRUE;
+ else
+ el_is_possible = FALSE;
+ if(el_is_possible) pvec[cm->cnum[v]] = Scorify(cm->iendsc[v] +
+ alpha[cm->M][j][d]); /* EL is silent when we transition into it from non-EL */
+ ntrans = cm->cnum[v] + el_is_possible;
+ maxsc = esl_vec_FMax(pvec, ntrans);
+ esl_vec_FIncrement(pvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (pvec, ntrans, log(2));
+ esl_vec_FLogNorm(pvec, ntrans);
+ yoffset = esl_rnd_FChoose(r, pvec, ntrans);
+ if(yoffset < cm->cnum[v]) isc += cm->itsc[v][yoffset];
+ else {
+ isc += cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ yoffset = USED_EL; /* we chose EL */
+ }
+ }
+ else /* v == 0 && (cm->flags && CMH_LOCAL_BEGIN) ( local begins are on )*/
+ {
+ seen_valid = FALSE;
+ ntrans = cm->M; /* pretend all states are possible to begin into, but they're not as some will remain IMPOSSIBLE */
+ ESL_ALLOC(rootvec, sizeof(float) * (ntrans));
+ esl_vec_FSet(rootvec, ntrans, IMPOSSIBLE);
+
+ /* Set all the legal states that we can local begin into to appropriate scores.
+ * Only states y that have a non-zero cm->beginsc[y] AND have alpha[y][j][d]
+ * within their bands are legal.
+ */
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((nd == 1) || /* we can transit into node 1 no matter what */
+ (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd))
+ {
+ y = cm->nodemap[nd];
+ if(j >= jmin[y] && j <= jmax[y])
+ { /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if(d >= hdmin[y][jp_y] && d <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y];
+ rootvec[y] = Scorify(cm->ibeginsc[y] +
+ alpha[y][jp_y][dp_y]); /* ROOT_S is silent */
+ seen_valid = TRUE;
+ }
+ }
+ }
+ }
+ if(!seen_valid) cm_Fail("ParsetreeSampleFromIInside_b_jd_me() number of valid transitions (from ROOT_S!) is 0. You thought this was impossible.");
+ /* this block is shared with v > 0 block, but we repeat it here so we don't need another if statement */
+ maxsc = esl_vec_FMax(rootvec, ntrans);
+ esl_vec_FIncrement(rootvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (rootvec, ntrans, log(2));
+ esl_vec_FLogNorm(rootvec, ntrans);
+ b = esl_rnd_FChoose(r, rootvec, ntrans);
+ /* end of similar block with v > 0 */
+ isc += cm->ibeginsc[b];
+ yoffset = USED_LOCAL_BEGIN;
+ free(rootvec); /* we will not need this again */
+ }
+
+ /*printf("v : %d | r : %d | z : %d | 1 : %d | \n", v, r, z, 1);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ jp_v = j;
+ dp_v = d;
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+
+ /* If the caller doesn't want the alpha matrix, free it
+ */
+ if (ret_alpha == NULL) {
+ for (v = 0; v <= cm->M; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { Ifree_vjd_deck(alpha[v], 1, L); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { Ifree_vjd_deck(end, 1, L); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ *ret_tr = tr; /* contract checked ret_tr was non-NULL */
+ return Scorify(isc);
+
+ ERROR:
+ cm_Fail("memory error.");
+ return 0.; /* NEVERREACHED */
+}
+
+
+/*
+ * Function: GetIEmissionScore()
+ * Incept: EPN, Thu Sep 6 13:35:36 2007
+ *
+ * Purpose: Given a CM, dsq, state index and coordinates return the integer emission
+ * score.
+ *
+ * Args: cm - the model
+ * dsq - digitized sequence
+ * v - state index
+ * i - dsq index for first position of subseq for subtree at v
+ * j - dsq index for last position of subseq for subtree at v
+ *
+ * Return: integer emission score, 0 if state is non-emitter.
+ */
+int
+get_iemission_score(CM_t *cm, ESL_DSQ *dsq, int v, int i, int j)
+{
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) return cm->ioesc[v][dsq[i]];
+ else if(cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) return cm->ioesc[v][dsq[j]];
+ else if(cm->sttype[v] == MP_st) return cm->ioesc[v][dsq[i]*cm->abc->Kp+dsq[j]];
+ else return 0;
+}
+
+
+/*
+ * Function: ParsetreeSampleFromFInside()
+ * Incept: EPN, Thu Nov 15 16:45:32 2007
+ *
+ * Purpose: Sample a parsetree from an non-banded float Inside matrix.
+ *
+ * Args: r - source of randomness
+ * cm - the model
+ * dsq - digitized sequence
+ * L - length of dsq, alpha *must* go from 1..L
+ * alpha - pre-calculated Inside matrix (floats)
+ * ret_tr - ptr to parsetree we'll return (*must* be non-NULL)
+ * ret_alpha- pass NULL to free input alpha, otherwise it's passed back here
+ *
+ * Return: score of sampled parsetree; dies immediately with cm_Fail if an error occurs.
+ */
+float
+ParsetreeSampleFromFInside(ESL_RANDOMNESS *r, CM_t *cm, ESL_DSQ *dsq, int L, float ***alpha, Parsetree_t **ret_tr, float ****ret_alpha)
+{
+ int status; /* easel status code */
+ int v, y, z, b; /* state indices */
+ int yoffset; /* transition offset in a states transition vector */
+ int i, j; /* sequence position indices */
+ int d; /* j - i + 1; the current subseq length */
+ int k; /* right subseq fragment length for bifurcs */
+ int nd; /* node index */
+ int bifparent; /* for connecting bifurcs */
+ Parsetree_t *tr; /* trace we're building */
+ ESL_STACK *pda; /* the stack */
+ float pvec[MAXCONNECT+1]; /* prob vector of possible paths to take, (max num children + 1 for possibility of EL) */
+ float *bifvec; /* pvec for choosing transition out of BIF_B states */
+ float *rootvec; /* pvec for choosing transition out of ROOT_S if local begins are on */
+ float maxsc; /* max score in our vector of scores of possible subparses */
+ int el_is_possible; /* TRUE if we can jump to EL from current state (and we're in local mode) FALSE if not */
+ int ntrans; /* number of transitions for current state */
+ int fsc = 0.; /* score of the parsetree we're sampling */
+
+ /* contract check */
+ if(ret_tr == NULL) cm_Fail("ParsetreeSampleFromFInside(), ret_tr is NULL.");
+ if(r == NULL) cm_Fail("ParsetreeSampleFromFInside(), source of randomness r is NULL.");
+
+ /* initialize pvec */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), 0.);
+
+ /* Create a parse tree structure and initialize it by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+
+ /* Stochastically traceback through the Inside matrix
+ * this section of code is stolen and adapted from smallcyk.c:insideT()
+ */
+ pda = esl_stack_ICreate();
+ v = 0;
+
+ j = d = L;
+ i = 1;
+ fsc = 0.;
+ while (1) {
+ if (cm->sttype[v] == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ ESL_ALLOC(bifvec, sizeof(float) * (d+1));
+ /* set bifvec[] as (float-ized) log odds scores for each valid left fragment length */
+ for(k = 0; k <= d; k++)
+ bifvec[k] = alpha[y][j-k][d-k] + alpha[z][j][k];
+ maxsc = esl_vec_FMax(bifvec, (d+1));
+ esl_vec_FIncrement(bifvec, (d+1), (-1. * maxsc));
+ esl_vec_FScale(bifvec, (d+1), log(2));
+ esl_vec_FLogNorm(bifvec, (d+1));
+ k = esl_rnd_FChoose(r, bifvec, (d+1));
+ free(bifvec);
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ esl_stack_IPush(pda, j); /* remember the end j */
+ esl_stack_IPush(pda, k); /* remember the subseq length k */
+ esl_stack_IPush(pda, tr->n-1); /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+
+ v = y;
+ } else {
+ if((v > 0) || (! (cm->flags & CMH_LOCAL_BEGIN))) /* ROOT_S with local begins on is a special case that we handle below */
+ {
+ /* choose which transition we take */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), IMPOSSIBLE); /* not really necessary */
+ fsc += get_femission_score(cm, dsq, v, i, j);
+
+ /* set pvec[] as (float-ized) log odds scores for each child we can transit to,
+ * plus a local end (if possible) */
+ ntrans = cm->cnum[v];
+ el_is_possible = FALSE;
+ if((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v])) {
+ el_is_possible = TRUE;
+ ntrans++;
+ }
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++) {
+ y = yoffset + cm->cfirst[v];
+ pvec[yoffset] = cm->tsc[v][yoffset] +
+ alpha[y][j - StateRightDelta(cm->sttype[v])][d - StateDelta(cm->sttype[v])];
+ }
+ if(el_is_possible) pvec[cm->cnum[v]] = cm->endsc[v] +
+ alpha[cm->M][j][d]; /* EL is silent when we transition into it from non-EL */
+ /* note: we can treat the log odds scores as log probs, because
+ * the log probability of the null model is the same for each,
+ * so essentially we've divided each score by the same constant, so
+ * the *relative* proportion of the log odds scores is the
+ * same as the relative proportion of the log probabilities (seq | model) */
+
+ maxsc = esl_vec_FMax(pvec, ntrans);
+ esl_vec_FIncrement(pvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (pvec, ntrans, log(2));
+ esl_vec_FLogNorm(pvec, ntrans);
+ yoffset = esl_rnd_FChoose(r, pvec, ntrans);
+ if(yoffset < cm->cnum[v]) fsc += cm->tsc[v][yoffset];
+ else {
+ fsc += cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ yoffset = USED_EL; /* we chose EL */
+ }
+ }
+ else /* v == 0 && (cm->flags && CMH_LOCAL_BEGIN) ( local begins are on )*/
+ {
+ ntrans = cm->M; /* pretend all states are possible to begin into, but they're not as some will remain IMPOSSIBLE */
+ ESL_ALLOC(rootvec, sizeof(float) * (ntrans));
+ esl_vec_FSet(rootvec, ntrans, IMPOSSIBLE);
+ rootvec[cm->nodemap[1]] = cm->beginsc[cm->nodemap[1]] + alpha[cm->nodemap[1]][j][d]; /* ROOT_S is silent */
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ {
+ rootvec[cm->nodemap[nd]] = cm->beginsc[cm->nodemap[nd]] + alpha[cm->nodemap[nd]][j][d]; /* ROOT_S is silent */
+ }
+ }
+ /* this block is shared with v > 0 block, but we repeat it here so we don't need another if statement */
+ maxsc = esl_vec_FMax(rootvec, ntrans);
+ esl_vec_FIncrement(rootvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (rootvec, ntrans, log(2));
+ esl_vec_FLogNorm(rootvec, ntrans);
+ b = esl_rnd_FChoose(r, rootvec, ntrans);
+ /* end of similar block with v > 0 */
+ fsc += cm->beginsc[b];
+ yoffset = USED_LOCAL_BEGIN;
+ free(rootvec); /* we will not need this again */
+ }
+
+ /*printf("v : %d | r : %d | z : %d | 1 : %d | \n", v, r, z, 1);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+
+ /* If the caller doesn't want the alpha matrix, free it
+ */
+ if (ret_alpha == NULL) free_vjd_matrix(alpha, cm->M, 1, L);
+ else *ret_alpha = alpha;
+
+ *ret_tr = tr; /* contract checked ret_tr was non-NULL */
+ return fsc;
+
+ ERROR:
+ cm_Fail("memory error.");
+ return 0.; /* NEVERREACHED */
+}
+
+/*
+ * Function: ParsetreeSampleFromFInside_b_jd_me()
+ * Incept: EPN, Fri Sep 7 11:02:15 2007
+ *
+ * Purpose: Sample a parsetree from a integer Inside matrix banded in the j and d dimensions.
+ *
+ * Args: r - source of randomness
+ * cm - the model
+ * dsq - digitized sequence
+ * L - length of dsq, alpha *must* go from 1..L
+ * alpha - pre-calculated Inside matrix (ints)
+ * cp9b - CP9Bands data structure giving bands on j and d dimensions
+ * ret_tr - ptr to parsetree we'll return (*must* be non-NULL)
+ * ret_alpha- pass NULL to free input alpha, otherwise it's passed back here
+ *
+ * Return: score of sampled parsetree; dies immediately with cm_Fail if an error occurs.
+ */
+float
+ParsetreeSampleFromFInside_b_jd_me(ESL_RANDOMNESS *r, CM_t *cm, ESL_DSQ *dsq, int L, float ***alpha, CP9Bands_t *cp9b, Parsetree_t **ret_tr, float ****ret_alpha)
+{
+ int status; /* easel status code */
+ int v, y, z, b; /* state indices */
+ int yoffset; /* transition offset in a states transition vector */
+ int i, j; /* sequence position indices */
+ int jp_v, jp_y, jp_z; /* positions, offset inside j band */
+ int kmin, kmax; /* min/max k in current d band */
+ int d; /* j - i + 1; the current subseq length */
+ int dp_v, dp_y; /* length, offset inside a d band */
+ int k; /* right subseq fragment length for bifurcs */
+ int kp_z; /* right fragment length, offset inside a d band */
+ int nd; /* node index */
+ int bifparent; /* for connecting bifurcs */
+ Parsetree_t *tr; /* trace we're building */
+ ESL_STACK *pda; /* the stack */
+ float pvec[MAXCONNECT+1]; /* prob vector of possible paths to take, (max num children + 1 for possibility of EL) */
+ float *bifvec; /* pvec for choosing transition out of BIF_B states */
+ float *rootvec; /* pvec for choosing transition out of ROOT_S if local begins are on */
+ float maxsc; /* max score in our vector of scores of possible subparses */
+ int el_is_possible; /* TRUE if we can jump to EL from current state (and we're in local mode) FALSE if not */
+ int ntrans; /* number of transitions for current state */
+ int fsc = 0.; /* score of the parsetree we're sampling */
+ int seen_valid; /* for checking we have at least one valid path to take */
+ int sd; /* state delta for current state, residues emitted left + residues emitted right */
+ int sdr; /* state right delta for current state, residues emitted right */
+ int *jmin; /* ptr to CP9Bands cp9b's j min band, for convenience */
+ int *jmax; /* ptr to CP9Bands cp9b's j max band, for convenience */
+ int **hdmin; /* ptr to CP9Bands cp9b's d min band, for convenience */
+ int **hdmax; /* ptr to CP9Bands cp9b's d max band, for convenience */
+
+ /* for convenience */
+ jmin = cp9b->jmin;
+ jmax = cp9b->jmax;
+ hdmin = cp9b->hdmin;
+ hdmax = cp9b->hdmax;
+
+ /* contract check */
+ if(ret_tr == NULL) cm_Fail("ParsetreeSampleFromFInside_b_jd_me(), ret_tr is NULL.");
+ if(r == NULL) cm_Fail("ParsetreeSampleFromFInside_b_jd_me(), source of randomness r is NULL.");
+
+ /* initialize pvec */
+ esl_vec_FSet(pvec, (MAXCONNECT+1), 0.);
+
+ /* Create a parse tree structure and initialize it by adding the root state.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+
+ /* Stochastically traceback through the Inside matrix
+ * this section of code is stolen and adapted from hbandcyk.c:insideT_b_jd_me()
+ */
+ pda = esl_stack_ICreate();
+ v = 0;
+
+ j = d = L;
+ i = 1;
+
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ fsc = 0.;
+ while (1) {
+ if(cm->sttype[v] != EL_st && d > hdmax[v][jp_v])
+ cm_Fail("ERROR in ParsetreeSampleFromFInside_b_jd_me(). d : %d > hdmax[%d] (%d)\n", d, v, hdmax[v][jp_v]);
+ if(cm->sttype[v] != EL_st && d < hdmin[v][jp_v])
+ cm_Fail("ERROR in ParsetreeSampleFromFInside_b_jd_me(). d : %d < hdmin[%d] (%d)\n", d, v, hdmin[v][jp_v]);
+
+ if (cm->sttype[v] == B_st) {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ jp_z = j-jmin[z];
+ k = kp_z + hdmin[z][jp_z]; /* k = offset len of right fragment */
+
+ ESL_ALLOC(bifvec, sizeof(float) * (d+1));
+ /* set bifvec[] as (float-ized) log odds scores for each valid left fragment length,
+ * we have to be careful to check that the corresponding alpha cell for each length is valid
+ */
+ esl_vec_FSet(bifvec, (d+1), IMPOSSIBLE); /* only valid d's will be reset to a non-IMPOSSIBLE score */
+
+ /* This search for valid k's is complex, and uncommented. It was taken from
+ * hbandcyk.c:inside_b_jd_me(), the B_st case. The code there is commented somewhat
+ * extensively. I'm pretty sure this is the most efficient (or at least close to it)
+ * way to find the valid cells in the DP matrix we're looking for.
+ */
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ if(j < jmin[v] || j > jmax[v]) cm_Fail("ParsetreeSampleFromFInside_b_jd_me() B_st v: %d j: %d outside band jmin: %d jmax: %d\n", v, j, jmin[v], jmax[v]);
+ if(d < hdmin[v][jp_v] || d > hdmax[v][jp_v]) cm_Fail("ParsetreeSampleFromFInside_b_jd_me() B_st v: %d j: %d d: %d outside band dmin: %d dmax: %d\n", v, j, d, hdmin[v][jp_v], hdmax[v][jp_v]);
+ seen_valid = FALSE;
+ kmin = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ kmax = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ for(k = kmin; k <= kmax; k++)
+ {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k])
+ {
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+ bifvec[k] = alpha[y][jp_y-k][dp_y-k] + alpha[z][jp_z][kp_z];
+ seen_valid = TRUE;
+ }
+ }
+ if(!seen_valid) cm_Fail("ParsetreeSampleFromFInside_b_jd_me() number of valid transitions (for a B_st) is 0. You thought this was impossible.");
+ maxsc = esl_vec_FMax(bifvec, (d+1));
+ esl_vec_FIncrement(bifvec, (d+1), (-1. * maxsc));
+ esl_vec_FScale(bifvec, (d+1), log(2));
+ esl_vec_FLogNorm(bifvec, (d+1));
+ k = esl_rnd_FChoose(r, bifvec, (d+1));
+ free(bifvec);
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ esl_stack_IPush(pda, j); /* remember the end j */
+ esl_stack_IPush(pda, k); /* remember the subseq length k */
+ esl_stack_IPush(pda, tr->n-1); /* remember the trace index of the parent B state */
+
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else {
+ if((v > 0) || (! (cm->flags & CMH_LOCAL_BEGIN))) /* ROOT_S with local begins on is a special case that we handle below */
+ {
+ /* Choose which transition we take.
+ * Set pvec[] as (float-ized) log odds scores for each child we can transit to,
+ * plus a local end (if possible). We only want to look at valid transitions, that
+ * is, those that do not violate the bands (correspond to accessing cells that actually
+ * exist in the DP matrix).
+ */
+ seen_valid = FALSE;
+ esl_vec_FSet(pvec, (MAXCONNECT+1), IMPOSSIBLE); /* only transitions that correspond to valid cells will be reset to a non-IMPOSSIBLE score */
+ fsc += get_femission_score(cm, dsq, v, i, j);
+ sdr = StateRightDelta(cm->sttype[v]);
+ sd = StateDelta(cm->sttype[v]);
+ for(yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ y = yoffset + cm->cfirst[v];
+ if((j - sdr) >= jmin[y] && (j - sdr) <= jmax[y])
+ { /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if((d - sd) >= hdmin[y][jp_y-sdr] && (d - sd) <= hdmax[y][jp_y-sdr])
+ {
+ dp_y = d - hdmin[y][(jp_y - sdr)]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-sdr][dp_y-sd] is a valid alpha cell
+ * corresponding to alpha[y][j-sdr][d-sd] in the platonic matrix.
+ */
+ pvec[yoffset] = cm->tsc[v][yoffset] + alpha[y][jp_y - sdr][dp_y - sd];
+ seen_valid = TRUE;
+ }
+ }
+ }
+ if(!seen_valid) {
+ cm_Fail("ParsetreeSampleFromFInside_b_jd_me() number of valid transitions is 0. You thought this was impossible.");
+ }
+ if((cm->flags & CMH_LOCAL_END) && NOT_IMPOSSIBLE(cm->endsc[v]))
+ el_is_possible = TRUE;
+ else
+ el_is_possible = FALSE;
+ if(el_is_possible) pvec[cm->cnum[v]] = cm->endsc[v] + alpha[cm->M][j][d]; /* EL is silent when we transition into it from non-EL */
+ ntrans = cm->cnum[v] + el_is_possible;
+ maxsc = esl_vec_FMax(pvec, ntrans);
+ esl_vec_FIncrement(pvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (pvec, ntrans, log(2));
+ esl_vec_FLogNorm(pvec, ntrans);
+ yoffset = esl_rnd_FChoose(r, pvec, ntrans);
+ if(yoffset < cm->cnum[v]) fsc += cm->tsc[v][yoffset];
+ else {
+ fsc += cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ yoffset = USED_EL; /* we chose EL */
+ }
+ }
+ else /* v == 0 && (cm->flags && CMH_LOCAL_BEGIN) ( local begins are on )*/
+ {
+ seen_valid = FALSE;
+ ntrans = cm->M; /* pretend all states are possible to begin into, but they're not as some will remain IMPOSSIBLE */
+ ESL_ALLOC(rootvec, sizeof(float) * (ntrans));
+ esl_vec_FSet(rootvec, ntrans, IMPOSSIBLE);
+
+ /* Set all the legal states that we can local begin into to appropriate scores.
+ * Only states y that have a non-zero cm->beginsc[y] AND have alpha[y][j][d]
+ * within their bands are legal.
+ */
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((nd == 1) || /* we can transit into node 1 no matter what */
+ (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd))
+ {
+ y = cm->nodemap[nd];
+ if(j >= jmin[y] && j <= jmax[y])
+ { /* enforces j is valid for state y */
+ jp_y = j - jmin[y];
+ if(d >= hdmin[y][jp_y] && d <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y];
+ rootvec[y] = cm->beginsc[y] + alpha[y][jp_y][dp_y]; /* ROOT_S is silent */
+ seen_valid = TRUE;
+ }
+ }
+ }
+ }
+ if(!seen_valid) cm_Fail("ParsetreeSampleFromFInside_b_jd_me() number of valid transitions (from ROOT_S!) is 0. You thought this was impossible.");
+ /* this block is shared with v > 0 block, but we repeat it here so we don't need another if statement */
+ maxsc = esl_vec_FMax(rootvec, ntrans);
+ esl_vec_FIncrement(rootvec, ntrans, (-1. * maxsc));
+ /* get from log_2 to log_e, so we can use easel's log vec ops */
+ esl_vec_FScale (rootvec, ntrans, log(2));
+ esl_vec_FLogNorm(rootvec, ntrans);
+ b = esl_rnd_FChoose(r, rootvec, ntrans);
+ /* end of similar block with v > 0 */
+ fsc += cm->beginsc[b];
+ yoffset = USED_LOCAL_BEGIN;
+ free(rootvec); /* we will not need this again */
+ }
+
+ /*printf("v : %d | r : %d | z : %d | 1 : %d | \n", v, r, z, 1);*/
+ /*printf("\tyoffset : %d\n", yoffset);*/
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ jp_v = j;
+ dp_v = d;
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+
+ /* If the caller doesn't want the alpha matrix, free it
+ */
+ if (ret_alpha == NULL) free_vjd_matrix(alpha, cm->M, 1, L);
+ else *ret_alpha = alpha;
+
+ *ret_tr = tr; /* contract checked ret_tr was non-NULL */
+ return fsc;
+
+ ERROR:
+ cm_Fail("memory error.");
+ return 0.; /* NEVERREACHED */
+}
+
+
+
+/*
+ * Function: get_femission_score()
+ * Incept: EPN, Thu Nov 15 16:48:56 2007
+ *
+ * Purpose: Given a CM, dsq, state index and coordinates return the float emission
+ * score.
+ *
+ * Args: cm - the model
+ * dsq - digitized sequence
+ * v - state index
+ * i - dsq index for first position of subseq for subtree at v
+ * j - dsq index for last position of subseq for subtree at v
+ *
+ * Return: float emission score, 0 if state is non-emitter.
+ */
+float
+get_femission_score(CM_t *cm, ESL_DSQ *dsq, int v, int i, int j)
+{
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st) return cm->oesc[v][dsq[i]];
+ else if(cm->sttype[v] == MR_st || cm->sttype[v] == IR_st) return cm->oesc[v][dsq[j]];
+ else if(cm->sttype[v] == MP_st) return cm->oesc[v][dsq[i]*cm->abc->Kp+dsq[j]];
+ else return 0.;
+}
+
+
+
+/*******************************************************************************
+ * 11.04.05
+ * EPN
+ * Memory efficient banded versions of selected smallcyk.c functions that
+ * enforce bands in the d and j dimensions informed by an HMM Forward/Backward
+ * posterior decode of the target sequence.
+ *
+ * These functions are modified from their originals in smallcyk.c to make
+ * HMM banded FULL (not D&C) CYK alignment memory efficient. The starting
+ * point for CYKInside_b_jd() was CYKInside_b_me() in smallcyk.c. The main
+ * difference is that bands in the j dimension are enforced, and the d
+ * bands have j dependence.
+ *
+ * CYK_Inside_b_jd() only allocates cells within the j AND d bands.
+ *
+ * Comments from smallcyk.c pertaining to CYK_Inside_b_me():
+ * .........................................................................
+ * The only real difficulty implementing memory efficient
+ * bands is in being able to determine what cell alpha[v][j][d] from the
+ * non-memory efficient code corresponds to in the memory-efficient code (we'll
+ * call the corresponding cell a[v'][j'][d'] or a[vp][jp][dp]). The reason
+ * v != v'; j != j' and d != d' is because the primes are offset due to the
+ * fact that some of the original alpha matrix deck (a[v]) has not been allocated
+ * due to the bands. Therefore all of the differences between the *_b_me() functions
+ * and their *_b() versions is to deal with the offset issue.
+ * .........................................................................
+ *
+ *******************************************************************************/
+
+/* The alignment engine.
+ */
+static float inside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int j0,
+ int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *jmin, int *jmax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+
+/* The traceback routine.
+ */
+
+static float insideT_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int allow_begin,
+ int *jmin, int *jax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+
+#define BE_EFFICIENT 0 /* setting for do_full: small memory mode */
+#define BE_PARANOID 1 /* setting for do_full: keep whole matrix, perhaps for debugging */
+
+/* Special flags for use in shadow (traceback) matrices, instead of
+ * offsets to connected states. When yshad[0][][] is USED_LOCAL_BEGIN,
+ * the b value returned by inside() is the best connected state (a 0->b
+ * local entry). When yshad[v][][] is USED_EL, there is a v->EL transition
+ * and the remaining subsequence is aligned to the EL state.
+ */
+#define USED_LOCAL_BEGIN 101
+#define USED_EL 102
+
+
+/* Function: CYKInside_b_jd()
+ * EPN 11.04.05
+ * based on CYKInside_b() which was based on CYKInside()
+ *
+ * Only difference is bands are used in d and j dimesions:
+ *
+ * Date: SRE, Sun Jun 3 19:48:33 2001 [St. Louis]
+ *
+ * Purpose: Wrapper for the insideT_b_jd_me() routine - solve
+ * a full alignment problem, return the traceback
+ * and the score, without dividing & conquering, using bands.
+ *
+ * Analogous to CYKDivideAndConquer() in many respects;
+ * see the more extensive comments in that function for
+ * more details on shared aspects.
+ *
+ * Args: cm - the covariance model
+ * sq - the sequence, 1..L
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * ret_tr - RETURN: traceback (pass NULL if trace isn't wanted)
+ * dmin - minimum d bound for each state v; [0..v..M-1]
+ * dmax - maximum d bound for each state v; [0..v..M-1]
+ *
+ * Returns: score of the alignment in bits.
+ */
+float
+CYKInside_b_jd(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax, int *dmin, int *dmax)
+{
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in CYKInside_b_jd(), dsq is NULL.\n");
+
+ Parsetree_t *tr;
+ int z;
+ float sc;
+
+ /*PrintDPCellsSaved_jd(cm, jmin, jmax, hdmin, hdmax, (j0-i0+1));
+ printf("alignment strategy:CYKInside_b_jd:b:nosmall\n");
+ printf("L: %d\n", L);*/
+
+ /* Trust, but verify.
+ * Check out input parameters.
+ */
+ if (cm->stid[r] != ROOT_S) {
+ if (! (cm->flags & CMH_LOCAL_BEGIN)) cm_Fail("internal error: we're not in local mode, but r is not root");
+ if (cm->stid[r] != MATP_MP && cm->stid[r] != MATL_ML &&
+ cm->stid[r] != MATR_MR && cm->stid[r] != BIF_B)
+ cm_Fail("internal error: trying to do a local begin at a non-mainline start");
+ }
+
+ /* Create the parse tree, and initialize.
+ */
+ tr = CreateParsetree(100);
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, 1, L, 0); /* init: attach the root S */
+ z = cm->M-1;
+ sc = 0.;
+
+ /* Deal with case where we already know a local entry transition 0->r
+ */
+ if (r != 0)
+ {
+ InsertTraceNode(tr, 0, TRACE_LEFT_CHILD, i0, j0, r);
+ z = CMSubtreeFindEnd(cm, r);
+ sc = cm->beginsc[r];
+ }
+
+ /* Solve the whole thing with one call to insideT_b_jd. This calls
+ a memory efficient insideT function, which only allocates cells
+ in alpha within the bands.
+ */
+ sc += insideT_b_jd_me(cm, dsq, L, tr, r, z, i0, j0, (r==0), jmin, jmax, hdmin, hdmax,
+ dmin, dmax);
+
+ if (ret_tr != NULL) *ret_tr = tr; else FreeParsetree(tr);
+ ESL_DPRINTF1(("returning from CYKInside_b_jd() sc : %f\n", sc));
+
+ return sc;
+}
+
+
+
+/* EPN 03.29.06
+ * Function: inside_b_jd_me()
+ * based on inside_b_me() which was ...
+ * based on inside()
+ * Date: SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ *
+ * Purpose: Run the inside phase of a CYK alignment algorithm
+ * using bands in the j and d dimension from obtained
+ * from an HMM forwards-backwards run. This function
+ * is memory efficient in the j AND d dimension.
+ *
+ * To be able to consistently handle end states, the
+ * original SRE behavior of reusing the end deck was
+ * abandoned. Now each end state has its own deck, which
+ * makes this implementation easier because each state
+ * has its own bands on j, and thus has a state specific
+ * offset with alpha[end][jp][dp] in the banded mem eff
+ * matrix corresponding to alpha[end][jp+jmin[end]][dp+hdmin[v][jp_v]]
+ * in the platonic matrix.
+ *
+ * The deck re-use strategy in general does not work with
+ * this implementation b/c each state has it's own j-specific
+ * bands.
+ *
+ * Notes from inside():
+ * A note on the loop conventions. We're going to keep the
+ * sequence (dsq) and the matrix (alpha) in the full coordinate
+ * system: [0..v..M-1][0..j..L][0..d..j]. However, we're
+ * only calculating a part of that matrix: only vroot..vend
+ * in the decks, i0-1..j in the rows, and up to j0-i0+1 in
+ * the columns (d dimension). Where this is handled the most
+ * is in two variables: W, which is the length of the subsequence
+ * (j0-i0+1), and is oft used in place of L in the usual CYK;
+ * and jp (read: j'), which is the *relative* j w.r.t. the
+ * subsequence, ranging from 0..W, and then d ranges from
+ * 0 to jp, and j is calculated from jp (i0-1+jp).
+ * In this banded version, there are more offset issues,
+ * these are detailed with comments in the code.
+ *
+ * The caller is allowed to provide us with a preexisting
+ * matrix and/or deckpool (thru "alpha" and "dpool"), or
+ * have them newly created by passing NULL. If we pass in an
+ * alpha, we expect that alpha[vroot..vend] are all NULL
+ * decks already; any other decks <vroot and >vend will
+ * be preserved. If we pass in a dpool, the decks *must* be
+ * sized for the same subsequence i0,j0.
+ *
+ * Note that the (alpha, ret_alpha) calling idiom allows the
+ * caller to provide an existing matrix or not, and to
+ * retrieve the calculated matrix or not, in any combination.
+ *
+ * We also deal with local begins, by keeping track of the optimal
+ * state that we could enter and account for the whole target
+ * sequence: b = argmax_v alpha_v(i0,j0) + log t_0(v),
+ * and bsc is the score for that.
+ *
+ * If vroot==0, i0==1, and j0==L (e.g. a complete alignment),
+ * the optimal alignment might use a local begin transition, 0->b,
+ * and we'd have to be able to trace that back. For any
+ * problem where the caller sets allow_begin, we return a valid b
+ * (the optimal 0->b choice) and bsc (the score if 0->b is used).
+ * If a local begin is part of the optimal parse tree, the optimal
+ * alignment score returned by inside() will be bsc and yshad[0][L][L]
+ * will be USE_LOCAL_BEGIN, telling insideT() to check b and
+ * start with a local 0->b entry transition. When inside()
+ * is called on smaller subproblems (v != 0 || i0 > 1 || j0
+ * < L), we're using inside() as an engine in divide &
+ * conquer, and we don't use the overall return score nor
+ * shadow matrices, but we do need allow_begin, b, and bsc for
+ * divide&conquer to sort out where a local begin might be used.
+ *
+ * Args: cm - the model [0..M-1]
+ * sq - the sequence [1..L]
+ * - length of the dsq
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * hdmin - minimum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * hdmax - maximum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * int *safe_hdmin - safe_hdmin[v] = min_d (hdmin[v][j0]) (over all valid j0)
+ * int *safe_hdmax - safe_hdmax[v] = max_d (hdmax[v][j0]) (over all valid j0)
+ *
+ * Returns: Score of the optimal alignment.
+ */
+static float
+inside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax)
+{
+ int status;
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i,k; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int kp_z; /* k (in the d dim) index for state z in alpha w/mem eff bands */
+ int Wp; /* W also changes depending on state */
+ int jp_v, jp_y, jp_z;
+ int kmin, kmax;
+ int tmp_jmin, tmp_jmax;
+ float **tmp_deck; /* temp variable, used only to free deckpool at end */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in inside_b_jd_me(), dsq is NULL.\n");
+
+ /* Allocations and initializations
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops */
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < vroot; v++) touch[v] = 0;
+ for (v = vroot; v <= vend; v++) touch[v] = cm->pnum[v];
+ for (v = vend+1;v < cm->M; v++) touch[v] = 0;
+
+ /* The shadow matrix, if caller wants a traceback.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Main recursion
+ */
+ for (v = vend; v >= vroot; v--)
+ {
+ /* First we need a deck to fill in. With memory efficient bands
+ * we don't reuse decks b/c each state has different bands and therefore
+ * different deck sizes, so we ALWAYS allocate a deck here.
+ */
+ alpha[v] = alloc_jdbanded_vjd_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ //printf("allocated
+ if (cm->sttype[v] != E_st) {
+ if (ret_shadow != NULL) {
+ if (cm->sttype[v] == B_st) {
+ kshad = alloc_jdbanded_vjd_kshadow_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ shadow[v] = (void **) kshad;
+ } else {
+ yshad = alloc_jdbanded_vjd_yshadow_deck(L, i0, j0, jmin[v], jmax[v], hdmin[v], hdmax[v]);
+ shadow[v] = (void **) yshad;
+ }
+ }
+ }
+
+ /* We've only allocated alpha cells that are within the bands
+ * on the j and d dimensions. This means we have to deal
+ * with all sorts of offset issues, but we don't have to
+ * waste time setting cells outside the bands to IMPOSSIBLE.
+ */
+ if (cm->sttype[v] == E_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ if(d != 0)
+ cm_Fail("band on E state %d has a non-zero d value within its j band for j:%d\n", v, j);
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v
+ in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = 0.; /* for End states, d must be 0 */
+ }
+ }
+ continue;
+ }
+ else if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if (ret_shadow != NULL) yshad[jp_v][dp_v] = USED_EL;
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if(j >= jmin[y] && j <= jmax[y])
+ /* Enforces j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if(d >= hdmin[y][jp_y] && d <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y][dp_y] is a valid alpha cell
+ * corresponding to alpha[y][j][d] in the platonic matrix.
+ */
+ if ((sc = alpha[y][jp_y][dp_y] + cm->tsc[v][yoffset]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ }
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE)
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ /* Any valid j must be within both state v and state z's j band
+ * I think jmin[v] <= jmin[z] is guaranteed by the way bands are
+ * constructed, but we'll check anyway.
+ */
+ tmp_jmin = (jmin[v] > jmin[z]) ? jmin[v] : jmin[z];
+ tmp_jmax = (jmax[v] < jmax[z]) ? jmax[v] : jmax[z];
+
+ /* For any values of j within v's j band but outside of z's j band,
+ * we have to set the corresponding alpha cells to IMPOSSIBLE.
+ * This is done be the following two ugly for loops,
+ * which will only be looked at once for each B state, and
+ * even then only *very* rarely entered. This
+ * is why they're here, seemingly out of place before the
+ * main j loop below, where similar performing code would be
+ * looked at on the order of j times, instead of just once.
+ */
+ for(j = jmin[v]; j < tmp_jmin; j++)
+ {
+ jp_v = j-jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d-hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE; /* this won't be changed */
+ }
+ }
+ if(tmp_jmax < jmax[v])
+ for(j = (tmp_jmax+1); j <= jmax[v]; j++)
+ {
+ jp_v = j-jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d-hdmin[v][jp_v];
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE; /* this won't be changed */
+ }
+ }
+ /* the main j loop */
+ for (j = tmp_jmin; j <= tmp_jmax; j++)
+ {
+ jp_v = j - jmin[v];
+ jp_y = j - jmin[y];
+ jp_z = j - jmin[z];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+
+ /* Find the first k value that implies a valid cell in the y and z decks.
+ * This k must satisfy the following 6 inequalities (some may be redundant):
+ * (1) k >= j-jmax[y];
+ * (2) k <= j-jmin[y];
+ * 1 and 2 guarantee (j-k) is within state y's j band
+ *
+ * (3) k >= hdmin[z][j-jmin[z]];
+ * (4) k <= hdmax[z][j-jmin[z]];
+ * 3 and 4 guarantee k is within z's j=(j), d band
+ *
+ * (5) k >= d-hdmax[y][j-jmin[y]-k];
+ * (6) k <= d-hdmin[y][j-jmin[y]-k];
+ * 5 and 6 guarantee (d-k) is within state y's j=(j-k) d band
+ */
+ kmin = ((j-jmax[y]) > (hdmin[z][jp_z])) ? (j-jmax[y]) : hdmin[z][jp_z];
+ /* kmin satisfies inequalities (1) and (3) */
+ kmax = ( jp_y < (hdmax[z][jp_z])) ? jp_y : hdmax[z][jp_z];
+ /* kmax satisfies inequalities (2) and (4) */
+ /* RHS of inequalities 5 and 6 are dependent on k, so we check
+ * for these within the next for loop.
+ */
+ alpha[v][jp_v][dp_v] = IMPOSSIBLE; /* initialize */
+ for(k = kmin; k <= kmax; k++)
+ {
+ if((k >= d - hdmax[y][jp_y-k]) && k <= d - hdmin[y][jp_y-k])
+ {
+ /* for current k, all 6 inequalities have been satisified
+ * so we know the cells corresponding to the platonic
+ * matrix cells alpha[v][j][d], alpha[y][j-k][d-k], and
+ * alpha[z][j][k] are all within the bands. These
+ * cells correspond to alpha[v][jp_v][dp_v],
+ * alpha[y][jp_y-k][d-hdmin[jp_y-k]-k],
+ * and alpha[z][jp_z][k-hdmin[jp_z]];
+ */
+ kp_z = k-hdmin[z][jp_z];
+ dp_y = d-hdmin[y][jp_y-k];
+
+ if ((sc = alpha[y][jp_y-k][dp_y - k] + alpha[z][jp_z][kp_z])
+ > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ if (ret_shadow != NULL) kshad[jp_v][dp_v] = kp_z;
+ }
+ }
+ }
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if(ret_shadow != NULL) yshad[jp_v][dp_v] = USED_EL;
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if((j-1) >= jmin[y] && (j-1) <= jmax[y]) /* Enforces (j-1) is valid for state y */
+
+ {
+ jp_y = j - jmin[y];
+ if((d-2) >= hdmin[y][jp_y-1] && (d-2) <= hdmax[y][jp_y-1])
+ {
+ dp_y = d - hdmin[y][jp_y-1]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-1][dp_y-2] is a valid alpha cell
+ * corresponding to alpha[y][j-1][d-2] in the platonic matrix.
+ */
+ if ((sc = alpha[y][jp_y-1][dp_y-2] + cm->tsc[v][yoffset]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][jp_v][dp_v] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if(ret_shadow != NULL) yshad[jp_v][dp_v] = USED_EL;
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if(j >= jmin[y] && j <= jmax[y]) /* Enforces j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ if((d-1) >= hdmin[y][jp_y] && (d-1) <= hdmax[y][jp_y])
+ {
+ dp_y = d - hdmin[y][jp_y]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y][dp_y-1] is a valid alpha cell
+ * corresponding to alpha[y][j][d-1] in the platonic matrix.
+ */
+ if ((sc = alpha[y][jp_y][dp_y-1] + cm->tsc[v][yoffset]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->esc[v][(int) dsq[i]];
+ else
+ alpha[v][jp_v][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ jp_v = j - jmin[v];
+ for (d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; d++)
+ {
+ dp_v = d - hdmin[v][jp_v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][jp_v][dp_v] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ /* treat EL as emitting only on self transition */
+ if(ret_shadow != NULL) yshad[jp_v][dp_v] = USED_EL;
+ for (y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++)
+ {
+ yoffset = y - cm->cfirst[v];
+ if((j-1) >= jmin[y] && (j-1) <= jmax[y]) /* Enforces j-1 is valid for state y */
+
+ {
+ jp_y = j - jmin[y];
+ if((d-1) >= hdmin[y][jp_y-1] && (d-1) <= hdmax[y][jp_y-1])
+ {
+ dp_y = d - hdmin[y][jp_y-1]; /* d index for state y
+ in alpha w/mem eff bands */
+ /* if we get here alpha[y][jp_y-1][dp_y-1] is a valid alpha cell
+ * corresponding to alpha[y][j-1][d-1] in the platonic matrix.
+ */
+ if ((sc = alpha[y][jp_y-1][dp_y-1] + cm->tsc[v][yoffset]) > alpha[v][jp_v][dp_v])
+ {
+ alpha[v][jp_v][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[jp_v][dp_v] = yoffset;
+ }
+ }
+ }
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][jp_v][dp_v] += cm->esc[v][(int) dsq[j]];
+ else
+ alpha[v][jp_v][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ if (alpha[v][jp_v][dp_v] < IMPOSSIBLE) alpha[v][jp_v][dp_v] = IMPOSSIBLE;
+ }
+ }
+ }
+ /*if((cm->sttype[v] != IL_st) && (cm->sttype[v] != IR_st) && (cm->sttype[v] != B_st)) {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ jp_v = j - jmin[v];
+ i = j - hdmin[v][jp_v] + 1;
+ for (dp_v = 0, d = hdmin[v][jp_v]; d <= hdmax[v][jp_v]; dp_v++, d++, i--) {
+ printf("alpha[v: %4d][jp_v: %4d][dp_v: %4d]: %.4f\n", v, jp_v, dp_v, alpha[v][jp_v][dp_v]);
+
+ }
+ printf("\n");
+ }
+ printf("\n\n");
+ }*/
+
+ /* The following loops originally access alpha[v][j0][W] but the index W will be
+ in different positions due to the bands */
+ if(j0 >= jmin[v] && j0 <= jmax[v])
+ {
+ jp_v = j0 - jmin[v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v])
+ {
+ Wp = W - hdmin[v][jp_v];
+ /* If we get here alpha[v][jp_v][Wp] is a valid cell
+ * in the banded alpha matrix, corresponding to
+ * alpha[v][j0][W] in the platonic matrix.
+ */
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin && alpha[v][jp_v][Wp] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = alpha[v][jp_v][Wp] + cm->beginsc[v];
+ }
+ }
+ }
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling insideT() to use the b we return.
+ */
+ if (v == 0)
+ {
+ if(j0 >= jmin[0] && j0 <= jmax[0])
+ {
+ jp_v = j0 - jmin[v];
+ if(W >= hdmin[v][jp_v] && W <= hdmax[v][jp_v])
+ {
+ if (allow_begin && v == 0 && bsc > alpha[0][jp_v][Wp]) {
+ alpha[0][jp_v][Wp] = bsc;
+ if (ret_shadow != NULL) yshad[jp_v][Wp] = USED_LOCAL_BEGIN;
+ }
+ }
+ }
+ }
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, free them, we don't
+ * reuse decks with bands b/c each state has different deck size.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ {
+ /* we can definitely release the S children of a bifurc. */
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ free_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ free_vjd_deck(alpha[z], i0, j0);
+ alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ free_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+ /*debug_print_alpha_banded_jd(alpha, cm, L, jmin, jmax, hdmin, hdmax);*/
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+
+ Wp = W - hdmin[vroot][j0-jmin[vroot]];
+ sc = alpha[vroot][j0-jmin[vroot]][Wp];
+
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = vroot; v <= vend; v++)
+ if (alpha[v] != NULL) {
+ deckpool_push(dpool, alpha[v]); alpha[v] = NULL;
+ }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (deckpool_pop(dpool, &tmp_deck)) free_vjd_deck(tmp_deck, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ /*printf("inside jd me returning sc: %f\n", sc);*/
+
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+/* Function: insideT_b_jd_me()
+ * EPN 03.29.06
+ * *based on insideT(), only difference is memory efficient bands on the j and d dimensions
+ * are used :
+ *
+ * Date: SRE, Fri Aug 11 12:08:18 2000 [Pittsburgh]
+ *
+ * Purpose: Call inside, get vjd shadow matrix;
+ * then trace back. Append the trace to a given
+ * traceback, which already has state r at tr->n-1.
+ */
+static float
+insideT_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int allow_begin, int *jmin, int *jmax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax)
+{
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in insideT_b_jd_me(), dsq is NULL.");
+
+ void ***shadow; /* the traceback shadow matrix */
+ float sc; /* the score of the CYK alignment */
+ ESL_STACK *pda; /* stack that tracks bifurc parent of a right start */
+ int v,j,d,i; /* indices for state, j, subseq len */
+ int k;
+ int y, yoffset;
+ int bifparent;
+ int b;
+ float bsc;
+ int jp_v; /* j-jmin[v] for current j, and current v */
+ int dp_v; /* d-hdmin[v][jp_v] for current j, current v, current d*/
+ int jp_z; /* j-jmin[z] for current j, and current z */
+ int kp_z; /* the k value (d dim) from the shadow matrix
+ * giving the len of right fragment offset in deck z,
+ * k = kp_z + hdmin[z][jp_z]*/
+
+ sc = inside_b_jd_me(cm, dsq, L, r, z, i0, j0,
+ BE_EFFICIENT, /* memory-saving mode */
+ /*BE_PARANOID,*/ /* non-memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begins */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ jmin, jmax, /* bands on j */
+ hdmin, hdmax, /* j dependent bands on d */
+ safe_hdmin, safe_hdmax);
+
+ pda = esl_stack_ICreate();
+ v = r;
+ j = j0;
+ i = i0;
+ d = j0-i0+1;
+
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+
+ while (1) {
+ if(cm->sttype[v] != EL_st && d > hdmax[v][jp_v])
+ cm_Fail("ERROR in insideT_b_jd(). d : %d > hdmax[%d] (%d)\n", d, v, hdmax[v]);
+ if(cm->sttype[v] != EL_st && d < hdmin[v][jp_v])
+ cm_Fail("ERROR in insideT_b_jd(). d : %d < hdmin[%d] (%d)\n", d, v, hdmin[v]);
+
+ if (cm->sttype[v] == B_st) {
+ kp_z = ((int **) shadow[v])[jp_v][dp_v]; /* kp = offset len of right fragment */
+ z = cm->cnum[v];
+ jp_z = j-jmin[z];
+ k = kp_z + hdmin[z][jp_z]; /* k = offset len of right fragment */
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ esl_stack_IPush(pda, j); /* remember the end j */
+ esl_stack_IPush(pda, k); /* remember the subseq length k */
+ esl_stack_IPush(pda, tr->n-1); /* remember the trace index of the parent B state */
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ y = cm->cfirst[v];
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ } else {
+ yoffset = ((char **) shadow[v])[jp_v][dp_v];
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: cm_Fail("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ jp_v = j;
+ dp_v = d;
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ jp_v = j - jmin[v];
+ dp_v = d - hdmin[v][jp_v];
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ return sc;
+}
+
+
+/* Functions: *jdbanded_*_vjd_*
+ * EPN 03.29.06 these functions were derived from their
+ * *_vjd_* analogs from SRE's smallcyk.c
+ * notes from smallcyk.c:
+ * Date: SRE, Sat Aug 12 16:27:37 2000 [Titusville]
+ *
+ * Purpose: Allocation and freeing of 3D matrices and 2D decks
+ * in the vjd coord system. These can be called on
+ * subsequences i..j, not just the full sequence 1..L,
+ * so they need i,j... if you're doing the full sequence
+ * just pass 1,L.
+ *
+ * Also deal with shadow matrices and shadow decks in the
+ * vjd coordinate system. Note that bifurcation shadow decks
+ * need more dynamic range than other shadow decks, hence
+ * a separation into "kshadow" (BIFURC) and "yshadow" (other
+ * states) decks, and some casting shenanigans in
+ * a full ***shadow matrix.
+ *
+ * Values in yshad are offsets to the next connected state,
+ * or a flag for local alignment. Possible offsets range from
+ * 0..5 (maximum of 6 connected states). The flags are
+ * USED_LOCAL_BEGIN (101) and USED_EL (102), defined at
+ * the top of this file. Only yshad[0][L][L] (e.g. root state 0,
+ * aligned to the whole sequence) may be set to USED_LOCAL_BEGIN.
+ * (Remember that the dynamic range of yshad, as a char, is
+ * 0..127, in ANSI C; we don't know if a machine will make it
+ * signed or unsigned.)
+ */
+float **
+alloc_jdbanded_vjd_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax)
+{
+ int status;
+ float **a;
+ int jp;
+ int bw; /* width of band, depends on jp, so we need to calculate
+ this inside the jp loop*/
+ int jfirst, jlast;
+ /*printf("in alloc JD banded vjd deck, L : %d, i : %d, j : %d, jmin : %d, jmax : %d\n", L, i, j, jmin, jmax);*/
+
+ if(j < jmin || i > jmax)
+ cm_Fail("ERROR called alloc_jdbanded_vjd_deck for i: %d j: %d which is outside the band on j, jmin: %d | jmax: %d\n", i, j, jmin, jmax);
+
+ ESL_DPRINTF3(("alloc_vjd_deck : %.4f\n", size_vjd_deck(L,i,j)));
+ ESL_ALLOC(a, sizeof(float *) * (L+1)); /* always alloc 0..L rows, some of which are NULL */
+ for (jp = 0; jp <= L; jp++) a[jp] = NULL;
+
+ jfirst = ((i-1) > jmin) ? (i-1) : jmin;
+ jlast = (j < jmax) ? j : jmax;
+ /* jfirst is the first valid j, jlast is the last */
+ for (jp = jfirst; jp <= jlast; jp++)
+ {
+ /*printf("jfirst: %d | jlast: %d\n", jfirst, jlast);
+ printf("jp: %d | max : %d\n", jp, (jlast));
+ printf("hdmax[%d]: %d\n", (jp-jmin), hdmax[jp-jmin]);
+ */
+ ESL_DASSERT2(hdmax[jp-jmin] <= (jp+1))
+ /* Based on my current understanding the above line should never be false, if it is means there's a valid d
+ * in the hd band that is invalid because its > j. I think I check, or ensure, that this
+ * doesn't happen when I'm constructing the d bands.
+ */
+ bw = hdmax[jp-jmin] - hdmin[jp-jmin] +1;
+
+ /*a is offset only the first (jlast-jfirst+1) elements will be non-NULL*/
+ ESL_ALLOC(a[jp-jfirst], sizeof(float) * bw);
+ /*printf("\tallocated a[%d] | bw: %d\n", (jp-jfirst), bw);*/
+ }
+ return a;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+#if 0
+/******************************************************************/
+/* The below functions were written during debugging, and print
+ out either the shadow or alpha matrix. They are kept
+ here just in case they're needed again. Note : the functions
+ that print out the entire matrix are really only useful
+ when the BE_PARANOID flag is set, meaning that decks are
+ never freed until the end.
+*/
+/*================================================================*/
+
+/* Debugging functions that print info to STDOUT */
+static void debug_print_alpha_banded_jd(float ***alpha, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+static void debug_print_shadow_banded_jd(void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+static void debug_print_shadow_banded_deck_jd(int v, void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+
+/* EPN 03.29.06
+ debug_print_alpha_banded_jd()
+ * Function: debug_print_alpha_banded_jd
+ *
+ * Purpose: Print alpha matrix banded in j and d dimensions
+ */
+void
+debug_print_alpha_banded_jd(float ***alpha, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax)
+{
+ int v, j, d, dp, jp, max_v;
+
+ printf("\nPrinting banded alpha matrix :\n");
+ printf("************************************\n");
+ max_v = cm->M-1;
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ max_v = cm->M;
+ }
+ for(v = 0; v < max_v; v++)
+ {
+ printf("====================================\n");
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ jp = j - jmin[v]; // j index for state v in alpha w/mem eff bands
+ dp = d - hdmin[v][j-jmin[v]]; // d index for state v in alpha w/mem eff bands
+ printf("alpha_jd[%2d][%2d][%2d] : %6.2f | j: %4d | d: %4d\n", v, jp, dp, alpha[v][jp][dp], j, d);
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 05.16.05
+ debug_print_shadow_banded()
+ * Function: debug_print_shadow_banded
+ *
+ * Purpose: Print banded shadow matrix
+ */
+static void
+debug_print_shadow_banded_jd(void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax)
+{
+ int v, j, d, dp, jp;
+ int yoffset;
+ char yoffset_c;
+
+ printf("\nPrinting banded shadow matrix :\n");
+ printf("************************************\n");
+ for(v = 0; v < cm->M; v++)
+ {
+ printf("====================================\n");
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ jp = j - jmin[v]; // j index for state v in alpha w/mem eff bands
+ dp = d - hdmin[v][j-jmin[v]]; // d index for state v in alpha w/mem eff bands
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ if(cm->sttype[v] == B_st)
+ {
+ yoffset = ((int **) shadow[v])[jp][dp];
+ printf("INT shadow_banded_jd[%2d][%2d][%2d] : %d| j: %d | d: %d\n", v, jp, dp, yoffset, jp, dp);
+ }
+ else
+ {
+ yoffset_c = ((char **) shadow[v])[jp][dp];
+ printf("CHAR shadow_banded_jd[%2d][%2d][%2d] : %d| j: %d | d: %d\n", v, jp, dp, yoffset, jp, dp);
+ }
+ }
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 05.16.05
+ debug_print_shadow_banded_deck_jd()
+ * Function: debug_print_shadow_banded_deck_jd
+ *
+ * Purpose: Print banded (in j and d dimensions) shadow matrix deck
+ */
+
+static void
+debug_print_shadow_banded_deck_jd(int v, void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax)
+{
+ int j, d, dp, jp;
+ int yoffset;
+
+ printf("\nPrinting banded shadow matrix deck for v : %d:\n", v);
+ printf("====================================\n");
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ jp = j - jmin[v]; // j index for state v in alpha w/mem eff bands
+ dp = d - hdmin[v][j-jmin[v]]; // d index for state v in alpha w/mem eff bands
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ yoffset = ((char **) shadow[v])[jp][dp];
+ printf("shadow_banded_jd[%2d][%2d][%2d] : %d| j: %d | d: %d\n", v, jp, dp, yoffset, jp, dp);
+ }
+ }
+ }
+}
+#endif
+
+#if 0
+/* Here are the non-memory efficient functions, kept around for reference */
+/* The alignment engine (not memory efficient) */
+static float inside_b_jd(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int j0,
+ int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *jmin, int *jmax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+
+/* The traceback routine (not memory efficient) */
+static float insideT_b_jd(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int allow_begin,
+ int *jmin, int *jax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+
+#endif
+
+
+#if 0
+/******************************************************************/
+/* The below functions were written during debugging, and print
+ out either the shadow or alpha matrix. They are kept
+ here just in case they're needed again. Note : the functions
+ that print out the entire matrix are really only useful
+ when the BE_PARANOID flag is set, meaning that decks are
+ never freed until the end.
+*/
+/*================================================================*/
+
+/* Debugging functions that print info to STDOUT */
+static void debug_print_alpha_banded_jd(float ***alpha, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+static void debug_print_shadow_banded_jd(void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+static void debug_print_shadow_banded_deck_jd(int v, void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+
+/* EPN 03.29.06
+ debug_print_alpha_banded_jd()
+ * Function: debug_print_alpha_banded_jd
+ *
+ * Purpose: Print alpha matrix banded in j and d dimensions
+ */
+void
+debug_print_alpha_banded_jd(float ***alpha, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax)
+{
+ int v, j, d, dp, jp, max_v;
+
+ printf("\nPrinting banded alpha matrix :\n");
+ printf("************************************\n");
+ max_v = cm->M-1;
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ {
+ max_v = cm->M;
+ }
+ for(v = 0; v < max_v; v++)
+ {
+ printf("====================================\n");
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ jp = j - jmin[v]; // j index for state v in alpha w/mem eff bands
+ dp = d - hdmin[v][j-jmin[v]]; // d index for state v in alpha w/mem eff bands
+ printf("alpha_jd[%2d][%2d][%2d] : %6.2f | j: %4d | d: %4d\n", v, jp, dp, alpha[v][jp][dp], j, d);
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 05.16.05
+ debug_print_shadow_banded()
+ * Function: debug_print_shadow_banded
+ *
+ * Purpose: Print banded shadow matrix
+ */
+static void
+debug_print_shadow_banded_jd(void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax)
+{
+ int v, j, d, dp, jp;
+ int yoffset;
+ char yoffset_c;
+
+ printf("\nPrinting banded shadow matrix :\n");
+ printf("************************************\n");
+ for(v = 0; v < cm->M; v++)
+ {
+ printf("====================================\n");
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ jp = j - jmin[v]; // j index for state v in alpha w/mem eff bands
+ dp = d - hdmin[v][j-jmin[v]]; // d index for state v in alpha w/mem eff bands
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ if(cm->sttype[v] == B_st)
+ {
+ yoffset = ((int **) shadow[v])[jp][dp];
+ printf("INT shadow_banded_jd[%2d][%2d][%2d] : %d| j: %d | d: %d\n", v, jp, dp, yoffset, jp, dp);
+ }
+ else
+ {
+ yoffset_c = ((char **) shadow[v])[jp][dp];
+ printf("CHAR shadow_banded_jd[%2d][%2d][%2d] : %d| j: %d | d: %d\n", v, jp, dp, yoffset, jp, dp);
+ }
+ }
+ }
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 05.16.05
+ debug_print_shadow_banded_deck_jd()
+ * Function: debug_print_shadow_banded_deck_jd
+ *
+ * Purpose: Print banded (in j and d dimensions) shadow matrix deck
+ */
+
+static void
+debug_print_shadow_banded_deck_jd(int v, void ***shadow, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax)
+{
+ int j, d, dp, jp;
+ int yoffset;
+
+ printf("\nPrinting banded shadow matrix deck for v : %d:\n", v);
+ printf("====================================\n");
+ for(j = jmin[v]; j <= jmax[v]; j++)
+ {
+ printf("------------------------------------\n");
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ jp = j - jmin[v]; // j index for state v in alpha w/mem eff bands
+ dp = d - hdmin[v][j-jmin[v]]; // d index for state v in alpha w/mem eff bands
+ if(cm->sttype[v] == E_st)
+ {
+ printf("END state\n");
+ }
+ else
+ {
+ yoffset = ((char **) shadow[v])[jp][dp];
+ printf("shadow_banded_jd[%2d][%2d][%2d] : %d| j: %d | d: %d\n", v, jp, dp, yoffset, jp, dp);
+ }
+ }
+ }
+}
+#endif
+
+#if 0
+/* Here are the non-memory efficient functions, kept around for reference */
+/* The alignment engine (not memory efficient) */
+static float inside_b_jd(CM_t *cm, ESL_DSQ *dsq, int L,
+ int r, int z, int i0, int j0,
+ int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *jmin, int *jmax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+
+/* The traceback routine (not memory efficient) */
+static float insideT_b_jd(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0, int allow_begin,
+ int *jmin, int *jax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax);
+
+
+/* EPN
+ * Function: inside_b_jd()
+ * based on inside_b_me() which was ...
+ * based on inside()
+ * Date: SRE, Mon Aug 7 13:15:37 2000 [St. Louis]
+ *
+ * Purpose: Run the inside phased of a CYK alignment algorithm
+ * using bands in the j and d dimension from an
+ * HMM forwards backwards run. This function
+ * is memory efficient in the d dimension (only
+ * allocate within "safe" d bands).
+ * Further assumes we're aligning a full sequence
+ * (1..L) NOT a subsequence (i0..j0), and aligns it
+ * to the full model. This is very different from inside()
+ * which aligns a subsequence to a subtree of the model.
+ *
+ * Notes from inside():
+ * A note on the loop conventions. We're going to keep the
+ * sequence (dsq) and the matrix (alpha) in the full coordinate
+ * system: [0..v..M-1][0..j..L][0..d..j]. However, we're
+ * only calculating a part of that matrix: only vroot..vend
+ * in the decks, i0-1..j in the rows, and up to j0-i0+1 in
+ * the columns (d dimension). Where this is handled the most
+ * is in two variables: W, which is the length of the subsequence
+ * (j0-i0+1), and is oft used in place of L in the usual CYK;
+ * and jp (read: j'), which is the *relative* j w.r.t. the
+ * subsequence, ranging from 0..W, and then d ranges from
+ * 0 to jp, and j is calculated from jp (i0-1+jp).
+ *
+ * The caller is allowed to provide us with a preexisting
+ * matrix and/or deckpool (thru "alpha" and "dpool"), or
+ * have them newly created by passing NULL. If we pass in an
+ * alpha, we expect that alpha[vroot..vend] are all NULL
+ * decks already; any other decks <vroot and >vend will
+ * be preserved. If we pass in a dpool, the decks *must* be
+ * sized for the same subsequence i0,j0.
+ *
+ * Note that the (alpha, ret_alpha) calling idiom allows the
+ * caller to provide an existing matrix or not, and to
+ * retrieve the calculated matrix or not, in any combination.
+ *
+ * We also deal with local begins, by keeping track of the optimal
+ * state that we could enter and account for the whole target
+ * sequence: b = argmax_v alpha_v(i0,j0) + log t_0(v),
+ * and bsc is the score for that.
+ *
+ * If vroot==0, i0==1, and j0==L (e.g. a complete alignment),
+ * the optimal alignment might use a local begin transition, 0->b,
+ * and we'd have to be able to trace that back. For any
+ * problem where the caller sets allow_begin, we return a valid b
+ * (the optimal 0->b choice) and bsc (the score if 0->b is used).
+ * If a local begin is part of the optimal parse tree, the optimal
+ * alignment score returned by inside() will be bsc and yshad[0][L][L]
+ * will be USE_LOCAL_BEGIN, telling insideT() to check b and
+ * start with a local 0->b entry transition. When inside()
+ * is called on smaller subproblems (v != 0 || i0 > 1 || j0
+ * < L), we're using inside() as an engine in divide &
+ * conquer, and we don't use the overall return score nor
+ * shadow matrices, but we do need allow_begin, b, and bsc for
+ * divide&conquer to sort out where a local begin might be used.
+ *
+ * Args: cm - the model [0..M-1]
+ * sq - the sequence [1..L]
+ * vroot - first start state of subtree (0, for whole model)
+ * vend - last end state of subtree (cm->M-1, for whole model)
+ * i0 - first position in subseq to align (1, for whole seq)
+ * j0 - last position in subseq to align (L, for whole seq)
+ * do_full - if TRUE, we save all the decks in alpha, instead of
+ * working in our default memory-efficient mode where
+ * we reuse decks and only the uppermost deck (vroot) is valid
+ * at the end.
+ * alpha - if non-NULL, this is an existing matrix, with NULL
+ * decks for vroot..vend, and we'll fill in those decks
+ * appropriately instead of creating a new matrix
+ * ret_alpha - if non-NULL, return the matrix with one or more
+ * decks available for examination (see "do_full")
+ * dpool - if non-NULL, this is an existing deck pool, possibly empty,
+ * but usually containing one or more allocated decks sized
+ * for this subsequence i0..j0.
+ * ret_dpool - if non-NULL, return the deck pool for reuse -- these will
+ * *only* be valid on exactly the same i0..j0 subseq,
+ * because of the size of the subseq decks.
+ * ret_shadow- if non-NULL, the caller wants a shadow matrix, because
+ * he intends to do a traceback.
+ * allow_begin- TRUE to allow 0->b local alignment begin transitions.
+ * ret_b - best local begin state, or NULL if unwanted
+ * ret_bsc - score for using ret_b, or NULL if unwanted
+ * jmin - minimum j bound for each state v; [0..v..M-1]
+ * jmax - maximum j bound for each state v; [0..v..M-1]
+ * hdmin - minimum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * hdmax - maximum d bound for each state v and valid j;
+ * [0..v..M-1][0..j0..(jmax[v]-jmin[v])]
+ * careful: j dimension offset. j0-jmin[v] = j;
+ * int *safe_hdmin - safe_hdmin[v] = min_d (hdmin[v][j0]) (over all valid j0)
+ * int *safe_hdmax - safe_hdmax[v] = max_d (hdmax[v][j0]) (over all valid j0)
+ *
+ * Returns: Score of the optimal alignment.
+ */
+static float
+inside_b_jd(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ void ****ret_shadow,
+ int allow_begin, int *ret_b, float *ret_bsc,
+ int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax)
+{
+ float **end; /* we re-use the end deck. */
+ int nends; /* counter that tracks when we can release end deck to the pool */
+ int *touch; /* keeps track of how many higher decks still need this deck */
+ int v,y,z; /* indices for states */
+ int j,d,i; /* indices in sequence dimensions */
+ float sc; /* a temporary variable holding a score */
+ int yoffset; /* y=base+offset -- counter in child states that v can transit to */
+ int W; /* subsequence length */
+
+ void ***shadow; /* shadow matrix for tracebacks */
+ int **kshad; /* a shadow deck for bifurcations */
+ char **yshad; /* a shadow deck for every other kind of state */
+ int b; /* best local begin state */
+ float bsc; /* score for using the best local begin state */
+
+ /* variables used for memory efficient bands */
+ int dp_v; /* d index for state v in alpha w/mem eff bands */
+ int dp_y; /* d index for state y in alpha w/mem eff bands */
+ int dp_z; /* d index for state z in alpha w/mem eff bands */
+ int kp; /* k prime - keeps track of what k should be now
+ that we're using memory efficient bands */
+ int Wp; /* W also changes depending on state */
+
+ if(dsq == NULL)
+ esl_fatal("ERROR, dsq is NULL.");
+
+ /* 11.04.05 jd addition: */
+ if(i0 != 1)
+ {
+ printf("inside_b_jd requires that i0 be 1. This function is not set up for subsequence alignment\n");
+ exit(1);
+ }
+ if(j0 != L)
+ {
+ printf("inside_b_jd requires that j0 be L. This function is not set up for subsequence alignment.\n");
+ exit(1);
+ }
+ if(vroot != 0)
+ {
+ printf("inside_b_jd requires that vroot be 0. This function is not set up for subsequence alignment.\n");
+ exit(1);
+ }
+ if(vend != cm->M-1)
+ {
+ printf("inside_b_jd requires that vend be cm->M-1. This function is not set up for subsequence alignment.\n");
+ exit(1);
+ }
+
+ /* Allocations and initializations
+ */
+ b = -1;
+ bsc = IMPOSSIBLE;
+ W = j0-i0+1; /* the length of the sequence -- used in many loops
+ * This must be L because i0 must be 1 and j0 must be L
+ */
+
+ /* if caller didn't give us a deck pool, make one */
+ if (dpool == NULL) dpool = deckpool_create();
+ if (! deckpool_pop(dpool, &end))
+ end = alloc_vjd_deck(L, i0, j0);
+ nends = CMSubtreeCountStatetype(cm, vroot, E_st);
+ for (j = 0; j <= W; j++) {
+ end[j][0] = 0.;
+ for (d = 1; d <= j; d++) end[j][d] = IMPOSSIBLE;
+ }
+
+ /* if caller didn't give us a matrix, make one.
+ * It's important to allocate for M+1 decks (deck M is for EL, local
+ * alignment) - even though Inside doesn't need EL, Outside does,
+ * and we might reuse this memory in a call to Outside.
+ */
+ if (alpha == NULL) {
+ ESL_ALLOC(alpha, sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) alpha[v] = NULL;
+ }
+
+ ESL_ALLOC(touch, sizeof(int) * cm->M);
+ for (v = 0; v < vroot; v++) touch[v] = 0;
+ for (v = vroot; v <= vend; v++) touch[v] = cm->pnum[v];
+ for (v = vend+1;v < cm->M; v++) touch[v] = 0;
+
+ /* The shadow matrix, if caller wants a traceback.
+ * We do some pointer tricks here to save memory. The shadow matrix
+ * is a void ***. Decks may either be char ** (usually) or
+ * int ** (for bifurcation decks). Watch out for the casts.
+ * For most states we only need
+ * to keep y as traceback info, and y <= 6. For bifurcations,
+ * we need to keep k, and k <= L, and L might be fairly big.
+ * (We could probably limit k to an unsigned short ... anyone
+ * aligning an RNA > 65536 would need a big computer... but
+ * we'll hold off on that for now. We could also pack more
+ * traceback pointers into a smaller space since we only really
+ * need 3 bits, not 8.)
+ */
+ if (ret_shadow != NULL) {
+ ESL_ALLOC(shadow, sizeof(void **) * cm->M);
+ for (v = 0; v < cm->M; v++) shadow[v] = NULL;
+ }
+
+ /* Main recursion
+ */
+ for (v = vend; v >= vroot; v--)
+ {
+ /* First we need a deck to fill in.
+ * 1. if we're an E, reuse the end deck (and it's already calculated)
+ * 2. else, see if we can take something from the pool
+ * 3. else, allocate a new deck.
+ */
+ if (cm->sttype[v] == E_st) {
+ alpha[v] = end; continue;
+ }
+ if (! deckpool_pop(dpool, &(alpha[v])))
+ /* CYK Full ME Bands used 1 */
+ /* original line : alpha[v] = alloc_vjd_deck(L, i0, j0);*/
+ alpha[v] = alloc_banded_vjd_deck(L, i0, j0, safe_hdmin[v], safe_hdmax[v]);
+
+ if (ret_shadow != NULL) {
+ if (cm->sttype[v] == B_st) {
+ /* CYK Full ME Bands used 2 */
+ /* original line : kshad = alloc_vjd_kshadow_deck(L, i0, j0); */
+ kshad = alloc_banded_vjd_kshadow_deck(L, i0, j0, safe_hdmin[v], safe_hdmax[v]);
+ shadow[v] = (void **) kshad;
+ } else {
+ /* CYK Full ME Bands used 3 */
+ /* original line : yshad = alloc_vjd_yshadow_deck(L, i0, j0); */
+ yshad = alloc_banded_vjd_yshadow_deck(L, i0, j0, safe_hdmin[v], safe_hdmax[v]);
+ shadow[v] = (void **) yshad;
+ }
+ }
+
+ /* 11.05.05
+ * One strategy is to set all cells OUTSIDE bands to IMPOSSIBLE.
+ * I think I'll run into problems doing this because some cells
+ * are inside the j bands and inside the safe_hd bands, but not
+ * inside the j dependent d bands. These cells though allocated,
+ * will potentially never get filled.
+ * One way to deal with this (though inefficient) is to set
+ * ALL cells to impossible. Below is the the first strategy, only
+ * setting some cells to impossible.
+
+ **************************************************************
+ * Strategy 1: only set cells outside j bands to IMPOSSIBLE:
+ **************************************************************
+ */
+ /* j bands used 1.
+ * Set all cells for j's outside of bands to IMPOSSIBLE
+ * Further, set any cells outside of hd j specific band for valid j's
+ * to IMPOSSIBLE. Remember, we've allocated only
+ * (safe_hdmax[v] - safe_hdmin[v] +1) cells for each vj deck.
+ * Take advantage of fact that we know we're aligning the full sequence 1..L.
+ */
+ /* Following loop starts at safe_hdmin[v] because the j section
+ * of a banded vjd deck is not allocated if j < dmin[v] because
+ * there's no way that j can be used.
+ */
+ /*
+ for (j = safe_hdmin[v]; j < jmin[v]; j++)
+ {
+ */
+ /* this j is outside the j band, set all d to IMPOSSIBLE */
+ /*
+ for (d = safe_hdmin[v]; d <= safe_hdmax[v] && d <= j; d++)
+ {
+ alpha[v][j][d-safe_hdmin[v]] = IMPOSSIBLE;
+ }
+ }
+
+ for (j = jmax[v] + 1; j <= W; j++)
+ {
+ */
+ /* this j is outside the j band, set all d to IMPOSSIBLE */
+ /* for (d = safe_hdmin[v]; d <= safe_hdmax[v] && d <= j; d++)
+ {
+ alpha[v][j][d-safe_hdmin[v]] = IMPOSSIBLE;
+ }
+ }
+ *************************************************************
+ */
+
+ /**************************************************************
+ * Strategy 2: set all allocated cells to IMPOSSIBLE at first.
+ **************************************************************
+ */
+
+ for (j = safe_hdmin[v]; j <= W; j++)
+ {
+ for (d = safe_hdmin[v]; d <= safe_hdmax[v] && d <= j; d++)
+ {
+ alpha[v][j][d-safe_hdmin[v]] = IMPOSSIBLE;
+ }
+ }
+
+ //printf("2 v: %d\n", v);
+ /*************************************************************/
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ /* j bands used 2. */
+
+ for (j = jmin[v]; j <= jmax[v]; j++)
+ {
+ //printf("3 j: %d\n", j);
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ assert(d >= safe_hdmin[v]);
+ assert(d <= safe_hdmax[v]);
+
+ y = cm->cfirst[v];
+ /* CYK Full ME Bands used 4 begin block */
+ /* original block */
+ /* alpha[v][j][d] = cm->endsc[v];*/ /* init w/ local end */
+ /*if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ */
+ /* new ME block */
+ dp_v = d - safe_hdmin[v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][j][dp_v] = cm->endsc[v]; /* init w/ local end */
+ if (ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - safe_hdmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* check to make sure the cell we're about to query is within the
+ bands for state y; this might be more complex than necessary */
+ if((dp_y >= 0) && ((dp_y < (j - (safe_hdmin[y+yoffset]) + 1))
+ && (dp_y < (safe_hdmax[y+yoffset] - safe_hdmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j][dp_y] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v]) {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 4 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ /* j bands used 3. */
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ //printf("3 j: %d\n", j);
+ /* Bands used */
+ /* old line : for (d = 0; d <= jp; d++) */
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ assert(d >= safe_hdmin[v]);
+ assert(d <= safe_hdmax[v]);
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ /* CYK Full ME Bands used 5 begin block */
+ /* original block */
+ /*
+ alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0];
+ if (ret_shadow != NULL) kshad[j][d] = 0;
+ for (k = 1; k <= d; k++)
+ if ((sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) kshad[j][d] = k;
+ }
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ */
+
+ /* 11.04.05 Left this comment block here (from inside_b_me()) */
+
+ /* new ME block : */
+ /* 05.30.05 Fixed a small bug here */
+ /* The changes made to this section of code in the memory efficient
+ * banded implementation are the most complex changes necessary to
+ * get memory efficiency. The reason is because there are indices in
+ * two other states for a B_st, y and z (instead of just y). This
+ * means that when we're dealing with a dp_v that is d minus a v-state
+ * specific offset, we also have to worry about the y-state offset
+ * and z-state offset.
+ * Let's set kp as the equivalent of k from the old code, but
+ * now we have to take into account the offsets. To remain as
+ * consistent as possible with the old code, we will keep the
+ * indexing in z the same in the recursion, and figure out what
+ * the corresponding indices involving state y are.
+ * So the old recursion code is :
+ *
+ * for (jp = 0; jp <= W; jp++) {
+ * j = i0-1+jp;
+ * for (d = 0; d <= jp; d++)
+ * {
+ * alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0]; *INIT*
+ * if (ret_shadow != NULL) kshad[j][d] = 0;
+ * for (k = 1; k <= d; k++)
+ * *RECURSION*
+ * if ((sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d]) {
+ * alpha[v][j][d] = sc;
+ * if (ret_shadow != NULL) kshad[j][d] = k; }
+ *
+ * So we'll minimally change alpha[z][j][k] to alpha[z][j][kp]
+ * The INIT may change because although alpha[z][j][0] MUST be
+ * within the bands (because dmin[z] >= 0), the corresponding
+ * cell in alpha[y] might not be within the bands for y.
+ * That cell is alpha[y][j-dmin[z]-kp][d-dmin[y]-dmin[z]-kp]
+ * because k = kp + dmin[z] (it probably takes some time writing
+ * down the new and old equations, and staring and thinking for a
+ * while - I would write down more here - but this is already pretty
+ * verbose ... ).
+ *
+ * Therefore we can't just start with k (or kp) = 0
+ * (like the old code did), because that might not be valid.
+ *
+ * First we need to determine the smallest kp for which we can
+ * do a valid traceback, which means the alpha cell for both the y
+ * state and z state are within the bands. For a kp to be valid given
+ * the following code, the following three inequalities have to be
+ * true.
+ *
+ * (1) d-dmin[z]-kp <= dmax[y]
+ * (2) d-dmin[z]-kp >= dmin[y]
+ * (3) kp <= dmax[z]-dmin[z]
+ *
+ * (1) and (2) need to be satisified to guarantee that the cell we
+ * are going to access in the alpha[y] deck is within the bands for
+ * state y. (3) is necessary to guarantee that the cell we are
+ * going to access in the alpha[z] deck is within the bands for
+ * state z.
+ * We can rearrange 1 and 2 :
+ *
+ * (1) kp >= d-dmax[y]-dmin[z]
+ * (2) kp <= d-dmin[y]-dmin[z]
+ *
+ * First to check to see if ANY kp is valid, we can first
+ * check to make sure that (d-dmin[y]-dmin[z]) (RHS of (2))
+ * is >= 0. If not, then kp can never be 0 or greater.
+ * So it can never be valid. So we check for this at
+ * the beginning.
+ *
+ * So, to find the minimal kp that satisfies (1), (2) and (3)
+ * I set kp = d-dmax[y]-dmin[z], and then check that it kp >= 0
+ * If kp < 0, we set it to 0. Then we check to make sure kp
+ * satisfies (3) (It has to satisfy (2) if it satisfies (1)
+ * because dmax[y] >= dmin[y]). This is our *INIT* assignment.
+ * Next we incrementally step through all valid kp values, we'll need
+ * a for loop with two conditions to check in the 'while' portion.
+ * Namely, that kp satisfies inequalities (2) and (3), that is
+ * kp <= (d-dmin[y]-dmin[z]) and kp <= (dmax[z]-dmin[z])
+ * This is marked in the code by *RECUR*
+ *
+ * Also, we want to make sure the while statement from the
+ * original for loop (non-banded) is also satisfied. This
+ * statement is k <= d. We're dealing with kp, and k = kp+dmin[z]
+ * so this statement becomes kp <= d-dmin[z]. However, inequality
+ * (2) (kp <= d-dmin[y]-dmin[z]) takes care of this because dmin[y] >= 0
+ *
+ */
+
+ dp_v = d - safe_hdmin[v]; /* d index for state v in alpha w/mem eff bands */
+ dp_y = d - safe_hdmin[y]; /* d index for state y in alpha w/mem eff bands */
+ dp_z = d - safe_hdmin[z]; /* d index for state z in alpha w/mem eff bands */
+
+ /* First make sure we have any valid kp, we know from inequality (2)
+ that kp <= d-safe_hdmin[y]-safe_hdmin[z] so if this is < 0 then no kp
+ is valid (see notes above) */
+
+ if((d-safe_hdmin[y]-safe_hdmin[z]) >= 0)
+ {
+ if(j < safe_hdmax[y]) kp = d-safe_hdmin[z]-j;
+ else kp = d-safe_hdmin[z]-safe_hdmax[y];
+ if(kp < 0) kp = 0;
+ if(kp <= safe_hdmax[z] - safe_hdmin[z]) /* make sure its valid in deck alpha[z] */
+ {
+ alpha[v][j][dp_v] = alpha[y][j-safe_hdmin[z]-kp][d-safe_hdmin[y]-safe_hdmin[z]-kp]
+ + alpha[z][j][kp];
+ if (ret_shadow != NULL) kshad[j][dp_v] = kp;
+ for (kp = kp+1; kp <= (d-safe_hdmin[y]-safe_hdmin[z]) && kp <= (safe_hdmax[z]-safe_hdmin[z]);
+ kp++)
+ {
+ /*printf("v is %d | checking y : %d z : %d\n", v, y, z);
+ printf("y comp : alpha[%d][%d][%d] is %f\n", y, (j-safe_hdmin[z]-kp),(d-safe_hdmin[y]-safe_hdmin[z]-kp),
+ alpha[y][j-safe_hdmin[z]-kp][d-safe_hdmin[y]-safe_hdmin[z]-kp]);
+ printf("z comp : alpha[%d][%d][%d] is %f\n", z, j, kp, alpha[z][j][kp]);
+ printf("existing v comp : alpha[%d][%d][%d] is %f\n", v, j, dp_v, alpha[v][j][dp_v]);
+ printf("\n");*/
+ /* the following if statement ensures that the alpha cell for
+ state y and the cell for state z that we are about to query
+ is in fact within the bands for state y and state z respectively*/
+ if ((sc = alpha[y][j-safe_hdmin[z]-kp][d-safe_hdmin[y]-safe_hdmin[z]-kp]
+ + alpha[z][j][kp]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) kshad[j][dp_v] = kp;
+ }
+ }
+ }
+ }
+ else alpha[v][j][dp_v] = IMPOSSIBLE;
+ /*else esl_fatal("cell in alpha matrix was not filled in due to bands.\n");*/
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 5 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ //printf("3 j: %d\n", j);
+
+ /* CYK Full ME Bands used 6 */
+ /* Deleted because I realized this was no longer needed */
+
+ /* Bands used */
+ /* old line : for (d = 2; d <= jp; d++) */
+ /* we assume hdmin[v][j-jmin[v]] >= 2 */
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ assert(d >= safe_hdmin[v]);
+ assert(d <= safe_hdmax[v]);
+
+ y = cm->cfirst[v];
+ /* CYK Full ME Bands used 7 block */
+ /* original code block below : */
+ /*
+ alpha[v][j][d] = cm->endsc[v]; init w/ local end
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j-1][d-2] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ */
+ /* new ME code block : */
+ dp_v = d - safe_hdmin[v]; /* d index for state v in alpha w/mem eff bands */
+ /*printf("j: %d | v: %d | d: %d | dp_v: %d | safe_hdmin[v]: %d\n", j, v, d, dp_v, safe_hdmin[v]);*/
+
+ alpha[v][j][dp_v] = cm->endsc[v]; /* init w/ local end */
+ if(ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - safe_hdmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* the following if statement ensures that the alpha cell for
+ state y that we are about to query is in fact within the
+ bands for state y */
+ if(((dp_y-2) >= 0) && (((dp_y-2) < (j - (safe_hdmin[y+yoffset]) + 1))
+ && ((dp_y-2) < (safe_hdmax[y+yoffset] - safe_hdmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j-1][dp_y-2] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][j][dp_v] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][j][dp_v] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 7 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == ML_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ // printf("3 j: %d\n", j);
+ /* CYK Full ME Bands used 8 */
+ /* Deleted because I realized this was no longer needed */
+
+ /* Bands used */
+ /* old line : for (d = 1; d <= jp; d++) */
+ /* we assume safe_hdmin[v] >= 1 */
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ assert(d >= safe_hdmin[v]);
+ assert(d <= safe_hdmax[v]);
+
+ y = cm->cfirst[v];
+ /* CYK Full ME Bands used 9 block */
+ /* original code block below : */
+ /*
+ alpha[v][j][d] = cm->endsc[v];
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][(int) dsq[i]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ */
+ /* new ME code block : */
+ dp_v = d - safe_hdmin[v]; /* d index for state v in alpha w/mem eff bands */
+ /*printf("v: %d | j: %d | dp_v: %d | j-jmin[v]: %d | safe_hdmin[%d]: %d | d: %d\n", v, j, dp_v, (j-jmin[v]), v, safe_hdmin[v], d);*/
+ alpha[v][j][dp_v] = cm->endsc[v]; /* init w/ local end */
+ if (ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - safe_hdmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* the following if statement ensures that the alpha cell for
+ state y that we are about to query is in fact within the
+ bands for state y */
+ if(((dp_y-1) >= 0) && (((dp_y-1) < (j - (safe_hdmin[y+yoffset]) + 1))
+ && ((dp_y-1) < (safe_hdmax[y+yoffset] - safe_hdmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j][dp_y-1] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][j][dp_v] += cm->esc[v][(int) dsq[i]];
+ else
+ alpha[v][j][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 9 end block */
+ }
+ }
+ }
+ else if (cm->sttype[v] == IR_st || cm->sttype[v] == MR_st)
+ {
+ for (j = jmin[v]; j <= jmax[v]; j++) {
+ //printf("3 j: %d\n", j);
+ /* CYK Full ME Bands used 10 */
+ /* Deleted because I realized this was no longer needed */
+
+ /* Bands used */
+ /* old line : for (d = 1; d <= jp; d++) */
+ /* we assume safe_hdmin[v] >= 1 */
+ for (d = hdmin[v][j-jmin[v]]; d <= hdmax[v][j-jmin[v]]; d++)
+ {
+ assert(d >= safe_hdmin[v]);
+ assert(d <= safe_hdmax[v]);
+
+ y = cm->cfirst[v];
+ /* CYK Full ME Bands used 11 block */
+ /* original code block below : */
+ /*
+ alpha[v][j][d] = cm->endsc[v];
+ if (ret_shadow != NULL) yshad[j][d] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d]) {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL) yshad[j][d] = yoffset;
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][d] += cm->esc[v][(int) dsq[j]];
+ else
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][j][d] < IMPOSSIBLE) alpha[v][j][d] = IMPOSSIBLE;
+ */
+ /* new ME code block : */
+ dp_v = d - safe_hdmin[v]; /* d index for state v in alpha w/mem eff bands */
+ alpha[v][j][dp_v] = cm->endsc[v]; /* init w/ local end */
+ if (ret_shadow != NULL) yshad[j][dp_v] = USED_EL;
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ dp_y = d - safe_hdmin[y+yoffset]; /* d index for state (y+yoffset)
+ in alpha w/mem eff bands */
+ /* the following if statement ensures that the alpha cell for
+ state y that we are about to query is in fact within the
+ bands for state y */
+ if(((dp_y-1) >= 0) && (((dp_y-1) < (j - (safe_hdmin[y+yoffset]) + 1))
+ && ((dp_y-1) < (safe_hdmax[y+yoffset] - safe_hdmin[y+yoffset] + 1))))
+ {
+ if ((sc = alpha[y+yoffset][j-1][dp_y-1] + cm->tsc[v][yoffset]) > alpha[v][j][dp_v])
+ {
+ alpha[v][j][dp_v] = sc;
+ if (ret_shadow != NULL) yshad[j][dp_v] = yoffset;
+ }
+ }
+ }
+ if (dsq[j] < cm->abc->K)
+ alpha[v][j][dp_v] += cm->esc[v][(int) dsq[j]];
+ else
+ alpha[v][j][dp_v] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][j][dp_v] < IMPOSSIBLE) alpha[v][j][dp_v] = IMPOSSIBLE;
+ /* CYK Full ME Bands used 11 end block */
+ }
+ }
+ } /* finished calculating deck v. */
+
+ /* CYK Full ME Bands used 12 block */
+ /* The following loops originally access alpha[v][j0][W] but the index W will be
+ in different positions due to the bands */
+
+ /* ME Added the following two lines */
+ Wp = W - safe_hdmin[v];
+ /* We need to make sure that Wp is within the bands */
+ if(Wp >= 0 && Wp <= (safe_hdmax[v] - safe_hdmin[v]))
+ {
+ /* ME all subsequent changes in this block simply replace
+ W with Wp (so wherever Wp is, there used to be a W) */
+
+ /* Check for local begin getting us to the root.
+ * This is "off-shadow": if/when we trace back, we'll handle this
+ * case separately (and we'll know to do it because we'll immediately
+ * see a USED_LOCAL_BEGIN flag in the shadow matrix, telling us
+ * to jump right to state b; see below)
+ */
+ if (allow_begin && alpha[v][j0][Wp] + cm->beginsc[v] > bsc)
+ {
+ b = v;
+ bsc = alpha[v][j0][Wp] + cm->beginsc[v];
+ }
+
+ /* Check for whether we need to store an optimal local begin score
+ * as the optimal overall score, and if we need to put a flag
+ * in the shadow matrix telling insideT() to use the b we return.
+ */
+ if (allow_begin && v == 0 && bsc > alpha[0][j0][Wp]) {
+ alpha[0][j0][Wp] = bsc;
+ if (ret_shadow != NULL) yshad[j0][Wp] = USED_LOCAL_BEGIN;
+ }
+ }
+ /* CYK Full ME Bands used 12 end block */
+
+ /* CYK Full ME Bands used 13 block */
+ /* The following block implements the deck reuse strategy, however, here
+ we can't do that, because for each state, the bands are different, so
+ we can't use old Decks, but rather must allocate a new one, and free
+ the old one. Lines specific to ME are indicated, and original lines
+ are commented out */
+
+ /* Now, if we're trying to reuse memory in our normal mode (e.g. ! do_full):
+ * Look at our children; if they're fully released, take their deck
+ * into the pool for reuse.
+ */
+ if (! do_full) {
+ if (cm->sttype[v] == B_st)
+ {
+ /* Original code block : */
+ /* we can definitely release the S children of a bifurc.
+ y = cm->cfirst[v]; deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ z = cm->cnum[v]; deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ End of original code block */
+ /* New ME code : */
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+ free_vjd_deck(alpha[y], i0, j0);
+ alpha[y] = NULL;
+ free_vjd_deck(alpha[z], i0, j0);
+ alpha[z] = NULL;
+ }
+ else
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ if (cm->sttype[y] == E_st) {
+ nends--;
+ /* Original code : if (nends == 0) { deckpool_push(dpool, end); end = NULL;} */
+ /* ME code deletes the previous line, we don't mess with end, because
+ it is used later */
+ } else
+ /* original code (deck reuse) deckpool_push(dpool, alpha[y]);*/
+ /* new ME code : */
+ {
+ //printf("calling free vjd deck for alpha[y=%d]\n", y);
+ free_vjd_deck(alpha[y], i0, j0);
+ }
+ alpha[y] = NULL;
+ }
+ }
+ }
+ /* CYK Full ME Bands used 13 end block */
+ }
+ } /* end loop over all v */
+
+ /* Now we free our memory.
+ * if we've got do_full set, all decks vroot..vend are now valid (end is shared).
+ * else, only vroot deck is valid now and all others vroot+1..vend are NULL,
+ * and end is NULL.
+ * We could check this status to be sure (and we used to) but now we trust.
+ */
+
+ /* CYK Full ME Bands used 14 */
+ /* original line : sc = alpha[vroot][j0][W];*/
+ Wp = W - safe_hdmin[vroot];
+ sc = alpha[vroot][j0][Wp];
+
+ if (ret_b != NULL) *ret_b = b; /* b is -1 if allow_begin is FALSE. */
+ if (ret_bsc != NULL) *ret_bsc = bsc; /* bsc is IMPOSSIBLE if allow_begin is FALSE */
+
+ /* If the caller doesn't want the matrix, free it (saving the decks in the pool!)
+ * Else, pass it back to him.
+ */
+ if (ret_alpha == NULL) {
+ for (v = vroot; v <= vend; v++) /* be careful of our reuse of the end deck -- free it only once */
+ if (alpha[v] != NULL) {
+ if (cm->sttype[v] != E_st) { deckpool_push(dpool, alpha[v]); alpha[v] = NULL; }
+ else end = alpha[v];
+ }
+ if (end != NULL) { deckpool_push(dpool, end); end = NULL; }
+ free(alpha);
+ } else *ret_alpha = alpha;
+
+ /* If the caller doesn't want the deck pool, free it.
+ * Else, pass it back to him.
+ */
+ if (ret_dpool == NULL) {
+ while (deckpool_pop(dpool, &end)) free_vjd_deck(end, i0, j0);
+ deckpool_free(dpool);
+ } else {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ if (ret_shadow != NULL) *ret_shadow = shadow;
+ return sc;
+}
+
+/* Function: insideT_b_jd()
+ * EPN 05.24.05
+ * *based on insideT(), only difference is memory efficient bands are used :
+ *
+ * Date: SRE, Fri Aug 11 12:08:18 2000 [Pittsburgh]
+ *
+ * Purpose: Call inside, get vjd shadow matrix;
+ * then trace back. Append the trace to a given
+ * traceback, which already has state r at tr->n-1.
+ */
+static float
+insideT_b_jd(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int allow_begin, int *jmin, int *jmax,
+ int **hdmin, int **hdmax,
+ int *safe_hdmin, int *safe_hdmax)
+{
+ if(dsq == NULL)
+ esl_fatal("ERROR(), dsq is NULL.\n");
+
+ void ***shadow; /* the traceback shadow matrix */
+ float sc; /* the score of the CYK alignment */
+ ESL_STACK *pda; /* stack that tracks bifurc parent of a right start */
+ int v,j,d,i; /* indices for state, j, subseq len */
+ int k;
+ int y, yoffset;
+ int bifparent;
+ int b;
+ float bsc;
+ int dp; /* add explanation */
+ int kp; /* add explanation */
+
+ sc = inside_b_jd(cm, dsq, L, r, z, i0, j0,
+ BE_EFFICIENT, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ &shadow, /* return a shadow matrix to me. */
+ allow_begin, /* TRUE to allow local begins */
+ &b, &bsc, /* if allow_begin is TRUE, gives info on optimal b */
+ jmin, jmax, /* bands on j */
+ hdmin, hdmax, /* j dependent bands on d */
+ safe_hdmin, safe_hdmax);
+
+ pda = esl_stack_ICreate();
+ v = r;
+ j = j0;
+ i = i0;
+ d = j0-i0+1;
+
+ /*printf("Starting traceback in insideT_b_me()\n");*/
+ while (1) {
+ /* CYK Full ME Bands used 15 */
+ /* 2 lines below added */
+ /*
+ assert(j >= jmin[v]);
+ assert(j <= jmax[v]);
+ assert(d >= hdmin[v][j0]);
+ assert(d <= hdmax[v][j0]);
+
+ assert(d >= safe_hdmin[v]);
+ assert(d <= safe_hdmax[v]);
+ */
+ if(cm->sttype[v] != EL_st && d > safe_hdmax[v])
+ {
+ printf("ERROR in insideT_b_jd(). d : %d > safe_hdmax[%d] (%d)\n", d, v, safe_hdmax[v]);
+ exit(1);
+ }
+ if(cm->sttype[v] != EL_st && d < safe_hdmin[v])
+ {
+ printf("ERROR in insideT_b_jd(). d : %d < safe_hdmin[%d] (%d)\n", d, v, safe_hdmin[v]);
+ exit(1);
+ }
+
+ /* Deal with end local states */
+ if(cm->sttype[v] != EL_st)
+ dp = d - safe_hdmin[v];
+ else
+ dp = d;
+
+ if (cm->sttype[v] == B_st) {
+ /* CYK Full ME Bands used 16 */
+ /* original line : k = ((int **) shadow[v])[j][d]; */
+ /* new 3 lines below replace it */
+ assert(v >= 0);
+ kp = ((int **) shadow[v])[j][dp]; /* kp = offset len of right fragment */
+ z = cm->cnum[v];
+ k = kp + safe_hdmin[z]; /* k = offset len of right fragment */
+
+ /* Store info about the right fragment that we'll retrieve later:
+ */
+ esl_stack_IPush(pda, j); /* remember the end j */
+ esl_stack_IPush(pda, k); /* remember the subseq length k */
+ esl_stack_IPush(pda, tr->n-1); /* remember the trace index of the parent B state */
+ /* Deal with attaching left start state.
+ */
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ y = cm->cfirst[v];
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ } else if (cm->sttype[v] == E_st || cm->sttype[v] == EL_st) {
+ /* We don't trace back from an E or EL. Instead, we're done with the
+ * left branch of the tree, and we try to swing over to the right
+ * branch by popping a right start off the stack and attaching
+ * it. If the stack is empty, then we're done with the
+ * traceback altogether. This is the only way to break the
+ * while (1) loop.
+ */
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ /* CYK Full ME Bands used 17 */
+ /* original line : esl_stack_IPop(pda, &d); */
+ esl_stack_IPop(pda, &dp);
+ /* CYK Full ME Bands used 18 */
+ /* line below added */
+
+ /* Deal with end local states */
+ if(cm->sttype[v] != EL_st)
+ d = dp + safe_hdmin[y];
+ else
+ d = dp;
+
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent]; /* recover state index of B */
+ y = cm->cnum[v]; /* find state index of right S */
+ i = j-d+1;
+ /* attach the S to the right */
+ InsertTraceNode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, y);
+ v = y;
+ } else {
+ yoffset = ((char **) shadow[v])[j][dp];
+
+ switch (cm->sttype[v]) {
+ case D_st: break;
+ case MP_st: i++; j--; break;
+ case ML_st: i++; break;
+ case MR_st: j--; break;
+ case IL_st: i++; break;
+ case IR_st: j--; break;
+ case S_st: break;
+ default: esl_fatal("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if (yoffset == USED_EL)
+ { /* a local alignment end */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M);
+ v = cm->M; /* now we're in EL. */
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin; can only happen once, from root */
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, b);
+ v = b;
+ }
+ else
+ {
+ y = cm->cfirst[v] + yoffset;
+ InsertTraceNode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, y);
+ v = y;
+ }
+ }
+ }
+ esl_stack_Destroy(pda); /* it should be empty; we could check; naaah. */
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ return sc;
+}
+#endif
+
diff --git a/src/old_cm_dpsearch.c b/src/old_cm_dpsearch.c
new file mode 100644
index 0000000..92c4c46
--- /dev/null
+++ b/src/old_cm_dpsearch.c
@@ -0,0 +1,4316 @@
+/* old_cm_dpsearch.c
+ * EPN, Tue Dec 4 17:41:14 2007
+ *
+ * note:
+ * formerly scaninside.c EPN 05.08.06 (through v0.81, svn revision 2243)
+ * absorbed scancyk.c when renamed to old_cm_dpsearch.c
+ *
+ * scancyk.c notes
+ * ~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ * scancyk.c
+ * SRE, Thu May 2 11:50:48 2002 [AA 3050 SFO->STL]
+ * SVN $Id: scancyk.c 2243 2007-12-04 22:22:57Z nawrockie $
+ *
+ * CYK alignment: multihit, local, database scanning mode.
+ * [xref STL6 p47]
+ * ~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ *
+ * CM CYK/Inside alignment: multihit, local, database scanning mode.
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dirichlet.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_exponential.h"
+#include "esl_fileparser.h"
+#include "esl_gamma.h"
+#include "esl_getopts.h"
+#include "esl_gev.h"
+#include "esl_gumbel.h"
+#include "esl_histogram.h"
+#include "esl_hyperexp.h"
+#include "esl_keyhash.h"
+#include "esl_minimizer.h"
+#include "esl_mixgev.h"
+#include "esl_msa.h"
+#include "esl_msacluster.h"
+#include "esl_msaweight.h"
+#include "esl_normal.h"
+#include "esl_paml.h"
+#include "esl_random.h"
+#include "esl_ratematrix.h"
+#include "esl_regexp.h"
+#include "esl_rootfinder.h"
+#include "esl_scorematrix.h"
+#include "esl_sqio.h"
+#include "esl_ssi.h"
+#include "esl_stack.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_stretchexp.h"
+#include "esl_tree.h"
+#include "esl_vectorops.h"
+#include "esl_weibull.h"
+#include "esl_wuss.h"
+
+
+#include "funcs.h"
+#include "old_funcs.h" /* old external functions */
+#include "structs.h"
+
+/**************************************************************
+ * Function: InsideScan()
+ * EPN 05.08.06
+ *
+ * Based on CYKScan() by SRE
+ *
+ * Purpose: Scan a (sub)sequence for matches to a covariance model.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Log sums are performed (slowly) on floats by the LogSum2()
+ * function.
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; 1..L
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score of best overall hit
+ */
+float
+InsideScan(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W,
+ float cutoff, search_results_t *results)
+
+{
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int L; /* length of the subsequence (j0-i0+1) */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma* data structures */
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("in InsideScan, dsq is NULL\n");
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*printf("in InsideScan i0: %d j0: %d\n", i0, j0);*/
+
+ ESL_ALLOC(alpha, sizeof(float **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(float) * (W+1));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(float) * (W+1));
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->endsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][0][0] = LogSum2(alpha[v][0][0], (alpha[y+yoffset][0][0]
+ + cm->tsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[v][0][0] < IMPOSSIBLE) alpha[v][0][0] = IMPOSSIBLE;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ for (d = 1; d <= W; d++)
+ alpha[cm->M-1][0][d] = alpha[cm->M-1][1][d] = IMPOSSIBLE;
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+ gamma_j = j-i0+1; /* j is actual index in j, gamma_j is offeset j index in gamma* data structures */
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ if (cm->stid[v] == BEGL_S) jp = j % (W+1); else jp = cur;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp][d] = LogSum2(alpha[v][jp][d], (alpha[y+yoffset][cur][d]
+ + cm->tsc[v][yoffset]));
+ if (alpha[v][jp][d] < IMPOSSIBLE) alpha[v][jp][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = 2; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][prv][d-2]
+ + cm->tsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][cur][d-1]
+ + cm->tsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][prv][d-1]
+ + cm->tsc[v][yoffset]));
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ i = j-d+1;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+
+ for (k = 0; k <= d; k++) /* k is length of right fragment */
+ {
+ jp = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[w][jp][d-k]
+ + alpha[y][cur][k]));
+ }
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->tsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][cur][d] = LogSum2(alpha[0][cur][d], (alpha[y+yoffset][cur][d]
+ + cm->tsc[0][yoffset]));
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ /* EPN 05.08.06 Left local the same as it was in CYKScan(), I think this
+ * is okay, we're saying that the best root of the alignment is the state that
+ * gives the highest Inside score.
+ */
+ for (y = 1; y < cm->M; y++) {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->beginsc[y];
+ else sc = alpha[y][cur][d] + cm->beginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ }
+ }
+ if (alpha[0][cur][d] < IMPOSSIBLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0;
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + alpha[0][cur][d];
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = alpha[0][cur][d];
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+
+/* Function: CYKBandedScan()
+ * Date: SRE, Fri Sep 26 09:53:42 2003 [AA 886, returning from Salk Institute]
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using the
+ * banded algorithm.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Derived from scancyk.c.
+ *
+ * dmin,dmax set the bounds. Both are arrays, 0..v..cm->M.
+ * The band for v is dmin[v]..dmax[v], inclusive; that is,
+ * dmin[v] is the minimum allowed d for state v (inclusive);
+ * dmax[v] is the maximum; that is, v can only account for
+ * subsequences of length >= dmin[v] and <= dmax[v].
+ *
+ * Args: cm - the covariance model
+ * dsq - the digitized sequence
+ * dmin - minimum bound on d for state v; 0..M
+ * dmax - maximum bound on d for state v; 0..M
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score of best overall hit
+ *
+ * Note: Dies (cm_Fail()) from memory allocation error, without
+ * cleanup.
+ */
+float
+CYKBandedScan(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W,
+ float cutoff, search_results_t *results)
+{
+ /* Contract check */
+ if(j0 < i0)
+ cm_Fail("ERROR in CYKBandedScan, i0: %d j0: %d\n", i0, j0);
+ if(!(cm->flags & CMH_QDB))
+ cm_Fail("ERROR in CYKBandedScan, QDBs invalid\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CYKBandedScan, dsq is NULL.\n");
+ if(dmin == NULL || dmax == NULL)
+ cm_Fail("ERROR in CYKBandedScan, dmin and/or dmax are NULL.\n");
+
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int jmax; /* when imposing bands, maximum j value in alpha matrix */
+ int kmax; /* for B_st's, maximum k value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma* data structures */
+ int curr_dmin; /* temporary value for min d in for loops */
+ int curr_dmax; /* temporary value for max d in for loops */
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+ int bestd; /* d value of best hit thus far seen for j (used if greedy strategy) */
+
+ /*PrintDPCellsSaved(cm, dmin, dmax, W);*/
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*printf("in CYKBandedScan i0: %d j0: %d\n", i0, j0);*/
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+ ESL_ALLOC(alpha, (sizeof(float **) * cm->M));
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], (sizeof(float *) * (W+1)));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], (sizeof(float) * (W+1)));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], (sizeof(float) * (W+1)));
+ }
+ }
+ ESL_ALLOC(bestr, (sizeof(int) * (W+1)));
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *
+ * and, for banding: any cell outside our bands is impossible.
+ * These inits are never changed in the recursion, so even with the
+ * rolling, matrix face reuse strategy, this works.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->endsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][0][0] + cm->tsc[v][yoffset]) > alpha[v][0][0])
+ alpha[v][0][0] = sc;
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[v][0][0] < IMPOSSIBLE) alpha[v][0][0] = IMPOSSIBLE;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ /* Impose the bands.
+ * (note: E states have all their probability on d=0, so dmin[E] = dmax[E] = 0;
+ * the first loop will be skipped, the second initializes the E states.)
+ */
+ for (v = 0; v < cm->M; v++)
+ {
+ if(cm->stid[v] == BEGL_S) jmax = W;
+ else jmax = 1;
+
+ for (d = 0; d < dmin[v] && d <=W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = IMPOSSIBLE;
+
+ for (d = dmax[v]+1; d <= W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ }
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+ gamma_j = j-i0+1; /* j is actual index in j, gamma_j is offset j index in gamma* data structures */
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* determine max d we're allowing for this state v and this position j */
+ curr_dmax = (gamma_j < dmax[v]) ? gamma_j : dmax[v];
+ if(curr_dmax > W) curr_dmax = W;
+ curr_dmin = (dmin[v] > 0) ? dmin[v] : 1;
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ if (cm->stid[v] == BEGL_S) jp = j % (W+1); else jp = cur;
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d] + cm->tsc[v][yoffset]) > alpha[v][jp][d])
+ alpha[v][jp][d] = sc;
+ if (alpha[v][jp][d] < IMPROBABLE) alpha[v][jp][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][prv][d-2] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d-1] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(int) dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][prv][d-1] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(int) dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ i = j-d+1;
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(dmin[y] > (d-dmax[w])) k = dmin[y];
+ else k = d-dmax[w];
+ if(k < 0) k = 0;
+
+ if(dmax[y] < (d-dmin[w])) kmax = dmax[y];
+ else kmax = d-dmin[w];
+
+ for (; k <= kmax; k++)
+ {
+ jp = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ if ((sc = alpha[w][jp][d-k] + alpha[y][cur][k]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ }
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ /* determine max d we're allowing for the root state and this position j */
+ curr_dmax = (gamma_j < dmax[0]) ? gamma_j : dmax[0];
+ if(curr_dmax > W) curr_dmax = W;
+ curr_dmin = (dmin[0] > 0) ? dmin[0] : 1;
+
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->tsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d] + cm->tsc[0][yoffset]) > alpha[0][cur][d])
+ alpha[0][cur][d] = sc;
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+
+ /* EPN 11.09.05
+ * The following loop that deals with local begins was modified
+ * to enforce bands on all states y that are possible internal entry
+ * points. Old code block went from [0..d] in the d dimension
+ * for state y.
+ * ref: ~nawrocki/notebook/5_1109_inf_local_banded_spd/00LOG
+ */
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ d = (dmin[y] > dmin[0]) ? dmin[y]:dmin[0];
+ for (; (d <= dmax[y] && d <= gamma_j) && d <= W; d++)
+ {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->beginsc[y];
+ else sc = alpha[y][cur][d] + cm->beginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+ }
+ }
+
+ if(!(cm->search_opts & CM_SEARCH_CMGREEDY)) /* resolve overlaps optimally */
+ {
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = dmin[0]; d <= curr_dmax; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + alpha[0][cur][d];
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = alpha[0][cur][d];
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ }
+ else
+ {
+ /* Resolving overlaps greedily (RSEARCH style),
+ * At least one hit is sent back for each j here.
+ * However, some hits can already be removed for the greedy overlap
+ * resolution algorithm. Specifically, at the given j, any hit with a
+ * d of d1 is guaranteed to mask any hit of lesser score with a d > d1 */
+ /* First, report hit with d of 1 if > cutoff */
+ if (alpha[0][cur][dmin[v]] >= cutoff)
+ if(results != NULL)
+ report_hit (j, j, bestr[1], alpha[0][cur][dmin[v]], results);
+ bestd = 1;
+ if (alpha[0][cur][dmin[v]] > best_score)
+ best_score = alpha[0][cur][dmin[v]];
+
+ /* Now, if current score is greater than maximum seen previous, report
+ it if >= cutoff and set new max */
+ for (d = dmin[v]; d <= curr_dmax; d++)
+ {
+ if (alpha[0][cur][d] > best_score)
+ best_score = alpha[0][cur][d];
+ if (alpha[0][cur][d] > alpha[0][cur][bestd])
+ {
+ if (alpha[0][cur][d] >= cutoff)
+ if(results != NULL)
+ report_hit (j-d+1, j, bestr[d], alpha[0][cur][d], results);
+ bestd = d;
+ }
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ if(!(cm->search_opts & CM_SEARCH_CMGREEDY)) /* resolve overlaps optimally */
+ {
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+ /* printf("CYKBandedScan() return score: %10.4f\n", best_score); */
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+/******************************************************************
+ * Function: InsideBandedScan()
+ * EPN 05.09.06
+ *
+ * Derived from CYKBandedScan() by SRE
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using the
+ * banded algorithm.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Derived from scancyk.c.
+ * Log sums are performed (slowly) on floats by the LogSum2()
+ * function.
+ *
+ * dmin,dmax set the bounds. Both are arrays, 0..v..cm->M.
+ * The band for v is dmin[v]..dmax[v], inclusive; that is,
+ * dmin[v] is the minimum allowed d for state v (inclusive);
+ * dmax[v] is the maximum; that is, v can only account for
+ * subsequences of length >= dmin[v] and <= dmax[v].
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; 1..L
+ * dmin - minimum bound on d for state v; 0..M
+ * dmax - maximum bound on d for state v; 0..M
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score of best overall hit
+ */
+float
+InsideBandedScan(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W,
+ float cutoff, search_results_t *results)
+{
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int jmax; /* when imposing bands, maximum j value in alpha matrix */
+ int kmax; /* for B_st's, maximum k value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma* data structures */
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+ int curr_dmin; /* temporary value for min d in for loops */
+ int curr_dmax; /* temporary value for max d in for loops */
+
+ /* Contract check */
+ if(j0 < i0)
+ cm_Fail("in InsideBandedScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL)
+ cm_Fail("ERROR in InsideBandedScan, dsq is NULL.");
+ if(!(cm->flags & CMH_QDB))
+ cm_Fail("in InsideBandedScan, QDBs invalid\n");
+
+ /*printf("in InsideBandedScan i0: %d j0: %d\n", i0, j0);*/
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*PrintDPCellsSaved(cm, dmin, dmax, W);*/
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+ ESL_ALLOC(alpha, sizeof(float **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(float) * (W+1));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(float) * (W+1));
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *
+ * and, for banding: any cell outside our bands is impossible.
+ * These inits are never changed in the recursion, so even with the
+ * rolling, matrix face reuse strategy, this works.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->endsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][0][0] = LogSum2(alpha[v][0][0], (alpha[y+yoffset][0][0]
+ + cm->tsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[v][0][0] < IMPOSSIBLE) alpha[v][0][0] = IMPOSSIBLE;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ /* Impose the bands.
+ * (note: E states have all their probability on d=0, so dmin[E] = dmax[E] = 0;
+ * the first loop will be skipped, the second initializes the E states.)
+ */
+ for (v = 0; v < cm->M; v++)
+ {
+ if(cm->stid[v] == BEGL_S) jmax = W;
+ else jmax = 1;
+
+ for (d = 0; d < dmin[v] && d <=W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = IMPOSSIBLE;
+
+ for (d = dmax[v]+1; d <= W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ }
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+ gamma_j = j-i0+1; /* j is actual index in j, gamma_j is offeset j index in gamma* data structures */
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* determine max d we're allowing for this state v and this position j */
+ curr_dmax = (gamma_j < dmax[v]) ? gamma_j : dmax[v];
+ if(curr_dmax > W) curr_dmax = W;
+ curr_dmin = (dmin[v] > 0) ? dmin[v] : 1;
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ if (cm->stid[v] == BEGL_S) jp = j % (W+1); else jp = cur;
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp][d] = LogSum2(alpha[v][jp][d], (alpha[y+yoffset][cur][d]
+ + cm->tsc[v][yoffset]));
+ if (alpha[v][jp][d] < IMPROBABLE) alpha[v][jp][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][prv][d-2]
+ + cm->tsc[v][yoffset]));
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][cur][d-1]
+ + cm->tsc[v][yoffset]));
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][prv][d-1]
+ + cm->tsc[v][yoffset]));
+
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ i = j-d+1;
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+
+ /*EPN : Make sure k is consistent with bands in state w and state y. */
+
+ /* k is the length of the right fragment */
+ if(dmin[y] > (d-dmax[w])) k = dmin[y];
+ else k = d-dmax[w];
+ if(k < 0) k = 0;
+
+ if(dmax[y] < (d-dmin[w])) kmax = dmax[y];
+ else kmax = d-dmin[w];
+
+ for (; k <= kmax; k++)
+ {
+ jp = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[w][jp][d-k]
+ + alpha[y][cur][k]));
+ }
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ /* determine max d we're allowing for the root state and this position j */
+ curr_dmax = (gamma_j < dmax[0]) ? gamma_j : dmax[0];
+ if(curr_dmax > W) curr_dmax = W;
+ curr_dmin = (dmin[0] > 0) ? dmin[0] : 1;
+
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->tsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][cur][d] = LogSum2(alpha[0][cur][d], (alpha[y+yoffset][cur][d]
+ + cm->tsc[0][yoffset]));
+
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+
+ /* EPN 11.09.05
+ * The following loop that deals with local begins was modified
+ * to enforce bands on all states y that are possible internal entry
+ * points. Old code block went from [0..d] in the d dimension
+ * for state y.
+ * ref: ~nawrocki/notebook/5_1109_inf_local_banded_spd/00LOG
+ */
+ /* EPN 05.08.06
+ * For Inside version, left local the same as it was in CYKScan(), I think this
+ * is okay, we're saying that the best root of the alignment is the state that
+ * gives the highest Inside score.
+ */
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ d = (dmin[y] > dmin[0]) ? dmin[y]:dmin[0];
+ /*if (dmin[y] > dmin[0]) d = dmin[y];
+ else d = dmin[0];*/
+ for (; (d <= dmax[y] && d <= gamma_j) && d <= W; d++)
+ {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->beginsc[y];
+ else sc = alpha[y][cur][d] + cm->beginsc[y];
+ /*alpha[0][cur][d] = LogSum2(alpha[0][cur][d], sc);*/ /* EPN, Tue Nov 6 05:39:01 2007 to make it match cm_fastsearch.c */
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+ }
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = dmin[0]; d <= curr_dmax; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + alpha[0][cur][d];
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = alpha[0][cur][d];
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* Function: InsideBandedScan_jd()
+ * Date: EPN, 07.20.06 Benasque, Spain
+ * based on: hbandcyk.c::CYKBandedScan_jd() which is based on
+ * CYKBandedScan() by SRE in bandcyk.c
+ *
+ * Purpose: Scan a (sub)sequence for matches to a covariance model, using HMM
+ * derived bands on the j and d dimensions. Intended for use on
+ * subsequences with endpoints i and j, where i and j were determined
+ * using a HMM scan of the full sequence. This function then refines
+ * the positions of i and j, as well as deriving a CYK score that is
+ * more informative than an HMM based score.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Stores (i,j) segments that that have high inside scores: the sum
+ * over all possible alignments with start point [i,j] and end
+ * points [i,j]. Derived from scancyk.c.
+ * Log sums are performed (slowly) on floats by the LogSum2()
+ * function.
+ *
+ * jmin, jmax set the state specific bounds on the j dimension. 0..v..cm->M-1.
+ * hdmin, hdmax set the state and j specific bounds on the d dimension, indexed
+ * [0..v..cm-M-1][0..(jmax[v]-jmin[v]+1)].
+ *
+ * The j band for v is jmin[v]..jmax[v], inclusive; that is,
+ * jmin[v] is the minimum allowed j for state v (inclusive);
+ * jmax[v] is the maximum;
+ *
+ * The d bands are v and j specific (in contrast to the a priori d bands
+ * which are only v specific), the d band for v and j is
+ * hdmin[v][j-jmin[v]]..hdmax[v][j-jmin[v]] inclusive;
+ * hdmin[v][j-jmin[v]] is the minimum allowed d for state v and end point j
+ * hdmax[v][j-jmin[v]] is the maximum;
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; i0..j0
+ * jmin - minimum bound on j for state v; 0..M
+ * jmax - maximum bound on j for state v; 0..M
+ * hdmin - minimum bound on j for state v and end posn j;
+ * [0..M-1][0..(jmax[v]-jmin[v]+1)
+ * hdmax - maximum bound on j for state v and end posn j;
+ * [0..M-1][0..(jmax[v]-jmin[v]+1)
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - max d: max size of a hit
+ * ret_nhits - RETURN: number of hits (found only within current function call from i0 to j0)
+ * ret_hitr - RETURN: start states of hits, 0..nhits-1
+ * ret_hiti - RETURN: start positions of hits, 0..nhits-1
+ * ret_hitj - RETURN: end positions of hits, 0..nhits-1
+ * ret_hitsc - RETURN: scores of hits, 0..nhits-1
+ * min_thresh- minimum score to report (EPN via Alex Coventry 03.11.06)
+ *
+ * Returns:
+ * hiti, hitj, hitsc are allocated here if nec; caller free's w/ free().
+ */
+void
+InsideBandedScan_jd(CM_t *cm, ESL_DSQ *dsq, int *jmin, int *jmax, int **hdmin, int **hdmax, int i0,
+ int j0, int W, int *ret_nhits, int **ret_hitr, int **ret_hiti,
+ int **ret_hitj, float **ret_hitsc, float min_thresh)
+{
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma matrix */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp_roll; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int tmp_dmin, tmp_dmax; /* temp variables for ensuring we stay within d bands within loops */
+ int tmp_kmin, tmp_kmax; /* temp vars for B_st's, min/max k values consistent with bands*/
+
+ int jp_v, jp_y, jp_w; /* mem eff banded j index in states v, y, and z
+ * jp_x = j-jmin[x] */
+ int L; /* length of subsequence (j0-i0+1) */
+ int x;
+ int tmp_y;
+ float tmp_alpha_w, tmp_alpha_y;
+ int nhits; /* # of hits in optimal parse */
+ int *hitr; /* initial state indices of hits in optimal parse */
+ int *hiti; /* start positions of hits in optimal parse */
+ int *hitj; /* end positions of hits in optimal parse */
+ float *hitsc; /* scores of hits in optimal parse */
+ int alloc_nhits; /* used to grow the hit arrays */
+ void *tmp; /* for ESL_RALLOC() */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in InsideBandedScan_jd, dsq is NULL.");
+
+ /* EPN 08.11.05 Next line prevents wasteful computations when imposing
+ * bands before the main recursion. There is no need to worry about
+ * alpha cells corresponding to subsequence distances within the windowlen
+ * (W) but LONGER than the full sequence (L). Saves a significant amount
+ * of time only if W is much larger than necessary, and the search sequences
+ * are short.
+ */
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*PrintDPCellsSaved_jd(cm, jmin, jmax, hdmin, hdmax, (j0-i0+1));*/
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that unlike the other CYK scan functions, E memory is not shared:
+ * this is because the E deck will be different for different j values
+ * due to the j bands.
+ *
+ *****************************************************************/
+ ESL_ALLOC(alpha, sizeof(float **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(float) * (W+1));
+ }
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(float) * (W+1));
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+
+ gamma_j = j-i0+1;
+ cur = j%2;
+ prv = (j-1)%2;
+
+ /*****************************************************************
+ * alpha initializations.
+ * For the jd (HMM) banded strategy, we initialize inside the j loop,
+ * because no cells are j-independent: for j's outside
+ * the bands for a state v, should have ALL cells = IMPOSSIBLE.
+ *****************************************************************/
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* Check to see if we're outside the bounds on j */
+ if(j < jmin[v] || j > jmax[v])
+ {
+ if (cm->stid[v] == BEGL_S) jp_roll = j % (W+1); else jp_roll = cur;
+ for (d = 0; d <= W; d++)
+ alpha[v][jp_roll][d] = IMPOSSIBLE;
+ /* Special boundary case: have to initialize alpha[v][prv] also */
+ if (j == i0)
+ for (d = 0; d <= W; d++)
+ alpha[v][prv][d] = IMPOSSIBLE;
+ continue;
+ }
+
+ /* else we initialize on d = 0 */
+ alpha[v][cur][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][cur][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][cur][1] = alpha[v][prv][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][0] = cm->endsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][0] = LogSum2(alpha[v][cur][0], (alpha[y+yoffset][cur][0]
+ + cm->tsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[cur] = -1;
+ if (alpha[v][cur][0] < IMPOSSIBLE) alpha[v][cur][0] = IMPOSSIBLE;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v]; /* w is BEGL_S */
+ y = cm->cnum[v]; /* y is BEGR_S */
+ /* original line:
+ * alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ * we can't use that because alpha[w][0][0] and alpha[y][0][0]
+ * may have been reset to IMPOSSIBLE, so we recalculate what they
+ * should be (this is wasteful):
+ */
+ tmp_y = cm->cfirst[w];
+ tmp_alpha_w = cm->endsc[w];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[w]; yoffset++)
+ tmp_alpha_w = LogSum2(tmp_alpha_w, (alpha[tmp_y+yoffset][cur][0]
+ + cm->tsc[w][yoffset]));
+ tmp_y = cm->cfirst[y];
+ tmp_alpha_y = cm->endsc[y];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[y]; yoffset++)
+ tmp_alpha_y = LogSum2(tmp_alpha_y, (alpha[tmp_y+yoffset][cur][0]
+ + cm->tsc[y][yoffset]));
+ alpha[v][cur][0] = tmp_alpha_w + tmp_alpha_y;
+ if (alpha[v][cur][0] < IMPOSSIBLE) alpha[v][cur][0] = IMPOSSIBLE;
+ }
+
+ /* Special boundary case: have to initialize alpha[v][prv] also */
+ if(j == i0) alpha[v][prv][0] = alpha[v][cur][0];
+
+ if (cm->stid[v] == BEGL_S)
+ {
+ alpha[v][prv][0] = alpha[v][cur][0];
+ for (x = 2; x <= W; x++)
+ alpha[v][x][0] = alpha[v][cur][0];
+ }
+ /* done initialization */
+
+ jp_v = j - jmin[v];
+ /* Impose the bands.
+ * We have to do this inside the main loop because d bands are
+ * dependent on v AND j.
+ */
+ if (cm->stid[v] == BEGL_S) jp_roll = j % (W+1); else jp_roll = cur;
+ for (d =0; d < hdmin[v][jp_v] && d <=W; d++)
+ alpha[v][jp_roll][d] = IMPOSSIBLE;
+ for (d = hdmax[v][jp_v]+1; d <= W; d++)
+ alpha[v][jp_roll][d] = IMPOSSIBLE;
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp_roll][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp_roll][d] = LogSum2(alpha[v][jp_roll][d], (alpha[y+yoffset][cur][d]
+ + cm->tsc[v][yoffset]));
+ if (alpha[v][jp_roll][d] < IMPROBABLE) alpha[v][jp_roll][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][prv][d-2]
+ + cm->tsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][cur][d-1]
+ + cm->tsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[y+yoffset][prv][d-1]
+ + cm->tsc[v][yoffset]));
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ /* Five inequalities must be satisfied to ensure that j and k
+ * and k combinations correspond with alpha cells within the bands
+ * on states y and w.
+ * Below: jp_y = j - jmin[y] & jp_w = j - jmin[w]
+ *
+ * (1) j >= jmin[y] && j <= jmax[y]
+ * (2) j-k >= jmin[w] && j-k <= jmax[w]
+ * (3) k >= hdmin[y][jp_y] && k <= hdmax[y][jp_y]
+ * (4) d-k >= hdmin[w][jp_w-k] && d-k <= hdmax[w][jp_w-k]
+ * (5) d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]
+ */
+
+ /* initialize with endsc for all valid d for B state v */
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++) /* ensures (5) above */
+ {
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ }
+ /* Following code is careful, and not 'efficient' */
+ if(j >= jmin[y] && j <= jmax[y]) /* ensures (1): that j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ jp_w = j - jmin[w];
+ i = j-d+1;
+ /*
+ printf("valid j: %d | jp_y: %d | jp_w: %d\n", j, jp_y, jp_w);
+ printf("hdmin[v][jp_v]: %d | hdmin[y][jp_y]: %d\n", hdmin[v][jp_v], hdmin[y][jp_y]);
+ printf("hdmax[v][jp_v]: %d | hdmax[y][jp_y]: %d\n", hdmax[v][jp_v], hdmax[y][jp_y]);
+ */
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++) /* ensures (5) above */
+ {
+ /* k is the length of the right fragment */
+ tmp_kmin = ((j-jmax[w]) > hdmin[y][jp_y]) ? (j-jmax[w]) : hdmin[y][jp_y];
+ if(tmp_kmin < 0) tmp_kmin = 0;
+ if(tmp_kmin < d-hdmax[w][jp_w-tmp_kmin]) tmp_kmin = d-hdmax[w][jp_w-tmp_kmin];
+ /* tmp_kmin is now smallest k that satisfies (2), (3), and (4) */
+
+ tmp_kmax = ((j-jmin[w]) < hdmax[y][jp_y]) ? (j-jmin[w]) : hdmax[y][jp_y];
+ if(tmp_kmax > d-hdmin[w][jp_w-tmp_kmax]) tmp_kmax = d-hdmin[w][jp_w-tmp_kmax];
+ /* tmp_kmax is now largest k that satisfies (2), (3), and (4) */
+ /*printf("tmp_kmin: %d | tmp_kmax: %d\n", tmp_kmin, tmp_kmax);*/
+ for (k = tmp_kmin; k <= tmp_kmax; k++)
+ {
+ jp_roll = (j-k)%(W+1); /* jp_roll is rolling index into BEGL_S (state w)
+ * deck j dimension */
+ alpha[v][cur][d] = LogSum2(alpha[v][cur][d], (alpha[w][jp_roll][d-k]
+ + alpha[y][cur][k]));
+ }
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ /*printf("B alpha[%d][%d][%d]: %f\n", v, cur, d, alpha[v][cur][d]);*/
+ }
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+ /* Check to see if we're within bounds on j */
+ if(j < jmin[0] || j > jmax[0])
+ {
+ for (d = 0; d <= W; d++)
+ alpha[0][jp_roll][d] = IMPOSSIBLE;
+ /* Inform the little semi-Markov model that deals with multihit parsing
+ * that a hit is impossible, j is outside root band on j:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ continue;
+ }
+ /* if we get here, j is within ROOT_S state 0's band */
+
+ /* first initialize on d = 0 */
+ alpha[0][0][0] = IMPOSSIBLE;
+ y = cm->cfirst[v];
+ alpha[0][0][0] = cm->endsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][0][0] = LogSum2(alpha[0][0][0], (alpha[y+yoffset][0][0]
+ + cm->tsc[0][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[0][0][0] < IMPOSSIBLE) alpha[0][0][0] = IMPOSSIBLE;
+ alpha[0][1][0] = alpha[0][0][0];
+ /* done initialization on d = 0 */
+
+ jp_v = j - jmin[0];
+ /* Impose the bands.
+ * We have to do this here because d bands are
+ * dependent on v AND j.
+ */
+ jp_roll = cur;
+ for (d =0; d < hdmin[0][jp_v] && d <=W; d++)
+ alpha[0][jp_roll][d] = IMPOSSIBLE;
+ for (d = hdmax[0][jp_v]+1; d <= W; d++)
+ alpha[0][jp_roll][d] = IMPOSSIBLE;
+
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->tsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][cur][d] = LogSum2(alpha[0][cur][d], (alpha[y+yoffset][cur][d]
+ + cm->tsc[0][yoffset]));
+
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ /* (comment from scaninside.c::CYKScan())
+ * EPN 05.08.06 Left local the same as it was in CYKScan(), I think this
+ * is okay, we're saying that the best root of the alignment is the state that
+ * gives the highest Inside score.
+ */
+ for (y = 1; y < cm->M; y++) {
+ if(j >= jmin[y] && j <= jmax[y])
+ {
+ jp_y = j - jmin[y];
+ tmp_dmin = (hdmin[y][jp_y] > hdmin[0][jp_v]) ? hdmin[y][jp_y] : hdmin[0][jp_v];
+ tmp_dmax = (hdmax[y][jp_y] < hdmax[0][jp_v]) ? hdmax[y][jp_y] : hdmax[0][jp_v];
+ if(tmp_dmax > j) tmp_dmax = j;
+ for (d = tmp_dmin; d <= tmp_dmax; d++)
+ {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->beginsc[y];
+ else sc = alpha[y][cur][d] + cm->beginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ }
+ }
+ }
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = hdmin[0][jp_v]; ((d <= hdmax[0][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + alpha[0][cur][d] - min_thresh;
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = alpha[0][cur][d];
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ alloc_nhits = 10;
+ ESL_ALLOC(hitr, sizeof(int) * alloc_nhits);
+ ESL_ALLOC(hitj, sizeof(int) * alloc_nhits);
+ ESL_ALLOC(hiti, sizeof(int) * alloc_nhits);
+ ESL_ALLOC(hitsc,sizeof(float) * alloc_nhits);
+
+ j = j0;
+ nhits = 0;
+ while (j >= i0) {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ hitr[nhits] = saver[gamma_j];
+ hitj[nhits] = j;
+ hiti[nhits] = gback[gamma_j];
+ hitsc[nhits] = savesc[gamma_j];
+ //printf("new hit num %d | i: %d | j: %d | sc: %f\n", nhits, hiti[nhits], hitj[nhits], hitsc[nhits]);
+ nhits++;
+ j = gback[gamma_j]-1;
+
+ if (nhits == alloc_nhits) {
+ ESL_RALLOC(hitr, tmp, sizeof(int) * (alloc_nhits + 10));
+ ESL_RALLOC(hitj, tmp, sizeof(int) * (alloc_nhits + 10));
+ ESL_RALLOC(hiti, tmp, sizeof(int) * (alloc_nhits + 10));
+ ESL_RALLOC(hitsc,tmp, sizeof(float) * (alloc_nhits + 10));
+ alloc_nhits += 10;
+ }
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ //printf("end nhis: %d\n", nhits);
+ *ret_nhits = nhits;
+ *ret_hitr = hitr;
+ *ret_hiti = hiti;
+ *ret_hitj = hitj;
+ *ret_hitsc = hitsc;
+
+ /*for (i = 0; i < nhits; i++)
+ {
+ printf("j0: %d end hit %-4d: %6d %6d %8.2f bits\n", j0, i,
+ hiti[i],
+ hitj[i],
+ hitsc[i]);
+
+ }*/
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/**************************************************************
+ * Function: iInsideScan()
+ * EPN, Tue Dec 19 11:54:43 2006
+ *
+ * Based on CYKScan() by SRE
+ *
+ * Purpose: Scan a (sub)sequence for matches to a covariance model.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Log sums are performed using scaled ints with ILogsum().
+ * -INFTY is -987654321, but treated as valid score! This
+ * seems okay.
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; 1..L
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score (float - not scaled int) of best overall hit
+ */
+float
+iInsideScan(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W,
+ float cutoff, search_results_t *results)
+
+{
+ int status;
+ int ***alpha; /* inside DP score matrix (scaled ints), [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int L; /* length of the subsequence (j0-i0+1) */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma* data structures */
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+
+ /* Contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in iInsideScan, dsq is NULL.");
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*printf("in iInsideScan i0: %d j0: %d\n", i0, j0);*/
+ ESL_ALLOC(alpha, sizeof(int **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(int *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(int) * (W+1));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(int *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(int) * (W+1));
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = -INFTY;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = -INFTY;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->iendsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][0][0] = ILogsum(alpha[v][0][0], (alpha[y+yoffset][0][0]
+ + cm->itsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ /* ! */
+ if (alpha[v][0][0] < -INFTY) alpha[v][0][0] = -INFTY;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ for (d = 1; d <= W; d++)
+ alpha[cm->M-1][0][d] = alpha[cm->M-1][1][d] = -INFTY;
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc,sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+ gamma_j = j-i0+1; /* j is actual index in j, gamma_j is offeset j index in gamma* data structures */
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ if (cm->stid[v] == BEGL_S) jp = j % (W+1); else jp = cur;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp][d] = ILogsum(alpha[v][jp][d], (alpha[y+yoffset][cur][d]
+ + cm->itsc[v][yoffset]));
+ if (alpha[v][jp][d] < -INFTY) alpha[v][jp][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = 2; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][prv][d-2]
+ + cm->itsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][cur][d-1]
+ + cm->itsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[i], cm->iesc[v]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][prv][d-1]
+ + cm->itsc[v][yoffset]));
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[j], cm->iesc[v]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ i = j-d+1;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+
+ for (k = 0; k <= d; k++) /* k is length of right fragment */
+ {
+ jp = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[w][jp][d-k]
+ + alpha[y][cur][k]));
+ }
+ /* ! */
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->itsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][cur][d] = ILogsum(alpha[0][cur][d], (alpha[y+yoffset][cur][d]
+ + cm->itsc[0][yoffset]));
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ /* EPN 05.08.06 Left local the same as it was in CYKScan(), I think this
+ * is okay, we're saying that the best root of the alignment is the state that
+ * gives the highest Inside score.
+ */
+ for (y = 1; y < cm->M; y++) {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->ibeginsc[y];
+ else sc = alpha[y][cur][d] + cm->ibeginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ }
+ }
+ if (alpha[0][cur][d] < -INFTY) alpha[0][cur][d] = -INFTY;
+ if (Scorify(alpha[0][cur][d]) > best_neg_score) best_neg_score = Scorify(alpha[0][cur][d]);
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0;
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + Scorify(alpha[0][cur][d]);
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = Scorify(alpha[0][cur][d]);
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+
+ /*printf("iInsideScan() returning best_score: %f best_neg_score: %f\n", best_score, best_neg_score);*/
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/******************************************************************
+ * Function: iInsideBandedScan()
+ * EPN, Tue Dec 19 09:43:14 2006
+ *
+ * Derived from CYKBandedScan() by SRE
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using the
+ * banded algorithm, and using scaled int log odd scores
+ * (normal InsideBandedScan() uses float log odd scores, which
+ * makes it much slower).
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Derived from scancyk.c.
+ * Log sums are performed using scaled ints with ILogsum().
+ *
+ * dmin,dmax set the bounds. Both are arrays, 0..v..cm->M.
+ * The band for v is dmin[v]..dmax[v], inclusive; that is,
+ * dmin[v] is the minimum allowed d for state v (inclusive);
+ * dmax[v] is the maximum; that is, v can only account for
+ * subsequences of length >= dmin[v] and <= dmax[v].
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; 1..L
+ * dmin - minimum bound on d for state v; 0..M
+ * dmax - maximum bound on d for state v; 0..M
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score (float - not scaled int) of best overall hit
+ */
+float
+iInsideBandedScan(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W,
+ float cutoff, search_results_t *results)
+{
+ int status;
+ int ***alpha; /* inside DP score matrix (scaled ints), [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int jmax; /* when imposing bands, maximum j value in alpha matrix */
+ int kmax; /* for B_st's, maximum k value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma* data structures */
+ int curr_dmin; /* temporary value for min d in for loops */
+ int curr_dmax; /* temporary value for max d in for loops */
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+
+ /* Contract check */
+ if(j0 < i0)
+ cm_Fail("in iInsideBandedScan, i0: %d j0: %d\n", i0, j0);
+ if(!(cm->flags & CMH_QDB))
+ cm_Fail("in iInsideBandedScan, QDBs invalid\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in iInsideBandedScan, dsq is NULL.");
+
+ /*printf("in iInsideBandedScan i0: %d j0: %d\n", i0, j0);*/
+
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*PrintDPCellsSaved(cm, dmin, dmax, W);*/
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+ ESL_ALLOC(alpha, sizeof(int **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(int *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(int) * (W+1));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(int *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], sizeof(int) * (W+1));
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *
+ * and, for banding: any cell outside our bands is impossible.
+ * These inits are never changed in the recursion, so even with the
+ * rolling, matrix face reuse strategy, this works.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = -INFTY;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = -INFTY;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->iendsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][0][0] = ILogsum(alpha[v][0][0], (alpha[y+yoffset][0][0]
+ + cm->itsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ /* ! */
+ if (alpha[v][0][0] < -INFTY) alpha[v][0][0] = -INFTY;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ /* Impose the bands.
+ * (note: E states have all their probability on d=0, so dmin[E] = dmax[E] = 0;
+ * the first loop will be skipped, the second initializes the E states.)
+ */
+ for (v = 0; v < cm->M; v++)
+ {
+ if(cm->stid[v] == BEGL_S) jmax = W;
+ else jmax = 1;
+
+ for (d = 0; d < dmin[v] && d <=W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = -INFTY;
+
+ for (d = dmax[v]+1; d <= W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = -INFTY;
+ }
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ * gamma contains real (float) scores, not scaled ints.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc,sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+ gamma_j = j-i0+1; /* j is actual index in j, gamma_j is offeset j index in gamma* data structures */
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* determine max d we're allowing for this state v and this position j */
+ curr_dmax = (gamma_j < dmax[v]) ? gamma_j : dmax[v];
+ if(curr_dmax > W) curr_dmax = W;
+ curr_dmin = (dmin[v] > 0) ? dmin[v] : 1;
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ if (cm->stid[v] == BEGL_S) jp = j % (W+1); else jp = cur;
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp][d] = ILogsum(alpha[v][jp][d], (alpha[y+yoffset][cur][d]
+ + cm->itsc[v][yoffset]));
+ if (alpha[v][jp][d] < -INFTY) alpha[v][jp][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][prv][d-2]
+ + cm->itsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][cur][d-1]
+ + cm->itsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[i], cm->iesc[v]);
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][prv][d-1]
+ + cm->itsc[v][yoffset]));
+
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[j], cm->iesc[v]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ i = j-d+1;
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+
+ /*EPN : Make sure k is consistent with bands in state w and state y. */
+
+ /* k is the length of the right fragment */
+ if(dmin[y] > (d-dmax[w])) k = dmin[y];
+ else k = d-dmax[w];
+ if(k < 0) k = 0;
+
+ if(dmax[y] < (d-dmin[w])) kmax = dmax[y];
+ else kmax = d-dmin[w];
+
+ for (; k <= kmax; k++)
+ {
+ jp = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[w][jp][d-k]
+ + alpha[y][cur][k]));
+ }
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+ /* determine max d we're allowing for the root state and this position j */
+ curr_dmax = (gamma_j < dmax[0]) ? gamma_j : dmax[0];
+ if(curr_dmax > W) curr_dmax = W;
+ curr_dmin = (dmin[0] > 0) ? dmin[0] : 1;
+
+ for (d = curr_dmin; d <= curr_dmax; d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->itsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][cur][d] = ILogsum(alpha[0][cur][d], (alpha[y+yoffset][cur][d]
+ + cm->itsc[0][yoffset]));
+
+ if (alpha[0][cur][d] < -INFTY) alpha[0][cur][d] = -INFTY;
+ if (Scorify(alpha[0][cur][d]) > best_neg_score) best_neg_score = Scorify(alpha[0][cur][d]);
+ }
+
+ /* EPN 11.09.05
+ * The following loop that deals with local begins was modified
+ * to enforce bands on all states y that are possible internal entry
+ * points. Old code block went from [0..d] in the d dimension
+ * for state y.
+ * ref: ~nawrocki/notebook/5_1109_inf_local_banded_spd/00LOG
+ */
+ /* EPN 05.08.06
+ * For Inside version, left local the same as it was in CYKScan(), I think this
+ * is okay, we're saying that the best root of the alignment is the state that
+ * gives the highest Inside score.
+ */
+
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ d = (dmin[y] > dmin[0]) ? dmin[y]:dmin[0];
+ /*if (dmin[y] > dmin[0]) d = dmin[y];
+ else d = dmin[0];*/
+ for (; (d <= dmax[y] && d <= gamma_j) && d <= W; d++)
+ {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->ibeginsc[y];
+ else sc = alpha[y][cur][d] + cm->ibeginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ if (alpha[0][cur][d] < -INFTY) alpha[0][cur][d] = -INFTY;
+ if (Scorify(alpha[0][cur][d]) > best_neg_score) best_neg_score = Scorify(alpha[0][cur][d]);
+ }
+ }
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = dmin[0]; d <= curr_dmax; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + Scorify(alpha[0][cur][d]);
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = Scorify(alpha[0][cur][d]);
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+
+ /*printf("iInsideBandedScan() returning best_score: %f best_neg_score: %f\n", best_score, best_neg_score);*/
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+
+/* Function: CYKScan()
+ * Date: SRE, Thu May 2 11:56:11 2002 [AA 3050 SFO->STL]
+ *
+ * Purpose: Scan a sequence for matches to a covariance model.
+ * Multiple nonoverlapping hits and local alignment.
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; i0..j0
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score of best overall hit
+ */
+float
+CYKScan(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W,
+ float cutoff, search_results_t *results)
+{
+ /* Contract check */
+ if(j0 < i0)
+ cm_Fail("ERROR in CYKScan, i0: %d j0: %d\n", i0, j0);
+ if(dsq == NULL)
+ cm_Fail("ERROR in CYKScan, dsq is NULL\n");
+
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp; /* index into BEGL_S decks: jp=j%(W+1) */
+ int L; /* length of the subsequence (j0-i0+1) */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma* data structures */
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+ int bestd; /* d value of best hit thus far seen for j (used if greedy strategy) */
+
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+
+ ESL_ALLOC(alpha, (sizeof(float **) * cm->M));
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], (sizeof(float *) * (W+1)));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], (sizeof(float) * (W+1)));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], (sizeof(float) * (W+1)));
+ }
+ }
+ ESL_ALLOC(bestr, (sizeof(int) * (W+1)));
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->endsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][0][0] + cm->tsc[v][yoffset]) > alpha[v][0][0])
+ alpha[v][0][0] = sc;
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[v][0][0] < IMPOSSIBLE) alpha[v][0][0] = IMPOSSIBLE;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ for (d = 1; d <= W; d++)
+ alpha[cm->M-1][0][d] = alpha[cm->M-1][1][d] = IMPOSSIBLE;
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+ gamma_j = j-i0+1; /* j is actual index in j, gamma_j is offset j index in gamma* data structures */
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ if (cm->stid[v] == BEGL_S) jp = j % (W+1); else jp = cur;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d] + cm->tsc[v][yoffset]) > alpha[v][jp][d])
+ alpha[v][jp][d] = sc;
+ if (alpha[v][jp][d] < IMPOSSIBLE) alpha[v][jp][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = 2; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][prv][d-2] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d-1] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][prv][d-1] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ i = j-d+1;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+
+ for (k = 0; k <= d; k++) /* k is length of right fragment */
+ {
+ jp = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ if ((sc = alpha[w][jp][d-k] + alpha[y][cur][k]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ }
+ if (alpha[v][cur][d] < IMPOSSIBLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->tsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d] + cm->tsc[0][yoffset]) > alpha[0][cur][d])
+ alpha[0][cur][d] = sc;
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->beginsc[y];
+ else sc = alpha[y][cur][d] + cm->beginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ }
+ }
+ if (alpha[0][cur][d] < IMPOSSIBLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+
+ if(!(cm->search_opts & CM_SEARCH_CMGREEDY)) /* resolve overlaps optimally */
+ {
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0;
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = 1; d <= W && d <= gamma_j; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ sc = gamma[gamma_i-1] + alpha[0][cur][d];
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = alpha[0][cur][d];
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ }
+ else
+ {
+ /* Resolving overlaps greedily (RSEARCH style),
+ * At least one hit is sent back for each j here.
+ * However, some hits can already be removed for the greedy overlap
+ * resolution algorithm. Specifically, at the given j, any hit with a
+ * d of d1 is guaranteed to mask any hit of lesser score with a d > d1 */
+ /* First, report hit with d of 1 if > cutoff */
+ if (alpha[0][cur][1] >= cutoff)
+ if(results != NULL)
+ {
+ report_hit (j, j, bestr[1], alpha[0][cur][1], results);
+ }
+ bestd = 1;
+ if (alpha[0][cur][1] > best_score)
+ best_score = alpha[0][cur][1];
+
+ /* Now, if current score is greater than maximum seen previous, report
+ it if >= cutoff and set new max */
+ for (d = 2; d <= W && d <= gamma_j; d++)
+ {
+ if (alpha[0][cur][d] > best_score)
+ best_score = alpha[0][cur][d];
+ if (alpha[0][cur][d] > alpha[0][cur][bestd])
+ {
+ if (alpha[0][cur][d] >= cutoff)
+ if(results != NULL)
+ {
+ report_hit (j-d+1, j, bestr[d], alpha[0][cur][d], results);
+ }
+ bestd = d;
+ }
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ if(!(cm->search_opts & CM_SEARCH_CMGREEDY)) /* resolve overlaps optimally */
+ {
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+ /* printf("CYKScan() return score: %10.4f\n", best_score); */
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0.; /* never reached */
+}
+
+/* Function: CYKScanRequires()
+ * Date: SRE, Mon May 6 18:48:18 2002 [St. Louis]
+ *
+ * Purpose: Return the memory required by CYKScan(), in megabytes.
+ */
+float
+CYKScanRequires(CM_t *cm, int L, int W)
+{
+ float ram;
+ int v,j;
+
+ /* alpha allocations */
+ ram = (float) (sizeof(float **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ if (cm->stid[v] == BEGL_S)
+ {
+ ram += (float) (sizeof(float *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ram += (float) (sizeof(float) * (W+1));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ continue;
+ else
+ {
+ ram += (float) (sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ram += (float) (sizeof(float) * (W+1));
+ }
+ }
+ ram += (float) (sizeof(float) * (L+1)); /* gamma allocation */
+ ram += (float) (sizeof(int) * (L+1)); /* gback allocation */
+ ram += (float) (sizeof(float) * (L+1)); /* savesc allocation */
+ return (ram / 1000000.);
+}
+
+
+/* Function: CYKBandedScan_jd()
+ * Date: EPN, 06.22.06
+ * based on: CYKBandedScan() by SRE in bandcyk.c
+ *
+ * Purpose: Scan a (sub)sequence for matches to a covariance model, using HMM
+ * derived bands on the j and d dimensions. Intended for use on
+ * subsequences with endpoints i and j, where i and j were determined
+ * using a HMM scan of the full sequence. This function then refines
+ * the positions of i and j, as well as deriving a CYK score that is
+ * more informative than an HMM based score.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Derived from scancyk.c.
+ *
+ * jmin, jmax set the state specific bounds on the j dimension. 0..v..cm->M-1.
+ * hdmin, hdmax set the state and j specific bounds on the d dimension, indexed
+ * [0..v..cm-M-1][0..(jmax[v]-jmin[v]+1)].
+ *
+ * The j band for v is jmin[v]..jmax[v], inclusive; that is,
+ * jmin[v] is the minimum allowed j for state v;
+ * jmax[v] is the maximum;
+ *
+ * The d bands are v and j specific (in contrast to the a priori d bands
+ * which are only v specific), the d band for v and j is
+ * hdmin[v][j-jmin[v]]..hdmax[v][j-jmin[v]] inclusive;
+ * hdmin[v][j-jmin[v]] is the minimum allowed d for state v and end point j
+ * hdmax[v][j-jmin[v]] is the maximum;
+ *
+ * Args: cm - the covariance model
+ * sq - digitized sequence to search; i0..j0
+ * jmin - minimum bound on j for state v; 0..M
+ * jmax - maximum bound on j for state v; 0..M
+ * hdmin - minimum bound on j for state v and end posn j;
+ * [0..M-1][0..(jmax[v]-jmin[v]+1)
+ * hdmax - maximum bound on j for state v and end posn j;
+ * [0..M-1][0..(jmax[v]-jmin[v]+1)
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score of best overall hit
+ */
+float
+CYKBandedScan_jd(CM_t *cm, ESL_DSQ *dsq, int *jmin, int *jmax, int **hdmin, int **hdmax, int i0,
+ int j0, int W, float cutoff, search_results_t *results)
+{
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ float ***alpha_mem; /* pointers to original alpha memory */
+ float *imp_row; /* an IMPOSSIBLE deck (full of IMPOSSIBLE scores),
+ * pointed to when j is outside j band for v */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma matrix */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp_roll; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int tmp_dmin, tmp_dmax; /* temp variables for ensuring we stay within d bands within loops */
+ int tmp_kmin, tmp_kmax; /* temp vars for B_st's, min/max k values consistent with bands*/
+
+ int jp_v, jp_y, jp_w; /* mem eff banded j index in states v, y, and z
+ * jp_x = j-jmin[x] */
+ int L; /* length of subsequence (j0-i0+1) */
+ int x;
+ int tmp_y;
+ float tmp_alpha_w, tmp_alpha_y;
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+
+ /* Contract checks */
+ if((!(cm->search_opts & CM_SEARCH_NOQDB)) && (cm->dmin == NULL || cm->dmax == NULL))
+ cm_Fail("ERROR in CYKBandedScan_jd(), trying to use QDB, but cm->dmin, cm->dmax are NULL.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CYKBandedScan_jd(), dsq is NULL.");
+
+ if(!(cm->search_opts & CM_SEARCH_NOQDB)) /* we're doing qdb */
+ combine_qdb_hmm_d_bands(cm, jmin, jmax, hdmin, hdmax);
+
+ best_score = IMPOSSIBLE;
+ best_neg_score = IMPOSSIBLE;
+ L = j0-i0+1;
+ /*printf("in CYKBandedScan_jd i0: %5d | j0: %5d | L: %5d | W: %5d\n", i0, j0, L, W);*/
+ if (W > L) W = L; /* shouldn't look longer than seq length L */
+
+ /*PrintDPCellsSaved_jd(cm, jmin, jmax, hdmin, hdmax, (j0-i0+1));*/
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that unlike the other CYK scan functions, E memory is not shared:
+ * this is because the E deck will be different for different j values
+ * due to the j bands.
+ *
+ *****************************************************************/
+ ESL_ALLOC(alpha, sizeof(float **) * cm->M);
+ ESL_ALLOC(alpha_mem, sizeof(float **) * cm->M);
+ /* we use alpha_mem to remember where each alpha row (alpha[v][j]) is
+ * in case we've set alpha[v][cur] to imp_row (the precalc'ed IMPOSSIBLE row)
+ * in a prior iteration, and we are about to overwrite it, and we don't
+ * want to overwrite our special IMPOSSIBLE row.
+ */
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * (W+1));
+ ESL_ALLOC(alpha_mem[v], sizeof(float *) * (W+1));
+ for (j = 0; j <= W; j++)
+ {
+ ESL_ALLOC(alpha_mem[v][j], sizeof(float) * (W+1));
+ alpha[v][j] = alpha_mem[v][j];
+ }
+ }
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ ESL_ALLOC(alpha_mem[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ {
+ ESL_ALLOC(alpha_mem[v][j], sizeof(float) * (W+1));
+ alpha[v][j] = alpha_mem[v][j];
+ }
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /* Initialize the impossible deck, which we'll point to for
+ * j positions that are outside of the j band on v */
+ ESL_ALLOC(imp_row, sizeof(float) * (W+1));
+ for (d = 0; d <= W; d++) imp_row[d] = IMPOSSIBLE;
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+
+ gamma_j = j-i0+1;
+ cur = (j-i0+1)%2; /* cur == 1 when j == i0 */
+ prv = (j-i0) %2; /* prv == 0 when j == i0 */
+
+ /*****************************************************************
+ * alpha initializations.
+ * For the jd (HMM) banded strategy, we initialize inside the j loop,
+ * because no cells are j-independent: for j's outside
+ * the bands for a state v, should have ALL cells = IMPOSSIBLE.
+ *****************************************************************/
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* Check to see if we're outside the bounds on j */
+ if(j < jmin[v] || j > jmax[v])
+ {
+ if (cm->stid[v] == BEGL_S)
+ {
+ jp_roll = j % (W+1);
+ for (d = 0; d <= W; d++)
+ alpha[v][jp_roll][d] = IMPOSSIBLE;
+ }
+ else
+ {
+ jp_roll = cur;
+ alpha[v][jp_roll] = imp_row;
+ }
+ /* Special boundary case: have to initialize alpha[v][prv] also */
+ if (j == i0)
+ alpha[v][prv] = imp_row;
+ /*for (d = 0; d <= W; d++)
+ alpha[v][prv][d] = IMPOSSIBLE;*/
+
+ continue;
+ }
+ if(alpha[v][cur] == imp_row)
+ {
+ /* we don't want to overwrite imp_row */
+ alpha[v][cur] = alpha_mem[v][cur];
+ for (d = 0; d <= W; d++)
+ alpha[v][cur][d] = IMPOSSIBLE;
+ }
+
+ /* else we initialize on d = 0 */
+ alpha[v][cur][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][cur][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][cur][1] = alpha[v][prv][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][0] = cm->endsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][0] + cm->tsc[v][yoffset]) > alpha[v][cur][0])
+ alpha[v][cur][0] = sc;
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[cur] = -1;
+ if (alpha[v][cur][0] < IMPOSSIBLE) alpha[v][cur][0] = IMPOSSIBLE;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v]; /* w is BEGL_S */
+ y = cm->cnum[v]; /* y is BEGR_S */
+ /* original line:
+ * alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ * we can't use that because alpha[w][0][0] and alpha[y][0][0]
+ * may have been reset to IMPOSSIBLE, so we recalculate what they
+ * should be (this is wasteful):
+ */
+ tmp_y = cm->cfirst[w];
+ tmp_alpha_w = cm->endsc[w];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[w]; yoffset++)
+ {
+ if ((sc = alpha[tmp_y+yoffset][cur][0] + cm->tsc[w][yoffset]) > tmp_alpha_w)
+ tmp_alpha_w = sc;
+ }
+ tmp_y = cm->cfirst[y];
+ tmp_alpha_y = cm->endsc[y];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[y]; yoffset++)
+ if ((sc = alpha[tmp_y+yoffset][cur][0] + cm->tsc[y][yoffset]) > tmp_alpha_y)
+ tmp_alpha_y = sc;
+ alpha[v][cur][0] = tmp_alpha_w + tmp_alpha_y;
+ if (alpha[v][cur][0] < IMPOSSIBLE) alpha[v][cur][0] = IMPOSSIBLE;
+ }
+
+ /* Special boundary case: have to initialize alpha[v][prv] also */
+ if(j == i0) alpha[v][prv][0] = alpha[v][cur][0];
+
+ if (cm->stid[v] == BEGL_S)
+ {
+ alpha[v][prv][0] = alpha[v][cur][0];
+ for (x = 2; x <= W; x++)
+ alpha[v][x][0] = alpha[v][cur][0];
+ }
+ /* done initialization */
+
+ jp_v = j - jmin[v];
+ /* Impose the bands.
+ * We have to do this inside the main loop because d bands are
+ * dependent on v AND j.
+ */
+ if (cm->stid[v] == BEGL_S) jp_roll = j % (W+1); else jp_roll = cur;
+
+ for (d =0; d < hdmin[v][jp_v] && d <=W; d++)
+ alpha[v][jp_roll][d] = IMPOSSIBLE;
+ for (d = hdmax[v][jp_v]+1; d <= W; d++)
+ alpha[v][jp_roll][d] = IMPOSSIBLE;
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp_roll][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d] + cm->tsc[v][yoffset]) > alpha[v][jp_roll][d])
+ alpha[v][jp_roll][d] = sc;
+ if (alpha[v][jp_roll][d] < IMPROBABLE) alpha[v][jp_roll][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][prv][d-2] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][cur][d-1] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(int) dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ if ((sc = alpha[y+yoffset][prv][d-1] + cm->tsc[v][yoffset]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->esc[v][(int) dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ /* Five inequalities must be satisfied to ensure that j and k
+ * and k combinations correspond with alpha cells within the bands
+ * on states y and w.
+ * Below: jp_y = j - jmin[y] & jp_w = j - jmin[w]
+ *
+ * (1) j >= jmin[y] && j <= jmax[y]
+ * (2) j-k >= jmin[w] && j-k <= jmax[w]
+ * (3) k >= hdmin[y][jp_y] && k <= hdmax[y][jp_y]
+ * (4) d-k >= hdmin[w][jp_w-k] && d-k <= hdmax[w][jp_w-k]
+ * (5) d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]
+ */
+
+ /* initialize with endsc for all valid d for B state v */
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++) /* ensures (5) above */
+ {
+ alpha[v][cur][d] = cm->endsc[v] + (cm->el_selfsc * (d - StateDelta(cm->sttype[v])));
+ }
+ /* Following code is careful, and not 'efficient' */
+ if(j >= jmin[y] && j <= jmax[y]) /* ensures (1): that j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ jp_w = j - jmin[w];
+ i = j-d+1;
+ /*
+ printf("valid j: %d | jp_y: %d | jp_w: %d\n", j, jp_y, jp_w);
+ printf("hdmin[v][jp_v]: %d | hdmin[y][jp_y]: %d\n", hdmin[v][jp_v], hdmin[y][jp_y]);
+ printf("hdmax[v][jp_v]: %d | hdmax[y][jp_y]: %d\n", hdmax[v][jp_v], hdmax[y][jp_y]);
+ */
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++) /* ensures (5) above */
+ {
+ /* k is the length of the right fragment */
+ tmp_kmin = ((j-jmax[w]) > hdmin[y][jp_y]) ? (j-jmax[w]) : hdmin[y][jp_y];
+ if(tmp_kmin < 0) tmp_kmin = 0;
+ /* HEREHEREHEREHEREHEREHEREHERE, ensure that hdmax[w][jp_w-tmp_kmin] is valid
+ * before accessing it! */
+ if(tmp_kmin < d-hdmax[w][jp_w-tmp_kmin]) tmp_kmin = d-hdmax[w][jp_w-tmp_kmin];
+ /* tmp_kmin is now smallest k that satisfies (2), (3), and (4) */
+
+ tmp_kmax = ((j-jmin[w]) < hdmax[y][jp_y]) ? (j-jmin[w]) : hdmax[y][jp_y];
+ /* HEREHEREHEREHEREHEREHEREHERE, ensure that hdmin[w][jp_w-tmp_kmax] is valid
+ * before accessing it! */
+ if(tmp_kmax > d-hdmin[w][jp_w-tmp_kmax]) tmp_kmax = d-hdmin[w][jp_w-tmp_kmax];
+ /* tmp_kmax is now largest k that satisfies (2), (3), and (4) */
+ /*printf("tmp_kmin: %d | tmp_kmax: %d\n", tmp_kmin, tmp_kmax);*/
+ for (k = tmp_kmin; k <= tmp_kmax; k++)
+ {
+ jp_roll = (j-k)%(W+1); /* jp_roll is rolling index into BEGL_S (state w)
+ * deck j dimension */
+ if ((sc = alpha[w][jp_roll][d-k] + alpha[y][cur][k]) > alpha[v][cur][d])
+ alpha[v][cur][d] = sc;
+ }
+ if (alpha[v][cur][d] < IMPROBABLE) alpha[v][cur][d] = IMPOSSIBLE;
+ /*printf("B alpha[%d][%d][%d]: %f\n", v, cur, d, alpha[v][cur][d]);*/
+ }
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+ /* Check to see if we're within bounds on j */
+ if(j < jmin[0] || j > jmax[0])
+ {
+ /*printf("j: %d (gamma_j: %d) IMPOSSIBLE BABY! min: %d max: %d\n", j, gamma_j, jmin[0], jmax[0]);*/
+ for (d = 0; d <= W; d++)
+ alpha[0][jp_roll][d] = IMPOSSIBLE;
+ /* Inform the little semi-Markov model that deals with multihit parsing
+ * that a hit is impossible, j is outside root band on j:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ continue;
+ }
+ /* if we get here, j is within ROOT_S state 0's band */
+
+ /* first initialize on d = 0 */
+ alpha[0][0][0] = IMPOSSIBLE;
+ y = cm->cfirst[v];
+ alpha[0][0][0] = cm->endsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[0]; yoffset++)
+ if ((sc = alpha[y+yoffset][0][0] + cm->tsc[0][yoffset]) > alpha[0][0][0])
+ alpha[0][0][0] = sc;
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[0][0][0] < IMPOSSIBLE) alpha[0][0][0] = IMPOSSIBLE;
+ alpha[0][1][0] = alpha[0][0][0];
+ /* done initialization on d = 0 */
+
+ jp_v = j - jmin[0];
+ /* Impose the bands.
+ * We have to do this here because d bands are
+ * dependent on v AND j.
+ */
+ for (d =0; d < hdmin[0][jp_v] && d <=W; d++)
+ alpha[0][cur][d] = IMPOSSIBLE;
+ for (d = hdmax[0][jp_v]+1; d <= W; d++)
+ alpha[0][cur][d] = IMPOSSIBLE;
+
+ for (d = hdmin[0][jp_v]; ((d <= hdmax[0][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->tsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ {
+ if ((sc = alpha[y+yoffset][cur][d] + cm->tsc[0][yoffset]) > alpha[0][cur][d])
+ {
+ alpha[0][cur][d] = sc;
+ }
+ }
+ /*printf("j: %d | alpha[0][cur][%d]: %f\n", j, d, alpha[0][cur][d]);*/
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(j >= jmin[y] && j <= jmax[y])
+ {
+ jp_y = j - jmin[y];
+ tmp_dmin = (hdmin[y][jp_y] > hdmin[0][jp_v]) ? hdmin[y][jp_y] : hdmin[0][jp_v];
+ tmp_dmax = (hdmax[y][jp_y] < hdmax[0][jp_v]) ? hdmax[y][jp_y] : hdmax[0][jp_v];
+ if(tmp_dmax > j) tmp_dmax = j;
+ for (d = tmp_dmin; d <= tmp_dmax; d++)
+ {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->beginsc[y];
+ else sc = alpha[y][cur][d] + cm->beginsc[y]; /* BUG! alpha[y][cur][d] outside bands */
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ if (alpha[0][cur][d] < IMPROBABLE) alpha[0][cur][d] = IMPOSSIBLE;
+ if (alpha[0][cur][d] > best_neg_score) best_neg_score = alpha[0][cur][d];
+ }
+ }
+ }
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = hdmin[0][jp_v]; (d <= hdmax[0][jp_v] && d <= gamma_j) && d <= W; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ assert(i > 0);
+ /*printf("v: %d gamma_i: %d d: %d\n", v, gamma_i, d);*/
+ /*printf("alpha[0][j:%3d][d:%3d]: %f\n", j, d, alpha[0][cur][d]);*/
+ sc = gamma[gamma_i-1] + alpha[0][cur][d];
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = alpha[0][cur][d];
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ * be careful about only freeing our impossible deck, imp_row, once
+ *****************************************************************/
+for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++)
+ if(alpha_mem[v][j] != imp_row) free(alpha_mem[v][j]);
+ free(alpha[v]);
+ free(alpha_mem[v]);
+ } else {
+ if(alpha_mem[v][0] != imp_row) free(alpha_mem[v][0]);
+ if(alpha_mem[v][1] != imp_row) free(alpha_mem[v][1]);
+ free(alpha[v]);
+ free(alpha_mem[v]);
+ }
+ }
+ free(imp_row);
+ free(alpha);
+ free(alpha_mem);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+
+ return best_score;
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+
+/* Function: iInsideBandedScan_jd()
+ * Date : EPN, Fri Apr 27 09:32:38 2007
+ *
+ *
+ * Purpose: Identical to CYKBandedScan_jd(), but sums replaces maxes.
+ * Scan a (sub)sequence for matches to a covariance model, using HMM
+ * derived bands on the j and d dimensions. Intended for use on
+ * subsequences with endpoints i and j, where i and j were determined
+ * using a HMM scan of the full sequence. This function then refines
+ * the positions of i and j, as well as deriving a CYK score that is
+ * more informative than an HMM based score.
+ * Allows multiple nonoverlapping hits and local alignment.
+ * Derived from scancyk.c.
+ * Log sums are performed using scaled ints with ILogsum().
+ *
+ * jmin, jmax set the state specific bounds on the j dimension. 0..v..cm->M-1.
+ * hdmin, hdmax set the state and j specific bounds on the d dimension, indexed
+ * [0..v..cm-M-1][0..(jmax[v]-jmin[v]+1)].
+ *
+ * The j band for v is jmin[v]..jmax[v], inclusive; that is,
+ * jmin[v] is the minimum allowed j for state v;
+ * jmax[v] is the maximum;
+ *
+ * The d bands are v and j specific (in contrast to the a priori d bands
+ * which are only v specific), the d band for v and j is
+ * hdmin[v][j-jmin[v]]..hdmax[v][j-jmin[v]] inclusive;
+ * hdmin[v][j-jmin[v]] is the minimum allowed d for state v and end point j
+ * hdmax[v][j-jmin[v]] is the maximum;
+ *
+ * Args: cm - the covariance model
+ * dsq - digitized sequence to search; i0..j0
+ * jmin - minimum bound on j for state v; 0..M
+ * jmax - maximum bound on j for state v; 0..M
+ * hdmin - minimum bound on j for state v and end posn j;
+ * [0..M-1][0..(jmax[v]-jmin[v]+1)
+ * hdmax - maximum bound on j for state v and end posn j;
+ * [0..M-1][0..(jmax[v]-jmin[v]+1)
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - max d: max size of a hit
+ * cutoff - minimum score to report
+ * results - search_results_t to add to; if NULL, don't add to it
+ *
+ * Returns: score of best overall hit
+ */
+float
+iInsideBandedScan_jd(CM_t *cm, ESL_DSQ *dsq, int *jmin, int *jmax, int **hdmin, int **hdmax, int i0,
+ int j0, int W, float cutoff, search_results_t *results)
+{
+ int status;
+ int ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int ***alpha_mem; /* pointers to original alpha memory */
+ int *imp_row; /* an IMPOSSIBLE deck (full of -INFTY scores),
+ * pointed to when j is outside j band for v */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ int gamma_j; /* j index in the gamma matrix, which is indexed 0..j0-i0+1,
+ * while j runs from i0..j0 */
+ int gamma_i; /* i index in the gamma matrix */
+ int v; /* a state index, 0..M-1 */
+ int w, y; /* child state indices */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ float sc; /* tmp variable for holding a score */
+ int jp_roll; /* rolling index into BEGL_S decks: jp=j%(W+1) */
+ int tmp_dmin, tmp_dmax; /* temp variables for ensuring we stay within d bands within loops */
+ int tmp_kmin, tmp_kmax; /* temp vars for B_st's, min/max k values consistent with bands*/
+
+ int jp_v, jp_y, jp_w; /* mem eff banded j index in states v, y, and z
+ * jp_x = j-jmin[x] */
+ int L; /* length of subsequence (j0-i0+1) */
+ int x;
+ int tmp_y;
+ int tmp_alpha_w, tmp_alpha_y;
+ float best_score; /* Best overall score from semi-HMM to return */
+ float best_neg_score; /* Best score overall score to return, used if all scores < 0 */
+
+ /* Contract checks */
+ if((!(cm->search_opts & CM_SEARCH_NOQDB)) && (cm->dmin == NULL || cm->dmax == NULL))
+ cm_Fail("ERROR in iInsideBandedScan_jd(), trying to use QDB, but cm->dmin, cm->dmax are NULL.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in iInsideBandedScan_jd(), dsq is NULL.");
+
+ if(!(cm->search_opts & CM_SEARCH_NOQDB)) /* we're doing qdb */
+ combine_qdb_hmm_d_bands(cm, jmin, jmax, hdmin, hdmax);
+
+ best_score = -INFTY;
+ best_neg_score = -INFTY;
+ L = j0-i0+1;
+ /*printf("in iInsideBandedScan_jd i0: %5d | j0: %5d | L: %5d | W: %5d\n", i0, j0, L, W);*/
+ if (W > L) W = L; /* shouldn't look longer than seq length L */
+
+ /*PrintDPCellsSaved_jd(cm, jmin, jmax, hdmin, hdmax, (j0-i0+1));*/
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that unlike the other CYK scan functions, E memory is not shared:
+ * this is because the E deck will be different for different j values
+ * due to the j bands.
+ *
+ *****************************************************************/
+ ESL_ALLOC(alpha, sizeof(int **) * cm->M);
+ ESL_ALLOC(alpha_mem, sizeof(int **) * cm->M);
+ /* we use alpha_mem to remember where each alpha row (alpha[v][j]) is
+ * in case we've set alpha[v][cur] to imp_row (the precalc'ed -INFTY row)
+ * in a prior iteration, and we are about to overwrite it, and we don't
+ * want to overwrite our special -INFTY row.
+ */
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], sizeof(int *) * (W+1));
+ ESL_ALLOC(alpha_mem[v], sizeof(int *) * (W+1));
+ for (j = 0; j <= W; j++)
+ {
+ ESL_ALLOC(alpha_mem[v][j], sizeof(int) * (W+1));
+ alpha[v][j] = alpha_mem[v][j];
+ }
+ }
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(int *) * 2);
+ ESL_ALLOC(alpha_mem[v], sizeof(int *) * 2);
+ for (j = 0; j < 2; j++)
+ {
+ ESL_ALLOC(alpha_mem[v][j], sizeof(int) * (W+1));
+ alpha[v][j] = alpha_mem[v][j];
+ }
+ }
+ }
+ ESL_ALLOC(bestr, sizeof(int) * (W+1));
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc,sizeof(float) * (L+1));
+ ESL_ALLOC(saver, sizeof(int) * (L+1));
+
+ /* Initialize the impossible deck, which we'll point to for
+ * j positions that are outside of the j band on v */
+ ESL_ALLOC(imp_row, sizeof(int) * (W+1));
+ for (d = 0; d <= W; d++) imp_row[d] = -INFTY;
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position 1 to L.
+ *****************************************************************/
+ for (j = i0; j <= j0; j++)
+ {
+
+ gamma_j = j-i0+1;
+ cur = (j-i0+1)%2; /* cur == 1 when j == i0 */
+ prv = (j-i0) %2; /* prv == 0 when j == i0 */
+
+ /*****************************************************************
+ * alpha initializations.
+ * For the jd (HMM) banded strategy, we initialize inside the j loop,
+ * because no cells are j-independent: for j's outside
+ * the bands for a state v, should have ALL cells = -INFTY.
+ *****************************************************************/
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* Check to see if we're outside the bounds on j */
+ if(j < jmin[v] || j > jmax[v])
+ {
+ if (cm->stid[v] == BEGL_S)
+ {
+ jp_roll = j % (W+1);
+ for (d = 0; d <= W; d++)
+ alpha[v][jp_roll][d] = -INFTY;
+ }
+ else
+ {
+ jp_roll = cur;
+ alpha[v][jp_roll] = imp_row;
+ }
+ /* Special boundary case: have to initialize alpha[v][prv] also */
+ if (j == i0)
+ alpha[v][prv] = imp_row;
+ /*for (d = 0; d <= W; d++)
+ alpha[v][prv][d] = -INFTY;*/
+
+ continue;
+ }
+ if(alpha[v][cur] == imp_row)
+ {
+ /* we don't want to overwrite imp_row */
+ alpha[v][cur] = alpha_mem[v][cur];
+ for (d = 0; d <= W; d++)
+ alpha[v][cur][d] = -INFTY;
+ }
+
+ /* else we initialize on d = 0 */
+ alpha[v][cur][0] = -INFTY;
+
+ if (cm->sttype[v] == E_st) alpha[v][cur][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][cur][1] = alpha[v][prv][1] = -INFTY;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][0] = cm->iendsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][0] = ILogsum(alpha[v][cur][0], (alpha[y+yoffset][cur][0]
+ + cm->itsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[cur] = -1;
+ if (alpha[v][cur][0] < -INFTY) alpha[v][cur][0] = -INFTY;
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v]; /* w is BEGL_S */
+ y = cm->cnum[v]; /* y is BEGR_S */
+ /* original line:
+ * alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ * we can't use that because alpha[w][0][0] and alpha[y][0][0]
+ * may have been reset to -INFTY, so we recalculate what they
+ * should be (this is wasteful):
+ */
+ tmp_y = cm->cfirst[w];
+ tmp_alpha_w = cm->iendsc[w];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[w]; yoffset++)
+ {
+ tmp_alpha_w = ILogsum(tmp_alpha_w, (alpha[tmp_y+yoffset][cur][0]
+ + cm->itsc[w][yoffset]));
+ }
+ tmp_y = cm->cfirst[y];
+ tmp_alpha_y = cm->iendsc[y];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[y]; yoffset++)
+ tmp_alpha_y = ILogsum(tmp_alpha_y, (alpha[tmp_y+yoffset][cur][0]
+ + cm->itsc[y][yoffset]));
+ alpha[v][cur][0] = tmp_alpha_w + tmp_alpha_y;
+ /*printf("! alpha[v][j:%3d][d:%3d]: %f\n", v, j, 0, Scorify(alpha[v][cur][0]));*/
+ if (alpha[v][cur][0] < -INFTY) alpha[v][cur][0] = -INFTY;
+ }
+
+ /* Special boundary case: have to initialize alpha[v][prv] also */
+ if(j == i0) alpha[v][prv][0] = alpha[v][cur][0];
+
+ if (cm->stid[v] == BEGL_S)
+ {
+ alpha[v][prv][0] = alpha[v][cur][0];
+ for (x = 2; x <= W; x++)
+ alpha[v][x][0] = alpha[v][cur][0];
+ }
+ /* done initialization */
+
+ jp_v = j - jmin[v];
+ /* Impose the bands.
+ * We have to do this inside the main loop because d bands are
+ * dependent on v AND j.
+ */
+ if (cm->stid[v] == BEGL_S) jp_roll = j % (W+1); else jp_roll = cur;
+
+ for (d =0; d < hdmin[v][jp_v] && d <=W; d++)
+ alpha[v][jp_roll][d] = -INFTY;
+ for (d = hdmax[v][jp_v]+1; d <= W; d++)
+ alpha[v][jp_roll][d] = -INFTY;
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][jp_roll][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp_roll][d] = ILogsum(alpha[v][jp_roll][d], (alpha[y+yoffset][cur][d] +
+ cm->itsc[v][yoffset]));
+ if (alpha[v][jp_roll][d] < -INFTY) alpha[v][jp_roll][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][prv][d-2] +
+ cm->itsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][(dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i], dsq[j]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][cur][d-1] +
+ cm->itsc[v][yoffset]));
+ i = j-d+1;
+ if (dsq[i] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][(int) dsq[i]];
+ else
+ alpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[i], cm->iesc[v]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ /*printf("alpha[v][j:%3d][d:%3d]: %f\n", v, j, d, Scorify(alpha[v][cur][d]));*/
+
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[v];
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d-StateDelta(cm->sttype[v])));
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[y+yoffset][prv][d-1] +
+ cm->itsc[v][yoffset]));
+ if (dsq[j] < cm->abc->K)
+ alpha[v][cur][d] += cm->iesc[v][(int) dsq[j]];
+ else
+ alpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[j], cm->iesc[v]);
+
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ }
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ /* Five inequalities must be satisfied to ensure that j and k
+ * and k combinations correspond with alpha cells within the bands
+ * on states y and w.
+ * Below: jp_y = j - jmin[y] & jp_w = j - jmin[w]
+ *
+ * (1) j >= jmin[y] && j <= jmax[y]
+ * (2) j-k >= jmin[w] && j-k <= jmax[w]
+ * (3) k >= hdmin[y][jp_y] && k <= hdmax[y][jp_y]
+ * (4) d-k >= hdmin[w][jp_w-k] && d-k <= hdmax[w][jp_w-k]
+ * (5) d >= hdmin[v][jp_v] && d <= hdmax[v][jp_v]
+ */
+
+ /* initialize with endsc for all valid d for B state v */
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++) /* ensures (5) above */
+ {
+ alpha[v][cur][d] = cm->iendsc[v] + (cm->iel_selfsc * (d - StateDelta(cm->sttype[v])));
+ }
+ /* Following code is careful, and not 'efficient' */
+ if(j >= jmin[y] && j <= jmax[y]) /* ensures (1): that j is valid for state y */
+ {
+ jp_y = j - jmin[y];
+ jp_w = j - jmin[w];
+ i = j-d+1;
+ /*
+ printf("valid j: %d | jp_y: %d | jp_w: %d\n", j, jp_y, jp_w);
+ printf("hdmin[v][jp_v]: %d | hdmin[y][jp_y]: %d\n", hdmin[v][jp_v], hdmin[y][jp_y]);
+ printf("hdmax[v][jp_v]: %d | hdmax[y][jp_y]: %d\n", hdmax[v][jp_v], hdmax[y][jp_y]);
+ */
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++) /* ensures (5) above */
+ {
+ /* k is the length of the right fragment */
+ tmp_kmin = ((j-jmax[w]) > hdmin[y][jp_y]) ? (j-jmax[w]) : hdmin[y][jp_y];
+ if(tmp_kmin < 0) tmp_kmin = 0;
+ if(tmp_kmin < d-hdmax[w][jp_w-tmp_kmin]) tmp_kmin = d-hdmax[w][jp_w-tmp_kmin];
+ /* tmp_kmin is now smallest k that satisfies (2), (3), and (4) */
+
+ tmp_kmax = ((j-jmin[w]) < hdmax[y][jp_y]) ? (j-jmin[w]) : hdmax[y][jp_y];
+ if(tmp_kmax > d-hdmin[w][jp_w-tmp_kmax]) tmp_kmax = d-hdmin[w][jp_w-tmp_kmax];
+ /* tmp_kmax is now largest k that satisfies (2), (3), and (4) */
+ /*printf("tmp_kmin: %d | tmp_kmax: %d\n", tmp_kmin, tmp_kmax);*/
+ for (k = tmp_kmin; k <= tmp_kmax; k++)
+ {
+ jp_roll = (j-k)%(W+1); /* jp_roll is rolling index into BEGL_S (state w)
+ * deck j dimension */
+ alpha[v][cur][d] = ILogsum(alpha[v][cur][d], (alpha[w][jp_roll][d-k] +
+ alpha[y][cur][k]));
+ }
+ if (alpha[v][cur][d] < -INFTY) alpha[v][cur][d] = -INFTY;
+ /*printf("B alpha[%d][%d][%d]: %f\n", v, cur, d, alpha[v][cur][d]);*/
+ }
+ }
+ }
+ } /* end loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * IMPOSSIBLE), which is probably a little too fragile of a method.
+ */
+ /* Check to see if we're within bounds on j */
+ if(j < jmin[0] || j > jmax[0])
+ {
+ /*printf("j: %d (gamma_j: %d) -INFTY BABY! min: %d max: %d\n", j, gamma_j, jmin[0], jmax[0]);*/
+ for (d = 0; d <= W; d++)
+ alpha[0][jp_roll][d] = -INFTY;
+ /* Inform the little semi-Markov model that deals with multihit parsing
+ * that a hit is impossible, j is outside root band on j:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ continue;
+ }
+ /* if we get here, j is within ROOT_S state 0's band */
+
+ /* first initialize on d = 0 */
+ alpha[0][0][0] = -INFTY;
+ y = cm->cfirst[v];
+ alpha[0][0][0] = cm->iendsc[v];
+ /* treat EL as emitting only on self transition */
+ for (yoffset = 0; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][0][0] = ILogsum(alpha[0][0][0], (alpha[y+yoffset][0][0]
+ + cm->itsc[0][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ bestr[0] = -1;
+ if (alpha[0][0][0] < -INFTY) alpha[0][0][0] = -INFTY;
+ alpha[0][1][0] = alpha[0][0][0];
+ /* done initialization on d = 0 */
+
+ jp_v = j - jmin[0];
+ /* Impose the bands.
+ * We have to do this here because d bands are
+ * dependent on v AND j.
+ */
+ for (d =0; d < hdmin[0][jp_v] && d <=W; d++)
+ alpha[0][cur][d] = -INFTY;
+ for (d = hdmax[0][jp_v]+1; d <= W; d++)
+ alpha[0][cur][d] = -INFTY;
+
+ for (d = hdmin[v][jp_v]; ((d <= hdmax[v][jp_v] && d <= gamma_j) && d <= W); d++)
+ {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = alpha[y][cur][d] + cm->itsc[0][0];
+ bestr[d] = 0; /* root of the traceback = root state 0 */
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ {
+ alpha[0][cur][d] = ILogsum(alpha[0][cur][d], (alpha[y+yoffset][cur][d]
+ + cm->itsc[0][yoffset]));
+ }
+ /*printf("j: %d | alpha[0][cur][%d]: %f\n", j, d, alpha[0][cur][d]);*/
+ if (alpha[0][cur][d] < -INFTY) alpha[0][cur][d] = -INFTY;
+ if (Scorify(alpha[0][cur][d]) > best_neg_score) best_neg_score = Scorify(alpha[0][cur][d]);
+ }
+
+ if (cm->flags & CMH_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(j >= jmin[y] && j <= jmax[y])
+ {
+ jp_y = j - jmin[y];
+ tmp_dmin = (hdmin[y][jp_y] > hdmin[0][jp_v]) ? hdmin[y][jp_y] : hdmin[0][jp_v];
+ tmp_dmax = (hdmax[y][jp_y] < hdmax[0][jp_v]) ? hdmax[y][jp_y] : hdmax[0][jp_v];
+ if(tmp_dmax > j) tmp_dmax = j;
+ for (d = tmp_dmin; d <= tmp_dmax; d++)
+ {
+ if (cm->stid[y] == BEGL_S) sc = alpha[y][j%(W+1)][d] + cm->ibeginsc[y];
+ else sc = alpha[y][cur][d] + cm->ibeginsc[y];
+ if (sc > alpha[0][cur][d]) {
+ alpha[0][cur][d] = sc;
+ bestr[d] = y;
+ }
+ if (alpha[0][cur][d] < -INFTY) alpha[0][cur][d] = -INFTY;
+ if (Scorify(alpha[0][cur][d]) > best_neg_score) best_neg_score = Scorify(alpha[0][cur][d]);
+ }
+ }
+ }
+ }
+
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[gamma_j] = gamma[gamma_j-1] + 0; /* extend without adding a new hit */
+ gback[gamma_j] = -1;
+ savesc[gamma_j] = IMPOSSIBLE;
+ saver[gamma_j] = -1;
+ for (d = hdmin[0][jp_v]; (d <= hdmax[0][jp_v] && d <= gamma_j) && d <= W; d++)
+ {
+ i = j-d+1;
+ gamma_i = j-d+1-i0+1;
+ assert(i > 0);
+ /*printf("v: %d gamma_i: %d d: %d\n", v, gamma_i, d);*/
+ /*printf("alpha[0][j:%3d][d:%3d]: %f\n", j, d, Scorify(alpha[0][cur][d]));*/
+ sc = gamma[gamma_i-1] + Scorify(alpha[0][cur][d]);
+ if (sc > gamma[gamma_j])
+ {
+ gamma[gamma_j] = sc;
+ gback[gamma_j] = i;
+ savesc[gamma_j] = Scorify(alpha[0][cur][d]);
+ saver[gamma_j] = bestr[d];
+ }
+ }
+ } /* end loop over end positions j */
+
+ /*****************************************************************
+ * we're done with alpha, free it; everything we need is in gamma.
+ * be careful about only freeing our impossible deck, imp_row, once
+ *****************************************************************/
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++)
+ if(alpha[v][j] != imp_row) free(alpha[v][j]);
+ free(alpha[v]);
+ } else {
+ if(alpha[v][0] != imp_row) free(alpha[v][0]);
+ if(alpha[v][1] != imp_row) free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(imp_row);
+ free(alpha);
+ free(bestr);
+
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0)
+ {
+ gamma_j = j-i0+1;
+ if (gback[gamma_j] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[gamma_j] > best_score)
+ best_score = savesc[gamma_j];
+ if(savesc[gamma_j] >= cutoff && results != NULL) /* report the hit */
+ report_hit(gback[gamma_j], j, saver[gamma_j], savesc[gamma_j], results);
+ j = gback[gamma_j]-1;
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ free(saver);
+
+ if(best_score <= 0.) /* there were no hits found by the semi-HMM, no hits above 0 bits */
+ best_score = best_neg_score;
+
+ return best_score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* Below is OldActuallySearchTarget(), the 0.81 version of cm_dpsearch.c:ActuallySearchTarget(),
+ * it's deprecated, and can't be compiled because it uses old flags for the CM. Kept here for
+ * reference.
+ */
+#if 0
+/*
+ * Function: OldActuallySearchTarget()
+ * Incept: EPN, Mon Jan 8 06:42:59 2007
+ *
+ * Purpose: Given a CM and a sequence, call the correct search algorithm
+ * based on cm->search_opts. Uses v0.81 (old) DP functions, as
+ * opposed to the fast v1.0 (newer) DP functions called by
+ * ActuallySearchTarget().
+ *
+ * Args: cm - the covariance model
+ * dsq - the target sequence (digitized)
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * cm_cutoff - minimum CM score to report
+o * cp9_cutoff - minimum CP9 score to report (or keep if filtering)
+ * results - search_results_t to keep results in, must be empty; if NULL, don't add to it
+ * do_filter - TRUE if we should filter, but only if cm->search_opts tells us to
+ * doing_cm_stats - TRUE if the reason we're scanning this seq is to build
+ * a histogram to calculate Gumbels for the CM, in this
+ * case we don't filter regardless of what cm->search_opts says.
+ * doing_cp9_stats - TRUE if we're calc'ing stats for the CP9, in this
+ * case we always run CP9Forward()
+ * ret_flen - RETURN: subseq len that survived filter (NULL if not filtering)
+ * do_align_hits - TRUE to do alignments and return parsetrees in results
+ *
+ * Returns: Highest scoring hit from search (even if below cutoff).
+ */
+float OldActuallySearchTarget(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, float cm_cutoff,
+ float cp9_cutoff, search_results_t *results, int do_filter,
+ int doing_cm_stats, int doing_cp9_stats, int *ret_flen,
+ int do_align_hits)
+{
+ int status;
+ float sc;
+ int flen;
+ int use_cp9;
+
+ /*printf("in OldActuallySearchTarget: i0: %d j0: %d do_filter: %d doing_cm_stats: %d doing_cp9_stats: %d\n", i0, j0, do_filter, doing_cm_stats, doing_cp9_stats);
+ printf("\ti0: %d j0: %d filter: %d\n", i0, j0, do_filter);*/
+
+ /* Contract checks */
+ if(dsq == NULL) cm_Fail("OldActuallySearchTarget(): dsq is NULL.");
+ if(!(cm->flags & CMH_BITS)) cm_Fail("OldActuallySearchTarget(): CMH_BITS flag down.\n");
+ if(doing_cm_stats && doing_cp9_stats) cm_Fail("OldActuallySearchTarget(): doing_cm_stats and doing_cp9_stats both TRUE.\n");
+ if(results != NULL && results->num_results > 0) cm_Fail("OldActuallySearchTarget(): there's already hits in results.\n");
+
+ flen = (j0-i0+1);
+
+ /* Check if we need the CP9 */
+ use_cp9 = FALSE;
+ /* use the CP9 b/c we're calcing CP9 Gumbel stats */
+ if(doing_cp9_stats) use_cp9 = TRUE;
+ /* use the CP9 b/c we're searching only with the CP9 HMM */
+ if((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD)) use_cp9 = TRUE;
+ /* The third way we use the CP9 is if we're filtering, AND we haven't
+ * called this function recursively from AFTER filtering (the do_filter flag)
+ * AND we're not determining CM Gumbel stats. */
+ if((cm->search_opts & CM_SEARCH_HMMFILTER) && (do_filter && !doing_cm_stats)) use_cp9 = TRUE;
+
+ /* Check if we have a valid CP9 (if we need it) */
+ if(use_cp9) {
+ if(cm->cp9 == NULL) cm_Fail("OldActuallySearchTarget(), trying to use CP9 HMM that is NULL\n");
+ if(!(cm->cp9->flags & CPLAN9_HASBITS)) cm_Fail("OldActuallySearchTarget(), trying to use CP9 HMM with CPLAN9_HASBITS flag down.\n");
+ if((cm->search_opts & CM_SEARCH_HBANDED) && cm->cp9b == NULL) cm_Fail("OldActuallySearchTarget(), trying to use CP9 HMM for HMM banded search, but cm->cp9b is NULL.\n");
+ }
+
+ if(use_cp9)
+ sc = CP9Scan_dispatch(cm, dsq, i0, j0, cm->W, cm_cutoff, cp9_cutoff, results, doing_cp9_stats, ret_flen);
+ else {
+ if(cm->search_opts & CM_SEARCH_HBANDED) {
+ if((status = cp9_Seq2Bands(cm, NULL, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, i0, j0, cm->cp9b, TRUE, 0)) != eslOK) cm_Fail("OldActuallySearchTarget(): unrecoverable error in cp9_Seq2Bands().");
+
+ /*debug_print_hmm_bands(stdout, (j0-i0+1), cm->cp9b, cm->tau, 3);*/
+ if(cm->search_opts & CM_SEARCH_INSIDE)
+ sc = iInsideBandedScan_jd(cm, dsq, cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax,
+ i0, j0, cm->W, cm_cutoff, results);
+ else /* don't do inside */
+ sc = CYKBandedScan_jd(cm, dsq, cm->cp9b->jmin, cm->cp9b->jmax, cm->cp9b->hdmin, cm->cp9b->hdmax,
+ i0, j0, cm->W, cm_cutoff, results);
+ }
+ else if(cm->search_opts & CM_SEARCH_NOQDB) {
+ if(cm->search_opts & CM_SEARCH_INSIDE)
+ sc = iInsideScan(cm, dsq, i0, j0, cm->W, cm_cutoff, results);
+ else /* don't do inside */
+ sc = CYKScan (cm, dsq, i0, j0, cm->W, cm_cutoff, results);
+ /* sc = FastCYKScan(cm, dsq, i0, j0, cm->W, cm_cutoff, results, NULL); */
+ }
+ else { /* use QDB */
+ if(cm->search_opts & CM_SEARCH_INSIDE)
+ sc = iInsideBandedScan(cm, dsq, cm->dmin, cm->dmax, i0, j0, cm->W, cm_cutoff, results);
+ else /* don't do inside */
+ sc = CYKBandedScan (cm, dsq, cm->dmin, cm->dmax, i0, j0, cm->W, cm_cutoff, results);
+ /* sc = FastCYKScan(cm, dsq, i0, j0, cm->W, cm_cutoff, results, NULL);*/
+ }
+ }
+ if((results != NULL && results->num_results > 0) && do_align_hits) {
+ if(cm->align_opts & CM_ALIGN_OLDDP) {
+ OldActuallyAlignTargets(cm, NULL,
+ dsq, results, /* put function into dsq_mode, designed for aligning search hits */
+ 0, 0, 0, NULL);
+ }
+ else {
+ ActuallyAlignTargets(cm, NULL, NULL,
+ dsq, results, /* put function into dsq_mode, designed for aligning search hits */
+ 0, 0, 0, NULL);
+ }
+ }
+ return sc;
+}
+#endif
diff --git a/src/old_cp9_dp.c b/src/old_cp9_dp.c
new file mode 100644
index 0000000..a76213e
--- /dev/null
+++ b/src/old_cp9_dp.c
@@ -0,0 +1,1991 @@
+/* old_cp9_dp.c: formerly CP9_scan.c
+ * EPN, Wed Dec 5 10:42:01 2007
+ *
+ * Scanning algorithms for CM Plan 9 HMMs. These algorithms align
+ * subsequences of the target sequence to the model (e.g. glocal or
+ * local alignment) Global alignment algorithms are in hmmband.c.
+ *
+ * These functions are old, used in version 0.81 of Infernal.
+ * They are currently ONLY compiled for the cp9_dp.c benchmark
+ * driver, in which case they are used in comparison with their
+ * new version 1.0 counterparts in cp9_dp.c.
+ *
+ *
+ *################################################################
+ * CP9Viterbi() - Viterbi algorithm, in scan mode: scan input
+ * sequence for high scoring Viterbi hits to
+ * the model.
+ * CP9Forward() - Forward algorithm, in scan mode: scan input
+ * sequence for high scoring Forward hits to
+ * the model.
+ * CP9Backward() - Backward algorithm, in scan mode: scan input
+ * sequence for high scoring Backward hits to
+ * the model.
+ *################################################################
+ *
+ */
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dirichlet.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_exponential.h"
+#include "esl_fileparser.h"
+#include "esl_gamma.h"
+#include "esl_getopts.h"
+#include "esl_gev.h"
+#include "esl_gumbel.h"
+#include "esl_histogram.h"
+#include "esl_hyperexp.h"
+#include "esl_keyhash.h"
+#include "esl_minimizer.h"
+#include "esl_mixgev.h"
+#include "esl_msa.h"
+#include "esl_msacluster.h"
+#include "esl_msaweight.h"
+#include "esl_normal.h"
+#include "esl_paml.h"
+#include "esl_random.h"
+#include "esl_ratematrix.h"
+#include "esl_regexp.h"
+#include "esl_rootfinder.h"
+#include "esl_scorematrix.h"
+#include "esl_sqio.h"
+#include "esl_ssi.h"
+#include "esl_stack.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_stretchexp.h"
+#include "esl_tree.h"
+#include "esl_vectorops.h"
+#include "esl_weibull.h"
+#include "esl_wuss.h"
+
+#include "funcs.h"
+#include "old_funcs.h"
+#include "structs.h"
+
+/***********************************************************************
+ * Function: CP9Viterbi()
+ *
+ * Purpose: Runs the Viterbi dynamic programming algorithm on an
+ * input subsequence (i0-j0).
+ * Somewhat flexible based on input options.
+ *
+ * Note: IDENTICAL to CP9Forward() below with maxes replacing
+ * sums in DP recursion, and the possibility of returning a
+ * CP9 trace if doing_align == TRUE. See CP9Forward() for more info,
+ * including more verbose 'Purpose' and description of arguments.
+ *
+ * Returns: if(!do_scan) log P(S,tr|M)/P(S,tr|R), as a bit score
+ * else max log P(S,tr|M)/P(S,tr|R), for argmax subseq S of input seq i0..j0,
+ */
+float
+CP9Viterbi(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, int **ret_sc,
+ int *ret_bestpos, search_results_t *results, int do_scan, int doing_align,
+ int be_efficient, CP9_MX **ret_mx, CP9trace_t **ret_tr)
+{
+ int status;
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ CP9_MX *mx; /* the CP9 DP matrix */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *sc; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ int tmp_sc; /* temporary int log odds score */
+ float fsc; /* float log odds score */
+ float curr_sc; /* temporary score used for filling in gamma */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution [0..j0-i0+1]*/
+ int *gback; /* traceback pointers for SHMM [0..j0-i0+1]*/
+ float *savesc; /* saves score of hit added to best parse at j [0..j0-i0+1]*/
+ float best_hmm_sc; /* Best overall score from semi-HMM to return if do_scan */
+ float best_hmm_pos;/* residue giving best_hmm_sc */
+ float best_sc; /* Best score overall, returned if 0 hits found by HMM & do_scan*/
+ float best_pos; /* residue giving best_sc */
+ float return_sc; /* score to return, if (!do_scan) return overall Viterbi sc, *
+ * else return best_hmm_sc if # HMM hits>0, else return best_sc */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ CP9trace_t *tr;
+ /*debug_print_cp9_params(stdout, cm->cp9, TRUE);*/
+
+ /*printf("in CP9Viterbi() i0: %d j0: %d\n", i0, j0); */
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CP9Viterbi, cm->cp9 is NULL.\n");
+ if(be_efficient && (ret_mx != NULL))
+ cm_Fail("ERROR in CP9Viterbi, be_efficient is TRUE, but ret_mx is non-NULL\n");
+ if(results != NULL && !do_scan)
+ cm_Fail("ERROR in CP9Viterbi, passing in results data structure, but not in scanning mode.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9Viterbi, dsq is NULL.");
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ best_hmm_sc = IMPOSSIBLE;
+ best_hmm_pos= -1;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0.;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+
+ /* Allocate DP matrix, either 2 rows or L+1 rows (depending on be_efficient),
+ * M+1 columns */
+ if(be_efficient) nrows = 1;
+ else nrows = L;
+ mx = CreateCP9Matrix(nrows, cm->cp9->M);
+ mmx = mx->mmx;
+ imx = mx->imx;
+ dmx = mx->dmx;
+ elmx = mx->elmx;
+ erow = mx->erow;
+
+ /* sc will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(sc, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+ /*printf("mmx[jp:%d][%d]: %d %f\n", 0, 0, mmx[0][0], Score2Prob(mmx[0][0], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", 0, 0, imx[0][0], Score2Prob(imx[0][0], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", 0, 0, dmx[0][0], Score2Prob(dmx[0][0], 1.));
+ printf("elmx[jp:%d][%d]: %d %f\n", 0, 0, elmx[0][0], Score2Prob(elmx[0][0], 1.));*/
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ for (k = 1; k <= cm->cp9->M; k++)
+ {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ dmx[0][k] = -INFTY;
+ if((tmp_sc = mmx[0][k-1] + cm->cp9->tsc[CTMD][k-1]) > dmx[0][k])
+ dmx[0][k] = tmp_sc;
+ if((tmp_sc = imx[0][k-1] + cm->cp9->tsc[CTID][k-1]) > dmx[0][k])
+ dmx[0][k] = tmp_sc;
+ if((tmp_sc = dmx[0][k-1] + cm->cp9->tsc[CTDD][k-1]) > dmx[0][k])
+ dmx[0][k] = tmp_sc;
+ /*printf("mmx[jp:%d][%d]: %d %f\n", 0, k, mmx[0][k], Score2Prob(mmx[0][k], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", 0, k, imx[0][k], Score2Prob(imx[0][k], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", 0, k, dmx[0][k], Score2Prob(dmx[0][k], 1.));
+ printf("elmx[jp:%d][%d]: %d %f\n", 0, k, dmx[0][k], Score2Prob(dmx[0][k], 1.));*/
+ }
+ /* We can do a full parse through all delete states. */
+ erow[0] = dmx[0][cm->cp9->M] + cm->cp9->tsc[CTDM][cm->cp9->M];
+ sc[0] = erow[0];
+ fsc = Scorify(sc[0]);
+ /*printf("jp: %d j: %d fsc: %f isc: %d\n", jp, j, fsc, isc[jp]);*/
+ if(fsc > best_sc)
+ {
+ best_sc = fsc;
+ best_pos= i0-1;
+ }
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", 0, i0-1, Scorify(sc[0]), sc[0]);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position i0 to j0.
+ *****************************************************************/
+ /* Recursion. */
+ for (j = i0; j <= j0; j++)
+ {
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cur = (j-i0+1);
+ prv = (j-i0);
+ if(be_efficient)
+ {
+ cur %= 2;
+ prv %= 2;
+ }
+ /* The 1 difference between a Viterbi scanner and the
+ * regular Viterbi. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ if(do_scan)
+ mmx[cur][0] = 0;
+ else
+ mmx[cur][0] = -INFTY;
+
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0]= -INFTY; /*no EL state for node 0 */
+
+ imx[cur][0] = -INFTY; /* initialization */
+ if((tmp_sc = mmx[prv][0] + cm->cp9->tsc[CTMI][0]) > imx[cur][0])
+ imx[cur][0] = tmp_sc;
+ if((tmp_sc = imx[prv][0] + cm->cp9->tsc[CTII][0]) > imx[cur][0])
+ imx[cur][0] = tmp_sc;
+ if((tmp_sc = dmx[prv][0] + cm->cp9->tsc[CTDI][0]) > imx[cur][0])
+ imx[cur][0] = tmp_sc;
+ if(imx[cur][0] != -INFTY)
+ imx[cur][0] += cm->cp9->isc[dsq[j]][0];
+ /*printf("mmx[jp:%d][%d]: %d %f\n", jp, 0, mmx[cur][0], Score2Prob(mmx[cur][0], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", jp, 0, imx[cur][0], Score2Prob(imx[cur][0], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", jp, 0, dmx[cur][0], Score2Prob(dmx[cur][0], 1.));*/
+
+ for (k = 1; k <= cm->cp9->M; k++)
+ {
+ /*match state*/
+ mmx[cur][k] = -INFTY;
+ if((tmp_sc = mmx[prv][k-1] + cm->cp9->tsc[CTMM][k-1]) > mmx[cur][k])
+ mmx[cur][k] = tmp_sc;
+ if((tmp_sc = imx[prv][k-1] + cm->cp9->tsc[CTIM][k-1]) > mmx[cur][k])
+ mmx[cur][k] = tmp_sc;
+ if((tmp_sc = mmx[prv][0] + cm->cp9->bsc[k]) > mmx[cur][k])
+ mmx[cur][k] = tmp_sc;
+ if((tmp_sc = dmx[prv][k-1] + cm->cp9->tsc[CTDM][k-1]) > mmx[cur][k])
+ mmx[cur][k] = tmp_sc;
+
+ /* check possibility we came from an EL, if they're valid */
+ if(cm->cp9->flags & CPLAN9_EL)
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ /* transition penalty to EL incurred when EL was entered */
+ if((tmp_sc = elmx[prv][cm->cp9->el_from_idx[k][c]]) > mmx[cur][k])
+ mmx[cur][k] = tmp_sc;
+
+ if(mmx[cur][k] != -INFTY)
+ mmx[cur][k] += cm->cp9->msc[dsq[j]][k];
+
+ /*insert state*/
+ imx[cur][k] = -INFTY;
+ if((tmp_sc = mmx[prv][k] + cm->cp9->tsc[CTMI][k]) > imx[cur][k])
+ imx[cur][k] = tmp_sc;
+ if((tmp_sc = imx[prv][k] + cm->cp9->tsc[CTII][k]) > imx[cur][k])
+ imx[cur][k] = tmp_sc;
+ if((tmp_sc = dmx[prv][k] + cm->cp9->tsc[CTDI][k]) > imx[cur][k])
+ imx[cur][k] = tmp_sc;
+ if(imx[cur][k] != -INFTY)
+ imx[cur][k] += cm->cp9->isc[dsq[j]][k];
+ else
+ imx[cur][k] = -INFTY;
+
+ /*delete state*/
+ dmx[cur][k] = -INFTY;
+ if((tmp_sc = mmx[cur][k-1] + cm->cp9->tsc[CTMD][k-1]) > dmx[cur][k])
+ dmx[cur][k] = tmp_sc;
+ if((tmp_sc = imx[cur][k-1] + cm->cp9->tsc[CTID][k-1]) > dmx[cur][k])
+ dmx[cur][k] = tmp_sc;
+ if((tmp_sc = dmx[cur][k-1] + cm->cp9->tsc[CTDD][k-1]) > dmx[cur][k])
+ dmx[cur][k] = tmp_sc;
+
+ elmx[cur][k] = -INFTY;
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ if((tmp_sc = mmx[cur][k] + cm->cp9->tsc[CTMEL][k]) > elmx[cur][k]) /* transitioned from cur node's match state */
+
+ elmx[cur][k] = tmp_sc;
+ if((tmp_sc = elmx[prv][k] + cm->cp9->el_selfsc) > elmx[cur][k]) /* transitioned from cur node's EL state emitted ip on transition */
+ elmx[cur][k] = tmp_sc;
+ }
+ else elmx[cur][k] = -INFTY;
+ /*printf("mmx[jp:%d][%d]: %d %f\n", jp, k, mmx[cur][k], Score2Prob(mmx[cur][k], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", jp, k, imx[cur][k], Score2Prob(imx[cur][k], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", jp, k, dmx[cur][k], Score2Prob(dmx[cur][k], 1.));*/
+ }
+ /* determine erow[cur] == sc[jp], the int score of all possible parses ending at the current
+ * position (j) of the target sequence. */
+ erow[cur] = -INFTY;
+
+ for (k = 1; k <= cm->cp9->M; k++)
+ if ((tmp_sc = mmx[cur][k] + cm->cp9->esc[k]) > erow[cur])
+ erow[cur] = tmp_sc;
+ if ((tmp_sc = dmx[cur][cm->cp9->M] + cm->cp9->tsc[CTDM][cm->cp9->M]) > erow[cur])
+ erow[cur] = tmp_sc;
+ /* transition from D_M -> end */
+ if ((tmp_sc = imx[cur][cm->cp9->M] + cm->cp9->tsc[CTIM][cm->cp9->M]) > erow[cur])
+ erow[cur] = tmp_sc;
+ /* transition from I_M -> end */
+ if(cm->cp9->flags & CPLAN9_EL) /* no need to waste time otherwise */
+ {
+ /* check if we came from an EL */
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M+1] holds # ELs that can go to END */
+ if((tmp_sc = elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]]) > erow[cur])
+ erow[cur] = tmp_sc;
+ /* transition penalty to EL incurred when EL was entered */
+ }
+ sc[jp] = erow[cur];
+ fsc = Scorify(erow[cur]);
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", jp, j, fsc, sc[jp]);*/
+ if(fsc > best_sc)
+ {
+ best_sc = fsc;
+ best_pos= j;
+ }
+ if (fsc > best_hmm_sc)
+ {
+ best_hmm_sc = fsc;
+ best_hmm_pos= j;
+ }
+ if(!(cm->search_opts & CM_SEARCH_HMMGREEDY)) /* resolve overlaps optimally */
+ {
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[jp] = gamma[jp-1] + 0; /* extend without adding a new hit */
+ gback[jp] = -1;
+ savesc[jp] = IMPOSSIBLE;
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ curr_sc = gamma[ip-1] + fsc;
+ if (curr_sc > gamma[jp])
+ {
+ gamma[jp] = curr_sc;
+ gback[jp] = i;
+ savesc[jp] = fsc;
+ }
+ }
+ else
+ {
+ /* Resolving overlaps greedily (RSEARCH style),
+ * Return best hit for each j, IFF it's above threshold */
+ if (fsc >= cutoff)
+ {
+ if(results != NULL)
+ {
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ /*printf("VIT greedy REPORTING HIT: i: %d j: %d fsc: %f\n", i, j, fsc);*/
+ report_hit (i, j, 0, fsc, results);
+ /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ }
+ } /* end loop over end positions j */
+
+ if((!(cm->search_opts & CM_SEARCH_HMMGREEDY)) && /* resolve overlaps optimally */
+ (!doing_align || do_scan)) /* else we can save time by skipping traceback */
+ {
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one and report them.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0) {
+ jp = j-i0+1;
+ if (gback[jp] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[jp] > best_hmm_sc)
+ {
+ best_hmm_sc = savesc[jp];
+ best_hmm_pos= j;
+ }
+ if(savesc[jp] >= cutoff)
+ {
+ if(results != NULL) /* report the hit */
+ {
+ /*printf("VIT reporting hit: i: %d j: %d sc: %f\n", gback[jp], j, savesc[jp]);*/
+ report_hit(gback[jp], j, 0, savesc[jp], results);
+ /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ j = gback[jp]-1;
+ }
+ }
+ }
+ /* clean up and exit */
+ free(gback);
+ free(gamma);
+ free(savesc);
+
+ /* determine score to return: (I know, too complex) */
+ if(doing_align)
+ {
+ return_sc = Scorify(sc[(j0-i0+1)]); /* L = j0-i0+1 */
+ if(ret_bestpos != NULL) *ret_bestpos = i0;
+ if(ret_tr != NULL)
+ {
+ CP9ViterbiTrace(cm->cp9, dsq, i0, j0, mx, &tr);
+ /* CP9PrintTrace(stdout, tr, cm->cp9, dsq); */
+ *ret_tr = tr;
+ }
+ }
+ else if(best_hmm_sc <= 0.) /* scanning and there were no hits found by the
+ * semi-HMM above 0.0 bits */
+ {
+ return_sc = best_sc;
+ if(ret_bestpos != NULL) *ret_bestpos = best_pos;
+ }
+ else
+ {
+ return_sc = best_hmm_sc;
+ if(ret_bestpos != NULL) *ret_bestpos = best_hmm_pos;
+ }
+ if(ret_sc != NULL) *ret_sc = sc;
+ else free(sc);
+ if (ret_mx != NULL) *ret_mx = mx;
+ else FreeCP9Matrix(mx);
+ /*printf("Viterbi return_sc: %f\n", return_sc);*/
+
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/***********************************************************************
+ * Function: CP9Forward()
+ *
+ * Purpose: Runs the Forward dynamic programming algorithm on an
+ * input subsequence (i0-j0). Complements CP9Backward().
+ * Somewhat flexible based on input options as follows:
+ *
+ * if(be_efficient): only allocates 2 rows of the Forward
+ * matrix, else allocates full L+1 matrix.
+ *
+ * if(do_scan): allows parses to start at any position i
+ * i0..j0, changing meaning of DP matrix cells as discussed
+ * below.
+ *
+ * Reference for algorithm (when do_scan is FALSE):
+ * Durbin et. al. Biological Sequence Analysis; p. 58.
+ *
+ * The meaning of the Forward (F) matrix DP cells for
+ * matches (M) inserts (I) and deletes (D):
+ *
+ * For relative subsequence positions ip = 0..L:
+ * For HMM nodes 1..M:
+ * F->M[ip][k] : sum of all parses emitting seq
+ * from i0..ip that visit node k's match
+ * state, which emits posn ip
+ * F->I[ip][k] : sum of all parses emitting seq from
+ * i0..ip that visit node k's insert
+ * state, which emits posn ip
+ * F->D[ip][k] : sum of all parses emitting seq from
+ * i0..ip that visit node k's delete
+ * delete state, last emitted (leftmost)
+ * posn was ip
+ *
+ * For *special* HMM node 0:
+ * F->M[ip][0] : M_0 is the Begin state, which does not
+ * emit, so this is the sum of all parses
+ * emitting seq from i0..ip that start
+ * in the begin state, the last emitted
+ * (leftmost) posn was ip.
+ *
+ * Note: if ip=0, only D_k and M_0 states can have
+ * non-IMPOSSIBLE values.
+ *
+ * if(do_scan) the 'i0..ip' in the above definitions is
+ * changed to iE..ip such that i0 <= iE <= ip. Meaning
+ * any residue can be the first residue emitted in the
+ * parse. This means F->M[ip][0] is the sum of all parses
+ * emitting a subseq starting anywhere from i0..ip and
+ * ending at ip.
+ *
+ *
+ * Args
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cutoff - minimum score to report
+ * ret_sc - RETURN: int log odds Forward score for each end point [0..(j0-i0+1)]
+ * ret_maxres- RETURN: start position that gives maximum score max argmax_i sc[i]
+ * results - search_results_t to add to; if NULL, don't keep results
+ * do_scan - TRUE if we're scanning, HMM can start to emit anywhere i0..j0,
+ * FALSE if we're not, HMM must start emitting at i0, end emitting at j0
+ * doing_align - TRUE if reason we've called this function is to help get posteriors
+ * for CM alignment, in which case we can skip the traceback.
+ * be_efficient- TRUE to keep only 2 rows of DP matrix in memory, FALSE keep whole thing
+ * ret_mx - RETURN: CP9 Forward DP matrix, NULL if not wanted
+ *
+ * Returns: if(!do_scan) log P(S|M)/P(S|R), as a bit score
+ * else max log P(S|M)/P(S|R), for argmax subseq S of input seq i0..j0,
+ */
+float
+CP9Forward(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, int **ret_sc,
+ int *ret_bestpos, search_results_t *results, int do_scan, int doing_align,
+ int be_efficient, CP9_MX **ret_mx)
+{
+ int status;
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ CP9_MX *mx; /* the CP9 DP matrix */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *sc; /* prob (seq from j0..jp | HMM) [0..jp..L] */
+ float fsc; /* float log odds score */
+ float curr_sc; /* temporary score used for filling in gamma */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution [0..j0-i0+1]*/
+ int *gback; /* traceback pointers for SHMM [0..j0-i0+1]*/
+ float *savesc; /* saves score of hit added to best parse at j [0..j0-i0+1]*/
+ float best_hmm_sc; /* Best overall score from semi-HMM to return if do_scan */
+ float best_hmm_pos;/* residue giving best_hmm_sc */
+ float best_sc; /* Best score overall, returned if 0 hits found by HMM & do_scan*/
+ float best_pos; /* residue giving best_sc */
+ float return_sc; /* score to return, if (!do_scan) return overall Forward sc, *
+ * else return best_hmm_sc if # HMM hits>0, else return best_sc */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+ /*debug_print_cp9_params(stdout, cm->cp9, TRUE);*/
+
+ /*printf("in CP9Forward() i0: %d j0: %d\n", i0, j0); */
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CP9Forward, cm->cp9 is NULL.\n");
+ if(be_efficient && (ret_mx != NULL))
+ cm_Fail("ERROR in CP9Forward, be_efficient is TRUE, but ret_mx is non-NULL\n");
+ if(results != NULL && !do_scan)
+ cm_Fail("ERROR in CP9Forward, passing in results data structure, but not in scanning mode.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9Forward, dsq is NULL.");
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ best_hmm_sc = IMPOSSIBLE;
+ best_hmm_pos= -1;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+1));
+ gamma[0] = 0.;
+ ESL_ALLOC(gback, sizeof(int) * (L+1));
+ gback[0] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+1));
+
+ /* Allocate DP matrix, either 2 rows or L+1 rows (depending on be_efficient),
+ * M+1 columns */
+ if(be_efficient) nrows = 1;
+ else nrows = L;
+ mx = CreateCP9Matrix(nrows, cm->cp9->M);
+ mmx = mx->mmx;
+ imx = mx->imx;
+ dmx = mx->dmx;
+ elmx = mx->elmx;
+ erow = mx->erow;
+
+ /* sc will hold P(seq up to j | Model) in int log odds form */
+ ESL_ALLOC(sc, sizeof(int) * (j0-i0+2));
+
+ /* Initialization of the zero row. */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+ /*printf("mmx[jp:%d][%d]: %d %f\n", 0, 0, mmx[0][0], Score2Prob(mmx[0][0], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", 0, 0, imx[0][0], Score2Prob(imx[0][0], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", 0, 0, dmx[0][0], Score2Prob(dmx[0][0], 1.));
+ printf("elmx[jp:%d][%d]: %d %f\n", 0, 0, elmx[0][0], Score2Prob(elmx[0][0], 1.));*/
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ for (k = 1; k <= cm->cp9->M; k++)
+ {
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ dmx[0][k] = ILogsum(ILogsum(mmx[0][k-1] + cm->cp9->tsc[CTMD][k-1],
+ imx[0][k-1] + cm->cp9->tsc[CTID][k-1]),
+ dmx[0][k-1] + cm->cp9->tsc[CTDD][k-1]);
+ /*printf("mmx[jp:%d][%d]: %d %f\n", 0, k, mmx[0][k], Score2Prob(mmx[0][k], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", 0, k, imx[0][k], Score2Prob(imx[0][k], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", 0, k, dmx[0][k], Score2Prob(dmx[0][k], 1.));
+ printf("elmx[jp:%d][%d]: %d %f\n", 0, k, dmx[0][k], Score2Prob(dmx[0][k], 1.));*/
+ }
+ /* We can do a full parse through all delete states. */
+ erow[0] = dmx[0][cm->cp9->M] + cm->cp9->tsc[CTDM][cm->cp9->M];
+ sc[0] = erow[0];
+ fsc = Scorify(sc[0]);
+ /*printf("jp: %d j: %d fsc: %f isc: %d\n", jp, j, fsc, isc[jp]);*/
+ if(fsc > best_sc)
+ {
+ best_sc = fsc;
+ best_pos= i0-1;
+ }
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", 0, i0-1, Scorify(sc[0]), sc[0]);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position i0 to j0.
+ *****************************************************************/
+ /* Recursion. */
+ for (j = i0; j <= j0; j++)
+ {
+ jp = j-i0+1; /* jp is relative position in the sequence 1..L */
+ cur = (j-i0+1);
+ prv = (j-i0);
+ if(be_efficient)
+ {
+ cur %= 2;
+ prv %= 2;
+ }
+ /* The 1 difference between a Forward scanner and the
+ * regular Forward. In non-scanner parse must begin in B at
+ * position 0 (i0-1), in scanner we can start at any position
+ * in the seq. */
+ if(do_scan)
+ mmx[cur][0] = 0;
+ else
+ mmx[cur][0] = -INFTY;
+
+ dmx[cur][0] = -INFTY; /*D_0 is non-existent*/
+ elmx[cur][0]= -INFTY; /*no EL state for node 0 */
+ imx[cur][0] = ILogsum(ILogsum(mmx[prv][0] + cm->cp9->tsc[CTMI][0],
+ imx[prv][0] + cm->cp9->tsc[CTII][0]),
+ dmx[prv][0] + cm->cp9->tsc[CTDI][0]);
+ imx[cur][0] += cm->cp9->isc[dsq[j]][0];
+ /*printf("mmx[jp:%d][%d]: %d %f\n", jp, 0, mmx[cur][0], Score2Prob(mmx[cur][0], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", jp, 0, imx[cur][0], Score2Prob(imx[cur][0], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", jp, 0, dmx[cur][0], Score2Prob(dmx[cur][0], 1.));*/
+
+ for (k = 1; k <= cm->cp9->M; k++)
+ {
+ mmx[cur][k] = ILogsum(ILogsum(mmx[prv][k-1] + cm->cp9->tsc[CTMM][k-1],
+ imx[prv][k-1] + cm->cp9->tsc[CTIM][k-1]),
+ ILogsum(mmx[prv][0] + cm->cp9->bsc[k],
+ dmx[prv][k-1] + cm->cp9->tsc[CTDM][k-1]));
+ /* Add contribution of ELs if they're valid */
+ if(cm->cp9->flags & CPLAN9_EL) /* no need to waste time */
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ /* transition penalty to EL incurred when EL was entered */
+ mmx[cur][k] = ILogsum(mmx[cur][k], (elmx[prv][cm->cp9->el_from_idx[k][c]]));
+ mmx[cur][k] += cm->cp9->msc[dsq[j]][k];
+
+ dmx[cur][k] = ILogsum(ILogsum(mmx[cur][k-1] + cm->cp9->tsc[CTMD][k-1],
+ imx[cur][k-1] + cm->cp9->tsc[CTID][k-1]),
+ dmx[cur][k-1] + cm->cp9->tsc[CTDD][k-1]);
+
+ imx[cur][k] = ILogsum(ILogsum(mmx[prv][k] + cm->cp9->tsc[CTMI][k],
+ imx[prv][k] + cm->cp9->tsc[CTII][k]),
+ dmx[prv][k] + cm->cp9->tsc[CTDI][k]);
+ imx[cur][k] += cm->cp9->isc[dsq[j]][k];
+
+ if((cm->cp9->flags & CPLAN9_EL) && cm->cp9->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ elmx[cur][k] = ILogsum(mmx[cur][k] + cm->cp9->tsc[CTMEL][k],
+ /* transitioned from cur node's match state */
+ elmx[prv][k] + cm->cp9->el_selfsc);
+ /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ else elmx[cur][k] = -INFTY;
+ /*printf("mmx[jp:%d][%d]: %d %f\n", jp, k, mmx[cur][k], Score2Prob(mmx[cur][k], 1.));
+ printf("imx[jp:%d][%d]: %d %f\n", jp, k, imx[cur][k], Score2Prob(imx[cur][k], 1.));
+ printf("dmx[jp:%d][%d]: %d %f\n", jp, k, dmx[cur][k], Score2Prob(dmx[cur][k], 1.));*/
+ }
+ /* determine erow[cur] == sc[jp], the int score of all possible parses ending at the current
+ * position (j) of the target sequence. */
+ erow[cur] = -INFTY;
+ for (k = 1; k <= cm->cp9->M; k++)
+ erow[cur] = ILogsum(erow[cur], mmx[cur][k] + cm->cp9->esc[k]);
+ /* 04.17.07 Arent' I double counting here! (at least for scanner?) */
+ erow[cur] = ILogsum(erow[cur], dmx[cur][cm->cp9->M] + cm->cp9->tsc[CTDM][cm->cp9->M]);
+ erow[cur] = ILogsum(erow[cur], imx[cur][cm->cp9->M] + cm->cp9->tsc[CTIM][cm->cp9->M]);
+ if(cm->cp9->flags & CPLAN9_EL) /* no need to waste time otherwise */
+ {
+ /* check if we came from an EL */
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M+1] holds # ELs that can go to END */
+ erow[cur] = ILogsum(erow[cur], elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]]);
+ /* transition penalty to EL incurred when EL was entered */
+ }
+ sc[jp] = erow[cur];
+ fsc = Scorify(sc[jp]);
+ /*printf("jp: %d j: %d fsc: %f sc: %d\n", jp, j, fsc, sc[jp]);*/
+ if(fsc > best_sc)
+ {
+ best_sc = fsc;
+ best_pos= j;
+ }
+ if (fsc > best_hmm_sc)
+ {
+ best_hmm_sc = fsc;
+ best_hmm_pos= j;
+ }
+ if(!(cm->search_opts & CM_SEARCH_HMMGREEDY)) /* resolve overlaps optimally */
+ {
+ /* The little semi-Markov model that deals with multihit parsing:
+ */
+ gamma[jp] = gamma[jp-1] + 0; /* extend without adding a new hit */
+ gback[jp] = -1;
+ savesc[jp] = IMPOSSIBLE;
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ ip = i-i0+1;
+ curr_sc = gamma[ip-1] + fsc;
+ if (curr_sc > gamma[jp])
+ {
+ gamma[jp] = curr_sc;
+ gback[jp] = i;
+ savesc[jp] = fsc;
+ }
+ }
+ else
+ {
+ /* Resolving overlaps greedily (RSEARCH style),
+ * Return best hit for each j, IFF it's above threshold */
+ if (fsc >= cutoff)
+ {
+ if(results != NULL)
+ {
+ i = ((j-W+1)> i0) ? (j-W+1) : i0;
+ /*printf("FWD greedy REPORTING HIT: i: %d j: %d fsc: %f\n", i, j, fsc);*/
+ report_hit (i, j, 0, fsc, results);
+ /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ }
+ } /* end loop over end positions j */
+
+ if((!(cm->search_opts & CM_SEARCH_HMMGREEDY)) && /* resolve overlaps optimally */
+ (!doing_align || do_scan)) /* else we can save time by skipping traceback */
+ {
+ /*****************************************************************
+ * Traceback stage.
+ * Recover all hits: an (i,j,sc) triple for each one and report them.
+ *****************************************************************/
+ j = j0;
+ while (j >= i0) {
+ jp = j-i0+1;
+ if (gback[jp] == -1) /* no hit */
+ j--;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[jp] > best_hmm_sc)
+ {
+ best_hmm_sc = savesc[jp];
+ best_hmm_pos= j;
+ }
+ if(savesc[jp] >= cutoff)
+ {
+ if(results != NULL) /* report the hit */
+ {
+ /*printf("FWD reporting hit: i: %d j: %d sc: %f\n", gback[jp], j, savesc[jp]);*/
+ report_hit(gback[jp], j, 0, savesc[jp], results);
+ /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ j = gback[jp]-1;
+ }
+ }
+ }
+ /* clean up and exit */
+ free(gback);
+ free(gamma);
+ free(savesc);
+
+ /* determine score to return: (I know, too complex) */
+ if(doing_align)
+ {
+ return_sc = Scorify(sc[(j0-i0+1)]); /* L = j0-i0+1 */
+ if(ret_bestpos != NULL) *ret_bestpos = i0;
+ }
+ else if(best_hmm_sc <= 0.) /* scanning and there were no hits found by the
+ * semi-HMM above 0.0 bits */
+ {
+ return_sc = best_sc;
+ if(ret_bestpos != NULL) *ret_bestpos = best_pos;
+ }
+ else
+ {
+ return_sc = best_hmm_sc;
+ if(ret_bestpos != NULL) *ret_bestpos = best_hmm_pos;
+ }
+ if(ret_sc != NULL) *ret_sc = sc;
+ else free(sc);
+ if (ret_mx != NULL) *ret_mx = mx;
+ else FreeCP9Matrix(mx);
+ /*printf("Forward return_sc: %f\n", return_sc);*/
+
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/***********************************************************************
+ * Function: CP9Backward()
+ *
+ * Purpose: Runs the Backward dynamic programming algorithm on an
+ * input subsequence (i0-j0). Complements CP9Forward().
+ * Somewhat flexible based on input options as follows:
+ *
+ * if(be_efficient): only allocates 2 rows of the Backward
+ * matrix, else allocates full L+1 matrix.
+ *
+ * if(do_scan): allows parses to end at any position j
+ * i0..j0, changing meaning of DP matrix cells as discussed
+ * below.
+ *
+ * Reference for algorithm (when do_scan is FALSE):
+ * Durbin et. al. Biological Sequence Analysis; p. 59.
+ * With 1 IMPORTANT difference, emission scores for
+ * residue at posn j are part of the sum in DP cells
+ * for position j, but in Durbin, emission scores for
+ * residue at posn j+1 are part of the sum in DP cells
+ * for position j. The Durbin method makes it more
+ * straightforward to combine Backward and Forward
+ * cells to get posteriors, but it causes precision issues
+ * (overall Backward Score P(seq|X) != overall Forward Score
+ * P(seq|X) solely due to integer log odds scaling precision
+ * issues as investigated in
+ * ~nawrockie/notebook/7_0410_inf_hmmfb_hbanded_scan/00LOG)
+ * So I've resorted to the algorithm implemented here, the
+ * meaning of the Backward DP cells is given below. This
+ * implementation requires the subtraction of an emission
+ * score when combining corresponding Forward and Backward
+ * DP cells to get posteriors, b/c they've been double
+ * counted.
+ *
+ * I've wasted a lot of time rewrapping my head around this
+ * function when I revisit it, so I'll be verbose about the
+ * the meaning of the Backward (B) matrix DP cells for
+ * matches (M) inserts (I) and deletes (D) here:
+ *
+ * For relative subsequence positions jp = 0..L:
+ * For HMM nodes 1..M:
+ * B->M[jp][k] : sum of all parses emitting seq
+ * from jp+1..j0 that visit node k's match
+ * state, which emitted posn jp
+ * B->I[jp][k] : sum of all parses emitting seq from
+ * jp+1..j0 that visit node k's insert
+ * state, which emitted posn jp
+ * B->D[jp][k] : sum of all parses emitting seq from
+ * jp+1..j0 that visit node k's delete
+ * delete state, last emitted (rightmost)
+ * posn was jp+1
+ * B->EL[jp][k]: sum of all parses emitting seq from
+ * jp+1..j0 that visit node k's EL
+ * state, which MAY OR MAY NOT have
+ * emitted any posns >= jp+1, last
+ * emitted (rightmost) posn was jp+1.
+ * Some nodes k do not have an EL state
+ * (if cp9->has_el[k] == FALSE)
+ * NOTE: EL can act as non-emitter if 0
+ * self loops taken or emitter if >= 1
+ * self loops taken, this is why we
+ * treat jp as having NOT YET BEEN EMITTED
+ * which is different than the M and I
+ * convention.
+ *
+ * For *special* HMM node 0:
+ * B->M[jp][0] : M_0 is the Begin state, which does not
+ * emit, so this is the sum of all parses
+ * emitting seq from jp+1..j0 that start
+ * in the begin state, the last emitted
+ * (rightmost) posn was jp+1.
+ *
+ * Note: if jp=0, only D and M_0 states can have
+ * non-IMPOSSIBLE values.
+ *
+ * if(do_scan) the 'jp+1..j0' in the above definitions is
+ * changed to jp+1..jE such that jp+1 <= jE <= j0. Meaning
+ * any residue can be the final residue emitted in the
+ * parse. This means B->M[jp][0] is the sum of all parses
+ * emitting a subseq ending anywhere from jp+1..j0 and
+ * starting at jp+1.
+ *
+ * The *will emit* in the above definitions refers to
+ * the fact that emission scores from a state x are not
+ * counted in the matrix score for state x, and are only
+ * added when we calculate a matrix score for state y,
+ * after transitioning (backwards) from y to x. See
+ * code. This is done to facilitate combining Forward
+ * and Backward cells to get posterior probabilities
+ * in CP9Posterior().
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cutoff - minimum score to report
+ * ret_sc - RETURN: int log odds Backward score for each end point [0..(j0-i0+1)]
+ * ret_bestpos- RETURN: start position that gives maximum score max argmax_i sc[i]
+ * results - search_results_t to add to; if NULL, don't keep results
+ * do_scan - TRUE if we're scanning, HMM can start to emit anywhere i0..j0,
+ * FALSE if we're not, HMM must start emitting at i0, end emitting at j0
+ * doing_align - TRUE if reason we've called this function is to help get posteriors
+ * for CM alignment, in which case we can skip the traceback.
+ * be_efficient- TRUE to keep only 2 rows of DP matrix in memory, FALSE keep whole thing
+ * ret_mx - RETURN: CP9 Forward DP matrix, NULL if not wanted
+ *
+ * Returns: if(!do_scan) log P(S|M)/P(S|R), as a bit score, this is B->M[0][0];
+ * else max log P(S|M)/P(S|R), for argmax subseq S of input seq i0..j0,
+ * this is max_jp B->M[jp][0]
+ */
+float
+CP9Backward(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, int **ret_sc,
+ int *ret_bestpos, search_results_t *results, int do_scan, int doing_align,
+ int be_efficient, CP9_MX **ret_mx)
+{
+ int status;
+ int j; /* actual position in the subsequence */
+ int jp; /* j': relative position in the subsequence */
+ int i; /* j-W: position in the subsequence */
+ int ip; /* i': relative position in the subsequence */
+ int cur, prv; /* rows in DP matrix 0 or 1 */
+ int k; /* CP9 HMM node position */
+ int L; /* j0-i0+1: subsequence length */
+ CP9_MX *mx; /* the CP9 DP matrix */
+ int **mmx; /* DP matrix for match state scores [0..1][0..cm->cp9->M] */
+ int **imx; /* DP matrix for insert state scores [0..1][0..cm->cp9->M] */
+ int **dmx; /* DP matrix for delete state scores [0..1][0..cm->cp9->M] */
+ int **elmx; /* DP matrix for EL state scores [0..1][0..cm->cp9->M] */
+ int *erow; /* end score for each position [0..1] */
+ int *sc; /* prob (seq from j0..jp | HMM) [0..jp..cm->cp9->M] */
+ float fsc; /* float log odds score */
+ float curr_sc; /* temporary score used for filling in gamma */
+ float *gamma; /* SHMM DP matrix for optimum nonoverlap resolution [0..j0-i0+1]*/
+ int *gback; /* traceback pointers for SHMM [0..j0-i0+1]*/
+ float *savesc; /* saves score of hit added to best parse at j [0..j0-i0+1]*/
+ float best_hmm_sc; /* Best overall score from semi-HMM to return if do_scan */
+ float best_hmm_pos;/* residue giving best_hmm_sc */
+ float best_sc; /* Best score overall, returned if 0 hits found by HMM & do_scan*/
+ float best_pos; /* residue giving best_sc */
+ float return_sc; /* score to return, if (!do_scan) return overall Backward sc, *
+ * else return best_hmm_sc if # HMM hits>0, else return best_sc */
+ int nrows; /* num rows for DP matrix, 2 or L+1 depending on be_efficient */
+ int c; /* counter for EL states */
+
+ /*printf("in CP9Backward() i0: %d j0: %d do_scan: %d \n", i0, j0, do_scan); */
+ /* Contract checks */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CP9Backward, cm->cp9 is NULL.\n");
+ if(be_efficient && (ret_mx != NULL))
+ cm_Fail("ERROR in CP9Backward, be_efficient is TRUE, but ret_mx is non-NULL\n");
+ if(results != NULL && !do_scan)
+ cm_Fail("ERROR in CP9Backward, passing in results data structure, but not in scanning mode.a\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9Backward, dsq is NULL.");
+
+ best_sc = IMPOSSIBLE;
+ best_pos = -1;
+ best_hmm_sc = IMPOSSIBLE;
+ best_hmm_pos= -1;
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ /*****************************************************************
+ * gamma allocation and initialization.
+ * This is a little SHMM that finds an optimal scoring parse
+ * of multiple nonoverlapping hits. We use it first for
+ * the Forward scan, and reuse it for the Backward scan.
+ *****************************************************************/
+ ESL_ALLOC(gamma, sizeof(float) * (L+2));
+ gamma[0] = 0.; /* this is impossible, no hit can be rooted at ip=0,
+ * we require hits to have at least 1 emission,
+ * plus, no positive scoring hit can have 0 emissions as
+ * all transition scores are negative */
+ gamma[L] = 0.;
+ ESL_ALLOC(gback, sizeof(int) * (L+2));
+ gback[L] = -1;
+ ESL_ALLOC(savesc, sizeof(float) * (L+2));
+
+ /* Allocate DP matrix, either 2 rows or L+1 rows (depending on be_efficient),
+ * M+1 columns */
+ if(be_efficient) nrows = 1;
+ else nrows = L;
+ mx = CreateCP9Matrix(nrows, cm->cp9->M);
+ mmx = mx->mmx;
+ imx = mx->imx;
+ dmx = mx->dmx;
+ elmx = mx->elmx;
+ erow = mx->erow;
+
+ /* sc will hold P(seq from i..j0 | Model) for each i in int log odds form */
+ ESL_ALLOC(sc, sizeof(int) * (j0-i0+3));
+
+ /* Initialization of the L (i = j0, cur = (j0-i) = (j0-j0) %2 = 0) row. */
+ if(be_efficient) cur = 0;
+ else cur = j0-i0+1; /* L */
+ ip = j0-i0+1; /*L */
+ i = j0;
+
+ /*******************************************************************
+ * 0 Handle EL, looking at EL_k->E for all valid k.
+ * we're going backwards so we have to work out of order, we could get
+ * around this by storing the nodes each EL goes TO in an el_to_ct[] vec. */
+ /* init to -INFTY */
+ for (k = 1; k <= cm->cp9->M; k++)
+ elmx[cur][k] = -INFTY;
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M+1] holds # ELs that can go to END */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]] = 0.; /* EL<-E, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+
+ /* elmx[cur][cm->cp9->M] is either 0 (if EL_M exists (it would nec be in el_from_idx[cm->cp9->M+1] array if it does, so
+ * it would be filled with 0 in above loop), or -INFTY if it doesn't exist. We don't add possibility of EL_M -> EL_M
+ * self loop b/c it's impossible to do that without emitting, and we've already seen our last res emitted.
+ * either way we don't have to modify it */
+
+ mmx[cur][cm->cp9->M] = 0. +
+ ILogsum(elmx[cur][cm->cp9->M] + cm->cp9->tsc[CTMEL][cm->cp9->M],/* M_M<-EL_M<-E, with 0 self loops in EL_M */
+ cm->cp9->esc[cm->cp9->M]); /* M_M<-E ... everything ends in E (the 0; 2^0=1.0) */
+ mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M]; /* ... + emitted match symbol */
+ imx[cur][cm->cp9->M] = 0. + cm->cp9->tsc[CTIM][cm->cp9->M]; /* I_M<-E ... everything ends in E (the 0; 2^0=1.0) */
+ imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M]; /* ... + emitted insert symbol */
+ dmx[cur][cm->cp9->M] = cm->cp9->tsc[CTDM][cm->cp9->M]; /* D_M<-E */
+
+ /*******************************************************************
+ * No need to look at EL_k->M_M b/c elmx[cur] with cur == L means last emitted residue was L+1
+ * and this is impossible if we've come from M_M (only would be valid if we were coming from
+ * E which is handled above with the EL_k->E code).
+ *******************************************************************/
+
+ for (k = cm->cp9->M-1; k >= 1; k--)
+ {
+ mmx[cur][k] = 0 + cm->cp9->esc[k]; /*M_k<- E */
+ mmx[cur][k] = ILogsum(mmx[cur][k], dmx[cur][k+1] + cm->cp9->tsc[CTMD][k]);
+ if(cm->cp9->flags & CPLAN9_EL)
+ mmx[cur][k] = ILogsum(mmx[cur][k], elmx[cur][k] + cm->cp9->tsc[CTMEL][k]);
+ mmx[cur][k] += cm->cp9->msc[dsq[i]][k];
+
+ /*******************************************************************
+ * No need to look at EL_k->M_M b/c elmx[cur] with cur == L means last emitted residue was L+1
+ * and this is impossible if we've come from M_M (only would be valid if we were coming from
+ * E which is handled above with the EL_k->E code).
+ *******************************************************************/
+ imx[cur][k] = dmx[cur][k+1] + cm->cp9->tsc[CTID][k];
+ imx[cur][k] += cm->cp9->isc[dsq[i]][k];
+
+ dmx[cur][k] = dmx[cur][k+1] + cm->cp9->tsc[CTDD][k];
+ /* elmx[cur][k] was set above, out of order */
+ }
+
+ /* remember M_0 is special, the B state, a non-emitter */
+ mmx[cur][0] = dmx[cur][1] + cm->cp9->tsc[CTMD][0]; /* M_0(B)->D_1, no seq emitted, all deletes */
+ /* above line is diff from CPBackwardOLD() which has mmx[cur][0] = -INFTY; */
+ imx[cur][0] = dmx[cur][1] + cm->cp9->tsc[CTID][0];
+ imx[cur][0] += cm->cp9->isc[dsq[i]][0];
+
+ dmx[cur][0] = -INFTY; /*D_0 doesn't exist*/
+ elmx[cur][0] = -INFTY; /*EL_0 doesn't exist*/
+
+ sc[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(sc[ip]);
+ /*printf("ip: %d i: %d fsc: %f i: %d\n", ip, i, fsc, sc[ip]);*/
+ /* we can't have a hit starting here, b/c it would correspond to all deletes,
+ * no seq emitted, so we skip the check for if(fsc > best_sc) */
+
+ /*printf("sc[ip:%d]: %d\n", ip, sc[ip]);*/
+
+ /*printf("mmx[ip:%d][%d]: %d cur: %d\n", L+1, 0, mmx[cur][0], cur);
+ printf("imx[ip:%d][%d]: %d cur: %d\n", L+1, 0, imx[cur][0], cur);
+ printf("dmx[ip:%d][%d]: %d cur: %d\n", L+1, 0, dmx[cur][0], cur);*/
+
+ /*****************************************************************
+ * The main loop: scan the sequence from position j0-1 to i0.
+ *****************************************************************/
+ /* Recursion */
+ for (i = j0-1; i >= (i0-1); i--)
+ {
+ ip = i-i0+1; /* ip is relative index in dsq (0 to L-1) */
+ if(be_efficient)
+ {
+ cur = (j0-i) %2;
+ prv = (j0-i+1)%2;
+ }
+ else
+ {
+ cur = ip;
+ prv = ip+1;
+ }
+ /* init EL mx to -INFTY */
+ for (k = 1; k <= cm->cp9->M; k++)
+ elmx[cur][k] = -INFTY;
+
+ if(ip > 0)
+ {
+ /* elmx[cur][k] is possibly of coming from self (EL_k), we
+ * can't have come from END b/c we haven't emitted the last res of the seq yet.
+ */
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[cm->cp9->M]))
+ elmx[cur][cm->cp9->M] = elmx[cur][cm->cp9->M] + cm->cp9->el_selfsc;
+
+ mmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + cm->cp9->tsc[CTMI][cm->cp9->M];
+ mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M];
+
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[cm->cp9->M]))
+ mmx[cur][cm->cp9->M] = ILogsum(mmx[cur][cm->cp9->M],
+ elmx[cur][cm->cp9->M] + cm->cp9->tsc[CTMEL][cm->cp9->M]);
+
+ imx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + cm->cp9->tsc[CTII][cm->cp9->M];
+ imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M];
+ }
+ else /* ip == 0 */
+ {
+ mmx[cur][cm->cp9->M] = -INFTY; /* need seq to get here */
+ imx[cur][cm->cp9->M] = -INFTY; /* need seq to get here */
+ elmx[cur][cm->cp9->M]= -INFTY; /* first emitted res can't be from an EL, need to see >= 1 matches */
+ }
+ dmx[cur][cm->cp9->M] = imx[prv][cm->cp9->M] + cm->cp9->tsc[CTDI][cm->cp9->M];
+
+ /*******************************************************************
+ * 1b Handle EL, looking at EL_k->M_M for all valid k.
+ * EL_k->M_M transition, which has no transition penalty */
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M]; c++) /* el_from_ct[cm->cp9->M] holds # ELs that can go to M_M */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M][c]] = ILogsum(elmx[cur][cm->cp9->el_from_idx[cm->cp9->M][c]], mmx[prv][cm->cp9->M]);
+ }
+
+
+ /* A main difference between a Backward scanner and
+ * regular Backward: a scanner can end at the END
+ * state at any position, regular can only end at
+ * the final position j0. */
+ if(do_scan)
+ {
+ if(ip > 0)
+ {
+ /*******************************************************************
+ * 2 Handle EL, looking at EL_k->E for all valid k.
+ * EL_k->M_M transition, which has no transition penalty */
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[cm->cp9->M+1]; c++) /* el_from_ct[cm->cp9->M] holds # ELs that can go to END */
+ elmx[cur][cm->cp9->el_from_idx[cm->cp9->M+1][c]] = 0.; /* EL<-E, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+ /* elmx[cur][cm->cp9->M] is either 0 (if EL_M exists (it would nec be in el_from_idx[cm->cp9->M+1] array if it does, so
+ * it would be filled with 0 in above loop), or -INFTY if it doesn't exist. We don't add possibility of EL_M -> EL_M
+ * self loop b/c it's impossible to do that without emitting, and we've already seen our last res emitted,
+ * either way we don't have to modify it */
+
+ mmx[cur][cm->cp9->M] =
+ ILogsum(mmx[cur][cm->cp9->M],
+ ILogsum(elmx[cur][cm->cp9->M] + cm->cp9->tsc[CTMEL][cm->cp9->M],/* M_M<-EL_M<-E, with 0 selfs in EL_M */
+ cm->cp9->esc[cm->cp9->M])); /* M_M<-E ... */
+ ///mmx[cur][cm->cp9->M] += cm->cp9->msc[dsq[i]][cm->cp9->M]; /* ... + emitted match symbol */
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+
+ imx[cur][cm->cp9->M] =
+ ILogsum(imx[cur][cm->cp9->M],
+ (cm->cp9->tsc[CTIM][cm->cp9->M] + /* I_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ ///imx[cur][cm->cp9->M] += cm->cp9->isc[dsq[i]][cm->cp9->M]; /* ... + emitted insert symbol */
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+ }
+ dmx[cur][cm->cp9->M] =
+ ILogsum(dmx[cur][cm->cp9->M],
+ (cm->cp9->tsc[CTDM][cm->cp9->M] + /* D_M<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ }
+ /*printf("mmx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, mmx[cur][cm->cp9->M], cur);
+ printf("imx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, imx[cur][cm->cp9->M], cur);
+ printf("dmx[ip:%d][%d]: %d cur: %d\n", ip, cm->cp9->M, dmx[cur][cm->cp9->M], cur);*/
+
+ for (k = cm->cp9->M-1; k >= 1; k--)
+ {
+ if(ip > 0)
+ {
+ /*******************************************************************
+ * 3 Handle EL, looking at EL_k->M_k for all valid k and EL_k->EL_k
+ * we're going backwards so we have to work out of order
+ * we could get around this by storing the nodes each EL goes TO
+ * in an el_to_ct[] vector. */
+ if(cm->cp9->flags & CPLAN9_EL)
+ {
+ for(c = 0; c < cm->cp9->el_from_ct[k]; c++) /* el_from_ct[k] holds # ELs that can go to M_k */
+ elmx[cur][cm->cp9->el_from_idx[k][c]] = ILogsum(elmx[cur][cm->cp9->el_from_idx[k][c]], mmx[prv][k]);
+ /* EL<-M, penalty incurred when we enter EL (i.e. leave going backwards) */
+ }
+ /*******************************************************************/
+
+ /* Finish off elmx[cur][k] with possibility of coming from self (EL_k),
+ * elmx[cur][k] will have been filled by block above for ks > current k,
+ * no M_k -> EL_k' with k' > k */
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ elmx[cur][k] = ILogsum(elmx[cur][k], elmx[prv][k] + cm->cp9->el_selfsc);
+
+ mmx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + cm->cp9->tsc[CTMM][k]),
+ (imx[prv][k] + cm->cp9->tsc[CTMI][k])),
+ (dmx[cur][k+1] + cm->cp9->tsc[CTMD][k]));
+ if((cm->cp9->flags & CPLAN9_EL) && (cm->cp9->has_el[k]))
+ mmx[cur][k] = ILogsum(mmx[cur][k], elmx[cur][k] + cm->cp9->tsc[CTMEL][k]); /* penalty for entering EL */
+ mmx[cur][k] += cm->cp9->msc[dsq[i]][k];
+
+ imx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + cm->cp9->tsc[CTIM][k]),
+ (imx[prv][k] + cm->cp9->tsc[CTII][k])),
+ (dmx[cur][k+1] + cm->cp9->tsc[CTID][k]));
+ imx[cur][k] += cm->cp9->isc[dsq[i]][k];
+
+ }
+ else
+ {
+ mmx[cur][k] = -INFTY; /* need seq to get here, unless we come from E in a scanner (below) */
+ imx[cur][k] = -INFTY; /* need seq to get here */
+ elmx[cur][k]= -INFTY; /* first emitted res can't be from an EL, need to see >= 1 matches */
+ }
+ if(do_scan && ip > 0) /* add possibility of ending at this position from this state */
+ {
+ mmx[cur][k] =
+ ILogsum(mmx[cur][k],
+ (cm->cp9->esc[k] + /* M_k<-E + (only in scanner) */
+ 0)); /* all parses end in E, 2^0 = 1.0;*/
+ /* DO NOT add contribution of emitting i from M, it's been added above */
+ /* No EL contribution here b/c we'd be looking for M_k<-EL_k<-E, but EL_k<-E is impossible
+ * for k != cm->cp9->M; */
+ /* HERE */
+ }
+ dmx[cur][k] = ILogsum(ILogsum((mmx[prv][k+1] + cm->cp9->tsc[CTDM][k]),
+ (imx[prv][k] + cm->cp9->tsc[CTDI][k])),
+ (dmx[cur][k+1] + cm->cp9->tsc[CTDD][k]));
+ }
+
+ /* Case when k == 0 */
+ /* imx[cur][0] is filled same as imx[cur][1..k] in the loop above */
+ if(ip > 0)
+ {
+ imx[cur][0] = ILogsum(ILogsum((mmx[prv][1] + cm->cp9->tsc[CTIM][0]),
+ (imx[prv][0] + cm->cp9->tsc[CTII][0])),
+ (dmx[cur][1] + cm->cp9->tsc[CTID][k]));
+ imx[cur][0] += cm->cp9->isc[dsq[i]][k];
+ }
+ else /* ip == 0 */
+ imx[cur][0] = -INFTY; /* need seq to get here */
+ dmx[cur][0] = -INFTY; /* D_0 does not exist */
+ elmx[cur][0] = -INFTY; /* EL_0 does not exist */
+
+ /*M_0 is the B state, it doesn't emit, and can be reached from any match via a begin transition */
+ mmx[cur][0] = -INFTY;
+ for (k = cm->cp9->M; k >= 1; k--)
+ mmx[cur][0] = ILogsum(mmx[cur][0], (mmx[prv][k] + cm->cp9->bsc[k]));
+ mmx[cur][0] = ILogsum(mmx[cur][0], (imx[prv][0] + cm->cp9->tsc[CTMI][0]));
+ mmx[cur][0] = ILogsum(mmx[cur][0], (dmx[cur][1] + cm->cp9->tsc[CTMD][0])); /* B->D_1 */
+ /* No EL contribution here, can't go B->EL_* */
+
+ /* determine isc, the int score of all possible parses starting at the current
+ * position (i) of the target sequence. */
+ sc[ip] = mmx[cur][0]; /* all parses must start in M_0, the B state */
+ fsc = Scorify(sc[ip]);
+ /*printf("ip: %d i: %d fsc: %f i: %d\n", ip, i, fsc, sc[ip]);*/
+ if(fsc > best_sc)
+ {
+ best_sc = fsc;
+ best_pos= i+1; /* *off-by-one* (see *off-by-one* below) */
+ }
+ if(!(cm->search_opts & CM_SEARCH_HMMGREEDY)) /* resolve overlaps optimally */
+ {
+ /* The little semi-Markov model that deals with multihit parsing:
+ * *off-by-one*:
+ * There's an off-by-one issue here: all Backward hits are rooted in
+ * M_O, the B (begin) state, which is a non-emitter.
+ * let i = ip+i0-1 => ip = i-i0+1;
+ * so sc[ip] = backward->mmx[ip][0] = summed log prob of all parses that end at j0,
+ * and start at position i+1 of the sequence (because i+1 is the last residue
+ * whose emission has been accounted for). As a result, gamma indexing is off-by-one
+ * with respect to sequence position, hence the i+1 or i-1 in the following
+ * code blocks, each marked by "*off-by-one*" comment below.
+ * for example: let i0 = 2 gamma[ip=4], normally this means ip=4 corresponds to i=5
+ * but due to this off-by-one sc[ip=4] corresponds to hits that start at i=6
+ */
+ gamma[ip] = gamma[ip+1] + 0; /* extend without adding a new hit */
+ /*printf("ip: %d | gamma[ip]: %f | gamma[ip+1]: %f\n", ip, gamma[ip], gamma[ip+1]);*/
+ gback[ip] = -1;
+ savesc[ip] = IMPOSSIBLE;
+ j = (((i+1)+W-1) < j0) ? ((i+1)+W-1) : j0; /* *off-by-one* */
+ jp = j-i0+1;
+ curr_sc = gamma[jp+1-1] + fsc; /* *off-by-one* */
+ if (curr_sc > gamma[ip])
+ {
+ gamma[ip] = curr_sc;
+ /*printf("\ti: %d | gamma[i]: %f\n", i+1, gamma[ip]);*/
+ gback[ip] = j;
+ savesc[ip] = fsc;
+ }
+ /*printf("i: %d ip: %d gamma[ip]: %f\n", i, ip, gamma[ip]);*/
+ }
+ else
+ {
+ /* Resolving overlaps greedily (RSEARCH style),
+ * Return best hit for each j, IFF it's above threshold */
+ if (fsc >= cutoff)
+ {
+ if(results != NULL)
+ {
+ j = (((i+1)+W-1) < j0) ? ((i+1)+W-1) : j0; /* *off-by-one* */
+ /*printf("BWD greedy REPORTING HIT: i: %d j: %d fsc: %f\n", i+1, j, fsc);*/ /* *off-by-one* */
+ report_hit (i+1, j, 0, fsc, results);
+ /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ }
+ if (fsc > best_hmm_sc)
+ {
+ best_hmm_sc = fsc;
+ best_hmm_pos= i;
+ }
+ }
+ /* End of Backward recursion */
+
+ if((!(cm->search_opts & CM_SEARCH_HMMGREEDY)) && /* resolve overlaps optimally */
+ (!doing_align || do_scan)) /* else we can save time by skipping traceback */
+ {
+ /*****************************************************************
+ * Traceback stage for Backward.
+ * Recover all hits: an (i,j,sc) triple for each one.
+ * Remember the off-by-one b/t seq index and gamma (see *off-by-one* above)
+ *****************************************************************/
+ i = i0;
+ while (i <= j0)
+ {
+ ip = (i-1)-i0+1; /* *off-by-one*, i-1, ip corresponds to i+1
+ * (yes: i *-* 1 => ip corresponds to i *+* 1) */
+ if (gback[ip] == -1) /* no hit */
+ i++;
+ else /* a hit, a palpable hit */
+ {
+ if(savesc[ip] > best_hmm_sc)
+ {
+ best_hmm_sc = savesc[ip];
+ best_hmm_pos= i;
+ }
+ if(savesc[ip] >= cutoff)
+ {
+ if(results != NULL) /* report the hit */
+ {
+ /*printf("BWD optimal reporting hit i: %d j: %d sc: %f\n", i, gback[ip], savesc[ip]);*/
+ report_hit(i, gback[ip], 0, savesc[ip], results);
+ /* 0 is for saver, which is irrelevant for HMM hits */
+ }
+ }
+ i = gback[ip]+1;
+ }
+ }
+ }
+ free(gback);
+ free(gamma);
+ free(savesc);
+ /*printf("returning from CP9Backward()\n");*/
+ if(ret_sc != NULL) *ret_sc = sc;
+ else free(sc);
+ /* determine score to return: (I know, too complex) */
+ if(doing_align)
+ {
+ return_sc = Scorify(mmx[cur][0]);
+ if(ret_bestpos != NULL) *ret_bestpos = i0;
+ }
+ else if(best_hmm_sc <= 0.) /* scanning and there were no hits found by the
+ * semi-HMM above 0.0 bits */
+ {
+ return_sc = best_sc;
+ if(ret_bestpos != NULL) *ret_bestpos = best_pos;
+ }
+ else
+ {
+ return_sc = best_hmm_sc;
+ if(ret_bestpos != NULL) *ret_bestpos = best_hmm_pos;
+ }
+ if (ret_mx != NULL) *ret_mx = mx;
+ else FreeCP9Matrix(mx);
+ /*printf("Backward return_sc: %f\n", return_sc);*/
+ return return_sc;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* Function: CP9ScanPosterior()
+ * based on Ian Holmes' hmmer/src/postprob.c::P7EmitterPosterior()
+ *
+ * Purpose: Combines Forward and Backward scanning matrices into a posterior
+ * probability matrix.
+ *
+ * The main difference between this function and CP9Posterior()
+ * in hmmband.c is that this func takes matrices from CP9ForwardBackwardScan()
+ * in which parses are allowed to start and end in any residue.
+ * In CP9Posterior(), the matrices are calc'ed in CP9Forward()
+ * and CP9Backward() which force all parses considered to start at posn
+ * 1 and end at L. This means here we have to calculate probability
+ * that each residue from 1 to L is contained in any parse prior
+ * to determining the posterior probability it was emitted from
+ * each state.
+ *
+ * For emitters (match and inserts) the
+ * entries in row i of this matrix are the logs of the posterior
+ * probabilities of each state emitting symbol i of the sequence.
+ * For non-emitters the entries in row i of this matrix are the
+ * logs of the posterior probabilities of each state being 'visited'
+ * when the last emitted residue in the parse was symbol i of the
+ * sequence.
+ * The last point distinguishes this function from P7EmitterPosterior()
+ * which set all posterior values for for non-emitting states to -INFTY.
+ * The caller must allocate space for the matrix, although the
+ * backward matrix can be used instead (overwriting it will not
+ * compromise the algorithm).
+ *
+ * Args: dsq - sequence in digitized form
+ * i0 - start of target subsequence
+ * j0 - end of target subsequence
+ * hmm - the model
+ * forward - pre-calculated forward matrix
+ * backward - pre-calculated backward matrix
+ * mx - pre-allocated dynamic programming matrix
+ *
+ * Return: void
+ */
+void
+CP9ScanPosterior(ESL_DSQ *dsq, int i0, int j0,
+ CP9_t *hmm,
+ CP9_MX *fmx,
+ CP9_MX *bmx,
+ CP9_MX *mx)
+{
+ int i;
+ int ip;
+ int k;
+ int fb_sum; /* tmp value, the probability that the current residue (i) was
+ * visited in any parse */
+ /* contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9ScanPosterior(), dsq is NULL.");
+
+ /*printf("\n\nin CP9ScanPosterior() i0: %d, j0: %d\n", i0, j0);*/
+ fb_sum = -INFTY;
+ for (i = i0-1; i <= j0; i++)
+ {
+ ip = i-i0+1; /* ip is relative position in seq, 0..L */
+ /*printf("bmx->mmx[i:%d][0]: %d\n", i, bmx->mmx[ip][0]); */
+ fb_sum = ILogsum(fb_sum, (bmx->mmx[ip][0]));
+ }
+ /*printf("fb_sc: %f\n", Scorify(fb_sum));*/
+ /* fb_sum is the probability of all parses */
+
+ /*for(k = 1; k <= hmm->M; k++)*/
+ /*{*/
+ /*fbsum_ = ILogsum(fmx->mmx[0][k] + bmx->mmx[0][k]))*/; /* residue 0 can't be emitted
+ * but we can start in BEGIN,
+ * before any residues */
+ /*fb_sum = ILogsum(fb_sum, (fmx->imx[0][k] + bmx->imx[0][k]))*/; /* these will be all -INFTY */
+ /*}*/
+
+ /* note boundary conditions, case by case by case... */
+ mx->mmx[0][0] = fmx->mmx[0][0] + bmx->mmx[0][0] - fb_sum;
+ mx->imx[0][0] = -INFTY; /*need seq to get here*/
+ mx->dmx[0][0] = -INFTY; /*D_0 does not exist*/
+ for (k = 1; k <= hmm->M; k++)
+ {
+ mx->mmx[0][k] = -INFTY; /*need seq to get here*/
+ mx->imx[0][k] = -INFTY; /*need seq to get here*/
+ mx->dmx[0][k] = fmx->dmx[0][k] + bmx->dmx[0][k] - fb_sum;
+ }
+
+ for (i = i0; i <= j0; i++)
+ {
+ ip = i-i0+1; /* ip is relative position in seq, 0..L */
+ /*fb_sum = -INFTY;*/ /* this will be probability of seeing residue i in any parse */
+ /*for (k = 0; k <= hmm->M; k++)
+ {
+ fb_sum = ILogsum(fb_sum, (fmx->mmx[i][k] + bmx->mmx[i][k] - hmm->msc[dsq[i]][k]));*/
+ /*hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ /*fb_sum = ILogsum(fb_sum, (fmx->imx[i][k] + bmx->imx[i][k] - hmm->isc[dsq[i]][k]));*/
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->imx and bmx->imx*/
+ /*}*/
+ mx->mmx[ip][0] = -INFTY; /*M_0 does not emit*/
+ mx->imx[ip][0] = fmx->imx[ip][0] + bmx->imx[ip][0] - hmm->isc[dsq[i]][0] - fb_sum;
+ /*hmm->isc[dsq[i]][0] will have been counted in both fmx->imx and bmx->imx*/
+ mx->dmx[ip][0] = -INFTY; /*D_0 does not exist*/
+ for (k = 1; k <= hmm->M; k++)
+ {
+ mx->mmx[ip][k] = fmx->mmx[ip][k] + bmx->mmx[ip][k] - hmm->msc[dsq[i]][k] - fb_sum;
+ /*hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ mx->imx[ip][k] = fmx->imx[ip][k] + bmx->imx[ip][k] - hmm->isc[dsq[i]][k] - fb_sum;
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->imx and bmx->imx*/
+ mx->dmx[ip][k] = fmx->dmx[ip][k] + bmx->dmx[ip][k] - fb_sum;
+ }
+ }
+ /*
+ float temp_sc;
+ for (i = i0; i <= j0; i++)
+ {
+ ip = i-i0+1;
+ for(k = 0; k <= hmm->M; k++)
+ {
+ temp_sc = Score2Prob(mx->mmx[ip][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->mmx[%3d][%3d]: %9d | %8f\n", i, k, mx->mmx[ip][k], temp_sc);
+ temp_sc = Score2Prob(mx->imx[ip][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->imx[%3d][%3d]: %9d | %8f\n", i, k, mx->imx[ip][k], temp_sc);
+ temp_sc = Score2Prob(mx->dmx[ip][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->dmx[%3d][%3d]: %9d | %8f\n", i, k, mx->dmx[ip][k], temp_sc);
+ }
+ }
+ */
+}
+
+/* Function: CP9ForwardScanDemands()
+ * Date: EPN, Fri Jun 15 10:08:40 2007
+ *
+ * Purpose: Determine the number of calculations for
+ * a CP9 Forward scanner and return it.
+ *
+ * Args: cp9 - the CP9 HMM
+ * L - length of sequence.
+ *
+ * Returns: (float) the total number of DP calculations
+ */
+float
+CP9ForwardScanDemands(CP9_t *cp9, int L)
+{
+ float dpcalcs; /* # of inner loops executed for non-bif calculations */
+
+ dpcalcs = L * cp9->M * 3.; /* 3 states per node, M nodes in the model */
+ return dpcalcs;
+}
+
+
+/***********************************************************************
+ * Function: CP9ForwardAlign
+ * based on P7Forward() <-- this function's comments below
+ * from HMMER 2.4devl core_algorithms.c
+ *
+ * Purpose: The Forward dynamic programming algorithm.
+ * The scaling issue is dealt with by working in log space
+ * and calling ILogsum(); this is a slow but robust approach.
+ *
+ * Note: Differs from CP9_scan.c:CP9Forward() in that this function
+ * does not work in 'scan' mode. CP9_scan.c:CP9Forward() can
+ * do scanning OR alignment, but is somewhat more complex than
+ * this function.
+ *
+ * Args: dsq - sequence in digitized form
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * hmm - the model
+ * mx - the dp matrix
+ *
+ * Return: log P(S|M)/P(S|R), as a bit score.
+ */
+float
+CP9ForwardAlign(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *mx)
+{
+ int status;
+ int **mmx;
+ int **imx;
+ int **dmx;
+ int **elmx;
+ int *erow;
+ int i,k;
+ int sc;
+ int L; /* subsequence length */
+ int ip; /* i': relative position in the subsequence */
+
+ if(dsq == NULL) cm_Fail("In CP9ForwardAlign() dsq is NULL.");
+ L = j0-i0+1; /* the length of the subsequence */
+
+ /* Grow the DP matrix to 0..L rows */
+ if((status = GrowCP9Matrix(mx, NULL, L, hmm->M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) cm_Fail("CP9ForwardAlign() error growing dp mx.");
+
+ /* Initialization of the zero row.
+ */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ for (k = 1; k <= hmm->M; k++)
+ mmx[0][k] = imx[0][k] = -INFTY; /* need seq to get here */
+ for (k = 1; k <= hmm->M; k++)
+ dmx[0][k] = ILogsum(ILogsum(mmx[0][k-1] + hmm->tsc[CTMD][k-1],
+ imx[0][k-1] + hmm->tsc[CTID][k-1]),
+ dmx[0][k-1] + hmm->tsc[CTDD][k-1]);
+
+ erow[0] = dmx[0][hmm->M] + hmm->tsc[CTDM][hmm->M];
+ /*printf("i: %d score(erow[ip]): %f erow[ip]: %d\n", 0, Scorify(erow[0]), erow[0]);*/
+ /* Recursion. Done as a pull.
+ */
+ for (ip = 1; ip <= L; ip++) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+
+ mmx[ip][0] = dmx[ip][0] = -INFTY; /*M_0 (B) and D_0 (non-existent)
+ don't emit.
+ */
+ imx[ip][0] = ILogsum(ILogsum(mmx[ip-1][0] + hmm->tsc[CTMI][0],
+ imx[ip-1][0] + hmm->tsc[CTII][0]),
+ dmx[ip-1][0] + hmm->tsc[CTDI][0]);
+ imx[ip][0] += hmm->isc[dsq[i]][0];
+ for (k = 1; k <= hmm->M; k++)
+ {
+ mmx[ip][k] = ILogsum(ILogsum(mmx[ip-1][k-1] + hmm->tsc[CTMM][k-1],
+ imx[ip-1][k-1] + hmm->tsc[CTIM][k-1]),
+ ILogsum(mmx[ip-1][0] + hmm->bsc[k],
+ dmx[ip-1][k-1] + hmm->tsc[CTDM][k-1]));
+ mmx[ip][k] += hmm->msc[dsq[i]][k];
+
+ dmx[ip][k] = ILogsum(ILogsum(mmx[ip][k-1] + hmm->tsc[CTMD][k-1],
+ imx[ip][k-1] + hmm->tsc[CTID][k-1]),
+ dmx[ip][k-1] + hmm->tsc[CTDD][k-1]);
+
+ imx[ip][k] = ILogsum(ILogsum(mmx[ip-1][k] + hmm->tsc[CTMI][k],
+ imx[ip-1][k] + hmm->tsc[CTII][k]),
+ dmx[ip-1][k] + hmm->tsc[CTDI][k]);
+ imx[ip][k] += hmm->isc[dsq[i]][k];
+ }
+ erow[ip] = -INFTY;
+ for (k = 1; k <= hmm->M; k++)
+ erow[ip] = ILogsum(erow[ip], mmx[ip][k] + hmm->esc[k]);
+ erow[ip] = ILogsum(erow[ip], dmx[ip][hmm->M] + hmm->tsc[CTDM][hmm->M]);
+ erow[ip] = ILogsum(erow[ip], imx[ip][hmm->M] + hmm->tsc[CTIM][hmm->M]);
+ /* transition from D_M -> end */
+ /*printf("i: %d score(erow[ip]): %f erow[ip]: %d\n", i, Scorify(erow[ip]), erow[ip]);*/
+ }
+ sc = erow[L];
+ /*printf("F erow[%d]: %d\n", i, erow[L]);*/
+
+ return Scorify(sc); /* the total Forward score. */
+}
+
+/* Function: CP9ViterbiAlign()
+ * based on P7Viterbi() <-- this function's comments below
+ * from HMMER 2.4devl core_algorithms.c
+ *
+ * Purpose: The Viterbi dynamic programming algorithm.
+ * Identical to Forward() except that max's
+ * replace sum's.
+ *
+ * Args: dsq - sequence in digitized form
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * hmm - the model
+ * mx - reused DP matrix
+ * ret_tr - RETURN: traceback; pass NULL if it's not wanted
+ *
+ * Return: log P(S|M)/P(S|R), as a bit score
+ */
+float
+CP9ViterbiAlign(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *mx,
+ CP9trace_t **ret_tr)
+{
+ int status;
+ CP9trace_t *tr;
+ int **mmx;
+ int **imx;
+ int **dmx;
+ int **elmx;
+ int *erow;
+ int i,k,c;
+ int sc;
+ int W; /* subsequence length */
+ int ip; /* i': relative position in the subsequence */
+
+ if(dsq == NULL) cm_Fail("in CP9ViterbiAlign(), dsq is NULL.");
+
+ W = j0-i0+1; /* the length of the subsequence */
+
+ /* Grow the DP matrix to 0..W rows */
+ if((status = GrowCP9Matrix(mx, NULL, W, hmm->M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) cm_Fail("CP9ViterbiAlign() error growing dp mx.");
+ /* Initialization of the zero row.
+ */
+ mmx[0][0] = 0; /* M_0 is state B, and everything starts in B */
+ imx[0][0] = -INFTY; /* I_0 is state N, can't get here without emitting*/
+ dmx[0][0] = -INFTY; /* D_0 doesn't exist. */
+ elmx[0][0]= -INFTY; /* can't go from B to EL state */
+ erow[0] = -INFTY;
+
+ /* Because there's a D state for every node 1..M,
+ dmx[0][k] is possible for all k 1..M */
+ for (k = 1; k <= hmm->M; k++)
+ mmx[0][k] = imx[0][k] = elmx[0][k] = -INFTY; /* need seq to get here */
+ for (k = 1; k <= hmm->M; k++)
+ {
+ dmx[0][k] = -INFTY;
+ if((sc = mmx[0][k-1] + hmm->tsc[CTMD][k-1]) > dmx[0][k])
+ dmx[0][k] = sc;
+ if((sc = dmx[0][k-1] + hmm->tsc[CTDD][k-1]) > dmx[0][k])
+ dmx[0][k] = sc;
+ }
+
+ /* Recursion. Done as a pull.
+ * Note some slightly wasteful boundary conditions:
+ */
+ for (ip = 1; ip <= W; ip++) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from i0 to j0 */
+ mmx[ip][0] = dmx[ip][0] = -INFTY; /* M_0 (B) and D_0 (non-existent)
+ * don't emit. */
+ elmx[ip][0] = -INFTY; /* there is no EL state for node 0 */
+ imx[ip][0] = -INFTY;
+ if((sc = mmx[ip-1][0] + hmm->tsc[CTMI][0]) > imx[ip][0])
+ imx[ip][0] = sc;
+ if((sc = imx[ip-1][0] + hmm->tsc[CTII][0]) > imx[ip][0])
+ imx[ip][0] = sc;
+ if((sc = dmx[ip-1][0] + hmm->tsc[CTDI][0]) > imx[ip][0])
+ imx[ip][0] = sc;
+ if(imx[ip][0] != -INFTY)
+ imx[ip][0] += hmm->isc[dsq[i]][0];
+ else
+ imx[ip][0] = -INFTY;
+
+ for (k = 1; k <= hmm->M; k++)
+ {
+ /*match state*/
+ mmx[ip][k] = -INFTY;
+ if((sc = mmx[ip-1][k-1] + hmm->tsc[CTMM][k-1]) > mmx[ip][k])
+ mmx[ip][k] = sc;
+ if((sc = imx[ip-1][k-1] + hmm->tsc[CTIM][k-1]) > mmx[ip][k])
+ mmx[ip][k] = sc;
+ if((sc = mmx[ip-1][0] + hmm->bsc[k]) > mmx[ip][k])
+ mmx[ip][k] = sc;
+ if((sc = dmx[ip-1][k-1] + hmm->tsc[CTDM][k-1]) > mmx[ip][k])
+ mmx[ip][k] = sc;
+ /* Check if we came from an EL state */
+ if(hmm->flags & CPLAN9_EL) /* no need to waste time */
+ {
+ for(c = 0; c < hmm->el_from_ct[k]; c++) /* el_from_ct[k] is >= 0 */
+ {
+ /* transition penalty to EL incurred when EL was entered */
+ if((sc = elmx[ip-1][hmm->el_from_idx[k][c]]) > mmx[ip][k])
+ mmx[ip][k] = sc;
+ }
+ }
+ if(mmx[ip][k] != -INFTY)
+ mmx[ip][k] += hmm->msc[dsq[i]][k];
+ else
+ mmx[ip][k] = -INFTY;
+
+ /*insert state*/
+ imx[ip][k] = -INFTY;
+ if((sc = mmx[ip-1][k] + hmm->tsc[CTMI][k]) > imx[ip][k])
+ imx[ip][k] = sc;
+ if((sc = imx[ip-1][k] + hmm->tsc[CTII][k]) > imx[ip][k])
+ imx[ip][k] = sc;
+ if((sc = dmx[ip-1][k] + hmm->tsc[CTDI][k]) > imx[ip][k])
+ imx[ip][k] = sc;
+ if(imx[ip][k] != -INFTY)
+ imx[ip][k] += hmm->isc[dsq[i]][k];
+ else
+ imx[ip][k] = -INFTY;
+
+ /*delete state*/
+ dmx[ip][k] = -INFTY;
+ if((sc = mmx[ip][k-1] + hmm->tsc[CTMD][k-1]) > dmx[ip][k])
+ dmx[ip][k] = sc;
+ if((sc = imx[ip][k-1] + hmm->tsc[CTID][k-1]) > dmx[ip][k])
+ dmx[ip][k] = sc;
+ if((sc = dmx[ip][k-1] + hmm->tsc[CTDD][k-1]) > dmx[ip][k])
+ dmx[ip][k] = sc;
+
+ /*EL (end-local) state*/
+ elmx[ip][k] = -INFTY;
+ if((hmm->flags & CPLAN9_EL) && hmm->has_el[k]) /* not all HMM nodes have an EL state (for ex:
+ HMM nodes that map to right half of a MATP_MP) */
+ {
+ if((sc = mmx[ip][k] + hmm->tsc[CTMEL][k]) > elmx[ip][k])
+ elmx[ip][k] = sc; /* transitioned from cur node's match state */
+ if((sc = elmx[ip-1][k] + hmm->el_selfsc) > elmx[ip][k])
+ elmx[ip][k] = sc; /* transitioned from cur node's EL state emitted ip on transition */
+ }
+ }
+ erow[ip] = -INFTY;
+ for (k = 1; k <= hmm->M; k++)
+ if ((sc = mmx[ip][k] + hmm->esc[k]) > erow[ip])
+ erow[ip] = sc;
+ if ((sc = dmx[ip][hmm->M] + hmm->tsc[CTDM][hmm->M]) > erow[ip]) /* transition from D_M -> end */
+ erow[ip] = sc;
+ /* check if we came from an EL */
+ if(hmm->flags & CPLAN9_EL) /* no need to waste time */
+ {
+ for(c = 0; c < hmm->el_from_ct[hmm->M+1]; c++) /* el_from_ct[hmm->M+1] holds # ELs that can go to END */
+ {
+ /* transition penalty to EL incurred when EL was entered */
+ if((sc = elmx[ip][hmm->el_from_idx[hmm->M+1][c]]) > erow[ip])
+ erow[ip] = sc;
+ }
+ }
+ }
+ sc = erow[W];
+ /* printf("returning sc: %d from CP9ViterbiAlign()\n", sc); */
+
+ if (ret_tr != NULL) {
+ CP9ViterbiTrace(hmm, dsq, i0, j0, mx, &tr);
+ /* CP9PrintTrace(stdout, tr, hmm, dsq); */
+ *ret_tr = tr;
+ }
+ return Scorify(sc); /* the total Viterbi score. */
+}
+
+/*********************************************************************
+ * Function: CP9BackwardAlign
+ * based on P7Backward() <-- this function's comments below
+ * from HMMER 2.4devl core_algorithms.c
+ *
+ * Note: Differs from CP9_scan.c:CP9Backward() in that this function
+ * does not work in 'scan' mode. CP9_scan.c:CP9Backward() can
+ * do scanning OR alignment, but is somewhat more complex than
+ * this function.
+ *
+ * Purpose: The Backward dynamic programming algorithm.
+ * The scaling issue is dealt with by working in log space
+ * and calling ILogsum(); this is a slow but robust approach.
+ *
+ * Args: dsq - sequence in digitized form
+ * i0 - start of target subsequence (often 1, beginning of dsq)
+ * j0 - end of target subsequence (often L, end of dsq)
+ * hmm - the model
+ * mx - the dp matrix
+ *
+ * Return: log P(S|M)/P(S|R), as a bit score.
+ */
+float
+CP9BackwardAlign(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *mx)
+{
+ int status;
+ int **mmx;
+ int **imx;
+ int **dmx;
+ int **elmx;
+ int *erow;
+ int i,k;
+ int sc;
+
+ int W; /* subsequence length */
+ int ip; /* i': relative position in the subsequence */
+
+ if(dsq == NULL) cm_Fail("in CP9BackwardAlign(), dsq is NULL.");
+
+ W = j0-i0+1; /* the length of the subsequence */
+
+ /* Grow the DP matrix to 0..W rows */
+ if((status = GrowCP9Matrix(mx, NULL, W, hmm->M, &mmx, &imx, &dmx, &elmx, &erow)) != eslOK) cm_Fail("CP9ForwardAlign() error growing dp mx.");
+
+ /* Initialization of the W row.
+ */
+ i = j0;
+
+ erow[W] = 0; /*have to end in E*/
+
+ mmx[W][hmm->M] = erow[W] + hmm->esc[hmm->M]; /* M<-E ... */
+ mmx[W][hmm->M] += hmm->msc[dsq[i]][hmm->M]; /* ... + emitted match symbol */
+ /* can't come from I_M b/c we've emitted a single residue, L from M_M */
+ imx[W][hmm->M] = erow[W] + hmm->tsc[CTIM][hmm->M]; /* I_M(C)<-E ... */
+ imx[W][hmm->M] += hmm->isc[dsq[i]][hmm->M]; /* ... + emitted match symbol */
+ dmx[W][hmm->M] = erow[W] + hmm->tsc[CTDM][hmm->M]; /* D_M<-E */
+ for (k = hmm->M-1; k >= 1; k--)
+ {
+ mmx[W][k] = hmm->esc[k] + erow[W];
+ mmx[W][k] = ILogsum(mmx[W][k], dmx[W][k+1] + hmm->tsc[CTMD][k]);
+ mmx[W][k] += hmm->msc[dsq[i]][k];
+
+ imx[W][k] = dmx[W][k+1] + hmm->tsc[CTID][k];
+ imx[W][k] += hmm->isc[dsq[i]][k];
+
+ dmx[W][k] = dmx[W][k+1] + hmm->tsc[CTDD][k];
+ }
+
+ mmx[W][0] = -INFTY; /*M_0 doesn't emit*/
+ imx[W][0] = dmx[W][1] + hmm->tsc[CTID][0];
+ imx[W][0] += hmm->isc[dsq[i]][hmm->M];
+ dmx[W][0] = -INFTY; /*D_0 doesn't exist*/
+
+ /* Recursion. Done as a pull.
+ */
+
+ for (ip = W-1; ip >= 1; ip--) /* ip is the relative position in the seq */
+ {
+ i = i0+ip-1; /* e.g. i is actual index in dsq, runs from j0 down to i0 */
+ erow[ip] = -INFTY;
+
+ /* Now the main states. Note the boundary conditions at M.
+ */
+ mmx[ip][hmm->M] = imx[ip+1][hmm->M] + hmm->tsc[CTMI][hmm->M];
+ mmx[ip][hmm->M] += hmm->msc[dsq[i]][hmm->M];
+ imx[ip][hmm->M] = imx[ip+1][hmm->M] + hmm->tsc[CTII][hmm->M];
+ imx[ip][hmm->M] += hmm->isc[dsq[i]][hmm->M];
+ dmx[ip][hmm->M] = imx[ip+1][hmm->M] + hmm->tsc[CTDI][hmm->M]; /* * */
+ for (k = hmm->M-1; k >= 1; k--)
+ {
+ mmx[ip][k] = ILogsum(ILogsum(mmx[ip+1][k+1] + hmm->tsc[CTMM][k],
+ imx[ip+1][k] + hmm->tsc[CTMI][k]),
+ dmx[ip][k+1] + hmm->tsc[CTMD][k]);
+ mmx[ip][k] += hmm->msc[dsq[i]][k];
+
+ imx[ip][k] = ILogsum(ILogsum(mmx[ip+1][k+1] + hmm->tsc[CTIM][k],
+ imx[ip+1][k] + hmm->tsc[CTII][k]),
+ dmx[ip][k+1] + hmm->tsc[CTID][k]);
+ imx[ip][k] += hmm->isc[dsq[i]][k];
+
+ dmx[ip][k] = ILogsum(ILogsum(mmx[ip+1][k+1] + hmm->tsc[CTDM][k],
+ imx[ip+1][k] + hmm->tsc[CTDI][k]),
+ dmx[ip][k+1] + hmm->tsc[CTDD][k]);
+ }
+
+ imx[ip][0] = ILogsum(ILogsum(mmx[ip+1][1] + hmm->tsc[CTIM][0],
+ imx[ip+1][0] + hmm->tsc[CTII][0]),
+ dmx[ip][1] + hmm->tsc[CTID][0]);
+ imx[ip][0] += hmm->isc[dsq[i]][0];
+ mmx[ip][0] = -INFTY;
+ /*for (k = hmm->M-1; k >= 1; k--)*/ /*M_0 is the B state, it doesn't emit*/
+ for (k = hmm->M; k >= 1; k--) /*M_0 is the B state, it doesn't emit*/
+ mmx[ip][0] = ILogsum(mmx[ip][0], mmx[ip+1][k] + hmm->bsc[k]);
+ /* 04.17.07 NOTE: ERROR! mmx[ip][k==0] should takes mmx[ip+0(not 1)][k] b/c
+ * M_0 does not emit, and ip was accounted for in mmx[ip][k] */
+ mmx[ip][0] = ILogsum(mmx[ip][0], imx[ip+1][k] + hmm->tsc[CTMI][k]);
+ mmx[ip][0] = ILogsum(mmx[ip][0], dmx[ip][k+1] + hmm->tsc[CTMD][k]);
+
+ dmx[ip][0] = -INFTY; /* D_0 does not exist */
+ }
+ /* case when ip = 0 */
+ erow[0] = -INFTY;
+ mmx[0][hmm->M] = -INFTY; /* need seq to get here */
+ imx[0][hmm->M] = -INFTY; /* need seq to get here */
+ dmx[0][hmm->M] = imx[1][hmm->M] + hmm->tsc[CTDI][hmm->M]; /* * */
+ for (k = hmm->M-1; k >= 1; k--)
+ {
+ mmx[0][k] = -INFTY; /* need seq to get here */
+ imx[0][k] = -INFTY; /* need seq to get here */
+ dmx[0][k] = ILogsum(ILogsum(mmx[1][k+1] + hmm->tsc[CTDM][k],
+ imx[1][k] + hmm->tsc[CTDI][k]),
+ dmx[0][k+1] + hmm->tsc[CTDD][k]);
+ }
+ imx[0][0] = -INFTY; /*need seq to get here*/
+ dmx[0][0] = -INFTY; /*D_0 doesn't exist*/
+
+ mmx[0][0] = -INFTY;
+ for (k = hmm->M; k >= 1; k--) /*M_0 is the B state, it doesn't emit*/
+ {
+ mmx[0][0] = ILogsum(mmx[0][0], mmx[1][k] + hmm->bsc[k]);
+ }
+ mmx[0][0] = ILogsum(mmx[0][0], imx[1][0] + hmm->tsc[CTMI][0]);
+ mmx[0][0] = ILogsum(mmx[0][0], dmx[0][1] + hmm->tsc[CTMD][0]);
+
+ sc = mmx[0][0];
+ /*printf("B final score: %f (i: %d)\n", Scorify(sc), sc);*/
+
+ return Scorify(sc); /* the total Backward score. */
+}
diff --git a/src/old_funcs.h b/src/old_funcs.h
new file mode 100644
index 0000000..f54bca7
--- /dev/null
+++ b/src/old_funcs.h
@@ -0,0 +1,264 @@
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_dirichlet.h"
+#include "esl_distance.h"
+#include "esl_dmatrix.h"
+#include "esl_exponential.h"
+#include "esl_fileparser.h"
+#include "esl_gamma.h"
+#include "esl_getopts.h"
+#include "esl_gev.h"
+#include "esl_gumbel.h"
+#include "esl_histogram.h"
+#include "esl_hyperexp.h"
+#include "esl_keyhash.h"
+#include "esl_minimizer.h"
+#include "esl_mixgev.h"
+/*#include "esl_mpi.h"*/
+#include "esl_msa.h"
+#include "esl_msacluster.h"
+#include "esl_msaweight.h"
+#include "esl_normal.h"
+#include "esl_paml.h"
+#include "esl_random.h"
+#include "esl_ratematrix.h"
+#include "esl_regexp.h"
+#include "esl_rootfinder.h"
+#include "esl_scorematrix.h"
+#include "esl_sqio.h"
+#include "esl_ssi.h"
+#include "esl_stack.h"
+#include "esl_stats.h"
+#include "esl_stopwatch.h"
+#include "esl_stretchexp.h"
+/*#include "esl_swat.h"*/
+#include "esl_tree.h"
+#include "esl_vectorops.h"
+#include "esl_weibull.h"
+#include "esl_wuss.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+#ifdef HAVE_MPI
+#include "mpi.h"
+#endif
+
+/* from old_cm_dpsearch.c */
+extern float CYKScan(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W,
+ float cutoff, search_results_t *results);
+extern float CYKBandedScan(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W,
+ float cutoff, search_results_t *results);
+
+extern float CYKScanRequires(CM_t *cm, int L, int W);
+
+extern float InsideScan(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W,
+ float cutoff, search_results_t *results);
+extern float InsideBandedScan(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W,
+ float cutoff, search_results_t *results);
+extern void InsideBandedScan_jd(CM_t *cm, ESL_DSQ *dsq, int *jmin, int *jmax, int **hdmin, int **hdmax,
+ int i0, int j0, int W,
+ int *ret_nhits, int **ret_hitr,
+ int **ret_hiti, int **ret_hitj, float **ret_hitsc,
+ float min_thresh);
+extern float iInsideScan(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W,
+ float cutoff, search_results_t *results);
+extern float iInsideBandedScan(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W,
+ float cutoff, search_results_t *results);
+
+/* from old_cm_dpalign.c */
+extern int OldActuallyAlignTargets(CM_t *cm, seqs_to_aln_t *seqs_to_aln, ESL_DSQ *dsq, search_results_t *results,
+ int first_result, int bdump_level, int debug_level, int silent_mode, ESL_RANDOMNESS *r);
+extern float FInside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin);
+extern float IInside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***alpha, int ****ret_alpha,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin);
+extern float FOutside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, float ***alpha, float ****ret_alpha, int do_check);
+extern float IOutside(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***beta, int ****ret_beta,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin, int ***alpha, int ****ret_alpha, int do_check);
+extern void FCMPosterior(int L, CM_t *cm, float ***alpha, float ****ret_alpha, float ***beta,
+ float ****ret_beta, float ***post, float ****ret_post);
+extern void ICMPosterior(int L, CM_t *cm, int ***alpha, int ****ret_alpha, int ***beta,
+ int ****ret_beta, int ***post, int ****ret_post);
+extern void ICMPostalCode(CM_t *cm, int L, int ***post, Parsetree_t *tr, char **ret_pcode1, char **ret_pcode2);
+extern int Iscore2postcode(int sc);
+extern void ICMCheckPosterior(int L, CM_t *cm, int ***post);
+extern float FInside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***alpha, float ****ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern float IInside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***alpha, int ****ret_alpha,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern float FOutside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ float ***beta, float ****ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int allow_begin, float ***alpha, float ****ret_alpha,
+ int do_check, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern float IOutside_b_jd_me(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int do_full,
+ int ***beta, int ****ret_beta,
+ struct Ideckpool_s *dpool, struct Ideckpool_s **ret_dpool,
+ int allow_begin, int ***alpha, int ****ret_alpha,
+ int do_check, int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern void CMPosterior_b_jd_me(int L, CM_t *cm, float ***alpha, float ****ret_alpha,
+ float ***beta, float ****ret_beta, float ***post, float ****ret_post,
+ int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern void ICMPosterior_b_jd_me(int L, CM_t *cm, int ***alpha, int ****ret_alpha,
+ int ***beta, int ****ret_beta, int ***post, int ****ret_post,
+ int *jmin, int *jmax, int **hdmin, int **hdmax);
+extern void CMPostalCode_b_jd_me(CM_t *cm, int L, float ***post, Parsetree_t *tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax, char **ret_pcode1, char **ret_pcode2);
+extern void ICMPostalCode_b_jd_me(CM_t *cm, int L, int ***post, Parsetree_t *tr,
+ int *jmin, int *jmax, int **hdmin, int **hdmax, char **ret_pcode1, char **ret_pcode2);
+extern float ParsetreeSampleFromIInside(ESL_RANDOMNESS *r, CM_t *cm, ESL_DSQ *dsq, int L, int ***alpha, Parsetree_t **ret_tr,
+ int ****ret_alpha);
+extern float ParsetreeSampleFromIInside_b_jd_me(ESL_RANDOMNESS *r, CM_t *cm, ESL_DSQ *dsq, int L, int ***alpha, CP9Bands_t *cp9b,
+ Parsetree_t **ret_tr, int ****ret_alpha);
+extern float CYKInside_b_jd(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0,
+ Parsetree_t **ret_tr, int *jmin, int *jmax,
+ int **hdmin, int **hdmax, int *dmin, int *dmax);
+extern void debug_print_alpha_banded_jd(float ***alpha, CM_t *cm, int L, int *jmin, int *jmax,
+ int **hdmin, int **hdmax);
+extern float ** alloc_jdbanded_vjd_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+extern float CYKBandedScan_jd(CM_t *cm, ESL_DSQ *dsq, int *jmin, int *jmax, int **hdmin, int **hdmax, int i0,
+ int j0, int W, float cutoff, search_results_t *results);
+extern float iInsideBandedScan_jd(CM_t *cm, ESL_DSQ *dsq, int *jmin, int *jmax, int **hdmin, int **hdmax, int i0,
+ int j0, int W, float cutoff, search_results_t *results);
+extern int ** alloc_jdbanded_vjd_kshadow_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+extern char ** alloc_jdbanded_vjd_yshadow_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+/* memory management routines analogous to those in smallcyk.c for
+ * handling scaled int log odds scores instead of floats. */
+extern Ideckpool_t *Ideckpool_create(void);
+extern void Ideckpool_push(struct Ideckpool_s *dpool, int **deck);
+extern int Ideckpool_pop(struct Ideckpool_s *d, int ***ret_deck);
+extern void Ideckpool_free(struct Ideckpool_s *d);
+extern int **Ialloc_vjd_deck(int L, int i, int j);
+extern int Isize_vjd_deck(int L, int i, int j);
+extern void Ifree_vjd_deck(int **a, int i, int j);
+extern void Ifree_vjd_matrix(int ***a, int M, int i, int j);
+extern int ** Ialloc_jdbanded_vjd_deck(int L, int i, int j, int jmin, int jmax, int *hdmin, int *hdmax);
+
+
+/* from old_cp9_dp.c */
+extern float CP9Viterbi(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, int **ret_sc,
+ int *ret_bestpos, search_results_t *results, int do_scan, int doing_align,
+ int be_efficient, CP9_MX **ret_mx, CP9trace_t **ret_tr);
+extern float CP9Forward(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, int **ret_isc,
+ int *ret_maxres, search_results_t *results, int do_scan, int doing_align,
+ int be_efficient, CP9_MX **ret_mx);
+extern float CP9Backward(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cutoff, int **ret_isc,
+ int *ret_maxres, search_results_t *results, int do_scan, int doing_align,
+ int be_efficient, CP9_MX **ret_mx);
+extern float CP9ForwardScanDemands(CP9_t *cp9, int L);
+extern float CP9ViterbiAlign (ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *mx, CP9trace_t **ret_tr);
+extern float CP9ForwardAlign (ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *mx);
+extern float CP9BackwardAlign(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *mx);
+
+/* Functions below from old_miscfuncs.c are not compiled, they're not used for
+ * any currently working code, bu are kept solely for reference */
+#if 0
+/* from old_miscfuncs.c */
+extern float CP9Scan_dispatch(CM_t *cm,ESL_DSQ *dsq, int i0, int j0, int W, float cm_cutoff,
+ float cp9_cutoff, search_results_t *results, int doing_cp9_stats, int *ret_flen);
+extern float RescanFilterSurvivors(CM_t *cm, ESL_DSQ *dsq, search_results_t *hmm_results, int i0,
+ int j0, int W, int padmode, int ipad, int jpad, int do_collapse,
+ float cm_cutoff, float cp9_cutoff, search_results_t *results,
+ int *ret_flen);
+extern void CP9ScanPosterior(ESL_DSQ *dsq, int i0, int j0, CP9_t *hmm, CP9_MX *fmx, CP9_MX *bmx, CP9_MX *mx)
+extern float FindCP9FilterThreshold(CM_t *cm, CMStats_t *cmstats, ESL_RANDOMNESS *r,
+ float Fmin, float Smin, float Starget, float Spad, int N,
+ int use_cm_cutoff, float cm_ecutoff, int db_size,
+ int emit_mode, int fthr_mode, int hmm_gum_mode,
+ int do_fastfil, int do_Fstep, int my_rank, int nproc,
+ int do_mpi, char *histfile, FILE *Rpts_fp, float *ret_F);
+extern int ConfigForGumbelMode(CM_t *cm, int statmode);
+#endif
+
+/* Old functions from cplan9.c for setting CP9 attributes.
+ * These attributes are never used anymore, as of 01.04.07
+ */
+#if 0
+extern void CPlan9SetName(CP9_t *hmm, char *name);
+extern void CPlan9SetAccession(CP9_t *hmm, char *acc);
+extern void CPlan9SetDescription(CP9_t *hmm, char *desc);
+extern void CPlan9ComlogAppend(CP9_t *hmm, int argc, char **argv);
+extern void CPlan9SetCtime(CP9_t *hmm);
+#endif
+
+/* Old MPI functions from mpisupport.c */
+#if 0
+extern void mpi_worker_search_target(CM_t *cm, int my_rank);
+extern void mpi_worker_cm_and_cp9_search(CM_t *cm, int do_fast, int my_rank);
+extern void mpi_worker_cm_and_cp9_search_maxsc(CM_t *cm, int do_fast, int do_minmax, int my_rank);
+extern int dsq_MPISend(ESL_DSQ *dsq, int L, int dest);
+extern int dsq_MPIRecv(ESL_DSQ **ret_dsq, int *ret_L);
+extern int dsq_maxsc_MPISend(char *dsq, int L, float maxsc, int dest);
+extern int dsq_maxsc_MPIRecv(char **ret_dsq, int *ret_L, float *ret_maxsc);
+#endif
+
+#if 0
+/* old hmmband.c funcs */
+extern void simple_cp9_HMM2ijBands(CM_t *cm, int ncc, int *node_cc_left, int *node_cc_right,
+ int *pn_min_m, int *pn_max_m, int *pn_min_i, int *pn_max_i,
+ int *pn_min_d, int *pn_max_d, int *imin, int *imax,
+ int *jmin, int *jmax, int **cs2hn_map, int **cs2hs_map,
+ int debug_level);
+/* old hmmband.c Plan 7 HMM banding functions */
+extern void P7_hmm_band_bounds(int **post, int L, int M, int *isum_pn, int *pn_min, int *pn_max,
+ double p_thresh, int state_type, int debug_level);
+extern void P7_map_cm2hmm_and_hmm2cm(CM_t *cm, struct plan7_s *hmm, int *node_cc_left, int *node_cc_right, int *cc_node_map, int ***ret_cs2hn_map, int ***ret_cs2hs_map, int ****ret_hns2cs_map, int debug_level);
+extern void P7_last_hmm_insert_state_hack(int M, int *pn_min_m, int *pn_max_m, int *pn_min_i, int *pn_max_i);
+extern void P7_last_and_first_hmm_delete_state_hack(int M, int *pn_min_m, int *pn_max_m, int *pn_min_d, int *pn_max_d, int L);
+extern void P7FullPosterior(int L, struct plan7_s *hmm, struct dpmatrix_s *forward, struct dpmatrix_s *backward, struct dpmatrix_s *mx);
+extern void P7_ifill_post_sums(struct dpmatrix_s *post, int L, int M, int *isum_pn_m, int *isum_pn_i, int *isum_pn_d);
+extern void P7_debug_print_post_decode(int L, int M, struct dpmatrix_s *posterior);
+extern void P7_debug_print_dp_matrix(int L, int M, struct dpmatrix_s *mx);
+#endif
+
+/* old sub_cm.c functions */
+#if 0
+extern int check_sub_cm_by_sampling2(CM_t *orig_cm, CM_t *sub_cm, ESL_RANDOMNESS *r, int spos, int epos, int nseq);
+#endif
+
+#if 0
+/* old cmcalibrate.c functiions */
+extern seqs_to_aln_t *cm_emit_seqs_to_aln_above_cutoff(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, int nseq);
+extern float search_target_cm_calibration(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W, float **ret_vsc);
+extern int process_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ int emit_from_cm, float ***ret_vscAA, float **ret_cp9scA, float **ret_other_cp9scA);
+#endif
+
+#if 0
+/* EPN, Fri Jan 4 14:27:42 2008, realized we shouldn't allow zeroing of inserts outside cmbuild, b/c this would invalidate E-values */
+extern void CMHackInsertScores(CM_t *cm);
+extern void CP9HackInsertScores(CP9_t *cp9);
+#endif
+
+#if 0
+/* EPN, Mon Jan 7 14:10:43 2008, changed entropy weighting functions to HMMER3 entropy weighting functions */
+extern double CM_Eweight(CM_t *cm, const Prior_t *pri,
+ float numb_seqs, float targetent);
+extern void ModelContent(float *ent1, float *ent2, int M);
+extern double CM_Eweight_RE(CM_t *cm, const Prior_t *pri, float numb_seqs,
+ float target_relent, float *randomseq);
+extern double DRelEntropy(double *p, double *f, int n);
+#endif
+
diff --git a/src/old_miscfuncs.c b/src/old_miscfuncs.c
new file mode 100644
index 0000000..cd456dc
--- /dev/null
+++ b/src/old_miscfuncs.c
@@ -0,0 +1,9165 @@
+/* old_miscfuncs.c
+ * EPN, Wed Dec 5 10:35:55 2007
+ *
+ * Options from Infernal codebase as of revision 2243 that
+ * are not used in any circumstance. These are typically not
+ * old DP functions which can be found in old_cm_dpsearch.c,
+ * old_cm_dpalign.c and old_cp9_dp.c.
+ *
+ * This code is kept solely for reference, and is not
+ * compiled/compilable.
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_histogram.h"
+#include "esl_stopwatch.h"
+#include "esl_vectorops.h"
+#include "esl_stats.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+
+/***********************************************************************
+ * Function: CP9Scan_dispatch()
+ * Incept: EPN, Tue Jan 9 06:28:49 2007
+ *
+ * Purpose: Scan a sequence with a CP9, potentially rescan CP9 hits with CM.
+ *
+ * 3 possible modes:
+ *
+ * Mode 1: Filter mode with default pad
+ * (IF cm->search_opts & CM_SEARCH_HMMFILTER and
+ * !cm->search_opts & CM_SEARCH_HMMPAD)
+ * Scan with CP9Forward() to get likely endpoints (j) of
+ * hits, for each j do a CP9Backward() from j-W+1..j to get
+ * the most likely start point i for this j.
+ * Set i' = j-W+1 and
+ * j' = i+W-1.
+ * Each i'..j' subsequence is rescanned with the CM.
+ *
+ * Mode 2: Filter mode with user-defined pad
+ * (IF cm->search_opts & CM_SEARCH_HMMFILTER and
+ * cm->search_opts & CM_SEARCH_HMMPAD)
+ * Same as mode 1, but i' and j' defined differently:
+ * Set i' = i - (cm->hmmpad) and
+ * j' = j + (cm->hmmpad)
+ * Each i'..j' subsequence is rescanned with the CM.
+ *
+ * Mode 3: HMM only mode (IF cm->search_opts & CM_SEARCH_HMMONLY)
+ * Hit boundaries i and j are defined the same as in mode 1, but
+ * no rescanning with CM takes place. i..j hits are reported
+ * (note i' and j' are never calculated).
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cm_cutoff - minimum CM score to report
+ * cp9_cutoff - minimum CP9 score to report (or keep if filtering)
+ * results - search_results_t to add to, only passed to
+ * OldActuallySearchTarget()
+ * doing_cp9_stats- TRUE if we're calc'ing stats for the CP9, in this
+ * case we never rescan with CM
+ * ret_flen - RETURN: subseq len that survived filter
+ * Returns: best_sc, score of maximally scoring end position j
+ */
+float
+CP9Scan_dispatch(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cm_cutoff,
+ float cp9_cutoff, search_results_t *results, int doing_cp9_stats,
+ int *ret_flen)
+{
+ int h;
+ int i;
+ int min_i;
+ float best_hmm_sc;
+ float best_hmm_fsc;
+ float cur_best_hmm_bsc;
+ float best_cm_sc;
+ int flen;
+ float ffrac;
+ int do_collapse;
+ int ipad;
+ int jpad;
+ int padmode;
+ search_results_t *fwd_results;
+ search_results_t *bwd_results;
+
+ /* check contract */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CP9Scan_dispatch(), cm->cp9 is NULL\n");
+ if((cm->search_opts & CM_SEARCH_HMMPAD) &&
+ (!(cm->search_opts & CM_SEARCH_HMMFILTER)))
+ cm_Fail("ERROR in CP9Scan_dispatch(), CM_SEARCH_HMMPAD flag up, but CM_SEARCH_HMMFILTER flag down.\n");
+ if(!doing_cp9_stats && (!((cm->search_opts & CM_SEARCH_HMMFILTER) ||
+ (cm->search_opts & CM_SEARCH_HMMONLY))))
+ cm_Fail("ERROR in CP9Scan_dispatch(), not doing CP9 stats and neither CM_SEARCH_HMMFILTER nor CM_SEARCH_HMMONLY flag is up.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9Scan_dispatch, dsq is NULL.");
+
+ /*printf("in CP9Scan_dispatch(), i0: %d j0: %d\n", i0, j0);
+ printf("cp9_cutoff: %f\n", cp9_cutoff);*/
+
+ best_cm_sc = best_hmm_sc = IMPOSSIBLE;
+ /* set up options for RescanFilterSurvivors() if we're filtering */
+ if(cm->search_opts & CM_SEARCH_HMMFILTER)
+ {
+ if(cm->search_opts & CM_SEARCH_HMMPAD) /* mode 2 */
+ {
+ padmode = PAD_SUBI_ADDJ;
+ ipad = jpad = cm->hmmpad; /* subtract hmmpad from i, add hmmpad to j */
+ }
+ else /* mode 1 */
+ {
+ padmode = PAD_ADDI_SUBJ;
+ ipad = jpad = W-1; /* subtract W-1 from j, add W-1 to i */
+ }
+ if(cm->search_opts && CM_SEARCH_HBANDED)
+ do_collapse = FALSE;
+ else
+ do_collapse = TRUE;
+ }
+
+ /* Scan the (sub)seq w/Forward, getting j end points of hits above cutoff */
+ fwd_results = CreateResults(INIT_RESULTS);
+ best_hmm_fsc = CP9Forward(cm, dsq, i0, j0, W, cp9_cutoff, NULL, NULL, fwd_results,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ best_hmm_sc = best_hmm_fsc;
+
+ /* Remove overlapping hits, if we're being greedy */
+ if(cm->search_opts & CM_SEARCH_HMMGREEDY) /* resolve overlaps by being greedy */
+ {
+ assert(i0 == 1);
+ remove_overlapping_hits (fwd_results, i0, j0);
+ }
+
+ /* Determine start points (i) of the hits based on Backward scan starting at j,
+ * report hits IFF CM_SEARCH_HMMONLY */
+ bwd_results = CreateResults(INIT_RESULTS);
+ for(h = 0; h < fwd_results->num_results; h++)
+ {
+ min_i = (fwd_results->data[h].stop - W + 1) >= 1 ? (fwd_results->data[h].stop - W + 1) : 1;
+ cur_best_hmm_bsc = CP9Backward(cm, dsq, min_i, fwd_results->data[h].stop, W, cp9_cutoff,
+ NULL, /* don't care about score of each posn */
+ &i, /* set i as the best scoring start point from j-W..j */
+ ((cm->search_opts & CM_SEARCH_HMMONLY) ? results : bwd_results),
+ TRUE, /* we're scanning */
+ /*FALSE,*/ /* we're not scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* don't rescan */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ //FALSE, /* don't be memory efficient */
+ //&bmx); /* give the DP matrix back */
+ /* this only works if we've saved the matrices, and didn't do scan mode
+ * for both Forward and Backward:
+ * debug_check_CP9_FB(fmx, bmx, cm->cp9, cur_best_hmm_bsc, i0, j0, dsq); */
+
+ if(cur_best_hmm_bsc > best_hmm_sc) best_hmm_sc = cur_best_hmm_bsc;
+ /*printf("cur_best_hmm_bsc: %f\n", cur_best_hmm_bsc);*/
+ }
+ /* Rescan with CM if we're filtering and not doing cp9 stats */
+ if(!doing_cp9_stats && (cm->search_opts & CM_SEARCH_HMMFILTER))
+ {
+ /* Remove overlapping hits, if we're being greedy */
+ if(cm->search_opts & CM_SEARCH_HMMGREEDY)
+ {
+ assert(i0 == 1);
+ remove_overlapping_hits (bwd_results, i0, j0);
+ }
+ best_cm_sc = RescanFilterSurvivors(cm, dsq, bwd_results, i0, j0, W,
+ padmode, ipad, jpad,
+ do_collapse, cm_cutoff, cp9_cutoff,
+ results, &flen);
+ if(flen == 0) ffrac = 100.;
+ else ffrac = 1. - (((float) flen) / (((float) (j0-i0+1))));
+ /*if(!(cm->search_opts & CM_SEARCH_HMMONLY))
+ printf("orig_len: %d flen: %d fraction %6.2f\n", (j0-i0+1), (flen), ffrac);*/
+ }
+ FreeResults (fwd_results);
+ FreeResults (bwd_results);
+
+ /*printf("in CP9Scan_dispatch, returning best_hmm_sc: %f\n", best_hmm_sc);*/
+ if(doing_cp9_stats || cm->search_opts & CM_SEARCH_HMMONLY)
+ return best_hmm_sc;
+ else
+ return best_cm_sc;
+}
+
+/* Function: CP9ScanPosterior()
+ * based on Ian Holmes' hmmer/src/postprob.c::P7EmitterPosterior()
+ *
+ * Purpose: Combines Forward and Backward scanning matrices into a posterior
+ * probability matrix.
+ *
+ * The main difference between this function and CP9Posterior()
+ * in hmmband.c is that this func takes matrices from CP9ForwardBackwardScan()
+ * in which parses are allowed to start and end in any residue.
+ * In CP9Posterior(), the matrices are calc'ed in CP9Forward()
+ * and CP9Backward() which force all parses considered to start at posn
+ * 1 and end at L. This means here we have to calculate probability
+ * that each residue from 1 to L is contained in any parse prior
+ * to determining the posterior probability it was emitted from
+ * each state.
+ *
+ * For emitters (match and inserts) the
+ * entries in row i of this matrix are the logs of the posterior
+ * probabilities of each state emitting symbol i of the sequence.
+ * For non-emitters the entries in row i of this matrix are the
+ * logs of the posterior probabilities of each state being 'visited'
+ * when the last emitted residue in the parse was symbol i of the
+ * sequence.
+ * The last point distinguishes this function from P7EmitterPosterior()
+ * which set all posterior values for for non-emitting states to -INFTY.
+ * The caller must allocate space for the matrix, although the
+ * backward matrix can be used instead (overwriting it will not
+ * compromise the algorithm).
+ *
+ * Args: dsq - sequence in digitized form
+ * i0 - start of target subsequence
+ * j0 - end of target subsequence
+ * hmm - the model
+ * forward - pre-calculated forward matrix
+ * backward - pre-calculated backward matrix
+ * mx - pre-allocated dynamic programming matrix
+ *
+ * Return: void
+ */
+void
+CP9ScanPosterior(ESL_DSQ *dsq, int i0, int j0,
+ CP9_t *hmm,
+ CP9_MX *fmx,
+ CP9_MX *bmx,
+ CP9_MX *mx)
+{
+ int i;
+ int ip;
+ int k;
+ int fb_sum; /* tmp value, the probability that the current residue (i) was
+ * visited in any parse */
+ /* contract check */
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9ScanPosterior(), dsq is NULL.");
+
+ /*printf("\n\nin CP9ScanPosterior() i0: %d, j0: %d\n", i0, j0);*/
+ fb_sum = -INFTY;
+ for (i = i0-1; i <= j0; i++)
+ {
+ ip = i-i0+1; /* ip is relative position in seq, 0..L */
+ /*printf("bmx->mmx[i:%d][0]: %d\n", i, bmx->mmx[ip][0]); */
+ fb_sum = ILogsum(fb_sum, (bmx->mmx[ip][0]));
+ }
+ /*printf("fb_sc: %f\n", Scorify(fb_sum));*/
+ /* fb_sum is the probability of all parses */
+
+ /*for(k = 1; k <= hmm->M; k++)*/
+ /*{*/
+ /*fbsum_ = ILogsum(fmx->mmx[0][k] + bmx->mmx[0][k]))*/; /* residue 0 can't be emitted
+ * but we can start in BEGIN,
+ * before any residues */
+ /*fb_sum = ILogsum(fb_sum, (fmx->imx[0][k] + bmx->imx[0][k]))*/; /* these will be all -INFTY */
+ /*}*/
+
+ /* note boundary conditions, case by case by case... */
+ mx->mmx[0][0] = fmx->mmx[0][0] + bmx->mmx[0][0] - fb_sum;
+ mx->imx[0][0] = -INFTY; /*need seq to get here*/
+ mx->dmx[0][0] = -INFTY; /*D_0 does not exist*/
+ for (k = 1; k <= hmm->M; k++)
+ {
+ mx->mmx[0][k] = -INFTY; /*need seq to get here*/
+ mx->imx[0][k] = -INFTY; /*need seq to get here*/
+ mx->dmx[0][k] = fmx->dmx[0][k] + bmx->dmx[0][k] - fb_sum;
+ }
+
+ for (i = i0; i <= j0; i++)
+ {
+ ip = i-i0+1; /* ip is relative position in seq, 0..L */
+ /*fb_sum = -INFTY;*/ /* this will be probability of seeing residue i in any parse */
+ /*for (k = 0; k <= hmm->M; k++)
+ {
+ fb_sum = ILogsum(fb_sum, (fmx->mmx[i][k] + bmx->mmx[i][k] - hmm->msc[dsq[i]][k]));*/
+ /*hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ /*fb_sum = ILogsum(fb_sum, (fmx->imx[i][k] + bmx->imx[i][k] - hmm->isc[dsq[i]][k]));*/
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->imx and bmx->imx*/
+ /*}*/
+ mx->mmx[ip][0] = -INFTY; /*M_0 does not emit*/
+ mx->imx[ip][0] = fmx->imx[ip][0] + bmx->imx[ip][0] - hmm->isc[dsq[i]][0] - fb_sum;
+ /*hmm->isc[dsq[i]][0] will have been counted in both fmx->imx and bmx->imx*/
+ mx->dmx[ip][0] = -INFTY; /*D_0 does not exist*/
+ for (k = 1; k <= hmm->M; k++)
+ {
+ mx->mmx[ip][k] = fmx->mmx[ip][k] + bmx->mmx[ip][k] - hmm->msc[dsq[i]][k] - fb_sum;
+ /*hmm->msc[dsq[i]][k] will have been counted in both fmx->mmx and bmx->mmx*/
+ mx->imx[ip][k] = fmx->imx[ip][k] + bmx->imx[ip][k] - hmm->isc[dsq[i]][k] - fb_sum;
+ /*hmm->isc[dsq[i]][k] will have been counted in both fmx->imx and bmx->imx*/
+ mx->dmx[ip][k] = fmx->dmx[ip][k] + bmx->dmx[ip][k] - fb_sum;
+ }
+ }
+ /*
+ float temp_sc;
+ for (i = i0; i <= j0; i++)
+ {
+ ip = i-i0+1;
+ for(k = 0; k <= hmm->M; k++)
+ {
+ temp_sc = Score2Prob(mx->mmx[ip][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->mmx[%3d][%3d]: %9d | %8f\n", i, k, mx->mmx[ip][k], temp_sc);
+ temp_sc = Score2Prob(mx->imx[ip][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->imx[%3d][%3d]: %9d | %8f\n", i, k, mx->imx[ip][k], temp_sc);
+ temp_sc = Score2Prob(mx->dmx[ip][k], 1.);
+ if(temp_sc > .0001)
+ printf("mx->dmx[%3d][%3d]: %9d | %8f\n", i, k, mx->dmx[ip][k], temp_sc);
+ }
+ }
+ */
+}
+
+/***********************************************************************
+ * Function: CP9Scan_dispatch()
+ * Incept: EPN, Tue Jan 9 06:28:49 2007
+ *
+ * Purpose: Scan a sequence with a CP9, potentially rescan CP9 hits with CM.
+ *
+ * 3 possible modes:
+ *
+ * Mode 1: Filter mode with default pad
+ * (IF cm->search_opts & CM_SEARCH_HMMFILTER and
+ * !cm->search_opts & CM_SEARCH_HMMPAD)
+ * Scan with CP9Forward() to get likely endpoints (j) of
+ * hits, for each j do a CP9Backward() from j-W+1..j to get
+ * the most likely start point i for this j.
+ * Set i' = j-W+1 and
+ * j' = i+W-1.
+ * Each i'..j' subsequence is rescanned with the CM.
+ *
+ * Mode 2: Filter mode with user-defined pad
+ * (IF cm->search_opts & CM_SEARCH_HMMFILTER and
+ * cm->search_opts & CM_SEARCH_HMMPAD)
+ * Same as mode 1, but i' and j' defined differently:
+ * Set i' = i - (cm->hmmpad) and
+ * j' = j + (cm->hmmpad)
+ * Each i'..j' subsequence is rescanned with the CM.
+ *
+ * Mode 3: HMM only mode (IF cm->search_opts & CM_SEARCH_HMMONLY)
+ * Hit boundaries i and j are defined the same as in mode 1, but
+ * no rescanning with CM takes place. i..j hits are reported
+ * (note i' and j' are never calculated).
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * dsq - sequence in digitized form
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * cm_cutoff - minimum CM score to report
+ * cp9_cutoff - minimum CP9 score to report (or keep if filtering)
+ * results - search_results_t to add to, only passed to
+ * OldActuallySearchTarget()
+ * doing_cp9_stats- TRUE if we're calc'ing stats for the CP9, in this
+ * case we never rescan with CM
+ * ret_flen - RETURN: subseq len that survived filter
+ * Returns: best_sc, score of maximally scoring end position j
+ */
+float
+CP9Scan_dispatch(CM_t *cm, ESL_DSQ *dsq, int i0, int j0, int W, float cm_cutoff,
+ float cp9_cutoff, search_results_t *results, int doing_cp9_stats,
+ int *ret_flen)
+{
+ int h;
+ int i;
+ int min_i;
+ float best_hmm_sc;
+ float best_hmm_fsc;
+ float cur_best_hmm_bsc;
+ float best_cm_sc;
+ int flen;
+ float ffrac;
+ int do_collapse;
+ int ipad;
+ int jpad;
+ int padmode;
+ search_results_t *fwd_results;
+ search_results_t *bwd_results;
+
+ /* check contract */
+ if(cm->cp9 == NULL)
+ cm_Fail("ERROR in CP9Scan_dispatch(), cm->cp9 is NULL\n");
+ if((cm->search_opts & CM_SEARCH_HMMPAD) &&
+ (!(cm->search_opts & CM_SEARCH_HMMFILTER)))
+ cm_Fail("ERROR in CP9Scan_dispatch(), CM_SEARCH_HMMPAD flag up, but CM_SEARCH_HMMFILTER flag down.\n");
+ if(!doing_cp9_stats && (!((cm->search_opts & CM_SEARCH_HMMFILTER) ||
+ (cm->search_opts & CM_SEARCH_HMMONLY))))
+ cm_Fail("ERROR in CP9Scan_dispatch(), not doing CP9 stats and neither CM_SEARCH_HMMFILTER nor CM_SEARCH_HMMONLY flag is up.\n");
+ if(dsq == NULL)
+ cm_Fail("ERROR in CP9Scan_dispatch, dsq is NULL.");
+
+ /*printf("in CP9Scan_dispatch(), i0: %d j0: %d\n", i0, j0);
+ printf("cp9_cutoff: %f\n", cp9_cutoff);*/
+
+ best_cm_sc = best_hmm_sc = IMPOSSIBLE;
+ /* set up options for RescanFilterSurvivors() if we're filtering */
+ if(cm->search_opts & CM_SEARCH_HMMFILTER)
+ {
+ if(cm->search_opts & CM_SEARCH_HMMPAD) /* mode 2 */
+ {
+ padmode = PAD_SUBI_ADDJ;
+ ipad = jpad = cm->hmmpad; /* subtract hmmpad from i, add hmmpad to j */
+ }
+ else /* mode 1 */
+ {
+ padmode = PAD_ADDI_SUBJ;
+ ipad = jpad = W-1; /* subtract W-1 from j, add W-1 to i */
+ }
+ if(cm->search_opts && CM_SEARCH_HBANDED)
+ do_collapse = FALSE;
+ else
+ do_collapse = TRUE;
+ }
+
+ /* Scan the (sub)seq w/Forward, getting j end points of hits above cutoff */
+ fwd_results = CreateResults(INIT_RESULTS);
+ best_hmm_fsc = CP9Forward(cm, dsq, i0, j0, W, cp9_cutoff, NULL, NULL, fwd_results,
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ best_hmm_sc = best_hmm_fsc;
+
+ /* Remove overlapping hits, if we're being greedy */
+ if(cm->search_opts & CM_SEARCH_HMMGREEDY) /* resolve overlaps by being greedy */
+ {
+ assert(i0 == 1);
+ remove_overlapping_hits (fwd_results, i0, j0);
+ }
+
+ /* Determine start points (i) of the hits based on Backward scan starting at j,
+ * report hits IFF CM_SEARCH_HMMONLY */
+ bwd_results = CreateResults(INIT_RESULTS);
+ for(h = 0; h < fwd_results->num_results; h++)
+ {
+ min_i = (fwd_results->data[h].stop - W + 1) >= 1 ? (fwd_results->data[h].stop - W + 1) : 1;
+ cur_best_hmm_bsc = CP9Backward(cm, dsq, min_i, fwd_results->data[h].stop, W, cp9_cutoff,
+ NULL, /* don't care about score of each posn */
+ &i, /* set i as the best scoring start point from j-W..j */
+ ((cm->search_opts & CM_SEARCH_HMMONLY) ? results : bwd_results),
+ TRUE, /* we're scanning */
+ /*FALSE,*/ /* we're not scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* don't rescan */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ //FALSE, /* don't be memory efficient */
+ //&bmx); /* give the DP matrix back */
+ /* this only works if we've saved the matrices, and didn't do scan mode
+ * for both Forward and Backward:
+ * debug_check_CP9_FB(fmx, bmx, cm->cp9, cur_best_hmm_bsc, i0, j0, dsq); */
+
+ if(cur_best_hmm_bsc > best_hmm_sc) best_hmm_sc = cur_best_hmm_bsc;
+ /*printf("cur_best_hmm_bsc: %f\n", cur_best_hmm_bsc);*/
+ }
+ /* Rescan with CM if we're filtering and not doing cp9 stats */
+ if(!doing_cp9_stats && (cm->search_opts & CM_SEARCH_HMMFILTER))
+ {
+ /* Remove overlapping hits, if we're being greedy */
+ if(cm->search_opts & CM_SEARCH_HMMGREEDY)
+ {
+ assert(i0 == 1);
+ remove_overlapping_hits (bwd_results, i0, j0);
+ }
+ best_cm_sc = RescanFilterSurvivors(cm, dsq, bwd_results, i0, j0, W,
+ padmode, ipad, jpad,
+ do_collapse, cm_cutoff, cp9_cutoff,
+ results, &flen);
+ if(flen == 0) ffrac = 100.;
+ else ffrac = 1. - (((float) flen) / (((float) (j0-i0+1))));
+ /*if(!(cm->search_opts & CM_SEARCH_HMMONLY))
+ printf("orig_len: %d flen: %d fraction %6.2f\n", (j0-i0+1), (flen), ffrac);*/
+ }
+ FreeResults (fwd_results);
+ FreeResults (bwd_results);
+
+ /*printf("in CP9Scan_dispatch, returning best_hmm_sc: %f\n", best_hmm_sc);*/
+ if(doing_cp9_stats || cm->search_opts & CM_SEARCH_HMMONLY)
+ return best_hmm_sc;
+ else
+ return best_cm_sc;
+}
+
+/***********************************************************************
+ * Function: RescanFilterSurvivors()
+ * Incept: EPN, Wed Apr 11 05:51:55 2007
+ *
+ * Purpose: Given start and end points of hits that have survived
+ * a CP9 filter, pad a given amount of residues on
+ * on each side, and rescan with a CM. Optionally,
+ * collapse overlapping subseqs into one larger subseq before
+ * rescanning (we don't always do this b/c we may want to
+ * derive HMM bands for a subseq from a Forward/Backward scan).
+ *
+ * Can be run in 2 modes, depending on input variable padmode:
+ * Mode 1: padmode = PAD_SUBI_ADDJ
+ * For each i,j pair in hiti, hitj:
+ * set i' = i - ipad; and j' = j + jpad,
+ * Rescan subseq from i' to j'.
+ * Mode 2: padmode = PAD_ADDI_SUBJ
+ * For each i,j pair in hiti, hitj:
+ * set j' = i + ipad; and i' = j - jpad,
+ * ensure j' >= j and i' <= i.
+ * Rescan subseq from i' to j'.
+ *
+ * Args:
+ * cm - the covariance model, includes cm->cp9: a CP9 HMM
+ * dsq - sequence in digitized form
+ * hmm_results- info on HMM hits that survived filter
+ * i0 - start of target subsequence (1 for beginning of dsq)
+ * j0 - end of target subsequence (L for end of dsq)
+ * W - the maximum size of a hit (often cm->W)
+ * padmode - PAD_SUBI_ADDJ or PAD_ADDI_SUBJ (see above)
+ * ipad - number of residues to subtract/add from each i
+ * jpad - number of residues to add/subtract from each j
+ * do_collapse- TRUE: collapse overlapping hits (after padding) into 1
+ * cm_cutoff - minimum CM score to report
+ * cp9_cutoff - minimum CP9 score to report
+ * results - search_results_t to add to, only passed to
+ * OldActuallySearchTarget()
+ * ret_flen - RETURN: subseq len that survived filter
+ * Returns: best_sc found when rescanning with CM
+ */
+float
+RescanFilterSurvivors(CM_t *cm, ESL_DSQ *dsq, search_results_t *hmm_results, int i0, int j0,
+ int W, int padmode, int ipad, int jpad, int do_collapse,
+ float cm_cutoff, float cp9_cutoff, search_results_t *results, int *ret_flen)
+{
+ int h;
+ int i, j;
+ float best_cm_sc;
+ float cm_sc;
+ int flen;
+ int prev_j = j0;
+ int next_j;
+ int nhits;
+
+ /* check contract */
+ if(padmode != PAD_SUBI_ADDJ && padmode != PAD_ADDI_SUBJ)
+ ESL_EXCEPTION(eslEINCOMPAT, "can't determine mode.");
+ if(dsq == NULL)
+ cm_Fail("ERROR in RescanFilterSurvivors(), dsq is NULL.\n");
+
+ best_cm_sc = IMPOSSIBLE;
+ flen = 0;
+
+ /*if(padmode == PAD_SUBI_ADDJ)
+ printf("in RescanFilterSurvivors(), mode: PAD_SUBI_ADDJ\n");
+ else
+ printf("in RescanFilterSurvivors(), mode: PAD_ADDI_SUBJ\n");
+ printf("\tipad: %d, jpad: %d collapse: %d\n", ipad, jpad, do_collapse);*/
+
+ /* For each hit, add pad according to mode and rescan by calling OldActuallySearchTarget().
+ * If do_collapse, collapse multiple overlapping hits into 1 before rescanning */
+ /* hits should always be sorted by decreasing j, if this is violated - die. */
+ nhits = hmm_results->num_results;
+ for(h = 0; h < nhits; h++)
+ {
+ if(hmm_results->data[h].stop > prev_j)
+ ESL_EXCEPTION(eslEINCOMPAT, "j's not in descending order");
+
+ prev_j = hmm_results->data[h].stop;
+
+ /* add pad */
+ if(padmode == PAD_SUBI_ADDJ)
+ {
+ i = ((hmm_results->data[h].start - ipad) >= 1) ? (hmm_results->data[h].start - ipad) : 1;
+ j = ((hmm_results->data[h].stop + jpad) <= j0) ? (hmm_results->data[h].stop + jpad) : j0;
+ if((h+1) < nhits)
+ next_j = ((hmm_results->data[h+1].stop + jpad) <= j0) ? (hmm_results->data[h+1].stop + jpad) : j0;
+ else
+ next_j = -1;
+ }
+ else if(padmode == PAD_ADDI_SUBJ)
+ {
+ i = ((hmm_results->data[h].stop - jpad) >= 1) ? (hmm_results->data[h].stop - jpad) : 1;
+ j = ((hmm_results->data[h].start + ipad) <= j0) ? (hmm_results->data[h].start + ipad) : j0;
+ if((h+1) < nhits)
+ next_j = ((hmm_results->data[h+1].start + ipad) <= j0) ? (hmm_results->data[h+1].start + ipad) : j0;
+ else
+ next_j = -1;
+ }
+ /*printf("subseq: hit %d i: %d (%d) j: %d (%d)\n", h, i, hmm_results->data[h].start[h], j, hmm_results->data[h].stop[h]);*/
+
+ if(do_collapse) /* collapse multiple hits that overlap after padding on both sides into a single hit */
+ {
+ while(((h+1) < nhits) && (next_j >= i))
+ {
+ /* suck in hit */
+ h++;
+ if(padmode == PAD_SUBI_ADDJ)
+ {
+ i = ((hmm_results->data[h].start - ipad) >= 1) ? (hmm_results->data[h].start - ipad) : 1;
+ if((h+1) < nhits)
+ next_j = ((hmm_results->data[h+1].stop + jpad) <= j0) ? (hmm_results->data[h+1].stop + jpad) : j0;
+ else
+ next_j = -1;
+ }
+ else if(padmode == PAD_ADDI_SUBJ)
+ {
+ i = ((hmm_results->data[h].stop - jpad) >= 1) ? (hmm_results->data[h].stop - jpad) : 1;
+ if((h+1) < nhits)
+ next_j = ((hmm_results->data[h+1].start + ipad) <= j0) ? (hmm_results->data[h+1].start + ipad) : j0;
+ else
+ next_j = -1;
+ }
+ /*printf("\tsucked in subseq: hit %d new_i: %d j (still): %d\n", h, i, j);*/
+ }
+ }
+ /*printf("in RescanFilterSurvivors(): calling OldActuallySearchTarget: %d %d h: %d nhits: %d\n", i, j, h, nhits);*/
+ cm_sc =
+ OldActuallySearchTarget(cm, dsq, i, j, cm_cutoff, cp9_cutoff,
+ results, /* keep results */
+ FALSE, /* don't filter, we already have */
+ FALSE, /* we're not building a histogram for CM stats */
+ FALSE, /* we're not building a histogram for CP9 stats */
+ NULL, /* filter fraction N/A */
+ FALSE); /* DO NOT align the hits in this recursive call */
+ flen += (j - i + 1);
+ if(cm_sc > best_cm_sc) best_cm_sc = cm_sc;
+ }
+
+ //if(flen == 0) ffrac = 100.;
+ //else ffrac = 1. - (((float) flen) / (((float) (j0-i0+1))));
+ if(ret_flen != NULL) *ret_flen = flen;
+ return best_cm_sc;
+}
+
+
+/*
+ * Function: FindCP9FilterThreshold()
+ * Incept: EPN, Wed May 2 10:00:45 2007
+ *
+ * Purpose: Sample sequences from a CM and determine the CP9 HMM E-value
+ * threshold necessary to recognize a specified fraction of those
+ * hits. Sequences are sampled from the CM until N with a E-value
+ * better than cm_ecutoff are sampled (those with worse E-values
+ * are rejected). CP9 scans are carried out in either local or
+ * glocal mode depending on hmm_gum_mode. CM is configured in
+ * local/glocal and sampled seqs are scored in CYK/inside depending
+ * on fthr_mode (4 possibilities). E-values are determined using
+ * lambda from cm->stats, and a recalc'ed mu using database size
+ * of 'db_size'.
+ *
+ * If do_fastfil and fthr_mode is local or glocal CYK, parsetree
+ * scores of emitted sequences are assumed to an optimal CYK scores
+ * (not nec true). This saves a lot of time b/c no need to
+ * scan emitted seqs, but it's statistically wrong.
+ * If do_fastfil and fthr_mode is local or glocal inside,
+ * contract is violated and we Die. Current strategy *outside*
+ * of this function is to copy HMM filtering thresholds from
+ * CYK for Inside cases.
+ *
+ * If !do_fastfil this function takes much longer b/c emitted
+ * parsetree score is not necessarily (a) optimal nor (b) highest
+ * score returned from a CYK scan (a subseq of the full seq could
+ * score higher even if parsetree was optimal). For Inside, Inside
+ * scan will always be higher than parstree score. This means we have
+ * to scan each emitted seq with CYK or Inside.
+ *
+ * Args:
+ * cm - the CM
+ * cmstats - CM stats object we'll get Gumbel stats from
+ * r - source of randomness for EmitParsetree()
+ * Fmin - minimum target fraction of CM hits to detect with CP9
+ * Smin - minimum filter survival fraction, for lower fractions, we'll
+ * increase F.
+ * Starget - target filter survival fraction, for lower fractions that
+ * satisfy Fmin, we'll increase F until Starget is reached
+ * Spad - fraction of (sc(S) - sc(max(Starget, Smin))) to subtract from sc(S)
+ * in case 2. 0.0 = fast, 1.0 = safe.
+ * N - number of sequences to sample from CM better than cm_minsc
+ * use_cm_cutoff- TRUE to only accept CM parses w/E-values above cm_ecutoff
+ * cm_ecutoff - minimum CM E-value to accept
+ * db_size - DB size (nt) to use w/cm_ecutoff to calc CM bit score cutoff
+ * emit_mode - CM_LC or CM_GC, CM mode to emit with
+ * fthr_mode - gives CM search strategy to use, and Gumbel to use
+ * hmm_gum_mode - CP9_L to search with local HMM (we're filling a fthr->l_eval)
+ * CP9_G to search with glocal HMM (we're filling a fthr->g_eval)
+ * do_fastfil - TRUE to use fast method: assume parsetree score
+ * is optimal CYK score
+ * do_Fstep - TRUE to step from F towards 1.0 while S < Starget in case 2.
+ * my_rank - MPI rank, 0 if serial
+ * nproc - number of processors in MPI rank, 1 if serial
+ * do_mpi - TRUE if we're doing MPI, FALSE if not
+ * histfile - root string for histogram files, we'll 4 of them
+ * Rpts_fp - open file ptr for optimal HMM/CM score pts
+ * ret_F - the fraction of observed CM hits we've scored with the HMM better
+ * than return value
+ *
+ * Returns: HMM E-value cutoff above which the HMM scores (ret_F * N) CM
+ * hits with CM E-values better than cm_ecutoff
+ *
+ */
+float FindCP9FilterThreshold(CM_t *cm, CMStats_t *cmstats, ESL_RANDOMNESS *r,
+ float Fmin, float Smin, float Starget, float Spad, int N,
+ int use_cm_cutoff, float cm_ecutoff, int db_size,
+ int emit_mode, int fthr_mode, int hmm_gum_mode,
+ int do_fastfil, int do_Fstep, int my_rank, int nproc, int do_mpi,
+ char *histfile, FILE *Rpts_fp, float *ret_F)
+{
+
+ /* Contract checks */
+ if (!(cm->flags & CMH_CP9) || cm->cp9 == NULL)
+ cm_Fail("ERROR in FindCP9FilterThreshold() CP9 does not exist\n");
+ if (Fmin < 0. || Fmin > 1.)
+ cm_Fail("ERROR in FindCP9FilterThreshold() Fmin is %f, should be [0.0..1.0]\n", Fmin);
+ if (Smin < 0. || Smin > 1.)
+ cm_Fail("ERROR in FindCP9FilterThreshold() Smin is %f, should be [0.0..1.0]\n", Smin);
+ if (Starget < 0. || Starget > 1.)
+ cm_Fail("ERROR in FindCP9FilterThreshold() Starget is %f, should be [0.0..1.0]\n", Starget);
+ if((fthr_mode != CM_LI) && (fthr_mode != CM_GI) && (fthr_mode != CM_LC) && (fthr_mode != CM_GC))
+ cm_Fail("ERROR in FindCP9FilterThreshold() fthr_mode not CM_LI, CM_GI, CM_LC, or CM_GC\n");
+ if(hmm_gum_mode != CP9_L && hmm_gum_mode != CP9_G)
+ cm_Fail("ERROR in FindCP9FilterThreshold() hmm_gum_mode not CP9_L or CP9_G\n");
+ if(do_fastfil && (fthr_mode == CM_LI || fthr_mode == CM_GI))
+ cm_Fail("ERROR in FindCP9FilterThreshold() do_fastfil TRUE, but fthr_mode CM_GI or CM_LI\n");
+ if(my_rank > 0 && !do_mpi)
+ cm_Fail("ERROR in FindCP9FilterThreshold() my_rank is not 0, but do_mpi is FALSE\n");
+ if(emit_mode != CM_GC && emit_mode != CM_LC)
+ cm_Fail("ERROR in FindCP9FilterThreshold() emit_mode not CM_LC or CM_GC\n");
+ if(emit_mode == CM_LC && (fthr_mode == CM_GC || fthr_mode == CM_GI))
+ cm_Fail("ERROR in FindCP9FilterThreshold() emit_mode CM_LC but score mode CM_GC or CM_GI.\n");
+ if(Spad < 0 || Spad > 1.0)
+ cm_Fail("ERROR in FindCP9FilterThreshold() Spad %f not between 0.0 and 1.0\n");
+
+#if defined(USE_MPI) && defined(NOTDEFINED)
+ /* If a worker in MPI mode, we go to worker function mpi_worker_cm_and_cp9_search */
+ if(my_rank > 0)
+ {
+ /* Configure the CM based on the fthr mode COULD BE DIFFERENT FROM MASTER! */
+ ConfigForGumbelMode(cm, fthr_mode);
+ /* Configure the HMM based on the hmm_gum_mode */
+ if(hmm_gum_mode == CP9_L)
+ {
+ CPlan9SWConfig(cm->cp9, cm->pbegin, cm->pbegin);
+ CPlan9ELConfig(cm);
+ }
+ else /* hmm_gum_mode == CP9_G (it's in the contract) */
+ CPlan9GlobalConfig(cm->cp9);
+ CP9Logoddsify(cm->cp9);
+
+ //mpi_worker_cm_and_cp9_search(cm, do_fastfil, my_rank);
+ mpi_worker_cm_and_cp9_search_maxsc(cm, do_fastfil, do_minmax, my_rank);
+
+ *ret_F = 0.0; /* this return value is irrelevant */
+ return 0.0; /* this return value is irrelevant */
+ }
+#endif
+ int status; /* Easel status */
+ CM_t *cm_for_scoring; /* used to score parsetrees, nec b/c *
+ * emitting mode may != scoring mode */
+ Parsetree_t *tr = NULL; /* parsetree */
+ ESL_SQ *sq = NULL; /* digitized sequence */
+ float *tr_sc; /* scores of all parsetrees sampled */
+ float *cm_sc_p; /* CM scores of samples above thresh */
+ float *hmm_sc_p; /* HMM scores of samples above thresh */
+ float *hmm_eval_p; /* HMM E-values of samples above thresh*/
+ int i = 0; /* counter over samples */
+ int ip = 0; /* counter over samples above thresh */
+ int imax = 500 * N; /* max num samples */
+ int p; /* counter over partitions */
+ int L; /* length of a sample */
+ float F; /* fraction of hits found by HMM >= Fmin*/
+ float E; /* HMM CP9 E-value cutoff to return */
+ float Emin; /* E-value that corresponds to Smin */
+ float Etarget; /* E-value that corresponds to Starget */
+ double *cm_mu; /* mu for each partition's CM Gumbel */
+ double *hmm_mu; /* mu for each partition's HMM Gumbel */
+ float *cm_minbitsc = NULL; /* minimum CM bit score to allow to pass for each partition */
+ float *cm_maxbitsc = NULL; /* maximum CM bit score to allow to pass for each partition */
+ double tmp_K; /* used for recalc'ing Gumbel stats for DB size */
+ int was_hmmonly; /* flag for if HMM only search was set */
+ int nalloc; /* for cm_sc, hmm_sc, hmm_eval, num alloc'ed */
+ int chunksize; /* allocation chunk size */
+ float *scores; /* CM and HMM score returned from worker*/
+ void *tmp; /* temp void pointer for ESL_RALLOC() */
+ int clen; /* consensus length of CM */
+ float avg_hit_len; /* crude estimate of average hit len */
+ int Fidx; /* index within hmm_eval */
+ float S; /* predicted survival fraction */
+ int init_flag; /* used for finding F */
+ int passed_flag = FALSE;
+ float cm_sc;
+ float orig_tau;
+ float hb_sc= 0.;
+ float S_sc = 0.;
+ float Starget_sc = 0.;
+
+#if defined(USE_MPI) && defined(NOTDEFINED)
+ int have_work; /* MPI: do we still have work to send out?*/
+ int nproc_working; /* MPI: number procs currently doing work */
+ int wi; /* MPI: worker index */
+ ESL_SQ **sqlist = NULL; /* MPI: queue of digitized seqs being worked on, 1..nproc-1 */
+ int *plist = NULL; /* MPI: queue of partition indices of seqs being worked on, 1..nproc-1 */
+ Parsetree_t **trlist = NULL; /* MPI: queue of traces of seqs being worked on, 1..nproc-1 */
+ MPI_Status mstatus; /* useful info from MPI Gods */
+#endif
+
+
+ /* TEMPORARY! */
+ do_mpi = FALSE;
+ printf("in FindCP9FilterThreshold fthr_mode: %d hmm_gum_mode: %d emit_mode: %d\n", fthr_mode,
+ hmm_gum_mode, emit_mode);
+
+ if(cm->search_opts & CM_SEARCH_HMMONLY) was_hmmonly = TRUE;
+ else was_hmmonly = FALSE;
+ cm->search_opts &= ~CM_SEARCH_HMMONLY;
+
+ chunksize = 5 * N;
+ nalloc = chunksize;
+ ESL_ALLOC(tr_sc, sizeof(float) * nalloc);
+ ESL_ALLOC(hmm_eval_p, sizeof(float) * N);
+ ESL_ALLOC(hmm_sc_p, sizeof(float) * N);
+ ESL_ALLOC(cm_sc_p, sizeof(float) * N);
+ ESL_ALLOC(cm_minbitsc, sizeof(float) * cmstats->np);
+ ESL_ALLOC(cm_mu, sizeof(double)* cmstats->np);
+ ESL_ALLOC(hmm_mu, sizeof(double)* cmstats->np);
+ ESL_ALLOC(scores, sizeof(float) * 2);
+
+#if defined(USE_MPI) && defined(NOTDEFINED)
+ if(do_mpi)
+ {
+ ESL_ALLOC(sqlist, sizeof(ESL_SQ *) * nproc);
+ ESL_ALLOC(plist, sizeof(int) * nproc);
+ ESL_ALLOC(trlist, sizeof(Parsetree_t *) * nproc);
+ }
+#endif
+
+ if(use_cm_cutoff) printf("CM E cutoff: %f\n", cm_ecutoff);
+ else printf("Not using CM cutoff\n");
+
+ /* Configure the CM based on the emit mode COULD DIFFERENT FROM WORKERS! */
+ ConfigForGumbelMode(cm, emit_mode);
+ /* Copy the CM into cm_for_scoring, and reconfigure it if nec.,
+ * We do this, so we change emission modes of the original CM */
+ cm_for_scoring = DuplicateCM(cm);
+ /*if(emit_mode == CM_GC && (fthr_mode == CM_LC || fthr_mode == CM_LI))*/
+ ConfigForGumbelMode(cm_for_scoring, fthr_mode);
+
+ cm_CreateScanMatrixForCM(cm_for_scoring, TRUE, TRUE);
+
+ /* Configure the HMM based on the hmm_gum_mode */
+ if(hmm_gum_mode == CP9_L)
+ {
+ CPlan9SWConfig(cm_for_scoring->cp9, cm_for_scoring->pbegin, cm_for_scoring->pbegin);
+ if(! (cm_for_scoring->flags & CMH_LOCAL_END))
+ ConfigLocal(cm_for_scoring, cm_for_scoring->pbegin, cm_for_scoring->pend); /* need CM in local mode to calculate HMM EL probs, sloppy */
+ CPlan9ELConfig(cm_for_scoring);
+ if(! (cm_for_scoring->flags & CMH_LOCAL_END))
+ ConfigGlobal(cm_for_scoring); /* return CM back to global mode, sloppy */
+ }
+ else /* hmm_gum_mode == CP9_G (it's in the contract) */
+ CPlan9GlobalConfig(cm_for_scoring->cp9);
+ CP9Logoddsify(cm_for_scoring->cp9);
+ if(cm_for_scoring->config_opts & CM_CONFIG_ZEROINSERTS)
+ CP9HackInsertScores(cm_for_scoring->cp9);
+
+ /* Determine bit cutoff for each partition, calc'ed from cm_ecutoff */
+ for (p = 0; p < cmstats->np; p++)
+ {
+ /* First determine mu based on db_size */
+ tmp_K = exp(cmstats->gumAA[hmm_gum_mode][p]->mu * cmstats->gumAA[hmm_gum_mode][p]->lambda) /
+ cmstats->gumAA[hmm_gum_mode][p]->L;
+ hmm_mu[p] = log(tmp_K * ((double) db_size)) / cmstats->gumAA[hmm_gum_mode][p]->lambda;
+ tmp_K = exp(cmstats->gumAA[fthr_mode][p]->mu * cmstats->gumAA[fthr_mode][p]->lambda) /
+ cmstats->gumAA[fthr_mode][p]->L;
+ cm_mu[p] = log(tmp_K * ((double) db_size)) / cmstats->gumAA[fthr_mode][p]->lambda;
+ /* Now determine bit score */
+ cm_minbitsc[p] = cm_mu[p] - (log(cm_ecutoff) / cmstats->gumAA[fthr_mode][p]->lambda);
+ if(use_cm_cutoff)
+ printf("E: %f p: %d %d--%d bit score: %f\n", cm_ecutoff, p,
+ cmstats->ps[p], cmstats->pe[p], cm_minbitsc[p]);
+ }
+
+ /* Do the work, emit parsetrees and collect the scores
+ * either in serial or MPI depending on do_mpi flag.
+ */
+ /*********************SERIAL BLOCK*************************************/
+ int nleft = 0; /* number of seqs with scores < min CM score */
+ int tr_np, tr_na, s1_np, s1_na, s2_np, s2_na, s3_np, s3_na;
+ int do_slow = FALSE;
+ char *name;
+ if(Rpts_fp != NULL) do_slow = TRUE; /* we'll always find optimal CM parse to use as point for R 2D plot */
+
+ tr_np = tr_na = s1_np = s1_na = s2_np = s2_na = s3_np = s3_na = 0;
+ printf("06.11.07 Min np: %5d Smin: %12f Starget: %f Spad: %.3f do_Fstep: %d\n", N, Smin, Starget, Spad, do_Fstep);
+ if(!(do_mpi))
+ {
+
+ orig_tau = cm_for_scoring->tau;
+
+ /* Serial strategy:
+ * Emit sequences one at a time and search them with the CM and HMM,
+ * keeping track of scores. If do_fastfil we don't have to search
+ * with the CM we just keep track of the parsetree score.
+ *
+ * If do_fastfil && emit_mode is different than scoring mode we
+ * score with 'cm_for_scoring', instead of with 'cm'.
+ */
+
+ while(ip < N) /* while number seqs passed CM score threshold (ip) < N */
+ {
+ ESL_ALLOC(name, sizeof(char) * 50);
+ sprintf(name, "seq%d", ip+1);
+ EmitParsetree(cm, r, name, TRUE, &tr, &sq, &L); /* TRUE: digitize the seq */
+ while(L == 0) { FreeParsetree(tr); esl_sq_Destroy(sq); EmitParsetree(cm, r, name, TRUE, &tr, &sq, &L); }
+ tr_na++;
+ passed_flag = FALSE;
+
+ p = cmstats->gc2p[(get_gc_comp(sq, 1, L))]; /* in get_gc_comp() should be i and j of best hit */
+ if(emit_mode == CM_GC && (fthr_mode == CM_LC || fthr_mode == CM_LI))
+ tr_sc[i] = ParsetreeScore_Global2Local(cm_for_scoring, tr, sq->dsq, FALSE);
+ else
+ tr_sc[i] = ParsetreeScore(cm_for_scoring, tr, sq->dsq, FALSE);
+ /*
+ esl_sqio_Write(stdout, sq, eslSQFILE_FASTA, seq);
+ ParsetreeDump(stdout, tr, cm, sq);
+ printf("%d Parsetree Score: %f\n\n", i, tr_sc[i]);
+ */
+
+ /* If do_minmax, check if the parsetree score less than maximum allowed */
+ if(tr_sc[i] > cm_minbitsc[p] && !do_slow) /* we know we've passed */
+ {
+ tr_np++;
+ passed_flag = TRUE;
+ cm_sc_p[ip] = tr_sc[i];
+ //printf("TR P (P: %5d L: %5d)\n", ip, nleft);
+ }
+ else
+ {
+ /* we're not sure if our optimal score exceeds cm_minbitsc */
+ /* STAGE 1 */
+
+ /* For speed first see if a strict (high tau) HMM banded search finds a
+ * conditional optimal parse with score > min score */
+ s1_na++;
+ cm_for_scoring->search_opts |= CM_SEARCH_HBANDED;
+ //cm_for_scoring->tau = 0.1;
+ cm_for_scoring->tau = 0.01;
+ //cm_for_scoring->tau = 0.001;
+
+ hb_sc = OldActuallySearchTarget(cm_for_scoring, sq->dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL, /* filter fraction N/A */
+ FALSE);/* do NOT align the hits */
+ //if(!do_fastfil) printf("%4d %5d %d T: %10.4f BC: %10.4f ", ip, i, passed_flag, tr_sc[i], hb_sc);
+ if(hb_sc > cm_minbitsc[p] && !do_slow)
+ {
+ s1_np++;
+ passed_flag = TRUE;
+ cm_sc_p[ip] = hb_sc;
+ //printf("S1 P (P: %5d L: %5d)\n", ip, nleft);
+ }
+ else /* Stage 2, search with another, less strict (lower tau) HMM banded parse */
+ {
+ s2_na++;
+ cm_for_scoring->search_opts |= CM_SEARCH_HMMSCANBANDS;
+ cm_for_scoring->tau = 1e-15;
+ cm_sc = OldActuallySearchTarget(cm_for_scoring, sq->dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL, /* filter fraction N/A */
+ FALSE);/* do NOT align the hits */
+ if(cm_sc > cm_minbitsc[p] && !do_slow)
+ {
+ s2_np++;
+ passed_flag = TRUE;
+ cm_sc_p[ip] = cm_sc;
+ //printf("S2 P (P: %5d L: %5d)\n", ip, nleft);
+ }
+ else /* search for the optimal parse */
+ {
+ s3_na++;
+ /* Stage 3 do QDB CYK */
+ cm_for_scoring->search_opts &= ~CM_SEARCH_HBANDED;
+ cm_for_scoring->search_opts &= ~CM_SEARCH_HMMSCANBANDS;
+ cm_sc = OldActuallySearchTarget(cm_for_scoring, sq->dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL, /* filter fraction N/A */
+ FALSE);/* do NOT align the hits */
+ if(cm_sc > cm_minbitsc[p])
+ {
+ s3_np++;
+ passed_flag = TRUE;
+ cm_sc_p[ip] = cm_sc;
+ //printf("S3 P (P: %5d L: %5d)\n", ip, nleft);
+ }
+ }
+ }
+ }
+ if(!passed_flag)
+ {
+ nleft++;
+ //printf("LEFT (P: %5d L: %5d)\n", ip, nleft);
+ }
+ else if(passed_flag)
+ {
+ /* Scan seq with HMM */
+ /* DO NOT CALL OldActuallySearchTarget b/c that will run Forward then
+ * Backward to get score of best hit, but we'll be detecting by a
+ * Forward scan (then running Backward only on hits above our threshold).
+ */
+ hmm_sc_p[ip] = CP9Forward(cm_for_scoring, sq->dsq, 1, L, cm_for_scoring->W, 0.,
+ NULL, /* don't return scores of hits */
+ NULL, /* don't return posns of hits */
+ NULL, /* don't keep track of hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ hmm_eval_p[ip] = RJK_ExtremeValueE(hmm_sc_p[ip], hmm_mu[p], cmstats->gumAA[hmm_gum_mode][p]->lambda);
+ if(Rpts_fp != NULL)
+ fprintf(Rpts_fp, "%.15f %.15f\n", hmm_sc_p[ip], cm_sc);
+ ip++; /* increase counter of seqs passing threshold */
+ }
+ esl_sq_Destroy(sq);
+
+ /* Check if we need to reallocate */
+ i++;
+ if(i > imax) cm_Fail("ERROR number of attempts exceeded 500 times number of seqs.\n");
+ if (i == nalloc)
+ {
+ nalloc += chunksize;
+ ESL_RALLOC(tr_sc, tmp, nalloc * sizeof(float));
+ }
+ if(ip % N == 0)
+ {
+ ESL_RALLOC(hmm_eval_p, tmp, (ip + N) * sizeof(float));
+ ESL_RALLOC(hmm_sc_p, tmp, (ip + N) * sizeof(float));
+ ESL_RALLOC(cm_sc_p, tmp, (ip + N) * sizeof(float));
+ }
+ }
+ }
+ N = ip; /* update N based on number of seqs sampled */
+ printf("06.11.07 np: %5d nleft: %5d\n", ip, nleft);
+ printf("06.11.07 tr_a: %5d tr_p: %5d\n06.11.07 s1_a: %5d s1_p: %5d\n06.11.07 s2_a: %5d s2_p: %5d\n06.11.07 s3_a: %5d s3_p: %5d\n", tr_na, tr_np, s1_na, s1_np, s2_na, s2_np, s3_na, s3_np);
+
+ /*************************END OF SERIAL BLOCK****************************/
+#if defined(USE_MPI) && defined(NOTDEFINED)
+ /*************************MPI BLOCK****************************/
+ if(do_mpi)
+ {
+ /* MPI Strategy:
+ * Emit seqs one at a time from the CM, if the CM parse tree score is greater
+ * than our max E-value (if do_minmax, otherwise there is no maximum),
+ * send it to a worker. The worker then tries to quickly determine if
+ * the sequence is within the acceptable E-value range by doing HMM
+ * banded searches. If the sequence is within the E-value range,
+ * it is searched with an HMM. Both the optimal CM parse scores and HMM
+ * scores are passed back to the master, whose keeping track of how
+ * many seqs have been sampled within the E-value range.
+ *
+ * If do_fastfil, the worker skips the CM search and returns 0. bits
+ * as CM score, which master replaces with parsetree score. (This is
+ * an old strategy I'm probably about to deprecate (06.07.07))
+ *
+ * Sean's design pattern for data parallelization in a master/worker model:
+ * three phases:
+ * 1. load workers;
+ * 2. recv result/send work loop;
+ * 3. collect remaining results
+ * but implemented in a single while loop to avoid redundancy.
+ */
+ have_work = TRUE;
+ nproc_working = 0;
+ wi = 1;
+ i = 0;
+ while (have_work || nproc_working)
+ {
+ /* Get next work unit. */
+ if(ip < N) /* if number seqs passed CM score threshold (ip) < N */
+ {
+ tr_passed_flag = FALSE;
+ while(!tr_passed_flag)
+ {
+ sprintf(name, "seq%d", ip+1);
+ EmitParsetree(cm, r, name, TRUE, &tr, &sq, &L); /* TRUE: digitize the seq */
+ while(L == 0) { FreeParsetree(tr); esl_sq_Destroy(sq); EmitParsetree(cm, r, name, TRUE, &tr, &sq, &L); }
+
+ p = cmstats->gc2p[(get_gc_comp(sq, 1, L))]; /* in get_gc_comp() should be i and j of best hit */
+ free(seq);
+ /*ParsetreeDump(stdout, tr, cm, sq);
+ printf("%d Parsetree Score: %f\n\n", (nattempts), ParsetreeScore(cm, tr, dsq, FALSE)); */
+ if(emit_mode == CM_GC && (fthr_mode == CM_LC || fthr_mode == CM_LI))
+ tr_sc[i] = ParsetreeScore_Global2Local(cm_for_scoring, trlist[wi], dsqlist[wi], FALSE);
+ else
+ tr_sc[i] = ParsetreeScore(cm_for_scoring, tr, dsq, FALSE);
+ FreeParsetree(tr);
+ /* If do_minmax, check if the parsetree score less than maximum allowed */
+ if((!do_minmax || (do_minmax && (tr_sc[i] <= cm_maxbitsc[p]))))
+ tr_passed_flag = TRUE;
+ }
+ if(!do_fastfil)
+ FreeParsetree(tr);
+ }
+ else have_work = FALSE;
+ /* If we have work but no free workers, or we have no work but workers
+ * Are still working, then wait for a result to return from any worker.
+ */
+ if ( (have_work && nproc_working == nproc-1) || (! have_work && nproc_working > 0))
+ {
+ MPI_Recv(scores, 2, MPI_FLOAT, MPI_ANY_SOURCE, 0, MPI_COMM_WORLD, &mstatus);
+ cm_sc = scores[0];
+ hmm_sc = scores[1];
+ wi = mstatus.MPI_SOURCE;
+
+ if(do_fastfil)
+ {
+ if(emit_mode == CM_GC && (fthr_mode == CM_LC || fthr_mode == CM_LI))
+ cm_sc = ParsetreeScore_Global2Local(cm_for_scoring, trlist[wi], dsqlist[wi], FALSE);
+ else
+ cm_sc = ParsetreeScore(cm_for_scoring, trlist[wi], dsqlist[wi], FALSE);
+ FreeParsetree(trlist[wi]);
+ trlist[wi] = NULL;
+ }
+ if(ip < N &&
+ ( do_minmax && (cm_sc >= cm_minbitsc[plist[wi]] && cm_sc <= cm_maxbitsc[plist[wi]])) ||
+ (!do_minmax && (cm_sc >= cm_minbitsc[plist[wi]])))
+ {
+ cm_sc_p[ip] = cm_sc;
+ hmm_sc_p[ip] = hmm_sc;
+ hmm_eval_p[ip] = RJK_ExtremeValueE(hmm_sc, hmm_mu[plist[wi]], cmstats->gumAA[hmm_gum_mode][plist[wi]]->lambda);
+ ip++; /* increase counter of seqs passing threshold */
+ }
+ nproc_working--;
+ free(dsqlist[wi]);
+ dsqlist[wi] = NULL;
+
+ /* Check if we need to reallocate */
+ i++;
+ if(i > imax) cm_Fail("ERROR number of attempts exceeded 500 times number of seqs.\n");
+ if (i == nalloc)
+ {
+ nalloc += chunksize;
+ ESL_RALLOC(tr_sc, tmp, nalloc * sizeof(float));
+ }
+ }
+ /* If we have work, assign it to a free worker;
+ * else, terminate the free worker.
+ */
+ if (have_work)
+ {
+ dsq_maxsc_MPISend(dsq, L, cm_maxbitsc[p], wi);
+ dsqlist[wi] = dsq;
+ plist[wi] = p;
+ if(do_fastfil)
+ trlist[wi] = tr;
+ wi++;
+ nproc_working++;
+ }
+ else
+ dsq_maxsc_MPISend(NULL, -1, -1, wi);
+ }
+ }
+ /*********************END OF MPI BLOCK*****************************/
+#endif /* if defined(USE_MPI) */
+ /* Sort the HMM E-values with quicksort */
+ esl_vec_FSortIncreasing(hmm_eval_p, N);
+ esl_vec_FSortDecreasing(hmm_sc_p, N); /* TEMPORARY FOR PRINTING */
+
+ /* Determine E-value to return based on predicted filter survival fraction */
+ clen = (2*CMCountStatetype(cm, MATP_MP) +
+ CMCountStatetype(cm, MATL_ML) +
+ CMCountStatetype(cm, MATR_MR));
+ avg_hit_len = clen; /* currently, we don't correct for local hits probably being shorter */
+
+ /* Strategy 1, enforce minimum F, but look for highest that gives survival fraction of at least
+ * Starget */
+ init_flag = TRUE;
+ S = IMPOSSIBLE;
+ Emin = ((double) db_size * Smin) / ((2. * cm_for_scoring->W) - avg_hit_len);
+ Etarget = ((double) db_size * Starget) / ((2. * cm_for_scoring->W) - avg_hit_len);
+ printf("Smin: %12f\nStarget: %f\n", Smin, Starget);
+ printf("Emin: %12f\nEtarget: %f\n", Emin, Etarget);
+
+ Fidx = (int) (Fmin * (float) N) - 1; /* off by one, ex: 95% cutoff in 100 len array is index 94 */
+ E = hmm_eval_p[Fidx];
+ F = Fmin;
+ /* Are we case 1 or case 2?
+ * Case 1: our E is greater than our Etarget, so we cannot satisfy Starget AND capture F fraction of
+ * the true CM hits, it's more impt we capture F fraction, so return S > Starget.
+ * Case 2: our E is less than our Etarget so we can satisfy both criteria, we have to choose an S
+ * now. One option is If (do_Fstep) increase F toward 1.0 while E < Etarget. Then add
+ * Spad fraction of (bitscore(S) - bitscore(max(Starget, Smin))) to bitscore(S), and calculate
+ * the new S. If Spad == 0., speed trumps filter safety, if S == 1.0, we want the filter
+ * as safe as possible, we're returning S = Starget.
+ */
+ if(E > Etarget)
+ {
+ F = ((float) (Fidx + 1.)) / (float) N;
+ S = (E * ((2. * cm_for_scoring->W) - avg_hit_len)) / ((double) db_size);
+ if(E < Emin) /* no need for E < Emin */
+ printf("Case 1A rare case: init Emin %12f > E %f > Etarget %f F: %f S: %.12f Spad: %.3f\n", Emin, E, Etarget, F, S, Spad);
+ else
+ printf("Case 1B bad case: init E %f > Etarget %f && E > Emin %12f F: %f S: %.12f Spad: %.3f\n", E, Etarget, Emin, F, S, Spad);
+ if(E < Emin) E = Emin; /* No reason to have an E below Emin */
+ }
+ else
+ {
+ /* If(do_Fstep): increase F until we're about to go over Etarget (which gives our target
+ survival fraction Starget). */
+ if(do_Fstep)
+ while(((Fidx+1) < N) && hmm_eval_p[(Fidx+1)] < Etarget)
+ Fidx++;
+ F = ((float) (Fidx + 1.)) / (float) N;
+
+ /* Subtract Spad * (score(S) - score(max(Starget, Smin))) from score(S) and recalculate E&S */
+ /* Use partition that covers GC = 50 */
+ p = cm->stats->gc2p[50];
+ E = hmm_eval_p[Fidx];
+ printf("Before Spad E: %f\n", E);
+ S_sc = (cm->stats->gumAA[hmm_gum_mode][p]->mu -
+ (log(E) / cm->stats->gumAA[hmm_gum_mode][p]->lambda));
+ Starget_sc = (cm->stats->gumAA[hmm_gum_mode][p]->mu -
+ (log(Etarget) / cm->stats->gumAA[hmm_gum_mode][p]->lambda));
+
+ printf("S_sc 0: %.3f - %.3f * %.3f = ", S_sc, Spad, S_sc - Starget_sc);
+ S_sc -= Spad * (S_sc - Starget_sc); /* Spad may be 0. */
+
+ printf(" S1: %.3f\n", S_sc);
+ /* now recalculate what E and S should be based on S_sc */
+ E = RJK_ExtremeValueE(S_sc, cm->stats->gumAA[hmm_gum_mode][p]->mu,
+ cmstats->gumAA[hmm_gum_mode][p]->lambda);
+ S = (E * ((2. * cm_for_scoring->W) - avg_hit_len)) / ((double) db_size);
+
+ if(fabs(E - Emin) < 0.01 || E < Emin) /* no need for E < Emin */
+ printf("Case 2A: best case Emin %12f > E %f < Etarget %f F: %f S: %.12f Spad: %.3f\n", Emin, E, Etarget, F, S, Spad);
+ else
+ printf("Case 2B: good case Emin %12f < E %f < Etarget %f F: %f S: %.12f\n Spad: %.3f", Emin, E, Etarget, F, S, Spad);
+ if(E < Emin) E = Emin; /* No reason to have an E below Emin */
+ }
+ /* Print cutoff info to Rpts file for 2D plot if nec */
+ if(Rpts_fp != NULL)
+ {
+ fprintf(Rpts_fp, "TSC %.15f\n", (cm->stats->gumAA[hmm_gum_mode][p]->mu -
+ (log(Etarget) / cm->stats->gumAA[hmm_gum_mode][p]->lambda)));
+ fprintf(Rpts_fp, "MSC %.15f\n", (cm->stats->gumAA[hmm_gum_mode][p]->mu -
+ (log(Emin) / cm->stats->gumAA[hmm_gum_mode][p]->lambda)));
+ fprintf(Rpts_fp, "FSC %.15f\n", (cm->stats->gumAA[hmm_gum_mode][p]->mu -
+ (log(E) / cm->stats->gumAA[hmm_gum_mode][p]->lambda)));
+ fprintf(Rpts_fp, "FMINSC %.15f\n", (cm->stats->gumAA[hmm_gum_mode][p]->mu -
+ (log(hmm_eval_p[(int) (Fmin * (float) N)-1]) / cm->stats->gumAA[hmm_gum_mode][p]->lambda)));
+ fprintf(Rpts_fp, "F %.15f\n", F);
+ fprintf(Rpts_fp, "CMGUM %.15f %15f\n", cm->stats->gumAA[emit_mode][p]->lambda, cm->stats->gumAA[emit_mode][p]->mu);
+ fprintf(Rpts_fp, "HMMGUM %.15f %15f\n", cm->stats->gumAA[hmm_gum_mode][p]->lambda, cm->stats->gumAA[hmm_gum_mode][p]->mu);
+ fprintf(Rpts_fp, "STARGET %.15f\n", Starget);
+ fprintf(Rpts_fp, "SMIN %.15f\n", Smin);
+ fprintf(Rpts_fp, "SPAD %.15f\n", Spad);
+ fprintf(Rpts_fp, "FMIN %.15f\n", Fmin);
+ fprintf(Rpts_fp, "FSTEP %d\n", do_Fstep);
+ fprintf(Rpts_fp, "ECUTOFF %.15f\n", cm_ecutoff);
+ for (p = 0; p < cmstats->np; p++)
+ fprintf(Rpts_fp, "SCCUTOFF %d %.15f\n", p, cm_minbitsc[p]);
+ fclose(Rpts_fp);
+ }
+
+ /* Make sure our E is less than the DB size and greater than Emin */
+ if(E > ((float) db_size)) /* E-val > db_size is useless */
+ {
+ printf("Case 3 : worst case E (%f) > db_size (%f)\n", E, (double) db_size);
+ E = (float) db_size;
+ }
+
+ /* Informative, temporary print statements */
+ for (i = ((int) (Fmin * (float) N) -1); i < N; i++)
+ printf("%d i: %4d hmm sc: %10.4f hmm E: %10.4f\n", hmm_gum_mode, i, hmm_sc_p[i], hmm_eval_p[i]);
+ printf("\nSummary: %d %d %d %d %f %f\n", fthr_mode, hmm_gum_mode, do_fastfil, emit_mode,
+ (hmm_sc_p[Fidx]), (hmm_eval_p[Fidx]));
+ printf("05.21.07 %d %d %f %f\n", fthr_mode, hmm_gum_mode, hmm_sc_p[Fidx], E);
+
+ /* Reset CM_SEARCH_HMMONLY search option as it was when function was entered */
+ if(was_hmmonly) cm->search_opts |= CM_SEARCH_HMMONLY;
+ else cm->search_opts &= ~CM_SEARCH_HMMONLY;
+
+ /* Clean up and exit */
+ free(tr_sc);
+ free(hmm_eval_p);
+ free(hmm_sc_p);
+ free(cm_sc_p);
+ free(hmm_mu);
+ free(cm_mu);
+ free(cm_minbitsc);
+ free(cm_maxbitsc);
+ free(scores);
+ cm_for_scoring->tau = orig_tau;
+ FreeCM(cm_for_scoring);
+ /* Return threshold */
+ *ret_F = F;
+ printf("F: %f\n", *ret_F);
+ return E;
+
+ ERROR:
+ cm_Fail("Reached ERROR in FindCP9FilterThreshold()\n");
+ return 0.;
+}
+
+
+
+/* Following functions for CPlan9 HMMs were deprecated 01.04.07,
+ * we never use these aspects of a CP9 HMM.
+ */
+#if 0
+/* Function: CPlan9SetName()
+ *
+ * Purpose: Change the name of a CPlan9 HMM. Convenience function.
+ *
+ * Note: Trailing whitespace and \n's are chopped.
+ */
+void
+CPlan9SetName(CP9_t *hmm, char *name)
+{
+ if (hmm->name != NULL) free(hmm->name);
+ hmm->name = Strdup(name);
+ StringChop(hmm->name);
+}
+/* Function: Cplan9SetAccession()
+ *
+ * Purpose: Change the accession number of a Cplan9 HMM. Convenience function.
+ *
+ * Note: Trailing whitespace and \n's are chopped.
+ */
+void
+CPlan9SetAccession(CP9_t *hmm, char *acc)
+{
+ if (hmm->acc != NULL) free(hmm->acc);
+ hmm->acc = Strdup(acc);
+ StringChop(hmm->acc);
+ hmm->flags |= CPLAN9_ACC;
+}
+
+/* Function: CPlan9SetDescription()
+ *
+ * Purpose: Change the description line of a Cplan9 HMM. Convenience function.
+ *
+ * Note: Trailing whitespace and \n's are chopped.
+ */
+void
+CPlan9SetDescription(CP9_t *hmm, char *desc)
+{
+ if (hmm->desc != NULL) free(hmm->desc);
+ hmm->desc = Strdup(desc);
+ StringChop(hmm->desc);
+ hmm->flags |= CPLAN9_DESC;
+}
+
+/* Function: CPlan9ComlogAppend()
+ * Date: SRE, Wed Oct 29 09:57:30 1997 [TWA 721 over Greenland]
+ *
+ * Purpose: Concatenate command line options and append to the
+ * command line log.
+ */
+void
+CPlan9ComlogAppend(CP9_t *hmm, int argc, char **argv)
+{
+ int len;
+ int i;
+
+ /* figure out length of command line, w/ spaces and \n */
+ len = argc;
+ for (i = 0; i < argc; i++)
+ len += strlen(argv[i]);
+
+ /* allocate */
+ if (hmm->comlog != NULL)
+ {
+ len += strlen(hmm->comlog);
+ ESL_RALLOC(hmm->comlog, tmp, sizeof(char)* (len+1));
+ }
+ else
+ {
+ ESL_ALLOC(hmm->comlog, sizeof(char)* (len+1));
+ *(hmm->comlog) = '\0'; /* need this to make strcat work */
+ }
+
+ /* append */
+ strcat(hmm->comlog, "\n");
+ for (i = 0; i < argc; i++)
+ {
+ strcat(hmm->comlog, argv[i]);
+ if (i < argc-1) strcat(hmm->comlog, " ");
+ }
+}
+
+/* Function: CPlan9SetCtime()
+ * Date: SRE, Wed Oct 29 11:53:19 1997 [TWA 721 over the Atlantic]
+ *
+ * Purpose: Set the ctime field in a new HMM to the current time.
+ */
+void
+CPlan9SetCtime(CP9_t *hmm)
+{
+ time_t date = time(NULL);
+ if (hmm->ctime != NULL) free(hmm->ctime);
+ hmm->ctime = Strdup(ctime(&date));
+ StringChop(hmm->ctime);
+}
+#endif
+
+/* OLD MPI functions */
+#if 0
+/**************************************************************************************/
+/* EPN, Thu May 10 10:11:18 2007 New functions roughly following Easel/H3 conventions */
+/* Function: mpi_worker_search_target()
+ * Incept: EPN, Wed May 9 17:07:48 2007
+ * Purpose: The main control for an MPI worker process for searching sequences.
+ * Worker receives CM, then loops over receipt of sequences, returning
+ * best score and results data structure for each.
+ * Never do revcomp, we'll call this function twice once with
+ * plus once with minus strand.
+ */
+void
+mpi_worker_search_target(CM_t *cm, int my_rank)
+{
+ ESL_DSQ *dsq = NULL;
+ int L;
+ float best_sc;
+
+ int doing_cm_stats = FALSE;
+ int doing_cp9_stats = FALSE;
+
+ if(cm->search_opts & CM_SEARCH_HMMONLY) doing_cp9_stats = TRUE;
+ else doing_cm_stats = TRUE;
+ /* Main loop */
+ while (dsq_MPIRecv(&dsq, &L) == eslOK)
+ {
+ best_sc = actually_search_target(cm, dsq, 1, L,
+ 0., /* minimum CM bit cutoff, irrelevant (?) */
+ 0., /* minimum CP9 bit cutoff, irrelevant (?) */
+ NULL, /* do not keep results */
+ FALSE, /* do not filter with a CP9 HMM */
+ doing_cm_stats, doing_cp9_stats,
+ NULL, /* filter fraction, nobody cares */
+ FALSE);/* don't align hits */
+
+ MPI_Send(&(best_sc), 1, MPI_FLOAT, 0, 0, MPI_COMM_WORLD);
+ free(dsq);
+ }
+ return;
+
+}
+
+/* Function: dsq_MPISend()
+ * Incept: EPN, Wed May 9 17:30:14 2007
+ *
+ * Purpose: Send sequence <dsq> to processor <dest>.
+ *
+ * Returns: eslOK on success; eslEINVAL if <dsq> is NULL
+ * and eslESYS if there is an MPI error.
+ */
+int
+dsq_MPISend(ESL_DSQ *dsq, int L, int dest)
+{
+ int status;
+
+ if(dsq == NULL) { status = eslESYS; goto ERROR; }
+
+ if(MPI_Send(&L, 1, MPI_INT, dest, 0, MPI_COMM_WORLD) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed.");
+ /* receiver will now allocate storage, before reading on...*/
+ if(MPI_Send(dsq, (L+2), MPI_BYTE, dest, 0, MPI_COMM_WORLD) != 0) ESL_EXCEPTION(eslESYS, "mpi send failed.");
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: mpi_worker_cm_and_cp9_search()
+ * Incept: EPN, Thu May 10 10:04:02 2007
+ * Purpose: The main control for an MPI worker process for searching sequences
+ * twice, once with a CM and once with a CP9, both scores are returned.
+ * Called in mpi_FindCP9FilterThreshold9).
+ * Args:
+ * cm - the covariance model
+ * do_fast - don't search with CM, only do CP9 search
+ * my_rank - my MPI rank
+ */
+void
+mpi_worker_cm_and_cp9_search(CM_t *cm, int do_fast, int my_rank)
+{
+ int status;
+ ESL_DSQ *dsq = NULL;
+ int L;
+ float *scores = NULL;
+ ESL_ALLOC(scores, sizeof(float) * 2);
+ int was_hmmonly;
+ if(cm->search_opts & CM_SEARCH_HMMONLY) was_hmmonly = TRUE;
+ else was_hmmonly = FALSE;
+ /* Main loop */
+ while (dsq_MPIRecv(&dsq, &L) == eslOK)
+ {
+ /* Do the CM search first */
+ cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(do_fast)
+ scores[0] = 0.;
+ else
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* minimum CM bit cutoff, irrelevant (?) */
+ 0., /* minimum CP9 bit cutoff, irrelevant (?) */
+ NULL, /* do not keep results */
+ FALSE, /* do not filter with a CP9 HMM */
+ FALSE, FALSE, /* not doing CM or CP9 Gumbel calcs */
+ NULL, /* filter fraction, nobody cares */
+ FALSE);/* don't align hits */
+ /* DO NOT CALL actually_search_target b/c that will run Forward then
+ * Backward to get score of best hit, but we'll be detecting by a
+ * Forward scan (then running Backward only on hits above our threshold),
+ * since we're calc'ing the threshold here it's impt we only do Forward.
+ */
+ scores[1] = CP9Forward(cm, dsq, 1, L, cm->W, 0.,
+ NULL, /* don't return scores of hits */
+ NULL, /* don't return posns of hits */
+ NULL, /* don't keep track of hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+
+ MPI_Send(scores, 2, MPI_FLOAT, 0, 0, MPI_COMM_WORLD); /* send together so results don't interleave */
+ free(dsq);
+ }
+ if(was_hmmonly) cm->search_opts |= CM_SEARCH_HMMONLY;
+ else cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(scores != NULL) free(scores);
+ /*printf("\trank: %d RETURNING!\n", my_rank);*/
+ return;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ if (scores != NULL) free(scores);
+ return;
+}
+
+/* Function: mpi_worker_cm_and_cp9_search_maxsc()
+ * Incept: EPN, Thu Jun 7 15:02:54 2007
+ * Purpose: The main control for an MPI worker process for searching sequences
+ * with decreasingly fast techniques, quitting if any technique
+ * returns a score greater than some specified maximum bit score.
+ * The goal is to determine if the optimal parse is within a
+ * given range during a empirical HMM filter threshold calculation.
+ * Called in mpi_FindCP9FilterThreshold().
+ * Args:
+ * cm - the covariance model
+ * do_fast - don't search with CM, only do CP9 search
+ * my_rank - my MPI rank
+ */
+void
+mpi_worker_cm_and_cp9_search_maxsc(CM_t *cm, int do_fast, int do_minmax, int my_rank)
+{
+ int status;
+ char *dsq = NULL;
+ int L;
+ float maxsc;
+ float *scores = NULL;
+ ESL_ALLOC(scores, sizeof(float) * 2);
+ int was_hmmonly;
+ int was_hbanded;
+ float orig_tau;
+ orig_tau = cm->tau;
+
+ if(cm->search_opts & CM_SEARCH_HMMONLY) was_hmmonly = TRUE;
+ else was_hmmonly = FALSE;
+ if(cm->search_opts & CM_SEARCH_HBANDED) was_hbanded = TRUE;
+ else was_hbanded = FALSE;
+ /* Main loop */
+ while (dsq_maxsc_MPIRecv(&dsq, &L, &maxsc) == eslOK)
+ {
+ /* Do the CM search first */
+ cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(do_fast)
+ scores[0] = 0.;
+ else if(do_minmax)
+ {
+ cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = 0.1;
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL, /* filter fraction N/A */
+ FALSE);/* don't align hits */
+
+ if(scores[0] < maxsc) /* search with another, less strict (lower tau) HMM banded parse */
+ {
+ cm->tau = 1e-10;
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* cutoff is 0 bits (actually we'll find highest
+ * negative score if it's < 0.0) */
+ 0., /* CP9 cutoff is 0 bits */
+ NULL, /* don't keep results */
+ FALSE, /* don't filter with a CP9 HMM */
+ FALSE, /* we're not calcing CM stats */
+ FALSE, /* we're not calcing CP9 stats */
+ NULL, /* filter fraction N/A */
+ FALSE);/* don't align hits */
+ }
+ }
+ else
+ scores[0] = actually_search_target(cm, dsq, 1, L,
+ 0., /* minimum CM bit cutoff, irrelevant (?) */
+ 0., /* minimum CP9 bit cutoff, irrelevant (?) */
+ NULL, /* do not keep results */
+ FALSE, /* do not filter with a CP9 HMM */
+ FALSE, FALSE, /* not doing CM or CP9 Gumbel calcs */
+ NULL, /* filter fraction, nobody cares */
+ FALSE);/* don't align hits */
+
+ /* Now do HMM search, but if do_minmax, only do HMM search
+ * if our CM score hasn't exceeded the max */
+ if(do_minmax && scores[0] > maxsc)
+ scores[1] = 0.;
+ else
+ /* DO NOT CALL actually_search_target b/c that will run Forward then
+ * Backward to get score of best hit, but we'll be detecting by a
+ * Forward scan (then running Backward only on hits above our threshold),
+ * since we're calc'ing the threshold here it's impt we only do Forward.
+ */
+ scores[1] = CP9Forward(cm, dsq, 1, L, cm->W, 0.,
+ NULL, /* don't return scores of hits */
+ NULL, /* don't return posns of hits */
+ NULL, /* don't keep track of hits */
+ TRUE, /* we're scanning */
+ FALSE, /* we're not ultimately aligning */
+ FALSE, /* we're not rescanning */
+ TRUE, /* be memory efficient */
+ NULL); /* don't want the DP matrix back */
+ MPI_Send(scores, 2, MPI_FLOAT, 0, 0, MPI_COMM_WORLD); /* send together so results don't interleave */
+ free(dsq);
+ }
+ if(was_hmmonly) cm->search_opts |= CM_SEARCH_HMMONLY;
+ else cm->search_opts &= ~CM_SEARCH_HMMONLY;
+ if(was_hbanded) cm->search_opts |= CM_SEARCH_HBANDED;
+ else cm->search_opts &= ~CM_SEARCH_HBANDED;
+
+ if(scores != NULL) free(scores);
+ /*printf("\trank: %d RETURNING!\n", my_rank);*/
+ return;
+
+ ERROR:
+ if (dsq != NULL) free(dsq);
+ if (scores != NULL) free(scores);
+ return;
+}
+
+/* Function: dsq_MPIRecv()
+ * Incept: EPN, Wed May 9 17:34:43 2007
+ *
+ * Purpose: Receive a sequence sent from the master MPI process (src=0)
+ * on a worker MPI process.
+ *
+ * If it receives an end-of-data signal, returns <eslEOD>.
+ */
+int
+dsq_MPIRecv(ESL_DSQ **ret_dsq, int *ret_L)
+{
+ int status;
+ char *dsq = NULL;
+ MPI_Status mpistatus;
+ int L;
+
+ if(MPI_Recv(&L, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0) ESL_EXCEPTION(eslESYS, "mpi receive failed.");
+ ESL_ALLOC(dsq, sizeof(ESL_DSQ) * (L+2));
+ if(MPI_Recv(dsq, (L+2), MPI_CHAR, 0, 0, MPI_COMM_WORLD, &mpistatus) != 0); ESL_EXCEPTION(eslESYS, "mpi receive failed.");
+ dsq[0] = dsq[(L+1)] = eslDSQ_SENTINEL;
+ *ret_L = L;
+ *ret_dsq = dsq;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: dsq_maxsc_MPIRecv()
+ * Incept: EPN, Thu Jun 7 15:00:29 2007
+ *
+ * Purpose: Receive a sequence and maximum score
+ * sent from the master MPI process (src=0)
+ * on a worker MPI process.
+ *
+ * If it receives an end-of-data signal, returns <eslEOD>.
+ */
+int
+dsq_maxsc_MPIRecv(char **ret_dsq, int *ret_L, float *ret_maxsc)
+{
+ int status;
+ char *dsq = NULL;
+ MPI_Status mpistatus;
+ int L;
+ float maxsc;
+
+ MPI_Recv(&L, 1, MPI_INT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ if (L == -1) return eslEOD;
+ ESL_ALLOC(dsq, sizeof(char) * (L+2));
+ MPI_Recv(dsq, (L+2), MPI_CHAR, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ MPI_Recv(&maxsc, 1, MPI_FLOAT, 0, 0, MPI_COMM_WORLD, &mpistatus);
+ *ret_L = L;
+ *ret_dsq = dsq;
+ *ret_maxsc = maxsc;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+#endif
+
+
+#if 0
+/* Here are the P7 versions of the HMM banding related
+ * functions, for reference */
+
+/*****************************************************************************
+ * EPN 04.03.06
+ * Function: P7_hmm_band_bounds()
+ *
+ * Purpose: Determine the band on all HMM states given the posterior
+ * matrices. Do this by summing log probabilities, starting
+ * at the sequence ends, and creeping in, until the half the
+ * maximum allowable probability excluded is reached on each
+ * side respectively.
+ *
+ * below * = 'i', 'm' or 'd', for either (i)nsert, (m)atch or (d)elete states
+ * arguments:
+ *
+ * int post posterior matrix for *mx (matches, inserts or deletes)
+ * 2D int array [0.1..N][0.1..M] M = num nodes in HMM
+ * int L length of sequence (num rows of post matrix)
+ * int M number of nodes in HMM (num columns of post matrix)
+ * int *isum_pn [1..M] sum_pn[k] = sum over i of log probabilities
+ * from post->*mx[i][k]
+ * if NULL: don't use sums, just use raw log probs
+ * int pn_min pn_min[k] = first position in band for * state of node k
+ * to be filled in this function.
+ * int pn_max pn_max[k] = last position in band for * state of node k
+ * to be filled in this function.
+ * double p_thresh the probability mass we're requiring is within each band
+ * int state_type HMMMATCH, HMMINSERT, or HMMDELETE, for deletes we have to deal
+ * with the CM->HMM delete off-by-one issue (see code below).
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ *****************************************************************************/
+void
+P7_hmm_band_bounds(int **post, int L, int M, int *isum_pn, int *pn_min, int *pn_max,
+ double p_thresh, int state_type, int debug_level)
+{
+ int k; /* counter over nodes of the model */
+ int lmass_exc; /* the log of the probability mass currently excluded on the left*/
+ int rmass_exc; /* the log of the probability mass currently excluded on the right*/
+ int log_p_side;/* the log probability we're allowed to exclude on each side */
+ int curr_log_p_side; /* the log probability we're allowed to exclude on each side for the current state */
+ int argmax_pn; /* for curr state, the state with the highest log p,
+ * IFF we determine the entire sequence is outside the
+ * band for a state, we set the band to a single position,
+ * the most likely one. Therefore its value is only
+ * relevant (and valid!) if pmin[k] == L.
+ * (otherwise we'd have some positions within the band).*/
+ int max_post; /* post[argmax_pn][k] for current k */
+ /* NOTE: all *log_p* structures, and other structures that hold log probs
+ * don't actually hold log probs. but scores, which are scaled up 1000X (INTSCALE)
+ */
+
+ log_p_side = Prob2Score(((1. - p_thresh)/2.), 1.); /* allowable prob mass excluded on each side */
+
+ /* step through each node */
+ for(k = 1; k <= M; k++)
+ {
+ curr_log_p_side = log_p_side;
+ if(isum_pn != NULL)
+ curr_log_p_side += isum_pn[k]; /* if we use sums strategy, normalize
+ * so total prob of entering k = 1. */
+ argmax_pn = 1;
+ max_post = post[1][k];
+ pn_min[k] = 2;
+ pn_max[k] = L-1;
+ lmass_exc = post[(pn_min[k]-1)][k];
+ rmass_exc = post[(pn_max[k]+1)][k];
+ /*creep in on the left, until we exceed our allowable prob mass to exclude.*/
+ while(pn_min[k] <= L && lmass_exc <= (curr_log_p_side))
+ {
+ if(post[pn_min[k]][k] > max_post) /* save info on most likely posn
+ * in case whole seq is outside band */
+ {
+ max_post = post[pn_min[k]][k];
+ argmax_pn = pn_min[k];
+ }
+ lmass_exc = ILogsum(lmass_exc, post[pn_min[k]][k]);
+ pn_min[k]++;
+ }
+ /* we went one posn too far, back up*/
+ pn_min[k]--;
+
+ /*creep in on the right, until we exceed our allowable prob mass to exclude.*/
+ while(pn_max[k] >= 1 && rmass_exc <= (curr_log_p_side))
+ {
+ rmass_exc = ILogsum(rmass_exc, post[pn_max[k]][k]);
+ pn_max[k]--;
+ }
+ /* we went one posn too far, back up*/
+ pn_max[k]++;
+
+ if(pn_min[k] > pn_max[k])
+ {
+ /* The sum of the posteriors for all posns for this state
+ * is less than tau. Current strategy, set band to a single
+ * cell, the most likely posn found when creeping in from left.
+ */
+ pn_min[k] = argmax_pn;
+ pn_max[k] = argmax_pn;
+ }
+ if(state_type == HMMDELETE)
+ {
+ /* We have to deal with off by ones in the delete states
+ * e.g. pn_min_d[k] = i, means posn i was last residue emitted
+ * prior to entering node k's delete state. However, for a CM,
+ * if a delete states sub-parsetree is bounded by i' and j', then
+ * positions i' and j' HAVE YET TO BE EMITTED.
+ */
+ pn_min[k]++;
+ pn_max[k]++;
+ /* In plan 7 HMMs, a delete state can only be entered after
+ * visiting at least one match state (M_1). But in a CM we
+ * can start in deletes, so we explicitly check and fix.
+ */
+ if(pn_min[k] == 2) pn_min[k] = 1;
+ }
+ }
+}
+
+
+/**************************************************************************
+ * P7_* functions no longer supported as of 10.26.06,
+ * They remain here for reference.
+ * This code was written before the CMCP9Map_t data structure
+ * was introduced.
+ *
+ * simple_cp9_HMM2ijBands() is an attempt I made to simplify the horribly
+ * convoluted cp9_HMM2ijBands() function, but it wasn't nearly as effective,
+ * and often obscured the optimal alignment, so it was abandoned.
+ */
+/**************************************************************************
+ * EPN 03.26.06
+ * P7_map_cm2hmm_and_hmm2cm()
+ *
+ * Purpose: Determine maps between a CM and an HMM by filling 3 multi-dimensional
+ * arrays. All arrays must be pre-allocated and freed by caller.
+ * Args:
+ * CM_t *cm - the CM
+ * cplan9_s *hmm - the HMM
+ * int *node_cc_left - consensus column each node's left emission maps to
+ * [0..(cm->nodes-1)], -1 if maps to no consensus column
+ * int *node_cc_right- consensus column each node's right emission corresponds to
+ * [0..(cm->nodes-1)], -1 if maps to no consensus column
+ * int *cc_node_map - node that each consensus column maps to (is modelled by)
+ * [1..hmm_ncc]
+ * int **cs2hn_map - 2D CM state to HMM node map, 1st D - CM state index
+ * 2nd D - 0 or 1 (up to 2 matching HMM states), value: HMM node
+ * that contains state that maps to CM state, -1 if none.
+ * int **cs2hs_map - 2D CM state to HMM node map, 1st D - CM state index
+ * 2nd D - 2 elements for up to 2 matching HMM states,
+ * value: HMM STATE (0(M), 1(I), 2(D) that maps to CM state, -1 if none.
+ *
+ * For example: HMM node cs2hn_map[v][0], state cs2hs_map[v][0]
+ * maps to CM state v.
+ *
+ * int ***hns2cs_map - 3D HMM node-state to CM state map, 1st D - HMM node index, 2nd D -
+ * HMM state (0(M), 1(I), 2(D)), 3rd D - 2 elements for up to
+ * 2 matching CM states, value: CM states that map, -1 if none.
+ *
+ * For example: CM states hns2cs_map[k][0][0] and hns2cs_map[k][0][1]
+ * map to HMM node k's match state.
+ * Returns: (void)
+ */
+void
+P7_map_cm2hmm_and_hmm2cm(CM_t *cm, struct plan7_s *hmm, int *node_cc_left, int *node_cc_right, int *cc_node_map, int ***ret_cs2hn_map, int ***ret_cs2hs_map, int ****ret_hns2cs_map, int debug_level)
+{
+
+ int status;
+ int k; /* HMM node counter */
+ int ks; /* HMM state counter (0(Match) 1(insert) or 2(delete)*/
+ int n; /* CM node that maps to HMM node k */
+ int nn; /* CM node index */
+ int n_begr; /* CM node index */
+ int is_left; /* TRUE if HMM node k maps to left half of CM node n */
+ int is_right; /* TRUE if HMM node k maps to right half of CM node n */
+ int v; /* state index in CM */
+ int v1, v2;
+ int **cs2hn_map;
+ int **cs2hs_map;
+ int ***hns2cs_map;
+
+ /* Allocate the maps */
+ ESL_ALLOC(cs2hn_map, sizeof(int *) * (cm->M+1));
+ ESL_ALLOC(cs2hn_map[0], sizeof(int) * 2 * (cm->M+1));
+ for(v = 0; v <= cm->M; v++) cs2hn_map[v] = cs2hn_map[0] + v * 2;
+
+ ESL_ALLOC(cs2hs_map, sizeof(int *) * (cm->M+1));
+ ESL_ALLOC(cs2hs_map[0], sizeof(int) * 2 * (cm->M+1));
+ for(v = 0; v <= cm->M; v++) cs2hs_map[v] = cs2hs_map[0] + v * 2;
+
+ ESL_ALLOC(hns2cs_map, sizeof(int *) * (hmm->M+1));
+ ESL_ALLOC(hns2cs_map[0], sizeof(int) * 3 * 2 * (cm->M+1));
+ for(k = 0; k <= hmm->M; k++)
+ {
+ hns2cs_map[k] = hns2cs_map[0] + k * 3 * 2;
+ for(ks = 0; ks < 3; ks++)
+ hns2cs_map[k][ks] = hns2cs_map[k] + ks;
+ }
+
+ /* Initialize the maps */
+ for(v = 0; v <= cm->M; v++)
+ {
+ cs2hn_map[v][0] = -1;
+ cs2hn_map[v][1] = -1;
+ cs2hs_map[v][0] = -1;
+ cs2hs_map[v][1] = -1;
+ }
+ for(k = 0; k <= hmm->M; k++)
+ {
+ for(ks = 0; ks < 3; ks++)
+ {
+ hns2cs_map[k][ks][0] = -1;
+ hns2cs_map[k][ks][1] = -1;
+ }
+ }
+
+ /* One of the few differences b/t this version (p7) of the function
+ * and the CP9 version, P7 HMMs have no node 0. We say nothing
+ * maps to the ROOT node states. (even though B maps to ROOT_S,
+ * N 'sort of' maps to ROOT_IL. Another difference is that Plan7
+ * HMMs don't have a D_1, I_M and D_M state, so they are not
+ * mapped inside the following for loop.
+ */
+
+ /* Step through HMM nodes, filling in maps as we go */
+ for(k = 1; k <= hmm->M; k++)
+ {
+ n = cc_node_map[k];
+ if(node_cc_left[n] == k)
+ {
+ is_left = TRUE;
+ is_right = FALSE;
+ }
+ else if(node_cc_right[n] == k)
+ {
+ is_left = FALSE;
+ is_right = TRUE;
+ }
+ switch(cm->ndtype[n])
+ {
+ case ROOT_nd:
+ case BIF_nd:
+ case BEGL_nd:
+ case BEGR_nd:
+ case END_nd:
+ printf("ERROR: HMM node k doesn't map to MATP, MATR or MATL\n");
+ exit(1);
+ break;
+
+ case MATP_nd:
+ if(is_left)
+ {
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATP_MP*/
+ map_helper(cp9map, k, ks, v);
+ v = cm->nodemap[n] + 1; /*MATP_ML*/
+ map_helper(cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ if(k != hmm->M)
+ {
+ v = cm->nodemap[n] + 4; /*MATP_IL*/
+ map_helper(cp9map, k, ks, v);
+ }
+ ks = 2; /*delete*/
+ if(k != hmm->M && k != 1)
+ {
+ v = cm->nodemap[n] + 2; /*MATP_MR*/
+ map_helper(cp9map, k, ks, v);
+ v = cm->nodemap[n] + 3; /*MATP_D*/
+ map_helper(cp9map, k, ks, v);
+ }
+ }
+ else if(is_right)
+ {
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATP_MP*/
+ map_helper(cp9map, k, ks, v);
+ v = cm->nodemap[n] + 2; /*MATP_MR*/
+ map_helper(cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ /* whoa... careful, we want the CM state that will insert to the RIGHT
+ * of column k (the right consensus column modelled by MATP node n),
+ * but MATP_IR inserts to the LEFT of column k.
+ * What we need to determine is the CM node nn that models column k+1,
+ * and further which half (left or right) of nn models k+1, then
+ * we can map the HMM state to the correct CM state (see code).
+ */
+ if(k != hmm->M) /* There is o P7 I_M state */
+ {
+ nn = cc_node_map[k+1];
+ if(node_cc_left[nn] == (k+1))
+ {
+ /* find the closest BEGR node above node nn */
+ n_begr = nn;
+ while(n_begr >= 0 && (cm->ndtype[n_begr] != BEGR_nd))
+ n_begr--;
+ if(n_begr == -1)
+ {
+ printf("ERROR: can't find BEGR node above node %d\n", nn);
+ printf("k is %d\n", k);
+ exit(1);
+ }
+ v = cm->nodemap[n_begr] + 1; /*BEGR_IL*/
+ map_helper(cp9map, k, ks, v);
+ }
+ else if(node_cc_right[nn] == (k+1))
+ {
+ /*simple*/
+ if(cm->ndtype[nn] == MATP_nd)
+ {
+ v = cm->nodemap[nn] + 5; /*MATP_IR*/
+ map_helper(cp9map, k, ks, v);
+ }
+ else if(cm->ndtype[nn] == MATR_nd)
+ {
+ v = cm->nodemap[nn] + 2; /*MATR_IR*/
+ map_helper(cp9map, k, ks, v);
+ }
+ }
+ } /* end of if (k != hmm->M) */
+ /* NOT DONE YET, the MATP_IR has to map to an HMM state,
+ * if the previous column (k-1) is modelled by a CM MATR or
+ * MATP node, then the above block will take care of this situation
+ * (in the previous iteration of this loop when k = k-1),
+ * HOWEVER, if (k-1) is modelled by a MATL, then this
+ * MATP_IR's contribution to the HMM will be ignored,
+ * unless we do something about it.
+ */
+ if(node_cc_left[cc_node_map[k-1]] == (k-1)) /*k-1 modelled by MATL*/
+ {
+ if(cm->ndtype[cc_node_map[k-1]] != MATL_nd)
+ {
+ if(cm->ndtype[cc_node_map[k-1]] == MATP_nd)
+ {
+ /* A rare, but possible case. Previous column
+ * k-1 column is modelled by left half of the MATP
+ * node whose right half models column k.
+ * Proceed below.
+ */
+ }
+ else
+ {
+ printf("ERROR, full understanding of the CM architecture remains elusive 0)...\n");
+ exit(1);
+ }
+ }
+ v = cm->nodemap[n] + 5; /*MATP_IR*/
+ if(k != hmm->M) /* There is no plan 7 I_M state */
+ map_helper(cp9map, (k-1), ks, v);
+ }
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 1; /*MATP_ML*/
+ if(k != 1 && k != hmm->M) /* There is no plan 7 D_1 or D_M state */
+ map_helper(cp9map, k, ks, v);
+
+ v = cm->nodemap[n] + 3; /*MATP_D*/
+ if(k != 1 && k != hmm->M) /* There is no plan 7 D_1 or D_M state */
+ map_helper(cp9map, k, ks, v);
+ }
+ break;
+
+ case MATL_nd:
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATL_ML*/
+ map_helper(cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ v = cm->nodemap[n] + 2; /*MATL_IL*/
+ if(k != hmm->M) /* There is no plan 7 I_M state */
+ map_helper(cp9map, k, ks, v);
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 1; /*MATL_D*/
+ if(k != 1 && k != hmm->M) /* There is no plan 7 D_1 or D_M state */
+ map_helper(cp9map, k, ks, v);
+
+ break;
+
+ case MATR_nd:
+ ks = 0; /*match*/
+ v = cm->nodemap[n]; /*MATR_MR*/
+ map_helper(cp9map, k, ks, v);
+
+ ks = 1; /*insert*/
+ /* whoa... careful, we want the CM state that will insert to the RIGHT
+ * of column k (the consensus column modelled by MATR node n),
+ * but MATR_IR inserts to the LEFT of column k.
+ * What we need to determine is the CM node nn that models column k+1,
+ * and further which half (left or right) of nn models k+1, then
+ * we can map the HMM state to the correct CM state (see code).
+ */
+ if(k != hmm->M) /* There is no plan 7 I_M state */
+ {
+ nn = cc_node_map[k+1];
+ if(node_cc_left[nn] == (k+1))
+ {
+ /* find the closest BEGR node above node nn */
+ n_begr = nn;
+ while((cm->ndtype[n_begr] != BEGR_nd) && n_begr >= 0)
+ n_begr--;
+ if(n_begr == -1)
+ {
+ printf("ERROR: can't find BEGR node above node %d\n", nn);
+ exit(1);
+ }
+ v = cm->nodemap[n_begr] + 1; /*BEGR_IL*/
+ map_helper(cp9map, k, ks, v);
+ }
+ else if(node_cc_right[nn] == (k+1))
+ {
+ /*simple*/
+ if(cm->ndtype[nn] == MATP_nd)
+ {
+ v = cm->nodemap[nn] + 5;
+ map_helper(cp9map, k, ks, v);
+ }
+ else if(cm->ndtype[nn] == MATR_nd)
+ {
+ v = cm->nodemap[nn] + 2; /*MATP_IR*/
+ map_helper(cp9map, k, ks, v);
+ }
+ }
+ } /* end of if (k != hmm->M) */
+ if(node_cc_left[cc_node_map[k-1]] == (k-1)) /*k-1 modelled by MATL*/
+ {
+ // printf("ERROR, full understanding of the CM architecture remains elusive (1)...\n");
+ exit(1);
+ }
+
+ ks = 2; /*delete*/
+ v = cm->nodemap[n] + 1; /*MATR_D*/
+ if(k != 1 && k != hmm->M) /* There is no plan 7 D_1 or D_M state */
+ map_helper(cp9map, k, ks, v);
+ break;
+ }
+ }
+
+ /* Check to make sure that insert states map to only 1 HMM node state. */
+ for(v = 0; v <= cm->M; v++)
+ {
+ if((cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) && cs2hn_map[v][1] != -1)
+ {
+ printf("ERROR during cs2hn_map construction\ncs2hn_map[%d][0]: %d | cs2hn_map[%d][1]: %d AND v is an INSERT state\n", v, cs2hn_map[v][0], v, cs2hn_map[v][1]);
+ exit(1);
+ }
+ /* each CM state should map to only 1 HMM state. */
+ }
+
+
+ /* print hns2cs_map, checking consistency with cs2hn_map and cs2hs_map along
+ the way. */
+ for(k = 1; k <= hmm->M; k++)
+ {
+ for(ks = 0; ks < 3; ks++)
+ {
+ v1 = hns2cs_map[k][ks][0];
+ v2 = hns2cs_map[k][ks][1];
+ if(debug_level > 1)
+ printf("hns2cs[%3d][%3d][0]: %3d | hns2cs[%3d][%3d[1]: %3d\n", k, ks, v1, k, ks, v2);
+ if(v1 != -1 && (cs2hn_map[v1][0] == k && cs2hs_map[v1][0] == ks))
+ {
+ /* okay */
+ }
+ else if(v1 != -1 && (cs2hn_map[v1][1] == k && cs2hs_map[v1][1] == ks))
+ {
+ /* okay */
+ }
+ else if(v2 != -1 && (cs2hn_map[v2][0] == k && cs2hs_map[v2][0] == ks))
+ {
+ /* okay */
+ }
+ else if(v2 != -1 && (cs2hn_map[v2][1] == k && cs2hs_map[v2][1] == ks))
+ {
+ /* okay */
+ }
+ else if(v1 == -1 && v2 == -1 && (k == 1 && ks == 2))
+ {
+ /*okay - D_0 maps to nothing */
+ }
+ else if(v1 == -1 && v2 == -1 && (k == hmm->M && ks == 1))
+ {
+ /*okay - D_0 maps to nothing */
+ }
+ else if(v1 == -1 && v2 == -1 && (k == hmm->M && ks == 2))
+ {
+ /*okay - D_0 maps to nothing */
+ }
+ else if(v1 == -1 && v2 == -1)
+ /* only D_1, D_M and I_M should map to nothing*/
+ {
+ /* not okay */
+ printf("maps inconsistent case 1, HMM node state (non D_0) maps to no CM state, v1: %d | v2: %d k: %d | ks: %d\n", v1, v2, k, ks);
+ exit(1);
+ }
+ else
+ {
+ /* not okay */
+ printf("maps inconsistent case 2 v1: %d | v2: %d k: %d | ks: %d\n", v1, v2, k, ks);
+ exit(1);
+ }
+ }
+ }
+ *ret_cs2hn_map = cs2hn_map;
+ *ret_cs2hs_map = cs2hs_map;
+ *ret_hns2cs_map = hns2cs_map;
+ return;
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+}
+
+/*****************************************************************************
+ * EPN 11.03.05
+ * Function: P7_last_hmm_insert_state_hack
+ *
+ * Purpose: HMMER plan 7 doesn't have an insert node in
+ * its final node, so we have to use a hack
+ * to fill pn_min_i[hmm->M] and pn_max_i[hmm->M].
+ * We simply use the match node's band.
+ *
+ * arguments:
+ * int M number of nodes in HMM (num columns of post matrix)
+ * int *pn_min_m pn_min[k] = first position in band for match state of node k
+ * int *pn_max_m pn_max[k] = last position in band for match state of node k
+ * int *pn_min_i pn_min[k] = first position in band for insert state of node k
+ * array element M is the only one filled in this function .
+ * int *pn_max_i pn_max[k] = last position in band for insert state of node k
+ * array element M is the only one filled in this function .
+ *****************************************************************************/
+void
+P7_last_hmm_insert_state_hack(int M, int *pn_min_m, int *pn_max_m, int *pn_min_i, int *pn_max_i)
+{
+ pn_min_i[M] = pn_min_m[M];
+ pn_max_i[M] = pn_max_m[M];
+}
+/*****************************************************************************
+ * EPN 12.18.05
+ * Function: P7_last_and_first_delete_state_hack
+ *
+ * Purpose: P7 HMMs don't have delete states in their
+ * first or final node, so we have to use a hack
+ * to fill pn_min_d[1], pn_max_d[1], pn_min_d[hmm->M] and
+ * pn_max_d[hmm->M]. We use the match state bands.
+ *
+ * arguments:
+ * int M number of nodes in HMM (num columns of post matrix)
+ * int *pn_min_m pn_min[k] = first position in band for match state of node k
+ * int *pn_max_m pn_max[k] = last position in band for match state of node k
+ * int *pn_min_d pn_min[k] = first position in band for delete state of node k
+ * array element M is the only one filled in this function .
+ * int *pn_max_d pn_max[k] = last position in band for deletea state of node k
+ * array element M is the only one filled in this function .
+ * int L length of target database sequence.
+ *****************************************************************************/
+void
+P7_last_and_first_hmm_delete_state_hack(int M, int *pn_min_m, int *pn_max_m, int *pn_min_d, int *pn_max_d, int L)
+{
+ /* Maybe I should be basing the delete bands for the first state on the
+ * N state posteriors in the HMM, and for the last state on the
+ * C state posteriors in the HMM.
+ */
+ pn_min_d[1] = pn_min_m[1];
+ pn_max_d[1] = pn_max_m[1];
+ pn_min_d[M] = pn_max_m[M];
+ pn_max_d[M] = pn_max_m[M];
+}
+
+/* Function: P7FullPosterior()
+ * based on Ian Holmes' hmmer/src/postprob.c::P7EmitterPosterior()
+ *
+ * Purpose: Combines Forward and Backward matrices into a posterior
+ * probability matrix.
+ * For emitters (match and inserts) the entries in row i of this
+ * matrix are the logs of the posterior probabilities of each state
+ * emitting symbol i of the sequence. For non-emitters
+ * (main node deletes only (not XME, XMB)
+ * the entries in row i of this matrix are the logs of the posterior
+ * probabilities of each state being 'visited' when the last emitted
+ * residue in the parse was symbol i of the sequence (I think this
+ * is valid, but not sure (EPN)). The last point distinguishes this
+ * function from P7EmitterPosterior() which set all posterior values
+ * for for non-emitting states to -INFTY.
+ * The caller must allocate space for the matrix, although the
+ * backward matrix can be used instead (overwriting it will not
+ * compromise the algorithm).
+ *
+ * Args: L - length of sequence
+ * hmm - the model
+ * forward - pre-calculated forward matrix
+ * backward - pre-calculated backward matrix
+ * mx - pre-allocated dynamic programming matrix
+ *
+ * Return: void
+ */
+void
+P7FullPosterior(int L,
+ struct plan7_s *hmm,
+ struct dpmatrix_s *forward,
+ struct dpmatrix_s *backward,
+ struct dpmatrix_s *mx)
+{
+ int i;
+ int k;
+ int sc;
+
+ sc = backward->xmx[0][XMN];
+ for (i = L; i >= 1; i--)
+ {
+ mx->xmx[i][XMC] = forward->xmx[i-1][XMC] + hmm->xsc[XTC][LOOP] + backward->xmx[i][XMC] - sc;
+
+ mx->xmx[i][XMJ] = forward->xmx[i-1][XMJ] + hmm->xsc[XTJ][LOOP] + backward->xmx[i][XMJ] - sc;
+
+ mx->xmx[i][XMN] = forward->xmx[i-1][XMN] + hmm->xsc[XTN][LOOP] + backward->xmx[i][XMN] - sc;
+
+ mx->xmx[i][XMB] = mx->xmx[i][XME] = -INFTY;
+
+ for (k = 1; k < hmm->M; k++) {
+ mx->mmx[i][k] = backward->mmx[i][k];
+ /* we don't want to account for possibility we came from a delete, first of all
+ * they don't emit so that means we'd be interested in the i index of the previous
+ * delete state (forward->dmx[i][k-1], however, that value has already accounted
+ * for the emission of position i; so its not of interest here.
+ */
+ mx->mmx[i][k] += ILogsum(ILogsum(forward->mmx[i-1][k-1] + hmm->tsc[TMM][k-1],
+ forward->imx[i-1][k-1] + hmm->tsc[TIM][k-1]),
+ ILogsum(forward->xmx[i-1][XMB] + hmm->bsc[k],
+ forward->dmx[i-1][k-1] + hmm->tsc[TDM][k-1]));
+ mx->mmx[i][k] -= sc;
+
+ mx->imx[i][k] = backward->imx[i][k];
+ mx->imx[i][k] += ILogsum(forward->mmx[i-1][k] + hmm->tsc[TMI][k],
+ forward->imx[i-1][k] + hmm->tsc[TII][k]);
+ mx->imx[i][k] -= sc;
+
+ /*mx->dmx[i][k] = -INFTY;*/
+ /* I think this is right?? */
+ mx->dmx[i][k] = backward->dmx[i][k];
+ mx->dmx[i][k] += forward->dmx[i][k];
+ mx->dmx[i][k] -= sc;
+ }
+ mx->mmx[i][hmm->M] = backward->mmx[i][hmm->M];
+ mx->mmx[i][hmm->M] += ILogsum(ILogsum(forward->mmx[i-1][hmm->M-1] + hmm->tsc[TMM][hmm->M-1],
+ forward->imx[i-1][hmm->M-1] + hmm->tsc[TIM][hmm->M-1]),
+ ILogsum(forward->xmx[i-1][XMB] + hmm->bsc[hmm->M],
+ forward->dmx[i-1][hmm->M-1] + hmm->tsc[TDM][hmm->M-1]));
+ mx->mmx[i][hmm->M] -= sc;
+
+ mx->imx[i][hmm->M] = mx->dmx[i][hmm->M] = mx->dmx[i][0] = -INFTY;
+
+ }
+ /* for(i = 1; i <= L; i++)
+ {
+ for(k = 1; k < hmm->M; k++)
+ {
+ temp_sc = Score2Prob(mx->mmx[i][k], 1.);
+ if(temp_sc > .0001)
+ printf("p7 mx->mmx[%3d][%3d]: %9d | %8f\n", i, k, mx->mmx[i][k], temp_sc);
+ temp_sc = Score2Prob(mx->imx[i][k], 1.);
+ if(temp_sc > .0001)
+ printf("p7 mx->imx[%3d][%3d]: %9d | %8f\n", i, k, mx->imx[i][k], temp_sc);
+ temp_sc = Score2Prob(mx->dmx[i][k], 1.);
+ if(temp_sc > .0001)
+ printf("p7 mx->dmx[%3d][%3d]: %9d | %8f\n", i, k, mx->dmx[i][k], temp_sc);
+ }
+ }
+ */
+}
+
+
+
+
+/*****************************************************************************
+ * EPN 12.16.05
+ * Function: P7_ifill_post_sums()
+ * based on:
+ * Function: ifill_post_sums()
+ * EPN 11.23.05
+ *
+ * Purpose: Given a posterior matrix post, where post->mmx[i][k]
+ * is the log odds score of the probability that
+ * match state k emitted position i of the sequence,
+ * sum the log probabilities that each state emitted
+ * each position. Do this for inserts and matches, and
+ * and deletes.
+ *
+ * arguments:
+ * dpmatrix_s *post dpmatrix_s posterior matrix, xmx, mmx, imx, dmx
+ * 2D int arrays. [0.1..N][0.1..M]
+ * int L length of sequence (num rows of matrix)
+ * int M number of nodes in HMM (num columns of matrix)
+ * int *isum_pn_m [1..M] sum_pn_m[k] = sum over i of log probabilities
+ * from post->mmx[i][k]
+ * filled in this function, must be freed by caller.
+ * int *isum_pn_i [1..M] sum_pn_m[k] = sum over i of log probabilities
+ * from post->imx[i][k]
+ * filled in this function, must be freed by caller.
+ * int *isum_pn_d [1..M] sum_pn_m[k] = sum over i of log probabilities
+ * from post->dmx[i][k]
+ * filled in this function, must be freed by caller.
+ *****************************************************************************/
+void
+P7_ifill_post_sums(struct dpmatrix_s *post, int L, int M,
+ int *isum_pn_m, int *isum_pn_i, int *isum_pn_d)
+{
+ int i; /* counter over positions of the sequence */
+ int k; /* counter over nodes of the model */
+
+ /* step through each node, fill the post sum structures */
+ for(k = 1; k <= M; k++)
+ {
+ isum_pn_m[k] = post->mmx[1][k];
+ isum_pn_i[k] = post->imx[1][k];
+ isum_pn_d[k] = post->dmx[1][k];
+ for(i = 2; i <= L; i++)
+ {
+ isum_pn_m[k] = ILogsum(isum_pn_m[k], post->mmx[i][k]);
+ isum_pn_i[k] = ILogsum(isum_pn_i[k], post->imx[i][k]);
+ isum_pn_d[k] = ILogsum(isum_pn_d[k], post->dmx[i][k]);
+ }
+ }
+}
+
+/*************************************************************
+ * EPN 10.10.05
+ * Function: P7_debug_print_post_decode()
+ *
+ * Purpose: Print the post decode matrix.
+ *
+ * arguments:
+ * L length of sequence (num rows of matrix)
+ * M number of nodes in HMM (num cols of matrix)
+ */
+
+void
+P7_debug_print_post_decode(int L, int M, struct dpmatrix_s *posterior)
+{
+ int i, k;
+ printf("\nPrinting post decode matrix :\n");
+ printf("************************************\n");
+ for(i = 1; i <= L; i++)
+ {
+ printf("====================================\n");
+ printf("score_pd:xmx[%3d][%3d(XMB)] : %.15f\n", i, XMB, DScore2Prob(posterior->xmx[i][XMB], 1.));
+ printf("score_pd:xmx[%3d][%3d(XME)] : %.15f\n", i, XME, DScore2Prob(posterior->xmx[i][XME], 1.));
+ printf("score_pd:xmx[%3d][%3d(XMC)] : %.15f\n", i, XMC, DScore2Prob(posterior->xmx[i][XMC], 1.));
+ printf("score_pd:xmx[%3d][%3d(XMJ)] : %.15f\n", i, XMJ, DScore2Prob(posterior->xmx[i][XMJ], 1.));
+ printf("score_pd:xmx[%3d][%3d(XMN)] : %.15f\n", i, XMN, DScore2Prob(posterior->xmx[i][XMN], 1.));
+ for(k = 1; k <= M; k++)
+ {
+ printf("------------------------------------\n");
+ printf("score_pd:mmx[%3d][%3d] : %.15f\n", i, k, DScore2Prob(posterior->mmx[i][k], 1.));
+ printf("score_pd:imx[%3d][%3d] : %.15f\n", i, k, DScore2Prob(posterior->imx[i][k], 1.));
+ printf("score_pd:dmx[%3d][%3d] : %.15f\n", i, k, DScore2Prob(posterior->dmx[i][k], 1.));
+ printf("pd:mmx[%3d][%3d] : %d\n", i, k, posterior->mmx[i][k]);
+ printf("pd:imx[%3d][%3d] : %d\n", i, k, posterior->imx[i][k]);
+ printf("pd:dmx[%3d][%3d] : %d\n", i, k, posterior->dmx[i][k]);
+ }
+ }
+ printf("****************\n\n");
+}
+
+/* EPN 10.10.05
+ * Function: P7_debug_print_dp_matrix()
+ *
+ * Purpose: Print a dp matrix.
+ *
+ * arguments:
+ * L length of sequence (num rows of matrix)
+ * M number of nodes in HMM (num cols of matrix)
+ */
+
+void
+P7_debug_print_dp_matrix(int L, int M, struct dpmatrix_s *mx)
+{
+ int i, k;
+ printf("\nPrinting dp matrix :\n");
+ printf("************************************\n");
+ for(i = 1; i <= L; i++)
+ {
+ printf("====================================\n");
+ printf("score_dp:xmx[%3d][%3d (XMB)] : %.15f\n", i, XMB, DScore2Prob(mx->xmx[i][XMB], 1.));
+ printf("score_dp:xmx[%3d][%3d (XME)] : %.15f\n", i, XME, DScore2Prob(mx->xmx[i][XME], 1.));
+ printf("score_dp:xmx[%3d][%3d (XMC)] : %.15f\n", i, XMC, DScore2Prob(mx->xmx[i][XMC], 1.));
+ printf("score_dp:xmx[%3d][%3d (XMJ)] : %.15f\n", i, XMJ, DScore2Prob(mx->xmx[i][XMJ], 1.));
+ printf("score_dp:xmx[%3d][%3d (XMN)] : %.15f\n", i, XMN, DScore2Prob(mx->xmx[i][XMN], 1.));
+ for(k = 1; k <= M; k++)
+ {
+ printf("------------------------------------\n");
+ printf("score_dp:mmx[%3d][%3d] : %.15f\n", i, k, DScore2Prob(mx->mmx[i][k], 1.));
+ printf("score_dp:imx[%3d][%3d] : %.15f\n", i, k, DScore2Prob(mx->imx[i][k], 1.));
+ printf("score_dp:dmx[%3d][%3d] : %.15f\n", i, k, DScore2Prob(mx->dmx[i][k], 1.));
+ printf("dp:mmx[%3d][%3d] : %d\n", i, k, mx->mmx[i][k]);
+ printf("dp:imx[%3d][%3d] : %d\n", i, k, mx->imx[i][k]);
+ printf("dp:dmx[%3d][%3d] : %d\n", i, k, mx->dmx[i][k]);
+ }
+ }
+ printf("****************\n\n");
+}
+
+/*****************************************************************************
+ * ABANDONED 04.20.06 - in practice doesn't work as well as cp9_HMM2ijBands()
+ * where precautions taken to ensure "safe" paths
+ * make it more robust to finding the optimal alignment.
+ * This function, which doesn't take any precautions,
+ * often messes up alignment. Though messy, cp9_HMM2ijBands()
+ * is not worth overhauling right now.
+ *
+ * Function: simple_cp9_HMM2ijBands()
+ *
+ * Purpose: Determine the band for each cm state v on i (the band on the
+ * starting index in the subsequence emitted from the subtree rooted
+ * at state v), and on j (the band on the ending index in the
+ * subsequence emitted from the subtree rooted at state v).
+ *
+ * Some i and d bands are calculated from HMM bands on match and insert
+ * and delete states from each node of the HMM that maps to a left emitting
+ * node of the CM (including MATP nodes). The HMM bands were
+ * calculated previously from the posterior matrices for mmx,
+ * imx and dmx from HMMER.
+ *
+ * Some j bands are calculated from HMM bands on match and insert and
+ * delete states from each node of the HMM that maps to a right emitting
+ * node of the CM (including MATP nodes).
+ *
+ * i and j bands that cannot be directly determined from the
+ * HMM bands are inferred based on the constraints imposed
+ * on them by the i and j bands that CAN be determined from
+ * the HMM bands.
+ *
+ * arguments:
+ *
+ * CM_t *cm the CM
+ * int ncc number of consensus columns in HMM and CM seed alignment
+ * int *node_cc_left consensus column each node's left emission maps to
+ * [0..(cm->nodes-1)], -1 if maps to no consensus column
+ * int *node_cc_right consensus column each node's right emission corresponds to
+ * [0..(cm->nodes-1)], -1 if maps to no consensus column
+ * int *cc_node_map node that each consensus column maps to (is modelled by)
+ * [1..ncc]
+ * int L length of sequence we're aligning
+ * int *pn_min_m pn_min_m[k] = first position in HMM band for match state of HMM node k
+ * int *pn_max_m pn_max_m[k] = last position in HMM band for match state of HMM node k
+ * int *pn_min_i pn_min_i[k] = first position in HMM band for insert state of HMM node k
+ * int *pn_max_i pn_max_i[k] = last position in HMM band for insert state of HMM node k
+ * int *pn_min_d pn_min_d[k] = first position in HMM band for delete state of HMM node k
+ * int *pn_max_d pn_max_d[k] = last position in HMM band for delete state of HMM node k
+ * int *imin imin[v] = first position in band on i for state v
+ * to be filled in this function. [1..M]
+ * int *imax imax[v] = last position in band on i for state v
+ * to be filled in this function. [1..M]
+ * int *jmin jmin[v] = first position in band on j for state v
+ * to be filled in this function. [1..M]
+ * int *jmax jmax[v] = last position in band on j for state v
+ * to be filled in this function. [1..M]
+ * int **cs2hn_map 2D CM state to HMM node map, 1st D - CM state index
+ * 2nd D - 0 or 1 (up to 2 matching HMM states), value: HMM node
+ * that contains state that maps to CM state, -1 if none.
+ * int debug_level [0..3] tells the function what level of debugging print
+ * statements to print.
+ *****************************************************************************/
+void
+simple_cp9_HMM2ijBands(CM_t *cm, int ncc, int *node_cc_left, int *node_cc_right,
+ int *pn_min_m, int *pn_max_m, int *pn_min_i, int *pn_max_i,
+ int *pn_min_d, int *pn_max_d, int *imin, int *imax,
+ int *jmin, int *jmax, int **cs2hn_map, int **cs2hs_map,
+ int debug_level)
+{
+
+ int v;
+ int n;
+ int prev_imin, prev_imax;
+ int prev_jmin, prev_jmax;
+ int is_left, is_right;
+
+ int k_left, k_right;
+ int ks_left, ks_right;
+ int careful;
+
+ int left_unknown;
+ int right_unknown;
+ int last_E;
+ int y;
+ int at_new_node;
+ int prev_n;
+ int set_left_known;
+ int set_right_known;
+ careful = TRUE;
+ set_left_known = FALSE;
+ set_right_known = FALSE;
+
+ prev_n = cm->ndidx[cm->M-1];
+ for (v = (cm->M-1); v >= 0; v--)
+ {
+ is_left = FALSE;
+ is_right = FALSE;
+ n = cm->ndidx[v]; /* CM node that contains state v */
+
+ if(prev_n != n)
+ {
+ at_new_node = TRUE;
+ if(set_left_known == TRUE)
+ {
+ left_unknown = FALSE;
+ for(y = v+1; y <= last_E; y++)
+ {
+ imin[y] = prev_imin;
+ imax[y] = prev_imax;
+ }
+ set_left_known = FALSE;
+ }
+ if(set_right_known == TRUE)
+ {
+ right_unknown = FALSE;
+ for(y = v+1; y <= last_E; y++)
+ {
+ jmin[y] = prev_jmin;
+ jmax[y] = prev_jmax;
+ }
+ set_right_known = FALSE;
+ }
+ }
+ else
+ {
+ at_new_node = FALSE;
+ }
+ prev_n = n;
+
+ if(cm->sttype[v] == E_st)
+ {
+ last_E = v;
+ left_unknown = TRUE;
+ right_unknown = TRUE;
+ prev_imin = 0;
+ prev_imax = 0;
+ prev_jmin = 0;
+ prev_jmax = 0;
+ }
+ else if(cm->sttype[v] == B_st)
+ {
+ /* special case, use i band from left child and j band from right child */
+ imin[v] = imin[cm->cfirst[v]];
+ imax[v] = imax[cm->cfirst[v]];
+ jmin[v] = jmin[cm->cnum[v]];
+ jmax[v] = jmax[cm->cnum[v]];
+ }
+ else
+ {
+ if((cm->sttype[v] == IR_st) ||
+ (cm->sttype[v] == MR_st && cm->ndtype[n] != MATP_nd) ||
+ (cm->sttype[v] == D_st && cm->ndtype[n] == MATR_nd))
+ {
+ /* only for these cases will the CM state v map to only 1 HMM state that
+ * is only giving information for bands on j, and not on i.
+ */
+ k_right = cs2hn_map[v][0]; /* HMM state 1 (0(match), 1(insert), or 2(delete) that maps to v */
+ ks_right = cs2hs_map[v][0]; /* HMM state 2 (0(match), 1(insert), or 2(delete) that maps to v
+ * (-1 if none) */
+ k_left = -1;
+ ks_left = -1;
+ }
+ else
+ {
+ /* for these cases, the CM state v either maps to 1 or 2 HMM states, and
+ * either gives us info on bands on i, j or both.
+ */
+ k_left = cs2hn_map[v][0]; /* HMM node 1 that maps to v */
+ ks_left = cs2hs_map[v][0]; /* HMM state 1 (0(match), 1(insert), or 2(delete) that maps to v */
+ k_right = cs2hn_map[v][1]; /* HMM node 2 that maps to v (-1 if none)*/
+ ks_right = cs2hs_map[v][1]; /* HMM state 2 (0(match), 1(insert), or 2(delete) that maps to v
+ * (-1 if none) */
+ /* the way cs2hs_map is constructed, by moving left to right in the HMM, guarantees
+ * that FOR THESE CASES: cs2hn_map[v][0] < cs2hn_map[v][1];
+ * so cs2hn_map[v][0] = the HMM node mapping to the left half of CM state v (or -1 if none)
+ * & cs2hn_map[v][1] = the HMM node mapping to the right half of CM state v (or -1 if none)
+ */
+ //printf("normal case v: %d | k_left: %d | k_right: %d\n", v, k_left, k_right);
+ }
+
+ if(k_left != -1)
+ is_left = TRUE;
+ if(k_right != -1)
+ is_right = TRUE;
+
+ if(is_left)
+ {
+ if(ks_left == HMMMATCH) /* match */
+ {
+ imin[v] = pn_min_m[k_left];
+ imax[v] = pn_max_m[k_left];
+ }
+ if(ks_left == HMMINSERT) /* insert */
+ {
+ imin[v] = pn_min_i[k_left];
+ imax[v] = pn_max_i[k_left];
+ }
+ if(ks_left == HMMDELETE) /* delete */
+ {
+ imin[v] = pn_min_d[k_left];
+ imax[v] = pn_max_d[k_left];
+ }
+ if(left_unknown)
+ {
+ /* we're going to need to fill in imin and imax values
+ * up to the nearest E state, but not yet, wait til we
+ * reach a new node, so we can be sure of safe imin and imax values.
+ */
+ set_left_known = TRUE;
+ prev_imin = imin[v];
+ prev_imax = imax[v];
+ }
+ else if(at_new_node)
+ {
+ prev_imin = imin[v];
+ prev_imax = imax[v];
+ }
+ else
+ {
+ if(imin[v] < prev_imin)
+ prev_imin = imin[v];
+ if(imax[v] > prev_imax)
+ prev_imax = imax[v];
+ }
+ }
+ else
+ {
+ //printf("setting imin[%d] to prev_imin%d\n", imin[v], prev_imin);
+ //printf("setting imax[%d] to prev_imax%d\n", imax[v], prev_imax);
+ imin[v] = prev_imin;
+ imax[v] = prev_imax;
+ }
+
+ if(is_right)
+ {
+ if(ks_right == HMMMATCH) /* match */
+ {
+ jmin[v] = pn_min_m[k_right];
+ jmax[v] = pn_max_m[k_right];
+ }
+ if(ks_right == HMMINSERT) /* insert */
+ {
+ jmin[v] = pn_min_i[k_right];
+ jmax[v] = pn_max_i[k_right];
+ }
+ if(ks_right == HMMDELETE) /* delete */
+ {
+ jmin[v] = pn_min_d[k_right];
+ jmax[v] = pn_max_d[k_right];
+ //printf("set v: %d | right delete | jmin[v]: %d | jmax[v]: %d\n", v, jmin[v], jmax[v]);
+ }
+ if(right_unknown)
+ {
+ /* we're going to need to fill in jmin and jmax values
+ * up to the nearest E state, but not yet, wait til we
+ * reach a new node, so we can be sure of safe imin and imax values.
+ */
+ set_right_known = TRUE;
+ prev_jmin = jmin[v];
+ prev_jmax = jmax[v];
+ }
+ else if(at_new_node)
+ {
+ prev_jmin = jmin[v];
+ prev_jmax = jmax[v];
+ }
+ else
+ {
+ if(jmin[v] < prev_jmin)
+ prev_jmin = jmin[v];
+ if(jmax[v] > prev_jmax)
+ prev_jmax = jmax[v];
+ }
+ }
+ else
+ {
+ jmin[v] = prev_jmin;
+ jmax[v] = prev_jmax;
+ }
+
+ if(!(is_left) && !(is_right)) /* v is a B, S or E state, which doesn't map to anything */
+ {
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st && cm->sttype[v] != S_st)
+ {
+ printf("ERROR: v: %d not B, S or E, but doesn't map to HMM. Exiting...\n", v);
+ exit(1);
+ }
+ imin[v] = prev_imin;
+ imax[v] = prev_imax;
+ jmin[v] = prev_jmin;
+ jmax[v] = prev_jmax;
+ //printf("no map for v: %d | imin: %d | imax: %d | jmin: %d | jmax: %d\n", v, imin[v], imax[v], jmin[v], jmax[v]);
+ }
+ }
+ }
+}
+
+#endif
+
+/* EPN, Mon Dec 10 09:20:02 2007, simplified use of gumbel modes in cmcalibrate,
+ * making ConfigForGumbelMode unnecessary */
+#if 0
+/*
+ * Function: ConfigForGumbelMode
+ * Date: EPN, Thu May 3 09:05:48 2007
+ * Purpose: Configure a CM and it's CP9 for determining statistics for
+ * a specific 'gum_mode'.
+ *
+ * 0. CM_LC : !cm->search_opts & CM_SEARCH_INSIDE w/ local CM
+ * 1. CM_GC : !cm->search_opts & CM_SEARCH_INSIDE w/ glocal CM
+ * 2. CM_LI : cm->search_opts & CM_SEARCH_INSIDE w/ local CM
+ * 3. CM_GI : cm->search_opts & CM_SEARCH_INSIDE w/ glocal CM
+ * 4. CP9_LV: cm->search_opts & CM_SEARCH_HMMVITERBI
+ * !cm->search_opts & CM_SEARCH_HMMFORWARD w/ local CP9 HMM
+ * 5. CP9_LV: cm->search_opts & CM_SEARCH_HMMVITERBI
+ * !cm->search_opts & CM_SEARCH_HMMFORWARD w/ glocal CP9 HMM
+ * 6. CP9_LF: !cm->search_opts & CM_SEARCH_HMMVITERBI
+ * cm->search_opts & CM_SEARCH_HMMFORWARD w/ local CP9 HMM
+ * 7. CP9_LF: !cm->search_opts & CM_SEARCH_HMMVITERBI
+ * cm->search_opts & CM_SEARCH_HMMFORWARD w/ glocal CP9 HMM
+ *
+ * Args:
+ * CM - the covariance model
+ * gum_mode - the mode 0..7
+ */
+int
+ConfigForGumbelMode(CM_t *cm, int gum_mode)
+{
+ int do_cm_local = FALSE;
+ int do_cp9_local = FALSE;
+
+ /*printf("in ConfigForGumbelMode\n");*/
+ /* First set search opts and flags based on gum_mode */
+ switch (gum_mode) {
+ case CM_LC: /* local CYK */
+ /*printf("CM_LC\n");*/
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts &= ~CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_HMMFORWARD;
+ do_cm_local = TRUE;
+ break;
+ case CM_GC: /* glocal CYK */
+ /*printf("CM_GC\n");*/
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts &= ~CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_HMMFORWARD;
+ do_cm_local = FALSE;
+ break;
+ case CM_LI: /* local inside */
+ /*printf("CM_LI\n");*/
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ cm->search_opts &= ~CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_HMMFORWARD;
+ do_cm_local = TRUE;
+ break;
+ case CM_GI: /* glocal inside */
+ /*printf("CM_GI\n");*/
+ cm->search_opts |= CM_SEARCH_INSIDE;
+ cm->search_opts &= ~CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_HMMFORWARD;
+ do_cm_local = FALSE;
+ break;
+ case CP9_LV: /* local CP9 Viterbi */
+ /*printf("CP9_LV\n");*/
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts |= CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_HMMFORWARD;
+ do_cm_local = TRUE; /* need CM local ends to make CP9 local ends */
+ do_cp9_local = TRUE;
+ break;
+ case CP9_GV: /* glocal CP9 Viterbi */
+ /*printf("CP9_GV\n");*/
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts |= CM_SEARCH_HMMVITERBI;
+ cm->search_opts &= ~CM_SEARCH_HMMFORWARD;
+ do_cp9_local = FALSE;
+ break;
+ case CP9_LF: /* local CP9 Forward */
+ /*printf("CP9_LF\n");*/
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts &= ~CM_SEARCH_HMMVITERBI;
+ cm->search_opts |= CM_SEARCH_HMMFORWARD;
+ do_cm_local = TRUE; /* need CM local ends to make CP9 local ends */
+ do_cp9_local = TRUE;
+ break;
+ case CP9_GF: /* glocal CP9 Forward */
+ /*printf("CP9_GF\n");*/
+ cm->search_opts &= ~CM_SEARCH_INSIDE;
+ cm->search_opts &= ~CM_SEARCH_HMMVITERBI;
+ cm->search_opts |= CM_SEARCH_HMMFORWARD;
+ do_cp9_local = FALSE;
+ break;
+ default:
+ cm_Fail("ERROR unrecognized gum_mode: %d in ConfigForGumbelMode");
+ }
+ /* configure CM and, if needed, CP9 */
+ if(do_cm_local || do_cp9_local)
+ {
+ /* If we're in local, wastefully convert to global,
+ * then back to local, so we follow our rule that ConfigLocal()
+ * cannot be called with a model already locally configured.
+ * That rule was put in place to force caller to understand what
+ * it's doing. */
+ if(cm->flags & CMH_LOCAL_BEGIN || cm->flags & CMH_LOCAL_END)
+ ConfigGlobal(cm);
+ ConfigLocal(cm, cm->pbegin, cm->pend);
+ }
+ else if(cm->flags & CMH_LOCAL_BEGIN || cm->flags & CMH_LOCAL_END) /* these *should* both either be up or down */
+ ConfigGlobal(cm);
+ CMLogoddsify(cm);
+ if(cm->config_opts & CM_CONFIG_ZEROINSERTS)
+ CMHackInsertScores(cm); /* insert emissions are all equiprobable,
+ * makes all CP9 (if non-null) inserts equiprobable*/
+ if((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD))
+ {
+ if(!(cm->flags & CMH_CP9) || cm->cp9 == NULL) /* error, we should have one */
+ cm_Fail("CP9 must already be built in ConfigForGumbelMode()\n");
+ if(do_cp9_local)
+ {
+ /* To do: Make the CP9 local to match the CM, as close as we can */
+ /*CPlan9CMLocalBeginConfig(cm); <-- Finish this function */
+ CPlan9SWConfig(cm->cp9, cm->pbegin, cm->pbegin);
+ CPlan9ELConfig(cm);
+
+ /* CPlan9SWConfig(cm->cp9, ((cm->cp9->M)-1.)/cm->cp9->M,*/ /* all start pts equiprobable, including 1 */
+ /* ((cm->cp9->M)-1.)/cm->cp9->M);*/ /* all end pts equiprobable, including M */
+ }
+ else
+ CPlan9GlobalConfig(cm->cp9);
+ CP9Logoddsify(cm->cp9);
+ if(cm->config_opts & CM_CONFIG_ZEROINSERTS)
+ CP9HackInsertScores(cm->cp9);
+ }
+ return eslOK;
+}
+
+
+/**************************************************************************
+ * EPN 09.06.06
+ * Function: check_sub_cm_by_sampling2()
+ *
+ * Purpose: Given a CM and a sub CM that is supposed to mirror
+ * the CM as closely as possible between two given consensus
+ * columns (spos and epos), check that the sub_cm was correctly
+ * constructed.
+ *
+ * The approach is to sample from the CM and the sub_cm
+ * and use those samples to build two CP9 HMMs, then
+ * compare those two CP9 HMMs.
+ *
+ * Args:
+ * CM_t *orig_cm - the original, template CM
+ * CM_t *sub_cm - the sub CM built from the orig_cm
+ * ESL_RANDOMNESS *r - source of randomness
+ * int spos - first consensus column in cm that hmm models (often 1)
+ * int epos - last consensus column in cm that hmm models
+ * int nseq - number of sequences to sample to build the new HMMs.
+ *
+ * Returns: TRUE: if CM and sub CM are "close enough" (see code)
+ * FALSE: otherwise
+ */
+int
+check_sub_cm_by_sampling2(CM_t *orig_cm, CM_t *sub_cm, ESL_RANDOMNESS *r, int spos, int epos, int nseq)
+{
+ int status;
+ CP9_t *orig_hmm;/* constructed CP9 HMM from the sub_cm */
+ CP9_t *sub_hmm; /* constructed CP9 HMM from the sub_cm */
+ int ret_val; /* return value */
+ Parsetree_t **tr; /* Parsetrees of emitted aligned sequences */
+ ESL_SQ **sq; /* sequences */
+ ESL_MSA *msa; /* alignment */
+ float *wgt;
+ char *name; /* name for emitted seqs */
+ int i;
+ int L;
+ int apos;
+ int *matassign;
+ int *useme;
+ CP9trace_t **cp9_tr; /* fake tracebacks for each seq */
+ int msa_nseq; /* this is the number of sequences per MSA,
+ * current strategy is to sample (nseq/nseq_per_msa)
+ * alignments from the CM, and add counts from
+ * each to the shmm in counts form (to limit memory)
+ */
+ int nsampled; /* number of sequences sampled thus far */
+ int debug_level;
+ int cc;
+ char *tmp_name; /* name for seqs */
+ char *tmp_text_sq; /* text seqs */
+ char errbuf[cmERRBUFSIZE];
+
+ debug_level = 0;
+ ret_val = TRUE;
+ msa_nseq = 1000;
+ msa = NULL;
+
+ /* Build two CP9 HMMs */
+ /* the orig_hmm only models consensus positions spos to epos of the orig_cm */
+ orig_hmm = AllocCPlan9((epos-spos+1), orig_cm->abc);
+ ZeroCPlan9(orig_hmm);
+ CPlan9SetNullModel(orig_hmm, orig_cm->null, 1.0); /* set p1 = 1.0 which corresponds to the CM */
+
+ sub_hmm = AllocCPlan9((epos-spos+1), orig_cm->abc);
+ ZeroCPlan9(sub_hmm);
+ CPlan9SetNullModel(sub_hmm, sub_cm->null, 1.0); /* set p1 = 1.0 which corresponds to the CM */
+
+ /* First sample from the orig_cm and use the samples to fill in orig_hmm
+ * sample MSA(s) from the CM
+ */
+ nsampled = 0;
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * msa_nseq);
+ ESL_ALLOC(tr, (sizeof(Parsetree_t) * msa_nseq));
+ ESL_ALLOC(wgt,(sizeof(float) * msa_nseq));
+ esl_vec_FSet(wgt, msa_nseq, 1.0);
+ int namelen = 3 + IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+
+ while(nsampled < nseq)
+ {
+ /*printf("nsampled: %d\n", nsampled);*/
+ if(nsampled != 0)
+ {
+ /* clean up from previous MSA */
+ esl_msa_Destroy(msa);
+ free(matassign);
+ free(useme);
+ for (i = 0; i < msa_nseq; i++)
+ {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Reuse(sq[i]);
+ }
+ free(cp9_tr);
+ }
+ /* Emit msa_nseq parsetrees from the CM */
+ if(nsampled + msa_nseq > nseq)
+ msa_nseq = nseq - nsampled;
+ for (i = 0; i < msa_nseq; i++)
+ {
+ ESL_ALLOC(name, sizeof(char) * namelen);
+ sprintf(name, "seq%d", i+1);
+ if((status = EmitParsetree(orig_cm, errbuf, r, name, FALSE, &(tr[i]), &(sq[i]), &L)) != eslOK) cm_Fail(errbuf);
+ free(name);
+ }
+ /* Build a new MSA from these parsetrees */
+ Parsetrees2Alignment(orig_cm, orig_cm->abc, sq, NULL, tr, msa_nseq, TRUE, FALSE, &msa);
+ /* MSA should be in text mode, not digitized */
+ if(msa->flags & eslMSA_DIGITAL)
+ cm_Fail("ERROR in sub_cm_check_by_sampling(), sampled MSA should NOT be digitized.\n");
+
+ /* Truncate the alignment prior to consensus column spos and after
+ consensus column epos */
+ ESL_ALLOC(useme, sizeof(int) * (msa->alen+1));
+ for (apos = 0, cc = 0; apos < msa->alen; apos++)
+ {
+ /* Careful here, placement of cc++ increment is impt,
+ * we want all inserts between cc=spos-1 and cc=spos,
+ * and between cc=epos and cc=epos+1.
+ */
+ if(cc < (spos-1) || cc > epos)
+ useme[apos] = 0;
+ else
+ useme[apos] = 1;
+ if (! esl_abc_CIsGap(msa->abc, msa->rf[apos]))
+ {
+ cc++;
+ if(cc == (epos+1))
+ useme[apos] = 0;
+ /* we misassigned this guy, overwrite */
+ }
+ }
+ esl_msa_ColumnSubset(msa, useme);
+
+ /* Shorten the dsq's */
+ for (i = 0; i < msa_nseq; i++)
+ {
+ MakeDealignedString(msa->abc, msa->aseq[i], msa->alen, msa->aseq[i], &(tmp_text_sq));
+ ESL_ALLOC(tmp_name, sizeof(char) * namelen);
+ sprintf(tmp_name, "seq%d", i+1);
+ esl_sq_CreateFrom(tmp_name, tmp_text_sq, NULL, NULL, NULL);
+ free(tmp_text_sq);
+ if(esl_sq_Digitize(msa->abc, sq[i]) != eslOK)
+ cm_Fail("ERROR digitizing sequence in CP9_check_by_sampling().\n");
+ }
+
+ /* Determine match assignment from RF annotation
+ */
+ ESL_ALLOC(matassign, sizeof(int) * (msa->alen+1));
+ matassign[0] = 0;
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ matassign[apos+1] = 0;
+ if (!esl_abc_CIsGap(msa->abc, msa->rf[apos]))
+ matassign[apos+1] = 1;
+ }
+ /* make fake tracebacks for each seq */
+ CP9_fake_tracebacks(msa, matassign, &cp9_tr);
+
+ /* build model from tracebacks (code from HMMER's modelmakers.c::matassign2hmm() */
+ for (i = 0; i < msa->nseq; i++) {
+ CP9TraceCount(orig_hmm, sq[i]->dsq, msa->wgt[i], cp9_tr[i]);
+ }
+ nsampled += msa_nseq;
+ }
+ /*Next, renormalize the orig_hmm and logoddisfy it */
+ CPlan9Renormalize(orig_hmm);
+ CP9Logoddsify(orig_hmm);
+
+ /* clean up from previous MSA */
+ esl_msa_Destroy(msa);
+ free(matassign);
+ free(useme);
+ for (i = 0; i < msa_nseq; i++)
+ {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Destroy(sq[i]);
+ }
+ free(cp9_tr);
+
+ /* Now for the sub_hmm. Sample from the sub_cm and use the
+ * samples to fill in sub_hmm sample MSA(s) from the CM */
+ nsampled = 0;
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * msa_nseq);
+ ESL_ALLOC(tr, (sizeof(Parsetree_t) * msa_nseq));
+ ESL_ALLOC(wgt,(sizeof(float) * msa_nseq));
+ esl_vec_FSet(wgt, msa_nseq, 1.0);
+
+ while(nsampled < nseq)
+ {
+ /*printf("nsampled: %d\n", nsampled);*/
+ if(nsampled != 0)
+ {
+ /* clean up from previous MSA */
+ esl_msa_Destroy(msa);
+ free(matassign);
+ for (i = 0; i < msa_nseq; i++)
+ {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Reuse(sq[i]);
+ }
+ free(cp9_tr);
+ }
+ /* Emit msa_nseq parsetrees from the CM */
+ if(nsampled + msa_nseq > nseq)
+ msa_nseq = nseq - nsampled;
+ for (i = 0; i < msa_nseq; i++)
+ {
+ ESL_ALLOC(name, sizeof(char) * namelen);
+ sprintf(name, "seq%d", i+1);
+ if((status = EmitParsetree(sub_cm, errbuf, r, name, FALSE, &(tr[i]), &(sq[i]), &L)) != eslOK) cm_Fail(errbuf);
+ free(name);
+ }
+ /* Build a new MSA from these parsetrees */
+ Parsetrees2Alignment(sub_cm, sub_cm->abc, sq, NULL, tr, msa_nseq, TRUE, FALSE, &msa);
+ /* MSA should be in text mode, not digitized */
+ if(msa->flags & eslMSA_DIGITAL)
+ cm_Fail("ERROR in sub_cm_check_by_sampling(), sampled MSA should NOT be digitized.\n");
+
+ /* Determine match assignment from RF annotation
+ */
+ ESL_ALLOC(matassign, sizeof(int) * (msa->alen+1));
+ matassign[0] = 0;
+ for (apos = 0; apos < msa->alen; apos++)
+ {
+ matassign[apos+1] = 0;
+ if (!esl_abc_CIsGap(msa->abc, msa->rf[apos]))
+ matassign[apos+1] = 1;
+ }
+ /* make fake tracebacks for each seq */
+ CP9_fake_tracebacks(msa, matassign, &cp9_tr);
+
+ /* build model from tracebacks (code from HMMER's modelmakers.c::matassign2hmm() */
+ for (i = 0; i < msa->nseq; i++) {
+ CP9TraceCount(orig_hmm, sq[i]->dsq, msa->wgt[i], cp9_tr[i]);
+ }
+ nsampled += msa_nseq;
+ }
+
+ /*Next, renormalize the sub_hmm and logoddisfy it */
+ CPlan9Renormalize(sub_hmm);
+ CP9Logoddsify(sub_hmm);
+
+ /* clean up from previous MSA */
+ esl_msa_Destroy(msa);
+ free(matassign);
+ free(useme);
+ for (i = 0; i < msa_nseq; i++)
+ {
+ CP9FreeTrace(cp9_tr[i]);
+ FreeParsetree(tr[i]);
+ esl_sq_Destroy(sq[i]);
+ }
+ free(cp9_tr);
+ /**************************************************/
+
+ printf("PRINTING SAMPLED ORIG HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, orig_hmm, TRUE);
+ printf("DONE PRINTING SAMPLED ORIG HMM PARAMS:\n");
+
+
+ printf("PRINTING SAMPLED SUB HMM PARAMS:\n");
+ debug_print_cp9_params(stdout, sub_hmm, TRUE);
+ printf("DONE PRINTING SAMPLED SUB HMM PARAMS:\n");
+
+ FreeCPlan9(orig_hmm);
+ FreeCPlan9(sub_hmm);
+ return TRUE;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return FALSE; /* never reached */
+}
+
+#if 0
+/*
+ * Function: cm_emit_seqs_to_aln_above_cutoff()
+ * Date: EPN, Mon Sep 10 17:31:36 2007
+ *
+ * Purpose: Create a seqs_to_aln object by generating sequences
+ * from a CM. Only accept sequences that have a CM hit
+ * within them above a bit score cutoff.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * cm - CM to emit from
+ * nseq - number of seqs to emit
+ * cutoff - bit score cutoff
+ *
+ * Returns: Ptr to a newly allocated seqs_to_aln object with nseq sequences to align.
+ * Dies immediately on failure with informative error message.
+ */
+seqs_to_aln_t *cm_emit_seqs_to_aln_above_cutoff(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, int nseq)
+{
+ int status;
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ char *name = NULL;
+ int namelen;
+ int L;
+ int i;
+ int do_cyk = TRUE;
+ Parsetree_t *tr = NULL;
+
+ if(cm->dmin == NULL || cm->dmax == NULL) cm_Fail("cm_emit_seqs_to_aln_above_cutoff(), dmin, dmax are NULL.");
+ if(cm->search_opts & CM_SEARCH_NOQDB) cm_Fail("cm_emit_seqs_to_aln_above_cutoff(), search opt NOQDB enabled.");
+
+ seqs_to_aln = CreateSeqsToAln(nseq, FALSE);
+
+ namelen = IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+ if(cm->name != NULL) namelen += strlen(cm->name) + 1;
+ ESL_ALLOC(name, sizeof(char) * namelen);
+
+ while(i < nseq)
+ {
+ if(cm->name != NULL) sprintf(name, "%s-%d", cm->name, i+1);
+ else sprintf(name, "%d-%d", cfg->ncm-1, i+1);
+ L = 0;
+ EmitParsetree(cm, cfg->r, name, TRUE, &tr, &(seqs_to_aln->sq[i]), &L);
+ while(L == 0) { FreeParsetree(tr); esl_sq_Destroy(seqs_to_aln->sq[i]); EmitParsetree(cm, cfg->r, name, TRUE, &tr, &(seqs_to_aln->sq[i]), &L); }
+ p = cfg->cmstatsA[(ncm-1)]->gc2p[(get_gc_comp(seqs_to_aln->sq[i], 1, L))]; /* in get_gc_comp() should be i and j of best hit */
+
+ sc = ParsetreeScore(cm, tr, seqs_to_aln->sq[i]->dsq, FALSE);
+ FreeParsetree(tr);
+ if(sc > cfg->cutoffA[p]) { i++; continue; }
+
+ /* If we get here, parse score is not above cfg->cutoffA[p], we want to determine if
+ * this sequence has a hit in it above the cfg->cutoffA[p] as quickly as possible.
+ *
+ * Stage 1: HMM banded search tau = 1e-2
+ * Stage 2: HMM banded search with scanning bands, tau = 1e-10
+ * Stage 3: QDB search (CYK or inside), beta = cm->beta (should be default beta)
+ *
+ * If we find a hit > cfg->cutoffA[p] at any stage, we accept the seq, increment i and move on.
+ * We don't do a full non-banded parse to ensure that we don't exceed the cfg->cutoffA[p],
+ * because QDB is on in cmsearch by default.
+ */
+
+ /* stage 1 */
+ cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = 0.01;
+ if((sc = actually_search_target(cm, seqs_to_aln->sq[i]->dsq, 1, L, 0., 0., NULL, FALSE, FALSE, FALSE, NULL, FALSE)) > cfg->cutoffA[p])
+ { i++; break; }
+ s1_np++;
+ /* stage 2 */
+ cm->search_opts |= CM_SEARCH_HMMSCANBANDS;
+ cm->tau = 1e-10;
+ if((sc = actually_search_target(cm, seqs_to_aln->sq[i]->dsq, 1, L, 0., 0., NULL, FALSE, FALSE, FALSE, NULL, FALSE)) > cfg->cutoffA[p])
+ { i++; break; }
+ s2_np++;
+ /* stage 3 */
+ cm->search_opts &= ~CM_SEARCH_HBANDED;
+ cm->search_opts &= ~CM_SEARCH_HBANDED;
+ if((sc = search_target_cm_calibration(cm, seqs_to_aln->sq[i]->dsq, cm->dmin, cm->dmax, 1, seqs_to_aln->sq[i]->n, cm->W, NULL)) > cfg->cutoffA[p])
+ { i++; break; }
+ s3_np++;
+ if(s3_np > (1000 * nseq)) cm_Fail("cm_emit_seqs_to_aln_above_cutoff(), wanted %d seqs above cutoff: %d bits, reached limit of %d seqs\n", nseq, cfg->cutoffA[p], (1000 * nseq));
+
+ /* didn't pass */
+ esl_sq_Destroy(seqs_to_aln->sq[i]);
+ }
+
+ seqs_to_aln->nseq = nseq;
+
+ free(name);
+ return seqs_to_aln;
+
+ ERROR:
+ cm_Fail("memory allocation error");
+ return NULL;
+}
+
+
+/* Function: search_target_cm_calibration() based on bandcyk.c:CYKBandedScan()
+ * Date: EPN, Sun Sep 9 19:05:07 2007
+ *
+ * Purpose: Scan a sequence for matches to a covariance model, using the
+ * banded algorithm. If bands are NULL, reverts to non-banded
+ * (scancyk.c:CYKScan()).
+ *
+ * Special local cmcalibrate function that only cares about
+ * collecting the best score at each state for the sequence.
+ *
+ * Args: cm - the covariance model
+ * dsq - the digitized sequence
+ * dmin - minimum bound on d for state v; 0..M
+ * dmax - maximum bound on d for state v; 0..M
+ * i0 - start of target subsequence (1 for full seq)
+ * j0 - end of target subsequence (L for full seq)
+ * W - max d: max size of a hit
+ * ret_vsc - RETURN: [0..v..M-1] best score at each state v
+ *
+ * Returns: score of best overall hit (vsc[0]).
+ * dies immediately if some error occurs.
+ */
+float
+search_target_cm_calibration(CM_t *cm, ESL_DSQ *dsq, int *dmin, int *dmax, int i0, int j0, int W, float **ret_vsc)
+{
+ int status;
+ float ***alpha; /* CYK DP score matrix, [v][j][d] */
+ int ***ialpha; /* Inside DP score matrix, [v][j][d] */
+ float *vsc; /* best score for each state (float) */
+ float *ivsc; /* best score for each state (int, only used if do_inside) */
+ int yoffset; /* offset to a child state */
+ int i,j; /* index of start/end positions in sequence, 0..L */
+ int d; /* a subsequence length, 0..W */
+ int k; /* used in bifurc calculations: length of right subseq */
+ int prv, cur; /* previous, current j row (0 or 1) */
+ int v, w, y; /* state indices */
+ int jp_v; /* offset j for state v */
+ int jp_y; /* offset j for state y */
+ int jp_w; /* offset j for state w */
+ int jmax; /* when imposing bands, maximum j value in alpha matrix */
+ int kmin, kmax; /* for B_st's, min/max value consistent with bands*/
+ int L; /* length of the subsequence (j0-i0+1) */
+ int dn; /* temporary value for min d in for loops */
+ int dx; /* temporary value for max d in for loops */
+ int sd; /* StateDelta(cm->sttype[v]), # emissions from v */
+
+ int do_cyk = FALSE; /* TRUE: do cyk; FALSE: do_inside */
+ int do_banded = FALSE; /* TRUE: use QDBs, FALSE: don't */
+ float ret_val;
+
+ /* determine if we're doing cyk/inside banded/non-banded */
+ if(! (cm->search_opts & CM_SEARCH_INSIDE)) do_cyk = TRUE;
+ if(dmin != NULL && dmax != NULL) do_banded = TRUE;
+
+ L = j0-i0+1;
+ if (W > L) W = L;
+
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ esl_vec_FSet(vsc, cm->M, IMPOSSIBLE);
+
+ if(do_cyk) {
+
+ /*****************************************************************
+ * alpha allocations.
+ * The scanning matrix is indexed [v][j][d].
+ * v ranges from 0..M-1 over states in the model.
+ * j takes values 0 or 1: only the previous (prv) or current (cur) row
+ * with the exception of BEGL_S, where we have to have a whole W+1xW+1
+ * deck in memory, and j ranges from 0..W, and yes it must be square
+ * because we'll use a rolling pointer trick thru it
+ * d ranges from 0..W over subsequence lengths.
+ * Note that E memory is shared: all E decks point at M-1 deck.
+ *****************************************************************/
+ ESL_ALLOC(alpha, (sizeof(float **) * cm->M));
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(alpha[v], (sizeof(float *) * (W+1)));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(alpha[v][j], (sizeof(float) * (W+1)));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ alpha[v] = alpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(alpha[v], sizeof(float *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(alpha[v][j], (sizeof(float) * (W+1)));
+ }
+ }
+
+ /*****************************************************************
+ * alpha initializations.
+ * We initialize on d=0, subsequences of length 0; these are
+ * j-independent. Any generating state (P,L,R) is impossible on d=0.
+ * E=0 for d=0. B,S,D must be calculated.
+ * Also, for MP, d=1 is impossible.
+ * Also, for E, all d>0 are impossible.
+ *
+ * and, for banding: any cell outside our bands is impossible.
+ * These inits are never changed in the recursion, so even with the
+ * rolling, matrix face reuse strategy, this works.
+ *****************************************************************/
+ for (v = cm->M-1; v >= 0; v--)
+ {
+ alpha[v][0][0] = IMPOSSIBLE;
+
+ if (cm->sttype[v] == E_st) alpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) alpha[v][0][1] = alpha[v][1][1] = IMPOSSIBLE;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ alpha[v][0][0] = cm->endsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][0][0] = ESL_MAX(alpha[v][0][0], (alpha[y+yoffset][0][0] + cm->tsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ alpha[v][0][0] = ESL_MAX(alpha[v][0][0], IMPOSSIBLE);
+ }
+ else if (cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ alpha[v][0][0] = alpha[w][0][0] + alpha[y][0][0];
+ }
+
+ alpha[v][1][0] = alpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ alpha[v][j][0] = alpha[v][0][0];
+ }
+ /* Impose the bands.
+ * (note: E states have all their probability on d=0, so dmin[E] = dmax[E] = 0;
+ * the first loop will be skipped, the second initializes the E states.)
+ */
+ if(do_banded) {
+ for (v = 0; v < cm->M; v++) {
+ jmax = (cm->stid[v] == BEGL_S) ? W : 1;
+ for (d = 0; d < dmin[v] && d <=W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ for (d = dmax[v]+1; d <= W; d++)
+ for(j = 0; j <= jmax; j++)
+ alpha[v][j][d] = IMPOSSIBLE;
+ }
+ }
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* determine min/max d we're allowing for this state v and this position j */
+ if(do_banded) {
+ dn = (cm->sttype[v] == MP_st) ? ESL_MAX(dmin[v], 2) : ESL_MAX(dmin[v], 1);
+ dx = ESL_MIN((j-i0+1), dmax[v]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = (cm->sttype[v] == MP_st) ? 2 : 1;
+ dx = ESL_MIN((j-i0+1), W);
+ }
+
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ for (d = dn; d <= dx; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ alpha[v][jp_v][d] = ESL_MAX(IMPOSSIBLE, cm->endsc[v] + (cm->el_selfsc * (d - sd)));
+ for (k = kmin; k <= kmax; k++) {
+ jp_w = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ alpha[v][jp_v][d] = ESL_MAX(alpha[v][jp_v][d], (alpha[w][jp_w][d-k] + alpha[y][jp_y][k]));
+ }
+ vsc[v] = ESL_MAX(vsc[v], alpha[v][jp_v][d]);
+ }
+ }
+ else { /* if cm->sttype[v] != B_st */
+ for (d = dn; d <= dx; d++) {
+ alpha[v][jp_v][d] = ESL_MAX (IMPOSSIBLE, (cm->endsc[v] + (cm->el_selfsc * (d - sd))));
+ y = cm->cfirst[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ alpha[v][jp_v][d] = ESL_MAX (alpha[v][jp_v][d], (alpha[y+yoffset][jp_y][d - sd] + cm->tsc[v][yoffset]));
+
+ /* add in emission score, if any */
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha[v][jp_v][d] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha[v][cur][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+ break;
+ case ML_st:
+ case IL_st:
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ break;
+ case MR_st:
+ case IR_st:
+ alpha[v][cur][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ break;
+ } /* end of switch */
+ vsc[v] = ESL_MAX(vsc[v], alpha[v][jp_v][d]);
+ } /* end of d = dn; d <= dx; d++ */
+ } /* end of else (v != B_st) */
+ } /*loop over decks v>0 */
+
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ /* determine min/max d we're allowing for the root state and this position j */
+ if(do_banded) {
+ dn = ESL_MAX(dmin[0], 1);
+ dx = ESL_MIN((j-i0+1), dmax[0]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = 1;
+ dx = ESL_MIN((j-i0+1), W);
+ }
+ jp_v = cur;
+ jp_y = cur;
+ for (d = dn; d <= dx; d++) {
+ y = cm->cfirst[0];
+ alpha[0][cur][d] = ESL_MAX(IMPOSSIBLE, alpha[y][cur][d] + cm->tsc[0][0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ alpha[0][cur][d] = ESL_MAX (alpha[0][cur][d], (alpha[y+yoffset][cur][d] + cm->tsc[0][yoffset]));
+ vsc[0] = ESL_MAX(vsc[0], alpha[0][cur][d]);
+ }
+
+ if (cm->flags & CM_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(do_banded) {
+ dn = (cm->sttype[y] == MP_st) ? ESL_MAX(dmin[y], 2) : ESL_MAX(dmin[y], 1);
+ dn = ESL_MAX(dn, dmin[0]);
+ dx = ESL_MIN((j-i0+1), dmax[y]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = 1;
+ dx = ESL_MIN((j-i0+1), W);
+ }
+ jp_y = (cm->stid[y] == BEGL_S) ? (j % (W+1)) : cur;
+ for (d = dn; d <= dx; d++) {
+ alpha[0][cur][d] = ESL_MAX(alpha[0][cur][d], alpha[y][jp_y][d] + cm->beginsc[y]);
+ vsc[0] = ESL_MAX(vsc[0], alpha[0][cur][d]);
+ }
+ }
+ }
+ } /* end loop over end positions j */
+ /* free alpha, we only care about vsc
+ */
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(alpha[v][j]);
+ free(alpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(alpha[v][0]);
+ free(alpha[v][1]);
+ free(alpha[v]);
+ }
+ }
+ free(alpha);
+ }
+ /*********************
+ * end of if(do_cyk) *
+ *********************/
+ else { /* ! do_cyk, do_inside, with scaled int log odds scores instead of floats */
+
+ ESL_ALLOC(ivsc, sizeof(int) * cm->M);
+ esl_vec_FSet(ivsc, cm->M, -INFTY);
+
+ /* ialpha allocations. (see comments for do_cyk section */
+ ESL_ALLOC(ialpha, sizeof(int **) * cm->M);
+ for (v = cm->M-1; v >= 0; v--) { /* reverse, because we allocate E_M-1 first */
+ if (cm->stid[v] == BEGL_S)
+ {
+ ESL_ALLOC(ialpha[v], sizeof(int *) * (W+1));
+ for (j = 0; j <= W; j++)
+ ESL_ALLOC(ialpha[v][j], sizeof(int) * (W+1));
+ }
+ else if (cm->sttype[v] == E_st && v < cm->M-1)
+ ialpha[v] = ialpha[cm->M-1];
+ else
+ {
+ ESL_ALLOC(ialpha[v], sizeof(int *) * 2);
+ for (j = 0; j < 2; j++)
+ ESL_ALLOC(ialpha[v][j], sizeof(int) * (W+1));
+ }
+ }
+ /* ialpha initializations. (see comments for do_cyk section */
+ for (v = cm->M-1; v >= 0; v--) {
+ ialpha[v][0][0] = -INFTY;
+ if (cm->sttype[v] == E_st) ialpha[v][0][0] = 0;
+ else if (cm->sttype[v] == MP_st) ialpha[v][0][1] = ialpha[v][1][1] = -INFTY;
+ else if (cm->sttype[v] == S_st || cm->sttype[v] == D_st)
+ {
+ y = cm->cfirst[v];
+ ialpha[v][0][0] = cm->iendsc[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ ialpha[v][0][0] = ILogsum(ialpha[v][0][0], (ialpha[y+yoffset][0][0]
+ + cm->itsc[v][yoffset]));
+ /* ...we don't bother to look at local alignment starts here... */
+ /* ! */
+ if (ialpha[v][0][0] < -INFTY) ialpha[v][0][0] = -INFTY;
+ }
+ else if (cm->sttype[v] == B_st) {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ ialpha[v][0][0] = ialpha[w][0][0] + ialpha[y][0][0];
+ }
+ ialpha[v][1][0] = ialpha[v][0][0];
+ if (cm->stid[v] == BEGL_S)
+ for (j = 2; j <= W; j++)
+ ialpha[v][j][0] = ialpha[v][0][0];
+ }
+ /* Impose the bands.
+ * (note: E states have all their probability on d=0, so dmin[E] = dmax[E] = 0;
+ * the first loop will be skipped, the second initializes the E states.)
+ */
+ if(do_banded) {
+ for (v = 0; v < cm->M; v++) {
+ if(cm->stid[v] == BEGL_S) jmax = W;
+ else jmax = 1;
+
+ dx = ESL_MIN(dmin[v], W);
+ for (d = 0; d < dx; d++)
+ for(j = 0; j <= jmax; j++)
+ ialpha[v][j][d] = -INFTY;
+
+ for (d = dmax[v]+1; d <= W; d++)
+ for(j = 0; j <= jmax; j++)
+ ialpha[v][j][d] = -INFTY;
+ }
+ }
+
+ /* The main loop: scan the sequence from position i0 to j0.
+ */
+ for (j = i0; j <= j0; j++)
+ {
+ cur = j%2;
+ prv = (j-1)%2;
+ for (v = cm->M-1; v > 0; v--) /* ...almost to ROOT; we handle ROOT specially... */
+ {
+ /* determine min/max d we're allowing for this state v and this position j */
+ if(do_banded) {
+ dn = (cm->sttype[v] == MP_st) ? ESL_MAX(dmin[v], 2) : ESL_MAX(dmin[v], 1);
+ dx = ESL_MIN((j-i0+1), dmax[v]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = (cm->sttype[v] == MP_st) ? 2 : 1;
+ dx = ESL_MIN((j-i0+1), W);
+ }
+
+ jp_v = (cm->stid[v] == BEGL_S) ? (j % (W+1)) : cur;
+ jp_y = (StateRightDelta(cm->sttype[v]) > 0) ? prv : cur;
+ sd = StateDelta(cm->sttype[v]);
+
+ if(cm->sttype[v] == B_st) {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ for (d = dn; d <= dx; d++) {
+ /* k is the length of the right fragment */
+ /* Careful, make sure k is consistent with bands in state w and state y. */
+ if(do_banded) {
+ kmin = ESL_MAX(dmin[y], (d-dmax[w]));
+ kmin = ESL_MAX(kmin, 0);
+ kmax = ESL_MIN(dmax[y], (d-dmin[w]));
+ }
+ else { kmin = 0; kmax = d; }
+
+ ialpha[v][jp_v][d] = ESL_MAX(-INFTY, cm->iendsc[v] + (cm->iel_selfsc * (d - sd)));
+ for (k = kmin; k <= kmax; k++) {
+ jp_w = (j-k)%(W+1); /* jp is rolling index into BEGL_S deck j dimension */
+ ialpha[v][jp_v][d] = ESL_MAX(ialpha[v][jp_v][d], (ialpha[w][jp_w][d-k] + ialpha[y][jp_y][k]));
+ }
+ ivsc[v] = ESL_MAX(ivsc[v], ialpha[v][jp_v][d]);
+ }
+ }
+ else { /* if cm->sttype[v] != B_st */
+ for (d = dn; d <= dx; d++) {
+ ialpha[v][jp_v][d] = ESL_MAX (-INFTY, (cm->iendsc[v] + (cm->iel_selfsc * (d - sd))));
+ y = cm->cfirst[v];
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ ialpha[v][jp_v][d] = ESL_MAX (ialpha[v][jp_v][d], (ialpha[y+yoffset][jp_y][d - sd] + cm->itsc[v][yoffset]));
+
+ /* add in emission score, if any */
+ i = j-d+1;
+ switch (cm->sttype[v]) {
+ case MP_st:
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ ialpha[v][jp_v][d] += cm->iesc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ ialpha[v][cur][d] += iDegeneratePairScore(cm->abc, cm->iesc[v], dsq[i], dsq[j]);
+ break;
+ case ML_st:
+ case IL_st:
+ ialpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[i], cm->iesc[v]);
+ break;
+ case MR_st:
+ case IR_st:
+ ialpha[v][cur][d] += esl_abc_IAvgScore(cm->abc, dsq[j], cm->iesc[v]);
+ break;
+ } /* end of switch */
+ ivsc[v] = ESL_MAX(ivsc[v], ialpha[v][jp_v][d]);
+ } /* end of d = dn; d <= dx; d++ */
+ } /* end of else (v != B_st) */
+ } /*loop over decks v>0 */
+ /* Finish up with the ROOT_S, state v=0; and deal w/ local begins.
+ *
+ * If local begins are off, the hit must be rooted at v=0.
+ * With local begins on, the hit is rooted at the second state in
+ * the traceback (e.g. after 0), the internal entry point. Divide & conquer
+ * can only handle this if it's a non-insert state; this is guaranteed
+ * by the way local alignment is parameterized (other transitions are
+ * -INFTY), which is probably a little too fragile of a method.
+ */
+
+ /* determine min/max d we're allowing for the root state and this position j */
+ if(do_banded) {
+ dn = ESL_MAX(dmin[0], 1);
+ dx = ESL_MIN((j-i0+1), dmax[0]);
+ dx = ESL_MIN(dx, W);
+ }
+ else {
+ dn = 1;
+ dx = ESL_MIN((j-i0+1), W);
+ }
+ jp_v = cur;
+ jp_y = cur;
+ for (d = dn; d <= dx; d++) {
+ y = cm->cfirst[0];
+ ialpha[0][cur][d] = ESL_MAX(IMPOSSIBLE, ialpha[y][cur][d] + cm->itsc[0][0]);
+ for (yoffset = 1; yoffset < cm->cnum[0]; yoffset++)
+ ialpha[0][cur][d] = ESL_MAX (ialpha[0][cur][d], (ialpha[y+yoffset][cur][d] + cm->itsc[0][yoffset]));
+ ivsc[0] = ESL_MAX(ivsc[0], ialpha[0][cur][d]);
+ }
+
+ if (cm->flags & CM_LOCAL_BEGIN) {
+ for (y = 1; y < cm->M; y++) {
+ if(do_banded) {
+ dn = ESL_MAX(1, dmin[y]);
+ dn = ESL_MAX(dn, dmin[0]);
+ dx = ESL_MIN((j-i0+1), dmax[y]);
+ dx = ESL_MIN(dx, W);
+ }
+ else { dn = 1; dx = W; }
+ jp_y = (cm->stid[y] == BEGL_S) ? (j % (W+1)) : cur;
+ for (d = dn; d <= dx; d++) {
+ ialpha[0][cur][d] = ESL_MAX(ialpha[0][cur][d], ialpha[y][jp_y][d] + cm->ibeginsc[y]);
+ ivsc[0] = ESL_MAX(ivsc[0], ialpha[0][cur][d]);
+ }
+ }
+ }
+ } /* end loop over end positions j */
+ /* free ialpha, we only care about ivsc
+ */
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->stid[v] == BEGL_S) { /* big BEGL_S decks */
+ for (j = 0; j <= W; j++) free(ialpha[v][j]);
+ free(ialpha[v]);
+ } else if (cm->sttype[v] == E_st && v < cm->M-1) { /* avoid shared E decks */
+ continue;
+ } else {
+ free(ialpha[v][0]);
+ free(ialpha[v][1]);
+ free(ialpha[v]);
+ }
+ }
+ free(ialpha);
+ /* convert ivsc to floats in vsc */
+ ESL_ALLOC(vsc, sizeof(float) * cm->M);
+ for(v = 0; v < cm->M; v++)
+ vsc[v] = Scorify(ivsc[v]);
+ free(ivsc);
+ }
+ /**************************
+ * end of else (do_inside)
+ **************************/
+
+ ret_val = vsc[0];
+ if (ret_vsc != NULL) *ret_vsc = vsc;
+ else free(vsc);
+
+ return ret_val;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return 0.; /* NEVERREACHED */
+}
+#endif
+
+/* EPN, Mon Dec 10 13:15:32 2007, old process_workunit() function */
+#if 0
+
+/* Function: process_workunit()
+ * Date: EPN, Mon Sep 10 16:55:09 2007
+ *
+ * Purpose: A work unit consists of a CM, a int specifying a number of
+ * sequences <nseq>, and a flag indicated how to generate those
+ * sequences. The job is to generate <nseq> sequences and search
+ * them with a CM and/or CP9, saving scores, which are returned.
+ *
+ * This function can be run in 1 of 3 modes, determined by the
+ * status of the input variables:
+ *
+ * Mode 1. Gumbel calculation for CM.
+ * <emit_from_cm> is FALSE, <ret_vscAA> != NULL, <ret_cp9scA> == NULL
+ * Emit randomly and search only with the CM. <ret_vscAA> is filled
+ * with the best CM score at each state for each sequence.
+ *
+ * Mode 2. Gumbel calculation for CP9.
+ * <emit_from_cm> is FALSE, <ret_vscAA> == NULL, <ret_cp9scA> != NULL
+ * Emit randomly and search only with the CP9. <ret_cp9scA> is filled
+ * with the best CP9 score for each sequence.
+ *
+ * Mode 3. Scores will eventually be used to determine filter thresholds.
+ * <emit_from_cm> is TRUE, <ret_vscAA> != NULL, <ret_cp9scA> != NULL,
+ * <ret_other_cp9scA> != NULL.
+ * Emit from the CM (which is already configured how we want it). Search
+ * with the CM first, then with the CP9 twice, first w/Viterbi then w/Forward
+ * <ret_vscAA> filled with the best CM score at each state for each sequence,
+ * <ret_cp9scA> filled with the best CP9 Viterbi score for each sequence,
+ * <ret_other_cp9scA> filled with the best CP9 Forward score for each sequence,
+ * Importantly, in this mode, each sequence must have a NON-BANDED CM scan
+ * (either CYK or Inside) hit above a given cutoff. That cutoff is given
+ * as a bit score in cfg->cutoffA[p], where p is the partition for the
+ * sequence (p is determined in get_cmemit_dsq() called from this function).
+ * Sequences that have no hit better than cutoff are not accepted, (they're
+ * rejected and not searched, and another seq is emitted). The cutoff[p]
+ * value is assumed to be already set before this function is entered.
+ *
+ * The ability to run 3 different modes complicates the code a bit,
+ * but I prefered it to making 2 separate functions b/c a significant
+ * part of those 2 functions would have identical code. Also it makes
+ * the MPI implementation a bit easier because the workers can always
+ * call this function, whether they're calcing Gumbels or filter thresholds.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - for writing out error messages
+ * cm - the CM (already configured as we want it)
+ * nseq - number of seqs to generate
+ * emit_from_cm - TRUE to emit from CM; FALSE emit random
+ * ret_vscAA - RETURN: [0..v..cm->M-1][0..nseq-1] best
+ * score at each state v for each seq
+ * ret_cp9scA - RETURN: [0..nseq-1] best CP9 score for each seq
+ * if (emit_from_cm) these will be Viterbi scores, else
+ * could be Viterbi or Forward
+ * ret_other_cp9scA - RETURN: [0..nseq-1] best CP9 score for each seq
+ * if (emit_from_cm) these will be Forward scores, else
+ * it will == NULL
+ *
+ * Returns: eslOK on success; dies immediately if some error occurs.
+ */
+static int
+process_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ int emit_from_cm, float ***ret_vscAA, float **ret_cp9scA, float **ret_other_cp9scA)
+{
+ int status;
+ int mode; /* 1, 2, or 3, determined by status of input args, as explained in 'Purpose' above. */
+ float **vscAA = NULL; /* [0..v..cm->M-1][0..i..nseq-1] best CM score for each state, each seq */
+ float *cur_vscA = NULL; /* [0..v..cm->M-1] best CM score for each state cur seq */
+ float *cp9scA = NULL; /* [0..i..nseq-1] best CP9 score for each seq,
+ * if (emit_from_cm) these will be Viterbi scores,
+ * else they could be Viterbi or Forward */
+ float *other_cp9scA = NULL; /* [0..i..nseq-1] best CP9 Forward score for each seq
+ * only if (emit_from_cm), else stays NULL */
+ double *dnull = NULL; /* double version of cm->null, for generating random seqs */
+ int p; /* what partition we're in, not used unless emit_from_cm = TRUE */
+ int i;
+ int v;
+ int L;
+ int nfailed = 0;
+ Parsetree_t *tr;
+ ESL_DSQ *dsq;
+ float sc;
+ float *fwd_sc_ptr;
+
+ /* determine mode, and enforce mode-specific contract */
+ if (ret_vscAA != NULL && ret_cp9scA == NULL) mode = 1; /* calcing CM gumbel stats */
+ else if(ret_vscAA == NULL && ret_cp9scA != NULL) mode = 2; /* calcing CP9 gumbel stats */
+ else if(ret_vscAA != NULL && ret_cp9scA != NULL &&
+ ret_other_cp9scA != NULL && emit_from_cm) mode = 3; /* collecting filter threshold stats */
+ else ESL_FAIL(eslEINCOMPAT, errbuf, "can't determine mode in process_workunit.");
+ if(emit_from_cm && mode != 3) ESL_FAIL(eslEINCOMPAT, errbuf, "emit_from_cm is TRUE, but mode is: %d (should be 3)\n", mode);
+
+ ESL_DPRINTF1(("in process_workunit nseq: %d mode: %d\n", nseq, mode));
+
+ int do_cyk = FALSE;
+ int do_inside = FALSE;
+ int do_viterbi = FALSE;
+ int do_forward = FALSE;
+ /* determine algs we'll use and allocate the score arrays we'll pass back */
+ if(mode == 1 || mode == 3) {
+ if(cm->search_opts & CM_SEARCH_INSIDE) do_inside = TRUE;
+ else do_cyk = TRUE;
+ ESL_ALLOC(vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ ESL_ALLOC(cur_vscA, sizeof(float) * cm->M);
+ }
+ if(mode == 2) {
+ if(cm->search_opts & CM_SEARCH_HMMVITERBI) do_viterbi = TRUE;
+ if(cm->search_opts & CM_SEARCH_HMMFORWARD) do_forward = TRUE;
+ if((do_viterbi + do_forward) > 1) ESL_FAIL(eslEINVAL, errbuf, "process_workunit, mode 2, and cm->search_opts CM_SEARCH_HMMVITERBI and CM_SEARCH_HMMFORWARD flags both raised.");
+ ESL_ALLOC(cp9scA, sizeof(float) * nseq); /* will hold Viterbi or Forward scores */
+ }
+ if(mode == 3) {
+ do_viterbi = do_forward = TRUE;
+ ESL_ALLOC(cp9scA, sizeof(float) * nseq); /* will hold Viterbi scores */
+ ESL_ALLOC(other_cp9scA, sizeof(float) * nseq); /* will hold Forward scores */
+ }
+ ESL_DPRINTF1(("do_cyk: %d\ndo_inside: %d\ndo_viterbi: %d\ndo_forward: %d\n", do_cyk, do_inside, do_viterbi, do_forward));
+
+ /* fill dnull, a double version of cm->null, but only if we're going to need it to generate random seqs */
+ if(!emit_from_cm && cfg->pgc_freq == NULL) {
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ }
+
+ /* generate dsqs one at a time and collect best CM scores at each state and/or best overall CP9 score */
+ for(i = 0; i < nseq; i++) {
+ if(emit_from_cm) { /* if emit_from_cm == TRUE, use_cm == TRUE */
+ if(nfailed > 1000 * nseq) { cm_Fail("Max number of failures (%d) reached while trying to emit %d seqs.\n", nfailed, nseq); }
+ dsq = get_cmemit_dsq(cfg, cm, &L, &p, &tr);
+ /* we only want to use emitted seqs with a sc > cutoff, cm_find_hit_above_cutoff returns false if no such hit exists in dsq */
+ if((status = cm_find_hit_above_cutoff(go, cfg, errbuf, cm, dsq, tr, L, cfg->cutoffA[p], &sc)) != eslOK) return status;
+ while(sc < cfg->cutoffA[p]) {
+ free(dsq);
+ /* parsetree tr is freed in cm_find_hit_above_cutoff() */
+ dsq = get_cmemit_dsq(cfg, cm, &L, &p, &tr);
+ nfailed++;
+ if((status = cm_find_hit_above_cutoff(go, cfg, errbuf, cm, dsq, tr, L, cfg->cutoffA[p], &sc)) != eslOK) return status;
+ }
+ ESL_DPRINTF1(("i: %d nfailed: %d\n", i, nfailed));
+ }
+ else {
+ dsq = get_random_dsq(cfg, cm, dnull, cm->W*2);
+ L = cm->W*2;
+ }
+ /* if nec, search with CM */
+ if (do_cyk) if((status = FastCYKScan (cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, &(cur_vscA), &sc)) != eslOK) return status;
+ if (do_inside) if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, &(cur_vscA), &sc)) != eslOK) return status;
+ /* if nec, search with CP9 */
+ if (do_viterbi)
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ NULL, /* don't want traces back */
+ &(cp9scA[i]))) != eslOK) return status;
+ if (do_forward) {
+ if (mode == 2) fwd_sc_ptr = &(cp9scA[i]); /* fill cp9scA[i] */
+ else if (mode == 3) fwd_sc_ptr = &(other_cp9scA[i]); /* fill other_cp9scA[i] */
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ fwd_sc_ptr)) != eslOK) return status;
+ }
+ free(dsq);
+ if (cur_vscA != NULL) /* will be NULL if do_cyk == do_inside == FALSE (mode 2) */
+ for(v = 0; v < cm->M; v++) vscAA[v][i] = cur_vscA[v];
+ free(cur_vscA);
+ }
+
+ if(dnull != NULL) free(dnull);
+ if(ret_vscAA != NULL) *ret_vscAA = vscAA;
+ if(ret_cp9scA != NULL) *ret_cp9scA = cp9scA;
+ if(ret_other_cp9scA != NULL) *ret_other_cp9scA = other_cp9scA;
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: calc_best_filter()
+ * Date: EPN, Thu Nov 1 15:05:03 2007
+ *
+ * Purpose: Given a CM and scores for a CP9 and CM scan of target seqs
+ * determine the best filter we could use, either an HMM only
+ * or a hybrid scan with >= 1 sub CM roots.
+ *
+ * Returns: eslOK on success;
+ * Dies immediately on an error.
+ */
+int
+calc_best_filter(const ESL_GETOPTS *go, struct cfg_s *cfg, CM_t *cm, float **fil_vscAA, float *fil_vit_cp9scA, float *fil_fwd_cp9scA)
+{
+ int status;
+ int v;
+ float *sorted_fil_vit_cp9scA;
+ float *sorted_fil_fwd_cp9scA;
+ float **sorted_fil_vscAA;
+ float **sorted_fil_EAA;
+ int filN = esl_opt_GetInteger(go, "--filN");
+ int Fidx;
+ float vit_sc, fwd_sc, sc;
+ float E;
+ float fil_calcs;
+ float surv_calcs;
+ float fil_plus_surv_calcs;
+ float nonfil_calcs;
+ float spdup;
+ int i;
+ int cmi = cfg->ncm-1;
+ int cp9_vit_mode, cp9_fwd_mode;
+
+ float F = esl_opt_GetReal(go, "--F");
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ if(cfg->cmstatsA[cfg->ncm-1]->np != 1) cm_Fail("calc_sub_filter_sets(), not yet implemented for multiple partitions.\nYou'll need to keep track of partition of each sequence OR\nstore E-values not scores inside process_workunit.");
+
+ /* Determine the predicted CP9 filter speedup */
+ ESL_ALLOC(sorted_fil_vit_cp9scA, sizeof(float) * filN);
+ esl_vec_FCopy(fil_vit_cp9scA, filN, sorted_fil_vit_cp9scA);
+ esl_vec_FSortIncreasing(sorted_fil_vit_cp9scA, filN);
+ vit_sc = sorted_fil_vit_cp9scA[Fidx];
+
+ ESL_ALLOC(sorted_fil_fwd_cp9scA, sizeof(float) * filN);
+ esl_vec_FCopy(fil_fwd_cp9scA, filN, sorted_fil_fwd_cp9scA);
+ esl_vec_FSortIncreasing(sorted_fil_fwd_cp9scA, filN);
+ fwd_sc = sorted_fil_fwd_cp9scA[Fidx];
+
+ printf("\n\n***********************************\n\n");
+ for(i = 0; i < filN; i++)
+ printf("HMM i: %4d vit sc: %10.4f fwd sc: %10.4f\n", i, sorted_fil_vit_cp9scA[i], sorted_fil_fwd_cp9scA[i]);
+ printf("***********************************\n\n");
+
+ cp9_vit_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? GUM_CP9_LV : GUM_CP9_GV;
+ cp9_fwd_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? GUM_CP9_LF : GUM_CP9_GF;
+
+ /* print out predicted speed up with Viterbi filter */
+ /* E is expected number of hits for db of length 2 * cm->W */
+ /* EPN, Sun Dec 9 16:40:39 2007
+ * idea: calculate E for each partition, then take weighted average, assuming each GC segment is equally likely (or some other weighting) */
+ E = RJK_ExtremeValueE(sc, cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->mu, cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->lambda);
+ fil_calcs = cfg->hsi->full_cp9_ncalcs;
+ surv_calcs = (E / cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->L) * /* calcs are in units of millions of dp calcs per residue */
+ (cfg->avglen[0]) * cfg->hsi->full_cm_ncalcs; /* cfg->avglen[0] is average length of subseq for subtree rooted at v==0, for current gumbel mode configuration */
+ fil_plus_surv_calcs = fil_calcs + surv_calcs;
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs;
+ spdup = nonfil_calcs / fil_plus_surv_calcs;
+ printf("HMM(vit) sc: %10.4f E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", vit_sc, E, fil_calcs, surv_calcs, fil_plus_surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup);
+
+ /* print out predicted speed up with Forward filter */
+ /* EPN, Sun Dec 9 16:40:39 2007
+ * idea: calculate E for each partition, then take weighted average, assuming each GC segment is equally likely (or some other weighting) */
+ E = RJK_ExtremeValueE(sc, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->mu, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->lambda);
+ fil_calcs = cfg->hsi->full_cp9_ncalcs;
+ surv_calcs = (E / cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->L) * /* calcs are in units of millions of dp calcs per residue */
+ (cfg->avglen[0]) * cfg->hsi->full_cm_ncalcs; /* cfg->avglen[0] is average length of subseq for subtree rooted at v==0, for current gumbel mode configuration */
+ fil_plus_surv_calcs = fil_calcs + surv_calcs;
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs;
+ spdup = nonfil_calcs / (fil_plus_surv_calcs * 2.); /* the '* 2.' is to correct for fact that Forward is about 2X slower than Viterbi, due to the logsum() instead of ESL_MAX() calculations */
+ printf("HMM(fwd) sc: %10.4f E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", fwd_sc, E, fil_calcs, surv_calcs, fil_plus_surv_calcs, 2.*fil_plus_surv_calcs, nonfil_calcs, spdup);
+
+ exit(1);
+ /*****************TEMPORARY PRINTF BEGIN***************************/
+ ESL_ALLOC(sorted_fil_vscAA, sizeof(float *) * cm->M);
+ ESL_ALLOC(sorted_fil_EAA, sizeof(float *) * cm->M);
+
+ /*printf("\n\n***********************************\nvscAA[0] scores:\n");
+ for(i = 0; i < filN; i++)
+ printf("i: %4d sc: %10.4f\n", i, fil_vscAA[0][i]);
+ printf("***********************************\n\n");*/
+
+ for(v = 0; v < cm->M; v++)
+ {
+ ESL_ALLOC(sorted_fil_vscAA[v], sizeof(float) * filN);
+ esl_vec_FCopy(fil_vscAA[v], filN, sorted_fil_vscAA[v]);
+ esl_vec_FSortIncreasing(sorted_fil_vscAA[v], filN);
+ }
+ for(v = 0; v < cm->M; v++) {
+ if(cfg->hsi->iscandA[v]) {
+ sc = sorted_fil_vscAA[v][Fidx];
+ /* E is expected number of hits for db of length 2 * cm->W */
+ E = RJK_ExtremeValueE(sc, cfg->vmuAA[0][v], cfg->vlambdaAA[0][v]);
+ /* note partition = 0, this is bogus if more than 1 partition, that's why we die if there are more (see above). */
+ fil_calcs = cfg->hsi->cm_vcalcs[v];
+ surv_calcs = E * (cm->W * 2) * cfg->hsi->full_cm_ncalcs;
+ printf("SUB %3d sg: %2d sc: %10.4f E: %10.4f filt: %10.4f ", v, cfg->hsi->startA[v], sc, E, fil_calcs);
+ fil_calcs += surv_calcs;
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs;
+ spdup = nonfil_calcs / fil_calcs;
+ printf("surv: %10.4f sum : %10.4f full: %10.4f spdup %10.4f\n", surv_calcs, fil_calcs, nonfil_calcs, spdup);
+ }
+ }
+
+ for(v = 0; v < cm->M; v++)
+ {
+ ESL_ALLOC(sorted_fil_EAA[v], sizeof(float *) * filN);
+ /* E is expected number of hits for db of length 2 * cm->W */
+ /* assumes only 1 partition */
+ /*sorted_fil_EAA[v] = RJK_ExtremeValueE(sorted_fil_vscAA[v], cfg->vmuAA[0][v], cfg->vlambdaAA[0][v]);*/
+ }
+
+ /*****************TEMPORARY PRINTF END***************************/
+
+ return eslOK;
+
+ ERROR:
+ cm_Fail("calc_best_filter(), memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+#endif
+
+
+#if 0
+/* Function: CMHackInsertScores()
+ * Incept: SRE, Wed Jul 24 09:48:22 2002 [St. Louis]
+ *
+ * Purpose: Temporary (I hope): make all insert scores 0.
+ * If you let inserts train on the data, you can get
+ * positive insert emission scores. Local alignments,
+ * in particular, can then consist of just a couple of
+ * consensus states and a long string of insert
+ * states, hitting base-composition-biased sequence
+ * with very high score. This is a Bad Thing.
+ *
+ * The long term solution for this problem will
+ * go in with mixture Dirichlet priors, but for now
+ * (with only Laplace coded), this'll appease the
+ * pitchfork and torches mob at Cambridge.
+ *
+ * Args: cm - the model
+ *
+ * Returns: (void)
+ *
+ * Xref: STL6 p.93.
+ */
+void
+CMHackInsertScores(CM_t *cm)
+{
+ int v, x;
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st)
+ for (x = 0; x < cm->abc->K; x++)
+ {
+ cm->esc[v][x] = 0.;
+ cm->iesc[v][x] = 0;
+ }
+ }
+ if(cm->ioesc != NULL) {
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ for (x = 0; x < cm->abc->K; x++)
+ cm->ioesc[v][x] = 0;
+ for(x = cm->abc->K+1; x < cm->abc->Kp-1; x++) /* note boundary conditions, gap, missing data symbols stay IMPOSSIBLE */
+ cm->ioesc[v][x] = 0;
+ }
+ }
+ }
+ if(cm->oesc != NULL) {
+ for (v = 0; v < cm->M; v++)
+ {
+ if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st) {
+ for (x = 0; x < cm->abc->K; x++)
+ cm->oesc[v][x] = 0.;
+ for(x = cm->abc->K+1; x < cm->abc->Kp-1; x++) /* note boundary conditions, gap, missing data symbols stay IMPOSSIBLE */
+ cm->oesc[v][x] = 0.;
+ }
+ }
+ }
+
+ if(cm->cp9 != NULL)
+ CP9HackInsertScores(cm->cp9);
+}
+
+/* Function: CP9HackInsertScores()
+ * Incept: EPN, Fri Feb 9 10:59:12 2007
+ *
+ * Purpose: Make all inserts 0. Usually called from CMHackInsertScores()
+ * to make the HMM inserts match the CM inserts.
+ *
+ * Args: cp9 - the CP9 HMM
+ *
+ * Returns: (void)
+ */
+void
+CP9HackInsertScores(CP9_t *cp9)
+{
+ int k, x;
+ for (k = 0; k <= cp9->M; k++)
+ /* CP9 HMMs have insert states in nodes 0 and M */
+ for (x = 0; x < MAXDEGEN; x++)
+ cp9->isc[x][k] = 0;
+}
+
+#endif
+
+
+
+#if 0
+/*
+ * Function: DuplicateCM
+ * Date: EPN, Thu May 24 09:57:12 2007
+ * Purpose: Given a template CM 'cm', copy it's params into a
+ * new CM which is allocated here and must be
+ * freed by the caller.
+ *
+ * Args:
+ * src - the template covariance model
+ */
+CM_t *
+DuplicateCM(CM_t *cm)
+{
+ cm_Fail("Duplicate CM is deprecated, you can undeprecate it, but then you have to figure out how to deal with cm->si SearchInfo_t\n");
+
+ int status;
+ int v; /* counter over states */
+ int x; /* counter over transitions, residues, nodes */
+ CM_t *new;
+ ESL_ALPHABET *abc;
+ abc = esl_alphabet_Create(cm->abc->type);
+ if(abc == NULL) goto ERROR;
+
+ /* Create the new model and copy everything over except the cp9, stats and ScanMatrix */
+ new = CreateCM(cm->nodes, cm->M, cm->abc);
+ esl_strdup(cm->name, -1, &(new->name));
+ esl_strdup(cm->acc, -1, &(new->acc));
+ esl_strdup(cm->desc, -1, &(new->desc));
+ new->flags = cm->flags;
+ new->search_opts = cm->search_opts;
+ new->align_opts = cm->align_opts;
+ new->config_opts = cm->config_opts;
+
+ new->nodes = cm->nodes;
+ for(x = 0; x < cm->nodes; x++)
+ {
+ new->nodemap[x] = cm->nodemap[x];
+ new->ndtype[x] = cm->ndtype[x];
+ }
+ for(v = 0; v < cm->M; v++)
+ {
+ new->sttype[v] = cm->sttype[v];
+ new->ndidx[v] = cm->ndidx[v];
+ new->stid[v] = cm->stid[v];
+
+ new->cfirst[v] = cm->cfirst[v];
+ new->cnum[v] = cm->cnum[v];
+
+ new->pnum[v] = cm->pnum[v];
+ new->plast[v] = cm->plast[v];
+
+ new->begin[v] = cm->begin[v];
+ new->beginsc[v] = cm->beginsc[v];
+ new->ibeginsc[v]= cm->ibeginsc[v];
+ new->end[v] = cm->end[v];
+ new->endsc[v] = cm->endsc[v];
+ new->iendsc[v] = cm->iendsc[v];
+
+ /* copy transitions and emissions*/
+ for (x = 0; x < MAXCONNECT; x++)
+ {
+ new->t[v][x] = cm->t[v][x];
+ new->tsc[v][x] = cm->tsc[v][x];
+ new->itsc[v][x] = cm->itsc[v][x];
+ }
+ for (x = 0; x < cm->abc->K * cm->abc->K; x++)
+ {
+ new->e[v][x] = cm->e[v][x];
+ new->esc[v][x] = cm->esc[v][x];
+ new->iesc[v][x] = cm->iesc[v][x];
+ }
+ }
+ if(cm->dmin != NULL && cm->dmax != NULL)
+ {
+ ESL_ALLOC(new->dmin, sizeof(int) * cm->M);
+ ESL_ALLOC(new->dmax, sizeof(int) * cm->M);
+ for(v = 0; v < cm->M; v++)
+ {
+ new->dmin[v] = cm->dmin[v];
+ new->dmax[v] = cm->dmax[v];
+ }
+ }
+ else
+ {
+ new->dmin = new->dmax = NULL;
+ new->flags &= ~CMH_QDB;
+ }
+ new->W = cm->W;
+ new->el_selfsc = cm->el_selfsc;
+ new->iel_selfsc = cm->iel_selfsc;
+ new->beta = cm->beta;
+ new->tau = cm->tau;
+ new->enf_start = cm->enf_start;
+ if(cm->enf_seq != NULL)
+ if((status = esl_strdup(cm->enf_seq, -1, &(new->enf_seq))) != eslOK) goto ERROR;
+ else new->enf_seq = NULL;
+ new->enf_scdiff = cm->enf_scdiff;
+ new->ffract = cm->ffract;
+ if(cm->root_trans == NULL)
+ new->root_trans = NULL;
+ else
+ {
+ ESL_ALLOC(new->root_trans, sizeof(float) * cm->cnum[0]);
+ for (v = 0; v < cm->cnum[0]; v++)
+ new->root_trans[v] = cm->root_trans[v];
+ }
+
+ new->cp9 = NULL;
+
+ /* calculate the ScanMatrix, if it exists and is valid */
+ if(cm->flags & CMH_SCANMATRIX) {
+ cm_CreateScanMatrixForCM(new, (cm->smx->flags & cmSMX_HAS_FLOAT), (cm->smx->flags & cmSMX_HAS_INT));
+ }
+
+ /* create HMM banded matrix */
+ new->hbmx = cm_hb_mx_Create(cm->M);
+
+ /* create CP9 matrix, if it exists in cm */
+ if(cm->cp9_mx != NULL) new->cp9_mx = CreateCP9Matrix(1, cm->clen);
+ if(cm->cp9_bmx != NULL) new->cp9_bmx = CreateCP9Matrix(1, cm->clen);
+
+ /* we can't copy the CM stats if they exist */
+ if(cm->flags & CMH_GUMBEL_STATS)
+ {
+ new->stats = AllocCMStats(cm->stats->np);
+ CopyCMStats(cm->stats, new->stats);
+ }
+
+ /* Copy the CP9 if it exists */
+ if(cm->flags & CMH_CP9)
+ {
+ DuplicateCP9(cm, new);
+ new->flags |= CMH_CP9; /* raise the CP9 flag */
+ }
+
+ return new;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return NULL; /* never reached */
+}
+#endif
+
+#if 0
+/* Function: cm_AppendComlog()
+ * Incept: SRE, Mon Jan 1 18:23:42 2007 [Casa de Gatos]
+ *
+ * Purpose: Concatenate command line options and append as a new line in the
+ * command line log. Command line log is multiline, with each line
+ * ending in newline char, except for last line.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure.
+ */
+int
+cm_AppendComlog(CM_t *cm, int argc, char **argv)
+{
+ int status;
+ void *tmp;
+ int n;
+ int i;
+
+ /* figure out length of added command line, and (re)allocate comlog */
+ n = argc-1; /* account for 1 space per arg, except last one */
+ for (i = 0; i < argc; i++)
+ n += strlen(argv[i]);
+
+ if (cm->comlog != NULL) {
+ n += strlen(cm->comlog) + 1; /* +1 for the \n we're going to add to the old comlog */
+ ESL_RALLOC(cm->comlog, tmp, sizeof(char)* (n+1));
+ strcat(cm->comlog, "\n");
+ } else {
+ ESL_ALLOC(cm->comlog, sizeof(char)* (n+1));
+ *(cm->comlog) = '\0'; /* need this to make strcat work */
+ }
+
+ for (i = 0; i < argc-1; i++)
+ {
+ strcat(cm->comlog, argv[i]);
+ strcat(cm->comlog, " ");
+ }
+ strcat(cm->comlog, argv[argc-1]);
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* Function: cm_SetCdate()
+ * Date: SRE, Wed Oct 29 11:53:19 1997 [TWA 721 over the Atlantic]
+ *
+ * Purpose: Set the <cdate> field in a new CM to the current time.
+ *
+ * This function is not reentrant and not threadsafe, because
+ * it calls the nonreentrant ANSI C cdate() function.
+ *
+ * Returns: <eslOK> on success.
+ *
+ * Throws: <eslEMEM> on allocation failure. <eslESYS> if the <time()>
+ * system call fails to obtain the calendar time.
+ */
+int
+cm_SetCdate(CM_t *cm)
+{
+ int status;
+ char *s = NULL;
+ time_t date;
+
+ if ((date = time(NULL)) == -1) { status = eslESYS; goto ERROR; }
+ if ((status = esl_strdup(cdate(&date), -1, &s)) != eslOK) goto ERROR;
+ if ((status = esl_strchop(s, -1)) != eslOK) goto ERROR;
+
+ if (cm->cdate != NULL) free(cm->cdate);
+ cm->cdate = s;
+ return eslOK;
+
+ ERROR:
+ if (s != NULL) free(s);
+ return status;
+}
+#endif
+
+/* EPN, Mon Jan 7 14:07:53 2008
+ * prior to commit 2291, replaced main entropy weighting functions
+ * with HMMER3 entropy weighting functions which are Easelfied.
+ */
+#if 0
+
+/* Function: CM_Eweight [EPN]
+ * based on:
+ * Eweight() LSJ 2/6/04
+ *
+ * Purpose: Main entropy-based weighting function.
+ *
+ * Args:
+ * cm - the model
+ * **pri - Model priors.
+ * numb_seqs - Number of sequences in alignment.
+ * targetent - Target mean match state entropy.
+ *
+ * Return: eff_no - New effective sequence number.
+ */
+double
+CM_Eweight(CM_t *cm, const Prior_t *pri, float numb_seqs,
+ float targetent)
+{
+ int status;
+ int i;
+ int j;
+ float eff_no; /* New effective sequence number */
+ double current; /* Current mean match state entropy */
+ double prevent; /* Previous mean match state entropy */
+ float scale; /* Current model counts scaling factor */
+ float leftscale; /* Bracket scaling value used in binary search. Lowest mean entropy value. */
+ float rightscale; /* Bracket scaling value used in binary search. Highest mean entropy value. */
+
+ double *ent; /* Match state entropy values */
+ int count; /* Counter for binary search */
+ int flag; /* Used to detect entropy adjustment failure */
+
+ int nmatch_cols; /* num MATL_nd + MATR_nd + 2 * MATP_nd in CM */
+
+ /* analags of parameters from Infernal's prior.c()'s PriorifyCM().*/
+ double *counts; /* Temp array of match state counts */
+ double *probs; /* Temp array of match state probs */
+ double *mixq; /* posterior probs of mixture components, P(q | c) */
+
+
+ /**************
+ * Allocations
+ **************/
+ ESL_ALLOC(ent, sizeof(double) * cm->nodes);
+ ESL_ALLOC(counts, sizeof(double) * pri->maxnalpha);
+ ESL_ALLOC(probs, sizeof(double) * pri->maxnalpha);
+ ESL_ALLOC(mixq, sizeof(double) * pri->maxnq);
+
+ /*****************
+ * Initializations
+ *****************/
+ current = 0.;
+ scale = 1.;
+ count = 0;
+ flag = 0;
+ nmatch_cols = 0;
+
+ for(i = 0; i < cm->nodes; i++)
+ ent[i] = 0.;
+
+ /***************************************
+ * Calculate the starting model entropy
+ ***************************************/
+
+ /* Copy model match state probabilities into our temporary counts[]
+ * (Current implementation only considers MATP_MP as a match state,
+ * for MATP nodes, not MATP_ML or MATP_MR (MATL_ML and MATR_MR are
+ * also considered match states)).
+ * For nodes i with no match state (BEGL, BEGR, ROOT, BIF and END)
+ * ent[i] is left as its initialized value; 0.0. This effectively
+ * eliminates any contribution to 'current' from such nodes.
+ * Remember our CM is still in counts form, so cm->e[][] is a count
+ * not a probability.
+ */
+ for(i = 0; i < cm->nodes; i++)
+ {
+ if(cm->ndtype[i] == MATP_nd)
+ {
+ nmatch_cols += 2; /* two match columns */
+ for(j = 0; j < (MAXABET * MAXABET); j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, MP state) */
+
+ /* Add priors to the current match state prob dist. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET*MAXABET,
+ pri->mbp,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+ /* ent[] is assigned the current MP_st state emission entropy. */
+ ent[i] = esl_vec_DEntropy(probs, (MAXABET * MAXABET));
+ }
+ else if ((cm->ndtype[i] == MATL_nd) ||
+ (cm->ndtype[i] == MATR_nd))
+ {
+ nmatch_cols++;
+ for(j = 0; j < MAXABET; j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, ML or MR state) */
+
+ /* Add priors to the current match state prob dist. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET,
+ pri->mnt,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+ /* ent[] is assigned the current consensus singlet emission entropy. */
+ ent[i] = esl_vec_DEntropy(probs, MAXABET);
+ }
+ /* other nodes are skipped, ent[i] for these nodes remains 0.0 */
+ }
+ /* Calculate the mean match state entropy. (easel/esl_vectorops.c::DSum) */
+ current = esl_vec_DSum(ent, cm->nodes)/nmatch_cols;
+ /*printf("target ent: %f\n", targetent);*/
+ /*printf("0 current: %f\n", current);*/
+
+ /****************************************
+ * Initialize binary search bracket values
+ *****************************************/
+
+ /* The reason the values seem backwards is because I'm trying to
+ bracket my target mean entropy with model count scaling
+ factors. A higher scaling factor generally produces a lower
+ Entropy and a lower scaling factor produces a higher
+ entropy. Thus, the leftscale produces the lowest mean entropy
+ bracket and rightscale produces the highest mean entropy
+ bracket */
+ if(current < targetent){
+ leftscale = 1;
+ rightscale = 0;
+ }
+ else{
+ /* Current model has a higher entropy than our target.
+ Calculated effective seq numb <= Number of seqs. Design decision.
+ */
+ printf("[scale=%.2f] [e=%.2f >= %.2f] ...", scale, current, targetent);
+ free(mixq);
+ free(counts);
+ free(probs);
+ free(ent);
+ return(numb_seqs);
+ }
+ /***************************************
+ * Binary search for target mean entropy
+ ***************************************/
+ /* Check to see if the current model mean entropy is within 0.01 bits of our target */
+ while((current < targetent - 0.01) || (current > targetent + 0.01))
+ {
+ count++;
+ nmatch_cols = 0;
+
+ /* Emergency brake in case there is a bug in our binary search.
+ * Its more likely that the target entropy is unattainable. */
+ if(count > 50){
+ printf("\nThe requested target entropy of %f is unattainable. [scale=%.2f] \n", targetent, scale);
+ break;
+ }
+
+ /* Calculate current scaling factor based on bracket values */
+ scale = (leftscale + rightscale)/2;
+
+ prevent = current;
+
+ /*******************************************
+ * Scale the counts and re-calc the entropy
+ *******************************************/
+ /* Re-copy match state probabilities into counts[] */
+ for(i = 0; i < cm->nodes; i++)
+ {
+ if(cm->ndtype[i] == MATP_nd)
+ {
+ nmatch_cols += 2; /* two match columns */
+ for(j = 0; j < (MAXABET * MAXABET); j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, MP state) */
+
+ /* Re-scale the current counts by the previously determined amount.
+ * (easel/esl_vectorops.c)
+ */
+ esl_vec_DScale(counts, (MAXABET*MAXABET), scale);
+
+ /* Re-add priors to these scaled counts. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET*MAXABET,
+ pri->mbp,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+ /* Again, ent[] is assigned the current match emission entropy */
+ ent[i] = esl_vec_DEntropy(probs, (MAXABET * MAXABET));
+ }
+ else if ((cm->ndtype[i] == MATL_nd) ||
+ (cm->ndtype[i] == MATR_nd))
+ {
+ nmatch_cols++;
+ for(j = 0; j < MAXABET; j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, ML or MR state) */
+
+ /* Re-scale the current counts by the previously determined amount.
+ * (easel/esl_vectorops.c)
+ */
+ esl_vec_DScale(counts, MAXABET, scale);
+
+ /* Re-add the priors to these scaled counts. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET,
+ pri->mnt,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+
+ /* Again, ent[] is assigned the current match emission entropy */
+ ent[i] = esl_vec_DEntropy(probs, MAXABET);
+ }
+ /* other nodes are skipped, ent[i] for these nodes remains 0.0 */
+ }
+ /* Calculate the mean match state entropy. (easel/esl_vectorops.c::DSum) */
+ current = esl_vec_DSum(ent, cm->nodes)/nmatch_cols;
+ /* printf("current : %f\n", current);*/
+
+ /* Adjust the brackets according to the new mean entropy value */
+ if(current < targetent){
+ leftscale = scale;
+ }
+ else{
+ /* We overshot the target. Replace right bracket with the current scale */
+ rightscale = scale;
+ }
+ }
+ free(mixq);
+ free(counts);
+ free(probs);
+ free(ent);
+ /**********************************************************************************************
+ * End of binary search
+ *********************************************************************************************/
+ eff_no = numb_seqs * scale;
+ /*printf("[scale=%.2f] ", scale);*/
+ return(eff_no);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+
+
+/************************************************/
+/* Functions just used in debugging/calibrating */
+/************************************************/
+
+/* Function: ModelContent() LSJ 10/14/03
+ *
+ * Purpose: This is a highly mutable grab-bag function I use
+ * in benchmarking/debugging to examine model guts.
+ *
+ * Args:
+ * *ent1 - Column entropies for count data.
+ * *ent2 - Column entropies for count+prior data.
+ * M - number of states in model
+ *
+ * Return: (void)
+ */
+void ModelContent(float *ent1, float *ent2, int M)
+{
+ int i;
+ float sum1, sum2, sum3;
+ float mean1, mean2, mean3;
+
+ sum1 = 0;
+ sum2 = 0;
+ sum3 = 0;
+ mean1 = 0;
+ mean2 = 0;
+ mean3 = 0;
+
+ for(i = 1; i < M+1; i++){
+ sum1 += ent1[i];
+ sum2 += ent2[i];
+ /* sum3 += relent[i];
+ */
+ printf("%d\t%2.4f %2.4f %2.4f\n", i, ent1[i], ent2[i], (ent2[i] - ent1[i]));
+ }
+ mean1 = sum1/M;
+ mean2 = sum2/M;
+ /* mean3 = sum3/M;
+ fprintf(fp, "Mean Relative Entropy/Column: %2.4f\n", mean3);
+ */
+ printf("Counts Mean Entropy/Column: %2.4f\n", mean1);
+ printf("Counts+Priors Mean Entropy/Column: %2.4f\n", mean2);
+ printf("Diff: %2.4f\n", (mean2-mean1));
+}
+
+
+/* Function: CM_Eweight_RE [EPN]
+ * based on:
+ * Eweight() LSJ 2/6/04
+ *
+ * Purpose: Main entropy-based weighting function. Calculates
+ * relative entropy (RE) instead of entropy. Requires background
+ * distribution.
+ *
+ * Args:
+ * cm - the model
+ * **pri - Model priors.
+ * numb_seqs - Number of sequences in alignment.
+ * target_relent - Target mean match state relative entropy.
+ * randomseq[MAXABET] - null sequence model
+ *
+ * Return: eff_no - New effective sequence number.
+ */
+double
+CM_Eweight_RE(CM_t *cm, const Prior_t *pri, float numb_seqs,
+ float target_relent, float *randomseq)
+{
+ int status;
+ int i;
+ int j;
+ float eff_no; /* New effective sequence number */
+ double current; /* Current mean match state entropy */
+ double prevent; /* Previous mean match state entropy */
+ float scale; /* Current model counts scaling factor */
+ float leftscale; /* Bracket scaling value used in binary search. Lowest mean entropy value. */
+ float rightscale; /* Bracket scaling value used in binary search. Highest mean entropy value. */
+
+ double *rel_ent; /* Match state relative entropy values */
+ int count; /* Counter for binary search */
+ int flag; /* Used to detect entropy adjustment failure */
+
+ int nmatch_cols; /* num MATL_nd + MATR_nd + 2 * MATP_nd in CM */
+
+ /* analags of parameters from Infernal's prior.c()'s PriorifyCM().*/
+ double *counts; /* Temp array of match state counts */
+ double *probs; /* Temp array of match state probs */
+ double *mixq; /* posterior probs of mixture components, P(q | c) */
+ double Drandomseq[MAXABET]; /* the randomseq background prob dist, in doubles*/
+ double Drandomseq_bp[MAXABET*MAXABET]; /* the randomseq BP background
+ prob dist, in doubles*/
+
+ /**************
+ * Allocations
+ **************/
+ ESL_ALLOC(rel_ent, sizeof(double) * (cm->nodes));
+ ESL_ALLOC(counts, sizeof(double) * pri->maxnalpha);
+ ESL_ALLOC(probs, sizeof(double) * pri->maxnalpha);
+ ESL_ALLOC(mixq, sizeof(double) * pri->maxnq);
+
+ /*****************
+ * Initializations
+ *****************/
+ current = 0.;
+ scale = 1.;
+ count = 0;
+ flag = 0;
+ nmatch_cols = 0;
+
+ for(i = 0; i < cm->nodes; i++)
+ rel_ent[i] = 0.;
+
+ for(i = 0; i < MAXABET; i++)
+ Drandomseq[i] = (double) randomseq[i];
+
+ for(i = 0; i < MAXABET; i++)
+ for(j = 0; j < MAXABET; j++)
+ Drandomseq_bp[i*MAXABET+j] = Drandomseq[i] * Drandomseq[j];
+
+ /***************************************
+ * Calculate the starting model entropy
+ ***************************************/
+
+ /* Copy model match state probabilities into our temporary counts[]
+ * (Current implementation only considers MATP_MP as a match state,
+ * for MATP nodes, not MATP_ML or MATP_MR (MATL_ML and MATR_MR are
+ * also considered match states)).
+ * For nodes i with no match state (BEGL, BEGR, ROOT, BIF and END)
+ * ent[i] is left as its initialized value; 0.0. This effectively
+ * eliminates any contribution to 'current' from such nodes.
+ * Remember our CM is still in counts form, so cm->e[][] is a count
+ * not a probability.
+ */
+ for(i = 0; i < cm->nodes; i++)
+ {
+ if(cm->ndtype[i] == MATP_nd)
+ {
+ nmatch_cols += 2; /* two match columns */
+ for(j = 0; j < (MAXABET * MAXABET); j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, MP state) */
+
+ /* Add priors to the current match state prob dist. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET*MAXABET,
+ pri->mbp,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+ /* rel_ent[] is assigned the current MP_st state emission relative
+ * entropy. */
+ rel_ent[i] = DRelEntropy(probs, Drandomseq_bp, (MAXABET * MAXABET));
+ }
+ else if ((cm->ndtype[i] == MATL_nd) ||
+ (cm->ndtype[i] == MATR_nd))
+ {
+ nmatch_cols++;
+ for(j = 0; j < MAXABET; j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, ML or MR state) */
+
+ /* Add priors to the current match state prob dist. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET,
+ pri->mnt,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+ /* rel_ent[] is assigned the current consensus singlet emission
+ relative entropy. */
+ rel_ent[i] = DRelEntropy(probs, Drandomseq, MAXABET);
+ /*printf("rel_ent[%d] : %f\n", i, rel_ent[i]);*/
+ }
+ /* other nodes are skipped, ent[i] for these nodes remains 0.0 */
+ }
+ /* Calculate the mean match state entropy. (easel/esl_vectorops.c::DSum) */
+ current = esl_vec_DSum(rel_ent, cm->nodes)/nmatch_cols;
+ printf("target rel ent: %f\n", target_relent);
+ printf("0 current: %f\n", current);
+
+ /****************************************
+ * Initialize binary search bracket values
+ *****************************************/
+
+ /* The reason the values seem backwards is because I'm trying to
+ bracket my target mean entropy with model count scaling
+ factors. A higher scaling factor generally produces a lower
+ Entropy and a lower scaling factor produces a higher
+ entropy. Thus, the leftscale produces the lowest mean entropy
+ bracket and rightscale produces the highest mean entropy
+ bracket */
+ if(current > target_relent){
+ leftscale = 1;
+ rightscale = 0;
+ }
+ else{
+ /* Current model has a lower relative entropy than our target.
+ Calculated effective seq numb <= Number of seqs. Design decision.
+ */
+ printf("[scale=%.2f] [re=%.2f >= %.2f] ...", scale, current, target_relent);
+ free(mixq);
+ free(counts);
+ free(probs);
+ free(rel_ent);
+ return(numb_seqs);
+ }
+ /***************************************
+ * Binary search for target mean entropy
+ ***************************************/
+ /* Check to see if the current model mean entropy is within 0.01 bits of our target */
+ ///while((current < target_relent - 0.01) || (current > target_relent + 0.01))
+ while((current < target_relent - 0.001) || (current > target_relent + 0.001))
+ {
+ count++;
+ nmatch_cols = 0;
+
+ /* Emergency brake in case there is a bug in our binary search.
+ * Its more likely that the target entropy is unattainable. */
+ if(count > 50){
+ printf("\nThe requested target relative entropy of %f is unattainable. [scale=%.2f] \n", target_relent, scale);
+ break;
+ }
+
+ /* Calculate current scaling factor based on bracket values */
+ scale = (leftscale + rightscale)/2;
+
+ prevent = current;
+
+ /*******************************************
+ * Scale the counts and re-calc the entropy
+ *******************************************/
+ /* Re-copy match state probabilities into counts[] */
+ for(i = 0; i < cm->nodes; i++)
+ {
+ if(cm->ndtype[i] == MATP_nd)
+ {
+ nmatch_cols += 2; /* two match columns */
+ for(j = 0; j < (MAXABET * MAXABET); j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, MP state) */
+
+ /* Re-scale the current counts by the previously determined amount.
+ * (easel/esl_vectorops.c)
+ */
+ esl_vec_DScale(counts, (MAXABET*MAXABET), scale);
+
+ /* Re-add priors to these scaled counts. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET*MAXABET,
+ pri->mbp,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+ /* Again, rel_ent[] is assigned the current match emission
+ relative entropy */
+ rel_ent[i] = DRelEntropy(probs, Drandomseq_bp, (MAXABET * MAXABET));
+ }
+ else if ((cm->ndtype[i] == MATL_nd) ||
+ (cm->ndtype[i] == MATR_nd))
+ {
+ nmatch_cols++;
+ for(j = 0; j < MAXABET; j++)
+ counts[j] = cm->e[cm->nodemap[i]][j];
+ /* cm->nodemap[i] = first state, node i (here, ML or MR state) */
+
+ /* Re-scale the current counts by the previously determined amount.
+ * (easel/esl_vectorops.c)
+ */
+ esl_vec_DScale(counts, MAXABET, scale);
+
+ /* Re-add the priors to these scaled counts. (easel/esl_dirichlet.c) */
+ if((status = esl_mixdchlet_MPParameters(counts, MAXABET,
+ pri->mnt,
+ mixq, probs)) != eslOK) cm_Fail("esl_mixdchlet_MPParameters() call failed with status: %d\n", status);
+
+ /* rel_ent[] is assigned the current consensus singlet emission
+ relative entropy. */
+ rel_ent[i] = DRelEntropy(probs, Drandomseq, MAXABET);
+ }
+ /* other nodes are skipped, ent[i] for these nodes remains 0.0 */
+ }
+ /* Calculate the mean match state entropy. (easel/esl_vectorops.c::DSum) */
+ current = esl_vec_DSum(rel_ent, cm->nodes)/nmatch_cols;
+ printf("current : %f\n", current);
+
+ /* Adjust the brackets according to the new mean entropy value */
+ if(current > target_relent){
+ leftscale = scale;
+ }
+ else{
+ /* Replace right bracket with the current scale */
+ rightscale = scale;
+ }
+ }
+ free(mixq);
+ free(counts);
+ free(probs);
+ free(rel_ent);
+ /**********************************************************************************************
+ * End of binary search
+ *********************************************************************************************/
+ eff_no = numb_seqs * scale;
+ printf("[scale=%.2f] ", scale);
+ return(eff_no);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0.; /* never reached */
+}
+
+/* Function: DRelEntropy()
+ *
+ * Purpose: Returns the relative entropy (KL distance)
+ * between probability vector <p> and <f>
+ * in bits ($\log_2$).
+ *
+ */
+double DRelEntropy(double *p, double *f, int n)
+{
+ int i;
+ double rel_entropy;
+ double eps;
+ double temp;
+
+ eps = 0.0000001;
+
+ rel_entropy = 0.;
+ for(i = 0; i < n; i++)
+ {
+ if (f[i] > 0.) temp = f[i]; else temp = f[i] * -1;
+ if (temp < (0. + eps))
+ {
+ printf("error in DRelEntropy(), f[%d] is %f\nuh not sure what to do if f[x] is 0! Abort!\n", i, f[i]);
+ exit(1);
+ }
+ if (p[i] > 0.) rel_entropy += p[i] * log(p[i] / f[i]);
+ }
+ return(1.44269504 * rel_entropy); /* converts to bits */
+}
+#endif
+
+
+#if 0
+/* Function: CopyCMStats()
+ * Incept: EPN, Tue May 29 06:00:41 2007
+ *
+ * Purpose: Copy the Gumbel and possibly best filter info
+ * in a source CMStats_t object into
+ * a pre-alloc'ed destination CMStats_t object.
+ */
+int CopyCMStats(CMStats_t *src, CMStats_t *dest)
+{
+ /* Check contract */
+ if(src->np != dest->np)
+ cm_Fail("ERROR in CopyCMStats() src->np: %d not equal to alloc'ed dest->np: %d\n", src->np, dest->np);
+
+ CopyCMStatsGumbel(src, dest);
+ CopyFThrInfo(src->fthrA[FTHR_CM_LC], dest->fthrA[FTHR_CM_LC]);
+ CopyFThrInfo(src->fthrA[FTHR_CM_GC], dest->fthrA[FTHR_CM_GC]);
+ CopyFThrInfo(src->fthrA[FTHR_CM_LI], dest->fthrA[FTHR_CM_LI]);
+ CopyFThrInfo(src->fthrA[FTHR_CM_GI], dest->fthrA[FTHR_CM_GI]);
+ return eslOK;
+}
+
+
+/* Function: CopyFThrInfo()
+ * Incept: EPN, Fri May 4 15:54:51 2007
+ */
+int CopyFThrInfo(CP9FilterThr_t *src, CP9FilterThr_t *dest)
+{
+ dest->N = src->N;
+ dest->cm_eval = src->cm_eval;
+ dest->l_eval = src->l_eval;
+ dest->l_F = src->l_F;
+ dest->g_eval = src->g_eval;
+ dest->g_F = src->g_F;
+ dest->db_size = src->db_size;
+ dest->was_fast = src->was_fast;
+ return eslOK;
+}
+
+/* Function: DuplicateCMStatsGumbel()
+ * Incept: EPN, Mon May 7 06:04:58 2007
+ *
+ * Purpose: Copy the Gumbel stats in a source CMStats_t object into
+ * a pre-alloc'ed destination CMStats_t object.
+ */
+int DuplicateCMStatsGumbel(CMStats_t *src, CMStats_t *dest)
+{
+ int i, p;
+
+ /* Check contract */
+ if(src->np != dest->np)
+ cm_Fail("ERROR in CopyCMStatsGumbel() src->np: %d not equal to alloc'ed dest->np: %d\n", src->np, dest->np);
+
+ for(p = 0; p < src->np; p++) {
+ dest->ps[p] = src->ps[p];
+ dest->pe[p] = src->pe[p];
+ }
+ for(i = 0; i < GC_SEGMENTS; i++)
+ dest->gc2p[i] = src->gc2p[i];
+
+ for(i = 0; i < GUM_NMODES; i++) {
+ for(p = 0; p < src->np; p++) {
+ dest->gumAA[i][p]->N = src->gumAA[i][p]->N;
+ dest->gumAA[i][p]->L = src->gumAA[i][p]->L;
+ dest->gumAA[i][p]->mu = src->gumAA[i][p]->mu;
+ dest->gumAA[i][p]->lambda = src->gumAA[i][p]->lambda;
+ }
+ }
+ return eslOK;
+}
+
+/* Function: debug_print_filterthrinfo
+ */
+int debug_print_filterthrinfo(CMStats_t *cmstats, CP9FilterThr_t *fthr)
+{
+ if(! fthr->isvalid) { printf("invalid (not yet set)\n"); return eslOK; }
+
+ double l_x;
+ double g_x;
+ double tmp_K, tmp_mu;
+ tmp_K = exp(cmstats->gumAA[GUM_CP9_GF][0]->mu * cmstats->gumAA[GUM_CP9_GF][0]->lambda) /
+ cmstats->gumAA[GUM_CP9_GF][0]->L;
+ tmp_mu = log(tmp_K * ((double) fthr->db_size)) / cmstats->gumAA[GUM_CP9_GF][0]->lambda;
+ g_x = tmp_mu - (log(fthr->g_eval) / cmstats->gumAA[GUM_CP9_GF][0]->lambda);
+
+ tmp_K = exp(cmstats->gumAA[GUM_CP9_LF][0]->mu * cmstats->gumAA[GUM_CP9_LF][0]->lambda) /
+ cmstats->gumAA[GUM_CP9_LF][0]->L;
+ tmp_mu = log(tmp_K * ((double) fthr->db_size)) / cmstats->gumAA[GUM_CP9_LF][0]->lambda;
+ l_x = tmp_mu - (log(fthr->l_eval) / cmstats->gumAA[GUM_CP9_LF][0]->lambda);
+ printf("\tN: %d gsc: %.5f F: %.5f (%.5f bits) lsc: %.5f F: %.5f (%.5f bits)\n\tcmsc: %.5f db_size: %d was_fast: %d\n",
+ fthr->N, fthr->g_eval, fthr->g_F, g_x, fthr->l_eval, fthr->l_F, l_x, fthr->cm_eval, fthr->db_size, fthr->was_fast);
+ return eslOK;
+}
+
+#endif
+
+/* EPN, Tue Jan 15 09:02:07 2008
+ * Between revisions 2298-2299:
+ * Major overhaul of how cmcalibrate does filter thresholds.
+ * --hybrid option abandoned (temporarily?)
+ * and HMM threshold for ALL relevant CM cutoffs implemented, instead of only doing a single CM cutoff.
+ *
+ * The revision 2298 functions are copied below:
+ * These functions are (possibly) also in cmcalibrate-hybrid.c.
+
+static int process_gumbel_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq, int L,
+ float ***ret_vscAA, float **ret_cp9scA, float **ret_hybscA);
+static int process_filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ float ***ret_vscAA, float **ret_vit_cp9scA, float **ret_fwd_cp9scA, float **ret_hyb_scA, int **ret_partA);
+static int cm_find_hit_above_cutoff(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, ESL_DSQ *dsq, Parsetree_t *tr, int L, float cutoff, float *ret_sc);
+static int predict_cp9_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_vit_cp9scA, float *fil_fwd_cp9scA, int *fil_partA, BestFilterInfo_t *bf);
+static int predict_best_sub_cm_roots(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float **fil_vscAA, int **ret_best_sub_roots);
+static int predict_hybrid_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_hybscA, int *fil_partA, GumbelInfo_t **gum_hybA, BestFilterInfo_t *bf, int *ret_getting_faster);
+static int update_cutoffs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int fthr_mode);
+static int cm_fit_histograms(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float **vscA, int nscores, int p);
+
+And old mpisupport.c functions used with cmcalibrate --hybrid that were unnecessarily complex.
+extern int cmcalibrate_cm_gumbel_results_MPIPackSize(float **vscAA, int nseq, int M, MPI_Comm comm, int *ret_n);
+extern int cmcalibrate_cm_gumbel_results_MPIPack(float **vscAA, int nseq, int M, char *buf, int n, int *position, MPI_Comm comm);
+extern int cmcalibrate_cm_gumbel_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, int M, float ***ret_vscAA, int *ret_nseq);
+extern int cmcalibrate_cp9_filter_results_hyb_MPIPackSize(int nseq, int M, MPI_Comm comm, int *ret_n);;
+extern int cmcalibrate_cp9_filter_results_hyb_MPIPack(float **vscAA, float *vit_cp9scA, float *fwd_cp9scA, int *partA, int nseq, int M, char *buf, int n, int *position, MPI_Comm comm);
+extern int cmcalibrate_cp9_filter_results_hyb_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, int M, float ***ret_vscAA, float **ret_vit_cp9scA, float **ret_fwd_cp9scA, int **ret_partA, int *ret_nseq);
+*/
+#if 0
+
+
+/* Function: process_gumbel_workunit()
+ * Date: EPN, Mon Dec 10 06:09:09 2007
+ *
+ * Purpose: A gumbel work unit consists of a CM, and an int specifying a
+ * number of sequences <nseq>. The job is to randomly generate <nseq>
+ * sequences using the cm->null background distribution, and
+ * search them with either (a) the CM, (b) the CM's CP9 HMM, or
+ * (c) a hybrid CM/CP9 CYK/Viterbi scanning algorithm, with hybrid
+ * scanning info in cfg->hsi.
+ *
+ * Thus, this function can be run in 1 of 3 modes, determined by the
+ * status of the input variables:
+ *
+ * Mode 1. Gumbel calculation for CM.
+ * <ret_vscAA> != NULL, <ret_cp9scA> == NULL, <ret_hybscA> == NULL.
+ * Search random sequences with only the CM, either CYK or Inside
+ * (as specified by cm->search_opts>. <ret_vscAA> is filled
+ * with the best CM score at each state for each sequence.
+ *
+ * Mode 2. Gumbel calculation for the CP9.
+ * <ret_vscAA> == NULL, <ret_cp9scA> != NULL, <ret_hybscA> == NULL.
+ * Search random sequences with only the CP9, either Viterbi or Forward
+ * (as specified by cm->search_opts). <ret_cp9scA> is filled
+ * with the best CP9 score for each sequence.
+ *
+ * Mode 3. Gumbel calculation for hybrid scanner.
+ * <ret_vscAA> == NULL, <ret_cp9scA> == NULL, <ret_hybscA> != NULL.
+ * Search random sequences with only a hybrid CM/CP9 scanner,
+ * using hybrid info in cfg->hsi. <ret_hybscA> is filled
+ * with the best hybrid score for each sequence.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - for writing out error messages
+ * cm - the CM (already configured as we want it)
+ * nseq - number of seqs to generate
+ * L - length of sequences to search, L==cm->W*2 unless --gumL enabled, in which case
+ * L = ESL_MAX(cm->W*2, esl_opt_GetInteger(go, "--gumL")
+ * ret_vscAA - RETURN: [0..v..cm->M-1][0..nseq-1] best score at each state v for each seq
+ * ret_cp9scA - RETURN: [0..nseq-1] best CP9 score for each seq
+ * ret_hybscA - RETURN: [0..nseq-1] best hybrid score for each seq
+ *
+ * Returns: eslOK on success; dies immediately if some error occurs.
+ */
+static int
+process_gumbel_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ int L, float ***ret_vscAA, float **ret_cp9scA, float **ret_hybscA)
+{
+ int status;
+ int mode; /* 1, 2, or 3, determined by status of input args, as explained in 'Purpose' above. */
+ float **vscAA = NULL; /* [0..v..cm->M-1][0..i..nseq-1] best CM score for each state, each seq */
+ float *cur_vscA = NULL; /* [0..v..cm->M-1] best CM score for each state cur seq */
+ float *cp9scA = NULL; /* [0..i..nseq-1] best CP9 score for each seq, */
+ float *hybscA = NULL; /* [0..i..nseq-1] best hybrid score for each seq */
+ double *dnull = NULL; /* double version of cm->null, for generating random seqs */
+ int i;
+ int v;
+ ESL_DSQ *dsq;
+ float sc;
+ float update_i = nseq / 20.;
+
+ /* determine mode, and enforce mode-specific contract */
+ if (ret_vscAA != NULL && ret_cp9scA == NULL && ret_hybscA == NULL) mode = 1; /* calcing CM gumbel stats */
+ else if(ret_vscAA == NULL && ret_cp9scA != NULL && ret_hybscA == NULL) mode = 2; /* calcing CP9 gumbel stats */
+ else if(ret_vscAA == NULL && ret_cp9scA == NULL && ret_hybscA != NULL) mode = 3; /* calcing hybrid gumbel stats */
+ else ESL_FAIL(eslEINCOMPAT, errbuf, "can't determine mode in process_gumbel_workunit.");
+
+ ESL_DPRINTF1(("in process_gumbel_workunit nseq: %d L: %d mode: %d\n", nseq, L, mode));
+
+ int do_cyk = FALSE;
+ int do_inside = FALSE;
+ int do_viterbi = FALSE;
+ int do_forward = FALSE;
+ int do_hybrid = FALSE;
+ /* determine algs we'll use and allocate the score arrays we'll pass back */
+ if(mode == 1) {
+ if(cm->search_opts & CM_SEARCH_INSIDE) do_inside = TRUE;
+ else do_cyk = TRUE;
+ ESL_ALLOC(vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ ESL_ALLOC(cur_vscA, sizeof(float) * cm->M);
+ }
+ else if(mode == 2) {
+ if(cm->search_opts & CM_SEARCH_HMMVITERBI) do_viterbi = TRUE;
+ if(cm->search_opts & CM_SEARCH_HMMFORWARD) do_forward = TRUE;
+ if((do_viterbi + do_forward) > 1) ESL_FAIL(eslEINVAL, errbuf, "process_gumbel_workunit, mode 2, and cm->search_opts CM_SEARCH_HMMVITERBI and CM_SEARCH_HMMFORWARD flags both raised.");
+ ESL_ALLOC(cp9scA, sizeof(float) * nseq); /* will hold Viterbi or Forward scores */
+ }
+#ifdef HAVE_DEVOPTS
+ else if(mode == 3) {
+ do_hybrid = TRUE;
+ ESL_ALLOC(hybscA, sizeof(float) * nseq); /* will hold hybrid scores */
+ }
+#endif
+ else if(mode == 3) { /* never entered if HAVE_DEVOPTS is defined */
+ ESL_FAIL(eslEINCOMPAT, errbuf, "process_gumbel_workunit(), mode 3 unavailable (HAVE_DEVOPTS is undefined)");
+ }
+
+ ESL_DPRINTF1(("do_cyk: %d\ndo_inside: %d\ndo_viterbi: %d\ndo_forward: %d\ndo_hybrid: %d", do_cyk, do_inside, do_viterbi, do_forward, do_hybrid));
+
+ /* fill dnull, a double version of cm->null, but only if we're going to need it to generate random seqs */
+ if(cfg->pgc_freq == NULL) {
+ ESL_ALLOC(dnull, sizeof(double) * cm->abc->K);
+ for(i = 0; i < cm->abc->K; i++) dnull[i] = (double) cm->null[i];
+ esl_vec_DNorm(dnull, cm->abc->K);
+ }
+
+ /* generate dsqs one at a time and collect best CM scores at each state and/or best overall CP9 score */
+ for(i = 0; i < nseq; i++) {
+ if(cfg->my_rank == 0 && i > update_i) { /* print status update to stdout */
+ printf("=");
+ fflush(stdout);
+ update_i += nseq / 20.;
+ }
+ if((status = get_random_dsq(cfg, errbuf, cm, dnull, L, &dsq)) != eslOK) return status;
+
+ /* if nec, search with CM */
+ if (do_cyk) if((status = FastCYKScan (cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, &(cur_vscA), &sc)) != eslOK) return status;
+ if (do_inside) if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, &(cur_vscA), &sc)) != eslOK) return status;
+ /* if nec, search with CP9 */
+ if (do_viterbi)
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ NULL, /* don't want traces back */
+ &(cp9scA[i]))) != eslOK) return status;
+ if (do_forward) {
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(cp9scA[i]))) != eslOK) return status;
+ }
+#ifdef HAVE_DEVOPTS
+ if (do_hybrid) {
+ if((status = cm_cp9_HybridScan(cm, errbuf, cm->cp9_mx, dsq, cfg->hsi, 1, L, cfg->hsi->W, 0.,
+ NULL, /* don't report results */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(hybscA[i]))) != eslOK) return status;
+ }
+#endif
+
+ /*to print seqs to stdout uncomment this block
+ ESL_SQ *tmp;
+ tmp = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq, L, NULL, NULL, NULL);
+ esl_sq_Textize(tmp);
+ printf(">seq%d\n%s\n", i, tmp->seq);
+ esl_sq_Destroy(tmp);
+ */
+
+ free(dsq);
+ if (cur_vscA != NULL) /* will be NULL if do_cyk == do_inside == FALSE (mode 2) */
+ for(v = 0; v < cm->M; v++) vscAA[v][i] = cur_vscA[v];
+ free(cur_vscA);
+ }
+ if(cfg->my_rank == 0) { printf("=]"); }
+
+ if(dnull != NULL) free(dnull);
+ if(ret_vscAA != NULL) *ret_vscAA = vscAA;
+ if(ret_cp9scA != NULL) *ret_cp9scA = cp9scA;
+ if(ret_hybscA != NULL) *ret_hybscA = hybscA;
+ return eslOK;
+
+ ERROR:
+ return status;
+ }
+
+/* Function: process_filter_workunit()
+ * Date: EPN, Mon Dec 10 05:48:35 2007
+ *
+ * Purpose: A filter work unit consists of a CM, an int specifying a
+ * number of sequences <nseq>, and a flag indicating how to search
+ * the sequences. The job is to generate <nseq> sequences from the
+ * CM and search them, the way they're searched is mode dependent
+ * (see below). with either (a) the CM using bands from
+ * hybrid scanning info in cfg->hsi, then the CP9 HMM with Viterbi and
+ * Forward or (b) using the hybrid CM/CP9 CYK/Viterbi algorithm
+ * with the hybrid scanning info in cfg->hsi.
+ *
+ * Thus, this function can be run in 1 of 3 modes, determined by the
+ * status of the input variables. Note modes 2 and 3 are only possible
+ * if the --hybrid option is enabled, which is only even available if
+ * HAVE_DEVOPTS is defined.
+ *
+ * Mode 1. Scores will be used for calc'ing filter threshold of CP9 HMM.
+ * <ret_vscAA> == NULL, <ret_vit_cp9scA> != NULL, <ret_fwd_cp9scA> != NULL, <ret_hyb_cmscA> == NULL
+ * Emit from CM and score with CP9 Viterbi and Forward, <ret_vit_cp9scA>
+ * and <ret_fwd_cp9scA> are filled with the best CP9 Viterbi/HMM score
+ * for each sequence.
+ *
+ * Mode 2. Scores will be used for calc'ing filter threshold of CP9 HMM
+ * and CM scores will be used to predict which sub CM roots will be good
+ * at filtering.
+ * <ret_vscAA> != NULL, <ret_vit_cp9scA> != NULL, <ret_fwd_cp9scA> != NULL, <ret_hyb_cmscA> == NULL
+ * Emit from CM and search first with CM using QDBs from hybrid scanning
+ * info in cfg->hsi, best score from each state of the CM for each
+ * seq is stored in >ret_vscAA>. Then search (same seq) with CM CP9 Viterbi and Forward,
+ * <ret_vit_cp9scA> and <ret_fwd_cp9scA> are filled with the best CP9
+ * Viterbi/HMM score for each sequence.
+ *
+ * Mode 3. Scores will be used for calc'ing filter threshold of hybrid scanner.
+ * <ret_vscAA> == NULL, <ret_vit_cp9scA> == NULL, <ret_fwd_cp9scA> == NULL, <ret_hybscA> != NULL
+ * Emit from CM and score with hybrid CM/CP9 CYK/Viterbi scanner,
+ * <ret_hybscA> are filled with the best hybrid scanner scores
+ * for each sequence.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - for writing out error messages
+ * cm - the CM (already configured as we want it)
+ * nseq - number of seqs to generate
+ * ret_vscAA - RETURN: [0..v..cm->M-1][0..nseq-1] best score at each state v for each seq
+ * ret_vit_cp9scA - RETURN: [0..nseq-1] best Viterbi CP9 score for each seq
+ * ret_fwd_cp9scA - RETURN: [0..nseq-1] best Forward CP9 score for each seq
+ * ret_hybscA - RETURN: [0..nseq-1] best Hybrid CM/CP9 score for each seq
+ * ret_partA - RETURN: [0..nseq-1] partition of each seq
+ *
+ * Returns: eslOK on success; dies immediately if some error occurs.
+ */
+static int
+process_filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq,
+ float ***ret_vscAA, float **ret_vit_cp9scA, float **ret_fwd_cp9scA, float **ret_hybscA, int **ret_partA)
+{
+ int status;
+ int mode; /* 1 or 2 determined by status of input args, as explained in 'Purpose' above. */
+ float **vscAA = NULL; /* [0..v..cm->M-1][0..i..nseq-1] best CM score for each state, each seq */
+ float *cur_vscA = NULL; /* [0..v..cm->M-1] best CM score for each state cur seq */
+ float *vit_cp9scA = NULL; /* [0..i..nseq-1] best CP9 Viterbi score for each seq */
+ float *fwd_cp9scA = NULL; /* [0..i..nseq-1] best CP9 Forward score for each seq */
+ float *hybscA = NULL; /* [0..i..nseq-1] best hybrid CM/CP9 scanner score for each seq */
+ int *partA = NULL; /* [0..i..nseq-1] partitions of each seq */
+ int p; /* what partition we're in, not used unless emit_from_cm = TRUE */
+ int i, v;
+ int L;
+ int nfailed = 0;
+ Parsetree_t *tr;
+ ESL_DSQ *dsq;
+ float sc;
+ int inside_flag_raised = FALSE;
+ float update_i = nseq / 20.;
+
+
+ /* determine mode, and enforce mode-specific contract */
+ if (ret_vscAA == NULL && ret_vit_cp9scA != NULL && ret_fwd_cp9scA != NULL && ret_hybscA == NULL) mode = 1; /* running CP9 Viterbi and Forward */
+#if HAVE_DEVOPTS
+ else if(ret_vscAA != NULL && ret_vit_cp9scA != NULL && ret_fwd_cp9scA != NULL && ret_hybscA == NULL) mode = 2; /* running CM CYK and CP9 Viterbi and Forward */
+ else if(ret_vscAA == NULL && ret_vit_cp9scA == NULL && ret_fwd_cp9scA == NULL && ret_hybscA != NULL) mode = 3; /* running hybrid CM/CP9 scanner */
+#endif
+ else ESL_FAIL(eslEINCOMPAT, errbuf, "can't determine mode in process_filter_workunit.");
+ if (ret_partA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ret_partA is NULL in process_filter_workunit.");
+
+ ESL_DPRINTF1(("in process_filter_workunit nseq: %d mode: %d\n", nseq, mode));
+ /* if we get this far, if HAVE_DEVOPTS is undefined, mode MUST be 1 */
+
+#ifndef HAVE_DEVOPTS
+ if(mode != 1) ESL_FAIL(eslEINCOMPAT, errbuf, "HAVE_DEVOPTS is undefined, but mode is not 1 in process_filter_workunit(). This shoudln't happen.");
+#endif
+
+ /* determine algs we'll use and allocate the score arrays we'll pass back */
+ ESL_ALLOC(partA, sizeof(int) * nseq); /* will hold partitions */
+
+ if(mode == 1 || mode == 2) {
+ ESL_ALLOC(vit_cp9scA, sizeof(float) * nseq); /* will hold Viterbi scores */
+ ESL_ALLOC(fwd_cp9scA, sizeof(float) * nseq); /* will hold Forward scores */
+ if(mode == 2) {
+ ESL_ALLOC(vscAA, sizeof(float *) * cm->M);
+ for(v = 0; v < cm->M; v++) ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ ESL_ALLOC(cur_vscA, sizeof(float) * cm->M);
+ }
+ if(cm->search_opts & CM_SEARCH_INSIDE) { inside_flag_raised = TRUE; cm->search_opts &= ~CM_SEARCH_INSIDE; }
+ else inside_flag_raised = FALSE;
+ }
+ else /* mode == 3 */
+ ESL_ALLOC(hybscA, sizeof(float) * nseq); /* will hold hybrid scores */
+
+ /* generate dsqs one at a time and collect best CM scores at each state and/or best overall CP9 score */
+ for(i = 0; i < nseq; i++) {
+ if(cfg->my_rank == 0 && i > update_i) { /* print status update to stdout */
+ printf("=");
+ fflush(stdout);
+ update_i += nseq / 20.;
+ }
+ if((status = get_cmemit_dsq(cfg, errbuf, cm, &L, &p, &tr, &dsq)) != eslOK) return status;
+ /* we only want to use emitted seqs with a sc > cutoff */
+ if((status = cm_find_hit_above_cutoff(go, cfg, errbuf, cm, dsq, tr, L, cfg->cutoffA[p], &sc)) != eslOK) return status;
+ while(sc < cfg->cutoffA[p]) {
+ free(dsq);
+ /* parsetree tr is freed in cm_find_hit_above_cutoff() */
+ if((status = get_cmemit_dsq(cfg, errbuf, cm, &L, &p, &tr, &dsq)) != eslOK) return status;
+ nfailed++;
+ if(nfailed > 1000 * nseq) ESL_FAIL(eslERANGE, errbuf, "process_filter_workunit(), max number of failures (%d) reached while trying to emit %d seqs.\n", nfailed, nseq);
+ if((status = cm_find_hit_above_cutoff(go, cfg, errbuf, cm, dsq, tr, L, cfg->cutoffA[p], &sc)) != eslOK) return status;
+ }
+
+ /*to print seqs to stdout uncomment this block
+ ESL_SQ *tmp;
+ tmp = esl_sq_CreateDigitalFrom(cm->abc, "irrelevant", dsq, L, NULL, NULL, NULL);
+ esl_sq_Textize(tmp);
+ printf(">seq%d\n%s\n", i, tmp->seq);
+ esl_sq_Destroy(tmp);
+ */
+
+ partA[i] = p;
+ assert(partA[i] < cfg->np);
+ ESL_DPRINTF1(("i: %d nfailed: %d cutoff: %.3f p: %d\n", i, nfailed, cfg->cutoffA[p], p));
+
+ /* search dsq with mode-specific search algs */
+ if(mode == 1 || mode == 2) {
+ /* Note: in mode 2, with FastCYKScan, we use cfg->hsi->smx scan matrix, which may have qdbs calc'ed differently than cm->smx */
+ if(mode == 2) { if((status = FastCYKScan(cm, errbuf, cfg->hsi->smx, dsq, 1, L, 0., NULL, &(cur_vscA), NULL)) != eslOK) return status; }
+ if((status = cp9_Viterbi(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ NULL, /* don't want traces back */
+ &(vit_cp9scA[i]))) != eslOK) return status;
+ if((status = cp9_Forward(cm, errbuf, cm->cp9_mx, dsq, 1, L, cm->W, 0., NULL,
+ TRUE, /* yes, we are scanning */
+ FALSE, /* no, we are not aligning */
+ FALSE, /* don't be memory efficient */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(fwd_cp9scA[i]))) != eslOK) return status;
+ }
+ else { /* mode == 3 */
+ if((status = cm_cp9_HybridScan(cm, errbuf, cm->cp9_mx, dsq, cfg->hsi, 1, L, cfg->hsi->W, 0.,
+ NULL, /* don't report results */
+ NULL, /* don't want best score at each posn back */
+ NULL, /* don't want the max scoring posn back */
+ &(hybscA[i]))) != eslOK) return status;
+ }
+ free(dsq);
+ if (cur_vscA != NULL) /* will be NULL if do_cyk == do_inside == FALSE (mode 3) */
+ for(v = 0; v < cm->M; v++) vscAA[v][i] = cur_vscA[v];
+ free(cur_vscA);
+ }
+ if(cfg->my_rank == 0) { printf("=]"); }
+ *ret_partA = partA;
+ if(ret_vscAA != NULL) *ret_vscAA = vscAA;
+ if(ret_vit_cp9scA != NULL) *ret_vit_cp9scA = vit_cp9scA;
+ if(ret_fwd_cp9scA != NULL) *ret_fwd_cp9scA = fwd_cp9scA;
+ if(ret_hybscA != NULL) *ret_hybscA = hybscA;
+
+ if(inside_flag_raised) cm->search_opts |= CM_SEARCH_INSIDE;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/*
+ * Function: cm_find_hit_above_cutoff()
+ * Date: EPN, Wed Sep 12 04:59:08 2007
+ *
+ * Purpose: Given a CM, a sequence, and a cutoff, try to
+ * *quickly* answer the question: Does this sequence
+ * contain a hit to the CM above the cutoff?
+ * To do this we first check the parsetree score, and
+ * then do do up to 3 iterations of search.
+ * The first 2 are performend with j and d bands
+ * (of decreasing tightness), then default
+ * search (with QDB unless --noqdb enabled) is done.
+ * We return TRUE if any search finds a hit above
+ * cutoff, and FALSE otherwise.
+ *
+ * Args: go - getopts
+ * cfg - cmcalibrate's configuration
+ * errbuf - char buffer for error message
+ * cm - CM to emit from
+ * dsq - the digitized sequence to search
+ * tr - parsetree for dsq
+ * L - length of sequence
+ * cutoff - bit score cutoff
+ * ret_sc - score of a hit within dsq, if < cutoff,
+ * this is score of best hit within dsq, which
+ * means no hit with sc > cutoff exists. If > cutoff,
+ * not necessarily score of best hit within dsq.
+ *
+ * Returns: eslOK on success. other status code upon failure, errbuf filled with error message.
+ */
+int
+cm_find_hit_above_cutoff(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, ESL_DSQ *dsq,
+ Parsetree_t *tr, int L, float cutoff, float *ret_sc)
+{
+ int status;
+ int turn_qdb_back_on = FALSE;
+ int turn_hbanded_back_off = FALSE;
+ int turn_hmmscanbands_back_off = FALSE;
+ double orig_tau = cm->tau;
+ float sc;
+ float size_limit = esl_opt_GetReal(go, "--mxsize");
+
+#if eslDEBUGLEVEL >= 1
+ int init_flags = cm->flags;
+ int init_search_opts = cm->search_opts;
+#endif
+
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cm_find_hit_above_cutoff(), ret_sc == NULL.\n");
+
+ /* Determine if this sequence has a hit in it above the cutoff as quickly as possible.
+ * Stage 0: Check parsetree score
+ * Stage 1: HMM banded search tau = 1e-2
+ * Stage 2: HMM banded search with scanning bands, tau = 1e-10
+ * Stage 3: QDB search (CYK or inside), beta = --beta, (THIS IS MOST LENIENT SEARCH WE'LL DO)
+ *
+ * The earliest stage at which we find a hit > cutoff at any stage, we return cm->flags, cm->search_opts
+ * to how they were when we entered, and return TRUE.
+ *
+ * NOTE: We don't do a full non-banded parse to be 100% sure we don't exceed the cutoff,
+ * unless --noqdb was enabled (ScanMatrix_t *smx stores dn/dx (min/max d) for each state),
+ * because we assume the --beta value used in *this* cmcalibrate
+ * run will also be used for any cmsearch runs.
+ */
+
+ sc = ParsetreeScore(cm, tr, dsq, FALSE);
+ FreeParsetree(tr);
+ if(sc > cutoff || L == 0) { /* parse score exceeds cutoff, or zero length sequence (only 1 path is possible, must be parse score) */
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+ /* printf("0 sc: %10.4f\n", sc); */
+ *ret_sc = sc;
+ return eslOK;
+ }
+
+ if(!(cm->search_opts & CM_SEARCH_NOQDB)) turn_qdb_back_on = TRUE;
+ if(!(cm->search_opts & CM_SEARCH_HBANDED)) turn_hbanded_back_off = TRUE;
+ if(!(cm->search_opts & CM_SEARCH_HMMSCANBANDS)) turn_hmmscanbands_back_off = TRUE;
+
+ cm->search_opts |= CM_SEARCH_NOQDB;
+
+ /* stage 1 */
+ cm->search_opts |= CM_SEARCH_HBANDED;
+ cm->tau = 0.01;
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ status = FastCYKScanHB(cm, errbuf, dsq, 1, L, 0., NULL, cm->hbmx, size_limit, &sc);
+ if(status == eslOK) { /* FastCYKScanHB() successfully finished */
+ if(sc > cutoff) { /* score exceeds cutoff, we're done, reset search_opts and return */
+ if(turn_qdb_back_on) cm->search_opts &= ~CM_SEARCH_NOQDB;
+ if(turn_hbanded_back_off) { cm->search_opts &= ~CM_SEARCH_HBANDED; cm->tau = orig_tau; }
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+ *ret_sc = sc;
+ return eslOK;
+ }
+ }
+ else if (status != eslERANGE) return status; /* else if status == eslERANGE, FastCYKScanHB() couldn't grow its DP matrix big enough, move onto next stage */
+
+ /* stage 2 */
+ cm->search_opts |= CM_SEARCH_HMMSCANBANDS;
+ cm->tau = 1e-10;
+ if((status = cp9_Seq2Bands(cm, errbuf, cm->cp9_mx, cm->cp9_bmx, cm->cp9_bmx, dsq, 1, L, cm->cp9b, TRUE, 0)) != eslOK) return status;
+ status = FastCYKScanHB(cm, errbuf, dsq, 1, L, 0., NULL, cm->hbmx, size_limit, &sc);
+ if(status == eslOK) { /* FastCYKScanHB() successfully finished */
+ if(sc > cutoff) { /* score exceeds cutoff, we're done, reset search_opts and return */
+ if(turn_qdb_back_on) cm->search_opts &= ~CM_SEARCH_NOQDB;
+ if(turn_hbanded_back_off) { cm->search_opts &= ~CM_SEARCH_HBANDED; cm->tau = orig_tau; }
+ if(turn_hmmscanbands_back_off) { cm->search_opts &= ~CM_SEARCH_HMMSCANBANDS; cm->tau = orig_tau; }
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+ *ret_sc = sc;
+ return eslOK;
+ }
+ }
+ else if (status != eslERANGE) return status; /* else if status == eslERANGE, FastCYKScanHB() couldn't grow its DP matrix big enough, move onto next stage */
+
+ /* stage 3, use 'default' dmin, dmax (which could be NULL) CYK or Inside */
+ cm->search_opts &= ~CM_SEARCH_HBANDED;
+ cm->search_opts &= ~CM_SEARCH_HMMSCANBANDS;
+ if(turn_qdb_back_on) cm->search_opts &= ~CM_SEARCH_NOQDB;
+
+ if(cm->search_opts & CM_SEARCH_INSIDE) {
+ if((status = FastIInsideScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) return status;
+ }
+ else {
+ if((status = FastCYKScan(cm, errbuf, cm->smx, dsq, 1, L, 0., NULL, NULL, &sc)) != eslOK) return status;
+ }
+ if(!turn_hbanded_back_off) { cm->search_opts |= CM_SEARCH_HBANDED; cm->tau = orig_tau; }
+ if(!turn_hmmscanbands_back_off) { cm->search_opts |= CM_SEARCH_HMMSCANBANDS; cm->tau = orig_tau; }
+ ESL_DASSERT1((cm->flags == init_flags));
+ ESL_DASSERT1((cm->search_opts == init_search_opts));
+
+ /*if(sc > cutoff) { printf("3 sc: %10.4f\n", sc); }*/
+ *ret_sc = sc;
+ return eslOK;
+}
+
+
+/* Function: predict_cp9_filter_speedup()
+ * Date: EPN, Mon Dec 10 11:55:24 2007
+ *
+ * Purpose: Given a CM and scores for a CP9 Viterbi and Forward scan
+ * of target seqs predict the speedup with an HMM filter, Forward and
+ * Viterbi, then update a BestFilterInfo_t object to
+ * hold info on the faster of the two.
+ *
+ * Args: go - command line options
+ * cfg - cmcalibrate's cfg object, mucho data (probably too much)
+ * errbuf - for printing error messages
+ * cm - the model
+ * fil_vit_cp9scA - [0..i..filN-1] best Viterbi score in sequence i
+ * fil_fwd_cp9scA - [0..i..filN-1] best Foward score in sequence i
+ * fil_partA - [0..i..filN-1] partition of sequence i
+ * bf - BestFilterInfo_t object, we'll update this to hold info on a Viterbi or Forward filter strategy
+ *
+ * Returns: Updates BestFilterInfo_t object <bf> to hold info on fastest HMM filter, Viterbi or Forward
+ * eslOK on success;
+ * Other easel status code on an error with errbuf filled with error message.
+ */
+int
+predict_cp9_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_vit_cp9scA, float *fil_fwd_cp9scA, int *fil_partA, BestFilterInfo_t *bf)
+{
+ int status;
+ float *sorted_fil_vit_EA; /* sorted Viterbi E-values, so we can easily choose a threshold */
+ float *sorted_fil_fwd_EA; /* sorted Forward E-values, so we can easily choose a threshold */
+ float vit_E, fwd_E; /* a Viterbi and Forward E value */
+ int cp9_vit_mode, cp9_fwd_mode; /* a Viterbi, Forward Gumbel mode, respectively */
+ int evalue_L; /* database length used for calcing E-values in CP9 gumbels from cfg->cmstats */
+ float fil_calcs; /* number of million dp calcs predicted for the HMM filter scan */
+ float vit_surv_calcs; /* number of million dp calcs predicted for the CM scan of Viterbi filter survivors */
+ float fwd_surv_calcs; /* number of million dp calcs predicted for the CM scan of Forward filter survivors */
+ float vit_fil_plus_surv_calcs; /* Viterbi filter calcs plus survival calcs */
+ float fwd_fil_plus_surv_calcs; /* Foward filter calcs plus survival calcs */
+ float nonfil_calcs; /* number of million dp calcs predicted for a full CM scan */
+ float vit_spdup, fwd_spdup; /* predicted speedups for Viterbi and Forward */
+ int i, p; /* counters */
+ int cmi = cfg->ncm-1; /* CM index we're on */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float filE = esl_opt_GetReal(go, "--filE"); /* E-value cutoff for accepting CM hits for filter test */
+ float F = esl_opt_GetReal(go, "--F"); /* fraction of CM seqs we require filter to let pass */
+ int filN = esl_opt_GetInteger(go, "--filN"); /* number of sequences we emitted from CM for filter test */
+ float Starg = esl_opt_GetReal(go, "--starg"); /* target survival fraction */
+ float E_Starg; /* E-value threshold that exactly satisifies Starg survival fraction */
+ float vit_E_F1; /* viterbi E value if F were == 1.0 */
+ float fwd_E_F1; /* forward E value if F were == 1.0 */
+ float surv_res_per_hit; /* expected number of residues to survive filter from DB for each hit 2*W-avglen[0], twice W minus the average lenght of a hit from QDB calc */
+ float Smin; /* minimally useful survival fraction, any less than this and our filter would be (predicted to be) doing more than 10X the work of the CM */
+ float E_min; /* E-value threshold that exactly satisifies Smin survival fraction */
+ float vit_surv_fract; /* predicted survival fraction for Viterbi filter */
+ float fwd_surv_fract; /* predicted survival fraction for Forward filter */
+
+ cp9_vit_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? GUM_CP9_LV : GUM_CP9_GV;
+ cp9_fwd_mode = (cm->cp9->flags & CPLAN9_LOCAL_BEGIN) ? GUM_CP9_LF : GUM_CP9_GF;
+
+ /* contract checks */
+ if(! (cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), gumbel stats for CP9 viterbi mode: %d are not valid.\n", cp9_vit_mode);
+ if(! (cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), gumbel stats for CP9 forward mode: %d are not valid.\n", cp9_fwd_mode);
+ if(cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->L != cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), db length for gumbel stats for CP9 viterbi (%d) and forward (%d) differ.\n", cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->L, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][0]->L);
+
+ evalue_L = cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][0]->L;
+
+ /* contract checks specific to case when there is more than 1 partition */
+ if(cfg->cmstatsA[cfg->ncm-1]->np != 1) {
+ for(p = 1; p < cfg->cmstatsA[cfg->ncm-1]->np; p++) {
+ if(evalue_L != cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), partition %d db length (%d) for Viterbi gumbel stats differ than from partition 1 Viterbi db length (%d).\n", p, cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->L, evalue_L);
+ if(evalue_L != cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_cp9_filter_speedup(), partition %d db length (%d) for Forward gumbel stats differ than from partition 1 Viterbi db length (%d).\n", p, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->L, evalue_L);
+ }
+ }
+
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ /* convert bit scores to E-values and sort them */
+ ESL_ALLOC(sorted_fil_vit_EA, sizeof(float) * filN);
+ ESL_ALLOC(sorted_fil_fwd_EA, sizeof(float) * filN);
+ for(i = 0; i < filN; i++) {
+ p = fil_partA[i];
+ sorted_fil_vit_EA[i] = RJK_ExtremeValueE(fil_vit_cp9scA[i], cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->mu, cfg->cmstatsA[cmi]->gumAA[cp9_vit_mode][p]->lambda);
+ sorted_fil_fwd_EA[i] = RJK_ExtremeValueE(fil_fwd_cp9scA[i], cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->mu, cfg->cmstatsA[cmi]->gumAA[cp9_fwd_mode][p]->lambda);
+ }
+ esl_vec_FSortDecreasing(sorted_fil_vit_EA, filN);
+ vit_E = sorted_fil_vit_EA[Fidx];
+ esl_vec_FSortDecreasing(sorted_fil_fwd_EA, filN);
+ fwd_E = sorted_fil_fwd_EA[Fidx];
+
+ /* now vit_E and fwd_E are expected number of CP9 Viterbi/Forward hits with score above threshold
+ * (Fidx'th best score) in a sequence DB of length evalue_L, convert that DB size to cfg->dbsize */
+ vit_E *= cfg->dbsize / evalue_L;
+ fwd_E *= cfg->dbsize / evalue_L;
+
+ fil_calcs = cfg->full_cp9_ncalcs; /* fil_calcs is millions of DP calcs for CP9 scan of 1 residue */
+ fil_calcs *= cfg->dbsize; /* fil_calcs is millions of DP calcs for CP9 scan of length cfg->dbsize */
+ nonfil_calcs = cfg->full_vcalcs[0]; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ nonfil_calcs *= cfg->dbsize; /* now nonfil-calcs corresponds to cfg->dbsize */
+
+ /* determine our thresholds:
+ * 1. if vit_E and/or fwd_E yield predicted survival fractions that are less than Starg:
+ * rewrite vit_E or fwd_E as the maximum E-value threshold that sees ALL hits (when F==1.0,
+ * this is {vit,fwd}_E_F1 below), and the E-value threshold that exactly satisfies Starg (E_Starg below).
+ * 2. if after 1, vit_E and/or fwd_E still yield predicted survival fractions less than Smin,
+ * the survival fraction at which the number of DP calcs for the survivors of the filter is only
+ * 10% the number of dp calcs for the filter, then we set vit_E or fwd_E to the E value that
+ * exactly satisfies Smin.
+ */
+ surv_res_per_hit = (2. * cm->W - (cfg->avglen[0])); /* avg length of surviving fraction of db from a single hit (cfg->avglen[0] is avg subseq len in subtree rooted at v==0, from QDB calculation) */
+ vit_E_F1= (sorted_fil_vit_EA[0] * (cfg->dbsize / evalue_L));
+ fwd_E_F1= (sorted_fil_fwd_EA[0] * (cfg->dbsize / evalue_L));
+ E_Starg = (Starg * (float) cfg->dbsize) / surv_res_per_hit;
+ Smin = fil_calcs / (10. * nonfil_calcs);
+ E_min = (Smin * (float) cfg->dbsize) / surv_res_per_hit;
+ if(Starg < Smin) { /* we never go less than Smin */
+ Starg = Smin;
+ E_Starg = E_min;
+ }
+
+ vit_surv_fract = (vit_E * surv_res_per_hit) / (float) cfg->dbsize;
+ fwd_surv_fract = (fwd_E * surv_res_per_hit) / (float) cfg->dbsize;
+
+ ESL_DPRINTF1(("vit_E: %.5f\n", vit_E));
+ ESL_DPRINTF1(("vit_surv: %.10f\n", vit_surv_fract));
+ ESL_DPRINTF1(("fwd_E: %.5f\n", fwd_E));
+ ESL_DPRINTF1(("fwd_surv: %.10f\n", fwd_surv_fract));
+
+ ESL_DPRINTF1(("vit_E_F1: %.5f\n", vit_E_F1));
+ ESL_DPRINTF1(("fwd_E_F1: %.5f\n", fwd_E_F1));
+ ESL_DPRINTF1(("Starg: %.5f\n", Starg));
+ ESL_DPRINTF1(("E_Starg: %.5f\n", E_Starg));
+ ESL_DPRINTF1(("Smin: %.5f\n", Smin));
+ ESL_DPRINTF1(("E_min: %.5f\n", E_min));
+
+ if(vit_surv_fract < Starg) {
+ if(vit_E_F1 < E_Starg) {
+ vit_E = vit_E_F1;
+ if(cfg->be_verbose) printf("set vit_E as vit_E_F1: %.5f\n", vit_E);
+ else { ESL_DPRINTF1(("set vit_E as vit_E_F1: %.5f\n", vit_E)); }
+ }
+ else {
+ vit_E = E_Starg;
+ if(cfg->be_verbose) printf("set vit_E as E_Starg: %.5f\n", vit_E);
+ else { ESL_DPRINTF1(("set vit_E as E_Starg: %.5f\n", vit_E)); }
+ }
+ if(vit_E < E_min) {
+ vit_E = E_min;
+ if(cfg->be_verbose) printf("set vit_E as E_min: %.5f\n", vit_E);
+ else { ESL_DPRINTF1(("set vit_E as E_min: %.5f\n", vit_E)); }
+ }
+ }
+
+ if(fwd_surv_fract < Starg) {
+ if(fwd_E_F1 < E_Starg) {
+ fwd_E = fwd_E_F1;
+ if(cfg->be_verbose) printf("set fwd_E as fwd_E_F1: %.5f\n", fwd_E);
+ else { ESL_DPRINTF1(("set fwd_E as fwd_E_F1: %.5f\n", fwd_E)); }
+ }
+ else {
+ fwd_E = E_Starg;
+ if(cfg->be_verbose) printf("set fwd_E as E_Starg: %.5f\n", fwd_E);
+ else { ESL_DPRINTF1(("set fwd_E as E_Starg: %.5f\n", fwd_E)); }
+ }
+ if(fwd_E < E_min) {
+ fwd_E = E_min;
+ if(cfg->be_verbose) printf("set fwd_E as E_min: %.5f\n", fwd_E);
+ else { ESL_DPRINTF1(("set fwd_E as E_min: %.5f\n", fwd_E)); }
+ }
+ }
+
+ for(i = 0; i < filN; i++) ESL_DPRINTF1(("HMM i: %4d vit E: %15.10f fwd E: %15.10f\n", i, sorted_fil_vit_EA[i], sorted_fil_fwd_EA[i]));
+
+ /* calculate speedup for Viterbi */
+ vit_surv_calcs = vit_E * /* number of hits expected to survive filter */
+ surv_res_per_hit * /* avg length of surviving fraction of db from a single hit */
+ cfg->full_vcalcs[0]; /* number of calculations for full CM scan of 1 residue */
+
+ fwd_surv_calcs = fwd_E * /* number of hits expected to survive filter */
+ surv_res_per_hit * /* avg length of surviving fraction of db from a single hit */
+ cfg->full_vcalcs[0]; /* number of calculations for full CM scan of 1 residue */
+
+ vit_fil_plus_surv_calcs = fil_calcs + vit_surv_calcs; /* total number of millions of DP calculations expected using the CP9 viterbi filter for scan of cfg->dbsize */
+ vit_spdup = nonfil_calcs / vit_fil_plus_surv_calcs;
+ fwd_fil_plus_surv_calcs = (fil_calcs * 2.) + fwd_surv_calcs; /* total number of millions of DP calculations expected using the CP9 forward filter for scan of cfg->dbsize (logsum corrected, Forward calcs *= 2.) */
+ fwd_spdup = nonfil_calcs / fwd_fil_plus_surv_calcs;
+ /* We multiply number of forward calculations by 2.0 to correct for the fact that Forward takes about 2X as long as Viterbi, b/c it requires logsum operations instead of ESL_MAX's,
+ * so we factor this in when calc'ing the predicted speedup. */
+
+ if(cfg->be_verbose) {
+ printf("\nHMM(vit) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", vit_E, fil_calcs, vit_surv_calcs, vit_fil_plus_surv_calcs, nonfil_calcs, vit_spdup);
+ printf("HMM(fwd) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", fwd_E, fil_calcs, fwd_surv_calcs, fwd_fil_plus_surv_calcs, nonfil_calcs, fwd_spdup);
+ }
+ else {
+ ESL_DPRINTF1(("\nHMM(vit) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", vit_E, fil_calcs, vit_surv_calcs, vit_fil_plus_surv_calcs, nonfil_calcs, vit_spdup));
+ ESL_DPRINTF1(("HMM(fwd) E: %15.10f filt: %10.4f surv: %10.4f logsum corrected sum: %10.4f full CM: %10.4f spdup %10.4f\n", fwd_E, fil_calcs, fwd_surv_calcs, fwd_fil_plus_surv_calcs, nonfil_calcs, fwd_spdup));
+ }
+
+ if(esl_opt_GetBoolean(go, "--fviterbi")) { /* user specified Viterbi */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_VITERBI, vit_E, fil_calcs, vit_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ else if(esl_opt_GetBoolean(go, "--fforward")) { /* user specified Forward */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_FORWARD, fwd_E, fil_calcs, fwd_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ else if (vit_spdup > fwd_spdup) { /* Viterbi is winner */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_VITERBI, vit_E, fil_calcs, vit_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ else { /* Forward is winner */
+ if((status = SetBestFilterInfoHMM(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, FILTER_WITH_HMM_FORWARD, fwd_E, fil_calcs, fwd_fil_plus_surv_calcs)) != eslOK) return status;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: predict_best_sub_cm_roots()
+ * Date: EPN, Mon Dec 10 15:56:00 2007
+ *
+ * Purpose: Given a CM and scores for a CM scan of target seqs
+ * predict the best sub CM roots we could use to
+ * filter with.
+ *
+ * Returns: eslOK on success;
+ * Other status code on error, with error message in errbuf.
+ */
+int
+predict_best_sub_cm_roots(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float **fil_vscAA, int **ret_sorted_best_roots_v)
+{
+ int status;
+ float **sorted_fil_vscAA; /* [0..v..cm->M-1][0..filN-1] best score for each state v, each target seq */
+ float fil_calcs; /* number of million dp calcs predicted for the HMM filter scan */
+ float surv_calcs; /* number of million dp calcs predicted for the CM scan of filter survivors */
+ float fil_plus_surv_calcs; /* filter calcs plus survival calcs */
+ float nonfil_calcs; /* number of million dp calcs predicted for a full CM scan */
+ float spdup; /* predicted speedup a sub CM filter */
+ float E, tmp_E; /* E value */
+ float sc; /* bit score */
+ int i, p, s, v; /* counters */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float F = esl_opt_GetReal(go, "--F"); /* fraction of CM seqs we require filter to let pass */
+ int filN = esl_opt_GetInteger(go, "--filN"); /* number of sequences we emitted from CM for filter test */
+ int nstarts; /* # start states (and start groups) in the CM, from cfg->hsi */
+ int *best_per_start_v; /* sub CM filter state v that gives best speedup per start group */
+ float *best_per_start_spdup; /* best sub CM filter state speedup per start group */
+
+ if(ret_sorted_best_roots_v == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_best_sub_cm_roots, ret_sorted_best_roots_v == NULL.\n");
+
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ ESL_ALLOC(sorted_fil_vscAA, sizeof(float *) * cm->M);
+ /*ESL_ALLOC(sorted_fil_EAA, sizeof(float *) * cm->M);*/
+
+ nstarts = cfg->hsi->nstarts;
+ ESL_ALLOC(best_per_start_v, sizeof(int) * nstarts);
+ ESL_ALLOC(best_per_start_spdup, sizeof(float) * nstarts);
+ for(s = 0; s < nstarts; s++) {
+ best_per_start_v[s] = -1;
+ best_per_start_spdup[s] = -eslINFINITY;
+ }
+
+ for(v = 0; v < cm->M; v++) {
+ ESL_ALLOC(sorted_fil_vscAA[v], sizeof(float) * filN);
+ esl_vec_FCopy(fil_vscAA[v], filN, sorted_fil_vscAA[v]);
+ esl_vec_FSortIncreasing(sorted_fil_vscAA[v], filN);
+ }
+ ESL_DPRINTF1(("vscAA[0] scores:\n"));
+ for(i = 0; i < filN; i++) ESL_DPRINTF1(("i: %4d sc: %10.4f\n", i, sorted_fil_vscAA[0][i]));
+
+ for(v = 0; v < cm->M; v++) {
+ if(cfg->hsi->iscandA[v]) {
+ sc = sorted_fil_vscAA[v][Fidx];
+ /* set E as E-value for sc from partition that gives sc the lowest E-value (conservative, sc will be at least as significant as E across all partitions) */
+ E = RJK_ExtremeValueE(sc, cfg->vmuAA[0][v], cfg->vlambdaAA[0][v]);
+ for(p = 1; p < cfg->cmstatsA[cfg->ncm-1]->np; p++) {
+ tmp_E = RJK_ExtremeValueE(sc, cfg->vmuAA[p][v], cfg->vlambdaAA[p][v]);
+ if(tmp_E < E) E = tmp_E;
+ }
+ /* E is now expected number of hits for db of cfg->length 2 * cm->W */
+ E *= cfg->dbsize / (cm->W * 2.);
+ /* E is now expected number of hits for db of cfg->dbsize */
+
+ fil_calcs = cfg->hsi->cm_vcalcs[v]; /* fil_calcs is millions of DP calcs for sub CM (root = v) scan of 1 residue */
+ fil_calcs *= cfg->dbsize; /* fil_calcs is millions of DP calcs for sub CM (root = v) scan of length cfg->dbsize */
+ surv_calcs = E * /* number of hits expected to survive filter */
+ (2. * cm->W - (cfg->avglen[v])) * /* average length of surviving fraction of db from a single hit (cfg->avglen[v] is avg subseq len in subtree rooted at v */
+ cfg->hsi->full_cm_ncalcs; /* number of calculations for full CM scan of 1 residue */
+ fil_plus_surv_calcs = fil_calcs + surv_calcs;
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ nonfil_calcs *= cfg->dbsize; /* now nonfil-calcs corresponds to cfg->dbsize */
+ spdup = nonfil_calcs / fil_plus_surv_calcs;
+ if(cfg->be_verbose) { printf("SUB %3d sg: %2d sc: %10.4f E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", v, cfg->hsi->startA[v], sc, E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup); }
+ else { ESL_DPRINTF1(("SUB %3d sg: %2d sc: %10.4f E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", v, cfg->hsi->startA[v], sc, E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup)); }
+ s = cfg->hsi->startA[v];
+ if(spdup > best_per_start_spdup[s] && cm->ndidx[v] != 0) { /* can't filter with a state in node 0 */
+ best_per_start_v[s] = v;
+ best_per_start_spdup[s] = spdup;
+ }
+ }
+ }
+ for(s = 0; s < nstarts; s++) {
+ if(cfg->be_verbose) printf("START %d v: %d spdup: %10.4f\n", s, best_per_start_v[s], best_per_start_spdup[s]);
+ else { ESL_DPRINTF1(("START %d v: %d spdup: %10.4f\n", s, best_per_start_v[s], best_per_start_spdup[s])); }
+ ESL_DASSERT1((best_per_start_v[s] != -1));
+ }
+
+ /* sort the best sub CM roots (1 per start group) by their speedup,
+ * this is an embarassing N^2 sorting, but biggest RNAs have ~ 100 starts, so this is okay I guess (LSU has ~140 starts)
+ */
+ int *sorted_best_roots_v;
+ int *sorted_best_roots_start;
+ float *sorted_best_roots_spdup;
+ int *already_chosen;
+ int s1, s2;
+ int best_cur_v;
+ int best_cur_start;
+ float best_cur_spdup;
+
+ ESL_ALLOC(sorted_best_roots_v, sizeof(int) * nstarts);
+ ESL_ALLOC(sorted_best_roots_start, sizeof(int) * nstarts);
+ ESL_ALLOC(sorted_best_roots_spdup, sizeof(int) * nstarts);
+ ESL_ALLOC(already_chosen, sizeof(int) * nstarts);
+ esl_vec_ISet(already_chosen, nstarts, FALSE);
+ for(s1 = 0; s1 < nstarts; s1++) {
+ best_cur_v = -1;
+ best_cur_start = -1;
+ best_cur_spdup = -eslINFINITY;
+ for(s2 = 0; s2 < nstarts; s2++) {
+ if(! already_chosen[s2]) {
+ if(best_per_start_spdup[s2] > best_cur_spdup) {
+ best_cur_v = best_per_start_v[s2];
+ best_cur_start = s2;
+ best_cur_spdup = best_per_start_spdup[s2];
+ }
+ }
+ }
+ sorted_best_roots_v[s1] = best_cur_v;
+ sorted_best_roots_start[s1] = best_cur_start;
+ sorted_best_roots_spdup[s1] = best_cur_spdup;
+ already_chosen[best_cur_start] = TRUE;
+ }
+ for(s1 = 0; s1 < nstarts; s1++) {
+ if(cfg->be_verbose) printf("SORTED rank: %d v: %d spdup: %.5f start: %d\n", s1, sorted_best_roots_v[s1], sorted_best_roots_spdup[s1], sorted_best_roots_start[s1]);
+ else { ESL_DPRINTF1(("SORTED rank: %d v: %d spdup: %.5f start: %d\n", s1, sorted_best_roots_v[s1], sorted_best_roots_spdup[s1], sorted_best_roots_start[s1])); }
+ ESL_DASSERT1((sorted_best_roots_v[s1] != -1));
+ }
+ *ret_sorted_best_roots_v = sorted_best_roots_v;
+
+ free(sorted_best_roots_start);
+ free(sorted_best_roots_spdup);
+ free(already_chosen);
+ free(best_per_start_v);
+ free(best_per_start_spdup);
+ for(v = 0; v < cm->M; v++) free(sorted_fil_vscAA[v]);
+ free(sorted_fil_vscAA);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "predict_best_sub_cm_roots(), memory allocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: predict_hybrid_filter_speedup()
+ * Date: EPN, Tue Dec 11 04:56:39 2007
+ *
+ * Purpose: Given a CM and scores for a hybrid CYK/Viterbi scan
+ * of target seqs predict the speedup with a hybrid filter,
+ * then if it's faster than the existing best filter in
+ * BestFilterInfo_t object <bf>, update <bf> to hold info
+ * on the hybrid filter.
+ *
+ * Args: go - command line options
+ * cfg - cmcalibrate's cfg object, mucho data (probably too much)
+ * errbuf - for printing error messages
+ * cm - the model
+ * fil_hybscA - [0..i..filN-1] best Foward score in sequence i
+ * gum_hybA - [0..cfg->np] hybrid gumbels for each partition
+ * fil_partA - [0..i..filN-1] partition of sequence i
+ * bf - BestFilterInfo_t object, we'll update this to hold info on a Viterbi or Forward filter strategy
+ *
+ * Returns: possibly updates BestFilterInfo_t object <bf> to hold info on hybrid filter
+ * eslOK on success;
+ * Other easel status code on an error with errbuf filled with error message.
+ * <ret_getting_faster> set to TRUE if hybrid scanner replaced previous best filter,
+ * FALSE if not.
+ */
+int
+predict_hybrid_filter_speedup(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, float *fil_hybscA, int *fil_partA, GumbelInfo_t **gum_hybA, BestFilterInfo_t *bf, int *ret_getting_faster)
+{
+ int status;
+ float *sorted_fil_hybEA; /* sorted hybrid E-values, so we can easily choose a threshold */
+ float E; /* E-value */
+ int evalue_L; /* length used for calc'ing E values */
+ float fil_calcs; /* number of million dp calcs predicted for the hybrid scan */
+ float surv_calcs; /* number of million dp calcs predicted for the CM scan of filter survivors */
+ float fil_plus_surv_calcs; /* filter calcs plus survival calcs */
+ float nonfil_calcs; /* number of million dp calcs predicted for a full CM scan */
+ float spdup; /* predicted speedups for Viterbi and Forward, and a temporary one */
+ int i, p; /* counters */
+ int Fidx; /* index in sorted scores that threshold will be set at (1-F) * N */
+ float F = esl_opt_GetReal(go, "--F"); /* fraction of CM seqs we require filter to let pass */
+ float filE = esl_opt_GetReal(go, "--filE"); /* E-value of cutoff for accepting CM seqs */
+ int filN = esl_opt_GetInteger(go, "--filN"); /* number of sequences we emitted from CM for filter test */
+
+ /* contract checks */
+ if(! (gum_hybA[0]->is_valid)) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_hybrid_filter_speedup(), gumbel stats for hybrid scanner are not valid.\n");
+ evalue_L = gum_hybA[0]->L;
+ /* contract checks specific to case when there is more than 1 partition */
+ if(cfg->cmstatsA[cfg->ncm-1]->np != 1) {
+ for(p = 1; p < cfg->cmstatsA[cfg->ncm-1]->np; p++) {
+ if(evalue_L != gum_hybA[p]->L) ESL_FAIL(eslEINCOMPAT, errbuf, "predict_hybrid_filter_speedup(), partition %d db length (%d) for hybrid gumbel stats differ than from partition 1 hybrid db length (%d).\n", p, gum_hybA[p]->L, evalue_L);
+ }
+ }
+
+ Fidx = (int) ((1. - F) * (float) filN);
+
+ /* convert bit scores to E-values and sort them */
+ ESL_ALLOC(sorted_fil_hybEA, sizeof(float) * filN);
+ for(i = 0; i < filN; i++) {
+ p = fil_partA[i];
+ sorted_fil_hybEA[i] = RJK_ExtremeValueE(fil_hybscA[i], gum_hybA[p]->mu, gum_hybA[p]->lambda);
+ }
+ esl_vec_FSortDecreasing(sorted_fil_hybEA, filN);
+ E = sorted_fil_hybEA[Fidx];
+
+ for(i = 0; i < filN; i++) ESL_DPRINTF1(("HYBRID i: %4d E: %10.4f\n", i, sorted_fil_hybEA[i]));
+
+ /* calculate speedup */
+ /* E is expected number of hybrid hits with score above threshold (Fidx'th best score) at least sc in sequence DB of length evalue_L */
+ E *= cfg->dbsize / evalue_L;
+ /* E is now expected number of CP9 Viterbi or Forward hits with score above threshold in sequence DB of length cfg->dbsize */
+ fil_calcs = cfg->hsi->hybrid_ncalcs; /* fil_calcs is millions of DP calcs for hybrid scan of 1 residue */
+ fil_calcs *= cfg->dbsize; /* fil_calcs is millions of DP calcs for hybrid scan of length cfg->dbsize */
+ surv_calcs = E * /* number of hits expected to survive filter */
+ (2. * cm->W - (cfg->avglen[0])) * /* average length of surviving fraction of db from a single hit (cfg->avglen[0] is avg subseq len in subtree rooted at v==0, from QDB calculation, so slightly inappropriate b/c we're concerned with hybrid hits here) */
+ cfg->hsi->full_cm_ncalcs; /* number of calculations for full CM scan of 1 residue */
+ fil_plus_surv_calcs = fil_calcs + surv_calcs; /* total number of millions of DP calculations expected using the hybrid filter for scan of cfg->dbsize (logsum corrected, Forward calcs *= 2.) */
+ nonfil_calcs = cfg->hsi->full_cm_ncalcs; /* total number of millions of DP calculations for full CM scan of 1 residue */
+ nonfil_calcs *= cfg->dbsize; /* now nonfil-calcs corresponds to cfg->dbsize */
+ spdup = nonfil_calcs / fil_plus_surv_calcs;
+
+ if(cfg->be_verbose) printf("HYBRID E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup);
+ else { ESL_DPRINTF1(("HYBRID E: %10.4f filt: %10.4f surv: %10.4f sum: %10.4f full CM: %10.4f spdup %10.4f\n", E, fil_calcs, surv_calcs, fil_plus_surv_calcs, nonfil_calcs, spdup)); }
+
+ if(spdup > (bf->full_cm_ncalcs / bf->fil_plus_surv_ncalcs)) { /* hybrid is best filter strategy so far */
+ if((status = SetBestFilterInfoHybrid(bf, errbuf, cm->M, filE, F, filN, cfg->dbsize, nonfil_calcs, E, fil_calcs, fil_plus_surv_calcs, cfg->hsi, cfg->cmstatsA[cfg->ncm-1]->np, gum_hybA)) != eslOK) return status;
+ *ret_getting_faster = TRUE;
+ }
+ else *ret_getting_faster = FALSE;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+/* update_cutoffs()
+ * Update the cfg->cutoffA array to have the bit score cutoff for each partition
+ * for the 'current' cm (number ncm-1).
+ */
+static int
+update_cutoffs(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm, int fthr_mode)
+{
+ double tmp_K; /* used for recalc'ing Gumbel stats for DB size */
+ double e_cutoff; /* E-value cutoff for each partition */
+ int sc_cutoff; /* bit score cutoff for each partition */
+ int p; /* partition index */
+ double mu; /* mu for a requested db size (which is 1Mb unless --db enabled) */
+ int revert_to_default_filE; /* if --ga, --nc, or --tc enabled but CM does not have GA, NC or TC cutoff in the CM file,
+ * and we've already calibrated at least 1 CM in this CM file, pretend like --ga, --nc, or --tc,
+ * was not enabled by reverting to the default --fil-E value of 0.1
+ */
+ revert_to_default_filE = FALSE;
+ /* if --ga, --nc, or --tc:
+ * cfg->filE: set as E-value (in 1Mb db) that the GA, NC, or TC bit score corresponds to for each partition in this fthr_mode
+ * cfg->cutoffA[0..p..np-1]: set as GA, NC, or TC bit score for all p for this fthr_mode
+ */
+ if ((esl_opt_GetBoolean(go, "--ga")) || (esl_opt_GetBoolean(go, "--nc")) || (esl_opt_GetBoolean(go, "--tc"))) {
+ if(esl_opt_GetBoolean(go, "--ga")) {
+ if(! (cm->flags & CMH_GA)) {
+ if(cfg->ncm > 1) revert_to_default_filE = TRUE;
+ else cm_Fail("--ga enabled but first CM in CM file does not have a Rfam GA cutoff.");
+ }
+ else sc_cutoff = cm->ga;
+ }
+ if(esl_opt_GetBoolean(go, "--nc")) {
+ if(! (cm->flags & CMH_NC)) {
+ if(cfg->ncm > 1) revert_to_default_filE = TRUE;
+ else cm_Fail("--nc enabled but first CM in CM file does not have a Rfam NC cutoff.");
+ }
+ else sc_cutoff = cm->nc;
+ }
+ if(esl_opt_GetBoolean(go, "--tc")) {
+ if(! (cm->flags & CMH_TC)) {
+ if(cfg->ncm > 1) revert_to_default_filE = TRUE;
+ else cm_Fail("--tc enabled but first CM in CM file does not have a Rfam TC cutoff.");
+ }
+ else sc_cutoff = cm->tc;
+ }
+ if(! revert_to_default_filE) { /* we've set sc_cutoff above, now determine e_cutoff for each partition */
+ for (p = 0; p < cfg->np; p++)
+ cfg->cutoffA[p] = sc_cutoff; /* either cm->ga, cm->nc, or cm->tc as set above */
+ return eslOK; /* we're done */
+ }
+ }
+
+ if(esl_opt_GetBoolean(go, "--all")) {
+ for (p = 0; p < cfg->np; p++)
+ cfg->cutoffA[p] = -eslINFINITY;
+ }
+ else { /* either none of: --fil-E, --ga, --nc, --tc, --all were enabled, or --fil-E was enabled,
+ * or --ga, --nc, --tc were enabled, but CM does not have cm->ga, cm->nc, or cm->tc and CM is not first in file */
+ e_cutoff = esl_opt_GetReal(go, "--fil-E");
+ for (p = 0; p < cfg->np; p++) {
+ /* first determine mu based on db_size */
+ tmp_K = exp(cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->mu * cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->lambda) /
+ cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->L;
+ mu = log(tmp_K * ((double) cfg->dbsize)) / cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->lambda;
+ /* Now determine bit score */
+ cfg->cutoffA[p] = mu - (log(e_cutoff) / cfg->cmstatsA[cfg->ncm-1]->gumAA[fthr_mode][p]->lambda);
+ }
+ }
+ return eslOK;
+}
+
+/* cm_fit_histograms()
+ * We want gumbels for each cm state we can do a legal local begin into.
+ * Call fit_histogram() for each such state.
+ */
+static int
+cm_fit_histograms(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm,
+ float **vscA, int nscores, int p)
+{
+ int status;
+
+ if(cfg->vmuAA[p] != NULL) free(cfg->vmuAA[p]);
+ if(cfg->vlambdaAA[p] != NULL) free(cfg->vlambdaAA[p]);
+
+ ESL_ALLOC(cfg->vmuAA[p], sizeof(double) * 1);
+ ESL_ALLOC(cfg->vlambdaAA[p], sizeof(double) * 1);
+ if((status = fit_histogram(go, cfg, errbuf, vscA[0], nscores, &(cfg->vmuAA[p][0]), &(cfg->vlambdaAA[p][0]))) != eslOK) return status;
+
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+#endif
+#if 0
+
+/* Function: cmcalibrate_cm_gumbel_results_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack a
+ * results for CM scan for cmcalibrate.
+ * Incept: EPN, Thu Dec 6 16:44:17 2007
+ *
+ * Purpose: Calculate an upper bound on the number of bytes
+ * that <cmcalibrate_cm_gumbel_results_MPIPack()> will need
+ * to pack it's results in a packed MPI message in
+ * communicator <comm>; return that number of bytes
+ * in <*ret_n>.
+ *
+ * Caller will generally use this result to determine how
+ * to allocate a buffer before starting to pack into it.
+ *
+ * Returns: <eslOK> on success, and <*ret_n> contains the answer.
+ *
+ * Throws: <eslESYS> if an MPI call fails, and <*ret_n> is set to 0.
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cmcalibrate_cm_gumbel_results_MPIPack()>.
+ */
+int
+cmcalibrate_cm_gumbel_results_MPIPackSize(float **vscAA, int nseq, int M, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ status = MPI_Pack_size(M, MPI_FLOAT, comm, &sz); n += nseq*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cmcalibrate_cm_gumbel_results_MPIPack()
+ * Synopsis: Packs CM vscAA scores into MPI buffer.
+ * Incept: EPN, Thu Dec 6 16:47:58 2007
+ *
+ * Purpose: Packs <vscAA> into an MPI packed message
+ * buffer <buf> of length <n> bytes,
+ * starting at byte position
+ * <*position>, for MPI communicator <comm>.
+ *
+ * Note: <vscAA> is a 2D array, vscAA[0..v..M-1][0..i..nseq-1]
+ * holding the best score for each subtree rooted
+ * at v for a CM scan (CYK/Inside) of sequence i.
+ * But we send it as a 1D array, vscA, of M * nseq floats,
+ * 0..nseq-1 correspond to v==0, nseq..(2*nseq-1) correspond
+ * to v==1, etc.
+ *
+ * Returns: <eslOK> on success; <buf> now contains the
+ * packed <tr>, and <*position> is set to the byte
+ * immediately following the last byte of the results
+ * in <buf>.
+ *
+ * Throws: <eslESYS> if an MPI call fails; or <eslEMEM> if the
+ * buffer's length <n> is overflowed by trying to pack
+ * <rnode> into <buf>. In either case, the state of
+ * <buf> and <*position> is undefined, and both should
+ * be considered to be corrupted.
+ *
+ */
+int
+cmcalibrate_cm_gumbel_results_MPIPack(float **vscAA, int nseq, int M, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int i,v,idx;
+ float *vscA = NULL;
+
+ ESL_DPRINTF2(("cmcalibrate_cm_gumbel_results_MPIPack(): ready.\n"));
+
+ ESL_ALLOC(vscA, sizeof(float) * (M*nseq));
+ idx = 0;
+ for(v = 0; v < M; v++)
+ for(i = 0; i < nseq; i++)
+ vscA[idx++] = vscAA[v][i];
+
+ status = MPI_Pack((int *) &(nseq), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(vscA, (M*nseq), MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ ESL_DPRINTF2(("cmcalibrate_cm_gumbel_results_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+
+ ERROR:
+ if(vscA != NULL) free(vscA);
+ return status;
+}
+
+/* Function: cmcalibrate_cm_gumbel_results_MPIUnpack()
+ * Synopsis: Unpacks <vscAA> from an MPI buffer.
+ * Incept: EPN, Wed Aug 29 05:10:20 2007
+ *
+ * Purpose: Unpack a newly allocated set of scores <vscAA> from MPI packed buffer
+ * <buf>, starting from position <*pos>, where the total length
+ * of the buffer in bytes is <n>.
+ *
+ * Note: We return <ret_vscAA> as a 2D array,
+ * ret_vscAA[0..v..M-1][0..i..nseq-1]
+ * holding the best score for each subtree rooted
+ * at v for a CM scan (CYK/Inside) of sequence i.
+ * But vscA is sent as a 1D array, of M * nseq floats,
+ * 0..nseq-1 correspond to v==0, nseq..(2*nseq-1) correspond
+ * to v==1, etc.
+ *
+ * Returns: <eslOK> on success. <*pos> is updated to the position of
+ * the next element in <buf> to unpack (if any). <*ret_tr>
+ * contains a newly allocated parsetree, which the caller is
+ * responsible for free'ing.
+ *
+ * Throws: <eslESYS> on an MPI call failure. <eslEMEM> on allocation failure.
+ * In either case, <*ret_vscAA> is <NULL>, and the state of <buf>
+ * and <*pos> is undefined and should be considered to be corrupted.
+ */
+int
+cmcalibrate_cm_gumbel_results_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, int M, float ***ret_vscAA, int *ret_nseq)
+{
+ int status;
+ float *vscA = NULL;
+ float **vscAA = NULL;
+ int nseq = 0;
+ int i, v, idx;
+
+ status = MPI_Unpack (buf, n, pos, &nseq, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(vscA, sizeof(float) * (M*nseq));
+ status = MPI_Unpack (buf, n, pos, vscA, (M*nseq), MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ ESL_ALLOC(vscAA, sizeof(float *) * (M));
+ idx = 0;
+ for(v = 0; v < M; v++) {
+ ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ for(i = 0; i < nseq; i++)
+ vscAA[v][i] = vscA[idx++];
+ }
+ ESL_DASSERT1((idx == (M*nseq)));
+
+ free(vscA);
+ *ret_vscAA = vscAA;
+ *ret_nseq = nseq;
+ return eslOK;
+
+ ERROR:
+ if(vscA != NULL) free(vscA);
+ if(vscAA != NULL) {
+ for(i = 0; i < nseq; i++)
+ free(vscAA[i]);
+ free(vscAA);
+ }
+ *ret_vscAA = NULL;
+ *ret_nseq = 0;
+ return status;
+}
+
+
+/* Function: cmcalibrate_cp9_filter_results_hyb_MPIPackSize()
+ * Synopsis: Calculates number of bytes needed to pack
+ * CP9 filter results for cmcalibrate with --hybrid.
+ * enabled.
+ *
+ * Differs from cmcalibrate_cp9_filter_results_MPIPackSize()
+ * in that vscAA, best scores for each state from CM scans
+ * is packed. these scores are eventually used to calculate
+ * Gumbels for each possible sub CM state.
+ *
+ * Follows, 'Purpose', 'Returns', 'Throws' of
+ * the many other *_MPIPackSize() funcs above.
+ *
+ * Incept: EPN, Wed Dec 12 16:30:20 2007
+ *
+ * Note: The sizing calls here need to stay matched up with
+ * the calls in <cmcalibrate_cp9_filter_results_hyb_MPIPack()>.
+ */
+int
+cmcalibrate_cp9_filter_results_hyb_MPIPackSize(int nseq, int M, MPI_Comm comm, int *ret_n)
+{
+ int status;
+ int sz;
+ int n = 0;
+
+ status = MPI_Pack_size(1, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for nseq */
+ status = MPI_Pack_size(M*nseq, MPI_FLOAT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for vscAA (we'll send it as a 1D array of M * nseq floats */
+ status = MPI_Pack_size(nseq, MPI_FLOAT, comm, &sz); n += 2*sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for vit_cp9scA, fwd_cp9scA */
+ status = MPI_Pack_size(nseq, MPI_INT, comm, &sz); n += sz; if (status != 0) ESL_XEXCEPTION(eslESYS, "pack size failed");
+ /* for partA */
+
+ *ret_n = n;
+ return eslOK;
+
+ ERROR:
+ *ret_n = 0;
+ return status;
+}
+
+/* Function: cmcalibrate_cp9_filter_results_hyb_MPIPack()
+ * Synopsis: Packs cmcalibrate CP9 filter results into MPI buffer.
+ * Follows, 'Purpose', 'Returns', 'Throws' of
+ * the many other *_MPIPack() funcs above.
+ *
+ * Incept: EPN, Wed Dec 12 16:36:02 2007
+ *
+ * Differs from cmcalibrate_cp9_filter_results_MPIPackSize()
+ * in that vscAA, best scores for each state from CM scans
+ * is packed. these scores are eventually used to calculate
+ * Gumbels for each possible sub CM state.
+ *
+ * Note: <vscAA> is a 2D array, vscAA[0..v..M-1][0..i..nseq-1]
+ * holding the best score for each subtree rooted
+ * at v for a CM scan of sequence i.
+ * But we send it as a 1D array, vscA, of M * nseq floats,
+ * 0..nseq-1 correspond to v==0, nseq..(2*nseq-1) correspond
+ * to v==1, etc.
+ *
+ */
+int
+cmcalibrate_cp9_filter_results_hyb_MPIPack(float **vscAA, float *vit_cp9scA, float *fwd_cp9scA, int *partA, int nseq, int M, char *buf, int n, int *position, MPI_Comm comm)
+{
+ int status;
+ int i,v,idx;
+ float *vscA = NULL;
+
+ ESL_DPRINTF2(("cmcalibrate_cp9_filter_results_hyb_MPIPack(): ready.\n"));
+
+ ESL_ALLOC(vscA, sizeof(float) * (M*nseq));
+ idx = 0;
+ for(v = 0; v < M; v++)
+ for(i = 0; i < nseq; i++)
+ vscA[idx++] = vscAA[v][i];
+
+ status = MPI_Pack((int *) &(nseq), 1, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(vscA, (M*nseq), MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(vit_cp9scA, nseq, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(fwd_cp9scA, nseq, MPI_FLOAT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+ status = MPI_Pack(partA, nseq, MPI_INT, buf, n, position, comm); if (status != 0) ESL_EXCEPTION(eslESYS, "pack failed");
+
+ ESL_DPRINTF2(("cmcalibrate_cp9_filter_results_hyb_MPIPack(): done. Packed %d bytes into buffer of size %d\n", *position, n));
+
+ if (*position > n) ESL_EXCEPTION(eslEMEM, "buffer overflow");
+ return eslOK;
+
+ ERROR:
+ if(vscA != NULL) free(vscA);
+ return status;
+}
+
+/* Function: cmcalibrate_cp9_filter_results_hyb_MPIUnpack()
+ * Synopsis: Unpacks cmcalibrate cp9 filter results from an MPI buffer.
+ * Follows, 'Purpose', 'Returns', 'Throws' of
+ * the many other *_MPIUnpack() funcs above.
+ * Incept: EPN, Wed Dec 12 16:38:15 2007
+ *
+ * Differs from cmcalibrate_cp9_filter_results_MPIPackSize()
+ * in that vscAA, best scores for each state from CM scans
+ * is packed. these scores are eventually used to calculate
+ * Gumbels for each possible sub CM state.
+ *
+ * Note: We return <ret_vscAA> as a 2D array,
+ * ret_vscAA[0..v..M-1][0..i..nseq-1]
+ * holding the best score for each subtree rooted
+ * at v for a CM scan of sequence i.
+ * But vscA is sent as a 1D array, of M * nseq floats,
+ * 0..nseq-1 correspond to v==0, nseq..(2*nseq-1) correspond
+ * to v==1, etc.
+ *
+ */
+int
+cmcalibrate_cp9_filter_results_hyb_MPIUnpack(char *buf, int n, int *pos, MPI_Comm comm, int M, float ***ret_vscAA, float **ret_vit_cp9scA, float **ret_fwd_cp9scA, int **ret_partA, int *ret_nseq)
+{
+ int status;
+ float *vit_cp9scA = NULL;
+ float *fwd_cp9scA = NULL;
+ int *partA = NULL;
+ float *vscA = NULL;
+ float **vscAA = NULL;
+ int nseq = 0;
+ int i, v, idx;
+
+ status = MPI_Unpack (buf, n, pos, &nseq, 1, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+ ESL_ALLOC(vscA, sizeof(float) * (M*nseq));
+ status = MPI_Unpack (buf, n, pos, vscA, (M*nseq), MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ ESL_ALLOC(vscAA, sizeof(float *) * (M));
+ idx = 0;
+ for(v = 0; v < M; v++) {
+ ESL_ALLOC(vscAA[v], sizeof(float) * nseq);
+ for(i = 0; i < nseq; i++)
+ vscAA[v][i] = vscA[idx++];
+ }
+ ESL_DASSERT1((idx == (M*nseq)));
+
+ ESL_ALLOC(vit_cp9scA, sizeof(float) * nseq);
+ status = MPI_Unpack (buf, n, pos, vit_cp9scA, nseq, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ ESL_ALLOC(fwd_cp9scA, sizeof(float) * nseq);
+ status = MPI_Unpack (buf, n, pos, fwd_cp9scA, nseq, MPI_FLOAT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ ESL_ALLOC(partA, sizeof(int) * nseq);
+ status = MPI_Unpack (buf, n, pos, partA, nseq, MPI_INT, comm); if (status != 0) ESL_XEXCEPTION(eslESYS, "mpi unpack failed");
+
+ *ret_vscAA = vscAA;
+ *ret_vit_cp9scA = vit_cp9scA;
+ *ret_fwd_cp9scA = fwd_cp9scA;
+ *ret_partA = partA;
+ *ret_nseq = nseq;
+ return eslOK;
+
+ ERROR:
+ if(vit_cp9scA != NULL) free(vit_cp9scA);
+ if(vit_cp9scA != NULL) free(fwd_cp9scA);
+ if(partA != NULL) free(partA);
+
+ if(vscA != NULL) free(vscA);
+ if(vscAA != NULL) {
+ for(i = 0; i < nseq; i++)
+ free(vscAA[i]);
+ free(vscAA);
+ }
+ *ret_vscAA = NULL;
+ *ret_nseq = 0;
+ return status;
+}
+
+#endif
+
+#if 0
+
+/* Function: summarize_alignment()
+ * Incept:
+ *
+ * Purpose: Summarize alignment statistics to varying extents
+ * based on command-line options.
+ */
+int
+summarize_alignment(ESL_GETOPTS *go, char *errbuf, CM_t *cm, ESL_RANDOMNESS *r, ESL_STOPWATCH *w)
+{
+ /* HERE: do HMM banded alignment stats
+ * sample N=100 seqs, and calculate posteriors, determine new
+ * number of CYK DP calcs AND CP9 F/B calcs to get bands. */
+ int status;
+ float dpc; /* # DP calcs for non-banded alignment of consensus */
+ CMConsensus_t *con = NULL; /* consensus info for the CM */
+ ESL_SQ *csq = NULL;
+ float t_dc; /* user seconds time for D&C alignment */
+ float t_hb; /* user seconds time for HMM banded alignment */
+ float mc_s; /* million calcs/second */
+ float size_limit = esl_opt_GetReal(go, "--mxsize");
+
+ /* Create and align consensus sequence for D&C stats */
+ CreateCMConsensus(cm, cm->abc, 3.0, 1.0, &con);
+ if((csq = esl_sq_CreateFrom("consensus", con->cseq, NULL, NULL, NULL)) == NULL)
+ { status = eslEMEM; goto ERROR; }
+ esl_sq_Digitize(cm->abc, csq);
+ dpc = count_align_dp_calcs(cm, csq->n) / 1000000.;
+
+ /* cyk inside (score only) */
+ esl_stopwatch_Start(w);
+ /*CYKDivideAndConquer(cm, csq->dsq, csq->n, 0, 1, csq->n, NULL, NULL, NULL);*/
+ CYKInsideScore(cm, csq->dsq, csq->n, 0, 1, csq->n,
+ NULL, NULL); /* don't do QDB mode */
+ esl_stopwatch_Stop(w);
+ t_dc = w->user;
+ mc_s = dpc / t_dc;
+
+ /* HMM banded */
+ /* Emit N seqs, and align them, to get total time up to reasonable level,
+ * and to average out tightness of bands */
+ int N = esl_opt_GetInteger(go, "-N");
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ ESL_SQ **sq = NULL;
+ ESL_ALLOC(sq, sizeof(ESL_SQ *) * N);
+ int L;
+ float L_avg = 0.;
+ int i;
+ for(i = 0; i < N; i++)
+ {
+ if((status = EmitParsetree(cm, errbuf, r, "seq", TRUE, NULL, &(sq[i]), &L)) != eslOK) goto ERROR;
+ /*esl_sqio_Write(stdout, sq[i], eslSQFILE_FASTA);*/
+ L_avg += L;
+ }
+ L_avg /= (float) N;
+ cm->align_opts |= CM_ALIGN_HBANDED;
+ esl_stopwatch_Start(w);
+ seqs_to_aln = CreateSeqsToAlnFromSq(sq, N, FALSE);
+ if((status = DispatchAlignments(cm, errbuf, seqs_to_aln, NULL, NULL, 0, 0, 0, TRUE, NULL, size_limit)) != eslOK) goto ERROR;
+ esl_stopwatch_Stop(w);
+ t_hb = w->user / (float) N;
+ FreeSeqsToAln(seqs_to_aln);
+
+ fprintf(ofp, "#\n");
+ fprintf(ofp, "#\t\t\t Alignment statistics:\n");
+ fprintf(ofp, "#\t\t\t %7s %6s %6s %8s %8s %8s\n", "alg", "Mc", "L", "Mc/s", "s/seq", "accel");
+ fprintf(ofp, "#\t\t\t %7s %6s %6s %8s %8s %8s\n", "-------", "------", "------","--------", "--------", "--------");
+ /*mc_s = dpc / t_dc; */
+ fprintf(ofp, " \t\t\t %7s %6.1f %6d %8.1f %8.3f %8s\n", "cyk", dpc, csq->n, mc_s, t_dc, "-");
+ fprintf(ofp, " \t\t\t %7s %6s %6.0f %8s %8.3f %8.2f\n", "hb cyk", "?", L_avg, "?", t_hb, (t_dc/t_hb));
+
+ esl_sq_Destroy(csq);
+ FreeCMConsensus(con);
+ return eslOK;
+ ERROR:
+ cm_Fail("ERROR code %d in summarize_stats().", status);
+ return status; /* NOTREACHED */
+}
+
+/* Function: count_align_dp_calcs()
+ * Date: EPN, Wed Aug 22 09:08:03 2007
+ *
+ * Purpose: Count all non-d&c inside DP calcs for a CM
+ * alignment of a seq of length L. Similar to cm_dpsmall.c's
+ * CYKDemands() but takes into account number of
+ * transitions from each state, and is concerned
+ * with a scanning dp matrix, not an alignment matrix.
+ *
+ * Args: cm - the model
+ * L - length of sequence
+ *
+ * Returns: (float) the total number of DP calculations.
+ */
+float count_align_dp_calcs(CM_t *cm, int L)
+{
+ int v, j;
+ float dpcalcs = 0.;
+ float dpcalcs_bif = 0.;
+
+ float dpcells = 0.;
+ float dpcells_bif = 0.;
+
+ dpcells = (L+2) * (L+1) * 0.5; /* fillable dp cells per state (deck) */
+ for (j = 0; j <= L; j++)
+ dpcells_bif += (j+2) * (j+1) * .5;
+ dpcalcs_bif = CMCountStatetype(cm, B_st) * dpcells_bif; /* no choice of transitions */
+ for(v = 0; v < cm->M; v++)
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ dpcalcs += dpcells * cm->cnum[v]; /* cnum choices of transitions */
+
+ return dpcalcs + dpcalcs_bif;
+}
+#endif
+
+/* EPN, Sun Jan 20 11:14:02 2008
+ * from cmcalibrate.c: revision 2305
+ */
+#if 0
+
+/* Function: estimate_workunit_time()
+ * Date: EPN, Thu Nov 1 17:57:20 2007
+ *
+ * Purpose: Estimate time req'd for a cmcalibrate workunit
+ *
+ * Returns: eslOK on success;
+ */
+void
+estimate_workunit_time(const ESL_GETOPTS *go, const struct cfg_s *cfg, int nseq, int L, int gum_mode)
+{
+ /* these are ballparks for a 3 GHz machine with optimized code */
+ float cyk_megacalcs_per_sec = 275.;
+ float ins_megacalcs_per_sec = 75.;
+ float fwd_megacalcs_per_sec = 175.;
+ float vit_megacalcs_per_sec = 380.;
+
+ float seconds = 0.;
+
+ if(! esl_opt_IsDefault(go, "--gum-L")) L = ESL_MAX(L, esl_opt_GetInteger(go, "--gum-L")); /* minimum L we allow is 2 * cm->W (L is sent into this func as 2 * cm->W), this is enforced silently (!) */
+
+ switch(gum_mode) {
+ case GUM_CM_LC:
+ case GUM_CM_GC:
+ seconds = cfg->gum_cm_ncalcs * (float) L * (float) nseq / cyk_megacalcs_per_sec;
+ break;
+ case GUM_CM_LI:
+ case GUM_CM_GI:
+ seconds = cfg->gum_cm_ncalcs * (float) L * (float) nseq / ins_megacalcs_per_sec;
+ break;
+ case GUM_CP9_LV:
+ case GUM_CP9_GV:
+ seconds = cfg->cp9_ncalcs * (float) L * (float) nseq / vit_megacalcs_per_sec;
+ break;
+ case GUM_CP9_LF:
+ case GUM_CP9_GF:
+ seconds = cfg->cp9_ncalcs * (float) L * (float) nseq / fwd_megacalcs_per_sec;
+ break;
+ }
+ printf("Estimated time for this workunit: %10.2f seconds\n", seconds);
+
+ return;
+}
+#endif
+
+/* EPN, Sun Jan 20 14:19:42 2008
+ * Decided to remove the --enforce options.
+ * Here's the related functions.
+ * These are revision 2305.
+ */
+#if 0
+/*extern void ConfigCMEnforce(CM_t *cm);*/
+/*extern void ConfigLocalEnforce(CM_t *cm, float p_internal_start, float p_internal_exit);*/
+/*extern int EnforceSubsequence(CM_t *cm);*/
+/*extern float EnforceScore(CM_t *cm);*/
+/*extern int EnforceFindEnfStart(CM_t *cm, int enf_cc_start);*/
+/*extern void CPlan9SWConfigEnforce(CP9_t *hmm, float pentry, float pexit, int enf_start_pos, int enf_end_pos);*/
+/*extern void CP9EnforceHackMatchScores(CP9_t *cp9, int enf_start_pos, int enf_end_pos);*/
+
+/*
+ * Function: ConfigCMEnforce
+ * Date: EPN, Wed Feb 14 12:57:21 2007
+ * Purpose: Configure a CM for enforcing a subsequence for search or
+ * alignment.
+ *
+ * Args: CM - the covariance model
+ */
+void
+ConfigCMEnforce(CM_t *cm)
+{
+ int do_build_cp9 = FALSE;
+ int enf_start_pos; /* consensus left position node enf_start emits to */
+ int enf_end_pos; /* consensus left position node enf_end emits to */
+ int enf_end; /* last node we're enforcing */
+ CMEmitMap_t *emap; /* consensus emit map for the CM, used iff enforcing */
+ float nonenf_sc; /* score of cm->enfseq we're about to enforce before *
+ * we reparameterize the CM */
+ float enf_sc; /* score of cm->enfseq subseq after CM is *
+ * reparameterized to enforce it */
+
+ /* Contract checks */
+ if(!(cm->config_opts & CM_CONFIG_ENFORCE))
+ cm_Fail("ERROR in ConfigCMEnforce() trying to enforce a subsequence but CM_CONFIG_ENFORCE flag is down.");
+ if(cm->flags & CM_ENFORCED)
+ cm_Fail("ERROR in ConfigCMEnforce() trying to enforce a subsequence but CM_IS_ENFORCED flag is up.");
+ /* Can't enforce in RSEARCH mode yet */
+ if(cm->flags & CM_IS_RSEARCH)
+ cm_Fail("ERROR in ConfigCMEnforce() trying to enforce a subsequence in RSEARCH mode, not yet implemented.");
+ /* Can't enforce in sub mode */
+ if(cm->align_opts & CM_ALIGN_SUB)
+ cm_Fail("ERROR in ConfigCMEnforce() can't enforce a subsequence in sub alignment mode.");
+
+ /* First, get the score of the enforced subseq for the non-enforced model */
+ nonenf_sc = EnforceScore(cm);
+
+ /* IMPORTANT: if CM has local begins, make it global, we'll relocalize
+ * it later based on cm->config_opts, cm->search_opts, and/or cm->align_opts,
+ * we need to do this so we can build a CP9 (which can't be done with local CMs yet)*/
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ ConfigGlobal(cm);
+
+ /* Enforce the sequence */
+ EnforceSubsequence(cm);
+
+ /* if we have a CP9, free it, and build a new one, (this one will automatically
+ * have the subseq enforced b/c it's built from the reparam'ized CM) */
+ if(cm->flags & CMH_CP9)
+ {
+ FreeCPlan9(cm->cp9);
+ cm->flags &= ~CMH_CP9; /* drop the CP9 flag */
+ do_build_cp9 = TRUE;
+ }
+ else if (cm->config_opts & CM_CONFIG_ENFORCEHMM)
+ {
+ /* we didn't have a CP9 before, but we need one now */
+ do_build_cp9 = TRUE;
+ }
+ if(do_build_cp9)
+ {
+ if(!(build_cp9_hmm(cm, &(cm->cp9), &(cm->cp9map),
+ TRUE, /* b/c we're enforcing, check CP9 mirrors CM */
+ 0.0001, 0)))
+ cm_Fail("Couldn't build a CP9 HMM from the CM\n");
+ cm->flags |= CMH_CP9; /* raise the CP9 flag */
+ }
+
+ /* Configure the CM for local alignment . */
+ if (cm->config_opts & CM_CONFIG_LOCAL)
+ {
+ ConfigLocalEnforce(cm, cm->pbegin, cm->pend); /* even in local we require each parse
+ * go through the enforced subseq */
+ CMLogoddsify(cm);
+ }
+ /* Possibly configure the CP9 for local alignment
+ * Note: CP9 local/glocal config does not necessarily match CM config
+ * in fact cmsearch default is local CM, glocal CP9 */
+ if((cm->flags & CMH_CP9) && (cm->config_opts & CM_CONFIG_HMMLOCAL))
+ {
+ /* Set up the CP9 locality to enforce a subseq */
+ emap = CreateEmitMap(cm);
+ enf_end = cm->enf_start + strlen(cm->enf_seq) - 1;
+ enf_start_pos = emap->lpos[cm->enf_start];
+ enf_end_pos = emap->lpos[enf_end];
+ FreeEmitMap(emap);
+ CPlan9SWConfigEnforce(cm->cp9, cm->pbegin, cm->pbegin, enf_start_pos, enf_end_pos);
+ CP9Logoddsify(cm->cp9);
+ }
+
+ if(cm->config_opts & CM_CONFIG_ENFORCEHMM)
+ {
+ if(!(cm->flags & CMH_CP9))
+ cm_Fail("ERROR trying to configure the HMM for naive enforcement, but the cm's CMH_CP9 flag is down.\n");
+ /* We make the HMM ignorant of any sequence conservation besides
+ * the enforced subseq. This way ALL subseqs with the enforced
+ * subseq will be recognized as high scoring by the HMM and
+ * be passed to the CM (if filtering (which is default in this mode)).
+ * To achieve this, make all emissions (match and insert) score 0,
+ * except for the few match emissions that model the enforced subseq */
+ emap = CreateEmitMap(cm);
+ enf_end = cm->enf_start + strlen(cm->enf_seq) - 1;
+ enf_start_pos = emap->lpos[cm->enf_start];
+ enf_end_pos = emap->lpos[enf_end];
+ FreeEmitMap(emap);
+ CP9EnforceHackMatchScores(cm->cp9, enf_start_pos, enf_end_pos);
+ }
+
+ /* Determine the score of the enforced subseq for the enforced model */
+ enf_sc = EnforceScore(cm);
+
+ cm->enf_scdiff = enf_sc - nonenf_sc;
+ cm->flags |= CM_ENFORCED; /* raise the enforced flag */
+
+ if(cm->flags & CMH_SCANMATRIX)
+ cm->flags &= ~CMH_SCANMATRIX; /* enforcement invalidates ScanMatrix */
+
+ return;
+}
+
+/* EPN, Thu Jan 4 10:10:07 2007
+ *
+ * Function: ConfigLocalEnforce
+ *
+ * Purpose: Given a CM with valid cm->enf_start and cm->enf_seq variables,
+ * modify local entries and exits so that the nodes starting
+ * at cm->enf_start and going to cm->enf_start + strlen(cm->enf_seq)
+ * must be entered, i.e. disallow any local pass that omits them.
+ *
+ * Args: CM - the covariance model
+ * p_internal_start - total prob of a local begin to spread
+ * p_internal_exit - total prob of a local end to spread
+ */
+void
+ConfigLocalEnforce(CM_t *cm, float p_internal_start, float p_internal_exit)
+{
+ int v; /* counter over states */
+ int nd; /* counter over nodes */
+ int nstarts; /* number of possible internal starts */
+ int enf_start_pos; /* consensus left position node enf_start emits to */
+ int enf_end_pos; /* consensus left position node enf_end emits to */
+ int nexits; /* number of possible internal ends */
+ float denom;
+ CMEmitMap_t *emap; /* consensus emit map for the CM */
+ int enf_end;
+
+ /* Contract checks */
+ if(cm->enf_seq == NULL || cm->enf_start == 0)
+ cm_Fail("ERROR, in ConfigLocalEnforce, but no subseq to enforce.\n");
+ if(cm->flags & CMH_LOCAL_BEGIN)
+ cm_Fail("ERROR in ConfigLocalEnforce() CMH_LOCAL_BEGIN flag already up.\n");
+ if(cm->flags & CMH_LOCAL_END)
+ cm_Fail("ERROR in ConfigLocalEnforce() CMH_LOCAL_END flag already up.\n");
+
+ enf_end = cm->enf_start + strlen(cm->enf_seq) - 1;
+ /* We want every parse to go through the MATL stretch from enf_start
+ * to enf_end. To enforce this we disallow local begin and ends that
+ * would allow parses to miss these nodes. */
+ for(nd = cm->enf_start; nd <= enf_end; nd++)
+ {
+ if(cm->ndtype[nd] != MATL_nd)
+ cm_Fail("ERROR, trying to enforce a non-MATL stretch (node: %d not MATL).\n", nd);
+ }
+ emap = CreateEmitMap(cm); /* diff from ConfigLocalEnds() */
+ enf_start_pos = emap->lpos[cm->enf_start];
+ enf_end_pos = emap->lpos[enf_end];
+
+ /* The following code is copied from ConfigLocal() and ConfigLocalEnds()
+ * with modification to disallow local begins before enf_start and
+ * disallow exits from between closest_start and enf_end. This
+ * implementation sets local entry to the first node as 1-p_internal_start,
+ * and end from final node as 1-p_internal_exit. */
+
+ /*****************************************************************
+ * Internal entry.
+ *****************************************************************/
+ /* Count "internal" nodes: MATP, MATL, MATR, and BIF nodes.
+ * Ignore all start nodes, and also node 1 (which is always the
+ * "first" node and gets an entry prob of 1-p_internal_start).
+ */
+ nstarts = 0;
+ for (nd = 2; nd < cm->nodes; nd++) {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ if(emap->lpos[nd] <= enf_start_pos &&
+ emap->rpos[nd] >= enf_end_pos) /* diff from ConfigLocalEnds() */
+ nstarts++;
+ }
+
+ /* Zero everything.
+ */
+ for (v = 0; v < cm->M; v++) cm->begin[v] = 0.;
+
+ /* Erase the previous transition p's from node 0. The only
+ * way out of node 0 is going to be local begin transitions
+ * from the root v=0 directly to MATP_MP, MATR_MR, MATL_ML,
+ * and BIF_B states.
+ */
+ for (v = 0; v < cm->cnum[0]; v++) cm->t[0][v] = 0.;
+
+ /* Node 1 gets prob 1-p_internal_start.
+ */
+ cm->begin[cm->nodemap[1]] = 1.-p_internal_start;
+
+ /* Remaining nodes share p_internal_start.
+ */
+ for (nd = 2; nd < cm->nodes; nd++)
+ {
+ if (cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BIF_nd)
+ {
+ if(emap->lpos[nd] <= enf_start_pos &&
+ emap->rpos[nd] >= enf_end_pos) /* diff from ConfigLocalEnds() */
+ {
+ /*printf("enabling local begin into nd: %d lpos: %d rpos: %d s: %d e: %d\n", nd, emap->lpos[nd], emap->rpos[nd], enf_start_pos, enf_end_pos);*/
+ cm->begin[cm->nodemap[nd]] = p_internal_start/(float)nstarts;
+ }
+ else
+ ;/*printf("NOT enabling local begin into nd: %d lpos: %d rpos: %d s: %d e: %d\n", nd, emap->lpos[nd], emap->rpos[nd], enf_start_pos, enf_end_pos);*/
+ }
+ }
+ cm->flags |= CMH_LOCAL_BEGIN;
+
+ /*****************************************************************
+ * Internal exit.
+ *****************************************************************/
+ /* Count internal nodes MATP, MATL, MATR, BEGL, BEGR that aren't
+ * adjacent to END nodes.
+ */
+ nexits = 0;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ if(emap->lpos[nd] >= enf_end_pos ||
+ emap->rpos[nd] < enf_start_pos) /* diff from ConfigLocalEnds() */
+ nexits++;
+ }
+ /* Spread the exit probability across internal nodes.
+ * Currently does not compensate for the decreasing probability
+ * of reaching a node, the way HMMER does: therefore the probability
+ * of exiting at later nodes is actually lower than the probability
+ * of exiting at earlier nodes. This should be a small effect.
+ */
+ for (v = 0; v < cm->M; v++) cm->end[v] = 0.;
+ for (nd = 1; nd < cm->nodes; nd++) {
+ if ((cm->ndtype[nd] == MATP_nd || cm->ndtype[nd] == MATL_nd ||
+ cm->ndtype[nd] == MATR_nd || cm->ndtype[nd] == BEGL_nd ||
+ cm->ndtype[nd] == BEGR_nd) &&
+ cm->ndtype[nd+1] != END_nd)
+ {
+ v = cm->nodemap[nd];
+ if(emap->lpos[nd] >= enf_end_pos ||
+ emap->rpos[nd] < enf_start_pos) /* diff from ConfigLocalEnds() */
+ {
+ /*printf("enabling local end from nd: %d lpos: %d rpos: %d s: %d e: %d\n", nd, emap->lpos[nd], emap->rpos[nd], enf_start_pos, enf_end_pos);*/
+ cm->end[v] = p_internal_exit / (float) nexits;
+ }
+ else
+ {
+ ;/*printf("NOT enabling local end from nd: %d lpos: %d rpos: %d s: %d e: %d\n", nd, emap->lpos[nd], emap->rpos[nd], enf_start_pos, enf_end_pos);*/
+ }
+ /* renormalize the main model transition distribution,
+ * it's important to do this for all states that
+ * may have had a local end possible prior to this function call*/
+ denom = esl_vec_FSum(cm->t[v], cm->cnum[v]);
+ denom += cm->end[v];
+ esl_vec_FScale(cm->t[v], cm->cnum[v], 1./denom);
+ }
+ }
+ cm->flags |= CMH_LOCAL_END;
+ FreeEmitMap(emap);
+
+ return;
+}
+
+/*******************************************************************************
+ * Function: EnforceSubsequence()
+ * Date: EPN, Thu Jan 4 10:13:08 2007
+ * Purpose: Modify CM probabilities so that if a particular subsequence (cm->enf_subseq)
+ * is not emitted, a big bit score penalty is incurred. Specifically designed
+ * for enforcing the telomerase RNA template sequence.
+ */
+int
+EnforceSubsequence(CM_t *cm)
+{
+ int status;
+ int nd;
+ float small_chance = 1e-15; /* any parse not including the enforced path includes
+ * an emission or transition with a -45 bit score */
+ int enf_end;
+ int v;
+ int a;
+ float *nt;
+ ESL_SQ *enf_sq = NULL; /* We'll fill this with enf_seq and digitize it */
+
+ ESL_ALLOC(nt, sizeof(float) * cm->abc->K);
+
+ enf_end = cm->enf_start + strlen(cm->enf_seq) - 1;
+ /*printf("in EnforceSubsequence, start posn: %d cm->enf_seq: %s\n", cm->enf_start, cm->enf_seq);*/
+ for(nd = (cm->enf_start-1); nd <= enf_end; nd++)
+ {
+ if(cm->ndtype[nd] != MATL_nd)
+ cm_Fail("ERROR, trying to enforce a non-MATL stretch (node: %d not MATL).\n", nd);
+ }
+
+ /* Go through each node and enforce the template by changing the
+ * emission and transition probabilities as appropriate. */
+
+ /* First deal with node before cm->enf_start, we want to ensure that cm->enf_start is
+ * entered. We know cm->enf_start - 1 and cm->enf_start are both MATL nodes */
+ nd = cm->enf_start - 1;
+ v = cm->nodemap[nd]; /* MATL_ML*/
+ cm->t[v][2] = small_chance; /* ML->D */
+ v++; /* MATL_D */
+ cm->t[v][2] = small_chance; /* D->D */
+ v++; /* MATL_IL*/
+ cm->t[v][2] = small_chance; /* IL->D */
+
+ /* Now move on to the MATL nodes we're enforcing emits the cm->enf_seq */
+ enf_sq = esl_sq_CreateFrom("enforced", cm->enf_seq, NULL, NULL, NULL);
+ if(enf_sq == NULL) goto ERROR;
+ if((status = esl_sq_Digitize(cm->abc, enf_sq)) != eslOK) goto ERROR;
+
+ for(nd = cm->enf_start; nd <= enf_end; nd++)
+ {
+ /*printf("enforcing subseq for node: %d\n", nd);*/
+ /* Enforce the transitions, unless we're the last node of the stretch */
+ v = cm->nodemap[nd]; /* MATL_ML*/
+ if(nd < enf_end)
+ {
+ cm->t[v][0] = small_chance; /* ML->IL */
+ cm->t[v][2] = small_chance; /* ML->D */
+ }
+ /* Enforce the emission. Taking into account ambiguities. */
+ esl_vec_FSet(nt, cm->abc->K, 0.);
+ /*printf("enf_dsq[%d]: %d\n", (nd-cm->enf_start+1), (int) (enf_dsq[(nd-cm->enf_start+1)]));*/
+ esl_abc_FCount(cm->abc, nt, enf_sq->dsq[(nd - cm->enf_start + 1)], 1.);
+ /* nt is now a count vector norm'ed to 1.0 with relative contributions
+ * of each (A,C,G,U) nucleotides towards the (potentially ambiguous)
+ * residue in enf_dsq[(nd-cm->enf_start+1)])
+ */
+
+ for(a = 0; a < cm->abc->K; a++)
+ {
+ /* start out by setting each residue to 'small_chance' */
+ cm->e[v][a] = small_chance;
+ cm->e[v][a] += nt[a];
+ }
+ }
+ free(nt);
+ esl_sq_Destroy(enf_sq);
+
+ CMRenormalize(cm);
+ /* new probs invalidate log odds scores */
+ cm->flags &= ~CMH_BITS;
+ /* Recalc QDBs if they exist */
+ if(cm->flags & CMH_QDB) {
+ free(cm->dmin);
+ free(cm->dmax);
+ cm->dmin = NULL;
+ cm->dmax = NULL;
+ cm->flags &= ~CMH_QDB;
+ ConfigQDB(cm);
+ }
+ /* free and rebuild scan matrix to correspond to new QDBs, if it exists */
+ if(cm->flags & CMH_SCANMATRIX) {
+ int do_float = cm->smx->flags & cmSMX_HAS_FLOAT;
+ int do_int = cm->smx->flags & cmSMX_HAS_INT;
+ cm_FreeScanMatrixForCM(cm);
+ cm_CreateScanMatrixForCM(cm, do_float, do_int);
+ }
+
+ CMLogoddsify(cm); /* QDB calculation invalidates log odds scores */
+
+ /*for(nd = cm->enf_start; nd <= enf_end; nd++)
+ {
+ v = cm->nodemap[nd];
+ for(a = 0; a < cm->abc->K; a++)
+ printf("cm->e[v:%d][a:%d]: %f sc: %f\n", v, a, cm->e[v][a], cm->esc[v][a]);
+ }
+ printf("\n");*/
+
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return status; /* never reached */
+}
+
+/*******************************************************************************
+ * Function: EnforceScore()
+ * Date: EPN, Wed Feb 14 16:19:22 2007
+ * Purpose: Determine the subparse score of aligning cm->enfseq to the MATL_ML
+ * states of consecutive MATL nodes starting at cm->enfstart. This
+ * function can be called before and after enforcing the subseq
+ * via reparameterization of the relevant nodes, to determine the
+ * score difference of cm->enfseq b/t the non-enforced and enforced
+ * CMs.
+ */
+float
+EnforceScore(CM_t *cm)
+{
+ int status;
+ ESL_SQ *enf_sq;/* a digitized version of cm->enf_seq */
+ int enf_end; /* last node to be enforced */
+ int nd; /* node index */
+ int v; /* state index */
+ int i; /* sequence position index */
+ float score; /* score of subparse that starts in first MATL_ML of enforced stretch,
+ * goes through each MATL_ML and emits the enforced residues (which
+ * can be ambiguous). */
+
+ /* Contract check. */
+ if(!(cm->config_opts & CM_CONFIG_ENFORCE))
+ cm_Fail("ERROR in EnforceScore(), cm->config_opt CM_CONFIG_ENFORCE not raised.\n");
+
+ enf_end = cm->enf_start + strlen(cm->enf_seq) - 1;
+ /*printf("in EnforceScore(), start posn: %d cm->enf_seq: %s\n", cm->enf_start, cm->enf_seq);*/
+ for(nd = (cm->enf_start-1); nd <= enf_end; nd++)
+ {
+ if(cm->ndtype[nd] != MATL_nd)
+ cm_Fail("ERROR, trying to enforce a non-MATL stretch (node: %d not MATL).\n", nd);
+ }
+
+ /* Go through each node and determine the score of the subparse that
+ * goes through the nodes that are/will be enforced. To start, we
+ * have to transit to MATL_ML of cm->enf_start from either MATL_ML
+ * of MATL_ML or MATL_IL of nd=cm->enf_start-1, but we don't know
+ * which. Can't think of robust way of handling this, current
+ * strategy is to take the average of the two transition scores.
+ * (this is hacky, but should have small effect on cm->enf_scdiff).
+ */
+ nd = cm->enf_start - 1;
+ v = cm->nodemap[nd]; /* MATL_ML*/
+ score = (cm->tsc[v][1] + cm->tsc[v+2][1]) / 2;
+ /*printf("init v: %d ML->ML: %f IL->ML: %f avg: %f\n", v, cm->tsc[v][1], cm->tsc[(v+2)][1], score);*/
+
+ /* Now move on to the MATL nodes we're enforcing emits the cm->enf_seq */
+ enf_sq = esl_sq_CreateFrom("enforced", cm->enf_seq, NULL, NULL, NULL);
+ if(enf_sq == NULL) goto ERROR;
+ if((status = esl_sq_Digitize(cm->abc, enf_sq)) != eslOK) goto ERROR;
+
+ for(nd = cm->enf_start; nd <= enf_end; nd++)
+ {
+ i = nd - cm->enf_start+1; /* enf_dsq goes 1..(strlen(cm->enf_seq))
+ * bordered by sentinels */
+ /* Add score for the MATL_ML->MATL_ML transition,
+ * unless we're the last node of the stretch */
+ v = cm->nodemap[nd]; /* MATL_ML*/
+ if(nd < enf_end)
+ score += cm->tsc[v][1]; /* ML->ML */
+
+ /* Add score for the emission. Taking into account ambiguities. */
+ if (enf_sq->dsq[i] < cm->abc->K)
+ score += cm->esc[v][enf_sq->dsq[i]];
+ else
+ score += esl_abc_FAvgScore(cm->abc, enf_sq->dsq[i], cm->esc[v]);
+
+ }
+ /*printf("in EnforceScore() returning sc: %f\n", score);*/
+ esl_sq_Destroy(enf_sq);
+
+ return score;
+
+ ERROR:
+ cm_Fail("Memory allocation error.\n");
+ return status; /* never reached */
+}
+
+/*******************************************************************************
+ * Function: EnforceFindEnfStart()
+ * Date: EPN, Fri Feb 9 10:32:44 2007
+ * Purpose: Determine the node cm->enf_start given the consensus column it
+ * models, and check that it's a MATL node (this requirement could
+ * be relaxed in the future).
+ * Returns: (int) the CM MATL node index that emits to consensus column
+ * enf_cc_start. Dies if there's no such node.
+ */
+int
+EnforceFindEnfStart(CM_t *cm, int enf_cc_start)
+{
+ CMEmitMap_t *emap; /* consensus emit map for the CM */
+ int enf_start; /* CM MATL node that emits to enf_cc_start */
+ int nd; /* counter over nodes */
+
+ emap = CreateEmitMap(cm);
+ enf_start = -1;
+ if(enf_cc_start > emap->clen)
+ cm_Fail("ERROR --enfstart <n>, there's only %d columns, you chose column %d\n",
+ enf_cc_start, emap->clen);
+ for(nd = 0; nd < cm->nodes; nd++)
+ {
+ if(emap->lpos[nd] == enf_cc_start)
+ {
+ if(cm->ndtype[nd] == MATL_nd)
+ {
+ enf_start = nd;
+ break;
+ }
+ else if(cm->ndtype[nd] == MATP_nd)
+ cm_Fail("ERROR --enfstart <n>, <n> must correspond to MATL modelled column\nbut %d is modelled by a MATP node.\n", enf_cc_start);
+ }
+ else if(emap->rpos[nd] == enf_cc_start)
+ {
+ if(cm->ndtype[nd] == MATR_nd)
+ cm_Fail("ERROR --enfstart <n>, <n> must correspond to MATL modelled column\nbut %d is modelled by a MATR node.\n", enf_cc_start);
+ if(cm->ndtype[nd] == MATP_nd)
+ cm_Fail("ERROR --enfstart <n>, <n> must correspond to MATL modelled column\nbut %d is modelled by the right half of a MATP node.\n", enf_cc_start);
+ }
+ }
+ if(enf_start == -1)
+ cm_Fail("ERROR trying to determine the start node for the enforced subsequence.\n");
+ FreeEmitMap(emap);
+ return(enf_start);
+}
+
+
+/* Function: CP9EnforceHackMatchScores()
+ * Incept: EPN, Fri Feb 9 11:06:31 2007
+ *
+ * Purpose: Make all match emissions 0, except those enforce
+ * a specified subsequence (it's assumed the CP9
+ * is already set up for this enforcement).
+ *
+ * Args: cp9 - the CP9 HMM
+ * enf_start_pos - first posn of enforced subseq
+ * enf_end_pos - last posn of enforced subseq
+ * Returns: (void)
+ */
+void
+CP9EnforceHackMatchScores(CP9_t *cp9, int enf_start_pos, int enf_end_pos)
+{
+ int k, x;
+ for (k = 1; k < enf_start_pos; k++) /* M_0 is the begin state, it's silent */
+ for (x = 0; x < MAXDEGEN; x++)
+ cp9->msc[x][k] = 0.;
+ for (k = enf_end_pos+1; k <= cp9->M; k++)
+ for (x = 0; x < MAXDEGEN; x++)
+ cp9->msc[x][k] = 0.;
+}
+
+/* Function: CPlan9SWConfigEnforce()
+ * EPN, Fri Feb 9 05:47:37 2007
+ * based on SRE's Plan7SWConfig() from HMMER's plan7.c
+ *
+ * Purpose: Set the alignment independent parameters of
+ * a CM Plan 9 model to hmmsw (Smith/Waterman) configuration.
+ * Same as CPlan9SWConfig but enforces a contiguous subset of
+ * nodes start at x, ending at y must be entered by forbidding
+ * local entries after x and local exits before y.
+ *
+ * Args: hmm - the CM Plan 9 model w/ data-dep prob's valid
+ * pentry - probability of an internal entry somewhere;
+ * will be evenly distributed over (enf_start)
+ * match states
+ * pexit - probability of an internal exit somewhere;
+ * will be distributed over (M-enf_end) match
+ * states.
+ * enf_start_pos - HMM node where enforced node subset begins
+ * enf_end_pos - HMM node where enforced node subset ends
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9SWConfigEnforce(CP9_t *hmm, float pentry, float pexit,
+ int enf_start_pos, int enf_end_pos)
+{
+ float basep; /* p1 for exits: the base p */
+ int k; /* counter over states */
+
+ /* No special (*x* states in Plan 7) states in CM Plan 9 */
+
+ /* Configure entry.
+ * To match CM, we enforce the only way out of the B state (M_0)
+ * is through a local begin into a match state
+ */
+ hmm->t[0][CTMI] = hmm->t[0][CTMD] = hmm->t[0][CTMEL] = 0.;
+ hmm->begin[1] = 1. - pentry;
+ for (k = 2; k <= enf_start_pos; k++)
+ hmm->begin[k] = pentry / (float)(enf_start_pos-1);
+
+ /* OLD WAY (more smith-waterman-like, less CM-like) EPN, Thu Jun 21 15:30:46 2007
+ hmm->begin[1] = (1. - pentry) * (1. - (hmm->t[0][CTMI] + hmm->t[0][CTMD]));
+ for (k = 2; k <= enf_start_pos; k++)
+ hmm->begin[k] = (pentry * (1.- (hmm->t[0][CTMI] + hmm->t[0][CTMD]))) / (float)(enf_start_pos-1);
+ for (k = (enf_start_pos+1); k <= hmm->M; k++)
+ hmm->begin[k] = 0.;
+ */
+
+ /* Configure exit.
+ * Don't touch hmm->end[hmm->M]
+ */
+ if(enf_end_pos == hmm->M) /* no local exit possible */
+ basep = 0.0;
+ else
+ basep = pexit / (float) (hmm->M-enf_end_pos);
+
+ for (k = 0; k < enf_end_pos; k++)
+ hmm->end[k] = 0.;
+ for (k = enf_end_pos; k < hmm->M; k++)
+ hmm->end[k] = basep / (1. - basep * (float) ((k-enf_end_pos)-1));
+ CPlan9RenormalizeExits(hmm, 1);
+ hmm->flags &= ~CPLAN9_HASBITS; /* reconfig invalidates log-odds scores */
+ hmm->flags |= CPLAN9_LOCAL_BEGIN; /* local begins now on */
+ hmm->flags |= CPLAN9_LOCAL_END; /* local ends now on */
+}
+#endif
+
+/* EPN, Mon Jan 21 10:20:50 2008
+ * reorg of cmsearch, deemed some functions unnec:
+ *
+ * static int set_window(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+ * static int read_qdb_file(FILE *fp, CM_t *cm, int *dmin, int *dmax);
+ *
+ * and others were rewritten:
+ * static int set_searchinfo_OLD(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm);
+ */
+
+#if 0
+
+/* A CP9 filter work unit consists of a CM and an int (nseq).
+ * The job is to emit nseq sequences with a score better than cutoff (rejecting
+ * those that are worse), and then search those seqs with a CP9, returning the scores of the
+ * best CP9 hit within each sequence.
+ */
+static int
+process_cp9filter_workunit(const ESL_GETOPTS *go, const struct cfg_s *cfg, char *errbuf, CM_t *cm, int nseq)
+{
+ /*int status;*/
+ cm_Fail("WRITE process_cp9filter_workunit()");
+ return eslOK;
+
+ /* ERROR:
+ ESL_DPRINTF1(("worker %d: has caught an error in process_cp9filter_workunit\n", cfg->my_rank));
+ return status;*/
+}
+#endif
+#if 0
+/* set_searchinfo_OLD()
+ * Determine how many rounds of searching we will do (all rounds but last
+ * round are filters), and set the relevant info in the SearchInfo_t <cm->si>
+ * object, including cutoffs.
+ */
+static int
+set_searchinfo_OLD(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int status;
+ int n;
+ int stype;
+ int add_cyk_filter = FALSE;
+ int add_inside_filter = FALSE;
+ int add_viterbi_filter = FALSE;
+ int add_forward_filter = FALSE;
+ int search_opts;
+ int use_hmmonly;
+ int fthr_mode;
+ int cutoff_type;
+ float sc_cutoff = -1.;
+ float e_cutoff = -1.;
+ int *dmin, *dmax; /* these become QDBs if we add a CM_FILTER */
+ ScanMatrix_t *fsmx;
+ int safe_windowlen;
+ float surv_fract;
+ int cm_mode, cp9_mode;
+ int cut_point;
+
+ if(cm->si != NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo(), cm->si is not NULL, shouldn't happen.\n");
+
+ /* Create SearchInfo, specifying no filtering, we change the threshold below */
+ CreateSearchInfo(cm, SCORE_CUTOFF, 0., -1.);
+ if(cm->si == NULL) cm_Fail("set_searchinfo(), CreateSearchInfo() call failed.");
+ SearchInfo_t *si = cm->si;
+ if(si->nrounds > 0) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_search_info(), si->nrounds (%d) > 0\n", si->nrounds);
+
+ /*************************************************************************************
+ * Filter related options:
+ *
+ * User can specify 0,1 or 2 rounds of filtering and cutoffs on the command line,
+ * 0 or 1 rounds can be CM filters, with --fcyk or --finside, --fcmT, and --fcmE (req's Gumbels)
+ * --finside specifies use inside, not CYK
+ * 0 or 1 rounds can by HMM filters, with --fhmmviterbi or --fhmmforward, --fhmmT, and --fhmmE (req's Gumbels)
+ * --fhmmforward specifies use forward, not viterbi
+ * Or user can specify that an HMM filter as described in the the CM file
+ * be used with option --fgiven. --fgiven is incompatible with --fhmmviterbi and --fhmmforward
+ * but not with --fcyk and --finside
+ *
+ *************************************************************************************
+ * Final round related options (after all filtering is complete):
+ *
+ * --cyk: search with CM CYK (TRUE by default)
+ * --inside: search with CM inside
+ * -T: CM bit score threshold
+ * -E: CM E-value threshold (requires Gumbel info in CM file)
+ * --ga: use Rfam gathering threshold (bit sc) from CM file
+ * --tc: use Rfam trusted cutoff (bit sc) from CM file
+ * --nc: use Rfam noise cutoff (bit sc) from CM file
+ *
+ * --viterbi: search with HMM viterbi
+ * --forward: search with HMM forward
+ * --hmmT: bit score threshold for --viterbi or --forward
+ * --hmmE: E-value threshold (requires Gumbel info in CM file)
+ *
+ *************************************************************************************
+ */
+
+ /* First, set up cutoff for final round, this will be round 0, unless filter info was read from the CM file */
+ n = si->nrounds;
+ stype = si->stype[n];
+ search_opts = si->search_opts[n];
+
+ /* determine configuration of CM and CP9 based on cm->flags & cm->search_opts */
+ CM2Gumbel_mode(cm, search_opts, &cm_mode, &cp9_mode);
+
+ use_hmmonly = ((search_opts & CM_SEARCH_HMMVITERBI) || (search_opts & CM_SEARCH_HMMFORWARD));
+ if(! use_hmmonly) {
+ if(stype != SEARCH_WITH_CM) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo(), search_opts for final round of search does not have HMMVITERBI or HMMFORWARD flags raised, but is not of type SEARCH_WITH_CM.");
+ /* set up CM cutoff, either 0 or 1 of 6 options is enabled.
+ * esl_opt_IsDefault() returns FALSE even if option is enabled with default value
+ * We will NOT use this if --viterbi
+ */
+ if(esl_opt_IsDefault(go, "-E") &&
+ esl_opt_IsDefault(go, "-T") &&
+ esl_opt_IsDefault(go, "--ga") &&
+ esl_opt_IsDefault(go, "--tc") &&
+ esl_opt_IsDefault(go, "--nc")) {
+ /* Choose from, in order of priority:
+ * 1. default CM E value if CM file has Gumbel stats
+ * 3. default CM bit score
+ */
+ if(cm->flags & CMH_GUMBEL_STATS) { /* use default CM E-value cutoff */
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "-E");
+ if((status = E2Score(cm, errbuf, cm_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else { /* no Gumbel stats in CM file, use default bit score cutoff */
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "-T");
+ e_cutoff = -1.; /* invalid, we'll never use it */
+ }
+ }
+ else if(! esl_opt_IsDefault(go, "-E")) {
+ if(! (cm->flags & CMH_GUMBEL_STATS))
+ ESL_FAIL(eslEINVAL, errbuf, "-E requires Gumbel statistics in <cm file>. Use cmcalibrate to get Gumbel stats.");
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "-E");
+ if((status = E2Score(cm, errbuf, cm_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "-T")) {
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "-T");
+ e_cutoff = -1.; /* invalid, we'll never use it */
+ if((sc_cutoff < 0.) && (! esl_opt_GetBoolean(go, "--greedy"))) ESL_FAIL(eslEINVAL, errbuf, "with -T <x> option, <x> can only be less than 0. if --greedy also enabled.");
+ }
+ else if(! esl_opt_IsDefault(go, "--ga")) {
+ if(! (cm->flags & CMH_GA))
+ ESL_FAIL(eslEINVAL, errbuf, "No GA gathering threshold in CM file, can't use --ga.");
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = cm->ga;
+ e_cutoff = -1.; /* we'll never use it */
+ }
+ else if(! esl_opt_IsDefault(go, "--tc")) {
+ if(! (cm->flags & CMH_TC))
+ ESL_FAIL(eslEINVAL, errbuf, "No TC trusted cutoff in CM file, can't use --tc.");
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = cm->tc;
+ e_cutoff = -1.; /* we'll never use it */
+ }
+ else if(! esl_opt_IsDefault(go, "--nc")) {
+ if(! (cm->flags & CMH_NC))
+ ESL_FAIL(eslEINVAL, errbuf, "No NC noise cutoff in CM file, can't use --nc.");
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = cm->nc;
+ e_cutoff = -1.; /* we'll never use it */
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No CM cutoff selected. This shouldn't happen.");
+ } /* end of if(! use_hmmonly) */
+ else {
+ if(stype != SEARCH_WITH_HMM) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "search_opts for final round of search has HMMVITERBI or HMMFORWARD flags raised, but is not of type SEARCH_WITH_HMM.");
+ /* Set up CP9 HMM cutoff, either 0 or 1 of 2 options is enabled
+ * esl_opt_IsDefault() returns FALSE even if option is enabled with default value
+ */
+ if(esl_opt_IsDefault(go, "--hmmE") &&
+ esl_opt_IsDefault(go, "--hmmT")) {
+ /* Choose from, in order of priority:
+ * 1. default CP9 E value if CM file has Gumbel stats
+ * 2. default CP9 bit score
+ */
+ if(cm->flags & CMH_GUMBEL_STATS) { /* use default CP9 E-value cutoff */
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "--hmmE");
+ if((status = E2Score(cm, errbuf, cp9_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else { /* no Gumbel stats in CM file, use default bit score cutoff */
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "--hmmT");
+ e_cutoff = -1; /* we'll never use it */
+ }
+ }
+ else if(! esl_opt_IsDefault(go, "--hmmE")) {
+ if(! (cm->flags & CMH_GUMBEL_STATS))
+ ESL_FAIL(eslEINVAL, errbuf, "--hmmE requires Gumbel statistics in <cm file>. Use cmcalibrate to get Gumbel stats.");
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "--hmmE");
+ if((status = E2Score(cm, errbuf, cp9_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "--hmmT")) {
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "--hmmT");
+ e_cutoff = -1.; /* we'll never use this */
+ if((sc_cutoff < 0.) && (! esl_opt_GetBoolean(go, "--hmmgreedy"))) ESL_FAIL(eslEINVAL, errbuf, "with --hmmT <x> option, <x> can only be less than 0. if --hmmgreedy also enabled.");
+ }
+ }
+ /* update the search info, which holds the thresholds */
+ UpdateSearchInfoCutoff(cm, cm->si->nrounds, cutoff_type, sc_cutoff, e_cutoff);
+ ValidateSearchInfo(cm, cm->si);
+ /* DumpSearchInfo(cm->si); */
+ /* done with threshold for final round */
+
+ /* Set up the filters and their thresholds
+ * 1. add a CM filter, if necessary
+ * 2. add a HMM filter, if necessary
+ */
+
+ /* CM filter */
+ add_cyk_filter = esl_opt_GetBoolean(go, "--fcyk");
+ add_inside_filter = esl_opt_GetBoolean(go, "--finside");
+ ESL_DASSERT1((!(add_cyk_filter && add_inside_filter))); /* should be enforced by getopts */
+ if(add_cyk_filter || add_inside_filter) { /* determine thresholds for filters */
+ /* set up CM filter cutoff, either 0 or 1 of 2 options is enabled.
+ * esl_opt_IsDefault() returns FALSE even if option is enabled with default value
+ */
+ if(esl_opt_IsDefault(go, "--fE") &&
+ esl_opt_IsDefault(go, "--fT")) {
+ /* Choose from, in order of priority:
+ * 1. default CM filter E value if CM file has Gumbel stats
+ * 3. default CM filter bit score
+ */
+ if(cm->flags & CMH_GUMBEL_STATS) { /* use default CM E-value cutoff */
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "--fE");
+ if((status = E2Score(cm, errbuf, cm_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else { /* no Gumbel stats in CM file, use default bit score cutoff */
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "--fT");
+ e_cutoff = -1.; /* invalid, we'll never use it */
+ }
+ }
+ else if(! esl_opt_IsDefault(go, "--fE")) {
+ if(! (cm->flags & CMH_GUMBEL_STATS))
+ ESL_FAIL(eslEINVAL, errbuf, "--fE requires Gumbel statistics in <cm file>. Use cmcalibrate to get Gumbel stats.");
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "--fE");
+ if((status = E2Score(cm, errbuf, cm_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "--fT")) {
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "--fT");
+ if((sc_cutoff < 0.) && (! esl_opt_GetBoolean(go, "--fgreedy"))) ESL_FAIL(eslEINVAL, errbuf, "with --fT <x> option, <x> can only be less than 0. if --fgreedy also enabled.");
+ e_cutoff = -1.; /* we'll never use it */
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No CM filter cutoff selected. This shouldn't happen.");
+
+ /* build the ScanMatrix_t for this round, requires calcing dmin, dmax */
+ safe_windowlen = cm->W * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, esl_opt_GetReal(go, "--fbeta"), FALSE, &dmin, &dmax, NULL, NULL))) {
+ free(dmin);
+ free(dmax);
+ dmin = NULL;
+ dmax = NULL;
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000)) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo(), band calculation safe_windowlen big: %d\n", safe_windowlen);
+ }
+ fsmx = cm_CreateScanMatrix(cm, dmax[0], dmin, dmax, esl_opt_GetReal(go, "--fbeta"), TRUE, add_cyk_filter, add_inside_filter);
+ /* add the filter */
+ AddFilterToSearchInfo(cm, add_cyk_filter, add_inside_filter, FALSE, FALSE, FALSE, fsmx, NULL, cutoff_type, sc_cutoff, e_cutoff);
+ ValidateSearchInfo(cm, cm->si);
+ /* DumpSearchInfo(cm->si); */
+ }
+ else if (! esl_opt_IsDefault(go, "--fbeta")) ESL_FAIL(eslEINCOMPAT, errbuf, "--fbeta has an effect with --fcyk or --finside");
+
+ /* HMM filter */
+ /* if --fgiven was enabled, --fhmmviterbi, --fhmmforward could NOT have been selected,
+ * so we won't enter any of the loops below.
+ */
+ add_viterbi_filter = esl_opt_GetBoolean(go, "--fhmmviterbi");
+ add_forward_filter = esl_opt_GetBoolean(go, "--fhmmforward");
+ ESL_DASSERT1((!(add_viterbi_filter && add_forward_filter))); /* should be enforced by getopts */
+
+ if(esl_opt_GetBoolean(go, "--fgiven")) {
+ /* determine filter threshold mode, the mode of final stage of searching, either FTHR_CM_LC,
+ * FTHR_CM_LI, FTHR_CM_GC, FTHR_CM_GI, (can't be an HMM mode b/c getopts enforces --fgiven incompatible with
+ * --viterbi and --forward).
+ */
+
+ if((status = CM2FthrMode(cm, errbuf, cm->search_opts, &fthr_mode)) != eslOK) return status;
+ HMMFilterInfo_t *hfi_ptr = cm->stats->hfiA[fthr_mode]; /* for convenience */
+ if(!(cm->flags & CMH_FILTER_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "set_searchinfo(), --fgiven enabled, but cm's CMH_FILTER_STATS flag is down.");
+ if(hfi_ptr->is_valid == FALSE) ESL_FAIL(eslEINCONCEIVABLE, errbuf, "set_searchinfo(), --fgiven enabled, cm's CMH_FILTER_STATS is raised, but best filter info for fthr_mode %d is invalid.", fthr_mode);
+ ESL_DASSERT1((!add_viterbi_filter)); /* --fhmmviterbi is incompatible with --fgiven, enforced by getopts */
+ ESL_DASSERT1((!add_forward_filter)); /* --fhmmforward is incompatible with --fgiven, enforced by getopts */
+
+ cutoff_type = E_CUTOFF;
+
+ /* determine the appropriate filter cut point <cut_point> to use, for details
+ * see comments in function: searchinfo.c:GetHMMFilterFwdECutGivenCME() for details */
+ if(cm->si->cutoff_type[cm->si->nrounds] == SCORE_CUTOFF) {
+ if((status = GetHMMFilterFwdECutGivenCMBitScore(hfi_ptr, errbuf, cm->si->sc_cutoff[cm->si->nrounds], cfg->dbsize, &cut_point, cm, cm_mode)) != eslOK) return status;
+ /* cm->si->sc_cutoff[cm->si->nrounds] is bit score cutoff used for the final round of searching (when we'll be done filtering) */
+ }
+ else {
+ if((status = GetHMMFilterFwdECutGivenCME(hfi_ptr, errbuf, cm->si->e_cutoff[cm->si->nrounds], cfg->dbsize, &cut_point)) != eslOK) return status;
+ /* cm->si->e_cutoff[cm->si->nrounds] is E cutoff used for the final round of searching (when we'll be done filtering) */
+ }
+ if(cut_point != -1) { /* it's worth it to filter */
+ e_cutoff = hfi_ptr->fwd_E_cut[cut_point] * ((double) cfg->dbsize / (double) hfi_ptr->dbsize);
+ /* check if --hmmEmax applies */
+ if(! (esl_opt_IsDefault(go, "--hmmEmax"))) {
+ e_cutoff = ESL_MIN(e_cutoff, esl_opt_GetReal(go, "--hmmEmax"));
+ }
+ if((status = E2Score(cm, errbuf, cm_mode, e_cutoff, &sc_cutoff)) != eslOK) return status; /* note: use cm_mode, not fthr_mode */
+ add_forward_filter = TRUE;
+ /* TEMPORARY! */
+ /* Predict survival fraction from filter based on E-value, assume average hit length is cfg->avg_hit_len (from QD band calc) */
+ surv_fract = (e_cutoff * ((2. * cm->W) - cfg->avg_hit_len)) / ((double) cfg->dbsize);
+ printf("\n\nsurv_fract: %f\n\n\n", surv_fract);
+ }
+ else { /* it's not worth it to filter, our HMM filter cutoff would be so low,
+ * letting so much of the db survive, the filter is a waste of time */
+ add_forward_filter = FALSE;
+ printf("cut_point -1, always_better FALSE\n");
+ }
+ }
+ else if(add_viterbi_filter || add_forward_filter) { /* determine thresholds for filters */
+ /* Set up HMM cutoff, either 0 or 1 of 3 options is enabled */
+ ESL_DASSERT1((! use_hmmonly)); /* should be enforced by getopts */
+ if(esl_opt_IsDefault(go, "--hmmcalcthr") &&
+ esl_opt_IsDefault(go, "--hmmE") &&
+ esl_opt_IsDefault(go, "--hmmT")) {
+ /* Choose from, in order of priority:
+ * 1. default CP9 E value if CM file has Gumbel stats
+ * 2. default CP9 bit score
+ */
+ if(cm->flags & CMH_GUMBEL_STATS) { /* use default CM E-value cutoff */
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "--hmmE");
+ if((status = E2Score(cm, errbuf, cp9_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else { /* no Gumbel stats in CM file, use default bit score cutoff */
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "--hmmT");
+ e_cutoff = -1.; /* we'll never use this */
+ }
+ }
+ else if(! esl_opt_IsDefault(go, "--hmmcalcthr")) {
+ if(! (cm->flags & CMH_GUMBEL_STATS))
+ ESL_FAIL(eslEINVAL, errbuf, "--hmmcalcthr requires Gumbel statistics in <cm file>. Use cmcalibrate to get Gumbel stats.");
+ cutoff_type = E_CUTOFF;
+ /* this gets overwritten later after threshold is calculated */
+ e_cutoff = esl_opt_GetReal(go, "--hmmE");
+ if((status = E2Score(cm, errbuf, cp9_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "--hmmE")) {
+ if(! (cm->flags & CMH_GUMBEL_STATS))
+ ESL_FAIL(eslEINVAL, errbuf, "--hmmE requires Gumbel statistics in <cm file>. Use cmcalibrate to get Gumbel stats.");
+ cutoff_type = E_CUTOFF;
+ e_cutoff = esl_opt_GetReal(go, "--hmmE");
+ if((status = E2Score(cm, errbuf, cp9_mode, e_cutoff, &sc_cutoff)) != eslOK) return status;
+ }
+ else if(! esl_opt_IsDefault(go, "--hmmT")) {
+ cutoff_type = SCORE_CUTOFF;
+ sc_cutoff = esl_opt_GetReal(go, "--hmmT");
+ e_cutoff = -1.; /* we'll never use this */
+ if((sc_cutoff < 0.) && (! esl_opt_GetBoolean(go, "--hmmgreedy"))) ESL_FAIL(eslEINVAL, errbuf, "with --hmmT <x> option, <x> can only be less than 0. if --hmmgreedy also enabled.");
+ }
+ else ESL_FAIL(eslEINCONCEIVABLE, errbuf, "No HMM filter cutoff selected. This shouldn't happen.");
+ }
+ if(add_viterbi_filter || add_forward_filter) {
+ /* add the filter */
+ AddFilterToSearchInfo(cm, FALSE, FALSE, add_viterbi_filter, add_forward_filter, FALSE, NULL, NULL, cutoff_type, sc_cutoff, e_cutoff);
+ ValidateSearchInfo(cm, cm->si);
+ /*DumpSearchInfo(cm->si); */
+ }
+
+ return eslOK;
+}
+#endif
+#if 0
+/* set_window()
+ * Set cm->W, the window size for scanning.
+ *
+ * 1. cm->W is set to dmax[0] if --noqdb, --viterbi, or --forward enabled after calc'ing QDBs
+ * with beta == cm->beta of (esl_opt_GetReal(go, "--beta")) if that was enabled.
+ * 3. else cm->W was set to cm->dmax[0] in ConfigCM()'s call to ConfigQDB(),
+ * which is what it should be.
+ */
+static int
+set_window(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, CM_t *cm)
+{
+ int use_hmmonly;
+ int do_float;
+ int do_int;
+
+ use_hmmonly = (esl_opt_GetBoolean(go, "--viterbi") || esl_opt_GetBoolean(go, "--forward")) ? TRUE : FALSE;
+
+ if(esl_opt_GetBoolean(go, "--noqdb") || use_hmmonly) {
+ if(cm->dmin != NULL || cm->dmax != NULL)
+ ESL_FAIL(eslEINCONCEIVABLE, errbuf, "--viterbi, --forward or --noqdb enabled, but cm->dmin and cm->dmax non-null. This shouldn't happen.");
+ int *dmin;
+ int *dmax;
+ int safe_windowlen = cm->clen * 2;
+ while(!(BandCalculationEngine(cm, safe_windowlen, cm->beta, 0, &(dmin), &(dmax), NULL, NULL)))
+ {
+ free(dmin);
+ free(dmax);
+ safe_windowlen *= 2;
+ if(safe_windowlen > (cm->clen * 1000))
+ ESL_FAIL(eslEINVAL, errbuf, "ERROR in set_window, safe_windowlen big: %d\n", safe_windowlen);
+ }
+ cm->W = dmax[0];
+ free(dmin);
+ free(dmax);
+ CMLogoddsify(cm); /* QDB calculation invalidates log odds scores */
+ }
+
+ /* Setup ScanMatrix for CYK/Inside scanning functions, we can't
+ * do it in initialize_cm(), b/c it's W dependent; W was just set.
+ * We don't need it if we're only using an HMM though.
+ */
+ if(use_hmmonly) cm->smx = NULL;
+ else {
+ do_float = TRUE;
+ do_int = FALSE;
+ if(cm->search_opts & CM_SEARCH_INSIDE) { do_float = FALSE; do_int = TRUE; }
+ cm_CreateScanMatrixForCM(cm, do_float, do_int);
+ if(cm->smx == NULL) cm_Fail("set_window(), use_hmmonly is FALSE, CreateScanMatrixForCM() call failed, mx is NULL.");
+ }
+
+ return eslOK;
+}
+#endif
+#if 0
+
+/* read_qdb_file()
+ * Read QDBs from a file outputted from cmbuild. Only useful for testing/debugging,
+ */
+static int
+read_qdb_file(FILE *fp, CM_t *cm, int *dmin, int *dmax)
+{
+ int status;
+ char *buf;
+ int n; /* length of buf */
+ char *s;
+ int M; /* number of states in model */
+ int v; /* counter for states */
+ char *tok;
+ int toklen;
+ int read_v;
+
+ /* format of QDB file:
+ * line 1 :<cm->M>
+ * lines 2 -> M+1 :<v> <dmin> <dmax> */
+
+ buf = NULL;
+ n = 0;
+ if (feof(fp) || (status = esl_fgets(&buf, &n, fp)) != eslOK) goto ERROR;
+
+ s = buf;
+ if ((status = esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto ERROR;
+ if (! is_integer(tok)) goto ERROR;
+ M = atoi(tok);
+ if(M != cm->M) goto ERROR;
+
+ v = 0;
+ while ((status = esl_fgets(&buf, &n, fp)) == eslOK)
+ {
+ if (strncmp(buf, "//", 2) == 0)
+ break;
+ s = buf;
+ if ((status = esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto ERROR;
+ if (! is_integer(tok)) { status = eslEINVAL; goto ERROR; }
+ read_v = atoi(tok);
+ if(v != read_v) goto ERROR;
+
+ if ((status = esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto ERROR;
+ if (! is_integer(tok)) { status = eslEINVAL; goto ERROR; }
+ dmin[v] = atoi(tok);
+
+ if ((status = esl_strtok(&s, " \t\n", &tok, &toklen)) != eslOK) goto ERROR;
+ if (! is_integer(tok)) { goto ERROR; }
+ dmax[v] = atoi(tok);
+
+ v++;
+ }
+ if(v != M) { status = eslEINVAL; goto ERROR; }
+ if(status != eslOK) goto ERROR;
+
+ if (buf != NULL) free(buf);
+ return eslOK;
+
+ ERROR:
+ if (cm != NULL) FreeCM(cm);
+ if (buf != NULL) free(buf);
+ return status;
+}
+#endif
+#if
+//extern float MinScCutoff (CM_t *cm, SearchInfo_t *si, int n);
+/*
+ * Function: MinScCutoff
+ * Date: EPN, Mon May 7 17:36:56 2007
+ *
+ * Purpose: Return the minimum bit score cutoff for CM
+ * for round n in SearchInfo_t si.
+ * Trivial if si->cutoff_type[n] == SCORE_CUTOFF,
+ * but if E_CUTOFF return minimal bit score across
+ * all partitions for the E cutoff in the
+ * appropriate search algorithm.
+ *
+ */
+float MinScCutoff (CM_t *cm, SearchInfo_t *si, int n)
+{
+ float E, low_sc, sc;
+ int cm_mode, cp9_mode, gum_mode;
+ int p;
+
+ /* contract check */
+ if(si == NULL) cm_Fail("MinCMScCutoff(), si == NULL.\n");
+ if(n > si->nrounds) cm_Fail("MinCMScCutoff(), n (%d) > si->nrounds\n", n, si->nrounds);
+
+ if(si->cutoff_type[n] == SCORE_CUTOFF) return si->sc_cutoff[n];
+
+ /* if we get here, cutoff_type is E_CUTOFF we better have stats */
+ ESL_DASSERT1((si->cutoff_type[n] == E_CUTOFF));
+ if(!(cm->flags & CMH_GUMBEL_STATS)) cm_Fail("ERROR in MinScCutoff, cutoff type E value, but no stats.\n");
+
+ /* Determine appropriate Gumbel mode */
+ CM2Gumbel_mode(cm, si->search_opts[n], &cm_mode, &cp9_mode);
+ E = si->e_cutoff[n];
+
+ if(si->stype[n] == SEARCH_WITH_HMM) {
+ ESL_DASSERT1(((si->search_opts[n] & CM_SEARCH_HMMVITERBI) || (si->search_opts[n] & CM_SEARCH_HMMFORWARD)));
+ gum_mode = cp9_mode;
+ }
+ else if (si->stype[n] == SEARCH_WITH_CM) {
+ ESL_DASSERT1((! ((si->search_opts[n] & CM_SEARCH_HMMVITERBI) || (si->search_opts[n] & CM_SEARCH_HMMFORWARD))));
+ gum_mode = cm_mode;
+ }
+ else cm_Fail("MinScCutoff(), asking for E-value cutoff for SEARCH_WITH_HYBRID search round.\n");
+
+ low_sc = cm->stats->gumAA[cm_mode][0]->mu -
+ (log(E) / cm->stats->gumAA[gum_mode][0]->lambda);
+ for (p = 1; p < cm->stats->np; p++) {
+ sc = cm->stats->gumAA[gum_mode][p]->mu -
+ (log(E) / cm->stats->gumAA[gum_mode][p]->lambda);
+ if (sc < low_sc) low_sc = sc;
+ }
+ return (low_sc);
+}
+#endif
+
+
+/* EPN, Mon Feb 4 15:55:43 2008
+ * Working in ~/notebook/7_0127_inf_hmm2ij_simple/
+ * cleaning up old versions of functions that were developed
+ * during that notebook directory's duration of work.
+ */
+/*********************************************************************
+ * Function: hmm2ij_newer()
+ *
+ *
+ * Args:
+ * cm the cm
+ * i0 first position of seq
+ * j0 last position of seq
+ * int *imin imin[v] = first position in band on i for state v
+ * int *imax imax[v] = last position in band on i for state v
+ * int *jmin jmin[v] = first position in band on j for state v
+ * int *jmax jmax[v] = last position in band on j for state v
+ */
+int
+hmm2ij_newer(CM_t *cm, char *errbuf, CP9Bands_t *cp9b, CP9Map_t *cp9map, int i0, int j0, int doing_search, int debug_level)
+{
+
+ int status;
+ int v;
+
+ /* ptrs to cp9b data, for convenience */
+ int *pn_min_m; /* pn_min_m[k] = first position in HMM band for match state of HMM node k */
+ int *pn_max_m; /* pn_max_m[k] = last position in HMM band for match state of HMM node k */
+ int *pn_min_i; /* pn_min_i[k] = first position in HMM band for insert state of HMM node k */
+ int *pn_max_i; /* pn_max_i[k] = last position in HMM band for insert state of HMM node k */
+ int *pn_min_d; /* pn_min_d[k] = first position in HMM band for delete state of HMM node k */
+ int *pn_max_d; /* pn_max_d[k] = last position in HMM band for delete state of HMM node k */
+ int *imin; /* imin[v] = first position in band on i for state v to be filled in this function. [1..M] */
+ int *imax; /* imax[v] = last position in band on i for state v to be filled in this function. [1..M] */
+ int *jmin; /* jmin[v] = first position in band on j for state v to be filled in this function. [1..M] */
+ int *jmax; /* jmax[v] = last position in band on j for state v to be filled in this function. [1..M] */
+
+ int nd; /* counter over CM nodes. */
+ int y; /* counters over children states */
+ /* Contract checks */
+
+ if (cp9b == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), cp9b is NULL.\n");
+ if(!((cm->align_opts & CM_ALIGN_HBANDED) || (cm->search_opts & CM_SEARCH_HBANDED))) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), CM_ALIGN_HBANDED and CM_SEARCH_HBANDED flags both down, exactly 1 must be up.\n");
+ if(i0 < 1) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), i0 < 1: %d\n", i0);
+ if(j0 < 1) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), j0 < 1: %d\n", j0);
+ if(j0 < i0) ESL_FAIL(eslEINCOMPAT, errbuf, "cp9_HMM2ijBands(), i0 (%d) < j0 (%d)\n", i0, j0);
+
+ pn_min_m = cp9b->pn_min_m;
+ pn_max_m = cp9b->pn_max_m;
+ pn_min_i = cp9b->pn_min_i;
+ pn_max_i = cp9b->pn_max_i;
+ pn_min_d = cp9b->pn_min_d;
+ pn_max_d = cp9b->pn_max_d;
+ imin = cp9b->imin;
+ imax = cp9b->imax;
+ jmin = cp9b->jmin;
+ jmax = cp9b->jmax;
+
+#if 0
+ /* Initialize all *min bands to INT_MAX and *max bands to -INT_MAX */
+ esl_vec_ISet(imin, cm->M, INT_MAX);
+ esl_vec_ISet(imax, cm->M, -INT_MAX);
+ esl_vec_ISet(jmin, cm->M, INT_MAX);
+ esl_vec_ISet(jmax, cm->M, -INT_MAX);
+#endif
+ /* Initialize all *min bands to INT_MAX and *max bands to -INT_MAX */
+ esl_vec_ISet(imin, cm->M, -1);
+ esl_vec_ISet(imax, cm->M, -1);
+ esl_vec_ISet(jmin, cm->M, -1);
+ esl_vec_ISet(jmax, cm->M, -1);
+
+ /* TEMPORARY to deal with incorrect handling of delete off-by-one in cp9_FB2HMMBandsWithSums() */
+ int k;
+ for(k = 0; k <= cm->cp9->M; k++) {
+ if(pn_min_d[k] != -1) pn_min_d[k]--;
+ if(pn_min_d[k] != -1) pn_max_d[k]--;
+ }
+
+ ////cp9_DebugPrintHMMBands(stdout, j0, cp9b, cm->tau, 1);
+
+ /* Step 2: Traverse nodes from cpos = 1..clen using a stack and filling
+ * in i and j bands (imin, imax, jmin, jmax) for all states that
+ * don't map to HMM states.
+ */
+ ESL_STACK *pda;
+ ESL_STACK *pda2;
+ int on_right;
+ int abv_ss_imin, abv_ss_imax, abv_ss_jmin, abv_ss_jmax;
+ int blw_ss_imin, blw_ss_imax, blw_ss_jmin, blw_ss_jmax;
+ int ss_imin, ss_imax, ss_jmin, ss_jmax;
+ int sd;
+ int w;
+ int just_saw_begl_on_right = FALSE;
+#if 0
+ abv_ss_imin = blw_ss_imin = i0;
+ abv_ss_imax = blw_ss_imax = j0+1;
+ abv_ss_jmin = blw_ss_jmin = i0-1;
+ abv_ss_jmax = blw_ss_jmax = j0;
+#endif
+ abv_ss_imin = abv_ss_jmin = blw_ss_imin = blw_ss_jmin = INT_MAX;
+ abv_ss_imax = abv_ss_jmax = blw_ss_imax = blw_ss_jmax = -INT_MAX;
+ ///if(! doing_search) { abv_ss_imin = i0; abv_ss_jmax = j0; } /* this will make ROOT_S necessarily have imin[0] = i0, jmax[0] = j0, which
+ ///* is mandatory if we're aligning, b/c we have to align the full seq */
+
+ nd = 0;
+ if ((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ if ((pda2 = esl_stack_ICreate()) == NULL) goto ERROR;
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR; /* 0 = left side. 1 would = right side. */
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ while (esl_stack_IPop(pda, &nd) != eslEOD)
+ {
+ esl_stack_IPop(pda, &on_right);
+
+ /* begin temporary block */
+ if (just_saw_begl_on_right) { if((cm->ndtype[nd] != BEGR_nd) || on_right) cm_Fail("you don't get it (1)."); }
+ else { if((cm->ndtype[nd] == BEGR_nd) && (! on_right)) cm_Fail("you don't get it (2)."); }
+ just_saw_begl_on_right = FALSE;
+ /* end temporary block */
+
+ if (on_right)
+ {
+ ////printf("on right nd: %d\n", nd);
+ if(cm->ndtype[nd] == BIF_nd) { /* special case, set i bands based on left child, j bands based on right child */
+ esl_stack_IPop(pda2, &blw_ss_imax);
+ esl_stack_IPop(pda2, &blw_ss_imin);
+
+ v = cm->nodemap[nd];
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+ imin[v] = imin[w];
+ imax[v] = imax[w];
+ jmin[v] = jmin[y];
+ jmax[v] = jmax[y];
+ }
+ else {
+ HMM2ijBandsForNode(cm, cp9b, cp9map, nd, i0, &ss_imin, &ss_imax, &ss_jmin, &ss_jmax);
+
+ if(cm->ndtype[nd] != BEGR_nd) { /* HACK! justify this, reason is that BEGR only has an insert, and we can set
+ * that insert in HMM2ijBnadsForNode if it has an explicit band from the HMM,
+ * but that shouldn't impact our implicit band on BEGR...
+ */
+ if(ss_imin != -1) blw_ss_imin = ss_imin;
+ if(ss_imax != -1) blw_ss_imax = ss_imax;
+ if(ss_jmin != -1) blw_ss_jmin = ss_jmin;
+ if(ss_jmax != -1) blw_ss_jmax = ss_jmax;
+ }
+ /* pop off {s,i}_{i,j}{min,max} if they're not -1, update cur_{s,i}_{i,j}{min, max} */
+ esl_stack_IPop(pda, &abv_ss_jmax);
+ esl_stack_IPop(pda, &abv_ss_jmin);
+ esl_stack_IPop(pda, &abv_ss_imax);
+ esl_stack_IPop(pda, &abv_ss_imin);
+ ss_imin = ESL_MIN(abv_ss_imin, blw_ss_imin);
+ ss_imax = ESL_MAX(abv_ss_imax, blw_ss_imax);
+ ss_jmin = ESL_MIN(abv_ss_jmin, blw_ss_jmin);
+ ss_jmax = ESL_MAX(abv_ss_jmax, blw_ss_jmax);
+ if(ss_imin == INT_MAX) ss_imin = i0;
+ if(ss_imax == -INT_MAX) ss_imax = j0+1;
+ if(ss_jmin == INT_MAX) ss_jmin = i0-1;
+ if(ss_jmax == -INT_MAX) ss_jmax = j0;
+
+ ////printf("nd: %4d abv (%11d %11d %11d %11d)\n", nd, abv_ss_imin, abv_ss_imax, abv_ss_jmin, abv_ss_jmax);
+ ////printf("nd: %4d blw (%11d %11d %11d %11d)\n", nd, blw_ss_imin, blw_ss_imax, blw_ss_jmin, blw_ss_jmax);
+ ////printf("nd: %4d bst (%11d %11d %11d %11d)\n", nd, ss_imin, ss_imax, ss_jmin, ss_jmax);
+
+ if(cm->ndtype[nd] == BEGL_nd) { /* reset blw_ss_{i,j}{min,max} to their initial values for next stem */
+ //// printf("HEYA resetting blw_ss_imin: %d blw_ss_imax: %d blw_ss_jmin: %d blw_ss_jmax: %d\n", blw_ss_imin, blw_ss_imax, blw_ss_jmin, blw_ss_jmax);
+ if ((status = esl_stack_IPush(pda2, blw_ss_imin)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda2, blw_ss_imax)) != eslOK) goto ERROR;
+ abv_ss_imin = abv_ss_jmin = blw_ss_imin = blw_ss_jmin = INT_MAX;
+ abv_ss_imax = abv_ss_jmax = blw_ss_imax = blw_ss_jmax = -INT_MAX;
+ ///blw_ss_imin = blw_ss_jmin = INT_MAX;
+ ///blw_ss_imax = blw_ss_jmax = -INT_MAX;
+ just_saw_begl_on_right = TRUE;
+ }
+ }
+ /* set bands for states in node nd */
+ /* the split set states */
+ for(v = cm->nodemap[nd]; v < (cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd])); v++) {
+ sd = StateDelta(cm->sttype[v]);
+#if 0
+ if(imin[v] == -1) {
+ printf("!i v: %d setting imin[v] as MIN(ss_imin: %d (jmin[v]-sd+1): %d)\n", v, ss_imin, jmin[v]-sd+1);
+ imin[v] = (jmin[v] == -1) ? ss_imin : ESL_MIN(ss_imin, (jmin[v] - sd + 1)); /* if jmin != INT_MAX, we set jmin explicitly based on an HMM band and we enforce that jmin[v] - imin[v] +1 >= sd */
+ }
+ if(imax[v] == -1) imax[v] = ss_imax;
+ if(jmin[v] == -1) {
+ printf("!j v: %d setting jmin[v] as MIN(ss_jmin: %d (imin[v]+sd-1): %d)\n", v, ss_jmin, imin[v]+sd-1);
+ jmin[v] = ESL_MAX(ss_jmin, (imin[v] + sd - 1)); /* enforces that jmin[v] - imin[v] +1 >= sd, if jmin[v] - imin[v] + 1 < sd, there is no valid i for which j == jmin[v] is valid (d will be < sd) */
+ }
+ if(jmax[v] == -1) jmax[v] = ss_jmax;
+#endif
+#if 1
+ if(imin[v] == -1) imin[v] = ss_imin;
+ if(imax[v] == -1) imax[v] = ss_imax;
+ if(jmin[v] == -1) jmin[v] = ESL_MAX(ss_jmin, i0+sd-1); /* j must be at least i0+sd-1, that is i0 for singlet emitters, i0+1 for MP states */
+ if(jmax[v] == -1) jmax[v] = ESL_MAX(ss_jmax, i0+sd-1); /* j must be at least i0+sd-1, that is i0 for singlet emitters, i0+1 for MP states */
+#endif
+ }
+ }
+ else
+ {
+ if (cm->ndtype[nd] == BIF_nd)
+ {
+ /* BIF is special, we infer bands from left and right child, no pushing nec */
+ /* push the BIF back on for its right side */
+ if ((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ /* push node index for right child */
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->ndidx[cm->cnum[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ /* push node index for left child */
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, cm->ndidx[cm->cfirst[cm->nodemap[nd]]])) != eslOK) goto ERROR;
+ }
+ else
+ {
+ HMM2ijBandsForNode(cm, cp9b, cp9map, nd, i0, &ss_imin, &ss_imax, &ss_jmin, &ss_jmax);
+
+ if(ss_imin != -1) abv_ss_imin = ss_imin;
+ if(ss_imax != -1) abv_ss_imax = ss_imax;
+ if(ss_jmin != -1) abv_ss_jmin = ss_jmin;
+ if(ss_jmax != -1) abv_ss_jmax = ss_jmax;
+ /* push bands to stack */
+ if ((status = esl_stack_IPush(pda, abv_ss_imin)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, abv_ss_imax)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, abv_ss_jmin)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, abv_ss_jmax)) != eslOK) goto ERROR;
+ /* push the node back on for right side */
+ if ((status = esl_stack_IPush(pda, 1)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd)) != eslOK) goto ERROR;
+ /* push child node on */
+ if (cm->ndtype[nd] != END_nd) {
+ if ((status = esl_stack_IPush(pda, 0)) != eslOK) goto ERROR;
+ if ((status = esl_stack_IPush(pda, nd+1)) != eslOK) goto ERROR;
+ }
+ }
+ }
+ }
+ if(! doing_search) { /* if we're aligning the full seq must be aligned at the root state */
+ imin[0] = imin[1] = i0; /* first residue must be in subtree of ROOT_S and IFF ROOT_IL is used, of ROOT_IL also */
+ jmax[0] = jmax[1] = jmax[2] = j0; /* final residue must be in subtree of ROOT_S and IFF ROOT_IL is used and/or ROOT_IR is used, of them also */
+ }
+
+ for (v = 0; v < cm->M; v++) {
+ /* TEMPORARY */ if(StateIsDetached(cm, v)) imin[v] = imax[v] = jmin[v] = jmax[v] = i0;
+ }
+ ////debug_print_ij_bands(cm);
+
+
+ /* AT THIS POINT ALL BANDS SHOULD BE WITHIN VALID RANGE! */
+ /* EVENTUALLY WHEN --simple IS DEFAULT, PUT THIS IN cp9_validateBands() */
+ //ESL_DPRINTF1(("i0: %d j0: %d\n", i0, j0));
+ ////printf("i0: %d j0: %d\n", i0, j0);
+ for (v = 0; v < cm->M; v++) {
+ sd = StateDelta(cm->sttype[v]);
+
+ //ESL_DPRINTF1(("v: %4d in: %4d ix: %4d jn: %4d jx: %4d\n", v, imin[v], imax[v], jmin[v], jmax[v]));
+ ////printf("v: %4d in: %4d ix: %4d jn: %4d jx: %4d\n", v, imin[v], imax[v], jmin[v], jmax[v]);
+ ESL_DASSERT1((imin[v] >= (i0))); /* min allowed i is i0 */
+ ESL_DASSERT1((imax[v] >= (i0))); /* min allowed i is i0 */
+ ESL_DASSERT1((imin[v] <= (j0+1))); /* max allowed i is j0+1 */
+ ESL_DASSERT1((imax[v] <= (j0+1))); /* max allowed i is j0+1 */
+ ESL_DASSERT1((jmin[v] >= (i0-1))); /* min allowed j is i0-1 */
+ ESL_DASSERT1((jmax[v] >= (i0-1))); /* min allowed j is i0-1 */
+ ESL_DASSERT1((jmin[v] <= (j0))); /* max allowed j is j0 */
+ ESL_DASSERT1((jmax[v] <= (j0))); /* max allowed j is j0 */
+
+ ESL_DASSERT1((imax[v] >= imin[v])); /* imax[v] >= imin[v] */
+ ESL_DASSERT1((jmax[v] >= jmin[v])); /* jmax[v] >= jmin[v] */
+
+ ESL_DASSERT1(((jmax[v]-imin[v]+1) <= (j0-i0+1))); /* largest possible d is max j - max i + 1 = j0-i0+1 */
+
+ assert(imin[v] >= (i0)); /* min allowed i is i0 */
+ assert(imax[v] >= (i0)); /* min allowed i is i0 */
+ assert(imin[v] <= (j0+1)); /* max allowed i is j0+1 */
+ assert(imax[v] <= (j0+1)); /* max allowed i is j0+1 */
+ assert(jmin[v] >= (i0-1)); /* min allowed j is i0-1 */
+ assert(jmax[v] >= (i0-1)); /* min allowed j is i0-1 */
+ assert(jmin[v] <= (j0)); /* max allowed j is j0 */
+ assert(jmax[v] <= (j0)); /* max allowed j is j0 */
+
+ assert(imax[v] >= imin[v]); /* imax[v] >= imin[v] */
+ assert(jmax[v] >= jmin[v]); /* jmax[v] >= jmin[v] */
+
+ assert((jmax[v]-imin[v]+1) <= (j0-i0+1)); /* largest possible d is max j - min i + 1 = j0-i0+1 */
+ }
+
+ /* Step 3: Enforce safe transitions.
+ * Goal is to enforce there's at least 1 valid path through the model.
+ */
+ int child_imin, child_imax, child_jmin, child_jmax;
+ int *v_is_r, *r_imin, *r_imax, *r_jmin, *r_jmax; /* r = reachable */
+ int *nd_is_r, *nd_r_imin, *nd_r_imax, *nd_r_jmin, *nd_r_jmax; /* r = reachable */
+ int sdl, sdr;
+ int y_nd, w_nd;
+ ESL_ALLOC(v_is_r, sizeof(int) * cm->M);
+ ESL_ALLOC(r_imin, sizeof(int) * cm->M);
+ ESL_ALLOC(r_imax, sizeof(int) * cm->M);
+ ESL_ALLOC(r_jmin, sizeof(int) * cm->M);
+ ESL_ALLOC(r_jmax, sizeof(int) * cm->M);
+ ESL_ALLOC(nd_is_r, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_imin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_imax, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_jmin, sizeof(int) * cm->nodes);
+ ESL_ALLOC(nd_r_jmax, sizeof(int) * cm->nodes);
+
+ esl_vec_ISet(v_is_r, cm->M, FALSE);
+ esl_vec_ISet(nd_is_r, cm->nodes, FALSE);
+
+#if 0
+ for (v = 0; v < cm->M; v++) {
+ r_imin[v] = imin[v];
+ r_imax[v] = imax[v];
+ r_jmin[v] = jmin[v];
+ r_jmax[v] = jmax[v];
+ }
+
+ for (nd = 0; nd < cm->nodes; nd++) {
+ v0 = cm->nodemap[nd];
+ nd_r_imin[nd] = imin[v0];
+ nd_r_imax[nd] = imax[v0];
+ nd_r_jmin[nd] = jmin[v0];
+ nd_r_jmax[nd] = jmax[v0];
+ }
+#endif
+ for (v = 0; v < cm->M; v++) {
+ r_imin[v] = INT_MAX;
+ r_imax[v] = -INT_MAX;
+ r_jmin[v] = INT_MAX;
+ r_jmax[v] = -INT_MAX;
+ }
+
+ for (nd = 0; nd < cm->nodes; nd++) {
+ nd_r_imin[nd] = INT_MAX;
+ nd_r_imax[nd] = -INT_MAX;
+ nd_r_jmin[nd] = INT_MAX;
+ nd_r_jmax[nd] = -INT_MAX;
+ }
+
+ ////printf("safe parse check\n");
+ nd_is_r[0] = TRUE;
+ v_is_r[0] = TRUE;
+ r_imin[0] = nd_r_imin[0] = imin[0];
+ r_imax[0] = nd_r_imax[0] = imax[0];
+ r_jmin[0] = nd_r_jmin[0] = jmin[0];
+ r_jmax[0] = nd_r_jmax[0] = jmax[0];
+
+ for (nd = 0; nd < cm->nodes; nd++) {
+ for (v = cm->nodemap[nd]; v < (cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd])); v++) {
+ if(StateIsDetached(cm, v)) { ; }
+ else if(cm->sttype[v] == E_st) {
+ if((r_imin[v] <= r_imax[v] && r_jmin[v] <= r_jmax[v]) && ((r_imax[v] - r_jmin[v] - 1) >= 0)) {
+ /* END state v is reachable for some i, j such that j-i+1 = d = 0 (which is required for E states) */
+ v_is_r[v] = TRUE;
+ nd_is_r[nd] = TRUE;
+ }
+ else { /* no possible i, j such that j-i+1 = d = 0, this means E is unreachable (d must be 0 for end states */
+ v_is_r[v] = FALSE;
+ nd_is_r[nd] = FALSE;
+ //printf("END_E nd: %d v: %d unreachable!\n", nd, v);
+ //return eslOK;
+ }
+ }
+ else if (cm->sttype[v] == B_st) {
+ /* same loop as if v != B_st, (the else case below) but we know sdl = sdr = 0, and we have two children BEGL_S and BEGR_S */
+ if((r_imin[v] <= r_imax[v] && r_jmin[v] <= r_jmax[v]) && ((r_jmax[v] - r_imin[v] + 1) >= sd)) {
+ /* v is reachable for some i, j */
+ v_is_r[v] = TRUE;
+ nd_is_r[nd] = TRUE;
+ w = cm->cfirst[v]; /* BEGL_S */
+ y = cm->cnum[v]; /* BEGR_S */
+
+ r_imin[w] = ESL_MAX(imin[w], imin[v]);
+ r_imax[w] = ESL_MIN(imax[w], imax[v]);
+ r_jmin[w] = jmin[w];
+ r_jmax[w] = jmax[w];
+ w_nd = cm->ndidx[w];
+ nd_r_imin[w_nd] = r_imin[w];
+ nd_r_imax[w_nd] = r_imax[w];
+ nd_r_jmin[w_nd] = r_jmin[w];
+ nd_r_jmax[w_nd] = r_jmax[w];
+
+ r_imin[y] = imin[y];
+ r_imax[y] = imax[y];
+ r_jmin[y] = ESL_MAX(jmin[y], jmin[v]);
+ r_jmax[y] = ESL_MIN(jmax[y], jmax[v]);
+ y_nd = cm->ndidx[y];
+ nd_r_imin[y_nd] = r_imin[y];
+ nd_r_imax[y_nd] = r_imax[y];
+ nd_r_jmin[y_nd] = r_jmin[y];
+ nd_r_jmax[y_nd] = r_jmax[y];
+
+ if(r_jmax[w] < (r_imin[y]-1)) {
+ cm_Fail("BEGL_S state w: %d nd: %d and BEGR_S state y: %d nd: %d bands fail to touch, residues %d to %d cannot be emitted!\n", w, w_nd, y, y_nd, r_jmax[w]+1, r_imin[y]-1);
+ ////printf("BEGL_S state w: %d nd: %d and BEGR_S state y: %d nd: %d bands fail to touch, residues %d to %d cannot be emitted! (unreachable cm) \n", w, w_nd, y, y_nd, r_jmax[w]+1, r_imin[y]-1);
+ return eslOK;
+ }
+ }
+ else { /* v is not reachable for any i, j */
+ v_is_r[v] = FALSE;
+ }
+ }
+ else {
+ sdl = StateLeftDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ sd = sdl + sdr;
+ if((r_imin[v] <= r_imax[v] && r_jmin[v] <= r_jmax[v]) && ((r_jmax[v] - r_imin[v] + 1) >= sd)) {
+ /* v is reachable for some i, j */
+ v_is_r[v] = TRUE;
+ nd_is_r[nd] = TRUE;
+ child_imin = r_imin[v] + sdl;
+ child_imax = r_imax[v] + sdl;
+ child_jmin = r_jmin[v] - sdr;
+ child_jmax = r_jmax[v] - sdr;
+ if(cm->sttype[v] == IL_st) child_imax = ESL_MAX(child_imax, (imax[v]+1));
+ if(cm->sttype[v] == IR_st) child_jmin = ESL_MIN(child_jmin, (jmin[v]-1));
+ for(y = cm->cfirst[v]; y < (cm->cfirst[v] + cm->cnum[v]); y++) {
+ r_imin[y] = ESL_MIN(r_imin[y], ESL_MAX(imin[y], child_imin));
+ r_imax[y] = ESL_MAX(r_imax[y], ESL_MIN(imax[y], child_imax));
+ r_jmin[y] = ESL_MIN(r_jmin[y], ESL_MAX(jmin[y], child_jmin));
+ r_jmax[y] = ESL_MAX(r_jmax[y], ESL_MIN(jmax[y], child_jmax));
+ ////printf("\tv: %d y: %d (%11d %11d %11d %11d)\n", v, y, r_imin[y], r_imax[y], r_jmin[y], r_jmax[y]);
+ y_nd = cm->ndidx[y];
+ nd_r_imin[y_nd] = ESL_MIN(nd_r_imin[y_nd], r_imin[y]);
+ nd_r_imax[y_nd] = ESL_MAX(nd_r_imax[y_nd], r_imax[y]);
+ nd_r_jmin[y_nd] = ESL_MIN(nd_r_jmin[y_nd], r_jmin[y]);
+ nd_r_jmax[y_nd] = ESL_MAX(nd_r_jmax[y_nd], r_jmax[y]);
+ if(cm->sttype[v] == IL_st && cm->sttype[y] == IR_st) { imax[y] = ESL_MAX(imax[y], imax[v]+1); } /* talk about a hack... ILs and IRs in the same state cause some weird situations,
+ * here I'm enforcing that we can reach an IR from an IL in the same state no matter
+ * what, this is to avoid problems downstream */
+ }
+ }
+ else { /* v is not reachable for any i, j */
+ v_is_r[v] = FALSE;
+ }
+ } /* end of if v != B_st */
+
+ ////printf("ck v %4s %2s %4d R %d (%11d %11d %11d %11d)\n", Nodetype(cm->ndtype[nd]), Statetype(cm->sttype[v]), v, v_is_r[v], r_imin[v], r_imax[v], r_jmin[v], r_jmax[v]);
+ } /* end of for (v) loop */
+ ////printf("ck nd %4s %4d R %d (%11d %11d %11d %11d)\n", Nodetype(cm->ndtype[nd]), nd, nd_is_r[nd], nd_r_imin[nd], nd_r_imax[nd], nd_r_jmin[nd], nd_r_jmax[nd]);
+ ////printf("\n");
+ if(nd_is_r[nd] == FALSE) {
+ cm_Fail("node %d is unreachable\n", nd);
+ ////printf("! node %d is unreachable cm\n", nd);
+ return eslOK;
+ }
+ }
+ ////printf("all nodes reachable\n");
+
+ /* a final check to make sure we didn't mess up */
+ /* make sure each residue can be emitted by at least one emitter */
+ for(v = 0; v < cm->M; v++) {
+ sdl = StateLeftDelta(cm->sttype[v]);
+ sdr = StateRightDelta(cm->sttype[v]);
+ /* HERE HERE HERE */
+ }
+
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error.\n");
+}
+
+
+/* Function: HMM2ijBandsForNode()
+ *
+ * Purpose: Given HMM bands, determine the min and max bands on
+ * i for a CM node.
+ */
+int
+HMM2ijBandsForNode(CM_t *cm, CP9Bands_t *cp9b, CP9Map_t *cp9map, int nd, int i0,
+ int *ret_ss_imin, int *ret_ss_imax, int *ret_ss_jmin, int *ret_ss_jmax)
+{
+ int ss_imin, ss_imax, ss_jmin, ss_jmax;
+ int v;
+
+ ss_imin = ss_jmin = INT_MAX;
+ ss_imax = ss_jmax = -INT_MAX;
+
+ for(v = cm->nodemap[nd]; v < cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd]); v++) {
+ if(cp9map->cs2hn[v][0] != -1) {
+ /* MATCH state */
+ if(StateMapsMatch(cm->stid[v])) {
+ if(StateMapsLeft(cm->stid[v])) {
+ cp9b->imin[v] = cp9b->pn_min_m[cp9map->cs2hn[v][0]];
+ cp9b->imax[v] = cp9b->pn_max_m[cp9map->cs2hn[v][0]];
+ if(cp9b->imin[v] != -1) ss_imin = ESL_MIN(ss_imin, cp9b->imin[v]);
+ if(cp9b->imax[v] != -1) ss_imax = ESL_MAX(ss_imax, cp9b->imax[v]+1);
+ /* +1 above allows left emission, i will increment by 1, note: we don't
+ * have to ensure cp9b->imax[v]+1 <= (j0+1) (i think) b/c pn_max_m[k] <= j0 */
+ }
+ else { /* state must map right */
+ ESL_DASSERT1((StateMapsRight(cm->stid[v])));
+ cp9b->jmin[v] = cp9b->pn_min_m[cp9map->cs2hn[v][0]];
+ cp9b->jmax[v] = cp9b->pn_max_m[cp9map->cs2hn[v][0]];
+ if(cp9b->jmin[v] != -1) ss_jmin = ESL_MIN(ss_jmin, cp9b->jmin[v]-1);
+ /* -1 above allows right emission, j will decrement by 1, note: we don't
+ * have to ensure cp9b->jmin[v]-1 >= (i0-1) (i think) b/c pn_min_m[k] >= i0 */
+ if(cp9b->jmax[v] != -1) ss_jmax = ESL_MAX(ss_jmax, cp9b->jmax[v]);
+ }
+ if(cm->stid[v] == MATP_MP) { /* special case, only match state type that can map to two HMM states,
+ * also special [*1*] b/c jmin[v] >= i0+1 and jmax[v] >= i0+1 b/c
+ * MATP_MP's emit left and right, so i emitted from MP >= i0, thus j emitted from
+ * MP >= i0+1.
+ */
+ ESL_DASSERT1((cp9map->cs2hn[v][1] != -1));
+ if(cp9b->pn_max_m[cp9map->cs2hn[v][1]] == i0) { /* special case (see [*1*] above), HMM tells us right half of MP state must emit first residue
+ * in sequence (i0, this is probably very rare); in this case we ignore the HMM */
+ ESL_DASSERT1((pn_min_m[cp9map->cs2hn[v][1]] == i0));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -1; /* ignore hmm */
+ }
+ else if (cp9b->pn_min_m[cp9map->cs2hn[v][1]] == i0) { /* special case (see [*1*] above), HMM tells us right half of MP state could possibly
+ * emit first residue (i0), we ignore it and say the leftmost residue it could emit is i0+1 */
+ cp9b->jmin[v] = i0 + 1; /* pad 1 onto what the hmm thought */
+ cp9b->jmax[v] = cp9b->pn_max_m[cp9map->cs2hn[v][1]];
+ }
+ else {
+ cp9b->jmin[v] = cp9b->pn_min_m[cp9map->cs2hn[v][1]];
+ cp9b->jmax[v] = cp9b->pn_max_m[cp9map->cs2hn[v][1]];
+ if(cp9b->jmin[v] != -1) ss_jmin = ESL_MIN(ss_jmin, cp9b->jmin[v]-1);
+ /* -1 above allows right emission, j will decrement by 1, note: we don't
+ * have to ensure cp9b->jmin[v]-1 >= (i0-1) (i think) b/c pn_min_m[k] >= i0 */
+ if(cp9b->jmax[v] != -1) ss_jmax = ESL_MAX(ss_jmax, cp9b->jmax[v]);
+ }
+ }
+ }
+ /* INSERT state */
+ else if (StateMapsInsert(cm->stid[v])) {
+ if(StateMapsLeft(cm->stid[v])) {
+ cp9b->imin[v] = cp9b->pn_min_i[cp9map->cs2hn[v][0]];
+ cp9b->imax[v] = cp9b->pn_max_i[cp9map->cs2hn[v][0]];
+ if(cp9b->imin[v] != -1) ss_imin = ESL_MIN(ss_imin, cp9b->imin[v]);
+ if(cp9b->imax[v] != -1) ss_imax = ESL_MAX(ss_imax, cp9b->imax[v]+1);
+ /* +1 above allows left emission, i will increment by 1, note: we don't
+ * have to ensure cp9b->imax[v]+1 <= (j0+1) (i think) b/c pn_max_i[k] <= j0 */
+ }
+ else { /* state must map right */
+ ESL_DASSERT1((StateMapsRight(cm->stid[v])));
+ cp9b->jmin[v] = cp9b->pn_min_i[cp9map->cs2hn[v][0]];
+ cp9b->jmax[v] = cp9b->pn_max_i[cp9map->cs2hn[v][0]];
+ if(cp9b->jmin[v] != -1) ss_jmin = ESL_MIN(ss_jmin, cp9b->jmin[v]-1);
+ /* -1 above allows right emission, j will decrement by 1, note: we don't
+ * have to ensure cp9b->jmin[v]-1 >= (i0-1) (i think) b/c pn_min_i[k] >= i0 */
+ if(cp9b->jmax[v] != -1) ss_jmax = ESL_MAX(ss_jmax, cp9b->jmax[v]);
+ }
+ }
+ /* DELETE state */
+ else if(StateMapsDelete(cm->stid[v])) {
+ if(StateMapsLeft(cm->stid[v])) {
+ cp9b->imin[v] = (cp9b->pn_min_d[cp9map->cs2hn[v][0]] == -1) ? -1 : cp9b->pn_min_d[cp9map->cs2hn[v][0]] + 1;
+ cp9b->imax[v] = (cp9b->pn_max_d[cp9map->cs2hn[v][0]] == -1) ? -1 : cp9b->pn_max_d[cp9map->cs2hn[v][0]] + 1;
+ if(cp9b->imin[v] != -1) ss_imin = ESL_MIN(ss_imin, cp9b->imin[v]);
+ if(cp9b->imax[v] != -1) ss_imax = ESL_MAX(ss_imax, cp9b->imax[v]);
+ }
+ else { /* state must map right */
+ ESL_DASSERT1((StateMapsRight(cm->stid[v])));
+ cp9b->jmin[v] = cp9b->pn_min_d[cp9map->cs2hn[v][0]];
+ cp9b->jmax[v] = cp9b->pn_max_d[cp9map->cs2hn[v][0]];
+ if(cp9b->jmin[v] != -1) ss_jmin = ESL_MIN(ss_jmin, cp9b->jmin[v]);
+ if(cp9b->jmax[v] != -1) ss_jmax = ESL_MAX(ss_jmax, cp9b->jmax[v]);
+ }
+
+ if(cm->ndtype[cm->ndidx[v]] == MATP_nd) { /* special case 3 delete state types (MATP_ML, MATP_MR, MATP_D) that can map to two HMM states */
+ ESL_DASSERT1((cp9map->cs2hn[v][1] != -1));
+ if(cm->stid[v] == MATP_ML || cm->stid[v] == MATP_MR) {
+ /* really special case [*2*] because v emits (left in case of MATP_ML, right in case of MATP_MR),
+ * so jmin[v] >= i0 and jmax[v] >= i0 (can't be i0-1). j == i0-1 is non-sensical because we have
+ * to emit at least 1 residue, so d >= 1 thus i <= j, so if j == i0-1, i would be i0-1 which doesn't make sense.
+ * This is similar to the case for MATP_MP above (see [*1*])
+ */
+ if(cp9b->pn_max_d[cp9map->cs2hn[v][1]] == (i0-1)) { /* special case (see [*2*] above), HMM tells us this ML or MR state can't emit!
+ * (this is probably very rare); in this case we ignore the HMM */
+ ESL_DASSERT1((pn_min_d[cp9map->cs2hn[v][1]] == i0-1));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -1; /* ignore hmm */
+ }
+ else if (cp9b->pn_min_d[cp9map->cs2hn[v][1]] == i0-1) { /* special case (see [*2*] above), HMM tells us this ML or MR state could possibly
+ * emit 0 residues, we ignore it and say the leftmost residue it could emit is i0 */
+ cp9b->jmin[v] = i0; /* pad 1 onto what the hmm thought */
+ cp9b->jmax[v] = cp9b->pn_max_d[cp9map->cs2hn[v][1]];
+ }
+ else {
+ cp9b->jmin[v] = cp9b->pn_min_d[cp9map->cs2hn[v][1]];
+ cp9b->jmax[v] = cp9b->pn_max_d[cp9map->cs2hn[v][1]];
+ if(cp9b->jmin[v] != -1) ss_jmin = ESL_MIN(ss_jmin, cp9b->jmin[v]);
+ if(cp9b->jmax[v] != -1) ss_jmax = ESL_MAX(ss_jmax, cp9b->jmax[v]);
+ }
+ } /* end of if cm->stid[v] == MATP_ML || cm->stid[v] == MATP_MR */
+ else { /* node type is MATP_nd, but we're not a MATP_ML or MATP_MR, we must be a MATP_D, don't have same issues as MATP_ML or MATP_MR b/c we don't emit */
+ cp9b->jmin[v] = cp9b->pn_min_d[cp9map->cs2hn[v][1]];
+ cp9b->jmax[v] = cp9b->pn_max_d[cp9map->cs2hn[v][1]];
+ if(cp9b->jmin[v] != -1) ss_jmin = ESL_MIN(ss_jmin, cp9b->jmin[v]);
+ if(cp9b->jmax[v] != -1) ss_jmax = ESL_MAX(ss_jmax, cp9b->jmax[v]);
+ }
+ }
+ }
+ }
+ printf("OLD v: %4d h2ij (%11d %11d %11d %11d)\n", v, cp9b->imin[v], cp9b->imax[v], cp9b->jmin[v], cp9b->jmax[v]);
+ }
+
+ printf("OLD nd: %4d h2ij (%11d %11d %11d %11d)\n", nd, ss_imin, ss_imax, ss_jmin, ss_jmax);
+
+ if(ret_ss_imin != NULL) *ret_ss_imin = (ss_imin != INT_MAX) ? ss_imin : -1;
+ if(ret_ss_imax != NULL) *ret_ss_imax = (ss_imax != -INT_MAX) ? ss_imax : -1;
+ if(ret_ss_jmin != NULL) *ret_ss_jmin = (ss_jmin != INT_MAX) ? ss_jmin : -1;
+ if(ret_ss_jmax != NULL) *ret_ss_jmax = (ss_jmax != -INT_MAX) ? ss_jmax : -1;
+ return eslOK;
+}
+
+
+
+/* Function: HMM2ijBandsForNode_new()
+ * Incept: EPN, Fri Feb 1 14:31:10 2008
+ *
+ * Purpose: Set minimum and maximum i and j bands for all states in
+ * node <nd>. This is done using the HMM bands in <cp9b>.
+ * We consider CM states as having two 'sides' a left and
+ * a right. Some CM states map to two HMM states, one on the
+ * left side and one on the right (MATP_MP, MATP_ML, MATP_MP
+ * and MATP_D). Some CM states map to one HMM state on the
+ * left and zero on the right (MATL_ML, MATL_D, and all IL
+ * states). Some states map to one HMM state on the right
+ * and zero on the left (MATR_MR, MATR_D, and all IR states).
+ * And some CM states map to zero states on both the left and
+ * the right (S, B, and E states), for these states no
+ * action is taken.
+ *
+ * First, i bands (imin/imax) are set for CM states v which
+ * map to a HMM state on the left. Then j bands (jmin/jmax) are
+ * set for v which map to an HMM state on the right.
+ */
+int
+HMM2ijBandsForNode_new(CM_t *cm, CP9Bands_t *cp9b, CP9Map_t *cp9map, int nd, int i0, int *ret_nd_imin, int *ret_nd_imax, int *ret_nd_jmin, int *ret_nd_jmax)
+{
+ int nd_imin, nd_imax, nd_jmin, nd_jmax; /* min/max i/j values in this node <nd>,
+ set based on min/max i/j values for states v within <nd> */
+ int v; /* state index, ranges across all states in node <nd> */
+ int hn1; /* first HMM node that v maps to, will be -1 (flag for invalid) if v
+ * is not an emitter or delete (-1 for S, B and E states) */
+ int hn2; /* second HMM node that v maps to, will be -1 (flag for invalid) if v
+ is a non-insert state in a MATP node, only MATP_MP, MATP_ML, MATP_MR, MATP_D map
+ to 2 different HMM nodes, and these sometimes require special care (see special cases below) */
+ int sd; /* number of residues emitted from an HMM state that v maps to, either 1 or 0 */
+
+ nd_imin = nd_jmin = INT_MAX;
+ nd_imax = nd_jmax = -INT_MAX;
+
+ for(v = cm->nodemap[nd]; v < cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd]); v++) {
+ if(!StateIsDetached(cm, v)) { /* detached inserts are unreachable, skip them */
+ hn1 = cp9map->cs2hn[v][0]; /* -1 only if v is a S, B, or E state */
+ hn2 = cp9map->cs2hn[v][1]; /* -1 unless v is in non-insert state in a MATP node (either MATP_MP, MATP_ML, MATP_MR, MATP_MP */
+ /* set i bands for state v, if left side of v maps to an HMM state */
+ switch(cm->stid[v]) {
+ case MATP_MP:
+ case MATP_ML:
+ case MATL_ML:
+ cp9b->imin[v] = cp9b->pn_min_m[hn1];
+ cp9b->imax[v] = cp9b->pn_max_m[hn1];
+ sd = 1;
+ break;
+
+ case MATP_IL:
+ case MATL_IL:
+ case ROOT_IL:
+ case BEGR_IL:
+ cp9b->imin[v] = cp9b->pn_min_i[hn1];
+ cp9b->imax[v] = cp9b->pn_max_i[hn1];
+ sd = 1;
+ break;
+
+ case MATP_D:
+ case MATP_MR:
+ case MATL_D:
+ cp9b->imin[v] = (cp9b->pn_min_d[hn1] == -1) ? -1 : cp9b->pn_min_d[hn1] + 1;
+ cp9b->imax[v] = (cp9b->pn_max_d[hn1] == -1) ? -1 : cp9b->pn_max_d[hn1] + 1;
+ /* the plus 1 is to deal with an off-by-one between the HMM and CM, an HMM parse that has a delete state D_k
+ * entered at residue i means that residue i has already been emitted by a match or insert state to the left
+ * of D_k. In a CM, if a delete state v has a subtree from i..j, this means that residue i has yet to be
+ * emitted, so we need to correct for this with the + 1 above (but only for imin, imax, not for jmin, jmax below).
+ */
+ sd = 0;
+ break;
+
+ if(cp9b->imin[v] != -1) nd_imin = ESL_MIN(nd_imin, cp9b->imin[v]);
+ if(cp9b->imax[v] != -1) nd_imax = ESL_MAX(nd_imax, cp9b->imax[v]+sd);
+ }
+
+ /* set j bands for state v, if right side of v maps to an HMM state */
+ switch(cm->stid[v]) {
+ case MATR_MR:
+ cp9b->jmin[v] = cp9b->pn_min_m[hn1];
+ cp9b->jmax[v] = cp9b->pn_max_m[hn1];
+ sd = 1;
+ break;
+
+ case MATP_IR:
+ case MATR_IR:
+ case ROOT_IR:
+ cp9b->jmin[v] = cp9b->pn_min_i[hn1];
+ cp9b->jmax[v] = cp9b->pn_max_i[hn1];
+ sd = 1;
+ break;
+
+ case MATR_D:
+ cp9b->jmin[v] = cp9b->pn_min_d[hn1];
+ cp9b->jmax[v] = cp9b->pn_max_d[hn1];
+ sd = 0;
+ break;
+
+ case MATP_MR: /* maps to 2 HMM states, right side (this side) maps to cp9map->cs2hn[v][*1*] */
+ cp9b->jmin[v] = cp9b->pn_min_m[hn2];
+ cp9b->jmax[v] = cp9b->pn_max_m[hn2];
+ sd = 1;
+ break;
+
+ case MATP_D: /* maps to 2 HMM states, right side (this side) maps to cp9map->cs2hn[v][*1*] */
+ cp9b->jmin[v] = cp9b->pn_min_d[hn2];
+ cp9b->jmax[v] = cp9b->pn_max_d[hn2];
+ sd = 0;
+ break;
+
+ /* the two special cases, MATP_MP and MATP_ML, which also map to HMM states that emit on the
+ * left, so we have to be careful about boundary conditions (see comments below).
+ */
+ case MATP_MP:
+ /* special case [*1*]: v emits left and right, so jmin[v] >= i0+1 and jmax[v] >= i0+1
+ * b/c i emitted from MATP_MP >= i0, thus j emitted from MATP_MP >= i0+1.
+ */
+ if(cp9b->pn_max_m[hn2] == i0) { /* HMM tells us right half of MP state must emit first residue in the sequence,
+ * but we know it can't because the left half of this MATP_MP state must emit 1 residue,
+ * which can't be before the first one. In this case we ignore the HMM and set
+ * the j band to dummy values which means it's unset, i.e. it doesn't yet exist. */
+ ESL_DASSERT1((pn_min_m[hn2] == i0));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -1; /* ignore hmm */
+ }
+ else if (cp9b->pn_min_m[hn2] == i0) { /* HMM tells us right half of MP state could possibly
+ * emit first residue (i0), but we know it can't (see comment above).
+ * we ignore it and say the leftmost residue it could emit is i0+1 */
+ cp9b->jmin[v] = i0 + 1; /* pad 1 onto what the hmm thought */
+ cp9b->jmax[v] = cp9b->pn_max_m[hn2]; /* leave this, we konw it's not == i0, we checked for that case above */
+ }
+ else {
+ cp9b->jmin[v] = cp9b->pn_min_m[hn2];
+ cp9b->jmax[v] = cp9b->pn_max_m[hn2];
+ }
+ sd = 1;
+ break;
+
+ case MATP_ML:
+ /* special case [*2*]: v emits left, so jmin[v] >= i0 and jmax[v] >= i0
+ * b/c i emitted from MATP_ML >= i0, thus j must be >= i0
+ * This is similar to the case for MATP_MP above (see [*1*])
+ */
+ if(cp9b->pn_max_d[hn2] == (i0-1)) { /* HMM tells us we can only enter this state having emitted 0 residues,
+ * we know better, in this case we ignore the HMM, and set the j band
+ * to dummy values, which means it's unset and doesn't yet exist
+ */
+ ESL_DASSERT1((pn_min_d[hn2] == i0-1));
+ cp9b->jmin[v] = -1; /* ignore hmm */
+ cp9b->jmax[v] = -1; /* ignore hmm */
+ }
+ else if (cp9b->pn_min_d[hn2] == (i0-1)) { /* HMM tells us right half of MATP_ML state could be entered
+ * having emitted 0 residues, but we know it can't (see comment above).
+ * we ignore it and say we must have at least emitted residue i0.
+ */
+ cp9b->jmin[v] = i0; /* pad 1 onto what the hmm thought */
+ cp9b->jmax[v] = cp9b->pn_max_d[hn2]; /* leave this, we know it's not == i0-1, we checked for that case above */
+ }
+ else {
+ cp9b->jmin[v] = cp9b->pn_min_d[hn2];
+ cp9b->jmax[v] = cp9b->pn_max_d[hn2];
+ }
+ sd = 0;
+ break;
+ }
+
+ if(cp9b->jmin[v] != -1) nd_jmin = ESL_MIN(nd_jmin, cp9b->jmin[v]-sd);
+ if(cp9b->jmax[v] != -1) nd_jmax = ESL_MAX(nd_jmax, cp9b->jmax[v]);
+ /* '-sd' in the jmin setting above allows right emission for emitters, j will decrement by 1,
+ * note: we don't have to ensure cp9b->jmin[v]-sd >= (i0-1) (i think) b/c pn_min_{m,i}[k] >= i0 for all k >= 1 */
+ ////printf("NEW v: %4d h2ij (%11d %11d %11d %11d)\n", v, cp9b->imin[v], cp9b->imax[v], cp9b->jmin[v], cp9b->jmax[v]);
+ }
+ }
+
+ ////printf("NEW nd: %4d h2ij (%11d %11d %11d %11d)\n", nd, nd_imin, nd_imax, nd_jmin, nd_jmax);
+ ////HMM2ijBandsForNode(cm, cp9b, cp9map, nd, i0, NULL, NULL, NULL, NULL);
+ ////printf("\n");
+
+ if(ret_nd_imin != NULL) *ret_nd_imin = (nd_imin != INT_MAX) ? nd_imin : -1;
+ if(ret_nd_imax != NULL) *ret_nd_imax = (nd_imax != -INT_MAX) ? nd_imax : -1;
+ if(ret_nd_jmin != NULL) *ret_nd_jmin = (nd_jmin != INT_MAX) ? nd_jmin : -1;
+ if(ret_nd_jmax != NULL) *ret_nd_jmax = (nd_jmax != -INT_MAX) ? nd_jmax : -1;
+ return eslOK;
+}
+
+/* Function: HMM2ijBandsForCpos()
+ * Incept: EPN, Mon Feb 4 05:31:43 2008
+ *
+ */
+int
+HMM2ijBandsForCpos(CM_t *cm, CP9Bands_t *cp9b, CP9Map_t *cp9map, int k, int i0, int j0, int r_mn, int r_mx, int r_in, int r_ix, int r_dn, int r_dx, int *r_nxt_nnA, int *r_nxt_nxA)
+{
+ int imin, imax, jmin, jmax;
+ int v1, v2;
+ int r_nxt_nn, r_nxt_nx;
+ int sd; /* number of residues emitted from an HMM state that v maps to, either 1 or 0 */
+ int v, nd;
+
+ r_nxt_nn = INT_MAX;
+ r_nxt_nx = -INT_MAX;
+
+ /* match state */
+ if(r_mn <= r_mx) { /* M_k is reachable for i = r_mn[k]..r_mx[k] */
+ imin = jmin = r_mn;
+ imax = jmax = r_mx;
+ }
+ else {
+#if 0
+ imin = i0+1;
+ imax = i0;
+ jmin = j0+1;
+ jmax = j0;
+#endif
+ imin = imax = jmin = jmax = -2;
+ }
+
+ v1 = cp9map->hns2cs[k][HMMMATCH][0];
+ v2 = cp9map->hns2cs[k][HMMMATCH][1];
+ printf("k: %4d MATCH v1: %4d %4s %2s v2: %4d %4s %2s\n", k, v1, ((v1 == -1) ? "" : Nodetype(cm->ndtype[cm->ndidx[v1]])), ((v1 == -1) ? "" : Statetype(cm->sttype[v1])), v2, ((v2 == -1) ? "" : Nodetype(cm->ndtype[cm->ndidx[v2]])), ((v2 == -1) ? "" : Statetype(cm->sttype[v2])));
+
+ switch(cm->sttype[v1]) {
+ case S_st: /* special case the ROOT_S CM state maps to the M_0 HMM state */
+ break;
+ case MP_st:
+ if(cp9map->nd2lpos[cm->ndidx[v1]] == k) {
+ cp9b->imin[v1] = imin;
+ cp9b->imax[v1] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin + 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax + 1);
+ }
+ else {
+ assert(cp9map->nd2rpos[cm->ndidx[v1]] == k);
+ cp9b->jmin[v1] = jmin;
+ cp9b->jmax[v1] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin - 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax - 1);
+ }
+ break;
+ case ML_st:
+ cp9b->imin[v1] = imin;
+ cp9b->imax[v1] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin + 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax + 1);
+ break;
+ case MR_st:
+ cp9b->jmin[v1] = jmin;
+ cp9b->jmax[v1] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin - 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax - 1);
+ assert(cm->ndtype[cm->ndidx[v1]] == MATR_nd);
+ cp9b->imin[v] = r_nxt_nnA[cm->ndidx[v1]];
+ cp9b->imax[v] = r_nxt_nxA[cm->ndidx[v1]];
+ break;
+ default:
+ cm_Fail("0 bogus state type (%d) for state %d\n", cm->sttype[v1], v1);
+ }
+
+ if(v2 != -1) {
+ switch(cm->sttype[v2]) {
+ case ML_st:
+ cp9b->imin[v2] = imin;
+ cp9b->imax[v2] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin + 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax + 1);
+ break;
+ case MR_st:
+ cp9b->jmin[v2] = jmin;
+ cp9b->jmax[v2] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin - 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax - 1);
+ break;
+ default:
+ cm_Fail("1 bogus state type (%d) for state %d\n", cm->sttype[v1], v1);
+ }
+ }
+
+ /* insert state */
+ v1 = cp9map->hns2cs[k][HMMINSERT][0];
+ assert(cp9map->hns2cs[k][HMMINSERT][1] == -1);
+ printf("k: %4d INSERT v1: %4d %4s %2s v2: %4d %4s %2s\n", k, v1, ((v1 == -1) ? "" : Nodetype(cm->ndtype[cm->ndidx[v1]])), ((v1 == -1) ? "" : Statetype(cm->sttype[v1])), v2, ((v2 == -1) ? "" : Nodetype(cm->ndtype[cm->ndidx[v2]])), ((v2 == -1) ? "" : Statetype(cm->sttype[v2])));
+
+ if(r_in <= r_ix) { /* I_k is reachable for i = r_in..r_ix */
+ imin = jmin = r_in;
+ imax = jmax = r_ix;
+ }
+ else {
+#if 0
+ imin = i0+1;
+ imax = i0;
+ jmin = j0+1;
+ jmax = j0;
+#endif
+ imin = imax = jmin = jmax = -2;
+ }
+
+ switch(cm->sttype[v1]) {
+ case IL_st:
+ cp9b->imin[v1] = imin;
+ cp9b->imax[v1] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin + 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax + 1);
+ break;
+ case IR_st:
+ cp9b->jmin[v1] = jmin;
+ cp9b->jmax[v1] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin - 1);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax - 1);
+ break;
+ default:
+ cm_Fail("2 bogus state type (%d) for state %d\n", cm->sttype[v1], v1);
+ }
+
+ if(k > 0) { /* no D_0 state */
+ /* delete state */
+ v1 = cp9map->hns2cs[k][HMMDELETE][0];
+ v2 = cp9map->hns2cs[k][HMMDELETE][1];
+ printf("k: %4d DELETE v1: %4d %4s %2s v2: %4d %4s %2s\n", k, v1, ((v1 == -1) ? "" : Nodetype(cm->ndtype[cm->ndidx[v1]])), ((v1 == -1) ? "" : Statetype(cm->sttype[v1])), v2, ((v2 == -1) ? "" : Nodetype(cm->ndtype[cm->ndidx[v2]])), ((v2 == -1) ? "" : Statetype(cm->sttype[v2])));
+
+ if(r_dn <= r_dx) { /* M_k is reachable for i = r_dn[k]..r_dx[k] */
+ imin = jmin = r_dn;
+ imax = jmax = r_dx;
+ }
+ else {
+#if 0
+ imin = i0+1;
+ imax = i0;
+ jmin = j0+1;
+ jmax = j0;
+#endif
+ imin = imax = jmin = jmax = -2;
+ }
+
+ switch(cm->sttype[v1]) {
+ case D_st:
+ if(cp9map->nd2lpos[cm->ndidx[v1]] == k) {
+ cp9b->imin[v1] = imin;
+ cp9b->imax[v1] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax);
+ }
+ else {
+ assert(cp9map->nd2rpos[cm->ndidx[v1]] == k);
+ cp9b->jmin[v1] = jmin;
+ cp9b->jmax[v1] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax);
+ }
+ break;
+ case ML_st:
+ cp9b->jmin[v1] = imin;
+ cp9b->jmax[v1] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax);
+ break;
+ case MR_st:
+ cp9b->imin[v1] = imin;
+ cp9b->imax[v1] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax);
+ break;
+ default:
+ cm_Fail("3 bogus state type (%d) for state %d\n", cm->sttype[v1], v1);
+ }
+
+ if(v2 != -1) {
+ switch(cm->sttype[v2]) {
+ case D_st:
+ if(cp9map->nd2lpos[cm->ndidx[v2]] == k) {
+ cp9b->imin[v2] = imin;
+ cp9b->imax[v2] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax);
+ }
+ else {
+ assert(cp9map->nd2rpos[cm->ndidx[v2]] == k);
+ cp9b->jmin[v2] = jmin;
+ cp9b->jmax[v2] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax);
+ }
+ break;
+ case ML_st:
+ cp9b->imin[v2] = imin;
+ cp9b->imax[v2] = imax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, imin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, imax);
+ break;
+ case MR_st:
+ cp9b->jmin[v2] = jmin;
+ cp9b->jmax[v2] = jmax;
+ r_nxt_nn = ESL_MIN(r_nxt_nn, jmin);
+ r_nxt_nx = ESL_MAX(r_nxt_nx, jmax);
+ break;
+ default:
+ cm_Fail("4 bogus state type (%d) for state %d\n", cm->sttype[v2], v2);
+ }
+ }
+ }
+ /* now update the r_nxt_nnA and r_nxt_nxA arrays, which keep track of which residues are reachable in the next HMM node,
+ * and fill in j bands for any CM MATL nodes in the CM between this */
+ int nxt_nd;
+ if(k < cp9b->hmm_M) nxt_nd = cp9map->pos2nd[k+1];
+ else nxt_nd = cm->nodes;
+ printf("! k: %4d (nd: %4d, nxt: %4d)\n", k, cp9map->pos2nd[k], nxt_nd);
+ ///if(cm->ndtype[nd] == MATP_nd) { /* special case, if we're on the right side of a MATP we can now set the MATP_IL's jmin/jmax and MATP_IR's imin/imax */
+ nd = cp9map->pos2nd[k] + 1;
+ while(nd != nxt_nd) {
+ r_nxt_nnA[nd] = r_nxt_nn;
+ r_nxt_nxA[nd] = r_nxt_nx;
+ if(cm->ndtype[nd] == MATL_nd) { /* set jmin, jmax */
+ printf("\tsetting jmin/jmax for MATL node: %d\n", nd);
+ for(v = cm->nodemap[nd]; v < cm->nodemap[nd] + TotalStatesInNode(cm->ndtype[nd]); v++) {
+ if(cp9b->imax[v] - cp9b->imin[v] >= 0) {
+ cp9b->jmin[v] = r_nxt_nn;
+ cp9b->jmax[v] = r_nxt_nx;
+ }
+ }
+ }
+ if(nxt_nd < nd) nd--;
+ else nd++;
+ }
+ return eslOK;
+}
+
+
+#endif
+/* EPN, Thu Feb 7 17:56:18 2008
+ Got rid of:
+ extern void CPlan9GlobalConfig(CP9_t *hmm);
+
+ The reason I wanted to get rid of this CPlan9GlobalConfig() call is b/c I've changed
+ how CP9's are locally configured, and the M_0->I_0, M_0->D_1, M_M->I_M and D_M->I_M transitions
+ are all set to IMPOSSIBLE (to make a local CP9 more like a local CM), and thus it makes it
+ hard to change a locally configured CP9 back to global mode b/c the initial values of those
+ transitions is lost (the solution would be to add vectors to the cp9 data structure that
+ remember these transition probs, but I don't have to do that if I NEVER need to globalize
+ a locally configured CP9.
+
+*/
+#if 0
+/* Function: CPlan9GlobalConfig()
+ * EPN 09.24.06
+ * based on SRE's Plan7GlobalConfig() from HMMER's plan7.c
+ *
+ * Purpose: Set the alignment independent parameters of
+ * a CM Plan 9 model to (Needleman/Wunsch) configuration.
+ * Make all transitions to EL states impossible.
+ *
+ * Args: hmm - the CM Plan 9 model w/ data-dep prob's valid
+ * pentry - probability of an internal entry somewhere;
+ * will be evenly distributed over M-1 match states
+ * pexit - probability of an internal exit somewhere;
+ * will be distributed over M-1 match states.
+ *
+ * Return: (void)
+ * HMM probabilities are modified.
+ */
+void
+CPlan9GlobalConfig(CP9_t *hmm)
+{
+ cm_Fail("you can't use CPlan9GlobalConfig(), unless you've stored what transitions M_0->I_0, M_0->D_1, M_M->I_M and D_M->I_M were before you localized this HMM!\n");
+ int k;
+ /* No special (*x* states in Plan 7) states in CM Plan 9 */
+
+ /* Configure entry.
+ * Exactly 3 ways to start, B->M_1 (hmm->begin[1]), B->I_0 (hmm->t[0][CTMI]),
+ * and B->D_1 (hmm->t[0][CTMD])
+ */
+ hmm->begin[1] = 1. - (hmm->t[0][CTMI] + hmm->t[0][CTMD] + hmm->t[0][CTMEL]);
+ /* this is okay, hmm->t[0] is never changed, even during local
+ * configuration */
+ esl_vec_FSet(hmm->begin+2, hmm->M-1, 0.);
+
+ hmm->end[hmm->M] = 1. - hmm->t[hmm->M][CTMI];
+ esl_vec_FSet(hmm->end+1, hmm->M-1, 0.);
+ CPlan9RenormalizeExits(hmm, 1);
+
+ /* Make all transitions to EL impossible, node 0, M special and should
+ * always have CTMEL transition as impossible. */
+ for(k = 1; k < hmm->M; k++)
+ {
+ hmm->t[k][CTMEL] = 0.;
+ esl_vec_FNorm(hmm->t[k], 4); /* renormalize transitions out of node k */
+ }
+ hmm->flags &= ~CPLAN9_HASBITS; /* reconfig invalidates log-odds scores */
+ hmm->flags &= ~CPLAN9_LOCAL_BEGIN; /* local begins now off */
+ hmm->flags &= ~CPLAN9_LOCAL_END; /* local ends now off */
+ hmm->flags &= ~CPLAN9_EL; /* EL end locals now off */
+
+ CP9Logoddsify(hmm);
+}
+#endif
+/* EPN, Fri Feb 15 12:37:01 2008
+ * Changed fitting gumbels in cmcalibrate to fitting exponential tails.
+ * Some Gumbel functions are now unused.
+ */
+#if 0
+
+
+/*
+ * Function: RJK_ExtremeValueE
+ * Date: RJK, Mon Sep 30, 2002 [St. Louis]
+ * Purpose: Given a score (x), mu, and lambda, calculates
+ * E=exp(-1*lambda(x-mu)) using first part of code from Sean's
+ * ExtremeValueP
+ */
+double RJK_ExtremeValueE (float x, double mu, double lambda) {
+ /* avoid underflow fp exceptions near P=0.0*/
+ if ((lambda * (x - mu)) >= 2.3 * (double) DBL_MAX_10_EXP)
+ return 0.0;
+ else
+ return(exp(-1. * lambda * (x - mu)));
+}
+
+/* fit_histogram()
+ * Create, fill and fit a histogram to a gumbel. Data to fill the histogram
+ * is given as <data>.
+ */
+static int
+fit_histogram(const ESL_GETOPTS *go, struct cfg_s *cfg, char *errbuf, float *scores, int nscores,
+ double *ret_mu, double *ret_lambda)
+{
+ int status;
+ double mu;
+ double lambda;
+ int i;
+ double *xv; /* raw data from histogram */
+ int n,z;
+ float tailfit;
+ double mufix;
+
+ ESL_HISTOGRAM *h = NULL; /* histogram of scores */
+
+
+ /* Initialize histogram; these numbers are guesses */
+ if((h = esl_histogram_CreateFull(-100., 100., .1)) == NULL) return eslEMEM;
+
+ /* fill histogram */
+ for(i = 0; i < nscores; i++)
+ if((status = esl_histogram_Add(h, scores[i])) != eslOK) ESL_FAIL(status, errbuf, "fit_histogram(), esl_histogram_Add() call returned non-OK status: %d\n", status);
+
+ /* fit scores to a exp tail */
+ tailfit = esl_opt_GetReal(go, "--exp-tail");
+ esl_histogram_GetTailByMass(h, tailfit, &xv, &n, &z); /* fit to right 'tailfit' fraction, 0.5 by default */
+ esl_exptail_FitCensored(xv, n, z, xv[0], &mu, &lambda);
+ esl_exptail_FitCensoredLoc(xv, n, z, xv[0], 0.693147, &mufix);
+
+ /* print to output files if nec */
+ if(cfg->gumhfp != NULL)
+ esl_histogram_Plot(cfg->gumhfp, h);
+ if(cfg->gumqfp != NULL) {
+ double params[2];
+ params[0] = mu;
+ params[1] = lambda;
+ esl_histogram_PlotQQ(cfg->gumqfp, h, &esl_exp_generic_invcdf, params);
+ }
+
+ if (cfg->gumsfp != NULL) {
+ esl_histogram_PlotSurvival(cfg->gumsfp, h);
+ esl_exp_Plot(cfg->gumsfp, mu, lambda, esl_exp_surv, h->xmin - 5., h->xmax + 5., 0.1);
+ esl_exp_Plot(cfg->gumsfp, mufix, 0.693147, esl_exp_surv, h->xmin - 5., h->xmax + 5., 0.1);
+ }
+
+ esl_histogram_Destroy(h);
+
+ *ret_mu = mu;
+ *ret_lambda = lambda;
+ return eslOK;
+}
+
+#endif
+
+#if 0
+
+/* Structure CP9FThresh_t: CP9 HMM filter thresholds, determined empirically
+ * by sampling from the CM
+ */
+typedef struct cp9filterthr_s {
+ int N; /* number of CM hits used to get threshold ((N*F) passed)*/
+ float cm_eval; /* CM E-value threshold, we rejected worse than */
+ float l_eval; /* local CP9 scanning E-value threshold */
+ float g_eval; /* glocal CP9 scanning E-value threshold */
+ float l_F; /* fraction of empirical CM hits survive filter for l_eval cutoff */
+ float g_F; /* fraction of empirical CM hits survive filter for g_eval cutoff */
+ int db_size; /* db size used to calculate exp tail mu for *_eval calculations */
+ int was_fast; /* TRUE if hacky fast method for calcing thresholds was used */
+ int isvalid; /* TRUE if values have been set, FALSE if not */
+} CP9FilterThr_t;
+
+
+/* Structure SubFilterInfo_t: Information on possible sub CM filters for a CM.
+ * States of a CM are grouped into 'start groups'. There is one start group
+ * for each start state of the CM. A 'start group' begins with a start state and ends
+ * with a E or B state, and includes all states in between.
+ */
+typedef struct subfilterinfo_s {
+ int M; /* # states in the CM */
+ int nstarts; /* # start states (and start groups) in the CM */
+ int ncands; /* number of candidate states, these *could* be sub CM roots */
+ double beta; /* beta used for calculating avglenA */
+ float minlen; /* minimum average length (avglen) a candidate state must have */
+ int *iscandA; /* [0..v..cm->M-1] TRUE if state v is a candidate sub CM root, FALSE otherwise */
+ float *avglenA; /* [0..v..cm->M-1] average length of a hit rooted at v (from QDB) */
+ int *startA; /* [0..i..cm->M-1] start group this state belongs to */
+ int *firstA; /* [0..i..nstarts-1], first state in start state i's group */
+ int *lastA; /* [0..i..nstarts-1], last state in start state i's group */
+ int **withinAA; /* [0..i..nstarts-1][0..j..nstarts-1] = TRUE if start state j's group
+ * is within start state i's group.
+ * emap->startA[cm->nodemap[i]]->lpos < emap->startA[cm->nodemap[j]]->lpos &&
+ * emap->endA [cm->nodemap[i]]->rpos > emap->endA [cm->nodemap[j]]->rpos
+ */
+} SubFilterInfo_t;
+
+#endif
diff --git a/src/partial-test.c b/src/partial-test.c
new file mode 100644
index 0000000..f680331
--- /dev/null
+++ b/src/partial-test.c
@@ -0,0 +1,1316 @@
+/* partial-test.c
+ * EPN, Thu Nov 30 14:16:04 2006
+ *
+ * Test the alignment of partial sequences.
+ * Emit sequences from a CM, truncate them and align
+ * them back to it.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+#include <string.h>
+#include <time.h>
+#include <ctype.h>
+#include <float.h>
+
+#include "squid.h"
+#include "easel.h"
+#include "esl_vectorops.h"
+#include "esl_random.h"
+#include "sqfuncs.h"
+#include "dirichlet.h"
+#include "sre_stack.h"
+
+#include "easel.h"
+#include "structs.h"
+#include "funcs.h"
+#include "stopwatch.h" /* squid's process timing module */
+#include "hmmband.h"
+#include "cm_postprob.h"
+
+static void
+pt_AlignSeqsWrapper(CM_t *cm, char **dsq, SQINFO *sqinfo, int nseq, Parsetree_t ***ret_tr,
+ float fsub_pmass, int bdump_level, int debug_level, int silent_mode,
+ int *actual_spos, int *actual_epos, float **ret_post_spos,
+ float **ret_post_epos, int **ret_dist_spos, int **ret_dist_epos);
+
+static char banner[] = "partial-test - test alignment of partial sequences";
+
+static char usage[] = "\
+Usage: partial-test [-options] <cmfile>\n\
+ where options are:\n\
+ -h : help; print brief help on version and usage\n\
+ -n <n> : number of seqs to emit, truncate and align [default: 100]\n\
+ -s <n> : set random number seed to <n> \n\
+";
+
+static char experts[] = "\
+ --read <f> : read seqs to truncate from file <f>\n\
+ --distro <f> : truncate based on inferred start/ends of seqs in file <f>\n\
+ --sub : aln w/sub CM for columns b/t HMM predicted start/end points\n\
+ --fsub : aln w/sub CM for structure b/t HMM predicted start/end points\n\
+ --cp9 : aln w/CM plan 9 HMM\n\
+ --global : run alignment in global mode [default: local]\n\
+ --post <f> : minimum posterior prob from CP9 F/B to include in sub CM\n\
+ --fixlen <n> : fix length of partial seqs to <n>\n\
+ --minlen <n> : set minimum length of partial seqs as <n>\n\
+ --debug <n> : set verbosity of debugging print statements to <n> [1..3]\n\
+ --histo <n> : build histogram of HMM posterior probability of start/end\n\
+ --repeat <n> : randomly truncate each seq <n> times (default 1)\n\
+\n\
+ * HMM banded alignment related options:\n\
+ --hbanded : use experimental CM plan 9 HMM banded CYK aln algorithm\n\
+ --tau <f> : tail loss prob for --hbanded [default: 0.0001]\n\
+ --sums : use posterior sums during HMM band calculation (widens bands)\n\
+";
+
+static struct opt_s OPTIONS[] = {
+ { "-h", TRUE, sqdARG_NONE },
+ { "-n", TRUE, sqdARG_INT },
+ { "-s", TRUE, sqdARG_INT },
+ { "--read", FALSE, sqdARG_STRING},
+ { "--distro", FALSE, sqdARG_STRING},
+ { "--sub", FALSE, sqdARG_NONE},
+ { "--fsub", FALSE, sqdARG_FLOAT},
+ { "--cp9", FALSE, sqdARG_NONE },
+ { "--global", FALSE, sqdARG_NONE },
+ { "--post", FALSE, sqdARG_FLOAT },
+ { "--fixlen", FALSE, sqdARG_INT },
+ { "--minlen", FALSE, sqdARG_INT },
+ { "--hbanded", FALSE, sqdARG_NONE },
+ { "--tau", FALSE, sqdARG_FLOAT},
+ { "--debug", FALSE, sqdARG_INT},
+ { "--sums", FALSE, sqdARG_NONE},
+ { "--histo", FALSE, sqdARG_NONE},
+ { "--repeat", FALSE, sqdARG_INT}
+
+};
+#define NOPTIONS (sizeof(OPTIONS) / sizeof(struct opt_s))
+
+int
+main(int argc, char **argv)
+{
+ char *cmfile; /* file to read CM from */
+ CMFILE *cmfp; /* open CM file for reading */
+ CM_t *cm; /* a covariance model */
+ int do_local;
+ int nseq; /* number of seqs to aln */
+ int nrepeats; /* number of times to truncate each seq */
+ int v; /* counter over states */
+ int ncols; /* number of consensus (match) columns in CM */
+ int i; /* counter over sub CMs */
+ int temp;
+
+ double pthresh;
+
+ ESL_RANDOMNESS *r; /* Easel's random object */
+ long seed; /* random number seed */
+
+ char *optname; /* name of option found by Getopt() */
+ char *optarg; /* argument found by Getopt() */
+ int optind; /* index in argv[] */
+ int do_sub; /* TRUE to build a sub CM that models only between
+ * predicted start/end points. */
+ int do_fullsub; /* TRUE to build sub CM(s) that model same number of columns
+ * as the template CM, with structure outside sstruct..estruct
+ * removed. */
+ float fsub_pmass; /* probability mass from HMM posteriors req'd of start before sstruct
+ * and end after estruct */
+ int debug_level; /* verbosity of debugging print statements */
+ int L;
+ int do_fixlen; /* TRUE to set fixed length of partial sequences */
+ int fixlen; /* if not 0, fixed length of partial sequences */
+ int do_minlen; /* TRUE to set minimum length of partial sequences */
+ int minlen; /* if not 0, minimum length of partial sequences */
+ int passed;
+
+ int Lp; /* Length of the partial sequence */
+ int pred_spos; /* predicted consensus column res 1 of partial seq aligns to */
+ int pred_epos; /* predicted consensus column res Lp of partial seq aligns to */
+ int s_ct; /* num times pred_spos = spos */
+ int e_ct; /* num times pred_epos = epos */
+ /* posterior histogram related variables */
+ int do_histo; /* TRUE to build histograms */
+ float *post_spos; /* [0..nseq-1] posterior probability from HMM of spos being start */
+ float *post_epos; /* [0..nseq-1] posterior probability from HMM of epos being end */
+ int *dist_spos; /* [0..nseq-1] distance (+/-) of max post start from actual spos */
+ int *dist_epos; /* [0..nseq-1] distance (+/-) of max post end from actual epos */
+
+ /* CYK modes */
+ int do_small; /* TRUE to use D&C; FALSE to use full CYKInside() */
+ int do_qdb; /* TRUE to use query dependent bands (QDB) */
+ int do_hbanded; /* TRUE to use CP9 HMM bands for alignment */
+ double tau; /* tail loss prob for HMM bands */
+ int use_sums; /* TRUE to fill and use the posterior sums, false not to. */
+ double beta; /* tail loss prob for QDB */
+
+ /* --read related variables */
+ int do_read; /* TRUE to read seqs from a file, instead of emitting */
+ char *read_seqfile;/* file to read sequences from */
+ int format; /* format of sequence file */
+
+ /* --distro related variables */
+ int do_distro; /* TRUE to read seqs from a file, and build probability
+ * distro of start/ends based on their inferred start/ends */
+ char *distro_seqfile; /* file to read sequences from */
+ CP9_dpmatrix_t *cp9_post; /* growable DP matrix for CP9 posteriors */
+ int distro_nseq; /* number of seqs to aln */
+ char **distro_seq; /* actual sequence */
+ char **distro_dsq; /* digitized sequences */
+ SQINFO *distro_sqinfo; /* info about sequences (name/desc) */
+ float *sdistro; /* distribution of inferred starts from seqs in distro_seqfile */
+ float *edistro; /* distribution of inferred ends from seqs in distro_seqfile */
+ int distro_spos; /* current inferred start pos for seq from distro_seqfile */
+ int distro_epos; /* current inferred end pos for seq from distro_seqfile */
+ int distro_spos_state; /* current inferred state type (0=match, 1=insert) */
+ int distro_epos_state; /* current inferred state type (0=match, 1=insert) */
+ float swentry, swexit; /* for configuring the CP9 HMM for local aln */
+
+ Parsetree_t **tr; /* Parsetrees of emitted sequence */
+ Parsetree_t **ptr; /* Parsetrees of partial emitted sequence */
+ char **seq; /* actual sequence */
+ char **dsq; /* digitized sequences */
+ SQINFO *sqinfo; /* info about sequences (name/desc) */
+ char **temp_dsq; /* test digitized sequence */
+ SQINFO *temp_sqinfo; /* info about test sequence (name/desc) */
+ Parsetree_t **temp_tr; /* Parsetrees of test emitted sequence */
+
+ SQINFO *psqinfo; /* info about test sequence (name/desc) */
+
+ MSA *msa; /* alignment */
+ int *useme;
+ int apos;
+ int cc;
+ int *spos;
+ int *epos;
+ char **pseq; /* dealigned seqs after truncation */
+ char **pdsq; /* partial digitized sequences */
+
+ CMEmitMap_t *emap;
+
+ float *emit_sdistro;
+ float *emit_edistro;
+ int x;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ seed = (int) time ((time_t *) NULL);
+ pthresh = 0.1;
+ do_sub = FALSE;
+ do_fullsub = FALSE;
+ nseq = 100;
+ nrepeats = 1;
+ debug_level = 0;
+ do_local = TRUE;
+ do_fixlen = FALSE;
+ fixlen = 0;
+ do_minlen = FALSE;
+ minlen = 0;
+ s_ct = 0;
+ e_ct = 0;
+ do_small = TRUE;
+ do_qdb = FALSE;
+ do_hbanded = FALSE;
+ tau = 0.0001;
+ beta = 0.0000001;
+ use_sums = FALSE;
+ do_histo = FALSE;
+ fsub_pmass = 0.;
+ do_read = FALSE;
+ read_seqfile = NULL;
+ do_distro = FALSE;
+ distro_seqfile = NULL;
+
+ while (Getopt(argc, argv, OPTIONS, NOPTIONS, usage,
+ &optind, &optname, &optarg)) {
+ if (strcmp(optname, "-n") == 0) nseq = atoi(optarg);
+ else if (strcmp(optname, "-s") == 0) seed = (long) atoi(optarg);
+ else if (strcmp(optname, "--read") == 0) { do_read = TRUE; read_seqfile = optarg; }
+ else if (strcmp(optname, "--distro") == 0) { do_distro = TRUE; distro_seqfile = optarg; }
+ else if (strcmp(optname, "--sub") == 0) { do_sub = TRUE; do_local = FALSE; }
+ else if (strcmp(optname, "--global") == 0) do_local = FALSE;
+ else if (strcmp(optname, "--post") == 0) pthresh = atof(optarg);
+ else if (strcmp(optname, "--fixlen") == 0) { do_fixlen = TRUE; fixlen = atoi(optarg); }
+ else if (strcmp(optname, "--minlen") == 0) { do_minlen = TRUE; minlen = atoi(optarg); }
+ else if (strcmp(optname, "--hbanded") == 0) { do_hbanded = TRUE; do_small = FALSE; }
+ else if (strcmp(optname, "--tau") == 0) tau = atof(optarg);
+ else if (strcmp(optname, "--sums") == 0) use_sums = TRUE;
+ else if (strcmp(optname, "--debug") == 0) debug_level = atoi(optarg);
+ else if (strcmp(optname, "--histo") == 0) do_histo = TRUE;
+ else if (strcmp(optname, "--repeat") == 0) nrepeats = atoi(optarg);
+ else if (strcmp(optname, "-h") == 0) {
+ MainBanner(stdout, banner);
+ puts(usage);
+ puts(experts);
+ exit(EXIT_SUCCESS);
+ }
+ }
+
+ if (argc - optind != 1) Die("Incorrect number of arguments.\n%s\n", usage);
+ cmfile = argv[optind++];
+
+ if(do_histo)
+ {
+ post_spos = MallocOrDie(sizeof(float) * nseq);
+ post_epos = MallocOrDie(sizeof(float) * nseq);
+ dist_spos = MallocOrDie(sizeof(int ) * nseq);
+ dist_epos = MallocOrDie(sizeof(int ) * nseq);
+ }
+
+ /*****************************************************************
+ * Input and configure the CM
+ *****************************************************************/
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL)
+ Die("Failed to open covariance model save file %s\n%s\n", cmfile, usage);
+ if (! CMFileRead(cmfp, &cm))
+ Die("Failed to read a CM from %s -- file corrupt?\n", cmfile);
+ if (cm == NULL)
+ Die("%s empty?\n", cmfile);
+ CMFileClose(cmfp);
+
+ /* Update cm->config_opts and cm->align_opts based on command line options */
+ /* We can't turn local on yet, because we have to emit the sequences first,
+ * (EmitParsetree() doesn't in local */
+ if(do_hbanded) cm->align_opts |= CM_ALIGN_HBANDED;
+ if(use_sums) cm->align_opts |= CM_ALIGN_SUMS;
+ if(do_sub) cm->align_opts |= CM_ALIGN_SUB;
+ if(do_fullsub) cm->align_opts |= CM_ALIGN_FSUB;
+ if(!do_small) cm->align_opts |= CM_ALIGN_NOSMALL;
+ if(do_qdb)
+ {
+ cm->align_opts |= CM_ALIGN_QDB;
+ cm->config_opts |= CM_CONFIG_QDB;
+ }
+
+ /* Configure the CM for alignment based on cm->config_opts and cm->align_opts.
+ * set local mode, make cp9 HMM, calculate QD bands etc. */
+ ConfigCM(cm, NULL, NULL);
+
+ /* Determine number of consensus columns modelled by CM */
+ ncols = 0;
+ for(v = 0; v <= cm->M; v++)
+ {
+ if(cm->stid[v] == MATP_MP) ncols += 2;
+ else if(cm->stid[v] == MATL_ML || cm->stid[v] == MATR_MR) ncols++;
+ }
+
+ /* check for incompatible/misused options */
+ if(do_minlen && do_fixlen)
+ Die("Pick either --fixlen or --minlen, not both.\n");
+ if(do_minlen && (minlen <= 0 || minlen > ncols))
+ Die("--minlen enabled, but non-sensical, must be >= 0 and <= %d (# match cols)\n", ncols);
+ if(do_fixlen && (fixlen <= 0 || fixlen > ncols))
+ Die("--fixlen enabled, but non-sensical, must be >= 0 and <= %d (# match cols)\n", ncols);
+
+ /******************************************************
+ * If do_distro, open and read sequences from distro file,
+ * We'll build probability distributions of the predicted
+ * start/ends of these sequences, from which to pick
+ * start/ends for truncation events later.
+ ******************************************************/
+ if(do_distro)
+ {
+ /* read the sequences from the input file */
+ format = SQFILE_FASTA;
+ printf("opening file: %s\n", distro_seqfile);
+ if (! ReadMultipleRseqs(distro_seqfile, format, &distro_seq, &distro_sqinfo, &distro_nseq))
+ Die("Failed to read any sequences from file %s, expecting FASTA.", distro_seqfile);
+ distro_dsq = MallocOrDie(sizeof(char *) * distro_nseq);
+
+ /* allocate and initialize the distributions */
+ sdistro = MallocOrDie(sizeof(float) * (ncols));
+ edistro = MallocOrDie(sizeof(float) * (ncols));
+ emit_sdistro = MallocOrDie(sizeof(int) * ncols);
+ emit_edistro = MallocOrDie(sizeof(int) * ncols);
+ for(i = 0; i < ncols; i++)
+ {
+ sdistro[i] = 0.;
+ edistro[i] = 0.;
+ emit_sdistro[i] = 0.;
+ emit_edistro[i] = 0.;
+ }
+ /* build a CP9 for the CM if nec. (we may have already if --hbanded enabled) */
+ if(!(cm->flags & CM_CP9))
+ {
+ if(!build_cp9_hmm(cm, &(cm->cp9), &(cm->cp9map), FALSE, 0.0001, 0))
+ Die("Couldn't build a CP9 HMM from the CM\n");
+ cm->flags |= CM_CP9; /* raise the CP9 flag */
+ /* configure the CP9 HMM for local alignment, all positions equiprobable */
+ swentry= ((cm->cp9->M)-1.)/cm->cp9->M; /* all start pts equiprobable, including 1 */
+ swexit = ((cm->cp9->M)-1.)/cm->cp9->M; /* all end pts equiprobable, including M */
+ CPlan9SWConfig(cm->cp9, swentry, swexit);
+ CP9Logoddsify(cm->cp9);
+ }
+ for (i = 0; i < distro_nseq; i++)
+ {
+ distro_dsq[i] = DigitizeSequence(distro_seq[i], distro_sqinfo[i].len);
+ CP9_seq2posteriors(cm, distro_dsq[i], 1, distro_sqinfo[i].len, &cp9_post, 0);
+ /* infer the start and end HMM nodes (consensus cols) from posterior matrix.
+ * Remember: we're necessarily in local mode, the --sub option turns local mode on.
+ */
+ CP9NodeForPosn(cm->cp9, 1, distro_sqinfo[i].len, 1,
+ cp9_post, &distro_spos, &distro_spos_state, do_fullsub, 0., TRUE, 0);
+ CP9NodeForPosn(cm->cp9, 1, distro_sqinfo[i].len, distro_sqinfo[i].len,
+ cp9_post, &distro_epos, &distro_epos_state, do_fullsub, 0., TRUE, 0);
+ printf("i: %d ncols: %d S: %d E: %d\n", i, ncols, distro_spos, distro_epos);
+ if(distro_spos == 0 && distro_spos_state == 1) distro_spos = 1;
+ if(distro_epos == 0 && distro_epos_state == 1) distro_epos = 1;
+ sdistro[distro_spos-1] += 1.;
+ edistro[distro_epos-1] += 1.;
+ FreeCPlan9Matrix(cp9_post);
+ }
+ /* We've got all we need for the distribution, free distro_* data structures */
+ for(i = 0; i < distro_nseq; i++)
+ {
+ free(distro_seq[i]);
+ free(distro_dsq[i]);
+ }
+ free(distro_sqinfo);
+ free(distro_seq);
+ free(distro_dsq);
+
+ /* Normalize the distros */
+ esl_vec_FNorm(sdistro, ncols);
+ esl_vec_FNorm(edistro, ncols);
+ printf("\n\n");
+ }
+
+ /***********************************************
+ * Open output file, if needed.
+ ***********************************************/
+
+ /* if (ofile == NULL) fp = stdout;
+ else {
+ if ((fp = fopen(ofile, "w")) == NULL)
+ Die("Failed to open output file %s for writing", ofile);
+ }*/
+
+ /******************************************************
+ * Do the work. Read or emit seqs and align them.
+ ******************************************************/
+ if(do_read)
+ {
+ /* read the sequences from the input file */
+ format = SQFILE_FASTA;
+ printf("opening file: %s\n", read_seqfile);
+ if (! ReadMultipleRseqs(read_seqfile, format, &seq, &sqinfo, &nseq))
+ Die("Failed to read any sequences from file %s, expecting FASTA.", read_seqfile);
+ dsq = MallocOrDie(sizeof(char *) * nseq);
+ for (i = 0; i < nseq; i++)
+ dsq[i] = DigitizeSequence(seq[i], sqinfo[i].len);
+ }
+
+ /***********************************************
+ * Show the options banner
+ ***********************************************/
+
+ MainBanner(stdout, banner);
+ printf("CM file: %s\n", cmfile);
+ printf("Number of seqs: %d\n", nseq);
+ printf("Number of truncs per seq: %d\n", nrepeats);
+ printf("Random seed: %ld\n", seed);
+ printf("- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -\n\n");
+
+ /* Allocate and initialize */
+ r = esl_randomness_Create(seed);
+ if(!do_read)
+ {
+ dsq = MallocOrDie(sizeof(char *) * (nseq));
+ seq = MallocOrDie(sizeof(char *) * (nseq));
+ sqinfo = MallocOrDie(sizeof(SQINFO) * (nseq));
+ tr = MallocOrDie(sizeof(Parsetree_t) * (nseq));
+ }
+ i = 0;
+
+ pdsq = MallocOrDie(sizeof(char *) * (nrepeats * nseq));
+ psqinfo = MallocOrDie(sizeof(SQINFO) * (nrepeats * nseq));
+ ptr = MallocOrDie(sizeof(Parsetree_t) * (nrepeats * nseq));
+
+ temp_sqinfo = MallocOrDie(sizeof(SQINFO) * 1);
+ temp_dsq = MallocOrDie(sizeof(char *) * 1);
+ temp_tr = MallocOrDie(sizeof(Parsetree_t) * 1);
+
+ spos = MallocOrDie(sizeof(int) * (nrepeats * nseq));
+ epos = MallocOrDie(sizeof(int) * (nrepeats * nseq));
+
+ emap = CreateEmitMap(cm);
+
+ /* Either use read seqs (if do_read) or emit nseq seqs from the CM,
+ * align them to the CM using the desired CYK algorithm (potentially
+ * banded), and truncate them to partial sequences. Then realign
+ * with the same CYK algorithm and determine how close the partial
+ * seq alignment is with the corresponding subalignment of the full
+ * sequence.
+ */
+ if(!(do_read))
+ {
+ for(i = 0; i < nseq; i++)
+ {
+ /* Emit a sequence from the CM, we don't care about the parsetree,
+ * we'll determine this via alignment */
+ EmitParsetree(cm, r, NULL, &(seq[i]), &(dsq[i]), &L);
+ while(L == 0)
+ {
+ free(seq[i]);
+ free(dsq[i]);
+ EmitParsetree(cm, r, NULL, &(seq[i]), &(dsq[i]), &L);
+ }
+ strcpy(sqinfo[i].name, cm->name);
+ sqinfo[i].len = L;
+ sqinfo[i].flags = SQINFO_NAME | SQINFO_LEN;
+ }
+ }
+
+ /* Turn local on if we're supposed to */
+ if(do_local)
+ {
+ cm->config_opts |= CM_CONFIG_LOCAL;
+ /* Configure the CM and potentially HMM for local alignment. */
+ if (cm->config_opts & CM_CONFIG_LOCAL)
+ {
+ ConfigLocal(cm, cm->pbegin, cm->pend);
+ ConfigLocal_DisallowELEmissions(cm);
+ CMLogoddsify(cm);
+ if(cm->flags & CM_CP9)
+ {
+ swentry= ((cm->cp9->M)-1.)/cm->cp9->M; /* all start pts equiprobable, including 1 */
+ swexit = ((cm->cp9->M)-1.)/cm->cp9->M; /* all end pts equiprobable, including M */
+ CPlan9SWConfig(cm->cp9, swentry, swexit);
+ CP9Logoddsify(cm->cp9);
+ }
+ }
+ }
+
+ /* Align the sequences */
+ /* turn off the do_sub option for initial alignment */
+ printf("%-40s ... ", "Aligning full length sequences");
+ if(do_sub) cm->align_opts &= ~CM_ALIGN_SUB;
+ pt_AlignSeqsWrapper(cm, dsq, sqinfo, nseq, &tr,
+ fsub_pmass, 0, 0, TRUE,
+ NULL, NULL, NULL, NULL, NULL, NULL);
+ printf("done.\n");
+
+ /* Temporary code: We can't build sub CMs of a CM in local mode, what
+ * should be done here is to make the CM global again and then align
+ * the seqs, but that code doesn't exist now. The temporary solution
+ * is below, free the CM, read it in again and configure it again,
+ * NOT in local mode.
+ */
+ if(do_sub)
+ {
+ cm->align_opts |= CM_ALIGN_SUB;
+
+ FreeCM(cm);
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL)
+ Die("Failed to open covariance model save file %s\n%s\n", cmfile, usage);
+ if (! CMFileRead(cmfp, &cm))
+ Die("Failed to read a CM from %s -- file corrupt?\n", cmfile);
+ if (cm == NULL)
+ Die("%s empty?\n", cmfile);
+ CMFileClose(cmfp);
+ /* Update cm->config_opts and cm->align_opts based on command line options */
+ /* We can't turn local on yet, because we have to emit the sequences first,
+ * (EmitParsetree() doesn't in local */
+ if(do_hbanded) cm->align_opts |= CM_ALIGN_HBANDED;
+ if(use_sums) cm->align_opts |= CM_ALIGN_SUMS;
+ if(do_sub) cm->align_opts |= CM_ALIGN_SUB;
+ if(do_fullsub) cm->align_opts |= CM_ALIGN_FSUB;
+ if(!do_small) cm->align_opts |= CM_ALIGN_NOSMALL;
+ if(do_qdb)
+ {
+ cm->align_opts |= CM_ALIGN_QDB;
+ cm->config_opts |= CM_CONFIG_QDB;
+ }
+ /* Configure the CM for alignment based on cm->config_opts and cm->align_opts.
+ * set local mode, make cp9 HMM, calculate QD bands etc. */
+ ConfigCM(cm, NULL, NULL);
+ }
+
+ for(i = 0; i < (nrepeats * nseq); i++)
+ {
+ strcpy(temp_sqinfo[0].name, sqinfo[(i%nseq)].name);
+ temp_sqinfo[0].len = sqinfo[(i%nseq)].len;
+ temp_tr[0] = tr[(i%nseq)];
+ temp_dsq[0] = dsq[(i%nseq)];
+ temp_sqinfo[0].flags = SQINFO_NAME | SQINFO_LEN;
+
+ strcpy(temp_sqinfo[0].name, cm->name);
+ msa = Parsetrees2Alignment(cm, temp_dsq, temp_sqinfo, NULL, temp_tr, 1, TRUE);
+ /* important, the final variable do_full must be set to TRUE, we want
+ * all match columns in the alignment. */
+
+ /* Step 1: pick random start and end consensus position
+ * for truncation, or if(do_distro) pick from
+ * the empirical distribution. */
+ passed = FALSE;
+ while(!passed)
+ {
+ if(do_distro)
+ {
+ spos[i] = esl_rnd_FChoose(r, sdistro, ncols) + 1;
+ epos[i] = esl_rnd_FChoose(r, edistro, ncols) + 1;
+ }
+ else
+ {
+ spos[i] = ((int) (esl_random(r) * ncols)) + 1;
+ epos[i] = ((int) (esl_random(r) * ncols)) + 1;
+ }
+ if(spos[i] > epos[i])
+ {
+ temp = spos[i];
+ spos[i] = epos[i];
+ epos[i] = temp;
+ passed = TRUE;
+ }
+ if(do_distro)
+ {
+ emit_sdistro[(spos[i]-1)] += 1.;
+ emit_edistro[(epos[i]-1)] += 1.;
+ }
+ if(!do_minlen && !do_fixlen)
+ passed = TRUE;
+ if(do_minlen && ((epos[i]-spos[i]+1) < minlen))
+ passed = FALSE;
+ if(do_fixlen)
+ {
+ if((spos[i] + fixlen - 1) > ncols)
+ passed = FALSE;
+ else
+ epos[i] = spos[i] + fixlen - 1;
+ }
+ }
+ /* Truncate the alignment prior to consensus column spos[i] and after
+ consensus column epos[i] */
+ useme = (int *) MallocOrDie (sizeof(int) * (msa->alen+1));
+ for (apos = 0, cc = 0; apos < msa->alen; apos++)
+ {
+ /* Careful here, placement of cc++ increment is impt,
+ * we want all inserts between cc=spos[i]-1 and cc=spos[i],
+ * and between cc=epos[i] and cc=epos[i]+1.
+ */
+ if(cc < (spos[i]-1) || cc > epos[i])
+ useme[apos] = 0;
+ else
+ useme[apos] = 1;
+ if (!isgap(msa->rf[apos]))
+ {
+ cc++;
+ if(cc == (epos[i]+1))
+ useme[apos] = 0;
+ }
+ }
+ /*printf("\n\nDEBUG PRINTING ORIG ALIGNMENT:\n");
+ WriteStockholm(fp, msa);
+ printf("\n\nDONE DEBUG PRINTING ORIG ALIGNMENT:\n");
+ for(apos=0; apos < msa->alen; apos++)
+ printf("useme[%d]: %d\n", apos, useme[apos]);
+ */
+ MSAShorterAlignment(msa, useme);
+ free(useme);
+
+ /* Get the dealigned sequence, and save it as pdsq[i] */
+ DealignAseqs(msa->aseq, msa->nseq, &pseq);
+ if(debug_level > 0)
+ {
+ printf("i: %d seq: %s\n", i, seq[i]);
+ printf("i: %d pseq: %s\n", i, pseq[0]);
+ }
+ Lp = strlen(pseq[0]);
+ if(Lp == 0) /* don't want 0 len seqs */
+ {
+ /* we handle this oddly, decrement i and wait
+ * for next iteration of the loop to increment i
+ * and refill this seq.
+ */
+ free(pseq);
+ i--;
+ }
+ else
+ {
+ pdsq[i] = DigitizeSequence(pseq[0], Lp);
+ psqinfo[i].len = Lp;
+ strcpy(psqinfo[i].name, cm->name);
+ psqinfo[i].flags = SQINFO_NAME | SQINFO_LEN;
+ }
+ }
+ /*****************************************************
+ * Align the partial seqs to the CM and collect stats
+ * on how often we correctly get spos and epos.
+ *****************************************************/
+
+ /* Align all the partial sequences to the CM */
+ if(do_histo)
+ pt_AlignSeqsWrapper(cm, pdsq, psqinfo, (nseq*nrepeats), &ptr, fsub_pmass, 0, 0, TRUE,
+ spos, epos, &post_spos, &post_epos, &dist_spos, &dist_epos);
+ else
+ pt_AlignSeqsWrapper(cm, pdsq, psqinfo, (nseq*nrepeats), &ptr, fsub_pmass, 0, 0, TRUE,
+ NULL, NULL, NULL, NULL, NULL, NULL);
+ s_ct = 0;
+ e_ct = 0;
+ /* For each sequence, compare the partial alignment with
+ * the full alignment */
+ for(i = 0; i < (nrepeats * nseq); i++)
+ {
+ Lp = psqinfo[i].len;
+ /*printf("dumping parsetree for partial seq of length %d\n", Lp);
+ ParsetreeDump(stdout, ptr[i], cm, pdsq[i]);*/
+
+ /* Determine the consensus column the first and last residue
+ * of the partial sequence were aligned to */
+ pred_spos = pred_epos = -1;
+ for(x = 0; x < ptr[i]->n; x++)
+ {
+ /* find consensus column that residue 1 aligns to */
+ if(ptr[i]->emitl[x] == 1 && (cm->sttype[ptr[i]->state[x]] == ML_st ||
+ cm->sttype[ptr[i]->state[x]] == MP_st))
+ pred_spos = emap->lpos[cm->ndidx[ptr[i]->state[x]]];
+ if(ptr[i]->emitl[x] == 1 && cm->sttype[ptr[i]->state[x]] == IL_st)
+ pred_spos = emap->lpos[cm->ndidx[ptr[i]->state[x]]] + 1;
+
+ if(ptr[i]->emitr[x] == 1 && (cm->sttype[ptr[i]->state[x]] == MR_st ||
+ cm->sttype[ptr[i]->state[x]] == MP_st))
+ pred_spos = emap->rpos[cm->ndidx[ptr[i]->state[x]]];
+ if(ptr[i]->emitr[x] == 1 && cm->sttype[ptr[i]->state[x]] == IR_st)
+ pred_spos = emap->rpos[cm->ndidx[ptr[i]->state[x]]];
+
+ /* find consensus column that residue Lp aligns to */
+ if(ptr[i]->emitl[x] == Lp && (cm->sttype[ptr[i]->state[x]] == ML_st ||
+ cm->sttype[ptr[i]->state[x]] == MP_st))
+ pred_epos = emap->lpos[cm->ndidx[ptr[i]->state[x]]];
+ if(ptr[i]->emitl[x] == Lp && cm->sttype[ptr[i]->state[x]] == IL_st)
+ pred_epos = emap->lpos[cm->ndidx[ptr[i]->state[x]]];
+
+ if(ptr[i]->emitr[x] == Lp && (cm->sttype[ptr[i]->state[x]] == MR_st ||
+ cm->sttype[ptr[i]->state[x]] == MP_st))
+ pred_epos = emap->rpos[cm->ndidx[ptr[i]->state[x]]];
+ if(ptr[i]->emitr[x] == Lp && cm->sttype[ptr[i]->state[x]] == IR_st)
+ {
+ if(cm->ndidx[ptr[i]->state[x]] == 0)
+ {
+ if(ptr[i]->state[x] == 2) /* ROOT_IR */
+ pred_epos = emap->rpos[cm->ndidx[ptr[i]->state[x]]] - 1;
+ else
+ pred_epos = 0; /* ROOT_IL */
+ }
+ else
+ pred_epos = emap->rpos[cm->ndidx[ptr[i]->state[x]]] - 1;
+ }
+ }
+ if(pred_spos == -1)
+ Die("pred_spos is still -1!\n");
+ if(pred_epos == -1)
+ Die("pred_epos is still -1!\n");
+ printf("(%4d) S: %4d %4d %4d E: %4d %4d %4d \n", i, spos[i], pred_spos, spos[i]-pred_spos, epos[i], pred_epos, epos[i]-pred_epos);
+
+ if(pred_spos == spos[i])
+ s_ct++;
+ if(pred_epos == epos[i])
+ e_ct++;
+ /*WriteStockholm(stdout, msa);*/
+ /*printf("attempts: %3d passed (i=%3d)\n", attempts, i);*/
+ }
+ if(do_distro)
+ {
+ /* Normalize the distros */
+ esl_vec_FNorm(emit_sdistro, ncols);
+ esl_vec_FNorm(emit_edistro, ncols);
+ for(i = 0; i < ncols; i++)
+ printf("Start[%4d]: %.4f %.4f\n", i, sdistro[i], emit_sdistro[i]);
+ printf("\n\n");
+ for(i = 0; i < ncols; i++)
+ printf("End [%4d]: %.4f %.4f\n", i, edistro[i], emit_edistro[i]);
+ }
+ /* Clean up. */
+ if(do_distro)
+ {
+ free(sdistro);
+ free(edistro);
+ free(emit_sdistro);
+ free(emit_edistro);
+ }
+
+ FreeCM(cm);
+ /*if (tr[0] != NULL) FreeParsetree(tr[0]);
+ if (ptr[i] != NULL) FreeParsetree(ptr[i]);
+ free(dsq[0]);*/
+ printf("N %d S %d E %d\n", nseq, s_ct, e_ct);
+ /*free(sqinfo);*/
+ for (i = 0; i < nseq; i++)
+ {
+ free(dsq[i]);
+ free(seq[i]);
+ FreeParsetree(tr[i]);
+ }
+ for (i = 0; i < (nrepeats*nseq); i++)
+ {
+ free(pdsq[i]);
+ FreeParsetree(ptr[i]);
+ }
+ free(sqinfo);
+ free(psqinfo);
+ free(spos);
+ free(epos);
+ free(tr);
+ free(ptr);
+ free(pdsq);
+ free(dsq);
+ free(seq);
+ FreeEmitMap(emap);
+ esl_randomness_Destroy(r);
+ return EXIT_SUCCESS;
+}
+
+/* EPN, Tue Dec 5 14:25:02 2006
+ *
+ * Function: AlignSeqsWrapper()
+ *
+ * Purpose: Given a CM, digitized sequences, and a slew of options,
+ * do preliminaries, call the correct CYK function and return
+ * parsetrees. Potentially collect stats for partial-test.
+ *
+ * Args: CM - the covariance model
+ * dsq - digitized sequences to align
+ * sqinfo - info on the seq's we're aligning
+ * nseq - number of seqs we're aligning
+ * ret_tr - RETURN: parsetrees (pass NULL if trace isn't wanted)
+ * fsub_pmass - probability mass to require in fullsub mode
+ * bdump_level - verbosity level for band related print statements
+ * debug_level - verbosity level for debugging print statements
+ * silent_mode - TRUE to not print anything, FALSE to print scores
+ *
+ * actual_spos - [0..nseq-1] start consensus posn for truncated (partial) seq
+ * actual_epos - [0..nseq-1] end consensus posn for truncated (partial) seq
+ * ret_post_spos- [0..nseq-1] posterior probability from HMM of spos being start
+ * ret_post_epos- [0..nseq-1] posterior probability from HMM of epos being end
+ * ret_dist_spos- [0..nseq-1] distance (+/-) of max post start from spos
+ * ret_dist_epos- [0..nseq-1] distance (+/-) of max post end from epos
+ */
+void
+pt_AlignSeqsWrapper(CM_t *cm, char **dsq, SQINFO *sqinfo, int nseq, Parsetree_t ***ret_tr,
+ float fsub_pmass, int bdump_level, int debug_level, int silent_mode,
+ int *actual_spos, int *actual_epos, float **ret_post_spos,
+ float **ret_post_epos, int **ret_dist_spos, int **ret_dist_epos)
+{
+ Stopwatch_t *watch1, *watch2; /* for timings */
+ int i; /* counter over sequences */
+ int v; /* state counter */
+ Parsetree_t **tr; /* parse trees for the sequences */
+ float sc; /* score for one sequence alignment */
+ float maxsc; /* max score in all seqs */
+ float minsc; /* min score in all seqs */
+ float avgsc; /* avg score over all seqs */
+
+ /* variables related to CM Plan 9 HMMs */
+ struct cplan9_s *hmm; /* constructed CP9 HMM */
+ CP9Bands_t *cp9b; /* data structure for hmm bands (bands on the hmm states)
+ * and arrays for CM state bands, derived from HMM bands*/
+ CP9Map_t *cp9map; /* maps the hmm to the cm and vice versa */
+ struct cp9_dpmatrix_s *cp9_post; /* growable DP matrix for posterior decode */
+
+ /* variables related to the do_sub option */
+ CM_t *sub_cm; /* sub covariance model */
+ CMSubMap_t *submap;
+ CP9Bands_t *sub_cp9b; /* data structure for hmm bands (bands on the hmm states)
+ * and arrays for CM state bands, derived from HMM bands */
+ CM_t *orig_cm; /* the original, template covariance model the sub CM was built from */
+ int spos; /* HMM node most likely to have emitted posn 1 of target seq */
+ int spos_state; /* HMM state type for curr spos 0=match or 1=insert */
+ int epos; /* HMM node most likely to have emitted posn L of target seq */
+ int epos_state; /* HMM state type for curr epos 0=match or 1=insert */
+ Parsetree_t *orig_tr; /* parsetree for the orig_cm; created from the sub_cm parsetree */
+
+ struct cplan9_s *sub_hmm; /* constructed CP9 HMM; written to hmmfile */
+ CP9Map_t *sub_cp9map; /* maps the sub_hmm to the sub_cm and vice versa */
+ struct cplan9_s *orig_hmm; /* original CP9 HMM built from orig_cm */
+ CP9Map_t *orig_cp9map;
+ CP9Bands_t *orig_cp9b;
+
+ /* variables related to query dependent banding (qdb) */
+ int expand_flag; /* TRUE if the dmin and dmax vectors have just been
+ * expanded (in which case we want to recalculate them
+ * before we align a new sequence), and FALSE if not*/
+ int *dmin; /* minimum d bound for state v, [0..v..M-1] */
+ int *dmax; /* maximum d bound for state v, [0..v..M-1] */
+ int *orig_dmin; /* original dmin values passed in */
+ int *orig_dmax; /* original dmax values passed in */
+
+ /* variables related to inside/outside */
+ /*float ***alpha;*/ /* alpha DP matrix for Inside() */
+ /*float ***beta; */ /* beta DP matrix for Inside() */
+ /*float ***post; */ /* post DP matrix for Inside() */
+ int ***alpha; /* alpha DP matrix for Inside() */
+
+
+ /* partial-test variables */
+ int do_ptest; /* TRUE to fill partial-test variables */
+ float *post_spos;
+ float *post_epos;
+ int *dist_spos;
+ int *dist_epos;
+
+ int do_hmmonly = FALSE;
+ int do_elsilent = FALSE;
+ int do_timings = FALSE;
+ int do_check = FALSE;
+ int do_post = FALSE;
+
+ int do_local = cm->config_opts & CM_CONFIG_LOCAL;
+ int do_hbanded = cm->align_opts & CM_ALIGN_HBANDED;
+ int do_sub = cm->align_opts & CM_ALIGN_SUB;
+ int do_fullsub = cm->align_opts & CM_ALIGN_FSUB;
+ int do_qdb = cm->align_opts & CM_ALIGN_QDB;
+ int do_inside = cm->align_opts & CM_ALIGN_INSIDE;
+ int do_outside = cm->align_opts & CM_ALIGN_OUTSIDE;
+ int do_small = !(cm->align_opts & CM_ALIGN_NOSMALL);
+
+ if(do_fullsub)
+ do_sub = TRUE;
+
+ /*printf("in AlignSeqsWrapper() do_local: %d do_sub: %d do_fullsub: %d\n", do_local, do_sub, do_fullsub);*/
+
+ do_ptest = FALSE;
+ if(ret_post_spos != NULL)
+ do_ptest = TRUE;
+ if(do_ptest && (ret_post_epos == NULL || ret_dist_spos == NULL || ret_dist_epos == NULL))
+ Die("ERROR partial-test arrays must either all be NULL or non-NULL\n");
+
+ /* Allocate partial-test arrays */
+ if(ret_post_spos != NULL)
+ post_spos = MallocOrDie(sizeof(float) * nseq);
+ if(ret_post_epos != NULL)
+ post_epos = MallocOrDie(sizeof(float) * nseq);
+ if(ret_dist_spos != NULL)
+ dist_spos = MallocOrDie(sizeof(int ) * nseq);
+ if(ret_dist_epos != NULL)
+ dist_epos = MallocOrDie(sizeof(int ) * nseq);
+
+ tr = MallocOrDie(sizeof(Parsetree_t) * nseq);
+ minsc = FLT_MAX;
+ maxsc = -FLT_MAX;
+ avgsc = 0;
+
+ watch1 = StopwatchCreate(); /* watch1 is used to time each step individually */
+ watch2 = StopwatchCreate(); /* watch2 times the full alignment (including band calc)
+ for each seq */
+
+ if(do_hbanded || do_sub || do_ptest) /* We need a CP9 HMM to build sub_cms */
+ {
+ /* Keep this data for the original CM safe; we'll be doing
+ * pointer swapping to ease the sub_cm alignment implementation. */
+ hmm = cm->cp9;
+ cp9map = cm->cp9map;
+
+ orig_hmm = hmm;
+ orig_cp9map = cp9map;
+ if(do_hbanded)
+ cp9b = AllocCP9Bands(cm, hmm);
+
+ StopwatchZero(watch2);
+ StopwatchStart(watch2);
+ }
+
+ /* Copy the QD bands in case we expand them. */
+ if(do_qdb)
+ {
+ if(bdump_level > 1)
+ /*printf("cm->beta:%f\n", cm->beta);*/
+ debug_print_bands(cm, cm->dmin, cm->dmax);
+ expand_flag = FALSE;
+ /* Copy dmin and dmax, so we can replace them after expansion */
+ orig_dmin = MallocOrDie(sizeof(int) * cm->M);
+ orig_dmax = MallocOrDie(sizeof(int) * cm->M);
+ for(v = 0; v < cm->M; v++)
+ {
+ orig_dmin[v] = cm->dmin[v];
+ orig_dmax[v] = cm->dmax[v];
+ }
+ }
+
+ if(do_elsilent)
+ ConfigLocal_DisallowELEmissions(cm);
+
+ if(do_hbanded)
+ {
+ cp9b = AllocCP9Bands(cm, cm->cp9);
+ orig_cp9b = cp9b;
+ }
+ orig_cm = cm;
+
+ /*****************************************************************
+ * Collect parse trees for each sequence
+ *****************************************************************/
+
+ for (i = 0; i < nseq; i++)
+ {
+ StopwatchZero(watch1);
+ StopwatchStart(watch1);
+ StopwatchZero(watch2);
+ StopwatchStart(watch2);
+
+ if (sqinfo[i].len == 0) Die("ERROR: sequence named %s has length 0.\n", sqinfo[i].name);
+
+ /* Potentially, do HMM calculations. */
+ if(do_hbanded)
+ {
+ if(do_sub || do_ptest)
+ CP9_seq2bands(orig_cm, dsq[i], 1, sqinfo[i].len, orig_cp9b,
+ &cp9_post, /* we DO want the posterior matrix back */
+ debug_level);
+ else
+ CP9_seq2bands(orig_cm, dsq[i], 1, sqinfo[i].len, orig_cp9b,
+ NULL, /* we don't want the posterior matrix back */
+ debug_level);
+ }
+ if(do_sub && !do_hbanded)
+ {
+ /* (1) Get HMM posteriors (if do_hbanded, we already have them) */
+ CP9_seq2posteriors(orig_cm, dsq[i], 1, sqinfo[i].len, &cp9_post, debug_level);
+ }
+ if(do_ptest) /* determine the posterior probability from HMM of the correct start posn
+ * and end posn, as well as distance from max posterior */
+ {
+ /* Determine HMM post probability of actual start and end */
+ /* CP9NodeForPosn(orig_hmm, 1, sqinfo[i].len, actual_spos[i], cp9_post,
+ &spos, &spos_state, &(post_spos[i]), debug_level);
+ CP9NodeForPosn(orig_hmm, 1, sqinfo[i].len, actual_epos[i], cp9_post,
+ &epos, &spos_state, &(post_epos[i]), debug_level);*/
+ printf("(%4d) s: %3d post: %.2f\n", i, actual_spos[i],
+ Score2Prob(cp9_post->mmx[1][actual_spos[i]], 1.));
+ printf("(%4d) e: %3d post: %.2f\n", i, actual_epos[i],
+ Score2Prob(cp9_post->mmx[sqinfo[i].len][actual_epos[i]], 1.));
+ /* Determine HMM post probability of most likely start and end */
+ /*CP9NodeForPosn(orig_hmm, 1, sqinfo[i].len, 1, cp9_post,
+ &spos, &spos_state, NULL, debug_level);
+ CP9NodeForPosn(orig_hmm, 1, sqinfo[i].len, sqinfo[i].len, cp9_post,
+ &epos, &epos_state, NULL, debug_level);*/
+ }
+
+ /* If we're in sub mode:
+ * (1) Get HMM posteriors (we've already done this
+ * (2) Infer the start (spos) and end (epos) HMM states by
+ * looking at the posterior matrix.
+ * (3) Build the sub_cm from the original CM.
+ *
+ * If we're also doing HMM banded alignment:
+ * (4) Build a new CP9 HMM from the sub CM.
+ * (5) Do Forward/Backward again, and get a new posterior matrix.
+ */
+ if(do_sub)
+ {
+ /* (2) infer the start and end HMM states by looking at the posterior matrix.
+ * Remember: we're necessarily in local mode, the --sub option turns local mode on.
+ */
+ CP9NodeForPosn(orig_hmm, 1, sqinfo[i].len, 1, cp9_post, &spos, &spos_state,
+ do_fullsub, fsub_pmass, TRUE, debug_level);
+ CP9NodeForPosn(orig_hmm, 1, sqinfo[i].len, sqinfo[i].len, cp9_post, &epos, &epos_state,
+ do_fullsub, fsub_pmass, FALSE, debug_level);
+ /* If the most likely state to have emitted the first or last residue
+ * is the insert state in node 0, it only makes sense to start modelling
+ * at consensus column 1. */
+ if(spos == 0 && spos_state == 1)
+ spos = 1;
+ if(epos == 0 && epos_state == 1)
+ epos = 1;
+ if(epos < spos) /* This is a possible but hopefully rarely encountered situation, we
+ * build a sub_cm identical to the CM, be setting spos = 1, epos = L */
+ {
+ spos = 1;
+ epos = sqinfo[i].len;
+ }
+ /* (3) Build the sub_cm from the original CM. */
+ if(!(build_sub_cm(orig_cm, &sub_cm,
+ spos, epos, /* first and last col of structure kept in the sub_cm */
+ &submap, /* maps from the sub_cm to cm and vice versa */
+ do_fullsub, /* build or not build a sub CM that models all columns */
+ debug_level))) /* print or don't print debugging info */
+ Die("Couldn't build a sub CM from the CM\n");
+ /* Configure the sub_cm, the same as the cm, this will build a CP9 HMM if (do_hbanded) */
+ ConfigCM(sub_cm, NULL, NULL);
+ cm = sub_cm; /* orig_cm still points to the original CM */
+
+ if(do_hbanded) /* we're doing HMM banded alignment to the sub_cm */
+ {
+ /* Get the HMM bands for the sub_cm */
+ sub_hmm = sub_cm->cp9;
+ sub_cp9map = sub_cm->cp9map;
+ sub_cp9b = AllocCP9Bands(sub_cm, sub_cm->cp9);
+ CP9_seq2bands(sub_cm, dsq[i], 1, sqinfo[i].len, sub_cp9b,
+ NULL, /* we don't want the posterior matrix back */
+ debug_level);
+ hmm = sub_hmm;
+ cp9map = sub_cp9map;
+ cp9b = sub_cp9b;
+ }
+ }
+ /* Determine which CYK alignment algorithm to use, based
+ * on command-line options AND memory requirements.
+ */
+ if(do_hbanded)
+ {
+ /* write a function to determine size of jd banded memory
+ * req'd, and set do_small to true if its > thresh.
+ if(do_small) * We're only going to band on d in memory, but
+ * we need to calculate safe_hd bands on the d dimension.
+ {
+ */
+ }
+
+ if(do_qdb)
+ {
+ /*Check if we need to reset the query dependent bands b/c they're currently expanded. */
+ if(expand_flag)
+ {
+ for(v = 0; v < cm->M; v++)
+ {
+ dmin[v] = orig_dmin[v];
+ dmax[v] = orig_dmax[v];
+ }
+ expand_flag = FALSE;
+ }
+ if((sqinfo[i].len < dmin[0]) || (sqinfo[i].len > dmax[0]))
+ {
+ /* the seq we're aligning is outside the root band, so we expand.*/
+ ExpandBands(cm, sqinfo[i].len, dmin, dmax);
+ if(debug_level > 0) printf("Expanded bands for seq : %s\n", sqinfo[i].name);
+ if(bdump_level > 2)
+ {
+ printf("printing expanded bands :\n");
+ debug_print_bands(cm, dmin, dmax);
+ }
+ expand_flag = TRUE;
+ }
+ }
+
+ if(!silent_mode)
+ {
+ if(do_sub)
+ printf("Aligning (to a sub CM) %-20s", sqinfo[i].name);
+ else
+ printf("Aligning %-30s", sqinfo[i].name);
+ }
+ if (do_inside)
+ {
+ if(do_hbanded)
+ {
+ sc = IInside_b_jd_me(cm, dsq[i], sqinfo[i].len, 1, sqinfo[i].len,
+ BE_PARANOID, /* non memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ }
+ else
+ {
+ sc = IInside(cm, dsq[i], sqinfo[i].len, 1, sqinfo[i].len,
+ BE_EFFICIENT, /* memory-saving mode */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local); /* TRUE to allow local begins */
+ }
+
+ }
+ else if(do_outside)
+ {
+ if(do_hbanded)
+ {
+
+ sc = IInside_b_jd_me(cm, dsq[i], sqinfo[i].len, 1, sqinfo[i].len,
+ BE_PARANOID, /* save full alpha so we can run outside */
+ NULL, &alpha, /* fill alpha, and return it, needed for FOutside() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ /*do_check = TRUE;*/
+ sc = IOutside_b_jd_me(cm, dsq[i], sqinfo[i].len, 1, sqinfo[i].len,
+ BE_PARANOID, /* save full beta */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ alpha, /* alpha matrix from FInside_b_jd_me() */
+ NULL, /* don't save alpha */
+ do_check, /* TRUE to check Outside probs agree with Inside */
+ cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax); /* j and d bands */
+ }
+ else
+ {
+ sc = IInside(cm, dsq[i], sqinfo[i].len, 1, sqinfo[i].len,
+ BE_PARANOID, /* save full alpha so we can run outside */
+ NULL, &alpha, /* fill alpha, and return it, needed for FOutside() */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local); /* TRUE to allow local begins */
+ sc = IOutside(cm, dsq[i], sqinfo[i].len, 1, sqinfo[i].len,
+ BE_PARANOID, /* save full beta */
+ NULL, NULL, /* manage your own matrix, I don't want it */
+ NULL, NULL, /* manage your own deckpool, I don't want it */
+ do_local, /* TRUE to allow local begins */
+ alpha, /* alpha matrix from IInside() */
+ NULL, /* don't save alpha */
+ do_check); /* TRUE to check Outside probs agree with Inside */
+ }
+ }
+ else if (do_small)
+ {
+ if(do_qdb)
+ {
+ sc = CYKDivideAndConquer(cm, dsq[i], sqinfo[i].len, 0, 1, sqinfo[i].len,
+ &(tr[i]), dmin, dmax);
+ if(bdump_level > 0)
+ qdb_trace_info_dump(cm, tr[i], dmin, dmax, bdump_level);
+ }
+ else if(do_hbanded) /*j and d bands not tight enough to allow HMM banded full CYK*/
+ {
+ /* Calc the safe d bands */
+ hd2safe_hd_bands(cm->M, cp9b->jmin, cp9b->jmax, cp9b->hdmin, cp9b->hdmax,
+ cp9b->safe_hdmin, cp9b->safe_hdmax);
+ if(debug_level > 3)
+ {
+ printf("\nprinting hd bands\n\n");
+ debug_print_hd_bands(cm, cp9b->hdmin, cp9b->hdmax, cp9b->jmin, cp9b->jmax);
+ printf("\ndone printing hd bands\n\n");
+ }
+ /* Note the following CYK call will not enforce j bands, even
+ * though user specified --hbanded. */
+ sc = CYKDivideAndConquer(cm, dsq[i], sqinfo[i].len, 0, 1, sqinfo[i].len,
+ &(tr[i]), cp9b->safe_hdmin, cp9b->safe_hdmax);
+ if(bdump_level > 0)
+ qdb_trace_info_dump(cm, tr[i], dmin, dmax, bdump_level);
+ }
+ else
+ {
+ /*printf("DEBUG PRINTING CM PARAMS BEFORE D&C CALL\n");
+ debug_print_cm_params(cm);
+ printf("DONE DEBUG PRINTING CM PARAMS BEFORE D&C CALL\n");*/
+
+ sc = CYKDivideAndConquer(cm, dsq[i], sqinfo[i].len, 0, 1, sqinfo[i].len, &(tr[i]),
+ NULL, NULL); /* we're not in QDB mode */
+ if(bdump_level > 0)
+ {
+ /* We want band info but --banded wasn't used. Useful if you're curious
+ * why a banded parse is crappy relative to non-banded parse, e.g. allows you
+ * to see where the non-banded parse went outside the bands.
+ */
+ qdb_trace_info_dump(cm, tr[i], dmin, dmax, bdump_level);
+ }
+ }
+ }
+ else if(do_qdb)
+ {
+ sc = CYKInside(cm, dsq[i], sqinfo[i].len, 0, 1, sqinfo[i].len, &(tr[i]), dmin, dmax);
+ if(bdump_level > 0)
+ qdb_trace_info_dump(cm, tr[i], dmin, dmax, bdump_level);
+ }
+ else if(do_hbanded)
+ {
+ sc = CYKInside_b_jd(cm, dsq[i], sqinfo[i].len, 0, 1, sqinfo[i].len, &(tr[i]), cp9b->jmin,
+ cp9b->jmax, cp9b->hdmin, cp9b->hdmax, cp9b->safe_hdmin, cp9b->safe_hdmax);
+ if(bdump_level > 0)
+ qdb_trace_info_dump(cm, tr[i], cp9b->safe_hdmin, cp9b->safe_hdmax, bdump_level);
+ }
+ else
+ {
+ sc = CYKInside(cm, dsq[i], sqinfo[i].len, 0, 1, sqinfo[i].len, &(tr[i]), NULL, NULL);
+ if(bdump_level > 0)
+ {
+ /* We want band info but --hbanded wasn't used. Useful if you're curious
+ * why a banded parse is crappy relative to non-banded parse, e.g. allows you
+ * to see where the non-banded parse went outside the bands.
+ */
+ qdb_trace_info_dump(cm, tr[i], dmin, dmax, bdump_level);
+ }
+ }
+ avgsc += sc;
+ if (sc > maxsc) maxsc = sc;
+ if (sc < minsc) minsc = sc;
+
+ if(!silent_mode) printf(" score: %10.2f bits\n", sc);
+
+ /* If debug level high enough, print out the parse tree */
+ if(debug_level > 2)
+ {
+ fprintf(stdout, " SCORE : %.2f bits\n", ParsetreeScore(cm, tr[i], dsq[i], FALSE));;
+ ParsetreeDump(stdout, tr[i], cm, dsq[i]);
+ fprintf(stdout, "//\n");
+ }
+ /* Dump the trace with info on i, j and d bands
+ * if bdump_level is high enough */
+ if(bdump_level > 0 && do_hbanded)
+ ijd_banded_trace_info_dump(cm, tr[i], cp9b->imin, cp9b->imax, cp9b->jmin, cp9b->jmax,
+ cp9b->hdmin, cp9b->hdmax, 1);
+
+ /* Clean up the structures we use calculating HMM bands, that are allocated
+ * differently for each sequence.
+ */
+ if(do_hbanded)
+ {
+ for(v = 0; v < cm->M; v++)
+ {
+ free(cp9b->hdmin[v]);
+ free(cp9b->hdmax[v]);
+ }
+ StopwatchStop(watch2);
+ if(do_timings)
+ {
+ StopwatchDisplay(stdout, "band calc and jd CYK CPU time: ", watch2);
+ printf("\n");
+ }
+ }
+ if(do_sub && !(do_inside || do_outside))
+ {
+ /* Convert the sub_cm parsetree to a full CM parsetree */
+ if(debug_level > 0)
+ ParsetreeDump(stdout, tr[i], cm, dsq[i]);
+ if(!(sub_cm2cm_parsetree(orig_cm, sub_cm, &orig_tr, tr[i], submap, (cm->align_opts & CM_ALIGN_FSUB), debug_level)))
+ {
+ printf("\n\nIncorrectly converted original trace:\n");
+ ParsetreeDump(stdout, orig_tr, orig_cm, dsq[i]);
+ exit(1);
+ }
+ if(debug_level > 0)
+ {
+ printf("\n\nConverted original trace:\n");
+ ParsetreeDump(stdout, orig_tr, orig_cm, dsq[i]);
+ }
+ /* Replace the sub_cm trace with the converted orig_cm trace. */
+ FreeParsetree(tr[i]);
+ tr[i] = orig_tr;
+
+ FreeSubMap(submap);
+ FreeCPlan9Matrix(cp9_post);
+ FreeCM(sub_cm); /* cm and sub_cm now point to NULL */
+ }
+ }
+ if(do_hbanded)
+ FreeCP9Bands(cp9b);
+ if (do_qdb)
+ {
+ free(orig_dmin);
+ free(orig_dmax);
+ }
+ StopwatchFree(watch1);
+ StopwatchFree(watch2);
+
+ *ret_tr = tr;
+
+ if(ret_post_spos != NULL)
+ *ret_post_spos = post_spos;
+ if(ret_post_epos != NULL)
+ *ret_post_epos = post_epos;
+ if(ret_dist_spos != NULL)
+ *ret_dist_spos = dist_spos;
+ if(ret_dist_epos != NULL)
+ *ret_dist_epos = dist_epos;
+
+ /*printf("leaving AlignSeqsWrapper()\n");*/
+}
diff --git a/src/prior.c b/src/prior.c
new file mode 100644
index 0000000..cb4a50e
--- /dev/null
+++ b/src/prior.c
@@ -0,0 +1,1218 @@
+/* prior.c
+ * Dirichlet priors for parameterizing a new model.
+ *
+ * Original code from Eric Nawrocki. Adapted by SRE.
+ * SRE, Thu Apr 7 10:44:13 2005
+ * SVN $Id: prior.c 2382 2008-04-01 19:06:54Z eddys $
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <math.h>
+#include <assert.h>
+
+#include "easel.h"
+#include "esl_dirichlet.h"
+#include "esl_vectorops.h"
+#include "esl_fileparser.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+Prior_t *
+Prior_Create(void)
+{
+ int status;
+ Prior_t *pri;
+ int a, b;
+
+ ESL_ALLOC(pri, sizeof(Prior_t));
+ pri->tsetnum = 0;
+ pri->t = NULL;
+ pri->mbp = NULL;
+ pri->mnt = NULL;
+ pri->i = NULL;
+ pri->maxnq = 0;
+ pri->maxnalpha = 0;
+
+ for(a = 0; a < UNIQUESTATES; a++)
+ for(b = 0; b < NODETYPES; b++)
+ pri->tsetmap[a][b] = -1;
+
+ return pri;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+
+
+/* Function: Prior_Destroy()
+ * Incept: SRE, Mon Apr 11 10:06:34 2005 [St. Louis]
+ *
+ * Purpose: Free's a prior.
+ */
+void
+Prior_Destroy(Prior_t *pri)
+{
+ int i;
+ if (pri == NULL) return;
+ if (pri->t != NULL)
+ {
+ for (i = 0; i < pri->tsetnum; i++)
+ esl_mixdchlet_Destroy(pri->t[i]);
+ free(pri->t);
+ }
+ esl_mixdchlet_Destroy(pri->mbp);
+ esl_mixdchlet_Destroy(pri->mnt);
+ esl_mixdchlet_Destroy(pri->i);
+ free(pri);
+}
+
+/* Function: Prior_Read()
+ *
+ * Purpose: Input a transition prior from an open stream
+ * (probably an open file).
+ */
+Prior_t *
+Prior_Read(FILE *fp)
+{
+ Prior_t *pri;
+ ESL_FILEPARSER *efp;
+ char *tok;
+ int toklen;
+ int status;
+
+ int i; /*counter over transition sets*/
+ int curr_state_id;
+ int curr_next_node_id;
+
+ pri = Prior_Create();
+
+ if ((efp = esl_fileparser_Create(fp)) == NULL)
+ cm_Fail("Failed to associate open prior file stream with fileparser");
+ esl_fileparser_SetCommentChar(efp, '#');
+
+ /* First entry is the strategy: "Dirichlet" is the only possibility now. */
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed, on first (Dirichlet) field", efp->errbuf);
+ if (strcasecmp(tok, "Dirichlet") != 0)
+ cm_Fail("No such prior strategy %s\n", tok);
+
+ /* Second entry is NTRANSSETS, which ought to be 74 */
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed reading NTRANSSETS", efp->errbuf);
+ pri->tsetnum = atoi(tok);
+ ESL_ALLOC(pri->t, sizeof(ESL_MIXDCHLET *) * pri->tsetnum);
+
+ /* Transition section: a whole bunch of mixture Dirichlets.
+ */
+ for (i = 0; i < pri->tsetnum; i++)
+ {
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed at line %d reading unique statetype",
+ efp->errbuf, efp->linenumber);
+ if ((curr_state_id = UniqueStateCode(tok)) == -1)
+ cm_Fail("%s is not a uniq state;\nPrior file parse failed, line %d\n",
+ tok, efp->linenumber);
+
+ if ((status = esl_fileparser_GetToken(efp, &tok, &toklen)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed reading node code", efp->errbuf);
+ if ((curr_next_node_id = NodeCode(tok)) == -1)
+ cm_Fail("%s is not a node code;\nPrior file parse failed, line %d\n",
+ tok, efp->linenumber);
+
+ pri->tsetmap[curr_state_id][curr_next_node_id] = i;
+
+ if (esl_mixdchlet_Read(efp, &(pri->t[i])) != eslOK)
+ cm_Fail("%s\nPrior file parse failed, reading transition prior %d at line %d.",
+ efp->errbuf, i, efp->linenumber);
+ if (pri->t[i]->N > pri->maxnq) pri->maxnq = pri->t[i]->N;
+ if (pri->t[i]->K > pri->maxnalpha) pri->maxnalpha = pri->t[i]->K;
+ }
+
+ /* Consensus base pair emission prior section.
+ */
+ if (esl_mixdchlet_Read(efp, &(pri->mbp)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed in base pair priors at line %d\n",
+ efp->errbuf, efp->linenumber);
+ if (pri->mbp->N > pri->maxnq) pri->maxnq = pri->mbp->N;
+ if (pri->mbp->K > pri->maxnalpha) pri->maxnalpha = pri->mbp->K;
+
+ /* Consensus singlet emission prior section.
+ */
+ if (esl_mixdchlet_Read(efp, &(pri->mnt)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed in consensus singlet priors at line %d\n",
+ efp->errbuf, efp->linenumber);
+ if (pri->mnt->N > pri->maxnq) pri->maxnq = pri->mnt->N;
+ if (pri->mnt->K > pri->maxnalpha) pri->maxnalpha = pri->mnt->K;
+
+ /* Nonconsensus singlet emission prior section.
+ */
+ if (esl_mixdchlet_Read(efp, &(pri->i)) != eslOK)
+ cm_Fail("%s\nPrior file parse failed in nonconsensus singlet priors at line %d\n",
+ efp->errbuf, efp->linenumber);
+ if (pri->i->N > pri->maxnq) pri->maxnq = pri->i->N;
+ if (pri->i->K > pri->maxnalpha) pri->maxnalpha = pri->i->K;
+
+ esl_fileparser_Destroy(efp);
+ return pri;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+
+
+/* Function: PriorifyCM()
+ *
+ * Purpose: Given a CM containing counts; add pseudocounts to a CM
+ * using Dirichlet priors, and renormalize the CM.
+ *
+ * The Easel Dirichlet routines are in double-precision,
+ * whereas the CM is in floats, so we have some internal vector
+ * conversion going on here.
+ *
+ * Args: CM -- the CM to add counts to (counts form)
+ * pri -- the Dirichlet prior to use
+ *
+ * Return: (void)
+ * CM is changed from counts to probability form.
+ */
+void
+PriorifyCM(CM_t *cm, const Prior_t *pri)
+{
+ int status;
+ int v; /* counter for model position */
+ int setnum; /* number of set to use */
+ int nxtndtype; /* type of next node */
+ double *counts; /* double copy of floating-pt counts in the CM */
+ double *probs; /* double copy of new probability parameters */
+ double *mixq; /* posterior probs of mixture components, P(q | c) */
+ int i;
+
+ /* Create our temporary buffers; counts, probs, and mixq.
+ */
+ ESL_ALLOC(counts, sizeof(double) * pri->maxnalpha);
+ ESL_ALLOC(probs, sizeof(double) * pri->maxnalpha);
+ ESL_ALLOC(mixq, sizeof(double) * pri->maxnq);
+
+ for (v = 0; v < cm->M; v++)
+ {
+ /* Priorify transition vector if not a BIF or E state */
+ if (cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ /* Determine which transition set to use.
+ * Current unique state id is easy (cm->stid[v]).
+ * Type of next node is a little trickier. The trick is
+ * to use the ndidx of the *last* state this state v
+ * connects to. This is guaranteed to be in the next node,
+ * cannot be an insert state of the current node.
+ */
+ nxtndtype = cm->ndtype[cm->ndidx[cm->cfirst[v] + cm->cnum[v] - 1]];
+ setnum = pri->tsetmap[(int) cm->stid[v]][nxtndtype];
+ for (i = 0; i < cm->cnum[v]; i++)
+ counts[i] = (double) cm->t[v][i];
+
+ esl_mixdchlet_MPParameters(counts, cm->cnum[v],
+ pri->t[setnum],
+ mixq, probs);
+
+ for (i = 0; i < cm->cnum[v]; i++)
+ cm->t[v][i] = (float) probs[i];
+ }
+
+ if(!(cm->flags & CM_RSEARCHEMIT)) /* in rsearch emit mode, do not priorify emissions */
+ {
+ /* Emission priors
+ */
+ if (cm->sttype[v] == MP_st)
+ { /* Consensus base pairs */
+ for (i = 0; i < MAXABET*MAXABET; i++)
+ counts[i] = (double) cm->e[v][i];
+
+ esl_mixdchlet_MPParameters(counts, MAXABET*MAXABET,
+ pri->mbp,
+ mixq, probs);
+
+ for (i = 0; i < MAXABET*MAXABET; i++)
+ cm->e[v][i] = (float) probs[i];
+ }
+ else if (cm->stid[v] == MATL_ML || cm->stid[v] == MATR_MR)
+ { /* Consensus singlets */
+ for (i = 0; i < MAXABET; i++)
+ counts[i] = (double) cm->e[v][i];
+
+ esl_mixdchlet_MPParameters(counts, MAXABET,
+ pri->mnt,
+ mixq, probs);
+
+ for (i = 0; i < MAXABET; i++)
+ cm->e[v][i] = (float) probs[i];
+ }
+ else if (cm->sttype[v] == IL_st || cm->sttype[v] == IR_st ||
+ cm->stid[v] == MATP_ML || cm->stid[v] == MATP_MR)
+ { /* nonconsensus singlets */
+ for (i = 0; i < MAXABET; i++)
+ counts[i] = (double) cm->e[v][i];
+
+ esl_mixdchlet_MPParameters(counts, MAXABET,
+ pri->i,
+ mixq, probs);
+
+ for (i = 0; i < MAXABET; i++)
+ cm->e[v][i] = (float) probs[i];
+ }
+ }
+ }/* end loop over states v */
+
+ free(mixq);
+ free(counts);
+ free(probs);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+
+/* Function: Prior_Default()
+ * Incept: SRE, Fri Apr 15 10:51:16 2005 [St. Louis]
+ *
+ * Purpose: Creates and returns the default mixture Dirichlet prior.
+ *
+ * Most of the code in this function is autogenerated
+ * by a Perl script, prifile2code.pl, which converts a prior
+ * file to C code. xref 2005/0415-infernal-defaultprior.
+ *
+ * Returns: ptr to the new prior structure.
+ *
+ * Xref: 2005/0415-infernal-defaultprior; STL9/65-69.
+ */
+Prior_t *
+Prior_Default(void)
+{
+ int status;
+ Prior_t *pri;
+
+ pri = Prior_Create();
+
+ pri->tsetnum = 74;
+ ESL_ALLOC(pri->t, sizeof(ESL_MIXDCHLET *) * pri->tsetnum);
+
+ /*****************************************************************
+ * The code block below is autogenerated:
+ * ./prifile2code.pl mixture.pri > foo
+ * xref 0415-infernal-defaultprior
+ */
+ pri->tsetmap[MATP_MP][BIF_nd] = 0;
+ pri->t[0] = esl_mixdchlet_Create(1, 3);
+ pri->t[0]->pq[0] = 1.0;
+ pri->t[0]->alpha[0][0] = 0.067710091654;
+ pri->t[0]->alpha[0][1] = 0.000047753225;
+ pri->t[0]->alpha[0][2] = 0.483183211040;
+
+ pri->tsetmap[MATP_MP][END_nd] = 1;
+ pri->t[1] = esl_mixdchlet_Create(1, 3);
+ pri->t[1]->pq[0] = 1.0;
+ pri->t[1]->alpha[0][0] = 0.067710091654;
+ pri->t[1]->alpha[0][1] = 0.000047753225;
+ pri->t[1]->alpha[0][2] = 0.483183211040;
+
+ pri->tsetmap[MATP_MP][MATL_nd] = 2;
+ pri->t[2] = esl_mixdchlet_Create(1, 4);
+ pri->t[2]->pq[0] = 1.0;
+ pri->t[2]->alpha[0][0] = 0.028518011579;
+ pri->t[2]->alpha[0][1] = 0.024705844026;
+ pri->t[2]->alpha[0][2] = 1.464047470747;
+ pri->t[2]->alpha[0][3] = 0.074164509948;
+
+ pri->tsetmap[MATP_MP][MATP_nd] = 3;
+ pri->t[3] = esl_mixdchlet_Create(1, 6);
+ pri->t[3]->pq[0] = 1.0;
+ pri->t[3]->alpha[0][0] = 0.016729608598;
+ pri->t[3]->alpha[0][1] = 0.017449035307;
+ pri->t[3]->alpha[0][2] = 7.164604225972;
+ pri->t[3]->alpha[0][3] = 0.040744980202;
+ pri->t[3]->alpha[0][4] = 0.033562178957;
+ pri->t[3]->alpha[0][5] = 0.025523202345;
+
+ pri->tsetmap[MATP_MP][MATR_nd] = 4;
+ pri->t[4] = esl_mixdchlet_Create(1, 4);
+ pri->t[4]->pq[0] = 1.0;
+ pri->t[4]->alpha[0][0] = 0.032901537296;
+ pri->t[4]->alpha[0][1] = 0.013876834787;
+ pri->t[4]->alpha[0][2] = 1.694917068307;
+ pri->t[4]->alpha[0][3] = 0.162141225286;
+
+ pri->tsetmap[MATP_ML][BIF_nd] = 5;
+ pri->t[5] = esl_mixdchlet_Create(1, 3);
+ pri->t[5]->pq[0] = 1.0;
+ pri->t[5]->alpha[0][0] = 1.0;
+ pri->t[5]->alpha[0][1] = 1.0;
+ pri->t[5]->alpha[0][2] = 1.0;
+
+ pri->tsetmap[MATP_ML][END_nd] = 6;
+ pri->t[6] = esl_mixdchlet_Create(1, 3);
+ pri->t[6]->pq[0] = 1.0;
+ pri->t[6]->alpha[0][0] = 1.0;
+ pri->t[6]->alpha[0][1] = 1.0;
+ pri->t[6]->alpha[0][2] = 1.0;
+
+ pri->tsetmap[MATP_ML][MATL_nd] = 7;
+ pri->t[7] = esl_mixdchlet_Create(1, 4);
+ pri->t[7]->pq[0] = 1.0;
+ pri->t[7]->alpha[0][0] = 0.068859974656;
+ pri->t[7]->alpha[0][1] = 0.060683472648;
+ pri->t[7]->alpha[0][2] = 0.655691547663;
+ pri->t[7]->alpha[0][3] = 0.146392271070;
+
+ pri->tsetmap[MATP_ML][MATP_nd] = 8;
+ pri->t[8] = esl_mixdchlet_Create(1, 6);
+ pri->t[8]->pq[0] = 1.0;
+ pri->t[8]->alpha[0][0] = 0.009119452604;
+ pri->t[8]->alpha[0][1] = 0.007174198989;
+ pri->t[8]->alpha[0][2] = 0.279841652851;
+ pri->t[8]->alpha[0][3] = 0.345855381430;
+ pri->t[8]->alpha[0][4] = 0.007961193216;
+ pri->t[8]->alpha[0][5] = 0.044123881735;
+
+ pri->tsetmap[MATP_ML][MATR_nd] = 9;
+ pri->t[9] = esl_mixdchlet_Create(1, 4);
+ pri->t[9]->pq[0] = 1.0;
+ pri->t[9]->alpha[0][0] = 0.061640259819;
+ pri->t[9]->alpha[0][1] = 0.014142411829;
+ pri->t[9]->alpha[0][2] = 0.133564345209;
+ pri->t[9]->alpha[0][3] = 0.117860328247;
+
+ pri->tsetmap[MATP_MR][BIF_nd] = 10;
+ pri->t[10] = esl_mixdchlet_Create(1, 3);
+ pri->t[10]->pq[0] = 1.0;
+ pri->t[10]->alpha[0][0] = 1.0;
+ pri->t[10]->alpha[0][1] = 1.0;
+ pri->t[10]->alpha[0][2] = 1.0;
+
+ pri->tsetmap[MATP_MR][END_nd] = 11;
+ pri->t[11] = esl_mixdchlet_Create(1, 3);
+ pri->t[11]->pq[0] = 1.0;
+ pri->t[11]->alpha[0][0] = 1.0;
+ pri->t[11]->alpha[0][1] = 1.0;
+ pri->t[11]->alpha[0][2] = 1.0;
+
+ pri->tsetmap[MATP_MR][MATL_nd] = 12;
+ pri->t[12] = esl_mixdchlet_Create(1, 4);
+ pri->t[12]->pq[0] = 1.0;
+ pri->t[12]->alpha[0][0] = 0.024723293475;
+ pri->t[12]->alpha[0][1] = 0.048463880304;
+ pri->t[12]->alpha[0][2] = 0.212532685951;
+ pri->t[12]->alpha[0][3] = 0.407547325080;
+
+ pri->tsetmap[MATP_MR][MATP_nd] = 13;
+ pri->t[13] = esl_mixdchlet_Create(1, 6);
+ pri->t[13]->pq[0] = 1.0;
+ pri->t[13]->alpha[0][0] = 0.006294030132;
+ pri->t[13]->alpha[0][1] = 0.015189408169;
+ pri->t[13]->alpha[0][2] = 0.258896467198;
+ pri->t[13]->alpha[0][3] = 0.015420910305;
+ pri->t[13]->alpha[0][4] = 0.449746529026;
+ pri->t[13]->alpha[0][5] = 0.053194553636;
+
+ pri->tsetmap[MATP_MR][MATR_nd] = 14;
+ pri->t[14] = esl_mixdchlet_Create(1, 4);
+ pri->t[14]->pq[0] = 1.0;
+ pri->t[14]->alpha[0][0] = 0.020819322736;
+ pri->t[14]->alpha[0][1] = 0.000060497356;
+ pri->t[14]->alpha[0][2] = 0.272689176849;
+ pri->t[14]->alpha[0][3] = 0.063856784928;
+
+ pri->tsetmap[MATP_D][BIF_nd] = 15;
+ pri->t[15] = esl_mixdchlet_Create(1, 3);
+ pri->t[15]->pq[0] = 1.0;
+ pri->t[15]->alpha[0][0] = 1.0;
+ pri->t[15]->alpha[0][1] = 1.0;
+ pri->t[15]->alpha[0][2] = 1.0;
+
+ pri->tsetmap[MATP_D][END_nd] = 16;
+ pri->t[16] = esl_mixdchlet_Create(1, 3);
+ pri->t[16]->pq[0] = 1.0;
+ pri->t[16]->alpha[0][0] = 1.0;
+ pri->t[16]->alpha[0][1] = 1.0;
+ pri->t[16]->alpha[0][2] = 1.0;
+
+ pri->tsetmap[MATP_D][MATL_nd] = 17;
+ pri->t[17] = esl_mixdchlet_Create(1, 4);
+ pri->t[17]->pq[0] = 1.0;
+ pri->t[17]->alpha[0][0] = 0.024577940691;
+ pri->t[17]->alpha[0][1] = 0.030655567559;
+ pri->t[17]->alpha[0][2] = 0.121290355765;
+ pri->t[17]->alpha[0][3] = 0.406621701238;
+
+ pri->tsetmap[MATP_D][MATP_nd] = 18;
+ pri->t[18] = esl_mixdchlet_Create(1, 6);
+ pri->t[18]->pq[0] = 1.0;
+ pri->t[18]->alpha[0][0] = 0.001029025955;
+ pri->t[18]->alpha[0][1] = 0.002536729756;
+ pri->t[18]->alpha[0][2] = 0.046719556839;
+ pri->t[18]->alpha[0][3] = 0.029117903291;
+ pri->t[18]->alpha[0][4] = 0.028767509361;
+ pri->t[18]->alpha[0][5] = 0.436842892057;
+
+ pri->tsetmap[MATP_D][MATR_nd] = 19;
+ pri->t[19] = esl_mixdchlet_Create(1, 4);
+ pri->t[19]->pq[0] = 1.0;
+ pri->t[19]->alpha[0][0] = 0.000017041108;
+ pri->t[19]->alpha[0][1] = 0.000007069171;
+ pri->t[19]->alpha[0][2] = 0.028384306256;
+ pri->t[19]->alpha[0][3] = 0.087965488640;
+
+ pri->tsetmap[MATP_IL][BIF_nd] = 20;
+ pri->t[20] = esl_mixdchlet_Create(1, 3);
+ pri->t[20]->pq[0] = 1.0;
+ pri->t[20]->alpha[0][0] = 0.943443048986;
+ pri->t[20]->alpha[0][1] = 0.064001237265;
+ pri->t[20]->alpha[0][2] = 0.432230812455;
+
+ pri->tsetmap[MATP_IL][END_nd] = 21;
+ pri->t[21] = esl_mixdchlet_Create(1, 3);
+ pri->t[21]->pq[0] = 1.0;
+ pri->t[21]->alpha[0][0] = 0.943443048986;
+ pri->t[21]->alpha[0][1] = 0.064001237265;
+ pri->t[21]->alpha[0][2] = 0.432230812455;
+
+ pri->tsetmap[MATP_IL][MATL_nd] = 22;
+ pri->t[22] = esl_mixdchlet_Create(1, 4);
+ pri->t[22]->pq[0] = 1.0;
+ pri->t[22]->alpha[0][0] = 0.250101882938;
+ pri->t[22]->alpha[0][1] = 0.155728904821;
+ pri->t[22]->alpha[0][2] = 0.370945030932;
+ pri->t[22]->alpha[0][3] = 0.027811408475;
+
+ pri->tsetmap[MATP_IL][MATP_nd] = 23;
+ pri->t[23] = esl_mixdchlet_Create(1, 6);
+ pri->t[23]->pq[0] = 1.0;
+ pri->t[23]->alpha[0][0] = 0.157307265492;
+ pri->t[23]->alpha[0][1] = 0.131105492208;
+ pri->t[23]->alpha[0][2] = 0.555106727689;
+ pri->t[23]->alpha[0][3] = 0.041624804903;
+ pri->t[23]->alpha[0][4] = 0.024305424386;
+ pri->t[23]->alpha[0][5] = 0.030756705205;
+
+ pri->tsetmap[MATP_IL][MATR_nd] = 24;
+ pri->t[24] = esl_mixdchlet_Create(1, 4);
+ pri->t[24]->pq[0] = 1.0;
+ pri->t[24]->alpha[0][0] = 0.155093374292;
+ pri->t[24]->alpha[0][1] = 0.054734614999;
+ pri->t[24]->alpha[0][2] = 0.714409186001;
+ pri->t[24]->alpha[0][3] = 0.168407110635;
+
+ pri->tsetmap[MATP_IR][BIF_nd] = 25;
+ pri->t[25] = esl_mixdchlet_Create(1, 2);
+ pri->t[25]->pq[0] = 1.0;
+ pri->t[25]->alpha[0][0] = 0.264643213319;
+ pri->t[25]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[MATP_IR][END_nd] = 26;
+ pri->t[26] = esl_mixdchlet_Create(1, 2);
+ pri->t[26]->pq[0] = 1.0;
+ pri->t[26]->alpha[0][0] = 0.264643213319;
+ pri->t[26]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[MATP_IR][MATL_nd] = 27;
+ pri->t[27] = esl_mixdchlet_Create(1, 3);
+ pri->t[27]->pq[0] = 1.0;
+ pri->t[27]->alpha[0][0] = 0.601223387577;
+ pri->t[27]->alpha[0][1] = 0.939499051719;
+ pri->t[27]->alpha[0][2] = 0.092516097691;
+
+ pri->tsetmap[MATP_IR][MATP_nd] = 28;
+ pri->t[28] = esl_mixdchlet_Create(1, 5);
+ pri->t[28]->pq[0] = 1.0;
+ pri->t[28]->alpha[0][0] = 0.291829430523;
+ pri->t[28]->alpha[0][1] = 1.098441427679;
+ pri->t[28]->alpha[0][2] = 0.025595408318;
+ pri->t[28]->alpha[0][3] = 0.091146313822;
+ pri->t[28]->alpha[0][4] = 0.042349119486;
+
+ pri->tsetmap[MATP_IR][MATR_nd] = 29;
+ pri->t[29] = esl_mixdchlet_Create(1, 3);
+ pri->t[29]->pq[0] = 1.0;
+ pri->t[29]->alpha[0][0] = 0.327208719748;
+ pri->t[29]->alpha[0][1] = 0.846283302435;
+ pri->t[29]->alpha[0][2] = 0.069337439204;
+
+ pri->tsetmap[MATL_ML][BIF_nd] = 30;
+ pri->t[30] = esl_mixdchlet_Create(1, 2);
+ pri->t[30]->pq[0] = 1.0;
+ pri->t[30]->alpha[0][0] = 0.009635966745;
+ pri->t[30]->alpha[0][1] = 1.220143960207;
+
+ pri->tsetmap[MATL_ML][END_nd] = 31;
+ pri->t[31] = esl_mixdchlet_Create(1, 2);
+ pri->t[31]->pq[0] = 1.0;
+ pri->t[31]->alpha[0][0] = 0.009635966745;
+ pri->t[31]->alpha[0][1] = 1.220143960207;
+
+ pri->tsetmap[MATL_ML][MATL_nd] = 32;
+ pri->t[32] = esl_mixdchlet_Create(1, 3);
+ pri->t[32]->pq[0] = 1.0;
+ pri->t[32]->alpha[0][0] = 0.015185708311;
+ pri->t[32]->alpha[0][1] = 1.809432933023;
+ pri->t[32]->alpha[0][2] = 0.038601480352;
+
+ pri->tsetmap[MATL_ML][MATP_nd] = 33;
+ pri->t[33] = esl_mixdchlet_Create(1, 5);
+ pri->t[33]->pq[0] = 1.0;
+ pri->t[33]->alpha[0][0] = 0.031820644019;
+ pri->t[33]->alpha[0][1] = 2.300193431878;
+ pri->t[33]->alpha[0][2] = 0.036163737927;
+ pri->t[33]->alpha[0][3] = 0.031218244200;
+ pri->t[33]->alpha[0][4] = 0.016826710214;
+
+ pri->tsetmap[MATL_ML][MATR_nd] = 34;
+ pri->t[34] = esl_mixdchlet_Create(1, 3);
+ pri->t[34]->pq[0] = 1.0;
+ pri->t[34]->alpha[0][0] = 0.012395245929;
+ pri->t[34]->alpha[0][1] = 2.076134487839;
+ pri->t[34]->alpha[0][2] = 0.039781067793;
+
+ pri->tsetmap[MATL_D][BIF_nd] = 35;
+ pri->t[35] = esl_mixdchlet_Create(1, 2);
+ pri->t[35]->pq[0] = 1.0;
+ pri->t[35]->alpha[0][0] = 0.019509171372;
+ pri->t[35]->alpha[0][1] = 6.781321301695;
+
+ pri->tsetmap[MATL_D][END_nd] = 36;
+ pri->t[36] = esl_mixdchlet_Create(1, 2);
+ pri->t[36]->pq[0] = 1.0;
+ pri->t[36]->alpha[0][0] = 0.019509171372;
+ pri->t[36]->alpha[0][1] = 6.781321301695;
+
+ pri->tsetmap[MATL_D][MATL_nd] = 37;
+ pri->t[37] = esl_mixdchlet_Create(1, 3);
+ pri->t[37]->pq[0] = 1.0;
+ pri->t[37]->alpha[0][0] = 0.005679808868;
+ pri->t[37]->alpha[0][1] = 0.127365862719;
+ pri->t[37]->alpha[0][2] = 0.277086556814;
+
+ pri->tsetmap[MATL_D][MATP_nd] = 38;
+ pri->t[38] = esl_mixdchlet_Create(1, 5);
+ pri->t[38]->pq[0] = 1.0;
+ pri->t[38]->alpha[0][0] = 0.023424968753;
+ pri->t[38]->alpha[0][1] = 0.417640407951;
+ pri->t[38]->alpha[0][2] = 0.039088991906;
+ pri->t[38]->alpha[0][3] = 0.120577442402;
+ pri->t[38]->alpha[0][4] = 0.128103786646;
+
+ pri->tsetmap[MATL_D][MATR_nd] = 39;
+ pri->t[39] = esl_mixdchlet_Create(1, 3);
+ pri->t[39]->pq[0] = 1.0;
+ pri->t[39]->alpha[0][0] = 0.013699691994;
+ pri->t[39]->alpha[0][1] = 0.405128575339;
+ pri->t[39]->alpha[0][2] = 0.254775565405;
+
+ pri->tsetmap[MATL_IL][BIF_nd] = 40;
+ pri->t[40] = esl_mixdchlet_Create(1, 2);
+ pri->t[40]->pq[0] = 1.0;
+ pri->t[40]->alpha[0][0] = 0.264643213319;
+ pri->t[40]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[MATL_IL][END_nd] = 41;
+ pri->t[41] = esl_mixdchlet_Create(1, 2);
+ pri->t[41]->pq[0] = 1.0;
+ pri->t[41]->alpha[0][0] = 0.264643213319;
+ pri->t[41]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[MATL_IL][MATL_nd] = 42;
+ pri->t[42] = esl_mixdchlet_Create(1, 3);
+ pri->t[42]->pq[0] = 1.0;
+ pri->t[42]->alpha[0][0] = 0.601223387577;
+ pri->t[42]->alpha[0][1] = 0.939499051719;
+ pri->t[42]->alpha[0][2] = 0.092516097691;
+
+ pri->tsetmap[MATL_IL][MATP_nd] = 43;
+ pri->t[43] = esl_mixdchlet_Create(1, 5);
+ pri->t[43]->pq[0] = 1.0;
+ pri->t[43]->alpha[0][0] = 0.291829430523;
+ pri->t[43]->alpha[0][1] = 1.098441427679;
+ pri->t[43]->alpha[0][2] = 0.091146313822;
+ pri->t[43]->alpha[0][3] = 0.025595408318;
+ pri->t[43]->alpha[0][4] = 0.042349119486;
+
+ pri->tsetmap[MATL_IL][MATR_nd] = 44;
+ pri->t[44] = esl_mixdchlet_Create(1, 3);
+ pri->t[44]->pq[0] = 1.0;
+ pri->t[44]->alpha[0][0] = 0.327208719748;
+ pri->t[44]->alpha[0][1] = 0.846283302435;
+ pri->t[44]->alpha[0][2] = 0.069337439204;
+
+ pri->tsetmap[MATR_MR][BIF_nd] = 45;
+ pri->t[45] = esl_mixdchlet_Create(1, 2);
+ pri->t[45]->pq[0] = 1.0;
+ pri->t[45]->alpha[0][0] = 0.009635966745;
+ pri->t[45]->alpha[0][1] = 1.220143960207;
+
+ pri->tsetmap[MATR_MR][MATP_nd] = 46;
+ pri->t[46] = esl_mixdchlet_Create(1, 5);
+ pri->t[46]->pq[0] = 1.0;
+ pri->t[46]->alpha[0][0] = 0.031820644019;
+ pri->t[46]->alpha[0][1] = 2.300193431878;
+ pri->t[46]->alpha[0][2] = 0.036163737927;
+ pri->t[46]->alpha[0][3] = 0.031218244200;
+ pri->t[46]->alpha[0][4] = 0.016826710214;
+
+ pri->tsetmap[MATR_MR][MATR_nd] = 47;
+ pri->t[47] = esl_mixdchlet_Create(1, 3);
+ pri->t[47]->pq[0] = 1.0;
+ pri->t[47]->alpha[0][0] = 0.012395245929;
+ pri->t[47]->alpha[0][1] = 2.076134487839;
+ pri->t[47]->alpha[0][2] = 0.039781067793;
+
+ pri->tsetmap[MATR_D][BIF_nd] = 48;
+ pri->t[48] = esl_mixdchlet_Create(1, 2);
+ pri->t[48]->pq[0] = 1.0;
+ pri->t[48]->alpha[0][0] = 0.021604946951;
+ pri->t[48]->alpha[0][1] = 0.444765555211;
+
+ pri->tsetmap[MATR_D][MATP_nd] = 49;
+ pri->t[49] = esl_mixdchlet_Create(1, 5);
+ pri->t[49]->pq[0] = 1.0;
+ pri->t[49]->alpha[0][0] = 0.021273745319;
+ pri->t[49]->alpha[0][1] = 0.532292228853;
+ pri->t[49]->alpha[0][2] = 0.110249350652;
+ pri->t[49]->alpha[0][3] = 0.040890357850;
+ pri->t[49]->alpha[0][4] = 0.164194410420;
+
+ pri->tsetmap[MATR_D][MATR_nd] = 50;
+ pri->t[50] = esl_mixdchlet_Create(1, 3);
+ pri->t[50]->pq[0] = 1.0;
+ pri->t[50]->alpha[0][0] = 0.005806440507;
+ pri->t[50]->alpha[0][1] = 0.164264844267;
+ pri->t[50]->alpha[0][2] = 0.316876127883;
+
+ pri->tsetmap[MATR_IR][BIF_nd] = 51;
+ pri->t[51] = esl_mixdchlet_Create(1, 2);
+ pri->t[51]->pq[0] = 1.0;
+ pri->t[51]->alpha[0][0] = 0.264643213319;
+ pri->t[51]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[MATR_IR][MATP_nd] = 52;
+ pri->t[52] = esl_mixdchlet_Create(1, 5);
+ pri->t[52]->pq[0] = 1.0;
+ pri->t[52]->alpha[0][0] = 0.291829430523;
+ pri->t[52]->alpha[0][1] = 1.098441427679;
+ pri->t[52]->alpha[0][2] = 0.025595408318;
+ pri->t[52]->alpha[0][3] = 0.091146313822;
+ pri->t[52]->alpha[0][4] = 0.042349119486;
+
+ pri->tsetmap[MATR_IR][MATR_nd] = 53;
+ pri->t[53] = esl_mixdchlet_Create(1, 3);
+ pri->t[53]->pq[0] = 1.0;
+ pri->t[53]->alpha[0][0] = 0.327208719748;
+ pri->t[53]->alpha[0][1] = 0.846283302435;
+ pri->t[53]->alpha[0][2] = 0.069337439204;
+
+ pri->tsetmap[BEGL_S][BIF_nd] = 54;
+ pri->t[54] = esl_mixdchlet_Create(1, 1);
+ pri->t[54]->pq[0] = 1.0;
+ pri->t[54]->alpha[0][0] = 1.0;
+
+ pri->tsetmap[BEGL_S][MATP_nd] = 55;
+ pri->t[55] = esl_mixdchlet_Create(1, 4);
+ pri->t[55]->pq[0] = 1.0;
+ pri->t[55]->alpha[0][0] = 4.829712747509;
+ pri->t[55]->alpha[0][1] = 0.061131109227;
+ pri->t[55]->alpha[0][2] = 0.092185242101;
+ pri->t[55]->alpha[0][3] = 0.059154827887;
+
+ pri->tsetmap[BEGR_S][BIF_nd] = 56;
+ pri->t[56] = esl_mixdchlet_Create(1, 2);
+ pri->t[56]->pq[0] = 1.0;
+ pri->t[56]->alpha[0][0] = 0.009635966745;
+ pri->t[56]->alpha[0][1] = 1.220143960207;
+
+ pri->tsetmap[BEGR_S][MATL_nd] = 57;
+ pri->t[57] = esl_mixdchlet_Create(1, 3);
+ pri->t[57]->pq[0] = 1.0;
+ pri->t[57]->alpha[0][0] = 0.015185708311;
+ pri->t[57]->alpha[0][1] = 1.809432933023;
+ pri->t[57]->alpha[0][2] = 0.038601480352;
+
+ pri->tsetmap[BEGR_S][MATP_nd] = 58;
+ pri->t[58] = esl_mixdchlet_Create(1, 5);
+ pri->t[58]->pq[0] = 1.0;
+ pri->t[58]->alpha[0][0] = 0.031820644019;
+ pri->t[58]->alpha[0][1] = 2.300193431878;
+ pri->t[58]->alpha[0][2] = 0.036163737927;
+ pri->t[58]->alpha[0][3] = 0.031218244200;
+ pri->t[58]->alpha[0][4] = 0.016826710214;
+
+ pri->tsetmap[BEGR_IL][BIF_nd] = 59;
+ pri->t[59] = esl_mixdchlet_Create(1, 2);
+ pri->t[59]->pq[0] = 1.0;
+ pri->t[59]->alpha[0][0] = 0.264643213319;
+ pri->t[59]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[BEGR_IL][MATL_nd] = 60;
+ pri->t[60] = esl_mixdchlet_Create(1, 3);
+ pri->t[60]->pq[0] = 1.0;
+ pri->t[60]->alpha[0][0] = 0.601223387577;
+ pri->t[60]->alpha[0][1] = 0.939499051719;
+ pri->t[60]->alpha[0][2] = 0.092516097691;
+
+ pri->tsetmap[BEGR_IL][MATP_nd] = 61;
+ pri->t[61] = esl_mixdchlet_Create(1, 5);
+ pri->t[61]->pq[0] = 1.0;
+ pri->t[61]->alpha[0][0] = 0.291829430523;
+ pri->t[61]->alpha[0][1] = 1.098441427679;
+ pri->t[61]->alpha[0][2] = 0.091146313822;
+ pri->t[61]->alpha[0][3] = 0.025595408318;
+ pri->t[61]->alpha[0][4] = 0.042349119486;
+
+ pri->tsetmap[ROOT_S][BIF_nd] = 62;
+ pri->t[62] = esl_mixdchlet_Create(1, 3);
+ pri->t[62]->pq[0] = 1.0;
+ pri->t[62]->alpha[0][0] = 0.067710091654;
+ pri->t[62]->alpha[0][1] = 0.000047753225;
+ pri->t[62]->alpha[0][2] = 0.483183211040;
+
+ pri->tsetmap[ROOT_S][MATL_nd] = 63;
+ pri->t[63] = esl_mixdchlet_Create(1, 4);
+ pri->t[63]->pq[0] = 1.0;
+ pri->t[63]->alpha[0][0] = 0.028518011579;
+ pri->t[63]->alpha[0][1] = 0.024705844026;
+ pri->t[63]->alpha[0][2] = 1.464047470747;
+ pri->t[63]->alpha[0][3] = 0.074164509948;
+
+ pri->tsetmap[ROOT_S][MATP_nd] = 64;
+ pri->t[64] = esl_mixdchlet_Create(1, 6);
+ pri->t[64]->pq[0] = 1.0;
+ pri->t[64]->alpha[0][0] = 0.016729608598;
+ pri->t[64]->alpha[0][1] = 0.017449035307;
+ pri->t[64]->alpha[0][2] = 7.164604225972;
+ pri->t[64]->alpha[0][3] = 0.040744980202;
+ pri->t[64]->alpha[0][4] = 0.033562178957;
+ pri->t[64]->alpha[0][5] = 0.025523202345;
+
+ pri->tsetmap[ROOT_S][MATR_nd] = 65;
+ pri->t[65] = esl_mixdchlet_Create(1, 4);
+ pri->t[65]->pq[0] = 1.0;
+ pri->t[65]->alpha[0][0] = 0.032901537296;
+ pri->t[65]->alpha[0][1] = 0.013876834787;
+ pri->t[65]->alpha[0][2] = 1.694917068307;
+ pri->t[65]->alpha[0][3] = 0.162141225286;
+
+ pri->tsetmap[ROOT_IL][BIF_nd] = 66;
+ pri->t[66] = esl_mixdchlet_Create(1, 3);
+ pri->t[66]->pq[0] = 1.0;
+ pri->t[66]->alpha[0][0] = 0.943443048986;
+ pri->t[66]->alpha[0][1] = 0.064001237265;
+ pri->t[66]->alpha[0][2] = 0.432230812455;
+
+ pri->tsetmap[ROOT_IL][MATL_nd] = 67;
+ pri->t[67] = esl_mixdchlet_Create(1, 4);
+ pri->t[67]->pq[0] = 1.0;
+ pri->t[67]->alpha[0][0] = 0.250101882938;
+ pri->t[67]->alpha[0][1] = 0.155728904821;
+ pri->t[67]->alpha[0][2] = 0.370945030932;
+ pri->t[67]->alpha[0][3] = 0.027811408475;
+
+ pri->tsetmap[ROOT_IL][MATP_nd] = 68;
+ pri->t[68] = esl_mixdchlet_Create(1, 6);
+ pri->t[68]->pq[0] = 1.0;
+ pri->t[68]->alpha[0][0] = 0.157307265492;
+ pri->t[68]->alpha[0][1] = 0.131105492208;
+ pri->t[68]->alpha[0][2] = 0.555106727689;
+ pri->t[68]->alpha[0][3] = 0.041624804903;
+ pri->t[68]->alpha[0][4] = 0.024305424386;
+ pri->t[68]->alpha[0][5] = 0.030756705205;
+
+ pri->tsetmap[ROOT_IL][MATR_nd] = 69;
+ pri->t[69] = esl_mixdchlet_Create(1, 4);
+ pri->t[69]->pq[0] = 1.0;
+ pri->t[69]->alpha[0][0] = 0.155093374292;
+ pri->t[69]->alpha[0][1] = 0.054734614999;
+ pri->t[69]->alpha[0][2] = 0.714409186001;
+ pri->t[69]->alpha[0][3] = 0.168407110635;
+
+ pri->tsetmap[ROOT_IR][BIF_nd] = 70;
+ pri->t[70] = esl_mixdchlet_Create(1, 2);
+ pri->t[70]->pq[0] = 1.0;
+ pri->t[70]->alpha[0][0] = 0.264643213319;
+ pri->t[70]->alpha[0][1] = 0.671462565227;
+
+ pri->tsetmap[ROOT_IR][MATL_nd] = 71;
+ pri->t[71] = esl_mixdchlet_Create(1, 3);
+ pri->t[71]->pq[0] = 1.0;
+ pri->t[71]->alpha[0][0] = 0.601223387577;
+ pri->t[71]->alpha[0][1] = 0.939499051719;
+ pri->t[71]->alpha[0][2] = 0.092516097691;
+
+ pri->tsetmap[ROOT_IR][MATP_nd] = 72;
+ pri->t[72] = esl_mixdchlet_Create(1, 5);
+ pri->t[72]->pq[0] = 1.0;
+ pri->t[72]->alpha[0][0] = 0.291829430523;
+ pri->t[72]->alpha[0][1] = 1.098441427679;
+ pri->t[72]->alpha[0][2] = 0.025595408318;
+ pri->t[72]->alpha[0][3] = 0.091146313822;
+ pri->t[72]->alpha[0][4] = 0.042349119486;
+
+ pri->tsetmap[ROOT_IR][MATR_nd] = 73;
+ pri->t[73] = esl_mixdchlet_Create(1, 3);
+ pri->t[73]->pq[0] = 1.0;
+ pri->t[73]->alpha[0][0] = 0.327208719748;
+ pri->t[73]->alpha[0][1] = 0.846283302435;
+ pri->t[73]->alpha[0][2] = 0.069337439204;
+
+ pri->mbp = esl_mixdchlet_Create(9, 16);
+ pri->mbp->pq[0] = 0.030512242264;
+ pri->mbp->alpha[0][0] = 0.571860339721;
+ pri->mbp->alpha[0][1] = 0.605642194896;
+ pri->mbp->alpha[0][2] = 0.548004739487;
+ pri->mbp->alpha[0][3] = 1.570353271532;
+ pri->mbp->alpha[0][4] = 0.591611867703;
+ pri->mbp->alpha[0][5] = 0.469713257214;
+ pri->mbp->alpha[0][6] = 1.447411319683;
+ pri->mbp->alpha[0][7] = 0.600381079228;
+ pri->mbp->alpha[0][8] = 0.520096937350;
+ pri->mbp->alpha[0][9] = 1.867142019076;
+ pri->mbp->alpha[0][10] = 0.470428282443;
+ pri->mbp->alpha[0][11] = 1.165356324744;
+ pri->mbp->alpha[0][12] = 1.528348208160;
+ pri->mbp->alpha[0][13] = 0.686072963473;
+ pri->mbp->alpha[0][14] = 1.072148274499;
+ pri->mbp->alpha[0][15] = 0.659833749087;
+
+ pri->mbp->pq[1] = 0.070312169889;
+ pri->mbp->alpha[1][0] = 0.116757286812;
+ pri->mbp->alpha[1][1] = 0.052661180881;
+ pri->mbp->alpha[1][2] = 0.067541712113;
+ pri->mbp->alpha[1][3] = 0.258482314714;
+ pri->mbp->alpha[1][4] = 0.152527972588;
+ pri->mbp->alpha[1][5] = 0.034460232010;
+ pri->mbp->alpha[1][6] = 0.416430364713;
+ pri->mbp->alpha[1][7] = 0.051541326273;
+ pri->mbp->alpha[1][8] = 0.079542103337;
+ pri->mbp->alpha[1][9] = 0.162883420833;
+ pri->mbp->alpha[1][10] = 0.042615616796;
+ pri->mbp->alpha[1][11] = 0.123363759874;
+ pri->mbp->alpha[1][12] = 0.922897266376;
+ pri->mbp->alpha[1][13] = 0.078567729294;
+ pri->mbp->alpha[1][14] = 0.315242459757;
+ pri->mbp->alpha[1][15] = 0.116457644231;
+
+ pri->mbp->pq[2] = 0.118499696300;
+ pri->mbp->alpha[2][0] = 0.028961414077;
+ pri->mbp->alpha[2][1] = 0.022849036260;
+ pri->mbp->alpha[2][2] = 0.120089637379;
+ pri->mbp->alpha[2][3] = 0.509884713979;
+ pri->mbp->alpha[2][4] = 0.142464495045;
+ pri->mbp->alpha[2][5] = 0.079507804767;
+ pri->mbp->alpha[2][6] = 21.835608089779;
+ pri->mbp->alpha[2][7] = 0.070200164694;
+ pri->mbp->alpha[2][8] = 0.005189494879;
+ pri->mbp->alpha[2][9] = 0.540651647339;
+ pri->mbp->alpha[2][10] = 0.117833357497;
+ pri->mbp->alpha[2][11] = 0.128182594376;
+ pri->mbp->alpha[2][12] = 1.766866842025;
+ pri->mbp->alpha[2][13] = 0.016341625779;
+ pri->mbp->alpha[2][14] = 0.832665494899;
+ pri->mbp->alpha[2][15] = 0.058379188171;
+
+ pri->mbp->pq[3] = 0.181025557995;
+ pri->mbp->alpha[3][0] = 0.000926960236;
+ pri->mbp->alpha[3][1] = 0.008100076237;
+ pri->mbp->alpha[3][2] = 0.001794303710;
+ pri->mbp->alpha[3][3] = 0.114209483231;
+ pri->mbp->alpha[3][4] = 0.001459159085;
+ pri->mbp->alpha[3][5] = 0.000053878201;
+ pri->mbp->alpha[3][6] = 0.072605927746;
+ pri->mbp->alpha[3][7] = 0.005533021345;
+ pri->mbp->alpha[3][8] = 0.003941720307;
+ pri->mbp->alpha[3][9] = 0.095421675098;
+ pri->mbp->alpha[3][10] = 0.004844990769;
+ pri->mbp->alpha[3][11] = 0.072393572779;
+ pri->mbp->alpha[3][12] = 0.099144450569;
+ pri->mbp->alpha[3][13] = 0.002561491533;
+ pri->mbp->alpha[3][14] = 0.043103588084;
+ pri->mbp->alpha[3][15] = 0.008080970629;
+
+ pri->mbp->pq[4] = 0.188791659665;
+ pri->mbp->alpha[4][0] = 0.002163861165;
+ pri->mbp->alpha[4][1] = 0.007785521817;
+ pri->mbp->alpha[4][2] = 0.003483930554;
+ pri->mbp->alpha[4][3] = 0.625515668281;
+ pri->mbp->alpha[4][4] = 0.018621932500;
+ pri->mbp->alpha[4][5] = 0.001352139642;
+ pri->mbp->alpha[4][6] = 1.371471086809;
+ pri->mbp->alpha[4][7] = 0.007920737783;
+ pri->mbp->alpha[4][8] = 0.000946403264;
+ pri->mbp->alpha[4][9] = 0.688821384972;
+ pri->mbp->alpha[4][10] = 0.002203762108;
+ pri->mbp->alpha[4][11] = 0.192533693864;
+ pri->mbp->alpha[4][12] = 0.979473608513;
+ pri->mbp->alpha[4][13] = 0.000916007398;
+ pri->mbp->alpha[4][14] = 0.347662973488;
+ pri->mbp->alpha[4][15] = 0.020677924150;
+
+ pri->mbp->pq[5] = 0.157630937531;
+ pri->mbp->alpha[5][0] = 0.083035113547;
+ pri->mbp->alpha[5][1] = 0.166815168558;
+ pri->mbp->alpha[5][2] = 0.042669979127;
+ pri->mbp->alpha[5][3] = 3.415107328082;
+ pri->mbp->alpha[5][4] = 0.023530116520;
+ pri->mbp->alpha[5][5] = 0.047677945396;
+ pri->mbp->alpha[5][6] = 1.183956650707;
+ pri->mbp->alpha[5][7] = 0.059920099115;
+ pri->mbp->alpha[5][8] = 0.076614058723;
+ pri->mbp->alpha[5][9] = 5.434261851985;
+ pri->mbp->alpha[5][10] = 0.095284240991;
+ pri->mbp->alpha[5][11] = 0.889915882997;
+ pri->mbp->alpha[5][12] = 1.201576769946;
+ pri->mbp->alpha[5][13] = 0.074453244946;
+ pri->mbp->alpha[5][14] = 0.397879304331;
+ pri->mbp->alpha[5][15] = 0.130525904952;
+
+ pri->mbp->pq[6] = 0.041708924031;
+ pri->mbp->alpha[6][0] = 0.217001113139;
+ pri->mbp->alpha[6][1] = 0.388746098242;
+ pri->mbp->alpha[6][2] = 0.134680826556;
+ pri->mbp->alpha[6][3] = 24.923110155367;
+ pri->mbp->alpha[6][4] = 0.102582693868;
+ pri->mbp->alpha[6][5] = 0.131678864943;
+ pri->mbp->alpha[6][6] = 1.150978162882;
+ pri->mbp->alpha[6][7] = 0.256720461728;
+ pri->mbp->alpha[6][8] = 0.150993730345;
+ pri->mbp->alpha[6][9] = 3.200824712363;
+ pri->mbp->alpha[6][10] = 0.077595421397;
+ pri->mbp->alpha[6][11] = 1.025428618792;
+ pri->mbp->alpha[6][12] = 1.228870901327;
+ pri->mbp->alpha[6][13] = 0.143610901605;
+ pri->mbp->alpha[6][14] = 0.406308970402;
+ pri->mbp->alpha[6][15] = 0.322809888354;
+
+ pri->mbp->pq[7] = 0.095930656547;
+ pri->mbp->alpha[7][0] = 0.129043208355;
+ pri->mbp->alpha[7][1] = 0.112308496092;
+ pri->mbp->alpha[7][2] = 0.116841517642;
+ pri->mbp->alpha[7][3] = 2.878927926806;
+ pri->mbp->alpha[7][4] = 0.306789207829;
+ pri->mbp->alpha[7][5] = 0.078411064993;
+ pri->mbp->alpha[7][6] = 6.377836578660;
+ pri->mbp->alpha[7][7] = 0.114524370807;
+ pri->mbp->alpha[7][8] = 0.094192610036;
+ pri->mbp->alpha[7][9] = 2.566493997218;
+ pri->mbp->alpha[7][10] = 0.096694574300;
+ pri->mbp->alpha[7][11] = 0.791295335090;
+ pri->mbp->alpha[7][12] = 6.907854285192;
+ pri->mbp->alpha[7][13] = 0.132657156809;
+ pri->mbp->alpha[7][14] = 1.225349985791;
+ pri->mbp->alpha[7][15] = 0.296596767798;
+
+ pri->mbp->pq[8] = 0.115588155778;
+ pri->mbp->alpha[8][0] = 0.005830777296;
+ pri->mbp->alpha[8][1] = 0.153807106950;
+ pri->mbp->alpha[8][2] = 0.003131256711;
+ pri->mbp->alpha[8][3] = 1.340589241710;
+ pri->mbp->alpha[8][4] = 0.006802639527;
+ pri->mbp->alpha[8][5] = 0.135277067812;
+ pri->mbp->alpha[8][6] = 0.487492640368;
+ pri->mbp->alpha[8][7] = 0.009160116179;
+ pri->mbp->alpha[8][8] = 0.068942867388;
+ pri->mbp->alpha[8][9] = 29.409376576276;
+ pri->mbp->alpha[8][10] = 0.099733235653;
+ pri->mbp->alpha[8][11] = 0.722700985558;
+ pri->mbp->alpha[8][12] = 0.500134122079;
+ pri->mbp->alpha[8][13] = 0.124671165331;
+ pri->mbp->alpha[8][14] = 0.105694456385;
+ pri->mbp->alpha[8][15] = 0.025741311658;
+
+ pri->mnt = esl_mixdchlet_Create(8, 4);
+ pri->mnt->pq[0] = 0.085091850427;
+ pri->mnt->alpha[0][0] = 0.575686380127;
+ pri->mnt->alpha[0][1] = 0.756214632926;
+ pri->mnt->alpha[0][2] = 0.340269621276;
+ pri->mnt->alpha[0][3] = 13.774558068728;
+
+ pri->mnt->pq[1] = 0.015935406086;
+ pri->mnt->alpha[1][0] = 153.865583955384;
+ pri->mnt->alpha[1][1] = 0.235000107300;
+ pri->mnt->alpha[1][2] = 0.356622653787;
+ pri->mnt->alpha[1][3] = 0.006812718667;
+
+ pri->mnt->pq[2] = 0.102013232739;
+ pri->mnt->alpha[2][0] = 176.440373997567;
+ pri->mnt->alpha[2][1] = 0.935905951648;
+ pri->mnt->alpha[2][2] = 1.292808081312;
+ pri->mnt->alpha[2][3] = 1.617069444109;
+
+ pri->mnt->pq[3] = 0.415954530541;
+ pri->mnt->alpha[3][0] = 1.696250324914;
+ pri->mnt->alpha[3][1] = 1.128033754503;
+ pri->mnt->alpha[3][2] = 0.955462899400;
+ pri->mnt->alpha[3][3] = 1.676465850057;
+
+ pri->mnt->pq[4] = 0.074470557341;
+ pri->mnt->alpha[4][0] = 0.074365531036;
+ pri->mnt->alpha[4][1] = 0.039185613484;
+ pri->mnt->alpha[4][2] = 0.063868972113;
+ pri->mnt->alpha[4][3] = 0.042432587902;
+
+ pri->mnt->pq[5] = 0.055442639402;
+ pri->mnt->alpha[5][0] = 0.615068901818;
+ pri->mnt->alpha[5][1] = 14.630712353118;
+ pri->mnt->alpha[5][2] = 0.298404817403;
+ pri->mnt->alpha[5][3] = 0.864718655041;
+
+ pri->mnt->pq[6] = 0.118379098369;
+ pri->mnt->alpha[6][0] = 1.163176461349;
+ pri->mnt->alpha[6][1] = 0.408090165233;
+ pri->mnt->alpha[6][2] = 11.188793743319;
+ pri->mnt->alpha[6][3] = 0.699118301558;
+
+ pri->mnt->pq[7] = 0.132712685095;
+ pri->mnt->alpha[7][0] = 16.417200192194;
+ pri->mnt->alpha[7][1] = 0.980503286582;
+ pri->mnt->alpha[7][2] = 1.132071515554;
+ pri->mnt->alpha[7][3] = 1.376129445524;
+
+ pri->i = esl_mixdchlet_Create(8, 4);
+ pri->i->pq[0] = 0.085091850427;
+ pri->i->alpha[0][0] = 0.575686380127;
+ pri->i->alpha[0][1] = 0.756214632926;
+ pri->i->alpha[0][2] = 0.340269621276;
+ pri->i->alpha[0][3] = 13.774558068728;
+
+ pri->i->pq[1] = 0.015935406086;
+ pri->i->alpha[1][0] = 153.865583955384;
+ pri->i->alpha[1][1] = 0.235000107300;
+ pri->i->alpha[1][2] = 0.356622653787;
+ pri->i->alpha[1][3] = 0.006812718667;
+
+ pri->i->pq[2] = 0.102013232739;
+ pri->i->alpha[2][0] = 176.440373997567;
+ pri->i->alpha[2][1] = 0.935905951648;
+ pri->i->alpha[2][2] = 1.292808081312;
+ pri->i->alpha[2][3] = 1.617069444109;
+
+ pri->i->pq[3] = 0.415954530541;
+ pri->i->alpha[3][0] = 1.696250324914;
+ pri->i->alpha[3][1] = 1.128033754503;
+ pri->i->alpha[3][2] = 0.955462899400;
+ pri->i->alpha[3][3] = 1.676465850057;
+
+ pri->i->pq[4] = 0.074470557341;
+ pri->i->alpha[4][0] = 0.074365531036;
+ pri->i->alpha[4][1] = 0.039185613484;
+ pri->i->alpha[4][2] = 0.063868972113;
+ pri->i->alpha[4][3] = 0.042432587902;
+
+ pri->i->pq[5] = 0.055442639402;
+ pri->i->alpha[5][0] = 0.615068901818;
+ pri->i->alpha[5][1] = 14.630712353118;
+ pri->i->alpha[5][2] = 0.298404817403;
+ pri->i->alpha[5][3] = 0.864718655041;
+
+ pri->i->pq[6] = 0.118379098369;
+ pri->i->alpha[6][0] = 1.163176461349;
+ pri->i->alpha[6][1] = 0.408090165233;
+ pri->i->alpha[6][2] = 11.188793743319;
+ pri->i->alpha[6][3] = 0.699118301558;
+
+ pri->i->pq[7] = 0.132712685095;
+ pri->i->alpha[7][0] = 16.417200192194;
+ pri->i->alpha[7][1] = 0.980503286582;
+ pri->i->alpha[7][2] = 1.132071515554;
+ pri->i->alpha[7][3] = 1.376129445524;
+ /* end of autogenerated code block
+ *****************************************************************/
+
+ pri->maxnq = 9; /* 9-component bp mixture was the most */
+ pri->maxnalpha = 16; /* bp priors were the most w/ 16 components */
+ return pri;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL;
+}
+
+
+/* Below are Alex's default prior structures, but they are not consistent
+ * with the new prior structure defined in this file, and need to be
+ * morphed into the correct structure. I've kept them here to save the
+ * numbers. EPN 01.31.05
+ */
+/*
+struct prior_s *default_single_prior(void) {
+ struct prior_s *pri;
+ int i, j;
+#define numcomponents 8
+ assert(numcomponents < MAXDCHLET);
+ double q[numcomponents] = {
+ 0.085091850427, 0.015935406086, 0.102013232739, 0.415954530541,
+ 0.074470557341, 0.055442639402, 0.118379098369, 0.132712685095
+ };
+ double m[numcomponents][MAXABET] = {
+ {0.575686380127, 0.756214632926, 0.340269621276, 13.774558068728, },
+ {153.865583955384, 0.235000107300, 0.356622653787, 0.006812718667, },
+ {176.440373997567, 0.935905951648, 1.292808081312, 1.617069444109, },
+ {1.696250324914, 1.128033754503, 0.955462899400, 1.676465850057, },
+ {0.074365531036, 0.039185613484, 0.063868972113, 0.042432587902, },
+ {0.615068901818, 14.630712353118, 0.298404817403, 0.864718655041, },
+ {1.163176461349, 0.408090165233, 11.188793743319, 0.699118301558, },
+ {16.417200192194, 0.980503286582, 1.132071515554, 1.376129445524, },
+ };
+ pri = MallocOrDie(sizeof(struct prior_s));
+ pri->mntnum = numcomponents;
+ pri->mntasize = MAXABET;
+ for (i = 0; i < numcomponents; i++) {
+ pri->mntq[i] = q[i];
+ for (j = 0; j < pri->mntasize; j++) {
+ pri->mnt[i][j] = m[i][j];
+ }
+ }
+#undef numcomponents
+ return pri;
+}
+
+struct prior_s *default_basepair_prior(void) {
+ struct prior_s *pri;
+ int i, j;
+#define numcomponents 9
+ assert(numcomponents < MAXDCHLET);
+ double q[numcomponents] = {
+ 0.030512242264, 0.070312169889, 0.118499696300, 0.181025557995,
+ 0.188791659665, 0.157630937531, 0.041708924031, 0.095930656547,
+ 0.115588155778
+ };
+ double m[numcomponents][MAXABET*MAXABET] = {
+ {0.571860339721, 0.605642194896, 0.548004739487, 1.570353271532, 0.591611867703, 0.469713257214, 1.447411319683, 0.600381079228, 0.520096937350, 1.867142019076, 0.470428282443, 1.165356324744, 1.528348208160, 0.686072963473, 1.072148274499, 0.659833749087},
+ {0.116757286812, 0.052661180881, 0.067541712113, 0.258482314714, 0.152527972588, 0.034460232010, 0.416430364713, 0.051541326273, 0.079542103337, 0.162883420833, 0.042615616796, 0.123363759874, 0.922897266376, 0.078567729294, 0.315242459757, 0.116457644231},
+ {0.028961414077, 0.022849036260, 0.120089637379, 0.509884713979, 0.142464495045, 0.079507804767, 21.835608089779, 0.070200164694, 0.005189494879, 0.540651647339, 0.117833357497, 0.128182594376, 1.766866842025, 0.016341625779, 0.832665494899, 0.058379188171},
+ {0.000926960236, 0.008100076237, 0.001794303710, 0.114209483231, 0.001459159085, 0.000053878201, 0.072605927746, 0.005533021345, 0.003941720307, 0.095421675098, 0.004844990769, 0.072393572779, 0.099144450569, 0.002561491533, 0.043103588084, 0.008080970629},
+ {0.002163861165, 0.007785521817, 0.003483930554, 0.625515668281, 0.018621932500, 0.001352139642, 1.371471086809, 0.007920737783, 0.000946403264, 0.688821384972, 0.002203762108, 0.192533693864, 0.979473608513, 0.000916007398, 0.347662973488, 0.020677924150},
+ {0.083035113547, 0.166815168558, 0.042669979127, 3.415107328082, 0.023530116520, 0.047677945396, 1.183956650707, 0.059920099115, 0.076614058723, 5.434261851985, 0.095284240991, 0.889915882997, 1.201576769946, 0.074453244946, 0.397879304331, 0.130525904952},
+ {0.217001113139, 0.388746098242, 0.134680826556, 24.923110155367, 0.102582693868, 0.131678864943, 1.150978162882, 0.256720461728, 0.150993730345, 3.200824712363, 0.077595421397, 1.025428618792, 1.228870901327, 0.143610901605, 0.406308970402, 0.322809888354},
+ {0.129043208355, 0.112308496092, 0.116841517642, 2.878927926806, 0.306789207829, 0.078411064993, 6.377836578660, 0.114524370807, 0.094192610036, 2.566493997218, 0.096694574300, 0.791295335090, 6.907854285192, 0.132657156809, 1.225349985791, 0.296596767798},
+ {0.005830777296, 0.153807106950, 0.003131256711, 1.340589241710, 0.006802639527, 0.135277067812, 0.487492640368, 0.009160116179, 0.068942867388, 29.409376576276, 0.099733235653, 0.722700985558, 0.500134122079, 0.124671165331, 0.105694456385, 0.025741311658},
+ };
+ pri = MallocOrDie(sizeof(struct prior_s));
+ pri->mbpnum = numcomponents;
+ pri->mbpasize = MAXABET*MAXABET;
+ for (i = 0; i < pri->mbpnum; i++) {
+ pri->mbpq[i] = q[i];
+ for (j = 0; j < pri->mbpasize; j++) {
+ pri->mbp[i][j] = m[i][j];
+ }
+ }
+#undef numcomponents
+ return pri;
+}
+*/
+
+
diff --git a/src/prior.h b/src/prior.h
new file mode 100644
index 0000000..4303e13
--- /dev/null
+++ b/src/prior.h
@@ -0,0 +1,42 @@
+#ifndef PRIOR_INCLUDED
+#define PRIOR_INCLUDED
+
+/* prior.h
+ * Dirichlet priors for parameterizing a new model.
+ *
+ * Original code from Eric Nawrocki; adapted by SRE.
+ * SRE, Thu Apr 7 10:16:54 2005
+ * SVN $Id: prior.h 2162 2007-09-20 18:35:51Z nawrockie $
+ */
+
+#include <esl_dirichlet.h>
+#include "structs.h"
+
+/* Structure: Prior_t
+ *
+ * Dirichlet priors on all model parameters.
+ */
+typedef struct {
+ /* transition priors */
+ int tsetnum; /* number of transition sets to read in */
+ int tsetmap[UNIQUESTATES][NODETYPES]; /* tsetmap[a][b] is for transition set from ustate a to node b */
+ ESL_MIXDCHLET **t; /* array of transition priors, 0..tsetnum-1 */
+
+ /* emission priors */
+ ESL_MIXDCHLET *mbp; /* consensus base pair emission prior */
+ ESL_MIXDCHLET *mnt; /* consensus singlet emission prior */
+ ESL_MIXDCHLET *i; /* nonconsensus singlet emission prior */
+
+ /* bookkeeping */
+ int maxnq; /* maximum # of components in any prior */
+ int maxnalpha; /* maximum # of parameters in any prior */
+} Prior_t;
+
+extern Prior_t *Prior_Create(void);
+extern void Prior_Destroy(Prior_t *pri);
+extern Prior_t *Prior_Read(FILE *fp);
+extern void PriorifyCM(CM_t *cm, const Prior_t *pri);
+extern Prior_t *Prior_Default(void);
+
+extern struct p7prior_s *P7DefaultInfernalPrior(void);
+#endif
diff --git a/src/rna.null b/src/rna.null
new file mode 100644
index 0000000..e5e3e7e
--- /dev/null
+++ b/src/rna.null
@@ -0,0 +1,22 @@
+# rna.null
+#
+# Example of a null model file for Infernal.
+# Each line that does not begin with a "# " is considered
+# to be a background frequency for an RNA nucleotide.
+# *Important* any commented lines must begin with "#"
+# followed by a whitespace character.
+#
+# cmbuild assumes that the order of probabilities for the
+# 4 nucleotides is always A, C, G, U. (The '# A' etc. below
+# is ignored.
+#
+# The values in this file are the Infernal v0.56 default
+# settings.
+#
+# There can be no blank lines in this file before the 4 lines
+# with background frequencies.
+#
+0.25 # A
+0.25 # C
+0.25 # G
+0.25 # U
diff --git a/src/rnamat.c b/src/rnamat.c
new file mode 100644
index 0000000..3a3cd29
--- /dev/null
+++ b/src/rnamat.c
@@ -0,0 +1,1113 @@
+/* rnamat.c
+ *
+ * Routines for dealing with RNA subsitution/transition matrix.
+ *
+ * Robert J. Klein
+ * February 25, 2002
+ */
+
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_msa.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+#include "esl_wuss.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+static matrix_t *setup_matrix (int size);
+static float simple_identity(const ESL_ALPHABET *abc, char *s1, char *s2);
+/*
+ static void print_matrix (FILE *fp, fullmat_t *fullmat);
+ static float get_min_alpha_beta_sum (fullmat_t *fullmat);
+ static void count_matrix (ESL_MSA *msa, fullmat_t *fullmat, double *background_nt, int cutoff_perc, int product_weights);
+ static int unpaired_res (int i);
+*/
+
+/*
+ * Maps c as follows:
+ * A->0
+ * C->1
+ * G->2
+ * T->3
+ * U->3
+ * else->-1
+ */
+int numbered_nucleotide (char c) {
+ switch (c) {
+ case 'A':
+ case 'a':
+ return (0);
+ case 'C':
+ case 'c':
+ return (1);
+ case 'G':
+ case 'g':
+ return (2);
+ case 'T':
+ case 't':
+ case 'U':
+ case 'u':
+ return (3);
+ }
+ return (-1);
+}
+
+/*
+ * Maps base pair c,d as follows:
+ *
+ * AA -> 0
+ * AC -> 1
+ * ....
+ * TG -> 14
+ * TT -> 15 (T==U)
+ * Anything else maps to -1
+ */
+int numbered_basepair (char c, char d) {
+ int c_num, d_num;
+ c_num = numbered_nucleotide (c);
+ d_num = numbered_nucleotide (d);
+ if (c_num < 0 || d_num < 0) {
+ return (-1);
+ } else {
+ return ((c_num << 2) | d_num);
+ }
+}
+
+/* Function: rjk_KHS2ct()
+ * Incept: SRE 29 Feb 2000 [Seattle]; from COVE 1.0 code
+ * Modified: RJK 27 Feb 2002 [St. Louis]; from Infernal code (rna_ops.c)
+ * Purpose: Convert a secondary structure string (0..len-1) to an array of
+ * integers representing what position each position is base-paired
+ * to (0..len-1) or -1 if none. This is a change from what Sean
+ * did in the Infernal code back towards the original way it was
+ * done in the Squid code (compstruct_main.c). In this case, the
+ * numbering scheme does not match Zuker's .ct files, but does
+ * match the way the MSA is stored using the SQUID library
+ * functions.
+ *
+ * This version does not allow pseudoknots. Thus ">" and "<" are
+ * used for base pairs, and all other characters, including white
+ * space, are taken to mean unpaired nucleotides.
+ *
+ * Return: ret_ct is allocated here and must be free'd by caller.
+ * Returns pointer to ret_ct, or NULL if ss is somehow inconsistent.
+ */
+int *rjk_KHS2ct(char *ss, int len) {
+ ESL_STACK *pda;
+ int *ct;
+ int pos, pair;
+ int status;
+
+ /* Initialization: always initialize the main pda (0),
+ */
+ pda = esl_stack_ICreate();
+
+ ESL_ALLOC(ct, len * sizeof(int));
+ for (pos = 0; pos < len; pos++)
+ ct[pos] = -1;
+
+ for (pos = 0; pos < len; pos++) {
+ if (!isprint(ss[pos])) { /* armor against garbage strings */
+ free (ct);
+ esl_stack_Destroy(pda);
+ return (NULL);
+ } else if (ss[pos] == '>') { /* left side of a pair: push onto stack */
+ if((status = esl_stack_IPush(pda, pos)) != eslOK) goto ERROR;
+ } else if (ss[pos] == '<') { /* right side of a pair; resolve pair */
+ if (esl_stack_IPop(pda, &pair) == eslEOD) {
+ free (ct);
+ esl_stack_Destroy(pda);
+ return (NULL);
+ } else {
+ if(status != eslOK) goto ERROR;
+ ct[pos] = pair;
+ ct[pair] = pos;
+ }
+ }
+ }
+ /* nothing should be left on stacks */
+ if (esl_stack_ObjectCount(pda) != 0) {
+ free (ct);
+ esl_stack_Destroy(pda);
+ return (NULL);
+ }
+ esl_stack_Destroy(pda);
+ return (ct);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/*
+ * Setup the matrix by allocating matrix in two dimensions as triangle.
+ * Initialize to 0.0
+ */
+matrix_t *setup_matrix (int size) {
+ int c;
+ matrix_t *mat;
+ int status;
+
+ ESL_ALLOC(mat, sizeof(matrix_t));
+ mat->edge_size = size;
+ mat->full_size = matrix_index((size-1),(size-1)) + 1;
+ mat->E = 0.0;
+ mat->H = 0.0;
+ ESL_ALLOC(mat->matrix, sizeof(double) * mat->full_size);
+ for (c=0; c<mat->full_size; c++) {
+ mat->matrix[c] = 0.0;
+ }
+ return(mat);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/*
+ * middle_of_stem
+ *
+ * Boolean function, returns TRUE if the gap is in the middle of a stem,
+ * false if otherwise.
+ *
+ * Inputs:
+ * msa -- the msa
+ * i, j -- indices of the two seqs
+ * pos -- the position of the gap in question
+ * ct -- array of ct arrays
+ */
+int middle_of_stem (ESL_MSA *msa, int i, int j, int pos, int **ct) {
+ int gap_start_pos, gap_stop_pos;
+
+ if (esl_abc_CIsGap(msa->abc, msa->aseq[i][pos]) &&
+ esl_abc_CIsGap(msa->abc, msa->aseq[j][pos]))
+ /* Double gap -- exit */
+ return (0);
+
+ if (esl_abc_CIsGap(msa->abc, msa->aseq[j][pos])) {
+ /* Swap so gap is in i */
+ gap_start_pos = i;
+ i = j;
+ j = gap_start_pos;
+ }
+
+ /* Now, find start and end positions of the gap */
+ for (gap_start_pos = pos; gap_start_pos >= 0; gap_start_pos--) {
+ if (!esl_abc_CIsGap(msa->abc, msa->aseq[i][gap_start_pos]))
+ break;
+ }
+ for (gap_stop_pos = pos; gap_stop_pos < msa->alen; gap_stop_pos++) {
+ if (!esl_abc_CIsGap(msa->abc, msa->aseq[i][gap_stop_pos]))
+ break;
+ }
+ if (gap_start_pos < 0 || gap_start_pos >= msa->alen)
+ /* Gap at end of alignment; can't be internal to stem */
+ return (0);
+
+ if (ct[i][gap_start_pos] == 0 || ct[j][gap_start_pos] == 0 ||
+ ct[i][gap_stop_pos] == 0 || ct[j][gap_stop_pos] == 0)
+ /* Either of the ends not paired */
+ return (0);
+
+ if (ct[i][gap_start_pos] != ct[j][gap_start_pos] ||
+ ct[i][gap_stop_pos] != ct[j][gap_stop_pos])
+ /* The ends not paired homologously */
+ return (0);
+
+ return (1);
+}
+
+/* TAKEN FROM SQUID's weight.c's simple_distance, but rewritten to
+ * be simple_identity
+ * Function: simple_identity()
+ *
+ * Purpose: For two identical-length null-terminated strings, return
+ * the fractional identity between them. (0..1)
+ * (Gaps don't count toward anything.)
+ */
+float
+simple_identity(const ESL_ALPHABET *abc, char *s1, char *s2)
+{
+ int diff = 0;
+ int valid = 0;
+
+ for (; *s1 != '\0'; s1++, s2++)
+ {
+ if (esl_abc_CIsGap(abc, *s1) || esl_abc_CIsGap(abc, *s2)) continue;
+ if (*s1 == *s2) diff++;
+ valid++;
+ }
+ return (valid > 0 ? ((float) diff / (float) valid) : 0.0);
+}
+
+/*
+ * count_matrix
+ *
+ * Given an MSA and two matrices, counts pairs of column(s) from two sequences
+ * at a time into the matrices using the BLOSUM algorithm.
+ *
+ * Fills in paired matrix (for basepairs), unpaired, background nt count in
+ * aligned regions
+ *
+ * If product weights is false, weight of a pair is average of their weights.
+ * If it is true, weight of a pair is product of their weights
+ *
+ * Each nucleotide at each position can be:
+ * one of gap, unknown character (not ACGTU), known character
+ * one of left bp, right bp, not base paired
+ * If both characters are gaps:
+ * Skip
+ * If both characters are known:
+ * If both are left bps and match to same right bps
+ * continue
+ * If both are right bps and match to same left bps
+ * add to pairedmat
+ * Otherwise
+ * Add to unpairedmat
+ *
+ * Note: Never used in current implementation. Here for reference,
+ * in case new RIBOSUM matrices are trained someday.
+ * EPN, Tue Aug 7 15:10:33 2007
+ */
+void count_matrix (ESL_MSA *msa, fullmat_t *fullmat, double *background_nt,
+ int cutoff_perc, int product_weights) {
+
+ /* contract check */
+ if(msa->abc->type != eslRNA) cm_Fail("In count_matrix, MSA's alphabet is not RNA.");
+ if(msa->flags & eslMSA_DIGITAL) cm_Fail("In count_matrix, MSA must be text, not digitized.");
+
+ int status;
+ int i, j; /* Seqs we're checking */
+ int pos; /* Column we're counting */
+ int prev_pos; /* Last column we counted */
+ float cur_wgt;
+ int **ct; /* ct matrix for all the seqs */
+#ifdef REPORT_COUNTED
+ int totpair = 0;
+ int totsing = 0;
+#endif
+
+ /*****************************************
+ * 1. Allocate and fill in ct array
+ *****************************************/
+ ESL_ALLOC(ct, sizeof(int *)*msa->nseq);
+ if (msa->ss_cons != NULL) {
+ ct[0] = rjk_KHS2ct (msa->ss_cons, msa->alen);
+ } else {
+ ct[0] = rjk_KHS2ct (msa->ss[0], msa->alen);
+ }
+ for (i=1; i<msa->nseq; i++) {
+ if (msa->ss_cons != NULL) {
+ ct[i] = ct[0];
+ } else {
+ ct[i] = rjk_KHS2ct (msa->ss[i], msa->alen);
+ }
+ }
+ for (i=0; i<msa->nseq; i++) {
+ if (ct[i] == NULL) {
+ cm_Fail("CT string %d is NULL\n", i);
+ }
+ }
+
+ /**********************************
+ * 2. Count
+ **********************************/
+ for (i=0; i<msa->nseq; i++) {
+ for (j=0; j<i; j++) {
+ /* First, make sure it's above the cutoff */
+ if (simple_identity(msa->abc, msa->aseq[i], msa->aseq[j]) <
+ 0.01*(float)cutoff_perc)
+ continue; /* Not above cutoff */
+
+ if (product_weights == 1) {
+ cur_wgt = msa->wgt[i] * msa->wgt[j];
+ } else {
+ cur_wgt = (msa->wgt[i] + msa->wgt[j])/2.;
+ }
+
+ /* First, skip starting double gaps */
+ for (prev_pos = 0; prev_pos <msa->alen &&
+ is_rna_gap (msa, i, prev_pos) && is_rna_gap (msa, j, prev_pos);
+ prev_pos++);
+
+ for (pos=prev_pos; pos<msa->alen; pos++) {
+ if (is_defined_rna_nucleotide(msa, i, pos) &&
+ is_defined_rna_nucleotide (msa, j, pos)) {
+ /* If both positions are defined nucleotides */
+ /* If both are left bps and match to same right bps, continue
+ If both are right bps and match to same left bps, add to \
+ pairedmat. Otherwise, add to unpairedmat */
+ if (ct[i][pos] >= 0 && ct[j][pos] >= 0) { /* Base pairs */
+ if (ct[i][pos] == ct[j][pos]) { /* Both equal */
+ if (is_defined_rna_nucleotide(msa, i, ct[i][pos]) && \
+ is_defined_rna_nucleotide (msa, j, ct[j][pos])) {
+ /* Both are RNA nucleotides */
+ if (pos < ct[i][pos] && pos <ct[j][pos]) { /* Both left bps */
+ continue;
+ } else { /* Both right bps */
+ fullmat->paired->matrix\
+ [matrix_index(numbered_basepair(msa->aseq[i][ct[i][pos]],
+ msa->aseq[i][pos]),
+ numbered_basepair(msa->aseq[j][ct[j][pos]],
+ msa->aseq[j][pos]))] +=
+ cur_wgt;
+ background_nt[numbered_nucleotide
+ (msa->aseq[i][ct[i][pos]])] += cur_wgt;
+ background_nt[numbered_nucleotide
+ (msa->aseq[i][pos])] += cur_wgt;
+ background_nt[numbered_nucleotide
+ (msa->aseq[j][ct[j][pos]])] += cur_wgt;
+ background_nt[numbered_nucleotide
+ (msa->aseq[j][pos])] += cur_wgt;
+#ifdef REPORT_COUNTED
+ totpair++;
+#endif
+ continue;
+ }
+ }
+ }
+ }
+
+ fullmat->unpaired->matrix
+ [matrix_index(numbered_nucleotide(msa->aseq[i][pos]),
+ numbered_nucleotide(msa->aseq[j][pos]))] += cur_wgt;
+ background_nt[numbered_nucleotide(msa->aseq[i][pos])] += cur_wgt;
+ background_nt[numbered_nucleotide(msa->aseq[j][pos])] += cur_wgt;
+#ifdef REPORT_COUNTED
+ totsing++;
+#endif
+ }
+ }
+#ifdef REPORT_COUNTED
+ printf ("%d pairs counted\n%d singles counted\n", totpair, totsing);
+ totpair = 0;
+ totsing = 0;
+#endif
+ }
+ }
+
+ /* Free ct arrays */
+ if (ct[0] == ct[1]) {
+ free (ct[0]);
+ } else {
+ for (i=0; i<msa->nseq; i++) {
+ free (ct[i]);
+ }
+ }
+ free (ct);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/*
+ * print_matrix
+ *
+ * Dumps the paired and unpaired matrices and gap penalties
+ */
+void print_matrix (FILE *fp, fullmat_t *fullmat)
+{
+ int i, j;
+
+ fprintf (fp, "%s\n\n", fullmat->name);
+
+ /* EPN: print background NT frequencies */
+ fprintf (fp, " ");
+ for (i=0; i < fullmat->abc->K; i++) {
+ fprintf (fp, "%c ", fullmat->abc->sym[i]);
+ }
+ fprintf (fp, "\n");
+
+ fprintf (fp, " ");
+ for (i=0; i < fullmat->abc->K; i++) {
+ fprintf (fp, "%-11f ", fullmat->g[i]);
+ }
+ fprintf (fp, "\n\n");
+
+ fprintf (fp, " ");
+ for (i=0; i < fullmat->abc->K; i++) {
+ fprintf (fp, "%c ", fullmat->abc->sym[i]);
+ }
+ fprintf (fp, "\n");
+
+ for (i=0; i < fullmat->abc->K; i++) {
+ fprintf (fp, "%c ", fullmat->abc->sym[i]);
+ for (j=0; j<=i; j++) {
+ fprintf (fp, "%-11f ", fullmat->unpaired->matrix[matrix_index(fullmat->abc->inmap[(int) fullmat->abc->sym[i]], fullmat->abc->inmap[(int)fullmat->abc->sym[j]])]);
+ }
+ fprintf (fp, "\n");
+ }
+ if (strstr (fullmat->name, "RIBOPROB") == NULL) /* Not probability mat */
+ fprintf (fp, "H: %.4f\nE: %.4f\n", fullmat->unpaired->H, fullmat->unpaired->E);
+
+ fprintf (fp, "\n ");
+ for (i=0; i < (fullmat->abc->K * fullmat->abc->K); i++) {
+ fprintf (fp, "%c%c ", RNAPAIR_ALPHABET[i], RNAPAIR_ALPHABET2[i]);
+ }
+ fprintf (fp, "\n");
+ for (i=0; i < (fullmat->abc->K * fullmat->abc->K); i++) {
+ fprintf (fp, "%c%c ", RNAPAIR_ALPHABET[i], RNAPAIR_ALPHABET2[i]);
+ for (j=0; j<=i; j++) {
+ /* ORIGINAL: fprintf (fp, "%-9.2f ", fullmat->paired->matrix[matrix_index(numbered_basepair(RNAPAIR_ALPHABET[i], RNAPAIR_ALPHABET2[i]), numbered_basepair (RNAPAIR_ALPHABET[j], RNAPAIR_ALPHABET2[j]))]);*/
+ /*EPN: */
+ fprintf (fp, "%-11f ", fullmat->paired->matrix[matrix_index(numbered_basepair(RNAPAIR_ALPHABET[i], RNAPAIR_ALPHABET2[i]), numbered_basepair (RNAPAIR_ALPHABET[j], RNAPAIR_ALPHABET2[j]))]);
+ }
+ fprintf (fp, "\n");
+ }
+
+ if (strstr (fullmat->name, "RIBOPROB") == NULL) /* Not probability mat */
+ fprintf (fp, "H: %.4f\nE: %.4f\n", fullmat->paired->H, fullmat->paired->E);
+ fprintf (fp, "\n");
+}
+
+/*
+ * Read the matrix from a file.
+ * New EPN version, expects background freqs in file.
+ */
+fullmat_t *ReadMatrix(const ESL_ALPHABET *abc, FILE *matfp) {
+
+ /* Contract check */
+ if(abc->type != eslRNA)
+ cm_Fail("Trying to read RIBOSUM matrix from RSEARCH, but alphabet is not eslRNA.");
+
+ int status;
+ char linebuf[256];
+ char fullbuf[16384];
+ int fullbuf_used = 0;
+ fullmat_t *fullmat;
+ int i;
+ char *cp, *end_mat_pos;
+
+ ESL_ALLOC(fullmat, (sizeof(fullmat_t)));
+ fullmat->abc = abc; /* just a pointer */
+ fullmat->unpaired = setup_matrix (fullmat->abc->K);
+ fullmat->paired = setup_matrix (fullmat->abc->K * fullmat->abc->K);
+ ESL_ALLOC(fullmat->g, sizeof(float) * fullmat->abc->K);
+
+ while (fgets (linebuf, 255, matfp)) {
+ strncpy (fullbuf+fullbuf_used, linebuf, 16384-fullbuf_used-1);
+ fullbuf_used += strlen(linebuf);
+ if (fullbuf_used >= 16384) {
+ cm_Fail ("ERROR: Matrix file bigger than 16kb\n");
+ }
+ }
+
+ /* First, find RIBO, and copy matrix name to fullmat->name */
+ cp = strstr (fullbuf, "RIBO");
+ for (i = 0; cp[i] && !isspace(cp[i]); i++); /* Find space after RIBO */
+ ESL_ALLOC(fullmat->name, sizeof(char)*(i+1));
+ strncpy (fullmat->name, cp, i);
+ fullmat->name[i] = '\0';
+ cp = cp + i;
+ if(strstr (fullmat->name, "SUM")) { fullmat->scores_flag = TRUE; fullmat->probs_flag = FALSE; }
+ else if(strstr (fullmat->name, "PROB")) { fullmat->scores_flag = FALSE; fullmat->probs_flag = TRUE; }
+ else cm_Fail("ERROR reading matrix, name does not include SUM or PROB.\n");
+
+ /* Now, find the first A */
+ cp = strchr (cp, 'A');
+ fullmat->unpaired->edge_size = 0;
+ /* And count how edge size of the matrix */
+ while (*cp != '\n' && cp-fullbuf < fullbuf_used) {
+ if (!isspace (cp[0]) && isspace (cp[1])) {
+ fullmat->unpaired->edge_size++;
+ }
+ cp++;
+ }
+ /* EPN added to read background freqs to store in g vector */
+
+ /* Read background freqs until we hit the next A */
+ end_mat_pos = strchr (cp, 'A');
+ for (i=0; cp - fullbuf < end_mat_pos-fullbuf; i++) {
+ while (!isdigit(*cp) && *cp != '-' && *cp != '.' && \
+ cp-fullbuf < fullbuf_used && cp != end_mat_pos) {
+ cp++;
+ }
+ if (cp == end_mat_pos)
+ break;
+ if (cp-fullbuf < fullbuf_used) {
+ fullmat->g[i] = atof(cp);
+ while ((isdigit (*cp) || *cp == '-' || *cp == '.') &&\
+ (cp-fullbuf <fullbuf_used)) {
+ cp++;
+ }
+ }
+ }
+ /* we've read the background, normalize it */
+ esl_vec_FNorm(fullmat->g, fullmat->unpaired->edge_size);
+
+ /* We've already found the next A */
+ /* end EPN block */
+
+ /* Take numbers until we hit the H: */
+ end_mat_pos = strstr (cp, "H:");
+ for (i=0; cp - fullbuf < end_mat_pos-fullbuf; i++) {
+ while (!isdigit(*cp) && *cp != '-' && *cp != '.' && \
+ cp-fullbuf < fullbuf_used && cp != end_mat_pos) {
+ cp++;
+ }
+ if (cp == end_mat_pos)
+ break;
+ if (cp-fullbuf < fullbuf_used) {
+ fullmat->unpaired->matrix[i] = atof(cp);
+ while ((isdigit (*cp) || *cp == '-' || *cp == '.') &&\
+ (cp-fullbuf <fullbuf_used)) {
+ cp++;
+ }
+ }
+ }
+ fullmat->unpaired->full_size = i;
+
+ /* Skip the H: */
+ cp += 2;
+ fullmat->unpaired->H = atof(cp);
+
+ /* Now, go past the E: */
+ cp = strstr (cp, "E:") + 2;
+ fullmat->unpaired->E = atof(cp);
+
+ /********* PAIRED MATRIX ************/
+ /* Now, find the first A */
+ cp = strchr (cp, 'A');
+ fullmat->paired->edge_size = 0;
+ /* And count how edge size of the matrix */
+ while (*cp != '\n') {
+ if (!isspace (cp[0]) && isspace (cp[1])) {
+ fullmat->paired->edge_size++;
+ }
+ cp++;
+ }
+
+ /* Find next A */
+ while (*cp != 'A' && (cp-fullbuf) < fullbuf_used) cp++;
+
+ /* Take numbers until we hit the H: */
+ end_mat_pos = strstr (cp, "H:");
+ for (i=0; cp - fullbuf < end_mat_pos-fullbuf; i++) {
+ while (!isdigit(*cp) && *cp != '-' && *cp != '.' && \
+ cp-fullbuf < fullbuf_used && cp != end_mat_pos) {
+ cp++;
+ }
+ if (cp == end_mat_pos)
+ break;
+ if (cp-fullbuf < fullbuf_used) {
+ fullmat->paired->matrix[i] = atof(cp);
+ while ((isdigit (*cp) || *cp == '-' || *cp == '.') &&\
+ (cp-fullbuf <fullbuf_used)) {
+ cp++;
+ }
+ }
+ }
+ fullmat->paired->full_size = i;
+
+ /* Skip the H: */
+ cp += 2;
+ fullmat->paired->H = atof(cp);
+
+ /* Now, go past the E: */
+ cp = strstr (cp, "E:") + 2;
+ fullmat->paired->E = atof(cp);
+
+ /*print_matrix(stdout, fullmat);*/
+ return (fullmat);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/*
+ * MatFileOpen
+ *
+ * Given name of matrix file, open it
+ *
+ */
+FILE *MatFileOpen (char *matfile)
+{
+ FILE *fp;
+
+ if (matfile == NULL)
+ return NULL;
+
+ fp = fopen (matfile, "r");
+ if (fp != NULL) return (fp);
+
+ return (NULL);
+}
+
+/*
+ * Function: get_min_alpha_beta_sum()
+ * Date: RJK, Mon Apr 29, 2002 [St. Louis]
+ * Purpose: Given a full matrix, reports minimum sum allowed
+ * for alpha and beta (or alpha' and beta')
+ * The maximum for alpha+beta is found by
+ * min Sp(i,j)(k,l) - max{Su(i,k), Su(j,l)}
+ * for all i,j,k.l
+ */
+float get_min_alpha_beta_sum (fullmat_t *fullmat) {
+ float max_sum = 9999999.9; /* max allowed value of alpha+beta */
+ float cur_dif;
+ int i,j,k,l;
+ int pair_ij, pair_kl;
+
+ for (i=0; i<fullmat->abc->K; i++)
+ for (j=0; j<fullmat->abc->K; j++)
+ for (k=0; k<fullmat->abc->K; k++)
+ for (l=0; l<fullmat->abc->K; l++) {
+ pair_ij = numbered_basepair(fullmat->abc->sym[i], fullmat->abc->sym[j]);
+ pair_kl = numbered_basepair(fullmat->abc->sym[k], fullmat->abc->sym[l]);
+ /* First check for i,k paired */
+ cur_dif = fullmat->paired->matrix[matrix_index(pair_ij, pair_kl)] -
+ fullmat->unpaired->matrix[matrix_index(i,k)];
+ if (cur_dif < max_sum)
+ max_sum = cur_dif;
+ /* And repeat for j,l */
+ cur_dif = fullmat->paired->matrix[matrix_index(pair_ij, pair_kl)] -
+ fullmat->unpaired->matrix[matrix_index(j,l)];
+ if (cur_dif < max_sum)
+ max_sum = cur_dif;
+ }
+ return (-1. * max_sum);
+}
+
+/* EPN, Tue Feb 6 15:34:00 2007 */
+void FreeMat(fullmat_t *fullmat)
+{
+ if(fullmat->unpaired != NULL)
+ {
+ free(fullmat->unpaired->matrix);
+ free(fullmat->unpaired);
+ }
+ if(fullmat->paired != NULL)
+ {
+ free(fullmat->paired->matrix);
+ free(fullmat->paired);
+ }
+ if(fullmat->name != NULL)
+ free(fullmat->name);
+ if(fullmat->g != NULL)
+ free(fullmat->g);
+ free(fullmat);
+}
+
+
+/* Function: ribosum_calc_targets()
+ * Incept: EPN, Wed Mar 14 06:01:11 2007
+ *
+ * Purpose: Given a RIBOSUM score matrix data structure (fullmat_t) with
+ * log odds scores (as read in from a RIBOSUM file) and a background
+ * model (fullmat->g), overwrite the log-odds scores with target
+ * probabilities f_ij that satisfy:
+ *
+ * sum_ij f_ij = 1.0
+ *
+ * NOTE: these target probs are not the same target probs
+ * dumped by makernamat -p in RSEARCH, those *off-diagonals*
+ * are double what I'm calculating here.
+ * (so that sum_ii f'_ii + sum_j<i f'_ij = 1.0)
+ *
+ *
+ * Returns: <eslOK> on success.
+ *
+ */
+int ribosum_calc_targets(fullmat_t *fullmat)
+{
+ int idx;
+ int a,b,i,j,k,l;
+
+ /* Check the contract. */
+ if(!(fullmat->scores_flag)) ESL_EXCEPTION(eslEINVAL, "in ribosum_calc_targets(), matrix is not in log odds mode");
+ if(fullmat->probs_flag) ESL_EXCEPTION(eslEINVAL, "in ribosum_calc_targets(), matrix is already in probs mode");
+
+ /*printf("\nbeginning of ribosum_calc_targets, printing mx:\n");
+ print_matrix(stdout, fullmat);*/
+
+ /* convert log odds score s_ij, to target (f_ij)
+ * using background freqs (g), by:
+ * f_ij = g_i * g_j * 2^{s_ij} */
+
+ /* first convert the unpaired (singlet) matrix,
+ * remember matrix is set up as a vector */
+ idx = 0;
+ for(i = 0; i < fullmat->abc->K; i++)
+ for(j = 0; j <= i; j++)
+ {
+ fullmat->unpaired->matrix[idx] =
+ fullmat->g[i] * fullmat->g[j] * sreEXP2(fullmat->unpaired->matrix[idx]);
+ idx++;
+ }
+ /* and the paired matrix, careful about for loops here, we
+ * use 4 nested ones just to keep track of which backgrounds to multiply
+ * (the g[i] * g[j] * g[k] * g[l] part) */
+ idx = 0;
+ for(a = 0; a < sizeof(RNAPAIR_ALPHABET)-1; a++)
+ for(b = 0; b <= a; b++)
+ {
+ i = a / fullmat->abc->K;
+ j = a % fullmat->abc->K;
+ k = b / fullmat->abc->K;
+ l = b % fullmat->abc->K;
+
+ fullmat->paired->matrix[idx] =
+ fullmat->g[i] * fullmat->g[j] * fullmat->g[k] * fullmat->g[l] *
+ sreEXP2(fullmat->paired->matrix[idx]);
+ idx++;
+ }
+
+ /* We have to be careful with normalizing the matrices b/c they are
+ * symmetric and fullmat_t only stores f_ij i<=j. So we double
+ * the f_ij if i!=j, normalize it (it should then sum to 1.)
+ * and then halve the f_ij i != j's. */
+ /* normalize the unpaired matrix */
+ idx = 0;
+ for(i = 0; i < fullmat->abc->K; i++)
+ for(j = 0; j <= i; j++)
+ {
+ if(i != j) fullmat->unpaired->matrix[idx] *= 2.;
+ idx++;
+ }
+ esl_vec_DNorm(fullmat->unpaired->matrix, fullmat->unpaired->full_size);
+ idx = 0;
+ for(i = 0; i < fullmat->abc->K; i++)
+ for(j = 0; j <= i; j++)
+ {
+ if(i != j) fullmat->unpaired->matrix[idx] *= 0.5;
+ idx++;
+ }
+
+ /* normalize the paired matrix */
+ idx = 0;
+ for(a = 0; a < sizeof(RNAPAIR_ALPHABET)-1; a++)
+ for(b = 0; b <= a; b++)
+ {
+ if(a != b) fullmat->paired->matrix[idx] *= 2.;
+ idx++;
+ }
+ esl_vec_DNorm(fullmat->paired->matrix, fullmat->paired->full_size);
+ idx = 0;
+ for(a = 0; a < sizeof(RNAPAIR_ALPHABET)-1; a++)
+ for(b = 0; b <= a; b++)
+ {
+ if(a != b) fullmat->paired->matrix[idx] *= 0.5;
+ idx++;
+ }
+
+ /* Lower the scores_flag, raise probs_flag */
+ fullmat->scores_flag = FALSE;
+ fullmat->probs_flag = TRUE;
+
+ /*printf("\nend of ribosum_calc_targets, printing mx:\n");
+ print_matrix(stdout, fullmat);*/
+ return eslOK;
+}
+
+/* Function: ribosum_MSA_resolve_degeneracies
+ *
+ * Incept: EPN, Thu Mar 15 05:37:22 2007
+ *
+ * Purpose: Given a RIBOSUM score matrix data structure (fullmat_t) with
+ * target probabilites and a MSA with SS markup, remove all
+ * ambiguous bases. Do this by selecting the most likely
+ * singlet or base pair that matches each ambiguity given the
+ * RIBOSUM matrix.
+ * (ex: (G|A) for 'R', or (GG|GC|AG|AC) bp for 'RS' base pair)
+ *
+ *
+ * Returns: <eslOK> on success.
+ *
+ * The degenerate code used here is:
+ * (taken from http://www.neb.com/neb/products/REs/RE_code.html
+ *
+ * X = A or C or G or T
+ * R = G or A
+ * Y = C or T
+ * M = A or C
+ * K = G or T
+ * S = G or C
+ * W = A or T
+ * H = not G (A or C or T)
+ * B = not A (C or G or T)
+ * V = not T (A or C or G)
+ * D = not C (A or G or T)
+ * N = A or C or G or T
+ */
+int ribosum_MSA_resolve_degeneracies(fullmat_t *fullmat, ESL_MSA *msa)
+{
+ int idx;
+ int i,j;
+ int *ct; /* 0..alen-1 base pair partners array */
+ int apos;
+ char c; /* tmp char for current degeneracy, uppercase */
+ char *cp; /* tmp char pointer for finding c in degen_string */
+ char c_m; /* tmp char for current bp mate's degeneracy, uppercase */
+ char *cp_m; /* tmp char pointer for finding c_m in degen_string */
+ char degen_string[13] = "XRYMKSWHBVDN\0";
+ char rna_string[5] = "ACGU\0";
+ int **degen_mx;
+ float *unpaired_marginals;
+ float *paired_marginals;
+ float *cur_unpaired_marginals;
+ float *cur_paired_marginals;
+ char *aseq;
+ int dpos; /* position of c within degen_string */
+ int dpos_m; /* position of c_m within degen_string */
+ int argmax;
+ int mate; /* used as ct[apos-1] */
+ int status;
+ ESL_ALPHABET *msa_abc = msa->abc; /* when we textize this, msa->abc will be set to NULL! */
+
+ /* Check the contract. */
+ if(!(fullmat->probs_flag)) ESL_EXCEPTION(eslEINVAL, "in ribosum_MSA_resolve_degeneracies(), matrix is not in probs mode");
+ if(fullmat->scores_flag) ESL_EXCEPTION(eslEINVAL, "in ribosum_MSA_resolve_degeneracies(), matrix is in scores mode");
+ if(msa->nseq != 1) ESL_EXCEPTION(eslEINVAL, "MSA does not have exactly 1 seq");
+ if(fullmat->abc->type != eslRNA) ESL_EXCEPTION(eslEINVAL, " matrix alphabet not RNA");
+ if(! (msa->flags & eslMSA_DIGITAL)) ESL_EXCEPTION(eslEINVAL, " MSA is not digitized");
+ if(msa->abc->type != eslRNA && msa->abc->type != eslDNA) ESL_EXCEPTION(eslEINVAL, " MSA alphabet not DNA or RNA");
+
+ /*printf("in ribosum_MSA_resolve_degeneracies()\n");*/
+
+ ESL_ALLOC(unpaired_marginals, sizeof(float) * fullmat->abc->K);
+ ESL_ALLOC(paired_marginals, sizeof(float) * (fullmat->abc->K * fullmat->abc->K));
+ ESL_ALLOC(cur_unpaired_marginals, sizeof(float) * fullmat->abc->K);
+ ESL_ALLOC(cur_paired_marginals, sizeof(float) * (fullmat->abc->K * fullmat->abc->K));
+
+ /* Laboriously fill in degen_mx, NOTE: this will fall over if alphabet is not RNA! */
+ /* This is somewhat unnec, now that we use esl_alphabet.c, but I didnt' want to redo it, so I left it */
+ ESL_ALLOC(degen_mx, sizeof(int *) * 12);
+ for(i = 0; i < 12; i++)
+ {
+ ESL_ALLOC(degen_mx[i], sizeof(int) * fullmat->abc->K);
+ esl_vec_ISet(degen_mx[i], fullmat->abc->K, 0.);
+ }
+ /* 'X' = A|C|G|U */
+ degen_mx[0][0] = degen_mx[0][1] = degen_mx[0][2] = degen_mx[0][3] = 1;
+ /* 'R' = A|G */
+ degen_mx[1][0] = degen_mx[1][2] = 1;
+ /* 'Y' = C|U */
+ degen_mx[2][1] = degen_mx[2][3] = 1;
+ /* 'M' = A|C */
+ degen_mx[3][0] = degen_mx[3][1] = 1;
+ /* 'K' = G|U */
+ degen_mx[4][2] = degen_mx[4][3] = 1;
+ /* 'S' = C|G */
+ degen_mx[5][1] = degen_mx[5][2] = 1;
+ /* 'W' = A|U */
+ degen_mx[6][0] = degen_mx[6][3] = 1;
+ /* 'H' = A|C|U */
+ degen_mx[7][0] = degen_mx[7][1] = degen_mx[7][3] = 1;
+ /* 'B' = C|G|U */
+ degen_mx[8][1] = degen_mx[8][2] = degen_mx[8][3] = 1;
+ /* 'V' = A|C|G */
+ degen_mx[9][0] = degen_mx[9][1] = degen_mx[9][2] = 1;
+ /* 'D' = A|G|U */
+ degen_mx[10][0] = degen_mx[10][2] = degen_mx[10][3] = 1;
+ /* 'N' = A|C|G|U */
+ degen_mx[11][0] = degen_mx[11][1] = degen_mx[11][2] = degen_mx[11][3] = 1;
+
+ /* calculate paired_marginals and unpaired_marginals as:
+ * marginal[x] = sum_y P(x,y)
+ */
+ esl_vec_FSet(unpaired_marginals, fullmat->abc->K, 0.);
+ esl_vec_FSet(paired_marginals, fullmat->abc->K * fullmat->abc->K, 0.);
+
+ for(i = 0; i < fullmat->abc->K; i++)
+ for(j = 0; j < fullmat->abc->K; j++)
+ unpaired_marginals[i] += fullmat->unpaired->matrix[matrix_index(i,j)];
+ idx = 0;
+ for(i = 0; i < (fullmat->abc->K*fullmat->abc->K); i++)
+ for(j = 0; j < (fullmat->abc->K*fullmat->abc->K); j++)
+ paired_marginals[i] += fullmat->paired->matrix[matrix_index(i,j)];
+
+ /*for(i = 0; i < (fullmat->abc->K); i++)
+ printf("unpaired_marginals[i:%d]: %f\n", i, unpaired_marginals[i]);
+ for(i = 0; i < (fullmat->abc->K*fullmat->abc->K); i++)
+ printf("paired_marginals[i:%d]: %f\n", i, paired_marginals[i]);*/
+
+ esl_vec_FNorm(unpaired_marginals, fullmat->abc->K);
+ esl_vec_FNorm(paired_marginals, fullmat->abc->K*fullmat->abc->K);
+
+ /* get ct array, indexed 1..alen while apos is 0..alen-1 */
+ ESL_ALLOC(ct, (msa->alen+1) * sizeof(int));
+ esl_wuss2ct(msa->ss_cons, msa->alen, ct);
+
+ ESL_ALLOC(aseq, sizeof(char) * (msa->alen+1));
+ status = esl_msa_Textize(msa);
+ if(status == eslECORRUPT) cm_Fail("esl_msa_Textize() returned status: %d, the msa must contain invalid digitized chars.", status);
+ else if(status != eslOK) goto ERROR;
+
+ /* remember we only have 1 seq in the MSA */
+ for(apos = 0; apos < msa->alen; apos++)
+ {
+ if (esl_abc_CIsGap(fullmat->abc, msa->aseq[0][apos])) continue; /* we can still have gaps in 1 seq MSA, they'll
+ * be dealt with (ignored) in
+ * modelmaker.c:HandModelMaker() */
+ mate = ct[(apos+1)]; /* apos is 0..alen-1, ct is 1..alen, so mate will be 1..alen now */
+ if(mate != 0 && esl_abc_CIsGap(msa_abc, msa->aseq[0][(mate-1)])) mate = 0;
+ /* apos is a base paired res, but mate is a gap, pretend apos is SS for our purposes here */
+ else if(mate != 0 && ((mate-1) < apos)) continue;
+ /* apos is a base paired res, but we've already changed him to an unambiguous res when we changed his mate (which was not a gap) */
+
+ c = toupper(msa->aseq[0][apos]);
+ if(c == 'T') c = 'U';
+ cp = strchr(rna_string, c);
+ if(cp == NULL)
+ {
+ /* a degeneracy */
+ if((cp = strchr(degen_string, c)) == NULL) ESL_XEXCEPTION(eslEINVAL, "character is not ACGTU or a recognized ambiguity code");
+ dpos = cp-degen_string;
+ if(mate == 0) /* single stranded */
+ {
+ /*printf("\nCASE 1 SS AMBIG\n");
+ printf("apos: %d c: %c\n", apos, c);*/
+ /* of possible residues, find the one with the highest marginal
+ * in RIBOSUM: argmax_x sum_Y P(x,y) */
+ for(i = 0; i < fullmat->abc->K; i++)
+ cur_unpaired_marginals[i] = degen_mx[dpos][i] * unpaired_marginals[i];
+ argmax = esl_vec_FArgMax(cur_unpaired_marginals, fullmat->abc->K);
+ msa->aseq[0][apos] = rna_string[argmax];
+ /*printf("c: %c at posn %d argmax: %d msa[apos:%d]: %c\n", c, (int) (cp-degen_string), argmax, apos, msa->aseq[0][apos]);
+ printf("new ss: %c\n", rna_string[argmax]);*/
+ }
+ else /* paired */
+ {
+ /* is mate ambiguous? */
+ c_m = toupper(msa->aseq[0][(mate-1)]);
+ if(c_m == 'T') c_m = 'U';
+ cp_m = strchr(rna_string, c_m);
+ if(cp_m == NULL)
+ {
+ /* mate is ambiguous */
+ /*printf("\nCASE 4 PAIR, BOTH AMBIG\n");
+ printf("left (apos) %d c: %c mate %d c_m: %c\n", apos, c, (mate-1), c_m);
+ */
+ if((cp_m = strchr(degen_string, c_m)) == NULL) ESL_XEXCEPTION(eslEINVAL, "character is not ACGTU or a recognized ambiguity code");
+ dpos_m = cp_m-degen_string;
+ /* we know that mate != 0 and (mate-1) >= apos, we continued above if that was false */
+ idx = 0;
+ for(i = 0; i < (fullmat->abc->K); i++)
+ for(j = 0; j < (fullmat->abc->K); j++)
+ {
+ cur_paired_marginals[idx] = degen_mx[dpos][i] * degen_mx[dpos_m][j] *
+ paired_marginals[idx];
+ /*printf("degen_mx[dpos: %d][i:%d]: %d\n", dpos, i, degen_mx[dpos][i]);
+ printf("degen_mx[dpos_m:%d][j:%d]: %d\n", dpos_m, j, degen_mx[dpos_m][j]);
+ printf("cur_paired_marginals[idx:%d]: %f\n", idx, cur_paired_marginals[idx]);*/
+ idx++;
+ }
+ argmax = esl_vec_FArgMax(cur_paired_marginals, (fullmat->abc->K*fullmat->abc->K));
+ msa->aseq[0][apos] = RNAPAIR_ALPHABET[argmax];
+ msa->aseq[0][(mate-1)] = RNAPAIR_ALPHABET2[argmax];
+ /*printf("new bp: left: %c right: %c\n", RNAPAIR_ALPHABET[argmax], RNAPAIR_ALPHABET2[argmax]);*/
+
+ }
+ else /* mate is unambiguous */
+ {
+ /*printf("\nCASE 2 PAIR, LEFT AMBIG, RIGHT NOT\n");
+ printf("left (apos) %d c: %c mate %d c_m: %c\n", apos, c, (mate-1), c_m);*/
+ cp_m = strchr(rna_string, c_m);
+ dpos_m = cp_m - rna_string;
+ /* cp_m is 0 for A, 1 for C, 2 for G, 3 for U in mate-1 */
+ idx = 0;
+ for(i = 0; i < (fullmat->abc->K); i++)
+ for(j = 0; j < (fullmat->abc->K); j++)
+ {
+ cur_paired_marginals[idx] = degen_mx[dpos][i] * (j == dpos_m) *
+ paired_marginals[idx];
+ /*printf("cur_paired_marginals[idx:%d]: %f\n", idx, cur_paired_marginals[idx]);*/
+ idx++;
+ }
+ argmax = esl_vec_FArgMax(cur_paired_marginals, (fullmat->abc->K*fullmat->abc->K));
+ msa->aseq[0][apos] = RNAPAIR_ALPHABET[argmax];
+ msa->aseq[0][(mate-1)] = RNAPAIR_ALPHABET2[argmax];
+ /*printf("new bp: left: %c right: %c\n", RNAPAIR_ALPHABET[argmax], RNAPAIR_ALPHABET2[argmax]);*/
+ }
+ }
+ }
+ /* we could still have unambiguous apos, but an ambiguous mate, which we deal
+ * with here: */
+ if(mate != 0)
+ {
+ c_m = toupper(msa->aseq[0][(mate-1)]);
+ if(c_m == 'T') c = 'U';
+ cp_m = strchr(rna_string, c_m);
+ if(cp_m == NULL)
+ {
+ /* mate is ambiguous */
+ if((cp_m = strchr(degen_string, c_m)) == NULL) ESL_XEXCEPTION(eslEINVAL, "character is not ACGTU or a recognized ambiguity code");
+ dpos_m = cp_m - degen_string;
+ /*printf("\nCASE 3 PAIR, LEFT NOT, RIGHT AMBIG\n");
+ printf("left (apos) %d c: %c mate %d c_m: %c dpos_m\n", apos, c, (mate-1), c_m, dpos);*/
+ cp = strchr(rna_string, c);
+ if(cp == NULL) ESL_XEXCEPTION(eslEINVAL, "character is not ACGTU or a recognized ambiguity code");
+ dpos = cp - rna_string;
+ idx = 0;
+ for(i = 0; i < (fullmat->abc->K); i++)
+ for(j = 0; j < (fullmat->abc->K); j++)
+ {
+ cur_paired_marginals[idx] = (i == dpos) * degen_mx[dpos_m][j] *
+ paired_marginals[idx];
+ /*printf("cur_paired_marginals[idx:%d]: %f\n", idx, cur_paired_marginals[idx]);*/
+ idx++;
+ }
+ argmax = esl_vec_FArgMax(cur_paired_marginals, (fullmat->abc->K*fullmat->abc->K));
+ msa->aseq[0][apos] = RNAPAIR_ALPHABET[argmax];
+ msa->aseq[0][(mate-1)] = RNAPAIR_ALPHABET2[argmax];
+ /*printf("new bp: left: %c right: %c\n", RNAPAIR_ALPHABET[argmax], RNAPAIR_ALPHABET2[argmax]);*/
+ }
+ }
+ }
+ /* go through the sequence again, there should be no ambiguities now */
+ for(apos = 0; apos < msa->alen; apos++) {
+ if(esl_abc_CIsGap(msa_abc, msa->aseq[0][apos])) continue;
+ c = toupper(msa->aseq[0][apos]);
+ if(c == 'T') c = 'U';
+ cp = strchr(rna_string, c);
+ if(cp == NULL) ESL_XEXCEPTION(eslEINVAL, "ribosum_MSA_resolve_degeneracies(), second pass check character %d (%c) is still ambiguous!\n", apos, c);
+ }
+
+ if((status = esl_msa_Digitize(msa_abc, msa)) != eslOK) goto ERROR;
+ free(unpaired_marginals);
+ free(paired_marginals);
+ free(cur_unpaired_marginals);
+ free(cur_paired_marginals);
+ for(i = 0; i < 12; i++) free(degen_mx[i]);
+ free(degen_mx);
+ free(ct);
+ free(aseq);
+
+ return eslOK;
+
+ ERROR:
+ return eslEINVAL;
+}
+
+/*
+ * Maps i as follows:
+ * 0->A
+ * 1->C
+ * 2->G
+ * 3->U
+ * else->-1
+ */
+int unpaired_res (int i)
+{
+ switch (i) {
+ case 0:
+ return ('A');
+ case 1:
+ return ('C');
+ case 2:
+ return ('G');
+ case 3:
+ return ('U');
+ }
+ return (-1);
+}
+
+
diff --git a/src/rnamat.h b/src/rnamat.h
new file mode 100644
index 0000000..e98460f
--- /dev/null
+++ b/src/rnamat.h
@@ -0,0 +1,150 @@
+/*
+ * rnamat.h
+ *
+ * Header file for API for RNA matrix routines. Used in parsing alignment
+ * into matrix and later reading in matrix.
+ *
+ * Robert J. Klein
+ * February 25, 2002
+ */
+
+#ifndef _RNAMAT_H
+#define _RNAMAT_H
+
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+#include "esl_msa.h"
+
+#include "structs.h"
+
+#define RNAPAIR_ALPHABET "AAAACCCCGGGGUUUU"
+#define RNAPAIR_ALPHABET2 "ACGUACGUACGUACGU"
+
+/*
+ * Matrix type
+ *
+ * Contains array in one dimension (to be indexed later), matrix size,
+ * H, and E.
+ */
+typedef struct _matrix_t {
+ double *matrix;
+ int edge_size; /* Size of one edge, e.g. 4 for 4x4 matrix */
+ int full_size; /* Num of elements, e.g. 10 for 4x4 matirx */
+ double H;
+ double E;
+} matrix_t;
+
+/*
+ * Full matrix definition, includes the g background freq vector (added by EPN).
+ */
+typedef struct _fullmat_t {
+ const ESL_ALPHABET *abc;/* alphabet, we enforce it's eslRNA */
+ matrix_t *unpaired;
+ matrix_t *paired;
+ char *name;
+ float *g; /* EPN: the background distro, g vector in RSEARCH paper
+ * this now appears in the RIBOSUM matrix files */
+ int scores_flag; /* TRUE if matrix values are log odds scores, FALSE if
+ * they're target probs, or unfilled */
+ int probs_flag; /* TRUE if matrix values are target probs, FALSE if
+ * they're log odds scores, or unfilled */
+} fullmat_t;
+
+/* Returns true if pos. C of seq B of msa A is a gap */
+#define is_rna_gap(A, B, C) (esl_abc_CIsGap(A->abc, A->aseq[B][C]))
+
+/* Returns true if position C of digitized sequence B of msa A is a canonical */
+#define is_defined_rna_nucleotide(A, B, C) (esl_abc_CIsCanonical(A->abc, A->aseq[B][C]))
+
+/*
+ * Maps c as follows
+ *
+ * A->0
+ * C->1
+ * G->2
+ * T->3
+ * U->3
+ * else -> 4
+ */
+int numbered_nucleotide (char c);
+
+/*
+ * Maps base pair c,d as follows:
+ *
+ * AA -> 0
+ * AC -> 1
+ * ....
+ * TG -> 15
+ * TT -> 16 (T==U)
+ * Anything else maps to -1
+ */
+int numbered_basepair (char c, char d);
+
+/*
+ * Maps to index of matrix, using binary representation of
+ * nucleotides (unsorted).
+ *
+ * See lab book 7, p. 3-4 for details of mapping function
+ */
+#define matrix_index(X,Y) ((X>Y) ? X*(X+1)/2+Y: Y*(Y+1)/2+X)
+
+#define unpairedmat_size (matrix_index(3,3) + 1)
+#define pairedmat_size (matrix_index (15,15) + 1)
+
+/*
+ * Setup the matrix by allocating matrix in two dimensions as triangle.
+ * Initialize to 0.0
+ */
+matrix_t *setup_matrix (int size);
+
+/*
+ * Actually count the basepairs and gaps into the fullmat simply by summing
+ * to existing values there. Also counts nt counts to background_nt
+ */
+void count_matrix (ESL_MSA *msa, fullmat_t *fullmat, double *background_nt,
+ int cutoff_perc, int product_weights);
+
+/*
+ * Prints the matrix
+ */
+void print_matrix (FILE *fp, fullmat_t *fullmat);
+
+/*
+ * Read the matrix from a file
+ */
+fullmat_t *ReadMatrix(const ESL_ALPHABET *abc, FILE *matfp);
+
+/*
+ * Opens matrix file
+ */
+FILE *MatFileOpen (char *matfile);
+
+/*
+ * Reports minium allowed sum of alpha + beta for matrix
+ */
+float get_min_alpha_beta_sum (fullmat_t *fullmat);
+
+/* Free a fullmat_t object */
+void FreeMat(fullmat_t *fullmat);
+
+/* convert a matrix with log odds scores to target freqs */
+int ribosum_calc_targets(fullmat_t *fullmat);
+
+/* resolve degeneracies in a single seq MSA by replacing
+ * with most likely target residue within degenerate alphabet */
+int ribosum_MSA_resolve_degeneracies(fullmat_t *fullmat, ESL_MSA *msa);
+
+/*
+ * Maps i as follows:
+ * 0->A
+ * 1->C
+ * 2->G
+ * 3->U
+ * else->-1
+ */
+int unpaired_res (int i);
+
+#endif
+
diff --git a/src/sa-Makefile.in b/src/sa-Makefile.in
new file mode 100644
index 0000000..7c52a2e
--- /dev/null
+++ b/src/sa-Makefile.in
@@ -0,0 +1,126 @@
+#################################################################
+# Infernal
+# src Makefile
+# SVN $Id: Makefile.in 2603 2008-10-05 19:21:32Z kolbed $
+#################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+#################################################################
+
+SHELL = /bin/sh
+
+## your compiler and compiler flags
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+
+## other defined flags.
+# DEFS contains stuff that autoconf decides on.
+# LIBS contains system libraries that the configure script decides we need.
+#
+DEFS = @DEFS@
+LIBS = @LIBS@ -lm
+
+## archiving command, and ranlib command if you need one.
+# In general, you shouldn't need to change these, and they're
+# only used for building the testsuite anyway... e.g. we
+# make a "libinfernal.a" library for building the testsuite.
+#
+AR = @AR@ rcv
+RANLIB = @RANLIB@
+
+# configuration for optional MPI functionality
+MPILIBS = @MPILIBS@
+
+# Where the build arena is (module .h and .o files)
+#
+MYLIBS = -leasel
+MYLIBDIR = -L../../easel
+MYINCDIR = -I../../easel
+
+PROGS = cmalign cmbuild cmcalibrate cmemit cmscore cmsearch cmstat trcyk truncyk_check
+
+OBJS = cm.o\
+ cm_dpalign.o\
+ cm_dpsearch.o\
+ cm_dpsmall.o\
+ cm_io.o\
+ cm_modelconfig.o\
+ cm_modelmaker.o\
+ cm_mx.o\
+ cm_parsetree.o\
+ cm_qdband.o\
+ cm_submodel.o\
+ cp9.o\
+ cp9_dp.o\
+ cp9_modelconfig.o\
+ cp9_modelmaker.o\
+ cp9_mx.o\
+ cp9_trace.o\
+ alphabet.o\
+ dispatch.o\
+ display.o\
+ eweight.o\
+ errors.o\
+ hmmband.o\
+ hybridsearch.o\
+ logsum.o\
+ mpisupport.o\
+ prior.o\
+ rnamat.o\
+ searchinfo.o\
+ seqstoaln.o\
+ stats.o\
+ truncyk.o
+
+HDRS = funcs.h\
+ structs.h
+
+.c.o:
+ $(CC) $(CFLAGS) $(DEFS) $(MYINCDIR) -c $<
+
+#################################################################
+## Targets defining how to make INFERNAL executables.
+##
+all: $(PROGS)
+
+$(PROGS): @EXEC_DEPENDENCY@ $(OBJS) ${HDRS}
+ $(CC) $(CFLAGS) $(DEFS) $(MYLIBDIR) -o $@ $@.o $(OBJS) $(MYLIBS) $(LIBS) $(MPILIBS)
+
+
+#################################################################
+## Targets used in making INFERNAL module for testsuite compilation.
+##
+module: libinfernal.a
+
+libinfernal.a: $(OBJS) ${HDRS}
+ $(AR) libinfernal.a $(OBJS)
+ $(RANLIB) libinfernal.a
+ chmod 644 libinfernal.a
+
+#################################################################
+## Miscellaneous targets.
+##
+clean:
+ -rm -f *.o *~ Makefile.bak core $(PROGS) TAGS gmon.out libinfernal.a
+
+distclean:
+ -rm -f *.o *~ Makefile.bak core $(PROGS) TAGS gmon.out libinfernal.a
+ -rm -f Makefile config.h
+
+TAGS:
+ etags -t *.c *.h Makefile.in
+
+
+#################################################################
+## For building as a library with an SSU-ALIGN distribution.
+##
+ssu: module
+ mv cmalign ssu-cmalign
+ mv cmbuild ssu-cmbuild
+ mv cmcalibrate ssu-cmcalibrate
+ mv cmemit ssu-cmemit
+ mv cmscore ssu-cmscore
+ mv cmsearch ssu-cmsearch
+ mv cmstat ssu-cmstat
diff --git a/src/scancyk.c b/src/scancyk.c
new file mode 100644
index 0000000..3e08f45
--- /dev/null
+++ b/src/scancyk.c
@@ -0,0 +1,26 @@
+/* scancyk.c
+ * SRE, Thu May 2 11:50:48 2002 [AA 3050 SFO->STL]
+ * SVN $Id: scancyk.c 2244 2007-12-05 13:22:15Z nawrockie $
+ *
+ * CYK alignment: multihit, local, database scanning mode.
+ * [xref STL6 p47]
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_sqio.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
diff --git a/src/searchinfo.c b/src/searchinfo.c
new file mode 100644
index 0000000..16a18a2
--- /dev/null
+++ b/src/searchinfo.c
@@ -0,0 +1,2003 @@
+/* searchinfo.c
+ * SearchInfo_t implementations: information for CM/CP9
+ * filters and scans.
+ *
+ * EPN, Tue Nov 27 08:42:08 2007
+ * SVN $Id$
+ */
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_exponential.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h"
+#include "structs.h"
+
+
+/* Function: CreateSearchInfo()
+ * Date: EPN, Tue Nov 27 12:57:24 2007
+ *
+ * Purpose: Allocate and initialize a search info object that
+ * specifies that no filtering should be done.
+ *
+ * Returns: cm->si points to a new SearchInfo_t object
+ * eslOK on success, dies immediately on some error
+ */
+int
+CreateSearchInfo(CM_t *cm, int cutoff_type, float sc_cutoff, float e_cutoff)
+{
+ int status;
+ int use_hmmonly;
+
+ if(cm->si != NULL) cm_Fail("CreateSearchInfo(), the cm already points to a SearchInfo_t object.\n");
+ use_hmmonly = ((cm->search_opts & CM_SEARCH_HMMVITERBI) || (cm->search_opts & CM_SEARCH_HMMFORWARD)) ? TRUE : FALSE;
+
+ SearchInfo_t *si;
+ ESL_ALLOC(si, sizeof(SearchInfo_t));
+
+ si->nrounds = 0;
+ ESL_ALLOC(si->search_opts, sizeof(int) * (si->nrounds+1));
+ ESL_ALLOC(si->cutoff_type, sizeof(int) * (si->nrounds+1));
+ ESL_ALLOC(si->sc_cutoff, sizeof(float) * (si->nrounds+1));
+ ESL_ALLOC(si->e_cutoff, sizeof(float) * (si->nrounds+1));
+ ESL_ALLOC(si->stype, sizeof(int) * (si->nrounds+1));
+ ESL_ALLOC(si->smx, sizeof(ScanMatrix_t *) * (si->nrounds+1));
+ ESL_ALLOC(si->hsi, sizeof(HybridScanInfo_t *) * (si->nrounds+1));
+
+ si->search_opts[0] = cm->search_opts;
+ si->cutoff_type[0] = cutoff_type;
+ si->sc_cutoff[0] = sc_cutoff;
+ si->e_cutoff[0] = e_cutoff;
+ si->stype[0] = use_hmmonly ? SEARCH_WITH_HMM : SEARCH_WITH_CM;
+ si->smx[0] = cm->smx; /* could be NULL */
+ si->hsi[0] = NULL;
+
+ cm->si = si;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("CreateSearchInfo(), memory allocate error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: AddFilterToSearchInfo()
+ * Date: EPN, Tue Nov 27 13:00:23 2007
+ *
+ * Purpose: Add a filter as the 1st round filter for CM <cm>.
+ * A new SearchInfo_t object <fi> is created, and the existing
+ * information from cm->si is copied into it. cm->si is then
+ * freed and cm->si is set to point at fi.
+ *
+ * Returns: cm->si points to a new SearchInfo_t object
+ * eslOK on success, dies immediately on some error
+ */
+int
+AddFilterToSearchInfo(CM_t *cm, int cyk_filter, int inside_filter, int viterbi_filter, int forward_filter, int hybrid_filter,
+ ScanMatrix_t *smx, HybridScanInfo_t *hsi, int cutoff_type, float sc_cutoff, float e_cutoff, int do_null3)
+{
+ int status;
+ int n;
+ int orig_nrounds;
+
+ if(cm->si == NULL) cm_Fail("AddFilterToSearchInfo(), the cm does not point to a SearchInfo_t object.\n");
+ if((cyk_filter + inside_filter + viterbi_filter + forward_filter + hybrid_filter) != 1)
+ cm_Fail("AddFilterToSearchInfo(), cyk_filter: %d\ninside_filter: %d\nviterbi_filter: %d\nforward_filter: %d\nhybrid_filter: %d. Exactly 1 of these must be 1, the rest 0s.\n", cyk_filter, inside_filter, viterbi_filter, forward_filter, hybrid_filter);
+ if(cyk_filter && smx == NULL) cm_Fail("AddFilterToSearchInfo(), cyk_filter: %d but smx == NULL\n", cyk_filter);
+ if(inside_filter && smx == NULL) cm_Fail("AddFilterToSearchInfo(), inside_filter: %d but smx == NULL\n", inside_filter);
+ if(hybrid_filter && hsi == NULL) cm_Fail("AddFilterToSearchInfo(), hybrid_filter: %d but hsi == NULL\n", hybrid_filter);
+
+ orig_nrounds = cm->si->nrounds;
+
+ /* allocate new si object, with 1 more round than cm->si, and set round 0 */
+ SearchInfo_t *si;
+ ESL_ALLOC(si, sizeof(SearchInfo_t));
+ si->nrounds = orig_nrounds+1;
+ ESL_ALLOC(si->search_opts, sizeof(int) * (si->nrounds+1));
+ ESL_ALLOC(si->cutoff_type, sizeof(int) * (si->nrounds+1));
+ ESL_ALLOC(si->sc_cutoff, sizeof(float) * (si->nrounds+1));
+ ESL_ALLOC(si->e_cutoff, sizeof(float) * (si->nrounds+1));
+ ESL_ALLOC(si->stype, sizeof(int) * (si->nrounds+1));
+ ESL_ALLOC(si->smx, sizeof(ScanMatrix_t *) * (si->nrounds+1));
+ ESL_ALLOC(si->hsi, sizeof(HybridScanInfo_t *) * (si->nrounds+1));
+
+ si->search_opts[0] = 0;
+ si->search_opts[0] |= CM_SEARCH_NOALIGN;
+ if(cyk_filter) ;/* do nothing, CYK is default */
+ if(inside_filter) si->search_opts[0] |= CM_SEARCH_INSIDE;
+ if(viterbi_filter) si->search_opts[0] |= CM_SEARCH_HMMVITERBI;
+ if(forward_filter) si->search_opts[0] |= CM_SEARCH_HMMFORWARD;
+ if(sc_cutoff < -eslSMALLX1) { /* if we're asking to return negative scores, turn on the greedy hit resolution algorithm (that's the only way we can return negative scoring hits */
+ if(viterbi_filter || forward_filter) si->search_opts[0] |= CM_SEARCH_HMMGREEDY;
+ if(cyk_filter || inside_filter) si->search_opts[0] |= CM_SEARCH_CMGREEDY;
+ }
+ else { /* turn greedy options off, (they may already be off) */
+ if(cm->si->stype[0] == SEARCH_WITH_HMM) si->search_opts[0] &= ~CM_SEARCH_HMMGREEDY;
+ if(cm->si->stype[0] == SEARCH_WITH_CM) si->search_opts[0] &= ~CM_SEARCH_CMGREEDY;
+ }
+
+ si->cutoff_type[0] = cutoff_type;
+ si->sc_cutoff[0] = sc_cutoff;
+ si->e_cutoff[0] = e_cutoff;
+ if(viterbi_filter || forward_filter) {
+ si->stype[0] = SEARCH_WITH_HMM;
+ si->smx[0] = NULL;
+ si->hsi[0] = NULL;
+ }
+ if(cyk_filter || inside_filter) {
+ si->stype[0] = SEARCH_WITH_CM;
+ si->smx[0] = smx;
+ si->hsi[0] = NULL;
+ }
+ si->hsi[0] = NULL;
+ if(hybrid_filter) {
+ si->stype[0] = SEARCH_WITH_HYBRID;
+ si->smx[0] = NULL;
+ si->hsi[0] = hsi;
+ }
+ if(do_null3) si->search_opts[0] |= CM_SEARCH_NULL3;
+
+ /* copy existing information for other rounds from old cm->si */
+ for(n = 0; n <= orig_nrounds; n++) {
+ si->search_opts[(n+1)] = cm->si->search_opts[n];
+ si->cutoff_type[(n+1)] = cm->si->cutoff_type[n];
+ si->sc_cutoff[(n+1)] = cm->si->sc_cutoff[n];
+ si->e_cutoff[(n+1)] = cm->si->e_cutoff[n];
+ si->stype[(n+1)] = cm->si->stype[n];
+ /* and copy the ptr to smx and hsi */
+ si->smx[(n+1)] = cm->si->smx[n];
+ si->hsi[(n+1)] = cm->si->hsi[n];
+ }
+
+ /* free old cm->si, but be careful not to free smx[] and hsi[], we're still pointing to those */
+ free(cm->si->search_opts);
+ free(cm->si->cutoff_type);
+ free(cm->si->sc_cutoff);
+ free(cm->si->e_cutoff);
+ free(cm->si->stype);
+ free(cm->si->smx);
+ free(cm->si->hsi);
+ free(cm->si);
+
+ cm->si = si;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("AddFilterToSearchInfo(), memory allocate error.");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: FreeSearchInfo()
+ * Date: EPN, Tue Nov 27 08:48:49 2007
+ *
+ * Purpose: Free a SearchInfo_t object corresponding to
+ * CM <cm>.
+ *
+ * Returns: void
+ */
+void
+FreeSearchInfo(SearchInfo_t *si, CM_t *cm)
+{
+ int n;
+
+ for(n = 0; n < si->nrounds; n++) if(si->smx[n] != NULL) cm_FreeScanMatrix(cm, si->smx[n]);
+ /* we don't free si->smx[nrounds] b/c it == cm->smx */
+ for(n = 0; n <= si->nrounds; n++) if(si->hsi[n] != NULL) cm_FreeHybridScanInfo(si->hsi[n], cm);
+ free(si->search_opts);
+ free(si->cutoff_type);
+ free(si->sc_cutoff);
+ free(si->e_cutoff);
+ free(si->stype);
+ free(si->smx);
+ free(si->hsi);
+
+ free(si);
+ return;
+}
+
+/* Function: DumpSearchInfo()
+ * Date: EPN, Tue Nov 27 08:50:54 2007
+ *
+ * Purpose: Dump a CM's search info (except scan matrix and hybrid scan info) to stdout.
+ *
+ * Returns: void.
+ */
+void
+DumpSearchInfo(SearchInfo_t *si)
+{
+ int n, v;
+ printf("\nSearchInfo summary:\n");
+ printf("nrounds: %d\n", si->nrounds);
+ for(n = 0; n <= si->nrounds; n++) {
+ printf("\nround: %d\n", n);
+ if(si->stype[n] == SEARCH_WITH_HMM) printf("\ttype: HMM\n");
+ if(si->stype[n] == SEARCH_WITH_HYBRID) printf("\ttype: Hybrid\n");
+ if(si->stype[n] == SEARCH_WITH_CM) printf("\ttype: CM\n");
+ DumpSearchOpts(si->search_opts[n]);
+ if(si->cutoff_type[n] == SCORE_CUTOFF) printf("\tcutoff : %10.4f bits\n", si->sc_cutoff[n]);
+ else printf("\tcutoff : %10.4f E-value\n", si->e_cutoff[n]);
+ if(si->hsi[n] != NULL) {
+ printf("\tHybrid info:\n");
+ printf("\t\tNumber of sub CM roots: %d\n", si->hsi[n]->n_v_roots);
+ for(v = 0; v < si->hsi[n]->cm_M; v++)
+ if(si->hsi[n]->v_isroot[v]) printf("\t\tstate %d is a root\n", v);
+ }
+ }
+ return;
+}
+
+
+/* Function: ValidateSearchInfo()
+ * Date: EPN, Tue Nov 27 09:25:10 2007
+ *
+ * Purpose: Validate a Search Info <si> object for CM <cm>.
+ *
+ * Returns: void.
+ */
+void
+ValidateSearchInfo(CM_t *cm, SearchInfo_t *si)
+{
+ int n, sum;
+ int do_noqdb;
+ int do_hbanded;
+ int do_hmmalnbands;
+ int do_sums;
+ int do_inside;
+ int do_noalign;
+ int do_rsearch;
+ int do_cmgreedy;
+ int do_hmmgreedy;
+ int do_hmmviterbi;
+ int do_hmmforward;
+
+ for(n = 0; n <= si->nrounds; n++) {
+ do_noqdb = (si->search_opts[n] & CM_SEARCH_NOQDB) ? TRUE : FALSE;
+ do_hbanded = (si->search_opts[n] & CM_SEARCH_HBANDED) ? TRUE : FALSE;
+ do_hmmalnbands = (si->search_opts[n] & CM_SEARCH_HMMALNBANDS) ? TRUE : FALSE;
+ do_sums = (si->search_opts[n] & CM_SEARCH_SUMS) ? TRUE : FALSE;
+ do_inside = (si->search_opts[n] & CM_SEARCH_INSIDE) ? TRUE : FALSE;
+ do_noalign = (si->search_opts[n] & CM_SEARCH_NOALIGN) ? TRUE : FALSE;
+ do_rsearch = (si->search_opts[n] & CM_SEARCH_RSEARCH) ? TRUE : FALSE;
+ do_cmgreedy = (si->search_opts[n] & CM_SEARCH_CMGREEDY) ? TRUE : FALSE;
+ do_hmmgreedy = (si->search_opts[n] & CM_SEARCH_HMMGREEDY) ? TRUE : FALSE;
+ do_hmmviterbi = (si->search_opts[n] & CM_SEARCH_HMMVITERBI) ? TRUE : FALSE;
+ do_hmmforward = (si->search_opts[n] & CM_SEARCH_HMMFORWARD) ? TRUE : FALSE;
+
+ if(n < si->nrounds) {
+ if(!do_noalign) cm_Fail("ValidateSearchInfo(), round %d has CM_SEARCH_NOALIGN flag down.\n", n);
+ if(si->stype[n] == SEARCH_WITH_HMM) {
+ sum = do_noqdb + do_hbanded + do_hmmalnbands + do_sums + do_inside + do_rsearch + do_cmgreedy;
+ if(sum != 0 || (do_hmmviterbi + do_hmmforward != 1)) {
+ printf("ValidateSearchInfo(), round %d is SEARCH_WITH_HMM but search opts are invalid\n", n);
+ DumpSearchOpts(si->search_opts[n]);
+ cm_Fail("This is fatal.");
+ }
+ if(si->smx[n] != NULL) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_HMM but smx[%d] is non-NULL\n", n, n);
+ if(si->hsi[n] != NULL) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_HMM but hsi[%d] is non-NULL\n", n, n);
+ }
+ else if (si->stype[n] == SEARCH_WITH_HYBRID) {
+ if(si->hsi[n] == NULL) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_HYBRID but hsi[%d] is NULL\n", n, n);
+ if(si->hsi[n]->smx == NULL) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_HYBRID but hsi[%d]->smx is NULL\n", n, n);
+ if(si->smx[n] != NULL) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_HYBRID but smx[%d] is not NULL\n", n, n);
+ if(si->hsi[n]->v_isroot[0]) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_HYBRID and hsi->vi_isroot[0] is TRUE, this shouldn't happen, we might as well filter with a SEARCH_WITH_CM filter.");
+ sum = do_hbanded + do_hmmalnbands + do_sums + do_rsearch + do_cmgreedy;
+ if(sum != 0 || (do_hmmviterbi + do_hmmforward != 1)) {
+ printf("ValidateSearchInfo(), round %d is SEARCH_WITH_HYBRID but search opts are invalid\n", n);
+ DumpSearchOpts(si->search_opts[n]);
+ cm_Fail("This is fatal.");
+ }
+ }
+ else if (si->stype[n] == SEARCH_WITH_CM) {
+ if(si->smx[n] == NULL) cm_Fail("ValidateSearchInfo(), round %d is SEARCH_WITH_CM but smx[%d] is NULL\n", n, n);
+ sum = do_hbanded + do_hmmalnbands + do_sums + do_rsearch + do_hmmviterbi + do_hmmforward;
+ if(sum != 0) {
+ printf("ValidateSearchInfo(), round %d is SEARCH_WITH_CM but search opts are invalid\n", n);
+ DumpSearchOpts(si->search_opts[n]);
+ cm_Fail("This is fatal.");
+ }
+ }
+ else cm_Fail("ValidateSearchInfo(), round %d is neither type SEARCH_WITH_HMM, SEARCH_WITH_HYBRID, nor SEARCH_WITH_CM\n", n);
+ }
+ else { /* round n == si->nrounds */
+ /* check final round, in which we're done filtering */
+ if(si->stype[si->nrounds] == SEARCH_WITH_HYBRID) cm_Fail("ValidateSearchInfo(), final round %d is SEARCH_WITH_HYBRID.", n);
+ if(si->stype[si->nrounds] == SEARCH_WITH_CM && si->smx[n] == NULL) cm_Fail("ValidateSearchInfo(), final round %d is SEARCH_WITH_CM but smx is NULL.", n);
+ if(si->stype[si->nrounds] == SEARCH_WITH_CM && si->smx[n] != cm->smx) cm_Fail("ValidateSearchInfo(), final round %d is SEARCH_WITH_CM but smx != cm->smx.", n);
+ if(si->hsi[si->nrounds] != NULL) cm_Fail("ValidateSearchInfo(), final round hsi non-NULL.");
+ if(do_hmmviterbi || do_hmmforward) { /* searching with only an HMM */
+ if(do_hmmviterbi + do_hmmforward != 1) cm_Fail("ValidateSearchInfo(), final round %d specifies HMM viterbi and HMM forward.\n");
+ if(do_inside) cm_Fail("ValidateSearchInfo(), final round %d specifies HMM viterbi or HMM forward but also Inside.\n");
+ }
+ }
+ }
+ ESL_DPRINTF1(("SearchInfo validated.\n"));
+ return;
+}
+
+
+/* Function: UpdateSearchInfoCutoff()
+ * Date: EPN, Tue Nov 27 13:43:21 2007
+ *
+ * Purpose: Update the cutoff value for a specified round of filtering
+ *
+ * Returns: void, dies if some error
+ */
+void
+UpdateSearchInfoCutoff(CM_t *cm, int nround, int cutoff_type, float sc_cutoff, float e_cutoff)
+{
+ if(cutoff_type == E_CUTOFF)
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) cm_Fail("UpdateSearchInfoCutoff(), cm->si is NULL.");
+ if(cm->si == NULL) cm_Fail("UpdateSearchInfoCutoff(), cm->si is NULL.");
+ if(nround > cm->si->nrounds) cm_Fail("UpdateSearchInfoCutoff(), requested round %d is > cm->si->nrounds\n", nround, cm->si->nrounds);
+ cm->si->cutoff_type[nround] = cutoff_type;
+ cm->si->sc_cutoff[nround] = sc_cutoff;
+ cm->si->e_cutoff[nround] = e_cutoff;
+ if(sc_cutoff < -eslSMALLX1) { /* if we're asking to return negative scores, turn on the greedy hit resolution algorithm (that's the only way we can return negative scoring hits */
+ if(cm->si->stype[nround] == SEARCH_WITH_HMM) cm->si->search_opts[nround] |= CM_SEARCH_HMMGREEDY;
+ if(cm->si->stype[nround] == SEARCH_WITH_CM) cm->si->search_opts[nround] |= CM_SEARCH_CMGREEDY;
+ }
+ else { /* turn greedy options off, (they may already be off) */
+ if(cm->si->stype[nround] == SEARCH_WITH_HMM) cm->si->search_opts[nround] &= ~CM_SEARCH_HMMGREEDY;
+ if(cm->si->stype[nround] == SEARCH_WITH_CM) cm->si->search_opts[nround] &= ~CM_SEARCH_CMGREEDY;
+ }
+
+ return;
+}
+
+/* Function: UpdateSearchInfoForExpMode
+ * Date: EPN, Thu Jan 24 11:57:20 2008
+ * Purpose: Given a exp tail mode and a search round <round>, update cm->si
+ * SearchInfo_t for that round.
+ * that exp tail mode.
+ *
+ * 0. EXP_CM_GC : !cm->si->search_opts[round] & CM_SEARCH_INSIDE
+ * 1. EXP_CM_GI : !cm->si->search_opts[round] & CM_SEARCH_INSIDE
+ * 4. EXP_CP9_GV: cm->si->search_opts[round] & CM_SEARCH_HMMVITERBI
+ * !cm->si->search_opts[round] & CM_SEARCH_HMMFORWARD
+ * 5. EXP_CP9_GF: cm->si->search_opts[round] & CM_SEARCH_HMMVITERBI
+ * !cm->si->search_opts[round] & CM_SEARCH_HMMFORWARD
+ * 3. EXP_CM_LC : cm->si->search_opts[round] & CM_SEARCH_INSIDE
+ * 2. EXP_CM_LI : cm->si->search_opts[round] & CM_SEARCH_INSIDE
+ * 6. EXP_CP9_LV: !cm->si->search_opts[round] & CM_SEARCH_HMMVITERBI
+ * cm->si->search_opts[round] & CM_SEARCH_HMMFORWARD
+ * 7. EXP_CP9_LF: !cm->si->search_opts[round] & CM_SEARCH_HMMVITERBI
+ * cm->si->search_opts[round] & CM_SEARCH_HMMFORWARD
+ *
+ * Args:
+ * CM - the covariance model
+ * exp_mode - the mode 0..EXP_NMODES-1
+ */
+void
+UpdateSearchInfoForExpMode(CM_t *cm, int round, int exp_mode)
+{
+ if(cm->si == NULL) cm_Fail("UpdateSearchInfoForExpMode(), cm->si is NULL.");
+ if(round > cm->si->nrounds) cm_Fail("UpdateSearchInfoForExpMode(), requested round %d is > cm->si->nrounds\n", round, cm->si->nrounds);
+
+ ESL_DASSERT1((exp_mode >= 0 && exp_mode < EXP_NMODES));
+
+ switch (exp_mode) {
+ case EXP_CM_GC:
+ case EXP_CM_LC: /* CYK, local or glocal */
+ cm->si->search_opts[round] &= ~CM_SEARCH_INSIDE;
+ cm->si->search_opts[round] &= ~CM_SEARCH_HMMVITERBI;
+ cm->si->search_opts[round] &= ~CM_SEARCH_HMMFORWARD;
+ cm->si->stype[round] = SEARCH_WITH_CM;
+ break;
+ case EXP_CM_GI:
+ case EXP_CM_LI: /* Inside, local or glocal */
+ cm->si->search_opts[round] |= CM_SEARCH_INSIDE;
+ cm->si->search_opts[round] &= ~CM_SEARCH_HMMVITERBI;
+ cm->si->search_opts[round] &= ~CM_SEARCH_HMMFORWARD;
+ cm->si->stype[round] = SEARCH_WITH_CM;
+ break;
+ case EXP_CP9_GV:
+ case EXP_CP9_LV: /* Viterbi, local or glocal */
+ cm->si->search_opts[round] &= ~CM_SEARCH_INSIDE;
+ cm->si->search_opts[round] |= CM_SEARCH_HMMVITERBI;
+ cm->si->search_opts[round] &= ~CM_SEARCH_HMMFORWARD;
+ cm->si->stype[round] = SEARCH_WITH_HMM;
+ break;
+ case EXP_CP9_GF:
+ case EXP_CP9_LF: /* Forward, local or glocal */
+ cm->si->search_opts[round] &= ~CM_SEARCH_INSIDE;
+ cm->si->search_opts[round] &= ~CM_SEARCH_HMMVITERBI;
+ cm->si->search_opts[round] |= CM_SEARCH_HMMFORWARD;
+ cm->si->stype[round] = SEARCH_WITH_HMM;
+ break;
+ default:
+ cm_Fail("UpdateSearchInfoForExpMode(): bogus exp_mode: %d\n", exp_mode);
+ }
+ return;
+}
+
+
+/* Function: UpdateSearchInfoForNewSMX()
+ * Date: EPN, Thu Feb 14 11:38:23 2008
+ * Purpose: Point the ScanMatrix_t for the final round of searching to the
+ * cm->smx.
+ *
+ *
+ * CM - the covariance model
+ */
+void
+UpdateSearchInfoForNewSMX(CM_t *cm)
+{
+ if(cm->si == NULL) cm_Fail("UpdateSearchInfoForNewSMX(), cm->si is NULL.");
+ if(cm->smx == NULL) cm_Fail("UpdateSearchInfoForNewSMX(), cm->smx is NULL.");
+ if(!(cm->flags & CMH_SCANMATRIX)) cm_Fail("UpdateSearchInfoForNewSMX(), CMH_SCAN_MATRIX flag is down.");
+
+ cm->si->smx[cm->si->nrounds] = cm->smx;
+ return;
+}
+
+/* Function: DumpSearchOpts()
+ * Date: EPN, Tue Nov 27 09:02:21 2007
+ *
+ * Purpose: Print search options that are turned on in a search_opts integer.
+ *
+ * Returns: void.
+ */
+void
+DumpSearchOpts(int search_opts)
+{
+ if(search_opts & CM_SEARCH_NOQDB) printf("\tCM_SEARCH_NOQDB\n");
+ if(search_opts & CM_SEARCH_HBANDED) printf("\tCM_SEARCH_HBANDED\n");
+ if(search_opts & CM_SEARCH_HMMALNBANDS) printf("\tCM_SEARCH_HMMALNBANDS\n");
+ if(search_opts & CM_SEARCH_SUMS) printf("\tCM_SEARCH_SUMS\n");
+ if(search_opts & CM_SEARCH_INSIDE) printf("\tCM_SEARCH_INSIDE\n");
+ if(search_opts & CM_SEARCH_NOALIGN) printf("\tCM_SEARCH_NOALIGN\n");
+ if(search_opts & CM_SEARCH_RSEARCH) printf("\tCM_SEARCH_RSEARCH\n");
+ if(search_opts & CM_SEARCH_CMGREEDY) printf("\tCM_SEARCH_CMGREEDY\n");
+ if(search_opts & CM_SEARCH_HMMGREEDY) printf("\tCM_SEARCH_HMMGREEDY\n");
+ if(search_opts & CM_SEARCH_HMMVITERBI) printf("\tCM_SEARCH_HMMVITERBI\n");
+ if(search_opts & CM_SEARCH_HMMFORWARD) printf("\tCM_SEARCH_HMMFORWARD\n");
+ return;
+}
+
+
+/*
+ * Function: CreateResults ()
+ * Date: RJK, Mon Apr 1 2002 [St. Louis]
+ * Purpose: Creates a results type of specified size
+ */
+search_results_t *CreateResults (int size) {
+ int status;
+ search_results_t *results;
+ int i;
+
+ if(size == 0) return NULL;
+
+ ESL_ALLOC(results, sizeof(search_results_t));
+ results->num_results = 0;
+ results->num_allocated = size;
+ ESL_ALLOC(results->data, sizeof(search_result_node_t)*size);
+ for(i = 0; i < size; i++) {
+ results->data[i].start = -1;
+ results->data[i].stop = -1;
+ results->data[i].bestr = -1;
+ results->data[i].score = IMPOSSIBLE;
+ results->data[i].tr = NULL;
+ results->data[i].pcode1 = NULL;
+ results->data[i].pcode2 = NULL;
+ }
+ return (results);
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/* Function: ExpandResults ()
+ * Date: RJK, Mon Apr 1 2002 [St. Louis]
+ * Purpose: Expands a results structure by specified amount
+ */
+void ExpandResults (search_results_t *results, int additional) {
+ int status;
+ void *tmp;
+ int i;
+ ESL_RALLOC(results->data, tmp, sizeof(search_result_node_t) * (results->num_allocated+additional));
+
+ for(i = results->num_allocated; i < (results->num_allocated + additional); i++) {
+ results->data[i].start = -1;
+ results->data[i].stop = -1;
+ results->data[i].bestr = -1;
+ results->data[i].score = IMPOSSIBLE;
+ results->data[i].tr = NULL;
+ results->data[i].pcode1 = NULL;
+ results->data[i].pcode2 = NULL;
+ }
+
+ results->num_allocated+=additional;
+ return;
+ ERROR:
+ cm_Fail("Memory reallocation error.");
+}
+
+/* Function: AppendResults()
+ * Date: EPN, Wed Aug 29 08:58:28 2007
+ *
+ * Purpose: Add result nodes from one results structure onto
+ * another by copying data and manipulating pointers.
+ * Originally written to add results returned from
+ * an MPI worker to a growing 'master' results structure
+ * in the MPI master.
+ *
+ * The search_results_node_t's (results->data)
+ * must have their start, stop, bestr, and score data
+ * copied because the results->data is not a set
+ * of pointers (the whole reason for this is so
+ * we can call quicksort() on the hits, which requires
+ * we have a fixed distance between them in memory).
+ * The parsetree, however, can have it's pointer
+ * simply switched.
+ *
+ * i0 is an offset in the sequence, (i0-1) is added to
+ * data[i].start and data[i].stop for hits in src_results.
+ * i0 == 1 means no offset. i0 != 1 usually useful for hits
+ * returned by MPI workers who were searching a database
+ * subsequence.
+ *
+ * Note: Because the dest_results->data now points to some of the
+ * src_results->data, be careful not to free src_results with
+ * FreeResults() if you don't want to lose dest_results.
+ */
+void AppendResults (search_results_t *src_results, search_results_t *dest_results, int i0) {
+ int i, ip;
+ for(i = 0; i < src_results->num_results; i++)
+ {
+ ip = dest_results->num_results;
+ ReportHit (src_results->data[i].start+i0-1, src_results->data[i].stop+i0-1,
+ src_results->data[i].bestr, src_results->data[i].score,
+ dest_results);
+ if(src_results->data[i].tr != NULL)
+ (*dest_results).data[ip].tr = (*src_results).data[i].tr;
+ if(src_results->data[i].pcode1 != NULL)
+ (*dest_results).data[ip].pcode1 = (*src_results).data[i].pcode1;
+ if(src_results->data[i].pcode2 != NULL)
+ (*dest_results).data[ip].pcode2 = (*src_results).data[i].pcode2;
+ }
+ return;
+}
+
+/* Function: FreeResults()
+ * Date: RJK, Mon Apr 1 2002 [St. Louis]
+ * Purpose: Frees a results structure
+ */
+void FreeResults (search_results_t *r) {
+ int i;
+ if (r != NULL) {
+ for (i=0; i < r->num_allocated; i++) {
+ if (r->data[i].tr != NULL) FreeParsetree(r->data[i].tr);
+ if (r->data[i].pcode1 != NULL) free(r->data[i].pcode1);
+ if (r->data[i].pcode2 != NULL) free(r->data[i].pcode2);
+ }
+ free (r->data);
+ free(r);
+ }
+}
+
+
+/* Function: CompareResultsByScore()
+ * Date: RJK, Wed Apr 10, 2002 [St. Louis]
+ * Purpose: Compares two search_result_node_ts based on score and returns -1
+ * if first is higher score than second, 0 if equal, 1 if first
+ * score is lower. This results in sorting by score, highest
+ * first.
+ */
+int CompareResultsByScore (const void *a_void, const void *b_void) {
+ search_result_node_t *a, *b;
+
+ a = (search_result_node_t *)a_void;
+ b = (search_result_node_t *)b_void;
+
+ if (a->score < b->score)
+ return (1);
+ else if (a->score > b->score)
+ return (-1);
+ else if (a->start < b->start)
+ return (1);
+ else if (a->start > b->start)
+ return (-1);
+ else
+ return (0);
+}
+
+/* Function: CompareResultsByEndPoint()
+ * Date: RJK, Wed Apr 10, 2002 [St. Louis]
+ * Purpose: Compares two search_result_node_ts based on end point and returns -1
+ * if first is higher score than second, 0 if equal, 1 if first
+ * score is lower. This results in sorting by end points j, highest
+ * first.
+ */
+int CompareResultsByEndPoint (const void *a_void, const void *b_void) {
+ search_result_node_t *a, *b;
+
+ a = (search_result_node_t *)a_void;
+ b = (search_result_node_t *)b_void;
+
+ if (a->stop < b->stop) return ( 1);
+ else if (a->stop > b->stop) return (-1);
+ else if (a->start < b->start) return ( 1);
+ else if (a->start > b->start) return (-1);
+ else return ( 0);
+}
+
+/* Function: UpdateHitScoresWithNull2Or3()
+ * Date: EPN, Tue Apr 1 06:32:34 2008
+ * Purpose: Update scores for each hit based on NULL2 or NULL3 correction.
+ * Remove any hits that are now below <sc_cutoff>. To not remove
+ * any hits, pass <sc_cutoff> == IMPOSSIBLE.
+ *
+ * Args:
+ * cm - the covariance model
+ * errbuf - for printing error messages
+ * si - SearchInfo, relevant round is final one, si->nrounds
+ * results - the hits data structure
+ * dsq - digitized seq hits lie within, needed to determine gc content
+ * first_result - index of first result in search_results to align (if dsq_mode)
+ * sc_cutoff - we'll remove hits that have new bit scores < <sc_cutoff> (IMPOSSIBLE => don't remove any hits)
+ * do_null2 - TRUE to do NULL2 score correction
+ * do_null3 - TRUE to do NULL3 score correction
+ * sort_by_score - TRUE to sort list by score at the end of the function IFF we remove any hits
+ * sort_by_endpoint - TRUE to sort list by end point at the end of the function IFF we remove any hits
+ */
+int UpdateHitScoresWithNull2Or3(CM_t *cm, char *errbuf, SearchInfo_t *si, search_results_t *results, ESL_DSQ *dsq, int first_result, float sc_cutoff, int do_null2, int do_null3, int sort_by_score, int sort_by_endpoint)
+{
+ int status;
+ int i, x;
+ search_result_node_t swap;
+ float corr_sc; /* score correction */
+ int orig_num_results; /* number of results when function entered */
+
+ /*printf("in UpdateHitScoresWithNull2Or3()\n");*/
+
+ /* Check contract */
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), dsq is NULL\n");
+ if(si == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), si is NULL\n");
+ if(si->stype[si->nrounds] != SEARCH_WITH_HMM && si->stype[si->nrounds] != SEARCH_WITH_CM) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), final search round is neither SEARCH_WITH_HMM nor SEARCH_WITH_CM.\n");
+ if(do_null2 && do_null3) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), do_null2 is TRUE and do_null3 is TRUE. (only one should be true)\n");
+ if(!do_null2 && !do_null3) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), do_null2 is FALSE and do_null3 is FALSE. (one should be true)\n");
+ if(sort_by_score && sort_by_endpoint) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), sort_by_score is TRUE and sort_by_endpoint is TRUE (only one should be true).\n");
+ if(!sort_by_score && !sort_by_endpoint) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), sort_by_score is FALSE and sort_by_endpoint is FALSE (one should be true).\n");
+ if(first_result > results->num_results) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), first_result %d > results->num_results %d\n", first_result, results->num_results);
+
+ if (results == NULL) return eslOK;
+
+ orig_num_results = results->num_results;
+ for (i=first_result; i<results->num_results; i++) {
+ if(results->data[i].tr == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateHitScoresWithNull2Or3(), parsetree for hit i: %d is NULL.\n", i);
+ if(do_null2) {
+ if((status = ParsetreeScoreCorrectionNull2(cm, errbuf, results->data[i].tr, dsq, results->data[i].start, &corr_sc)) != eslOK) return status;
+ }
+ else if(do_null3) {
+ /*printf("\norig score: %.3f\n", results->data[i].score);*/
+ if((status = ParsetreeScoreCorrectionNull3(cm, errbuf, results->data[i].tr, dsq, results->data[i].start, &corr_sc)) != eslOK) return status;
+ }
+ results->data[i].score -= corr_sc;
+ /*printf("new score: %.3f\n", results->data[i].score);*/
+ if(results->data[i].score < sc_cutoff) {
+ results->data[i].start = -1;
+ }
+ }
+
+ for (x=0; x<results->num_results; x++) {
+ while (results->num_results > 0 &&
+ results->data[results->num_results-1].start == -1)
+ results->num_results--;
+ if (x<results->num_results && results->data[x].start == -1) {
+ swap = results->data[x];
+ results->data[x] = results->data[results->num_results-1];
+ results->data[results->num_results-1] = swap;
+ results->num_results--;
+ }
+ }
+ while (results->num_results > 0 && results->data[results->num_results-1].start == -1)
+ results->num_results--;
+
+ if(results->num_results != orig_num_results) {
+ if(sort_by_score) SortResultsByScore(results);
+ if(sort_by_endpoint) SortResultsByEndPoint(results);
+ }
+ return eslOK;
+}
+
+
+/* Function: RemoveOverlappingHits ()
+ * Date: EPN, Tue Apr 3 14:36:38 2007
+ * Plucked verbatim out of RSEARCH.
+ * RSEARCH date: RJK, Sun Mar 31, 2002 [LGA Gate D7]
+ *
+ * Purpose: Given a list of hits, removes overlapping hits to produce
+ * a list consisting of at most one hit covering each nucleotide in the
+ * sequence. Works as follows:
+ * 1. quicksort hits
+ * 2. For each hit, sees if any nucleotide covered yet
+ * If yes, remove hit
+ * If no, mark each nt as covered
+ *
+ * Args:
+ * i0 - first position of subsequence results work for (1 for full seq)
+ * j0 - last position of subsequence results work for (L for full seq)
+ */
+void RemoveOverlappingHits (search_results_t *results, int i0, int j0)
+{
+ int status;
+ char *covered_yet;
+ int x,y;
+ int covered;
+ int L;
+ int yp; /* offset position, yp = y-i0+1 */
+ search_result_node_t swap;
+
+ if (results == NULL)
+ return;
+
+ if (results->num_results == 0)
+ return;
+
+ L = j0-i0+1;
+ ESL_ALLOC(covered_yet, sizeof(char)*(L+1));
+ for (x=0; x<=L; x++)
+ covered_yet[x] = 0;
+
+ SortResultsByScore(results);
+
+ for (x=0; x<results->num_results; x++) {
+ covered = 0;
+ for (y=results->data[x].start; y<=results->data[x].stop && !covered; y++) {
+ {
+ yp = y-i0+1;
+ if(yp <= 0 || yp > L) {
+ printf("whoa\n");
+ }
+ assert(yp > 0 && yp <= L);
+ if (covered_yet[yp] != 0) {
+ covered = 1;
+ }
+ }
+ }
+ if (covered == 1) {
+ results->data[x].start = -1; /* Flag -- remove later to keep sorted */
+ } else {
+ for (y=results->data[x].start; y<=results->data[x].stop; y++) {
+ yp = y-i0+1;
+ covered_yet[yp] = 1;
+ }
+ }
+ }
+ free (covered_yet);
+
+ for (x=0; x < results->num_results; x++) {
+ while (results->num_results > 0 &&
+ results->data[results->num_results-1].start == -1)
+ results->num_results--;
+ if (x < results->num_results && results->data[x].start == -1) {
+ swap = results->data[x];
+ results->data[x] = results->data[results->num_results-1];
+ results->data[results->num_results-1] = swap;
+ results->num_results--;
+ }
+ }
+ while (results->num_results > 0 &&
+ results->data[results->num_results-1].start == -1)
+ results->num_results--;
+
+ SortResultsByScore(results);
+ return;
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+}
+
+/* Function: RemoveHitsOverECutoff
+ * Date: RJK, Tue Oct 8, 2002 [St. Louis]
+ * Purpose: Given an E-value cutoff, lambdas, mus, a sequence, and
+ * a list of results, calculates GC content for each hit,
+ * calculates E-value, and decides whether to keep hit or not.
+ *
+ * Args:
+ * cm - the covariance model
+ * si - SearchInfo, relevant round is <sround>
+ * sround - round of search we're removing hits for
+ * results - the hits data structure
+ * dsq - seq hits lie within, needed to determine gc content
+ * first_result - index of first result in search_results to align (if dsq_mode)
+ * sort_by_score - TRUE to sort list by score at the end of the function IFF we remove any hits
+ * sort_by_endpoint - TRUE to sort list by end point at the end of the function IFF we remove any hits
+ *
+ * Returns: eslOK on success, eslEINCOMPAT on contract violation
+ */
+int RemoveHitsOverECutoff (CM_t *cm, char *errbuf, SearchInfo_t *si, int sround, search_results_t *results, ESL_DSQ *dsq, int first_result, int sort_by_score, int sort_by_endpoint)
+{
+ int gc_comp;
+ int i, x;
+ search_result_node_t swap;
+ float score_for_Eval; /* the score we'll determine the statistical signifance of. */
+ int cm_exp_mode; /* exp tail mode if we're using CM hits */
+ int cp9_exp_mode; /* exp tail mode if we're using HMM hits */
+ int p; /* relevant partition */
+ ExpInfo_t **exp; /* pointer to exp tail to use */
+ float cutoff; /* the max E-value we want to keep */
+ int orig_num_results; /* number of results when function entered */
+
+ /* Check contract */
+ if(!(cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "remove_hits_over_e_cutoff(), but CM has no exp tail stats");
+ if(dsq == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "remove_hits_over_e_cutoff(), dsq == NULL.");
+ if(si == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "remove_hits_over_e_cutoff(), si == NULL.");
+ if(si->stype[si->nrounds] != SEARCH_WITH_HMM && si->stype[si->nrounds] != SEARCH_WITH_CM) ESL_FAIL(eslEINCOMPAT, errbuf, "remove_hits_over_e_cutoff(), final search round is neither SEARCH_WITH_HMM nor SEARCH_WITH_CM.");
+ if(sort_by_score == TRUE && sort_by_endpoint == TRUE) ESL_FAIL(eslEINCOMPAT, errbuf, "remove_hits_over_e_cutoff(), sort_by_score and sort_by_endpoint both TRUE.");
+ if(sort_by_score == FALSE && sort_by_endpoint == FALSE) ESL_FAIL(eslEINCOMPAT, errbuf, "remove_hits_over_e_cutoff(), sort_by_score and sort_by_endpoint both FALSE (disallowed, but shouldn't be a problem to allow).");
+ if(first_result > results->num_results) ESL_FAIL(eslEINCOMPAT, errbuf, "RemoveHitsOverECutoff(), first_result %d > results->num_results %d\n", first_result, results->num_results);
+
+ if (results == NULL) return eslOK;
+
+ /* Determine exp tail mode to use */
+ orig_num_results = results->num_results;
+ CM2ExpMode(cm, si->search_opts[sround], &cm_exp_mode, &cp9_exp_mode);
+ exp = (si->stype[sround] == SEARCH_WITH_HMM) ? cm->stats->expAA[cp9_exp_mode] : cm->stats->expAA[cm_exp_mode];
+
+ ESL_DASSERT1((si->cutoff_type[sround] == E_CUTOFF));
+ cutoff = si->e_cutoff[sround];
+
+ for (i=first_result; i<results->num_results; i++) {
+ gc_comp = get_gc_comp (cm->abc, dsq, results->data[i].start, results->data[i].stop);
+ p = cm->stats->gc2p[gc_comp];
+ score_for_Eval = results->data[i].score;
+ if (Score2E(score_for_Eval, exp[p]->mu_extrap, exp[p]->lambda, exp[p]->cur_eff_dbsize) > cutoff)
+ results->data[i].start = -1;
+ }
+
+ for (x=0; x<results->num_results; x++) {
+ while (results->num_results > 0 &&
+ results->data[results->num_results-1].start == -1)
+ results->num_results--;
+ if (x<results->num_results && results->data[x].start == -1) {
+ swap = results->data[x];
+ results->data[x] = results->data[results->num_results-1];
+ results->data[results->num_results-1] = swap;
+ results->num_results--;
+ }
+ }
+ while (results->num_results > 0 && results->data[results->num_results-1].start == -1)
+ results->num_results--;
+ /* only sort if we removed anything */
+ if(results->num_results != orig_num_results) {
+ if(sort_by_score) SortResultsByScore(results);
+ if(sort_by_endpoint) SortResultsByEndPoint(results);
+ }
+ return eslOK;
+}
+
+/* Function: SortResults()
+ * Date: RJK, Sun Mar 31, 2002 [AA Flight 2869 LGA->STL]
+ * Purpose: Given a results array, sorts it by score with a call to qsort
+ *
+ */
+void SortResultsByScore (search_results_t *results)
+{
+ qsort (results->data, results->num_results, sizeof(search_result_node_t), CompareResultsByScore);
+}
+
+/* Function: SortResultsByEndPoint()
+ * Date: EPN, Thu Jan 24 13:06:50 2008
+ * Purpose: Given a results array, sorts it by end point with a call to qsort
+ *
+ */
+void SortResultsByEndPoint (search_results_t *results)
+{
+ qsort (results->data, results->num_results, sizeof(search_result_node_t), CompareResultsByEndPoint);
+}
+
+/*
+ * Function: ReportHit()
+ * Date: RJK, Sun Mar 31, 2002 [LGA Gate D7]
+ *
+ * Given j,d, coordinates, a score, and a search_results_t data type,
+ * adds result into the set of reportable results. Naively adds hit.
+ *
+ * Non-overlap algorithm is now done in the scanning routine by Sean's
+ * Semi-HMM code. I've just kept the hit report structure for convenience.
+ */
+void ReportHit (int i, int j, int bestr, float score, search_results_t *results)
+{
+ /* printf("ReportHit() n:%5d i:%5d j:%5d r:%5d sc:%8.3f\n", results->num_results, i, j, bestr, score);*/
+
+ if(results == NULL) cm_Fail("in ReportHit, but results is NULL\n");
+ if (results->num_results == results->num_allocated)
+ ExpandResults (results, INIT_RESULTS);
+
+ results->data[results->num_results].score = score;
+ results->data[results->num_results].start = i;
+ results->data[results->num_results].stop = j;
+ results->data[results->num_results].bestr = bestr;
+ results->data[results->num_results].tr = NULL;
+ results->data[results->num_results].pcode1 = NULL;
+ results->data[results->num_results].pcode2 = NULL;
+ results->num_results++;
+}
+
+
+/* Function: PrintResults
+ * Date: RJK, Wed May 29, 2002 [St. Louis]
+ * easelfied: EPN, Fri Dec 8 08:29:05 2006
+ * Purpose: Given the needed information, prints the results.
+ *
+ * cm the model
+ * fp open file ptr to print to
+ * tabfp open file ptr to print optional tabular output to
+ * si SearchInfo, relevant round is final one, si->nrounds
+ * abc alphabet to use for output
+ * cons consensus seq for model (query seq)
+ * dbseq the database seq
+ * name sequence name
+ * len length of the sequence
+ * do_top are we doing the plus (top) strand?
+ * do_bottom are we doing the minus (bottom) strand?
+ * do_noncompensatory are we printing the top line that marks all negative scoring and half bps?
+ * do_noncanonical are we printing the top line that marks all negative scoring non-canonical and half bps?
+ * namewidth max length of a name in the target file, for pretty formatting
+ */
+void PrintResults (CM_t *cm, FILE *fp, FILE *tabfp, SearchInfo_t *si, const ESL_ALPHABET *abc, CMConsensus_t *cons, dbseq_t *dbseq,
+ int do_top, int do_bottom, int do_noncompensatory, int do_noncanonical, int namewidth)
+{
+ int i;
+ char *name;
+ int len;
+ search_results_t *results;
+ Fancyali_t *ali;
+ int in_revcomp;
+ int header_printed = 0;
+ int gc_comp;
+ float score_for_Eval; /* the score we'll determine the statistical significance of */
+ CMEmitMap_t *emap; /* consensus emit map for the CM */
+ int do_stats;
+ ExpInfo_t **exp; /* pointer to exp tail to use */
+ int cm_exp_mode; /* exp tail mode if we're using CM hits */
+ int cp9_exp_mode; /* exp tail mode if we're using HMM hits */
+ int p; /* relevant partition */
+ int offset;
+ int init_rci; /* initial strand that's been searched, 0 if do_top, else 1 */
+ double Eval, Pval; /* E value and P value of a hit */
+ int cm_namewidth; /* length for printing model name field to tab file */
+
+ /* Contract check: we allow the caller to specify the alphabet they want the
+ * resulting MSA in, but it has to make sense (see next few lines). */
+ if(cm->abc->type == eslRNA) {
+ if(abc->type != eslRNA && abc->type != eslDNA)
+ cm_Fail("PrintResults(), cm alphabet is RNA, but requested output alphabet is neither DNA nor RNA.");
+ }
+ else if(cm->abc->K != abc->K) cm_Fail("PrintResults(), cm alphabet size is %d, but requested output alphabet size is %d.", cm->abc->K, abc->K);
+ if(si == NULL) cm_Fail("PrintResults(), si == NULL.\n");
+ if(si->stype[si->nrounds] != SEARCH_WITH_HMM && si->stype[si->nrounds] != SEARCH_WITH_CM) cm_Fail("PrintResults(), final search round is neither SEARCH_WITH_HMM nor SEARCH_WITH_CM.\n");
+ if((!do_top) && (!do_bottom)) cm_Fail("PrintResults(), do_top FALSE, and do_bottom FALSE, what's the point?\n");
+
+ if((si->cutoff_type[si->nrounds] == E_CUTOFF) && !(cm->flags & CMH_EXPTAIL_STATS)) cm_Fail("PrintResults(), stats wanted but CM has no exp tail stats\n");
+ do_stats = (cm->flags & CMH_EXPTAIL_STATS) ? TRUE : FALSE;
+
+ if(do_noncompensatory && do_noncanonical) {
+ cm_Fail("PrintResults(), incompatible flags do_noncompensatory and do_noncanonical both set as TRUE, caller should pick one only.\n");
+ }
+
+ if(do_stats) { /* determine exp tail mode to use */
+ CM2ExpMode(cm, si->search_opts[si->nrounds], &cm_exp_mode, &cp9_exp_mode);
+ exp = (si->stype[si->nrounds] == SEARCH_WITH_HMM) ? cm->stats->expAA[cp9_exp_mode] : cm->stats->expAA[cm_exp_mode];
+ }
+ emap = CreateEmitMap(cm);
+ name = dbseq->sq[0]->name;
+ len = dbseq->sq[0]->n;
+
+ init_rci = do_top ? 0 : 1;
+ for (in_revcomp = init_rci; in_revcomp <= do_bottom; in_revcomp++) {
+ results = dbseq->results[in_revcomp];
+ if (results == NULL || results->num_results == 0) continue;
+
+ if (!header_printed) {
+ header_printed = 1;
+ fprintf(fp, ">%s\n\n", name);
+ }
+ fprintf(fp, " %s strand results:\n\n", in_revcomp ? "Minus" : "Plus");
+
+ /* sort hits by bit score */
+ SortResultsByScore(results);
+
+ cm_namewidth = ESL_MAX(strlen(cm->name), strlen("model name"));
+
+ for (i=0; i<results->num_results; i++) {
+ gc_comp = get_gc_comp (cm->abc, dbseq->sq[in_revcomp]->dsq,
+ results->data[i].start, results->data[i].stop);
+ fprintf(fp, " Query = %d - %d, Target = %d - %d\n",
+ (emap->lpos[cm->ndidx[results->data[i].bestr]] + 1
+ - StateLeftDelta(cm->sttype[results->data[i].bestr])),
+ (emap->rpos[cm->ndidx[results->data[i].bestr]] - 1
+ + StateRightDelta(cm->sttype[results->data[i].bestr])),
+ COORDINATE(in_revcomp, results->data[i].start, len),
+ COORDINATE(in_revcomp, results->data[i].stop, len));
+
+ if(tabfp != NULL) { /* print tabular output also */
+ fprintf(tabfp, " %-*s %-*s %10d %10d %5d %5d %8.2f ",
+ cm_namewidth, /* max(length of "model name", length(cm->name)) */
+ cm->name, /* model name */
+ namewidth, /* max length of target seq in file, passed in by caller */
+ name, /* target seq name */
+ COORDINATE(in_revcomp, results->data[i].start, len),
+ COORDINATE(in_revcomp, results->data[i].stop, len),
+ (emap->lpos[cm->ndidx[results->data[i].bestr]] + 1
+ - StateLeftDelta(cm->sttype[results->data[i].bestr])),
+ (emap->rpos[cm->ndidx[results->data[i].bestr]] - 1
+ + StateRightDelta(cm->sttype[results->data[i].bestr])),
+ results->data[i].score);
+ }
+
+ if (do_stats) {
+ p = cm->stats->gc2p[gc_comp];
+ score_for_Eval = results->data[i].score;
+ Pval = esl_exp_surv((double) score_for_Eval, exp[p]->mu_extrap, exp[p]->lambda);
+ Eval = Pval * exp[p]->cur_eff_dbsize;
+ fprintf(fp, " Score = %.2f, E = %.4g, P = %.4g, GC = %3d\n", results->data[i].score, Eval, Pval, gc_comp);
+ if(tabfp != NULL) {
+ fprintf(tabfp, "%4.2e %3d\n", Eval, gc_comp);
+ }
+ }
+ else { /* don't print E-value stats */
+ fprintf(fp, " Score = %.2f, GC = %3d\n", results->data[i].score, gc_comp);
+ if(tabfp != NULL) fprintf(tabfp, "%8s %3d\n", "-", gc_comp);
+ }
+ fprintf(fp, "\n");
+ if (results->data[i].tr != NULL) {
+ /* careful here, all parsetrees have emitl/emitr sequence indices
+ * relative to the hit subsequence of the dsq (i.e. emitl[0] always = 1),
+ * so we pass dsq + start-1.
+ */
+ ali = CreateFancyAli (abc, results->data[i].tr, cm, cons,
+ dbseq->sq[in_revcomp]->dsq +
+ (results->data[i].start-1), do_noncanonical,
+ results->data[i].pcode1, results->data[i].pcode2);
+
+ if(in_revcomp) offset = len - 1;
+ else offset = 0;
+ PrintFancyAli(fp, ali,
+ (COORDINATE(in_revcomp, results->data[i].start, len)-1), /* offset in sq index */
+ in_revcomp, (do_noncanonical || do_noncompensatory));
+ FreeFancyAli(ali);
+ fprintf(fp, "\n");
+ }
+ }
+ }
+ fflush(stdout);
+ FreeEmitMap(emap);
+}
+
+/*
+ * Function: ScoresFromResults()
+ * Date: EPN, Thu Jan 24 05:36:54 2008
+ * Purpose: Given a search_results_t results data structure, return the scores within
+ * it as a vector of floats in <ret_scA> and the number of scores you've
+ * returned in <ret_scN>.
+ *
+ * Returns: eslOK on success, <ret_scA> alloc'ed and filled with scores, <ret_scN> set
+ * as number of scores in <ret_scA>. If <ret_scN> == 0, <ret_scA> will be NULL.
+ */
+int ScoresFromResults(search_results_t *results, char *errbuf, float **ret_scA, int *ret_scN)
+{
+ int status;
+ float *scA = NULL;
+ int scN = results->num_results;
+ int i;
+
+ if(ret_scA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "ScoresFromResults(), ret_scA is NULL.");
+
+ ESL_ALLOC(scA, sizeof(float) * scN);
+ for(i = 0; i < scN; i++) scA[i] = results->data[i].score;
+ *ret_scA = scA;
+ *ret_scN = scN;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "ScoresFromResults(), memory allocation error.");
+}
+
+
+/* Function: CountScanDPCalcs()
+ * Date: EPN, Wed Aug 22 09:08:03 2007
+ *
+ * Purpose: Count all DP calcs for a CM scan against a
+ * sequence of length L. Similar to smallcyk.c's
+ * CYKDemands() but takes into account number of
+ * transitions from each state, and is concerned
+ * with a scanning dp matrix, not an alignment matrix.
+ *
+ * Args: cm - the model
+ * L - length of sequence
+ * use_qdb- TRUE to enforce cm->dmin and cm->dmax for calculation
+ *
+ * Returns: (float) the total number of DP calculations, either using QDB or not.
+ */
+float
+CountScanDPCalcs(CM_t *cm, int L, int use_qdb)
+{
+ int v, j;
+ float dpcalcs = 0.;
+ float dpcalcs_bif = 0.;
+
+ /* Contract check */
+ if(cm->W > L) cm_Fail("ERROR in CountScanDPCalcs(), cm->W: %d exceeds L: %d\n", cm->W, L);
+
+ float dpcells = 0.;
+ float dpcells_bif = 0.;
+ int d,w,y,kmin,kmax, bw;
+
+ if(! use_qdb)
+ {
+ dpcells = (cm->W * L) - (cm->W * (cm->W-1) * .5); /* fillable dp cells per state (deck) */
+ for (j = 1; j < cm->W; j++)
+ dpcells_bif += ((j +2) * (j +1) * .5) - 1;
+ for (j = cm->W; j <= L; j++)
+ dpcells_bif += ((cm->W+2) * (cm->W+1) * .5) - 1;
+ dpcalcs_bif = CMCountStatetype(cm, B_st) * dpcells_bif; /* no choice of transition */
+ for(v = 0; v < cm->M; v++)
+ {
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ dpcalcs += dpcells * cm->cnum[v]; /* cnum choices of transitions */
+
+ /* non-obvious subtractions that match implementation in scancyk.c::CYKScan() */
+ if(v == 0) dpcalcs -= dpcells;
+ if(cm->sttype[v] == MP_st) dpcalcs -= L * cm->cnum[v];
+ }
+ }
+ }
+ else /* use_qdb */
+ {
+ for(v = 0; v < cm->M; v++)
+ {
+ if(cm->sttype[v] != B_st && cm->sttype[v] != E_st)
+ {
+ bw = cm->dmax[v] - cm->dmin[v] + 1; /* band width */
+ if(cm->dmin[v] == 0) bw--;
+ dpcalcs += ((bw * L) - (bw * (bw-1) * 0.5)) * cm->cnum[v];
+
+ /* non-obvious subtractions that match implementation in cm_qdband.c::CYKBandedScan() */
+ if(v == 0) dpcalcs -= ((bw * L) - (bw * (bw-1) * 0.5));
+ if(cm->sttype[v] == MP_st) dpcalcs -= bw * cm->cnum[v];
+ }
+
+ else if(cm->sttype[v] == B_st)
+ {
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ for (j = 1; j <= L; j++)
+ {
+ d = (cm->dmin[v] > 0) ? cm->dmin[v] : 1;
+ for (; d <= cm->dmax[v] && d <= j; d++)
+ {
+ if(cm->dmin[y] > (d-cm->dmax[w])) kmin = cm->dmin[y];
+ else kmin = d-cm->dmax[w];
+ if(kmin < 0) kmin = 0;
+ if(cm->dmax[y] < (d-cm->dmin[w])) kmax = cm->dmax[y];
+ else kmax = d-cm->dmin[w];
+ if(kmin <= kmax)
+ {
+ bw = (kmax - kmin + 1);
+ dpcalcs_bif += bw;
+ }
+ }
+ }
+ }
+ }
+ }
+ /*printf("%d CountScanDPCalcs dpc %.0f\n", use_qdb, dpcalcs);
+ printf("%d CountScanDPCalcs dpc_bif %.0f\n", use_qdb, dpcalcs_bif);
+ printf("%d CountScanDPCalcs total %.0f\n", use_qdb, dpcalcs + dpcalcs_bif);*/
+ return dpcalcs + dpcalcs_bif;
+}
+
+
+/* Function: CreateBestFilterInfo()
+ * Date: EPN, Mon Dec 10 12:16:22 2007
+ *
+ * Purpose: Allocate and initialize a best filter info object.
+ *
+ * Returns: Newly allocated BestFilterInfo_t object on success, NULL if some error occurs
+ */
+BestFilterInfo_t *
+CreateBestFilterInfo()
+{
+ int status;
+
+ BestFilterInfo_t *bf = NULL;
+ ESL_ALLOC(bf, sizeof(BestFilterInfo_t));
+
+ bf->cm_M = 0;
+ bf->ftype = FILTER_NOTYETSET;
+ bf->cm_eval = 0.;
+ bf->F = 0.;
+ bf->N = 0;
+ bf->db_size = 0;
+ bf->full_cm_ncalcs = 1.; /* so calc'ed spdup = fil_plus_surv_ncalcs / full_cm_ncalcs = eslINFINITY */
+ bf->fil_ncalcs = eslINFINITY;
+ bf->fil_plus_surv_ncalcs = eslINFINITY;
+ bf->e_cutoff = 0.;
+ bf->hbeta = 0.;
+ bf->v_isroot = NULL;
+ bf->np = 0;
+ bf->hexpA = NULL;
+ bf->is_valid = FALSE;
+ return bf;
+
+ ERROR:
+ return NULL; /* reached if memory error */
+}
+
+/* Function: SetBestFilterInfoHMM()
+ * Date: EPN, Mon Dec 10 13:30:34 2007
+ *
+ * Purpose: Update a BestFilterInfo_t object to type
+ * FILTER_WITH_HMM_VITERBI or FILTER_WITH_HMM_FORWARD.
+ *
+ * Returns:
+ * eslOK on success, eslEINCOMPAT if contract violated
+ */
+int
+SetBestFilterInfoHMM(BestFilterInfo_t *bf, char *errbuf, int cm_M, float cm_eval, float F, int N, int db_size, float full_cm_ncalcs, int ftype, float e_cutoff, float fil_ncalcs, float fil_plus_surv_ncalcs)
+{
+ if(ftype != FILTER_WITH_HMM_VITERBI && ftype != FILTER_WITH_HMM_FORWARD) ESL_FAIL(eslEINCOMPAT, errbuf, "SetBestFilterInfoHMM(), ftype is neither FILTER_WITH_HMM_VITERBI nor FILTER_WITH_HMM_FORWARD.\n");
+ if(bf->is_valid) ESL_FAIL(eslEINCOMPAT, errbuf, "SetBestFilterInfoHMM(), bf->is_valid=TRUE (shouldn't happen, only time to set filter=HMM is when initializing BestFilter.\n");
+
+ bf->cm_M = cm_M;
+ bf->cm_eval = cm_eval;
+ bf->F = F;
+ bf->N = N;
+ bf->db_size = db_size;
+ bf->full_cm_ncalcs = full_cm_ncalcs;
+
+ bf->ftype = ftype;
+ bf->e_cutoff = e_cutoff;
+ bf->fil_ncalcs = fil_ncalcs;
+ bf->fil_plus_surv_ncalcs = fil_plus_surv_ncalcs;
+ bf->is_valid = TRUE;
+ return eslOK;
+}
+
+/* Function: SetBestFilterInfoHybrid()
+ * Date: EPN, Mon Dec 10 13:36:13 2007
+ *
+ * Purpose: Update a BestFilterInfo_t object to type FILTER_WITH_HYBRID.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT if contract violated, eslEMEM if memory error.
+ */
+int
+SetBestFilterInfoHybrid(BestFilterInfo_t *bf, char *errbuf, int cm_M, float cm_eval, float F, int N, int db_size, float full_cm_ncalcs, float e_cutoff, float fil_ncalcs, float fil_plus_surv_ncalcs, HybridScanInfo_t *hsi, int np, ExpInfo_t **hexpA)
+{
+ int status;
+ int p;
+
+ if(hsi == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SetBestFilterInfoHybrid(), hsi is NULL.\n");
+ if(hexpA == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "SetBestFilterInfoHybrid(), hexpA is NULL.\n");
+
+ bf->cm_M = cm_M;
+ bf->cm_eval = cm_eval;
+ bf->F = F;
+ bf->N = N;
+ bf->db_size = db_size;
+ bf->full_cm_ncalcs = full_cm_ncalcs;
+
+ bf->ftype = FILTER_WITH_HYBRID;
+ bf->e_cutoff = e_cutoff;
+ bf->fil_ncalcs = fil_ncalcs;
+ bf->fil_plus_surv_ncalcs = fil_plus_surv_ncalcs;
+ bf->is_valid = TRUE;
+
+ if(bf->v_isroot != NULL) free(bf->v_isroot); /* probably unnec, but safe */
+ ESL_ALLOC(bf->v_isroot, sizeof(int) * bf->cm_M);
+ esl_vec_ICopy(hsi->v_isroot, bf->cm_M, bf->v_isroot);
+
+ /* if bf->hexp exists, free it */
+ if(bf->np != 0) for(p = 0; p < bf->np; p++) free(bf->hexpA[p]);
+ free(bf->hexpA);
+
+ ESL_ALLOC(bf->hexpA, sizeof(ExpInfo_t *) * np);
+ bf->np = np;
+ for(p = 0; p < bf->np; p++) {
+ bf->hexpA[p] = DuplicateExpInfo(hexpA[p]);
+ if(bf->hexpA[p] == NULL) goto ERROR;
+ }
+ return eslOK;
+
+ ERROR:
+ return status;
+}
+
+
+/* Function: FreeBestFilterInfo()
+ * Date: EPN, Mon Dec 10 13:40:43 2007
+ *
+ * Purpose: Free a BestFilterInfo_t object, but not the hsi it points to (if any)
+ *
+ * Returns: void
+ */
+void
+FreeBestFilterInfo(BestFilterInfo_t *bf)
+{
+ int p;
+ if(bf->np != 0) for(p = 0; p < bf->np; p++) free(bf->hexpA[p]);
+ free(bf->hexpA);
+ if(bf->v_isroot != NULL) free(bf->v_isroot);
+ free(bf);
+ return;
+}
+
+
+/* Function: DumpBestFilterInfo()
+ * Date: EPN, Mon Dec 10 12:22:10 2007
+ *
+ * Purpose: Print out relevant info in a best filter info object.
+ *
+ * Returns:
+ * eslOK on success, dies immediately on some error
+ */
+void
+DumpBestFilterInfo(BestFilterInfo_t *bf)
+{
+ int v, p;
+
+ if(! (bf->is_valid)) {
+ printf("BestFilterInfo_t not yet valid.\n");
+ return;
+ }
+
+ printf("BestFilterInfo_t:\n");
+ if(bf->ftype == FILTER_WITH_HMM_VITERBI)
+ printf("type: FILTER_WITH_HMM_VITERBI\n");
+ else if(bf->ftype == FILTER_WITH_HMM_FORWARD)
+ printf("type: FILTER_WITH_HMM_FORWARD\n");
+ else if(bf->ftype == FILTER_WITH_HYBRID) {
+ printf("type: FILTER_WITH_HYBRID\n");
+ printf("sub CM roots:\n");
+ for(v = 0; v < bf->cm_M; v++) {
+ if(bf->v_isroot[v]) printf("\tv: %d\n", v);
+ }
+ if(bf->hexpA != NULL)
+ for(p = 0; p < bf->np; p++) {
+ printf("\nHybrid Exp tail, partition: %d\n", p);
+ debug_print_expinfo(bf->hexpA[p]);
+ }
+ }
+ printf("CM E value cutoff: %10.4f\n", bf->cm_eval);
+ printf("F: %10.4f\n", bf->F);
+ printf("N: %10d\n", bf->N);
+ printf("DB size (for E-vals): %10d\n", bf->db_size);
+ printf("Filter E value cutoff: %10.4f\n", bf->e_cutoff);
+ printf("Full CM scan DP calcs: %10.4f\n", bf->full_cm_ncalcs);
+ printf("Filter scan DP calcs: %10.4f\n", bf->fil_ncalcs);
+ printf("Fil + survivor calcs: %10.4f\n", bf->fil_plus_surv_ncalcs);
+ printf("Speedup: %10.4f\n", (bf->full_cm_ncalcs / bf->fil_plus_surv_ncalcs));
+ return;
+}
+
+/* Function: CreateHMMFilterInfo()
+ * Date: EPN, Tue Jan 15 18:04:56 2008
+ *
+ * Purpose: Allocate and initialize a HMM filter info object.
+ *
+ * Returns: Newly allocated HMMFilterInfo_t object on success, NULL if some error occurs
+ */
+HMMFilterInfo_t *
+CreateHMMFilterInfo()
+{
+ int status;
+
+ HMMFilterInfo_t *hfi = NULL;
+ ESL_ALLOC(hfi, sizeof(HMMFilterInfo_t));
+
+ hfi->is_valid = FALSE;
+ hfi->F = 0.;
+ hfi->N = 0;
+ hfi->dbsize = 0;
+ hfi->ncut = 0;
+ hfi->cm_E_cut = NULL;
+ hfi->fwd_E_cut = NULL;
+ hfi->always_better_than_Smax = FALSE;
+ return hfi;
+
+ ERROR:
+ return NULL; /* reached if memory error */
+}
+
+/* Function: SetHMMFilterInfo()
+ * Date: EPN, Tue Jan 15 18:08:31 2008
+ *
+ * Purpose: Fill data for a HMMFilterInfo_t object.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT if contract violated
+ */
+int
+SetHMMFilterInfoHMM(HMMFilterInfo_t *hfi, char *errbuf, float F, int N, int dbsize, int ncut, float *cm_E_cut, float *fwd_E_cut, int always_better_than_Smax)
+{
+ int status;
+ int i;
+ if(hfi->is_valid) ESL_FAIL(eslEINCOMPAT, errbuf, "SetHMMFilterInfoHMM(), hfi->is_valid=TRUE (shouldn't happen, only time to set filter=HMM is when initializing HMMFilter.\n");
+ hfi->ncut = ncut;
+ hfi->F = F;
+ hfi->N = N;
+ hfi->dbsize = dbsize;
+ ESL_ALLOC(hfi->cm_E_cut, sizeof(float) * ncut);
+ ESL_ALLOC(hfi->fwd_E_cut, sizeof(float) * ncut);
+ for(i = 0; i < ncut; i++) {
+ hfi->cm_E_cut[i] = cm_E_cut[i];
+ hfi->fwd_E_cut[i] = fwd_E_cut[i];
+ }
+ hfi->always_better_than_Smax = always_better_than_Smax;
+
+ hfi->is_valid = TRUE;
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "SetHMMFilterInfoHMM(), memory allocation error.");
+}
+
+/* Function: FreeHMMFilterInfo()
+ * Date: EPN, Tue Jan 15 18:13:15 2008
+ *
+ * Purpose: Free a HMMFilterInfo_t object
+ *
+ * Returns: void
+ */
+void
+FreeHMMFilterInfo(HMMFilterInfo_t *hfi)
+{
+ if(hfi->cm_E_cut != NULL) free(hfi->cm_E_cut);
+ if(hfi->fwd_E_cut != NULL) free(hfi->fwd_E_cut);
+ free(hfi);
+ return;
+}
+
+/* Function: DumpHMMFilterInfo()
+ * Date: EPN, Mon Dec 10 12:22:10 2007
+ *
+ * Purpose: Print out relevant info in a hmm filter info object.
+ * Does some expensive calculations (like QDB calc to
+ * get average length of hits) to determine predicted
+ * speedups, etc, when using the filters.
+ *
+ * Returns: eslOK on success, other Easel status code on some error
+ */
+int
+DumpHMMFilterInfo(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int cmi, int namewidth, char *namedashes)
+{
+ int i;
+ int status;
+ float avg_hit_len;
+ float cm_ncalcs_per_res;
+ int W; /* window size calculated using cm->beta_W */
+ float hmm_ncalcs_per_res;
+ float cm_bit_sc;
+ float hmm_bit_sc;
+ float cm_E;
+ float hmm_E;
+
+ /* contract checks */
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DumpHMMFilterInfo(), cm does not have exp tail stats.");
+
+ /* update the CM's exp tail params for current dbsize, this may have already been done by caller, but we do it again to be safe */
+ if((status = UpdateExpsForDBSize(cm, errbuf, dbsize)) != eslOK) return status;
+
+ if(! (hfi->is_valid)) {
+ fprintf(fp, "HMMFilterInfo_t not yet valid.\n");
+ return eslOK;
+ }
+
+ if((status = cm_GetAvgHitLen (cm, errbuf, &avg_hit_len)) != eslOK) return status;
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &hmm_ncalcs_per_res)) != eslOK) return status;
+ if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, cm->beta_qdb, &cm_ncalcs_per_res, &W)) != eslOK) return status;
+
+ fprintf(fp, "#\n");
+ fprintf(fp, "# %4s %-*s %5s %6s %7s %7s %7s\n", "idx", namewidth, "name", "clen", "F", "nseq", "db (Mb)", "always?");
+ fprintf(fp, "# %4s %-*s %5s %6s %7s %7s %7s\n", "----", namewidth, namedashes, "-----", "------", "-------", "-------", "-------");
+ fprintf(fp, "%6d %-*s %5d %6.4f %7d %7.1f %7s\n",
+ cmi, namewidth, cm->name, cm->clen, hfi->F, hfi->N, (double) dbsize / 1000000.,
+ hfi->always_better_than_Smax ? "yes" : "no");
+ fprintf(fp, "#\n");
+ fprintf(fp, "#\n");
+ fprintf(fp, "#%5s %s", "", "CM E-value cutoff / HMM Forward E-value filter cutoff pairs:\n#\n");
+ fprintf(fp, "#%5s %-4s %10s %6s %10s %6s %6s %7s %7s\n", "", "idx", "cm E", "cm bit", "hmm E", "hmmbit", "surv", "xhmm", "speedup");
+ fprintf(fp, "#%5s %-4s %10s %6s %10s %6s %6s %7s %7s\n", "", "----", "----------", "------", "----------", "------", "------", "-------", "-------");
+ for(i = 0; i < hfi->ncut; i++) {
+ cm_E = hfi->cm_E_cut[i] * ((double) dbsize / (double) hfi->dbsize);
+ hmm_E = hfi->fwd_E_cut[i] * ((double) dbsize / (double) hfi->dbsize);
+ if((status = E2MinScore(cm, errbuf, cm_mode, cm_E, &cm_bit_sc)) != eslOK) return status;
+ if((status = E2MinScore(cm, errbuf, hmm_mode, hmm_E, &hmm_bit_sc)) != eslOK) return status;
+ fprintf(fp, "%4s %6d ", "", (i+1));
+ if(cm_E < 0.01) fprintf(fp, "%10.2e ", cm_E);
+ else fprintf(fp, "%10.3f ", cm_E);
+ fprintf(fp, "%6.1f ", cm_bit_sc);
+ if(hmm_E < 0.01) fprintf(fp, "%10.2e ", hmm_E);
+ else fprintf(fp, "%10.3f ", hmm_E);
+ fprintf(fp, "%6.1f ", hmm_bit_sc);
+ fprintf(fp, "%6.4f %7.1f %7.1f\n",
+ GetHMMFilterS (hfi, i, W, avg_hit_len),
+ GetHMMFilterXHMM (hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res),
+ GetHMMFilterSpeedup(hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res));
+ }
+ return eslOK;
+}
+
+
+/* Function: DumpHMMFilterInfoForCME()
+ * Date: EPN, Fri Jan 18 10:48:01 2008
+ *
+ * Purpose: Given a CM E-value cutoff <cm_E> for a specified
+ * database size <dbsize>, print info on the HMM filter cutoff
+ * (if any) that would be used for that CM E-value cutoff
+ * in cmsearch.
+ * Does some expensive calculations (like QDB calc to
+ * get average length of hits) to determine predicted
+ * speedups, etc, when using the filters.
+ *
+ * Returns: eslOK on success, other Easel status code on some error
+ * optionally (if non-NULL):
+ * <ret_cm_bit_sc>: cm bit score cutoff
+ * <ret_hmm_E>: HMM filter threshold E-value
+ * <ret_hmm_bit_sc>: HMM filter threshold bit score
+ * <ret_S>: predicted filter survival fraction
+ * <ret_xhmm>: predicted xhmm factor (predicted speed * hmm speed)
+ * <ret_spdup>: predicted speedup from using filter versus only CM search with cm->beta_qdb QDBs
+ * <ret_cm_ncalcs_per_res>: millions of dp calcs for CM search of 1 residue
+ * <ret_hmm_ncalcs_per_res>: millions of dp calcs for HMM search of 1 residue
+ * <ret_do_filter>: TRUE if filtering predicted to save time, FALSE if not
+ */
+int
+DumpHMMFilterInfoForCME(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int cmi, float cm_E, int do_header, int namewidth, char *namedashes,
+ float *ret_cm_bit_sc, float *ret_hmm_E, float *ret_hmm_bit_sc, float *ret_S, float *ret_xhmm, float *ret_spdup, float *ret_cm_ncalcs_per_res, float *ret_hmm_ncalcs_per_res, int *ret_do_filter)
+{
+ int i;
+ int status;
+ float avg_hit_len;
+ float cm_ncalcs_per_res;
+ int W; /* window size calculated using cm->beta_qdb */
+ float hmm_ncalcs_per_res;
+ float cm_bit_sc;
+ float hmm_bit_sc;
+ float hmm_E;
+ float S; /* predicted survival fraction */
+ float xhmm; /* filtered scan will take <xhmm> times as long as HMM only scan */
+ float spdup; /* predicted speedup of filtered scan relative to CM scan */
+
+ /* contract checks */
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "DumpHMMFilterInfoForCME(), cm does not have Exp Tail stats.");
+
+ /* update the CM's exp tail params for current dbsize, this may have already been done by caller, but we do it again to be safe */
+ if((status = UpdateExpsForDBSize(cm, errbuf, dbsize)) != eslOK) return status;
+
+ if(! (hfi->is_valid)) {
+ fprintf(fp, "HMMFilterInfo_t not yet valid.\n");
+ return eslOK;
+ }
+
+ if((status = cm_GetAvgHitLen (cm, errbuf, &avg_hit_len)) != eslOK) return status;
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &hmm_ncalcs_per_res)) != eslOK) return status;
+ if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, cm->beta_qdb, &cm_ncalcs_per_res, &W)) != eslOK) return status;
+
+ if(do_header) {
+ fprintf(fp, "# %4s %-*s %5s %8s %6s %6s %6s %7s %7s\n", "idx", namewidth, "name", "clen", "cm E", "cm bit", "hmmbit", "surv", "xhmm", "speedup");
+ fprintf(fp, "# %4s %-*s %5s %8s %6s %6s %6s %7s %7s\n", "----", namewidth, namedashes, "-----", "--------", "------", "------", "------", "-------", "-------");
+ }
+ fprintf(fp, "%6d %-*s %5d ", cmi, namewidth, cm->name, cm->clen);
+ if((status = GetHMMFilterFwdECutGivenCME(hfi, errbuf, cm_E, dbsize, &i)) != eslOK) return status;
+ if((status = E2MinScore(cm, errbuf, cm_mode, cm_E, &cm_bit_sc)) != eslOK) return status;
+ if(cm_E < 0.01) fprintf(fp, "%4.2e ", cm_E);
+ else fprintf(fp, "%8.3f ", cm_E);
+ fprintf(fp, "%6.1f ", cm_bit_sc);
+
+ if(i != -1) {
+ hmm_E = hfi->fwd_E_cut[i] * ((double) dbsize / (double) hfi->dbsize);
+ if((status = E2MinScore(cm, errbuf, hmm_mode, hmm_E, &hmm_bit_sc)) != eslOK) return status;
+ fprintf(fp, "%6.1f ", hmm_bit_sc);
+ S = GetHMMFilterS (hfi, i, W, avg_hit_len);
+ xhmm = GetHMMFilterXHMM (hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res);
+ spdup = GetHMMFilterSpeedup(hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res);
+ }
+ else { /* i == -1, special case: filter isn't worth it */
+ fprintf(fp, "%6s ", "-");
+ S = 1.0;
+ xhmm = cm_ncalcs_per_res / hmm_ncalcs_per_res;
+ spdup = 1.0;
+ }
+ fprintf(fp, "%6.4f %7.1f %7.1f\n", S, xhmm, spdup);
+
+ if(ret_cm_bit_sc != NULL) *ret_cm_bit_sc = cm_bit_sc;
+ if(ret_hmm_E != NULL) *ret_hmm_E = (i == -1) ? -1. : hmm_E;
+ if(ret_hmm_bit_sc != NULL) *ret_hmm_bit_sc = (i == -1) ? -1. : hmm_bit_sc;
+ if(ret_S != NULL) *ret_S = S;
+ if(ret_xhmm != NULL) *ret_xhmm = xhmm;
+ if(ret_spdup != NULL) *ret_spdup = spdup;
+ if(ret_cm_ncalcs_per_res != NULL) *ret_cm_ncalcs_per_res = cm_ncalcs_per_res;
+ if(ret_hmm_ncalcs_per_res != NULL) *ret_hmm_ncalcs_per_res = hmm_ncalcs_per_res;
+ if(ret_do_filter != NULL) *ret_do_filter = (i == -1) ? FALSE : TRUE;
+ return eslOK;
+}
+
+/* Function: DumpHMMFilterInfoForCMBitScore()
+ * Date: EPN, Fri Jan 18 10:47:54 2008
+ *
+ * Purpose: Given a CM bit score cutoff <cm_bit_sc> for a specified
+ * database size <dbsize>, print info on the HMM filter cutoff
+ * (if any) that would be used for that CM bit score cutoff
+ * in cmsearch.
+ * Simply determines CM E value that corresponds to <cm_bit_sc>
+ * then calls that DumpHMMFilterInfoForCME().
+ *
+ * Returns: eslOK on success, other Easel status code on some error
+ * optionally (if non-NULL):
+ * <ret_cm_E>: cm E value cutoff
+ * <ret_hmm_bit_sc>: HMM filter threshold bit score
+ * <ret_S>: predicted filter survival fraction
+ * <ret_xhmm>: predicted xhmm factor (predicted speed * hmm speed)
+ * <ret_spdup>: predicted speedup from using filter versus only CM search with cm->beta_qdb QDBs
+ * <ret_cm_ncalcs_per_res>: millions of dp calcs for CM search OF 1 RESIDUE
+ * <ret_hmm_ncalcs_per_res>: millions of dp calcs for HMM search OF 1 RESIDUE
+ * <ret_do_filter>: TRUE if filtering predicted to save time, FALSE if not
+ */
+int
+DumpHMMFilterInfoForCMBitScore(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int cmi, float cm_bit_sc, int do_header, int namewidth, char *namespaces,
+ float *ret_cm_E, float *ret_hmm_E, float *ret_hmm_bit_sc, float *ret_S, float *ret_xhmm, float *ret_spdup, float *ret_cm_ncalcs_per_res, float *ret_hmm_ncalcs_per_res, int *ret_do_filter)
+{
+ int status;
+ float cm_E;
+
+ if((status = Score2MaxE(cm, errbuf, cm_mode, cm_bit_sc, &cm_E)) != eslOK) return status;
+ if((status = DumpHMMFilterInfoForCME(fp, hfi, errbuf, cm, cm_mode, hmm_mode, dbsize, cmi, cm_E, do_header, namewidth, namespaces,
+ NULL, ret_hmm_E, ret_hmm_bit_sc, ret_S, ret_xhmm, ret_spdup, ret_cm_ncalcs_per_res, ret_hmm_ncalcs_per_res, ret_do_filter)) != eslOK) return status;
+
+ if(ret_cm_E != NULL) *ret_cm_E = cm_E;
+ return eslOK;
+}
+
+
+/* Function: PlotHMMFilterInfo()
+ * Date: EPN, Mon Dec 10 12:22:10 2007
+ *
+ * Purpose: Print out HMM filter stats for each cut point in an
+ * HMMFilterInfo_t object in xmgrace format. Run in
+ * 8 possible modes, depending on value of <mode>:
+ *
+ * mode #define (structs.h) x values y values
+ * ---- ------------------- ------------------ --------------------
+ * 0 FTHR_PLOT_CME_HMME CM E-value cutoffs HMM E-value cutoffs
+ * 1 FTHR_PLOT_CME_S CM E-value cutoffs predicted survival fraction (S)
+ * 2 FTHR_PLOT_CME_XHMM CM E-value cutoffs predicted xhmm (factor slower than HMM only scan)
+ * 3 FTHR_PLOT_CME_SPDUP CM E-value cutoffs predicted speedup using filter
+ * 4 FTHR_PLOT_CMB_HMMB CM bit sc cutoffs HMM bit score cutoffs
+ * 5 FTHR_PLOT_CMB_S CM bit sc cutoffs predicted survival fraction (S)
+ * 6 FTHR_PLOT_CMB_XHMM CM bit sc cutoffs predicted xhmm (factor slower than HMM only scan)
+ * 7 FTHR_PLOT_CMB_SPDUP CM bit sc cutoffs predicted speedup using filter
+ *
+ * Returns: eslOK on success, other Easel status code on some error
+ */
+int
+PlotHMMFilterInfo(FILE *fp, HMMFilterInfo_t *hfi, char *errbuf, CM_t *cm, int cm_mode, int hmm_mode, long dbsize, int mode)
+{
+ int i;
+ int status;
+ float avg_hit_len;
+ float cm_ncalcs_per_res;
+ int W; /* window size calculated using cm->beta_qdb */
+ float hmm_ncalcs_per_res;
+ float cm_bit_sc;
+ float hmm_bit_sc;
+ float cm_E;
+ float hmm_E;
+
+ /* contract checks */
+ if(mode < 0 || mode >= FTHR_NPLOT) ESL_FAIL(eslEINCOMPAT, errbuf, "PlotHMMFilterInfo(), mode: %d is outside allowed range of [%d-%d]", mode, 0, (FTHR_NPLOT-1));
+
+ /* updated the CM's exp tail params for current dbsize, this may have already been done by caller, but we do it again to be safe */
+ if((status = UpdateExpsForDBSize(cm, errbuf, dbsize)) != eslOK) return status;
+
+ if(! (hfi->is_valid)) {
+ fprintf(fp, "HMMFilterInfo_t not yet valid.\n");
+ return eslOK;
+ }
+
+ if(mode != FTHR_PLOT_CME_HMME) { /* these calculations are unnec for FTHR_PLOT_CME_HMME */
+ if((status = cm_GetAvgHitLen (cm, errbuf, &avg_hit_len)) != eslOK) return status;
+ if((status = cp9_GetNCalcsPerResidue(cm->cp9, errbuf, &hmm_ncalcs_per_res)) != eslOK) return status;
+ if((status = cm_GetNCalcsPerResidueForGivenBeta(cm, errbuf, FALSE, cm->beta_qdb, &cm_ncalcs_per_res, &W)) != eslOK) return status;
+ }
+ for(i = 0; i < hfi->ncut; i++) {
+ cm_E = hfi->cm_E_cut[i] * ((double) dbsize / (double) hfi->dbsize);
+ hmm_E = hfi->fwd_E_cut[i] * ((double) dbsize / (double) hfi->dbsize);
+ if((status = E2MinScore(cm, errbuf, cm_mode, cm_E, &cm_bit_sc)) != eslOK) return status;
+ if((status = E2MinScore(cm, errbuf, hmm_mode, hmm_E, &hmm_bit_sc)) != eslOK) return status;
+
+ switch (mode) {
+ case FTHR_PLOT_CME_HMME: fprintf(fp, "%g\t%g\n", cm_E, hmm_E); break;
+ case FTHR_PLOT_CME_S: fprintf(fp, "%g\t%f\n", cm_E, GetHMMFilterS(hfi, i, W, avg_hit_len)); break;
+ case FTHR_PLOT_CME_XHMM: fprintf(fp, "%g\t%f\n", cm_E, GetHMMFilterXHMM(hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res)); break;
+ case FTHR_PLOT_CME_SPDUP: fprintf(fp, "%g\t%f\n", cm_E, GetHMMFilterSpeedup(hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res)); break;
+ case FTHR_PLOT_CMB_HMMB: fprintf(fp, "%f\t%f\n", cm_bit_sc, hmm_bit_sc); break;
+ case FTHR_PLOT_CMB_S: fprintf(fp, "%f\t%f\n", cm_bit_sc, GetHMMFilterS(hfi, i, W, avg_hit_len)); break;
+ case FTHR_PLOT_CMB_XHMM: fprintf(fp, "%f\t%f\n", cm_bit_sc, GetHMMFilterXHMM(hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res)); break;
+ case FTHR_PLOT_CMB_SPDUP: fprintf(fp, "%f\t%f\n", cm_bit_sc, GetHMMFilterSpeedup(hfi, i, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res)); break;
+ }
+ }
+ fprintf(fp, "&\n");
+ return eslOK;
+}
+
+/* Function: GetHMMFilterS()
+ * Date: EPN, Wed Jan 16 21:21:55 2008
+ *
+ * Purpose: Return the survival fraction S for a given
+ * cut point in an HMM filter object.
+ *
+ * Returns: Survival fraction for cut point 'cut',
+ * dies if cut >= hfi->ncut (out of bounds)
+ */
+float
+GetHMMFilterS(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len)
+{
+ if(cut >= hfi->ncut) cm_Fail("HMMFilterS() request cut point %d, when only %d exist.", cut, hfi->ncut);
+ float surv_res_per_hit = ((float) 2 * W) - avg_hit_len;
+ return((hfi->fwd_E_cut[cut] * surv_res_per_hit) / (float) hfi->dbsize);
+}
+
+/* Function: GetHMMFilterTotalCalcs()
+ * Date: EPN, Wed Jan 16 21:37:54 2008
+ *
+ * Purpose: Returns the predicted number of millions
+ * of DP calcs for a HMM filter scan plus
+ * the CM search of the survivors for
+ * a sequence of length <hfi->dbsize>.
+
+ * Returns: number of millions of dp calcs
+ * dies if cut >= hfi->ncut (out of bounds)
+ */
+float
+GetHMMFilterTotalCalcs(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len, float cm_ncalcs_per_res, float hmm_ncalcs_per_res)
+{
+ if(cut >= hfi->ncut) cm_Fail("HMMFilterS() request cut point %d, when only %d exist.", cut, hfi->ncut);
+ float S = GetHMMFilterS(hfi, cut, W, avg_hit_len);
+ float f = hmm_ncalcs_per_res * (float) hfi->dbsize;
+ float c = cm_ncalcs_per_res * (float) hfi->dbsize;
+ return(f + (S * c));
+}
+
+/* Function: GetHMMFilterXHMM()
+ * Date: EPN, Wed Jan 16 21:29:37 2008
+ *
+ * Purpose: Return the <xhmm> factor for a given
+ * cut point in an HMM filter object.
+ * If <xhmm> = 2.0, the HMM filter plus
+ * the CM search of the survivors should
+ * take twice as long as the HMM ONLY scan.
+ *
+ * Returns: <xhmm>
+ * dies if cut >= hfi->ncut (out of bounds)
+ */
+float
+GetHMMFilterXHMM(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len, float cm_ncalcs_per_res, float hmm_ncalcs_per_res)
+{
+ if(cut >= hfi->ncut) cm_Fail("HMMFilterS() request cut point %d, when only %d exist.", cut, hfi->ncut);
+ float total_calcs = GetHMMFilterTotalCalcs(hfi, cut, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res);
+ float f = hmm_ncalcs_per_res * (float) hfi->dbsize;
+ return(total_calcs / f);
+}
+
+/* Function: GetHMMFilterSpeedup()
+ * EPN, Wed Jan 16 21:44:13 2008
+ *
+ * Purpose: Return the predicted speedup for
+ * a HMM filter scan plus CM search
+ * of survivors versus a non-filtered
+ * CM search of hfi->dbsize residues.
+ *
+ * Returns: predicted speedup
+ * dies if cut >= hfi->ncut (out of bounds)
+ */
+float
+GetHMMFilterSpeedup(HMMFilterInfo_t *hfi, int cut, int W, float avg_hit_len, float cm_ncalcs_per_res, float hmm_ncalcs_per_res)
+{
+ if(cut >= hfi->ncut) cm_Fail("HMMFilterS() request cut point %d, when only %d exist.", cut, hfi->ncut);
+ float total_calcs = GetHMMFilterTotalCalcs(hfi, cut, W, avg_hit_len, cm_ncalcs_per_res, hmm_ncalcs_per_res);
+ float c = cm_ncalcs_per_res * (float) hfi->dbsize;
+ return(c / total_calcs);
+}
+
+/* Function: GetHMMFilterFwdECutGivenCME()
+ * EPN, Fri Jan 18 09:48:55 2008
+ *
+ * Purpose: Given a CM E value cutoff <cm_E> to use in
+ * cmsearch for a search of a database of <dbsize>
+ * size, determine the appropriate HMM filter cutoff
+ * to use for a HMM forward filter, if any.
+ *
+ * Returns: <ret_cut_pt>: index of forward filter E value cutoff to use in hfi->fwd_E_cut[].
+ * if we shouldn't bother filtering, we set *ret_cut_pt to -1.
+ * eslOK on success, eslEINCOMPAT on contract violation.
+ */
+int
+GetHMMFilterFwdECutGivenCME(HMMFilterInfo_t *hfi, char *errbuf, float cm_E, long dbsize, int *ret_cut_pt)
+{
+ int c = -1;
+ double dbsize_factor = (double) dbsize / (double) hfi->dbsize;
+
+ /* contract check */
+ if(ret_cut_pt == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "GetHMMFilterFwdECutGivenCME(), ret_cut_pt == NULL");
+
+ while(((c+1) < hfi->ncut) /* we're not at final cut point */
+ && ((hfi->cm_E_cut[(c+1)] * dbsize_factor) > cm_E)) /* next cut point is still > E_cut */
+ { c++; }
+ /* now c is the max c for which cm_E_cut[c] * dbsize_factor < cm_E
+ * boundary cases:
+ *
+ * if c == hfi->ncut-1: cm_E_cut[c] * dbsize_factor > cm_E for all c == 0..hfi->ncut-1
+ * This means cm_E is better than the ((1. - FTHR_MAXFRACT) * hfi->N)th
+ * best CM E value we observed after sampling and finding the optimal CM hit in
+ * hfi->N seqs in cmcalibrate. In this case, we use the fwd_E_cut[hfi->ncut-1]
+ * for the forward filter. This should be safe b/c this fwd_E value has empirically
+ * shown it can find hfi->F fraction for a worse CM E-value cutoff than cm_E.
+ *
+ * if c == -1: cm_E_cut[0] * dbsize_factor < cm_E
+ * What this means depends on the value of the hfi->always_better_than_Smax parameter:
+ *
+ * (A) if hfi->always_better_than_Smax == FALSE:
+ * cm_E is greater than the maximum cm E value cutoff we determined it was
+ * worth filtering for in cmcalibrate. In this case we turn filtering off
+ * by returning -1.
+ *
+ * (B) if hfi->always_better_than_Smax == TRUE:
+ * cm_E is greater than the maximum cm E value we observed after sampling
+ * and finding the optimal CM hit in hfi->N seqs in cmcalibrate. In this
+ * case, it's unclear what the best stratgey is. The current strategy is
+ * to use the fwd_E_cut[0] E cutoff by returning 0. This is potentially
+ * unsafe because it means there are sequences that have E values E such
+ * that
+ * cm_E > E > cm_E_cut[0]
+ * that our HMM filter will likely miss, but there's really nothing we
+ * can do about it because we have no way of sampling these sequences
+ * w.r.t the true CM distribution over sequences. That's exactly what
+ * we tried to do in cmcalibrate but we did not sample deeply enough.
+ * (To get around this case, I tried some tricks with exponentiating
+ * the CM's parameters by <x> < 1 to try to sample sequences with lower
+ * scores but this mucks with the CM distribution in a way I don't understand,
+ * so it was abandonded.)
+ */
+ if(c == -1 && hfi->always_better_than_Smax) c = 0; /* case B above */
+ *ret_cut_pt = c;
+ return eslOK;
+}
+
+/* Function: GetHMMFilterFwdECutGivenCMBitScore()
+ * EPN, Fri Jan 18 10:37:20 2008
+ *
+ * Purpose: Given a CM bit score cutoff <cm_bit_sc> to use in
+ * cmsearch for a search of a database of <dbsize>
+ * size, determine the appropriate HMM filter cutoff
+ * to use for a HMM forward filter, if any.
+ *
+ * Returns: <ret_cut_pt>: index of forward filter E value cutoff to use in hfi->fwd_E_cut[].
+ * if we shouldn't bother filtering, we set *ret_cut_pt to -1.
+ * eslOK on success, eslEINCOMPAT on contract violation.
+ */
+int
+GetHMMFilterFwdECutGivenCMBitScore(HMMFilterInfo_t *hfi, char *errbuf, float cm_bit_sc, long dbsize, int *ret_cut_pt, CM_t *cm, int cm_mode)
+{
+ int status;
+ float cm_E; /* the max 'safe' E value cm_bit_sc corresponds to, across all partitions */
+ int cut_pt;
+
+ /* contract check */
+ if(ret_cut_pt == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "GetHMMFilterFwdECutGivenCMBitScore(), ret_cut_pt == NULL");
+
+ if((status = Score2MaxE(cm, errbuf, cm_mode, cm_bit_sc, &cm_E)) != eslOK) return status;
+ if((status = GetHMMFilterFwdECutGivenCME(hfi, errbuf, cm_E, dbsize, &cut_pt)) != eslOK) return status;
+
+ *ret_cut_pt = cut_pt;
+
+ return eslOK;
+}
+
+
+/* Function: SurvFract2E()
+ * Date: EPN, Mon Jan 21 09:27:07 2008
+ *
+ * Purpose: Return the E-value that will give
+ * a specific survival fraction S given
+ * W, avg_hit_len, and dbsize.
+ */
+float
+SurvFract2E(float S, int W, float avg_hit_len, long dbsize)
+{
+ float surv_res_per_hit = ((float) 2 * W) - avg_hit_len;
+ return((S * (double) dbsize) / surv_res_per_hit);
+}
+
+
+/* Function: E2SurvFract()
+ * Date: EPN, Mon Jan 21 09:27:07 2008
+ *
+ * Purpose: Return the survival fraction S given
+ * an E-value cutoff, W, avg_hit_len, and dbsize.
+ */
+float
+E2SurvFract(float E, int W, float avg_hit_len, long dbsize, int do_pad)
+{
+ float surv_res_per_hit;
+ float surv_fract;
+ surv_res_per_hit = (do_pad) ? (((float) 2 * W) - avg_hit_len) : avg_hit_len;
+ surv_fract = (E * surv_res_per_hit) / ((double) dbsize);
+ surv_fract = ESL_MIN(surv_fract, 1.0); /* max survival fraction is 1.0 */
+ return surv_fract;
+}
+
+
+/* Function: Results2SurvFract()
+ * Date: EPN, Mon Mar 3 14:07:59 2008
+ *
+ * Purpose: Return the survival fraction from a round
+ * of filtering, after possibly adding a W pad to both sides
+ * if (do_pad) (i.e. if i..j is a hit, j-(W-1)..i+(W-1) survives)
+ * and possibly collapsing overlapping hits together (if do_collapse).
+ */
+int
+Results2SurvFract(CM_t *cm, char *errbuf, int i0, int j0, search_results_t *results, int do_pad, int do_collapse, float *ret_survfract)
+{
+ int prev_j, nhits, h, next_j, i, j;
+ int surv_res = 0;
+ float survfract;
+
+ prev_j = j0;
+ nhits = results->num_results;
+ /* To be safe, we only trust that i..j of our filter-passing hit is within the real hit,
+ * so we add (W-1) to start point i and subtract (W-1) from j, and treat this region j-(W-1)..i+(W-1)
+ * as having survived the filter.
+ */
+ for(h = 0; h < nhits; h++) {
+ if(results->data[h].stop > prev_j) ESL_FAIL(eslEINCOMPAT, errbuf, "Results2SurvFract(): j's not in descending order");
+ prev_j = results->data[h].stop;
+
+ if(do_pad) {
+ i = ((results->data[h].stop - (cm->W-1)) >= 1) ? (results->data[h].stop - (cm->W-1)) : 1;
+ j = ((results->data[h].start + (cm->W-1)) <= j0) ? (results->data[h].start + (cm->W-1)) : j0;
+
+ if((h+1) < nhits) next_j = ((results->data[h+1].start + (cm->W-1)) <= j0) ? (results->data[h+1].start + (cm->W-1)) : j0;
+ else next_j = -1;
+
+ /* possibly collapse multiple overlapping hits together into a single hit.
+ */
+ if(do_collapse) {
+ while(((h+1) < nhits) && (next_j >= i)) { /* suck in hit */
+ h++;
+ i = ((results->data[h].stop - (cm->W-1)) >= 1) ? (results->data[h].stop - (cm->W-1)) : 1;
+ if((h+1) < nhits) next_j = ((results->data[h+1].start + (cm->W-1)) <= j0) ? (results->data[h+1].start + (cm->W-1)) : j0;
+ else next_j = -1;
+ }
+ }
+ } /* end of if(do_pad) */
+ else { /* do_pad == FALSE */
+ i = results->data[h].start;
+ j = results->data[h].stop;
+
+ if((h+1) < nhits) next_j = results->data[h+1].stop;
+ else next_j = -1;
+
+ /* possibly collapse multiple overlapping hits together into a single hit.
+ */
+ if(do_collapse) {
+ while(((h+1) < nhits) && (next_j >= i)) { /* suck in hit */
+ h++;
+ i = results->data[h].start;
+ if((h+1) < nhits) next_j = results->data[h+1].stop;
+ else next_j = -1;
+ }
+ }
+ }
+ surv_res += j-i+1;
+ }
+ survfract = ((float) surv_res) / ((float) (j0-i0+1));
+ *ret_survfract = survfract;
+ return eslOK;
+}
diff --git a/src/seqstoaln.c b/src/seqstoaln.c
new file mode 100644
index 0000000..ebdbe58
--- /dev/null
+++ b/src/seqstoaln.c
@@ -0,0 +1,524 @@
+/************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ ************************************************************/
+
+/* seqstoaln.c
+ *
+ * Support for the seqs_to_aln_t data structure.
+ * Originally developed to ease MPI implementation of cmalign.
+ *
+ * Note: these functions all originated in dispatch.c.
+ * dispatch.c: EPN, Wed Dec 6 06:11:46 2006
+ *
+ * EPN, Wed Dec 5 13:43:21 2007
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <ctype.h>
+#include <float.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_gumbel.h"
+#include "esl_msa.h"
+#include "esl_random.h"
+#include "esl_randomseq.h"
+#include "esl_stack.h"
+#include "esl_stopwatch.h"
+
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+/* Function: CreateSeqsToAln()
+ * Date: EPN, Sat Sep 1 10:51:28 2007
+ *
+ * Purpose: Allocate and return a seqs_to_aln_t data structure.
+ *
+ * If(i_am_mpi_master), we allocate the seqs_to_aln data
+ * structure differently, b/c we need to keep valid pointers
+ * for the results (parsetrees, cp9 traces, postcodes) that may
+ * come back from the workers in any order.
+ *
+ * Returns: An initialized and allocated (for nalloc seqs)
+ * seqs_to_aln_t object.
+ * Dies immediately on a memory error.
+ */
+seqs_to_aln_t *CreateSeqsToAln(int size, int i_am_mpi_master)
+{
+ int status;
+ int i;
+ seqs_to_aln_t *seqs_to_aln;
+
+ ESL_ALLOC(seqs_to_aln, sizeof(seqs_to_aln_t));
+ ESL_ALLOC(seqs_to_aln->sq, sizeof(ESL_SQ *) * size);
+ seqs_to_aln->tr = NULL;
+ seqs_to_aln->cp9_tr = NULL;
+ seqs_to_aln->postcode1= NULL;
+ seqs_to_aln->postcode2= NULL;
+ seqs_to_aln->sc = NULL;
+ seqs_to_aln->pp = NULL;
+ seqs_to_aln->struct_sc= NULL;
+ seqs_to_aln->nalloc = size;
+ seqs_to_aln->nseq = 0;
+
+ if(i_am_mpi_master) {
+ ESL_ALLOC(seqs_to_aln->tr, sizeof(Parsetree_t *) * size);
+ ESL_ALLOC(seqs_to_aln->cp9_tr, sizeof(CP9trace_t) * size);
+ ESL_ALLOC(seqs_to_aln->postcode1,sizeof(char **) * size);
+ ESL_ALLOC(seqs_to_aln->postcode2,sizeof(char **) * size);
+ ESL_ALLOC(seqs_to_aln->sc, sizeof(float) * size);
+ ESL_ALLOC(seqs_to_aln->pp, sizeof(float) * size);
+ ESL_ALLOC(seqs_to_aln->struct_sc,sizeof(float) * size);
+ for(i = 0; i < size; i++) {
+ seqs_to_aln->tr[i] = NULL;
+ seqs_to_aln->cp9_tr[i] = NULL;
+ seqs_to_aln->postcode1[i]= NULL;
+ seqs_to_aln->postcode2[i]= NULL;
+ seqs_to_aln->sc[i] = IMPOSSIBLE;
+ seqs_to_aln->pp[i] = IMPOSSIBLE;
+ seqs_to_aln->struct_sc[i]= IMPOSSIBLE;
+ }
+ }
+ return seqs_to_aln;
+
+ ERROR:
+ cm_Fail("Memory error.");
+ return NULL; /* NEVERREACHED */
+}
+
+/* Function: CreateSeqsToAlnFromSq()
+ * Date: EPN, Wed Sep 5 18:13:11 2007
+ *
+ * Purpose: Allocate and return a seqs_to_aln_t data structure, setting
+ * seqs_to_aln->sq ptr to an input ptr to ESL_SQs.
+ *
+ * If(i_am_mpi_master), we allocate the seqs_to_aln data
+ * structure differently, b/c we need to keep valid pointers
+ * for the results (parsetrees, cp9 traces, postcodes) that may
+ * come back from the workers in any order.
+ *
+ * Returns: An initialized and allocated (for nalloc seqs)
+ * seqs_to_aln_t object.
+ * Dies immediately on a memory error.
+ */
+seqs_to_aln_t *CreateSeqsToAlnFromSq(ESL_SQ **sq, int size, int i_am_mpi_master)
+{
+ int status;
+ int i;
+ seqs_to_aln_t *seqs_to_aln;
+
+ ESL_ALLOC(seqs_to_aln, sizeof(seqs_to_aln_t));
+ seqs_to_aln->sq = sq;
+ seqs_to_aln->tr = NULL;
+ seqs_to_aln->cp9_tr = NULL;
+ seqs_to_aln->postcode1= NULL;
+ seqs_to_aln->postcode2= NULL;
+ seqs_to_aln->sc = NULL;
+ seqs_to_aln->pp = NULL;
+ seqs_to_aln->struct_sc= NULL;
+ seqs_to_aln->nalloc = size;
+ seqs_to_aln->nseq = size;
+
+ if(i_am_mpi_master) {
+ ESL_ALLOC(seqs_to_aln->tr, sizeof(Parsetree_t *) * size);
+ ESL_ALLOC(seqs_to_aln->cp9_tr, sizeof(CP9trace_t) * size);
+ ESL_ALLOC(seqs_to_aln->postcode1,sizeof(char **) * size);
+ ESL_ALLOC(seqs_to_aln->postcode2,sizeof(char **) * size);
+ ESL_ALLOC(seqs_to_aln->sc, sizeof(float) * size);
+ ESL_ALLOC(seqs_to_aln->pp, sizeof(float) * size);
+ ESL_ALLOC(seqs_to_aln->struct_sc,sizeof(float) * size);
+ for(i = 0; i < size; i++) {
+ seqs_to_aln->tr[i] = NULL;
+ seqs_to_aln->cp9_tr[i] = NULL;
+ seqs_to_aln->postcode1[i]= NULL;
+ seqs_to_aln->postcode2[i]= NULL;
+ seqs_to_aln->sc[i] = IMPOSSIBLE;
+ seqs_to_aln->pp[i] = IMPOSSIBLE;
+ seqs_to_aln->struct_sc[i]= IMPOSSIBLE;
+ }
+ }
+ return seqs_to_aln;
+
+ ERROR:
+ cm_Fail("Memory error.");
+ return NULL; /* NEVERREACHED */
+}
+
+/* Function: GrowSeqsToAln()
+ * Date: EPN, Sat Sep 1 11:10:22 2007
+ *
+ * Purpose: Grow a seqs_to_aln_t object by <new_alloc>.
+ *
+ * If(i_am_mpi_master), we allocate the seqs_to_aln data
+ * structure differently, b/c we need to keep valid pointers
+ * for the results (parsetrees, cp9 traces, postcodes) that may
+ * come back from the workers in any order.
+ *
+ * Returns: eslOK;
+ */
+int GrowSeqsToAln(seqs_to_aln_t *seqs_to_aln, int new_alloc, int i_am_mpi_master)
+{
+ int status;
+ void *tmp;
+ int i;
+
+ ESL_RALLOC(seqs_to_aln->sq, tmp, sizeof(ESL_SQ *) * (seqs_to_aln->nalloc + new_alloc));
+
+ if(i_am_mpi_master) {
+ ESL_RALLOC(seqs_to_aln->tr, tmp, sizeof(Parsetree_t *) * (seqs_to_aln->nalloc + new_alloc));
+ ESL_RALLOC(seqs_to_aln->cp9_tr, tmp, sizeof(CP9trace_t) * (seqs_to_aln->nalloc + new_alloc));
+ ESL_RALLOC(seqs_to_aln->postcode1,tmp, sizeof(char **) * (seqs_to_aln->nalloc + new_alloc));
+ ESL_RALLOC(seqs_to_aln->postcode2,tmp, sizeof(char **) * (seqs_to_aln->nalloc + new_alloc));
+ ESL_RALLOC(seqs_to_aln->sc, tmp, sizeof(float) * (seqs_to_aln->nalloc + new_alloc));
+ ESL_RALLOC(seqs_to_aln->pp, tmp, sizeof(float) * (seqs_to_aln->nalloc + new_alloc));
+ ESL_RALLOC(seqs_to_aln->struct_sc,tmp, sizeof(float) * (seqs_to_aln->nalloc + new_alloc));
+ for(i = seqs_to_aln->nalloc; i < (seqs_to_aln->nalloc + new_alloc); i++) {
+ seqs_to_aln->tr[i] = NULL;
+ seqs_to_aln->cp9_tr[i] = NULL;
+ seqs_to_aln->postcode1[i]= NULL;
+ seqs_to_aln->postcode2[i]= NULL;
+ seqs_to_aln->sc[i] = IMPOSSIBLE;
+ seqs_to_aln->pp[i] = IMPOSSIBLE;
+ seqs_to_aln->struct_sc[i]= IMPOSSIBLE;
+ }
+ }
+
+ seqs_to_aln->nalloc += new_alloc;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("Memory reallocation error.");
+ return status; /* NEVERREACHED */
+}
+
+
+/* Function: FreeSeqsToAln()
+ *
+ * Date: EPN, Sat Sep 1 11:18:39 2007
+ *
+ * Purpose: Free a seqs_to_aln_t object.
+ *
+ * Returns: void
+ *
+ */
+void FreeSeqsToAln(seqs_to_aln_t *s)
+{
+ int i;
+
+ if(s->sq != NULL) /* with MPI workers, we sometimes free the sequences outside this function */
+ {
+ for (i=0; i < s->nseq; i++)
+ if(s->sq[i] != NULL) esl_sq_Destroy(s->sq[i]);
+ free(s->sq);
+ }
+
+ if(s->tr != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->tr[i] != NULL) FreeParsetree(s->tr[i]);
+ free(s->tr);
+ }
+
+ if(s->cp9_tr != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->cp9_tr[i] != NULL) CP9FreeTrace(s->cp9_tr[i]);
+ free(s->cp9_tr);
+ }
+
+ if(s->postcode1 != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->postcode1[i] != NULL) free(s->postcode1[i]);
+ free(s->postcode1);
+ }
+
+ if(s->postcode2 != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->postcode2[i] != NULL) free(s->postcode2[i]);
+ free(s->postcode2);
+ }
+
+ if(s->sc != NULL) free(s->sc);
+ if(s->pp != NULL) free(s->pp);
+ if(s->struct_sc != NULL) free(s->struct_sc);
+
+ free(s);
+}
+
+/*
+ * Function: FreePartialSeqsToAln()
+ *
+ * Date: EPN, Wed Sep 5 06:58:39 2007
+ *
+ * Purpose: Free specified parts of a seqs_to_aln_t object.
+ *
+ * Returns: void
+ *
+ */
+void FreePartialSeqsToAln(seqs_to_aln_t *s, int do_free_sq, int do_free_tr, int do_free_cp9_tr, int do_free_post, int do_free_sc, int do_free_pp, int do_free_struct_sc)
+{
+ int i;
+
+ if(do_free_sq && s->sq != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->sq[i] != NULL) esl_sq_Destroy(s->sq[i]);
+ free(s->sq);
+ s->sq = NULL;
+ }
+
+ if(do_free_tr && s->tr != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->tr[i] != NULL) FreeParsetree(s->tr[i]);
+ free(s->tr);
+ s->tr = NULL;
+ }
+
+ if(do_free_cp9_tr && s->cp9_tr != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->cp9_tr[i] != NULL) CP9FreeTrace(s->cp9_tr[i]);
+ free(s->cp9_tr);
+ s->cp9_tr = NULL;
+ }
+
+ if(do_free_post && s->postcode1 != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->postcode1[i] != NULL) free(s->postcode1[i]);
+ free(s->postcode1);
+ s->postcode1 = NULL;
+ }
+
+ if(do_free_post && s->postcode2 != NULL) {
+ for (i=0; i < s->nseq; i++)
+ if(s->postcode2[i] != NULL) free(s->postcode2[i]);
+ free(s->postcode2);
+ s->postcode2 = NULL;
+ }
+
+ if(do_free_sc && s->sc != NULL) {
+ free(s->sc);
+ s->sc = NULL;
+ }
+
+ if(do_free_pp && s->pp != NULL) {
+ free(s->pp);
+ s->pp = NULL;
+ }
+
+ if(do_free_struct_sc && s->struct_sc != NULL) {
+ free(s->struct_sc);
+ s->struct_sc = NULL;
+ }
+}
+
+/* Function: ReadSeqsToAln()
+ * Date: EPN, Fri Aug 31 15:20:37 2007
+ *
+ * Purpose: Given a pointer to a seq file we're reading seqs to align
+ * from, read in nseq seqs from the seq file, or
+ * if nseq == 0 && do_real_all == TRUE, read all the seqs.
+ * Add the sequences to a growing seqs_to_aln_t object,
+ * a pointer to which is passed in.
+ *
+ * If(i_am_mpi_master), we allocate the seqs_to_aln data
+ * structure differently, b/c we need to keep valid pointers
+ * for the results (parsetrees, cp9 traces, postcodes) that may
+ * come back from the workers in any order.
+ *
+ * Returns: <eslOK> on success with <*ret_seqs_to_aln_t> filled with
+ * seqs to align, *ret_seqs_to_aln_t->nseq gives number of seqs.
+ * Dies immediately on failure with informative error message.
+ */
+int ReadSeqsToAln(const ESL_ALPHABET *abc, ESL_SQFILE *seqfp, int nseq, int do_read_all, seqs_to_aln_t *seqs_to_aln, int i_am_mpi_master)
+{
+ int status;
+ int keep_reading = TRUE;
+ int i;
+ int nseq_orig;
+
+ /* contract check */
+ if( do_read_all && nseq != 0) cm_Fail("if do_read_all is TRUE, nseq must be zero.");
+ if(! do_read_all && nseq <= 0) cm_Fail("if do_read_all is FALSE, nseq must be at least 1.");
+
+ nseq_orig = seqs_to_aln->nseq;
+ i = seqs_to_aln->nseq;
+ if(i == seqs_to_aln->nalloc) GrowSeqsToAln(seqs_to_aln, 100, i_am_mpi_master);
+
+ seqs_to_aln->sq[i] = esl_sq_CreateDigital(abc);
+ if(seqs_to_aln->sq[i] == NULL) cm_Fail("Memory allocation error.");
+ while (keep_reading && (status = esl_sqio_Read(seqfp, seqs_to_aln->sq[i])) == eslOK) {
+ if(seqs_to_aln->sq[i]->n == 0) { esl_sq_Reuse(seqs_to_aln->sq[i]); continue; }
+ i++;
+ if(i == seqs_to_aln->nalloc) GrowSeqsToAln(seqs_to_aln, 100, i_am_mpi_master);
+ if(! do_read_all && (i - nseq_orig) == nseq) keep_reading = FALSE;
+ seqs_to_aln->sq[i] = esl_sq_CreateDigital(abc);
+ if(seqs_to_aln->sq[i] == NULL) cm_Fail("Memory allocation error.");
+ }
+ /* destroy the last sequence that was alloc'ed but not filled */
+ esl_sq_Destroy(seqs_to_aln->sq[i]);
+ if (( do_read_all && status != eslEOF) ||
+ (! do_read_all && (status != eslEOF && status != eslOK)))
+ cm_Fail("Parse failed, line %d, file %s:\n%s",
+ seqfp->linenumber, seqfp->filename, seqfp->errbuf);
+
+ seqs_to_aln->nseq = i;
+ return status;
+
+}
+
+/* Function: CMEmitSeqsToAln()
+ * Date: EPN, Tue Sep 4 13:22:11 2007
+ *
+ * Purpose: Create a seqs_to_aln object by generating sequences
+ * from a CM.
+ *
+ * Note: Sequences are allocated slightly different if the MPI master
+ * calls this function, to allow us to store them after receiving
+ * them back from workers in any order.
+ *
+ * Args: r - source of randomness
+ * cm - CM to emit from
+ * ncm - number for CM (only for naming seqs if cm->name == NULL)
+ * nseq - number of seqs to emit
+ * padW - pad W-L residues on either side of the sequence to simulate
+ * what happens when a hit survives a filter
+ * pdist - probability distribution to use for to padW, can be NULL if padW == FALSE
+ * i_am_mpi_master - TRUE if called from MPI master (see Note)
+ *
+ * Returns: Ptr to a newly allocated seqs_to_aln object with nseq sequences to align.
+ * Dies immediately on failure with informative error message.
+ */
+seqs_to_aln_t *CMEmitSeqsToAln(ESL_RANDOMNESS *r, CM_t *cm, int ncm, int nseq, int padW, double *pdist, int i_am_mpi_master)
+{
+ int status;
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ char *name = NULL;
+ int namelen;
+ int L;
+ int i;
+ char errbuf[cmERRBUFSIZE];
+ int padL;
+ int half_padL;
+ int n, np;
+ ESL_DSQ *randdsq = NULL;
+ ESL_DSQ *newdsq = NULL;
+
+ if(padW == TRUE && pdist == NULL) cm_Fail("CMEmitSeqsToAln(), padW is TRUE, but pdist is NULL, shouldn't happen\n");
+
+ seqs_to_aln = CreateSeqsToAln(nseq, i_am_mpi_master);
+
+ namelen = IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+ if(cm->name != NULL) namelen += strlen(cm->name) + 1;
+ ESL_ALLOC(name, sizeof(char) * namelen);
+
+ for(i = 0; i < nseq; i++)
+ {
+ if(cm->name != NULL) sprintf(name, "%s-%d", cm->name, i+1);
+ else sprintf(name, "%d-%d", ncm, i+1);
+ if((status = EmitParsetree(cm, errbuf, r, name, TRUE, NULL, &(seqs_to_aln->sq[i]), &L)) != eslOK) cm_Fail(errbuf);
+ while(L == 0 || L > cm->W) { /* if L > cm->W we skip the seq and sample again, this is a hack, but avoids downstream problems with requiring huge HMM banded matrices b/c we went EL emission crazy in one seq */
+ esl_sq_Destroy(seqs_to_aln->sq[i]);
+ if((status = EmitParsetree(cm, errbuf, r, name, TRUE, NULL, &(seqs_to_aln->sq[i]), &L)) != eslOK) cm_Fail(errbuf);
+ }
+ if(padW) { /* pad the sequence equally on both sides, so that the full length of the entire sequence is (2*cm->W)-L */
+ padL = (cm->W - L) * 2;
+ half_padL = padL / 2;
+ if(padL > 0) {
+ ESL_ALLOC(randdsq, sizeof(ESL_DSQ)* (padL+2));
+ ESL_ALLOC(newdsq, sizeof(ESL_DSQ)* (L+padL+2));
+ if (esl_rsq_xIID(r, pdist, cm->abc->K, padL, randdsq) != eslOK) cm_Fail("CMEmitSeqsToAln(): failure creating random sequence.");
+ for(n = 0; n <= half_padL; n++) {
+ np = n;
+ newdsq[np] = randdsq[n];
+ }
+ for(n = 1; n <= L; n++) {
+ np = half_padL + n;
+ newdsq[np] = seqs_to_aln->sq[i]->dsq[n];
+ }
+ for(n = half_padL+1; n <= (padL+1); n++) {
+ np = L + n;
+ newdsq[np] = randdsq[n];
+ }
+ free(seqs_to_aln->sq[i]->dsq);
+ seqs_to_aln->sq[i]->dsq = newdsq;
+ seqs_to_aln->sq[i]->n = L+padL;
+ free(randdsq);
+ }
+ }
+ }
+ seqs_to_aln->nseq = nseq;
+
+ free(name);
+ return seqs_to_aln;
+
+
+ ERROR:
+ cm_Fail("memory allocation error");
+ return NULL;
+}
+
+/* Function: RandomEmitSeqsToAln()
+ * Date: EPN, Tue Sep 4 13:42:16 2007
+ *
+ * Purpose: Create a seqs_to_aln object by generating sequences
+ * randomly from a background distro.
+ *
+ * Note: Sequences are allocated slightly different if the MPI master
+ * calls this function, to allow us to store them after receiving
+ * them back from workers in any order.
+ *
+ * Args: r - source of randomness
+ * abc - alphabet
+ * pdist - probability distribution to use for emitting
+ * extranum - use this as first part of sequence name (could be ncm)
+ * nseq - number of seqs to emit
+ * L_distro - length distribution (0..Lmax) to draw L (lengths of random seqs) from
+ * Lmax - maximum length in L_distro
+ * i_am_mpi_master - TRUE if called from MPI master (see Note)
+ *
+ * Returns: Ptr to a newly allocated seqs_to_aln object with nseq sequences to align.
+ * Dies immediately on failure with informative error message.
+ */
+seqs_to_aln_t *RandomEmitSeqsToAln(ESL_RANDOMNESS *r, const ESL_ALPHABET *abc, double *pdist, int extranum, int nseq, double *L_distro, int Lmax, int i_am_mpi_master)
+{
+ int status;
+ seqs_to_aln_t *seqs_to_aln = NULL;
+ char *name = NULL;
+ int namelen;
+ int i;
+ int L;
+
+ ESL_DSQ *randdsq = NULL;
+
+ seqs_to_aln = CreateSeqsToAln(nseq, i_am_mpi_master);
+
+ namelen = IntMaxDigits() + 1; /* IntMaxDigits() returns number of digits in INT_MAX */
+ namelen *= 2; /* we'll use two ints in the name below */
+ namelen += 2; /* for the two '-'s */
+ namelen += 7; /* for the two 'randseq's */
+ ESL_ALLOC(name, sizeof(char) * namelen);
+
+ for(i = 0; i < nseq; i++)
+ {
+ sprintf(name, "randseq-%d-%d", extranum, i+1);
+ L = esl_rnd_DChoose(r, L_distro, Lmax+1);
+ ESL_ALLOC(randdsq, sizeof(ESL_DSQ)* (L+2));
+ if (esl_rsq_xIID(r, pdist, abc->K, L, randdsq) != eslOK) cm_Fail("RandomEmitSeqsToAln(): failure creating random sequence.");
+ if((seqs_to_aln->sq[i] = esl_sq_CreateDigitalFrom(abc, name, randdsq, L, NULL, NULL, NULL)) == NULL)
+ cm_Fail("RandomEmitSeqsToAln() error.");
+ free(randdsq);
+ }
+ seqs_to_aln->nseq = nseq;
+
+ free(name);
+ return seqs_to_aln;
+
+ ERROR:
+ cm_Fail("memory allocation error");
+ return NULL;
+}
+
diff --git a/src/stats.c b/src/stats.c
new file mode 100644
index 0000000..abc9f4c
--- /dev/null
+++ b/src/stats.c
@@ -0,0 +1,792 @@
+/*
+ * EPN, Wed Nov 22 12:00:20 2006
+ * Ported from RSEARCH-1.1
+ *
+ * stats.c
+ *
+ * Routines for calculating statistics in Infernal.
+ *
+ * Robert J. Klein
+ * Separate file started May 17, 2002
+ */
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <float.h>
+#include <ctype.h>
+#include <string.h>
+
+
+#include "easel.h"
+#include "esl_exponential.h"
+#include "esl_histogram.h"
+#include "esl_random.h"
+#include "esl_sq.h"
+#include "esl_sqio.h"
+#include "esl_vectorops.h"
+
+#include "cm_dispatch.h"
+#include "funcs.h" /* external functions */
+#include "structs.h" /* data structures, macros, #define's */
+
+/* Function: AllocCMStats()
+ * Date: EPN, Wed May 2 14:10:25 2007
+ *
+ * Purpose: Allocate a CMStats_t data structure given
+ * the number of partitions and relevant info needed
+ * for creating the HMMFilter_t objects.
+ *
+ * Args: np - number of partitions
+ */
+CMStats_t *
+AllocCMStats(int np)
+{
+ int status;
+ CMStats_t *cmstats;
+ int i, p;
+
+ ESL_ALLOC(cmstats, sizeof(struct cmstats_s));
+
+ cmstats->np = np;
+ ESL_ALLOC(cmstats->ps, sizeof(int) * cmstats->np);
+ ESL_ALLOC(cmstats->pe, sizeof(int) * cmstats->np);
+ ESL_ALLOC(cmstats->expAA, sizeof(ExpInfo_t **) * EXP_NMODES);
+ ESL_ALLOC(cmstats->hfiA, sizeof(HMMFilterInfo_t *) * FTHR_NMODES);
+ for(i = 0; i < EXP_NMODES; i++) {
+ ESL_ALLOC(cmstats->expAA[i], sizeof(ExpInfo_t *) * cmstats->np);
+ for(p = 0; p < cmstats->np; p++) {
+ cmstats->expAA[i][p] = CreateExpInfo();
+ if(cmstats->expAA[i][p] == NULL) goto ERROR; /* memory error */
+ }
+ }
+ for(i = 0; i < FTHR_NMODES; i++) {
+ cmstats->hfiA[i] = CreateHMMFilterInfo();
+ if(cmstats->hfiA[i] == NULL) goto ERROR; /* memory error */
+ }
+ return cmstats;
+
+ ERROR:
+ cm_Fail("AllocCMStats() memory allocation error.");
+ return NULL; /* never reached */
+}
+
+/* Function: FreeCMStats()
+ * Returns: (void)
+ */
+void
+FreeCMStats(CMStats_t *cmstats)
+{
+ int i, p;
+ for(i = 0; i < EXP_NMODES; i++)
+ {
+ for(p = 0; p < cmstats->np; p++)
+ if(cmstats->expAA[i][p] != NULL) free(cmstats->expAA[i][p]);
+ free(cmstats->expAA[i]);
+ }
+ free(cmstats->expAA);
+ for(i = 0; i < FTHR_NMODES; i++)
+ FreeHMMFilterInfo(cmstats->hfiA[i]);
+ free(cmstats->hfiA);
+ free(cmstats->ps);
+ free(cmstats->pe);
+ free(cmstats);
+}
+
+
+/* Function: debug_print_cmstats
+ */
+int debug_print_cmstats(CM_t *cm, char *errbuf, CMStats_t *cmstats, int has_fthr)
+{
+ int status;
+ int p;
+ char *namedashes;
+ int ni;
+ int namewidth = strlen(cm->name);
+ ESL_ALLOC(namedashes, sizeof(char) * namewidth+1);
+ namedashes[namewidth] = '\0';
+ for(ni = 0; ni < namewidth; ni++) namedashes[ni] = '-';
+
+ printf("Num partitions: %d\n", cmstats->np);
+ for (p = 0; p < cmstats->np; p++)
+ {
+ printf("Partition %d: start: %d end: %d\n", p, cmstats->ps[p], cmstats->pe[p]);
+ printf("cm_lc exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CM_LC][p]);
+ printf("cm_gc exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CM_GC][p]);
+ printf("cm_li exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CM_LI][p]);
+ printf("cm_gi exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CM_GI][p]);
+ printf("cp9_lv exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CP9_LV][p]);
+ printf("cp9_gv exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CP9_GV][p]);
+ printf("cp9_lf exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CP9_LF][p]);
+ printf("cp9_gf exp tail:\t");
+ debug_print_expinfo(cmstats->expAA[EXP_CP9_GF][p]);
+ printf("\n\n");
+ }
+
+ if(has_fthr)
+ {
+ printf("Filter CM_LC info:\n");
+ if((status = DumpHMMFilterInfo(stdout, cmstats->hfiA[FTHR_CM_LC], errbuf, cm, EXP_CM_LC, EXP_CP9_LF, cmstats->hfiA[FTHR_CM_LC]->dbsize, 1, namewidth, namedashes)) != eslOK) return status;
+ printf("Filter CM_LI info:\n");
+ if((status = DumpHMMFilterInfo(stdout, cmstats->hfiA[FTHR_CM_LI], errbuf, cm, EXP_CM_LI, EXP_CP9_LF, cmstats->hfiA[FTHR_CM_LI]->dbsize, 1, namewidth, namedashes)) != eslOK) return status;
+ printf("Filter CM_GC info:\n");
+ if((status = DumpHMMFilterInfo(stdout, cmstats->hfiA[FTHR_CM_GC], errbuf, cm, EXP_CM_GC, EXP_CP9_GF, cmstats->hfiA[FTHR_CM_GC]->dbsize, 1, namewidth, namedashes)) != eslOK) return status;
+ printf("Filter CM_GI info:\n");
+ if((status = DumpHMMFilterInfo(stdout, cmstats->hfiA[FTHR_CM_GI], errbuf, cm, EXP_CM_GI, EXP_CP9_GF, cmstats->hfiA[FTHR_CM_GI]->dbsize, 1, namewidth, namedashes)) != eslOK) return status;
+ printf("\n\n");
+ }
+ free(namedashes);
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "Memory allocation error in debug_print_cmstats().");
+ return status; /* NEVERREACHED */
+}
+
+/* Function: debug_print_expinfo
+ */
+int debug_print_expinfo(ExpInfo_t *exp)
+{
+ if(exp->is_valid) printf("cur_eff_dbsize: %ld lambda: %f mu_extrap: %f mu_orig: %f dbsize: %ld nrandhits: %d tailp: %f (valid)\n", exp->cur_eff_dbsize, exp->lambda, exp->mu_extrap, exp->mu_orig, exp->dbsize, exp->nrandhits, exp->tailp);
+ else printf("invalid (not yet set)\n");
+ fflush(stdout);
+ return eslOK;
+}
+
+/* Function: get_gc_comp
+ * Date: EPN, Tue Aug 7 08:51:06 2007
+ * Purpose: Given a sequence and start and stop coordinates, returns
+ * integerized GC composition of the region. This Easelfied
+ * version replaces RSEARCH's version.
+ */
+int get_gc_comp(const ESL_ALPHABET *abc, ESL_DSQ *dsq, int start, int stop)
+{
+ int status;
+ int i;
+ float *ct = NULL;
+ float gc;
+
+ /* contract check */
+ if(abc == NULL) cm_Fail("get_gc_comp alphabet is NULL.");
+ if(dsq == NULL) cm_Fail("get_gc_comp dsq is NULL.");
+ if(abc->type != eslRNA && abc->type != eslDNA) cm_Fail("get_gc_comp expects alphabet of RNA or DNA");
+
+ if (start > stop) {
+ i = start;
+ start = stop;
+ stop = i;
+ }
+ ESL_ALLOC(ct, sizeof(float) * abc->K);
+ esl_vec_FSet(ct, abc->K, 0.);
+ for (i = start; i <= stop; i++)
+ {
+ if(esl_abc_XIsGap(abc, dsq[i])) cm_Fail("in get_gc_comp, res %d is a gap!\n", i);
+ esl_abc_FCount(abc, ct, dsq[i], 1.);
+ }
+ gc = ct[abc->inmap[(int) 'G']] + ct[abc->inmap[(int) 'C']];
+ gc /= ((float) (stop-start+1));
+ gc *= 100.;
+ free(ct);
+ return (int) (gc + 0.5);
+
+ ERROR:
+ cm_Fail("Memory allocation error.");
+ return 0; /* never reached */
+}
+
+
+/* Function: get_alphabet_comp
+ * Date: EPN, Wed May 7 18:39:28 2008
+ * Purpose: Given a sequence and start and stop coordinates, allocate and fill
+ * a abc->K sized vector with frequency of each residue.
+ */
+int get_alphabet_comp(const ESL_ALPHABET *abc, ESL_DSQ *dsq, int start, int stop, float **ret_freq)
+{
+ int status;
+ int i;
+ float *freq;
+
+ ESL_ALLOC(freq, sizeof(float) * abc->K);
+ esl_vec_FSet(freq, abc->K, 0.0);
+
+ /* contract check */
+ if(abc == NULL) cm_Fail("get_alphabet_comp alphabet is NULL.");
+ if(dsq == NULL) cm_Fail("get_alphabet_comp dsq is NULL.");
+ if(abc->type != eslRNA && abc->type != eslDNA) cm_Fail("get_alphabet_comp expects alphabet of RNA or DNA");
+ if(ret_freq == NULL) cm_Fail("get_alphabet_comp ret_freq is NULL.");
+
+ if (start > stop) {
+ i = start;
+ start = stop;
+ stop = i;
+ }
+ for (i = start; i <= stop; i++)
+ {
+ if(esl_abc_XIsGap(abc, dsq[i])) cm_Fail("in get_alphabet_comp, res %d is a gap!\n", i);
+ esl_abc_FCount(abc, freq, dsq[i], 1.);
+ }
+ esl_vec_FNorm(freq, abc->K);
+ *ret_freq = freq;
+ return eslOK;
+
+ ERROR:
+ cm_Fail("get_alphabet_comp() memory allocation error.");
+ return 0; /* never reached */
+}
+
+/* Function: GetDBSize()
+ *
+ * Date: EPN, Wed Apr 2 16:33:19 2008
+ *
+ * Purpose: Given a sequence file name, determine the total size of the
+ * seqs in the file.
+ *
+ * Args: sqfp - open sequence file
+ * ret_N - RETURN: total length (residues) or all seqs in seqfile
+ *
+ * Returns: eslOK on success, other status on failure, errbuf filled with error message.
+ */
+int GetDBSize (ESL_SQFILE *sqfp, char *errbuf, long *ret_N, int *ret_nseq, int *ret_namewidth)
+{
+ int status;
+ ESL_SQ *sq;
+ long N = 0;
+ int namewidth = 11; /* length of "target name" */
+ int nseq = 0;
+
+ sq = esl_sq_Create();
+ while ((status = esl_sqio_ReadInfo(sqfp, sq)) == eslOK) {
+ nseq++;
+ N += sq->L;
+ namewidth = ESL_MAX(namewidth, strlen(sq->name));
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF)
+ ESL_FAIL(status, errbuf, "Parse failed, line %" PRId64 ", file %s:\n%s",
+ sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ esl_sq_Destroy(sq);
+ esl_sqfile_Position(sqfp, (off_t) 0);
+
+ if(ret_N != NULL) *ret_N = N;
+ if(ret_nseq != NULL) *ret_nseq = nseq;
+ if(ret_namewidth != NULL) *ret_namewidth = namewidth;
+ return eslOK;
+}
+
+
+/* Function: GetDBInfo()
+ *
+ * Date: Easelification: EPN, Thu Dec 7 06:07:58 2006
+ * (initial - RSEARCH::get_dbinfo()) RJK, Thu Apr 11, 2002 [St. Louis]
+ *
+ * Purpose: Given a sequence file name, determine the total size of the
+ * seqs in the file (DB) and GC content information.
+ *
+ * Args: abc - alphabet for sq file
+ * sqfp - open sequence file
+ * errbuf - for error messages
+ * ret_N - RETURN: total length (residues) or all seqs in seqfile
+ * ret_nseq - RETURN: number of seqs in seqfile
+ * ret_gc_ct - RETURN: gc_ct[x] observed 100-nt segments with GC% of x [0..100]
+ *
+ * Returns: eslOK on success, other status on failure, errbuf filled with error message.
+ */
+int GetDBInfo (const ESL_ALPHABET *abc, ESL_SQFILE *sqfp, char *errbuf, long *ret_N, int *ret_nseq, double **ret_gc_ct)
+{
+ int status;
+ ESL_SQ *sq;
+ int i, j, jp;
+ long N = 0;
+ double *gc_ct;
+ int gc;
+ int nseq = 0;
+ int all_ambig_flag; /* used to check if curr DB chunk is all ambiguous characters
+ * usually Ns, if it is, we don't count it towards the GC content info */
+ if (abc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "GetDBInfo(), abc is NULL\n");
+ if (ret_gc_ct == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "GetDBInfo(), ret_gc_ct is NULL\n");
+
+ ESL_ALLOC(gc_ct, sizeof(double) * GC_SEGMENTS);
+ for (i=0; i<GC_SEGMENTS; i++) gc_ct[i] = 0.;
+
+ sq = esl_sq_CreateDigital(abc);
+ esl_sqfile_SetDigital(sqfp, abc);
+
+ while ((status = esl_sqio_Read(sqfp, sq)) == eslOK) {
+ nseq++;
+ N += sq->n;
+ /*printf("new N: %d\n", N);*/
+ for(i = 1; i <= sq->n; i += 100) {
+ j = (i+99 <= sq->n) ? i+99 : sq->n;
+ gc = get_gc_comp(abc, sq->dsq, i, j);
+ all_ambig_flag = TRUE;
+ for(jp = 0; jp < 100 && (jp+i) < sq->n; jp++) {
+ if(sq->dsq[i+jp] < abc->K) {
+ all_ambig_flag = FALSE;
+ break;
+ }
+ }
+ /*printf("N: %d i: %d gc: %d\n", N, i, gc);*/
+ /* don't count GC content of chunks < 20 nt, very hacky;
+ * don't count GC content of chunks that are all N, this
+ * will be common in RepeatMasked genomes where poly-Ns could
+ * skew the base composition stats of the genome */
+ if(j > 20 && !all_ambig_flag)
+ {
+ /*printf("j: %d i: %d adding 1 to gc_ct[%d]\n", j, i, ((int) gc));*/
+ gc_ct[(int) gc] += 1.;
+ }
+ }
+ esl_sq_Reuse(sq);
+ }
+ if (status != eslEOF)
+ ESL_FAIL(status, errbuf, "Parse failed, line %" PRId64 ", file %s:\n%s",
+ sqfp->linenumber, sqfp->filename, sqfp->errbuf);
+ esl_sq_Destroy(sq);
+ esl_sqfile_Position(sqfp, (off_t) 0);
+
+ if(ret_N != NULL) *ret_N = N;
+ if(ret_nseq != NULL) *ret_nseq = nseq;
+ *ret_gc_ct = gc_ct;
+
+ return eslOK;
+
+ ERROR:
+ ESL_FAIL(status, errbuf, "GetDBInfo(): memory allocation error.");
+}
+
+/* Function: E2MinScore()
+ * Date: EPN, Tue Dec 11 15:40:25 2007
+ * (morphed from RSEARCH: RJK, Mon April 15 2002 [St. Louis])
+ *
+ * Purpose: Given an E-value <E> and a CM with valid exp tail stats
+ * determine the minimal bit score that will give an E-value
+ * of <E> across all partitions. This will be a safe bit score
+ * cutoff to use when returning hits in DispatchSearch().
+ * Because no score less than this will have an E-value
+ * less than E.
+ *
+ * Returns: eslOK on success, <ret_sc> filled with bit score
+ * error code on failure, errbuf filled with message
+ */
+int E2MinScore (CM_t *cm, char *errbuf, int exp_mode, float E, float *ret_sc)
+{
+ int status;
+ float low_sc, sc;
+ int p;
+
+ /* contract checks */
+ if(!(cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "E2MinScore, CM's CMH_EXPTAIL_STATS flag is down.");
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "E2MinScore, ret_sc is NULL");
+
+ if((status = E2ScoreGivenExpInfo(cm->stats->expAA[exp_mode][0], errbuf, E, &low_sc)) != eslOK) return status;
+ for(p = 1; p < cm->stats->np; p++) {
+ if((status = E2ScoreGivenExpInfo(cm->stats->expAA[exp_mode][p], errbuf, E, &sc)) != eslOK) return status;
+ low_sc = ESL_MIN(low_sc, sc);
+ }
+ *ret_sc = low_sc;
+ return eslOK;
+}
+
+/* Function: E2ScoreGivenExpInfo()
+ * Date: EPN, Thu Apr 3 15:57:34 2008
+ *
+ * Purpose: Given an E-value <E> and a exp tail stat structure
+ * determine the bit score that will give an E-value
+ * of <E>.
+ *
+ * Returns: eslOK on success, <ret_sc> filled with bit score
+ * error code on failure, errbuf filled with message
+ */
+int E2ScoreGivenExpInfo(ExpInfo_t *exp, char *errbuf, float E, float *ret_sc)
+{
+ float sc;
+ /* contract checks */
+ if(ret_sc == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "E2ScoreGivenExpInfo, ret_sc is NULL");
+ sc = exp->mu_extrap + ((log(E/exp->cur_eff_dbsize)) / (-1 * exp->lambda));
+ *ret_sc = sc;
+ return eslOK;
+}
+
+
+/* Function: Score2MaxE()
+ * Date: EPN, Wed Jan 16 14:25:44 2008
+ *
+ * Purpose: Given a bit score <sc> and a CM with valid exp tail stats
+ * determine the maximal E-value that will be assigned to
+ * bit score of <sc> across all partitions.
+ * This will be a 'safe' E-value cutoff to use
+ * to always return hits with bit score of <sc> or greater.
+ * because no E-value higher than this will be assigned to
+ * a bit score greater than <sc>.
+ *
+ * Returns: eslOK on success, <ret_E> filled with E value
+ * error code on failure, errbuf filled with message
+ */
+int Score2MaxE (CM_t *cm, char *errbuf, int exp_mode, float sc, float *ret_E)
+{
+ float high_E, E;
+ int p;
+
+ /* contract checks */
+ if(!(cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "Score2E(), CM's CMH_EXPTAIL_STATS flag is down.");
+ if(ret_E == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "Score2E(), ret_E is NULL");
+
+ high_E = Score2E(sc, cm->stats->expAA[exp_mode][0]->mu_extrap, cm->stats->expAA[exp_mode][0]->lambda, cm->stats->expAA[exp_mode][0]->cur_eff_dbsize);
+
+ if(! cm->stats->expAA[exp_mode][0]->is_valid) ESL_FAIL(eslEINCOMPAT, errbuf, "Score2E(), CM's exp tail stats for mode: %d partition: %d are invalid.", exp_mode, p);
+ for(p = 1; p < cm->stats->np; p++) {
+ if(! cm->stats->expAA[exp_mode][p]->is_valid) ESL_FAIL(eslEINCOMPAT, errbuf, "Score2E(), CM's exp tail stats for mode: %d partition: %d are invalid.", exp_mode, p);
+ E = Score2E(sc, cm->stats->expAA[exp_mode][p]->mu_extrap, cm->stats->expAA[exp_mode][p]->lambda, cm->stats->expAA[exp_mode][p]->cur_eff_dbsize);
+ high_E = ESL_MAX(high_E, E);
+ }
+ *ret_E = high_E;
+ return eslOK;
+}
+
+
+/* Function: Score2E()
+ * Date: EPN, Fri Feb 15 12:40:21 2008
+ *
+ * Purpose: Given a bit score <x>, a mu and lambda that describe
+ * an exponential tail distribution, and an effective
+ * database size, return the E-value of <sc>.
+ *
+ * Returns: E value of <x>
+ */
+double Score2E (float x, double mu, double lambda, long eff_dbsize)
+{
+ return esl_exp_surv(x, mu, lambda) * (double) eff_dbsize;
+}
+
+/* Function: CM2ExpMode
+ * Date: EPN, Mon May 7 17:43:28 2007
+ * Purpose: Return the exp_mode for the CM and HMM
+ * given the flags and search options in the
+ * CM data structure.
+ */
+int CM2ExpMode(CM_t *cm, int search_opts, int *ret_cm_exp_mode, int *ret_cp9_exp_mode)
+{
+ int cm_exp_mode;
+ int cp9_exp_mode;
+
+ /* check contract */
+ if(!(cm->flags & CMH_CP9) || cm->cp9 == NULL) cm_Fail("ERROR no CP9 in CM2ExpMode()\n");
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ if(search_opts & CM_SEARCH_INSIDE) cm_exp_mode = EXP_CM_LI;
+ else cm_exp_mode = EXP_CM_LC;
+ }
+ else {
+ if(search_opts & CM_SEARCH_INSIDE) cm_exp_mode = EXP_CM_GI;
+ else cm_exp_mode = EXP_CM_GC;
+ }
+
+ if(cm->cp9->flags & CPLAN9_LOCAL_BEGIN) {
+ if(search_opts & CM_SEARCH_HMMFORWARD) cp9_exp_mode = EXP_CP9_LF;
+ else cp9_exp_mode = EXP_CP9_LV;
+ }
+ else {
+ if(search_opts & CM_SEARCH_HMMFORWARD) cp9_exp_mode = EXP_CP9_GF;
+ else cp9_exp_mode = EXP_CP9_GV;
+ }
+
+ if(ret_cm_exp_mode != NULL) *ret_cm_exp_mode = cm_exp_mode;
+ if(ret_cp9_exp_mode != NULL) *ret_cp9_exp_mode = cp9_exp_mode;
+ return eslOK;
+}
+
+
+/*
+ * Function: CM2FthrMode
+ * Date: EPN, Tue Dec 11 13:16:35 2007
+ * Purpose: Return the filter threshold mode for the CM
+ * given CM's flags and a passed in search options
+ * int.
+ *
+ * Returns: eslOK on success, eslEINCOMPAT if search_opts indicate
+ * we're doing HMM search, errbuf is filled with error message.
+ */
+int CM2FthrMode(CM_t *cm, char *errbuf, int search_opts, int *ret_fthr_mode)
+{
+ int fthr_mode;
+
+ /* check contract */
+ if(search_opts & CM_SEARCH_HMMVITERBI) ESL_FAIL(eslEINCOMPAT, errbuf, "CM2FThrMode(), search_opts CM_SEARCH_HMMVITERBI flag raised.\n");
+ if(search_opts & CM_SEARCH_HMMFORWARD) ESL_FAIL(eslEINCOMPAT, errbuf, "CM2FThrMode(), search_opts CM_SEARCH_HMMFORWARD flag raised.\n");
+ if(ret_fthr_mode == NULL) ESL_FAIL(eslEINCOMPAT, errbuf, "CM2FThrMode(), ret_fthr_mode is NULL.");
+
+ if(cm->flags & CMH_LOCAL_BEGIN) {
+ if(search_opts & CM_SEARCH_INSIDE) fthr_mode = FTHR_CM_LI;
+ else fthr_mode = FTHR_CM_LC;
+ }
+ else {
+ if(search_opts & CM_SEARCH_INSIDE) fthr_mode = FTHR_CM_GI;
+ else fthr_mode = FTHR_CM_GC;
+ }
+ if(ret_fthr_mode != NULL) *ret_fthr_mode = fthr_mode;
+ return eslOK;
+}
+
+/* Function: ExpModeIsLocal()
+ * Date: EPN, Mon Dec 10 09:07:59 2007
+ * Purpose: Given a exp tail mode, return TRUE if it corresponds to
+ * a local model configuration.
+ *
+ * Args: exp_mode - the mode 0..EXP_NMODES-1
+ */
+int
+ExpModeIsLocal(int exp_mode)
+{
+ ESL_DASSERT1((exp_mode >= 0 && exp_mode < EXP_NMODES));
+
+ switch (exp_mode) {
+ case EXP_CM_LC:
+ case EXP_CM_LI:
+ case EXP_CP9_LV:
+ case EXP_CP9_LF:
+ return TRUE;
+ break;
+ case EXP_CM_GC:
+ case EXP_CM_GI:
+ case EXP_CP9_GV:
+ case EXP_CP9_GF:
+ return FALSE;
+ break;
+ default:
+ cm_Fail("ExpModeIsLocal(): bogus exp_mode: %d\n", exp_mode);
+ }
+ return FALSE; /* never reached */
+}
+
+
+/* Function: ExpModeIsForCM()
+ * Date: EPN, Mon Dec 10 09:11:55 2007
+ * Purpose: Given a exp tail mode, return TRUE if it corresponds to
+ * a CM (not a CP9 HMM).
+ *
+ * Args: exp_mode - the mode 0..EXP_NMODES-1
+ */
+int
+ExpModeIsForCM(int exp_mode)
+{
+ ESL_DASSERT1((exp_mode >= 0 && exp_mode < EXP_NMODES));
+
+ switch (exp_mode) {
+ case EXP_CM_LC:
+ case EXP_CM_LI:
+ case EXP_CM_GC:
+ case EXP_CM_GI:
+ return TRUE;
+ break;
+ case EXP_CP9_LV:
+ case EXP_CP9_LF:
+ case EXP_CP9_GV:
+ case EXP_CP9_GF:
+ return FALSE;
+ break;
+ default:
+ cm_Fail("ExpModeIsForCM(): bogus exp_mode: %d\n", exp_mode);
+ }
+ return FALSE; /* never reached */
+}
+
+/* Function: ExpModeToFthrMode()
+ * Date: EPN, Mon Dec 10 09:31:48 2007
+ * Purpose: Given a exp tail mode, return it's corresponding
+ * filter threshold mode, or -1 if there is none
+ *
+ * Args: exp_mode - the mode 0..EXP_NMODES-1
+ */
+int
+ExpModeToFthrMode(int exp_mode)
+{
+ ESL_DASSERT1((exp_mode >= 0 && exp_mode < EXP_NMODES));
+
+ switch (exp_mode) {
+ case EXP_CM_GC:
+ return FTHR_CM_GC;
+ break;
+ case EXP_CM_GI:
+ return FTHR_CM_GI;
+ break;
+ case EXP_CM_LC:
+ return FTHR_CM_LC;
+ break;
+ case EXP_CM_LI:
+ return FTHR_CM_LI;
+ break;
+ case EXP_CP9_LV:
+ case EXP_CP9_LF:
+ case EXP_CP9_GV:
+ case EXP_CP9_GF:
+ return -1;
+ break;
+ default:
+ cm_Fail("ExpModeToFthrMode(): bogus exp_mode: %d\n", exp_mode);
+ }
+ return FALSE; /* never reached */
+}
+
+/* Function: CreateExpInfo()
+ * Date: EPN, Tue Dec 11 05:25:06 2007
+ *
+ * Purpose: Allocate and minimally initialize a exp tail info object.
+ *
+ * Returns: Newly allocated ExpInfo_t object on success, NULL if some error occurs
+ */
+ExpInfo_t *
+CreateExpInfo()
+{
+ int status;
+
+ ExpInfo_t *exp = NULL;
+ ESL_ALLOC(exp, sizeof(ExpInfo_t));
+
+ exp->cur_eff_dbsize = 0;
+ exp->lambda = 0.;
+ exp->mu_extrap = 0.;
+ exp->mu_orig = 0.;
+ exp->dbsize = 0;
+ exp->nrandhits = 0;
+ exp->tailp = 0.;
+
+ exp->is_valid = FALSE;
+ return exp;
+
+ ERROR:
+ return NULL; /* reached if memory error */
+}
+
+
+/* Function: SetExpInfo()
+ * Date: EPN, Wed Dec 12 13:43:36 2007
+ *
+ * Purpose: Set parameters of a exp tail info object and raise it's is_valid 'flag'.
+ *
+ * Returns: void
+ */
+void
+SetExpInfo(ExpInfo_t *exp, double lambda, double mu_orig, long dbsize, int nrandhits, double tailp)
+{
+ exp->lambda = lambda;
+ exp->mu_orig = mu_orig;
+ exp->dbsize = dbsize;
+ exp->nrandhits = nrandhits;
+ exp->tailp = tailp;
+
+ exp->mu_extrap = exp->mu_orig - log(1./exp->tailp) / exp->lambda;
+
+ /* initialize exp->cur_eff_dbsize as effective database size as exp->nrandhits, this is
+ * effective database size if we searched a database of size <exp->dbsize>, which we
+ * just calibrated for. we'll update this in cmsearch for the target database size. */
+ exp->cur_eff_dbsize = (long) exp->nrandhits;
+
+ exp->is_valid = TRUE; /* we can now write Exp Info to a cm file */
+ return;
+}
+
+/* Function: DuplicateExpInfo()
+ * Date: EPN, Tue Dec 11 05:28:13 2007
+ *
+ * Purpose: Duplicate a exp tail info object.
+ *
+ * Returns: Newly allocated ExpInfo_t object on success, NULL if some error occurs
+ */
+ExpInfo_t *
+DuplicateExpInfo(ExpInfo_t *src)
+{
+ int status;
+
+ ExpInfo_t *dest = NULL;
+ ESL_ALLOC(dest, sizeof(ExpInfo_t));
+
+ dest->cur_eff_dbsize = src->cur_eff_dbsize;
+ dest->lambda = src->lambda;
+ dest->mu_orig = src->mu_orig;
+ dest->mu_extrap = src->mu_extrap;
+ dest->dbsize = src->dbsize;
+ dest->nrandhits = src->nrandhits;
+ dest->tailp = src->tailp;
+ dest->is_valid = src->is_valid;
+ return dest;
+
+ ERROR:
+ return NULL; /* reached if memory error */
+}
+
+
+/* Function: DescribeExpMode()
+ * Incept: EPN, Mon Jan 7 18:04:31 2008
+ *
+ * Purpose: Returns the Exp Tail mode in text.
+ * For example, <DescribeExpMode(EXP_CM_GC)>
+ * returns "glocal CM CYK".
+ */
+char *
+DescribeExpMode(int exp_mode)
+{
+ switch (exp_mode) {
+ case EXP_CP9_GV: return "hmm glc vit";
+ case EXP_CP9_GF: return "hmm glc fwd";
+ case EXP_CM_GC: return " cm glc cyk";
+ case EXP_CM_GI: return " cm glc ins";
+ case EXP_CP9_LV: return "hmm loc vit";
+ case EXP_CP9_LF: return "hmm loc fwd";
+ case EXP_CM_LC: return " cm loc cyk";
+ case EXP_CM_LI: return " cm loc ins";
+ default: return "?";
+ }
+}
+
+
+/* Function: DescribeFthrMode()
+ * Incept: EPN, Mon Jan 7 18:41:41 2008
+ *
+ * Purpose: Returns the Filter thresold mode in text.
+ * For example, <DescribeFThrMode(EXP_CM_GC)>
+ * returns "glocal CM CYK".
+ */
+char *
+DescribeFthrMode(int fthr_mode)
+{
+ switch (fthr_mode) {
+ case FTHR_CM_GC: return "glc cyk";
+ case FTHR_CM_GI: return "glc ins";
+ case FTHR_CM_LC: return "loc cyk";
+ case FTHR_CM_LI: return "loc ins";
+ default: return "?";
+ }
+}
+
+/* Function: UpdateExpsForDBSize()
+ * Date: EPN, Thu Jan 17 09:38:06 2008
+ *
+ * Purpose: Update the <cur_eff_dbsize> parameter of the
+ * ExpInfo_t objects in a CM's cm->stats object
+ * to reflect a database of size <dbsize>.
+ *
+ * Returns: eslOK on success, other Easel status code on contract
+ * violation with informative error message in errbuf.
+ */
+int
+UpdateExpsForDBSize(CM_t *cm, char *errbuf, long dbsize)
+{
+ int i, p;
+ /* contract checks */
+ if(! (cm->flags & CMH_EXPTAIL_STATS)) ESL_FAIL(eslEINCOMPAT, errbuf, "UpdateExpsForDBSize(), cm does not have Exp stats.");
+
+ for(i = 0; i < EXP_NMODES; i++) {
+ for(p = 0; p < cm->stats->np; p++) {
+ cm->stats->expAA[i][p]->cur_eff_dbsize = (long) ((((double) dbsize / (double) cm->stats->expAA[i][p]->dbsize) *
+ ((double) cm->stats->expAA[i][p]->nrandhits)) + 0.5);
+ }
+ }
+ return eslOK;
+}
diff --git a/src/stats.h b/src/stats.h
new file mode 100644
index 0000000..94908e2
--- /dev/null
+++ b/src/stats.h
@@ -0,0 +1,54 @@
+/*
+ * stats.h
+ *
+ * Header file for stats.c
+ */
+
+#ifndef _stats_h
+#define _stats_h
+#include "esl_config.h"
+#include "config.h"
+
+#include "esl_sqio.h"
+
+extern CMStats_t *AllocCMStats(int np);
+extern void FreeCMStats(CMStats_t *cmstats);
+extern int SetCMCutoff(CM_t *cm, int cm_cutoff_type, float cm_sc_cutoff, float cm_e_cutoff);
+extern int SetCP9Cutoff(CM_t *cm, int cp9_cutoff_type, float cp9_sc_cutoff, float cp9_e_cutoff,
+ float cm_e_cutoff);
+extern int PrintSearchInfo(FILE *fp, CM_t *cm, int cm_mode, int cp9_mode, long N);
+extern int debug_print_cmstats(CMStats_t *cmstats, int has_fthr);
+extern int debug_print_gumbelinfo(GumbelInfo_t *evd);
+extern int debug_print_filterthrinfo(CMStats_t *cmstats, CP9FilterThr_t *fthr);
+
+extern int get_gc_comp(ESL_SQ *sq, int start, int stop);
+extern void OLD_serial_make_histogram (int *gc_count, int *partitions, int num_partitions,
+ CM_t *cm, int num_samples,
+ int sample_length, int doing_cp9_stats,
+ int use_easel);
+
+
+#ifdef USE_MPI
+void parallel_make_histogram (int *gc_count, int *partitions, int num_partitions,
+ CM_t *cm, int num_samples, int sample_length,
+ int doing_cp9_stats,
+ int mpi_my_rank, int mpi_num_procs,
+ int mpi_master_rank);
+#endif
+
+extern void GetDBInfo(const ESL_ALPHABET *abc, ESL_SQFILE *sqfp, long *ret_N, double **ret_gc_ct);
+
+extern float e_to_score (float E, double *mu, double *lambda);
+
+extern double RJK_ExtremeValueE (float x, double mu, double lambda);
+
+extern char resolve_degenerate (ESL_RANDOMNESS *r, char c);
+
+extern float MinCMScCutoff (CM_t *cm);
+extern float MinCP9ScCutoff (CM_t *cm);
+extern int CM2Gumbel_mode(CM_t *cm, int *ret_cm_gum_mode, int *ret_cp9_gum_mode);
+extern int CopyFThrInfo(CP9FilterThr_t *src, CP9FilterThr_t *dest);
+extern int CopyCMStatsGumbel(CMStats_t *src, CMStats_t *dest);
+extern int CopyCMStats(CMStats_t *src, CMStats_t *dest);
+
+#endif
diff --git a/src/structs.h b/src/structs.h
new file mode 100644
index 0000000..c0b8480
--- /dev/null
+++ b/src/structs.h
@@ -0,0 +1,1423 @@
+#ifndef STRUCTSH_INCLUDED
+#define STRUCTSH_INCLUDED
+
+/* structs.h
+ * SRE, 28 Feb 2000 [Seattle]
+ * SVN $Id: structs.h 2617 2008-10-27 12:23:43Z nawrockie $
+ *
+ * Declarations of structures and global variables;
+ * definitions of constants; and macros.
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include "easel.h"
+#include "esl_sq.h"
+#include "esl_dirichlet.h"
+#include "esl_random.h"
+#include "esl_sqio.h"
+
+#define cmERRBUFSIZE 1024
+
+/* various default parameters for CMs and CP9 HMMs */
+#define DEFAULT_MIN_CP9_E_CUTOFF 1.0
+#define DEFAULT_BETA 0.0000001
+#define DEFAULT_TAU 0.0000001
+#define DEFAULT_PBEGIN 0.05 /* EPN 06.29.07 (formerly 0.5) */
+#define DEFAULT_PEND 0.05 /* EPN 06.29.07 (formerly 0.5) */
+#define DEFAULT_ETARGET 0.59 /* EPN 07.10.07 (formerly (v0.7->v0.8)= 2.-0.54 = 1.46 */
+#define DEFAULT_HS_MINLEN 7. /* minimum length for a candidate sub CM root for a hybrid scan */
+#define DEFAULT_HS_BETA 1E-15 /* beta for calc'ing average hit length for sub cm roots of a hybrid scan */
+
+/* max number of parititons for cmcalibrate */
+#define MAX_PARTITIONS 20
+
+/* database size for E-values in Mb for HMM filter thresholds */
+#define FTHR_DBSIZE 1000000
+
+/* number of possible integer GC contents, example 40 = 0.40 GC */
+#define GC_SEGMENTS 101
+
+#define BE_EFFICIENT 0 /* setting for do_full: small memory mode */
+#define BE_PARANOID 1 /* setting for do_full: keep whole matrix, perhaps for debugging */
+
+/* Constants for type of cutoff */
+#define SCORE_CUTOFF 0
+#define E_CUTOFF 1
+
+/* Alphabet information is declared here, and defined in globals.c.
+ */
+#define MAXABET 4
+#define CP9MAXABET 4 /* should be same as MAXABET */
+#define MAXDEGEN 17
+
+/* We're moderately paranoid about underflow and overflow errors, so
+ * we do some checking on the magnitude of the scores.
+ *
+ * IMPOSSIBLE, the "-infinity" value in a DP matrix must be > -FLT_MAX/3, so that
+ * we can add three of them together (alpha + tsc + esc) and not get an
+ * underflow error. ANSI guarantees us FLT_MAX >= 1e37.
+ *
+ * MAXSCOREVAL is the maximum value we allow in any alpha cell, tsc, or esc.
+ *
+ * IMPROBABLE must be > IMPOSSIBLE + 2* MAXSCOREVAL; such that adding
+ * any two valid score values (say, an alpha and a tsc) to IMPOSSIBLE
+ * gives us a number < IMPROBABLE, and we can reset it to IMPOSSIBLE.
+ *
+ * NOT_IMPOSSIBLE() exists because we can't compare floating point by
+ * equality.
+ *
+ * sreLOG2() exists because we want to work in bits, and we will need
+ * to take log(0).
+*/
+#define IMPOSSIBLE -1e36
+#define MAXSCOREVAL 1e35
+#define IMPROBABLE -5e35
+#define NOT_IMPOSSIBLE(x) ((x) > -9.999e35)
+#define sreLOG2(x) ((x) > 0 ? log(x) * 1.44269504 : IMPOSSIBLE)
+#define sreEXP2(x) (exp((x) * 0.69314718 ))
+#define epnEXP10(x) (exp((x) * 2.30258509 ))
+#define NOTZERO(x) (fabs(x - 0.) > -1e6)
+#define INFTY 987654321 /* infinity for purposes of integer DP cells */
+
+/***********************************************************************************
+ * CM Plan 9 HMM information */
+
+/* Structure: cm_plan9_s
+ *
+ * 03.10.06 EPN: Original intended use of CM plan 9 structure is to read a CM
+ * file, and build CM plan 9 HMM based on the CM, first by determining the
+ * probabilities for each state of the HMM, and then logoddsifying the model.
+ *
+ * Declaration of a CM Plan 9 profile-HMM structure.
+ * Modified from a plan 7 (with (hopefully) minimal change) to mirror a CM
+ * as closely as possible.
+ *
+ * The model has two forms:
+ * 1. The "core" model has 0..M nodes, node 0 is special, its "match" state
+ * is really state B (which is forced silent by having hmm->mat[0] = NULL and
+ * hmm->msc[0] = NULL), its "insert" state is really state N (with emission
+ * probs hmm->ins[0]), and it has NO DELETE STATE.
+ *
+ * hmm->t[0][CTMM]: 0. (B->M_1 transition is hmm->begin[1])
+ * hmm->t[0][CTMI]: transition from B to N (I_0);
+ * hmm->t[0][CTMD]: transition from B to D_1;
+ * hmm->t[0][CTME]: null (transition from B to an EL state is impossible)
+ * hmm->t[0][CTIM]: transition from N to M_1;
+ * hmm->t[0][CTII]: N self transition;
+ * hmm->t[0][CTID]: N -> D_1
+ * hmm->t[0][CTDM]: null
+ * hmm->t[0][CTDI]: null
+ * hmm->t[0][CTDD]: null
+ *
+ * t[0..M] are the state transition probs. t[k][CTME] is an
+ * end-local probability, the EL states can only be reached by a
+ * subset of match states, this probability is -INFTY for states
+ * that can't reach the EL.
+ *
+ * t[M] are special, because this node transits to the end (E
+ * state). The E state is (sort-of) treated as match state M+1, as
+ * t[M][CTIM] is the transition from I_M to E, t[M][CTDM] is the
+ * transition from D_M to E. However, t[M][CTMM] is always 0.0,
+ * the transition from M_M to E is end[hmm->M]; t[M][CTMD],
+ * t[M][CTDD], t[M][CTDI] are set as 0.0.
+ *
+ * mat[1..M] are match emission probs.
+ * ins[0..M] are insert emission probs. (ins[0] is state N emission probs)
+ *
+ * The CM_PLAN9_HASPROB flag is up when these all correspond to a fully normalized
+ * profile HMM.
+ *
+ * 2. The "logoddsified" model is the configured model, converted to
+ * integer score form and ready for alignment algorithms.
+ * bsc, esc scores correspond to begin, and end probabilities.
+ *
+ * The CPLAN9_HASBITS flag is up when both of these are ready for
+ * alignment.
+ *
+ */
+typedef struct cplan9_s {
+ /* The main model in probability form: data-dependent probabilities.
+ * Transition probabilities are usually accessed as a
+ * two-D array: hmm->t[k][CTMM], for instance. They are allocated
+ * such that they can also be stepped through in 1D by pointer
+ * manipulations, for efficiency in DP algorithms.
+ * CPLAN9_HASPROB flag is raised when these probs are all valid.
+ */
+ const ESL_ALPHABET *abc; /* pointer to the alphabet, usually points to cm->abc */
+ int M; /* length of the model (# nodes) +*/
+ float **t; /* transition prob's. t[0..M][0..9] +*/
+ float **mat; /* match emissions. mat[1..M][0..3] +*/
+ float **ins; /* insert emissions. ins[0..M][0..3] +*/
+
+ /* The unique states of CM Plan 9 in probability form.
+ * These are the algorithm-dependent, data-independent probabilities.
+ * Some parts of the code may briefly use a trick of copying tbd1
+ * into begin[0]; this makes it easy to call FChoose() or FNorm()
+ * on the resulting vector. However, in general begin[0] is not
+ * a valid number.
+ */
+ float *begin; /* 1..M B->M state transitions +*/
+ float *end; /* 1..M M->E state transitions (!= a dist!) +*/
+
+ /* The model's log-odds score form.
+ * These are created from the probabilities by CP9Logoddsify().
+ * By definition, null[] emission scores are all zero.
+ * Note that emission distributions are over possible alphabet symbols,
+ * not just the unambiguous DNA alphabet: we
+ * precalculate the scores for all IUPAC degenerate symbols we
+ * may see.
+ *
+ * Note the reversed indexing on msc, isc, tsc -- for efficiency reasons.
+ * They're not probability vectors any more so we can reorder them
+ * without wildly complicating our life.
+ *
+ * The _mem ptrs are where the real memory is alloc'ed and free'd,
+ * as opposed to where it is accessed.
+ * This came in with Erik Lindahl's altivec port; it allows alignment on
+ * 16-byte boundaries. In the non-altivec code, this is just a little
+ * redundancy; tsc and tsc_mem point to the same thing, for example.
+ *
+ * The otsc are reordered transition scores [0..k..M][0..cp9O_NTRANS-1],
+ * for efficiency in DP calculations. This reordering is based on HMMER3.
+ *
+ * CPLAN9_HASBITS flag is up when these scores are valid.
+ */
+ int **tsc; /* transition scores [0.9][0.M] +*/
+ int **msc; /* match emission scores [0.MAXDEGEN-1][1.M] +*/
+ int **isc; /* ins emission scores [0.MAXDEGEN-1][0.M] +*/
+ int *bsc; /* begin transitions [1.M] +*/
+ int *esc; /* end transitions [1.M] +*/
+ int *tsc_mem, *msc_mem, *isc_mem, *bsc_mem, *esc_mem;
+ int *otsc; /* transition scores [0..M][0..9], special ordering */
+
+ /* The null model probabilities.
+ */
+ float null[CP9MAXABET]; /* "random sequence" emission prob's +*/
+ float p1; /* null model loop probability +*/
+ /* local end, EL state parameters */
+ float el_self; /* EL transition self loop probability */
+ int el_selfsc; /* EL transition self loop score */
+ int *has_el; /* has_el[k] is TRUE if node k has an EL state */
+ int *el_from_ct; /* [0..M+1] el_from_ct[k] is the number of HMM nodes kp
+ * where a transition from kp's EL state to k's
+ * match state is valid. */
+ int **el_from_idx; /* [0..M+1][] el_from_idx[k] is an array of
+ * size el_from_idx[k] each element is a node
+ * kp where a transition from kp's EL state
+ * to k's match state is allowed */
+ int **el_from_cmnd; /* [0..M+1][] el_from_cmnd[k] is an array of
+ * size el_from_idx[k] element i is the CM
+ * node that the EL transition to k to
+ * el_from_idx[k][i] corresponds with, used
+ * only for building alignments from traces. */
+ int flags; /* bit flags indicating state of HMM, valid data +*/
+} CP9_t;
+
+/* Flag codes for cplan9->flags.
+ */
+#define CPLAN9_HASBITS (1<<0) /* raised if model has log-odds scores */
+#define CPLAN9_HASPROB (1<<1) /* raised if model has probabilities */
+#define CPLAN9_LOCAL_BEGIN (1<<2) /* raised if model has local begins turned on */
+#define CPLAN9_LOCAL_END (1<<3) /* raised if model has S/W local ends turned on */
+#define CPLAN9_EL (1<<4) /* raised if model has EL local ends turned on */
+
+/* Indices for CM Plan9 main model state transitions.
+ * Used for indexing hmm->t[k][]
+ * mnemonic: Cm plan 9 Transition from Match to Match = CTMM
+ */
+#define CTMM 0
+#define CTMI 1
+#define CTMD 2
+#define CTMEL 3
+#define CTIM 4
+#define CTII 5
+#define CTID 6
+#define CTDM 7
+#define CTDI 8
+#define CTDD 9
+#define cp9_NTRANS 10
+
+#define cp9_TRANS_MATCH_OFFSET 0 /* hmm->t[k][0] is first transition out of match */
+#define cp9_TRANS_INSERT_OFFSET 4 /* hmm->t[k][4] is first transition out of insert */
+#define cp9_TRANS_DELETE_OFFSET 7 /* hmm->t[k][7] is first transition out of delete */
+#define cp9_TRANS_NMATCH 4 /* there are 4 transitions out of match */
+#define cp9_TRANS_NINSERT 3 /* there are 3 transitions out of insert */
+#define cp9_TRANS_NDELETE 3 /* there are 3 transitions out of delete */
+
+/* Declaration of CM Plan9 dynamic programming matrix structure.
+ */
+typedef struct cp9_mx_s {
+ int **mmx; /* match scores [0.1..N][0..M] */
+ int **imx; /* insert scores [0.1..N][0..M] */
+ int **dmx; /* delete scores [0.1..N][0..M] */
+ int **elmx; /* end local scores [0.1..N][0..M] */
+ int *erow; /* score for E state [0.1..N] */
+ /* Hidden ptrs where the real memory is kept */
+ int *mmx_mem, *imx_mem, *dmx_mem, *elmx_mem;
+
+ int M; /* number of nodes in HMM this mx corresponds to, never changes */
+ int rows; /* generally L+1 or 2, # of DP rows in seq dimension, where L is length of seq,
+ * == 2 if we're scanning in mem efficient mode,
+ * never shrinks, but can increase to 'grow' the matrix
+ */
+ float size_Mb; /* current size of matrix in Megabytes */
+
+
+} CP9_MX;
+
+/* CM Plan 9 model state types
+ * used in traceback structure
+ */
+#define CSTBOGUS 0
+#define CSTM 1
+#define CSTD 2
+#define CSTI 3
+#define CSTB 4 /* M_0 the B state */
+#define CSTE 5 /* the end state, M_(k+1) */
+#define CSTEL 6 /* an EL (end local) state */
+/* Structure: cp9trace_s
+ *
+ * Traceback structure for alignments of model to sequence.
+ * Each array in a trace_s is 0..tlen-1.
+ * Element 0 is always to M_0 (match state of node 0)
+ * Element tlen-1 is always to the E_st
+ */
+typedef struct cp9trace_s {
+ int tlen; /* length of traceback */
+ char *statetype; /* state type used for alignment */
+ int *nodeidx; /* idx of aligned node, 0..M if M or I 1..M if D */
+ int *pos; /* position in dsq, 1..L, or 0 if none */
+} CP9trace_t;
+
+/************************************************************************************
+ * End of CM Plan 9 HMM information.
+ ************************************************************************************/
+
+/* CM State types. (cm->sttype[])
+ */
+#define MAXCONNECT 6 /* maximum number of states per node */
+
+#define D_st 0 /* delete */
+#define MP_st 1 /* match-pair */
+#define ML_st 2 /* match-left */
+#define MR_st 3 /* match-right */
+#define IL_st 4 /* insert-left */
+#define IR_st 5 /* insert-right */
+#define S_st 6 /* start */
+#define E_st 7 /* end */
+#define B_st 8 /* bifurcation */
+#define EL_st 9 /* local end */
+
+/* CM Node types (8) (cm->ndtype[])
+ */
+#define NODETYPES 8
+
+#define DUMMY_nd -1
+#define BIF_nd 0
+#define MATP_nd 1
+#define MATL_nd 2
+#define MATR_nd 3
+#define BEGL_nd 4
+#define BEGR_nd 5
+#define ROOT_nd 6
+#define END_nd 7
+
+/* CM Unique state identifiers (cm->stid[])
+ */
+#define UNIQUESTATES 21
+
+#define DUMMY -1
+#define ROOT_S 0
+#define ROOT_IL 1
+#define ROOT_IR 2
+#define BEGL_S 3
+#define BEGR_S 4
+#define BEGR_IL 5
+#define MATP_MP 6
+#define MATP_ML 7
+#define MATP_MR 8
+#define MATP_D 9
+#define MATP_IL 10
+#define MATP_IR 11
+#define MATL_ML 12
+#define MATL_D 13
+#define MATL_IL 14
+#define MATR_MR 15
+#define MATR_D 16
+#define MATR_IR 17
+#define END_E 18
+#define BIF_B 19
+#define END_EL 20
+
+/* Flags used in InsertTraceNode()
+ */
+#define TRACE_LEFT_CHILD 1
+#define TRACE_RIGHT_CHILD 2
+
+/* Flags used to define PDA moves,
+ * in display.c and emit.c (if not elsewhere)
+ *
+ */
+#define PDA_RESIDUE 0
+#define PDA_STATE 1
+#define PDA_MARKER 2
+
+/* Structure: CP9Map_t
+ * Incept: EPN, 10.23.06
+ *
+ * Maps a CM to a CM plan 9 HMM and vice versa.
+ * Consensus positions are indexed 1..hmm_M.
+ *
+ * The lpos and rpos arrays are somewhat redundant with
+ * CMEmitMap_t, but they're not identical. I didn't realize emitmap existed
+ * prior to implementing CP9 HMMs - if I had I would have used emitmap's, but
+ * it's difficult to go back and use emitmap's now.
+ *
+ * See emitmap.c for implementation and more documentation.
+ */
+typedef struct cp9map_s {
+ int *nd2lpos; /* [0..cm_nodes] left bound of consensus for subtree under this nd,
+ * -1 for non-{MATL|MATR|MATP} nodes */
+ int *nd2rpos; /* [0..cm_nodes] right bound of consensus for subtree under this nd
+ * -1 for non-{MATL|MATR|MATP} nodes */
+ int *pos2nd; /* [1..clen], the MATL, MATR or MATP CM node that maps to this
+ * consensus column */
+ int **cs2hn; /* [0..cm_M][0..1], 1 or 2 HMM nodes that maps to this CM state
+ * [x][1] is -1 if state x maps to only 1 HMM node */
+ int **cs2hs; /* [0..cm_M][0..1], 1 or 2 HMM states (0=MATCH, 1=INSERT, 2=DELETE)
+ * that maps to this CM state
+ * [x][0] corresponds to the HMM node in cs2hn[x][0],
+ * [x][1] corresponds to the HMM node in cs2hn[x][1] (or -1) */
+ int ***hns2cs; /* [0..clen][0..2][0..1]
+ * hns2cs[x][y][0] 1st CM state that maps to HMM node x state type y (0,1,2)
+ * hns2cs[x][y][1] 2nd CM state that maps to HMM node x state type y (0,1,2)
+ * -1 if only 1 CM state maps to HMM node x state y */
+ int hmm_M; /* consensus length, the number of HMM nodes */
+ int cm_M; /* number of states in the CM this HMM maps to */
+ int cm_nodes; /* number of nodes in the CM this HMM maps to */
+} CP9Map_t;
+
+/* status flags, cm->flags */
+#define CMH_BITS (1<<0) /* CM has valid log odds scores */
+#define CMH_ACC (1<<1) /* accession number is available */
+#define CMH_DESC (1<<2) /* description exists */
+#define CMH_GA (1<<3) /* gathering threshold exists */
+#define CMH_TC (1<<4) /* trusted cutoff exists */
+#define CMH_NC (1<<5) /* noise cutoff exists */
+#define CMH_LOCAL_BEGIN (1<<6) /* Begin distribution is active (local ali) */
+#define CMH_LOCAL_END (1<<7) /* End distribution is active (local ali) */
+#define CMH_EXPTAIL_STATS (1<<8) /* exponential tail stats set */
+#define CMH_FILTER_STATS (1<<9) /* 'best' filter threshold stats are set */
+#define CMH_QDB (1<<10) /* query-dependent bands, QDBs valid */
+#define CMH_CP9 (1<<11) /* CP9 HMM is valid in cm->cp9 */
+#define CMH_CP9STATS (1<<12) /* CP9 HMM has exp tail stats */
+#define CMH_SCANMATRIX (1<<13) /* ScanMatrix smx is valid */
+
+#define CM_IS_SUB (1<<14) /* the CM is a sub CM */
+#define CM_IS_RSEARCH (1<<15) /* the CM was parameterized a la RSEARCH */
+#define CM_RSEARCHTRANS (1<<16) /* CM has/will have RSEARCH transitions */
+#define CM_RSEARCHEMIT (1<<17) /* CM has/will have RSEARCH emissions */
+#define CM_EMIT_NO_LOCAL_BEGINS (1<<18) /* emitted parsetrees will never have local begins */
+#define CM_EMIT_NO_LOCAL_ENDS (1<<19) /* emitted parsetrees will never have local ends */
+
+/* model configuration options, cm->config_opts */
+#define CM_CONFIG_LOCAL (1<<0) /* configure the model for local alignment */
+#define CM_CONFIG_HMMLOCAL (1<<1) /* configure the CP9 for local alignment */
+#define CM_CONFIG_HMMEL (1<<2) /* configure the CP9 for EL local aln */
+#define CM_CONFIG_QDB (1<<3) /* calculate query dependent bands */
+
+/* alignment options, cm->align_opts */
+#define CM_ALIGN_SMALL (1<<0) /* use small CYK D&C */
+#define CM_ALIGN_QDB (1<<1) /* use QD bands */
+#define CM_ALIGN_HBANDED (1<<2) /* use HMM bands */
+#define CM_ALIGN_SUMS (1<<3) /* if using HMM bands, use posterior sums */
+#define CM_ALIGN_SUB (1<<4) /* build a sub CM for each seq to align */
+#define CM_ALIGN_HMMVITERBI (1<<5) /* use a CP9 HMM only to align, w/viterbi */
+#define CM_ALIGN_INSIDE (1<<6) /* use Inside, not CYK */
+#define CM_ALIGN_POST (1<<7) /* do inside/outside and append posteriors */
+#define CM_ALIGN_CHECKINOUT (1<<8) /* check inside/outside calculations */
+#define CM_ALIGN_CHECKPARSESC (1<<9) /* check parsetree score against aln alg sc */
+#define CM_ALIGN_PRINTTREES (1<<10) /* print parsetrees to stdout */
+#define CM_ALIGN_HMMSAFE (1<<11) /* realign seqs w/HMM banded CYK bit sc < 0 */
+#define CM_ALIGN_SCOREONLY (1<<12) /* do full CYK/inside to get score only */
+#define CM_ALIGN_SAMPLE (1<<13) /* sample parsetrees from the inside matrix */
+#define CM_ALIGN_FLUSHINSERTS (1<<14) /* flush inserts L/R like pre 1.0 infernal */
+#define CM_ALIGN_CHECKFB (1<<15) /* check forward/backward CP9 HMM calcs */
+#define CM_ALIGN_OPTACC (1<<16) /* no CYK, aln w/Holmes/Durbin opt accuracy */
+#define CM_ALIGN_HMM2IJOLD (1<<17) /* use old hmm2ij band calculation alg */
+
+/* search options, cm->search_opts */
+#define CM_SEARCH_NOQDB (1<<0) /* DO NOT use QDB to search (QDB is default)*/
+#define CM_SEARCH_HBANDED (1<<1) /* use HMM bands for search */
+#define CM_SEARCH_HMMALNBANDS (1<<2) /* force full aln when deriving HMM bands */
+#define CM_SEARCH_SUMS (1<<3) /* if using HMM bands, use posterior sums */
+#define CM_SEARCH_INSIDE (1<<4) /* scan with Inside, not CYK */
+#define CM_SEARCH_NOALIGN (1<<5) /* don't align hits, just report locations */
+#define CM_SEARCH_RSEARCH (1<<6) /* use RSEARCH parameterized CM */
+#define CM_SEARCH_CMGREEDY (1<<7) /* use greedy alg to resolve CM overlaps */
+#define CM_SEARCH_HMMGREEDY (1<<8) /* use greedy alg to resolve HMM overlaps */
+#define CM_SEARCH_HMMVITERBI (1<<9) /* search with CP9 HMM Viterbi */
+#define CM_SEARCH_HMMFORWARD (1<<10) /* search with CP9 HMM Forward */
+#define CM_SEARCH_HMM2IJOLD (1<<11) /* use old hmm2ij band calculation alg */
+#define CM_SEARCH_NULL2 (1<<12) /* use NULL2 score correction */
+#define CM_SEARCH_NULL3 (1<<13) /* use NULL3 score correction */
+
+/* Structure: CMFILE
+ * Incept: SRE, Tue Aug 13 10:16:39 2002 [St. Louis]
+ *
+ * An open CM database for reading.
+ * (When writing, we just use a normal stdio.h FILE.)
+ * API is implemented in cmio.c
+ */
+typedef struct cmfile_s {
+ FILE *f; /* open file for reading */
+ char *fname; /* name of the CM file; [STDIN] if - */
+ ESL_SSI *ssi; /* ptr to open SSI index, or NULL if unavailable */
+ int is_binary; /* TRUE if file is in binary format */
+ int byteswap; /* TRUE if binary and we need to swap byte order */
+ int mode; /* type of SSI offset (part of SSI API) */
+ off_t offset; /* disk offset of the CM that was read last */
+} CMFILE;
+
+
+/* Structure: Parsetree_t
+ * Incept: SRE 29 Feb 2000 [Seattle]
+ *
+ * Binary tree structure for storing a traceback of an alignment.
+ *
+ * Also used for tracebacks of model constructions. Then,
+ * "state" is misused for a node (not state) index.
+ *
+ * Example of a traceback (from ParsetreeDump(), from a tRNA
+ * model:
+ *
+ * > DF6280
+ * idx emitl emitr state nxtl nxtr prv tsc esc
+ * ----- ------ ------ ------- ----- ----- ----- ----- -----
+ * 0 1 74 0S 1 -1 -1 -0.58 0.00
+ * 1 1 74A 3MR 2 -1 0 -0.74 0.41
+ * 2 1G 73C 6MP 3 -1 1 -0.87 1.58
+ * ...<snip>...
+ * 11 10 66 54B 12 43 10 0.00 0.00
+ * 12 10 44 124S 13 -1 11 0.00 0.00
+ * 13 10 44 125B 14 28 12 0.00 0.00
+ * ...<snip>...
+ * 60 61U 61 120ML 61 -1 59 -0.22 0.87
+ * 61 -1 -1 123E -1 -1 60 0.00 0.00
+ * ----- ------ ------ ------- ----- ----- ----- ----- -----
+ *
+ * That is, emitl and emitr are always valid and always represent
+ * the bounds of the subsequence accounted for by the parse
+ * subtree rooted at this state. (Except for end states, which
+ * are -1,-1). nxtl is always a valid state (again except for E
+ * states, which are -1. nxtr is only != -1 for bifurcation states.
+ *
+ * For reasons of malloc() efficiency, the binary tree is organized
+ * in a set of arrays.
+ */
+typedef struct parsetree_s {
+ int *emitl; /* i position in seq or ali (1..L or alen) */
+ int *emitr; /* j position in seq or ali (1..L or alen) */
+ int *state; /* y of state (0..M-1) */
+ int *mode; /* mode of state (used in marginal *
+ * alignment), (0,1,2,3) */
+
+ int *nxtl; /* index in trace of left child */
+ int *nxtr; /* index in trace of right child */
+ int *prv; /* index in trace of parent */
+
+ int n; /* number of elements in use so far */
+ int nalloc; /* number of elements allocated for */
+ int memblock; /* size of malloc() chunk, # of elems */
+} Parsetree_t;
+
+
+/* Structure: CMConsensus_t
+ * Incept: SRE, Thu May 23 16:55:04 2002 [St. Louis]
+ *
+ * Created by display.c:CreateCMConsensus().
+ * Preprocesses a CM into consensus information that is needed by
+ * display.c:CreateFancyAli().
+ *
+ * ct[x]: Zuker-style ct map.
+ * indicates the pairing partner for consensus position ct[x].
+ * x can be 0..clen-1
+ * ct[x] is -1 (no partner) or 0..clen-1 (coord of partner)
+ *
+ * (lpos, rpos may be redundant w/ CMEmitMap_t now.)
+ * (off-by-one w.r.t. CMEmitMap_t; 1..clen is better)
+ */
+typedef struct consensus_s {
+ char *cseq; /* consensus sequence display string; 0..clen-1 */
+ char *cstr; /* consensus structure display string; 0..clen-1 */
+ int *ct; /* Zuker-style ct pairing map; [0..clen-1] */
+ int *lpos; /* maps node->consensus position; 0..nodes-1 */
+ int *rpos; /* maps node->consensus position; 0..nodes-1 */
+ int clen; /* length of cseq, cstr */
+} CMConsensus_t;
+
+/* Structure: Fancyali_t
+ * Incept: SRE, May 2002 [St. Louis]
+ *
+ * See display.c:CreateFancyAli().
+ * An alignment of a CM to a target sequence, formatted for display.
+ */
+typedef struct fancyali_s {
+ char *annote; /* reference annotation line (NULL if unavail) */
+ char *cstr; /* CM consensus structure line */
+ char *cseq; /* CM consensus sequence line */
+ char *mid; /* alignment identity middle line */
+ char *top; /* optional, non-compensatory 'x' top line */
+ char *aseq; /* aligned target sequence */
+ char *pcode1; /* aligned posteriors 'ones' place (9 in 93) */
+ char *pcode2; /* aligned posteriors 'tens' place (3 in 93) */
+ int *scoord; /* coords 1..L for aligned dsq chars */
+ int *ccoord; /* coords 1..clen for aligned consensus chars */
+ int len; /* len of the strings above */
+ int cfrom, cto; /* max bounds in ccoord */
+ int sqfrom, sqto; /* max bounds in scoord */
+} Fancyali_t;
+
+/* Structure: CMEmitMap_t
+ * Incept: SRE, Thu Aug 8 12:47:49 2002 [St. Louis]
+ *
+ * Maps model nodes to consensus positions.
+ * Consensus positions are indexed 1..clen.
+ * Each array (lpos, rpos, epos) is 0..nodes-1.
+ * Residues from an MP go into lpos and rpos in the consensus.
+ * Residues from an IL follow lpos.
+ * Residues from an IR precede rpos.
+ * Residues from an EL follow epos[nd] for the nd that went to EL.
+ * For nonemitters, rpos and lpos are a non-inclusive bound: for
+ * example, rpos[0], lpos[0] are 0,clen+1.
+ * There are no dummy values; all rpos, lpos, epos are valid coords
+ * 0..clen+1 in the consensus.
+ *
+ * See emitmap.c for implementation and more documentation.
+ */
+typedef struct emitmap_s {
+ int *lpos; /* left bound of consensus for subtree under nd */
+ int *rpos; /* right bound of consensus for subtree under nd */
+ int *epos; /* EL inserts come after this consensus pos */
+ int clen; /* consensus length */
+} CMEmitMap_t;
+
+/* Structure: CMSubMap_t
+ * Incept: EPN, 10.23.06
+ *
+ * Maps a template CM to a sub CM and vice versa.
+ * Consensus positions are indexed 1..clen.
+ *
+ * The *node_cc_left and *node_cc_right arrays are redundant with CMEmitMap_t.
+ * See emitmap.c for implementation and more documentation.
+ */
+typedef struct submap_s {
+ int spos; /* first consensus column this sub_cm models */
+ int epos; /* final consensus column this sub_cm models */
+ int sstruct; /* first consensus column this sub_cm models structure of */
+ int estruct; /* final consensus column this sub_cm models structure of */
+
+ int **s2o_smap; /* v = [0..sub_M-1] [0..1], orig_cm state(s) that maps to v */
+ int **o2s_smap; /* v = [0..orig_M-1][0..1], sub_cm state(s) that maps to v */
+ int *s2o_id; /* v = [0..sub_M-1] TRUE if sub_cm state v maps identically *
+ * to a orig_cm state (this will be s2o_smap[v][0]) */
+
+ int sub_clen; /* consensus length orig_cm */
+ int orig_clen; /* consensus length sub_cm */
+
+ int sub_M; /* number of states in the sub CM */
+ int orig_M; /* number of states in the original CM */
+} CMSubMap_t;
+
+
+/* Structure: CMSubInfo_t
+ * Incept: EPN, 10.23.06
+ *
+ * Information on a sub CM, used for checking the sub CM
+ * construction procedure works.
+ * Consensus positions are indexed 1..clen.
+ *
+ */
+typedef struct subinfo_s {
+ int *imp_cc; /* [0..(epos-spos+1)] ret_imp_cc[k] != 0 if it is
+ * impossible for CP9 node (consensus column) k to be
+ * calculated in the sub_cm to have distros to match the
+ * corresponding CP9 node in the original CM - due to
+ * topological differences in the architecture of the
+ * sub_cm and orig_cm.
+ */
+ int *apredict_ct; /* For an analytical test, the number of times we
+ * predict we'll fail the test for an HMM node for each
+ * of 6 cases - 6 different reasons we predict we'll fail.
+ */
+ int *spredict_ct; /* For as sampling test, the number of times we
+ * predict we'll fail the test for an HMM node for each
+ * of 6 cases - 6 different reasons we predict we'll fail.
+ */
+ int *awrong_ct; /* Subset of cases in apredict_ct that were incorrectly
+ * predicted. */
+ int *swrong_ct; /* Subset of cases in spredict_ct that were incorrectly
+ * predicted. */
+} CMSubInfo_t;
+
+/* Structure: CP9Bands_t
+ * Incept: EPN, 10.27.06
+ *
+ * CP9 HMM bands and the resulting CM bands for HMM banded
+ * CYK (or Inside or Outside) algorithms.
+ *
+ */
+typedef struct cp9bands_s {
+ int hmm_M; /* Number of nodes in CP9 HMM */
+ int cm_M; /* Number of nodes in CM, the CP9 HMM was built from */
+
+ /* data structures for hmm bands (bands on the hmm states) */
+ int *pn_min_m; /* HMM band: minimum position node k match state will emit */
+ int *pn_max_m; /* HMM band: maximum position node k match state will emit */
+ int *pn_min_i; /* HMM band: minimum position node k insert state will emit */
+ int *pn_max_i; /* HMM band: maximum position node k insert state will emit */
+ int *pn_min_d; /* HMM band: minimum position that was emitted prior to entering
+ * node k delete state */
+ int *pn_max_d; /* HMM band: maximum position that was emitted prior to entering
+ * node k delete state */
+ int *isum_pn_m; /* [0..k..hmm_M] sum over i of log post probs from post->mmx[i][k]*/
+ int *isum_pn_i; /* [0..k..hmm_M] sum over i of log post probs from post->imx[i][k]*/
+ int *isum_pn_d; /* [0..k..hmm_M] sum over i of log post probs from post->dmx[i][k]*/
+
+ /* arrays for CM state bands, derived from HMM bands */
+ int *imin; /* [0..cm_M-1] imin[v] = first position in band on i for state v*/
+ int *imax; /* [0..cm_M-1] imax[v] = last position in band on i for state v*/
+ int *jmin; /* [0..cm_M-1] jmin[v] = first position in band on j for state v*/
+ int *jmax; /* [0..cm_M-1] jmax[v] = last position in band on j for state v*/
+ int **hdmin; /* [0..cm_M-1][0..(jmax[v]-jmin[v])]
+ * hdmin[v][j0] = first position in band on d for state v, and position
+ * j = jmin[v] + j0. */
+ int **hdmax; /* [0..cm_M-1][0..(jmax[v]-jmin[v])]
+ * hdmin[v][j0] = last position in band on d for state v, and position
+ * j = jmin[v] + j0.*/
+ int *hdmin_mem; /* actual memory for hdmin */
+ int *hdmax_mem; /* actual memory for hdmax */
+ int *safe_hdmin; /* [0..cm_M-1] safe_hdmin[v] = min_d (hdmin[v][j0]) (over all valid j0) */
+ int *safe_hdmax; /* [0..cm_M-1] safe_hdmax[v] = max_d (hdmax[v][j0]) (over all valid j0) */
+
+ /* info on size of bands */
+ int hd_needed; /* Sum_v cp9b->jmax[v] - cp9b->jmin[v] + 1, number of hd arrays needed */
+ int hd_alloced; /* number of hd arrays currently alloc'ed */
+
+} CP9Bands_t;
+
+/* used by CM Plan 9 HMM structures */
+#define HMMMATCH 0
+#define HMMINSERT 1
+#define HMMDELETE 2
+#define NHMMSTATETYPES 3
+
+/* structures from RSEARCH */
+#define INIT_RESULTS 100
+typedef struct _search_result_node_t {
+ int start;
+ int stop;
+ int bestr; /* Best root state */
+ float score;
+ Parsetree_t *tr;
+ char *pcode1; /* postal code, tens place, ('9' for 93) left NULL unless cm->search_opts & CM_SEARCH_POST */
+ char *pcode2; /* postal code, ones place, ('3' for 93) left NULL unless cm->search_opts & CM_SEARCH_POST */
+} search_result_node_t;
+
+typedef struct _search_results_t {
+ search_result_node_t *data;
+ int num_results;
+ int num_allocated;
+} search_results_t;
+
+typedef struct _dbseq_t {
+ ESL_SQ *sq[2];
+ search_results_t *results[2];
+ int chunks_sent;
+ int alignments_sent; /* -1 is flag for none queued yet */
+ float best_score; /* Best score for scan of this sequence */
+ int partition; /* For histogram building */
+} dbseq_t;
+
+/* sequences to align, for cmalign and cmscore (implemented to ease MPI) */
+typedef struct _seqs_to_aln_t {
+ ESL_SQ **sq; /* the sequences */
+ int nseq; /* number of sequences */
+ int nalloc; /* number of sequences alloc'ed */
+ Parsetree_t **tr; /* parsetrees */
+ CP9trace_t **cp9_tr; /* CP9 traces, usually NULL unless tr is NULL */
+ char **postcode1; /* postal code, tens place, ('9' for 93) left NULL unless do_post */
+ char **postcode2; /* postal code, ones place, ('3' for 93) left NULL unless do_post */
+ float *sc; /* score for each seq, can be parsetree score (usually if tr != NULL),
+ * CP9 trace score (usually if cp9_tr != NULL), but could also be
+ * score for the sub parsetree (in case of sub CM alignment)
+ */
+ float *pp; /* average posterior probability for each seq, if applicable, IMPOSSIBLE if not */
+ float *struct_sc; /* contribution of MATP emission scores - marginalized scores for each tr */
+
+} seqs_to_aln_t;
+
+struct deckpool_s {
+ float ***pool;
+ int n;
+ int nalloc;
+ int block;
+};
+
+/* The integer log odds score deckpool for integer versions of
+ * Inside and Outside, see cm_postprob.c */
+typedef struct Ideckpool_s {
+ int ***pool;
+ int n;
+ int nalloc;
+ int block;
+} Ideckpool_t;
+
+/* Structure: Prior_t
+ *
+ * Dirichlet priors on all model parameters.
+ */
+typedef struct {
+ /* transition priors */
+ int tsetnum; /* number of transition sets to read in */
+ int tsetmap[UNIQUESTATES][NODETYPES]; /* tsetmap[a][b] is for transition set from ustate a to node b */
+ ESL_MIXDCHLET **t; /* array of transition priors, 0..tsetnum-1 */
+
+ /* emission priors */
+ ESL_MIXDCHLET *mbp; /* consensus base pair emission prior */
+ ESL_MIXDCHLET *mnt; /* consensus singlet emission prior */
+ ESL_MIXDCHLET *i; /* nonconsensus singlet emission prior */
+
+ /* bookkeeping */
+ int maxnq; /* maximum # of components in any prior */
+ int maxnalpha; /* maximum # of parameters in any prior */
+} Prior_t;
+
+#define BUSY 1
+#define IDLE 0
+
+/* RSEARCH defaults defined here */
+#define DEFAULT_RMATRIX "RIBOSUM85-60"
+#define DEFAULT_RALPHA 10.
+#define DEFAULT_RBETA 5.
+#define DEFAULT_RALPHAP 0.
+#define DEFAULT_RBETAP 15.
+/* the RSEARCH default is below, it was changed b/c
+ * with no local begin penalty, a glocal hit is ALWAYS
+ * going to be decomposed into it's subtrees.
+ *#define DEFAULT_RBEGINSC 0. */
+#define DEFAULT_RBEGINSC -0.01
+#define DEFAULT_RENDSC -15.
+
+/* The six classes of states in RSEARCH */
+#define M_cl 0
+#define IL_cl 1
+#define DL_cl 2
+#define IR_cl 3
+#define DR_cl 4
+#define DB_cl 5
+
+/* Two modes for padding residues to HMM hits */
+#define PAD_SUBI_ADDJ 1
+#define PAD_ADDI_SUBJ 2
+
+/* MPI tags */
+#define MPI_WORK_EOD 0
+#define MPI_WORK_SEARCH 1
+
+#define MPI_RESULTS_SEARCH 2
+
+#define MPI_MIN_CHUNK_W_MULTIPLIER 10
+#define MPI_MAX_CHUNK_SIZE 1000000
+
+/* RSEARCH macros/#defines etc. (from rnamat.h) */
+
+/* coordinate -- macro that checks if it's reverse complement and if so
+ returns coordinate in original strand
+ a = true if revcomp, false if not
+ b = the position in current seq
+ c = length of the seq
+*/
+#define COORDINATE(a,b,c) ( a ? -1*b+c+1 : b)
+#define RNAPAIR_ALPHABET "AAAACCCCGGGGUUUU"
+#define RNAPAIR_ALPHABET2 "ACGUACGUACGUACGU"
+/* Returns true if pos. C of seq B of msa A is a gap */
+#define is_rna_gap(A, B, C) (esl_abc_CIsGap(A->abc, A->aseq[B][C]))
+/* Returns true if position C of digitized sequence B of msa A is a canonical */
+#define is_defined_rna_nucleotide(A, B, C) (esl_abc_CIsCanonical(A->abc, A->aseq[B][C]))
+#define unpairedmat_size (matrix_index(3,3) + 1)
+#define pairedmat_size (matrix_index (15,15) + 1)
+/* Maps to index of matrix, using binary representation of
+ * nucleotides (unsorted).
+ * See lab book 7, p. 3-4 for details of mapping function (RJK) */
+#define matrix_index(X,Y) ((X>Y) ? X*(X+1)/2+Y: Y*(Y+1)/2+X)
+/* Matrix type
+ * Contains array in one dimension (to be indexed later), matrix size,
+ * H, and E.
+ */
+typedef struct _matrix_t {
+ double *matrix;
+ int edge_size; /* Size of one edge, e.g. 4 for 4x4 matrix */
+ int full_size; /* Num of elements, e.g. 10 for 4x4 matirx */
+ double H;
+ double E;
+} matrix_t;
+
+/* Full matrix definition, includes the g background freq vector (g added by EPN). */
+typedef struct _fullmat_t {
+ const ESL_ALPHABET *abc;/* alphabet, we enforce it's eslRNA */
+ matrix_t *unpaired;
+ matrix_t *paired;
+ char *name;
+ float *g; /* EPN: the background distro, g vector in RSEARCH paper
+ * this now appears in the RIBOSUM matrix files */
+ int scores_flag; /* TRUE if matrix values are log odds scores, FALSE if
+ * they're target probs, or unfilled */
+ int probs_flag; /* TRUE if matrix values are target probs, FALSE if
+ * they're log odds scores, or unfilled */
+} fullmat_t;
+
+/* BE_EFFICIENT and BE_PARANOID are alternative (exclusive) settings
+ * for the do_full? argument to the alignment engines.
+ */
+#define BE_EFFICIENT 0 /* setting for do_full: small memory mode */
+#define BE_PARANOID 1 /* setting for do_full: keep whole matrix, perhaps for debugging */
+
+/* Special flags for use in shadow (traceback) matrices, instead of
+ * offsets to connected states. When yshad[0][][] is USED_LOCAL_BEGIN,
+ * the b value returned by inside() is the best connected state (a 0->b
+ * local entry). When yshad[v][][] is USED_EL, there is a v->EL transition
+ * and the remaining subsequence is aligned to the EL state.
+ */
+#define USED_LOCAL_BEGIN 101
+#define USED_EL 102
+
+/* EPN, Fri Sep 7 16:49:43 2007
+ * From HMMER3's p7_config.h:
+ *
+ * Sean's notes (verbatim):
+ * ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ * In Forward algorithm implementations, we use a table lookup in
+ * p7_FLogsum() to calculate summed probabilities in log
+ * space. p7_INTSCALE defines the precision of the calculation; the
+ * default of 1000.0 means rounding differences to the nearest 0.001
+ * nat. p7_LOGSUM_TBL defines the size of the lookup table; the
+ * default of 16000 means entries are calculated for differences of 0
+ * to 16.000 nats (when p7_INTSCALE is 1000.0). e^{-p7_LOGSUM_TBL /
+ * p7_INTSCALE} should be on the order of the machine FLT_EPSILON,
+ * typically 1.2e-7.
+ * ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
+ * EPN: Infernal uses bits, not nats. 1.2e-7 =~ 2^-23 =~ e^-16.
+ * And I've removed the p7_ prefixes.
+ */
+#if 1
+#define INTSCALE 1000.0f
+#define LOGSUM_TBL 23000
+#endif
+#if 0
+#define INTSCALE 1000.0 /* scaling constant for floats to integer scores */
+#define LOGSUM_TBL 20000 /* controls precision of ILogsum() */
+#endif
+
+
+/* from cp9_fastsearch.c, based on HMMER 3's impl_jb.c */
+
+/* Indices for transition scores tsc[k][] */
+/* order is optimized for dynamic programming */
+enum cp9o_tsc_e {
+ cp9O_MM = 0,
+ cp9O_IM = 1,
+ cp9O_DM = 2,
+ cp9O_BM = 3,
+ cp9O_MI = 4,
+ cp9O_II = 5,
+ cp9O_DI = 6,
+ cp9O_MD = 7,
+ cp9O_ID = 8,
+ cp9O_DD = 9,
+ cp9O_ME =10,
+ cp9O_MEL=11
+};
+#define cp9O_NTRANS 12
+
+enum cp9_locality_e {
+ CP9_LOCAL_BEGIN_END_OFF_AND_EL_OFF = 0,
+ CP9_LOCAL_BEGIN_END_OFF_AND_EL_ON = 1,
+ CP9_LOCAL_BEGIN_END_ON_AND_EL_OFF = 2,
+ CP9_LOCAL_BEGIN_END_ON_AND_EL_ON = 3
+};
+#define nCP9_LOCALITIES 4
+
+
+enum cm_locality_e {
+ CM_LOCAL_MODE = 0,
+ CM_GLOCAL_MODE = 1
+};
+#define nCM_LOCALITIES 2
+
+enum emitmode_e {
+ EMITLEFT = 0,
+ EMITRIGHT = 1,
+ EMITPAIR = 2,
+ EMITNONE = 3
+};
+#define nEMITMODES 4
+
+/* Declaration of CM dynamic programming matrix structure for
+ * alignment with float scores in vjd (state idx, aln posn,
+ * subseq len) coordinates. May be banded in j and/or d dimensions.
+ */
+typedef struct cm_hb_mx_s {
+ int M; /* number of states (1st dim ptrs) in current mx */
+ int L; /* length of sequence the matrix currently corresponds to */
+
+ int ncells_alloc; /* current cell allocation limit */
+ int ncells_valid; /* current number of valid cells */
+ float size_Mb; /* current size of matrix in Megabytes */
+
+ int *nrowsA; /* [0..v..M] current number allocated rows for deck v */
+
+ float ***dp; /* [0..v..M][0..j..(cp9b->jmax[v]-cp9b->jmin[v])[0..d..cp9b->hdmax[v][j-jmin[v]]-cp9b->hdmin[v][j-jmin[v]]] */
+ float *dp_mem; /* the actual mem, points to dp[0][0][0] */
+
+ CP9Bands_t *cp9b; /* the CP9Bands_t object associated with this
+ * matrix, which defines j, d, bands for each
+ * state, only a reference, so don't free
+ * it when mx is freed. */
+} CM_HB_MX;
+
+/* Structure ScanMatrix_t: Information used by all CYK/Inside scanning functions,
+ * compiled together into one data structure for convenience.
+ */
+#define cmSMX_HAS_FLOAT (1 << 0) /* if float versions of alpha and precalc'ed scores are valid */
+#define cmSMX_HAS_INT (1 << 1) /* if int versions of alpha and precalc'ed scores are valid */
+typedef struct scanmx_s {
+ /* general info about the model/search */
+ int cm_M; /* # states in the CM */
+ int W; /* max hit size */
+ int *dmin; /* [0..v..cm->M-1] min subtree length for v using beta, just a ref, NULL for non-banded */
+ int *dmax; /* [0..v..cm->M-1] max subtree length for v using beta, just a ref, NULL for non-banded */
+ int **dnAA; /* [1..j..W][0..v..M-1] max d value allowed for posn j, state v */
+ int **dxAA; /* [1..j..W][0..v..M-1] max d value allowed for posn j, state v */
+ int *bestr; /* auxil info: best root state at alpha[0][cur][d] */
+ int flags; /* flags for what info has been set (can be float and/or int versions of alpha) */
+ double beta_qdb; /* tail loss prob used for calc'ing dmin/dmax, invalid if dmin==dmax==NULL */
+ double beta_W; /* tail loss prob used for calc'ing W, often == beta_qdb, may be greater, can't be less */
+
+ /* falpha dp matrices [0..j..1][0..v..cm->M-1][0..d..W] for float implementations of CYK/Inside */
+ float ***falpha; /* non-BEGL_S states for float versions of CYK/Inside */
+ float ***falpha_begl; /* BEGL_S states for float versions of CYK/Inside */
+ float *falpha_mem; /* ptr to the actual memory for falpha */
+ float *falpha_begl_mem; /* ptr to the actual memory for falpha_begl */
+
+ /* ialpha dp matrices [0..j..1][0..v..cm->M-1][0..d..W] for integer implementations of CYK/Inside */
+ int ***ialpha; /* non-BEGL_S states for int versions of CYK/Inside */
+ int ***ialpha_begl; /* BEGL_S states for int versions of CYK/Inside */
+ int *ialpha_mem; /* ptr to the actual memory for ialpha */
+ int *ialpha_begl_mem; /* ptr to the actual memory for ialpha_begl */
+
+ int ncells_alpha; /* number of alloc'ed, valid cells for falpha and ialpha matrices, alloc'ed as contiguous block */
+ int ncells_alpha_begl; /* number of alloc'ed, valid cells for falpha_begl and ialpha_begl matrices, alloc'ed as contiguous block */
+} ScanMatrix_t;
+
+/* Structure GammaHitMx_t: gamma semi-HMM used for optimal hit resolution
+ * of a CM or CP9 scan. All arrays are 0..L.
+ */
+typedef struct gammahitmx_s {
+ int L; /* length of sequence, arrays are size L+1 */
+ float *mx; /* [0..L] SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* [0..L] traceback pointers for SHMM */
+ float *savesc; /* [0..L] saves score of hit added to best parse at j */
+ int *saver; /* [0..L] saves initial non-ROOT state of best parse ended at j */
+ float cutoff; /* minimum score to report */
+ int i0; /* position of first residue in sequence (gamma->mx[0] corresponds to this residue) */
+ int iamgreedy; /* TRUE to use RSEARCH's greedy overlap resolution alg, FALSE to use optimal alg */
+} GammaHitMx_t;
+
+/* Structure Theta_t: probability a parsetree of score <= x will be emitted from
+ * the subtree rooted at v.
+ * of a CM scan. All arrays are 0..L.
+ */
+typedef struct theta_s {
+ int L; /* length of sequence, arrays are size L+1 (or L+2 if iambackward = TRUE) */
+ float *mx; /* SHMM DP matrix for optimum nonoverlap resolution */
+ int *gback; /* traceback pointers for SHMM */
+ float *savesc; /* saves score of hit added to best parse at j */
+ int *saver; /* saves initial non-ROOT state of best parse ended at j */
+ float cutoff; /* minimum score to report */
+ int i0; /* position of first residue in sequence (gamma->mx[0] corresponds to this residue) */
+} Theta_t;
+
+/* Structure HybridScanInfo_t: Information for a hybrid CP9 HMM/CM scan in
+ * which some states of the CM are used, and some states of the HMM are used.
+ * This data structure keeps track of which HMM/CM states to use.
+ */
+#define MB_CM 0
+#define MB_CP9 1
+typedef struct hybridscaninfo_s {
+ int cm_M; /* # states in the CM */
+ int cp9_M; /* # nodes in the CP9 HMM, consensus length of the cm */
+ int W; /* max hit size for hybrid scanner, set as hsi->dmax[0] */
+ double beta; /* tail loss prob used to calcuate smx->dmin, smx->dmax */
+ ScanMatrix_t *smx; /* CM DP scan matrix associated with this filter, has some redundant info (cm_M, dmin, dmax),
+ * but the reason it's here is it's DP matrix which is specific to hsi's dmin/dmax,
+ * so having hsi->smx prevents need to modify the CM's ScanMatrix cm->smx (which may
+ * correspond to different dmin/dmax), for a hybrid scan.
+ */
+ float hybrid_ncalcs; /* predicted # of millions of dp calcs for a hybrid scan per residue */
+ float full_cp9_ncalcs; /* predicted # of millions of dp calcs for a pure CP9 scan per residue */
+ float full_cm_ncalcs; /* predicted # of millions of dp calcs for a pure CM scan per residue,
+ * this cannot be calc'ed from this object alone, b/c it depends on cm->beta,
+ * this value is passed into cm_CreateHybridScanInfo() */
+ float *cm_vcalcs; /* predicted # of millions of dp calcs for each subtree of the CM using hsi->dmin, hsi->dmax */
+ float *cp9_vcalcs; /* predicted # of millions of dp calcs for each (implicit) subtree of the CP9 */
+
+ int *k_mb; /* [0..k..cm->clen] 2 possible values: MB_CM or MB_CP9 consensus col k is modelled by CM/CP9 */
+
+ int *k_nxt; /* [0..k..cm->clen-1] next closest cons col modelled by CP9, only valid if k_mb[k] == MB_CP9 */
+ int *k_prv; /* [1..k..cm->clen] prev closest cons col modelled by CP9, only valid if k_mb[k] == MB_CP9 */
+ int k_first; /* min k for which k_mb[k] == MB_CP9 */
+ int k_last; /* max k for which k_mb[k] == MB_CP9 */
+
+ int *k_nxtr; /* [0..k..cm->clen-1] next closest column to use in CP9 DP algorithms */
+ int *k_prvr; /* [1..k..cm->clen] prev closest column to use in CP9 DP algorithms */
+ int k_firstr; /* min k to use in CP9 DP algorithms */
+ int k_lastr; /* max k to use in CP9 DP algorithms */
+
+ int *v_mb; /* [0..v..cm->M-1] 2 possible values: MB_CM or MB_CP9 cm state v is modelled by CM/CP9 */
+ int *v_nxt; /* [1..v..cm->M-1] next closest state modelled by CM, only valid if v_mb[v] == MB_CM */
+ int *v_prv; /* [1..v..cm->M-1] prev closest state modelled by CM, only valid if v_mb[v] == MB_CM */
+ int v_first; /* min v for which v_mb[v] == MB_CM */
+ int v_last; /* max v for which v_mb[v] == MB_CM */
+ int n_v_roots; /* number of vroots */
+ int *v_isroot; /* [0..v..cm->M-1] TRUE if v is a sub CM root for the hybrid scan, FALSE if not */
+
+ /* nec? */ int ncands; /* number of candidate states, these *could* be sub CM roots */
+ /* nec? */ float minlen; /* minimum average length (avglen) a candidate state must have */
+ /* nec? */ int *iscandA; /* [0..v..cm->M-1] TRUE if state v is a candidate sub CM root, FALSE otherwise */
+ float *avglenA; /* [0..v..cm->M-1] average length of a hit rooted at v (from QDB) */
+ double avglen_beta; /* tail loss prob used for calc'ing avglenA */
+ int nstarts; /* # start states (and start groups) in the CM */
+ int *startA; /* [0..i..cm->M-1] start group this state belongs to */
+ int *firstA; /* [0..i..nstarts-1], first state in start state i's group */
+ int *lastA; /* [0..i..nstarts-1], last state in start state i's group */
+ int **withinAA; /* [0..i..nstarts-1][0..j..nstarts-1] = TRUE if start state j's group
+ * is within start state i's group.
+ * emap->startA[cm->nodemap[i]]->lpos < emap->startA[cm->nodemap[j]]->lpos &&
+ * emap->endA [cm->nodemap[i]]->rpos > emap->endA [cm->nodemap[j]]->rpos
+ */
+} HybridScanInfo_t;
+
+/* Structure SearchInfo_t:
+ *
+ * Information for CM searches, including info on filters.
+ * <nrounds> holds number of rounds of filtering.
+ * <search_opts>, <sc_cutoff>, <e_cutoff> <stype>, and <hsi>
+ * are all arrays of length <nrounds + 1>, running [0..nrounds].
+ * The final value in all those arrays (index <nrounds>) corresponds to
+ * the final scan, when filtering is finished. A special case is when
+ * <nrounds> == 0, in this case we're not filtering.
+ *
+ * A note about the mandatory use of two cutoffs <sc_cutoff> and <e_cutoff>
+ * If <cutoff_type> == E_CUTOFF, <sc_cutoff> is the minimal bit score
+ * that satisfies the E_CUTOFF for all partitions, this is used for
+ * reporting hits in SearchDispath(), but the final cutoff used is still
+ * <e_cutoff>.
+ * If <cutoff_type> == SCORE_CUTOFF, <e_cutoff> is set to -1., and never
+ * used. It should be considered invalid.
+ *
+ */
+typedef struct searchinfo_s {
+ int nrounds; /* number of rounds of filtering, if 0, we're not filtering */
+ int *stype; /* [0..n..nrounds] search 'type' "SEARCH_WITH_HMM", "SEARCH_WITH_HYBRID", or "SEARCH_WITH_CM" */
+ int *search_opts; /* [0..n..nrounds] search options for each round of filtering, including the final round */
+ int *cutoff_type; /* [0..n..nrounds] SCORE_CUTOFF or E_CUTOFF */
+ float *sc_cutoff; /* [0..n..nrounds] bit score cutoff threshold for each round, always valid,
+ * if cutoff_type[n] == E_CUTOFF this is minimal bit score across all partitions for e_cutoff */
+ float *e_cutoff; /* [0..n..nrounds] E-value cutoff threshold for each round, ONLY valid if if cutoff_type[n] == E_CUTOFF */
+ ScanMatrix_t **smx; /* [0..n..nrounds] scanning DP matrix for each round, for final round (n==nrounds) si->smx[nrounds] == cm->smx */
+ HybridScanInfo_t **hsi; /* [0..n..nrounds] hybrid scan info for SEARCH_WITH_HYBRID rounds, NULL if stype[f] != SEARCH_WITH_HYBRID */
+} SearchInfo_t;
+
+/* possible values for stype[] array in SearchInfo_t objects */
+#define SEARCH_WITH_HMM 0
+#define SEARCH_WITH_HYBRID 1
+#define SEARCH_WITH_CM 2
+
+
+/* Structure ExpInfo_t:
+ *
+ * Info on an exponential tail that describes score distribution in random sequence
+ * of a given algorithm, model configuration (can be 1 of 8 modes, local/glocal of
+ * each viterbi, forward, cyk, or inside). Fit in cmcalibrate and stored in the
+ * cm file. All values with the sole exception of <cur_eff_dbsize> are never
+ * changed once read, and some of the params are actually unnecessary downstream
+ * of cmcalibrate, but are potentially informative to the user.
+ */
+typedef struct expinfo_s {
+ long cur_eff_dbsize;/* the total number of possible hits we expect for current database search,
+ * cur_eff_dbsize = ceiling((current dbsize) / <dbsize> * <nrandhits>) */
+ double lambda; /* scale param exponential tail */
+ double mu_extrap; /* offset/location param for exponential tail extrapolated to include all <nrandhits> from cmcalibrate,
+ * mu_corrected = mu_orig - log(1./tailp) / lambda */
+ double mu_orig; /* offset/location param for exponential tail's original fit to tailp of rand seq score histogram in cmcalibrate */
+ long dbsize; /* db size in residues that was used in cmcalibrate */
+ int nrandhits; /* total number of hits in random sequence database in cmcalibrate */
+ double tailp; /* fractional tail mass threshold for hit histogram in random sequences in cmcalibrate */
+ int is_valid; /* TRUE if this expinfo_s object is valid (it's parameters have been set), FALSE if not */
+} ExpInfo_t;
+
+/* Structure HMMFilterInfo_t:
+ *
+ * Information for HMM filters of CM searches as determined in cmcalibrate.
+ */
+typedef struct hmmfilterinfo_s {
+ int is_valid; /* TRUE if values have been set, FALSE if not */
+ float F; /* fraction of empirical CM hits required to survive filter */
+ int N; /* number of CM hits used to get threshold ((N*F) passed)*/
+ long dbsize; /* db size used to calculate E-values in fwd_E_cut and cm_E_cut, SHOULD ALWAYS BE FTHR_DBSIZE_MB 1 */
+ int ncut; /* number of filter threshold cutoff pairs we have, size of fwd_E_cut and cm_E_cut arrays */
+ float *cm_E_cut; /* [0..i..ncut-1] CM E-value cutoff used to determine fwd_E_cut[i], fwd_E_cut[i],
+ * at least F fraction of hits with optimal hits with CM E-value < cm_E_cut[i] were able
+ * to be recognized with by a forward HMM scan with E-value cutoff fwd_E_cut[i].
+ * These are sorted in decreasing order, from worst, highest E-value to best, lowest.
+ */
+ float *fwd_E_cut; /* [0..i..ncut-1] cutoff E-value threshold for HMM forward filter, using this cutoff
+ * we were able to find at least F fraction of CYK hits with E-value of cm_E_cut[i] or better.
+ * (we can use this E-value and db_size and exponential tailto get bit score for each partition)
+ */
+ int always_better_than_Smax; /* tells us what we should do if given a CM E-value cutoff worse (higher) than cm_E_cut[0]:
+ * If TRUE we should use fwd_E_cut[0] as the HMM filter cutoff. In this case cm_E_cut[0] was
+ * the worst CM E-value we observed. And we could still recognize F fraction of the hits
+ * with an expected survival fraction < Smax.
+ * If FALSE we should turn HMM filtering off in this scenario. In this case cm_E_cut[0] was
+ * not the worst E-value we observed, so there were some for which we couldn't
+ * filter effectively (cm_E_cut[0] is the worst E-value cutoff we did observe for
+ * which we can filter with expected survival fraction < Smax.
+ */
+} HMMFilterInfo_t;
+
+/* different possible x/y values for HMM filter threshold plots in cmstat */
+#define FTHR_PLOT_CME_HMME 0 /* HMM filter E-value cutoffs versus CM E-value cutoffs */
+#define FTHR_PLOT_CME_S 1 /* predicted survival fraction versus CM E-value cutoffs */
+#define FTHR_PLOT_CME_XHMM 2 /* predicted xhmm (factor slower than HMM only scan) versus CM E-value cutoffs */
+#define FTHR_PLOT_CME_SPDUP 3 /* predicted speedup with filter versus CM E-value cutoffs */
+#define FTHR_PLOT_CMB_HMMB 4 /* HMM filter bit score cutoffs versus CM bit score cutoffs */
+#define FTHR_PLOT_CMB_S 5 /* predicted survival fraction versus CM bit score cutoffs */
+#define FTHR_PLOT_CMB_XHMM 6 /* predicted xhmm (factor slower than HMM only scan) versus CM bit score cutoffs */
+#define FTHR_PLOT_CMB_SPDUP 7 /* predicted speedup with filter versus CM bit score cutoffs */
+#define FTHR_NPLOT 8
+/* Structure BestFilterInfo_t:
+ *
+ * Information for the predicted best filter for CM searches
+ * as determined in cmcalibrate (only used in cmcalibrate).
+ */
+typedef struct bestfilterinfo_s {
+ int cm_M; /* # states in the CM */
+ float cm_eval; /* CM E-value threshold, we rejected worse than */
+ float F; /* fraction of empirical CM hits required to survive filter */
+ int N; /* number of CM hits used to get threshold ((N*F) passed)*/
+ int db_size; /* db size used to calculate exponential mu for *_eval calculations */
+ int is_valid; /* TRUE if values have been set, FALSE if not */
+ int ftype; /* FILTER_WITH_HMM_VITERBI, FILTER_WITH_HMM_FORWARD, FILTER_WITH_HYBRID or FILTER_NOTYETSET */
+ float e_cutoff; /* cutoff E-value threshold for filter (we can use this and db_size and exponential tail to get bit score for each partition) */
+ float full_cm_ncalcs; /* millions of DP calcs for full CM scan of length db_size */
+ float fil_ncalcs; /* millions of DP calcs for filter scan of length db_size */
+ float fil_plus_surv_ncalcs;/* millions of DP calcs for filter scan + full CM scan of survivors of length db_size */
+ /* info for hybrid scanner, only valid if ftype == FILTER_WITH_HYBRID */
+ double hbeta; /* tail loss prob used to calculate dmin/dmax for hybrid filter */
+ int *v_isroot; /* [0..cm->M-1], TRUE if state v is a sub CM root in filter, false if not */
+ int np; /* number of partitions (number of exponentials in hexpA) */
+ ExpInfo_t **hexpA; /* [0.p.np-1] exponential tail info for hybrid scanner, partition p, only non-NULL if ftype == FILTER_WITH_HYBRID */
+} BestFilterInfo_t;
+
+
+
+/* possible values for ftype[] array in FilterInfo_t objects */
+#define FILTER_WITH_HMM_VITERBI 0
+#define FILTER_WITH_HMM_FORWARD 1
+#define FILTER_WITH_HYBRID 2
+#define FILTER_NOTYETSET 3
+
+/* Structure CMStats_t
+ */
+typedef struct cmstats_s {
+ int np; /* number of partitions, default: 1 */
+ int *ps; /* start GC content [0..100] of each partition */
+ int *pe; /* end GC content [0..100] of each partition */
+ int gc2p[GC_SEGMENTS]; /* map from GC content to partition number */
+ ExpInfo_t ***expAA; /* [0..EXP_NMODES-1][0..np-1] */
+ HMMFilterInfo_t **hfiA; /* [0..FTHR_NMODES-1] */
+} CMStats_t;
+
+
+/* Exponential tail statistics modes, a different exp tail fit exists for each mode
+ * 0..EXP_NMODES-1 are first dimension of cmstats->expAA
+ * order is important, it's exploited by cmcalibrate
+ */
+#define EXP_CP9_GV 0
+#define EXP_CP9_GF 1
+#define EXP_CM_GC 2
+#define EXP_CM_GI 3
+#define EXP_CP9_LV 4
+#define EXP_CP9_LF 5
+#define EXP_CM_LC 6
+#define EXP_CM_LI 7
+#define EXP_NMODES 8
+
+/* Filter threshold modes, used in cmcalibrate
+ * 0..FTHR_MODES-1 are only dimension cmstats->fthrA
+ */
+#define FTHR_CM_GC 0
+#define FTHR_CM_GI 1
+#define FTHR_CM_LC 2
+#define FTHR_CM_LI 3
+#define FTHR_NMODES 4
+
+/* Structure ComLog_t: command line info used to build/calibrate a CM.
+ *
+ * bcom, bdate must be non-NULL.
+ * ccom1, cdate1 is non-NULL only if at least 1 cmcalibrate call was performed for this cm
+ * ccom2, cdate2 is non-NULL only if at > 1 cmcalibrate calls were performed for this cm AND
+ * the most recent cmcalibrate call had --filonly enabled (meaning only filter thresholds were rewritten).
+ *
+ */
+typedef struct comlog_s {
+ char *bcom; /* command line used for cmbuild, if --gibbs used w/o --seed, --seed will be artificially appended */
+ char *bdate; /* date of cmbuild call */
+ char *ccom; /* command line used for first of up to two cmcalibrate calls, if -s not used, -s will be artificially appended */
+ char *cdate; /* date of first of up to two cmcalibrate call */
+} ComLog_t;
+
+/* Structure: CM_t
+ * Incept: SRE, 9 Mar 2000 [San Carlos CA]
+ *
+ * A covariance model. M states, arranged logically as a directed graph
+ * (on a binary tree backbone); arranged physically as a set of arrays 0..M-1.
+ *
+ * State 0 is always the root state. State M-1 is always an end state.
+ *
+ * EPN 12.19.06: added arrays to hold integer log-odds scores for faster
+ * inside/outside
+ *
+ */
+typedef struct cm_s {
+ /* General information about the model: */
+ char *name; /* name of the model */
+ char *acc; /* optional accession number for model, or NULL */
+ char *desc; /* optional description of the model, or NULL */
+ char *annote; /* consensus column annotation line, or NULL */ /* ONLY PARTIALLY IMPLEMENTED, BEWARE */
+
+ /* new as of v1.0 */
+ ComLog_t *comlog; /* creation dates and command line(s) that built/calibrated the model (mandatory) */
+ int nseq; /* number of training sequences (mandatory) */
+ float eff_nseq; /* effective number of seqs (<= nseq) (mandatory) */
+ float ga; /* per-seq/per-domain gathering thresholds (bits) (CMH_GA) */
+ float tc; /* per-seq/per-domain trusted cutoff (bits) (CMH_TC) */
+ float nc; /* per-seq/per-domain noise cutoff (bits) (CMH_NC) */
+
+
+ /* Information about the null model: */
+ float *null; /* residue probabilities [0..3] */
+
+ /* Information about the state type: */
+ int M; /* number of states in the model */
+ int clen; /* consensus length (2*MATP+MATL+MATR) */
+ char *sttype; /* type of state this is; e.g. MP_st */
+ int *ndidx; /* index of node this state belongs to */
+ char *stid; /* unique state identifier; e.g. MATP_MP */
+
+ /* Information about its connectivity in CM: */
+ int *cfirst; /* index of left child state */
+ int *cnum; /* overloaded: for non-BIF: # connections; */
+ /* for BIF: right child S_st */
+ int *plast; /* index to first parent state */
+ int *pnum; /* number of parent connections */
+
+ /* Information mapping nodes->states */
+ int nodes; /* number of nodes in the model */
+ int *nodemap; /* nodemap[5] = idx first state, node 5 */
+ char *ndtype; /* type of node, e.g. MATP_nd */
+
+ /* Parameters of the probabilistic model: */
+ float **t; /* Transition prob's [0..M-1][0..MAXCONNECT-1] */
+ float **e; /* Emission probabilities. [0..M-1][0..15] */
+ float *begin; /* Local alignment start probabilities [0..M-1] */
+ float *end; /* Local alignment ending probabilities [0..M-1] */
+
+ /* Parameters of the log odds model: */
+ float **tsc; /* Transition score vector, log odds */
+ float **esc; /* Emission score vector, log odds */
+ float **oesc; /* Optimized emission score log odds float vec */
+ float *beginsc; /* Score for ROOT_S -> state v (local alignment) */
+ float *endsc; /* Score for state_v -> EL (local alignment) */
+
+ /* Parameters used in marginal alignments */
+ float **lmesc; /* Left marginal emission scores (log odds) */
+ float **rmesc; /* Right marginal emission scores (log odds) */
+
+ /* Scaled int parameters of the log odds model: */
+ int **itsc; /* Transition score vector, scaled log odds int */
+ int **iesc; /* Emission score vector, scaled log odds int */
+ int **ioesc; /* Optimized emission score log odds int vector */
+ int *ibeginsc; /* Score for ROOT_S -> state v (local alignment) */
+ int *iendsc; /* Score for state_v -> EL (local alignment) */
+
+ int flags; /* status flags */
+
+ /* W and query dependent bands (QDB) on subsequence lengths at each state */
+ int *dmin; /* minimum d bound for each state v; [0..v..M-1] (NULL if non-banded) */
+ int *dmax; /* maximum d bound for each state v; [0..v..M-1] (NULL if non-banded) */
+ int W; /* max d: max size of a hit (EPN 08.18.05) */
+ double beta_qdb; /* tail loss probability for QDB calculation used to set dmin/dmax */
+ double beta_W; /* tail loss probability for QDB calculation used to set W, often *
+ * equal to beta_qdb, but not always. beta_W >= beta_qdb ALWAYS. *
+ * If beta_W > beta_qdb, dmax[0] > W, d values > W are not allowed *
+ * in the DP algorithms though (enforced sneakily when the *
+ * ScanMatrix_t is built). However, if beta_W > beta_qdb, we still *
+ * can get less sensitivity loss w.r.t non-banded than if bands were *
+ * tighter with beta_W == beta_qdb; because some subtrees (think *
+ * BEGL's and BEGRs) still have wider bands, it's just the nodes near *
+ * the root that will have their dmax values truncated to <= cm->W. */
+ double tau; /* tail loss probability for HMM target dependent banding */
+
+ /* added by EPN, Tue Jan 2 14:24:08 2007 */
+ int config_opts;/* model configuration options */
+ int align_opts; /* alignment options */
+ int search_opts;/* search options */
+ CP9_t *cp9; /* a CM Plan 9 HMM, always built when the model is read from a file */
+ CP9Map_t *cp9map; /* the map from the Plan 9 HMM to the CM and vice versa */
+ CP9Bands_t *cp9b; /* the CP9 bands */
+ float *root_trans; /* transition probs from state 0, saved IFF zeroed in ConfigLocal() */
+ float pbegin; /* local begin prob to spread across internal nodes for local mode */
+ float pend; /* local end prob to spread across internal nodes for local mode */
+
+
+ float el_selfsc; /* score of a self transition in the EL state
+ * the EL state emits only on self transition (EPN 11.15.05)*/
+ int iel_selfsc; /* scaled int version of el_selfsc */
+
+ /* DP matrices and some auxiliary info for DP algorithms */
+ ScanMatrix_t *smx; /* matrices, info for CYK/Inside scans with this CM */
+ CM_HB_MX *hbmx; /* growable HMM banded float matrix */
+ CP9_MX *cp9_mx; /* growable CP9 DP matrix */
+ CP9_MX *cp9_bmx; /* another growable CP9 DP matrix, 'b' is for backward,
+ * only alloc'ed to any significant size if we do Forward,Backward->Posteriors */
+
+ /* search info describing the cmsearch filtering strategy, NULL unless created in cmsearch */
+ SearchInfo_t *si; /* describes each round of filtering, and final round of searching */
+
+ /* statistics */
+ CMStats_t *stats; /* holds exponential tail stats and HMM filtering thresholds */
+
+ const ESL_ALPHABET *abc; /* ptr to alphabet info (cm->abc->K is alphabet size)*/
+} CM_t;
+
+#endif /*STRUCTSH_INCLUDED*/
diff --git a/src/trcyk.c b/src/trcyk.c
new file mode 100644
index 0000000..648d30f
--- /dev/null
+++ b/src/trcyk.c
@@ -0,0 +1,124 @@
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+
+#include "easel.h"
+#include "esl_alphabet.c"
+#include "esl_msa.h"
+#include "esl_sqio.h"
+
+#include "structs.h"
+#include "funcs.h"
+
+int
+main(int argc, char **argv)
+{
+ char *cmfile;
+ ESL_ALPHABET *abc;
+ char *seqfile;
+ ESL_SQFILE *sqfp;
+ int format;
+ CMFILE *cmfp;
+ CM_t *cm;
+ ESL_SQ *seq;
+ float sc, rev_sc;
+ Parsetree_t *tr;
+ Fancyali_t *fali;
+ Fancyali_t *rev_fali;
+ CMConsensus_t *cons;
+
+ int do_local;
+
+ /* int status; */
+ /* char *optname; */
+ /* char *optarg; */
+ int optind;
+
+ int status;
+ char errbuf[cmERRBUFSIZE];
+
+ cmfile = seqfile = NULL;
+ abc = NULL;
+ sqfp = NULL;
+ cmfp = NULL;
+ cm = NULL;
+ seq = NULL;
+ tr = NULL;
+ fali = NULL;
+ rev_fali = NULL;
+ cons = NULL;
+ format = eslSQFILE_UNKNOWN;
+ do_local = TRUE;
+
+ /* Should process options, but for now assume none and set optind */
+ optind = 1;
+
+ if ( argc - optind != 2 ) cm_Die("Incorrect number of arguments\n");
+ cmfile = argv[optind++];
+ seqfile = argv[optind++];
+
+ if ( (cmfp = CMFileOpen(cmfile, NULL)) == NULL )
+ cm_Die("Failed to open covariance model save file\n");
+ if ((status = CMFileRead(cmfp, errbuf, &abc, &cm)) != eslOK)
+ cm_Die("Failed to read a CM from cm file\n");
+ if (cm == NULL)
+ cm_Die("CM file empty?\n");
+ CMFileClose(cmfp);
+
+ if ( esl_sqfile_Open(seqfile, format, NULL, &sqfp) != eslOK )
+ cm_Die("Failed to open sequence database file\n");
+
+ if (do_local) cm->config_opts |= CM_CONFIG_LOCAL;
+
+ ConfigCM(cm, TRUE); /* TRUE says: calculate W */
+ CreateCMConsensus(cm, cm->abc, 3.0, 1.0, &cons);
+ SetMarginalScores(cm);
+
+ seq = esl_sq_Create();
+ while ( esl_sqio_Read(sqfp, seq) == eslOK )
+ {
+ if (seq->n == 0) continue;
+
+ int i0 = 1;
+ int j0 = seq->n;
+
+ if (seq->dsq == NULL)
+ esl_sq_Digitize(abc, seq);
+ sc = TrCYK_DnC(cm, seq->dsq, seq->n, 0, i0, j0, &tr);
+ fali = CreateFancyAli(cm->abc, tr, cm, cons, seq->dsq, FALSE, NULL, NULL);
+ FreeParsetree(tr);
+
+ revcomp(abc, seq, seq);
+ rev_sc = TrCYK_DnC(cm,seq->dsq, seq->n, 0, i0, j0, &tr);
+ rev_fali = CreateFancyAli(cm->abc, tr, cm, cons,seq->dsq, FALSE, NULL, NULL);
+ FreeParsetree(tr);
+
+ if (sc > rev_sc)
+ {
+ printf("sequence: %s\n", seq->name);
+ printf("score: %.2f\n",sc);
+ PrintFancyAli(stdout, fali, 0, FALSE, FALSE);
+ }
+ else
+ {
+ printf("sequence: %s (reversed)\n", seq->name);
+ printf("score: %.2f\n",rev_sc);
+ PrintFancyAli(stdout, fali, seq->n, TRUE, FALSE);
+ }
+
+ FreeFancyAli(fali);
+ FreeFancyAli(rev_fali);
+
+ esl_sq_Destroy(seq);
+ seq = esl_sq_Create();
+
+ }
+ esl_sq_Destroy(seq);
+
+ FreeCMConsensus(cons);
+ FreeCM(cm);
+ esl_sqfile_Close(sqfp);
+
+ return EXIT_SUCCESS;
+}
diff --git a/src/truncyk.c b/src/truncyk.c
new file mode 100644
index 0000000..502ed09
--- /dev/null
+++ b/src/truncyk.c
@@ -0,0 +1,3856 @@
+/* truncyk.c
+ * DLK
+ *
+ * Fully local alignment of target (sub)sequence to a CM
+ * using truncated-CYK algorithm
+ */
+
+/************************************************************
+ *
+ * truncyk external API:
+ *
+ * TrCYK_DnC() - Divide and conquer
+ * TrCYK_Inside() - Inside with or without traceback
+ *
+ ************************************************************/
+
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_stack.h"
+
+#include "structs.h"
+#include "funcs.h"
+
+#define BE_EFFICIENT 0
+#define BE_PARANOID 1
+
+#define USED_LOCAL_BEGIN 101
+#define USED_EL 102
+
+/*
+struct deckpool_s {
+ float ***pool;
+ int n;
+ int nalloc;
+ int block;
+};
+*/
+
+/* Structure: AlphaMats_t */
+typedef struct alphamats_s {
+ float ***J;
+ float ***L;
+ float ***R;
+ float ***T;
+} AlphaMats_t;
+
+/* structure: BetaMats_t */
+typedef struct betamats_s {
+ float ***J;
+ float **L;
+ float **R;
+ /* no T because T only applies at bifurcations, and beta/outside is only calculated on unbifurcated subgraphs */
+} BetaMats_t;
+
+/* Structure: ShadowMats_t */
+typedef struct shadowmats_s {
+ void ***J;
+ void ***L;
+ void ***Lmode;
+ void ***R;
+ void ***Rmode;
+ void ***T;
+} ShadowMats_t;
+
+/* Divide and conquer */
+float tr_generic_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int vend, int i0, int j0,
+ int r_allow_J, int r_allow_L, int r_allow_R);
+float tr_wedge_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int r_allow_J, int r_allow_L, int r_allow_R);
+void tr_v_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int i1, int j1, int j0,
+ int useEL, int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R);
+
+/* Alignment engines */
+/* trinside is legacy, aviod use! */
+float trinside (CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ void ****ret_shadow, void ****ret_L_shadow, void ****ret_R_shadow,
+ void ****ret_T_shadow, void ****ret_Lmode_shadow, void ****ret_Rmode_shadow,
+ int *ret_mode, int *ret_v, int *ret_i, int *ret_j);
+float tr_inside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ int allow_begin, int r_allow_J, int r_allow_L, int r_allow_R,
+ AlphaMats_t *arg_alpha, AlphaMats_t *ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ ShadowMats_t *ret_shadow, int *ret_mode, int *ret_v, int *ret_i, int *ret_j);
+float tr_outside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ int r_allow_J, int r_allow_L, int r_allow_R,
+ BetaMats_t *arg_beta, BetaMats_t *ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int *ret_mode, int *ret_v, int *ret_j);
+float tr_vinside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int z, int i0, int i1, int j1, int j0,
+ int useEL, int do_full, int allow_begin,
+ int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R,
+ AlphaMats_t *arg_alpha, AlphaMats_t *ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ ShadowMats_t *ret_shadow, int *ret_mode, int *ret_v, int *ret_i, int *ret_j);
+void tr_voutside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int z, int i0, int i1, int j1, int j0,
+ int useEL, int do_full, int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R, BetaMats_t *arg_beta,
+ BetaMats_t *ret_beta, struct deckpool_s *dpool, struct deckpool_s **ret_dpool);
+
+/* Traceback routine */
+float tr_insideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z, int i0, int j0,
+ int r_allow_J, int r_allow_L, int r_allow_R);
+float tr_vinsideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z,
+ int i0, int i1, int j1, int j0, int useEL,
+ int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R);
+
+/* Function: SetMarginalScore()
+ * Author: DLK
+ *
+ * Purpose: Given an otherwise initialized CM,
+ * set marginalized emission score vectors.
+ * Requires cm->abc and cm->esc.
+ *
+ * Args: cm
+ *
+ * Returns: none (cm is modified)
+ */
+void
+SetMarginalScores(CM_t *cm)
+{
+ int i,v;
+
+ cm->lmesc = malloc(sizeof(float *) * (cm->M));
+ cm->rmesc = malloc(sizeof(float *) * (cm->M));
+
+ cm->lmesc[0] = malloc(sizeof(float) * (cm->M*cm->abc->Kp));
+ cm->rmesc[0] = malloc(sizeof(float) * (cm->M*cm->abc->Kp));
+
+ for (v = 0; v < cm->M; v++)
+ {
+ cm->lmesc[v] = cm->lmesc[0] + v*cm->abc->Kp;
+ cm->rmesc[v] = cm->rmesc[0] + v*cm->abc->Kp;
+
+ if (cm->sttype[v] == MP_st)
+ for (i = 0; i < cm->abc->Kp; i++)
+ {
+ cm->lmesc[v][i] = LeftMarginalScore(cm->abc, cm->esc[v], i);
+ cm->rmesc[v][i] = RightMarginalScore(cm->abc, cm->esc[v], i);
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ for (i = 0; i < cm->abc->Kp; i++)
+ {
+ cm->lmesc[v][i] = cm->esc[v][i];
+ cm->rmesc[v][i] = 0.0;
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ for (i = 0; i < cm->abc->Kp; i++)
+ {
+ cm->lmesc[v][i] = 0.0;
+ cm->rmesc[v][i] = cm->esc[v][i];
+ }
+ else
+ for (i = 0; i < cm->abc->Kp; i++)
+ {
+ cm->lmesc[v][i] = 0.0;
+ cm->rmesc[v][i] = 0.0;
+ }
+ }
+
+ return;
+}
+
+/* Function: TrCYK_DnC()
+ * Author: DLK
+ *
+ * Purpose: Divide-and-conquer CYK alignment
+ * for truncated sequences with traceback
+ *
+ * Args:
+ *
+ * Returns: score of the alignment in bits
+ */
+float
+TrCYK_DnC(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr)
+{
+ Parsetree_t *tr;
+ int z;
+ float sc, bsc;
+ int v, model_len;
+
+ /* Check input parameters */
+ if ( cm->stid[r] != ROOT_S )
+ {
+ if (! (cm->flags & CMH_LOCAL_BEGIN)) cm_Die("internal error: we're not in local mode, but r is not root");
+ if ( (cm->stid[r] != MATP_MP) &&
+ (cm->stid[r] != MATL_ML) &&
+ (cm->stid[r] != MATR_MR) &&
+ (cm->stid[r] != BIF_B ) ) cm_Die("internal error: trying to do a local begin at a non-mainline start");
+ }
+
+ /* Create parse tree and initialize */
+ tr = CreateParsetree(100);
+ /* InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, i0, j0, r); */
+ z = cm->M-1;
+
+ /* If local begin is known */
+ if ( r != 0 )
+ {
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, i0, j0, r);
+ z = CMSubtreeFindEnd(cm, r);
+ }
+
+ /* Solve by calling tr_generic_splitter() */
+ sc = tr_generic_splitter(cm, dsq, L, tr, r, z, i0, j0, TRUE, TRUE, TRUE);
+
+ model_len = 0;
+ for ( v = r; v < cm->M; v++ )
+ {
+ if ( cm->stid[v] == MATP_MP ) model_len += 2;
+ else if ( cm->stid[v] == MATL_ML ) model_len += 1;
+ else if ( cm->stid[v] == MATR_MR ) model_len += 1;
+ }
+ /* 2.0 instead of 2 to force floating point division, not integer division */
+ bsc = sreLOG2(2.0/(model_len*(model_len+1)));
+
+ sc += bsc;
+
+ if ( ret_tr != NULL ) { *ret_tr = tr; }
+ else { FreeParsetree(tr); }
+
+ return sc;
+}
+
+/* Function: TrCYK_Inside()
+ * Author: DLK
+ *
+ * Purpose: Full CYK alignment for truncated sequences
+ * with traceback
+ *
+ * Based on CYKInside()
+ *
+ * Args: cm - the covariance model
+ * dsq - the sequence, 1..L
+ * L - length of the sequence
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * i0 - start of target subsequence (usually 1, beginning of dsq)
+ * j0 - end of target subsequence (usually L, end of dsq)
+ * ret_tr - RETURN: traceback (pass NULL if trace isn't wanted)
+ *
+ * Returns; score of the alignment in bits
+ */
+float
+TrCYK_Inside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int i0, int j0, Parsetree_t **ret_tr)
+{
+ Parsetree_t *tr;
+ int z;
+ float sc, bsc;
+ int v, model_len;
+
+ /* Check input parameters */
+ if ( cm->stid[r] != ROOT_S )
+ {
+ if (! (cm->flags & CMH_LOCAL_BEGIN)) cm_Die("internal error: we're not in local mode, but r is not root");
+ if ( (cm->stid[r] != MATP_MP) &&
+ (cm->stid[r] != MATL_ML) &&
+ (cm->stid[r] != MATR_MR) &&
+ (cm->stid[r] != BIF_B ) ) cm_Die("internal error: trying to do a local begin at a non-mainline start");
+ }
+
+ if ( ret_tr != NULL)
+ {
+ /* Create parse tree and initialize */
+ tr = CreateParsetree(100);
+ /* For purely local alignment, we don't want this state in the parse */
+ /* InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, i0, j0, r); */
+ z = cm->M-1;
+
+ /* If local begin is known */
+ if ( r != 0 )
+ {
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, i0, j0, r);
+ z = CMSubtreeFindEnd(cm, r);
+ }
+
+ /* Solve by calling tr_insideT() */
+ sc = tr_insideT(cm, dsq, L, tr, r, z, i0, j0, TRUE, TRUE, TRUE);
+ }
+ else
+ {
+ z = cm->M-1;
+
+ /* If local begin is known */
+ if ( r != 0 )
+ {
+ InsertTraceNode(tr, -1, TRACE_LEFT_CHILD, i0, j0, r);
+ z = CMSubtreeFindEnd(cm, r);
+ }
+
+ sc = tr_inside(cm, dsq, L, r, z, i0, j0, BE_EFFICIENT,
+ TRUE, TRUE, TRUE, TRUE,
+ NULL, NULL, NULL, NULL, NULL, NULL, NULL, NULL, NULL);
+ }
+
+ model_len = 0;
+ for ( v = r; v < cm->M; v++ )
+ {
+ if ( cm->stid[v] == MATP_MP ) model_len += 2;
+ else if ( cm->stid[v] == MATL_ML ) model_len += 1;
+ else if ( cm->stid[v] == MATR_MR ) model_len += 1;
+ }
+ /* 2.0 instead of 2 to force floating point division, not integer division */
+ bsc = sreLOG2(2.0/(model_len*(model_len+1)));
+
+ sc += bsc;
+
+ if ( ret_tr != NULL ) *ret_tr = tr;
+
+ return sc;
+}
+
+/* Function: tr_generic_splitter()
+ * Author: DLK
+ *
+ * Purpose: Generic problem for divide-and-conquer
+ * Based closely on generic_splitter()
+ *
+ * Args:
+ *
+ * Returns:
+ */
+float
+tr_generic_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int r_allow_J, int r_allow_L, int r_allow_R)
+{
+ AlphaMats_t *alpha;
+ BetaMats_t *beta;
+ struct deckpool_s *pool;
+ int v,w,y;
+ int wend, yend;
+ int tv;
+ int jp;
+ int W;
+ float sc;
+ int j,d,k;
+ float best_sc;
+ int best_j, best_d, best_k;
+ int v_mode, w_mode, y_mode;
+ int b1_mode, b2_mode, b3_mode;
+ int b1_v, b1_i, b1_j;
+ int b2_v, b2_i, b2_j;
+ int b3_v, b3_j;
+ float b1_sc, b2_sc, b3_sc;
+ int useEL;
+
+ int v_allow_T = FALSE;
+
+ if (r == 0) v_allow_T = TRUE;
+ if (!r_allow_J && !r_allow_L && !r_allow_R) v_allow_T = TRUE;
+
+ /* Case 1: problem size is small; solve with tr_insideT()
+ * size calculation is heuristic based on size of insideT() */
+ if (5*insideT_size(cm, L, r, z, i0, j0) < RAMLIMIT)
+ {
+ sc = tr_insideT(cm, dsq, L, tr, r, z, i0, j0, r_allow_J, r_allow_L, r_allow_R);
+ return sc;
+ }
+
+ /* Case 2: find a bifurcation */
+ for (v = r; v <= z-5; v++)
+ { if (cm->sttype[v] == B_st) break; }
+
+ /* Case 3: no bifurcations -> wedge problem */
+ if (cm->sttype[v] != B_st)
+ {
+ if (cm->sttype[z] != E_st) cm_Die("z in tr_generic_splitter not E_st - that ain't right");
+ sc = tr_wedge_splitter(cm, dsq, L, tr, r, z, i0, j0, r_allow_J, r_allow_L, r_allow_R);
+ return sc;
+ }
+
+ alpha = malloc(sizeof(AlphaMats_t));
+ beta = malloc(sizeof(BetaMats_t));
+
+ /* Unusual cases dispatched, back to case 2 (bifurcation) */
+ w = cm->cfirst[v];
+ y = cm->cnum[v];
+ if (w < y) { wend = y-1; yend = z; }
+ else { yend = w-1; wend = z; }
+
+ /* Calculate alphas for w and y
+ * also pick up best local begins in each subtree */
+ b1_sc = tr_inside(cm, dsq, L, w, wend, i0, j0, BE_EFFICIENT,
+ (r == 0), TRUE, r_allow_L, r_allow_R,
+ NULL, alpha, NULL, &pool, NULL, &b1_mode, &b1_v, &b1_i, &b1_j);
+ if (r != 0) b1_sc = IMPOSSIBLE;
+ b2_sc = tr_inside(cm, dsq, L, y, yend, i0, j0, BE_EFFICIENT,
+ (r == 0), TRUE, r_allow_L, r_allow_R,
+ alpha, alpha, pool, NULL, NULL, &b2_mode, &b2_v, &b2_i, &b2_j);
+ if (r != 0) b2_sc = IMPOSSIBLE;
+
+ /* Calculate beta; release pool */
+ b3_sc = tr_outside(cm, dsq, L, r, v, i0, j0, BE_EFFICIENT,
+ r_allow_J, r_allow_L, r_allow_R,
+ NULL, beta, NULL, NULL, &b3_mode, &b3_v, &b3_j);
+
+ /* OK, to the point of actually finding the best split
+ * We have a lot more types of splits than the non-truncated
+ * version, so we need a better way to keep track of them */
+ W = j0 - i0 + 1;
+ best_sc = IMPOSSIBLE;
+ for (jp = 0; jp <= W; jp ++)
+ {
+ j = i0 - 1 + jp;
+ for (d = 0; d <= jp; d++)
+ {
+ for (k = 0; k <= d; k++)
+ {
+ /* Attempted bug fix cases - these cases have priority */
+ if ( v_allow_T && k > 0 && k < d)
+ if ( (sc = alpha->J[w][j-k][d-k] + alpha->L[y][j][k]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 0; w_mode = 3; y_mode = 2;
+ }
+ if ( v_allow_T && k > 0 && k < d)
+ if ( (sc = alpha->R[w][j-k][d-k] + alpha->J[y][j][k]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 0; w_mode = 1; y_mode = 3;
+ }
+ if ( (sc = alpha->J[w][j-k][d-k] + alpha->J[y][j][k] + beta->J[v][j][d]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 3; w_mode = 3; y_mode = 3;
+ }
+ if ( r_allow_L && k > 0 /* && j-d+1 > i0 */ )
+ if ( (sc = alpha->J[w][j-k][d-k] + alpha->L[y][j][k] + beta->L[v][j-d+1]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 2; w_mode = 3; y_mode = 2;
+ }
+ /* Attempted bug fix case */
+ if ( r_allow_L && k > 0 )
+ if ( (sc = alpha->J[w][j-k][d-k] + alpha->J[y][j][k] + beta->L[v][j-d+1]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 2; w_mode = 3; y_mode = 3;
+ }
+ /* j < j0 test causes problems if there are no R emitters between r and v */
+ if ( r_allow_R && k < d /* && j < j0*/ )
+ if ( (sc = alpha->R[w][j-k][d-k] + alpha->J[y][j][k] + beta->R[v][j]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 1; w_mode = 1; y_mode = 3;
+ }
+ /* Attempted bug fix case */
+ if ( r_allow_R && k < d )
+ if ( (sc = alpha->J[w][j-k][d-k] + alpha->J[y][j][k] + beta->R[v][j]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 1; w_mode = 3; y_mode = 3;
+ }
+ if ( v_allow_T && k > 0 && k < d )
+ if ( (sc = alpha->R[w][j-k][d-k] + alpha->L[y][j][k]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = k;
+ best_j = j;
+ best_d = d;
+ v_mode = 0; w_mode = 1; y_mode = 2;
+ }
+ }
+
+ if ( r_allow_L )
+ if ( (sc = alpha->L[w][j][d] + beta->L[v][j-d+1]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = 0;
+ best_j = j;
+ best_d = d;
+ v_mode = 2; w_mode = 2; y_mode = 0;
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->J[w][j][d] + beta->L[v][j-d+1]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = 0;
+ best_j = j;
+ best_d = d;
+ v_mode = 2; w_mode = 3; y_mode = 0;
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->R[y][j][d] + beta->R[v][j]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = d;
+ best_j = j;
+ best_d = d;
+ v_mode = 1; w_mode = 0; y_mode = 1;
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->J[y][j][d] + beta->R[v][j]) > best_sc )
+ {
+ best_sc = sc;
+ best_k = d;
+ best_j = j;
+ best_d = d;
+ v_mode = 1; w_mode = 0; y_mode = 3;
+ }
+ if ( (sc = beta->J[cm->M][j][d]) > best_sc) /* Joint parent to EL */
+ {
+ best_sc = sc;
+ best_k = -1;
+ best_j = j;
+ best_d = d;
+ v_mode = 3; w_mode = 0; y_mode = 0;
+ useEL = TRUE;
+ }
+ }
+ }
+
+ /* Check for local entry in one of the child sub-trees */
+ if (r == 0)
+ {
+ if (b1_sc > best_sc)
+ {
+ best_sc = b1_sc;
+ best_k = b1_v;
+ best_j = b1_j;
+ best_d = b1_j - b1_i + 1;
+ v_mode = 0; w_mode = b1_mode; y_mode = 0;
+ }
+ if (b2_sc > best_sc)
+ {
+ best_sc = b2_sc;
+ best_k = b2_v;
+ best_j = b2_j;
+ best_d = b2_j - b2_i + 1;
+ v_mode = 0; w_mode = 0; y_mode = b2_mode;
+ }
+ }
+
+ /* local hit in parent (must be marginal) */
+ if (b3_sc > best_sc)
+ {
+ best_sc = b3_sc;
+ best_k = b3_v;
+ best_j = b3_j;
+ v_mode = b3_mode; w_mode = 0; y_mode = 0;
+ useEL = FALSE;
+ }
+
+ /* Free alphas */
+ free_vjd_matrix(alpha->J, cm->M, i0, j0);
+ free_vjd_matrix(alpha->L, cm->M, i0, j0);
+ free_vjd_matrix(alpha->R, cm->M, i0, j0);
+ free_vjd_matrix(alpha->T, cm->M, i0, j0);
+ free_vjd_matrix( beta->J, cm->M, i0, j0);
+ free(beta->L[0]); free(beta->L);
+ free(beta->R[0]); free(beta->R);
+ free(alpha);
+ free(beta);
+
+ /* Found the best path, now to interpret and sub-divide */
+ if ( v_mode ) /* parent graph is non-empty */
+ {
+ if ( w_mode == 0 && y_mode == 0 ) /* local hit in parent (marginal) */
+ {
+if (!useEL && b3_v == -1)
+cm_Die("1Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, r, (useEL ? v : b3_v), i0, best_j, best_j, j0,
+ useEL, r_allow_J, r_allow_L, r_allow_R, (v_mode == 3), (v_mode == 2), (v_mode == 1));
+ return best_sc;
+ }
+ else
+ {
+if (v == -1) cm_Die("2Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, r, v, i0, best_j-best_d+1, best_j, j0,
+ FALSE, r_allow_J, r_allow_L, r_allow_R, (v_mode == 3), (v_mode == 2), (v_mode == 1));
+ }
+ }
+ else if ( w_mode == 0 || y_mode == 0 ) /* local entry to one of the children */
+ {
+ if ( b1_sc > b2_sc )
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, b1_i, b1_j, b1_v, b1_mode);
+ z = CMSubtreeFindEnd(cm, b1_v);
+ tr_generic_splitter(cm, dsq, L, tr, b1_v, z, b1_i, b1_j, (b1_mode == 3), (b1_mode == 2), (b1_mode == 1));
+ return best_sc;
+ }
+ else
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, b2_i, b2_j, b2_v, b2_mode);
+ z = CMSubtreeFindEnd(cm, b2_v);
+ tr_generic_splitter(cm, dsq, L, tr, b2_v, z, b2_i, b2_j, (b2_mode == 3), (b2_mode == 2), (b2_mode == 1));
+ return best_sc;
+ }
+ }
+ else /* case T: parent is empty, but both children are non-empty */
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, best_j - best_d + 1, best_j, v, 0);
+ }
+
+ tv = tr->n - 1;
+ if ( w_mode )
+ {
+ InsertTraceNodewithMode(tr, tv, TRACE_LEFT_CHILD, best_j - best_d + 1, best_j - best_k, w, w_mode);
+ tr_generic_splitter(cm, dsq, L, tr, w, wend, best_j - best_d + 1, best_j - best_k, (w_mode == 3), (w_mode == 2), (w_mode == 1));
+ }
+ else
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, best_j - best_d + 1, best_j - best_d, w, w_mode);
+ /*InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, best_j - best_d + 1, best_j - best_d, cm->M, 3);*/
+ }
+
+ if ( y_mode )
+ {
+ InsertTraceNodewithMode(tr, tv, TRACE_RIGHT_CHILD, best_j - best_k + 1, best_j, y, y_mode);
+ tr_generic_splitter(cm, dsq, L, tr, y, yend, best_j - best_k + 1, best_j, (y_mode == 3), (y_mode == 2), (y_mode == 1));
+ }
+ else
+ {
+ InsertTraceNodewithMode(tr, tv, TRACE_RIGHT_CHILD, best_j + 1, best_j, y, y_mode);
+ /*InsertTraceNodewithMode(tr, tv, TRACE_RIGHT_CHILD, best_j + 1, best_j, cm->M, 3);*/
+ }
+
+ return best_sc;
+}
+
+/* Function: tr_wedge_splitter()
+ * Author: DLK
+ *
+ * Purpose: Wedge problem for divide-and-conquer
+ * Based closely on wedge_splitter()
+ *
+ * Args:
+ *
+ * Returns:
+ */
+float
+tr_wedge_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr,
+ int r, int z, int i0, int j0,
+ int r_allow_J, int r_allow_L, int r_allow_R)
+{
+ AlphaMats_t *alpha;
+ BetaMats_t *beta;
+ float sc;
+ float best_sc;
+ int v,w,y;
+ int W;
+ int jp, j, d;
+ int best_v, best_j, best_d;
+ int p_mode, c_mode;
+ int midnode;
+ float b1_sc, b2_sc;
+ int b1_mode, b1_v, b1_i, b1_j;
+ int b2_mode, b2_v, b2_j;
+
+ /* Special case: problem is small enough to be solved with traceback */
+ if ( (cm->ndidx[z] == cm->ndidx[r] + 1) ||
+ (5 * insideT_size(cm, L, r, z, i0, j0) < RAMLIMIT) )
+ {
+ sc = tr_insideT(cm, dsq, L, tr, r, z, i0, j0, r_allow_J, r_allow_L, r_allow_R);
+ return sc;
+ }
+
+ alpha = malloc(sizeof(AlphaMats_t));
+ beta = malloc(sizeof(BetaMats_t));
+
+ /* Calculate a midpoint to split at */
+ midnode = cm->ndidx[r] + ((cm->ndidx[z] - cm->ndidx[r])/2);
+ w = cm->nodemap[midnode];
+ y = cm->cfirst[w] - 1;
+
+ /* Get alphas and betas */
+ b1_sc = tr_inside(cm, dsq, L, w, z, i0, j0, BE_EFFICIENT,
+ (r == 0), TRUE, r_allow_L, r_allow_R,
+ NULL, alpha, NULL, NULL, NULL, &b1_mode, &b1_v, &b1_i, &b1_j);
+ if (r != 0) b1_sc = IMPOSSIBLE;
+ b2_sc = tr_outside(cm, dsq, L, r, y, i0, j0, BE_EFFICIENT,
+ r_allow_J, r_allow_L, r_allow_R,
+ NULL, beta, NULL, NULL, &b2_mode, &b2_v, &b2_j);
+ if ( b2_mode == 2 && !r_allow_L ) b2_sc = IMPOSSIBLE;
+ if ( b2_mode == 1 && !r_allow_R ) b2_sc = IMPOSSIBLE;
+
+ /* Find the split */
+ W = j0 - i0 + 1;
+ best_sc = IMPOSSIBLE;
+
+ /* Special case: parent empty, child has local hit */
+ if (b1_sc > best_sc)
+ {
+ best_sc = b1_sc;
+ best_v = b1_v;
+ best_j = b1_j;
+ best_d = b1_j - b1_i + 1;
+ p_mode = 0; c_mode = b1_mode;
+ }
+
+ /* Special case: child empty, parent has local hit */
+ /* 1 and 2 are the only appropriate values for b2_mode */
+ if (b2_sc > best_sc)
+ {
+ best_sc = b2_sc;
+ best_v = b2_v;
+ best_j = b2_j;
+ best_d = 1;
+ p_mode = b2_mode; c_mode = 0;
+ }
+
+ /* Standard cases */
+ for (v = w; v <= y; v++)
+ {
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0 - 1 + jp;
+ for (d = 0; d <= jp; d++)
+ {
+ if ( (sc = alpha->J[v][j][d] + beta->J[v][j][d]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ p_mode = 3; c_mode = 3;
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->J[v][j][d] + beta->L[v][j-d+1]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ p_mode = 2; c_mode = 3;
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->L[v][j][d] + beta->L[v][j-d+1]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ p_mode = 2; c_mode = 2;
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->J[v][j][d] + beta->R[v][j]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ p_mode = 1; c_mode = 3;
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->R[v][j][d] + beta->R[v][j]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_d = d;
+ best_j = j;
+ p_mode = 1; c_mode = 1;
+ }
+ }
+ }
+ }
+
+ /* Special case: joint parent to EL */
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0 - 1 + jp;
+ for (d = 0; d <= jp; d++)
+ {
+ if ( (sc = beta->J[cm->M][j][d]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = -1;
+ best_j = j;
+ best_d = d;
+ p_mode = 3; c_mode = 0;
+ }
+ }
+ }
+
+ /* Free alpha and beta */
+ free_vjd_matrix(alpha->J, cm->M, i0, j0);
+ free_vjd_matrix(alpha->L, cm->M, i0, j0);
+ free_vjd_matrix(alpha->R, cm->M, i0, j0);
+ free_vjd_matrix(alpha->T, cm->M, i0, j0);
+ free_vjd_matrix( beta->J, cm->M, i0, j0);
+ free(beta->L[0]); free(beta->L);
+ free(beta->R[0]); free(beta->R);
+ free(alpha);
+ free(beta);
+
+ if ( p_mode )
+ {
+ if ( c_mode == 0 ) /* child empty */
+ {
+if ((p_mode == 3 ? w : b2_v) == -1) cm_Die("3Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, r, (p_mode == 3 ? w : b2_v), i0, best_j - best_d + 1, best_j, j0,
+ (p_mode == 3), r_allow_J, r_allow_L, r_allow_R, (p_mode == 3), (p_mode == 2), (p_mode == 1));
+ return best_sc;
+ }
+ else
+ {
+if (best_v == -1) cm_Die("4Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, r, best_v, i0, best_j - best_d + 1, best_j, j0,
+ FALSE, r_allow_J, r_allow_L, r_allow_R, (c_mode == 3), (c_mode == 2), (c_mode == 1));
+ }
+ }
+
+ if ( c_mode )
+ {
+ if ( p_mode == 0 )
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, best_j - best_d + 1, best_j, best_v, c_mode);
+ }
+ tr_wedge_splitter(cm, dsq, L, tr, best_v, z, best_j - best_d + 1, best_j, (c_mode == 3), (c_mode == 2), (c_mode == 1));
+ }
+ else /* parent and child both empty */
+ cm_Die("Danger, danger! p_mode = %d c_mode = %d\n",p_mode,c_mode);
+
+ return best_sc;
+}
+
+/* Function: tr_v_splitter()
+ * Author: DLK
+ *
+ * Purpose: 'V problem' - closely based on v_splitter()
+ *
+ * Args:
+ *
+ * Returns; none
+ */
+void
+tr_v_splitter(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z, int i0, int i1,
+ int j1, int j0, int useEL, int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R)
+{
+ AlphaMats_t *alpha;
+ BetaMats_t *beta;
+ float sc, best_sc;
+ int v, w, y;
+ int best_v, best_i, best_j;
+ int midnode;
+ int p_mode, c_mode;
+ int jp, ip;
+ float b_sc;
+ int b_mode, b_v, b_i, b_j;
+
+ /* Recommend a special handler for the fully marginal cases (linear alg.)*/
+ /*
+ if ( force_LM)
+ {
+
+ }
+ else if ( force_RM )
+ {
+
+ }
+ */
+
+ /* Special case: solve without splitting for small problems and boundary conditions */
+ if (cm->ndidx[z] == cm->ndidx[r] + 1 || r == z ||
+ 5*vinsideT_size(cm, r, z, i0, i1, j1, j0) < RAMLIMIT)
+ {
+ tr_vinsideT(cm, dsq, L, tr, r, z, i0, i1, j1, j0, useEL,
+ r_allow_J, r_allow_L, r_allow_R, z_allow_J, z_allow_L, z_allow_R);
+ return;
+ }
+
+ alpha = malloc(sizeof(AlphaMats_t));
+ beta = malloc(sizeof(BetaMats_t));
+
+ /* Find split set */
+ midnode = cm->ndidx[r] + ((cm->ndidx[z] - cm->ndidx[r])/2);
+ w = cm->nodemap[midnode];
+ y = cm->cfirst[w] - 1;
+
+ /* Calculate alphas and betas */
+ b_sc = tr_vinside(cm, dsq, L, w, z, i0, i1, j1, j0, useEL, BE_EFFICIENT, (r == 0),
+ z_allow_J, r_allow_L, r_allow_R, z_allow_J, z_allow_L, z_allow_R,
+ NULL, alpha, NULL, NULL, NULL, &b_mode, &b_v, &b_i, &b_j);
+ if (r != 0) b_sc = IMPOSSIBLE;
+ tr_voutside(cm, dsq, L, r, y, i0, i1, j1, j0, useEL, BE_EFFICIENT,
+ r_allow_J, r_allow_L, r_allow_R, z_allow_J, z_allow_L, z_allow_R,
+ NULL, beta, NULL, NULL);
+
+ best_sc = IMPOSSIBLE;
+
+ /* check local begin */
+ if (b_sc > best_sc)
+ {
+ best_sc = b_sc;
+ best_v = b_v;
+ best_i = b_i;
+ best_j = b_j;
+ p_mode = 0; c_mode = b_mode;
+ }
+
+ /* Find our best split */
+ for (v = w; v <= y; v++)
+ {
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ if ( z_allow_J )
+ if ( (sc = alpha->J[v][jp][ip] + beta->J[v][jp][ip]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ p_mode = 3; c_mode = 3;
+ }
+ if ( z_allow_J && r_allow_L )
+ if ( (sc = alpha->J[v][jp][ip] + beta->L[v][ip]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ p_mode = 2; c_mode = 3;
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->L[v][jp][ip] + beta->L[v][ip]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ p_mode = 2; c_mode = 2;
+ }
+ if ( z_allow_J && r_allow_R )
+ if ( (sc = alpha->J[v][jp][ip] + beta->R[v][jp]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ p_mode = 1; c_mode = 3;
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->R[v][jp][ip] + beta->R[v][jp]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = v;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ p_mode = 1; c_mode = 1;
+ }
+ }
+ }
+ }
+
+ /* check EL */
+ if ( useEL )
+ {
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ if ( (sc = beta->J[cm->M][jp][ip]) > best_sc )
+ {
+ best_sc = sc;
+ best_v = cm->M;
+ best_i = ip + i0;
+ best_j = jp + j1;
+ p_mode = 3; c_mode = 0;
+ }
+ }
+ }
+ }
+
+ /* Free memory */
+ free_vji_matrix(alpha->J, cm->M, j1, j0);
+ free_vji_matrix(alpha->L, cm->M, j1, j0);
+ free_vji_matrix(alpha->R, cm->M, j1, j0);
+ free_vji_matrix( beta->J, cm->M, j1, j0);
+ free(beta->L[0]); free(beta->L);
+ free(beta->R[0]); free(beta->R);
+ free(alpha);
+ free(beta);
+
+ /* Interpret and subdivide */
+ if ( p_mode )
+ {
+ if ( c_mode )
+ {
+if (best_v == -1) cm_Die("5Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, r, best_v, i0, best_i, best_j, j0,
+ FALSE, r_allow_J, r_allow_L, r_allow_R, (c_mode == 3), (c_mode == 2), (c_mode == 1));
+if (z == -1) cm_Die("6Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, best_v, z, best_i, i1, j1, best_j,
+ useEL, (c_mode == 3), (c_mode == 2), (c_mode == 1), z_allow_J, z_allow_L, z_allow_R);
+ }
+ else
+ {
+ tr_v_splitter(cm, dsq, L, tr, r, w, i0, best_i, best_j, j0,
+ TRUE, r_allow_J, r_allow_L, r_allow_R, TRUE, FALSE, FALSE);
+ }
+ }
+ else
+ {
+ if (best_v != z)
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, best_i, best_j, best_v, c_mode);
+ }
+if (z == -1) cm_Die("7Superbad: passing z = -1!\n");
+ tr_v_splitter(cm, dsq, L, tr, best_v, z, best_i, i1, j1, best_j,
+ useEL, (c_mode == 3), (c_mode == 2), (c_mode == 1), z_allow_J, z_allow_L, z_allow_R);
+ }
+
+ return;
+}
+
+/* Legacy wrapper */
+float
+trinside (CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ void ****ret_shadow, void ****ret_L_shadow, void ****ret_R_shadow,
+ void ****ret_T_shadow, void ****ret_Lmode_shadow, void ****ret_Rmode_shadow,
+ int *ret_mode, int *ret_v, int *ret_i, int *ret_j)
+{
+ float sc;
+ ShadowMats_t shadow;
+
+ shadow.J = *ret_shadow;
+ shadow.L = *ret_L_shadow;
+ shadow.R = *ret_R_shadow;
+ shadow.T = *ret_T_shadow;
+ shadow.Lmode = *ret_Lmode_shadow;
+ shadow.Rmode = *ret_Rmode_shadow;
+
+ sc = tr_inside(cm, dsq, L, vroot, vend, i0, j0, do_full,
+ TRUE, TRUE, TRUE, TRUE,
+ NULL, NULL, NULL, NULL, &shadow,
+ ret_mode, ret_v, ret_i, ret_j);
+ *ret_shadow = shadow.J;
+ *ret_L_shadow = shadow.L;
+ *ret_R_shadow = shadow.R;
+ *ret_T_shadow = shadow.T;
+ *ret_Lmode_shadow = shadow.Lmode;
+ *ret_Rmode_shadow = shadow.Rmode;
+
+ return sc;
+}
+
+/* Function: tr_inside()
+ * Author: DLK
+ *
+ * Purpose: inside phase of CYK on truncated sequence
+ * based on inside()
+ *
+ * Score matrices and deckpool are only managed
+ * within this func, not available to caller
+ *
+ * Args: cm - the covariance model
+ * dsq - the sequence, 1..L
+ * L - length of the sequence
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * z - last state of the subgraph
+ * i0 - start of target subsequence (usually 1, beginning of dsq)
+ * j0 - end of target subsequence (usually L, end of dsq)
+ * do_full - if TRUE, save all decks rather than re-using
+ *
+ * Returns: Score of the optimal alignment
+ */
+float
+tr_inside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ int allow_begin, int r_allow_J, int r_allow_L, int r_allow_R,
+ AlphaMats_t *arg_alpha, AlphaMats_t *ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ ShadowMats_t *ret_shadow, int *ret_mode, int *ret_v, int *ret_i, int *ret_j)
+{
+ float **end;
+ int nends;
+ int *touch;
+ int v,y,z;
+ int j,d,i,k;
+ float sc;
+ int yoffset;
+ int W;
+ int jp;
+ void ***shadow;
+ void ***L_shadow;
+ void ***R_shadow;
+ void ***T_shadow;
+ int ***Lmode_shadow;
+ int ***Rmode_shadow;
+ int **kshad;
+ char **yshad;
+ int r_v, r_i, r_j, r_mode;
+ float r_sc;
+
+ float ***alpha;
+ float ***L_alpha;
+ float ***R_alpha;
+ float ***T_alpha;
+
+ if ( arg_alpha == NULL )
+ {
+ alpha = NULL;
+ L_alpha = NULL;
+ R_alpha = NULL;
+ T_alpha = NULL;
+ }
+ else
+ {
+ alpha = arg_alpha->J;
+ L_alpha = arg_alpha->L;
+ R_alpha = arg_alpha->R;
+ T_alpha = arg_alpha->T;
+ }
+
+ /*Initialization */
+ r_v = -1;
+ r_i = i0;
+ r_j = j0;
+ r_mode = 3;
+ r_sc = IMPOSSIBLE;
+ W = j0-i0+1;
+
+ /* Make a deckpool */
+ if ( dpool == NULL ) dpool = deckpool_create();
+ if (! deckpool_pop(dpool, &end) )
+ { end = alloc_vjd_deck(L, i0, j0); }
+ nends = CMSubtreeCountStatetype(cm, vroot, E_st);
+ for ( jp=0; jp<=W; jp++ )
+ {
+ j = i0+jp-1;
+ end[j][0] = 0.0;
+ for ( d=1; d<=jp; d++ ) { end[j][d] = IMPOSSIBLE; }
+ }
+
+ /* Create score matrices */
+ if ( alpha == NULL )
+ {
+ alpha = malloc(sizeof(float **) * (cm->M+1));
+ for ( v=0; v<=cm->M; v++ ) { alpha[v] = NULL; }
+ }
+ if ( L_alpha == NULL )
+ {
+ L_alpha = malloc(sizeof(float **) * (cm->M+1));
+ for ( v=0; v<=cm->M; v++ ) { L_alpha[v] = NULL; }
+ }
+ if ( R_alpha == NULL )
+ {
+ R_alpha = malloc(sizeof(float **) * (cm->M+1));
+ for ( v=0; v<=cm->M; v++ ) { R_alpha[v] = NULL; }
+ }
+ if ( T_alpha == NULL )
+ {
+ T_alpha = malloc(sizeof(float **) * (cm->M+1));
+ for ( v=0; v<=cm->M; v++ ) { T_alpha[v] = NULL; }
+ }
+
+ touch = malloc(sizeof(int) *cm->M);
+ for ( v=0; v<vroot; v++ ) { touch[v] = 0; }
+ for ( v=vroot; v<=vend; v++ ) { touch[v] = cm->pnum[v]; }
+ for ( v=vend+1; v<cm->M; v++ ) {touch[v] = 0; }
+
+ /* Create shadow matrices */
+ if ( ret_shadow != NULL )
+ {
+ shadow = (void ***) malloc(sizeof(void **) * cm->M);
+ for ( v=0; v<cm->M; v++ ) { shadow[v] = NULL; }
+
+ L_shadow = (void ***) malloc(sizeof(void **) * cm->M);
+ for ( v=0; v<cm->M; v++ ) { L_shadow[v] = NULL; }
+
+ R_shadow = (void ***) malloc(sizeof(void **) * cm->M);
+ for ( v=0; v<cm->M; v++ ) { R_shadow[v] = NULL; }
+
+ T_shadow = (void ***) malloc(sizeof(void **) * cm->M);
+ for ( v=0; v<cm->M; v++ ) { T_shadow[v] = NULL; }
+
+ Lmode_shadow = (int ***) malloc(sizeof(int **) * cm->M);
+ for ( v=0; v<cm->M; v++ ) { Lmode_shadow[v] = NULL; }
+
+ Rmode_shadow = (int ***) malloc(sizeof(int **) * cm->M);
+ for ( v=0; v<cm->M; v++ ) { Rmode_shadow[v] = NULL; }
+ }
+
+ /* Main recursion */
+ for ( v = vend; v >= vroot; v-- )
+ {
+ if ( cm->sttype[v] == E_st )
+ {
+ alpha[v] = end;
+ L_alpha[v] = end;
+ R_alpha[v] = end;
+ continue;
+ }
+ /* Assign alpha decks */
+ if (! deckpool_pop(dpool, &(alpha[v])) )
+ { alpha[v] = alloc_vjd_deck(L, i0, j0); }
+ if (! deckpool_pop(dpool, &(L_alpha[v])) )
+ { L_alpha[v] = alloc_vjd_deck(L, i0, j0); }
+ if (! deckpool_pop(dpool, &(R_alpha[v])) )
+ { R_alpha[v] = alloc_vjd_deck(L, i0, j0); }
+ if ( (cm->sttype[v] == B_st) && (! deckpool_pop(dpool, &(T_alpha[v])) ) )
+ { T_alpha[v] = alloc_vjd_deck(L, i0, j0); }
+
+ /* Assign shadow decks */
+ if ( ret_shadow != NULL )
+ {
+ if ( cm->sttype[v] == B_st )
+ {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ shadow[v] = (void **) kshad;
+ }
+ else
+ {
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ shadow[v] = (void **) yshad;
+ }
+
+ if ( cm->sttype[v] == B_st )
+ {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ L_shadow[v] = (void **) kshad;
+ }
+ else
+ {
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ L_shadow[v] = (void **) yshad;
+ }
+
+ if ( cm->sttype[v] == B_st )
+ {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ R_shadow[v] = (void **) kshad;
+ }
+ else
+ {
+ yshad = alloc_vjd_yshadow_deck(L, i0, j0);
+ R_shadow[v] = (void **) yshad;
+ }
+
+ if ( cm->sttype[v] == B_st )
+ {
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ T_shadow[v] = (void **) kshad;
+ }
+
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ Lmode_shadow[v] = (int **) kshad;
+
+ kshad = alloc_vjd_kshadow_deck(L, i0, j0);
+ Rmode_shadow[v] = (int **) kshad;
+ }
+
+ if ( cm->sttype[v] == D_st || cm->sttype[v] == S_st )
+ {
+ for ( jp=0; jp<=W; jp++ )
+ {
+ j = i0-1+jp;
+ for ( d=0; d<=jp; d++ )
+ {
+ y = cm->cfirst[v];
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d));
+/*
+ if (cm->sttype[v] == S_st) alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d));
+ else alpha[v][j][d] = IMPOSSIBLE;
+*/
+ L_alpha[v][j][d] = IMPOSSIBLE;
+ R_alpha[v][j][d] = IMPOSSIBLE;
+ if ( ret_shadow != NULL )
+ {
+ ((char **) shadow[v])[j][d] = USED_EL;
+ /* Set USED_EL to prevent a traceback bug */
+ ((char **)L_shadow[v])[j][d] = USED_EL;
+ ((char **)R_shadow[v])[j][d] = USED_EL;
+ }
+
+ for ( yoffset=0; yoffset<cm->cnum[v]; yoffset++ )
+ {
+ if ( (sc = alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > alpha[v][j][d] )
+ {
+ alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) ((char **)shadow[v])[j][d] = yoffset;
+ }
+ if ( (sc = L_alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > L_alpha[v][j][d] )
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) ((char **)L_shadow[v])[j][d] = yoffset;
+ if ( ret_shadow != NULL ) Lmode_shadow[v][j][d] = 2;
+ }
+ if ( (sc = R_alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > R_alpha[v][j][d] )
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) ((char **)R_shadow[v])[j][d] = yoffset;
+ if ( ret_shadow != NULL ) Rmode_shadow[v][j][d] = 1;
+ }
+ }
+
+ if ( d == 0 )
+ {
+ L_alpha[v][j][d] = IMPOSSIBLE;
+ R_alpha[v][j][d] = IMPOSSIBLE;
+ }
+
+ if ( alpha[v][j][d] < IMPOSSIBLE ) { alpha[v][j][d] = IMPOSSIBLE; }
+ if ( L_alpha[v][j][d] < IMPOSSIBLE ) { L_alpha[v][j][d] = IMPOSSIBLE; }
+ if ( R_alpha[v][j][d] < IMPOSSIBLE ) { R_alpha[v][j][d] = IMPOSSIBLE; }
+ }
+ }
+ }
+ else if ( cm->sttype[v] == B_st )
+ {
+ for ( jp=0; jp<=W; jp++ )
+ {
+ j = i0-1+jp;
+ for ( d=0; d<=jp; d++ )
+ {
+ int allow_L_exit = 0;
+ int allow_R_exit = 0;
+ int allow_J_exit = 0;
+ y = cm->cfirst[v];
+ z = cm->cnum[v];
+
+ alpha[v][j][d] = alpha[y][j][d] + alpha[z][j][0];
+ L_alpha[v][j][d] = L_alpha[y][j][d] ;
+ R_alpha[v][j][d] = + R_alpha[z][j][d];
+ if ( ret_shadow != NULL )
+ {
+ ((int **) shadow[v])[j][d] = 0;
+ ((int **)L_shadow[v])[j][d] = 0;
+ ((int **)R_shadow[v])[j][d] = d;
+ Lmode_shadow[v][j][d] = 2;
+ Rmode_shadow[v][j][d] = 1;
+ }
+
+ if ( (sc = alpha[y][j][d] ) > L_alpha[v][j][d] )
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((int **)L_shadow[v])[j][d] = 0; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 3; }
+ }
+
+ for ( k=1; k<=d; k++ )
+ {
+ if ( (sc = alpha[y][j-k][d-k] + alpha[z][j][k]) > alpha[v][j][d] )
+ {
+ alpha[v][j][d] = sc;
+ if (ret_shadow != NULL ) { ((int **)shadow[v])[j][d] = k; }
+ if (k == d) allow_J_exit = 0;
+ else allow_J_exit = 1;
+ }
+ if ( (sc = alpha[y][j-k][d-k] + L_alpha[z][j][k]) > L_alpha[v][j][d] )
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((int **)L_shadow[v])[j][d] = k; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 3; }
+ allow_L_exit = 1;
+ }
+ }
+ if ( (sc = alpha[z][j][d]) > R_alpha[v][j][d] )
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((int **)R_shadow[v])[j][d] = d; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 3; }
+ }
+ for ( k=0; k< d; k++ )
+ {
+ if ( (sc = R_alpha[y][j-k][d-k] + alpha[z][j][k]) > R_alpha[v][j][d] )
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((int **)R_shadow[v])[j][d] = k; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 3; }
+ allow_R_exit = 1;
+ }
+ }
+
+ if (d == 0) {
+ L_alpha[v][j][d] = IMPOSSIBLE;
+ R_alpha[v][j][d] = IMPOSSIBLE;
+ }
+
+ if (d >= 2) {
+ T_alpha[v][j][d] = R_alpha[y][j-1][d-1] + L_alpha[z][j][1];
+ if ( ret_shadow != NULL ) { ((int **)T_shadow[v])[j][d] = 1; }
+ for ( k=2; k<d; k++ )
+ {
+ if ( (sc = R_alpha[y][j-k][d-k] + L_alpha[z][j][k]) > T_alpha[v][j][d] )
+ {
+ T_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL) { ((int **)T_shadow[v])[j][d] = k; }
+ }
+ }
+ }
+ else {
+ T_alpha[v][j][d] = IMPOSSIBLE;
+ }
+
+ if ( alpha[v][j][d] < IMPOSSIBLE ) { alpha[v][j][d] = IMPOSSIBLE; }
+ if ( L_alpha[v][j][d] < IMPOSSIBLE ) { L_alpha[v][j][d] = IMPOSSIBLE; }
+ if ( R_alpha[v][j][d] < IMPOSSIBLE ) { R_alpha[v][j][d] = IMPOSSIBLE; }
+
+ if ( allow_begin )
+ {
+ /* Shouldn't allow exit from marginal B if one of the children is NULL, sinee that is covered by the */
+ /* root of the other child, and we haven't added anything above the bifurcation */
+ if (( alpha[v][j][d] > r_sc) && (allow_J_exit) )
+ { r_mode = 3; r_v = v; r_j = j; r_i = j-d+1; r_sc = alpha[v][j][d]; }
+ if ((L_alpha[v][j][d] > r_sc) && (allow_L_exit) )
+ { r_mode = 2; r_v = v; r_j = j; r_i = j-d+1; r_sc = L_alpha[v][j][d]; }
+ if ((R_alpha[v][j][d] > r_sc) && (allow_R_exit) )
+ { r_mode = 1; r_v = v; r_j = j; r_i = j-d+1; r_sc = R_alpha[v][j][d]; }
+ if ( T_alpha[v][j][d] > r_sc )
+ { r_mode = 0; r_v = v; r_j = j; r_i = j-d+1; r_sc = T_alpha[v][j][d]; }
+ }
+ }
+ }
+ }
+ else if ( cm->sttype[v] == MP_st )
+ {
+ for ( jp=0; jp<=W; jp++ )
+ {
+ j = i0-1+jp;
+ y = cm->cfirst[v];
+ alpha[v][j][0] = IMPOSSIBLE;
+ L_alpha[v][j][0] = IMPOSSIBLE;
+ R_alpha[v][j][0] = IMPOSSIBLE;
+ if ( jp > 0 ) {
+ alpha[v][j][1] = IMPOSSIBLE;
+ L_alpha[v][j][1] = cm->lmesc[v][(int) dsq[j]];
+ R_alpha[v][j][1] = cm->rmesc[v][(int) dsq[j]];
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][1] = USED_EL; }
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][1] = USED_EL; }
+ }
+ for ( d=2; d<=jp; d++)
+ {
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-2));
+ L_alpha[v][j][d] = IMPOSSIBLE;
+ R_alpha[v][j][d] = IMPOSSIBLE;
+ if ( ret_shadow != NULL ) { ((char **)shadow[v])[j][d] = USED_EL; }
+
+ for ( yoffset=0; yoffset<cm->cnum[v]; yoffset++ )
+ {
+ if ( (sc = alpha[y+yoffset][j-1][d-2] + cm->tsc[v][yoffset]) > alpha[v][j][d] )
+ {
+ alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)shadow[v])[j][d] = yoffset; }
+ }
+
+ if ( (sc = alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > L_alpha[v][j][d])
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 3; }
+ }
+ if ( (sc = L_alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > L_alpha[v][j][d])
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 2; }
+ }
+
+ if ( (sc = alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > R_alpha[v][j][d])
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 3; }
+ }
+ if ( (sc = R_alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > R_alpha[v][j][d])
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 1; }
+ }
+ }
+
+ i = j-d+1;
+ if ( dsq[i] < cm->abc->K && dsq[j] < cm->abc->K )
+ { alpha[v][j][d] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])]; }
+ else
+ { alpha[v][j][d] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]); }
+ { L_alpha[v][j][d] += cm->lmesc[v][(int) dsq[i]]; }
+ { R_alpha[v][j][d] += cm->rmesc[v][(int) dsq[j]]; }
+
+ if ( alpha[v][j][d] < IMPOSSIBLE ) { alpha[v][j][d] = IMPOSSIBLE; }
+ if ( L_alpha[v][j][d] < IMPOSSIBLE ) { L_alpha[v][j][d] = IMPOSSIBLE; }
+ if ( R_alpha[v][j][d] < IMPOSSIBLE ) { R_alpha[v][j][d] = IMPOSSIBLE; }
+ }
+
+ for ( d = 1; d <= jp; d++ )
+ {
+ if ( allow_begin )
+ {
+ if ( alpha[v][j][d] > r_sc ) { r_mode = 3; r_v = v; r_j = j; r_i = j-d+1; r_sc = alpha[v][j][d]; }
+ if ( L_alpha[v][j][d] > r_sc ) { r_mode = 2; r_v = v; r_j = j; r_i = j-d+1; r_sc = L_alpha[v][j][d]; }
+ if ( R_alpha[v][j][d] > r_sc ) { r_mode = 1; r_v = v; r_j = j; r_i = j-d+1; r_sc = R_alpha[v][j][d]; }
+ }
+ }
+ }
+ }
+ else if ( cm->sttype[v] == IL_st || cm->sttype[v] == ML_st )
+ {
+ for ( jp = 0; jp <= W; jp++ )
+ {
+ j = i0-1+jp;
+ y = cm->cfirst[v];
+
+ alpha[v][j][0] = IMPOSSIBLE;
+ L_alpha[v][j][0] = IMPOSSIBLE;
+ R_alpha[v][j][0] = IMPOSSIBLE;
+
+ for ( d = 1; d <= jp; d++ )
+ {
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-1));
+ if (d == 1) L_alpha[v][j][d] = 0.0;
+ else L_alpha[v][j][d] = IMPOSSIBLE;
+ R_alpha[v][j][d] = IMPOSSIBLE;
+ if ( ret_shadow != NULL ) { ((char **) shadow[v])[j][d] = USED_EL; }
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][d] = USED_EL; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 3; }
+
+ for ( yoffset = 0; yoffset < cm->cnum[v]; yoffset++ )
+ {
+ if ( (sc = alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d] )
+ {
+ alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)shadow[v])[j][d] = yoffset; }
+ }
+
+ if ( d > 1 )
+ if ( (sc = L_alpha[y+yoffset][j][d-1] + cm->tsc[v][yoffset]) > L_alpha[v][j][d] )
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 2; }
+ }
+
+ if ( (sc = alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > R_alpha[v][j][d] )
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 3; }
+ }
+
+ if ( (sc = R_alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > R_alpha[v][j][d] )
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 1; }
+ }
+ }
+
+ i = j-d+1;
+ if ( dsq[i] < cm->abc->K )
+ {
+ alpha[v][j][d] += cm->esc[v][(int) dsq[i]];
+ L_alpha[v][j][d] += cm->esc[v][(int) dsq[i]];
+ }
+ else
+ {
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ L_alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ }
+
+ if ( alpha[v][j][d] < IMPOSSIBLE ) { alpha[v][j][d] = IMPOSSIBLE; }
+ if ( L_alpha[v][j][d] < IMPOSSIBLE ) { L_alpha[v][j][d] = IMPOSSIBLE; }
+ if ( R_alpha[v][j][d] < IMPOSSIBLE ) { R_alpha[v][j][d] = IMPOSSIBLE; }
+ }
+
+ for ( d = 1; d <= jp; d++ )
+ {
+ if ( cm->sttype[v] == ML_st && allow_begin )
+ {
+ if ( alpha[v][j][d] > r_sc ) { r_mode = 3; r_v = v; r_j = j; r_i = j-d+1; r_sc = alpha[v][j][d]; }
+ if ( L_alpha[v][j][d] > r_sc ) { r_mode = 2; r_v = v; r_j = j; r_i = j-d+1; r_sc = L_alpha[v][j][d]; }
+ }
+ }
+ }
+ }
+ else if ( cm->sttype[v] == IR_st || cm->sttype[v] == MR_st )
+ {
+ for ( jp = 0; jp <= W; jp++ )
+ {
+ j = i0-1+jp;
+ y = cm->cfirst[v];
+
+ alpha[v][j][0] = IMPOSSIBLE;
+ L_alpha[v][j][0] = IMPOSSIBLE;
+ R_alpha[v][j][0] = IMPOSSIBLE;
+
+ for ( d = 1; d <= jp; d++ )
+ {
+ alpha[v][j][d] = cm->endsc[v] + (cm->el_selfsc * (d-1));
+ L_alpha[v][j][d] = IMPOSSIBLE;
+ if (d == 1) R_alpha[v][j][d] = 0.0;
+ else R_alpha[v][j][d] = IMPOSSIBLE;
+ if ( ret_shadow != NULL ) { ((char **) shadow[v])[j][d] = USED_EL; }
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][d] = USED_EL; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 3; }
+
+ for ( yoffset = 0; yoffset < cm->cnum[v]; yoffset++ )
+ {
+ if ( (sc = alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > alpha[v][j][d] )
+ {
+ alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)shadow[v])[j][d] = yoffset; }
+ }
+
+ if ( (sc = alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > L_alpha[v][j][d] )
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 3; }
+ }
+
+ if ( (sc = L_alpha[y+yoffset][j][d] + cm->tsc[v][yoffset]) > L_alpha[v][j][d] )
+ {
+ L_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[v][j][d] = 2; }
+ }
+
+ if ( d > 1 )
+ if ( (sc = R_alpha[y+yoffset][j-1][d-1] + cm->tsc[v][yoffset]) > R_alpha[v][j][d] )
+ {
+ R_alpha[v][j][d] = sc;
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[v])[j][d] = yoffset; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[v][j][d] = 1; }
+ }
+ }
+
+ if ( dsq[j] < cm->abc->K )
+ {
+ alpha[v][j][d] += cm->esc[v][(int) dsq[j]];
+ R_alpha[v][j][d] += cm->esc[v][(int) dsq[j]];
+ }
+ else
+ {
+ alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ R_alpha[v][j][d] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ }
+
+ if ( alpha[v][j][d] < IMPOSSIBLE ) { alpha[v][j][d] = IMPOSSIBLE; }
+ if ( L_alpha[v][j][d] < IMPOSSIBLE ) { L_alpha[v][j][d] = IMPOSSIBLE; }
+ if ( R_alpha[v][j][d] < IMPOSSIBLE ) { R_alpha[v][j][d] = IMPOSSIBLE; }
+ }
+
+ for ( d = 1; d <= jp; d++ )
+ {
+ if ( cm->sttype[v] == MR_st && allow_begin )
+ {
+ if ( alpha[v][j][d] > r_sc ) { r_mode = 3; r_v = v; r_j = j; r_i = j-d+1; r_sc = alpha[v][j][d]; }
+ if ( R_alpha[v][j][d] > r_sc ) { r_mode = 1; r_v = v; r_j = j; r_i = j-d+1; r_sc = R_alpha[v][j][d]; }
+ }
+ }
+ }
+ }
+ else
+ {
+ cm_Die("'Inconceivable!'\n'You keep using that word...'");
+ }
+
+ if ( v == vroot )
+ {
+ if ( alpha[v][j0][W] > r_sc ) { r_mode = 3; r_v = v; r_j = j0; r_i = j0-W+1; r_sc = alpha[v][j0][W]; }
+ if ( L_alpha[v][j0][W] > r_sc ) { r_mode = 2; r_v = v; r_j = j0; r_i = j0-W+1; r_sc = L_alpha[v][j0][W]; }
+ if ( R_alpha[v][j0][W] > r_sc ) { r_mode = 1; r_v = v; r_j = j0; r_i = j0-W+1; r_sc = R_alpha[v][j0][W]; }
+ }
+
+ if ( v==0 )
+ {
+ alpha[0][j0][W] = r_sc;
+ L_alpha[0][j0][W] = r_sc;
+ R_alpha[0][j0][W] = r_sc;
+ if ( ret_shadow != NULL ) { ((char **) shadow[0])[j0][W] = USED_LOCAL_BEGIN; }
+ if ( ret_shadow != NULL ) { ((char **)L_shadow[0])[j0][W] = USED_LOCAL_BEGIN; }
+ if ( ret_shadow != NULL ) { ((char **)R_shadow[0])[j0][W] = USED_LOCAL_BEGIN; }
+ if ( ret_shadow != NULL ) { Lmode_shadow[0][j0][W] = r_mode; }
+ if ( ret_shadow != NULL ) { Rmode_shadow[0][j0][W] = r_mode; }
+ }
+
+ if (! do_full)
+ {
+ if ( cm->sttype[v] == B_st )
+ {
+ y = cm->cfirst[v];
+ deckpool_push(dpool, alpha[y]); alpha[y] = NULL;
+ deckpool_push(dpool, L_alpha[y]); L_alpha[y] = NULL;
+ deckpool_push(dpool, R_alpha[y]); R_alpha[y] = NULL;
+ z = cm->cnum[v];
+ deckpool_push(dpool, alpha[z]); alpha[z] = NULL;
+ deckpool_push(dpool, L_alpha[z]); L_alpha[z] = NULL;
+ deckpool_push(dpool, R_alpha[z]); R_alpha[z] = NULL;
+ }
+ else
+ {
+ for ( y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++ )
+ {
+ touch[y]--;
+ if ( touch[y] == 0 )
+ {
+ if ( cm->sttype[y] == E_st )
+ {
+ nends--;
+ if ( nends == 0 ) { deckpool_push(dpool, end); end = NULL; }
+ }
+ else
+ {
+ deckpool_push(dpool, alpha[y]);
+ deckpool_push(dpool, L_alpha[y]);
+ deckpool_push(dpool, R_alpha[y]);
+ if ( cm->sttype[y] == B_st ) { deckpool_push(dpool, T_alpha[y]); }
+ }
+
+ alpha[y] = NULL;
+ L_alpha[y] = NULL;
+ R_alpha[y] = NULL;
+ T_alpha[y] = NULL;
+ }
+ }
+ }
+ }
+ } /* end loop over all v */
+
+ sc = r_sc;
+ if ( ret_v != NULL ) { *ret_v = r_v; }
+ if ( ret_i != NULL ) { *ret_i = r_i; }
+ if ( ret_j != NULL ) { *ret_j = r_j; }
+ if ( ret_mode != NULL ) { *ret_mode = r_mode; }
+
+ /* Free or return score matrices */
+ if ( ret_alpha == NULL )
+ {
+ for ( v = vroot; v <= vend; v++ )
+ {
+ if ( alpha[v] != NULL )
+ {
+ if ( cm->sttype[v] != E_st )
+ {
+ deckpool_push(dpool, alpha[v]); alpha[v] = NULL;
+ deckpool_push(dpool, L_alpha[v]); L_alpha[v] = NULL;
+ deckpool_push(dpool, R_alpha[v]); R_alpha[v] = NULL;
+ if ( T_alpha[v] != NULL )
+ { deckpool_push(dpool, T_alpha[v]); T_alpha[v] = NULL; }
+ }
+ else
+ { end = alpha[v]; }
+ }
+ }
+ if ( end != NULL) {deckpool_push(dpool, end); end = NULL; }
+ free( alpha);
+ free(L_alpha);
+ free(R_alpha);
+ free(T_alpha);
+ }
+ else
+ {
+ ret_alpha->J = alpha;
+ ret_alpha->L = L_alpha;
+ ret_alpha->R = R_alpha;
+ ret_alpha->T = T_alpha;
+ }
+
+ /* Free or return deckpool */
+ if ( ret_dpool == NULL )
+ {
+ while ( deckpool_pop(dpool, &end)) free_vjd_deck(end, i0, j0);
+ deckpool_free(dpool);
+ }
+ else
+ {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ if ( ret_shadow != NULL ) ret_shadow->J = shadow;
+ if ( ret_shadow != NULL ) ret_shadow->L = L_shadow;
+ if ( ret_shadow != NULL ) ret_shadow->R = R_shadow;
+ if ( ret_shadow != NULL ) ret_shadow->T = T_shadow;
+ if ( ret_shadow != NULL ) ret_shadow->Lmode = (void ***)Lmode_shadow;
+ if ( ret_shadow != NULL ) ret_shadow->Rmode = (void ***)Rmode_shadow;
+ return sc;
+}
+
+/* Function: tr_outside()
+ * Author: DLK
+ *
+ * Purpose: outside version of truncated CYK run on
+ * an unbifurcated model segment vroot..vend
+ * Closely based on outside()
+ * Args;
+ *
+ * Returns: Score of best local hit (not extending to vend)
+ */
+float
+tr_outside(CM_t *cm, ESL_DSQ *dsq, int L, int vroot, int vend, int i0, int j0, int do_full,
+ int r_allow_J, int r_allow_L, int r_allow_R,
+ BetaMats_t *arg_beta, BetaMats_t *ret_beta,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ int *ret_mode, int *ret_v, int *ret_j)
+{
+ int v,y;
+ int j,d,i;
+ float sc;
+ int *touch;
+ float esc;
+ int W;
+ int jp;
+ int voffset;
+ int w1, w2;
+ int allow_begin;
+
+ float b_sc;
+ int b_mode, b_v, b_j;
+
+ BetaMats_t *beta;
+
+ W = j0 - i0 + 1;
+ if ( dpool == NULL ) dpool = deckpool_create();
+
+ beta = malloc(sizeof(BetaMats_t));
+ if ( arg_beta == NULL )
+ {
+ beta->J = malloc(sizeof(float **) * (cm->M+1));
+ beta->L = malloc(sizeof(float *) * (cm->M+1));
+ beta->R = malloc(sizeof(float *) * (cm->M+1));
+ beta->L[0] = malloc(sizeof(float) * (cm->M+1)*(L+2));
+ beta->R[0] = malloc(sizeof(float) * (cm->M+1)*(L+2));
+ for ( v = 0; v < cm->M+1; v++ )
+ {
+ beta->J[v] = NULL;
+ beta->L[v] = beta->L[0] + v*(L+2);
+ beta->R[v] = beta->R[0] + v*(L+2);
+ }
+ }
+ else
+ {
+ beta->J = arg_beta->J;
+ beta->L = arg_beta->L;
+ beta->R = arg_beta->R;
+ for ( v = 0; v < cm->M+1; v++ )
+ {
+ beta->J[v] = arg_beta->J[v];
+ beta->L[v] = arg_beta->L[v];
+ beta->R[v] = arg_beta->R[v];
+ }
+ }
+
+ /* Initialize the root deck, and its split set if applicable */
+ w1 = cm->nodemap[cm->ndidx[vroot]];
+ if (cm->sttype[vroot] == B_st)
+ {
+ w2 = w1;
+ if (vend != vroot) cm_Die("vroot B but vroot != vend!\n");
+ }
+ else
+ w2 = cm->cfirst[w1] - 1;
+
+ for (v = w1; v <= w2; v++)
+ {
+ allow_begin = TRUE;
+ if ( vroot != 0 ) allow_begin = FALSE;
+ if ( cm->sttype[v] == IL_st ||
+ cm->sttype[v] == IR_st ||
+ cm->sttype[v] == S_st ||
+ cm->sttype[v] == D_st ||
+ cm->sttype[v] == E_st ) allow_begin = FALSE;
+ if (! deckpool_pop(dpool, &(beta->J[v])) )
+ beta->J[v] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0 + jp - 1;
+ for (d = 0; d <= jp; d++)
+ if ( allow_begin )
+ beta->J[v][j][d] = 0.0;
+ else
+ beta->J[v][j][d] = IMPOSSIBLE;
+ if ( allow_begin )
+ {
+ beta->L[v][j] = 0.0;
+ beta->R[v][j] = 0.0;
+ }
+ else
+ {
+ beta->L[v][j] = IMPOSSIBLE;
+ beta->R[v][j] = IMPOSSIBLE;
+ }
+ }
+ if ( allow_begin )
+ {
+ beta->L[v][i0+W] = 0.0;
+ beta->R[v][i0+W] = 0.0;
+ }
+ else
+ {
+ beta->L[v][i0+W] = IMPOSSIBLE;
+ beta->R[v][i0+W] = IMPOSSIBLE;
+ }
+ }
+ beta->J[vroot][j0][W] = 0.0;
+ if (r_allow_L) beta->L[vroot][i0] = 0.0; else beta->L[vroot][i0] = IMPOSSIBLE;
+ if (r_allow_R) beta->R[vroot][j0] = 0.0; else beta->R[vroot][j0] = IMPOSSIBLE;
+
+ /* Initialize EL */
+ if (! deckpool_pop(dpool, &(beta->J[cm->M])) )
+ beta->J[cm->M] = alloc_vjd_deck(L, i0, j0);
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0 + jp - 1;
+ for (d = 0; d <= jp; d++)
+ beta->J[cm->M][j][d] = IMPOSSIBLE;
+ beta->L[cm->M][j] = IMPOSSIBLE;
+ beta->R[cm->M][j] = IMPOSSIBLE;
+ }
+
+ /* deal with vroot->EL */
+ /* Marginal modes don't transition to EL,
+ * so beta->L and beta->R remain at their
+ * initialization values of IMPOSSIBLE */
+ if (NOT_IMPOSSIBLE(cm->endsc[vroot]))
+ {
+ switch (cm->sttype[vroot])
+ {
+ case MP_st:
+ if (W < 2) break;
+ if (dsq[i0] < cm->abc->K && dsq[j0] < cm->abc->K)
+ esc = cm->esc[vroot][(int) (dsq[i0]*cm->abc->K+dsq[j0])];
+ else
+ esc = DegeneratePairScore(cm->abc, cm->esc[vroot], dsq[i0], dsq[j0]);
+ beta->J[cm->M][j0-1][W-2] = cm->endsc[vroot] + (cm->el_selfsc * (W-2)) + esc;
+ if (beta->J[cm->M][j0-1][W-2] < IMPOSSIBLE) beta->J[cm->M][j0-1][W-2] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (W < 1) break;
+ if (dsq[i0] < cm->abc->K)
+ esc = cm->esc[vroot][(int) dsq[i0]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i0], cm->esc[vroot]);
+ beta->J[cm->M][j0][W-1] = cm->endsc[vroot] + (cm->el_selfsc * (W-1)) + esc;
+ if (beta->J[cm->M][j0][W-1] < IMPOSSIBLE) beta->J[cm->M][j0][W-1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (W < 1) break;
+ if (dsq[j0] < cm->abc->K)
+ esc = cm->esc[vroot][(int) dsq[j0]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j0], cm->esc[vroot]);
+ beta->J[cm->M][j0-1][W-1] = cm->endsc[vroot] + (cm->el_selfsc * (W-1)) + esc;
+ if (beta->J[cm->M][j0-1][W-1] < IMPOSSIBLE) beta->J[cm->M][j0][W-1] = IMPOSSIBLE;
+ break;
+ case S_st:
+ case D_st:
+ beta->J[cm->M][j0][W] = cm->endsc[vroot] + (cm->el_selfsc * W);
+ if (beta->J[cm->M][j0][W] < IMPOSSIBLE) beta->J[cm->M][j0][W] = IMPOSSIBLE;
+ break;
+ case B_st: /* B_st can't go to EL? */
+ default:
+ cm_Die("bogus parent state %d\n",cm->sttype[vroot]);
+ }
+ }
+
+ /* Initialize touch vector for controlling deck de-allocation */
+ touch = malloc(sizeof(int) * cm->M);
+ for (v = 0; v < w1; v++) touch[v] = 0;
+ for (v = vend+1; v < cm->M; v++) touch[v] = 0;
+ for (v = w1; v <= vend; v++)
+ {
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+ }
+
+ b_sc = IMPOSSIBLE;
+ b_v = -1;
+ b_j = -1;
+ b_mode = -1;
+
+ /* Main loop through decks */
+ for (v = w2+1; v <= vend; v++)
+ {
+ allow_begin = TRUE;
+ if ( vroot != 0 ) allow_begin = FALSE;
+ if ( cm->sttype[v] == IL_st ||
+ cm->sttype[v] == IR_st ||
+ cm->sttype[v] == S_st ||
+ cm->sttype[v] == D_st ||
+ cm->sttype[v] == E_st ) allow_begin = FALSE;
+
+ /* Get a deck */
+ if (! deckpool_pop(dpool, &(beta->J[v])) )
+ beta->J[v] = alloc_vjd_deck(L, i0, j0);
+ for (jp = W; jp >= 0; jp--)
+ {
+ j = i0 + jp - 1;
+ for (d = jp; d >= 0; d--)
+ {
+ if ( allow_begin )
+ beta->J[v][j][d] = 0.0;
+ else
+ beta->J[v][j][d] = IMPOSSIBLE;
+ }
+ if ( allow_begin )
+ {
+ beta->L[v][j] = 0.0;
+ beta->R[v][j] = 0.0;
+ }
+ else
+ {
+ beta->L[v][j] = IMPOSSIBLE;
+ beta->R[v][j] = IMPOSSIBLE;
+ }
+ }
+ beta->L[v][i0+W] = IMPOSSIBLE;
+
+ /* mini-recursion for beta->L */
+ if ( r_allow_L )
+ for (j = i0; j <= j0+1; j++)
+ {
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ if (y < vroot) continue;
+ voffset = v - cm->cfirst[y];
+
+ switch (cm->sttype[y])
+ {
+ case MP_st:
+ if (j > i0)
+ {
+ esc = cm->lmesc[y][(int) dsq[j-1]];
+ if ( (sc = beta->L[y][j-1] + cm->tsc[y][voffset] + esc) > beta->L[v][j] )
+ beta->L[v][j] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ if (j > i0)
+ {
+ if (dsq[j-1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[j-1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j-1], cm->esc[v]);
+ if ( (sc = beta->L[y][j-1] + cm->tsc[y][voffset] + esc) > beta->L[v][j] )
+ beta->L[v][j] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->L[y][j] + cm->tsc[y][voffset]) > beta->L[v][j] )
+ beta->L[v][j] = sc;
+ break;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ }
+ }
+ esc = 0.0;
+ if ( j <= j0 )
+ {
+ if (cm->sttype[v] == MP_st)
+ {
+ esc = cm->lmesc[v][(int) dsq[j]];
+ }
+ if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ if (dsq[j] < cm->abc->K) esc = cm->esc[v][(int) dsq[j]];
+ else esc = esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ }
+ }
+ if (beta->L[v][j] + esc > b_sc)
+ {
+ b_sc = beta->L[v][j] + esc;
+ b_v = v;
+ b_j = j;
+ b_mode = 2;
+ }
+ }
+
+ /* mini-recursion for beta->R */
+ if ( r_allow_R )
+ for (j = j0; j >= i0-1; j--)
+ {
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ if (y < vroot) continue;
+ voffset = v - cm->cfirst[y];
+
+ switch (cm->sttype[y])
+ {
+ case MP_st:
+ if (j < j0)
+ {
+ esc = cm->rmesc[y][(int) dsq[j+1]];
+ if ( (sc = beta->R[y][j+1] + cm->tsc[y][voffset] + esc) > beta->R[v][j] )
+ beta->R[v][j] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ if (j < j0)
+ {
+ if (dsq[j+1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[j+1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+ if ( (sc = beta->R[y][j+1] + cm->tsc[y][voffset] + esc) > beta->R[v][j] )
+ beta->R[v][j] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->R[y][j] + cm->tsc[y][voffset]) > beta->R[v][j] )
+ beta->R[v][j] = sc;
+ break;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ }
+ }
+ esc = 0.0;
+ if ( j >= i0 )
+ {
+ if (cm->sttype[v] == MP_st)
+ {
+ esc = cm->rmesc[v][(int) dsq[j]];
+ }
+ if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ if (dsq[j] < cm->abc->K) esc = cm->esc[v][(int) dsq[j]];
+ else esc = esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ }
+ }
+ if (beta->R[v][j] + esc > b_sc)
+ {
+ b_sc = beta->R[v][j] + esc;
+ b_v = v;
+ b_j = j;
+ b_mode = 1;
+ }
+ }
+
+ /* main recursion */
+ for (jp = W; jp >= 0; jp--)
+ {
+ j = i0 + jp - 1;
+ for (d = jp; d >= 0; d--)
+ {
+ i = j - d + 1;
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ if (y < vroot) continue;
+ voffset = v - cm->cfirst[y];
+
+ switch (cm->sttype[y])
+ {
+ case MP_st:
+ if (j != j0 && d != jp)
+ {
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ esc = cm->esc[y][(int) (dsq[i-1]*cm->abc->K + dsq[j+1])];
+ else
+ esc = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+ if ( (sc = beta->J[y][j+1][d+2] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ if ( (sc = beta->L[y][i-1] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ if ( (sc = beta->R[y][j+1] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ if (d != jp)
+ {
+ if (dsq[i-1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[i-1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+ if ( (sc = beta->J[y][j][d+1] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ if ( (sc = beta->L[y][i-1] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ if ( (sc = beta->R[y][j] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ if (j != j0)
+ {
+ if (dsq[j+1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[j+1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+ if ( (sc = beta->J[y][j+1][d+1] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ if ( (sc = beta->L[y][i] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ if ( (sc = beta->R[y][j+1] + cm->tsc[y][voffset] + esc) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ }
+ break;
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->J[y][j][d] + cm->tsc[y][voffset]) > beta->J[v][j][d] )
+ beta->J[v][j][d] = sc;
+ break;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ } /* End switch over state types */
+ } /* End loop over parent states - cell done */
+ } /* End loop over d - row done */
+ } /* End loop over jp - deck done */
+
+ /* v->EL transitions (beta->J only */
+ if (NOT_IMPOSSIBLE(cm->endsc[v]))
+ {
+ for (jp = 0; jp <= W; jp++)
+ {
+ j = i0-1+jp;
+ for (d = 0; d <= jp; d++)
+ {
+ i = j-d+1;
+ switch (cm->sttype[v])
+ {
+ case MP_st:
+ if (j == j0 || d == jp) continue; /* boundary condition */
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ esc = cm->esc[v][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ esc = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ if ((sc = beta->J[v][j+1][d+2] + cm->endsc[v] + (cm->el_selfsc * d) + esc) > beta->J[cm->M][j][d])
+ beta->J[cm->M][j][d] = sc;
+ break;
+ case ML_st:
+ case IL_st:
+ if (d == jp) continue;
+ if (dsq[i-1] < cm->abc->K)
+ esc = cm->esc[v][(int) dsq[i-1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ if ((sc = beta->J[v][j][d+1] + cm->endsc[v] + (cm->el_selfsc * d) + esc) > beta->J[cm->M][j][d])
+ /*(cm->el_selfsc * (d+1)) + esc) > beta[cm->M][j][d])*/
+ beta->J[cm->M][j][d] = sc;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j == j0) continue;
+ if (dsq[j+1] < cm->abc->K)
+ esc = cm->esc[v][(int) dsq[j+1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ if ((sc = beta->J[v][j+1][d+1] + cm->endsc[v] + (cm->el_selfsc * d) + esc) > beta->J[cm->M][j][d])
+ /*(cm->el_selfsc * (d+1)) + esc) > beta[cm->M][j][d])*/
+ beta->J[cm->M][j][d] = sc;
+ break;
+ case S_st:
+ case D_st:
+ case E_st:
+ if ((sc = beta->J[v][j][d] + cm->endsc[v] + (cm->el_selfsc * d)) > beta->J[cm->M][j][d])
+ beta->J[cm->M][j][d] = sc;
+ break;
+ case B_st:
+ default: cm_Die("bogus parent state %d\n", cm->sttype[v]);
+ /* note that although B is a valid vend for a segment we'd do
+ outside on, B->EL is set to be impossible, by the local alignment
+ config. There's no point in having a B->EL because B is a nonemitter
+ (indeed, it would introduce an alignment ambiguity). The same
+ alignment case is handled by the X->EL transition where X is the
+ parent consensus state (S, MP, ML, or MR) above the B. Thus,
+ this code is relying on the NOT_IMPOSSIBLE() test, above,
+ to make sure the sttype[vend]=B case gets into this switch.
+ */
+ } /* end switch over parent state type v */
+ } /* end inner loop over d */
+ } /* end outer loop over jp */
+ } /* end conditional section for dealing w/ v->EL local end transitions */
+
+ /* Recycle memory */
+ if (! do_full)
+ {
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ touch[y]--;
+ if (touch[y] == 0) { deckpool_push(dpool, beta->J[y]); beta->J[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v */
+
+ /* Clean-up */
+ if (ret_beta == NULL)
+ {
+ for (v = w1; v <= vend; v++)
+ if (beta->J[v] != NULL) { deckpool_push(dpool, beta->J[v]); beta->J[v] = NULL; }
+ deckpool_push(dpool, beta->J[cm->M]); beta->J[cm->M] = NULL;
+ free(beta->L[0]); free(beta->L);
+ free(beta->R[0]); free(beta->R);
+ }
+ else
+ {
+ ret_beta->J = beta->J;
+ ret_beta->L = beta->L;
+ ret_beta->R = beta->R;
+ }
+ free(beta);
+
+ if (ret_dpool == NULL)
+ {
+ float **a;
+ while (deckpool_pop(dpool,&a)) free_vjd_deck(a, i0, j0);
+ deckpool_free(dpool);
+ }
+ else
+ {
+ *ret_dpool = dpool;
+ }
+ free(touch);
+
+ if (ret_mode != NULL) *ret_mode = b_mode;
+ if (ret_v != NULL) *ret_v = b_v;
+ if (ret_j != NULL) *ret_j = b_j;
+
+ return b_sc;
+}
+
+/* Function: tr_vinside()
+ * Author: DLK
+ *
+ * Purpose: Inside-type tr-CYK for a v-problem
+ * Closely modeled on vinside() and tr_inside()
+ * Note use of vji coordinates rather than vjd
+ * Args:
+ *
+ * Returns:
+ */
+float
+tr_vinside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int z, int i0, int i1, int j1, int j0,
+ int useEL, int do_full, int allow_begin,
+ int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R,
+ AlphaMats_t *arg_alpha, AlphaMats_t *ret_alpha,
+ struct deckpool_s *dpool, struct deckpool_s **ret_dpool,
+ ShadowMats_t *ret_shadow, int *ret_mode, int *ret_v, int *ret_i, int *ret_j)
+{
+ int v,i,j;
+ int w1, w2;
+ int jp, ip;
+ int *touch;
+ int y, yoffset;
+ float sc;
+
+ float b_sc;
+ int b_v, b_i, b_j, b_mode;
+
+ AlphaMats_t *alpha;
+ ShadowMats_t *shadow;
+
+ /* Initialization */
+ b_v = -1;
+ b_i = i0;
+ b_j = j0;
+ b_mode = 3;
+ b_sc = IMPOSSIBLE;
+
+ if ( dpool == NULL ) dpool = deckpool_create();
+
+ alpha = malloc(sizeof(AlphaMats_t));
+ shadow = malloc(sizeof(ShadowMats_t));
+
+ /* Create and initialize score matrices */
+ if ( arg_alpha == NULL )
+ {
+ alpha->J = NULL; alpha->L = NULL; alpha->R = NULL;
+ }
+ else
+ {
+ alpha->J = arg_alpha->J; alpha->L = arg_alpha->L; alpha->R = arg_alpha->R;
+ }
+
+ if ( alpha->J == NULL )
+ {
+ alpha->J = malloc(sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) { alpha->J[v] = NULL; }
+ }
+ if ( alpha->L == NULL )
+ {
+ alpha->L = malloc(sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) { alpha->L[v] = NULL; }
+ }
+ if ( alpha->R == NULL )
+ {
+ alpha->R = malloc(sizeof(float **) * (cm->M+1));
+ for (v = 0; v <= cm->M; v++) { alpha->R[v] = NULL; }
+ }
+
+ w1 = cm->nodemap[cm->ndidx[z]];
+ w2 = cm->cfirst[w1]-1;
+ for (v = w1; v <= w2; v++)
+ {
+ if (! deckpool_pop(dpool, &(alpha->J[v])) )
+ alpha->J[v] = alloc_vji_deck(i0, i1, j1, j0);
+ if (! deckpool_pop(dpool, &(alpha->L[v])) )
+ alpha->L[v] = alloc_vji_deck(i0, i1, j1, j0);
+ if (! deckpool_pop(dpool, &(alpha->R[v])) )
+ alpha->R[v] = alloc_vji_deck(i0, i1, j1, j0);
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ alpha->J[v][jp][ip] = IMPOSSIBLE;
+ alpha->L[v][jp][ip] = IMPOSSIBLE;
+ alpha->R[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ }
+
+ touch = malloc(sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) { touch[v] = 0; }
+ for (v = r; v <= w2; v++) { touch[v] = cm->pnum[v]; }
+ for (v = w2+1; v < cm->M; v++) { touch[v] = 0; }
+
+ /* Create shadow matrices */
+ if (ret_shadow != NULL)
+ {
+ shadow->J = malloc(sizeof(char **) * cm->M);
+ shadow->L = malloc(sizeof(char **) * cm->M);
+ shadow->R = malloc(sizeof(char **) * cm->M);
+ shadow->Lmode = malloc(sizeof(char **) * cm->M);
+ shadow->Rmode = malloc(sizeof(char **) * cm->M);
+ for (v = 0; v < cm->M; v++)
+ {
+ shadow->J[v] = NULL;
+ shadow->L[v] = NULL;
+ shadow->R[v] = NULL;
+ shadow->Lmode[v] = NULL;
+ shadow->Rmode[v] = NULL;
+ }
+ }
+
+ /* Initialize our non-IMPOSSIBLE boundary condition */
+ /* (Includes an unroll of the main recursion to handle EL) */
+ ip = i1 - i0;
+ jp = 0;
+ if (! useEL)
+ {
+ if ( z_allow_J )
+ alpha->J[z][jp][ip] = 0.0;
+ if ( z_allow_L )
+ alpha->L[z][jp][ip] = 0.0;
+ if ( z_allow_R )
+ alpha->R[z][jp][ip] = 0.0;
+ }
+ else if ( z_allow_J )
+ {
+ if (ret_shadow != NULL)
+ {
+ shadow->J[z] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->L[z] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->R[z] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->Lmode[z] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->Rmode[z] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ }
+
+ switch (cm->sttype[z])
+ {
+ case D_st:
+ case S_st:
+ alpha->J[z][jp][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (ret_shadow != NULL) ((char **)shadow->J[z])[jp][ip] = USED_EL;
+ break;
+ case MP_st:
+ if (i0 == i1 || j1 == j0) break;
+ alpha->J[z][jp+1][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (dsq[i1-1] < cm->abc->K && dsq[j1+1] < cm->abc->K)
+ alpha->J[z][jp+1][ip-1] += cm->esc[z][(int) (dsq[i1-1]*cm->abc->K+dsq[j1+1])];
+ else
+ alpha->J[z][jp+1][ip-1] += DegeneratePairScore(cm->abc, cm->esc[z], dsq[i1-1], dsq[j1+1]);
+ if (ret_shadow != NULL) ((char **)shadow->J[z])[jp+1][ip-1] = USED_EL;
+ if (alpha->J[z][jp+1][ip-1] < IMPOSSIBLE) alpha->J[z][jp+1][ip-1] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i0 == i1 ) break;
+ alpha->J[z][jp][ip-1] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (dsq[i1-1] < cm->abc->K)
+ alpha->J[z][jp][ip-1] += cm->esc[z][(int) dsq[i1-1]];
+ else
+ alpha->J[z][jp][ip-1] += esl_abc_FAvgScore(cm->abc, dsq[i1-1], cm->esc[z]);
+ if (ret_shadow != NULL) ((char **)shadow->J[z])[jp][ip-1] = USED_EL;
+ if (alpha->J[z][jp][ip-1] < IMPOSSIBLE) alpha->J[z][jp][ip-1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j1 == j0) break;
+ alpha->J[z][jp+1][ip] = cm->endsc[z] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1));
+ if (dsq[j1+1] < cm->abc->K)
+ alpha->J[z][jp+1][ip] += cm->esc[z][(int) dsq[j1+1]];
+ else
+ alpha->J[z][jp+1][ip] += esl_abc_FAvgScore(cm->abc, dsq[j1+1], cm->esc[z]);
+ if (ret_shadow != NULL) ((char **)shadow->J[z])[jp+1][ip] = USED_EL;
+ if (alpha->J[z][jp+1][ip] < IMPOSSIBLE) alpha->J[z][jp+1][ip] = IMPOSSIBLE;
+ break;
+/*
+ default:
+ cm_Die("Bad input combination in tr_vinside: useEL TRUE, but cm->sttype[z] = %d\n",cm->sttype[z]);
+*/
+ }
+
+ alpha->L[z][jp][ip] = IMPOSSIBLE;
+ alpha->R[z][jp][ip] = IMPOSSIBLE;
+ if (ret_shadow != NULL)
+ {
+ /* didn't actually use EL, but this prevents a traceback bug */
+ ((char **)shadow->L[z])[jp][ip] = USED_EL;
+ ((char **)shadow->R[z])[jp][ip] = USED_EL;
+ }
+ }
+ else
+ cm_Die("Bad input combination in tr_vinside: useEL %d z_allow_J %d \n",useEL,z_allow_J);
+
+ /* Special case: empty sequence */
+ if (r == 0)
+ {
+ b_v = z; b_i = i1; b_j = j1;
+ b_sc = IMPOSSIBLE; b_mode = 0;
+ if (z_allow_J && alpha->J[z][0][i1-i0] > b_sc)
+ {
+ b_sc = alpha->J[z][0][i1-i0];
+ b_mode = 3;
+ }
+ if (z_allow_L && alpha->L[z][0][i1-i0] > b_sc)
+ {
+ b_sc = alpha->L[z][0][i1-i0];
+ b_mode = 2;
+ }
+ if (z_allow_R && alpha->R[z][0][i1-i0] > b_sc)
+ {
+ b_sc = alpha->R[z][0][i1-i0];
+ b_mode = 1;
+ }
+
+ if (z == 0)
+ {
+ /* FIXME */
+ /* I don't understand what exactly Sean's doing in this block */
+ cm_Die("Potentially unhandled case!\n");
+ }
+ }
+
+ /* Main recursion */
+ for (v = w1-1; v >= r; v--)
+ {
+ /* Get decks */
+ if (! deckpool_pop(dpool, &(alpha->J[v])) )
+ alpha->J[v] = alloc_vji_deck(i0,i1,j1,j0);
+ if (! deckpool_pop(dpool, &(alpha->L[v])) )
+ alpha->L[v] = alloc_vji_deck(i0,i1,j1,j0);
+ if (! deckpool_pop(dpool, &(alpha->R[v])) )
+ alpha->R[v] = alloc_vji_deck(i0,i1,j1,j0);
+
+ if (ret_shadow != NULL)
+ {
+ shadow->J[v] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->L[v] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->R[v] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->Lmode[v] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ shadow->Rmode[v] = (void **) alloc_vji_shadow_deck(i0,i1,j1,j0);
+ }
+
+ /* Full initialization of the deck */
+ /* This may be wasteful, since it could be folded into the rest
+ * of the DP */
+ for (jp = 0; jp <= j0-j1; jp++)
+ for (ip = i1-i0; ip >= 0; ip--)
+ {
+ alpha->J[v][jp][ip] = IMPOSSIBLE;
+ alpha->L[v][jp][ip] = IMPOSSIBLE;
+ alpha->R[v][jp][ip] = IMPOSSIBLE;
+ if (ret_shadow != NULL)
+ {
+ /* Didn't really use EL, but trying to eliminate uninitialized values */
+ ((char **)shadow->J[v])[jp][ip] = USED_EL;
+ ((char **)shadow->L[v])[jp][ip] = USED_EL;
+ ((char **)shadow->R[v])[jp][ip] = USED_EL;
+ ((char **)shadow->Lmode[v])[jp][ip] = 0;
+ ((char **)shadow->Rmode[v])[jp][ip] = 0;
+ }
+ }
+
+ /* Double-check problem type */
+ if (cm->sttype[v] == E_st || cm->sttype[v] == B_st || (cm->sttype[v] == S_st && v > r))
+ cm_Die("Non-V problem in tr_vinside(); cm->sttype[%d] = %d\n",v,cm->sttype[v]);
+
+ if (cm->sttype[v] == D_st || cm->sttype[v] == S_st)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ for (ip = i1-i0; ip >= 0; ip--)
+ {
+ y = cm->cfirst[v];
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) && z_allow_J)
+ if ( (sc = cm->endsc[v] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1))) > alpha->J[v][jp][ip])
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = USED_EL;
+ }
+
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ if ( z_allow_J )
+ if ( (sc = alpha->J[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->J[v][jp][ip])
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = (char) yoffset;
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->L[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->L[v][jp][ip])
+ {
+ alpha->L[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->L[v])[jp][ip] = (char) yoffset; ((char **)shadow->Lmode[v])[jp][ip] = 2; }
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->R[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->R[v][jp][ip])
+ {
+ alpha->R[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->R[v])[jp][ip] = (char) yoffset; ((char **)shadow->Rmode[v])[jp][ip] = 1; }
+ }
+ }
+
+ if ( alpha->J[v][jp][ip] < IMPOSSIBLE ) alpha->J[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->L[v][jp][ip] < IMPOSSIBLE ) alpha->L[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->R[v][jp][ip] < IMPOSSIBLE ) alpha->R[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ }
+ else if (cm->sttype[v] == MP_st)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ j = jp+j1;
+ for (ip = i1-i0; ip >= 0; ip--)
+ {
+ i = ip+i0;
+ y = cm->cfirst[v];
+
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) && z_allow_J && jp > 0 && ip < i1-i0)
+ if ( (sc = cm->endsc[v] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - 2))) > alpha->J[v][jp][ip] )
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = USED_EL;
+ }
+
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ if (z_allow_J && jp > 0 && ip < i1-i0)
+ if ( (sc = alpha->J[y+yoffset][jp-1][ip+1] + cm->tsc[v][yoffset]) > alpha->J[v][jp][ip])
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = (char) yoffset;
+ }
+ if (r_allow_L && ip < i1-i0)
+ if ( (sc = alpha->J[y+yoffset][jp][ip+1] + cm->tsc[v][yoffset]) > alpha->L[v][jp][ip])
+ {
+ alpha->L[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->L[v])[jp][ip] = (char) yoffset; ((char **)shadow->Lmode[v])[jp][ip] = 3; }
+ }
+ if (r_allow_L && ip < i1-i0)
+ if ( (sc = alpha->L[y+yoffset][jp][ip+1] + cm->tsc[v][yoffset]) > alpha->L[v][jp][ip])
+ {
+ alpha->L[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->L[v])[jp][ip] = (char) yoffset; ((char **)shadow->Lmode[v])[jp][ip] = 2; }
+ }
+ if (r_allow_R && jp > 0)
+ if ( (sc = alpha->J[y+yoffset][jp-1][ip] + cm->tsc[v][yoffset]) > alpha->R[v][jp][ip])
+ {
+ alpha->R[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->R[v])[jp][ip] = (char) yoffset; ((char **)shadow->Rmode[v])[jp][ip] = 3; }
+ }
+ if (r_allow_R && jp > 0)
+ if ( (sc = alpha->R[y+yoffset][jp-1][ip] + cm->tsc[v][yoffset]) > alpha->R[v][jp][ip])
+ {
+ alpha->R[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->R[v])[jp][ip] = (char) yoffset; ((char **)shadow->Rmode[v])[jp][ip] = 1; }
+ }
+ }
+
+ if (jp > 0 && ip < i1-i0)
+ {
+ if (dsq[i] < cm->abc->K && dsq[j] < cm->abc->K)
+ alpha->J[v][jp][ip] += cm->esc[v][(int) (dsq[i]*cm->abc->K+dsq[j])];
+ else
+ alpha->J[v][jp][ip] += DegeneratePairScore(cm->abc, cm->esc[v], dsq[i], dsq[j]);
+ }
+ if (ip < i1-i0)
+ {
+ alpha->L[v][jp][ip] += cm->lmesc[v][(int) dsq[i]];
+ }
+ if (jp > 0)
+ {
+ alpha->R[v][jp][ip] += cm->rmesc[v][(int) dsq[j]];
+ }
+
+ if ( alpha->J[v][jp][ip] < IMPOSSIBLE) alpha->J[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->L[v][jp][ip] < IMPOSSIBLE) alpha->L[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->R[v][jp][ip] < IMPOSSIBLE) alpha->R[v][jp][ip] = IMPOSSIBLE;
+
+ if ( allow_begin )
+ {
+ if ( r_allow_J )
+ if ( alpha->J[v][jp][ip] > b_sc ) { b_mode = 3; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->J[v][jp][ip]; }
+ if ( r_allow_L )
+ if ( alpha->L[v][jp][ip] > b_sc ) { b_mode = 2; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->L[v][jp][ip]; }
+ if ( r_allow_R )
+ if ( alpha->R[v][jp][ip] > b_sc ) { b_mode = 1; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->R[v][jp][ip]; }
+ }
+ }
+ }
+ }
+ else if (cm->sttype[v] == ML_st || cm->sttype[v] == IL_st)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ for (ip = i1-i0; ip >= 0; ip--)
+ {
+ i = i0+ip;
+ y = cm->cfirst[v];
+
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) && z_allow_J && ip < i1-i0)
+ if ( (sc = cm->endsc[v] + (cm->el_selfsc * ((jp+j1)-(ip+i0)+1 - 1))) > alpha->J[v][jp][ip] )
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = USED_EL;
+ }
+
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ if (z_allow_J && ip < i1-i0)
+ if ( (sc = alpha->J[y+yoffset][jp][ip+1] + cm->tsc[v][yoffset]) > alpha->J[v][jp][ip])
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = (char) yoffset;
+ }
+ if (r_allow_L && ip < i1-i0)
+ if ( (sc = alpha->L[y+yoffset][jp][ip+1] + cm->tsc[v][yoffset]) > alpha->L[v][jp][ip])
+ {
+ alpha->L[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->L[v])[jp][ip] = (char) yoffset; ((char **)shadow->Lmode[v])[jp][ip] = 2; }
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->J[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->R[v][jp][ip])
+ {
+ alpha->R[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->R[v])[jp][ip] = (char) yoffset; ((char **)shadow->Rmode[v])[jp][ip] = 3; }
+ }
+ if ( r_allow_R )
+ if ( (sc = alpha->R[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->R[v][jp][ip])
+ {
+ alpha->R[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->R[v])[jp][ip] = (char) yoffset; ((char **)shadow->Rmode[v])[jp][ip] = 1; }
+ }
+ }
+
+ if (ip < i1-i0)
+ {
+ if (dsq[i] < cm->abc->K)
+ {
+ alpha->J[v][jp][ip] += cm->esc[v][(int) dsq[i]];
+ alpha->L[v][jp][ip] += cm->esc[v][(int) dsq[i]];
+ }
+ else
+ {
+ alpha->J[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ alpha->L[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[i], cm->esc[v]);
+ }
+ }
+
+ if ( alpha->J[v][jp][ip] < IMPOSSIBLE) alpha->J[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->L[v][jp][ip] < IMPOSSIBLE) alpha->L[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->R[v][jp][ip] < IMPOSSIBLE) alpha->R[v][jp][ip] = IMPOSSIBLE;
+
+ if ( cm->sttype[v] == ML_st && allow_begin )
+ {
+ if ( r_allow_J )
+ if ( alpha->J[v][jp][ip] > b_sc ) { b_mode = 3; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->J[v][jp][ip]; }
+ if ( r_allow_L )
+ if ( alpha->L[v][jp][ip] > b_sc ) { b_mode = 2; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->L[v][jp][ip]; }
+ }
+ }
+ }
+ }
+ else if (cm->sttype[v] == MR_st || cm->sttype[v] == IR_st)
+ {
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ j = j1+jp;
+ for (ip = i1-i0; ip >= 0; ip--)
+ {
+ y = cm->cfirst[v];
+
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]) && z_allow_J && jp > 0)
+ if ( (sc = cm->endsc[v] + (cm->el_selfsc * ((j1+jp)-(i0+ip)+1 - 1))) > alpha->J[v][jp][ip] )
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = USED_EL;
+ }
+
+ for (yoffset = 0; yoffset < cm->cnum[v]; yoffset++)
+ {
+ if (z_allow_J && jp > 0)
+ if ( (sc = alpha->J[y+yoffset][jp-1][ip] + cm->tsc[v][yoffset]) > alpha->J[v][jp][ip])
+ {
+ alpha->J[v][jp][ip] = sc;
+ if (ret_shadow != NULL) ((char **)shadow->J[v])[jp][ip] = (char) yoffset;
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->J[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->L[v][jp][ip])
+ {
+ alpha->L[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->L[v])[jp][ip] = (char) yoffset; ((char **)shadow->Lmode[v])[jp][ip] = 3; }
+ }
+ if ( r_allow_L )
+ if ( (sc = alpha->L[y+yoffset][jp][ip] + cm->tsc[v][yoffset]) > alpha->L[v][jp][ip])
+ {
+ alpha->L[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->L[v])[jp][ip] = (char) yoffset; ((char **)shadow->Lmode[v])[jp][ip] = 2; }
+ }
+ if (r_allow_R && jp > 0)
+ if ( (sc = alpha->R[y+yoffset][jp-1][ip] + cm->tsc[v][yoffset]) > alpha->R[v][jp][ip])
+ {
+ alpha->R[v][jp][ip] = sc;
+ if (ret_shadow != NULL) { ((char **)shadow->R[v])[jp][ip] = (char) yoffset; ((char **)shadow->Rmode[v])[jp][ip] = 1; }
+ }
+ }
+
+ if (jp > 0)
+ {
+ if (dsq[j] < cm->abc->K)
+ {
+ alpha->J[v][jp][ip] += cm->esc[v][(int) dsq[j]];
+ alpha->R[v][jp][ip] += cm->esc[v][(int) dsq[j]];
+ }
+ else
+ {
+ alpha->J[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ alpha->R[v][jp][ip] += esl_abc_FAvgScore(cm->abc, dsq[j], cm->esc[v]);
+ }
+ }
+
+ if ( alpha->J[v][jp][ip] < IMPOSSIBLE) alpha->J[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->L[v][jp][ip] < IMPOSSIBLE) alpha->L[v][jp][ip] = IMPOSSIBLE;
+ if ( alpha->R[v][jp][ip] < IMPOSSIBLE) alpha->R[v][jp][ip] = IMPOSSIBLE;
+
+ if ( cm->sttype[v] == MR_st && allow_begin )
+ {
+ if ( r_allow_J )
+ if ( alpha->J[v][jp][ip] > b_sc ) { b_mode = 3; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->J[v][jp][ip]; }
+ if ( r_allow_R )
+ if ( alpha->R[v][jp][ip] > b_sc ) { b_mode = 1; b_v = v; b_j = j1+jp; b_i = i0+ip; b_sc = alpha->R[v][jp][ip]; }
+ }
+ }
+ }
+ }
+ else
+ {
+ cm_Die("There's no way we could have gotten here - should have died before now\n");
+ }
+
+ if (v == r)
+ {
+ if ( r_allow_J )
+ if ( alpha->J[v][j0-j1][0] > b_sc) { b_mode = 3; b_v = v; b_j = j0; b_i = i0; b_sc = alpha->J[v][j0-j1][0]; }
+ if ( r_allow_L )
+ if ( alpha->L[v][j0-j1][0] > b_sc) { b_mode = 2; b_v = v; b_j = j0; b_i = i0; b_sc = alpha->L[v][j0-j1][0]; }
+ if ( r_allow_R )
+ if ( alpha->R[v][j0-j1][0] > b_sc) { b_mode = 1; b_v = v; b_j = j0; b_i = i0; b_sc = alpha->R[v][j0-j1][0]; }
+ }
+
+ /* If we're at root, give it the best (local) score */
+ if (v == 0)
+ {
+ alpha->J[v][j0-j1][0] = b_sc;
+ alpha->L[v][j0-j1][0] = b_sc;
+ alpha->R[v][j0-j1][0] = b_sc;
+ if (ret_shadow != NULL)
+ {
+ ((char **)shadow->J[v])[j0-j1][0] = USED_LOCAL_BEGIN;
+ ((char **)shadow->L[v])[j0-j1][0] = USED_LOCAL_BEGIN;
+ ((char **)shadow->R[v])[j0-j1][0] = USED_LOCAL_BEGIN;
+ ((char **)shadow->Lmode[v])[j0-j1][0] = b_mode;
+ ((char **)shadow->Rmode[v])[j0-j1][0] = b_mode;
+ }
+ }
+
+ /* Recycle memory */
+ if (! do_full)
+ {
+ for (y = cm->cfirst[v]; y < cm->cfirst[v]+cm->cnum[v]; y++)
+ {
+ touch[y]--;
+ if (touch[y] == 0)
+ {
+ deckpool_push(dpool, alpha->J[y]);
+ deckpool_push(dpool, alpha->L[y]);
+ deckpool_push(dpool, alpha->R[y]);
+ alpha->J[y] = NULL;
+ alpha->L[y] = NULL;
+ alpha->R[y] = NULL;
+ }
+ }
+ }
+ } /* end loop over v */
+
+ sc = b_sc;
+ if (ret_v != NULL ) *ret_v = b_v;
+ if (ret_i != NULL ) *ret_i = b_i;
+ if (ret_j != NULL ) *ret_j = b_j;
+ if (ret_mode != NULL ) *ret_mode = b_mode;
+
+ /* Free or return score matrices */
+ if (ret_alpha == NULL)
+ {
+ for (v = r; v <= w2; v++)
+ {
+ if (alpha->J[v] != NULL)
+ {
+ deckpool_push(dpool, alpha->J[v]);
+ alpha->J[v] = NULL;
+ }
+ if (alpha->L[v] != NULL)
+ {
+ deckpool_push(dpool, alpha->L[v]);
+ alpha->L[v] = NULL;
+ }
+ if (alpha->R[v] != NULL)
+ {
+ deckpool_push(dpool, alpha->R[v]);
+ alpha->R[v] = NULL;
+ }
+ }
+ free(alpha->J);
+ free(alpha->L);
+ free(alpha->R);
+ }
+ else
+ {
+ ret_alpha->J = alpha->J;
+ ret_alpha->L = alpha->L;
+ ret_alpha->R = alpha->R;
+ }
+ free(alpha);
+
+ /* Free or return deck pool */
+ if (ret_dpool == NULL)
+ {
+ float **foo;
+ while (deckpool_pop(dpool, &foo))
+ free_vji_deck(foo, j1, j0);
+ deckpool_free(dpool);
+ }
+ else
+ {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+ if (ret_shadow != NULL)
+ {
+ ret_shadow->J = shadow->J;
+ ret_shadow->L = shadow->L;
+ ret_shadow->R = shadow->R;
+ ret_shadow->Lmode = shadow->Lmode;
+ ret_shadow->Rmode = shadow->Rmode;
+ }
+ free(shadow);
+
+ return sc;
+}
+
+/* Function: tr_voutside()
+ * Author: DLK
+ *
+ * Purpose: Outside direction TrCYK for a v-problem
+ * Based closely on voutside() and tr_outside()
+ * Note use of vji instead of vjd coordinates
+ *
+ * Args:
+ *
+ * Returns:
+ */
+void
+tr_voutside(CM_t *cm, ESL_DSQ *dsq, int L, int r, int z, int i0, int i1, int j1, int j0,
+ int useEL, int do_full, int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R, BetaMats_t *arg_beta,
+ BetaMats_t *ret_beta, struct deckpool_s *dpool, struct deckpool_s **ret_dpool)
+{
+ int v,y;
+ int i,j;
+ int ip, jp;
+ float sc, esc;
+ int voffset;
+ int *touch;
+ int allow_begin;
+
+ BetaMats_t *beta;
+
+ /* Initialization */
+ if (dpool == NULL) dpool = deckpool_create();
+
+ beta = malloc(sizeof(BetaMats_t));
+ if (arg_beta == NULL)
+ {
+ beta->J = malloc(sizeof(float **) * (cm->M+1));
+ beta->L = malloc(sizeof(float *) * (cm->M+1));
+ beta->R = malloc(sizeof(float *) * (cm->M+1));
+ beta->L[0] = malloc(sizeof(float) * (cm->M+1)*(i1-i0+1));
+ beta->R[0] = malloc(sizeof(float) * (cm->M+1)*(j0-j1+1));
+ for (v = 0; v < cm->M+1; v++)
+ {
+ beta->J[v] = NULL;
+ beta->L[v] = beta->L[0] + (v * (i1-i0+1));
+ beta->R[v] = beta->R[0] + (v * (j0-j1+1));
+ }
+ }
+ else
+ {
+ beta->J = arg_beta->J;
+ beta->L = arg_beta->L;
+ beta->R = arg_beta->R;
+ }
+
+ /* Initialize root deck */
+ /* outside()/tr_outside() also initialize the root's
+ split set, if it has one, while voutside() doesn't
+ I think that this is because in calls to voutside()
+ (and analagously, tr_voutside() ) we've already
+ determined that the root state is actually used in
+ the solution, whereas for the more generic outside
+ that's not necessarily the case. Not sure, though.
+ outside()/tr_outside() might not even need to worry
+ about the split set, but do it anyway (legacy code?) */
+ if (! deckpool_pop(dpool, &(beta->J[r])) )
+ beta->J[r] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = 0; jp <= j0-j1; jp++)
+ {
+ for (ip = 0; ip <= i1-i0; ip++)
+ if (r == 0 && r_allow_J )
+ beta->J[r][jp][ip] = 0.0;
+ else
+ beta->J[r][jp][ip] = IMPOSSIBLE;
+ if ( r == 0 && r_allow_R )
+ beta->R[r][jp] = 0.0;
+ else
+ beta->R[r][jp] = IMPOSSIBLE;
+ }
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ if (r == 0 && r_allow_L )
+ beta->L[r][ip] = 0.0;
+ else
+ beta->L[r][ip] = IMPOSSIBLE;
+ }
+ if ( r_allow_J )
+ beta->J[r][j0-j1][0] = 0.0;
+ if ( r_allow_L )
+ beta->L[r][0] = 0.0;
+ if ( r_allow_R )
+ beta->R[r][j0-j1] = 0.0;
+
+ /* Deal with vroot->EL; marginal modes don't use EL */
+ if (useEL)
+ {
+ if (! deckpool_pop(dpool, &(beta->J[cm->M])) )
+ beta->J[cm->M] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = 0; jp <= j0-j1; jp++)
+ for (ip = 0; ip <= i1-i0; ip++)
+ beta->J[cm->M][jp][ip] = IMPOSSIBLE;
+ }
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[r]))
+ {
+ switch(cm->sttype[r])
+ {
+ case MP_st:
+ if (i0 == i1 || j1 == j0) break;
+ if (dsq[i0] < cm->abc->K && dsq[j0] < cm->abc->K)
+ esc = cm->esc[r][(int) (dsq[i0]*cm->abc->K+dsq[j0])];
+ else
+ esc = DegeneratePairScore(cm->abc, cm->esc[r], dsq[i0], dsq[j0]);
+ beta->J[cm->M][j0-j1-1][1] = cm->endsc[r] + (cm->el_selfsc * ((j0-1)-(i0+1)+1)) + esc;
+ if (beta->J[cm->M][j0-j1-1][1] < IMPOSSIBLE) beta->J[cm->M][j0-j1-1][1] = IMPOSSIBLE;
+ break;
+ case ML_st:
+ case IL_st:
+ if (i0 == i1) break;
+ if (dsq[i0] < cm->abc->K)
+ esc = cm->esc[r][(int) dsq[i0]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i0], cm->esc[r]);
+ beta->J[cm->M][j0-j1][1] = cm->endsc[r] + (cm->el_selfsc * ((j0)-(i0+1)+1)) + esc;
+ if (beta->J[cm->M][j0-j1][1] < IMPOSSIBLE) beta->J[cm->M][j0-j1][1] = IMPOSSIBLE;
+ break;
+ case MR_st:
+ case IR_st:
+ if (j1 == j0) break;
+ if (dsq[j0] < cm->abc->K)
+ esc = cm->esc[r][(int) dsq[j0]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j0], cm->esc[r]);
+ beta->J[cm->M][j0-j1-1][0] = cm->endsc[r] + (cm->el_selfsc * ((j0-1)-(i0)+1)) + esc;
+ if (beta->J[cm->M][j0-j1-1][0] < IMPOSSIBLE) beta->J[cm->M][j0-j1-1][0] = IMPOSSIBLE;
+ break;
+ case S_st:
+ case D_st:
+ beta->J[cm->M][j0-j1][0] = cm->endsc[r] + (cm->el_selfsc * ((j0)-(i0)+1));
+ break;
+ default:
+ cm_Die("bogus parent state %d\n",cm->sttype[r]);
+ }
+ }
+
+ /* Initialize touch vector for controlling deck recycling */
+ touch = malloc(sizeof(int) * cm->M);
+ for (v = 0; v < r; v++) touch[v] = 0;
+ for (v = z+1; v < cm->M; v++) touch[v] = 0;
+ for (v = r; v <= z; v++)
+ {
+ if (cm->sttype[v] == B_st) touch[v] = 2;
+ else touch[v] = cm->cnum[v];
+ }
+
+ /* Main loop through decks */
+ for (v = r+1; v <= z; v++)
+ {
+ allow_begin = TRUE;
+ if (r != 0) allow_begin = FALSE;
+ if ( cm->sttype[v] == IL_st ||
+ cm->sttype[v] == IR_st ||
+ cm->sttype[v] == S_st ||
+ cm->sttype[v] == D_st ||
+ cm->sttype[v] == E_st ) allow_begin = FALSE;
+ /* Get a deck */
+ if (! deckpool_pop(dpool, &(beta->J[v])) )
+ beta->J[v] = alloc_vji_deck(i0,i1,j1,j0);
+ for (jp = j0-j1; jp >= 0; jp--)
+ {
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ if (allow_begin && r_allow_J )
+ beta->J[v][jp][ip] = 0.0;
+ else
+ beta->J[v][jp][ip] = IMPOSSIBLE;
+ }
+ if (allow_begin && r_allow_R )
+ beta->R[v][jp] = 0.0;
+ else
+ beta->R[v][jp] = IMPOSSIBLE;
+ }
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ if (allow_begin && r_allow_L )
+ beta->L[v][ip] = 0.0;
+ else
+ beta->L[v][ip] = IMPOSSIBLE;
+ }
+
+ /* mini-recursion for beta->L */
+ if ( r_allow_L )
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ i = i0+ip;
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ if (y < r) continue;
+ voffset = v - cm->cfirst[y];
+
+ switch (cm->sttype[y])
+ {
+ case MP_st:
+ if (ip > 0)
+ {
+ esc = cm->lmesc[y][(int) dsq[i-1]];
+ if ( (sc = beta->L[y][ip-1] + cm->tsc[y][voffset] + esc) > beta->L[v][ip] )
+ beta->L[v][ip] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ if (ip > 0)
+ {
+ if (dsq[i-1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[i-1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+ if ( (sc = beta->L[y][ip-1] + cm->tsc[y][voffset] + esc) > beta->L[v][ip] )
+ beta->L[v][ip] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->L[y][ip] + cm->tsc[y][voffset]) > beta->L[v][ip] )
+ beta->L[v][ip] = sc;
+ break;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ }
+ }
+
+ if (beta->L[v][ip] < IMPOSSIBLE) beta->L[v][ip] = IMPOSSIBLE;
+ }
+
+ /* mini-recursion for beta->R */
+ if ( r_allow_R )
+ for (jp = j0-j1; jp >= 0; jp--)
+ {
+ j = j1+jp;
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ if (y < r) continue;
+ voffset = v - cm->cfirst[y];
+
+ switch (cm->sttype[y])
+ {
+ case MP_st:
+ if (jp < j0-j1)
+ {
+ esc = cm->rmesc[y][(int) dsq[j+1]];
+ if ( (sc = beta->R[y][jp+1] + cm->tsc[y][voffset] + esc) > beta->R[v][jp] )
+ beta->R[v][jp] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ if (jp < j0-j1)
+ {
+ if (dsq[j+1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[j+1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+ if ( (sc = beta->R[y][jp+1] + cm->tsc[y][voffset] + esc) > beta->R[v][jp] )
+ beta->R[v][jp] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->R[y][jp] + cm->tsc[y][voffset]) > beta->R[v][jp] )
+ beta->R[v][jp] = sc;
+ break;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ }
+ }
+
+ if (beta->R[v][jp] < IMPOSSIBLE) beta->R[v][jp] = IMPOSSIBLE;
+ }
+
+ /* Main recursion */
+ if ( z_allow_J )
+ for (jp = j0-j1; jp >= 0; jp--)
+ {
+ j = j1+jp;
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ i = i0+ip;
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ if (y < r) continue;
+ voffset = v - cm->cfirst[y];
+
+ switch(cm->sttype[y])
+ {
+ case MP_st:
+ if (j != j0 && i != i0)
+ {
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ esc = cm->esc[y][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ esc = DegeneratePairScore(cm->abc, cm->esc[y], dsq[i-1], dsq[j+1]);
+ if ( (sc = beta->J[y][jp+1][ip-1] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ if ( (sc = beta->L[y][ip-1] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ if ( (sc = beta->R[y][jp+1] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ if (i != i0)
+ {
+ if (dsq[i-1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[i-1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[y]);
+ if ( (sc = beta->J[y][jp][ip-1] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ if ( (sc = beta->L[y][ip-1] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ if ( (sc = beta->R[y][jp] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ if (j != j0)
+ {
+ if (dsq[j+1] < cm->abc->K)
+ esc = cm->esc[y][(int) dsq[j+1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[y]);
+ if ( (sc = beta->J[y][jp+1][ip] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ if ( (sc = beta->L[y][ip] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ if ( (sc = beta->R[y][jp+1] + cm->tsc[y][voffset] + esc) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ }
+ break;
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->J[y][jp][ip] + cm->tsc[y][voffset]) > beta->J[v][jp][ip] )
+ beta->J[v][jp][ip] = sc;
+ break;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ }
+ }
+
+ if (beta->J[v][jp][ip] < IMPOSSIBLE) beta->J[v][jp][ip] = IMPOSSIBLE;
+ }
+ }
+
+ /* v->EL transitions (beta->J only) */
+ if (useEL && NOT_IMPOSSIBLE(cm->endsc[v]))
+ {
+ for (jp = j0-j1; jp >= 0; jp--)
+ {
+ j = j1+jp;
+ for (ip = 0; ip <= i1-i0; ip++)
+ {
+ i = i0+ip;
+
+ switch (cm->sttype[v])
+ {
+ case MP_st:
+ if (j != j0 && i != i0)
+ {
+ if (dsq[i-1] < cm->abc->K && dsq[j+1] < cm->abc->K)
+ esc = cm->esc[v][(int) (dsq[i-1]*cm->abc->K+dsq[j+1])];
+ else
+ esc = DegeneratePairScore(cm->abc, cm->esc[v], dsq[i-1], dsq[j+1]);
+ if ( (sc = beta->J[v][jp+1][ip-1] + cm->endsc[v] + (cm->el_selfsc* (j-i+1)) + esc) > beta->J[cm->M][jp][ip] )
+ beta->J[cm->M][jp][ip] = sc;
+ }
+ break;
+ case ML_st:
+ case IL_st:
+ if (i != i0)
+ {
+ if (dsq[i-1] < cm->abc->K)
+ esc = cm->esc[v][(int) dsq[i-1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[i-1], cm->esc[v]);
+ if ( (sc = beta->J[v][jp][ip-1] + cm->endsc[v] + (cm->el_selfsc* (j-i+1)) + esc) > beta->J[cm->M][jp][ip] )
+ beta->J[cm->M][jp][ip] = sc;
+ }
+ break;
+ case MR_st:
+ case IR_st:
+ if (j != j0)
+ {
+ if (dsq[j+1] < cm->abc->K)
+ esc = cm->esc[v][(int) dsq[j+1]];
+ else
+ esc = esl_abc_FAvgScore(cm->abc, dsq[j+1], cm->esc[v]);
+ if ( (sc = beta->J[v][jp+1][ip] + cm->endsc[v] + (cm->el_selfsc* (j-i+1)) + esc) > beta->J[cm->M][jp][ip] )
+ beta->J[cm->M][jp][ip] = sc;
+ }
+ break;
+ case S_st:
+ case E_st:
+ case D_st:
+ if ( (sc = beta->J[v][jp][ip] + cm->endsc[v] + (cm->el_selfsc * (j-1+1)) + esc) > beta->J[cm->M][jp][ip] )
+ beta->J[cm->M][jp][ip] = sc;
+ default:
+ cm_Die("Bogus parent type %d for y = %d, v = %d\n",cm->sttype[y],y,v);
+ }
+
+ if (beta->J[cm->M][jp][ip] < IMPOSSIBLE) beta->J[cm->M][jp][ip] = IMPOSSIBLE;
+ }
+ }
+ }
+
+ /* Recycle memory */
+ if (! do_full)
+ {
+ for (y = cm->plast[v]; y > cm->plast[v] - cm->pnum[v]; y--)
+ {
+ touch[y]--;
+ if (touch[y] == 0) { deckpool_push(dpool, beta->J[y]); beta->J[y] = NULL; }
+ }
+ }
+ } /* end loop over decks v */
+
+ /* Clean-up */
+ if (ret_beta == NULL)
+ {
+ for (v = r; v <= z; v++)
+ if (beta->J[v] != NULL) { deckpool_push(dpool, beta->J[v]); beta->J[v] = NULL; }
+ deckpool_push(dpool, beta->J[cm->M]); beta->J[cm->M] = NULL;
+ free(beta->L[0]); free(beta->L);
+ free(beta->R[0]); free(beta->R);
+ }
+ else
+ {
+ ret_beta->J = beta->J;
+ ret_beta->L = beta->L;
+ ret_beta->R = beta->R;
+ }
+ free(beta);
+
+ if (ret_dpool == NULL)
+ {
+ float **a;
+ while (deckpool_pop(dpool, &a))
+ {
+ if (a == NULL) { fprintf(stderr,"WARNING: We've got issues: popped from deckpool but it's NULL!\n"); continue; }
+ free_vji_deck(a,j1,j0);
+ }
+ deckpool_free(dpool);
+ }
+ else
+ {
+ *ret_dpool = dpool;
+ }
+
+ free(touch);
+
+ return;
+}
+
+/* Function: tr_insideT()
+ * Author: DLK
+ *
+ * Purpose: inside with traceback on truncated sequence
+ * based on insideT()
+ *
+ * Args: cm - the covariance model
+ * dsq - the sequence, 1..L
+ * L - length of the sequence
+ * tr - Parsetree for traceback
+ * r - root of subgraph to align to target subseq (usually 0, the model's root)
+ * z - last state of the subgraph
+ * i0 - start of target subsequence (usually 1, beginning of dsq)
+ * j0 - end of target subsequence (usually L, end of dsq)
+ *
+ * Returns: score of optimal alignment (float)
+ */
+float
+tr_insideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z,
+ int i0, int j0, int r_allow_J, int r_allow_L, int r_allow_R)
+{
+ int status; /* easel status code */
+ void ***shadow; /* standard shadow matrix with state information */
+ void ***L_shadow; /* left marginal shadow matrix with state information */
+ void ***R_shadow; /* right marginal shadow matrix with state information */
+ void ***T_shadow; /* terminal shadow matrix with state information */
+ void ***Lmode_shadow; /* left marginal shadow matrix with mode information */
+ void ***Rmode_shadow; /* right marginal shadow matrix with mode information */
+ float sc; /* score of the CYK alignment */
+ ESL_STACK *pda; /* stack for storing info of 2nd child at B_st */
+ int v,i,j,d; /* indices for state, position, & distance */
+ int mode,nxtmode;
+ int k;
+ int y, yoffset;
+ int bifparent;
+
+ ShadowMats_t *all_shadow;
+ all_shadow = malloc(sizeof(ShadowMats_t));
+
+/*
+ sc = trinside(cm, dsq, L, r, z, i0, j0,
+ BE_EFFICIENT,
+ &shadow,
+ &L_shadow, &R_shadow, &T_shadow,
+ &Lmode_shadow, &Rmode_shadow,
+ &mode, &v, &i, &j );
+ */
+
+ sc = tr_inside(cm, dsq, L, r, z, i0, j0, BE_EFFICIENT,
+ (r == 0), r_allow_J, r_allow_L, r_allow_R,
+ NULL, NULL, NULL, NULL, all_shadow,
+ &mode, &v, &i, &j);
+ shadow = all_shadow->J;
+ L_shadow = all_shadow->L;
+ R_shadow = all_shadow->R;
+ T_shadow = all_shadow->T;
+ Lmode_shadow = all_shadow->Lmode;
+ Rmode_shadow = all_shadow->Rmode;
+
+ if((pda = esl_stack_ICreate()) == NULL) goto ERROR;
+ d = j-i+1;
+
+ if (r == 0)
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ }
+
+ while (1)
+ {
+ if ( cm->sttype[v] == B_st )
+ {
+ if ( mode == 3 )
+ {
+ k = ((int **) shadow[v])[j][d];
+
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, mode)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR;
+ }
+ else if ( mode == 2 )
+ {
+ k = ((int **) L_shadow[v])[j][d];
+
+ /* In left marginal mode, right child is always left marginal */
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, mode)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR;
+
+ /* Retrieve mode of left child (should be 3 or 2) */
+ mode = ((int **)Lmode_shadow[v])[j][d];
+ }
+ else if ( mode == 1 )
+ {
+ k = ((int **) R_shadow[v])[j][d];
+
+ /* Retrieve mode of right child (should be 3 or 1) */
+ mode = ((int **)Rmode_shadow[v])[j][d];
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, mode)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR;
+
+ /* In right marginal mode, left child is always right marginal */
+ mode = 1;
+ }
+ else if ( mode == 0 )
+ {
+ k = ((int **) T_shadow[v])[j][d];
+
+ mode = 2;
+ if((status = esl_stack_IPush(pda, j)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, k)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, mode)) != eslOK) goto ERROR;
+ if((status = esl_stack_IPush(pda, tr->n-1)) != eslOK) goto ERROR;
+
+ mode = 1;
+ }
+ else { cm_Die("Unknown mode in traceback!"); }
+
+ j = j-k;
+ d = d-k;
+ i = j-d+1;
+ v = cm->cfirst[v];
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ }
+ else if ( (cm->sttype[v] == E_st) || (cm->sttype[v] == EL_st) )
+ {
+ if (esl_stack_IPop(pda, &bifparent) == eslEOD) break;
+ esl_stack_IPop(pda, &mode);
+ esl_stack_IPop(pda, &d);
+ esl_stack_IPop(pda, &j);
+ v = tr->state[bifparent];
+ y = cm->cnum[v];
+ i = j-d+1;
+
+ v = y;
+ InsertTraceNodewithMode(tr, bifparent, TRACE_RIGHT_CHILD, i, j, v, mode);
+ }
+ else
+ {
+ if ( mode == 3 )
+ {
+ yoffset = ((char **) shadow[v])[j][d];
+ nxtmode = 3;
+ }
+ else if ( mode == 2 )
+ {
+ yoffset = ((char **) L_shadow[v])[j][d];
+ nxtmode = ((int **)Lmode_shadow[v])[j][d];
+ }
+ else if ( mode == 1 )
+ {
+ yoffset = ((char **) R_shadow[v])[j][d];
+ nxtmode = ((int **)Rmode_shadow[v])[j][d];
+ }
+ else { cm_Die("Unknown mode in traceback!"); }
+
+ switch (cm->sttype[v])
+ {
+ case D_st:
+ break;
+ case MP_st:
+ if ( mode == 3 ) i++;
+ if ( mode == 2 && d > 0 ) i++;
+ if ( mode == 3 ) j--;
+ if ( mode == 1 && d > 0 ) j--;
+ break;
+ case ML_st:
+ if ( mode == 3 ) i++;
+ if ( mode == 2 && d > 0 ) i++;
+ break;
+ case MR_st:
+ if ( mode == 3 ) j--;
+ if ( mode == 1 && d > 0 ) j--;
+ break;
+ case IL_st:
+ if ( mode == 3 ) i++;
+ if ( mode == 2 && d > 0 ) i++;
+ break;
+ case IR_st:
+ if ( mode == 3 ) j--;
+ if ( mode == 1 && d > 0 ) j--;
+ break;
+ case S_st:
+ break;
+ default:
+ cm_Die("'Inconceivable!'\n'You keep using that word...'");
+ }
+ d = j-i+1;
+
+ if ( yoffset == USED_EL )
+ {
+ v = cm->M;
+ if (mode == 3)
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ }
+ }
+ else if ( yoffset == USED_LOCAL_BEGIN )
+ { /* local begin, can only happen once, from root */
+ /* However, all hits from truncyk() are local hits, and this should have
+ been dealt with immediately after return from the DP function.
+ If we've reached this point, there's a major problem */
+ cm_Die("Impossible local begin in traceback\n");
+ }
+ else
+ {
+ mode = nxtmode;
+ v = cm->cfirst[v] + yoffset;
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ }
+ }
+ }
+
+ esl_stack_Destroy(pda);
+ free_vjd_shadow_matrix(shadow, cm, i0, j0);
+ free_vjd_shadow_matrix(L_shadow, cm, i0, j0);
+ free_vjd_shadow_matrix(R_shadow, cm, i0, j0);
+ free_vjd_shadow_matrix(T_shadow, cm, i0, j0);
+ free_vjd_shadow_matrix(Lmode_shadow, cm, i0, j0);
+ free_vjd_shadow_matrix(Rmode_shadow, cm, i0, j0);
+
+ return sc;
+
+ ERROR:
+ cm_Fail("Memory error.");
+ return 0.; /* NEVERREACHED */
+}
+
+/* Function: tr_vinsideT()
+ * Author: DLK
+ *
+ * Purpose: Traceback wrapper for tr_vinside()
+ * Appends trace to a traceback which
+ * already has state r at t->n-1
+ * Args:
+ *
+ * Returns:
+ */
+float
+tr_vinsideT(CM_t *cm, ESL_DSQ *dsq, int L, Parsetree_t *tr, int r, int z,
+ int i0, int i1, int j1, int j0, int useEL,
+ int r_allow_J, int r_allow_L, int r_allow_R,
+ int z_allow_J, int z_allow_L, int z_allow_R)
+{
+ float sc;
+ int v, i, j;
+ int ip, jp;
+ int mode, nxtmode;
+ int yoffset;
+
+ AlphaMats_t *alpha;
+ ShadowMats_t *shadow;
+ alpha = malloc(sizeof(AlphaMats_t));
+ shadow = malloc(sizeof(ShadowMats_t));
+
+ if (r == z)
+ {
+ if ( r_allow_J ) mode = 3;
+ else if ( r_allow_L ) mode = 2;
+ else mode = 1;
+
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i0, j0, r, mode);
+ return 0.0;
+ }
+
+ sc = tr_vinside(cm, dsq, L, r, z, i0, i1, j1, j0, useEL, BE_EFFICIENT, (r == 0),
+ r_allow_J, r_allow_L, r_allow_R, z_allow_J, z_allow_L, z_allow_R,
+ NULL, alpha, NULL, NULL, shadow, &mode, &v, &i, &j);
+
+ if (r == 0)
+ {
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ }
+
+ if (r != 0 && r != v)
+ {
+ v = r;
+ i = i0;
+ j = j0;
+ ip = 0; jp = j0-j1;
+ mode = 3;
+ if (alpha->L[v][jp][ip] > alpha->J[v][jp][ip])
+ mode = 2;
+ if (alpha->R[v][jp][ip] > alpha->J[v][jp][ip] && alpha->R[v][jp][ip] > alpha->L[v][jp][ip])
+ mode = 1;
+ }
+
+ free_vji_matrix(alpha->J, cm->M, j1, j0);
+ free_vji_matrix(alpha->L, cm->M, j1, j0);
+ free_vji_matrix(alpha->R, cm->M, j1, j0);
+ free(alpha);
+
+ /* start traceback */
+ while (v != z)
+ {
+ jp = j-j1;
+ ip = i-i0;
+
+ if ( mode == 3 )
+ {
+ yoffset = ((char **) shadow->J[v])[jp][ip];
+ nxtmode = 3;
+ }
+ else if ( mode == 2 )
+ {
+ yoffset = ((char **) shadow->L[v])[jp][ip];
+ nxtmode = ((char **) shadow->Lmode[v])[jp][ip];
+ }
+ else if ( mode == 1 )
+ {
+ yoffset = ((char **) shadow->R[v])[jp][ip];
+ nxtmode = ((char **) shadow->Rmode[v])[jp][ip];
+ }
+ else
+ cm_Die("Unknown mode in traceback!\n");
+
+ switch (cm->sttype[v])
+ {
+ case S_st:
+ case D_st:
+ break;
+ case MP_st:
+ if ( mode == 3 || mode == 2 ) i++;
+ if ( mode == 3 || mode == 1 ) j--;
+ break;
+ case ML_st:
+ case IL_st:
+ if ( mode == 3 || mode == 2 ) i++;
+ break;
+ case MR_st:
+ case IR_st:
+ if ( mode == 3 || mode == 1 ) j--;
+ break;
+ default:
+ cm_Die("'Inconceivable!'\n'Youu keep using that word...'");
+ }
+ mode = nxtmode;
+
+ if (yoffset == USED_EL)
+ {
+ v = cm->M;
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ break;
+ }
+ else if (yoffset == USED_LOCAL_BEGIN)
+ { /* local begin, can only happen once, from root */
+ if (v != 0)
+ cm_Die("Impossible local begin in traceback!\n");
+ else
+ cm_Die("DEV: you actually need to deal with this local begin case\n");
+ }
+ else
+ {
+ v = cm->cfirst[v] + yoffset;
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, v, mode);
+ }
+ }
+
+ if (useEL)
+ {
+ switch (cm->sttype[z])
+ {
+ case MP_st: i++; j--; break;
+ case ML_st:
+ case IL_st: i++; break;
+ case MR_st:
+ case IR_st: j--; break;
+ }
+
+ InsertTraceNodewithMode(tr, tr->n-1, TRACE_LEFT_CHILD, i, j, cm->M, 3);
+ }
+
+ free_vji_shadow_matrix((char ***) shadow->J, cm->M, j1, j0);
+ free_vji_shadow_matrix((char ***) shadow->L, cm->M, j1, j0);
+ free_vji_shadow_matrix((char ***) shadow->R, cm->M, j1, j0);
+ free_vji_shadow_matrix((char ***) shadow->Lmode, cm->M, j1, j0);
+ free_vji_shadow_matrix((char ***) shadow->Rmode, cm->M, j1, j0);
+ free(shadow);
+
+ return sc;
+}
diff --git a/src/truncyk_check.c b/src/truncyk_check.c
new file mode 100644
index 0000000..b443b11
--- /dev/null
+++ b/src/truncyk_check.c
@@ -0,0 +1,226 @@
+/* truncyk_check.c
+ */
+
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <string.h>
+#include <math.h>
+
+#include "easel.h"
+#include "esl_alphabet.h"
+#include "esl_sqio.h"
+#include "esl_msa.h"
+#include "esl_stopwatch.h"
+#include "esl_getopts.h"
+
+#include "structs.h" /* data structures, macros, #define's */
+#include "funcs.h" /* external functions */
+
+/*static char banner[] = "truncyk_check - score RNA covariance model against sequences";*/
+
+static ESL_OPTIONS options[] = {
+ { "-h", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show help", 0},
+ { "--regress", eslARG_INFILE,NULL, NULL, NULL, NULL, NULL, NULL, "save regression test data to file <f>", 0},
+ { "--scoreonly",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "do score only for full CYK/inside stage to save memory",0},
+ { "--smallonly",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "skip full CYK/inside, do divide&conquer only", 0},
+ { "--stringent",eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "require the two parse trees to be indentical", 0},
+ {0,0,0,0,0,0,0,0,0,0},
+};
+static char usage[] = "Usage: truncyk_check [-options] <cmfile> <sequence file>";
+
+int
+main(int argc, char **argv)
+{
+ char *cmfile; /* file to read CM from */
+ ESL_ALPHABET *abc;
+ char *seqfile; /* file to read sequences from */
+ int format; /* format of sequence file */
+ CMFILE *cmfp; /* open CM file for reading */
+ ESL_SQFILE *sqfp; /* open seqfile for reading */
+ CM_t *cm; /* a covariance model */
+ ESL_SQ *seq; /* RNA sequence */
+ ESL_STOPWATCH *watch;
+ float sc1, sc2; /* score of a sequence */
+ Parsetree_t *tr1, *tr2; /* a traceback */
+ float ptsc1, ptsc2; /* scores from interpreting parsetrees */
+ int v, model_len;
+ float bsc;
+
+ int do_local; /* TRUE to align locally w.r.t. model */
+ int do_scoreonly; /* TRUE for score-only (small mem) full CYK */
+ int do_smallonly; /* TRUE to do only d&c, not full CYK/inside */
+ int compare_stringently; /* TRUE to demand identical parse trees */
+ char *regressfile; /* name of regression data file to save */
+ FILE *regressfp; /* open filehandle for writing regressions */
+
+ /*char *optname;*/ /* name of option found by Getopt() */
+ /*char *optarg;*/ /* argument found by Getopt() */
+ /*int optind;*/ /* index in argv[] */
+
+ ESL_GETOPTS *go;
+ /*char *arg;*/
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ go = esl_getopts_Create(options);
+ if (esl_opt_ProcessCmdline(go, argc, argv) != eslOK) esl_fatal("Failed to parse command line: %s\n", go->errbuf);
+ if (esl_opt_VerifyConfig(go) != eslOK) esl_fatal("Failed to parse command line: %s\n", go->errbuf);
+
+ if (esl_opt_GetBoolean(go, "-h") == TRUE) {
+ puts(usage);
+ puts("\n where options are:");
+ esl_opt_DisplayHelp(stdout, go, 0, 2, 80); /* 0=all docgroups; 2=indentation; 80=width */
+ return 0;
+ }
+
+ if (esl_opt_ArgNumber(go) != 2) esl_fatal("Incorrect number of command line arguments.\n%s\n", usage);
+ cmfile = esl_opt_GetArg(go, 1);
+ seqfile = esl_opt_GetArg(go, 2);
+
+
+ abc = NULL;
+ do_local = TRUE;
+ do_scoreonly = esl_opt_GetBoolean(go,"--scoreonly");
+ do_smallonly = esl_opt_GetBoolean(go,"--smallonly");
+ compare_stringently = esl_opt_GetBoolean(go,"--stringent");
+ regressfile = esl_opt_GetString(go,"--regress");
+ format = eslSQFILE_UNKNOWN;
+
+ /***********************************************
+ * Preliminaries: open our files for i/o; get a CM
+ ***********************************************/
+
+ watch = esl_stopwatch_Create();
+
+ if ( esl_sqfile_Open(seqfile, format, NULL, &sqfp) != eslOK )
+ cm_Die("Failed to open sequence database file %s\n%s\n", seqfile, usage);
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL)
+ cm_Die("Failed to open covariance model save file %s\n%s\n", cmfile, usage);
+
+ if (CMFileRead(cmfp, NULL, &abc, &cm) != eslOK)
+ cm_Die("Failed to read a CM from %s -- file corrupt?\n", cmfile);
+ if (cm == NULL)
+ cm_Die("%s empty?\n", cmfile);
+
+ /* open regression test data file */
+ if (regressfile != NULL) {
+ if ((regressfp = fopen(regressfile, "w")) == NULL)
+ cm_Die("Failed to open regression test file %s", regressfile);
+ }
+
+/*
+ if (do_local) ConfigLocal(cm, 0.5, 0.5);
+ CMLogoddsify(cm);
+ CMHackInsertScores(cm);*/ /* TEMPORARY: FIXME */
+
+ if (do_local) cm->config_opts |= CM_CONFIG_LOCAL;
+ ConfigCM(cm, TRUE);
+ SetMarginalScores(cm);
+
+ /* EPN 11.18.05 Now that know what windowlen is, we need to ensure that
+ * cm->el_selfsc * W >= IMPOSSIBLE (cm->el_selfsc is the score for an EL self transition)
+ * This is done because we are potentially multiply cm->el_selfsc * W, and adding
+ * that to IMPOSSIBLE. To avoid underflow issues this value must be less than
+ * 3 * IMPOSSIBLE. Here we guarantee its less than 2 * IMPOSSIBLE (to be safe).
+ */
+ if((cm->el_selfsc * cm->W) < IMPOSSIBLE)
+ cm->el_selfsc = (IMPOSSIBLE / (cm->W+1));
+
+ seq = esl_sq_Create();
+ while ( esl_sqio_Read(sqfp, seq) == eslOK )
+ {
+ /* CYKDemands(cm, sqinfo.len); */
+
+ if (seq->n == 0) continue; /* silently skip len 0 seqs */
+
+ if (seq->dsq == NULL)
+ esl_sq_Digitize(abc, seq);
+
+ tr1 = tr2 = NULL;
+
+ /* Length correction for Parsetree scores */
+ model_len = 0;
+ for ( v = 0; v < cm->M; v++ )
+ {
+ if ( cm->stid[v] == MATP_MP ) model_len += 2;
+ else if ( cm->stid[v] == MATL_ML ) model_len += 1;
+ else if ( cm->stid[v] == MATR_MR ) model_len += 1;
+ }
+ /* 2.0 instead of 2 to force floating point division, not integer division */
+ bsc = sreLOG2(2.0/(model_len*(model_len+1)));
+
+ if (! do_smallonly) {
+ printf("Full inside algorithm:\n");
+ printf("----------------------\n");
+ esl_stopwatch_Start(watch);
+ if (do_scoreonly) {
+ sc1 = TrCYK_Inside(cm, seq->dsq, seq->n, 0, 1, seq->n, NULL);
+ printf("%-12s : %.2f\n", seq->name, sc1);
+ } else {
+ sc1 = TrCYK_Inside(cm, seq->dsq, seq->n, 0, 1, seq->n, &tr1);
+ ParsetreeDump(stdout, tr1, cm, seq->dsq, NULL, NULL);
+ ParsetreeScore(cm, NULL, tr1, seq->dsq, FALSE, &ptsc1, NULL);
+ ptsc1 += bsc;
+ printf("%-12s : %.2f %.2f\n", seq->name, sc1, ptsc1);
+ }
+ esl_stopwatch_Stop(watch);
+ esl_stopwatch_Display(stdout, watch, "CPU time: ");
+ puts("");
+ }
+
+ printf("Divide and conquer algorithm:\n");
+ printf("-------------------------------\n");
+ esl_stopwatch_Start(watch);
+ sc2 = TrCYK_DnC(cm, seq->dsq, seq->n, 0, 1, seq->n, &tr2);
+ ParsetreeDump(stdout, tr2, cm, seq->dsq, NULL, NULL);
+ ParsetreeScore(cm, NULL, tr2, seq->dsq, FALSE, &ptsc2, NULL);
+ ptsc2 += bsc;
+ printf("%-12s : %.2f %.2f\n", seq->name, sc2, ptsc2);
+ esl_stopwatch_Stop(watch);
+ esl_stopwatch_Display(stdout, watch, "CPU time: ");
+ puts("");
+
+ /* Test that the two solutions are identical; or if not identical,
+ * at least they're alternative solutions w/ equal score.
+ * If not, fail w/ non-zero exit status, so qc protocols
+ * can catch the problem.
+ */
+ if (tr1 != NULL && fabs(sc1 - ptsc1) >= 0.01)
+ cm_Die("TrCYKInside score differs from its parse tree's score\n");
+ if (tr2 != NULL && fabs(sc2 - ptsc2) >= 0.01)
+ cm_Die("TrCYKDivideAndConquer score differs from its parse tree's score\n");
+ if (!do_smallonly && fabs(sc1 - sc2) >= 0.01)
+ cm_Die("TrCYKInside score differs from TrCYKDivideAndConquer\n");
+ if (tr1 != NULL && tr2 != NULL &&
+ compare_stringently && !ParsetreeCompare(tr1, tr2))
+ cm_Die("Parse trees for TrCYKInside and TrCYKDivideAndConquer differ\n");
+
+ /* Save regression test data
+ */
+ if (regressfile != NULL) {
+ if (tr1 != NULL) ParsetreeDump(regressfp, tr1, cm, seq->dsq, NULL, NULL);
+ if (tr2 != NULL) ParsetreeDump(regressfp, tr2, cm, seq->dsq, NULL, NULL);
+ }
+
+ if (tr1 != NULL) FreeParsetree(tr1);
+ if (tr2 != NULL) FreeParsetree(tr2);
+
+
+ esl_sq_Destroy(seq);
+ seq = esl_sq_Create();
+ }
+ esl_sq_Destroy(seq);
+
+ if (regressfile != NULL) fclose(regressfp);
+ FreeCM(cm);
+ CMFileClose(cmfp);
+ esl_sqfile_Close(sqfp);
+ esl_stopwatch_Destroy(watch);
+
+ return EXIT_SUCCESS;
+}
diff --git a/testsuite/00README b/testsuite/00README
new file mode 100644
index 0000000..d82c4c1
--- /dev/null
+++ b/testsuite/00README
@@ -0,0 +1,23 @@
+Test cases for INFERNAL search sensitivity
+SRE, Fri May 17 12:00:03 2002
+
+
+trna1415G.sto - tRNA alignment. 1415 sequences.
+mito-celegans.gb - C. elegans mito genome. 13794 bp. [Genbank]
+mito-celegans-trna.gb - Locations of 22 mitochondrial tRNAs [GDF]
+mito-celegans-trna.fa - Sequences of 22 mitochondrial tRNAs. [FASTA]
+
+
+srp-euk.sto - SRP RNA alignment. 37 sequences.
+ffs-frag.fa - 20kb fragment of E. coli m54, GB:U00096. [FASTA]
+ ffs is annotated at 15648..15785;
+ is really at 15672..15784 by BLASTN to [Larsen93] seq
+ffs-ecoli.fa - 113 nt 4.5S ffs RNA from E. coli [Larsen93]
+
+
+rnaseP-eubact.sto - Jim Brown's a_bacterial_rnas.gb. xref ~/db/RNaseP.
+ 340 sequences.
+rnaseP-frag.fa - 20 kb fragment of B. subtilis, GB:AL009126 [FASTA]
+ frag is from 2320001..2340000
+ in this frag, RNaseP is 10962..10562 (rev strand)
+rnaseP-bsu.fa - 401 nt P RNA from B. subtilis [JW Brown's db]
\ No newline at end of file
diff --git a/testsuite/10wide.mask b/testsuite/10wide.mask
new file mode 100644
index 0000000..f806847
--- /dev/null
+++ b/testsuite/10wide.mask
@@ -0,0 +1 @@
+1001011101
diff --git a/testsuite/1k.fa b/testsuite/1k.fa
new file mode 100644
index 0000000..ecb3505
--- /dev/null
+++ b/testsuite/1k.fa
@@ -0,0 +1,18 @@
+>randseq0
+AGACTGTTCACCACGGGCAGATGAGCTACCTCGCACTAGCGGGAACATTTCCGAATCTGC
+TGACGGCCGGTGACACCAATCGGACAGAATGTGGAAACCTATGATTATATCAATTCCGGA
+GCGATATATAGCGTGATATGAGACCGGCTTGATTTTATTTTGCCCTAGCATCTCCTTATA
+AATGTAGCACCGGTGTGACTTGCTATTTGCGCGACTTTGGCTCATGCAGTAAGGTAGTTG
+AGCATGGCGAAGTCGCCTAAGAAGAATTCATCACGCCACCTAAAGGTGAGCATTAAGACA
+TTGACTCGTGGAATGCTTAGTTGATAGAGCGGGACTCAACGTTATCGGTTCTTCCTTAAC
+ATTCTACTAATCCTGCATCGGATTGGATAAGAACATCTACAAGGGGGTGAAAATTACATA
+CAGTGCAGTGATGCTTCCTTAGGACCGACCGAAACCGGAATTCAAACCGGACCAGGGCTT
+CCCGACTAAAAGTTACAGGGACCGCTCTTTACTGAAAATTGGTTTAGGCTTTAAGAGACA
+TACATGGGGTGCCAGTCAAGTTGGGAACAGGGGCGTTCAATACTAAGCTGGACATTCCAT
+CCACAGGAGGACTAATTGACGCTTCTTACATTCTCAAACACTGCGCATTTCGACACGCGA
+GCTGAAATTAATTGGCCTCACCATCCACAGTTTTACGCGGACGAGAAGAGACTGCGCCTG
+CCTAGGGGTCCTGTCTCTCTTTTTGGTGACTTAACGAGTGTAATAAGCATACGAGATGAA
+AATAAACGGATCACTGGCCCAATGTAGATTCTCGACCGGTAGTTCTCATGGGATGTCTCG
+GATCGAATAGACCTAATCATCTAGTTATGGCTCTCATTCGTAATAACTATACTTGCTCAC
+ACAGTGGCAGCCTAGCATGAGGGCGTCGTTATCGTTTGGGCCCTATTTAACCTAAGGGAC
+CCGCAGGCATGGCGAACAAAAGGAGGAAGCCCTCGAAGGT
diff --git a/testsuite/2hairpins.sto b/testsuite/2hairpins.sto
new file mode 100644
index 0000000..207c84e
--- /dev/null
+++ b/testsuite/2hairpins.sto
@@ -0,0 +1,14 @@
+# STOCKHOLM 1.0
+
+#=GC SS_cons <<<<..>>>><<<<..>>>>
+seq0 GGGGAACCCCGGGGAACCCC
+seq1 GGGGAACCCCGGGGAACCCC
+seq2 GGGGAACCCCGGGGAACCCC
+seq3 GGGGAACCCCGGGGAACCCC
+seq4 GGGGAACCCCGGGGAACCCC
+seq5 GGGGAACCCCGGGGAACCCC
+seq6 GGGGAACCCCGGGGAACCCC
+seq7 GGGGAACCCCGGGGAACCCC
+seq8 GGGGAACCCCGGGGAACCCC
+seq9 GGGGAACCCCGGGGAACCCC
+//
\ No newline at end of file
diff --git a/testsuite/3.4.12.calibrated.cm b/testsuite/3.4.12.calibrated.cm
new file mode 100644
index 0000000..37a55ee
--- /dev/null
+++ b/testsuite/3.4.12.calibrated.cm
@@ -0,0 +1,2410 @@
+INFERNAL-1 [1.0]
+NAME U1
+GA 37.00
+TC 37.22
+NC 36.99
+STATES 514
+NODES 139
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 100
+EFFNSEQ 3.078
+CLEN 165
+BCOM cmbuild 3.4.12.cm 3.4.12.stk
+BDATE Fri May 23 11:29:57 2008
+CCOM cmcalibrate --mpi -s 33 3.4.12.cm
+CDATE Fri May 23 11:32:03 2008
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.76429 -8.37245 0.07015 1000000 317182 0.0016
+E-GC 0 0.35348 -30.89443 -17.86626 1000000 18307 0.0100
+E-LI 0 0.67588 -8.61478 0.67256 1000000 266131 0.0019
+E-GI 0 0.36500 -21.01183 -8.39478 1000000 15423 0.0100
+E-LV 0 0.63472 -5.23419 2.98523 20560242 92194 0.0054
+E-GV 0 0.41274 -20.06707 -7.61705 20560242 85235 0.0059
+E-LF 0 0.61386 -0.95835 7.51398 20560242 90709 0.0055
+E-GF 0 0.45393 -9.21176 2.10925 20560242 85268 0.0059
+FT-LC 24 0.99000 10000 1000000 0
+ 44.4783 39.0743 31.7618 27.8215 26.218 26.1584 23.2101 17.5772 16.6051 15.1657 12.5111 9.11271 7.98524 6.90945 5.09389 3.99519 2.88277 2.32683 2.32587 2.22321 1.86844 1.59515 5.07344e-12 5.27992e-14
+ 1654.97 1465.56 1254.74 1067.68 925.957 770.689 584.312 502.414 434.123 360.22 322.736 280.757 251.542 204.158 176.408 153.368 127.886 110.706 98.2169 87.7807 77.4487 67.7482 23.7731 6.77482
+FT-LI 25 0.99000 10000 1000000 0
+ 76.0793 71.7889 67.0733 55.186 53.5996 50.102 47.6869 36.9635 34.2304 33.9283 26.1471 23.4377 18.9727 12.9308 10.5453 8.06224 7.07174 6.18505 5.45014 4.27658 4.1448 3.29699 3.22777 7.60496e-11 2.24829e-12
+ 1988.39 1654.97 1465.56 1254.74 1067.68 925.957 770.689 584.312 502.414 434.123 360.22 322.736 280.757 251.542 204.158 176.408 153.368 127.886 112.833 98.2169 87.7807 77.4487 67.7482 23.7731 6.77482
+FT-GC 4 0.99000 10000 1000000 1
+ 2.54155 8.76228e-06 2.30938e-06 2.47416e-07
+ 54.5243 38.1011 12.5071 5.45243
+FT-GI 4 0.99000 10000 1000000 1
+ 1.65863 3.45418e-05 8.694e-06 3.29806e-07
+ 54.5243 38.1011 12.5071 5.45243
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.355 -7.562 -0.122 -3.846
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -8.271 -0.017 -6.925 1.509 -1.782 -1.845 -0.776
+ D 4 2 3 5 3 -6.862 -2.375 -0.324
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -8.271 -0.017 -6.925 -0.211 -1.245 -1.423 1.227
+ D 7 5 3 8 3 -6.862 -1.223 -0.828
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -8.318 -0.016 -6.972 1.774 -2.660 -2.393 -2.118
+ D 10 8 3 11 3 -6.475 -1.988 -0.441
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -8.318 -0.016 -6.972 -1.248 1.551 -2.272 -1.179
+ D 13 11 3 14 3 -6.475 -1.614 -0.595
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -8.329 -0.016 -6.983 -1.306 -1.552 -2.186 1.602
+ D 16 14 3 17 3 -6.363 -1.876 -0.483
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -8.329 -0.039 -5.388 -1.279 -1.732 -1.986 1.601
+ D 19 17 3 20 3 -6.363 -1.340 -0.754
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -8.323 -0.016 -6.977 1.759 -2.561 -2.521 -1.882
+ D 22 20 3 23 3 -6.425 -1.938 -0.459
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -8.323 -0.016 -6.977 -1.443 1.618 -2.450 -1.396
+ D 25 23 3 26 3 -6.425 -1.249 -0.817
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -8.346 -0.016 -7.000 -0.915 1.375 -1.555 -0.900
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -8.346 -0.016 -7.000 -1.287 -1.808 -2.260 1.630
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -8.714 -0.030 -5.800 -1.559 -2.717 1.688 -1.809
+ D 34 32 3 35 3 -5.620 -0.734 -1.403
+ IL 35 35 3 35 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 12 ]
+ MR 36 35 3 38 2 -8.786 -0.003 0.046 0.270 -0.543 0.106
+ D 37 35 3 38 2 -4.589 -0.061
+ IR 38 38 3 38 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 13 ]
+ B 39 38 3 166 40
+ [ BEGR 106 ]
+ S 40 39 1 41 3 -8.346 -0.016 -7.000
+ IL 41 41 2 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 107 ]
+ ML 42 41 2 44 3 -8.346 -0.020 -6.533 1.485 -1.787 -1.232 -1.041
+ D 43 41 2 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 108 ]
+ ML 45 44 3 47 3 -8.342 -0.016 -6.996 -0.679 -1.088 -1.760 1.384
+ D 46 44 3 47 3 -6.225 -1.580 -0.617
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 109 ]
+ ML 48 47 3 50 3 -8.346 -0.016 -7.000 1.620 -1.850 -2.085 -1.276
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 110 ]
+ ML 51 50 3 53 3 -8.346 -0.016 -7.000 1.689 -2.164 -1.972 -1.748
+ D 52 50 3 53 3 -6.174 -1.687 -0.566
+ IL 53 53 3 53 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 111 ]
+ ML 54 53 3 56 3 -8.346 -0.016 -7.000 -1.534 -1.651 -2.334 1.650
+ D 55 53 3 56 3 -6.174 -1.687 -0.566
+ IL 56 56 3 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 112 ]
+ ML 57 56 3 59 3 -8.346 -0.016 -7.000 -1.759 -2.034 -2.535 1.717
+ D 58 56 3 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 113 ]
+ ML 60 59 3 62 3 -8.346 -0.016 -7.000 -1.759 -2.034 -2.535 1.717
+ D 61 59 3 62 3 -6.174 -1.687 -0.566
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 114 ]
+ ML 63 62 3 65 3 -8.346 -0.016 -7.000 -0.302 -0.364 0.364 0.170
+ D 64 62 3 65 3 -6.174 -1.687 -0.566
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 115 ]
+ ML 66 65 3 68 3 -8.346 -0.016 -7.000 -1.759 -2.034 -2.535 1.717
+ D 67 65 3 68 3 -6.174 -1.687 -0.566
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 116 ]
+ ML 69 68 3 71 3 -8.346 -0.016 -7.000 -1.215 -2.164 1.490 -0.896
+ D 70 68 3 71 3 -6.174 -1.687 -0.566
+ IL 71 71 3 71 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 117 ]
+ ML 72 71 3 74 3 -8.346 -0.016 -7.000 -0.096 -0.688 0.709 -0.306
+ D 73 71 3 74 3 -6.174 -1.687 -0.566
+ IL 74 74 3 74 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 118 ]
+ ML 75 74 3 77 3 -8.346 -0.016 -7.000 -0.484 -0.121 -0.785 0.836
+ D 76 74 3 77 3 -6.174 -1.687 -0.566
+ IL 77 77 3 77 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 119 ]
+ ML 78 77 3 80 3 -8.346 -0.016 -7.000 1.201 -1.201 -1.503 -0.130
+ D 79 77 3 80 3 -6.174 -1.687 -0.566
+ IL 80 80 3 80 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 120 ]
+ ML 81 80 3 83 3 -6.489 -0.310 -2.457 -1.133 -2.196 1.508 -1.053
+ D 82 80 3 83 3 -6.174 -1.687 -0.566
+ IL 83 83 3 83 3 -1.418 -0.807 -4.211 0.000 0.000 0.000 0.000
+ [ MATL 121 ]
+ ML 84 83 3 86 5 -7.186 -0.085 -4.640 -7.213 -8.105 -0.270 -0.320 -0.270 0.623
+ D 85 83 3 86 5 -6.085 -0.461 -5.346 -2.700 -3.634
+ IL 86 86 3 86 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 122 ]
+ MP 87 86 3 91 6 -9.238 -9.177 -0.019 -7.954 -8.234 -8.629 -0.895 -1.150 -0.722 0.889 -0.968 -1.537 1.130 -0.931 -1.380 1.166 -1.419 0.752 1.130 -0.983 -0.038 -0.669
+ ML 88 86 3 91 6 -6.532 -6.878 -1.592 -0.768 -6.728 -4.257 0.490 -0.767 0.179 -0.192
+ MR 89 86 3 91 6 -7.196 -5.925 -1.269 -5.903 -1.037 -4.117 0.600 -0.322 -0.446 -0.074
+ D 90 86 3 91 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 91 91 5 91 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 92 92 6 92 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 123 ]
+ MP 93 92 6 97 6 -9.256 -9.195 -0.019 -7.972 -8.251 -8.646 -2.325 -1.968 -2.572 1.539 -2.446 -2.745 0.782 -1.988 -2.333 2.352 -1.721 0.608 0.695 -2.172 -0.136 -1.805
+ ML 94 92 6 97 6 -6.532 -6.878 -1.592 -1.287 -6.728 -2.123 0.458 -0.629 -0.434 0.309
+ MR 95 92 6 97 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 96 92 6 97 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 97 97 5 97 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 98 98 6 98 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 124 ]
+ MP 99 98 6 103 6 -9.256 -9.195 -0.019 -7.972 -8.251 -8.646 -4.826 -3.299 -5.618 0.933 -5.789 -4.243 -0.467 -5.099 -4.384 3.481 -4.025 -0.350 -0.503 -4.022 -2.189 -4.033
+ ML 100 98 6 103 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 101 98 6 103 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 102 98 6 103 6 -9.399 -8.097 -3.894 -4.576 -4.594 -0.244
+ IL 103 103 5 103 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 104 104 6 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 125 ]
+ MP 105 104 6 109 6 -9.256 -9.195 -0.019 -7.972 -8.251 -8.646 -4.002 -2.943 -4.736 1.313 -4.830 -4.156 0.011 -4.344 -3.939 3.255 -3.677 -0.481 0.168 -3.734 -1.658 -2.204
+ ML 106 104 6 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 6 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 6 109 6 -9.399 -8.097 -3.894 -4.576 -4.594 -0.244
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 126 ]
+ MP 111 110 6 115 4 -1.387 -7.515 -0.986 -3.218 -4.185 -3.000 -4.875 1.385 -5.042 -4.033 -0.357 -4.470 -3.998 3.335 -3.728 -0.546 -0.311 -2.299 -2.000 -3.541
+ ML 112 110 6 115 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 4 -4.898 -4.579 -1.436 -0.850
+ IL 115 115 5 115 4 -2.784 -4.082 -0.602 -2.869 0.000 0.000 0.000 0.000
+ IR 116 116 6 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 127 ]
+ ML 117 116 6 119 3 -8.492 -0.017 -6.809 0.296 0.339 -0.896 -0.044
+ D 118 116 6 119 3 -6.694 -1.262 -0.802
+ IL 119 119 3 119 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 128 ]
+ MR 120 119 3 122 5 -7.277 -0.082 -7.093 -5.262 -5.996 -0.395 0.648 -0.725 0.094
+ D 121 119 3 122 5 -6.068 -0.547 -3.695 -3.208 -3.120
+ IR 122 122 3 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 129 ]
+ MP 123 122 3 127 6 -9.238 -9.178 -0.019 -7.954 -8.234 -8.629 -1.038 -0.962 -0.610 0.724 -0.571 -0.632 1.266 -0.077 -1.122 0.930 -1.325 0.032 0.755 -0.782 0.355 -0.542
+ ML 124 122 3 127 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 125 122 3 127 6 -7.326 -6.055 -1.439 -6.033 -0.884 -4.247 0.717 -0.724 -0.486 0.051
+ D 126 122 3 127 6 -9.201 -7.899 -3.696 -4.378 -4.396 -0.284
+ IL 127 127 5 127 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 128 128 6 128 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 130 ]
+ MP 129 128 6 133 6 -9.255 -9.194 -0.019 -7.970 -8.250 -8.645 -2.546 -2.529 -2.548 1.093 -2.070 -3.066 1.935 -2.653 -2.807 1.254 -2.898 -0.663 1.767 -2.443 0.348 -0.221
+ ML 130 128 6 133 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 131 128 6 133 6 -7.154 -5.883 -1.791 -5.861 -0.712 -4.074 0.547 -0.274 -0.422 -0.050
+ D 132 128 6 133 6 -9.201 -7.899 -2.497 -4.378 -4.396 -0.471
+ IL 133 133 5 133 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 134 134 6 134 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 131 ]
+ MP 135 134 6 139 6 -9.263 -9.202 -0.019 -7.979 -8.259 -8.654 -3.875 -2.874 -4.488 1.210 -4.535 -3.107 0.048 -4.152 -3.797 3.278 -3.567 -0.446 -0.055 -3.535 -1.270 -2.886
+ ML 136 134 6 139 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 137 134 6 139 6 -7.154 -5.883 -1.331 -5.861 -0.995 -4.074 0.517 -0.618 -0.388 0.206
+ D 138 134 6 139 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 139 139 5 139 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 140 140 6 140 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 132 ]
+ MP 141 140 6 145 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -3.683 -3.948 -3.536 0.341 -2.693 -4.090 3.187 -3.788 -4.186 0.111 -3.713 -1.648 1.323 -2.557 -0.363 -2.936
+ ML 142 140 6 145 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 143 140 6 145 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 144 140 6 145 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 145 145 5 145 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 146 146 6 146 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 133 ]
+ MP 147 146 6 151 4 -7.355 -7.562 -0.040 -5.976 -3.819 -2.883 -4.428 1.240 -4.340 -3.971 0.371 -4.115 -3.785 3.194 -3.568 -0.529 0.298 -2.491 -1.318 -3.195
+ ML 148 146 6 151 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 149 146 6 151 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 150 146 6 151 4 -4.568 -4.250 -2.265 -0.520
+ IL 151 151 5 151 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 152 152 6 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 134 ]
+ ML 153 152 6 155 3 -8.346 -0.016 -7.000 -0.694 -0.819 -1.479 1.297
+ D 154 152 6 155 3 -6.174 -1.687 -0.566
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 135 ]
+ ML 156 155 3 158 3 -3.671 -0.179 -4.714 -0.992 -1.589 -1.826 1.527
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.552 -0.700 -4.526 0.000 0.000 0.000 0.000
+ [ MATL 136 ]
+ ML 159 158 3 161 3 -8.302 -0.078 -4.343 -0.394 0.801 -1.043 0.018
+ D 160 158 3 161 3 -6.623 -2.136 -0.392
+ IL 161 161 3 161 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 137 ]
+ ML 162 161 3 164 2 * 0.000 -1.175 -2.391 1.598 -1.561
+ D 163 161 3 164 2 * 0.000
+ IL 164 164 3 164 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 138 ]
+ E 165 164 3 -1 0
+ [ BEGL 14 ]
+ S 166 39 1 167 4 -0.038 -7.053 -6.461 -7.101
+ [ MATP 15 ]
+ MP 167 166 1 171 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -4.660 -3.260 -5.419 0.857 -5.514 -4.258 -0.313 -4.939 -4.319 3.418 -3.984 0.051 -0.153 -3.992 -2.032 -3.894
+ ML 168 166 1 171 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 169 166 1 171 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 170 166 1 171 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 171 171 5 171 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 172 172 6 172 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 16 ]
+ MP 173 172 6 177 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -4.649 -4.469 -4.428 1.287 -3.444 -4.985 3.009 -4.493 -5.155 0.630 -4.506 -1.400 1.243 -4.813 -0.468 -3.517
+ ML 174 172 6 177 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 175 172 6 177 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 176 172 6 177 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 177 177 5 177 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 178 178 6 178 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 179 178 6 183 6 -9.277 -9.216 -0.021 -7.546 -8.272 -8.667 -3.577 -3.442 -3.795 1.437 -2.398 -4.219 2.162 -3.709 -3.925 1.376 -3.871 -0.475 1.946 -3.563 -0.512 -2.614
+ ML 180 178 6 183 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 181 178 6 183 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 182 178 6 183 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 183 183 5 183 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 184 184 6 184 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 185 184 6 189 4 -7.238 -8.484 -0.062 -4.937 -3.325 -2.888 -3.704 1.302 -2.220 -3.898 1.499 -3.514 -3.537 2.526 -3.472 -0.310 1.216 -3.287 -0.524 -2.645
+ ML 186 184 6 189 4 -2.472 -4.596 -1.205 -1.537 0.645 -0.633 -0.232 -0.088
+ MR 187 184 6 189 4 -4.102 -12.528 -0.390 -2.485 0.660 -0.612 -0.293 -0.076
+ D 188 184 6 189 4 -12.737 -14.007 -2.036 -0.404
+ IL 189 189 5 189 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 190 190 6 190 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 19 ]
+ MR 191 190 6 193 2 -4.973 -0.047 1.286 -1.580 -0.516 -0.923
+ D 192 190 6 193 2 -4.432 -0.068
+ IR 193 193 3 193 2 -2.007 -0.413 0.000 0.000 0.000 0.000
+ [ BIF 20 ]
+ B 194 193 3 195 296
+ [ BEGL 21 ]
+ S 195 194 1 196 4 -0.061 -5.440 -6.461 -7.101
+ [ MATP 22 ]
+ MP 196 195 1 200 6 -6.757 -9.198 -0.030 -7.975 -8.255 -8.650 -1.642 -0.523 -1.762 1.082 -1.653 -1.148 0.326 -1.612 -1.771 2.189 -1.873 1.082 0.523 -1.117 -0.519 -1.381
+ ML 197 195 1 200 6 -6.491 -6.837 -1.015 -1.246 -6.687 -4.216 0.519 -0.746 0.118 -0.174
+ MR 198 195 1 200 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 199 195 1 200 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 200 200 5 200 6 -2.694 -2.957 -0.685 -4.612 -5.389 -5.049 0.000 0.000 0.000 0.000
+ IR 201 201 6 201 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 23 ]
+ MP 202 201 6 206 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -4.158 -2.985 -4.925 1.349 -5.140 -3.926 0.136 -4.501 -4.022 3.270 -3.723 -0.206 -0.139 -3.784 -1.849 -3.478
+ ML 203 201 6 206 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 204 201 6 206 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 205 201 6 206 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 206 206 5 206 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 207 207 6 207 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 24 ]
+ MP 208 207 6 212 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -3.664 -2.727 -4.368 1.638 -4.574 -4.064 0.270 -3.991 -3.704 3.053 -3.145 -0.067 0.165 -3.557 -1.498 -2.086
+ ML 209 207 6 212 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 210 207 6 212 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 211 207 6 212 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 212 212 5 212 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 213 213 6 213 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 25 ]
+ MP 214 213 6 218 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -2.596 -2.374 -2.263 1.597 -2.389 -3.124 1.183 -2.721 -2.817 1.951 -2.870 -0.466 1.502 -2.508 0.533 -1.485
+ ML 215 213 6 218 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 216 213 6 218 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 217 213 6 218 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 218 218 5 218 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 219 219 6 219 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 26 ]
+ MP 220 219 6 224 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -2.480 -2.098 -2.306 1.292 -2.159 -2.916 1.770 -2.523 -2.687 1.637 -2.236 0.031 1.595 -2.322 -0.074 -1.613
+ ML 221 219 6 224 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 222 219 6 224 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 223 219 6 224 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 224 224 5 224 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 225 225 6 225 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 27 ]
+ MP 226 225 6 230 4 -4.076 -6.159 -0.210 -4.011 -0.971 -0.604 -0.889 1.600 -0.817 -1.023 0.626 -0.824 -1.258 0.765 -1.408 0.308 0.897 -0.724 0.222 -0.465
+ ML 227 225 6 230 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 228 225 6 230 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 229 225 6 230 4 -4.568 -4.250 -2.265 -0.520
+ IL 230 230 5 230 4 -2.074 -2.757 -0.766 -5.243 0.000 0.000 0.000 0.000
+ IR 231 231 6 231 3 -1.477 -0.772 -4.177 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 232 231 6 234 5 -7.374 -0.032 -7.190 -7.402 -8.293 0.560 -0.501 -0.407 0.091
+ D 233 231 6 234 5 -5.333 -0.577 -4.595 -2.969 -2.882
+ IL 234 234 3 234 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 235 234 3 239 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -2.208 -2.280 -3.107 1.803 -2.430 -3.417 1.669 -2.974 -2.493 1.456 -3.172 -0.620 1.832 -2.788 -0.364 -2.187
+ ML 236 234 3 239 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 237 234 3 239 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 238 234 3 239 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 239 239 5 239 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 240 240 6 240 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 241 240 6 245 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -2.246 -1.616 -1.893 1.206 -1.947 -2.653 1.775 -1.939 -2.444 1.616 -2.524 -0.392 1.575 -1.882 0.075 -1.761
+ ML 242 240 6 245 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 243 240 6 245 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 244 240 6 245 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 245 245 5 245 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 246 246 6 246 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 247 246 6 251 6 -5.622 -9.216 -0.046 -7.993 -8.272 -8.667 -3.797 -3.094 -4.315 1.621 -3.810 -4.422 1.759 -4.002 -3.985 2.328 -3.795 0.321 0.981 -3.822 -0.877 -2.988
+ ML 248 246 6 251 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 249 246 6 251 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 250 246 6 251 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 251 251 5 251 6 -1.481 -3.537 -1.023 -5.192 -5.968 -5.629 0.000 0.000 0.000 0.000
+ IR 252 252 6 252 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 32 ]
+ MP 253 252 6 257 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -3.424 -2.529 -3.989 1.807 -3.754 -4.048 0.991 -3.688 -3.591 2.529 -3.424 -0.050 0.975 -3.440 -0.232 -2.752
+ ML 254 252 6 257 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 255 252 6 257 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 256 252 6 257 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 257 257 5 257 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 258 258 6 258 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 33 ]
+ MP 259 258 6 263 4 -7.355 -5.054 -0.077 -5.976 -2.706 -3.021 -2.967 0.818 -1.096 -3.471 2.237 -3.021 -3.083 0.439 -3.279 -1.041 1.817 -2.777 1.286 -1.898
+ ML 260 258 6 263 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 261 258 6 263 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 262 258 6 263 4 -4.568 -4.250 -2.265 -0.520
+ IL 263 263 5 263 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 264 264 6 264 3 -1.541 -0.729 -4.241 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 265 264 6 267 3 -8.346 -0.016 -7.000 -1.315 -2.571 1.643 -1.705
+ D 266 264 6 267 3 -6.174 -1.687 -0.566
+ IL 267 267 3 267 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 268 267 3 270 3 -8.346 -0.016 -7.000 1.590 -1.806 -1.558 -1.456
+ D 269 267 3 270 3 -6.174 -1.687 -0.566
+ IL 270 270 3 270 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 271 270 3 273 3 -8.346 -0.016 -7.000 -0.874 -1.375 -1.609 1.455
+ D 272 270 3 273 3 -6.174 -1.687 -0.566
+ IL 273 273 3 273 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 274 273 3 276 3 -8.346 -0.016 -7.000 -1.669 1.686 -2.672 -1.684
+ D 275 273 3 276 3 -6.174 -1.687 -0.566
+ IL 276 276 3 276 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 277 276 3 279 3 -8.346 -0.016 -7.000 1.709 -2.180 -2.337 -1.683
+ D 278 276 3 279 3 -6.174 -1.687 -0.566
+ IL 279 279 3 279 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 280 279 3 282 3 -5.455 -0.061 -5.726 0.642 -0.278 -0.843 0.080
+ D 281 279 3 282 3 -6.174 -1.687 -0.566
+ IL 282 282 3 282 3 -1.525 -0.739 -4.225 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 283 282 3 285 3 -8.330 -0.016 -6.984 -0.398 -0.924 1.008 -0.508
+ D 284 282 3 285 3 -6.355 -1.352 -0.746
+ IL 285 285 3 285 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 286 285 3 288 3 -8.346 -0.016 -7.000 1.752 -2.488 -2.495 -1.854
+ D 287 285 3 288 3 -6.174 -1.687 -0.566
+ IL 288 288 3 288 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 289 288 3 291 3 -8.346 -0.016 -7.000 1.586 -1.805 -2.007 -1.108
+ D 290 288 3 291 3 -6.174 -1.687 -0.566
+ IL 291 291 3 291 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 292 291 3 294 2 * 0.000 -0.917 -2.051 1.470 -1.126
+ D 293 291 3 294 2 * 0.000
+ IL 294 294 3 294 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 44 ]
+ E 295 294 3 -1 0
+ [ BEGR 45 ]
+ S 296 194 1 297 3 -8.346 -0.562 -1.646
+ IL 297 297 2 297 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 298 297 2 300 2 -3.853 -0.103 1.235 -1.188 -0.898 -0.576
+ D 299 297 2 300 2 -8.740 -0.003
+ IL 300 300 3 300 2 -1.840 -0.472 0.000 0.000 0.000 0.000
+ [ BIF 47 ]
+ B 301 300 3 302 424
+ [ BEGL 48 ]
+ S 302 301 1 303 4 -0.038 -7.053 -6.461 -7.101
+ [ MATP 49 ]
+ MP 303 302 1 307 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -3.679 -2.793 -4.416 2.368 -4.532 -4.352 0.440 -3.936 -3.840 2.555 -3.667 -0.224 0.385 -3.791 -0.577 -3.001
+ ML 304 302 1 307 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 305 302 1 307 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 306 302 1 307 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 307 307 5 307 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 308 308 6 308 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
+ MP 309 308 6 313 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -3.676 -2.781 -4.312 1.386 -4.330 -3.972 0.204 -3.987 -2.801 3.127 -3.483 -0.331 0.318 -3.491 -0.814 -3.076
+ ML 310 308 6 313 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 311 308 6 313 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 312 308 6 313 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 313 313 5 313 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 314 314 6 314 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 51 ]
+ MP 315 314 6 319 4 -5.278 -5.885 -0.147 -4.214 -2.983 -1.708 -3.381 1.402 -3.355 -3.367 0.237 -3.142 -2.328 2.949 -2.633 -0.217 0.538 -2.827 -0.907 -1.863
+ ML 316 314 6 319 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 317 314 6 319 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 318 314 6 319 4 -4.568 -4.250 -2.265 -0.520
+ IL 319 319 5 319 4 -1.842 -1.856 -1.273 -5.010 0.000 0.000 0.000 0.000
+ IR 320 320 6 320 3 -0.912 -1.211 -4.764 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 321 320 6 323 3 -8.293 -0.016 -6.947 -0.093 -0.236 -0.218 0.437
+ D 322 320 6 323 3 -6.693 -0.947 -1.084
+ IL 323 323 3 323 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 324 323 3 326 3 -8.346 -0.016 -7.000 -0.190 -0.739 0.212 0.449
+ D 325 323 3 326 3 -6.174 -1.687 -0.566
+ IL 326 326 3 326 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 327 326 3 329 3 -8.346 -0.016 -7.000 0.646 -0.922 0.041 -0.186
+ D 328 326 3 329 3 -6.174 -1.687 -0.566
+ IL 329 329 3 329 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 330 329 3 332 3 -8.346 -0.016 -7.000 -0.823 -2.144 1.474 -1.219
+ D 331 329 3 332 3 -6.174 -1.687 -0.566
+ IL 332 332 3 332 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 333 332 3 335 3 -8.346 -0.016 -7.000 -0.426 -1.453 0.988 -0.141
+ D 334 332 3 335 3 -6.174 -1.687 -0.566
+ IL 335 335 3 335 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 336 335 3 338 3 -8.714 -0.015 -7.032 -0.129 -0.156 0.129 0.131
+ D 337 335 3 338 3 -5.620 -0.734 -1.403
+ IL 338 338 3 338 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 58 ]
+ MR 339 338 3 341 3 -8.714 -0.052 -4.916 0.284 0.048 -0.369 -0.038
+ D 340 338 3 341 3 -6.390 -1.568 -0.620
+ IR 341 341 3 341 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 59 ]
+ MR 342 341 3 344 3 -8.677 -0.015 -6.995 0.932 -0.778 -1.076 0.050
+ D 343 341 3 344 3 -6.737 -1.915 -0.463
+ IR 344 344 3 344 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 60 ]
+ MR 345 344 3 347 3 -8.677 -0.015 -6.995 -0.067 -0.486 0.449 -0.049
+ D 346 344 3 347 3 -6.737 -1.061 -0.967
+ IR 347 347 3 347 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 61 ]
+ MR 348 347 3 350 3 -8.714 -0.015 -7.032 -0.092 -0.058 -1.036 0.690
+ D 349 347 3 350 3 -6.390 -1.568 -0.620
+ IR 350 350 3 350 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 62 ]
+ MR 351 350 3 353 5 -7.432 -0.031 -7.247 -7.459 -8.351 -0.395 0.276 -0.216 0.224
+ D 352 350 3 353 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 353 353 3 353 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 63 ]
+ MP 354 353 3 358 4 -7.242 -8.488 -0.229 -2.861 -2.194 -2.192 -1.757 1.113 -1.287 -2.590 2.142 -2.204 -2.417 0.759 -2.157 -0.640 1.597 -2.017 0.570 -1.339
+ ML 355 353 3 358 4 -2.408 -4.532 -1.293 -1.473 0.660 -0.612 -0.293 -0.076
+ MR 356 353 3 358 4 -4.102 -12.528 -0.390 -2.485 0.660 -0.612 -0.293 -0.076
+ D 357 353 3 358 4 -12.737 -14.007 -2.036 -0.404
+ IL 358 358 5 358 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 359 359 6 359 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 64 ]
+ MR 360 359 6 362 5 -7.287 -0.090 -4.484 -7.315 -8.207 -0.346 -0.960 0.636 0.196
+ D 361 359 6 362 5 -6.032 -0.528 -3.659 -5.090 -2.453
+ IR 362 362 3 362 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 65 ]
+ MP 363 362 3 367 6 -9.238 -6.231 -0.036 -7.954 -8.233 -8.628 -2.870 -2.034 -3.033 0.883 -2.223 -3.446 2.411 -3.026 -3.192 0.865 -3.227 -0.883 1.780 -2.832 0.516 -1.645
+ ML 364 362 3 367 6 -6.592 -6.939 -0.918 -1.347 -6.788 -4.318 0.442 -0.466 -0.472 0.258
+ MR 365 362 3 367 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 366 362 3 367 6 -9.269 -7.968 -3.765 -4.447 -4.464 -0.269
+ IL 367 367 5 367 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 368 368 6 368 5 -2.514 -0.455 -6.025 -4.192 -5.298 0.000 0.000 0.000 0.000
+ [ MATP 66 ]
+ MP 369 368 6 373 4 -7.327 -7.534 -0.139 -3.635 -2.031 -1.591 -1.842 1.322 -1.572 -2.412 1.747 -2.023 -2.228 1.059 -2.341 -0.018 1.587 -1.833 0.256 -0.847
+ ML 370 368 6 373 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 371 368 6 373 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 372 368 6 373 4 -4.776 -4.457 -2.473 -0.439
+ IL 373 373 5 373 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 374 374 6 374 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 375 374 6 377 3 -8.604 -0.016 -6.921 -0.252 -0.340 -0.116 0.534
+ D 376 374 6 377 3 -6.271 -0.984 -1.054
+ IL 377 377 3 377 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 68 ]
+ MR 378 377 3 380 5 -1.454 -0.692 -7.179 -7.391 -8.283 -0.231 -0.467 0.539 -0.042
+ D 379 377 3 380 5 -5.723 -0.514 -3.349 -4.780 -2.775
+ IR 380 380 3 380 5 -3.555 -0.203 -7.066 -5.234 -6.340 0.000 0.000 0.000 0.000
+ [ MATP 69 ]
+ MP 381 380 3 385 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -3.293 -3.317 -2.231 0.822 -2.464 -3.712 2.710 -2.777 -3.643 0.885 -3.447 -1.123 1.736 -3.230 -0.368 -2.497
+ ML 382 380 3 385 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 383 380 3 385 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 384 380 3 385 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 385 385 5 385 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 386 386 6 386 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 70 ]
+ MP 387 386 6 391 4 -7.355 -7.562 -0.040 -5.976 -5.312 -5.508 -4.128 -0.727 -3.575 -4.752 3.574 -4.667 -6.352 -0.659 -4.209 -2.494 0.684 -5.792 -0.583 -4.284
+ ML 388 386 6 391 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 389 386 6 391 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 390 386 6 391 4 -4.568 -4.250 -2.265 -0.520
+ IL 391 391 5 391 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 392 392 6 392 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
+ ML 393 392 6 395 3 -8.346 -0.016 -7.000 1.419 -0.969 -1.726 -0.965
+ D 394 392 6 395 3 -6.174 -1.687 -0.566
+ IL 395 395 3 395 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 72 ]
+ ML 396 395 3 398 3 -8.346 -0.016 -7.000 -1.391 -1.401 -2.199 1.596
+ D 397 395 3 398 3 -6.174 -1.687 -0.566
+ IL 398 398 3 398 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 73 ]
+ ML 399 398 3 401 3 -5.687 -0.040 -7.000 -1.759 -2.034 -2.535 1.717
+ D 400 398 3 401 3 -6.174 -1.687 -0.566
+ IL 401 401 3 401 3 -1.193 -0.955 -4.418 0.000 0.000 0.000 0.000
+ [ MATL 74 ]
+ ML 402 401 3 404 3 -8.346 -0.016 -7.000 -1.771 -2.982 1.757 -2.314
+ D 403 401 3 404 3 -6.174 -1.687 -0.566
+ IL 404 404 3 404 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 75 ]
+ ML 405 404 3 407 3 -8.346 -0.016 -7.000 -1.345 1.503 -2.206 -0.851
+ D 406 404 3 407 3 -6.174 -1.687 -0.566
+ IL 407 407 3 407 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 76 ]
+ ML 408 407 3 410 3 -8.346 -0.023 -6.302 1.782 -2.705 -2.435 -2.163
+ D 409 407 3 410 3 -6.174 -1.687 -0.566
+ IL 410 410 3 410 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 77 ]
+ ML 411 410 3 413 3 -8.339 -0.016 -6.993 -1.565 1.602 -2.432 -1.184
+ D 412 410 3 413 3 -6.256 -1.520 -0.648
+ IL 413 413 3 413 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 78 ]
+ ML 414 413 3 416 3 -8.346 -0.016 -7.000 -0.817 -1.229 -1.866 1.450
+ D 415 413 3 416 3 -6.174 -1.687 -0.566
+ IL 416 416 3 416 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 79 ]
+ ML 417 416 3 419 3 -3.255 -0.172 -7.000 -0.079 -0.461 -0.867 0.831
+ D 418 416 3 419 3 -6.174 -1.687 -0.566
+ IL 419 419 3 419 3 -1.829 -0.567 -4.529 0.000 0.000 0.000 0.000
+ [ MATL 80 ]
+ ML 420 419 3 422 2 * 0.000 0.188 0.030 -0.567 0.219
+ D 421 419 3 422 2 * 0.000
+ IL 422 422 3 422 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 81 ]
+ E 423 422 3 -1 0
+ [ BEGR 82 ]
+ S 424 301 1 425 3 -8.346 -0.016 -7.000
+ IL 425 425 2 425 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 83 ]
+ ML 426 425 2 428 3 -8.346 -0.434 -1.961 0.489 -0.949 -0.865 0.613
+ D 427 425 2 428 3 -6.174 -1.687 -0.566
+ IL 428 428 3 428 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
+ ML 429 428 3 431 5 -7.066 -0.084 -6.881 -7.094 -4.905 -0.479 -1.816 1.358 -1.200
+ D 430 428 3 431 5 -6.386 -0.250 -5.648 -4.022 -3.935
+ IL 431 431 3 431 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 85 ]
+ MP 432 431 3 436 6 -9.259 -9.198 -0.019 -7.975 -8.255 -8.650 -4.111 -3.995 -4.245 1.403 -3.081 -4.761 2.464 -4.175 -4.527 0.976 -4.364 -1.075 1.937 -4.180 -0.132 -3.028
+ ML 433 431 3 436 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 434 431 3 436 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 435 431 3 436 6 -9.348 -8.046 -3.843 -4.525 -2.120 -0.618
+ IL 436 436 5 436 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 437 437 6 437 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 86 ]
+ MP 438 437 6 442 6 -9.259 -9.198 -0.019 -7.975 -8.255 -8.650 -4.227 -2.908 -4.940 1.011 -4.937 -4.169 0.154 -4.547 -4.075 3.333 -3.796 -0.538 -0.078 -3.810 -0.937 -3.539
+ ML 439 437 6 442 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 440 437 6 442 6 -7.198 -5.927 -1.266 -5.905 -1.039 -4.119 0.886 -0.787 -0.467 -0.237
+ D 441 437 6 442 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 442 442 5 442 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 443 443 6 443 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 87 ]
+ MP 444 443 6 448 4 -7.355 -7.562 -0.040 -5.976 -3.445 -2.627 -4.130 2.520 -4.232 -4.092 0.400 -3.662 -3.639 2.437 -3.547 -0.284 0.451 -2.731 -1.397 -2.825
+ ML 445 443 6 448 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 446 443 6 448 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 447 443 6 448 4 -4.568 -4.250 -2.265 -0.520
+ IL 448 448 5 448 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 449 449 6 449 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 88 ]
+ ML 450 449 6 452 3 -8.714 -0.058 -4.758 -0.430 -0.544 -0.982 1.047
+ D 451 449 6 452 3 -5.620 -0.734 -1.403
+ IL 452 452 3 452 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 89 ]
+ MR 453 452 3 455 3 -8.671 -0.015 -6.989 -0.205 0.425 -0.200 -0.121
+ D 454 452 3 455 3 -6.783 -1.961 -0.446
+ IR 455 455 3 455 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 90 ]
+ MR 456 455 3 458 3 -8.671 -0.499 -1.785 1.344 -1.088 -1.272 -0.794
+ D 457 455 3 458 3 -6.783 -1.013 -1.013
+ IR 458 458 3 458 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 91 ]
+ MR 459 458 3 461 5 -6.998 -0.075 -6.813 -5.068 -7.917 0.689 -0.555 -0.106 -0.362
+ D 460 458 3 461 5 -6.754 -0.229 -4.380 -5.811 -3.805
+ IR 461 461 3 461 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 92 ]
+ MP 462 461 3 466 6 -9.264 -9.203 -0.019 -7.980 -8.260 -8.655 -1.348 -1.289 -0.984 0.709 -0.779 -1.218 1.453 -1.301 -1.334 0.754 -0.876 0.256 1.547 -1.106 0.279 -1.061
+ ML 463 461 3 466 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 464 461 3 466 6 -7.142 -5.871 -1.349 -5.849 -0.983 -4.062 0.833 -0.742 -0.422 -0.194
+ D 465 461 3 466 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 466 466 5 466 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 467 467 6 467 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 93 ]
+ MP 468 467 6 472 4 -7.355 -7.562 -0.145 -3.566 -3.139 -2.652 -3.429 1.546 -2.768 -3.712 1.630 -3.275 -3.384 1.667 -3.361 0.303 1.620 -3.083 0.396 -2.429
+ ML 469 467 6 472 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 470 467 6 472 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 471 467 6 472 4 -4.568 -4.250 -2.265 -0.520
+ IL 472 472 5 472 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 473 473 6 473 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 94 ]
+ ML 474 473 6 476 3 -8.623 -0.318 -2.356 0.136 0.057 -0.341 0.099
+ D 475 473 6 476 3 -6.181 -0.733 -1.378
+ IL 476 476 3 476 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 95 ]
+ MR 477 476 3 479 5 -4.593 -0.090 -6.944 -7.156 -8.048 0.017 -0.593 0.069 0.352
+ D 478 476 3 479 5 -6.489 -0.279 -4.116 -5.547 -3.541
+ IR 479 479 3 479 5 -2.061 -0.568 -6.179 -4.347 -5.453 0.000 0.000 0.000 0.000
+ [ MATP 96 ]
+ MP 480 479 3 484 6 -9.277 -9.216 -0.019 -7.993 -8.272 -8.667 -4.535 -4.781 -3.863 -0.356 -2.279 -4.447 3.427 -4.271 -5.232 -0.182 -3.994 -1.531 1.002 -4.750 -0.810 -3.615
+ ML 481 479 3 484 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 482 479 3 484 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 483 479 3 484 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 484 484 5 484 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 485 485 6 485 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 97 ]
+ MP 486 485 6 490 4 -7.355 -7.562 -0.040 -5.976 -5.095 -5.144 -4.218 -0.277 -3.511 -4.823 3.398 -4.609 -5.902 0.165 -4.315 -2.048 0.907 -5.408 -0.045 -3.983
+ ML 487 485 6 490 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 488 485 6 490 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 489 485 6 490 4 -4.568 -4.250 -2.265 -0.520
+ IL 490 490 5 490 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 491 491 6 491 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 98 ]
+ ML 492 491 6 494 3 -8.346 -0.016 -7.000 -0.925 1.348 -1.908 -0.596
+ D 493 491 6 494 3 -6.174 -1.687 -0.566
+ IL 494 494 3 494 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 99 ]
+ ML 495 494 3 497 3 -8.346 -0.016 -7.000 0.861 -0.711 -0.548 -0.171
+ D 496 494 3 497 3 -6.174 -1.687 -0.566
+ IL 497 497 3 497 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 100 ]
+ ML 498 497 3 500 3 -8.346 -0.625 -1.520 1.566 -1.616 -1.774 -1.247
+ D 499 497 3 500 3 -6.174 -1.687 -0.566
+ IL 500 500 3 500 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 101 ]
+ ML 501 500 3 503 3 -7.745 -0.258 -2.653 1.352 -1.466 -0.884 -0.877
+ D 502 500 3 503 3 -8.527 -4.040 -0.095
+ IL 503 503 3 503 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 102 ]
+ ML 504 503 3 506 3 -3.959 -0.117 -6.169 0.268 -0.362 -0.847 0.548
+ D 505 503 3 506 3 -8.824 -0.541 -1.687
+ IL 506 506 3 506 3 -1.579 -0.704 -4.279 0.000 0.000 0.000 0.000
+ [ MATL 103 ]
+ ML 507 506 3 509 3 -8.185 -0.018 -6.839 -0.792 -1.792 1.332 -0.697
+ D 508 506 3 509 3 -7.359 -1.212 -0.831
+ IL 509 509 3 509 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 104 ]
+ ML 510 509 3 512 2 * 0.000 -0.603 -0.653 -1.111 1.165
+ D 511 509 3 512 2 * 0.000
+ IL 512 512 3 512 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 105 ]
+ E 513 512 3 -1 0
+//
+INFERNAL-1 [1.0]
+NAME U2
+GA 46.20
+TC 46.22
+NC 46.10
+STATES 597
+NODES 164
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 77
+EFFNSEQ 2.458
+CLEN 191
+BCOM cmbuild 3.4.12.cm 3.4.12.stk
+BDATE Fri May 23 11:29:57 2008
+CCOM cmcalibrate --mpi -s 33 3.4.12.cm
+CDATE Fri May 23 11:32:03 2008
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.81348 -8.34152 -0.37960 1000000 324965 0.0015
+E-GC 0 0.27141 -38.69296 -21.72550 1000000 20483 0.0100
+E-LI 0 0.69439 -8.68344 0.18920 1000000 236964 0.0021
+E-GI 0 0.34454 -22.49167 -9.12546 1000000 15719 0.0100
+E-LV 0 0.65126 -6.06592 1.99417 24407145 95208 0.0053
+E-GV 0 0.40472 -21.89745 -9.12170 24407145 88008 0.0057
+E-LF 0 0.54723 -2.12173 7.44579 24407145 93924 0.0053
+E-GF 0 0.46144 -8.32719 2.88026 24407145 88091 0.0057
+FT-LC 29 0.99000 10000 1000000 0
+ 94.0954 71.9356 61.3857 36.987 25.2709 16.3605 14.4708 8.84594 2.84956 1.76286 1.48658 1.09029 1.03479 0.874616 0.543511 0.157368 0.115636 0.0771001 0.0458097 0.042622 0.0307284 0.0215795 0.0213656 0.0175783 0.0105981 0.00913261 0.00836491 1.85898e-15 6.13214e-17
+ 1867.89 1673.33 1502.32 1336.3 1176.97 1021.44 899.164 755.964 673.896 586.124 515.394 450.48 396.987 345.282 301.133 255.541 218.999 195.331 174.221 154.206 127.467 110.925 96.5308 86.7606 69.5137 59.4755 53.8614 31.3528 5.38614
+FT-LI 30 0.99000 10000 1000000 0
+ 155.09 122.728 90.4367 45.4297 40.6782 27.9893 26.0089 6.52634 5.61939 3.43687 2.57829 1.95743 1.67509 1.28052 0.811481 0.454718 0.24599 0.185943 0.0994903 0.0966121 0.0725833 0.0503889 0.0375766 0.0298601 0.0212351 0.0163931 0.00953426 3.89459e-13 6.29446e-15 2.00234e-15
+ 1867.89 1673.33 1502.32 1336.3 1176.97 1021.44 899.164 755.964 673.896 586.124 515.394 450.48 396.987 345.282 301.133 255.541 218.999 195.331 174.221 154.206 127.467 110.925 96.5308 86.7606 69.5137 59.4755 53.8614 31.3528 15.242 5.38614
+FT-GC 4 0.99000 10000 1000000 1
+ 3.1408 8.5842e-06 3.80938e-06 2.64612e-06
+ 43.57 24.0113 18.2296 4.357
+FT-GI 2 0.99000 10000 1000000 1
+ 2.52573 2.05516e-07
+ 43.57 4.357
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.150 -7.357 -0.046 -5.771
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -8.152 -0.018 -6.807 1.708 -2.109 -2.288 -1.759
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -8.152 -0.018 -6.807 -1.181 -1.383 -1.987 1.548
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -8.152 -0.053 -4.939 1.155 -0.459 -1.388 -0.593
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -8.118 -0.019 -6.772 -0.301 0.430 -0.283 0.027
+ D 13 11 3 14 3 -6.495 -2.008 -0.434
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
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+ D 16 14 3 17 3 -6.495 -2.008 -0.434
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -2.370 -0.659 -2.530 -1.143 -1.377 -1.948 1.538
+ D 19 17 3 20 3 -5.824 -0.937 -1.120
+ IL 20 20 3 20 3 -2.681 -0.356 -3.991 0.000 0.000 0.000 0.000
+ [ MATR 7 ]
+ MR 21 20 3 23 3 -8.216 -0.021 -6.533 0.291 0.142 -0.843 0.158
+ D 22 20 3 23 3 -7.901 -3.079 -0.189
+ IR 23 23 3 23 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 8 ]
+ MR 24 23 3 26 3 -8.216 -0.021 -6.533 0.454 -0.243 -0.822 0.286
+ D 25 23 3 26 3 -7.901 -3.079 -0.189
+ IR 26 26 3 26 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 9 ]
+ MR 27 26 3 29 3 -8.216 -0.021 -6.533 -0.604 1.156 -1.455 -0.417
+ D 28 26 3 29 3 -7.901 -1.227 -0.814
+ IR 29 29 3 29 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 10 ]
+ MR 30 29 3 32 3 -8.374 -0.018 -6.692 -0.698 1.185 -1.468 -0.418
+ D 31 29 3 32 3 -7.369 -0.783 -1.276
+ IR 32 32 3 32 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 11 ]
+ MR 33 32 3 35 3 -8.506 -0.017 -6.824 -0.128 0.789 -1.289 -0.078
+ D 34 32 3 35 3 -6.608 -1.785 -0.515
+ IR 35 35 3 35 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 12 ]
+ MR 36 35 3 38 3 -8.506 -0.017 -6.824 0.237 0.309 -0.453 -0.231
+ D 37 35 3 38 3 -6.608 -1.217 -0.838
+ IR 38 38 3 38 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 13 ]
+ MR 39 38 3 41 2 -8.580 -0.004 1.330 -0.886 -1.372 -0.841
+ D 40 38 3 41 2 -4.432 -0.068
+ IR 41 41 3 41 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 14 ]
+ B 42 41 3 43 289
+ [ BEGL 15 ]
+ S 43 42 1 44 1 0.000
+ [ BIF 16 ]
+ B 44 43 1 45 107
+ [ BEGL 17 ]
+ S 45 44 1 46 4 -0.041 -6.939 -6.346 -6.986
+ [ MATP 18 ]
+ MP 46 45 1 50 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -3.739 -3.945 -4.254 0.094 -3.103 -5.177 0.820 -4.150 -4.055 0.042 -4.440 -1.224 3.388 -4.048 -0.829 -3.089
+ ML 47 45 1 50 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 48 45 1 50 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 49 45 1 50 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 50 50 5 50 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 51 51 6 51 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 19 ]
+ MP 52 51 6 56 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -5.044 -5.408 -3.832 -1.101 -3.388 -4.176 3.662 -4.462 -6.115 -1.033 -3.904 -2.963 0.355 -5.520 -0.985 -4.231
+ ML 53 51 6 56 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 54 51 6 56 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 55 51 6 56 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 56 56 5 56 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 57 57 6 57 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 20 ]
+ MP 58 57 6 62 4 -4.727 -7.357 -0.093 -5.771 -3.633 -3.882 -4.129 0.688 -2.951 -4.960 1.116 -4.069 -4.001 0.307 -4.363 -1.158 3.198 -3.933 -0.663 -2.968
+ ML 59 57 6 62 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 60 57 6 62 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 61 57 6 62 4 -4.568 -4.250 -2.265 -0.520
+ IL 62 62 5 62 4 -1.893 -2.577 -0.907 -5.062 0.000 0.000 0.000 0.000
+ IR 63 63 6 63 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 64 63 6 66 3 -8.531 -0.017 -6.849 -0.691 1.254 -1.586 -0.595
+ D 65 63 6 66 3 -5.620 -0.734 -1.403
+ IL 66 66 3 66 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 22 ]
+ MR 67 66 3 69 5 -7.259 -0.035 -7.074 -7.287 -8.178 1.480 -1.532 -1.741 -0.823
+ D 68 66 3 69 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 69 69 3 69 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 23 ]
+ MP 70 69 3 74 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -2.741 -2.610 -3.106 1.142 -2.635 -3.475 0.454 -2.961 -2.958 1.177 -3.133 2.611 0.634 -2.759 -0.825 -0.438
+ ML 71 69 3 74 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 72 69 3 74 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 73 69 3 74 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 74 74 5 74 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 75 75 6 75 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 24 ]
+ MP 76 75 6 80 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -5.696 -3.648 -6.345 0.139 -6.160 -4.379 -0.807 -5.633 -4.730 3.676 -4.338 -1.215 -0.831 -4.249 -2.490 -4.606
+ ML 77 75 6 80 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 78 75 6 80 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 79 75 6 80 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 80 80 5 80 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 81 81 6 81 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 25 ]
+ MP 82 81 6 86 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -5.381 -5.291 -4.226 -0.650 -3.691 -4.877 3.613 -4.662 -6.169 -0.592 -4.252 -2.246 0.424 -5.781 -0.947 -4.268
+ ML 83 81 6 86 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 84 81 6 86 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 85 81 6 86 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 86 86 5 86 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 87 87 6 87 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 26 ]
+ MP 88 87 6 92 4 -7.150 -5.282 -0.076 -5.771 -4.125 -4.489 -3.815 -0.043 -2.539 -4.443 3.244 -4.149 -4.750 -0.067 -4.011 -1.810 1.575 -4.393 -0.645 -3.298
+ ML 89 87 6 92 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 90 87 6 92 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 91 87 6 92 4 -4.568 -4.250 -2.265 -0.520
+ IL 92 92 5 92 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 93 93 6 93 3 -1.510 -0.749 -4.210 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 94 93 6 96 3 -8.152 -0.018 -6.807 -0.269 -0.889 -1.434 1.176
+ D 95 93 6 96 3 -6.174 -1.687 -0.566
+ IL 96 96 3 96 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 97 96 3 99 3 -8.152 -0.018 -6.807 -0.468 -1.332 -1.633 1.355
+ D 98 96 3 99 3 -6.174 -1.687 -0.566
+ IL 99 99 3 99 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 100 99 3 102 3 -8.152 -0.061 -4.731 -0.933 -1.363 -1.858 1.491
+ D 101 99 3 102 3 -6.174 -1.687 -0.566
+ IL 102 102 3 102 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 103 102 3 105 2 * 0.000 -1.336 -1.720 -2.117 1.618
+ D 104 102 3 105 2 * 0.000
+ IL 105 105 3 105 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 31 ]
+ E 106 105 3 -1 0
+ [ BEGR 32 ]
+ S 107 44 1 108 3 -8.152 -0.018 -6.807
+ IL 108 108 2 108 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 109 108 2 111 3 -8.152 -0.018 -6.807 -1.412 -1.777 -2.192 1.639
+ D 110 108 2 111 3 -6.174 -1.687 -0.566
+ IL 111 111 3 111 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 112 111 3 114 3 -8.152 -0.018 -6.807 -1.625 1.655 -2.458 -1.540
+ D 113 111 3 114 3 -6.174 -1.687 -0.566
+ IL 114 114 3 114 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 115 114 3 117 3 -8.152 -0.018 -6.807 1.787 -2.673 -2.596 -2.135
+ D 116 114 3 117 3 -6.174 -1.687 -0.566
+ IL 117 117 3 117 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 118 117 3 120 3 -3.801 -0.121 -6.807 1.435 -1.612 -1.680 -0.605
+ D 119 117 3 120 3 -6.174 -1.687 -0.566
+ IL 120 120 3 120 3 -1.681 -0.643 -4.381 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 121 120 3 123 3 -8.152 -0.018 -6.807 -1.547 -2.678 1.703 -2.029
+ D 122 120 3 123 3 -6.174 -1.687 -0.566
+ IL 123 123 3 123 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 124 123 3 126 3 -8.152 -0.018 -6.807 -1.195 -1.582 -1.970 1.572
+ D 125 123 3 126 3 -6.174 -1.687 -0.566
+ IL 126 126 3 126 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 127 126 3 129 3 -8.152 -0.018 -6.807 -0.992 -1.894 1.397 -0.751
+ D 128 126 3 129 3 -6.174 -1.687 -0.566
+ IL 129 129 3 129 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 130 129 3 132 3 -8.152 -0.018 -6.807 -0.965 -1.556 -1.927 1.528
+ D 131 129 3 132 3 -6.174 -1.687 -0.566
+ IL 132 132 3 132 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 133 132 3 135 3 -8.152 -0.018 -6.807 1.576 -1.895 -1.882 -1.061
+ D 134 132 3 135 3 -6.174 -1.687 -0.566
+ IL 135 135 3 135 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 136 135 3 138 3 -8.152 -0.018 -6.807 -0.916 -1.796 1.370 -0.743
+ D 137 135 3 138 3 -6.174 -1.687 -0.566
+ IL 138 138 3 138 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 139 138 3 141 3 -8.152 -0.018 -6.807 -0.234 -1.236 -1.507 1.247
+ D 140 138 3 141 3 -6.174 -1.687 -0.566
+ IL 141 141 3 141 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 142 141 3 144 3 -8.152 -0.018 -6.807 1.787 -2.673 -2.596 -2.135
+ D 143 141 3 144 3 -6.174 -1.687 -0.566
+ IL 144 144 3 144 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 145 144 3 147 3 -8.152 -0.018 -6.807 -0.243 -1.222 -1.453 1.240
+ D 146 144 3 147 3 -6.174 -1.687 -0.566
+ IL 147 147 3 147 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 148 147 3 150 3 -8.152 -0.018 -6.807 -1.368 1.598 -2.307 -1.386
+ D 149 147 3 150 3 -6.174 -1.687 -0.566
+ IL 150 150 3 150 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 151 150 3 153 3 -8.152 -0.018 -6.807 -1.412 -1.777 -2.192 1.639
+ D 152 150 3 153 3 -6.174 -1.687 -0.566
+ IL 153 153 3 153 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
+ ML 154 153 3 156 3 -8.152 -0.018 -6.807 -1.547 -2.678 1.703 -2.029
+ D 155 153 3 156 3 -6.174 -1.687 -0.566
+ IL 156 156 3 156 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
+ ML 157 156 3 159 3 -8.152 -0.018 -6.807 -1.412 -1.777 -2.192 1.639
+ D 158 156 3 159 3 -6.174 -1.687 -0.566
+ IL 159 159 3 159 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
+ ML 160 159 3 162 3 -8.152 -0.022 -6.447 -1.412 -1.777 -2.192 1.639
+ D 161 159 3 162 3 -6.174 -1.687 -0.566
+ IL 162 162 3 162 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
+ ML 163 162 3 165 3 -8.149 -0.018 -6.803 -1.617 1.653 -2.450 -1.534
+ D 164 162 3 165 3 -6.212 -1.725 -0.548
+ IL 165 165 3 165 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 166 165 3 168 2 -8.576 -0.004 -1.102 -1.619 -2.006 1.565
+ D 167 165 3 168 2 -8.448 -0.004
+ IL 168 168 3 168 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 53 ]
+ B 169 168 3 170 232
+ [ BEGL 54 ]
+ S 170 169 1 171 4 -0.041 -6.939 -6.346 -6.986
+ [ MATP 55 ]
+ MP 171 170 1 175 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -2.882 -3.535 -3.471 0.400 -2.103 -4.292 1.365 -3.620 -3.370 0.347 -3.918 -1.153 3.085 -3.281 -0.376 -2.461
+ ML 172 170 1 175 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 173 170 1 175 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 174 170 1 175 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 175 175 5 175 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 176 176 6 176 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 56 ]
+ MP 177 176 6 181 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -3.708 -3.024 -4.312 2.962 -3.934 -4.513 0.649 -3.756 -4.017 1.460 -4.180 -0.783 1.078 -3.983 -1.130 -2.993
+ ML 178 176 6 181 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 179 176 6 181 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 180 176 6 181 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 181 181 5 181 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 182 182 6 182 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 57 ]
+ MP 183 182 6 187 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -3.397 -3.777 -3.890 0.490 -2.687 -4.651 1.425 -3.912 -3.836 0.694 -4.218 -1.102 2.993 -3.709 0.035 -2.771
+ ML 184 182 6 187 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 185 182 6 187 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 186 182 6 187 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 187 187 5 187 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 188 188 6 188 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 58 ]
+ MP 189 188 6 193 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -4.530 -4.790 -3.766 -0.374 -3.176 -4.347 3.525 -3.596 -5.272 -0.501 -3.864 -2.357 0.698 -4.817 -0.832 -3.248
+ ML 190 188 6 193 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 191 188 6 193 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 192 188 6 193 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 193 193 5 193 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 194 194 6 194 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 59 ]
+ MP 195 194 6 199 6 -9.188 -9.127 -0.032 -6.344 -8.183 -8.578 -3.908 -3.047 -4.529 3.343 -4.480 -4.703 0.042 -3.768 -4.179 1.202 -4.446 -0.923 0.003 -4.231 -1.557 -3.161
+ ML 196 194 6 199 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 197 194 6 199 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 198 194 6 199 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 199 199 5 199 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 200 200 6 200 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 60 ]
+ MP 201 200 6 205 4 -7.121 -7.328 -0.047 -5.742 -4.710 -3.260 -5.408 0.575 -5.315 -4.030 -0.723 -5.023 -3.195 3.572 -3.940 -0.992 -0.453 -3.823 -2.401 -4.025
+ ML 202 200 6 205 4 -3.876 -4.058 -0.460 -2.788 0.573 -0.703 -0.014 -0.139
+ MR 203 200 6 205 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 204 200 6 205 4 -4.568 -4.250 -2.265 -0.520
+ IL 205 205 5 205 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 206 206 6 206 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
+ ML 207 206 6 209 3 -8.152 -0.018 -6.807 0.223 -0.381 -1.183 0.700
+ D 208 206 6 209 3 -6.174 -1.687 -0.566
+ IL 209 209 3 209 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
+ ML 210 209 3 212 3 -8.152 -0.018 -6.807 -0.262 -1.038 0.023 0.733
+ D 211 209 3 212 3 -6.174 -1.687 -0.566
+ IL 212 212 3 212 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
+ ML 213 212 3 215 3 -8.152 -0.018 -6.807 -1.412 -1.777 -2.192 1.639
+ D 214 212 3 215 3 -6.174 -1.687 -0.566
+ IL 215 215 3 215 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
+ ML 216 215 3 218 3 -8.152 -0.018 -6.807 1.633 -2.105 -1.623 -1.555
+ D 217 215 3 218 3 -6.174 -1.687 -0.566
+ IL 218 218 3 218 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
+ ML 219 218 3 221 3 -8.152 -0.018 -6.807 1.727 -2.377 -2.339 -1.735
+ D 220 218 3 221 3 -6.174 -1.687 -0.566
+ IL 221 221 3 221 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 222 221 3 224 3 -8.152 -0.018 -6.807 -0.328 -0.168 -1.310 0.934
+ D 223 221 3 224 3 -6.174 -1.687 -0.566
+ IL 224 224 3 224 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 225 224 3 227 3 -8.152 -0.018 -6.807 0.992 -0.637 -1.279 -0.064
+ D 226 224 3 227 3 -6.174 -1.687 -0.566
+ IL 227 227 3 227 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
+ ML 228 227 3 230 2 * 0.000 -0.079 -0.347 -0.664 0.711
+ D 229 227 3 230 2 * 0.000
+ IL 230 230 3 230 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 69 ]
+ E 231 230 3 -1 0
+ [ BEGR 70 ]
+ S 232 169 1 233 3 -3.869 -0.242 -3.538
+ IL 233 233 2 233 3 -1.398 -0.840 -4.012 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
+ ML 234 233 2 236 5 -7.144 -0.106 -6.960 -7.172 -4.361 -0.291 -0.152 -0.854 0.790
+ D 235 233 2 236 5 -5.554 -0.779 -4.816 -3.191 -1.995
+ IL 236 236 3 236 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 72 ]
+ MP 237 236 3 241 6 -9.135 -9.074 -0.021 -7.851 -8.131 -8.526 -3.062 -1.943 -3.510 1.666 -3.246 -3.553 0.683 -3.275 -3.212 2.676 -3.136 -0.366 1.127 -2.539 -1.029 -2.144
+ ML 238 236 3 241 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 239 236 3 241 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 240 236 3 241 6 -9.765 -8.463 -1.793 -4.942 -4.960 -0.638
+ IL 241 241 5 241 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 242 242 6 242 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 73 ]
+ MP 243 242 6 247 6 -9.167 -9.106 -0.036 -7.883 -6.146 -8.558 -3.166 -3.027 -3.490 1.331 -2.550 -3.872 1.786 -3.419 -3.487 1.633 -3.489 -0.495 2.128 -2.922 -0.529 -2.361
+ ML 244 242 6 247 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 245 242 6 247 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 246 242 6 247 6 -9.376 -8.074 -2.660 -4.553 -4.571 -0.411
+ IL 247 247 5 247 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 248 248 6 248 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 74 ]
+ MP 249 248 6 253 6 -9.161 -9.100 -0.020 -7.877 -8.157 -8.552 -3.889 -3.152 -4.415 1.452 -3.828 -4.415 1.439 -4.099 -4.044 2.618 -3.855 -0.531 1.287 -3.860 -0.840 -3.060
+ ML 250 248 6 253 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 251 248 6 253 6 -7.161 -5.890 -1.319 -5.869 -1.002 -4.082 0.541 -0.261 -0.427 -0.049
+ D 252 248 6 253 6 -9.240 -7.938 -3.735 -4.417 -4.435 -0.276
+ IL 253 253 5 253 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 254 254 6 254 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 75 ]
+ MP 255 254 6 259 6 -9.176 -9.116 -0.024 -7.892 -7.405 -8.567 -3.985 -3.447 -4.305 1.461 -3.478 -4.580 2.255 -4.081 -4.254 1.985 -4.042 -0.555 1.316 -4.026 -0.614 -3.039
+ ML 256 254 6 259 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 257 254 6 259 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 258 254 6 259 6 -9.240 -7.938 -3.735 -4.417 -4.435 -0.276
+ IL 259 259 5 259 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 260 260 6 260 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 76 ]
+ MP 261 260 6 265 6 -9.173 -9.112 -0.020 -7.889 -8.168 -8.563 -3.232 -3.060 -3.449 1.141 -2.607 -3.812 2.167 -2.604 -3.534 1.555 -3.472 -0.268 1.866 -3.196 -0.513 -2.431
+ ML 262 260 6 265 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 263 260 6 265 6 -7.030 -5.759 -1.542 -5.737 -0.871 -3.950 0.632 -0.509 -0.336 -0.066
+ D 264 260 6 265 6 -9.240 -7.938 -3.735 -4.417 -4.435 -0.276
+ IL 265 265 5 265 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 266 266 6 266 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 77 ]
+ MP 267 266 6 271 6 -9.176 -9.116 -0.062 -7.892 -8.172 -5.022 -3.686 -3.853 -3.633 0.627 -2.685 -4.175 2.916 -3.483 -4.158 0.457 -3.809 -1.283 1.719 -3.787 -0.080 -2.666
+ ML 268 266 6 271 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 269 266 6 271 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 270 266 6 271 6 -9.240 -7.938 -3.735 -4.417 -4.435 -0.276
+ IL 271 271 5 271 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 272 272 6 272 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 78 ]
+ MP 273 272 6 277 4 -5.100 -7.226 -0.109 -4.770 -1.743 -1.411 -1.861 0.997 -1.486 -2.136 1.940 -1.067 -1.727 0.971 -2.076 -0.126 1.527 -1.361 -0.145 -0.824
+ ML 274 272 6 277 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 275 272 6 277 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 276 272 6 277 4 -5.246 -4.927 -2.943 -0.303
+ IL 277 277 5 277 4 -1.821 -2.505 -0.973 -4.990 0.000 0.000 0.000 0.000
+ IR 278 278 6 278 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 79 ]
+ ML 279 278 6 281 3 -8.008 -0.020 -6.662 1.482 -1.659 -1.688 -0.786
+ D 280 278 6 281 3 -7.176 -0.832 -1.213
+ IL 281 281 3 281 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 80 ]
+ ML 282 281 3 284 3 -8.126 -0.199 -2.994 -0.062 -0.457 -1.256 0.922
+ D 283 281 3 284 3 -6.423 -1.936 -0.460
+ IL 284 284 3 284 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 81 ]
+ ML 285 284 3 287 2 * 0.000 -0.218 0.117 -0.684 0.519
+ D 286 284 3 287 2 * 0.000
+ IL 287 287 3 287 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 82 ]
+ E 288 287 3 -1 0
+ [ BEGR 83 ]
+ S 289 42 1 290 3 -8.152 -0.130 -3.592
+ IL 290 290 2 290 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
+ ML 291 290 2 293 3 -8.042 -0.162 -3.290 0.969 -1.052 -1.070 0.116
+ D 292 290 2 293 3 -7.005 -2.518 -0.290
+ IL 293 293 3 293 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 85 ]
+ ML 294 293 3 296 3 -2.017 -0.430 -6.555 0.598 -0.420 -0.553 0.081
+ D 295 293 3 296 3 -7.598 -0.786 -1.269
+ IL 296 296 3 296 3 -1.766 -0.574 -4.873 0.000 0.000 0.000 0.000
+ [ MATL 86 ]
+ ML 297 296 3 299 3 -8.091 -0.019 -6.745 -0.245 -1.148 0.933 -0.330
+ D 298 296 3 299 3 -6.698 -2.211 -0.369
+ IL 299 299 3 299 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 87 ]
+ ML 300 299 3 302 3 -8.091 -0.019 -6.745 1.116 -1.028 -0.428 -0.738
+ D 301 299 3 302 3 -6.698 -2.211 -0.369
+ IL 302 302 3 302 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 88 ]
+ ML 303 302 3 305 3 -8.091 -0.063 -4.670 0.390 -0.953 -0.388 0.494
+ D 304 302 3 305 3 -6.698 -2.211 -0.369
+ IL 305 305 3 305 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 89 ]
+ ML 306 305 3 308 3 -8.047 -0.042 -5.328 1.414 -1.591 -1.105 -0.893
+ D 307 305 3 308 3 -6.973 -2.486 -0.298
+ IL 308 308 3 308 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 90 ]
+ ML 309 308 3 311 3 -8.025 -0.040 -5.418 -1.183 -1.605 -1.965 1.573
+ D 310 308 3 311 3 -7.092 -2.605 -0.272
+ IL 311 311 3 311 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 91 ]
+ ML 312 311 3 314 3 -8.005 -0.154 -3.356 -0.200 -0.778 -1.311 1.100
+ D 313 311 3 314 3 -7.189 -2.321 -0.335
+ IL 314 314 3 314 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 92 ]
+ ML 315 314 3 317 3 -7.888 -0.047 -5.169 1.588 -1.914 -1.565 -1.360
+ D 316 314 3 317 3 -7.640 -1.718 -0.533
+ IL 317 317 3 317 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 93 ]
+ ML 318 317 3 320 3 -7.949 -0.021 -6.603 1.534 -1.424 -1.765 -1.196
+ D 319 317 3 320 3 -7.427 -2.940 -0.211
+ IL 320 320 3 320 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 94 ]
+ ML 321 320 3 323 3 -7.949 -0.021 -6.603 0.686 -0.198 -1.079 0.065
+ D 322 320 3 323 3 -7.427 -0.880 -1.149
+ IL 323 323 3 323 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 95 ]
+ ML 324 323 3 326 3 -8.097 -0.019 -6.751 -0.103 -0.270 -0.567 0.646
+ D 325 323 3 326 3 -6.659 -0.979 -1.050
+ IL 326 326 3 326 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 96 ]
+ ML 327 326 3 329 3 -5.369 -0.049 -6.807 0.085 -0.570 -0.858 0.777
+ D 328 326 3 329 3 -6.174 -1.687 -0.566
+ IL 329 329 3 329 3 -1.519 -0.744 -4.219 0.000 0.000 0.000 0.000
+ [ MATL 97 ]
+ ML 330 329 3 332 3 -8.152 -0.018 -6.807 0.578 -0.980 -0.489 0.365
+ D 331 329 3 332 3 -6.174 -1.687 -0.566
+ IL 332 332 3 332 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 98 ]
+ ML 333 332 3 335 3 -8.152 -0.034 -5.680 1.596 -1.974 -1.603 -1.345
+ D 334 332 3 335 3 -6.174 -1.687 -0.566
+ IL 335 335 3 335 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 99 ]
+ ML 336 335 3 338 3 -8.137 -0.018 -6.791 -0.532 -0.598 -1.475 1.194
+ D 337 335 3 338 3 -6.327 -1.840 -0.498
+ IL 338 338 3 338 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 100 ]
+ ML 339 338 3 341 3 -8.137 -0.018 -6.791 -0.742 -0.803 -1.621 1.324
+ D 340 338 3 341 3 -6.327 -1.840 -0.498
+ IL 341 341 3 341 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 101 ]
+ ML 342 341 3 344 3 -8.137 -0.018 -6.791 -0.331 -1.104 -0.752 1.102
+ D 343 341 3 344 3 -6.327 -1.840 -0.498
+ IL 344 344 3 344 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 102 ]
+ ML 345 344 3 347 3 -8.137 -0.018 -6.791 -0.815 -1.028 -1.409 1.359
+ D 346 344 3 347 3 -6.327 -1.397 -0.718
+ IL 347 347 3 347 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 103 ]
+ ML 348 347 3 350 3 -8.152 -0.018 -6.807 -1.072 -1.518 -1.567 1.505
+ D 349 347 3 350 3 -6.174 -1.687 -0.566
+ IL 350 350 3 350 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 104 ]
+ ML 351 350 3 353 3 -8.152 -0.082 -4.269 -0.334 -0.457 0.327 0.291
+ D 352 350 3 353 3 -6.174 -1.687 -0.566
+ IL 353 353 3 353 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 105 ]
+ ML 354 353 3 356 3 -8.089 -0.019 -6.743 0.814 -1.253 0.175 -0.528
+ D 355 353 3 356 3 -6.712 -0.929 -1.104
+ IL 356 356 3 356 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 106 ]
+ ML 357 356 3 359 3 -8.152 -0.018 -6.807 0.884 -0.717 -0.897 0.014
+ D 358 356 3 359 3 -6.174 -1.687 -0.566
+ IL 359 359 3 359 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 107 ]
+ ML 360 359 3 362 3 -8.152 -0.061 -4.718 -0.040 -0.362 0.415 -0.127
+ D 361 359 3 362 3 -6.174 -1.687 -0.566
+ IL 362 362 3 362 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 108 ]
+ ML 363 362 3 365 3 -8.110 -0.019 -6.764 -0.248 -0.595 0.420 0.212
+ D 364 362 3 365 3 -6.559 -2.072 -0.412
+ IL 365 365 3 365 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 109 ]
+ ML 366 365 3 368 3 -8.110 -0.288 -2.495 -0.226 -0.455 0.678 -0.294
+ D 367 365 3 368 3 -6.559 -2.072 -0.412
+ IL 368 368 3 368 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 110 ]
+ ML 369 368 3 371 2 -3.913 -0.099 0.277 -0.996 0.378 -0.019
+ D 370 368 3 371 2 -6.271 -0.019
+ IL 371 371 3 371 2 -2.175 -0.361 0.000 0.000 0.000 0.000
+ [ BIF 111 ]
+ B 372 371 3 373 474
+ [ BEGL 112 ]
+ S 373 372 1 374 4 -0.132 -6.939 -6.346 -3.900
+ [ MATP 113 ]
+ MP 374 373 1 378 6 -9.121 -9.060 -0.021 -7.836 -8.116 -8.511 -4.846 -3.328 -5.540 0.827 -5.431 -4.228 -0.255 -5.025 -4.379 3.492 -4.043 -0.756 -0.329 -4.002 -2.007 -3.999
+ ML 375 373 1 378 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 376 373 1 378 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 377 373 1 378 6 -9.907 -8.606 -4.403 -5.085 -5.102 -0.167
+ IL 378 378 5 378 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 379 379 6 379 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 114 ]
+ MP 380 379 6 384 6 -9.121 -9.060 -0.021 -7.836 -8.116 -8.511 -3.296 -2.568 -3.787 1.948 -3.315 -3.937 1.067 -3.521 -3.513 2.244 -3.426 -0.233 1.458 -3.326 -0.575 -2.603
+ ML 381 379 6 384 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 382 379 6 384 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 383 379 6 384 6 -9.907 -8.606 -4.403 -5.085 -5.102 -0.167
+ IL 384 384 5 384 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 385 385 6 385 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 115 ]
+ MP 386 385 6 390 6 -9.121 -9.060 -0.021 -7.836 -8.116 -8.511 -3.240 -2.378 -3.684 1.925 -3.255 -3.839 1.472 -3.429 -3.451 2.205 -3.355 -0.269 1.070 -3.245 -0.355 -2.560
+ ML 387 385 6 390 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 388 385 6 390 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 389 385 6 390 6 -9.907 -8.606 -4.403 -5.085 -5.102 -0.167
+ IL 390 390 5 390 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 391 391 6 391 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 116 ]
+ MP 392 391 6 396 6 -4.140 -9.060 -0.104 -7.836 -8.116 -8.511 -2.772 -1.611 -3.117 1.976 -3.034 -3.163 0.608 -2.865 -2.902 2.583 -2.027 -0.172 0.497 -2.125 -1.060 -2.312
+ ML 393 391 6 396 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 394 391 6 396 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 395 391 6 396 6 -9.907 -8.606 -4.403 -5.085 -5.102 -0.167
+ IL 396 396 5 396 6 -3.206 -2.719 -0.571 -5.124 -5.900 -5.561 0.000 0.000 0.000 0.000
+ IR 397 397 6 397 5 -2.489 -0.464 -6.001 -4.168 -5.274 0.000 0.000 0.000 0.000
+ [ MATP 117 ]
+ MP 398 397 6 402 6 -9.121 -9.060 -0.021 -7.836 -8.116 -8.511 -2.722 -2.258 -2.191 1.999 -2.882 -3.256 0.796 -2.854 -2.911 2.357 -2.902 -0.075 0.919 -2.672 -0.750 -1.626
+ ML 399 397 6 402 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 400 397 6 402 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 401 397 6 402 6 -9.907 -8.606 -4.403 -5.085 -5.102 -0.167
+ IL 402 402 5 402 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 403 403 6 403 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 118 ]
+ MP 404 403 6 408 6 -9.121 -4.805 -0.082 -7.836 -6.576 -8.511 -2.714 -1.558 -3.054 1.815 -2.752 -3.235 1.050 -2.848 -2.880 2.241 -2.868 -0.260 1.195 -2.642 -0.312 -1.664
+ ML 405 403 6 408 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 406 403 6 408 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 407 403 6 408 6 -9.907 -8.606 -4.403 -5.085 -5.102 -0.167
+ IL 408 408 5 408 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 409 409 6 409 5 -2.519 -0.509 -6.218 -4.386 -4.025 0.000 0.000 0.000 0.000
+ [ MATP 119 ]
+ MP 410 409 6 414 6 -9.099 -9.038 -0.021 -7.815 -8.095 -8.490 -2.011 -2.392 -3.005 1.609 -2.541 -3.248 1.634 -2.845 -2.925 2.043 -2.930 -0.228 1.300 -2.640 -0.633 -1.467
+ ML 411 409 6 414 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 412 409 6 414 6 -7.099 -5.828 -1.737 -5.806 -0.940 -2.879 0.555 -0.612 -0.357 0.131
+ D 413 409 6 414 6 -10.013 -8.711 -4.508 -5.190 -5.207 -0.155
+ IL 414 414 5 414 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 415 415 6 415 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 120 ]
+ MP 416 415 6 420 4 -6.926 -1.136 -1.002 -4.739 -2.415 -2.425 -1.984 1.421 -1.790 -2.919 2.151 -2.503 -2.686 0.901 -2.788 -0.512 1.732 -1.813 -0.137 -1.866
+ ML 417 415 6 420 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 418 415 6 420 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 419 415 6 420 4 -5.567 -2.781 -3.264 -0.455
+ IL 420 420 5 420 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 421 421 6 421 3 -1.485 -1.079 -2.563 0.000 0.000 0.000 0.000
+ [ MATL 121 ]
+ ML 422 421 6 424 3 -7.718 -0.024 -6.372 0.895 -0.826 -0.692 -0.063
+ D 423 421 6 424 3 -8.077 -1.205 -0.830
+ IL 424 424 3 424 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 122 ]
+ ML 425 424 3 427 3 -7.942 -0.148 -3.415 0.244 -0.067 -0.715 0.324
+ D 426 424 3 427 3 -7.454 -1.198 -0.840
+ IL 427 427 3 427 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 123 ]
+ ML 428 427 3 430 3 -7.940 -0.021 -6.594 -0.055 0.214 -1.104 0.498
+ D 429 427 3 430 3 -7.461 -2.974 -0.206
+ IL 430 430 3 430 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 124 ]
+ ML 431 430 3 433 3 -1.088 -0.944 -6.650 0.778 -0.655 -0.732 0.068
+ D 432 430 3 433 3 -3.378 -1.580 -0.812
+ IL 433 433 3 433 3 -1.416 -1.088 -2.691 0.000 0.000 0.000 0.000
+ [ MATR 125 ]
+ MR 434 433 3 436 5 -6.885 -0.045 -6.701 -6.913 -7.805 0.114 -0.317 -0.559 0.522
+ D 435 433 3 436 5 -6.541 -1.040 -4.167 -5.598 -1.230
+ IR 436 436 3 436 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 126 ]
+ MP 437 436 3 441 6 -9.083 -9.023 -0.021 -7.799 -8.079 -8.474 -2.584 -2.146 -2.905 1.873 -2.729 -3.048 0.880 -1.958 -2.103 2.393 -2.754 0.136 0.800 -2.481 -0.837 -2.120
+ ML 438 436 3 441 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 439 436 3 441 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 440 436 3 441 6 -10.218 -8.916 -2.753 -5.395 -5.413 -0.319
+ IL 441 441 5 441 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 442 442 6 442 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 127 ]
+ MP 443 442 6 447 6 -6.569 -9.044 -0.046 -6.921 -6.996 -8.495 -2.914 -1.918 -3.287 1.573 -2.894 -3.428 1.003 -3.096 -3.096 2.386 -2.533 -0.189 1.509 -2.835 -0.741 -2.335
+ ML 444 442 6 447 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 445 442 6 447 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 446 442 6 447 6 -10.049 -8.748 -4.545 -5.227 -5.244 -0.151
+ IL 447 447 5 447 6 -2.698 -2.960 -0.684 -4.616 -5.392 -5.052 0.000 0.000 0.000 0.000
+ IR 448 448 6 448 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 128 ]
+ MP 449 448 6 453 6 -9.093 -9.032 -0.021 -7.809 -8.089 -8.484 -3.358 -2.695 -3.867 2.195 -3.601 -3.966 1.016 -3.513 -3.555 2.169 -3.481 0.603 0.820 -3.398 -0.648 -2.700
+ ML 450 448 6 453 6 -6.321 -6.668 -1.211 -1.076 -6.517 -4.047 0.622 -0.658 -0.157 -0.105
+ MR 451 448 6 453 6 -7.056 -5.785 -1.493 -5.763 -0.897 -3.976 0.586 -0.607 -0.331 0.067
+ D 452 448 6 453 6 -10.049 -8.748 -4.545 -5.227 -5.244 -0.151
+ IL 453 453 5 453 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 454 454 6 454 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 129 ]
+ MP 455 454 6 459 6 -9.105 -9.044 -0.021 -7.821 -8.100 -8.495 -4.969 -3.322 -5.672 0.452 -5.564 -3.810 -0.868 -5.266 -4.086 3.627 -3.998 -1.067 -0.807 -3.847 -2.617 -4.245
+ ML 456 454 6 459 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 457 454 6 459 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 458 454 6 459 6 -10.049 -8.748 -4.545 -5.227 -5.244 -0.151
+ IL 459 459 5 459 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 460 460 6 460 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 130 ]
+ MP 461 460 6 465 4 -6.941 -6.042 -0.066 -5.562 -4.488 -4.857 -3.750 -0.575 -2.364 -4.358 3.534 -4.238 -5.258 -0.573 -3.879 -2.352 0.720 -4.836 -0.796 -3.728
+ ML 462 460 6 465 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 463 460 6 465 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 464 460 6 465 4 -5.521 -5.202 -3.218 -0.245
+ IL 465 465 5 465 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 466 466 6 466 3 -1.347 -0.852 -4.239 0.000 0.000 0.000 0.000
+ [ MATL 131 ]
+ ML 467 466 6 469 3 -7.958 -0.021 -6.612 -0.737 -1.354 -1.656 1.428
+ D 468 466 6 469 3 -7.394 -2.907 -0.216
+ IL 469 469 3 469 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 132 ]
+ ML 470 469 3 472 2 * 0.000 -0.737 -1.354 -1.656 1.428
+ D 471 469 3 472 2 * 0.000
+ IL 472 472 3 472 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 133 ]
+ E 473 472 3 -1 0
+ [ BEGR 134 ]
+ S 474 372 1 475 3 -8.152 -0.018 -6.807
+ IL 475 475 2 475 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 135 ]
+ ML 476 475 2 478 3 -8.152 -0.018 -6.807 1.127 -1.213 -0.294 -0.813
+ D 477 475 2 478 3 -6.174 -1.687 -0.566
+ IL 478 478 3 478 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 136 ]
+ ML 479 478 3 481 5 -3.026 -0.218 -7.074 -7.287 -8.178 -0.103 0.681 -0.780 -0.180
+ D 480 478 3 481 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 481 481 3 481 5 -1.654 -0.683 -4.875 -6.707 -5.980 0.000 0.000 0.000 0.000
+ [ MATP 137 ]
+ MP 482 481 3 486 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -2.357 -2.147 -2.596 1.381 -1.677 -2.838 1.248 -2.459 -2.058 2.265 -2.628 -0.255 1.273 -2.238 -0.393 -1.465
+ ML 483 481 3 486 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 484 481 3 486 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 485 481 3 486 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 486 486 5 486 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 487 487 6 487 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 138 ]
+ MP 488 487 6 492 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -3.344 -3.055 -3.630 1.313 -2.472 -3.946 1.868 -3.487 -3.617 2.005 -3.568 -0.469 1.631 -3.320 -0.056 -2.561
+ ML 489 487 6 492 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 490 487 6 492 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 491 487 6 492 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 492 492 5 492 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 493 493 6 493 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 139 ]
+ MP 494 493 6 498 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -2.955 -2.416 -3.375 1.727 -3.176 -3.048 0.592 -3.146 -2.731 2.644 -3.034 -0.308 0.675 -2.868 0.233 -2.443
+ ML 495 493 6 498 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 496 493 6 498 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 497 493 6 498 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 498 498 5 498 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 499 499 6 499 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 140 ]
+ MP 500 499 6 504 6 -9.188 -9.127 -0.039 -5.888 -8.183 -8.578 -2.272 -2.393 -2.623 1.080 -1.938 -3.028 1.284 -2.602 -2.581 1.471 -2.808 -0.608 1.730 -1.740 1.441 -1.871
+ ML 501 499 6 504 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 502 499 6 504 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 503 499 6 504 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 504 504 5 504 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 505 505 6 505 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 141 ]
+ MP 506 505 6 510 6 -9.169 -9.109 -0.024 -7.213 -8.165 -8.560 -4.061 -3.942 -4.045 0.775 -3.071 -4.536 2.727 -4.039 -4.471 1.031 -4.154 -0.801 1.551 -4.120 0.522 -3.072
+ ML 507 505 6 510 6 -6.487 -6.833 -1.018 -1.242 -6.683 -4.213 0.884 -0.785 -0.465 -0.236
+ MR 508 505 6 510 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 509 505 6 510 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 510 510 5 510 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 511 511 6 511 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 142 ]
+ MP 512 511 6 516 4 -7.141 -7.348 -0.356 -2.284 -2.205 -2.015 -2.381 1.277 -2.036 -2.626 1.521 -1.660 -2.392 1.773 -2.461 0.527 1.264 -2.043 0.068 -1.296
+ ML 513 511 6 516 4 -3.795 -3.977 -0.544 -2.486 0.632 -0.507 -0.337 -0.066
+ MR 514 511 6 516 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 515 511 6 516 4 -4.568 -4.250 -2.265 -0.520
+ IL 516 516 5 516 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 517 517 6 517 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 143 ]
+ ML 518 517 6 520 3 -2.291 -0.349 -6.581 0.181 0.099 -0.588 0.177
+ D 519 517 6 520 3 -6.726 -0.415 -2.056
+ IL 520 520 3 520 3 -2.618 -0.317 -4.856 0.000 0.000 0.000 0.000
+ [ MATR 144 ]
+ MR 521 520 3 523 3 -8.501 -0.503 -1.779 0.214 0.007 -0.755 0.314
+ D 522 520 3 523 3 -6.645 -1.822 -0.500
+ IR 523 523 3 523 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 145 ]
+ MR 524 523 3 526 3 -2.491 -0.569 -2.755 0.256 0.325 -0.921 0.035
+ D 525 523 3 526 3 -2.801 -3.494 -0.381
+ IR 526 526 3 526 3 -2.657 -0.308 -4.895 0.000 0.000 0.000 0.000
+ [ MATR 146 ]
+ MR 527 526 3 529 5 -6.711 -0.051 -6.526 -6.738 -7.630 0.345 -1.046 0.565 -0.385
+ D 528 526 3 529 5 -6.824 -0.217 -4.450 -5.881 -3.876
+ IR 529 529 3 529 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 147 ]
+ MP 530 529 3 534 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -1.848 -2.498 -2.555 0.753 -1.911 -2.923 2.460 -1.588 -2.699 0.700 -2.786 -0.552 1.745 -2.328 -0.261 -1.112
+ ML 531 529 3 534 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 532 529 3 534 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 533 529 3 534 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 534 534 5 534 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 535 535 6 535 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 148 ]
+ MP 536 535 6 540 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -2.311 -1.845 -2.027 1.044 -1.994 -2.958 2.296 -2.556 -2.751 1.022 -2.814 -0.676 1.755 -2.366 -0.226 -1.394
+ ML 537 535 6 540 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 538 535 6 540 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 539 535 6 540 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 540 540 5 540 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 541 541 6 541 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 149 ]
+ MP 542 541 6 546 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -3.935 -3.721 -4.202 1.076 -3.086 -4.658 2.084 -4.066 -4.296 1.629 -4.223 -0.886 2.184 -4.003 -0.390 -2.927
+ ML 543 541 6 546 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 544 541 6 546 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 545 541 6 546 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 546 546 5 546 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 547 547 6 547 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 150 ]
+ MP 548 547 6 552 6 -9.188 -9.127 -0.020 -7.904 -8.183 -8.578 -3.249 -2.585 -2.509 1.520 -3.656 -3.799 0.611 -3.542 -3.386 2.909 -3.261 -0.196 0.696 -3.217 -1.135 -2.690
+ ML 549 547 6 552 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 550 547 6 552 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 551 547 6 552 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 552 552 5 552 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 553 553 6 553 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 151 ]
+ MP 554 553 6 558 6 -9.188 -9.127 -0.109 -3.979 -8.183 -8.578 -2.195 -2.561 -3.416 1.624 -2.990 -3.611 1.557 -3.217 -3.231 2.249 -3.156 0.015 1.153 -2.995 -0.610 -2.395
+ ML 555 553 6 558 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 556 553 6 558 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 557 553 6 558 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 558 558 5 558 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 559 559 6 559 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 152 ]
+ MP 560 559 6 564 4 -5.719 -2.692 -0.905 -1.774 -1.103 -1.297 -1.559 1.758 -1.401 -1.350 0.691 -1.407 -0.848 1.393 -1.737 0.526 0.796 -1.229 0.156 -1.167
+ ML 561 559 6 564 4 -4.454 -1.241 -1.203 -3.366 0.578 -0.776 -0.695 0.385
+ MR 562 559 6 564 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 563 559 6 564 4 -4.568 -4.250 -2.265 -0.520
+ IL 564 564 5 564 4 -1.751 -2.124 -1.183 -4.920 0.000 0.000 0.000 0.000
+ IR 565 565 6 565 3 -1.500 -0.732 -4.495 0.000 0.000 0.000 0.000
+ [ MATL 153 ]
+ ML 566 565 6 568 3 -7.774 -0.024 -6.428 0.606 -0.882 0.304 -0.514
+ D 567 565 6 568 3 -7.952 -0.324 -2.344
+ IL 568 568 3 568 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 154 ]
+ ML 569 568 3 571 3 -8.152 -0.018 -6.807 -0.558 -1.079 -1.606 1.333
+ D 570 568 3 571 3 -6.174 -1.687 -0.566
+ IL 571 571 3 571 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 155 ]
+ ML 572 571 3 574 3 -8.152 -0.018 -6.807 -1.278 -1.671 -1.952 1.592
+ D 573 571 3 574 3 -6.174 -1.687 -0.566
+ IL 574 574 3 574 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 156 ]
+ ML 575 574 3 577 3 -8.152 -0.061 -4.731 -0.700 -1.073 1.270 -1.005
+ D 576 574 3 577 3 -6.174 -1.687 -0.566
+ IL 577 577 3 577 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 157 ]
+ ML 578 577 3 580 3 -8.110 -0.019 -6.764 -1.212 1.503 -1.788 -1.167
+ D 579 577 3 580 3 -6.555 -2.068 -0.413
+ IL 580 580 3 580 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 158 ]
+ ML 581 580 3 583 3 -5.545 -0.045 -6.764 1.752 -2.495 -2.346 -1.951
+ D 582 580 3 583 3 -6.555 -2.068 -0.413
+ IL 583 583 3 583 3 -1.506 -0.752 -4.206 0.000 0.000 0.000 0.000
+ [ MATL 159 ]
+ ML 584 583 3 586 3 -8.110 -0.019 -6.764 -0.727 1.190 -1.072 -0.649
+ D 585 583 3 586 3 -6.555 -1.087 -0.947
+ IL 586 586 3 586 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 160 ]
+ ML 587 586 3 589 3 -8.152 -0.018 -6.807 -0.562 -0.997 -0.654 1.128
+ D 588 586 3 589 3 -6.174 -1.687 -0.566
+ IL 589 589 3 589 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 161 ]
+ ML 590 589 3 592 3 -8.152 -0.018 -6.807 0.900 -0.945 -0.678 -0.015
+ D 591 589 3 592 3 -6.174 -1.687 -0.566
+ IL 592 592 3 592 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 162 ]
+ ML 593 592 3 595 2 * 0.000 -0.215 0.591 -0.689 0.017
+ D 594 592 3 595 2 * 0.000
+ IL 595 595 3 595 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 163 ]
+ E 596 595 3 -1 0
+//
+INFERNAL-1 [1.0]
+NAME U3
+GA 55.30
+TC 55.34
+NC 55.13
+STATES 695
+NODES 178
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 21
+EFFNSEQ 12.454
+CLEN 227
+BCOM cmbuild 3.4.12.cm 3.4.12.stk
+BDATE Fri May 23 11:29:57 2008
+CCOM cmcalibrate --mpi -s 33 3.4.12.cm
+CDATE Fri May 23 11:32:03 2008
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.68100 -9.79518 -0.79259 1000000 229886 0.0022
+E-GC 0 0.28684 -37.91762 -21.86293 1000000 16666 0.0100
+E-LI 0 0.62590 -9.16510 0.09438 1000000 164407 0.0030
+E-GI 0 0.32708 -25.67194 -11.59246 1000000 14566 0.0100
+E-LV 0 0.56637 -4.54279 4.95179 97657012 108233 0.0046
+E-GV 0 0.38958 -25.87123 -12.20100 97657012 102774 0.0049
+E-LF 0 0.56245 0.33919 9.88363 97657012 107248 0.0047
+E-GF 0 0.42310 -12.16613 0.42746 97657012 103054 0.0049
+FT-LC 36 0.99000 10000 1000000 0
+ 535.531 424.751 293.883 278.908 249.73 234.086 197.495 152.723 151.826 135.487 101.571 95.1536 72.7947 56.3621 42.4061 39.1373 33.0667 21.9606 17.926 13.0872 11.5738 11.1448 8.74896 6.15499 3.83367 2.55268 2.23381 1.4945 0.941055 0.827235 0.720679 0.616782 0.367348 0.252734 0.237996 2.88961e-12
+ 325.49 277.906 246.529 197.305 156.055 137.427 122.598 109.493 97.2402 86.0191 68.5732 51.4437 45.5586 38.5715 32.0014 26.2091 21.7326 18.8818 16.5533 14.5774 10.4489 9.33723 7.98566 6.48531 5.66958 5.10068 4.29178 3.61929 3.15871 2.61478 2.34185 2.10331 1.82535 1.63666 1.53847 0.153847
+FT-LI 38 0.99000 10000 1000000 0
+ 529.919 458.778 407.017 384.895 332.509 325.056 243.681 199.049 136.396 133.552 116.75 85.434 68.8564 54.7475 45.3455 39.3188 31.5443 26.253 17.0038 14.4462 11.5982 10.3417 9.73706 7.67723 4.60589 3.61984 1.58326 1.439 1.05745 0.679122 0.665686 0.476502 0.377589 0.311258 0.206247 0.190208 3.08894e-11 2.80514e-11
+ 325.49 277.906 246.529 198.976 178.608 156.055 137.427 122.598 109.493 97.2402 86.0191 68.5732 51.4437 45.5586 38.5715 32.0014 26.2091 21.7326 18.8818 16.5533 14.5774 10.4489 9.33723 7.98566 6.48531 5.66958 5.10068 4.29178 3.61929 3.15871 2.61478 2.34185 2.10331 1.82535 1.63666 1.53847 0.168129 0.153847
+FT-GC 2 0.99000 10000 1000000 1
+ 18.0341 9.9477e-05
+ 1.20609 0.120609
+FT-GI 2 0.99000 10000 1000000 1
+ 22.1672 6.30962e-05
+ 1.20609 0.120609
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -8.944 -9.151 -0.013 -7.565
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -9.881 -0.005 -8.535 0.765 -0.163 -0.142 -0.998
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -9.881 -0.005 -8.535 0.531 -1.368 0.226 -0.002
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -9.881 -0.005 -8.535 0.569 -0.152 0.335 -1.494
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -9.881 -0.005 -8.535 0.741 0.610 -1.736 -0.991
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -9.881 -0.005 -8.535 -1.530 1.429 -1.187 -0.939
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 2 -10.472 -0.001 -0.728 -0.729 -0.377 1.016
+ D 19 17 3 20 2 -8.445 -0.004
+ IL 20 20 3 20 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 7 ]
+ B 21 20 3 22 192
+ [ BEGL 8 ]
+ S 22 21 1 23 4 -0.018 -8.161 -7.568 -8.208
+ [ MATP 9 ]
+ MP 23 22 1 27 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -2.680 0.004 -2.955 2.562 -2.659 -3.228 -0.337 -2.802 -2.917 0.783 -3.137 -1.157 1.254 -0.212 0.810 -2.400
+ ML 24 22 1 27 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 25 22 1 27 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 26 22 1 27 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 27 27 5 27 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 28 28 6 28 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 10 ]
+ MP 29 28 6 33 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 1.639 -3.640 -3.469 1.490 -2.555 -4.158 -1.105 0.678 -3.323 -1.927 -3.972 -2.490 -0.103 -3.216 2.544 -2.824
+ ML 30 28 6 33 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 31 28 6 33 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 32 28 6 33 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 33 33 5 33 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 34 34 6 34 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 11 ]
+ MP 35 34 6 39 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 1.491 -2.830 -2.815 1.562 1.622 1.062 -0.853 -2.848 -2.773 -1.198 -3.177 -1.799 -0.083 -2.528 0.849 -2.342
+ ML 36 34 6 39 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 37 34 6 39 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 38 34 6 39 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 39 39 5 39 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 40 40 6 40 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 12 ]
+ MP 41 40 6 45 6 -10.205 -10.145 -0.101 -8.921 -4.002 -9.596 -2.196 -2.377 -0.532 -0.739 1.309 -2.778 1.720 0.299 -2.444 -0.682 -2.731 -1.359 1.034 -2.131 -0.248 1.426
+ ML 42 40 6 45 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 43 40 6 45 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 44 40 6 45 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 45 45 5 45 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 46 46 6 46 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 13 ]
+ MP 47 46 6 51 6 -10.115 -10.054 -0.010 -8.831 -9.111 -9.506 0.236 -2.233 -2.293 -0.675 -1.907 0.363 -0.545 -2.248 -2.304 -0.600 -2.588 -1.241 2.029 1.408 0.884 0.374
+ ML 48 46 6 51 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 49 46 6 51 6 -8.310 -7.039 -0.454 -7.017 -2.151 -5.231 -0.536 -1.127 -1.320 1.294
+ D 50 46 6 51 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 51 51 5 51 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 52 52 6 52 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 14 ]
+ MP 53 52 6 57 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -1.610 -1.544 -1.683 -0.152 0.844 0.073 -0.244 -1.557 0.666 1.004 -1.908 0.286 1.534 0.158 -0.687 -1.407
+ ML 54 52 6 57 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 55 52 6 57 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 56 52 6 57 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 57 57 5 57 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 58 58 6 58 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 15 ]
+ MP 59 58 6 63 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 1.286 1.168 -3.291 1.380 1.585 -3.912 -1.013 -3.447 -3.173 -1.758 -3.758 -2.317 1.861 -3.029 -1.448 -2.690
+ ML 60 58 6 63 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 61 58 6 63 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 62 58 6 63 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 63 63 5 63 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 64 64 6 64 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 16 ]
+ MP 65 64 6 69 4 -8.944 -9.151 -0.013 -7.565 1.200 0.269 -1.661 0.912 -1.537 -1.888 1.605 -0.706 -0.068 0.109 -1.884 -0.573 -0.128 0.178 -0.674 -1.387
+ ML 66 64 6 69 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 67 64 6 69 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 68 64 6 69 4 -4.568 -4.250 -2.265 -0.520
+ IL 69 69 5 69 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 70 70 6 70 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 71 70 6 73 5 -8.868 -0.011 -8.684 -8.896 -9.787 0.353 0.329 -2.238 0.327
+ D 72 70 6 73 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 73 73 3 73 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 74 73 3 78 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 2.060 0.277 -2.844 1.632 -2.667 -3.077 -0.483 -2.710 -2.787 1.402 -2.907 0.784 -0.281 -2.481 -1.345 -2.349
+ ML 75 73 3 78 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 76 73 3 78 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 77 73 3 78 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 78 78 5 78 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 79 79 6 79 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 19 ]
+ MP 80 79 6 84 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -3.032 -2.945 -3.263 -0.317 -3.009 -3.542 -1.017 -3.143 1.348 1.925 1.721 1.675 -0.700 -2.917 -1.749 -2.783
+ ML 81 79 6 84 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 82 79 6 84 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 83 79 6 84 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 84 84 5 84 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 85 85 6 85 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 20 ]
+ MP 86 85 6 90 4 -8.944 -9.151 -0.013 -7.565 -0.351 -1.886 -0.393 -0.077 -1.866 -2.304 -0.388 -1.942 0.149 1.838 -2.266 2.265 -0.152 -1.728 -0.912 -1.723
+ ML 87 85 6 90 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 88 85 6 90 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 89 85 6 90 4 -4.568 -4.250 -2.265 -0.520
+ IL 90 90 5 90 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 91 91 6 91 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 92 91 6 94 3 -9.881 -0.005 -8.535 1.953 -4.873 -4.554 -4.311
+ D 93 91 6 94 3 -6.174 -1.687 -0.566
+ IL 94 94 3 94 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 95 94 3 97 3 -10.200 -0.005 -8.518 -3.740 -3.478 -4.460 1.922
+ D 96 94 3 97 3 -5.620 -0.734 -1.403
+ IL 97 97 3 97 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 23 ]
+ MR 98 97 3 100 3 -10.200 -0.005 -8.518 -0.483 0.326 -1.199 0.674
+ D 99 97 3 100 3 -6.390 -1.568 -0.620
+ IR 100 100 3 100 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 24 ]
+ MR 101 100 3 103 5 -8.868 -0.011 -8.684 -8.896 -9.787 -0.046 -0.431 -2.312 1.062
+ D 102 100 3 103 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 103 103 3 103 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 25 ]
+ MP 104 103 3 108 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -2.887 -3.747 -3.529 -1.682 1.541 2.543 0.555 1.629 -3.363 -2.116 -4.071 -2.601 -0.069 -3.284 -1.527 -2.854
+ ML 105 103 3 108 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 106 103 3 108 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 107 103 3 108 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 108 108 5 108 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 109 109 6 109 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 26 ]
+ MP 110 109 6 114 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 0.515 -2.405 0.286 2.361 -2.081 -2.830 -0.696 -2.435 0.513 -0.684 -2.788 -1.393 -0.124 -2.182 -1.141 1.423
+ ML 111 109 6 114 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 112 109 6 114 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 113 109 6 114 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 114 114 5 114 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 115 115 6 115 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 27 ]
+ MP 116 115 6 120 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -2.917 -3.779 -3.562 -1.693 -2.580 -4.315 -1.136 -3.806 1.135 -2.123 -4.104 0.099 0.966 -3.317 2.680 1.400
+ ML 117 115 6 120 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 118 115 6 120 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 119 115 6 120 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 120 120 5 120 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 121 121 6 121 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 28 ]
+ MP 122 121 6 126 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -3.026 -4.097 -3.777 -1.831 -2.649 -4.687 -1.165 -4.127 -3.560 -2.423 -4.407 -2.873 2.554 1.152 1.518 1.745
+ ML 123 121 6 126 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 124 121 6 126 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 125 121 6 126 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 126 126 5 126 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 127 127 6 127 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 128 127 6 132 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -3.417 -4.488 -4.191 -1.917 -3.022 -5.165 -1.251 -4.536 -3.953 -2.412 -4.818 -3.001 2.322 -3.974 2.266 2.215
+ ML 129 127 6 132 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 130 127 6 132 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 131 127 6 132 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 132 132 5 132 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 133 133 6 133 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 134 133 6 138 4 -8.944 -9.151 -0.013 -7.565 -2.754 -3.418 -3.286 -1.467 0.434 0.391 1.671 2.503 -3.172 -1.746 -3.751 -2.307 1.292 -3.025 -1.441 -2.687
+ ML 135 133 6 138 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 136 133 6 138 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 137 133 6 138 4 -4.568 -4.250 -2.265 -0.520
+ IL 138 138 5 138 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 139 139 6 139 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 140 139 6 142 3 -9.881 -0.005 -8.535 -1.333 -2.951 -3.667 1.763
+ D 141 139 6 142 3 -6.174 -1.687 -0.566
+ IL 142 142 3 142 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 143 142 3 145 3 -10.200 -0.005 -8.518 1.592 -2.710 -2.706 -0.557
+ D 144 142 3 145 3 -5.620 -0.734 -1.403
+ IL 145 145 3 145 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 33 ]
+ MR 146 145 3 148 3 -10.200 -0.005 -8.518 0.460 0.596 -2.248 -0.148
+ D 147 145 3 148 3 -6.390 -1.568 -0.620
+ IR 148 148 3 148 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 34 ]
+ MR 149 148 3 151 5 -8.868 -0.011 -8.684 -8.896 -9.787 -1.986 -2.590 0.639 1.017
+ D 150 148 3 151 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 151 151 3 151 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 35 ]
+ MP 152 151 3 156 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -1.931 -1.990 -2.089 -0.512 -1.821 -2.375 -0.489 -2.005 -2.128 -0.356 0.210 1.344 1.159 1.647 0.814 0.362
+ ML 153 151 3 156 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 154 151 3 156 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 155 151 3 156 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 156 156 5 156 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 157 157 6 157 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 36 ]
+ MP 158 157 6 162 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 2.130 2.654 -4.230 1.689 -3.150 -5.113 -1.561 -4.500 -4.004 -2.360 -4.773 -2.954 -0.512 -3.994 -2.009 -3.454
+ ML 159 157 6 162 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 160 157 6 162 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 161 157 6 162 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 162 162 5 162 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 163 163 6 163 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 37 ]
+ MP 164 163 6 168 6 -10.205 -10.145 -0.010 -8.921 -9.201 -9.596 -3.751 -3.186 -4.175 0.397 -4.049 -4.057 -0.863 -3.979 0.940 3.034 -3.776 1.084 -0.712 -1.093 -2.090 -3.366
+ ML 165 163 6 168 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 166 163 6 168 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 167 163 6 168 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 168 168 5 168 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 169 169 6 169 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 38 ]
+ MP 170 169 6 174 4 -8.944 -9.151 -0.013 -7.565 -2.346 -2.562 -2.624 -0.782 -2.178 -2.992 -0.723 -2.598 -2.611 0.582 -2.924 2.250 1.268 1.345 -1.205 0.879
+ ML 171 169 6 174 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 172 169 6 174 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 173 169 6 174 4 -4.568 -4.250 -2.265 -0.520
+ IL 174 174 5 174 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 175 175 6 175 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 176 175 6 178 3 -9.881 -0.005 -8.535 1.148 -0.528 -1.673 -0.365
+ D 177 175 6 178 3 -6.174 -1.687 -0.566
+ IL 178 178 3 178 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 179 178 3 181 3 -9.881 -0.343 -2.248 -0.084 -0.615 -2.350 1.142
+ D 180 178 3 181 3 -6.174 -1.687 -0.566
+ IL 181 181 3 181 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 182 181 3 184 3 -9.545 -0.007 -8.199 0.264 -0.705 0.307 -0.077
+ D 183 181 3 184 3 -9.219 -0.126 -3.611
+ IL 184 184 3 184 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 185 184 3 187 3 -9.881 -0.005 -8.535 -0.482 0.619 -1.060 0.343
+ D 186 184 3 187 3 -6.174 -1.687 -0.566
+ IL 187 187 3 187 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 188 187 3 190 2 * 0.000 -0.197 -0.790 0.624 0.012
+ D 189 187 3 190 2 * 0.000
+ IL 190 190 3 190 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 44 ]
+ E 191 190 3 -1 0
+ [ BEGR 45 ]
+ S 192 21 1 193 3 -9.881 -0.005 -8.535
+ IL 193 193 2 193 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 194 193 2 196 3 -9.881 -0.005 -8.535 -0.124 0.460 -0.463 -0.028
+ D 195 193 2 196 3 -6.174 -1.687 -0.566
+ IL 196 196 3 196 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 197 196 3 199 3 -9.881 -0.005 -8.535 1.066 -0.871 -0.833 -0.324
+ D 198 196 3 199 3 -6.174 -1.687 -0.566
+ IL 199 199 3 199 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
+ ML 200 199 3 202 3 -9.881 -0.005 -8.535 0.488 -0.221 0.143 -0.654
+ D 201 199 3 202 3 -6.174 -1.687 -0.566
+ IL 202 202 3 202 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
+ ML 203 202 3 205 3 -9.881 -0.005 -8.535 0.527 -0.958 0.089 -0.028
+ D 204 202 3 205 3 -6.174 -1.687 -0.566
+ IL 205 205 3 205 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
+ ML 206 205 3 208 3 -9.881 -0.005 -8.535 -0.122 0.935 -0.294 -1.500
+ D 207 205 3 208 3 -6.174 -1.687 -0.566
+ IL 208 208 3 208 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
+ ML 209 208 3 211 3 -9.881 -0.005 -8.535 1.003 -0.782 -2.285 0.273
+ D 210 208 3 211 3 -6.174 -1.687 -0.566
+ IL 211 211 3 211 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 212 211 3 214 3 -9.881 -0.005 -8.535 0.557 0.310 -1.280 -0.188
+ D 213 211 3 214 3 -6.174 -1.687 -0.566
+ IL 214 214 3 214 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 215 214 3 217 3 -9.881 -0.005 -8.535 -0.967 0.583 0.030 -0.045
+ D 216 214 3 217 3 -6.174 -1.687 -0.566
+ IL 217 217 3 217 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 218 217 3 220 3 -9.881 -0.005 -8.535 -0.174 0.441 -1.564 0.504
+ D 219 217 3 220 3 -6.174 -1.687 -0.566
+ IL 220 220 3 220 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 221 220 3 223 3 -1.773 -1.298 -1.733 0.333 0.195 -0.064 -0.645
+ D 222 220 3 223 3 -6.174 -1.687 -0.566
+ IL 223 223 3 223 3 -0.741 -1.341 -7.130 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 224 223 3 226 3 -9.370 -0.008 -8.024 1.184 0.180 -2.153 -1.433
+ D 225 223 3 226 3 -9.686 -0.702 -1.380
+ IL 226 226 3 226 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 227 226 3 229 3 -9.719 -0.006 -8.373 1.948 -4.700 -4.400 -4.147
+ D 228 226 3 229 3 -8.409 -3.922 -0.103
+ IL 229 229 3 229 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 230 229 3 232 5 -8.713 -0.352 -2.246 -8.740 -9.632 1.095 -1.244 0.144 -1.573
+ D 231 229 3 232 5 -6.585 -2.429 -5.846 -4.221 -0.448
+ IL 232 232 3 232 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 59 ]
+ MP 233 232 3 237 6 -9.851 -9.791 -0.013 -8.567 -8.847 -9.242 -6.208 -6.434 -4.342 -1.800 -4.032 -4.952 3.745 -5.054 -8.068 -1.726 -4.374 -3.627 0.328 -6.950 -1.408 -5.151
+ ML 234 232 3 237 6 -8.572 -8.919 -3.633 -0.152 -8.768 -6.298 -1.843 1.707 -2.681 -1.730
+ MR 235 232 3 237 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 236 232 3 237 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 237 237 5 237 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 238 238 6 238 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 60 ]
+ MP 239 238 6 243 6 -9.851 -9.791 -0.013 -8.567 -8.847 -9.242 -5.679 -5.681 -5.183 1.009 -4.123 -5.858 3.090 -5.348 -6.384 -0.376 -5.377 -2.178 0.880 -5.991 1.249 -4.388
+ ML 240 238 6 243 6 -8.572 -8.919 -3.633 -0.152 -8.768 -6.298 -0.596 0.754 -1.437 0.359
+ MR 241 238 6 243 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 242 238 6 243 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 243 243 5 243 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 244 244 6 244 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 61 ]
+ MP 245 244 6 249 6 -9.851 -9.791 -0.013 -8.567 -8.847 -9.242 -4.926 -4.950 -5.235 2.307 -3.832 -5.912 1.745 -5.095 -5.383 0.026 -5.493 -1.771 2.478 -5.114 -1.111 -3.812
+ ML 246 244 6 249 6 -8.572 -8.919 -1.368 -0.754 -8.768 -6.298 1.059 -1.244 -1.392 0.154
+ MR 247 244 6 249 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 248 244 6 249 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 249 249 5 249 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 250 250 6 250 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 62 ]
+ MP 251 250 6 255 4 -8.567 -8.774 -0.017 -7.188 -6.458 -4.598 -7.084 -0.442 -6.509 -5.564 1.556 -6.289 -5.738 3.481 -5.346 -1.916 -0.940 -5.366 -2.500 -5.187
+ ML 252 250 6 255 4 -5.263 -5.445 -0.159 -4.175 -1.036 1.457 -1.862 -1.024
+ MR 253 250 6 255 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 254 250 6 255 4 -6.419 -6.100 -4.116 -0.126
+ IL 255 255 5 255 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 256 256 6 256 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
+ ML 257 256 6 259 3 -9.719 -0.006 -8.373 -2.889 -4.337 1.901 -3.617
+ D 258 256 6 259 3 -8.409 -0.229 -2.800
+ IL 259 259 3 259 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
+ ML 260 259 3 262 3 -9.881 -0.005 -8.535 1.277 -2.349 -2.499 0.268
+ D 261 259 3 262 3 -6.174 -1.687 -0.566
+ IL 262 262 3 262 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
+ ML 263 262 3 265 3 -9.881 -0.005 -8.535 -2.485 -2.807 -0.601 1.594
+ D 264 262 3 265 3 -6.174 -1.687 -0.566
+ IL 265 265 3 265 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 266 265 3 268 3 -9.881 -0.005 -8.535 -3.039 -4.488 1.911 -3.771
+ D 267 265 3 268 3 -6.174 -1.687 -0.566
+ IL 268 268 3 268 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 269 268 3 271 3 -9.881 -0.005 -8.535 1.953 -4.873 -4.554 -4.311
+ D 270 268 3 271 3 -6.174 -1.687 -0.566
+ IL 271 271 3 271 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
+ ML 272 271 3 274 3 -9.881 -0.005 -8.535 -0.300 -1.503 -1.729 1.341
+ D 273 271 3 274 3 -6.174 -1.687 -0.566
+ IL 274 274 3 274 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 69 ]
+ ML 275 274 3 277 3 -9.881 -0.005 -8.535 -3.039 -4.488 1.911 -3.771
+ D 276 274 3 277 3 -6.174 -1.687 -0.566
+ IL 277 277 3 277 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 70 ]
+ ML 278 277 3 280 3 -9.881 -0.005 -8.535 1.882 -2.955 -3.600 -3.273
+ D 279 277 3 280 3 -6.174 -1.687 -0.566
+ IL 280 280 3 280 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
+ ML 281 280 3 283 3 -9.881 -0.005 -8.535 -0.460 0.042 0.406 -0.123
+ D 282 280 3 283 3 -6.174 -1.687 -0.566
+ IL 283 283 3 283 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 72 ]
+ ML 284 283 3 286 3 -9.881 -0.005 -8.535 0.573 -0.308 -0.498 -0.004
+ D 285 283 3 286 3 -6.174 -1.687 -0.566
+ IL 286 286 3 286 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 73 ]
+ ML 287 286 3 289 3 -0.684 -2.065 -2.849 -1.070 0.690 0.675 -1.673
+ D 288 286 3 289 3 -6.174 -1.687 -0.566
+ IL 289 289 3 289 3 -4.130 -0.098 -6.830 0.000 0.000 0.000 0.000
+ [ MATL 74 ]
+ ML 290 289 3 292 3 -9.670 -0.006 -8.324 -0.294 0.631 -2.099 0.488
+ D 291 289 3 292 3 -8.698 -1.543 -0.612
+ IL 292 292 3 292 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 75 ]
+ ML 293 292 3 295 3 -1.213 -1.256 -2.738 1.173 -2.100 -0.909 -0.030
+ D 294 292 3 295 3 -0.600 -2.260 -2.929
+ IL 295 295 3 295 3 -1.207 -1.088 -3.375 0.000 0.000 0.000 0.000
+ [ MATR 76 ]
+ MR 296 295 3 298 3 -9.839 -0.007 -8.156 1.939 -4.475 -4.199 -3.930
+ D 297 295 3 298 3 -9.323 -4.501 -0.068
+ IR 298 298 3 298 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 77 ]
+ MR 299 298 3 301 3 -9.839 -0.007 -8.156 -2.263 -3.623 1.740 -1.434
+ D 300 298 3 301 3 -9.323 -4.501 -0.068
+ IR 301 301 3 301 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 78 ]
+ MR 302 301 3 304 3 -9.839 -0.007 -8.156 -2.472 -2.652 -1.467 1.722
+ D 303 301 3 304 3 -9.323 -4.501 -0.068
+ IR 304 304 3 304 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 79 ]
+ MR 305 304 3 307 3 -9.839 -0.178 -3.119 -3.145 1.833 -4.125 -1.911
+ D 306 304 3 307 3 -9.323 -4.501 -0.068
+ IR 307 307 3 307 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 80 ]
+ MR 308 307 3 310 3 -9.668 -0.191 -3.025 -2.614 -2.677 -2.200 1.792
+ D 309 307 3 310 3 -9.746 -4.924 -0.050
+ IR 310 310 3 310 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 81 ]
+ MR 311 310 3 313 3 -2.573 -1.022 -1.559 -1.793 -3.588 1.803 -2.846
+ D 312 310 3 313 3 -2.281 -5.235 -0.381
+ IR 313 313 3 313 3 -3.608 -0.151 -5.847 0.000 0.000 0.000 0.000
+ [ MATR 82 ]
+ MR 314 313 3 316 5 -7.874 -0.023 -7.689 -7.901 -8.793 0.444 -0.038 -0.814 0.133
+ D 315 313 3 316 5 -8.604 -3.959 -1.308 -0.973 -5.656
+ IR 316 316 3 316 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 83 ]
+ MP 317 316 3 321 6 -9.527 -9.467 -0.016 -8.243 -8.523 -8.918 -2.654 -2.308 0.840 1.093 -2.840 -3.143 0.069 -2.775 -2.809 2.559 -2.844 1.089 0.173 -2.544 -1.100 -2.301
+ ML 318 316 3 321 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -1.197 1.427 -1.227 -1.161
+ MR 319 316 3 321 6 -9.626 -8.355 -4.264 -8.333 -0.105 -6.547 -1.054 -1.551 -0.658 1.347
+ D 320 316 3 321 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 321 321 5 321 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 322 322 6 322 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 84 ]
+ MP 323 322 6 327 6 -9.527 -9.467 -0.016 -8.243 -8.523 -8.918 -4.984 -4.979 -4.792 -0.078 -3.721 -5.452 3.094 -4.860 -5.505 -0.011 -4.966 1.041 1.350 -5.207 -0.901 -3.869
+ ML 324 322 6 327 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -1.838 -2.091 -2.613 1.732
+ MR 325 322 6 327 6 -9.626 -8.355 -0.166 -8.333 -3.467 -6.547 0.289 0.174 -1.386 0.342
+ D 326 322 6 327 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 327 327 5 327 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 328 328 6 328 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 85 ]
+ MP 329 328 6 333 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -5.266 -5.189 -4.871 -0.763 -4.170 -5.451 3.202 0.554 -5.750 1.534 -4.928 -2.400 0.023 -5.473 -1.516 -4.388
+ ML 330 328 6 333 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -1.059 -1.526 -1.131 1.442
+ MR 331 328 6 333 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 332 328 6 333 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 333 333 5 333 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 334 334 6 334 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 86 ]
+ MP 335 334 6 339 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -4.591 -4.754 -4.761 1.107 -3.337 -5.392 2.313 -4.732 -5.070 0.070 -5.070 -1.661 2.465 -4.643 0.602 -3.388
+ ML 336 334 6 339 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -1.838 -2.091 -2.613 1.732
+ MR 337 334 6 339 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 338 334 6 339 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 339 339 5 339 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 340 340 6 340 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 87 ]
+ MP 341 340 6 345 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -3.979 -4.290 -4.219 0.320 -0.851 -4.845 2.159 -4.269 -4.452 0.806 -4.541 -1.499 2.705 -4.047 -0.810 -2.934
+ ML 342 340 6 345 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -2.116 1.759 -2.964 -1.965
+ MR 343 340 6 345 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 344 340 6 345 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 345 345 5 345 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 346 346 6 346 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 88 ]
+ MP 347 346 6 351 6 -9.948 -3.686 -0.128 -8.663 -8.943 -9.338 -4.523 -4.577 -4.662 1.089 -3.262 -5.239 2.385 -4.616 -4.974 1.167 -4.898 -1.545 2.128 -4.516 0.238 -3.271
+ ML 348 346 6 351 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -0.691 0.074 -1.521 0.985
+ MR 349 346 6 351 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 350 346 6 351 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 351 351 5 351 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 352 352 6 352 5 -3.270 -0.252 -6.782 -4.949 -6.055 0.000 0.000 0.000 0.000
+ [ MATP 89 ]
+ MP 353 352 6 357 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -4.153 -4.084 -4.486 0.441 -3.295 -4.978 1.853 -4.425 -4.538 2.127 -4.538 -1.384 2.214 -4.226 -1.016 -0.591
+ ML 354 352 6 357 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -0.965 -0.569 -1.788 1.336
+ MR 355 352 6 357 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 356 352 6 357 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 357 357 5 357 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 358 358 6 358 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 90 ]
+ MP 359 358 6 363 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -4.994 -4.946 -5.124 0.032 -3.736 -5.709 2.380 -4.996 -5.440 1.227 -5.373 -0.099 1.744 -5.027 1.474 -3.726
+ ML 360 358 6 363 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -2.116 1.759 -2.964 -1.965
+ MR 361 358 6 363 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 362 358 6 363 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 363 363 5 363 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 364 364 6 364 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 91 ]
+ MP 365 364 6 369 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -4.318 -3.484 -5.056 2.042 -4.778 -5.107 0.292 -4.669 -4.498 2.223 -4.248 0.119 2.022 -4.448 -1.559 -3.528
+ ML 366 364 6 369 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -0.628 -1.272 0.489 0.619
+ MR 367 364 6 369 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 368 364 6 369 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 369 369 5 369 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 370 370 6 370 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 92 ]
+ MP 371 370 6 375 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -5.207 -4.672 -5.543 0.202 -4.340 -5.954 2.460 -5.244 -5.537 2.232 -5.340 0.273 1.435 -5.304 -1.242 -3.997
+ ML 372 370 6 375 6 -8.750 -9.096 -3.811 -0.134 -8.946 -6.476 -2.116 1.759 -2.964 -1.965
+ MR 373 370 6 375 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 374 370 6 375 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 375 375 5 375 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 376 376 6 376 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 93 ]
+ MP 377 376 6 381 6 -9.948 -9.887 -0.012 -8.663 -8.943 -9.338 -6.565 -6.445 -4.783 0.362 -4.408 -5.417 3.697 -5.376 -7.964 -1.580 -4.794 -3.298 -0.393 -7.191 -1.612 -5.301
+ ML 378 376 6 381 6 -8.750 -9.096 -1.917 -0.478 -8.946 -6.476 -0.646 0.679 0.195 -0.700
+ MR 379 376 6 381 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 380 376 6 381 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 381 381 5 381 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 382 382 6 382 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 94 ]
+ MP 383 382 6 387 4 -8.665 -8.872 -0.465 -1.885 -6.350 -6.348 -5.039 -1.533 -4.527 -5.712 3.473 -5.534 -7.335 -1.474 -5.083 -3.131 -0.419 -6.937 1.642 -5.231
+ ML 384 382 6 387 4 -5.628 -5.810 -0.817 -1.343 -0.367 -0.206 0.500 -0.084
+ MR 385 382 6 387 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 386 382 6 387 4 -4.568 -4.250 -2.265 -0.520
+ IL 387 387 5 387 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 388 388 6 388 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 95 ]
+ ML 389 388 6 391 3 -1.596 -0.588 -8.026 0.926 -0.180 -0.753 -0.679
+ D 390 388 6 391 3 -9.682 -0.090 -4.074
+ IL 391 391 3 391 3 -3.040 -0.218 -5.740 0.000 0.000 0.000 0.000
+ [ MATL 96 ]
+ ML 392 391 3 394 3 -9.881 -0.005 -8.535 -1.359 -1.812 1.676 -2.946
+ D 393 391 3 394 3 -6.174 -1.687 -0.566
+ IL 394 394 3 394 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 97 ]
+ ML 395 394 3 397 3 -9.881 -0.005 -8.535 1.618 -1.568 -1.402 -2.222
+ D 396 394 3 397 3 -6.174 -1.687 -0.566
+ IL 397 397 3 397 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 98 ]
+ ML 398 397 3 400 3 -9.881 -0.005 -8.535 -1.234 -3.995 1.768 -3.238
+ D 399 397 3 400 3 -6.174 -1.687 -0.566
+ IL 400 400 3 400 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 99 ]
+ ML 401 400 3 403 3 -9.881 -0.005 -8.535 -0.616 0.866 -0.873 -0.030
+ D 402 400 3 403 3 -6.174 -1.687 -0.566
+ IL 403 403 3 403 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 100 ]
+ ML 404 403 3 406 3 -9.881 -0.005 -8.535 -1.234 -3.995 1.768 -3.238
+ D 405 403 3 406 3 -6.174 -1.687 -0.566
+ IL 406 406 3 406 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 101 ]
+ ML 407 406 3 409 3 -9.881 -0.005 -8.535 -0.064 -2.067 -0.911 1.184
+ D 408 406 3 409 3 -6.174 -1.687 -0.566
+ IL 409 409 3 409 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 102 ]
+ ML 410 409 3 412 3 -9.881 -0.005 -8.535 -2.575 -1.601 1.764 -3.244
+ D 411 409 3 412 3 -6.174 -1.687 -0.566
+ IL 412 412 3 412 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 103 ]
+ ML 413 412 3 415 3 -9.881 -0.005 -8.535 1.542 -2.947 -0.373 -2.425
+ D 414 412 3 415 3 -6.174 -1.687 -0.566
+ IL 415 415 3 415 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 104 ]
+ ML 416 415 3 418 3 -9.881 -0.005 -8.535 0.694 -0.519 -1.027 0.255
+ D 417 415 3 418 3 -6.174 -1.687 -0.566
+ IL 418 418 3 418 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 105 ]
+ ML 419 418 3 421 3 -9.881 -0.258 -2.618 0.337 -2.020 0.167 0.452
+ D 420 418 3 421 3 -6.174 -1.687 -0.566
+ IL 421 421 3 421 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 106 ]
+ ML 422 421 3 424 3 -9.629 -0.006 -8.283 -0.126 0.336 -0.808 0.322
+ D 423 421 3 424 3 -8.895 -0.159 -3.286
+ IL 424 424 3 424 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 107 ]
+ ML 425 424 3 427 3 -10.200 -0.505 -1.764 -0.304 1.060 -0.702 -1.029
+ D 426 424 3 427 3 -5.620 -0.734 -1.403
+ IL 427 427 3 427 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 108 ]
+ MR 428 427 3 430 2 -1.253 -0.785 -2.148 -2.429 -1.207 1.658
+ D 429 427 3 430 2 -7.772 -0.007
+ IR 430 430 3 430 2 -0.327 -2.303 0.000 0.000 0.000 0.000
+ [ BIF 109 ]
+ B 431 430 3 432 563
+ [ BEGL 110 ]
+ S 432 431 1 433 4 -0.763 -1.666 -7.568 -3.470
+ [ MATP 111 ]
+ MP 433 432 1 437 4 -1.350 -8.161 -2.272 -1.332 -2.475 -2.113 -2.736 1.719 -2.668 -2.906 0.207 -2.547 -0.559 2.150 -2.645 1.024 0.279 -2.332 0.658 -2.120
+ ML 434 432 1 437 4 -6.534 -6.717 -0.814 -1.283 0.882 -1.934 0.590 -1.361
+ MR 435 432 1 437 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 436 432 1 437 4 -6.419 -6.100 -4.116 -0.126
+ IL 437 437 5 437 4 -0.036 -9.740 -5.417 -12.225 0.000 0.000 0.000 0.000
+ IR 438 438 6 438 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 112 ]
+ ML 439 438 6 441 3 -8.964 -0.010 -7.619 -0.455 1.450 -2.420 -1.511
+ D 440 438 6 441 3 -10.296 -5.809 -0.027
+ IL 441 441 3 441 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 113 ]
+ ML 442 441 3 444 3 -8.964 -0.010 -7.619 -2.292 -3.682 1.844 -2.972
+ D 443 441 3 444 3 -10.296 -5.809 -0.027
+ IL 444 444 3 444 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 114 ]
+ ML 445 444 3 447 3 -8.964 -0.010 -7.619 -1.582 -2.542 1.491 -0.548
+ D 446 444 3 447 3 -10.296 -2.429 -0.298
+ IL 447 447 3 447 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 115 ]
+ ML 448 447 3 450 5 -8.197 -0.219 -2.918 -8.225 -9.116 -1.289 1.056 -2.124 0.359
+ D 449 447 3 450 5 -8.062 -0.990 -7.323 -5.698 -1.098
+ IL 450 450 3 450 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 116 ]
+ MP 451 450 3 455 6 -9.879 -9.819 -0.080 -8.595 -4.399 -9.270 -3.107 -2.764 -3.442 1.523 0.864 -3.649 0.270 -3.265 -3.292 2.290 -3.315 0.838 0.983 -3.038 -1.232 -2.678
+ ML 452 450 3 455 6 -7.698 -8.044 -2.758 -0.293 -7.894 -5.423 -0.536 -1.127 -1.320 1.294
+ MR 453 450 3 455 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 454 450 3 455 6 -11.665 -10.364 -6.161 -1.356 -6.860 -0.772
+ IL 455 455 5 455 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 456 456 6 456 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 117 ]
+ MP 457 456 6 461 4 -8.355 -8.562 -0.020 -6.976 -1.667 -0.158 -1.799 1.274 0.694 -2.073 1.854 -1.703 -1.854 0.203 -2.046 -0.624 0.571 0.530 -0.536 -1.442
+ ML 458 456 6 461 4 -5.629 -5.811 -0.122 -4.541 1.788 -2.683 -2.606 -2.145
+ MR 459 456 6 461 4 -5.830 -4.859 -0.603 -1.787 -0.119 -0.858 -0.918 0.999
+ D 460 456 6 461 4 -6.419 -6.100 -4.116 -0.126
+ IL 461 461 5 461 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 462 462 6 462 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 118 ]
+ ML 463 462 6 465 3 -9.719 -0.006 -8.373 -0.388 -1.044 0.485 0.434
+ D 464 462 6 465 3 -8.409 -3.922 -0.103
+ IL 465 465 3 465 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 119 ]
+ ML 466 465 3 468 3 -9.719 -0.276 -2.533 -0.832 0.517 -0.058 0.066
+ D 467 465 3 468 3 -8.409 -3.922 -0.103
+ IL 468 468 3 468 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 120 ]
+ ML 469 468 3 471 3 -9.779 -0.188 -3.048 0.804 -1.734 -0.722 0.430
+ D 470 468 3 471 3 -8.316 -0.761 -1.298
+ IL 471 471 3 471 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 121 ]
+ MR 472 471 3 474 3 -9.893 -0.006 -8.211 -1.010 -2.178 1.044 0.288
+ D 473 471 3 474 3 -9.144 -4.321 -0.077
+ IR 474 474 3 474 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 122 ]
+ MR 475 474 3 477 5 -8.568 -0.014 -8.383 -8.595 -9.487 -0.732 -1.573 -2.651 1.537
+ D 476 474 3 477 5 -7.429 -1.019 -5.055 -6.486 -1.122
+ IR 477 477 3 477 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 123 ]
+ MP 478 477 3 482 6 -10.090 -10.029 -0.084 -8.806 -4.290 -9.480 0.253 -1.452 -1.591 0.411 -1.461 -0.448 -0.163 -0.447 -1.662 0.173 -1.816 -0.505 1.223 0.947 0.095 1.199
+ ML 479 477 3 482 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 480 477 3 482 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 481 477 3 482 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 482 482 5 482 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 483 483 6 483 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 124 ]
+ MP 484 483 6 488 6 -10.017 -9.956 -0.070 -4.584 -9.013 -9.408 -0.391 -1.553 -1.687 -0.021 -1.514 1.018 1.153 -1.569 -1.753 1.136 -1.916 -0.563 0.611 -1.366 1.021 0.361
+ ML 485 483 6 488 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 486 483 6 488 6 -8.075 -6.804 -2.712 -0.893 -1.916 -4.995 -0.429 -1.446 1.223 -0.847
+ D 487 483 6 488 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 488 488 5 488 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 489 489 6 489 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 125 ]
+ MP 490 489 6 494 6 -9.959 -9.898 -0.012 -8.675 -8.955 -9.350 0.063 -1.823 -0.482 1.152 -1.706 -2.214 1.294 -1.847 -2.047 1.057 -2.184 -0.632 1.465 -1.649 0.090 0.204
+ ML 491 489 6 494 6 -7.962 -8.308 -3.023 -0.240 -8.158 -5.688 -0.921 1.404 -1.747 -0.924
+ MR 492 489 6 494 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 493 489 6 494 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 494 494 5 494 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 495 495 6 495 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 126 ]
+ MP 496 495 6 500 6 -9.959 -9.898 -0.012 -8.675 -8.955 -9.350 0.224 -1.391 -1.559 0.807 -1.448 -0.370 0.885 -1.425 -1.626 1.723 -1.764 0.245 0.064 0.367 0.200 -1.272
+ ML 497 495 6 500 6 -7.962 -8.308 -3.023 -0.240 -8.158 -5.688 -0.257 -0.074 0.563 -0.442
+ MR 498 495 6 500 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 499 495 6 500 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 500 500 5 500 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 501 501 6 501 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 127 ]
+ MP 502 501 6 506 4 -8.584 -8.791 -0.565 -1.648 -1.573 -1.497 -1.656 1.268 -1.508 -1.887 0.540 0.312 -1.721 0.446 -0.412 1.147 0.723 -1.331 1.134 -1.351
+ ML 503 501 6 506 4 -5.189 -5.371 -0.168 -4.101 -0.283 0.073 -1.137 0.741
+ MR 504 501 6 506 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 505 501 6 506 4 -6.419 -6.100 -4.116 -0.126
+ IL 506 506 5 506 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 507 507 6 507 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 128 ]
+ ML 508 507 6 510 3 -9.604 -0.268 -2.574 -0.137 -0.691 -0.133 0.641
+ D 509 507 6 510 3 -8.678 -0.554 -1.660
+ IL 510 510 3 510 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 129 ]
+ MR 511 510 3 513 5 -8.531 -0.101 -4.034 -8.558 -9.450 0.003 -1.057 -1.294 1.077
+ D 512 510 3 513 5 -7.544 -0.910 -5.170 -6.601 -1.237
+ IR 513 513 3 513 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 130 ]
+ MP 514 513 3 518 6 -10.035 -9.974 -0.071 -4.541 -9.030 -9.425 -1.592 -1.490 -1.667 0.641 -1.554 -1.888 -0.054 -0.100 0.118 1.731 0.150 0.172 1.271 -1.339 0.131 -1.372
+ ML 515 513 3 518 6 -7.237 -7.584 -0.517 -1.992 -7.433 -4.963 -0.078 0.760 -0.938 -0.257
+ MR 516 513 3 518 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 517 513 3 518 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 518 518 5 518 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 519 519 6 519 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 131 ]
+ MP 520 519 6 524 6 -10.032 -9.972 -0.011 -8.748 -9.028 -9.423 -1.817 -0.403 -1.916 1.195 -1.676 0.141 0.987 -1.804 -1.985 0.210 -2.146 -0.689 1.625 -1.599 0.323 0.849
+ ML 521 519 6 524 6 -7.270 -7.616 -2.330 -0.410 -7.466 -4.995 -0.109 0.795 -0.966 -0.277
+ MR 522 519 6 524 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 523 519 6 524 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 524 524 5 524 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 525 525 6 525 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 132 ]
+ MP 526 525 6 530 6 -10.032 -9.972 -0.011 -8.748 -9.028 -9.423 -2.135 -2.385 -2.417 0.891 0.949 -2.797 -0.377 -0.347 -2.410 -0.659 -2.737 -1.342 1.536 -2.120 1.460 1.411
+ ML 527 525 6 530 6 -7.270 -7.616 -0.503 -2.025 -7.466 -4.995 -0.119 -0.858 -0.918 0.999
+ MR 528 525 6 530 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 529 525 6 530 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 530 530 5 530 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 531 531 6 531 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 133 ]
+ MP 532 531 6 536 6 -10.090 -10.029 -0.011 -8.806 -9.085 -9.480 -3.643 -3.019 -4.192 0.956 -4.219 -4.262 -0.307 -3.929 -3.793 2.783 -0.059 0.315 0.904 -3.645 0.678 -3.165
+ ML 533 531 6 536 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 534 531 6 536 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 535 531 6 536 6 -10.971 -9.669 -5.466 -6.148 -6.166 -0.078
+ IL 536 536 5 536 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 537 537 6 537 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 134 ]
+ MP 538 537 6 542 4 -8.779 -8.986 -0.015 -7.400 -2.264 -2.110 -2.385 0.897 -2.171 0.402 1.403 -0.077 -2.420 1.850 -2.518 0.043 1.222 -2.047 -0.893 -1.935
+ ML 539 537 6 542 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 540 537 6 542 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 541 537 6 542 4 -6.419 -6.100 -4.116 -0.126
+ IL 542 542 5 542 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 543 543 6 543 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 135 ]
+ ML 544 543 6 546 3 -9.719 -0.006 -8.373 0.313 -0.657 -0.826 0.641
+ D 545 543 6 546 3 -8.409 -3.922 -0.103
+ IL 546 546 3 546 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 136 ]
+ ML 547 546 3 549 3 -9.719 -0.006 -8.373 -2.029 -0.799 -1.863 1.539
+ D 548 546 3 549 3 -8.409 -3.922 -0.103
+ IL 549 549 3 549 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 137 ]
+ ML 550 549 3 552 3 -9.719 -0.164 -3.236 -1.300 0.154 -0.119 0.642
+ D 551 549 3 552 3 -8.409 -3.922 -0.103
+ IL 552 552 3 552 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 138 ]
+ ML 553 552 3 555 3 -0.955 -1.057 -8.216 -0.486 0.067 -0.432 0.583
+ D 554 552 3 555 3 -9.160 -1.167 -0.855
+ IL 555 555 3 555 3 -3.648 -0.139 -6.348 0.000 0.000 0.000 0.000
+ [ MATL 139 ]
+ ML 556 555 3 558 3 -9.719 -0.006 -8.373 0.363 -1.286 -0.142 0.483
+ D 557 555 3 558 3 -8.409 -3.922 -0.103
+ IL 558 558 3 558 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 140 ]
+ ML 559 558 3 561 2 * 0.000 -0.204 -1.924 -0.465 1.100
+ D 560 558 3 561 2 * 0.000
+ IL 561 561 3 561 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 141 ]
+ E 562 561 3 -1 0
+ [ BEGR 142 ]
+ S 563 431 1 564 3 -9.881 -0.973 -1.030
+ IL 564 564 2 564 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 143 ]
+ ML 565 564 2 567 3 -8.918 -0.011 -7.572 0.539 -1.354 -0.855 0.681
+ D 566 564 2 567 3 -10.344 -5.857 -0.026
+ IL 567 567 3 567 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 144 ]
+ ML 568 567 3 570 3 -8.918 -0.011 -7.572 -0.343 0.087 -1.641 0.871
+ D 569 567 3 570 3 -10.344 -5.857 -0.026
+ IL 570 570 3 570 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 145 ]
+ ML 571 570 3 573 3 -1.411 -0.693 -7.572 0.453 -1.467 -1.716 0.975
+ D 572 570 3 573 3 -10.344 -0.056 -4.736
+ IL 573 573 3 573 3 -0.292 -2.486 -7.802 0.000 0.000 0.000 0.000
+ [ MATL 146 ]
+ ML 574 573 3 576 3 -9.881 -0.005 -8.535 -3.039 -4.488 1.911 -3.771
+ D 575 573 3 576 3 -6.174 -1.687 -0.566
+ IL 576 576 3 576 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 147 ]
+ ML 577 576 3 579 3 -9.881 -0.005 -8.535 1.953 -4.873 -4.554 -4.311
+ D 578 576 3 579 3 -6.174 -1.687 -0.566
+ IL 579 579 3 579 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 148 ]
+ ML 580 579 3 582 3 -9.881 -0.005 -8.535 -2.663 -2.894 -0.906 1.666
+ D 581 579 3 582 3 -6.174 -1.687 -0.566
+ IL 582 582 3 582 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 149 ]
+ ML 583 582 3 585 3 -9.881 -0.005 -8.535 -3.039 -4.488 1.911 -3.771
+ D 584 582 3 585 3 -6.174 -1.687 -0.566
+ IL 585 585 3 585 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 150 ]
+ ML 586 585 3 588 3 -9.881 -0.005 -8.535 1.953 -4.873 -4.554 -4.311
+ D 587 585 3 588 3 -6.174 -1.687 -0.566
+ IL 588 588 3 588 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 151 ]
+ ML 589 588 3 591 3 -9.881 -0.005 -8.535 -0.109 -0.966 -1.029 1.050
+ D 590 588 3 591 3 -6.174 -1.687 -0.566
+ IL 591 591 3 591 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 152 ]
+ ML 592 591 3 594 3 -9.881 -0.005 -8.535 -1.719 1.817 -4.333 -3.009
+ D 593 591 3 594 3 -6.174 -1.687 -0.566
+ IL 594 594 3 594 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 153 ]
+ ML 595 594 3 597 3 -9.881 -0.068 -4.472 -2.458 -3.729 1.647 -0.711
+ D 596 594 3 597 3 -6.174 -1.687 -0.566
+ IL 597 597 3 597 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 154 ]
+ ML 598 597 3 600 5 -2.360 -1.132 -3.932 -8.836 -1.830 -1.593 -0.986 -0.329 1.243
+ D 599 597 3 600 5 -5.833 -0.383 -5.094 -3.469 -3.382
+ IL 600 600 3 600 5 -0.477 -1.888 -7.287 -9.119 -8.393 0.000 0.000 0.000 0.000
+ [ MATP 155 ]
+ MP 601 600 3 605 6 -9.795 -9.734 -0.013 -8.510 -8.790 -9.185 -4.328 -4.902 -4.863 -0.296 -3.508 -5.730 1.765 -4.921 -4.856 -0.302 -5.371 -1.930 2.609 -4.749 2.064 -3.680
+ ML 602 600 3 605 6 -7.448 -7.794 -0.435 -2.203 -7.644 -5.173 -0.285 -0.958 -1.075 1.131
+ MR 603 600 3 605 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 604 600 3 605 6 -12.108 -10.806 -6.603 -7.285 -7.302 -0.035
+ IL 605 605 5 605 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 606 606 6 606 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 156 ]
+ MP 607 606 6 611 6 -9.879 -9.819 -0.012 -8.595 -8.875 -9.270 -5.350 -5.735 -0.894 0.056 -3.684 -4.737 3.561 -4.758 -6.404 -1.459 -4.220 -3.306 0.065 -5.786 -0.342 -4.523
+ ML 608 606 6 611 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 609 606 6 611 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 610 606 6 611 6 -12.108 -10.806 -6.603 -7.285 -7.302 -0.035
+ IL 611 611 5 611 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 612 612 6 612 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 157 ]
+ MP 613 612 6 617 4 -8.461 -8.668 -0.018 -7.082 -4.826 -5.116 -4.904 -0.213 -3.629 -5.613 2.751 -4.990 -5.382 -0.235 -5.222 -1.955 2.336 -5.068 0.900 -3.791
+ ML 614 612 6 617 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 615 612 6 617 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 616 612 6 617 4 -7.542 -7.223 -5.239 -0.057
+ IL 617 617 5 617 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 618 618 6 618 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 158 ]
+ ML 619 618 6 621 3 -9.409 -0.200 -2.969 -0.846 -1.146 -0.413 1.164
+ D 620 618 6 621 3 -9.600 -5.113 -0.044
+ IL 621 621 3 621 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 159 ]
+ ML 622 621 3 624 3 -9.552 -0.008 -7.870 0.545 0.165 -0.130 -0.984
+ D 623 621 3 624 3 -8.762 -1.820 -0.485
+ IL 624 624 3 624 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 160 ]
+ MR 625 624 3 627 3 -9.738 -0.108 -3.813 0.857 -1.734 -0.278 0.089
+ D 626 624 3 627 3 -9.593 -4.770 -0.056
+ IR 627 627 3 627 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 161 ]
+ MR 628 627 3 630 5 -8.319 -0.385 -8.134 -8.346 -2.156 -0.339 -0.515 -0.877 0.975
+ D 629 627 3 630 5 -8.035 -2.110 -5.661 -7.092 -0.439
+ IR 630 630 3 630 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 162 ]
+ MP 631 630 3 635 6 -9.661 -9.600 -0.183 -3.154 -8.656 -9.051 -2.237 -2.507 -2.522 0.124 -1.865 -2.942 1.343 -0.041 -2.544 0.057 -0.453 -1.072 2.376 -2.244 1.233 -1.922
+ ML 632 630 3 635 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 633 630 3 635 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 634 630 3 635 6 -12.681 -11.379 -0.933 -7.858 -2.200 -1.979
+ IL 635 635 5 635 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 636 636 6 636 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 163 ]
+ MP 637 636 6 641 6 -9.861 -9.800 -0.012 -8.576 -8.856 -9.251 -0.174 -1.497 -1.636 1.049 0.706 -1.875 0.809 -1.514 -1.710 1.294 -1.859 -0.449 1.109 -0.130 0.167 -1.314
+ ML 638 636 6 641 6 -7.898 -8.244 -0.305 -2.653 -8.094 -5.623 -0.974 -1.984 1.512 -1.369
+ MR 639 636 6 641 6 -8.476 -7.205 -0.398 -7.183 -2.317 -5.397 0.772 -1.240 0.308 -0.663
+ D 640 636 6 641 6 -10.790 -9.488 -5.285 -5.967 -0.481 -2.060
+ IL 641 641 5 641 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 642 642 6 642 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 164 ]
+ MP 643 642 6 647 6 -10.109 -10.048 -0.011 -8.825 -9.105 -9.500 -2.369 -2.347 -2.468 0.193 -2.063 -2.749 1.901 -0.740 -2.564 0.912 -0.722 -0.351 1.446 -2.167 1.547 -1.972
+ ML 644 642 6 647 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 645 642 6 647 6 -8.365 -7.094 -3.003 -7.073 -0.266 -5.286 -0.804 -1.804 1.435 -1.195
+ D 646 642 6 647 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 647 647 5 647 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 648 648 6 648 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 165 ]
+ MP 649 648 6 653 6 -10.109 -10.048 -0.179 -3.821 -9.105 -4.556 -4.101 -4.489 1.185 -1.528 -3.302 -4.339 3.311 -4.146 -4.610 0.183 -1.178 -2.914 -0.158 -4.301 -1.423 -3.767
+ ML 650 648 6 653 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 651 648 6 653 6 -8.365 -7.094 -0.435 -7.073 -2.206 -5.286 -0.804 -1.804 1.435 -1.195
+ D 652 648 6 653 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 653 653 5 653 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 654 654 6 654 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 166 ]
+ MP 655 654 6 659 6 -10.049 -9.988 -0.011 -8.765 -9.045 -9.440 -0.249 -3.032 -2.999 1.283 -0.392 -3.482 2.225 -3.047 -2.985 -0.545 -3.361 -1.611 1.135 -2.728 -1.013 1.461
+ ML 656 654 6 659 6 -7.748 -8.094 -2.809 -0.282 -7.944 -5.474 -0.590 -1.165 -1.373 1.324
+ MR 657 654 6 659 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 658 654 6 659 6 -10.309 -9.007 -4.804 -5.486 -5.504 -0.125
+ IL 659 659 5 659 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 660 660 6 660 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 167 ]
+ MP 661 660 6 665 4 -8.719 -8.926 -0.015 -7.340 -1.805 -1.740 -1.874 0.157 -1.651 -2.115 1.694 -0.245 -0.474 0.707 -0.794 0.118 1.699 -1.557 0.047 -0.388
+ ML 662 660 6 665 4 -4.996 -5.179 -0.194 -3.908 -0.590 -1.165 -1.373 1.324
+ MR 663 660 6 665 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 664 660 6 665 4 -5.772 -5.453 -3.469 -0.203
+ IL 665 665 5 665 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 666 666 6 666 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 168 ]
+ ML 667 666 6 669 3 -9.802 -0.136 -3.488 -0.225 -1.968 -0.132 0.983
+ D 668 666 6 669 3 -7.687 -3.200 -0.174
+ IL 669 669 3 669 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 169 ]
+ ML 670 669 3 672 3 -9.672 -0.074 -4.364 -0.417 0.701 -0.056 -0.591
+ D 671 669 3 672 3 -8.686 -4.199 -0.084
+ IL 672 672 3 672 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 170 ]
+ ML 673 672 3 675 3 -9.605 -0.162 -3.256 -0.088 0.378 -2.035 0.600
+ D 674 672 3 675 3 -8.997 -4.510 -0.068
+ IL 675 675 3 675 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 171 ]
+ ML 676 675 3 678 3 -1.018 -1.190 -3.882 0.382 -0.506 -1.062 0.598
+ D 677 675 3 678 3 -9.496 -5.009 -0.048
+ IL 678 678 3 678 3 -3.514 -0.154 -6.214 0.000 0.000 0.000 0.000
+ [ MATL 172 ]
+ ML 679 678 3 681 3 -9.355 -0.008 -8.009 -1.186 -1.223 -2.636 1.571
+ D 680 678 3 681 3 -9.718 -2.563 -0.269
+ IL 681 681 3 681 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 173 ]
+ ML 682 681 3 684 3 -9.451 -0.007 -8.105 -0.409 -0.601 -2.150 1.240
+ D 683 681 3 684 3 -9.496 -1.629 -0.567
+ IL 684 684 3 684 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 174 ]
+ ML 685 684 3 687 3 -9.605 -0.007 -8.259 -0.105 -1.040 0.114 0.587
+ D 686 684 3 687 3 -8.997 -0.642 -1.485
+ IL 687 687 3 687 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 175 ]
+ ML 688 687 3 690 3 -9.802 -0.006 -8.456 -0.927 -0.249 0.961 -0.542
+ D 689 687 3 690 3 -7.687 -3.200 -0.174
+ IL 690 690 3 690 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 176 ]
+ ML 691 690 3 693 2 * 0.000 -0.161 -0.328 -0.048 0.424
+ D 692 690 3 693 2 * 0.000
+ IL 693 693 3 693 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 177 ]
+ E 694 693 3 -1 0
+//
diff --git a/testsuite/3.4.12.rf.stk b/testsuite/3.4.12.rf.stk
new file mode 100644
index 0000000..1755330
--- /dev/null
+++ b/testsuite/3.4.12.rf.stk
@@ -0,0 +1,1226 @@
+# STOCKHOLM 1.0
+#=GF ID U1
+#=GF AC RF00003
+#=GF DE U1 spliceosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W, Moxon SJ
+#=GF GA 37.0
+#=GF NC 37.0
+#=GF TC 37.2
+#=GF SE Zwieb C, The uRNA database, PMID:9016512
+#=GF SS Published; PMID:2405391
+#=GF TP Gene; snRNA; splicing;
+#=GF BM cmbuild CM SEED
+#=GF BM cmsearch -W 250 CM SEQDB
+#=GF DR URL; http://psyche.uthct.edu/dbs/uRNADB/u1/u1.html;
+#=GF RN [1]
+#=GF RM 9016512
+#=GF RT The uRNA database.
+#=GF RA Zwieb C;
+#=GF RL Nucleic Acids Res 1997;25:102-103.
+#=GF RN [2]
+#=GF RM 2405391
+#=GF RT Saccharomyces cerevisiae U1 small nuclear RNA secondary structure
+#=GF RT contains both universal and yeast-specific domains.
+#=GF RA Kretzner L, Krol A, Rosbash M;
+#=GF RL Proc Natl Acad Sci U S A 1990;87:851-855.
+#=GF RN [3]
+#=GF RM 7984237
+#=GF RT Crystal structure at 1.92 A resolution of the RNA-binding domain of
+#=GF RT the U1A spliceosomal protein complexed with an RNA hairpin.
+#=GF RA Oubridge C, Ito N, Evans PR, Teo CH, Nagai K;
+#=GF RL Nature 1994;372:432-438.
+#=GF RN [4]
+#=GF RM 11297556
+#=GF RT Two functionally distinct steps mediate high affinity binding of U1A
+#=GF RT protein to U1 hairpin II RNA.
+#=GF RA Katsamba PS, Myszka DG, Laird-Offringa IA;
+#=GF RL J Biol Chem 2001;276:21476-21481.
+#=GF CC U1 is a small nuclear RNA (snRNA) component of the spliceosome
+#=GF CC (involved in pre-mRNA splicing). Its 5' end forms complementary
+#=GF CC base pairs with the 5' splice junction, thus defining the 5'
+#=GF CC donor site of an intron.
+#=GF CC There are significant differences in sequence and secondary
+#=GF CC structure between metazoan and yeast U1 snRNAs, the latter being
+#=GF CC much longer (568 nucleotides as compared to 164 nucleotides in
+#=GF CC human). Nevertheless, secondary structure predictions suggest
+#=GF CC that all U1 snRNAs share a 'common core' consisting of helices I,
+#=GF CC II, the proximal region of III, and IV [1].
+#=GF CC This family does not contain the larger yeast sequences.
+#=GF SQ 100
+
+X58845.1/1-161 --ACUUACCUGGCUGG-AGUUU-GCUA---UCGAUCAU-GAAG-GGUAG-
+X63783.1/2024-2186 UUACUUACCUGGCUGG-AGUUU-GCUA---UCGAUCAU-GAAG-GGUAG-
+X63783.1/1394-1556 UUACUUACCUGGCUGG-AGUUA-GCUA---UCGAUCAU-GAAG-GGUAG-
+X63783.1/596-756 UAAAUUACAAUGUUGU-AGUUA-GCUA---UAUAUCAA-AAAA-UAUAG-
+M29062.1/238-387 UUACUUACCUGGCAUG-AGUUU--CUG---CAGCACAA-GAAU-UGUGG-
+AY198212.1/1-163 AUACUUACCUGGCACA-GGGGA-UACC---ACGAUCAC-CAAG-GUGGU-
+AJ243001.2/347-509 AUACUUACCUGGCACA-GGGGA-UACC---ACGAUCAC-CAAG-GUGGU-
+AY198211.1/1-163 AUACUUACCUGGCACA-GGGGA-UACC---ACGAUCAC-CAAG-GUGGU-
+AY198213.1/1-163 AUACUUACCUGGCACA-GGGAA-UACC---ACGAUCAC-UAAG-GUGGU-
+AY198214.1/1-163 AUACUUACCUGGCACA-GGGGA-UACC---ACGAUCAC-UAAG-GUGGU-
+K00787.1/2-165 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X01725.1/69-233 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X53541.1/1195-1359 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X04257.1/1-164 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+J01156.1/9-172 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X53543.1/383-547 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X53542.1/2592-2756 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X53544.1/117-281 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X53544.1/1653-1817 AUACUUACCUGGCGUA-GAGGUUAACC---GUGAUCAC-GAAG-GCGGU-
+X02585.1/923-1086 AUACUUACCUGGCAGG-CGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+X00549.1/150-313 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAU-GAAG-GUGGU-
+X02585.1/1513-1676 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M59827.1/771-934 AUACUUACCUGGCAGG-GGAGC-AUCU---GUGAUCAG-CAAG-GCAGA-
+X01093.1/329-492 AUACUUACCUGGCAGG-GGAGA-CACC---AUGAUCAG-GCAG-GUGGU-
+X01091.1/442-605 AUACUUACCUGGCAGG-GGAGA-CACC---AUGAUCAG-GCAG-GUGGU-
+X01092.1/374-537 AUACUUACCUGGCAGG-GGAGA-CACC---AUGAUCAG-GCAG-GUGGU-
+V00444.1/1-162 --ACUUACCUGGCAGG-GGAGA-CACC---AUGAUCAG-GCAG-GUGGU-
+J00914.1/146-309 AUACUUACCUGGCAGG-GGAGA-CACC---AUGAUCAG-GCAG-GUGGU-
+Y00131.1/944-1108 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAU-GAAG-GUGGU-
+M32270.1/371-535 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAU-GAAG-GUGGU-
+J00645.1/51-213 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+K03128.1/241-77 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAU-GAAG-GUGGU-
+M32271.1/288-452 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+K02430.1/690-853 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+X12936.1/575-738 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+V01266.1/1-168 --ACUUACCUGGCAGG-GAGAU--ACC---AUGAUCAC-GAAG-GUGUU-
+M14386.1/106-268 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+V00590.1/1-162 --ACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M14385.1/106-268 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+DQ058356.1/1-168 AUGUCUUCGUGGCGGG-GGAGA-GACGCUGUUGGUCCU-GAUAAAGUGU-
+M14586.1/106-268 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+V00591.1/394-557 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+DQ058357.1/1-164 AUACUUAACUGGCAAG-GGAAA-UAAC---AUGAUCAUUAAAG-GUGGA-
+M14587.1/106-268 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+K00529.1/225-388 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M14585.1/106-268 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+K00788.1/2-165 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M28012.1/108-271 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M28013.1/108-271 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+J00318.1/433-596 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M14387.1/399-562 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+M38483.1/1-164 AUACUUACCUGGCAGG-GGAGA-UACC---AUGAUCAC-GAAG-GUGGU-
+DQ092354.1/1778-1949 AUACUUACCUGACGGU-GAAGC-AAAC---CUGGUCAA-CAUG-GGGCU-
+X75936.1/1034-1195 AUACUUACCUGGCGCA-GGGGU-AGCA---UUGAUCAA-GAAG-GAUGC-
+M27880.1/1-161 AUACUUACCUGGCGCA-GGGGU-CGCA---UUGAUCAA-GAAG-GAUGC-
+X56629.1/421-582 AUACUUACCUGGCGCA-GGGGU-CGCA---UUGAUCAA-GAAG-GAUGC-
+X01749.1/448-609 AUACUUACCUGGCGCA-GGGGU-CGCA---UUGAUCAA-GAAG-GAUGC-
+X04994.1/620-781 AUACUUACCUGGCGCA-GGGGU-CGCA---UUGAUCAA-GAAG-GAUGC-
+X04993.1/647-808 AUACUUACCUGGCGCA-GGGGU-CGCA---UUGAUCAA-GAAG-GAUGC-
+L22246.1/3195-3356 AGACUUAUUUGGUUGG-GAGGA-UUUC---GUAAUCAG--AAG-GCGGG-
+L22246.1/5535-5699 AAACUAACCUGGCUGG-GAGGCAUCUC---GCGAUCAU-GAAG-GCGGG-
+L22246.1/2071-2235 AAACUAACCUGGCUGG-GGGGCAUCUC---GCGAUCAU-GAAG-GCGGG-
+L22246.1/4551-4714 AAACUUACCUGGCUGG-GAGGC-UUUC---GUGAUCAU-GAAG-GCGGA-
+X51371.1/181-345 AAACUUACCUGGCUGG-GGGUUAUUUC---GCGAUCAC-AAAG-GCGGA-
+M73768.1/361-517 AAACUUACCUGGCGCC-GGGUU-CAGG---GUGAUCAG-CAAG-GCUCC-
+L25914.1/1-159 AAACUUACCUGGCGCC-GGGUU-CAGG---GUGAUCAG-GAAU-GCUCU-
+L25915.1/1-159 AAACUUACCUGGCGCC-GGGUU-CAGG---GUGAUCAG-GAAU-GCUCU-
+L25921.1/1-159 AAACUUACCUGGCGCC-GGGUU-CAGG---GUGAUCAG-GAAU-GCUCU-
+L25916.1/1-159 AAACUUACCUGGCGCC-GGGUU-CAGG---GUGAUCAG-GAAU-GCUCU-
+L25917.1/1-158 AAACUUACUUGGCGCC-GGGAC-CAGG---GUGAUCAC-GAAU-GCCCU-
+L25919.1/1-159 AAACUUACCUGGCGCC-GGGUU-CAGG---GUGAUCAG-GAAU-GCUCU-
+X13841.1/396-551 AUACAUACCUGGCCGG-GGGAA-GUCG---GUGAUCAA-GACG-GCCGA-
+X13842.1/1-150 ------ACCUGGCCGG-GGGAA-GUCG---GUGAUCAA-GACG-GCCGA-
+X70869.1/1-161 AUACUUACCUGGCCCG-CUUCU-CGAG---GUGGUCAC-CAUG-GCCUC-
+X06880.1/1-162 AUACUUACCUGUCCGG-CCUGC-GACC---UCGAGCAA-GAAG-GGGGU-
+X69334.1/1-160 AUACUUACCUGGACGG-GGUCG-ACGA---GCGAUCAA-GAAG-GCUCG-
+X69333.1/1-157 ----UUACCUGGACGG-GGUCG-ACGA---GCGAUCAA-GAAG-GCUCG-
+S72336.1/2-161 AUACUUACCUGGACGG-GGUCG-ACGG---GCGAUCAA-GAAG-GCCCG-
+X69329.1/1-160 AUACUUACCUGGACGG-GGUCG-ACGG---GCGAUCAA-GAAG-GCCCG-
+X69328.1/1-158 --ACUUACCUGGACGG-GGUCG-ACGG---CCGAUCAA-GAAG-GGUCG-
+Z11883.1/2839-2998 AUACUUACCUGGACGG-GGUUA-AUGG---GCGAUCAA-UAAG-ACCCA-
+Z11883.1/1496-1656 UUACUUACCUGGACGG-GGUCA-AUGG---GCAAUCAA-UAAG-ACCCA-
+Z11881.1/1515-1675 AUACUUACCUGGACGG-GGUCA-AUGG---GCGAUCAA-UAAG-ACCUA-
+Z11881.1/315-475 AUACUUACCUGGACGG-GGUCA-AUGG---GCGAUCAA-UAAG-ACCUA-
+Z11883.1/3441-3603 UUACUG--GUGGGUGGCGGAGA-AGAGAUCGUGACAUC-GUAG-ACCUA-
+Z11883.1/361-521 AUACUUACCUGGACGG-GGUCA-AUGG---ACGAUCAA-UAAG-ACCCA-
+Z11881.1/2581-2742 AUACUUACCUGGACGG-GGUCA-AUGG---GUGAUCAA-UAAG-ACCCAA
+Z11882.1/353-512 AUACUUACCUGGACGG-GGUCA-AUGG---GCGAUCAA-UAAG-ACCCA-
+X14414.1/152-312 AUACUUACCUGGACGG-GGUCA-AUAG---GCGAUCAA-UAAG-ACCCA-
+X14417.1/177-340 AUACUUACCUGGACGG-GGUCA-AUGG---GUAAUCAA-GAAG-UUCCA-
+X14415.1/175-335 UUACUUACCUGGACGG-GGUCA-AUUG---GCGAUCAU-GAAG-GUCCA-
+X14419.1/178-338 AUACUUACCUGGACGG-GGUCA-AUGG---GCGAUCAU-GAAC-ACCCA-
+X14416.1/171-331 AUACUUACCUGGACGG-GGUCU-AUGG---GCGAUCAU-GUAG-GUCCA-
+X06809.1/232-392 AUACUUACCUGGACGG-GGUCA-AUGG---AUGAUCAA-GAAG-GUCCA-
+X06810.1/261-421 AUACUUACCUGGACGG-GGUCA-AUGG---AUGAUCAA-UAAG-GUCCA-
+J03563.1/352-512 AUACUUACCUGGACGG-GGUCA-AUGG---AUGAUCUA-UAAG-GUCCA-
+X15926.1/1-161 AUACUUACCUGGAUGG-GGUCG-AUGG---GUGAUCAU-GAAG-GCCCA-
+X15927.1/1-160 AUACUUACCUGGAUGG-GGUCA-AUGG---GUGAUCAA-GAAG-GCCCA-
+X15928.1/1-160 AUACUUACCUGGAUGG-GGUCA-AUGG---GUGAUCAU-GAAG-GCCCA-
+AY222070.1/1-157 AUACUUACCUGGACGG-GGUCG-UUGG---GUGAUCAU-GAAG-AUCCG-
+#=GC SS_cons ...........<<<<<.<<<<<..<<<...<<............>>>>>.
+#=GC RF xxxxxxxxxxxxxxxx.xxxxx.xxxx...xxxxxxxx.xxxx.xxxxx.
+
+X58845.1/1-161 CGGCUU---AGG-GUGGAGCAGGUCAUU-----GCACAAAAGAUGU-CUG
+X63783.1/2024-2186 CGGCUU---AGG-GUGGAGCAGGUCAUU-----GCACAAAAGAUGU-CUG
+X63783.1/1394-1556 CGGCUU---AGG-GUGGAGCAGGUCAUU-----GCACAAAAGAUGU-CUG
+X63783.1/596-756 CAACUA---AGG--UGGAGCAAGUCAUU-----GUACUAAAGAUGU-UUG
+M29062.1/238-387 AGACUCA--GUU-AUUUGUCUUGGCAUU-----GCACUG-AGCCCU-G-A
+AY198212.1/1-163 UCCCCC---AAG-ACGAGGCUCACCAUU-----GCACUC-CGG-UG-GCG
+AJ243001.2/347-509 UCCCCC---AAG-ACGAGGCUCACCAUU-----GCACUC-CGG-UG-GCG
+AY198211.1/1-163 UCCCCC---AAG-ACGAGGCUCACCAUU-----GCACUC-CGG-UG-GCG
+AY198213.1/1-163 UCCCCCA--AGG-CGAGGCUCA-CCAUU-----GCACCU-CGG--UGGCG
+AY198214.1/1-163 UCCCCCA--AGG-CGAGGCCCC-CCAUU-----GCACUU-CGG-UG-GUG
+K00787.1/2-165 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X01725.1/69-233 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X53541.1/1195-1359 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X04257.1/1-164 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+J01156.1/9-172 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X53543.1/383-547 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X53542.1/2592-2756 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X53544.1/117-281 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X53544.1/1653-1817 UCCUCCG--GAG-UGAGGCUUGGCCAUU-----GCACCU-CGG-CU-GAG
+X02585.1/923-1086 UCUCCCA--GGG-CGAGGCUCAGCCAUU-----GCACUC-CGG-CU-GUG
+X00549.1/150-313 UCUCCCA--GGG-CGAGGCUCAGCCAUU-----GCACUC-CGG-UU-GUG
+X02585.1/1513-1676 UCUCCCA--GGG-CGAGGCUCAGCCAUU-----GCACUC-CGG-CC-GUG
+M59827.1/771-934 GCUCCCA--GGG-UGAGGCUCAUCCAUU-----GCACAU-CGGAUU--UG
+X01093.1/329-492 UUUCCCA--GGG-CGAGGCUCAUCCCCU-----GCACUC-CGG-GU-GUG
+X01091.1/442-605 UUUCCCA--GGG-CGAGGCUCAUCCCCU-----GCACUC-CGG-GU-GUG
+X01092.1/374-537 UUUCCCA--GGG-CGAGGCUCAUCCCCU-----GCACUC-CGG-GU-GUG
+V00444.1/1-162 UUUCCCA--GGG-CGAGGCUCAUCCCCU-----GCACUC-CGG-GU-GUG
+J00914.1/146-309 UUUCCCA--GGG-CGAGGCUCAUCCCCU-----GCACUC-CGG-GU-GUG
+Y00131.1/944-1108 UUUCCCA--GGG-CGAGGCUCACCCAUUU----GCACUGUUGGGGU-GUG
+M32270.1/371-535 UUUCCCA--GGG-CGAGGCUCACCCAUU-----GCACUU-UGGGGU-GUG
+J00645.1/51-213 UUUCCCA--GGG-CGAGGUGUAUCCAUU-----GCA-UC-CGG-AU-GUG
+K03128.1/241-77 UUUCCCA--GGG-CGAGGCUCACCCAUU-----GCACUU-UGGGGU-GUG
+M32271.1/288-452 UUUCCCA--GGG-CGAGGCUCACCCAUU-----GCACUU-UGGGGU-GUG
+K02430.1/690-853 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+X12936.1/575-738 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+V01266.1/1-168 UUCUCUCCAGGG-CGUGGUCUAUCCAUUGAGGCGCACUC-CGU-GG-AUG
+M14386.1/106-268 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+V00590.1/1-162 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+M14385.1/106-268 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+DQ058356.1/1-168 UUUUCUUG-GGG-GAGGGUUUUUACUUU-----GUGUUU-GGGAUG-UGU
+M14586.1/106-268 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+V00591.1/394-557 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+DQ058357.1/1-164 UUUUUCA--GGG-UGAGGUUUGUCUCUU-----GCAUUG-UGG-AU-GUG
+M14587.1/106-268 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+K00529.1/225-388 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+M14585.1/106-268 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+K00788.1/2-165 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+M28012.1/108-271 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+M28013.1/108-271 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+J00318.1/433-596 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+M14387.1/399-562 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+M38483.1/1-164 UUUCCCA--GGG-CGAGGCUUAUCCAUU-----GCACUC-CGG-AU-GUG
+DQ092354.1/1778-1949 UCUUCC---AGGGUGAGGCUUUUGCAUU-----GCACUU-CGCCUG-G-G
+X75936.1/1034-1195 ACCCCC---AGG-ACGAGGCUUGCUAUU-----GCACAC-CGG-CU--CG
+M27880.1/1-161 ACCCCC---AGG-GCGAGGCUUGCCAUU-----GCACUC-CGG-CU--UG
+X56629.1/421-582 ACCCCC---AGG-GCGAGGCUUGCCAUU-----GCACUC-CGG-CU--UG
+X01749.1/448-609 ACCCCC---AGG-GCGAGGCUUGCCAUU-----GCACUC-CGG-CU--UG
+X04994.1/620-781 ACCCCC---AGG-GCGAGGCUUGCCAUU-----GCACUC-CGG-CU--UG
+X04993.1/647-808 ACCCCC---AGG-GCGAGGCUUGCCAUU-----GCACUC-CGG-CU--UG
+L22246.1/3195-3356 ACCUCCA--UGG-CGAGGCUUGGUCAUU-----GCACUUUCGA-CC-AGG
+L22246.1/5535-5699 ACCUCCA--UGG-CGAGGUUUGGCCAUU-----GCACUUUCGG-CC-AGG
+L22246.1/2071-2235 ACCUCCA--UGG-UGAGGUCUGGUCAUU-----GCACUUCCGA-CC-AGG
+L22246.1/4551-4714 ACCUCCA--UGG-UGAGGCUUGGUCAUU-----GCACUUUCGA-CC-AGG
+X51371.1/181-345 AUCCCCA--UGG-UUAGGCCUACCCAUU-----GCACUUUUGGUGC-GGG
+M73768.1/361-517 GACCCCA--GGU-GGAGGCUCA-GCAUU-----GCACUC-CGC--U-GUG
+L25914.1/1-159 GACCCCG--GGU-GGAGGCUCA-CCAUU-----GCACUU-CGG--U-GGG
+L25915.1/1-159 GACCCCG--GGU-GGAGGCUCA-CCAUU-----GCACUU-CGG--U-GGG
+L25921.1/1-159 GACCCCG--GGU-GGAGGCUCA-CCAUU-----GCACUU-CGG--U-GGG
+L25916.1/1-159 GACCCCG--GGU-GGAGGCUCA-CCAUU-----GCACUU-CGG--U-GGG
+L25917.1/1-158 GGCCCCA--GGU-GGAGGCUCG-CCAUU-----GCACUC-CGG--C-GUG
+L25919.1/1-159 GACCCCG--GGU-GGAGGCUCA-CCAUU-----GCACUU-CGG--U-GGG
+X13841.1/396-551 GUCCCU---AGU-UGGGGUACCUCUCCU-----GCACUU-GAGAGG-G-G
+X13842.1/1-150 GUCCCU---AGU-UGGGGAACCUCUCCU-----GCACUU-GAGAGG-G-G
+X70869.1/1-161 GGUUGU---GUG-GUCGGUCUUCACCUU-----GCACUU-UGU-GA-GGG
+X06880.1/1-162 CUAGGUA--GUG-CUUGUACCUCGCCUU-----GUACUA-UGCUUG-GGG
+X69334.1/1-160 UGGCCU---GGG-UCAGUGGUCCACAUU-----GCACUU-GGU-GG-AUG
+X69333.1/1-157 UGGCCU---AGG-UUAGUGGCCCACAUU-----GCACUU-GGUGGGUG-C
+S72336.1/2-161 UGGCU----GGG-UCAAUGGCUCACAUU-----GCACUU-GGUGGGUG-C
+X69329.1/1-160 UGGCU----GGG-UCAAUGGCUCACAUU-----GCACUU-GGUGGGUG-C
+X69328.1/1-158 UGGCCU---AGA--UCAAUGGUCACAUU-----GCACCU-GGUGAG-CGC
+Z11883.1/2839-2998 UGGGCCU--AGG-UUGGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11883.1/1496-1656 UGGCCU---AGG-UUGGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11881.1/1515-1675 UGGCCU---AGG-CUUGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11881.1/315-475 UGGCCU---AGG-CUUGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11883.1/3441-3603 UGGCUU---AGA-UUGAUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11883.1/361-521 UGGCCU---AGG-UUGGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11881.1/2581-2742 UGACCC---AGG-CUUGUGACCUACAUU-----GCACUU-UGGAGG-GGU
+Z11882.1/353-512 UGGCCU---AGG-CUUGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+X14414.1/152-312 UGGCCU---AGG-UUGGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+X14417.1/177-340 UGGCCU---AGG-UUGGUGACCUCCAUU-----GCACUA-AGGAGG-GGU
+X14415.1/175-335 UGGCCU---AGG-UUGGUAACCUCCAUU-----GCACUU-AGGAGA-GGU
+X14419.1/178-338 UGGCCU---AGG-UUGGUGACCAUCAUU-----GCACUU-UGAAGG-GGU
+X14416.1/171-331 UGGCCU---AGG-UUGGUGACUUUCAUU-----GCACUU-UGGAGG-GGU
+X06809.1/232-392 UGGCCU---AGG-GAAGUAACCUCCAUU-----GCACUG-AGGAGG-GGU
+X06810.1/261-421 UGGCCU---AGG-GAAGUAACCUCCAUU-----GCACUU-AGGAGG-GGU
+J03563.1/352-512 UGGCCU---AGG-GAAGUGACCUUCAUU-----GCACUC-AGAAGG-GGU
+X15926.1/1-161 UGGCU----AGG-AUUGUGACCUCCAUU-----GCACUU-AGGAGG-GGU
+X15927.1/1-160 UGGCU----AGG-CAAGUGACCUCCAUU-----GCACUU-AGGAGG-GGU
+X15928.1/1-160 UGGCU----AGG-CAAGUGACUUCCAUU-----GCACUU-AGGAGG-GGU
+AY222070.1/1-157 UGGCCUA--GCG-UGGUGGC---UUCCU-----GCACUU-GAGGU----G
+#=GC SS_cons >>>>>>...<<<.......<<<.<<................>>..>.>.>
+#=GC RF xxxxxx...xxx.xxxxxxxxxxxxxxx.....xxxxxx.xxx.xx.xxx
+
+X58845.1/1-161 UAAUA---------CCUUAUUGUUC-CCCGU---GCGG---GGAACCGAA
+X63783.1/2024-2186 UAAUA---------CCUUAUUGUUC-CCCGU---GCGG---GGAACCGAA
+X63783.1/1394-1556 UAAUA---------CCUUAUUGUUC-CCCGU---GCGG---GGAACCGAA
+X63783.1/596-756 UAAUA---------CCUUG--AUGUUCCCGC----UGG--GAGCAAUA--
+M29062.1/238-387 CGAAU---------AACUGUGGACUGGCUAA----GGU--CAG-CUCCG-
+AY198212.1/1-163 CUGACC--------CUUG-CGAUGACCCCAAAU-GUGG--GUU-ACUCG-
+AJ243001.2/347-509 CUGACC--------CUUG-CAAUGACCCCAAAU-GUGG--GUU-ACUCG-
+AY198211.1/1-163 CUGACC--------CUUG-CGAGGACCCCAAAU-GUGG--GUU-ACUCG-
+AY198213.1/1-163 CUGAC---------CCUUGCGAUGACCCCAAAU-GUGG--GUU-ACUCG-
+AY198214.1/1-163 UUGAC---------CCUUGCGAUGAUCCCAAAU-GUGG--AUU-ACUCG-
+K00787.1/2-165 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X01725.1/69-233 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53541.1/1195-1359 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X04257.1/1-164 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+J01156.1/9-172 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53543.1/383-547 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53542.1/2592-2756 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53544.1/117-281 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53544.1/1653-1817 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X02585.1/923-1086 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X00549.1/150-313 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X02585.1/1513-1676 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAAGUCG-
+M59827.1/771-934 CUGAC---------CCCUGCGAUGUCCCCAAAU-GCGG---GAUUCUCG-
+X01093.1/329-492 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X01091.1/442-605 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X01092.1/374-537 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+V00444.1/1-162 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+J00914.1/146-309 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+Y00131.1/944-1108 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+M32270.1/371-535 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+J00645.1/51-213 CUGAC---------CACUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+K03128.1/241-77 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+M32271.1/288-452 CUGAC---------CCCUGCGAUUUCCCAAAU--GCGG---GAAACUCG-
+K02430.1/690-853 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X12936.1/575-738 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+V01266.1/1-168 CUGAC---------CCCUGCGAUUUCCUCCAAAUGCGG---GAAACUCG-
+M14386.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+V00590.1/1-162 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M14385.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+DQ058356.1/1-168 UUGCU---------CCCG-CGAUUUCCCCGA---AUGA--GAAAACUCG-
+M14586.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+V00591.1/394-557 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+DQ058357.1/1-164 CUGAC---------CCCUGUGGUUUUCUACAAAUGUGG---GAAACUUA-
+M14587.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+K00529.1/225-388 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M14585.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+K00788.1/2-165 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M28012.1/108-271 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M28013.1/108-271 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+J00318.1/433-596 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M14387.1/399-562 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M38483.1/1-164 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+DQ092354.1/1778-1949 CUGACUCUGGGUUGACUG-CGAUUACCGCUAAC-GUCG--GUA-ACUCG-
+X75936.1/1034-1195 CUGAA---------GCUUGCGAUUCCCUCAAAC-GUAG---GGAACUCG-
+M27880.1/1-161 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X56629.1/421-582 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X01749.1/448-609 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X04994.1/620-781 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X04993.1/647-808 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+L22246.1/3195-3356 CUGAC---------CAGUGUGGCAGACCCGAG--UUGGGAUUGG--CCA-
+L22246.1/5535-5699 CUGAC---------CCGUGUGGCAGUCCCGAG--UUGGGAUUGG--CCA-
+L22246.1/2071-2235 CUGAC---------CUGUGUGGCAGUCCCGAG--UUGGGAUUGG--CCA-
+L22246.1/4551-4714 CUGAC---------CCGUGUGGCAGUCCCGAG--UUGGGAUUGG--CCA-
+X51371.1/181-345 CUGAC---------CUGUGUGGCAGUCUCGAGU-UGAG--AUU-CGCCA-
+M73768.1/361-517 UUGAA---------GCCUGCGACGGACUCUAA--UCGG--GUUCGCUCG-
+L25914.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GCUCGCUCG-
+L25915.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+L25921.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+L25916.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+L25917.1/1-158 UUGAA---------GCCUGCGACGAUCCCUAA--UUGG--GUGCGCUCG-
+L25919.1/1-159 UUGAA---------ACUUGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+X13841.1/396-551 CCCCU---------UCUA-UGAUUG-CCUUC-----GG--GUA-ACUCA-
+X13842.1/1-150 CUCCU---------UCUA-UGAUUG-CCUUC-----GG--GUA-ACUCA-
+X70869.1/1-161 CCUUC---------CGCA-GUCGGCCCUUCG-----GG--UGU-CCGGC-
+X06880.1/1-162 UA--G---------CGCUGUGUGCGGGGCAA---GUCC---UCGUUACA-
+X69334.1/1-160 CCUGG---------CCCA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+X69333.1/1-157 GCUGG---------CCUA-UCAUCUCCCCAA---GUGG---GAGAGUGA-
+S72336.1/2-161 GUUGG---------CCCA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+X69329.1/1-160 GUUGG---------CCCA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+X69328.1/1-158 GUUGG---------CCUA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+Z11883.1/2839-2998 GCCUA---------CCUA-AGGUCGGCUCAA---GUAG--UCG-AGCCU-
+Z11883.1/1496-1656 GCCUU---------CCUA-AGGUCGACCCAA---GUGG--UCG-AGCCU-
+Z11881.1/1515-1675 GCCUG---------CCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+Z11881.1/315-475 GCCUG---------CCUA-AGGUCGACCCAA---GUGG--UCG-AGCCU-
+Z11883.1/3441-3603 GCCUG---------CCUAAAGUCUG-CCCAA---GUGG--UCG-AGCCU-
+Z11883.1/361-521 GCCUG---------CCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+Z11881.1/2581-2742 GCCUG---------CCUA-AGGUCAGCCCAA---GUGG--UUG-AGCCU-
+Z11882.1/353-512 GCCUG---------CCUA-AGGUCGACCUAA---GUGG--UCG-GGCCU-
+X14414.1/152-312 GCCAA---------UCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+X14417.1/177-340 GCUUG---------CCUA-AGGUCGACCCAA---GUGG--UUG-AGCCU-
+X14415.1/175-335 GCCUA---------CCUA-AGAUCGGCCCAA---GUGG--CCG-AAUCU-
+X14419.1/178-338 GCCCG---------CCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+X14416.1/171-331 GCCCG---------CCUA-AGAUCAGCCCAA---GAGG--UUG-AGUCU-
+X06809.1/232-392 GCCUU---------UCUA-AGGUCUGUCCAA---GUGA--CAG-AGCCU-
+X06810.1/261-421 GCUUU---------CCUA-AGGUCUGCCCAA---GUGG--CAG-AGCCU-
+J03563.1/352-512 GCUAC---------UCUA-AGGUCUGUCCAA---GUGA--UGG-AGCCU-
+X15926.1/1-161 GCUUU---------CCUA-AGGUCUACCCAA---GUGG--UGG-AGCCU-
+X15927.1/1-160 GCUAG---------CCUA-AGGUCUACCCAA---GUGG--UGG-AGCCU-
+X15928.1/1-160 GCUUG---------CCUA-AGGUCUACCCAA---GUGG--UGG-AACCU-
+AY222070.1/1-157 GCUAA---------CGCAAAGGU-CACCCCAA--GUGG---GAGAUCCU-
+#=GC SS_cons ..............>>>..<<<.<<.<<........>>...>>...>>>.
+#=GC RF xxxxx.........xxxx.xxxxxxxxxxxxx..xxxx...xx.xxxxx.
+
+X58845.1/1-161 ACAGCACAAUUUCUGCUAG--GGGAGAC-GUGCACUU--A-GUGCUGUCU
+X63783.1/2024-2186 ACAGCACAAUUUCUGCUAG--GGGAGAC-GUGCACUU--A-GUGCUGUCU
+X63783.1/1394-1556 ACAGCACAAUUUCUGCUAG--GGGAGAC-GUGCACUU--A-GUGCUGUCU
+X63783.1/596-756 ACAACAAAAUUUCUGAUUG--GAAAUAG--UCAUUAAACUAACUGGCUAU
+M29062.1/238-387 GAUGCAUCAUUUUUGAGUU--CGU-----CCCUCAUU----UGGGGC---
+AY198212.1/1-163 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AJ243001.2/347-509 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AY198211.1/1-163 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AY198213.1/1-163 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AY198214.1/1-163 GGUGUGUAAUUUUUGGUAG--CUGGGG--ACUGCGUU--CGCGCUAUCCC
+K00787.1/2-165 UGCGUGUAAUUUUUGGUAG--CCGGGAA--UGGCGUU--CGCGCCG-UCC
+X01725.1/69-233 UGCGUGUAAUUUUUGUUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53541.1/1195-1359 UGCGUGUAAUUUUUGUUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X04257.1/1-164 UGCGUGUAAUUUUUGGUAG--CCGGGAA--UGGCGUU--CGCGCCG-UCC
+J01156.1/9-172 UGCGUGUAAUUUUUGGUAG--CCGGGAA--UGGCGUU--CGCGCCG-UCC
+X53543.1/383-547 UGCGUGUAAUUUUUGGUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53542.1/2592-2756 UGCGUGUAAUUUUUGUUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53544.1/117-281 UGCGCGUAAUUUUUGGUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53544.1/1653-1817 UGCGUGUAAUUUUUGGUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X02585.1/923-1086 ACUGCAUAAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+X00549.1/150-313 ACUGCAUAAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+X02585.1/1513-1676 ACUGCAUAAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M59827.1/771-934 ACUGUAUUAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+X01093.1/329-492 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+X01091.1/442-605 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+X01092.1/374-537 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+V00444.1/1-162 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+J00914.1/146-309 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+Y00131.1/944-1108 A-UGCA-AAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+M32270.1/371-535 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+J00645.1/51-213 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--UGUGCUCUCCC
+K03128.1/241-77 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+M32271.1/288-452 ACUGCAUAAUUUGUGGUAG--UGGGGGA-GCUGCGUU--CGCGCGCCCCC
+K02430.1/690-853 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+X12936.1/575-738 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+V01266.1/1-168 ACUGCAUAAUUUGUGGUAG--UGCGGGG--GACUGUU--CGCGCUC-CUC
+M14386.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+V00590.1/1-162 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M14385.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+DQ058356.1/1-168 GCUGCAUAACUUGUGGUAG--UGGGGG--ACUGCUUU--UGCGCUUUUCU
+M14586.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+V00591.1/394-557 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+DQ058357.1/1-164 AUUGCAUAAUUUGUGGUAG--UGGGGAC-U---AUGU--UGGUUCUCUCC
+M14587.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+K00529.1/225-388 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUC--CGCGCUUUCCC
+M14585.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+K00788.1/2-165 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M28012.1/108-271 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M28013.1/108-271 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+J00318.1/433-596 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M14387.1/399-562 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M38483.1/1-164 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+DQ092354.1/1778-1949 ACCGUACACUUUCUGGCUG--UGGGGG--CCUGCGUU--GGCGCUCGCCC
+X75936.1/1034-1195 GGCGUAUUAUUUAUGGUAG---CGGGGA-UCUGCGUU--CGCGCUAUCCC
+M27880.1/1-161 GGCGUAUUAUUUAUGGUAG--CGGAGAU--CUGCGUU--CGCGCUA-UCU
+X56629.1/421-582 GGCGUAUUAUUUAUGGUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+X01749.1/448-609 GGCGUACAAUUUAUGGUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+X04994.1/620-781 GGCGUACAAUUUAUGAUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+X04993.1/647-808 GGCGUACAAUUUAUGGUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+L22246.1/3195-3356 ACAGCAUAAUUUUUGCGUU---UGGGGA--CAGCGUU--CGCGCUU-CCC
+L22246.1/5535-5699 ACAGCAUAAUUUUUGCGUU----UGGGG-ACAGCGUU--CGCGCUUCCCC
+L22246.1/2071-2235 ACAGCAUAAUUUUUGCGUU----UGGGG-ACAGCGUU--CGCGCUUCCCC
+L22246.1/4551-4714 ACAGCAUAAUUUUUGCGUU----UGGGG-ACAGCGUU--CGCGCUUCCCC
+X51371.1/181-345 ACAGCUUAAUUUUUGCGUA--UCGGGG---CUGCGUG--CGCGCGG-CCC
+M73768.1/361-517 GGUGCAUAGUUUUUGCCAG--UGGGGA-----GCCUU--CGGGC--GUCC
+L25914.1/1-159 GACGCGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+L25915.1/1-159 GGCGUGUAGUUUUUGUCAG--UGGGGA---GGUCUCA--C-AGUCC-UCC
+L25921.1/1-159 GGCGUGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+L25916.1/1-159 GGCGUGUAGUUUUUGUCAG--UGGGGA---GGUCUCA--C-AGUCA-UCC
+L25917.1/1-158 GACGCGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+L25919.1/1-159 GACGCGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+X13841.1/396-551 ACGGCAUAAUUUGUGAUAG--CGUGGG---GUGCGCUU-GUCGCGC-CCU
+X13842.1/1-150 ACGGCAUAAUUUGUGAUAG--CGUGGG---GUGCGCUU-GUCGCGC-CCU
+X70869.1/1-161 AGGGCUAAAUUUUUGUUAG--GCUGAGGACCCGCGCUA-UGCGCGGCCUC
+X06880.1/1-162 ACGGAAUAAUUUCUGGCAG--GCCGUUG-CACGCGCU--UGCGCGUCCUC
+X69334.1/1-160 AUGUCAUAAUUUGUGGUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+X69333.1/1-157 ACGUCAUAAUUUGUGGUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+S72336.1/2-161 ACGUCAUAAUUUGUGCUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+X69329.1/1-160 ACGUCAUAAUUUGUGCUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+X69328.1/1-158 ACGUCGUAAUUUGUGGUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+Z11883.1/2839-2998 ACGUCAUAAUUUGUUGCAG----UGGG--CCUGCGUU--CGCGCGGCCCC
+Z11883.1/1496-1656 AUGUCAUAAUUUGUUGCAG---UGGGGG-CCAGCGUU--CGCGCGGCCCC
+Z11881.1/1515-1675 ACGUCAUAAUUUGUUACAG--CGGGGG--CCUGCGUU--CGCGCGGCCCU
+Z11881.1/315-475 ACGUCAUAAUUUGUUGCUG--UGGGGG--CCUGCGUU--CGCGCGGCCCU
+Z11883.1/3441-3603 ACACUAUAAUUUGUGAUAG---UGGGGG-CUUGCGUU--CGCGCAGCCCC
+Z11883.1/361-521 ACGUCAUAAUUUGUUGCAG---UGGGGG-CCUGCGUU--CGCGCGGCCCC
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+Z11882.1/353-512 AUGUCAUAAUUUGUUGCUG--UGGGGG--CCUGCGUU--C-UGCGCGCCC
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+X14415.1/175-335 ACGUCAUAAUUUGUUGCUG---AGGGGG-CCUGCGUU--CGCGCGGCCCC
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+X14416.1/171-331 ACAUCAUAAUUUGUUGCUG---AGGGGG-CAUGCGUU--CGCGCAGCCCC
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+X15926.1/1-161 ACAUCAUAAUUUGUUGCCU--GAGGGGG-CCUGCGUU--CGCGCGGCCCC
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+AY222070.1/1-157 GCGUCAUUAUUUGUUGCCU---UGGGGG-CCUGCGUU--CGCGCAGCCCC
+#=GC SS_cons .>>>>.................<<<<<...<<<<<......>>>>>.>>>
+#=GC RF xxxxxxxxxxxxxxxxxxx..xxxxxx..xxxxxxxx..xxxxxxxxxxx
+
+X58845.1/1-161 CCG
+X63783.1/2024-2186 CCG
+X63783.1/1394-1556 CCG
+X63783.1/596-756 UUC
+M29062.1/238-387 --A
+AY198212.1/1-163 CUU
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+X53542.1/2592-2756 GAC
+X53544.1/117-281 GAC
+X53544.1/1653-1817 GAC
+X02585.1/923-1086 CUG
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+X02585.1/1513-1676 CUG
+M59827.1/771-934 CUG
+X01093.1/329-492 CUG
+X01091.1/442-605 CUG
+X01092.1/374-537 CUG
+V00444.1/1-162 CUG
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+Y00131.1/944-1108 CUG
+M32270.1/371-535 CUG
+J00645.1/51-213 CUU
+K03128.1/241-77 CUG
+M32271.1/288-452 CUG
+K02430.1/690-853 CUG
+X12936.1/575-738 CUG
+V01266.1/1-168 UCG
+M14386.1/106-268 CUG
+V00590.1/1-162 CUG
+M14385.1/106-268 CUG
+DQ058356.1/1-168 GUC
+M14586.1/106-268 CUG
+V00591.1/394-557 CUG
+DQ058357.1/1-164 CCU
+M14587.1/106-268 CUG
+K00529.1/225-388 CUG
+M14585.1/106-268 CUG
+K00788.1/2-165 CUG
+M28012.1/108-271 CUG
+M28013.1/108-271 CUG
+J00318.1/433-596 CUG
+M14387.1/399-562 CUG
+M38483.1/1-164 CUG
+DQ092354.1/1778-1949 CUU
+X75936.1/1034-1195 CUU
+M27880.1/1-161 CCU
+X56629.1/421-582 CUA
+X01749.1/448-609 CUA
+X04994.1/620-781 CUA
+X04993.1/647-808 CUA
+L22246.1/3195-3356 CGC
+L22246.1/5535-5699 GCC
+L22246.1/2071-2235 GCC
+L22246.1/4551-4714 GCC
+X51371.1/181-345 UGA
+M73768.1/361-517 CUU
+L25914.1/1-159 CUU
+L25915.1/1-159 CUU
+L25921.1/1-159 CUU
+L25916.1/1-159 CUU
+L25917.1/1-158 UU-
+L25919.1/1-159 CUU
+X13841.1/396-551 GCA
+X13842.1/1-150 GCA
+X70869.1/1-161 GGC
+X06880.1/1-162 GGC
+X69334.1/1-160 UGC
+X69333.1/1-157 UGC
+S72336.1/2-161 UGC
+X69329.1/1-160 UGC
+X69328.1/1-158 UAC
+Z11883.1/2839-2998 UAC
+Z11883.1/1496-1656 UAC
+Z11881.1/1515-1675 ACC
+Z11881.1/315-475 GCC
+Z11883.1/3441-3603 UAG
+Z11883.1/361-521 UAU
+Z11881.1/2581-2742 UAC
+Z11882.1/353-512 CUG
+X14414.1/152-312 UGC
+X14417.1/177-340 UAC
+X14415.1/175-335 UGC
+X14419.1/178-338 UGC
+X14416.1/171-331 UGC
+X06809.1/232-392 UUU
+X06810.1/261-421 UUC
+J03563.1/352-512 UUA
+X15926.1/1-161 CAC
+X15927.1/1-160 CUC
+X15928.1/1-160 CUU
+AY222070.1/1-157 CAC
+#=GC SS_cons >>.
+#=GC RF xxx
+//
+# STOCKHOLM 1.0
+#=GF ID U2
+#=GF AC RF00004
+#=GF DE U2 spliceosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 46.2
+#=GF NC 46.1
+#=GF TC 46.2
+#=GF SE The uRNA database, PMID:9016512; Griffiths-Jones SR
+#=GF SS Published; PMID:2339054; Griffiths-Jones SR
+#=GF TP Gene; snRNA; splicing;
+#=GF BM cmbuild CM SEED
+#=GF BM cmsearch -W 220 CM SEQDB
+#=GF DR URL; http://psyche.uthct.edu/dbs/uRNADB/u2/u2.html;
+#=GF RN [1]
+#=GF RM 9016512
+#=GF RT The uRNA database.
+#=GF RA Zwieb C;
+#=GF RL Nucleic Acids Res 1997;25:102-103.
+#=GF RN [2]
+#=GF RM 11424937
+#=GF RT A conserved pseudouridine modification in eukaryotic U2 snRNA induces
+#=GF RT a change in branch-site architecture.
+#=GF RA Newby MI, Greenbaum NL;
+#=GF RL RNA 2001;7:833-845.
+#=GF RN [3]
+#=GF RM 11350032
+#=GF RT Crystal structure of a model branchpoint-U2 snRNA duplex containing
+#=GF RT bulged adenosines.
+#=GF RA Berglund JA, Rosbash M, Schultz SC;
+#=GF RL RNA 2001;7:682-691.
+#=GF RN [4]
+#=GF RM 2339054
+#=GF RT The spliceosomal snRNAs of Caenorhabditis elegans.
+#=GF RA Thomas J, Lea K, Zucker-Aprison E, Blumenthal T;
+#=GF RL Nucleic Acids Res 1990;18:2633-2642.
+#=GF CC U2 is a small nuclear RNA (snRNA) component of the spliceosome
+#=GF CC (involved in pre-mRNA splicing). Complementary binding between U2
+#=GF CC snRNA (in an area lying towards the 5' end but 3' to hairpin I)
+#=GF CC and the branchpoint sequence (BPS) of the intron results in
+#=GF CC the bulging out of an unpaired adenosine, on the BPS, which
+#=GF CC initiates a nucleophilic attack at the intronic 5' splice site,
+#=GF CC thus starting the first of two transesterification reactions that
+#=GF CC mediate splicing.
+#=GF SQ 77
+
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+#=GC SS_cons .......<<<..<<<<.....>>>>.>>>.....................
+#=GC RF xxxxxx.xxx.xxxxxxxxx.xxxxxxxxxxxx.xxxxxxxxxxxxxxxx
+
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+#=GC SS_cons <<<<<<........>>>>>>...<<<<<<<....>>>>>>>.........
+#=GC RF xxxxxxxxxxxxxxxxxxxx..xxxxxxxx.xxxxxxxxxxxx..xxxxx
+
+X63784.1/412-602 CACAUU-AAUUUUUCACAGGG-GUCG-GA--UUCA-CUAGUGGCUU----
+X63786.1/1152-1341 CACAUU-AAUUUUUCAAGGG--GUCG-GACAAACUA--GU-GGCUU----
+X58842.1/1-191 CACAUU-AAUUUUUCACAGGG-GUCG-GA--UUUA-CUAGUGGCUU----
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+#=GC SS_cons ......................<<<<.<<<<.......<<.<<<......
+#=GC RF xxxxxx.xxxxxxxxxxxxxx.xxxx.xxxx.xxx...xx.xxxxx....
+
+X63784.1/412-602 GCCCUAG--------U--CC-CGACGC-----GGUUGC--CCUUGG-CCU
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+
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+X56455.1/161-312 CCA-CUCU-UUCCAGG---CGAAGCUCGCCCUU
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+X04256.1/85-275 GCA-GUAC-CGCCGGGAUUUUGGCCCAAC----
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+X00093.1/360-550 GCA-GUACCU-CCAGG--ACCGGUGCACUUCUC
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+X04212.1/1-187 GCA-GUACCU-CCAGG--AACGGUGCACC----
+X59360.1/1-185 GCA-GUACCU-CCAGG--AACGGUGCACC----
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+X51372.1/210-400 GCA-CUGC--UGCCGGG-CUCGGCCCAGUCCCC
+X51378.1/335-525 GCA-CUGC--UGCCGGG-CUCGGCCCAGUGCCC
+X51374.1/284-474 GCA-CUGC--UGUCGGG-CUCGGCCCAGUCCCC
+X51379.1/254-444 GCA-CUGC--UGCCGGG-CUCGGCCCAGUCCCC
+X51375.1/389-580 GCA-CUGC--UGCCGGNN-UCGGCCCANNCCCC
+X51376.1/309-499 GCA-CUGC--UGCCGGNN-UCGNNCCAGUCCCG
+L25918.1/1-181 GCA-UUGCCU-CGAGG---UUGGCUCA------
+X71483.1/1-191 ACA-CUAC--CUCUCU---UGCCGAGCACCCCA
+AF106847.1/185-380 GCA-CUGC--UGCCCGGGCCUGGCGCACCCCAA
+AF106845.1/257-451 GCA-CUAC--AGCCUUGG-CUGGCGCACCCCAA
+AF106845.1/1870-2065 GCA-CUAC--AGCCUUGG-CUGGUGCACCCCAU
+X69326.1/1-193 GCA-CUACUGUCCAGG--UGUGGCGCACCC---
+S72337.1/1-193 GCA-CUGC--UGCCCUGGCCCGGCGCACCC---
+X69327.1/1-196 GCA-CUGC--UGCCUGGG-CCGGCGCACCCCAC
+X16459.1/280-475 GCA-CUAU--UGCUUGAGCCUGGCGCACCCCAA
+X56322.1/513-709 GCA-CUAC--UGCACGGGCCUGGCGCACCCCAC
+X56321.1/284-479 GCA-CUAC--UGCACGGGCCUGGCGCACCCCAC
+M72889.1/1-196 GCA-CUAC--UGCAUGGGCCUGGCGCACCCCAC
+X55840.1/268-462 GCA-CUAU--AACCUUGGCCUGGUGCACCGUAC
+Z37972.1/1-174 GCA-CUAC--UGUCUUGGCUUGACGCACCCCCA
+M72891.1/1-196 GCA-CUAC--AGCCCAGGCCUGGCACACCCCAC
+M72890.1/1-196 GCA-CUAC--UGCACGGGCCUGGCGUACCCCAC
+M72888.1/1-195 GCA-CUAC--UGCAUGGUCCUGGCGCACCCCAC
+M72887.1/1-195 GCA-CUAU--AGCCUUGGCCUGGAGCACCCCAC
+Z37973.1/1-173 GCA-CUAC--UGUCUUGACUUGACGCACCCCCA
+X56323.1/358-553 GCA-CUAC--UGCCUUGGCCUGGCACACCCCAC
+X15930.1/1-195 GCA-CUAU--AGCAAUUG-CUGGCGCACCCCAC
+X15936.1/256-455 GCA-CUAU--AGCAAUAGCCCGACACACCCCAC
+X15929.1/1-194 GCA-CUAU--AGCAAUUG-CUGGCGCACCCCAC
+X05084.1/1-191 GCA-CUAU--AGCAAUUG-CUGGCGCACCC---
+X06477.1/503-698 GCA-CUAC--UGCACGGGCCUGGCUCAUCCCGC
+X06475.1/589-783 GCA-CUAC--UGCAAGGG-CUGGCUCAACCCGC
+X06473.1/389-584 GCA-CUAC--UGCACGGGCCUGGCUCAACCCGC
+X06474.1/512-707 GCA-CUAC--UGCACGGGCCUGGCUCAACCCGC
+X06476.1/456-651 GCA-CUAU--UGCGAGGGCUUGGCUCAACCCGC
+X52312.1/235-430 GCA-CUAC--UGCACAGGCUUGGCUCAACCCGC
+#=GC SS_cons ..........>>>>>>....>>>>>>.......
+#=GC RF xxx.xxxx..xxxxxx...xxxxxxxxxxxxxx
+//
+# STOCKHOLM 1.0
+#=GF ID U3
+#=GF AC RF00012
+#=GF DE Small nucleolar RNA U3
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 55.3
+#=GF NC 55.1
+#=GF TC 55.3
+#=GF SE Zwieb C, The uRNA database, PMID:9016512
+#=GF SS Published; PMID:10199569
+#=GF TP Gene; snRNA; guide; CD-box;
+#=GF BM cmbuild CM SEED
+#=GF BM cmsearch -W 350 CM SEQDB
+#=GF DR URL; http://psyche.uthct.edu/dbs/uRNADB/u3/u3.html;
+#=GF RN [1]
+#=GF RM 9016512
+#=GF RT The uRNA database.
+#=GF RA Zwieb C;
+#=GF RL Nucleic Acids Res 1997;25:102-103.
+#=GF RN [2]
+#=GF RM 10567566
+#=GF RT Nuclear retention elements of U3 small nucleolar RNA.
+#=GF RA Speckmann W, Narayanan A, Terns R, Terns MP;
+#=GF RL Mol Cell Biol 1999;19:8412-8421.
+#=GF CC Small nucleolar RNAs (snoRNAs) are involved in the processing and
+#=GF CC modification of rRNA in the nucleolus. There are two main classes
+#=GF CC of snoRNAs: the box C/D class, and the box H/ACA class. U3 snoRNA
+#=GF CC is a member of the box C/D class. Indeed, the box C/D element is
+#=GF CC a subset of the six short sequence elements found in all U3
+#=GF CC snoRNAs, namely boxes A, A', B, C, C', and D. The U3 snoRNA
+#=GF CC secondary structure is characterised by a small 5' domain (with
+#=GF CC boxes A and A'), and a larger 3' domain (with boxes B, C, C', and
+#=GF CC D), the two domains being linked by a single-stranded
+#=GF CC hinge. Boxes B and C form the B/C motif, which appears to be
+#=GF CC exclusive to U3 snoRNAs, and boxes C' and D form the C'/D
+#=GF CC motif. The latter is functionally similar to the C/D motifs found
+#=GF CC in other snoRNAs.
+#=GF CC The 5' domain and the hinge region act as a pre-rRNA-binding
+#=GF CC domain. The 3' domain has conserved protein-binding sites. Both
+#=GF CC the box B/C and box C'/D motifs are sufficient for nuclear
+#=GF CC retention of U3 snoRNA. The box C'/D motif is also necessary for
+#=GF CC nucleolar localisation, stability and hyper-methylation of
+#=GF CC U3 snoRNA. Both box B/C and C'/D motifs are involved in specific
+#=GF CC protein interactions and are necessary for the rRNA processing
+#=GF CC functions of U3 snoRNA.
+#=GF SQ 21
+
+U27297.1/2-180 AGACUGUACUCCACAAGGAUCAUUUCUUGAGGAAGUAUCAGUCCGAUUCA
+AF277396.1/3-126 GACCGUACUCUGAACAGAAUCGUUUUAUGAGUACAACCUCUUAAUUGAAA
+L32919.1/393-532 GACCGUACUCUGAACAGAAUCGUUUUAUGAGUAUAACCUCUUAAUGGAAA
+X05498.1/324-651 AACACAUUCAACAGUAGGAUCAUUUCUAUAUUAAUCGUCACUCUUUGACU
+X05499.1/124-451 AACACAUUCUACAGUAGGAUCAUUUCUAUAGGAAUCGUCACUCUUUGACU
+M18578.1/158-485 AACACAUUCUACAGUAGGAUCAUUUCUAUAGGAAUCGUCACUCUUUGACU
+M26649.1/1-332 GUCGACGUACUUCAUAGGAUCAUUUCUAUAGGAAUCGUCACUCUUUGACU
+AL121770.1/10682-10430 UCGACGAUACUCCAUAGGAUCAUUUCUAUAGUAUACGUCCGGCUUGGGUU
+X13850.1/317-568 GUAUCGAUACUCCAUAGGAUCAUUUCUAUAGUAUACGUCCUUCUUGGGUU
+Z12613.1/694-912 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGU
+X07318.1/1-219 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGU
+X07319.1/1-197 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUUUACCUGGUGAGAUGU
+J01884.1/1-214 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUU
+V01267.1/2-213 GUGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUU
+X14945.1/538-753 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUGUGUUACUAGAGAAGUUU
+V00190.1/62-269 AUGACCAAAC-UCUUAGGAUCAUUUCUAGAGUAUCGUCUAUUAAAAUUAU
+X79685.1/140-354 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCGUUGCAUCC
+X63065.1/859-1073 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCGCUGCAUCC
+Z29641.1/760-980 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGAU-CGUACUGUUGCAUCU
+X52629.1/326-541 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCUCUGUUUCC
+X52630.1/530-744 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCUCUGUUUCC
+#=GC SS_cons ......<<<<<<<<.<<<..<<<<<<..<<<<.....>>>>..>>>>>>.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+U27297.1/2-180 CAGAGAACACUACAAUCUUCAA----CAGCCACGAUGAUGACUGG--CA-
+AF277396.1/3-126 AAAAACCGAGUUUCAAAUCCUG------------AUGAUGACGG--UUG-
+L32919.1/393-532 AGAAACCGAGUUUCAAAUCCUG------------AUGAAGACGG--UUG-
+X05498.1/324-651 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGCC-C-CA-
+X05499.1/124-451 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGUC-C-CA-
+M18578.1/158-485 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGUC-C-CA-
+M26649.1/1-332 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGUC-C-CA-
+AL121770.1/10682-10430 UCCUAACCUAGCCACAGAACUC-----AACACGGAUGAUGAUAG------
+X13850.1/317-568 UCCUAACCUAGCCACAGAAGUG-----AACACGGAUGAUGAUAG------
+Z12613.1/694-912 GCUCGAAAGUGUCUGAACUCAC----AAACCACGAGGAAGAGCGU--CA-
+X07318.1/1-219 GCUCGAAAGUGUCUGAACUCAC----AAACCACGAGGAAGAGCGU--CA-
+X07319.1/1-197 GCUCUAAAGUGUCUGAACUCAC----AAACCACGAGGAAGAGCGU--CA-
+J01884.1/1-214 CUCUGACUGUGUAGAGCACCCG----AAACCACGAGGAGGAGACG--UA-
+V01267.1/2-213 CUCUGACUGUGUAGAGCCCACG----AAACCACGAGGACGAGACA--UA-
+X14945.1/538-753 CUCUGAACGUGUAGAGCACCGA----AAACCACGAGGAAGAGAGG--UA-
+V00190.1/62-269 UCAUCAAUAAUUUUUCCUCUUUCA--CAGCUAGGAUGAUGAUACA--CA-
+X79685.1/140-354 UUGACUAAUAAGGAGGCAAGCAC-UUAAGCUUGGUUGAUGACGC---AUG
+X63065.1/859-1073 UUUACCAAUAAGGAGGCAAGCAC-UUCAGUCUGGUUGAUGCAUC----UG
+Z29641.1/760-980 UUGAUUAAUAAGAAGGCAAGUAC-UUAAACCUGGUUGAUGAGAAU--UUG
+X52629.1/326-541 UUGAUUUCUCAAGAGACAGGCCC-UUAACCCUGGUUGAUGAACC---AUG
+X52630.1/530-744 UUGAUUUCUCAAGAGACAGGCCU-UAAACCCUGGUUGAUGAACC---AUG
+#=GC SS_cons .>>>>>>>>>>>.................<<<<.................
+#=GC RF xxxxxxxxxxxxxxxxxxxxxx.....xxxxxxxxxxxxxxxxx...xx.
+
+U27297.1/2-180 --GCUUUCCUCUCGGA-GCGUGAGGCAGCG--------------------
+AF277396.1/3-126 ---CUUUCUCCGCCC--GGAGAGCGUUUC---------------------
+L32919.1/393-532 ---CUUUCUUCGCCC--GGAGAGCGCUUC---------------------
+X05498.1/324-651 -UAACCUUUGUACCCCAGAGUGAGGAAAUGAAAUCGAAUUUAAAUUAGCU
+X05499.1/124-451 -UAACCUUUGUACCCCAGAGUGAGAAACCGAAAUUGAAUCUAAAUUAGCU
+M18578.1/158-485 -UAACCUUUGUACCCCAGAGUGAGAAACCGAAAU-GAAUCUAAAUUAGCU
+M26649.1/1-332 -UAACCUUUGUACCCCAGAGUGAGAAACCGAAAUUGAAUCUAAAUUAGCU
+AL121770.1/10682-10430 -GAGGCACCGUUGCCCUCAGAGUGAGGACU--------UUUAA-------
+X13850.1/317-568 -GAGGCACCGUUGCCU-CAGAGUGAGGACU--------UUUAA-------
+Z12613.1/694-912 ---GUGUUCUCUCCU--GAGCGUGAAGUGA--------------------
+X07318.1/1-219 ---GUGUUUUCUCCU--GAGCGUGAAGUGA--------------------
+X07319.1/1-197 ---GUGUCUUCUCCU--GAGCGUGAAGUGA--------------------
+J01884.1/1-214 ---GCGUUCUCUCCU--GAGCGUGAAGCCG--------------------
+V01267.1/2-213 ---GCGUCCCCUCCU--GAGCGUGAAGCCG--------------------
+X14945.1/538-753 ---GCGUUUUCUCCU--GAGCGUGAAGCCG--------------------
+V00190.1/62-269 -----CUCACUAUACGAAAGCGUGAAACCG--------------------
+X79685.1/140-354 A----CCUGUGGGCCA-GAGCGUGAUU-AA--------------------
+X63065.1/859-1073 A----CCUCUGGGCCA-GAGCGUGAUU-AA--------------------
+Z29641.1/760-980 A----CCUGUGGGCCA-GAGCGUGAUUUAA--------------------
+X52629.1/326-541 A----CCGUGCGGCUA-GAGCGUGAUU-GA--------------------
+X52630.1/530-744 A----CCGUGCGGCUA-GAGCGUGAUU-GA--------------------
+#=GC SS_cons ...<<<<<<<<<<<<..............<....................
+#=GC RF ...xxxxxxxxxxxx..xxxxxxxxxxxxx....................
+
+U27297.1/2-180 --------------------------------------------------
+AF277396.1/3-126 --------------------------------------------------
+L32919.1/393-532 --------------------------------------------------
+X05498.1/324-651 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAUUU
+X05499.1/124-451 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAAUU
+M18578.1/158-485 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAAUU
+M26649.1/1-332 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAAUU
+AL121770.1/10682-10430 --------------------------------------------------
+X13850.1/317-568 --------------------------------------------------
+Z12613.1/694-912 --------------------------------------------------
+X07318.1/1-219 --------------------------------------------------
+X07319.1/1-197 --------------------------------------------------
+J01884.1/1-214 --------------------------------------------------
+V01267.1/2-213 --------------------------------------------------
+X14945.1/538-753 --------------------------------------------------
+V00190.1/62-269 --------------------------------------------------
+X79685.1/140-354 --------------------------------------------------
+X63065.1/859-1073 --------------------------------------------------
+Z29641.1/760-980 --------------------------------------------------
+X52629.1/326-541 --------------------------------------------------
+X52630.1/530-744 --------------------------------------------------
+#=GC SS_cons ..................................................
+#=GC RF ..................................................
+
+U27297.1/2-180 --------------AGCGACCUCGGUCGCAUCGCAUCGAUGAUCGCA---
+AF277396.1/3-126 --------------------------------------------------
+L32919.1/393-532 --------------------------------------------------
+X05498.1/324-651 UG-CUUUGCCGUUGCAAUUGUGAUAACUUCCUUUGGAAUUUGUUGCGAUA
+X05499.1/124-451 UU-CUUUGCCGUUGCAUUUGUAGUUUUUUCCUUUGGAAGUAAUUACAAUA
+M18578.1/158-485 UUGCUUUGCCGUUGCAUUUGUAGUUUUUUCCUUUGGAAGUAAUUACAAUA
+M26649.1/1-332 UUGCUUUGGCGUUGCAUUUGUAGUUUUUUCCUUUGGAAGUAAUUACAAUA
+AL121770.1/10682-10430 -UUCUUUGAAGGCAUGCUUUUCGAUUAGGUUUUUUACCUAAUUGUUUUGC
+X13850.1/317-568 -UUCUUUGAAGGCAUGCUUUUCGAUUAGGUUUUUUACCUAAUUGUUUUGC
+Z12613.1/694-912 -------------GCUC-ACAGU-GCUGCUUCA-UUGUGGCUGCUGUUUG
+X07318.1/1-219 -------------GCUC-ACAGU-GCUGCUUCA-UUGUGGCUGCUGUUUG
+X07319.1/1-197 -------------GCUC-UCAGU-GCUGCUUCA-UUGUGGCUGCUGUUUG
+J01884.1/1-214 -------------GCUC-UUAGU-GUUGCUUCC-GUGCAACUGCUAUUGG
+V01267.1/2-213 -------------GCUC-UAGGU-GCUGCUUC--UGCCUCUUGCCAUUGG
+X14945.1/538-753 -------------GCUUUCUGGC-GUUGCUUGG-CUGCAACUGCCGUCAG
+V00190.1/62-269 ------------UUAUUAUCAAAUGAUUCAUUUAUUUGUUAUUAACAUU-
+X79685.1/140-354 ---------CGGCC-GGAUCACUGGCUGAUUU--GAUC--CCACGGCUGU
+X63065.1/859-1073 ---------CGGCCAGGAUUCCCUUAUGGGGGCAAUCCACG----GCUGU
+Z29641.1/760-980 ---------CGGCCAGGACUUUG-CCUUGGUGC-AUUGUC-UGGAGCUGC
+X52629.1/326-541 ---------CGGCUACGAU-CGUCCUCGGACGC-AUCCAGU----GCUGU
+X52630.1/530-744 ---------CGGCUACGAU-CGUCCUUGGAUGC-AUCCGGU----GCUGU
+#=GC SS_cons .............<<...<<<<<.<<<<<.......>>>>>.>>>>>..>
+#=GC RF .............xxxxxxxxxx.xxxxxxxxx.xxxxxxxxxxxxxxxx
+
+U27297.1/2-180 -------------GAUGAGAGG---------------UCAGCAAUUUGAG
+AF277396.1/3-126 -------------GAUGAACGG-------------CA-------------
+L32919.1/393-532 -------------GAUGAACGG-----------CAGAAGAAAGUUCCAGA
+X05498.1/324-651 UUUAAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUGCUUCCAUUUUGGA
+X05499.1/124-451 UUUUAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUACUUCUUUUUUGAA
+M18578.1/158-485 UUUUAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUACUUCUUUUUUGAA
+M26649.1/1-332 UUUUAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUACUUCUUUUUUGAA
+AL121770.1/10682-10430 UGUCUUUCUAUGCGAUGAUCUC---UUACAUGAUAUGUUUCCUUUUGGU-
+X13850.1/317-568 UGUCAGAGUAUGCGAUGAUCUC---UUACAUGAUAUGUUUCCUUUUGGU-
+Z12613.1/694-912 CUAUU--------GAUGAACGU------UCUG-CUCCCCUUUA-UUAUUG
+X07318.1/1-219 CUAUU--------GAUGAACGU------UCUG-CUCCCCUUUA-UUAUUG
+X07319.1/1-197 CUAUU--------GAUGAACGU------UCUACUUCCCCUUUA-UUAUUG
+J01884.1/1-214 CCAUU--------GAUGAUCGU------UCUCGGUCCUCU-------CUG
+V01267.1/2-213 CAGCU--------GAUGAUCG-------UCUUCUCUCCUU-------CGG
+X14945.1/538-753 CCAUU--------GAUGAUCGU------UCUUCUCUCCGUA------UUG
+V00190.1/62-269 -------------GAUGACCGU------------CUAAUUCA----GGGA
+X79685.1/140-354 A------------GAGGAUCGU------UUCU--UGCCGGGCC-UCGCCU
+X63065.1/859-1073 A------------GAGGAUCGU------UCCUG--CCUUGCUC--AUGCU
+Z29641.1/760-980 A------------GAUGAUCGU------UCUUG-GCCAGGCUU-AAUGUC
+X52629.1/326-541 A------------GAGGAUCGU------UACUC-GGCUCGGUUUCUACCU
+X52630.1/530-744 A------------GAGGAUCGU------UACUC-GGCUCGGUU-CUACCU
+#=GC SS_cons >>..........................<<<..<<<<<<..........>
+#=GC RF x............xxxxxxxxx......xxxxx.xxxxxxxxx.xxxxxx
+
+U27297.1/2-180 UGG----------------U-------------------------
+AF277396.1/3-126 -GGA----------------G------------------------
+L32919.1/393-532 AGGAU----------------------------------------
+X05498.1/324-651 AGG-AUAGGGAUUCAUGGGUGGGUAC-AAAUGGCAGUCUGAC---
+X05499.1/124-451 GGG-AUAGGGCUCUAUGGGUGGGUAC-AAAUGGCAGUCUGAC---
+M18578.1/158-485 GGG-AUAGGGCUCUAUGGGUGGGUAC-AAAUGGCAGUCUGAC---
+M26649.1/1-332 GGG-AUAGGGCUCUAUGGGUGGGUAC-AAAUGGCAGUCUGACAAG
+AL121770.1/10682-10430 -CGUAUUAUGU---A----GGGCAGCUGGUGUUUU--CUGACGUG
+X13850.1/317-568 -CGUAUUAUGU-------AGGGCAGCUGGUGUUUU--CUGACGUG
+Z12613.1/694-912 GGGAGAUGGA----------GGGAGA-GAACACA-GGCUGAGUGG
+X07318.1/1-219 GGGAGAUAGA----------GGGAGA-GAACACA-AGCUGAGUGG
+X07319.1/1-197 GGGAGAUGGA-----------------------------------
+J01884.1/1-214 AGGGGCGAGA----------GGGAGA-GAACGCA-GUCUGAGUGG
+V01267.1/2-213 GGGGGUAAGA----------GGGAGG-GAACGCA-GUCUGAGUGG
+X14945.1/538-753 GGGAGUGAGA----------GGGAGA-GAACGCG-GUCUGAGUGG
+V00190.1/62-269 UGAA----------UUGGUUGUAUGG-UGGGAU---UCGUACUGG
+X79685.1/140-354 GGCC--AGGA---------UGGCUCU-CAGGUU--GUCUGACAGG
+X63065.1/859-1073 UGUG-CAGGG---------UGGCCCA-GAGGUU--GUCUGACAGA
+Z29641.1/760-980 UGGC-UAGGG---------UGGCCUA-CAGGCU--GUUUGACAGG
+X52629.1/326-541 UGCC-GGGG----------UGGUCGC-ACGGCG--GUCUGACAGG
+X52630.1/530-744 UGUC-GGGG----------UGGUCGC-ACGGCG--GUCUGACAGG
+#=GC SS_cons >>>>>..>>>..........>>>>>>.>>>>>>........>>>>
+#=GC RF xxxx.xxxxx..........xxxxxx.xxxxxx..xxxxxxxxxx
+//
diff --git a/testsuite/3.4.12.stk b/testsuite/3.4.12.stk
new file mode 100644
index 0000000..148ed1d
--- /dev/null
+++ b/testsuite/3.4.12.stk
@@ -0,0 +1,1226 @@
+# STOCKHOLM 1.0
+#=GF ID U1
+#=GF AC RF00003
+#=GF DE U1 spliceosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W, Moxon SJ
+#=GF GA 37.0
+#=GF NC 37.0
+#=GF TC 37.2
+#=GF SE Zwieb C, The uRNA database, PMID:9016512
+#=GF SS Published; PMID:2405391
+#=GF TP Gene; snRNA; splicing;
+#=GF BM cmbuild CM SEED
+#=GF BM cmsearch -W 250 CM SEQDB
+#=GF DR URL; http://psyche.uthct.edu/dbs/uRNADB/u1/u1.html;
+#=GF RN [1]
+#=GF RM 9016512
+#=GF RT The uRNA database.
+#=GF RA Zwieb C;
+#=GF RL Nucleic Acids Res 1997;25:102-103.
+#=GF RN [2]
+#=GF RM 2405391
+#=GF RT Saccharomyces cerevisiae U1 small nuclear RNA secondary structure
+#=GF RT contains both universal and yeast-specific domains.
+#=GF RA Kretzner L, Krol A, Rosbash M;
+#=GF RL Proc Natl Acad Sci U S A 1990;87:851-855.
+#=GF RN [3]
+#=GF RM 7984237
+#=GF RT Crystal structure at 1.92 A resolution of the RNA-binding domain of
+#=GF RT the U1A spliceosomal protein complexed with an RNA hairpin.
+#=GF RA Oubridge C, Ito N, Evans PR, Teo CH, Nagai K;
+#=GF RL Nature 1994;372:432-438.
+#=GF RN [4]
+#=GF RM 11297556
+#=GF RT Two functionally distinct steps mediate high affinity binding of U1A
+#=GF RT protein to U1 hairpin II RNA.
+#=GF RA Katsamba PS, Myszka DG, Laird-Offringa IA;
+#=GF RL J Biol Chem 2001;276:21476-21481.
+#=GF CC U1 is a small nuclear RNA (snRNA) component of the spliceosome
+#=GF CC (involved in pre-mRNA splicing). Its 5' end forms complementary
+#=GF CC base pairs with the 5' splice junction, thus defining the 5'
+#=GF CC donor site of an intron.
+#=GF CC There are significant differences in sequence and secondary
+#=GF CC structure between metazoan and yeast U1 snRNAs, the latter being
+#=GF CC much longer (568 nucleotides as compared to 164 nucleotides in
+#=GF CC human). Nevertheless, secondary structure predictions suggest
+#=GF CC that all U1 snRNAs share a 'common core' consisting of helices I,
+#=GF CC II, the proximal region of III, and IV [1].
+#=GF CC This family does not contain the larger yeast sequences.
+#=GF SQ 100
+
+X58845.1/1-161 --ACUUACCUGGCUGG-AGUUU-GCUA---UCGAUCAU-GAAG-GGUAG-
+X63783.1/2024-2186 UUACUUACCUGGCUGG-AGUUU-GCUA---UCGAUCAU-GAAG-GGUAG-
+X63783.1/1394-1556 UUACUUACCUGGCUGG-AGUUA-GCUA---UCGAUCAU-GAAG-GGUAG-
+X63783.1/596-756 UAAAUUACAAUGUUGU-AGUUA-GCUA---UAUAUCAA-AAAA-UAUAG-
+M29062.1/238-387 UUACUUACCUGGCAUG-AGUUU--CUG---CAGCACAA-GAAU-UGUGG-
+AY198212.1/1-163 AUACUUACCUGGCACA-GGGGA-UACC---ACGAUCAC-CAAG-GUGGU-
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+#=GC SS_cons ...........<<<<<.<<<<<..<<<...<<............>>>>>.
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+
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+Z11883.1/361-521 UGGCCU---AGG-UUGGUGACCUCCAUU-----GCACUU-UGGAGG-GGU
+Z11881.1/2581-2742 UGACCC---AGG-CUUGUGACCUACAUU-----GCACUU-UGGAGG-GGU
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+X14415.1/175-335 UGGCCU---AGG-UUGGUAACCUCCAUU-----GCACUU-AGGAGA-GGU
+X14419.1/178-338 UGGCCU---AGG-UUGGUGACCAUCAUU-----GCACUU-UGAAGG-GGU
+X14416.1/171-331 UGGCCU---AGG-UUGGUGACUUUCAUU-----GCACUU-UGGAGG-GGU
+X06809.1/232-392 UGGCCU---AGG-GAAGUAACCUCCAUU-----GCACUG-AGGAGG-GGU
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+X15926.1/1-161 UGGCU----AGG-AUUGUGACCUCCAUU-----GCACUU-AGGAGG-GGU
+X15927.1/1-160 UGGCU----AGG-CAAGUGACCUCCAUU-----GCACUU-AGGAGG-GGU
+X15928.1/1-160 UGGCU----AGG-CAAGUGACUUCCAUU-----GCACUU-AGGAGG-GGU
+AY222070.1/1-157 UGGCCUA--GCG-UGGUGGC---UUCCU-----GCACUU-GAGGU----G
+#=GC SS_cons >>>>>>...<<<.......<<<.<<................>>..>.>.>
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+
+X58845.1/1-161 UAAUA---------CCUUAUUGUUC-CCCGU---GCGG---GGAACCGAA
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+M29062.1/238-387 CGAAU---------AACUGUGGACUGGCUAA----GGU--CAG-CUCCG-
+AY198212.1/1-163 CUGACC--------CUUG-CGAUGACCCCAAAU-GUGG--GUU-ACUCG-
+AJ243001.2/347-509 CUGACC--------CUUG-CAAUGACCCCAAAU-GUGG--GUU-ACUCG-
+AY198211.1/1-163 CUGACC--------CUUG-CGAGGACCCCAAAU-GUGG--GUU-ACUCG-
+AY198213.1/1-163 CUGAC---------CCUUGCGAUGACCCCAAAU-GUGG--GUU-ACUCG-
+AY198214.1/1-163 UUGAC---------CCUUGCGAUGAUCCCAAAU-GUGG--AUU-ACUCG-
+K00787.1/2-165 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X01725.1/69-233 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53541.1/1195-1359 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X04257.1/1-164 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+J01156.1/9-172 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53543.1/383-547 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53542.1/2592-2756 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53544.1/117-281 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X53544.1/1653-1817 UUGAC---------CUCUGCGAUUAUUCCUAAU-GUGA--AUA-ACUCG-
+X02585.1/923-1086 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X00549.1/150-313 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X02585.1/1513-1676 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAAGUCG-
+M59827.1/771-934 CUGAC---------CCCUGCGAUGUCCCCAAAU-GCGG---GAUUCUCG-
+X01093.1/329-492 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X01091.1/442-605 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X01092.1/374-537 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+V00444.1/1-162 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+J00914.1/146-309 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+Y00131.1/944-1108 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+M32270.1/371-535 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+J00645.1/51-213 CUGAC---------CACUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+K03128.1/241-77 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+M32271.1/288-452 CUGAC---------CCCUGCGAUUUCCCAAAU--GCGG---GAAACUCG-
+K02430.1/690-853 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+X12936.1/575-738 CUGAC---------CCCUGCGAUUUCCCCAAAU-GCGG---GAAACUCG-
+V01266.1/1-168 CUGAC---------CCCUGCGAUUUCCUCCAAAUGCGG---GAAACUCG-
+M14386.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+V00590.1/1-162 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M14385.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+DQ058356.1/1-168 UUGCU---------CCCG-CGAUUUCCCCGA---AUGA--GAAAACUCG-
+M14586.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+V00591.1/394-557 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+DQ058357.1/1-164 CUGAC---------CCCUGUGGUUUUCUACAAAUGUGG---GAAACUUA-
+M14587.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+K00529.1/225-388 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M14585.1/106-268 CUGCC---------CCUG-CGAUUUCCCCAAAU-GUGG---GAAACUCG-
+K00788.1/2-165 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M28012.1/108-271 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M28013.1/108-271 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+J00318.1/433-596 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M14387.1/399-562 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+M38483.1/1-164 CUGAC---------CCCUGCGAUUUCCCCAAAU-GUGG---GAAACUCG-
+DQ092354.1/1778-1949 CUGACUCUGGGUUGACUG-CGAUUACCGCUAAC-GUCG--GUA-ACUCG-
+X75936.1/1034-1195 CUGAA---------GCUUGCGAUUCCCUCAAAC-GUAG---GGAACUCG-
+M27880.1/1-161 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X56629.1/421-582 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X01749.1/448-609 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X04994.1/620-781 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+X04993.1/647-808 CUGAA---------CCUUGCGAUUCCCCCAAAC-GUGG---GGAACUCG-
+L22246.1/3195-3356 CUGAC---------CAGUGUGGCAGACCCGAG--UUGGGAUUGG--CCA-
+L22246.1/5535-5699 CUGAC---------CCGUGUGGCAGUCCCGAG--UUGGGAUUGG--CCA-
+L22246.1/2071-2235 CUGAC---------CUGUGUGGCAGUCCCGAG--UUGGGAUUGG--CCA-
+L22246.1/4551-4714 CUGAC---------CCGUGUGGCAGUCCCGAG--UUGGGAUUGG--CCA-
+X51371.1/181-345 CUGAC---------CUGUGUGGCAGUCUCGAGU-UGAG--AUU-CGCCA-
+M73768.1/361-517 UUGAA---------GCCUGCGACGGACUCUAA--UCGG--GUUCGCUCG-
+L25914.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GCUCGCUCG-
+L25915.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+L25921.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+L25916.1/1-159 UUGAA---------ACUCGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+L25917.1/1-158 UUGAA---------GCCUGCGACGAUCCCUAA--UUGG--GUGCGCUCG-
+L25919.1/1-159 UUGAA---------ACUUGCGACGAACCCUAA--UUGG--GUGCGCUCG-
+X13841.1/396-551 CCCCU---------UCUA-UGAUUG-CCUUC-----GG--GUA-ACUCA-
+X13842.1/1-150 CUCCU---------UCUA-UGAUUG-CCUUC-----GG--GUA-ACUCA-
+X70869.1/1-161 CCUUC---------CGCA-GUCGGCCCUUCG-----GG--UGU-CCGGC-
+X06880.1/1-162 UA--G---------CGCUGUGUGCGGGGCAA---GUCC---UCGUUACA-
+X69334.1/1-160 CCUGG---------CCCA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+X69333.1/1-157 GCUGG---------CCUA-UCAUCUCCCCAA---GUGG---GAGAGUGA-
+S72336.1/2-161 GUUGG---------CCCA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+X69329.1/1-160 GUUGG---------CCCA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+X69328.1/1-158 GUUGG---------CCUA-CCAUCUCCCCAA---GUGG---GAGAGUGG-
+Z11883.1/2839-2998 GCCUA---------CCUA-AGGUCGGCUCAA---GUAG--UCG-AGCCU-
+Z11883.1/1496-1656 GCCUU---------CCUA-AGGUCGACCCAA---GUGG--UCG-AGCCU-
+Z11881.1/1515-1675 GCCUG---------CCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+Z11881.1/315-475 GCCUG---------CCUA-AGGUCGACCCAA---GUGG--UCG-AGCCU-
+Z11883.1/3441-3603 GCCUG---------CCUAAAGUCUG-CCCAA---GUGG--UCG-AGCCU-
+Z11883.1/361-521 GCCUG---------CCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+Z11881.1/2581-2742 GCCUG---------CCUA-AGGUCAGCCCAA---GUGG--UUG-AGCCU-
+Z11882.1/353-512 GCCUG---------CCUA-AGGUCGACCUAA---GUGG--UCG-GGCCU-
+X14414.1/152-312 GCCAA---------UCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+X14417.1/177-340 GCUUG---------CCUA-AGGUCGACCCAA---GUGG--UUG-AGCCU-
+X14415.1/175-335 GCCUA---------CCUA-AGAUCGGCCCAA---GUGG--CCG-AAUCU-
+X14419.1/178-338 GCCCG---------CCUA-AGGUCGGCCCAA---GUGG--UCG-AGCCU-
+X14416.1/171-331 GCCCG---------CCUA-AGAUCAGCCCAA---GAGG--UUG-AGUCU-
+X06809.1/232-392 GCCUU---------UCUA-AGGUCUGUCCAA---GUGA--CAG-AGCCU-
+X06810.1/261-421 GCUUU---------CCUA-AGGUCUGCCCAA---GUGG--CAG-AGCCU-
+J03563.1/352-512 GCUAC---------UCUA-AGGUCUGUCCAA---GUGA--UGG-AGCCU-
+X15926.1/1-161 GCUUU---------CCUA-AGGUCUACCCAA---GUGG--UGG-AGCCU-
+X15927.1/1-160 GCUAG---------CCUA-AGGUCUACCCAA---GUGG--UGG-AGCCU-
+X15928.1/1-160 GCUUG---------CCUA-AGGUCUACCCAA---GUGG--UGG-AACCU-
+AY222070.1/1-157 GCUAA---------CGCAAAGGU-CACCCCAA--GUGG---GAGAUCCU-
+#=GC SS_cons ..............>>>..<<<.<<.<<........>>...>>...>>>.
+#=GC RF xxxxx.........xxxxxxxxxxxxxxxxxxx.xxxx..xxxxxxxxx.
+
+X58845.1/1-161 ACAGCACAAUUUCUGCUAG--GGGAGAC-GUGCACUU--A-GUGCUGUCU
+X63783.1/2024-2186 ACAGCACAAUUUCUGCUAG--GGGAGAC-GUGCACUU--A-GUGCUGUCU
+X63783.1/1394-1556 ACAGCACAAUUUCUGCUAG--GGGAGAC-GUGCACUU--A-GUGCUGUCU
+X63783.1/596-756 ACAACAAAAUUUCUGAUUG--GAAAUAG--UCAUUAAACUAACUGGCUAU
+M29062.1/238-387 GAUGCAUCAUUUUUGAGUU--CGU-----CCCUCAUU----UGGGGC---
+AY198212.1/1-163 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AJ243001.2/347-509 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AY198211.1/1-163 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AY198213.1/1-163 GGUGUGUAAUUUCUGUUAG--CUGGGG--ACUGCGUU--CGCGCUUUCCC
+AY198214.1/1-163 GGUGUGUAAUUUUUGGUAG--CUGGGG--ACUGCGUU--CGCGCUAUCCC
+K00787.1/2-165 UGCGUGUAAUUUUUGGUAG--CCGGGAA--UGGCGUU--CGCGCCG-UCC
+X01725.1/69-233 UGCGUGUAAUUUUUGUUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53541.1/1195-1359 UGCGUGUAAUUUUUGUUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X04257.1/1-164 UGCGUGUAAUUUUUGGUAG--CCGGGAA--UGGCGUU--CGCGCCG-UCC
+J01156.1/9-172 UGCGUGUAAUUUUUGGUAG--CCGGGAA--UGGCGUU--CGCGCCG-UCC
+X53543.1/383-547 UGCGUGUAAUUUUUGGUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53542.1/2592-2756 UGCGUGUAAUUUUUGUUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53544.1/117-281 UGCGCGUAAUUUUUGGUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X53544.1/1653-1817 UGCGUGUAAUUUUUGGUAG---CCGGGA-AUGGCGUU--CGCGCCGUCCC
+X02585.1/923-1086 ACUGCAUAAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+X00549.1/150-313 ACUGCAUAAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+X02585.1/1513-1676 ACUGCAUAAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M59827.1/771-934 ACUGUAUUAUUUCUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+X01093.1/329-492 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+X01091.1/442-605 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+X01092.1/374-537 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+V00444.1/1-162 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+J00914.1/146-309 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+Y00131.1/944-1108 A-UGCA-AAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+M32270.1/371-535 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+J00645.1/51-213 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--UGUGCUCUCCC
+K03128.1/241-77 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+M32271.1/288-452 ACUGCAUAAUUUGUGGUAG--UGGGGGA-GCUGCGUU--CGCGCGCCCCC
+K02430.1/690-853 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+X12936.1/575-738 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUCUCCC
+V01266.1/1-168 ACUGCAUAAUUUGUGGUAG--UGCGGGG--GACUGUU--CGCGCUC-CUC
+M14386.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+V00590.1/1-162 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M14385.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+DQ058356.1/1-168 GCUGCAUAACUUGUGGUAG--UGGGGG--ACUGCUUU--UGCGCUUUUCU
+M14586.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+V00591.1/394-557 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+DQ058357.1/1-164 AUUGCAUAAUUUGUGGUAG--UGGGGAC-U---AUGU--UGGUUCUCUCC
+M14587.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+K00529.1/225-388 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUC--CGCGCUUUCCC
+M14585.1/106-268 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+K00788.1/2-165 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M28012.1/108-271 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M28013.1/108-271 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+J00318.1/433-596 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M14387.1/399-562 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+M38483.1/1-164 ACUGCAUAAUUUGUGGUAG--UGGGGG--ACUGCGUU--CGCGCUUUCCC
+DQ092354.1/1778-1949 ACCGUACACUUUCUGGCUG--UGGGGG--CCUGCGUU--GGCGCUCGCCC
+X75936.1/1034-1195 GGCGUAUUAUUUAUGGUAG---CGGGGA-UCUGCGUU--CGCGCUAUCCC
+M27880.1/1-161 GGCGUAUUAUUUAUGGUAG--CGGAGAU--CUGCGUU--CGCGCUA-UCU
+X56629.1/421-582 GGCGUAUUAUUUAUGGUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+X01749.1/448-609 GGCGUACAAUUUAUGGUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+X04994.1/620-781 GGCGUACAAUUUAUGAUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+X04993.1/647-808 GGCGUACAAUUUAUGGUAG---CGGAGA-UCUGCGUU--CGCGCUAUCUC
+L22246.1/3195-3356 ACAGCAUAAUUUUUGCGUU---UGGGGA--CAGCGUU--CGCGCUU-CCC
+L22246.1/5535-5699 ACAGCAUAAUUUUUGCGUU----UGGGG-ACAGCGUU--CGCGCUUCCCC
+L22246.1/2071-2235 ACAGCAUAAUUUUUGCGUU----UGGGG-ACAGCGUU--CGCGCUUCCCC
+L22246.1/4551-4714 ACAGCAUAAUUUUUGCGUU----UGGGG-ACAGCGUU--CGCGCUUCCCC
+X51371.1/181-345 ACAGCUUAAUUUUUGCGUA--UCGGGG---CUGCGUG--CGCGCGG-CCC
+M73768.1/361-517 GGUGCAUAGUUUUUGCCAG--UGGGGA-----GCCUU--CGGGC--GUCC
+L25914.1/1-159 GACGCGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+L25915.1/1-159 GGCGUGUAGUUUUUGUCAG--UGGGGA---GGUCUCA--C-AGUCC-UCC
+L25921.1/1-159 GGCGUGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+L25916.1/1-159 GGCGUGUAGUUUUUGUCAG--UGGGGA---GGUCUCA--C-AGUCA-UCC
+L25917.1/1-158 GACGCGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+L25919.1/1-159 GACGCGUAGUUUUUGUCAG--UGGGGA----GGUCUU--CGGAUCA-UCC
+X13841.1/396-551 ACGGCAUAAUUUGUGAUAG--CGUGGG---GUGCGCUU-GUCGCGC-CCU
+X13842.1/1-150 ACGGCAUAAUUUGUGAUAG--CGUGGG---GUGCGCUU-GUCGCGC-CCU
+X70869.1/1-161 AGGGCUAAAUUUUUGUUAG--GCUGAGGACCCGCGCUA-UGCGCGGCCUC
+X06880.1/1-162 ACGGAAUAAUUUCUGGCAG--GCCGUUG-CACGCGCU--UGCGCGUCCUC
+X69334.1/1-160 AUGUCAUAAUUUGUGGUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+X69333.1/1-157 ACGUCAUAAUUUGUGGUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+S72336.1/2-161 ACGUCAUAAUUUGUGCUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+X69329.1/1-160 ACGUCAUAAUUUGUGCUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+X69328.1/1-158 ACGUCGUAAUUUGUGGUAG---AGGGGG-UACGCGUU--CGCGCGGCCCC
+Z11883.1/2839-2998 ACGUCAUAAUUUGUUGCAG----UGGG--CCUGCGUU--CGCGCGGCCCC
+Z11883.1/1496-1656 AUGUCAUAAUUUGUUGCAG---UGGGGG-CCAGCGUU--CGCGCGGCCCC
+Z11881.1/1515-1675 ACGUCAUAAUUUGUUACAG--CGGGGG--CCUGCGUU--CGCGCGGCCCU
+Z11881.1/315-475 ACGUCAUAAUUUGUUGCUG--UGGGGG--CCUGCGUU--CGCGCGGCCCU
+Z11883.1/3441-3603 ACACUAUAAUUUGUGAUAG---UGGGGG-CUUGCGUU--CGCGCAGCCCC
+Z11883.1/361-521 ACGUCAUAAUUUGUUGCAG---UGGGGG-CCUGCGUU--CGCGCGGCCCC
+Z11881.1/2581-2742 AUGUCAUAAUUUGUUGCAG---UGGGUG-CCUGUGUU--UGCGCACGCCC
+Z11882.1/353-512 AUGUCAUAAUUUGUUGCUG--UGGGGG--CCUGCGUU--C-UGCGCGCCC
+X14414.1/152-312 ACGUCAUAAUUUGUUGCUG--UGAGGG--CCUGUGUU--CGCGCGGCCCC
+X14417.1/177-340 ACGUCAUAAUUUGUUGUUGCAGAGGGGG-CCUGUGUU--CGCGCAGCCCC
+X14415.1/175-335 ACGUCAUAAUUUGUUGCUG---AGGGGG-CCUGCGUU--CGCGCGGCCCC
+X14419.1/178-338 ACGUCAUAAUUUGUUGCUG---AGGGGG-CCUGCGUU--CGCGCGGCCCC
+X14416.1/171-331 ACAUCAUAAUUUGUUGCUG---AGGGGG-CAUGCGUU--CGCGCAGCCCC
+X06809.1/232-392 ACGUCAUAAUUUGUGGUAG--UGGGGG--CCUGCGUU--CGCGCGGCCCC
+X06810.1/261-421 ACGUCAUAAUUUGUGGUAG--UGGGGG--CUUGCGUU--CGCGCAGCCCC
+J03563.1/352-512 ACGUCAUAAUUUGUGGUAG--UGGGGG--CCUGCGUU--CGCGCGGCCCC
+X15926.1/1-161 ACAUCAUAAUUUGUUGCCU--GAGGGGG-CCUGCGUU--CGCGCGGCCCC
+X15927.1/1-160 ACAUCAUAAUUUGUUGCUG--UGGGGG--CCUGUGUU--CGCGCGGCCCC
+X15928.1/1-160 ACAUCAUAAUUUGUUGCUG--UGGGGG--CCUGCGUU--CGCGCGGCCCU
+AY222070.1/1-157 GCGUCAUUAUUUGUUGCCU---UGGGGG-CCUGCGUU--CGCGCAGCCCC
+#=GC SS_cons .>>>>.................<<<<<...<<<<<......>>>>>.>>>
+#=GC RF xxxxxxxxxxxxxxxxxxx..xxxxxx..xxxxxxxx..xxxxxxxxxxx
+
+X58845.1/1-161 CCG
+X63783.1/2024-2186 CCG
+X63783.1/1394-1556 CCG
+X63783.1/596-756 UUC
+M29062.1/238-387 --A
+AY198212.1/1-163 CUU
+AJ243001.2/347-509 CUU
+AY198211.1/1-163 CUU
+AY198213.1/1-163 CUU
+AY198214.1/1-163 CUU
+K00787.1/2-165 CGA
+X01725.1/69-233 GAC
+X53541.1/1195-1359 GAC
+X04257.1/1-164 CGA
+J01156.1/9-172 CGA
+X53543.1/383-547 GAC
+X53542.1/2592-2756 GAC
+X53544.1/117-281 GAC
+X53544.1/1653-1817 GAC
+X02585.1/923-1086 CUG
+X00549.1/150-313 CUG
+X02585.1/1513-1676 CUG
+M59827.1/771-934 CUG
+X01093.1/329-492 CUG
+X01091.1/442-605 CUG
+X01092.1/374-537 CUG
+V00444.1/1-162 CUG
+J00914.1/146-309 CUG
+Y00131.1/944-1108 CUG
+M32270.1/371-535 CUG
+J00645.1/51-213 CUU
+K03128.1/241-77 CUG
+M32271.1/288-452 CUG
+K02430.1/690-853 CUG
+X12936.1/575-738 CUG
+V01266.1/1-168 UCG
+M14386.1/106-268 CUG
+V00590.1/1-162 CUG
+M14385.1/106-268 CUG
+DQ058356.1/1-168 GUC
+M14586.1/106-268 CUG
+V00591.1/394-557 CUG
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+L22246.1/5535-5699 GCC
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+X51371.1/181-345 UGA
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+L25917.1/1-158 UU-
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+X13841.1/396-551 GCA
+X13842.1/1-150 GCA
+X70869.1/1-161 GGC
+X06880.1/1-162 GGC
+X69334.1/1-160 UGC
+X69333.1/1-157 UGC
+S72336.1/2-161 UGC
+X69329.1/1-160 UGC
+X69328.1/1-158 UAC
+Z11883.1/2839-2998 UAC
+Z11883.1/1496-1656 UAC
+Z11881.1/1515-1675 ACC
+Z11881.1/315-475 GCC
+Z11883.1/3441-3603 UAG
+Z11883.1/361-521 UAU
+Z11881.1/2581-2742 UAC
+Z11882.1/353-512 CUG
+X14414.1/152-312 UGC
+X14417.1/177-340 UAC
+X14415.1/175-335 UGC
+X14419.1/178-338 UGC
+X14416.1/171-331 UGC
+X06809.1/232-392 UUU
+X06810.1/261-421 UUC
+J03563.1/352-512 UUA
+X15926.1/1-161 CAC
+X15927.1/1-160 CUC
+X15928.1/1-160 CUU
+AY222070.1/1-157 CAC
+#=GC SS_cons >>.
+#=GC RF xxx
+//
+# STOCKHOLM 1.0
+#=GF ID U2
+#=GF AC RF00004
+#=GF DE U2 spliceosomal RNA
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 46.2
+#=GF NC 46.1
+#=GF TC 46.2
+#=GF SE The uRNA database, PMID:9016512; Griffiths-Jones SR
+#=GF SS Published; PMID:2339054; Griffiths-Jones SR
+#=GF TP Gene; snRNA; splicing;
+#=GF BM cmbuild CM SEED
+#=GF BM cmsearch -W 220 CM SEQDB
+#=GF DR URL; http://psyche.uthct.edu/dbs/uRNADB/u2/u2.html;
+#=GF RN [1]
+#=GF RM 9016512
+#=GF RT The uRNA database.
+#=GF RA Zwieb C;
+#=GF RL Nucleic Acids Res 1997;25:102-103.
+#=GF RN [2]
+#=GF RM 11424937
+#=GF RT A conserved pseudouridine modification in eukaryotic U2 snRNA induces
+#=GF RT a change in branch-site architecture.
+#=GF RA Newby MI, Greenbaum NL;
+#=GF RL RNA 2001;7:833-845.
+#=GF RN [3]
+#=GF RM 11350032
+#=GF RT Crystal structure of a model branchpoint-U2 snRNA duplex containing
+#=GF RT bulged adenosines.
+#=GF RA Berglund JA, Rosbash M, Schultz SC;
+#=GF RL RNA 2001;7:682-691.
+#=GF RN [4]
+#=GF RM 2339054
+#=GF RT The spliceosomal snRNAs of Caenorhabditis elegans.
+#=GF RA Thomas J, Lea K, Zucker-Aprison E, Blumenthal T;
+#=GF RL Nucleic Acids Res 1990;18:2633-2642.
+#=GF CC U2 is a small nuclear RNA (snRNA) component of the spliceosome
+#=GF CC (involved in pre-mRNA splicing). Complementary binding between U2
+#=GF CC snRNA (in an area lying towards the 5' end but 3' to hairpin I)
+#=GF CC and the branchpoint sequence (BPS) of the intron results in
+#=GF CC the bulging out of an unpaired adenosine, on the BPS, which
+#=GF CC initiates a nucleophilic attack at the intronic 5' splice site,
+#=GF CC thus starting the first of two transesterification reactions that
+#=GF CC mediate splicing.
+#=GF SQ 77
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+AF095839.1/1586-1389 UAAACU-AAUUUUUUGAUGGG-GGCAAGGGGUUCCCCUCG-UGCUU----
+AF326335.1/1-142 A---CA-AA----UGAUCGCA-----------CUAG--------------
+M58665.1/571-712 AGAAAU-UAUAUCUCAAG--------------------------------
+AY007788.1/537-679 AGAAAU-UAUAACUCAAG--------------------------------
+X56455.1/161-312 --ACGA-AAUCUUUGAUCAC------------------------------
+U23406.1/206-352 A---GA-AAUCAUGGUACUA------------------------------
+AF047722.1/3099-3243 CA---A-AACUGUUG-CCUGU-----------------------------
+M58666.1/571-715 ----GU-AACUGUUGAGGCG------------------------------
+X56458.1/91-238 A---GA-AACCGCUGAUCUC-------------UCA--------------
+X56457.1/243-390 A---GA-AACCGCUGAUCUC-------------UCA--------------
+AY205287.1/148-4 A---GA-AACCGUUGAUCUC-------------UCA--------------
+X56456.1/243-390 A---GA-AACCGCUGAUCUC-------------UCA--------------
+M14625.1/332-488 -----U-UACCUUUUAAUUU--GUUACAAUACACAU--------------
+M23361.1/1-186 UAAUCU-UGUUUUUGGUUUGA-GUUG-GAAAGC---CUCU-GGCUU----
+X55772.1/223-412 UAAUCU-UGUUUUUGGUUUGA-GUUG-GAAAGC---CUCU-GGCUU----
+AF053589.1/90-279 ----UA-UGCUGGUG-UGUGU-GUGG-AUGC-UUU-GACA-GGCUU----
+X04247.1/87-278 UAAACU-CAUUUUUGGAAUCA-GACG-GAGU-GCUA--GG-GGCUU----
+X04241.1/85-276 UAAACU-GAUUUUUGGAAUCA-GACG-GAGU-GCUA--GG-AGCUU----
+X04244.1/85-276 UAAACU-GAUUUUUGGAAUCA-GACG-GAGU-GCUA--GG-ACCUU----
+X04256.1/85-275 UAAACU-GAUUUUUGGAAUCA-GACG-GAGU-GCUA--GG-AGCUU----
+X04243.1/69-260 UAAACU-GAUUUUUGGAAUCA-GACG-GAGU-GCUA--GG-AGCUU----
+X04246.1/87-278 UAAACU-GAUUUUUGGAAUCA-GACG-GAGU-GCUA--GG-GGCUU----
+K02457.1/1-187 UAAAUG-GAUUUUUGGAACAG-GGAGUUGGA--AGA--AG-AGCUU----
+X00093.1/360-550 UAAAUG-GAUUUUUGGAACAG-GGAGAUGGA--AGA--AG-AGCUU----
+M12856.1/361-551 UAAACG-GAUUUUUGGGCGCG-GGAGUUGGA--CCC--GG-AGCUU----
+X07913.1/1061-1251 UAAAUG-GAUUUUUGGAAGUA-GGAGUUGGA--AUA--GG-AGCUU----
+X04212.1/1-187 UAAAUG-GAUUUUUGGAACUA-GGAGUUGGA--AUA--GG-AGCUU----
+X59360.1/1-185 UAAAUG-GAUUUUUGGAGCAG-GGAGAUGGA--AUA--GG-AGCUU----
+M19204.1/1-187 UAAAUG-GAUUUUUGGAGCAG-GGAGAUGGA--AUA--GG-AGCUU----
+AF287992.1/4918-5108 UAAAUG-GAUUUUUGGAGCAG-GGAGAUGGA--AUA--GG-AGCUU----
+X54113.1/230-415 UAAUCU-GAUUUUUGGAUGAUCGGCCAUGGA-AUAG---G-GGCUU----
+M58447.1/507-698 UAAACU-GAUUUUUGAACCUA-GGCCAUGGA--AUA--GG-GGCUU----
+S64589.1/1-189 UAAACU-GAUUUUUGAACUUA-GGCCAUGGA--AUA--GG-GGCUU----
+L22247.1/6321-6513 UAAUCU-AUUUUUGCAACCUU-GGAA-GG--UUCG-UAGG-GGCUU----
+X51380.1/303-493 U-AUAU-GAUUUUUGGAACCCAGGGA-AGACUC-----GG-GGCUU----
+X51381.1/239-429 U-AUAU-GAUUUUUGGAAACUAGGGA-AGACUC-----GG-GGCUU----
+X51372.1/210-400 U-AUAU-GAUUUUUGGAACCUAGGGA-AGACUC-----GG-GGCUU----
+X51378.1/335-525 U-AUAU-GAUUUUUGGAACCUAGGGA-AGACUC-----GG-GGCUU----
+X51374.1/284-474 U-AUAU-GAUUUUUGGAACCUAGGGA-AGACUC-----GG-GGCUU----
+X51379.1/254-444 U-AUAU-GAUUUUUGGAUCCUAGGAA-AGACUC-----GG-GGCUU----
+X51375.1/389-580 U-AUAU-GAUUUUUGGAACCUAGGGA-AGACUC-----GG-GGCUU----
+X51376.1/309-499 U-AUAU-GAUUUUUGGAACCUAGGGA-AGACUC-----GG-GGCUU----
+L25918.1/1-181 UACCUG-UAUUUUUCACCUC-CGGAC-GGGU-U------G-AGCUU----
+X71483.1/1-191 UAACUU-UAAUAUUUUAGGGG-GUCA-AGGCAAUG-GGGG-CGCUU----
+AF106847.1/185-380 UAAAUU-UAUUUUUUGUGGG--GAGG-GUCCACCA-CAGU-GGCUU----
+AF106845.1/257-451 UAAAUU-UAUUUUUUGUGGGG-GAGG-GUCCACCA-UAGU-GGCUU----
+AF106845.1/1870-2065 UAAAUU-UAUUUUUCGUGGGG-GAGA-GUCCACCA-UAGU-GGCUU----
+X69326.1/1-193 UAAAUU-UAUUUUUUGUGGG--GAGG-GUCCACCA-CAGU-GGCUU----
+S72337.1/1-193 UAAAUU-UAUUUUUUGUGGG--GUGG-GUCCACCA-CAGU-AGCUU----
+X69327.1/1-196 UAAAUU-UAUUUUUUAUGGGG-GAGG-GCCCACCA-CAGU-AGCUU----
+X16459.1/280-475 UAAAUU-AAUUUUUUGUGGGG-AAAG-GUCCACUA-CAGU-GGCUU----
+X56322.1/513-709 UAACUC-AAUUUUUUAAGGGG-AAGA-GUCUGUUA-AGGUUAGCUU----
+X56321.1/284-479 UAACUC-AAUUUUUUAAGGGG-AAGA-GUCCAUUA-AGGU-AGCUU----
+M72889.1/1-196 UAACUC-AAUUUUUUAAGGGG-AAGA-GUCCAUUA-AGGU-AGCUU----
+X55840.1/268-462 UAACUC-UAUUUUUUGAGGG--GAGG-GUCUAUCA-CGGU-AGCUU----
+Z37972.1/1-174 --ACUC-UAUUUUUUAGG----GGAU-GUCC-AUA-CGGU-AGCUU----
+M72891.1/1-196 UAACUC-AAUUUUUUAAGGGG-GAAG-ACCCAUCA-AAGU-AGCUU----
+M72890.1/1-196 UAACUC-AAUUUUUUAAGGGG-AAGA-GUCCAUUA-AGGU-AGCUU----
+M72888.1/1-195 UAACUC-AAUUUUGUAAGGGG-AAGA-GUCCAUUA-AGGU-AGCUU----
+M72887.1/1-195 UAACUU-AAUUUUUUAGGGG--GAAG-GUCAAUUA-GAGU-AGCUU----
+Z37973.1/1-173 -AACUC-UAUUUUUGAGG----GGAU-GUCC-AUA-CGGU--GCUU----
+X56323.1/358-553 UAACUC-UAUUUUUUGAGGGG-GAAG-GUCCACCA-CGGU-AGCUU----
+X15930.1/1-195 UAAAUU-UAUUUCUUGAGGGG-AAGA-GUCCACCA-CAAU-AGCUU----
+X15936.1/256-455 UAAAUU-UAUCUCUUGAGGGG-GAGA-GUCCACUA-CAAU-AGCUUGCUA
+X15929.1/1-194 UAAAUU-UAUUUCUUGAGGGG-GAGA-GUCA-CCA-CAGU-AGCUU----
+X05084.1/1-191 UAAAUU-UAUUUCUUGAGGGG-AAGA-GGCCACCA-CAGU-AGCUU----
+X06477.1/503-698 UAACUC-UAUUUUUUAAGGGA-GAAA-ACCCACUA-AGGU-AGCUU----
+X06475.1/589-783 UAACUC-UAUUUUUUAAGGGA-GAAA-GCCCACUA-AGAU-AGCUU----
+X06473.1/389-584 UAACUC-UAUCUUUUAAGGGA-GAAA-GCCCGCUA-UGAU-AGCUU----
+X06474.1/512-707 UAACUC-UAUUUUUUAAGGGA-GAAA-GCCCACUA-AGAU-AGCUU----
+X06476.1/456-651 UAACUC-UAUUUUUUAAGGGA-GGAA-GCCCGUUU-AGAU-AGCUU----
+X52312.1/235-430 UAACUC-UAUUUUUUGAGGGA-GAAA-GCCCACUA-AGAU-AGCUU----
+#=GC SS_cons ......................<<<<.<<<<.......<<.<<<......
+#=GC RF xxxxxx.xxxxxxxxxxxxxx.xxxx.xxxxxxxx...xx.xxxxx....
+
+X63784.1/412-602 GCCCUAG--------U--CC-CGACGC-----GGUUGC--CCUUGG-CCU
+X63786.1/1152-1341 GCCAC---------UGGUCC-CGACGC-----UGUUGC--CCUUAG-CAU
+X58842.1/1-191 GCCCUAG--------U--CC-CGACGC-----GGUUGC--CCUUGG-CAU
+X63786.1/549-738 GCCACUG-------GU--CC-CGACGC-----UGUUGC--CCUUAG-CAU
+AY007785.1/849-1041 ACUCAGA-------GU--CCGCCACAC-----GUGUUGC-CCUGGA-GCU
+AF095839.1/1586-1389 GCGCGAG-------UC-CCU-UGCCAC-----GGGUUGC-CCUGCU-AUU
+AF326335.1/1-142 -------------------------GU-----UGUUUC--CCUGGA-GUU
+M58665.1/571-712 -------------------------GU-----UGUUUC--CCUGGA-GUU
+AY007788.1/537-679 -------------------------GU-----UGUUUC--CCUGGA-GUU
+X56455.1/161-312 -------------------------GCG----AGUUUU--CCUGGA-GUU
+U23406.1/206-352 -------------------------GG-----UUGUUUC-UCUGGA-GUU
+AF047722.1/3099-3243 -------------------------CCCG---CGUUCU--UCCGGG-GUU
+M58666.1/571-715 -------------------------CCG----GCGUCCU-CCCGGA-GUU
+X56458.1/91-238 -------------------------AG-----CGUUCU--UCCGGA-GUU
+X56457.1/243-390 -------------------------AG-----UGUUCC--UCCGGA-GUU
+AY205287.1/148-4 -------------------------AG-----CGUUCU--UCCGGA-GUU
+X56456.1/243-390 -------------------------AG-----UGUUCC--UCCGGA-GUU
+M14625.1/332-488 --------------UU--UU-UGGCACC----CAAAAU--AAUAAA--AU
+M23361.1/1-186 GCUAUGC-------UU--UC-CGACACU----GGUGUU--CUUGCU-AUU
+X55772.1/223-412 GCUAUGC-------UU--UC-CGACACU----GGUGUU--CUUGCU-AUU
+AF053589.1/90-279 GCUUGUA----GGGGC-CAU-GCACACACCAGGCAGACUCCCGGAA-GUU
+X04247.1/87-278 GCUCC--------ACC--UC-UGUCAC-----GGGUUGG-CCCGGU-AUU
+X04241.1/85-276 GCUCC--------ACC--UC-UGUCGC-----GGGUUGG-CCCGGU-AUU
+X04244.1/85-276 GCUCC--------ACC--UC-UGUCGC-----GGGUUGG-CCCGGU-AUU
+X04256.1/85-275 GCUCC--------ACC--UC-UGUCGC-----GGGUUGG-CCCGGU-AUU
+X04243.1/69-260 GCUCC--------GCC--UC-UGUCGC-----GGGUUGG-CCCGGU-AUU
+X04246.1/87-278 GCUCC--------ACC--UC-UGUCAC-----GGGUUGG-CCCGGU-AUU
+K02457.1/1-187 GCUCU--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+X00093.1/360-550 GCUCU--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+M12856.1/361-551 GCUCC--------CUC--CG-CUCCGC-----GCAUCGU-CCCGGU-AUG
+X07913.1/1061-1251 GCUCC--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+X04212.1/1-187 GCUCC--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+X59360.1/1-185 GCUCC--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+M19204.1/1-187 GCUCC--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+AF287992.1/4918-5108 GCUCC--------GUC--CA-CUCCAC-----GCAUCGA-CCUGGU-AUU
+X54113.1/230-415 GCCG----------UC--CU-GGCCACG----GGUUGG--CCCGGU--UU
+M58447.1/507-698 GCUCC--------GUC--CU-GGCCAC-----GGGUUGG-CCCGGU-AUU
+S64589.1/1-189 GCUCC--------GUC--CU-GGCCAC-----GGGUUGG-CCCGGU-AUU
+L22247.1/6321-6513 GCUCCUC----------GCC-UUCCGC-----GGGUCGA-CCCGGU-AUU
+X51380.1/303-493 GCUCC---------GA--CU-UCCCAA-----GGGUCGUCCUGGCG--UU
+X51381.1/239-429 GCUCC---------GU--CU-UUCCAA-----GGGUCGUCCCGGCG--UU
+X51372.1/210-400 GCUCC---------GA--CU-UCCCAA-----GGGUCGUCCUGGCG--UU
+X51378.1/335-525 GCUCC---------GA--CU-UCCCAA-----GGGUCGUCCUGGCG--UU
+X51374.1/284-474 GAUCC---------GA--CU-UCCCAA-----GGGUCGUCCUGGCG--UU
+X51379.1/254-444 GCUCC---------GA--CU-UUCCGC-----GGGUCGUACUGGCG--UU
+X51375.1/389-580 GCUCUC--------GA--NU-UCCCAA-----GGGUCGUCCUGGCG--UU
+X51376.1/309-499 GCUCC---------GA--CU-UCCCAA-----GGGUCGUCCUGGCG--UU
+L25918.1/1-181 GCUC---------AAC--CC-GUCCAC-----GGGUCGG-CCUCGU-AUU
+X71483.1/1-191 GCGUCCC-------GC--CG-CGACAG-----CUUGGCA-GGAGGC--UU
+AF106847.1/185-380 GCCACUG-------GG--GC-CCUCAC-----GCGUUGCCCAGGCG--UU
+AF106845.1/257-451 GCCACUA-------GG--GC-CUUCGU-----GUGUCGCCUAGGCG--UU
+AF106845.1/1870-2065 GCCACUA-------GG--GC-CCUCAU-----GUGUCGCCUAGGCG--UU
+X69326.1/1-193 GCCACUG-------GG--GC-CCUCAC-----GUGUUC--CCUGGACGUU
+S72337.1/1-193 GCUAUUG-------GG--GC-CCACAU-----GCGUCGCCUGGGCG--UU
+X69327.1/1-196 GCUGCUG-------GG--GC-CCUUGC-----GUGUCGCCCAGGCG--UU
+X16459.1/280-475 GC-AUUG-------GG--UC-CCUUAU-----GUGUCGCUCUAGCG--UU
+X56322.1/513-709 GCUACCU-------GG--GU-UCUUGU-----GCGUCGCCCAUGCG--UU
+X56321.1/284-479 GCUGCCU-------GG--GC-UCUUGC-----GCGUCGCCCAUGCG--UU
+M72889.1/1-196 GCUACCU-------GG--GC-UCUUGC-----GCGUCGCCCAUGCG--UU
+X55840.1/268-462 GCUAUCG-------GG--AC-CUUUAA-----GCAUCGCCUUGGUG--CU
+Z37972.1/1-174 GCUAUUGGGAUUCAGG--AC-CUUCAA-----GCGUCCU-CUGGCA--UU
+M72891.1/1-196 GCUACUU-------GG--GU-CUUCAC-----GCGUCGCCUGGGCG--UU
+M72890.1/1-196 GCUACCU-------GG--GC-UCUUGC-----UCGUCGCCCAUGUG--UU
+M72888.1/1-195 GCUACCU-------GG--GC-UCUUGG-----GCGUCGC-CAUGCG--UU
+M72887.1/1-195 GCUACUU-------GG--GU-CUUCGU-----GUGUCGCCUAGGUG--UU
+Z37973.1/1-173 GCUAUUGUGAUUCAGG--AC-CUUCAA-----GCGUCCU-CUGGCG--UU
+X56323.1/358-553 GCUAUCG-------AG--AC-CUUCAA-----GUCUCGCCUAGGUG--UU
+X15930.1/1-195 GCUAUUC-------GG--UC-UCUUGU-----GUGUCGCUUUUGCG--UU
+X15936.1/256-455 GCUAUUG-------GG--UC-UCUCAA-----GUGUUGCUUUUGCG--UU
+X15929.1/1-194 GCUAUUG-------GG--UC-UCUCGC-----GUGUCGCUCUUGCG--UU
+X05084.1/1-191 GCUAUUG-------GG--UC-UCUUAC-----GUGUCGCUCUUGCG--UU
+X06477.1/503-698 GCUAUCU-------GG--GU-UUUCAC-----GAGUCGCCCAUGCG--UU
+X06475.1/589-783 GCUAUCU-------GG--GC-UUUCAA-----GAGUCGCCCAUGCG--UU
+X06473.1/389-584 GCUAUCU-------GG--GC-UUCCAC-----GAGUCGCCCAUGCG--UU
+X06474.1/512-707 GCUAUCU-------GG--GC-UUUCAC-----GAGUCGCCCAUGCG--UU
+X06476.1/456-651 GCUAUCU-------GG--GC-UUUCAC-----GAGUCUCCCAUGCG--UU
+X52312.1/235-430 GCUAUCU-------GG--GC-UUUCAA-----GAGUCGCCUAUGCG--UU
+#=GC SS_cons >>>>>.........>>..>>.>>>>.......<<<<<<..<<<<<<....
+#=GC RF xxxxxx........xx..xx.xxxxxx.....xxxxxxx.xxxxxx.xxx
+
+X63784.1/412-602 GCA-CGCU-ACUAAGG---AGCGGCUACCCCUG
+X63786.1/1152-1341 GCA-CGUA-ACUAAGG---AGUGGCUAACCCUA
+X58842.1/1-191 GCA-CGCU-ACUAAGG---AGCGGCUACCCCUG
+X63786.1/549-738 GCA-CGUA-ACUAAGG---AGUGGCUAACCCUA
+AY007785.1/849-1041 GCA-CUAC-A-UCAGGAG-UUGGCACACCC---
+AF095839.1/1586-1389 GCA-CUAC-CGGCAGG--CGCGGCCCAACCCAC
+AF326335.1/1-142 CCA-CCUU--UCCAGG----GGAGCAACU----
+M58665.1/571-712 CCA-CGUU--UCCAGG-----GAGCAACUC---
+AY007788.1/537-679 CCA-CGUU--UCCAGG----GGAGCAACUC---
+X56455.1/161-312 CCA-CUCU-UUCCAGG---CGAAGCUCGCCCUU
+U23406.1/206-352 CCA-CCUU--UCCAGG---GGAGCAGCUACCUU
+AF047722.1/3099-3243 CCA-CUUG--UCCGGA---CGGAGCGCGAC---
+M58666.1/571-715 CCA-CGUG--UCCGGU--UGGGGCGCCGCC---
+X56458.1/91-238 CCA-CGUG--UCCGGA---UGGAGCGCUUCCUU
+X56457.1/243-390 UCG-CGUG--UCCGGA---UGGAGCGCUUCCUU
+AY205287.1/148-4 CCA-CGUG--UCCGGA---UGGAGCGUCA----
+X56456.1/243-390 UCG-CGUG--UCCGGA---UGGAGCGCUUCCUU
+M14625.1/332-488 GGA-CGGG--AAGAGA---CUUUUUAAGC----
+M23361.1/1-186 GCA-CUUACUGGCAAG---CGACGCCGAA----
+X55772.1/223-412 GCA-CUAC-UGGCAAG---CGACGCCGAAUCUU
+AF053589.1/90-279 G----UUCCG-UCCGG---AG-CUGCACUUUUU
+X04247.1/87-278 GCA-GUAC-CGCCGGGAUUUCGGCCCAAC----
+X04241.1/85-276 GCA-GUAC-CGCCGGGAUUUUGGCCCAAC----
+X04244.1/85-276 GCA-GUAC-CGCCGGGAUUUUGGCCCAAC----
+X04256.1/85-275 GCA-GUAC-CGCCGGGAUUUUGGCCCAAC----
+X04243.1/69-260 GCA-GUACCC-CCGGGAUUUCGGCCCAAC----
+X04246.1/87-278 GCA-GUAC-CGCCGGGAUUUCGGCCCAAC----
+K02457.1/1-187 GCA-GUACCU-CCAGG--ACCGGUGCACU----
+X00093.1/360-550 GCA-GUACCU-CCAGG--ACCGGUGCACUUCUC
+M12856.1/361-551 GCA-GUACCU-CCGGG--CACGGUGCACCUCCC
+X07913.1/1061-1251 GCA-GUACCU-CCAGG--AACGGUGCACCCCCU
+X04212.1/1-187 GCA-GUACCU-CCAGG--AACGGUGCACC----
+X59360.1/1-185 GCA-GUACCU-CCAGG--AACGGUGCACC----
+M19204.1/1-187 GCA-GUACCU-CCAGG--AACGGUGCACC----
+AF287992.1/4918-5108 GCA-GUACCU-CCAGG--AACGGUGCACUUCCC
+X54113.1/230-415 GCA-CUAC-UGCCGGG---AUCGGCCACAC---
+M58447.1/507-698 GCA-GUACUU-CCGGG--AUCGGCCCACCCCUC
+S64589.1/1-189 GCA-GUACCU-CCGGG--AUCGGCCCACCC---
+L22247.1/6321-6513 GCACCUACCU-CCGGG--AACGCCCACGCCCCC
+X51380.1/303-493 GCA-CUGC--UGCCGGG-CUCGGCCCAGUCCCC
+X51381.1/239-429 GCA-CUGC--UGCCGGG-CUCGGCCCAGUCCCC
+X51372.1/210-400 GCA-CUGC--UGCCGGG-CUCGGCCCAGUCCCC
+X51378.1/335-525 GCA-CUGC--UGCCGGG-CUCGGCCCAGUGCCC
+X51374.1/284-474 GCA-CUGC--UGUCGGG-CUCGGCCCAGUCCCC
+X51379.1/254-444 GCA-CUGC--UGCCGGG-CUCGGCCCAGUCCCC
+X51375.1/389-580 GCA-CUGC--UGCCGGNN-UCGGCCCANNCCCC
+X51376.1/309-499 GCA-CUGC--UGCCGGNN-UCGNNCCAGUCCCG
+L25918.1/1-181 GCA-UUGCCU-CGAGG---UUGGCUCA------
+X71483.1/1-191 ACA-CUAC--CUCUCU---UGCCGAGCACCCCA
+AF106847.1/185-380 GCA-CUGC--UGCCCGGGCCUGGCGCACCCCAA
+AF106845.1/257-451 GCA-CUAC--AGCCUUGG-CUGGCGCACCCCAA
+AF106845.1/1870-2065 GCA-CUAC--AGCCUUGG-CUGGUGCACCCCAU
+X69326.1/1-193 GCA-CUACUGUCCAGG--UGUGGCGCACCC---
+S72337.1/1-193 GCA-CUGC--UGCCCUGGCCCGGCGCACCC---
+X69327.1/1-196 GCA-CUGC--UGCCUGGG-CCGGCGCACCCCAC
+X16459.1/280-475 GCA-CUAU--UGCUUGAGCCUGGCGCACCCCAA
+X56322.1/513-709 GCA-CUAC--UGCACGGGCCUGGCGCACCCCAC
+X56321.1/284-479 GCA-CUAC--UGCACGGGCCUGGCGCACCCCAC
+M72889.1/1-196 GCA-CUAC--UGCAUGGGCCUGGCGCACCCCAC
+X55840.1/268-462 GCA-CUAU--AACCUUGGCCUGGUGCACCGUAC
+Z37972.1/1-174 GCA-CUAC--UGUCUUGGCUUGACGCACCCCCA
+M72891.1/1-196 GCA-CUAC--AGCCCAGGCCUGGCACACCCCAC
+M72890.1/1-196 GCA-CUAC--UGCACGGGCCUGGCGUACCCCAC
+M72888.1/1-195 GCA-CUAC--UGCAUGGUCCUGGCGCACCCCAC
+M72887.1/1-195 GCA-CUAU--AGCCUUGGCCUGGAGCACCCCAC
+Z37973.1/1-173 GCA-CUAC--UGUCUUGACUUGACGCACCCCCA
+X56323.1/358-553 GCA-CUAC--UGCCUUGGCCUGGCACACCCCAC
+X15930.1/1-195 GCA-CUAU--AGCAAUUG-CUGGCGCACCCCAC
+X15936.1/256-455 GCA-CUAU--AGCAAUAGCCCGACACACCCCAC
+X15929.1/1-194 GCA-CUAU--AGCAAUUG-CUGGCGCACCCCAC
+X05084.1/1-191 GCA-CUAU--AGCAAUUG-CUGGCGCACCC---
+X06477.1/503-698 GCA-CUAC--UGCACGGGCCUGGCUCAUCCCGC
+X06475.1/589-783 GCA-CUAC--UGCAAGGG-CUGGCUCAACCCGC
+X06473.1/389-584 GCA-CUAC--UGCACGGGCCUGGCUCAACCCGC
+X06474.1/512-707 GCA-CUAC--UGCACGGGCCUGGCUCAACCCGC
+X06476.1/456-651 GCA-CUAU--UGCGAGGGCUUGGCUCAACCCGC
+X52312.1/235-430 GCA-CUAC--UGCACAGGCUUGGCUCAACCCGC
+#=GC SS_cons ..........>>>>>>....>>>>>>.......
+#=GC RF xxx.xxxx..xxxxxxx.xxxxxxxxxxxxxxx
+//
+# STOCKHOLM 1.0
+#=GF ID U3
+#=GF AC RF00012
+#=GF DE Small nucleolar RNA U3
+#=GF AU Griffiths-Jones SR, Mifsud W
+#=GF GA 55.3
+#=GF NC 55.1
+#=GF TC 55.3
+#=GF SE Zwieb C, The uRNA database, PMID:9016512
+#=GF SS Published; PMID:10199569
+#=GF TP Gene; snRNA; guide; CD-box;
+#=GF BM cmbuild CM SEED
+#=GF BM cmsearch -W 350 CM SEQDB
+#=GF DR URL; http://psyche.uthct.edu/dbs/uRNADB/u3/u3.html;
+#=GF RN [1]
+#=GF RM 9016512
+#=GF RT The uRNA database.
+#=GF RA Zwieb C;
+#=GF RL Nucleic Acids Res 1997;25:102-103.
+#=GF RN [2]
+#=GF RM 10567566
+#=GF RT Nuclear retention elements of U3 small nucleolar RNA.
+#=GF RA Speckmann W, Narayanan A, Terns R, Terns MP;
+#=GF RL Mol Cell Biol 1999;19:8412-8421.
+#=GF CC Small nucleolar RNAs (snoRNAs) are involved in the processing and
+#=GF CC modification of rRNA in the nucleolus. There are two main classes
+#=GF CC of snoRNAs: the box C/D class, and the box H/ACA class. U3 snoRNA
+#=GF CC is a member of the box C/D class. Indeed, the box C/D element is
+#=GF CC a subset of the six short sequence elements found in all U3
+#=GF CC snoRNAs, namely boxes A, A', B, C, C', and D. The U3 snoRNA
+#=GF CC secondary structure is characterised by a small 5' domain (with
+#=GF CC boxes A and A'), and a larger 3' domain (with boxes B, C, C', and
+#=GF CC D), the two domains being linked by a single-stranded
+#=GF CC hinge. Boxes B and C form the B/C motif, which appears to be
+#=GF CC exclusive to U3 snoRNAs, and boxes C' and D form the C'/D
+#=GF CC motif. The latter is functionally similar to the C/D motifs found
+#=GF CC in other snoRNAs.
+#=GF CC The 5' domain and the hinge region act as a pre-rRNA-binding
+#=GF CC domain. The 3' domain has conserved protein-binding sites. Both
+#=GF CC the box B/C and box C'/D motifs are sufficient for nuclear
+#=GF CC retention of U3 snoRNA. The box C'/D motif is also necessary for
+#=GF CC nucleolar localisation, stability and hyper-methylation of
+#=GF CC U3 snoRNA. Both box B/C and C'/D motifs are involved in specific
+#=GF CC protein interactions and are necessary for the rRNA processing
+#=GF CC functions of U3 snoRNA.
+#=GF SQ 21
+
+U27297.1/2-180 AGACUGUACUCCACAAGGAUCAUUUCUUGAGGAAGUAUCAGUCCGAUUCA
+AF277396.1/3-126 GACCGUACUCUGAACAGAAUCGUUUUAUGAGUACAACCUCUUAAUUGAAA
+L32919.1/393-532 GACCGUACUCUGAACAGAAUCGUUUUAUGAGUAUAACCUCUUAAUGGAAA
+X05498.1/324-651 AACACAUUCAACAGUAGGAUCAUUUCUAUAUUAAUCGUCACUCUUUGACU
+X05499.1/124-451 AACACAUUCUACAGUAGGAUCAUUUCUAUAGGAAUCGUCACUCUUUGACU
+M18578.1/158-485 AACACAUUCUACAGUAGGAUCAUUUCUAUAGGAAUCGUCACUCUUUGACU
+M26649.1/1-332 GUCGACGUACUUCAUAGGAUCAUUUCUAUAGGAAUCGUCACUCUUUGACU
+AL121770.1/10682-10430 UCGACGAUACUCCAUAGGAUCAUUUCUAUAGUAUACGUCCGGCUUGGGUU
+X13850.1/317-568 GUAUCGAUACUCCAUAGGAUCAUUUCUAUAGUAUACGUCCUUCUUGGGUU
+Z12613.1/694-912 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGU
+X07318.1/1-219 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUGUACCUGGUGAAAUGU
+X07319.1/1-197 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGGUUUUACCUGGUGAGAUGU
+J01884.1/1-214 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUU
+V01267.1/2-213 GUGACUAUACUUUCAGGGAUCAUUUCUAUAGUUCGUUACUAGAGAAGUUU
+X14945.1/538-753 AAGACUAUACUUUCAGGGAUCAUUUCUAUAGUGUGUUACUAGAGAAGUUU
+V00190.1/62-269 AUGACCAAAC-UCUUAGGAUCAUUUCUAGAGUAUCGUCUAUUAAAAUUAU
+X79685.1/140-354 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCGUUGCAUCC
+X63065.1/859-1073 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCGCUGCAUCC
+Z29641.1/760-980 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGAU-CGUACUGUUGCAUCU
+X52629.1/326-541 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCUCUGUUUCC
+X52630.1/530-744 CGACCUUACUUGAACAGGAUCUGUUCUAUAGGCU-CGUACCUCUGUUUCC
+#=GC SS_cons ......<<<<<<<<.<<<..<<<<<<..<<<<.....>>>>..>>>>>>.
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+U27297.1/2-180 CAGAGAACACUACAAUCUUCAA----CAGCCACGAUGAUGACUGG--CA-
+AF277396.1/3-126 AAAAACCGAGUUUCAAAUCCUG------------AUGAUGACGG--UUG-
+L32919.1/393-532 AGAAACCGAGUUUCAAAUCCUG------------AUGAAGACGG--UUG-
+X05498.1/324-651 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGCC-C-CA-
+X05499.1/124-451 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGUC-C-CA-
+M18578.1/158-485 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGUC-C-CA-
+M26649.1/1-332 CUUCAAAAGAGCCACUGAAUCC-----AACUUGGUUGAUGAGUC-C-CA-
+AL121770.1/10682-10430 UCCUAACCUAGCCACAGAACUC-----AACACGGAUGAUGAUAG------
+X13850.1/317-568 UCCUAACCUAGCCACAGAAGUG-----AACACGGAUGAUGAUAG------
+Z12613.1/694-912 GCUCGAAAGUGUCUGAACUCAC----AAACCACGAGGAAGAGCGU--CA-
+X07318.1/1-219 GCUCGAAAGUGUCUGAACUCAC----AAACCACGAGGAAGAGCGU--CA-
+X07319.1/1-197 GCUCUAAAGUGUCUGAACUCAC----AAACCACGAGGAAGAGCGU--CA-
+J01884.1/1-214 CUCUGACUGUGUAGAGCACCCG----AAACCACGAGGAGGAGACG--UA-
+V01267.1/2-213 CUCUGACUGUGUAGAGCCCACG----AAACCACGAGGACGAGACA--UA-
+X14945.1/538-753 CUCUGAACGUGUAGAGCACCGA----AAACCACGAGGAAGAGAGG--UA-
+V00190.1/62-269 UCAUCAAUAAUUUUUCCUCUUUCA--CAGCUAGGAUGAUGAUACA--CA-
+X79685.1/140-354 UUGACUAAUAAGGAGGCAAGCAC-UUAAGCUUGGUUGAUGACGC---AUG
+X63065.1/859-1073 UUUACCAAUAAGGAGGCAAGCAC-UUCAGUCUGGUUGAUGCAUC----UG
+Z29641.1/760-980 UUGAUUAAUAAGAAGGCAAGUAC-UUAAACCUGGUUGAUGAGAAU--UUG
+X52629.1/326-541 UUGAUUUCUCAAGAGACAGGCCC-UUAACCCUGGUUGAUGAACC---AUG
+X52630.1/530-744 UUGAUUUCUCAAGAGACAGGCCU-UAAACCCUGGUUGAUGAACC---AUG
+#=GC SS_cons .>>>>>>>>>>>.................<<<<.................
+#=GC RF xxxxxxxxxxxxxxxxxxxxxx....xxxxxxxxxxxxxxxxxx...xx.
+
+U27297.1/2-180 --GCUUUCCUCUCGGA-GCGUGAGGCAGCG--------------------
+AF277396.1/3-126 ---CUUUCUCCGCCC--GGAGAGCGUUUC---------------------
+L32919.1/393-532 ---CUUUCUUCGCCC--GGAGAGCGCUUC---------------------
+X05498.1/324-651 -UAACCUUUGUACCCCAGAGUGAGGAAAUGAAAUCGAAUUUAAAUUAGCU
+X05499.1/124-451 -UAACCUUUGUACCCCAGAGUGAGAAACCGAAAUUGAAUCUAAAUUAGCU
+M18578.1/158-485 -UAACCUUUGUACCCCAGAGUGAGAAACCGAAAU-GAAUCUAAAUUAGCU
+M26649.1/1-332 -UAACCUUUGUACCCCAGAGUGAGAAACCGAAAUUGAAUCUAAAUUAGCU
+AL121770.1/10682-10430 -GAGGCACCGUUGCCCUCAGAGUGAGGACU--------UUUAA-------
+X13850.1/317-568 -GAGGCACCGUUGCCU-CAGAGUGAGGACU--------UUUAA-------
+Z12613.1/694-912 ---GUGUUCUCUCCU--GAGCGUGAAGUGA--------------------
+X07318.1/1-219 ---GUGUUUUCUCCU--GAGCGUGAAGUGA--------------------
+X07319.1/1-197 ---GUGUCUUCUCCU--GAGCGUGAAGUGA--------------------
+J01884.1/1-214 ---GCGUUCUCUCCU--GAGCGUGAAGCCG--------------------
+V01267.1/2-213 ---GCGUCCCCUCCU--GAGCGUGAAGCCG--------------------
+X14945.1/538-753 ---GCGUUUUCUCCU--GAGCGUGAAGCCG--------------------
+V00190.1/62-269 -----CUCACUAUACGAAAGCGUGAAACCG--------------------
+X79685.1/140-354 A----CCUGUGGGCCA-GAGCGUGAUU-AA--------------------
+X63065.1/859-1073 A----CCUCUGGGCCA-GAGCGUGAUU-AA--------------------
+Z29641.1/760-980 A----CCUGUGGGCCA-GAGCGUGAUUUAA--------------------
+X52629.1/326-541 A----CCGUGCGGCUA-GAGCGUGAUU-GA--------------------
+X52630.1/530-744 A----CCGUGCGGCUA-GAGCGUGAUU-GA--------------------
+#=GC SS_cons ...<<<<<<<<<<<<..............<....................
+#=GC RF ...xxxxxxxxxxxxx.xxxxxxxxxxxxx....................
+
+U27297.1/2-180 --------------------------------------------------
+AF277396.1/3-126 --------------------------------------------------
+L32919.1/393-532 --------------------------------------------------
+X05498.1/324-651 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAUUU
+X05499.1/124-451 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAAUU
+M18578.1/158-485 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAAUU
+M26649.1/1-332 UGGUCCGCAAUCCUUAGCGGUUCGGCCAUCUAUAAUUUUGAAUAAAAAUU
+AL121770.1/10682-10430 --------------------------------------------------
+X13850.1/317-568 --------------------------------------------------
+Z12613.1/694-912 --------------------------------------------------
+X07318.1/1-219 --------------------------------------------------
+X07319.1/1-197 --------------------------------------------------
+J01884.1/1-214 --------------------------------------------------
+V01267.1/2-213 --------------------------------------------------
+X14945.1/538-753 --------------------------------------------------
+V00190.1/62-269 --------------------------------------------------
+X79685.1/140-354 --------------------------------------------------
+X63065.1/859-1073 --------------------------------------------------
+Z29641.1/760-980 --------------------------------------------------
+X52629.1/326-541 --------------------------------------------------
+X52630.1/530-744 --------------------------------------------------
+#=GC SS_cons ..................................................
+#=GC RF ..................................................
+
+U27297.1/2-180 --------------AGCGACCUCGGUCGCAUCGCAUCGAUGAUCGCA---
+AF277396.1/3-126 --------------------------------------------------
+L32919.1/393-532 --------------------------------------------------
+X05498.1/324-651 UG-CUUUGCCGUUGCAAUUGUGAUAACUUCCUUUGGAAUUUGUUGCGAUA
+X05499.1/124-451 UU-CUUUGCCGUUGCAUUUGUAGUUUUUUCCUUUGGAAGUAAUUACAAUA
+M18578.1/158-485 UUGCUUUGCCGUUGCAUUUGUAGUUUUUUCCUUUGGAAGUAAUUACAAUA
+M26649.1/1-332 UUGCUUUGGCGUUGCAUUUGUAGUUUUUUCCUUUGGAAGUAAUUACAAUA
+AL121770.1/10682-10430 -UUCUUUGAAGGCAUGCUUUUCGAUUAGGUUUUUUACCUAAUUGUUUUGC
+X13850.1/317-568 -UUCUUUGAAGGCAUGCUUUUCGAUUAGGUUUUUUACCUAAUUGUUUUGC
+Z12613.1/694-912 -------------GCUC-ACAGU-GCUGCUUCA-UUGUGGCUGCUGUUUG
+X07318.1/1-219 -------------GCUC-ACAGU-GCUGCUUCA-UUGUGGCUGCUGUUUG
+X07319.1/1-197 -------------GCUC-UCAGU-GCUGCUUCA-UUGUGGCUGCUGUUUG
+J01884.1/1-214 -------------GCUC-UUAGU-GUUGCUUCC-GUGCAACUGCUAUUGG
+V01267.1/2-213 -------------GCUC-UAGGU-GCUGCUUC--UGCCUCUUGCCAUUGG
+X14945.1/538-753 -------------GCUUUCUGGC-GUUGCUUGG-CUGCAACUGCCGUCAG
+V00190.1/62-269 ------------UUAUUAUCAAAUGAUUCAUUUAUUUGUUAUUAACAUU-
+X79685.1/140-354 ---------CGGCC-GGAUCACUGGCUGAUUU--GAUC--CCACGGCUGU
+X63065.1/859-1073 ---------CGGCCAGGAUUCCCUUAUGGGGGCAAUCCACG----GCUGU
+Z29641.1/760-980 ---------CGGCCAGGACUUUG-CCUUGGUGC-AUUGUC-UGGAGCUGC
+X52629.1/326-541 ---------CGGCUACGAU-CGUCCUCGGACGC-AUCCAGU----GCUGU
+X52630.1/530-744 ---------CGGCUACGAU-CGUCCUUGGAUGC-AUCCGGU----GCUGU
+#=GC SS_cons .............<<...<<<<<.<<<<<.......>>>>>.>>>>>..>
+#=GC RF .........xxxxxxxxxxxxxxxxxxxxxxxx.xxxxxxxxxxxxxxxx
+
+U27297.1/2-180 -------------GAUGAGAGG---------------UCAGCAAUUUGAG
+AF277396.1/3-126 -------------GAUGAACGG-------------CA-------------
+L32919.1/393-532 -------------GAUGAACGG-----------CAGAAGAAAGUUCCAGA
+X05498.1/324-651 UUUAAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUGCUUCCAUUUUGGA
+X05499.1/124-451 UUUUAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUACUUCUUUUUUGAA
+M18578.1/158-485 UUUUAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUACUUCUUUUUUGAA
+M26649.1/1-332 UUUUAUGG--CGCGAUGAUCUUGACCCAUCCUAUGUACUUCUUUUUUGAA
+AL121770.1/10682-10430 UGUCUUUCUAUGCGAUGAUCUC---UUACAUGAUAUGUUUCCUUUUGGU-
+X13850.1/317-568 UGUCAGAGUAUGCGAUGAUCUC---UUACAUGAUAUGUUUCCUUUUGGU-
+Z12613.1/694-912 CUAUU--------GAUGAACGU------UCUG-CUCCCCUUUA-UUAUUG
+X07318.1/1-219 CUAUU--------GAUGAACGU------UCUG-CUCCCCUUUA-UUAUUG
+X07319.1/1-197 CUAUU--------GAUGAACGU------UCUACUUCCCCUUUA-UUAUUG
+J01884.1/1-214 CCAUU--------GAUGAUCGU------UCUCGGUCCUCU-------CUG
+V01267.1/2-213 CAGCU--------GAUGAUCG-------UCUUCUCUCCUU-------CGG
+X14945.1/538-753 CCAUU--------GAUGAUCGU------UCUUCUCUCCGUA------UUG
+V00190.1/62-269 -------------GAUGACCGU------------CUAAUUCA----GGGA
+X79685.1/140-354 A------------GAGGAUCGU------UUCU--UGCCGGGCC-UCGCCU
+X63065.1/859-1073 A------------GAGGAUCGU------UCCUG--CCUUGCUC--AUGCU
+Z29641.1/760-980 A------------GAUGAUCGU------UCUUG-GCCAGGCUU-AAUGUC
+X52629.1/326-541 A------------GAGGAUCGU------UACUC-GGCUCGGUUUCUACCU
+X52630.1/530-744 A------------GAGGAUCGU------UACUC-GGCUCGGUU-CUACCU
+#=GC SS_cons >>..........................<<<..<<<<<<..........>
+#=GC RF xxxxx........xxxxxxxxx......xxxxxxxxxxxxxxx.xxxxxx
+
+U27297.1/2-180 UGG----------------U-------------------------
+AF277396.1/3-126 -GGA----------------G------------------------
+L32919.1/393-532 AGGAU----------------------------------------
+X05498.1/324-651 AGG-AUAGGGAUUCAUGGGUGGGUAC-AAAUGGCAGUCUGAC---
+X05499.1/124-451 GGG-AUAGGGCUCUAUGGGUGGGUAC-AAAUGGCAGUCUGAC---
+M18578.1/158-485 GGG-AUAGGGCUCUAUGGGUGGGUAC-AAAUGGCAGUCUGAC---
+M26649.1/1-332 GGG-AUAGGGCUCUAUGGGUGGGUAC-AAAUGGCAGUCUGACAAG
+AL121770.1/10682-10430 -CGUAUUAUGU---A----GGGCAGCUGGUGUUUU--CUGACGUG
+X13850.1/317-568 -CGUAUUAUGU-------AGGGCAGCUGGUGUUUU--CUGACGUG
+Z12613.1/694-912 GGGAGAUGGA----------GGGAGA-GAACACA-GGCUGAGUGG
+X07318.1/1-219 GGGAGAUAGA----------GGGAGA-GAACACA-AGCUGAGUGG
+X07319.1/1-197 GGGAGAUGGA-----------------------------------
+J01884.1/1-214 AGGGGCGAGA----------GGGAGA-GAACGCA-GUCUGAGUGG
+V01267.1/2-213 GGGGGUAAGA----------GGGAGG-GAACGCA-GUCUGAGUGG
+X14945.1/538-753 GGGAGUGAGA----------GGGAGA-GAACGCG-GUCUGAGUGG
+V00190.1/62-269 UGAA----------UUGGUUGUAUGG-UGGGAU---UCGUACUGG
+X79685.1/140-354 GGCC--AGGA---------UGGCUCU-CAGGUU--GUCUGACAGG
+X63065.1/859-1073 UGUG-CAGGG---------UGGCCCA-GAGGUU--GUCUGACAGA
+Z29641.1/760-980 UGGC-UAGGG---------UGGCCUA-CAGGCU--GUUUGACAGG
+X52629.1/326-541 UGCC-GGGG----------UGGUCGC-ACGGCG--GUCUGACAGG
+X52630.1/530-744 UGUC-GGGG----------UGGUCGC-ACGGCG--GUCUGACAGG
+#=GC SS_cons >>>>>..>>>..........>>>>>>.>>>>>>........>>>>
+#=GC RF xxxxxxxxxx.........xxxxxxx.xxxxxxx.xxxxxxxxxx
+//
diff --git a/testsuite/3trnas.embl b/testsuite/3trnas.embl
new file mode 100644
index 0000000..5448b02
--- /dev/null
+++ b/testsuite/3trnas.embl
@@ -0,0 +1,21 @@
+ID DA0260
+AC -
+DE -
+SQ 75 BP
+ GGGCGAAUAG UGUCAGCGGG AGCACACCAG ACUUGCAAUC UGGUAGGGAG
+ GGUUCGAGUC CCUCUUUGUC CACCA
+//
+ID DA0261
+AC -
+DE -
+SQ 75 BP
+ GGGCGAAUAG UGUCAGCGGG AGCACACCAG ACUUGCAAUC UGGUAGGGAG
+ GGUUCGAGUC CCUCUUUGUC CACCA
+//
+ID tRNA-Tyr
+AC -
+DE Ascaris suum mitochondrion, complete genome.
+SQ 56 BP
+ cagtaggtag tttattttta aaatgtagta tttgggttac tgtgaatttt
+ tactga
+//
diff --git a/testsuite/3trnas.fa b/testsuite/3trnas.fa
new file mode 100644
index 0000000..bd2c993
--- /dev/null
+++ b/testsuite/3trnas.fa
@@ -0,0 +1,9 @@
+>DA0260
+GGGCGAAUAGUGUCAGCGGGAGCACACCAGACUUGCAAUCUGGUAGGGAG
+GGUUCGAGUCCCUCUUUGUCCACCA
+>DA0261
+GGGCGAAUAGUGUCAGCGGGAGCACACCAGACUUGCAAUCUGGUAGGGAG
+GGUUCGAGUCCCUCUUUGUCCACCA
+>tRNA-Tyr Ascaris suum mitochondrion, complete genome.
+cagtaggtagtttatttttaaaatgtagtatttgggttactgtgaatttt
+tactga
diff --git a/testsuite/3trnas.gb b/testsuite/3trnas.gb
new file mode 100644
index 0000000..619afc0
--- /dev/null
+++ b/testsuite/3trnas.gb
@@ -0,0 +1,24 @@
+LOCUS DA0260 75 bp
+ACCESSION .
+DEFINITION .
+VERSION .
+ORIGIN
+ 1 GGGCGAAUAG UGUCAGCGGG AGCACACCAG ACUUGCAAUC UGGUAGGGAG
+ 51 GGUUCGAGUC CCUCUUUGUC CACCA
+//
+LOCUS DA0261 75 bp
+ACCESSION .
+DEFINITION .
+VERSION .
+ORIGIN
+ 1 GGGCGAAUAG UGUCAGCGGG AGCACACCAG ACUUGCAAUC UGGUAGGGAG
+ 51 GGUUCGAGUC CCUCUUUGUC CACCA
+//
+LOCUS tRNA-Tyr 56 bp
+ACCESSION .
+DEFINITION Ascaris suum mitochondrion, complete genome.
+VERSION .
+ORIGIN
+ 1 cagtaggtag tttattttta aaatgtagta tttgggttac tgtgaatttt
+ 51 tactga
+//
diff --git a/testsuite/DicF-0.55.cm b/testsuite/DicF-0.55.cm
new file mode 100644
index 0000000..e43705b
--- /dev/null
+++ b/testsuite/DicF-0.55.cm
@@ -0,0 +1,214 @@
+INFERNAL-1 [0.55]
+NAME SEED
+STATES 163
+NODES 44
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -3.322 -3.322 -0.515 -3.322
+ IL 1 1 2 1 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -3.170 -0.363 -3.170 -0.495 -1.322 -1.322 1.317
+ D 4 2 3 5 3 -1.585 -1.585 -1.585
+ IL 5 5 3 5 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -3.170 -0.363 -3.170 -1.322 -1.322 -1.322 1.485
+ D 7 5 3 8 3 -1.585 -1.585 -1.585
+ IL 8 8 3 8 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -3.170 -0.363 -3.170 -1.322 -1.322 0.062 1.108
+ D 10 8 3 11 3 -1.585 -1.585 -1.585
+ IL 11 11 3 11 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -3.170 -0.363 -3.170 0.062 0.760 -0.213 -1.322
+ D 13 11 3 14 3 -1.585 -1.585 -1.585
+ IL 14 14 3 14 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -3.170 -0.363 -3.170 -1.322 -1.322 -1.322 1.485
+ D 16 14 3 17 3 -1.585 -1.585 -1.585
+ IL 17 17 3 17 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -3.170 -0.363 -3.170 -1.322 -1.322 1.108 0.062
+ D 19 17 3 20 3 -1.585 -1.585 -1.585
+ IL 20 20 3 20 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -3.170 -0.363 -3.170 -1.322 -1.322 1.225 -0.213
+ D 22 20 3 23 3 -1.585 -1.585 -1.585
+ IL 23 23 3 23 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -3.170 -0.363 -3.170 -0.213 -1.322 0.062 0.760
+ D 25 23 3 26 3 -1.585 -1.585 -1.585
+ IL 26 26 3 26 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -3.170 -0.363 -3.170 -1.322 -1.322 1.108 0.062
+ D 28 26 3 29 3 -1.585 -1.585 -1.585
+ IL 29 29 3 29 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -3.170 -0.363 -3.170 1.225 -1.322 -1.322 -0.213
+ D 31 29 3 32 3 -1.585 -1.585 -1.585
+ IL 32 32 3 32 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -3.170 -0.623 -2.061 -1.322 1.485 -1.322 -1.322
+ D 34 32 3 35 3 -1.585 -1.585 -1.585
+ IL 35 35 3 35 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -2.972 -0.425 -2.972 -0.318 0.239 0.646 -1.145
+ D 37 35 3 38 3 -2.055 -0.947 -2.055
+ IL 38 38 3 38 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -3.170 -0.363 -3.170 -1.322 -1.322 -1.322 1.485
+ D 40 38 3 41 3 -1.585 -1.585 -1.585
+ IL 41 41 3 41 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -3.170 -0.363 -3.170 -1.322 -1.322 -1.322 1.485
+ D 43 41 3 44 3 -1.585 -1.585 -1.585
+ IL 44 44 3 44 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -3.170 -0.363 -3.170 -1.322 -1.322 -1.322 1.485
+ D 46 44 3 47 3 -1.585 -1.585 -1.585
+ IL 47 47 3 47 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -3.459 -0.652 -3.459 -3.459 -3.459 -1.322 1.485 -1.322 -1.322
+ D 49 47 3 50 5 -2.322 -2.322 -2.322 -2.322 -2.322
+ IR 50 50 3 50 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 52 50 3 55 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 53 50 3 55 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 54 50 3 55 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 55 55 5 55 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 56 56 6 56 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 58 56 6 61 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 59 56 6 61 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 60 56 6 61 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 61 61 5 61 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 62 62 6 62 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 64 62 6 67 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 65 62 6 67 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 66 62 6 67 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 67 67 5 67 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 68 68 6 68 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 70 68 6 73 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 71 68 6 73 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 72 68 6 73 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 73 73 5 73 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 74 74 6 74 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -3.585 -3.585 -1.599 -1.571 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 76 74 6 79 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 77 74 6 79 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 78 74 6 79 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 79 79 5 79 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 80 80 6 80 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -3.164 -3.164 -1.178 -3.164 -3.164 -3.164 -0.245 -0.245 -0.245 -0.245 -0.245 -0.245 0.864 -0.245 -0.245 -0.245 -0.245 -0.245 -0.245 -0.245 1.243 -0.245
+ ML 82 80 6 85 6 -3.176 -3.176 -1.162 -3.176 -3.176 -3.176 -0.815 1.199 -0.815 -0.815
+ MR 83 80 6 85 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 84 80 6 85 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 85 85 5 85 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 86 86 6 86 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -3.322 -3.322 -0.515 -3.322 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 88 86 6 91 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ MR 89 86 6 91 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ D 90 86 6 91 4 -2.000 -2.000 -2.000 -2.000
+ IL 91 91 5 91 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ IR 92 92 6 92 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -3.170 -0.363 -3.170 -1.322 -1.322 -1.322 1.485
+ D 94 92 6 95 3 -1.585 -1.585 -1.585
+ IL 95 95 3 95 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -3.170 -0.363 -3.170 -1.322 0.664 0.692 -1.322
+ D 97 95 3 98 3 -1.585 -1.585 -1.585
+ IR 98 98 3 98 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -3.170 -0.363 -3.170 -1.322 -0.213 -1.322 1.225
+ D 100 98 3 101 3 -1.585 -1.585 -1.585
+ IR 101 101 3 101 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -3.459 -0.652 -3.459 -3.459 -3.459 0.692 0.664 -1.322 -1.322
+ D 103 101 3 104 5 -2.322 -2.322 -2.322 -2.322 -2.322
+ IR 104 104 3 104 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 106 104 3 109 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 107 104 3 109 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 108 104 3 109 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 109 109 5 109 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 110 110 6 110 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 2.018 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 0.821
+ ML 112 110 6 115 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 113 110 6 115 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 114 110 6 115 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 115 115 5 115 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 116 116 6 116 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -3.585 -3.585 -0.778 -3.585 -3.585 -3.585 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 2.348 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459
+ ML 118 116 6 121 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ MR 119 116 6 121 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ D 120 116 6 121 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585
+ IL 121 121 5 121 6 -2.585 -2.585 -2.585 -2.585 -2.585 -2.585 0.000 0.000 0.000 0.000
+ IR 122 122 6 122 5 -2.322 -2.322 -2.322 -2.322 -2.322 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -3.322 -3.322 -0.515 -3.322 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 -0.459 1.435 -0.459 1.639 -0.459
+ ML 124 122 6 127 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ MR 125 122 6 127 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ D 126 122 6 127 4 -2.000 -2.000 -2.000 -2.000
+ IL 127 127 5 127 4 -2.000 -2.000 -2.000 -2.000 0.000 0.000 0.000 0.000
+ IR 128 128 6 128 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -3.170 -0.692 -1.889 -1.322 -1.322 -1.322 1.485
+ D 130 128 6 131 3 -1.585 -1.585 -1.585
+ IL 131 131 3 131 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -2.920 -0.443 -2.920 -1.099 0.009 -1.099 1.043
+ D 133 131 3 134 3 -2.147 -0.867 -2.147
+ IL 134 134 3 134 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -3.170 -0.363 -3.170 -1.322 0.062 -1.322 1.108
+ D 136 134 3 137 3 -1.585 -1.585 -1.585
+ IL 137 137 3 137 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -3.170 -0.363 -3.170 1.156 -1.322 -0.041 -1.322
+ D 139 137 3 140 3 -1.585 -1.585 -1.585
+ IL 140 140 3 140 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -3.170 -0.363 -3.170 -1.322 1.108 -1.322 0.062
+ D 142 140 3 143 3 -1.585 -1.585 -1.585
+ IL 143 143 3 143 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -3.170 -0.363 -3.170 -1.322 -0.041 -1.322 1.156
+ D 145 143 3 146 3 -1.585 -1.585 -1.585
+ IL 146 146 3 146 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -3.170 -0.363 -3.170 -1.322 1.108 0.062 -1.322
+ D 148 146 3 149 3 -1.585 -1.585 -1.585
+ IL 149 149 3 149 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -3.170 -0.740 -1.786 -0.041 1.156 -1.322 -1.322
+ D 151 149 3 152 3 -1.585 -1.585 -1.585
+ IL 152 152 3 152 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -2.886 -0.455 -2.886 -1.069 -1.069 0.917 0.212
+ D 154 152 3 155 3 -2.205 -0.821 -2.205
+ IL 155 155 3 155 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -3.170 -0.363 -3.170 -1.322 -1.322 -0.041 1.156
+ D 157 155 3 158 3 -1.585 -1.585 -1.585
+ IL 158 158 3 158 3 -1.585 -1.585 -1.585 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 159 158 3 161 2 -3.000 -0.193 0.357 -1.322 0.940 -1.322
+ D 160 158 3 161 2 -1.000 -1.000
+ IL 161 161 3 161 2 -1.000 -1.000 0.000 0.000 0.000 0.000
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-0.6.cm b/testsuite/DicF-0.6.cm
new file mode 100644
index 0000000..6b8c8dd
--- /dev/null
+++ b/testsuite/DicF-0.6.cm
@@ -0,0 +1,217 @@
+INFERNAL-1 [0.6]
+NAME DicF
+ACC RF00039
+DESC DicF RNA
+STATES 163
+NODES 44
+W 67
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -8.056 -8.263 -0.024 -6.677
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -9.016 -0.010 -7.670 -1.013 -2.123 -2.613 1.638
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -9.016 -0.010 -7.670 -2.826 -2.784 -3.574 1.860
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -9.016 -0.010 -7.670 -1.272 -1.776 -0.339 1.324
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -9.016 -0.010 -7.670 0.201 0.648 -0.459 -0.847
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -9.016 -0.010 -7.670 -2.826 -2.784 -3.574 1.860
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -9.016 -0.010 -7.670 -1.603 -2.557 1.480 -0.491
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -9.016 -0.010 -7.670 -1.791 -2.905 1.618 -0.979
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -9.016 -0.010 -7.670 -0.035 -1.406 -0.140 0.798
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -9.016 -0.010 -7.670 -1.603 -2.557 1.480 -0.491
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -9.016 -0.010 -7.670 1.596 -2.245 -2.277 -0.840
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -9.016 -0.241 -2.718 -3.086 1.877 -3.985 -2.778
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -8.787 -0.012 -7.441 -0.201 -0.064 0.701 -0.869
+ D 37 35 3 38 3 -8.107 -0.287 -2.499
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -9.016 -0.010 -7.670 -2.826 -2.784 -3.574 1.860
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -9.016 -0.010 -7.670 -2.826 -2.784 -3.574 1.860
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -9.357 -0.009 -7.675 -2.826 -2.784 -3.574 1.860
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -8.047 -0.020 -7.862 -8.075 -8.966 -3.086 1.877 -3.985 -2.778
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -7.752 -4.140 -8.339 -0.811 -7.943 -4.501 -2.071 -7.132 -5.281 3.843 -4.786 -1.803 -2.002 -4.550 -3.864 -6.001
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -7.752 -4.140 -8.339 -0.811 -7.943 -4.501 -2.071 -7.132 -5.281 3.843 -4.786 -1.803 -2.002 -4.550 -3.864 -6.001
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -6.255 -6.194 -4.420 -1.676 -4.111 -5.049 3.785 -5.055 -7.669 -1.636 -4.421 -3.294 -0.277 -6.876 -1.435 -5.092
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -7.752 -4.140 -8.339 -0.811 -7.943 -4.501 -2.071 -7.132 -5.281 3.843 -4.786 -1.803 -2.002 -4.550 -3.864 -6.001
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.635 -9.574 -0.393 -2.110 -8.630 -9.025 -7.752 -4.140 -8.339 -0.811 -7.943 -4.501 -2.071 -7.132 -5.281 3.843 -4.786 -1.803 -2.002 -4.550 -3.864 -6.001
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -9.260 -9.200 -0.019 -7.976 -8.256 -8.651 -4.208 -4.393 -4.359 0.141 -3.312 -5.076 2.676 -4.383 -4.658 0.212 -4.606 -1.428 0.955 -4.513 2.167 -3.439
+ ML 82 80 6 85 6 -8.677 -9.024 -0.170 -3.432 -8.873 -6.403 -2.005 1.739 -2.849 -1.870
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -8.056 -8.263 -0.024 -6.677 -5.081 -4.020 -5.626 3.806 -5.844 -5.912 -1.636 -4.615 -5.261 -0.697 -5.741 -1.964 -1.447 -5.445 -2.848 -4.190
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -9.357 -0.009 -7.675 -2.826 -2.784 -3.574 1.860
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -9.357 -0.009 -7.675 -1.219 0.534 0.778 -1.296
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -9.357 -0.009 -7.675 -1.815 -0.910 -2.624 1.595
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -8.047 -0.020 -7.862 -8.075 -8.966 0.844 0.524 -1.820 -1.045
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -6.255 -6.194 -4.420 -1.676 -4.111 -5.049 3.785 -5.055 -7.669 -1.636 -4.421 -3.294 -0.277 -6.876 -1.435 -5.092
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -3.979 -3.276 -4.631 3.473 -4.582 -4.840 -1.100 -3.866 -4.382 0.067 -5.032 -1.559 -0.892 -4.449 -2.404 0.880
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.635 -9.574 -0.015 -8.350 -8.630 -9.025 -7.752 -4.140 -8.339 -0.811 -7.943 -4.501 -2.071 -7.132 -5.281 3.843 -4.786 -1.803 -2.002 -4.550 -3.864 -6.001
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -8.056 -8.263 -0.024 -6.677 -3.844 -4.533 -4.525 -0.820 -3.330 -5.518 -0.030 -4.642 -4.302 -0.939 -4.983 -2.099 2.679 -4.330 2.757 -3.527
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -9.016 -0.302 -2.421 -2.826 -2.784 -3.574 1.860
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -8.727 -0.012 -7.381 -1.256 -0.524 -2.074 1.405
+ D 133 131 3 134 3 -8.339 -0.241 -2.731
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -9.016 -0.010 -7.670 -1.506 -0.454 -2.321 1.442
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -9.016 -0.010 -7.670 1.548 -2.283 -0.806 -1.746
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -9.016 -0.010 -7.670 -1.557 1.404 -2.411 -0.276
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -9.016 -0.010 -7.670 -1.622 -0.627 -2.435 1.507
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -9.016 -0.010 -7.670 -1.484 1.323 -0.362 -1.465
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -9.016 -0.343 -2.254 -0.350 1.417 -2.393 -1.496
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -8.686 -0.012 -7.340 -1.152 -1.952 1.258 -0.152
+ D 154 152 3 155 3 -8.475 -0.218 -2.866
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -9.016 -0.010 -7.670 -1.360 -1.835 -0.527 1.398
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 42 ]
+ ML 159 158 3 161 2 -9.551 -0.002 0.019 -2.515 1.346 -1.889
+ D 160 158 3 161 2 -8.445 -0.004
+ IL 161 161 3 161 2 -1.823 -0.479 0.660 -0.612 -0.293 -0.076
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-0.7.cm b/testsuite/DicF-0.7.cm
new file mode 100644
index 0000000..c7c95a9
--- /dev/null
+++ b/testsuite/DicF-0.7.cm
@@ -0,0 +1,218 @@
+INFERNAL-1 [0.6]
+NAME DicF
+ACC RF00039
+DESC DicF RNA
+STATES 163
+NODES 44
+W 69
+el_selfsc -0.089267
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.670 -6.877 -0.065 -5.291
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.708 -0.025 -6.362 -0.121 -0.992 -1.157 1.090
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.708 -0.025 -6.362 -0.197 -0.911 -0.281 0.826
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -7.708 -0.025 -6.362 0.406 0.136 -0.433 -0.259
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -7.708 -0.025 -6.362 -0.431 -1.328 1.072 -0.401
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -7.708 -0.025 -6.362 0.251 -0.850 -0.203 0.471
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -7.708 -0.025 -6.362 1.309 -1.325 -1.295 -0.482
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -7.708 -0.147 -3.445 -0.680 1.273 -1.509 -0.717
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -7.588 -0.027 -6.243 0.236 -0.356 0.300 -0.305
+ D 37 35 3 38 3 -6.867 -0.802 -1.259
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -6.873 -0.046 -6.688 -6.900 -7.792 -0.680 1.273 -1.509 -0.717
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.008 -8.947 -0.140 -3.609 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -8.892 -8.831 -0.025 -7.608 -7.887 -8.282 -3.272 -3.278 -3.483 0.957 -2.653 -3.998 2.538 -3.477 -3.639 1.149 -3.600 -0.787 1.392 -3.439 0.852 -2.637
+ ML 82 80 6 85 6 -7.219 -7.565 -0.525 -1.974 -7.415 -4.945 -0.061 0.740 -0.923 -0.246
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -6.670 -6.877 -0.065 -5.291 -3.765 -3.006 -4.280 3.090 -3.892 -4.591 0.652 -3.686 -3.929 1.343 -4.037 -0.630 0.567 -3.935 -1.015 -2.955
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -8.117 -0.022 -6.435 -0.135 0.038 0.347 -0.338
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -8.117 -0.022 -6.435 -0.338 -0.546 -1.177 1.058
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -6.873 -0.046 -6.688 -6.900 -7.792 0.786 0.017 -1.025 -0.371
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -2.877 -2.488 -3.352 2.754 -2.944 -3.612 0.758 -3.027 -3.179 1.527 -3.388 -0.550 0.802 -3.028 -0.925 -0.614
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -6.670 -6.877 -0.065 -5.291 -2.960 -3.246 -3.390 0.795 -2.384 -4.027 1.810 -3.408 -3.364 0.886 -3.658 -0.814 2.142 -3.215 1.476 -2.440
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -7.708 -0.177 -3.177 -0.626 -1.191 -1.409 1.343
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -7.559 -0.027 -6.213 -0.137 -0.376 -0.991 0.861
+ D 133 131 3 134 3 -6.992 -0.716 -1.383
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -7.708 -0.025 -6.362 -0.275 -0.351 -1.124 0.949
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -7.708 -0.025 -6.362 1.254 -1.386 -0.588 -0.820
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -7.708 -0.025 -6.362 -0.259 0.689 -1.123 0.128
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -7.708 -0.025 -6.362 -0.298 -0.427 -1.143 0.993
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -7.708 -0.025 -6.362 -0.174 0.588 -0.305 -0.319
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -7.708 -0.197 -3.022 0.190 0.688 -1.088 -0.363
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -7.539 -0.028 -6.193 -0.098 -1.004 0.646 0.003
+ D 154 152 3 155 3 -7.069 -0.669 -1.460
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -7.708 -0.025 -6.362 -0.218 -0.920 -0.377 0.881
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 42 ]
+ ML 159 158 3 161 2 -8.043 -0.005 0.372 -1.265 0.735 -0.677
+ D 160 158 3 161 2 -8.445 -0.004
+ IL 161 161 3 161 2 -1.823 -0.479 0.660 -0.612 -0.293 -0.076
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-0.71.cm b/testsuite/DicF-0.71.cm
new file mode 100644
index 0000000..7f9ed80
--- /dev/null
+++ b/testsuite/DicF-0.71.cm
@@ -0,0 +1,218 @@
+INFERNAL-1 [0.7]
+NAME DicF
+ACC RF00039
+DESC DicF RNA
+STATES 163
+NODES 44
+W 69
+el_selfsc -0.089267
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.670 -6.877 -0.065 -5.291
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.708 -0.025 -6.362 -0.121 -0.992 -1.157 1.090
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.708 -0.025 -6.362 -0.197 -0.911 -0.281 0.826
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -7.708 -0.025 -6.362 0.406 0.136 -0.433 -0.259
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -7.708 -0.025 -6.362 -0.431 -1.328 1.072 -0.401
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -7.708 -0.025 -6.362 0.251 -0.850 -0.203 0.471
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -7.708 -0.025 -6.362 1.309 -1.325 -1.295 -0.482
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -7.708 -0.147 -3.445 -0.680 1.273 -1.509 -0.717
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -7.588 -0.027 -6.243 0.236 -0.356 0.300 -0.305
+ D 37 35 3 38 3 -6.867 -0.802 -1.259
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -6.873 -0.046 -6.688 -6.900 -7.792 -0.680 1.273 -1.509 -0.717
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.008 -8.947 -0.140 -3.609 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -8.892 -8.831 -0.025 -7.608 -7.887 -8.282 -3.272 -3.278 -3.483 0.957 -2.653 -3.998 2.538 -3.477 -3.639 1.149 -3.600 -0.787 1.392 -3.439 0.852 -2.637
+ ML 82 80 6 85 6 -7.219 -7.565 -0.525 -1.974 -7.415 -4.945 -0.061 0.740 -0.923 -0.246
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -6.670 -6.877 -0.065 -5.291 -3.765 -3.006 -4.280 3.090 -3.892 -4.591 0.652 -3.686 -3.929 1.343 -4.037 -0.630 0.567 -3.935 -1.015 -2.955
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -8.117 -0.022 -6.435 -0.135 0.038 0.347 -0.338
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -8.117 -0.022 -6.435 -0.338 -0.546 -1.177 1.058
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -6.873 -0.046 -6.688 -6.900 -7.792 0.786 0.017 -1.025 -0.371
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -2.877 -2.488 -3.352 2.754 -2.944 -3.612 0.758 -3.027 -3.179 1.527 -3.388 -0.550 0.802 -3.028 -0.925 -0.614
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -6.670 -6.877 -0.065 -5.291 -2.960 -3.246 -3.390 0.795 -2.384 -4.027 1.810 -3.408 -3.364 0.886 -3.658 -0.814 2.142 -3.215 1.476 -2.440
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -7.708 -0.177 -3.177 -0.626 -1.191 -1.409 1.343
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -7.559 -0.027 -6.213 -0.137 -0.376 -0.991 0.861
+ D 133 131 3 134 3 -6.992 -0.716 -1.383
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -7.708 -0.025 -6.362 -0.275 -0.351 -1.124 0.949
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -7.708 -0.025 -6.362 1.254 -1.386 -0.588 -0.820
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -7.708 -0.025 -6.362 -0.259 0.689 -1.123 0.128
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -7.708 -0.025 -6.362 -0.298 -0.427 -1.143 0.993
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -7.708 -0.025 -6.362 -0.174 0.588 -0.305 -0.319
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -7.708 -0.197 -3.022 0.190 0.688 -1.088 -0.363
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -7.539 -0.028 -6.193 -0.098 -1.004 0.646 0.003
+ D 154 152 3 155 3 -7.069 -0.669 -1.460
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -7.708 -0.025 -6.362 -0.218 -0.920 -0.377 0.881
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 42 ]
+ ML 159 158 3 161 2 * 0.000 0.372 -1.265 0.735 -0.677
+ D 160 158 3 161 2 * 0.000
+ IL 161 161 3 161 2 -1.823 -0.479 0.660 -0.612 -0.293 -0.076
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-0.72.cm b/testsuite/DicF-0.72.cm
new file mode 100644
index 0000000..1ba3790
--- /dev/null
+++ b/testsuite/DicF-0.72.cm
@@ -0,0 +1,218 @@
+INFERNAL-1 [0.71]
+NAME DicF
+ACC RF00039
+DESC DicF RNA
+STATES 163
+NODES 44
+W 69
+el_selfsc -0.089267
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.670 -6.877 -0.065 -5.291
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.708 -0.025 -6.362 -0.121 -0.992 -1.157 1.090
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.708 -0.025 -6.362 -0.197 -0.911 -0.281 0.826
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -7.708 -0.025 -6.362 0.406 0.136 -0.433 -0.259
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -7.708 -0.025 -6.362 -0.431 -1.328 1.072 -0.401
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -7.708 -0.025 -6.362 0.251 -0.850 -0.203 0.471
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -7.708 -0.025 -6.362 1.309 -1.325 -1.295 -0.482
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -7.708 -0.147 -3.445 -0.680 1.273 -1.509 -0.717
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -7.588 -0.027 -6.243 0.236 -0.356 0.300 -0.305
+ D 37 35 3 38 3 -6.867 -0.802 -1.259
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -6.873 -0.046 -6.688 -6.900 -7.792 -0.680 1.273 -1.509 -0.717
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.008 -8.947 -0.140 -3.609 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -8.892 -8.831 -0.025 -7.608 -7.887 -8.282 -3.272 -3.278 -3.483 0.957 -2.653 -3.998 2.538 -3.477 -3.639 1.149 -3.600 -0.787 1.392 -3.439 0.852 -2.637
+ ML 82 80 6 85 6 -7.219 -7.565 -0.525 -1.974 -7.415 -4.945 -0.061 0.740 -0.923 -0.246
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -6.670 -6.877 -0.065 -5.291 -3.765 -3.006 -4.280 3.090 -3.892 -4.591 0.652 -3.686 -3.929 1.343 -4.037 -0.630 0.567 -3.935 -1.015 -2.955
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -8.117 -0.022 -6.435 -0.135 0.038 0.347 -0.338
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -8.117 -0.022 -6.435 -0.338 -0.546 -1.177 1.058
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -6.873 -0.046 -6.688 -6.900 -7.792 0.786 0.017 -1.025 -0.371
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -2.877 -2.488 -3.352 2.754 -2.944 -3.612 0.758 -3.027 -3.179 1.527 -3.388 -0.550 0.802 -3.028 -0.925 -0.614
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -6.670 -6.877 -0.065 -5.291 -2.960 -3.246 -3.390 0.795 -2.384 -4.027 1.810 -3.408 -3.364 0.886 -3.658 -0.814 2.142 -3.215 1.476 -2.440
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -7.708 -0.177 -3.177 -0.626 -1.191 -1.409 1.343
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -7.559 -0.027 -6.213 -0.137 -0.376 -0.991 0.861
+ D 133 131 3 134 3 -6.992 -0.716 -1.383
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -7.708 -0.025 -6.362 -0.275 -0.351 -1.124 0.949
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -7.708 -0.025 -6.362 1.254 -1.386 -0.588 -0.820
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -7.708 -0.025 -6.362 -0.259 0.689 -1.123 0.128
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -7.708 -0.025 -6.362 -0.298 -0.427 -1.143 0.993
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -7.708 -0.025 -6.362 -0.174 0.588 -0.305 -0.319
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -7.708 -0.197 -3.022 0.190 0.688 -1.088 -0.363
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -7.539 -0.028 -6.193 -0.098 -1.004 0.646 0.003
+ D 154 152 3 155 3 -7.069 -0.669 -1.460
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -7.708 -0.025 -6.362 -0.218 -0.920 -0.377 0.881
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 42 ]
+ ML 159 158 3 161 2 * 0.000 0.372 -1.265 0.735 -0.677
+ D 160 158 3 161 2 * 0.000
+ IL 161 161 3 161 2 -1.823 -0.479 0.660 -0.612 -0.293 -0.076
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-0.8.cm b/testsuite/DicF-0.8.cm
new file mode 100644
index 0000000..60cef0d
--- /dev/null
+++ b/testsuite/DicF-0.8.cm
@@ -0,0 +1,218 @@
+INFERNAL-1 [0.72]
+NAME DicF
+ACC RF00039
+DESC DicF RNA
+STATES 163
+NODES 44
+W 69
+el_selfsc -0.089267
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.670 -6.877 -0.065 -5.291
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.708 -0.025 -6.362 -0.121 -0.992 -1.157 1.090
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.708 -0.025 -6.362 -0.197 -0.911 -0.281 0.826
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -7.708 -0.025 -6.362 0.406 0.136 -0.433 -0.259
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -7.708 -0.025 -6.362 -0.431 -1.328 1.072 -0.401
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -7.708 -0.025 -6.362 0.251 -0.850 -0.203 0.471
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -7.708 -0.025 -6.362 -0.334 -1.199 0.915 -0.176
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -7.708 -0.025 -6.362 1.309 -1.325 -1.295 -0.482
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -7.708 -0.147 -3.445 -0.680 1.273 -1.509 -0.717
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -7.588 -0.027 -6.243 0.236 -0.356 0.300 -0.305
+ D 37 35 3 38 3 -6.867 -0.802 -1.259
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -7.708 -0.025 -6.362 -0.626 -1.191 -1.409 1.343
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -6.873 -0.046 -6.688 -6.900 -7.792 -0.680 1.273 -1.509 -0.717
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.008 -8.947 -0.140 -3.609 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -8.892 -8.831 -0.025 -7.608 -7.887 -8.282 -3.272 -3.278 -3.483 0.957 -2.653 -3.998 2.538 -3.477 -3.639 1.149 -3.600 -0.787 1.392 -3.439 0.852 -2.637
+ ML 82 80 6 85 6 -7.219 -7.565 -0.525 -1.974 -7.415 -4.945 -0.061 0.740 -0.923 -0.246
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -6.670 -6.877 -0.065 -5.291 -3.765 -3.006 -4.280 3.090 -3.892 -4.591 0.652 -3.686 -3.929 1.343 -4.037 -0.630 0.567 -3.935 -1.015 -2.955
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -8.117 -0.022 -6.435 -0.626 -1.191 -1.409 1.343
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -8.117 -0.022 -6.435 -0.135 0.038 0.347 -0.338
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -8.117 -0.022 -6.435 -0.338 -0.546 -1.177 1.058
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.660 -0.612 -0.293 -0.076
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -6.873 -0.046 -6.688 -6.900 -7.792 0.786 0.017 -1.025 -0.371
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.562 -4.439 -4.059 0.111 -3.338 -4.689 3.368 -4.267 -5.055 0.236 -4.096 -1.516 0.906 -4.810 -0.622 -3.583
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -2.877 -2.488 -3.352 2.754 -2.944 -3.612 0.758 -3.027 -3.179 1.527 -3.388 -0.550 0.802 -3.028 -0.925 -0.614
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.008 -8.947 -0.023 -7.723 -8.003 -8.398 -4.675 -3.311 -5.221 0.740 -4.869 -4.292 0.130 -4.703 -4.288 3.433 -4.012 -0.831 0.008 -3.974 -1.621 -3.758
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.660 -0.612 -0.293 -0.076
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.660 -0.612 -0.293 -0.076
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -6.670 -6.877 -0.065 -5.291 -2.960 -3.246 -3.390 0.795 -2.384 -4.027 1.810 -3.408 -3.364 0.886 -3.658 -0.814 2.142 -3.215 1.476 -2.440
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.660 -0.612 -0.293 -0.076
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -7.708 -0.177 -3.177 -0.626 -1.191 -1.409 1.343
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -7.559 -0.027 -6.213 -0.137 -0.376 -0.991 0.861
+ D 133 131 3 134 3 -6.992 -0.716 -1.383
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -7.708 -0.025 -6.362 -0.275 -0.351 -1.124 0.949
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -7.708 -0.025 -6.362 1.254 -1.386 -0.588 -0.820
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -7.708 -0.025 -6.362 -0.259 0.689 -1.123 0.128
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -7.708 -0.025 -6.362 -0.298 -0.427 -1.143 0.993
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -7.708 -0.025 -6.362 -0.174 0.588 -0.305 -0.319
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -7.708 -0.197 -3.022 0.190 0.688 -1.088 -0.363
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -7.539 -0.028 -6.193 -0.098 -1.004 0.646 0.003
+ D 154 152 3 155 3 -7.069 -0.669 -1.460
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -7.708 -0.025 -6.362 -0.218 -0.920 -0.377 0.881
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.660 -0.612 -0.293 -0.076
+ [ MATL 42 ]
+ ML 159 158 3 161 2 * 0.000 0.372 -1.265 0.735 -0.677
+ D 160 158 3 161 2 * 0.000
+ IL 161 161 3 161 2 -1.823 -0.479 0.660 -0.612 -0.293 -0.076
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-1.0.1.cm b/testsuite/DicF-1.0.1.cm
new file mode 100644
index 0000000..1c5d970
--- /dev/null
+++ b/testsuite/DicF-1.0.1.cm
@@ -0,0 +1,225 @@
+INFERNAL-1 [1.0]
+NAME DicF
+GA 5.00
+TC 5.00
+NC 3.80
+STATES 163
+NODES 44
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 6
+EFFNSEQ 3.579
+CLEN 53
+BCOM ../src/cmbuild DicF-1.0.1.cm DicF.seed
+BDATE Wed Oct 21 17:06:53 2009
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.502 -7.709 -0.036 -6.123
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -8.485 -0.014 -7.139 -0.710 -1.627 -2.004 1.493
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -8.485 -0.014 -7.139 -0.802 -1.352 -0.342 1.167
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -8.485 -0.014 -7.139 0.262 0.478 -0.468 -0.547
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -8.485 -0.014 -7.139 -1.110 -1.955 1.339 -0.415
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -8.485 -0.014 -7.139 -1.307 -2.262 1.502 -0.848
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -8.485 -0.014 -7.139 0.055 -1.114 -0.176 0.690
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -8.485 -0.014 -7.139 -1.110 -1.955 1.339 -0.415
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -8.485 -0.014 -7.139 1.526 -1.883 -1.953 -0.758
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -8.485 -0.213 -2.895 -2.296 1.788 -3.152 -2.118
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -8.289 -0.016 -6.943 -0.056 -0.165 0.566 -0.588
+ D 37 35 3 38 3 -7.602 -0.427 -1.993
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -8.847 -0.013 -7.165 -2.004 -2.211 -2.775 1.761
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -7.558 -0.028 -7.373 -7.585 -8.477 -2.296 1.788 -3.152 -2.118
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -5.824 -5.744 -4.296 -1.125 -3.883 -4.939 3.707 -4.844 -6.886 -1.081 -4.308 -2.724 0.102 -6.339 -1.158 -4.669
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.345 -9.284 -0.287 -2.543 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -9.080 -9.019 -0.022 -7.795 -8.075 -8.470 -3.733 -3.864 -3.866 0.482 -2.928 -4.478 2.690 -3.905 -4.157 0.587 -4.067 -1.142 1.231 -3.955 1.628 -3.023
+ ML 82 80 6 85 6 -8.110 -8.456 -0.259 -2.865 -8.306 -5.836 -1.132 1.497 -1.959 -1.108
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -7.502 -7.709 -0.036 -6.123 -4.503 -3.520 -5.073 3.665 -5.138 -5.352 -0.800 -4.150 -4.702 0.101 -5.096 -1.403 -0.704 -4.849 -2.154 -3.652
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -8.847 -0.013 -7.165 -2.004 -2.211 -2.775 1.761
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -8.847 -0.013 -7.165 -0.734 0.340 0.645 -0.815
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -8.847 -0.013 -7.165 -1.178 -0.792 -1.996 1.449
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -7.558 -0.028 -7.373 -7.585 -8.477 0.820 0.337 -1.471 -0.710
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -5.824 -5.744 -4.296 -1.125 -3.883 -4.939 3.707 -4.844 -6.886 -1.081 -4.308 -2.724 0.102 -6.339 -1.158 -4.669
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -3.433 -2.827 -4.047 3.318 -3.899 -4.250 -0.373 -3.427 -3.814 0.787 -4.296 -1.069 -0.218 -3.803 -1.795 0.266
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -7.502 -7.709 -0.036 -6.123 -3.341 -3.945 -3.948 -0.041 -2.772 -4.818 0.862 -4.042 -3.800 -0.084 -4.384 -1.466 2.535 -3.759 2.410 -2.943
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -8.485 -0.265 -2.601 -2.004 -2.211 -2.775 1.761
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -8.238 -0.017 -6.892 -0.776 -0.461 -1.604 1.239
+ D 133 131 3 134 3 -7.803 -0.364 -2.195
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -8.485 -0.014 -7.139 -0.973 -0.422 -1.796 1.296
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -8.485 -0.014 -7.139 1.468 -1.902 -0.798 -1.352
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -8.485 -0.014 -7.139 -0.989 1.200 -1.833 -0.123
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -8.485 -0.014 -7.139 -1.048 -0.562 -1.869 1.359
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -8.485 -0.014 -7.139 -0.879 1.098 -0.363 -0.892
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -8.485 -0.300 -2.436 -0.177 1.212 -1.808 -0.963
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -8.203 -0.017 -6.857 -0.728 -1.497 1.073 -0.092
+ D 154 152 3 155 3 -7.921 -0.332 -2.313
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -8.485 -0.014 -7.139 -0.859 -1.392 -0.500 1.239
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 159 158 3 161 2 * 0.000 0.097 -1.930 1.182 -1.326
+ D 160 158 3 161 2 * 0.000
+ IL 161 161 3 161 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF-1.0.cm b/testsuite/DicF-1.0.cm
new file mode 100644
index 0000000..4d8c373
--- /dev/null
+++ b/testsuite/DicF-1.0.cm
@@ -0,0 +1,225 @@
+INFERNAL-1 [1.0]
+NAME DicF
+GA 5.00
+TC 5.00
+NC 3.80
+STATES 163
+NODES 44
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 6
+EFFNSEQ 3.579
+CLEN 53
+BCOM ../src/cmbuild DicF-1.0.cm DicF.seed
+BDATE Fri Jun 20 11:18:25 2008
+NULL 0.000 0.000 0.000 0.000
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.502 -7.709 -0.036 -6.123
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -8.485 -0.014 -7.139 -0.710 -1.627 -2.004 1.493
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -8.485 -0.014 -7.139 -0.802 -1.352 -0.342 1.167
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -8.485 -0.014 -7.139 0.262 0.478 -0.468 -0.547
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -8.485 -0.014 -7.139 -1.110 -1.955 1.339 -0.415
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -8.485 -0.014 -7.139 -1.307 -2.262 1.502 -0.848
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -8.485 -0.014 -7.139 0.055 -1.114 -0.176 0.690
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -8.485 -0.014 -7.139 -1.110 -1.955 1.339 -0.415
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -8.485 -0.014 -7.139 1.526 -1.883 -1.953 -0.758
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -8.485 -0.213 -2.895 -2.296 1.788 -3.152 -2.118
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -8.289 -0.016 -6.943 -0.056 -0.165 0.566 -0.588
+ D 37 35 3 38 3 -7.602 -0.427 -1.993
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -8.485 -0.014 -7.139 -2.004 -2.211 -2.775 1.761
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -8.847 -0.013 -7.165 -2.004 -2.211 -2.775 1.761
+ D 46 44 3 47 3 -5.620 -0.734 -1.403
+ IL 47 47 3 47 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 16 ]
+ MR 48 47 3 50 5 -7.558 -0.028 -7.373 -7.585 -8.477 -2.296 1.788 -3.152 -2.118
+ D 49 47 3 50 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 50 50 3 50 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 51 50 3 55 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 52 50 3 55 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 53 50 3 55 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 54 50 3 55 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 55 55 5 55 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 56 56 6 56 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 57 56 6 61 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 58 56 6 61 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 59 56 6 61 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 60 56 6 61 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 61 61 5 61 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 62 62 6 62 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 19 ]
+ MP 63 62 6 67 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -5.824 -5.744 -4.296 -1.125 -3.883 -4.939 3.707 -4.844 -6.886 -1.081 -4.308 -2.724 0.102 -6.339 -1.158 -4.669
+ ML 64 62 6 67 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 65 62 6 67 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 66 62 6 67 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 67 67 5 67 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 68 68 6 68 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 20 ]
+ MP 69 68 6 73 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 70 68 6 73 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 71 68 6 73 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 72 68 6 73 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 73 73 5 73 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 74 74 6 74 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 21 ]
+ MP 75 74 6 79 6 -9.345 -9.284 -0.287 -2.543 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 76 74 6 79 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 77 74 6 79 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 78 74 6 79 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 79 79 5 79 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 80 80 6 80 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 22 ]
+ MP 81 80 6 85 6 -9.080 -9.019 -0.022 -7.795 -8.075 -8.470 -3.733 -3.864 -3.866 0.482 -2.928 -4.478 2.690 -3.905 -4.157 0.587 -4.067 -1.142 1.231 -3.955 1.628 -3.023
+ ML 82 80 6 85 6 -8.110 -8.456 -0.259 -2.865 -8.306 -5.836 -1.132 1.497 -1.959 -1.108
+ MR 83 80 6 85 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 84 80 6 85 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 85 85 5 85 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 86 86 6 86 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 23 ]
+ MP 87 86 6 91 4 -7.502 -7.709 -0.036 -6.123 -4.503 -3.520 -5.073 3.665 -5.138 -5.352 -0.800 -4.150 -4.702 0.101 -5.096 -1.403 -0.704 -4.849 -2.154 -3.652
+ ML 88 86 6 91 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 89 86 6 91 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 90 86 6 91 4 -4.568 -4.250 -2.265 -0.520
+ IL 91 91 5 91 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 92 92 6 92 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 93 92 6 95 3 -8.847 -0.013 -7.165 -2.004 -2.211 -2.775 1.761
+ D 94 92 6 95 3 -5.620 -0.734 -1.403
+ IL 95 95 3 95 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 25 ]
+ MR 96 95 3 98 3 -8.847 -0.013 -7.165 -0.734 0.340 0.645 -0.815
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 26 ]
+ MR 99 98 3 101 3 -8.847 -0.013 -7.165 -1.178 -0.792 -1.996 1.449
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 27 ]
+ MR 102 101 3 104 5 -7.558 -0.028 -7.373 -7.585 -8.477 0.820 0.337 -1.471 -0.710
+ D 103 101 3 104 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 104 104 3 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 28 ]
+ MP 105 104 3 109 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -5.824 -5.744 -4.296 -1.125 -3.883 -4.939 3.707 -4.844 -6.886 -1.081 -4.308 -2.724 0.102 -6.339 -1.158 -4.669
+ ML 106 104 3 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 3 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 3 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 111 110 6 115 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -3.433 -2.827 -4.047 3.318 -3.899 -4.250 -0.373 -3.427 -3.814 0.787 -4.296 -1.069 -0.218 -3.803 -1.795 0.266
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 117 116 6 121 6 -9.345 -9.284 -0.018 -8.061 -8.340 -8.735 -6.518 -3.869 -7.181 -0.288 -6.999 -4.416 -1.395 -6.290 -4.988 3.769 -4.540 -1.479 -1.374 -4.384 -3.100 -5.218
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 123 122 6 127 4 -7.502 -7.709 -0.036 -6.123 -3.341 -3.945 -3.948 -0.041 -2.772 -4.818 0.862 -4.042 -3.800 -0.084 -4.384 -1.466 2.535 -3.759 2.410 -2.943
+ ML 124 122 6 127 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 4 -4.568 -4.250 -2.265 -0.520
+ IL 127 127 5 127 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 128 128 6 128 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 129 128 6 131 3 -8.485 -0.265 -2.601 -2.004 -2.211 -2.775 1.761
+ D 130 128 6 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 132 131 3 134 3 -8.238 -0.017 -6.892 -0.776 -0.461 -1.604 1.239
+ D 133 131 3 134 3 -7.803 -0.364 -2.195
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 135 134 3 137 3 -8.485 -0.014 -7.139 -0.973 -0.422 -1.796 1.296
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 138 137 3 140 3 -8.485 -0.014 -7.139 1.468 -1.902 -0.798 -1.352
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 141 140 3 143 3 -8.485 -0.014 -7.139 -0.989 1.200 -1.833 -0.123
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 144 143 3 146 3 -8.485 -0.014 -7.139 -1.048 -0.562 -1.869 1.359
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 147 146 3 149 3 -8.485 -0.014 -7.139 -0.879 1.098 -0.363 -0.892
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 150 149 3 152 3 -8.485 -0.300 -2.436 -0.177 1.212 -1.808 -0.963
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 153 152 3 155 3 -8.203 -0.017 -6.857 -0.728 -1.497 1.073 -0.092
+ D 154 152 3 155 3 -7.921 -0.332 -2.313
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 156 155 3 158 3 -8.485 -0.014 -7.139 -0.859 -1.392 -0.500 1.239
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 159 158 3 161 2 * 0.000 0.097 -1.930 1.182 -1.326
+ D 160 158 3 161 2 * 0.000
+ IL 161 161 3 161 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 43 ]
+ E 162 161 3 -1 0
+//
diff --git a/testsuite/DicF.seed b/testsuite/DicF.seed
new file mode 100644
index 0000000..2ef0829
--- /dev/null
+++ b/testsuite/DicF.seed
@@ -0,0 +1,53 @@
+# STOCKHOLM 1.0
+#=GF ID DicF
+#=GF AC RF00039
+#=GF DE DicF RNA
+#=GF AU Bateman A
+#=GF GA 5.0
+#=GF NC 3.8
+#=GF TC 5.0
+#=GF SE Bateman A
+#=GF SS Predicted; PFOLD
+#=GF TP Gene; antisense;
+#=GF BM cmbuild --rf CM SEED
+#=GF BM cmsearch -W 130 CM SEQDB
+#=GF RN [1]
+#=GF RM 7508908
+#=GF RT Division inhibition gene dicF of Escherichia coli reveals a
+#=GF RT widespread group of prophage sequences in bacterial genomes.
+#=GF RA Faubladier M, Bouche JP;
+#=GF RL J Bacteriol 1994;176:1150-1156.
+#=GF RN [2]
+#=GF RM 1372677
+#=GF RT Regulation of the expression of the cell-cycle gene ftsZ by DicF
+#=GF RT antisense RNA. Division does not require a fixed number of FtsZ
+#=GF RT molecules.
+#=GF RA Tetart F, Bouche JP;
+#=GF RL Mol Microbiol 1992;6:615-620.
+#=GF RN [3]
+#=GF RM 2477663
+#=GF RT Genetic evidence that DicF, a second division inhibitor encoded by
+#=GF RT the Escherichia coli dicB operon, is probably RNA.
+#=GF RA Bouche F, Bouche JP;
+#=GF RL Mol Microbiol 1989;3:991-994.
+#=GF CC DicF RNA is an antisense inhibitor of cell division gene ftsZ [1].
+#=GF SQ 6
+
+AP002556.1/74692-74642 UUUCUGGUGACGUUUGGCGGCAUCUGUU-UGCCCAUGAACUGAUGU.CCG
+AE000253.1/7134-7186 UUUCUGGUGACGUUUGGCGGUAUCAGUUUUACUCCGUGACUGCUCUGCCG
+AP002554.1/28618-28566 AUUCUGGUGACAUUUGGCGGUAUCAGUUUUACUCCGUAACUGCUCUGCCG
+AP002557.1/222915-222967 UUUCUGGUGACGUUUGGCGGUAUCAGUUUUACUCCGUGGCUGCUCUGCCG
+AL627272.1/120433-120484 UUUGUGUAGUC-UUUGGCGGCAUCAGUUCUACUCCGUGGCUGCCCUGCCG
+AE015162.1/10789-10739 UUGAUUGGUACCUUUGGCGGCAUCAGUUUCAUUGC-UGGCUGAUGU.CCG
+#=GC SS_cons ...............<<<<<<<.<<<<...........>>>>...>>>>>
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
+
+AP002556.1/74692-74642 CCC
+AE000253.1/7134-7186 CCC
+AP002554.1/28618-28566 CCC
+AP002557.1/222915-222967 CCC
+AL627272.1/120433-120484 CCC
+AE015162.1/10789-10739 CCC
+#=GC SS_cons >>.
+#=GC RF xxx
+//
diff --git a/testsuite/Makefile.in b/testsuite/Makefile.in
new file mode 100644
index 0000000..80240da
--- /dev/null
+++ b/testsuite/Makefile.in
@@ -0,0 +1,63 @@
+#################################################################
+# Infernal
+# testsuite Makefile
+# SVN $Id: Makefile.in 2237 2007-12-01 00:14:41Z nawrockie $
+#################################################################
+# This copyrighted source code is freely distributed
+# under the terms of the GNU General Public License. See
+# the files COPYRIGHT and LICENSE for details.
+#################################################################
+
+SHELL = /bin/sh
+
+## your compiler and compiler flags;
+# and other configuration of the compilation and linking
+# environment.
+# DEFS contains stuff that autoconf set up.
+#
+CC = @CC@
+CFLAGS = @CFLAGS@
+CPPFLAGS = @CPPFLAGS@
+LDFLAGS = @LDFLAGS@
+DEFS = @DEFS@
+LIBS = @LIBS@ -lm
+MYLIBS = -linfernal -leasel
+
+# Where the build arenas are
+#
+MYLIBDIR = -L../easel/ -L../src
+MYINCDIR = -I../easel/ -I../src
+
+TESTPROGS = \
+ bandcyk-montecarlo-test\
+ bandcyk-truncation-test\
+ cp9-test\
+ sub_cm-test
+
+#################################################################
+## Building the test programs.
+##
+
+.c.o:
+ ${CC} ${CFLAGS} ${DEFS} ${MYINCDIR} -c $<
+
+all: ${TESTPROGS}
+
+${TESTPROGS}: @EXEC_DEPENDENCY@
+ ${CC} ${CFLAGS} ${LDFLAGS} ${DEFS} ${MYLIBDIR} -o $@ $@.o $(MYLIBS) $(LIBS)
+
+
+
+#################################################################
+## Miscellaneous targets.
+##
+clean:
+ -rm -f *.o *~ Makefile.bak core ${TESTPROGS} TAGS gmon.out
+
+distclean:
+ -rm -f *.o *~ Makefile.bak core ${TESTPROGS} TAGS gmon.out
+ -rm -f Makefile
+
+TAGS:
+ etags -t *.c *.h Makefile.in
+
diff --git a/testsuite/RIBOSUM85-60.mat b/testsuite/RIBOSUM85-60.mat
new file mode 100644
index 0000000..cbbfb65
--- /dev/null
+++ b/testsuite/RIBOSUM85-60.mat
@@ -0,0 +1,33 @@
+RIBOSUM85-60
+
+ A C G U
+ 0.259114 0.220436 0.301642 0.218808
+
+ A C G U
+A 2.221242
+C -1.855964 1.158055
+G -1.457740 -2.476191 1.031958
+U -1.385899 -1.054315 -1.736394 1.653477
+H: 0.8834
+E: -0.2502
+
+ AA AC AG AU CA CC CG CU GA GC GG GU UA UC UG UU
+AA -2.488349
+AC -7.042094 -2.108879
+AG -8.238017 -8.895066 -0.803423
+AU -4.317463 -2.038769 -5.133726 4.492700
+CA -8.842033 -9.372576 -10.407814 -5.564446 -5.125312
+CC -14.373559 -9.081234 -14.496253 -6.705747 -10.448895 -3.593042
+CG -4.678511 -5.856881 -4.567757 1.673203 -3.567043 -5.704751 5.360799
+CU -12.640723 -10.446549 -10.140939 -5.173809 -8.485494 -5.771068 -4.963137 -2.275363
+GA -6.858807 -9.728310 -8.609094 -5.328293 -7.981155 -12.429263 -5.996523 -7.708326 -1.046177
+GC -5.030739 -3.812753 -5.770632 2.704820 -5.949981 -3.701762 2.112560 -5.842817 -4.876907 5.616325
+GG -8.393424 -11.052794 -5.383659 -5.607690 -11.357831 -12.578234 -4.664596 -13.694318 -8.670446 -4.130013 -1.975120
+GU -5.835310 -4.720463 -6.596424 0.593694 -7.929741 -7.873675 -0.270488 -5.612507 -6.094950 1.205393 -5.767859 3.468458
+UA -4.006673 -5.324754 -5.430794 1.608648 -2.415577 -6.876950 2.748442 -4.717212 -5.847454 1.596571 -5.746373 -0.565905 4.967781
+UC -11.323969 -8.665760 -8.871719 -4.812943 -7.084955 -7.402874 -4.909116 -3.834964 -6.628842 -4.485037 -12.010797 -5.302508 -2.981881 -3.208242
+UG -6.161755 -6.925209 -5.941616 -0.505944 -5.629131 -8.412817 1.319530 -7.352963 -7.551171 -0.077872 -4.273159 -2.088271 1.136473 -4.762134 3.364318
+UU -9.048210 -7.827377 -11.073954 -2.979395 -8.393641 -5.406597 -3.671990 -5.212174 -11.540895 -3.899205 -10.786610 -4.444826 -3.387513 -5.975262 -4.277820 -0.018299
+H: 3.7601
+E: -2.7699
+
diff --git a/testsuite/at25.null b/testsuite/at25.null
new file mode 100644
index 0000000..a3b85de
--- /dev/null
+++ b/testsuite/at25.null
@@ -0,0 +1,22 @@
+# rna.null
+#
+# Example of a null model file for Infernal.
+# Each line that does not begin with a "# " is considered
+# to be a background frequency for an RNA nucleotide.
+# *Important* any commented lines must begin with "#"
+# followed by a whitespace character.
+#
+# cmbuild assumes that the order of probabilities for the
+# 4 nucleotides is always A, C, G, U. (The '# A' etc. below
+# is ignored.
+#
+# The values in this file are the Infernal v0.56 default
+# settings.
+#
+# There can be no blank lines in this file before the 4 lines
+# with background frequencies.
+#
+0.125 # A
+0.375 # C
+0.375 # G
+0.125 # U
diff --git a/testsuite/at4.null b/testsuite/at4.null
new file mode 100644
index 0000000..f5ddb5f
--- /dev/null
+++ b/testsuite/at4.null
@@ -0,0 +1,22 @@
+# rna.null
+#
+# Example of a null model file for Infernal.
+# Each line that does not begin with a "# " is considered
+# to be a background frequency for an RNA nucleotide.
+# *Important* any commented lines must begin with "#"
+# followed by a whitespace character.
+#
+# cmbuild assumes that the order of probabilities for the
+# 4 nucleotides is always A, C, G, U. (The '# A' etc. below
+# is ignored.
+#
+# The values in this file are the Infernal v0.56 default
+# settings.
+#
+# There can be no blank lines in this file before the 4 lines
+# with background frequencies.
+#
+0.2 # A
+0.3 # C
+0.3 # G
+0.2 # U
diff --git a/testsuite/bandcyk-montecarlo-test.c b/testsuite/bandcyk-montecarlo-test.c
new file mode 100644
index 0000000..1e0fe60
--- /dev/null
+++ b/testsuite/bandcyk-montecarlo-test.c
@@ -0,0 +1,150 @@
+/* bandcyk-montecarlo-test.c
+ * SRE, Tue Oct 21 17:00:44 2003
+ * From notebook/1015-infernal-bands; xref STL7 p.130
+ * Easelfied: EPN, Fri Nov 30 09:48:32 2007
+ *
+ * Produce densities both by Monte Carlo and by calculation engine.
+ * Compare each density distribution by chi-square test.
+ *
+ * Small numbers (close to zero) indicate that the two densities
+ * are significantly different.
+ *
+ * If any chi-square is less than a threshold (0.01), fail.
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ * SVN $Id: bandcyk-montecarlo-test.c 2454 2008-06-17 19:28:12Z nawrockie $
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_stats.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-n", eslARG_INT, "10000", NULL, NULL, NULL, NULL, NULL, "number of monte carlo samples to do", 0 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "set random number seed for Monte Carlo to <n>", 0 },
+ { "-t", eslARG_REAL, "0.01",NULL, "x>0.",NULL, NULL, NULL, "threshold for rejecting hypothesis that distros are identical ", 0 },
+ { "-W", eslARG_INT, "1000", NULL, "n>0", NULL, NULL, NULL, "set maximum W (subseq length) to <n>", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "Monte Carlo sampling test program for query-dependent band calculation";
+
+static double DChiSquareFit(double *d1, double *d2, int N);
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open CM file for reading */
+ CM_t *cm; /* a covariance model */
+ int v; /* counter over states */
+
+ double **mc_gamma; /* densities from monte carlo */
+ double **gamma; /* densities from calculation engine */
+ double p; /* p from chi squared test */
+ double threshold; /* probability threshold for rejecting */
+
+ int maxW; /* maximum length that densities are calc'ed for */
+ int mc_nsample; /* # of monte carlo samples to do */
+ ESL_RANDOMNESS *r = NULL;
+ ESL_ALPHABET *abc = NULL;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ maxW = esl_opt_GetInteger(go, "-W");
+ mc_nsample = esl_opt_GetInteger(go, "-n");
+ threshold = esl_opt_GetReal (go, "-t");
+
+ /* create RNG */
+ if (! esl_opt_IsDefault(go, "-s"))
+ r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else r = esl_randomness_CreateTimeseeded();
+
+ /***********************************************
+ * Preliminaries: get our CM
+ ***********************************************/
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if ((CMFileRead(cmfp, NULL, &abc, &cm)) != eslOK) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ /*****************************************************************
+ * Do the band calculations
+ ****************************************************************/
+
+ /* BandMonteCarlo() collects "density" as unnormalized counts
+ */
+ if (! BandMonteCarlo(cm, mc_nsample, maxW, &mc_gamma))
+ cm_Fail("Your maxW (%d) must be too small, sorry...\n", maxW);
+
+ /* BandCalculationEngine() calculates a real density for each state v
+ */
+ if (! BandCalculationEngine(cm, maxW, 0.001, TRUE, NULL, NULL, &gamma, NULL))
+ cm_Fail("Your maxW (%d) must be too small, sorry...\n", maxW);
+
+ for (v = 0; v < cm->M; v++)
+ {
+ esl_vec_DScale(gamma[v], maxW+1, esl_vec_DSum(mc_gamma[v], maxW+1)); /* convert to #'s */
+ p = DChiSquareFit(gamma[v], mc_gamma[v], maxW+1); /* compare #'s */
+
+ if (cm->sttype[v] != E_st
+ && cm->ndtype[cm->ndidx[v]+1] != END_nd /* skip nodes with unreachable inserts */
+ && p < threshold)
+ cm_Fail("Rejected band distribution for state %d: chi-squared p = %f\n", v, p);
+ }
+ FreeBandDensities(cm, mc_gamma);
+ FreeBandDensities(cm, gamma);
+ FreeCM(cm);
+ esl_alphabet_Destroy(abc);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+
+ exit(0);
+}
+
+static double
+DChiSquareFit(double *d1, double *d2, int N)
+{
+ int i;
+ double diff;
+ double chisq = 0.0;
+ int n;
+ double qax;
+
+ n = 0;
+ for (i = 0; i < N; i++)
+ {
+ if (d1[i] == 0. && d2[i] == 0.) continue;
+ diff = d1[i] - d2[i];
+ chisq += diff * diff / (d1[i]+d2[i]);
+ n++;
+ }
+
+ if (n > 1) {
+ if(esl_stats_IncompleteGamma(((double) n-1.)/2., chisq/2., NULL, &qax) != eslOK)
+ cm_Fail("DChiSquareFit() call to esl_stats_IncompleteGamma() failed.");
+ return qax;
+ }
+ else return -1.;
+}
diff --git a/testsuite/bandcyk-truncation-test.c b/testsuite/bandcyk-truncation-test.c
new file mode 100644
index 0000000..e08f522
--- /dev/null
+++ b/testsuite/bandcyk-truncation-test.c
@@ -0,0 +1,138 @@
+/* bandcyk-truncation-test.c
+ * SRE, Tue Oct 21 17:07:56 2003 [St. Louis]
+ * Adapted from check-bandtruncation.c; xref notebook/1015-infernal-bands, STL7 p. 130.
+ * Easelfied: EPN, Fri Nov 30 10:04:16 2007
+ *
+ * Implements two tests of the truncation error:
+ * 1. Calculate bands for two different sizes of W; verify that bands
+ * are identical.
+ *
+ * 2. Verifies that the geometric decay assumption used to estimate
+ * the truncation error was indeed an upper bound, by comparing
+ * the predicted density from a shorter length W1 to the observed
+ * density for a longer length W2, in the interval n=W1+1..W2.
+ *
+ * Band calculation is supposed to be guaranteed to be independent
+ * of input W -- the BandCalculationEngine() returns an error whenever
+ * the input W is too short to guarantee this. If truncation error calculation
+ * in BandCalculationEngine() is wrong, bands may differ.
+ *
+ * Example tests;
+ * using models built w/ --rf from alignments in intro/ subdirectory:
+ * ./bandcyk-truncation-test trna.cm 160 1000
+ * ./bandcyk-truncation-test rp.cm 525 2000
+ * ./bandcyk-truncation-test ssu.cm 1687 3000
+ *
+ * xref STL7 p.130.
+ ******************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ * SVN $Id: bandcyk-truncation-test.c 2454 2008-06-17 19:28:12Z nawrockie $
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+#include <string.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-p", eslARG_REAL, "1E-5", NULL, "x>0.",NULL, NULL, NULL, "set tail probability threshold to <p>", 0 },
+ { "--verbose", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "show output (default: silently return 0 on success)", 0 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile> <W1> <W2> where width W1 < W2.";
+static char banner[] = "Check of truncation error calculation in BandCalculationEngine()";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 3, argc, argv, banner, usage);
+
+ char *cmfile = esl_opt_GetArg(go, 1);
+ int W1 = atoi(esl_opt_GetArg(go, 2));
+ int W2 = atoi(esl_opt_GetArg(go, 3));
+ CMFILE *cmfp; /* open CM file for reading */
+ CM_t *cm; /* a covariance model */
+ int v; /* counter over states */
+ int n; /* counter over lengths 0..W */
+
+ double p_thresh; /* tail probability threshold for banding */
+ int *dmin1, *dmax1; /* calculated bands from pass 1 */
+ int *dmin2, *dmax2; /* calculated bands from pass 2 */
+ double **gamma1, **gamma2; /* probability densities from pass 1, 2 */
+ double beta1; /* geometric decay constant, truncation error calc */
+ double g; /* log of an estimated gamma[n] */
+ int be_verbose;
+ ESL_ALPHABET *abc = NULL;
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ p_thresh = esl_opt_GetReal (go, "-p");
+ be_verbose = esl_opt_GetBoolean(go, "--verbose");
+
+ if (W1 >= W2) cm_Fail("Please set a width W1 < width W2, else the check won't work right.");
+
+ /* Get our CM
+ */
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if ((CMFileRead(cmfp, NULL, &abc, &cm)) != eslOK) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ /* Do two band calculations with the different W's.
+ * Save the gamma_0 densities for root state 0.
+ */
+ if (! BandCalculationEngine(cm, W1, p_thresh, FALSE, &dmin1, &dmax1, &gamma1, NULL))
+ cm_Fail("Your W1 (%d) must be too small, sorry.\n", W1);
+ if (! BandCalculationEngine(cm, W2, p_thresh, FALSE, &dmin2, &dmax2, &gamma2, NULL))
+ cm_Fail("Your W2 (%d) must be too small, sorry.\n", W2);
+
+ /* Verify that the bands are all identical, regardless of choice of W.
+ */
+ for (v = 0; v < cm->M; v++)
+ if (dmin1[v] != dmin2[v] || dmax1[v] != dmax2[v])
+ cm_Fail("failed at v=%d: Band for W1=%d is %d..%d; for W2=%d is %d..%d\n",
+ v, W1, dmin1[v], dmax1[v], W2, dmin2[v], dmax2[v]);
+
+ /* Verify that the geometric decay predicted for the shorter width W1
+ * was indeed an upper bound for what we saw in the longer width W2,
+ * in the interval W1+1..W2.
+ */
+ if (! BandTruncationNegligible(gamma1[0], dmax1[0], W1, &beta1))
+ cm_Fail("shouldn't happen, because we already checked this in the Engine().");
+ for (n = W1+1; n <= W2; n++)
+ {
+ g = log(gamma1[0][W1]) + (n-W1) * log(beta1); /* g = log(estimated gamma[n]); should be upper bound */
+ if (g < log(gamma2[0][n]))
+ cm_Fail("truncation error test failed: geometric is not an upper bound on tail of gamma[n]");
+ }
+
+ /* Clean up and exit.
+ */
+ FreeBandDensities(cm, gamma1);
+ FreeBandDensities(cm, gamma2);
+ free(dmin1);
+ free(dmax1);
+ free(dmin2);
+ free(dmax2);
+ FreeCM(cm);
+ esl_alphabet_Destroy(abc);
+ esl_getopts_Destroy(go);
+ exit(0);
+}
diff --git a/testsuite/benchmarks.sqc b/testsuite/benchmarks.sqc
new file mode 100644
index 0000000..3022783
--- /dev/null
+++ b/testsuite/benchmarks.sqc
@@ -0,0 +1,9 @@
+# Infernal's benchmarks exercises, in sqc command format.
+# SRE, Tue Aug 6 18:47:43 2002
+# SVN $Id: benchmarks.sqc 1529 2005-12-13 20:52:25Z eddy $
+#
+
+1 prep rand50 @shuffle@ -i -n 50 -t 90 --dna --seed 42 -o %RAND50%
+1 benchmark cmbuild:trna @cmbuild@ -F %TRNA.CM% trna1415G.sto
+1 benchmark cmalign:trna @cmalign@ %TRNA.CM% %RAND50%
+1 benchmark cmscore:trna @cmscore@ %TRNA.CM% %RAND50%
diff --git a/testsuite/cmalign.sqc b/testsuite/cmalign.sqc
new file mode 100644
index 0000000..250f749
--- /dev/null
+++ b/testsuite/cmalign.sqc
@@ -0,0 +1,273 @@
+# Infernal's cmalign crash exercises, in sqc command format.
+# EPN, Thu Jan 3 05:20:12 2008
+# SVN $Id: exercises.sqc 2237 2007-12-01 00:14:41Z nawrockie $
+#
+
+# Exercises of cmalign.
+#
+1 exercise cmalign:help/1 @cmalign@ -h
+1 exercise cmalign:help/2 @cmalign@ --devhelp
+
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna/1 @cmalign@ %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/2 @cmalign@ -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/3 @cmalign@ -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/4 @cmalign@ -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/5 @cmalign@ %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna/6 @cmalign@ %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-f/1 @cmalign@ --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-f/2 @cmalign@ --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/3 @cmalign@ --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/4 @cmalign@ --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-f/5 @cmalign@ --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna/6b @cmalign@ --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/7b @cmalign@ --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/8 @cmalign@ --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/9 @cmalign@ --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/10 @cmalign@ --small --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/11 @cmalign@ --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/12 @cmalign@ --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/13 @cmalign@ --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/14 @cmalign@ --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/15 @cmalign@ --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/16 @cmalign@ --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/17 @cmalign@ --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/18 @cmalign@ --nonbanded --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/19 @cmalign@ --nonbanded --cyk --small %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/20 @cmalign@ --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/21 @cmalign@ --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/22 @cmalign@ --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/23 @cmalign@ --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/24 @cmalign@ --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/25 @cmalign@ --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/26 @cmalign@ --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/27 @cmalign@ --tau 5E-2 --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/28 @cmalign@ --tau 5E-2 --sub --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/29 @cmalign@ --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/30 @cmalign@ --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/31 @cmalign@ --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/32 @cmalign@ --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/33 @cmalign@ --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/34 @cmalign@ --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/35 @cmalign@ -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna/36 @cmalign@ --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna/37 @cmalign@ --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna/38 @cmalign@ --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna/39 @cmalign@ --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/40 @cmalign@ --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/41 @cmalign@ --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/42 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/43 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/44 @cmalign@ --checkfb --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/45 @cmalign@ --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/46 @cmalign@ --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/47 @cmalign@ --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/48 @cmalign@ --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/49 @cmalign@ --hsafe --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/50 @cmalign@ --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/51 @cmalign@ --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/52 @cmalign@ --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/53 @cmalign@ --banddump 3 -p %TRNA.CM% 3trnas.fa
+
+# local alignment with -l
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna-l/1 @cmalign@ -l %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/2 @cmalign@ -l -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/3 @cmalign@ -l -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/5 @cmalign@ -l -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/5 @cmalign@ -l %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-l/5 @cmalign@ -l %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-f/1 @cmalign@ -l --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-f/2 @cmalign@ -l --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/3 @cmalign@ -l --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/4 @cmalign@ -l --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-f/5 @cmalign@ -l --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-l/6b @cmalign@ -l --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/7 @cmalign@ -l --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/8 @cmalign@ -l --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/10 @cmalign@ -l --small --cyk --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/11 @cmalign@ -l --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/12 @cmalign@ -l --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/13 @cmalign@ -l --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/14 @cmalign@ -l --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/15 @cmalign@ -l --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/16 @cmalign@ -l --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/17 @cmalign@ -l --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/19 @cmalign@ -l --nonbanded --cyk --small %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/20 @cmalign@ -l --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/21 @cmalign@ -l --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/22 @cmalign@ -l --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/23 @cmalign@ -l --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/24 @cmalign@ -l --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/25 @cmalign@ -l --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/26 @cmalign@ -l --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/29 @cmalign@ -l --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/30 @cmalign@ -l --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/31 @cmalign@ -l --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/32 @cmalign@ -l --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/33 @cmalign@ -l --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/34 @cmalign@ -l --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/35 @cmalign@ -l -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-l/36 @cmalign@ -l --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-l/37 @cmalign@ -l --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-l/38 @cmalign@ -l --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna-l/39 @cmalign@ -l --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/40 @cmalign@ -l --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/41 @cmalign@ -l --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/45 @cmalign@ -l --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/46 @cmalign@ -l --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/47 @cmalign@ -l --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/48 @cmalign@ -l --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/50 @cmalign@ -l --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/51 @cmalign@ -l --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/52 @cmalign@ -l --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/53 @cmalign@ -l --banddump 3 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-p/1 @cmalign@ -l --pebegin --pfend 0.03 %TRNA.CM% 3trnas.fa
+
+
+#######################
+# with binary cm files
+1 prep model/trna @cmbuild@ --binary -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna-b/1 @cmalign@ %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/2 @cmalign@ -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/3 @cmalign@ -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/5 @cmalign@ -p %TRNA.CM% 3trnas.fa
+
+1 exercise cmalign:trna-bf/1 @cmalign@ %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-bf/2 @cmalign@ %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-bf/3 @cmalign@ --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-bf/4 @cmalign@ --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-bf/5 @cmalign@ --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-bf/6 @cmalign@ --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-bf/7 @cmalign@ --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-b/6 @cmalign@ --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/7 @cmalign@ --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/8 @cmalign@ --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/9 @cmalign@ --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/10 @cmalign@ --small --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/11 @cmalign@ --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/12 @cmalign@ --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/13 @cmalign@ --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/14 @cmalign@ --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/15 @cmalign@ --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/16 @cmalign@ --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/17 @cmalign@ --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/18 @cmalign@ --nonbanded --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/19 @cmalign@ --cyk --small --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/20 @cmalign@ --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/21 @cmalign@ --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/22 @cmalign@ --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/23 @cmalign@ --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/24 @cmalign@ --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/25 @cmalign@ --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/26 @cmalign@ --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/27 @cmalign@ --tau 5E-2 --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/28 @cmalign@ --tau 5E-2 --cyk --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/29 @cmalign@ --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/30 @cmalign@ --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/31 @cmalign@ --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/32 @cmalign@ --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/33 @cmalign@ --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/34 @cmalign@ --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/35 @cmalign@ -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ --binary -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b/36 @cmalign@ --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ --binary -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b/37 @cmalign@ --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ --binary -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b/38 @cmalign@ --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna-b/39 @cmalign@ --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/40 @cmalign@ --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/41 @cmalign@ --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/42 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/43 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/44 @cmalign@ --checkfb --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/45 @cmalign@ --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/46 @cmalign@ --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/47 @cmalign@ --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/48 @cmalign@ --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/49 @cmalign@ --hsafe --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/50 @cmalign@ --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/51 @cmalign@ --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/52 @cmalign@ --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/53 @cmalign@ --banddump 3 -p %TRNA.CM% 3trnas.fa
+
+# local alignment with -l
+1 prep model/trna @cmbuild@ --binary -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/1 @cmalign@ -l %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/2 @cmalign@ -l -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/3 @cmalign@ -l -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/4 @cmalign@ -l -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/5 @cmalign@ -l %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-b-l/6 @cmalign@ -l %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-b-lf/1 @cmalign@ -l --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-lf/2 @cmalign@ -l --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-b-lf/3 @cmalign@ -l --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-b-lf/4 @cmalign@ -l --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-b-lf/5 @cmalign@ -l --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-b-l/6b @cmalign@ -l --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/7 @cmalign@ -l --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/8 @cmalign@ -l --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/10 @cmalign@ -l --small --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/11 @cmalign@ -l --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/12 @cmalign@ -l --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/13 @cmalign@ -l --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/14 @cmalign@ -l --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/15 @cmalign@ -l --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/16 @cmalign@ -l --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/17 @cmalign@ -l --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/19 @cmalign@ -l --nonbanded --cyk --small %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/20 @cmalign@ -l --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/21 @cmalign@ -l --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/22 @cmalign@ -l --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/23 @cmalign@ -l --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/24 @cmalign@ -l --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/25 @cmalign@ -l --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/26 @cmalign@ -l --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/29 @cmalign@ -l --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/30 @cmalign@ -l --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/31 @cmalign@ -l --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/32 @cmalign@ -l --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/33 @cmalign@ -l --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/34 @cmalign@ -l --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/35 @cmalign@ -l -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ --binary -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/36 @cmalign@ -l --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ --binary -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/37 @cmalign@ -l --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ --binary -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/38 @cmalign@ -l --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/39 @cmalign@ -l --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/40 @cmalign@ -l --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/41 @cmalign@ -l --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/45 @cmalign@ -l --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/46 @cmalign@ -l --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/47 @cmalign@ -l --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/48 @cmalign@ -l --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/50 @cmalign@ -l --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/51 @cmalign@ -l --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/52 @cmalign@ -l --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/53 @cmalign@ -l --banddump 3 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-p/1 @cmalign@ -l --pebegin --pfend 0.03 %TRNA.CM% 3trnas.fa
+
+# repeat a few of the above excercises with a multi-CM cmfile, (if it works
+# for one, it 'should work' for all
+#
+1 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+1 exercise cmalign:3.4.12/1 @cmalign@ -l -o %TMPOUT% %3.4.12.CM% 3trnas.fa
+1 exercise cmalign:3.4.12/2 @cmalign@ -l -q %3.4.12.CM% 3trnas.fa
+1 exercise cmalign:3.4.12/3 @cmalign@ --cyk %3.4.12.CM% 3trnas.fa
+1 exercise cmalign:3.4.12/4 @cmalign@ --viterbi %3.4.12.CM% 3trnas.fa
diff --git a/testsuite/cmbuild.sqc b/testsuite/cmbuild.sqc
new file mode 100644
index 0000000..0704e78
--- /dev/null
+++ b/testsuite/cmbuild.sqc
@@ -0,0 +1,108 @@
+# Infernal's cmbuild crash exercises, in sqc command format.
+# EPN, Fri Dec 28 15:54:44 2007
+#
+
+# Exercises of cmbuild.
+#
+1 exercise cmbuild:help/1 @cmbuild@ -h
+1 exercise cmbuild:help/2 @cmbuild@ --devhelp
+
+1 exercise cmbuild:se/1 @cmbuild@ -F %SE.CM% se.stk
+1 exercise cmbuild:se/2 @cmbuild@ -F -n mine %SE.CM% se.stk
+1 exercise cmbuild:se/3 @cmbuild@ -A %SE.CM% se.stk
+1 exercise cmbuild:se/4 @cmbuild@ -v -F %SE.CM% se.stk
+1 exercise cmbuild:se/5 @cmbuild@ --iins -F %SE.CM% se.stk
+1 exercise cmbuild:se/6 @cmbuild@ --Wbeta 1E-12 -F %SE.CM% se.stk
+1 exercise cmbuild:se/7 @cmbuild@ --ignorant -F %SE.CM% se.stk
+1 exercise cmbuild:se/8 @cmbuild@ -F --binary %SE.CM% se.stk
+1 exercise cmbuild:se/9 @cmbuild@ --rf -F %SE.CM% se.rf.stk
+1 exercise cmbuild:se/10 @cmbuild@ --gapthresh 0.1 -F %SE.CM% se.stk
+1 exercise cmbuild:se/11 @cmbuild@ --enone --rsearch RIBOSUM85-60.mat -F %SE.CM% se.1.stk
+1 exercise cmbuild:se/12 @cmbuild@ --wgsc -F %SE.CM% se.stk
+1 exercise cmbuild:se/13 @cmbuild@ --wblosum -F %SE.CM% se.stk
+1 exercise cmbuild:se/14 @cmbuild@ --wnone -F %SE.CM% se.stk
+1 exercise cmbuild:se/15 @cmbuild@ --pbswitch 1 -F %SE.CM% se.stk
+1 exercise cmbuild:se/16 @cmbuild@ --wblosum --wid 0.6 -F %SE.CM% se.stk
+1 exercise cmbuild:se/17 @cmbuild@ --eent -F %SE.CM% se.stk
+1 exercise cmbuild:se/18 @cmbuild@ --enone -F %SE.CM% se.stk
+1 exercise cmbuild:se/19 @cmbuild@ --ere 0.8 -F %SE.CM% se.stk
+1 exercise cmbuild:se/19 @cmbuild@ --ehmmre 0.6 -F %SE.CM% se.stk
+1 exercise cmbuild:se/20 @cmbuild@ --eX 3.0 -F %SE.CM% se.stk
+1 exercise cmbuild:se/21 @cmbuild@ -F --null at4.null %SE.CM% se.stk
+1 exercise cmbuild:se/22 @cmbuild@ -F --prior plus1.prior %SE.CM% se.stk
+1 exercise cmbuild:se/23 @cmbuild@ -F --ctarget 2 %SE.CM% se.stk
+1 exercise cmbuild:se/24 @cmbuild@ -F --cmaxid 0.8 %SE.CM% se.stk
+1 exercise cmbuild:se/25 @cmbuild@ -F --call %SE.CM% se.stk
+1 exercise cmbuild:se/26 @cmbuild@ -F --call --cdump %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/27 @cmbuild@ -F --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/28 @cmbuild@ -F --gibbs --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/29 @cmbuild@ -F --tau 1E-2 --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/30 @cmbuild@ -F --gibbs -s 33 --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/31 @cmbuild@ -F --sub --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/32 @cmbuild@ -F -l --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/33 @cmbuild@ -F -a --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/34 @cmbuild@ -F --nonbanded --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/35 @cmbuild@ -F --mxsize 512 --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/36 @cmbuild@ -F --fins --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/37 @cmbuild@ -F -v --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/38 @cmbuild@ -F --rdump %TMPRDUMP% --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/41 @cmbuild@ --nobalance -F %SE.CM% se.stk
+1 exercise cmbuild:se/42 @cmbuild@ --regress %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/43 @cmbuild@ --nodetach -F %SE.CM% se.stk
+1 exercise cmbuild:se/44 @cmbuild@ --elself 0.5 -F %SE.CM% se.stk
+1 exercise cmbuild:se/45 @cmbuild@ --cfile %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/46 @cmbuild@ --cmtbl %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/47 @cmbuild@ --emap %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/48 @cmbuild@ --gtree %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/49 @cmbuild@ --gtbl %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/50 @cmbuild@ --tfile %TMPOUT% -F %SE.CM% se.stk
+
+#
+1 exercise cmbuild:3.4.12/1 @cmbuild@ -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/3 @cmbuild@ -A %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/4 @cmbuild@ -v -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/5 @cmbuild@ --iins -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/6 @cmbuild@ --Wbeta 1E-12 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/7 @cmbuild@ --ignorant -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/8 @cmbuild@ -F --binary %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/9 @cmbuild@ --rf -F %3.4.12.CM% 3.4.12.rf.stk
+1 exercise cmbuild:3.4.12/10 @cmbuild@ --gapthresh 0.1 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/11 @cmbuild@ --enone --call --rsearch RIBOSUM85-60.mat -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/12 @cmbuild@ --wgsc -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/13 @cmbuild@ --wblosum -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/14 @cmbuild@ --wnone -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/15 @cmbuild@ --pbswitch 1 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/16 @cmbuild@ --wblosum --wid 0.6 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/17 @cmbuild@ --eent -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/18 @cmbuild@ --enone -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/19 @cmbuild@ --ere 0.8 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/19 @cmbuild@ --ehmmre 0.6 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/20 @cmbuild@ --eX 3.0 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/21 @cmbuild@ -F --null at4.null %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/22 @cmbuild@ -F --prior plus1.prior %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/23 @cmbuild@ -F --ctarget 2 %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/24 @cmbuild@ -F --cmaxid 0.8 %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/25 @cmbuild@ -F --call --enone %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/26 @cmbuild@ -F --cmaxid 0.7 --cdump %TMPOUT% %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/27 @cmbuild@ -F --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/28 @cmbuild@ -F --gibbs --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/29 @cmbuild@ -F --tau 1E-2 --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/30 @cmbuild@ -F --gibbs -s 33 --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/31 @cmbuild@ -F --sub --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/32 @cmbuild@ -F -l --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/33 @cmbuild@ -F -a --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/36 @cmbuild@ -F --fins --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/37 @cmbuild@ -F -v --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/38 @cmbuild@ -F --rdump %TMPRDUMP% --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/41 @cmbuild@ --nobalance -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/42 @cmbuild@ --regress %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/43 @cmbuild@ --nodetach -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/44 @cmbuild@ --elself 0.5 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/45 @cmbuild@ --cfile %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/46 @cmbuild@ --cmtbl %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/47 @cmbuild@ --emap %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/48 @cmbuild@ --gtree %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/49 @cmbuild@ --gtbl %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/50 @cmbuild@ --tfile %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+
+
diff --git a/testsuite/cmcalibrate.sqc b/testsuite/cmcalibrate.sqc
new file mode 100644
index 0000000..4cb0b45
--- /dev/null
+++ b/testsuite/cmcalibrate.sqc
@@ -0,0 +1,55 @@
+# Infernal's cmcalibrate crash exercises, in sqc command format.
+# EPN, Mon Oct 26 14:11:14 2009
+#
+
+# Exercises of cmcalibrate.
+# For practical reasons, all tests include the --forecast option. Thus,
+# the full program is not run for any of these.
+# Options that would not have any affect on a --forecast run (such as
+# output files and --exp-tail* options) are omitted here.
+
+1 exercise cmcalibrate:help/1 @cmcalibrate@ -h
+1 exercise cmcalibrate:help/2 @cmcalibrate@ --devhelp
+
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmcalibrate:trna/1 @cmcalibrate@ --forecast 1 %TRNA.CM%
+1 exercise cmcalibrate:trna/2 @cmcalibrate@ --forecast 1 -s 367 %TRNA.CM%
+1 exercise cmcalibrate:trna/3 @cmcalibrate@ --forecast 367 -s 1 %TRNA.CM%
+1 exercise cmcalibrate:trna/4 @cmcalibrate@ --forecast 1 --exp-cmL-glc 0.367 %TRNA.CM%
+1 exercise cmcalibrate:trna/5 @cmcalibrate@ --forecast 1 --exp-cmL-loc 3.67 %TRNA.CM%
+1 exercise cmcalibrate:trna/6 @cmcalibrate@ --forecast 1 --exp-hmmLn-glc 2.13 %TRNA.CM%
+1 exercise cmcalibrate:trna/7 @cmcalibrate@ --forecast 1 --exp-hmmLn-loc 100.0 %TRNA.CM%
+1 exercise cmcalibrate:trna/8 @cmcalibrate@ --forecast 1 --exp-fract 0.33 %TRNA.CM%
+1 exercise cmcalibrate:trna/9 @cmcalibrate@ --forecast 1 --exp-beta 1E-7 %TRNA.CM%
+1 exercise cmcalibrate:trna/10 @cmcalibrate@ --forecast 1 --exp-no-qdb %TRNA.CM%
+1 exercise cmcalibrate:trna/11 @cmcalibrate@ --forecast 1 --fil-N 3333 %TRNA.CM%
+1 exercise cmcalibrate:trna/12 @cmcalibrate@ --forecast 1 --fil-F 0.99 %TRNA.CM%
+1 exercise cmcalibrate:trna/13 @cmcalibrate@ --forecast 1 --fil-tau 1E-15 %TRNA.CM%
+1 exercise cmcalibrate:trna/14 @cmcalibrate@ --forecast 1 --fil-gemit %TRNA.CM%
+1 exercise cmcalibrate:trna/15 @cmcalibrate@ --forecast 1 --mxsize 4096 %TRNA.CM%
+
+# developer options (listed with --devhelp only)
+2 exercise cmcalibrate:trna/16 @cmcalibrate@ --forecast 1 --exp-random %TRNA.CM%
+2 exercise cmcalibrate:trna/17 @cmcalibrate@ --forecast 1 --exp-T -10 %TRNA.CM%
+2 exercise cmcalibrate:trna/18 @cmcalibrate@ --forecast 1 --fil-nonbanded %TRNA.CM%
+2 exercise cmcalibrate:trna/19 @cmcalibrate@ --forecast 1 --fil-aln2bands %TRNA.CM%
+2 exercise cmcalibrate:trna/20 @cmcalibrate@ --forecast 1 --fil-Xtarg-hmm 1.5 %TRNA.CM%
+2 exercise cmcalibrate:trna/21 @cmcalibrate@ --forecast 1 --fil-Xmin-hmm 1.05 %TRNA.CM%
+2 exercise cmcalibrate:trna/22 @cmcalibrate@ --forecast 1 --fil-Starg-hmm 0.01 %TRNA.CM%
+2 exercise cmcalibrate:trna/23 @cmcalibrate@ --forecast 1 --fil-Smin-hmm 0.0001 %TRNA.CM%
+2 exercise cmcalibrate:trna/24 @cmcalibrate@ --forecast 1 --fil-Smax-hmm 0.9 %TRNA.CM%
+2 exercise cmcalibrate:trna/25 @cmcalibrate@ --forecast 1 --pebegin %TRNA.CM%
+2 exercise cmcalibrate:trna/26 @cmcalibrate@ --forecast 1 --pfend 0.02 %TRNA.CM%
+2 exercise cmcalibrate:trna/27 @cmcalibrate@ --forecast 1 --pbegin 0.5 %TRNA.CM%
+2 exercise cmcalibrate:trna/28 @cmcalibrate@ --forecast 1 --pend 0.5 %TRNA.CM%
+2 exercise cmcalibrate:trna/29 @cmcalibrate@ --forecast 1 --no-null3 %TRNA.CM%
+
+# Repeat a random set of the above runs with a multi-cm file.
+
+3 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+3 exercise cmcalibrate:3.4.12/1 @cmcalibrate@ --forecast 1 %3.4.12.CM%
+3 exercise cmcalibrate:3.4.12/4 @cmcalibrate@ --forecast 1 --exp-cmL-glc 0.367 %3.4.12.CM%
+3 exercise cmcalibrate:3.4.12/7 @cmcalibrate@ --forecast 1 --exp-hmmLn-loc 100.0 %3.4.12.CM%
+3 exercise cmcalibrate:3.4.12/19 @cmcalibrate@ --forecast 1 --fil-aln2bands %3.4.12.CM%
+3 exercise cmcalibrate:3.4.12/25 @cmcalibrate@ --forecast 1 --pebegin %3.4.12.CM%
+
diff --git a/testsuite/cmemit.sqc b/testsuite/cmemit.sqc
new file mode 100644
index 0000000..58197d4
--- /dev/null
+++ b/testsuite/cmemit.sqc
@@ -0,0 +1,137 @@
+# Infernal's cmemit crash exercises, in sqc command format.
+# EPN, Fri Dec 28 12:10:55 2007
+# SVN $Id: exercises.sqc 2237 2007-12-01 00:14:41Z nawrockie $
+#
+
+# Exercises of cmemit.
+#
+1 exercise cmemit:help/1 @cmemit@ -h
+1 exercise cmemit:help/2 @cmemit@ --devhelp
+
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmemit:trna/1 @cmemit@ %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/2 @cmemit@ -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/3 @cmemit@ -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/4 @cmemit@ -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/5 @cmemit@ -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/6 @cmemit@ -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/10 @cmemit@ --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/11 @cmemit@ --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/12 @cmemit@ --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/13 @cmemit@ --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/14 @cmemit@ --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/15 @cmemit@ -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/16 @cmemit@ --ahmm %TMPAHMMOUT% %TRNA.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:trna/17 @cmemit@ -l %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/18 @cmemit@ -l -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/19 @cmemit@ -l -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/20 @cmemit@ -l -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/21 @cmemit@ -l -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/22 @cmemit@ -l -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/26 @cmemit@ -l --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/27 @cmemit@ -l --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/28 @cmemit@ -l --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/29 @cmemit@ -l --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/30 @cmemit@ -l --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/31 @cmemit@ -l -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/1 @cmemit@ -l --pebegin --pfend 0.01 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %TRNA.CM% %TMPOUT%
+
+# binary versions of 1-31
+1 prep model/trnabin @cmbuild@ -F --binary --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmemit:trna/33 @cmemit@ %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/34 @cmemit@ -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/35 @cmemit@ -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/36 @cmemit@ -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/37 @cmemit@ -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/38 @cmemit@ -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/42 @cmemit@ --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/43 @cmemit@ --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/44 @cmemit@ --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/45 @cmemit@ --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/46 @cmemit@ --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/47 @cmemit@ -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/48 @cmemit@ --ahmm %TMPAHMMOUT% %TRNA.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:trna/49 @cmemit@ -l %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/50 @cmemit@ -l -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/51 @cmemit@ -l -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/52 @cmemit@ -l -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/53 @cmemit@ -l -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/54 @cmemit@ -l -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/58 @cmemit@ -l --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/59 @cmemit@ -l --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/60 @cmemit@ -l --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/61 @cmemit@ -l --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/62 @cmemit@ -l --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/63 @cmemit@ -l -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/1 @cmemit@ -l --pebegin --pfend 0.01 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %TRNA.CM% %TMPOUT%
+
+# 3.4.12 tests, a CM file with 3 CMs in it
+
+1 prep model/3.4.12 @cmbuild@ -F --wnone %3.4.12.CM% 3.4.12.stk
+1 exercise cmemit:3.4.12/1 @cmemit@ %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/2 @cmemit@ -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/3 @cmemit@ -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/4 @cmemit@ -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/5 @cmemit@ -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/6 @cmemit@ -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/10 @cmemit@ --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/11 @cmemit@ --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/12 @cmemit@ --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/13 @cmemit@ --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/14 @cmemit@ --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/15 @cmemit@ -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/16 @cmemit@ --ahmm %TMPAHMMOUT% %3.4.12.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:3.4.12/17 @cmemit@ -l %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/18 @cmemit@ -l -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/19 @cmemit@ -l -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/20 @cmemit@ -l -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/21 @cmemit@ -l -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/22 @cmemit@ -l -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/26 @cmemit@ -l --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/27 @cmemit@ -l --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/28 @cmemit@ -l --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/29 @cmemit@ -l --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/30 @cmemit@ -l --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/31 @cmemit@ -l -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/1 @cmemit@ -l --pebegin --pfend 0.01 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %3.4.12.CM% %TMPOUT%
+
+# binary versions of 1-32
+1 prep model/3.4.12bin @cmbuild@ -F --binary --wnone %3.4.12.CM% 3.4.12.stk
+1 exercise cmemit:3.4.12/33 @cmemit@ %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/34 @cmemit@ -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/35 @cmemit@ -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/36 @cmemit@ -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/37 @cmemit@ -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/38 @cmemit@ -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/42 @cmemit@ --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/43 @cmemit@ --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/44 @cmemit@ --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/45 @cmemit@ --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/46 @cmemit@ --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/47 @cmemit@ -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/48 @cmemit@ --ahmm %TMPAHMMOUT% %3.4.12.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:3.4.12/49 @cmemit@ -l %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/50 @cmemit@ -l -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/51 @cmemit@ -l -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/52 @cmemit@ -l -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/53 @cmemit@ -l -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/54 @cmemit@ -l -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/58 @cmemit@ -l --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/59 @cmemit@ -l --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/60 @cmemit@ -l --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/61 @cmemit@ -l --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/62 @cmemit@ -l --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/63 @cmemit@ -l -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/1 @cmemit@ -l --pebegin --pfend 0.01 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %3.4.12.CM% %TMPOUT%
diff --git a/testsuite/cmscore.sqc b/testsuite/cmscore.sqc
new file mode 100644
index 0000000..20ed755
--- /dev/null
+++ b/testsuite/cmscore.sqc
@@ -0,0 +1,103 @@
+# Infernal's cmscore crash exercises, in sqc command format.
+# EPN, Thu Jan 3 05:20:12 2008
+# SVN $Id: exercises.sqc 2237 2007-12-01 00:14:41Z nawrockie $
+#
+
+# Exercises of cmscore.
+#
+1 exercise cmscore:help/1 @cmscore@ -h
+1 exercise cmscore:help/2 @cmscore@ --devhelp
+
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmscore:trna/1 @cmscore@ %TRNA.CM%
+1 exercise cmscore:trna/2 @cmscore@ -n 7 %TRNA.CM%
+1 exercise cmscore:trna/3 @cmscore@ -s 33 %TRNA.CM%
+1 exercise cmscore:trna/4 @cmscore@ -a %TRNA.CM%
+1 exercise cmscore:trna/5 @cmscore@ --sub %TRNA.CM%
+1 exercise cmscore:trna/6 @cmscore@ --mxsize 333 %TRNA.CM%
+
+1 exercise cmscore:trna/7 @cmscore@ --emit %TRNA.CM%
+1 exercise cmscore:trna/8 @cmscore@ --random %TRNA.CM%
+1 exercise cmscore:trna/9 @cmscore@ --infile 3trnas.fa %TRNA.CM%
+1 exercise cmscore:trna/10 @cmscore@ --outfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna/11 @cmscore@ --random --Lmin 73 --Lmax 75 %TRNA.CM%
+1 exercise cmscore:trna/12 @cmscore@ --emit --search --pad %TRNA.CM%
+
+1 exercise cmscore:trna/13 @cmscore@ --hbanded %TRNA.CM%
+1 exercise cmscore:trna/14 @cmscore@ --tau 2E-5 %TRNA.CM%
+1 exercise cmscore:trna/14b @cmscore@ --search --aln2bands %TRNA.CM%
+1 exercise cmscore:trna/15 @cmscore@ --hsafe %TRNA.CM%
+1 exercise cmscore:trna/16 @cmscore@ --nonbanded %TRNA.CM%
+1 exercise cmscore:trna/17 @cmscore@ --viterbi %TRNA.CM%
+
+1 exercise cmscore:trna-s/1 @cmscore@ --search %TRNA.CM%
+1 exercise cmscore:trna-s/2 @cmscore@ --search --inside %TRNA.CM%
+1 exercise cmscore:trna-s/3 @cmscore@ --search --forward %TRNA.CM%
+
+1 exercise cmscore:trna/18 @cmscore@ --nonbanded --scoreonly %TRNA.CM%
+5 exercise cmscore:trna/19 @cmscore@ --qdb %TRNA.CM%
+5 exercise cmscore:trna/20 @cmscore@ --qdbsmall %TRNA.CM%
+5 exercise cmscore:trna/21 @cmscore@ --qdbboth %TRNA.CM%
+5 exercise cmscore:trna/22 @cmscore@ --beta 1E-5 --qdbboth %TRNA.CM%
+1 exercise cmscore:trna/23 @cmscore@ --taus 4 --taue 10 %TRNA.CM%
+5 exercise cmscore:trna/24 @cmscore@ --qdb --betas 4 --betae 10 %TRNA.CM%
+1 exercise cmscore:trna/25 @cmscore@ --regress %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna/26 @cmscore@ --tfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna/27 @cmscore@ --mxsize 1024 %TRNA.CM%
+
+# repeat above block with -l enabled
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmscore:trna-l/1 @cmscore@ -l %TRNA.CM%
+1 exercise cmscore:trna-l/2 @cmscore@ -l -n 7 %TRNA.CM%
+1 exercise cmscore:trna-l/3 @cmscore@ -l -s 33 %TRNA.CM%
+1 exercise cmscore:trna-l/4 @cmscore@ -l -a %TRNA.CM%
+1 exercise cmscore:trna-l/6 @cmscore@ -l --mxsize 333 %TRNA.CM%
+
+1 exercise cmscore:trna-l/7 @cmscore@ -l --emit %TRNA.CM%
+1 exercise cmscore:trna-l/8 @cmscore@ -l --random %TRNA.CM%
+1 exercise cmscore:trna-l/9 @cmscore@ -l --infile 3trnas.fa %TRNA.CM%
+1 exercise cmscore:trna-l/10 @cmscore@ -l --outfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna-l/11 @cmscore@ -l --random --Lmin 73 --Lmax 75 %TRNA.CM%
+1 exercise cmscore:trna-l/12 @cmscore@ -l --emit --search --pad %TRNA.CM%
+
+1 exercise cmscore:trna-l/13 @cmscore@ -l --hbanded %TRNA.CM%
+1 exercise cmscore:trna-l/14 @cmscore@ -l --tau 2E-5 %TRNA.CM%
+1 exercise cmscore:trna-l/14b @cmscore@ -l --search --aln2bands %TRNA.CM%
+1 exercise cmscore:trna-l/15 @cmscore@ -l --hsafe %TRNA.CM%
+1 exercise cmscore:trna-l/16 @cmscore@ -l --nonbanded %TRNA.CM%
+1 exercise cmscore:trna-l/17 @cmscore@ -l --viterbi %TRNA.CM%
+
+1 exercise cmscore:trna-s/1 @cmscore@ -l --search %TRNA.CM%
+1 exercise cmscore:trna-s/2 @cmscore@ -l --search --inside %TRNA.CM%
+1 exercise cmscore:trna-s/3 @cmscore@ -l --search --forward %TRNA.CM%
+
+1 exercise cmscore:trna-l/18 @cmscore@ -l --nonbanded --scoreonly %TRNA.CM%
+5 exercise cmscore:trna-l/19 @cmscore@ -l --qdb %TRNA.CM%
+5 exercise cmscore:trna-l/20 @cmscore@ -l --qdbsmall %TRNA.CM%
+5 exercise cmscore:trna-l/21 @cmscore@ -l --qdbboth %TRNA.CM%
+5 exercise cmscore:trna-l/22 @cmscore@ -l --beta 1E-5 --qdbboth %TRNA.CM%
+1 exercise cmscore:trna-l/23 @cmscore@ -l --taus 4 --taue 10 %TRNA.CM%
+5 exercise cmscore:trna-l/24 @cmscore@ -l --qdb --betas 4 --betae 10 %TRNA.CM%
+1 exercise cmscore:trna-l/25 @cmscore@ -l --regress %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna-l/26 @cmscore@ -l --tfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna-l/27 @cmscore@ -l --mxsize 1024 %TRNA.CM%
+
+# repeat a few of the above excercises with a binary CM, (if it works
+# for one, it 'should work' for all
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone --binary %TRNA.CM% trna1415G.sto
+1 exercise cmscore:trna-l/1 @cmscore@ %TRNA.CM%
+1 exercise cmscore:trna-l/2 @cmscore@ -n 7 %TRNA.CM%
+1 exercise cmscore:trna-l/9 @cmscore@ --infile 3trnas.fa %TRNA.CM%
+1 exercise cmscore:trna-l/12 @cmscore@ --emit --search --pad %TRNA.CM%
+
+# repeat a few of the above excercises with a multi-CM cmfile, (if it works
+# for one, it 'should work' for all
+#
+1 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+1 exercise cmscore:3.4.12-l/1 @cmscore@ %3.4.12.CM%
+1 exercise cmscore:3.4.12-l/2 @cmscore@ -n 7 %3.4.12.CM%
+1 exercise cmscore:3.4.12-l/12 @cmscore@ --emit --search --pad %3.4.12.CM%
+
+
diff --git a/testsuite/cmsearch.sqc b/testsuite/cmsearch.sqc
new file mode 100644
index 0000000..8ceae49
--- /dev/null
+++ b/testsuite/cmsearch.sqc
@@ -0,0 +1,189 @@
+# Infernal's cmsearch crash exercises, in sqc command format.
+# EPN, Thu Jan 3 05:20:12 2008
+# SVN $Id: exercises.sqc 2237 2007-12-01 00:14:41Z nawrockie $
+#
+
+# Exercises of cmsearch.
+#
+1 exercise cmsearch:help/1 @cmsearch@ -h
+1 exercise cmsearch:help/2 @cmsearch@ --devhelp
+
+# non-calibrated searches
+# trna
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmsearch:trna/1 @cmsearch@ %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/2 @cmsearch@ -o %TMPOUT% %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/3 @cmsearch@ -g %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/4 @cmsearch@ --toponly %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/5 @cmsearch@ --bottomonly %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/6 @cmsearch@ --devhelp
+1 exercise cmsearch:trna-f/1 @cmsearch@ %TRNA.CM% 3trnas.embl
+1 exercise cmsearch:trna-f/2 @cmsearch@ %TRNA.CM% 3trnas.gb
+1 exercise cmsearch:trna-f/3 @cmsearch@ --informat fasta %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna-f/4 @cmsearch@ --informat dDBj %TRNA.CM% 3trnas.gb
+1 exercise cmsearch:trna-f/5 @cmsearch@ --informat GENbank %TRNA.CM% 3trnas.gb
+1 exercise cmsearch:trna-f/6 @cmsearch@ --informat uniProt %TRNA.CM% 3trnas.embl
+1 exercise cmsearch:trna-f/7 @cmsearch@ --informat embL %TRNA.CM% 3trnas.embl
+
+1 exercise cmsearch:trna/7 @cmsearch@ --inside %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/8 @cmsearch@ --cyk %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/9 @cmsearch@ --viterbi %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/10 @cmsearch@ --forward %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/11 @cmsearch@ -T -2 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/12 @cmsearch@ -T 1 %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/13 @cmsearch@ --no-qdb %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/14 @cmsearch@ --beta 1E-3 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/15 @cmsearch@ --hbanded %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/16 @cmsearch@ --hbanded --tau 1E-3 %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/17 @cmsearch@ --fil-no-hmm %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/18 @cmsearch@ --fil-no-qdb %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/19 @cmsearch@ --fil-beta 1E-2 %TRNA.CM% 1k.fa
+
+
+1 exercise cmsearch:trna/20 @cmsearch@ --fil-T-qdb 5 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/21 @cmsearch@ --fil-T-qdb -2 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/22 @cmsearch@ --fil-T-hmm 5 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/23 @cmsearch@ --fil-T-hmm -2 %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/24 @cmsearch@ --noalign %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/25 @cmsearch@ -x %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/26 @cmsearch@ --aln-hbanded %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/27 @cmsearch@ --aln-hbanded -p %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/28 @cmsearch@ --aln-optacc --aln-hbanded %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/29 @cmsearch@ --tabfile %TAB.TMP% %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/30 @cmsearch@ --gcfile %GC.TMP% %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/31 @cmsearch@ --rna %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/32 @cmsearch@ --dna %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/33 @cmsearch@ -T 0 -v %TRNA.CM% 1k.fa
+
+# 3.4.12 (U1, U2, U3)
+2 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+2 exercise cmsearch:3.4.12/1 @cmsearch@ %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/2 @cmsearch@ -o %TMPOUT% %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/3 @cmsearch@ -g %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/4 @cmsearch@ --toponly %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/5 @cmsearch@ --bottomonly %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/6 @cmsearch@ --devhelp
+
+2 exercise cmsearch:3.4.12/7 @cmsearch@ --inside %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/8 @cmsearch@ --cyk %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/9 @cmsearch@ --viterbi %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/10 @cmsearch@ --forward %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/11 @cmsearch@ -T -2 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/12 @cmsearch@ -T 1 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/13 @cmsearch@ --no-qdb %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/14 @cmsearch@ --beta 1E-3 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/15 @cmsearch@ --hbanded %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/16 @cmsearch@ --hbanded --tau 1E-3 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/17 @cmsearch@ --fil-no-hmm %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/18 @cmsearch@ --fil-no-qdb %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/19 @cmsearch@ --fil-beta 1E-2 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/20 @cmsearch@ --fil-T-qdb 5 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/21 @cmsearch@ --fil-T-qdb -2 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/22 @cmsearch@ --fil-T-hmm 5 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/23 @cmsearch@ --fil-T-hmm -2 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/24 @cmsearch@ --noalign %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/25 @cmsearch@ -x %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/26 @cmsearch@ --aln-hbanded %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/27 @cmsearch@ --aln-hbanded -p %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/28 @cmsearch@ --aln-optacc --aln-hbanded %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/29 @cmsearch@ --tabfile %TAB.TMP% %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/30 @cmsearch@ --gcfile %GC.TMP% %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/31 @cmsearch@ --rna %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/32 @cmsearch@ --dna %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/33 @cmsearch@ -T 0 -v %3.4.12.CM% 1k.fa
+
+# options requiring a calibrated model
+# trna
+3 exercise cmsearch:trnac/1 @cmsearch@ --forecast 3 trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/2 @cmsearch@ -E 0.0001 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/3 @cmsearch@ -E 100 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/4 @cmsearch@ --nc trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/5 @cmsearch@ --ga trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/6 @cmsearch@ --tc trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/7 @cmsearch@ --fil-T-qdb 5 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/8 @cmsearch@ --fil-T-qdb -2 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/9 @cmsearch@ --fil-T-hmm 5 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/10 @cmsearch@ --fil-T-hmm -2 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/11 @cmsearch@ --fil-Smax-hmm 0.0001 trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/12 @cmsearch@ --fil-no-hmm trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/13 @cmsearch@ --fil-no-qdb trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/14 @cmsearch@ --fil-beta 1E-2 trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/15 @cmsearch@ --fil-S-hmm 0.04 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/16 @cmsearch@ --fil-Smin-hmm 0.001 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/17 @cmsearch@ --fil-Smax-hmm 0.25 --fil-A-hmm trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/18 @cmsearch@ --fil-Smin-hmm 0.03 --fil-Smax-hmm 0.25 --fil-A-hmm trna.calibrated.cm 1k.fa
+
+# 3.4.12 (U1, U2, U3)
+4 exercise cmsearch:3.4.12c/1 @cmsearch@ --forecast 3 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/2 @cmsearch@ -E 0.0001 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/3 @cmsearch@ -E 100 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/4 @cmsearch@ --nc 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/5 @cmsearch@ --ga 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/6 @cmsearch@ --tc 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/7 @cmsearch@ --fil-T-qdb 5 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/8 @cmsearch@ --fil-T-qdb -2 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/9 @cmsearch@ --fil-T-hmm 5 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/10 @cmsearch@ --fil-T-hmm -2 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/11 @cmsearch@ --fil-Smax-hmm 0.0001 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/12 @cmsearch@ --fil-no-hmm 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/13 @cmsearch@ --fil-no-qdb 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/14 @cmsearch@ --fil-beta 1E-2 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/15 @cmsearch@ --fil-S-hmm 0.04 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/16 @cmsearch@ --fil-Smin-hmm 0.001 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/17 @cmsearch@ --fil-Smax-hmm 0.25 --fil-A-hmm 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/18 @cmsearch@ --fil-Smin-hmm 0.03 --fil-Smax-hmm 0.25 --fil-A-hmm 3.4.12.calibrated.cm 1k.fa
+
+#development options
+# with calibrated model (not always necessary to be run with
+# calibrated model)
+# trna
+5 exercise cmsearch:trnacd/1 @cmsearch@ --lambda 0.6913 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/2 @cmsearch@ --hbanded --aln2bands trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/3 @cmsearch@ --rtrans trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/4 @cmsearch@ --hbanded --sums trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/5 @cmsearch@ --null2 --no-null3 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/6 @cmsearch@ --no-null3 trna.calibrated.cm 1k.fa
+
+5 exercise cmsearch:trnacd/7 @cmsearch@ --pebegin trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/8 @cmsearch@ --pfend 0.001 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/9 @cmsearch@ --pbegin 0.001 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/10 @cmsearch@ --pbegin 0.99 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/11 @cmsearch@ --pend 0.5 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/12 @cmsearch@ --pend 0.005 trna.calibrated.cm 1k.fa
+
+# 3.4.12
+5 exercise cmsearch:3.4.12cd/1 @cmsearch@ --lambda 0.6913 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/2 @cmsearch@ --hbanded --aln2bands 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/3 @cmsearch@ --rtrans 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/4 @cmsearch@ --hbanded --sums 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/5 @cmsearch@ --null2 --no-null3 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/6 @cmsearch@ --no-null3 3.4.12.calibrated.cm 1k.fa
+
+5 exercise cmsearch:3.4.12cd/7 @cmsearch@ --pebegin 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/8 @cmsearch@ --pfend 0.001 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/9 @cmsearch@ --pbegin 0.001 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/10 @cmsearch@ --pbegin 0.99 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/11 @cmsearch@ --pend 0.5 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/12 @cmsearch@ --pend 0.005 3.4.12.calibrated.cm 1k.fa
+
diff --git a/testsuite/cmstat.sqc b/testsuite/cmstat.sqc
new file mode 100644
index 0000000..4656f6b
--- /dev/null
+++ b/testsuite/cmstat.sqc
@@ -0,0 +1,81 @@
+# Infernal's cmstat crash exercises, in sqc command format.
+# EPN, Fri May 23 11:07:09 2008
+#
+# Exercises of cmstat.
+# requires trna.calibrated.cm, a calibrated CM file that would take
+# too long to calibrate within the sqc test.
+#
+1 exercise cmstat:help/1 @cmstat@ -h
+
+1 exercise cmstat:trna/1 @cmstat@ trna.calibrated.cm
+1 exercise cmstat:trna/2 @cmstat@ -g trna.calibrated.cm
+1 exercise cmstat:trna/3 @cmstat@ -m trna.calibrated.cm
+1 exercise cmstat:trna/4 @cmstat@ -Z 71.3 trna.calibrated.cm
+1 exercise cmstat:trna/5 @cmstat@ --all trna.calibrated.cm
+1 exercise cmstat:trna/6 @cmstat@ --le trna.calibrated.cm
+1 exercise cmstat:trna/7 @cmstat@ --ge trna.calibrated.cm
+1 exercise cmstat:trna/8 @cmstat@ --beta 1E-3 trna.calibrated.cm
+1 exercise cmstat:trna/9 @cmstat@ --qdbfile %QDBFILE% trna.calibrated.cm
+
+1 exercise cmstat:trna/10 @cmstat@ --lfi trna.calibrated.cm
+1 exercise cmstat:trna/11 @cmstat@ --gfi trna.calibrated.cm
+1 exercise cmstat:trna/12 @cmstat@ --lfc trna.calibrated.cm
+1 exercise cmstat:trna/13 @cmstat@ --gfc trna.calibrated.cm
+1 exercise cmstat:trna/14 @cmstat@ -E 3 --lfc trna.calibrated.cm
+1 exercise cmstat:trna/15 @cmstat@ -E 3 -Z 71.3 --lfc trna.calibrated.cm
+1 exercise cmstat:trna/16 @cmstat@ -T 12 --gfc trna.calibrated.cm
+1 exercise cmstat:trna/17 @cmstat@ --ga --lfi trna.calibrated.cm
+1 exercise cmstat:trna/18 @cmstat@ --tc --gfi trna.calibrated.cm
+1 exercise cmstat:trna/19 @cmstat@ --nc --lfi trna.calibrated.cm
+1 exercise cmstat:trna/20 @cmstat@ --seqfile 3trnas.fa --lfi -E 0.001 trna.calibrated.cm
+1 exercise cmstat:trna/21 @cmstat@ --toponly --seqfile 3trnas.fa --lfi -E 0.001 trna.calibrated.cm
+
+1 exercise cmstat:trna/22 @cmstat@ --search trna.calibrated.cm
+1 exercise cmstat:trna/23 @cmstat@ --search --cmL 100 trna.calibrated.cm
+1 exercise cmstat:trna/24 @cmstat@ --search --hmmL 1000 trna.calibrated.cm
+
+1 exercise cmstat:trna/25 @cmstat@ --efile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/26 @cmstat@ --bfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/27 @cmstat@ --sfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/28 @cmstat@ --xfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/29 @cmstat@ --afile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/30 @cmstat@ --bits --sfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/31 @cmstat@ --bits --xfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/32 @cmstat@ --bits --afile %TMPFILE% --lfi trna.calibrated.cm
+
+# repeat with 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/1 @cmstat@ 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/2 @cmstat@ -g 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/3 @cmstat@ -m 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/4 @cmstat@ -Z 71.3 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/5 @cmstat@ --all 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/6 @cmstat@ --le 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/7 @cmstat@ --ge 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/8 @cmstat@ --beta 1E-3 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/9 @cmstat@ --qdbfile %QDBFILE% 3.4.12.calibrated.cm
+
+1 exercise cmstat:3.4.12/10 @cmstat@ --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/11 @cmstat@ --gfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/12 @cmstat@ --lfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/13 @cmstat@ --gfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/14 @cmstat@ -E 3 --lfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/15 @cmstat@ -E 3 -Z 71.3 --lfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/16 @cmstat@ -T 12 --gfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/17 @cmstat@ --ga --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/18 @cmstat@ --tc --gfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/19 @cmstat@ --nc --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/20 @cmstat@ --seqfile 3trnas.fa --lfi -E 0.001 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/21 @cmstat@ --toponly --seqfile 3trnas.fa --lfi -E 0.001 3.4.12.calibrated.cm
+
+5 exercise cmstat:3.4.12/22 @cmstat@ --search 3.4.12.calibrated.cm
+5 exercise cmstat:3.4.12/23 @cmstat@ --search --cmL 100 3.4.12.calibrated.cm
+5 exercise cmstat:3.4.12/24 @cmstat@ --search --hmmL 1000 3.4.12.calibrated.cm
+
+1 exercise cmstat:3.4.12/25 @cmstat@ --efile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/26 @cmstat@ --bfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/27 @cmstat@ --sfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/28 @cmstat@ --xfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/29 @cmstat@ --afile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/30 @cmstat@ --bits --sfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/31 @cmstat@ --bits --xfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/32 @cmstat@ --bits --afile %TMPFILE% --lfi 3.4.12.calibrated.cm
diff --git a/testsuite/cp9-test.c b/testsuite/cp9-test.c
new file mode 100644
index 0000000..dfaaa0f
--- /dev/null
+++ b/testsuite/cp9-test.c
@@ -0,0 +1,117 @@
+/* cp9-test.c
+ * EPN, Mon Nov 13 17:49:07 2006
+ * Easelification: EPN, Fri Nov 30 10:14:17 2007
+ *
+ * Test the CM -> CP9 HMM construction procedure.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_random.h"
+#include "esl_stopwatch.h"
+#include "esl_stack.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-t", eslARG_REAL, "1E-4",NULL, "x>0.",NULL, NULL, NULL, "probability threshold for reporting violations", 0 },
+ { "--psionly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "only check that psi and phi values match", 1 },
+ { "--nseq", eslARG_INT, "500000",NULL, "n>=1000", NULL, NULL, NULL, "use <n> samples to build CP9 HMM from", 1 },
+ { "--chi", eslARG_REAL, ".01", NULL, "x>0.",NULL, NULL, NULL, "fail sampling check if any chi-square test < <f>", 1},
+ { "--dlev", eslARG_INT, NULL, NULL, "0<n<4",NULL, NULL, NULL, "set verbosity of debugging print statements to <n>", 1},
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "test CP9 HMM construction procedure";
+
+int
+main(int argc, char **argv)
+{
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open CM file for reading */
+ CM_t *cm; /* a covariance model */
+ CP9_t *hmm; /* constructed CP9 HMM; written to hmmfile */
+ CP9Map_t *cp9map; /* maps the hmm to the cm and vice versa */
+ double pthresh; /* psi threshold for calling violations */
+ int nsamples; /* Number of samples to build sampled HMM check. */
+ float chi_thresh; /* if any chi-square test during the sampling check
+ * is below this threshold, fail. */
+ int do_psionly; /* don't do a sampling check only compare the expected
+ * number of times each HMM and CM state is entered */
+ int debug_level; /* verbosity of debugging printf statements */
+ ESL_STOPWATCH *w = NULL; /* for timings */
+ ESL_RANDOMNESS *r = NULL; /* source of randomness */
+ ESL_ALPHABET *abc = NULL; /* alphabet, for the CM */
+
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+ pthresh = esl_opt_GetReal (go, "-t");
+ do_psionly = esl_opt_GetBoolean(go, "--psionly");
+ nsamples = esl_opt_GetInteger(go, "--nseq");
+ chi_thresh = esl_opt_GetReal (go, "--chi");
+ if(esl_opt_IsDefault(go, "--dlev")) debug_level = 0;
+ else debug_level = esl_opt_GetInteger(go, "--dlev");
+
+ /********************************************`***
+ * Preliminaries: get our CM
+ ***********************************************/
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if ((CMFileRead(cmfp, NULL, &abc, &cm)) != eslOK) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ w = esl_stopwatch_Create();
+ esl_stopwatch_Start(w);
+ if(!build_cp9_hmm(cm, &hmm, &cp9map, TRUE, pthresh, debug_level))
+ cm_Fail("CM Plan 9 HMM fails the psi/phi comparison test.\n");
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "CP9 construction CPU time: ");
+
+ if(!do_psionly) {
+ esl_stopwatch_Start(w);
+ if (! esl_opt_IsDefault(go, "-s"))
+ r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else r = esl_randomness_CreateTimeseeded();
+
+ if(!(CP9_check_by_sampling(cm, hmm, r,
+ NULL, /* Don't keep track of failures (sub_cm feature) */
+ 1, hmm->M, chi_thresh, nsamples, debug_level)))
+ cm_Fail("CP9 HMM fails sampling check!\n");
+ else
+ printf("CP9 HMM passed sampling check.\n");
+
+ esl_stopwatch_Stop(w);
+ esl_stopwatch_Display(stdout, w, "CP9 sampling check CPU time: ");
+ }
+ /* clean up and exit */
+ FreeCP9Map(cp9map);
+ FreeCPlan9(hmm);
+ FreeCM(cm);
+ esl_alphabet_Destroy(abc);
+ esl_randomness_Destroy(r);
+ esl_stopwatch_Destroy(w);
+ esl_getopts_Destroy(go);
+ return 0;
+}
diff --git a/testsuite/dev-exercises.sqc b/testsuite/dev-exercises.sqc
new file mode 100644
index 0000000..bdff9b6
--- /dev/null
+++ b/testsuite/dev-exercises.sqc
@@ -0,0 +1,853 @@
+# dev-exercises.sqc
+# Infernal's development exercises. Each option for each executable is
+# tested. esl-alimanip miniapp is also tested. Running this takes a
+# long time.
+#
+# EPN, Tue Jun 17 11:54:25 2008
+
+##############################################################################
+# Exercises of cmalign.
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna/1 @cmalign@ %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/2 @cmalign@ -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/3 @cmalign@ -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/4 @cmalign@ -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/5 @cmalign@ %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna/6 @cmalign@ %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-f/1 @cmalign@ --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-f/2 @cmalign@ --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/3 @cmalign@ --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/4 @cmalign@ --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-f/5 @cmalign@ --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna/6b @cmalign@ --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/7b @cmalign@ --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/8 @cmalign@ --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/9 @cmalign@ --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/10 @cmalign@ --small --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/11 @cmalign@ --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/12 @cmalign@ --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/13 @cmalign@ --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/14 @cmalign@ --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/15 @cmalign@ --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/16 @cmalign@ --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/17 @cmalign@ --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/18 @cmalign@ --nonbanded --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/19 @cmalign@ --nonbanded --cyk --small %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/20 @cmalign@ --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/21 @cmalign@ --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/22 @cmalign@ --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/23 @cmalign@ --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/24 @cmalign@ --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/25 @cmalign@ --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/26 @cmalign@ --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/27 @cmalign@ --tau 5E-2 --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/28 @cmalign@ --tau 5E-2 --sub --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/29 @cmalign@ --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/30 @cmalign@ --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/31 @cmalign@ --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/32 @cmalign@ --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/33 @cmalign@ --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/34 @cmalign@ --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/35 @cmalign@ -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna/36 @cmalign@ --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna/37 @cmalign@ --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna/38 @cmalign@ --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna/39 @cmalign@ --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/40 @cmalign@ --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/41 @cmalign@ --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/42 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/43 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/44 @cmalign@ --checkfb --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/45 @cmalign@ --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/46 @cmalign@ --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/47 @cmalign@ --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/48 @cmalign@ --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/49 @cmalign@ --hsafe --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/50 @cmalign@ --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/51 @cmalign@ --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/52 @cmalign@ --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/53 @cmalign@ --banddump 3 -p %TRNA.CM% 3trnas.fa
+
+# local alignment with -l
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna-l/1 @cmalign@ -l %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/2 @cmalign@ -l -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/3 @cmalign@ -l -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/5 @cmalign@ -l -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/5 @cmalign@ -l %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-l/5 @cmalign@ -l %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-f/1 @cmalign@ -l --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-f/2 @cmalign@ -l --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/3 @cmalign@ -l --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-f/4 @cmalign@ -l --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-f/5 @cmalign@ -l --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-l/6b @cmalign@ -l --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/7 @cmalign@ -l --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/8 @cmalign@ -l --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/10 @cmalign@ -l --small --cyk --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/11 @cmalign@ -l --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/12 @cmalign@ -l --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/13 @cmalign@ -l --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/14 @cmalign@ -l --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/15 @cmalign@ -l --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/16 @cmalign@ -l --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/17 @cmalign@ -l --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/19 @cmalign@ -l --nonbanded --cyk --small %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/20 @cmalign@ -l --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/21 @cmalign@ -l --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/22 @cmalign@ -l --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/23 @cmalign@ -l --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/24 @cmalign@ -l --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/25 @cmalign@ -l --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/26 @cmalign@ -l --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/29 @cmalign@ -l --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/30 @cmalign@ -l --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/31 @cmalign@ -l --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/32 @cmalign@ -l --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/33 @cmalign@ -l --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/34 @cmalign@ -l --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/35 @cmalign@ -l -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-l/36 @cmalign@ -l --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-l/37 @cmalign@ -l --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-l/38 @cmalign@ -l --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna-l/39 @cmalign@ -l --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/40 @cmalign@ -l --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/41 @cmalign@ -l --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/45 @cmalign@ -l --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/46 @cmalign@ -l --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/47 @cmalign@ -l --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/48 @cmalign@ -l --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/50 @cmalign@ -l --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/51 @cmalign@ -l --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/52 @cmalign@ -l --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-l/53 @cmalign@ -l --banddump 3 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-p/1 @cmalign@ -l --pebegin --pfend 0.03 %TRNA.CM% 3trnas.fa
+
+
+#######################
+# with binary cm files
+1 prep model/trna @cmbuild@ --binary -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna-b/1 @cmalign@ %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/2 @cmalign@ -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/3 @cmalign@ -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/5 @cmalign@ -p %TRNA.CM% 3trnas.fa
+
+1 exercise cmalign:trna-bf/1 @cmalign@ %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-bf/2 @cmalign@ %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-bf/3 @cmalign@ --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-bf/4 @cmalign@ --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-bf/5 @cmalign@ --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-bf/6 @cmalign@ --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-bf/7 @cmalign@ --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-b/6 @cmalign@ --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/7 @cmalign@ --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/8 @cmalign@ --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/9 @cmalign@ --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/10 @cmalign@ --small --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/11 @cmalign@ --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/12 @cmalign@ --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/13 @cmalign@ --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/14 @cmalign@ --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/15 @cmalign@ --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/16 @cmalign@ --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/17 @cmalign@ --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/18 @cmalign@ --nonbanded --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/19 @cmalign@ --cyk --small --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/20 @cmalign@ --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/21 @cmalign@ --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/22 @cmalign@ --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/23 @cmalign@ --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/24 @cmalign@ --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/25 @cmalign@ --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/26 @cmalign@ --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/27 @cmalign@ --tau 5E-2 --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/28 @cmalign@ --tau 5E-2 --cyk --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/29 @cmalign@ --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/30 @cmalign@ --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/31 @cmalign@ --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/32 @cmalign@ --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/33 @cmalign@ --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/34 @cmalign@ --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/35 @cmalign@ -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ --binary -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b/36 @cmalign@ --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ --binary -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b/37 @cmalign@ --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ --binary -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b/38 @cmalign@ --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna-b/39 @cmalign@ --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/40 @cmalign@ --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/41 @cmalign@ --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/42 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/43 @cmalign@ --checkfb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/44 @cmalign@ --checkfb --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/45 @cmalign@ --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/46 @cmalign@ --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/47 @cmalign@ --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/48 @cmalign@ --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/49 @cmalign@ --hsafe --sub %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/50 @cmalign@ --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/51 @cmalign@ --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/52 @cmalign@ --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b/53 @cmalign@ --banddump 3 -p %TRNA.CM% 3trnas.fa
+
+# local alignment with -l
+1 prep model/trna @cmbuild@ --binary -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/1 @cmalign@ -l %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/2 @cmalign@ -l -o %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/3 @cmalign@ -l -q %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/4 @cmalign@ -l -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/5 @cmalign@ -l %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-b-l/6 @cmalign@ -l %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-b-lf/1 @cmalign@ -l --informat fastA %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-lf/2 @cmalign@ -l --informat embl %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-b-lf/3 @cmalign@ -l --informat unipRot %TRNA.CM% 3trnas.embl
+1 exercise cmalign:trna-b-lf/4 @cmalign@ -l --informat GENBank %TRNA.CM% 3trnas.gb
+1 exercise cmalign:trna-b-lf/5 @cmalign@ -l --informat ddbj %TRNA.CM% 3trnas.gb
+
+1 exercise cmalign:trna-b-l/6b @cmalign@ -l --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/7 @cmalign@ -l --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/8 @cmalign@ -l --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/10 @cmalign@ -l --small --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/11 @cmalign@ -l --hbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/12 @cmalign@ -l --nonbanded %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/13 @cmalign@ -l --nonbanded --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/14 @cmalign@ -l --nonbanded --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/15 @cmalign@ -l --nonbanded --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/16 @cmalign@ -l --nonbanded -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/17 @cmalign@ -l --nonbanded -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/19 @cmalign@ -l --nonbanded --cyk --small %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/20 @cmalign@ -l --nonbanded --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/21 @cmalign@ -l --nonbanded --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/22 @cmalign@ -l --tau 5E-2 --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/23 @cmalign@ -l --tau 5E-2 --optacc %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/24 @cmalign@ -l --tau 5E-2 --viterbi %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/25 @cmalign@ -l --tau 5E-2 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/26 @cmalign@ -l --tau 5E-2 -p --onepost %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/29 @cmalign@ -l --mxsize 333 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/30 @cmalign@ -l --rna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/31 @cmalign@ -l --dna %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/32 @cmalign@ -l --matchonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/33 @cmalign@ -l --resonly %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/34 @cmalign@ -l --fins %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/35 @cmalign@ -l -p --onepost %TRNA.CM% 3trnas.fa
+1 prep model/trna2 @cmbuild@ --binary -F --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/36 @cmalign@ -l --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna3 @cmbuild@ --binary -F --rf --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/37 @cmalign@ -l --rf --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 prep model/trna4 @cmbuild@ --binary -F --rf --gapthresh 0.9 --wnone %TMP.CM% trna1415G.sto
+1 exercise cmalign:trna-b-l/38 @cmalign@ -l --rf --gapthresh 0.9 --withali trna1415G.sto %TMP.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/39 @cmalign@ -l --tfile %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/40 @cmalign@ -l --inside %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/41 @cmalign@ -l --checkpost -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/45 @cmalign@ -l --sums %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/46 @cmalign@ -l --qdb %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/47 @cmalign@ -l --qdb --beta 5E-2 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/48 @cmalign@ -l --hsafe --cyk %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/50 @cmalign@ -l --regress %TMPOUT% %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/51 @cmalign@ -l --banddump 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/52 @cmalign@ -l --dlev 3 %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-b-l/53 @cmalign@ -l --banddump 3 -p %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna-p/1 @cmalign@ -l --pebegin --pfend 0.03 %TRNA.CM% 3trnas.fa
+
+# repeat a few of the above excercises with a multi-CM cmfile, (if it works
+# for one, it 'should work' for all
+#
+1 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+1 exercise cmalign:3.4.12-b-l/2 @cmalign@ -l -o %TMPOUT% %3.4.12.CM% 3trnas.fa
+1 exercise cmalign:3.4.12-b-l/3 @cmalign@ -l -q %3.4.12.CM% 3trnas.fa
+1 exercise cmalign:3.4.12-b/7 @cmalign@ --cyk %3.4.12.CM% 3trnas.fa
+1 exercise cmalign:3.4.12-b/8 @cmalign@ --viterbi %3.4.12.CM% 3trnas.fa
+#
+##############################################################################
+# Exercises of cmbuild.
+#
+1 exercise cmbuild:se/1 @cmbuild@ -F %SE.CM% se.stk
+1 exercise cmbuild:se/2 @cmbuild@ -F -n mine %SE.CM% se.stk
+1 exercise cmbuild:se/3 @cmbuild@ -A %SE.CM% se.stk
+1 exercise cmbuild:se/4 @cmbuild@ -v -F %SE.CM% se.stk
+1 exercise cmbuild:se/5 @cmbuild@ --iins -F %SE.CM% se.stk
+1 exercise cmbuild:se/6 @cmbuild@ --Wbeta 1E-12 -F %SE.CM% se.stk
+1 exercise cmbuild:se/7 @cmbuild@ --ignorant -F %SE.CM% se.stk
+1 exercise cmbuild:se/8 @cmbuild@ -F --binary %SE.CM% se.stk
+1 exercise cmbuild:se/9 @cmbuild@ --rf -F %SE.CM% se.rf.stk
+1 exercise cmbuild:se/10 @cmbuild@ --gapthresh 0.1 -F %SE.CM% se.stk
+1 exercise cmbuild:se/11 @cmbuild@ --enone --rsearch RIBOSUM85-60.mat -F %SE.CM% se.1.stk
+1 exercise cmbuild:se/12 @cmbuild@ --wgsc -F %SE.CM% se.stk
+1 exercise cmbuild:se/13 @cmbuild@ --wblosum -F %SE.CM% se.stk
+1 exercise cmbuild:se/14 @cmbuild@ --wnone -F %SE.CM% se.stk
+1 exercise cmbuild:se/15 @cmbuild@ --pbswitch 1 -F %SE.CM% se.stk
+1 exercise cmbuild:se/16 @cmbuild@ --wblosum --wid 0.6 -F %SE.CM% se.stk
+1 exercise cmbuild:se/17 @cmbuild@ --eent -F %SE.CM% se.stk
+1 exercise cmbuild:se/18 @cmbuild@ --enone -F %SE.CM% se.stk
+1 exercise cmbuild:se/19 @cmbuild@ --ere 0.8 -F %SE.CM% se.stk
+1 exercise cmbuild:se/19 @cmbuild@ --ehmmre 0.6 -F %SE.CM% se.stk
+1 exercise cmbuild:se/20 @cmbuild@ --eX 3.0 -F %SE.CM% se.stk
+1 exercise cmbuild:se/21 @cmbuild@ -F --null at4.null %SE.CM% se.stk
+1 exercise cmbuild:se/22 @cmbuild@ -F --prior plus1.prior %SE.CM% se.stk
+1 exercise cmbuild:se/23 @cmbuild@ -F --ctarget 2 %SE.CM% se.stk
+1 exercise cmbuild:se/24 @cmbuild@ -F --cmaxid 0.8 %SE.CM% se.stk
+1 exercise cmbuild:se/25 @cmbuild@ -F --call %SE.CM% se.stk
+1 exercise cmbuild:se/26 @cmbuild@ -F --call --cdump %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/27 @cmbuild@ -F --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/28 @cmbuild@ -F --gibbs --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/29 @cmbuild@ -F --tau 1E-2 --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/30 @cmbuild@ -F --gibbs -s 33 --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/31 @cmbuild@ -F --sub --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/32 @cmbuild@ -F -l --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/33 @cmbuild@ -F -a --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/34 @cmbuild@ -F --nonbanded --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/35 @cmbuild@ -F --mxsize 512 --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/36 @cmbuild@ -F --fins --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/37 @cmbuild@ -F -v --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/38 @cmbuild@ -F --rdump %TMPRDUMP% --refine %TMPOUT% %SE.CM% se.stk
+1 exercise cmbuild:se/41 @cmbuild@ --nobalance -F %SE.CM% se.stk
+1 exercise cmbuild:se/42 @cmbuild@ --regress %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/43 @cmbuild@ --nodetach -F %SE.CM% se.stk
+1 exercise cmbuild:se/44 @cmbuild@ --elself 0.5 -F %SE.CM% se.stk
+1 exercise cmbuild:se/45 @cmbuild@ --cfile %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/46 @cmbuild@ --cmtbl %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/47 @cmbuild@ --emap %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/48 @cmbuild@ --gtree %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/49 @cmbuild@ --gtbl %TMPOUT% -F %SE.CM% se.stk
+1 exercise cmbuild:se/50 @cmbuild@ --tfile %TMPOUT% -F %SE.CM% se.stk
+
+#
+1 exercise cmbuild:3.4.12/1 @cmbuild@ -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/3 @cmbuild@ -A %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/4 @cmbuild@ -v -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/5 @cmbuild@ --iins -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/6 @cmbuild@ --Wbeta 1E-12 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/7 @cmbuild@ --ignorant -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/8 @cmbuild@ -F --binary %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/9 @cmbuild@ --rf -F %3.4.12.CM% 3.4.12.rf.stk
+1 exercise cmbuild:3.4.12/10 @cmbuild@ --gapthresh 0.1 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/11 @cmbuild@ --enone --call --rsearch RIBOSUM85-60.mat -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/12 @cmbuild@ --wgsc -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/13 @cmbuild@ --wblosum -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/14 @cmbuild@ --wnone -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/15 @cmbuild@ --pbswitch 1 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/16 @cmbuild@ --wblosum --wid 0.6 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/17 @cmbuild@ --eent -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/18 @cmbuild@ --enone -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/19 @cmbuild@ --ere 0.8 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/19 @cmbuild@ --ehmmre 0.6 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/20 @cmbuild@ --eX 3.0 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/21 @cmbuild@ -F --null at4.null %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/22 @cmbuild@ -F --prior plus1.prior %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/23 @cmbuild@ -F --ctarget 2 %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/24 @cmbuild@ -F --cmaxid 0.8 %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/25 @cmbuild@ -F --call --enone %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/26 @cmbuild@ -F --cmaxid 0.7 --cdump %TMPOUT% %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/27 @cmbuild@ -F --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/28 @cmbuild@ -F --gibbs --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/29 @cmbuild@ -F --tau 1E-2 --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/30 @cmbuild@ -F --gibbs -s 33 --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/31 @cmbuild@ -F --sub --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/32 @cmbuild@ -F -l --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/33 @cmbuild@ -F -a --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/36 @cmbuild@ -F --fins --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/37 @cmbuild@ -F -v --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+5 exercise cmbuild:3.4.12/38 @cmbuild@ -F --rdump %TMPRDUMP% --refine %TMPOUT% %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/41 @cmbuild@ --nobalance -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/42 @cmbuild@ --regress %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/43 @cmbuild@ --nodetach -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/44 @cmbuild@ --elself 0.5 -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/45 @cmbuild@ --cfile %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/46 @cmbuild@ --cmtbl %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/47 @cmbuild@ --emap %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/48 @cmbuild@ --gtree %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/49 @cmbuild@ --gtbl %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+1 exercise cmbuild:3.4.12/50 @cmbuild@ --tfile %TMPOUT% -F %3.4.12.CM% 3.4.12.stk
+
+##############################################################################
+# Exercises of cmemit.
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmemit:trna/1 @cmemit@ %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/2 @cmemit@ -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/3 @cmemit@ -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/4 @cmemit@ -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/5 @cmemit@ -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/6 @cmemit@ -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/10 @cmemit@ --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/11 @cmemit@ --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/12 @cmemit@ --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/13 @cmemit@ --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/14 @cmemit@ --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/15 @cmemit@ -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/16 @cmemit@ --ahmm %TMPAHMMOUT% %TRNA.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:trna/17 @cmemit@ -l %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/18 @cmemit@ -l -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/19 @cmemit@ -l -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/20 @cmemit@ -l -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/21 @cmemit@ -l -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/22 @cmemit@ -l -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/26 @cmemit@ -l --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/27 @cmemit@ -l --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/28 @cmemit@ -l --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/29 @cmemit@ -l --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/30 @cmemit@ -l --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/31 @cmemit@ -l -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/1 @cmemit@ -l --pebegin --pfend 0.01 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %TRNA.CM% %TMPOUT%
+
+# binary versions of 1-31
+1 prep model/trnabin @cmbuild@ -F --binary --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmemit:trna/33 @cmemit@ %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/34 @cmemit@ -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/35 @cmemit@ -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/36 @cmemit@ -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/37 @cmemit@ -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/38 @cmemit@ -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/42 @cmemit@ --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/43 @cmemit@ --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/44 @cmemit@ --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/45 @cmemit@ --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/46 @cmemit@ --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/47 @cmemit@ -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/48 @cmemit@ --ahmm %TMPAHMMOUT% %TRNA.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:trna/49 @cmemit@ -l %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/50 @cmemit@ -l -u %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/51 @cmemit@ -l -a %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/52 @cmemit@ -l -c %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/53 @cmemit@ -l -s 33 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/54 @cmemit@ -l -n 1000 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/58 @cmemit@ -l --rna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/59 @cmemit@ -l --dna %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/60 @cmemit@ -l --tfile %TMPTFILE% %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/61 @cmemit@ -l --exp 0.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/62 @cmemit@ -l --exp 1.5 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna/63 @cmemit@ -l -a --begin 10 --end 50 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/1 @cmemit@ -l --pebegin --pfend 0.01 %TRNA.CM% %TMPOUT%
+1 exercise cmemit:trna-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %TRNA.CM% %TMPOUT%
+
+# 3.4.12 tests, a CM file with 3 CMs in it
+
+1 prep model/3.4.12 @cmbuild@ -F --wnone %3.4.12.CM% 3.4.12.stk
+1 exercise cmemit:3.4.12/1 @cmemit@ %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/2 @cmemit@ -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/3 @cmemit@ -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/4 @cmemit@ -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/5 @cmemit@ -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/6 @cmemit@ -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/10 @cmemit@ --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/11 @cmemit@ --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/12 @cmemit@ --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/13 @cmemit@ --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/14 @cmemit@ --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/15 @cmemit@ -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/16 @cmemit@ --ahmm %TMPAHMMOUT% %3.4.12.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:3.4.12/17 @cmemit@ -l %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/18 @cmemit@ -l -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/19 @cmemit@ -l -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/20 @cmemit@ -l -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/21 @cmemit@ -l -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/22 @cmemit@ -l -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/26 @cmemit@ -l --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/27 @cmemit@ -l --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/28 @cmemit@ -l --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/29 @cmemit@ -l --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/30 @cmemit@ -l --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/31 @cmemit@ -l -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/1 @cmemit@ -l --pebegin --pfend 0.01 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %3.4.12.CM% %TMPOUT%
+
+# binary versions of 1-32
+1 prep model/3.4.12bin @cmbuild@ -F --binary --wnone %3.4.12.CM% 3.4.12.stk
+1 exercise cmemit:3.4.12/33 @cmemit@ %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/34 @cmemit@ -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/35 @cmemit@ -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/36 @cmemit@ -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/37 @cmemit@ -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/38 @cmemit@ -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/42 @cmemit@ --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/43 @cmemit@ --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/44 @cmemit@ --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/45 @cmemit@ --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/46 @cmemit@ --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/47 @cmemit@ -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/48 @cmemit@ --ahmm %TMPAHMMOUT% %3.4.12.CM% %TMPOUT%
+
+# with -l, local turned on
+1 exercise cmemit:3.4.12/49 @cmemit@ -l %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/50 @cmemit@ -l -u %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/51 @cmemit@ -l -a %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/52 @cmemit@ -l -c %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/53 @cmemit@ -l -s 33 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/54 @cmemit@ -l -n 1000 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/58 @cmemit@ -l --rna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/59 @cmemit@ -l --dna %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/60 @cmemit@ -l --tfile %TMPTFILE% %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/61 @cmemit@ -l --exp 0.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/62 @cmemit@ -l --exp 1.5 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12/63 @cmemit@ -l -a --begin 10 --end 50 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/1 @cmemit@ -l --pebegin --pfend 0.01 %3.4.12.CM% %TMPOUT%
+1 exercise cmemit:3.4.12-p/2 @cmemit@ -l --pbegin 0.5 --pend 0.5 %3.4.12.CM% %TMPOUT%
+
+##############################################################################
+# Exercises of cmscore.
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmscore:trna/1 @cmscore@ %TRNA.CM%
+1 exercise cmscore:trna/2 @cmscore@ -n 7 %TRNA.CM%
+1 exercise cmscore:trna/3 @cmscore@ -s 33 %TRNA.CM%
+1 exercise cmscore:trna/4 @cmscore@ -a %TRNA.CM%
+1 exercise cmscore:trna/5 @cmscore@ --sub %TRNA.CM%
+1 exercise cmscore:trna/6 @cmscore@ --mxsize 333 %TRNA.CM%
+
+1 exercise cmscore:trna/7 @cmscore@ --emit %TRNA.CM%
+1 exercise cmscore:trna/8 @cmscore@ --random %TRNA.CM%
+1 exercise cmscore:trna/9 @cmscore@ --infile 3trnas.fa %TRNA.CM%
+1 exercise cmscore:trna/10 @cmscore@ --outfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna/11 @cmscore@ --random --Lmin 73 --Lmax 75 %TRNA.CM%
+1 exercise cmscore:trna/12 @cmscore@ --emit --search --pad %TRNA.CM%
+
+1 exercise cmscore:trna/13 @cmscore@ --hbanded %TRNA.CM%
+1 exercise cmscore:trna/14 @cmscore@ --tau 2E-5 %TRNA.CM%
+1 exercise cmscore:trna/14b @cmscore@ --aln2bands %TRNA.CM%
+1 exercise cmscore:trna/15 @cmscore@ --hsafe %TRNA.CM%
+1 exercise cmscore:trna/16 @cmscore@ --nonbanded %TRNA.CM%
+1 exercise cmscore:trna/17 @cmscore@ --viterbi %TRNA.CM%
+
+1 exercise cmscore:trna-s/1 @cmscore@ --search %TRNA.CM%
+1 exercise cmscore:trna-s/2 @cmscore@ --search --inside %TRNA.CM%
+1 exercise cmscore:trna-s/3 @cmscore@ --search --forward %TRNA.CM%
+
+1 exercise cmscore:trna/18 @cmscore@ --nonbanded --scoreonly %TRNA.CM%
+5 exercise cmscore:trna/19 @cmscore@ --qdb %TRNA.CM%
+5 exercise cmscore:trna/20 @cmscore@ --qdbsmall %TRNA.CM%
+5 exercise cmscore:trna/21 @cmscore@ --qdbboth %TRNA.CM%
+5 exercise cmscore:trna/22 @cmscore@ --beta 1E-5 --qdbboth %TRNA.CM%
+1 exercise cmscore:trna/23 @cmscore@ --taus 4 --taue 10 %TRNA.CM%
+5 exercise cmscore:trna/24 @cmscore@ --qdb --betas 4 --betae 10 %TRNA.CM%
+1 exercise cmscore:trna/25 @cmscore@ --regress %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna/26 @cmscore@ --tfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna/27 @cmscore@ --mxsize 1024 %TRNA.CM%
+
+# repeat above block with -l enabled
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmscore:trna-l/1 @cmscore@ -l %TRNA.CM%
+1 exercise cmscore:trna-l/2 @cmscore@ -l -l -n 7 %TRNA.CM%
+1 exercise cmscore:trna-l/3 @cmscore@ -l -s 33 %TRNA.CM%
+1 exercise cmscore:trna-l/4 @cmscore@ -l -a %TRNA.CM%
+1 exercise cmscore:trna-l/5 @cmscore@ -l --sub %TRNA.CM%
+1 exercise cmscore:trna-l/6 @cmscore@ -l --mxsize 333 %TRNA.CM%
+
+1 exercise cmscore:trna-l/7 @cmscore@ -l --emit %TRNA.CM%
+1 exercise cmscore:trna-l/8 @cmscore@ -l --random %TRNA.CM%
+1 exercise cmscore:trna-l/9 @cmscore@ -l --infile 3trnas.fa %TRNA.CM%
+1 exercise cmscore:trna-l/10 @cmscore@ -l --outfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna-l/11 @cmscore@ -l --random --Lmin 73 --Lmax 75 %TRNA.CM%
+1 exercise cmscore:trna-l/12 @cmscore@ -l --emit --search --pad %TRNA.CM%
+
+1 exercise cmscore:trna-l/13 @cmscore@ -l --hbanded %TRNA.CM%
+1 exercise cmscore:trna-l/14 @cmscore@ -l --tau 2E-5 %TRNA.CM%
+1 exercise cmscore:trna-l/14b @cmscore@ -l --aln2bands %TRNA.CM%
+1 exercise cmscore:trna-l/15 @cmscore@ -l --hsafe %TRNA.CM%
+1 exercise cmscore:trna-l/16 @cmscore@ -l --nonbanded %TRNA.CM%
+1 exercise cmscore:trna-l/17 @cmscore@ -l --viterbi %TRNA.CM%
+
+1 exercise cmscore:trna-s/1 @cmscore@ -l --search %TRNA.CM%
+1 exercise cmscore:trna-s/2 @cmscore@ -l --search --inside %TRNA.CM%
+1 exercise cmscore:trna-s/3 @cmscore@ -l --search --forward %TRNA.CM%
+
+1 exercise cmscore:trna-l/18 @cmscore@ -l --nonbanded --scoreonly %TRNA.CM%
+5 exercise cmscore:trna-l/19 @cmscore@ -l --qdb %TRNA.CM%
+5 exercise cmscore:trna-l/20 @cmscore@ -l --qdbsmall %TRNA.CM%
+5 exercise cmscore:trna-l/21 @cmscore@ -l --qdbboth %TRNA.CM%
+5 exercise cmscore:trna-l/22 @cmscore@ -l --beta 1E-5 --qdbboth %TRNA.CM%
+1 exercise cmscore:trna-l/23 @cmscore@ -l --taus 4 --taue 10 %TRNA.CM%
+5 exercise cmscore:trna-l/24 @cmscore@ -l --qdb --betas 4 --betae 10 %TRNA.CM%
+1 exercise cmscore:trna-l/25 @cmscore@ -l --regress %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna-l/26 @cmscore@ -l --tfile %TMPOUT% %TRNA.CM%
+1 exercise cmscore:trna-l/27 @cmscore@ -l --mxsize 1024 %TRNA.CM%
+
+# repeat a few of the above excercises with a binary CM, (if it works
+# for one, it 'should work' for all
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone --binary %TRNA.CM% trna1415G.sto
+1 exercise cmscore:trna-l/1 @cmscore@ %TRNA.CM%
+1 exercise cmscore:trna-l/2 @cmscore@ -n 7 %TRNA.CM%
+1 exercise cmscore:trna-l/9 @cmscore@ --infile 3trnas.fa %TRNA.CM%
+1 exercise cmscore:trna-l/12 @cmscore@ --emit --search --pad %TRNA.CM%
+
+# repeat a few of the above excercises with a multi-CM cmfile, (if it works
+# for one, it 'should work' for all
+#
+1 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+1 exercise cmscore:3.4.12-l/1 @cmscore@ %3.4.12.CM%
+1 exercise cmscore:3.4.12-l/2 @cmscore@ -n 7 %3.4.12.CM%
+1 exercise cmscore:3.4.12-l/12 @cmscore@ --emit --search --pad %3.4.12.CM%
+
+
+
+##############################################################################
+# Exercises of cmsearch.
+#
+# non-calibrated searches
+# trna
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmsearch:trna/1 @cmsearch@ %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/2 @cmsearch@ -o %TMPOUT% %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/3 @cmsearch@ -g %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/4 @cmsearch@ --toponly %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/5 @cmsearch@ --bottomonly %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/6 @cmsearch@ --devhelp
+1 exercise cmsearch:trna-f/1 @cmsearch@ %TRNA.CM% 3trnas.embl
+1 exercise cmsearch:trna-f/2 @cmsearch@ %TRNA.CM% 3trnas.gb
+1 exercise cmsearch:trna-f/3 @cmsearch@ --informat fasta #%TRNA.CM% 1k.fa
+1 exercise cmsearch:trna-f/4 @cmsearch@ --informat dDBj #%TRNA.CM% 3trnas.gb
+1 exercise cmsearch:trna-f/5 @cmsearch@ --informat GENbank #%TRNA.CM% 3trnas.gb
+1 exercise cmsearch:trna-f/6 @cmsearch@ --informat uniProt #%TRNA.CM% 3trnas.embl
+1 exercise cmsearch:trna-f/7 @cmsearch@ --informat embL #%TRNA.CM% 3trnas.embl
+
+1 exercise cmsearch:trna/7 @cmsearch@ --inside %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/8 @cmsearch@ --cyk %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/9 @cmsearch@ --viterbi %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/10 @cmsearch@ --forward %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/11 @cmsearch@ -T -2 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/12 @cmsearch@ -T 1 %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/13 @cmsearch@ --no-qdb %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/14 @cmsearch@ --beta 1E-3 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/15 @cmsearch@ --hbanded %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/16 @cmsearch@ --hbanded --tau 1E-3 %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/17 @cmsearch@ --fil-no-hmm %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/18 @cmsearch@ --fil-no-qdb %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/19 @cmsearch@ --fil-beta 1E-2 %TRNA.CM% 1k.fa
+
+
+1 exercise cmsearch:trna/20 @cmsearch@ --fil-T-qdb 5 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/21 @cmsearch@ --fil-T-qdb -2 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/22 @cmsearch@ --fil-T-hmm 5 %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/23 @cmsearch@ --fil-T-hmm -2 %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/24 @cmsearch@ --noalign %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/25 @cmsearch@ --addx %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/26 @cmsearch@ --aln-hbanded %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/27 @cmsearch@ --aln-hbanded -p %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/28 @cmsearch@ --aln-optacc --aln-hbanded %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/29 @cmsearch@ --tabfile %TAB.TMP% %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/30 @cmsearch@ --gcfile %GC.TMP% %TRNA.CM% 1k.fa
+
+1 exercise cmsearch:trna/31 @cmsearch@ --rna %TRNA.CM% 1k.fa
+1 exercise cmsearch:trna/32 @cmsearch@ --dna %TRNA.CM% 1k.fa
+
+# 3.4.12 (U1, U2, U3)
+2 prep model/3.4.12 @cmbuild@ -F --wnone --rf %3.4.12.CM% 3.4.12.stk
+2 exercise cmsearch:3.4.12/1 @cmsearch@ %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/2 @cmsearch@ -o %TMPOUT% %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/3 @cmsearch@ -g %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/4 @cmsearch@ --toponly %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/5 @cmsearch@ --bottomonly %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/6 @cmsearch@ --devhelp
+
+2 exercise cmsearch:3.4.12/7 @cmsearch@ --inside %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/8 @cmsearch@ --cyk %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/9 @cmsearch@ --viterbi %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/10 @cmsearch@ --forward %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/11 @cmsearch@ -T -2 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/12 @cmsearch@ -T 1 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/13 @cmsearch@ --no-qdb %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/14 @cmsearch@ --beta 1E-3 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/15 @cmsearch@ --hbanded %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/16 @cmsearch@ --hbanded --tau 1E-3 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/17 @cmsearch@ --fil-no-hmm %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/18 @cmsearch@ --fil-no-qdb %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/19 @cmsearch@ --fil-beta 1E-2 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/20 @cmsearch@ --fil-T-qdb 5 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/21 @cmsearch@ --fil-T-qdb -2 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/22 @cmsearch@ --fil-T-hmm 5 %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/23 @cmsearch@ --fil-T-hmm -2 %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/24 @cmsearch@ --noalign %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/25 @cmsearch@ --addx %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/26 @cmsearch@ --aln-hbanded %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/27 @cmsearch@ --aln-hbanded -p %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/28 @cmsearch@ --aln-optacc --aln-hbanded %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/29 @cmsearch@ --tabfile %TAB.TMP% %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/30 @cmsearch@ --gcfile %GC.TMP% %3.4.12.CM% 1k.fa
+
+2 exercise cmsearch:3.4.12/31 @cmsearch@ --rna %3.4.12.CM% 1k.fa
+2 exercise cmsearch:3.4.12/32 @cmsearch@ --dna %3.4.12.CM% 1k.fa
+
+# options requiring a calibrated model
+# trna
+3 exercise cmsearch:trnac/1 @cmsearch@ --forecast 3 trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/2 @cmsearch@ -E 0.0001 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/3 @cmsearch@ -E 100 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/4 @cmsearch@ --nc trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/5 @cmsearch@ --ga trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/6 @cmsearch@ --tc trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/7 @cmsearch@ --fil-T-qdb 5 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/8 @cmsearch@ --fil-T-qdb -2 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/9 @cmsearch@ --fil-T-hmm 5 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/10 @cmsearch@ --fil-T-hmm -2 trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/11 @cmsearch@ --fil-Smax-hmm 0.0001 trna.calibrated.cm 1k.fa
+
+3 exercise cmsearch:trnac/12 @cmsearch@ --fil-no-hmm trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/13 @cmsearch@ --fil-no-qdb trna.calibrated.cm 1k.fa
+3 exercise cmsearch:trnac/14 @cmsearch@ --fil-beta 1E-2 trna.calibrated.cm 1k.fa
+
+# 3.4.12 (U1, U2, U3)
+4 exercise cmsearch:3.4.12c/1 @cmsearch@ --forecast 3 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/2 @cmsearch@ -E 0.0001 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/3 @cmsearch@ -E 100 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/4 @cmsearch@ --nc 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/5 @cmsearch@ --ga 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/6 @cmsearch@ --tc 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/7 @cmsearch@ --fil-T-qdb 5 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/8 @cmsearch@ --fil-T-qdb -2 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/9 @cmsearch@ --fil-T-hmm 5 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/10 @cmsearch@ --fil-T-hmm -2 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/11 @cmsearch@ --fil-Smax-hmm 0.0001 3.4.12.calibrated.cm 1k.fa
+
+4 exercise cmsearch:3.4.12c/12 @cmsearch@ --fil-no-hmm 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/13 @cmsearch@ --fil-no-qdb 3.4.12.calibrated.cm 1k.fa
+4 exercise cmsearch:3.4.12c/14 @cmsearch@ --fil-beta 1E-2 3.4.12.calibrated.cm 1k.fa
+
+#development options
+# with calibrated model (not always necessary to be run with
+# calibrated model)
+# trna
+5 exercise cmsearch:trnacd/1 @cmsearch@ --lambda 0.6913 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/2 @cmsearch@ --hbanded --aln2bands trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/3 @cmsearch@ --rtrans trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/4 @cmsearch@ --hbanded --sums trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/5 @cmsearch@ --null2 --no-null3 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/6 @cmsearch@ --no-null3 trna.calibrated.cm 1k.fa
+
+5 exercise cmsearch:trnacd/7 @cmsearch@ --pebegin trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/8 @cmsearch@ --pfend 0.001 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/9 @cmsearch@ --pbegin 0.001 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/10 @cmsearch@ --pbegin 0.99 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/11 @cmsearch@ --pend 0.5 trna.calibrated.cm 1k.fa
+5 exercise cmsearch:trnacd/12 @cmsearch@ --pend 0.005 trna.calibrated.cm 1k.fa
+
+# 3.4.12
+5 exercise cmsearch:3.4.12cd/1 @cmsearch@ --lambda 0.6913 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/2 @cmsearch@ --hbanded --aln2bands 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/3 @cmsearch@ --rtrans 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/4 @cmsearch@ --hbanded --sums 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/5 @cmsearch@ --null2 --no-null3 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/6 @cmsearch@ --no-null3 3.4.12.calibrated.cm 1k.fa
+
+5 exercise cmsearch:3.4.12cd/7 @cmsearch@ --pebegin 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/8 @cmsearch@ --pfend 0.001 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/9 @cmsearch@ --pbegin 0.001 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/10 @cmsearch@ --pbegin 0.99 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/11 @cmsearch@ --pend 0.5 3.4.12.calibrated.cm 1k.fa
+5 exercise cmsearch:3.4.12cd/12 @cmsearch@ --pend 0.005 3.4.12.calibrated.cm 1k.fa
+
+##############################################################################
+# Exercises of cmstat.
+# requires trna.calibrated.cm, a calibrated CM file that would take
+# too long to calibrate within the sqc test.
+#
+1 exercise cmstat:trna/1 @cmstat@ trna.calibrated.cm
+1 exercise cmstat:trna/2 @cmstat@ -g trna.calibrated.cm
+1 exercise cmstat:trna/3 @cmstat@ -m trna.calibrated.cm
+1 exercise cmstat:trna/4 @cmstat@ -Z 71.3 trna.calibrated.cm
+1 exercise cmstat:trna/5 @cmstat@ --all trna.calibrated.cm
+1 exercise cmstat:trna/6 @cmstat@ --le trna.calibrated.cm
+1 exercise cmstat:trna/7 @cmstat@ --ge trna.calibrated.cm
+1 exercise cmstat:trna/8 @cmstat@ --beta 1E-3 trna.calibrated.cm
+1 exercise cmstat:trna/9 @cmstat@ --qdbfile %QDBFILE% trna.calibrated.cm
+
+1 exercise cmstat:trna/10 @cmstat@ --lfi trna.calibrated.cm
+1 exercise cmstat:trna/11 @cmstat@ --gfi trna.calibrated.cm
+1 exercise cmstat:trna/12 @cmstat@ --lfc trna.calibrated.cm
+1 exercise cmstat:trna/13 @cmstat@ --gfc trna.calibrated.cm
+1 exercise cmstat:trna/14 @cmstat@ -E 3 --lfc trna.calibrated.cm
+1 exercise cmstat:trna/15 @cmstat@ -E 3 -Z 71.3 --lfc trna.calibrated.cm
+1 exercise cmstat:trna/16 @cmstat@ -T 12 --gfc trna.calibrated.cm
+1 exercise cmstat:trna/17 @cmstat@ --ga --lfi trna.calibrated.cm
+1 exercise cmstat:trna/18 @cmstat@ --tc --gfi trna.calibrated.cm
+1 exercise cmstat:trna/19 @cmstat@ --nc --lfi trna.calibrated.cm
+1 exercise cmstat:trna/20 @cmstat@ --seqfile trna1415G.sto --lfi -E 0.001 trna.calibrated.cm
+1 exercise cmstat:trna/21 @cmstat@ --toponly --seqfile trna1415G.sto --lfi -E 0.001 trna.calibrated.cm
+
+1 exercise cmstat:trna/22 @cmstat@ --search trna.calibrated.cm
+1 exercise cmstat:trna/23 @cmstat@ --search --cmL 100 trna.calibrated.cm
+1 exercise cmstat:trna/24 @cmstat@ --search --hmmL 1000 trna.calibrated.cm
+
+1 exercise cmstat:trna/25 @cmstat@ --efile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/26 @cmstat@ --bfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/27 @cmstat@ --sfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/28 @cmstat@ --xfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/29 @cmstat@ --afile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/30 @cmstat@ --bits --sfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/31 @cmstat@ --bits --xfile %TMPFILE% --lfi trna.calibrated.cm
+1 exercise cmstat:trna/32 @cmstat@ --bits --afile %TMPFILE% --lfi trna.calibrated.cm
+
+# repeat with 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/1 @cmstat@ 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/2 @cmstat@ -g 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/3 @cmstat@ -m 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/4 @cmstat@ -Z 71.3 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/5 @cmstat@ --all 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/6 @cmstat@ --le 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/7 @cmstat@ --ge 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/8 @cmstat@ --beta 1E-3 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/9 @cmstat@ --qdbfile %QDBFILE% 3.4.12.calibrated.cm
+
+1 exercise cmstat:3.4.12/10 @cmstat@ --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/11 @cmstat@ --gfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/12 @cmstat@ --lfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/13 @cmstat@ --gfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/14 @cmstat@ -E 3 --lfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/15 @cmstat@ -E 3 -Z 71.3 --lfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/16 @cmstat@ -T 12 --gfc 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/17 @cmstat@ --ga --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/18 @cmstat@ --tc --gfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/19 @cmstat@ --nc --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/20 @cmstat@ --seqfile 3.4.12.stk --lfi -E 0.001 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/21 @cmstat@ --toponly --seqfile 3.4.12.stk --lfi -E 0.001 3.4.12.calibrated.cm
+
+1 exercise cmstat:3.4.12/22 @cmstat@ --search 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/23 @cmstat@ --search --cmL 100 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/24 @cmstat@ --search --hmmL 1000 3.4.12.calibrated.cm
+
+1 exercise cmstat:3.4.12/25 @cmstat@ --efile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/26 @cmstat@ --bfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/27 @cmstat@ --sfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/28 @cmstat@ --xfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/29 @cmstat@ --afile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/30 @cmstat@ --bits --sfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/31 @cmstat@ --bits --xfile %TMPFILE% --lfi 3.4.12.calibrated.cm
+1 exercise cmstat:3.4.12/32 @cmstat@ --bits --afile %TMPFILE% --lfi 3.4.12.calibrated.cm
+
+
diff --git a/testsuite/esl-alimanip.sqc b/testsuite/esl-alimanip.sqc
new file mode 100644
index 0000000..c6cdefd
--- /dev/null
+++ b/testsuite/esl-alimanip.sqc
@@ -0,0 +1,47 @@
+# Easel's esl-alimanip crash exercises, in sqc command format.
+# EPN, Mon Jun 9 21:06:30 2008
+# SVN $Id: exercises.sqc 2237 2007-12-01 00:14:41Z nawrockie $
+#
+#
+# Exercises of esl-alimanip.
+#
+1 exercise esl-alimanip:help/1 @esl-alimanip@ -h
+1 exercise esl-alimanip:help/2 @esl-alimanip@ --devhelp
+
+# non-calibrated searches
+# trna
+1 prep model/trna @cmbuild@ -F --rf %TRNA.CM% trna1415G.sto
+1 prep cmemit:trna @cmemit@ -n 100 %TRNA.CM% %100.FA%
+1 prep cmalign:trna @cmalign@ -o %TMP.STK% %TRNA.CM% %100.FA%
+1 exercise esl-alimanip:trna/1 @esl-alimanip@ -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/2 @esl-alimanip@ -1 -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/3 @esl-alimanip@ -g -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/4 @esl-alimanip@ -g --gapthresh 0.01 -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/5 @esl-alimanip@ --start-all 5 --end-all 14 -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/6 @esl-alimanip@ --mask-all 10wide.mask -o %NEW2.STK% %NEW.STK%
+1 exercise esl-alimanip:trna/7 @esl-alimanip@ --start-rf 5 --end-rf 14 -k -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/8 @esl-alimanip@ --mask-rf 10wide.mask -o %NEW2.STK% %NEW.STK%
+1 exercise esl-alimanip:trna/9 @esl-alimanip@ -g --gapthresh 0.5 -r -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/10 @esl-alimanip@ -g --gapthresh 0.5 -k -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/11 @esl-alimanip@ -k --xmask trna.xmask -o %NEW.STK% %TMP.STK%
+
+1 prep cmalign:trna/2 @cmalign@ -p -o %TMP.STK% %TRNA.CM% %100.FA%
+1 exercise esl-alimanip:trna-p/1 @esl-alimanip@ --pfract 0.8 -k -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna-p/2 @esl-alimanip@ --pfract 0.74 --pthresh 0.7 -k -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna-p/3 @esl-alimanip@ --pfract 0.3 --p-rf --pthresh 0.7 -r -o %NEW.STK% %TMP.STK%
+
+1 exercise esl-alimanip:trna-n/1 @esl-alimanip@ --num-rf -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna-n/2 @esl-alimanip@ --num-all -o %NEW.STK% %TMP.STK%
+
+1 exercise esl-alimanip:trna/12 @esl-alimanip@ --tree %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/13 @esl-alimanip@ --lfract 0.9 -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/14 @esl-alimanip@ --lmin 70 -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/15 @esl-alimanip@ --detrunc 2 -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/16 @esl-alimanip@ --seq-r trna.list -o %NEW.STK% %TMP.STK%
+1 exercise esl-alimanip:trna/17 @esl-alimanip@ --seq-k trna.list -o %NEW.STK% %TMP.STK%
+
+1 exercise esl-alimanip:trna/18 @esl-alimanip@ --pinfo %TRNA.PINFO% --icinfo %TRNA.ICINFO% --iinfo %TRNA.IINFOR% --dinfo %TRNA.DINFO% --rinfo %TRNA.RINFO% --seq-k trna.list -o %NEW.STK% %TMP.STK%
+
+1 exercise esl-alimanip:trna/19 @esl-alimanip@ --sindi -o %NEW.STK% %TMP.STK%
+
+1 exercise esl-alimanip:trna/20 @esl-alimanip@ --omask %TRNA.MASK% %TMP.STK%
diff --git a/testsuite/exercises.sqc b/testsuite/exercises.sqc
new file mode 100644
index 0000000..1d92ed2
--- /dev/null
+++ b/testsuite/exercises.sqc
@@ -0,0 +1,123 @@
+# Infernal's crash exercises, in sqc command format.
+# SRE, Mon Aug 5 14:01:34 2002
+# SVN $Id: exercises.sqc 3005 2009-10-26 19:09:47Z nawrockie $
+#
+
+# Exercises of cmalign.
+#
+1 exercise cmalign:help/1 @cmalign@ -h
+1 exercise cmalign:help/2 @cmalign@ --devhelp
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmalign:trna/1 @cmalign@ %TRNA.CM% 3trnas.fa
+1 exercise cmalign:trna/2 @cmalign@ -l %TRNA.CM% 3trnas.fa
+2 prep model/vault @cmbuild@ -F --rf %VAULT.CM% vault.sto
+2 exercise cmalign:vault/1 @cmalign@ %VAULT.CM% vault.fa
+2 exercise cmalign:vault/2 @cmalign@ -l %VAULT.CM% vault.fa
+
+# Exercises of cmbuild.
+#
+1 exercise cmbuild:help/1 @cmbuild@ -h
+1 exercise cmbuild:help/2 @cmbuild@ --devhelp
+1 exercise cmbuild/rf/trna @cmbuild@ -F --rf --wnone %MODEL% trna1415G.sto
+1 exercise cmbuild/trna @cmbuild@ -F %MODEL% trna1415G.sto
+1 exercise cmbuild/rf/RNaseP @cmbuild@ -F --rf %MODEL% rnaseP-eubact.sto
+1 exercise cmbuild/RNaseP @cmbuild@ -F %MODEL% rnaseP-eubact.sto
+1 exercise cmbuild/SRP @cmbuild@ -F %MODEL% srp-euk.sto
+
+
+# Exercises of cmcalibrate
+#
+1 exercise cmcalibrate:help/1 @cmcalibrate@ -h
+1 exercise cmcalibrate:help/2 @cmcalibrate@ --devhelp
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 exercise cmcalibrate:trna @cmcalibrate@ --forecast 1 %TRNA.CM%
+
+# Exercises of cmscore.
+#
+1 exercise cmscore:help/1 @cmscore@ -h
+1 exercise cmscore:help/2 @cmscore@ --devhelp
+1 prep model/trna1 @cmbuild@ -F --wnone %TRNA1.CM% trna1415G.sto
+1 prep model/trna2 @cmbuild@ --wnone --rf -F %TRNA2.CM% trna1415G.sto
+1 exercise cmscore/trna1 @cmscore@ --infile trna-regression.fa %TRNA1.CM%
+1 exercise cmscore/trna2 @cmscore@ --infile trna-regression.fa %TRNA2.CM%
+1 exercise cmscore/local/trna1 @cmscore@ -l --infile trna-regression.fa %TRNA1.CM%
+1 exercise cmscore/local/trna2 @cmscore@ -l --infile trna-regression.fa %TRNA2.CM%
+
+2 prep rand50 @esl-shuffle@ -G -N 50 -L 90 --dna --seed 42 -o %RAND50%
+2 exercise trna1/rand50 @cmscore@ --infile %RAND50% %TRNA1.CM%
+2 exercise trna2/rand50 @cmscore@ --infile %RAND50% %TRNA2.CM%
+
+2 exercise trna1/rand50/local @cmscore@ --infile %RAND50% -l %TRNA1.CM%
+2 exercise trna2/rand50/local @cmscore@ --infile %RAND50% -l %TRNA2.CM%
+
+1 prep model/rnaseP @cmbuild@ --rf -F %RNASEP.CM% rnaseP-eubact.sto
+2 prep model/srp @cmbuild@ -F %SRP.CM% srp-euk.sto
+1 exercise rnaseP/bsu @cmscore@ --nonbanded --scoreonly --infile rnaseP-bsu.fa %RNASEP.CM%
+1 exercise rnaseP/bsu/local @cmscore@ --nonbanded --scoreonly --infile rnaseP-bsu.fa -l %RNASEP.CM%
+2 exercise srp/ffs @cmscore@ --infile ffs-ecoli.fa %SRP.CM%
+
+3 prep rand20 @esl-shuffle@ -G -N 20 -L 100 --dna --seed 42 -o %RAND20%
+3 exercise rnaseP/rand @cmscore@ --infile %RAND20% %RNASEP.CM%
+3 exercise rnaseP/rand/local @cmscore@ --infile %RAND20% -l %RNASEP.CM%
+
+# Exercises of cmsearch
+1 exercise cmsearch:help/1 @cmsearch@ -h
+1 exercise cmsearch:help/2 @cmsearch@ --devhelp
+1 exercise trna/search @cmsearch@ %TRNA.CM% 3trnas.fa
+1 exercise rnaseP/search @cmsearch@ %RNASEP.CM% 3trnas.fa
+1 exercise srp/search @cmsearch@ %SRP.CM% 3trnas.fa
+
+# Exercises of cmemit
+1 exercise cmemit:help/1 @cmemit@ -h
+1 exercise cmemit:help/2 @cmemit@ --devhelp
+1 exercise trna/emit @cmemit@ %TRNA.CM% %TMP.FA%
+1 exercise rnaseP/emit @cmemit@ %RNASEP.CM% %TMP.FA%
+1 exercise srp/emit @cmemit@ %SRP.CM% %TMP.FA%
+
+# Exercises of cmstat
+1 exercise cmstat:help/1 @cmstat@ -h
+1 exercise trna/stat @cmstat@ %TRNA.CM%
+1 exercise rnaseP/stat @cmstat@ %RNASEP.CM%
+1 exercise srp/stat @cmstat@ %SRP.CM%
+
+# Exercises developed for bandcyk.c
+# xref notebook/1015-infernal-bands; xref STL7 p.130.
+#
+1 prep model/trna @cmbuild@ --rf -F %TRNA.CM% ../intro/trna.sto
+2 prep model/rp @cmbuild@ --rf -F %RP.CM% ../intro/RNaseP.sto
+3 prep model/ssu @cmbuild@ --rf -F %SSU.CM% ../intro/ssu.sto
+1 exercise bandcyk/mc/trna @bandcyk-montecarlo-test@ %TRNA.CM%
+2 exercise bandcyk/mc/rp @bandcyk-montecarlo-test@ %RP.CM%
+3 exercise bandcyk/mc/ssu @bandcyk-montecarlo-test@ -W 2000 %SSU.CM%
+1 exercise bandcyk/trunc/trna @bandcyk-truncation-test@ %TRNA.CM% 160 1000
+2 exercise bandcyk/trunc/rp @bandcyk-truncation-test@ %RP.CM% 1000 2000
+3 exercise bandcyk/trunc/ssu @bandcyk-truncation-test@ %SSU.CM% 1687 3000
+
+# Exercises of CM Plan 9 construction
+#
+1 prep model/trna @cmbuild@ --rf -F %TRNA.CM% ../intro/trna.sto
+2 prep model/rp @cmbuild@ --rf -F %RP.CM% ../intro/RNaseP.sto
+2 prep model/ssu @cmbuild@ --rf -F %SSU.CM% ../intro/ssu.sto
+1 exercise cp9/trna @cp9-test@ -s 19 %TRNA.CM%
+2 exercise cp9/trna @cp9-test@ -s 17 %TRNA.CM%
+2 exercise cp9/rp @cp9-test@ --psionly %RP.CM%
+2 exercise cp9/ssu @cp9-test@ --psionly %SSU.CM%
+
+# Exercises of sub CM construction
+#
+1 prep model/trna @cmbuild@ --rf -F %TRNA.CM% ../intro/trna.sto
+1 prep model/rp @cmbuild@ --rf -F %RP.CM% ../intro/RNaseP.sto
+2 prep model/ssu @cmbuild@ --rf -F %SSU.CM% ../intro/ssu.sto
+1 exercise sub/trna1 @sub_cm-test@ %TRNA.CM%
+1 exercise sub/rp @sub_cm-test@ %RP.CM%
+2 exercise sub/ssu @sub_cm-test@ %SSU.CM%
+3 exercise sub/trna2 @sub_cm-test@ --exhaust %TRNA.CM%
+
+# Infernal 1.0 is not backwards compatible with pre-1.0 CM files
+#
+#1 exercise formats/0.55 @cmsearch@ DicF-0.55.cm 3trnas.fa
+#1 exercise formats/0.6 @cmsearch@ DicF-0.6.cm 3trnas.fa
+#1 exercise formats/0.7 @cmsearch@ DicF-0.7.cm 3trnas.fa
+#1 exercise formats/0.71 @cmsearch@ DicF-0.71.cm 3trnas.fa
+#1 exercise formats/0.72 @cmsearch@ DicF-0.72.cm 3trnas.fa
+#1 exercise formats/0.8 @cmsearch@ DicF-0.8.cm 3trnas.fa
diff --git a/testsuite/ffs-ecoli.fa b/testsuite/ffs-ecoli.fa
new file mode 100644
index 0000000..f4a700d
--- /dev/null
+++ b/testsuite/ffs-ecoli.fa
@@ -0,0 +1,4 @@
+>ESC.COL.
+GGGGGCTCTGTTGGTTCTCCCGCAACGCTACTCTGTTTACCAGGTCAGGT
+CCGGAAGGAAGCAGCCAAGGCAGATGACGCGTGTGCCGGGATGTAGCTGG
+CAGGGCCCCCACC
diff --git a/testsuite/ffs-frag.fa b/testsuite/ffs-frag.fa
new file mode 100644
index 0000000..62a17a7
--- /dev/null
+++ b/testsuite/ffs-frag.fa
@@ -0,0 +1,401 @@
+>U00096 Escherichia coli K-12 MG1655 complete genome.
+CGGCGAAGTGATGCAGGAGTCCATTCAGGCGGCGTTAACGGTGGTTCGTG
+CGCGTGCGGAAAAACTGGGGATCAACCCTGATTTTTACGAAAAACGTGAC
+ATCCACGTCCACGTACCGGAAGGTGCGACGCCGAAAGATGGTCCGAGTGC
+CGGTATTGCTATGTGCACCGCGCTGGTTTCTTGCCTGACCGGTAACCCGG
+TTCGTGCCGATGTGGCAATGACCGGTGAGATCACTCTGCGTGGTCAGGTA
+CTGCCGATCGGTGGTTTGAAAGAAAAACTCCTGGCAGCGCATCGCGGCGG
+GATTAAAACAGTGCTAATTCCGTTCGAAAATAAACGCGATCTGGAAGAGA
+TTCCTGACAACGTAATTGCCGATCTGGACATTCATCCTGTGAAGCGCATT
+GAGGAAGTTCTGACTCTGGCGCTGCAAAATGAACCGTCTGGTATGCAGGT
+TGTGACTGCAAAATAGTGACCTCGCGCAAAATGCACTAATAAAAACAGGG
+CTGGCAGGCTAATTCGGGCTTGCCAGCCTTTTTTTGTCTCGCTAAGTTAG
+ATGGCGGATCGGGCTTGCCCTTATTAAGGGGTGTTGTAAGGGGATGGCTG
+GCCTGATATAACTGCTGCGCGTTCGTACCTTGAAGGATTCAAGTGCGATA
+TAAATTATAAAGAGGAAGAGAAGAGTGAATAAATCTCAATTGATCGACAA
+GATTGCTGCAGGGGCTGATATCTCTAAAGCTGCGGCTGGCCGTGCGTTAG
+ATGCTATTATTGCTTCCGTAACTGAATCTCTGAAAGAAGGGGATGATGTA
+GCACTGGTAGGTTTTGGTACTTTTGCCGTTAAAGAGCGTGCTGCCCGTAC
+TGGCCGCAACCCGCAGACCGGTAAAGAGATCACCATCGCTGCTGCTAAAG
+TACCGAGCTTCCGTGCAGGTAAAGCACTGAAAGACGCGGTAAACTAAGCG
+TTGTCCCCAGTGGGGATGTGACGAAGTTCAAGGGCGCATCTACTGATGTG
+CCTTTTTTATTTGTATTCGGTGACTTTCTGCGTCTTGTGGGCTGACAATT
+GCCCCCGTTTCTTGTCACAATAGGCCTTTGCGCGCATCGATACGTTGCGT
+GAGGTACACAGTCATCTACAGCGGAGTGTTGTTACACCATGATGGACAGC
+TTACGCACGGCTGCAAACAGTCTCGTGCTCAAGATTATTTTCGGTATCAT
+TATCGTGTCGTTCATATTGACCGGCGTGAGTGGTTACCTGATTGGCGGAG
+GCAATAACTACGCCGCAAAAGTGAATGACCAGGAAATCAGCCGTGGGCAA
+TTCGAGAACGCCTTCAACAGCGAGCGTAATCGCATGCAGCAACAGCTGGG
+CGATCAATACTCCGAGCTGGCAGCGAACGAAGGCTATATGAAAACCCTGC
+GTCAACAGGTGCTGAATCGTCTGATCGACGAGGCGCTGCTGGATCAGTAC
+GCACGTGAGCTGAAACTGGGTATCAGCGATGAGCAGGTTAAACAGGCGAT
+TTTCGCGACCCCAGCCTTCCAGGTTGACGGCAAATTTGATAACAGCCGCT
+ATAACGGTATCCTCAACCAGATGGGGATGACCGCCGATCAGTACGCCCAG
+GCGCTGCGTAACCAGCTCACTACCCAACAGCTGATTAACGGCGTTGCCGG
+TACCGATTTTATGCTGAAAGGTGAAACCGACGAGCTGGCGGCACTGGTCG
+CGCAACAACGCGTGGTGCGTGAGGCGACTATCGATGTTAACGCGCTGGCG
+GCGAAGCAGCCTGTGACCGAACAGGAGATTGCCAGCTACTACGAACAAAA
+CAAAAACAATTTCATGACGCCGGAACAATTCCGCGTGAGTTACATCAAGC
+TGGATGCCGCAACGATGCAGCAACCGGTTAGCGATGCGGATATCCAGAGC
+TACTACGACCAGCATCAGGATCAATTCACCCAGCCGCAGCGTACCCGCTA
+CAGCATCATCCAGACCAAAACTGAAGATGAAGCGAAAGCGGTACTTGATG
+AGCTGAATAAAGGCGGTGATTTTGCTGCATTAGCCAAAGAAAAATCTGCC
+GATATTATCTCTGCTCGTAACGGCGGCGATATGGGTTGGTTAGAAGATGC
+CACTATCCCGGACGAACTGAAAAATGCTGGTCTGAAAGAAAAAGGCCAAC
+TGTCTGGTGTCATCAAATCTTCGGTCGGTTTCCTGATTGTACGTCTGGAC
+GACATTCAGCCAGCGAAAGTGAAATCGTTAGACGAAGTACGTGACGACAT
+TGCGGCGAAAGTGAAACACGAAAAAGCCCTCGATGCGTACTACGCGCTGC
+AGCAGAAAGTGAGCGATGCGGCAAGCAACGACACCGAGTCTCTGGCCGGT
+GCAGAGCAAGCTGCCGGCGTTAAAGCCACTCAGACGGGTTGGTTCAGCAA
+AGATAACCTGCCGGAAGAGTTGAACTTCAAGCCGGTTGCCGACGCTATCT
+TTAACGGCGGTCTGGTAGGTGAAAACGGCGCGCCGGGCATCAACTCTGAC
+ATCATCACCGTAGACGGCGACCGCGCATTCGTGCTGCGCATCAGCGAGCA
+CAAACCGGAAGCGGTGAAACCGTTGGCAGATGTTCAGGAACAAGTTAAGG
+CATTGGTTCAGCACAACAAAGCTGAACAACAGGCGAAAGTGGATGCTGAG
+AAACTGCTGGTTGATTTGAAAGCCGGCAAAGGTGCGGAAGCTATGCAGGC
+TGCCGGTCTGAAATTTGGCGAGCCGAAAACCTTAAGCCGTTCCGGTCGTG
+ACCCGATTAGCCAGGCGGCGTTTGCACTGCCACTGCCAGCGAAAGACAAA
+CCGAGCTACGGTATGGCGACCGATATGCAAGGTAATGTGGTTCTGCTGGC
+GCTGGATGAAGTGAAACAAGGTTCAATGCCGGAAGATCAGAAAAAAGCGA
+TGGTGCAGGGTATCACCCAGAACAACGCACAAATCGTCTTTGAAGCTCTG
+ATGAGTAACCTGCGTAAAGAGGCGAAAATCAAAATTGGCGATGCGCTGGA
+ACAGCAATAATCCTGAAGCCGCCTCGCAAAAAAATGCGTTGCAGCTGTAA
+CAAGAAAAGGTCGCTTTCGCGGCCTTTTCCATTTCTGAACATTGCCATTT
+GTTTACTGTTTTCACTGCCGTTAAGGTGATTCCACTGTTAACAAACAAGG
+AGAAAACAGTATGAAACACGGAATTAAAGCACTGCTCATTACCCTGTCCC
+TGGCCTGTGCCGGAATGTCTCATAGCGCGCTGGCGGCAGCTTCTGTGGCG
+AAACCGACGGCGGTAGAAACCAAAGCGGAAGCTCCTGCAGCACAAAGTAA
+AGCAGCAGTACCGGCGAAAGCCAGTGACGAAGAAGGCACCCGGGTCAGCA
+TTAATAATGCCAGCGCGGAAGAGCTAGCCCGCGCGATGAATGGCGTTGGC
+CTGAAGAAAGCGCAGGCGATTGTCAGTTATCGCGAAGAGTACGGTCCGTT
+TAAAACTGTGGAGGATCTAAAGCAGGTGCCGGGGATGGGCAATTCGCTGG
+TGGAACGTAATCTGGCGGTATTAACCCTGTAATTAATTTGCATAGTGGCA
+ATTTTTTGCCAGACTGAAGAGGTCATACCAGTTATGACCTCTGTACTTAT
+AACAACAACGTAAGGTTATTGCGCTATGCAAACACAAATCAAAGTTCGTG
+GATATCATCTCGACGTTTACCAGCACGTCAACAACGCCCGCTACCTTGAA
+TTTCTCGAAGAAGCCCGCTGGGATGGGTTGGAAAATAGCGACAGTTTTCA
+GTGGATGACGGCCCATAACATCGCCTTCGTCGTGGTCAATATCAATATTA
+ACTATCGTCGCCCAGCGGTATTAAGTGACCTGTTAACTATTACCAGTCAG
+TTGCAGCAATTAAACGGTAAAAGCGGCATCTTAAGCCAGGTCATTACACT
+GGAGCCGGAAGGGCAGGTGGTAGCGGATGCGCTTATTACGTTTGTTTGTA
+TTGATCTTAAAACGCAGAAAGCATTAGCTCTGGAAGGGGAATTGCGCGAA
+AAGCTGGAGCAGATGGTTAAGTAAACGTTTTGTGGTGCCGGATGCTCAAG
+CCGCATCCGGCGACACCCGGAATAATTACCTCAACCCGGTTTTCTGCTTC
+ATCGCTGCCATCACCGTCGGTTTATCGGCCAGATAATGATTCAAACCGTT
+GGCGCGTAAATTACATGCCGCACAATGACCGCAACCGTCGCCTTTAAAGC
+CGTTATAGCAGGTCAACGTTTCGTTACGGACTAAATCCAGTTTGCCGTAA
+TAATCTGCCAGCGCCCAGGTTTCCGCTTTATCAATCCACATCAGCGGCGT
+TTCAAAACGAATATCTTTCGCCATGCCCAAACTGACGGCATGGTTTAGTG
+CTTTCACAAACTCATCGCGGCAATCCGGGTAGCCGGAGAAATCCGTTTCG
+CAGACGCCAGTAATTACGGCTTCTGCTTTTACCTGATACGCATATATTGC
+CGCCAGCGTCAGGAACAAAATATTACGCCCTGGGACAAACGTATTCGGGA
+TACCATCGGCTTCAGGTTCATAATCAGGCACCGGAATGCTGTCACGCGTC
+AGGCTACTGACCGCCAGCTCGTTGAGCAGGGTGACATCCAGCACCTTATG
+CGCGCGTGCCCCCAGTTTCAGCGCCAGTTCGCGTGCCACGTCGATTTCTG
+CGCGATGCCGCTGACCGTAATCGAACGTCACGCAATGGACTTCATCATAT
+TGTTGTAATGCCTGCACCAGACAGGTGGTGGAATCCTGACCTCCACTGAA
+CACAACGACAGCACGTTTCATAGATAATCCTGCTTGAACAATAAAAGCGT
+TATGGTAACGCCTGCGATTAACCCGGACCAGCTATTCATTGCGATGGCGC
+GGGAAGCCAGGCTTCGGTAAATTCAAACCAGCCGCGCGGTGTCAGTCGCA
+CACCGTTCACGCCGGGAGGGGCACTAATGCGATAGTGATAGTTGAACAGC
+GGCGTCAGCGTCGCATCTGTCATTAACTGGCTAAAAACCGCTTTCAGGGC
+ATTAAATCGGTTTTCTTCATCAGGCATTATTTGCACGGCATCCAGTGTCG
+ATTGTAGATGTGCGTATGCTGGAGCGTCGAAAACATGTGGCCACAGCGGA
+TCGCAGCGCAGCCATTGCTCCAGAGTATATTCCGGTGCTTCGCCAATTAA
+TCTGTCGCCCATCATGAGGTCTGCGTGTGCCTGTAGGGTCGTGTCGTCCC
+AGTTTTTTGCGTTATGAAAAATAATTGTGAGTTCACAGCCTTCCGCTGCC
+AGTGTCGCCTGTAGGCGTTCTGCCATGGTATGAAGTTCTATCGGTAGGTG
+ATAAACCAGCGTCAAGGTTTTCGGTAGTTTGACTTCATCCGGTACCTGCC
+AATGCGGAATAGTCCAGCCTGGCAGTAATGCATGACTGGCGGTGATCAGG
+TTTTCTCCGACTTCTAACGTTTGTAATAAACCGGATTGATGAATAATGGA
+GATCACTTTTCGCGCCTGCCAGAGGGAGAGTCGGGGACTTTTGCGCAACG
+TCAAATAGCAAAAACCTAAACTGATGCCGCTACTGACCTGGCTGACCCGT
+TGCAGCTCCTCCGGTTTGCCGATGGTGATTTGCACGGGATGCCGACAACT
+GGTTCCCAAATCTTTTTCGAAAAGCGGCGGAGTTATCCAGTACTCAACCG
+CTTTAAGCAGCGGATGACGTAAATGGTAATAATCATGGCTTTCCAGGCGC
+ACCAGCTCTGCTGTGAATTGTGTTAAGCGAAAAGGACCCGTGCCGATCAG
+TGGGAATTGCGGATGCGCCAGATGGCTGCAATAGCTCGCCAGCCGGTGCG
+CAAGCCAGTAATCAGGGCGATGTAAAAAGAAGGTCAGACACTGCGGATGG
+GTGACTTCAATACGCTTCACGCTAATAAATAATTGATCCAGTGCTGGCAG
+TTGTAACAGCATCAATAATCGCTGGTGTAAGTGTGAGGCTTTTACTGCAT
+CGCCGTTATGCCAGTGTAGGGTTGAACGAAGATAAAAGTCCCAGCGTAAC
+CCGTCAGTAGAGGTTTCCCAGTGATGCGCTAAATCGCCAATCGGGCGCTG
+AGTATTATTATCGAAGCGGGTCAGGCCGGAAAATATCTGCCCGGCGAGAT
+GCTGCTCGGCACGGCCGGGCAAAAAGCCTGGTTGTAGCGGTTCGAGCGGG
+CGATAGTAGGGAATACGCAACGTGGGTGTATCGTTTTGCCATTGTCCGCC
+CATAAACGGCTGTAACAGAGTGCGCAGCTCACCTGGGGCCAGTTGCGCCA
+GCTCCAGCACATCTTGCTGCTTTCCGGTTTCCAGTGCCTGTTCCATCATC
+GCATTGCGTAGCGATTCCGGCGTGACCAGAAAGCGTAATTGTCCGCGCTT
+TCCGCGTCCTGACTGCGCCTGCCACTCCAGCCATCCCGCCTCCTGTGCCT
+GACGCAACAGCGTACGAACATGGCGTTCGCTGCAAAAACAGCGTTCGGCC
+AGTTCGCTGACGGTGACGGTTTGCGGCTTTCCGGCGGAAGGTTGCCACAG
+ACGTTGATACTGGTTAAGACGGTTGAGCAATCGCATATAAACCCGGAACA
+ATATTATTTAACTATTCACTATTACTTCCGTATATATCAGGTGATACTCA
+ATCACCATTAACCGTGTCACAGAGTGGAGAAAGAAATGGCTCGTCTGGCA
+GCATTTGATATGGATGGCACTTTATTGATGCCCGACCATCATTTAGGTGA
+GAAAACCCTCTCTACTTTGGCGCGACTGCGTGAACGCGACATTACCCTCA
+CTTTTGCCACGGGGCGTCATGCGCTGGAGATGCAGCATATTCTCGGGGCG
+CTATCGCTGGATGCGTATTTGATTACCGGCAACGGAACGCGCGTGCATTC
+TCTGGAAGGTGAACTTTTACATCGTGATGATTTACCTGCGGATGTCGCGG
+AGCTGGTGCTGTATCAGCAATGGGATACCCGAGCCAGCATGCATATCTTC
+AATGACGACGGTTGGTTTACCGGGAAAGAGATCCCTGCGTTGTTGCAGGC
+ATTTGTCTATAGCGGTTTTCGTTATCAGATAATCGATGTCAAAAAAATGC
+CACTCGGCAGCGTCACCAAGATCTGCTTCTGTGGCGATCACGACGATCTT
+ACACGCTTGCAGATCCAGCTATACGAAGCATTAGGCGAGCGTGCACATTT
+GTGTTTTTCCGCCACGGATTGCCTCGAAGTGCTGCCGGTGGGCTGCAATA
+AAGGCGCTGCATTGACGGTGCTGACCCAACATTTAGGTTTATCGTTGCGC
+GATTGCATGGCCTTTGGTGATGCGATGAACGATCGCGAAATGTTAGTCAG
+CGTCGGTAGCGGATTTATTATGGGCAATGCGATGCCGCAACTGCGCGCGG
+AGCTCCCGCATTTACCGGTGATTGGACATTGCCGAAATCAGGCTGTCTCT
+CACTATTTGACGCACTGGCTGGACTATCCACATCTACCTTATTCCCCCGA
+ATAACGAGATCCCTTCCAGCACCGGGCAATTGCCCGGTTTTTTTTGCGTT
+GAATTTGTCATTTTGTGCCGTGGTGTTTAAACCGCACAGAATAAATTGTC
+GTGATTTCACCTTTAAAATAAAATTAAAAGAGAAAAAAATTCTCTGTGGA
+AGGGCTATGTTAGATAAAATTGACCGTAAGCTGCTGGCCTTACTGCAGCA
+GGATTGCACCCTCTCTTTGCAGGCACTGGCTGAAGCCGTTAATCTGACAA
+CCACCCCTTGCTGGAAGCGCCTGAAACGGCTGGAGGACGACGGTATCCTT
+ATCGGCAAAGTCGCCCTGCTGGATCCGGAAAAAATAGGCCTCGGCCTGAC
+CGCTTTTGTGCTGATAAAAACGCAACATCACAGCAGCGAATGGTATTGCC
+GCTTTGTCACGGTGGTTACCGAAATGCCAGAAGTGCTGGGGTTCTGGCGC
+ATGGCTGGTGAATACGATTATCTGATGCGCGTCCAGGTTGCCGACATGAA
+ACGCTACGACGAGTTTTATAAGCGTCTGGTAAACAGCGTGCCGGGGCTGT
+CGGACGTCACTTCCAGCTTCGCGATGGAACAGATTAAATACACCACTTCT
+TTACCCATCGAATAAATATCCAGAATCAGGTCAGGACACAACGCGTGCGA
+TTATTTGCTCAATTAAGCTGGTATTTCCGTCGGGAATGGCGTCGCTATCT
+CGGGGCTGTCGCCTTGCTTGTCATTATCGCGATGCTGCAACTGGTTCCGC
+CAAAAGTGGTTGGTATTGTTGTCGATGGCGTGACAGAACAACACTTTACT
+ACCGGGCAGATCCTGATGTGGATCGCCACCATGGTGCTGATTGCCGTTGT
+GGTTTATCTCCTGCGTTACGTCTGGCGGGTATTGCTGTTTGGTGCGTCTT
+ATCAACTGGCTGTTGAACTGCGTGAAGATTATTACCGTCAGCTAAGCCGG
+CAGCATCCTGAGTTTTACCTGCGTCATCGCACCGGTGACCTCATGGCTCG
+TGCGACCAATGACGTCGATCGCGTCGTGTTTGCCGCCGGAGAAGGGGTGC
+TGACGCTGGTGGATTCACTGGTGATGGGCTGCGCTGTGTTGATTATGATG
+TCTACGCAAATTAGCTGGCAGTTGACCTTATTTTCCCTGTTGCCGATGCC
+AGTGATGGCGATCATGATTAAGCGCAACGGCGATGCTTTGCATGAACGCT
+TTAAGCTGGCACAGGCGGCGTTTTCCAGTCTTAATGACCGCACCCAGGAA
+AGCCTCACCAGTATCCGCATGATCAAAGCCTTTGGTCTGGAAGATCGCCA
+GTCGGCGTTATTTGCCGCGGATGCCGAAGATACCGGCAAAAAAAACATGC
+GGGTGGCGCGTATTGATGCTCGTTTCGACCCGACCATCTATATCGCGATT
+GGTATGGCGAACTTGCTGGCGATTGGCGGCGGTAGTTGGATGGTGGTGCA
+GGGCAGTTTAACGCTGGGCCAGCTCACCAGTTTTATGATGTATTTAGGTC
+TGATGATTTGGCCAATGCTGGCGCTGGCATGGATGTTTAACATTGTGGAA
+CGTGGTAGTGCTGCGTACAGCCGTATTCGCGCGATGCTGGCGGAAGCGCC
+GGTGGTGAACGATGGTAGCGAACCCGTGCCGGAAGGGCGTGGCGAACTGG
+ATGTAAATATTCACCAGTTCACGTATCCGCAGACTGACCATCCTGCGCTG
+GAAAACGTCAATTTCGCCCTGAAACCCGGTCAGATGCTGGGTATCTGCGG
+GCCGACTGGTTCCGGCAAAAGTACCCTGTTGTCGCTCATTCAGCGTCATT
+TCGACGTCAGCGAGGGGGATATTCGCTTTCATGATATTCCTCTGACGAAG
+TTACAACTCGATAGCTGGCGTAGCCGCCTGGCGGTAGTTAGCCAGACGCC
+ATTCCTTTTTTCTGACACTGTGGCGAATAACATCGCGCTGGGTTGCCCGA
+ATGCCACCCAGCAAGAGATTGAGCATGTCGCGCGGTTAGCCAGCGTACAT
+GACGATATTTTGCGTCTACCGCAAGGTTACGATACAGAGGTGGGCGAGCG
+CGGTGTGATGCTTTCCGGCGGGCAAAAACAGCGTATCTCCATTGCTCGTG
+CGTTATTAGTCAACGCGGAAATCCTCATCCTTGATGATGCGCTTTCGGCG
+GTGGACGGACGCACTGAGCACCAGATCCTGCATAACCTGCGTCAGTGGGG
+GCAGGGAAGAACGGTAATCATCAGTGCCCATCGCCTTTCTGCACTGACGG
+AAGCCAGTGAAATTATTGTGATGCAGCACGGACATATCGCCCAGCGTGGC
+AATCATGATGTGCTGGCACAACAAAGCGGCTGGTATCGCGATATGTATCG
+CTATCAACAACTGGAGGCGGCGCTCGACGACGCTCCGGAAAATCGCGAGG
+AGGCCGTCGATGCGTAGTTTTAGCCAACTGTGGCCGACTCTCAAGCGCCT
+GTTAGCGTACGGTTCGCCGTGGCGTAAACCGCTGGGGATTGCGGTCCTGA
+TGATGTGGGTTGCGGCGGCGGCAGAAGTCAGTGGGCCGCTGCTTATCAGC
+TATTTTATCGACAATATGGTAGCGAAAAATAACCTGCCGTTGAAAGTGGT
+TGCAGGGCTGGCTGCGGCGTATGTTGGGCTGCAACTGTTTGCCGCCGGGC
+TACATTACGCGCAGTCGCTGCTGTTTAATCGGGCGGCAGTAGGCGTAGTG
+CAACAGTTGCGTACCGACGTGATGGATGCTGCGTTACGCCAGCCATTAAG
+CGAGTTTGATACCCAACCCGTCGGGCAGGTGATTTCCCGCGTCACTAATG
+ACACTGAAGTGATCCGCGATCTCTACGTTACCGTAGTGGCAACTGTCCTG
+CGCAGTGCCGCGCTGGTGGGCGCGATGCTGGTGGCGATGTTCAGCCTCGA
+CTGGCGAATGGCACTGGTGGCGATAATGATTTTCCCGGTGGTGCTGGTGG
+TAATGGTGATATACCAGCGTTACAGCACGCCGATTGTCCGTCGTGTGCGC
+GCCTATTTGGCGGATATCAACGACGGCTTTAACGAAATCATCAATGGCAT
+GAGCGTTATCCAGCAGTTTCGTCAGCAGGCGCGATTTGGCGAACGTATGG
+GGGAGGCCAGTCGTTCACACTATATGGCGAGGATGCAAACCCTGCGCCTC
+GACGGTTTTCTGCTGCGTCCGCTGCTGAGTCTGTTTTCATCGCTCATTCT
+TTGTGGCTTGTTGATGCTGTTTGGCTTCTCCGCCAGCGGCACCATTGAAG
+TGGGCGTGCTGTATGCGTTTATCAGCTATCTTGGGCGACTTAACGAACCA
+TTAATCGAACTGACCACGCAACAGGCGATGCTGCAACAGGCTGTTGTTGC
+TGGTGAGCGCGTGTTTGAACTGATGGACGGACCGCGCCAGCAATATGGCA
+ATGATGATCGCCCGTTACAGAGTGGCACCATCGAAGTCGATAACGTGTCA
+TTTGCTTATCGCGATGACAATCTGGTGCTAAAGAACATTAATCTCTCTGT
+GCCTTCGCGCAATTTTGTGGCGCTGGTCGGGCATACCGGCAGTGGCAAAA
+GCACCCTCGCCAGTTTATTGATGGGCTATTACCCGCTAACGGAAGGTGAG
+ATTCGCCTTGATGGTCGTCCATTAAGTTCGCTAAGTCACAGCGCGCTGCG
+CCAGGGCGTGGCAATGGTGCAGCAAGATCCGGTGGTGCTGGCGGATACCT
+TCCTCGCCAACGTGACGCTGGGGCGGGATATCTCCGAAGAACGCGTCTGG
+CAGGCGCTGGAAACCGTGCAACTGGCGGAGCTGGCGCGTAGCATGAGCGA
+CGGTATTTACACGCCGCTGGGCGAGCAGGGGAATAATCTCTCAGTTGGGC
+AAAAGCAACTGCTGGCACTGGCGCGCGTGCTGGTCGAGACGCCGCAAATC
+CTGATCCTTGATGAGGCAACCGCCAGCATTGACTCCGGTACTGAACAGGC
+GATTCAACATGCTCTGGCGGCGGTGCGTGAACATACCACGCTGGTAGTGA
+TTGCTCACCGCTTATCGACCATTGTTGATGCCGACACCATTCTGGTGCTT
+CATCGTGGGCAAGCCGTGGAGCAGGGCACTCACCAGCAACTGCTGGCGGC
+CCAGGGACGCTACTGGCAGATGTATCAACTGCAACTTGCGGGCGAAGAGC
+TGGCAGCCAGCGTGCGTGAAGAGGAATCATTGAGCGCCTGAATAGCGCAA
+TATTTCATCGTTGGTGCAAAAATGTAACGCACTGTGCACTGTCATAGTGC
+GTTTTCATTTTCAAACTTCTTAACTTCCTGCTCTCTTTCTCGTTTTTCAT
+TTCTGGCACACCGCTTGCAATACCTTCTTCGTGTAGCAGAACCATTACCG
+AATTCTGACCGGAGGGGATCTATGAAGCTGGTGACCGTGATAATCAAACC
+ATTCAAGCTGGAAGACGTTCGTGAAGCGTTATCTTCCATTGGTATTCAGG
+GCCTGACCGTCACCGAAGTGAAAGGTTTCGGGCGTCAGAAAGGGCATGCC
+GAGCTGTACCGGGGGGCGGAATACAGCGTCAATTTCCTGCCAAAAGTAAA
+AATTGATGTGGCGATTGCTGATGACCAACTCGATGAAGTGATCGATATCG
+TCAGTAAGGCGGCTTACACCGGAAAAATTGGCGACGGCAAAATCTTCGTC
+GCTGAATTGCAACGCGTCATTCGTATTCGTACCGGCGAAGCCGACGAAGC
+GGCGCTGTAATCTCTGGCACACAGCAACAGGAACGAAAAATGAAGATAGC
+GACGATAAAAACTGGGCTTGCTTCACTGGCGATGCTTCCGGGACTGGTAA
+TGGCTGCACCTGCGGTGGCCGATAAAGCCGACAATGCGTTTATGATGATT
+TGTACTGCGCTGGTGCTGTTTATGACTATTCCGGGGATTGCCCTGTTTTA
+CGGTGGGTTGATTCGCGGCAAAAACGTGCTGTCGATGCTGACGCAGGTGA
+CGGTGACATTTGCACTGGTCTGTATTCTCTGGGTGGTTTACGGTTACTCG
+CTGGCGTTTGGTGAGGGCAACAACTTCTTCGGCAACATTAACTGGTTGAT
+GCTGAAAAACATCGAACTGACGGCGGTGATGGGCAGCATTTATCAGTATA
+TCCACGTGGCGTTTCAGGGATCGTTTGCCTGCATTACCGTCGGCTTGATA
+GTTGGGGCGCTGGCGGAACGAATCCGCTTCTCAGCTGTGTTGATTTTCGT
+GGTGGTATGGCTGACGCTCTCTTACATTCCGATTGCGCATATGGTGTGGG
+GCGGTGGTTTGCTGGCTTCTCACGGTGCGCTGGATTTCGCGGGTGGCACC
+GTGGTGCACATTAACGCCGCAATCGCCGGTCTGGTGGGCGCGTATCTGAT
+AGGAAAACGCGTGGGCTTCGGTAAAGAGGCGTTTAAACCGCACAACCTGC
+CGATGGTCTTCACCGGGACTGCCATTCTCTATATCGGTTGGTTTGGCTTT
+AACGCCGGGTCAGCGGGCACGGCGAATGAAATCGCGGCACTGGCATTTGT
+GAATACTGTGGTCGCAACGGCGGCGGCAATTCTTGGCTGGATCTTCGGTG
+AATGGGCGCTGCGTGGTAAGCCTTCACTGCTGGGGGCGTGTTCTGGCGCG
+ATTGCCGGTCTGGTCGGCGTGACGCCAGCCTGCGGCTACATTGGGGTTGG
+CGGCGCGTTGATTATCGGCGTGGTAGCTGGTCTGGCGGGCTTGTGGGGCG
+TTACCATGCTCAAACGCTTGCTGCGGGTGGATGATCCCTGCGATGTCTTC
+GGTGTGCACGGCGTTTGTGGCATTGTCGGCTGTATCATGACCGGGATTTT
+TGCCGCCAGCTCGCTGGGCGGCGTGGGCTTCGCTGAAGGTGTGACGATGG
+GCCATCAGTTGCTGGTACAGCTGGAAAGCATCGCCATTACGATCGTCTGG
+TCCGGTGTTGTGGCATTTATCGGCTACAAATTGGCGGATCTGACGGTTGG
+TCTGCGTGTACCGGAAGAGCAGGAGCGAGAAGGGCTGGATGTCAACAGCC
+ACGGCGAGAATGCCTATAACGCGTAACAAGCACTGCAAAAAACAGCCGGA
+CGGTTTTCACCTCCGGCTATTTTTTTAATTGTGATTACGCATCACCCCTT
+CCTGAACGGTCGAGGCAACCAGTACGCCGTCTTGGGTATAAAACTCACCG
+CGCACAAAGCCACGTGCGCTGGACGCCGAGGTGCTCTCCACGCTATACAG
+CAGCCATTCATTCAAATTAAACGGGCGATGGAACCACATGGAATGGTCAA
+TGGTGGCAATCTGAATCCCCGGTTCGAGAAAACCGATGCCGTGCGGCTGT
+AGAGCTACCGGCAGGAAGTTAAGATCAGAAGCGTAACCGAGCAGATACTG
+ATGAACGCGCAGGTCATCCGGCACGCTACCATTTGCGCGGATCCACACCT
+GACGATGTGGTTCTGCGACGTGACCTTTCAGTGGGTTATGAAACTCCACC
+GGACGGACTTCCAGCGGACGATCGCAGATGAATTTATCTTTCAGCACTGG
+CGGCAGCAGGTGCGCCAGCGATTGGGCGATTTGCGTTTCCGAAGGGAGGC
+CATCAGGCGCTGGCGCGGACGGCATTGTTTTTTGATGTTCGAAACCCGCT
+TCTGGTGCCTGGAAAGAGGCAGTCATATAAAAAATCGGTTTGCCGTTTTG
+AATAGCAGCAACCCGGCGGGCGCTGAAGCTGTTACCGTCACGCAGCGTTT
+CGACATCATAAATAATCGGCTTCTTACTATCGCCAGGGCGAAGAAAGTAG
+CTGTGAAACGAATGTACCAGCCGCTCTTCAGGGACGGTCTCTTTTGCAGC
+ATACAAGGCCTGACCCACGACCTGGCCGCCAAACACCTGGCGTAAACCTA
+AATCTTCACTCTGGCCGCGAAAGAGTCCTTCCTCAATTTTTTCCAGATTT
+AACAATGTCAGTAAATTTTTTAGCGCCTGACTCATATAACTCTCCAGTAA
+CAAAGCTGCCGCAGCAAGCCAAAGTGAGTTGAGTATAACGCAAATTTGCT
+ACTGGTCCGATGGGTGCAATGGTCTGAATTACGGGCTAATTACAGGCAGA
+AATGCGTGATGTGTGCCACACTTGTTGACGTTACTATTTTGTTAACCACT
+CTTCCGGCGAGGAAAGTTAGCCCGCTGGTGCATTGATAATAAGGAGAAAT
+GAATGAAACTCGTGCACATGGCCAGTGGTTTAGCGGTTGCGATTGCGTTG
+GCGGCTTGCGCAGATAAAAGCGCGGATATTCAGACGCCAGCACCGGCTGC
+AAATACGTCTATTTCAGCAACACAACAACCAGCTATCCAGCAACCGAATG
+TCTCCGGTACCGTCTGGATCCGTCAGAAAGTCGCACTGCCGCCTGATGCT
+GTGCTGACCGTGACACTTTCTGACGCGTCGTTAGCCGATGCACCGTCAAA
+AGTGCTGGCGCAGAAAGCGGTGCGTACTGAAGGTAAACAGTCACCATTCA
+GCTTTGTTCTGTCATTTAACCCGGCAGATGTTCAGCCGAACGCGCGTATT
+CTGTTGAGTGCGGCGATTACCGTGAATGACAAACTGGTATTTATCACCGA
+TACCGTTCAGCCGGTGATCAACCAGGGCGGAACTAAAGCCGACCTGACAT
+TGGTGCCGGTACAGCAAACCGCCGTGCCGGTTCAGGCCAGCGGTGGCGCA
+ACGACTACCGTACCTTCGACTTCACCAACTCAGGTGAATCCGTCTTCGGC
+AGTTCCAGCTCCTACGCAATATTAAGCGACGTTAACCCTCTCCGCCCGGA
+GAGGGTTAGTAGTTCCAGCGATAACGCTGCAAGTCGATTTGCCCGCTTCC
+CGATACCATCACACCTTCTGCCAGTAATGCCTGTCGCTGACGCTGTAAAT
+CCGGTCCGGTTAGCGAAATTGTGCCGTGGCGATTAACCACCCGGTGCCAG
+GGTAAGGTGCTGCCTTCAGGGAGACGCTTTAACACACCGCCCACCTGGCG
+CGCGGCGCGGGGCGATCCCGCCAGTTTCGCCACATCACCGTAAGTGGTGA
+CATAGCCTTCGGGAATAGCGGCGACGATTTGCCAGACGCGTTGGGGAAAT
+GAATCTTCTTTTTCCATCTTTTCTTCCTGAGGTAATTTTTCAGCATAATC
+TGGAAAAACGCCCGAGTGAAGTCGCATTGCGCAAGAAACCAGCATCTGGC
+ACGCGATGGGTTGCAATTAGCCGGGGCAGCAGTGATAATGCGCCTGCGCG
+TTGGTTCTCAACGCTCTCAATGGGGGCTCTGTTGGTTCTCCCGCAACGCT
+ACTCTGTTTACCAGGTCAGGTCCGGAAGGAAGCAGCCAAGGCAGATGACG
+CGTGTGCCGGGATGTAGCTGGCAGGGCCCCCACCCATTTCTGCCTCCCAC
+CGTTTCGTCAAAAAATCCCAACATGGCTAAACTTTAACCACAACTGACGT
+CGCAAGAATTGTCTGGCTGCGCAGTACGCTTCGGAGGTATGTCTGATGAA
+GTATGTTGATGGTTTTGTGGTTGCCGTTCCTGCCGATAAAAAGGATGCCT
+ATCGGGAAATGGCCGCTAAGGCTGCGCCATTGTTTAAAGAGTTTGGCGCG
+CTTCGTATTGTCGAATGCTGGGCCAGCGATGTACCGGATGGCAAAGTGAC
+CGATTTTCGTATGGCGGTGAAAGCGGAAGAGAATGAAGAGGTTGTCTTTA
+GCTGGATTGAATACCCTTCAAAAGAGGTCCGCGACGCTGCTAATCAAAAG
+ATGATGTCGGACCCACGGATGAAAGAGTTCGGCGAGTCCATGCCGTTTGA
+CGGCAAGCGAATGATCTATGGCGGATTCGAGTCAATCATCGACGAATAGG
+TAGCGTGACGGGCTGTGCGGCGTGCCGTCAGCCCAAAAATTCACAAATGT
+TGCTCGGCCCAGCGTAAGAAATCTTCTTTCGGTAATGCCTTGCTGTAGAG
+CCAGCCCTGACCGTAGTGCACGCCATGCTGGCGTAACCACTCTTCTTGTT
+TACTGGTTTCGATTCCCTCCGCTACCATTTTCAGTTTCAGTGTTTTTGCC
+ATTTCGATGATATGCGGCGTGACATTTTTATATTCCAGCGCATCAACGAA
+AGATTTATCGATCTTCAGAATGTCGACATCCAGATCCTGTAAATAACTTA
+AACTTGAATACCCCGTACCAAAATCATCAAGATAAATTTCATGGCCCGCC
+TCCCGGTAGCGAGAAATTATCGGGGCGCTGGTTTTCGGATCGGCAAACTC
+GCGTTCAGTGAGTTCAAGCGCGATCTGTCTGGGATTAACCTGATAGTGAT
+TGATCATGTCACGCAGCAATTGCGGGATTTTTTCCGAGGTGAGCACGGGG
+GATTCAAGATTGATCGAAATATGCTGCTGTGGATGCTGACGCAGCCAGTC
+GCCCATATCTTCAAAGACGCTTCTTATAATCAGTAGCGTCAATGGCTCAG
+AAAGGCCCGTTTGCTGTGCCAGCGGAATAAAACTATCTGGTGACAACCAA
+CTACCGTCTGTCTGCGGCCAGCGCGCCAGTGCCTCAGCACCGACAATTTT
+GCCATTGGCTAAGGAGACAATCGGCTGATAGTGCACGCAAATATCACGAT
+TTTCGATAGCATCCTGCAGCCGATGATGCGGTGACTGAATACGGCGCAAA
+ATACGCAGCACAAACATCGCTGCCAGCAGGCCAATCACCAACCCGAGCGG
+TAACCAAATAAAGACTTGCCGATGCCAGCCTTTCTGCAACATTTTCGTTG
+AAGCCCATGTGATGATCGAAATATTCATCTCCGGTAAGGGCAGGATATCG
+TAAATGATTCCATTATTTTCGATATGCTCACCGGGTGTTTTTTGTAGCCT
+GGTAATAATTCCCTGAGCAATTTCATCGCTGCTGGTTATGACAACGTTAT
+GGGCATTGCCAATAATGGCGGCATCAATTTGCCATGAGCTATAGGGAATG
+ACATCAATAAAGGAAGCGGGGTCGATCATGACGACATAATGTGCCGTTCC
+CATGGCGACCATGTAACGGATAATGCCTAAATCGTTATGCGATGTTAACC
+AGACACGATAACCATCTTTCGAAATTTTACCTGGCTCGGGGAAGGTATCG
+GGCGGACTTTCATGCTCCAGAGACGAACACTGGGGAACGTTGTTATCGAT
+ATAAGCCACTTCCTGAATATAGCGATAACTGTAAGATACCCGACGCATTT
+CCATGAGATGGGCTTCGCTACAGGCAGCGCCTTGCCATCTTTCCAGCTCC
+TGCAGCGCATCTTTCCCTTGTGTCGCCACCTTATTGGCTCGAATAGCGAC
+GCGGGAGGAATAGGTATCCAGCTCTTCAATAAACGATGTTTCTACCTGCT
+GATGGGCCAGCCAGATGCTTAAGCCGACAGGCAGCAATACTGAAAGAATC
+AGTACTCCCGAAATAAGGCCGACCAGATGTCGTGTTCTCACCAGCATATC
+CTTATTAACACAGTGTAGGGAAAGTATATCTGATTGTGGAAAAAGGCTGG
+CTGGAGATAAGGAGGTAGAGCTGGTATTTCATGAAGTGATGGGTGGAAAC
+GATCATTGTCATTTGACCAGGCGCAGAGCTTTACGCCTGGTATGTAACCC
+TAACTTAAGATGTTGATTCGGCGCGAGCGAGGGTAAAAATATCGTAAAAA
+GACAGTTCACCTTTACGGACGATCATTTTTTGCAGTTGTTCCTTATGAAC
+ATCCGCGACACGCGGAGAGTTCAAGATGGCTTCAACCAGCGCGGCAGGTA
+CAAAGCGCGTGTTGTACCATTCGCCGTTATAGCAAACGCGGAAATCCAGC
+ACGTCGATATCTTCATAGCGGTAGCGTGGGTAGACATCGAAAAAGAAGAA
+ACCATTAAGCAGGATAAATAATACAACCAGTAGCCAGACAGAGCCTGACA
+GCGTTTCGGACTGCAACATCACCGCCAGGGTGGCAAAAAAAGCAACGTAC
+ATACCGATAAACAGCCCCGGATGTTTACGGATAAAACTGATACTAAAGCG
+GGGTTTGTTGTCGCGTTTTTCGCGGGTATTCAGAGACTCAATCGTTTCGG
+TCAGCAGGCGTTGTATTTCGGTCATCGTTTGCCTTCGTGGTATCTGCAAC
+TTTCCAGGGAACACCCTATTTTAACGTGGGAATAGTAGAGGGGAAGTAAC
+AGATCTACCACAATTTTGCATAACAGTTGCGAAAAACCGATTACAATTTT
+TTAATTATTCTGGCTGGATTACCGCCCACGACAACGTTGTCCGGGACATC
+TTTTGTGACAACTGCACCTGAGGCTACCACGACGTTATCACCAATGGTCA
+CACCAGGGTTAATGACCGCGCGTCCGCCAATCCAGACGTTATTACCGATG
+GTGACGGGTTTCCCCAGTTCAGCACCGCTATTACGTGCTACAGGGTCGAT
+GGGATGTGTTGCCGTGTAGATATGAACGCCTGGTGCCAACATACAGTTAT
+CACCGATGCGAATAGGGCAGACATCAAGCATCACGCAATCGAAGTTGGCG
+AAAAAATTATTACCGAGAAAAATGTTATAGCCATAGTCACAGCGAAACGT
+TGGCTCAATATAAGCCTCTGTCACCTGACCGAATAGATCAGCGAGAATTT
+GCTGGCGTAATGTGTGCTCTTCCGCCAGGGAATGATTGTATCGGTGAATA
+AGCTGACGAGCGCGCAGGCGATCGCGAGATAACGTCTCATCTGCCGAGCG
+ATACAACTCACCAGCAATCATCTTTTCTTTTTCTGTGCTCATTACTGACC
+TCCGGTTGCTGAAAATGCGGCAACACAGTAAGACGAAAAGTCAGTGAAGA
+GAACGTTCCCATTACATCTGTGTGATAAAGATCACATAGGGTATGTCTTC
+ATGGCGAAAAAGTATAAAATTCTTAATAAACAGCCGGTTATAGCTCCGAA
+AGCGAATTATTTATTAGCGAATAAATTTCCATACTGAGGAAGGGATCTTG
+TCGTACAGTTTATTCATGGTCAATTCGGCGAGGCGGTGATCTGCGGCTGA
+GTAAAATACCGCCAGTTCATTATCTGATAATTCGTATTTATTTTTCTCGA
+TAACACGCTCCAGCGTGTCAATTGTCTGGCAACGACGTAAACGCATTAAA
+TAATCGGTTTTCGTTAAAGGTTTTTCGGACATACTTCTACCTATGGTTGT
+AATAATTCTAACAAGATAAACTCGCAGGATTCTCTTTCGTCGCATTGACA
+AAACAACGGAATAGTCGATTACCTGACTTCCGCCATTTCTGAAGATCCTG
+CATATTAATACCATAACTACTGAACAACATAAAGGTGTCATCCAGATATT
+CGTCGATCTGCTCAATGAGCTTATTGTCTTCATTATACTTAATTTTGTAA
+TTAAGTGCGAAGGTCGCAATATGCTCAATCAGTTCATTCAACTGGAGGTT
+GATCGCCGAGGTTGGGTCGTTTACCCAGCCATGATTGCTTTCTTCAAGGT
+TTGCAAGGCAGTCATGATACAGGGTTTCACAGAGAAACTTAAGCTGTGCG
+ATATCATGTCTTTTGGGTGAGTATTCATCCATAACGCGTCCCCTTCTTAG
+CGGTTGAACTAACGGACACCTTTCGGGATGGAAAAAACTTACTGACCTGG
diff --git a/testsuite/hairpin.sto b/testsuite/hairpin.sto
new file mode 100644
index 0000000..16a6db1
--- /dev/null
+++ b/testsuite/hairpin.sto
@@ -0,0 +1,14 @@
+# STOCKHOLM 1.0
+
+#=GC SS_cons <<<<..>>>>
+seq1 GGGGAACCCC
+seq2 GGGGAACCCC
+seq3 GGGGAACCCC
+seq4 GGGGAACCCC
+seq5 GGGGAACCCC
+seq6 GGGGAACCCC
+seq7 GGGGAACCCC
+seq8 GGGGAACCCC
+seq9 GGGGAACCCC
+seq10 GGGGAACCCC
+//
\ No newline at end of file
diff --git a/testsuite/mito-ascaris.fa b/testsuite/mito-ascaris.fa
new file mode 100644
index 0000000..3d59d5d
--- /dev/null
+++ b/testsuite/mito-ascaris.fa
@@ -0,0 +1,287 @@
+>NC_001327 Ascaris suum mitochondrion, complete genome.
+cagtaggtagtttatttttaaaatgtagtatttgggttactgtgaatttt
+tactgaaaacttttagtttaatttagaatttctcgcttacaatgagaggg
+tttattaagttttttgttgggtagtttcttttttttggctattattagct
+gtgttataagctatattaatgtggaccctatgaagagtagctttttttta
+attttttctttgttgatggttatgcctttgatttctttttttttgcatgt
+atggttttcttactttatttgtttgttatttctaagtgggatttttgtta
+ttttggtttatttttctagtttatctaagatcggttatgtggtaacacct
+ttttattttgtcggaggtgttttgtctgtattttttttttaccctttttt
+ttatagggtaactgatgttgttgctgttaataatttttattttagtgttt
+attggatgttgttggtctgggtgatttttgttttaattttttttataaat
+ttcacaagttattttttaaacttttcgggggctttgcgaaaagtttagta
+attatttttatttttattagatttttgtcattgttttttaagtggcaacg
+tttgatgtttattttgatttcattggagtttattgtgataaggttattta
+ttttattttcgggtgatttgaatgaaatgatgtttttttattttatgtgt
+tttagtgttgtttctagtgttttaggtatggttgttatagttggaaatgt
+taagttttatggaagagatttgtgtttattttagacagatttaagttaag
+tttaaactcttggttttcaaaaccaaaaattttactctgtagagatatta
+gtataaattttttgtatatttctttttcgaagaaaaggtttattatctta
+tttaagttttacttataaggatttaaaatttgattatggttttaggtagt
+gttataatgatgttatctgttttggattcattgaatgggcaataattttt
+taccctggcattttgtcgtttgtataaattttgttccagaataatcggct
+agactttataaacttgaactctaattgatgttagtttagggttttgtaaa
+tatatcttgttttttagggtgaaatcgggaatttttattgataatgctct
+aatctttaagatttggtgaatgaatcagattagtacctgattaaacaaaa
+attaaaagagcaggagtaaagttgtatttaaactgtaagaatattggcag
+gtttttaaattatctttggaggttgagtagtaattgagaaccctcattaa
+caacttttactgtaggcgcatgtatgatcgtttattttattcttaaggat
+tgtaattttagattaatttattttctgtaaaaatagataaatacttggtg
+tatgtaaaagatttaatttgacctacaatatgctatcttgtggatacttt
+tttagtagaaggttgaaaatgtaaaagacagtaagtttttttttatataa
+agctgaagtttatttaaaaacggtacaaatcatccatcaattgccttcag
+gggagtaagttgtagtaaagtagagttaggggaacctggctctagtaatt
+aataaggttgtcttaatgaactagttgtttgtgttttgaaaacacaattt
+aggtttttaacctatagttttttttgttgacagggggggacctgtcaata
+ttttttatttagggtatttttatattttttttattttgtttctattttag
+ggtacttttataattaatttatttgagtatctatgaaaaaaaatttttga
+ttattaagtttttaaattagttttaacttgttttgtcttttatataggtt
+tattttgtgataaccctaatttttgtatatttctgggtgtgtcttttgtg
+gtgaataaaaacgttatgtgtggatatatatatatatatatatatgtata
+tatatatatatatacgtatatatatatgtatatatatacgtatatataca
+tatatgtatataaataaataaatacatatatgtatttatatatatatata
+tatatatatatatttgtatatatatatatatatgttatttcaaaaataag
+tatattaagaatataatatacttattttgaaaataaagatatggtataag
+acataatccggaatataaaaatgtaggattatgtcttataccatatctaa
+tattataaacttagtttattaaatatatatatatatatatatatatatat
+atatatacattaaatcatttagatatgtttataaattataattaaaggtt
+aactaaataattatatatatatatatatatatatacaagtgtaaagatat
+gaatataaatatatatatatatatatatatatatatatatatatagttag
+taatagtaatatatacatatataattatatatgtatatattaattaacca
+aaaaccttttcaatcaattgaaaaccttttatatctttatgttttagtaa
+attggttacctaattagttatgtaaatagtaaatagatatgtaaataatg
+aagagtttaagagttagtttaatattagaattgttgactgttgatcaatg
+ggtgattctcttagtttgtgttgtaaaagattagtttattattaaaatgt
+tagattgtaaatctaaagaattttttcttttgttgattttgatgttggtt
+caggttattttaattatgatttttgttattcagtctattgcttttgttac
+tttgtatgagcgtcatttattgggtggtagccagcagcgtattggtccta
+ataaggttagttttataggtttcttgcaggctatttttgatggtgttaaa
+cttttaaaaaaggagcagatgactcctctgaattcttcggaaatttcttt
+tattttggttcctggtattttttttattgttatgtatttagagtggtttg
+ttttaccttttttttatgattttatgacttttgagtactctattcttttt
+tttttgtgtttgattgggttttctgtatatacaactttggttagtggtat
+ggtaagaaagtctaagtatggtatggtaggtgctattcgtgctagtagtc
+agagggtttcttatgagattgctttttctttgtatttgttggctattgtg
+atgcatattaatatgttttgtttttttaggttttttaacttaagtttgtt
+tattgtttatttaccttttctttttatggttttggcagagttaaatcgtg
+ctccttttgattttgctgagggtgagagtgagttggttagaggctataat
+gttgagtattctagagtagcttttgtgttgttgtttttaggtgaatatgg
+ggctttgttgttttttaggactttgacttcggttttgttttttggtttta
+ggtatgttgttatttattgtatgtttactattttggtgtttgtgcgtagt
+tcttatcctcgttttcgttatgatctaataatgtattttttttggtttaa
+gttgttaccggtgtctttaatttttttgggttattttgttatttttcttt
+tttagtttatattactaatgtttattttttggatatttttatgtttgttt
+atgttttgcagtttttgttttattttaaggagagtatgttgggagttttg
+gttaataaatttttaggacttttggtggtggtttttagttatactgatag
+tttacctttaagttctgtaatttcagtttttacttttttggtattgttga
+cttgttgttttgggggttattttatgtattctttttgtccttgtggtatg
+attgagtttacttttgtttatgctatggtggcttgattaagaactcttct
+tacttttattacgagtgaaaagttttctatttatatttctaaagctgggg
+ataggtttttgaaaacttttagtatgttgttggtagagttggttagagag
+gtttctcgtccgttggctttaacggtgcgtttaactgttaatgttttggt
+tgggcatgttattagtatgatattgtatcagttgctggagttatatttgg
+gtattttttatgtttggattgttgttttggctattgttatagagtgtttt
+gttttttttattcaaagttatattttttcgcgtttgatttatttgtattt
+aaatgaatagttttgtttggggtgttaacttaagtttaaagtgttagatt
+tttaatctggaaatgggttgtcacatcctggttttgttgttatagcataa
+gaagtgcatttgttttaagcgtaaaagatatgggacaactgacaaatgtt
+ttcaggtcttctaaatctgttttggagaaatccgtttgtttttgttgctt
+tttttttgtatttttgtggtttttctttgtgttttgaatttttttactag
+aaatgttttggtttgatggagtgtgtttttgttgataactgttgtttttg
+tttgtctgtctaaggggtctggttcttatgtgggtattttaaattatttt
+gttattcaagaaagtttggggttattttttttggtgtttaatgttttttt
+gttacaattttttattgttatgatgaaggttggtgtggctccttttcatt
+tttgggtttttagtgtaaccggatctctgtatgattggttgttgatgtgg
+tttttgacttttcagaagttaccttttttgcctgttttggtccagttgtt
+tgattttagggctttttttatttttttgtttggaatttgtgtgtgttatt
+ttcagttgtttgttttgaagggctataagagtatgatggttatttcttct
+acagagtcttttaattgagttgttttaacttgttttttatctgttgttaa
+tgttatttatttatttttttattatgttgttttaatggcttttttaatac
+cgaattttaatgttaaggattttaattttgttaattgggaagtcttgttg
+gtttttttaaatgttccttttagtgtttctttttttattaagatttttgt
+tttgagggaggtttttaaattggatgggttgtttttgttgtttttgttgt
+tgatgatgtttttatctatgttgtgttttagtttgtgattggttaatatg
+agtgttaaaaatatgaagatgttgggtgataattttaaggttttattttt
+tttggtgtttcctataatggtgttttctgttatttattattttagtaaaa
+ttttattatgtcgtcttgataaggcggagttctttttgaaataataggac
+gttaaatagataagctatgcctagttacggtctgggaagagagtcgtctt
+ttttatactttagtttaggaagaatatttatttttggtgtaaaagggttg
+tagtatagagagagggagaggttactctgttagtttatgttttaaaatat
+gactttgaagaagttgggaaatgttaggagtgattaagttggattttgtt
+aattctatggttgttaggttaccgtctagtaaggttttaacttatggttg
+gaattttggtagtatgttgggcatggttttgggttttcagattttgactg
+gtacttttttggctttttattattctaatgatggtgctttggcctttttg
+agtgttcaatacattatatatgaagttaattttggttggatttttcgtgt
+tttacattttaatggtgctagtttgttttttatttttttgtatttgcatt
+tatttaagggattgttttttatgagttatcgtttgaagaaggtttgggta
+tctggtattgtaattcttcttttggttataatggaggcttttatgggtta
+tgttttagtgtgggcacaaatgaggttttgggcttctgtggttatcacta
+gtttattgagtgtaattcctgtctgaggttttgctattgttacttgaatc
+tgaagtgggtttacggtttctagtgctactttgaaatttttttttgtttt
+gcattttttggtgccttgggggttgttgttattagttttattacatttgg
+tttttttgcatgagactggaagaacttctaaattgtactgtcatggtgat
+tatgataaggtttgtttttatcctgagtattgggtcaaggactttttgaa
+tgtggtagtttggtttgtttttatttttttttctttgggttacccgtttc
+ttttgggtgatcctgaaatgtttattgagtctgatcctataatgaggcct
+gttcatattgtgcctgagtgatattttttgtttgcttatgctattttgcg
+tgctattcctaataaggttttgggggttgtgtctttgtttgctagtattt
+tggttcttgttgtttttgttttggtgaataactatgtttctgtgatgtct
+aaattgaataagtttcttgtttttgtttttatttttgttttggtggtttt
+gagttgacttgggcagtgtttggttgaggatccgtttgtttttttaagta
+tggttttttcttttttgtatttttttgttatttttttattatttttggtg
+tattattttgctggtcgtgtttttatgtagtgggtttagttggtgtatat
+atagtataaaaaatatgatagatttaggttctatagatggtttgtatact
+gtttttcataattttcatattttaagtctttctaggtacccaattttgat
+tttttgtagttctttgggttttactagttctttagtagttttttttaaga
+atggtatttttggtggtttgttgttttgtttattttctatttttttggtt
+tcttttgcttggggtaaagatattgttatggagggtcttagtggttacca
+taatttttttgttatggatggttttaagtttggtgttttagtgtttattt
+ttagtgagtttatgtttttttttggtattttttggactttttttgatgct
+gcattggttcctgctcatgatgttggtggtgtctggtctcctattggtat
+acatttggtgaatccttttggggtacctttgttgaatactattattcttt
+taagtagtggtgtgtctgttacttgagctcattatagacttttgagtaat
+aaggggtgtgctaatagtttgatattaacctgtattttggctgtttattt
+tactggtattcaattgatggagtataaggaggctagtttttctatttctg
+atggtatttttggtagtatcttttatttatctaccggttttcatggggtt
+catgtgttgtttggtggattatttttgttttttaatctattacgtttatt
+aatgtctcattttaattataatcatcatcttggtttggagtttgccatta
+tttattggcattttgtagatgtagtttggttgtttttgtttgtttttgtt
+tattgatgatcttattaagccatgttagtttatgtgaaaatgtgtgattt
+gtaatcgtgggtagtttgtggctttgttagatattttgttattttcttta
+tattttttttttgagccggttttgttttttttttttatagtagtgtttgg
+gtttgtggctttgaataattattcgtggttaggttgtttttacttttttg
+actctttttcttttattttgttgattgttatgagtctgtttattttgggg
+gtggttttattgagggaaagtaattttatgcttcttttgttgtcagaagt
+tttggttgttgtttgtgtgtttttttttgttccttctaatgtaattttaa
+tatatatgtattttgagttgtccatgtttcctattttggttataattctt
+ggttatggttcccagattgagaaaattaattcttcttattatttaatttt
+ttatgctgctctttgttctttccctttcttgtttgtttattttaagaggt
+ttttttttattagtttggtttattttgattttaatttatcttgggaaatg
+gtttttgttttgagtttaagatttatgataaaatttcctgtttattttct
+tcatttatggttacctaaggctcatgtagaagctcctactacggctagta
+tgttgttggctggtttgttacttaagttgggaactgctggatttttacgt
+attttgggttgtttgagttttgtgcacaataatgtgtggattgtattggc
+ttttttggggataattttggcttctttttgttgtatgtttcaaagtgatg
+ctaaggctttagccgcttattcttctattactcatataaggtttgttttg
+atggctcttgtttttattattatgtctggtaaaactggtggtgttatttt
+aatgttggctcatgggtacacttctactcttatgttttatcttgtagggg
+aattttatcatgtttctggtaggcggatggtttattatatgagtagattt
+tttggttctggtatgattatggcgcttctttttgctgtggtgtttttatc
+taatatgggtacccctccttctttgtcttttttatcagaatttattgtaa
+tttcttcgtctttaaatatgatgaaatttagtttttgggtgttatttgtt
+tattttttctcggctttttattactctatttatttgttaaccagatctgt
+tatgggaaaaggttatgtaaattttaggatttgaaatgtgggattttctg
+ttcctttggtgtttataatgtataatattttttggataagtgtttttttt
+taaaaaagtaaggtttaggttctaacgaaaggtttttttttcgttagttt
+ttgtttaattgctaaaaatgttttgatttttaggactaaatttaggtttt
+gaatgtgatagttttaattgattagtggtttttataaatatcaaggtggg
+ttgtctgtttgattggaaagttctaatcataaggatattggtactttgta
+ttttttgtttggtttgtggtctggtatggttggtactaggttgtctttgg
+tgattcgtttggaattggctaaacctggtcttcttttgggtagtggtcag
+ttatacaattctgttattactgcgcatgctattttgatgattttttttat
+agttatacctactatgattggtggttttggtaattgaatgttgcctttga
+tgttgggggcccctgatatgagttttcctcgtttaaataatttaagtttt
+tggttgttgcctactgctatgtttttaattttggatgcttgttttgttga
+tatgggttgtggtactagttggactgtttatcctcctttgagtactatgg
+gtcatcctggtggtagggttgatcttgctatttttagtttgcattgtgct
+ggggttagatcnattttgggtgctattaattttatgactactactaagaa
+tttgcgtagtagttctatttctttggaacatatgagattgtttgtttgaa
+ctgtttttgttactgtttttttgttggttttatctttacctgttttggct
+ggggctattactatgttgttaactgatcgtaatcttaatacttctttttt
+tgatcctaggactggtggtaaccctttgatttatcaacatttattttggt
+tttttggtcatcctgaggtttatattttgattttaccggcttttggtatt
+attagtcagagtagtttgtatctgactggtaaaaaggaggtttttgggtc
+tttgggtatggtttatgctattttgagtattggtttaattggttgtgttg
+tttgagctcatcatatgtatactgttggtatggatcttgactctcgggct
+tattttactgctgcaactatggttattgctgttcctactggtgttaaggt
+ttttagttggttggctaccttgtttggtataaagatggtttttcaacctt
+tacttttatgagttatgggttttatttttttgtttactattggtgggtta
+accggggttatgctttctaattctagtttggatattatcttgcatgatac
+ttattatgttgttagtcattttcattatgtccttagtttgggggctgttt
+ttggtatttttacgggtgtgactttgtggtgaagttttattactggtttt
+gtttatgataagatgataatgagaagtgtttttgttttaatgtttgttgg
+ggttaatttaactttttttcctttacattttgctggtattcatggttatc
+ctcgtaagtatttggattatcctgatgtttattctgtttgaaatattatg
+gcttcttatgggtctataattagtgtgtttgctttgtttttgtttattta
+tgttttgttggagtcttttgtgggtcatcgtatttttttgtttgattatt
+atgtaaatagtggccctgagtatagtcttagtggctatgtttttggtcat
+agttaccagtctgagattttttataggtctattgtttttaagttttagag
+tctttagtatatttttagtatgcttaattgcagattaggtggatttgtgg
+gctttgttgaataagataggataagttgagtctgtgaggttcataccctc
+ttggtgtttttctcttattgaaaactatagtataattttttattatacct
+tattgtcgatggggagaatttttagttttatgttgatcttttagtatatt
+tttgtacatttgacttccaatcagatagttttaaaggttattgaataatt
+tttttcaagattttaatttgttgttttctagtagtttgttttctagttat
+atagattggttttataattttaattgtaggcttttatttggtgttttatc
+ttttgtttctactatgtttgtttatcttttgttaagtagtttttatttta
+agagtaagaagattgagtatcagtttggtgagttattatgtagggtgttt
+cctactttgattttggttatgcaaatggtgccttctttaagtttgttgta
+ttattatggtttaatgaatttggataggagtttgactgttaaggtaactg
+gacatcagtgatattgaagttatgaatttagggatatccctggtttggaa
+tttgattcttatatgaagtctttggatcagttggagttgggtgaacctcg
+tcttttggaggttgataatcgttgtgttgtgccttgtgatgttaatatcc
+gtttttgtattacttctggtgatgttattcattcttgggctttacctagt
+atgtctattaagttagatgctatgagtggaattttgagtactttgtctta
+tagttttcctgtggttggtgtattttatggtcaatgttctgaaatttgtg
+gtgctaatcatagttttatacctgtggctttggaagttactcttttggat
+aattttaagagttggtgtgtggggttattgagtgattagaagctttgtag
+tttatgtgaaaatgcttgtttgtgatatgagtgaaattggagctttagta
+ttttttttttcattttttagtattgtgtactatttagggaaaataacatt
+tgtttatgttaaatagaaagaaaaggtagaagattaataagtttatttgt
+ttcacaaataaaattatttgttttggtgttgatatgtcgacttttttgtt
+atctgtttatttttttttattagaaagttatatggtttgtttgtatgtta
+ggaagttaagattttgtagtgttctttttttgtgttttataacgttttct
+ttttttttaattggatggttttgtttttattaattttttaataaatttat
+aattttgaatttagtagttttgtttaaatttttgttttttattttaattt
+ttttgtgtgaacttgtcttttggtcaaatgttttttaaagacttaggtct
+tttttgagactggcctctgctctatgtttttataaatggcagtcttagcg
+tgaggacattaaggtagcaaaataatttgtgcttttaatgggttctagta
+tgaatggggttagtggctaattttttacttttatttttatgaattagttt
+tgtgtttaagaaataatggttgatattacacaaagataagtcttcggaaa
+tttttttattaaatatttttttatttttttaatatgttttctagggtaga
+atgttttgtaactttttttactaattttaatttaaaaaattacttcggag
+ttaacagaaagtcatatctgatttagttcttataataatgataagtttta
+catcgatgttgtattttagttcttaaagggaggagaggattttaggtttt
+agactgttcttctattattaaactaaacgtgatattagtttaattcatcg
+tgagatagaattgtttatcttggtaatgtcttaattttaattactgaaag
+tacgaaaggaaatttgttggagtttgataactttttgaaagtgttagtac
+tttttttgttggttttggttatggttgttttatttacgttagttttgtta
+tttgtgttttatattggtaattttgttttgagatgtaaggatttttataa
+gaataagatttcttcttttgagtgtggttttgttaggattggtaaaattc
+agaattcttttagtattcatttttttattatgatgcttatgtttgttatt
+tttgatttggaggtggtgatgtttcttgggattttggtttctgatttaaa
+ttctttgattagattttttatgttgttaatatttatttttggtggttttt
+atatggagtggtggtatggtaagttggtttggttgatttagattgatatt
+tctatttttttgatggtttttttattattttgtgtttctttgtttttgat
+tttttttgtttcttgtgttaagttgtcatttttttttgtggaatgggatt
+ttttgtcttttaaaatttctgtttattttaatagaattatgttttcttta
+attttgcttttggttactattagagttttggtttttagtacttattattt
+aagaggggaacttaattttaattattattactttatgttacttgtttttg
+tgggtagaatgtttaggttgattttcagtagtggttgtttttctatatta
+gttagttgggatttgttgggtatttctagtttttttttagttttgtttta
+caataattgagataggtgtagaggggctatgaatactgttttgacaaacc
+gtttaggtgatttttttttatttgtttttttttctagaacaatctttagt
+agttattatttcttgaggttgtcttttttttgttgattatcgtctttgat
+acttttattggcatcttttactaagagtgctcagtttccttttagaggtt
+gattacctaaagctatgagagctccgactcctattagttctcttgtacat
+agaagtactttggttacagctggtttggttttgattataaatttttctga
+gataatccttaataaggatgtgattatgatcattatagttgtgggtgttt
+ttactatgtttttttctagtatagctgctttggttgaggaggatttgaaa
+aaagttgtagccttaagaactttatctcagatagggttttctatgttgac
+agttggtattggtttgagttttgtttcttttattcatttgttaaggcatg
+ctctttttaaaaggtgtctttttatacaggttggttatttgattcattgt
+tctttaggtcaacaagatggccgtaattatagtaatttgggtaatgtacc
+ttattttattcaacttcagttgttagtaactttgttttgtttatgtggtt
+tggtgttttccagtggtgctgtaagtaaggattatattttagagtttttt
+ttttctaatttttttatggtggtttttgcttgtatgtttttcttttctgt
+ttttttaacttttggttataggtaccgtttatggaagggattttttataa
+gttttagacgtcctgtcttttgttttagtagtagggttgttatgaatttt
+ttaagtttgttgttagttttgttttctattttttttatttggtgaataaa
+ttttaatatgttgtgtataccgtgtctttttttgtatgtggacttttttg
+ttcctttgttttttgttgttataattatggttgttgggtttttatgtgtt
+aaattgttactaaaggagtttgtatataagtttttggttgacttttttgc
+taaaggttgggtttatggattgaagaattataagttttttgatttgtttt
+tagggggtattaattctcttggtgtaacttttttttcttttactggtttt
+tgaagtaatagttatatgaaaagtttgtattttaattctgttgtgattgt
+tttggttttgtttttttttttagtttggggctgtattttaagtttaaaat
+atgcgctttgcaagcggatgattctggctctatg
diff --git a/testsuite/mito-ascaris.gb b/testsuite/mito-ascaris.gb
new file mode 100644
index 0000000..a354421
--- /dev/null
+++ b/testsuite/mito-ascaris.gb
@@ -0,0 +1,533 @@
+LOCUS NC_001327 14284 bp DNA circular INV 25-AUG-1999
+DEFINITION Ascaris suum mitochondrion, complete genome.
+ACCESSION NC_001327
+VERSION NC_001327.1 GI:5834871
+KEYWORDS .
+SOURCE pig roundworm.
+ ORGANISM Mitochondrion Ascaris suum
+ Eukaryota; Metazoa; Nematoda; Chromadorea; Ascaridida;
+ Ascaridoidea; Ascarididae; Ascaris.
+REFERENCE 1 (bases 1 to 14284)
+ AUTHORS Okimoto,R., Macfarlane,J.L. and Wolstenholme,D.R.
+ TITLE Evidence for the frequent use of TTG as the translation initiation
+ codon of mitochondrial protein genes in the nematodes, Ascaris suum
+ and Caenorhabditis elegans
+ JOURNAL Nucleic Acids Res. 18 (20), 6113-6118 (1990)
+ MEDLINE 91045077
+REFERENCE 2 (bases 1 to 14284)
+ AUTHORS Okimoto,R., Macfarlane,J.L., Clary,D.O. and Wolstenholme,D.R.
+ TITLE The mitochondrial genomes of two nematodes, Caenorhabditis elegans
+ and Ascaris suum
+ JOURNAL Genetics 130 (3), 471-498 (1992)
+ MEDLINE 92201635
+REFERENCE 3 (bases 1 to 14284)
+ AUTHORS Wolstenholme,D.R., Okimoto,R. and Macfarlane,J.L.
+ TITLE Nucleotide correlations that suggest tertiary interactions in the
+ TV-replacement loop-containing mitochondrial tRNAs of the
+ nematodes, Caenorhabditis elegans and Ascaris suum
+ JOURNAL Nucleic Acids Res. 22 (20), 4300-4306 (1994)
+ MEDLINE 95023204
+REFERENCE 4 (bases 1 to 14284)
+ AUTHORS Wolstenholme,D.R.
+ TITLE Direct Submission
+ JOURNAL Submitted (09-AUG-1990) Wolstenholme D.R., Biology Department,
+ University of Utah, Salt Lake City, UT 84112, USA
+COMMENT PROVISIONAL REFSEQ: This record has not yet been subject to final
+ NCBI review. The reference sequence was derived from X54253.
+ See also X54252 for C. elegans mitochondrial genome.
+FEATURES Location/Qualifiers
+ source 1..14284
+ /organism="Ascaris suum"
+ /organelle="mitochondrion"
+ /db_xref="taxon:6253"
+ /tissue_type="body wall muscle and egg."
+ tRNA 1..56
+ /product="tRNA-Pro"
+ tRNA 57..113
+ /product="tRNA-Val"
+ gene 114..548
+ /gene="ND6"
+ CDS 114..548
+ /gene="ND6"
+ /codon_start=1
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 6"
+ /protein_id="NP_006941.1"
+ /db_xref="GI:5834872"
+ /db_xref="SWISS-PROT:P24873"
+ /translation="MLGSFFFLAIISCVMSYINVDPMKSSFFLIFSLLMVMPLISFFL
+ HVWFSYFICLLFLSGIFVILVYFSSLSKIGYVVTPFYFVGGVLSVFFFYPFFYSVTDV
+ VAVNNFYFSVYWMLLVWVIFVLIFFMNFTSYFLNFSGALRKV"
+ gene 551..784
+ /gene="ND4L"
+ CDS 551..784
+ /gene="ND4L"
+ /codon_start=1
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 4L"
+ /protein_id="NP_006942.1"
+ /db_xref="GI:5834873"
+ /db_xref="SWISS-PROT:P24874"
+ /translation="MIFIFISFLSLFFKWQRLMFILISLEFIVMSLFILFSGDLNEMM
+ FFYFMCFSVVSSVLGMVVMVGNVKFYGSDLCLF"
+ tRNA 785..841
+ /product="tRNA-Trp"
+ tRNA 842..900
+ /product="tRNA-Glu"
+ rRNA 901..1601
+ /product="s-rRNA"
+ tRNA 1618..1671
+ /product="tRNA-Ser"
+ /note="codons recognized: UCN"
+ misc_feature 1672..2557
+ /product="AT-region"
+ tRNA 2558..2614
+ /product="tRNA-Asn"
+ tRNA 2625..2682
+ /product="tRNA-Tyr"
+ gene 2683..3555
+ /gene="ND1"
+ CDS 2683..3555
+ /gene="ND1"
+ /codon_start=1
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 1"
+ /protein_id="NP_006943.1"
+ /db_xref="GI:5834874"
+ /db_xref="SWISS-PROT:P24875"
+ /translation="MILMLVQVILIMIFVIQSIAFVTLYERHLLGGSQQRIGPNKVSF
+ MGFLQAIFDGVKLLKKEQMTPLNSSEISFILVPGIFFIVMYLEWFVLPFFYDFMTFEY
+ SILFFLCLIGFSVYTTLVSGMVSKSKYGMVGAIRASSQSVSYEIAFSLYLLAIVMHIN
+ MFCFFSFFNLSLFIVYLPFLFMVLAELNRAPFDFAEGESELVSGYNVEYSSVAFVLLF
+ LGEYGALLFFSTLTSVLFFGFSYVVIYCMFTILVFVRSSYPRFRYDLMMYFFWFKLLP
+ VSLIFLGYFVIFLF"
+ gene 3561..4160
+ /gene="ATP6"
+ CDS 3561..4160
+ /gene="ATP6"
+ /codon_start=1
+ /transl_table=5
+ /product="ATP synthase F0 subunit 6"
+ /protein_id="NP_006944.1"
+ /db_xref="GI:5834875"
+ /db_xref="SWISS-PROT:P24876"
+ /translation="MTNVYFLDIFMFVYVLQFLFYFKESMLGVLVNKFLGLLVVVFSY
+ TDSLPLSSVISVFTFLVLLTCCFGGYFMYSFCPCGMIEFTFVYAMVAWLSTLLTFITS
+ EKFSIYISKAGDSFLKTFSMLLVELVSEVSRPLALTVRLTVNVLVGHVISMMLYQLLE
+ LYLGIFYVWIVVLAIVMECFVFFIQSYIFSRLIYLYLNE"
+ tRNA 4169..4230
+ /product="tRNA-Lys"
+ tRNA 4236..4290
+ /product="tRNA-Leu"
+ /note="codons recognized: UUR"
+ tRNA 4291..4341
+ /product="tRNA-Ser"
+ /note="codons recognized: AGN"
+ gene 4342..5244
+ /gene="ND2"
+ CDS 4342..5244
+ /gene="ND2"
+ /codon_start=1
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 2"
+ /protein_id="NP_006945.1"
+ /db_xref="GI:5834876"
+ /db_xref="SWISS-PROT:P24877"
+ /translation="MLLFFCIFVVFLCVLNFFTSNVLVWWSVFLLMTVVFVCLSKGSG
+ SYVGILNYFVIQESLGLFFLVFNVFLLQFFIVMMKVGVAPFHFWVFSVTGSLYDWLLM
+ WFLTFQKLPFLPVLVQLFDFSAFFIFLFGICVCYFQLFVLKGYKSMMVISSTESFNWV
+ VLTCFLSVVNVIYLFFYYVVLMAFLMPNFNVKDFNFVNWEVLLVFLNVPFSVSFFIKI
+ FVLSEVFKLDGLFLLFLLLMMFLSMLCFSLWLVNMSVKNMKMLGDNFKVLFFLVFPMM
+ VFSVIYYFSKILLCRLDKAEFFLK"
+ tRNA 5186..5246
+ /product="tRNA-Ile"
+ tRNA 5247..5300
+ /product="tRNA-Arg"
+ tRNA 5304..5358
+ /product="tRNA-Gln"
+ tRNA 5374..5432
+ /product="tRNA-Phe"
+ gene 5433..6530
+ /gene="CYTB"
+ CDS 5433..6530
+ /gene="CYTB"
+ /codon_start=1
+ /transl_table=5
+ /product="cytochrome b"
+ /protein_id="NP_006946.1"
+ /db_xref="GI:5834877"
+ /db_xref="SWISS-PROT:P24878"
+ /translation="MKLDFVNSMVVSLPSSKVLTYGWNFGSMLGMVLGFQILTGTFLA
+ FYYSNDGALAFLSVQYIMYEVNFGWIFRVLHFNGASLFFIFLYLHLFKGLFFMSYRLK
+ KVWVSGIVILLLVMMEAFMGYVLVWAQMSFWASVVITSLLSVIPVWGFAIVTWIWSGF
+ TVSSATLKFFFVLHFLVPWGLLLLVLLHLVFLHETGSTSKLYCHGDYDKVCFYPEYWV
+ KDFLNVVVWFVFIFFSLGYPFLLGDPEMFIESDPMMSPVHIVPEWYFLFAYAILRAIP
+ NKVLGVVSLFASILVLVVFVLVNNYVSVMSKLNKFLVFVFIFVLVVLSWLGQCLVEDP
+ FVFLSMVFSFLYFFVIFLLFLVYYFAGRVFM"
+ tRNA 6545..6600
+ /product="tRNA-Leu"
+ /note="codons recognized: CUN"
+ gene 6601..7368
+ /gene="COX3"
+ CDS 6601..7368
+ /gene="COX3"
+ /codon_start=1
+ /transl_except=(pos:6601..6603,aa:Met)
+ /transl_table=5
+ /product="cytochrome c oxidase subunit III"
+ /protein_id="NP_006947.1"
+ /db_xref="GI:5834878"
+ /db_xref="SWISS-PROT:P24879"
+ /translation="MFHNFHILSLSSYPILIFCSSLGFTSSLVVFFKNGIFGGLLFCL
+ FSIFLVSFAWGKDIVMEGLSGYHNFFVMDGFKFGVLVFIFSEFMFFFGIFWTFFDAAL
+ VPAHDVGGVWSPIGMHLVNPFGVPLLNTIILLSSGVSVTWAHYSLLSNKGCANSLMLT
+ CILAVYFTGIQLMEYKEASFSISDGIFGSIFYLSTGFHGVHVLFGGLFLFFNLLRLLM
+ SHFNYNHHLGLEFAIIYWHFVDVVWLFLFVFVYWWSY"
+ tRNA 7369..7423
+ /product="tRNA-Thr"
+ gene 7424..8653
+ /gene="ND4"
+ CDS 7424..8653
+ /gene="ND4"
+ /codon_start=1
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 4"
+ /protein_id="NP_006948.1"
+ /db_xref="GI:5834879"
+ /db_xref="SWISS-PROT:P24880"
+ /translation="MLDILLFSLYFFFEPVLFFFFMVVFGFVALNNYSWLGCFYFFDS
+ FSFILLIVMSLFILGVVLLSESNFMLLLLSEVLVVVCVFFFVPSNVILMYMYFELSMF
+ PILVMILGYGSQIEKINSSYYLIFYAALCSFPFLFVYFKSFFFISLVYFDFNLSWEMV
+ FVLSLSFMMKFPVYFLHLWLPKAHVEAPTTASMLLAGLLLKLGTAGFLRILGCLSFVH
+ NNVWIVLAFLGMILASFCCMFQSDAKALAAYSSITHMSFVLMALVFIIMSGKTGGVIL
+ MLAHGYTSTLMFYLVGEFYHVSGSRMVYYMSSFFGSGMIMALLFAVVFLSNMGTPPSL
+ SFLSEFIVISSSLNMMKFSFWVLFVYFFSAFYYSIYLLTSSVMGKGYVNFSIWNVGFS
+ VPLVFMMYNIFWMSVFF"
+ misc_feature 8654..8770
+ /product="intergenic region"
+ gene 8771..10348
+ /gene="COX1"
+ CDS 8771..10348
+ /gene="COX1"
+ /codon_start=1
+ /transl_table=5
+ /product="cytochrome c oxidase subunit I"
+ /protein_id="NP_006949.1"
+ /db_xref="GI:5834880"
+ /db_xref="SWISS-PROT:P24881"
+ /translation="MSGFYKYQGGLSVWLESSNHKDIGTLYFLFGLWSGMVGTSLSLV
+ IRLELAKPGLLLGSGQLYNSVITAHAILMIFFMVMPTMIGGFGNWMLPLMLGAPDMSF
+ PRLNNLSFWLLPTAMFLILDACFVDMGCGTSWTVYPPLSTMGHPGGSVDLAIFSLHCA
+ GVSSILGAINFMTTTKNLRSSSISLEHMSLFVWTVFVTVFLLVLSLPVLAGAITMLLT
+ DRNLNTSFFDPSTGGNPLIYQHLFWFFGHPEVYILILPAFGIISQSSLYLTGKKEVFG
+ SLGMVYAILSIGLIGCVVWAHHMYTVGMDLDSRAYFTAATMVIAVPTGVKVFSWLATL
+ FGMKMVFQPLLLWVMGFIFLFTIGGLTGVMLSNSSLDIILHDTYYVVSHFHYVLSLGA
+ VFGIFTGVTLWWSFITGFVYDKMMMSSVFVLMFVGVNLTFFPLHFAGIHGYPRKYLDY
+ PDVYSVWNIMASYGSMISVFALFLFIYVLLESFVGHRIFLFDYYVNSGPEYSLSGYVF
+ GHSYQSEIFYSSIVFKF"
+ tRNA 10348..10405
+ /product="tRNA-Cys"
+ tRNA 10410..10470
+ /product="tRNA-Met"
+ tRNA 10471..10530
+ /product="tRNA-Asp"
+ tRNA 10535..10590
+ /product="tRNA-Gly"
+ gene 10591..11289
+ /gene="COX2"
+ CDS 10591..11289
+ /gene="COX2"
+ /codon_start=1
+ /transl_table=5
+ /product="cytochrome c oxidase subunit II"
+ /protein_id="NP_006950.1"
+ /db_xref="GI:5834881"
+ /db_xref="SWISS-PROT:P24882"
+ /translation="MNNFFQDFNLLFSSSLFSSYMDWFYNFNCSLLFGVLSFVSTMFV
+ YLLLSSFYFKSKKIEYQFGELLCSVFPTLILVMQMVPSLSLLYYYGLMNLDSSLTVKV
+ TGHQWYWSYEFSDIPGLEFDSYMKSLDQLELGEPRLLEVDNRCVVPCDVNIRFCITSG
+ DVIHSWALPSMSIKLDAMSGILSTLSYSFPVVGVFYGQCSEICGANHSFMPVALEVTL
+ LDNFKSWCVGLLSD"
+ tRNA 11291..11345
+ /product="tRNA-His"
+ rRNA 11346..12305
+ /product="l-rRNA"
+ gene 12306..12641
+ /gene="ND3"
+ CDS 12306..12641
+ /gene="ND3"
+ /codon_start=1
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 3"
+ /protein_id="NP_006951.1"
+ /db_xref="GI:5834882"
+ /db_xref="SWISS-PROT:P24883"
+ /translation="MLVLVMVVLFTLVLLFVFYIGNFVLSCKDFYKNKISSFECGFVS
+ IGKIQNSFSIHFFIMMLMFVIFDLEVVMFLGILVSDLNSLISFFMLLMFIFGGFYMEW
+ WYGKLVWLI"
+ gene 12642..14284
+ /gene="ND5"
+ CDS 12642..14284
+ /gene="ND5"
+ /codon_start=1
+ /transl_except=(pos:14283..14284,aa:TERM)
+ /transl_table=5
+ /product="NADH dehydrogenase subunit 5"
+ /protein_id="NP_006952.1"
+ /db_xref="GI:5834883"
+ /db_xref="SWISS-PROT:P24884"
+ /translation="MDISIFLMVFLLFCVSLFLIFFVSCVKLSFFFVEWDFLSFKISV
+ YFNSIMFSLILLLVTISVLVFSTYYLSGELNFNYYYFMLLVFVGSMFSLIFSSGCFSM
+ LVSWDLLGISSFFLVLFYNNWDSCSGAMNTVLTNRLGDFFLFVFFSSTIFSSYYFLSL
+ SFFCWLSSLMLLLASFTKSAQFPFSGWLPKAMSAPTPISSLVHSSTLVTAGLVLIMNF
+ SEMILNKDVIMIIMVVGVFTMFFSSMAALVEEDLKKVVALSTLSQMGFSMLTVGIGLS
+ FVSFIHLLSHALFKSCLFMQVGYLIHCSLGQQDGRNYSNLGNVPYFIQLQLLVTLFCL
+ CGLVFSSGAVSKDYILEFFFSNFFMVVFACMFFFSVFLTFGYSYRLWKGFFMSFSRPV
+ FCFSSSVVMNFLSLLLVLFSIFFIWWMNFNMLCMPCLFLYVDFFVPLFFVVMIMVVGF
+ LCVKLLLKEFVYKFLVDFFAKGWVYGLKNYKFFDLFLGGINSLGVTFFSFTGFWSNSY
+ MKSLYFNSVVIVLVLFFFLVWGCILSLKYALCKRMILAL"
+ tRNA 14227..14282
+ /gene="ND5"
+ /product="tRNA-Ala"
+BASE COUNT 3168 a 1095 c 2909 g 7111 t 1 others
+ORIGIN
+ 1 cagtaggtag tttattttta aaatgtagta tttgggttac tgtgaatttt tactgaaaac
+ 61 ttttagttta atttagaatt tctcgcttac aatgagaggg tttattaagt tttttgttgg
+ 121 gtagtttctt ttttttggct attattagct gtgttataag ctatattaat gtggacccta
+ 181 tgaagagtag ctttttttta attttttctt tgttgatggt tatgcctttg atttcttttt
+ 241 ttttgcatgt atggttttct tactttattt gtttgttatt tctaagtggg atttttgtta
+ 301 ttttggttta tttttctagt ttatctaaga tcggttatgt ggtaacacct ttttattttg
+ 361 tcggaggtgt tttgtctgta tttttttttt accctttttt ttatagggta actgatgttg
+ 421 ttgctgttaa taatttttat tttagtgttt attggatgtt gttggtctgg gtgatttttg
+ 481 ttttaatttt ttttataaat ttcacaagtt attttttaaa cttttcgggg gctttgcgaa
+ 541 aagtttagta attattttta tttttattag atttttgtca ttgtttttta agtggcaacg
+ 601 tttgatgttt attttgattt cattggagtt tattgtgata aggttattta ttttattttc
+ 661 gggtgatttg aatgaaatga tgttttttta ttttatgtgt tttagtgttg tttctagtgt
+ 721 tttaggtatg gttgttatag ttggaaatgt taagttttat ggaagagatt tgtgtttatt
+ 781 ttagacagat ttaagttaag tttaaactct tggttttcaa aaccaaaaat tttactctgt
+ 841 agagatatta gtataaattt tttgtatatt tctttttcga agaaaaggtt tattatctta
+ 901 tttaagtttt acttataagg atttaaaatt tgattatggt tttaggtagt gttataatga
+ 961 tgttatctgt tttggattca ttgaatgggc aataattttt taccctggca ttttgtcgtt
+ 1021 tgtataaatt ttgttccaga ataatcggct agactttata aacttgaact ctaattgatg
+ 1081 ttagtttagg gttttgtaaa tatatcttgt tttttagggt gaaatcggga atttttattg
+ 1141 ataatgctct aatctttaag atttggtgaa tgaatcagat tagtacctga ttaaacaaaa
+ 1201 attaaaagag caggagtaaa gttgtattta aactgtaaga atattggcag gtttttaaat
+ 1261 tatctttgga ggttgagtag taattgagaa ccctcattaa caacttttac tgtaggcgca
+ 1321 tgtatgatcg tttattttat tcttaaggat tgtaatttta gattaattta ttttctgtaa
+ 1381 aaatagataa atacttggtg tatgtaaaag atttaatttg acctacaata tgctatcttg
+ 1441 tggatacttt tttagtagaa ggttgaaaat gtaaaagaca gtaagttttt ttttatataa
+ 1501 agctgaagtt tatttaaaaa cggtacaaat catccatcaa ttgccttcag gggagtaagt
+ 1561 tgtagtaaag tagagttagg ggaacctggc tctagtaatt aataaggttg tcttaatgaa
+ 1621 ctagttgttt gtgttttgaa aacacaattt aggtttttaa cctatagttt tttttgttga
+ 1681 caggggggga cctgtcaata ttttttattt agggtatttt tatatttttt ttattttgtt
+ 1741 tctattttag ggtactttta taattaattt atttgagtat ctatgaaaaa aaatttttga
+ 1801 ttattaagtt tttaaattag ttttaacttg ttttgtcttt tatataggtt tattttgtga
+ 1861 taaccctaat ttttgtatat ttctgggtgt gtcttttgtg gtgaataaaa acgttatgtg
+ 1921 tggatatata tatatatata tatatgtata tatatatata tatacgtata tatatatgta
+ 1981 tatatatacg tatatataca tatatgtata taaataaata aatacatata tgtatttata
+ 2041 tatatatata tatatatata tatttgtata tatatatata tatgttattt caaaaataag
+ 2101 tatattaaga atataatata cttattttga aaataaagat atggtataag acataatccg
+ 2161 gaatataaaa atgtaggatt atgtcttata ccatatctaa tattataaac ttagtttatt
+ 2221 aaatatatat atatatatat atatatatat atatatacat taaatcattt agatatgttt
+ 2281 ataaattata attaaaggtt aactaaataa ttatatatat atatatatat atatacaagt
+ 2341 gtaaagatat gaatataaat atatatatat atatatatat atatatatat atatagttag
+ 2401 taatagtaat atatacatat ataattatat atgtatatat taattaacca aaaacctttt
+ 2461 caatcaattg aaaacctttt atatctttat gttttagtaa attggttacc taattagtta
+ 2521 tgtaaatagt aaatagatat gtaaataatg aagagtttaa gagttagttt aatattagaa
+ 2581 ttgttgactg ttgatcaatg ggtgattctc ttagtttgtg ttgtaaaaga ttagtttatt
+ 2641 attaaaatgt tagattgtaa atctaaagaa ttttttcttt tgttgatttt gatgttggtt
+ 2701 caggttattt taattatgat ttttgttatt cagtctattg cttttgttac tttgtatgag
+ 2761 cgtcatttat tgggtggtag ccagcagcgt attggtccta ataaggttag ttttataggt
+ 2821 ttcttgcagg ctatttttga tggtgttaaa cttttaaaaa aggagcagat gactcctctg
+ 2881 aattcttcgg aaatttcttt tattttggtt cctggtattt tttttattgt tatgtattta
+ 2941 gagtggtttg ttttaccttt tttttatgat tttatgactt ttgagtactc tattcttttt
+ 3001 tttttgtgtt tgattgggtt ttctgtatat acaactttgg ttagtggtat ggtaagaaag
+ 3061 tctaagtatg gtatggtagg tgctattcgt gctagtagtc agagggtttc ttatgagatt
+ 3121 gctttttctt tgtatttgtt ggctattgtg atgcatatta atatgttttg tttttttagg
+ 3181 ttttttaact taagtttgtt tattgtttat ttaccttttc tttttatggt tttggcagag
+ 3241 ttaaatcgtg ctccttttga ttttgctgag ggtgagagtg agttggttag aggctataat
+ 3301 gttgagtatt ctagagtagc ttttgtgttg ttgtttttag gtgaatatgg ggctttgttg
+ 3361 ttttttagga ctttgacttc ggttttgttt tttggtttta ggtatgttgt tatttattgt
+ 3421 atgtttacta ttttggtgtt tgtgcgtagt tcttatcctc gttttcgtta tgatctaata
+ 3481 atgtattttt tttggtttaa gttgttaccg gtgtctttaa tttttttggg ttattttgtt
+ 3541 atttttcttt tttagtttat attactaatg tttatttttt ggatattttt atgtttgttt
+ 3601 atgttttgca gtttttgttt tattttaagg agagtatgtt gggagttttg gttaataaat
+ 3661 ttttaggact tttggtggtg gtttttagtt atactgatag tttaccttta agttctgtaa
+ 3721 tttcagtttt tacttttttg gtattgttga cttgttgttt tgggggttat tttatgtatt
+ 3781 ctttttgtcc ttgtggtatg attgagttta cttttgttta tgctatggtg gcttgattaa
+ 3841 gaactcttct tacttttatt acgagtgaaa agttttctat ttatatttct aaagctgggg
+ 3901 ataggttttt gaaaactttt agtatgttgt tggtagagtt ggttagagag gtttctcgtc
+ 3961 cgttggcttt aacggtgcgt ttaactgtta atgttttggt tgggcatgtt attagtatga
+ 4021 tattgtatca gttgctggag ttatatttgg gtatttttta tgtttggatt gttgttttgg
+ 4081 ctattgttat agagtgtttt gtttttttta ttcaaagtta tattttttcg cgtttgattt
+ 4141 atttgtattt aaatgaatag ttttgtttgg ggtgttaact taagtttaaa gtgttagatt
+ 4201 tttaatctgg aaatgggttg tcacatcctg gttttgttgt tatagcataa gaagtgcatt
+ 4261 tgttttaagc gtaaaagata tgggacaact gacaaatgtt ttcaggtctt ctaaatctgt
+ 4321 tttggagaaa tccgtttgtt tttgttgctt tttttttgta tttttgtggt ttttctttgt
+ 4381 gttttgaatt tttttactag aaatgttttg gtttgatgga gtgtgttttt gttgataact
+ 4441 gttgtttttg tttgtctgtc taaggggtct ggttcttatg tgggtatttt aaattatttt
+ 4501 gttattcaag aaagtttggg gttatttttt ttggtgttta atgttttttt gttacaattt
+ 4561 tttattgtta tgatgaaggt tggtgtggct ccttttcatt tttgggtttt tagtgtaacc
+ 4621 ggatctctgt atgattggtt gttgatgtgg tttttgactt ttcagaagtt accttttttg
+ 4681 cctgttttgg tccagttgtt tgattttagg gcttttttta tttttttgtt tggaatttgt
+ 4741 gtgtgttatt ttcagttgtt tgttttgaag ggctataaga gtatgatggt tatttcttct
+ 4801 acagagtctt ttaattgagt tgttttaact tgttttttat ctgttgttaa tgttatttat
+ 4861 ttattttttt attatgttgt tttaatggct tttttaatac cgaattttaa tgttaaggat
+ 4921 tttaattttg ttaattggga agtcttgttg gtttttttaa atgttccttt tagtgtttct
+ 4981 ttttttatta agatttttgt tttgagggag gtttttaaat tggatgggtt gtttttgttg
+ 5041 tttttgttgt tgatgatgtt tttatctatg ttgtgtttta gtttgtgatt ggttaatatg
+ 5101 agtgttaaaa atatgaagat gttgggtgat aattttaagg ttttattttt tttggtgttt
+ 5161 cctataatgg tgttttctgt tatttattat tttagtaaaa ttttattatg tcgtcttgat
+ 5221 aaggcggagt tctttttgaa ataataggac gttaaataga taagctatgc ctagttacgg
+ 5281 tctgggaaga gagtcgtctt ttttatactt tagtttagga agaatattta tttttggtgt
+ 5341 aaaagggttg tagtatagag agagggagag gttactctgt tagtttatgt tttaaaatat
+ 5401 gactttgaag aagttgggaa atgttaggag tgattaagtt ggattttgtt aattctatgg
+ 5461 ttgttaggtt accgtctagt aaggttttaa cttatggttg gaattttggt agtatgttgg
+ 5521 gcatggtttt gggttttcag attttgactg gtactttttt ggctttttat tattctaatg
+ 5581 atggtgcttt ggcctttttg agtgttcaat acattatata tgaagttaat tttggttgga
+ 5641 tttttcgtgt tttacatttt aatggtgcta gtttgttttt tatttttttg tatttgcatt
+ 5701 tatttaaggg attgtttttt atgagttatc gtttgaagaa ggtttgggta tctggtattg
+ 5761 taattcttct tttggttata atggaggctt ttatgggtta tgttttagtg tgggcacaaa
+ 5821 tgaggttttg ggcttctgtg gttatcacta gtttattgag tgtaattcct gtctgaggtt
+ 5881 ttgctattgt tacttgaatc tgaagtgggt ttacggtttc tagtgctact ttgaaatttt
+ 5941 tttttgtttt gcattttttg gtgccttggg ggttgttgtt attagtttta ttacatttgg
+ 6001 tttttttgca tgagactgga agaacttcta aattgtactg tcatggtgat tatgataagg
+ 6061 tttgttttta tcctgagtat tgggtcaagg actttttgaa tgtggtagtt tggtttgttt
+ 6121 ttattttttt ttctttgggt tacccgtttc ttttgggtga tcctgaaatg tttattgagt
+ 6181 ctgatcctat aatgaggcct gttcatattg tgcctgagtg atattttttg tttgcttatg
+ 6241 ctattttgcg tgctattcct aataaggttt tgggggttgt gtctttgttt gctagtattt
+ 6301 tggttcttgt tgtttttgtt ttggtgaata actatgtttc tgtgatgtct aaattgaata
+ 6361 agtttcttgt ttttgttttt atttttgttt tggtggtttt gagttgactt gggcagtgtt
+ 6421 tggttgagga tccgtttgtt tttttaagta tggttttttc ttttttgtat ttttttgtta
+ 6481 tttttttatt atttttggtg tattattttg ctggtcgtgt ttttatgtag tgggtttagt
+ 6541 tggtgtatat atagtataaa aaatatgata gatttaggtt ctatagatgg tttgtatact
+ 6601 gtttttcata attttcatat tttaagtctt tctaggtacc caattttgat tttttgtagt
+ 6661 tctttgggtt ttactagttc tttagtagtt ttttttaaga atggtatttt tggtggtttg
+ 6721 ttgttttgtt tattttctat ttttttggtt tcttttgctt ggggtaaaga tattgttatg
+ 6781 gagggtctta gtggttacca taattttttt gttatggatg gttttaagtt tggtgtttta
+ 6841 gtgtttattt ttagtgagtt tatgtttttt tttggtattt tttggacttt ttttgatgct
+ 6901 gcattggttc ctgctcatga tgttggtggt gtctggtctc ctattggtat acatttggtg
+ 6961 aatccttttg gggtaccttt gttgaatact attattcttt taagtagtgg tgtgtctgtt
+ 7021 acttgagctc attatagact tttgagtaat aaggggtgtg ctaatagttt gatattaacc
+ 7081 tgtattttgg ctgtttattt tactggtatt caattgatgg agtataagga ggctagtttt
+ 7141 tctatttctg atggtatttt tggtagtatc ttttatttat ctaccggttt tcatggggtt
+ 7201 catgtgttgt ttggtggatt atttttgttt tttaatctat tacgtttatt aatgtctcat
+ 7261 tttaattata atcatcatct tggtttggag tttgccatta tttattggca ttttgtagat
+ 7321 gtagtttggt tgtttttgtt tgtttttgtt tattgatgat cttattaagc catgttagtt
+ 7381 tatgtgaaaa tgtgtgattt gtaatcgtgg gtagtttgtg gctttgttag atattttgtt
+ 7441 attttcttta tatttttttt ttgagccggt tttgtttttt ttttttatag tagtgtttgg
+ 7501 gtttgtggct ttgaataatt attcgtggtt aggttgtttt tacttttttg actctttttc
+ 7561 ttttattttg ttgattgtta tgagtctgtt tattttgggg gtggttttat tgagggaaag
+ 7621 taattttatg cttcttttgt tgtcagaagt tttggttgtt gtttgtgtgt ttttttttgt
+ 7681 tccttctaat gtaattttaa tatatatgta ttttgagttg tccatgtttc ctattttggt
+ 7741 tataattctt ggttatggtt cccagattga gaaaattaat tcttcttatt atttaatttt
+ 7801 ttatgctgct ctttgttctt tccctttctt gtttgtttat tttaagaggt ttttttttat
+ 7861 tagtttggtt tattttgatt ttaatttatc ttgggaaatg gtttttgttt tgagtttaag
+ 7921 atttatgata aaatttcctg tttattttct tcatttatgg ttacctaagg ctcatgtaga
+ 7981 agctcctact acggctagta tgttgttggc tggtttgtta cttaagttgg gaactgctgg
+ 8041 atttttacgt attttgggtt gtttgagttt tgtgcacaat aatgtgtgga ttgtattggc
+ 8101 ttttttgggg ataattttgg cttctttttg ttgtatgttt caaagtgatg ctaaggcttt
+ 8161 agccgcttat tcttctatta ctcatataag gtttgttttg atggctcttg tttttattat
+ 8221 tatgtctggt aaaactggtg gtgttatttt aatgttggct catgggtaca cttctactct
+ 8281 tatgttttat cttgtagggg aattttatca tgtttctggt aggcggatgg tttattatat
+ 8341 gagtagattt tttggttctg gtatgattat ggcgcttctt tttgctgtgg tgtttttatc
+ 8401 taatatgggt acccctcctt ctttgtcttt tttatcagaa tttattgtaa tttcttcgtc
+ 8461 tttaaatatg atgaaattta gtttttgggt gttatttgtt tattttttct cggcttttta
+ 8521 ttactctatt tatttgttaa ccagatctgt tatgggaaaa ggttatgtaa attttaggat
+ 8581 ttgaaatgtg ggattttctg ttcctttggt gtttataatg tataatattt tttggataag
+ 8641 tgtttttttt taaaaaagta aggtttaggt tctaacgaaa ggtttttttt tcgttagttt
+ 8701 ttgtttaatt gctaaaaatg ttttgatttt taggactaaa tttaggtttt gaatgtgata
+ 8761 gttttaattg attagtggtt tttataaata tcaaggtggg ttgtctgttt gattggaaag
+ 8821 ttctaatcat aaggatattg gtactttgta ttttttgttt ggtttgtggt ctggtatggt
+ 8881 tggtactagg ttgtctttgg tgattcgttt ggaattggct aaacctggtc ttcttttggg
+ 8941 tagtggtcag ttatacaatt ctgttattac tgcgcatgct attttgatga ttttttttat
+ 9001 agttatacct actatgattg gtggttttgg taattgaatg ttgcctttga tgttgggggc
+ 9061 ccctgatatg agttttcctc gtttaaataa tttaagtttt tggttgttgc ctactgctat
+ 9121 gtttttaatt ttggatgctt gttttgttga tatgggttgt ggtactagtt ggactgttta
+ 9181 tcctcctttg agtactatgg gtcatcctgg tggtagggtt gatcttgcta tttttagttt
+ 9241 gcattgtgct ggggttagat cnattttggg tgctattaat tttatgacta ctactaagaa
+ 9301 tttgcgtagt agttctattt ctttggaaca tatgagattg tttgtttgaa ctgtttttgt
+ 9361 tactgttttt ttgttggttt tatctttacc tgttttggct ggggctatta ctatgttgtt
+ 9421 aactgatcgt aatcttaata cttctttttt tgatcctagg actggtggta accctttgat
+ 9481 ttatcaacat ttattttggt tttttggtca tcctgaggtt tatattttga ttttaccggc
+ 9541 ttttggtatt attagtcaga gtagtttgta tctgactggt aaaaaggagg tttttgggtc
+ 9601 tttgggtatg gtttatgcta ttttgagtat tggtttaatt ggttgtgttg tttgagctca
+ 9661 tcatatgtat actgttggta tggatcttga ctctcgggct tattttactg ctgcaactat
+ 9721 ggttattgct gttcctactg gtgttaaggt ttttagttgg ttggctacct tgtttggtat
+ 9781 aaagatggtt tttcaacctt tacttttatg agttatgggt tttatttttt tgtttactat
+ 9841 tggtgggtta accggggtta tgctttctaa ttctagtttg gatattatct tgcatgatac
+ 9901 ttattatgtt gttagtcatt ttcattatgt ccttagtttg ggggctgttt ttggtatttt
+ 9961 tacgggtgtg actttgtggt gaagttttat tactggtttt gtttatgata agatgataat
+ 10021 gagaagtgtt tttgttttaa tgtttgttgg ggttaattta actttttttc ctttacattt
+ 10081 tgctggtatt catggttatc ctcgtaagta tttggattat cctgatgttt attctgtttg
+ 10141 aaatattatg gcttcttatg ggtctataat tagtgtgttt gctttgtttt tgtttattta
+ 10201 tgttttgttg gagtcttttg tgggtcatcg tatttttttg tttgattatt atgtaaatag
+ 10261 tggccctgag tatagtctta gtggctatgt ttttggtcat agttaccagt ctgagatttt
+ 10321 ttataggtct attgttttta agttttagag tctttagtat atttttagta tgcttaattg
+ 10381 cagattaggt ggatttgtgg gctttgttga ataagatagg ataagttgag tctgtgaggt
+ 10441 tcataccctc ttggtgtttt tctcttattg aaaactatag tataattttt tattatacct
+ 10501 tattgtcgat ggggagaatt tttagtttta tgttgatctt ttagtatatt tttgtacatt
+ 10561 tgacttccaa tcagatagtt ttaaaggtta ttgaataatt tttttcaaga ttttaatttg
+ 10621 ttgttttcta gtagtttgtt ttctagttat atagattggt tttataattt taattgtagg
+ 10681 cttttatttg gtgttttatc ttttgtttct actatgtttg tttatctttt gttaagtagt
+ 10741 ttttatttta agagtaagaa gattgagtat cagtttggtg agttattatg tagggtgttt
+ 10801 cctactttga ttttggttat gcaaatggtg ccttctttaa gtttgttgta ttattatggt
+ 10861 ttaatgaatt tggataggag tttgactgtt aaggtaactg gacatcagtg atattgaagt
+ 10921 tatgaattta gggatatccc tggtttggaa tttgattctt atatgaagtc tttggatcag
+ 10981 ttggagttgg gtgaacctcg tcttttggag gttgataatc gttgtgttgt gccttgtgat
+ 11041 gttaatatcc gtttttgtat tacttctggt gatgttattc attcttgggc tttacctagt
+ 11101 atgtctatta agttagatgc tatgagtgga attttgagta ctttgtctta tagttttcct
+ 11161 gtggttggtg tattttatgg tcaatgttct gaaatttgtg gtgctaatca tagttttata
+ 11221 cctgtggctt tggaagttac tcttttggat aattttaaga gttggtgtgt ggggttattg
+ 11281 agtgattaga agctttgtag tttatgtgaa aatgcttgtt tgtgatatga gtgaaattgg
+ 11341 agctttagta tttttttttt cattttttag tattgtgtac tatttaggga aaataacatt
+ 11401 tgtttatgtt aaatagaaag aaaaggtaga agattaataa gtttatttgt ttcacaaata
+ 11461 aaattatttg ttttggtgtt gatatgtcga cttttttgtt atctgtttat ttttttttat
+ 11521 tagaaagtta tatggtttgt ttgtatgtta ggaagttaag attttgtagt gttctttttt
+ 11581 tgtgttttat aacgttttct ttttttttaa ttggatggtt ttgtttttat taatttttta
+ 11641 ataaatttat aattttgaat ttagtagttt tgtttaaatt tttgtttttt attttaattt
+ 11701 ttttgtgtga acttgtcttt tggtcaaatg ttttttaaag acttaggtct tttttgagac
+ 11761 tggcctctgc tctatgtttt tataaatggc agtcttagcg tgaggacatt aaggtagcaa
+ 11821 aataatttgt gcttttaatg ggttctagta tgaatggggt tagtggctaa ttttttactt
+ 11881 ttatttttat gaattagttt tgtgtttaag aaataatggt tgatattaca caaagataag
+ 11941 tcttcggaaa tttttttatt aaatattttt ttattttttt aatatgtttt ctagggtaga
+ 12001 atgttttgta acttttttta ctaattttaa tttaaaaaat tacttcggag ttaacagaaa
+ 12061 gtcatatctg atttagttct tataataatg ataagtttta catcgatgtt gtattttagt
+ 12121 tcttaaaggg aggagaggat tttaggtttt agactgttct tctattatta aactaaacgt
+ 12181 gatattagtt taattcatcg tgagatagaa ttgtttatct tggtaatgtc ttaattttaa
+ 12241 ttactgaaag tacgaaagga aatttgttgg agtttgataa ctttttgaaa gtgttagtac
+ 12301 tttttttgtt ggttttggtt atggttgttt tatttacgtt agttttgtta tttgtgtttt
+ 12361 atattggtaa ttttgttttg agatgtaagg atttttataa gaataagatt tcttcttttg
+ 12421 agtgtggttt tgttaggatt ggtaaaattc agaattcttt tagtattcat ttttttatta
+ 12481 tgatgcttat gtttgttatt tttgatttgg aggtggtgat gtttcttggg attttggttt
+ 12541 ctgatttaaa ttctttgatt agatttttta tgttgttaat atttattttt ggtggttttt
+ 12601 atatggagtg gtggtatggt aagttggttt ggttgattta gattgatatt tctatttttt
+ 12661 tgatggtttt tttattattt tgtgtttctt tgtttttgat tttttttgtt tcttgtgtta
+ 12721 agttgtcatt tttttttgtg gaatgggatt ttttgtcttt taaaatttct gtttatttta
+ 12781 atagaattat gttttcttta attttgcttt tggttactat tagagttttg gtttttagta
+ 12841 cttattattt aagaggggaa cttaatttta attattatta ctttatgtta cttgtttttg
+ 12901 tgggtagaat gtttaggttg attttcagta gtggttgttt ttctatatta gttagttggg
+ 12961 atttgttggg tatttctagt ttttttttag ttttgtttta caataattga gataggtgta
+ 13021 gaggggctat gaatactgtt ttgacaaacc gtttaggtga ttttttttta tttgtttttt
+ 13081 tttctagaac aatctttagt agttattatt tcttgaggtt gtcttttttt tgttgattat
+ 13141 cgtctttgat acttttattg gcatctttta ctaagagtgc tcagtttcct tttagaggtt
+ 13201 gattacctaa agctatgaga gctccgactc ctattagttc tcttgtacat agaagtactt
+ 13261 tggttacagc tggtttggtt ttgattataa atttttctga gataatcctt aataaggatg
+ 13321 tgattatgat cattatagtt gtgggtgttt ttactatgtt tttttctagt atagctgctt
+ 13381 tggttgagga ggatttgaaa aaagttgtag ccttaagaac tttatctcag atagggtttt
+ 13441 ctatgttgac agttggtatt ggtttgagtt ttgtttcttt tattcatttg ttaaggcatg
+ 13501 ctctttttaa aaggtgtctt tttatacagg ttggttattt gattcattgt tctttaggtc
+ 13561 aacaagatgg ccgtaattat agtaatttgg gtaatgtacc ttattttatt caacttcagt
+ 13621 tgttagtaac tttgttttgt ttatgtggtt tggtgttttc cagtggtgct gtaagtaagg
+ 13681 attatatttt agagtttttt ttttctaatt tttttatggt ggtttttgct tgtatgtttt
+ 13741 tcttttctgt ttttttaact tttggttata ggtaccgttt atggaaggga ttttttataa
+ 13801 gttttagacg tcctgtcttt tgttttagta gtagggttgt tatgaatttt ttaagtttgt
+ 13861 tgttagtttt gttttctatt ttttttattt ggtgaataaa ttttaatatg ttgtgtatac
+ 13921 cgtgtctttt tttgtatgtg gacttttttg ttcctttgtt ttttgttgtt ataattatgg
+ 13981 ttgttgggtt tttatgtgtt aaattgttac taaaggagtt tgtatataag tttttggttg
+ 14041 acttttttgc taaaggttgg gtttatggat tgaagaatta taagtttttt gatttgtttt
+ 14101 tagggggtat taattctctt ggtgtaactt ttttttcttt tactggtttt tgaagtaata
+ 14161 gttatatgaa aagtttgtat tttaattctg ttgtgattgt tttggttttg tttttttttt
+ 14221 tagtttgggg ctgtatttta agtttaaaat atgcgctttg caagcggatg attctggctc
+ 14281 tatg
+//
diff --git a/testsuite/plus1.prior b/testsuite/plus1.prior
new file mode 100644
index 0000000..cd23688
--- /dev/null
+++ b/testsuite/plus1.prior
@@ -0,0 +1,384 @@
+DIRICHLET
+74
+MATP_MP BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MP END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MP MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_MP MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_MP MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_ML BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_ML END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_ML MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_ML MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_ML MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_MR BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MR END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_MR MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_MR MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_MR MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_D BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_D END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_D MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_D MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_D MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_IL BIF
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_IL END
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_IL MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_IL MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+MATP_IL MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+MATP_IR BIF
+2
+1
+1.0
+1.0 1.0
+MATP_IR END
+2
+1
+1.0
+1.0 1.0
+MATP_IR MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATP_IR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATP_IR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_ML BIF
+2
+1
+1.0
+1.0 1.0
+MATL_ML END
+2
+1
+1.0
+1.0 1.0
+MATL_ML MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_ML MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATL_ML MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_D BIF
+2
+1
+1.0
+1.0 1.0
+MATL_D END
+2
+1
+1.0
+1.0 1.0
+MATL_D MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_D MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATL_D MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_IL BIF
+2
+1
+1.0
+1.0 1.0
+MATL_IL END
+2
+1
+1.0
+1.0 1.0
+MATL_IL MATL
+3
+1
+1.0
+1.0 1.0 1.0
+MATL_IL MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATL_IL MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATR_MR BIF
+2
+1
+1.0
+1.0 1.0
+MATR_MR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATR_MR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATR_D BIF
+2
+1
+1.0
+1.0 1.0
+MATR_D MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATR_D MATR
+3
+1
+1.0
+1.0 1.0 1.0
+MATR_IR BIF
+2
+1
+1.0
+1.0 1.0
+MATR_IR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+MATR_IR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+BEGL_S BIF
+1
+1
+1.0
+1.0
+BEGL_S MATP
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+BEGR_S BIF
+2
+1
+1.0
+1.0 1.0
+BEGR_S MATL
+3
+1
+1.0
+1.0 1.0 1.0
+BEGR_S MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+BEGR_IL BIF
+2
+1
+1.0
+1.0 1.0
+BEGR_IL MATL
+3
+1
+1.0
+1.0 1.0 1.0
+BEGR_IL MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+ROOT_S BIF
+3
+1
+1.0
+1.0 1.0 1.0
+ROOT_S MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_S MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+ROOT_S MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_IL BIF
+3
+1
+1.0
+1.0 1.0 1.0
+ROOT_IL MATL
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_IL MATP
+6
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0
+ROOT_IL MATR
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+ROOT_IR BIF
+2
+1
+1.0
+1.0 1.0
+ROOT_IR MATL
+3
+1
+1.0
+1.0 1.0 1.0
+ROOT_IR MATP
+5
+1
+1.0
+1.0 1.0 1.0 1.0 1.0
+ROOT_IR MATR
+3
+1
+1.0
+1.0 1.0 1.0
+16
+1
+1.0
+1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0 1.0
+4
+1
+1.0
+1.0 1.0 1.0 1.0
+4
+1
+1.0
+1.0 1.0 1.0 1.0
diff --git a/testsuite/regressions.sqc b/testsuite/regressions.sqc
new file mode 100644
index 0000000..ba29d01
--- /dev/null
+++ b/testsuite/regressions.sqc
@@ -0,0 +1,50 @@
+# Infernal's regression tests, an sqc command file
+# SRE, Mon Aug 5 17:23:25 2002
+# SVN $Id: regressions.sqc 1529 2005-12-13 20:52:25Z eddy $
+#
+
+# Regression tests of cmalign.
+#
+1 prep model/trna @cmbuild@ -F --rf --wnone %TRNA.CM% trna1415G.sto
+1 regression cmalign:trna/1 @cmalign@ %TRNA.CM% 3trnas.fa
+1 regression cmalign:trna/2 @cmalign@ -l %TRNA.CM% 3trnas.fa
+2 prep model/vault @cmbuild@ -F --rf %VAULT.CM% vault.sto
+2 regression cmalign:vault/1 @cmalign@ %VAULT.CM% vault.fa
+2 regression cmalign:vault/2 @cmalign@ -l %VAULT.CM% vault.fa
+
+
+# Regression tests of cmbuild.
+#
+1 regression cmbuild/rf/trna @cmbuild@ -F --rf --wnone %MODEL% trna1415G.sto
+1 regression cmbuild/trna @cmbuild@ -F %MODEL% trna1415G.sto
+1 regression cmbuild/rf/RNaseP @cmbuild@ -F --rf %MODEL% rnaseP-eubact.sto
+1 regression cmbuild/RNaseP @cmbuild@ -F %MODEL% rnaseP-eubact.sto
+1 regression cmbuild/SRP @cmbuild@ -F %MODEL% srp-euk.sto
+
+# Regression tests for cmscore.
+#
+1 prep model/trna1 @cmbuild@ -F --wnone %TRNA1.CM% trna1415G.sto
+1 prep model/trna2 @cmbuild@ -F --wnone %TRNA2.CM% trna1415G.sto
+1 regression cmscore/trna1 @cmscore@ %TRNA1.CM% trna-regression.fa
+1 regression cmscore/trna2 @cmscore@ %TRNA2.CM% trna-regression.fa
+1 regression cmscore/local/trna1 @cmscore@ --local %TRNA1.CM% trna-regression.fa
+1 regression cmscore/local/trna2 @cmscore@ --local %TRNA2.CM% trna-regression.fa
+
+2 prep rand50 @shuffle@ -i -n 50 -t 90 --dna --seed 42 -o %RAND50%
+2 regression trna1/rand50 @cmscore@ %TRNA1.CM% %RAND50%
+2 regression trna2/rand50 @cmscore@ %TRNA2.CM% %RAND50%
+2 regression trna1/rand50/local @cmscore@ --local %TRNA1.CM% %RAND50%
+2 regression trna2/rand50/local @cmscore@ --local %TRNA2.CM% %RAND50%
+
+2 prep model/rnaseP @cmbuild@ --rf -F %RNASEP.CM% rnaseP-eubact.sto
+2 prep model/srp @cmbuild@ -F %SRP.CM% srp-euk.sto
+2 regression rnaseP/bsu @cmscore@ %RNASEP.CM% rnaseP-bsu.fa
+2 regression rnaseP/bsu/local @cmscore@ --local %RNASEP.CM% rnaseP-bsu.fa
+2 regression srp/ffs @cmscore@ %SRP.CM% ffs-ecoli.fa
+2 regression srp/ffs/local @cmscore@ --local %SRP.CM% ffs-ecoli.fa
+
+3 prep rand20 @shuffle@ -i -n 20 -t 100 --dna --seed 42 -o %RAND20%
+3 regression rnaseP/rand @cmscore@ %RNASEP.CM% %RAND20%
+3 regression rnaseP/rand/local @cmscore@ --local %RNASEP.CM% %RAND20%
+3 regression srp/rand @cmscore@ %SRP.CM% %RAND20%
+3 regression srp/rand/local @cmscore@ --local %SRP.CM% %RAND20%
\ No newline at end of file
diff --git a/testsuite/rnaseP-bsu.fa b/testsuite/rnaseP-bsu.fa
new file mode 100644
index 0000000..34b3e4d
--- /dev/null
+++ b/testsuite/rnaseP-bsu.fa
@@ -0,0 +1,10 @@
+>B.subtilis
+GTTCTTAACGTTCGGGTAATCGCTGCAGATCTTGAATCTGTAGAGGAAAG
+TCCATGCTCGCACGGTGCTGAGATGCCCGTAGTGTTCGTGCCTAGCGAAG
+TCATAAGCTAGGGCAGTCTTTAGAGGCTGACGGCAGGAAAAAAGCCTACG
+TCTTCGGATATGGCTGAGTATCCTTGAAAGTGCCACAGTGACGAAGTCTC
+ACTAGAAATGGTGAGAGTGGAACGCGGTAAACCCCTCGAGCGAGAAACCC
+AAATTTTGGTAGGGGAACCTTCTTAACGGAATTCAACGGAGAGAAGGACA
+GAATGCTTTCTGTAGATAGATGATTGCCGCCTGAGTACGAGGTGATGAGC
+CGTTTGCAGTACGATGGAACAAAACATGGCTTACAGAACGTTAGACCACT
+T
diff --git a/testsuite/rnaseP-eubact.sto b/testsuite/rnaseP-eubact.sto
new file mode 100644
index 0000000..95fe906
--- /dev/null
+++ b/testsuite/rnaseP-eubact.sto
@@ -0,0 +1,347 @@
+# STOCKHOLM 1.0
+
+#=GC RF .....xxxxxx-xxx--xxxxxxxxx-xxx---xxxx-x--x-x---xxxxxxxxxx--------xxxx--------xxxx-xxxx-x---xxx-xx-x-xxxxxxxxxxxxxxxxxxxx-xxxx----xxxx-xxxx-xxxx-xxx----------------xxxxx------------------xxx--xxxxx-x------------------------------------xxxx--------------------------------------xxxxx-xxx---xxxxxxx--xxxxxxxxxxx-xxxxxx----------------------------------xxxx--------------------------x-----xx---------------------------------------------xx-------------------x---------------------- [...]
+#=GC COMMENT1 -----AAAAAA-AAA--AABBBBBBB--CC---CCCC-C--C-C---CCCC-CCCCCC-CCCC---------CCCCCCCCC-CCCC-C----CC-CC-C-CCCC----DDD-DDDDDEEEEE---FFFFFFFF--GGG-GGHHHHHH---------------------------------------HHHH-HHIII-II----------------------------------------------------------------------------IIII-I-JJ------KKKKK---------------LLLLL------------------------------------LL--------------------------L-----LL---------------------------------------------LL-------------------LLL--LLLL-------------- [...]
+#=GC COMMENT2 .....<-----Pi-----><-Pii->--<------------P-iii---------------->--Liii---<-------------Piii------------->-CRI<--Piv--><-Pv>---<--Pvi->--<Pvii><------Pviii------->--Lviii---<-------Pviii--------><--------------Pvix------------->--------Lvix--------<--------------Pvix--------------->-Px------<Pxi>--CRII---------<--Pxii--------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+#=GC SS_cons -----<<<<<<-<<<--<<<<<<<<<--<<---<<<<-<--<-<---<<<<-<<<<<<-<<<<--------->>>>>>>>>->>>>->---->>->>->->>>>----AAA-AAAAA<<<<<---BBBBBBBB--<<<-<<<<<<<<--<<<<<<<<<<<<---------->>->>>>>>>>>>-->>>>->><<<-<<---<<<-----<-<<<-<<<<<<<<<<-------------------->>>>->>>>>>---->>-->>>--->->->>>>->-<<------<<<<<---------------<<<<<---<<<-<<<<<<<------>>>>>>>>>>------<<-<<<<<<<<<--->>>>>>>>>----<-----<<<<<<<<<<--->>>>>>>><<<<<<<<------>>>>>>>>----<<------<<<<<--->>>>><<<--<<<<-<<<<<<---->>> [...]
+EP2 .......................................................................................................gaggaaaguccgggcAA-CACA----GGGC-AACC-UGCU-UUC----------------UAACG------------------GAA--AGGUC-UC---G------------------------------UUUAUU----------------------------------C-GGGAAC-AGA---AAGUGCC--ACAGAAAAUA--ACUACU------------------------------------UC--------------------------G-----A------------------------------------------------------------------------------------------ [...]
+EP27 ....................................................................................................ggggaggaaaguccgggcUC-CAUA----GGGC-AGCG-UGCU-CGC----------------UAACG------------------GCG--AGGCG-GG-----------------------------------GUAA-------------------------------------CCCGAC-GGA---AAGUGCA--ACAGAAAACAU-ACCGCC------------------------------------CA--------------------------U-----UG----------------------------------------------------------------------------------------- [...]
+EP4 ......................................................................................................CGAGGAAAGUCCGAGCAC-CACA----GGGC-AGAG-UGCC-GGG----------------UAACA------------------CCC--GGCGA-UG-----------------------------------GCGA-------------------------------------CAUCAG-GGA---AAGUGCA--ACAGAAAGAA--ACCGCC------------------------------------C---------------------------------------------------------------------------------------------------------------------------- [...]
+EP1 .......................................................................................................gaggaaaguccgggcUC-CAAC----GGGC-GCAG-UGCU-GGU----------------UAACG------------------ACC--AGGGG-UC---ACU-----C-UC--------------------GAAA------------------------G--AGA---G-G-GGCUAC-GGA---AAGUGCC--ACAGAGAAUAU-ACCGCU------------------------------------UA--------------------------G-----AA---------------------------------------------GA-------------------C---------------------- [...]
+A.tumefaciens .....CCAGUU-GGC--CGGGCAGCC-GCG---CCUU-A--C-CAAUGUC---------------GAAA---------------GA-C----GG-UA-A-GGUGAGGAAAGUCCGGGCUC-C--A-CGGAAAU-ACGG-UGCC-GGA----------------UAACG------------------UCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---AAGUGCC--ACAGAGAGCAA-ACCGCC------------------------------------AU--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+C.crescentus .CGGACCAGAU-GAU--CGGGCGGUC-GCG---UCGU-C--------------------------UUCG--------------------------GA-C-GCCGAGGAAAGUCCGGGCUC-C--A-CGGUGAC-AAGG-CGGU-GGG----------------UAACG------------------CCC--ACCGG-GA-----------------------------------GCGA-------------------------------------UCCCAG-GGA---UAGCGCC--ACAGAAAGCAA-ACCUCC------------------------------------UC--------------------------C-----C------------------------------------------------------------------------------------------ [...]
+R.capsulatus .....GCGGAA-GAC--CGGAUGACC-GCG---GCGG-C--C-C---AUAG-CUCCG--------UUUUU-------CGGA-UAGC-U----GG-GC-C-UCCGAGGAAAGUCCGGACUC-C--A-UGAAGCA-ACGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-GG-----------------------------------GCAA-------------------------------------CCCCAG-GGA---AAGCGCC--ACAGAGAACAG-ACCGCC------------------------------------CC--------------------------G------------------------------------------------------------------------------------------------ [...]
+R.palustris .....UCAGUC-GGC--CGGACGGCC-GCU---CCGG-CAAGUG---CC----------------GAAA----------------G-G----CC-GC-C-GGGGAGGAAAGUCCGGGCUC-C--A-UCGACAU-ACGG-UGCC-GGA----------------UAACG------------------UCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---AAGUGCC--ACAGAGAACGA-ACCGCC------------------------------------CG--------------------------C-----CU---------------------------------------------UC------GCAGCUUCGCUGCUUC--GGCG-------------- [...]
+R.rubrum .....CCAGUC-GGC--CGGAUGGCC-GCU---CUCC-GUCA-U---CGUC-CCCGGG-------CCACC------CCCGAUGGAC-C----GU-CG-G-GGGGAGGAAAGUCCGGGCUC-C--A-CGGGAAC-ACGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCUAG-GGA---AAGUGCC--ACAGAGAGCAA-ACCGCC------------------------------------GG--------------------------C-----C------------------------------------------------------------------------------------------ [...]
+R.prowazekii .....CUAAAU-GGU--CGUGCAGUU-GCG---UGAU----------------------------GAUA---------------------------A-U-CACGAGGAAAGUCCGGACUC-U--A-UAGAGGU-AUGG-UGCC-GGU----------------UAACA------------------UCC--GGCAG-AG---UA------------------------------UUAU---------------------------------U-A-CUUUAG-GGC---UAGUACC--ACAGAAAAUAU-ACCGCC------------------------------------GA--------------------------G------------------------------------------------------------------------------------------------ [...]
+Wolbachia-sp .....UAGGUG-GAA--UAAGUAGCU-GCU---GUUG-U--G-U---------------------GAUAA----------------------AC-AU-A-GCAGAGGAAAGUCCGGGCUC-C--A-AGGAAAA-AUAG-UGAC-GGG----------------UAAUG------------------CCC--GCCGG-AG-----------------------------------GUAA-------------------------------------CUCCAG-UUA---UAGGGCU--ACAGAAAAUU--ACCGCC------------------------------------UA--------------------------A-----AA----------------------------------------------------------------------------------------- [...]
+PS1 .......................................................................................................gaggaaaguccgggcUC-C--A-CGAAACA-ACGG-UGCC-GGA----------------UAAUG------------------CCC--GGCGG-GG-----------------------------------GUGA-------------------------------------CCCCAG-GGA---AAGUGCCACACAGAGAGCAG-ACCGCC------------------------------------CC--------------------------G-----GC----------------------------------------------------------------------------------------- [...]
+PS2 .......................................................................................................gaggaaagugcgggcUC-C--A-CGGAAGC-AUGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---CAGCGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------C-----CU---------------------------------------------AC-------------------GCG-------------------- [...]
+PS6 .......................................................................................................gaggaaaguccgggcUC-C--A--CGGAAC-GCGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---AAGUGCC--ACAGAGAGCAG-ACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------CC------------------------------------------ [...]
+PS24 .......................................................................................................gaggaaaguccgggcUC-C--A-CAUAACC-ACGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-UC---GCG-----C-CUC-GGGACUGCGCUAUU---GCGUG----CGAUAGGGGAAGCCA----GACAAGC---G-C-GGCAAG-GGA---CAGUGCC--ACAGAGAGCAG-ACCGCC----------------------------------UAUG--------------------------G-----CC---------------------------------------------GU-------------------CGU--CCG--------------- [...]
+PS26 .......................................................................................................gaggaaaguccgggcUC-C--ACGGAAACG-ACGG-UGCC-GGA----------------UAAUG------------------UCC--GGCGA-GG-----------------------------------GUGA-------------------------------------CCUUAG-GGA---AAGUGCC--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----UC---------------------------------------------CU------------------------------------------ [...]
+PS27 .......................................................................................................gaggaaaguccgggcUC-C--A--CGGAAC-GCGG-UGCC-GGG----------------UAACA------------------CCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---CAGUGCC--ACAGAGAGCAG-ACCGCC----------------------------------GAUC--------------------------G-----GC---------------------------------------------GU------------------------------------------ [...]
+PS31 .......................................................................................................gaggaaaguccgggcUC-C--A-CGAAACA-AGGG-UGGC-GGG----------------UAACG------------------CCC--GCCGG-CG---UUC-----C-----------------------UUCG----------------------------GG---G-G-CGCAAG-GGA---AAGUGCC--ACAGAGAGUAU-ACCGCC----------------------------------GAUG--------------------------A-----UC---------------------------------------------CC-------------------GGA-------------------- [...]
+LGB23 .......................................................................................................gaggaaaguccgggcUC-C--A-UGAAGCA-AGGG-UGCC-GGG----------------UAAUG------------------CCC--GGCCG-GG-----------------------------------GAAA-------------------------------------CCCGAG-GGA---AAGCGCC--ACAGAGAAGAG-UCUGCC------------------------------------CC--------------------------G-----A------------------------------------------------------------------------------------------ [...]
+LGB41 .......................................................................................................gaggaaaguccgggcUC-C--A-CGGAACA-ACGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-CU---CCU-----G-C---------------------CUCG---------------------------GCC---G-G-AGUUAG-GGA---AAGUGCC--ACAGAAGCAU--ACCGCC------------------------------------UG--------------------------C-----C------------------------------------------------------------------------------------------ [...]
+LGW113 .......................................................................................................gaggaaaguccgggcUC-C--A-CGGAACA-ACGG-UGCC-GGG----------------UAACG------------------CCC--GGCGG-CU---CCU-----G-C---------------------CUCG---------------------------GCC---G-G-AGUUAG-GGA---AAGUGCC--ACAGAAAGCAU-ACCGCC------------------------------------UG--------------------------C-----C------------------------------------------------------------------------------------------ [...]
+ESH212C .......................................................................................................gaggaaaguccgggcuC-C--A-UCGACAU-ACGG-UGCC-GGA----------------UAACA------------------CCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---AAGUGCC--ACAGAGAACGA-ACCGCC------------------------------------UU--------------------------C-----AC----------------------------------------------------------------------------------------- [...]
+SM-A12(14) .......................................................................................................gaggaaagucCGGGCUC-C--U--UCGGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A18(31) .......................................................................................................gaggaaaguccgggcUC-C--A-UGGAAGC-GCGG-UGCC-GGA----------------UAACG------------------UCC--GGCGG-GG-----------------------------------GCGA-------------------------------------CCUCAG-GGA---AAGUGCC--ACAGAAAGCAA-ACCGCC------------------------------------CU--------------------------C-----GA---------------------------------------------GG-------------------CC--------------------- [...]
+SM-A46(74) .......................................................................................................gaggaaaguccgggcUC-C--G--UCAGGC-AGGA-CGCC-AGG----------------UAACG------------------CCU--GGAGG-GU-----------------------------------GCGA-------------------------------------GCCCAU-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A48(76) .......................................................................................................gaggaaaguccgggcUC-C--U--UCGGAC-AGGG-cGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAU-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+A.eutrophus .....AAAGCA-GGC--CAGGCAACC-GCU---GCCU-G--C-A---CC----------------GCAA----------------G-G----UG-CA-G-GGGGAGGAAAGUCCGGACUC-CACA----GGGC-AGGG-UGUU-GGC----------------UAACA------------------GCC--AUCCA-CG-----------------------------------GCAA-------------------------------------CGUGCG-GAA---UAGGGCC--ACAGAGACGA--GUCUUG------------------------------------CC--------------------------G-----CC---------------------------------------------GG-------------------G---------------------- [...]
+B.pertussis .....AGGGCA-GAU--CGGGCAAUC-GCG---GGGG-A--U-----------------------GCAA------------------------A-UC-C-UUCGAGGAAGGUCCGGACUC-CACA----GGGC-GGGA-UAGC-GGC----------------UAACG------------------GCC--GUCCG-GC---GAC-----G-CUG-GCGGG-------------CUUG--------------CCCGC----CG--GAA---A-A-GCCGAG-GAA---CAGGGCC--ACAGAGACGA--GUCUGU------------------------------------CA--------------------------U-----GAGGGCGCGCCUGGCGCGCACCGGCACGGCCAUCUCCGUGCCG----CG-------------------CCG--UCCG-------------- [...]
+B.bronchiseptica .....AGGGCA-GAU--CGGGCAAUC-GCG---GGGG-A--U-----------------------GCAA------------------------A-UC-C-UUCGAGGAAGGUCCGGACUC-CACA----GGGC-GGGA-UAGC-GGC----------------UAACG------------------GCC--GUCCG-GC---GAC-----G-CUG-GCGGG-------------CUUG--------------CCCGC----CG--GAA---A-A-GCCGAG-GAA---CAGGGCC--ACAGAGACGA--GUCUGU------------------------------------CA--------------------------U-----GAGGGCGCGCCUGGCGCGCACCGGCACGGCCAUCUCCGUGCCG----CG-------------------CCG--UCCG------------- [...]
+C.testosteroni .......................................................................................................gaggaaaguccgggcUG-CAUA----GGGC-GGCG-UAGC-AGC----------------UAACA------------------GCU--GUCCA-CC-----------------------------------GUGA-------------------------------------GGUGAG-GAU---CAGAGCA--ACAGAGACGA--GUCUGG------------------------------------CA--------------------------G-----GA---------------------------------------------GU-------------------GCC-------------------- [...]
+N.europaea .....GAAGCC-GGU--CAGACAGUC-GCU---GCCU-G--------------------------GUGA------------------------C--A-G-GGAGAGGAAAGUCCGGGCUC-CACA----GAGC-AGGA-UGCC-GGU----------------UAACG------------------GCC--GGCCG-CC-----------------------------------GUGA-------------------------------------GGUGAG-GAA---CAGGGCC--ACAGAGACGA--GCGUAU----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+N.gonnorhoeae .....CGGGAC-GGG--CAGACAGUC-GCC---GCGU-A--U-C---GC----------------GUAA----------------G-G----CA-UA-C-GGGGAGGAAAGUCCGGGCUC-CGCA----GGGU-AGAA-UGCC-GGU----------------UAACG------------------GCC--GGGCG-CG-----------------------------------GUAA-------------------------------------CGCGAC-GGA---AAGUGGA--ACAGAAAGCAAAACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------GC------------------------------------------ [...]
+N.meningitidis-Z2491 .....CGGGAC-GGG--CAGACAGUC-GCC---GCGU-A--U-C---GC----------------GUAA----------------G-G----CA-UA-C-GGGGAGGAAAGUCCGGGCUC-CGCA----GGGU-AGAA-UGCC-GGU----------------UAACG------------------GCC--GGGCG-CG-----------------------------------GUAA-------------------------------------CGCGAC-GGA---AAGUGGA--ACAGAAAGCAAAACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------GC------------------------------------- [...]
+N.meningtidis-MC58 .....CGGGAC-GGG--CAGACAGUC-GCC---GCGU-A--U-C---GC----------------GUAA----------------G-G----CA-UA-C-GGGGAGGAAAGUCCGGGCUC-CGCA----GGGU-AGAA-UGCC-GGU----------------UAACG------------------GCC--GGGCG-CG-----------------------------------GUAA-------------------------------------CGCGAC-GGA---AAGUGGA--ACAGAAAGCAAAACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------GC--------------------------------------- [...]
+T.thioparus .......................................................................................................gaggaaaguccgggcUC-CACA----GAGC-AGGA-UGCC-GGC----------------UAACG------------------GCC--GGACG-CC-----------------------------------GCGA-------------------------------------GGCGAG-GAA---UAGGGCC--ACAGAGACGA--GCGUAU----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+Mxa1 .......................................................................................................gaggaaagucccggcUG-CACA----GAGC-GGGA-UGAC-GGC----------------UAACG------------------GCC--GUACG-CU---GAA-----A-GCU-G-----------------GUAA------------------C----AG--UAU---A-A-GGCGAG-GAA---UAGGGCC--ACAGAGACGA--GUCGGU------------------------------------UC--------------------------G-----AC--------------------------------------------CAG-------------------UGA--GCAA-------------- [...]
+ESH26-4 .......................................................................................................gaggaaaguccgggcUG-CACA----GAGC-GGGA-UGAC-GGC----------------UAACG------------------GCC--GUACG-CU---GAA-----A-GCU-G-----------------GCAA------------------C----AG--UAU---A-A-GGCGAG-GAA---UAGGGCC--ACAGAGACGA--GCGUAU----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+ESH167F .......................................................................................................gaggaaaguccgggcUC-CAUA----GAGC-AGGG-UGAU-GGC----------------UAACG------------------ACC--AUCCA-CG-----------------------------------GUGA-------------------------------------CGUGCG-GAA---UAGGGCC--ACAGAGACGA--GUCUUC------------------------------------GC--------------------------C-----CC---------------------------------------------GG-------------------C---------------------- [...]
+ESH183D .......................................................................................................gaggaaaguacgggcUC-CAUA----GGGC-AGGG-UGUU-GGC----------------UAAUA------------------GCC--AUCCA-CG-----------------------------------GCAA-------------------------------------CGUGCG-GAA---UAGGGCC--ACAGAGACGA--GUCUUG------------------------------------CC--------------------------A-----UC---------------------------------------------GG-------------------G---------------------- [...]
+A.ferrooxidans .....GGAGUG-GGC--CAGGCGACC-GCC---GCGG-A--------------------------GCAA--------------------------UC-C-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AAGG-CGCC-GGU----------------UAACG------------------GCC--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC----------------------------------AAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+A.ferrooxidans-g .....GGAGUG-GGC--CAGACGACC-GCC---GCGG-A--------------------------GCAA--------------------------UC-C-GGGGAGGAAAGUCCGGGCUC-CACA----GGGC-AAGG-CGCC-GGC----------------UAACG------------------GCC--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC---------------------------------AAAGC--------------------------G-----C----------------------------------------------------------------------------------------- [...]
+A.paspali .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+A.salinestris-184 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------G-----C---------------------------------------------------------------------------------------- [...]
+A.vinlandii-CA .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+A.macrocytogenes123 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AAAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------G-----C-------------------------------------------------------------------------------------- [...]
+A.chroococcum .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGU--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+Buchnera-APS ..UGAAGUUGA-CUA--AAAACAGUC-GCU---GUUU-A--G-U---UU----------------UUAA------------------A---AAU-UA-A-AAAGAGGAAAGUCCGGGCUC-CAUA----GAGC-AGGG-UGCC-AGA----------------UAACA------------------UCU--GGAAA-GC-----------------------------------GUGA-------------------------------------GCUUAU-GAC---UAGUGCA--ACAGAAAAUAA-ACCACC------------------------------------UA--------------------------U-----UU---------------------------------------------UG-------------------UA--------------------- [...]
+C.vinosum .....GGAGUC-GGC--CAGACAGUC-GCU---UCCG-U--C-----------------------CUGGU-----------------------G-AC-G-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GAGA-------------------------------------GUCCAC-GGA---AAGUGCC--GCAGAAAAGAU-ACCGCC---------------------------------GACCC--------------------------C-----GU---------------------------------------------C------------------------------------------- [...]
+E.coli .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCUC--------UUCG--------GGGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+E.coli-g .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCUC--------UUCG--------GGGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+E.coli-JM109 .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCUC--------UUCG--------GGGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGA----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+E.agglomerulans .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCUCC-------UUCG-------GGGGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AAGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU---G-------------------------------UCAC-----------------------------------G-ACCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+H.influenza .....CGAGUU-GGU--UAGACAAUC-GCU---GGUU-U--A-U---UGAAGCCCUUAACCGUA-UUUA--UACGACCUAGUGGGACA---AGU-AA-A-CGAGAGGAAAGUCCGAGCUA-CACA----GGGC-AGAG-UGCC-GGA----------------UAACG------------------UCC--GGGCG-GC-----------------------------------GUGA-------------------------------------GCCGAC-GAC---CAGUGCA--ACAGAGAGCAG-ACCGCC------------------------------------GU--------------------------------------------------------------------------------------------------------------------------- [...]
+K.pneumoniae .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCUCC-------UUCG-------GGGGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AAGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU---G-------------------------------UCAC-----------------------------------G-ACCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+L.adecarboxylata .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C--------------------- [...]
+P.vulgaris .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGCC-AGA----------------UAACG------------------UCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GAC---AAGUGCA--GCAGAGAGUAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------UG------------------------------------------ [...]
+P.fluorescens .....AGAGUC-GAU--UGGACAGUC-GCU---GCCC-U--C-U---AU----------------GAAA----------------A-U---UAG-GG-G-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAAUG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+P.aeruginosa .....AGAGUC-GAU--UGGACAGUC-GCU---GUCG-C--G-C---------------------AAUA-----------------------GC-GC-G-GUGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+P.aerogenes .......................................................................................................gaggaaaguccgggcUA-CAUA----GGGC-AGAG-UGCC-GGA----------------UAACG------------------UCC--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GAC---CAGUGCA--GCAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------C------------------------------------------- [...]
+P.azotoformans .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAAUG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+P.putida .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+P.stutzeri .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-AAAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+X.fastidiosa GCGGUGAAGUC-GGC--UGGGCAGUC-GCG---UCAU-C--C-----------------------GAGA------------------------G-GA-U-GCCGAGGAAAGUCCGGGCUC-CAUA----GGGC-AAGG-UGCC-AGG----------------UAACA------------------CCU--GGGCG-GC-----------------------------------GUGA-------------------------------------GUCGAC-GGA---AAGUGCA--ACAGAAAGAU--ACCGCC------------------------------------AA-----------------------UAUU-----CC---------------------------------------------U------------------------------------------- [...]
+P.alcalifaciens .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGA----------------UAACG------------------UCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GAC---AAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------UG------------------------------------------ [...]
+P.shigelloides .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGCG-GC-----------------------------------GCAA-------------------------------------GCCGAC-GAC---UAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------UG-------------------UG--------------------- [...]
+S.typhi .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCU---------UUCG---------GGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G-----------------------------------GGAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+S.typhimurium .....GAAGCU-GAC--CAGACAGUC-GCC---GCUU-C--G-U---CGUCGUCCU---------UUCG---------GGG-AGAC-G---GGC-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+S.marcescens .....GGAGUU-GAC--CAGACAGUC-GCC---GCUU-C--A-U---UGCCGUCCUC--------UUCG--------GGGG-AGAC-A---GAU-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GAC---UAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+S.liquefaciens .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GAC---UAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+S.putrefaciens .....CGAGUU-GGC--CAGACAGUC-GCC---GCGU-U--C-----------------------GCAA------------------------G-AA-C-GGGGAGGAAAGUCCGGGCUU-CAAA----GAGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGCG-GU-----------------------------------GUGA-------------------------------------ACCGAC-GAC---AAGUGCA--ACAGAGAGGAG-ACCGCC------------------------------------AU--------------------------C-----AU---------------------------------------------AG-------------------C---------------------- [...]
+V.cholera ....AGUUGAC-UGG--GUAGUCGCU-GCC---UUAU-U--G-A---CGUC-CCUUGG-C----CUAUC------GCCAGGGAGACUG----AU-AA-G-GGGGAGGAAAGUCCGGGCUC-CAUA----GAGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GAC---AAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------UC-------------------UCU-------------------- [...]
+Y.pestis .....GGAGUU-GAC--UAGACAGUC-GCC---GCUU-C--A-C---UGCCGUCCCU--------UUCG--------GGGG-AGAC-A---GGU-GG-A-GGGGAGGAAAGUCCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GAC---AAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+ESH7-9 .......................................................................................................gaggaaaguccgggcUU-CAAC----GGGC-AAGG-UGCC-AGG----------------UAACG------------------CCU--GGGCG-GC-----------------------------------GUGA-------------------------------------GCCGAC-GGA---AAGUGCA--GCAGAGAGUAG-ACCGCC------------------------------------UU--------------------------CAAUAUGG---------------------------------------------UU-------------------UCG--A----------------- [...]
+ESH7-16 .......................................................................................................gaggaaaguccgggcUA-CAUA----GGGC-AGCG-UGCC-AGC----------------UAACG------------------GCU--GGGCA-GG-----------------------------------GUAA-------------------------------------CUUGAC-GAC---CAGUGCA--GCAGAGAGUAG-ACCGCC---------------------------------UUUGG--------------------------CUU---AU---------------------------------------------AU-------------------GAG--UAUC-------------- [...]
+ESH17b-7 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GGAG-UGCC-AGG----------------UAAUG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+ESH20b-4 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGAG-CGCC-AGG----------------UAACA------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--GCAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------G-----U------------------------------------------------------------------------------------------ [...]
+ESH21b-4 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAAUG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+BH145 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAAUG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGU--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+P126 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAAUG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+P131 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGAA-GC-----------------------------------GCGA-------------------------------------GCUUAC-GAC---AAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+LGW23 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AAGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCCAC-GGA---CAGUGCA--ACAGAAAGCAA-ACCGCC----------------------------------UAUG--------------------------U-----CA---------------------------------------------CG-------------------GCU--CGU--------------- [...]
+purpleX .......................................................................................................GAGGAAAGUCCGGGCUC-CACA----GGGC-AGGG-UGCC-AGA----------------UAACG------------------UCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----UC---------------------------------------------C------------------------------------------- [...]
+vHge2 .......................................................................................................gaggaaaguccgggcUU-CAUA----GGGC-AAGG-UGCC-AGG----------------UAACG------------------CCU--GGGCG-GU-----------------------------------GUGA-------------------------------------ACCGAC-GGA---AAGUGCA--GCAGAGAGUAG-ACCGCC------------------------------------UU--------------------------CAAUAACG---------------------------------------------UU-------------------UCU--U----------------- [...]
+SM-A02 .......................................................................................................gaggaaaguccgggcCC-CAAC----GGGC-AGAG-CGCC-AGG----------------UAACA------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--GCAGAAAAUAU-ACCGCC---------------------------------UAAGC--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+SM-A03 .......................................................................................................gaggaaaguccgggcUC-CGCA----GGGC-AGAG-UGCC-AGG----------------UAACA------------------CCU--GGGGG-GC-----------------------------------GAGA-------------------------------------GCCUAC-GGA---AAGUGCA--ACAGAAAGCAU-ACCGCC---CAA-AAACGGGGUAACACCCGUUUGAG-----UGC--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A07 .......................................................................................................gaggaaagucCGGGCUC-CACA----GGGC-AGGG-UGCU-AGG----------------UAAUG------------------UUU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACAU-ACCGCC------------------------------------UA--------------------------C-----GUC---------------------------------------------------------------------------------------- [...]
+SM-A09(11) .......................................................................................................gaggaaagucCGGGCUC-CACA----GGAC-AGGG-UGCC-AGA----------------UAACG------------------UCU--GGGAG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GGC---CAGUGCA--ACAGAAAGUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A14(17) .......................................................................................................gaggaaagucCGGGCUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+SM-A15(19) .......................................................................................................gaggaaagucCGGGCUC-CACA----GGGC-AGGG-UGCC-AGG----------------UAAUC------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCA--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------------------------------------------------------------------------------------------------------- [...]
+SM-A19(32) .......................................................................................................gaggaaagucCGGGCUC-C--U--UCGGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAU-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A20(33) .......................................................................................................gaggaaagucCGGGCUC-CACA----GGGC-AGGG-UGCC-AGG----------------UAACU------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCA--ACAGAAAAUAU-ACCGCC------------------------------------CG--------------------------C----UUA---------------------------------------------UU-------------------CA--------------------- [...]
+SM-A22(37) .......................................................................................................gaggaaagucCGGGCUC-CUUC----GGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------UG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A29(46) .......................................................................................................gaggaaagucCGGGCUC-C--U--UCGGAC-AGGG-CGCC-AGG----------------UAACC------------------CCU--GGAGG-GC-----------------------------------GCGA-------------------------------------GCCCAU-GGA---AAGUGCC--ACAGAAAACAA-ACCGCC------------------------------------AG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+SM-A32(54) .......................................................................................................gaggaaagucCGGGCUC-CAUA----GGAC-AAGG-GCGCCAGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCAA-------------------------------------GCCCAC-GGA---AAGUGCC--GCAGAAAGCAA-ACCGCC--------------------------------UAAGCC--------------------------G-----CC---------------------------------------------AU-------------------CG--------------------- [...]
+SM-A33(55) .......................................................................................................gaggaaagucCGGGCUC-C--U--UCGGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAU-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------GG--------------------------------------------------------------------------------------------------------------------------- [...]
+SM-A34(56) .......................................................................................................gaggaaaguccgggcUC-C--U--UCGGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A36(59) .......................................................................................................gaggaaaguccgggcUC-C--A---UGGGC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---GAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------GG--------------------------G------------------------------------------------------------------------------------------------ [...]
+SM-A38(62) .......................................................................................................gaggaaaguccgggcUC-CACA----GGAC-AGGG-UGCC-AGA----------------UAACG------------------UCU--GGGAG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GGC---CAGUGCA--ACAGAAAGUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A40(65) .......................................................................................................gaggaaaguccgggcUC-CAAA----GGGC-AAGG-UGCC-AGG----------------UAACA------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCA--GCAGAAAGUAU-ACCGCC------------------------------------CG--------------------------G-----CG---------------------------------------------AU-------------------CCA--CC---------------- [...]
+SM-A47(75) .......................................................................................................gaggaaaguccgggcUC-CGGC----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A51(79) .......................................................................................................gaggaaaguccgggcUC-C--A--UCGGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SM-A53(82) .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGCC-AGA----------------UAACG------------------UCU--GGGGG-GC-----------------------------------GCAA-------------------------------------GCCCAC-GGC---AAGUGCA--ACAGAAAGUAU-ACCGCC------------------------------------GG--------------------------C------------------------------------------------------------------------------------------------ [...]
+CPA54 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGU-AGAG-CGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCA--ACAGAGAGCAG-ACCGCC---------------------------------UACGU--------------------------A-----AC---------------------------------------------C------------------------------------------- [...]
+CPA63 .......................................................................................................gaggaaaguccgggcUC-C-AA----GGGC-AAAG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-AC-----------------------------------GUGA-------------------------------------GUCCAC-GGA---AAGUGCA--ACAGAAAGCAA-ACCGCC---------------------------------UAAGU--------------------------U-----UU---------------------------------------------UC------------------------------------------ [...]
+CPB139 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+CPB141 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------G---------------------- [...]
+CPA52 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGGA--ACAGAGAGCAG-ACCGCC---------------------------------UAAGC--------------------------G-----CU---------------------------------------------C------------------------------------------- [...]
+CPB147 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU-----------------------------------GUAACA-----------------------------------ACCUAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CU------------------------------------------ [...]
+CPB71 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU-----------------------------------GUAACA-----------------------------------ACCUAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CU------------------------------------------ [...]
+CPB73 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU-----------------------------------GUAACA-----------------------------------ACCUAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CU------------------------------------------ [...]
+CPB74 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU-----------------------------------GUAACA-----------------------------------GCCCAC-GAC---UAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+CPB75 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+CPB80 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+CPB86 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+DU1 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----U------------------------------------------------------------------------------------------ [...]
+TP1 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGU--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+UK2 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+WC1 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+VSDW ....................................................................................................ggggaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CA-------------------C---------------------- [...]
+EF ....................................................................................................ggggaggaaaguccgggcUC-CAUA----GGGC-GGAG-UGCC-AGG----------------UAAUG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+SM1 .......................................................................................................gaggaaaguccgggCUC-CAAA----GGGC-AAGA-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----U------------------------------------------------------------------------------------------ [...]
+SM2 .......................................................................................................gaggaaaguccgggCUC-CAAA----GGGC-AAGA-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----U------------------------------------------------------------------------------------------ [...]
+WA1 .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUA--ACCGCC---------------------------------UAAGC--------------------------A-----U------------------------------------------------------------------------------------------ [...]
+WB3 .......................................................................................................gaggaaaguccgggCUC-CAUA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+UK5 .......................................................................................................gaggaaaguccgggCUC-CGUA----GGGC-AAAG-UGCC-AGG----------------UAACG------------------CCU--GGAAG-GC-----------------------------------GUGA-------------------------------------GCCUAU-GGA---AAGUGCC--ACAGAAAACA--ACCGCC---------------------------------UAAGC--------------------------A-----U------------------------------------------------------------------------------------------ [...]
+SM-A05 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+D.desulfuricans .....GGAGUC-GGA--CGGAUCGUC-GCC---GCGG-G--G-----------------------GCAA------------------------C-UC-C-GGGGAGGAAAGUCCGGGCUC-CAAA----GGGC-AGAA-CGCU-GGA----------------UAACA------------------UCC--AGGGA-GG-----------------------------------GCAA-------------------------------------CCUC-C-GGA---CAGCGCC--ACAGAAAGCAA-ACCGCC------------------------------------CG--------------------------G-----C------------------------------------------------------------------------------------------ [...]
+D.vulgaris .....GGAGUC-GGA--CAGGUCGUC-GUC---GCGG-G--U-C---------------------GCAA-----------------------GA-CC-C-GGGGAGGAAAGUCCGGGCUU-CACA----GGGC-AGGA-CGCU-GGG----------------UAACG------------------CCC--AGGGG-GA-----------------------------------GCGA-------------------------------------UCUC-C-GGA---GAGUGCC--ACAGAGAGCAG-ACCGCC------------------------------------CG--------------------------C-----G------------------------------------------------------------------------------------------ [...]
+G.sulfurreducens .....GAAGCA-GAA--CAGAUGGCC-GCC---CUUC-G--------------------------CGUG--------------------------CG-G-GGGGAGGAAAGUCCGGGCUC-CACA----GGGC-AUGG-UGCU-GGA----------------UAACG------------------UCC--AGCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---UAGUGCC--ACAGAGAGAAG-UCCGCC------------------------------------CG--------------------------C----------------------------------------------------------------------------------------------- [...]
+M.xanthus .......................................................................................................gaggaaaguccgggcUC-CAGA----GGGC-AGGG-UGCU-GGC----------------UAACG------------------GCC--AGUCG-AG-----------------------------------GCGA-------------------------------------CUCGCA-GGA---AAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------U-----UC---------------------------------------------C------------------------------------------- [...]
+C.jejuni ......AAGCA-UAG--UAAAUGCUC-GC----UUCU----------------------------UUUU-----------------------------A-GGAGAGGAAAGUCCGAGCUG-C--U-AAAGACA-AACA-UUCC-AUC----------------UAACA------------------GAU--GGCUA-GG-----------------------------------GUAA-------------------------------------CCUAAG-GGA---UAGUGCA--ACAGAAAGAAA-ACUACC------------------------------------AC--------------------------------------------------------------------------------------------------------------------------- [...]
+H.pylori-26695 ......CGCAU-UAG--AAGAUGGUC-GCU---AUU-----------------------------UUAG-----------------------------A-AUAGAGGAAAGUCCGGGCUA-C--A--UUAGAC-AAAA-UUCC-AUC----------------UAACG------------------GAU--GGCUA-GC-----------------------------------GCAA-------------------------------------GCUAAG-GGA---AAGUGCC--ACAGAAAGCAA-ACCGCC------------------------------------U---------------------------------------------------------------------------------------------------------------------------- [...]
+H.pylori-48K ......CGCAU-UAG--AAGAUGGUC-GCU---AUU-----------------------------UUAG-----------------------------A-AUAGAGGAAAGUCCGGGCUA-C--A--UUAGAC-AAAA-UUCC-AUC----------------UAACG------------------GAU--GGCUA-GC-----------------------------------GCAA-------------------------------------GCUAAG-GGA---AAGUGCC--ACAGAAAGCAA-ACCGCC------------------------------------UU--------------------------------------------------------------------------------------------------------------------------- [...]
+H.pylori-RU1 ......CGCAU-UAG--AAGAUGGUC-GCU---AUU-----------------------------UUAG-----------------------------A-AUAGAGGAAAGUCCGGGCUA-C--A--UUAGAC-AAAA-UUCC-AUC----------------UAACG------------------GAU--GGCUA-GC-----------------------------------GCAA-------------------------------------GCUAAG-GGA---AAGUGCC--ACAGAAAGCAA-ACCGCC------------------------------------UU--------------------------------------------------------------------------------------------------------------------------- [...]
+H.pylori-J99 ......CGCAU-UAG--AAGAUGGUC-GCU---AUU-----------------------------UUAG-----------------------------A-AUAGAGGAAAGUCCGGGCUA-C--A--UUAGAC-AAAA-UUCC-AUC----------------UAACG------------------GAU--GGCUA-GC-----------------------------------GCAA-------------------------------------GCUAAG-GGA---AAGUGCC--ACAGAAAGCAA-ACCGCC------------------------------------UU--------------------------------------------------------------------------------------------------------------------------- [...]
+SM-A30(48) .......................................................................................................gaggaaagucCGGGCUG-C-AA-GUGAGAC-AGGA-CUCC-AUC----------------UAACG------------------GAU--GGCCAGA------------------------------------GUAA-------------------------------------UCUGAG-GGC---AAGUGCA--ACAGAAAGUAG-GUAGCC------------------------------------AC--------------------------------------------------------------------------------------------------------------------------- [...]
+ESH7-4 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGA-UGCU-GGC----------------UAACG------------------GCC--AGGCG-UC-----------------------------------GCGA-------------------------------------GGCGAC-GGA---AAGUGGA--ACAGAGAGCAGAACCGCC----------------------------------GAUG--------------------------G-----CC--------------------------------------------GGC-------------------CGGUGCACC-------------- [...]
+ESH46a-1 .......................................................................................................gaggaaaguccgggcUC-CACA----GAGC-AGAA-UGCC-GGC----------------UAACG------------------GCC--GGGCG-CG-----------------------------------GCAA-------------------------------------CGCGAC-GGA---AAGUGGA--ACAGAAAGCAAUACCGCC----------------------------------GAUG--------------------------A-----UU---------------------------------------------GC-------------------C---------------------- [...]
+PS22 .......................................................................................................gaggaaaguccgggcCC-CACA----GAGC-AGGA-UGCC-GGC----------------UAACG------------------GCC--GGGCG-CC-----------------------------------GCGA-------------------------------------GGCGAC-AGA---CAGUGCA--ACAGAAAACAU-ACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------CC------------------------------------------ [...]
+PS33 .......................................................................................................gaggaaaguccgggcAC-CACA----GGGC-AGGA-UG-C-GGC----------------UAACG------------------GCC--G-GCG-CC-----------------------------------GUGA-------------------------------------GGCGAC-GGA---AAGUGCA--ACAGAAAGAU--ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------C------------------------------------------- [...]
+LGA2 .......................................................................................................gaggaaaguccgggcCC-CACA----GAGC-AGGA-UGCC-GGC----------------UAACG------------------GCC--GGGCG-CA---GCA-----A-GCU-UC----------------GCAA-----------------GA----AG--CCC---A-A-GGCGAC-AGACACCAGUGCA--ACAGAAACAU--ACCGCC---------------------------------UAAGU--------------------------C-----C------------------------------------------------------------------------------------------ [...]
+LGW17 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGA-UGCC-AGU----------------UAACG------------------GCU--GGGUG-CU----AU-----ACGUC-------------------GCAA------------------------G--ACC---A-A-GGCAAC-GGA---CAGUGCA--ACAGAGAACAG-ACCGCC----------------------------------GAUG--------------------------G-----CU---------------------------------------------UU-------------------GGG--CUGUGCCGCUGCUUGCAG [...]
+SM-A17(26) .......................................................................................................gaggaaagucCGGGCUC-CGCA----GGGC-GGGA-UGCC-AGG----------------UAAUG------------------CCU--GGGAG-GU-----------------------------------GAAA-------------------------------------ACCUAU-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------CC--------------------------G-----CC---------------------------------------------GC------------------------------------------ [...]
+C.diphtheriae .....UGAGCC-GGC--UGGGCGAUC-GCG---ACUU-U--G-C---GUAC-CACAU-------GCGAUGA------ACAU-GGUGGC----GC-AA-G-GACGAGGAAAGUCCGGACUC-CACA----GAGC-ACGG-UGAU-UGU----------------UAACA------------------ACA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGC---AAGUGCA--ACAGAAAGUAA-ACCGCC------------------------------------UA--------------------------G-----AA----------------------------------------------------------------------------------------- [...]
+M.luteus .......................................................................................................gaggaaaguccgggcAC-CGCA----GAGC-AGGA-UGGU-GGA----------------CAACA------------------UCC--ACCCG-GG-----------------------------------GCGA-------------------------------------CCCGCG-GGC---CAGUGCC--ACAGAGAGAAG-ACCGCC------------------------------------UC--------------------------C-----GC---------------------------------------------GC------------------------------------------ [...]
+M.avium .CGGACGAGUU-GGC--CGGGCGGCC-GCG---GCUC-G--------------------------UAUCC-------------------------CG-A-GUCGAGGAAAGUCCGGACUU-CACA----GAGC-AGGG-UGAU-UGC----------------UAACG------------------GCA--AUCCG-AG-----------------------------------GUGA-------------------------------------CUCGCG-GGA---AAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------AC--------------------------C------------------------------------------------------------------------------------------------ [...]
+M.bovis .CGGACGAGUU-GGC--UGGGCGGCC-GCG---GCUU-G--U-G---UGGA-UUC----------ACGA-----------GGUUCA-G----CGUCG-A-GUCGAGGAAAGUCCGGACUU-CACA----GAGC-AGGG-UGAU-UGC----------------UAACG------------------GCA--AUCCG-AG-----------------------------------GUGA-------------------------------------CUCGCG-GGA---AAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------AU--------------------------C------------------------------------------------------------------------------------------------ [...]
+M.leprae .CGGACGAGUU-GGC--UGGGCGGCC-GCG---GCUC-G--U-G---UCGG-UCU----------GAAA----------GG-CCCG-G----UAACG-A-GUCGAGGAAAGUCCGGACUU-CACA----GAGC-AGGG-UGAU-UGC----------------UAACA------------------GCA--AUCCG-AG-----------------------------------GUGA-------------------------------------CUCGCG-GGA---UAGUGCC--ACAGAAAACAA-ACCGCC------------------------------------AU--------------------------C------------------------------------------------------------------------------------------------ [...]
+M.tuberculosis .CGGAUGAGUU-GGC--UGGGCGGCC-GCG---GCUC-G--C-G---UAGG-GCUUG--UG---UGGAUU-----CACGAGGUUCA-G----CGUCG-A-GUCGAGGAAAGUCCGGACUU-CACA----GAGC-AGGG-UGAU-UGC----------------UAACG------------------GCA--AUCCG-AG-----------------------------------GUGA-------------------------------------CUCGCG-GGA---AAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------AU--------------------------C------------------------------------------------------------------------------------------------ [...]
+M.tuberculosis-g .CGGAUGAGUU-GGC--UGGGCGGCC-GCG---GCUC-G--C-G---UAGG-GCUUG--UG---UGGAUU-----CACGAGGUUCA-G----CGUCG-A-GUCGAGGAAAGUCCGGACUU-CACA----GAGC-AGGG-UGAU-UGC----------------UAACG------------------GCA--AUCCG-AG-----------------------------------GUGA-------------------------------------CUCGCG-GGA---AAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------AU--------------------------C----------------------------------------------------------------------------------------------- [...]
+S.caesia-K182 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+Saccharomonospora-K180 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------G-----CC---------------------------------------------------------------------------------- [...]
+S.azurea-K161T .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.caesia-K200 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.caesia-SB22 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.caesia-K76T .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.caesia-SB01 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.caesia-K163 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.cyanea-K168T .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.glauca-K194 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------G-----CC---------------------------------------------G------------------------------------------- [...]
+S.glauca-K195 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------G-----CC---------------------------------------------G------------------------------------------- [...]
+S.glauca-K202 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------G-----CC---------------------------------------------G------------------------------------------- [...]
+S.glauca-L169T .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------CG--------------------------G-----CC---------------------------------------------G------------------------------------------- [...]
+S.viridis-K191 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAAGCAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.viridis-K197 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAAGCAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.viridis-K73T .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAAGCAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.viridis-K185 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACA------------------GCA--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAAGCAG-ACCGCC------------------------------------CG--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+S.bikiniensis .....CGAGCC-GGG--CGGGCGGCC-GCG---UGGG-G--G-U---C-----------------UUCG------------------G----AC-CU-C-CCCGAGGAACGUCCGGGCUC-CACA----GAGC-AGGG-UGGU-GGC----------------UAACG------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------GG--------------------------G-----GA---------------------------------------------C------------------------------------------- [...]
+S.lividans .....CGAGCC-GGG--CGGGCGGCC-GCG---UGGA-G--U-C---CC----------------UCAC----------------G-G----GA-CU-U-CCCGAGGAACGUCCGGGCUC-CACA----GGGC-AGGG-UGAU-GGC----------------UAaCG------------------gCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAGCAG-ACCGCC------------------------------------GG--------------------------A-----GG---------------------------------------------C------------------------------------------- [...]
+S.polymorpha .........................................................................................................................C--ACGGAAACC-ACGG-UGCC-GGA----------------UAACG------------------UCC--GGCGG-CU---UCG-----G-----------------------GAAA----------------------------CC---G-G-AGUCAG-GGA---AAGUGCC--ACAGAGAGCAGA-CCGCCAAAGGC----------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+L.japonicus-IFO15385 .........................................................................................................................CGCA----GAGC-AAGG-UGGU-GGG----------------CAACA------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAGAACAGA-CCGCC-----------------------------------GCU--------------------------C-----UC---------------------------------------------UC------------------------------------- [...]
+L.japonicus-IFO12422 .........................................................................................................................CGCA----GAGC-AAGG-UGGU-GGG----------------CAACA------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAGAACAGA-CCGCC-----------------------------------GCU--------------------------C-----UC---------------------------------------------UC------------------------------------- [...]
+P.innocua .........................................................................................................................CACA----GAGC-AGGG-UGGU-GGG----------------UAACG------------------CCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGC---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------CC--------------------------G-----AU---------------------------------------------GC-------------------GCC--GG---------------- [...]
+M.phosphovorus-JCM9380 .........................................................................................................................CACC----GAGC-AGGG-UGGU-GGG----------------UAACA------------------CCC--ACCCG-GG-----------------------------------GCGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAAGCAAA-CCGCC------------------------------------CC--------------------------G-----AG---------------------------------------------CC-------------------G--------------- [...]
+M.phosphovorus-JCM9379 .........................................................................................................................CACC----GAGC-AGGG-UGGU-GGG----------------UAACA------------------CCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAAGCAAA-CCGCC------------------------------------CC--------------------------G-----AG---------------------------------------------CC-------------------G--------------- [...]
+F.antarctica .........................................................................................................................CGAA----GAGC-ACGG-UGGU-GGG----------------UAACG------------------CCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAGCAGA-CCGCC------------------------------------CA--------------------------C-----CC---------------------------------------------GC------------------------------------------ [...]
+I.calvum .........................................................................................................................CACA----GGGC-AGGG-UGGU-GGC----------------CAACA------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAAAACAAA-CCGCC------------------------------------AA--------------------------C-----UG---------------------------------------------C------------------------------------------- [...]
+T.luteus .........................................................................................................................CAUA----GGGC-AGGG-UGGU-GGC----------------CAACA------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GG--------------------------C-----UG----------------------------------------------------------------------------------------- [...]
+T.tumescens .........................................................................................................................CACA----GGGC-AGGG-UGGU-GGC----------------CAACA------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GG--------------------------C-----UG---------------------------------------------C------------------------------------------- [...]
+A.fastidiosum .........................................................................................................................CACA----GAGCAACGG-UGGU-GGC----------------UAACG------------------GCC--ACCCA-CG-----------------------------------GCGA-------------------------------------CGUGCG-GGA---CAGUGCC--ACAGAAAUCAGA-CCGCC----------------------------------AGCG--------------------------G-----CC---------------------------------------------GC-------------------CGC--UC---------------- [...]
+A.erythreum .........................................................................................................................CACA----GAGC-ACGG-UGGU-GGC----------------CAACA------------------GCC--ACCCA-CG-----------------------------------GCGA-------------------------------------CGUGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC----------------------------------AGCG--------------------------G-----CC---------------------------------------------CC-------------------GCG--GCC--------------- [...]
+Nocardiodes-ATCC39419 .........................................................................................................................CACA----GGGC-AGCG-UGGU-GGG----------------UAACG------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC----------------------------------AGCG--------------------------G-----CC---------------------------------------------UG-------------------GAU--GAAC-------- [...]
+N.fulvus-KCTC9580 .........................................................................................................................CGAA----GGGC-AGCG-UGGU-GGG----------------UAACG------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC----------------------------------AGCG--------------------------G-----CC---------------------------------------------UG-------------------AGC--GAAU------------ [...]
+N.fulvus-JCM3335 .........................................................................................................................CACA----GGAC-AGGG-UGGU-GGC----------------UAACG------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GC--------------------------U-----GC---------------------------------------------CU----------------------------------------- [...]
+N.flavus .........................................................................................................................CACA----GGAC-AGGG-UGGU-GGC----------------UAACG------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GC--------------------------U-----GC---------------------------------------------CU------------------------------------------ [...]
+Nocardiodes-NSP41 .........................................................................................................................CACA----GAGC-AGGG-UGGU-GGG----------------UAACA------------------CCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------UC--------------------------G-----CC---------------------------------------------C----------------------------------------- [...]
+N.pyridinolyticus .........................................................................................................................CACA----GGGC-AAGG-UGGU-GGG----------------UAACA------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------CC--------------------------U-----G---------------------------------------------------------------------------------------- [...]
+N.simplex .........................................................................................................................CACA----GAGC-AGGG-UGGU-GGG----------------UAACA------------------CCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------UC--------------------------C-----GG----------------------------------------------------------------------------------------- [...]
+N.plantarum .........................................................................................................................CACA----GAGC-AGGG-CGGU-GGG----------------UAACA------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------UCC-----------------CGAAUCCAGCGCCACCGGACGAC----------GGA--------------------------------------------------------------------- [...]
+N.jensenii .........................................................................................................................CGCA----GAGC-AAGG-UGGU-GGG----------------CAACA------------------CCC--ACCCG-GG-----------------------------------GCAA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GC--------------------------U-----CU---------------------------------------------CU-------------------CCG-------------------- [...]
+N.luteus .........................................................................................................................CACA----GGAC-AGGG-UGGU-GGC----------------UAACG------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GC--------------------------U-----GC---------------------------------------------CU------------------------------------------ [...]
+N.albus .........................................................................................................................CACA----GGAC-AGGG-UGGU-GGC----------------UAACG------------------GCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---CAGUGCC--ACAGAGAACAGA-CCGCC------------------------------------GC--------------------------U-----AC---------------------------------------------C------------------------------------------- [...]
+ESH210B .......................................................................................................gaggaaaguccgggcUC-UACA----GAGC-AAAG-UGGU-GGA----------------UAACU------------------UCC--ACCCG-GG-----------------------------------GCGA-------------------------------------CCCGCG-GGA--AUAGUGCA--ACAGAGAGUAA-ACCGCC------------------------------------AA--------------------------A-----A------------------------------------------------------------------------------------------ [...]
+SM-A04 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGA-UGGU-CCU----------------UAACG------------------GGG--ACCGG-GG-----------------------------------GCGA-------------------------------------CCCCAG-GGA---AAGUGCC--ACAGAGAGUAG-ACCGCC------------------------------------CG--------------------------C-----CA---------------------------------------------AG-------------------GC--------------------- [...]
+SM-A10(12) .......................................................................................................gaggaaagucCGGGCUC-CACA----GGAC-AGGG-UGCU-GGG----------------UAACU------------------CCC--AGUCC-UG-----------------------------------GCGA-------------------------------------CAGGAA-GGA---AAGUGCC--ACAGAAAGGAG-ACCGCC------------------------------------UC--------------------------G-----UU---------------------------------------------UG-------------------AUG--UC---------------- [...]
+SM-A27(43) .......................................................................................................gaggaaagucCGGGCUC-CACA----GGGC-AGGA-UGGU-CCU----------------UAACG------------------GGG--ACCGG-GG-----------------------------------GCGA-------------------------------------CCUUAG-GGA---UAGUGCC--ACAGAGAGAAG-ACCGCC------------------------------------CG--------------------------C-----CA---------------------------------------------UC-------------------GU--------------------- [...]
+SM-A49(77) .......................................................................................................gaggaaaguccgggcuC-CACA----GGAC-AGGA-UGGU-CCC----------------UAACG------------------GGG--ACCGG-GG-----------------------------------GUGA-------------------------------------CCCUAG-GGA---UAGUGCC--ACAGAGAGGAG-ACCGCC------------------------------------UG--------------------------U-----UU---------------------------------------------UC-------------------GC--------------------- [...]
+SM-A62(96) .......................................................................................................gaggaaaguccgggcUC-CGCA----GGAC-AGGG-UGCU-GGG----------------UAAUG------------------CCC--AGUCC-CG-----------------------------------GUGA-------------------------------------CGGGAA-GGA---AAGUGCC--ACAGAAAGGAG-ACCGCC------------------------------------CU--------------------------G-----UC---------------------------------------------AG-------------------AUA--U----------------- [...]
+Rr327 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGCC-AGC----------------UAACG------------------GCU--GGGCG-GG-----------------------------------GUAA-------------------------------------CCCGAC-GGA--AUAGUGCA--ACAGAGAGCAG-ACCGCC------------------------------------GC--------------------------UU----CG---------------------------------------------CU-------------------GC--------------------- [...]
+C.difficile AAUAUUAAGUA-AGC--CAGAUAAUC-GCA---UGUA----------------------------AUCU---------------------------U-A-CAUGAGGAAAGUCGGAGCUC-CAUA----GAGC-AGGG-UGCU-AGG----------------UAAcG------------------CCU--AGUgG-GA-----------------------------------GCGA-------------------------------------UCCUAA-GGA---UAGuGCA--ACAgAAAUAA--ACCgCC------------------------------------AC--------------------------------------------------------------------------------------------------------------------------- [...]
+C.acetobutylicum .....CGAGUA-AGC--CAGACAAUC-GCU---GCUG-C--A------------------------AUU------------------------U-GC-A-GGAGAGGAAAGUCCGAGCUC-CAUA----GGGC-AGGG-UGCC-GGG----------------UAACU------------------CCC--GGUCA-AG-----------------------------------GCGA-------------------------------------CUUGAA-GGA---AAGUGCA--ACAGAGAUAU--ACCGCC------------------------------------AU--------------------------U----------------------------------------------------------------------------------------------- [...]
+C.sporogenes .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCU-GGG----------------UAAUA------------------CCC--AGUGG-AG-----------------------------------GCGA-------------------------------------CUUUAA-GGA---AAGUGCA--ACAGAGAUAU--ACCGCC------------------------------------AG--------------------------A------------------------------------------------------------------------------------------------ [...]
+C.hydrogenoformans AAAAGCGAGUA-AGC--CGGAUGACC-GCG---GGGA----------------------------GAAA---------------------------U-C-CCUGAGGAAAGUCCGAGCUC-CAUA----GGGC-AGGA-UGCC-GGG----------------UAACG------------------CCC--GGUGG-AG-----------------------------------GCGA-------------------------------------CUCCAA-GGA---AAGUGCC--ACAGAAACAA--ACCGCC-------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+E.thermomarinus .......................................................................................................gaggaaaguccgggcUC-CGCA----GGGC-AGGA-UGCU-GGG----------------UAAUA------------------CCC--AGUGG-GG-----------------------------------GCGA-------------------------------------CCCUAA-GGA---UAGUGCA--ACAGAAAUAU--ACCGCC------------------------------------UG--------------------------A-----CA---------------------------------------------CU-------------------UAA--UAUA-------------- [...]
+SM-A01 .......................................................................................................gaggaaaguccgggcUC-CGC----AGGGC-AGGG-UGCC-GGA----------------UAACG------------------UCC--GGCGG-GA-----------------------------------GCAA-------------------------------------UCCUAG-GGA---CAGUGCC--ACAGAAAUGAGGACCGCC----------------------------------GAUG--------------------------G-----UG---------------------------------------------UC-------------------GGC-------------------- [...]
+Anabaena-PCC7120 AGGGAGAGAGU-AGGCGUUGGCGGUU-GCA---GACC-A--G-U---UA-----------------GCU----------------U-A----AC-UG-A-UUUGAGGAAAGUCCGGACUCCC--G-AAAGACC-AGACUUGCU-GGA----------------UAACG------------------UCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------AA--------------------------G-----AU---------------------------------------------UG-------------------GGG--ACUG------------- [...]
+Anabaena-ATCC29413 ....................................................................................................GGGGAGGAAAGUCCGGGCUCCC--G-AAAGACC-AGACUUGCU-GGA----------------UAACU------------------UCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------AA--------------------------A-----AC---------------------------------------------AAU------------------UCA--AAAU----------- [...]
+A.nidulans GCGGGGAAAGG-AGGC-GAGGCAGUU-GCG---GCUC-A--G-G---C-----------------UUCG------------------G----UUAUG-G-GCUGAGGAAAGUCCGGGCUCCC--A-AAAGACC-AGACUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---GAGUGCC--ACAGAAACAU--ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------UG------------------------------------------ [...]
+Calothrix-PCC7601 AAGGAGAGAGU-AGGCGUAGGCGGUU-GCA---GAUC-A--G-U---C-----------------ACAAA-----------------A----AC-UGAA-UUUGAGGAAAGUCCGGGCUCCC--G-AAAGACC-AAACUUGCU-GGA----------------UAACG------------------UCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAGAU--ACCGCC------------------------------------AA--------------------------U-----UA---------------------------------------------GU-------------------CAU--UAGU------------ [...]
+Dermocarpa-PCC7437 ....................................................................................................ggggaggaaaguccgggcUCCC--G-AGAGACC-AAACUUGCU-GGG----------------UAACG------------------CCC--AGUAC-AG-----------------------------------GCGA-------------------------------------CUGUGA-GGA---UAGUGCC--ACAGAAACAU--ACCGCC----------------------------------UUUU--------------------------U-----UU---------------------------------------------CA-------------------GUC--AACA-GU-------- [...]
+Fischerella-UTEX1829 ....................................................................................................ggggaggaaaguccgggcUUCC--G-AAAGACC-AAACUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGCGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------UU--------------------------C-----UU---------------------------------------------UC-------------------AGU--GAAC--------- [...]
+Nostoc-PCC7107 ....................................................................................................ggggaggaaaguccgggcUCCC--G-AAAGACC-AAACUUGCU-GGA----------------UAACG------------------UCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAGAU--ACCGCC------------------------------------AA--------------------------A-----AC---------------------------------------------AA-------------------GUA--AAAA-------------- [...]
+Nostoc-PCC6705 ....................................................................................................ggggaggaaaguccgggcUCCC--G-AAAGACC-AGACUUGCU-GGA----------------UAACG------------------UCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------AA--------------------------G-----AU---------------------------------------------UG-------------------GGG--ACUG-------------- [...]
+Nostoc-PCC7413 ....................................................................................................ggggaggaaaguccgggcUCCC--G-AAAGACC-AGACUUGCU-GGA----------------UAACG------------------UCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------AA--------------------------G-----AU---------------------------------------------UG-------------------GGG--GCUA-------------- [...]
+Oscillatoria-PCC7515 ....................................................................................................ggggaggaaaguccgggcUCCC--A-AAAGGCC-AAGCUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GA-----------------------------------GCGA-------------------------------------UCGCGA-GGA---UAGUGCC--ACAGAAAUAU--ACCGCC------------------------------------CU--------------------------C-----UA---------------------------------------------GA-------------------UAG--AAG---------- [...]
+P.hollandica .GCGGAGAAGU-AGG-CGAGGCGGCU-GCG---GAUU-C--G-G---CGGC---------------GAU--------------GCU-G---ACU-GA-A-UUCGAGGAAAGUCCGGGCUUCCGAA---AGACC-ACACUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GC-----------------------------------GUGA-------------------------------------GCGUGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------CU--------------------------G-----GC---------------------------------------------CC-------------------UUC--GGGG-------------- [...]
+Pseudoanabaena-PCC6903 ...GAAAGAGU-AAG--CGAGCAGUU-GCG---AAAU-U--A-G---UCUU-AAAGUAUAAU---GAAA----AUUUGCUU-UAAGUA----CG-GA-U-UUUGAGGAAAGUCCGGGCUUCC-AA-GAAGAUC-AGGC-UGCU-GGA----------------UAACG------------------CCC--AGUGC-GA-----------------------------------GCAA-------------------------------------UCGUGA-GGA---UAGUGCC--ACAGAAAGAU--ACCGCC------------------------------------UA--------------------------A-----C----------------------------------------------------------------------------------- [...]
+P.marinus .....GAAAGC-AGG-AGAGGUGAUC-GCA---AUCG-A--G-A---UUUA-UCGCG--------UUUC--------CGCA-AUAA-A---CUC-UC-G-GUUGAGGAAAGUCCGGGCUCCCAGA---UGGUC-CAACUUGCU-GGG----------------UAACU------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAC--ACCGCC------------------------------------GA--------------------------U-----GU--------------------------------------------CUC------------------------------------------ [...]
+P.marinus-2 .....GAAAGC-AGG-AGAGGUGAUC-GCA---AUCG-A--G-A---UUUA-UCGCG--------UUUC--------CGCA-AUAA-A---CUC-UC-G-GUUGAGGAAAGUCCGGGCUCCCAGA---UGGUC-CAACUUGCU-GGG----------------UAACU------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAC--ACCGCC------------------------------------GA--------------------------U-----GU--------------------------------------------CUC------------------------------------------ [...]
+Prochlorococcus-PAC1B .....................................................................................................uugaggaaaguccgggcUCCUAUU---UGGCC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAC--ACCGCC----------------------------------UAAU--------------------------G-----CU---------------------------------------------UA-------------------AUG--GGG--------- [...]
+Prochlorococcus-TATL2 .....................................................................................................uugaggaaaguccgggcUCCCAUA---UGGUC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GUAA-------------------------------------CCGCGA-GGA---UAGUGCC--ACAGAAACAU--ACCGCC----------------------------------UAAU--------------------------A-----C------------------------------------------------------------------------------------ [...]
+Prochlorococcus-TAK9803-2 .....................................................................................................cugaggaaaguccgggcUCCCAUA---UGGUC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GCAA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAU--ACCGCC----------------------------------UAAU--------------------------A-----C-------------------------------------------------------------------------------- [...]
+Prochlorococcus-PCC9511 .....................................................................................................uugaggaaaguccgggcUCCCAUA---UGGUC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GUAA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAU--ACCGCC----------------------------------UAAU--------------------------A-----C---------------------------------------------------------------------------------- [...]
+Prochlorococcus-NATL2 .....................................................................................................uugaggaaaguccgggcUCCUAUU---UGGCC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAC--ACCGCC----------------------------------UAAC--------------------------G-----CU---------------------------------------------UA-------------------AUG--GGG--------- [...]
+Prochlorococcus-PAC1A .......................................................................................................gaggaaaguccgggcUCCUAUU---UGGCC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAC--ACCGCC----------------------------------UAAU--------------------------G-----CU---------------------------------------------UA-------------------AUG--GGG--------- [...]
+Prochlorococcus-NATL1 .....................................................................................................uugaggaaaguccgggcUCCUAUU---UGGCC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAC--ACCGCC----------------------------------UAAU--------------------------G-----CU---------------------------------------------UA-------------------AUG--GGG--------- [...]
+Prochlorococcus-TATL2-2 .....................................................................................................uugaggaaaguccgggcUCCCACA---UGGUC-AGGCUUGCU-GGG----------------UAAUU------------------CCC--AGUGC-GG-----------------------------------GCAA-------------------------------------CCGUGA-GGA---UAGUGCC--ACAGAAACAU--ACCGCC----------------------------------UAAU--------------------------A-----C---------------------------------------------------------------------------------- [...]
+Synechococcus-MINOS1 .....................................................................................................uugaggaaaguccgggcUCCCGAA---UGGCC-AGGCUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---GAGUGCC--ACAGAAACAC--ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------GG------------------------------------- [...]
+Synechococcus-PCC6717 ....................................................................................................ggggaggaaaguccgggcUUCC--G-AAAGACC-AAGCUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---AAGUGCC--ACAGAAAUAU--ACCGCC----------------------------------GAUG--------------------------G-----AG---------------------------------------------G------------------------------------- [...]
+Synechococcus-PCC7001 ....................................................................................................ggggaggaaaguccgggcUCCC--C-AAUGGCC-AGGCUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---GAGUGCC--ACAGAAACAC--ACCGCC----------------------------------GAUG--------------------------G-----CU--------------------------------------------CCG-------------------CUU--CCGC-------- [...]
+Synechococcus-PCC7003 ....................................................................................................ggggaggaaaguccgggcAC-CACA----GGGC-UGGUU-GCU-GGG----------------UAAUU------------------CCC--AGUGC-GC-----------------------------------GCGA-------------------------------------GCGUGA-GGA---UAGUGCC--ACAGAAAUGUAGACCGCC------------------------------------AG--------------------------G------------------------------------------------------------------------------------------ [...]
+Synechococcus-PCC7942 .......................................................................................................gaggaaaguccgggcUCCC--A-AAAGACC-AGACUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GG-----------------------------------GUGA-------------------------------------CCGUGA-GGA---GAGUGCC--ACAGAAACAU--ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------UG------------------------------------ [...]
+Synechocystis-PCC6803 .....GAGAGU-UAG-GGAGGGAGUU-GCG---GAUU-C--C-U---G------------------UCA------------------C----AG-GGAA-UCUGAGGAAAGUCCGGGCUUCC--C-AAAGGCC-AAACUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GC-----------------------------------GCGA-------------------------------------GCGUGA-GGA---CAGUGCC--ACAGAAAAAU--ACCGCC-----------------------------------CUU--------------------------U-----UU---------------------------------------------AG-------------------AAA--ACAG-------- [...]
+Synechocystis-PCC6308 ....................................................................................................GGGGAGGAAAGUCCGGGCUCCC--A-AAAGAUC-AAACUUGCU-GGG----------------UAACG------------------CCC--AGUGC-GC-----------------------------------GUGA-------------------------------------GCGUGA-GGA---UAGUGCC--ACAGAAAAAU--ACCGCC------------------------------------CG--------------------------------------------------------------------------------------------------------------------- [...]
+PS4 .......................................................................................................gaggaaaguccggacAC-CAAA----GGGC-UGGUU-GCU-GGG----------------UAACG------------------CCC--AGUGC-GC-----------------------------------GUGA-------------------------------------GCGUGA-GGA---UAGUGCC--ACAGAAAUGAAAACCGCC------------------------------------AG--------------------------G------------------------------------------------------------------------------------------------ [...]
+ESH183A .......................................................................................................gaggaaaguccgggcAC-CACA----GGGC-UGGUC-GCU-GGG----------------UAAUG------------------CCC--AGUGC-GC-----------------------------------GUGA-------------------------------------GCGUGA-GGA---UAGUGCC--ACAGAAAUGAAAACCGCC------------------------------------GG--------------------------------------------------------------------------------------------------------------------------- [...]
+B.thetaiotaomicron .....GCAGUU-GGC--CGGUCUGUC-GCG---UGCG-C--G------------------------UUU-----------------------C--GU-G-CAGGAGGAAAGUCCGGGCAA-CACA----GAGC-AUCC-UACU-UCC----------------UAACA------------------GAA--AGCUG-UC---C-------------------------------GCGA-----------------------------------G-GGUA-G-AG----UAACGUA--GAAGAAAAUA--ACCGCC------------------------------------GC--------------------------U-----CC---------------------------------------------U---------------------------------------- [...]
+F.yabuuchiae .......................................................................................................gaggaaaguccggacAA-CACA----GAGC-AACU-CACU-UCC----------------UAACG------------------GGA--AGGCU-CC---GU------------------------------UCAG---------------------------------G-C-GGAGAC-AGC---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------UU--------------------------G-----UC----------------------------------------------------------------------------------------- [...]
+P.gingivalis ......CAGCA-GAU--CGGUCUGUC-GCU---CACU-C--U-----------------------UUCG------------------------A-GA-G-UGGGAGGAACGUCCGGGCAA-CGCA----GAGC-ACCA-UCCU-UCC----------------UAACA------------------GGA--AGUUA-CU---C-------------------------------GUGA-----------------------------------G-GGUA-A-AG----GAGCGUA--GAAGAGAAUG--ACCGCC---------------------------------AUUUU--------------------------C-----CA---------------------------------------------UGAG-----------------UUG--UCUG-UGC---------- [...]
+ESH30-3 .......................................................................................................gaggaaaguccgggcAA-CACA----GAGC-AUCC-UACU-UCU----------------UAACG------------------GGA--AGCUA-UC---U-------------------------------GCGA-----------------------------------A-GGUA-G-AG----UAAUGUA--GAAGAAAACA--ACCGCC------------------------------------UU--------------------------U-----UU---------------------------------------------CC------------------------------------------ [...]
+ESH167E .......................................................................................................gaggaaaguccgggcAG-UACA----GAGC-AACC-CACC-GGU----------------GAACA------------------GCC--GGCCA-CC-----------------------------------AAUU-------------------------------------GGUGAG-AGA---AAGUGCC--ACAGAAAAUA--ACUGUC------------------------------------UU--------------------------G-----CC----------------------------------------------------------------------------------------- [...]
+PS8 .......................................................................................................gaggaaaguccgggcAA-CACA----GAGC-AGGA-UACU-UCU----------------UAACG------------------AGA--AGCAG-UU---C-------------------------------GCGA-----------------------------------G-GGCU-G-AG----UAGUGUA--ACAGAAAAUA--ACCGCC------------------------------------AC--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+LGA1 .......................................................................................................gaggaaaguccgggcAG-CACA----GAGC-AAUG-CACC-GGU----------------GAAUA------------------GCC--GGGUU-CC---GUC------------------------------UUU-----------------------------G---A-C-GGAAAC-AGA---CAGUGCC--ACAGAAAAUA--ACUGCC------------------------------------UU--------------------------C-----CC---------------------------------------------CU-------------------CUC--C----------------- [...]
+LGB27 .......................................................................................................gaggaaaguccgggcAA-CACA----GGGC-AGCG-UACU-UCC----------------UAACG------------------GGA--AGGCC-CC---GA------------------------------UUAG---------------------------------U-C-GGGGAC-AGA---AAGUACC--ACAGAAAACAA-ACUACC-----------------------------------AUG--------------------------C-----CC---------------------------------------------CG-------------------A---------------------- [...]
+SM-A16(21) .......................................................................................................gaggaaagucCGGGCAA-CAAA----GAGC-GCCA-UACU-UCC----------------UAACG------------------GGA--AGGAG-GC---UGA-----C-UG--------------------GAGA------------------------C--GGU---C-A-GUUUAC-AGA---AAGUGCC--ACAGAAAAUAU-ACCGUU------------------------------------CC--------------------------G-----AU----------------------------------------------------------------------------------------- [...]
+SM-A21(35) .......................................................................................................gaggaaagucCGGGCAG-CAUA----GAGU-GCCG-UACU-UCC----------------UAACG------------------GGA--AGGUC-CC---------------------------------AAUAAAAC-----------------------------------GGGAAC-AGA---AAGUGCC--ACAGAAAAUAU-ACCGUC------------------------------------UC--------------------------G-----AU----------------------------------------------------------------------------------------- [...]
+B.burgdorferi .....AGCUGG-CAG--CUAGCCAUC-GCU---UAGU-U--U-U---A-----------------UAAU------------------U----AA-AG-C-UAAGAGGAAAGUCCGAGCUC-C-AA-UAAGAAC-AUAA-UGCU-AGG----------------UAAUG------------------CCU--AGGGG-UU------------------------------------UUA-------------------------------------AACC-UAAGA---AAGUGUC--GCAGAAAAUU--ACCGCC----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+B.burgdorferi-g .....AGCUGG-CAG--UCAGCCAUC-GCU---UAGU-U--U-U---A-----------------UAAU------------------U----AA-AG-CUUAAGAGGAAAGUCCGAGCUC-C-AA-UAAGAAC-AUAA-UGCU-AGG----------------UAAUG------------------CCU--AGGGG-UU------------------------------------UUA-------------------------------------AACC-UAAGA---AAGUGUC--GCAGAAAAUU--ACCGCC----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+B.hermsii .......................................................................................................gaggaaaguccgggcUC-C-AA-UAAGAGU-AUAA-UGCU-AGG----------------UAAUG------------------CCU--AGGAG-UU------------------------------------UAA-------------------------------------AACU-UAAGA---GAGUGUC--ACAGAAAAUU--ACCGCC----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+L.borgpetersenii .......................................................................................................gaggaaaguccgggcAC-C--A--GGAAAC-ACGG-GACC-GGG----------------UAAUC------------------CCC--GGAGU-UU---UUU-----C-UUU-GAGA--------------GAAA---------------UUUU----AG--GGA---A-A-AAAUAU-GGA---AAGUGCA--ACAGAAAGGAU-ACCGCC------------------------------------UC--------------------------G-----UC---------------------------------------------GA-------------------A--------------------- [...]
+L.weilii .......................................................................................................gaggaaaguccgggcAC-C--A--GGAAAC-ACGG-GACC-GGG----------------UAAUU------------------CCC--GGAAU-UU---UUU-----C-UUU-GAGA--------------GAAA---------------UUUU----AG--AGA---A-A-GAAUAU-GGA---AAGUGCA--ACAGAAAGGAU-ACCGCC------------------------------------UC--------------------------G-----UC---------------------------------------------GG-------------------A---------------------- [...]
+T.pallidum ......AGAGA-ACU-GCAGAUAGUC-GCU---GCGG-G--------------------------UUU---------------------------CU-C-GCAGAGGAAAGUCCGGACUC-C--U--UCGGAA-AUGA-UGCU-AGU----------------UAAUU------------------ACU--AGGCA-GC---GGC-----U-CU--------------------CUGC------------------------A--GUG---C-C-GCUGAC-AGC---AAGCGCC--ACAGAAAAUAU-ACCGCC----------------------------------------------------------------------------------------------------------------------------------------------------------------- [...]
+SM-A25(39) .......................................................................................................gaggaaagucCGGGCUC-CACA----GAGA-AUGA-UGCC-GGG----------------UAAUG------------------CCC--GGGCC-UG---UUC-----A-GAC-U-------------CUCUGCAUUGC---------------A----GU--UUGUUAA-G-CAGGAC-AGA---UAGUGCC--ACAGAAAUAA--ACCGCC------------------------------------UG--------------------------G-----UU---------------------------------------------UA-------------------AAA--UC---------------- [...]
+C.abortus-B577 ....UCGGAAG-AGU--AAGGCAACC-GCU---UUUU-G--U-A---CCUU--------------AACU--------------AAG-G----UA-GA-U-UAAGAGGAAAGUCUGGACUU-CAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AG------------------------------------------ [...]
+C.caviae ....UCGGAAG-AGU--AAGGCAACC-GCU---UUUU-A--U-A---UCU---------------CUAGUU-------------AG-G----UA-UA-C-UGAGAGGAAAGUCUGGACUU-CAUA----AGAA-GAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AG------------------------------------------ [...]
+C.felis-FP ....UCGGAAG-AGU--AAGGCAACC-GCU---UCCU-G--U-A---UCU---------------CUAGU--------------AG-A----UA-UG-G-UAAGAGGAAAGUCUGGACUU-CAUA----AGAA-GAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------------------------------------------------------------------------------------------------------- [...]
+C.trachomatis ....UCGGAAG-AGU--AAGGCAACC-GCU---GAAA-C--C-A---GCUU-UU-----------UAA------------A-AAAG-A----UGAGU-A-CCAGAGGAAAGUCCGGACUU-UAUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UU------------------------------------------ [...]
+C.muridarum-MoPn ....UCGGAAG-AGU--AAGGCAACC-GCU---GAGC-C--A-G---UUUU--------------AGA---------------AAA-A----CUGCG-UAUCAGAGGAAAGUCCGGACUU-CGUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UG----------------------------------------- [...]
+C.muridarum-g ....UCGGAAG-GGU--AAGGCAACC-GCU---GAGC-C--A-G---UUUU--------------AGA---------------AAA-A----CUGCG-UAUCAGAGGAAAGUCCGGACUU-CGUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UG------------------------------------------ [...]
+C.pecorum-iB1 .................................................................................................................CGGACUU-UAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUGA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AU------------------------------------------ [...]
+C.pecorum-E58 ....UCGGAAG-AGU--AAGGCAACC-GCU---GUUU-A--U-G---CUUU-UUCA---------CAA----------UGA-AAAA-G----CA-UA-A-AGAGAGGAAAGUCUGGACUU-CAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUGA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AU------------------------------------------ [...]
+C.pecorum-H3 ....ucggaag-agu--aaggcaacc-gcu---guuu-a--u-g---cuuu-uuca---------caa----------uga-aaaa-g----ca-ua-a-agagaggaaagucuggacuu-caua----agaa-aaga-uacu-gga----------------gaaac------------------ucc--agggg-cc-----------------------------------guga-------------------------------------ggcuac-gga---aagugca--acagaaaacau-uccgcu------------------------------------au--------------------------a-----aa---------------------------------------------au------------------------------------------ [...]
+C.pecorum-IPA .......................................................................................................gaggaaaguccggacUU-CGCA----GAAA-AAGG-UGCC-AGU----------------GAAAA------------------ACU--GGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGUA--ACAGAAAACAA-ACCGCU------------------------------------AA--------------------------U-----UC---------------------------------------------UA-------------------C---------------------- [...]
+C.pneumoniae-CWL029 ...AUCGGAAG-AGA--AAGGCAACC-GCU---GUUU-A--U-A---UUU--------------CUCAAA--------------AA-A----UA-UA-A-AGAGAGGAAAGUCUGGACUU-CAUA----AGAG-AAGA-UACU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------A--------------------------------------- [...]
+C.pneumoniae-AR39 ...AUCGGAAG-AGA--AAGGCAACC-GCU---GUUU-A--U-A---UUU--------------CUCAAA--------------AA-A----UA-UA-A-AGAGAGGAAAGUCUGGACUU-CAUA----AGAG-AAGA-UACU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------A----------------------------------------- [...]
+C.pneumoniae .......................................................................................................gaggaaaguccggacUU-UAUA----AGAA-AAGA-UACU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------A------------------------------------------- [...]
+C.pneumoniae-TW-183 ....UCGGAAG-AGU--AAGGCAACC-GCU---GUUU-A--U-A---UUU--------------CUCAAA--------------AA-A----UA-UA-A-AGAGAGGAAAGUCUGGACUU-CAUA----AGAG-AAGA-UACU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------A--------------------------------------- [...]
+C.psittaci .......................................................................................................gaggaaaguccgggcUU-CAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AG------------------------------------------ [...]
+C.psittaci-2 .......................................................................................................gaggaaaguccgggcUU-CAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AG------------------------------------------ [...]
+C.psittaci-R54 ----------------------AACC-GCU---UCUU-G--U-A---CCUU--------------AACU--------------AAG-G----UA-GA-U-UAAGAGGAAAGUCUGGACUU-CAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AG------------------------------------------ [...]
+C.psittaci-6BC ....UCGGAAG-AGU--AAGGCAACC-GCU---UUUU-G--U-A---CCUU--------------UACU--------------AAG-G----UA-UA-U-UAAGAGGAAAGUCUGGACUU-CAUA----AGAA-AAGA-UACU-GGA----------------GAAAC------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAU-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------AG------------------------------------------ [...]
+C.suis-S45 ....UCGGAAG-AGU--AAGGCAGCC-GCU---GGAG-C--A-G---UUU---------------GUUUA--------------AA-G----CU-GA-UGUCAGAGGAAAGUCCGGACUU-XAUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GAGA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UU------------------------------------------ [...]
+C.trachomatis-L1 ....UCGGAAG-AGU--AAGGCAACC-GCU---GAAA-C--C-A---GCUU-UU-----------UAA------------A-AAAG-A----UGAGU-A-CCAGAGGAAAGUCCGGACUU-UAUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UU----------------------------------------- [...]
+C.trachomatis-2 ....UCGGAAG-AGU--AAGGCAACC-GCU---GAAA-C--C-A---GCUU-UU-----------UAA------------A-AAAG-A----UGAGU-A-CCAGAGGAAAGUCCGGACUU-UAUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UU------------------------------------------ [...]
+C.trachomatis-D ....UCGGAAG-AGU--AAGGCAACC-GCU---GAAA-C--C-A---GCUU-UU-----------UAA------------A-AAAG-A----UGAGU-A-CCAGAGGAAAGUCCGGACUU-UAUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UU------------------------------------------ [...]
+C.trachomatis-A-Har-13 ....UCGGAAG-AGU--AAGGCAACC-GCU---GAAA-C--C-A---GCUU-UU-----------UAA------------A-AAAG-A----UGAGU-A-CCAGAGGAAAGUCCGGACUU-UAUA----AGAA-AAGA-UGCU-GGA----------------GAAAU------------------UCC--AGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGCA--ACAGAAAACAC-UCCGCU------------------------------------AU--------------------------A-----AA---------------------------------------------UU----------------------------------- [...]
+P.acanthamoebae .......................................................................................................gaggaaaguccggacUU-UAUA----GGAG-AGGA-UGCC-AGU----------------GAAAG------------------ACU--GGGGG-CC-----------------------------------GCAA-------------------------------------GGCUAC-GGA---AAGUGCC--ACAGAAAACAA-ACCGCU------------------------------------AA--------------------------C-----AA---------------------------------------------GC------------------------------------------ [...]
+S.negevensis .......................................................................................................gaggaaaguccggacUU-CGCA----GAAA-AAGG-UGCC-AGU----------------GAAAA------------------ACU--GGGGG-CC-----------------------------------GUAA-------------------------------------GGCUAC-GGA---AAGUGUA--ACAGAAAACAA-ACCGCU------------------------------------AA--------------------------U-----UC---------------------------------------------UA-------------------C---------------------- [...]
+P.staleyi .......................................................................................................gaggaaaguccgggcUC-CACA----GGAC-AGGG-UGGU-CGA----------------UAACG------------------UCG--ACCGG-UC-----------------------------------GUGA-------------------------------------GAUCAG-GGA---CAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------GC--------------------------U-----GC---------------------------------------------GG-------------------GCA--UGAG-------------- [...]
+P.maris .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-ACGG-UGGU-GGG----------------UAACG------------------CCC--ACCGU-CC-----------------------------------GCGA-------------------------------------GGACAG-GGA---AAGUGCA--ACAGAAAGUAA-ACCGCC------------------------------------GG--------------------------G-----CC---------------------------------------------AG------------------------------------------ [...]
+LGA6 .......................................................................................................gaggaaaguccgggcUC-CACA----GGAC-AGAG-UGGU-CGG----------------UAACG------------------CCG--ACCGG-CC-----------------------------------GAAA-------------------------------------GGCUCG-GGA---CAGGGCA--ACAGAAAGCAA-ACCGCC------------------------------------GC--------------------------A-----UG---------------------------------------------GG-------------------ACC--GGGC-------------- [...]
+LGA8 .......................................................................................................gaggaaaguccgggcUC-CACA----GGAC-AGAG-UGGU-CGC----------------UAACG------------------GCG--ACCGG-CC-----------------------------------GCAA-------------------------------------GGCUCG-GGA---AAGUGCA--ACAGAAAGAC--ACCGCC------------------------------------UC--------------------------C-----GC---------------------------------------------GA-------------------G---------------------- [...]
+LGW46 .......................................................................................................gaggaaaguccgggcAC-CAUA----GGAC-AGGG-UGGU-GGG----------------UAACG------------------CCC--ACCGG-CC-----------------------------------GUAA-------------------------------------GGUUAG-GGA---AAGUGCC--ACAGAAAAUAC-ACCGCC---------------------------------UAAGG--------------------------G-----GA---------------------------------------------GC-------------------UGU--UAGC-------------- [...]
+LGW116 .......................................................................................................gaggaaaguccgggcUC-CGCA----GGAC-AGGG-UGGU-CGG----------------UAACG------------------CCG--ACCGG-CC-----------------------------------GCAA-------------------------------------GGCUCG-GGA---AAGUGCA--ACAGAAAGAU--ACCGCC----------------------------------UCCG--------------------------C-----GG----------------------------------------------------------------------------------------- [...]
+SM-A06 .......................................................................................................gaggaaagucCGGGCUC-CUCA----GGAC-AGGA-UGGU-CGA----------------UAACG------------------UCG--ACCGG-CC-----------------------------------GCGA-------------------------------------GGUCAG-GGA---AAGUGCA--ACAGAAAGCAG-ACCGCC----------------------------------GAAC--------------------------G-----GU---------------------------------------------CC------------------------------------------ [...]
+SM-A37(61) .......................................................................................................gaggaaaguccgggcUU-CUCA----GGAC-AGGA-UGGU-CGA----------------UAACG------------------UCG--ACCGG-CC-----------------------------------GCGA-------------------------------------GGCCAG-GGA---AAGUGCA--ACAGAGAGUAG-ACCGCC----------------------------------GAAC--------------------------G-----GU---------------------------------------------CC-------------------GC--------------------- [...]
+SM-A58(88) .......................................................................................................gaggaaaguccgggcUU-CUCA----GGAC-AGGA-UGGU-CGA----------------UAACG------------------UCG--ACCGG-CC-----------------------------------GCGA-------------------------------------GGCCAG-GGA---AAGUGCA--ACAGAGAGUAG-ACCGCC----------------------------------GAAC--------------------------G-----GU---------------------------------------------CC-------------------GC--------------------- [...]
+C.aurantiacus .......................................................................................................gaggaaaguccgggcUC-CAUA----GAGC-AGGG-UGGU-GGG----------------UAACG------------------CCC--ACCCG-GG-----------------------------------GUGA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAGAACAG-ACUGCC------------------------------------GG--------------------------U-----U------------------------------------------------------------------------------------------ [...]
+H.aurantiacus .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-GAAG-UGCC-AGG----------------UAAUG------------------CCU--GGGAG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAGAACAG-ACUGUC------------------------------------GG--------------------------U-----U------------------------------------------------------------------------------------------ [...]
+T.album .......................................................................................................gaggaaaguccgggcAC-CGCA----GGGC-AGGG-UGGU-CGG----------------GAAA-------------------CCG--ACCCG-GG-----------------------------------GAAA-------------------------------------CCCGCG-GGA---AAGUGCC--ACAGAAACGAC-ACCGCC---------------------------------UAAGC--------------------------G-----GC---------------------------------------------GG-------------------GAC--CG---------------- [...]
+C.limicola .....AAACCGCAAG--UGUGCAGUC-GCU---GUAU-G--G-C---------------------UUGAC----------------------GC-UG-U-GCAGAGGAAAGUCCGAACUU-CACA----GGGC-AGGGU-GCCGGUCGAGAAC-----------CUG-------------GUUCAAGGCC-GGGGG-CA---GCG-----G-U---------------------GCAA---------------------------ACC---GUC-UGUCAC-AGA---GAGUGCA--ACAGAAAGCAA-ACCGCC------------------------------------CC--------------------------G-----GC----------------------------------------------------------------------------------------- [...]
+C.tepidum .....aaaccgcaag--ugugcagUC-GCU---GUAU-G--G-U----------------------AUA-----------------------AC-CA-U-GCAGAGGAAAGUCCGAACUU-CACA----GGGC-AGGGU-GCCGGUCGAGAAC----------GUUU-------------GUUCAAGACC-GGGGG-CA---GCG-----G-C---------------------GCAA---------------------------GCU---GUC-UGUCAC-AGA---GAGUGCA--ACAGAAAGCAA-ACCGCU------------------------------------CC--------------------------G-----GC----------------------------------------------------------------------------------------- [...]
+C.tepidum-g .....AAACCGCAAG--CGUGCAGUC-GCU---GUAU-G--G-U----------------------AUA-----------------------AC-CA-U-GCAGAGGAAAGUCCGAACUU-CACA----GGGC-AGGGU-GCCGGUCGAGAAC----------GUUU-------------GUUCAAGACC-GGGGG-CA---GCG-----G-C---------------------GCAA---------------------------GCU---GUC-UGUCAC-AGA---GAGUGCA--ACAGAAAGCAA-ACCGCU------------------------------------CC--------------------------G-----GC----------------------------------------------------------------------------------------- [...]
+D.radiodurans GGAACGCGGGG-AAA--CUCCUGGUC-GCG---CCUGAG--C-C---GCU---------------UUUUU--------------GG-U----GG-AC-A-GGUGAGGAAAGUCCGGGCAC-CGCA----GGGCAAGGA-UGCC-AGC----------------UAACG------------------GCU--GGUCG-GC---GAG-----U-CGAGCGCCCGCCUG-----AGCGCCGAGGG----CAGG-CGGAAA----GC--GGC---GAA-GCCGAA-GGA---CAGUGCC--ACAGAAACCAG-ACCGCC------------------------------------AC--------------------------C-----CC---------------------------------------------AC-------------------ACA--GGC--------------- [...]
+D.radiodurans-g .....GCGGGG-AAA--CUCCUGGUC-GCG---CCUGAC--C-U---GCU---------------UUUUC--------------GG-C---AGG-GA-A-GGUGAGGAAAGUCCGGGCAC-CGCA----GGGCAAGGA-UGCC-AGC----------------UAACG------------------GCU--GGUCG-GC---GAG-----C-CGAGCGUCCGCCUG-----AGUGCCGCAAG----CAGG-CGGAAA----GC--GGC---GAA-GUCGAA-GGA---CAGUGCC--ACAGAAACCAG-ACCGCC------------------------------------AC--------------------------C-----CC---------------------------------------------AC-------------------ACA--GGC--------------- [...]
+T.aquaticus UGCCCCAGGAU-AGG--GGUGCGGUC-GCG---CCCG-G--G-G---G----------------ACUUCC-----------------C----CC-CU-G-GGUGAGGAAAGUCCGGGCAC-CAUA----GGGC-AGGG-UGCC-AGC----------------UAACG------------------GCU--GGGCG-GG-----------------------------------GCAA-------------------------------------CCCGAC-GGA---AAGUGCC--ACAGAGAAGAG-ACCGCC------------------------------------AG--------------------------CG----GC---------------------------------------------CG-------------------GGG-------------------- [...]
+T.thermophilus UGGCCCGGGAC-GAG--GGCGCGGUC-GCG---CCGA-G--G-G--------------------CCGAAC----------------------CC-CU-CGGGUGAGGAAAGUCCGGGCAC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGCG-GG-----------------------------------GUAA-------------------------------------CCCGAC-GGA---AAGUGCC--ACAGAGAAGAG-ACCGCC------------------------------------AG--------------------------CG----GC---------------------------------------------CG-------------------GGG-------------------- [...]
+T.maritima .....GGAGAG-GAG--CAGGCGGUC-GCG---GGGG-C--G-C---A-----------------CACC------------------U----GC-GCUU-CCCGAGGAAAGUCCGGACUC-U--G----GAGC-GGGG-UGCC-GGG----------------UAACG------------------CCC--GGGAG-GG-----------------------------------GUGA-------------------------------------CCCU-C-GGA---CAGGGCC--AUAGAGAAGAAGACCGCC------------------------------------C---------------------------------------------------------------------------------------------------------------------------- [...]
+T.maritima-g .....GGAGAG-GAG--CAGGCGGUC-GCG---GGGG-C--G-C---A-----------------CACC------------------U----GC-GCUU-CCCGAGGAAAGUCCGGACUC-U--G----GAGC-GGGG-UGCC-GGG----------------UAACG------------------CCC--GGGAG-GG-----------------------------------GUGA-------------------------------------CCCU-C-GGA---CAGGGCC--AUAGAGAAGAAGACCGCC------------------------------------C---------------------------------------------------------------------------------------------------------------------------- [...]
+T.neapolitana .....GGAGAG-GGG--UAGGUGGUC-GCG---GGGA-C--G-C---A-----------------CACU------------------C----GC-GUUC-CCCGAGGAAAGUCCGGACUC-U--G----GAGC-GGGG-UGCC-GGG----------------UAACG------------------CCC--GGGAG-GG-----------------------------------GUGA-------------------------------------CCCU-C-GGA---CAGGGCC--AUAGAGAAGAAGACCGCC------------------------------------C---------------------------------------------------------------------------------------------------------------------------- [...]
+F.mortiferum .......................................................................................................gaggaaaguccgggcUU-Ccaa----gAGC-AAGA-GGGC-AGC----------------UAACG------------------GCU--GCUAA-AG-----------------------------------GAAA-------------------------------------CUUUAA-GGA---AAGCgCC--ACAGAAAAUAG-ACCGCC------------------------------------A---------------------------------------------------------------------------------------------------------------------------- [...]
+V.spinosum .......................................................................................................gaggaaaguccgggcAC-C--U--CAGGGC-AGUG-UGCCGUGU----------------GAAA-------------------ACGC-GGGGG-CU---GGC-----G-GC--------------------GUAA------------------------G--CUU---C-C-GGUCAC-GGA---AAGUGUC--ACAGAAAACAU-ACCGCC------------------------------------GC--------------------------G-----G------------------------------------------------------------------------------------------ [...]
+L.ferrooxidans-MK .......................................................................................................gaggaaaguccgggcAC-CAAA----GGGC-AAGG-CGCU-GGG----------------UAACU------------------CCC--AGUCC-CG-----------------------------------GUGA-------------------------------------CGGGAA-GGA---AAGUGCC--ACAGAAAAGAU-ACCGCC------------------------------------CG--------------------------G-----A---------------------------------------------------------------------------------------- [...]
+L.ferrooxidans-CF .......................................................................................................gaggaaaguccgggcAC-CAAA----GGGC-AAGG-CGCU-GGG----------------UAACU------------------CCC--AGUCC-CG-----------------------------------GUGA-------------------------------------CGGGAA-GGA---AAGUGCC--ACAGAAAAGAU-ACCGCC------------------------------------CG--------------------------G-----A---------------------------------------------------------------------------------------- [...]
+T.commune .......................................................................................................gaggaaaguccgggcUC-CACA----GGGG-AGGA-CGCC-GGG----------------UAACA------------------CCC--GGAGG-GA-----------------------------------GUAA-------------------------------------UCCC-U-GGA---AAGGGCC--ACAGAAAACAG-ACCGCC------------------------------------AG--------------------------CG----GC---------------------------------------------CA-------------------GAA--AGGA-------------- [...]
+ESH20b-1 .......................................................................................................gaggaaaguccgggcUU-CACA----GGGC-AGGA-UGCC-AGA----------------UAACG------------------UCU--GGCGG-AG-----------------------------------GCGA-------------------------------------CUCCAG-GGA---AAGUGCA--ACAGAAAUAU--ACCGCC------------------------------------GC--------------------------------------------------------------------------------------------------------------------------- [...]
+PF101 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-CGCUCGUCGAGACUGGCGG----CGGAAGU------UCGCCAGUCAAGGCGAGGGAG-UU---GCU-----C-CGG-CG----------------AGA------------------UG----CU--GGG---G-C-AACUUC-GGA---AAGUGCC--ACAGAAACCAU-ACCGCC------------------------------------GU--------------------------C-----GG---------------------------------------------GC-------------------UAA--GCGG-------------- [...]
+EM14b-9 .......................................................................................................gaggaaaguccgggcUC-A--G-AGGGUGC-GCGU-AUCCCGUUAAGGCU----------GAUGA------------AGCCGGAGCG-GGGGC-GU-----------------------------------GAGA-------------------------------------GCGC-C-GGA---AAGUGCC--ACAGAAAACAU-ACCGCC------------------------------------UU--------------------------A-----UG---------------------------------------------UG-------------------U---------------------- [...]
+EM14b-11 .......................................................................................................gaggaaaguccgggcUC-CAAA----GGGC-AGGG-CGCC-GGG----------------UAAUA------------------CCC--GGGGU-GG---GG-------------------------------AAA---------------------------------C-C-CCACAC-GGU---AAGGGCC--ACAGAAACGAG-ACCGCC---------------------------------GAAGC--------------------------------------------------------------------------------------------------------------------------- [...]
+LGA10 .......................................................................................................gaggaaaguccgggcUC-C--U---UGGAC-AAAC-UGCC-AGG----------------UAGCA------------------CCU--GGGCA-CA---GC-----------------------------GAUGA---------------------------------G-C-UGUGAC-GGA---AAGUGCC--ACAGAAAACAA-ACCGCC------------------------------------AG--------------------------U-----AC----------------------------------------------------------------------------------------- [...]
+LGB5 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGc-AAGA-UGGU-UGC----------------UAGCG------------------GCA--ACUGU-CC---CG-----------------------------CUAGU---------------------------------C-G-GGAUAA-GGA---AAGUGCC--ACAGAAAAGAAAACCCCC------------------------------------GC--------------------------G-----U------------------------------------------------------------------------------------------ [...]
+LGB21 .......................................................................................................gaggaaaguccgggcAU-CGAC----GGGC-AGGA-UGGU-CUC----------------UAACG------------------GAG--ACUGG-GG-----------------------------------GUAA-------------------------------------CCCUAA-GGA---AAGUGCA--ACAGAAAAUAU-ACCGCC---GCCCGCC------UCU-----GGCGGC-ACUCAGG--------------------------C-----AG---------------------------------------------AA-------------------AC--------------------- [...]
+LGB32 .......................................................................................................gaggaaaguccgggcUC-C--U---UGGAC-AAAC-UGCC-AGG----------------UAACA------------------CCU--GGGCA-CA---GC-----------------------------GAUGA---------------------------------G-C-UGUGAC-GGA---AAGUGCC--ACAGAAAACAA-ACCGCC------------------------------------AG--------------------------U-----AC----------------------------------------------------------------------------------------- [...]
+LGW18 .......................................................................................................gaggaaaguccgggcUC-CGCA----GGGC-AGUG-UGGU-UCC----------------UAACG------------------GGA--ACCGG-GA-----------------------------------GUAA-------------------------------------UCCCAG-GGA---AAGUGCC--ACAGAAAACAU-ACCGCC------------------------------------GC--------------------------A-----AG---------------------------------------------GA-------------------AG--------------------- [...]
+vHge3-5 .......................................................................................................gaggaaaguccgggcUC-CGCA----GGGC-AGGG-UGCC-GGG----------------UAACU------------------CCC--GGUGA-AG-----------------------------------GUGA-------------------------------------CUUCAA-GGA---AAGUGCA--ACAGAGAUAU--ACCGCG------------------------------------GG--------------------------C-----UA---------------------------------------------GA-------------------GAA--CAGA-------------- [...]
+SM-A11(13) .......................................................................................................gaggaaagucCGGGCUC-CACA----GGAC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCUAC-GGA---AAGUGCA--GCAGAAAAUAA-ACCGCC------------------------------------UC--------------------------------------------------------------------------------------------------------------------------- [...]
+SM-A13(15) .......................................................................................................gaggaaagucCGGGCUC-CUUA----GGGC-AGGA-UGCU-GGG----------------UAACU------------------CCC--AGCGG-GA---CAG-----G---------------------GCAUAAGG--------------------------CC---U-G-UUCCAG-CGC---CAGUGCA--ACAGAAAAUAU-ACCGCC------------------------------------GG--------------------------A-----C------------------------------------------------------------------------------------------ [...]
+SM-A26(42) .......................................................................................................gaggaaagucCGGGCAC-UAUA----GGGC-GGAG-UGCC-AGG----------------UAACA------------------CCU--GGGCG-GC-----------------------------------GUGA-------------------------------------GCCGAC-GGC---AAGUGCA--GCAGAGAGAAG-ACCGCC------------------------------------UG--------------------------A------------------------------------------------------------------------------------------------ [...]
+SM-A31(53) .......................................................................................................gaggaaagucCGGGCUC-CAUA----GGGU-GAGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCCAC-GGA---AAGUGCA--ACAGAgAGCAG-ACCGCC----------------------------------GAUG--------------------------U-----CG---------------------------------------------GC------------------------------------------ [...]
+SM-A55(84) .......................................................................................................gaggaaaguccgggcUC-UAGA----GGGC-GCGG-CGGU-CGU----------------UAACA------------------ACG--ACUGU-CC---UG----------------------------ACAUGUA--------------------------------C-A-GGAUAA-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------CU--------------------------G-----AG----------------------------------------------------------------------------------------- [...]
+SM-A60(90) .......................................................................................................gaggaaaguccgggcUC-CGCA----GGAC-AGGA-UGCC-AGG----------------UAACA------------------CCU--GGGGG-GC-----------------------------------GAGA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------CU--------------------------G-----U------------------------------------------------------------------------------------------ [...]
+CPA58 .......................................................................................................gaggaaaguccgggcGC-C--G--UCGAAA-CGCG-GUGG-UGG----------------GUAAC------------------ACC--CACCG-GC---C-------------------------------GCGA-------------------------------------GGCCAG-GGA---AAGUGCA--ACAGAAAGCAG-ACCGCC------------------------------------AU--------------------------C-----GG---------------------------------------------GC-------------------CGG--G----------------- [...]
+CPA56 .......................................................................................................gaggaaaguccgggcAA-CACA----GAGC-AUCG-UACU-UCC----------------UAACG------------------GGA--AGGAU-UC---CGC-----------------------------UUUA-----------------------------G---C-G-GGAGAC-AGA---AAGUGCC--ACAGAAAACAA-ACUACU------------------------------------CG--------------------------C-----GC----------------------------------------------------------------------------------------- [...]
+CPA59 .......................................................................................................gaggaaaguccgggcUC-CACA----GAGC-AGAA-CGCC-GGG----------------UAACA------------------CCC--GGUGG-GG-----------------------------------GAAA-------------------------------------CCCCGA-GGA---AAGUGCC--ACAGAAAACAG-ACCGCC------------------------------------UU--------------------------C-----GC---------------------------------------------CG-------------------C---------------------- [...]
+CPA61 .......................................................................................................gaggaaaguccgggcAC-CACA----GGGC-AGGA-UGCCGCACGAGC------------UUCACC-------------GCAAGUGC-GGGCG-UC---GCG-----U-U---------------------UCAA---------------------------GGC---G-C-GGCGAC-GGA---CAGUGUC--ACAGAGAAUAU-ACCGCC------------------------------------CU--------------------------C-----CG---------------------------------------------UG-------------------GUU--CGGC-------------- [...]
+CPA62 .......................................................................................................gaggaaaguccgggcUC-C--A-CGGAUCA-ACGG-UGCC-GGA----------------UAACG------------------UCC--GGCGG-GG-----------------------------------GCAA-------------------------------------CCCCAG-GGA---AAGUGCC--ACAGAAAAGUAAACCGCC------------------------------------AC--------------------------G-----GG---------------------------------------------C------------------------------------------- [...]
+CPB144 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GCAA-------------------------------------GCCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CC-------------------CCC--AAUA-------------- [...]
+CPB69 .......................................................................................................gaggaaaguccgggcAA-CAUU----GGGC-AUCG-UGCCGCAU----------------GAAUA------------------GUGC-GGGCA-UC---UUG-----G-CG--------------------GUAA------------------------C--GUU---A-G-GAUGAC-AGA---CAGUACC--ACAGAAAAUAG-GUAGCU------------------------------------CA--------------------------G-----GC---------------------------------------------UG-------------------A---------------------- [...]
+CPB70 .......................................................................................................gaggaaaguccgggcUC-CACA----GGGC-AGGG-UGGU-UGC----------------UAACG------------------GCA--ACCCG-AG-----------------------------------GCGA-------------------------------------CUCGCG-GGA---AAGUGCC--ACAGAGAACAG-ACCGCC------------------------------------GC--------------------------G-----GC---------------------------------------------GA-------------------C---------------------- [...]
+CPB72 .......................................................................................................gaggaaaguccgggcUC-CACA----GGAU-GCCG-UGGU-GGA----------------UAACG------------------UCC--ACCGA-CC-----------------------------------GCAA-------------------------------------GGUUCG-GGA---AAGUGCA--ACAGAGAACAG-ACCGCC----------------------------------GAUC--------------------------G-----CU---------------------------------------------GC-------------------GGG-------------------- [...]
+CPB7677 .......................................................................................................gaggaaaguccgggcAG-CAUA----GGAU-AUGA-CAGU-CGC----------------UAACG------------------GCG--ACCGG-GG-----------------------------------GUGA-------------------------------------CCCUAG-GGA---AAGUGCC--ACAGAAACGAU-ACCGCC------------------------------------UU--------------------------C------------------------------------------------------------------------------------------------ [...]
+CPB7776 .......................................................................................................gaggaaaguccgggcAA-CAUA----GAGC-AGUG-UACU-UCC----------------UAACG------------------GGA--AGGUA-UC---CCG-----C-C----------------------UUU---------------------------GGC---G-G-GAUAAC-AGA---CAGUGCC--ACAGAAAACAA-ACUACC----------------------------------CAUU--------------------------C-----CC---------------------------------------------GA-------------------U---------------------- [...]
+Rr368 .......................................................................................................gaggaaaguccgggcAC-CGCA----GGGC-AGGA-UGCC-AGC----------------UAACG------------------GCU--GGUCG-GCGAGUCGAGCACC-CGCACGCGCGC-----------CUUG-----------G-CGUGUAGGAAGC--GGC---G-AAGCCGAA-GGA---AAGUGCC--ACAGAAACCAG-ACCGCC------------------------------------AU--------------------------U-----CC---------------------------------------------CGGACAGC-------------CCC--G----------------- [...]
+SMB-A5 .......................................................................................................gaggaaaguccgggcUC-CAGA----GGGC-AGGG-UGCC-AGG----------------UAACA------------------CCU--GGGGG-GC-----------------------------------GCGA-------------------------------------GCCUAC-GGA---AAGUGCA--GCAGAAAGUAU-ACCGCC------------------------------------CAAAAAUGGGGUGCUGCCCCAUUUGAGCG-----CC---------------------------------------------A------------------------------------------- [...]
+CPA49 .......................................................................................................gaggaaaguccgggcAA-CACA----GAGC-ACCA-UACU-UCC----------------UAACG------------------GGA--AGGCU-UU---CUG-----CUG---------------------GUGA--------------------------CGGC---A-G-AAAGAC-AGA---CAGGGCC--ACAGAAACAA--ACCGCC------------------------------------CU--------------------------U-----UG---------------------------------------------AC-------------------UUC--AAGG-------------- [...]
+SMB-A3 .......................................................................................................gaggaaaguccgggcuC-CGAC----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GAAA-------------------------------------GCCUAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AA--------------------------U-----GG---------------------------------------------C------------------------------------------- [...]
+SMB-B2 .......................................................................................................gaggaaaguccgggcUC-CUUC----GGAC-AGGG-CGCC-AGG----------------UAACG------------------CCU--GGGGG-GC-----------------------------------GUGA-------------------------------------GCCCAC-GGA---AAGUGCC--ACAGAAAAUAU-ACCGCC------------------------------------AG--------------------------C------------------------------------------------------------------------------------------------ [...]
+SMB-B4 .......................................................................................................gaggaaaguccgggcUC-CGCA----GGGC-AGAG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-GU-----------------------------------GAAA-------------------------------------GCCCAC-GGA---AAGUGCA--ACAGAAAGUAU-ACCGCCCAAAAA-UGGGGU---CCG--ACCCUGUUU--GAGCGC--------------------------C------------------------------------------------------------------------------------------------ [...]
+SMB-B1 .......................................................................................................gaggaaaguccgggcUC-CAUA----GGGC-AGGG-UGCC-AGG----------------UAACG------------------CCU--GGGGG-G------------------------------------GAAA--------------------------------------CCCAC-GAC---CAGUGCA--ACAGAGAGCAA-ACCGCC----------------------------------GAUG--------------------------G-----CC---------------------------------------------CG-------------------C---------------------- [...]
+CPB149 .......................................................................................................gaggaaaguccgggcUU-C--A-UGAAAAC-ACGG-CGCC-GGA----------------UAACA------------------UCC--GGGGG-GC-----------------------------------GCAA-------------------------------------GCCUAC-GGA---AAGUGCA--ACAGAAAACAA-ACCGCC------------------------------------UU--------------------------G-----CU---------------------------------------------UG-------------------GCC-------------------- [...]
+//
diff --git a/testsuite/rnaseP-frag.fa b/testsuite/rnaseP-frag.fa
new file mode 100644
index 0000000..ed3992f
--- /dev/null
+++ b/testsuite/rnaseP-frag.fa
@@ -0,0 +1,401 @@
+>emb|AL009126|BSUB Bacillus subtilis complete genome
+TTTCAATTTCATAACGGATGATGATATGAAGAGGATACGTCAATTCATCC
+GCTTCGACCCTGATAAATGAAGGTTTTGATTCATTGATTGCCCGGACAAA
+ATCATCCAGGGAGATGTCCTTGAACTGTACAGGTGATGCCTCTTGAATCT
+TCTTATAGTACGGAGTCCAAAAATGCTTGTTGCGGCCGATAAAATTCTCG
+TAAAATAATGATTGCGATTCATGAATTCCCATCGATGCGCCGTCTGACAA
+GTTCGTGCCACTGAGTGCTTCATCAATATTTTGCTCGTAAATCGCGTGCC
+CGCACTCATGAATGGTCCCAAAGATCGCCGTCCGGAAATCTTTTTCATCA
+TATCTCGTCGTGACCCGAACGTCTCCCCGATTCAGCGTAGTTGCAAACGG
+ATGAACGGTTTCATCAAGTCTTCCGCCATCAAAATCGTAGCCAAGCTCCT
+GTAAAAAATACAGACTGAGCTCTTTTTGCTTTTCTTTCGGGAACGCTTTT
+GTAATAAAGCTTGTATCTGGTTTATTTCCGGAAGCTGTCACCTGTTTAAC
+AAGAGGGATAATCGCTTCCTTCAGCTCAGCAAACAACTGATCAAGCACCT
+TTACCGTGACGCCGGGCTCAAACAAATCAAGCAATGCATCATAAGGATGC
+TCTTGATATCCCCAATACGTAATAAAACGTTTATTGAATTCAATCAGCTG
+TTCTAAATAAGGAGAAAACAAGCTGAAATCAGATTTTCCTTTCGCTTCCT
+CCCACGCTGTTTCTGCCTTTGAACACAGAATCACGTATTCTTTGTATTCA
+GCCTCAGGGATTTTCTTATTCTCTTCATACTCTTTTTTCGCCAGTTCCAC
+TGCTTTTTTCGTATCTTCCGACAAGTCATCAAATCGTTCATACAGGACAT
+CGATAAGCTCCTTCATTCGATCTGATGTTTGGATATTGAATATATCTGTT
+GAAAGCTGGCCGATACTTTCGGCACGATCCTCTGAGCCATTTTTCGGCGC
+GCCTGTTCTGGAGTCCCAGTGCATTAACGCAACTGCTTCGCTGTAATGTG
+AGATTCTTTTTAAAAGATCAAAAAATTCTTTTTCATATGTATGTATCTCC
+ATATCCATTCCCTCCCTATTCTAGCCGTTCCATTACAGGCTAATGGAAGG
+GGGTATGAAAGTCAAATTGTTTGTATAAAAGGCTGCCGGTATGTTTTGTG
+GCAGCCTTTTTATTCAGTTGATCGTCATTTGATTTTTTGGCGGAGGTGTT
+CTCCGCTTTTTCTGCTTGATTTTTTTATCTACCCACACTGTTGCCAGCGG
+GGTTAAGAGCGAGGTGACAATAACGCTTGTCGCGATAATTGCAGTTGCCG
+ACTCAGCAACTGGCGCAAATGAGGCATTCGCTTCCGCTAATGCATATGGC
+ACGGCTACAGCCGCCCCTGCCGTAGAAGAAGCGGCCACTCCCGCGACACC
+ATCTCCCCGCGCAATAAAACGATCAAGCAAAAACAAAGAACTGCCCGATA
+AAATGACGACAGAAACTCCGATAAAAATGCCGAGCAGCCCTGATTGGATC
+AGCATTCCAAAATTCAAGGTATTGCCGAGCGAAAAGGCGAAAAATGGAAT
+GATCGCCGGCACAACCTTGCTGAATAAGTCTCTGAGATCATGATCCAGAT
+TTCCAAGTATACATCCAAGTAAAAACGGGATGACTGTCGCTGCCAGCGTT
+TCCCATGGGAATGCGGCAAGTCCCGTCACACCAAACGTCACCATGGTCAT
+AAAAGGACCAGATTCTGTACTGATAAAGGCGAAAGCGCCCGCATCCTCTT
+TTCTTCCCATGTGATTCATGAGCGCCAAATACAGTCCGCCGTTCGTTTCA
+TTCATTACCGCGACAATTGCTAAAACAGAAAGGCCTGCAAAAAAGCCGGA
+TTGTATGCCATCGTCAGGTATAAATTGCGCTGCGATCACGCCGAGCAGCG
+CCGCAAATCCGATCTTCCCCAATAATAACGTGATTCCTTTTCTTGCGATA
+TAGCCTGAAGAACGAAAATCAATCGTTGCTCCTACGCAAAAGATAAAAAC
+ACCCAGTATCGGCAGCGTTCCGGTAATCAAAGCACCCGTAAACCCTCCAA
+AGAACTCCGCTGTTCCAGGCGCAAACGTGTTGAGCGCCGCTCCAAGAAAT
+AGCGGAATAATCATCATTCCGCCAGGTACCCGTTCAATTGTCGCCTTGAT
+TTTCATATTGTGGATTCTCCCATCCTCCGGTTATGAAAAAACAATTCCAC
+TTACACTTGGAAAACAGCCTGCAAATCCTCTTTTGAACAGCTGCCCAACT
+GGCTGCCGACTCCGACGGCGCCAGCTCCGGCTCTAAGCCAATCAGGCACT
+TCAGACGGATGTATCCCGCCTGTCGGAATAAAGGTCACCTGCGGGAAAGG
+ACCCGCTAAATTTTTCATAAACGGAATGCCAAACACACCGCTTGGGAACA
+GCTTTAATGTCGTAAAACCGAATGTCAGCGCTTCCATAATTTCGCTCGGA
+GTCAAGACGCCGGGGATATAATGTGTCTTTACAAAAGATAGATGTTCAGC
+AAGATCAGCTGAAAAACCCGGACTGACAATAAACTGCGCGCCAGCCTTAG
+CAGCTTCCCCAGCTTGCTGCGCGCTGATGACCGTACCCGCGCCAATTAAA
+ATATCTTCCCTATTACGGAAGGATTCGATAATATCTGATGCCCCGGGGGT
+CGTATACGTCACTTCAACTGCACGAATCCCTTTATCTAATAAACTCTCAA
+TCTGCTGACAGGCCTCCTGCTTATCCTTTGAACGAATGACTGCAATCAGC
+TTTGCTTCTTTCAGACGGTTTTCAACGACTTTGGACTCCATATTAATAAT
+CCCCTTTCTTTTGGTGAACCGTTCTTTGAGCAGATAAAAAAGAAGCTAAT
+TTCTCCCTGGTCGGCAAACCGTCCATATCCCCCGGTGCCTGCACTTGCAA
+AGCGCCAATCGCATTTCCCCTTTGCACCGCATCCTTGTACGACAAACCGT
+CTAGGATACCGCTGATTACACCGACTGCAAATCCGTCTCCGGCGCCGACC
+GTATCAACCACCCGGTCGACCCGGCAGCCTTCTAGAAATCCTTCACTTGT
+CCCCGTTTTAAAGTAAGCGCCTTCTTTTCCAAGTTTAATAGCAACAAAGC
+TGGCACCTTTTTTCAAATAATAGTCGGCAATGCCTTCAGGTGTTTTTTCT
+CCGGTCAATAGCTCTCCCTCTGCGATACCCGGGAAAAACCAGTCTGCAAG
+CCCAGCCAGATCATTGATTGTGTGTACCATTGTTGCTTGATCAGGCCAAA
+GCGAAGGTCTTACATTAGGGTCGAATGAAATGGTCTTCCCTGCGTTTCTC
+ATGTCGTTCATGACATGATACGTGAAGTCTTTCATCTCGGCTGATAAAGC
+AGGCGGAATACCTGTCACATGCAAATGGCCTGCGCATTGAAAATAATCTC
+TCGGATATTCAGCTGTAGTTAATGTGCTTGCAGCTGAGTTTTTCCTATAG
+TAGGTAACTTGCGGGTCGCCTTCTTTCACTTTTGACTTCAGCAGCAGCCC
+GGTGGGATTTTCGTCCTGCGAGCGGATCACGCGGGACACATCCACTCCCT
+CTTTTTTAAGCTCTTGTAAAATAAACGTTCCGAGCTGATCATTGCCGACC
+TTGCTCATCCATCCCATTCGAAATCCGAGTCTGGCAAGGCCGCAGGCGAC
+ATTGCTTTCTGCTCCGGCAAGCCCTTTAGAAAAAGTGGATACTTCATGAA
+GGCCTCCATACTCATTTGCATAAAACATGGCCATTGATTCCCCGAATGTC
+ACCGCATCAAGCTTCATCTCTTCCCAACCTCCTCTTAGTTGAGGGCACCT
+AGGATTAAAGTGACTTTCTCATGATGACTTTTGCCTCTAATTCAATGGTT
+TGAGGCGCTCCTTTGTCACCTTCAATCCTTTTTAATACACGTTCCATCGC
+CGTCCTGCCCATATCATGTGACGGCTGGGCGATCGTTGTAATGCCTGGAC
+CGATCAGTTTGTACCACTCCGTATCATCGAATCCTGCAATCCCTATATCT
+TGAGGGATGCGCAGGCCAAGCTCTTCCATACAGCTGATGATTTTCAGCAT
+AATCAAGCCATTCAAAGCCAGAATCGCTTTTTTTTGCTCCGGCATTTCCT
+TGTGAAAAGAACGAAGCTCCGCCTTAAGCTGCTCCTTGTCCTTTACGTCA
+ATTTCATGCAATCTGACAAGCCCGTTCACATTTTGAACCGAAGCCATTTC
+CTGATACACAGCTGCTCTTTCTGCACGAGGGCTGATAGAGGAAATCGGTT
+CGGTAAACAGCGCGACATCAGTATACCCTTTGCTGTACACCTTCTGAAGA
+ATCTCTTTTGTGATCCATCTGTTGTCAGTCGTTACGGTATCCAGTTTCAG
+ATCCGGCAGTTTCCGGTCAATTAAGATTGTTGGAATTTGCTGTTCAGCAA
+AAGCGCGGAGTACATCCTTGTTTTCCCCTGTTGCGTTTAAAATCAAGCCC
+TCAACCGAATGGGCTTCTAGCTTTAAGAGCATTTCCCGCTCTTTTTCAGG
+ACTGTTATCTGTGTTGCACACCATAATGCTGTATCCATATTGATCACAAA
+CCTCTTCGACTCCCCTGAAAGCAGCGACCGAAAAAGGATTTGTAATGTCA
+GCCACAACAAATCCGATTAACTTGCTTTTTTTTATTTTCAAACCTTGTGC
+CATTTTACTCGGCCGATAATTCAATTCTGCGATTGCCTTTTTAATGTTTT
+TCACTTTTTCAGGAGAAATCGCGTCAATTTTTCCGTTAATATAGCGGGAA
+ACTGTCGATTTCGAAACTCCTGCACATTCAGCTACGTCTTTGATGGTTGT
+ATGGCCTGTTGTTTTCTTTTTCATTCAAGTGCTCCTGTATCTCATATATT
+TGAAACCGATTTCAAAACCGTTACAACAAAAGAATACCATAATTTTAAAA
+TTTGGGAAGAGTTTTTTTAATAATATGTCAATTCATTATTTTTTCGTTGA
+CTCTTTTCACTATTTATCCTAAAATTTTCTTTGAAACCGTTACCAAAATA
+TTTTCATTCAAGTGATGCTGAAATCCTAACCAAGGGGGAAATATAATGGA
+AAATCGTTATTCTGTACATCCTGAACAAGTAAAACGCTTTACAACAGAGG
+AGCTTCGCAGTCATTTCTTAATGGATTCTTTATTTACAGAAAACAAACTT
+ACGATGTATTACTCACATGAAGACCGGGTTGTCATCGGCGGAGCGGCTCC
+AGGGCAAAGTGAACTGAAGCTTGATGCAGGTGATTTTCTAAAAACAGACT
+TCTTTTTGGAACGGCGTGAAATCGGGATTATTAATGTCGGCCAGCCTGGT
+GCCGTTAGAGTCGGCGATGATGAATATGTGCTTCAAACAAAGGATTTTCT
+CTATATTGGAATGGGCAATCAGGATGTATCGTTTTCAAGCCTGAACGGGG
+AAAAAGCGAAGTTTTACTTCGTCTCCGCTTGCGCCCACAAAAGCTATCCG
+ACACAAAAAGCCGCCCTATCTGAACTGACACCGGACCGCCTTGGTGATGA
+TGCAGCGTCTAATGTCAGAAGTCTGTACAAAGTCATTCATCAGGATGGCA
+TTAAAAGCTGTCAGCTGATGATGGGAATAACGATGTTAGATCAAAACAAC
+AACTGGAATACCATGCCAGCACACGTTCATGACCGTCGGATGGAGGCTTA
+TCTTTATCTGGATCTTGAAAAGGACTCAAAGGTATTTCATTTCATGGGCC
+AGCCGGACGAAACACGCCATCTTGTTGTTGGAAATGAGCAGGCTGTCCTT
+TCTCCCGCTTGGTCTATTCATTCTGGCGCAGGAACATCAAACTATAGCTT
+TGTGTGGGCGATGGCTGGAGAAAATTACACATTTACGGACATGGATCTCA
+TTCCAATGGATGGGCTGAAATAAGATGGGTTATCTACATGACGCCTTTTC
+ATTAAAAGGAAAAACAGCGCTGGTGACAGGCCCGGGAACAGGGATCGGTC
+AAGGAATAGCCAAAGCCCTAGCCGGGGCTGGCGCTGATATTATCGGCACA
+TCACATACAAGCAGTCTGTCTGAAACACAGCAGCTTGTGGAACAGGAAGG
+CCGGATATTTACATCTTTTACATTGGACATGAGCAAGCCGGAAGCGATAA
+AGGATTCTGCAGCTGAGCTGTTTGAAAACAGGCAGATCGACATCCTTGTC
+AATAATGCCGGCATTATTCATCGGGAAAAAGCGGAAGATTTTCCAGAAGA
+GAACTGGCAGCACGTACTGAATGTCAATCTAAACAGCCTGTTTATTCTGA
+CACAGCTTGCTGGCAGGCACATGCTGAAAAGAGGTCATGGAAAGATTATT
+AATATTGCCTCTCTCCTGTCTTTTCAAGGCGGCATCCTCGTTCCGGCTTA
+CACCGCGAGCAAACACGCTGTTGCCGGTTTGACAAAATCATTTGCAAATG
+AGTGGGCAGCGTCAGGTATTCAGGTCAACGCAATCGCCCCAGGCTATATT
+TCTACTGCGAATACAAAGCCTATTCGGGATGACGAAAAGCGAAATGAGGA
+CATTTTAAAGAGAATTCCTGCCGGCCGCTGGGGCCAAGCGGATGATATCG
+GGGGGACTGCAGTCTTTTTGGCATCACGTGCTTCAGATTATGTAAATGGA
+CATATTTTAGCAGTTGATGGCGGCTGGCTATCCCGCTGACAAATAAAAAA
+GCTGACGAACGATCGTCAGCTTTTTTCCATTACATCATGTGCGGTTCAAC
+AGGCAAGACCTTTTTGACCTCATCAATGATGCGTTCATTTTCTCCGCCAG
+CGTAAATGTGAATCGAGCCGCTGTCTTGATTCGAGCGAATCAGGCGCCCG
+ATGCCCTGCCGTACACGTAACAACATATATGGCAGATCAACTTCTTCGAA
+CGGATCTTTTTTCGCTCCGTTGCGCTTCGCTGTAAATACAGGATCGTGTG
+GCGGGAACGGTAATGACCAAATGGTAACATTCTTCAATGCGTCACCGGGA
+ATGTCGAGTCCTTCCCATAAGTGAACTGAACAAAGTACTGTTTCTTCTTC
+CTCTTGGAATTTCTCTACTAAGCTGCTGATTTCCTCATCACCTTCGAAGA
+AAATTGGATACGGCAGCTCCCATGCCGCCGACAGCTCTTTAAACTCGTTT
+AATTCTTCAAAAGAAGGGAAAAGCACCAGCGTTCTTCCTTTGTATCGTTT
+GATTGTTTCAATCGTTTCAGCCGTTTTTTGTTCAGCGTCCATATCTGTTT
+TTGCGTATAGATTAATACTCATTTGCTCGTCATAATCATAAGGGGAATCA
+ACAGTTAATGACAAATAATCATGAATCCCAAGACTGTCGGCAATATAATC
+AAACGAACCGCCTTCTGACAGCGTAGCAGAAGAAAAGATATAAGGAATTT
+TCTTAGAAAACACTTTTTCGCCAAGTACTTCTGCTACCGTTCTCGGCATC
+ACGACAAAGGTTGATTCTGCTTCCTTTTTCTCCAGCCAGCTGATCGCATC
+CTTTTGATATAGAGATAATGAATACGCCATTTGTTCAACATATTCTTCCA
+CTACTGACAGTTCGTATTGATCAATCGTATACATTTCAGACTCAAATACA
+AGTGCCTCACCGATTTTATCAAGTAAACGGCAAAGCTCGTCCGCCGCCTT
+TTTGACACGATGGTCATTTTTTATTTCTAAACGGTGTGAACCGGCTACTT
+CCTTTGATTCTTCAGAAAGAACATAGAAAAATTCGTCGTTTGCGAGAAGC
+GCATCTTCAATCAATTCTGCAAACTCTTCTCTGATGTCATTTTGCAGCAA
+TCGTTCTAAAAACAATTCAAGAGTAGACTGCTTCACTCTATAGGTTAGCG
+CTTTTTGCGCAGCAAACTCTAACAAGTGCCCCTCATCAAATACAACTGCA
+CTATGATCAGGCAAGAGCGGCAGCTGGCCCTCTCGTTTGCGTGATTCTTC
+CGTCCACACATGCTCCATATAAAAATCATGGGAACAAATGATTAAGTCCG
+TTGACTTGCGGTAGTAATCTCTGGAAAGTGTCAGACCGCATCTGTGTCTC
+ATATCACAAGTCAGACAGTCCTGAAACGAGTCGTAGCTTACGTCAGACCA
+CTCTTCATTCGATAGATTTGCGTACTGCTTACGGTCGCCATACGGATAAA
+AGCGCTGCATCGCCTGGGACTCGTGGACAAATGACGGTAACGACTCATAA
+AGATCCAGCCATTTATCATCATCAGAACGCTGCATTGTTTTTTCAAGCTT
+CTTCAAGCATAAATATTGCTCATGTGATTTTGACAGCCTTGTATCAATTT
+TCAGATCAAGATGCTCAGCCAGCTTAGAAATATCGCCCTCTTTTTTCACC
+AGCTGTTCAATTAATGTTTCATCCGCACAAGCGATGATGGCAGGTTTGCC
+GACATACCTTGCATAGCTGATTGCAAAAAGAAGATATACCAGCGTTTTCC
+CCGTTCCCACTCCAGCTTCGGCGAACATGACTTTTTTCTCTTTAAACGCC
+CGCTCCAGCTGAAAAGCCATAAATACTTGCTCGTCCCGAAGATCAAACCC
+TTTTTCGGGAAGGATATCGTAAAACACGTCACCAATCCAATTGTTCAATT
+CTTCATAAAAATTCTTTGTTTTCGTTAAAGAAAAAGGCAAACGTGATGTT
+GTCACCTAGTTCCAACCCCCAACTATTCGACATTCAGACCACCAATAATA
+TCATTTTCCGCTGATGAATACAATAAAAAACTTGGCAATGCCAAGTTTTT
+TGCAGTTTACTTACGATTGATCACATGCGACGATAAAAAAGGATGGTCTG
+TTGAATAAATATGTTCTACCGCTTTTTCTAAATCAGTTTGCGCATGCGAA
+ATCACAGACGGAGACGAATCAGTCCCGAGCTCCTTCAGCTCGTTTGCTGT
+TGCGTCAAGCGCCCTTTGAATAAGATTAAAATGTTCGCTGTTCAGCATGA
+GATCACCTCTGATGGAAATAATCATCATTGTATGCGAACTTTTCATTTTA
+TATACATGCTTTACCGCATGTTATCACCGAAACATGCACAAACTACACTT
+GATATTCCGTCTCCGGATTATCCGTCTTATCAACAATATTCTATCAGGGA
+GTGATGTTGACATGAGTTATAGAAACCGATTAGATCAGCATTCTGAACTG
+TTTCATCACAATTGGACGCGGCCTAAACGTTCAAAGTCTCAAGTAAACGG
+TCACACTGAAATGTCCCAAACCAACATTATATTGAGAAGCAACGCGAAAG
+CTCACCGTTGGTAACGATAGAATAGGGCTGAAAGATGAAAGAAGACGCAT
+GCAGAGCGTCTTCTTTTTATGCGTTTTCTGTTTTCTTGCGCTGCGGTCTT
+ACTTTTGACCAGTATTGATAATAATCCGTTTTAATAAACCCGTTAAAGAG
+TTTTCGTTTCTTCGTTGCTTTTCTGCCATATGCTTCCTCAAAGTTTTCAT
+TTGATGTCAGCATATACACAGACCAAGTATCAAGCGGCTCGAACGCCTGC
+CCCATTTCTTTGTACATCTGCTCAACGGCTTTTTTCTCGCCGAGACGCTC
+TCCATATGGCGGGTTGCCGACAATTACGCCAAATTCCAGATTTGTGGTAA
+AGTCTTTGACCTGCATCTGTTTGAACTGGATTAGATCTCCCAATCCTGCT
+TCCTCTGCATTTTCTTTTGCGATTTGAACCATGCGGTGGTCTATGTCGCT
+AGCGAAAATTGTAAGCGGCTGATCATAATTTGCCTTTTCTTCGACTTCAA
+GCCGCGCTTTGTTCCACAGATCTTTACCGATCCATTCCCAATCCTCTGAT
+ACAAAATCGCGGTTGAATCCCGGGGCGATGTTTTGGCCGATTAGCGCCGC
+TTCTATCGCGATTGTTCCGGAGCCGCAGAAAGGATCAACAAACGGGCGGT
+CAGGCGTCCAATTGGTTAATTGCACCAAAGCGGCAGCAAGTGTTTCTTTA
+ATCGGCGCACCGCCCTGATCGACACGGTATCCTCGTTTGTGAAGGCCCGT
+CCCTGATGAGTCCAGTGTAATCAAAGCCTGATCTTTCAATAAAGATATTT
+CCACTTTATACTCAGCACCTGTTTCTTCAATCCAATCATTGGCTTTGCCG
+GACTGCAGCTTGAGCTTTTCGACAATTGCTTTTTTGACGATCCGCTGACA
+GTCAGGAACGCTTGCAAGTGTTGATTTTACCGATTTTCCGATGACAGGGA
+ATTTCCCGTTTTCAGGTATAAATGAGCGCCAGTTAATCGCTTTCGTTTTT
+TCAAACAGTTCATCAAATGTTTTCGCTTTAAAAGAAGCAACCTGAACCTT
+TATGCGGTCGGCTGTTCTAAGCCAAAGGTTCGCACGGCAGATGGCAAGTG
+CATCACCTTCAAAAATAACTTTCCCGTTATCAACCTTGCATTCGTATCCT
+AAATCTCGTACTTCCTTTGCGACAACAGCTTCAATGCCCATCGGCGCCGT
+TGCAATTAGTGTATACTTCTTCATCGTATCACCCTGTCTTTTAAAACTTT
+TCTCTTTTCAAGATAAAAGCTCTCCTTATACGGGAGAGCTTGTTTTCATC
+ATTTTAAATGTAAGTGGTCTAACGTTCTGTAAGCCATGTTTTGTTCCATC
+GTACTGCAAACGGCTCATCACCTCGTACTCAGGCGGCAATCATCTATCTA
+CAGAAAGCATTCTGTCCTTCTCTCCGTTGAATTCCGTTAAGAAGGTTCCC
+CTACCAAAATTTGGGTTTCTCGCTCGAGGGGTTTACCGCGTTCCACTCTC
+ACCATTTCTAGTGAGACTTCGTCACTGTGGCACTTTCAAGGATACTCAGC
+CATATCCGAAGACGTAGGCTTTTTTCCTGCCGTCAGCCTCTAAAGACTGC
+CCTAGCTTATGACTTCGCTAGGCACGAACACTACGGGCATCTCAGCACCG
+TGCGAGCATGGACTTTCCTCTACAGATTCAAGATCTGCAGCGATTACCCG
+AACGTTAAGAACATGAATTATTATATAACAACTGATTACAATTTACAAGC
+GCCATTTTTTTCAAGCGTGATCAATCATAAAGCTTGCTGCCAAAAACGTG
+TTTTTCTAAGTTAGACAGCCGTTTTAAAATATCAAAGTTTGTTGTGTTAG
+ATTGCACAGGCTGTTTTTTGCTGGCTTCTTCAAGCTGTTTTTTCAGCTGC
+AGATTTTCCTGCTGCAGTTCTTCAATTTCTTGATGGAAGGTTTCATAATC
+CTTAATAATCATATCTAAAAATTTGTCAACGTCTTCTTGCTTGTAGCCTC
+TAACGCCTGTTTTAAATTCTTTTTCCAAAATTTCTTTCGCAGAAAGCTTT
+ACTTTATCAGCAAGCATCTTTTTCACCTCGTATCGTGAATCATCACATAT
+ATTTTTTCAGAAATCTGTACGGTTGTCAAATTTCTCTCTCATTGTTAGTA
+GCTGTCTTCCTCCACTGTCACTCTCAAGTCATCCATTGTAATAAAGTAGA
+TGGGATAGCCATCCTGTTCGCGCCTTTTTTCCGCTGTCCCAAGCATATAC
+TTAGGGGAGCCTTCCTTTTCCGGGTCATATAAAAGCAGAAGCCCGTCGGA
+CTTATCAATGAAGAACTGATTTTTTTGTTTGAATTGAAGCGGGCTTTCAT
+AAGGACGGTGAGTCAGGCTTGCTTCATAGTCTGCCTGAGCCAGAACTGCT
+TCATACTGTTCTTTATTCGGTTCTTTCCAGTTCTTTTCCTGCTCGTAAAA
+TGGTGTGATGACAGCTACCTTTAAGTCAGGGTATTCCTCCTGCAAATCAT
+ATGCAGCTTCTGCCGCCCACAGCTCAACTCCAAGCTGGCCCGAAATTAAA
+ATCCATTCTAATCCTTCATCCAAAAAAGCAATCAGCCGGTTTTTAATGGC
+TTTTTTTATGTAATACAGCGCCTTGTCATCCTGCTTAAATATCCCCAGTT
+CAAACGGTTTATAGCCCGTTATTGCCAATACTTTCATCATTTCACCTGCT
+TTAAAAAATGGGGCTCCCGTGGGCCCCATTTGTTGTGCTGCATTGTTTAC
+ACCATCAAGCTGCACGTTTTCCATACTAGTAGTCGCAGCAAGGTTTTCCT
+GCTTGAAAATGCTGATGCGTAGCCGGGTCAACATTTGAGAAAGTGTGTGG
+AAAGTAGTGAACGTGCTGAAAATGCTGGTGGTTTACGTTTGTTGTATGCT
+GTGGGTGAATGTGCGGCACGATAGTCTTCGAAAACGTATGGTGTTCACAG
+CAATGAGTAGGATGGACAATTGGCGCCATCATATGCGGTCTGCAGTGATG
+CATGATAAAATCCCCTTTCCATAAACTTTATTACAATACTAAGTTATGAA
+AAATAAGGGGTACATGTTCTGATGCAAAGACCTATTTTAAAAGTGTGCAA
+TTAAGCTGTCTTTAAAGTTTGAAAACACAAAAGCAATCAAAAATACCACA
+ACAAAGAACAAGTAAAAAACACCCTTATACATACCAACTCTCCCTTTAAA
+AATAACTAACGTCATTTTACAGGATTCGCCGCTATTCTACAACAAAATCA
+ATGTGAATTCAGCAAAAAAAATTCATGGCGAAACAAGTCGTCTTTTGCGC
+TTTCCCGGGGAATATTTAAGAGGAATATTTCCTCTTTAGCCGGGCAATTC
+TCACATGCAGTTTTTCAGTTTCTTTCTCTGATAAGCATGCCGCATCGCTA
+AGCGATTGCTCTGCTACTTGCAATGCTTTTCCGAATTCTTTTTTCTTATG
+CTCAAAATATTTCGCGAGCTCTATTACAGCAGCGTATCTGCACTTCTGGT
+TTTGCGAGCGGGACAGCTTTTCCCAAAGCGGCACTGCTTCTTCCAAGCGG
+TTTTGTTTTTTGTACAGGAGCGATAAATCCAGCCGTGCACTGTCCTGGTC
+CTCAAACGATTTTTCTATAAGCCTTTCCAACTGCTTGATCGCTTGGTCCG
+TTTCTTTATGAGCCATAAACCATTTCGCCATAGCATAGGCTTCACTGTGT
+TCTTTTGGCGCATGTGATTCTGAAAGGATTTTTTTAGACATATGGATGTA
+CAATGAAATGAGTGATAACACATCCATTTCATTATGATGCAGGACACCTT
+TTAAAAGATCCGGCTCTTGCGCCTTGATAAAATGAAAGTAAAGCATTGGC
+GCCAAGTAGCCCGGTGTGTCTTCTAGCCTGCGGATGCCGAGCTCCTCTTT
+TTCAACCGTGCCAAGAGATACACGGTCCATTTTGTGTTTCCACAGGCGTC
+TAGCTCCATGCAAAAGATCAAAGTGGCCAAACTCCGGAAGCTTCGGAAGT
+CTGTCACGGATCAAGGTGTGCCTTGTTTTCACCTGCGGCCAATCAAAGGC
+TTTGCCGTTGTAGGTCACAAGTGATGTAATGTCAACCTCGCTTAAAAAGC
+TTTGGTACAAGGCGACTTCGTTCCCCGGTTTGGGCAAAAGATGCTGTTTG
+ACTGTCACTCGGTCTTCATATACTCTCGCATGCCCAAGCAAAAAAATGGT
+ATTCCCAGCTCCACCCCCAAGACCGGTTGTTTCTGTATCAAAGAAAAAGA
+GGTTGTTTTTGTTATACCCTTTTGCTGACAATGTATGCGACAGGCCGCTT
+TGATTCCACAGTGTGATCACTTCCTCAAGCTCAGAAAAGCTGTATAACCC
+ATGGCGGTGAGAAAGCGGATATTCTACTTCTCTGATGAGGCAATATTCAT
+CTTCGAAGATGAAAGGCTTCATGCCAAAAGCCTCCCACTCTTCTAAAAAC
+GGGATGTCATCAAAGTGGTTTTCTTGTTTGCCTGCTTCTATTTTTTGTTC
+TCCTTCGTCGAGCGCCATGTGCTTTTTCATCCGTTGGAGTTTCCCTTTTA
+ATGACATATCCGGCCTCCCTCCTTACGACATTTGATCCAACAGCTGCAAA
+ATTCTTTCCTTTGCTTTTATCCCTTCTATTTCCGTACCTATACAAGACGG
+ACAGCCGTCATGACAAGGACAATGTGTAATCAGTTGTTTCGCCGCTTCAT
+TAATGTCTGAAAAACGTTTAAAGACTTCCTCCGCCAAACCGATACCGCCC
+GGATAATGATCATATAAAAATATGGTTGGCAATCCGGTATGGGCTGCTTT
+AATTTGAGAAACAACATGAACATCATTTCGATCACACATGATATACACAG
+GGACAATATGCTGCAGCACATTCGAGATGCCAAGAAGCAGCTGTTCCAGT
+GTCTTTTCCCCGATGTCTTCATCCGCTGTTTTGATTTCGAGCCAAGCTGC
+ACTTGTATGCAGTTCTTCTTCCGGCAAATGAATAGGTCCAGACCCAATAT
+TTTCAAAAGTGGTCATTTTTATTTTTTTAAAAATGGTCGGCAGGGCATTG
+ACAGTGACGTCTCCGTAGTGCAATGACGTACGGCTTTTTTCTTTCGTTTT
+ATCGATTTCTAATACCTTCAGCTGAACTGCCAGGTTTGCATCCGTATAAT
+ATTCGACATCGACTTTTCTGACATACGCCTTTTTATGGTCCCAATCGAGC
+TTCTCAACTTGATACTGAACGCCTTCATGCAAATAAATCGCTTCATCATG
+CAAAAGCGTCATCGCACTAAAACGGTCCATTTCACCGATAATCCTTACAT
+TTGCAATATCCGACTGATCAACTATAACGACATTTTCCTGGGAGGCGGAA
+CGCAAACTGATGTTTGACGCAGGGAACGACTCACTTGCCCAATGGTACCG
+TTCGCCGTTGCGGTGAAGAACAGCCTCTTCCTGAAGATACTCAAGAATAT
+CACTGACTTCCATGGCTCCAAATTCTTCATCAGCTCTAAAAGGAAGCTCA
+TAAGCCGCACACTTTAAGTGGTCTACTAAAATAATCAAATTCTCCGGATT
+GATTCTTGCAGATTCCGGCGAACGATTAAAGAAATATTCAGGATGCCGCA
+CAATATATTGGTCAATCGGTGTTGAATTGGCTACCATGATAATCAAAGAT
+TCACCGTGTCTTCTGCCGGCTCGTCCCGCCTGCTGCCAAGCACTTGCAAC
+ACTTCCGGGATACCCCGTCATTACACACACTTGCAGCTGGCCGATATCAA
+CACCAAGCTCTAAGGCATTCGTACTGACCACTCCTAAAATGTCGCCTTCT
+CTCAGTCCTCTTTCGATTTCTCTTCGCTCTTTCGGCAGATAGCCTCCCCG
+ATAGCCTCTGATTGATTTTGTTCCAATCTCTTTTTTCACAAGCTCCTGAA
+TATGGCTTAAAATAATTTCCACCCGAACTCTGCTTCTGGCAAAAACAATG
+GTCTGCACTTTGTTTTTAAGGAACTCTTTCGCCAGTTCATTCACTTCTGC
+GGTTGCGCTCCTTCTAATATTCAGCGGTTTGTTCACAATTGGCGGATTGT
+AAAACACAAAATGCTTGCGTCCGCTCGGTGCGCCGTTGTCATCGACCAGC
+CGCATCGGTTTGCCTGTCAGCTGCTCTCCCAATTCCTTTGGGTTGGCAAT
+CGTTGCGGAAGTACAAATAAAAACTGGATCACTTCCATAAAACCGGCAGA
+TCCGCTTCAGCCGCCGGATCACATTTGCCACATGGCTGCCGAACACACCT
+CGATACGTATGAAGCTCATCGATGACGATATACTTAAGGTTTTCAAACAA
+ACTGACCCATTTCGTATGATGCGGTAGAATGGCAGAATGCAGCATATCGG
+GGTTTGTAATGACAATATGACCTGCTTTTCTCACCTTTTGTCTGATTGCC
+GGAGACGTATCCCCGTCATATGTAAAGCTTTTAATATCAATGCCCATTTC
+ATCAATAATTTCATTTAGCTCGCTCTTTTGGTCTTGTGCCAGCGCTTTAG
+TCGGAAATAAATATAACGCCCGGTTTGTTTCATCTTGGGCGATGGACTGC
+AGGACTGGGAGGTTGTAGCATAACGTTTTTCCTGATGCTGTTGGCGTTAC
+GGTAACGATGCTCTCTCCTTTTTGCACATATTGAAAAGCGGAATATTGGT
+GAGTATATAGTTCATCAATGCCCCTTTTCGAAAGGGCCGCTTTGATTCTC
+TCGTCTATACTTTCGGGCATAGGCCTTGTTTTTGCTTCCCGAGGCTCAAT
+TTCATGCCAATTCACAACGTTTTCATTTCCTTTTAAATCAGAAATGAGTT
+CAGTCAGTGATTTCTTTTTCATTCTTTACACCTCTTTGTCAAGTACAGTT
+TACCGAATATTTGTTTGCATGGCTAGGTGCAAATTTTATACAGTTGAATA
+AAAAAAGCAAGGCATACGCCCTGCTTATTTCGCTTTTATTGTAAAGAGCT
+TTGATTCGCCTTTACGAGCAGCCTTTTCGCCTGCCGATACCATTGATCCT
+ACAGCCTCACCATTCATTATAACGATTGGGATGACTGTGCTGCTCGCTTT
+TTCTTTTATTAATTCCAAATCACATGTAATCAGCGGGTCACCGACCTTCA
+CTTTATCCCCTTCTTTAATGTGGGCAGTAAATCCTTCTCCGTTCATATTG
+ACTGTCTCCAGCCCGACATGAATTAACAGCTCAATTCCCGAGCGAGTCCG
+AATGCCAACGGCGTGTTTGGTGTGGAAAATCTGAATGACTTCACCTTCAG
+CGGGAGAAACGATTTCACCGCTAGAAGGTTCCACCGCTATTCCTTCTCCC
+ATCATTTTCTGTGAAAAAACAGGGTCCGGTACATCTGACAGGTCCATTAC
+TGTACCGTCTGCCGGAGAATAAATAACCTCTTCTGTCACCTTTTCCTGAA
+TTTTGCCCATTCCGAATAATTTTTTCAGCAATGTATTTTCTCCCTTCTCA
+TTCACTTCAACCGTTATCCCTTCATTCACCACTATTTAACCACACTTTCA
+ATTTTGCTTCAATTTATAACAACATCTGGCATAGACGCATAATCTGGTTA
+AAAAAGGCGGTGGCGATATTGGAATTCCATGATGACAAAAAGAACGAACT
+GCAAAAGAAAGAAGAAATCATAACGGAGGCAATCGACACTCTTTTTCAAT
+CCTCAGCGTTCGGCAACCTTATAAACGGATTTCAGAACCTAATCAACTCG
+AGTTTAAAGGATGTGCAGACGACCATACATGTCAGAGAAAGAGATACTGG
+GCTGTATATCGATATTACCATTCCGGCGACGTTTCGAGATGGCGAGATCG
+TCGTTGATGTTAAATCGAGGTATCTCCATGTAACACTCCAAGAAAAACAG
+AAACACCAAAATGAGGCTACCTTTACAAGCATGACAAGAACGGTTCAGCT
+GCCTTATGAAGTTCGCCAAGAAGATATGGAAACGTCTTGGAACGAGCAGA
+CAATGACACTTTTCTTTCCAAAAAATAAGCATGAATGAACGATTCATTCA
+TGCTTCTATCATTTAAAAAAGCTGGTAAATCCCTTTATTAAAGATCCGAC
+CTGATTCATTGCACTCATTACTTGACCTGTCGTATCCATCATTTTATTAA
+AATCAAATTGCCCATTGGCTTTTTTGAACTGCGACATAATGCTTTGAAAT
+TGTGAAGGCTGCTGTTGATTAGGCCTTGGGATAGGATAAGGGTTAGAAAA
+TACAGGCGGCTGCATAGGCATAGGCTGGATCGGAGCATAAGGCTGATAAT
+AATCCTGCTGTCCATAATGCTGCTGAGGCAGTTGTTGCTCTAAATAACCG
+GGTGCAGCCTGCTGATAATATCCTTGCATATGCTGAGGATAATAATAGCC
+CATTTGCCGAGGATAGCTTCGAGAGCTCCCGTTCATTGCGATTCCCCCCT
+AAACACAACATATTTCTCTTCTATATATGTATGAATGACTTCTATTGTTT
+GTGTCACAAGTGATGATTAGCATTTGTCAAATTGTGTCGAAAGTTTAAAT
+TTTTTAAAAACAGAAAAAAGTCGAATCATTATGGTACCATATTTTCAATA
+CAGATGAGAGGGGATGCACCATAATGAACGTATCATACTTAAGCAAACGT
+TTTGCAGAAATGAAGAAATATGAAACAGACTGTATGAATAAACTGATGGA
+CTTTGCCAAGTTCCTCTATATTCAAGGACATCTCAGCATAACTGAGTTTC
+GTAACAGTATGAAGGTTCTCGAAGCAAATGGAGCAGAAAGCCCGGCATAT
+GAGATGAATTAACGTCCGGCCCCCTATAAAAACGAAAAGAAGACAGCCTT
+TTACCGGCTGTCTTCTCTTGCAATTTCATCCTTTACTGCGTGCAATGTAT
+AAAGGACTGACTCAGTGATGTCCTTGAATCGTTTTTTATGAATATGATGA
+ACATAAGATTGAAGGACCAATTCCAGGAAATTATCCTTTACGGCCTCAAT
+TTGCTCTTTATGCACATATTTTGGCCGGCGGACTTTTATCAATTCAAGAG
+CACCCTCTGCCCAGCGAGCAGCCAGTTCATCATTCTCTTCAACTGCAGGC
+TTTATCGTCTCAAAAAAATCATAAGAATGATTACTGTTTTTTCCTTCCTG
+ATACCGATCAGCGCCTTTTTCAGCAACTTCAATCATTTGCTCGGTCATTT
+CCAGCAAAGTTTGTGATAGCAATATCTTTCACCTCAATGCCTATCGTACC
+AAATTTCACTCACAAATTCAGCCGATGCGGTATACCTTCTCAAACGCATA
+CCTGTGTTCAGGCGATTGATACAGCTCATTTATACAAATATGAAGATCTA
+TGATTTCTTCTTCGAGCACACTTAGGCGATCGTTCTCCGTTTCCCGCATC
+TCAGCCTCTAATGCATTTACAGAATGATTCAGGCTTTGCTCAGCTCGCGT
+TAATTCATCTTCTATATCAGAAAGCATACGGAGAATATCTGTCTTGCATA
+CATAACCGGACATTCGTGTACCTCCCTTTCCTTGTCTCTCCCGGTTAACA
+TTCTTTGCTCTCAAGGCTCTTTCCTTCCTCATGACAAAACTAGAAGCAAA
+TCGCCAAACAAACAGGTATTCCACGAAAAGCTGAAGTTTTCGACAAAAAC
+ACCCGCAAAAATTGTATGATCCTCCTCATTAATGCAAACGATACTTGTGA
+GGAGGTGCCGTATGAAAACAAGACCGAAAAAAGCCGGCCAGCAAAAAAAG
+ACTGAATCAAAGGCAATCGATTCTTTAGATAAAAAATTAGGCGGCCCGAA
+CCGCCCTTCTACGTAAGAAGCAAGGAATTTCCTTGCTTCTTTATTTTTTC
+AGCCACTGCTCCACCGCAAAAAGCGCATGAAGCTGGCGCTTTTTATGTAA
+ATACCAGTCTGTCAATTCAATCTGCTTCGGCAATTCCTCGCGCCTAAAGA
+ACGTTTTCTTTATCTTTCCATGAAACCAATCTGTTTTCGTTCCGTCTAAT
+GAGTGGATTAACTCAGGGTAGCATGTCCTTAGCATAGGAGATGTTCTTTT
+TGTAATCCCGATCATCTTTTCCATATCAAAACGGGAACCTGTGTGCGGCA
+CTGTGTGCAAAAAGTGATAAAAAGAGGAGAACAATTCTGGCTTGAACAGC
+AATTGAGACAGCTGCTTTCCCAGCCTTATCCTTTCCTCCGCCTTTGAAAA
+GCGTTTCACTGAAATGCCGTAAAAAAACCCATTTGAGGAAGGAAAAATAA
+CGGTGTTAAAATGAAACCAGTCACTTAAATAAAAAGGAATCGTGTCAAAA
+ACATTCTTTTTAAACGAAGGATTTTGTATAATAGGTGTTTGGATAGTGTT
+TTGTTCATTTATAATGAGGGCATACATTAGCCGCTCCGTATTTCGCTCAT
+GCCAAAAACGGGTCCATTCTTCCGACATAAATTGTGAGACGCCAAACACA
+TGCAGCAGATGAAACAGCGGTTTCCCAACTCTTTTTGACCAGTGGTATAA
+AAGAAGCTGCGGATAGGCATCCGAAAAAATAAGCCAGTTCGCTCTTTCAT
+AGGCTAAAAAGAACCATTTTTGCTGTCTCTCACGGAGTCCAAGCTGAAAC
+AGACTGCCTTTTAAGTCAGTCATTGACCAGCCGGCATTACGAGAAACGAA
+AGAAGCCAAAAGCGACCATTTGATTTCCGGATGACGGTCGTAAAATGCTT
+TATAAGCATTTGTTCTTGAAATGTTATCCGCGTTTTTCATTTTTGTCTGC
+CGCTCAATCCGGCTCAGAAGCTTTCTGATGGCCTGTTGTTCTTGCACGTT
diff --git a/testsuite/se.1.stk b/testsuite/se.1.stk
new file mode 100644
index 0000000..66e8312
--- /dev/null
+++ b/testsuite/se.1.stk
@@ -0,0 +1,5 @@
+# STOCKHOLM 1.0
+
+human .AAGACUUCGGAUCUGGCG.ACA.CCC.
+#=GC SS_cons .::<<<____>->>:<<-<.___.>>>.
+//
diff --git a/testsuite/se.rf.stk b/testsuite/se.rf.stk
new file mode 100644
index 0000000..3ee41dd
--- /dev/null
+++ b/testsuite/se.rf.stk
@@ -0,0 +1,8 @@
+# STOCKHOLM 1.0
+
+human .AAGACUUCGGAUCUGGCG.ACA.CCC.
+mouse aUACACUUCGGAUG-CACC.AAA.GUGa
+orc .AGGUCUUC-GCACGGGCAgCCAcUUC.
+#=GC RF x...x.x.xxx.x.x.xxx.xx.xxxxx
+#=GC SS_cons .::<<<____>->>:<<-<.___.>>>.
+//
diff --git a/testsuite/se.stk b/testsuite/se.stk
new file mode 100644
index 0000000..bb7f88a
--- /dev/null
+++ b/testsuite/se.stk
@@ -0,0 +1,7 @@
+# STOCKHOLM 1.0
+
+human .AAGACUUCGGAUCUGGCG.ACA.CCC.
+mouse aUACACUUCGGAUG-CACC.AAA.GUGa
+orc .AGGUCUUC-GCACGGGCAgCCAcUUC.
+#=GC SS_cons .::<<<____>->>:<<-<.___.>>>.
+//
diff --git a/testsuite/sqc b/testsuite/sqc
new file mode 120000
index 0000000..8fb9470
--- /dev/null
+++ b/testsuite/sqc
@@ -0,0 +1 @@
+../easel/devkit/sqc
\ No newline at end of file
diff --git a/testsuite/srp-euk.sto b/testsuite/srp-euk.sto
new file mode 100644
index 0000000..9e23ef4
--- /dev/null
+++ b/testsuite/srp-euk.sto
@@ -0,0 +1,535 @@
+# STOCKHOLM 1.0
+#=GF AU Koala
+
+ZEA.M._A ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._A SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+ZEA.M._B ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._B SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+ZEA.M._C ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._C SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+ZEA.M._D ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._D SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+ZEA.M._E ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._E SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+ZEA.M._F ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCUa...ag.....cGGG
+#=GR ZEA.M._F SS ...>>..>>>>>.........<<<<<......>>>............<<<
+ZEA.M._G ..NCC.gAGCUC.uguagcgaGAGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._G SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+ZEA.M._H ..NCC.gAGCuC.uguagcgaGuGCUuguaa.CCCG...ag.....CGGG
+#=GR ZEA.M._H SS ...>>..>>>.>.........<.<<<......>>>>..........<<<<
+TRI.A._A ..NCC.gAGCUC.aguugcgaGAGCUuguaa.CCCG...ag.....UGGG
+#=GR TRI.A._A SS ...>>..>>>>>.........<<<<<......>>>>..........<<<<
+TRI.A._B ..NCC.gAGCU..aguugcgggAGCUuguca.CCCA...ug.....UGGG
+#=GR TRI.A._B SS ...>>..>>>>...........<<<<......>>>>..........<<<<
+TRI.A._C ..................................................
+#=GR TRI.A._C SS ..................................................
+ARA.THA. ..GUC.gAGCUA.aguaacaaUAGCUuguaa.CCCA...ug.....UGGG
+#=GR ARA.THA. SS ..>>>..>>>>>.........<<<<<......>>>>..........<<<<
+HUM.JAP. .......GGCCU.aGcaacgUGGGCCuguaa.CCCA...ag.....UGGG
+#=GR HUM.JAP. SS .......>>>>>..>.....<<<<<<......>>>>..........<<<<
+HUM.L._A ..GCC..GGUCUuaGcaacgUGGGCCuguaa.CCCA...ag.....UGGG
+#=GR HUM.L._A SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+HUM.L._B .......GGCCUuaGcaacgUGGGCCuguaa.CCCA...ag.....UGGG
+#=GR HUM.L._B SS .......>>>>>..>.....<<<<<<......>>>>..........<<<<
+HUM.L._C .......GGuCUuaGcaacuUGGuCCuguaa.CCCA...ag.....UGGG
+#=GR HUM.L._C SS .......>>.>>..>.....<<<.<<......>>>>..........<<<<
+LYC.ESC. ..GgC.gAGCUU.aGuaacgUGGGCUuguaa.UCCA...ag.....UGGA
+#=GR LYC.ESC. SS ..>.>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+CIN.HYB. ..ACC.gGGCUu.gGuaacgCuAGUCuauaa.CUCA...ag.....UGAG
+#=GR CIN.HYB. SS ..>>>..>>>>...>.....<.<<<<......>>>>..........<<<<
+PER.AME. ........GaUC.cGuaacgCGAgCuuauaa.CUCG...ag.....CGGG
+#=GR PER.AME. SS ........>.>>..>.....<<<.<.......>>>>..........<<<<
+COL.BLU. ...CC.gaaCCu.cAuuaccUuGGccuguuacCCCA...agu....UGGG
+#=GR COL.BLU. SS ...>>....>>...>.....<.<<........>>>>..........<<<<
+CRY.MOR. ..................................................
+#=GR CRY.MOR. SS ..................................................
+GYN.AUR. ..ACC.gGGCuu.gGcaacgCuuGCCuauaa.CUCA...ag.....UGAG
+#=GR GYN.AUR. SS ..>>>..>>>....>.....<..<<<......>>>>..........<<<<
+BEN.HIS. ..GCC.gAGCUC.aGcagugUGAGCUugcaa.YUCG...aa.....CGGG
+#=GR BEN.HIS. SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+YAR.L._A ..CUU...........agc.......uguaa.UGGCa..uuu...uGUCG
+#=GR YAR.L._A SS ..>>>...........................>>>>..........<<<<
+YAR.L._B ................agc.......uguaa.UGGCa..uuu...uGUCG
+#=GR YAR.L._B SS ................................>>>>..........<<<<
+SCH.POM. .cGC......................uguaa........ug.........
+#=GR SCH.POM. SS ..>>..............................................
+TET.THE. ..GCCagGGUAg....ca...aUACCugugu......cuauaugu.....
+#=GR TET.THE. SS ..>>>..>>>>...........<<<<........................
+TET.ROS. ..GCCagGGUAg....ca...aUGCCuguga......ccucgugu.....
+#=GR TET.ROS. SS ..>>>..>>>>...........<<<<........................
+TRY.BRU. ..AGCcgGAGCG....cau..UGCUCuguaa.CCU....ucg.....GGG
+#=GR TRY.BRU. SS ..>>>..>>>>>.........<<<<<......>>>............<<<
+XEN.LAE. ..GCC.gGGCGC.uGuggcgUGUGCCuguaa.UCCA..gcuacu..UGGA
+#=GR XEN.LAE. SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+DRO.MEL. ..GACugGAAG..gUuggcaG.CUUCuguaa.CUCA.cgcuucug.UGAG
+#=GR DRO.MEL. SS ..>>>..>>>>...>.....<.<<<<......>>>>..........<<<<
+RAT.RAT. ..GCC.gGGCGc.gGuggcgCaCGCCuguag.UCCC.agcuacuc.GGGA
+#=GR RAT.RAT. SS ..>>>..>>>>...>.....<.<<<<......>>>>..........<<<<
+MUS.M.B1 gaGCC.gGGUGU.gGuggcgCACACCuuuaa.UCCC.agc.acuc.GGGA
+#=GR MUS.M.B1 SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+MUS.MUS. ..GCC.....................uguag.UUCC.agcuacuc.GGGA
+#=GR MUS.MUS. SS ..>>>...........................>>>>..........<<<<
+CAN.SPE. ..GCC.gGGCGC.gGuggcgCGCGCCuguag.UCCC.agcuacuc.GGGA
+#=GR CAN.SPE. SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+HOM.S._A ..GCC.gGGCGC.gGuggcgCGUGCCuguag.UCCC.agcuacuc.GGGA
+#=GR HOM.S._A SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+HOM.S._B ..GCC.gGGCGC.gGuggcgCGUGCCuguag.UCCC.agcuacuc.GGGA
+#=GR HOM.S._B SS ..>>>..>>>>>..>.....<<<<<<......>>>>..........<<<<
+#=GC SS_cons ..<<<..<<<<<..<.....>>>>>>......<<<<..........>>>>
+
+ZEA.M._A GGCauuaAGGUGGUGugaaUGCUUu.gcGAuggcu...UUCUGggcccug
+#=GR ZEA.M._A SS <<.....>>>>>>>>....>>>>>....>>........>>>>>.......
+ZEA.M._B GGCauuaAGGUGGcGcggaUGCUuu.gcGAuggu....uUCUGggcc.ug
+#=GR ZEA.M._B SS <<.....>>>>>>.>....>>>>.....>>.........>>>>.......
+ZEA.M._C GGCauuaAGGUGGUGuggaUGCUUg.g.uaccgu....GUCUuugcc.ug
+#=GR ZEA.M._C SS <<.....>>>>>>>>....>>>>>..............>>>>........
+ZEA.M._D GGCauuaAGGUGGUGcggaUuCUUu.gcGAuggcu...UUCUGggcc.cg
+#=GR ZEA.M._D SS <<.....>>>>>>>>....>.>>>....>>........>>>>>.......
+ZEA.M._E GGCauuaAGGUGGUGcggaUUCUUu.gcGAuggcu...UUCUGggcc.cg
+#=GR ZEA.M._E SS <<.....>>>>>>>>....>.>>>....>>........>>>>>.......
+ZEA.M._F GGCauuaAGGUGGUGuggaUGUUUc.cuGAcgga....UUCUGggcc.ug
+#=GR ZEA.M._F SS <<.....>>>>>>>>....>>>>>....>>........>>>>>.......
+ZEA.M._G GGCauuaAGGUGGUGcggaUuCUUu.gcGAuggcu...UUCUGggcc.cg
+#=GR ZEA.M._G SS <<.....>>>>>>>>....>.>>>....>>........>>>>>.......
+ZEA.M._H GGCaauaagguaguguggaugucaa.uugu.ggu....gcaugugcc.ug
+#=GR ZEA.M._H SS <<................................................
+TRI.A._A GGCauuaaaguGaUGugaacGCUGu.ugUA.gcg....CUGCGggcc.ug
+#=GR TRI.A._A SS <<.........>.>>.....>>>>....>>........>>>>>.......
+TRI.A._B GGCauugAGGcGGUGuggaUGCUug..gUGcggu....uUGuuggcc.ug
+#=GR TRI.A._B SS <<.....>>>.>>>>....>>>>.....>>.........>>.........
+TRI.A._C ..................................................
+#=GR TRI.A._C SS ..................................................
+ARA.THA. GACauuaAGAUGGUG.ggaCAcUG...gUUcggu....UccUCggau.cg
+#=GR ARA.THA. SS <<<....>>>>>>>>....>>.>>....>>........>..>>.......
+HUM.JAP. ggcauguGGGAGAUG.ggacuuug...gGUcagc....ccauuggau.cg
+#=GR HUM.JAP. SS .......>>>>>>>>.............>>....................
+HUM.L._A GGCauguGGGAAAUG.ggacuuug...gGUcaac....CUAGuggau.cg
+#=GR HUM.L._A SS <<<....>>>>>>>>.............>>........>>>>........
+HUM.L._B ggcauguGGGAAAUG.gaacauug...gGUcagc....CCAGuggau.cg
+#=GR HUM.L._B SS .......>>>>>>>>.............>>........>>>>........
+HUM.L._C ggcauguGGGAAAUG.gaacuuug...gGUcaac....CCAGuggun.cg
+#=GR HUM.L._C SS .......>>>>>>>>.............>>........>>>>........
+LYC.ESC. GaCaucaAaGUGGUU.gaaUAUUG...gGCuuua....CCAgaaggu.ug
+#=GR LYC.ESC. SS <.<....>.>>>>>>....>>>>>....>>........>>>.........
+CIN.HYB. GGUaucaAAGUGGGUugaaCUuUg...aGCuuggc...UUAGcuagu.ug
+#=GR CIN.HYB. SS <<<....>>>>>>>>....>>.>.....>>........>>>>........
+PER.AME. ggcuauaaagguggu.guggaacg...agcugacucgaccugccggguug
+#=GR PER.AME. SS ..................................................
+COL.BLU. GGucuuuaagguuauuugaukuukggccuaugcuacckgcckggcucugg
+#=GR COL.BLU. SS <<................................................
+CRY.MOR. ...aaagugguuggacuuugucuuggancagnugguuggguncgcccgcg
+#=GR CRY.MOR. SS ..................................................
+GYN.AUR. GGUaagaaaaaggguuggaauugaaaggg.....................
+#=GR GYN.AUR. SS <<<...............................................
+BEN.HIS. GGCaucaagg.ugguuggagguuggacagnacacagagcagggcauuucg
+#=GR BEN.HIS. SS <<<...............................................
+YAR.L._A GAG.ugguaAAUCGU.cuucUUGUu.guGcgUUCga.gucuUGggcucug
+#=GR YAR.L._A SS <<<......>>>>>>.....>>>>....>..>>>.......>>.......
+YAR.L._B gag.ugguaAaUCGc.cuucUUGUu.guGCgUUCga.guucUGgacucug
+#=GR YAR.L._B SS .........>.>>>......>>>>....>>.>>>.......>>.......
+SCH.POM. .GC.....uUGGUCgaaGUGUUUAgUA.CUcCCAau..agUGCAUguu..
+#=GR SCH.POM. SS .<<......>>>>>...>>>>>>>.>>.>>.>>>......>>>>>.....
+TET.THE. GGCau.aaacAAUguaGGUUgUGAUAGaUAgGAUau..gaGAguuugaug
+#=GR TET.THE. SS <<<.......>>>...>>>>.>>>>>>.>>.>>>......>>........
+TET.ROS. GGCau.aaacAaUguaGGUUaGAAUAGuCAgAGUau..gaGAguuugaug
+#=GR TET.ROS. SS <<<.......>.>...>>>>.>>>>>>.>>.>>>......>>........
+TRY.BRU. GCU...gaucCCGCU.uaGCGGgGACGuCUuGGaca...aGCGgg...gg
+#=GR TRY.BRU. SS <<<.......>>>>>...>>>>.>>>>.>>.>>.......>>>.......
+XEN.LAE. GGC...uuGGGCUGUcggaUCGCUu.gaGUcCAGGa.guuCUGggc..ug
+#=GR XEN.LAE. SS <<<.....>>>>>>>....>>>>>....>>.>>>>.....>>>.......
+DRO.MEL. GUC....uGAUUGUG.ggaUGGCCu.gaGGcUGGGaucuaCUGcguagcg
+#=GR DRO.MEL. SS <<<.....>>>>>>>....>>>>>....>>.>>>>.....>>>.......
+RAT.RAT. GGC...uGAGGacaGaggaUCGCUu.gaGUcCAGGa.guuCUGggc..ug
+#=GR RAT.RAT. SS <<<....>>>>...>....>>>>>....>>.>>>>.....>>>.......
+MUS.M.B1 GGC...aGAGGCAGGcggaUUUCU..gaGUucgaggccagccugguc.ua
+#=GR MUS.M.B1 SS <<<....>>>>>>>>....>>>>>....>>....................
+MUS.MUS. GGC...ugagacaggaggaucgcuu.gaguccaaga.guucugggc..ug
+#=GR MUS.MUS. SS <<<...............................................
+CAN.SPE. GGC...uGAGGCaGGaggaUCGCUu.gaGCcCAGGa.guuCUGggc..ug
+#=GR CAN.SPE. SS <<<....>>>>>.>>....>>>>>....>>.>>>>.....>>>.......
+HOM.S._A GGC...uGAGGCuGGaggaUCGCUu.gaGUcCAGGa.guuCUGggc..ug
+#=GR HOM.S._A SS <<<....>>>>>.>>....>>>>>....>>.>>>>.....>>>.......
+HOM.S._B GGC...uGAGGUGGGaggaUCGCUu.gaGCcCAGGa.guuCUGggc..ug
+#=GR HOM.S._B SS <<<....>>>>>>>>....>>>>>....>>.>>>>.....>>>.......
+#=GC SS_cons >>>....<<<<<<<<....<<<<<..........................
+
+ZEA.M._A ...GGCUCG.u.ugUgacacuggcCGGCUUGcCcaUCCCAagUUG.GuAG
+#=GR ZEA.M._A SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+ZEA.M._B ...GGCUCG.u.ugUgacucuagcCGGCUUGcCcaUCCCAagUUG.GuAG
+#=GR ZEA.M._B SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+ZEA.M._C ...GGUUCAuggugUgccuuug.uUGGCCUGcCcgUUCCAagUUG.GuAG
+#=GR ZEA.M._C SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+ZEA.M._D ...GGCUCGcuaugUgccuuuggcCGGCCUGcCcgUCCCAagUUG.GuAG
+#=GR ZEA.M._D SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+ZEA.M._E ...GGCUCGcuaugUgccuuuggcCGGCCUGcCcgUCCCAagUUG.GuAG
+#=GR ZEA.M._E SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+ZEA.M._F ...GGCUUG.uaugUgccacuggcCGGCCUGcCcgUUCCAagUUG.GuuG
+#=GR ZEA.M._F SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>..>
+ZEA.M._G ...GGCUCGcuaugUgccuuuggcCGGCCUGcCcgUCCCAagUUG.GuAG
+#=GR ZEA.M._G SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+ZEA.M._H ...GGUCUA..gugCuacaaacugUGGacCAcCcaUUCCAagUUGcGuaG
+#=GR ZEA.M._H SS ...>>>>>>.....>.........>>>..>>.>..>>>>>..>>>.>..>
+TRI.A._A ...GUCUGG..gugUgcuacug.cUGGCCCGcCcgUUCCAagUUGcGuAG
+#=GR TRI.A._A SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+TRI.A._B ...GGCUUGugaugUaaccuug.cUGGCCUGcCcgUUCCAagUUG.GuAG
+#=GR TRI.A._B SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+TRI.A._C ......................ggUGGUCUGcCcgUUCCAagUUGaGuAG
+#=GR TRI.A._C SS ........................>>>>>>>.>..>>>>>..>>>.>.>>
+ARA.THA. ...GUUCUGaugugGgcauguuucUGAGCUGcCcaGUCCAagCUG.UgAG
+#=GR ARA.THA. SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+HUM.JAP. ...GGUCCAguguuAgcugcuugcUGGUCUGcCcaUUCCAagCCG.AgAG
+#=GR HUM.JAP. SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+HUM.L._A ...GGUCCAguguuAgcugcuuacUGGUCUGcCcaUUCCAagCCG.GgAG
+#=GR HUM.L._A SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+HUM.L._B ...GGuCCAguguuAgcugcuuacUGGUCUGcCcaUUCCAagCCG.GgAG
+#=GR HUM.L._B SS ...>>.>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+HUM.L._C ...GGncCAgugcuagcugcuuacCcGgCUGcCcaUUCCAagCCG.GgAG
+#=GR HUM.L._C SS ...>>..>>...............>.>.>>>.>..>>>>>..>>>.>.>>
+LYC.ESC. ...GGCUUG..gugGgcuuaguucUGGCCUGcCcugUCCAagCAC.AgAG
+#=GR LYC.ESC. SS ...>>>>>>.....>.........>>>>>>>.>...>>>>..>>>.>.>>
+CIN.HYB. ...GGUCUGu.agaCaccgc.accUGGCUUGcCcgUUCCAagUCG.AgAG
+#=GR CIN.HYB. SS ...>>>>>>.....>.........>>>>>>>.>..>>>>>..>>>.>.>>
+PER.AME. ...ggccag...ggacugcggugcuggcucgcccguuccaagucggguag
+#=GR PER.AME. SS ..................................................
+COL.BLU. uccugcuua............uucuggcccgcccguuccaagccg.ggag
+#=GR COL.BLU. SS ..................................................
+CRY.MOR. cagc.................acccggcccgnncauuncaagccg.agag
+#=GR CRY.MOR. SS ..................................................
+GYN.AUR. ..................................................
+#=GR GYN.AUR. SS ..................................................
+BEN.HIS. agacaca...........................................
+#=GR BEN.HIS. SS ..................................................
+YAR.L._A ...CAcuugGC.CAU.........UUGGUUGuCcuUuCCGaaUUC.UGCg
+#=GR YAR.L._A SS ...>>....>>.>>>.........>>>>>>>.>..>.>>>..>>>.>>>.
+YAR.L._B ...CAcuggGC.UAC.........UUUGUUGuCcuUuCCGaaUUC.UGCg
+#=GR YAR.L._B SS ...>>....>>.>>>.........>>>>>>>.>..>.>>>..>>>.>>>.
+SCH.POM. ...CgGUGguc.ucggguu...cgAGUCUCGcUu.UCGauccCUC.GAuc
+#=GR SCH.POM. SS ...>.>>>................>>>>>>>.>..>>>....>>>.>>..
+TET.THE. ....aGAC.AG.UUugcu....aaGAGUGUGcCcgCUCCAaaCAA.UGAG
+#=GR TET.THE. SS .....>>>.>>.>>..........>>>>>>>.>...>>>>..>>>.>>>>
+TET.ROS. ....aGAC.AG.UUugcu....aaGAGUGUGcCcgUUCCAaaCAG.UGAG
+#=GR TET.ROS. SS .....>>>.>>.>>..........>>>>>>>.>..>>>>>..>>>.>>>>
+TRY.BRU. ...UUCUG..u.UGCguu....gaCUUGGUGuUcugCuugguuGC.GUGu
+#=GR TRY.BRU. SS ...>>>>>....>>>.........>>>>>>>.>...>......>>.>>>.
+XEN.LAE. ...CACUGaGC.UAUguc....gauCGGGUGuCcgCACUAaguUC.GGUA
+#=GR XEN.LAE. SS ...>>>>>.>>.>>>..........>>>>>>.>..>>>>>...>>.>>>>
+DRO.MEL. g..acCAG.cU.CAUguu....gaCGGaACGuCcgCACUAagCUU.GCCA
+#=GR DRO.MEL. SS .....>>>..>.>>>.........>>>.>>>.>..>>>>>..>>>.>>>>
+RAT.RAT. ...UAGUGcGC.UAUgcc....gauCGGGUGuCcgCACUAaguUC.GGCA
+#=GR RAT.RAT. SS ...>>>>>.>>.>>>..........>>>>>>.>..>>>>>...>>.>>>>
+MUS.M.B1 ..................................................
+#=GR MUS.M.B1 SS ..................................................
+MUS.MUS. ...uagugcgc.uaugcc....gaucggguguccgcacuaaguuc.ggca
+#=GR MUS.MUS. SS ..................................................
+CAN.SPE. ...CAGUGcGC.UAUgcc....gauCGGGUGuCcgCACUAaguUC.GGCA
+#=GR CAN.SPE. SS ...>>>>>.>>.>>>..........>>>>>>.>..>>>>>...>>.>>>>
+HOM.S._A ...UAGUGcGC.UAUgcc....gauCGGGUGuCcgCACUAaguUC.GGCA
+#=GR HOM.S._A SS ...>>>>>.>>.>>>..........>>>>>>.>..>>>>>...>>.>>>>
+HOM.S._B ...UAGUGcGC.UAUgcc....gaugGGGUGuCcgCACUAaguUC.GGCA
+#=GR HOM.S._B SS ...>>>>>.>>.>>>...........>>>>>.>..>>>>>...>>.>>>>
+#=GC SS_cons ...<<<<<<.....<.........<<<<<<<.<..<<<<<..<<<.<.<<
+
+ZEA.M._A u...guCUGgu.GGGGgcucuAGCgaaaGCUuuggguCUCUgCAGa.Ccu
+#=GR ZEA.M._A SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._B u...guCUGac.GGGG.cucuAGCgaaaGCUuuggguCUCUgCAGa.Ccu
+#=GR ZEA.M._B SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._C u...ggCCGuu.GGAAgcuugGGCguagGCCcugggcUUCCuUGGa.Ccu
+#=GR ZEA.M._C SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._D u...ggCUGgc.GGAGgcuuuAGCggaaGCUuug.guCUCUcCAGa.Ccu
+#=GR ZEA.M._D SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._E u...ggCUGgc.GGAGgcuuuAGCggaaGCUuug.guCUCUcCAGa.Ccu
+#=GR ZEA.M._E SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._F u...ggCUGgu.GGGG.cucgGGCgaagGCCugg.gcCUCUuUAGa.Ccu
+#=GR ZEA.M._F SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._G u...ggCUGgc.GGAGgcuuuAGCggaaGCUuug.guCUCUcCAGa.Ccu
+#=GR ZEA.M._G SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>..
+ZEA.M._H u...ggGUUuc.GGAUgccuuGGCgaaaGCUuug..cAUCCcAACa.CUa
+#=GR ZEA.M._H SS ......>>>...>>>>.....>>>....<<<......<<<<.<<<..>>.
+TRI.A._A u...ggACCgccUGGGgcuuauGCgaaaGC.ugg.guCUCAcGGUc.CAu
+#=GR TRI.A._A SS ......>>>...>>>>......>>....<<.......<<<<.<<<..>>.
+TRI.A._B u...gggCUg..GGuGgcuggGGCgaaaGCUucg.ccUuCUcAGgc.CUu
+#=GR TRI.A._B SS .......>>...>>.>.....>>>....<<<......<.<<.<<...>>.
+TRI.A._C u...ggACCgcuUGGGgccuauGCgaaaGU.ugg.gcCUCAcGGUc.CAu
+#=GR TRI.A._C SS ......>>>...>>>>......>>....<<.......<<<<.<<<..>>.
+ARA.THA. u....aAUUaguGUugaguugAGCgaagGCUuggcucauGCaGGUu.cUa
+#=GR ARA.THA. SS ......>>>...>>.......>>>....<<<........<<.<<<...>.
+HUM.JAP. u...ugGGCuguGUGa.ucugGGCgaagGCUggggucgCACaGCUc.CUa
+#=GR HUM.JAP. SS ......>>>...>>>......>>>....<<<.......<<<.<<<..>>.
+HUM.L._A u...ugggcugaGUGa.ccugGgCgaagGgCuggguugCGCacguc.CUa
+#=GR HUM.L._A SS ............>>>......>.>....<.<.......<<<......>>.
+HUM.L._B u...ugGGCugaGUGa.ccugGGCgaagGCCuggguugCGCaGCUc.CUa
+#=GR HUM.L._B SS ......>>>...>>>......>>>....<<<.......<<<.<<<..>>.
+HUM.L._C g...ugGGcugaGgGa.ccugGGCgaagGCUnnnggngCgCa.CUc.cUa
+#=GR HUM.L._C SS ......>>....>.>......>>>....<<<.......<.<..<<...>.
+LYC.ESC. u...ugGAUCucGAGG.CCCAaAUgaaaAUaUGGGCUUCuuGAuUC.CUa
+#=GR LYC.ESC. SS ......>>>>..>>>>.>>>>.>>....<<.<<<<<<<<..<<.<<.>>.
+CIN.HYB. u...ggGUUC.AUGUUuCCUGAGCgaagGCUCGGGuGAUGUGAGCu.uUa
+#=GR CIN.HYB. SS ......>>>>.>>>>>.>>>>>>>....<<<<<<<.<<<<<<<<<...>.
+PER.AME. ....ugGGCC.AuGuGGCUUGGGCgaagGCCUGGGUUuCuUGGCC.....
+#=GR PER.AME. SS ......>>>>.>.>.>>>>>>>>>....<<<<<<<<<.<.<<<<<.....
+COL.BLU. u...ugGCCc.auGuGGUUUAUGCgaagGUAUAGGCUuCgguGGUucc..
+#=GR COL.BLU. SS ......>>>....>.>>>>>>>>>....<<<<<<<<<.<...<<<.....
+CRY.MOR. g....ccggnnang....................................
+#=GR CRY.MOR. SS ..................................................
+GYN.AUR. ..................................................
+#=GR GYN.AUR. SS ..................................................
+BEN.HIS. ..................................................
+#=GR BEN.HIS. SS ..................................................
+YAR.L._A guugaUGGGcg.UCUCg.GuCUGAguaaUCGGcUuuGAGAuuUCCGuUCu
+#=GR YAR.L._A SS .....>>>>...>>>>..>.>>>>....<<<<.<..<<<<..<<<<.>>.
+YAR.L._B guugaUGGGcg.UCUCg.GuCUGAguaaUCGGcUuuGAGAuuUCCGuUCu
+#=GR YAR.L._B SS .....>>>>...>>>>..>.>>>>....<<<<.<..<<<<..<<<<.>>.
+SCH.POM. ....uGCCAcg.UcUguuCGAAGAguagUCUUCGu.gGcAacUGGCaGUu
+#=GR SCH.POM. SS .....>>>>...>.>...>>>>>>....<<<<<<...<.<..<<<<.>>.
+TET.THE. ....uUGCUau.GGUGguaaCCUAguaaUAGGacucCACCagGGCA.UUa
+#=GR TET.THE. SS .....>>>>...>>>>....>>>>....<<<<....<<<<..<<<<.>>.
+TET.ROS. ....uUGCUau.GGUGgaaaCCUAguaaUAGGacuuCACCagGGCA.UUa
+#=GR TET.ROS. SS .....>>>>...>>>>....>>>>....<<<<....<<<<..<<<<.>>.
+TRY.BRU. ....cGGUGuu.GAGGucGCCaCUguagAGaGGCguUCUCg.CGCCgUU.
+#=GR TRY.BRU. SS .....>>>>...>>>>..>>>.>>....<<.<<<..<<<<..<<<<.>>.
+XEN.LAE. ....uCAAUau.GGUGuuCCuGGGggagCCUcGGauCACCagGUUGcUCu
+#=GR XEN.LAE. SS .....>>>>...>>>>..>>.>>>....<<<.<<..<<<<..<<<<.>>.
+DRO.MEL. ....uCAAUau.GGGUgcCAUGGAggagUCCGUGgcAUUCagGUUGgCU.
+#=GR DRO.MEL. SS .....>>>>...>>>>..>>>>>>....<<<<<<..<<<<..<<<<.>>.
+RAT.RAT. ....uCAAUau.GGUGacCUCCCGggagCGGGGGacCACCagGUUG.CCu
+#=GR RAT.RAT. SS .....>>>>...>>>>..>>>>>>....<<<<<<..<<<<..<<<<.>>.
+MUS.M.B1 ..................................................
+#=GR MUS.M.B1 SS ..................................................
+MUS.MUS. ....aCAAUau.GGUGacCUCCCGggagCGGGGGacCACCaaGUUG.c..
+#=GR MUS.MUS. SS .....>>>>...>>>>..>>>>>>....<<<<<<..<<<<..<<<<....
+CAN.SPE. ....uCAAUau.GGUGacCUCCCGggagCGGGGGacCACCagGUUG.CCu
+#=GR CAN.SPE. SS .....>>>>...>>>>..>>>>>>....<<<<<<..<<<<..<<<<.>>.
+HOM.S._A ....uCAAUau.GGUGacCUCCCGggagCGGGGGacCACCagGUUG.CCu
+#=GR HOM.S._A SS .....>>>>...>>>>..>>>>>>....<<<<<<..<<<<..<<<<.>>.
+HOM.S._B ....uCAAUau.GGUGacCUCCCGggagCGGGGGacCACCagGUUG.CCu
+#=GR HOM.S._B SS .....>>>>...>>>>..>>>>>>....<<<<<<..<<<<..<<<<.>>.
+#=GC SS_cons ......<<<...<<<<.....<<<....>>>......>>>>.>>>..<<.
+
+ZEA.M._A ggaGcGGCAGgaauggCGuaaggCUGgcuucaCAGagcagCGaucaCU.G
+#=GR ZEA.M._A SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._B acaGcGGCAGgaauggCGuaaggCUGgcuucaCAGagcagCGaucaCUcG
+#=GR ZEA.M._B SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._C auaGuGGCAGgaacggCGugaggCUGucuucaCAGagcagCGaucaCU.G
+#=GR ZEA.M._C SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._D gaaGuGGCAGgaauggCGugaggCUGgcuucaCAGagcagCGaucaCUcG
+#=GR ZEA.M._D SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._E gaaGuGGCAGgaauggCGugaggCUGgcuucaCAGagcagCGaucaCUcG
+#=GR ZEA.M._E SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._F gaaGcGGCAGgcauggCGugaggCUGgcuucaCAGagcagCGaucaCUcG
+#=GR ZEA.M._F SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._G gaaGuGGCAGgaauggCGugaggCUGgcuucaCAGagcagCGaucaCU.G
+#=GR ZEA.M._G SS ...<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ZEA.M._H a.AGuGGCGGacauugCGugaggCUGgcuucaUAGagcagCGaguaCC.G
+#=GR ZEA.M._H SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+TRI.A._A aaUGuGGCAGgcacagCGugaggCUGgcuucaCAGagcagCGacaaCU.G
+#=GR TRI.A._A SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+TRI.A._B a.AGuGGCAGgcaccaCGuuaggCUGguuucaCAGagcagCGacaaCU.G
+#=GR TRI.A._B SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+TRI.A._C aaUGuGGCAGgcaccgCGugaggCUGgcuucaCAGagcagCGacaaCU.G
+#=GR TRI.A._C SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+ARA.THA. gaGucGGAGGguaaugCGugaggCUGgcuucaCAGagcagCGacuaCU.U
+#=GR ARA.THA. SS ..<..>>>>>......>>.....>>>......<<<.....<<....<<.<
+HUM.JAP. a.AGaGGAGGgcaaugCGugaggCUGguuucaCAGagcagCGaccaCC.U
+#=GR HUM.JAP. SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+HUM.L._A g.AGuGGAGGgcaaugCGugaggCUGgcuucaCAGagcagCGacuaCC.U
+#=GR HUM.L._A SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+HUM.L._B g.AGuGGAGGgcaaugCGugaggCUGguuucaCAGagcagCGacuaCC.U
+#=GR HUM.L._B SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+HUM.L._C g.AcuGGAGGgcaaugCGugaggCUGgcuucaCAGagcagCGacuaCC.U
+#=GR HUM.L._C SS ..<..>>>>>......>>.....>>>......<<<.....<<....<<.<
+LYC.ESC. a.AGuGGGGCggaccgCAugaggCUGgcuucaCAGagcagUGaac.GC.U
+#=GR LYC.ESC. SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+CIN.HYB. gaAucGGGGGgcaaugCGuuaggCUGguuucaCAGagcugCGaaaaCC.U
+#=GR CIN.HYB. SS ..<..>>>>>......>>.....>>>......<<<.....<<....<<.<
+PER.AME. ..................................................
+#=GR PER.AME. SS ..................................................
+COL.BLU. ..................................................
+#=GR COL.BLU. SS ..................................................
+CRY.MOR. ..................................................
+#=GR CRY.MOR. SS ..................................................
+GYN.AUR. ..................................................
+#=GR GYN.AUR. SS ..................................................
+BEN.HIS. ..................................................
+#=GR BEN.HIS. SS ..................................................
+YAR.L._A aaGAuUAACUgggaaaCUucaguGGAgca..aUCCagcagAGauccAG.U
+#=GR YAR.L._A SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+YAR.L._B aaGAuUAACUgggauaCUucaguGGAgca..aUCCagcagAGauccAG.U
+#=GR YAR.L._B SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+SCH.POM. aaACcguGUAguaccGAUggaggUUGgaa..aCAAugcacAUCac.UA.C
+#=GR SCH.POM. SS ..<<...>>>.....>>>.....>>>......<<<.....<<<...<<.<
+TET.THE. aaGAgcUAAGgaaacgCCucaggCUGgca..aCAGaacagGGaaaaCU.U
+#=GR TET.THE. SS ..<<..>>>>......>>.....>>>......<<<.....<<....<<.<
+TET.ROS. aaGAgcUGAGgaaccgCCucaggCUGgca..aCAGaacagGGaaaaCU.U
+#=GR TET.ROS. SS ..<<..>>>>......>>.....>>>......<<<.....<<....<<.<
+TRY.BRU. aaAG.UgGGGggaacGGGucaggCCGgug..aCGGagcagCCCac.CU.U
+#=GR TRY.BRU. SS ..<<.>.>>>.....>>>.....>>>......<<<.....<<<...<<.<
+XEN.LAE. aaGGaGGGGUgaaccGGCccaggUCGgaa..aCGGagcagGUCaaaAC.C
+#=GR XEN.LAE. SS ..<<.>>>>>.....>>>.....>>>......<<<.....<<<...<<.<
+DRO.MEL. aaGGaGGGAUgaaccgGGccaggGGUgaa..aACCagcagCCaagaGU.U
+#=GR DRO.MEL. SS ..<<.>>>>>......>>.....>>>......<<<.....<<....<<.<
+RAT.RAT. aaGGaGGGGUgaaccGGCccaggUCGgaa..aCGGagcagGUCaaaAC.U
+#=GR RAT.RAT. SS ..<<.>>>>>.....>>>.....>>>......<<<.....<<<...<<.<
+MUS.M.B1 ..........................................caaa....
+#=GR MUS.M.B1 SS ..................................................
+MUS.MUS. ..................................................
+#=GR MUS.MUS. SS ..................................................
+CAN.SPE. aaGGaGGGGUgaaccGGCccaggUCGgaa..aCGGagcagGUCaaaAC.U
+#=GR CAN.SPE. SS ..<<.>>>>>.....>>>.....>>>......<<<.....<<<...<<.<
+HOM.S._A aaGGaGGGGUgaaccGGCccaggUCGgaa..aCGGagcagGUCaaaAC.U
+#=GR HOM.S._A SS ..<<.>>>>>.....>>>.....>>>......<<<.....<<<...<<.<
+HOM.S._B aaGGaGGGGUgaaccGGCccaggUCGgaa..aCGGagcagGUCaaaAC.U
+#=GR HOM.S._B SS ..<<.>>>>>.....>>>.....>>>......<<<.....<<<...<<.<
+#=GC SS_cons ..>>.<<<<<......<<.....<<<......>>>.....>>....>>.>
+
+ZEA.M._A CCgaCUcCCAAcggUGGGAgGauaaCGaAGCCGcugc.Acu.uUGAGCCu
+#=GR ZEA.M._A SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._B CCcaCUuCCAAcggUGGGAgGauaaCA.AGCCGcugc.Acu.uUGAGCCc
+#=GR ZEA.M._B SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._C CCggCUaUUAAcggUGGAAgGauaaCA.GGCCAcugc.Agc.aUGGGCUc
+#=GR ZEA.M._C SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._D CCcgCUuCCAAcggUGGGAgGauaaCA.GGCCGcugc.Acu.uCGAGCCc
+#=GR ZEA.M._D SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._E CCggCUuCCAAcggUGGGAgGauaaCG.GGCCGcugc.Acu.uCGAGCCc
+#=GR ZEA.M._E SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._F CCcgCuuCCAAcggUGGGAgGauaaCA.GGCCGcugc.Auu.gCAAGCCc
+#=GR ZEA.M._F SS <<..<..<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._G CCcgCUuCCAAcggUGGGAgGauaaCG.GGCCGcugc.Acu.uCGAGCCc
+#=GR ZEA.M._G SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+ZEA.M._H CCcgCcaCCAGcggUGGAAgGauaaUG.agUCGcuau.Gcu.aUAGGCCc
+#=GR ZEA.M._H SS <<..<..<<<<...<<<<<.<....<<...<<<.....<....<<<<<<.
+TRI.A._A CCcgCUuCCAAcggUGGAAgGauaaUG.GGCCGcugc.Acu.cCUAGGCc
+#=GR TRI.A._A SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+TRI.A._B CC.gCUuCCAAcggUGGAAgGauaaCA.GGCCGcugc.Agc.aUGGGCCc
+#=GR TRI.A._B SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+TRI.A._C CCcgCUuCCAAcggUGGAAgGauaaCG.GGCCGcugc.acu.ccuaggcc
+#=GR TRI.A._C SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.................
+ARA.THA. CCcgCUuACAGcagUGGACgGaucaCG.GUUUAgcgu.Cgc.uCAGAACc
+#=GR ARA.THA. SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+HUM.JAP. CCcgCUcUCGGcagUGGAAgGauaaCG.GGUCGgugc.Uac.uUGGGCCa
+#=GR HUM.JAP. SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+HUM.L._A CCcgCUcUCGGcagUGGAAgGauaaCG.GGCCGgugc.Uac.cUGGGUCc
+#=GR HUM.L._A SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+HUM.L._B CCcgCUcCCGGcagUGGAAgGauaaCG.GGCCGgugc.Uac.uUGGuCC.
+#=GR HUM.L._B SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<.<<.
+HUM.L._C CCcgCUcUCGGcagUGGAAgGauaaCG.GgCcGgugc.gcc.uUGagCCa
+#=GR HUM.L._C SS <<..<<.<<<<...<<<<<.<....<<.<.<.<..........<<..<<.
+LYC.ESC. CCcgCUcUGUGcagUGGAagGauaaUG.GGUCGgugu.CuuauCAAGUUc
+#=GR LYC.ESC. SS <<..<<.<<<<...<<<<..<....<<.<<<<<.....<....<<<<<<.
+CIN.HYB. CUacCUcUCGAcugUGGAAgGauuaCA.AGCCGgagu.Guc.uUAGGCUc
+#=GR CIN.HYB. SS <<..<<.<<<<...<<<<<.<....<<.<<<<<.....<....<<<<<<.
+PER.AME. ..................................................
+#=GR PER.AME. SS ..................................................
+COL.BLU. ..................................................
+#=GR COL.BLU. SS ..................................................
+CRY.MOR. ..................................................
+#=GR CRY.MOR. SS ..................................................
+GYN.AUR. ..................................................
+#=GR GYN.AUR. SS ..................................................
+BEN.HIS. ..................................................
+#=GR BEN.HIS. SS ..................................................
+YAR.L._A UGccGUGGGuAuggCGGuGgGaucgCA.ACCAA....GUGGU..auaUG.
+#=GR YAR.L._A SS <<..<<<<<.<...<<<.<.<....<<.<<<<<....<<<<<.....<<.
+YAR.L._B UGccGUGGGuAuggCGGuGgGauagCA.ACAAA....GUGGU..auaUG.
+#=GR YAR.L._B SS <<..<<<<<.<...<<<.<.<....<<.<<<<<....<<<<<.....<<.
+SCH.POM. cgggucUUGGGcagugCGAuAgcgaUG.GGAUU..caccuu...CGCaGg
+#=GR SCH.POM. SS ......<<<<<.....<<<.<....<<.<<<<<...........<<<.<.
+TET.THE. GccgCUUGUUGuggUGGAAgGauaaCA.UACUC..auuAACU..GUCaa.
+#=GR TET.THE. SS <...<<<<<<<...<<<<..<....<<.<<<<<.....<<<<..<<<...
+TET.ROS. GccgCUUAUUGuggUGGAAgGauaaCA.UACUC..auuAACU..GUCaa.
+#=GR TET.ROS. SS <...<<<<<<<...<<<<<.<....<<.<<<<<.....<<<<..<<<...
+TRY.BRU. .GcgCACGUucccguucGagAagcaCA.CCGAG..gaGCAuc.uCAGGAc
+#=GR TRY.BRU. SS .<..<<<<<........<..<....<<.<<<<<....<<<....<<<<<.
+XEN.LAE. CCcgUGCCGAucagUAGUGgGaucgCG.CCUGu..gaAUAGC..CGGUGc
+#=GR XEN.LAE. SS <<..<<<<<<....<<<<<.<....<<.<<<<.....<<<<<..<<<<<.
+DRO.MEL. CCcgUGGUAGGcagUAGUGgGauagCG.UaCCG..gaGUGGa..CUGccg
+#=GR DRO.MEL. SS <<..<<<<<<<...<<<<<.<....<<.<.<<<....<<<<...<<<...
+RAT.RAT. CCcgUGCUGAucagUAGUGgGaucgCG.CCUGu..gaAUAGC..CACUGc
+#=GR RAT.RAT. SS <<..<<<<<<....<<<<<.<....<<.<<<<.....<<<<<..<<<<<.
+MUS.M.B1 .........................................gugagcucc
+#=GR MUS.M.B1 SS ..................................................
+MUS.MUS. ..................................................
+#=GR MUS.MUS. SS ..................................................
+CAN.SPE. CCcgUGCUGAucagUAGUGgGaucgCG.CCUGu..gaAUAGC..CACUGc
+#=GR CAN.SPE. SS <<..<<<<<<....<<<<<.<....<<.<<<<.....<<<<<..<<<<<.
+HOM.S._A CCcgUGCUGAucagUAGUGgGaucgCG.CCUGu..gaAUAGC..CACUGc
+#=GR HOM.S._A SS <<..<<<<<<....<<<<<.<....<<.<<<<.....<<<<<..<<<<<.
+HOM.S._B CCcgUGCUGAucagUAGUGgGaucgCG.CCUgu..gaAUAGC..CACUGc
+#=GR HOM.S._B SS <<..<<<<<<....<<<<<.<....<<.<<<......<<<<<..<<<<<.
+#=GC SS_cons >>..>>.>>>>...>>>>>.>....>>.>>>>>.....>....>>>>>>.
+
+ZEA.M._A aacucaggcu.CAGAA..ccUCacu.AAGCAaacCACCAUCUuu
+#=GR ZEA.M._A SS ...........<<<<<....<<....<<<<<...<<<<<<<<..
+ZEA.M._B aacacagacc.CAGAu..ccUCucu.uAGCAaacCaCCAUCUuu
+#=GR ZEA.M._B SS ...........<<<<.....<<.....<<<<...<.<<<<<<..
+ZEA.M._C gcuuaaggcc.UAGAC.uucauacuaAAGCAgacCACCAUUUuu
+#=GR ZEA.M._C SS ............<<<<..........<<<<<...<<<<<<<<..
+ZEA.M._D aacucaggcc.CAGAG..ccUCacu.AAGcAgacCACCAUCUu.
+#=GR ZEA.M._D SS ...........<<<<<....<<....<<<.<...<<<<<<<<..
+ZEA.M._E aacucaggcc.CAGAG..ccUCacu.AAGCAgacCACCAUCUuu
+#=GR ZEA.M._E SS ...........<<<<<....<<....<<<.<...<<<<<<<<..
+ZEA.M._F aacucggu.c.CAGAG..ccUCauu.AAACAgacCACCAUCUuu
+#=GR ZEA.M._F SS ...........<<<<<....<<....<<<<<...<<<<<<<<..
+ZEA.M._G aacucaggcc.CAGAG..ccUCacu.AAGcAgacCACCAUCUuu
+#=GR ZEA.M._G SS ...........<<<<<....<<....<<<.<...<<<<<<<<..
+ZEA.M._H aau.........................................
+#=GR ZEA.M._H SS ............................................
+TRI.A._A aau.ugggccuCGCAG..ccUA.cucCAGCagacCAcC......
+#=GR TRI.A._A SS ...........<<<<<....<<....<<<<....<<.<......
+TRI.A._B gcucugggccuccUAc..ccCG.ccauAGCAgacCACCaUCUuu
+#=GR TRI.A._B SS .............<<.....<<.....<<<<...<<<<.<<<..
+TRI.A._C gcu.ugggccucguag..ccua.cuccagc.gaccaccauc...
+#=GR TRI.A._C SS ............................................
+ARA.THA. acu.auggccuGcuGG.uccGAucucaUAUGaacCACCAUUUu.
+#=GR ARA.THA. SS ...........<..<<....<<.....<<<<...<<<<<<<<..
+HUM.JAP. ccauggucacugcaug...cACucuuaaucagacCAUCUCUUuu
+#=GR HUM.JAP. SS ....................<<............<<<<<<<<..
+HUM.L._A accaugcuucaCUAGg.cugACucuuaauaggacCAUUUCUUuu
+#=GR HUM.L._A SS ...........<<<<.....<<............<<<<<<<<..
+HUM.L._B accaug.uucaCUGGuccugACucuuaaucggacCAUUUCCUuu
+#=GR HUM.L._B SS ...........<<<<.....<<............<<<<<<<<..
+HUM.L._C acacuguucaaCUGGg.cugACucuuaauaggacCAUUUCUUuu
+#=GR HUM.L._C SS ...........<<<<.....<<............<<<<<<<<..
+LYC.ESC. aguaacgccuaaUGGg..uuGCuc..CAAUAaacAACCACcUuu
+#=GR LYC.ESC. SS ............<<<.....<<....<<<<<...<<<<<<.<..
+CIN.HYB. auauaaccagcCUGGc..uaGCcc..aAcAGgacACCCAUUU..
+#=GR CIN.HYB. SS ...........<<<<.....<<.....<.<<...<<<<<<<<..
+PER.AME. ............................................
+#=GR PER.AME. SS ............................................
+COL.BLU. ............................................
+#=GR COL.BLU. SS ............................................
+CRY.MOR. ............................................
+#=GR CRY.MOR. SS ............................................
+GYN.AUR. ............................................
+#=GR GYN.AUR. SS ............................................
+BEN.HIS. ............................................
+#=GR BEN.HIS. SS ............................................
+YAR.L._A ...uUAugGAAgaU...auuu......ACGAu.cACGAUU....
+#=GR YAR.L._A SS ....<<..<<<..<.............<<<<...<<<<<<....
+YAR.L._B ...uUAugGAAgGU...auuu......GCAAu.caCGAcUcuc.
+#=GR YAR.L._B SS ....<<..<<<.<<.............<<<<....<<<.<....
+SCH.POM. auGUGCA.UGGaAG..UAUAA......ACACaacGGUCGuu...
+#=GR SCH.POM. SS ..<<<<<.<<<.<<..<<<<<......<<<<...<<<<<.....
+TET.THE. acuaaUCgGUUcUA..CUAUCA...aAGCCagacAUU.......
+#=GR TET.THE. SS .....<<.<<<.<<..<<<<<<....<<<<....<<<.......
+TET.ROS. gcuaaUCgGUUcUG..CUAUUC...uGAUCagacAcU.......
+#=GR TET.ROS. SS .....<<.<<<.<<..<<<<<<....<<<<....<.<.......
+TRY.BRU. uuugCGC.cCCaAG..UGUC......gUCGCga.GGCGG.....
+#=GR TRY.BRU. SS ....<<<..<<.<<..<<<<.......<<<<...<<<<<.....
+XEN.LAE. agaaCAGCCUGaAC..aacac.....AGCGAgacACAGUUCu..
+#=GR XEN.LAE. SS ....<<<<<<<.<<............<<<<<...<<<<<<<...
+DRO.MEL. uuauCAGCCCAaCC..gauau.....GGUUGgacCACAAUCuuu
+#=GR DRO.MEL. SS ....<<<<<<<.<<............<<<<<...<<<<<<<...
+RAT.RAT. acucCAGCCUGgGC..aacau.....AGCGAgacCccgUCUCuu
+#=GR RAT.RAT. SS ....<<<<<<<.<<............<<<<<...<...<<<<..
+MUS.M.B1 aggacagccaggGC..uacac.....AGAGAaacCCUGUCUC..
+#=GR MUS.M.B1 SS ............<<............<<<<<...<<<<<<<<..
+MUS.MUS. ............................................
+#=GR MUS.MUS. SS ............................................
+CAN.SPE. acucCAGCCUGuGC..aacau.....AGCGAgacCCcGUCUCu.
+#=GR CAN.SPE. SS ....<<<<<<<.<<............<<<<<...<<.<<<<<..
+HOM.S._A acucCAGCCUGuGC..aacau.....AGCGAgacCCcGUCUCuu
+#=GR HOM.S._A SS ....<<<<<<<.<<............<<<<<...<<.<<<<<..
+HOM.S._B acucCAGCCUGaGC..aacau.....AGCGAgacCCCGUCUCu.
+#=GR HOM.S._B SS ....<<<<<<<.<<............<<<<<...<<<<<<<<..
+#=GC SS_cons ..........................>>>>>...>>>>>>>>..
+//
diff --git a/testsuite/sub_cm-test.c b/testsuite/sub_cm-test.c
new file mode 100644
index 0000000..aec58c1
--- /dev/null
+++ b/testsuite/sub_cm-test.c
@@ -0,0 +1,329 @@
+/* sub_cm-test.c
+ * EPN, 09.18.06
+ * Easeled: EPN, Fri Nov 30 13:35:14 2007
+ *
+ * Build many submodels from a template CM by choosing
+ * random model start and end positions.
+ * Compare the submodels to the corresponding stretch of
+ * main model by determining the expected number of
+ * times each state is entered.
+ *
+ *****************************************************************
+ * This copyrighted source code is freely distributed
+ * under the terms of the GNU General Public License. See
+ * the files COPYRIGHT and LICENSE for details.
+ *****************************************************************
+ */
+
+#include "esl_config.h"
+#include "config.h"
+
+#include <stdio.h>
+#include <stdlib.h>
+#include <math.h>
+#include <string.h>
+#include <time.h>
+
+#include "easel.h"
+#include "esl_getopts.h"
+#include "esl_vectorops.h"
+
+#include "funcs.h" /* function declarations */
+#include "structs.h" /* data structures, macros, #define's */
+
+static ESL_OPTIONS options[] = {
+ /* name type default env range toggles reqs incomp help docgroup*/
+ { "-h", eslARG_NONE, NULL, NULL, NULL, NULL, NULL, NULL, "show brief help on version and usage", 0 },
+ { "-n", eslARG_INT, "100", NULL, "n>0", NULL, NULL, NULL, "number of sub CMs to build and test", 0 },
+ { "-s", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, NULL, "set random number seed to <n>", 0 },
+ { "-b", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, "--exhaust", "set sub CM begin consensus (match) column as <n>", 0 },
+ { "-e", eslARG_INT, NULL, NULL, "n>0", NULL, NULL, "--exhaust", "set sub CM end consensus (match) column as <n>", 0 },
+ { "-t", eslARG_REAL, "1E-5",NULL, "x>0.",NULL, NULL, NULL, "probability threshold for reporting violations", 0 },
+ { "--psionly", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "only check that psi values match (don't build HMMs)", 1 },
+ { "--sample", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "build and check two CP9 HMMs (one an ML HMM via sampling)", 1 },
+ { "--nseq", eslARG_INT, "50000", NULL,"n>=10000",NULL,"--sample", NULL, "use <n> samples to build ML HMM for --sample", 1 },
+ { "--chi", eslARG_REAL, ".01", NULL, "x>0.",NULL, NULL, NULL, "fail sampling check if any chi-square test < <f>", 1 },
+ { "--exhaust", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "build and check every possible sub CM (all (N^2+N)/2)", 1 },
+ { "--debug", eslARG_NONE, FALSE, NULL, NULL, NULL, NULL, NULL, "turn debugging print statements ON", 1 },
+ { 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 },
+};
+static char usage[] = "[-options] <cmfile>";
+static char banner[] = "test sub CM construction procedure";
+
+int
+main(int argc, char **argv)
+{
+ int status;
+ ESL_GETOPTS *go = esl_getopts_CreateDefaultApp(options, 1, argc, argv, banner, usage);
+ char *cmfile = esl_opt_GetArg(go, 1);
+ CMFILE *cmfp; /* open CM file for reading */
+ CM_t *cm; /* a covariance model */
+ CM_t *sub_cm; /* sub covariance model */
+ int nmodels; /* number of sub CMs to build */
+ int sstruct; /* start position for sub CM */
+ int estruct; /* end position for sub CM */
+ int i; /* counter over sub CMs */
+ int j; /* counter */
+ int temp;
+
+ double pthresh; /* psi threshold for calling violations */
+ int begin_set; /* TRUE if -b entered at command line */
+ int end_set; /* TRUE if -e entered at command line */
+ int do_atest; /* TRUE to build 2 ML HMMs, one from the CM and one from
+ * the sub_cm, analytically, and check to make sure
+ * the corresponding parameters of these two HMMS
+ * are within 'threshold' of each other.
+ */
+ int do_stest; /* TRUE to build an ML HMM from a truncated MSA emitted from the
+ * original CM and test it via chi-squared tests against
+ * the CP9 analytically built from the sub_cm.
+ */
+ int do_exhaust; /* TRUE to build every possible sub_cm */
+ int ndone; /* number of models built so far */
+ int print_flag; /* TRUE to print debug statements */
+ int *awrong_total_ct; /* For ALL 'atest's: the number of times we predict we'll
+ * fail the test for an HMM node and we get it right, for
+ * each of 6 cases - 6 different reasons we predict we'll fail.
+ */
+ int *swrong_total_ct; /* For ALL sampling tests: the number of times we predict we'll
+ * fail the test for an HMM node and we get it right, for
+ * each of 6 cases - 6 different reasons we predict we'll fail.
+ */
+ int *apredict_total_ct; /* For ALL 'atest's: the number of times we predict we'll
+ * fail the test for an HMM node for
+ * each of 6 cases - 6 different reasons we predict we'll fail.
+ */
+ int *spredict_total_ct; /* For ALL sampling tests: the number of times we predict we'll
+ * fail the test for an HMM node for
+ * each of 6 cases - 6 different reasons we predict we'll fail.
+ */
+ float chi_thresh; /* if any chi-square test (which we haven't deemed 'impossible'
+ * during the sampling check is below this threshold, fail.
+ */
+ int nsamples; /* Number of samples to build the ML HMM with during a sampling
+ * check.
+ */
+ int npredict_cases; /* Number of different cases for predicting a node's transitions
+ * will be impossible to match b/t the two HMMs.
+ */
+ CMSubMap_t *submap;
+ CMSubInfo_t *subinfo;
+ ESL_RANDOMNESS *r = NULL; /* source of randomness */
+ ESL_ALPHABET *abc = NULL; /* alphabet, for the CM */
+ char errbuf[cmERRBUFSIZE];
+ /***********************************************
+ * Parse command line
+ ***********************************************/
+
+ nmodels = esl_opt_GetInteger(go, "-n");
+ pthresh = esl_opt_GetReal (go, "-t");
+ if(! esl_opt_IsDefault (go, "-b")) {
+ begin_set = TRUE;
+ sstruct = esl_opt_GetInteger(go, "-b");
+ nmodels = 1;
+ }
+ else begin_set = FALSE;
+ if(! esl_opt_IsDefault (go, "-e")) {
+ end_set = TRUE;
+ estruct = esl_opt_GetInteger(go, "-e");
+ nmodels = 1;
+ }
+ else end_set = FALSE;
+ do_atest = (! esl_opt_GetBoolean(go, "--psionly"));
+ do_stest = esl_opt_GetBoolean(go, "--sample");
+ nsamples = esl_opt_GetInteger(go, "--nseq");
+ chi_thresh = esl_opt_GetReal (go, "--chi");
+ do_exhaust = esl_opt_GetBoolean(go, "--exhaust");
+ print_flag = esl_opt_GetBoolean(go, "--debug");
+
+ if(begin_set && !(esl_opt_IsDefault(go, "-n"))) cm_Fail("-n does not make sense with -b and -e.\n");
+ if(begin_set && sstruct > estruct) cm_Fail("For -b <x> and -e <y> y must be >= x.\n");
+ if(begin_set && sstruct > estruct) cm_Fail("For -b <x> and -e <y> y must be >= x.\n");
+
+ if(do_exhaust && do_stest) printf("--exhaust and --sample might take a long time...\n");
+ npredict_cases = 6;
+
+ /********************************************`***
+ * Preliminaries: get our CM
+ ***********************************************/
+
+ if ((cmfp = CMFileOpen(cmfile, NULL)) == NULL) cm_Fail("Failed to open covariance model save file %s\n", cmfile);
+ if ((CMFileRead(cmfp, NULL, &abc, &cm)) != eslOK) cm_Fail("Failed to read CM");
+ CMFileClose(cmfp);
+
+ if (! esl_opt_IsDefault(go, "-s"))
+ r = esl_randomness_Create((long) esl_opt_GetInteger(go, "-s"));
+ else r = esl_randomness_CreateTimeseeded();
+
+ /* Allocate and initialize our *wrong_total_ct arrays */
+ ESL_ALLOC(apredict_total_ct, (sizeof(int) * (npredict_cases+1)));
+ ESL_ALLOC(spredict_total_ct, (sizeof(int) * (npredict_cases+1)));
+ ESL_ALLOC(awrong_total_ct, (sizeof(int) * (npredict_cases+1)));
+ ESL_ALLOC(swrong_total_ct, (sizeof(int) * (npredict_cases+1)));
+ esl_vec_ISet(apredict_total_ct, (npredict_cases+1), 0);
+ esl_vec_ISet(spredict_total_ct, (npredict_cases+1), 0);
+ esl_vec_ISet(awrong_total_ct, (npredict_cases+1), 0);
+ esl_vec_ISet(swrong_total_ct, (npredict_cases+1), 0);
+
+ /***********************************************************
+ * Stategy:
+ * If do_atest (default), we do:
+ * 1. Build a CP9 HMM (cp9_1) from the sub_cm (this is done).
+ * 2. Build a CP9 HMM (cp9_2) from the full cm.
+ * 3. Reconfig cp9_2 so start node is sstruct and end node is estruct.
+ * 4. Check corresponding parameters of cp9_1 and cp9_2 to make
+ * sure they're within the threshold.
+ *
+ * If do_stest, we also do:
+ * 1. Build a CP9 HMM (cp9_1) from the sub_cm (this is done.)
+ * 2. Sample a deep MSA from the CM.
+ * 3. Truncate the MSA between sstruct and estruct.
+ * 4. Perform chi-squared tests to see if sample from
+ * (3) could have come from cp9_1. We do this by first
+ * building a ML CP9 HMM (cp9_2) from the counts in
+ * the truncated MSA.
+ *
+ * No matter what, we always check to make sure that the
+ * corresponding psi values of the orig_cm and sub_cm
+ * are within 'threshold' of each other.
+ *
+ * This is all done within the build_sub_cm() function.
+ *********************************************************/
+
+ ndone = 0;
+ if(do_exhaust) { /* Build every possible sub CM. */
+ nmodels = (cm->clen * cm->clen + cm->clen) / 2;
+ printf("Building and checking all possible sub CM (%5d different start/end positions):\n", cm->clen);
+
+ for(sstruct = 1; sstruct <= cm->clen; sstruct++) {
+ printf("\tBuilding models with start pos: %5d (%5d / %5d completed)\n", sstruct, ndone, nmodels);
+ for(estruct = sstruct+2; estruct <= cm->clen; estruct++) {
+ if((status = build_sub_cm(cm, errbuf, &sub_cm, sstruct, estruct, &submap, print_flag)) != eslOK)
+ cm_Fail(errbuf);
+ /* Do the psi test */
+ if(!check_orig_psi_vs_sub_psi(cm, sub_cm, submap, pthresh, print_flag)) {
+ printf("\nSub CM construction for sstruct: %4d estruct: %4d failed psi test.\n", sstruct, estruct);
+ cm_Fail("\tLooks like there's a bug...\n");
+ }
+ /* Do analytical and/or sampling HMM tests */
+ if(do_atest || do_stest) {
+ subinfo = AllocSubInfo(submap->epos-submap->spos+1);
+ if(do_atest && !check_sub_cm(cm, sub_cm, submap, subinfo, pthresh, print_flag)) {
+ printf("\nSub CM construction for sstruct: %4d estruct: %4d failed analytical HMM test.\n", sstruct, estruct);
+ cm_Fail("\tLooks like there's a bug...\n");
+ }
+ if(do_stest && !check_sub_cm_by_sampling(cm, sub_cm, r, submap, subinfo, chi_thresh, nsamples, print_flag)) {
+ printf("\nSub CM construction for sstruct: %4d estruct: %4d failed sampling HMM test.\n", sstruct, estruct);
+ cm_Fail("\tLooks like there's a bug...\n");
+ }
+ /* keep track of number of each case of wrong prediction */
+ for(j = 1; j <= npredict_cases; j++) {
+ apredict_total_ct[j] += subinfo->apredict_ct[j];
+ spredict_total_ct[j] += subinfo->spredict_ct[j];
+ awrong_total_ct[j] += subinfo->awrong_ct[j];
+ swrong_total_ct[j] += subinfo->swrong_ct[j];
+ }
+ FreeSubInfo(subinfo);
+ }
+ FreeCM(sub_cm);
+ FreeSubMap(submap);
+ ndone++;
+ }
+ }
+ printf("\nDone. %5d sub CM(s) were constructed and passed the following tests:\n", ndone);
+ printf("\tpsi test\n");
+ if(do_atest) printf("\tanalytical HMM test\n");
+ if(do_stest) printf("\tsampling HMM test\n");
+ }
+ else /* Build models with either preset begin point (sstruct) and end points (estruct)
+ * or randomly chosen ones */ {
+ if(begin_set && end_set) {
+ if(sstruct < 1) sstruct = 1;
+ if(estruct > cm->clen) estruct = cm->clen;
+ printf("Building a single sub CM with sstruct: %4d and estruct: %4d ... ", sstruct, estruct);
+ }
+ else printf("\tBuilding models with random start and end positions:\n");
+ for(i = 0; i < nmodels; i++) { /* if begin_set && end_set, nmodels is 1 */
+ if(!(begin_set && end_set)) {
+ /* Randomly pick a start and end between 1 and cm->clen, inclusive */
+ sstruct = esl_rnd_Roll(r, (cm->clen)) + 1;
+ estruct = esl_rnd_Roll(r, (cm->clen)) + 1;
+ ESL_DASSERT1((sstruct <= cm->clen));
+ ESL_DASSERT1((estruct <= cm->clen));
+ ESL_DASSERT1((sstruct >= 1));
+ ESL_DASSERT1((estruct >= 1));
+ if(sstruct > estruct) {
+ temp = sstruct;
+ sstruct = estruct;
+ estruct = temp;
+ }
+ if((estruct - sstruct) < 2) {
+ estruct = sstruct + 2;
+ if(estruct > cm->clen) {
+ estruct = cm->clen;
+ sstruct = estruct - 2;
+ }
+ }
+ }
+ if((status = build_sub_cm(cm, errbuf, &sub_cm, sstruct, estruct, &submap, print_flag)) != eslOK)
+ cm_Fail(errbuf);
+ /* Do the psi test */
+ if(!check_orig_psi_vs_sub_psi(cm, sub_cm, submap, pthresh, print_flag)) {
+ printf("\nSub CM construction for sstruct: %4d estruct: %4d failed psi test.\n", sstruct, estruct);
+ cm_Fail("\tLooks like there's a bug...\n");
+ }
+ /* Do analytical and/or sampling HMM tests */
+ if(do_atest || do_stest) {
+ subinfo = AllocSubInfo(submap->epos-submap->spos+1);
+ if(do_atest && !check_sub_cm(cm, sub_cm, submap, subinfo, pthresh, print_flag)) {
+ printf("\nSub CM construction for sstruct: %4d estruct: %4d failed analytical HMM test.\n", sstruct, estruct);
+ cm_Fail("\tLooks like there's a bug...\n");
+ }
+ if(do_stest && !check_sub_cm_by_sampling(cm, sub_cm, r, submap, subinfo, chi_thresh,
+ nsamples, print_flag)) {
+ printf("\nSub CM construction for sstruct: %4d estruct: %4d failed sampling HMM test.\n", sstruct, estruct);
+ cm_Fail("\tLooks like there's a bug...\n");
+ }
+ /* keep track of number of each case of wrong prediction */
+ for(j = 1; j <= npredict_cases; j++) {
+ apredict_total_ct[j] += subinfo->apredict_ct[j];
+ spredict_total_ct[j] += subinfo->spredict_ct[j];
+ awrong_total_ct[j] += subinfo->awrong_ct[j];
+ swrong_total_ct[j] += subinfo->swrong_ct[j];
+ }
+ FreeSubInfo(subinfo);
+ }
+ FreeCM(sub_cm);
+ FreeSubMap(submap);
+ ndone++;
+ }
+ printf("done.\n%5d sub CMs were constructed and passed the following tests:\n", ndone);
+ printf("\tpsi test\n");
+ if(do_atest) printf("\tanalytical HMM test\n");
+ if(do_stest) printf("\tsampling HMM test\n");
+ }
+ if(do_atest) {
+ printf("\nPrinting summary of HMM nodes predicted to fail the analytical test:\n");
+ for(j = 1; j <= npredict_cases; j++)
+ printf("\tcase %d: %6d (%6d passed)\n", j, apredict_total_ct[j], awrong_total_ct[j]);
+ }
+ if(do_stest) {
+ printf("\nPrinting summary of HMM nodes predicted to fail the sampling test:\n");
+ for(j = 1; j <= npredict_cases; j++)
+ printf("\tcase %d: %6d (%6d passed)\n", j, spredict_total_ct[j], swrong_total_ct[j]);
+ }
+ printf("\n");
+ free(apredict_total_ct);
+ free(spredict_total_ct);
+ free(awrong_total_ct);
+ free(swrong_total_ct);
+ FreeCM(cm);
+ esl_alphabet_Destroy(abc);
+ esl_randomness_Destroy(r);
+ esl_getopts_Destroy(go);
+ return 0;
+
+ ERROR:
+ cm_Fail("main(), memory allocation error.");
+ return 1; /* NEVERREACHED */
+}
diff --git a/testsuite/test.sqc b/testsuite/test.sqc
new file mode 100644
index 0000000..84cbf3b
--- /dev/null
+++ b/testsuite/test.sqc
@@ -0,0 +1,10 @@
+
+1 prep model/trna @cmbuild@ --rf -F %TRNA.CM% ../intro/trna.sto
+1 prep model/rp @cmbuild@ --rf -F %RP.CM% ../intro/RNaseP.sto
+1 prep model/ssu @cmbuild@ --rf -F %SSU.CM% ../intro/ssu.sto
+1 exercise bandcyk/mc/trna @bandcyk-montecarlo-test@ %TRNA.CM%
+2 exercise bandcyk/mc/rp @bandcyk-montecarlo-test@ %RP.CM%
+3 exercise bandcyk/mc/ssu @bandcyk-montecarlo-test@ -W 2000 %SSU.CM%
+1 exercise bandcyk/trunc/trna @bandcyk-truncation-test@ %TRNA.CM% 160 1000
+2 exercise bandcyk/trunc/rp @bandcyk-truncation-test@ %RP.CM% 525 2000
+3 exercise bandcyk/trunc/ssu @bandcyk-truncation-test@ %SSU.CM% 1687 3000
\ No newline at end of file
diff --git a/testsuite/trna-regression.fa b/testsuite/trna-regression.fa
new file mode 100644
index 0000000..2c1a3d0
--- /dev/null
+++ b/testsuite/trna-regression.fa
@@ -0,0 +1,12 @@
+>DF6280 standard yeast tRNA Phe
+GCGGAUUUAGCUCAGUUGGGAGAGCGCCAGACUGAAGAAAUACUUCGGUC
+AAGUUAUCUGGAGGUCCUGUGUUCGAUCCACAGAAUUCGCA
+>Ascaris-tRNA-Tyr Missing an arm - requires local alignment to get.
+CAGTAGGTAGTTTATTTTTAAAATGTAGTATTTGGGTTACTGTGAATTTT
+TACTGA
+>DF6280-truncated Truncated DF6280, so as to require a local begin.
+AUUUAGCUCAGUUGGGAGAGCGCCAGACUGAAGAAAUACUUCGGUC
+AAGUUAUCUGGAGGUCCUGUGUUCGAUCCACAGAAUU
+>random A shuffled DF6280, to test garbage input.
+UGAGGCAUUCGUCGCAACUAAGGGUGCUCAUUUGAUAUUACGAGCCAGCG
+UAGUCCGUAUAAAACAGUUGCUGCUGGGGGAUGAGUACCAC
diff --git a/testsuite/trna.calibrated.cm b/testsuite/trna.calibrated.cm
new file mode 100644
index 0000000..a87dc93
--- /dev/null
+++ b/testsuite/trna.calibrated.cm
@@ -0,0 +1,332 @@
+INFERNAL-1 [1.0]
+NAME tRNA
+GA 25.00
+TC 25.00
+NC 25.00
+STATES 230
+NODES 61
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 1080
+EFFNSEQ 10.780
+CLEN 72
+BCOM cmbuild -F RF00005.cm RF00005.ali
+BDATE Fri May 23 06:42:37 2008
+CCOM cmcalibrate-n3-5 --mpi --null3 --exp-hfile RF00005.hfile --exp-sfile RF00005.sfile --exp-qqfile RF00005.qqfile --exp-ffile RF00005.ffile --fil-dfile RF00005.dfile -s 33 RF00005.cm
+CDATE Fri May 23 08:23:50 2008
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.79100 -4.92066 2.76093 1000000 217672 0.0023
+E-GC 0 0.41557 -15.65257 -4.57100 1000000 46874 0.0100
+E-LI 0 0.65119 -4.73324 4.27426 1000000 176341 0.0028
+E-GI 0 0.44490 -11.14019 -0.78921 1000000 35526 0.0100
+E-LV 0 0.58541 -0.72211 8.31777 20998950 99370 0.0050
+E-GV 0 0.55648 -1.16224 8.27463 20998950 95421 0.0052
+E-LF 0 0.67421 2.89311 10.71931 20998950 97845 0.0051
+E-GF 0 0.61932 1.42427 9.90238 20998950 95345 0.0052
+FT-LC 36 0.99000 10000 1000000 0
+ 2.92947e-06 2.65933e-06 1.68668e-06 1.15897e-06 9.094e-07 6.6415e-07 4.50157e-07 2.75747e-07 2.35516e-07 1.19342e-07 7.77332e-08 5.10227e-08 4.5174e-08 4.30407e-08 3.87371e-08 3.38359e-08 2.92559e-08 2.12091e-08 1.54294e-08 1.39029e-08 1.11571e-08 8.80938e-09 6.8274e-09 5.10107e-09 4.43983e-09 3.7663e-09 3.0598e-09 2.75912e-09 1.93919e-09 1.27157e-09 1.03663e-09 8.38634e-10 7.44558e-10 8.26534e-13 5.24087e-14 2.97738e-14
+ 1758 1456.55 1277.97 1149.61 1028.58 895.8 796.641 716.141 637.299 558.41 501.645 445.215 400.497 354.487 317.809 281.678 243.833 214.95 192.579 173.236 153.749 132.913 118.679 105.542 93.3544 81.6881 71.4798 64.2569 57.4144 50.7159 45.1628 38.9896 35.1388 26.424 14.9478 3.51388
+FT-LI 37 0.99000 10000 1000000 0
+ 8.98676e-05 8.68258e-05 6.77359e-05 5.47747e-05 4.43004e-05 3.07087e-05 2.40815e-05 1.73111e-05 1.35026e-05 9.73549e-06 7.92513e-06 5.48875e-06 4.32891e-06 3.69534e-06 3.18849e-06 2.81335e-06 2.46521e-06 2.1908e-06 1.87139e-06 1.57268e-06 1.1037e-06 8.87916e-07 8.0522e-07 7.09155e-07 6.41794e-07 4.89474e-07 4.18251e-07 3.78964e-07 3.24838e-07 2.31848e-07 1.916e-07 1.57123e-07 1.46994e-07 7.84318e-10 8.86913e-11 5.45004e-11 5.41945e-11
+ 1758 1502.43 1348.79 1206.79 1052.43 944.169 837.395 751.763 665.849 596.552 531.95 473.705 400.497 354.487 317.809 281.678 243.833 214.95 192.579 171.725 153.749 132.913 118.679 105.542 93.7328 81.6881 71.4798 64.2569 57.4144 50.7159 45.2238 38.9896 35.1388 26.424 14.9478 4.7995 3.51388
+FT-GC 37 0.99000 10000 1000000 0
+ 0.00125644 0.00100707 0.00088376 0.000839323 0.000742257 0.000588844 0.000501552 0.000432863 0.000350773 0.000276482 0.000213579 0.000196832 0.000183435 0.000160665 0.000132688 0.000120697 9.24856e-05 8.96014e-05 8.39086e-05 7.34587e-05 6.06469e-05 5.18364e-05 4.26688e-05 3.64963e-05 3.13119e-05 2.8695e-05 2.74085e-05 2.59667e-05 2.39201e-05 2.15328e-05 1.8372e-05 1.70524e-05 1.69402e-05 1.56038e-05 1.37801e-05 1.83008e-07 9.91826e-08
+ 1737.65 1426.14 1254.54 1095.42 979.26 860.901 757.785 680.793 608.977 542.717 450.417 402.653 360.178 323.985 287.128 258.115 227.481 202.729 180.448 153.8 135.379 121.549 107.056 94.0586 83.1523 74.6576 66.5756 59.5896 53.3696 47.5038 41.7622 37.5656 32.7401 29.3772 27.4385 16.0708 2.74385
+FT-GI 38 0.99000 10000 1000000 0
+ 0.00120929 0.000976251 0.00090644 0.000881383 0.000811842 0.000699915 0.000562484 0.00046339 0.000378361 0.000320607 0.000258014 0.000202753 0.000181041 0.000166524 0.000135451 0.000117654 9.96268e-05 8.58614e-05 7.9117e-05 7.01674e-05 5.92295e-05 5.47091e-05 4.10887e-05 3.50794e-05 3.12706e-05 2.67e-05 2.50591e-05 2.23064e-05 2.14898e-05 1.94901e-05 1.73397e-05 1.57254e-05 1.46094e-05 1.38218e-05 1.13509e-05 1.13013e-05 1.5591e-07 8.05331e-08
+ 1737.65 1539.97 1382.65 1217.8 1095.42 979.26 860.901 773.432 680.793 608.977 542.717 450.417 402.653 360.178 323.985 287.128 258.115 227.481 202.729 181.794 153.8 135.379 121.549 107.056 94.0586 80.4672 70.873 63.5539 56.4988 49.8858 44.293 39.2057 35.1569 31.1189 27.613 27.4385 16.0708 2.74385
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -8.591 -9.836 -0.056 -4.850
+ IL 1 1 2 1 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 1 ]
+ MR 3 2 3 5 5 -7.740 -0.019 -8.481 -7.846 -9.584 1.072 -1.390 -0.358 -0.444
+ D 4 2 3 5 5 -5.752 -0.821 -2.694 -3.249 -2.684
+ IR 5 5 3 5 5 -2.435 -0.486 -5.946 -4.114 -5.220 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 6 5 3 10 6 -10.063 -10.002 -0.011 -8.779 -9.058 -9.453 -3.905 -2.718 -4.214 1.790 -4.158 -4.154 0.435 -4.242 -3.859 2.882 -3.888 0.372 0.574 -4.122 -1.823 -3.053
+ ML 7 5 3 10 6 -6.383 -6.729 -1.443 -0.882 -6.579 -4.108 0.593 -0.662 -0.161 -0.051
+ MR 8 5 3 10 6 -7.165 -5.894 -1.449 -5.872 -0.928 -3.892 0.569 -0.545 -0.344 0.061
+ D 9 5 3 10 6 -9.086 -7.784 -3.582 -4.264 -4.281 -0.310
+ IL 10 10 5 10 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 11 11 6 11 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 12 11 6 16 6 -10.069 -10.008 -0.011 -8.784 -9.064 -9.459 -4.004 -3.611 -4.409 1.458 -3.247 -4.389 1.985 -4.056 -4.026 2.106 -4.152 -0.439 1.605 -4.028 -0.986 -3.038
+ ML 13 11 6 16 6 -6.383 -6.729 -1.268 -1.015 -6.579 -4.108 0.575 -0.517 -0.264 -0.030
+ MR 14 11 6 16 6 -7.032 -5.761 -1.609 -5.739 -0.830 -3.953 0.632 -0.526 -0.316 -0.070
+ D 15 11 6 16 6 -9.106 -7.804 -3.382 -4.283 -4.301 -0.330
+ IL 16 16 5 16 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 17 17 6 17 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 4 ]
+ MP 18 17 6 22 6 -10.073 -10.012 -0.011 -8.789 -9.069 -9.464 -3.617 -3.529 -4.253 1.416 -3.023 -4.406 1.985 -3.853 -4.308 1.826 -4.205 -0.532 1.911 -3.818 -0.762 -2.741
+ ML 19 17 6 22 6 -6.313 -6.659 -1.373 -0.944 -6.509 -4.038 0.608 -0.573 -0.278 -0.031
+ MR 20 17 6 22 6 -7.012 -5.741 -1.575 -5.719 -0.853 -3.933 0.621 -0.604 -0.302 -0.010
+ D 21 17 6 22 6 -9.086 -7.784 -3.582 -4.264 -3.700 -0.356
+ IL 22 22 5 22 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 23 23 6 23 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 5 ]
+ MP 24 23 6 28 6 -8.916 -10.013 -0.012 -8.790 -9.070 -9.465 -2.985 -3.432 -3.858 1.371 -2.482 -3.915 1.931 -3.801 -3.933 1.797 -3.874 -0.562 1.882 -3.684 -0.339 -2.686
+ ML 25 23 6 28 6 -6.313 -6.659 -1.373 -0.944 -6.509 -4.038 0.633 -0.618 -0.324 -0.001
+ MR 26 23 6 28 6 -7.013 -5.742 -1.651 -5.720 -0.809 -3.934 0.645 -0.632 -0.234 -0.088
+ D 27 23 6 28 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 28 28 5 28 6 -2.611 -2.874 -0.739 -4.529 -5.305 -4.965 0.000 0.000 0.000 0.000
+ IR 29 29 6 29 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 6 ]
+ MP 30 29 6 34 6 -10.074 -10.013 -0.011 -8.790 -9.070 -9.465 -3.351 -3.327 -3.676 1.609 -2.480 -4.130 1.976 -3.671 -3.909 1.407 -3.754 -0.535 1.969 -3.626 -0.390 -2.463
+ ML 31 29 6 34 6 -6.313 -6.659 -1.373 -0.944 -6.509 -4.038 0.639 -0.574 -0.331 -0.035
+ MR 32 29 6 34 6 -7.013 -5.742 -1.573 -5.720 -0.854 -3.934 0.645 -0.632 -0.234 -0.088
+ D 33 29 6 34 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 34 34 5 34 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 35 35 6 35 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 7 ]
+ MP 36 35 6 40 6 -10.075 -10.014 -0.012 -8.342 -9.071 -9.466 -3.927 -4.066 -3.846 1.305 -2.561 -4.419 2.010 -3.885 -4.352 1.183 -4.320 -0.809 2.273 -3.880 -0.121 -1.933
+ ML 37 35 6 40 6 -6.313 -6.659 -1.271 -1.026 -6.509 -4.038 0.608 -0.630 -0.218 -0.044
+ MR 38 35 6 40 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 39 35 6 40 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 40 40 5 40 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 41 41 6 41 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 8 ]
+ MP 42 41 6 46 4 -8.758 -8.116 -0.017 -7.379 -4.149 -3.055 -5.059 2.278 -5.632 -4.940 0.041 -4.589 -4.080 2.609 -3.731 -0.279 1.222 -4.303 -1.880 -3.229
+ ML 43 41 6 46 4 -3.796 -3.979 -0.491 -2.708 0.610 -0.617 -0.263 -0.017
+ MR 44 41 6 46 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 45 41 6 46 4 -4.568 -4.250 -2.265 -0.520
+ IL 46 46 5 46 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 47 47 6 47 3 -1.459 -0.785 -4.159 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 48 47 6 50 3 -6.963 -0.020 -7.453 -2.273 -2.806 -3.119 1.822
+ D 49 47 6 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.516 -0.745 -4.216 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 51 50 3 53 2 -6.971 -0.012 1.351 -1.844 -0.262 -1.573
+ D 52 50 3 53 2 -8.453 -0.004
+ IL 53 53 3 53 2 -1.949 -0.432 0.000 0.000 0.000 0.000
+ [ BIF 11 ]
+ B 54 53 3 124 55
+ [ BEGR 42 ]
+ S 55 54 1 56 3 -9.701 -0.006 -8.355
+ IL 56 56 2 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 57 56 2 59 3 -9.701 -0.193 -3.011 0.832 -0.708 -0.954 0.126
+ D 58 56 2 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 60 59 3 62 3 -5.971 -0.033 -7.257 0.118 -1.550 0.832 -0.335
+ D 61 59 3 62 3 -0.415 -3.220 -2.808
+ IL 62 62 3 62 3 -0.195 -3.300 -5.343 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 63 62 3 65 3 -9.648 -0.844 -1.178 0.464 -1.721 0.693 -0.512
+ D 64 62 3 65 3 -7.255 -2.578 -0.276
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 66 65 3 68 3 -6.555 -0.024 -7.473 -0.913 -1.155 -1.700 1.439
+ D 67 65 3 68 3 -10.091 -0.071 -4.401
+ IL 68 68 3 68 3 -1.492 -0.762 -4.192 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 69 68 3 71 5 -8.694 -0.014 -8.152 -8.722 -9.613 -0.873 0.706 -1.826 0.623
+ D 70 68 3 71 5 -4.991 -0.780 -4.252 -2.627 -2.540
+ IL 71 71 3 71 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 48 ]
+ MP 72 71 3 76 6 -10.077 -8.068 -0.015 -8.793 -9.072 -9.467 -3.656 -3.064 -4.370 2.045 -4.540 -4.763 1.023 -4.403 -4.174 2.564 -3.926 0.565 0.455 -3.213 -1.483 -3.063
+ ML 73 71 3 76 6 -6.271 -6.617 -1.331 -0.984 -6.467 -3.996 0.649 -0.627 -0.250 -0.085
+ MR 74 71 3 76 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 75 71 3 76 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 76 76 5 76 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 77 77 6 77 5 -2.454 -0.478 -5.965 -4.133 -5.239 0.000 0.000 0.000 0.000
+ [ MATP 49 ]
+ MP 78 77 6 82 6 -10.077 -10.016 -0.011 -8.793 -9.072 -9.467 -3.969 -3.890 -4.137 1.285 -2.766 -4.679 2.197 -4.147 -4.398 1.069 -4.354 -0.607 2.202 -3.664 -0.317 -2.239
+ ML 79 77 6 82 6 -6.271 -6.617 -1.331 -0.984 -6.467 -3.996 0.649 -0.627 -0.250 -0.085
+ MR 80 77 6 82 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 81 77 6 82 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 82 82 5 82 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 83 83 6 83 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
+ MP 84 83 6 88 6 -7.540 -10.016 -0.019 -8.793 -9.072 -8.613 -4.100 -2.618 -4.896 2.114 -4.990 -4.864 0.989 -4.341 -4.169 2.528 -3.593 -0.336 0.974 -4.218 -1.159 -2.708
+ ML 85 83 6 88 6 -6.271 -6.617 -1.331 -0.984 -6.467 -3.996 0.649 -0.627 -0.250 -0.085
+ MR 86 83 6 88 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 87 83 6 88 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 88 88 5 88 6 -2.698 -2.961 -0.684 -4.616 -5.392 -5.052 0.000 0.000 0.000 0.000
+ IR 89 89 6 89 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 51 ]
+ MP 90 89 6 94 6 -10.075 -10.014 -0.053 -8.347 -8.734 -5.126 -4.224 -2.476 -5.159 1.826 -4.758 -4.909 -0.143 -4.462 -3.865 3.145 -3.740 -0.635 0.135 -4.311 -1.774 -3.380
+ ML 91 89 6 94 6 -6.271 -6.617 -1.331 -0.984 -6.467 -3.996 0.649 -0.627 -0.250 -0.085
+ MR 92 89 6 94 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 93 89 6 94 6 -9.102 -7.801 -3.598 -4.280 -3.518 -0.373
+ IL 94 94 5 94 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 95 95 6 95 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 52 ]
+ MP 96 95 6 100 4 -8.696 -8.903 -0.044 -5.283 -6.367 -3.382 -7.219 -0.074 -4.344 -3.822 -1.808 -5.593 -5.030 3.763 -4.468 -1.579 -1.549 -3.839 -3.501 -5.418
+ ML 97 95 6 100 4 -3.796 -3.978 -0.491 -2.708 0.633 -0.561 -0.281 -0.077
+ MR 98 95 6 100 4 -4.869 -3.898 -1.707 -0.755 0.629 -0.600 -0.230 -0.088
+ D 99 95 6 100 4 -5.450 -5.131 -1.505 -0.746
+ IL 100 100 5 100 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 101 101 6 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 102 101 6 104 3 -9.164 -0.007 -8.299 -1.918 -2.241 -3.118 1.769
+ D 103 101 6 104 3 -7.299 -0.597 -1.589
+ IL 104 104 3 104 3 -1.447 -0.794 -4.147 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 105 104 3 107 3 -9.699 -0.007 -8.063 -1.774 -2.278 -2.282 1.721
+ D 106 104 3 107 3 -6.244 -1.543 -0.636
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 108 107 3 110 3 -9.700 -0.008 -7.904 -0.909 1.524 -2.506 -1.267
+ D 109 107 3 110 3 -6.204 -1.717 -0.552
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 111 110 3 113 3 -7.291 -0.016 -7.735 0.574 -1.776 0.852 -1.270
+ D 112 110 3 113 3 -6.252 -1.528 -0.644
+ IL 113 113 3 113 3 -1.498 -0.757 -4.199 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 114 113 3 116 3 -9.699 -0.035 -5.446 1.846 -3.191 -3.129 -2.466
+ D 115 113 3 116 3 -6.245 -1.758 -0.533
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 117 116 3 119 3 -6.495 -0.113 -3.956 0.693 -0.938 -0.368 0.119
+ D 118 116 3 119 3 -6.907 -2.286 -0.346
+ IL 119 119 3 119 3 -1.486 -0.758 -4.278 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
+ ML 120 119 3 122 2 * 0.000 -1.554 -0.927 -2.606 1.570
+ D 121 119 3 122 2 * 0.000
+ IL 122 122 3 122 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 60 ]
+ E 123 122 3 -1 0
+ [ BEGL 12 ]
+ S 124 54 1 125 1 0.000
+ [ BIF 13 ]
+ B 125 124 1 126 173
+ [ BEGL 14 ]
+ S 126 125 1 127 4 -0.020 -8.016 -7.423 -8.063
+ [ MATP 15 ]
+ MP 127 126 1 131 6 -10.078 -10.017 -0.011 -8.793 -9.073 -9.468 -4.239 -3.048 -4.653 1.394 -5.952 -4.905 0.065 -4.282 -4.318 3.190 -3.694 0.528 -0.161 -4.315 -1.886 -3.268
+ ML 128 126 1 131 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 129 126 1 131 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 130 126 1 131 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 131 131 5 131 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 132 132 6 132 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 16 ]
+ MP 133 132 6 137 6 -10.078 -10.017 -0.011 -8.793 -9.073 -9.468 -4.159 -4.409 -4.130 0.385 -2.911 -4.763 2.819 -4.298 -4.657 0.447 -4.418 -1.622 2.220 -3.769 -0.677 -3.030
+ ML 134 132 6 137 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 135 132 6 137 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 136 132 6 137 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 137 137 5 137 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 138 138 6 138 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 139 138 6 143 6 -10.078 -10.017 -0.011 -8.793 -9.073 -9.468 -3.546 -3.718 -4.121 1.034 -2.424 -4.684 1.982 -4.145 -4.029 1.143 -4.376 -1.347 2.560 -3.927 -0.551 -2.799
+ ML 140 138 6 143 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 141 138 6 143 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 142 138 6 143 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 143 143 5 143 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 144 144 6 144 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 145 144 6 149 4 -8.761 -8.968 -0.015 -7.382 0.028 -1.533 -1.540 0.425 -1.301 -1.867 1.660 -1.613 0.153 0.335 -1.863 -0.426 1.533 -1.359 0.502 -0.536
+ ML 146 144 6 149 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 147 144 6 149 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 148 144 6 149 4 -4.568 -4.250 -2.265 -0.520
+ IL 149 149 5 149 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 150 150 6 150 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 151 150 6 153 3 -9.701 -0.012 -7.183 1.885 -3.702 -3.271 -2.982
+ D 152 150 6 153 3 -6.174 -1.687 -0.566
+ IL 153 153 3 153 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 154 153 3 156 3 -9.696 -0.179 -3.116 0.587 -1.904 0.784 -0.974
+ D 155 153 3 156 3 -6.335 -1.848 -0.494
+ IL 156 156 3 156 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 157 156 3 159 3 -1.363 -0.784 -5.023 -0.495 -0.374 -1.728 1.148
+ D 158 156 3 159 3 -8.365 -0.380 -2.129
+ IL 159 159 3 159 3 -2.149 -0.442 -4.701 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 160 159 3 162 3 -9.628 -0.006 -8.282 -1.302 -2.701 1.678 -2.057
+ D 161 159 3 162 3 -7.516 -3.029 -0.197
+ IL 162 162 3 162 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 163 162 3 165 3 -9.628 -0.203 -2.945 -1.565 -2.555 1.661 -1.603
+ D 164 162 3 165 3 -7.516 -3.029 -0.197
+ IL 165 165 3 165 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 166 165 3 168 3 -1.300 -0.765 -7.499 -0.792 -0.878 -1.869 1.381
+ D 167 165 3 168 3 -6.978 -0.205 -3.008
+ IL 168 168 3 168 3 -1.981 -0.455 -5.863 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 169 168 3 171 2 * 0.000 1.777 -2.848 -2.203 -2.198
+ D 170 168 3 171 2 * 0.000
+ IL 171 171 3 171 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 26 ]
+ E 172 171 3 -1 0
+ [ BEGR 27 ]
+ S 173 125 1 174 3 -9.701 -0.011 -7.239
+ IL 174 174 2 174 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 175 174 2 177 5 -7.759 -0.017 -8.235 -8.719 -9.610 0.750 -1.507 0.457 -0.750
+ D 176 174 2 177 5 -5.046 -0.742 -4.307 -2.682 -2.595
+ IL 177 177 3 177 5 -2.435 -0.485 -4.114 -5.946 -5.220 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 178 177 3 182 6 -9.296 -9.194 -0.013 -8.793 -9.073 -9.468 -2.683 -3.380 -3.381 1.146 -2.118 -3.859 2.176 -2.862 -3.238 0.645 -3.937 -0.449 2.275 -2.896 -0.334 -2.021
+ ML 179 177 3 182 6 -6.265 -6.612 -1.288 -1.020 -6.461 -3.991 0.652 -0.576 -0.309 -0.073
+ MR 180 177 3 182 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 181 177 3 182 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 182 182 5 182 6 -2.598 -2.861 -0.748 -4.516 -5.292 -4.952 0.000 0.000 0.000 0.000
+ IR 183 183 6 183 5 -2.421 -0.491 -5.932 -4.100 -5.206 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 184 183 6 188 6 -10.078 -10.017 -0.011 -8.793 -9.073 -9.468 -3.980 -4.155 -4.130 1.219 -2.762 -4.332 2.296 -3.668 -4.424 0.783 -4.386 -0.904 2.301 -3.940 -0.390 -2.314
+ ML 185 183 6 188 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 186 183 6 188 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 187 183 6 188 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 188 188 5 188 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 189 189 6 189 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 190 189 6 194 6 -10.078 -10.017 -0.012 -8.793 -8.653 -9.468 -3.798 -2.695 -4.575 1.879 -3.594 -4.475 1.298 -4.354 -4.281 2.240 -4.089 -0.884 1.786 -4.063 -1.315 -2.921
+ ML 191 189 6 194 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 192 189 6 194 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 193 189 6 194 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 194 194 5 194 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 195 195 6 195 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 32 ]
+ MP 196 195 6 200 6 -10.077 -10.016 -0.011 -8.793 -9.072 -9.467 -3.889 -2.994 -5.030 1.554 -5.304 -4.912 1.147 -4.306 -4.260 2.966 -3.966 0.008 0.006 -4.271 -1.402 -2.781
+ ML 197 195 6 200 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 198 195 6 200 6 -7.008 -5.737 -1.584 -5.715 -0.849 -3.929 0.625 -0.604 -0.299 -0.019
+ D 199 195 6 200 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 200 200 5 200 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 201 201 6 201 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 33 ]
+ MP 202 201 6 206 4 -8.761 -8.968 -0.015 -7.382 -3.529 -3.175 -3.899 2.078 -3.070 -4.523 1.822 -4.035 -3.991 1.635 -3.812 -0.844 1.592 -3.711 -0.609 -2.239
+ ML 203 201 6 206 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 204 201 6 206 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 205 201 6 206 4 -4.568 -4.250 -2.265 -0.520
+ IL 206 206 5 206 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 207 207 6 207 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 208 207 6 210 3 -8.218 -0.009 -8.355 -1.228 0.987 -2.156 0.451
+ D 209 207 6 210 3 -6.174 -1.687 -0.566
+ IL 210 210 3 210 3 -1.466 -0.780 -4.166 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 211 210 3 213 3 -9.701 -0.006 -8.355 -3.327 -2.595 -4.090 1.878
+ D 212 210 3 213 3 -6.174 -1.687 -0.566
+ IL 213 213 3 213 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 214 213 3 216 3 -9.701 -0.006 -8.355 -0.878 -0.540 0.157 0.725
+ D 215 213 3 216 3 -6.174 -1.687 -0.566
+ IL 216 216 3 216 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 217 216 3 219 3 -9.701 -0.006 -8.355 0.263 -0.174 -0.403 0.211
+ D 218 216 3 219 3 -6.174 -1.687 -0.566
+ IL 219 219 3 219 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 220 219 3 222 3 -9.701 -0.006 -8.355 0.193 -0.108 -0.319 0.173
+ D 221 219 3 222 3 -6.174 -1.687 -0.566
+ IL 222 222 3 222 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 223 222 3 225 3 -9.701 -0.006 -8.355 1.606 -2.719 -0.767 -2.201
+ D 224 222 3 225 3 -6.174 -1.687 -0.566
+ IL 225 225 3 225 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 226 225 3 228 2 * 0.000 1.357 -0.729 -1.919 -0.810
+ D 227 225 3 228 2 * 0.000
+ IL 228 228 3 228 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 41 ]
+ E 229 228 3 -1 0
+//
diff --git a/testsuite/trna.list b/testsuite/trna.list
new file mode 100644
index 0000000..19c2a31
--- /dev/null
+++ b/testsuite/trna.list
@@ -0,0 +1,6 @@
+trna1415G-1-62
+trna1415G-1-73
+trna1415G-1-82
+trna1415G-1-12
+trna1415G-1-34
+trna1415G-1-12
diff --git a/testsuite/trna.xmask b/testsuite/trna.xmask
new file mode 100644
index 0000000..509f0fd
--- /dev/null
+++ b/testsuite/trna.xmask
@@ -0,0 +1 @@
+00111101101101011111111001110001111110101111101111100000000000000000000000000000000000000000000000001111101110111011111110001011110111100011110111011101100111011010111111101000
diff --git a/testsuite/trna1415G.sto b/testsuite/trna1415G.sto
new file mode 100644
index 0000000..1d3663c
--- /dev/null
+++ b/testsuite/trna1415G.sto
@@ -0,0 +1,11335 @@
+# STOCKHOLM 1.0
+#=GF AU Koala
+
+DA0260 ..GGGC.GA.AU.A.GUGUCAGC..GGG...AGCACA.C.CAGAC.UUGC
+#=GR DA0260 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0261 ..GGGC.GA.AU.A.GUGUCAGC..GGG...AGCACA.C.CAGAC.UUGC
+#=GR DA0261 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0340 ..GGGC.UC.GU.A.GCUCAGC...GGG...AGAGCG.C.CGCCU.UUGC
+#=GR DA0340 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0380 ..GGGC.CC.AU.A.GCUCAGU...GGU...AGAGUG.C.CUCCU.UUGC
+#=GR DA0380 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0420 ..GGGC.CC.AU.A.GCUCAGU...GGU...AGAGUG.C.CUCCU.UUGC
+#=GR DA0420 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0580 ..GGGC.CC.GU.A.GCUCAGAC.UGGG...AGAGCG.C.CGCCC.UUGC
+#=GR DA0580 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0620 ..GGGC.CC.GU.A.GCUCAGAC.UGGG...AGAGCG.C.CGCCC.UUGC
+#=GR DA0620 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DA0660 ..GGGC.CC.GU.A.GCUCAGUU..GGG...AGAGCG.C.UGCCC.UUGC
+#=GR DA0660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
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+#=GR DA5160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
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+DC5220 ..GACU.CU.GU.A.GUGAAGU..........UCAUA.A.UGAGU.UGCA
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+DC5320 ..GGUC.UU.AA.G.GUGAUA..........UUCAUG.U.CGAAU.UGCA
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+DC6280 ..GCUC.GU.AU.G.GCGCAGU...GGU...AGCGCA.G.CAGAU.UGCA
+#=GR DC6280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DC8100 ..GGGG.GU.AU.A.GCUCAGGG..GUA....GAGCA.U.UUGAC.UGCA
+#=GR DC8100 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DC8101 ..GCGG.GU.AU.A.GCUCAGGG..GUA....GAAUA.U.UUGAC.UGCA
+#=GR DC8101 SS ..<.<<.<<.<....<.<<.............>>.>..<.<<<<......
+DD0260 ..GCGA.CC.GG.G.GCUGGCUU..GGUA..AUGGUA.C.UCCCC.UGUC
+#=GR DD0260 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DD0660 ..GCCC.UG.GU.G.GUGUAGCU.CGGCCU.AUCAUA.C.AGGAC.UGUC
+#=GR DD0660 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DD0680 ..GCCC.UG.GU.G.GUGUAGU...GGCU..AUCAUG.C.GGGCC.UGUC
+#=GR DD0680 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DD0740 ..GCCC.UG.GU.G.GUGUAGCU.CGGCCU.AUCAUA.C.AGGAC.UGUC
+#=GR DD0740 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DD1140 ..GGCC.CC.AU.A.GCGAAGUU..GGUU..AUCGCG.C.CUCCC.UGUC
+#=GR DD1140 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DD1180 ..GGCC.CC.AU.A.GCGAACGU.UGGUU..AUCGCG.C.CUCCC.UGUC
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+DK2520 ..GAGU.UG.GU.A.GCUCAGUU..GGU...AGAGCA.C.UCGGC.UUUU
+#=GR DK2520 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK2580 ..GGGU.UG.CU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK2580 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK2600 ..GGGU.UG.CU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK2600 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK2920 ..GGGU.UG.CU.A.ACUCAAC...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK2920 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK3200 ..GGGU.UG.CU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK3200 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK3220 ..GGGU.UG.CU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK3220 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK3230 ..GGGU.UG.CU.A.ACUCAAU...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK3230 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK3240 ..GGGU.UG.CU.A.ACUCAAC...GGU...AGAGUA.C.UCGGC.UUUU
+#=GR DK3240 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK3880 ..GAGA.CU.UU.A.GUUUAAU...GGU...AAAACA.U.AUGAC.UUUU
+#=GR DK3880 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK4000 ..GAGA.AU.AU.U.GUUUAAU...GGU...AAAACA.G.UUGUC.UUUU
+#=GR DK4000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4030 ..GAGA.GU.AU...UGUUUAAU..GGUA..AAACAU.U.CUGUC.UUUU
+#=GR DK4030 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK4050 ..GAGA.AU.AU.U.GUUUAAU...GGU...AAAACA.G.UUGCC.UUUU
+#=GR DK4050 SS ..<<<<.<<.<....<<<<.............>>>>..<..<<<......
+DK4080 ..GAGA.GU.AU.U.GUUUAAA...GGU...AAAACA.G.UUGUC.UUUU
+#=GR DK4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4340 ..GGGU.GU.AU.A.GCUCAGUU..GGU...AGAGCA.U.UGGGC.UUUU
+#=GR DK4340 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4440 ..GGGU.GU.AU.A.GCUCAGUU..GGU...AGAGCA.U.UGGGC.UUUU
+#=GR DK4440 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4480 ..GGGU.GU.AU.A.GCUCAGUU..GGU...AGAGCA.U.UGGGC.UUUU
+#=GR DK4480 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4500 ..GGGU.GU.AU.A.GCUCAGUU..GGU...AGAGCA.A.UAGGC.UUUU
+#=GR DK4500 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK4620 ..CUGG.GG.GU.A.GCUUAA....GAUU..AAAGUU.U.GGAAU.UCUU
+#=GR DK4620 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4700 ..UAAG.CU.AA.A.GCUUUG....AA....GAAGCG.U.UAAAC.UUUU
+#=GR DK4700 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK4760 ..CAUC.AG.AU.G.ACUGAA....AG....UAAGUA.A.UGGUC.UCUU
+#=GR DK4760 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DK4840 ..CAUU.AG.AU.G.ACUGAA....AG....CAAGUA.C.UGGUC.UCUU
+#=GR DK4840 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DK4880 ..CAUU.AG.AU.G.ACUGAA....AG....CAAGUA.C.UGGUC.UCUU
+#=GR DK4880 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DK5040 ..CCUU.AA.UU.A.GCUUAUU...AU....AAAGCC.C.UAAAC.UCUU
+#=GR DK5040 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DK5080 ..CCUU.AA.UU.A.GCUUAU....UU....AAAGCU.U.UAGAC.UCUU
+#=GR DK5080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK5100 ..CACU.AA.GA.A.GCUAAUAU..GGGU..UAAGCA.C.CAGCC.UUUU
+#=GR DK5100 SS ..<<.<.<<.<....<<<...............>>>..<.<<<<......
+DK5120 ..CACU.AA.GA.A.GCUAAAU...GGGCA.UUAGCG.A.CAGCC.UUUU
+#=GR DK5120 SS ..<<.<.<<.<....<<<<.............>>>>..<.<<<<......
+DK5220 ..CAUU.AA.GA.A.GCUAUG....CA....CCAGCA.C.UAGCC.UUUU
+#=GR DK5220 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DK5280 ..CAUU.GC.GA.A.GCUU............AGAGCG.U.UAACC.UUUU
+#=GR DK5280 SS ..<<.<.<..<....<<<<.............>>>>..<.<<<<......
+DK5281 ..CAUU.GC.GA.A.GCUU............AGAGCG.U.UAACC.UUUU
+#=GR DK5281 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DK5320 ..CACU.AU.GA.A.GCUA............AGAGCG.U.UAACC.UUUU
+#=GR DK5320 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DK5360 ..CACU.AA.GA.A.GCUAU...........AUAGCA.C.UAACC.UUUU
+#=GR DK5360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK5880 ..CACU.GU.AA.A.GCUAAC..........UUAGCA.U.UAACC.UUUU
+#=GR DK5880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6050 ..GCCC.UU.CU.A.GCUCAGUC..GGU...AGGGCG.C.ACGGC.UCUU
+#=GR DK6050 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6051 ..GCCU.UC.CU.A.GCUCAGU...GGU...AGAGCG.C.ACGGC.UUUU
+#=GR DK6051 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6052 ..GCCC.UU.CU.A.GCUCAGUC..GGU...AGAGCG.C.ACGGC.UCUU
+#=GR DK6052 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6160 ..GCCC.AG.AU.A.GCUCAGUC..GGU...AGAGCG.C.AAGGC.UUUU
+#=GR DK6160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6161 ..GCCC.GG.CU.A.GCUCAGUC..GGU...AGAGCG.C.CAGAC.UCUU
+#=GR DK6161 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6280 ..UCCU.UG.UU.A.GCUCAGUU..GGU...AGAGCG.U.UCGGC.UUUU
+#=GR DK6280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6281 ..GCCU.UG.UU.G.GCGCAAUC..GGU...AGCGCG.U.AUGAC.UCUU
+#=GR DK6281 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK6320 ..UCCC.GA.GU.G.GCUCAAUC..GGUUU.AGAGCG.U.CUGAC.UCUU
+#=GR DK6320 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK7560 ..GCCC.GG.UU.A.GCUCAGUC..GGU...AGAGCA.C.CAGAC.UCUU
+#=GR DK7560 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK7680 ..GCCC.GG.CU.A.GCUCAGUC..GGU...AGAGCA.U.GAGAC.UCUU
+#=GR DK7680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK7740 ..GCCC.GG.CU.A.GCUCAGUC..GGU...AGAGCA.U.GAGAC.UCUU
+#=GR DK7740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK7741 ..GCCC.GG.AU.A.GCUCAGUC..GGU...AGAGCA.U.UGGAC.UUUU
+#=GR DK7741 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK7920 ..GCCC.GC.AU.A.GCUCAGUC..GGU...AGAGCA.U.CAGAC.UUUU
+#=GR DK7920 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DK8040 ..GCCC.GG.CU.A.GCUCAGUU..GGU...AGAGCA.U.GAGAC.UCUU
+#=GR DK8040 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK8100 ..GCCU.GG.AU.A.GCUCAAUU..GGU...AGAGCA.U.CAGAC.UUUU
+#=GR DK8100 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK8101 ..GCCC.GG.CU.A.GCUCAGUC..GGU...AGAGCA.U.GAGAC.UCUU
+#=GR DK8101 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK9160 ..GCCC.GG.CU.A.GCUCAGUC..GGU...AGAGCA.U.GAGAC.UCUU
+#=GR DK9160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK9990 ..GCCC.GG.AU.A.GCUCAGUC..GGU...AGAGCA.U.CAGAC.UUUU
+#=GR DK9990 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DK9991 ..GCCC.GG.CU.A.GCUCAGUC..GGU...AGAGCA.U.GAGAC.UCUU
+#=GR DK9991 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL0220 ..GCGA.GA.AU.G.GUCAAAUU..GGUA..AAGGCA.C.AGCAC.UUAA
+#=GR DL0220 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL0260 ..GGGG.CU.AU.G.CUGGAACU..GGUA..GACAAU.A.CGGCC.UUAG
+#=GR DL0260 SS ..<<<<.<<.<.....<<...............>>...<.<<<.......
+DL0440 ..GCAG.GG.AU.A.GCCAAGUU.UGGCCA.ACGGCG.C.AGCGU.UCAG
+#=GR DL0440 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL0660 ..GCAG.GG.GU.U.GUCGAGCC.UGGCCA.AAGAUG.C.AGGAC.UUAG
+#=GR DL0660 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL0680 ..GCGG.GG.GU.G.CCCGAGU...GGUCA.AAGGGG.A.CAGGC.UUAG
+#=GR DL0680 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL0860 ..GCGG.GG.GU.G.CCCGAGCA.AGGUCA.AAGGGG.U.CGGGC.UCAG
+#=GR DL0860 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL0980 ..GCGG.GG.GU.G.CCCGAGCC.AGGUA..AAGGGG.C.AGGGC.UCAA
+#=GR DL0980 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL0981 ..GCGG.GG.GU.G.CCCGAGCC.AGGUA..AAGGGG.C.AGGGU.UCAG
+#=GR DL0981 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1140 ..CCCC.AA.GU.G.GCGGAAUA..GGUA..GACGCA.U.UGGAC.UUAA
+#=GR DL1140 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1141 ...GGG.GA.UU...GGCGGAAU.UGGCA..GACGCA.C.UAGAC.UUAG
+#=GR DL1141 SS ...<<<.<<.<....<...................>..<.<<<<......
+DL1200 ..GCCC.AA.GU.G.GCGGAAU...GGUA..GACGCA.U.GGGAU.UUAA
+#=GR DL1200 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1220 ..GGGG.GA.UU.G.GCGGAAUU..GGCA..GACGCA.C.UAGAC.UUAG
+#=GR DL1220 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1230 ..CCCC.GU.GU.G.GCGAAAU...GGUA..GACGCG.C.UUGAC.UCAA
+#=GR DL1230 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1231 ..GCGG.GU.GU.G.GCGAAAUU..GGCA..GACGCA.C.UAGAC.UUAG
+#=GR DL1231 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1232 U.GCCC.GG.GU.G.GUGAAAUC..GGUA..GACACG.C.AGGAC.UUAA
+#=GR DL1232 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1310 ..GCCC.GG.AU.G.GUGGAA....UGCA..GACACG.G.CGAGC.UUAA
+#=GR DL1310 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1540 ..GCGG.AU.GU.G.GCGGAAUU..GGCA..GACGCG.C.UAGAA.UCAG
+#=GR DL1540 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1541 ..GCCG.GG.GU.G.GUGGAAUU..GGCA..GACACA.C.AGGAC.UUAA
+#=GR DL1541 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1542 ..GCCG.GG.GU.G.GUGGAAUU..GGCA..GACACA.C.AGGAC.UUAA
+#=GR DL1542 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1543 ..GCCG.GU.GU.G.GCGGAAUU..GGCA..GACGCG.C.ACGAC.UCAA
+#=GR DL1543 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1544 ..GCGG.GU.GU.G.GCGGAAUU..GGCA..GACGCG.C.UAGAC.UUAG
+#=GR DL1544 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1660 ..GCGA.AG.GU.G.GCGGAAUU..GGUA..GACGCG.C.UAGCU.UCAG
+#=GR DL1660 SS ..<<<<..<.<....<<<...............>>>..<.<<<<......
+DL1661 ..GCGG.GA.GU.G.GCGAAAUU..GGUA..GACGCA.C.CAGAU.UUAG
+#=GR DL1661 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1662 ..GCCG.AA.GU.G.GCGAAAUC..GGUA..GACGCA.G.UUGAU.UCAA
+#=GR DL1662 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1663 ..GCCG.AG.GU.G.GUGGAAUU..GGUA..GACACG.C.UACCU.UGAG
+#=GR DL1663 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1664 ..GCCC.GG.AU.G.GUGGAAUC..GGUA..GACACA.A.GGGAU.UUAA
+#=GR DL1664 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1700 ..GCGA.AG.GU.G.GCGGAAUU..GGUA..GACGCG.C.UAGCU.UCAG
+#=GR DL1700 SS ..<<<<..<.<....<<<...............>>>..<.<<<<......
+DL1750 ..GCGG.AA.GU.G.GCGGAAUU..GGUA..GACGCA.C.UAGAU.UUAG
+#=GR DL1750 SS ..<<<<.<<.<....<<<...............>>>..<...<<......
+DL1780 ..GCGA.AG.GU.G.GCGGAAUU..GGUA..GACGCG.C.UAGCU.UCAG
+#=GR DL1780 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1940 ..GCCC.AG.AU.G.GCGGAAUU..GGUA..GACGCG.C.CAGCU.UCAG
+#=GR DL1940 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL1980 ..GCCC.AG.GU.G.GCGGAAUU..GGUA..GACGCG.C.AUGGU.UCAG
+#=GR DL1980 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2000 ..GCCC.GA.GU.G.GUGGAAUC..GGUA..GACACA.A.GGGAU.UUAA
+#=GR DL2000 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2180 ..GGGG.AU.GU.G.GUGGAAUU..GGUA..GACGCA.A.CGGAC.UUAA
+#=GR DL2180 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2520 ..GCAG.GC.AU.G.GCGGAAUU.UGGUA..GACGCG.C.AGGAU.UUAG
+#=GR DL2520 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2521 ..GCCU.UC.GU.G.GUGAAAU...GGUA..GACACU.C.AUGAC.UUAA
+#=GR DL2521 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2522 ..UCCU.UC.GU.G.GUGAAAU...GGUA..AACACG.U.GUGAU.UCAA
+#=GR DL2522 SS ...<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2600 ..GCCU.UG.AU.G.GUGAAAU...GGUA..GACACG.C.GAGAU.UCAA
+#=GR DL2600 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2601 ..GGGG.GU.AU.G.GCGAAAUU..GGUA..GACGCU.G.CGGAC.UUAA
+#=GR DL2601 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2602 ..GCCG.CU.AU.G.GUGAAAUU..GGUA..GACACG.C.UGCUC.UUAG
+#=GR DL2602 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2700 ..GCCG.CC.AU.G.GUGAAAUU..GGUA..GACACG.C.UGCUC.UUAG
+#=GR DL2700 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2701 ..GGGG.AU.AU.G.GCGAAAUC..GGUA..GACGCU.A.CGGAC.UUAA
+#=GR DL2701 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2702 ..GCCU.UG.AU.G.GUGAAAU...GGU.A.GACACG.C.GAGAC.UCAA
+#=GR DL2702 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2720 ..GGGG.AU.AU.G.GCGAAAUC..GGUA..GACGCU.A.CGGAC.UUAA
+#=GR DL2720 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2721 ..GCCU.UG.AU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAA
+#=GR DL2721 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2740 ..GCCG.CU.AU.G.GUGAAAUU..GGUA..GACACG.U.UGCUC.UUAG
+#=GR DL2740 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2800 ..GCCU.UG.GU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAA
+#=GR DL2800 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2920 ..GCCG.CU.AU.G.GUGAAAUU..GGUA..GACACG.C.UGCUC.UUAG
+#=GR DL2920 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2921 ..GGGG.AU.AU.G.GCGAAAUC..GGUA..GACGCU.A.CGGAC.UUAA
+#=GR DL2921 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL2922 ..GCCU.UG.GU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAA
+#=GR DL2922 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3200 ..GCCU.UG.GU.G.GUGAAAUGGUGGUA..GACACG.C.GAGAC.UCAA
+#=GR DL3200 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3280 ..GCCU.UG.GU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAA
+#=GR DL3280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3360 ..GCCU.UG.GU.G.GUGAAAU...GGUA..GACACG.C.GAGAC.UCAA
+#=GR DL3360 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3361 ..GGGG.AU.AU.G.GCGAAAUU..GGUA..GACGCU.A.CGGAC.UUAA
+#=GR DL3361 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3400 ..GGGG.AU.AU.G.GCGAAAUC..GGUA..GACGCU.A.CGGAC.UUAA
+#=GR DL3400 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3800 ..ACUU.AU.GU.G.GCGGAACA..GGUA..GACGCG.U.GGGAC.UUAA
+#=GR DL3800 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3840 ..ACUU.AU.GU.G.GCGGAAUA..GGUA..GACGCG.U.GGGAC.UUAA
+#=GR DL3840 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3880 ..AUCC.GA.GU.G.CUGGAAUU..GGUA..GACAGU.C.UUAGC.UUAA
+#=GR DL3880 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL3881 ..AUGG.GU.AU.G.CUGAAAUA.AGGUA..AACAGG.U.UCCGC.UUAG
+#=GR DL3881 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4000 ..GCUA.UU.UU.G.GUGGAAUU..GGUA..GACACG.A.UACUC.UUAA
+#=GR DL4000 SS ..<<<<.<<.<....<<<...............>>>..<.<<<.......
+DL4020 ..AUGA.CU.AU.G.GCGGAAUU..GGUA..GACGCG.A.UUAGU.UUAG
+#=GR DL4020 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4030 ..GCUA.CU.UU.G.GUGGAAUC..GGUA..GACACG.A.CGCAC.UUAA
+#=GR DL4030 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4040 ..GCCU.AA.AU.G.CUGGAAUU.UGGUA..GACAGA.A.CAAAC.UUAA
+#=GR DL4040 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4050 ..GCUA.CU.UU.G.GUGGAAAU..GGUA..GACACG.A.CACUC.UUAA
+#=GR DL4050 SS ..<<<<.<<.<....<<<...............>>>..<.<<<.......
+DL4070 ..GCUA.UU.UU.G.GUGGAAUU..GGUA..GACACG.A.CGCAC.UUAA
+#=GR DL4070 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4080 ..GCUA.UU.UU.G.GUGGAAUU..GGUA..GACACG.A.UACUC.UUAA
+#=GR DL4080 SS ..<<<<.<<.<....<<<...............>>>..<.<<<.......
+DL4360 ..GGGU.GU.AU.A.GCUCAGUU..GGU...AGAGCA.G.UGGGC.UUUU
+#=GR DL4360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL4500 ..GCGC.AU.UU.G.GUGAAAAA..GGUA..AACACG.A.CGGAU.UUAA
+#=GR DL4500 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4501 ..ACUC.GC.UU.G.GUGGAAC...GGCA..AACACG.G.CAGAC.UCAA
+#=GR DL4501 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4502 ..GCGG.AU.AU.G.AUGGAAUU..GGUA..GACAUG.C.CAGGU.UUAG
+#=GR DL4502 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4700 ..UGAA.AG.CU.G.GCAGAG....UU....AAUGCG.C.UUGAU.UUAG
+#=GR DL4700 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DL4701 ..CACA.AG.CU.G.GCAGAC....AU....AAUGCA.U.ACGAU.UUAA
+#=GR DL4701 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DL4760 ..ACUA.UU.UU.G.GCAGAUA.........AGUGCA.A.UGAAU.UUAG
+#=GR DL4760 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4761 ..UCUA.AU.AU.G.GCAGAUU.........AAUGCA.U.UAGAU.UUAA
+#=GR DL4761 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4800 ..ACUA.UU.UU.G.GCAGAUU.........AGUGCA.G.UAAAU.UUAG
+#=GR DL4800 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4840 ..UCUA.AU.AU.G.GCAGAUU.........AGUGCA.A.UAGAU.UUAA
+#=GR DL4840 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4880 ..UCUA.AU.AU.G.GCAGAUU.........AGUGCA.A.UGGAU.UUAA
+#=GR DL4880 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4921 ..ACUA.UU.UU.G.GCAGAUU.........AGUGCA.A.UAAAU.UUAG
+#=GR DL4921 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL4980 ..GCUU.GA.GU.A.GCAAAGAG..GGUUU.AAUGCU.U.GAGAU.UUAG
+#=GR DL4980 SS ..<<<..<<.<....<<<...............>>>..<.<<<<......
+DL4981 ..GUUG.AA.GU.A.GCAAAGA...GGUA..AAUGCG.A.GAAUC.CUAA
+#=GR DL4981 SS ..<<<<.<<.<....<<<...............>>>..<.<<<.......
+DL5000 ..GCUG.GG.GU.A.GCAAAGU...GGUU..ACUGCA.G.UAGAU.UUAG
+#=GR DL5000 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5001 ..GCUG.AA.AU.A.GCAAAGU...GGU...AAUGCG.A.GAAGC.CUAA
+#=GR DL5001 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5020 ..GCUU.GA.GU.A.GCAAAGC...GGUU..AAUGCU.U.GAGAU.UUAG
+#=GR DL5020 SS ..<<<..<<.<....<<<...............>>>..<.<<<<......
+DL5021 ..GUUG.CA.GU.A.GCAAAGC...GGUU..AAUGCG.A.GAAUC.CUAA
+#=GR DL5021 SS ..<<<<..<.<....<<<...............>>>..<.<<<.......
+DL5040 ..GCUG.AA.AU.A.GCAAGU....GGUU..AAUGCA.A.AAGAC.UUAG
+#=GR DL5040 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5041 ..GCUA.AA.AU.A.GCAAAGU...GGUU..AAUGCA.G.AAGGC.CUAA
+#=GR DL5041 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5080 ..GCUG.AA.GU.A.GCAAAAGU..GGU...UAUGCA.A.AAGAC.UUAG
+#=GR DL5080 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5081 ..CUAA.AG.UA...GCAAAGU...GGUU..AAUGCA.G.AAGGC.CUAA
+#=GR DL5081 SS ..<<<<.<<......<<<...............>>>..<.<<<<......
+DL5100 ..GCUC.CU.AA.A.GGAUAAU...AGCU..CAUCCG.U.UGGUC.UUAG
+#=GR DL5100 SS ..<<<..<<.<....<<<<.............>>>>..<.<<<<......
+DL5120 ..GCUA.GC.GU.G.GCAGAGCC.UGGCU..AAUGCG.A.AAGAC.CUAA
+#=GR DL5120 SS ..<.<<.<<.<....<<<...............>>>..<.<<<<......
+DL5121 ..GCUU.UU.AA.A.GGAAAAC...AGUC..UAUCCG.C.UGGUC.UUAG
+#=GR DL5121 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5160 ..GCUU.UU.AA.A.GGAAAAG...AGC...CCUCCA.C.UGGUC.UUAG
+#=GR DL5160 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL5220 ..ACUU.UU.AA.A.GGAUAAG...AGC...AAUCCG.U.UGGUC.UUAG
+#=GR DL5220 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DL5221 ..GCUA.GC.GU.G.GCAGAGCU.CGGCA..AAUGCA.A.AAGGC.UUAA
+#=GR DL5221 SS ..<<<<.<..<....<<<...............>>>..<.<<<<......
+DL5280 ..ACUU.UU.AU.A.GGAUAGA...AGU...AAUCCA.U.UGGUC.UUAG
+#=GR DL5280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5281 ..AUUA.GG.GU.G.GCAGAGCC.AAGUA..AUUGCG.U.AAGAC.UUAA
+#=GR DL5281 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5320 ..ACUU.UU.AU.A.GGAUAAU...AGU...AAUCCA.U.UGGUC.UUAG
+#=GR DL5320 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5321 ..AUUA.GG.GU.G.GCAGAGCC.AGGAA..AUUGCG.U.AAGAC.UUAA
+#=GR DL5321 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5360 ..GUUA.AG.GU.G.GCAGAGCC.CGGUA..AUUGCA.U.AAAAC.UUAA
+#=GR DL5360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5361 ..ACUU.UU.AA.A.GGAUAGU...AGUU..UAUCCG.U.UGGUC.UUAG
+#=GR DL5361 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5440 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGACC.UUAG
+#=GR DL5440 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5480 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGACC.UUAG
+#=GR DL5480 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5520 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGACC.UUAG
+#=GR DL5520 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5560 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGGCC.UUAG
+#=GR DL5560 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5600 ..ACUU.UU.AA.A.GGAUAGU...AGU...UAUCCA.U.UGGUC.UUAG
+#=GR DL5600 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5640 ..ACUU.UU.AA.A.GGAUAGA...AGU...AAUCCA.U.CGGUC.UUAG
+#=GR DL5640 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5680 ..ACUU.UU.AA.A.GGAUAGA...AGU...AAUCCA.U.UGGCC.UUAG
+#=GR DL5680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DL5720 ..ACUU.UU.AA.A.GGAUAAC...AGC...CAUCCG.U.UGGUC.UUAG
+#=GR DL5720 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5760 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGGUC.UUAG
+#=GR DL5760 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5800 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGGUC.UUAG
+#=GR DL5800 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5840 ..GCUU.UU.AA.A.GGAUAAC...AGC...UAUCCC.U.UGGUC.UUAG
+#=GR DL5840 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5880 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGGUC.UUAG
+#=GR DL5880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL5881 ..ACUU.UU.AA.A.GGAUAAC...AGC...UAUCCA.U.UGGUC.UUAG
+#=GR DL5881 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DL6160 ..GCAA.GG.GU.A.GGAAAGUC.UGGUUA.AAUCCG.U.GUGAC.UUAA
+#=GR DL6160 SS ..<<<<.<<.<....<<<...............>>>..<.<.<<......
+DL6200 ..GGCA.AG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.CACGU.UAAG
+#=GR DL6200 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL6280 ..GGUU.GU.UU.G.GCCGAGC...GGUCU.AAGGCG.C.CUGAU.UCAA
+#=GR DL6280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL6281 ..GGAG.GG.UU.G.GCCGAGC...GGUCU.AAGGCG.G.CAGAC.UUAA
+#=GR DL6281 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL6980 ..GUCA.GG.AU.G.GCCGAGU...GGUCU.AAGGCG.C.CAGAC.UCAA
+#=GR DL6980 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL7560 ..GGAG.AG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.UGGUU.UAAG
+#=GR DL7560 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL7740 ..GUCA.GG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.CAGAC.UCAA
+#=GR DL7740 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL7741 ..GUCA.GG.AU.G.GCCGAGU...GGUCU.AAGGCG.C.UGCGU.UCAG
+#=GR DL7741 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL7920 ..GUCA.GG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.UGCGU.UCAG
+#=GR DL7920 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL8100 ..GUCA.GG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.UGCGU.UCAG
+#=GR DL8100 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL9160 ..GUCA.GG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.UGCGU.UCAG
+#=GR DL9160 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL9161 ..GUCA.GG.AU.G.GCCGAGU...GGUCU.AAGGCG.C.UGCGU.UCAG
+#=GR DL9161 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL9162 ..GUCA.GG.AU.G.GCCGAGC...GGUCU.AAGGCG.C.UGCGU.UCAG
+#=GR DL9162 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL9990 ..GGUA.GC.GU.G.GCCGAGC...GGUCU.AAGGCG.C.UGGAU.UUAG
+#=GR DL9990 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DL9991 ..GGUA.GC.GU.G.GCCGAGC...GGUCU.AAGGCG.C.UGGAU.UAAG
+#=GR DL9991 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DM0260 ..AGUU.AG.UU.G.GCAGAGU...GGU...UAUGCA.C.CUCCU.UCAU
+#=GR DM0260 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DM0680 ..GGGC.CC.AU.AAGCUUAGCC.AGGU...AGAGCG.C.CCGGC.UCAU
+#=GR DM0680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM0900 ..AGCG.GG.GU.G.GGGUAGUC.AGGA...AAUCCG.A.UGGGC.UCAU
+#=GR DM0900 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM0960 ..GCCG.GG.GU.C.GCCUAGCC.UGGUCA.AGGGCG.C.CGGAC.UCAU
+#=GR DM0960 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1140 ..GGCG.GG.GU.A.GCUCAGUU..GGUU..AGAGCG.U.UCGGU.UCAU
+#=GR DM1140 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1180 ..GGCG.GG.GU.A.GCUCAGUU..GGUU..AGAGCG.U.UCGGU.UCAU
+#=GR DM1180 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1230 ..GGCG.GU.GU.A.GCUCAGCU..GGCU..AGAGCG.U.GCGGU.UCAU
+#=GR DM1230 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1231 ..CGCG.GG.AU.A.GAGCAGUC.UGGU...AGCUCG.U.CGGGC.UCAU
+#=GR DM1231 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1260 ..GGCG.GG.AU.A.GCUCAGCU..GGUU..AGAGCG.C.UCGGC.UCAU
+#=GR DM1260 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1540 ..GGAC.CU.UU.A.GCUCAGUU..GGUU..AGAGCA.G.ACGGC.UCAU
+#=GR DM1540 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1541 ..GGCG.GU.GU.A.GCUCAGCU..GGCU..AGAGCG.U.ACGGU.UCAU
+#=GR DM1541 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1660 ..GGCU.AC.GU.A.GCUCAGUU..GGUU..AGAGCA.C.AUCAC.UCAU
+#=GR DM1660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM1750 ..GGCU.AC.GU.A.GCUCAGUU..GGUU..AGAGCA.C.AUCAC.UCAU
+#=GR DM1750 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2520 ..GGCU.CA.GU.A.GCUCAGA...GGAU..AGAGCA.G.GGGAU.UCAU
+#=GR DM2520 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DM2600 ..ACCU.AC.UU.A.ACUCAGU...GGUUU.AGAGUA.U.CGCUU.UCAU
+#=GR DM2600 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2610 ..ACCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.C.UGCUU.UCAU
+#=GR DM2610 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2640 ..GCCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM2640 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2680 ..GCCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM2680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2700 ..GCCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM2700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2701 ..AGCG.GA.GU.A.GAGCAGUU.UGGU...AGCUCA.C.GAGGC.UCAU
+#=GR DM2701 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2720 ..GCCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM2720 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2760 ..ACCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM2760 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2840 ..ACCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM2840 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM2920 ..ACCU.AC.UU.A.ACUCAGU...GGUU..AGAGUA.C.UGCUU.UCAU
+#=GR DM2920 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM3280 ..ACCU.AC.UU.A.ACUCAGC...GGUU..AGAGUA.U.UGCUU.UCAU
+#=GR DM3280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM3640 ..AGAC.AC.GU.A.GCUUAGU...GGU...AAAGCA.C.UGGUC.UCAU
+#=GR DM3640 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM3880 ..GCCA.AA.GU.A.GUUUAAU...GGU...AGAACA.A.UAAUU.UCAU
+#=GR DM3880 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DM3881 ..AAGA.CU.AU.A.GCUUAAUC..GGU...AAAGCG.A.ACCAC.UCAU
+#=GR DM3881 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM3920 ..ACCU.GG.GU.A.GUUUAAA...GGU...AAAACC.U.UAAUU.UCAU
+#=GR DM3920 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM3960 ..GCCC.GG.GU.A.GUUUAAA...GGU...AAAACC.U.UAAUU.UCAU
+#=GR DM3960 SS ..<<<..<<.<....<<<<.............>>>>..<.<<<<......
+DM4000 ..GCUU.GU.AU.A.GUUUAAUU..GGUU..AAAACA.U.UUGUC.UCAU
+#=GR DM4000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4010 ..AGUA.AU.AU.G.AUGUAAUU..GGUU..AACAUA.U.UAGGC.UCAU
+#=GR DM4010 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4020 ..UGCA.UU.AU.G.AUGUAAUU..GGU...AACAUA.C.AAGGC.UCAU
+#=GR DM4020 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DM4021 ..AGAA.UU.AU.A.GCUUAAUC.UGGU...AAAGCA.G.UCCAC.UCAU
+#=GR DM4021 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DM4080 ..ACUU.GU.AU.A.GUUUAAAU..GGUU..AAAACA.U.UUGUC.UCAU
+#=GR DM4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4240 ..ACCU.AC.UU.G.ACUCAGC...GGUU..AGAGUA.U.CGCUU.UCAU
+#=GR DM4240 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4280 ..ACCU.AC.UU.G.ACUCAGC...GGUU..AGAGUA.U.CGCUU.UCAU
+#=GR DM4280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4480 ..GGGC.UU.AU.A.GUUUAAUU..GGUU..GAAACG.U.ACCGC.UCAU
+#=GR DM4480 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4481 ..ACCU.AC.UU.G.ACUCAGC...GGUU..AGAGUA.U.CGCCU.UCAU
+#=GR DM4481 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4500 ..CGCG.GG.AU.A.GAGUAAUU..GGU...AACUCG.U.CAGGC.UCAU
+#=GR DM4500 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4501 ..GUCG.GA.AU.A.GUUUAGUA..GGGU..AGAACA.G.CGGGA.UCAU
+#=GR DM4501 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4700 ..GGUA.AA.GU.A.GUCUAAU...GA....AGGACA.G.AAGAC.CUAU
+#=GR DM4700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM4701 ..GGUA.AA.GU.G.GUCUAAU...AU..U.AGGAUA.U.AGGGC.UCAU
+#=GR DM4701 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM5000 ..AGUA.AA.GU.A.AGCUAAU...AAA...AAGCUU.U.UGGGU.UCAU
+#=GR DM5000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM5220 ..AGUA.AG.GU.C.AGCUAA....CU....AAGCUA.U.CGGGC.CCAU
+#=GR DM5220 SS ..<<<<..<.<....<<<<.............>>>>..<.<<<<......
+DM6160 ..AGCU.UC.UU.A.ACUCAGG...GGU...AGAGUG.C.GAGGC.CCAU
+#=GR DM6160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DM6280 ..GCUU.CA.GU.A.GCUCAGUA..GGA...AGAGCG.U.CAGUC.UCAU
+#=GR DM6280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DM6900 ..GGGG.UG.GU.G.GCGCAGUU..GGGC..AGCGCG.U.AGGUC.UCAU
+#=GR DM6900 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DM7740 ..AGCA.GA.GU.G.GCGCAGU...GGA...AGCGUG.C.UGGUC.CCAU
+#=GR DM7740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DN0660 ..GCCU.CC.UU.A.GCUCAGUA..GGUA..GCAGCG.A.UGGAC.UGUU
+#=GR DN0660 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DN0680 ..GCCG.CC.GU.A.GCUCAGUA..GGUA..GGAGCG.C.UCGGC.UGUU
+#=GR DN0680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1140 ..GGCU.UU.UU.A.GCUCAGCA..GGU...AGAGCA.A.CCGGC.UGUU
+#=GR DN1140 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1180 ..GGCU.UU.UU.A.GCUCAGCA..GGU...AGAGCA.A.CCGGC.UGUU
+#=GR DN1180 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1230 ..GCCU.AC.UU.A.GCUCAGUU..GGUU..AGAGCA.C.CUGAC.UGUU
+#=GR DN1230 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1350 ..UCCU.CG.GU.A.GCUCAAUU..GGC...AGAGCA.G.CCGGC.UGUU
+#=GR DN1350 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1351 ..UCCU.CC.GU.A.GCUCAAUU..GGC...AGAGCA.G.CCGGC.UGUU
+#=GR DN1351 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1500 ..UCCG.CC.UU.A.GCUCAGUU..GGU...AGAGCG.C.UUGAC.UGUU
+#=GR DN1500 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1540 ..UCCA.CA.GU.A.GCUCAGU...GGU...AGAGCU.A.UCGGC.UGUU
+#=GR DN1540 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1541 ..UCCG.CA.GU.A.GCUCAGU...GGU...AGAGCU.A.UCGGC.UGUU
+#=GR DN1541 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1570 ..UCCG.CA.GU.A.GCUCAGU...GGU...AGAGCA.A.UCGGC.UGUU
+#=GR DN1570 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN1660 ..UCCU.CU.GU.A.GUUCAGUC..GGU...AGAACG.G.CGGAC.UGUU
+#=GR DN1660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN2520 ..UCCU.UA.AU.A.GCUCAGU...GGU...AGAGCA.A.UCGGC.UGUU
+#=GR DN2520 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN2600 ..UCCU.UA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN2600 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN2700 ..UCCU.CA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN2700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN2720 ..UCCU.CA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN2720 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN2740 ..UCCU.CA.GU.A.GCUCAGU...GGUA...GAGUG.G.UCGGC.UGUU
+#=GR DN2740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN2920 ..UCCU.CA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN2920 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN3200 ..UCCC.CA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN3200 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN3320 ..UCCU.CA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN3320 SS ..<<<<.<<.<....<<<<.............>>>>.....<<<......
+DN3880 ..GCCU.UU.AU.A.GCUCAAC...GGU...AGAGCG.G.AAUAC.UGUU
+#=GR DN3880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN3960 ..GCCC.CU.AU.A.GCUCAAU...GGU...AGAGCA.U.AAUAC.UGUU
+#=GR DN3960 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN4000 ..GUCC.UU.AU.A.GCUUAUC...GGUU..AAAGCA.U.CUCAC.UGUU
+#=GR DN4000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN4080 ..GUCU.UU.AU.G.GCUUAGU...GGUU..AAAGCA.U.CUCAC.UGUU
+#=GR DN4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DN4320 ..UCCU.CA.GU.A.GCUCAGU...GGU...AGAGCG.G.UCGGC.UGUU
+#=GR DN4320 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
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+DQ4040 ..UGGG.UU.GU.U.GACUAAUA..GGU...AAGUCC.C.UGAAA.UUUG
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+DQ4070 ..UGAA.UU.GU.A.GACUAAUA..GGU...AAGUCC.C.CAAAA.UUUG
+#=GR DQ4070 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ4080 ..UGAG.UC.GU.A.GACUAAUA..GGU...AAGUUA.C.CAAAA.UUUG
+#=GR DQ4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ4440 ..UGGA.GU.AU.A.GCCAAGU...GGU...AAGGCA.U.CGGUU.UUUG
+#=GR DQ4440 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DQ4441 ..UGGA.GU.AU.A.GCCAAGU...GGU...AAGGCA.U.CGGUU.UUUG
+#=GR DQ4441 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DQ4500 ..UGGA.GU.AU.A.GCCAAGU...GGU...AAGGCA.U.CGGCC.UUUG
+#=GR DQ4500 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DQ4700 ..UAUA.AA.GA.A.GUAUUGU.........GGUACG.U.AGGAC.UUUG
+#=GR DQ4700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DQ4880 ..UAUA.UU.UU.G.GUGUAU....GA....UGCACA.A.AAGUU.UUUG
+#=GR DQ4880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ4960 ..UAUA.UU.UU.G.GUGUAC....GA....UGCACA.A.AAGUU.UUUG
+#=GR DQ4960 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ4980 ..UAGA.AA.AU.A.GUUUAACC..AGU...AAAACU.A.AGAAA.UUUG
+#=GR DQ4980 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5000 ..UAGA.AA.GU.A.GUAUAAC...GGU...AAAACC.A.AGAAU.UUUG
+#=GR DQ5000 SS ..<<<<.<<.<....<<.<.............>.>>..<.<<<<......
+DQ5040 ..UAAG.GA.GU.A.GUUUAAU...GGA...AAAACG.A.GGAAC.UUUG
+#=GR DQ5040 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5080 ..UAAG.GA.UU.A.GUUUAAUU..GGA...AAAACG.A.AGAGC.UUUG
+#=GR DQ5080 SS ..<<<<.<<......<<<<.............>>>>..<.<<<<......
+DQ5120 ..UAGG.AA.GU.G.GUAUAG....GGG...AGUACG.G.AGGGU.UUUG
+#=GR DQ5120 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5160 ..UAAG.GA.GU.A.GUAUAAA...GGA...AGUACA.A.AGGGU.UUUG
+#=GR DQ5160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5220 ..UAGA.AA.AU.A.AUAUAGA...GGG...AGUAUG.A.AGAGU.UUUG
+#=GR DQ5220 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5280 ..UAGG.AU.AG.G.GUGUAUU...GGU...AGCACG.G.AAAAU.UUUG
+#=GR DQ5280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<.<<......
+DQ5281 ..UAGG.AU.AG.G.GUGUAUU...GGU...GGCACG.G.AGAAU.UUUG
+#=GR DQ5281 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5320 ..UAGG.AU.AAGG.UGUUUA....GGU...GCACGG.A.GAAAU.UUUG
+#=GR DQ5320 SS ..<<<<.<<.<....<<<...............>>>..<.<.<<......
+DQ5360 ..UAGA.AU.UU.G.GUGUAAUU..GGG...AGCACG.A.AGAGU.UUUG
+#=GR DQ5360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ5880 ..UAGG.AU.GG.G.GUGUGAUA..GGU...GGCACG.G.AGAAU.UUUG
+#=GR DQ5880 SS ..<<<<.<<......<<<<.............>>>>..<.<<<<......
+DQ6050 ..GGUC.CU.AU.A.GUGUAGU...GGUU..AUCACU.U.CGGAC.UUUG
+#=GR DQ6050 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DQ6051 ..GGGC.GU.GU.A.GCUCAGU...GGU...AGAGCG.C.CCUGU.UUUG
+#=GR DQ6051 SS ..<<<<.<..<....<<<<.............>>>>..<.<.<<......
+DQ6060 ..GGUU.CC.AU.A.GUAUAGU...GGUU..AGUACU.G.GGGAC.UUUA
+#=GR DQ6060 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ6160 ..GGUU.UU.AU.A.GUGUAAUU..GGUU..AGCACC.C.AGGAC.UUUG
+#=GR DQ6160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ6280 ..GGUC.CU.AU.A.GUGUAGU...GGUU..AUCACU.U.UCGGU.UUUG
+#=GR DQ6280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DQ6281 ..GGUC.CU.AU.A.GUGUAGU...GGUU..AUCACU.U.UCGGU.UCUG
+#=GR DQ6281 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DQ9990 ..GGUU.CC.AU.G.GUGUAAU...GGUU..AGCACU.C.UGGAC.UCUG
+#=GR DQ9990 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ9991 ..GUCU.CU.GU.G.GCGCAAUC..GGUU..AGCGCG.U.UCGGC.UGUU
+#=GR DQ9991 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DQ9992 ..GGUC.CC.AU.G.GUGUAAU...GGUU..AGCACU.C.UGGAC.UUUG
+#=GR DQ9992 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR0220 ..GUCC.CG.CU.G.GUGUAAU...GGAU..AGCAUA.C.GAUCC.UUCU
+#=GR DR0220 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<.<......
+DR0660 ..GGGC.CC.GU.G.GCCUAGUC.UGGAU..ACGGCA.C.CGGCC.UUCU
+#=GR DR0660 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR1140 ..GCGC.CC.GU.A.GAUCAAUU..GGAU..AGAUCG.C.UUGAC.UACG
+#=GR DR1140 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DR1141 ..GCCC.AU.GU.A.GCUCAGUA..GGAU..AGAGCA.C.GCGCC.UUCU
+#=GR DR1141 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1180 ..GCGC.CC.GU.A.GAUCAAUU..GGAU..AGAUCG.C.UUGAC.UACG
+#=GR DR1180 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DR1181 ..GCCC.AU.GU.A.GCUCAGUA..GGAU..AGAGCA.C.GCGCC.UUCU
+#=GR DR1181 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1230 ..GUCC.GA.AU.A.GCUCAGCU..GGAU..AGAGCA.A.UAGCC.UUCU
+#=GR DR1230 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1260 ..GCGC.CC.AU.A.GAUCAAUU..GGAU..AGAUCG.U.UUGAC.UACG
+#=GR DR1260 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1500 ..GCAC.CC.AU.A.GCGCAACU..GGAU..AGAGUG.U.CUGAC.UACG
+#=GR DR1500 SS ..<<<<.<<.<....<<.<.............>.>>..<.<<<<......
+DR1540 ..GCGC.CC.GU.A.GCUCAAUU..GGAU..AGAGCG.U.UUGAC.UACG
+#=GR DR1540 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1660 ..GCGC.CC.GU.A.GCUCAGCU..GGAU..AGAGCG.C.UGCCC.UCCG
+#=GR DR1660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1661 ..GCGC.CC.UU.A.GCUCAGUU..GGAU..AGAGCA.A.CGACC.UUCU
+#=GR DR1661 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1662 ..GCGC.CC.UU.A.GCUCAGUU..GGAU..AGAGCA.A.CGACC.UUCU
+#=GR DR1662 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1663 ..GCAU.CC.GU.A.GCUCAGCU..GGAU..AGAGUA.C.UCGGC.UACG
+#=GR DR1663 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1664 ..GUCC.UC.UU.A.GUUAAAU...GGAU..AUAACG.A.GCCCC.UCCU
+#=GR DR1664 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1700 ..GCGC.CC.GU.A.GCUCAGCU..GGAU..AGAGCG.C.UGCCC.UCCG
+#=GR DR1700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR1780 ..GCGC.CC.GU.A.GCUCAGCU..GGAU..AGAGCG.C.UGCCC.UCCG
+#=GR DR1780 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR2440 ..GAGC.UU.GU.A.GCUCAGU...GGACU.AGAGCA.C.AUGGC.UACG
+#=GR DR2440 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DR2480 ..GGGU.GU.GU.A.GCUCAGU...GGACU.AGAGCA.C.GUGGC.UACG
+#=GR DR2480 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DR2520 ..GGGC.UU.GU.A.GCUCAGU...GGACU.AGAGCA.C.GUGGC.UACG
+#=GR DR2520 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR2540 ..GGGC.UC.AU.C.GUCUAAU...GGAUC.AGGACA.G.GGACC.UUCU
+#=GR DR2540 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR2600 ..GGGU.UU.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR2600 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR2601 ..GGGU.UU.GU.A.GCUCAGU...GGAUU.AGAGCU.C.AUGGU.UCCG
+#=GR DR2601 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DR2602 ..GCGU.CC.AU.C.GUCUAAA...GGAU..AGGACA.G.AGGUU.UUCU
+#=GR DR2602 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR2680 ..GCGU.CC.AU.U.GUCUAAU...GGAU..AGGACA.G.AGGUC.UUCU
+#=GR DR2680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR2700 ..GCGU.CC.AU.U.GUCUAAU...GGAU..AGGACA.G.AGGUC.UUCU
+#=GR DR2700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR2701 ..GGGC.CU.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR2701 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR2720 ..GGGC.CU.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR2720 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR2740 ..GGGC.CU.GU.A.GAUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR2740 SS ..<<<<....<....<.<<.............>>.>..<.<<<<......
+DR2920 ..GGGC.CU.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR2920 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR2921 ..GCGU.CC.AU.U.GUCUAAU...GGAU..AGGACA.G.AGGUC.UUCU
+#=GR DR2921 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR3040 ..GGGC.CU.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR3040 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR3200 ..GGGC.UC.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GCGGC.UACG
+#=GR DR3200 SS ..<<<<....<....<<<<.............>>>>..<.<.<<......
+DR3201 ..GCGU.CC.AU.U.GUCUAAU...GGAU..AGGACA.G.AGGUC.UUCU
+#=GR DR3201 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR3280 ..GCGU.CC.AU.A.GUCUAAU...GGAU..AGGACA.U.AGGUC.UUCU
+#=GR DR3280 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DR3320 ..GGGC.CU.GU.A.GCUCAGA...GGAUU.AGAGCA.C.GUGGC.UACG
+#=GR DR3320 SS ..<<<<....<....<<<<.............>>>>..<.<<<<......
+DR3321 ..GCGU.CC.AU.U.GUCUAAU...GGAU..AGGACA.G.AGGUC.UUCU
+#=GR DR3321 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR3880 ..UUCU.UA.UU.A.GCUCAAU...GGU...AGAGCA.A.AAUAC.UUCU
+#=GR DR3880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR3920 ..UUCU.CA.UU.A.GCUCAAA...GGA...AGAGCA.G.GAUAC.UUCU
+#=GR DR3920 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR4000 ..GCUC.UC.UU.A.GCUUAAU...GGUU..AAAGCA.U.AAUAC.UUCU
+#=GR DR4000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR4001 ..AUAU.CU.UU.A.AUUUAAU...GGU...AAAAUA.U.UAGAA.UACG
+#=GR DR4001 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR4080 ..GCUC.UC.UU.A.GCUUAAU...GGUU..AAAGCA.U.AAUAC.UUCU
+#=GR DR4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR4500 ..GUGC.UU.GU.A.GCUCAAUU..GGAU..AGAGCA.C.CAAAC.UACG
+#=GR DR4500 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR4501 ..GCAU.UC.UU.A.GCUCAGUU..GGAU..AGAGCA.A.CAACC.UUCG
+#=GR DR4501 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DR4502 ..GCAU.UC.UU.A.GCUCAGUU..GGAU..AGAGCA.A.CAACC.UUCU
+#=GR DR4502 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DR4800 ..AAAU.AU.GA.A.GCGAUUU.........AUUGCA.A.UUAGU.UUCG
+#=GR DR4800 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR4880 ..GAAU.AU.GA.A.GCGAUUA.........AUUGCA.G.UUAGU.UUCG
+#=GR DR4880 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DR5040 ..UGAG.AG.UU.A.GUUUAA....GA....AGAACC.C.CUGAU.UUCG
+#=GR DR5040 SS ...<<<.<<.<....<<<<.............>>>>....<<<<......
+DR5080 ..NAAG.AG.UU.A.GUUUAA....GG....AGAACC.U.CUGAU.UUCG
+#=GR DR5080 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR5100 ..AGGU.GA.UU.A.GUCUAA....GU....AAAAUA.C.UUGAU.UUCG
+#=GR DR5100 SS ..<<<<.<<.<....<<.<.............>.>>..<.<<<<......
+DR5120 ..GAGU.UG.UU.A.GUCUAA....AC....AAGACA.G.UUGUU.UUCG
+#=GR DR5120 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR5220 ..AGAA.AG.UU.A.GUCUAA....CU....AAGACA.G.CUGGU.UUCG
+#=GR DR5220 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR5280 ..UGGU.AA.UU.A.GUUUAA....AU....AAAAUU.A.AUGAU.UUCG
+#=GR DR5280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR5320 ..UGGU.AA.UU.A.GUUUAA....AA....AAAAUU.A.AUGAU.UUCG
+#=GR DR5320 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR5360 ..UGGU.AC.UU.A.GUUUAA....AAU...AAAAUA.A.AUGAU.UUCG
+#=GR DR5360 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DR5880 ..UGGU.AU.AU.A.GUUUAA....AC....AAAACG.A.AUGAU.UUCG
+#=GR DR5880 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DR6050 ..GCCC.CC.GU.A.GCCCAAU...GGAU..AAGGCG.U.UCGCU.UCCU
+#=GR DR6050 SS ..<<<..<<.<....<<<...............>>>..<.<<<<......
+DR6051 ..GCUC.CA.GU.G.GCCUAAU...GGAU..AUGGCU.U.UGGAC.UUCU
+#=GR DR6051 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR6052 ..GUCC.GU.GU.G.GCUCAAU...GGA...AGAGCA.U.CUGAC.UACG
+#=GR DR6052 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR6160 ..GGGA.CU.AU.A.GUUUAGUU..GGAU..AUAACG.A.CCGGC.UACG
+#=GR DR6160 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR6161 ..GCCC.GU.UU.A.GCAAAGUU..GGA...AUUGCG.G.CAGCC.UUCU
+#=GR DR6161 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR6280 ..UUCC.UC.GU.G.GCCCAAU...GGUC..ACGGCG.U.CUGGC.UACG
+#=GR DR6280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR6281 ..GCUC.GC.GU.G.GCGUAAU...GGC...AACGCG.U.CUGAC.UUCU
+#=GR DR6281 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR6282 ..GUUC.CG.UU.G.GCGUAAU...GGU...AACGCG.U.CUCCC.UCCU
+#=GR DR6282 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DR6320 ..GGUC.UC.GU.G.GCCCAAU...GGUU..AAGGCG.C.UUGAC.UACG
+#=GR DR6320 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR6321 ..GGUC.UC.GU.G.GCCCAAU...GGUU..AAGGCG.C.UUGAC.UACG
+#=GR DR6321 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR7560 ..GGCC.GC.GU.G.GCGCAAU...GGAU..AACGCG.U.CUGCC.UACG
+#=GR DR7560 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR7740 ..GGUC.CU.GU.G.GCGCAAU...GGAU..AACGCG.U.CUGAC.UACG
+#=GR DR7740 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DR7741 ..GACC.GU.GU.G.GCCUAAU...GGAU..AAGGCG.U.CGGAC.UUCG
+#=GR DR7741 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS0220 ..GGAG.GC.GU.G.GCAGAGU...GGUUU.AAUGCA.C.CGGUC.UUGA
+#=GR DS0220 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS0260 ..GGAA.GG.UA.G.GGCGUAGU..GGU...ACGCAA.C.UAGUC.UUGA
+#=GR DS0260 SS ..<<<<.<<.<.....<<<.............>>>...<.<<<<......
+DS0261 ..GGAA.AA.GC.AAAUAGACU...GGCG..ACUAAA.C.CCGAU.UGGA
+#=GR DS0261 SS ..<<<<.<<.<.....<<<.............>>>.....<<<<......
+DS0440 ..GUCG.UG.GU.A.GCCAAGCC.UGGCCC.AAGGCG.C.AGGGU.UGCU
+#=GR DS0440 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS0680 ..GCCG.GG.GU.G.GCCCAGCC.UGGU...AGGGCG.U.CGGCC.UGCU
+#=GR DS0680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS0860 ..GCCG.GG.GU.G.CCCGAGC...GGACC.AAGGGG.G.UAGGC.UCGA
+#=GR DS0860 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1140 ..GGAA.GA.UU.A.CCCAAGUC.CGGCUG.AAGGGA.U.CGGUC.UUGA
+#=GR DS1140 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1141 ..GGGU.UA.AU.A.CUCAAGUU..GGUG..AAGAGG.A.CACCC.UGCU
+#=GR DS1141 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1180 ..GGAA.GA.UU.A.CCCAAGUC.CGGCUG.AAGGGA.U.CGGUC.UUGA
+#=GR DS1180 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1230 ..GGAG.CG.AU.A.CUCAAGA...GGCCG.AAGAGG.G.CGCAC.UGCU
+#=GR DS1230 SS ..<<<<.<<.<....<<<...............>>>..<.<<<.......
+DS1231 ..GGAG.GA.AU.A.CCCAAGA...GGCUG.AAGGGA.U.CGGUC.UUGA
+#=GR DS1231 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1250 ..GGAA.GU.AU.A.CCCAAGUCUCGGUUG.AAGGGG.G.CGGUC.UCGA
+#=GR DS1250 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1260 ..GGAA.GA.UU.A.CCCAAGUC.UGGUUG.AAGGGA.U.CGGUC.UUGA
+#=GR DS1260 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1500 ..GGAG.AG.UU.G.GCAGAGC...GGU...AAUGCA.G.CGGAC.UCGA
+#=GR DS1500 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1520 ..GGAG.AG.UU.G.GCAGAGC...GGU...AAUGCA.G.CGGAC.UCGA
+#=GR DS1520 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1540 ..GGAG.AG.CU.G.UCCGAGU...GGUCG.AAGGAG.C.ACGAU.UGGA
+#=GR DS1540 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1541 ..GGAG.GA.AU.A.CCCAAGUC.UGGCUG.AAGGGA.U.CGGUC.UUGA
+#=GR DS1541 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1542 ..GGAG.AA.GU.A.CUCAAGU...GGCUG.AAGAGG.C.GCCCC.UGCU
+#=GR DS1542 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1570 ..GGAG.AG.CU.G.UCCGAGU...GGUCG.AAGGAG.C.ACGAU.UGGA
+#=GR DS1570 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1660 ..GGAG.AG.AU.G.CCGGAGC...GGCUG.AACGGA.C.CGGUC.UCGA
+#=GR DS1660 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1661 ..GGAA.GU.GU.G.GCCGAGC...GGUUG.AAGGCA.C.CGGUC.UUGA
+#=GR DS1661 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1663 ..GGUG.AG.GU.G.GCCGAGA...GGCUG.AAGGCG.C.UCCCC.UGCU
+#=GR DS1663 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS1664 ..GGUG.AG.GU.G.UCCGAGU...GGCUG.AAGGAG.C.ACGCC.UGGA
+#=GR DS1664 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2180 ..GGAG.AG.AU.G.GCCGAGU...GGUUG.AAGGCG.C.AGCAC.UGGA
+#=GR DS2180 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2480 ..GGAG.UG.AU.G.UCUGAGU...GGCCG.AAAGAG.C.UCGAU.UGCU
+#=GR DS2480 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2520 ..GGAG.AA.GU.G.UCUGAGU...GGUCG.AAAGAG.C.UCGAU.UGCU
+#=GR DS2520 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2521 ..GGAG.AG.GU.G.UCUGAGU...GGUUU.AAAGUA.C.UGGUC.UUGA
+#=GR DS2521 SS ..<<<<.<<.<.....<<...............>>...<.<<<<......
+DS2600 ..GGAG.AG.AU.G.GCCGAGU...GGUUU.AUGGCG.U.CGGUC.UUGA
+#=GR DS2600 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS2601 ..GGAG.AG.AU.G.GCCGAGU...GGACG.AAAGCG.G.CGGAU.UGCU
+#=GR DS2601 SS ..<<<<.<<.<....<<.................>>..<.<<<<......
+DS2602 ..GGAA.AG.AU.G.GUUGAGU...GGUUU.AAGGCG.U.AGCAU.UGGA
+#=GR DS2602 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2640 ..GGAG.AG.AU.G.GCUGAGU...GGUUG.AUAGCU.C.CGGUC.UUGA
+#=GR DS2640 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS2680 ..GGAG.AG.AU.G.GCUGAGU...GGACU.AAAGCG.G.CGGAU.UGCU
+#=GR DS2680 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2700 ..GGAG.AG.AU.G.GCUGAGU...GGACU.AAAGCG.G.CGGAU.UGCU
+#=GR DS2700 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2701 ..GGAG.AG.AU.G.GCCGAGC...GGUUC.AAGGCG.U.AGCAU.UGGA
+#=GR DS2701 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2702 ..GGAG.AG.AU.G.GCUGAGU...GGUUG.AUAGCU.C.CGGUC.UUGA
+#=GR DS2702 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS2720 ..GGAG.AG.AU.G.GCUGAGU...GGUUG.AUAGCU.C.CGGUC.UUGA
+#=GR DS2720 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS2721 ..GGAG.AG.AU.G.GCCGAGC...GGUUC.AAGGCG.U.AGCAU.UGGA
+#=GR DS2721 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2722 ..GGAG.AG.AU.G.GCUGAGU...GGACU.AAAGCG.G.CGGAU.UGCU
+#=GR DS2722 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2920 ..GGAG.AG.AU.G.GCUGAGU...GGACU.AAAGCG.G.CGGAU.UGCU
+#=GR DS2920 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2921 ..GGAG.AG.AU.G.GCCGAGU...GGUUG.AAGGCG.U.AGCAU.UGGA
+#=GR DS2921 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS2922 ..GGAG.AG.AU.G.GCUGAGC...GGUUG.AUAGCC.C.CGGUC.UUGA
+#=GR DS2922 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS3200 ..GGAG.AG.AU.G.GCUGAGU...GGUUG.AUAGCU.C.CGGUC.UUGA
+#=GR DS3200 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS3240 ..GGAG.AG.AU.G.GCUGAGU...GGACU.AAAGCG.U.UGGAU.UGCU
+#=GR DS3240 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DS3280 ..GGAG.AG.AU.G.GCUGAGU...GGUUG.AUAGCU.C.CGGUC.UUGA
+#=GR DS3280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS3281 ..GGAG.AG.AU.G.GCCGAGU...GGUUG.AAGGUG.U.AGCAU.UGGA
+#=GR DS3281 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS3880 ..AGAG.AG.UU.G.GCUGAGU...GGU...AAGGCG.A.CUAGC.UUGA
+#=GR DS3880 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS3881 ..GGGA.AA.GU...UUCCAUG...GGUA..GGGUAA.G.AUAUU.UGCU
+#=GR DS3881 SS ..<<<<.<<.<....<.<<.............>>.>..<.<<<<......
+DS3960 ..GGAA.AA.GU...UGCCAUA...GGU.A.AGGUAA.G.AUAUU.UGCU
+#=GR DS3960 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS4000 ..GGAA.AA.UU.A.ACUAUA....GGU...AAAGUGGA.UUAUU.UGCU
+#=GR DS4000 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4001 ..GGAU.GG.UU.G.ACUGAGU...GGUUU.AAAGUG.U.GAUAU.UUGA
+#=GR DS4001 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4030 ..GGAA.AA.UU.G.AUCAUC....GGCA...AGAUAAG.UUAUU.UACU
+#=GR DS4030 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DS4080 ..GGAU.GG.UU.G.ACUGAGU...GGUUU.AAGGUG.U.GAUAU.UUGA
+#=GR DS4080 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4081 ..GGAA.AA.UU.C.ACCAUA....GGUA...AGGUAAA.UUAUU.UGCU
+#=GR DS4081 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4240 ..GGAG.GG.AU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCU
+#=GR DS4240 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4241 ..GGAU.GG.AU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGA
+#=GR DS4241 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4360 ..GGAG.AG.AU.G.GCCGAGU...GGUUU.AAGGCG.U.AGCAU.UGGA
+#=GR DS4360 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4361 ..GGAU.GG.AU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGA
+#=GR DS4361 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4362 ..GGAG.GU.AU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCU
+#=GR DS4362 SS ..<<<<.<..<....<<<...............>>>..<.<<<<......
+DS4400 ..GGAG.GU.AU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCU
+#=GR DS4400 SS ..<<<<.<..<....<<<...............>>>..<.<<<<......
+DS4440 ..GGAU.GG.AU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGA
+#=GR DS4440 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4441 ..GGAG.GU.AU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCU
+#=GR DS4441 SS ..<<<<.<..<....<<<...............>>>..<.<<<<......
+DS4442 ..GGAG.AG.AU.G.GCCGAGU...GGUUC.AAGGCG.U.AGCAU.UGGA
+#=GR DS4442 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4480 ..GGAG.GU.AU.G.GCUGAGU...GGCUU.AAGGCA.U.UGGUU.UGCU
+#=GR DS4480 SS ..<<<<.<..<....<<<...............>>>..<.<<<<......
+DS4481 ..GGAU.GG.AU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGA
+#=GR DS4481 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4500 ..GGAU.GG.AU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGA
+#=GR DS4500 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS4501 ..GGAG.GU.AU.G.GCUGAGU...GGUUG.AAAGCA.U.UGGUU.UGCU
+#=GR DS4501 SS ..<<<<.<..<....<<<...............>>>..<.<<<<......
+DS4701 ..AUUU.GU.GA.U.UUUCAC....GC....CGAGAG.U.GUUUC.UUGA
+#=GR DS4701 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS4760 ..AGUU.AA.UU.A.GCUUAA....GA....AAAGCA.A.AUGUU.UUGA
+#=GR DS4760 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DS4921 ..AGUU.AA.UG.A.GCUUG.....AA....CAAGCG.U.AUGUU.UUGA
+#=GR DS4921 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS5000 ..GGAG.AA.AU.G.GCAGACA...GG....GAUGCA.U.UUAGC.UUGA
+#=GR DS5000 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS5040 ..GGAG.AA.GU.G.GCAGAUA...GA....AAUGCA.U.GCGGC.UUGA
+#=GR DS5040 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DS5080 ..GGAG.AA.GU.G.GCACGAUA..GG....AAUGCA.U.GCGGC.UUGA
+#=GR DS5080 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DS5121 ..AAGA.AA.AU.G.GCAGAGU...GGU...GAUGCA.A.CUGAC.UUGA
+#=GR DS5121 SS ...<<<.<<.<....<<<...............>>>....<<<<......
+DS5220 ..AAGA.AA.GA.A.GCAUUAAG.UGGUUU.GAUGCG.G.UUGGC.UUGA
+#=GR DS5220 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS6060 ..GACA.AU.UU.G.UCCGAGU...GGUU..AAGGAG.G.AAGAC.UAGA
+#=GR DS6060 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6160 ..GACA.UC.GU.A.GCGAAGU...GGUCU.AACGCG.U.UUGAC.UUGA
+#=GR DS6160 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6161 ..GACA.CC.UU.A.GCAAAGU...GGUU..AAUGCG.G.CGCCC.UGCU
+#=GR DS6161 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6162 ..GACA.UC.GU.A.GCAAAGU...GGUCU.AAUGCG.U.CUGAC.UAGA
+#=GR DS6162 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6240 ..GUCA.GC.AU.G.GCAGAGU...GGUCU.AAUGCG.U.UAGAC.UUGA
+#=GR DS6240 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6241 ..GGCG.CG.AU.G.GCAGAGU...GGUCU.AAUGCG.U.GAGAC.UUGA
+#=GR DS6241 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6280 ..GGCA.AC.UU.G.GCCGAGU...GGUU..AAGGCG.A.AAGAU.UAGA
+#=GR DS6280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6281 ..GUCC.CA.GU.G.GCCGAGU...GGUU..AAGGCG.A.UGCCC.UGCU
+#=GR DS6281 SS ..<<<..<<.<....<<<...............>>>..<.<<<<......
+DS6282 ..GGCA.CU.AU.G.GCCGAGU...GGUU..AAGGCG.A.GAGAC.UCGA
+#=GR DS6282 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6283 ..GGCA.CU.AU.G.GCCGAGU...GGUU..AAGGCG.A.CAGAC.UUGA
+#=GR DS6283 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6284 ..GGCU.AC.AU.G.GCCGAGU...GGUU..AAGGCG.A.GAGAC.UCGA
+#=GR DS6284 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6320 ..GUCA.CU.AU.G.UCCGAGU...GGUU..AAGGAG.U.UAGAC.UUGA
+#=GR DS6320 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6321 ..GUCA.CU.AU.G.UCCGAGU...GGUU..AAGGAG.U.UAGAC.UUGA
+#=GR DS6321 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6322 ..GUCA.CU.AU.G.UCCGAGU...GGUU..AAGGAG.U.UAGAC.UCGA
+#=GR DS6322 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS6740 ..GUGG.AA.GU.G.GCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGA
+#=GR DS6740 SS ..<<<<.<..<.....<<<.............>>>...<.<<<<......
+DS6741 ..GUGG.AC.GU.G.CCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGA
+#=GR DS6741 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS6742 ..GUGG.AC.GU.G.CCGGAGU...GGUU..AUCGGG.A.AUGAC.UAGA
+#=GR DS6742 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DS6743 ..GUGG.AC.AU.G.CCGGAGU...GGUGUUAUCGGG.C.AUAAC.UAGA
+#=GR DS6743 SS ..<<<<.<<......<<<<.............>>>>....<<.<......
+DS6744 ..GUGG.AC.GU.G.CCGGAGU...GGUU..AUCGGG.C.AUAAC.UAGA
+#=GR DS6744 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<.<......
+DS6745 ..GUGG.AC.GU.G.CCGGAGU...GGUU..AUCGGG.C.AUGAC.UAGA
+#=GR DS6745 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DS7240 ..GGAU.GG.AU.G.UCUGAGC...GGUUG.AAAGAG.U.CGGUC.UUGA
+#=GR DS7240 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS7740 ..GCAG.UC.GU.G.GCCGAGC...GGUU..AAGGCG.U.CUGAC.UAGA
+#=GR DS7740 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS7741 ..GCAG.UC.GU.G.GCCGAGU...GGUU..AAGGCG.U.CUGAC.UCGA
+#=GR DS7741 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS7800 ..GCAG.UC.GU.G.GCCGAGU...GGUU..AAGGCG.U.CUGAC.UCGA
+#=GR DS7800 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS9280 ..GCAG.CG.AU.G.GCCGAGU...GGUU..AAGGCG.U.UGGAC.UUGA
+#=GR DS9280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS9990 ..GUAG.UC.GU.G.GCCGAGU...GGUU..AAGGCG.A.UGGAC.UUGA
+#=GR DS9990 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS9991 ..GUAG.UC.GU.G.GCCGAGU...GGUU..AAGGCG.A.UGGAC.UAGA
+#=GR DS9991 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS9992 ..GUAG.UC.GU.G.GCCGAGU...GGUU..AAGGCG.A.UGGAC.UAGA
+#=GR DS9992 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DS9993 ..GUAG.UC.GU.G.GCCGAGU...GGUU..AAGGCG.A.UGGAC.UUGA
+#=GR DS9993 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DT0220 ..GCUG.AU.UU.A.GCUCAGUA..GGU...AGAGCA.C.CUCAC.UUGU
+#=GR DT0220 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT0260 ..GCUC.CU.AA.A.GCAUUGUU..GGU...GAUGCA.G.UUGCC.UUGU
+#=GR DT0260 SS ..<<<<.<<.<....<<<<.............>>>>..<..<<<......
+DT0660 ..GCCU.CG.GU.G.GCUCAGCC.UGGU...AGAGCG.C.CUGAC.UUGU
+#=GR DT0660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT0661 ..GCCU.CA.GU.G.GCUCAGCC.UGGU...AGAGCG.C.CUGCU.UGGU
+#=GR DT0661 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT0680 ..GCCU.CG.GU.A.GCUCAGCU..GGU...AGAGCG.C.GAGAC.UUGU
+#=GR DT0680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT0740 ..GCCU.CA.GU.G.GCUCAGCC.UGGU...AGAGCG.C.CUGAC.UUGU
+#=GR DT0740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1140 ..GCUG.AC.UU.A.GCUCAGUU..GGU...AGAGCA.A.UUGAC.UAGU
+#=GR DT1140 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1141 ..GCUG.AC.UU.A.GCUCAGCA..GGC...AGAGCA.A.CUGAC.UUGU
+#=GR DT1141 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1180 ..GCUG.AC.UU.A.GCUCAGCA..GGC...AGAGCA.A.CUGAC.UUGU
+#=GR DT1180 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1230 ..GCCG.AA.AU.A.GCUCAAUC..GGU...AGAGCA.A.CUGAU.UUGU
+#=GR DT1230 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1540 ..GCUU.CC.AU.A.GCUCAGCA..GGU...AGAGCA.C.UUCCA.UGGU
+#=GR DT1540 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1541 ..GCCG.GU.GU.A.GCUCAAUU..GGU...AGAGCA.A.CUGAC.UUGU
+#=GR DT1541 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1542 ..GCCG.GU.GU.A.GCUCAAUU..GGU...AGAGCA.A.CUGAC.UUGU
+#=GR DT1542 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1580 ..GCCA.CC.CU.A.GCUCAACC..GGC...AGAGCA.C.CCGAC.UUGU
+#=GR DT1580 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1581 ..GCUC.GC.GU.A.GCUCAGCA..GGU...AGAGCA.C.ACCCU.UGGU
+#=GR DT1581 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1660 ..GCUG.AU.AU.G.GCUCAGUU..GGU...AGAGCG.C.ACCCU.UGGU
+#=GR DT1660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1661 ..GCUG.AU.AU.A.GCUCAGUU..GGU...AGAGCG.C.ACCCU.UGGU
+#=GR DT1661 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1662 ..GCCG.AC.UU.A.GCUCAGUA..GGU...AGAGCA.A.CUGAC.UUGU
+#=GR DT1662 SS ..<<<<.<..<....<<<<.............>>>>..<.<<<<......
+DT1663 ..GCCG.AU.AU.A.GCUCAGUU..GGU...AGAGCA.G.CGCAU.UCGU
+#=GR DT1663 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DT1664 ..GCUG.AU.AU.G.GCUCAGUU..GGU...AGAGCG.C.ACCCU.UGGU
+#=GR DT1664 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT1820 ..GCCG.GA.UU.A.GCUCAGUC..GGU...AGAGCA.G.CUCAU.UCGU
+#=GR DT1820 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DT1821 ..GCUC.AU.GU.A.GCUCAGUU..GGU...AGAGCA.C.ACCCU.UGGU
+#=GR DT1821 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2460 ..GCUU.GC.UU.A.GCUCAAUU.CGGU...AGAGCU.U.UGGUU.UUGU
+#=GR DT2460 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2520 ..GCCU.UU.UU.A.GCUCAGU...GGU...AGAGCA.U.UGUAU.UUGU
+#=GR DT2520 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2600 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGU
+#=GR DT2600 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2601 ..GCCU.GU.UU.A.GCUCAGA...GGUC..AGAGCG.U.CGCAC.UUGU
+#=GR DT2601 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2640 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.UGCCA.UGGU
+#=GR DT2640 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2680 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.UGCCA.UGGU
+#=GR DT2680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2700 ..GCCC.AC.UU.A.GCUCAGA...GGUU..AGAGCA.U.CGCAU.UUGU
+#=GR DT2700 SS ..<<<..<<.<....<<<<.............>>>>..<.<<<<......
+DT2701 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.UGCCA.UGGU
+#=GR DT2701 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT2720 ..GCCC.AC.UU.A.GCUCAGA...GGUU..AGAGCA.U.CGCAU.UUGU
+#=GR DT2720 SS ..<<<..<<.<....<<<<.............>>>>..<.<.<<......
+DT2920 ..GCCC.GC.UU.A.GCUCAGA...GGUU..AGAGCA.U.CGCAU.UUGU
+#=GR DT2920 SS ..<<<..<<.<....<<<<.............>>>>..<.<<<<......
+DT2921 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGU
+#=GR DT2921 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT3200 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGU
+#=GR DT3200 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT3280 ..GCCC.CU.UU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGU
+#=GR DT3280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT3281 ..GCCC.GC.UU.A.GCUCAGA...GGUU..AGAGCA.U.CGCAU.UUGU
+#=GR DT3281 SS ..<<<..<<.<....<<<<.............>>>>..<.<<<<......
+DT3360 ..GCCC.UU.UU.A.ACUCAGU...GGU...AGAGUA.A.CGCCA.UGGU
+#=GR DT3360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT3880 ..GCCC.GG.UU.A.GCAUAAA...AGU...AAUGUA.U.CCGUU.UUGU
+#=GR DT3880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DT4000 ..GUAA.AU.AU.A.AUUUAAU...GGU...AAAAUG.U.AUGUUUUUAG
+#=GR DT4000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT4001 ..GUUA.UA.UU.A.GCUUAAUU..GGU...AGAGCA.U.UCGUU.UUGU
+#=GR DT4001 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DT4070 ..GUUG.CA.UU.A.GCUCAAUU..GGU...AGAGCG.U.UUGUU.UUGU
+#=GR DT4070 SS ..<.<<.<<.<....<<<<.............>>>>..<.<<<.......
+DT4080 ..GUUA.UA.UU.A.GCUCAAUU..GGU...AGAGCA.U.UCGUU.UUGU
+#=GR DT4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DT4081 ..GUAG.AU.AU.A.AUUUAAUC..GGU...AAAAUGUA.UGUUU.UUAG
+#=GR DT4081 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DT4500 ..GCCC.GC.GU.A.GCUCAGAU..GGU...AGAGCA.U.UCCCA.UGGU
+#=GR DT4500 SS ..<<<..<<.<....<<<<.............>>>>..<.<<<<......
+DT4700 ..GCUU.UA.AA.A.GCUUUG....CU....GAAGCA.A.CGGCC.UUGU
+#=GR DT4700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT4880 ..GUUU.UA.AU.A.GUUUAA....UA....AAAACA.U.UGGUC.UUGU
+#=GR DT4880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT4980 ..CCUU.AA.AG.C.UACAAA..........AAGCAG.A.CAAUC.UUGU
+#=GR DT4980 SS ..<<<<.<<.<....<.<...............>.>..<.<<<<......
+DT5040 ..ACCU.UG.AA.G.GCUCAAU...AGUU..AGAGCGCC.AAGUC.UUGU
+#=GR DT5040 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DT5060 ..GCCC.UA.GU.A.GCUCAGC...GC..C.AGAGCG.C.CGGUC.UUGU
+#=GR DT5060 SS ..<<.<.<<.<....<<<<.............>>>>..<.<<<.......
+DT5080 ..GCCU.UG.AA.A.GCUCAAC...AACU..AGAGCU.U.UGGUC.UUGU
+#=GR DT5080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
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+#=GR DW4980 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW5000 ..AGGG.GU.UU.A.AGUUAA....UCU...AAACUA.A.AAGCC.UUCA
+#=GR DW5000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW5020 ..AGAG.AU.UU.A.AGUUAA..........UAACUA.A.AA.CC.UUCA
+#=GR DW5020 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<.<......
+DW5040 ..AAGA.GC.UU.A.AGUUAA....AU....AAACUG.A.AAGCC.UUCA
+#=GR DW5040 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW5080 ..AAGG.AC.UU.A.AGUUAA....AU....AAACUG.A.AAGCC.UUCA
+#=GR DW5080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW5100 ..AGGG.GC.UU.A.GGAUAA....ACU...AGACCA.A.GGGCC.UUCA
+#=GR DW5100 SS ..<<<<.<<.<....<<.<.............>.>>..<.<<<<......
+DW5120 ..AGAG.AU.UU.A.GGUUAA....CA....AGACUA.A.GAGCC.UUCA
+#=GR DW5120 SS ..<<<<.<<.<....<<<<.............>>>>..<.<.<<......
+DW5160 ..AGAA.AC.UU.A.GGCUAGC...AC....AGACCA.A.AGGCC.UUCA
+#=GR DW5160 SS ..<<<<.<<.<....<<.<.............>.>>..<.<<<<......
+DW5220 ..AGAA.AC.UU.A.GGAUUAAC.UGUCACCAAACCA.A.AGGCC.UUCA
+#=GR DW5220 SS ..<<<<.<<.<....<<.<.............>.>>..<.<<<<......
+DW5280 ..AGAA.GU.UU.A.GGAUAU....AC....AGUCCA.A.GAGCC.UUCA
+#=GR DW5280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<.<<......
+DW5281 ..AGAA.GU.UU.A.GGAUAU....AC....AGUUCA.A.GAGCC.UUCA
+#=GR DW5281 SS ..<<<<.<<.<....<<<<.............>>>>..<.<.<<......
+DW5320 ..AGAA.GU.UU.A.GGAUAUA...CU....AGUCCG.C.GAGCC.UUCA
+#=GR DW5320 SS ..<<<<.<<.<....<<<<.............>>>>....<.<<......
+DW5360 ..AGGA.AU.UU.A.GGUUAA....AC....AGACCA.A.GAGCC.UUCA
+#=GR DW5360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<.<<......
+DW5880 ..AGAA.AU.UU.A.GGUUAAAU..AC....AGACCA.A.GAGCC.UUCA
+#=GR DW5880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<.<<......
+DW6160 ..GACU.CC.UU.A.GCAUAGU...GGUUU.AUUGUA.A.UUGUC.UCCA
+#=GR DW6160 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DW6161 ..GACU.CC.UU.A.GCAUAGU...GGUUU.AUUGUA.A.UUGUC.UCCA
+#=GR DW6161 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DW6280 ..GAAG.CG.GU.G.GCUCAAU...GGU...AGAGCU.U.UCGAC.UCCA
+#=GR DW6280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW6740 ..GGAU.CC.GU.G.GCGCAAU...GGU...AGCGCG.U.CUGAC.UCCA
+#=GR DW6740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW6741 ..GGAU.UC.GU.G.GCGCAAU...GGU...AGCGCG.U.CUGAC.UCCA
+#=GR DW6741 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW7560 ..GACU.GC.UU.G.GCGCAAU...GGU...AGCGCG.U.UCGAC.UCCA
+#=GR DW7560 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DW8040 ..GACC.UC.GU.G.GCGCAAC...GGU...AGCGCG.U.CUGAC.UCCA
+#=GR DW8040 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX0260 ..UGCG.GG.UU.A.GAUCUCUC.UGGUAG.AGAUCG.C.UAGUC.UCAU
+#=GR DX0260 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX0860 ..GGGC.CC.GU.A.GCUUAGCC.CGGU...AGAGCG.C.CCGGC.UCAU
+#=GR DX0860 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX0980 ..AGCG.GG.GU.A.GGCCAGCC.AGGU...AGGCCG.C.GGGGC.UCAU
+#=GR DX0980 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1140 ..CGCG.GG.GU.A.GAGCAGUU..GGU...AGCUCG.C.CGGGC.UCAU
+#=GR DX1140 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1180 ..CGCG.GG.GU.A.GAGCAGUU..GGU...AGCUCG.C.CGGGC.UCAU
+#=GR DX1180 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1260 ..CGUG.GG.GU.G.GAGCAGUU..GGU...AGCUCG.U.UGGGC.UCAU
+#=GR DX1260 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1340 ..CGCG.GG.GU.G.GAGCAGCU.CGGU...AGCUCG.C.UGGGC.UCAU
+#=GR DX1340 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1341 ..CGCG.GG.GU.G.GAGCAGCU.CGGU...AGCUCG.C.UGGGC.UCAU
+#=GR DX1341 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1540 ..CGCG.GG.GU.G.GAGCAGUU.CGGU...AGCUCG.U.CGGGC.UCAU
+#=GR DX1540 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1660 ..CGCG.GG.GU.G.GAGCAGCC.UGGU...AGCUCG.U.CGGGC.UCAU
+#=GR DX1660 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX1661 ..CGCG.GG.GU.G.GAGCAGCC.UGGU...AGCUCG.U.CGGGC.UCAU
+#=GR DX1661 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX2520 ..GGCG.GA.GU.A.GAGCAGUC.AGGU...AGCUCG.C.AGGGC.UCAU
+#=GR DX2520 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX2600 ..CGCG.GA.GU.A.GAGCAGUC.UGGU...AGCUCG.C.AAGGC.UCAU
+#=GR DX2600 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX2640 ..AGCG.GA.GU.A.GAGCAGUU.UGGU...AGCUCA.C.GAGGC.UCAU
+#=GR DX2640 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX2680 ..AGCG.GA.GU.A.GAGCAGUU.UGGU...AGCUCA.C.GAGGC.UCAU
+#=GR DX2680 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX2920 ..CGCG.GG.GU.A.GAGCAGUU.UGGU...AGCUCG.C.AAGGC.UCAU
+#=GR DX2920 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX3200 ..CGCG.GA.GU.A.GAGCAACU.UGGU...AGCUCG.C.AAGGC.UCAU
+#=GR DX3200 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX3720 ..GCAG.CA.AG.G.GUGGU...........CUCAAC.C.UGGGU.UCAU
+#=GR DX3720 SS ..<<.<.<..<.....<<<.............>>>...<.<<<<......
+DX3800 ..GCUG.CU.UG.A.AUGGU...........UUCAGU.G.UGGGC.UCAU
+#=GR DX3800 SS ..<<<<.<<.<.....<<<.............>>>...<.<<<<......
+DX3840 ..GCCG.CU.UG.G.AUGGU...........UCCGGU.G.UGGGC.UCAU
+#=GR DX3840 SS ..<<<<.<<.<.....<<<.............>>>...<.<<<<......
+DX3880 ..AGCG.GG.UU.G.AUGUAAU...AGU...AACAUA.U.AUGGC.UCAU
+#=GR DX3880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX4000 ..UGCA.AU.AU.G.AUGUAAUU..GGUU..AACAUU.U.UAGGG.UCAU
+#=GR DX4000 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX4080 ..UGUA.AU.AU.G.AUGUAAUU..GGUU..AACAUA.U.UAGGU.UCAU
+#=GR DX4080 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX4280 ..AGCG.GG.GU.A.GAGUAAUU..GGUC..AACUCA.U.CAGGC.UCAU
+#=GR DX4280 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX4320 ..AGCG.GG.GU.A.GAGUAGUU..GGUU..AACUCG.U.CAGGC.UCAU
+#=GR DX4320 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX4360 ..AGCG.GG.GU.A.GAGGAUUU..GGUA..AACUCA.U.CAGGC.UCAU
+#=GR DX4360 SS ...<<<.<<.<....<<<...............>>>..<.<<<<......
+DX4440 ..AGCG.GG.GU.A.GAGGAAUU..GGUC..AACUCA.U.CAGGC.UCAU
+#=GR DX4440 SS ...<<<.<<.<....<<<...............>>>..<.<<<<......
+DX4480 ..AGCG.GG.GU.A.GAGGAAUU..GGUC..GACUCA.U.CAGGC.UCAU
+#=GR DX4480 SS ...<<<.<<.<....<<<...............>>>..<.<<<<......
+DX4880 ..AAAA.AG.AU.A.AGCUAA....UU....AAGCUA.C.UGGGU.UCAU
+#=GR DX4880 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DX4960 ..AAAA.AG.AU.A.AGCUAA....CU....AAGCUA.C.UGGGU.UCAU
+#=GR DX4960 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DX4980 ...GUA.AA.GU.A.AGCUAAAU..GUU...AAGCUU.U.UGGGU.UCAU
+#=GR DX4980 SS ...<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX5020 ..GGUA.AA.GU.A.AGCUAAAU..GUU...AAGCUU.U.UGGGU.UCAU
+#=GR DX5020 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX5040 ..AGCA.GA.GU.A.AGCUAAGU..GCU...AAGCUU.U.UGGGC.UCAU
+#=GR DX5040 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX5080 ..AGUA.GA.GU.A.AGCUAAGU..GCU...AAGCUU.U.UGGGC.UCAU
+#=GR DX5080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX5120 ..AGUA.AA.GU.C.AGCUAA....AA....AAGCUU.U.UGGGC.CCAU
+#=GR DX5120 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX5160 ..AGUA.AG.GU.A.AGCUAA....AU....AAGCUU.U.UGGGC.CCAU
+#=GR DX5160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX5280 ..AGUA.AG.GU.C.AGCUAA....CU....AAGCUA.U.CGGGC.CCAU
+#=GR DX5280 SS ...<<<..<.<....<<<<.............>>>>..<.<<<<......
+DX5281 ..AGUA.AG.GU.C.AGCUAA....CU....AAGCUA.U.CGGGC.CCAU
+#=GR DX5281 SS ..<<<<..<.<....<<<<.............>>>>..<.<<<<......
+DX5320 ..AGUA.AG.GU.C.AGCUAA....UU....AAGCUA.U.CGGGC.CCAU
+#=GR DX5320 SS ..<<<<..<.<....<<<<.............>>>>..<.<<<<......
+DX5360 ..AGUA.AG.GU.C.AGCUAA....UU....AAGCUA.U.CGGGC.CCAU
+#=GR DX5360 SS ..<<<<..<.<....<<<<.............>>>>..<.<<<<......
+DX5880 ..AGUA.AG.GU.C.AGCUAA....AU....AAGCUA.U.CGGGC.CCAU
+#=GR DX5880 SS ..<<<<..<.<....<<<<.............>>>>..<.<<<<......
+DX6280 ..GGCG.CC.GU.G.GCGCAGU...GGA...AGCGCG.C.AGGGC.UCAU
+#=GR DX6280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX6281 ..AGCG.CC.GU.G.GCGCAGU...GGA...AGCGCG.C.AGGGC.UCAU
+#=GR DX6281 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX6320 ..UGCG.CG.GU.A.GGAGAGU...GGA...ACUCCG.A.CGGGC.UCAU
+#=GR DX6320 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX6321 ..UGCG.CG.GU.A.GGAGAGU...GGA...ACUCCG.A.CGGGC.UCAU
+#=GR DX6321 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX6740 ..AUCA.GA.GU.G.GCGCAGC...GGAA...GCGUG.G.UGGGC.CCAU
+#=GR DX6740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX6900 ..AUCA.GA.GU.G.GCGCAGC...GGA...AGCGUG.G.UGGGC.CCAU
+#=GR DX6900 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX7560 ..AGCA.GC.GU.G.GCGCAGU...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX7560 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX7740 ..AGCA.GA.GU.G.GCGCAGU...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX7740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX7920 ..AGCA.GA.GU.G.GCGCAGC...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX7920 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX7921 ..AGCA.GA.GU.G.GCGCAGC...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX7921 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX8100 ..AGCA.GA.GU.G.GCGCAGC...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX8100 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX9990 ..AGCA.GA.GU.G.GCGCAGC...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX9990 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DX9991 ..AGCA.GA.GU.G.GCGCAGC...GGA...AGCGUG.C.UGGGC.CCAU
+#=GR DX9991 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY0660 ..CCCG.CG.AU.A.GUUCAGAU.UGGU...AGAACG.G.CGGAC.UGUA
+#=GR DY0660 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY0740 ..CCCG.CG.AU.A.GUUCAGAC.UGGU...AGAACG.G.CGGAC.UGUA
+#=GR DY0740 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY1140 ..GGAG.GG.GU.A.GCGAAGU...GGCUA.AACGCG.G.GUGGC.UGUA
+#=GR DY1140 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY1200 ..GGAC.AG.GU.A.GCGAAGU...GGCUA.AACGCU.U.CUGAC.UGUA
+#=GR DY1200 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY1540 ..GGAG.GG.GU.A.GCGAAGU...GGCUA.AACGCG.G.CGGAC.UGUA
+#=GR DY1540 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY1580 ..GGGC.AG.GU.G.CCCGAGC...GGCCA.AAGGGG.A.CGGUC.UGUA
+#=GR DY1580 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY1660 ..GGUG.GG.GU.U.CCCGAGC...GGCCA.AAGGGA.G.CAGAC.UGUA
+#=GR DY1660 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY1661 ..GGUG.GG.GU.U.CCCGAGC...GGCCA.AAGGGA.G.CAGAC.UCUA
+#=GR DY1661 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY1820 ..GGAG.GG.AU.C.CCUUAGU...GGCC..AAAGGA.U.CAGAC.UGUA
+#=GR DY1820 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY2520 ..GAGU.UG.UU.G.CCCGAGU...GGUUA.AUGGGG.G.CGGAU.UGUA
+#=GR DY2520 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY2600 ..GGGU.CG.AU.G.CUCGAGU...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY2600 SS ..<<<<.<<.<....<<<<.............>>>>....<<<<......
+DY2680 ..GGGU.CG.AU.G.CCCGAGU...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY2680 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY2700 ..GGGU.CG.AU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY2700 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY2920 ..GGGU.CG.AU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY2920 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY3200 ..GGGU.CG.AU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY3200 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY3280 ..GGGU.CG.AU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY3280 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY3360 ..GGGU.CG.AU.G.CCCGAGC...GGUUA.AUGGGG.A.CGGAC.UGUA
+#=GR DY3360 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY3720 ..GAAG.UA.AU.G.GCUGAGU...GGUU..AAAGCG.G.CAGAC.UGUA
+#=GR DY3720 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY3760 ..GAAG.UA.AU.G.GCUGAGU...GGUU..AAAGCG.G.CAGAC.UGUA
+#=GR DY3760 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY3770 ..GAAG.UA.AU.G.GCUGAGU...GGUU..AAAGCG.G.CAGAC.UGUA
+#=GR DY3770 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY3840 ..GAGG.UG.GU.G.GCUGAAU...GGUU..AAAGCG.G.UAGAC.UGUA
+#=GR DY3840 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY3880 ..AGGA.AG.GG.U.CCGUAUGU.UGGUU..UACGGG.U.UGAGC.UGUA
+#=GR DY3880 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY4000 ..GGAG.GG.AU.U.UUCAAUGU.UGGUAG.UUGGAG.U.UGAGC.UGUA
+#=GR DY4000 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY4001 ..GGAG.GG.AU.U.UUCAAUGU.UGGUAG.UUGGAG.U.UGAGC.UGUA
+#=GR DY4001 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY4080 ..GGAG.GG.AU.U.UCCAAUGU.UGGUAA.UUGGAG.U.UGAGC.UGUA
+#=GR DY4080 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY4240 ..AAGU.GG.UU.ACGCUCAGCU.GGGUU..AGAGCA.A.AGGAC.UGUA
+#=GR DY4240 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY4360 ..GGGA.GA.GU.G.GCUGAGU...GGUCA.AAAGCG.A.CAGAC.UGUA
+#=GR DY4360 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY4400 ..GGGA.GA.GU.G.GCCGAGU...GGUCA.AAAGCG.A.CAGAC.UGUA
+#=GR DY4400 SS ..<<<<.<<.<....<<.................>>..<.<<<<......
+DY4440 ..GGGA.GA.GU.G.GCCGAGC...GGUCA.AAAGCG.A.CAGAC.UGUA
+#=GR DY4440 SS ..<<<<.<<.<....<<.................>>..<.<<<<......
+DY4480 ..GGGA.GA.GU.G.GCCGAGC...GGUCA.AAAGCG.A.CAGAC.UGUA
+#=GR DY4480 SS ..<<<<.<<.<....<<.................>>..<.<<<<......
+DY4500 ..GGGA.GA.GU.G.GCCGAGU...GGUUA.AAAGCG.A.CAGAC.UGUA
+#=GR DY4500 SS ..<<<<.<<.<....<<.................>>....<<<<......
+DY4700 ..CAUA.GG.AU.G.GCCGAGG...AA....UAGGUG.G.UGAGC.UGUA
+#=GR DY4700 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY4840 ..GAUU.AA.GU.G.GCUGAA....GUU...UAGGCG.A.UAGAU.UGUA
+#=GR DY4840 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY4880 ..GAUU.AA.GU.G.GCUGAA....GUU...UAGGCG.A.UAGAU.UGUA
+#=GR DY4880 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY4980 ..GGCA.AG.GU.G.GCAGAU....GGUUU.AAUGCG.C.UAAAU.UGUA
+#=GR DY4980 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DY5000 ..GAUU.GG.GU.G.GCAGAUA...GG....GAUGCA.C.UAGAU.UGUA
+#=GR DY5000 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5020 ..GGCA.GG.GU.G.GCAGAAA...GUC...AAUGCG.C.UAAAU.UGUA
+#=GR DY5020 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DY5040 ..AAUA.AG.AU.G.GCUGAGA...GAA...CAAGCG.G.UGGAU.UGUA
+#=GR DY5040 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5080 ..AGUA.AG.GU.G.GCUGAG....GGAA..UAAGCG.G.UGGAU.UGUA
+#=GR DY5080 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5100 ..GGUA.GG.AU.G.GCUGAG..........UAAGCG.G.UGGAU.UGUA
+#=GR DY5100 SS ..<<<<.<<.<....<<<...............>>>..<.<<<.......
+DY5120 ..GGUA.AG.GU.G.GCCGAGU...AA....UAGGCG.G.CGGAU.UGUA
+#=GR DY5120 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5160 ..GGUA.AA.GU.G.GCCGAG..........CAGGCG.G.CGAAU.UGUA
+#=GR DY5160 SS ..<<<<.<<.<....<<<...............>>>....<<<<......
+DY5220 ..GGUA.AG.AU.G.GCUGAGU...GU..U.GAAGCG.U.UAGGC.UGUA
+#=GR DY5220 SS ..<<<<.<<.<....<<<...............>>>.....<<<......
+DY5280 ..GGUA.AA.AU.G.GCUGAG..........UAAGCA.U.UAGAC.UGUA
+#=GR DY5280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5320 ..GGUA.AA.AU.G.GCUGAG..........UAAGCA.U.UAGAC.UGUA
+#=GR DY5320 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5360 ..GGUA.AA.AU.G.GCUGAGC.........AAAGCA.U.UAGAC.UGUA
+#=GR DY5360 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY5880 ..GGUA.AA.AU.G.GCUGAGU.........GAAGCA.U.UGGAC.UGUA
+#=GR DY5880 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY6050 ..CCUU.CU.GU.A.GCUCAAUU..GGU...AGAGCA.U.GUGAC.UGUA
+#=GR DY6050 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<.......
+DY6160 ..CCGG.CU.UU.G.GCGCAAU...GGU...AGCGCG.A.UUGAC.UGUA
+#=GR DY6160 SS ..<<<<.<<.<....<<<<.............>>>>..<.<<<<......
+DY6280 ..CUCU.CG.GU.A.GCCAAGUU..GGUUU.AAGGCG.C.AAGAC.UGUA
+#=GR DY6280 SS ..<<<<.<<.<....<<<...............>>>..<.<<<<......
+DY6740 ..CCGA.CC.UU.A.GCUCAGUU..GGU...AGAGCG.G.AGGAC.UGUA
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+#=GR DW3000 SS ..................................................
+DW3200 A.................................................
+#=GR DW3200 SS ..................................................
+DW3640 A.................................................
+#=GR DW3640 SS ..................................................
+DW3760 A.................................................
+#=GR DW3760 SS ..................................................
+DW3770 A.................................................
+#=GR DW3770 SS ..................................................
+DW3800 A.................................................
+#=GR DW3800 SS ..................................................
+DW3880 A.................................................
+#=GR DW3880 SS ..................................................
+DW3960 A.................................................
+#=GR DW3960 SS ..................................................
+DW4000 A.................................................
+#=GR DW4000 SS ..................................................
+DW4070 A.................................................
+#=GR DW4070 SS ..................................................
+DW4080 A.................................................
+#=GR DW4080 SS ..................................................
+DW4360 A.................................................
+#=GR DW4360 SS ..................................................
+DW4440 A.................................................
+#=GR DW4440 SS ..................................................
+DW4480 A.................................................
+#=GR DW4480 SS ..................................................
+DW4500 A.................................................
+#=GR DW4500 SS ..................................................
+DW4620 A.................................................
+#=GR DW4620 SS ..................................................
+DW4700 A.................................................
+#=GR DW4700 SS ..................................................
+DW4840 A.................................................
+#=GR DW4840 SS ..................................................
+DW4880 A.................................................
+#=GR DW4880 SS ..................................................
+DW4980 A.................................................
+#=GR DW4980 SS ..................................................
+DW5000 A.................................................
+#=GR DW5000 SS ..................................................
+DW5020 A.................................................
+#=GR DW5020 SS ..................................................
+DW5040 A.................................................
+#=GR DW5040 SS ..................................................
+DW5080 A.................................................
+#=GR DW5080 SS ..................................................
+DW5100 A.................................................
+#=GR DW5100 SS ..................................................
+DW5120 A.................................................
+#=GR DW5120 SS ..................................................
+DW5160 A.................................................
+#=GR DW5160 SS ..................................................
+DW5220 A.................................................
+#=GR DW5220 SS ..................................................
+DW5280 A.................................................
+#=GR DW5280 SS ..................................................
+DW5281 A.................................................
+#=GR DW5281 SS ..................................................
+DW5320 A.................................................
+#=GR DW5320 SS ..................................................
+DW5360 A.................................................
+#=GR DW5360 SS ..................................................
+DW5880 A.................................................
+#=GR DW5880 SS ..................................................
+DW6160 Aaacguuagaaguu....................................
+#=GR DW6160 SS ..................................................
+DW6161 Aaacguuagaaguu....................................
+#=GR DW6161 SS ..................................................
+DW6280 Auuaaaucuuggaaauuccgcggaauaagauugca...............
+#=GR DW6280 SS ..................................................
+DW6740 G.................................................
+#=GR DW6740 SS ..................................................
+DW6741 G.................................................
+#=GR DW6741 SS ..................................................
+DW7560 G.................................................
+#=GR DW7560 SS ..................................................
+DW8040 G.................................................
+#=GR DW8040 SS ..................................................
+DX0260 A.................................................
+#=GR DX0260 SS ..................................................
+DX0860 Aaacuauguauguggagag...............................
+#=GR DX0860 SS ..................................................
+DX0980 Aaagggccuaaggcccgagga.............................
+#=GR DX0980 SS ..................................................
+DX1140 A.................................................
+#=GR DX1140 SS ..................................................
+DX1180 A.................................................
+#=GR DX1180 SS ..................................................
+DX1260 A.................................................
+#=GR DX1260 SS ..................................................
+DX1340 A.................................................
+#=GR DX1340 SS ..................................................
+DX1341 A.................................................
+#=GR DX1341 SS ..................................................
+DX1540 A.................................................
+#=GR DX1540 SS ..................................................
+DX1660 A.................................................
+#=GR DX1660 SS ..................................................
+DX1661 A.................................................
+#=GR DX1661 SS ..................................................
+DX2520 A.................................................
+#=GR DX2520 SS ..................................................
+DX2600 A.................................................
+#=GR DX2600 SS ..................................................
+DX2640 A.................................................
+#=GR DX2640 SS ..................................................
+DX2680 A.................................................
+#=GR DX2680 SS ..................................................
+DX2920 A.................................................
+#=GR DX2920 SS ..................................................
+DX3200 A.................................................
+#=GR DX3200 SS ..................................................
+DX3720 U.................................................
+#=GR DX3720 SS ..................................................
+DX3800 U.................................................
+#=GR DX3800 SS ..................................................
+DX3840 U.................................................
+#=GR DX3840 SS ..................................................
+DX3880 G.................................................
+#=GR DX3880 SS ..................................................
+DX4000 G.................................................
+#=GR DX4000 SS ..................................................
+DX4080 G.................................................
+#=GR DX4080 SS ..................................................
+DX4280 G.................................................
+#=GR DX4280 SS ..................................................
+DX4320 G.................................................
+#=GR DX4320 SS ..................................................
+DX4360 G.................................................
+#=GR DX4360 SS ..................................................
+DX4440 G.................................................
+#=GR DX4440 SS ..................................................
+DX4480 G.................................................
+#=GR DX4480 SS ..................................................
+DX4880 A.................................................
+#=GR DX4880 SS ..................................................
+DX4960 A.................................................
+#=GR DX4960 SS ..................................................
+DX4980 A.................................................
+#=GR DX4980 SS ..................................................
+DX5020 A.................................................
+#=GR DX5020 SS ..................................................
+DX5040 A.................................................
+#=GR DX5040 SS ..................................................
+DX5080 A.................................................
+#=GR DX5080 SS ..................................................
+DX5120 A.................................................
+#=GR DX5120 SS ..................................................
+DX5160 A.................................................
+#=GR DX5160 SS ..................................................
+DX5280 A.................................................
+#=GR DX5280 SS ..................................................
+DX5281 A.................................................
+#=GR DX5281 SS ..................................................
+DX5320 A.................................................
+#=GR DX5320 SS ..................................................
+DX5360 A.................................................
+#=GR DX5360 SS ..................................................
+DX5880 A.................................................
+#=GR DX5880 SS ..................................................
+DX6280 A.................................................
+#=GR DX6280 SS ..................................................
+DX6281 A.................................................
+#=GR DX6281 SS ..................................................
+DX6320 A.................................................
+#=GR DX6320 SS ..................................................
+DX6321 A.................................................
+#=GR DX6321 SS ..................................................
+DX6740 A.................................................
+#=GR DX6740 SS ..................................................
+DX6900 A.................................................
+#=GR DX6900 SS ..................................................
+DX7560 A.................................................
+#=GR DX7560 SS ..................................................
+DX7740 A.................................................
+#=GR DX7740 SS ..................................................
+DX7920 A.................................................
+#=GR DX7920 SS ..................................................
+DX7921 A.................................................
+#=GR DX7921 SS ..................................................
+DX8100 A.................................................
+#=GR DX8100 SS ..................................................
+DX9990 A.................................................
+#=GR DX9990 SS ..................................................
+DX9991 A.................................................
+#=GR DX9991 SS ..................................................
+DY0660 G.................................................
+#=GR DY0660 SS ..................................................
+DY0740 G.................................................
+#=GR DY0740 SS ..................................................
+DY1140 A.................................................
+#=GR DY1140 SS ..................................................
+DY1200 G.................................................
+#=GR DY1200 SS ..................................................
+DY1540 A.................................................
+#=GR DY1540 SS ..................................................
+DY1580 A.................................................
+#=GR DY1580 SS ..................................................
+DY1660 A.................................................
+#=GR DY1660 SS ..................................................
+DY1661 A.................................................
+#=GR DY1661 SS ..................................................
+DY1820 A.................................................
+#=GR DY1820 SS ..................................................
+DY2520 A.................................................
+#=GR DY2520 SS ..................................................
+DY2600 A.................................................
+#=GR DY2600 SS ..................................................
+DY2680 A.................................................
+#=GR DY2680 SS ..................................................
+DY2700 A.................................................
+#=GR DY2700 SS ..................................................
+DY2920 A.................................................
+#=GR DY2920 SS ..................................................
+DY3200 A.................................................
+#=GR DY3200 SS ..................................................
+DY3280 A.................................................
+#=GR DY3280 SS ..................................................
+DY3360 A.................................................
+#=GR DY3360 SS ..................................................
+DY3720 A.................................................
+#=GR DY3720 SS ..................................................
+DY3760 A.................................................
+#=GR DY3760 SS ..................................................
+DY3770 A.................................................
+#=GR DY3770 SS ..................................................
+DY3840 A.................................................
+#=GR DY3840 SS ..................................................
+DY3880 A.................................................
+#=GR DY3880 SS ..................................................
+DY4000 A.................................................
+#=GR DY4000 SS ..................................................
+DY4001 A.................................................
+#=GR DY4001 SS ..................................................
+DY4080 A.................................................
+#=GR DY4080 SS ..................................................
+DY4240 A.................................................
+#=GR DY4240 SS ..................................................
+DY4360 A.................................................
+#=GR DY4360 SS ..................................................
+DY4400 A.................................................
+#=GR DY4400 SS ..................................................
+DY4440 A.................................................
+#=GR DY4440 SS ..................................................
+DY4480 A.................................................
+#=GR DY4480 SS ..................................................
+DY4500 A.................................................
+#=GR DY4500 SS ..................................................
+DY4700 A.................................................
+#=GR DY4700 SS ..................................................
+DY4840 A.................................................
+#=GR DY4840 SS ..................................................
+DY4880 A.................................................
+#=GR DY4880 SS ..................................................
+DY4980 A.................................................
+#=GR DY4980 SS ..................................................
+DY5000 A.................................................
+#=GR DY5000 SS ..................................................
+DY5020 A.................................................
+#=GR DY5020 SS ..................................................
+DY5040 A.................................................
+#=GR DY5040 SS ..................................................
+DY5080 A.................................................
+#=GR DY5080 SS ..................................................
+DY5100 A.................................................
+#=GR DY5100 SS ..................................................
+DY5120 G.................................................
+#=GR DY5120 SS ..................................................
+DY5160 G.................................................
+#=GR DY5160 SS ..................................................
+DY5220 G.................................................
+#=GR DY5220 SS ..................................................
+DY5280 A.................................................
+#=GR DY5280 SS ..................................................
+DY5320 A.................................................
+#=GR DY5320 SS ..................................................
+DY5360 A.................................................
+#=GR DY5360 SS ..................................................
+DY5880 A.................................................
+#=GR DY5880 SS ..................................................
+DY6050 G.................................................
+#=GR DY6050 SS ..................................................
+DY6160 Gaauuuaaagug......................................
+#=GR DY6160 SS ..................................................
+DY6280 Auuuaccacuacgaa...................................
+#=GR DY6280 SS ..................................................
+DY6740 Guagacgcagauu.....................................
+#=GR DY6740 SS ..................................................
+DY6741 Guugacgcagauu.....................................
+#=GR DY6741 SS ..................................................
+DY6742 Guugacgc..........................................
+#=GR DY6742 SS ..................................................
+DY6743 Guagacgcagauu.....................................
+#=GR DY6743 SS ..................................................
+DY7060 Gugguacugcugag....................................
+#=GR DY7060 SS ..................................................
+DY7200 G.................................................
+#=GR DY7200 SS ..................................................
+DY7740 Guuggaaaaacaugcaauagaa............................
+#=GR DY7740 SS ..................................................
+DY7920 Agugugaucgagca....................................
+#=GR DY7920 SS ..................................................
+DY7921 Gagggaacauagca....................................
+#=GR DY7921 SS ..................................................
+DY7922 G.................................................
+#=GR DY7922 SS ..................................................
+DY9990 Gacugcggaaacguuuguggac............................
+#=GR DY9990 SS ..................................................
+DY9991 Gccuguagaaacauuuguggac............................
+#=GR DY9991 SS ..................................................
+DZ1662 A.................................................
+#=GR DZ1662 SS ..................................................
+DZ7560 A.................................................
+#=GR DZ7560 SS ..................................................
+DZ7742 A.................................................
+#=GR DZ7742 SS ..................................................
+DZ7920 A.................................................
+#=GR DZ7920 SS ..................................................
+DZ8040 A.................................................
+#=GR DZ8040 SS ..................................................
+DZ9281 A.................................................
+#=GR DZ9281 SS ..................................................
+#=GC SS_cons ..................................................
+#=GC RF +.................................................
+
+DA0260 AUCUG.GUA.........................G...GGAG.GGU.UCG
+#=GR DA0260 SS .>>>>.>................................<<<.<<.....
+DA0261 AUCUG.GUA.........................G...GGAG.GGU.UCG
+#=GR DA0261 SS .>>>>.>................................<<<.<<.....
+DA0340 AGGCG.GAG.........................GC..CGCG.GGU.UCA
+#=GR DA0340 SS .>>>>.>................................<<<.<<.....
+DA0380 AGGAG.GAU.........................GC..CCUG.GGU.UCG
+#=GR DA0380 SS .>>>>.>................................<<<.<<.....
+DA0420 AGGAG.GAU.........................GC..CCUG.GGU.UGG
+#=GR DA0420 SS .>>>>.>................................<<<.<<.....
+DA0580 AGGCG.GAG.........................GC..CCCG.GGU.UCA
+#=GR DA0580 SS .>>>>.>................................<<<.<<.....
+DA0620 AGGCG.GAG.........................GC..CCCG.GGU.UCA
+#=GR DA0620 SS .>>>>.>................................<<<.<<.....
+DA0660 AGGCA.GAG.........................GC..CGUG.GGU.UCA
+#=GR DA0660 SS .>>>>.>................................<<<.<<.....
+DA0670 AGGCG.GAG.........................GC..CCUG.GGU.CCG
+#=GR DA0670 SS .>>>>.>................................<<<.<<.....
+DA0680 AGGCG.GAG.........................GC..CCCG.GGU.UCA
+#=GR DA0680 SS .>>>>.>................................<<<.<<.....
+DA0780 ACGCC.GAG.........................GC..CUGG.GGU.UCA
+#=GR DA0780 SS .>>>>.>................................<<<.<<.....
+DA0940 AGCCG.AAG.........................GC..CCCG.GGU.UCG
+#=GR DA0940 SS .>>>>.>................................<<<.<<.....
+DA0980 CGCGG.GAG.........................AU..CCCG.GGU.UCG
+#=GR DA0980 SS .>>>>.>................................<<<.<<.....
+DA0981 CGCGG.GAG.........................AU..CCCG.GGU.UCG
+#=GR DA0981 SS .>>>>.>................................<<<.<<.....
+DA1140 CGCAG.GGG.........................GU..CGAC.GGU.UCG
+#=GR DA1140 SS .>>>>.>................................<<<.<<.....
+DA1180 CGCAG.GGG.........................GU..CGAC.GGU.UCG
+#=GR DA1180 SS .>>>>.>................................<<<.<<.....
+DA1230 CGCAG.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA1230 SS .>>>>.>................................<<<.<<.....
+DA1260 CGCAG.GGG.........................GU..CGAC.GGU.UCG
+#=GR DA1260 SS .>>>>.>................................<<<.<<.....
+DA1540 CGCAG.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA1540 SS .>>>>.>................................<<<.<<.....
+DA1541 CGCAG.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA1541 SS .>>>>.>................................<<<.<<.....
+DA1542 CGCAG.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA1542 SS .>>>>.>................................<<<.<<.....
+DA1543 CGCAG.GAG.........................GU..CAGC.GGU..CG
+#=GR DA1543 SS .>>>>.>................................<<<.<<.....
+DA1620 AGCAG.GGG.........................GU..CAUC.GGU.UCG
+#=GR DA1620 SS .>>>>.>................................<<<.<<.....
+DA1660 CGCAG.GAG.........................GU..CUGC.GGU.UCG
+#=GR DA1660 SS .>>>>.>................................<<<.<<.....
+DA1661 UGCAA.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA1661 SS .>>>>.>................................<<<.<<.....
+DA1820 CGCAG.GAG.........................GU..CAGG.AGU.UCG
+#=GR DA1820 SS .>>>>.>................................<<<.<<.....
+DA1860 CGCAG.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA1860 SS .>>>>.>................................<<<.<<.....
+DA1900 AGCAG.GUG.........................U...CGUC.GGU.UCG
+#=GR DA1900 SS .>>>>.>................................<.<.<<.....
+DA2100 AGCAG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2100 SS .>>>>.>................................<<<.<<.....
+DA2180 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2180 SS .>>>>.>................................<<<.<<.....
+DA2220 UAGCA.GAC.........................GU..CAGC.AGU.UCG
+#=GR DA2220 SS .>>>>.>................................<<<.<<.....
+DA2240 CGCAG.GAG.........................GU..CAGC.GGU.UCG
+#=GR DA2240 SS .>>>>.>................................<<<.<<.....
+DA2400 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2400 SS .>>>>.>................................<<<.<<.....
+DA2410 UAGCA.GAC.........................GU..CAGC.AGU.UCG
+#=GR DA2410 SS .>>>>.>................................<<<.<<.....
+DA2440 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2440 SS .>>>>.>................................<<<.<<.....
+DA2480 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2480 SS .>>>>.>................................<<<.<<.....
+DA2520 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2520 SS .>>>>.>................................<<<.<<.....
+DA2521 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2521 SS .>>>>.>................................<<<.<<.....
+DA2540 CGGCA.GAU.........................GU..CAGG.GGU.UCG
+#=GR DA2540 SS .>>>>.>................................<<<.<<.....
+DA2570 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2570 SS .>>>>.>................................<<<.<<.....
+DA2580 AGGCA.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2580 SS .>>>>.>................................<<<.<<.....
+DA2590 AGGCA.GUG.........................GU..CAGC.GGU.UCG
+#=GR DA2590 SS .>>>>.>................................<<<.<<.....
+DA2600 AGGCG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2600 SS .>>>>.>................................<<<.<<.....
+DA2620 AGGCG.GAC.........................GU..CACG.GGU.UCA
+#=GR DA2620 SS .>>>>.>................................<...<<.....
+DA2700 AGGCG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2700 SS .>>>>.>................................<<<.<<.....
+DA2720 UGGCG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2720 SS .>>>>.>................................<<<.<<.....
+DA2840 AGGCG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2840 SS .>>>>.>................................<<<.<<.....
+DA2920 CGGCG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA2920 SS .>>>>.>................................<<<.<<.....
+DA3280 UGGCG.GAU.........................GU..CAGC.GGU.UCG
+#=GR DA3280 SS .>>>>.>................................<<<.<<.....
+DA3880 UAUCG.UUA.........................U...UUCA.GGA.UCG
+#=GR DA3880 SS .>>>>.>................................<<<.<<.....
+DA3920 CAUUG.CUU.........................G...UCAA.GGU.UCA
+#=GR DA3920 SS .>>>>.>................................<<<.<<.....
+DA4000 UGCAU.UUA.........................A...UAUG.AGU.UCA
+#=GR DA4000 SS .>>>..>................................<<<.<<.....
+DA4001 UGCAU.UUA.........................A...UAUG.AGU.UCA
+#=GR DA4001 SS .>>>..>................................<<<.<<.....
+DA4080 UGCAA.UAG.........................A...UAUG.AGU.UCA
+#=GR DA4080 SS .>>>>.>................................<<<.<<.....
+DA4500 AGCAU.AAA.........................GC..UGUC.GGU.UCA
+#=GR DA4500 SS .>>>>.>................................<<<.<<.....
+DA4620 AGCAU.UCG.........................G...UAGA...G.GUU
+#=GR DA4620 SS .>>>>..................................<<<........
+DA4700 UCUAA.UAU.............................UAAG.C...CUG
+#=GR DA4700 SS .>>>>.>................................<<<.<......
+DA4800 CUUAA.AAA.........................G...UAUU.GAA.UUU
+#=GR DA4800 SS .>>>>.>................................<<<.<<.....
+DA4880 UUCAA.AAA.........................G...UAUU.G.A.AU.
+#=GR DA4880 SS .>>>>.>................................<<<.<......
+DA4980 AGCAA.AAC.........................U...UGAA.AGU.UUA
+#=GR DA4980 SS .>>>>.>................................<<<..<.....
+DA5000 AUCAG.UAA.........................C...UCCA.AGU.UUA
+#=GR DA5000 SS .>>>>.>................................<<..<<.....
+DA5020 AGCAG.ACU.........................U...UGAA.AGU.UUA
+#=GR DA5020 SS .>>>>.>................................<<<..<.....
+DA5040 AGCAG.AAA.........................U...CCUA.AGU.UAA
+#=GR DA5040 SS .>>>>.>................................<<<.<<.....
+DA5080 AGCAA.AAG.........................U...UCUA.AGU.UAA
+#=GR DA5080 SS .>>>>.>................................<<<.<<.....
+DA5100 UACAG.AAG.........................A...UGUG.GGG.UAG
+#=GR DA5100 SS .>>>>.>................................<<<.<<.....
+DA5120 UUCAA.UUG.........................A...UGUU.GGA.UAA
+#=GR DA5120 SS .>.>>..................................<<..<<.....
+DA5160 UUCAG.GAG.........................A...UGUA.GGU.UAA
+#=GR DA5160 SS .>>>>.>................................<<<.<<.....
+DA5220 UUCAG.GAG.........................A...UACA.GGU.UAA
+#=GR DA5220 SS .>>>>.>................................<<<.<<.....
+DA5280 UUUAA.CAG.........................A...UGUA.AGA.UAU
+#=GR DA5280 SS .>>>>.>................................<<<.<<.....
+DA5320 UUCAA.UAG.........................A...UGUA.GGA.UGA
+#=GR DA5320 SS .>>>>.>................................<<<.<<.....
+DA5360 UUCAA.UUG.........................A...UGUA.AGG.UGU
+#=GR DA5360 SS .>>>>.>................................<<<.<<.....
+DA5880 UUCAG.UUG.........................A...UGCA.GAG.UGG
+#=GR DA5880 SS .>>>>.>................................<<<.<<.....
+DA6160 UGCGA.GAG.........................GU..AAAG.GGU.UCG
+#=GR DA6160 SS .>>>>.>................................<<<.<<.....
+DA6280 AGGAA.GAG.........................GU..CAUC.GGU.UCG
+#=GR DA6280 SS .>>>>.>................................<<<.<<.....
+DA6281 UGGGA.GAG.........................GU..CUCC.GGU.UCG
+#=GR DA6281 SS .>>>>.>................................<<<.<<.....
+DA6320 UGGAA.GAG.........................GU..CCCA.GAU.UCG
+#=GR DA6320 SS .>>>>.>................................<<<.<<.....
+DA6740 UGCGA.GAG.........................GC..ACAG.GGU.UCG
+#=GR DA6740 SS .>>>>.>................................<<<.<<.....
+DA7680 UGCGA.GAG.........................GU..ACCG.GGA.UCG
+#=GR DA7680 SS .>>>>.>................................<<<.<<.....
+DA7681 UGUGA.GAG.........................GU..ACCG.GGA.UCG
+#=GR DA7681 SS .>>>>.>................................<<<.<<.....
+DA7740 UGUGA.GAG.........................GU..ACGG.GGA.UCG
+#=GR DA7740 SS .>>>>.>................................<<<.<<.....
+DA7920 UGUAU.GAG.........................GU..CUUG.GGU.UCA
+#=GR DA7920 SS .>>>>.>................................<<<.<<.....
+DA8100 UGUAU.GAG.........................GC..CCCG.GGU.UCG
+#=GR DA8100 SS .>>>>.>................................<<<.<<.....
+DC0380 AGCCG.CUC.........................AU..CGCC.GGU.UCA
+#=GR DC0380 SS .>>>>.>................................<<<.<<.....
+DC0500 AGCGG.AAC.........................CC.CCGCC.GGU.UCA
+#=GR DC0500 SS .>>>>.>................................<<<.<<.....
+DC1140 CACCC.UGA.........................U...CAUC.GGU.UCG
+#=GR DC1140 SS .>>>>..................................<<<.<<.....
+DC1230 AUCUG.UGG.........................GU..CCAC.GGU.UCG
+#=GR DC1230 SS .>>>>.>................................<<<.<<.....
+DC1260 CUCCC.CGA.........................U...CGUC.GGU.UCG
+#=GR DC1260 SS .>>>>..................................<<<.<<.....
+DC1350 AGCCG.UCU.........................A...CACG.GGU.UCA
+#=GR DC1350 SS .>>>>.>................................<<<.<<.....
+DC1540 AACCU.UUA.........................U...CCCC.GGU.UCG
+#=GR DC1540 SS .>>>>.>................................<<<.<<.....
+DC1660 AUCCG.UCU.........................A...GUCC.GGU.UCG
+#=GR DC1660 SS .>>>>.>................................<<<.<<.....
+DC2440 AUCCU.CUA.........................UU..CCCC.AGU.UCA
+#=GR DC2440 SS .>>>..>................................<<<.<<.....
+DC2520 AUCUU.UUA.........................UU..CCCC.AGU.UCG
+#=GR DC2520 SS .>>>>.>................................<<<.<<.....
+DC2600 AUCCU.UUA.........................U...CCCC.AGU.UCA
+#=GR DC2600 SS .>>>>.>................................<<<.<<.....
+DC2680 AUCCU.UUA.........................U...CCCC.AGU.UCA
+#=GR DC2680 SS .>>>>.>................................<<<.<<.....
+DC2700 AUCCU.UUA.........................U...CCCC.AGU.UCA
+#=GR DC2700 SS .>>>>.>................................<<<.<<.....
+DC2720 AUCCU.UUA.........................C...CCCC.AGU.UCA
+#=GR DC2720 SS .>>>>.>................................<<<.<<.....
+DC2920 AUCCU.UUU.........................UU..CCCC.AGU.UCA
+#=GR DC2920 SS .>>>>.>................................<<<..<.....
+DC3280 AUCCU.UGU.........................U...CCCC.AGU.UCA
+#=GR DC3280 SS .>>>>.>................................<<<..<.....
+DC3880 AUUGA.AAU.........................A...UAGG.GAU.UCG
+#=GR DC3880 SS .>>>>.>.................................<<.<......
+DC3881 AUUGA.AAU.........................A...UAGG.GAU.UCG
+#=GR DC3881 SS .>>>>.>.................................<<.<......
+DC3920 AUCUU.AAG.........................GA..UUAG.G.U.UCG
+#=GR DC3920 SS .>>...>................................<<<.<......
+DC4000 AUCUA.CUU.........................AU..UAAG.AGU.UCG
+#=GR DC4000 SS .>>>>..................................<<<.<<.....
+DC4050 AUCUA.CAC.........................AU..UUAG.AGU.UCG
+#=GR DC4050 SS .>>>>...................................<<.<<.....
+DC4070 AUUUA.UAN.U.......................AU..UAGG.GUU.CGA
+#=GR DC4070 SS .>>>>.>................................<<<.<......
+DC4080 AUCUA.CUU.........................AU..UAAG.AGU.UCG
+#=GR DC4080 SS .>>>>..................................<<<.<<.....
+DC4300 AUCCU.GGA.........................A...UGAC.GGU.UCG
+#=GR DC4300 SS .>>>..>................................<<<.<<.....
+DC4440 AUCCU.UUA.........................U...CCCC.AGU.UCA
+#=GR DC4440 SS .>>>>.>................................<<<.<<.....
+DC4480 AUCCU.UUA.........................U...CCCC.AGU.UCA
+#=GR DC4480 SS .>>>>.>................................<<<.<<.....
+DC4500 AUCCU.AUA.........................A...AGAU.GGU.UCG
+#=GR DC4500 SS .>>>..>................................<<<.<<.....
+DC4700 AUUCU.UCA.........................U...AGUC.U.A.GUU
+#=GR DC4700 SS .>>>>.>................................<<<.<......
+DC4840 UUUUG.AAG.........................G...AGUA.A...GUU
+#=GR DC4840 SS .>>>>.>................................<<<.<......
+DC4880 UUUUG.AAG.........................G...AGUA.A.A.UUU
+#=GR DC4880 SS .>>>>.>................................<<<.<......
+DC4980 AUCUA.CAG.........................A...UGCG.GUU.AUA
+#=GR DC4980 SS .>>>>..................................<<<.<<.....
+DC5000 AUCUA.UAG.........................A...UGCG.G.G.UAA
+#=GR DC5000 SS .>>>>..................................<<<.<......
+DC5020 AUCUA.UAG.........................A...UGCG.GCC.AGU
+#=GR DC5020 SS .>>>>..................................<<<.<......
+DC5040 AUCCU.UAG.........................A...UGCA.AUU.AGU
+#=GR DC5040 SS .>>>...................................<<<.<<.....
+DC5080 AUCCU.AGA.............................UGCA.ACU.AGG
+#=GR DC5080 SS .>>>..>................................<<<.<<.....
+DC5100 AUCUG.AAG.........................A...AGCA.CAC.UUA
+#=GR DC5100 SS .>>>>.>................................<<<..<.....
+DC5120 AUCUC.GAG.........................A...AGCA.AAC.GAA
+#=GR DC5120 SS .>>>..>................................<<<.<<.....
+DC5160 ACCCC.AAG.........................A...UGCA.GUA.UAA
+#=GR DC5160 SS .>>>>.>................................<<<.<......
+DC5220 ACUCG.UUG.........................A...UGUA.CAC.UAA
+#=GR DC5220 SS .>>>>.>................................<<<.<<.....
+DC5280 GUUCG.AAG.........................G...UGUA.GAG.AAU
+#=GR DC5280 SS .>>>>.>................................<<<.<<.....
+DC5281 AUUCG.AAG.........................G...UGUA.GAG.AAU
+#=GR DC5281 SS .>>>>.>................................<<<.<<.....
+DC5320 AUUCG.AAG.........................G...UGUA.GAG.AAA
+#=GR DC5320 SS .>>>>.>................................<<<.<<.....
+DC5360 AUUCA.GAG.........................A...AGCA.GCU.UCA
+#=GR DC5360 SS .>>>>.>................................<<<.<......
+DC5880 AUUCG.AAG.........................A...AGCA.GCU.UCA
+#=GR DC5880 SS .>>>>.>................................<<<.<......
+DC6280 AUCUG.UUG.........................GU..CCUU.AGU.UCG
+#=GR DC6280 SS .>>>>.>................................<<<.<<.....
+DC8100 AUCAA.GAG.........................GU..CCCU.GGU.UCA
+#=GR DC8100 SS .>>>>.>................................<<<.<<.....
+DC8101 AUCAA.GAG.........................GU..CCCU.UGU.UCG
+#=GR DC8101 SS .>>>>.>................................<<<..<.....
+DD0260 CGGGA.GAG.........................AA..UGUG.GGU.UCA
+#=GR DD0260 SS .>>>>.>................................<<<.<<.....
+DD0660 CUCCU.GUG.........................A...CUCG.GGU.UCA
+#=GR DD0660 SS .>>>>.>................................<<<.<<.....
+DD0680 AGCCC.GCG.........................A...CUCG.GGU.UCA
+#=GR DD0680 SS .>>>>.>................................<<<.<<.....
+DD0740 CUCCU.GUG.........................A...CUCG.GGU.UCA
+#=GR DD0740 SS .>>>>.>................................<<<.<<.....
+DD1140 CGGAG.GAG.........................AU..CACG.GGU.UCG
+#=GR DD1140 SS .>>>>.>................................<<<.<<.....
+DD1180 CGGAG.GAG.........................AU..CACG.GGU.UCG
+#=GR DD1180 SS .>>>>.>................................<<<.<<.....
+DD1230 CGCAG.GAG.........................AU..CGCG.GGU.UCA
+#=GR DD1230 SS .>>>>.>................................<<<.<<.....
+DD1260 CAGAG.GAG.........................AU..CGCG.GGU.UCA
+#=GR DD1260 SS .>>>>.>................................<<<.<<.....
+DD1500 CGGAG.GAG.........................AU..CGCG.GGU.UCA
+#=GR DD1500 SS .>>>>.>................................<<<.<<.....
+DD1540 CGCAG.GAG.........................GU..CGCG.GGU.UCG
+#=GR DD1540 SS .>>>>.>................................<<<.<<.....
+DD1570 CGCAG.GAG.........................AU..CGCG.GGU.UCG
+#=GR DD1570 SS .>>>>.>................................<<<.<......
+DD1660 CGCAG.GGG.........................GU..CGCG.GGU.UCG
+#=GR DD1660 SS .>>>>.>................................<<<.<<.....
+DD2440 CGGAG.AAA.........................A...CGCG.GAU.UCG
+#=GR DD2440 SS .>>>>..................................<<<.<<.....
+DD2520 CGGCG.GAA.........................GU..UGCG.GGU.UCG
+#=GR DD2520 SS .>>>>.>................................<<<.<<.....
+DD2600 AGACG.GAA.........................GU..UGCG.GGU.UCG
+#=GR DD2600 SS .>.>>.>................................<<<.<<.....
+DD2680 AGGCG.GAA.........................GC..UGCG.GGU.UCG
+#=GR DD2680 SS .>>>>.>................................<<<.<<.....
+DD2700 AGGCG.GAA.........................GC..UGCG.GGU.UCG
+#=GR DD2700 SS .>>>>.>................................<<<.<<.....
+DD2920 AGGCG.GAA.........................GC..UGCG.GGU.UCG
+#=GR DD2920 SS .>>>>.>................................<<<.<<.....
+DD3200 AGGCG.GAA.........................GC..UGCG.GGU.UCG
+#=GR DD3200 SS .>>>>.>................................<<<.<<.....
+DD3280 AGGCG.GAA.........................GC..UGCG.GGU.UCG
+#=GR DD3280 SS .>>>>.>................................<<<.<<.....
+DD3880 AGGAA.GUU.........................UA..UGCC.GGU.UCA
+#=GR DD3880 SS .>>>>.>................................<<<.<<.....
+DD3960 CGGAA.GCA.........................GA..UGCC.GGU.UCG
+#=GR DD3960 SS .>>>>.>................................<<<.<<.....
+DD4000 UAAUG.GAG.........................GA..UGUC.AGU.GCA
+#=GR DD4000 SS .>>>>.>................................<<<.<<.....
+DD4080 UAAUA.GAG.........................GA..UGUC.AGU.GCA
+#=GR DD4080 SS .>>>>.>................................<<<.<<.....
+DD4440 CGCCA.GAA.........................GU..CGCG.GGU.UCG
+#=GR DD4440 SS .>>>>.>................................<<<.<<.....
+DD4480 CGCCA.GAA.........................GU..CGCG.GGU.UCG
+#=GR DD4480 SS .>>>>.>................................<<<.<<.....
+DD4500 AGCCA.GAA.........................GU..CGCG.GGU.UCA
+#=GR DD4500 SS .>>>>.>................................<<<.<<.....
+DD4620 UGGCG.GUG.........................G...GGUA.U...GUU
+#=GR DD4620 SS .>>>>.>................................<<<.<......
+DD4700 GUUCU.AGA.........................U...UCCU.U.U.UAC
+#=GR DD4700 SS .>>>>.>................................<<<.<......
+DD4760 AUCUA.AAA.........................U...AACU.A...AAA
+#=GR DD4760 SS .>>>>.>................................<<<.<......
+DD4840 AACUA.AAA.........................U...UAUU.AA..AUA
+#=GR DD4840 SS .>>>>.>................................<<<.<<.....
+DD4880 AACUA.AAA.........................U...UAUU.AA..AUU
+#=GR DD4880 SS .>>>>.>................................<<<.<<.....
+DD4980 GACCA.AAG.........................U...UACU.GGU.AAU
+#=GR DD4980 SS ..>>>.>................................<<<.<<.....
+DD5000 GACUG.GAA.........................U...UAUC.UGU.AAC
+#=GR DD5000 SS ..>>>.>................................<<<..<.....
+DD5020 GACCG.GAG.........................U...AACU.GGU.AAA
+#=GR DD5020 SS ..>>>.>................................<<<.<<.....
+DD5040 GGCCA.AAA.........................U...UGCU.GGU.UAA
+#=GR DD5040 SS ..>>>.>................................<<<.<<.....
+DD5080 GGCCA.AAA.........................U...UGCU.GGU.UAA
+#=GR DD5080 SS ..>>>.>................................<<<.<<.....
+DD5120 AGGCG.AAA.........................U...AGCU.GGU.UAG
+#=GR DD5120 SS .>>>>..................................<<<.<<.....
+DD5220 AGACU.AAA.........................U...CACA.GGU.GCA
+#=GR DD5220 SS .>.>>.>................................<<<.<<.....
+DD5280 AGGUU.AAG.........................U...UAUA.GAC.UUA
+#=GR DD5280 SS .>>>>.>................................<<<.<<.....
+DD5281 AGGUU.AAG.........................U...UAUA.GAC.CUA
+#=GR DD5281 SS .>>>>.>................................<<<.<<.....
+DD5320 AAGUU.AAA.........................U...UAUA.GAU.CAA
+#=GR DD5320 SS .>>>>.>................................<<<.<<.....
+DD5360 AAGUU.AAG.........................U...UACA.AGU.GAA
+#=GR DD5360 SS .>>>>.>................................<<<..<.....
+DD5880 AAGUU.AAA.........................U...UAUA.GGC.UAA
+#=GR DD5880 SS .>>>>.>................................<<<.<<.....
+DD6220 CGCGG.GUG.........................A...CCCG.GGU.UCA
+#=GR DD6220 SS .>>>>.>................................<<<.<<.....
+DD6280 CGUGC.CAG.........................A...UCGG.GGU.UCA
+#=GR DD6280 SS .>>>>.>................................<<<.<<.....
+DD6320 CGCUU.GCA.........................G...CCCG.GGU.UCG
+#=GR DD6320 SS .>>>>.>................................<<<.<<.....
+DD6900 CGCGG.GUG.........................A...CCCG.GGU.UCG
+#=GR DD6900 SS .>>>>.>................................<<<.<<.....
+DD7560 CAUGC.GAG.........................A...CCCG.GGU.UCA
+#=GR DD7560 SS .>>>>.>................................<<<.<<.....
+DD7740 CGCGG.GAG.........................A...CCGG.GGU.UCA
+#=GR DD7740 SS .>>>>.>................................<<<.<<.....
+DD8100 CGCGG.GAG.........................A...CCGG.GGU.UCG
+#=GR DD8100 SS .>>>>.>................................<<<.<<.....
+DD9160 CGCGG.GAG.........................A...CCGG.GGU.UCG
+#=GR DD9160 SS .>>>>.>................................<<<.<<.....
+DD9161 CGCGG.GAG.........................A...CCGG.GGU.UCG
+#=GR DD9161 SS .>>>>.>................................<<<.<<.....
+DE0660 AGCCA.GCG.........................A...CUCG.GGU.UCA
+#=GR DE0660 SS .>>>>.>................................<<<.<<.....
+DE0680 AGCCG.AAG.........................A...CUCG.GGU.UCA
+#=GR DE0680 SS .>>>>.>................................<<<.<<.....
+DE0700 CGGCG.GUA.........................A...CACG.GGU.UCG
+#=GR DE0700 SS .>>>>.>................................<<<.<<.....
+DE1140 UCCGU.GGA.........................CA..CACG.GGU.UCG
+#=GR DE1140 SS .>>>>.>................................<<<.<<.....
+DE1180 UCCGU.GGA.........................CA..CACG.GGU.UCG
+#=GR DE1180 SS .>>>>.>................................<<<.<<.....
+DE1230 CGCAU.GCA.........................UU..CACG.GGU.UCG
+#=GR DE1230 SS .>>>>.>................................<<<.<<.....
+DE1340 AGGCG.GUA.........................G...CGCC.GGU.UCG
+#=GR DE1340 SS .>>>>.>................................<<<.<<.....
+DE1500 CGGCG.GUA.........................A...CAUG.GGU.UCA
+#=GR DE1500 SS .>>>>.>................................<<<.<<.....
+DE1540 CGGCG.GUA.........................A...CACG.GGU.UCG
+#=GR DE1540 SS .>>>>.>................................<<<.<<.....
+DE1570 CGGCG.GUA.........................A...CACG.GGU.UCG
+#=GR DE1570 SS .>>>>.>................................<<<.<<.....
+DE1660 CGGCG.GUA.........................A...CAGG.GGU.UCG
+#=GR DE1660 SS .>>>>.>................................<<<.<<.....
+DE2180 CGGAG.GCG.........................A...CGGG.GAU.UCG
+#=GR DE2180 SS .>>>>.>................................<<<.<<.....
+DE2440 CGGAG.AAA.........................A...CGCG.GAU.UCG
+#=GR DE2440 SS .>>>>..................................<<<.<<.....
+DE2500 AGGAG.GCA.........................G...CGGG.GAU.UCG
+#=GR DE2500 SS .>>>>.>................................<<<.<<.....
+DE2520 CGGAG.GCA.........................A...CGGG.GAU.UCG
+#=GR DE2520 SS .>>>>.>................................<<<.<<.....
+DE2600 AGGAG.GCG.........................A...CGGG.GAU.UCG
+#=GR DE2600 SS .>>>>.>................................<<<.<<.....
+DE2680 AGGAG.GCA.........................G...CGGG.GAU.UCG
+#=GR DE2680 SS .>>>>.>................................<<<.<<.....
+DE2700 AGGAG.GCA.........................G...CGGG.GAU.UCG
+#=GR DE2700 SS .>>>>.>................................<<<.<<.....
+DE2920 AGGAG.GCA.........................G...CGGG.GAU.UCG
+#=GR DE2920 SS .>>>>.>................................<<<.<<.....
+DE3200 AGGAG.GCA.........................A...CGGG.GAU.UCG
+#=GR DE3200 SS .>>>>.>................................<<<.<<.....
+DE3280 AGGAG.ACA.........................A...CGGG.GAU.UCG
+#=GR DE3280 SS .>>>>.>................................<<<.<<.....
+DE3360 AGGAG.GCA.........................A...CGGG.GAU.UCG
+#=GR DE3360 SS .>>>>.>................................<<<.<<.....
+DE3800 CCCCG.UAA.........................A...UUUG.GGU.UCG
+#=GR DE3800 SS .>>>>.>................................<<<.<<.....
+DE3880 CUGUU.AGU.........................G...CGGG.AGU.UCA
+#=GR DE3880 SS .>>>>.>................................<<<.<<.....
+DE4000 UGUUG.AUA.........................A...UAUC.GGU.UCG
+#=GR DE4000 SS .>.>>.>................................<<<.<<.....
+DE4070 CGAUG.GGA.........................G...UACC.AGU.UCG
+#=GR DE4070 SS .>>>>.>................................<<<.<<.....
+DE4080 UGUUG.AAA.........................A...UGUU.GGU.UCA
+#=GR DE4080 SS .>>>>.>................................<<<.<<.....
+DE4240 UGUCG.AAG.........................A...CACG.GGU.UCC
+#=GR DE4240 SS .>.>>.>................................<<<.<<.....
+DE4280 UGUCG.AAG.........................A...CACG.GGU.UCG
+#=GR DE4280 SS .>.>>.>................................<<<.<<.....
+DE4440 UGUCG.AAG.........................A...CACG.GGU.UCG
+#=GR DE4440 SS .>.>>.>................................<<<.<<.....
+DE4480 UGUCG.AAG.........................A...CACG.GGU.UCG
+#=GR DE4480 SS .>.>>.>................................<<<.<<.....
+DE4500 UGUCG.AAA.........................A...CACG.GGU.UCA
+#=GR DE4500 SS .>.>>.>................................<<<.<<.....
+DE4700 UUCUU.AAG.........................U...CAGA.A.A.GCA
+#=GR DE4700 SS .>>>>.>................................<<<.<......
+DE4720 AUGCA.UAA.........................A...UGGA.U...AAA
+#=GR DE4720 SS .>>>>.>................................<<<.<......
+DE4800 CUGUA.AAA.........................A...UAAA.AA..UUU
+#=GR DE4800 SS .>>>>.>................................<<<.<<.....
+DE4880 UUGUA.AUA.........................A...UAAA.AU..AAU
+#=GR DE4880 SS .>>>>.>................................<<<.<<.....
+DE4980 UGUUA.UAG.........................G...UUUA.GGU.UGA
+#=GR DE4980 SS .>>>>.>................................<<<.<<.....
+DE5040 CGCUC.UAA.........................G...UUUG.AGU.UAA
+#=GR DE5040 SS .>>>>.>................................<<<.<<.....
+DE5080 CGCUC.UUA.........................AG..UUUG.AGU.UAA
+#=GR DE5080 SS .>>>>.>................................<<<.<<.....
+DE5120 GAUCA.CAA.........................G...UUCU.GGU.UAG
+#=GR DE5120 SS .>>>>.>................................<<..<<.....
+DE5220 AGCCG.UAG.........................U...CCUU.GGG.GUC
+#=GR DE5220 SS .>>>>.>................................<<<.<<.....
+DE5280 UGUCA.UUA.........................G...UCAC.AGU.UAA
+#=GR DE5280 SS .>>>>.>................................<<<..<.....
+DE5320 UGUCA.UUG.........................G...UCGC.AGU.UGA
+#=GR DE5320 SS .>>>>.>................................<<<.<<.....
+DE5360 UAUCA.UUA.........................G...UCAU.GGU.UAG
+#=GR DE5360 SS .>>>>.>................................<<<.<<.....
+DE5880 UAUCA.UUG.........................G...UCGU.GGU.UGU
+#=GR DE5880 SS .>>>>.>................................<<<.<<.....
+DE6160 CACUG.GUA.........................C...CUCG.GGU.UCG
+#=GR DE6160 SS .>>>>.>................................<<<.<<.....
+DE6161 CACUG.GUA.........................C...CUCG.GGU.UCG
+#=GR DE6161 SS .>>>>.>................................<<<.<<.....
+DE6280 CCGUG.GAG.........................A...CCGG.GGU.UCG
+#=GR DE6280 SS .>>>>.>................................<<<.<<.....
+DE6281 CCGUG.GAG.........................A...CCGG.GGU.UCG
+#=GR DE6281 SS .>>>>.>................................<<<.<<.....
+DE6320 CCGAC.GCG.........................G...UCGG.GGU.UCG
+#=GR DE6320 SS .>>>>.>................................<<<.<<.....
+DE6321 CCGAU.GCG.........................G...CGGG.GGU.UCG
+#=GR DE6321 SS .>>>>.>................................<<<.<<.....
+DE7680 CCCAG.GAG.........................G...CUCG.GGU.UCG
+#=GR DE7680 SS .>>>>.>................................<<<.<<.....
+DE7740 CCCGG.AAG.........................G...CCCG.GGU.UCA
+#=GR DE7740 SS .>>>>.>................................<<<.<<.....
+DE7741 CCCGG.AAG.........................G...CCCG.GGU.UCA
+#=GR DE7741 SS .>>>>.>................................<<<.<<.....
+DE7742 CCCAG.AAG.........................G...CCCG.GGU.UCG
+#=GR DE7742 SS .>>>>.>................................<<<.<<.....
+DE8100 CCGCC.GCG.........................G...CCCG.GGU.UCG
+#=GR DE8100 SS .>>>>.>................................<<<.<<.....
+DE9160 CCGCC.GCG.........................G...CCCG.GGU.UCG
+#=GR DE9160 SS .>>>>.>................................<<<.<<.....
+DE9161 CCGCC.GCG.........................G...CCCG.GGU.UCG
+#=GR DE9161 SS .>>>>.>................................<<<.<<.....
+DE9162 CCGCC.GCG.........................G...CCCG.GGU.UCG
+#=GR DE9162 SS .>>>>.>................................<<<.<<.....
+DE9990 CCGCC.GCG.........................C...CCCG.GGU.UCG
+#=GR DE9990 SS .>>>>.>................................<<<.<<.....
+DE9991 CCGCC.GCG.........................G...CCCG.GGU.UCG
+#=GR DE9991 SS .>>>>.>................................<<<.<<.....
+DF0660 AUCCA.GUU.........................GU..CGGG.UGU.UCG
+#=GR DF0660 SS .>>>>.>................................<<<.<<.....
+DF0860 ACCGG.GUU.........................GU..CCGG.GGU.UCA
+#=GR DF0860 SS .>>>>.>................................<<<.<<.....
+DF1140 CUCUG.CGU.........................GU..CGGC.GGU.UCA
+#=GR DF1140 SS .>>>>.>................................<<<.<<.....
+DF1180 CUCUG.CGU.........................GU..CGGC.GGU.UCA
+#=GR DF1180 SS .>>>>.>................................<<<.<<.....
+DF1230 AGCCU.CGU.C.......................GU..AGCC.GGU.UCG
+#=GR DF1230 SS .>>>..>................................<.<.<<.....
+DF1260 CUCAA.AGU.........................GU..CGGC.AGU.UCA
+#=GR DF1260 SS .>>>>.>................................<<<.<<.....
+DF1540 AUCCG.UGU.........................GU..CGGC.GGU.UCG
+#=GR DF1540 SS .>>>>.>................................<<<.<<.....
+DF1541 AUCCG.UGU.........................GU..CGGC.GGU.UCG
+#=GR DF1541 SS .>>>>.>................................<<<.<<.....
+DF1660 AUCCC.CGU.........................GU..CCUU.GGU.UCG
+#=GR DF1660 SS .>>>>.>................................<<<.<<.....
+DF2520 AUCCU.UGU.........................GU..CACC.AGU.UCA
+#=GR DF2520 SS .>>>>.>................................<<<.<<.....
+DF2600 AUCCU.CGU.........................GU..CACC.AGU.UCA
+#=GR DF2600 SS .>>>>.>................................<<<.<<.....
+DF2700 AUCCU.CGU.........................GU..CACC.AGU.UCA
+#=GR DF2700 SS .>>>>.>................................<<<.<<.....
+DF2720 AUCCU.CGU.........................GU..CACC.AGU.UCA
+#=GR DF2720 SS .>>>>.>................................<<<.<<.....
+DF2920 AUCCU.CGU.........................GU..CACC.AGU.UCA
+#=GR DF2920 SS .>>>>.>................................<<<.<<.....
+DF3360 AUCCU.UGU.........................GU..CACC.AGU.UCA
+#=GR DF3360 SS .>>>>.>................................<<<.<<.....
+DF3770 AUCUA.AAG.........................GU..CGUU.GGU.UCA
+#=GR DF3770 SS .>>>>.>................................<<<.<<.....
+DF3800 ACCUG.AAG.........................GU..CAUU.GGU.CCG
+#=GR DF3800 SS .>>>>.>................................<.<.<<.....
+DF3880 UUGAU.UAG.........................GU..UGUA.AGU.UCA
+#=GR DF3880 SS .>>>>.>................................<<<.<<.....
+DF4000 AUUUA.UUU.........................A...CAUGUAGU.UCG
+#=GR DF4000 SS .>>>>.>................................<<<.<<.....
+DF4080 AUUUA.UUU.........................A...CAUGUAGU.UCG
+#=GR DF4080 SS .>>>>.>................................<<<.<<.....
+DF4360 AUCCU.UGU.........................GU..CAGU.GGU.UCG
+#=GR DF4360 SS .>>>>.>................................<<<.<<.....
+DF4440 AUCCU.CGU.........................GU..CACC.AGU.UCA
+#=GR DF4440 SS .>>>>.>................................<<<.<<.....
+DF4500 AUCCU.UGU.........................GU..CAGU.GGU.UCG
+#=GR DF4500 SS .>>>>.>................................<<<.<<.....
+DF4700 AUGAG.GAA.........................GA..UGGU.AC..UUU
+#=GR DF4700 SS .>>>>.>................................<<<.<<.....
+DF4800 AUGUU.GGG.........................G...AAAU.U...AUU
+#=GR DF4800 SS .>>>>.>................................<<<.<......
+DF4880 AUGUU.AUG.........................G...AGAU.U...AAU
+#=GR DF4880 SS .>>>>.>................................<<<.<......
+DF5040 AUGCU.UCA.........................A...AGAG.AGU.UAA
+#=GR DF5040 SS .>>>>..................................<<<..<.....
+DF5041 AUGCU.UCA.........................A...AGAG.AGU.UAA
+#=GR DF5041 SS .>>>>..................................<<<..<.....
+DF5060 CUGUU.AAG.........................A...CGGA.CCC.UAG
+#=GR DF5060 SS .>>>>.>................................<<<.<......
+DF5080 AUGCU.UCA.........................A...AGGG.AGU.UAA
+#=GR DF5080 SS .>>>>..................................<<<..<.....
+DF5100 AUAUU.AGG.........................A...UGGA.CCC.UAG
+#=GR DF5100 SS .>>>>.>................................<<<.<......
+DF5120 AUGCU.GAG.........................A...UGAG.CCC.UAG
+#=GR DF5120 SS .>>>>.>................................<<<.<......
+DF5121 AUGCU.GAG.........................A...UGAG.CCC.UAC
+#=GR DF5121 SS .>>>>.>................................<<<.<......
+DF5160 ACGCU.AAG.........................A...UGAA.CCC.UAA
+#=GR DF5160 SS .>>>>.>................................<<<.<......
+DF5200 AUGUC.UAG.........................A...UGGG.C.A.UUA
+#=GR DF5200 SS .>>>>.>................................<<<.<......
+DF5220 AUGCC.AAG.........................A...UGGU.AC..CUA
+#=GR DF5220 SS .>>>>.>................................<<<.<......
+DF5280 AUGCU.UAG.........................A...UGGA.U.U.CAA
+#=GR DF5280 SS .>>>>.>................................<<<.<......
+DF5320 AUGCU.UAG.........................A...UGGA.U.A.AUU
+#=GR DF5320 SS .>>>>.>................................<<<.<......
+DF5360 AUGCC.UAG.........................A...UGAG.U.C.UCC
+#=GR DF5360 SS .>>>>.>................................<<<.<......
+DF5400 AUGCC.UAG.........................A...UGGA.U.U.CAC
+#=GR DF5400 SS .>>.>.>................................<<<.<......
+DF5880 AUGUU.UAG.........................A...CGGG.C.U.CAC
+#=GR DF5880 SS .>>>..>................................<<<........
+DF5900 AUGCC.UAG.........................A...UGAG.U.A.UAU
+#=GR DF5900 SS .>>>>.>................................<<<.<......
+DF5910 AUGCC.UAG.........................A...UGAG.U.A.CAC
+#=GR DF5910 SS .>>>>.>................................<<<.<......
+DF5920 AUGCC.UAG.........................A...UGAG.U.G.CUC
+#=GR DF5920 SS .>>>>.>................................<<<.<......
+DF5930 AUGCC.AAG.........................A...UGAG.UG..UAC
+#=GR DF5930 SS .>>>>..................................<<<.<<.....
+DF5940 AUGCC.UAG.........................A...UGAG.UU..UAU
+#=GR DF5940 SS .>>>>.>................................<<<.<<.....
+DF5950 AUGCC.UAG.........................A...UGGG.U.A.UUU
+#=GR DF5950 SS .>>>>.>................................<<<.<......
+DF5960 AUGCC.UAG.........................A...UGAG.U.G.CAC
+#=GR DF5960 SS .>>>>.>................................<<<.<......
+DF5970 AUGCC.UAG.........................A...UGAG.U.A.UAU
+#=GR DF5970 SS .>>>>.>................................<<<.<......
+DF5980 AUGCC.UAG.........................A...UGAG.U.A.UAU
+#=GR DF5980 SS .>>>>.>................................<<<.<......
+DF6200 AUCUG.AAG.........................GU..CGUG.UGU.UCG
+#=GR DF6200 SS .>>>>.>................................<<<.<<.....
+DF6280 AUCUG.GAG.........................GU..CCUG.UGU.UCG
+#=GR DF6280 SS .>>>>.>................................<<<.<<.....
+DF6281 AUCUG.GAG.........................GU..CCUG.UGU.UCG
+#=GR DF6281 SS .>>>>.>................................<<<.<<.....
+DF6320 AUCUG.UUG.........................GU..CAUC.GGU.UCG
+#=GR DF6320 SS .>>>>.>................................<<<.<<.....
+DF6740 AUCUG.AAG.........................GU..CGCG.UGU.UCG
+#=GR DF6740 SS .>>>>.>................................<<<.<<.....
+DF7740 AUCUA.AAG.........................GU..CCCC.GGU.UCA
+#=GR DF7740 SS .>>>>.>................................<<<.<<.....
+DF7920 AUCUA.AAG.........................GU..CCCU.GGU.UCG
+#=GR DF7920 SS .>>>>.>................................<<<.<<.....
+DF9160 AUCUA.AAA.........................GG.UCCCU.GGU.UCG
+#=GR DF9160 SS .>>>>.>................................<<<.<<.....
+DG0220 AUCUG.AUG.........................A...UGUG.AGU.UCG
+#=GR DG0220 SS .>>>>.>................................<<<.<<.....
+DG0260 AGCCU.CGC.........................UG.AGUAG.GGU.UCG
+#=GR DG0260 SS .>>>>...................................<<.<<.....
+DG0860 AGCCA.GCA.........................AU..CCCG.GGU.UCG
+#=GR DG0860 SS .>>>>.>................................<<<.<<.....
+DG0960 AGCCG.CAG.........................AA..CCCG.GGU.UCA
+#=GR DG0960 SS .>>>>.>................................<<<.<<.....
+DG1140 AGCUG.AUU.........................G...UGAG.GGU.UCG
+#=GR DG1140 SS .>>>>.>................................<<<.<<.....
+DG1180 AGCUG.AUU.........................G...UGAG.GGU.UCG
+#=GR DG1180 SS .>>>>.>................................<<<.<<.....
+DG1200 AGCUG.AUC.........................G...UGUC.GGU.UCG
+#=GR DG1200 SS .>>>>.>................................<<<.<<.....
+DG1230 AGGCU.UAG.........................A...CGGC.AGU.UCG
+#=GR DG1230 SS .>>>>.>................................<<<.<<.....
+DG1350 AGGUU.GAG.........................GU..CGCG.AGU.UCG
+#=GR DG1350 SS .>>>>.>................................<<<.<<.....
+DG1500 UGGUG.GGG.........................GU..CGCG.GGU.UCG
+#=GR DG1500 SS .>>>>.>................................<<<.<<.....
+DG1540 AGCUG.AUG.........................U...CGUG.GGU.UCG
+#=GR DG1540 SS .>>>>.>................................<<<.<<.....
+DG1541 AGGUG.GGG.........................GU..CGCG.GGU.UCG
+#=GR DG1541 SS .>>>>.>................................<<<.<<.....
+DG1542 AGGUG.GGG.........................GU..CGCG.GGU.UCG
+#=GR DG1542 SS .>>>>.>................................<<<.<<.....
+DG1580 AGGUC.GGG.........................GU..CGCG.GGU.UCA
+#=GR DG1580 SS .>>>>.>................................<<<.<<.....
+DG1581 AGCCG.AGG.........................GU..CGCG.GGU.UCG
+#=GR DG1581 SS .>>>>.>................................<<<.<<.....
+DG1660 AGCUG.AUG.........................A...UGCG.GGU.UCG
+#=GR DG1660 SS .>>>>.>................................<<<.<<.....
+DG1661 AGGUC.GGG.........................GU..CGCG.AGU.UCG
+#=GR DG1661 SS .>>>>.>................................<<<.<<.....
+DG1662 AGCUC.UAU.........................A...CGAG.GGU.UCG
+#=GR DG1662 SS .>>>>.>................................<<<.<<.....
+DG1820 AGCUG.AUG.........................A...UGCG.GGU.UCG
+#=GR DG1820 SS .>>>>.>................................<<<.<<.....
+DG2000 AGGUC.GGG.........................GU..CGCG.AGU.UCG
+#=GR DG2000 SS .>>>>.>................................<<<.<<.....
+DG2180 AGGUU.GAU.........................GU..CGCG.CGU.UCG
+#=GR DG2180 SS .>>>>.>................................<<<.<<.....
+DG2440 AGUUC.GAG.........................GU..UGUG.GGU.UCG
+#=GR DG2440 SS .>.>>.>................................<<<.<<.....
+DG2520 AGGUU.GAU.........................GC..CAUG.GGU.UCG
+#=GR DG2520 SS .>>>>.>................................<<<.<<.....
+DG2521 AGUCC.AAU.........................GU..UGCG.UGU.UCG
+#=GR DG2521 SS .>.>>.>................................<<<.<<.....
+DG2600 AGGAG.AAU.........................A...UGCG.GGU.UCG
+#=GR DG2600 SS .>>>>..................................<<<.<<.....
+DG2601 AGCUA.ACG.........................A...UGCG.GGU.UCG
+#=GR DG2601 SS .>>>>.>................................<<<.<<.....
+DG2640 AGGAG.AAG.........................A...UACG.GGU.UCG
+#=GR DG2640 SS .>>>>.>.................................<<.<<.....
+DG2641 AGCUA.ACG.........................A...UGCG.GGU.UCG
+#=GR DG2641 SS .>>>>..................................<<<.<<.....
+DG2680 AGGAG.AAG.........................A...UACG.GGU.UCG
+#=GR DG2680 SS .>>>>.>.................................<<.<<.....
+DG2681 AGCUA.ACG.........................A...UGCG.GGU.UCG
+#=GR DG2681 SS .>>>>..................................<<<.<<.....
+DG2700 AGCUA.ACG.........................A...UGCG.GGU.UCG
+#=GR DG2700 SS .>>>>..................................<<<.<<.....
+DG2701 AGGAG.AAG.........................A...UACG.GGU.UCG
+#=GR DG2701 SS .>>>>.>.................................<<.<<.....
+DG2920 AGCUA.ACG.........................A...UGCG.GGU.UCG
+#=GR DG2920 SS .>>>>..................................<<<.<<.....
+DG2921 AGGAG.AAG.........................A...UGCG.GGU.UCG
+#=GR DG2921 SS .>>>>.>................................<<<.<<.....
+DG3200 AGGAG.AAG.........................A...CGCG.GGU.UCA
+#=GR DG3200 SS .>>>>.>................................<<<.<<.....
+DG3880 CCUAA.GAU.........................G...UGUC.GAU.UCG
+#=GR DG3880 SS .>>>>.>................................<<<.<<.....
+DG3881 AACGA.AGU.........................G...UGUC.GAU.UCG
+#=GR DG3881 SS .>>>>.>................................<<<.<<.....
+DG4000 AACAU.UGA.........................A...UGCG.AGU.UCG
+#=GR DG4000 SS .>>>>.>................................<<<.<<.....
+DG4040 CUUAG.AUU.........................A...UGUU.CGU.UCG
+#=GR DG4040 SS .>>>>.>................................<<<.<<.....
+DG4070 CACAU.UCC.........................A...UGUG.AGU.UCG
+#=GR DG4070 SS .>>>>.>................................<<<.<<.....
+DG4080 CACAU.UGA.........................U...UGUG.AGU.UCG
+#=GR DG4080 SS .>>>>.>................................<<<.<<.....
+DG4320 AGGCU.GAG.........................GU..UGAG.GGU.UCA
+#=GR DG4320 SS .>>>>.>................................<<<.<<.....
+DG4360 AGGCU.GAG.........................GU..UGAG.GGU.UCA
+#=GR DG4360 SS .>>>>.>................................<<<.<<.....
+DG4500 AGGCU.AAG.........................GU..UGAG.GGU.UCA
+#=GR DG4500 SS .>>>>.>................................<<<.<<.....
+DG4501 AGCAG.AGG.........................A...UAUG.GGU.UCG
+#=GR DG4501 SS .>>>>.>................................<<<.<<.....
+DG4700 AGCAA.AAG.........................U...CCUA.AU..AAA
+#=GR DG4700 SS .>>>>.>................................<<<.<<.....
+DG4760 AUCAA.AAG.........................A....UUG.A...AAU
+#=GR DG4760 SS .>>>>.>................................<<<.<......
+DG4800 AUCAC.AAG.........................G...ACUA.AA..UAA
+#=GR DG4800 SS .>>>>.>................................<<<.<<.....
+DG4840 AUCAU.AAG.........................G...UCUA.UU..AAU
+#=GR DG4840 SS .>>>..>................................<<<.<<.....
+DG4880 AUCAU.AAG.........................G...UCUA.UU..AAU
+#=GR DG4880 SS .>>>..>................................<<<.<<.....
+DG4980 AUCAA.AAG.........................G...GCUU.UGU.UAA
+#=GR DG4980 SS .>>>>.>................................<<<.<<.....
+DG5000 ACCGA.AAG.........................GU..UUUU.GUA.AAC
+#=GR DG5000 SS .>>>>.>................................<<<........
+DG5020 AAUUA.AAA.........................G...GCCU.GUU.A.G
+#=GR DG5020 SS .>>>>.>................................<<<.<......
+DG5040 AUCAA.AUA.........................GC..UCUU.AGG.GAA
+#=GR DG5040 SS .>>>>.>................................<<<.<<.....
+DG5080 AUCAG.ACA.........................G...UCUU.GGU.GAA
+#=GR DG5080 SS .>>>>.>................................<<<.<<.....
+DG5100 ACCAC.ACG.........................G...UCUU.GGU.UAG
+#=GR DG5100 SS .>>>>..................................<<<.<<.....
+DG5120 AUCAC.AAA.........................G...UCUU.AGU.AGA
+#=GR DG5120 SS .>>>>..................................<<<.<<.....
+DG5220 AUCUU.UAA.........................A...AUCU.GGU.AUC
+#=GR DG5220 SS .>>...>................................<<<.<<.....
+DG5280 AUCAG.UUA.........................A...UUCU.GAA.AAA
+#=GR DG5280 SS .>>>>.>................................<<<.<<.....
+DG5320 AUUAG.UAG.........................A...UUCU.GAA.UAA
+#=GR DG5320 SS .>>>>.>................................<<<.<......
+DG5360 AUCAG.CUA.........................G...UUUC.GGU.CUA
+#=GR DG5360 SS .>>>>.>................................<<<.<<.....
+DG5880 AUUAA.CUA.........................G...UUUU.GAC.AAC
+#=GR DG5880 SS .>>>>.>................................<<<.<<.....
+DG6280 UCGUU.GGG.........................C...CCCC.GGU.UCG
+#=GR DG6280 SS .>>>>.>................................<<<.<<.....
+DG7140 CGGUA.CAG.........................A...CCCG.GGU.UCG
+#=GR DG7140 SS .>>>>.>................................<<<.<<.....
+DG7180 CGGUA.CAG.........................A...CCCG.GGU.UCG
+#=GR DG7180 SS .>>>>.>................................<<<.<<.....
+DG7680 CGCGG.GCG.........................G...CCCG.GGU.UCG
+#=GR DG7680 SS .>>>>.>................................<<<.<<.....
+DG7740 CGCGG.GCG.........................G...CCCG.GGU.UCG
+#=GR DG7740 SS .>>>>.>................................<<<.<<.....
+DG7741 CGCGG.GCG.........................G...CCCG.GGU.UCG
+#=GR DG7741 SS .>>>>.>.................................<<.<<.....
+DG8100 AGCAG.UUG.........................A...CCCG.GGU.UCG
+#=GR DG8100 SS .>>>>.>................................<<<.<<.....
+DG9160 AGCAG.UUG.........................A...CCCG.GGU.UCG
+#=GR DG9160 SS .>>>>.>................................<<<.<<.....
+DG9161 AGCAG.UUG.........................A...CCCG.GGU.UCG
+#=GR DG9161 SS .>>>>.>................................<<<.<<.....
+DG9990 CGCGG.GAG.........................G...CCCG.GGU.UCG
+#=GR DG9990 SS .>>>>.>................................<<<.<<.....
+DG9991 CGCGG.GAG.........................A...CCCG.GGU.UCA
+#=GR DG9991 SS .>>>>.>................................<<<.<<.....
+DH0260 AUCAG.GCC.........................UA..UGUG.GAU.UCG
+#=GR DH0260 SS .>>>>.>................................<<<.<<.....
+DH0660 AUCCU.UCG.........................A...CCCG.GGU.UCA
+#=GR DH0660 SS .>>>>.>................................<<<.<<.....
+DH0680 AUCCC.GCG.........................A...CUCG.GGU.UCA
+#=GR DH0680 SS .>>>>.>................................<<<.<<.....
+DH1140 CUCUG.ACA.........................UA..CGCG.GGU.UCG
+#=GR DH1140 SS .>>>>.>................................<<<.<<.....
+DH1230 CGCCG.ACA.........................CU..CGGG.GGU.UCA
+#=GR DH1230 SS .>>>>.>................................<<<.<<.....
+DH1540 CUCUG.GCA.........................CU..CGUG.GGU.UCG
+#=GR DH1540 SS .>>>>.>................................<<<.<<.....
+DH1541 CUCUG.GCA.........................UU..CGUG.GGU.UCG
+#=GR DH1541 SS .>>>>.>................................<<<.<<.....
+DH1660 UUCCA.GUU.........................GU..CGUG.GGU.UCG
+#=GR DH1660 SS .>>>>.>................................<<<.<<.....
+DH1700 UUCCA.GUU.........................GU..CGUG.GGU.UCG
+#=GR DH1700 SS .>>>>.>................................<<<.<<.....
+DH1740 UUCCG.GUU.........................GU..CGCG.AGU.UCA
+#=GR DH1740 SS .>>>>.>................................<<<.<<.....
+DH1780 UUCCG.GUU.........................GU..CGUG.GGU.UCG
+#=GR DH1780 SS .>>>>.>................................<<<.<<.....
+DH2520 CUCCU.UCA.........................UU..CGCG.GGU.UCG
+#=GR DH2520 SS .>>>>.>................................<<<.<<.....
+DH2600 AUCCU.CUA.........................CG..CGCG.GGU.UCA
+#=GR DH2600 SS .>>>..>................................<<<.<<.....
+DH2700 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH2700 SS .>>>>.>................................<<<.<<.....
+DH2720 AUCCA.CCA.........................U...GCCG.GGU.UCA
+#=GR DH2720 SS .>>>>.>.................................<<.<<.....
+DH2880 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH2880 SS .>>>>.>................................<<<.<<.....
+DH2920 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH2920 SS .>>>>.>................................<<<.<<.....
+DH2960 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH2960 SS .>>>>.>................................<<<.<<.....
+DH3020 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH3020 SS .>>>>.>................................<<<.<<.....
+DH3120 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH3120 SS .>>>>.>................................<<<.<<.....
+DH3200 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH3200 SS .>>>>.>................................<<<.<<.....
+DH3230 AUCCA.CCA.........................CG..CGCG.GGU.UCA
+#=GR DH3230 SS .>>>>.>................................<<<.<<.....
+DH3240 AUUCA.CCA.........................U...CGCG.GGU.UCA
+#=GR DH3240 SS .>>>>.>................................<<<.<<.....
+DH3280 AUCCA.CCA.........................UU..CGCG.GGU.UCA
+#=GR DH3280 SS .>>>>.>................................<<<.<<.....
+DH3360 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH3360 SS .>>>>.>................................<<<.<<.....
+DH3800 AUCUA.AAG.........................GU..CGCG.GGU.UCG
+#=GR DH3800 SS .>>>>.>................................<<<.<<.....
+DH3880 CAUAG.UAU.........................A...UCCU.AGU.UCA
+#=GR DH3880 SS .>>>>.>................................<<<.<<.....
+DH4000 UGCGU.UAA.........................A...UCUG.AGU.UCG
+#=GR DH4000 SS .>>>>..................................<<<.<<.....
+DH4040 CAUAA.GAA.........................GU..UCUU.GGU.UCG
+#=GR DH4040 SS .>>>>.>................................<<<.<<.....
+DH4080 UGCGU.UAA.........................A...UCUA.AGU.UCG
+#=GR DH4080 SS .>>>>..................................<<<.<<.....
+DH4360 AUCCA.CCA.........................CG..CGCG.GGU.UCA
+#=GR DH4360 SS .>>>>.>................................<<<.<<.....
+DH4480 AUCCA.CCA.........................UG..CGCG.GGU.UCA
+#=GR DH4480 SS .>>>>.>................................<<<.<<.....
+DH4500 CUCUG.AAA.........................A...CACG.GGU.UCG
+#=GR DH4500 SS .>>>>..................................<<<.<<.....
+DH4700 GGCUA.UUA.........................G...CGGU.....GUU
+#=GR DH4700 SS ..>>>.>................................<<<........
+DH4880 UGUUA.GUG.........................A...UAUG.AA..GUU
+#=GR DH4880 SS .>>>>.>................................<<<.<<.....
+DH5000 CAUUA.GAA.........................U...UACC.AGU.UAA
+#=GR DH5000 SS .>>>>.>................................<<<.<<.....
+DH5040 AACUG.GAG.........................U...AACU.GGU.UAA
+#=GR DH5040 SS ..>>>.>................................<<<.<<.....
+DH5080 AGCUG.AAG.........................A...CGCC.AGU.AAA
+#=GR DH5080 SS .>>>>.>................................<<<.<<.....
+DH5100 UUCUA.AAA.........................A...UAGA.GGU.UAA
+#=GR DH5100 SS .>>>>.>................................<<<.<<.....
+DH5120 UUCUA.GAG.........................U...CAGA.GGU.UAA
+#=GR DH5120 SS .>>>>.>................................<<<.<<.....
+DH5220 UUCUA.AAA.........................A...UAGG.AGU.UUA
+#=GR DH5220 SS .>>>>.>................................<<<.<<.....
+DH5280 AUCUA.ACA.........................A...CAGG.AAA.UCA
+#=GR DH5280 SS .>>>>.>................................<<<.<<.....
+DH5320 AUCUG.ACA.........................A...CAGG.AAA.UAA
+#=GR DH5320 SS .>>>>.>................................<<<.<......
+DH5360 AUCUA.ACA.........................A...UAGA.AAC.UCA
+#=GR DH5360 SS .>>>>.>................................<<<.<......
+DH5440 AUCUA.ACC.........................A...UAGA.GAC.UCA
+#=GR DH5440 SS .>>>>..................................<<..<......
+DH5480 AUCUA.ACC.........................A...UAGA.GAC.UUA
+#=GR DH5480 SS .>>>>.>................................<<<.<......
+DH5520 AUCUA.ACU.........................A...UAGA.GGC.CUA
+#=GR DH5520 SS .>>>>.>................................<<<.<<.....
+DH5560 AUCUA.ACU.........................A...UAGA.AGC.UUA
+#=GR DH5560 SS .>>>>.>................................<<<.<<.....
+DH5600 AUCUA.AUA.........................A...UAGA.AGA.AUA
+#=GR DH5600 SS .>>>>.>................................<<<.<<.....
+DH5640 GUCUA.AUA.........................A...UAGA.AGC.CCA
+#=GR DH5640 SS .>>>>.>................................<<<.<<.....
+DH5680 AUCCA.GAA.........................A...UAGA.AGC.UCA
+#=GR DH5680 SS .>>.>.>................................<<<.<<.....
+DH5720 AUCUG.ACA.........................A...CAGA.GGC.UCA
+#=GR DH5720 SS .>>>>.>................................<<..<<.....
+DH5760 AUCUA.ACA.........................A...UAGA.GGC.UCG
+#=GR DH5760 SS .>>>>.>................................<<<.<<.....
+DH5800 AUCUG.AUA.........................A...CAGA.GGC.UCA
+#=GR DH5800 SS .>>>>.>................................<<..<<.....
+DH5840 AUCUA.AUA.........................A...UAGG.GCC.CCA
+#=GR DH5840 SS .>>>>.>................................<<<.<......
+DH5880 AUCUG.ACA.........................A...CAGA.GGC.UUA
+#=GR DH5880 SS .>>>>.>................................<<..<<.....
+DH6160 CUCUG.AUG.........................A...CCCU.GGU.UCG
+#=GR DH6160 SS .>>>>.>................................<<<.<<.....
+DH6280 CCGAU.GAA.........................A...CCCU.GGU.UCG
+#=GR DH6280 SS .>>>>.>................................<<<.<<.....
+DH6320 CCGAU.GCG.........................A...CCCA.GGU.UCG
+#=GR DH6320 SS .>>>>.>................................<<<.<<.....
+DH7740 CCGUG.GUA.........................A...CCCA.GGU.UCG
+#=GR DH7740 SS .>>>>.>................................<<<.<<.....
+DH8100 CCGCA.GCA.........................A...CCUC.GGU.UCG
+#=GR DH8100 SS .>>>>.>................................<<<.<<.....
+DI0220 AGGGA.AAG.........................GU..UACC.AGU.UCA
+#=GR DI0220 SS .>>>>..................................<<<.<<.....
+DI0260 ACCGA.GAG.........................AU..CGGG.GGU.UUA
+#=GR DI0260 SS .>>>>.>................................<<<.<<.....
+DI0660 ACCGA.GUG.........................GU..CAUG.GGU.UCA
+#=GR DI0660 SS .>>>>.>................................<<<.<<.....
+DI0680 ACCGG.GCG.........................GU..CAUG.GGU.UCG
+#=GR DI0680 SS .>>>>.>................................<<<.<<.....
+DI1140 ACCGG.ACG.........................GU..CAUU.GGU.UCA
+#=GR DI1140 SS .>>>>.>................................<<<.<<.....
+DI1141 ACGGA.GAG.........................GU..CGUU.GGU.UCA
+#=GR DI1141 SS .>>>>.>................................<<<.<<.....
+DI1180 ACCGG.ACG.........................GU..CAUU.GGU.UCA
+#=GR DI1180 SS .>>>>.>................................<<<.<<.....
+DI1230 ACCGG.UCG.........................GU..CGUU.GGU.UCG
+#=GR DI1230 SS .>>>>.>................................<<<.<<.....
+DI1260 ACCGG.AUG.........................GU..CACU.GGU.UCA
+#=GR DI1260 SS .>>>>.>................................<<<.<<.....
+DI1540 AGCGU.GAG.........................GU..CGGU.GGU.UCG
+#=GR DI1540 SS .>>>>.>................................<<<.<<.....
+DI1541 AGCGU.GAG.........................GU..CGAU.GGU.UCG
+#=GR DI1541 SS .>>>>.>................................<<<.<<.....
+DI1542 ACCGU.CCG.........................GU..CGUA.GGU.UCG
+#=GR DI1542 SS .>>>>.>................................<<<.<<.....
+DI1620 AGCGU.GAG.........................GU..CAGU.GGU.UCG
+#=GR DI1620 SS .>>>>.>................................<<<.<<.....
+DI1660 AGGGU.GAG.........................GU..CGGU.GGU.UCA
+#=GR DI1660 SS .>>>>.>................................<<<.<<.....
+DI1661 AUCGC.UUG.........................GU..CGCU.GGU.UCA
+#=GR DI1661 SS .>>>>.>................................<<<.<<.....
+DI1820 AGGGU.GAG.........................GU..CGGC.AGU.UCG
+#=GR DI1820 SS .>>>>.>................................<<<.<<.....
+DI1860 AGGGU.GAG.........................GU..CACA.AGU.UCA
+#=GR DI1860 SS .>>>>.>................................<<<.<<.....
+DI1900 AGCGU.AAG.........................GU..CGGC.AGU.UCG
+#=GR DI1900 SS .>>>>.>................................<<<.<<.....
+DI2100 AGGGU.GAG.........................GU..CCCU.GGU.UCA
+#=GR DI2100 SS .>>>>.>................................<<<.<<.....
+DI2180 AGGGU.GAG.........................GC..CCCU.GGU.UCG
+#=GR DI2180 SS .>>>>.>................................<<<.<<.....
+DI2220 AGGGU.GAG.........................GG..CCCU.GGU.UCA
+#=GR DI2220 SS .>>>>.>................................<<<.<<.....
+DI2400 AGGGU.GAG.........................GC..CCCU.GGU.UCG
+#=GR DI2400 SS .>>>>.>................................<<<.<<.....
+DI2410 AGGGU.GAG.........................GG..CCCU.GGU.UCA
+#=GR DI2410 SS .>>>>.>................................<<<.<<.....
+DI2440 AGGCA.AAA.........................GU..CGAA.AGU.UCA
+#=GR DI2440 SS .>>>>.>................................<<<.<<.....
+DI2480 AGGGU.GAG.........................GU..CGCU.GAU.UCG
+#=GR DI2480 SS .>>>>.>................................<<<.<<.....
+DI2520 AGGGU.AAG.........................GU..CGCU.AGU.UCA
+#=GR DI2520 SS .>>>>.>................................<<<.<<.....
+DI2540 AGGGU.GAG.........................GC..CUCU.GGU.UCA
+#=GR DI2540 SS .>>>>.>................................<<<.<<.....
+DI2550 AGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2550 SS .>>>>.>................................<<<.<<.....
+DI2570 AGGGU.GAG.........................GU..CCCU.GGU.UCA
+#=GR DI2570 SS .>>>>.>................................<<<.<<.....
+DI2580 AGGGU.GAG.........................GU..CCCU.GGU.UCA
+#=GR DI2580 SS .>>>>.>................................<<<.<<.....
+DI2590 AGGGU.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2590 SS .>>>>.>................................<<<.<<.....
+DI2600 AUUGG.CGA.........................AU.UCACA.GGU.UCA
+#=GR DI2600 SS .>>>>..................................<<<.<<.....
+DI2601 AGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2601 SS .>>>>.>................................<<<.<<.....
+DI2620 AGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2620 SS .>>>>.>................................<<<.<<.....
+DI2700 AUUGG.UAA.U.......................AU..UGCG.GGU.UCA
+#=GR DI2700 SS .>>>>..................................<<<.<<.....
+DI2701 AGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2701 SS .>>>>.>................................<<<.<<.....
+DI2720 AGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2720 SS .>>>>.>................................<<<.<<.....
+DI2760 AUUGG.CGA.U.......................AU..CGUA.GGU.UCA
+#=GR DI2760 SS .>>>>..................................<<<.<<.....
+DI2840 AGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2840 SS .>>>>.>................................<<<.<<.....
+DI2920 CGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI2920 SS .>>>>.>................................<<<.<<.....
+DI2921 AUUGGCGAA.........................UU..CGUA.GGU.UCA
+#=GR DI2921 SS .>>>>.>................................<<<.<<.....
+DI2922 AUUGG.CGA.........................AU.UCGUA.GGU.UCA
+#=GR DI2922 SS .>>>>..................................<<<.<<.....
+DI3080 AUUGG.UAA.........................AU.UUGCG.GGU.UCA
+#=GR DI3080 SS .>>>>..................................<<<.<<.....
+DI3220 AUUGG.CGA.U.......................AC..CGCG.GGU.UCA
+#=GR DI3220 SS .>>>>..................................<<<.<<.....
+DI3280 AUUGGCGAA.........................UU..CGUA.GGU.UCA
+#=GR DI3280 SS .>>>>.>................................<<<.<<.....
+DI3281 CGGGC.GAG.........................GU..CUCU.GGU.UCA
+#=GR DI3281 SS .>>>>.>................................<<<.<<.....
+DI3880 AGGAU.AUG.........................U...UCAG.UGU.UCG
+#=GR DI3880 SS .>>>>.>................................<<<.<<.....
+DI4000 AGGUA.CAA.........................A...UAUA.GGU.UCA
+#=GR DI4000 SS .>>>>.>................................<<<.<<.....
+DI4080 AGGUA.CCA.........................A...UAUA.GGU.UCG
+#=GR DI4080 SS .>>>>.>................................<<<.<<.....
+DI4320 ACGGU.GAU.........................AU..UGUA.GGU.UCG
+#=GR DI4320 SS .>>>>.>................................<<<.<<.....
+DI4500 ACGGU.GAU.........................AU..UGUA.GGU.UCG
+#=GR DI4500 SS .>>>>.>................................<<<.<<.....
+DI4620 UAGUA.AUA.........................GU..GAGA.....GUU
+#=GR DI4620 SS .>>>>.>................................<<<........
+DI4700 AAGCA.GAG.........................CU..CAAA.AU...AU
+#=GR DI4700 SS .>>>>.>................................<<<.<<.....
+DI4880 GGGUA.AAU.........................UA..UGCA.G...UUU
+#=GR DI4880 SS .>>>>.>................................<<<.<......
+DI4960 GGGUA.AAU.........................UA..UGUA.G...GAU
+#=GR DI4960 SS .>>>>.>................................<<<.<......
+DI5040 AUUAG.ACU.........................AU..CAAG.GGU.UAA
+#=GR DI5040 SS .>>>>.>................................<<<.<<.....
+DI5080 AUUAG.AUU.............................UAAG.GGU.UAA
+#=GR DI5080 SS .>>>>.>................................<<<.<<.....
+DI5120 GAGUG.AAA.........................UA..UAUG.GGU.UCA
+#=GR DI5120 SS .>>>>.>................................<<<.<<.....
+DI5160 GGGAG.GCU.........................UA..UAGG.GGU.UCA
+#=GR DI5160 SS .>>>>.>................................<<<.<<.....
+DI5220 AAGUG.AAC.........................A...UAGA.GGU.AUA
+#=GR DI5220 SS .>>>>.>................................<<<.<<.....
+DI5280 GAGUA.AAU.........................AA..UAGA.GGU.UUA
+#=GR DI5280 SS .>>>>.>................................<<<.<<.....
+DI5320 GAGUA.AAU.........................UA..UAGA.GGU.UCA
+#=GR DI5320 SS .>>>>.>................................<<<.<<.....
+DI5360 GAGUA.AAU.........................AA..UAGA.GCU.UCA
+#=GR DI5360 SS .>>>>.>................................<<<.<......
+DI5880 GAGUA.AAU.........................AA..UAGG.AGC.UUA
+#=GR DI5880 SS .>>>>.>................................<<<..<.....
+DI6280 ACGCG.GGG.........................AU..CAGC.GGU.UCG
+#=GR DI6280 SS .>>>>.>................................<<<.<<.....
+DI6281 ACGCG.ACC.........................GU..CGUG.GGU.UCA
+#=GR DI6281 SS .>>>>.>................................<<<.<<.....
+DI6320 AGUCG.AAU.........................GU..CGCC.GGU.UCG
+#=GR DI6320 SS .>>>>.>................................<<<.<<.....
+DI7740 ACGCG.AAG.........................GU..CGCG.GGU.UCG
+#=GR DI7740 SS .>>>>.>................................<.<.<<.....
+DI8100 ACGCC.AAG.........................GU..CGCG.GGU.UCG
+#=GR DI8100 SS .>>>>.>................................<<<.<<.....
+DK0260 AACCA.UAG.........................GU..UACA.GGU.UCG
+#=GR DK0260 SS .>>>>..................................<<<.<<.....
+DK0660 AUCAG.GCG.........................GU..CGAG.GGU.UCG
+#=GR DK0660 SS .>>>>.>................................<<<.<<.....
+DK0680 ACCAA.GUA.........................GU..CGCG.GGU.UCA
+#=GR DK0680 SS .>>>>.>................................<<<.<<.....
+DK0740 AUCAG.GCG.........................GU..CGAG.GGU.UCG
+#=GR DK0740 SS .>>>>.>................................<<<.<<.....
+DK1140 ACCAG.UGG.........................GU..CCGG.GGU.UCG
+#=GR DK1140 SS .>>>>.>................................<<<.<<.....
+DK1141 AUCAG.UGG.........................GU..UGUG.GGU.UCG
+#=GR DK1141 SS .>>>>.>................................<<<.<<.....
+DK1200 AUCAA.AGG.........................GU..CCCG.AGU.UCG
+#=GR DK1200 SS .>>>>.>................................<<<.<<.....
+DK1220 ACCAG.UGG.........................GU..CCGG.GGU.UCG
+#=GR DK1220 SS .>>>>.>................................<<<.<<.....
+DK1230 AUCUG.UGG.........................GU..CCAC.GGU.UCG
+#=GR DK1230 SS .>>>>.>................................<<<.<<.....
+DK1231 AUCAA.GGU.........................GU..CGAU.GGU.UCG
+#=GR DK1231 SS .>>>>.>................................<<<.<<.....
+DK1350 AUCAG.CGG.........................GU..CCGG.GGU.UCG
+#=GR DK1350 SS .>>>>.>................................<<<.<<.....
+DK1540 AUCAG.AGG.........................GU..CGAA.GGU.UCG
+#=GR DK1540 SS .>>>>.>................................<<<.<<.....
+DK1660 AUCAA.UUG.........................GU..CGCA.GGU.UCG
+#=GR DK1660 SS .>>>>.>................................<<<.<<.....
+DK2000 AUCCG.UUG.........................GU..CGAA.GGU.UCG
+#=GR DK2000 SS .>>>>.>................................<<<.<<.....
+DK2520 ACCGA.UCG.........................GU..CCUG.GGU.UCG
+#=GR DK2520 SS .>>>>..................................<<<.<<.....
+DK2580 ACCGA.UUA.........................GU..UCCG.GGU.UCG
+#=GR DK2580 SS .>>>>..................................<<<.<<.....
+DK2600 ACCGA.CGA.........................GU..UCCG.GGU.UCG
+#=GR DK2600 SS .>>>>..................................<<<.<<.....
+DK2920 ACCGA.CUA.........................GU..UCCG.GGU.UCG
+#=GR DK2920 SS .>>>>..................................<<<.<<.....
+DK3200 ACCGA.CAG.........................U...UCCG.GGU.UCG
+#=GR DK3200 SS .>>>>..................................<<<.<<.....
+DK3220 ACCGA.CGA.........................GC..UCCG.GGU.UCG
+#=GR DK3220 SS .>>>>..................................<<<.<<.....
+DK3230 ACCGA.CGA.........................GC..UCCG.GGU.UCG
+#=GR DK3230 SS .>>>>..................................<<<.<<.....
+DK3240 ACCGA.CUA.........................GU..UCCG.GGU.UCG
+#=GR DK3240 SS .>>>>..................................<<<.<<.....
+DK3880 AUCAU.UCU.........................AC..UAUA.GGU.UCG
+#=GR DK3880 SS .>>>>..................................<<<.<<.....
+DK4000 AGCAA.CCC.........................A...UGCUUGGU.UCA
+#=GR DK4000 SS .>>>>.>................................<<<.<<.....
+DK4030 AGCAG.UCU.........................A...UAGU.GGU.UCG
+#=GR DK4030 SS .>>>>..................................<<<.<<.....
+DK4050 AGCAU.CCC.........................AU..GUUU.GGU.UCG
+#=GR DK4050 SS .>>>..>.................................<<.<<.....
+DK4080 AGCAA.CCC.........................A...UGCU.GGU.UCG
+#=GR DK4080 SS .>>>>.>................................<<<.<<.....
+DK4340 ACCUA.AUG.........................GU..CGCA.GGU.UCA
+#=GR DK4340 SS .>>>>.>................................<<<.<<.....
+DK4440 ACCUA.AUG.........................GU..CGCA.GGU.UCA
+#=GR DK4440 SS .>>>>.>................................<<<.<<.....
+DK4480 ACCUA.AUG.........................GU..CGCA.GGU.UCA
+#=GR DK4480 SS .>>>>.>................................<<<.<<.....
+DK4500 ACUUA.AAG.........................GU..CGCA.GGU.UCA
+#=GR DK4500 SS .>>>>..................................<<<.<<.....
+DK4620 CUUCU.AAG.........................A...UAUC.UG..GUU
+#=GR DK4620 SS .>>>>.>................................<<<.<<.....
+DK4700 AUUUA.AUG.........................A...ACUU.GUA.UAA
+#=GR DK4700 SS .>>>>.>................................<<<.<<.....
+DK4760 AACCA.AAA.........................AA..UAGU.AAA.UUA
+#=GR DK4760 SS .>>>>..................................<<<.<<.....
+DK4840 AACCA.UUU.........................AA..UAGU.AAA.UUA
+#=GR DK4840 SS .>>>>..................................<<<.<<.....
+DK4880 AACCA.UUU.........................UA..UAGU.AAA.UUA
+#=GR DK4880 SS .>>>>..................................<<<.<<.....
+DK5040 AUUUA.AAA.........................GA..AAAU.AGU.UAA
+#=GR DK5040 SS .>>>>..................................<<<.<<.....
+DK5080 AUUUA.AAG.........................A...AAUU.AGC.UAA
+#=GR DK5080 SS .>>>>.>................................<.<.<<.....
+DK5100 AGCUG.GAA.........................GC..AGGU.GAC.UCC
+#=GR DK5100 SS .>>>>.>................................<<<.<......
+DK5120 AGCUG.UAG.........................AU..UGGU.GAC.UCC
+#=GR DK5120 SS .>>>>.>................................<<<.<......
+DK5220 AGCUA.GAG.........................AG..AGGG.G.A.CAC
+#=GR DK5220 SS .>>>>.>................................<<<.<......
+DK5280 AGUUA.AAG.........................UU..AGAG.A.C.AAC
+#=GR DK5280 SS .>>>>.>................................<<<.<......
+DK5281 AGUUA.AAG.........................UU..AGAG.A.C.AAC
+#=GR DK5281 SS .>>>>.>................................<<<.<......
+DK5320 AGUUA.AAG.........................UU..AGAG.ACC.UUA
+#=GR DK5320 SS .>>>>.>................................<<<.<......
+DK5360 AGUUA.GAG.........................AU..UGAG.AGC.CAU
+#=GR DK5360 SS .>>>>.>................................<<<.<<.....
+DK5880 AGUUA.AAG.........................AU..UAAG.AGA.ACC
+#=GR DK5880 SS .>>>>.>................................<<<.<<.....
+DK6050 ACCGU.GUG.........................GU..CGUG.GGU.UCG
+#=GR DK6050 SS .>>>>.>................................<<<.<<.....
+DK6051 ACCGU.GUG.........................GU..CGUG.GGU.UCG
+#=GR DK6051 SS .>>>>.>................................<<<.<<.....
+DK6052 ACCGU.GUG.........................GU..CGUG.GGU.UCG
+#=GR DK6052 SS .>>>>.>................................<<<.<<.....
+DK6160 ACCUU.GUG.........................GU..CGGG.GGU.UCG
+#=GR DK6160 SS .>>>>.>................................<<<.<<.....
+DK6161 AUCUG.GUG.........................GU..CGGG.GGU.UCG
+#=GR DK6161 SS .>>>>.>................................<<<.<<.....
+DK6280 ACCGA.AAU.........................GU..CAGG.GGU.UCG
+#=GR DK6280 SS .>>>>.>................................<<<.<<.....
+DK6281 AUCAU.AAG.........................GU..UAGG.GGU.UCG
+#=GR DK6281 SS .>>>>.>................................<<<.<<.....
+DK6320 AUCAG.AAG.........................GU..UGCG.AGU.UCG
+#=GR DK6320 SS .>>>>.>................................<<<.<<.....
+DK7560 AUCUG.GUU.........................GU..CGCG.GGU.UCG
+#=GR DK7560 SS .>>>>.>................................<<<.<<.....
+DK7680 AUCUC.AGG.........................GU..CGUG.GGU.UCG
+#=GR DK7680 SS .>>>>.>................................<<<.<<.....
+DK7740 AUCUC.AGG.........................GU..CGUG.GGU.UCG
+#=GR DK7740 SS .>>>>.>................................<<<.<<.....
+DK7741 AUCCA.AGG.........................GU..CCAG.GGU.UCA
+#=GR DK7741 SS .>>>>.>................................<<<.<<.....
+DK7920 AUCUG.AGG.........................GU..CCAG.GGU.UCA
+#=GR DK7920 SS .>>>>.>................................<<<.<<.....
+DK8040 AUCUC.AGG.........................GU..CGUG.GGU.UCG
+#=GR DK8040 SS .>>>>.>................................<<<.<<.....
+DK8100 AUCUG.AGG.........................GU..UCAG.GGU.UCA
+#=GR DK8100 SS .>>>>.>................................<<<.<<.....
+DK8101 AUCUC.AGG.........................GU..CGUG.GGU.UCG
+#=GR DK8101 SS .>>>>.>................................<<<.<<.....
+DK9160 AUCUC.AGG.........................GU..CGUG.GGU.UCG
+#=GR DK9160 SS .>>>>.>................................<<<.<<.....
+DK9990 AUCUG.AGG.........................GU..CCAG.GGU.UCA
+#=GR DK9990 SS .>>>>.>................................<<<.<<.....
+DK9991 AUCUC.AGG.........................GU..CGUG.GGU.UCG
+#=GR DK9991 SS .>>>>.>................................<<<.<<.....
+DL0220 AUGCU.GC..GGA.A...UGA...U....U.UCCU...UGUG.GGU.UCG
+#=GR DL0220 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL0260 UUCCG.UA..GCU.....UAA...A......UGCG...UGGG.AGU.UCG
+#=GR DL0260 SS ..>>>.>...<<....................>>.....<<<.<<.....
+DL0440 GCGCU.GU..CCC.....GUA...G......GGGUC..CGCA.GGU.UCA
+#=GR DL0440 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL0660 AUCCU.GU..CCA.....GUA...G......UGGUU..CCAG.GGU.UCA
+#=GR DL0660 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL0680 ACCUG.UU..GGC.....GUU...AG.....GCUU...CCAG.GGU.UCG
+#=GR DL0680 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL0860 CCCCG.AU..GGU.....GUA...G......GCCUG..CGUG.GGU.UCA
+#=GR DL0860 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL0980 ACCCU.GU..GGC.....GUA...G......GCCUG..CGUG.GGU.UCG
+#=GR DL0980 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL0981 UCCCU.GU..GGC.....GUA...G......GCCUG..CGUG.GGU.UCA
+#=GR DL0981 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1140 AUCCA.AC..GGG.C...UUA...AU...A.UCCUG..UGCC.GGU.UCA
+#=GR DL1140 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1141 AUCUA.GC..GUC.....UUU..........GACG...UAAG.GGU.UCA
+#=GR DL1141 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1200 AUCCC.AC..GCU.A...GCA...A....U.AGCG...UGCC.GGU.UCA
+#=GR DL1200 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1220 AUCUA.GC..GUC.....UUU..........GACG...UAAG.GGU.UCA
+#=GR DL1220 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1230 AUCAA.GU..AGU.....GAA...G......ACUG...UGCU.GGU.UCG
+#=GR DL1230 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1231 AUCUA.GC..GCU.....UUA...C......GGCA...UGCA.GGU.UCA
+#=GR DL1231 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1232 AUCCU.GU..GGC.A...UAA...A....A.GCCA...UGUC.GGU.UCA
+#=GR DL1232 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1310 CCUCG.CU..GCC.CC..UUC...G...AG.GGCG...UGCC.GGU.UCA
+#=GR DL1310 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1540 CUCUA.GU..GUC.U...UUA...C....A.GACG...UGGG.GGU.UCA
+#=GR DL1540 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1541 AUCCU.GC..GGU.AG..GUG...A...CU.ACCG...UGCC.GGU.UCA
+#=GR DL1541 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DL1542 AUCCU.GC..GGU.AG..GUG...A...CU.ACCG...UGCC.GGU.UCA
+#=GR DL1542 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DL1543 AUCGU.GU..UCC.....UUC...U......GGAG...UGUC.GGU.UCG
+#=GR DL1543 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1544 AUCUA.GU..GUC.....UUU...AU.....GACG...UGGG.GGU.UCA
+#=GR DL1544 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1660 UGUUA.GU..GUC.C...UUA...C....G.GACG...UGGG.GGU.UCA
+#=GR DL1660 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1661 UUCUG.GC..GCC.....GCA...A......GGUG...UGCG.AGU.UCA
+#=GR DL1661 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1662 AUCAA.CC..GUA.....GAA...A......UACG...UGCC.GGU.UCG
+#=GR DL1662 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL1663 UGGUA.GU..GCC.C...AAU...A....G.GGCU...UACG.GGU.UCA
+#=GR DL1663 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1664 AUCCC.UC..GGC.G...UUC...G....C.GCUG...UGCG.GGU.UCA
+#=GR DL1664 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1700 UGUUA.GU..GUC.C...UUA...C....G.GACG...UGGG.GGU.UCA
+#=GR DL1700 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1750 UUCAU.GC..GCC.U...GUA........A.GGUG...UGAG.AGU.UCA
+#=GR DL1750 SS .>>...>...<<<.<..............>.>>>.....<<<.<<.....
+DL1780 UGUUA.GU..GCC.C...CCC........G.GGUG...UGAG.GGU.UCG
+#=GR DL1780 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1940 UGCUG.GU..ACU.C...GAA...A....G.GGUG...UGGA.GGU.UCG
+#=GR DL1940 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL1980 UCCAU.GU..GCC.....GCA...A......GGUG...UGGA.GGU.UCG
+#=GR DL1980 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2000 AUCCC.UC..GCC.U...UUC...G....A.CGCG...UGCC.AGU.UCA
+#=GR DL2000 SS .>>>>.>...<<..<..............>..>>.....<<<.<<.....
+DL2180 AUCCG.UC..GAU.U...GUA...UA...G.AUCG...UGAG.GGU.UCA
+#=GR DL2180 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL2520 UUCCU.GU..GUC.....UUU...AU.....GAUG...UGAG.AGU.UCG
+#=GR DL2520 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2521 AUCAU.GU..GCU.U...AUA........A.AGCG...UACC.GGU.UCA
+#=GR DL2521 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL2522 AUCAC.AU..GC......AUA...A.......GCU...UGCC.GGU.UCG
+#=GR DL2522 SS .>>>>.>...<<....................>>.....<<<.<<.....
+DL2600 AUUUC.GU..GCU.....UAA..........AGCA...UGGA.GGU.UCG
+#=GR DL2600 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2601 AUCCG.UU..GGC.UU..UAA.......AG.ACCG...UGAG.GGU.UCA
+#=GR DL2601 SS .>>>>.>...<<..<<............>>..>>.....<<<.<<.....
+DL2602 AAGCA.GU..GC......UAA...G.......GCU...UCUC.GGU.UCG
+#=GR DL2602 SS .>>>>.>...<<....................>>.....<<<.<<.....
+DL2700 AAGCA.GU..GCU.....CA...........AGCA...UCUC.GGU.UCG
+#=GR DL2700 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2701 AUCCG.UCG.ACU.U...UCU........A.AGUCG..UGAG.GGU.UCA
+#=GR DL2701 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL2702 AUCUC.GU..GCU.....AAA...G......AGCG...UGGA.GGU.UCG
+#=GR DL2702 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2720 AUCCG.UC..GAC.UU..UAU.......AA.GUCG...UGAG.GGU.UCA
+#=GR DL2720 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DL2721 AUCUC.GU..GCU.....AAA...G......AGCG...UGGA.GGU.UCG
+#=GR DL2721 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2740 AAGCA.GU..GCU.....AU...........AGCA...UCUU.GGU.UCG
+#=GR DL2740 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2800 AUCUC.GU..GCU.....AAA...A......AGCG...UGGA.GGU.UCG
+#=GR DL2800 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL2920 AAGCA.GU..GC......UAA...U.......GCA...UCUC.GGU.UCG
+#=GR DL2920 SS .>>>>.>...<<....................>>.....<<<.<<.....
+DL2921 AUCCG.UC..GAC.UU..UAA.......AA.AUCG...UGAG.GGU.UCA
+#=GR DL2921 SS .>>>>.>...<<..<<............>>..>>.....<<<.<<.....
+DL2922 AUCUC.GU..GCU.A...AA.........U.AGCG...UGGA.GGU.UCG
+#=GR DL2922 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL3200 AUCUC.GU..GCU.....AAA...C......AGCG...AGGA.GGU.UCG
+#=GR DL3200 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL3280 AUCUC.GU..GCU.....AAA...A......AGCG...UGGA.GGU.UCG
+#=GR DL3280 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL3360 AUCUC.GU..GCU.....AAA...C......AGCG...UGGA.GGU.UCG
+#=GR DL3360 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL3361 AUCCG.UC..GAC.UU..UAA.......AA.AUCG...UGAG.GGU.UCA
+#=GR DL3361 SS .>>>>.>...<<..<<............>>..>>.....<<<.<<.....
+DL3400 AUCCG.UC..GAC.UU..UAU.......AA.GUCG...UGAG.GGU.UCA
+#=GR DL3400 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DL3800 AUCUC.AU..UCC.....AUA..........GGAG...UGCC.GGU.UCG
+#=GR DL3800 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL3840 AUCUC.AU..UCC.....UAC..........GGAG...UGCC.GGU.UCG
+#=GR DL3840 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL3880 UUUAA.GU..GAC.....GCA...A......GUCG...UAAA.CGU.UCG
+#=GR DL3880 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL3881 ACGGA.AU..AGU.....CAA..........ACUU...UGCA.AGU.UCA
+#=GR DL3881 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL4000 AUGUA.UU..ACU.....UUA...C......AGUA...UGAA.GGU.UCA
+#=GR DL4000 SS ..>>>.>...<<<..................>>>.....<<<.<<.....
+DL4020 UCUAA.UU..UAU.U...UUU........A.AUAA...UAUG.GGU.UCA
+#=GR DL4020 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL4030 AUGCG.UU..ACU.U...AU.........A.AGUA...UAAA.AGU.UCA
+#=GR DL4030 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL4040 AUUUG.UC..GCU.....UUC...G......AGCG...UGUU.GGU.UCG
+#=GR DL4040 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL4050 AUGUG.UU..AUC.....GCA...A......GAUA...UGAA.GGU.UCA
+#=GR DL4050 SS ..>>>.>...<<<..................>>>.....<<<.<<.....
+DL4070 AUGCG.UU..ACU.....AUA...AA.....AGUA...UAAA.AGU.UCA
+#=GR DL4070 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL4080 AUGUA.UU..ACU.....UUA...U......AGUA...UGAA.GGU.UCA
+#=GR DL4080 SS ..>>>.>...<<<..................>>>.....<<<.<<.....
+DL4360 ACCUA.CUG.........................GU..CGCA.GGU.UCA
+#=GR DL4360 SS .>>>>.>................................<<<.<<.....
+DL4500 AUCCG.UU..CC......UAU...U.......GGU...UAUU.GGU.UCA
+#=GR DL4500 SS .>>>>.>...<<....................>>.....<<<.<<.....
+DL4501 AUCUG.UU..UCU.....AAU..........GGAA...UAUC.GGU.UCG
+#=GR DL4501 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL4502 UUCUG.GU..GAC.CA..UAA.......UG.UUCG...UGGG.GGU.UCG
+#=GR DL4502 SS .>>>>.>...<<..<<............>>..>>.....<<<.<<.....
+DL4700 AUCAA.UUU.........................A...UAAG.UA..UCC
+#=GR DL4700 SS .>>>>..................................<<<.<<.....
+DL4701 CUCGU.CUU.........................A...UAAG.A.U.CAU
+#=GR DL4701 SS .>>>>..................................<<<.<......
+DL4760 AUUCA.UUU.........................A...UGUA.GAU.UUU
+#=GR DL4760 SS .>>>>.>................................<<<.<<.....
+DL4761 CUCUA.AAA.........................A...UAAA.G.U.UUG
+#=GR DL4761 SS .>>>>.>................................<<<.<......
+DL4800 AUUUA.UUU.........................A...UAUA.AUU.UAA
+#=GR DL4800 SS .>>>>.>................................<<<.<<.....
+DL4840 CUCUA.UAU.........................A...UAAA.GU..AUU
+#=GR DL4840 SS .>>>>.>................................<<<.<<.....
+DL4880 CUCCA.UAU.........................A...UAAA.GU..AUU
+#=GR DL4880 SS .>>>>.>................................<<<.<<.....
+DL4921 AUUUA.UAU.........................A...UGUA.AU..UUU
+#=GR DL4921 SS .>>>>.>................................<<<.<<.....
+DL4980 UUCUU.ACA.........................U...CAAG.GGU.UCA
+#=GR DL4980 SS .>>>>.>................................<<<.<<.....
+DL4981 AUUUC.UUU.........................AU..CAAG.GGU.UCA
+#=GR DL4981 SS ..>>>.>................................<<<.<<.....
+DL5000 AUCUA.CGA.........................U...CAAG.GGU.UCA
+#=GR DL5000 SS .>>>>.>................................<<<.<<.....
+DL5001 AUUUC.UUU.........................AU..CGAA.GGU.UCA
+#=GR DL5001 SS .>>>>.>................................<<<.<<.....
+DL5020 UUCUC.ACA.........................U...CAAA.GGU.UCA
+#=GR DL5020 SS .>>>>.>................................<<<.<<.....
+DL5021 AUUUC.UUU.........................AU..CAGA.GGU.UCA
+#=GR DL5021 SS ..>>>.>................................<<<.<<.....
+DL5040 AUUUU.UCA.........................U...CGAA.GGU.UCA
+#=GR DL5040 SS .>>>>.>................................<<<.<<.....
+DL5041 ACCUU.CCU.........................AU..CAAA.GGU.UCA
+#=GR DL5041 SS .>>>>.>................................<<..<<.....
+DL5080 AUCUU.UUA.........................A...CGAG.GGU.UCA
+#=GR DL5080 SS .>>>>.>................................<<<.<<.....
+DL5081 ACUUU.CCU.........................AU..CAAG.GGU.UCA
+#=GR DL5081 SS .>>>>.>................................<<<.<<.....
+DL5100 AACCA.AAA.........................AC..UCUU.GGU.GCA
+#=GR DL5100 SS .>>>>.>................................<<<.<<.....
+DL5120 CUCUU.UUU.........................AU..CAGG.GGU.UCA
+#=GR DL5120 SS .>>>>.>................................<<<.<<.....
+DL5121 AACCA.GAA.........................AC..UCUU.GGU.GCA
+#=GR DL5121 SS .>>>>.>................................<<<.<<.....
+DL5160 CGCCA.GCA.........................UC..UCUU.GGU.GCA
+#=GR DL5160 SS .>>>>.>................................<<<.<<.....
+DL5220 AACCA.CCU.........................A...UCUU.GGU.GCA
+#=GR DL5220 SS .>>>>..................................<<<.<<.....
+DL5221 CCCUU.UAU.........................C...CAGA.GGU.UCA
+#=GR DL5221 SS .>>>>.>................................<<<.<<.....
+DL5280 AACCA.AAA.........................A...CCUU.GGU.GCA
+#=GR DL5280 SS .>>>>.>.................................<<.<<.....
+DL5281 ACCUU.GUU.........................CC..CAGA.GGU.UCA
+#=GR DL5281 SS ..>>>.>................................<<<.<<.....
+DL5320 AACCA.AAA.........................A...CCUU.GGU.GCA
+#=GR DL5320 SS .>>>>.>.................................<<.<<.....
+DL5321 ACCUU.GUU.........................CC..CAGA.GGU.UCA
+#=GR DL5321 SS ..>>>.>................................<<<.<<.....
+DL5360 CUUUU.AUA.........................UC..CAGA.GAU.UCA
+#=GR DL5360 SS .>>>>.>................................<<<.<......
+DL5361 AACCA.AAA.............................AAUU.GGU.GCA
+#=GR DL5361 SS .>>>>.>.................................<<.<<.....
+DL5440 AGUCA.AAA.........................A...CAUU.GGU.GCA
+#=GR DL5440 SS .>>>>.>.................................<<.<<.....
+DL5480 AGUCA.AAA.........................A...UAUU.GGU.GCA
+#=GR DL5480 SS .>>>>.>.................................<<.<<.....
+DL5520 AGUCA.AAA.........................A...CAUU.GGU.GCA
+#=GR DL5520 SS .>>>>.>.................................<<.<<.....
+DL5560 AGUCA.AAA.........................A...UAUU.GGU.GCA
+#=GR DL5560 SS .>>>>.>.................................<<.<<.....
+DL5600 AGCCA.AAA.........................A...CAUU.GGU.GCA
+#=GR DL5600 SS .>>>>.>.................................<<.<<.....
+DL5640 AACCG.AAA.............................AAUU.GGU.GCA
+#=GR DL5640 SS .>>>>.>.................................<<.<<.....
+DL5680 AGCCA.AAA.............................AAUU.GGU.GCA
+#=GR DL5680 SS .>>>>.>.................................<<.<<.....
+DL5720 CCCCA.AAA.........................A...UUUU.GGU.GCA
+#=GR DL5720 SS ..>>>.>................................<<<.<<.....
+DL5760 ACCCA.AAA.........................A...UUUU.GGU.GCA
+#=GR DL5760 SS ..>>>.>................................<<<.<<.....
+DL5800 ACCCA.AAA.........................A...UUUU.GGU.GCA
+#=GR DL5800 SS ..>>>.>................................<<<.<<.....
+DL5840 AUCCA.AAA.........................A...UUUU.GGU.GCA
+#=GR DL5840 SS ..>>>.>................................<<<.<<.....
+DL5880 CCCCA.AAA.........................A...UUUU.GGU.GCA
+#=GR DL5880 SS ..>>>.>................................<<<.<<.....
+DL5881 CCCCA.AAA.........................A...UUUU.GGU.GCA
+#=GR DL5881 SS ..>>>.>................................<<<.<<.....
+DL6160 AUCUC.AU..CC......AUU...C.......GGUU..CGCG.AGU.UCG
+#=GR DL6160 SS .>>.>.>...<<....................>>.....<<<.<<.....
+DL6200 CCGUG.GU..CC......GAA...A.......GGG...CGUG.GGU.UCG
+#=GR DL6200 SS .>>>>.>...<<....................>>.....<<<.<<.....
+DL6280 CUCAG.GU..AUC.....GUA...A......GAUG...CAAG.AGU.UCG
+#=GR DL6280 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL6281 AUCUG.UU..GGA.C...GGU...U....G.UCCG...CGCG.AGU.UCG
+#=GR DL6281 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL6980 UUCUG.GU..CUU.C...GAG...A....G.AGGG...CGUG.GGU.UCA
+#=GR DL6980 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL7560 CACCA.GU..CCC.....UUC...G......GGGG...CGUG.GGU.UCG
+#=GR DL7560 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL7740 UUCUG.GU..CCU.C...UCU........G.AGGG...CGUG.GGU.UCG
+#=GR DL7740 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL7741 UCGCA.GU..CUA.C...UCU........G.UAGG...CGUG.GGU.UCG
+#=GR DL7741 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL7920 UCGCA.GU..CUC.C...CCU........G.GAGG...CGUG.GGU.UCG
+#=GR DL7920 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL8100 UCGCA.GU..CUC.C...CCU........G.GAGG...CGUG.GGU.UCG
+#=GR DL8100 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL9160 UCGCA.GU..CUC.CC..CUA.......GA.GAGG...CGUG.GGU.UCG
+#=GR DL9160 SS .>>>>.>...<<<..<............>..>>>.....<<<.<<.....
+DL9161 UCGCA.GU..CUC.C...CCU........G.GAGG...CGUG.GGU.UCG
+#=GR DL9161 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL9162 UCGCA.GU..CUC.C...CCU........G.GAGG...CGUG.GGU.UCG
+#=GR DL9162 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DL9990 CUCCA.GU..CUC.....UUC...G......GAGG...CGUG.GGU.UCG
+#=GR DL9990 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DL9991 CUCCA.GU..CUC.....UUC...G......GGGG...CGUG.GGU.UCG
+#=GR DL9991 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DM0260 CGGAG.CG..........................ACUACAGU.GGU.UCA
+#=GR DM0260 SS .>>>>..................................<<<.<<.....
+DM0680 ACCGG.GCG.........................GU..CAUG.GGU.UCG
+#=GR DM0680 SS .>>>>.>................................<<<.<<.....
+DM0900 ACCCG.UAG.........................AU..CGAU.GGU.UCA
+#=GR DM0900 SS .>>>>.>................................<<<.<<.....
+DM0960 AUCCG.GUC.........................UU..CCCG.GGU.UCG
+#=GR DM0960 SS .>>>>.>................................<<<.<<.....
+DM1140 CCCGA.AAG.........................GU..CGAG.AGU.UCA
+#=GR DM1140 SS .>>>>.>................................<<<.<<.....
+DM1180 CCCGA.AAG.........................GU..CGAG.AGU.UCA
+#=GR DM1180 SS .>>>>.>................................<<<.<<.....
+DM1230 CCCGC.AAG.........................GU..CGAG.GGU.UCA
+#=GR DM1230 SS .>>>>.>................................<.<.<<.....
+DM1231 ACCCG.AAG.........................GU..CGAU.GGU.UCA
+#=GR DM1231 SS .>>>>.>................................<<<.<<.....
+DM1260 CCCGG.GAG.........................GU..CAAG.AGU.UCA
+#=GR DM1260 SS .>>>>.>................................<<<.<<.....
+DM1540 ACCGU.CCG.........................GU..CGUA.GGU.UCG
+#=GR DM1540 SS .>>>>.>................................<<<.<<.....
+DM1541 CCCGU.GAG.........................GU..NGGG.GGU.UCG
+#=GR DM1541 SS .>>>>.>................................<<<.<<.....
+DM1660 AUGAU.GGG.........................GU..CACA.GGU.UCG
+#=GR DM1660 SS .>>>>.>................................<<..<<.....
+DM1750 AUGAU.GGG.........................GU..CACA.GGU.UCG
+#=GR DM1750 SS .>>>>.>................................<<..<<.....
+DM2520 AGCCC.UUG.........................GU..CACA.GGU.UCA
+#=GR DM2520 SS ..>>>.>................................<<<.<<.....
+DM2600 CGGCG.AGA.........................GU..CAUU.GGU.UCA
+#=GR DM2600 SS .>>>>.>................................<<<.<<.....
+DM2610 CGGCG.GGA.........................GG..CAUU.GGU.UCA
+#=GR DM2610 SS .>>>>.>................................<<<.<<.....
+DM2640 CGGCG.GGU.........................GU..CAUU.GGU.UCA
+#=GR DM2640 SS .>>>>.>................................<<<.<<.....
+DM2680 CGGCG.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM2680 SS .>>>>.>................................<<<.<<.....
+DM2700 CGGCG.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM2700 SS .>>>>.>................................<<<.<<.....
+DM2701 ACCUU.GAG.........................GU..CACG.GGU.UCG
+#=GR DM2701 SS .>>>>.>................................<<<.<<.....
+DM2720 CGGCG.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM2720 SS .>>>>.>................................<<<.<<.....
+DM2760 CGGCA.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM2760 SS .>>>>.>................................<<<.<<.....
+DM2840 CGGCG.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM2840 SS .>>>>.>................................<<<.<<.....
+DM2920 CGGCG.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM2920 SS .>>>>.>................................<<<.<<.....
+DM3280 CGGCG.GGA.........................GU..CAUU.GGU.UCA
+#=GR DM3280 SS .>>>>.>................................<<<.<<.....
+DM3640 AGCCA.GCU.........................AU..CGCA.AGU.UCG
+#=GR DM3640 SS .>>>>.>................................<<..<<.....
+DM3880 AAUUA.AGA.........................A...UGAG.AAU.UCG
+#=GR DM3880 SS .>>>>..................................<<<.<<.....
+DM3881 AUGGU.UUG.........................AG..UAAA.UGU.UCA
+#=GR DM3881 SS .>>>>.>................................<<<.<<.....
+DM3920 CAUUA.AAG.........................A...UGAG.AAU.UCG
+#=GR DM3920 SS .>>>>.>................................<<<.<<.....
+DM3960 CGUUA.AAG.........................A...UGAG.AAU.UCG
+#=GR DM3960 SS .>>>>.>................................<<<.<<.....
+DM4000 AAUAA.AUA.........................AU..GUAA.GGU.UCA
+#=GR DM4000 SS .>>>>.>.................................<<.<<.....
+DM4010 ACUUA.AUU.........................A...UAUA.CGU.UCA
+#=GR DM4010 SS .>>>>.>................................<<<.<<.....
+DM4020 UCCUU.UUU.........................A...UAUA.CGU.UCA
+#=GR DM4020 SS .>>>>..................................<<<.<<.....
+DM4021 AUGGA.CCU.........................A...UCAA.AGU.UCA
+#=GR DM4021 SS .>>>>.>................................<<<.<<.....
+DM4080 AACAA.AUA.........................AU..GUAA.GGU.UCA
+#=GR DM4080 SS .>>>>.>.................................<<.<<.....
+DM4240 CGGCG.AGA.........................GU..CAUU.GGU.UCA
+#=GR DM4240 SS .>>>>.>................................<<<.<<.....
+DM4280 CGGCG.AGA.........................GU..CAUU.GGU.UCA
+#=GR DM4280 SS .>>>>.>................................<<<.<<.....
+DM4480 ACGGU.GAU.........................AU..UGUA.GGU.UCG
+#=GR DM4480 SS .>>>>.>................................<<<.<<.....
+DM4481 CGGCG.AGA.........................GU..CAUU.GGU.UCA
+#=GR DM4481 SS .>>>>.>................................<<<.<<.....
+DM4500 AUCUG.AAU.........................GU..UGUG.GGU.UCG
+#=GR DM4500 SS .>>>>.>................................<<..<<.....
+DM4501 AUUCG.CAC.........................A...CGGG.GGU.UCA
+#=GR DM4501 SS .>>>>.>................................<<<.<<.....
+DM4700 AUUUU.CAA.........................G...UGUU.A...UAA
+#=GR DM4700 SS .>>>>.>................................<<<.<......
+DM4701 CCCCU.AAG.........................G...CGCC.A.C.GCG
+#=GR DM4701 SS .>>>>.>................................<<<.<......
+DM5000 CCUCA.AAA.........................AU..GGAA.GGA.UAA
+#=GR DM5000 SS .>>>>.>................................<.<.<<.....
+DM5220 CCCCG.AAA.........................A...UGAU.GGU.UUA
+#=GR DM5220 SS .>>>>.>................................<<..<<.....
+DM6160 ACCUC.GAG.........................GU..CCUA.GGA.UCG
+#=GR DM6160 SS .>>>>.>................................<<<.<<.....
+DM6280 AUCUG.AAG.........................GU..CGAG.AGU.UCG
+#=GR DM6280 SS ..>>>.>................................<<<.<<.....
+DM6900 AUCCU.GAG.........................GU..CGAG.AGU.UCG
+#=GR DM6900 SS ..>>>.>................................<<<.<<.....
+DM7740 ACCCA.GAG.........................GU..CCGA.GGA.UCG
+#=GR DM7740 SS ..>>>.>................................<<<.<<.....
+DN0660 AUCCA.UAG.........................GU..CGCA.GGU.UCG
+#=GR DN0660 SS .>>>>.>................................<<<.<<.....
+DN0680 ACCGA.GUG.........................GU..CGCA.GGU.UCG
+#=GR DN0680 SS .>>>>.>................................<<<.<<.....
+DN1140 ACCGG.UUU.........................GU..CACA.GGU.UCG
+#=GR DN1140 SS .>>>>.>................................<<<.<<.....
+DN1180 ACCGG.UUU.........................GU..CACA.GGU.UCG
+#=GR DN1180 SS .>>>>.>................................<<<.<<.....
+DN1230 AUCAG.GGG.........................GU..CGCU.GGU.UCG
+#=GR DN1230 SS .>>>>.>................................<<<.<<.....
+DN1350 ACCGG.CAG.........................GU..UACU.GGU.UCG
+#=GR DN1350 SS .>>>>.>................................<<<.<<.....
+DN1351 ACCGG.CAG.........................GU..UACU.GGU.UCG
+#=GR DN1351 SS .>>>>.>................................<<<.<<.....
+DN1500 AUCAG.GAU.........................GU..CGUC.AGU.UCG
+#=GR DN1500 SS .>>>>.>................................<<<.<<.....
+DN1540 ACCGA.UCG.........................GU..CGCA.GGU.UCG
+#=GR DN1540 SS .>>>>.>................................<<<.<<.....
+DN1541 ACCGA.UCG.........................GU..CGUA.GGU.UCG
+#=GR DN1541 SS .>>>>.>................................<<<.<<.....
+DN1570 ACCGA.UUG.........................GU..CGCA.GGU.UCG
+#=GR DN1570 SS .>>>>.>................................<<<.<<.....
+DN1660 AUCCG.UAU.........................GU..CACU.GGU.UCG
+#=GR DN1660 SS .>>>>.>................................<<<.<<.....
+DN2520 ACCGA.UCG.........................GU..CGUA.GGU.UCG
+#=GR DN2520 SS .>>>>.>................................<<<.<<.....
+DN2600 ACCGA.UUG.........................GU..CGUA.GGU.UCA
+#=GR DN2600 SS .>>>>.>................................<<<.<<.....
+DN2700 ACUGA.CUG.........................GU..CGUA.GGU.UCG
+#=GR DN2700 SS .>>>>.>................................<<<.<<.....
+DN2720 ACUGA.CUG.........................G...CGUA.GGU.UCG
+#=GR DN2720 SS .>>>>.>................................<<<.<<.....
+DN2740 ACCGA.UUG.........................GC..CGUA.GGU.UCG
+#=GR DN2740 SS .>>>>.>................................<<<.<<.....
+DN2920 ACCGA.UUG.........................GU..CGUA.GGU.UCG
+#=GR DN2920 SS .>>>>.>................................<<<.<<.....
+DN3200 ACCGA.UUG.........................GU..CGUA.GGU.UCA
+#=GR DN3200 SS .>>>>.>................................<<<.<<.....
+DN3320 ACUGU.AUG.........................GU..CGUA.GGU.UCG
+#=GR DN3320 SS .>>>...................................<<<.<<.....
+DN3880 AUAUU.UUG.........................A...UAGA.UGU.UCA
+#=GR DN3880 SS .>>>>.>................................<<<.<<.....
+DN3960 AUAUU.AUG.........................A...UAGA.UGU.UCG
+#=GR DN3960 SS .>>>>.>................................<<<.<<.....
+DN4000 AUGAG.AAU.........................A...GAUG.GGU.UCA
+#=GR DN4000 SS .>>>>.>................................<<<.<<.....
+DN4080 AUGAG.AAU.........................A...CAUA.GGU.UCA
+#=GR DN4080 SS .>>>>.>................................<<<.<<.....
+DN4320 ACUGA.CUG.........................GU..CGUA.GGU.UCG
+#=GR DN4320 SS .>>>>.>................................<<<.<<.....
+DN4400 ACUGA.CUG.........................GU..CGUA.GGU.UCA
+#=GR DN4400 SS .>>>>.>................................<<<.<<.....
+DN4440 ACUGA.CUG.........................GU..CGUA.GGU.UCG
+#=GR DN4440 SS .>>>>.>................................<<<.<<.....
+DN4500 ACUAU.UGG.........................GU..CGUU.GGU.UCG
+#=GR DN4500 SS .>>>>.>................................<<<.<<.....
+DN4620 ACUUU.GAG.........................A...UGGU.G...UGU
+#=GR DN4620 SS .>>>>.>................................<<<.<......
+DN4700 AUUCA.AAA.........................U...UGCA.G.U.AAU
+#=GR DN4700 SS .>>>>.>................................<<<.<......
+DN4800 AUGAU.AUA.........................AU..UGAA.UA..UUA
+#=GR DN4800 SS .>>>>.>................................<<<.<<.....
+DN4880 AUGAU.AUA.........................AU..UGAG.U...AUA
+#=GR DN4880 SS .>>>>.>................................<<<.<......
+DN4980 ACUAA.AAG.........................AG..AGCA.AGA.UCA
+#=GR DN4980 SS .>>>>.>................................<<<.<<.....
+DN5000 ACCAG.GAG.........................AU..AACA.AGA.UCA
+#=GR DN5000 SS .>>>>..................................<<<.<<.....
+DN5020 ACUAA.AAG.........................AC..AGCA.AGA.UCA
+#=GR DN5020 SS .>>>>.>................................<<<.<<.....
+DN5040 ACCAA.GAA.........................AU..AGUA.GGA.UAA
+#=GR DN5040 SS .>>>>.>................................<<<.<<.....
+DN5080 ACCAA.GAA.........................AU..AAUA.GGA.UAA
+#=GR DN5080 SS .>>>>.>................................<<<.<<.....
+DN5100 ACUAA.GAG.........................UU..UAAA.GGA.UCG
+#=GR DN5100 SS .>>>>.>................................<<<.<<.....
+DN5160 ACUAA.AAU.........................AU..UACG.GGA.UCG
+#=GR DN5160 SS .>>>>.>................................<<<.<<.....
+DN5220 ACUAA.AAU.........................UG..UAUG.GGA.UCG
+#=GR DN5220 SS .>>>>.>................................<<<.<<.....
+DN5280 ACUAA.AUU.........................UU..CGUA.GGAAUUU
+#=GR DN5280 SS .>>>>.>................................<.<.<<.....
+DN5281 ACUAA.AUU.........................UU..CGUA.GGU.UUG
+#=GR DN5281 SS .>>>>.>................................<.<.<<.....
+DN5282 ACUAA.AUU.........................UU..CGUA.GGU.UUG
+#=GR DN5282 SS .>>>>.>................................<.<.<<.....
+DN5320 ACUAA.AUU.........................UU..CGUA.GGU.UUA
+#=GR DN5320 SS .>>>>.>................................<<<.<<.....
+DN5360 ACUAA.AGU.........................UU..CGUG.GGG.GUG
+#=GR DN5360 SS .>>>>.>................................<<<.<<.....
+DN5880 ACUAA.GUG.........................UU..UGUG.GGU.UUA
+#=GR DN5880 SS .>>>>.>................................<<<.<<.....
+DN6050 ACCUA.CAG.........................GU..CGUU.GGU.UCG
+#=GR DN6050 SS .>>>>..................................<<<.<<.....
+DN6051 ACCAU.CAG.........................G...UGUU.GGU.UCG
+#=GR DN6051 SS .>>....................................<<<.<<.....
+DN6060 ACCGC.AAG.........................GU..CGUA.GGU.UCG
+#=GR DN6060 SS .>>>>.>................................<<<.<<.....
+DN6160 ACCGC.UAG.........................GU..CCAU.GGU.UCG
+#=GR DN6160 SS .>>>>.>................................<<<.<<.....
+DN6280 AUCGC.AAG.........................AU..CGUG.AGU.UCA
+#=GR DN6280 SS .>>>>.>................................<<<.<<.....
+DN7100 ACCGA.UUG.........................GU..CGUA.GGU.UCG
+#=GR DN7100 SS .>>>>.>................................<<<.<<.....
+DN7740 ACCGA.AAG.........................GU..UGGU.GGU.UCG
+#=GR DN7740 SS .>>>>.>................................<<<.<<.....
+DN7920 ACCGA.AAG.........................GU..UGGU.GGU.UCG
+#=GR DN7920 SS .>>>>.>................................<<<.<<.....
+DN9990 ACCGA.AAG.........................GU..UGGU.GGU.UCG
+#=GR DN9990 SS .>>>>.>................................<<<.<<.....
+DN9991 ACCGA.AAG.........................AU..UGGU.GGU.UCG
+#=GR DN9991 SS .>>>>.>................................<<<.<<.....
+DP0220 AUCAG.GAG.........................GU..CCAA.GGU.UCA
+#=GR DP0220 SS .>>>>.>................................<<<.<<.....
+DP0260 GCGGU.GGG.........................GU..UGAA.GGU.UCG
+#=GR DP0260 SS .>>>>.>................................<<<.<<.....
+DP0660 AUCCU.GAG.........................A...CCCC.AGU.UCA
+#=GR DP0660 SS .>>>>.>................................<<<.<<.....
+DP0680 AGCCU.GAG.........................A...CCCC.GGU.UCA
+#=GR DP0680 SS .>>>>.>................................<<<.<<.....
+DP0740 AUCCU.GAA.........................A...CCCC.AGU.UCG
+#=GR DP0740 SS .>>>>.>................................<<<.<<.....
+DP1140 ACCGA.AGG.........................GU..CGCA.GGU.UCA
+#=GR DP1140 SS .>>>>.>................................<<<.<<.....
+DP1180 ACCGA.AGG.........................GU..CGCA.GGU.UCA
+#=GR DP1180 SS .>>>>.>................................<<<.<<.....
+DP1260 ACCGA.GGG.........................GU..CGCA.GGU.UCG
+#=GR DP1260 SS .>>>>.>................................<<<.<<.....
+DP1360 ACGAA.GAG.........................GU..CGUG.GGU.UCA
+#=GR DP1360 SS .>>>>.>................................<<<.<<.....
+DP1400 ACGAA.GAG.........................GC..CGUG.GGU.UCA
+#=GR DP1400 SS .>>>>.>................................<<<.<<.....
+DP1500 ACCAG.GGG.........................GU..CGCA.GGU.UCA
+#=GR DP1500 SS .>>>>.>................................<<<.<<.....
+DP1540 ACCAU.GGG.........................GU..CGCA.GGU.UCG
+#=GR DP1540 SS .>>>>.>................................<<<.<<.....
+DP1560 UGGGU.GAG.........................GC..CGUG.GGU.UCA
+#=GR DP1560 SS .>>>>.>................................<<<.<<.....
+DP1660 ACCAG.UGG.........................GU..CGGA.GGU.UCG
+#=GR DP1660 SS .>>>>.>................................<<<.<<.....
+DP1661 ACGAA.GGG.........................GU..CGGA.GGU.UCG
+#=GR DP1661 SS .>>>>.>................................<<<.<<.....
+DP1662 UGUCG.GGG.........................GU..CGGA.GGU.UCA
+#=GR DP1662 SS .>.>>.>................................<<<.<<.....
+DP1700 ACCAG.UGG.........................GU..CGGA.GGU.UCG
+#=GR DP1700 SS .>>>>.>................................<<<.<<.....
+DP1740 ACCAG.AGG.........................GU..CGGG.GGU.UCG
+#=GR DP1740 SS .>>>>.>................................<<<.<<.....
+DP1780 ACCAG.AGG.........................GU..CAAA.GGU.UCG
+#=GR DP1780 SS .>>>>.>................................<<<.<<.....
+DP2520 AUGCA.AGG.........................GU..CGCA.GGU.UCG
+#=GR DP2520 SS .>>>>.>................................<<<.<<.....
+DP2600 UGAUG.AAA.........................GU..CGUG.GGU.UCA
+#=GR DP2600 SS .>>>>.>................................<<<.<<.....
+DP2601 UACAA.AAU.........................GU..CGCA.GGU.UCG
+#=GR DP2601 SS .>>>>.>................................<<<.<<.....
+DP2680 UACAA.AAU.........................GU..CACA.GGU.UCA
+#=GR DP2680 SS .>>>>.>................................<<<.<<.....
+DP2700 UACAA.AAU.........................GU..CACA.GGU.UCA
+#=GR DP2700 SS .>>>>.>................................<<<.<<.....
+DP2720 UACAA.AAU.........................GU..CACA.GGU.UCA
+#=GR DP2720 SS .>>>>.>................................<<<.<<.....
+DP2920 UACAA.AAU.........................GU..CACA.GGU.UCA
+#=GR DP2920 SS .>>>>.>................................<<<.<<.....
+DP3000 UACAA.AAU.........................GU..CACG.GGU.UCA
+#=GR DP3000 SS .>>>>.>................................<<<.<<.....
+DP3200 UACAA.AAU.........................GU..CACA.GGU.UCA
+#=GR DP3200 SS .>>>>.>................................<<<.<<.....
+DP3880 UCAAG.AAA.........................UU..GUUA.UGU.UCG
+#=GR DP3880 SS .>>>>.>................................<<<.<<.....
+DP4000 AGAAA.GAC.........................CU..AGUU.AGU.UCG
+#=GR DP4000 SS .>>>>.>................................<.<.<<.....
+DP4010 UGAAA.GAU.........................CU..AGUU.AGU.UCG
+#=GR DP4010 SS .>>>>.>................................<.<.<<.....
+DP4030 AGAAA.GAG.........................UU..AGUU.AGU.UCG
+#=GR DP4030 SS .>>>>.>................................<<<.<<.....
+DP4040 UGUGA.GAG.........................UU..UGUU.AGU.UCG
+#=GR DP4040 SS .>>>>.>................................<<<.<<.....
+DP4060 UGUAG.GAU.........................UU..UGAG.GGU.UCA
+#=GR DP4060 SS .>>>>.>................................<<<.<<.....
+DP4070 AGAAA.GAC.........................UU..AGUA.AGU.UCG
+#=GR DP4070 SS .>>>>.>................................<<<.<<.....
+DP4080 UGAAA.GAU.........................CU..AGUU.AGU.UCG
+#=GR DP4080 SS .>>>>.>................................<.<.<<.....
+DP4440 UACAG.AGG.........................GC..CAUA.GGU.UCG
+#=GR DP4440 SS .>>>>.>................................<<<.<<.....
+DP4480 UACAA.AAU.........................GU..AACG.GGU.UCA
+#=GR DP4480 SS .>>>>.>................................<<..<<.....
+DP4500 CGCAG.AAA.........................GU..UACA.GGU.UCA
+#=GR DP4500 SS .>>>>.>................................<<<.<<.....
+DP4620 GGUUG.GGA.........................G...UCUC.UG..GUU
+#=GR DP4620 SS .>>>>.>................................<<<.<<.....
+DP4700 AGCUA.AAG.........................A...CACU.U...UUA
+#=GR DP4700 SS .>>>>.>................................<<<.<......
+DP4880 GAUUA.AUG.........................A...AAAA.GA..AAU
+#=GR DP4880 SS .>>>>.>................................<<<.<<.....
+DP4980 AGUUG.UAG.........................A...UGCA.AGU.UUA
+#=GR DP4980 SS .>>>>.>................................<<<.<<.....
+DP5000 AGCUG.UUG.........................G...UGUA.AGU.AUA
+#=GR DP5000 SS .>>>>.>................................<<<.<<.....
+DP5040 AGUUG.UAG.........................A...CGUA.AGU.GAA
+#=GR DP5040 SS .>>>>.>................................<<<.<<.....
+DP5060 AGUUA.AGG.........................G...UGGG.AGU.UAA
+#=GR DP5060 SS .>>>>.>................................<<<.<<.....
+DP5080 AGUUG.CAA.........................U...GUAA.GG..UAA
+#=GR DP5080 SS .>>>>.>................................<<<.<<.....
+DP5090 AGUUA.AGG.........................G...UGAG.AGU.UGA
+#=GR DP5090 SS .>>>>.>................................<<<.<<.....
+DP5120 GGUCA.AUA.........................G...UGGA.GGU.UUG
+#=GR DP5120 SS .>>>>.>................................<<<.<<.....
+DP5160 GACCG.GUG.........................G...UAAA.GGU.UAA
+#=GR DP5160 SS .>>>>.>................................<<<.<<.....
+DP5200 UGUUG.GUG.........................G...UGAG.GU..UUA
+#=GR DP5200 SS .>>>>.>................................<<<.<<.....
+DP5220 AGCUG.GAG.........................A...UGGA.GGU.UUG
+#=GR DP5220 SS .>>>>.>................................<<<.<<.....
+DP5280 UGUUG.GUG.........................G...UGGG.GAG.GUA
+#=GR DP5280 SS .>>>>.>................................<<<.<<.....
+DP5281 UGUUG.AUG.........................G...UGGG.GAG.GUA
+#=GR DP5281 SS .>>>>.>................................<<<.<<.....
+DP5320 UGCUG.GUG.........................G...UGGG.GA..GUA
+#=GR DP5320 SS .>>>>.>................................<<<.<<.....
+DP5360 GGUUG.AUG.........................G...UGAG.AC..UGC
+#=GR DP5360 SS .>>>>.>................................<<<.<<.....
+DP5880 UGCUA.AUG.........................G...UGGA.G.U.UAA
+#=GR DP5880 SS .>>>>.>................................<<<.<......
+DP6280 UGCGA.GAG.........................GC..CCUG.GGU.UCA
+#=GR DP6280 SS .>>>>.>................................<<<.<<.....
+DP6980 UGCGA.GAG.........................GU..CCCG.AGU.UCG
+#=GR DP6980 SS .>>>>.>................................<<<.<<.....
+DP6981 UGCGA.GAG.........................GU..CCCG.AGU.UCA
+#=GR DP6981 SS .>>>>.>................................<<<.<<.....
+DP7560 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP7560 SS .>>>>.>................................<<<.<<.....
+DP7740 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP7740 SS .>>>>.>................................<<<.<<.....
+DP8040 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP8040 SS .>>>>.>................................<<<.<<.....
+DP8041 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP8041 SS .>>>>.>................................<<<.<<.....
+DP8100 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP8100 SS .>>>>.>................................<<<.<<.....
+DP8101 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP8101 SS .>>>>.>................................<<<.<<.....
+DP9160 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP9160 SS .>>>>.>................................<<<.<<.....
+DP9161 UGCGA.GAG.........................GU..CCUG.GGU.UCA
+#=GR DP9161 SS .>>>>.>................................<<<.<<.....
+DP9990 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP9990 SS .>>>>.>................................<<<.<<.....
+DP9991 UGCGA.GAG.........................GU..CCCG.GGU.UCA
+#=GR DP9991 SS .>>>>.>................................<<<.<<.....
+DQ0220 CUGCU.AGA.........................UG..CAAA.GGU.UCG
+#=GR DQ0220 SS .>>>>.>................................<<<.<<.....
+DQ0260 AGUCG.AGA.........................U...CAUU.GGU.UCA
+#=GR DQ0260 SS .>>>>.>................................<<<.<<.....
+DQ0660 AACCU.GGG.........................A...CCGC.GGU.UCG
+#=GR DQ0660 SS .>>>>.>................................<<<.<<.....
+DQ1140 CUCCC.UCA.........................UG..CGCC.GGU.UCG
+#=GR DQ1140 SS .>>>>.>................................<<..<<.....
+DQ1200 CUCUA.UCA.........................UG..CGAU.GGU.UCG
+#=GR DQ1200 SS .>>>>.>................................<<<.<<.....
+DQ1230 CUCCG.UCA.........................CU..CGUA.GGU.UCA
+#=GR DQ1230 SS .>>>>.>................................<<<.<<.....
+DQ1340 UUCAG.UUA.........................G...UCUA.GGU.UCG
+#=GR DQ1340 SS .>>>>.>................................<<<.<<.....
+DQ1341 UUCAU.UUA.........................G...UCUA.GGU.UCG
+#=GR DQ1341 SS .>>>>.>................................<<<.<<.....
+DQ1540 CUCCG.UCA.........................UG..CGUU.GGU.UCG
+#=GR DQ1540 SS .>>>>.>................................<<<.<<.....
+DQ1660 UACCG.GCA.........................UU..CCCU.GGU.UCG
+#=GR DQ1660 SS .>>>>.>................................<<<.<<.....
+DQ1661 UUCCG.GCA.........................UU..CCGA.GGU.UCG
+#=GR DQ1661 SS .>>>>.>................................<<<.<<.....
+DQ2520 CCCUG.UCA.........................UU..CGGA.GGU.UCG
+#=GR DQ2520 SS .>>>>.>................................<<<.<<.....
+DQ2600 UCCUG.UUA.........................UU..CGGA.GGU.UCG
+#=GR DQ2600 SS .>>>>.>................................<<<.<<.....
+DQ2700 UCCCG.UUA.........................CU..CGGA.GGU.UCG
+#=GR DQ2700 SS .>>>>.>................................<<<.<<.....
+DQ2920 UCCCG.CUA.........................UU..CGGA.GGU.UCG
+#=GR DQ2920 SS .>>>>..................................<<<.<<.....
+DQ3220 UCCUG.UUA.........................UU..CGGA.GGU.UCG
+#=GR DQ3220 SS .>>>>.>................................<<<.<<.....
+DQ3240 UCCCG.CUA.........................UU..CGGA.GGU.UCG
+#=GR DQ3240 SS .>>>>..................................<<<.<<.....
+DQ3640 CUCCA.AGA.........................UG..CAUG.GGU.UCG
+#=GR DQ3640 SS .>>>>.>................................<<<.<<.....
+DQ3880 UAUUU.AUA.........................U...UGGG.UGU.UCG
+#=GR DQ3880 SS .>>>>.>................................<<<.<<.....
+DQ4000 GUUUG.GAG.........................U...UCUU.UGU.UCG
+#=GR DQ4000 SS .>>>>.>................................<<<.<<.....
+DQ4030 GUUUG.GCU.U.......................UA..GGUG.UGU.UCG
+#=GR DQ4030 SS .>>>>.>................................<.<.<<.....
+DQ4040 CUUCA.GUC.........................UA..UGUA.AGU.UCG
+#=GR DQ4040 SS .>>>>.>................................<<<.<<.....
+DQ4050 GUUUG.GAA.........................UU..UGUU.UGU.UCG
+#=GR DQ4050 SS .>>>>.>................................<<<.<<.....
+DQ4070 GUUUG.GCU.U.......................UA..GGUG.UGU.UCG
+#=GR DQ4070 SS .>>>>.>................................<.<.<<.....
+DQ4080 GUUUG.GAG.........................U...UGUU.UGU.UCG
+#=GR DQ4080 SS .>>>>.>................................<<<.<<.....
+DQ4440 UAUCG.GCA.........................UG..CAAA.GGU.UCG
+#=GR DQ4440 SS .>>>>.>................................<<<.<<.....
+DQ4441 UACCG.GCA.........................UG..CAAA.GGU.UCG
+#=GR DQ4441 SS .>>>>.>................................<<<.<<.....
+DQ4500 UGCCG.AGA.........................AA..CAAA.GGU.UCG
+#=GR DQ4500 SS .>>>>.>................................<<<.<<.....
+DQ4700 UCCCU.AAA.........................G...AGAA.AGU.UAA
+#=GR DQ4700 SS ..>>>.>................................<<<.<<.....
+DQ4880 UACUU.UUA.........................G...AAAU.AGU.UUA
+#=GR DQ4880 SS .>>>>.>................................<<<.<<.....
+DQ4960 UACUU.UUA.........................G...UAAU.AGU.UUA
+#=GR DQ4960 SS .>>>>.>................................<<<.<<.....
+DQ4980 AUUCU.UUA.........................A...UACA.AGU.GCA
+#=GR DQ4980 SS .>>>>.>................................<<<.<<.....
+DQ5000 UUUCU.UAA.........................A...UAUA.AGU.UCA
+#=GR DQ5000 SS .>>>>.>................................<<<.<<.....
+DQ5040 CUUCC.UUG.........................U...UGUG.GGU.UCA
+#=GR DQ5040 SS .>>>>.>................................<<<.<<.....
+DQ5080 CUUCU.UCU.........................G...CUUG.GGU.CCA
+#=GR DQ5080 SS .>>>>.>.................................<<.<<.....
+DQ5120 UCUCU.CAG.........................G...UGCA.GGU.UCA
+#=GR DQ5120 SS .>>>>.>................................<<<.<<.....
+DQ5160 UCUCU.UAA.........................G...UAUA.GGU.UCA
+#=GR DQ5160 SS .>>>>.>................................<<<.<<.....
+DQ5220 UCUCU.UCU.........................G...UGUA.GGU.UCG
+#=GR DQ5220 SS .>>>>.>................................<<<.<<.....
+DQ5280 AUUCU.UAG.........................G...UGUA.GGU.UCA
+#=GR DQ5280 SS .>>.>.>................................<<<.<<.....
+DQ5281 AUUCU.UAG.........................G...UGUA.GGU.UCA
+#=GR DQ5281 SS .>>>>.>................................<<<.<<.....
+DQ5320 AUUCU.UAA.........................G...UGUA.GGU.UCA
+#=GR DQ5320 SS .>>.>.>................................<<<.<<.....
+DQ5360 AUUCU.UAG.........................G...AGUA.GGU.UCG
+#=GR DQ5360 SS .>>>>.>................................<<<.<<.....
+DQ5880 AUUCU.CAG.........................G...GAUG.GGU.UCG
+#=GR DQ5880 SS .>>>>.>................................<<<.<<.....
+DQ6050 AUCCG.AAA.........................A...CCCA.GGU.UCG
+#=GR DQ6050 SS .>>>>.>................................<<<.<<.....
+DQ6051 AUACG.GAG.........................GC..CUAG.GGU.UCA
+#=GR DQ6051 SS .>>.>.>................................<<<.<<.....
+DQ6060 AUCCC.UUG.........................A...CCUG.GGU.UCG
+#=GR DQ6060 SS .>>>>.>................................<<<.<<.....
+DQ6160 AUCCU.GUA.........................A...UCUG.AGU.UCG
+#=GR DQ6160 SS .>>>>.>................................<<<.<<.....
+DQ6280 UCCGG.ACA.........................A...CCCC.GGU.UCG
+#=GR DQ6280 SS .>>>>.>................................<<<.<<.....
+DQ6281 UCCGA.ACA.........................A...CCCC.AGU.UCG
+#=GR DQ6281 SS .>>>>.>................................<<<..<.....
+DQ9990 AUCCA.GCG.........................A...UCCG.AGU.UCA
+#=GR DQ9990 SS .>>>>.>................................<<<.<<.....
+DQ9991 ACCGA.AAG.........................AU..UGGU.GGU.UCG
+#=GR DQ9991 SS .>>>>.>................................<<<.<<.....
+DQ9992 AUCCA.GCG.........................A...UCCG.AGU.UCA
+#=GR DQ9992 SS .>>>>.>................................<<<.<<.....
+DR0220 AGUUU.GCG.........................G...UCCU.GGU.UCG
+#=GR DR0220 SS .>.>>.>................................<<<.<<.....
+DR0660 AGCCG.GGG.........................AU..CGGG.GGU.UCA
+#=GR DR0660 SS .>>>>.>................................<<<.<<.....
+DR1140 AUCAA.AAG.........................GU..UGGG.GGU.UCG
+#=GR DR1140 SS .>>>>..................................<<<.<<.....
+DR1141 AGCGU.GAG.........................GU..CGGA.AGU.UCG
+#=GR DR1141 SS .>>>>.>................................<<<.<<.....
+DR1180 AUCAA.AAG.........................GU..UGGG.GGU.UCG
+#=GR DR1180 SS .>>>>..................................<<<.<<.....
+DR1181 AGCGU.GAG.........................GU..CGGA.AGU.UCG
+#=GR DR1181 SS .>>>>.>................................<<<.<<.....
+DR1230 AGCUA.UCG.........................GU..CGGG.GGU.UCG
+#=GR DR1230 SS .>>>>.>................................<<<.<<.....
+DR1260 AUCAA.AAG.........................GU..UGAG.GGU.UCG
+#=GR DR1260 SS .>>>>.>................................<<<.<<.....
+DR1500 AUCAG.AAG.........................GU..UGUA.GGU.UCA
+#=GR DR1500 SS .>>>>.>................................<<<.<<.....
+DR1540 AUCAA.AAG.........................GU..UAGG.GGU.UCG
+#=GR DR1540 SS .>>>>.>................................<<<.<<.....
+DR1660 AGGCA.GAG.........................GU..CUCA.GGU.UCG
+#=GR DR1660 SS .>>>>.>.................................<<.<<.....
+DR1661 AGUCG.UGG.........................GC..CGCA.GGU.UCG
+#=GR DR1661 SS .>>>>.>................................<<<.<<.....
+DR1662 AGUCG.UGG.........................GC..CGCA.GGU.UCG
+#=GR DR1662 SS .>>>>.>................................<<<.<<.....
+DR1663 ACCGA.GCG.........................GU..CGGA.GGU.UCG
+#=GR DR1663 SS .>>>>.>................................<<<.<<.....
+DR1664 AGGGC.UAA.........................U...UGCA.GGU.UCG
+#=GR DR1664 SS .>>>>.>................................<<<.<<.....
+DR1700 AGGCA.GAG.........................GU..CUCA.GGU.UCG
+#=GR DR1700 SS .>>>>.>.................................<<.<<.....
+DR1780 AGGCA.GAG.........................GU..CACA.GGU.UCG
+#=GR DR1780 SS .>>>>.>................................<<<.<<.....
+DR2440 ACCAU.GGG.........................GU..CGGG.GGU.UCG
+#=GR DR2440 SS .>>>>.>................................<<<.<<.....
+DR2480 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR2480 SS .>>>>.>................................<<<.<<.....
+DR2520 ACUAC.GGA.........................GU..CAGG.GGU.UCG
+#=GR DR2520 SS .>>>>.>................................<<<.<<.....
+DR2540 AGUCU.CUA.........................A...UGUA.GGU.UCG
+#=GR DR2540 SS .>>>>.>................................<<<.<<.....
+DR2600 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR2600 SS .>>>>.>................................<<<.<<.....
+DR2601 AUCAU.GAA.........................GU..CAAG.GGU.UCG
+#=GR DR2601 SS .>>>>.>................................<<<.<<.....
+DR2602 AACCU.CCA.........................G...UAUA.GGU.UCG
+#=GR DR2602 SS .>>>>.>................................<<<.<<.....
+DR2680 AACCU.UUG.........................G...UAUA.GGU.UCA
+#=GR DR2680 SS .>>>>.>................................<<<.<<.....
+DR2700 AACCU.UUG.........................G...UAUA.GGU.UCA
+#=GR DR2700 SS .>>>>.>................................<<<.<<.....
+DR2701 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR2701 SS .>>>>.>................................<<<.<<.....
+DR2720 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR2720 SS .>>>>.>................................<<<.<<.....
+DR2740 ACCAC.GGU.........................GU..CGUG.GGU.UCG
+#=GR DR2740 SS .>>>>.>..................................<.<<.....
+DR2920 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR2920 SS .>>>>.>................................<<<.<<.....
+DR2921 AACCU.UUG.........................G...UAUA.GGU.UCA
+#=GR DR2921 SS .>>>>.>................................<<<.<<.....
+DR3040 ACCAC.GAU.........................GU..CGGG.GGU.UCG
+#=GR DR3040 SS .>>>>.>................................<<<.<<.....
+DR3200 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR3200 SS .>>.>.>................................<<<.<<.....
+DR3201 AACCU.UUG.........................G...UAUA.GGU.UCA
+#=GR DR3201 SS .>>>>.>................................<<<.<<.....
+DR3280 AACCU.UUG.........................G...UAUA.GGU.UCA
+#=GR DR3280 SS .>>>>..................................<<<.<<.....
+DR3320 ACCAC.GGU.........................GU..CGGG.GGU.UCG
+#=GR DR3320 SS .>>>>.>................................<<<.<<.....
+DR3321 AACCU.UUG.........................G...UAUA.GGU.UCA
+#=GR DR3321 SS .>>>>.>................................<<<.<<.....
+DR3880 AUAUU.UUG.........................A...UCUA.AGU.UCG
+#=GR DR3880 SS .>>>>.>................................<<<.<<.....
+DR3920 AUAUU.CCG.........................A...UUUU.AGU.UCG
+#=GR DR3920 SS .>>>>.>................................<<<.<<.....
+DR4000 AUAUU.AAU.........................AU..UCCA.UGU.UCA
+#=GR DR4000 SS .>>>>.>................................<<<.<<.....
+DR4001 AUCUA.AUU.........................A...UAUA.GGU.UCA
+#=GR DR4001 SS .>>>>.>................................<<<.<<.....
+DR4080 AUAUU.AAU.........................AU..UCCA.UGU.UCA
+#=GR DR4080 SS .>>>>.>................................<<<.<<.....
+DR4500 AUUUG.GGG.........................GU..UGAG.AGU.UCA
+#=GR DR4500 SS .>>>>.>................................<<<.<<.....
+DR4501 AGUUG.AUG.........................GU..CACA.GGU.UCA
+#=GR DR4501 SS .>>>>..................................<<<.<<.....
+DR4502 AGUUG.AAG.........................GU..CACA.GGU.UCA
+#=GR DR4502 SS .>>>>..................................<<<.<<.....
+DR4800 CCUAA.UCU.........................U...AGGU.G...AAA
+#=GR DR4800 SS .>>>>.>................................<<<.<......
+DR4880 CCUAA.CCU.........................U...AGGU.A...UUA
+#=GR DR4880 SS .>>>>.>................................<<<.<......
+DR5040 CUCAG.AAG.........................G...CUUU.GGU.UAA
+#=GR DR5040 SS .>>>>..................................<<<.<<.....
+DR5080 CUCAG.AGG.........................G...UUUU.GGU.UCA
+#=GR DR5080 SS .>>>>.>................................<<<.<<.....
+DR5100 CUCAA.GAG.........................U...CUGU.GGU.UAA
+#=GR DR5100 SS .>>>>.>................................<<<.<<.....
+DR5120 CACAA.CAA.........................A...UUAU.GGU.UAA
+#=GR DR5120 SS .>>>>.>................................<<<.<<.....
+DR5220 CCCAG.CAA.........................A...UUAU.AGA.CCC
+#=GR DR5220 SS .>>>>.>................................<<<.<<.....
+DR5280 CUCAU.UAG.........................A...UUAU.GAU.AAU
+#=GR DR5280 SS .>>>>.>................................<<<.<<.....
+DR5320 CUCAU.UAG.........................A...UUAU.GAU.GCU
+#=GR DR5320 SS .>>>>.>................................<<<.<<.....
+DR5360 CUCAU.UAG.........................A...UUAU.GAU.UUA
+#=GR DR5360 SS .>>>>.>................................<<<.<<.....
+DR5880 CUCAU.UAA.........................A...UUAU.G...AUA
+#=GR DR5880 SS .>>>>.>................................<<<.<......
+DR6050 AGCGA.AAG.........................AU..UGCG.GGU.UCG
+#=GR DR6050 SS .>>>>.>................................<<<.<<.....
+DR6051 AUCCA.AAG.........................GU..UGCG.GGU.UCG
+#=GR DR6051 SS .>>>>.>................................<<<.<<.....
+DR6052 AUCAG.AGG.........................GU..UGCA.GGU.UCG
+#=GR DR6052 SS .>>>>.>................................<<<.<<.....
+DR6160 ACCGG.UAG.........................GU..CUCA.GGU.UCG
+#=GR DR6160 SS .>>>>.>................................<<<.<<.....
+DR6161 AGCUG.CAG.........................GU..CGUG.GGA.UCG
+#=GR DR6161 SS .>>>>.>................................<<<.<<.....
+DR6280 ACCAG.AAG.........................AU..UCCA.GGU.UCA
+#=GR DR6280 SS .>>>>.>................................<<<.<<.....
+DR6281 AUCAG.AAG.........................AU..UAUG.GGU.UCG
+#=GR DR6281 SS .>>>>.>................................<<<.<<.....
+DR6282 AGGAG.AAG.........................AC..UGCG.GGU.UCG
+#=GR DR6282 SS .>>>>.>................................<<<.<<.....
+DR6320 AUCAA.GAG.........................AU..UCCA.GGU.UCG
+#=GR DR6320 SS .>>>>.>................................<<<.<<.....
+DR6321 AUCAA.GAG.........................AU..UCCA.GGU.UCG
+#=GR DR6321 SS .>>>>.>................................<<<.<<.....
+DR7560 AGCAG.AAG.........................AU..UGCA.GGU.UCG
+#=GR DR7560 SS .>>>>.>................................<<<.<<.....
+DR7740 AUCAG.AAG.........................AU..UCCA.GGU.UCG
+#=GR DR7740 SS .>>>>.>................................<<<.<<.....
+DR7741 AUCCG.AAG.........................AU..UGCA.GGU.UCG
+#=GR DR7741 SS .>>>>.>................................<<<.<<.....
+DS0220 AACCG.GC..AGU.CGCUCC......GGCG.ACU....CAUA.GGU.UCA
+#=GR DS0220 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS0260 AACUA.GC..CCGCUGU.AGU...G..AUA.CGG....UGAU.GGU.UCG
+#=GR DS0260 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS0261 AUCGG.UU..GAG.UAAUAGC..AAUAUUG.CCU....UAUG.GGU.UCA
+#=GR DS0261 SS .>>>>.....<.<.<<<<........>>>>.>.>.....<<<.<<.....
+DS0440 ACUCU.GU..GGC.....GUA...CA.....GCC.U..CCGG.GGU.UCG
+#=GR DS0440 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DS0680 AGCCG.AU..GAU.CC..GUU...AA..GG.AUCG...CGCG.GGU.UCA
+#=GR DS0680 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS0860 ACCUA.CU..GCC.UC..UCC.......GA.GGCA...CGCG.GGU.UCA
+#=GR DS0860 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS1140 AACCG.AGA.GUC.GG..GGA...AA..CC.GAG....CGGG.GGU.UCG
+#=GR DS1140 SS .>>>>.>....<<.<<............>>.>>......<<<.<<.....
+DS1141 AGGUG.UUA.GGU.CGG.UCU......CCG.GCG....CGAG.GGU.UCG
+#=GR DS1141 SS .>>>>.>....<<.<<<..........>>>.>>......<<<.<<.....
+DS1180 AACCG.AGA.GUC.GGG.GAA...A..CCC.GAG....CGGG.GGU.UCG
+#=GR DS1180 SS .>>>>.>....<<.<<<..........>>>.>>......<<<.<<.....
+DS1230 ACGCG.UUAGACG.GU..UAA...C...CC.CGUG...CGAG.GGU.UCA
+#=GR DS1230 SS ..>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS1231 AACCG.ACA.GGG.U...GUA...AA...A.GCCG...CGGG.GGU.UCA
+#=GR DS1231 SS .>>>>.>...<<..<..............>..>>.....<<<.<<.....
+DS1250 AACCG.UUAGAUG.GA..GUA...A...UC.CAUG...CAAG.AGU.UCG
+#=GR DS1250 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS1260 AAUUG.ACA.GGC.GGU.GAA...A..GCC.GCG....CGGG.GGU.UCG
+#=GR DS1260 SS .>>>>.>....<<.<<<..........>>>.>>......<<<.<<.....
+DS1500 AUCCG.CCG.AAC.CAAUGUU...GAAUUG.GUG....CGCA.GGU.UCA
+#=GR DS1500 SS .>>>>.>....<<.<<<<........>>>>.>>......<<<.<<.....
+DS1520 AUCCG.CCG.AGC.CAAUGUU...GAAUUG.GGU....CGCA.GGU.UCA
+#=GR DS1520 SS .>>>>.>...<.<.<<<<........>>>>.>.>.....<<<.<<.....
+DS1540 AUCGU.GU..AGG.CGGUCAA...C.UCCG.UCU....CAAG.GGU.UCG
+#=GR DS1540 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS1541 AACCG.AC..AGG.GUG.UCA...A..AGC.CCG....CGGG.GGU.UCG
+#=GR DS1541 SS .>>>>.>....<<.<<............>>.>>......<<<.<<.....
+DS1542 AGGGU.GUA.GGU.CGU.GUA...A..GCG.GCG....CGAG.GGU.UCA
+#=GR DS1542 SS .>>>>.>....<<.<<<..........>>>.>>......<<<.<<.....
+DS1570 AUCGU.GU..AGG.CGU.GAA...UA.GCG.CCU....CAAG.GGU.UCG
+#=GR DS1570 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS1660 AACCG.GA..GUA.GGG.GCA...A..CUC.UAC....CGGG.GGU.UCA
+#=GR DS1660 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS1661 AACCG.GC..GAC.CC..GAA...A...GG.GUU....CCAG.AGU.UCG
+#=GR DS1661 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS1663 AGGGA.GU..AUG.CGGUCAA...AAGCUG.CAU....CCGG.GGU.UCG
+#=GR DS1663 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS1664 AGUGU.GU..AUA.CG..GCA...A...CG.UAU....CGGG.GGU.UCG
+#=GR DS1664 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS2180 AUGCU.GU..UUA.AGG.UUU...UC.CCU.UAA....CGAG.GGU.UCG
+#=GR DS2180 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2480 AUCGA.GU..AUA.CAG.CUU...C..CUG.UAC....CGAG.GGU.UCG
+#=GR DS2480 SS .>>>>.>....<<.<<<..........>>>.>>......<<<.<<.....
+DS2520 AUCGA.GU..GUG.UCU.AAU......AAA.CAC....CGAG.GGU.UCA
+#=GR DS2520 SS .>>>>.>...<<<.<.<..........>.>.>>>.....<<<.<<.....
+DS2521 AACCA.GC..GUA.GU..UUU...U...GC.UAC....CGAG.GGU.UCG
+#=GR DS2521 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS2600 AACCG.AU..AUA.GUUUUUA.....AGAU.UAU....CGAG.GGU.UCA
+#=GR DS2600 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS2601 AUCCG.UU..GUA.CAAGCUU.....UUUG.UAC....CGAG.GGU.UCG
+#=GR DS2601 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS2602 AUGCU.AU..GUA.GGCUUUU.....GGUC.UAU....CGAG.GGU.UCG
+#=GR DS2602 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS2640 AACCG.GU..AUA.GUUCUAG.....GAAC.UAU....CGAG.GGU.UCG
+#=GR DS2640 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS2680 AUCCG.UU..GUA.CAA.UUU...UU.UUG.UAC....CGAG.GGU.UCG
+#=GR DS2680 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2700 AUCCG.UU..GUA.CAA.UUU...UU.UUG.UAC....CGAG.GGU.UCG
+#=GR DS2700 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2701 CUGCU.AU..GUA.GAC.UUU...U..GUU.UAC....CGAG.GGU.UCG
+#=GR DS2701 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2702 AACCG.GU..AUA.GUUCUAG.....GAAC.UAU....CGAG.GGU.UCG
+#=GR DS2702 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS2720 AACCG.GU..AUA.GUUCUAG.....GAAC.UAU....CGAG.GGU.UCG
+#=GR DS2720 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS2721 CUGCU.AU..GUA.GAC.UUU...U..GUU.UAC....CGAG.GGU.UCG
+#=GR DS2721 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2722 AUCCG.UU..GUA.CAA.UUU...UU.UUG.UAC....CGAG.GGU.UCG
+#=GR DS2722 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2920 AUCCG.UU..GUA.CGA.GUU...AA.UCG.UAC....CGAG.GGU.UCG
+#=GR DS2920 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2921 CUGCU.AU..GUA.GGC.UUU...U..GUU.UAC....CGAG.GGU.UCG
+#=GR DS2921 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS2922 AACCG.GUA.UAG.UUUUAAC...AAAGAAUCUA....CGAG.GGU.UCG
+#=GR DS2922 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS3200 AACCG.GUA.UAG.UUCGAAC...AAAGAAUCUA....CGAG.GGU.UCG
+#=GR DS3200 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS3240 AUCCA.UU..GUA.CGA.GUU...AA.UCG.UAC....CGAG.GGU.UCG
+#=GR DS3240 SS .>>>>.....<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS3280 AACCG.GC..AUA.GUUCUUUAUUCAGAAC.UAU....CGAG.GGU.UCG
+#=GR DS3280 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS3281 CUGCU.AU..GUA.GGC.UUU...U..GUU.UAC....CGAG.GGU.UCG
+#=GR DS3281 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS3880 UCUAG.UU..AAG.UU..AAA.......AC.UUU....CAUA.UGU.UCG
+#=GR DS3880 SS .>>>>.>...<<<..<............>..>>>.....<<<.<<.....
+DS3881 AAUAU.UG..UGC.G...UUU...G....C.ACA....UAGA.UGU.UCG
+#=GR DS3881 SS .>>>>.>...<<..<..............>..>>.....<<<.<<.....
+DS3960 AAUAU.UG..UGU.U...UAA...G....C.ACC....UAGG.UGU.UCG
+#=GR DS3960 SS .>>>>.>....<<..................>>......<<<.<<.....
+DS4000 AGUAA.UU..GAA.UU..GUA.......AA.UUCU...UAUG.AGU.UCG
+#=GR DS4000 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4001 CUAUC.AU..UAG.UCU.UUA...U..UGG.CUA....CGUA.GGU.UCA
+#=GR DS4001 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4030 AAUAA..UA.GAA.U...AUU...A....U.UUCU...GAGG.AGU.UGA
+#=GR DS4030 SS .>>>>.....<<<..................>>>.....<<<.<<.....
+DS4080 CUAUC.AU..UAG.UU..UAA...U...AA.CUA....CGUA.GGU.UCA
+#=GR DS4080 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4081 UGUAA.UU..GAA.U...UUA...UU...A.UUCU...UAUG.AGU.UCG
+#=GR DS4081 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS4240 AAUCG.AC..AUA.CAA.GAA...GA.UUG.UAU....CAUG.GGU.UCG
+#=GR DS4240 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4241 AACCG.AA..GUA.UUU.CUA...G..GAA.UAC....CGGG.GGU.UCG
+#=GR DS4241 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4360 CUGCU.AU..GUA.GGC.UUU...U..GUU.UAC....CGAG.GGU.UCG
+#=GR DS4360 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4361 AACCG.AA..GUA.UUG.AUA...A..GGA.UAC....CGGG.GGU.UCG
+#=GR DS4361 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4362 AAUCG.AC..AUA.CAAUAAG.....AUUG.UAU....CAUG.GGU.UCG
+#=GR DS4362 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DS4400 AAUCG.AC..AUA.CAA.GAA...GA.UUG.UAU....CAUG.GGU.UCG
+#=GR DS4400 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4440 AACCG.AA..GUA.UUG.AUA...G..GAA.UAC....CGGG.GGU.UCG
+#=GR DS4440 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4441 AAUCG.AC..AUA.CAA.GAA...GA.UUG.UAU....CAUG.GGU.UCG
+#=GR DS4441 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4442 CUGCU.AU..GUA.GGC.UUU...U..GUU.UAC....CGAG.GGU.UCG
+#=GR DS4442 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4480 AAUCG.AC..AUA.CAA.GAA...GA.UUG.UAU....CAUG.GGU.UCG
+#=GR DS4480 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4481 AACCG.AA..GUA.UUG.AUA...G..GAA.UAC....CGGG.GGU.UCG
+#=GR DS4481 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4500 AACCG.AA..GUA.UU..GAG.......AA.UAC....CGGG.GGU.UCG
+#=GR DS4500 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS4501 AAUCA.AA..AUA.CAA.CAA...UA.UUG.UAU....CAUG.GGU.UCA
+#=GR DS4501 SS .>>>>.>...<<<.<<<..........>>>.>>>.....<<<.<<.....
+DS4701 GAGGU.AAU.........................G...CACU...A.AUG
+#=GR DS4701 SS .>>>>.>................................<<<........
+DS4760 AACAU.AAG.........................AA..AAGA.AGU.UCA
+#=GR DS4760 SS .>>>>..................................<<<.<<.....
+DS4921 AACAU.AAG.........................A...UAGA.A.U.UUA
+#=GR DS4921 SS .>>>>.>................................<<<.<......
+DS5000 ACUAA.AUA.........................GA..GGAA.GGU.UCG
+#=GR DS5000 SS .>>>>.>................................<<<.<<.....
+DS5040 ACCGU.UGG.........................A...UAGA.GGU.UGA
+#=GR DS5040 SS .>>>>..................................<<<.<<.....
+DS5080 ACCGU.UUG.........................A...UAGA.GGU.UUC
+#=GR DS5080 SS .>>>>..................................<<<.<<.....
+DS5121 AUCAG.AGU.........................A...GGGG.GGU.UCG
+#=GR DS5121 SS .>>>>..................................<<<.<<.....
+DS5220 ACCAA.CAU.........................G...UGAG.GGU.UCG
+#=GR DS5220 SS .>>>>.>................................<<<.<<.....
+DS6060 AUCUU.UU..GGG.U...UU.........A.CCCG...CGCA.GGU.UCG
+#=GR DS6060 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6160 AUCAA.AU..CUC.C...UA.........G.GAGG...CGCA.GGU.UCG
+#=GR DS6160 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6161 AGGCG.UU..CUC.U...UC.........G.GAGG...CGCA.GGU.UCG
+#=GR DS6161 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6162 AUCAG.AU..CCC.U...UC.........G.GGGG...CGCA.GGU.UCG
+#=GR DS6162 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6240 AUCUA.AU..UCC.....UUC...G......GGAG...CGUA.GGU.UCG
+#=GR DS6240 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DS6241 AUCUC.AU..UUC.....UUC...G......GAAG...CGUC.GGU.UCA
+#=GR DS6241 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DS6280 AUCUU.UU..GGG.C...UUU........G.CCCG...CGCA.GGU.UCG
+#=GR DS6280 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6281 AGGCA.UU..GGG.U...UUU........A.CCUG...CGCA.GGU.UCG
+#=GR DS6281 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6282 AUCUC.UU..GGG.C...UCU........G.CCCG...CGCU.GGU.UCA
+#=GR DS6282 SS .>>>>.>...<<<.<..............>.>>>.....<<..<<.....
+DS6283 AUCUG.UU..GGG.C...UCU........G.CCCG...CGCU.GGU.UCA
+#=GR DS6283 SS .>>>>.>...<<<.<..............>.>>>.....<<..<<.....
+DS6284 AUCUC.UG..GGC.....UCU...G......CCCG...CGCU.GGU.UCA
+#=GR DS6284 SS .>>>>.>...<<....................>>.....<<..<<.....
+DS6320 AUCUA.AU..GGG.C...UUU........G.CCCG...CGCA.GGU.UCA
+#=GR DS6320 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6321 AUCUA.AU..GGG.C...UCU........G.CCCG...CGCA.GGU.UCA
+#=GR DS6321 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6322 AUCUA.AU..GGG.C...UCU........G.CCCG...CGCA.GGU.UCA
+#=GR DS6322 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6740 AUCAU.GU..GGG.C...UUU........G.CCCG...CGCA.GGU.UCG
+#=GR DS6740 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6741 AUCAU.GU..GGG.U...UUU........G.CCCG...CGCA.GGU.UCG
+#=GR DS6741 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6742 AUCAU.GGA.GGC.....UUU..........GCCCG..CGCA.CGU.UUG
+#=GR DS6742 SS .>>>>.....<<<..................>>>.....<<<..<.....
+DS6743 AUCAU..GU.GGG.C...UUU........G.CCCG...CGCA.GGU.UCG
+#=GR DS6743 SS .>.>>.....<<<.<..............>.>>>.....<<<..<.....
+DS6744 AUCAU.GU..GGG.C...UUU........G.CCCG...CGCA.GGU.UCG
+#=GR DS6744 SS .>.>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS6745 AUCAU.GU..GGG.C...UUU........G.CCCG...CGCA.CGU.UCG
+#=GR DS6745 SS .>>>>.>...<<<.<..............>.>>>.....<<<..<.....
+DS7240 AACCG.AA..GUA.UUG.AUA...G..GAA.UAC....CGGG.GGU.UCG
+#=GR DS7240 SS .>>>>.>...<<<.<<............>>.>>>.....<<<.<<.....
+DS7740 AUCAG.AU..UCC.C...UCU........G.GGAG...CGUA.GGU.UCG
+#=GR DS7740 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS7741 AUCAG.AU..UCC.C...UCU........G.GGAG...CGUA.GGU.UCG
+#=GR DS7741 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS7800 AUCAG.AU..UCC.C...UCU........G.GGAG...CGUA.GGU.UCG
+#=GR DS7800 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS9280 AUCCA.AU..GGG.G...UCU........C.CCCG...CGCA.GGU.UCG
+#=GR DS9280 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS9990 AUCCA.UU..GGG.G...UUU........C.CCCG...CGCA.GGU.UCG
+#=GR DS9990 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS9991 AUCCA.UU..GGG.G...UUU........C.CCCA...CGCA.GGU.UCG
+#=GR DS9991 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS9992 AUCCA.UU..GGG.G...UCU........C.CCCG...CGCA.GGU.UCG
+#=GR DS9992 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DS9993 AUCCA.UU..GGG.G...UUU........C.CCCG...CGCA.GGU.UCG
+#=GR DS9993 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DT0220 AUGAG.GAU.........................GU..CGGC.GGU.UCG
+#=GR DT0220 SS .>>>>.>................................<<<.<<.....
+DT0260 AGCAU.CUG.........................A...ACCG.GGU.UCG
+#=GR DT0260 SS .>>>..>................................<.<.<<.....
+DT0660 AUCAG.GUG.........................GU..CGGG.GGU.UCG
+#=GR DT0660 SS .>>>>.>................................<<<.<<.....
+DT0661 AGCAG.GAG.........................GC..CGCG.GGU.UCA
+#=GR DT0661 SS .>>>>.>................................<<<.<<.....
+DT0680 AUCUC.GUG.........................GU..CGCG.GGU.UCA
+#=GR DT0680 SS .>>>>.>................................<<<.<<.....
+DT0740 AUCAG.GUG.........................GU..CGGG.GGU.UCG
+#=GR DT0740 SS .>>>>.>................................<<<.<<.....
+DT1140 AUCAA.UAG.........................GU..CGAA.GGU.UCA
+#=GR DT1140 SS .>>>>.>................................<<<.<<.....
+DT1141 AUCAG.UAG.........................GU..CGUA.GGU.UCG
+#=GR DT1141 SS .>>>>.>................................<<<.<<.....
+DT1180 AUCAG.UAG.........................GU..CGUA.GGU.UCG
+#=GR DT1180 SS .>>>>.>................................<<<.<<.....
+DT1230 AUCAG.UAG.........................GU..UGCG.GGU.UCA
+#=GR DT1230 SS .>>>>.>................................<<<.<<.....
+DT1540 AGGAA.GAG.........................GU..CAGC.GGU.UCG
+#=GR DT1540 SS .>>>>.>................................<<<.<<.....
+DT1541 AUCAG.UAG.........................GU..UGGG.GGU.UCA
+#=GR DT1541 SS .>>>>.>................................<<<.<<.....
+DT1542 AUCAG.UAG.........................GU..UGGG.GGU.UCA
+#=GR DT1542 SS .>>>>.>................................<<<.<<.....
+DT1580 AUCGG.GGG.........................GU..UGGG.GGU.UCA
+#=GR DT1580 SS .>>>>.>................................<<<.<<.....
+DT1581 AGGGU.GAG.........................GU..CGCC.GGU.UCG
+#=GR DT1581 SS .>>>>.>................................<<<.<<.....
+DT1660 GGGGU.GGG.........................GU..CCCC.AGU.UCG
+#=GR DT1660 SS .>>>>.>................................<<<.<<.....
+DT1661 AGGGU.GAG.........................GU..CGGC.AGU.UCG
+#=GR DT1661 SS .>>>>.>................................<<<.<<.....
+DT1662 AUCAG.UAG.........................GU..CACC.AGU.UCG
+#=GR DT1662 SS .>>>>.>................................<<<..<.....
+DT1663 AUGCG.AAG.........................GU..CGUA.GGU.UCG
+#=GR DT1663 SS .>>>>..................................<<<.<<.....
+DT1664 AGGGU.GAG.........................GU..CCCC.AGU.UCG
+#=GR DT1664 SS .>>>>.>................................<<<.<<.....
+DT1820 AUGAG.AAG.........................GU..CGGG.GGU.UCG
+#=GR DT1820 SS .>>>>..................................<<<.<<.....
+DT1821 AGGGU.GAG.........................GU..CAGC.GGU.UCA
+#=GR DT1821 SS .>>>>.>................................<<<.<<.....
+DT2460 AACCA.AAG.........................GU..UAUC.GGU.UCA
+#=GR DT2460 SS .>>>>.>................................<<<.<<.....
+DT2520 AUGCG.GUG.........................GU..CGUC.GGU.UCG
+#=GR DT2520 SS .>>>>.>................................<<<.<<.....
+DT2600 GGGCG.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT2600 SS .>>>>.>................................<<<.<<.....
+DT2601 AUGCG.AUG.........................GU..CAUC.GGU.UCG
+#=GR DT2601 SS .>>>>.>................................<<<.<<.....
+DT2640 AGGCA.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT2640 SS .>>>>.>................................<<<.<<.....
+DT2680 AGGCA.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT2680 SS .>>>>.>................................<<<.<<.....
+DT2700 AUGCG.AGG.........................GU..CAUC.GGU.UCA
+#=GR DT2700 SS .>>>>.>................................<<<.<<.....
+DT2701 AGGCA.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT2701 SS .>>>>.>................................<<<.<<.....
+DT2720 AUGGG.AGG.........................GU..CAUC.GGU.UCA
+#=GR DT2720 SS .>>.>.>................................<<<.<<.....
+DT2920 AUGCG.AUG.........................GU..CAUC.GGU.UCG
+#=GR DT2920 SS .>>>>.>................................<<<.<<.....
+DT2921 AGGCG.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT2921 SS .>>>>.>................................<<<.<<.....
+DT3200 AGGCG.UAA.........................GU..CGUC.GGU.UCA
+#=GR DT3200 SS .>>>>.>................................<<<.<<.....
+DT3280 AGGCG.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT3280 SS .>>>>.>................................<<<.<<.....
+DT3281 AUGCG.AUG.........................GU..CAUC.GGU.UCG
+#=GR DT3281 SS .>>>>.>................................<<<.<<.....
+DT3360 AGGCG.UAA.........................GU..CAUC.GGU.UCA
+#=GR DT3360 SS .>>>>.>................................<<<.<<.....
+DT3880 AUCGG.AAU.........................A...AACA.AGU.GCG
+#=GR DT3880 SS ..>>>.>................................<<<.<<.....
+DT4000 UGCAU.AUU.........................A...UCUA.AGU.UCA
+#=GR DT4000 SS .>>>>.>................................<<<.<<.....
+DT4001 AUCGA.AAG.........................GU..UUGG.GGU.UCA
+#=GR DT4001 SS ..>>>.>................................<<<.<<.....
+DT4070 AUCAA.AAG.........................GU..UUAG.AGU.UCA
+#=GR DT4070 SS ..>>>.>................................<<<.<<.....
+DT4080 AUCGA.AAG.........................GU..UUGG.GGU.UCA
+#=GR DT4080 SS ..>>>.>................................<<<.<<.....
+DT4081 GUACA.UAU.........................UA..UCUA.AGU.UCA
+#=GR DT4081 SS ..>>>.>................................<<<.<<.....
+DT4500 AGGGA.AAG.........................GC..CUCC.GGU.UCA
+#=GR DT4500 SS .>>>>.>.................................<<.<<.....
+DT4700 AGUCG.UAG.........................A...AAAC.....UAU
+#=GR DT4700 SS .>>>>.>................................<<<........
+DT4880 AAUCA.AAA.........................A...UAAG.A...UUA
+#=GR DT4880 SS .>>>>.>................................<<<.<......
+DT4980 AAUUG.UAA.........................GA..UAAA.AGG.UUU
+#=GR DT4980 SS .>>>>.>................................<<...<.....
+DT5040 AACUU.GGA.........................G...AGAG.GGU.UAA
+#=GR DT5040 SS .>>>>.>................................<<<.<<.....
+DT5060 AUCCG.GAA.........................GU..CGGA.GGU.UAA
+#=GR DT5060 SS ..>>>.>................................<<<.<<.....
+DT5080 AACCA.GGA.........................G...AGAG.GGU.AAA
+#=GR DT5080 SS .>>>>.>................................<<<.<<.....
+DT5090 AACCG.AAG.........................AU..CGAA.GGU.UAA
+#=GR DT5090 SS .>>>>..................................<<<.<<.....
+DT5120 AGCCG.AAG.........................A...UUGA.GGC.UAA
+#=GR DT5120 SS .>>>>.>.................................<<.<<.....
+DT5160 AGCCG.GAG.........................AC..UGUA.GCC.UAA
+#=GR DT5160 SS .>>>>.>................................<<<.<......
+DT5200 AACCG.GAA.........................A...AGGA.GAA.CCC
+#=GR DT5200 SS .>>>>.>................................<<<.<<.....
+DT5220 AACCA.AAA.........................AC..UGAA.GAC.UCC
+#=GR DT5220 SS .>>>>.>................................<<<.<......
+DT5280 AACCA.AAA.........................A...UGAA.GA..GUC
+#=GR DT5280 SS .>>>>..................................<<<.<<.....
+DT5281 AGCCA.AAA.........................A...UGAA.GAG.UCA
+#=GR DT5281 SS .>>>>..................................<<<.<<.....
+DT5320 AACCU.GAA.........................A...UGAA.G.A.UCU
+#=GR DT5320 SS .>>>..>................................<<<.<......
+DT5360 AACCA.GAG.........................A...AGGA.GAA.CAA
+#=GR DT5360 SS .>>>>.>................................<<<.<......
+DT5880 AACCG.GAG.........................A...UGAA.A...ACC
+#=GR DT5880 SS .>>.>.>................................<<<.<......
+DT6050 AAGUG.GGG.........................GU..CGCG.AGU.UCG
+#=GR DT6050 SS .>>>>.>................................<<<.<<.....
+DT6160 AGGAA.GAG.........................GU..CAUG.AGU.UCG
+#=GR DT6160 SS .>>>>.>................................<<<.<<.....
+DT6161 AAGAA.GGA.........................U...CCCG.UGU.UCG
+#=GR DT6161 SS .>>>>.>................................<<<.<<.....
+DT6280 AUGUG.GAG.........................AU..CAUC.GGU.UCA
+#=GR DT6280 SS .>>>>.>................................<<<.<<.....
+DT6281 AUGCG.GGG.........................AU..CGUG.GGU.UCA
+#=GR DT6281 SS .>>>>.>................................<<<.<<.....
+DT7740 AACAG.GAG.........................AU..CGUG.AGU.UCG
+#=GR DT7740 SS .>>>>.>................................<<<.<<.....
+DT9990 AACCA.GGG.........................GU..CGCG.AGU.UCA
+#=GR DT9990 SS .>>>>.>................................<<<.<<.....
+DT9991 AACCA.GGG.........................GU..CGCG.AGU.UCA
+#=GR DT9991 SS .>>>>.>................................<<<.<<.....
+DV0260 CGGCG.GUU.........................G...UGAU.AGU.UCG
+#=GR DV0260 SS .>>>>.>................................<<<.<<.....
+DV0660 AGGCG.AGG.........................GU..CGCC.GGU.UCG
+#=GR DV0660 SS .>>>>.>................................<<<.<<.....
+DV0860 CGGCA.GAA.........................AU..CCUG.GGU.UCA
+#=GR DV0860 SS .>>>>.>................................<<<.<<.....
+DV1140 AGCAG.GCG.........................GU..CAUA.GGU.UCA
+#=GR DV1140 SS .>>>>.>................................<<<.<<.....
+DV1180 AGCAG.GCG.........................GU..CAUA.GGU.UCA
+#=GR DV1180 SS .>>>>.>................................<<<.<<.....
+DV1230 AGCAG.GGG.........................GU..CGGC.GGU.UCA
+#=GR DV1230 SS .>>>>.>................................<<<.<<.....
+DV1350 CGGAA.GAG.........................GU..CACU.GGU.UCA
+#=GR DV1350 SS .>>>>.>................................<<<.<<.....
+DV1351 CGGAA.GAG.........................GU..CACU.GGU.UCA
+#=GR DV1351 SS .>>>>.>................................<<<.<<.....
+DV1500 AGCAG.AGG.........................GU..CACA.GGU.UCG
+#=GR DV1500 SS .>>>>.>................................<<<.<<.....
+DV1540 AGCAG.AGG.........................GU..CGGC.GGU.UCG
+#=GR DV1540 SS .>>>>.>................................<<<.<<.....
+DV1570 AGCAA.GGG.........................GU..CGGC.GGU.UCG
+#=GR DV1570 SS .>>>>.>................................<<<.<<.....
+DV1660 AGGAG.GGG.........................GU..CGGC.GGU.UCG
+#=GR DV1660 SS .>>>>.>................................<<<.<<.....
+DV1661 UGGUG.GGG.........................GU..CGGU.GGU.UCG
+#=GR DV1661 SS .>>>>.>................................<<<.<<.....
+DV1662 UGGUG.GGG.........................GU..CGUU.GGU.UCG
+#=GR DV1662 SS .>>>>.>................................<<<.<<.....
+DV2520 AGCAG.AAU.........................GU..CAGC.GGU.UCG
+#=GR DV2520 SS .>>>>.>................................<<<.<<.....
+DV2600 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV2600 SS .>>>>.>................................<<<.<<.....
+DV2601 CCGAG.AAU.........................GU..CUAC.GGU.UCA
+#=GR DV2601 SS .>>>>..................................<<<.<<.....
+DV2640 CCGAG.AAG.........................GU..CUAC.GGU.UCG
+#=GR DV2640 SS .>>>>..................................<<<.<<.....
+DV2700 CCGAG.AAG.........................GU..CUAC.GGU.UCG
+#=GR DV2700 SS .>>>>..................................<<<.<<.....
+DV2701 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV2701 SS .>>>>.>................................<<<.<<.....
+DV2720 CCGAG.AAG.........................GU..CUAC.GGU.UCG
+#=GR DV2720 SS .>>>>..................................<<<.<<.....
+DV2721 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV2721 SS .>>>>.>................................<<<.<<.....
+DV2840 UGGUG.GAA.........................GU..UAUC.AGU.UCG
+#=GR DV2840 SS .>>>>.>................................<<<.<<.....
+DV2920 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV2920 SS .>>>>.>................................<<<.<<.....
+DV2921 CCGAG.AAG.........................GU..CUAC.GGU.UCG
+#=GR DV2921 SS .>>>>..................................<<<.<<.....
+DV3200 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV3200 SS .>>>>.>................................<<<.<<.....
+DV3240 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV3240 SS .>>>>.>................................<<<.<<.....
+DV3280 UGGUG.GAA.........................GU..CAUC.AGU.UCG
+#=GR DV3280 SS .>>>>.>................................<<<.<<.....
+DV3880 CACGA.AGG.........................U...CAGG.UGU.UCA
+#=GR DV3880 SS .>>>>.>................................<<<.<<.....
+DV3960 CACGG.AAG.........................GC..UAUG.AGU.UCG
+#=GR DV3960 SS .>>>>..................................<.<.<<.....
+DV4000 CACGA.AAG.........................AU..UAUA.GGU.UCG
+#=GR DV4000 SS .>>>>.>................................<<<.<<.....
+DV4001 CACGA.AAG.........................AU..UAUA.GGU.UCG
+#=GR DV4001 SS .>>>>.>................................<<<.<<.....
+DV4070 AAUAA.UA..GGAUU...UAA...U....A.ACCU...GGUG.AGU.UCG
+#=GR DV4070 SS .>>>>.>...<<..<..............>..>>.....<<<.<<.....
+DV4071 CACAA.AAU.G.......................UA..UAUA.GGU.UCG
+#=GR DV4071 SS .>>>>.>................................<<<.<<.....
+DV4080 CACGA.AAG.........................AU..UAUA.GGU.UCG
+#=GR DV4080 SS .>>>>.>................................<<<.<<.....
+DV4500 CCGAG.AGA.........................GU..CAGC.GGU.UCA
+#=GR DV4500 SS .>>>>..................................<<<.<<.....
+DV4700 CUGAA.UGU.........................G...UCAG.AU...AA
+#=GR DV4700 SS .>>>>.>................................<<<.<<.....
+DV4800 UUGAA.AAG.........................A...AAUU.UGU.GCA
+#=GR DV4800 SS .>>>>.>................................<.<.<<.....
+DV4880 UUGAA.AAG.........................A...UUUU.UGU.GCA
+#=GR DV4880 SS .>>>>.>................................<.<.<<.....
+DV4980 CAGAG.AAG.........................A...AGUU.UGU.GAA
+#=GR DV4980 SS .>>>>.>................................<<<.<<.....
+DV5000 CAGAG.CUG.........................A...UAUU.UGU.GCA
+#=GR DV5000 SS .>>>>..................................<<<.<<.....
+DV5020 CGGAG.AAG.........................A...AGUU.UGU.GAA
+#=GR DV5020 SS .>>>>.>................................<<<.<<.....
+DV5040 CGGAG.GUC.........................A...CACU.CGU.GCA
+#=GR DV5040 SS .>>>>.>................................<<<.<<.....
+DV5080 CGGAG.ACC.........................A...CACU.CGU.GCA
+#=GR DV5080 SS .>>>>.>................................<<<.<<.....
+DV5120 CCGAA.ACA.........................A...UAUC.UGU.UAA
+#=GR DV5120 SS .>>>>.>................................<<<.<<.....
+DV5220 CCUGA.AAG.........................A...UACC.CUC.AAC
+#=GR DV5220 SS .>>>>.>................................<<<..<.....
+DV5280 CCCAG.AAG.........................A...AUUC.A.U.AAA
+#=GR DV5280 SS .>>>>.>................................<<<.<......
+DV5320 CCCAG.AAG.........................A...UUUC.A.U.GAC
+#=GR DV5320 SS .>>>>.>................................<<<.<......
+DV5360 CCUAG.AAG.........................A...CUUC.A.U.UCA
+#=GR DV5360 SS .>>.>.>................................<<<.<......
+DV5880 CUUAG.GAG.........................A...UUUC.AAC.UUA
+#=GR DV5880 SS .>>.>.>.................................<<.<<.....
+DV5900 CCUAG.AAG.........................A...UUUC.AU..ACA
+#=GR DV5900 SS .>>>>.>................................<<<.<<.....
+DV5910 CCUAG.AAG.........................A...UUUC.ACA.UAC
+#=GR DV5910 SS .>>>>.>................................<<<.<......
+DV5920 CCUAG.AAG.........................A...UUUC.ACC.CAC
+#=GR DV5920 SS .>>>>.>................................<<<.<......
+DV5930 CCUAG.AAG.........................A...UUUC.ACA.CAU
+#=GR DV5930 SS .>>>>.>................................<<<.<......
+DV5940 CCUAG.AAG.........................A...UUCC.AUA.CAC
+#=GR DV5940 SS .>>>>.>................................<.<.<<.....
+DV5950 CCUAG.AAG.........................A...UUUC.ACA.CGC
+#=GR DV5950 SS .>>>>..................................<<<........
+DV5960 CCUAG.AAG.........................A...UUUC.ACA.CAC
+#=GR DV5960 SS .>>>>..................................<<<.<......
+DV5970 CCUAG.AAG.............................AUUC.A.C.AUA
+#=GR DV5970 SS .>>>>.>................................<<<.<......
+DV5980 CCUAG.AAG.........................A...UUUC.ACA.CAC
+#=GR DV5980 SS .>>>>.>................................<<<.<......
+DV6160 CGGAU.UAG.........................GU..CGUG.GGU.UCG
+#=GR DV6160 SS .>>>>.>................................<<<.<<.....
+DV6161 CGCAA.CAG.........................GU..CUCG.AGU.UCG
+#=GR DV6161 SS .>>>>.>................................<<<.<<.....
+DV6280 CGCAG.AAC.........................GU..CCCC.AGU.UCG
+#=GR DV6280 SS .>>>>.>................................<<<.<<.....
+DV6281 CGCAG.AAC.........................GU..CCCC.AGU.UCG
+#=GR DV6281 SS .>>>>.>................................<<<.<<.....
+DV6320 CGCAG.ACG.........................GU..CCCA.AGU.UCG
+#=GR DV6320 SS .>>>>.>................................<<<.<<.....
+DV6740 CACUG.AAG.........................GU..CUCC.GGU.UCG
+#=GR DV6740 SS .>>>>.>................................<<<.<<.....
+DV7740 CGCGG.AAG.........................GC..CCCC.GGU.UCA
+#=GR DV7740 SS .>>>>.>................................<<<.<<.....
+DV7741 CGCAC.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV7741 SS .>>>>.>................................<<<.<<.....
+DV7920 UGCGA.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV7920 SS .>>>>.>................................<<<.<<.....
+DV9990 CGCGA.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV9990 SS .>>>>.>................................<<<.<<.....
+DV9991 CGCGA.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV9991 SS .>>>>.>................................<<<.<<.....
+DV9992 CGCGA.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV9992 SS .>>>>.>................................<<<.<<.....
+DV9993 CGCGA.AAG.........................GU..CCCU.GGA.UCA
+#=GR DV9993 SS .>>>>.>................................<<<.<<.....
+DV9994 CGCGA.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV9994 SS .>>>>.>................................<<<.<<.....
+DV9995 CGCGA.AAG.........................GU..CCCC.GGU.UCG
+#=GR DV9995 SS .>>>>.>................................<<<.<<.....
+DW0460 AUCAG.UCG.........................AU..CGGG.GGU.UCA
+#=GR DW0460 SS .>>>>.>................................<<<.<<.....
+DW0500 AUCAG.UCG.........................AU..CGGG.GGU.UCA
+#=GR DW0500 SS .>>>>.>................................<<<.<<.....
+DW1140 AACCG.AGU.........................GU..CACG.AGU.UCG
+#=GR DW1140 SS .>>>>.>................................<<<.<<.....
+DW1141 AACCG.AGC.........................GU..UGAG.GGU.UCG
+#=GR DW1141 SS .>>>>.>................................<<<.<<.....
+DW1230 AACCU.UUA.........................G...UGUG.GGU.UCG
+#=GR DW1230 SS .>>>>..................................<<<.<<.....
+DW1250 AUCCG.GGU.........................GU..UGUG.GGU.UCA
+#=GR DW1250 SS .>>>>.>................................<<<.<<.....
+DW1251 CACCG.UAC.........................GU..UGUG.GGU.UCA
+#=GR DW1251 SS .>>>>.>................................<<<.<<.....
+DW1540 AACCU.CCG.........................G...UGUG.GGU.UCG
+#=GR DW1540 SS .>>>>.>................................<<<.<<.....
+DW1660 AACCG.GGU.........................GU..UGGG.AGU.UCG
+#=GR DW1660 SS .>>>>.>................................<<<.<<.....
+DW2440 AACCU.GAU.........................GU..CGUG.GGU.UCA
+#=GR DW2440 SS .>>>>.>................................<<<.<<.....
+DW2520 AACCU.GAU.........................GU..AGUA.GGU.UCG
+#=GR DW2520 SS .>>>>.>................................<<<.<<.....
+DW2600 AACCU.AAU.........................GU..CGUA.GGU.UCA
+#=GR DW2600 SS .>>>>.>................................<<<.<<.....
+DW2680 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW2680 SS .>>>>.>................................<<<.<<.....
+DW2700 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW2700 SS .>>>>.>................................<<<.<<.....
+DW2720 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW2720 SS .>>>>.>................................<<<.<<.....
+DW2920 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW2920 SS .>>>>.>................................<<<.<<.....
+DW3000 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW3000 SS .>>>>.>................................<<<.<<.....
+DW3200 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW3200 SS .>>>>.>................................<<<.<<.....
+DW3640 AUCUU.GAA.........................AU..CGAG.GGU.UCG
+#=GR DW3640 SS .>>>>.>................................<<<.<<.....
+DW3760 AACUG.ACA.........................U...CGUG.GGU.UCG
+#=GR DW3760 SS .>>>>.>................................<<<.<<.....
+DW3770 AACUG.ACA.........................U...CGUG.GGU.UCG
+#=GR DW3770 SS .>>>>.>................................<<<.<<.....
+DW3800 AAUCG.UUA.........................G...CGUG.GGU.UCG
+#=GR DW3800 SS .>>>>.>................................<<<.<<.....
+DW3880 CCUUA.UAU.........................U...UCUU.AGU.UCA
+#=GR DW3880 SS .>>>>.>................................<<<.<<.....
+DW3960 CCUUU.AAU.........................U...UCUU.AGU.UCG
+#=GR DW3960 SS .>>>>..................................<<<.<<.....
+DW4000 AUCAA.UCA.........................U...UAGG.AGU.UCG
+#=GR DW4000 SS .>>>>.>................................<<<.<<.....
+DW4070 AUCAA.UAU.........................AG..UGAU.AGU.UCA
+#=GR DW4070 SS .>>>>.>................................<<<.<<.....
+DW4080 AUCAA.UCA.........................U...UAAG.AGU.UCG
+#=GR DW4080 SS .>>>>.>................................<<<.<<.....
+DW4360 AACCC.GAU.........................GU..CGUA.GGU.UCA
+#=GR DW4360 SS .>>>>.>................................<<<.<<.....
+DW4440 AACCC.AAU.........................GU..CGUA.GGU.UCA
+#=GR DW4440 SS .>>.>.>................................<<<.<<.....
+DW4480 AACCC.AAU.........................GU..CGUA.GGU.UCA
+#=GR DW4480 SS .>>>>.>................................<<<.<<.....
+DW4500 AACCA.AAG.........................GU..UAAG.GGU.UCG
+#=GR DW4500 SS .>>>>..................................<<<.<<.....
+DW4620 AACAG.GAG.........................G...UGGC.....UUU
+#=GR DW4620 SS .>>>>.>................................<<<........
+DW4700 ACAUA.ACU.........................A...UAGG.UA..GUC
+#=GR DW4700 SS .>>.>.>................................<<<.<<.....
+DW4840 AGCUA.UAA.........................A...UAAA.G.A.AAU
+#=GR DW4840 SS .>.>>.>................................<<<.<......
+DW4880 AGCUG.UAA.........................A...UAAA.GG..GUA
+#=GR DW4880 SS .>>>>.>................................<<<.<<.....
+DW4980 AGUUU.UAA.........................A...UAAG.AGU.GGA
+#=GR DW4980 SS .>>>>.>................................<<<.<<.....
+DW5000 AGCUU.UAA.........................A...UAAG.AAU.GGG
+#=GR DW5000 SS .>>>>.>................................<<<.<<.....
+DW5020 AGUUU.UCA.........................AU..AGAG.AGU.GAA
+#=GR DW5020 SS .>.>>.>................................<<<.<<.....
+DW5040 AGCUU.UUU.........................A...UAAG.AAU.GGA
+#=GR DW5040 SS .>>>>.>................................<<<.<<.....
+DW5080 AGCUU.UAA.........................C...AAAG.AAU.UGG
+#=GR DW5080 SS .>>>>.>................................<<<.<<.....
+DW5100 AGCCC.UCA.........................G...CGGA.GGU.GAA
+#=GR DW5100 SS .>>>>.>................................<<<.<<.....
+DW5120 AGCCC.UAA.........................G...CAGG.AGU.UAG
+#=GR DW5120 SS .>>.>.>................................<<<.<<.....
+DW5160 AGCCU.UAA.........................G...CGGA.GGU.UAA
+#=GR DW5160 SS .>>>>.>................................<<<.<<.....
+DW5220 AGCCU.UAA.........................A...UAAG.AGU.UAA
+#=GR DW5220 SS .>>>>.>................................<<<.<<.....
+DW5280 AGCCC.UUA.........................G...AAAA.C.A.AAC
+#=GR DW5280 SS .>>.>.>................................<<<.<......
+DW5281 AGCCC.UUA.........................G...AAAA.C.A.AAC
+#=GR DW5281 SS .>>.>.>................................<<<.<......
+DW5320 AGCCC.UAA.........................G...AAAA.C.A.CAC
+#=GR DW5320 SS .>>.>..................................<<<.<......
+DW5360 AGCCC.UAA.........................G...CAAG.U.A.CAA
+#=GR DW5360 SS .>>.>.>................................<<<.<......
+DW5880 AGCCC.UCA.........................G...UAAG.U.U.GCA
+#=GR DW5880 SS .>>.>.>................................<<<.<......
+DW6160 AGCAG.UUG.........................GU..CCAG.GGU.UCA
+#=GR DW6160 SS .>>>>.>................................<<<.<<.....
+DW6161 AGCAG.UUG.........................GU..CCAG.GGU.UCA
+#=GR DW6161 SS .>>>>.>................................<<<.<<.....
+DW6280 AUCGA.AGG.........................GU..UGCA.GGU.UCA
+#=GR DW6280 SS .>>>>.>................................<<<.<<.....
+DW6740 AUCAG.AAG.........................GU..UGCG.UGU.UCG
+#=GR DW6740 SS .>>>>.>................................<<<.<<.....
+DW6741 AUCAG.AAG.........................GU..UGCG.UGU.UCG
+#=GR DW6741 SS .>>>>.>................................<<<.<<.....
+DW7560 AUCGA.AAG.........................GU..UGGG.CGU.UCG
+#=GR DW7560 SS .>>>>.>................................<<<.<<.....
+DW8040 AUCAG.AAG.........................GC..UGCG.UGU.UCG
+#=GR DW8040 SS .>>>>.>................................<<<.<<.....
+DX0260 AGCUA.GAA.........................AGA.GGUA.GGU.UCG
+#=GR DX0260 SS .>>>>.>................................<<<.<<.....
+DX0860 ACCGG.GUG.........................GU..CCGG.GGU.UCA
+#=GR DX0860 SS .>>>>.>................................<<<.<<.....
+DX0980 NCCCC.GAG.........................GU..CCCG.GGU.UCA
+#=GR DX0980 SS .>>>>.>................................<<<.<<.....
+DX1140 ACCCG.GAG.........................GU..CGCA.GGU.UCG
+#=GR DX1140 SS .>>>>.>................................<<<.<<.....
+DX1180 ACCCG.GAG.........................GC..CGCA.GGU.UCG
+#=GR DX1180 SS .>>>>.>................................<<<.<<.....
+DX1260 ACCCA.AAG.........................GU..CGCA.GGU.UCA
+#=GR DX1260 SS .>>>>.>................................<<<.<<.....
+DX1340 ACUCA.GAG.........................GU..CGCA.GGU.UCA
+#=GR DX1340 SS .>>>>.>................................<<<.<<.....
+DX1341 ACCCA.GAG.........................GU..CGCA.GGU.UCA
+#=GR DX1341 SS .>>>>.>................................<<<.<<.....
+DX1540 ACCCG.AAG.........................GU..CGCA.GGU.UCA
+#=GR DX1540 SS .>>>>.>................................<<<.<<.....
+DX1660 ACCCG.AAG.........................AU..CGUC.GGU.UCA
+#=GR DX1660 SS .>>>>.>................................<<<.<<.....
+DX1661 ACCCG.AAG.........................GU..CGUC.GGU.UCA
+#=GR DX1661 SS .>>>>.>................................<<<.<<.....
+DX2520 AUCCU.GAA.........................GU..CAGA.GGU.UCA
+#=GR DX2520 SS .>>>>.>................................<<<.<<.....
+DX2600 ACCUU.GAG.........................GU..CAUA.GGU.UCA
+#=GR DX2600 SS .>>>>.>................................<<<.<<.....
+DX2640 ACCUU.GAG.........................GU..CACG.GGU.UCG
+#=GR DX2640 SS .>>>>.>................................<<<.<<.....
+DX2680 ACCUU.GAG.........................GU..CACG.GGU.UCG
+#=GR DX2680 SS .>>>>.>................................<<<.<<.....
+DX2920 ACCUU.GAG.........................GU..CACG.GGU.UCA
+#=GR DX2920 SS .>>>>.>................................<<<.<<.....
+DX3200 ACCUU.GAG.........................GU..UACG.GGU.UCA
+#=GR DX3200 SS .>>>>.>................................<<<.<<.....
+DX3720 CCCCA.GCU.........................A...AUAA.AGU.UCG
+#=GR DX3720 SS .>>>>.>................................<<<.<<.....
+DX3800 UCCCA.UUA.........................CU..AUAA.AGU.UCG
+#=GR DX3800 SS .>>>>.>................................<<<.<<.....
+DX3840 UCCCA.UAA.........................CU..AUAA.AGU.UCG
+#=GR DX3840 SS .>>>>.>................................<<<.<<.....
+DX3880 CCCAU.AAU.........................A...UUUA.GGU.GCA
+#=GR DX3880 SS .>>>>.>................................<<<.<<.....
+DX4000 ACCUA.AUU.........................A...UAUA.CGU.UCA
+#=GR DX4000 SS .>>>>.>................................<<<.<<.....
+DX4080 ACCUA.AUU.........................A...UAUA.CGU.UCA
+#=GR DX4080 SS .>>>>.>................................<<<.<<.....
+DX4280 ACCUG.AAG.........................AU..UGCA.GGU.UCG
+#=GR DX4280 SS .>>>>.>................................<<<.<<.....
+DX4320 ACCUG.AAG.........................AU..UGCA.GGU.UCG
+#=GR DX4320 SS .>>>>.>................................<<<.<<.....
+DX4360 ACCUG.AAG.........................AC..AGCA.GGU.UCG
+#=GR DX4360 SS .>>>>.>................................<<<.<<.....
+DX4440 ACCUG.AAG.........................AC..UGCA.GGU.UCG
+#=GR DX4440 SS .>>>>.>................................<<<.<<.....
+DX4480 ACCUG.AAG.........................AC..UGCA.GGU.UCG
+#=GR DX4480 SS .>>>>.>................................<<<.<<.....
+DX4880 CCCCA.UUU.........................A...UAAA.GGU.UAU
+#=GR DX4880 SS .>>>>..................................<<<.<<.....
+DX4960 CCCCA.UUU.........................A...UAAA.GGU.UUU
+#=GR DX4960 SS .>>>>..................................<<<.<<.....
+DX4980 CCUCA.AGA.........................A...UAGAAGGA.UAA
+#=GR DX4980 SS .>>>>.>................................<<<.<<.....
+DX5020 CCUCA.AAA.........................A...UAGAAGGA.UAA
+#=GR DX5020 SS .>>>>.>................................<<<.<<.....
+DX5040 CCCCA.AGA.........................A...UGGAAGGA.UAG
+#=GR DX5040 SS .>>>>.>................................<<<.<<.....
+DX5080 CCCCA.GGA.........................A...UGAA.GGA.UAA
+#=GR DX5080 SS .>>>>.>................................<.<.<<.....
+DX5120 CCCCA.AAC.........................A...UGUU.GGU.UAA
+#=GR DX5120 SS .>>>>.>................................<...<<.....
+DX5160 CCCCA.ACA.........................A...UGUU.G.U.UAA
+#=GR DX5160 SS .>>>>.>................................<...<......
+DX5280 CCCCG.AAA.........................A...UGUU.GGU.CUA
+#=GR DX5280 SS .>>>>.>................................<...<<.....
+DX5281 CCCCG.AAA.........................A...UGUU.GGU.UAA
+#=GR DX5281 SS .>>>>.>................................<...<<.....
+DX5320 CCCCG.AAA.........................A...CGUU.GGU.UUA
+#=GR DX5320 SS .>>>>.>................................<...<<.....
+DX5360 CCCCG.AAA.........................A...UGUU.GGU.UUA
+#=GR DX5360 SS .>>>>.>................................<...<<.....
+DX5880 CCCCG.AAA.........................A...UGUU.GGU.UAU
+#=GR DX5880 SS .>>>>.>................................<...<<.....
+DX6280 ACCCU.GAU.........................GU..CCUC.GGA.UGG
+#=GR DX6280 SS .>>>>.>................................<<<.<<.....
+DX6281 ACCCU.GAU.........................GU..CCUC.GGA.UCG
+#=GR DX6281 SS .>>>>.>................................<<<.<<.....
+DX6320 ACCCG.UAG.........................GU..CCCA.GGA.UCG
+#=GR DX6320 SS .>>>>.>................................<<<.<<.....
+DX6321 ACCCG.UAG.........................GU..CCCA.GGA.UCG
+#=GR DX6321 SS .>>>>.>................................<<<.<<.....
+DX6740 ACCCA.CAG.........................GU..CCCA.GGA.UCG
+#=GR DX6740 SS .>>>>.>................................<<<.<<.....
+DX6900 ACCCA.CAG.........................GU..CCCA.GGA.UCG
+#=GR DX6900 SS .>>>>.>................................<<<.<<.....
+DX7560 ACCCA.GAG.........................GU..CGGU.GGA.UCG
+#=GR DX7560 SS .>>>>.>................................<<<.<<.....
+DX7740 ACCCA.GAG.........................GU..CCGA.GGA.UCG
+#=GR DX7740 SS .>>>>.>................................<<<.<<.....
+DX7920 ACCCA.GAG.........................GU..CGAU.GGA.UCG
+#=GR DX7920 SS .>>>>.>................................<<<.<<.....
+DX7921 ACCCA.GAG.........................GU..CGAU.GGA.UCG
+#=GR DX7921 SS .>>>>.>................................<<<.<<.....
+DX8100 ACCCA.GAG.........................GU..CGAU.GGA.UCG
+#=GR DX8100 SS .>>>>.>................................<<<.<<.....
+DX9990 ACCCA.GAG.........................GU..CGAU.GGA.UCG
+#=GR DX9990 SS .>>>>.>................................<<<.<<.....
+DX9991 ACCCA.GAG.........................GU..CGAU.GGA.UCU
+#=GR DX9991 SS .>>>>.>................................<<<.<<.....
+DY0660 AUCCG.CAU.........................GU..CGCU.GGU.UCA
+#=GR DY0660 SS .>>>>.>................................<<<.<<.....
+DY0740 AUCCG.CAU.........................GU..CGCU.GGU.UCA
+#=GR DY0740 SS .>>>>.>................................<<<.<<.....
+DY1140 CCCAC.UU..CC......UUA...C.......GGUU..CGGG.GGU.UCG
+#=GR DY1140 SS .>>>>.>...<<....................>>.....<<<.<<.....
+DY1200 AUCAG.AC..ACC.....UUC...AU.....GGUUU..CGGG.AGU.UCG
+#=GR DY1200 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY1540 AUCCG.CU..CCC.....UCA..........GGGUU..CGGC.AGU.UCG
+#=GR DY1540 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY1580 AACCG.UU..GGC.....GUA...U......GCCUU..CGCU.GGU.UCG
+#=GR DY1580 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY1660 AUCUG.CC..GUC.....ACA..........GACUU..CGAA.GGU.UCG
+#=GR DY1660 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY1661 AUCUG.CC..GUC.....AUC..........GACUU..CGAA.GGU.UCG
+#=GR DY1661 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY1820 AUCUG.AC..GUC.....AUA..........GACUU..CGAA.GGU.UCG
+#=GR DY1820 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY2520 AUCCG.CA..GUU.....C............AUCUUU.CGCU.GGU.UCG
+#=GR DY2520 SS .>>>>.>...<.<..................>.>.....<<<.<<.....
+DY2600 AUCCG.CU..GGC.....AAU..........GCCUA..CGCU.GGU.UCA
+#=GR DY2600 SS .>>>>.....<<<..................>>>.....<<<.<<.....
+DY2680 AUUCG.UU..GAC.....AAU..........GUCUA..CGCU.GGU.UCA
+#=GR DY2680 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY2700 AUUCG.UU..GAC.A...AUA........U.GUCUA..CGCU.GGU.UCA
+#=GR DY2700 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY2920 AUUCG.UU..GGC.A...AUA........U.GUCUA..CGCU.GGU.UCA
+#=GR DY2920 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY3200 AUUCG.UU..GGC.A...AUA........U.GUCUA..CGCU.GGU.UCA
+#=GR DY3200 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY3280 AUUCG.UU..GGC.A...AUA........U.GUCUA..CGCU.GGU.UCA
+#=GR DY3280 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY3360 AUUCG.UU..GGC.A...AUA........U.GUCUA..CGCU.GGU.UCA
+#=GR DY3360 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY3720 AUCUG.UU..GGU.....AGU..........ACCGU..CGUU.GGU.UCG
+#=GR DY3720 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY3760 AUCUG.UU..GGU.....AGU..........ACCGU..CGUU.GGU.UCG
+#=GR DY3760 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY3770 AUCUG.UU..GGU.....AGU..........ACCGU..CGUU.GGU.UCG
+#=GR DY3770 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY3840 AUCUA.UU..GGG.....AU...........UCCGU..CGCC.GGU.UCG
+#=GR DY3840 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY3880 ACUCA.AU..GGC.U...AUG...A....G.GCCGU..CGAA.GGU.UCG
+#=GR DY3880 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY4000 ACUCA.AU..GAC.U...UA.........G.GUCUU..CAUA.GGU.UCA
+#=GR DY4000 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY4001 ACUCA.AU..GAC.U...UA.........G.GUCUU..CAUA.GGU.UCA
+#=GR DY4001 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DY4080 ACUCA.AU..GAU.....UAU...AU.....AUCUU..CAUA.GGU.UCA
+#=GR DY4080 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY4240 AUCCU.UGU.........................GU..CAGU.GGU.UCG
+#=GR DY4240 SS .>>>>.>.................................<<.<<.....
+DY4360 AUCUG.UU..GAA.....GUU...U......UUCUA..CGUA.GGU.UCG
+#=GR DY4360 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY4400 AUCUG.UU..GAA.....GUU...U......UUCUA..CGUA.GGU.UCG
+#=GR DY4400 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY4440 AUCUG.UU..GAA.....GGU...U......UUCUA..CGUA.GGU.UCG
+#=GR DY4440 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY4480 AUCUG.UU..GAA.....GGU...U......UUCUA..CGUA.GGU.UCG
+#=GR DY4480 SS .>>>>.>...<<<..................>>>.....<<<.<<.....
+DY4500 AUCUG.CU..GAA.....GGU...U......UUCUA..CGUA.GGU.UCG
+#=GR DY4500 SS .>>>>.....<<<..................>>>.....<<<.<<.....
+DY4700 ACUCA.UAA.........................A...CAAG.GC..GUA
+#=GR DY4700 SS .>>>>.>................................<<<.<<.....
+DY4840 AUCUA.UAU.........................A...UAAG.A...UUU
+#=GR DY4840 SS .>>>>.>................................<<<.<......
+DY4880 AUCUA.UUU.........................A...UAAG.A...AUU
+#=GR DY4880 SS .>>>>.>................................<<<.<......
+DY4980 AUUUA.UUU.........................A...UAAA.GGU.UUA
+#=GR DY4980 SS .>>>>..................................<<<.<<.....
+DY5000 AUCUA.GGU.........................A...GGAA.GGU.UCA
+#=GR DY5000 SS .>>>>.>................................<<<.<<.....
+DY5020 AUUUA.UAA.........................A...AAAA.GGU.UUA
+#=GR DY5020 SS .>>>>..................................<<<.<<.....
+DY5040 AUCCA.UAC.........................A...CAAA.GGU.UAA
+#=GR DY5040 SS .>>>>.>................................<<<.<<.....
+DY5080 AUCCA.UAU.........................A...CAAG.GGU.UAG
+#=GR DY5080 SS .>>>>.>................................<<<.<<.....
+DY5100 CCCCA.CAU.........................A...CAGA.GGU.UUG
+#=GR DY5100 SS ..>>>.>................................<<<.<<.....
+DY5120 CUCCG.UGU.........................A...CAGA.GGU.UCA
+#=GR DY5120 SS .>>>>.>................................<<<.<<.....
+DY5160 CUUCG.AAG.........................A...CAGA.GGU.UUG
+#=GR DY5160 SS .>>>>..................................<<..<<.....
+DY5220 UCCUU.UUU.........................A...CAGA.GGU.UCA
+#=GR DY5220 SS .>>>...................................<<<.<<.....
+DY5280 AUCUA.AAG.........................A...CAGG.GGU.UGA
+#=GR DY5280 SS .>>>>.>................................<<<.<<.....
+DY5320 AUCUA.AAC.........................A...CAGA.GGU.UUA
+#=GR DY5320 SS .>>>>.>................................<<<.<<.....
+DY5360 AUCUA.AAG.........................A...UAGA.GGU.UUG
+#=GR DY5360 SS .>>>>.>................................<<<.<<.....
+DY5880 AUCUA.AAG.........................A...CAGG.GG..UUA
+#=GR DY5880 SS .>>>>.>................................<<<.<<.....
+DY6050 AGUAU.GC..GGG.UAUCACA...GGGU..........CGCU.GGU.UCG
+#=GR DY6050 SS ..>>>.>................................<<<.<<.....
+DY6160 AUCAA.UCG.........................GU..UGCU.AGU.UCG
+#=GR DY6160 SS .>>>>.>................................<<<.<<.....
+DY6280 AUCUU.GAG.........................AU..CGGG.CGU.UCG
+#=GR DY6280 SS .>>>>.>................................<<<.<<.....
+DY6740 AUCCU.UAG.........................GU..CACU.GGU.UCG
+#=GR DY6740 SS .>>>>.>................................<<<.<<.....
+DY6741 AUCCU.UAG.........................GU..CAUU.GGU.UCG
+#=GR DY6741 SS .>>>>.>................................<.<.<<.....
+DY6742 AUCCU.UAG.........................GU..CACU.GGU.UCG
+#=GR DY6742 SS .>>>>.>................................<<<.<<.....
+DY6743 AUCCU.UAG.........................GU..CACU.GGU.UCG
+#=GR DY6743 SS .>>>>.>................................<<<.<<.....
+DY7060 AUCCU.UAG.........................GU..CACU.GGU.UCG
+#=GR DY7060 SS .>>>>.>................................<<<.<<.....
+DY7200 AUCCU.UAG.........................GU..CACU.GGU.UCG
+#=GR DY7200 SS .>>>>.>................................<<<.<<.....
+DY7740 AUCCA.UAG.........................GU..CGCU.GGU.UCA
+#=GR DY7740 SS .>>>>.>................................<<<.<<.....
+DY7920 AUCCU.UAG.........................GU..CGCU.GGU.UCG
+#=GR DY7920 SS .>>>>.>................................<<<.<<.....
+DY7921 AUCCU.UAG.........................GU..CGCU.GGU.UCA
+#=GR DY7921 SS .>>>>.>................................<<<.<<.....
+DY7922 AUCCU.UAG.........................GU..CGCU.GGU.UCG
+#=GR DY7922 SS .>>>>.>................................<<<.<<.....
+DY9990 AUCCU.UAG.........................GU..CGCU.GGU.UCA
+#=GR DY9990 SS .>>>>.>................................<<<.<<.....
+DY9991 AUCCU.UAG.........................GU..CGCU.GGU.UCG
+#=GR DY9991 SS .>>>>.>................................<<<.<<.....
+DZ1662 AUCCA.GU..UGG.GGCCGCCA..GCGGUC.CCG....GGCA.GGU.UCG
+#=GR DZ1662 SS .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+DZ7560 AUCUG.UA..GGC.G...GUU...AG...C.GCCG...CAGU.GGU.UCG
+#=GR DZ7560 SS .>>>>.>...<<<.<..............>.>>>.....<<<.<<.....
+DZ7742 AUCCG.UA..GUC.G...AUU...UG...C.GUCG...AAGU.GGU.UCG
+#=GR DZ7742 SS .>>>>.>...<.<.<..............>.>.>.....<<<.<<.....
+DZ7920 ACCUG.UA..GCU.GU..CUA.......GC.GACA...GAGU.GGU.UCA
+#=GR DZ7920 SS .>>>>.>...<.<.<<............>>.>.>.....<<<.<<.....
+DZ8040 ACCUG.UA..GCU.GU..CUA.......GC.GACA...GAGU.GGU.UCA
+#=GR DZ8040 SS .>>>>.>...<.<.<<............>>.>.>.....<<<.<<.....
+DZ9281 ACCUG.UA..GCU.GU..CUA.......GC.GACA...GAGU.GGU.UCA
+#=GR DZ9281 SS .>>>>.>...<.<.<<............>>.>.>.....<<<.<<.....
+#=GC SS_cons .>>>>.>...<<<.<<<<........>>>>.>>>.....<<<.<<.....
+#=GC RF +====.=++.===.====+++...+.====.===+...+===.==+.+++
+
+DA0260 .AG..UCC.CU.C.UUUGUCC.ACCA
+#=GR DA0260 SS ......>>.>>.>.>>>>>>>.....
+DA0261 .AG..UCC.CU.C.UUUGUCC.ACCA
+#=GR DA0261 SS ......>>.>>.>.>>>>>>>.....
+DA0340 .AA..UCC.CG.C.CGAGUCC.A...
+#=GR DA0340 SS ......>>.>>.>.>>>>>>>.....
+DA0380 .AA..UCC.CA.G.UGGGUCC.A...
+#=GR DA0380 SS ......>>.>>.>.>>>>>>>.....
+DA0420 .AA..UCC.CA.G.UGGGUCC.A...
+#=GR DA0420 SS ......>>.>>.>.>>>>>>>.....
+DA0580 .AA..UCC.CG.G.UGGGUCC.A...
+#=GR DA0580 SS ......>>.>>.>.>>>>>>>.....
+DA0620 .AA..UCC.CG.G.UGGGUCC.A...
+#=GR DA0620 SS ......>>.>>.>.>>>>>>>.....
+DA0660 .AA..UCC.CG.C.CGGGUCC.A...
+#=GR DA0660 SS ......>>.>>.>.>>>>>>>.....
+DA0670 .AA..UCC.CA.G.CAAGUCC.A...
+#=GR DA0670 SS ......>>.>>.>.>>>>>>>.....
+DA0680 .AA..UCC.CG.G.UGGGUCC.A...
+#=GR DA0680 SS ......>>.>>.>.>>>>>>>.....
+DA0780 .AA..UCC.CC.A.CGGGUCC.A...
+#=GR DA0780 SS ......>>.>>.>.>>>>>>>.....
+DA0940 .AA..UCC.CG.G.CCGGUCC.ACCA
+#=GR DA0940 SS ......>>.>>.>.>>>>>>>.....
+DA0980 .AA..UCC.CG.G.CCGGUCC.A...
+#=GR DA0980 SS ......>>.>>.>.>>>>>>>.....
+DA0981 .AA..UCC.CG.G.CCGGUCC.A...
+#=GR DA0981 SS ......>>.>>.>.>>>>>>>.....
+DA1140 .AU..CCC.GU.U.AGGGUCC.ACCA
+#=GR DA1140 SS ......>>.>>.>.>>>>>>>.....
+DA1180 .AU..CCC.GU.U.AGGGUCC.ACCA
+#=GR DA1180 SS ......>>.>>.>.>>>>>>>.....
+DA1230 .AU...CC.GC.U.AAGCUCC.ACCA
+#=GR DA1230 SS ......>>.>>.>.>>>>>>>.....
+DA1260 .AU..CCC.GU.U.CGGGUCC.ACCA
+#=GR DA1260 SS ......>>.>>.>.>>>>>>>.....
+DA1540 .AU..CCC.GC.U.AGGCUCC.A...
+#=GR DA1540 SS ......>>.>>.>.>>>>>>>.....
+DA1541 .AU..CCC.GC.U.AGGCUCC.ACCA
+#=GR DA1541 SS ......>>.>>.>.>>>>>>>.....
+DA1542 .AU..CCC.GC.U.AGGCUCC.A...
+#=GR DA1542 SS ......>>.>>.>.>>>>>>>.....
+DA1543 .A...CCC.GC.U.AGGCUCC.ACCA
+#=GR DA1543 SS ......>>.>>.>.>>>>>>>.....
+DA1620 .AG..ACC.GG.U.CAGCUCC.ACCA
+#=GR DA1620 SS ......>>.>>.>.>>>>>>>.....
+DA1660 .AU..CCC.GC.A.UAGCUCC.ACCA
+#=GR DA1660 SS ......>>.>>.>.>>>>>>>.....
+DA1661 .AU..CCC.GC.U.UAGCUCC.ACCA
+#=GR DA1661 SS ......>>.>>.>.>>>>>>>.....
+DA1820 .AU..CCU.CC.U.UGGCUCC.ACCA
+#=GR DA1820 SS ......>>.>>.>.>>>>>>>.....
+DA1860 .AU..CCC.GC.U.AUUCUCC.ACCA
+#=GR DA1860 SS ......>>.>>.>.>>.>>>>.....
+DA1900 .AA..UCC.GU.C.UGGCUCC.ACCA
+#=GR DA1900 SS ......>>.>..>.>>>>>>>.....
+DA2100 .AG..UCC.GC.U.AACCUCC.ACCA
+#=GR DA2100 SS ......>>.>>.>.>>>>>>>.....
+DA2180 .AG..UCC.GC.U.UACCUCC.A...
+#=GR DA2180 SS ......>>.>>.>.>>>>>>>.....
+DA2220 .AG..UCU.GC.U.UAUCUCC.A...
+#=GR DA2220 SS ......>>.>>.>.>>>>>>>.....
+DA2240 .AU..CCC.GC.U.AGGCUCC.A...
+#=GR DA2240 SS ......>>.>>.>.>>>>>>>.....
+DA2400 .AG..UCC.GC.U.UACCUCC.A...
+#=GR DA2400 SS ......>>.>>.>.>>>>>>>.....
+DA2410 .AG..UCU.GC.U.UAUCUCC.A...
+#=GR DA2410 SS ......>>.>>.>.>>>>>>>.....
+DA2440 .AA..UCC.GC.U.UAUCUCC.A...
+#=GR DA2440 SS ......>>.>>.>.>>>>>>>.....
+DA2480 .AG..UCC.GC.U.UACUUCC.ACCA
+#=GR DA2480 SS ......>>.>>.>.>>>>>>>.....
+DA2520 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2520 SS ......>>.>>.>.>>>>>>>.....
+DA2521 .AG..UCC.GC.UUUAUCUCC.A...
+#=GR DA2521 SS ......>>.>>.>.>>>>>>>.....
+DA2540 .AG..UCC.CC.U.UACCUCC.A...
+#=GR DA2540 SS ......>>.>>.>.>>>>>>>.....
+DA2570 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2570 SS ......>>.>>.>.>>>>>>>.....
+DA2580 .AA..UCC.GC.U.UACCUCC.A...
+#=GR DA2580 SS ......>>.>>.>.>>>>>>>.....
+DA2590 .AG..UCC.GC.U.UACCUCC.A...
+#=GR DA2590 SS ......>>.>>.>.>>>>>>>.....
+DA2600 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2600 SS ......>>.>>.>.>>>>>>>.....
+DA2620 .AG..UCC.GC.U.UACCUCC.A...
+#=GR DA2620 SS ......>>....>.>>.>>>>.....
+DA2700 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2700 SS ......>>.>>.>.>>>>>>>.....
+DA2720 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2720 SS ......>>.>>.>.>>>>>>>.....
+DA2840 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2840 SS ......>>.>>.>.>>>>>>>.....
+DA2920 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA2920 SS ......>>.>>.>.>>>>>>>.....
+DA3280 .AG..UCC.GC.U.UAUCUCC.A...
+#=GR DA3280 SS ......>>.>>.>.>>>>>>>.....
+DA3880 .AG..UCC.UG.A.UAACUCC.A...
+#=GR DA3880 SS ......>>.>>.>.>>.>>>>.....
+DA3920 .AA..UCC.UU.G.UAUCUCC.A...
+#=GR DA3920 SS ......>>.>>.>.>>>>>>>.....
+DA4000 .AG..UCU.CA.U.UAACUCC.A...
+#=GR DA4000 SS ......>>.>>.>.>>>>>>>.....
+DA4001 .AG..UCU.CA.U.UAACUCC.A...
+#=GR DA4001 SS ......>>.>>.>.>>>>>>>.....
+DA4080 .AU..UCU.CA.U.UAACUCC.A...
+#=GR DA4080 SS ......>>.>>.>.>>>>>>>.....
+DA4500 .AA..UCC.GA.U.CGUCUCC.A...
+#=GR DA4500 SS ......>>.>>.>.>>>>>>>.....
+DA4620 .........UC.U.UGCCGUU.G...
+#=GR DA4620 SS .........>>.>.>>>>>>>.....
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+#=GR DY6050 SS ......>>.>>.>.>>>>>>>.....
+DY6160 .AA..UCU.GG.C.AAGCCGG.A...
+#=GR DY6160 SS ......>>.>>.>.>>>>>>>.....
+DY6280 .AC..UCG.CC.C.CCGGGAG.A...
+#=GR DY6280 SS ......>>.>>.>.>>>>>>>.....
+DY6740 .AA..UCC.GG.U.AGGUCGG.A...
+#=GR DY6740 SS ......>>.>>.>.>>>>>>>.....
+DY6741 .AA..UCC.GC.U.AGGUCGG.A...
+#=GR DY6741 SS ......>>.>..>.>>>>>>>.....
+DY6742 .AA..UUC.GG.U.AGGUCGG.A...
+#=GR DY6742 SS ......>>.>>.>.>>>>>>>.....
+DY6743 .AA..UCU.GG.U.AGGUUUG.A...
+#=GR DY6743 SS ......>>.>>.>.>>>>>.>.....
+DY7060 .AA..UCC.GG.U.AGGUCGG.A...
+#=GR DY7060 SS ......>>.>>.>.>>>>>>>.....
+DY7200 .AA..UCC.GG.U.AGGUCGG.A...
+#=GR DY7200 SS ......>>.>>.>.>>>>>>>.....
+DY7740 .AA..UCC.GG.C.UCGAAGG.A...
+#=GR DY7740 SS ......>>.>>.>.>>>>>>>.....
+DY7920 .AU..UCC.GG.C.UCGAAGG.A...
+#=GR DY7920 SS ......>>.>>.>.>>>>>>>.....
+DY7921 .AU..UCC.GG.C.UCGAAGG.A...
+#=GR DY7921 SS ......>>.>>.>.>>>>>>>.....
+DY7922 .AU..UCC.GG.C.UCGAAGG.A...
+#=GR DY7922 SS ......>>.>>.>.>>>>>>>.....
+DY9990 .AU..UCC.GG.C.UCGAAGG.A...
+#=GR DY9990 SS ......>>.>>.>.>>>>>>>.....
+DY9991 .AU..UCC.GG.C.UCGAAGG.A...
+#=GR DY9991 SS ......>>.>>.>.>>>>>>>.....
+DZ1662 .AC..UCC.UG.U.GAUCUUCCGCCA
+#=GR DZ1662 SS ......>>.>>.>.>>>>>>>>....
+DZ7560 .AC..UCC.ACCU.UUCGGGU.G...
+#=GR DZ7560 SS ......>>.>>.>.>>>>>>>.....
+DZ7742 .AU..UCC.ACCU.GGGGGGC.G...
+#=GR DZ7742 SS ......>>.>>.>.>.>>>>>.....
+DZ7920 .AU..UCC.ACCU.UUCGGGC.G...
+#=GR DZ7920 SS ......>>.>>.>.>>>>>>>.....
+DZ8040 .AU..UCC.ACCU.UUCGGGC.G...
+#=GR DZ8040 SS ......>>.>>.>.>>>>>>>.....
+DZ9281 .AU..UCC.ACCU.UUCGGGC.G...
+#=GR DZ9281 SS ......>>.>>.>.>>>>>>>.....
+#=GC SS_cons ......>>.>>.>.>>>>>>>.....
+#=GC RF .++..+==.==.=.=======.+...
+//
diff --git a/testsuite/vault.fa b/testsuite/vault.fa
new file mode 100644
index 0000000..ea37dc7
--- /dev/null
+++ b/testsuite/vault.fa
@@ -0,0 +1,53 @@
+>AC087772/67787-67923
+GGCCAGCTTTAGCTCAGCGGTTACTTCGACAGTGGTTCAGTTCATTACCA
+GCTATTCGTAGCAGGTTCGAACAACACAACCAACCACTTACCTAACCCGT
+GAGTGTTTGGTTCGAGACCCGCGGGCGCTCCCTGGCC
+>Z97054/58392-58487
+GGCTGGCTTTAGCTCAGCGGTTACTTCGACAATGCTTTCCATGGTTAGGA
+AACCAACCTCTCTGGGTGGTTTGAGACCCGTGGGCCCTCTCCAGTC
+>AF058926/1-82
+GGYCAGCWWYAGCTCAGCGGTTACTTCGAGTACATTGTAACCACCTCTCT
+GGGTGGTTCGARACCCGCGGSCGCYMYCTGRC
+>AF058927/1-92
+GGYCAGCTTYAGCTCAGCGGTTACTTCGACAGTTCTTTAATTGAAACAAG
+CAACCTGTCTGGGTGGTTCGARACCCGCGGCCGCTMYCTGGC
+>Z11765/1-89
+GGTCAGCAACAGCTCAGCGGTTACTTCTCGACACGGAATTGTAATTCTGA
+AAACCTTTCGGGGTTCGAAACCCGCGGGCGCCACCTGAC
+>AY007237/1-137
+GGCCAGCTTTAGCTGAGCGGTTACTTTGACAGTGTTTCAGTTCATTACCA
+GCTATTCGTAGCAGGTTCAAATAACACAACCAACCACTTGCCTAACCCAT
+GAGTGTTTGGTTCGAGACCGGCGGGCGCTCCCTGGCC
+>Z11771/1-138
+GGCCAGCTTTAGCTCAGCGGTTACTTCGACGTGCTCCAGTTTGAGCAGGC
+TATGTAACGTGGTCGGTTCGAGCAACACAACCAGCCGCTTGCCTATCTGG
+TGAGTGGTTGGTTCGAGACCCGCGGGCGCTCTCTGGCC
+>AF045143/1-93
+GGCTGGCTTTAGCTCAGCGGTTACTTCGACAGTTCTTTAATTGAAACAAG
+CAACCTGTCTGGGTTGTTCGAGACCCGCGGGCGCTCTCCAGTC
+>AF045144/1-83
+GGCTGGCTTTAGCTCAGCGGTTACTTCGAGTACATTGTAACCACCTCTCT
+GGGTGGTTCGAGACCCGCGGGTGCTTTCCAGCT
+>AF045145/1-83
+GGCTGGCTTTAGCTCAGCGGTTACTTCGCGTGTCATCAAACCACCTCTCT
+GGGTTGTTCGAGACCCGCGGGCGCTCTCCAGCC
+>AF210457/105-241
+GGCCAGCTTTAGCTCAGCGGTTACTTCGACAGTGGTTCAGTTCATTACCA
+GCTATTCGTAGCAGGTTCGAACAACACAACCAACCACTTACCTAACCCGT
+GAGTGTTTGGTTCGAGACCCGCGGGCGCTCCCTGGCC
+>AC005369/9962-9880
+GGCTGGCTTTAGCTCAGCGGTTACTTCGCGTGTCATCAAACCACCTCTCT
+GGGTTGTTCGAGACCCGCGGGCGCTCTCCAGCC
+>AC005369/24868-24776
+GGCTGGCTTTAGCTCAGCGGTTACTTCGACAGTTCTTTAATTGAAACAAG
+CAACCTGTCTGGGTTGTTCGAGACCCGCGGGCGCTCTCCAGTC
+>AC005369/17202-17120
+GGCTGGCTTTAGCTCAGCGGTTACTTCGAGTACATTGTAACCACCTCTCT
+GGGTGGTTCGAGACCCGCGGGTGCTTTCCAGCT
+>AC020968/13392-13528
+GGCCAGCTTTAGCTCAGCGGTTACTTCGACAGTGGTTCAGTTCATTACCA
+GCTATTCGTAGCAGGTTCGAACAACACAACCAACCACTTACCTAACCCGT
+GAGTGTTTGGTTCGAGACCCGCGGGCGCTCCCTGGCC
+>Z11770/1-94
+GGTCAGCAACAGCTCAGCGGTTACTTCTCGAAATACCACGGAATTGTAAT
+TCTGAAAACCTTTCGGGGTTCGAAACCCGCGGGCGCCACCTGAC
diff --git a/testsuite/vault.sto b/testsuite/vault.sto
new file mode 100644
index 0000000..a282cac
--- /dev/null
+++ b/testsuite/vault.sto
@@ -0,0 +1,51 @@
+# STOCKHOLM 1.0
+#=GF ID Vault
+#=GF AC RF00006
+#=GF DE Vault RNA
+#=GF AU Bateman A
+#=GF SE Bateman A
+#=GF BM cmbuild --rf CM SEED
+#=GF BM cmsearch -W 150 --local CM SEQDB
+#=GF DR URL; http://vaults.arc.ucla.edu/sci/sci_home.htm;
+#=GF CC This family of RNAs are found as part of the enigmatic vault
+#=GF CC ribonuceoprotein complex. The complex consists of a major
+#=GF CC vault protein (MVP), two minor vault proteins (VPARP and TEP1),
+#=GF CC and several small untranslated RNA molecules. It has been
+#=GF CC suggested that the vault complex is involved in drug
+#=GF CC resistance.
+#=GF SQ 6
+
+#=GS AF058927/1-92 WT 1.05
+#=GS AF045145/1-88 WT 0.77
+#=GS AF045144/1-88 WT 0.77
+#=GS Z11770/1-94 WT 1.32
+#=GS Z11771/1-141 WT 1.00
+#=GS AY007237/1-141 WT 1.10
+
+AF058927/1-92 GGYCAGCTTYAGCTCAGCGGTTACTTCGACA...................
+AF045145/1-88 GGCTGGCTTTAGCTCAGCGGTTACTTCGCG....................
+AF045144/1-88 GGCTGGCTTTAGCTCAGCGGTTACTTCGAG....................
+Z11770/1-94 GGTCAGCAACAGCTCAGCGGTTACTTCTCGA...................
+Z11771/1-141 GGCCAGCTTTAGCTCAGCGGTTACTTCGACGTGCTCCAGTTTGAGCAGGC
+AY007237/1-141 GGCCAGCTTTAGCTGAGCGGTTACTTTGACA.GTGTTTCAGTTCATTACC
+#=GC SS_cons <<<<<<.....<<<<.<<<<....<<<<<.....................
+#=GC RF xxxxxxxxxxxxxxxxxxxxxxxxxxxxxx....................
+
+AF058927/1-92 ...........GTTCTTTAATTGAAACAAGCAACCT..............
+AF045145/1-88 ....................TGTCATCAAACCACCT..............
+AF045144/1-88 ....................TACATTGTAACCACCT..............
+Z11770/1-94 ..........................AATACCACGGAATTGTAATTCTGA
+Z11771/1-141 TATGTAACGTGGTCGGTTCGAGCAACACAACCAGCCGCTTGCCTATCTGG
+AY007237/1-141 AGCTATTCGTAGCAGGTTCAAATAACACAACCAACCACTTGCCTAACCCA
+#=GC SS_cons .............................<<<<<<<..............
+#=GC RF ..........................xxxxxxxxxx..............
+
+AF058927/1-92 ...GTCTGGGTGGTTCGARACCCGCGGCCGCTMYCTGGC......
+AF045145/1-88 ...CTCTGGGTTGTTCGAGACCCGCGGGCGCTCTCCAGCCCTCTT
+AF045144/1-88 ...CTCTGGGTGGTTCGAGACCCGCGGGTGCTTTCCAGCTCTTTT
+Z11770/1-94 AAACCTTTCGGGGTTCGAAACCCGCGGGCGCCACCTGAC......
+Z11771/1-141 T..GAGTGGTTGGTTCGAGACCCGCGGGCGCTCTCTGGCCCTT..
+AY007237/1-141 T..GAGTGTTTGGTTCGAGACCGGCGGGCGCTCCCTGGCCCTTT.
+#=GC SS_cons .......>>>>>>>>>>>>..>>>>>>>>.....>>>>>>.....
+#=GC RF ...xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx.....
+//
diff --git a/tutorial/C.psychrerythraea.genome.fa b/tutorial/C.psychrerythraea.genome.fa
new file mode 100644
index 0000000..17a84af
--- /dev/null
+++ b/tutorial/C.psychrerythraea.genome.fa
@@ -0,0 +1,76762 @@
+>gi|71143482|gb|CP000083.1| Colwellia psychrerythraea 34H, complete genome
+TGCACTTGTGGATAACTCAATAGATAATAGCCTTCAGAAAAATAATAACCTAGTTACTACTGGAGTTTTG
+GTTGGATCATTCCCCTTGGCAAAGATGCCTATCTGTTCTACAAGAAGAATTGCCTGCTCAGCAATTTAGT
+ATGTGGATCCGACCCTTACAATGCGTTATAAATGATAATGTTATGACGCTTTATGCTCCTAATCGCTTTG
+TTTTAGATTGGGTTAGAGATAAATATGTAAATCGTATAAATGAACTTCTTACTATTAACGAATCAAATAA
+TCCATTATTACTTCGCTTTGATGTGGGTAGTAAACCGACTATTGATAATTCTGTTACCAATAGCCCCGTT
+TCTAGAAATACGGGTGGCAACGAATCATTATTTGCCAAAGCTACTTCAGCGCCTAAAGTTGCTGAGCCAG
+AAAGTAATATTCCAAAGAAAACCAATGTACGTTTAAATTACACTTTCGAAAATTTCGTTGAGGGTAAATC
+TAATCAACTTGCTCGAGCTGCTGCTTCACAAGTTGCAGATAATCCGGGCACTGCTTACAACCCATTATTT
+ATTTATGGTGGTACTGGTTTAGGTAAAACGCATTTATTACATGCTGTTGGTAATGGGATTTTGCTCAACA
+AACCCAATGCAAAAATCGCTTATATGCATTCAGAGCGATTTGTGCAAGATATGGTTAGAGCATTACAAAA
+TAATGCGATGGAAAAATTCAAGCAATACTATCGTAGTGTTGATGCACTACTTATCGATGATATTCAATTT
+TTTGCTGGTAAAGAGCGAACTCAAGAAGAATTTTTCCATACGTTCAATGCATTACTTGAGGGGAATCAAC
+AGGTTATATTAACCAGTGATCGCTATCCAAAAGAAATTAATGGTGTAGATGATAGATTAAAATCTCGATT
+TGGTTGGGGCTTAACTTTAGCAATAGAACCGCCAGAACTTGAAACGCGGGTTGCTATATTAAAGCGCAAA
+GCACAAGAAAGTCAGATTAATTTGGCTGATGAAGTTGCCTTTTTTATTGCTAAACGTCTTCGCTCTAATG
+TTCGTGAATTGGAAGGGGCTTTAAACCGTGTTATCGCTAATGCCAATTTTACTGGTCGTGCTATTACTAT
+TGATTTTGTCCGTGAAGCATTACGAGATTTACTCGCCTTACAAGATAAACTCGTTACTATAGATAATATT
+CAACGAACGGTTGCCGAATATTATAAAATTAAAATAGCGGATTTGTTATCAAAACGTCGAAATCGCTCTG
+TTGCTCGACCTCGCCAAATTGCCATGGCATTATCTAAAGAGTTAACCAACCACAGCTTGCCTGAAATTGG
+TGATGCATTTGGTGGTCGAGATCATACAACAGTTTTGCATGCCTGCCGTAAAGTTAAATCATTACGTGAA
+GAGACGCATGATATTAAAGAAGATTACTCAAATTTAATCAGAACACTTTCATCTTAATAATTAAAAATAA
+AAACAGCACTTAAGCAGGTACCAAAATGAAGTTTTCACTGAATAGGGAATTATTACTTAAACCATTATTA
+TTGGTTTCTGGCGCAGTAGAACGTAAAAGTACGTTGCCAATTTTAAGTAATATACTTTTTGAGGTTAGTG
+GTCAGTCACTTACTTTGACAGCCACGGATTTAGAACTCGAAATGGTTGCTTATGCTGAAATTCAGAATCA
+AGGTGACGATGGTAAGATCACTATTCCGGCTCGTAAATTATTAGACATATGTAAAAGTCTACCAGAGAGT
+TCTTTAATTTCTTTTGAAGTGATAGATGAAACTATTAAGTTATCTTCAGGTCGTAGTAAATATTCACTTT
+CTACGTTACCTGCTGTCGATTTTCCAAATATTGAAGAATGGAAAGGGGATGTTGAGTTTCAACTTTTAAA
+ATCTGAATTTTTACGTTTAATAGAAAGCACTCATTTTTCGATGGCCAACCAAGATGTCCGTTATTACTTA
+AACGGCATGTCTATCGAAAGTGAAGGAAATGAGATTCGTTCAGTGGCTACAGATGGTCATCGTCTTGCTA
+TTTGTAAAATATCAAATGAAACTTTAGCATTACCAGCTAGACAAGTTATTGTTCCCCGTAAAGGTATACT
+TGAAATAATTCGTCTACTTGCTCCTGTTGATGAAGCAGTGCAGGTGTTTTTAGGCTCTAATCACATTCGC
+ATTATTGATAGTGAGTTCTCTTTTACCAGTAAATTGGTCGATGGTCGATTTCCTGATTACAGAAGAGTAT
+TACCGAGAAACGGCGATAAAGTTTTTGAAACTAACAAAGATGCACTTCGTCAGGTTTTATCACGTGCCTC
+AATTTTATCTAATGAGAAATTTAAAGGTGTACGTTTAAATTTCTCAGATACTAATTTAAAAATTACGGCC
+AATAACCCAGAGCAAGAACAAGCTGAGGAAGAAATTGAAATTAACTTTCCTTATGGCGAATTAGAAATTG
+GCTTTAACGTTAGCTATGTTCTCGATGTGCTAAGTGCTATCAAAGATGAAAATGTTAAATTTACCTTAGC
+TGATGCAAACAGTAGTGTAGTCATTGAGGGCAGTAGCAATGGCGAAGCGCTTTATGTTGTTATGCCTATG
+CGTTTATAGATTTATATTATAGTGAATAGGTGTTTTTTTTACCGATGAGTGTTGCTAGGCTTACTACGTA
+TAACTTTAGAAATTTATCATCTGTTGCTATTGATTTACATCCCAAGCTTAATTTTTTTATTGGCAATAAT
+GGCAGTGGAAAAAGTAGTTTACTTGAAGCCCTTTTTTTTCTGGGTCACGGTAAGTCATTTCGAACGAGTA
+AAGTAGAGCATCTTGCTTGTTACGAAACCGATAATTTTGTTGTCAGTATTAAAGATGTTAACGATTTACA
+ACTTGGTTTAAGTAAAAATTTACAGACCGGCGTTACGCTCATTAAAATTAATGGTGAGCGTCATGCACGT
+TTATCTGAATTGGCAAAAAATATTGCTGTGCAAATTGTCACTCCTGAAAGTTTTAAATTGTTTTTTGGAG
+GACCGAAAGAGCGTCGACGTTTTATAGAGTTAGGTATGTTTCACGTGAAACATGATTCATCTAAACAATG
+GCGTGAATTTAACAGAGTCTTAAAACAGCGTAATGCTTGTATACGACATAACTTAGATAAAGCTACCTTT
+GATTATTGGACTGGTTTATTTTGTCAACTATCAGAGCAGGTTGCTGAAGTAAGATCTCAATATATTACTA
+ACTTAATTTCAGAATTACCTTATTGGTTAGAAATTTTGTTACCAAATATTGCTGATAAGGTAACTGTACA
+ATATTTACAGGGTTGGCCACAAAAAAAGAATTTAATGGATTCGCTGAACGATAGCCATGAGAGAGAACAA
+GCTTTTGGTTATAGTATTTATGGCGCACATAAATTTGATGTGAAATTTCTCATTGCAAAGCAGGCATTAG
+AGAGCCAGCTTTCAAGGGGACAACAAAAGTTGTTTTTACTGGCATTAACATTTGCACAGGCTAAATTAAT
+TGCAAGAGTTAATCGAGTAAAACCAATTTTACTTATTGATGATATAGGGGCAGAATTAGATATTAATTCT
+AGGGAATCCTTATCACAAGCGCTAAGTATTTTGGATTGCCAAGTTATTATCACGGCAATAGAAGAAGGTG
+TATTACAACCTTTTATTGATGACGTTTCAGTTGCTGATAAAGAGAGTAGTAAGAAAACAAAATATCATAT
+GTTTCACGTGAAACATGGTGGTATATTACCTGTGAATAATTCAGTTAAGATTGAGTAGGCTAAAACTATG
+ACAGTAGAAAATGAATATAGCTCGTCCAGTATTAAGGTACTAAAAGGACTTGATGCAGTACGAAAAAGAC
+CTGGTATGTATATAGGTGACACGGATGATGGCACTGGTTTACATCATATGGTTTTTGAGGTTTTAGATAA
+CTCAATCGATGAAGCATTAGCGGGACACTGTACTGATATTATAGTGACTATCCATTTAGATGGCTCAGTG
+TCAGTGCAAGATGATGGCCGTGGAATACCTACTGAAATTCATCCTGAAGAGGGTATATCTGCTGCTGAAG
+TTATTATGACGGTTCTACATGCCGGTGGTAAGTTTGGTGGTGAAGACTCTGGTTATAAAGTATCAGGCGG
+TTTACACGGTGTTGGTATTTCAGTAGTAAATGCGTTAAGTGAAAAACTTAAGTTGAACATTCGCCGCGAT
+GGCAAATTGTTTGAACAGTTTTATCATATTGGTGTAGCTGAAGCTCCACTAGCTGAAGTTGGTGTAAGCG
+ATAAAACAGGTACTGAAGTGCGCTTTTGGCCAAGTACTAATACTTTTACTGATGTTTTATTTCATTATGA
+AATATTAGTAAAACGAATTCGTGAATTATCATTCTTGAACTCTGGCGTATCAATTCGATTAATTGATGAA
+CGCGAAGAAGGTAAAGAAGACCACTTCCATTACGATGGTGGTATTCAAGCATTTGTTGATTATTTAAATA
+CCAATAAGACTCCTGTAAATGAAGAAATATTCTATTTCGATTTAGAACGTGAAGATGGCATTGCGGTTGA
+AGTAGCAATGCAATGGAATGATGGTTTCCAAGAGAATATTTACTGTTTCACTAATAATATTCCACAGCGT
+GATGGTGGAACTCATTTAAGTGGTTTTAGAACAGCACTAACAAGAACCCTGAACTCTTATATGACCAAAG
+AAGGTTTAAATAAGACGAAGAAAGGTGGCGCTACTGAAACTAGTGCTACTGGTGATGATGCTCGTGAGGG
+ATTAACTGCTGTTATATCTGTGAAAGTTCCTGATCCTAAGTTCTCTTCACAAACAAAAGATAAACTTGTT
+TCGTCTGAAGTAAAAACTGCAGTTGAACAAGCTATGGGTGAAAAACTAGGTGAATACCTATTAGAGAATC
+CATCGATAGCACGTACTATCATCATGAAAATTGTTGATGCTGCTCGAGCACGTGAAGCTGCTCGTAAAGC
+TCGTGAAATGACTCGCCGTAAAGGTGTATTAGATATTGCTGGTTTACCTGGTAAGTTAGCAGATTGTCAG
+GAAAAAGATCCTGCATTATCTGAAATATATATTGTGGAAGGGGACTCTGCTGGTGGTTCAGCTAAGCAGG
+GGCGTAATCGTAAAAACCAAGCTATCCTACCGTTAAAAGGTAAAATTCTTAACGTTGAGAAAGCTCGATT
+TGATAAGATGATATCTTCTCAGGAAGTTGGCACGCTGATTACTGCACTAGGTTGTGGTATAGGTCGTGAT
+GAATATAACCCGGAAAAGCTTCGTTACCACAGCATCATTATCATGACCGATGCCGATGTCGATGGGTCTC
+ATATCCGTACCTTATTACTGACTTTCTTCTATCGTCAAATGCCAGAAATTATGGAACGTGGACATATCTT
+TATCGCACAGCCACCACTTTACAAAGTAAAGAAAGGTAAGCAAGAGCGCTACATTAAAGATGATGATGGT
+TTAACTGAATACTTAACAACACTTGCACTTGATAATGCCTCTATTCATGTGAATGAAGATGCTCCTGCAA
+TAACAGGTGCTGCTTTAGAGCAATTAGTAAATCAATTCCGTAATACTATGGATATCATTAAACGCCTATC
+TAGACAGATTCCAGCGGATATTCTTGAGAAAATGGTTTATAGCAGTACTATCAGTGCTGATGATTTTGCT
+GATGAAGCTAAAGTTAATGCTTGGGCAAAGAATTTAATTACTCAGCTTGAAAATCAAGATGGTAATGGTT
+CAATCTATAAAATTGAAGTGAAGTATAATCAAGAACGTAACATTTATTTTCCTAACTTTATCGTAAGAAA
+ACACGGTATCGATAAAGAATATCATTGTAGTTATGAGTTTATCCAATCAAAAGAATTTGCATCGATTATG
+GCATTAAATACCTCAATCAATGACTTGATGGAAGAAGGTGCTTACGTTAAACGTGGTGATAAAGTTAACC
+CAGCAGCTAACTTTGAGGATGCGTTAGAGTGGTTAATGGCAGAATCGAAACGTGGTCAATATATACAACG
+TTACAAAGGGTTAGGTGAAATGAACCCTGAGCAGCTGTGGGAAACGACTATGGATCCTGAAACGCGACGT
+ATGTTACAGGTAACTATTGAAGATGCTATCGCAGCGGATCAACTATTCACTACTCTAATGGGTGATCATG
+TTGAACCACGTAGAAAGTTTATTGAAGACAATGCCTTAAAAGTTTCAAACCTTGATATATAGTACTTATT
+GATTTTTAAATAAAATGCCCGGTCTTCATATCCGGGCATTTTTGTAGAATAAGTACTCTAAAAATGGTTA
+TAATTAATAAACCGAATAAGATGGTAAAGAGTCCCTAAGTATTTTCAGAAAATATTCTTTGCTCAGTTAA
+ACAATACAAAAGTGAATTTGAACACCATGACAACTTATAATAGTAATACTTTTCAAGGCTTAATTTTGCA
+ATTGCAAGATTATTGGTCACGTCAAGGTTGTGCAATCGTACAGCCTCTTGATATGGAAGTTGGGGCAGGT
+ACATTCCACCCGATGACTTTTTTACGCTCAATTGGCCCAGAGCCTATTAGCAGTGCTTATGTACAACCTT
+GCCGTCGTCCTACGGATGGTCGTTATGGTGATAACCCAAATCGCTTACAGCATTATTATCAATTTCAAGT
+GATGTTAAAGCCTTCACCTAAGAATATTCAAGAGCTTTACCTAAATTCTTTAAAAGAGTTAGGTGTAGAC
+CCGCTTGTTCATGATATACGTTTTGTAGAAGATAACTGGGAGTCACCTACATTAGGTGCTTGGGGCTTAG
+GTTGGGAGATTTGGTTAAATGGTATGGAGATCTCACAATTCACCTACTTCCAACAAGTAGGTGGCTTAGA
+GTGTACGCCGGTTACGGGTGAAATAACTTACGGGTTAGAGCGCTTAGCCATGTATATACAAAATGTGGAT
+AGCATTTATGATCTAGTATGGACTGATGGTCCTCTAGGCACTGTTTATTACCGTGATATTTTCCATCAAA
+ATGAAGTAGAGCAATCTACTTATAATTTTGAGTATGCGGATGTGGATGCATTATTTAAGCAATTTGACCA
+ATGTGAAAAAGATAGTCAAAAACTGATTGAAGCTAATTTACCTTTACCTGCTTATGAGCAAGTAATGAAA
+GCATCACATGCCTTTAACTTACTTGATGCTCGTCATGCTATATCGGTAACTGAGCGCCAACGTTATATTT
+TACGTGTACGTACTTTATCTAAAGCTGTTGCAGAAGCTTATTACCAGAAACGTGAAGAGCTTGGTTTTCC
+AATGTGCAAGAATAATGAAACTTTAGCTAAAGGAGATAAATAATGACTACTGAAACACTCCTTATTGAGC
+TTGGTACAGAAGAGTTACCACCTAAATCATTAAAAACATTAGCGACTGCTTTTTATGACAACATCAAGGG
+TCAACTTGATAGTCATAACTTATCGTATAGCGATATTAAATGGTTTGCTACACCTCGTCGATTTGCTGTT
+CAAGTTTTTGATTTAGTTGAAAAACAGGATGATAAAATCGTAGAGAAACGCGGTCCAGCAGTGAATGTAG
+CATTTGATGATGCTGGCAATGCTAGCAAAGCTGCACAAGGTTGGGCTCGGTCGAATGGCATAGAGGTTGA
+TCAAGCAGAGCGTTTAGTTACCGGCAAGGGCGAATGGTTACTTCATCGTGCCACAGTATCAGGTAAAGCT
+GTCGTTGAACTAATACCGGACATGGTAACGACGGCATTAAATAAACTGCCAATTGCTAAACCTATGCGTT
+GGGGAGCTGAACGAACTCAGTTTATTCGCCCAGTACAAACGTTAACCATGCTTTTTGGTAGCGATATTAT
+TGCAGGAGAGGCCCTTGGGGTTAGCTCAAGTAATCAAGTACAAGGGCATCGTTTTCATCATGAAGGTTTA
+GTGACTATTAATCATGCTAATGATTACCAAGCCGAATTAGCAAAAGCTTACGTAGAAGTAGACTTTAATG
+AAAGACAAAACAAAATTGTTGCTCAAATAAAACAAGTTGCTAATGATATTGACGCTGTTGCCTTAATTGA
+TGAAGAGTTACTTAACGAAGTAACGGCATTAGTTGAGTGGCCAGTGACTTTAGTTGGGACTTTTGATGAA
+GATTTCCTAAATGTGCCAGCAGAGCCGTTAATATACTCGATGAAAGATCATCAAAAGTATTTCCCGGTCA
+CAGATAAAAATGGTCAATTAGTTAATAAGTTTATCTTTGTTACTAATATAGAATCTAAAGATCCGAATAC
+GATTATTTTTGGTAATGAAAAAGTCATTCGTCCTCGTTTAGCCGATGCTGAGTTTTTCTTTAAAACGGAT
+AAAAAACAGAGTTTAGAATCAAGATTAAAAAGTCTTGAGTCAGTGTTATTTCAAAAGCAGCTAGGTACAT
+TGAAGGCTAAGTCTGAGCGAATTGCTTCATTATCTCAATTCATCGCTGAACAATTAAACGAGAATGCACA
+AGATGCTTATCGTGCAGGTTTACTTAGTAAAACTGATTTAATGTCAGATATGGTATTAGAATTCCCACAA
+GTGCAAGGCACTATGGGTAAGTATTACGCATTACATGATGGTGAAAATGAAAACATTGCACAAGCATTGG
+AAGATCAATATCGTCCACGTTTTGCCGGTGATTCTTTACCAGAAGCTAATATTGGTTGTGCAGTAGCTAT
+TAGTGACAAAATTGATAGCTTAGTGGGTATCTTTGGTATTAATCAAGCCCCTAAGGGTGATAAAGACCCG
+TTTGCTTTACGAAGAGCTGCCATTGGTAGTATTCGTATAATCATTGAAAAACAGCTCGATTTAGACCTAT
+CCACTTTGATTAATAAAAGTATTGAATTATTTGGCGATAAATTAGTAAACGAAAATACCGCCACTGATGT
+ACTTGAATTTATTATGGGTCGTTTCCGTGCTTTTTATCAAGAACAAGGTATTAGCGTTGATGTTATCCAA
+GCGGTATTGGCTAAGAAGCCGAGTGCACCACTTGACTTTGAAAAGCGCATTAAAGCAGTAACTTTCTTTG
+GTGAGTTACCTGAGGCTGCAACACTTGCTGCTGCTAATAAGCGTGTTGGAAATATATTGGCTAAATTCGA
+TGGTGAACTTTACCAGTCGTTTAATACTGATTTAGCAACAGAGCAAGCGGAACGTGATTTAGCTGATATC
+TATCGAGATATAAGCTTGAAAGTTGCGCCGTTAATGGCTGATAAGAATTACCAAGCCGCTCTTTCTGAAT
+TAGCTCAGCTTAAAGCTCCTATAGATACCTTCTTTGATGGTGTCATGGTGATGAGCGATGATGAAGCAGT
+TAAAATAAACCGTTTAACCTTACTCAATCAAATTAGAAATAGCTTCTTTGCAATCGCAGATATATCTGTC
+TTGCAGTAAACCCTGCGTTAGAAAAAAGTTAGAAATAAAATAAAAAGGTCATGGCAACATGGCCTTTTTT
+TATGCCTAAAATTCGAGTGAAATAAATTTAATAAATGACATTCAAAATTTGAGCTAGATCAACAACAAGA
+ACATAAATAGGCGTAAGGTGAATGTAAGGGTAAATACCCAAGCTACTTGAAGATGCAGATTTCAGCTGGA
+ATTATAAATCCCTTTAGGCAAGGCATTGATTGAAGAGAATAGTTATTCTATTGTCGACATCAATAACGTA
+GCTTAAAGCGTTTATAAACCAGCCCTACGGGGATGTTTGAGCAAACAATGTTCTTCGTTGCCTCCTTTTT
+TAAGGGAATAACCCTTAATAAAATGAGGCGCCTTGATCATGAATTGCTCAAGCATCCTGAAACACACATT
+TTCAAGTGGCTTGGGTATATATAAATACCGACCAATAAGGAGCTGGTTATGCCAAGCAAAGAAATAACGA
+CATTATTAGAAAATAAATTAGTGCAATTAACTAAGCGAATTAGTGCGATAGAAGCTGATTTTCATAAAGG
+TAGATCACAAGACTTTTCTGAACAAGCAACAGAAACTGAAAATGATGGTGTGCTCGATGAAATTCATCAT
+GAGGCGAAGCTAGAGTTGAGTTTAGTCAAGTCGGCATTAAAACGAATAACAGAGGGGTTATACGGAAGTT
+GTGTTGAATGTGAGGAACCCATTAACCCTGATAGATTGTCGGCATTACCTTATACAACTAAATGTATTAA
+GTGCGCTGTTTAATAAAATATTAACAATAACTTTTGGAGCAAAATATGACATTAGAAAAACATGATTTAC
+ACCACGAATTTCCAGAATTTACGGATGAGATACATCACTTAAAATTAAATGATAATCACTTTGCGAGACT
+TTTTACTGAATATCATGAAATAGATCATGAAGTTAACCGTATTGAGCAAGGTGTAGAAAACACCAGTGAT
+GAATACCTAGAAGGTAAAAAGAAACAAAGACTTAAGCTAAAAGATAAGTTATTTGTTATGTTGAAAAAAG
+TACAAATACCAGCATAGTTTTTGGTGTATACCCATTACCAATCAAGATGCATGTTTCAGAGTGTTTGAGC
+CGTTTCAATTCAAGGCGCTGTGATGACATAATGGTTATCCTTTATAAATCACAGCAACGATGAAGTGAAG
+TTGCTCAAGCGCTTCTTCGATGGGTTTAAACTGACTTTATACAGCGTTAAATAATCAAACCATAGAAAGA
+CTATGTTTAAATTATTTGCCTTGCCTAAAGTCATTTTAATTCCCACTGAAATTCTGCATTTTGAATGGTA
+ACGGGTATAAAGTTACAACCTTAATCCCCTGTATCTTTAAGGTACTGGGGATTTTGTGTAAATAAAGGTG
+AATAACTGCTAAATACCATAAATATCTTGGAGTAATCGGTCCGAGCGAGGGATATAATAATTATTGTAAT
+CAATAGAAAAAGCAATTGCAGTGGCCTTTCCTCGTAACTCTTGGTGAGGGACAAAGCCATAAACACGTGA
+ATCTGCACTGTGTCGGCGGTTATCACCTAATACTAAATAATGACCCGAAGGAACGGTTACAGGTAGAAAA
+TTACTGAGCCGGTTACTTGCGGTATTATTGATATTAATGTGGTGTTCAACATTTCCTATTTTTTCTATCG
+AGGTTGTGATGTTTTGGGAATTAGTTTTGTTAATCAGCTTATCTACTATTTTGTAGGACAAAGGTTTTCC
+GTTAACCTTAATAACTTCATTATTCATTTCAACGACATCGCCAGGTAAACCAATGACACGTTTAACTAAT
+CTTAACTCTGCAGCTTTAGATTCAAACACAACAATCTCACCGCGTTTAGGCGTAGTAATTGATAGTAGTG
+ATACATCGGTAAAAGGTAAGCGAACGTCATAGGCTATTTTATTAACAATAATACGGTCGCCTTCCTGAAT
+AGTCGGTTTCATTGAACCTGTGGGCACAGAGTACCAGTCGGCAACCGCGCTTCGAAAAACGGACATCAAC
+AAGATGAAAATAAGGAATTTTTTGTTACTATGTAAAAAAGAAATGAATTTTTTATTACTAAAGTTGGTCA
+TAAGGTATTGCTCCGTGTTTAATAGCTATCGATAGCTATTGAATATAAGGCAATACAATAAAGTGAAAGT
+TCCACAGAGAAATAGTTACTTACACTTATCAATTCTTTTTAATGACATATAAAAAAGGTAGCGTATCTGT
+TTGCTTAGCCAGTAATTCATGCTCCATAAAGCGGCAAAAGCTTGGGATGTCTCTAGCAGTAGAGGGGTCA
+TCACATTTTATTAGCAATGTTTCACCGCTAGCAATTTTTCTAATGTTCATGCGAACCATCATCACTGGTT
+CAGGACAACGTAGGCCAATGGCATCTAAGGTATGATTAGTTTGTTGAAAAATAGTCGTAGTCATTAGGTG
+TACATTAGCAAAAGTAATTTATAAATAATTATACCTCGTTTAGGTATTTCAACGTATAAAAAAATGGCTT
+CAACTATACTGAATTTATCGAAATAACTAAGTACGTTATCTCCCCAATATTTTTATTACCGACTCCAGAG
+GTACCAGTGAAAAGTATTCTAAAGGTTATATTACTGTCTGTTTGCACACTTTCGTCAATTAATATTTTGC
+AAGCAAATGATAGTTTGCAAATATTGACAGATGTTGGACAACAAAGAATATTCTTAAAAGCTGAAAAATT
+ATTAGTAAAAAGTAATTCTCAACAGTATCAAAGCCTCTATAATCAGCTGTATTACTACCCTCTACAACCG
+TATTTAGATCAGCGCCGTCTAATAGAAAACATGCAGTTATCTTCAGCAGGGGAAATAGCCACTTTCTTAG
+AAAAACATCAACATTCGCCATTGGATTGGCCATTACGAAAAGCATGGTTAATGTTCTTAGCCAAAAAGAA
+TAAGGGCGCACTTTTCCTTGAGTTTTATCAAAGTACTCGTAATAACGTACTTACTTGCCACAAACTCAAC
+TTTTCTTTAGAGGCGGGTCTACCCTCAAATGTTGTATTACCTCAAGTAACAAAACTATGGTTAGTCGGTA
+AATCGTTAGATAAAGTTTGTGACCCAATAATTGAACAATGGCAACAAGCGGGTTATAGAACCGATGAAAT
+TGTATGGCAACGTATAGGGTTAGCGGCAGATGGCGGAAAACATACCTTAATTCCTTATTTAACAAACTTA
+CTGCCAAAGGATCAGCAATATTTAGGACGACTGTGGCATCAAGTAAGACGTGATCCTGCAACCGTAACGA
+GACAGTATAAGTTTATTAAAAAATCGACAAAAGAAAGCCAAATATATACTTATGGTATCAAACGCTTAAT
+CTGGCGTGATCCTGATAAAGCATTAGCCAGTTTTAAAAAGGCGCAGCAAATATTCACTTTTTCAACAACA
+CAACATCAGCAAATAGTCGCAAAATTTGCCGTGGCTTTAGCAAGTAAAAATCATCCACAAGCTAGGATTT
+GGTTAGAAAAGTTAGATCCACTGAACATAGATAGTAATATTATGCAGTGGCAGTTAACTGAAGTTTTAAA
+GCAACAAAATTGGCAACTTGTCTTGAAAGAACTGGCAACAATGCCTGAAAAATATAAAGCAAAATTACAG
+TGGCGGTACTGGTATGCAAGAGCATTGATTGCAACCGATGATTTAGAACATGGCCAAGATGTAATGAATG
+AATTATCAAGTAAACGTCATTATTATGGTTTTTTGGCTGCTAGCTACCTAGAAACCCCCGTCAGTTTGCA
+AGATAGTCCATTAGCGATCACTAGCCAGGAGAAAAACGCTATATTGTTGCACCCCTCAGCTAAGCGGGCA
+TTTGAATTTTATTATTTAGGCCGTTATGTCAAAGCGCGCAGAGAGTGGCGTTATTGGCTTACACAACTGA
+ATAATCGTGAAAAATTAGTCGCTGCAAAACTCGCTAATGAAAATGGTTGGTTTGACCGAGCAATATTCAC
+CTTGTCAAAAGTTGGTTATATGGATGATGTTGAGTTGAGATTTCCAAAAGCATTTGATAAGAAGATTAAC
+CAGCATGCCAAGAAGCAAGCAATTAACCCTGCGTGGGCTTTTGCTATCGCCAGACGTGAAAGTTCGTTTA
+TGACAGATGCTCGTTCACCGGTTGGAGCCAAGGGCTTAATGCAGCTTATGCCAAATACAGCAAAGCAATT
+AAAACGCGGTAGTGTTAGTCGACAGTATTTGTACAATGCGGATAATAATATCAAATTAGGAACAAAGTAC
+TTACGTAAGCTTCTGGATAAAAACAAAGGAAATCAGATTCTTGCTACAGCTTCTTACAATGCAGGACCTC
+ATAGAGTAAAGGGGTGGTTAAAGAATAGCCATGCGATGCCTGCAGATATTTGGATAGAAACCATTCCCTT
+TAAAGAGACTCGTAATTACGTAAAAAGTGTTTTAGCGTATCAAGAGATTTATCAACATAAACCAGGGCAG
+GTTAGTCAGATTTTTGAGCAAGTCATTAATATGAGTATTGGTGATTAAGTAAATAACTTAACACTGCAAG
+ATAAACTATGTTTGTCTTTGCAAAGTTATATGCACAAATTTAGCACATTTAAAATGGGACTTTATATTGC
+TAATGGTATGGCTTTTGAGGGATATGCTATCATAAGTTAAATTTTTGATGGCCGTTTTTCGGAGACAGAA
+TACATGACAACACTTAATGCTAAGTTGGCTAGCCAATACCCAGCTCATATTGCCCAATTGCAACAGATGA
+CTAAATCGGTACTTTCACGTGAAAACTTAGAAGGTTTAGTTATCCATTCTGGACAAGAAGTTAAGGCCTT
+TCTTGATGATAACTGTTATCCCTTTAAAGTAAATCCTCACTTTAAATATTGGCTACCATTAATTGATATT
+CCAAACTCTTGGTTAGTGGTTAATGGTGAAGATAAACCCACGTTAATATATTATCAACCGGTTGATTTTT
+GGCACAAGGTAACGCCTTTAGCAGAAAGTTATTGGGGTGAGTTTTTTAATATTAAAATATTAACTAAAGC
+GAGCGAAGTTGATAAATTATTGCCTTATGATAAAAAAGGCTTTGCCTATATTGGTAGTCATATTGAAGTT
+GCTACGGCGTTAGGTTTTGAAGCGATTAATCCAGAGCCGTTACTTAATTATGTTCATTATCATCGTGGTT
+ATAAAAGTAAATATGAGCACGAATGTCTTCGCCAATCGAATGCTTTGGCAGTAAAGGCACATCAAGCCGC
+TCGTAATGCCTTTTTACAAGGGGATAGTGAGTACGATATTCAACAGGCATATCTTAAATCTATCGGTTAC
+GGCACTAACGACACGCCATACGGTAATATTGTTGCCTTAAATAAAAACTGCTCAATTTTACACTATATGT
+CTTTAGATAAAATGACTCCGCAAGTACATCAATCATTTCTTATTGATGCCGGAGCTAACTTCAATGGTTA
+TTCTGCAGATATTACCCGTACTTATTCATATAAAAATGATAAATTTGCTGAATTAATTGCCCGTATGGAT
+CAGTTGATGCTTAATGCTGTTGCAGGATTAAAACCAGGTGTGAGTTATGTTGATCTTCATATTGAAACGC
+ATAGAGCCATAGGGCAAGTGTTGCGAGACTTTAACTTTATCAATGTTGATGCTGACACTGCCGTAGAGTC
+AGGCATTATTTCTACTTTCTTCCCACATGGTTTAGGTCATCATTTAGGTTTACAGGTACATGATGTTGGT
+GGTTTTATGGCTGATGAACGTGGAACCCATGTGAATACACCAGCAGAACACCCATTTTTACGTACTTCAC
+GTGTGATAGAAACAAACCAAGTGTTTACTATTGAACCCGGTTTGTATTTTATCGACTCGTTGCTTGCTGA
+CTTAAAAGCGTCAGCTAATGCGGATCAAGTGAATTGGCAAAATGTAGATGAAATGCGCTGCTTTGGTGGT
+ATTCGTATTGAAGATAATATTATTGTACATCAATCACACAATGAAAATATGACCAGAGACTTAGGTTTAA
+GCTAGGGTCTGCTAACCTTTCATTTTAGTCTCTGCTATAGCTTTCGGCTTGCCTTGAAAAAGTGTCATTC
+TTTGTTGCTTCATTCGCACTTGGAACAATCGAATATTGAATGAAGCGCCTTGATTGTCAGTGCAACAGAG
+TTACAAACTGAAAGATCAACAGACCCTATTTCAGAGAAGTAAAGTTTATTGTGACTAAATCCTATCCTAT
+TGCGATTAATGATGTTGAAGATGAAAGCATTGTTAATCGCAGTCGTTTCATTTGCTATTTACGGCCTTGT
+GACGATATAGCACAAGCTAAAGCTATGTTAAAAGAGCTACAGCAGCTTCATCCGCAAGCGAGTCATCATT
+GTCATGCTTTTTTATCGAAAGCAGCCGATGATAGTCAAGGTTATGGTTTTTCTGATGATGGCGAACCAAC
+AGGTACTGCGGGAAAACCTATGTTATTAGCATTGCAAGGTGGTGGCATAGGGCATGTTTGTGCCATTGTA
+GTTCGATACTTTGGTGGTACTAAATTAGGTACTGGCGGTCTACAAAGAGCATATGGTGGTAGTGTTCGCC
+AAGCATTAGCATTTTTACAGTCAAAAATTAAAATAGCTATGGTGCATAAAACCTTAGCGTGTCAATATAG
+CCAAATAGATGATGTTTTGCACTTGCTTAGGCAAATTGAAGGTCAAGTTGTTACTCAAGACTATCAACAA
+ACAGTCATTTTTCGACTCGCCATTCCAATAGAAAAATTGGGTTTAATGCAGGATAAGTTACACACATTGT
+CATCAGGACAATTACAGTTAACCGCTATCGAACAAGAAACCGAATAATAAATCGAATAAGAAAAATAAAA
+CGTGCAATATAAAAATATTATCCGAATTCTAGGCTTGTTGGTAGGGTTACTTAGTGTGACTATGCTGCCT
+CCAGCATTAATCTCATTAATCTACCGCGATGGTGGTGGTTTACCTTTTATTCTGGCTTTTTTATGGTGTA
+TCTGCACAGGCTTTTTGGCTTGGTACCCTCATCGCTTTGAAAAAACGGATCTTAAAGCCAGAGAAGGTTT
+TTTAATTGTTGTGCTCTTTTGGTTAGTACTGGCCAGCTTTTCTGCTATTCCTCTGATGTTATTAGAAGAA
+CCCAACCTATCTACCGCTGATGCCTTTTTTGAATCCTTTTCAGGATTAACCACGACAGGGGCAACTATTT
+TAAATCATATTGATGATTTACCCCACGCAGTCTTATGGTATCGCCAGCAATTACAGTGGTTAGGTGGTAT
+GGGTATTATTGTTTTAGCTGTTGCGGTATTACCGATGCTTGGTATTGGTGGTATGCAATTATATCGTGCT
+GAAACACCTGGCCCAGTGAAAGACTCAAAAATGACGCCACGGATTGCCGATACCGCAAAACATTTATGGT
+ACATTTATTTAGGATTAACTATTGCGTGTGCTTTAGCATACTGGCTCGCAGGTATGTCGGGTTTTGATGC
+TATTTGCCATGCCTTTTCTACGATTGCAATTGGTGGTTTTTCTACCCATGATGCTAGTATGGGCTACTTT
+AATAGCCCAACAATTAACTTAGTTTGTGTCACCTTTCTATTAATTGCTGGGGTTAATTTTGCCTTGCACT
+ATGCCGCTGTGCAGAGTAGATCGGTTAGGAGTTACTTCTTTGACCCTGAGTTTAAAGTCTTTATTGGTAT
+CCAAATTGTACTGACTGTAATTTGCTTTACCGTACTATTAGCTACGGGTACTTATCAAGATGTCGACCAA
+GCACTCGATCAAGCACTATTCCAATCGGTTTCAATTAGTACTACCGCAGGGTTTGCAACAACATCTTTTG
+CTGATTGGCCCACGCTTTTGCCTATGTTACTTATTTTTTCTAGTTTTATTGGTGGTTGTGCAGGTAGTAC
+TGGTGGTGGTATGAAGGTAGTACGGGTAGTGTTACTTTATTTACAAGGTCTTCGAGAGTTAAATAAACTG
+GTACATCCTCGAGCTATTTTTAGTATTAAATTAGGTCGAAAAGTTTTACCTGACCGTATTGTTGAGGCCG
+TATGGGGTTTCTTCTCCGCTTACGCTGCGGTGTTTGTTATTTGTATGTTACTGCTACTGGCAGCAGGTAT
+GGATGACATCACAGCCTTTACAGCCGTTGCGGCTTGTATCAATAACCTTGGACCAGGGTTAGGGGAGGTT
+GCTGCTAACTTTTCTTCGATTAATGATATGAGCAAGTGGGTATTAATCATGGCCATGTTGTTTGGTCGTT
+TAGAGATATTTACGCTGCTAGTTCTGTTTACTCCTGCCTTCTGGCGCTCATAAATCGTATATAGCTAAAT
+ACCTATATACGATTTTATTGATTCATCAAAATATTAAAAGCGTAAATTACCATTTATAACTAAGGGCTAC
+CCAGCCTTGGGTATCTGAACTTTCATTCTCTGGATTAACTTGTGCGATACCATAATTAATGGCTACGTTG
+GTTATCCCAGTAAAACCAAAGTCATTGTTGAGTGAGCCTTTAACACCGTAACTATCGATAATATCTCGCT
+CAGTCATTTCATGGCGAGTATAAAATACTTCCACAATACCTAAGGGCATATATGCTTGATAAGCTTGATA
+GTCATTACCCAGTTGACGATAAAAGGCCAATTCAGGTGCAAGTTGTTTATTGATGTGCGCTTTTTCTTGG
+ATTAGCGTTGAAGAATAGCCACCCAAACTGAGGATATCGCCAGCATCTTCTGAGCGTTGTGCCCAAAGGT
+ACTTAAAACCTAGAGTAAAGCCCTGTATATGAGCATTCAAGCTAGCTAGGCCATTGCTACCGGTATAACT
+ACCATCATTACCATTAATTTCTGCTTGATCATCTTGAGCCGAAATTAATTGGGCATTTATTGCTTGTGAA
+ATACCCCAGCTTTGTTGGTCGTGTGACCAACTTTGTTCAATACCTAGAGAAAAAGATAAGCTAGAAAAAT
+CCACATGCTGGCTATTCTCATATTGTGATGCTTGCATTTGTGCAAATATATCAACAGCGAGTGTCTCTAT
+GCTATAGGGATAGCGAGCTTCAAGTAACAGCCCTTTTTCTGTTGTTTTACCTAAGTTTAACGCATCACTA
+TCCTGTTTATCTGTTTTCAAGTCAAAGACATAACCGTGAGCCAGTAATTTTACCGGCCAGCCTTGCCAGC
+GAATTGCCCCTGATGCGCCAGAGATAATGCTACTGAAAATATCTTGGCTAGCATTGACTTGCCAATCAAA
+ACGAGAAAGTACATCACCTGATTTATAACCGACTTCTAACATACTGCTACTGGCGGAATAAATACTTTCA
+GCGATCGTTATTGTCCCTTGTTGAGGGCCAATGCCATAGGCTGATTGTTCGCCAATACTCTCATCAACAG
+CGATAGTCGCCTCAGACAGTTTTAAACTGTCAGCTAAGTTAACCGTCATTGCCGAAGATGTGGTGGTGTT
+TGTAATTATTTGGTTATTGGCTTTGTTCAAGTCAAGCTGATAAACATCAGGCCCTTGGGCATTAATGGCT
+AAATGAAGGAGTTCATTATCTCCGTTAACCATAGGCCAAGTTATGACTTGTTCTCCTGAGGTCACAGTCG
+ACAAAACTTTATTTAAAAAATCATACTTGTATAAGCGCGTTGCACTATCTAAACCGGCAACAAAATACAG
+TGATTGACCATCTTTAGACCATTCAGGGAAAGAAAGGAATTGATAGTTTTCGGGTAAGGGTATTATTTGC
+TCTTGTTCATCTTCAAATTGGCGAACTTTTAATTGCCATTTATTATTCAAACTTGAGCTAACATAAGCAA
+AACTATCTGAAGTGGAGCCATCAAGTGTTGGGCGAAGTCGCGGAAAATCATAAACTTGCTCAAGGCTTGG
+TGGTGTTAGTTCTGCAATTATTTCACCTAAAGATTCAGCCGCCAAACTTACTTTAACTAACTGTGAGTTA
+CCAACACGGCTGCGCTCAGCAATAATAAATTGTCCATCGTTACTAATATCAAAGCGACGGATATTTGCGC
+TGGTTGTCAGTTGTTTTATCGTGTTTGTCGGTAAGTGCCAAGAAAAGAGATCTTGATGATAACTGTTTTT
+CTTCGTTAAGCTACTGGCTCCATAGATAAGGGTATCTTTATTAAGCCAACGTGGGTTCTTTATACCGCGG
+TTGTTTCTTTGATTTAAGGTATAAGCGACTTCACGTTTAAAAACACTGGGCGCTTTATCAGCAATATCTT
+GCGGATCATCTGCTAATAACTCTTTGGATCTTTTGGTAAACTCTTCAATGCTTTTTGTGTTTTCACCTGT
+TTTATAAATATTTAACTTGGTGGTATTACCTTCTTCTGTTCGTTGGGTTTCTACAATAGCAAGGTAATCA
+CCCTGCGGACTTAAACTCGGGTCACTAGTGTAACCGGATAAATCTAACCATAATTTTGAACGATTATCCT
+CATTACTTTGCGCCGTAAGCTTAATTTCATGTTGCATGGCTTTGTAGGTATATTCAGCAACAAAACGTTG
+ATAAAGGTTTTTCGCTGTATCTGGGAATACTCCTTTGAACGACTTTTCAAAGTCACGTTGTTCAACAGCA
+GACCAACGAGTCCAAACCGCATCAAGGGTTTCTTCACCGTAGTTCTCTTCTAACCACTTTAAATAGCGTA
+CACCAACGAGATAAGCCATTGAGCCAGACATGAAACTATCATCGCCTGAATTTAGTTGCTTATAACTAGG
+TAAAGCACCTTGTCGAGCAAATTTCTGGATTATGGCTTCCACCTGATTATTAAATAATCGGCCGCGACCG
+GTCAGCTTAGACTCTAACAACGTGGCATAACCTTCACTTACCCAACGTTCACCATTAATTTGTGAAGCAT
+CATAAAAATCATACCAATTGGCTACGTTATTACGCCAATTACTGCGGCTCTTTTGGGCTAAATGAACCAG
+ATGGACATACTCATGCAGTACTAATAGTTGTTGCCAACCCGTAGAGTTAGCAATAATAGTGTCTGATTGT
+GGAGGGGTTGCAAAGAAAGCCATGTAAGGTCGGTGACTTAGCGGGAAGGCAAAACCATTGGCGGCATTGT
+AGGGGTCAACGATATAAGCATCGACCTTTTCTGTGATAACGCGACCTTGTTGATCTTTAATGAGTTGGCG
+AACAACTTCCATTTCCCTTGCACTTGATAAAGCCCACTGACGGTATTCTGGGGTGAAATGTACACGAAAG
+TTTTCAGTTTCAAAAGTTTGCCAATTTTTAGTATTATCAACAAGTTCTGCTTGACTACTAAAAGCTATAC
+TACTGAGTGCTAGCGTGATGGCCGTGAGTACTTTAGATACTTTCATAAAAATCCTTGTAAATTGTGGGCT
+TAATCTAATACCAATTACACAAATTAATTGCCCATCTTCAAATGGTCTACATCTACACTTTCTGCGTCGC
+GCTCAATCCCAATAGCCAGCTATTGCTCAATCACGCGCCTTGAACTTGAAGATTTATCCTCATTGAATTT
+TGAGCTCTAAATTAATGTAAATGGTCTAATATGTTTCAACGAGTGAAAATAATAAGTATTTTATTATGTC
+AACAAGGGGATTATTACAGCTAATCACTTGTAGGATAAGTGATTAGCTGTAAATATTTATGTCAGAGGAG
+GGAGATAGTTATACCAATTTTATTAAATTATGACTCTCTTGTGCTGGATAAAGTACCCTTAGAAGTAAAT
+AGCACTCACTTGGAAAAGCTTTTCGATATCAGAGATGTAGCGTTTATTAACTAAAAATAAAATAACGTGG
+TCTTCTTCGTGAATTAAGGTGTTTGAGTGGGCAATCAATACTTCATGACCACGGACAACAGCACCAATAG
+TAGCACCAGGCGGTAATTTGATATTTTTGATTGCACGACCAACCACTTTAGATGATTTTTCATCACCTTT
+GGCAACAATTTCAATGGCTTCAGCTGCGCCGCCACGTAAGCTATAAACATTATCGATAGCACCACGTCTA
+ACATGTGTTAATAGGGCTGATATAGTGGCTTGCTGTGGCGATATGGCAATATCAATAGTACTGCCGTGTA
+CTAAATCAATATAGGCATCTCGTTGGATAAGTACCATAGTTTTACGGACGCCAAGCTTTTTAGCAAGCAG
+TGACGACATGATATTAGCTTCATCATCATTGGTTACTGCGATAAAAATATCAAATTGATCAATGTTTTCT
+TCAGTGAGTAATTCCTGATCGGAAGAGTCACCAGCGAAAACTAAGGTGTCATTGAGCTCAGACGTTAATT
+GCTCAGCACGTTTTGGTGAACGTTCAATCAATTTTACTTGATGATTTTTTTCTAAAATTCGAGCTAAACC
+AGCACCAATATTACCGCCACCGGCAATCATTATACGTTTATAAGCTGATTCGAGTTTTTGTAACTCATTC
+ATCACCGCGCGTATATGTATACTCGCAGCAATAAAAAACACTTCATCGTCTGCTTCAATTACTGTGGTAC
+CAAGAGGGCGTATTGGTTTACCGTTTCGGTATATGGCAGCTACACGCGTATCGACATTAGGTATATGATC
+TCTCAATGTTGAAAGCGCGTGGCCAACGAGTAAACCGCCGTAATAAGCTTTTACTGCTACTAGGCTTACT
+TTTCCATTCGCAAACTCTAATACTTGCAGTGCGCCAGGGTAATCAATTAGACGCGCAATATCTCGCGTTA
+CTAATTCTTCGGGAGCGATAATATGATCAACAGGAATGTGTTTTTTATGAAAAAGTTGCTCAGAATACTT
+TAATATTTGATTCGAACGAATACGGGCAATCTTTTTCGGTGTATTAAACAATGAAGAACATATTTGGCAG
+GTGATCATATTGGTAGCGTCATCACTGGTTACCGCAATAACCATATCAGCATCTTCAGCGCCAGCACTTT
+TCAAAACATCAGGATGCCCCCCTTGGCCGGTAACGACTTGTAAATCCATTTTATCTTGCAGTTCACGTAG
+CTTTTCACCATCTACGTCTACTACCGAAATGTCATTGTTTTCACCAACAAGGTTTTCAGCTAACGTACCG
+CCAACCTGTCCTGCACCCACTATGATTATTTTCATGCGTTACTTTTCTGCTTGTGTTATTTGTATTATTT
+GAGTTTTAATAATTTGGCGTAATAAAAGCCGTCCATGTTTTCAGCATCAGGTAATAATTGCCAGCCAATT
+GCATTTTTATCAGTCTCAGGAGTATTACCGTTAATGGCAATTAGTTGTGCGTCCTGATTTTGTTCAATAA
+AGCGAGATATTTGCAGACTATTTTCTTCAGGCAAAACACTACAAGTTGCGTAAAGTAAGGTACCGCCTGG
+TTTGAGTAATGACCAGATATTGTCAAGAATCTGCTGCTGCAAGACCACTAACTTATCAATATCATCAGCT
+TTACGTAACCACTTTATATCTGGGTGACGACGAATTACGCCAGTTCCAGAGCAGGGCGCATCAAGTAATA
+TGCGATCAAATTGTTCACCAGACCACCAATTTTGAGTCGCTGCATCTGCAGTAATTACGTTAGCCGTTAG
+GTTTAAGCGATCTAAATTTTCATGAACTCGAGTGAGGCGGCCTTCTTCAATATCAATTGCTGTCATTGAG
+GCAATATCAGGCGTTTGTTCAATGATATGACAAGTTTTACCACCCGGTGCTGCACAACAATCCAATACAA
+TATCATTGGGTTGGCAATCTAATAAGCGTGCCGCTTGCTGTGCTGCGCCATCTTGTATTGAAACCCAACC
+ATCATCAAAGCCCGGTAATTTTGCGACATCGAGTGGTTTAGCAAGTTCAATTGCTTGGGAGTTTGGCTCA
+ACGTGAGCAATTTCAATTTCCGCTTCCTCAAGTAACGCTTGGTATTGTTCACTAGTGTGGTGTTGTTGAT
+TGACACGTAACCACATCGGAGGCTTTTGCTGATTTGCATCGAGTATCGCTTGCCACTGATCTGAGTAGGC
+TTGTTGTATTTTTTTAATAAACCAACCAGGGTGATTGTACTTTATTGGATCAGGTATCTTTTTATCTGTT
+TTGTTTACTTGTTTATTTTCTGCTTCTAATGCACGTAAAAAACCTCTAAGCACGGCATTAACCAATCCTT
+TCATATGGTCATTTTTTAACGTTTTTGTTGCTGCTACCGTTTCACTCACCGCTGCGTGGTCAGGTATACG
+CATATATCTTATTTGATAAACCCCCACTAAAAGTAAAAAATGAAAGACTCTCTGTTTGCCCTTTATTGGC
+TTTTGTACCAATTGACTCACATCATTTTCTAATTCTGGTAAGTACCGCAACACACCGTAGCAAATTTCTT
+GCAGTAAACCTTTATCTTTACCTATCAACTTATCTTGTTGTTTGGGTAGTTCATCACTTAAGCTTCGCCC
+TTGATCTATAACGGCGTAACAACATTTTGCTGCAAGAGCTCTAATATTAATTATCATTGTTTCTCTTAAC
+CAAGCTTGTTAATAGTGCTGCCAACAACGAACCAATCGCTGCGACCATTTAGGATGTCTTTTACGGCTAA
+TGCTTTTTTCCCTGGAAGTTGAATGACTTCTAGTCGTAACGAACCACTGGTTGTTGCTACTTCTATCCCT
+TCTTTGTCTGCCTTTATTATCGTGCCTGGATCAGCATTGCCTCGATATTCTTGCACGGATGCTTGCCATA
+TGCGTAACCTATGCTGCTTACCTTCAGATTCTGTAAAGGTAAATTGAGCAACTGGCCAAGGAATATAAGC
+ACGAATTTTTCGATGTAGTTCATCAGCACTGAATTGCCAGTTAAGCTCTGCTTCAGTTTTATCAAGTTTC
+TTGGCATAAGTCGCTAATTCATCATCTTGAGCGATATTATGATTACTGGCTTGATAATCAGGTTCAGCCA
+TAATAGTTAATGTATTAACTAAGGCAGTTGGCCCTAAGTTGGCAAGTTTTTCATAAAGACTTGCACTGGT
+ATCTGTATTTTCTATTTCGCACTCAGCGGATAGAATCATGTCTCCCGTGTCTAACCCTTTATCCATTTGC
+ATAATGGTGACACCGGTTTTCTTATCTCCAGCTTCAAGAGAACGTTGAATAGGTGCTGCACCACGCCATT
+TTGGTAGAATTGAGCCATGTACGTTAATGCAGCCTAAACGTGGAGAGTTTAAAATGACTTCAGGTAATAG
+CAGACCATAAGCAACAACAACCATGATATCAGCGTTATATTTCGCTAATTGTTGTTGGTCTTCCTCATTT
+TTAAAGTTAATAGGTTGCTCAACAATAATGTCGTGCTCTATTGCGAGTAACTTTGTTGCACAAGCTGTTA
+GTTTTTTACCGCGGCCAGCTGGTTTATCAGGGGGACAATAAACGGCGACAATATTATGTTCAGAATTAAT
+TAACGCTGCTAAATGTTGGGCAGCGAATTCAGGAGTACCTGCAAAAATGATATTTAGTGGAGTAACCAAA
+GTAATTCCTATTATTGTAAGTAAGTAAGTACTTACTTGTTGTTTTTGTCAGTCTTTGCTTCTTTCTCAAG
+CTTTTTTTGAATGCGCTGACGCTTTAGCGGGGATAGGTAATCAACAAATAAAACACCTTTTAAGTGATCA
+AGTTCATGTTGTATACAAATGCTTTGTAATTCCGTAGCGTTTAAAGAGAATTCTTTACCGTGTCGATCAA
+GTGCTTTTACAGTACATGCATCATGACGGTCTACTTTGGCATAAGTACCAGGCACGGATAAACAACCTTC
+TTCATTGATCGATGTTTCATTACTAGTAGCAATAATTTCGGGATTGATAAAGATGATGGGTTGGTCATTA
+TCTTCAGAAGTATCCATGACAACAATGCGCTGATGAATATCTACTTGAGTAGCGGCAAGACCTACGCCAT
+TTTCTTCGTACATAGTTGCCAGCATATCGTCTATAATTGTAGCCGTAGCGTCAGTTATATCAGTAACGGG
+CTGCGCTTTTGTTCTCAAACGCGGATCAGGAAAACGTAAAATAGTTAAAATAGTCATATTTTATTAAAAG
+AATTAGCGATAATTAATCTAGAATGTTATGTTTTAATTATATACTCAAGTAACTGTAACTGAAACCTGCA
+TTTTTAAGTCACTTGATATAACTAATAATTATAGTGCGTTACAGCAGTGTGCACTAAAAGGAACGAGCTC
+CATGCTTAAAGAAATAATACTATCACTATCTTTACTATCGTGTTCATTGGTAGCCCTTGCCGATCAGATA
+ACACTTAATGATGACGCACCTAAGACACATGTAGTAGTGAAAGGTGATACCTTATGGGATATTTCAGCAC
+TGTTTCTTGAGCAACCTTGGTTATGGCCGAAGCTTTGGCGTTTAAATCCAGAAATCAATAATCCGCATTT
+AATTTATCCCGGTGATGTTTTAAAACTTGTTTTTGATGAAAATGGTGAGCCTATGCTGGTGGTAGAACCG
+GTAAAACCAAGCTATAAATGGTCGCCAAAAATACGTCAAGAGAAGAAAAAAGACTCTGCAATTACTTTGT
+TACCGCTAGAAGTTATTGCTCCTTTTGTTAGATATGACCATCTATTTACCGAAGATGAGCTAGAACAGCT
+ACCACACATTATAGGTAGTGATGAAGGCTACAGAATGACAACGAAAGACTTTAAAGTTTACGTGAATAAG
+GATCTCGAGGTCGCACAAAGTTATGCAATCTATGATAAAGGTGAAGAGATTTTTGATCCTGAAACAGATG
+ATTCGTTAGGTTTTTATGTCAATTTGGTAGGAACTGGGCAAGTAACAAAACGTGGTGATATAGAAAATGA
+TGTGCCTTCTACTATGAGTGTTGGCTCGGTAAAAAGAGAAATTCATTCAGGAGACTATGTAGTACCTGTT
+AATGAAGGACAATTGTTACCCGCTATTTTTTCTATGAAAGCAGCTAATAAATCACTTCGTGGCTCTATTG
+TTAAAGCCACTAGCAATGGTCGTGAGTTTGCCAAGCTTGAAGTTGTTATGATTAACCGCGGCATAGATCA
+TGATGTGACCGTTGGTGATGTTATGGCGATAAAACGCACCAGCCCTGCCGTGGTAGATACTGGGAGTGGT
+CCTGCTTATAGTGTAGAGTCTTCACGTTGGAATAAAATTACGGGTAGTGATTATAAGATGCCAGAAGAGC
+AATTAGGTGAACTAATGATTTTTAAAGTTTACCAAAAAGCGAGTATGGCCCTTATTCTACATACAGAGAA
+GCCAGCAAGAATAAATGATTTGATTACCGCGCCATAATAACTAACTGTTAAAAAGTTTATTTTCCCTCCT
+TATAAGAGGGAAAATAAAGGTATGACTTGTTCTTAAGGAGAAGACAAGTAATGATTAATAACAGTAAAAG
+TAATATTGAATACTGGTTAGCTTTAAAGTTTGTTCCTCGATTAGCCATTCACAAAAAAATAGCGCTTGTT
+GAGACCTTTGGTTTGATAGCGTTGTTTTCGTTAGACAATAAACCCTCAGTACTTAGCTCAGCTAATAACT
+TAAGTGTGAAACAACTTCACGCTTTTCATCAGCCTGATTGGCAAACAATAACTCATATTATCCATGCAAG
+TGCTGCATGTAATAGTGCCATCATTTGCTATGACGATACTTATTACCCTCAATTGCTCAAACAAATCTAT
+GATCCACCCTTAGTGATATTTATGCAGGGCAATCCATTATTACTTAATGCTCCGCAGGTGGCCGTAGTTG
+GAAGTAGAGCTGCTAGCGTAGGAGGTAGAGATACCGCATTCAAAATATGCCAACAACTTGCGCAGCATAA
+TTTTATTATTACAAGTGGGTTAGCCCTTGGTATCGATGCTGCAGCGCATAGAGGTGCCCTTAGTGAGCCT
+GCTAGCACAATCGCGGTAGTTGCTACGGGTTTAGATCAGGTATACCCAGCCAGACATCATTCTTTGGCGC
+AGAAAATTATAGATTCAAGCGGCGCCATCATTAGTGAATTTGTACCTGGAACGCAAGCTAGGGCGGGGCA
+TTTTCCAAAAAGAAATCGCCTTATTAGTGGTTTAAGTTTGGGGGTTTTAGTCGTTGAAGCTGAATTAAAA
+AGTGGCTCTTTGATAACAGCTCGTTGTGCACTAGAGCAAAATAGAGACGTTTTTGCTATACCTAGCTCTA
+TTGAAAATAAACAAGCAAAAGGCTGTCACTGGTTAATTAAACAAGGCGCTAAACTTGTAGAACAATGTGC
+CGATATAATAGATGAGTTCGCTTTTGCAGATAAACCTAGTCTACACTTAAAGAGTGAGTTGAAGCCTTTG
+AAGTCAGCTACACATAGTACTCACAAAGGAGGCGATGAAATAAATCAAAAAGTCTTGTGTAACGATGCGT
+TGTTGGATAGTGTGGGATTTGAAATTACTCCCGTAGATAAAGTAGTTTTACGGAGCGAACTTCCCGTAGA
+GGAAGTGTTAACTAGATTAACAATGCTGGAGCTAAATGGTCTGGTATCTGCGGTACCTGGTGGCTATATT
+AGAACGCAATAAAGTATATAAGGGGCTAATTATGTTTGATATTTTAATGTATCTTTTTGAAACGTATATC
+CAAAATGAATCAGAAGCCATGGTGGATCATGAGTTGTTAACAGATGAGTTAACAAGAGCGGGCTTTCATC
+AGGATGAAATATACAAAGCATTAAATTGGCTAGAAAAACTTACCGCATTACAAGACACTGACGCTTACCC
+ATATCTTACGCGCGTAGGCAGTAAGTCTGTACGGATTTATACTAGCGAAGAAATGCAGTTGCTTGATACA
+CCAAGCCGTGGTTTTATCTTGTTTTTAGAGCAAGTAAATGTACTTGATTTTACTACTCGCGAAATGGTTA
+TTGACCGAGTCATGGAACTTGATACCAAGTACTTCTCTATGGATGATTTAAAGTGGGTAATTCTGATGGT
+GCTATTTAATGTACCAGGTAAAGAGTCAGCTTATTCTCAACTAGAAGACTTGATATTCGAAGAACAAGAA
+GGCCCTCTTCACTAATAACGTGAATAAAGCTGGCTAACTATCTAGTATATTTAGCCAGCAGTCACCGATC
+GTATTGTTCAGAAATTTTTTGTGGCATAATAGCGCTACACTTGTTTTGAACGCAATTTTCAATAATGTCT
+GAATCTGAAAAACCACTCTTTACTCAACACGAACATGCTTTAGAGAAAGAATATCAAGTGTGTCCTGATT
+GTGGATCAGAGTTGACCATGAAGCATGGTAAGTCTGGGACTTTTTTAGGTTGTGTTAATTACCCTAATTG
+TCAATATACACGAGCAGTAGTAGAGCATGAACGTGTTGAAGATAAAATATTATCGGGTAGCGAGTGTCCA
+TTATGCTCCCATGTATTAGCGGTTAAGCAAGGTCGTTATGGCATGTTTATTGGCTGTAGTAACTTTCCAC
+AATGCCATCATATTGAACATGAAGCGCAGGAGATAATACAGGACGTGGTATGTCCAAGTTGCAAACGTGG
+TTCATTGCAAGAAAAAACAAGTCGCTTTGGCAAGAAATTTTACTCCTGTGATGCTTATCCAAAGTGTAAA
+TTTGTCGTTAATCATGAGCCAGTAGAAGGGCGATGTGAAAAGTGCCAATTTCCTTTGTTGCTAAAAAGAA
+ATATGGCTGCTGGAATTAAATATCAGTGTGCAGATAAAAAATGTTCTCATATGCAAAAAATATGATAAAT
+ATCCGCAATGCTACTCATAAAAAAAGACGCTAAATAGCGTCTTTTTTAATAACTAATTAAATGAACGTAT
+TTATTAGCTTTGTTTATCTAAATAGTTTTTTGCGAAGTCATTAAGATCAGGAAATGCTTCTTTGCAAAGG
+ATATCAGCTAGATGTTGTAAACGTTGAGCAAGCTGTAATTCACTTTCACCGCTAACATTTATATGACCCA
+TTTTACGCCCTACACGTTTACCTTTGTTATACCAATGAATAGTTGCGCTAGGTATAGCAAGCACCTCATT
+AGAAACAGTATCTTCACCAATAATGTTGACCATTGCTGTTGGACGAATAAGTGCTGTACTACCTAAAGGC
+AAATCACAGATGGCCCTTAAGTGGTTTTCAAACTGACAGGTGTCAGCACCTTGTTGAGTCCAATGTCCAG
+AGTTATGAACCCTTGGTGCAATTTCATTGACTAAGAGTTGGTCGCCAACTTGGAAAAACTCAATAGCCAT
+AACACCAACATAATCGAGTTCATCTGATAAGGCCTTAAATACGGTACTGGCTTGTTGCTGTAATTGTTCA
+TTAACAGGAGCAGCGACTGAGACACTTAAAATACCATTAGTATGATGATTTTCAGTTAAAGGATACACGG
+CAACGTCTCCATTAACGCGACGAACACCAACAAGCGATACTTCGCGATCAAAAGGCACCATTTGTTCAGC
+AACAATTCCTTGCTTAACAGTGGTTTTTGAAGCCGCAAGAAAGTTTGCCATATCTTGCCAGATTACTTCA
+GCATCAGCCGCTGACTTTAATCGCCATTGCCCTTTTCCATCATACCCCTCAAGTGCAGTCTTAAAGATAA
+TAGGTAAAGATAAGTGCTCAATTGCTTTATCAAAATCTATTTTAGCGTTAACAAAGTAATGTTTGGCATT
+AGCGGCATTACAAGATTCAAGCAATGCTTTCTCTAACCGTCTATCGCCACCAATTTTAATAGCGTTACTT
+GTCGGGTATAACTTCCCTGATTGCTCACACTCAGCAAGTATGTCATGGGCAATATGCTCAAATTCGGCGG
+TAATTACATCAGCATTTTTAATGCCTGCTTCTAAATCGCCATAAATATTTTCAGGTGAAAGTGGTTGTAC
+AACCTTATTACTTGATACATCTAGTGCTTTAATATCTAAGTTTAAAGGTGTGCCTGCTAACTCCATCATT
+CGAGCTAATTGACCTGCGCCAAGTATGAGAATTTTATTCATGAGGGTTTTTATTCTGCCGGGTTTGGGTT
+AGCAAGTATGGTTTCTGTCTGCTTTCGACGAAACTCTTCGATATTTTGTTGGATCTCAGTGTTATGAGTG
+CCAATAATTTGTGCTGCAAGTAAACCTGCGTTGGCAGCACCGGCATTGCCGATGGCCAATGTACCTACTG
+CAATACCTTTTGGCATTTGCACAATAGATAATAAAGAATCTTGTCCATTAAGCGCTTTAGATTGCACTGG
+CACACCTAAAACAGGTAAAGAAGTATAAGCTGCGGCCATACCTGGTAAATGAGCTGCACCACCAGCGCCT
+GCAATAATTACCTTAATACCTCTATCTTTTGCACTTTCAGCATACTCAGCAAGTAAGTGAGGAGTACGGT
+GTGCAGAAACTACTTTGGTTTCGTACTGTACACCTAAAGAATCAAGCATTTCTGCTGTATGCTGCATTGT
+TGGCCAATCTGATTTTGATCCCATGATGATACCGACTGTCATGAATTTATGCCCTTTAAAAAAATAGAAT
+GTTCTTCATATATGAAGAAAGTAAAAATAGAGCTGCAATTATAACCTTGTTTAACGAAATACGGAATATA
+GAACTTTTCTATCGATAAATTAATCCATCATTAGGCGTTTATGAACAGTGTTTGGTAATATTGCGGTGGA
+AGTGATTATAAATAGAAGGGTTGTCTGTGAGCGAAAAGAATGTTGTTGAAGCGTTTAAAAATGGTGGAAT
+TATTGCTTATCCAACAGAAGCCGTATTCGGCCTTGGTTGTGACCCTGACAATAAAGAAGCACTCAAGCGA
+TTGTTAAAGTTAAAACAAAGATCTCCTGAAAAGGGACTAATTTTACTTGCAGGTAGTTATTCTCAATTAC
+TGCCTTATATCGATGACAGTAAAATTCCACAAGATAAGCGCTTGACCCTGTTATCAAGGTGGCCTGATGG
+CATTACTCAACTAGTGCCAAAAAATAATAATATCTCATCACTCTTATCAGGTAGCTTTGACACCATTGCG
+GTGAGAATCACCAGTCAGCCAGATGTTGTTGCCTTGTGTCAGCAAACGAATAAACCCATAGTTTCGACAA
+GTGCTAATTTATCTGGACAAGAACCGGCTAAAACATGGCAATCATTAGACCTAGTTTTATCTAAACAAGT
+AGACTTCATTCTTAAAGGGGTTACTTTAGGTCGAACTTCACCGTCAAAAATTATTGATGCGTTGACGGGG
+AAAATCATCAGAAACTAAGAAAATGGTTACATGGGATAAATTTGAGCGAATATCGCCGCTAGTCTATTAA
+TAATTAACGTTATTTAATACTATTTTCTTTTTGATTATTATAAGAATTTGATCAAGATCAAAGTATTGCT
+TAGCTTCATAGTTAGCAGTCAAAACCTTGCGCTAAATCAAATTTTATTAAGGCAACAGGATTATCATACC
+CTTAATTATTTTAAGGATATATAATCATGAAAAAAACTTTATTAACCATAGCTTTACTATCAAGTCTTTC
+AACTACAGCTTTTGCAAACCAAGCTGGTGACATCCTCGTTCGTGGTGGTGTTACTATGGTTTCACCTAGT
+AGTAATGAAGCAACGGTACTTTTAGATGGATCTGCAACACCGTTATCAGTTTCAGTAGACGATAATACCC
+AGTTTGGTTTAAACCTGGTTTACTTTTTTGATAGTAATTGGGCAATTGAATTATTAGCGGCAACGCCATT
+TACCCATGATGTGATATTACATGATCCAAAAGGCGCAACGAATGATATTTATGGTATTGATTTAAATGGT
+GCTACTTTGGCAGAAGTAAGCCATTTACCGCCAACACTAAGCGCGCTCTATTATTTTGATACGGGCACTG
+CATTTAAACCTTATGTTGGTGTTGGTGTGAACTACACGATATTTTTCGATGAAGACTTTACTTCAACGCC
+TCAAGCGGCAGGTTTTAGTAATCTAGAACTTGATGGTTCATGGGGTTACTCTGTTCAGCTTGGTCTTGAT
+TATGAGCTAGATAAAAATTGGTCTGTTAATGTTTCAGCTCGTTACATTGATATTAACACCAAAGCTACGT
+TTAATATCGACAATGCTTTAGGAGTAGATGGCGGCCTAGTTGGCAAAGGTAGTGCAAGCGTTGATGTTGA
+TCCTATGGTTTATTCAGTAATGCTTGGTTACACATTCTAAATTAAGTTAATTACCAACAAAAATAAAAAG
+CAGTAACTTATTCTAAAGGGTTACTGCTTTTTTGTTTTCATTAACTAATGATTAAGATAGGCTGTAATCA
+TTAGTTAATTTATTGCAATAACCATGACACAACAGACCCCAGATCAATATCGCGTTTTTGGAAACCCCAT
+TGAGCAATCTAAATCTCCAGCTATTCATCATATATTTGCAGATAAGAGTCAACAAAATATCGATTATCAA
+AAGCAGTTGGTCGATACTAAAGATTTTTCTAATGCTGTTGCAGACTTTATCCGTCACGGCGGTAAAGGCG
+CAAATGTAACAGCACCTTTCAAAGAGCAGGCGCTTGCCATAGCAGATGAACTCACCGAACGTGCGACACT
+CGCTGGCGCAGTTAATACACTGACCTTTAAAAATGGCAAGATATTCGGTGATAACACCGATGGTGAAGGT
+TTAGTTCAAGATCTAATTACTAACAAAGTCATTTTAAATGAAAGTAGAGTATTACTATTGGGTGCTGGCG
+GAGCGGCAAGAGGTGTTTTACTTCCTTTACTTGCACAAAATCCTCGCTCTATTGTCATTGCTAATAGAAC
+GGCAAGTAAAGCTGCAACATTATGTCAGCATTTCTCTGATATTCGCCTTAGTGCCTCTGGTTACCAAGAT
+CTCGAACAACAACATTTCGATGTCATTATAAATGCGACATCTGCCAGCTTATCAGGAAATTTACCGCCAA
+TTCCAACATCACTACTAAGTCAGAATGTAGTTTGTTATGACATGGTATACGGAAAGGATGAAACACCGTT
+TCTTAAATGGGCAAAAGAACATGGGGCAATGAAAGTAATTGATGGCTTAGGTATGTTAGTAGGGCAAGCG
+GCCGTTAGCTTTGAAGTTTGGCGAGGAGTAACTCCAGAAGTTCAGCCAGTGATTGATAAATTAAGAGCTT
+CTTTAAAATAAAGAGAGAAATCTGTATGAATCAAGCCATTCTGTTTAATGATGATTTAGCCTTTGATAAA
+GAGCAAGATGCTTGGTGCTTTACTGTATTGTTATCAGCTCAAGTTATTAGTATTTACTTTCACTCAATGC
+AACTAAAGAAATTGGAAGAGATAGACAACTGTACTAAATTTGATCTAGAAGAAATTGTTGAACTCTGGCT
+CGAAAAAAATGAGCCAGAGGGAAATACTATTCACATACAAATGCGTTAATTATTTAAGTACTCATTTTTT
+AACTCTACATAATTTATGGCTGACTGCTTAAGAAAGGCTGCTTCACTTTCTTTTAGAGGTCTAGCTTGTT
+TTACCGGATTTCCGACATACAAATAACCGCTAAGCAGTGTTTTATTCGGAGGCACTAAACTGCCAGCGCC
+AATAAAGACATCATCCTCGATAACAGCGCCGTCCATAATTATCGCTCCCATACCAACGAGTATTCGATCA
+CCAAGCTGACAGCCGTGTAACATACACTTATGTCCAACTGTCACATCACTGCCAATAATTAAAGGATTAC
+CCTGCGGGTTTTCAGAACTTTTCCGCGTCACATGCAAAACAGTACCGTCTTGTATATTCGTTCGAGCACC
+TATAGTAATAGTGTTTACATCACCACGAGCGGCAACAAGCGGCCAAATACTGACATCATCAGATAAAGTA
+ATATCTCCAACGAGAATAGCTGATTTATCAATGTAATTATCTGATCCGATAGAAGGGAGAATACCTTTAT
+AAGGACGTATGTTAGTTGTACTCATTTAGCACCTATTGCAATGCTGCAATTTAATTGAATGGCAAGTAGT
+AATAAAAATAACATAGCTAGCTAATAAAACCAGTATTCAAAGGTCTTAGTAACTAAAAAACTTATAAAGA
+TAAAACTAAGTAATTGAAATGAGATTATTTAATATGAGCAAGTATTGAACGTATTGAGGTAAACAAAGAC
+AAGGGCTGTATGAAAGTTAAGCGAAGTCATTTTTATTGGAATTTTAACTAAAAAAGGGTTGACCTAGTTA
+TAAAATTCTTTACAATGCGCTCCAGTTCCAAGGGGTTCACGCAAAATGAATCATCAACGAACTGTTTTGA
+TACGTTATCTACTCGCTTTAACGATAACTAACGTAAGTTAACATGATGTTTTAAATCTTTTCTAAATTAT
+TTAAAATAAACGTTGACATCAAAACTTGGAAGCGTATTATACGCATCCAGTTCGGGGCAACAGCAACGAA
+CAGCGCTACTTAACGTAGCTAAGGTGAAGAGCGAATGCGACTCTCATCTACTTCTTGATTTATCTTGAGA
+AGTTCTTCTTTAACAATTAGTTATCATGCAATTTGTGTGAGCACTCACATTATGTTGTTTTACATAGTTC
+TCTATCTTTTACTAGGTAGGAACAAAAAACGCTTAATGAATGATGTTCATGCAAATAAATATAGTTATTT
+ATCTTTAGTTAGGTAGATAGCGACTATGTAATGCGATATCAGTTTTCGGATTGGTATCACGACAGAATTC
+ATTGAGCAGTAACACATCGCTTGCGGTGAGGTTACACAAACGATTTTTAATTGAAGAGTTTGATCATGGC
+TCAGATTGAACGCTGGCGGCAGGCTTAACACATGCAAGTCGAGCGGTAACAGAGATAGCTTGCTATCTGC
+TGACGAGCGGCGGACGGGTGAGTAATGCTTGGGAATATGCCTTATGGTGGGGGACAACAGTTGGAAACGA
+CTGCTAATACCGCATAACGTCTACGGACCAAAGGGGGGGATTCTTCGGAACCTCTCGCCATTTGATTAGC
+CCAAGTGAGATTAGCTAGTTGGTGAGGTAATGGCTCACCAAGGCGACGATCTCTAGCTGGTTTGAGAGGA
+TGATCAGCCACACTGGGACTGAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACA
+ATGGGCGAAAGCCTGATGCAGCCATGCCGCGTGTGTGAAGAAGGCCTTCGGGTTGTAAAGCACTTTCAGT
+TGTGAGGAAAGGGGTGTAGTTAATAGCTGCATTCTGTGACGTTAACAACAGAAGAAGCACCGGCTAACTT
+CGTGCCAGCAGCCGCGGTAATACGAGGGGTGCAAGCGTTAATCGGAATTACTGGGCGTAAAGCGTTCGTA
+GGCGGTCTATTAAGCAAGATGTGAAAGCCCAGGGCTCAACCTTGGAACTGCATTTTGAACTGGTAGACTA
+GAGTACTGTAGAGGGTGGTGGAATTTCCAGTGTAGCGGTGAAATGCGTAGAGATTGGAAGGAACATCAGT
+GGCGAAGGCGGCCACCTGGACAGATACTGACGCTGAGGAACGAAAGCGTGGGGAGCGAACAGGATTAGAT
+ACCCTGGTAGTCCACGCCGTAAACGATGTCAACTAGCCGTTTGTGGACTTGATCCGTGAGTGGCGCAGCT
+AACGCACTAAGTTGACCGCCTGGGGAGTACGGCCGCAAGGTTAAAACTCAAATGAATTGACGGGGGCCCG
+CACAAGCGGTGGAGCATGTGGTTTAATTCGATGCAACGCGAAGAACCTTACCATCCCTTGACATCCAGAG
+AAGAGACTAGAGATAGACTTGTGCCTTCGGGAACTCTGTGACAGGTGCTGCATGGCTGTCGTCAGCTCGT
+GTTGTGAAATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCTATCCTTATTTGCCAGCGCGTTATGGCG
+GGAACTCTAAGGAGACTGCCGGTGATAAACCGGAGGAAGGTGGGGACGACGTCAAGTCATCATGGCCCTT
+ACGGGATGGGCTACACACGTGCTACAATGGCAGGTACAGAGGGCAGCAATACCGCGAGGTGGAGCGAATC
+CCACAAAGCTTGTCGTAGTCCGGATTGGAGTCTGCAACTCGACTCCATGAAGTCGGAATCGCTAGTAATC
+GTAGATCAGAATGCTACGGTGAATACGTTCCCGGGCCTTGTACACACCGCCCGTCACACCATGGGAGTGG
+GATGCAAAAGAAGTGGCTAGTTTAACCCTTCGGGGAGGACGGTCACCACTTTGTGTTTCATGACTGGGGT
+GAAGTCGTAACAAGGTAACCCTAGGGGAACCTGGGGTTGGATCACCTCCTTATCTTGAAGTAAAATTGCT
+TAATGGAAATCAGTTTTCGGATTGTATTTCACGAGTGTTCACACAAATTACATGATAACAAATTAGAAGA
+AACGATAGGTCTGTAGCTCAGCTGGTTAGAGCGCACCCCTGATAAGGGTGAGGTCGGCAGTTCAAGTCTG
+CCCAGACCTACCAATTTACTTAACTAAAGTAATTGGTAGATTCTTCTATAAAGAAAGAGACCAAATTTAA
+ATACACTTTTTAAAGTGATTTTAAATTTGGTTTTTTAAACCACAAATTATGCCGAATGCGTGCTAATTTG
+AATTCTTTAACAATCTGGAAAGCTGATATAAATATCGGTATTTATATAACAAACACGGTGTCGCGCTGTT
+GTTTGTAACGTTATAAATACCAAGCTGTTATCTCATTCTCTTATCGTGAATGAAGTAATGGTGATAGTGC
+ATCCCCCCAAGGATGTATTATCGAATTCATACTGCTCGCAAGAGCATGATGTCTTATCAAGTAACTCATC
+GTATATCTTCGGATATACTGAGTACGTGAAAATGTCAGACTTTACAATTGTCTTGGATTAGTCTCCGGGG
+CGTACTTCGTTTTCAAATCTTCGGATGAGACTACTTAGGGTTGTATGGTTAAGTGACTAAGCGTATGTGG
+TGGATGCCTTGGCAGTTAGAGGCGATGAAGGACGTGTTAATCTGCGAAAAGCTTTGGTGAGGTGATAAAA
+ACCGTTATAGCCAAAGATGTCCGAATGGGGAAACCCACTTACCATAAGGTAGGTATCGTTACGTGAATAC
+ATAGCGTAACGAAGCGAACCGGGAGAACTGAAACATCTAAGTACCCCGAGGAAAAGAAATCAACCGAGAT
+TTCGTTAGTAGCGGCGAGCGAACGCGAATCAGCCCTTAAGCTTATAGGGTGCTAGTAGAATGTTCTGGAA
+AGGACAACGATACAGGGTGATAGTCCCGTATACAAAAGCAACCTTTAAGTGAAATCGAGTAGGACGGAGC
+ACGTGAAACTTTGTCTGAATATGGGGGGACCATCCTCCAAGGCTAAATACTACTAACTGACCGATAGTGA
+ACCAGTACCGTGAGGGAAAGGCGAAAAGAACCCCTGTGAGGGGAGTGAAATAGAACCTGAAACCGCATAC
+GTACAAGCAGTGGGAGCCCAATTTAGTTGGGTGACTGCGTACCTTTTGTATAATGGGTCAGCGACTTATA
+TTCTGTAGCAAGGTTAACCGATTAGGGGAGCCGTAGCGAAAGCGAGTGTTAACTGCGCGTTTAGTTGCAG
+GGTATAGACCCGAAACCCGGCGATCTACCCATGGGCAGGTTGAAGGTTGAGTAACATCAACTGGAGGACC
+GAACACACGTATGTTGAAAAATGCGGTGATGACTTGTGGGTCGGAGTGAAAGGCTAATCAAGCCGGGAGA
+TAGCTGGTTCTCCCCGAAATCTATTTAGGTAGAGCCTCGCACGAACACCATTGGGGGTAGAGCACTGTTA
+AGGCTAGGGGGTCATCCCGACTTACCAACCCTTTGCAAACTCCGAATACCAATGAGTGATATGCGGGAGA
+CACACTGCGGGTGCTAACGTCCGTTGTGAAGAGGGAAACAACCCAGACCGCCAGCTAAGGTCCCAAAGTA
+CTAGTTAAGTGGGAAACGATGTGGAAAGGCATAGACAGCTAGGAGGTTGGCTTAGAAGCAGCCATCCTTT
+AAAGAAAGCGTAATAGCTCACTAGTCGAGTCGGTCTGCGCGGAAGATGTAACGGGGCTAAACTAGTCACC
+GAAGCTGCGGATTTGAACTTAGGTTCAAGTGGTAGGGGAGCGTTCTGTAAGCCGTTGAAGGTGAATTGAG
+AAGTTTGCTGGAGGTATCAGAAGTGCGAATGCTGACATGAGTAACGATAAGGGGAGTGAAAAACTCCCCC
+GCCGAAAGACCAAGGTTTCCTGTCCCATGTTAATCAGGGCAGGGTAAGTCGGCCCCTAAGGCGAGGCGGA
+AACGCGTAGTCGATGGGAAACAGATTAATATTTCTGTACTTCTATATATTGCGAAGGAGGGACGGAGTAG
+GCTAAACAAGCACGGCGTTGGTAGTCCGTGTGAAAGTATGTAGGTGGTTGACTTAGGTAAATCCGGGTCT
+TCATTAACACTGAGATACGAGACGAGACTCTACGGAGTTGAAGTTGTTGATGCCATGCTTCCAGGAAAAG
+CTTCTAAGCTTCAGATATATAGGAACCGTACCCCAAACCGACACAGGTGGTTAGGTAGAGAATACTAAGG
+CGCTTGAGAGAACTCGGGTGAAGGAACTAGGCAAAATAGTACCGTAACTTCGGGAGAAGGTACGCTGCTC
+AACGTTAAACCCTTGCGGTGTAAGCGAAGAGTAGTCGAAGTAACCAGGTGGCTGGAACTGTTTATTAAAA
+ACACAGCACTGTGCAAAATCGAAAGATGACGTATACGGTGTGACGCCTGCCCGGTGCCGGAAGGTTAATT
+GATTCGGTTAGTCCTCGGACGAAGCTGATGATCGAAGCCCCGGTAAACGGCGGCCGTAACTATAACGGTC
+CTAAGGTAGCGAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAATGGCGTAATCATGGCCACACTGTC
+TCCACCCGAGACTCAGTGAAATTGAATTTGCGGTTAAGATGCCGTATACCCGCGGCTAGACGGAAAGACC
+CCGTGAACCTTTACTATAGCTTGACAGTGAACATTGCTCCTACATGTGTAGGATAGGTGGGAGGCTTTGA
+AACCATGTCGCTAGATGTGGTGGAGCCAATCTTGAAATACCACCCTTGTATGCGTGATGTTCTAACCTAG
+GGCCCTTATCGGGCTTGGGGACACTGTCTGGTGGGTAGTTTGACTGGGGCGGTCTCCTCCCAAAGAGTAA
+CGGAGGAGCACGAAGGTTGGCTAAGTACGGTCGGACATCGTACGGTTAGTGCAATGGCATAAGCCAGCTT
+AACTGCGAGACAGACACGTCGAGCAGGTACGAAAGTAGGTCATAGTGATCCGGTGGTTCTGTATGGAAGG
+GCCATCGCTCAACGGATAAAAGGTACTCCGGGGATAACAGGCTGATACCGCCCAAGAGTTCATATCGACG
+GCGGTGTTTGGCACCTCGATGTCGGCTCATCACATCCTGGGGCTGAAGTCGGTCCCAAGGGTATGGCTGT
+TCGCCATTTAAAGTGGTACGCGAGCTGGGTTTAGAACGTCGTGAGACAGTTCGGTCCCTATCTGCCGTGG
+GCGTTTGAGAATTGAAGAGGGCTGCTCCTAGTACGAGAGGACCGGAGTGGACGAACCACTGGTGTTCGGG
+TTGTCATGCCAATGGCATTGCCCGGTAGCTACGTTCGGAACTGATAACCGCTGAAAGCATCTAAGCGGGA
+AGCAGGCTTTGAGATGAGTTCTCACTGGGACTTTAAGTCCCCTAAAGGGTCGTTGGAGACTACAACGTTG
+ATAGGTCAGGTGTGTAAGTGCTGCGAGGCATTGAGCTAACTGATACTAATTACCCGTGAGGCTTAACCAT
+ACAACACCCAAGTAGTTTTGCTGAAAAGTGATACTGAAGTGATTGTGTGAAGACTGACAAATACATAAAA
+TGTAAAATCACGTACTTACGTGTTACTTGAAACTAAAAAAACGATATTTATAGCTCATTGAGCAAAGCTT
+TCTAAGATTGTACCTTTTTTGTTTAGCGACAATAGCGCTGTGGTCCCACCTGATCCCTTTCCGAACTCAG
+AAGTGAAACGCAGTTGCGCCGATGGTAGTGTGGGAGTTCCCATGTGAGAGTAGGACATTGCTAAACTTCT
+AATTAGAGAAGCCCGATTCGATAGAGTCGGGCTTTTTGCTGAAGTTTTTATTTATTAAATTACTTATCAA
+AATATTGTAAGTAACATAATAAATAAAAGTTTTTGTCTAGCGACAATAGCGCTGTGGTCCCACCTGATCC
+CTTTCCGAACTCAGAAGTGAAACGCAGTTGCGCCGATGGTAGTGTGGGAGTTCCCATGTGAGAGTAGGAC
+ATTGCTAGACTCCTATTAAAGTTTGATAGTGAACCGCAATAGCGCCGATGGTAGCGTGACTTATGTCGCA
+GTAAAGCCCATGTGAGAGCGTAGCAGGACATTGTCAAACTCCTAATTCCATCAACTAGTGTGATGTAATG
+GCCCCGTGGAGGGGTTCCCGAGTGGCCAAAGGGATCAGACTGTAAATCTGACGGCTCAGCCTTCGGTGGT
+TCGAATCCACCTCCCTCCACCATATTTTTATAGAATGATTAAATACCAGCAATTAGCTGGTATTTTTTTT
+GCATTTTTTTCAGTCTTTCCAGCTCATTGTTACTTAAATCTAATCGAGTTAGTTCCATTAATAAGATCTT
+AGCTTTATGCAAATCTTCCTCTGATTGTTTGTCTTGGTCGTATGAGACTAACAAAACCTGCATTAGATTT
+AATTTTATACCTATATGTTTTGGAAACATTGCAGAAGCATCTTGTAGTTTGAGAGTTGCCTCCCGATATT
+TCTTTTGAGTATATAGAGTTAAACCAAGTTCAATATCCGCCTGAGCCTTATCTTTTATATTAAAAATTTG
+TCTATTCATTTCATTCGATGACTGATAAATAGCTGACTCTTCCCTAGCGGCGAGTATTCTGCTGGCAAGA
+TCATCTCTTTTCAATTTTTTTAATGTTAGTGATATATCAATTAATTTACTATTTTCAATATTGTTATGTT
+CGCTATGAAGTAATCTTTCTCCTCTAACAATTTCGTCATTCGCAAGTTGTCGTTCTTTTGTTATTTCTAA
+TAAACATGCACCAAGTAAATGAGACTGGACTCTGATATCACTTTCGTTGAAGTCTCTTGCCATTTGCTTT
+AAATAGGAGAAGGCTTTGTTATTCATTTTCTTTGCATCGACTAATGGTAGTGAGGGTAAGTGCTCAATCA
+ATGCTTGTACGTACTTTATTGCGTTATCAGCACAATGATGAATTGAATTCTGCGCTAGGTTATAAGTTTG
+CTCGAAGGCTGCAGTGGCTTTATCAAAATGCTCATTATGAATACAAAGGTGGGCATATTTTTTTAAACGC
+GTTAAAGAACGTGGTGATAAAAGCAGAGCTTGCTCTAATATTTCTTCAGCAAGTATATAATGGAATTGTT
+CTTCATAAGTTATTGCCAGCCAATCATAACTTGATAAATAAAGCGGGCAGTCCCTTATTAAAAGCTTAAA
+TAACTTTTCCGCTTGATTTAACTTCTTTTCATGTAAAGCAACTTTACCCAAACCAATAGTAGCCCATTGA
+CAATTTGAAGTATTTTGATGGGCCAAATAAATCGCTTTGGCTTCATCAAATTTTTCTAATTCAAAATATT
+GTCTTGCTATAATACCTAAGCATTCAGTTTTATACGGTGTGTTTATTGATAAAGCATGTTTACAACGTTT
+GATAACAAGCTCTGGGTCATCTGTATCGAGAGCTTGATATATAGCTGCCATTGCCATTTTTTTATGCAAA
+CAAAAGTTTAAACGTTTTTCTAATTCACTTAATGTATAGGGCTTACATAAATAGTGATCTGGTTTGTGTT
+CAAGCGCAGCTAATACCATGGATTGTGATACTTCTGCAGTAATTAGAATGACGATACAATGACGATTTAT
+ATAACCATTGACCCTTAACTCTTCGAGGATCTGTTGGCCATTCTTTTGATTCTCCCCTAGGTCATAACCC
+AAGAAAATCACATCATAATGTCTTTGCTGGCAAATTGAAGCAACATCTTGTGCATAATGAGTGCTATCTA
+CTTGTTTCGACGTTAAGCGCATAACAAATTGTTTGAGGATTTCTTGCGATGGTTTGATATTGTCAACAAT
+CAAGAATCGCATATTTTGATAATTGTACTTAGCCATAACATCCTTAATATGAAATACGCTAATAACTGGG
+ATAGTCATATACGACTTCTGCTACAATTAACCAACTTAAAAATATATTGGCTAAACGAATGACCTTTTCT
+TCCTTTTCTTTGGACTCAACATTGCTTAAAGCAATAACCGAATCTGCTTATGATGAACCAACAGAAATAC
+AAAAGCAAAGTATCCCTCTTATTCTAGCTAAACATGATGTTATGGCAAGAGCTCAAACAGGTACAGGGAA
+AACAGCTGCTTTTGCACTGCCAATACTTCAACAATTAATATCAGTTCAACCTTGTAAACCAGAACTAAGA
+GCATTGGTGCTAACTCCAACGAGAGAACTTGCTCAGCAAGTGCATAAAAGCTTTTGTCATTACGGGCAAT
+TTACTGATGTTACAATTGGTATTGCGTACGGCGGCGTTAGTACAAAAAAACAAATTAGTGAATTGAAAGT
+GGGTGTTGATATATTAATTGCAACGCCAGGAAGATTATTAGATCTGCTTAGAACTGAATCTGTCAGCCTA
+TCCAACATAGAAACATTAGTTTTCGATGAAGCAGATCGTATGTTAGATATGGGTTTTAAAGAAGAAATAG
+ATCAGATTACTCAATATCTACCAAAAACAAAGCAAACACTGCTCTTCTCAGCTACATTCGCGGATGATAT
+TTACAAAATGAGTAAAAACATTTTAGTTGAACCTAAAATGGTTGAGATTGATGAGAAAAACAAAGCTGCT
+GATGATGTAGAGCAACTTGTCTATGGTGTTGATGCTGATCGCAAACGAGAACTAACTTCGTTTTTAATTG
+GATCAAGAAATTGGAAACAAGTTTTAGTGTTCACTCGAACTAAGCAGTGCGCAGATGACCTAGCAAAAGA
+AATGACTAAAGATGGTGTTAAATCATTAGCTATTCATGGCGATAAATCTCAAGGCGCACGTGAAAAAGCA
+TTACATGAGTTTAAGGAAGGAAAAGTTCGCGCACTAATAGCAACCGACGTTGCTGCGCGTGGTATCGATA
+TAAAAGGTTTATCACATGTGATTAACTATGAACTTCCTTATAACGCAGAGGATTATGTTCATCGTATAGG
+GCGTACTGCAAGAGCGGGTAATTCAGGATTAGCTGTTTCTCTGGTCAGTCCTGGAGAAGAATGGTTACTA
+ACAGCTATAGAAGAATTACTTGATATCCAGCTATTACAACAATGGTTACCAGGTTATGAGTTAGATTTGA
+CGAAAATTGCTAATTCAAATAAAAGACCAATAAATAAAAAGAATGCACGCAAGGATGCACTATCCGCAGG
+TGATAAGTCTAAAGGGCACAGACCTAATACTAGAAATAGAAGACGATAGAGCATAGTGAAAACATCAGAC
+AGGTTCATTTATGTACTACTATGTTATGCATAGTAAGCGAATAGCGGGATTTATCATCGAACAAACAAAA
+AGGTTAAATAAGACCTTGTACTTAAGCTAACTCTCTCTATAATGCGCTCCAGTTCCAAGGGGTTCACGCA
+AAATGAATCATCAACGAACTGTTTTGATACGTTATCTACTCGCTTTAGCGAGAAATAACGTAAGTTAACT
+TGAATTTTTAAATGTTTTTCAAAATAATTTAAAATAAACGTTGACATCAAAACTCGGAAGCGTATTATAC
+GCCTCCTGCTTCGGGGCAACAGCAACGAGCAACGCAAATTAAGTTCAACTTACTTTGCTTCAGATAAAGA
+GCGAATGCGACTCTTATCTACTTCTAAACTTAGTTTACGAAGTTCTTCTTTAACAATTAGTTATCATGCA
+ATTTGTGTGAGCACTCACATTATGTTGTTTTACATAGTTCTCTATCTTTTACTAGGTAGGAACAAAAAAA
+CGCTTAATGAATGATGTTCATGCAAATAAATATAGTTATTTGTCTTTAGTTAGATAGGTAACGACTATGT
+AATGCGATATCAGTTTTCGGATTGGTATCACGACAGAATTCATTGAGCAGTAACACATCGCTTGCGATGA
+GGTTACACAAACGATTTTTAATTGAAGAGTTTGATCATGGCTCAGATTGAACGCTGGCGGCAGGCTTAAC
+ACATGCAAGTCGAGCGGTAACAGAGATAGCTTGCTATCTGCTGACGAGCGGCGGACGGGTGAGTAATGCT
+TGGGAATATGCCTTATGGTGGGGGACAACAGTTGGAAACGACTGCTAATACCGCATAACGTCTACGGACC
+AAAGGGGGGGATCTTCGGACCTCTCGCCATTTGATTAGCCCAAGTGAGATTAGCTAGTTGGTGAGGTAAT
+GGCTCACCAAGGCGACGATCTCTAGCTGGTTTGAGAGGATGATCAGCCACACTGGGACTGAGACACGGCC
+CAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGCGAAAGCCTGATGCAGCCATGCCGCG
+TGTGTGAAGAAGGCCTTCGGGTTGTAAAGCACTTTCAGTTGTGAGGAAAGGAGTGTAGTTAATAGCTGCA
+TTCTGTGACGTTAACAACAGAAGAAGCACCGGCTAACTTCGTGCCAGCAGCCGCGGTAATACGAGGGGTG
+CAAGCGTTAATCGGAATTACTGGGCGTAAAGCGTTCGTAGGCGGTCTATTAAGCAAGATGTGAAAGCCCA
+GGGCTCAACCTTGGAACTGCATTTTGAACTGGTAGACTAGAGTACTGTAGAGGGTGGTGGAATTTCCAGT
+GTAGCGGTGAAATGCGTAGAGATTGGAAGGAACATCAGTGGCGAAGGCGGCCACCTGGACAGATACTGAC
+GCTGAGGAACGAAAGCGTGGGGAGCGAACAGGATTAGATACCCTGGTAGTCCACGCCGTAAACGATGTCA
+ACTAGCCGTTTGTGGACTTGATCCGTGAGTGGCGCAGCTAACGCACTAAGTTGACCGCCTGGGGAGTACG
+GCCGCAAGGTTAAAACTCAAATGAATTGACGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGA
+TGCAACGCGAAGAACCTTACCATCCCTTGACATCCAGAGAAGAGACTAGAGATAGACTTGTGCCTTCGGG
+AACTCTGTGACAGGTGCTGCATGGCTGTCGTCAGCTCGTGTTGTGAAATGTTGGGTTAAGTCCCGCAACG
+AGCGCAACCCCTATCCTTATTTGCCAGCGCGTTATGGCGGGAACTCTAAGGAGACTGCCGGTGATAAACC
+GGAGGAAGGTGGGGACGACGTCAAGTCATCATGGCCCTTACGGGATGGGCTACACACGTGCTACAATGGC
+AGGTACAGAGGGCAGCAATACCGCGAGGTGGAGCGAATCCCACAAAGCTTGTCGTAGTCCGGATTGGAGT
+CTGCAACTCGACTCCATGAAGTCGGAATCGCTAGTAATCGTAGATCAGAATGCTACGGTGAATACGTTCC
+CGGGCCTTGTACACACCGCCCGTCACACCATGGGAGTGGGATGCAAAAGAAGTGGCTAGTTTAACCCCTC
+GGGGAGGACGGTCACCACTTTGTGTTTCATGACTGGGGTGAAGTCGTAACAAGGTAACCCTAGGGGAACC
+TGGGGTTGGATCACCTCCTTATCTTGAAGTAAAATTGCTTAATGGAAATCAGTTTTCGGATTGTATTTCA
+CGAGTGTTCACACAAATTACATGATAACAAATTGAAAGATACCCTGATGGGGCTATAGCTCAGCTGGGAG
+AGCGCCTGCCTTGCACGCAGGAGGTCAGCAGTTCGATCCTGCTTAGCTCCACCAACTCATCACGTATCTT
+TTACTAAAGAAAGAGACCAAATTTAAATACACTTTATAGTGATTTTAAATTTGGTTTTTTAAACCACGAA
+TTATGCCGAATGCGTGCTAATTTGAATTCTTTAACAATCTGGAAAGCTGATATAAATATCGGTATTTATA
+AGGTAAGCACGGTGTCGCGCTGTTGTTTACATGATTATAAATACCAAGCTGTTATCTCATTCTCTTATCG
+TGAATGTGGTAATGGTGATAGTGCATCCCCCCAAGGATGTATTATCAAATTCATACTGCTCGCAAGAGCA
+TGATGTCTTATCAAGTAACTCATCGTATATCTTCGGATATACTGAGTACGTGAAAATGTCAGACTTTACA
+ATTGCCTTGGATTAGTCTCCGGGGCGTACTTCGTTTTCAAATCTTCGGATGAGACTACTTAGGGTTGTAT
+GGTTAAGTGACTAAGCGTATGTGGTGGATGCCTTGGCAGTTAGAGGCGATGAAGGACGTGTTAATCTGCG
+AAAAGCTTTGGTGAGGTGATAAAAACCGTTATAGCCAAAGATGTCCGAATGGGGAAACCCACTTACCATA
+AGGTAGGTATCGTTACGTGAATACATAGCGTAACGAAGCGAACCGGGAGAACTGAAACATCTAAGTACCC
+CGAGGAAAAGAAATCAACCGAGATTTCGTTAGTAGCGGCGAGCGAACGCGAATCAGCCCTTAAGCTTATA
+GGGTGCTAGTAGAATGTTCTGGAAAGGACAACGATACAGGGTGATAGTCCCGTATACAAAAGCAACCTTT
+AAGTGAAATCGAGTAGGACGGAGCACGTGAAACTTTGTCTGAATATGGGGGGACCATCCTCCAAGGCTAA
+ATACTACTAACTGACCGATAGTGAACCAGTACCGTGAGGGAAAGGCGAAAAGAACCCCTGTGAGGGGAGT
+GAAATAGAACCTGAAACCGCATACGTACAAGCAGTGGGAGCCCGATTTAGTCGGGTGACTGCGTACCTTT
+TGTATAATGGGTCAGCGACTTATATTCTGTAGCAAGGTTAACCGATTAGGGGAGCCGTAGCGAAAGCGAG
+TGTTAACTGCGCGTTTAGTTGCAGGGTATAGACCCGAAACCCGGCGATCTACCCATGGGCAGGTTGAAGG
+TTGAGTAACATCAACTGGAGGACCGAACACACGTATGTTGAAAAATGCGGTGATGACTTGTGGGTCGGAG
+TGAAAGGCTAATCAAGCCGGGAGATAGCTGGTTCTCCCCGAAATCTATTTAGGTAGAGCCTCGCACGAAC
+ACCATTGGGGGTAGAGCACTGTTAAGGCTAGGGGGTCATCCCGACTTACCAACCCTTTGCAAACTCCGAA
+TACCAATGAGTGATATGCGGGAGACACACTGCGGGTGCTAACGTCCGTTGTGAAGAGGGAAACAACCCAG
+ACCGCCAGCTAAGGTCCCAAAGTACTAGTTAAGTGGGAAACGATGTGGAAAGGCATAGACAGCTAGGAGG
+TTGGCTTAGAAGCAGCCATCCTTTAAAGAAAGCGTAATAGCTCACTAGTCGAGTCGGTCTGCGCGGAAGA
+TGTAACGGGGCTAAACTAGTCACCGAAGCTGCGGATTTGAACTTAGGTTCAAGTGGTAGGGGAGCGTTCT
+GTAAGCCGTTGAAGGTGAATTGAGAAGTTTGCTGGAGGTATCAGAAGTGCGAATGCTGACATGAGTAACG
+ATAAGGGGAGTGAAAAACTCCCCCGCCGAAAGACCAAGGTTTCCTGTCCCATGTTAATCAGGGCAGGGTA
+AGTCGGCCCCTAAGGCGAGGCGGAAACGCGTAGTCGATGGGAAACAGATTAATATTTCTGTACTTCTATA
+TATTGCGAAGGAGGGACGGAGTAGGCTAAACAAGCACGGCGTTGGTAGTCCGTGTGAAAGTATGTAGGTG
+GTTGACTTAGGTAAATCCGGGTCTTCATTAACACTGAGATACGAGACGAGACTCTACGGAGTTGAAGTTG
+TTGATGCCATGCTTCCAGGAAAAGCTTCTAAGCTTCAGATATATAGGAACCGTACCCCAAACCGACACAG
+GTGGTTAGGTAGAGAATACTAAGGCGCTTGAGAGAACTCGGGTGAAGGAACTAGGCAAAATAGTACCGTA
+ACTTCGGGAGAAGGTACGCTGCTCAACGTTAAACCCTTGCGGTGTAAGCGAAGAGTAGTCGAAGTAACCA
+GGTGGCTGGAACTGTTTATTAAAAACACAGCACTGTGCAAAATCGAAAGATGACGTATACGGTGTGACGC
+CTGCCCGGTGCCGGAAGGTTAATTGATTCGGTTAGTCCTCGGACGAAGCTGATGATCGAAGCCCCGGTAA
+ACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAA
+TGGCGTAATCATGGCCACACTGTCTCCACCCGAGACTCAGTGAAATTGAATTTGCGGTTAAGATGCCGTA
+TACCCGCGGCTAGACGGAAAGACCCCGTGAACCTTTACTATAGCTTGACAGTGAACATTGCTCCTACATG
+TGTAGGATAGGTGGGAGGCTTTGAAACCATGTCGCTAGATGTGGTGGAGCCAATCTTGAAATACCACCCT
+TGTATGCGTGATGTTCTAACCTAGGGCCCTTATCGGGCTTGGGGACACTGTCTGGTGGGTAGTTTGACTG
+GGGCGGTCTCCTCCCAAAGAGTAACGGAGGAGCACGAAGGTTGGCTAAGTACGGTCGGACATCGTACGGT
+TAGTGCAATGGCATAAGCCAGCTTAACTGCGAGACAGACACGTCGAGCAGGTACGAAAGTAGGTCATAGT
+GATCCGGTGGTTCTGTATGGAAGGGCCATCGCTCAACGGATAAAAGGTACTCCGGGGATAACAGGCTGAT
+ACCGCCCAAGAGTTCATATCGACGGCGGTGTTTGGCACCTCGATGTCGGCTCATCACATCCTGGGGCTGA
+AGTCGGTCCCAAGGGTATGGCTGTTCGCCATTTAAAGTGGTACGCGAGCTGGGTTTAGAACGTCGTGAGA
+CAGTTCGGTCCCTATCTGCCGTGGGCGTTTGAGAATTGAAGAGGGCTGCTCCTAGTACGAGAGGACCGGA
+GTGGACGAACCACTGGTGTTCGGGTTGTCATGCCAATGGCATTGCCCGGTAGCTACGTTCGGAACTGATA
+ACCGCTGAAAGCATCTAAGCGGGAAGCAGGCTTTGAGATGAGTTCTCACTGGGACTTTAAGTCCCCTAAA
+GGGTCGTTGGAGACTACAACGTTGATAGGTCAGGTGTGTAAGTGCTGCGAGGCATTGAGCTAACTGATAC
+TAATTACCCGTGAGGCTTAACCATACAACACCCAAGTAGTTTTGCTGAGAAGTGATACTGAAGTGATTTG
+TATAAAGACTGACATAGACCGAAAGGTAAGAAAACATCACGTACTTACGTGTTACTTGAACCAAGAAAAC
+CAAACGATATTTATAGCTCATTGAGCAAGCTTTCTAAGATTGTACCTTTTTTGTTTAGCGACAATAGCGC
+TGTGGTCCCACCTGATCCCTTTCCGAACTCAGAAGTGAAACGCAGTTGCGCCGATGGTAGTGTGGGAGTT
+CCCATGTGAGAGTAGGACATTGCTAAACTTCTAATTTGTGCTGCGGCACACGAGAAGCCCGTTACATTTG
+TGACGGGCTACTTGAGAAACACTATTTGTTAACTTAATTGCCTGATAAATGAGCGATTAATGTAAAAAAT
+ACTGTTTTATAAAATACTTATTTTCTTTATGAAACTAAGTGTTGACAATAAAACTGAGAGGCGTATTATG
+CGCACCTCACTCAGGCAAGGCCTGAGGTTAAGAAGATAACGAATGCGATTATCTTCTGTCTTTCATAGCA
+ATATGAACAGACCTTTTCTTTAACAATTAGTTATCATGCAATTTGTGTGAGCACTCACATTAATGTTGTT
+TTACATAGTTTTCCTTTCGGGGAGAACAAAAAAACGCTTAATGAATGATGTTCATGCAAATAAATATAGT
+TATTTATCTTTAGTTAGATAGGTAGCGACTATGTAATGCGATATCAACTTCGGTTGGTATCACGACAGAA
+TTCATTGAGCAGTAACACATCGCTTGCGATGAGGTTACACAAACGATTTTTAATTGAAGAGTTTGATCAT
+GGCTCAGATTGAACGCTGGCGGCAGGCTTAACACATGCAAGTCGAGCGGTAACAGAGATAGCTTGCTATC
+TGCTGACGAGCGGCGGACGGGTGAGTAATGCTTGGGAATATGCCTTATGGTGGGGGACAACAGTTGGAAA
+CGACTGCTAATACCGCATAACGTCTACGGACCAAAGGGGGGGATTCTTCGGAACCTCTCGCCATTTGATT
+AGCCCAAGTGAGATTAGCTAGTTGGTGAGGTAATGGCTCACCAAGGCGACGATCTCTAGCTGGTTTGAGA
+GGATGATCAGCCACACTGGGACTGAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGC
+ACAATGGGCGAAAGCCTGATGCAGCCATGCCGCGTGTGTGAAGAAGGCCTTCGGGTTGTAAAGCACTTTC
+AGTTGTGAGGAAAGGGGTGTAGTTAATAGCTGCATTCTGTGACGTTAACAACAGAAGAAGCACCGGCTAA
+CTTCGTGCCAGCAGCCGCGGTAATACGAGGGGTGCAAGCGTTAATCGGAATTACTGGGCGTAAAGCGTTC
+GTAGGCGGTCTATTAAGCAAGATGTGAAAGCCCAGGGCTCAACCTTGGAACTGCATTTTGAACTGGTAGA
+CTAGAGTACTGTAGAGGGTGGTGGAATTTCCAGTGTAGCGGTGAAATGCGTAGAGATTGGAAGGAACATC
+AGTGGCGAAGGCGGCCACCTGGACAGATACTGACGCTGAGGAACGAAAGCGTGGGGAGCGAACAGGATTA
+GATACCCTGGTAGTCCACGCCGTAAACGATGTCAACTAGCCGTTTGTGGACTTGATCCGTGAGTGGCGCA
+GCTAACGCACTAAGTTGACCGCCTGGGGAGTACGGCCGCAAGGTTAAAACTCAAATGAATTGACGGGGGC
+CCGCACAAGCGGTGGAGCATGTGGTTTAATTCGATGCAACGCGAAGAACCTTACCATCCCTTGACATCCA
+GAGAAGAGACTAGAGATAGACTTGTGCCTTCGGGAACTCTGTGACAGGTGCTGCATGGCTGTCGTCAGCT
+CGTGTTGTGAAATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCTATCCTTATTTGCCAGCGCGTTATG
+GCGGGAACTCTAAGGAGACTGCCGGTGATAAACCGGAGGAAGGTGGGGACGACGTCAAGTCATCATGGCC
+CTTACGGGATGGGCTACACACGTGCTACAATGGCAGGTACAGAGGGCAGCAATACCGCGAGGTGGAGCGA
+ATCCCACAAAGCTTGTCGTAGTCCGGATTGGAGTCTGCAACTCGACTCCATGAAGTCGGAATCGCTAGTA
+ATCGTAGATCAGAATGCTACGGTGAATACGTTCCCGGGCCTTGTACACACCGCCCGTCACACCATGGGAG
+TGGGATGCAAAAGAAGTGGCTAGTTTAACCCCTCGGGGAGGACGGTCACCACTTTGTGTTTCATGACTGG
+GGTGAAGTCGTAACAAGGTAACCCTAGGGGAACCTGGGGTTGGATCACCTCCTTATCTTGAAGTAAAATT
+GCTTAATGGAAATCAGTTTTCGGATTGTATTTCACGAGTGTTCACACAAATTACATGATAACAAATTGAA
+AGATACCCTGATGGGGCTATAGCTCAGCTGGGAGAGCGCCTGCCTTGCACGCAGGAGGTCAGCAGTTCGA
+TCCTGCTTAGCTCCACCAACTCATCACGTATCTTTTACTAAAGAAAGAGACCAAATTTAAATACACTTTA
+TAGTGATTTTAAATTTGGTTTTTTAAACCACAAATTATGCCGAATGCGTGCTAATTTGAATTCTTTAACA
+ATCTGGAAAGCTGATATAAATATCGGTATTTATATAACAAACACGGTGTCGCGCTGTTGTTTGTAATGTT
+ATAAATACCAAGCTGTTATCTCATTCTCTTATCGTGAATGAAGTAATGGTGATAGTGCATCCCCCCAAGG
+ATGTATTATCGAATTCATACTGCTCGCAAGAGCATGATGTCTTATCAAGTAACTCATCGTATATCTTCGG
+ATATACTGAGTACGTGAAAATGTCAGACTTTACAATTGTCTTGGATTAGTCTCCGGGGCGTACTTCGTTT
+TCAAATCTTCGGATGAGACTACTTAGGGTTGTATGGTTAAGTGACTAAGCGTATGTGGTGGATGCCTTGG
+CAGTTAGAGGCGATGAAGGACGTGTTAATCTGCGAAAAGCTTTGGTGAGGTGATAAAAACCGTTATAGCC
+AAAGATGTCCGAATGGGGAAACCCACTTACCATAAGGTAGGTATCGTTACGTGAATACATAGCGTAACGA
+AGCGAACCGGGAGAACTGAAACATCTAAGTACCCCGAGGAAAAGAAATCAACCGAGATTTCGTTAGTAGC
+GGCGAGCGAACGCGAATCAGCCCTTAAGCTTATAGGGTGCTAGTAGAATGTTCTGGAAAGGACAACGATA
+CAGGGTGATAGTCCCGTATACAAAAGCAACCTTTAAGTGAAATCGAGTAGGACGGAGCACGTGAAACTTT
+GTCTGAATATGGGGGGACCATCCTCCAAGGCTAAATACTACTAACTGACCGATAGTGAACCAGTACCGTG
+AGGGAAAGGCGAAAAGAACCCCTGTGAGGGGAGTGAAATAGAACCTGAAACCGCATACGTACAAGCAGTG
+GGAGCCCGATTTAGTCGGGTGACTGCGTACCTTTTGTATAATGGGTCAGCGACTTATATTCTGTAGCAAG
+GTTAACCGATTAGGGGAGCCGTAGCGAAAGCGAGTGTTAACTGCGCGTTTAGTTGCAGGGTATAGACCCG
+AAACCCGGCGATCTACCCATGGGCAGGTTGAAGGTTGAGTAACATCAACTGGAGGACCGAACACACGTAT
+GTTGAAAAATGCGGTGATGACTTGTGGGTCGGAGTGAAAGGCTAATCAAGCCGGGAGATAGCTGGTTCTC
+CCCGAAATCTATTTAGGTAGAGCCTCGCACGAACACCATTGGGGGTAGAGCACTGTTAAGGCTAGGGGGT
+CATCCCGACTTACCAACCCTTTGCAAACTCCGAATACCAATGAGTGATATGCGGGAGACACACTGCGGGT
+GCTAACGTCCGTTGTGAAGAGGGAAACAACCCAGACCGCCAGCTAAGGTCCCAAAGTACTAGTTAAGTGG
+GAAACGATGTGGAAAGGCATAGACAGCTAGGAGGTTGGCTTAGAAGCAGCCATCCTTTAAAGAAAGCGTA
+ATAGCTCACTAGTCGAGTCGGTCTGCGCGGAAGATGTAACGGGGCTAAACTAGTCACCGAAGCTGCGGAT
+TTGAACTTAGGTTCAAGTGGTAGGGGAGCGTTCTGTAAGCCGTTGAAGGTGAATTGAGAAGTTTGCTGGA
+GGTATCAGAAGTGCGAATGCTGACATGAGTAACGATAAGGGGAGTGAAAAACTCCCCCGCCGAAAGACCA
+AGGTTTCCTGTCCCATGTTAATCAGGGCAGGGTAAGTCGGCCCCTAAGGCGAGGCGGAAACGCGTAGTCG
+ATGGGAAACAGATTAATATTTCTGTACTTCTATATATTGCGAAGGAGGGACGGAGTAGGCTAAACAAGCA
+CGGCGTTGGTAGTCCGTGTGAAAGTATGTAGGTGGTTGACTTAGGTAAATCCGGGTCTTCATTAACACTG
+AGATACGAGACGAGACTCTACGGAGTTGAAGTTGTTGATGCCATGCTTCCAGGAAAAGCTTCTAAGCTTC
+AGATATATAGGAACCGTACCCCAAACCGACACAGGTGGTTAGGTAGAGAATACTAAGGCGCTTGAGAGAA
+CTCGGGTGAAGGAACTAGGCAAAATAGTACCGTAACTTCGGGAGAAGGTACGCTGCTCAACGTTAAACCC
+TTGCGGTGTAAGCGAAGAGTAGTCGAAGTAACCAGGTGGCTGGAACTGTTTATTAAAAACACAGCACTGT
+GCAAAATCGAAAGATGACGTATACGGTGTGACGCCTGCCCGGTGCCGGAAGGTTAATTGATTCGGTTAGT
+CCTCGGACGAAGCTGATGATCGAAGCCCCGGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGA
+AATTCCTTGTCGGGTAAGTTCCGACCTGCACGAATGGCGTAATCATGGCCACACTGTCTCCACCCGAGAC
+TCAGTGAAATTGAATTTGCGGTTAAGATGCCGTATACCCGCGGCTAGACGGAAAGACCCCGTGAACCTTT
+ACTATAGCTTGACAGTGAACATTGCTCCTACATGTGTAGGATAGGTGGGAGGCTTTGAAACCATGTCGCT
+AGATGTGGTGGAGCCAATCTTGAAATACCACCCTTGTATGCGTGATGTTCTAACCTAGGGCCCTTATCGG
+GCTTGGGGACACTGTCTGGTGGGTAGTTTGACTGGGGCGGTCTCCTCCCAAAGAGTAACGGAGGAGCACG
+AAGGTTGGCTAAGTACGGTCGGACATCGTACGGTTAGTGCAATGGCATAAGCCAGCTTAACTGCGAGACA
+GACACGTCGAGCAGGTACGAAAGTAGGTCATAGTGATCCGGTGGTTCTGTATGGAAGGGCCATCGCTCAA
+CGGATAAAAGGTACTCCGGGGATAACAGGCTGATACCGCCCAAGAGTTCATATCGACGGCGGTGTTTGGC
+ACCTCGATGTCGGCTCATCACATCCTGGGGCTGAAGTCGGTCCCAAGGGTATGGCTGTTCGCCATTTAAA
+GTGGTACGCGAGCTGGGTTTAGAACGTCGTGAGACAGTTCGGTCCCTATCTGCCGTGGGCGTTTGAGAAT
+TGAAGAGGGCTGCTCCTAGTACGAGAGGACCGGAGTGGACGAACCACTGGTGTTCGGGTTGTCATGCCAA
+TGGCATTGCCCGGTAGCTACGTTCGGAACTGATAACCGCTGAAAGCATCTAAGCGGGAAGCAGGCTTTGA
+GATGAGTTCTCACTGGGACTTTAAGTCCCCTAAAGGGTCGTTGGAGACTACAACGTTGATAGGTCAGGTG
+TGTAAGTGCTGCGAGGCATTGAGCTAACTGATACTAATTACCCGTGAGGCTTAACCATACAACACCCAAG
+TAGTTTTGCTGAGAAGTGATACTGAAGTGATTTGTATAAAGATTGACATAGACCGAAAGGTAAGAAAACA
+TCACGTACTTACGTGTTACTTGAACCAAGAAAACCAAACGATATTTATAGCTCATTGAGCAAGCTTTCTA
+AGATTGTCCCCTTTTTGTTTAGCGACAATAGCGCTGTGGTCCCACCTGATCCCTTTCCGAACTCAGAAGT
+GAAACGCAGTTGCGCCGATGGTAGTGTGGGAGTTCCCATGTGAGAGTAGGACATTGCTAAACTTCTAATT
+AGAGAAGCCCGTTACGAAAGTAACGGGCTTTTTACTGTCTGGGATTTAAAAAACGAAGTCCATATGAGCG
+TAGTACATTGCTAAGTTTCTCTTTAAAGAAACTTGTAGCTTACGCTACGGATTTTTTGCTTTCTGGCATT
+TGAACAATCTCACAGATAGTGAAGTGAAAGCCCTTGCGCCGAGGGTAGTGTGACTTAGGTTCGTTAAGCA
+CTTGTGAGTGCAGGACATTACTACATTATATTTAGAGAAGCCCGATTCGAATGAGTCGGGCTTTTTGCTG
+TCTGGGATTTAAAAAATGTAGTCTATGGAGCATAAGACATTGTTAAACTTTATTGTAAAAAGGCCATAAC
+TCTGGCTATGTGATCTTGTTCTCTGGGAGTTAAGTATACAGAGAACGGAATATTACTGTTAGGTCATAAA
+GTTATTAACTTAAGAAGTTAGATATTCACTGTGAAAACAGAGATCGATTCCAAAAATATAATACGATAAT
+CACTTCACTTGAGCTAGTTTCTTGAATTATTGATATCTTTTGAAAACAAGCTATGAACATGTGATTTTGG
+ATATGGCCACCTGCTTTATTGTAATAGCCTTTTAAAGCCAAGAAATTATAAACAATACATAGTCTATATT
+AATTAACTTTGACTACCTTATACATCTATTAAGAGGCTTATCTTGATCGTTTCAAATTATAATTATATAA
+AACGGTATTTCTTTGGTGAATATGAGATATTCGCACAAATATAGTGCGTCTATTGCCCTTATATCTTGCA
+AAAAAAGACAAGTTAAGTATACTTGCGCAAACTTTTTAAAGTTAAAGTTTTTACTTTAAAAAATCAGTGT
+GTCATACGAATAACGTCGTATAAGAAAATTTAAAAAATATGAGAAATGAACTTACAAAGCCAGGCCGGAA
+ATTTGCCTATCAACAAAGTGCTTTGATAACCCTAATAACACTCATTTTTACACTGATAACATATTTTATT
+TGGGGATTTGAATCCGCAAAGTCAGCTGCTTTAGGTGGCATAATTGGGATACTGCCCAATTTATTTTTCG
+CATACAAAGCATTTAGATTTGCTGGTGCGAGAGCGTCAAAGATGGTTGTAGAATCATTCTTTAGTGGCGT
+AAAGCAAAAAATGGCGTTAATGGCGTTACTACTTGGTTTAACAATCAAATTTGTAGTGATTAGCCCGTTA
+CCATTTTTTAGCATGTTTTGTTTAGTTATGGCTTTGCCAATAATAACTCCGTTTATTATTAAGCAGCAGC
+GGTAATTTACTTTTTTATTTTTTAAACTTTAATTATTGGGAAATTAATATGTCATCAGGCGCTGTGTTAA
+CCAGCCAAGAATATATTACGCACCATTTATCTAATTTGAAAGTAGGTGAGGGCTTCTGGGCTGTTCACTT
+GGATTCATTAGGATGGTCTGTATTCTTGGGTTTGGTCTTTTTAACGATTTTTCGTTCCGTTGCTAAAAAA
+GCAACTTCTGGCGTACCAGGCAAACTGCAATGTGCAGTAGAAATGGTTGTTGGATTTGTTGATGATAGTG
+TTAAAAGCACTTTCCATGGCAAAAACGCGTTAATTGCACCATTAAGCTTAACCATTTTCGTATGGATTCT
+CTTAATGAACTCTATGGATTGGGTTCCAGTGGATCTTTTACCACACTTAATCCATTGGGTTACAGGTATG
+CCTTTAGGTGATATCTACATGAAACCTGTACCAACAGCTGATCCAAACATTACTTTTGGTCTTGCGTTAG
+GTGTATTTATCCTAATCATCTACTATTCAATCAAAGTAAAAGGCGTAGGTGGTTTCATGAAAGAACTTAC
+TACACAGCCTTTTGGTCACTGGTCTTTATACCCAGTAAACTTTATCCTTGAAACGGTAACTATGCTAGCT
+CGACCATTATCACTAGCTTTACGTTTATTTGGTAACTTATATGCAGGTGAGTTGATTTTCTTACTTATCG
+CAACAATTGGTGTATTCCAATTGCCAGTACACTTTTTATGGGCAGCTTTCCACTTGTTGGTAATCCCATT
+ACAAGCGTTTATTTTTATGATGCTAACTATTGTATATCTTAGTTTAGCGCATGAAGATCACTAAATTTGT
+CGAAGAAGGTTATCAGGCCCGAGTGGGTAAATAACTTTCTTCATCAAAACAGAAATTTTTAAAACTTTAA
+CTTTAAACAATCGGAGATAAAAATGGAAAACTTTGGCTTAATGTATATTGCAGCGGCTTTGCTAATTGGT
+TTAGGTGCTCTTGGTACTGCTATTGGTTTTGGTCTTTTAGGTGGTAAATTCTTAGAATCTGCTGCTCGTC
+AACCTGAACTAGCACCACAACTACAAGTTAAAATGTTCATCGTAGCGGGTCTAATCGATGCTATCGCGAT
+GATCGGTGTTGCTATTGGTTTATACATCTTATTCGTTAAAATTGGTTAATTTTACCACTTTTTTTTTAAA
+CGAATAATTGATAGGAGGTACGCACAATGGATATTAATATGACCCTAGTTGGCCAATTAATTGCGTTTGT
+CGTATTTGTAATATTCTGTATGAAGTATGTATGGCCACCAATTATTGGTGCTATAGAAGATCGTCAAGCA
+ACTATTGCTGACGGACTTGCTGCTTCAGACCGTGCTGCTAAAGATCTTGAGTTAGCTCAAGAGAAAGCTA
+CAGCTCAATTAAAAGAAGCTAAAGTTCAAGCTGCGTCTATTGTTGATGCTGCTAAAAAACATGAAGCTAA
+AATTGTTGATGAAGCTGCAGGTAAAGCACAAGTTGAGAAAGAAAGAATCTTAGCTAGCGGTCATGCGGAA
+ATTGAAACTGAACGTAACCGAGCTAAAGAAGAATTGCGCAAAGAAGTTGCAGTTCTTGCTATTGCCGGTG
+CCGAGAAAATTCTTGAGCGTTCAATTGATGCCGCTGCACATAGCGACATCTTAGATAAACTCGTCGCTGA
+ACTTTAAGAGGAAAGAGCTATGTCTGAATTGACAACTGTCGCTCGTCCTTACGCTAAAGCAGCGTTCGAA
+TTTGCTGTTGAAGCTAAAGCAATAGATAGCTGGCTAGTCCAGTTAACTTTTGCTGCTGAAGTTGCTAAAG
+ATGAAACCATCAAAGGTTTTTTATCTAGTGGTGCTTCAGTAGAGCAAGCACAAACATTATTTTTAAATGT
+TTGTGGTGAGCAAGTAGACAGTCAAGGCCAAAACTTTTTGAAAGTAATGGCAATAAACGAACGTTTGTTG
+GTGCTACCACAGGTTCTTGAGCAATTTATAGCGTTAAAAGCTGATTTTGACCAAGAAGTTTCTGTGGATG
+TAACCTCTGCTGTTGAAGTAACAGCAGAGCAAAAAACAACATTAAGCGCCGCGCTTGAAAAGCGCTTGGC
+ACGTAAAGTAAAGCTTAATTGTTTTGTTGATGCGAGTATCGTCTCCGGTTTAGTTATAAAAGCTGGTGAC
+ATGGTAATAGATGGTTCAATCAAAGGTAAACTGAACCGCTTAGCAACAACATTACAATCTTAGATAAGGG
+AACAGAGCATGCAACTGAATTCCACTGAAATCGCTGAACTGATCAAGAATAGAATTGAACAGTTTAACGT
+TGTCAGCGAAGCTCGCAACGAAGGTACTATCGTTTCTGTAACAGATGGTATCATTCGTATCAATGGCCTT
+GCCGATGTAATGCAAGGTGAAATGATCGAACTTCCTGGTAGCCGTTTTGCTATCGCGTTAAACCTAGACC
+GTGATTCGGTAGGTGCGGTAGTAATGGGCCCTTACGCTGATTTAGCGGAAGGCCAAAAAGTTAAAGGTAC
+TGGTCGTATTTTAGAAGTACCAGTAGGTCGTGGTTTATTAGGCCGCGTAGTAAACACTTTAGGTGAACCA
+ATTGATGGCAAAGGCCCAATTGAAAATGATGGCTTCTCTCCAGTAGAAGTTATTGCACCAGGTGTTATCG
+ATCGTAAATCCGTTGACGAACCAGTTCAAACTGGTATCAAGTCAATTGATGCTATGATTCCAATTGGTCG
+TGGACAGCGTGAATTAATCATTGGTGACCGTCAAATCGGTAAATCAGCGATTGCACTTGACGCTATCATC
+AACCAAAAGAACACAGGTATTAAAAGTATTTATGTTGCTATCGGTCAGAAAGCTTCTACCGTTGCAAACG
+TTGTACGTAGCTTAGAAGAGCACGGCGCGTTATCAAATACTATTGTTGTTGTTGCCTCAGCTTCTGAAGC
+TGCTGCACTACAATACCTAGCTCCATATGCTGGTTGTTCAATGGGTGAATACTTCCGTGATCGCGGTGAA
+GATGCACTAATCGTATATGATGATTTGTCTAAGCAAGCTGTTGCTTACCGTCAAATTTCATTACTTTTAC
+GTCGTCCGCCAGGTCGTGAAGCGTACCCAGGTGACGTTTTCTATCTTCATAGTCGTTTATTAGAACGTGC
+TGCTCGTGTAAACGAAGCATACGTTGAAAAATTCACTAACGGTGAAGTTAAAGGTAAAACAGGTTCATTA
+ACTGCCTTACCAATTATTGAAACGCAAGCGGGTGATGTATCTGCTTTCGTACCAACTAACGTAATCTCAA
+TTACCGATGGTCAGATTTTCTTACAATCAGATCTATTTAACTCAGGCATACGTCCTGCTGTTAATGCTGG
+TATTTCAGTATCTCGTGTTGGTGGTGCTGCGCAAACTAAAATCATCAAGAAACTTGGTGGTGGTATTCGT
+TTAGCATTGGCTCAATACGCTGAATTAGCAGCTTTCGCTCAATTCGCATCTGATTTAGATGACGCGACTC
+GTGCTCAATTAGAGCATGGACAACGCGTAACAGAATTAATGAAGCAGAAGCAGTACAGCCCATTATCAAT
+TGCAGAAACAGCGGTATCATTATTTGCTGCTGAAAAAGGTTTCTTAAACGACGTTGCTATAAACAAGGTT
+GTTGATTTTGAAGAAGCTCTACATGCATACATGAGTAATGAGCAAGCTGCGTTGATGGCTACTATCAACG
+AAAAGGGTGATTACAATAAAGATATCGAAGCTAGTTTGAAAACAGCACTTGAAAATTTCAAGTCTACTCA
+AACTTGGTAATCAGTCTTTAATTAAGTAACCTTTTCGGAGAAGAGTCATGGCCGTTGGTAAAGAAATAAA
+AACCAAGATTGCGAGTGTTAAAAACACTCAAAAGATCACAAGCGCTATGGAAATGGTAGCTGCCAGTAAA
+ATGCGTAAAGCGCAGGAAGGCATGGCAGCCTCTCGTCCATATGCGACAAATATACGAAATGTGATCGGTC
+ATATTGCGCTTGGTAACTTAGAATATCGTCATCCATATATGGAAGAACGTGAAACTAAGCGTGTTGGCTA
+TATTGTCGTCTCAACCGACCGTGGTTTGTGTGGTGGCTTAAATATTAACTTATTTAAGAAAGTACTTGCT
+GATGCTGCTGAAAAGCAAGCATCAGGTGCTGAAGTTGAATTTGGTGTCGTAGGCTCAAAAGCTACATCAT
+TTTTCAACAATATGGGCGCTAAAGTATCTGCACAAATATCTGGCTTAGGGGATTCCCCTTCACTTACTGA
+CTTAGTTGGTAGTGTTGCGGTAATGCTTAAAGCTTATGATAACGGTGAAATTGATAAGCTATACGTTGTG
+TATAACAAATTTGTTAATACTATGACGCAAGACGCGACAATTGATCAATTGTTACCTCTACCTAAATCAG
+ATGACGAAGAAATTAGTCATCGTTGGGATTATATCTACGAACCTGATGCTAACTCATTGTTAGATAAGTT
+ATTAGTTCGTTATATCGAATCTCAAGTATACCAAGGTGTTGTTGAAAACATAGCTTGTGAGCAAGCTGCC
+CGTATGGTTGCGATGAAAGCCGCAACAGATAATGCTGGTGATTTAATCGACGATCTACAGTTGGTATACA
+ACAAAGCGCGTCAAGCGGCAATCACTCAAGAATTGGGTGAGATTGTTGCTGGTGCAGCTGCGGTAGGGTA
+AGCAGATAATTCAGTAATGAATAAATCTGAAACAATTTTCGTAATTTAACGACAAGTTAGCCTAAGCGAA
+GCTGGGCTAACTTAAATTAAGAGGAATAAACATGAGTACAGGTAAAGTCGTCCAAATAATTGGCGCAGTT
+GTGGATGTAGAATTTCCACAAGATGCCGTACCTCAGGTATATGACGCATTAAAGATAACTGAAGGTGACC
+TTGAAGGTTTAGTACTTGAAGTGCAACAGCAGCTTGGTGGCGGCGTTGTGCGTACTATCGCAATGGGTAC
+ATCTGACGGTTTGCGTCGTGGTCTGAATGTAGTAAATACAGGTCAAGGAATCCAAGTACCAGTTGGTGTT
+GAGACTTTAGGTCGCATCATGAACGTACTGGGTGAGCCAATTGATGAAGCTGGCCCTATCGGCGAAAAAG
+ACCGTTGGTCTATTCACCGTGAAGCACCTGCTTATGCTGAACAATCAATGTCTAACGAATTGTTAGAAAC
+TGGTATCAAAGTAATCGATTTAGTTTGTCCATTCGCTAAGGGTGGTAAAGTTGGTCTTTTCGGTGGTGCT
+GGTGTTGGTAAAACAGTAAACATGATGGAACTTATCCGTAACATCGCAATCGAGCACAGTGGTTACTCAG
+TATTTGCTGGTGTTGGTGAGCGTACACGTGAAGGTAACGATTTCTATCACGAAATGAATGATTCTAATGT
+ACTTGATAAAGTATCATTAGTTTACGGCCAAATGAACGAGCCTCCAGGAAACCGTTTACGTGTTGCCTTT
+ACTGGTTTAACTATGGCTGAGAAATTCCGTGACGAAGGTCGTGACGTATTATTCTTTGTTGATAATATCT
+ATCGTTATACTCTTGCGGGTACTGAAGTTTCTGCACTTCTTGGACGTATGCCATCAGCGGTTGGTTATCA
+ACCAACACTTGCTGAAGAAATGGGTGTATTACAAGAACGTATTACTTCAACTAACAAAGGTTCAATCACT
+TCAATCCAAGCGGTATACGTACCAGCAGATGATTTAACTGACCCTAGCCCTGCAACTACTTTTGCTCACT
+TAGATGCAACTGTTGTATTAAGTCGTGATATTGCTTCGCAAGGTATTTATCCTGCGATTGACCCACTAGA
+TTCATCTTCACGTCAACTAGATCCATTAGTAGTTGGTACTGAACATTATGAAACTGCTCGTGGCGTTCAA
+ACAGTATTACAACGTTACAAAGAACTTAAAGATATCATCGCCATCTTAGGTATGGATGAGTTATCTGAAG
+AAGATAAGCAAACTGTATCTCGTGCACGTAAGATTCAGCGTTACTTATCTCAGCCGTTCTTCGTTGCTGA
+AGTATTTACTGGTTCTCCTGGTAAATATGTATCATTAAAAGACACCATTGCTGGCTTTAAAGGCATTTTA
+GCTGGTGAATACGATGATATGCCTGAGCAAGCGTTCTACATGGTTGGTGGTATTGAAGAAGCCATCGAGA
+AAGCGAACAAGATGTAATCATCTGGTAATTCCCTGCAGCAAAAGCGGTAGGGAATTACATGAATAGAGGT
+CGAGTCAAATGGCATTATTAACTGTTAATCTTAATGTAGTAAGTGCAGAAGAAAGCTTGTTTTCTGGTAG
+CATTAAATCATTACAGATCACAGGTAGTGAAGGTGAATTAGGCATTATGCCTGGTCACGCACCTTTACTG
+ACCTCACTAAAACCTGGTATGGCACTTATCACTAAAGCAGATGGCACTGAAGAAGTTATCTATCTTTCAG
+GTGGTATGTTAGAAGTTCAACCAAATAACGTTACCGTGTTAGCTGATGTAGCTACGCGTGCTGCGGACTT
+GGATGAAGAAGCGGCTCTTGCTGCTAAACAACGTGCAGAAGACAACATGAACGCCCATGGCGGCGATGTT
+GACTATGCTGCTGTTGCTGCTGAATTAGCTCGTGCAGTAGCGCAATTACGCGTTATTCAAGCGACTAGCA
+AGCATAGCTAATATTTGGTTACTTTTGTTAGTAACTAGATAAATACCCTCAGGTTTAGTGACTTCTACTC
+TTAAAAGTAAGCGTAGAAGTAAACACAGATACCGATTTTGAAAGCCACTTTACTTTTAGTAAAGTGGCTT
+TTTTGTGCCTGCAGTAAAGTTGAATGTTTTGCATGAAAGAAAGAAAAATTAGATTAGGAAAGTATTAACT
+TATTAACGGCATTAATTTTGGTATATCTAAGTGATATTTTACCACAAAACTATCGAATGCTGACCATTGT
+TCAATAGCTAGTGATCTCAAATGATTATTAATTTTTGCATCATTTGTATTATCTAAATACCATAAGCCAT
+TTATAAAGTAGCTATAAAGAAGATAGTAAGTTAATAATATTTTATTCGGCTTGTAACTTGGTACTAAGGA
+CATATAGCGATTAACAATCTCATCTATGTGGAGAGGTGAAATGTTATTAATAGCAATGAACATTGATAAG
+TCGAAATCTACCGGTGCTAAATGGCTACATTCGAAATCTATTAACCAAGATTGTCGCGTTTCATCAATAA
+TAATATTGCTGTAATTTATATCACCATGGCAAATAATATTAGTGACATCAGAGCGCTTCTGTTCGATACC
+AATCTTTAAAGTCAGTGTTTCAGTGATGTCTGCTAAGAAAAGTTTTTGTTGTGATGGTATTGAGTTGGGG
+TTAGTGAATAAGCGCCGTACTGACTCAGAAGTATCTAAACAGGGAATAGTTTTAGCATTCGGTTGTGGTA
+CTAACTGATGTAATTTAGCCATGAGAGTTAGGCCAGTATCAATACACTGACTACTGCTAAGTTCATTTTT
+ATCCAGTGTAATACCCACAATATAGTCAGTGACTAACCAAGCATTGTCATGGTAGATAATTCTTGGGCTT
+AGGCCATGTTTAGCTGCATATTTGCTAGATAAAACCTCTGTTTCAGCAGTTTCACTATTTAATTTTTTTA
+CAAAAAAAACCTGTAAGGCAGTCGTCACTTTAATGCAGGTGTGACTCATGCCATCAATCAACAATGAAAT
+ATCTACTACCTTTTCAAAACAAGGTAGGGATCTGAGTGAGTTAAGTTGTGAAGAGGTAAGCGACATTAAA
+CTATCTAGTGTTAGCTATAGCAGAAGGTTGTAAATTCGTTGAAGACTTTTGGTAAAGTTTCAACCATTTA
+TGATAGCCGTAACCAGCAACAATAACGAAAACAATAAATAAAACGGTAGTCGGAATTAAGCCTTTTTCAA
+GATATAAATAGATAGAAGCTAAATCAATAACAATCCAATAAAGCCAGTTTTCTAACACTTTGTTAGCCAC
+TAAATAAGTAGCAAATACCGCATAAACCGTGGTGAAGGTATCTAAGTAAGGAAAGTGTGCAGGAGAATAA
+TTATCCATAAGATAACCTAACCCCATCGCCAGTAGTGCTAGGGCAGCACAAACCTTGATATGCCAACTTA
+ATTGCCAGCTAACGATGGTTAGTTGGCTACTTTCATTTTGATTTTGATCAGGTTGTTTAGACCATTGCCA
+ATAACCATAAACCGCCATTAACAGGTAATAGGCGTTCAAAGCGCTATCCATTAATAATAAAACGTCATAA
+AAGATAACAGTATATAGTGCTGTACTTATAAAGGCTGCTGGCCAACACCATCGTGAGCCTTTAGCGGCTA
+GAATCACGTATGCTATTGAAAGCACCATAGCAACTAGCTCAAGCCATGGCAGCTGTTGAAAATAGGCCGA
+TACACTGTTTAATAATTCTGTCATTAACTTTCTGCTTCAACTTGTGAACGATCACCATTAATAAATTTAC
+AGACAAAAACTGCAGCACCTGTGGTTTTATGAACGTGCTTAATTTCAGCCATTACATGGTTCACCGCAAG
+ATCGTAATCACCAAATACTTGCGTACTCATACCGTTGGTTATCACTTGTAAACCTTCAACACCTCTCAGT
+CGTTTTATAAACGCCCAAATTTCTGTTTTATACTGTTCTTCTGCTAGTGGGTATAAGCTCAGTTCGATAG
+ATATTTTCATAAGTTACCTCTCAAGGTTTTTGGAAGTGAGGTTAGTCACTTCCAAGTTTATATCAGTAGT
+GATTAGAATTGATAATCTAGCGTAGCGCCGAAGACTAATGGCTCTGAAAGCTGCGTGTATTGTTTTGCAG
+TATAGCCATCACGAGGGTCATTACCAAAGTAAAAACCTCGATTTGCGTAGTCTTCATTTGCTAAGTTACG
+ACCCCAAATCTTTATCTGCCAATTATCTTGTATATAAGCGACTGAGGCATTTAATAGTGCAACGGATTCT
+GATTGCTCGTCATGGCTATCGGAAAAGTAAAAACTATCTTTACCATCAACTGACAAGTTAATTAACCAAT
+GGTCAGTAGGTTGAACATTTATGCCGACGTTAAATTGATAATTTGGCGCATGGGCCTGTTCACGCCCGCT
+TAATGAAACACCATCAGCATTAACAAAATCATTGAACTCTGTATCAAGTAAACCGAGTGACCCGTACACG
+TTTATTAAGTCATTTATATACCAAGCACCTTCAATTTCAACACCATAGTTACTACCCGTAGCGGCGTTAC
+CTAAATAGCTAATAAATTCAGAGCTACCATCTTCACGTATTATGGTTTTAGAACTCTTAACTTGCATGTC
+TTCGCGATCCATATAGAAAACCGAAGTTCGAACATAAGCACTGTTCTCGAGTAAAGAAACTTTGTAGCCG
+ATTTCATAATTCAATAAATACTCAGGGTCAAAAGTACGTAAATCTTCAGGTAAAGTACCATCGGTATTAT
+GCCCACCCGCTTTATAGCCTCGGTTAATTGATCCGTACCACATACTGTCTTCATTTTGCTGGTAACTAAG
+TACTAACTTACCACCCACCATTGTATCGTCGATCCTGTCATCAAATAAATCTGAATTGTTATAGTCAGCA
+CTGCGATTTTCAATGCGTAAGCCTGACATTAACGACCATTTTTCAGCAATTTGAGTATCTAATTGACCAT
+ACAACGCTACACTCGTGCTTTCGTTAATTGAAGTAAAGTCACCGCTAGCATAAGTGTATTGGCGTAAAAG
+GTCTTCATCGTCTTGTTTAAAGTAAACGCCTGCAACCCAAGCAGTACTGCCATTAAAAATTTCTTGGCCT
+TGGTTAGAAACCGCACGTAACTCAGTCGTTAATACGGTTTTATCACGGTAATAATGGTCAGTAGATGAGT
+AGCCATCAAAATCAGCTAAACAGCCAGATGGGGTAATGCATGGGTCTGGAGTATAAACAGGGTCATCACT
+GCGCCACTCATATTCGCCAAAGGCCCAATCTTCATCGTAACCATAGCCTAAATCTGTATCTGAATGGCTG
+ACAATGGCTAATAGGGTGGCGCTTTCAAAACCTGTATAGGTAAATTTTGCTGAAAAGGCAGCTGTTTCTT
+GTTGGTCAAAACCAGGTTGGTCTGAATAGGTTTCTCTGGTGTTATCTAAAGAAAATACATCATAGCCATT
+ATCAAAATCGAAATAGAATCCAGCAAGGTCAATGGTTAGATCATTACTTGCTTCTATGGCTAACTTGCCA
+CGTACGCTTAATTCATCACGATTGTTGGTATCATCTCGTTGTAAATGGATATTTTCGGTAAAACCGTCAC
+TGTTATGTTGGTTGACGGCTAGACGATAATTCACTGTATCACTTGCAGGTCCAGATAAGGCAACACCCAT
+ATCGTAAGAATTATAATTACCAACACCCAGTTGAACAGCACCTTCAAAATCTTCTGTGGGTTCATTGGTG
+GTAATATTGATCATGCCTGCAATTGCGTTAGCACCAAAACGTGTGCCTTGAGGACCTCGAAAAATTTCAG
+CTTGCTTCACATCAAATAAATTAGCGATGCTGCCAATACCAGTAAAGTCGATATCGTCAATAATCATACC
+TACAGAGGGGTTGATCGGCTCTTGAAATTGACTACGTTCACCAATGCCACGAATTTGATAATAACGTGCT
+CGCTGTGAGCCACTGGCAAAGTTAACATTAGGGCTAACAGCAACTAATTCTTCGAGATGACGTGCATTTC
+GTTGATTAATTTCAATATCGGTTAAAACCGATAAAGAAGCTGGAGTATTTTGTAAGTTTTGCTGGCGAAA
+ATCACTGGTGACCGTGATAGTTTCAAGATTGCCGGTATTGCCGGTATTGCCGGTATTGCTGGTGTCATTA
+TTCGCTTGCTGTTCAGCTGAAGCGGTAACGTTAAATAGACTTGCAGTGATAGCTAAACAGGTAGCAGATT
+TGGAGAACGTCATAAAATCTCATCAAAAAAAAGTAGGAGCGTGTGCAAGGAGGATAATTTTGATGAATTT
+TTTAGATTTATCTACAATACCAATTCTATTAATATATTAACTATTCAGCGAGAATTAAAAGGTTTATTAG
+GCAAGGCTTTGATTGCAGAGAATGGTTATTCCCTTGTCGCAATCAATAACGCTGCATATAAGCCTTTACC
+TTTTATTAGGTACTCGCCTTTGGGAGCTCGTTAGGAAAGTGATAACGGCACGAATTTATTTGATTTAGAA
+TGACTAAACTTTCACAAATTCTATTTGTTCTAACTTCCCTAGCGTAGCTCTGACTAAGTCATATATAAAT
+GGACTTGGTATCCACCATCCCTATGCCAAAAAATTAAGTAAACTAATTTTCTGCCCAGGTTCAAAGAGTA
+TATTTCTCAGCGACAAATCAGTTAAAAATAATTAAATGACAGCGCACCCCTTGGTTCAACGCTATTCTAG
+CAAATAAATACACTATAATCTTTTTATTGTTTGGTACCTTAGGTATATTGGGGAATCCACATTGTGGTAA
+TTTCTTATAATGCTAATTGGAGTCATTTATCGTCCTCTTGGTATAAATCAAAAGTAGTGAGTGTTTATGT
+TTCCTAATTGGCAATTAGTGCTGTTAAGTTTGGCTTATATTGGCCTATTATTTTTAATTGCTTTTTTAGG
+TGACCGATACCGACACCAGTTGGCTAGAAAGGGACAGAGCATTATTTATGCACTGACCTTGGGGGTTTAC
+TGTACCTCTTGGAGTTTTTTAGGAACAACAGGACAAGCATCGACCAGTTTACTGTCTCACTTACCTATTT
+ATTTAGGGCCCATTCTATTATTCGTTTTTGCTTGGCCATTTATCCAACGTATTATTCGCGTTAGTTTAAA
+ACTTCATTTAACCTCAATTGCTGATCTATTGGCAGCTCGATTTGGTAAGTCTCACAATCTCGCTATCATG
+GTCACAATTGTTGCGCTCGTTGGCACCATGCCTTATATCGCGCTGCAGCTTAAAGCTATGGTGTATTCAT
+TTCAGCAACTTCAAATAGACCAAAGCTTAAATAGCTGGCACATCGGTCTAGTTGTTAGTTTAGTTCTAGC
+TATGTTTACCGTTTTATTTGGTATTAGACATATCGATGTCACTGAGCGACACCCAGGTGTGATGCTGGCC
+ATTGCCTTTGAATCTTTAGTGAAGTTAGCGGCCTTTTTAGCGGTAGGTATCTTCGTTTGTTTTGTCTTGT
+ATGACTCGCCAGCAGATATTTGGCAGCAGGCCAATGCTGATGAATTATTAGAACAGCAATTAACCATAGA
+CAATGTAACGTCAATGTTTGCCATGTTGGTGATTGTTATGGCGGCTTTCTTGTCTTTGCCAAGGCAATTC
+CAAGTCATGGTTGTTGAGCTTAAGGATCAAAGAGATACTTGGTTAAGTCGTCGAGTTTTCCCTATATATA
+TTTTAATTTTTGCCTTTTTTGCTGTGCCGTTGGGGTTAGCTGGTCAAATGCTTCTTGGTAATACGGTGCC
+TTCTGATACCTACGTACTCTTTCTTCCTGACGTTACCCAACAAACATGGTTGACCTTATTTGCCTTTTTA
+GGTGCAGTCTCGGCAGCAAGTTCTATGGTCATTATCTCTTCGATTGCTTTGAGTACCATGTTGAGTAATG
+AAATTGTTTTCCCTCTGCTTTATCGTCGTCAAAAAGTAGCACAGACTGACTATGATAACTTTCGCAAGCG
+ATTGTTAAATATTAGAAAATTATTGGCTTTGTTTGTTATTTTATTAGGTTATGGTGTTTTCATCATGGCT
+TCACCAGATACACTCTCTTCATTAGGGGAAGTGGCCTTTGGCGCTTTCGCACAATTAACACCAGCCCTTA
+TTGCTGCTTTTTATTGGCGTCGTGCTAGTTTAATGGGCGTTTATGCAGGGATTTTAGTGGGTTTTATTTT
+GTGGCTTACTCTTAACTTTTTACCTCAGTTTGGTCTATATGCTTCGCCTTTTGCCGAAGGCTTTTTGCCT
+GTTAAAACCACGGCGACCTTATTTAGTTTAGGCGCTAACATTATTGTAATGTGGGCTTTGTCTCAAATCA
+GCAGACAAAGTGTACAAGAGCGAGTTCAAGCATCATTGTTTTTAGAGTGGCAGTCACCTAAGTTATTAAA
+AGTAGAGAAAAAAAGACAGCTTGATGTACAAGAATTAGAACTGTTAGCCTCGCGTTTCGTTGGTTTGGAA
+AAAGCACAAGCTAACTTTAATTCCTTTTTATCATCGCATGATAAAAAGGAGTTGGGCAATGTCATTTATA
+ATCAACAATTGATCCAACATACCGAAAATACCTTAGCTACGGTTATGGGCTCATCTTCGGCACGACTAGT
+GCTTTCTTCCGCATTAGATGGTCGTGATATTGCCCTAGAAGAGCTGGCGGTACTTGTTGAAGATGCATCT
+AGTCAACAGCAAGAATTTTCTCAACATTTACTACAAAGTGCCATTGAGAATGCGAGTGAGGGCATTTCGA
+TTGTTGATGATGAGTTACGCTTAGTGGCTTGGAATAAAAAATACTTAGACTTATTCGAATACCCCCCTGA
+ATTAGTCTATATGGGCAGCCCAATATCCGCCCTTATTCGTCATAACGTGAAACGAGGTTTGTGCGGCTCT
+GGTGATATAGAGTCACAGGTAGAGCGTCGTTTAGATTTTTTACGTAAAGGTAGCCCGCATAGCTCGGAGC
+GGCAACAAGTGAGTGGCCAAACTATTCGCATTGAAGGTAATCCGCTTCCTGGTGGCGGTTTTGTCATGCT
+ATTTTCTGATATCACGGCATATCGACAAGCAGAGCAAGTCCTCAAAGAAGCAAACCTTGATCTTGAAACC
+CGTGTTTATGAACGTACGCTAACGTTAGCTAAAACGAATGAAGCGCTAGCGAAGGCACATGAGAAAGCAG
+AACAAGCGCATTTGAAAAAGAGTCAATACCTAAACGCTTGTAGCCATGACTTAATGCAGCCGCTTGAAGC
+TGCGAGATTATTTACTTCAGCATTGTCAGAACAAAATAATTTAACGACTGATCAGCAAAGGCAAGTCGAA
+AATATCGATCGCTCTCTCAAAGCGGCGAACGATTTATTAGCTGATTTAGCAGAAATTGCGCGATTAGAAA
+GTGGCAACATCAAAGCTAATATTCAAGCATTCGCACTGAATGAATTATTTGAAGATTTAGCGCAAGAATT
+TTCGGCCCTTGCGATCGAGAAGTCAGTAGAGTTTCGTTTGGCGGTGAGTAAAGTATGGGTGAAGTCAGAT
+AGGCACTTATTAAGACGTATCATTCAAAACCTTGTTGGTAATGCCTTTAGGTATGCAAGTCCAGGCAAAG
+TATTATTGGGTGCCCGAGTCTTTAATAATCAAGTAATCATACAAATTTTAGATAATGGGCCGGGTATTCC
+AGTTGAGAAGCAGGTCCTGGTGTTCGAGCAATTTACCCAACTTAATACCCCAAATAATCATGCGGGCAGA
+GGATTAGGTTTAGGGCTTAACATCACACAAAGTTTGGCGCAGTTATTGGGACACACGTTAAGCTTACAAT
+CAAAAACTATGCAAGGCTGTAAATTTTCTGTGCAAGTAGAACAAGCTGAGCCACTAGTACAAAGTCGTAT
+TGTTAATAACCCAAGCTTTATCGTTGCTTTAAAAGACATTACTGTATTATGTATTGATAATGATCCAGAT
+GTACTCAGTGGCATGGTTGAGCTACTTTCAGCATGGCAATGTAATATCCTCGCAGCAGATTCTAGAGAAA
+CAGCCTTAGAAGAGTTTGCTAATCACAGTAATGAGATTGATATATTACTGGTAGATTATCAATTGGGTTA
+TCAAACTGATGACCCACAAGGCAAACAAGTTGATGGCTTAACCTTAATTAGTGATTTACGTAGCCAATGT
+CATCATTCGTTACCCGCAATATTAATCACGGCGACAACGGAGCCTGGGATTGAAGATAAGGCTAGAAGTT
+TAGATGTGGGATATATGCGTAAATTAGTGAAACCAGCAGCGTTAAGGGCGATGATGAGTGCCATGCTTGC
+TAAGAAACTACAAGCAGATTACGTCGGTTATAGTTAGGTTGGCACAGTCGGTAAGACAATCTTATTGTGT
+AGATTTTAGTTAACATAAGCATGACGAAAAAAGCTGCTACATATTATGTAACAGCTTTTTTTATTACCAT
+TGCACTCGGCTATGTTATACATAGCAGTCGCCATTTAGGATGCAAGATTAAACCGAAATTAGAAACACCT
+TTAGTTAAGGAACTCTATTTGTTTTTTATGTTCTAAACACATCACTACGTTGTTATACCTGGTATTGAAA
+TAGCTCAAACACCAATGAAACATGCATCTTGAATGGTATTGAATATGTATTTCTTAGAAGATAGTCATGA
+CTTACGATATGGAACTCACAAAATGAAGCTTATACAATGAAAAAACCTTTACTGTTGAACAACAAAACCT
+TGTTTGCCCTACTTGTTACCCTCAGTTGCGTGATGTCTTCACCAGCGTTAGCAAAAAAATCAAAAGCCGT
+CGAATTTAATGAAGTTGTTATTAATTCACCGTTTAAACTTACTCAAGAAATTATTGCAGCAGATGTACTG
+CCAAGTAAGGGGAAAGAGCTCGTTACTTTTTCTATTGATGAACAGAGTAATCGTTGGTTAATCATTTATC
+AGTTAGACCATACGGCTAATCAATATGTTGTTGCGGAAAAAATCATCGTGCCTAAAGCCTTTTATCGCTT
+TGATTTAAGTAAGCAAACGGACGAGAAACAACAAAGTATTTATTTCCTTTCTACTGATTCTTTATTCCAA
+TATCAAACAAATAAATTTAAGCGGTTGGCAAAGATAGAGTCACTCTATATTCAAGAACAGGCGGACTTTA
+TTAGCCGAGGCGACTTCATTCAAGACTTAAACAATGATGCTTTTGATGACGTCGTCATTGCTGATTTTAA
+TAAAACTCATGTTTTTATAGGGCAAGGGTTGAACACGTTTGCTAAACAAACATTGCCAATAATGCCCAGT
+GTCCGTGTTTTATCTGCAGGAGCAAGTTACACCGAGACCAAGCTATATTTTAGTGATGTTAACTTTGATG
+ATAAAACGGATATCTTAGTGGTGGGTGATGGTGAAATGCTTGTTTATTCACAATATGGAGCGAGTTACTT
+TACTAAAGAAGCAACAAGTATAACGATCAATAAAGCAATCAGTGGCACTGAATGGTGGAATAAACGTGAT
+GAAAGCGGTGAACAATTAGACCAAAGTGATTTGGAATATAGGAAGATTGAAGAACTGCGAGATGTTAATG
+CTGATGGTATGACTGATATGGTCGTGCGCTATACCAAAACTTCAGGTGTGCTTGATCGCGTGAACGATTA
+TGAAATTTTCCTTGGTAATAAAAATCAAGGAATGTTGGGCTATGCACAAGAGGCTGACAGCGTTATTCAC
+GCAGAAGGCACATTAACAGGTCTAGAGTTTGTTGATATTAATAATGATGACAAACTTGAGGTATTGCTCG
+CGGGCTTTGATATTGGCCTATCGCAAATTATTGGTGCTTTAGTTACCGGTGGTATTGACCAAGATGTTTA
+CGTCTTTAAAATGAATAAAGAAGATAAATTCCCAACCCGGCCGGCGATTAAAAAAGGGGTAGAACTCACC
+TTTAGCTTAACCTCTGGGCAAAGTGGTAGTGCTATTGTTAAGTTAGCAGACTTAAACGGGGATGGGTTGA
+AAGAGCTTGTTTTATCGGATGATGACGATGAGTTGAAAATATACCTAGGTATAAAAACCAATAAGAAGAA
+AAAATCATTTAAAAAACGTAGTGTTAGTTATGATACTCAGCTACCAAAAGATGGCAATCTGGTGATGGTT
+GAAGATTTAAATGGCGATGGTAAAGACGATTTGTTGATGAAGTTCTCTCGTCTTGATGGTGAAGATAAAG
+CTAAGCAGTTTAAAGTGCTCTTTTCTCAGTAAGTCCATGTGATAATACCAAACCAGTGGTACTAATGTAG
+TGAACAAATAATGAAACAAGCCATTTGTGGTTATCATCAAGATGAAGAACACCATTGGGTGGCGCAACTT
+GCCTGTGGGCACTTCCAACATGTTAGACACAATCCTCCTTTTACGAATCGGCCTTGGGTCATTTCATTAA
+AGGGGCGTCAAGGTATGCTGGGCCATCTCTTAAAATGTAAGAAGTGTGATGAAGCAGCGCCTAAGGATAA
+GCTGTAAAGTACAGTCAGGTGCTTGTTGAGTATTTACTGGGGTAGCAATAGCTCAACAAGCACCTGAGTT
+TTTATAGAGAGTTTGCTTTTGACCACAGGGCATCAGCCGCTTGAAATTGCCCTTGTTTACTATGGACTTG
+TGCAAACGCTTGTAAATCCTGACGGTCATATTGCGTACCATATTCGGTATCTTCTAGTTTTAATAGGCTA
+CCAAAAGCTTTTTCTGCCATAGAATATTGTTCACTTTTCATGGCTAAATGACCTAAACAACTCAACCATT
+TACCACTATGGATATTCTTATGGAGTTGCTTCTGAACTATCGCAATTAACTCATCGGCGCGCTTAATAGG
+TAAATTACGAATTTGTTTTAAAAAGTCGCCACTGGGTGATTTTTTAAAAAGCGGTACTAATAACTTATTT
+AACGGCTCGGTGATTTCGTTTTCGGTTAATACTTTACAGTAAGCAAATAACACCGCTTCTCGTTGTTTAA
+CCTTACGGCTCAGACCATTCCAATTATCGTGCAGTACTTCGCTATCATGCTGTTTGATGCTTTCATTAAA
+GCTACCGTAATAGGCGAGTTGCTCCCACGTTTGAACCGTTTCATCCAGAATTGTCTTTTCTTTACGCGCC
+GCTGCTATGTATTGCACGGCTTGTGCAAAGCGTTGCTCTATGATGCATAAATCAATTTCAAGTGCCAATA
+AGCGGGCGTCATGGCCAATTTGTTTGTGGTTTTCATCAATTAGCGCACGGGCTTTAGCGTAGGTTTCAGT
+TTTATCTTGGTTCATTAACAATTTAATATTAACAATGACACTTTCTAAACCAACGTCTTTGAGTTTAACG
+GTTTCTTTTTCAAGTAATGCTAAATAGTGATTGGTATTACTATTTAAGTCTAACTTTGCAGATGCCGAGG
+CAGCAAGTAGGTAAGCGCTTTGTTTTCTTTTAGATGGAATAGCACTTTTAGCAAATAACGCTTCTGCTTG
+GCTATAATCCTCTAACATATACGCGGCAAGACCCTTATTGAAGTTGGCAATGCCACGACGTTGTCCGGCA
+AAAGCAAGCTTATTCCAGGTACCAAAGCTAATATTTAAACCACCGCGTAATAGTTTTAAACTAATAACTA
+GCGCAATAAAGAGTAGCGTTAACATAATACCAGCTGATAATACGGTTAACTCAATGGTGGTGTTACCCAT
+AGCAATAAGAATGTAACCTTTTTCATCGATTAAAAAAGGGCTTATTGCCATCACACTGAAAAAGATGATT
+AAGGCAATGATAATGCGGATCATAACTGACCTCCACTCGCTTTTTCACTTTCAGGTTTAGGGCTATCTTT
+TGGTGCTGATGAGGGTTCAGCAAGTTGTTCAACAACCTGTTTTTCCGTTTGTTCAACTTTTACACTTTTT
+GACTTAGACGTTTGCGGTTTCGTTACTTGCTTGGAATCTTGCAGCAAACGTTTTATTGCCGCTAATGAAC
+GTAAATCACTTGGGTAGTCATAATGAATAGTCTGTTGCTTGAGCTGTTCTATCGATTGATAGAACCTTTT
+GTTTACAGGCGAGTTCATATCGAAGAATTCATTTAACCATTGCTGAATATCAAGCAGAGTTTGTTGGTAA
+ATTTCTTCTTTTTGCTCACTAGCCGCCCATTGCACCAGTTGTATTTTTAGACTTAAATTTTGCTTTAAGT
+GTTGTTGTTGATCCGGCGCCATTAGTGGCTCAACCATACCTGTTCTTCTGCGAACAGTGATGAAGTCGTT
+GAGGAATTTATGCCAGGTTTTGGCTAAGTTTTCTTGCCAATCACCGATATTATCAGATAAGGCAAGATCT
+TCTGTCGTTTGATCGAGTGCTTCAGTCAAGTTTACGCCAGCTAGCATTAAAGTTGGCACCTGTTTGTTAA
+GGGCCATCAAGGTCAAAATAGCTTCTTGATTTTGCAGTGTAGGCATCAAGGCTAAGCTTTCAATATCTTC
+ATTAATTAATGCGCGTACGGGCAAAAATTTAGGTTGATCCAATTCTTTAAGGCGATTATCTGCATCACGC
+AGTAAGTTGATAGCCGCTTTAGTGTCTCGCTCTAACCACATGGTGCGCGCCGCTACACGAACTAGATATT
+CTGCTTCATGTATTAGCCAATCGTTAGGTTGACGCAGGCTCACTTGCTGCTCTAACTGCCTTATCTGAGT
+CGTTAGTTGTTGTAGTTGAGTATCACTATCAAGGTGTGCTTTTTTAGCACTCTCTTGTGATTGACTGGTC
+GTTCTATGTTGTTGCTGTAACTGTCGGCTAAATTCTGCCGTTAAGCTATTTTTCAACTGTGCTTGGCTTT
+GTTGTATTGCTTGCTGGTTTTGTTGATTCAGCGTTAATAGTTGCGCGCTACTTTGTTGCTGTTGCCAAAC
+ATAATGACCAATAGATGCGAAAATACTCACTGAGGCAATCACTAGTGCAATAATCGCCGTTTTATTAGAA
+GGCTTGTCAGCTGTCTCCTGTGTATTTGATGGGGAAGGTTTCCTTGCTCCGGCACTGGCCGTTGATTTTT
+TTGGCTCAGGTTTTGAAAGCGTAGCTTTTTTAGTATCAGCGTTATCATTCTCTGTAGCTGAAGTTTTATT
+GGCAGTACTGCTAGGTGGGAGTGTAGCGTCCTGTTTTTTCTCGGTATCGCTATTATCCGATAGTGTGTTT
+TTAGGGACTTCATTATCCGACATAATTCTATATTCCATCGTTATTTACTTTATAAATAGGCTTACGAACA
+AGAGAGTGCTTGTAACGTATTACAGAGTATTTGAGAGCTGGCGCCATGGGTATTAATGACCCGTTTTAAG
+CCTAAGGCTTTGGCATTTTTTTCAATGCGATCACTGACCACAACCCACAAACATTGAGATTGCCAATAAT
+TATCTGTGCTATTTGTTGTACTGGCTAGGTACTTTAGTAATGCTAATAATATATCGTTACTGGTAACGAC
+AATACAGTTAATTTTTTGTGCTCGCCATTGCTCAGCAATAATTATTGGTAATGTTCGCCATACACGTTGG
+TAACTTTCGATATATCGAACCTCAGCACCACGTAGCGTTAAGCTGTTAGCAATGTGCTCTCGTCCACCAT
+TGCCACGAAAGATTATTATCCTTTTACCTATAACTTTAGACAATTGTGGCAGTTTAAGTAAACCCTCACT
+GTGCTCTTGCTGTGGAGGTGGTGATAAAATGGTGGTCATGCCTATTGCTTGTAATGCTTTTTTGGTGGCA
+TTACCGACAGCAAAAATGGTTTGAGATAAGTTGTTAGGTAGAGGATAGCTGGCGTGAGCAAATTCAACGG
+CAGCAACACTAACAAAGATCAATATATCTGCGTTTTCTAGCGCGGTAGCTATGTCGTTAGCGCTAGCATT
+CTTTTGATAATCAAATAAGGTTTGGCTGGTATTAAGTATGCCTTGTTGATTGAGTAACAAGGCGAGTTGC
+TGAGCTTTAGCTTTAGGTCGAGTAATTAGGACCTTAAGTGGTTTTACTGGCATAAGTAAAACCTGCTCAT
+TTATAGGTGTCTCAAGTGGGGTCACTTGAGACATTTTTTTGGCAGATTTAGCTGTTTTTGATATCATTTT
+CTGAATAAACTTGCTGTAAAATTTTATCTGCACCTCGGCTTAGTAACTCTTGCGCGAGTTTATTGCCGAG
+CGCTTCACCTTCTTCAACAGGGCCGGTGATTTCACTTTCTATCATTTCACTACCATCGACAGAGCCAACT
+AAGCCACGTAAGTGGATATTTTTACCATCAGCAGAAATAACACCATAGCTACCGATAGGAACCTGGCAAC
+CGCCTTGTAATGCTCTATTCATTGCACGTTCTGCAAGAACACGAATACGGGTGGTAGCACATTCTAATGG
+TGCTAATAAGGCTTTAATTGTCGCATCATCATTACGACATTCAATGCCAACAGCGCCTTGGCCATTTGCA
+GGAAGCATTTCTTCTGGTTCGATAAACTGTGCAATACGCTCGCTCATTTCTAAGCGAATTAGGCCTGCAG
+CGGCTAATATAATAGCGTCGTACTGACCTTCATCTAATTTTCTTAGGCGGGTATTTACATTGCCACGTAA
+ATCACGAATATCTAAATCAGGGCGGCTTGCTTTTAATTGACACTGACGGCGTAAGCTTGAGGTGCCAACA
+ATAGAGCCTTGTGGTAAATCACTTAATGATTTGATGGTATTAGAAACAAAAGCATCACGGGGATCTTCAC
+GAGGACAAATGACTTCTAATCCTAAGCCTTCTGGAAAATCGACAGGAACATCTTTCATTGAATGAACAGC
+AATATCAGCACGGTCTTCAAGCATTGCTACTTCAAGCTCTTTAACAAATAAACCTTTACCGCCGACTTTG
+GCTAAAGGCGTGTCTAAAATGATGTCGCCTTTCGTTGTCATAGGCACTAATTCAACATTAATACCGTCAT
+GAAAATGCTCAAGTTGCGCTTTAACATATTCTGCTTGCCATAAGGCGAGGGCGCTTTTACGCGTGGCAAT
+TCGTACTGTAGTGTTATTCATTCGATTTATCCAAATATATAATTATTACTGTGCTGAAAGCGTTAATTCA
+GTTTCAGCTTGCGTGCTTACAGCATTTGATAAAAACTGCCAAAACTCTTCACCGCTGCGTTTGTCTGTCC
+AACTATCATTATTCAGGACAAAATGGTGGCCATTGAATTTTGTTGCTACCCATATTTCATGCAAGGGTGC
+TTGCTTGTTTATTATCACTTTGCTGTTATTTTTAAAAGTCAGCGTTAATAACCCGCCAACTCCTTCGTAA
+TCTATGTCGACACCAGAGTCTTCAATCGCCTCTTCTATAGCGAGAAGAAGTGCTTCGGCGATCAAGTTGT
+ATTGGCTATCGTTCATTGCTTATCCTTTAAATACATTATTTGTCTAAGTGAGTATAATTGTTGATAAGCA
+TGTGAGTATAATAGCAATCAGACAAAATAAATATAGATACAGAGCGGTTAAGTTAAGCTAAAAAGCTTGA
+TTTAAACGACTTTCATGGCAAAAAACCATCATGCGTACCAATAGACTTCATTACTTACATCAAAAGCTAC
+ATCAAAAGTTAAAGCTTAAATCAATTTTACTGACCTTTGTTGCTGTCACTTTTTTATCTGCGTGTGGCAT
+TAAAGGTGATTTGTACCAAACACCTGAGCAAGCGGTTACTTCAAAAACTGAAACGGTAGCGCAAAGTGAT
+GAAAGCCAAGAGAAAAGTATAAGTAAAAGTGTTGAGTCGCAAGATAAATCGGTGACTACGCTTGATGAAT
+CACAAAAAAAACAAGCCGTTCAACAGCCTATTGAGCAAATAGAACAAGCTACTAACCAGTCAACAGATCA
+AGTTAAAGAGCAACAATAATGTTAGTCAATTTTTCTAAAATGCATGGTTTAGGTAATGACTTTTTAGTGC
+TTGATAATGTCACACAAAATGTTTTTTTATCGCCAGAACAAATCACTAAGTTTGCTAACAGAAACTTCGG
+TGTCGGCTTTGACCAACTATTAGTGGTTGAGCCTCCTTATGATCCAGATTTAGATTTTCATTACCGTATT
+TATAATGCCGATGGTAGTGAAGTAGGACAGTGTGGAAATGGCGCTCGCTGTTTCGCAAAGTTTGTCCGTA
+TGAAAGGTTTATGCAATAAACATAAGATAAAAGTTTCTACCAGCACAGGTAAAATGAACTTACATATAGA
+GCGTGATGGTAATATTTCAGTCACTATGCCGGTGCCACAATTTGAACCAAAAAAAATCCCTTTTACTGCA
+CAAAAAACAGAAGGTACTTATATTCTGCGTAGTGAAAGTGAAACGGTATTATGTGGTGCTGTCTCAATGG
+GTAACCCCCATTGTGTAGTGACTGTCGATAGTGTTGCAGAAGCTGATGTTGAATCACTCGGGAAAGAATT
+ATCTGTACATGAGCGTTTCCCCGAAGATGCTAATGTCGGTTTTATGGAAATTGTTAGCCCTAATTATATT
+AAATTAAGAGTGTATGAACGTGGAGCAGCAGAAACGTTAGCATGTGGTAGCGGTGCTTGTGCAGCCGTTG
+TTATTGGTTATATGCAGAAAAAACTAGCGAAACAAGTCACCGTAGAACTGCCAGGTGGAAAATTACGAAT
+ATTTTGGCAAGGACCGGGTCATCCAGTGAAAATGTCTGGACCGGCAACACACGTATTTGATGGTCAAATA
+TCGATATAATCCGCTACTTTCCCAATCCCTTATTAGTAATAGTATCCAATGAAAGAAGAACCTAGCAAGA
+TGAATGATGTACAACAAGCTATCAATAGCGATGATATCCCATTAACGGATGAGTTAGTGGTAAGTTACTT
+ACAAGATAACCCTGAGTTTTTTAATCGCAATAACAGCTTAATGACTGGCTTAAGGCTCAATGATGAGCAA
+CGTGGGACTGTTTCTTTAGTGGAACGTCAACAACAGCAACTGCGTCAAAAAGTCTATGGATTAGAAGATG
+AGATTACTCAGTTAATGTCAGTAGCTAACCATAATGAGCAGTTATTTGTGCTTTATAGTGATCTATATTT
+ACGCTTACTGGATTGTCAATCAGCGGAAGAATTACTCGATTGTTTACATCAAGCGACAACAGAATTGTTA
+TCTTTATCCTCGTTTAAATTGTGGTTAGTTTCAGGAAATAACACCGAGGTGGCTCACCATAGTTTGTCGA
+CTAATGATTGTGCTGGCGTTATGCAAAACCGCTTAACTAACGACGAGTACTATTTTGGTCGTTTGCAAGA
+AAGTGAACAAACCCTGATTTTCTCTAAGCCATGCTTAGGCTCAGTAGTATTGATTAAACTAACTCATGAT
+GAACAAGCAGTTGGATTTTTAGCGATTGGTAGTGAAGACGCTCATCACTTCGACCCGCGTATGGATACCT
+TATTACTTAATCAGTTCAAACGCTTAGTTGCCAAGTTATTACACCAACAGTTATCAATGTAAGAATTCTA
+AGGATTATGTGAGACTATGCAATTTTACCGACGTTTAACCGCGATTAAAGCCATTAGTTTTGATTTAGAT
+GACACCTTGTATAATAACCGACCAATAATGCAGTCGGTTGAACAGCAAATGGCGCATTACTTTACTGAAA
+AGTTTGCCATTTTATTACCTGAGCTACTCGTTGAACCAAAGCAGGTCTTTAATCGACGTTTTTGGGCACC
+GTATCGACAACAAGCGATAAAAGCACATCAGGATATTTCTCACGATGTGGTAAGACTGCGTTTTGAAAGT
+TATCGTTTAGGTTTGCTGGCGCATAATCTCTCTGCAGAAGCAGCGAGAAAAGAAGCACAAGCGGGCTTAG
+ATTATTTCATTAACTTACGAAGTGATTTTACCGTACCCAAAGAAAGCCATGAACTCTTAGCGAGTTTAAG
+TAAAGCGTTTCCGTTGGTCTCAATCAGTAATGGTAATGTAGACACCAGAGCCCTGGGCATTGATCATTAT
+TTTCAACATATTTATCATGCCGGTTTTCAAACAGGCAATTGTCATGATGAAAGTGAACATTTGCTAAAAC
+AAAAACCTGAAACCGATATGTTTTCCTTAGTTTGTCAGCAACTCGATATTTTACCTGAACAGTTATTACA
+TGTCGGAGATTGTGGTTTTGCCGATATTCATGGTGCATTAAATGCCGGTTGCCAAACTGCTTGGTTACCG
+CAATACGGTGTGGGTAAAAGCCTACAGCAAATACCTCATATTGAATTAAGCCTAGTAAGCGACCTGTCAC
+AACTAATTCGAAAAGCTTAAGTATTTGATAGATTACCAAATTGAGCGGGTACTGTAATAATAAACAGTAA
+AATGCACTCCTGCTCTTAAATAGTGATATACTTTTGCTTTTTATGTACTGATATCTACTTCAATAAATTA
+CGTCACCTCAACTTCGCCACCTAAATAAAGGTTATTCCTATGGACGTTTCAGAATTACTCGACTCTCTCA
+ATGATAAGCAACGTGATGTTGTTGCAGCCCCAAAGCAAAACATGCTTATTTTAGCTGGCGCTGGCAGTGG
+TAAAACTCGAGTATTAGTGCAACGTATCGCCTGGTTAATGCAAGTTGAGGGGATCTCATCGCACAGTATT
+TTAGCGGTAACCTTTACTAATAAAGCAGCGGCAGAAATGCGTGCTCGAGTAGAACAAGTGACCAATGGTA
+ATACCCACGGCATGTGGATTGGTACTTTTCATGGCTTGGCACATCGTTTATTAAGAATGCATTTCCAAGA
+AGCTAATTTACCGCAAAGCTTTCAAGTATTAGATAGTGATGATCAACTTCGTTTGATTAAACGTATTGTT
+CGTTCATTAGAGTTAGATGAGAAAAAATGGCCACCTAAACAATTTGTTTGGTATATCAATGGTAAGAAAG
+ATGAAGGTTTGCGCCCTCAACATATTGATGCTCAGTTCGACCCGACGGAAGAATTGTTTGTTAAAGTTTA
+TAAAGCCTATCAAGAAACCTGTGACAGAGCTGGTTTAGTTGATTTTGCCGAGCTGTTGCTTCGTGCCCAT
+GAATTATGGTTGAAAAATCCAGCACTATTAGATCATTATCAGCAACGGTTTGGCCATATTCTAGTAGACG
+AATTTCAAGATACCAACGCCATTCAATATGCTTGGCTTACTATGCTGGGCAAAGCTCGCAGTAAGGTGAT
+GATTGTTGGTGATGACGATCAATCAATCTATGGCTGGCGTGGCGCTAAGATTGAGAATATCGAACGTTTT
+TTACAAGAATATGATGACGCGAAAACTATTCGTCTTGAGCAAAATTATCGTTCAACCGCTAACATTTTGA
+AATCAGCTAACCAATTAATCTGCAATAACAACAATCGCATGGGTAAAGAGTTGTGGACTGATGGAGAAGC
+GGGCGAAAAAATCTCAATTTATACTGCTTTTAATGAAATAGATGAAGCGCGCTTTATCGCTGGCCGTATA
+AAACAATGGCGTGACGATGGAGGAAAACTTGATGAAATAGCCATATTGTATCGCTCAAATGCACAATCAC
+GCTTACTTGAAGAAGCGTTATTGCAAGGACAATTGCCTTATCGAATTTACGGTGGTCAACGATTCTTCGA
+ACGACAAGAAATAAAAGATGCGCTTGCTTACATGCGTCTTATTAATAATCGTGATGATGATGCGGCCTTT
+GAGCGTGTTATCAATACGCCTACGCGTGGTATTGGTAATCAAACCTTGTCATTAGTGAGAGACGCAGCAC
+GGGGTTTGGAAGTAACAATGTGGCAAGCTTGCCAGCAAATGTTAAAAGCAGAGCAATTAAAGGGTAGGGG
+CGCTAAAACGATCACTGCCTTTATTCAACTTATCGAACAATTAGAAGATGATACGACTAACTTAGATTTA
+GATCAGCAGGCGAACTTTATTATCAACCACAGTGGTTTAAAGGCCATGTATCAGGCTGAAAAAGGTGAAC
+GTGCTGCACAGCGTATTGAAAACTTAAATGAGCTAGTCACCGCATGTCAAACCTTTGAAAGCGATCCTGA
+GTTAGCGGAAGAGCAAACCCCGTTAACGGCATTTTTAACCCATGCGGCATTAGAATCTGGTGAATCTCAA
+GCAGACGAATTTGAAGCCGCAGTACAGTTGATGACAATGCACTCAGCTAAAGGCTTAGAGTTTCCTTTGG
+TCTTTATTGCGGGTCTTGAAGAAGGTATGTTCCCTTCGCAACAGTCGGTTGAAGAAATTGGCCGTTTAGA
+GGAAGAACGTCGCTTGTGTTATGTCGGCATGACCAGAGCGATGAGCAAACTCTATTTATGCCACGCCGAA
+AGTCGCCGTTTATATGGACAAGAAAAATTCCATAAAGCGAGCCGATTTTTACGAGAATTACCTGAAGATT
+GTATCGAAGAAATTCGCATGCAGTCTCAGGTAAAGCGTCCCAGTAAAGTAGGTAAATTTTCAAATACCTT
+TACACTTGAAACCTTTGAAAATACTGGCTTTAAGTTGGGGCAGCAGGTTAAGCATGCTAAGTTTGGTGAA
+GGTGTGGTCCTTAACTATGAAGGCAGTGGTGCTCAATCACGTATTCAGGTGAATTTCGCCGATGTTGGTA
+GCAAGTGGTTGGTGGTGGAATACGCTAATTTACAAGCGGTTTAACTGTTGAGAGAGTACTCGTCTATTCG
+GGGACTTGTTGCATAGTGGACCTATCAGCCAAAAATTAGCTTATTTAAAAATCAGAAGGTAGCGTGATGT
+CTCAAAGATTATTAATAGTAGAAGACAGTAAACCTATAGCGACTGTTATCAAACAGATAGCGCGTTCGTT
+AAAGTTTGAGGTGGTTATTGCTACTGATTTAGCGCAGGTAGAAAACATCTTATCAACAGATACTGATTTT
+TTTGCAGCGACTATTGATTATGCCTTACCTGATACGCTAGATGGTGAGGCGATAGCTTGTGTCTTATCCC
+ATGGTATTCCTAGCATCGTTATGACAGGGAAAATGGATGATGAAACTCGCCAGAAAATATTATCACAGCC
+AGTTATTGATTATATTCCAAAAGAAAACAGTCAAGCCTTCCTCTATTTAAAGCGTGTTTTACACTGGCAA
+CAAACCAATAATAAAAACACCATTTTGGTGGTCGATGACTCATCTTCTGCGCGAAACCATATTGTAGAGT
+TATTAAAACGCCGTAATTTTAATGTCATTACCGCTAATAATGGTGTGCAGGCTTTAGAAAAACTTGCTCA
+GCATAAAAATATTAAAATGGTCATCACTGATTTAGAGATGCCGGCAATGGACGGTATTGAGCTGACCAAT
+GAAATACGCCGTGTCTATACCCGTGAGCAATTAGCGGTAATAGGTATTTCAGGCGCGAGTAATGGTATTC
+ATTCAGCGCGCTTTATAAAAAATGGCGCCGATGACTTTTTACGTAAACCTTTTTGCCCTGAAGAATTCTA
+TTGTCGTATTACTCAAAATATCGAGAGTTTAAATAACATTGCTAAAATTCAGCATGCAGCTAACACCGAT
+TATTTAACCGACCTTGCTAATCGCCGCGCTTTTTTCCGTAGTGCTGAGTCTCGCATCAAAGAATATATCA
+ATAAAAAAGTACCTTATTGTTTAGCTATGATAGATGTCGACTTTTTTAAGAAGGTAAATGATACCTATGG
+CCATGATAGTGGTGATCAGGTATTAAAAGTCATTGCACTTTATATGCGTAAACATTTTGGCGCCGGACTT
+ACCGCTCGTTTGGGCGGTGAAGAGTTTGCCGTACTGTTACATGGCTTAGATGCTGATTATTTACATAATA
+AATTAGATGACTTTAGACGAGAAATTGCGGTGTCTTCTATTCCCGCGGGCGATACGTCAATATCTATTAC
+GTTAAGTTTAGGGGTGGTTTTTGATAGCGAAGATGAGCTCTCTAAGCAAATGAATGAAGCCGATAATGCG
+TTATACGCAGCAAAAGAAAATGGTCGCAATCAGATCGTCGTCTTTGGTGCTGAACTAGACGATTAGATAG
+TCTTGGCCGATTAATACAAAGAATATTATAAAGTCAGTGAATAAAAAATAGCGCTTTTTCAAGCGCTATT
+TTTTTTGCAATCTCATATACCTATGAATCACTCAGGTATCCTCAAACTCGCATACTTGAAGTCTCATGGG
+TATAAATTTCGGCTTAAGTACGCTTTTTAAATGAGTCTAGGCTATAAAGCGCTAACGCTGCCCAAATAAA
+TACAAAGGTGATTAACTCAGCACTTTTCATGGTTTCTTGATAATAAAACGTCGCCAACAAAAACATAATA
+CTTGGCCCCAAGTATTGAAAAAAACCTAAGGTCGACAGTGCTAATCTTTTAGCCGCGATAGTAAAAAACA
+ATAGAGGTGCCGTTGTCACTATGCCCGCCATTATCAAGGTAAAGTTTAAACTGGCGGCATTTATTGCCAT
+ATTACTGGTGCTGCTTTCGACAAAGAAAAACCAATAAATAAGAGCTATAGGTAGCATCATCAATGATTCA
+ATGAATAACCCGATGAAGGAATTAATCGGGAGTTTCTTTCTAATTAATCCATAAATTGCAAAGGTACTTG
+CTAAAGCAAGTGAGATAATTGGTAAAGTACCTAAAGCAATGAGTTGTACCAATACTCCAACAAGCGCTAA
+ACCAACTGCTATTAATTGGTTTCGACGCAAACGTTCATGAAAAAATATCATGCCGAGAATGACATTAAAC
+AGGGGGTTAATGTAATAACCTAAGCTAGCATCCAGCAAATGATTGTTGTTTACTGCCCAAATGAACAGAA
+ACCAATTCACTGCAAGAAAGCTAGCCGATAAAGATAATTGCAATAATATTTTAGGCTGCTGGAAAATAGC
+CACTAGCTGTGACCATTTTTTCATCACAATAATCATCACTAACAAAAAGACTGTTGACCAAATCACTCTG
+TGCATCATTATCTCACCGGGCTCAATTGCGGTGAGTAATTTAAAATATATTGGTGCAAAACCCCAGAGCA
+GATAGGCACTTAGCGCACTTAGTGCACCATTGCGGTTGCTGTTTTCTTCAAGTTGATTTATGGCTGATGC
+GCTCATGAGTATTTGTTCATAGTTATAAGGTATAAAAAGAGCGAGGATAATAACACGACATGAAGCGGTT
+CAAGTATTTAAAGCTAAGTGGTGATTTTTCACCGCGTAAACTTGTCAGTACTCCCCCAGTTTTATTTGAT
+TAACACGATGATTTTACTCGGGTTATAAAAAAAAATTTCTGTACTAGGTTTTCATGGCTACGCTGAGTTA
+AAATAGCGGCATTACTCATAAGAAAATTAGTCGACACCTTCTTGAATTCCTCCGTTGCCAATGCCCAAAC
+CAGTGCAGAAATCAGTACAGAACTGAGTGCAGAAAATAATGCCTTATTACTCGATACCTTAAAGCATTAT
+TTTGGCTATGAGAGCTTTCGTGAGGGACAAGCTAAAATTATCAATAGCTTGTTGCAAGGGCAGGACTCCT
+TAGTCTTAATGCCTACCGGTGGTGGTAAATCTTTATGCTATCAGCTACCCGCGGTACTGTTACCCGGTGT
+TACTGTTGTTGTATCGCCGCTGATTGCCTTAATGAAAGACCAAGTAGATGGCTTAACTAGGCAAGGGATC
+TCCGCTGCCTTTATTAATTCAAGTTTGGAACAAAGCGAAATCAGTGATATTTTCGCTCGATTGGGACGAG
+GTGAAATTAAATTGCTGTATGTTGCCCCTGAGCGCCTCACTAATTATTACTTCTTACAAAGTTTGAACCA
+ACTGCCATTGAGCTTATTTGCTATTGATGAAGCACACTGTATTTCTCAATGGGGTCATGATTTCAGACCC
+GCGTACACCAAGCTACAGTGCTTAAAACAAAATTTTCCCACAGTGCCCGTTATGGCGTTAACTGCAACGG
+CAGATGTGACTACTCGTAAAGATATTTTGAACCAACTTGCGCTGCCAAATCCTTATATTCATCTTGATAG
+TTTTGACCGGCCCAATATTCGTTTTACGCTAGCGCCTAAATATAATGGCGAAAAGCAATTGTTGGGTTAT
+ATCAAAAAGAAGGGTGAAGATAGCGGTATTATTTATTGTAACAGCCGCTGGCAAGTAGAAAAACTAGCTA
+AGTATTTAGCTGCCAGTGGCATAAACTGCGCTGCTTACCATGCAGGACTAGAAAACGAAATTCGTTCTCT
+AGTACAAGAAGGGTTCACCAAAGATAATATTCAAATAGTGATCGCTACCGTTGCTTTTGGTTTAGGTATC
+AATAAACCTAATGTGCGTTATGTGATACATTTTGAGCCACCTCGTACTTTAGAGTCTTATTATCAAGAGA
+TTGGCCGTGCGGGTCGTGACGGTTTAAATGCAGAAGCGCTATTTTTGGTTGATGATAAAGATGTCGCGCG
+TATTAAAAAACGTATTAGTGAAGGCGATAATCCGCAGCGAGTGAATGTTGAAATGCAACGTTTTGCTGCC
+ATGGATGCCTTTATTGATGCGCAAACGTGTCGTCGGCAGGTGGTACTGAATTACTTTGCCGAATATACCG
+AAAAAGGCTGTGGAAATTGCGATATTTGCTTAGACCCACCAAGTCAGTTTGATGGCACCATAGAAGCACA
+AAAAGTACTGTCATGCGTGTACCGTGTGGAGCAACAAGGTGATATTAATCATGTTATTGCAGTCTTGCGC
+GGTGAACTCACTGAAAAAGTTAAGCAGCTAGCGCATGATAAAGTCTCTACTTTTGGTATAGGTAAAGGAA
+AAACGGTGGGTTACTGGTTCTCAATTATTGGCCAACTAATTCACTTAGGTTATTTACAGCAAGATATCGA
+ACAACAATCTATTTTATGCTTAACACAAGCGTCGGGCGTGGTATTAAAAGCGCAAGAGCCTTTGATGTTA
+GCAAGCCCGCGTCTGCAAAAAGCCAGTTACTGGCAAGAAAAAAGCCCACAAAAAAGTTATGACCGTGTGT
+TATTTGCAAAATTACGCGAACTTCGTAAAGCCATTGCTGATGGCGAAGATATCGCACCTTTTATTGTCTT
+TAATGATGCTACCTTGTCTGAACTGGCACGTATAAAGCCAAAAACATCGCGTGAAATGCTCAGCATTAGT
+GGTATCGGAGACGTGAAGTTATCCCGTTACGGACAACCCTTTCTCGCGTTAATCAAAGAGCATAAGTAAT
+TAGTTCGTTATCTCACTAATTAATATAGATTTGCACAAATTTGTTAGATATAGATCACTATGTCAGCAAA
+ACTTTTATTTGTTATAGCTTCTCTGACATAGCTCTGAGGTGGGAATAAATTTAATGGAATTGGTATAAGT
+AATTAATATAGATTTGCACAAAAAAAATGCCGATTAACTAACTAGGATAGTTGACCGGCATTTCTACAAA
+CGACAGATGATAGAGAGTAATACCAATCGAACTAATTTATTGATTACTTAGCGAGAATTAAAAGGCTTAG
+AGGCAAGGCATTGATTGAAGAGAATGGTTATTCCCTTGTTAAAATCAATAACGCCGCTTGTATGCCTTTT
+AAACTCGCCCTTCGGGAGCTAATTAGCAAACTGATAACCTCACAAAATGAATGAAATATAGACTAACTAT
+GTTTAACTCATTTTGCTTGTTTTAAGCTTGCTAATATAGCTCTAAGCTGACCAATAAATTAATCCGTTTG
+GTATCAATTACTCTTTTTCAGCAGCTTCAGTTTGTTCAGTTGATTTATCTTGAGCTTGTTCTTGCTCTTT
+TTTCTCATCGTGACCTTCGCCACCACAACCACCACAACAACCCATAAATTACTCCAGATAGTTAAAAAAT
+GTAAATAGAATTCATTAGAACTTGTTGAAATAGTACCTGAGTAATTTACTCAAGTACTTGATCGAGATCA
+GCTTTATCCAATAACATCTAAAATAACTAGCGCGTTATTTCGTTATTTATATGGAATGGTACTACTTAGG
+TAATGCAGTAAAACCCATGTTAAACAAGGTAAAGGCATAGATGTCAGCGTACTGTTCAATAGTTTTAGAA
+ACTGGCGTACCTGCGCCGTGACCTGCATTGGTTTCAATACGAATTAATGTAGGCGCGTTACCTGCTTGTT
+TAGCTTGTAATTCAGCAGCAAACTTAAATGAATGTGCTGGCACAACACGGTCATCATGATCACCGGTAGT
+GACCATAGTCGCAGGATAACTTACACCGGCTTTAACATTATGAACAGGTGAATAACCTTTTAAGTAAGTG
+AACATTTCTTCACTTTGCTCAGCCGTACCGTAGTCGTACGCCCAGCCTGCACCAGCAGTGAAGGTATGGT
+ATCTAAGCATATCTAATACACCAACAGCGGGTAAGGCAACTTGCATAAGATCAGGACGCTGAGTCATAAC
+AGCACCTACTAATAAACCACCGTTAGAACCGCCATTAATCGCCAAGTAGTCGCTAGAAGTATAATCTTGC
+TTAATTAAGTATTCACCGGCAGCAATAAAGTCATCAAAAACATTTTGTTTATCTAATTGAGTGCCGGCTT
+TGTGCCATGTTTTACCGTATTCACCGCCACCACGTAAGTTAGCAACAGCATAAATACCGCCTTGTTCTAG
+CCATACTGCACGTGAAACACTAAATCGTGGGGTTAAGCTAATATTGAAGCCGCCGTAACCATACAAAATA
+GTTGGATTTTTACCATTAAGCTCAATACCCTTTTTATAGGTAATGATCATAGGTACTTTGGTGCCATCTT
+TTGAAGGATAGAATACTTGCTTTGATTCATAAGCATCGCTATCGAATTTAGCGCCAGATTTACGGTAAAC
+GTCACTATTACCTTTATCTATGTTGTAGCTATAGATAGTACCTGGCGTTTTGTAGTTGCTAAATGAGTAA
+TATAAAGTACTTTCGTCTTTATCGCCTTCTAAGGCAGAAGCACTACCAACACCTGGCAAGTTGATTTCAC
+GTACTTGCTTACCTTGATAATCATATTGATAAACTTTAGAAATGGCATCAACCATATACTCAGTAAAGAA
+GAAACCACCACCCGTTGAAGCGCTTAAAACATAATCTGTTTCAGCAATAAAATCAGTCCAGTTTTTACTG
+GCTGGTGCTTTAGCATTTACCGTGACTATTTTCTTATTTGGTGCACCTAAGTTAGTAACTAAAAATAATT
+TATCGCCTTCATTTTCAATGACGTAGGTATCAGCATCAAAGTTATCAGTAATGGTGAGTAATGGGCTATT
+TGGTTTGGTTAAATCTTTCAGGTAAAGATCGTTACCTGACGTTGAAATTGCACCTGAAATAAGTAAGAAG
+CGATTATCATCGGTAACGGTACCACCAACATAACGACGCTTTTGTTCAGCGGTATTACCAAAAATAACTT
+TATCTTCTTTTTGTGGCTGACCTAATACATGGTAATAAAGTTTATGTTGGTCAGTCTTAGCCGACAATTC
+ACTACCTTCTGGTTTGTCATAACTTGAGTAATAAAACCCTTCATTTTTAAACCAAGAAATATCTGAGAAT
+TTAACATCAATCAGAGGAGTCTCTAGTACTTTTTTGGTTTCTACATCAATAATGATGATTTTACGCCAAT
+CACTTCCACCTTCAGAAATAGCATAAGCGGCAATAGAGCCATCTTTTGAGAAGCTTAACTGTCCCATTGA
+GGTGGTGCCATCTTCACTAAAGGTGTTTGGATCTAAAAACAATTCAGCAGTGCCGCCCTCTTTTTGACGA
+TAAACGACATATTGGTTTTGCAGACCATCATTTTTGTAAAAATAGGAATAATCACCCTTTTTAAAAGGTG
+CGCCTACTTTTTCGTAGTTCCATAATTCAGCTAAACGAGACTTAAGTTGTCCACGGTATGGAATTTGTGA
+CAAGTAATCGAATGTCACTTTGTTTTCTGCCTTAACCCAAGCGCCTGTTTCTTCACTGCGATCATCTTCT
+AACCATCGGTATGGGTCTGCAACATCAGTACCAAAAAAGGTATCAACCACGTCACCTTTTTTTGTCACAG
+GATAACTGATTTTTTGTGTCTGTTTTTGTGCAGCAGCAACTTTATCTGATGTTTGCTCAACACTGTTACC
+AGTACAACCGGCTAATACGCTAGTGACCAAGATACTGGTCAAGAAAAGGCTTTGTTTCTTCATTTGAGTC
+TCGCTTGTTGAAGTGACTATTATGTTAGTGAATTCATATGGAATGTTACTAAGCATTCACATTTATTTTA
+CAAATCGTTCTGCAGTGTATCAGAAGAGGGTTTAGCAAGACTATGGCTTACCTCATTGAGTATTGAGGTA
+AGCAGCAGTATTTTGTTACAGGGTATTACTAATGGGTTTTAGACCACAAGTTAACGATTTTCCAAGCGAT
+TAAAATCAAGTAAACCCGCCGATTTAGGTTGATTGGTTTTATACCAAGCGTGTAATTCATCGGCAAAAAT
+CCAGAACTTAGGATTTGTGCGGCGAATGGCAAATTGGTCTTTAAGTTTACGGTAATCTTGTTCGGTTTTT
+ATCGCGTTTAAGTTACTAACAAACTCACTGAGCTGCGCTTGTTCTACTTTAAAAAAGGCATTGGGATAAG
+TGCCTACGACACCACGTAGAATGGCTAAATTATCTTCTCTAGGTAGGCGACGATTCTCTTCAGAAAACAA
+ATGGGCAACATTACTGTGTGCGGAATTATTGATTAAACTATAGACTTGGTTGTCATCGCCATTTGATACC
+ATCACATAACTCACTTGTGGTAACAGAGCAACGCTCTCATTAGGTAACTGACTTAAGTTAGCTATGATTT
+TGTCGGCACTGCTTTGTGCTAATGAAGAAAGGTTAAACTGGCTAACATTGGTATTTTTGGTGTGCTGTCC
+AACCAATTGAAATAGCTCTTCTTGATGCTTATTGCTTTGATAGTTCATACCTGTTTCTGGTAACTGATAA
+AAACCGTCTGAGAAAATATAATCTTTAATGTCGTCACCGGTCTCACGGTACCAATACTCATGTATTGCCT
+TACGTTCATCTTTAGGTAAAAAACTAATGAAATTACTTTCTGCTTCCATTCGTAAAAAATCCATATATAG
+ACGTGTTTTTAATTGATGACTAACACTGCCATAAACATCAAAACCAGCCACTAATAAATAATGAATCCGC
+TCTAATAAAGGGTAGCTAATTAGCCAAGCTGTTTTAGGCGTAGGACCGACAAAACCCTGTAATACAGAAG
+CACTGTCAAAGTGTCTGAAGACGGTTAGGCTGGCGTTTGGGTTTCCTTTGCCTGACCAAATCAAATCAAG
+GTTTAGCTGATTAGGCTGCAAGTTAAGCCCTTCCACATAAGCTAATTTATTTTTAACGTATTCTTGCTGG
+CTTTTAGCATATTGTCGCCAGTAAAGTAATGATAGGGATTTATCACTGGTGCCAGCCGGTAATTGTAATA
+ACTCTGTATTGGCTTTAATGAATTGTTCGCTAGGGTAATGATCAAAATTATTAGGGCTGAGGAAAAACAC
+CCAAAAATTGTCTTCAATCACATTCAGCGCGATTTGACCACGACAAACAGGGCCTTTGATAAAGTTCATA
+ATAGAGAATTGCGCTTGGTCTAATAAAAACTGATAGCGTGCTTTATCGGGGATCGCCTGAAAGGTCTTAA
+AGGGATTAGAGGCGTTTGCTAATTGGTAATCAGGCAAAGTAGTTACTGGGTAATCAGGTTGATAGAAAAG
+TTCTGAAATACGCGCCAATTTACTTTCACCAAACGGGTAGGGCATATGGCGCTTGGCAATAATGGTGTCG
+TTGTGCTTAATTAATCGATAGTACACTTGAGGTTTATCGACAATGGCATCAGTGCTGCCATCAGCATAAG
+GGGAATCAAAGGGACGACGAGTAGTAATCACCGCTACTTTTTCACCACTAGGGCTGCTTGAACGAACAAG
+TTTAAAGTAACTAGATTGTGCTTTATCGAAGTATAAATTGGCTAAATATAAGTGTTCAAATAAATAACGG
+GCAATCAACTGTTCTTTAGCAGAGCTGCCATTAAGTAACTTTTCCCAGCGATTGATCATTTGTTGTTCTT
+TAGCATTGGGAGGCACCGAATCTGGCATTATGGCACCACGGGCTATCCAATCAGTTAATTGATCATGCTC
+AGTTGTTGAGAGTGCCGGTAGCGCATAAGGCATACCACCAAGAGGGTACTTATCCTTATATTGCTCAAAC
+TCTTCTATTGTTGGGCATTGTTGACTTCTATCGAGTGCGACATCAAAACTCTCATTAAGTATTGGCTCAC
+TGGGTAAAGGATGTTGCTTTTTGAGTTGTAACATTTGATAGAACAAGCTGGATTGAGTATTGGCTTGCTC
+TGTTTGCTGGCGCTCATTAAGTACTGGGAAATAGCCTTGTTGGCGAAGTGGCTCTAAGTTATCTCGTTTC
+AGTTCAGTTAATTTTGTAAGGCTTGCACTAATATTTGCAGTAAGTAAGCGCTCACCATTATAAACCATTG
+CTTTATTAGCACCACGCTCAATACCTGCGCGACTTTCCATTTTCAACTGGCAAGGGGCATCGTAACAGCC
+GTGACAAACAACACAGCGGTTTTCAATAATTGGTTGTATCTGTCTATTAAAATGAATGGCTTCTGCTGTA
+GTCGCTTTAACTTGAACTAATCTATTTTCAACATTGCTTGGACCATAAAGCTTGTCGAATTCCATAACCC
+CTAAAGTGGCACAGCCCGAGAGAAATAGAAAAATAAATAGCCATTGAAACTTAACCATGAGAGTCCTTAA
+ATTGGGAGATAGCCCGCTAAGTTTAAGCTATGTTGATGAATACTGTAAAGTTACCATGGGTTCTTATTTT
+GTATTCGTCAACATCTAAGCGGTTTATCGTTGTTTCCTAATATCGATTTCTTAGCTCAGGCAAGTCGGTA
+TGGTATTGAACAAACTCCACTTCGTAACCATCAGCATCAAGAAAATAGATATTCTCTCTATATTTGTCAG
+GCGTACCGTCTTTATGAATTGCAAAGCCTGCTTTTTCTATACGCGCTATAGTGCCTTTTAGATCGCTGGT
+AACATAAGCAAAATGCGCTAAACCTACTTGATGACCCGCTAAATCTCTATTGTCACCGACGCCATTATCA
+GCAAAGGCTATATATTGATAATCATCACCAAAATGTAACCAGTTTCTTGGTTTTCCAGACCATTCACCTT
+TATCGCCGCCGCGTACATGCCAGTGTGGAAAAGCCGCACGGTAAAATTGTAAGCTTTTTTCTATGTCTTT
+AACGACTAAATTAATGTGTTCTAAAGTAATCATAAGTGCTCTCCTGTACGTTTTAACAACGTATCTATCA
+TTAGTAGTGTAGTCTTTTTTACTCTTGGTATTTTTTCTCGACTCGCCAAGGGGGATTTAAGCGATTCTCT
+CCAGCCCAATAGAGTTTTATTTTGTTGCCGCTAGGGTCCGTTAATATCGCTTCACGCCATAAGTAAGATT
+GCGAAATGGGCAATTGTTCAAATTCAATACCACGGCTTTGGACCGTTGCTACCCATTCATCCAATTTTTC
+ATGCTCAAAATAGATGGTTGTGCCAGAGCTCAGTTTATTTTGTGTATTACTTAATGAGTCTGTCTCAGCT
+AAGCTTAATGAAAAAGTAGCGCCCTCATCTGGGCATGCGAACCGTGCATAATGGGGTGTATCTACAATGT
+GTAAAAAACCTAAACGACGGTAAAATTCAGTACTTTCGTCCATATTAAGAACGGTAAGGGTGACTTGATT
+TAAATTCATAATATCTCCTCGTTAATTTGATCTTGTTCTGTGCAATCTAGTTCAATTCATTTTGTTGGTG
+AGCTTACATGCCGTATTGATATAAGTGTTCATTGTCATACGTGCTGACTTGCAGGGTTTCACGTAAAGAT
+TTCATCGCTTGGCTGTAATGCAATAAGGTATGCAAACTATAACCAATACGATGACGAATACGTTTATCAC
+GACGAGCTATAGCAATACTTTGCTGAAGGTTGGTCTCATTGACTGTATTTAGAATCTCTTCAACATTTCG
+AATAATAAGGTGGTCGGGTATAGCGACTAATTTGTTATTTGAAAAAGCATTCATTCTTAATTCTGCAATG
+GGATAAGCACCGCTAATTCCATTAACGACAGAGACCAACAACACGGGTTTGTGACCAATATCTGCAGCGT
+CAGACATCATTAATAAATTTTTCAATAATGGCGAAGCAGTCCCGCCCCATTCTGGAGTAATAAGAATTAG
+TGCATCCATTGTTTGTAATTGGCTATTGATGGCCAACCAGTCACTATTGTCATTTTGCTTGCTACTCTCT
+TCGCCGTCCCATAGGGGTAATCGCTGTTTACACAATTCAATATGGCTCGTTTTACGAAATTTATTACTGC
+TGTTAGTCAGGTATTTAGCGACCTTTGCACTTTGTGATTCGATTCGTTGACTGGCACTGATAATAAGTAA
+ATTCATAATAATTCTCGTCGTTTTCTTTAGTAAAGCGTTTTATTTATTAAGTAAAGTAAACGCTTTACTT
+AATAAGGTCAAGTTAAATATAAACAAAAAACTTTACTAAATATTGTGCTAAGCGATGAAACTATGGTAAA
+AATGCTTAATAATAATGATATATACCCGTTATCGTTCAAGATGCAGGTTTCAGAGTTCTTGATCAATCTC
+AATTCAAGACGCTGTGGTGAAATAATGGTTGTTCCATTATAAGTCACAGCAACGATGTAGTGATGTTGCT
+CAAGCACTTCTTTGATGGGTTTAAAATCACTTTATACGGCGTTAAATAATAAAATCATAGAATGACTATG
+CTTAAATTATTTGCCTTATCAAAAGTGGTTTTAATTCCCACTGAAATCCTGCACTTTGATTGGTAATGGG
+TATATCCCTTCTTCCTGCCGGAGATCTAATGAAAACACATGAAAAAATAATTCAGTTATTAAAGACCCAA
+GGGCCTTTAACAGCAAAAATACTGGCAAGTGAATTGGGTCTCACTACTATGGGGATCCGTCAACATGTAC
+AAGGACTGGAAGATTCGGGTGATGTGGTTTTTAAGGATGAAAAAGCTGCTCGAGGCAGACCTACCAGATA
+TTGGTCATTAACTGATAAAGGCAACAGCCGCTTTGCTGATCGTCATGATGAATTAACTGTGCAGTTACTT
+GATTCAGTTATTACACTCTTTGGTGATGACGGTATGGAAAAGTTAATCAGTCACCGAGAAGAAACGGCGA
+TGACAAATTATACCTTAGCGTTAGCCGATCGTTATGGTGTGCAAGAAAAACTGCAAACCTTAGCAAAATT
+ACGTAGCGATGAAGGTTATATGGCAAGCGTTGAAGAGCATGATGGCATTTTTTGGTTAATGGAAAATCAT
+TGCCCAATTTGTGCTGCAGCAAGTAAATGTTTGAGTTTTTGTCGTTCAGAATTGCAAATGTTTCAAACGC
+TAATGAATGATATTGCCGTAGTGAGTCGAGAAGAGCATATTATTGATGGAGCAAGGCGTTGTGCTTATAA
+AGTCATACCTGTTTAGTAGCAATAAACCTTGTCGCCGTAAATTCAATGAATTTGTCAAAAGTACGAAATA
+ATGGGAGTTATTTCGTACTTAAAAAACTCTTCTTATTAAGCACTTTCAGTATGATAGTGACGTAGGGCAT
+GTTCTTTTTGGCGTCCCTGACTAAAGGCAGTAACACGCTTTAAATAACCAATAACACGCGTTCCGTGATC
+GATGTTTTCACTGCCGCAACTTGAACAGAGATGTAAAGTGCGCTTATCTATTTTGTCACACTCATTACAA
+ATCGTAATCTTCACATTGATGCAGAAATAATTACACCCGGTAGCAGCCGCTACATTGAAGAGTTTCAGGT
+AAGCATCAGTAGAAAGCGACTCATCTAAATTTAGATGCAGTGCCGAACCTCCATCAAGGTATTGCGTCAT
+TTCTTGACCATGCATTACAAACTTATCGATATGATTTGTTGCTTCATCTTCAACGACATAAAAATAAGAG
+TTATAACACTCGCGGCTTACTTGGTAGCCATCTTTCTTATCCCATTTAGCATTTTTAATACCGAGGTTTT
+CAGCAGGCACGAACTCGGTATTAAACATATAGCCAAATTCTTTCTTAGCGGCTTGGTTCGCTTGGTAAAT
+TACTTTTAAGTGTGTACTAACAAATTGCTTATATTCTTCATTATTGCCGACTTTAATTTGGGCAAACTCA
+GCCGCTTCAGCCATACCATTAATACCTATGGTAAGAAATTGCTTATCAAGTGAAATAAACCCAGCGTCGT
+AAACGGATAATGCGCCTTGCGCTTGATACTCTTGCATCAATTTTCGATAAGCAACTTGGTATTTTTGTAT
+TTTTTCTATTTCTGTTTTTAAATCTCGACCGTCTTGCACTAAACGATTCATATTAACAGTAATTACATTA
+ATTGAGCCTGTGGCAACACCACCAGCACCTAAGGTATAAGAAAAAGTATTGTCAGAAATTTCATTACGTA
+ATCGACAGCATGAGGCTAGTGAATCGGCACTGTCAGATAAGTAGATAAAAAAGGAATTACCTTCAGCTTT
+TTGTTGAGCGAGTTTACGGGCAAAATCTAGGTCTTTACACTGGCCATTTTCAGTTAGCATTGCCGCGGTA
+ACTACAGGGAAGGTAAGTACTGCTTGTTCACGCTCCTTATTGATCCAGCCGAGGAAGAATTGTTGTAGCT
+GGTCAACGGTCTGCCAATTAGGTTTACTAAAATCAGGGAAAACAAATTCGCCAAACATTGAAGCAAAGTA
+ATGTTGATCAAATAATGAAATGTTCCAAAATACACTCTGGTATCCACGAGCCGCCGCTGGTTGATTGATA
+GCATAAACCACATGTTGTAAGTGATTTTCTATCTCAGATTTATGCGTACTTAGATAATCATTACCGTATT
+CAAGGCGAGCAAAGTAATCAAAATAGGTGAGAAACTCAACAGTCGCAACCGCACCAGCAAATTGCGCTGA
+AATAGCAAAAATAAGGTTCACAAAAGAGCCACAGAAAGATTCTAAATGCTTAGGTGCTTTAGACTCACCG
+CCTAACTTAGTTAAGCCGTCTAATAAAAAGGGGTACATGCTAATTGAGGTACAATATGGCTTTAAACTGG
+TCTCATCGTGCACGTAAATTTCATGATCTTCAATTTGACGTAAATACTCTTTGGCCAAGTCAGCATCAAA
+AGTATCGCGTATTTTGTCATGCACTAACGCGCGATTAATTTGCACAAAACAATCTTTTAATAACTCAGCT
+TCTAACGTCGCAATGTTTTTATGGCTGACGTTGGCATTGGCATCCATTTTTGAGCCATCTGCTGCATTTT
+TTGCTGAAAAATATTGTTTGATAAAATCTTTTTTATTGGTGATCTGTTCTTCGTTAAGCCGCAACATTGT
+TAGCTCCTTGAGTAAATTGATAAGGTTCGAAAGTACTAATCTCAAAAGCACTAGTCTCGAGAGAATTAGT
+CTTAAAAGAGTTAGTTTCTAAAATAGTAGTTTGAGAATGACTAGCATCGACGGTATTAACCTTGAAGGTA
+TTCACATCGATAGCTTTGTTAAATAAATGGTTTAACTTTTCACCTGAGATGACATTACGAAAAACTTGAT
+TGGTTGTCGGGCTATCTAGGCCACCTAACGTTTCATGCCAAGCACCCGTTTTTAAAAAATTAAGGTGTTG
+AGAAATATTTATATCAATATGTTTTTCGCCAGAGTAGAGGCAAGTTTTAAGGCCATGATTTTTAGCGATG
+ATCAGCTTTTCAATTAAAGCGTTGGCTTGCCATTCACCACCAAAAAACACCACACAACTGATTAGGCCTT
+GATACTTTTTAAGCCACTGGGTGAAGTTTGTATTGGTGAGTAACACGCCATTATCTTCTTGCCATAACTC
+AGTGCTGTGGCAACCTTTGCAGCCGACCTTACAGCCGGTAATACTAAAGCACAGGCTAATTTCATTAGGC
+ACTTCTTGGAAGACAACACTCGGAGTAATACAGTTAAAAGTCATACGTCACCTATATATAGATGTTATTG
+TTTTAATAAGCACAATATATAGTATTTCGGGGTGGTGGCTTGTTGATTTAGATCAAGATAACTTGTGGTA
+ATAAAATAATTAAGCACAATATATAGTGTATTTTTTTATTATTAGATCAATATATAGTGATTGTTATTGG
+ATGTATAATGCAGATTCAGCTAATGATTAGTGAATTAATCTCAGCATTGATAGCAGAAAGAAGGGAAATT
+AATGGGTATGAAAAATAGTGTTTTCAGTACCCATTTATTAATTTTAACGTTGGCTATTTCATTTCAGTGC
+AGCTGTCTGATCAAGCGCTCTGAGTTCTGGCTGTTTTTTCCGATCTCCTAACTCTGAAACAAGCATTCCA
+GCAAGAATTAATCCAGCACCGATCATGCCTTTTTCACCAAGCACTTCGTCCAAAAATACCCAAGCGGCAA
+TGCAAGCGAAGACAGGCTCTGCAGCAAAGATAAGCGCTACTTTATGAGGTTTTAGTAATGTCTGACTTAC
+TGATTGAGCCCAGAAAGCATAAGCGGTTCCCAAGATCCCTGATACTAAAATGGCAAATATCATCAAAGGG
+GTAAACAGTTGTTGATACCAACTAACGGGCTCGGCATCCTGATAATAAAAAACAGGGTCAGGACCAATGA
+ATATAGCTATCGTACTGTAAATAGAGACTGCAAAAATTTGTACAATACTTAATGGGATGATGGGTAAGTT
+ATCGACGAAGCGGTCAGTCATAATGATATGGCCAGCAAAACCAAAGGCGCAGATCAACACCAGAATATCA
+CCTTTATTAAATACTAACTTGTCTCCTATGGTTAACATATAGAGACCCGCTGTTGCGGTAACAACGCCTA
+TCCATACTGACTTAGGAACAACATTTCGAAAGATTAAAAAACCTAATACAGGAACAAGAGGCACACACAG
+ACCGGTAATAAAACCAGCATTAGTCACTGTGGTAAAACGCATTCCTTCAGTCTGAGTATAAAAACCAATA
+AAGAGGAAAAAGCCCAGTAACATACCTGACCTTATTAAGAGGACATAATCGATAGGCTTAGAGTTACCTT
+TGTTTTTCTTTTGCACAAACCAAAGCAGAGGTAACATCGACAGTGTCGCCACAGCAAAGCGAATAGCATT
+GAAAGTATTCGTTGGCATCACTTCAATCGCAAGATCAATTGGGACAAACTCTACCCCCCAAATAAAGCAG
+ACGATAAGTAGCAAGATAGTTGCAATGCGAGGTGAGGTAACTGTCATAGATAAGCTCTTTTTGCTCCTTA
+TTTAGGAGCAGATAAATTGAGGACCGTATATTATACAAAAATAGCTACTTATACCAAGTCCATTGAGTTA
+TTTCCCACTCAGCGAGAATTAAAAGGCTTAAAGGCAAGGCATTGATTGAAGAGAATGGTTATTCAGGAAA
+ATATACTCCTGCATTCTCTAATAAGCTGCATCTATGCAGCGTCCTTATCAAAATCAATAACACAGCATGT
+AAGCCTTTACTTTTTATTTGGTACTCGCCCTTGGGAGCTTGTCAGAAAAGCAATAAATGACTATACCAAC
+AAAAATTTTGCTTGTTATGACTCTTCTGACATAGCTCTGAGGTGGGAATAAATTTAATGGAATTGGTATT
+AACAAGTAAAGCCTAGGTTAAGCATATCTAAAAGTTTAAGCCATAACCCACGTTTCCCGCCATTAGCATC
+AGCTTTTTCTAGCGCCTTATGAGTCAGATATACGCCAATCCAACGAAGTGGCTCTGGTGCCCATGGTATT
+GGTTTTTTCTTTACAAATTGCATGTCGAGAATTTCACTTGGCTTATAGCCCAATAGTTCGATACCTATTC
+TGGCACCAAATCGAGAAGCGCCAACCCCCAAACCGGTGTAACCGATAGCCCATGCAACGCGTCCATCATA
+AGCAACGCCTGGCACCACACAAAAACGAGTAGAAGTTGCAATAATACCGCTCCAGCGATGGGTGAATTTA
+ATCCCTTTAAGTTGAGGAAATGTTTCAAAGAATTCTTCAGACAATTGCGCAAAGCGTTCAGGAATGTCGG
+CATAACTCTGATCTATGCCGTTGTTAAAGTAATAACGCACAGCGCCGCCGCCGCCCCAAGTAATACGATT
+ATCTTTAGTGAAACGATAATAGTGGAACATGTTGGCATGATTAGAGAGCGCATGACGTGACTTATGCCAG
+CCAATTGAATCTAACTGTTCTTGGCTTAATGGTTGAGTTGCTATTTGGTAATCCCATACCGGAATAATTG
+ACCGGCGTGCTTGACCTATGGGGTTACGGTAGGCATTGGTTGCCATCAATACTTTATCGCTGATAATCTT
+GACGTCAGAGCAGGTGACTTCCATTTTATCTTGGCCCAGTTTTTTAAGGCTTGTCAGTGGTGTTTCTTCA
+TAAATACGTACGCCAAGCTCCAGAATTACGCGCTTTAATCCCCAACACAAACGGGCAGGGTCGACTACGC
+CATCTTGTCCTCCGCGATACCATAAACCCGCTAAATAGGTAGGTGAATTGACCTGCGCCTGCATTTCTTC
+TTGGTTAAACCAGACAACATCTTCGCCTTGGGCTTTTTCAGACTCGTAGGTAGCACGCAGTGCATCTACT
+GATGCTTGGTCAGTTGCGACAGACGTTTCACCAACTTTTTCATAACGGGCATCAATATTATAGTGTTCAA
+GTGTCTCAATAAATTCTTTTAGATTTTGTTGTCCCAATTGATGCAGTTTATCTGCCTCGCCAGGAAATTG
+ATGATCGGTATTGGTTTCTCCATGCGCTAAACTTGAACTTAAAAAACCACCGTTTCGCCCTGAAGCACCG
+TCAGATATTGTCGTTTTCTCGATCAAGATAATGTCGGCATCGGGCTGGCGCTCTTTTGCTTGAAGGGCGC
+CCCATAAACCAGTAAAACCACCACCAACAATTAATAGCTCGCAGCTCGTATCTGCTGACAAGGCGGGTAA
+AGTTTCTGGTCGAATATCCTGATCATGCCAAAGGGGACAATATTTCGAATCTTTTAATGCATCAAGGTGC
+TGTTTCATCATTCACTCTCATAAGAATTTTGTTATATTTTAGAGTCTGTACTTCACATTATTTGGTATTA
+TTTGAGATACCAGCCCCAAGGCTCACTACTGTTAAAGCGGGTAATTTGTTTGGTTTCAAGGTAGTTGTTT
+AATCCCCATTGACCTAGCTCTCTACCTATACCTGATTGTTTATAGCCACCCCATGGCGCTTCAACAAAGG
+TAGGTTGTGAACAGTTAACCCAAACAATTCCGGCACGAAAGGCTCTAGAAACGCGGTCACAACGATCTTC
+ATCTTTAGACATTACTGCTGCTGCGAGTCCAAAACGTGAATCATTGGCTAAGCGGATAGCTTCGCTTTCA
+GACTGAAACGGCTTGATACAGACAACAGGTCCAAAGATTTCTTCATTCCAGACCCAGCTATTTTCATCAA
+TATCGGTCAATATTGTTGGTTCAAGATAATAGCCGACATCTAACCCTGGTGGTCGCTGACCGCCAGTCGC
+TATTGTGGCTCCATCGCTAACGCCACGCTCAATTGCAGCTAGTACCTTTTTGTATTGATCGCTATTAACA
+AGTGGTCCCAATAACACTCCATCTTGATCTCCTGGGCCGATAGTGATTTTTTTCGTTTCTTCAACCAAAC
+GCTCAAGTAAAGCAGGGTATATTTCTTTTGCGACTAAAACACGCGAGGTAGCTGAACAGACTTGGCCCTG
+GTTCCAGAATATGCCGAACATGATCCATTCTACGGCTTTTTCAATATCACTATCTTCAAAAATAACAAAA
+GGCGACTTTCCACCAAGCTCGAGGCTGATATTTTTGATATCTCTGGCGGCCGTAGCCATAATTTTTGACC
+CTGTTGGTATCGAACCAGTAAAGGCTAACTTATCAACGTCAGGATGTTCTACTAAAGCCTGCCCGGCATC
+TTTACCTAAACCAGTCACTATGTTTAACACACCAGCAGGTAGCTTTGCTTCATCAGCAATCTCTGCCAGC
+GCTAACGCTGTGAGCGGCGTTATTTCTGAGGGTTTTAGGATGATGGAACAACCTGCCGCCAATGCTGGAG
+CAACTTTCCATGCAGCCATCAGCATGGGGAAATTCCAAGGAATGATAGCTCCCGCTACGCCAAGCGGCTC
+TTTTATTGCTTTTGAACTAAAGCCCGGCTCAGGTAATTCAATGACTTGCTCCGATGTATTATCAAGTTGT
+TCGGCTAAACCGGCATAAAATTCAAAGGTAGCGGCAGTATCCTCAATATCCCATTTGGCTTCAGGATAGG
+GTTTGCCATTATCGAGTACTTCCAGCTTTGCTAACTCATCTAAACGTCTGATAATAATAGCCGCAATTTT
+TCTCAAATATACTGCGCGTTCAGCGCCACTTAAACGAGGCCATGGTCCTTGATCGAATGCTGTTCGAGCC
+GCTTTCACAGCGGCATCAATATCAACGCTGTTACCTGCTGGAATTTCAGCAATAACTGCTTCAGTAGCAG
+GGTTAATCACCGAAAATGTTTCACTCGTAGCCGGTGAAACCCATGTTCCATTGATATAATGTTTATTATT
+CATTGTTGATATACACCTTGATGGCTAAATATTTTAAATATGTGATCAGTCCGGTTGGTATTAGCTTGAT
+TGCAAAATAGCATAAAATGTATGCACGTCACCTATTGATCTCCAGCTGCATAAAGCTCCCTGCGGGACAA
+AAAAAGCATCGCCGGCGGTAAACACCTGCTCATCACCTTCTTGTTCAGTAATGACGAGTGAACCAGATTG
+CAAATAAATGAACTCATTGCGAGGGAAGGGCTGCATTTCACTATTGAACGCTTCACTGTGCCAAGTACCG
+GCAATGAACTTGCCAGTATGATCTTTATAAGAAGGCAGATGTTTTTGCGCAGGCTCTTTTCCTTTGATGA
+CAAAAGGTGTGTTCGTTGGTTCGATCTCCACCCCAGTACTATCTTCAATGGCCATCTGGCTTGAGTTATT
+AACTTTAAGCTTAATGATGCCCTCAACAACCGGTGTTGTGGGAATGTCTTCTTTTGGGTGCTCTGAAATA
+ACGAAAAATTTGCGCAGATAACCTGTTTGATGCCACTGACAATCGTAACCTTTAGGAATAACAAAAGCTT
+CGCCTGCTTGCACTTTTTCCATCGTACCCGTTTTACTATTCTTTATCTCTACTTCACCCTCAAGTAAATA
+CATAAATTCGTCGCAAGGCGAAGGAGCAGCGGCTTCAACCATTGTTGAGGTATCCCAGACACCAATATAA
+AGACCTAGATTGTCGTCTTCATAGTAAACATGAGTATGCTGAACTGGCAATTCGGATGCGAACATTTGGG
+GATCTAAGTCATCACAATCATGACCAAAATCTTGAGGATTAGGACTTAATCTAATAATTTTTTGGTTCGA
+CATAGTTTGTGTTCTCATGTTTATGTATTTTGAAGGGCGGCGCTGAAATATTGCGCCGCTCTTTGTTTTA
+TAGTGCTTGAGCCAAGTTTCTTTTGCCAAATTAACTAAGCAAATGCAAAACTTGCGCCTTCACGCACGCC
+ACTTGAAGGCCAGCGTTGCGTGATGGTTTTACGTTTGGTATAAAAACGAACGCCATCTGGGCCATAAGCA
+TGTAAGTCACCAAATAATGAGCGCTTCCAGCCCCCGAAACTATGATAAGCAACAGGCACGGGTAGTGGCA
+CATTAATGCCTACCATACCGACCTGAATGTTATCTGAGAAATAACGCGCTGCTTCTCCATCACGGGTAAA
+GATACAGGTACCATTGCCGTATTCATGGTCGTTAATTAACTGCATTGCTTCTTGCATGGTTTTAACGCGC
+ATCACTTGTAATACCGGACCAAAGATTTCAGCAACGTAACTGTCCATGTCAGCAGTAACACCGTCAATTA
+AGGTGGCGCCAACGAAGAAGCCATTTTCATAACCTTCAACGTGTGGTTGGCGACCATCGACAACAATGGT
+TGCTCCCTGATTTTGGGCGCTGGTGATATAGCCTTCGACTTTGTCTTTATGCGCTTGCGTAATGACCGGA
+CCAAAATCATTACTGGCCTTGTCATGAGCGCCAACACTTAAGTTTTTCATCGCTTCTGTCATTTTCTCTA
+CTAAGGCATCAGCCGCTTCATCACCGACAGCAACCGCAACAGATAACGCCATGCAGCGCTCTCCTGATGA
+GCCAAAGGCAGCACCAAGTAGTTGATTGACCGCATTGTCCATGTCAGCGTCGGGCATAATGATGGCGTGA
+TTTTTAGCGCCGCCCAGTGCCTGACAGCGTTTGCCATTGGCATTAGCGGTGGCGTAAATGTACTCAGCAA
+TGGGTGTTGAGCCAACAAAACTCACTGCTTTAATGCGCTCGTCACTTAATAACACATCGACCGCTTCTTT
+ATCACCGTTTACGACGTTCATTACGCCATCAGGTAAGCCTGCTTCTTTTAATAACTGGGCGATATACAAG
+GTTGAACTTGGGTCACGCTCTGATGGTTTTAAGATAAAACAATTACCGCACACGATTGCCAATGGGAACA
+TCCACATAGGAACCATGGCAGGGAAGTTAAACGGGGTAATACCGGCAACAACACCTAACGGTTGAAACTC
+ACTCCAACAATCAATGTTTGGGCCAACGTTTTTGCTGTGCTCGCCTTTGAGTAACTCAGGTGCACCACAG
+GCGTACTCAACGTTTTCAATACCGCGTTGTAATTCACCGGCAGCATCGTGTGATATTTTTCCGTGCTCTT
+CACCAATGAGTCGACAGATAGTATCGGCATGTTGTTCTAATAATTCTTTGAAACGAAACATCACCCGTGC
+GCGCTTTATTGCCGGGGTATTACGCCATGCGGGGAAGGCTGTCTGAGCCGCTGAAATGGCCTGTTCAACC
+GTTTGCTTTGACGCTAAAGCGACTTTCTTTTCTGCAGCGCCGGTAGCAGGATTAAAGACTGCTTGTGTGC
+GCACATCATCATTAACCATTTCACCATTGATTAAATGGCCTATTACATTTACTTCATTCATAAAATTCTC
+CGCATAGGGCTATAAAGCCCATTGTTAAATTGTTTACGCTATTTCGTTAAAGGTTTCGCCCAGAGCACTG
+AGCAATGAATCTATTTCTTCGCGTTCACTGGTAAAGGGCAGACCAAGCTGGATAGTGGCGCCGCCGTAGC
+GAACATAAAATCCTTTCTGCCACATTTTCATCGCTATTTGATAAGGGCGTAATGCAGGCTCTCCTGGAAC
+AGGGTCGATTGTAAAACCAGCGGCAAAACCATAGCTGCGAATGTCAGTGACGTGTTTACAGCCTTTAAGG
+TTATGAACGGACTCTTCAAAATACGGACTATGGTCTTTAACACGTTCAATGAGTTTGTCTGTTTGCAAAA
+TCTCTAAGGCGGCCAGTCCGGCTGCACAAGCAACAGGGTGAGCGGAGTAGGTATAACCGTGCGGGAATTC
+CACCATATACTCAGGGCCACCTTGCTCCATAAAGGTCTCGTAGATTTCTTGCTTAGCAATCACTGCGCCC
+ATCGGAATGGTGCCATTGGTCATCTGTTTAGCGATGTTAATAATATCTGGGGTGACGCCAAAGGCTTCTG
+CCCCGGTATTGGCACCCATGCGACCAAAAGCGCAAATCACTTCGTCAAAAATCAAAAGAATATTGTGCTG
+GTCACAAATCTCACGTAAACGGTTTAAGTAACCTACTGGCGGTGGTATCACACCAGCAGAGCCCGCCATA
+GGCTCAACAATCACAGCCGCAATATTTGAAGCGTCGTGCAGCGCCACTAAATCGAGTAATTCATTCGCTA
+GCTCAACGCCTGTTTGGGGTTGACCTTTAACAAATTTATTTTCATCTAACATGGTATGGCGTAAATGGTC
+AGCATCGACGGCAGGACCAAATAACGAACGGTTAGCGCCGATACCGCCAACTGAAATACCGCCAAAATTA
+ACGCCGTGATAACCCAAACCGCGACCGATTAATTTAGTTTTGCTGGCCAAGCCTTTTTTTCGCCAATAGG
+CACGCGCCATTTTCAGTGAGGTTTCAGCGGCTTCTGAGCCAGAGCCAGTATAAAAAACGCGGTTTATCCC
+TTTGGGCATAAACTCAACAATTTTCTCGGCCAGTTGAAAGGCTTTCGGGTGACCAAATTGAAAAGCGGGT
+GCATAATCCAATTGTTTTAATTGTTTACTCACCGCTTCGGTAATTTCCGGACGACTATGACCCGCGCCGC
+AGCACCAAAGGCCAGATAAACCATCAAAGATTTTTCGACCGTCGGCATCGGTGTAGTAATTGCCTTGGGC
+AGAAACGATGATGCGTGGGTCTTTTTTAAACTCACGGTTACCGGTAAACGCCATCCAGTGCGCATCAAGT
+TGTGCCTGAGTGATGCCATGTTTTGTTTGGTTATTGTTCATAGTTGACCTCAACATATCTAAGGTTAGAA
+TTAAGTTGACTCTATTATCACCATCCTGTTAAATTCTTAAATACATCTTTTTTTAACAATAGTTATGTGA
+TTGGTTACTTATTGGGGCTTAATGAATAATATAAAAAACATCTTACCTCACCGACTTGGTGATTCTCATA
+TTCGGATCTTGCGCATTTTTAAAGCCGTTATCGAATCTGGAGGGTTTGCTGCTGCAGAGGCCGAACTTAA
+TATCAGTCGTCCTGCTATTAGTAACGCAATGTCTGAATTAGAATCGCTATTGAACATGCGGCTGTGCCAT
+CGCGGTAGAACGGGATTCTCTATTACCGAGCAAGGCGAACATGTTTATAACGCGACCTTGCAGCTATTAG
+GCAGCTTAGATACTTTCAAGTCGCAAATTAATGCCATCAATACCAAGCTGGTTGGAGATCTAAATATAGG
+TATTACCGATAATTTGGTTACTAACCCACAAATGCGTATTACCAGATCGCTTAGTACTTTCAAACATCGT
+GCACCTGAAGTCATCTTTAATATTCAGATGATGCCACCTTACGACATTGAAAATGCAGTATTAGAAGGAC
+AACTACATATTGGCGTGGTCCCCGATTTACGTGCGTTATCTGGGTTAAACTACCTTCCCTTATACAAAGA
+AAAGTCCTTATTGTATTGCAGTGCTCAGCATCCACTATTCAACCAAGATCTCAATACGATTAGTGATTAC
+GCCCTTGAAAAATATGACGCGGTATTACCCTGCTATCCTCAGCCAGCTGACATTAAACAACAACAAAAAA
+GATTTAAGGGCTCGGCAACCTCTACCGATAGAGAAGGCATTGCATTTCTCATTCTTACGGGGCGTTTTAT
+AGGTTTTTTACCCACTCATTTTGCCGAACGTTGGGTGGTACAAGATTTGTTGCGTGCCATTGAACCTCAC
+AAACGTAACTTCTACACTAATTTTTCAGCTATCACTCGAAAGGGCGCTCGCCCCAATTTAATAACTGAAG
+CTTATTTAGAAGAATTACAAAAAACAGCCTAGTCAGCGCTAACCTTGATTTATCAATCATGAATAATCAT
+TGGTTTCAAATTTACACCGAGCTGTTAATGCCAGTAGTACCGAAATCGCGTTTAATGCAAAACTCTCTGG
+CTTTTATAAGTGCCAAGTTACGAACTAGAGTGTTTTTTATTTTATTCAATAACGACTGATAAGTAACCAA
+TGATATAACTAACGTTAAAAAAAATGGTATTTATTAAAACTTTAAGGGAGGCAATACTCTATCAAAGGGG
+GAAATATTGAGTCAACTGGAAATAGCCAAGTTAAATATGGCCTAAGCAAAGAACGACTCGATGCCCTCTT
+GATGCAGCCTATAAAAAACAAACTTGGCATATCTGAACGTTTGATTTTTTATTTCGCTGGTTTAGTTAAT
+CTGTGATGCAACGAAAGGATAAATAATGAGACTTTTTAAAAAAGCAACAGTAACAGCAATGGCATTGATA
+AGTGCCGGAATATTTGTGGGTAGCGTTAGTGCTAGTGAAGAACAAGTAGTCAAAATGTATAACTGGTCCG
+ATTATGTTGCCGAAGATACATTGGAAAATTTTAGAAAAGAAACCGGAATTCGGGTTATTTACGACGTATT
+CGACAGTAATGAGGTACTAGAAGCTAAACTACTTTCAGGTCGCTCTGGCTATGATATTGTGGTGCCGTCA
+AACAGCTTCTTGACCAAACAAATTAAAGCGGGTGTGTATAGTAAACTAAACCGTGATCAGTTAACTAACC
+ATAGTAACCTAGATCCTGAATTAATGAGCAAGTTGCAAACAGCCGATCCAGGCAATCAACATGCGGTTCC
+TTACTTATGGGGCACCAATGGTATTGGTTATAATGTTGCTCAAGTTAAAGCTGCATTAGGCGATGACGCA
+CCGACTGATTCTCTAGAGCTTATTTTTAACCCTAAATATGCTGAAAAATTGGGGAAGTGTGGTCTAGCCG
+TTCTTGATTCGCCAGATGAAATGATTCCACAGGCACTGCTCTATTTAGGACTCAATCCAAATAGCCACAA
+GGCAAGTGACTATAAAGCGGCGGGTAAATTGTTAGCTGAAATACGTCCTCATATTACTTACTTCCATTCT
+TCACGTTACATTACAGATTTAGCCAATGGCGATATCTGTGTTGCTTATGGATTCTCTGGTGATGTATTCC
+AAGCTAAAGCACGTGCAGAAGAAGCTGGAAATGGTCACATCATTGAGTATAAAATTCCTAAAGAAGGAGC
+GAATCTTTGGTTTGATATGTTAGCCATCCCTAAAGATGCGCCGAACAAAGAAAATGCTCATAAGTTTGTT
+AATTACCTACTACGACCGGACGTCATTGCAGGCATAACTAACTATGTTGCCTATGCAAACGGTAACGTGG
+CATCGACGAAATTAATCGATAAAGAAGTTCGTGAAAACCCTGCCATTTATCCTTCTGACGATGTAATTAA
+TAATTTGTATATCCAAGAAGTTCGTCCATTGAAAGCGCAGCGTGCTATGACCCGCGTTTGGACAGGGGTG
+AAAACTGGTCGTTAATTAGTTTAAAGGGCAAGTAGTGGCTTGCCCTTTTTTATTTAAACGAGACTTCTTA
+AACAAGCTTGAATATTAAGCTTGCTTAAGGCTTTTTGGCTCAATAAGATGAATATCTTGTTGTGGGAATG
+GAATCGTAATTTTCTCTTCTTCAAACGCTAAGTAAATCGCTTTATAAGCGCTATATTTGGCAGCGTATAA
+GTTGGTAGTGGGTATCCAAAGTCTAATACCAATGTTAATAGCGCTGTCAGCAAAAGCATCAATACCTACC
+TGCATACGTACTTCATCTGTATATATATCAAGCTTCGCTAAAGTACGTTCAACAAGCGCTACAATCTCGA
+TAGGGTTGTCTTGGTACGAAATACCAACAGAGAGTTTCAATAAGGTATCTTTTCTTGAGTTAAGTACCAC
+TTCACCGACAATATGTTTGTTGGGAATGGTGATCTCAGCGGAATCTTCATTTTGGATGATGGTATAAGCT
+AATTGTACTTCTTTAACTATACCCGTAACTCCTTGCACTTCAATGGTATCTCCAACCACGAAAGGGCGAA
+TAATGATGATATTAAAGCCTGCCGCGTAATTGGCTAATAAGCCTTGCAATGCTAAACCTGCACCTAATGA
+AATTGCACCTAGCGCGGCAATAAATGGCGTAACACTGATCCCTATTTTACTCAGCGCCATGATACTTATC
+ATTACCATCACGACCATTTTGGTGGTGCTGGCGATAAAGCGGCTTAAGGTAACATCGAGTTTATGTTTTT
+CACAAAGACGTAATACTGTTTTAGCTATTTTACCGGCAACATAGAACCCCAATAAAAATATCAGTAAGGC
+ACCAATCAGTTGGAAGCTATAGTTGGTAAAGAAGTCGATAACTATTTTATAAATTGCTGACGCTTGTTCA
+ATTTCATGACGTAATAACTCAGCAGGCAGATCGACGGCTTGCTGCGCTGTATCGGTAATGGTGTTGGTTA
+GGGTTTCAGTCTTGTCGGTTTTTGGGTCTGTCATAATAATTTCCATTGAAATATAACTAAGTGTTTAATT
+CAGTGCTGGAATCGTTAGAAACGATATCCTAGCTGCATCATAAACTGTTGTCTGTCACTAAAGGCTAAGT
+TGGTTTCGGCAATAATCGCCCATTCTTCGGTAATGTTCCATTGTGCACCAATAAGATAATTCCACGGTGA
+ACTGGCATGCTGGTCAATCAGTACCGCGACTTTATTACCTGGTGTAGAGACCGCCAATTGTTGTTTAATA
+TCTTGCTTCATGGCACCAAGCCAAATTTGTCCTTGGAAGGCGCCAATACTACCATTCCAGCCTAAACGTG
+TGGAATACACCGTTTGTTTTGATTTTTCAATGGCGATATTAATGTCGGCTTCGGTGTAGTTTACATCAAA
+CATACCAAAAAAATCACCGTAGCCACCTGCGATCGTTGTACCGTAGCCCAACACTGTGCCATGAAAGTTT
+AAGGTTGTTGGAATACCTTCAGCGCTCACTAAGCAATGACCTGGTGCAGGCCCTTGAAAAGGTAAGTTAA
+TACTGGTGCAACGTTTATCATTAAGGCCACTACCAATACCTGCGGCCGCTAATAGTAATGTGGGGAGTTC
+AAGGTCTACATCTAGTTCAAGCTCTGCTTTGCCCTTTGTTTTACCGACTAAGCCGTAAACATTCCAAAAG
+GGCAGGATCCAGGCGTCAAAACGTAAATTATAAGTCGTGTCAGATACTTTAAGGTTTTTAGCGCTAATTG
+AATTATCAATAAAGTCATTAATGAGCTCGCTTTGCTGCCCATCAATTTCTAAGCCAATTTCAGACACAGT
+GAAAGGTTGCTCTTGTGTTAAACCAACCAATGAAATGCCAAAAGGTAAGGGTAATAAATAGCCAGCTTCA
+CGGGCTTCTTTACCTAAAAAGGGAAGGAAATCAGACCAGCGATTTCTTGGAGGTAAGGCTTCAGGTATTA
+CTAATTCATAACCAACACTTGAGATAGGGTTTTGTCTGTCACTTACTTGTTGTTTATAACTCTCATTAGT
+TTTGGCTTCGCTGCAGTATTGCGCGCACTGATTTTGCTGTTGCTCTGAGAGTATGATGGCTGATTCGTTG
+TTTGACTCAGGCGCTGTGCTGATTTTTTTCAAAGACTCCGCTGGTTCAGTGGTGAGTTTTTGCTCAGCAC
+CTTGTGCGGACAAGGTAAACAAAGAGCAAAATAAAAAACTGATTAACGATAGATAGTTACCCATAAAGGA
+TATTTTCCATAATATGTGTGGTTACTTGTTTATTTTATACTGTTCTGTCTCAATCCGCACAGATCTAGTA
+CTTACACCAAATTAGTGCGCTGAATAAGGCTTAAATTTATCTTTAATCATCATTCAACAATTCAGTTATG
+CAATTGATTTGCTCTGTTAATGAAGCAACTTGTTGCTCTAACTCGGTTACTCTCTGCGTGAGTGATGTTT
+GTTCTTCTGAAAGCACTACTTCAGTTTGAGTCGTGACAGCTTGGGTGAAACTGCTTTCATCAACATCTGA
+AAGCAAATGTACGTAACGAGATTCTCTTTTACCGGGTTCACGTTCTAGTTTTCTGACCAAGGTCAGGCCA
+TTTAAGTCCTGCAACTGAGTTAAGGTGTTATCAACCTCACTCACGTCAGCAAAGTCAGCCAATCTATTAG
+TACGCGTTCTCAATTCACCAGGCGTTTGCGGGCCTCTTAAAAATAGAACACAAATAACGGCGCGTTGTTG
+AGGCGTAAATTTCAAATTACCAAATTCGGTATCACAAAAACGATGAAAATATTTATTAACGCGAGTCGAT
+GCTTTTTGGTCAACCATTAATTGATTCATTTGCACGAGTTCATCAACTAGGTTTTGCACGTCACTTTCTG
+ATAGTGACATCACCGGATCACGATTACTCTTTTGATTACAGCCAGTTGTAATACCATTTAAAGAAAGAGG
+ATATTGCTCAGGCGTGGTGGTTTCTTTTTCAAGCATTACGCCAATAATGCGGCATTGTTCTGCGGAAAGT
+GTAATCATCTTGAAGGTACCTTTATAAAATAGCTACTGATGTTATAGCAAGCTATATGCTTCATTACTAT
+GTTGATGTGTTTGATTGCTCACAAAAAAGCCATAGTTAAGGCATTACTTAACTATGGCTTTTTAATGATT
+CAAATTTTCTTGAAGGTTATTCGATATTCGCGATCTGCTCACGCATCTGTTCGATTAGTACTTTTAATTC
+AACAGCGCTTGCCGTGATATCGGTATTAATCGATTTTGAGCCTAGGGTATTTGCTTCGCGGTTAAACTCT
+TGCATCATGAAATCTAAACGACGACCTTGTGCGCCACCTTTTTTCAATATTTTCTTCGTTTCAGTGACAT
+GGCTGTTTAAACGGTCAAGCTCTTCGGCAACATCCATTTTTTGCGCCAATAAAACTAACTCTTGCTCAAC
+ACGGCCCGAGTCTAAATCGATTTTAGCATCGGTGAATTTTTCGATAATGCGATTACGCTGCCAAGCAATG
+ACGTCTGGCATATGCGCTGCTACTTTATCAGCTTCGCTAGCTATTGCATCAAGGCGTTGTTCAATCATAG
+CTTTTAGGTTTTCACCTTCGCTGGCACGAGCAGCAATAAAGTCTTTTAGCGCTTGATCAAAAGCAGCAAG
+TAATTCAGCTTGAATGGCAGACATATCGCTTTCAGGTGCTTCCATCACACCAGGCCAGCGCATTACTTCT
+AAAGGATTTACTTTGCTGTTTAGTGTTTGCTCATTAATCCAATTAGCATGCTGAATGAGTTGCAGCGCCA
+AATTTTCATTAAGCGCTAATTCGCTTTTATTTGCAGGGTTGGCATTAAAACGTAAGTTACATTCTACTTT
+TCCGCGATTAAGTTGTTTACGGAAACGCTCACGTAAAACAGGCTCTATGCCACGAAATTGTTCTGGCAAA
+CGAAAATAGGTTTCAAGAAACCTTTGATTAACTGAGCGAATTTCCCAAACGGCGTTGCCCCAATCGCCTT
+TAATTTCAATGCGAGAGAATGCGGTCATGCTGTAGATCATGTTAAATCCTAATAATAATGTCACTTAATT
+ATTTGAATTATGCCTGAGCTTGATCCATCTATCCAGAAATTCAGTGTTAAATGGGCACCCTCATGAAGTT
+GTTAAGTTATCGTTATGGGGTAAATTCCACTTGGCCAAAGTTAGCCTCAAATTCTGTACACCAAACACTT
+AGCCCATTAAGATCATCCAAGCTTTTATTTTGTGGCAACTTAATAAATATCCTAGCGTTATTGTAGATTT
+TACCATTAAGTTTTTGCCCCATAGGAAAAGCATCTACACTGGTATATTCATGGTCAATAGCGCCATAAAA
+ATAGACATCTGGTCCGCCACCATCATAGCTGAATTGGCTAATCTCTATGGTGCAGTCATCAATAATTGTT
+GCCTTACCCGAGACATTATGGGCAAAAGTACTGAAGAAACCCGTGTGGCCAATTTTTTCGTGTTCTTTAG
+TGCAGCTAGAAAGGTTATTTTGACCTATTTCATTGAGGGTTAATTTAAAGTGGTCTATAGCCATTGTTGC
+AGAAATGAGTGCTTGGTTAACAGCGCCACTTTTACTTACCAAATCCGCGACTTGTTGTTCAAAATCACTG
+GCAGAAAAATCAATAGTCAGATTGGCGGCTAATTGGTGAACCGACTCTTCTATTTCGATGCCATTACTGG
+CATCGCCGTCAGCATCAAGGCTTTGCAAAAGTCGCAATAAGTTAACCACTTCTATTTGATTGGTATCTTG
+GGTTTGATATATATCTAACGGTGTTAAATAGAGGTTGGCAACAGTACTAGGAAGTTCAATCCCCCCAATA
+GAGAAGATAATGCTTTCCTTACCTTGAAACTGAAACTTACCAAGTTGGTTGGTTTGTCCACTTTGACTGG
+TCGTTTTATAATTGAGTCCAGCAACTGCGGAATCAAAAAATTGACCGGTATAGGTTGATACTTCAGGAAG
+TGCAGGCTCTGGCGTTATGGGCGCTTCACTGGTGCTACTATCAGAGCCACAAGCGGTTAAACACAGAACT
+AACGCGCTAGATATTAGTAATTTATAAGCCATATAAGGTCACCAGTAATAATAAGTTAGATACCCAAACT
+ACCTGAAGATGTAGGTTTCAGCTGGAATTAGGAATGCTTTAGGCAAGGCATTTATTGAAGAGAATAGTTA
+TTCTATTGTCGAAATCAATAACGCTGCATAAAGTGTTTCTAAACCAGCCCTGCGGGGACGTATGAGCAAA
+CCATGCTCTTCGTTGCCTCCTTTTTTAAGGGAATAACCCTTAATAAAAAGAGGTGCCTTGATCATGAATC
+GCTCAAGCGTCCTGAAACACGCATCTTCAAGTGGTTTTGGTATTTACGATGACCTTATAGTGACAACATA
+TATTCACAAAAGTATCACAGCCATGTTTTTTATTAGCTTTTCAGGGTTAACCAATGTGCTTTTATTTTAT
+CAGCAACCCGAAAGGCGTTAGCATAAATAGTAAAAGTGTAGGGTACGCTGCCACCAGTTGGCATAAAGGA
+GCCATCAGTAACATATAAATTATCAACTTCATGGGCTTGGCAGGTTTTATTAAGCACTGAGGTTTTAGGA
+TCATTGCCGAAGCGACAACCACCAGCCATTAAGTTTGTTGAAGGATAGCCACTCACTGAAGAAGAGACAT
+TTTTTGCACCTAAGGCTTCGAGTAGCTTTTCTGCTTTTTTAGATAAGTATTCGCCCACCTCAAGGTCATG
+ATCATGATAGCCAATGCGGACTTTGGCTACCGGATCGCCCCATTGATCTGTTACTTCGTTATCTAAGCTG
+ACAAAACAATCGTCAGTTGGCAGCCAATCATTAAACACTTCAAAGCGCAGCGTTTTATAACTGGTAAACT
+CTGTTTTCAAACTTTGTTTTAAATCTTCGCCCCACAGCAGTTTATCATCACCATTTTGATCTGAGCCCCA
+CTGCGTTCCGCGTGCTCTAGCGATGGGATTTTGGTGGAACAAAAAGTCGATAGTGCCGCCTTTAGCTTGT
+CCTTTAGCATTGGCACCAGTAAAGCTTTTATCCGCTATTTGATACCAATCTTGCAAGGCGCGATTAATAA
+AAGGACCTACTTGTTTTAATTCACCGACTTGTTTGTCTGATAAATCTGCATAATTAAAGTCACCTTGTCC
+GGTGCCACCGCCACTAAAGAGCAAGTTTTTACCAACTTGGCCGTTATTGTTGGCGAGACCTTGTGGAAAT
+TTCTCACCTGTTGAGGCCAGTAATAAACGAGAAGTCTCTACTGCTTGGCAAGCCACCACATATATTTTGG
+CGGTTACTGATTTTTTACGGCCTATTTTATCGTAATAGTGCACGCCGGTAATTTCACCTTGTTTATCAGT
+GGCAATTTTATAGACTTTTGCATTGGCTTGAATGGTGCAATTACCTGATGCCACTGCGTTATTTAATAAT
+GCTGCTCGACCACTACCTTTAGCACCTGAAGCACAGCCATAACTGCTGCAGTAACCAGAATATTCACAAC
+TGCGTCTGCCCATGGCGGGTTTTGACAAAATGGCTCTGGGTACAGGAATGGCATGATAGCCAATTTTTTG
+AGCTGCTTTATCTATCCAAGAAGACATCGGTAATTCGGCAATAGGCGGGTAGGGGAAGTCTGTTGAGCGT
+GGCTCTTGATGTGGATGTTCCACCACACGACCCGAGACACCCACTTCACGCTCTACTTTGGCATAATAAG
+GTTCGAGTTCGTCGTAACTAATCGGCCAATCTTCGACGTTGGCACCACTAATAGCACCAAACTCAGATTT
+TAAGCGAAAATCAATGGGTTTTAAGCGATGAAAGTAACCACTCATGAAGTTTGAAGAACCACCGACAACG
+TTGCCATTCCACCAACTCCAGCCAGAATCACTGGTTTTTTCACCTTGCCAGAAAGGTTTATCATTTTCAT
+CGAAATATTCTTCTTCAATGACATGTTGCTCATCAGTTAGCTTTGGGTTGTAAGCGTCATGAATACTAAT
+GGTCAGTTCATCTTTGAAGAACTCTTTTTCAGTTAACCAAGGGCCTTTTTCAAGGACTAATACTTTAGCT
+CCCGCTTTTGATAACTGATGGGCAATAGGGGAGGCACCAGCGCCGCTACCAATGATGCAAATGTCATAAC
+TCATGATTTTTTAGTTCCTTGGTGCGATTTATTACGGCTCGATGCTAAGCGTTTTGCGTCGTAGTTTACT
+CGGCTGATCAGATCAATACGGGCTCTGGTAGGCAATTCAAAATAACGTTGGCCTTTTTCAGGCATTGGGA
+AGCCCGCTTGATGTTCTAACCATGCCCAACCAATACCATCAGGATTACCGCCGTAACTTGCAGGCGAAAG
+CATGGCTTGAAAAATATAGCCGAGTAAGGTGTTTAACCAGTTTTGTCCCGCTGTAGAATTGCTTATCCCT
+CGAAGTAACTGCTCTTTGTCGGCAAAGCTTAACTGTGCAAAATTGGCTGACTTTTCACTGTTAGCATACC
+CATTTAACCAACCTACACCTTTTAGGATAAAGTCTTTTTCGTCTTGTTCTGTTGGTTGTACCGTCATTAC
+TTGGTACAAATAAGCAGTTGCTCTGATTTCACTCGCGCTAGGACCTGTTGGTGAGCTTGGTAATAATTGA
+TTCAAAGTTGCATCAAGTGTTAACCAAGGATCAGTTTTAACTAGGGTCTTAAGTAACTCATTCAGAGATG
+TTTGCGCTTTAGCACTAACACTTAATGCTGGCAAGCTGGCTAATGCGCCCATACCTGCGGCCGACTTAAG
+GAAACGACGTCGACCTTGCTGCGCTTGTCGCTTTTTGTTTTCGATGAACTCAGGCGTTTGGTAATTTTTG
+TCAAAAAAAGATGTACATTTATCATCATTAGTCACGAATATGCTCCTATAACCTGGGTAGGTTTAATCTT
+AGAATCTTAATGATCAATTATTCTACAGACGCTGTTGTTGCTAACTGTGCTTGCGCTTTGGTTGTACTAA
+CAGACCAGTCACTTAAAAAACTTAACCATTGTGATTTTGAATAGTTATTTCCAGTCAACAACTCTGCGGT
+ATCTTTAGATAAAATCATTTTTCCTTGTGCCGTTGATACATACATATGTGGGTAACCCAGTACTGGCGGC
+AGTGATTTCATAAAATCATTATTTTCATTACTGTCACTGACACTTATTTTGAGTAAAACATATTGGCTAT
+GTAATGCTTCATAGACATCAGGGTTTTTAGCAAGAAAGGCATCCATTTTATGGCACCAGCTACACCAGTT
+ACCGCCTATTTCAATCAATACTTGGCGATTGGTTTCTTGCGCTAAAGTAAGTGCCGCGGCTGCATCCTTA
+AAGGGGTCACGTTGATCATCATATATTTTGCTGTAAGCGGGTAAGTTTGGCGTTATAACAGGAGCAGAAG
+TATTTGCCGTGGCAATACTACTCAATAGTAGACTTAAACTGATAACAAATGTGGTGAAAATTCTCATGAA
+GCTCTCTGATAATATTTATTGCTCGGACAATTAACATGACCTTGCTTTGTTGAACTATATTTCAAAAATG
+TCTGATATGCCCATATTACTTCAAAATATAGGATTTGAGTGTACTCTTAAACCTGCATCCATGCAGTGTC
+CTTGTCAAAATCAATGGTGTGGCTAGAACGTTTATAAACTAGCCATTTGGGGGACGCCAGATCAAACCAT
+GCCCATCGTTACATCTGTTTTTAAGGGACCAACCCTTAATAAAAAGATGCGCCTTGATCATGATTCATTC
+AGGTGTCCTGAAACTCACATCTTGAAGTGCCTTGGGTATAAGCATTATAATAGCCGGAATTAATTTATCA
+GTCTTAACTCTTATATTTACTATAAAGGAACACTCCATGCGTCCAAGCGGCAGAACATTAGGGCAAATTC
+GCCCCGTAACTATTACTCGTCAATTTACTACTCATGCAGAAGGCTCAGTACTTATTGAGTTTGGCGATAC
+TAAAGTAATTTGTACTGCGACCGTTGAAGTTGGCGTACCACGTTTCTTAAAAGGCCAAGGTAAAGGTTGG
+GTTACTGCTGAATACGGTATGTTACCTCGCTCTACACATACACGTATGCGTCGCGAAGCTGCTTCCGGCA
+AGCAAAGTGGTCGTACGTTAGAGATTTCTCGCTTAATTGCTCGTGCATTACGTGCAGCAGTTGATTTAAA
+AGCCTTAGGCGAAAATACCATTTCAGTTGATTGTGATGTTATTCAAGCTGATGGTGGTACACGTACCGCT
+GCTATTACCGGTGCTTGTGTTGCGCTAGTTGATGCACTTAACTATATGCGTGCTAAAGATATTATTAAAA
+CTAATCCACTTAAGCATATGATTGCTGCAGTATCTGTTGGTATTTATAAAGGCGAACCCGTAGCAGATTT
+AGATTACCCAGAAGATTCAGCTGCTGATACCGATATGAATGTTGTTATGACAGATACCGGTAAGCTTATT
+GAAGTACAAGGTACGGCTGAAGAAGAACCGTTTAGCTTTGAAGAAATGCAAGCGATGCTTGAGTTGGCTA
+AAAATGGTATCAACGAATTATTCGACCTACAAAAAGCAGCATTAAGCTAAACTACGCTCAGTAAACAGGA
+AAATAACTATGAAAGATTATCAACGCGAGTTTATTGAATTTGCGATAGAAAAACAGGTATTACGCTTTGG
+TGAGTTCACCTTAAAGTCTGGCCGAGTGAGTCCTTACTTTTTTAATGCGGGTATGTTCAAAACCGGCGGT
+GATTTAGCGCGTTTAGGTCGTTTTTATGCGGCTACGTTAATGGATGCAAAAATTGATTTTGATTTAGTAT
+TTGGTCCTGCTTATAAAGGCATTCCAATTGCGACTACGACGACGGTTGCGCTGTACGATCACCACAATGT
+AGATGTGCCTTATTGCTTTAACCGTAAAGAAGCAAAAACTCATGGTGAAGGTGGTTCATTGGTGGGCGCA
+GAGCTTGAAGGTAAAATCATGTTAGTTGATGATGTTATTACCGCAGGCACAGCCATTCGTGAATCAATGG
+AAATTATTAAAGCACATGGTGCCCAGCTTTCGGGTGTATTAATTGCCCTAGATCGTCAAGAAAAAGGCCA
+AGGTCAACTTTCAGCAATTCAAGAAGTTGAACGCGATTTTGGTACACAAGTGGCGGCAATTGTTACCTTA
+GGTGATGTAGTGACCTATCTAGAAGAAAAGCTAGAAGGAAAAGTAGCAAACCAACCTGAATTAGCAGAAA
+ACTTAGCAAGCATTAAAAAATATCGTTTAAATTATGGTATCTAATAGTTAGTGAGTAGTGTTTAGTTACT
+TACCTTTAAAAAATAACGCCTTTGAAGCATAAAGTTTCAAAGGCGTTATTTTTTTGCGTAGTATATTATA
+CCAATAAGACTAATACCAAGTTGATTAAGTTCTTTCCCACTCAGCGAGAATTAAAAGGCTTAGAGGCAAG
+ACATTGATTGAAGAGAATGGTTATTCCCTTGTCAAAATCAATAACGCTGCATGTAAGCCTTTTAAACTCG
+CCCTTGGGAGCTTGTTCTATGTCCATTAACATCGTTAAATTCATTTGATTTAGAATGACTAGACCTAAAC
+AAATTCGCCTTGTTATTGAACATCTAACATACCTCTGAGTTGGGAAGAAATTTAATCAAATTGGTATAAC
+TAAGTTTTCATTTTCAAATGGCCTAAATATCCAATAACATCGTTGCTTTCAATCGAAATAGCCAGCTATT
+GCTCAATCAAGCGCCTTGTTTTTGAAAATTTATTCTCATTGAATTCTGTAGTCTTAATTAATCTCATTGG
+TATTATTTCAAAGTACTAATAATAAATAGATACGTAAAACAGAAACCATAAACAGGAAATCATGATGAAA
+ATTGCCAATAAGTACACGATATTACTACTGTGGTTGGTAAGTACCTTGTCATTTGCCCAAGGACAGCAAG
+ATTGCCTGAGTATTCAAGGTGATTATGTTTCTCTCATTGAATCAGGCAAGTATCGCTTCGCAAATGAGGT
+GGAAGGTGAGCTTTTAGCACACATTGATTTTAAAAAGCTATCTAGTTATCAAGAGTATCTGACGAATGCT
+TACCAGGTTGTCGTTAATAAAAATCCTCGAGCAAATATGCCTTGTCCGATTGTTACTGAGACCTACCAAC
+AATTAGCGAAAAAAAATCTATGGTCAAAAACACCAAAGATAAGCCAGTTGGTTGCTCCATTTGAATTAAC
+TCAAAATAATAACGATAAAGCCATTTTACTTATTCATGGCTTAACTGATTCACCCTTTTCTTTTCATGAC
+CTTAGCCAGTTTTTCTATCAACAGGGTTTTACGGTACGTACCTTGTTATTGCCTGGCCATGGCGTCGCAC
+CTTCAGAATTACTTAATACTGATTACCAAGCGTGGCAGCAAGCGGCAACATTCGCCATTGATCAAACGTT
+AAATGATTATCAACAAGTGTACCTTGGCGGCTTGTCTACTGGCGGAGCACTTATTTTTAATTACTTGATG
+CAGCAAAAACAGGTTGATGAAAAAATTAAAGGCCTCTTTATGTGGTCGCCTGCCACAAAGGCAAAAAGTG
+ACTTAGCTTGGTTAGCTCAATATATTGATGGTATCCCTTTTGTTGATTGGATTGATTTAGATGCTGATAT
+TGATTTTGCCAAATATGAGTCATTCCCCTATAACGCGGGGGCACAGGTTCACGCCTTAATGAATCTTGTT
+GTGGGAGAGGGGGCAAACGCAAGTCGACAAATGCATGATATCCCACTGTTTGTTGTGGCGAGTGAACATG
+ACCAAACCATAGATACTGCACATACCTTACAGCTAGTTCAGCAGTGGCAGTTAGCATCACCGCAAGAGCA
+GATGAAAAAAAGTGTGTTGATTTATTATGGTGATAACAACAAGCTGCCGAAAAAATTAGTTGATGTGATG
+GAAGTGATTGTGCCTGAATGTTCAGCTGAGAGCTTATGTAATGAAATTTTTGATGTTGCTCACATTGCAA
+CAACGAATTCTCCAGATAACCCACATTATGGTGTTAATGGCCAATATAGAAACTGTGGTCACTATGTTAC
+AGATGCTCCGCGTTATAAAGCATGTAAACATAATAAACAGGTTATTAAGGGAGAAGTTACCGCAATGAAC
+CTTACGCGTGATTTGCCAATGCAACGATTGACTTACAATCCGTATTATCAAGAAATGCTGGAAGCGATGA
+CAACGTTTTTAAAAGCGACTAAATAGTTTATAACGTCATGCCAGAGTTTACTTGTCGGGAATCCACGCTG
+TTTAAAGCTCAATGATTAGAAACTGGATCCTCGACCAGAGACTTCGAGGATGACGATCTAATGGTTGATA
+ATGTCATTTACTGGATGGGCATCGATTTTATTTTAAGTAATATTAACGCGCATACTTTAACCAAAGTTTA
+TAAAAAACAGCATTGCAGGTTTTATTATCATCCATAACACCATCTCTATCACAATCAGAGCCGGTCAATG
+ATTTAGCAACTTGTTGACCATATTCATCGATATCTGCTTTTGATGGCAAGACGGTAATGGTTACTTTTGG
+GGATTGTTCAATAAAGTCCGCGACATCGTGATAGCTGGCAAATACTTCTTGAGAAATTAAATGGCTAATA
+TCCCCCGAGGCTCTATTTTTTGCGTCCGAGCTAAATGAAACTAATGTGAGGGTAAGAGTTAATATCGCGA
+TGATATAATTCATTATTAGTTCTGCCTTTCAACATCGGCATCCTGATAGCCATCCTTCAACGCTTGCCAG
+TTTTGTTCGGTAAAATTGAACTGCTCCAGTTTATTTAATTCCTTTAAAAAAGAACGTTGTAAACGCGCCA
+TGTTGGCTTGCTTCCAGTTAGTCTCAACAGGGTTAGTGCGTAATTCACCACGGTCAAAGTCGATCAAAAA
+CACCTGTTTCTTGTCATTCAGCAAAATATTATGGCTATTCAAATCATGGTGATAAATACCGTGCTGGTGA
+AAGCGTTTAATTGTGGCACCTATGTTGTGCCAAATATCATCAGTTAACGCCTTTTCACTTAATATTGCCA
+CTAAGTCTTGAGCATGTTCAATTCGACTGGAAAGCAAGTCTGCTTGATAGTGAAAGCCATGTTGCATAAC
+GCGATAAGCGATTGGCTCAGGAGTAGGAAGTTGTAGCGTATTCATATGACGTAATAAAGCAAACTCACAT
+GCAGCGCGAGTTTTTTCTACGCCGCTAAACCAATAGGAATCTTTAATAATTTTACCGATCAACCCACCGC
+GGTAATAATGGCGTAATACCCAATCATGCGGAGTATTGCTGTTATCATTGTATTCGACAAACCAAGTGGT
+GCCACGCCCTTGTGCTGAGCCCGTTACGGCGTTACTTTGTTGCCAATAACTCGGACTAAGCATTGCTGCA
+TTGAAATTAGTGATCAGTGTTTGGTTGTAAACACAAGTAACGTTACCTTGTTCGAACTTAGAAAATTGTG
+CGCTGGTTATTGTTTGACTCACGAGTTATCTCCTAATGGTGTAGTGCTGGTAATATTAACCCTAGTGGGC
+AGAAGGTTTACTACTTGAGCCAACGTTTTTTCACTGGCTCCTTGGTTTTTTAGTACCACTTTAAGCGCAT
+TTTCGCCAAGCGTTTTCTGCCGAGTTGGTTGTTGCAATAATGCGCTAACTTCATTGACAAGTTGTGCGCT
+AGATTCATTAGTCGGTGTATTGTTAGTAAGTTCAATAATGGCATTTTCTTGTCTTAGCTGCTGCATTATT
+TCGTTGAAGTTGCTCATGTTGTGACCAACAATAACAGGCTTATTAAATAATGCTGGTTCTAACGGGTTAT
+GACCACCCACTTCACTGAAACTACCACCCATAGTGACAATATCACTTAAAGCAAAGGCAGCCATTAACTC
+GCCAAGGCTATCCAGCAACCACACTTGCTCATTATTAATTATCGTATTTTCACTGCGTTTAGCCAGTGAT
+AATTGTTTTGTAAGGCAAAGATTGGCGACTTGCTCAAAACGTTCTGGATGGCGCGGTACTAGCACTAATA
+ACAATGATGGATATTGAGATAACAATTCTTTAAAGGCGGTTAAGGTAATGGCTTCATCGCCCTCGTGTGT
+ACTGGCAACTAACCAGACTGTTCTTTTGGCCTGACTATCATCAGCAAAAAGTAACTTGGCTAACTCGGCC
+TTTTTATTGATAACTTGTTCATTGACACTGATATCGAATTTTAAATTGCCACTATTCACACAACGGCTTT
+GATGCGCACCGAGCTGCAAAAAGTGAGTTAAATTTTCTTGGCTTTGCGTGAGGATCATATCAAAGCGATT
+TAAGCAGGGCGCCATAAGCGCACTAAGTTTTTGATAACTGGTTAAGGATTTTTTAGATAAGCGGCCGTTA
+ATTAGCAATAATTTAATCTGGTGTTGGTCGCATTGAGCAATTAAGTTAGGCCATAACTCGGTTTCCATGA
+AAATTATCATTTTAGGTTTAAGCCGATGTAGAAATAATGTTGTGCAGGGAAATATATCTAACGGTAAATA
+ACCATGCTGAACACGTCGACCAAAGAGTTTGGTTATTTGCGCAGAGCCAGTCGGGGTAAATGAAGTGATG
+GTGATGGGTAAATCTGGATAGTTTACTAATAATTTTTCGATAAAACTTTTTAGTGCGATGACTTCACCGA
+CACTGGCAGCATGCACAACAATACCACCTTGCTTATAGGGCTTAGGAAAAAAGCCTAAGCGTTCAAATAA
+ACGTTGGCGGTATTCAGGGTGATTAAATGAGCGGATTAATAGCACAAGTAAAACTATTGGGGTGAGCAAT
+AAAAGGAATACACGGTAAAAAAATAAAGCTAAAACATATCGCACTAAAATTGACTCCACATCAACTATCT
+ATGCTGACTAGTATACCAAACGAATTAATTCTTGCGAATCAAGTTGCTATAAATTAATTAGGGGACGAGT
+ATAACTAACGCTCAAAGATGGTATCAAGAATAATGGCAGAGTTGGTTCTCTCCACGCCTTCAGTAGAACA
+GACCATATTGAGTACCTCACTGAGTTTTTCTAATGTGCTGGCTTGTATGGTAACCAATAAATCATATTCG
+CCACTTATCGAATGGATATGACTGATTTGGTGAACTTTTCTTAAGGCGATACAAATAGTTTGTCGTAAGT
+TGGGTTTTACTTTTAACGAGACATTAGAAGAGATTAAGCCACTGGTATAAGCGCTGTCGAGTACAACGCT
+GTATGCCTTAATGACATTATTATTTTCAAGTTTATTGAGTCGGTTTTGTATTGCTGTTCTAGAAACGCCA
+GTCGCTCTGGCGATATCTGAAACACTTGCTCTGGCATTTAGCCGTAATATTGACAGCAATTCTTCATCTT
+TTTCAGTTAACAAACTACACTCCCTTTACTGCATGTATTCAAATTATAGCTACTAACTTTCATTTTGACA
+GCTTTATATGTCAATTTGACTATAAAAAAGGTCATATCACCAAGTAGTGTCACTTTTATTGCAGTGCGGT
+CTGAGTTGATAATATGACTATTGAAGAACACTAATTATTTAAGGAATTCACATGACTGGTTCTGTATCTA
+CCAAAGGTTTTTACACGCATTTAACTGCACAAATAGAGCAAGTAAAAGAAGATGGCTTGTACAAAGCTGA
+GCGTATTATTACGACTGCTCAACAGCCTCAAATAGCCGTTAATACTGGTGAAGAAGTGGTAAATTTTTGT
+GCCAACAATTACTTAGGTTTAGCAAATCATCCTGAACTAATTGCTGCGGCAAAAACTGGCTTAGATGAGC
+ATGGTTTTGGTATGGCATCGGTACGCTTCATTTGCGGTACGCAAGACATCCATAAGACGTTAGAGCAGGG
+CATCAGTAAGTTTTTAGGCATGGAAGATACCATTTTGTACTCTTCTTGTTTTGATGCTAATGCTGGTTTA
+TTTGAAACCTTATTAGGACCAGATGACGCTATTATTAGTGATGCACTAAATCATGCGTCTATTATTGATG
+GTGTACGTTTATGTAAAGCTAAACGTTTCCGTTATGCCAATAATGATATGGCTGCGTTAGAGCAAAGTTT
+AATTGAAGCTGATGCTGCTGGCGCACGTTTCAAGTTAATTGCTACTGATGGTGTTTTCTCAATGGACGGC
+GTTATCGCTAACTTAAAAGGTGTTTGTGATTTAGCTGATAAATACGATGCTATGGTAATGGTTGATGATT
+CTCATGCGGTAGGGTTTGTTGGTGAGCAAGGCCGTGGTAGCCATGAATACTGTGAAGTTATGGGCCGTGT
+CGACATTATCACTGGCACCTTAGGTAAAGCAATGGGCGGCGCTTCAGGTGGTTTTACCTCAGCGAAAAAA
+GAAGTGGTTGAATGGTTACGTCAACGTTCACGTCCTTACTTATTTTCTAATTCATTAGCACCAGCTATCG
+TTAATGCGTCTTTGAAAGTGCTTGAGTTATTAGCTCAAGGCGATGCTTTACGTAAAACCTTAAAAGATAA
+TGCCGCTTATTTCCGTAACAGTATGGAAGCCGCAGGTTTTACTTGTGCGGGCGCAGATCACGCGATTGTG
+CCAGTAATGCTAGGTGACGCTAAAGTTGCTAGTGCTATGGCTGACCGTTTATTAGCGGAAGGTATTTATG
+TTATTGGTTTCTCTTTCCCTGTTGTACCTAAAGGTCAAGCACGTATACGTACACAAATTTCTGCGGCGCA
+TACTAAAGCGCAGTTAGACCACGCAATTGCAGCCTTTATCCGTATTGGTAAAGAAATGGCTGTGATCTAA
+CCGTTGAAAATTAATAAGACAGAGAGCGATAATGAAATCTTTAGCTAAATTAAAAGCAGAACCGGGCATT
+TGGTTAACGCGAACCGAAAAACCAAAACTAGGTCATAATGATCTGCTAATCAAAATTAAAAAAACGGCCA
+TTTGTGGTACAGATATCCACATTTATAATTGGGATGAATGGGCACAAAAAACAGTGCCTACGCCTATGGT
+TGTTGGACATGAGTACGCAGGTGAAGTGGTTGGTATCGGCCAAGAAGTTAAAGGCTTTACTTTAGGTGAC
+CGGGTTTCTGGTGAAGGCCATATTACTTGTGGTCATTGCCGTAATTGTCGTGGTGGCAGAACTCATTTAT
+GTCGTAATACCGTTGGTGTTGGGGTCAATCGTGCGGGGTCATTTGCAGAGTATCTAGTGATACCTGCATA
+CAATGCCTTTAAATTACCTGACGAAATTTCTGATGATTTAGCGTCAATTTTTGACCCCTTTGGTAATGCA
+GTTCATACCGCATTGTCATTTGATTTAGTGGGTGAGGATGTATTAATCACCGGTGCTGGCCCTATTGGTA
+TTATGGCTGCAGCCGTTGCTAAACATGTAGGTGCTCGTCATGTCGTTATTACCGATATTAACGAATATCG
+TCTTGACCTTGCAAGAAAAATGGGCGCTACTCGTGCTGTTGATGTGAGTAAAGAAAGCTTAAAAGATGTC
+ATGACCGATTTGGGGATGACCGAGGGTTTTGATGTTGGTATGGAAATGTCAGGTGTTCCAATGGCATTCA
+CTAGCATGTTAGAAAGCATGAATAATGGTGGTAAAATTGCCATGCTGGGTATTCCTGGTAGCGATATGGC
+TATTGATTGGAGCCAAGTTATTTTTAAAGGGCTTACCATTAAAGGTATTTATGGTCGTGAAATGTTCGAA
+ACTTGGTATAAGATGGCAAGTTTGATTCAATCTGGTTTAGATCTCACCCCGATTATTACCCATCACTACA
+ATATCGATGACTTTCAGCAAGGCTTTGATATGATGCGTTCTGGTCAATCTGGCAAGGTCATTTTAGATTG
+GACTTAAATTCGTTATACTAGCGGTTGAGAAACGTGATCTATTGAGGCTACCTACTAACGTTATATACCC
+ATGTAGGTAATAGTTGATAGATTACGTGTTCATTAAAGCCTGAAATATAACGAATTTACTGCCAGTAAGG
+TAGTAATCAAATGAGGAATACATAGTGTCAGAGAATAGTTTTAAGCATATGTCAGTAAGTGACTTACAAG
+AAGTGATGGCAAATAAATCACATGTTGTGGTAGATATTCGCGATGCTAATTCTTTTGCAAATGGTCGAAT
+TGCAGAATCAATTCATTTAACTAATGAGTCATTACCTGATTTTTTACGTGAAGCCGATCTGGATGCACCC
+GTAGTTGTTTGTTGTTATCACGGAATTTCTAGCCAACAAGCGGCGGAATTTTTAATAAGCCAAGATTTTA
+CCGAGGTCTACTCTCTTGACGGTGGCTTTACCCAATGGCAAACACAATTCCCTGACAATATAGAGCGATA
+ATTACTGATGACAAGTGAGTCTGCTGAGAATATGGATACGCTACAGCCACTGGTTCAACTTAAAGATCAT
+AATATTGCTTTATTATTCAGTAACTATTTACAATCTTTAGGTATTCAAGCACAACTCAAATCAAGCCAAG
+AAGACGGCCATGTAATTTTATGCCCTGAAGATAAAATAGCACAAGCAAAAGTAGAGTTTGATGCGTTTAT
+TTTAAAACCCTATGACGATAAATATCAACAAGCGGCATGGGATAGAGGCGAAACAGTCACCTTAAATTCA
+GGTGATTTCAGCTTATTGAGCAGTTTTAAAGATAGCTTTATAGCTCATGCAGGCATTGTTACTTTACTGG
+TGTTTGCCCTTTGCTGGTTAGTTTTTATCTTCAGTGAATTGGGTTGGGCACAACAGATTTTTTATGCCTT
+ACAGTTCTATCCACAATTATCTATTGATGCTTTATTAGCAGATCCAGTACGTTTGATTGGCCCTGCATTT
+TTTCACTTCTCTTGGCTGCATATTGTCTTTAACACCATGTGGTGGTGGCAATTGGGAGGTAGTATTGAAA
+AAATATTAGGTAAATCAACACTCATTAACCTACTTTTACTCTCTGCTATTGTTTCCAACGTAGGGCAATA
+TTTAGTGTCAGGTTCAAATTTTGGTGGTTTATCCGGTGTGGTATATGCGTTGGTTGGTTTTGTTTGGTGG
+TTTGGTTACTTAGCCCCAGACAGAGGTTTATTCCTTGCTAAACCATTAGTTGGGTTTTTACTGTTTTGGC
+TAGTACTGGGTTTTGCTGATTTACTGCCAGTCAATGTAGCCAATACCGCACATTTACTCGGCTTGCTCTC
+GGGATGTTTTCTTGCAGTGTTCACTGTAAAGGTGATTGGCGTAAATAGTAAAAATAACATTAAGAAAGAC
+AGTAAATAACAGGTCTTTAATATCAGTTGCTTGTTAGTTATCTAACCACTGAGTAAAAAGTAGCTTTTTG
+ATGAGAGGTTCGCCCGTTTCTTTGATTAATAGCTCTTTTACTTGCTCTTCACACGCTAACTGAATTTCCG
+CACGCCCTTTGATCGATTTTACTTTGGCTTCCGATTGCTGGCCAATGATATTAATAATGGCGTCACGTAA
+TAAAGGCGAGTGATGCTCAACTATGGTTAAATTGTCGCCTTCAACCATCAATTCAACAGTTAAACGCACA
+TAACCCATCTTCTTTTTTACTGCGACATAATTGGTGACAATATCAGGCTCAAAGCCAAAGTAAGCATAAT
+CACTCGCTTTTGCTTGAGCAACACTTGCACTTAACGTAAGTAAAAGGGAAAAGAGAAATAGGTTTTTAAA
+CATAAAAATAATAGTCGATAGGGGATGATTAAACTTATCCTTATCATAACCCGATTTAAAGCATTTGCTT
+GATTATTTTTTATAAAATTAAAATTTTTCTATTCGCCTGATTGAGATAAATGAGTTTACTGTTTAGGTCT
+GCTATTATAGCGACGATTTTACACCCTATTATTCTTTGAAGTAGTTTTATGAAGCAGCAAATAGTGAACT
+TTCCTATTACCTTTCCAATAACCTTGTCGGGCCAATGGCAGTCACCTAGTGCAGTGAGTTTCTCATCATT
+ATCTACGCCACTTAAAGATTGGTTGCTTGATGAAGGCTCACTTACGGCTCGCTTAAAAAAGCATTGTGAT
+AACTTTCAAGTTAAAGTCATTGGAGAGCAACAACAGCCCTGCTCAGCTGCGGAGTCTTGTGATCTGATTA
+AAGTTGGTGAACCCGTTTTGGTGCGTGAAGTCATTTTATATTGTGATGATGTACCTCAAGTCTTTGCCAG
+AAGCTTATTACCCATAGCTAGCTTAACGGGTGAAGAACAAATTCTTGCTAATTTAGGGGAGCAACCACTT
+GGGCAGGTATTGTTTAATAACCCGTCATTGCAACGTTTACGGTTAGAGTTATCTCCTTTTGTAAATGATT
+CTAGTGTTGTAGCGTTAGCTGCTAAATTAACGGCTCAACACGCAAGTAATAGCCCACTCGTAAAAGCATC
+AGTAATACCCAAACAAGAACTTTGGGGCCGTCGCTCTATATTCATGTTGGAGAATAAACCCTTGATGGTG
+GCTGAGGTTTTTTTACCTGATGCCTTTGCCTATCAATAATCAATGCAATAAATAAATACTTAAAAGAAAC
+ATATAAATGCTGAAAAGAATTCAACAAAAATGGTTAGCGATTAAGTTAATTACTCGTATGGATAAACCTA
+TTGGTACTTACCTCTTGTTATGGCCAACGTATTGGGCGTTATGGATTGCGAGCGATGGTTGGCCTAACCT
+GCAACTATTGTTGGTTTTTAGTTTAGGTGTTTTCATCATGCGTAGTGCTGGTTGTGTAATAAATGATTAC
+GCGGATAGAAAAATAGATGGTGAAGTTGAACGCACAAAAAACAGACCACTTGTTAATGGCATGATGACCT
+CTGGCGAAGCCATTAACTTGTTTGGCGTGTTAATTGGCATGGCATTTGGTTTGGTGCTAATGCTCAGCTG
+GTCCACTATTTACCTCTCTGTTGTTGCGGTATTACTAGCGGCAATTTACCCCTTTATGAAACGTCATACC
+CAACTGCCACAACTATTTTTAGGTGCTGCTTTTAGTTGGGGCATGATAATGGCATTCTCAGAAGCTCAAG
+GTGAAATACCTTTGGTGGCTTGGTTGCTGTTTACGGCTAACCTATGCTGGACCATTGCTTACGATACAAT
+GTACGCCATGGTTGATAGAGATGACGATGTTAAAATTGGGGTGAAATCTACCGCTATTTTATTTGCTGAA
+AATGATAAGCGTGTTATCGGCTTTTTACAGTTGATGACTTTGGCCTTATTATGGACAGTCGGTGATATTT
+TAGCCTTTGGTTGGCCGTATCAACTATGCATCATTGCGGCTGCAGGTTTGTTTAGCTATCAACAGTTATT
+GATTGTTAATAGAGAACGAGACGCTTGTTTTCAAGCCTTTTTGCATAATCACTGGGTTGGTTTAGTTGTC
+TTTGTTGGTATTGCAATTGAGTATCTATAACGTTCAATTACATTAGTTTAATAGTTTAGCAAACTCATCA
+AAGGGAAGGGGACCACTAAAATAGAAACCTTGGTAATGGAAACAACCAAGTTCTTTCAAACAGTTTAATT
+CTTCCTGTGTTTCAACACCTTCTGCCAGTATGTCCATATTCAGGGTTTTTCCTAAACTGATTATCATGCT
+GGCAATGGCTGCACTCTCACTACTTTGCGCTATGTTAGTCACAAAAGAACGATCTATTTTTAATACGCTC
+GCAGGAATGCGTTTTAAGTAGGTTAGAGAAGAATAACCCGTACCAAAATCATCAATAGCGCAATCAATAG
+CGTTTTCTTTTAATGAGGCAATTAACTTGATTGAATCTTCAATATTTTCTACCAGAAGATTTTCGGTTAA
+CTCTAACGCTAACCGTTTAGCAGGGATATCATTCTGCTTCACAGCGTTCAGGACAATTTCTTGAAAATCA
+TGCTGAATTAATTGCTTAGCGCTGATATTAATCGCTATTTTATTAAAACTTTCTGGTAGTGATAATTGTT
+CTAGTTTTTTGATGTCACGACAGGCTTGCTCTAAGACCCATTGACCAATAGCGAGAATGAGATCGCTTTC
+TTCTGCGATAGGGATATAGACCGCAGGCGACTCCTTACCATGAACAGGGTGTTGCCAGCGCAATAATGCT
+TCAGCGCCAATAATGTCACCATGATGGTTATATTGCGCCTGATAGTATAATTTAAAATCGCCTTGTTCTA
+ACCCTTGCTTCATATCATCAACATAAGCTAAGCGTCTTTTTATTTTTTCAGACATGACTCTTTGATATTG
+CTTACCTTGCTGAGTTTTGGCTCGTTTGGCTTCGTACATAGCAATATCGGCAAATTTAATAAGATTATTG
+ACGGTACTGCTTTGCAGAGGAAAAAGCGAATAGCCGATACTGCAAGTGAGTTTGTACGAATTAGTGTCGA
+TAACAAAAGGTGCCGTAAGTAATTGATTAATTTGAGCTATGAGTAGGTTAATTGTTTCTTGGTAATCATC
+TTTGAGATTCTTTAATAGAATAGTAAATTGATCCCCGCCAAAGCGGCCAATATCTATATGTTCACTGCTT
+AATGAATGTAGCCTATGGGCTAACGTCAGTAATATTTTATCGCCGACAGTATGACCCATAGCATCATTTA
+TTGGTTTGAAGCGGTTTAGATCGATAAAAAGAACACTACCAATTTTGTTGTTAATACGAGCATCTTCTAT
+AGCATTGCCCAGTAGATGATTTATATGCTGGCGATTAAATAAATGGGTTAATCCATCGTGCTGTGCTTGG
+AAGGCAACCTTTTCTTCAATAAGTTGCCTAGAGAGAACTTCTTTAACGAGGGAGTCATGTACTATCGAGG
+TGTAACAACTCGTTGCTAGCTTTTGTAAAATTGGCTGTAGTGCTTTTTGCACTTCATCAGCTATAGCATA
+GTGAGTTTCAAAAGTGAGTAAGCCATAGTCTGGAATAATAAAGCCAAATAAATATTGTCCATTTTCACAT
+TGAAAAGAAAGGGTTTTTTGGCTGCTATTAAGCTGACGTGCAAAGTTTGTAAGTATGGAGCTTTTCGACC
+ATGATTGACCGCGCTTATTTTTTGGAATGCTTAAAAAATATTGATAACTCGTGCCTTTAAGTGGAAGCAA
+CTTGCTAGGCATACCAGACTGGTCACAATAGACATAGATATGTGCACTTGTTAAATCGAGGCGGTTAAAA
+CAGACTTTTAAAAAAATTTTCAACATGGCCTTTAAGTCAAGCTTATTGCCAATAGCCATGGCAAGCTCAT
+GTTGTAGTGAAATAAGAAACAGTGCTTTATTCATACCTGCCTAGTTGCTACCAAGAGCTTATTACAATTG
+ATTTGTTGAGAAGACGAATAGCACCACTTTGACTATTGGCTATTTCCCCTAATGAAAGTACCCCGAATAA
+TGCACCTAAATGGCAATGTTCAGCGATGACATTGAGTTCCTTTTCAAACTCATCTTCCATAAATAAGGCC
+CTGCTAATGCAATCGAAGACCATAGTTGTTGTAATTGTTGTCTTGTTCAGTTTAGACAGTAGGGCGATCG
+CTGCTTTTTCTGTCGAGGCCACTAAGCTATCTATATTGCTTTCAAGTAAATACACCATTGAATTAATCGG
+GATATTGCCAAAACATTGTAAGTGATTATTTTTCGCTAAAATAGGGTCCCGAACAATTATATTATTATTG
+ATATCCTTAATACCTAATGGAAAATTCTTAGCAATATCAAAAAAGTCAGTATTATTGAAGGTGTATTCGG
+TGGCACTTTCAATCGTTTGGCAATAAACTTCATAAGCAGGTTGGTAATTTAAGCTTTGAACCGTTTGCCC
+TTGTGCTTCTGATACCAAAAAGGGCTCATCAAATGTCTCCCAACCATGCGCCACACTGGTGTTAAGTGTT
+CTTGGTAGTGCGACTAATAGAATAGCATCGCTATGAACACCTGAGTTGGTAAATATGCAATGGCGTTGGA
+TAAAGTCTAAATTGCCGGCACCACCACCAGCGATATTGATCCCGTGGTCTAAATGCTCAAAAAGACAATC
+AATAAAACCTTCAATGTTGCTGATTAGCGCATCATAGAACATCAGAAAATCATCCTGACCACAGAAGTTA
+TTCTTTTCTTTTAGTGTTGAGGTAATGAGTTCCTCTAAGCAACTTTCATTCGTGACCTGATTAAGTTGAG
+CGAACAGAGTTACATCAACGGCTTCTTTAAAGCCAATGATCAACGCGCCTTGTTTAATTAAGTCACCTTT
+TAGAGTCAGCATTGGGTAAATACCACCAAAGAGCTTTAGTGGGCACGCATGAAATAGAGCGTTGAGTTCT
+TCTTCAGGGTAATTGTTTTGGCTGCACGTAAGTACCAATAAGCTTTCCGCGCCACTATTTTGGGCGAGAC
+TTAAACCGCTTTTGAAATCACTTAAAGTATCGCTTAGTGTATGCCAAGTGAATAACTCAGTTGCCATCTT
+ATTGTATCTCTTGGTTTTTTTATTATTATTGTTTTACTACCCTTGGCATAATGCCTAAGTTATTTATAGA
+AAACTAGTGTTAATTAGTGTAATTATCTCTAGGTGCTTGTTTATTCGTTAATAGTCGTTAGGCTAGACAA
+TGGATGATGTAACTACTATATATTTAGTTACGTTGTTTAATCAAAGTACGGTACAAGCTTAAGTTCTAAG
+ATAAAAAGACGTTTTCATATAAAAATAATTAATGACAATAAGTTAAAGGGAAGCACAGATGAAAAAATCA
+ATTTTCGTAAAAGCTGCACTGGTCGTGTCGCTTGGATTATCCTCGCTGGGGCTTTCAGCTTTAGCCCATG
+CTGACGATGATAAAAAATATCGTTGGAAATTAGCTGAAACTTGGGGACCTAATTTTCCTATTTTTGGTGA
+TGCCACTAAAAATATGGCCAAAATGGTAAAAGAAATGTCGAATGGTCGGTTGACCATACGCATTGATTCT
+TCGAATAAGCATAAATCTGCATTAGGTATTTTTGACTTTGTAAAAAGTGGCCAATATCAAATGGGTCATT
+CTGCGTCTTATTATTGGAAAGGTAAAAACTTCAACACCATGTTTTTTACTACCGTACCTTTTGGCATGAT
+AGCCTCTGAACAACATGCTTGGTTTTACTACGGTGGTGGCATGGAGTTAATGAAAAAGGTTTATGATCAA
+TATGGCATCATGTCATTCCCTGGTGGTAATACGGGTAACCAAATGGGCGGTTGGTTCAAAAAAGAAATTA
+ATAGCGTTGAAGATCTGAAAGGTTTGAAAATGCGCATACCAGGTTTTGCTGGTGAAGTATTAGCAAAACT
+AGGTGCGAAGCCGACAAACATTCCATCAGGTGAGCTTTATACGGCATTGGAACGTAACACTATTGATGCA
+TTAGAGTGGGTAGGTCCTTCTTTAGATTTACGTATGGGTTTTCATAAAATAGCGCCTTATTACTACACAG
+GTTGGCATGAGCCAGGTACTGAGTTGCAATTTATGGTCAATCAAAAAGCCTACAATTCCCTACCAAAAGA
+TTTACAAAAAATATTAACGGTTGCTATGAAAGCTGCAGCTTATGATATGTATTCGCAATCGATGCACGCT
+AGTGGTGTGAACTTAGCATCACTGAAAAAAGATTACCCAAATGTGCAAATGCGCTCATTCCCTAAACCGG
+TAATGGAAGCGATTGTGCAAGCAAATGATGAGTTATTAGAAGAGTTTGCTGCTAAAGATCCTATGACAGC
+AGAAATTCTTAAGTCACTAAATGATTATAAGCACCAAATACGTGCTTGGACTAATTTATCAGATAGAGCT
+TATCTGGATAATTTTGATGGCAAGTAATTTTTGTTGTTAGGATAAAAATTGTCTAAATAACAAAATAAGT
+GGGTTAGTTTAACCCACTTATTTTTGTTACTAATTGGTGTATCTGCATTGCATTGCTAAAGTAGTATTAC
+TAACTGAGAAATTAAATGGATAAAGTGTTAAAAATTTCAGGAAAAATTATCGATGTTCTAGGTAATTTTT
+GTAGTTTGCTTATGATTTTAATGATCATAAACGTTTTTTATGACGTGATCATGCGCTACTTTTTTAATGA
+TGTCAGTATTGGTATGCAAGAGCTGGAATGGCACCTATTCGCTGCTATGTTTATGTTTGGTATTGCATAC
+ACCCTAAAAGAAGATGGTCATGTGCGAGTCGATATTTTTTATGAGACCATGACAGCGAAAAACCAAGCCT
+TAATCAATATTTTTGGCTCGTTGGTTTTAGCATTACCTATCACTATACTTACGCTTTATTACAGCTGGGA
+CTATACCTTTGAAGCCTATCAAATGGGCGAGGGTAGTGGGGACCCTGGTGGGTTGCCACATCGTTGGATA
+GTACGAAGCGTTATTCCTCTTTCTTCACTATTTTTGATTCTAGCTATTTTCCATGTGGTGGTGACTCAGT
+TAAAAACTTTCACAGCACCTACTCAACCTGAAACAGGGGAGCAATAATGACAGGTATTGTACTTTTTGCT
+ATTGCTCTAGTGTGTTTATTTCTTGGCTATTCGGTCGCATTCACCTTTGCAGGTGTTTCACTCATTGTTG
+GCGCTATTGTTTTAGGGGCGGACTTATTCGCGTTTATGCCTTATCGCATTATGAGCATTATGGAAAACAC
+TATTTTAATGGCTGTGCCCATGTTTATTTTTATGGGGATAGTATTACAAAAAACAGGACTAGCGGAGCGG
+TTACTGGAGTCTGCGGCTAAACTCTTTGGCGGTATTGCCGGAGGCGTTGCAATTTCTACTATCATTGTTG
+GTGCTTTATTAGCGGCATCAACAGGAGTAGTTGGGGCTAGCGTTGTTGCTATGGGGGTTATTTCCTTACC
+CGTAATGTTGAAAAACAATTATCATCAACCTACGGCAACGGGTGTTATTTGCGCGTCTGGTACCTTAGGA
+CAAATTATTCCGCCTTCGATTATCTTAATTATTTTAGGCGATGTTATGGGGGTGCCCGTTGGCGATTTAT
+TCCGAGCGGCCATTCTGCCAGGAATGCTACTGGTTGTTACTTATGTCATTTATATTTTAATTTTAGGCAA
+ATTTAAGCCTGAATTTGTACCACCGTTAGTTGTCACTGAAAACAAACGTGAACTACTAGTACAGGCACTT
+AAAGATATTGTACCGCCCTTAGTACTTATTTTAACTGTACTAGGTTCTATTTTTGCTGGTATAGCCACAC
+CAACCGAATCTGCAGCCATTGGTGCAGTTGGTGCAGTTATCTTATCGATATTATATGGCAGCTTTTCATT
+CGGCAAAATGCATGAAATATCCAAAGAAACAGTAAAAGTTACCTCAATGGTTTTTGCGGTATTAATTGGC
+GCCACAGCATTTTCTATGGTGTTTAGTTATTCGGGCAGTGAGTATCTAATTGAAGAGTTTTTTATGGAGC
+TTCCTGGTGGCAAGTGGACATTTATTGCCTTGGCTATGCTCGCTATTTTAATACTAGGCTTCTTTATCGA
+TTTCATTGAAATTGCTTTTTTAGTGGTACCCATTTTACTGCCTGTTGCCATAGCGTTAGATATTAATTTA
+GTGTGGTTTGCTATTTTAATTTCTATGAACTTACAAACGTCGTTTTTAACACCACCCTTTGGTTTTAGTT
+TATTTTATCTCAAAGGCGTGGCGCCGAAATACCTTAAAACTACCACGATATATAAAGGCGTGATCCCCTT
+TATTTTAATGCAAATAGCCGTGTTGCTCTTAGTGGTGTTTTTTCCGGAACACTTAATTATTACTTAGCTA
+AGACACTTACTAATACAATAATGTTTTATGCCGACACTGTGTCGGTATAAAACATTTATTTATTTGGCAC
+TTTAAATTTAGCCTGTACCTTCTCCATATGCTCTCTAAAGCTTTTATCAAACTTACTTTCACCACAAGCA
+AAATATGCTGTTGTTGCATGCACAGGGCTACCTAATACTTGTTCACGATAAATGGTACAAGTGCCGTTGT
+CATTTTTGGTAATAGAGCCAACATGAGAGCTGCTAGTATTAAGTTTCTGTCGCTGTTCGACCGTAAGTGG
+CACTATAGTTTTTGGCACTGGAAAGGGCTCTCCATCCATCTCTGAAGTAGATCGTGGTTGAGTGAGTTCA
+GAAAACGCTTGTTCACGTTGTTGGTCATCTAGTTTTTGTCTTAAGCGTGATAAACGATCATAACTAGAAA
+AACTGCCCCTGCTTGCTCCTAAAACCTTATTTTTAGTTGTCACCGTTTCACTTTTAACCGCATTCGTAAC
+CTGTGTAGAAGGTGTCTTCGTTACTGGCTTATTTACTGGTGTATTCGGAGGTGTTTTTACGGCTGTTTTT
+GATGGTTCTGTACGGATAGTTTTTTTAGGGGCGGCTTGTTTTTGCTCAACCTTTTGTGGCGTTTTTCTTT
+CCTCTACACTTTTTGGTGTAATAGCCGGCTCACTAACTGTTTTTTTAGGTGCCGAGTATAAAAAACTTTT
+GATTGAGGTGATCTTTGGTTTATCTTGTTTGATAATCTTAGGTTGTTGTGTCGCACCGTAGATTAAGGCA
+AGCAAGAGTAATAAATGCAGTAGTACCGATATAGTAATGGCAGTGTAAGGTCCTTTTAACACAGTCTATT
+CAGTTCTTATAATTATAATGAATAATATTATAGACCAAAAAAAACACCACTGGTTCAATACACTGTGGTG
+CTTTTTGGGCAGTAAATGTAGTAATACCAATTTGATTAAATTTATTCCCTACTCAGAGCTACATTAGCGA
+GCTTTGAACAAGCAAAATTCCTTGAACATAGTTATTCTATATTTCATTAATTCTGTGATGTTATTAGTTT
+GCTAATGAGCTCCCAAAGGGCGAGTTTAAAAGGCTCACATGCTGCGTTATTGATTTTGACAATAGAATAA
+CTATTCTCTTCAATCAATGCCTTACCTTTAAGCCTTTTAACTCTCGCTGAGTGGGAAATAACTTAATCAA
+CTTGGTATAAAGCGTTTAACGAGCAATACTTTGTAATACTTCAATATCAACCAAGTTGATAACCGTTGCT
+TTGATCTCAGCCATGGTTGAACTAGCAATGAGTAAACCGTCGTCATCGAGGTCAATATAGCCTTGCTCAC
+GAATAGTGGCAATTAAGGTAGATTGAGCACGTTTGTCGATAAATTCAGGTGCATTGATATTGTTTAATAC
+CGATAAACGTTTAGCAATCGCCACAACCTTAGTTTCTAAATCACGTTTACTTAACGGTGCTAAACGACTT
+GTAAGTGAAGTAATTATCGCGAGGCGTTGTAAACTCTCATCGATGCACTCAGCCATAGCATGTACTTGAC
+TAAGTAGCCCAACGTCATCGCTAAGTGACCAAAAACCAGCTTTAGTTTGCTTAGCTATTTCCATCTCTTT
+TAGTACCGTAAGAACCCGCAAGGTTTGCTGTTCAACGTGCGTGCTGTCTTGATAAAGGTATAAGTCTTCT
+TTGAGTAACGCAGTTACGTTCTGTACTTTTATGACTAATTCGTCTTGATTGATCTTGCTGTGCTTATCAA
+GCAAACGACAAACCAAGGCTGGTACTACGTAAGTATGCAAAATATTATTACGGTAATAGCGCATCTCGGT
+ATTAGCAGTTTCAGAGAGTGAAACCAAGCTGCCAAAACTATCTTCAGTAATCGTTACTTTATTAAGAGAA
+ATAACGTGAGTGAGTAACTCTGCACCGGTTTCTTCTGGAATAGTAAGTTGTTCACTAAAAGGGGCTTGGC
+GCTGTATATTTAAGAAAAAATCAAGCTGTGTTTCTAATTCCAATTTTGACAGTGCTTTATTTTTGCTGGC
+ATGTAAGATCAAGGCAATTAAAGCAACACCATTTAAAGCAGCACTCTTATTGATGTTCTCCATTACTTGG
+TCAGCAAGTACATTGACCGTAGGTGTCAACCAAGAAGGTTTCTGCGGGTCAATTGGGTCGATAGAGTCTT
+TCCAATCAGGCACTTGTTTATTTAAAAATTCGTTAATGTTCATTGGTTCACCAAAATTTACATAACCATT
+TCCATAGTTGCGTAAACTCTTAATGGCTTTTAATACACCAAACATCGACTCACCCTTTTTCTCGCTACCA
+CTTAATTCTTTATGGTAAGTGCCTACTTCCATAACATGCTCATAACCTAAATAGACAGGTACTAAGGTCA
+GTGGTCTATCAATACCTCGTAGTAAGCTTTGAATGGTCATGGCTAACATGCCTGTTTTAGGTGCTAGTAC
+TCTACCCGTTCGGCTACGGCCACCTTCAGTATAATATTTAACACCATAGCCACGTTCAAATAAAAGGCCT
+AAATATTCACGAAAAATAGTGGAATATAAACGGTTACCACCAAAACTACGGCGGATGAAAAATGCACCAC
+CCTTTCTAAAAATGGTACCAGCAGGCCAGAAGTTTAAGTTAATACCCGCGGCAATCCTTGGCATGACTAG
+ACCTTCTTGTAAAATGACATAAGAAAGTAATAAATAATCCATGTGGCTGCGATGACAAGGGACATAAATA
+ATTTCATGGCCATCTTGAGCCAATTTACGCAATACTTTGGCGTTGCTTACCTTAATAGCGCTGTATAGGC
+GTTTCCATAACCAATGCAAAATGATTTCACCAAAACGTAACCATGAAACACTATAGTCACCAGCGATTTC
+ATTCATCATGACTAACGCTTTTTTCTTAATCTCAGCTTCAGAAACTTTTTTGTTTTTTGCTTCATCGCTA
+ATAATACGTTTGACTGATGGGTTAGCAAATAACGCGGTGAACATTTGCTTACGATGCATTAACCTAGGGC
+CTTTAGCAGCAATGGTTTGACGATGGAAATGGAAGCGAGCTACACGCAAAAACTTATGAGCAGCGGCTTC
+ATCACTACCATGATTATCAGAGATATTACGTAAAGAAAAAGCTTCGCTAAATCGGACTAAGGTATCACGA
+CCTAAAAATAGCACGATGAAGAATTTTCGTAACCAATTAGGTGATTCTTGATCGGCTAGCAAAGTACCTA
+TATTGAGATTTTTTCGTTCTTTAGTCGGCGTTCTTCCCCAAATTAAATTGGCTGGAATTAATTTCGCATC
+GATATTTTCATCAATAACATGTTGATTTAATAACGCTAAACCTTGTGCTGTTGCCGTTGTCTTACTGCTT
+TTACGCCATGAGCAAAGAGGTGTCGATTTTGCCAAGCATAAAGTGCGATTAAAGCTTTCGCCGTTTATTG
+TTACTTTGCCAAGGGGATCCGGAAGATTTTGTTTTTTACAGGCACTTTGCAACGCTAAAAGGTCGGATGC
+CGATTGATGACGAACAATGTAAAAAATGGGTTGGTTTGGCTGATCTGTAATATTTTGACTGTCCGTGATA
+ATTTTACAACGAACCAGTAACTTAAGAGGAAATTTTAATAATAAGTAGAAAAAAGAACGTAAGGCCAACA
+TGTTGTATCGCTCGGTTTAGTCATTAACAGCTATAAAAATTGGATTTTAACATCATTAGTCAAAATTGTC
+TTGGTTTGTGGAGAATAGCAACCCGTATCAGAAAGTGTTTATTTTTCTTGGTCTAATGTTGCTCATACCT
+CTCTAAGTGTGTACTTCTTTATACCGCGTTATTGATTTCGACAAGGACGCTGCATGGATGCAGCTTATTA
+GAGAATGCAGGGGCATATTCTCCTGAATGACCATTCTCTTAAATCAAAGCCTTGCCTAAATACGTTTTTA
+ATTCCAGCTGAATCCTGTATCTTCAAATTACTTGGGTATAAATGCCTTCAATTTCAGGAGTTCATATTGA
+AAAAAATTGCCGTGTTTGTCGATGTACAGAATATTTATTACACCACCCGAGATACCTATGCGAAACAATT
+CAACTACCGCTTATTATGGCAAGAATTAATGGCACAAGGCGAGATTACTATCGCTAATGCTTATGCTATT
+CAACGTAGTGATGATCAACAGCACAAATTCCAAAAAGCGCTTAAACATATTGGTTTTGACGTTAAGCTAA
+AACCTTATATTCAACGCAGTGACGGTTCGGCTAAAGGCGATTGGGATGTCGGTATTACTATCGATATTAT
+GGAAGCTGCAGCTGAGGTAGATACTGTGATTTTACTCTCAGGAGATGGCGACTTTGATTTGTTACTACGA
+AAAGTACGCGAAAAATATGGCGTATCTACTGAAGTTTACAGTGTGGAGAAGTTAACCGCAAAATCGCTAG
+TTGAAGCAGCGGATATTCATCATAAAATTGAACACAGCCTTCTGTTGTAGGCTAAGTAATTGAAGCACTA
+AATCATGTCAGAGTATCTTTTTTAGTTTTTAGTTTTTGCTTTATGCTTTTTCACGAGATAAGTCGTTAAT
+ATAAGGGCAATAACAAATAATGTTGCGCTAGCAATTAATTCATTTTGTGCCCCTAAACGTATACCGCTGC
+CGGCAAGTGAGAATATAACCATTTGCGGGATAAAGCCGACAAAAGAGCCACTAACATAAGCGGGCATTGA
+TACCTTGCTAACGCCTGCAATAATATTGGTTATAAAATTACTGCCTAAAGGTAATATACGAATCACAATT
+GCTTTCAAAAAGGTTTGCTCACCAAGAAACGCCGATAATTGAGCAAGTTTACTGGGATATTTACGAGTAA
+TGCAGTCGCTTAACAAATAACGAGCGACACTAAAAGTGATGAAGCAACCGAGTGTAGCGGCCAAAGTGGC
+AACAATGATGCCGATGAAAGCACCTAAGTTAATGCCCGCAACTAATGCAGCAATTTGTCTGGGTAAACCA
+ACACTGGTTGCCAACGATAAAAAAACAAACAGTAACCCTGCATTGAAAAACGTAGAACTGCCGCCTTGTT
+GCCAGTTTAGTTTGTCAACTAAGTTTATTGTCCAGTCAGTTAAACTGAAATCATTTTCTGTTGTGGTCGA
+TACTGCGCTTACCTGCGGCGAAAATGCGGGCGTATGTATCAGCCATTGATATAAACCGGTCGCGAGAATC
+ATTATGATGATGAGGCTCGCCAGTATTTTAGTGGTCGATAAACGGGCGGAAAATAAGAGAAACTTGGAAA
+GCATGGTTATACTAATTAAATTAATGGTTCAACTTCAGTACAACATAAGTAATGAGAGTTAATTGTTAAG
+AGCAAGGCGCTTGATTGGTATTATAGCGAATGGCTCAATGACTTACTCTGATTATTAGCTTTGATTTTTT
+CAGCTCACTTTCAAGATAAAAACTTATTTAAAATGATATAACTTGGCTTTCGCTTGCTCAAATTCATCAA
+TAGTTAAAAACCCCTGTTGTTGCAGTTTTACTAACTTTTCTAAGGCGTTAACCAAGTCGGTTTCTACTCT
+GGCTAACTCTATTGCGGTAGCATCATGTTTATCAACTAAAGTGATTTCATCATTACTTTTTTCTGAGATA
+GTTACTTCCGCCACTTTTTCAGGTTCTATATCATCTACAACTGAATGAAGACGAGTTGCAGGACGGATAA
+TCGATGCTTGAGTGTGTAGCGGAGTATCATCATGAGTCTTATGCTCAGTGCGCGCTATATCAGCAGTGAA
+TTTTGGTTTGAAAGAACGTGTACCTGTTTGCTCACTATTGATATTCTTGGCAATGAGCCAGCACCAATCA
+ATGGCCTCATCAACCACGGTAAAGTAACCTTTTTTGGTTATTCTATCGCTGCCTTTGCGTAAATATAAAC
+AAATGATGTGTCTCTTTTTTGATTCGGTATGAAGCGCTAAGTTAATACGACGAACTTTGCCGTCGGTCAT
+TTTTGCAATTTGCTCAATATGGAATATATCGCGTAATGCCTGTTCATGTTCTTCGTCAAAGCCGTGTCCC
+ATGGTGGTATTAATGGTCGCAATAACCAAATCTCCAAGTAATACTTGGCACTGATTAATATCAGCTAATG
+CTATTACCTTTTCTGCTTTCTTCTCATGACGTTTAAATAGTTTTATTGATAACTTATCTTCAGTTAGAAC
+TAGGTTAGAAAACTCTCTACGAACGAAGGCCTTAGCCGATTTCTGTTGTGTCTTCATCTGATACAAAATA
+TAGCCGAGAAGCAAAAATAGCATGAGAATAAACAAGAAAGTCAGACCGTTGGAACCACTTTGTTGGCTTT
+CTTTTATGGCTAAACTTATGTCTTGCTGGAATAATTGGTATATAGCACCAGTATCTTCATTGAAAAACAG
+CAGTTCTCCGCGATTATCACGGTAGAGAGTTAAGTGATTTGCTTGCAAGGCTTGTTGTTTCAAAAGCCAC
+TCTATTGTGGGAGCGGAAAGTGCTTTTTGCTGATTACTGGATTGATTGTTCTCAAGTGCTATCTCGGGTG
+AAATTTCATGGGATAATGAGTTGAGTTGCCATTCTTTTTTATTTTTAGTTAACAATAATAGTTTGTTGCG
+CAAGGTTGGTGCATTTTGACCTCGGTATACTAATAAACTATTGGCAGCTAACGTATTTTGATTTTGATAT
+AAAAAATTTCTAGGTGCTTTTTTGCGCCAGTCTTCCCCACCATCACTATAAGATATCCAATGTCTTACTA
+TGCCATTAACGCTGTATTGATGTGATATCAGCAATTTAGTGGCATACCTATCTGGCCAAATAAATTGATT
+TATATTGCCTGCACCGAATAAATACAGTGCCTTTTCAAATTTTTCATTCGCGTAATATGGGTTGTCGTGA
+GGTACGCTATAACTTTTGATACCTTTTCGTTGTGGATGAATGCGTAAGATGGCACCTGAATAAAGTGGAT
+GTTGCTGTAGTTCTAAGTTGTGTGACAGTGAAATATAAAGCTGAGCAAAGTCCTCATGCCATGATTTACT
+GTAAGAATTAAAGTTTAATTGCCTAATGCCGCTTTCTAAAGTGGGAACGGCTATTCTTAAAACTTCACGT
+TGGCTTGATTCATCGACTTGCTTGGTTACATTTAATTGCCACTCGGTCACGATGGCATCATAAGAAAGTG
+GCGTGGTAACAGCAGGATCTTTTAGACGCTTTCTTTTTCTGTTGTTAATAACTTTTTCAACATGGGCAGT
+ATAGAAAGTGCCATAACCTGCTTGATCACGTAATGAGAAGTTAGGATGTAAGGTAAAAGCGGTTAGTTGA
+AGCGCGGACTCTTTAGTCGAAAAATGCTGTAAATCTAATAATAAAGTCGTGTTATCAGGACTATCTTGTT
+CCAACTGATAAATTTTACCTCGCTTATTTGCAAGGTAATAGAACTGACTGTTTCCTGGCTGTTCCAGTAG
+TAATAACCACTGGTCATCCGCTGTTTCTAATTGCGGGGCTTGCGCTATTTTTTGTAATAAATATTGCTTT
+TCTTTACCGGCACCATTAGCACCACTGACGAAAAACAGACATAGGGAAAAAATAAAAAAGGTCGCGCGCT
+TTGCGATAAGCATTAAATTGAGTCATCCATAGTTCAGTATTTTGTTAACGAATTTTTATCTTTTTCTTTA
+AGTGCCTTTAAATAAATGCACATTTTTTACTTCAATAAATTGATCTTTGCTAACGCCGCTGGTGTAACTT
+AATTTACCTTCTAACATCAGTTCATCACCAATATCACCATGTTCTGCTAGATATTGCGCTTGTTTTCCCC
+AAACATGAATGGCGCGTTCTACTGAAATTGTCTGCCACGCTTGTTTATCGGTATTATAGATATGCTGGTT
+AATGACAATATTTGCTTGGGTAATATTCTTATTTTGTTCGGTTAACATCAGTTTTGGCTTTGACGTTAAT
+TGAGCACTACAATGAATTTGGTTGATTGCTTGTGTATAACCTTTTTCAAATTTTTGTACAAAGTTTGCGT
+GTACAATACCTAAGTGATTAGTGCTTTTATCTGTCGATTTTGGCTTAATATTACTTAAATATCCATGCAG
+TAAAATTATGTCACCTTTGTTGGCATTTAGTAATGCCAATTCGACCAACTCACCTTCTACTTTTACATGA
+TGGTAGCTAGTCCACTCTTTATACTTATTAGTTATTTTATCTAGCCATTTACTGGATGTAGCTAACACAA
+TTTCAGTCACTGCGGTTGCAGGATTAGCACGATAACGAATATCAGGAGTTGCGACTAAATTACCTAATAA
+GGTCACGGCACAAAGCTGTGGGTTTGGGCTTTTTGGGTGTTTATTTACAGCATCCGATAATGACAAAAGC
+TTTCCTGCGATATTAAAGTAAACCAATTATTCAGTCACTTATTATCTATTTGTGTGAATAAAGAGCAAGT
+TGTTTTATTTTAATATAAATTCAGTGGCATTGTTAATAGGCGGCAAGGAAAAATTGATGATAAATTGCAT
+TAAAAGCTACTTAATAAGCAATTAAGTAGCCATTTGAGTGGTTAGTGAAAGACAAAGCTTTATAATGAAG
+ACAATATTGTAGAATTAAACTAAAAAAACTTGTCTGTCTTAGACAAAGATATAGGAAACTAATGAGCCCG
+ATTATTGCCAGCGAACACTTAAGCAACATCGCCCTTGGTTACGTAGATAGTGTTGATAGTGAATACGCTA
+AACGCCTTGCCAAAAAATGGCAGTTTAACTACTTAGGTCATGTTGCCGCTGCCAGTAAACAGCCAAAACT
+TGAATTTATGTTACAAATGCATCATCACGCCTTAGAGCTTTGCAAGTTAGATGAACCTAAACTGGGTGCT
+ATCAAGGTAGACTTCGTTGAAGGTGCAGTCGCACATCGACGTAAATTTGGTGGCGGTCGAGGTCAAGATA
+TTGCCAAAGCCGTTGGCTTAAAACATGGCTTTAAACCACATGTTTTAGATGCTACCGCAGGACTTGGCAG
+AGACGCATTTGTATTAGCAAGCCTTGGCTGTAAGCTCACATTATTAGAGCGCATGCCTGTGGTAGCTGCA
+CTGTTAGATGATGGGATTGAGCGTGCAAAACTAAATCATGAAGTTGCCGATATTGCCAATAACATGCAAT
+TAATTCACGGTTCATCGCTAGAGGAAGTCGACTTAGCTATTGAACCCGATGTTGTGTATTTAGACCCTAT
+GTATCCGCACCGTGAAAAATCAGCTGCGGTTAAAAAAGAAATGCGAATATTCCAATCGCTGGTAGGTGAA
+GACCTTGATGCAGATGATTTACTTGAACCTGCATTAGCGTTAGCAAAATACCGTGTTGTGGTAAAACGTC
+CAAGTTATGCGCCGCCACTGGCAAATAAAAAACCATCGATGAGCATCAATATGAAAAAAAATCGCTTTGA
+TGTTTATGTTAAACAGGCAATCCCAAAACCTATTACTTAGCATAGTCATTTAAAACCTTACATAAATACG
+TCACAATTATGTAACCTTACTGTCATAAAGATGAGTGATTATTGCCTTTATTTACTTCAAAGGCATTCAT
+GCTATGCGCGTTTCTAGCTTTTCTCGTTTGTCTGTAACGGCAATCAGTATTTTTACCGCTATTTTTATGG
+CAACCATGTATCACGTGGGTGAGTCGTTAAGTGAAAGTAGGGCACAATATAAGGGCTATCAAGCACTTAT
+TTCCTTAACAACGGTTGAGTTTAATCGAACTATTGTTGAGTATTTACAAACTGGTGATGCGGCTTTGCTA
+AACAAGGCGCAAAAACAACTTACGGGTATTGTTAAAAAAACGTATAGCTTAAATATCGATAAACTCTCTA
+AGCAAATAGACTCGCAAGCACAGGCACTCGCCAATAATATTGATACCAAATTTCGCGCCATGGGTAAACT
+CAGTGGTGACCCTTTAGTGCTGTTACGTAACGGCGAACAAGAAATGATCGCGCTTAATAATGATTTATCA
+AACCATGTACAAAATACTCAAGTACTGTCAGTAAAAGAGCAGTTTAACTACCTCGTGACAATACAGACCA
+TAGGGAAGTTACTTGCCGATTTAGTCAGTGCTAGAGAAGCTATTTTTACCCAGGCACAGCCAAATATTCA
+ATCGGTAAATCCTCTTTTAAAAGAGTTAAAAGGCCTAGGTAGTTTTTTGTCACTGCAAAAAGCGTTAGCT
+ATTTATGAAGAGAGTGATGACGACTTGTTTGATGACAGTGAAAATTTACTCGGTGATGATGAGGAAAAGC
+AAGATCTAAGCCTTGAAGCTATTAATGAATTACAGTCATTATTTAATCGTTATCAACGAGAATTAGAAAA
+TACTTTAGCTCAGCAGCAACAACGAAAAATGGGTTTTGCGCTGTTGGCTAAACAAGTGGGCAATATTGAA
+AAAGCCATCATGCAAGGTGAAGCAGAAATTTCACAACAGCAAGAAAAAATAAATGAGCAGCTTTATATTA
+TTGTCATCGGACTACTTATCTTTTTGGTGGTATTTTTATTAGCAAATTACTGGTTGCAGCGCAGTGTTAT
+TCTGCAACCGTTACGTAACTTACGTGATAGCTTTGTACAATTGGTGGAGCAGGGCAAAGTAGACAACATT
+ATTAATATTGATAACAGAACAGAATTTGGTGAAATATCTACTAGTTTCAATCACATGGTTAATAAGCTAG
+CGCAAGATGATAAAGACAAAGCACAGCAATTGGACTTAGTCGCCAAAGCCTTAACCACCATGGAAAGCCA
+AGTCAAAAGCATTTATCAGTCATCGCATACCACCAGCGAGCATGTTCAAGGAGCGAGAAAAATTATGGAG
+GCCTTAGGTGAGGCAACCGAAACAGTGAATACCCTATCAGGGCAAGTCGTTAACAATGCTCAGGCAACCA
+AACAAGCAATGGAAGTAAGTCAGCATCATGTGTCACAAGTGCTGGCAGCAAGCGAATCTACTAATTTGGC
+AGCAAAGGAAAGCAAAGGTGCCATTACTTCACTATTTCATTCGGTTGAATCGGTTACCTCTATCGTTGAT
+GTGATTAGCGCTATTGCGGATCAAACTAATTTGTTGGCGCTTAATGCTGCCATTGAAGCGGCAAGGGCAG
+GTGAACATGGCCGCGGCTTCTCTGTCGTTGCCGATGAAGTCCGCCAACTTGCGGGTAAAACGCAGCAATC
+GCTCAAACAAATTTCAGCACGCTTAACTCAATTACAAAGTGCGAGTAATTCTATTGAAGGTATTATTAAC
+GACATAGAAAAAGCATCGAATAATCAACGTATTATTGCTGATGAATTGCAAGAAACCGCGTTAGCGGTAA
+CAGGGCAGGCGCAAGTTTCTGCAACGGTTGCTCAAGATACTCTGGAGCAAATCACCTTGCAACGCACACA
+CTTTATCGCCTTTGAGCAAGCCATGGCCAATGTCGACAAAGAAGTCAGCGACTCGCAGCAATTATCGAAT
+GTGATTTCTGTTGATGTCAGTAATCAGGTAAATGATATCGGTCTTACACTTAAAAAAGCGTCTTAATAAG
+TCCAAGTTTGTTAAGCTAGGTCTAATTAATTTTTACCTGCGTAAATCACTCAACGATTTATACAAATTTC
+TCACAAACTCACAGAGGTGTTTTCATGATCGAATTGAACCAACTAATGCCAGTAGGCGAACTGCAAGAAT
+TAAAAAACGGTGAGATGACCACGCATAATACCGCGGAACTTTTTGCGGCTAAAAAGGTAGTATTATTTGC
+TGTTCCTGGTGCTTTCACACCAACGTGCTCTGCGGCACACTTACCTGGATATGTAGTTTCGGCAGATGAA
+TTAAAAGCTAAAGGTGTAGACGCGATAATTTGTTTATCAGTAAACGACGCTTTTGTTATGAATGCTTGGG
+GAGAGTCGCAAAACGCTGAAAATATTATGATGTTAGCCGATGGTGATGGTAGCTATACCAAAGCATTAGG
+TTTAAGTATGGACACGGCCACTTTTGGTGGTGTGCGCTCTCAACGTTACGCCATGATTATAGATAATGGT
+GAAGTCATTAGCTTGCATGTAGAGGAGCCTAAATCGTTTGAAGTCAGTAAAGCTGAAGTTATTCTCGATC
+AGCTTTAACTTCTAAAGAACGGTTAACGTATTAAAATCGTTCATTAAAGCTGATACTAAAAGCAATCAGT
+TTAAGAACACGAATAAGAATAATGCACCTTATTAACCACTTGGTTAATAAGGTTTTTTTATGTTTGTAAA
+ATTGGAGTGATACGATTTATTACTTGAATCAATACTGATAAAAAGGCAGAATTCACCCAATTAAAATCTT
+TAAGGCAAAATCATGTTAAAAGCTGAAATGGTAGAAAAGTTAAATCAACAACTTAATTTAGAATTTTACT
+CTTCAAACTTGTACTTACAAATGAGTGCATGGTGTGAAGAAAAAGGTTTTGCCGGTGGTGCAGAGTTTCT
+ACGTAAACATGCTAATGAAGAAATTCAGCATATGAATCGTTTGTTTACTTACGTGAGTGAAACTGGTGCT
+TTACCTATCATTGGTGCTATAGATGCGCCACCACATGAATTTGAAAGCTTAGGTCAGTTATTTGAACTAA
+CTTATGAGCATGAGTGTTTAATCACTGAGCGCATTAACTCATTGGCTCATGAAGCATTTACTAATCAAGA
+CTACTCTACGTTTAACTTCCTACAATGGTATGTTGCTGAGCAACATGAAGAAGAGACGTTATTCAAAGGT
+ATTTTAGATAAAATCAATTTAGTAGGTAATGATGGTCACGCTTTATTCTTCGTGGATAAAGATTTAGCAG
+AACTAGCCAAAACTGGCAGTAGCAGTATAATGACAGAAGCAAGCGCATAAGCGTTTAACTACCCCGCTTT
+AAATTATTATCTAATTAAATGTCCCCTCAATAGTGCAAAACACCTTTGAAGGGACATTTTTTTTGGTGTT
+AATATTTTAAACACAAGAAGACGTTAAGAATATATAGCCCTGTCCCTTAACTGTTTTAATCACTGGACGC
+GAAGAAATCACCAGCAGCTTCTTTCTTAAATTGGCTATATGACTATTAATACTTTTATCACAACTGTCCA
+GCTTACGTTGAAAAATGCGCTGAGCAATAATCTCTCTTGAAATCAACGAACCTGCATCGATCATAAGTAC
+AGCCAGTAAATTAAACTCTAATCCCGTTGTCGTAACCGACTCTCCTAGAAACCGCACAGAACGATTTAAA
+AAATTTAATTCGACTTGAGCAATAACCAGTTTGTTAGGGGTTAGATGCTCTTCTGCTGTTAACATGCTGC
+TTATTCTGATTCTTGAGCAGAGGTTTGCGTAAACATTGTTGTTTTATAACCGGTAGCTGAACTGTCACTG
+CTCTCGAGTATTAAAAATTGCTCTATGGATTGTTCATTGAGTATCAATTCAAATGAATTCAATATAATTG
+AACTACCATTATCCTTAGCAACAACAAAAACTTGATAGCTGTTATTTTTTAAGAGGATTGAACTGGTATT
+TTTGTAATTTGTCTCACGGTAATAAGTAGCAGAGTTGATGGTTTCATCTTGTCTGACAAAGAATACTGTT
+ACTTGAGAAAAATCATCAGATTGAATTAAGTTAATTATTTCAATTTCATGTTCGTAAATACTGGTCAGTG
+AACTATTTTCAACCATCAAAGAGAATAGGTTAACTTCAATTTCATCAATGATGCCATCACCATTTTCATC
+AATGTTACCGTCGTTATCGGTATCGATATACTCTTGCTCAGCATAGAAAAACAGGGTTTTATTGGTGTTT
+TCAACTAAAGATAATAAATGATTACTTAGTAACGGGGTATTGTTCTCAGTAGTGGTGAGATCTACGCTGT
+AGTCACCACTTGCTAAGATTAGTGCATTACTCATTTCACCGTAGGGTAAAAAAGCGATTACGGGGGTATC
+GTCAACACCGTTGATATGCAGCGCAAAAGCTTCTTGGTAATTACTTAACAGCTCATGATTAGCAACGGCA
+TTATAAGCGCTAAATTGTGCCTCAGATTTATCGTCAACATAGTTAATTACCGTAGAGTCCGACATGATAT
+CTAACACATAAGGTGATGTGCCCGCGCCGTTGTTTTCTCTGACAATCATAATATTTTGAGAGCTATAGGC
+AAAAGGGATGCTACTTGAAGTGAACAACACCTCTTCGTTACCTGCTTTAGTGATATAAAAAATATAATCA
+TCTTGATCAAGTTTTTGATTATCTGATAACTGCTGGTAAGTATATTGACCAACTAACACTGCTTCATTAA
+AACTTCCATCATCCTTAGAAAGATAAAAATCAACGGCTTGCTGGTTTGAGTGCATATTTAGCACCCTAAG
+ATTAAATAGATCGTCGATCGTATCATCGTCATCATCAATGACAGGAATACTGTGCACCATAACTTGTGGA
+GATAAAATGCTATCGCTCAGTACTATCATATGAATAGTATCTTCAGTTAACGCTATGCTATTTTCATAAA
+TAACTGACAGATCATCGGTCGCAGAGCTGTCATCATCTTGCCAAGCTAATTGATAGTAATAATCTTGGCT
+TGTTAAGCTGATATTACTATGGGCATTGCCATAGGAAATAGCCGAAAATGTTTGTTCAAAATGATCATCA
+TCGTCGTTATCTTCAGTAAGATCTTCATCTAGGGTTAAATAAATGCTGGGTGAATCTTTTGATAAATTAT
+AGAGTTTAACGTAGCCCTCTCCGCTACCATCGTCACTAGAATCACAGCCCAGTAAGATAAATAGTAAGAT
+GCCAGCAGCAAGGCAGCTCTTTAAGGCTTGTAGGGTTTTAAGTGTCATCATCTGTTTTCCATAATGTAAA
+GTTGCAACAATTTGTTGGCGAATGTTATGCAGCAATAGATAGCCACTTTAGGGAAGAGTTCCTACCTTTA
+CACAATCTTTACTTTTCTTTATTTTAGAAATAGTAATACGAGGTATTTACGCGCTTTATTGGGAATAAAG
+CCTTTTCATCAACCTTTTTGTATACGCCCTATTTGCATAAAGATTATAATAGCGGCGAAATTTTCAAAGC
+CCTCTGCGTAAGAACGTCCATAAGCGTACTCATAAGGCTTTTATTCTTAAGGTGTAACAGTGATCACAAC
+AGACGTATTAATAATTGGTGCCGGTGCCGCAGGCTTAATGTGTGCAGCACAAGCAGGCTATCGTGGTAAA
+AGCGTTGTTGTGGTTGATATGGGTAAAAAACCTGCTCGTAAAGTGTTGATCAGTGGTGGTGGTCGTTGTA
+ATTTCACCAATGAAAATACCACGCCTGAAAATTATCTTTGTCAAAACCCACACTTTGCCAAATCTGCTTT
+AAGTCGTTATAGCGCGCAAGATTTCATTGATTTGGTGGATCGTCATGGTTTGAAGTATCACCATAAAACA
+CTTGGCCAGCTGTTCTGTGATGATAGCGCGCAAGATCTGGTTGATATATTGATGACCGAATGTGAGTGGG
+CAGGTGTTGAAGTTAATCTGCGCAGTGAAGTGCTGTCGGTCACCAAAATTGACGACGGTTATAGCGTAAC
+AACCAATGACAAAAGCTATCAATGCAAATCCTTAGTTGTCGCCTCTGGCGGTTTAACCATGCCTAAATTG
+GGCGCAACACCCATAGGTTATAAGATTGCTGAGCAATTTGATTTAAACGTACTGGAAACCCTAGCAGCAT
+TAGTGCCGTTCACCTTGCACGAGCACGACAAACAACGTTTTGATGGTTTATCTGGTATTAGCTTATTGAC
+TGAAGTCACCAGTGAAGATGGTACAAGCTTTAAAGAAAATATTTTGTTTACCCATCGGGGTTTATCAGGG
+CCAGCAATTTTACAAATATCGTCTTTTTGGCGCGCAGGGCAGGCGGTAACTATAAATTTATTGCCAGAAT
+GTAACCTGAGCGAAACCTTAATTCAATGGCAAAACGAACAAGGACAAAAGTCAGTGAAAAACTTACTGGC
+GACCTTATTACCGAAACGCTTTGTTGAAGTACTAGTTAAAGACGGAATTATTGCAGATAAACCAATCAAA
+CAACTTAATCACCCTGAAATTACTGCACTAAGTGAATATTTACATGCGTGGCAGATTAAGCCGAATGGTA
+CTGAAGGTTACCGAACAGCCGAAGTTACGTTAGGTGGTGTTGACACTGATGAGCTATCAAGTAAAACCTT
+TGAAAGTAAAAAACAGCAAGGGCTGTTCTTTATTGGTGAAGTGATTGATGTCACTGGTTGGTTGGGAGGC
+TATAATTTCCAATTTTGCTGGGCTAGTGGATATGCTTGCGGTCAAGCGGTTTAATTGGCTTTAGTAGATG
+AATTTATTGGAATATCTTTTTCATGAGTTAACATTTGTAGATATTTTATAAAAAATTGAAAATGGGCTGG
+TTTAGTCAAAAAAATTTTGGGAAAGATCGTATGAAAGTTATACACCTAAATCATCCAATCGATGATCAAG
+AAAGAGCTGAATTGCTATTTTCTGGCCATTTATTAGTTTATACCCAACGTGAATCCATGATTGAGCTAAT
+TGAATTCACAAAAGCTTTATTAAAGGAACACTTGGGCGAATTAGATCCAACTCATGCCCAGCATCAACTG
+AATAAGCAAGATTTTTTAAAAGCAACGGGTGCTGCACAGACCCAATTTCGATGCAGTGAAAAAGCACGGC
+AGTTATTTTTTCACGTACTCAATGAATGCGGTATAGACCCAAAGGTTTGCTATTACGACCATTTCCCGTT
+GAGAGTTGTACCGTTCGCAGAACAACACAAAGGGGCAGACCGTGCTGCGATTGGTCATCATAGAGATACT
+TGGGGTAGCAATATTAATTGCCAACAAAACTGGTGGGCCCCTATTTTTGATTTAACAACTGAACGTACTA
+TTGCTATCTATCCGGATTATTGGGGAAAACCACTAGCTAATACAACCGCAACGTGGTGTTTTGATACCTT
+GTTAGAAAAACGAAATGAAGCGCAAAGGGAGCGTATTTTCGACTATCCCAGTGCCCCATCACCAATTGAA
+AAAGTTAACGAGGATGGAGTCGTAAAGTTGATAATACAGCCAGGTGACGTTTTAAATTTTGCTAGTGCAC
+AGTTACATGCCAGTGTACCAAATACGTCTAGTGAGACACGCTTTAGTGTAGAAATGCGAACTATCAGCGT
+AGAAGATTTAAATACCATGCGCCAAGCTCCTAATCTAGATAACGCCGGAACAAAACCTATGTATTCATGG
+TTTAAAAATATTGAAACGAAGCAGGCGCTAGTATACTAGAAGTGTCCATTGTGTAAGTTGCAAGGACAGT
+TAGCCATTTCTCTCTTTATCTCAATGTGCTTGTTGACCTTTTCGTTGCTCTTCAGATTGAAAATACATTG
+AGTAATTGATACTCACGATTTCAAAAAACAGACTAAATCACTTTGGCTTTCCTTACTACTCGCCTCATCC
+AGGGTTATAGAGTCAACTTAAACGGCTATTTTATTGCTATATAAGTGCGATAAAATAGCCCGATAAGAGA
+TAATACTTACTCTGCTAATATGCCGTATTGAGTAATTTCTTGTGTTGTCATCCAATGTATATTTTCAGCA
+GATGCAGCCTCAAGGGTATACCAATAAAAGTCAGCAGGAATTCCCATGACTCTATAATAATCTAGGTATT
+TAACATGCTCTTGATGATCTCTTGGGTAATCAAGAGCAGCCGTACCACTGCCGTCACTCCACGAATGAAC
+CCCTAATCTAGCTCCAGCTTCAACGGTACGTTTAACACCAGCTAAAAACATATCGGTACCGCCTGAGGCT
+ACCATGCCGTCAGCAGGAATATGTGTGTTAATACCGTGATTTCTTAGTTCCGTTGATGCTAACAAATTAA
+TCTCATCATCCATAGAACCAGGTACATTTTGCATGACAATAGTTTTGACCTGAGGATAATCGCTAAACAG
+TTTTTGCATGACTTTTAAGGTGTCTGAGCCGATAACTCCATTCATGTAAACGGTATCTGCACTGCTATCA
+TCACCTTTAAAAGTAAAGTTCGCAGATTCTTCTTGATCACTGGCTTCGTAACTTAGTTCCGCAATATCTG
+AAACACAACTAGTCTCAAGCGTTTTATTTGGATTAGCTAAAAAATTAGCGGCCATAGTGTCAAAACAACT
+TAAGCCTGAAAACAATTGCCCATGACCGCCTTGTGGGTTAGTCACACTTTGTGCATTAGGCATGTTTTTC
+GCGACTAACGTTCCCCAAGCAGCAGGTGTCTGCGGATCCTGCAGACCATTGAGAATTAATACAGGAAGAT
+CACTGGTAACGGCTTGTGTCTCAATATCATTTGCTGAGGCTACATCCCAAGCTTTACAAGATGCGGCATC
+AAAGCCCATATGAAACATGCCATTCACCGCTAGTTGGGTACTTGCCGACCAACCTTGACTATTATCATCA
+ACTAAAGCGGTTATATTAAGAAATGGATATTCTTCTGCACAAACAGTAGATAATCCCATCGCATTATAAA
+AAAGCTCTTCCTCGCCTTGTTCATCACCTTCATTCTGCTCTTCAGTGATTGTATCTAAGGCAGATGCATA
+CTTACTGATATCTTTATTAACCGCTAACAAGTAGTCAAGGATAACTGATTCAGAGGACATGTTAAGCAAG
+GTTTGGATAAATTCTCGACTCTCTTTTACCATGCCTTCATTATGCATACGGGCAATAATATCTTCGATAA
+CCGCTTTTACTTCTTCAGGAGGGCAATCGTCGGTATTCTCACAGTTTTTAATTATTTGATTCAGTGATTC
+ATAGTTCGCCCATGGCGTATCAGAGATACCGTTAACTTCTATCGGAAACATACCATCTAAGATGACACTG
+CGAATGCCTTCGCTATTTTCTCGCATGATAGTTGTGGCTAATCGTGTGCCATAAGAAATACCGTACAAAT
+TCCATTGTGATATTTTTAATGCGGTTCTGAGCTGAATAATGTCCATGGCATTATGTACGCTATGATAAGC
+ATTTAAATCCACTCCAGAATTTTCTAATCTTGCTTTACACGCCTGTACTTGGTCAGGTGTACCTGCTTCA
+TCAAACTCAGTGCAAAGTAGTGCGGGCTTTGAATAACCAGTACCGCGTTGGTCGACTAAATATACGTCTC
+TGTCATTGATAAAAGTAGCTGTCTTTATCACTTGAGCAATACTTGAACTGGCACTGCCTCCAGGGCCACC
+TTGAAGATAAACAACAGGGTCGGCTTGTTTATTTGTTGAAGTAGAAGCTAGCTTGAGTACTGCTATTTCA
+ATCTTTTTATCTGAAGCGGTCTGACCATATAGAGCATGTTTTTCTGGCACGGTCAGATAGCCACAACTCG
+AACCCTCAGTCAAAAGGGCTACTTTAGCGGAAGGCAGCATACTCTTACATGCTACAGTCTTGAATGAGTT
+AACTGGCGTGGTAACAGCTTTATCTGTTGTTACATTACTCTTTGAGCTAGAGTCGCCACATGCAGCTAAT
+AGACTTGTCGCTATTATTGCAGAGGCAATAAGTGTTCTATTGGTTGGTACCATTGAATATTTCCTTCATT
+TTTTGGTTTTTTAATAAACTTGGAATTATTCTATTGATGGACTGACCTTCTATCTATGGCATTAGTTTTT
+AAAAAATGTCATGTTTGTGTTGAAAAATGTCAGATTTTGTAAGCGTGATGCTATGTGGGAGGAGATCTTT
+CAAAGTGCAAATGAAGTTGATAGATCTAATACCAAGTCCATTAAGTTATTTCCCACTCAGCGAGAATTAA
+AAGGCTTAGAGACTAGGCATTGATTGAAGAGAATGGTTATTCAGGAGAATATGCTCCTGCATTCTCTAAT
+AAGCTGCATCCATGCAGCGTCCTTATCAAAATCAATAACACTGTATGTAAGCCTTTACTTTTTATTAGGT
+ACTCGCCCTTGGGAGCTTGTCAGAAAAGCAATAACTGCACAAATTTATTAGATATAGAATGACTATACCA
+GCACAAATTTTATTTGTTATAGCTCTTCTGACATAGCTCGGAGGTGGGAATAAATTTAATCGAATTGGTA
+TAACTTTAAATAAATAATGATTGGTGATTATTAGGTCACTGACAGGGCTAAGAAAAATAACTTAAAAATG
+GCCTCCCGTGAGCCGTCATCAACCAAACTAGCGTTGCGGTATTAATAACTACGGTAAACCAAAATGTTAC
+CCTAAACTCCTTCTTTTTAGATTTATGTCTAAGCAATTGTTGTGCAAGAGCAGCACCAGGCCACCCGCCA
+AGTAGTGCTAATAAGTGCAAAGTGCTTTCTTGTGTGCGCCACTTTCCCCGCTGTGCTTTTGATTTATCAA
+AGGCATAGACGAGAAAAGTCATAAGACTAACGCCTAAGTAAACCAGTAATATTTTCTGGGGCAGGTAATC
+AAGAAGATAAGCAATAGCGACTAAAGTAATGAATATCAGGGACAGATAAATTGAGAATGTACTTATATTT
+TTGGTTTGCTTTTTATGTGATTTTTCACCAGCAAATGTTGCCTGATCTGCGCAATATCTCCCTTGGTTAT
+CTTGTATTACTGAGAAGCTAATAATATCGTTGATTTTGGGTGTTCTATTTCGGTTTTTCAAAGCCGTTTT
+GTGTATAAAAATAGTATCACCACTGCCATTTGGTGTTATAAAACCAAAGGCTTTATCGGTGTTCCATCTA
+ATGAGTTTTCCTGTTAAACGCATAGTAACTTCCTTGTTTCAGCTTGCAGCAATTAGTTATGAAGTAAATC
+AGCTATTAAGCACTTATATGCGCTTTTAGCGTGTCGAATGCTTTAGTTGTTTTATCTTGCTCAGCACAAA
+TACTCAGTAAGTCATCGATAAAATGGTTTAACGCCTTGCTCTCAATATTTTTAACTTTCTCTTGTTGTGC
+AGGCGTTAGCATTTGATAGCTAGTGGCAGCACCAAAATCGCCGAAAATGATATTACCTTGGCTATCAAAT
+AAAGTGTTATGCGCGTATAAATCACCATGACATACTTGATTTTTATGCAAGTGTGCGAATACATCTTGCA
+TCTGACTAACAATGTTACTAATAAGCGTAATAGGTAACCTGAAACCCTGTGAAAAGGTATCTCGGGTGCA
+GCTGTTAAAGCAAGGAGGTAAACCTAGGTTTTGATAATTTTCAGGGATCAGCGTCATGATTAACGCAAGA
+TAGTTGTCTTCATTCACTTGCGCTAATGATTCTACTAAATTTGGGTGATAGCCTACTTGCAAACAAGCTT
+GTAATTCATCTTGTGGGTAACCATCACTGGTAATTTCACCTTTAAATACTTTTACTGCAATATCTTCAGG
+AAATTGTGATTGCGGGCTATTCCAGTGTGCCTTTGAAATAACACCCGAGGCACCCTGACCTAATACATTT
+TCTAAGGTGTAGCTTGTTGATGATAGTTCAGGAACGGACTTAACTTTGGTGTAAGACTCACTGTGAGTTG
+TAGGCTCAACTGCGGTAAAAGGGTTACCAGCAAAGGCAAACCAGGCCAAATTCGGCAGGTTCAATAATTG
+TTCAGGGCATTCTGTTAGTTTATTTGCAGAAATACGTACGAGTTCCAAATTATGGGCTTGCGCTAATGTT
+TGCGGTAAATGCGTTAATTGGTTACCCGCCAAGGCTAATTTTTGTAACCTTGGTCGCTCACCTAAACTAT
+TTGGTAATGTTTCAATTAAGTTATCCGTTAAAATTAACCAACGTAATTGAGCAGGTAATGAATGCTCCGC
+CACTTGTTTTATTTGGTTCGATTTAAAGCCAACCATCTCAAGGTTTGGTAACTGTCCTAAGACTTCTGGC
+AAGTGTTCAAATTGATTCTGTGAAGCGAAAATAATCTTTAATTTTGTCAATTGTGCTAACTCATCAGGTA
+GTGATGATAAGGCATTATTAGATAAATCTAGGATTTCTAAGCTGTCTGCTAACGTTAAAATTTCTAATGG
+GAATGTGTTTAGATTTTCAGATAATTTTAATTGGCTAATGCCGGCGAGTTCGCCAGAGCGAAGTTGAGAA
+AGCGTATGCAACATAAAGCGTCCGTAGATATGATTAAAAACGGCGCTAGTGTACAAGAAATTTTTCGTTA
+AAGCTTGGGCTATTGAACAATGACTTTCATCACTTTACCGATGGAAATAGCTTCTTTTAACACTGATGTT
+TAGAATTTTACTTTTTTTGGTATTTAGGATGTAATCTCAAATAATCACACCAAACACTGAAGTTAGTATG
+GTTATAACGGATATCTGTCGCGGTAAACCATCTTGAATATCCCATTGCTTGGAGACGAAACAAGACTTTA
+TTACCATCAATGGCAACATGACAAATTAAATTTTCCATCGTGTCGTTGCTTACTTGAACTTGCGCAAAAC
+CTAGGGCATTACGTTGATGTTTTACTGTTATTTTAGGCATAGCTAACGCACTAACAGAGAATAATAATGC
+AGTGATTAAAGCAAATACCTTCATAGCCATCTTCGTATTTTTTGTATCATTTAGAAAATAATGTGCAGTT
+TAGCATTGAAAGCTAATGAAGTGTCTCCATAACTTATAACAACGCAGTAATTCATTCTAGTTATTGCAAT
+TCAATTATAATATTAAAAAATATGCTCCATAAAAGCATTTACAAGAGATAAAGTCATGGCTAATTTCGTC
+CCTGTTAGAAAAGAACAACACCAAAATCTTAAACTTGCTAGCAAGCGCGATCTTGCACATGCTGCTGGTC
+AGCACATTGTTTCATTAACCGCTGCTGAATATGCGCAAGCATCAGCAAGTTTTCCTGTGTTATTAGTTAA
+AAATCCTGAATCACCACGTTACCGAAGTGTTGCGATGTTAGGTTTAGAAGCAGGTGAGAACTTATATTAT
+AAAGATGATAAATGGAGTGGTTTATCATTACCACAAAGTATTGGTATGGCACCATTTGCTTTAGGTTTAG
+ATCCTGACAAAGAAAATACCTTAACTGCTTGTGTTGATATTGATAGCGCTTTAGTGGCTGAAGATAAAGA
+GCTTGCATTATTTGAAGCAGACGGCAAAGAATCAGAGTTATTAGCTAATGTGCAAAACTCACTAGGTCGT
+TTATATGAAAATGAAAAAATGACTGAAAACTTTATTAAAGAACTTGAAGAAAATGATTTATTACAAGAGC
+TTGAATTGAACATTGATTTGAGTAGTGGCGAAAAGAAAAAACTTACCGGTATTTTCACTGTTAATGAAGA
+TAAAGTGAAAGCATTAGCTGATGATAAGGTTTTAGATTTTCATAAACGTGGCTTATTTGTGCCAATTTAT
+GCGATGTTAGGTTCTTTAGGGCAAATGAATCGTTTAGTTCAATTGCGAAACCTAACGGGTAAGGCTCAAA
+TTTCAAACATCCAAATTGCACCACTAGCTAAAGAAGAAGTAAAAGAAGGCGTTGCAGAGAGTTAATTCAC
+CTGTCGTTTTGACCGTAAAAAATTATAAATGATATTAAAAGGGGCTTTTGCCCCTTTTTTGTTGCTTTTT
+TGTTAAAAAAAATTACTTTTCATATTCCTGTGCAGATGCAGCTGTGATAATTTAGAAGCAGTAGCGATTT
+ATAATAATGAGAATAATATGGTCGATAAAAGTAAATTTTCTAAGGATGTCGAAGAACAAATTCAAAGTTT
+GGCTAGTGACATTTACATTCAAGTGGAAGATAAATTAACTCACTTAATAGCATCTGCAATTAAGACGGAA
+ACGAGTAAAAATACTGATCAACAAAACCAATATCTATCAGAAAAAGAACAATCATTACAAAAAAACTTTA
+CTGAAAAACAACAGTCACAACTCAAAGAAGTTACCCAGCTTAAACAAGCATTAGCTGAAAAAGAGGCTGA
+TGAGGCAACTAATAAGCAAAATTTCCAGGTAGAACTCACTCAAAATACTATTAATTACAGTGAGACCATA
+GAATCTTTGGAAAAAGAAATTGTTAACTTAAAACAGCAAAAAACACAGCAACAAGATAAAAAACAAAGCA
+GTAATAATAAGTTAGATGAAAAGTTACTGGAAACAGAACAAACACTTAATGATAAAAATCAAGAAATTGA
+CGGTTTAAATGGTCGCATTATGGTATTAACTGAGCAAGAGCAAAGTTTAATGTCACAGCTTACTGTTGCT
+AAAGAAAAAATTCAGCTGAACGAAAAGCAACACAACGAAGCACTAACAACAGTTAAAAACCAAGCCGAAG
+CGACAGCCAAACAAAAAATTGATGCGTTAACTGAAAAACTACAGTTAAATGAAAAGCAGCACAGTGAGGC
+ACTAACAACAATTAAAAACCAAACCGAAGCGACAGCCAAACAAAAAATTGATGCGTTAACTGAAAAACTA
+CAGTTAAATGAAAAGCAGCAAAGCGAAGCGGTAATAACGATTAAAAGCCAAACTGAAGCGACGGCCAAAC
+AACAAATTGATGTGTTAACAGAGAAACTTCGGAAACTCGAGGATGATAGTTCTCGTATGCAAGCGGAAGC
+AATGCAAAGTAGTGACAGTAAAGTAAAAGACTTAGAGCAGAAGATATCTCAGTTAGCAGAACAAGCTCAA
+CAGGAACAAAACGGTAAAGCTGAATTACAACAACAGTTATCAGCACAACAAAAATCAATTGATACAGAGC
+AAGATAAAAATAAACAAACTGAACAAAAAAGCCAAGACTTTCAAGCACAAATTATTAAGCTAACTAAGCA
+AGCAGCCATTGATAAACAAAAACTTCTTGATGAAATAAAGTCTATCAATGAAGGTTCAGAAAAAATTAAA
+CAACAACACCTTGATGAGAAAGAAGCAGTTAATGAAGGTGCGGAACAAGTAAAACAGCGCCACCTTGATG
+AGATAAAAGCAATTCATGAGGGCGCTGAGCAAGTAAAACAGCAACATCTTGATGAGATAAAAGTAATTCA
+TGAGGGCGCTGACCAAGTAAAACAGCAACACCTTGATGAGATAAAAGTAATTAATGAGGGCGCTGAACAA
+GTGAAACAGCAACACCTTGATGAGATAAAAGCAATTCATGAGGGCGCTGAACAAACGAAACAATTACAAG
+CATCAGCGCAGCAAAACATTATAGAATTAGAAAAAACTAACGAGCAACTTAGTCATAAATTAGCAACTGA
+ACAAAATGATATAAAATTATATCAGCAAGAAGTGACAGTACTTAATGAGCAAGTGAAGGTTGCTCAAGAA
+GGGCAAGAAAATATCTTGCAACGCTTTAATAAGAATCGTGATAAACAAGAAATAGAAAATAATAAGGTGC
+GAGAAACTATTAAATTCTTACGCGATGAGAATCATCAGTTAATCAGTGATAACGGTGAGCAAAAGGCTCA
+GTTTAACGATCAAACAAGTGAGTTGGAGCATAAGTTGACCGAATATCGATTGAAATTTGAGTATGCTCAA
+AAGCAATTAACCAGTTAGTTGTTTCGATATCTATATACCCAAACCACTTGAAGATGAGTGTTTCAGGATG
+CTTGAGCGATTCATGATCAAGGCGCCTCTTTTTATTAAGGGTTATTCTCTTAAAAAAGGAGGCAACGAAG
+AGCATGGTTGCTCACACGTCCCCGCAGGGCTGGTTTAGAAACGCTTTATGCTGCGTTATTGATTTCGACA
+ATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTAAAGGCATTTCTAATTCCAGCTGAAACCTACATC
+TTCAGGTAGTTTGGGTATACAATACAGCCTTGATAAAACCAAGCTTATTCGCATTTTGAATAGGCTTGGG
+TATAATCCAGCTAATTATCTCAACTGAGTATATATCTAAGTGACTATTCATCTTCCTTTTGCCAAGTTAA
+GTCATTGGCATCAAATTGCTTTCTCTGCAGCGTTACTTGAGCGTATGTTACCCAATTACCAAATGTTTAG
+TGAAGCCGCTGATTTCGGTAATGCTAAAGTATTACGTAATCAACTCGATATTATTTGGCAATGGCTTGAT
+AACAGTAGTACGGTAAAAATTAATAGCGAGGCGCAATTACTCAAATTAGAAGCTGAAACCCCAGATCCTG
+AAGCCTTTGATTCCTTTGGTGTATTTCCTGCTCTTGATGCGTGTATGGCGTTTTCGGCTTTGTGGCAATT
+AATGCAAGTTAAGCCATCGAAGAAACAAAAAACATCGGAAATTGATATTGACGATATCCAAAGCATCAGT
+CGCCTATCCCATAACAGTGTCAGTTATTATGTCGAGCTGCTTTTACTTGAAGAAGTTGAAGAGTCCGCCG
+ATGAAGAACTCACGATCACTACCGAGCAAATGGATGAACATCCACTCATGCAATGGGAAAAGGACACGCA
+AAATGAGCTGTTCGATTTCCTTAAATTTGCTGCGGCCGATAAGCGTACTTGTAAGCTAGCTAAGCAGATG
+AGCCTATCTGAAGGTTTATCTAATTTAGGCATAGAGATTATTTAGTCGTTGATAGTCGCTAAATGAATCC
+AAAGCCTAGCCTAACGCTCAAATAAAATAATCCCCTTAATACAGGAAGCGAATATGAAGTTATTCAGTTG
+TGCATTGTTTGCCGTCACCTTGATCTTGTCTGTAGTTACTCCAGTGCATGCAAGCAATGTTGTTGATAAA
+AACATTAAGATTGAACAGGCTATCACTAAAGCCATGAGTACGTTTCAAGTGCCCGGCGTAGCGGTAGCCA
+TCATCAAAGATAATAAAGTGGTAATGAGTAAAGGTTTTGGTGTTGTTGAGCATGGTAAATCAGCTCAAGT
+TACCTCTGACACACTATTTGGTATTGCTTCAAATACTAAAGCAATGACCGCTGCTTTGTTGGCCAACCTA
+GTGGATGAAGGCAAGTTGACTTGGCAAACGAAGGTTATTGATATTATTCCTGAATTTCAAATGCCTGATG
+CCTATGTTACCCGTGAATTTACCATTACCGACTTATTAGCTCATAATTCTGGCTTAGGTAAAGGTGCAGG
+TGATCTAATGATTTGGCCACATACTACGTTAACTAATGCTGATGTTATTAAAGGGATAAAATATTTACCT
+GAAGCCTCAAGCTTTCGTAGTGAATTTTCTTACGATAATTTGCTCTATATTGTTGGTGGAGAGGTGATTG
+CTCGTATTACGGGACAAACTTGGAATGAGGTGGTGCAAGCGAGTATTTTTACTCCGCTTGGTATGAAAAA
+TACTCGTGCAGCTTTTTCACTGATTGATGAAAGTAATAAAAATGTTGCCAGAGCGCATGTGCCACTTAAA
+GGAAAATTAAATGTTGTAGGTGGCAACTTTATAGAAAGATTTGGTGCAGCAGCTTCAGTAGCATCTAGCG
+CTAATGATATGAGCTTGTGGTTACAGACTCAGTTAAATAAAGGTGCTTATGCTATCAAACAGGATGAAAA
+GTCACCTCGTCTATTTTCAGCTGAACAAAGTCGCTTTATGTGGCAAGCGCGTACTATATTGCCCGTTACA
+GCAGAAGCAACTCAACAAGATAAAACGCACTTTGCTGCTTATGGCTTAGGCTGGTTTATGAAAGATTATC
+ATGGGGTGAAGCTACTTCATCACGGTGGTGGTATTTTAGGTATGGTCTCTAAAGTGGTATTGGTGCCAGA
+AGAAGAGCTTGCTATGGTGATTCTAACTAATCAACAGTCGAGCTTCGCTGTTAATGCAATTTATCATCAA
+ATTTTAAATGAGTACCTTGAATTACCTAAAAAAGATTGGATTGCTTATTATCATACAAAACAGACAACGA
+AGACTGCTAAAGAACAAAAGCGCCTAGCAAAAGCGGCAGATTCAGTTCATAAAAACTCAGCACATTCATT
+AGTATTACGTGAATATGCGCAGACTTATGTTGATGATTGGTATGGCGAAATTCATATAACATTTAAAAAT
+AATAAGCTACATATGCAATTTGGTAACACCCCAGAATTAAAGGGCACCTTAGAGCACTACCAACATAATA
+CCTTTATTGTTCGCTGGCATGATAAAACGCTTAAGGCTGATGCATTTGTTAACTTTAATTTAAATGAAGA
+TGGTGGAATTAATTACGCCACCATGAAAGCAGTATCACGGGCGACTGACTTTAGTTTTGATTTTCATGAC
+TTAAAATTAGTGCCGAAAAACTAATTGCTAATTTTGATAGATAAAAAGGAGTACCTATAGGTACTCCTTT
+TTTGTTTTCAATGTTGGCGTTGTGTAGATAATTCGCAAAGCCTTAGCGTAGGAATTGTGTTTTTTCTTGT
+CGCTTATTAATAACATTCTTGATATCTAAATTGGCATTGTTATTGGTTTGCTTTACCTCAACTCCTTCAT
+GATTTAATAACCATAATTTACGCTCAATACCACCAGCATAACCTGTTAATGAACCATCACCACCAATAAC
+GCGATGACAAGGTACAATCAACGTAATGGGATTTCTACCATTAGCGCCACCAACAGCCTGTGAGGCTTTT
+GGTTTATCGAGCATCTTGGCTATTTCGCCGTAGGATTTCACAGTACCAAATGGAATCTTTGCTAAACAAC
+CCCATACGGATTGTTGAAATTCAGTACCTTGAGGGTCTAATGGTACGGTAAAAGTCTGACGCTGGCCGGC
+AAAGTATTCTATTAATTGCTGTTTACAAAGAGCAGTGATGTCATTGGCTTTGCGTTCACCTTTTTTATCA
+TCATAACTTTGGTCACCACAAAATATGGCTTGGCAAATACCTTGCTCGGTTGCCATAAATTCAAACAAGC
+CCAATGGCGTGTCGAGATAATCAATAAACATATTAATGGTCTCCTAAAATGCACAGCATGAAATTATCCC
+TGATATTGATACAGTTGATAAACAACTTGGCCAGAAATTTTCTCTTTAATTAATTGCCAGTTAGCTGGGA
+TAACTTGTGTGCTATCTGCTTCCATCTCTACATAAATGAGTGCCTGATCGGCCAAACCAAAGTGATTTAG
+TAATTGTGCGGTTTGTTCGACCAATTGTTTTCTAAAAGGAGGATCGAGAAAAACTAAATCAAAGGGTTTG
+TCTGACTTTGCGGTTAACCCTACTTTAAGAGGATCTTTTTTAAGAAAAACAAGCGCATTATCATTAATAA
+CATTAATGTTATCAGCCTTGAGTAAGTCTTTATTCTCAAGTAATTGGTTCGCTGCGGCTCTATTTAATTC
+CACCAAGGTTACTTCATCGGCACCACGAGATAACGCTTCAAAACCTAAACTACCAGAGCCAGCAAAACAG
+TCTAAGCAATTGGCTTGAGCAATATAGGGCATGAGCCAATTAAAGACAGTCTCTTTAACTCTATCGGTTG
+TTGGGCGTAATCCCTCTGCCATTAATACCGGTAATTTTCTACCTTTGTATTTACCGGCAATAATACGGAT
+TTTACCGGCAGACTTACCCTGTCCTCTCCCAGAAAGGAGCTTTTTACTTAGTTGTTTTTTTGCTTGATTC
+ATATCACTGACAATTTTGCTATTAAGTGCTAATATAGCGCCAATTTTATCCTTGTTTGGTCGTTATACCA
+AACATATTTATCTTTGTTTGGTATAACGACCAAACAAATTCATACTGAAATATATTTAGGTAGCAAAACG
+TGTCGAAGAAAAAAGGTATGTTGTCTTGGTTAGGCTTTGGCAAAAAAGAAAAGCAACCGAGCACTGAAGA
+AAATAACAATGAAGCTCTCTCTGTCGCTGAATCGGTTGAACAACTTGATGAGAAAATGGTTGAGTCAGTT
+GTCAATGAAGCAGAAAAATCAATAACAGAACACGCAGTAGAGCAAGAAGCTACTGCCGACGTTGTTAACG
+ATGATGTTAATGTGCTCGAGGACTCTGCAGCTGAGACTACAGAAGCAGTAGCGATTGCAGCGGTAACTGT
+TGACTCCGTAACGGAAGATTCAGTAAGCGAAGAAAATGCTCAGGTTGTTGAAACAGAATTGACTAGTGAA
+GAGCTACCTGAAGCTAAATTATTAGCTGAAATGGAAGCTGTTGAGCAGCAGGTTGAATCAATTGATGATG
+TTGAGGCTGTAGAGGAAACCCTTGAAGATGTATCGAAAACACAAGCCGATACAGCTGCAGACTCTGAACC
+TAAAGTTGAAGAAATTGTTGATGAAAAAGCTGAAAGTAAGCTTGGTTTCTTTGCCCGCTTAAAACAAGGC
+TTAAGTAAAACCAGACAAAATTTAGGTGGCGGCTTAATTGATTTGTTTCGCGGCAAACAAATTGACGATG
+ACTTATTTGAAGAGTTAGAAACTCATTTGCTCTTAGCGGATGTTGGTGTTGAAACTACAATGAAAATTAT
+AGAGTCATTAACACAAAGTGCTAATCGCAAGCAGTTAAAAGACGCGTCTGCTTTGTATGACTTGCTTAAA
+ATAGAATTAAAGAAAGTTATTGAAGATGTTAGTCAGCCGTTAGTTATCCCTGAAGACGATGGACCTTTTG
+TTATCTTGATGGTCGGTGTTAACGGTGTCGGTAAAACCACAACTATTGGTAAACTAGCTAAGCAATTTCA
+AGCGCAAGGTAAATCAGTAATGCTAGCGGCGGGCGATACTTTTAGAGCCGCGGCTGTAGAGCAATTACAA
+GTGTGGGGTGAGCGCAATAATATTCCTGTTATTGCTCAGCATACCGGTGCTGATAGTGCTTCGGTTATTT
+TTGATGCAATCAGTGCGGCAAAAGCACGTAAAGTTGATATTATCATTGCGGATACTGCTGGACGTTTGCA
+AAACAAAGCTCACTTGATGGAAGAATTGAAAAAAGTTGTGCGGGTAATGAAAAAGTTAGATGTTAATGCG
+CCTCATGAGGTGATGCTAACGCTTGATGCTGGGACAGGTCAAAATGCTTTAAGTCAGACCAAATTGTTCG
+ACGAAGCGGTTGGTTTAACAGGTTTAACTATTACTAAATTAGATGGTACCGCTAAAGGTGGTGTTATTTT
+TGCTGTTGCAGATAAGCATAGTATTCCTATTCGATATTTAGGTGTCGGTGAAGGTATCGATGATTTAAGA
+CCTTTTAATAGTGATGATTTCATTGACGCGCTTTTTAGTAAGTAGCTATGAATAAATTTTTACTCCGCTT
+CTAAGCGTCTCGTTTGGGACGTTTTTTGTAAGCCCTACTTGTTGCAGCATCTTTTTATTAATGGTTTTGC
+CTTAATAAAAGATGCGCCGTAATCATTAATAACTCAGTCGTTCTGAGCACAGGACAGTATTCTTCTAAAT
+AACCATTTTCTTCAACCAATGTCTTGCCTCTAGCCTTTTAACCCCCTACTAAGTGGACAATCAATTAGTC
+CGATTGGTATCACAGGCTAATTGTGCTAAGTTAGCCCACTTATTCGTACAAAGTATTAAAGTAATATGAT
+TAATTTCAATAAGGTAAATAAAACCTATCCAGGCGGTTTTCTAGCATTAAAACAAGTGAGTTTTAGCCTA
+GAAAGCGGTGAAATGGCATTTTTAACTGGCCATTCAGGAGCAGGTAAAAGTACCTTATTAAAATTAATCT
+CATTAATGGAAAAACCCAGCTCTGGTAGTATCCAAGTAAATCACACCGAACTTTCCGATATTCAATATAA
+GCAAGTGCCTTATGTACGCCGTGGTATCGGGATGATCTTTCAAAGTCATAACTTACTTAAAGATCGTACT
+GTTTTTGATAATGTTGCCTTACCGCTAATTATTGAGGGTGTTAGTCACAGTGAAATTAAAAAGCGTGTGG
+CGACTGCATTAGACAAAGTGCATTTAAGCGCTAAGTTGAAGTGTTATCCTCATATGCTCTCTGGTGGTGA
+ACAACAACGTGTTGGTATTGCTCGTGCGATTGTTAATAAGCCGCCTATTCTCCTTGCCGATGAGCCTACA
+GGAAATTTAGATCCCAAATTATCGTTAGATATTATTCGTTTATTTGAAGAATTTAATGCCGCTGGTGTAA
+CCGTACTTATTGCTACTCATGATCTAGGTTTAATTGCGCGTATGAAATACCGAACACTGACGTTGAAAGA
+GGGCACCATGATTAATGATGGTATTGTTGATGGCCTACAAGCACAGGGGACGTCTGATGAGCAATATTCA
+TAGTAGCGGTTTAAAAGCGCGTTCAAGTTTATTGGCTCGGCTTTTAACGCTACCTATTCGACATTTTCAG
+CAAGCGGTAGGTAGTTTAGGTAATCTATGGCGAACGCCTTTTACCACAGCGATGACAATTTTTGTTTTAG
+GCATCAGTCTAGCATTGCCGGCAACCTTGCATCTTTTTGTTAAAAACGCCGAACAAGTAAGTGAGCAGTG
+GGATAGTGCCTCGCAAATCACTTTATTTTTAAAATTATCAACCAGTGAGAAGAGTGCACAAAATTTAATA
+AAGCGCATTAGTCTTTATAACGATGTAGCAGAGGTGCGCTACATCTCAGCTAAACAAGCATTGAAAGAAT
+TTAAAATTTTATCTGGTTTTGGTCAGTCACTTGAATATCTTGATAAAAACCCATTGCCAGCAACGTTATT
+GGTAACACCAACGCAAAGAGCTAGCCAAGCACAAGCGGCTAATGCTTTGTTGGCAAAATTGAGCAAAGAA
+CGAGAAGTTGAACAAGGAAAACTTGATTTAGAATGGTTAACGCGATTAGAAGCGATGGCCCGTTTACTTG
+AAGATATTGTACTCGGTGTAGCCTTGTTATTATGTTTATCTGTGGTACTTATTGTGGGCAATACCATTCG
+ATTAGCTATTTTAAATGAAAAAGATGCTATCGCTATTATGAAATTGGTTGGCGCGACAGATAGCTTTATC
+CAGAGACCGTTTTTGTATTCAGGTATTTGGTACGGTATTTTTGGCGGCATACTTTCTTGTATCGCTGTGA
+CTCTTCTGGCTTGGTATTTAGGTTATGCTATTAGTGACTTAAGTGAGCTTTATCAAAGTAACTTTCAATT
+GCAGGGATTATCCGGCAGTGAAGCACTAATGTTGATTGGCTTTGCCATTGTGCTTGCCTTAGTTGGAAGT
+TATATCTCGGTAAGCCAGCATATTAAAGCGATAGAACCTAATGCAGATTAAAGCCATTTAAGACTCATCT
+AAAAGAGAGTACAGAATAATATCACTTGGTTTTACAACCATTTTTAAGGGAATAGTTAGCTTTATTGGTG
+TACTTAACTGTGAAATTACACAATATTCCTGAACTTTCTTCTCGAAATTTAACATGTATAACCAACTGTT
+TATTCTTGATAATTCCTTAAGCTTACAAATCGTCACATTTAATTCACAATAAATTTGAAAGATCGCCTTG
+TGCCACCCTATCTATTAAGCTAATGTTCATGTCCCCGCTATCGCAAATAGTGTCGATATATGTTATTATC
+GCGGGCGAATTAAAGAGAGAAGGAGAGGGTTTTTTATGAGTGAAGCAATGCAACTTACCTTACCAAAGAG
+TGGTAGTATCGAAGCATACATGCAATCTGCGTACAGCATTCCTATGCTAACTGCGGAGAAAGAGCATGAT
+TTGGCTACTCGCCTCTACAATGAAAATGATTTACAAGCGGCGCAAGAGCTAATTATGTCGCACTTACGTT
+TTGTTATTCATGTTGCTAAAGGCTATTCTGGTTATGGTTTACCACATGCCGATTTAGTGCAAGAAGGCAA
+CGTGGGTTTAATGAAAGCCGTTAAACGTTTTAATCCTGAAGTAGGCGTACGTTTAGTTTCTTTTGCTGTG
+CATTGGATCAAAGCAGAAATTCATGAATTTGTGCTTAAAAATTGGCGCATTGTAAAAGTTGCTACCACCA
+AAGCGCAGCGTAAGTTATTTTTTAATCTACGTAAAAATAAAAAACGTTTAGGCTGGTTCAGCACTGAAGA
+AGTAAATACGGTAGCGGAAAACCTTGGTGTAACAACGAAAGATGTTATGGAAATGGAATCTCGTATGAGT
+AGCCATGATCAAGCATTTGAATTATCAAAAGATGATGATGATAATCTTGGATCCAGTAGCTTTTCACCTG
+CTCAATACCTTCAAGACAAACAATCAGATTTAGCGGTTGAAGTTGAAAATGATAATTGGGACAACCATGC
+GAATAAACGTTTATCAACAGCATTAGTAACGCTTGATGAACGTAGTCAAGATATTATAAAGACGCGCTGG
+TTAACCGAAGATAAAACAACGTTACAAGAGCTAGCTAATAAATACCAAATATCAGCCGAACGTGTAAGGC
+AGTTAGAAAAAAATGCTTTATCTAAACTTAAAAACACCATGGTTTTTGATTAACGTTCAGTAATATATAT
+TGTTTAAATAAACCGACTTTATGTCGGTTTTTTTATGTCTGCAAAATCATTCACCTCATCTGACGATAAA
+ACAGCCAATTCACTTACAGTTGGTCACATGTTTGTATGCAAAAGTAACCACATCGTTACAGGTTTAACTA
+AGTTACAACACTTGAAAACGAACTTCTTCTATTAAATCCAGCAGTATTGATGGCAATTGATAAACATCAG
+TTACCAACAAACTAACGATAAAAAGGTAGAAGTAATGAGCCTAAGAACAGCCAGAAAGAATATAGTAAAT
+CGAGCAGTGATGATTGCCCTTGCCGCAACATCAGTGACCTCAGTACAAGCAGTTGCCGAAGAAGGCGCTG
+AAGAAGTAGAGCGTATTGCCGTAACAGGCTCTCGCATTAACAGAACCGATATTGAAAGCGCCAGCCCAGT
+AACGGTAATATCTTCAGACTTTATCACCAAGAGTGGTTTCACCTCAGTACAAGAAATATTATCAATGCAA
+CCCGCTGCTGCAGGTATGAGCTTAGGTTCAACGTCTAATAACGGTTCAGGTGGTTCGGCAACTGTTAACT
+TACGTGGTATGGGAGTGCAACGTACGTTAGTGCTATTAAATGGTCGACGTATGGTTGCATCAGGTACTGG
+TGCTGACTCTTCAGTAGATTTAAATACTATCCCTGTTTCAATGATTCAGACCATTGAAATCTTGAAAGAC
+GGTGCTTCAGCAGTTTATGGCTCAGATGCCATTGCTGGTGTTGTTAACATCATCACTAAGAAAGACTTTC
+AAGGCACTGAAATAACTGCTGATGGCAGTATTACCGACAAAGGTGATGGCGAAAGTGGGGGTTTTAGTCT
+TTTACATGGTCGTGACTTTGCTGGTGGTAACTTAGTTGTTGGCGCCCAATATTCAAACCGTGGTGAAATT
+ATCCAATCGGACCGTGATTTTGTCCCTGCAGGTGAATCTTCATTTGTACCAGGAGGTTCTTTAGGCGGAA
+TGGTACCAGATGGTGAAGGTGGCTTTGTTCCACGTGAAGAGTCTTACGATTATACCGACGATAGTTATGC
+ACAAACACCCAATGAATTATTAAGCTTATTCACTAACTTTAACTCTGAAATAGCGGATGATACCGAATTA
+AGCGTTGAATTTATGTATACCCGCCGTGAGTCAAATCAACAAATGGCACCGCAACCAGCTTCAATCGACT
+TAGATACAAGTTTGTTAGATGATAACTATACCGATCAATTCAAAGATGAAAATGGCGTTCTGCCAGAAGA
+ACTAGAATATAGACGTCGCATGACAGATGCCGGTCCACGTATTTACGGTCAAGAAACAGATACCTATCGT
+GCTTCTGTTGGTTTGACTGGTTACTTAAGTAATGATTCACAGTGGGATATGTCGGCAACTTATGGTCGTA
+ATGACTCAAAAGATAGTGTTGGTAACTCGATTCACGCAGGGAACATGGAAAAAAGTATCTACAATCATCA
+AGACGATTGGTTCAGCGGTGATCCCATGAGTAACGACTTCTTAGCCAGTGAAGGCGTTATGTACACCGAG
+CAAAATGAAGGTGGCAATGAACAATTCATTTTAGCCGCAGGTTATAGTGGCGTTAATGAGCACGATATAG
+GTTATGCCGTTGGAGTTGAAAGTCGTTTTGAAAGTGGATATTACACACCTGATTTAATTACTCAGGCTGG
+TGAAAGTACCGCGGCACAGCAAGATCCCACAGAAGGTAATTATTCTGTACAGTCTATCTATGGTGAAATA
+TCTGTACCAGTAACCGACTCTTTCACGGTAGAAGCCGCGACTCGTTATGATAACTATTCAACCTTTGGTG
+GTGCAGCTACTTGGAAGTTAGGTGCAACTTACAGTATTACTGATGGTTTAATGTTTAGAGCGGTGGCTGC
+AACGGGCTTTAGAGCACCAAGTGTGAGTGAGCTATACGGTGGTAACTCAGGTTCTTTTGATTATTTAACT
+GACCCTTGGGACAACGAACAAGATTCACAAATCTTAGTAAATTACACCAGTGATGCGGATTTAAAGCCGG
+AAGAAAGTGAATCATTTACTGCGGGTGTTGTGTGGGAAATTACTGAAGGCCTATCTACTACTATGGATTA
+TTGGCAGTTTGATATTACTAACGCTATTAGCCGTGTGAACGTGCAAAATGAAATGAATAAGTGTTTCGGA
+GATGATCTCGTTGCTTGTGATACTATCGGAATTACACCGGGTGGAGACTTATCGGAAATGACCTCTACAT
+TAACCAATATTGGTCAGCAGAATACTTCAGGTATTGATTGGAATGTTAGCTACACTGCTGGCATGTTCAA
+AGTCATGTTTGATACGACTTATTTACTTGAATTTGAAGAAGACGGTATTAGCTATGAAGGTACTATTGGC
+GGCAATATGGGGGGGTACTCACAGCTAAAATCTAATTTAACCGTTAGCGCCGATTTAACAGAAGACGTAA
+ATTTACTTTATACAGCTAACTATATTCAAGGTATGGACGGCGATGGCTACACTACTGATGATGTGATTTA
+TCATAACGTTTCAGCGGCTTATCATATTAATGATGCGTGGCAAGTAACAGGTGGTATTAAAAATTTATTT
+GATACTGAACCTGAAGAAGTACCAGATGGTAATGATATGAATACAGTGCCAAATATCTACGATGTTGTTG
+GCCGTACCTTCTTTGTTAATACGTCATATAAGTTTTAGTAAGCAATAATTACGAATTTTATTGTCGATAA
+TTAAAGCACCTCAAACAAAAGGCGACTTCTTAGTCGCCTTTTTTGATCGCTGTAATTTGATTGGGAGATG
+TTTACCCATGGTATAAATATTGTTTTAGCTCATAATTTACCAATTCATTTACTGCTTTTGCTCGTTTCCC
+TGTATTATTTAGGTATATAATGTTGGTACATAAAGCATGGGCTAACATATAGGTTCGTCATGCGAGCATC
+AAATATCAGGAGTTAATTATTATGGGTGGAATCGGAATTTGGCAACTAGTTATTGTTGCTGTGATTGTAG
+TGTTATTATTTGGAACTAAAAAACTACGTAATATAGGTGGTGATTTAGGTTCAGCGATTAAAGGTTTTAA
+AAGTGCTATCGGTGAAGATAAAGAACAAAAAAATAGTGCAGAAAAAACATCAGATACTTTAGCTGATAGC
+TCAAAGAGCACTACAGAAGAAGTGGTCAAAACAACAGAAAGTAAGACTAAAGAATCAGATCAGGCTTAAT
+GTATGTTTGACGTTGGCTTTTGGGAATTAATCCTCATAGCAATTATGGGCTTAGTTATTTTAGGCCCTGA
+ACGCTTACCGGTTGCAATTCGTACTCTTCGTGGCTGGATATCTGGTGCTCGAAAATTTAGTGATACTGTT
+AAATCTGAGCTTACAGAAGAATTACGCATACACGAATTACATGCAAATTTAAAAAAAGCAGAAGAAAGTA
+ACTTAGAAAATTTAAGTCCTGAGGTTGCTGCGTCATTGAAATCGTTGCAAGAAGCAGCCGACTCTGTGGC
+TGAGCCTTTCAAAAAGGTCGACAGACAACCACTAGAATCAATGATCGCTTCTTCCTTAGCTTCAGCTCCG
+CAAGCTAAAGTAGAGCCGGAGATGGCTCAAGATAGTGAAGAGCCAAAAATTTCAAGTGCTCCGATAGAAA
+ATGAAAAAAAACCAGATCAGCTAGTTAATCCAGAAAGTGATAAACCTCAGCCATGAGTACTCCCCCAACA
+CCAGTTGCCAGCCTTTTTGATCATCTTTTAGAACTACGTAATCGTTTATTGCGATCAATTCTTGGAGTAT
+TAATCGTTTTTTGTTGCTTAGTCTACTTTGCACAAGATATATATCAATACGTGGCTCAGCCATTATTAGC
+TACCATGCCAGAAGGGTCACAAATGATAGCGACCGATGTCGCTTCACCATTTTTTGCACCTTTTAAATTA
+ACTTTGGTTTTATCCCTATTTATTGCGATGCCATTTGTTTTATATCAAGTGTGGTCATTTGTTGCGCCTG
+GTTTGTACAGTAATGAAAAGCGCATGATTGCCCCGTTAATGTTCGGTTCAACGTTGCTGTTTTATAGTGG
+TATTGCCTTTGCCTATTTTCTTGTATTTCCGGTAGTATTTGCCTTTTTTACTTCAGTAGCACCAGAAGGC
+GTTGTTATTGCGACTGATATCAGTAGTTATCTAGATTTCATCTTAAAACTGTTTTTTGCTTTTGGTGCCG
+CATTTGAAATTCCTATTGCCATTATCTTAATGTGTTGGACAGGTATGACGACACCTGATAGCTTAAGAGA
+AAAGCGACCTTATGTTGTAGTAGGTGCATTTGTCATTGGTATGTTATTGACACCACCTGATATTATTTCA
+CAAACTATGTTGGCCGTGCCAATGCTGATTTTATTTGAAGTCGGTATTATTATTGCTTCGTTTTATCATA
+AAGAAGAAGATGAAGACGAATCGAATAATATAAAGGAAAATGACAAATGACAAAGAGTATAAAACTCACA
+TATTTTACCGTGATTACTAGCTTATTATTATCTCCGACAGTGTTAGCTAAAGAAGAAAACCTTGCCGATC
+GAGTTCAAGATTGTGTAAAAATAACTCAAGATACTGAAAGACTTACTTGTTTTGACCAACTGACAAGTAA
+ACGCAGTGCTGTAATTGTGGAACCAGAAATAACTGACTTGACCGCCGAACAAGTTGATACTTTTTCTAAA
+GGACAGGTGAAAAAAACAACTGAAGAATTAGCTAACCAAATAAATTCTATTACCCTAACGATTAGTAAAT
+TAAGTAAAACACCTTACGGGCAATGGAAAATTACCTTTGAGAATGGTCAAAAGTGGCAACAAAAAGATAG
+CTATAAACTTAGTCTAAAAACAGGCCAACGTGTGGTGTTAACCAAAGGGGCGATTACCTCTGTGTTTTTG
+CAAAAAGAAAATACTAATAAACGTATTAAAGTAAAAAGGCTTAAATAGATCGAGATTAATTTGAATAAAA
+GCACTTTGATAGATATAGGCGTTAACTTAACCAATAAACGCTTTGAGAAAGATCGCGAAGATGTTATTCG
+ACGAGCTCAAAAGGCTCAATTAGATGGTTTGTTGATTACCGGTACTAGTGTTGCAGAAAGCCAGAAAGCG
+TTAGCTTTGTGTCAGCATTATCAAACAAGTTTCCCTGACTTTTTATTTAGCACTGCAGGTGTGCATCCCC
+ATGATGCTGATCATGTGACTGCTGACTATTTAGAGCAACTCAAGCTATTAGCGAAACAACAGCAAGTTAA
+GGCCATTGGTGAGTGTGGTTTAGATTTTAATCGAAATTTTTCAGCACCTGCACAACAGCAAAAAGTGTTT
+AGTGAACAAGTAGCTTTAGCTTCAGAACTGCAAATGCCACTATTTTTACACCAAAGAGATGCTTTTGAAC
+CATGGTTTTCTACGTTATCACCCTATTTTTCTGAAGTTCCGGCTATGGTTGCGCATTGTTTTACTGGCAC
+AAAATCTGAGCTCACTCAGTGTATAGCCGCAGATATGTATATAGGTATCACAGGTTGGTTATGTGATGAG
+CGTAGAGGTCAAAGTTTACGAGATATTGTAAGTCTAATTCCTTTAAATCGATTACTCATTGAGACTGATG
+CTCCGTATCTAACACCTCGAACAATTCGACCAAAACCTAAAAGTAGCCGTAATGAGCCGTGTTACTTACC
+ATTTATAGTCAAAGAAATTGCCAGTATTACAGGTCTTGACCAAGAAGAGATAGCTTGGCAAACTAGCCGT
+AATGCCGCAAAGGTATTTGATTTTCCATCAAAGAAAGAAATGATATAAATGAAGTCATTGGTTAGAGCAG
+AAATAGCAGGTTTTACTTCTTTGCTGATGACATATTCGCCTGCAAGTATTGCTATGACTGAACAAAATGC
+CGAGCACCTATGTTTTGGCATGGGAATTTTCTTAGGGAGTTTAATTACCCTCTTGTTAGGTTTATATTTG
+AATCGACATTACCGAAGAAAATACCTCAAAATGTTACAACAGCTTAAGCTTGCAAAAAGCAATGTTACCA
+TCGCTGAGCAAACAATGAAAACCTTGGCTAATGAGCAACAAGACAGTCAAGACCTGCTAGAAGAAAGAGT
+GCAGGAGCGTACATTAGAACTGAATATAGCTTTGCAAGAGTTGGAAAGTGCTAATCAAGAACTTGAACGT
+AAAAATGTTTTAGATGAACTAACGGGCTTACATAATCGTCGATTTTATGATCAAAAAATAGTAGCTGAAT
+ACCGTCGTAGCCGTCGTAATCTTACCGCGTTAAGTTTAGTGCTAATTGATGTCGACCTTTTCAAAGCAGT
+TAACGATACTCATGGGCACCTAGCGGGTGATCAGTGCCTAATTTGGTTGGCCAGCCATATAAAACAAAGT
+TTGAAGCGAAGTACTGATAGAGCATTTCGTTACGGTGGAGAAGAGTTCTGCTTAATCTTACCTAATACTG
+ATGCTGAAGGGGCGTTACTCTTTGCTGAACAATTACGCGTACAGGTAGATGCTCAAGCTTTTCAATTTAG
+AGATGTCGAAATTCCACTGACAATCAGTTGTGGTATCTCAACATATCAACAACAAGTTGATATTGGTCCC
+GAGCAAATATTTTCAGGTGCCGACAACGCTTTATATCAAGCTAAGCACAATGGCCGAAATCAAACCAAAC
+AACACATTTTCACAGAATAATTAGGAATTTTTATGTCCCACAATGGTAATTCAGCATTTGGTCAATATCC
+TGCTCGTCGCATGCGCCGGATGCGCGTTGACGATCATACTCGTCGTTTAATGGCTGAATCTCAGTTAACG
+GTCAATGATTTAATATACCCAGTTTTTGTGCTTGAAGGCGATAATCAGCGAGAAGCGATAGCTTCAATGC
+CTGGTGTCGAACGTAAAAGTATTGATCTGCTTTTGGAAGAAGCACAGGAATTGGTTGATTTAGGTATTCC
+GGCTATTGCACTTTTCCCTGTGACACCAAGTGATAAAAAGTCGCTTATGGCGGAAGAAGCTTATAACCCT
+GATGGATTAGCGCAACGTGCAGTACGTGCACTTAAAGCTAAATTCCCACAGCTTGCTGTGATCACTGATG
+TTGCTCTTGACCCGTTTACCACACATGGTCAAGACGGTATTTTAAGTGAGAGTGATGATAACAAAGCAGG
+GAAAACAGGCTATGTTGTTAACGAAGTCACTAAAGATATTTTGGTAAAGCAGGCTTTATCACATGCTGAA
+GCAGGAGCCGATATTGTGGCACCTTCAGATATGATGGATGGACGTGTCGGTGCTATCAGAGAAGGATTAG
+AAGAAAATGGCTTTGTTAATACTAAAATATTAGCCTACTCTGCGAAGTACGCTTCTAATTACTATGGGCC
+ATTTCGTGATGCTGTCGGGTCTTCTGGTAATATTAAAGGTGGTAATAAGCATACTTATCAAATGGATCCT
+GCAAATAGTAATGAAGCTATGCATGAAGTTGCCCAAGATATCGCTGAAGGTGCCGACATGGTCATGGTTA
+AGCCAGGCATGCCTTATTTAGATATAGTGCGTCGTGTTAAGGATACTTTTCAAGTACCGACCTACGCTTA
+TCAAGTCAGCGGTGAATATGCCATGCATATGGCGGCAATACAAAATGGTTGGTTAGCTGAGAAACCATGT
+GTAATGGAAGGATTATTAGCATTTAAACGTGCTGGAGCCGATGGAATTTTGACTTATTTTGCTAAGCAAG
+TTGCGCGTTGGTTGAAAGAAGACGCTTAAGTACTTTACACGATAAATAATCGGTAGTTAGTCGATTTATT
+ATATCGTAAGAATAGAATAAAAAAGCGCGATTTAATCGCGCTTTTTTATGGGCAAATTTTGAACTCACCT
+TTTCACATACTTAGGTTATACCAGTTGAATTACTAAATTAGTCCGATAGGTATTATTTATCGTTAAAATT
+CCTTAGCGGTTAATACTTTTTGACACGATGGTCTTGCCATTACATTAGCTAAATATTGCTCTACTTTGGG
+ATAGTCCGTTATCAGATCAAAGCCAGCAGGTAAGCATGAAATATAATGCAACATTGGTGCTAATAAGGCA
+TCTGCGATAGTAAAGTCCTTAGACGTTAACGCTGTCTCTTGTTGTAACACTTGTTCAATGATAGCAAAAA
+TGGCAGCTGCCTTTGGCTGTACTTCTTTCACGACGTCAAAGCGGATACTATTATTTTCTCCTTTGGGAAA
+AGCAAATTCTAATAAGTAATCCCGTACTAATATTTTATCTATGTCTATCGAAATAAGCGCGCAAAGTGCA
+TCGTGTTGTGCATGTACTTGGCTATTTTGGTGTGGTTGTAATTGCTTATCTTCATCAAGGTAACGACAAA
+TACTGGCTGTTTCAGGTAACGCTAACTTACCTTCTAGTAACACAGGTATTTTGCCAAAAGGATGCCACTT
+TAGATGCTGTTCACCTTTAAAAGCAATATTGCTACCATCAACTTCAAAGCCAACAGTATAAGCAATTTCT
+TTTTCTTCGCATACGAGCATGACGGAACGAACAAAATTTGAAAAGCGAGGTCCGTAAATATGTACTGGAT
+CTACTGTCATATATATTTCCTTTTAATTATCTAATTGACACTATTAGTTAATAATCTAACTATATTGACA
+ATATGTTCAAGAACATATTTTAAAAGTATGAAATACTGTTTTTATGATTAAATAGGTAAGTGAGGCTTTC
+GATGGCGTGGCATGAAACTCATAAAGAGCAATCAAAAGATAGAATCTTAAAAAGTGCTGCAATGCTTTTT
+ACACATTATGGTTTTGAAAAAATATCGATCAATCAAGTGATGAAAAATGCTGAACTCACCAGAGGCGCAT
+TTTATAGTCACTTTAATTCGAAAAGTGACTTGTACGCACAAGCGATAAGTAAAGGCGCAAAAGTTGCTTC
+GAAACGTAAACCTGAAAATTGTCCGCAGAATATGAAAGATTTTGCTAAATACTATTTAAGTACTGAACAT
+AGAGATAATAACTATGAACAAGCATGTCCATTAGCTTTTTTGGTTTCAGATATTAACCAACAAAATGAAC
+AAGTTAAAGAAACTTATACCAAGACGCTGAAAGCTTTTATAGCGCAAGCTCAATCTTTAACCGTCAGTCG
+TGAAAAAGCACTGCAAAGCGCAGTATTGATGATTGGCGGCTTGGCTCTATCTAGAGCTTTAGATGATAAA
+AACTTTAGCAATGAACTCTTAGCTGCTTGTAAAGCTGGGGTTACTTCATTATCAACAGAAGAGGGCGTTA
+ATGTCAGCTGAATGGAGCATAATACTACTAAACGCAGTGATTATCGTTATTGCTTATGTCTGGGTGTATC
+CCAAATTAGCAGGTAAAAATAGTAATAAGGTGGCGATATTTGACTGTGTAACCTCTGGTTTAGCAGTGCT
+TATTGTGGCAAATAAATATTGGGGAACAGGCGCTGAATTTAATTTCTTACAGTTTGAATTAAACTGGTTT
+TGGTTTACCTTGTTAAGTTACAGTGTTATTGAAATACCAATTGCACTGTGGTATTTCAGAGCTTCACTCA
+TTAAAGGTAACGCTGATAAGTAAAGGTGAATAAAAAGAAATAACGAAAGGTAATAGGGGGTTACTGTTAG
+ATAATTTTAGCATCAGGGACTAATTCAAAGAGTAAACCTTCACGCAGTGCACCACTTGAAAGGCATAATG
+CTTCAATATGCAGACATTGAAACAAAGCGATTAAAATGCTTAAACCGCTAGCTAATATCGCTTTTCGATC
+AGCTCTTAGTCCTGCTATCTCAATACTATCTATAGTTTTACACTTGATCAGAGTTTGCTGAATTTCATAA
+AGAAACTCTAAGGTGATAATTGGTGTTTGCTGACGTTGAATCAGTATCTCAGCCATGGCTTGCATAGTAC
+CAGAGCTTCCAACCGCAGATTGCCAACCCAGTTGAATAAACTCTGCTTTCACTGTGTTAATAATATCTGC
+AGCACCAGCAATACATTGATTGAAGTTTTCTTTATTTAGCAGATCATTCGTAAAGTACTTGCCAATAAAA
+CTAACGCAACCAATATCTAAACTAACCACTTTTTTCGCAGTACAACCTAAACCAACGATAATCTCGGTAC
+TAGCACCGCCAATGTCGAGTACTAATTGCTTAGTAGCAGATTGCTGGATATTTGATATAGAGGTATGGGC
+GACACCAGCATAAATTGTTTTGGCTTCTTGCTCCCCACTGAGTAACTTTATTTCTTTGGGTAAGATTTTC
+TTAGCGGCATCAAAAAACACCTGATTATTCTTAGCAATGCGTAATGCTGCTGTTGCGACAATAAGAGTAT
+TATTTACCGGAATACTGTTGAGGTATAAAGCAAAGTTTTTAAGGCAATCAAGGCCGCGTGTTATAGCTTC
+ATCAGTGAGTAGGTTATGACTAGTTAAACCTGCCGCCAAGCGAACTTTTTGCTTAACTTTGTTAACGGTT
+TTTATAGACTTACCCGTTGGTGATGTTATTAATTGGGTAATAAGGAGGTGGAAACTATTAGAGCCTAAAT
+CGACCACAGCATAATGACTTTCATCATACTGTGGTATTGTCTTTGGTAAGGCTTGATTTTGGCTCAAAAT
+ATCAGTCAATGTACTTTATCCAAGGGTGCAGCTAACTAGTTAGCTACGAGTGCCGCGATTAGGAGTACTA
+CCACGGTTTCCTTGTCTAGGGTTTGCACGACCGCCTTGTCTGTTAGCGCCTGTTCTAGGGCGGCGTTGAC
+GAGGTTTAGGTCTTGGAAGGTCAGTCAATAAAGCATCATGGTCATACTTTGTTACTGGTAGATCATGGCC
+AATATAGGTTTCAATTTCTGGTAAATTAAAAACATATTGTTCACAAGCTAAGCTTATCGCATGACCAGTT
+TCACCAGCACGACCTGTACGACCTATACGGTGAACATAATCTTGGCAGTCATCAGGTAAATCATAGTTAA
+AAACATGCGTTACGCTAGGAATGTGTAAACCACGTGCAGCAACATCAGTTGCCACAAGAATATCTACTGT
+ACCATCAGTAAATTCTTCTAATATTTTTAGACGTTTCTTTTGTGGCACATCGCCAGTTAACAAACCAACA
+CGAATTTTATCGGCATTTAGATGATCAAAAACCTTTTCACAAACATGTTTAGTATTTGCAAAGACAATTG
+CCTTTTCTGGCCAATCTTCTTCAATTAGTGTTTGTAGTAAAGTCATTTTATCTTCGTTTGATGGATAAAA
+TAGTTCTTCACTGATACGGCTATTAGTTTTTTGCTCTGGTTCTACTTCTACGCTGGTTGGATCGTTCATG
+TGGTCAAAGGCAAGCTCTTTAACACGGAATGATAAAGTTGCAGAGAACAACATGCTTAAACGTTCTGTTG
+CAGGAGGCATTTTATCAAACATATAACGTATATCTTTAATAAAACCTAAATCAAACATTCTGTCAGCTTC
+GTCAAGTACAATAACTTCGATATTTTTTAAGTTGTAAATACCTTGCTTCATGTAATCAATTAAACGACCA
+CAAGTACCGATAAGAATATCAACACCAGCTTCTAGTTCTAAACGTTGACTTTCATAACCTTCGCCCCCAT
+ATACAACACCAAGGCGTAATCCGGTACTTTTCGCCATTTCAGTTGCATCACGGTGAATTTGTATTGCTAA
+TTCACGTGTAGGAGCCATGATCAAGGCACGTGGTTGATTATGAGTAGGAGCTTCTTTTTGAAGCAAATGA
+TGAAAAGTAGCGGCTAAAAAGGCAATGGTTTTACCTTCACCAGTTTGTGCTTGGCCAGCTAAATCAGTGC
+CTTGCAAAAGAACGGGTAAAGATTTCGCCTGAATAGACGTACAATAATCGAAGCCCATGGCTTCTAATCC
+GGTCACTACTTGCGGAGCAAGATTTAGGTCAGCGAATTTAGTTTCAGTTAAGTGTGTTTTTTTCATGGCG
+CTAGCTTAACAGTTTTGTTAGCAAAATAGTTGCTTAATAAATAATTAATTAGATTTATACCAAGTCTATT
+AAGTTATTTCACATTCAGTGAGAATTAAAAGGCTTAGAGGCAAGGCTTTGATTGAAGATAACGGCATGTG
+TTTGTTTGATTTAGAATAATTAGATCTACACAAACTTTATTTGTTCTAACTTCCCTGACATAGCTCTGCG
+CTGGAAACTAACTTATTAGAATGGGTATTACTGCTTAATTAATACCAATGTTACATAAAACAGTATTGGA
+AAAGCAGTGAATCACGGTATAATTACCACAAAGGCGTTTTCGCCATAACAAACGGAGAATATGATGAGCG
+ATAAAATTGTTCAGCTAACTGATGATAGTTTTGAAGCAGATGTATTAAAAGCATCGGGTTTAGTATTAGT
+TGATTTTTGGGCTGAATGGTGTGGTCCTTGTAAAATGATTGCCCCAGTACTTGATGATATTGCCACAGAA
+TACGATGGCAAAGTGACTGTTGGTAAATTAAACATAGATCAAAACTCAGCGACACCACCTAAATATGGTG
+TACGTGGTATTCCAACATTATTACTTTTTAAAGATGGTGAAATTGCTGACACTAAAGTGGGCGCACTATC
+GAAAACTCAATTAAAAGAGTTTTTAGATAAAAACTTGTAAATGTATAAATAAAAGCCTGATAACTGATAA
+CTAAGTTATCAGGCTTTTTGTTTTCGCAGATAAAATATTTACTTACATTTTTATTCTGGCTTTACCTAAT
+CAAATTTTAGTGCTAAATTTACCACCTGAGTACAAAATAACATCGCTTTATCTCTATTCTCATTATAAAA
+AATATTGAAAACACACTAGTGTCGGCAATCCCCAAGGCACCATCCCTTAAAATTGTTTAAGAAACCCCCT
+ATGAACCTTACCGAACTGAAAGAAAAATCCATTAATGAATTGGTTGACCTTGCTGCGACAATGAAGCTTG
+AAAACCTTGCTAGAACACGTAAACAAGACATAATTTTTGCTATTTTAAAAGCACATGCGGAAGGCGATAA
+TGATATTTTCGGCGGCGGTGTTTTAGAGATTTTACAAGATGGTTTTGGTTTCTTACGCTCGGCAGATTCC
+TCATACTTAGCTGGCCCTGATGATATTTATGTATCACCAAGCCAAATTCGTCGTTTTAGTATGCGAACGG
+GTGACACCATCCAAGGTAAAATTCGTTCTCCTAAAAAAGGTGAACGTTACTTTGCCCTATTAAAAGTGAC
+TGAAGTTAACTTTGACCGACCTGAAAACACACGTAATAAGATTTTATTTGAAAACTTAACGCCTATTCAT
+CCAACCGATCGTTTTTCATTGGCGCGTGGTAATGGTTCAACAGAAGATATTACCGCACGTATTTTAGATT
+TAGCCTCACCAATTGGTAAAGGGCAACGTGGTTTAATCGTTGCGCCACCAAAAGCCGGTAAAACTTTATT
+ATTACAAAACATTGCTCAAAGTATTGCGCACAATAATCCTGACGCAGAGTTAATGGTATTGTTGATCGAT
+GAACGTCCAGAAGAAGTTACAGAAATGCAACGCCTTGTAAAAGGTGAAGTTATTGCTTCAACGTTCGATG
+AACCAGCAAGTCGTCATGTACAAGTGGCTGAAATGGTAATCGAAAAAGCAAAACGTTTAGTTGAACACAA
+AAAAGACGTAGTTATTTTACTTGATTCAATTACCCGTTTAGCACGTGCTTATAACACGGTAATCCCATCG
+TCAGGTAAAATATTGACTGGTGGTGTTGATGCTAATGCTCTGCATCGTCCAAAGCGTTTCTTTGGTGCTG
+CACGTAACATTGAAGAAGGTGGTAGTTTAACTATTATCGCAACAGCACTTGTAGAAACTGGTTCTAAAAT
+GGACGAAGTTATCTACGAAGAATTTAAAGGTACAGGTAATATGGAATTACACCTGTCTCGTAAAATTTCT
+GAAAAGCGAGTTTTCCCAGCTATTAACATTAATCGTAGTGGTACACGTCGTGAAGAACTTATTACTAAGC
+CAGATGAATTACAAAAAATGTGGATCTTACGTAAAATCGTTCATGAAATGGATGAAATAGGTGCGATTGA
+ATTCCTAATCGACAAACTTGCAATGACCAAAACCAATGATGAGTTTTTTGATTCAATGAAGCGTAAATAA
+TCGCGACATTAATTGCATAACTTTAATTGATGAAAACCAGTCTAATGACTGGTTTTTTTATTTAATCTTA
+CCTCCAATTGGTAACTTACATGAAATATAGTGATTTAAGAGACTTTATTAGTCAGCTTGAAAAAATAGGC
+CAACTTAAACGAATTACTCAGCCTATATCTACTCATTTAACAATGACAGAGATCAGTGACAGAACACTGA
+GAGCAAAAGGACCTGCATTACTTTTTGAAAATGCAGTCAGTGAAAGTGGCGAACCATACAATATGCCAGT
+CCTAACCAACCTTTTTGGTACCCCTGACAGAGTTGCTTTAGCTATGGGGCAAAAGGATGTTGGTGCTTTA
+CGTGATGTTGGCAAGTTATTAGCTATGTTAAAAGAGCCTGAACCACCAAAAGGTTTTCGTGATGCTTTAG
+GTAAAATACCTGTTTATAAGCAAGTATTGAATATGCCGGTGAAAGTGATTAAAAAACCATTATGTCAGCA
+AATTGTGCTTTCAGGTGATGACGTCGATTTGACCAAAATGCCGATACAAAGTTGTTGGCCTGGTGATGTA
+GCGCCACTAATAACTTGGGGACTGACTGTTACGAGAGGTCCACATAAAGAGCGCCAAAATCTCGGTATTT
+ATCGTCAACAAGTGCTTAGTAAAAATAAAGTCATTATGCGTTGGTTATCACATCGTGGCGGTGCCCTTGA
+TTTTCAAGAATTTAAAAAAGAAAATCCAGGTGAAAAATACCCTGTTTCCGTTGCTTTAGGTGCAGATCCT
+GCCACTATTTTAGGCGCAGTAACACCGGTACCAGATACGCTTTCTGAATATGCTTTTGCGGGTTTATTAC
+GTGGAGCCAAAACTGAAGTGGCTAAATCAATAAGTAATGACTTAGAAGTTCCTGCCACAGCAGAGATTAT
+TTTGGAAGGGTATTTAGATCCTGAAGAAATGGCACCAGAGGGACCTTATGGTGATCATACTGGTTATTAC
+AATGAAGTAGATAACTTTCCTGTTATGACAGTAACTCATATCACTATGCGAAAAGATGCTATTTATCACA
+GCACCTATACCGGCAGACCGCCTGATGAACCAGCAATTTTAGGTGTTGCCCTTAATGAAGTATTTGTTCC
+TATTCTACAAAAGCAATTTCCTGAAATTCAAGACTTCTATTTACCGCCAGAAGGTTGCTCTTATCGTCTA
+GCTGTCGTGACGATTAAAAAGCAATATGCGGGTCATGCCAAGCGCGTAATGATGGGCGTATGGTCGTTTT
+TACGACAATTCATGTACACCAAGTTTGTGATAGTATGTGACGATGATATAAATGCCAGAGACTGGGAAGA
+TGTGATATGGGCAATGACCACACGCATGGATCCGAGTCGTGATACTGTTTTGATAGAAAACACCCCAATT
+GATTATCTTGATTTTGCATCACCTGTGTCTGGTTTAGGTTCTAAAATGGGCATGGATGCAACCAACAAAT
+GGCCTGGTGAAACAAATCGTGAGTGGGGCGAACCCATTGAGATGACGCAGGAAATAAAAAACCAAGTTGA
+TGAACTTTGGGATGAATTAGATATTTTATAGCTCTAATATAAAGATTGCTGATGATACCTGTCATCATCA
+AAATACAGTTTTAGAGTGATCGAGCTATCTCAAATATCACTGAAATCCTGCATTTTGTTTGGTAACAGGT
+ATATAATTAATTACACTAGCAATTTTAGCTTATTACCTCTTGGCACAATAAATTAGTTTGCTGACGAGAA
+ATCACCAATAAAGTAGAAAAGGTTAAAAAATGAAAACAGTTAGTTGTCAAATACAGTCGTTATCATCGTT
+AACGCCTCATGTGTATAAAGTACTATTAAAACCTGATGAAAAGATTGATTTTATTGCTGGTCAATATTTG
+AACTTTATTATGAGTGATGAGGATAAACGTCCGTTTTCAATTGCTAGCTCACCAAATAGTGACTTAATTG
+AATTGCAAATAGGTGCTTTTGCTGCCGATAGTTATCCTATGCAGGTGATTGAGTGTATTAAGGCTAGCCA
+TGCGAGTGGTGAGAAGGTAACAATTGAAATTCCTTTAGGTCATGCGCAATTACGCACTGAGAGTGAACGA
+CCGTTATTACTACTTGCGGGTGGTACTGGATTTTCTTATATCAAATCGATGTTTGAGTATTTAGCAGAGC
+AAAAGTCGCAGCGTCACATCATGGTTTATTGGGGATTACGTGAAGAAAGCGCTGTGTATGAGCTTGAAAA
+AACTATTGCTACTATTGCCAAACTTCCTCATGCCAATTTTATTCCAGTTATTGAGAATATTAAAGAGAGT
+AACGAAAATCCTTGGCAAGGCAAAACAGGCTTAGTTCATCAAGCCGCTATGCATGATATTGTCGGTTTTG
+AACCCTATGATATTTATTTAGCAGGGCGTTTTGATATGGTCGGTGCTATTCGTAGTGACTTCGTTGAGCA
+TGGCGCATTGTTAGAGCATATGTATGCAGATGCATTTGCTTTCATTTAACAGCAAAATTCAATAAAAAAG
+CACGTCAATGAGTTGTCATTGTCGTGCTTTTTTATATCTAAATTATAATATTTGTAAGAGTAACTCTTAT
+GAAATAAATTACGTAAATCTATTAACCCTGTTTAAACCCAGTTTCAGTTAAACTTAGTTGGGCGATCGCA
+ATAACGGCTTGCGTGCGATTACGAACGTCTAATTTTCTAAAAATAGCGGTAGCATGTGCTTTAATTGTTG
+CCTCAGATACATTTAAATCATAAGCAATTTGTTTGTTTAACATGCCTTGAGCGAACATCATTAATATACG
+ATATTGCTGCTGAGTTAAACTGGCAACACGTTCAGCAATGTCCCCATCACTATTATCTCTTTGTTTTTGC
+TCAAAAGAAGCAGGTAACCAGGTATCTCCTGATAACACCGCAACAATAGCTGAATAAATGTCATCAACAG
+GCGTTGATTTTGGTACAAAACCAGCAGCACCATAAGACATTGCTTTGCTTATGGTGTCATGATCTTCATG
+AGCGGATACGATAACAACAGGAATTTGAGGAAAATGATTACGTACATGGATTAGGGTATTAAAGCCATGG
+GCGCCAGGAATATTTAAATCTAGTAACAGCAAGTCACTATCATTATTGTTAGTAAGTTGTTGCTCAAGCT
+CTTCAATTGTTTGCGCTTCAAGCCACACCGTATAAGTTAGCTTAGCTTTTAATGTCCCTAATAAAGCTTG
+TCTAAATAAGGGATGATCGTCAGCTATTATTATTTTTTCTGGCTGAATCATAACAAGTATCCTAAGGAGT
+GATTAATCCATTCTAACGGAAATAATTTTAATAACAAAGCATAGTTGTGAATAGTTAGTATAGGGTGCTA
+AAGGATAATAGGGTAATACTTCTTATTAACTTCTGTACCGTTAATAACGCTTAGAATTGTTGATCTTTAA
+GTCTTAAAATTTATTCAATTTAAAGCAGCATTATTAGGAGCATAGTACCGGCCGAATACTTGCTACTTCT
+TACTACGTAGTTACTCTATGTTGAAATAGTAAAATCATTCTAAATGAGCTTATAGGGCAGTATTTTTTTG
+AAATACATAAAGGTATCAAAAAATTCTTTTAATATGCTTAATGAAGCGAAATGAAGATATTAGAGCTGTA
+CTAGCACGCTTGGAACGATATTTTGATATGGGGAGAACAGTAACAGTATTTTTGTGAGAGTTATTGATTA
+ATGCTAAGTAAAATATAGTGCTAAAAAGAGCCCGTAAATTGCTTCGTTAAGCCAAATTAACTAGAAAATA
+AGAGGGTCGCCTCAACATTAGAAACTGATAGCCTAAACTAAAAGTTTCTAATTTAGTGGTATTTTATTTT
+TTTGGGATATTAGCTAATACAGCCACTAATAATTGCCAATATTGCTCAACAGTCGCAATTTCAATTTTTT
+CGTCTGGCGAATGGGGGAACTTAATCGTTGGTCCAATAGAAACCATATCCCAATGTGGATACGCTGTTTT
+GAATAAGCCACATTCTAAGCCTGCATGAATTACCATTACCGCAGGCACTTTATTAAATATGCTTTCGTAT
+GTATCTCTAACAGTCTGCATGATGGCTGAATCTGTATTAGGTTTCCAACCAGGATAAGCGCCTGAGAAAA
+CAACATTAGCACCGGCAAGTTCAAAAACAGATTGCACCATTCGTTGAGTTTCCAAGCGGCCATCGTCATG
+CAAGCTGCGTATTAATACCATGGCATTAAGCTTGCTGCCACGAGTATGAATTACGCCTAGGTTTAGTGAT
+GTTTCTACAATGCCTTCAATATCATCACTCATTCGAATGACGCCATTAGGACAAGCATTCAGCGCACGTA
+GAATTGAAGCTTGTGTGGCTTTTGTCCAACACTGCTCAAAGTCTTCAGGTGAAATTAATAACATATCGAT
+ATCAGTTTCAATTGCACCTAAATTAGCACTAATAGTTGAGAGGTAATCTGCTAAGGCGACCTTTAACGCC
+TCGACTTTATCTTTTGCAACAACAAAACTAGCATTAGCTTCTCTAGGGATAGCATTACGTAAACTGCCAC
+CATTTAGCTCAGTAAGGCTGATATCAAAATCAATGCTAGCACTTAATAAAAATCGTACTAATAACTTGTT
+AGCGTTTGCACGCCCAGTATGAATATCGACACCAGAATGCCCACCTTTTAGGCCAGAGATAGATAAGTTA
+AAAGCTTGGTAATTACTAGGAACATCTTCTAATGTTAGTGCGAAAGTAGCATTACCATCAATACCACCAG
+CACAGCCCATGTAAACCTCACCTTCTTGTTCTGAATCGGTGTTGATTAAGATATCACCATCAAGCCAGCC
+AGCTTCTAGGCCAAAAGCGCCAGTCATTCCGGCTTCTTCATCAATAGTTACTAGTACTTCTAACGGTCCA
+TGTGGAATATCATCACTGGCTAAAATTGCTAATGCGGAGGCTAAGCCAACACCATTATCTGCACCTAATG
+TCGTTCCTTCAGCCGTTACCCAATCCCCAGAATCAATGACATAAGGTTTAATTGGGTCGGTTATAAAGTC
+ATGGTCAGTGTCATTGTTTTTCTGTGGCACCATATCCATATGTGCTTGTAAAATAATGCCCTTACGGTCT
+TCCATGCCAGCGGTTGCTGGTTTTTTAATAAATAAATTGCCAACAGCATCTTCTTTAATGGCTAGGCCCA
+GTTCTTTCGCCCAATCTTGGATCCACAAGGATATCTTTTGCTCATGTTTAGACGGGTGTGGAATACTGCA
+AATTTTTTCAAATAATTGCCATAAGCTGGCAGGTTTTAACTGTGAGAGAGTACTCATAGGTTTCCTCAGG
+AAATTGTAGTTTTTGTTACTATAAACAGTATATACCTGTTACTAATCAAGATGCATATGTCAGAGTGTTT
+GAGCTAGTTCAATTGGAGGCACTTTGTAAATGATCGCTGCCGATCGTTAGCTGATGACAGTGTTATACCA
+AGTTGATTAAGTTATTTCCCACTCAGCGAGAATTAAAAGGCTGAAAGGTAAGGCATTGATTGAAGATAAT
+GGTAATTCAGGAGAATATGCTCCTGCATTCTCTAATAAACTGCATCCATGCAGCGTCCTTGTCAAAACCA
+ATAACGCAACATATAAGCCTTTTTAAACTCATCCTTTGGAAGCTCATTAGCAAACTGATAACGGCGTAAA
+ATTAATTGAATATAGAATAACTATGTTCAACAAATTTTTCTTGTTCTAAGCTCGCTAATGTATCTCTGAG
+TAGGGAATAAATTTAATCAAATTGGTATTATTACTTGTTGGCCATTAAAAATTGCCATTGCTCATTAAAG
+TCAGTACTTGGCTTTTTACTGTAGCCGGATCGAACGTATTGACTGATTTTACCTTCAGCGAACGAGACTA
+ATAGGCTAGCTAAAGCTGCTTCATTAATGGTAAATGTTTTACCTTCACGTAGTTTTCGTTCTCTTAATAC
+TTGCTTAAATTGAGACTCTAGTTTTTCAAAAAACTGATGAACTCTGCCGCGTAACCGCTCATTCTCTCCC
+ATTAGTGCATCACCTGCTAATATTCGGCACATTCCAGGGTTGCGCTCAGCAAAAACGACTAAAACATGCA
+ATATGTGATGGCAACGTACTAACGCTTCTTTATGGTCCGCAAGAATCAAATTGATTCGTGAAAAAATAGA
+CTCTTCGATAAAGTCGATTAAGCCTTCAAACATACGTGCTTTTGATGGGAAATGACGATACAGAGCCGCT
+TCTGAAAAACCAACTTCAGCAGCTAACTTTGCGGTAGTGATACGCTGCCCAGGACAGTTTTGTAACATTA
+ACGCTAAGGATTCTAATATTTGGTGTTTACGGTTTGGCTTCAGGTTCTTATTTTGTGTGGCGACCATATA
+AAAATATTCTCTACTGTGATTGTTCTATCCATCAAGCTTATGTATCAACTTGTTCTAAAGGTAAATTTAA
+TTACCTTATTTCTTGGCGTTTTTGGCTAAATAATGTTGATTGATTAATGAAACTAGCTGTTTAGCAACGA
+TCTGCTTATTAGCTAGAGGAATTTCAATTTTATCAATAGCACTATAGAGGGTTAAAGCATTATCATCACT
+ATTAAAACCTTGTCCTGCTTTAGCAACATCATTCGCAGCGATTAAATCTAAGTTTTTACGCATTAGTTTG
+CCGCGTGCATAGTGTTCAACGTTTTGTGTTTCTGCCGCAAAGCCAACGATAAAAGGTTTATTGGCTAAAT
+TTGCTACATCAGCAACAATATCATGGTTCTTGATGAGCGAAATTTGCATGTGTTCGCTATCTTTTTTGAT
+TTTCTCATCGGCAATATCAGCAACTCGATAATCAGCTACTGCTGCGCAGGCGACAAAGGTAGTAGCTTGC
+GGAACATAAATTAGCGCTTGTTGATGCATTTGTTCGGCACTAGTCACTTGGATCAGCTCACAACCTGCGG
+GAGCAGGTATATTTACGGGACCAGAAATTAACGTCACCTGAGCGCCAGCACGTAATGCGGCATGAGCAAT
+GGCATAGCCCATTTTTCCTGAGCTATGATTCGATATATAACGCACCGGATCTATCGCCTCACGTGTTGGT
+CCAGCGGTAATCACCCAATGTTGGTCTTGCAAATACTTGTCGACAAAAAAATCGCTGCTAAGAGTAACTA
+ATTCATTAACATCTAACATGCGGCCTAAACCTATATCACCACAAGCCTGTTCGCCAGCACCAGGGCCCCA
+AAGATGGAATCCCCACTGCTTTAATGTGCTGATGTTAACTTGTGTTGCTTTGGCATGCCACATTTGCTGA
+TTCATTGCCGGGGCAATAGCAATTGGCGCACTGGTTGCTAAGCATAATGTTGAGAGTAAATCATTAGCCA
+TACCTGCGGTAATACGAGCAATAATATCCGCAGTGGCTGGAGCGATAATAATTAAATCAGCCCATTTAGC
+CAACTCAATATGGCCCATGGCGAGTTCGGCTTGGCTATCTAATAAGCTATCAGAAACATGGTTGCCCGAT
+ACTGCTTGAAGCGTTAATGGCGTAATAAAGGCTTTTGCACCTTCGGTCATAACCACGCGTATATCCGCAC
+CATGATCTTTAAGTCGACGCACTAATTCTGGTGTTTTGTAGGCAGCGATACCACCTGTAATACCCAGTAC
+TATTTTTTTGTCCTGAAGAATTTGCATAAGCTGCTAATATTAAAGTAAACAATATGGTTAATAAGATAAC
+ATTTATTGCCTTTAGTTAGAAATAAGAGTTGTTAAATAATCAAGATTTACAAGTGAGAATAAATACAAAA
+ATGTAAAGCAAGGATGCACTTATGTTAAAAGAATCAAGGTTCAAGGAATCAGCGTTAAATGAATCGCCTT
+TAAATCAAAACGCCTTAAAAAATTGGCCTGAAATGGAAAGGCCACGAGAGAAACTAGTCAGTTTAGGTTC
+ATCAAGCTTAAGTGATGCTGAGTTGTTGGCTATATTTCTTCGCACAGGAGTTAGAGGTTGCAATGTGGTT
+GATCTTGCTAGGCAACTATTGAAGAGCTTCGGTAGTCTTGGTGCAATATTTGCGGCAAGCCAAGAAGATT
+TCTGTGCAAGGCATGGACTCGGAATGGCAAAGTATGTGCAATTACAAGCCTGTTTAGAAATGTCTAAACG
+TTATTTAGCAGAGAATATTAAAGACATAGATTGTTCATTAACTTCTTCACAAGCGACACGTGATTACTTA
+CTCAGTGAGTTGCGCTTAGAAACTCGAGAAATATTTGCTGTGCTTTTTTTAGATATTATACCCGTAAAAA
+CCTCATACTATTTTAATCTTCATTAGTAACATTTTTGTTACTTTTTGCCTTTATATATTAAGAATCCACC
+TACTTCACTATTGACTTCTACCCTTTCGTTATTAATATACCCCTATAACATGTACTATTATTACTAAATA
+TGACTATTTCAATACAACCCATCAAGGTAAATGTTCTTGTTCGTATCGACAATACTGACAAGACCTATGA
+GCTGCCAGCAGTGTACGTACCAGGTGAAGGGTATTTAGGTTCTTTCCTTTGCTATATCGTGAAACACCGA
+ACCAAAAGCAAGAGTTGGAAAGATAAAGCGATCCAGGCAATGATTCTTTTAATTGAGTACACATACGCAA
+ATGAGGGGTGCTTTGATACTAAGCAGCAAATGTTTGAAGAGTTCACCAATAGCCTGCATGCAGGAACTAT
+AAATAAAGATGGAGATGACAAAACAGGCCTTCGTTGGAGGCCATTATCAGTAGAAAATGCTAACGCTCTG
+AAAGGACATATTACTAAATTTAGTGACCACCTTTTCAAGGAAACAGGTGGTGAATCGGCGCTTTTAAACC
+CCATAAGAACAGCGACGGGTGCTGAGAAAATGGTTAATCTTGCTGCCTATCATCATAAAAAGAACGCGGT
+ATTCTTAAGTCATTTATTCGATAAAAACAAGAATAATGATATAGACACCTCACGAAATGTGAGGAACAGG
+AAAGAATTTAGAACACCTCAGGTTGATCAGTCTGTCAATTTTTCTGAGGAGCATATCGACGCGTTACTTT
+GGGATGGCTTTATACAACCAGGCAGCACGTACCTATCTCCTGTACATGAGCGTTATAAGCTAGCCCCCTT
+ACTAATCACCATGCTAATACATTACGGTGGCATACGTCCGTGCGAAGCTTTTCATCTCTATGCCGAGGAT
+ATTCATCTAGACCCATCAGAGCGTGTCGTGATCAGGGTATATCACCCAATACAAGGGCGTGCACCGGAGT
+ATTATCGCGACCAACCAGGTAATAAAGGCGCTACCAGGATTGAATATCTAAATAAAAAATACGGTTTAGA
+TGATAGATTTTCCGACTCTAGGAAGGCATACCATGCGGGGTGGAAAGAGCCAGCTTTAGCCGACAGCAAA
+GCTAAGTTTTTTTATGTCTATTTTGCCCCCACTGAAAAAGGAATTTTGTTTTACCAGTTGTTTAAGCAAT
+ACATGATTCACCAGCGAAAAGTCAGGAAGCTAGGAGGGCAAGACACAAAACACGCTCCAGAGGCGCACCC
+GTTTCTCTTCACAAATAGAAATGGCGACCCGCTATCAATGCGAAGCTTTGAAGATTTTCATAAAGAAGCG
+GTGAAAGCAATTGGGTTAGAGGCATTTCGTGCAAATGGCACTTCCCAATACTGCCACCGTCATGCATTTA
+AGAAGCGTCTTGAAGGAATGAGTGTACCAGAGGTACTTCGGATGGACTTGATGCACCATAAGAGTATTTA
+TTCGCAAAATGAGTACGGTAAAGCAAGTAATCAAGAAATTTACGATAAGTTGTCTAATGCCAACGCACTA
+AGCAGTCATGAAACAGCCCTACTTTCCAACCTTAAAAACGCACAATAACAAAAGGATAGTTCAATGAGCA
+ACCATCGGGATAAATTCTACATAACTTGGGAAGAAGCCTCTAAAGCAACCATCGTTTTGGATTGTGCTTA
+TAAAAAAGACTACCTTGAAAAGTATAAAAGCGATCCCAAATTACCATCCAACCCTCAAAGAAGTTATCCT
+GAGTTCAAAGAGAAAGGGGGATGGTCTGCTTATTTAAGTACAGGTGATAAATTCTACAGAACGTGGGCAG
+AAGCCTCTAAAGCAGCCATTGCTTTGGGTTTCAATCGCTCCGGTCATTACTTCAACGGATATAAAAAAGA
+CCCTAAATTGCACTCAGACCCATCCGTTCACTACCCCGACTTCTATAAAAAAGGTGGTTGGGCTGGCTTT
+TTGGGGAATCCAGTGCCTACTCCAAAACACGAAACTTGGGAAGAAGCTTCTGCTGCGGCTATAAAGTTAG
+GCATAACAAACACTCATGAGTACAAAGCGTTATATAAAAAAGACCCCCTACTGCCATCAGACCCTCAACG
+GAGCTATCAAGATGTATGGGATAAAAACGGGGGGTGGTCAGGCTTCTTTGGTAGGCAATTGGGCTCTATT
+GACACAAGTAAGATGCTCAAGGTGCTAGAAATAATCGATATAGAAGGCTATGCGGAAATAGACCATGTGA
+AGCTGCCGAAAGACCCGCTAAAAACATACGATTTGGAAACGTTTGAAGAACTATTGACGCTTAAAGTGTA
+TGACTTGGCGCAAGTCAAAGCCTACTGCGAACGAAAAGGGTTCCAAGAGGTGGCTGAGTATAGAAAAGCT
+TCCAGTGACCAGCAGCACTTAAACAACGCCACACCTATAGGTATCAAAGGGTATGTTTCGGGCAAATCTA
+TCATCAGTAAACTTACTAACTTTGAGCGAGCAACAAAAGAACACCCCGACTACTCCCAGTGGTTTGACAT
+GGCTATTAAATTTGCACTTTTGGGTAAAAACATCCGAAAAAAGAAGGTGATACTCTTTAATTTTGTTATG
+GAATACTTAGTCGATTTGGAGCAACCGACACAGCCAGCAGCTTTCTTCGCAAGGAAGCATGCACCGCCAC
+TTTTAACCAGTTTTATGGAAAAGCAGCCTAAGTTTGCACAATCTATAACTGGAATCAATATATTGAAGGA
+CTTCATTGAAGACACATTTCATAGATGTTGCCAAGATGAAGACGATGATGGGATATCCGTGGTATTGCCA
+GGGTTTATTAACAAATGGTCTCGAATAATATCAACTGTTGAGCCAGTTAAGATAGACAGGCCGGATAAAT
+CCGAAAAGTGGCCGTTAGCGATGAATTATATAGATCGTGCGGCTAAATTTCTCGTCCCTGACAGCGCCAA
+AACATTCCAAGATGTGATGCAACTGGAATGTGACTGGTTCATCGTCGATGAATCCATCATCGATAAGGAT
+GATCTCAATTGCGTTTGGCGAACCAAGATGATCAACTCCGGATATGGCAAGAAAATGAGATATCAAATGT
+GGTCACCCGTTAGAACTCTTGCGTTGTTTGTACTCTTTAGTATGCCGCTCAGAGGCCAGCAGATTTGTTG
+GCTCGATTCTGGCGAAGCAGATACGGAAATTCCGATTATAAACGCACAAGACGAGGTCGTATGGGTTAAA
+AACGACCATCACCTTATCAACGACGTCAATAAACGCACTGAAAGACAGGGTTTCTTGAGGCGCTTTAAGG
+ATGCGAAGAAGACAACCGTAACCAACGACAAGGGTATCGAAGAAACTCGGCGTGAGGATATTATCGGCTC
+TTACATCACAACCAATAAAACCAGTAAGGATGGAAAAGGCTATGAAGTGGCATATATGCCTATCCACCTC
+ATTAAATGGATGATTAGATTGCGAGAGTGGCAATCAAAATATAACCCCATCGATAAATTAACCTCTTGGG
+AATCGGTAGCACTAATAAACGAAAAGAATAATAAAATACTGAAGGCAATGAAATCACAGGCGTTTTTATT
+CAGAGACCCAGACACATTGCACGCAGAAGATAAATGCCAACCTATTGGTCGAGATAAAGCTATGTCCAAT
+ACTTTTTCCTGGGTGTTATACCAAATACAGGATAAAGATATTCCGTTGGCATATCTTCCAGAAGGAAAAA
+GTGATTGTCAAATGAATAATTACAAGAGTGATTTCACGCCACATGGCATGCGTGTTTCGTTTATCAGCGC
+CTATATTCTTGATGCAAAACTGCCCATCTCAATTGTTGCCGCACTTGTTGGGCACGCTTCAATAGTAATG
+ACGATTTATTACACAGTGACCACGAATCAAGATTATTATGAGATGCTCAGTGCTGGACACCAAGCCGCAC
+TAACGGCAGCTCCTGCAAGGATTGCTGGCCTGATCAAGAATAAACAACTCAAGCTTTCTAGTAGTGACTT
+TTTCGATTCAAACGGACAGCCCGTTAAACCAATGTATGATAAAGCGCCTTACGCCGCACTCGGGTTTAAA
+GACTTCGGGATTTGCCCTGTTGCGTGCTCAAAGTGTCATGAGGGTGGGGATGAAGTCAAACCAGGTTTGA
+ATGTCTTTGGCCCTGTACGCTCTGGCTACCTTGGCCCCTCAAATTGCTTTGTCTGTCGGTTTTTTATTAC
+TGGCCCTGGTTATATTGGTGGGTTGAAGACTATGCTCGCAGAAGTGGGTTTAGAAGCCAAAGAGTCTGGT
+AAGCGTATGGAAAAATTTCGTGAAGAGAGAGAAGAGCTTGAATACTTGCAGTATCGCTCAAGAAAAGATG
+ATTTACCCTTTGAACACGAGGCTAAGTTAAATAATATTTTAACGCTACATCAGCAGGAACAGGAAAAGTT
+TGATGCTTTATCTTATGATGCTTCAACAATTGCGATCATGGGCTATAGATGCAGTAAACTACTTCAAAAT
+CAGTCAGAAAACGCTGAGAATAAAGGCCACCAATTAATCCTACAAGAAGGCAACCCTATGCTTGGTGTCA
+AGATAGATGAAGTTTCTGAGTTCGCTCACATGACAGAAATTTGTCAGAACGCTGAAATTTATGCTTGTGC
+CAACCCGAGTCGAGCGTTGCCTAAGCGCACGAAAATGCTTGATATGTTCGCATTGAACAATGGATTTTCA
+CCTAAAATTTTCCTGTTATCAGATGAAGATCAACTTAAGGTGGGCAACCAAATAACCAGCATCATGTTGA
+ATCGGCTCAACGGCTCATGGGATGATGCAGAAAGGTTGATGGATGGCACCGTAACGCTGAAGGATTTAGG
+ACTTTCCGGAAAGGAAATAATGGAGCCAGTTACCTTAGCTTTGAACCATTGGACTCCCGAAGCACAGGTT
+CGAATTGAGGTGATTAATGTATAACGAAAAAATAGAGGATGTTATCAATAGTGTAAAGGCCGATGCATCA
+TCGACCATATCGCAAAAAATTGATGTGCTTGTTGGAATATGTGAATCACAAATAGAGCGCGGCTCCAGTG
+ATTTTTCAGTGACAATGATCGGCAAGTTATTCAAGAAACAGGGCGGGGTTGCGGCTCAAGCGATACGTAA
+TAAAACGGGAGCGAAGTACAAAGCGGTTATTAGCGCATTTGAGAAGTATCACGGCATGCAACTAGCCGCG
+CTCAATAATGCGCCTAATAGTAACCTCCCCGATTGGGTAGTGAAAATTACTGATAGTAACGCACGCTGGT
+TAGTTAAAGACTTGATCGAAGAGAACGCACGCCTAACCAGGACGTTACAGGCACATAAAATACGGGATAA
+AGAGCATGCACAACTAGTTGATATGAGACCCAAGTTTAATGCTCCTACGCTAGTAACCAAGGCTCTTGAT
+GACTTTGAGGTTAAGCTTTTGTCGGAATTCTTTAGCGAGGACAATCTGGAGCAATTAGGTTTGGCTCCTG
+ACGAAAGAGGATGCTTGGTCGACAGCTCGGAAGGAAAACGGGCAATAACTCCACCTGGATTTATCGATAT
+CATTAATAAATTATGTGGTTACGACAGTCAAGGCAACAGTTTGGCACTGAAAACCTCAGTAAAAAGGAAT
+AAAAATGGTTGATAAAAAACTAAATGGAACTCAGCAAGCTAGAAAGGATGAGGCTGAGTTTAAGCACTGG
+GCTGATGCGTTTGAAACAGAGATAGACTTAAACCCTGAAAAAGTCGCGGCACGGGTTAAAGCTTTGCTGA
+ATAAGGCCTCTGGCTGCTTACTCAGAAAGAGATTAGCAATAGAAGTAGGGTTTAAAGACTCTCAGCCATT
+TTCAAAGAATATCGTCATTAAAGGTCGGTTGACTAACTTGGAAGACAAGCTGCGCCCCAAATTTCTACCC
+GCTAAAAAGGATGTCCTCCCTCAAAAAAAACAACCCAAATGCAATAACCAAGATACTCCTGTAGGAACTA
+TAAGCGATAAAGAAGCAGCGAAACTAACTCAACGCATACTTGAGCTTGAAAGTGAGAACAGAGCGCTTAA
+AGGTGACTATGGGCGCTTCAGTGAGGTTGCAGAAGTCTACCGCCGCTTGGGGGATATGAAATAATGAACG
+CAATACCAAATGTAACCATTAGGGTAACCAAAGTCCTGGCTACCTACAATAGCGGTAAAATGCGCTTCAG
+CGGAGTGCCCGTTTGTCCCAATACGCATCAAAAACTCAGTAAACGTGACTTTTACCTCATAACAGCCACA
+CCAGAACAAGCTGTATTTGAACCAGAAATTGGGCAAGTTTGGAAAATTAATGGAGAAGCATACACAGAAG
+AAAAACCAAGTTATAAAAAGCATGGAGTAGACCTTTTTCACGAAATAAGAAGAGCAAAACAATGTGTTTG
+TGTGTTGCCTAAAACAGAAGATGCTTTTATTGCATTCATTAAAGAAATAGCTGCATTCAAAGGAGTGGGG
+GCAAAGTGGGCTAAAAAGCTATGGACTGAATTTAAGCTTGAAACTCTTAAACACATGGAGCATAGACGCG
+CTGCTACCCTTGAAACTGTTGTAACCCCAAATATTGCGAAATCGCTAATTAATGGCTATTCAAAGTACAG
+AAATTTAAAATACGCAACATGGCTAACGTCTAAAGAAATCCCCATTAAAATTCAAAAGATGATTTTCGAA
+TTCCAGCCGATTTCAAATGAAATAAGAATCCACCAAAGCGGCTATAAATACGCAATTGACCCTCGCACTA
+TAATTGAAGAAAATCCGTATATTCTAGCTAGCTCTTTTTCCATGGGATTTTTTGACGTTGATAAGTTAGT
+GCGCCGAAAGTTTGAACCAAACATACTCTCGGAAGACCCTAGAAGAATGATTGCAGCTGTGAGCGAAGCT
+ATCCGATTATGTGTAAAAGGAGATTATGAAACAGGAGGCCATACAACCGTTCCATACAAAAAACTACTGA
+AAGCATTGACAGAAATTCTACAAGAAACAGAGCAACTTGCTTCGATTGATAAGTCATACACCAAGCCATT
+ATTCACGATGGAAGAGCTAGCTATTACTGCGCTCCAGGCACATCAGAAAGATGCTTATGTTATCTACCCT
+GACGGTCAGTATCAGCTTACTCCAACCTACTTAATGGAGAATGTCATTGCGCTGCGCATGCTGAACATGA
+AGTCACAAATAGTGACCTTTGGTGAAGAAGAAAGTGAGGCATGTAAAAAAGCATTCGATCTTTCACCTTT
+CCCATTGCTGTCTAAGCAAAAAGAAGCGGTATTTACCGCTATTGAAAGCAGTATCAGCGCAATCATTGGG
+GGCGCAGGCACAGGTAAAACTACCGTTCTACATGCCGTTTTAACTGCATTTGAGGCGCTTGGGTATGTCT
+CAGATGCCAGCTTATGCCCAGATAAAACGACGACCAATCACAACATAAAAACAATGGCTTTAAGTTGTCG
+CGCAGCTAAACGTATGCGCGACTGCATCAATAAATCAAGCGATGGTTCTAGGCGAGAGCGACAAATAAGC
+GCAACCAGTATTGCCCAATTTATACATCAAACTGTCATTGAAGACGCAGAAGGTAAATACCTTGTAGTCA
+TTGATGAAGCAAGCATGTTGGATGTTGCAACAATGTATAACATCATCACAAATATCCACCCAAACGTGCG
+AATTTTATTAGTTGGAGACCATTATCAATTACCTCCAATTGGTGGTGGAAACGTTTTGGCAGACGTGGTT
+AATTCGGGGGTTATCCCTACCGTAGAGCTTGATATTGTCAAACGACAAAAAGGGAACTCGGGAATCCCAG
+AATATTCTAAATTTGTGCGAGAAGGGACTGTACCACCTAAATTGTCAAGTGGCGCAGTCTACTTTCATGA
+GGTTGAGAGCGATTTTATAGCTGACAAATGCGCAAGCTTGTTTGCCCTTTCGCCCTTGGATAGCATGGTT
+GTTGGCTCTACCAATGCCGTGGTAAAAGAAGTGAATAAGTTTTGCCAAGACGAGGTAAATCCTGATGGAG
+AACGCTATGCAGAAGGTAAACACTCCGATTTCATAAAGATTGTACTTGGGGGGCTACGCCAAGGTGACTC
+TGTTTTGTTTAAAGAGAACATTTCGCTCGATGTGACGAACGGCTCCTTAGGTAAATTAGTCTCAGTCGAA
+TGTAAAAAAGACACTTTTGGCCTTGTGGTAATGGATGATGATGACATTGAAGTTCGCCTAGAAGAAGAAA
+TAATGCCAGCACTTATGCTTGGATACAGTATGACCGTTCACAAAGCGCAAGGGTCTCAATTCCCAATTGT
+CATCATCGCCTTGGCAGGGGGTTATATAGATAGATCATGGCTCTACACTGCAATAACTCGTGCCGAATGT
+GAGCTACACATAGTGAGTACAAAAAAGAAATTACTGACAGCAATTAATAAACCACCAAGTGCTTTGGGTC
+GAAGAACAAGGTTAAAAATGTTGCTACAAGAAGGGGCAGATCAAATTTAAGATTTGATAGTTCAAAACCA
+CCATTTTGATAACAAAATCAAATTCAAGATTTGATAGATCAAAACACATATTTGAAAAGAGATAAATTAT
+GGAAGTAAAGGAATTAAAAAATGTGTTTGACGCAGGTGGCCTCAAACACGCTGTCGTGTCCCCAGCCTTT
+GGAACAAAAGGATATGAGGTTATTTTAACGACAAGCAAGAATCAGAACGTGGTGCTTACTGCCCAACGGT
+CTGACAACCAACCTCGCGTCTTTAAATCGATAGATGCGGCTATATCCGTCACGACAAAAATAGGATTTAG
+AAGGGTACTCTTTCAGCTACCTAACTAGATTGCTTAACCCCCTAACAAAGCACGTAGCGGCAACAAACTG
+AGATGTCTATACATGAGGTTTATCGCAAGGCATACCGCTCTAAGATGCACGTAGTGCATGCAGCGAAGCG
+GGGATGTTTTTAATGCTAGCAAAACACTCTGTGGATGAACCTGCGTGCGCAGGTGCCCTCCAAAAAACGC
+CGCCCTCTACCGCGCCCTGCTAAACTTATCTTTTGTCTTGTGATGTTTATGTCGTATAACCCGAAAATCG
+ATGCTGTACCTCGCTTTTAACTAATAACCCACTTACCTATACTGTACAAAACGGGCTCTATTAGCGTTAA
+TTGTTGTTCTCGACAATTAACGCTTTTTCTTCCGTAATTGCCACAGTATAGTCTGACATTTTAATTATAA
+CTATTAGATAGATTCACATTAGTTTTTGTATACATAAGGTAGACACTAATTTTTCACCTGAACAACATTG
+TCGAATAACTGTCCATCAACTTGATTTTTAACTATTCCTCTTGATATCAATATTTTCATCGATCTACGAA
+CCGCACTATTACTCATATTAAGCTCTGTTGCCACTTTTTTGTGAATACCCTGTGGCCAAGGTTGAAGGGG
+CAAAGCCTTACTAACATTTTCAATGTCATTTTCAGTTAAAGTTGAAGACATATATTCATTACCTTCAGTA
+TATTTTACTTCCCCATTTTCGAGCCTAATGGCAGTGACTTGTTTGTGACATTTCCCACAATTAACAACAC
+TCCTACTTTTTACTTCAGTATCCAATTCGAAACTAATTTTCTCTCCACAATCGGAACAATGTGTCTCTTT
+TTTTTGCTTTACTTTTAAAGTAAGTAAAAAATCATCTTTTGCAGGCACAAAACTGGAAGAAATCAAACTA
+TCACATGAACTACAATGTATTGTTTTAATACTATTTTTCATGCTTCTTTGTGAGAATTTCAATTTATTTT
+CACAGGATGGACACTCTTTAATTATCTCTTCTCTTCTTTTGCGCTTTCCCACAGATATGTGCGCGCCAGA
+TACTCCAGCCATCAATAAGCGCATATCTTTTTTCATTGTTTCTATTTGTTGCTCTAAACGATCATCTTTA
+TTATCTTCGTCTTTCTTAAGTGTTAAGCTCTCAAGCCTATAAGTTAATTGATTTAACCGCTCTTCCTTTT
+CTTCTTGAGCCTCTCTTCGCTCTTCGATTTCTTCATCGATGATTCCGTGCCAATCACTTAAAGAGGTATC
+ATTAACACTTTTTAACATAGTGAGGCTATGAATCGCACTTTCAATTATTTTCTCCTTACCGATTAATGAT
+TCTGTATCTAAATCATATTCGGCATCTAATTCAGATTCTAAATAAATCGACAATTTATTTATATTAAGAG
+ACAGATTGTTAACTTTTTCAGCTGCTTTTAATGCAAATGTCTTAACCTTTTCATTGTGCATCTCTTTAAC
+TTCTTCAATTGCTTTTATGTGCTGTGAATCACCATATATATTTGCTAATAACCAAGATGCAATTATTGAA
+AGAAAGGTAAGAAATAAACTGACTATAGAACTTTCTCTACTTGTCAGATCATCTGATGAAATAATAAAAA
+TACAAACAACTACCCCAATGAAAAACCCAACAGTCAGAAGTATTTCAAATGTATTTTTTTTTGGTAATGA
+GAAAAAACCTTCTCTTTCGTCCATTATTAATTCCCTATAAATAAAATTCAGTACACGCTCATTCATTTTA
+CATCAATTGTATTGTAAACATTAGTAAATATCGGGCAAAATATTTGAAGTTAATGCCCGCTTTGTTAAGG
+TTTTGTTAGATCGAGATATAGCTATGTTTGGTTTTGTTAGATCGAGATATAGCTATGTTTCGATCTCATC
+CTGAATTGCGCGGATAATCCGCGCCTAACAAATATCTGTATTCAGACCCTATCTCTTAAATATACAAAAA
+GTGAGATTTATCCTACAAAAACGACCAGTTTACATGTGAGTTTACTGATTTTTATTGTCCAACAAGCTGT
+CACACTCCACTAGGATAAATACAAGGCAGTGTCGGGGTTTTTTAGGTGATATGGGATTGTTATCTTTTTT
+GTAAACGTCTTAAAGGCCCATATTACAAGGGATTCCATATGTTTCCTCATGTATTATACGTCTCTGAAAA
+TGTCGGGGAGATAACGCTATATTTATTACTTATTTGAGTTGAATACTGTGCGCAGCACTGTTAAAGGAGT
+ATATCGACAACATGTGAGTTTACTGATTTTTATTGTCCAACAAGTTGTCACACTCCACTAGGATAAATAC
+AAGGCAGTGTCGGGGTTTTTTAGGTGATATGGGATTGTTATCTTTTTTGTAAACGTCTTAAAGGCCCATA
+TTACAAGGGATTCCATATGTTTCCTCATGTATTATACGTCTCTGAAAATGTCGGGGAGATAACGCTATAT
+TTATTACTTATTTGAGTTGAATACTGTGCGCAGCACTGTTAAGGGAGTATATCGACAACATGTGAGTTTA
+CTGATTTTTATTGTCCAACAAGCTGTCACACTCCACTAGGATAAATACAAGGCAGTGTCGGGGTTTTTTA
+GGTGATATGGGATTGTTATCTTTTTTGTAAACGTCTTAAAGGCCCATATTACAAGGGATTCCATATGTTT
+CCTCATGTATTATACGTCTCTGAAAATGTCGGGGAGATAACGCTATATTTATTACTTATTTGAGTTGAAT
+ACTGTGCGCAGCACTGTTAAAGGAGTATATCGACAACATGTGAGTTTACTGATTTTTAGCTGTTTGGAAC
+TGTCTTTTGAATAGATTGAACACTGCTAATGCACACTTCTGCCACAAAATATTCCTTAAACCTCAACAAA
+TAAAGATCGAGTAATCGTCTGTTAGAAAGGTCGCGTCCGTACCTATTTGTGGACTAATTTATGAAGATAA
+AAACGACATCGAAATAGACCTATTTTGCCATTACATCACTACACATACGCTCTGCCTTAATAGGTAGGTA
+TCTGTCTTTTTTAGGTTAGTTAATCTAGTCTAATGATTGGACTAATAACAAGGAGGTAATTTATGGGTAC
+AACCAAAAGCGCAATCAAAATTAGAAAAGGTGTAGCAGTCCCCCTCATTCTACTAACTATTCCTTTAACT
+ATACTATTGTCTTGGGATGACGAGAAGCAAGAGCAAAAGTACAGGGAGAAGTTTAAAGGTGTATTACAGG
+AAATGGCTACTATCTGCACCAAGAAGCAAGAGGAGAGGTACATTCGAGGCAAGGATATCAATTGCACTAT
+CGAACAACTAGTGACCCTTACACCTCAAAAAATAAATATCGAGTAAATCGTCTGCTTTAAAAGTCGCGCT
+CTGCCACAAAGCCGACATTATGCGGGAACTTGAATTGATGCGTTTAGATTAGATTTTGTATCGATAACGC
+CTAATTAACAGGCAAAAAATAGTTGGTTAAAATAAGCGACGAAGGAGCAAAAGCCAACTGTTTTTTGTCC
+TAGTTTAATTACTTGTTAGCTGTACTTTGCAACTTTTCTTGCTGTTTTAAAAACTCTTGTTCTTGAAGCC
+TTCGGTTTTCAACTTCTTGCTCTCTATCTTTGGAATTAAATGAATCAATCTTTAGCCTTTTGAATCCTGT
+TTTAAATACAGGTTCGAAAAGCTTACGAATATTTTCTAACTCTTTAAATATTGAGTATGTTGGATCTGTT
+GCTCCACCAAGAGTAGAAACACCTTTATAGTCATTAAAATCAATATCTAATGAGTTTATGTAAGGATTTC
+CCTCAGCATCTTCAAATTTTATAATAAGTCGTATTTTTTGTTCAAATAAATCAGCATCACCAACATCACG
+TTTAAGATCGCCGAACCCAAACAAAAAACTTTTAATTGATTGTCCAAGACCTAAGGAAGAACATCCATTT
+TCAAAAAGTGATAACTTACTAAAGATTGTTATTAGGTGATTATTTTCATCCGTTGCAACTGTTCCATCAA
+TATTTTTAAACTCAAAATTAACATTTTGAGCAATCCCTTTGCCTAAGTTTTGTATAACAACATCCCAAAA
+TGAGATACTTACCATAGATGGCTGAACATTTACGACAACATTTGGCCTCATTGACTCTTTTTTAATTTCA
+TTTAGTTGCTCTATTTGAGCATTTCTCAAATGCCAAGTTTCTTTAGCTAGGATAAAAGTTAATACCGCAA
+TTGAAACAGTAGCAATTGCTGCTACCCATGAAGACAATGAATCAGAAGTTAAAACAATTGAAGCATTTAA
+TTCTGTACCAAAAATGATACCAGCGATAAAAATAATTGGGGCGACAACAACACCAGTTAAAACAACAAAT
+GGTAATAACGTTCTTTCATTCTTACTATCAGATTTCACATAAACCTCCTTGTACAGCTAACGCCCACATT
+AAGGGGCAATAATATAGTTTGCTAAAATTGTGAAGCGAAGCGGAACGCAGCAAACTGTATTTTGTCCCGC
+TTTAATTGCTTATAAGCCAAAATGCACACCCAATGAATTTGCTGCTTTAAACGCCCCAAAGCAAAATAAT
+CCATAGGACGATAACACAACAGCAATATTGAATGTATTAATGGAGTGACCAAGTTTCAACCAACCATTAG
+CAAATGACATCTGTGATAAATAAGTTGTACCTGTAGCTAAAGCTGCGCAAAGAACACCTAAACAAAAAAT
+AAAAATTGAGCTAGTCAGACTGTTTGCAACTAATTCGGAGGTTGAGGTTTCCCAAATTTTACCTGTAAAA
+GCGAGAAGCGCTGCGGCAGCGCCACCATTAACAACCATACTTGATTTAAGAGCAGATTGACCGGCTGTAA
+TTACCGATTTGAACATTTCAAGGGAATGGGCTGTTTCGTTATTTGCGTGTGCAATACTACGGTCATTTTC
+AGCTTTAAATTTAGCAAGCTGTGCTTCATGGTTTTGTGATTTATAATAAGTATCGTTTTCTACGTCCTTA
+TCAAACAACATCAGATAGTTTTCCATAGCATCTATAGAAACTGTTGCATGCCCCTGAACTTTGGTTTGTT
+TGAGCGCTTGTCTTATTTCTTTGAGGACATCCGATGCTTTCATGTGATGCACATTTCCTTTGGTATATAA
+CGCCGCAATAAGCGGAAAATATAGTTGGCTATAATTTTTTGAGGCACGAAAAAAAGCCAACTGTACTTTT
+TCCGTTTAATTGCCTTGTTAGGCGATACTTTCGCTATTTTATTGTTTGGATAAACCCAATAGAAATAAAC
+AATATACCAAAGATGAAAGCCCAAATAGGGAGAGCGCGTAAAAACCACATCTGTGCTTTTGTTTTACTTG
+GGAATCGCTTTGTACCAGCCCCAATAGCTTGCCTAAATATACCCCGAAAATTAAAAAAACGTTTGTCGCT
+ATCTTGCTCGATTGAAGAAGTAAGGCGCCACATTATAAATTGATATATGTGCCCAATACCTAAACACAAC
+CACATTACTTTAGGAGAAATAGAAATACCCATAATCACAGGTTTTAAAGAAACAGACATAAATAGGAGAA
+ATGACAACGAAAAACTAATTAATATATTTCTTCGGTAGAGCAGATAATCTTTAGAAAACTCTTCTGGCTC
+TGTTACTGAGCCTTTAGCTTTAAACTGAATTTTAGGTAATTGTGCTGTCATATACTCAAGACCCTCCTGT
+CGCCTAAAGCTTATTATGGAGACTTCTCAGTAATGTCCATCCCATAAGCTTTAATTAATTCGTCTTAATA
+TCCCATAATTTCAAAGATTTAGAAACGATAAATATTATGTTTTTATCGTAACTTGAATATTACTGAGAAG
+TCTCAGTAATATGACACAAATTATTCCTTAGAAAATATATGGAAAAATATTTAAAGTTAATGTCTCCAAT
+GCGCACCAAGGGAACATTAGCACCAATATTTATTGGTGCTAAAAAACTACGACGTTTGAGGGATTTTCTT
+TAACCGTCACTTTTGCCACTTTGCTGACATTAGCTAATGAGTGTCAATCAATGCTTCGGATTAGATTTTG
+TACCAACGCCACGTTAAGAGGTAAATAATAGCGGGCTAAAATGTTGACCGGAGTGACAACAGTCAACTGT
+ATTTTTTCCGTTTGAAGTTCTTATTTGTTATATACAACTCTAAAGTAACACAAATAAAAAACCACAATAT
+ATGACAATGTTACCAATCACGGCTGTTGTATAACCACTTTCACCTTTTTGAAACCAATGCCCGAACGAGT
+AAGATTTACCATATTCCATCTTTAGCTGAAAAATGACATGTTCTTATTGGTTTTATAATTACGACCAAAT
+AAAAATATACGTTTAGATAGAACAGCAATTATTAAATTTAAGTTCAGTAGTAAAAATGCAAGTCCAAAAG
+CGATCTCAAATATACTTTCCATATCCACCTGTATACCAACGTTTAAATAATTCGGGCGATGTTAAGCGTA
+GCATTAATTTTTTTGTTATAGTTTTAAACCACAGCTAGGACAGAAATTTAATTTTATCCCATCATTCTTA
+CAACTGAGGTAATTATTGTAAATATTACAACCGCATGAATCGCACTTAACTCCTTCCGCTATTTTTTTTA
+TGCCATATCTCATTGAAAAAACAGTTAATACTGCCACAAGAAGAATAAGCCACACATACACATTATGATA
+AATAGCACCAAACTCCACGCTAAGCACGTAAATCACGACAACAATAGGACAATAAATAAGAATCCAAATG
+ATTTGTCGTCTTTTTGCTTTTTTAAATGCTTGTTCGTAATTCATAGGAACCTATAACGAGCCTGTAGAAT
+TTCTCTTTTAGAAAAACAGTCTCAAAAATTATTAAAAATTAAGCCTCAAAATGCGTTGCTACGTGAAATC
+TGAGGCAATATCCTACTAGAAAATGACTTTTATAGGCTCTATGAACATAAATTTCATCCGTCATTCTCCA
+CTTTGGAGAAATTCAACAGCCTCAACGCCACGTTAATCGGCAAAAATTGTTGGATAAAATTATGACAGGA
+GTGAAACAGCCAATTTTTTTTATCCGTTTGAACGCCTTAAAGTGCTACGTATGCGACCAAGCATCAGCGA
+TTTTTACTTCACAGCGGTTATATTCAGTAGCTTCTTTGTGCGCGACTCCTCTAACCCTAAAATTAGTAGA
+AGAATTAGAAAGTATATCTATATCTTCATCAGTAATAGAAAACGTGTCGGCTAATTCATTTTTTTCCGTG
+AAGAAATCAACTTGGAATTTTATTTCTTTAAACTTAAAGTCTGTTTCATTCTGAATTTGACCGATACAAG
+CTACATAGAGCCCATCACTTTCATCTTTTGTGCTTATCTCAGTAACAGTAACCTTTAAATTTTGAATCGC
+TTTTTCTTCGAGCGCTCTTACATAAAAGTTCTGATATAACATAAAGGCAAATATTCCTGCAATGAATAGC
+CCTAGTATGCTAACTAATATTGGATTATTTTCGAGATTAGAGAATTTAGCTTGCAATGAGGTGCATTTAG
+GGCATTTTTTGGCGCGTTCATCTATTTCGCTGAAACACATGATGCATTCTTTAGTATTGTGCATAACTTT
+CCTTGTAGATATAGCCCTGTTAATGGGCAACATTTAGTTGGCTAAAATTGTCCTGTTGACATGCTTGCGC
+TGCGTATTAATTGCATGGCCTCACTATCAGTTAGCTCTGAACCCGTATGCAATATAACTTTAAAGGCGCC
+TGAACCAAGTGCGAGTTCTTTAAATATGCGCTCCTCAACTTCAGATAAGCCACCGTCAAGTAACTCCATT
+GGCTGAATTATTATTTGAGGACTTTTTTTAAAGAAACTTCTTGGAGTAACGCTTTTGATCAATTTAGTTA
+AAGCTGACTCAGCAGCCGAGAAGGTGCCTACCAACAACCTTTCGGTTGTAAACGGATGCTCCGATTGAAT
+AGTTTCCCAACTACCACTAGAGGACAAGTTCTTGGCTTCGAATCTATTTTTTCTGACCTTAATGTAAAGA
+TCCACTGTAAATAATTTCTTAATCATATCTCGAGGCCGCATAACAGCTTATTATGGATACGTCTTAGTAA
+TGTCCGCACCATAAATATTAAATAATTGATATTAATATCCCATAATATCAATATATTAGAAACCGTAAAT
+ATTAATTTTTTTATAAATCGTTGGATGTTACTAAGAGGTCTCAGAAACAAGCTAACGAATAATCAATTAA
+TTGCTATAATTTCAAGTGGTTATGTGATTATTGTACAGATTTAGCTGTGTTACTAAGACTTCTCAGTAAC
+ATGACAGGAATTATTCATTAGAAAATATATGGCAAAAAATCTTAGTCTAATGTCAGGAATGCGCACAAAG
+CCGACCTAATTTCCGCACAGGTCTATCACAATAAATAGTCCGCTCCGCCACCACATCGGTTGTTCATGTA
+GCTGCATCATTATCTCCGTTTAGACGATAAATGAATCCTCCTATAAATAATTTACAACTATATTTTCTAA
+TGTTTAGTATTTTTATGTTGGAGAAGATACGTATTTGTATTTCAATGTGATATTTTAAAATATCATGAGT
+TAGAGCTGAAACCATTCCTTATATTTCAAATGATTTTTTATTGGAATGTTAACTGCAATTATCCGTTTAT
+TTATAATTTTGAACTAACTAGAGAATTTAGGGTATGGAAACAATTTCTAAAGAATTTAAATCAAAGGTTT
+CCCTTTTTTGGGAAGCGTTCAATAAAAACGATTTTGAATCTGCAAAAACACAGTGTAATCAAATGAAAAA
+AAGCTTTTCAGATGAAGCTAACCCTCACTATTTGCTAGGAATTATCTACTTCGAAGAAAAAAGATTTGAT
+AAATCAATAATTGAATTAAAACTAGCCCTTAAAAAAGATTCTGAAAGGAAATTAGGGGGATATATCTATT
+ACGTTATTGGATTGAATTATTCAAAAAATACATTTTCTAACATGGAAAACCTCAATTCTATTTATGATAT
+AGAATTAGCCCGTAATGCATTTGAAAGCGCATTGACTTATGAAAATTTTAACGAATCAAATATTACTGAA
+CTAAGTCAAATCTATCGTAATAAATTCAAGTTAATCCAATTATTTCAAAAAGGGTTAAAAAAATTCCCTA
+CAAAGACATCATTTTATATAAAACTATCAGCCATCTATAAGAAAAATGGAAACATATCGGAAAGAGAATC
+ATTACTTTTAGATGCTAAGGAAAATATAAAGTCATTTCATATATTGTTTGAACTAGGAGAGTTATATTTA
+GAGAAAAGCCAATACAAATGTTCCAGAGAACATTTTTATTTAGCTGAAAAATTAAGAGAAGGTAGTGGGT
+TAGAGTTTGCTGTGCAAGTCATGATAGGTAATACACACGTAAATGAAGGAAACCCCAATTTAGCTAACGA
+ATATTATATCAATGCTTTCCACAAGGAAAAGAATAGCTGTAATTTTTGGTTTGGACTTTTTGGTATATTA
+GCCAGTAGCGCAGAAACATCTTTTGCAGATTTAAAAAATATACTTGAAGAAATGGAAGTGACTAGCCAGC
+TAACCATAGAAGAGTGGTATGGTGAAATGCCGCTTTATTACGGATCAAATTATTTTAGTTTTGACTTTCC
+AATTGACGAAAAGCATTTAATTAATCGTTTAAACCTTTTCAAAAAACAACAAAGAGATACCGATATTTTA
+GGAAAGATAGAGTTGATCAAAGCCTCGTTATATGAGTTTTCATCTGAAGATACCAAATATATCAAGTGTT
+TAAAAAGCGCTATAAATTACTTTAGTCAACATAGTTATGATTTTATTTTCAATAAACTGGCTGCAAGATA
+TGATTACTTACTTAGTCATTTACAGGAAGAAGGGAAGAGTGTTAACACTTTAATAAATGAAATAGTTGAT
+TATTTGGAAGACGATTACTCATTCAGAAAGGAATATATAGAATATTTACCAACAATTGTAACTATATTAT
+TTGAAGAAAAAAAACATAAAAAAATCATTGAAATAAAAAATATTTTTACAGAAAAGCAAATTGATAAGGC
+TGATATTTGGTTTCATGTTGGATATGCCTTTAATGAATTAGGAAGACCAAAAGAATCAAAATATGCTTAT
+GAGTGTAATATTAAGATAAACGGGGAATGTACATCAACACATAATAACTTAGCCTTACTGTTAGAGAATG
+AAGGTAAAAATTCTGATGCTGTAGCTATGTTTCAAAAAGCATTAATGATTAATGTAGATGATGAAAAGCT
+GCAAAGTAATCTTCAAAATGCATTAGATAAACAAAAAGCTAAATCACTCCTGACTTATAAGAATGAGGCT
+ATAGATAAAAGTTTTGTCGGGGCTGTAGGGTTATTAAAATCAGAAACTTTTTTCTCTATGGAGACACTGC
+TTAATTTTATAGACAGAAGTAAAAAAGAAAATTCCTTTAATGATGGGATTTTATCAATTCAAGACGAGAT
+GTTTCCTGATTTATTAAGGACTAATTTAGTGAAATCTTTAGAGCTAAAAAATGATTGGCTTATCAAAAAT
+TATATTGCTCTAACAGAAGAAATAGATGAGTACGGTATACCGTATTATCAGGTGAATCCATATTTAGAGC
+CTGAAATTGTGAAATTAAAAAGGATGACTGTTGAATCAGAATTACCTAAAGAATGGACTGAAGGTATTGG
+TAATATAACAATATTCAAGTTAGATGAATTGGATTATTTTTCAATAAAACACAAAATTTCCAAAATAAAT
+AAAAAATTCAAACCACTGGTTATGCGTGACTTTAATGAACTGATTTTCAATCATTTAGTTGGAAATAGAA
+AAGCTGTAGTTGTATTGTCAGGCTCTTTTGTTGAATTGTTACTCACATATTACTGTGAAAAAAAACGAAT
+TAAGGCTGTTGAATATACATGTAAAGACAGCGCTAAACCTAAAAAAAAGAAATTGTATGATTGTGTATTG
+TTTGATTTGATTTCTTTTATTGAAGAAAAACGTATTTTTGGAAACGATTTCTTTCTACTTAGTAATCTTT
+CACGGGTTTATAGGAATTTTATACATCCAGGTGTAGAGCTTAAGAATAGTCTTGATAAATCAAAGTCAGA
+CCTCTGCTTTATTAGTTCATTAGAGATTTTGAAAAAAATCATTTGATAAGATTAATTAACATAAATCCAA
+TAATCATTATAAAATCTAACTAGAATCTCCTCTATAGATTAAGCAACTAATGATACTGAGGCAATAATTA
+CTATCCAGAGGTGAATTACCACCGACCTCAATGAGCTTAGAGCGGACATTAACATTTAACCTGTAGTGTG
+AATTGAGATTATATTTTGTATGGATAACGCCTTATTAGCTGTGTTTATGCTCAATATATTCCCGAACATC
+CTGACTGGAAACAAACACATTTTTCGATCGTAAATGAACTACGATGTCTTCAATTGACAATCCACTGTTG
+TGCCAAACTGAAATATATTTATCATACCCCTGAAACTTTGTTTGTTGATGAGGTATATCAGGAAATTCTT
+TGACCTCATTAACAGAGGTAATTTCCTTAATATTAATTGTTTCATCAGATGTGTTTTTATTTTGATAAAT
+AACGAATTTAACAAGAAGAAAAAGTAAACTAAGTGCCAAAATAATATAACCAATATCATTCATATTAGAG
+GTCACGCCACCATGATGGGAGCAAGCCCCGCGAGATCCGATACTCGATGAAATCCAACCACTAACACAAC
+TTTTGAATGTACCCACAGCAAATAAAATATTAGCGCCTAAAATAGTTCCAATCCACATAAACGCACCATG
+TTTTTCTTTCAAAAAAGGAAAAATCAAGAATGGTACAGCCATTAATAATGTGAAGAAGTATAAAATAGTC
+ACAAGTGACCCTCTGTGATAATACCAACGCCCAAATAACAGACTAAGTAATTGTTGGTTATAATGTGAAG
+CGAAGCGGAACCTAAACAACGGTAAAGTCTTGCTTGAATGGCTTGTTATACGTTATTAGCACAAGGCCAA
+GCCTTTGATAATGCAATAATAATTAGATCATCTTCTGAGAAATGTAACATTCCAGGAGTGTCTTCAGCAA
+ATTTTAATATAACTCGAAGAGACTGAGTAACGTCAATCATATCGGGTGGACAGAAAAGAGAGCTATTTAA
+TGCGGCTTTGCTGAATTTGACTGTAGATAATACACCCTTAACTTTACCAATTAAGTGCACTGAATCTACG
+AAATTTGAAGTGGAACCATAGTTAGAAGGACTTTCCATATATTTAATGGCATTTTTAATATTAACAATTA
+AAGCATTTCCATCAGTCGCTAATATTGGAAAGCTAAATAGAACCAGAGAAATGAACACAATTATTTTATG
+CATACTCGAAACTTCCGTTTAAGCAACTTGTTGAACTTTTAGTATGAATTCCGTAACACTTCACCCAGCT
+TTTCAGAAGATTTTCCATACAGATCAATAAACTCAATGTAATAAGCTCCTGCATCATATTCGTTTTTAGC
+CATCTGACAATTCGTTACGCTGGATTTTAAGTCAGATAGGTTTTTACGTAAATCATCATTTGAAATTCGC
+TGAATAAGTATTGAGGTCTTTCCATTTAATTCTAATAATTGATCGCTCAAACCTTCGGGTAACGCTACTC
+CCCAATAGTCAGTATCTTTGAAGCTTTTAGTATCAGCTCGGTATGCAAGTGAAGATGCCCTAATGTAATT
+TCGTAGTTCAAGCTGTAACTCAAGTAGCGTTTCTCTTTGGAATACTCTCGCACGTTCTTCTCTATCTTGA
+ATTTTGGTGTTTTGTGAAATTTTAAATGTATTCCAGTTTGTTATCGCTGTAGTAGCAATACTTGCTGTAG
+CACCGACAACTGTACCAACAAACCCCCAAGTCATTGCATCCATAGTAGCTCCAGTGTGATATGCCTAACA
+GCTTATTAGACGAGCAAAACTCTTTTTTCTACAGGTTAATATCTGTCTAATTTATTTATAATAGAAATAA
+AATTACCTTTATACTCTTAGTATATCAAGTGTTTATTGGTTTCCTTTAATGCACTTTTGGATAAAGCGTG
+TTTTTATCTCGTTTTCTCTGGTGAAAGCGTGCAAAAAAGCATTAGAAAATATATAGCAACATTTCTATTA
+CTGACGTCCGTTTAGCGCCCTGCCGAACATCTTTTAATCTTTTGTGATCATGTATGTCGATACAAATAAA
+TAGTACAGCTACTTTTAATTATACTATTTTGTATACTATTCGAATTTACATAATTTAAGAAGTAAAAATA
+AAGACTTAAGGTATACCTATTACTTATCCACTCACTTACTCATCGATATAGTATAATCTTTACGGGTATA
+CCAAATAATCAGCATCGGGTATTAACATTTGAGCGATTATTTTTTGGTACCCTTAATGCCGCAGCAGTGT
+ACCCTCGAGTTGTGGTAGAACAAGCCCTAAATCATCATGCGGCAGCAGTCATTTTAACCCACAATCATCC
+TTCTGGTGTTGCTGAGGCCAGTCTTGCCGACAAGCAAATAACAGACAAACTAATTCAAGCGCTACAATTG
+ATTGATGTACGAGTATTGGACCATATTATTGTGGCAGGTAATCAATGTTATTCCTTTGCTGAACACAATC
+AACTTTCCTGAGATTTACGGCTATCGCTCTGATAATTTGCTAAAAACATGAAAGGCACTTACTTTTAAAG
+GGACTCTGGTAAAAATAAAAAAGAAGGACCATCTGATGACTGATAGTAGTAACGAAGAAATGGAACGTCG
+TAAATCGTTTCGTTTAGATATGGAAAAAGAGTTGGTAGATATTGTCTGGACTGACGAAAATGATCAGGAG
+CACAATAAAAAAATTGCTTGTCTAGACTTTGCTCGCGGTGGATTAAAATTGGATTGCGATCAAAGTATAG
+CTGTTAATACAGCCGTAACAGTAGTATTTCAATCTGCAAATGCCAGTAGTCAAAAACTCTACGGTAGAGT
+GCTTAGAAGCATAAAACAAGAAAATGGTTGGTTTGAAATCGGCTTAGCTCTAGATATGGATGCTGAGTAG
+ATTAAATAAGCATTAGGCTTGTTGAGGTAAAAGCATTTTCCTGAATGTGAACTACAATTATCACGGCAAG
+ATGTTATTTATATTGTGGTAAAGGACGGTATTAAAGATGATGATATTAGTAGGTGGCGAAAAAGGAGGCA
+GTGGAAAAAGCTGCTTGGCTCAAAATTTAGCGGTATATTTCGCCGGAAATAAAAAAGCAATTGTCCTAAT
+GGTTGATTGTGACCCTCAAAGAACAACTTCTGATTGGATACAAGCAAGAAATAGTGACCCATCCTTACCC
+GCAATTAACTGTATTCAATTGTATGGAAAAATTCGTAATGATTTACTGAGTTTAGTACAGCACTATGATT
+ATGTTATTGTCGATTGTGGTGGGCAAGATAACCTCGCTTTACGAGCAGCTATGTCAGTTGCTGATCATGT
+AATTATCCCCTTAAGACCCAAAAGACGAGATTTAAAAACAGTGCCCCATATGGAAGATATGCTCAGTACT
+TGCAAAATGGTCAACCCGAAAATGATCGCTTCTTTTGTTATCACTCAATGTCCTGCATTACCAAACCAAA
+TGGGTAGGATACTTGAGGCAAAAGAGGTGTGCAGGTCCTATGGTATTAATGTTTTAGATGCCATAACTTA
+TAATCGTAATATTTATGATGATAGTGAAGAACAAGGCTCTTCTGTTATTGAAATAGACCCGACAGGTAAA
+GCTGCCCATGAGATGATGACTATTGCCGAAGAATTACTAGCAATGGAACCGGATAATTCACATGAGTTTA
+ACTGATTTAAAGAAAGGTAAAGGTAACAAAGTAAAAAAGAAAAACTTCACCATAGATGAGTTTATTTCTG
+ATGCTGAAAATTACGCAAGAGGTACGCCTAAAATTGTTAGTGAATTAACTAGCAATGAAGAGACGAGTCA
+TAAGCTGAGCCTTAAACAAGCGATTAGCGAAGCTAGGCGTTATGTTGAAATGACTGAAATAGAACATCAG
+CAGGCGGTAGAAGTCAAAGCAGGTGTTAGAGCTAGAGTTGTTAAACCTTTTAGGCGAGCAACATTTACGC
+TAAGTGAAGAAGCAATAGAACAGTTACAAGGCTTATCTGAAGGTTCAGATTTAGCTAAATCACATATATT
+GCGTATTCTGATTGATGAATTGTGTAATAAAGAACAAAACGAACAATTGAAGAAATTACTACAATCTGGA
+ATCGGTTGATTGTTTAACTTTTGTTGGCTTTTTACACTTGAAAGAGACAAGATTTAGTCGAAAGCTCACA
+ATTCAAGTGAGTTTCATCTTTGTATTTCCTACTTAACTATATGAAAAAATTTGATAAATACTGTTTTTTT
+AGTATTTTCTTATTAAGACTAGTATTCGTTATTCAGTTTCTCTATAATATGCCACCTTTTTCAGGATCCC
+GAGACGACGGTCTTGGGGAACAAATAGCTCGAGCTGAAATTAATATTGGAGTACTCACATGTCTAAAATT
+TGCCAAGTAACAGGCAAAGTGCCAATGGTTGGAAACAACCGTTCTCACGCAAGAAACGCGACTCGTCGTC
+GTTTTTTACCTAACCTTCAATCTCACCGTTTTTGGGTTGAGAGTGAAAATCGTTTCGTTAAATTACGTTT
+AACTCCGAAAGGAATGCGTATTATCGATAAAAAAGGTATTGATGTAGTATTAACTGACATCCGTGCCCGT
+GGCGAAAAAGTTTAATAACTTTATTTTAAGGAAATTATTATGCGCGATAAAATTCGTTTAGTTTCTAGTG
+CTGGTACTGGTCATTTTTATACTACAGATAAGAATAAAAAGACTATGCCTGAAAAAATGGAAATCAAAAA
+GTTTGATCCAACCATTCGTAAGCACGTAATCTATAAAGAAGCTAAAATTAAGTAATTAATTTTTGTTTTT
+ATAAAAAACCCGGTTTTACCGGGTTTTTTTATGCCTGAAAAATAGCATTAAGTATATATCTTTGAGTTGT
+GCAGTAGTTATTCACGCTATTCAGTGAAAACTTCAGTATGATATATTTACTCGATTTATTGGAATAATTT
+GTATGAAATTATCTCGGACCGGCTGGAACAATGTCATTATTTTTTCGGTTATGACTATAATTTTATTAAT
+CAATGCGACTAACGATAAGCTCTTTCCTAATGAAGAGAGTGCTCACAATGGTGAGCGATTAATTTTGCCA
+CAGCATGGTGTTATTTTAACGTTAGCGATTGATTTTTCAGAAAGCCAACGTGTGTTATTAGAACGCGTGG
+GTCGTAGTTGGCAATTAACCGCTAAGGGTATAACGCTGGAAAAATCGGAACAGCAGATTGAGCAGATGAT
+GTTTGCATGGCAACAGAGTAGTGGCTTAGTACAGGCAGCTGAAATTATGATTGATAGTGCTCAAGGTGTT
+GCAGTAAAAATTGCTTTAGCTGGTGAATCACAGGTAAGAACTTTTATATTATACCCATTAGACGATCAAT
+TATTAGTTTATCAGCAACGAGATAATGTCTGGTTAGCACTACCTGCAACCTTAGCCCAACAACTATTACC
+TGTTAGTTTGTAAAGATTAGATGCACTAGGTAACGCCTACAATTATATTCACGAGAAGAGATTATGCCAG
+AATTACCCGAAGTAGAAGTGTGCCGCTTAGGTATAAGCCCTCATGTTATAGCTCAGGAGGTCAGTGAGGT
+CATTATTCGTAATAAGCGCTTACGATGGCCTATTCCAGATGAAGTCTGTTCTGCTGTTGGTTTACCTGTG
+CTCAAGGTTGAGCGACGTGCAAAATATCTATTATTGCGTTTTTCAACGGGGACTTTATTATTGCATTTAG
+GCATGTCCGGTACCATTAGAGTAATTGAACAAGATACTCCTGTAGCGAAACATGACCACTTTGATCTAGT
+TTTTAAGCATGGCAAAAGCTTGCGACTGAATGACCCTCGCCGTTTTGGTGCAGTGTTATGGCTAGCTAAT
+GATGAAGATGAACTCGGCTTATTAGCGAAACTCGGGCCAGAGCCATTAAGTGATGACTTTGCTGAGGGGT
+ATTTGTTTAGTAAAGCAAAAAATCGCAAAGTACCTATCAAGACTTTTTTAATGAATAACCATGTCGTGGT
+AGGAGTCGGTAATATCTATGCTAATGAAGCACTGTTTCAAGCGGGGATTTTACCGACAGCGAAAGCAAAA
+GATATTGATGAACACCGGATGAACAGTTTAACGGCTATTATAAAAAAAGTGTTGAGTGCTGCCATTGCAC
+AGGGCGGCACTACGCTTAAGGATTTTACCCAAGCCGATGGTCGACCTGGTTATTTTGCTCAATCACTTAT
+GGTATATGGCCGAGCAGGAGAAGCCTGTGTGACTTGCAAAACAAAATTACAGGAAATTAGACAGTCTAAT
+CGTAGCTCTGTTTTTTGTCCTAGCTGTCAACAGGATTAATCGTTAGATTTTATCGAGTGCCGCTTTTACT
+ACAGGGTGAACAAATTGGCCAACGTCACCTTTGTGAAGGGCGACTTCTTTTACCAAGGTTGAAGAAATAA
+ATGAATTCTCTTCTGCTGGTGTTAGAAATACACTCTCAAGTTCTGAGGATAAGCGACGATTCATGTTGGC
+CAGTTGAAATTCATACTCAAAGTCAGAGACGGCTCGTAAGCCACGAATAAGTACCTTAGCTTGATATTGC
+TTAGCAAAATCAACTAATAAACCACTAAAGCCAACAACAGTTACATTTGTTAGGTCCTGGGTAACCTGCT
+CAAGCATGGCAACTCGTTGTTCTAAATCAAAACGAGGCTGTTTACTGGGGCTTGAAGCTACACCAATAAT
+TACCTCACTAAATAACTTACTGGCACGAACAATTAGGTCACTATGGCCATTAGTTACTGGATCAAAAGTA
+CCCGGATATATAGCTCTTATCATAATTATTTATTGTATTTTTTAACGGTTGTTAGGTGTCATTGTAATGG
+GATAAGTAACGTACTGACAAGTATTTATGTTTTCAATTTTTCTGCTAAGTCATCGATAATCAACAAAATT
+GAATAAATAATCACAAAAAAAAGCAAATAAACCTAAAGTATTTACTCAAAACGCTTTATATATACTGAAT
+TTTGATAGTATTATTGAGCTAGTTTTAATCAAATCAAATTAAGAAGTAGCTACATGAAAACCCGAGATAA
+AATAATCCAAGCCAGTATTGAATTATTTAATGAGCAAGGAGAGCGTAATGTTACCACTAACCATATCGCT
+GCTCACTTAGCCATTAGCCCTGGTAATCTGTATTATCATTTCCGTAATAAAGAAGACATTATTTTATCTA
+TTTACGAAGAGTACGCACGTAGCTTGCTATTAGAGACTTTGCCAAAGGTCTCTTCAGAAGTAAAACCATT
+AGATTCACTTATTTTGTATATGGATTCTGTTTTTCAAACGACAATGAAATTTCGTTTCTTCTATAGCAAT
+CTACCTGTGCTATTGGATAAAAATCCGATTTTGCGAGAAAAATATGTTGAAGTGCAACAGTCCATTTCAG
+AACGCGTTAGTCAACTTCTTATTTCATTAAGAGCTGCTGATTATATTGACTTTAATGATGATGAATTGGC
+TGATATTGTCAGTATTTTACGTCTGATTAATACATTTTGGGTTAGTTTTCATCAAACTCAGACCATAGTG
+AATGAAGTGAATGATTCAGTATTCTACCAGGGGGTACTTAAAATATTAGTTATCCTACGTCCGTATACTA
+AAGCACATGCAATTAGTGAACTTAATCACGCTCGCGATGTGTACCAGCAAAGATATCGTGAAGAGGCAGA
+AACAGCTTAATTCTAGTTATGCTGTTATTTTGAATTGAAAGTTATCAGGTTTTTCATAACCTTGACTGAC
+AGTGAAGTAAAAGCTTTCAATTCGTTGTGCTCGCTGTTGAACGTCACTTGTCTGTACAGACTTTACACCT
+AGATTTGAGGCTAGCTTTTGATTCGATGAGTCAGAGATTACAGCATCTTGTGCGGATAATGTTTGATTAA
+TTAATGCATCAAATTCATTTCTTTTATCATGATTGTTTTCATAAGCTGAAGTAGCATTTGTCTGTGTATT
+CAGACTTTTATCTGCTGAATCTGATTGAGTTGCTTCATTACCTTTGAGTGCTAATAACTCTGATTGTGCC
+GCGAGAATATTTTGTGCTGCGCTAGCTGCTACTCGAGTATCTTGTGCTGATGGATTCGTTGGTGCCATTG
+CTGCAGCGTGTATTTTTTGCATCTTAACTATAGTGGCTTGTGGGTCACCTGCTACGTTACTTAAATCTAC
+TGCAACTTCCCCATCCGTTACATATTTTTTCCCGTCAGGCCCTATTTCAAAAGTATATGAAGGTGAGCCT
+GTGGCAGCACCGCCTGCCGTTGCGTGAGCTAACTCATGCGATCTGACTTCTTTATCTCTTTGTTGCAACT
+GAGTAATAATTTTTTCGTCAGCACGCACTTGGTTACTGTTTTTTTCAGCTCTATCGTTCTCTGAAGTGCT
+GCTGTTAGTGCTCGAATGTTGGTCTTCTTGGTTTTGCTTAGAATTCTGCTCGTCTTGCTGAGACTTACCT
+TGTTGATCATCTTGTTGATTGTCTTGTTGATTTTCTTGCTCAGAAATAGAACTGGCAGCATGCTCTGCTT
+GCTTTCTTAAATTAGCAAAATCGACTTGTTCGTTTGCTTGAGCAGGTGTACGAGCTCGATCTTTATCTGA
+AGCGACACCTTTATCAGCAGCGGATGGATTGGTAGCAGCAACTTTGGTGATAATTTCTCGTTGATGATTC
+TCTCGACGCAAGCCTTCCGTAGGCGGATTGACTACGGTGGCTAAGGGTAAGTTTGCTGTATGCGGGGTTA
+TATTCATAAGTAAAATTAATTGCTAATTAAGCTTAGGCGGTTACATCAAGGAGGGTGCCTAGTGAATCAT
+CAGCACTTTTAATCACTTCTGTTGAAGCTTTCGCTTGATACTCAGCCACTTTCAAATTGACTATCGCTTG
+GTTTAAATCAGGCAATTCATTATTGCGACTTGGATTGCTTAGCTCAGTATTAACCTCACCGTTATTAGCA
+GGATTCTTTTGTGTTTCATTACTCAAAGTAGTACTGGCGACAATATCCTCAGCAGCTTGATCAGCTGTTG
+CTCTCGCATTTTGTAAACCTTGTAAACCTGAATTCATTGCAGATGGTATTTCCACAGGTAAGCCTTTATT
+GTCAATAAGCTACATTGGTTAATTATTAATCTAAACAACGAAAAAGTAAAGGTGAAATTACCCTAGAGAG
+GGTAACTATCCTTTATGCTGTTAGTTAAAGTGTGAATCAAGCCAAACGACTAATACCTGATAAAAATCAT
+CAAGGTGAGAAATAAATGGTGCATGAGAAGCATCAGCAAATAAGTGTTGGTCACTATTTGGTGCTAAATA
+ACTGATTTTTTCCATTACTTCTTTGGGCACTAAGCTATCGTTATGCCCGTATAACCGTAGAAGTGGTTGT
+TTGATTTTTGATAAATGTAGGCGAAGATCACTGTTACTTAATAACGCGAGTGAGTCAGCTAAAGTTTGCT
+GACTAGGGAGAGTATGTGCCATAACTAACTGGGTAATTAGTTTTAAGTCTTGTCGGATATGAGGGCTGCC
+CATTGCTTGAATCTTTAAAAAACCACTAATTGTTTTCGCAGTATCTTGTGCTAATTGTTTATGAAAGCTC
+TCTAATACATTTTCTTTTATACCTGGCCAGTTATCTGTCGGTTGTTCGACAAAATATGGGCTACTGGCAA
+CAGTAATTGATGCTAATACTTTCTCTGGGTACTTAAGTGACATTTCCGTCGCTATTAAGCCGCCTAATGA
+CCAACCAAGGTAAATAGCCGGTTGGTCAATTACTTGTTCGATATGATGGCAAATATTTGCTAAAGAGTAA
+GGTTTTATATCAACAGCGCTATTGATACCAAAGCCTGGTAGATCAATGGTTATGAGCTGATAGATACTCT
+CATCGTTTCTATGGAATAACTCTAACAGTGGCTGCCAAACACCTGAATTTAACCCCCAACCATGAAGAAG
+AACAATAGGAATTACATTTTTTTTTAGTGTGTTATTAGGAGAAAATGTGGAAAATGTTAAGCTTTTTGCC
+ATGCTTATTACTGCACTATAATTATCATGGTATTAGTTTATATCATAAGGCAAAAGGTAAGCAATATGGC
+ATGGAAGCTAGATTCAAATATATTTAAGCGGTATTACATCGATACACTCAAGAGTATAAGCTGCTGTGAT
+TTGTGCGGCGCAAACGTCAGTGATAGCTATCTACTTGGTTATTCGTTATCACAAGCACTACTCTGTCAGT
+CCTGTGTAAATGATTTGCCCTATTTCAATCAAAGTCTAATCGCAGGTAATTTACTACGTTGGCCTGCGGT
+TCACCGTGCGTTACCCAATATTCACTTTGAACAGTTATTTGCGTTATCACCTTATATTTACCCCTTTAAT
+AAATGGTTAGCTCAAATGAAATACTTAGGGCGTTTCGAGTTAGCAAGTTTATTTAGTGTATTACTTTGTG
+CTCAGTGGCAAGCAATGATAATGAATCAAACCATTATCCCCATTAATTTAGTGCTAGCAGTACCTCTACA
+TATTAAGAAATGGCAGGTTCGTGGTTATAACCAAGCGCATCTCATTGCAAAGACCTTTGCCGAGACATTA
+TCATTACCCTATGACGCCAACTTAGTGCTGAGAGTAAAAAACAATGATAGCCAAATGGGAAAAACGGGCA
+GTCAACGACGAAAAAATTTAGCCAACGCCTTTGCTTTACAAAGAAAGTTAGGAAGCCATATAAAACATGT
+TTTGATTGTTGATGATGTGGTCACAACTGGCACCACAGTCAGTGAGATAAGCAAACTGTTAAAACAAGCT
+GGCGTTGAAACCGTTACCTTAGTAACGGTTTGTTTAACAGTGCCTAATGCGAAGGATAATGGACCCGTGA
+TTAGTTAATCTTTTATCAAATTATTTATATGGCGCAGAAAAAGCTTTACTAAAAAATAAACTGTTAGCGA
+GTAATTTTGCACTCCCATGCCAATAACCTCTAAATGCTAGTACCTCTGTTGTTGCTATTACTCGGCCTTT
+GCCGACATTGTGAGCAACAATCGCGGCATTATGTGCTAATCGATTAACCAAGTTTTTGTCAGTATAACCA
+CTGAGTAAAGGTGCTGGCGTATATTTTGCTAAGGTTATAAATGGCTGTTGGGGATGTTCCATTATCAAAT
+TACTATTACGGAATAAAGGCAATAAGCTTTGTTGATAGCCATAAGCTAGCGGATGGCTAGTATCTAACTG
+TACTTGGAAAATAGCGCCCGCAATACGTTTACGACTAGCGAGGCTTTCTTTATCTTGATAGTTGAGTTTT
+TCATCATCAAACAATTGATTTATCTGTTCTTTAGTAACAAACCTAGCACGTAATATTTCTTGTTTGGCTA
+ACCAAAGAGACGCACGCTTTTGACTGATTATCACCCCGCCTTGTTTAACCCATGCTTTGATTTTTTTCGC
+AGTATCATCAGTAACGTGCTGGTAATCACCATCAACGAGAATGATATGGCTATAGCTCGATAAGTCGACT
+TGTCTTAACTGATTATGGTCGATAATAGATAGTGGGATATTAAGTGTTTCATCGAGATAGAAGCGGACTT
+CACCTGCTTCGTATTGAGATATGCCAGCACCCCCTAATAAAAGTGTTTTAGCCTTACTAATTGGCTTTAA
+TGAACTGCTCCCAATATCAACCCCTTTCATGGTCAAACCGGTACTAATACTGCTCAACTTAATACCAGCA
+CTATTACTGGCGGAAATTAATGTCTCTTGCCAATTTTCGATCTGTTGAATACCTGCGGGAATCACTATGC
+TACCCGCTTCAAACTGCTTGGTTTCACCATTGATTAAACTTGTGAAAGGCTTAGTTGCTACTTTTGCTTT
+GATATTATTATTTAGAAGCTTATTGAGTAACTTAGGCGCTAAAAAGTGATGCCATTCAAAAATGTAGCCG
+TACGCTGATATGCTTTTATTGTTTGGTTTGGTCGTTGAAGGCATGGCCCACGCTTGTTTCGCCAACTTTA
+GTCTACGAGTACGGTTTACTGGGATAGATTCAATATTCATAGCTAACGGCATTGTCCAACCCGAAACATC
+ATAAAAAGTATTATCTTTAAAGTTAGTTTGTTGATTAAACAAAGCTTGAATTAGTCGAAACTGAGGTTGT
+GCAAGAGGTACGTAATAACTGTTATCTTTCTGGTATTCAGTATCTTCAAATTCAAAGTCAGCGATCAGCG
+GATAAACCTTAATTTTATGCTGCGCGAGTTTTGACAACAAAGTATTGAGGCGAAATTTATCGCTACCTTC
+GTGCAGTAAATAGCCGGTAAAATCTTCTTTTTTTGCTAGTTTATTACTTTGTTGATAAAACTCACTGCGG
+TATTGCTTTAATTGCTTTCTATTTTCCCAAGCACCATTGATGGTAGAGAGGGAGGTGGTCACATGGTTTT
+CTATACTAAACTCTAACGTCAGTAAGCCATTGATTGTTTCTTGCTGCATTCCTCTAGCACTAGCTTGCTC
+GAACAATATACCTATGCTGCCATTAATATCAGGATAGGTTGAGCCCTTACCGTAGTAAAAATCATCGAAA
+TTCTCTTCGCTATAATAAAGACGTTTTTGTTTATCTAATGCTGAAGCATGAAATTTTGACAATGTTGTTG
+TTAAGTCGACATTTCTTTTCGGAGTCAGTGGGTGAGTCCGACTTTGGATGCCAGGCTGAAAAAAATAACT
+GCTGTTATGACCCATTTCATGAAAATCACCAACAACGTGGGGTTGGTATTGGTGGAAATATTCTAATCGA
+TGTTGGCTTTCTTGTTGAGAGAGTAATAACCAGTCGCGGTTCAAGTCAAACCAGAAATGATTGGTTCGCC
+CTGTAACCCAGCCTTGATGGTGTTCTATATGGTTGGCATCGCTATTGTCAGTAGAATTGCGATAAGTACT
+AACCCAATTAACAAATCTATCCATGCCATCAGGGTTAATACTAGGCTCTAAAACTATCACGGTATTGGCA
+AGCATTTCAGTAAGACTTTTATCTGTGTTAGCAGCTAAATAATAAGCAACAATCATGGCTGCATTTGCAC
+CACTTATTTCATCACCGTGCACGCTATAACCTAACCAAATAACTAAGGGGGCTTTGTCGGATTTTTGATT
+ATCTAGCTGACCTTTCTTTTGAGAAAACAGGTTACGTTCACTGAGAATACTCGATAGATTTGCTAAGTTT
+TCAGAGCTAGAAATGGTAACGAGTAACTGTTCTCGTTGCTGAGATGTTGTTCCCATAGAGGTAATATTTA
+CCCGCTCAGAGTCCTTCGCCAACTGATAAAAATAGCTTTTTAGTTGATCATGTCTAACATGGCGTTGGCC
+AATTTCAAATCCTAAGCTGCTACTTGGTAAGGATATTTTGCTATTAAATTTGCTACCTGCTGGTAAGTAA
+TCTTGCGCGGGCATGGCAATAATACAGTTAGAACAGAGCAGCGTAATGGATAAAATCAGAATTCGTAAAA
+GTAACATCTAGATGACCTCGGTATTTGACTTATATAAAGTATCAAACAAAAGCGTAAAAATCATTAGCAC
+ATAACTAAATAGCAGCGTAAAATGGTCATACTTGAGTAAAACAGTCAGGTATTTTTTCAACTGATTACTT
+TAAAGTAATTTTAAAGTAATAAAAGTATCCGAGAGAAAGAGAGCTAACACCATGATCACTATTTCAGAAA
+ATGCTCAACAGCATTTTATTAAATTACTTTCGCAACAAGCTGAAGGTACCCATATTCGAGTTTTTGTTGT
+AAATCCTGGCACAGCGAAAGCTGAATGTGGCGTTTCATATTGTCCACCTGACGCGGTTGAAGCCGATGAT
+ATTCAACTGCCATTTGAAGGTTTTTCAGCGATGGTTGATGCTGACAGCAAAGGTTTTTTAGAAGACGCAG
+AAATTGATTTTACCACGGATCAAATGGGCTCACAGCTTACTTTGAAAGCGCCAAACGCTAAATTACGTAA
+AGTTGCTGATGATGCTCCACTATTTGAACGTGTGCATTATTTCTTACAAGCAGAAGTTAACCCTCAGTTA
+GCAGGTCATGGCGGCGAGTGTACTTTAGTCGAAATTACCGACGATGGTTATGCTGTATTGCAATTTGGTG
+GTGGCTGTAATGGCTGTGCACAAATTGATGTTACGGTAAAAGATGGCATTGAAAAGCAATTAATTGAATT
+AATGGCTGGCGAAATTAAAGGCGTTAAAGATGCTACAGAGCATGAACGCGGTGACCATTCGTATTACTAA
+AATTTAGTTCGTATGAATAAAATATTAGAAAAAATAGGCCAAAATCCACAATACAGTTTAACGCTGTTTT
+TACGTGGACTTGGCCTTTTTGTTATTGGTTTACTCTTTGTTGCGTTGGGATACTTTTATCACCACCTTTG
+GCAAATTGTTGGCATCATAACACTGGCTATCGCTTGCTTATTGGCCGCATGGGGATATCTGGGTATTTTT
+GCCAATCGTTGGTTAAATATTCTTTATCGAACTCGACCCGCTAATAAGCGTCCAACCGAAAAAAACTCCC
+ATTAAATGATCTTAATAACTGATTTTATAAAACAATATTGGCTTCACTTAACTGTTTTCTTACTTACTGC
+TATCGCTACTTTGTCTTTATGGCCTGCTGAATATTTACCTCAAGTCCCGGGTAGTGATAAAACGCATCAT
+TTCATCTCTTATGGCGCATTAATGTTCCCAGTAGCATTACGAAAACCTAAATACTGGTTATGGATTACGT
+TAGGCTTTGCTGGCTTTAGTGGTGCTATTGAATTGATTCAGCCTTATGTTAATAGGTATGGCGAATGGCT
+TGATATGGCTGCGAATGTTGCAGGTTTGGCGTGTGGCATTATGTTCGCTAAGATCATTGAGTATTTCACT
+GTGAGTAACACTAAGTAACACTTGATTACACAACACATACAGACGATGAATTAATAGTTGACCGGCATCA
+AGCTTGATACCTCTTGGCATGTTAGTATTCCTCTACTGTTACCTCATTAAGCCAATTACCTTATGTCGAA
+AGAAACTCCTGCGCATCACCTTCCGGTAGCACATCCACCAAAGCGATTATGGCAGAAAATATCGTCAATC
+ATCGCAAAAGGAAGTTTTGGCTTGGCTGCTATTGGCGCAGTGGTAACAATTATTTATGGCAATGATGTTG
+AAGCCGATATTAAAGCCGCGCTTGGCGCAACTACCTTTTTTTGTGTAGCTGTTGGTGTTGTCTGTCAAGC
+GATGGGTAGTACGAGTATTCCAAACTTAAAGCCTACCCCGAAAGAACTTGATGATAAAAAATGATATCAA
+GCACTTTCTTTTGTAGCGATGAGTATGGCGCCAATGCTAATGCCACTCAACGATTATGCATATTCAAGCT
+GTCTTATTGCGGCGGTATCAACTAAGCCGTACAGTGGTATAGTAATATTTGATAGGATCAACGAGAAGAC
+AGATAAAATAGGTGCTTATGTTGTTCGTACGGCTAGTTTTAATCCAAAATAACGCCTAAAGTTCTAGTGC
+TTTAAAGTAAAAAACGTTATTTTATCTCATCTGATTTTTATAGGTATATACCATGAAGTATATGTTGCGG
+ACACTAGTTTCAGTTTCATTATTATTGAGCGTTGCGCTCAGCAGTCATGCAGCAGTAATTTTACAGTACC
+ATCATGTTAGCGATAGCACCCCAGCAAGCACCAGTATTTCCCCAAAGCAATTTGAAGTGCACCTACAATA
+TCTTAAAGATAATAATTTTAAAGTGGTGCCTTTATCTGAGTTAATTGAAGGCATTAAAAACCAACAAGCT
+TTACCCGATAAAAGTGTCGCTATTACCTTTGATGATGCTTATATTGATGTGTTAACGCAAGCTAAGCCCA
+TCTTAGATAAGTTCGCATTTCCGTATACCATTTATGTCAATCCAGGCATTATCGCTCGTAACGAAAAAAA
+TGATGCTTCCCATTATTTATCATGGATCCAGCTCAAAGCGCTTTCAGATGAAGGTGTGATTATTGCTAAC
+CATGGTTATGAACATGATTCTATGGCGCGAATTACTGAGGGGTTAACGCAAACACAATGGCTGAGTAAAC
+AAACAGAACTATTATTAAAAGCTGAAGCGGTGATTAAAGAAAATACCGGCCAAAGCTGGCGATATTATGC
+TTATCCTTATGGTGAATATGATGTAGCGATACAAGCATGGGCTAAAGAAAATGACTTTGTTGCTTTTTCT
+CAACAATCAGGCGCGATTGATTTGTCGACAGACTTAACCAGCGTGCCCCGTTTTCCTGCTTCAAAGCCCT
+ATGACAAAATTTCTGGTTTACGTGATAAGTTGAATTCATTAGCGTTTAATATTCGTTTAGAGGGTGAACA
+AGCTGAAACAATTTTTAAACACAAAGAAGCTAAAAGCATCAATTTTGTTATTGAAACGGGGGACTTTTAT
+AAATCAGCCCTCAATTGCTATATTTCAGGTTTAGGTAAGCAAAAAATCACGTGGAATGATGATAAAAGTT
+TTAGTATCAATTTTAGTAAAGACCTGCCAGTTGGGAGAGTTCGAGCTAACTGCACGGCGGCAAGCATTAG
+TAAGCCAGGTCGCTATTATTGGTATTCTAAGCCATGGTTTATCTTAAAAGATGATGGCAGCTGGTACCAT
+TTATAAAAAGTAAGTCGTTACCCTTGTTGCCAATCTCTTCTTAATTATTGATATATACCCGTAATCATTC
+AAAATTCTCGATTCAGAGTACTTGAGCAATGTCAGTTTGAGGCGCGTCAATTAAATCATGGTCATTCCCT
+ATTTCTTTGACGCAACAATAAAATGAGCTTTGCTCAAGCGCTTCTGCGATGGGGCTAGAAACGATTGATA
+CGTCGTTATTGATTTTCAGAATGGAACAACCATTCTCTGTAATCAATGCCTTATCTCAATCGTTTTTTTC
+TCCCACTGAAACATGCATTTTGAATGGTCACGGGTATAGCGCGACTATTTTTTGATAGTCGCTTAATAAC
+TTCTCATTATCAATACTAGGTACATCACCTACTACTTGTTCAGGTCTAAATATTGCCGCTATCTTTCCTG
+CGGGATTGATCAAAACTAGTGAAGCGCTGTGATCAACCCAATAGTCTTCATCTCCTGCAGGTACTTCAAC
+TTTGTCTTTACTTGCCTCTTTACTAGTGATGGCGTACATCAAGCCTAAATTTCGAGAAAAGGGGAAAAGT
+ACATCGTGTTCTGCGCGAAGTGCTTTAAAGTTAGGGTTAAAATATCCAATGTATTGCTCAAGCTTTTCTC
+TACTGTCTCTTTTGGGATCAACAGAAACTAATAACACTTGGCTATTGCTGGCAATGTTAGTTAAGTCCTC
+ATAAATGAAATTGAGGTTTTGTAGAGTGGTTGGGCATACATCAGGACAAGAGGTATAACCGAAAAAAACC
+AGTGACCATTTGTCTTGTAACTGCTCATTATTAAAAGGCTGTCCTAACTCATCCGTTAAGGTAAAGGCTG
+ATATTGGCCGAGCCTGCTGATAATGCAAAGCATATTCAGGTAGAGATAGTTGCTTTGTTTTATTAATAAG
+ATAAAAACCAGCCGCGCCGGCACAGATTGAGAGTAAAGCAATAATAGTATAAATATGTTTATTCATCGAA
+ATCCTATGTTTAATGCCATTGTTAGACGTTACAGATATTAAGTCGTTGGTGATGCTGAGACTTGATTGTC
+AAATCTAGCCCATTGGTAGCCAATAATGATCGAGCAGTAAAATAATGAAAAGTAACATTAAATGAATGAT
+GGAAAATTTAAATGTTGCCATAGCGGTTCCTTCTTTTGCATTAAACTTGAGCTGCCAAGCATAGCCAAAA
+AAGATCAAATTCAAACTACACGCCCCGATTAAATACAACCAATTACTCATGCCAACTAAATAAGGTAATA
+AACAAACTACAAAGAGTAAGACGGTATAGAGCAGTATTTGTGTTTTAGTGAAACTCACGCCGTGGGTTAC
+CGGTAACATAGGAATATTTACTTTGGCATAATCATTTTTACGGTGAATAGCTAATGCCCAGAAGTGTGGC
+GGTGTCCAAGTAAAAATAATTAAAACTAATAACAAAGCGTTAGGTACCACTTCATTGGTCATAGCTGTCC
+AACCCAATAATGGCGGGATAGCACCAGCTAAACCGCCGATAGTAATATTTTGTGGCGTAGCACGCTTTAA
+ATACATGGTATAGACAAAACTATAGCCGACTAAGCCAGCTAAGGTCAAAAAAGCCGTCAGTGGATTCACT
+AAAGCATAAAGAATAATAAAGCCGAGCAAGGCTATGCTAGTGGCAAATACAATGGCATTGGTAACACTAA
+TTTTACCTGCAGGCAGAGGTCTGTTATGGGTTCTACCCATAACAGTATCAATTTTTTCATCGACAATATG
+GTTAATAGCGGCTGCCGCAGAAGATAATAATCCGATACCAAGCATCGCAGGTATTAGCCGTTGCCACGGT
+AAGGCCCCAGGAACAGATAAACTCATGCCAACCAATGCCGTTAGTACCAATAAGGCAACAACTTTAGGTT
+TGGTAATGTCGTAATAAGCACGCCAATTAGCAAATATGTTACTAATGGAAAAGTGATGGTGGCCGGTATT
+AATCACCGATGGCATAGGTGTTATGGTTTTATTAATTACTTTACTCATAGAGAGACTCCTTGGAATTTTG
+TCTTAATTTATAAGCTAAGGTGATCAAACTCAGCATTAAACAGGCAGCAACTAAGTTGTGTGCGACAGCC
+ACTTTGAGTGGCAACGAAAACCAGATATTACTAACCCCTAAGCTTATTTGAATGATTAATAAGCTTAATA
+AAATAGTGGCAGTACTCTTTATAGCAGGCGTTTTCGTCTTGATAAAAATAGTGATGGCTAACCAAGCGAG
+AAATACGCCGGTAATGATGGCACCAAAACGATGGCTAACATGAATAGTGACTCTTTCATTATGTGCCAAG
+TGTCCAAATTCATAGCTCTCTTGCTTTGGGGGAATCAAATCAAAGGACTGCTCAAAACTTAAATCGGATA
+GCCAATCACCCTGACAAATTGGTAACTCTACACAGCTCATTGCTGCATAATTTGAGGAGGTCCAACCGCC
+TAAGGCAATTTGTGCAGTTAAAATAATAATGCCGATTAACGCATAGCCACTGTACTTTTTAAGTTGTGAC
+TCAGTTAAACTTTCTCCCTGAGTTTTTTTGCTTCTAGCATTAATGCGTAAATATAATAAGAATAGTAAAC
+AAAGCGTGGTAAAACCGCCGAGTAAATGTCCCATTACCACTATTGGCATTAATTTCAGTGTTACTGTCCA
+CATACCTAATGCCGCTTGGAAGGTAACAATACATAAAATACATAGCGGTAGAAATATCGGATATCTAACT
+TTTGAGCTTTTTGAAAAGCGTAATTTTATTGAAAAAATCGCTATTACAGCTATAAGCAAACCAAGACTGC
+CAGCGAAGTAGCGATGAATCATCTCATTCCATGCTTTAGCTGGTTCAACAGGTCGTTCAGGAAAAGCTTG
+CTCAGCAGCAGCGATTTGTATACTCGTTTCAGGTACATCGATTAAACCATAACATGTTGGCCAATCAGGA
+CAGCCGAGACCCGCATGAGTTAAACGTGTATAAGCACCTAAGCCAATAACAACAACGGCTAACAGTAAAC
+TAGTCAGCACTAAACGTCGCAGTGTCTGTGTGTTTTTACTGTGTTCTGTCATTGAGTTAACCCACCTTAG
+AATATTTCAATAGTTTCTTCATATCGGCGACAATAGCTTTACCAAAAGCCGGTTGAAGTTGTTCTTGTTC
+GGGTAGTTGATGTCTTAGAATAACGTTACCTAAAGGATCTGCGATAAGTACTTGTGGCCCATGCAGTAAA
+TTGTTCATTTGTGGGGTTAAAGCAAGTATTTTCCACTGACTCTTGGCCAGTTGTTTGCTTTGTTGGGCAG
+AAAAAATGTTCTCCTTGAGTAACACTGCAGACACCCTTGGCATATCTTTTCCTAGGGCTACATAGCTATT
+ATGTACAGTCTCAATGCTATGTAAGCACATCTCAGGACATGTATTAGGTAGTCGGTAAATAATAAGCCAT
+TGTTTGGCAAGTTCTGACTCATCTATACCCAACTCTTTTAGTGTCAATGGCTGCGCTAATAACTTACCTT
+GATTTGTTACGCCTAGGTTTAGCCACTGATTGTCTAAGGCTAATTTGGCTAATAATATTGGCAATATAAA
+TACCGTAATTAACAAGAGTAAACTACGACGACTTCTCTTTTGTGAGGCGTGGTTGGAAGTATGGTCTAAT
+TTATTGGTACTGGTTAAAGTACTGTTATTACTTGAATCATCTGTATTTATTGACCTAGCCATATGTTAAC
+GCCTTATTTTTCTATTATTATTGTTAATGTTTTCGCTTAAATATTCTGTAAAGCATCAGGTGCATTTTTG
+GAAGAAACACGAGCAGATTTTTGTGTTTTAATCCGCAAGCAAATCATTAATATCAACCACGCAGTAGCTA
+AAGCAGCCCATTGAAAGGCGTAGCCGAAATGTTTTTCGGCGGGCATCACCATAGGGTGCCAATTTTTTTT
+ATAACCAAGGTTGTCTTCTGGGTCTACATAGATAACAAATGGGAGTAGTGGCTTATCTATTAACGGAGAT
+ATTAGCGCAGAAAATTTATCGAGTTCAATTTGTTGTACCCGCAATGGCCAACTTGGCTGAGTAAAATCTT
+GTGCTGTAAGCATTATTCCTTGCTCAATAATACGTACATGACCACGAAAATTATGCTGTCCATTTAGAGG
+AGTAACATCAGGAAGTATGCTTCGATCAATTGAGCCTTGTACCCAACCTAAATTGATTAATACGGAATTA
+GTCGGCGTTTGAACAACTTGAAATACACGGTAACCTAAAGAGTTATTTTCGACCTGATTATCGAGTAAAA
+ATACAAAATCATCATTAAATTGACCTGTAATAGTGACCGGAAAATCATTAATACTTTCTTTACCGGTAAA
+TTGCTTATCCTGCGATAATTTGACTATTTCACTTAGGGTTAATGGTGATTGCTGATTAAGTTGCGTAATA
+CGGATAGCACGTTTTTCTTTCTCGAAGCCGCGGTTATACTGCCAAAAAGATAATTTAACTAAACCAGCAA
+ACACTATAATCGTTAGCCCTAACCAAAGGGCACTTCTTATCAATGATTGGGTAAATATTTTTTTCCGCTT
+ATTGATAGTCTCCAAAAATAAGGCCTTATAAAATATAGACAAAAACAAAAAGCATGACCCAAACAACATC
+GACAAAATGCCAATACCAACTTGCCGCTTGAAAGGCAAAATGATTTTCTGGGGTGAAATGACCTTTTAAT
+ACTCTAAACCACATGACTATCAACATGATACAACCCAAAGTAACATGCATGCCGTGAAAGCCAGTCAGTA
+AATAAAAAGTATTACCATAGACGCCACTATCTAGAAATAGTCGCATTTCTTCAGAGTAACCATGCGCGTA
+TTCTTCTACTTGAAAGAACATAAACGCTAAGCCAAGTACTATCGTTAGACCAAGCCATGCTTTAAGTGGT
+CCACGATTATTTTTAATTAATGCACTATGAGCAAAGTGAGCGGTAATTGAAGACGTTAATAATAAAACGG
+TATTAATTAAGGGGAGACCATACCAACCCATGGCTGTGGTAGTAGTGCCGTCGGGGGTTGTTAATAAAGG
+CCATTGGGCAACAAAGTCAGGCCAAAGTACGGCGCCTGTTGATACGTTGTTACCTGCACCGCCTAACCAA
+GGCACAGAAAATACTCGTAAATAGAGTAAAGCGCCAAAAAAAGCGGCAAAGAACATCACTTCAGAAAAGA
+TAAACCAACTCATGCCTTGGCGGAATGAATTATCCATCTGATGCGAGTACTTACCCGTTAGCGACTCACT
+AATTACATCACTAAACCAACCCACAAGCATATAGACCACAAGTGCAATACCAGCCAAAAGCAAATATCCA
+CCGTAACCACTTTTTTCATTTGCTAAGTCGGTGACGTAGTTAGCCGCACCAAAGGCAATCATAAATAGTG
+CTATTGCGCCGACAATTGGCCAGTGGCTTTGGCTGGGTACGTAATAACTTTCGTATTCTTTGTTAGTCAT
+TTTCTATCCCTTTTTTCGAGTAGAACCCTATGACGATTTCTCGGTTATGTCATACAAGGTATAAGATAAA
+GTTAAAGTATTTATATCTGCAGGCAGCTCTAAATCGACATAAAACTGCAAACTCATTTCAACTTCTTTTC
+CCGCGGCTAGCGGTTGTTGAGTAAAGCAAAAACATTCAATTTTATGAAAATAGTTTGCTGCCAAACCCGG
+TGATACTGAGGGTACGGCTTGACCGATAATGTCATGAGAAGCATTGTTTTTTGCATAAAATGAGACTAAT
+TTCATTTCACCGGGATGGACACTAATTTCATTAATGACTGGCTCAAATTCCCATGGAATACCTTTAGCAT
+TTCGGGTAATGAACTGCACCTTAACGGTACGTAGTTTATCTATGCCGTCAGCCTCATAAGTCGCTGCAGT
+ATCATTTGTTTTACCATTTAGGCCAGTAATATCACAAAACACATCATATAAAGGTACCAGAGCAAAACCA
+AAGCCAAACATAGCAACAACGACAAGCAGTAATTTCCTTACTGTTTTATTGTTATTACTTATACCTGTAC
+TGGTATTTATGTTGGCTTTGTCATCATCAGTGCTCATACAAGTTAGTGCTCGTGTTGGTCAGCATTATCA
+ATGTCTTGCTGCGATGGTGGTGTACTAAAGGTATGATATGGGGCAGGGCTTGCTACCGTCCACTCTAAAC
+CGATTGCTCCATCCCAAGGTTTTGCTGGTGCTTTCTCGCCGCCGCGAATACATTTTATTACCACCGCTAA
+GAAAATAAGTTGTGATAAACCAAATGCAAAACCACCAATGCTGACCCACTTATTAAAGTCAGCAAACTGC
+AGTGCATAATCTGGAATTCTGCGAGGCATGCCTGCTAAACCTAAAAAGTGCATAGGGAAAAACAGTAAGT
+TCACAGAGATTAATGAACACCAAAAGTGCCACTTGCTCAACGTATCGTTGTACATGTGACCGGTCCATTT
+TGGTAGCCAGAAATAAGCACCTGCATAGAGAGAGAATAATGAGCCAGTAACCAACACATAATGAAAGTGA
+GCGACAACAAAATAGGTGTCGTGATATTGGAAGTCGACCGGTGTCATCGCCAACATCAATCCTGAGAAAC
+CACCGATGGTGAATAAAATAACAAAGGCGATTGAAAACAGCATTGGTGTTTCAAAAGTTAATGAACCGCG
+CCACATAGTAGCGACCCAGTTAAATACTTTCACCCCAGTAGGTACGGCAATTAGCATAGTGCAATACATA
+AAGAATAACTCACCAAATAGCGGCATACCGGTGGTGAACATGTGATGTGCCCATACGATAAATGACAACA
+AAGCAATGGACGATGTGGCATAAACCATTGAGCTATAACCAAATAGTCGTTTACGTGAGAACGCCGGAAT
+AGTGGTAGAGACAATGCCAAAGGCTGGCAAAATCATGATATAAACCTCAGGGTGACCAAAGAACCAAAAA
+ATATGCTGGAACATAACTGGGTCGCCACCACCAGCAGCATCAAAGAAACTGGTACCAAAATAAGTATCGG
+TAAGTAACATGGTCACTACACCTGCGAGCACAGGCATGACGGCAATCAATAAATAGGCCGTGATAAAAAA
+GGTCCAAACAAATAAAGGCATTTTCATATATGTCATGCCAGGAGCGCGCATATTCATTATGGTGACAACG
+ATATTAATCGCCCCCATGATGGAAGAAATCCCCATGATATGAACAGCAAAAACGAAGAAAGCAGTACTGC
+CATTAGAGTAGGTCGTTGATAATGGTGCGTAGAAGGTCCAACCAAAATTAGGCGCGCCACTTTCCATAAA
+GAAAGAGCCAAGTAAAATAGCAAAGGCAAAGGGAAGAATCCAAAAGCTCCAGTTATTCATACGAGGTAGC
+GCCATATCTGGGGCACCTAACATCATAGGAAGCATCCAGTTAGCGAAGCCAGTAAATGCAGGCATAATGG
+CACCAAACACCATAACTAACCCGTGGACAGTTGTTAATTGGTTAAAAAAGTCCGGCTCAACTATTTGCAG
+ACCTGGCTGAAATAACTCAGCGCGGATCACCATAGCTAAAGCGCCACCAGTTAAAAACATAATAAAAGCA
+AACCATAAATACAGGGTGCCGATGTCCTTATGGTTAGTGGTATAAAGCCAGCGTTTTATGCCTGTCATTT
+TATGGTCACCATAATGTTCGTCGTGCGAATCTTGTTCTATAACGTCTGTGGTCATTTTATATCCCCCTAC
+TTCGCACTAGCAGCATCAACAGCTGCAGGTTGTACTAAATCACCGGTATTATTTCCCCAAGCATTACGCT
+CATAAGTCACAACAGCGGCTATTTCGGTTTTGGTTAATTGACTACCAAAAGCAGCCATGGCAGGATTTTT
+CTTACTACCGTTAAGCACCATATCTAAATGAATAGCGATATCCCCCATTGCAATCAAACTGCCTTTAAGC
+GCAGGAAATGCTGGAGGTAATCCTGCACCTGTTGGTTGATGACAAGCAACACAAGCTGTCATATAAACTT
+TTTCGCCCATAGCCATTAATTCATCTTGGCTATACACTTTAGCTAAATCCTCAACGGGTGCTTCTTCAGT
+CATTGTCTCTACCGCATCTTCAACGTTAGTTTCAATTGTGACGACTCCTTTAGCATCTTGTGATGTGTTA
+TCAACAGCAGACTTTACATCAGAGGCTTGCACGATATCACCAGTATCATTGCCCCAAGCATTTCGCTCAT
+AAGTGACGACTGCGGCTATCTCTTTTAAACTCAATTGTTTGCCATAGGCTTGCATACCTGTGCCCGCTTT
+ACCGTTAAAGACAATATTGAGGTGCTCTTCTATCGTACCCGTTGTAGCTATAGGGCTACCTTTTAATGCA
+GGGAAGGCCGGCGGCAAACCTAAACCGGTTGGTTGATGACAAGCTGAGCAGTAGGCTGTGTAAGTTGTTT
+CACCTAATTGCATAAGTTCTTCTTTTGATACAGAAGCGTTTAATGAGTCTTGTTCGGCACTTGCTGCAGC
+GGCGATACGTTGTTGTTGTTCATTGAGCCAAATGTCATAATCTTCAGCTGATTTTACCTCAACAACTATG
+GGCATAAAGCCATGATCTTTTCCGCATAACTCGGCACATTGACCGCGATAGACACCGGGTTCTTCGACTC
+TAGTCCAGGCTTCATTGATGAATCCTGGATTAGCATCCTGTTTAACGGCAAAAGCAGGCACCCACCATGA
+ATGGATAACATCATCAGATGTTATTAAAAATCTAACTTTTTTATTAGCAGGAATAACAAGCGGCTTATCA
+ACCTCAAGTAAATAGTTTTTACCTTTGATGGCGCTAGTTTCTTGTTGGTTTTGGTATTGCTCGCGAGGGG
+TGGAAAGCACAGAATAATATTCAATATCTTGGTCAAAGTATTTGTAATGCCATTTCCATTGCGAGCCCGT
+GATTTGAATCGTAACATCAGAGTTCTCATTGTCTTCCATCGCTATCAGTGTTTGTGTAGCAGGCACTGCC
+ATGGCGATTAAAATAACAATGGGTATTGCTGTCCATAAAATTTCTACTTTAGTACTTTCATGAAAATCAG
+CAGGCTTTGCACCTTTAGATTTTCTGTGAAAAGCAATCGACCAAAACATAGCGCCAAAAACTAAAATACC
+GATAGCAGTACAAATATAGAGCACTAGCATATGTAAATCATATACGTCTCTACTAACGGCAGTAACCCCT
+TTAGTTAGGTTTAACTGCGTCTCTGCCCAGGCTGAATTGGCAAATAGGCTGACCAACACTAGCCAAATTA
+GCTTATGTTTCCCCACACGGCATCTCCTCTTTTCAATGATAGAGAACAGATGTGCAGCAATGTACTTCAT
+AACTCACTGAACTGAATATCTGTTGTTGTTATTATTATTTTTATCAACTAACAAGAGCTCGGTTTAGCCA
+CGGTTGCGCTATATAGAACGGTTCATGACGAATATACATAATTTAGAGATCAAGTTAATTATCGACGTAA
+AAGAGTAATCAGTCATAGTACTAGTGAACTAGTGTGACAGGATTAGCAAACAGACGTCTTTTTATTCTTT
+TTATGTTCGTTTTGTATGCGTTACTATTTATAGAATTACGCTAAAAATTGATCTAGGTCAAACATTTTAT
+AACTGAGGAATTATAAAAAAGCCATTTAATTCAATGGAGTAATAGCTCTAAAGAGAGTGTGAGCTCTACT
+GGGACTAGCTTTGATTAAATCTAATAAAGGGATTTAAGAATTACAGAAAATCACGTGGAAATTTAGAAAG
+GAAAATATTGAAGATAAATAAAAACGCCATATTTATTACGCAGTAATTAGGTAATAAATATGACGAATGC
+TGTAACAGTGGCTATGATGGATTACATCCAACGTCCACTTCGAATAATACCGACGGCGATACCCTCAATA
+TTAAACTCTTGATTAGCTAAGTCGACTTTAATAGGAGAGAAGTCTTCATTTTCTGCATGCAAATAGACAA
+CATTTCCTTCACGTTTGAAACGTTTTACGGTGACATCATTTTCAACACGGGCAACAACAACTTGACCATT
+CTGTACTTCAGTAGTTTGATGCACAGCAAGTAAGTCGCCGTCTAGAATACCGATATCTTTCATGCTTTCG
+CCATTTACACGCAAGAGATAATCGGCAGCAGGATGGAATAAATTACCATCCATTTTATAATGTTCTTCAA
+TATGCTCTTGCGCCAAAATAGGTTCACCGGCGGCAACTCGCCCTATCAGTGGTAAACCTTCTGCTTCAAG
+CATTTCTTCAACCAAGCGAATGCCACGAGAAGTGCCTGCAAGCATTTCAATGTAGCCTTTTTTTGCTAAA
+GCTTTTAAGTGTTCTTCGGCGGCATTAGCTGATTTGAAACCAAAAAAATTAGCGATTTCAGCACGTGTAG
+GTGGCATGCCTGTATCTTGAATCTTTGCTTTGATTAAATCATAAATCTGTTGCTGTCGTTTAGTCAGTGG
+GCGTAATTCGGTAGTTGAATCTATCATAGCTTTAGCCTGTAAATTTACACAGTATTACTGGTAGTATATA
+CAGGATGTGATGAAAGGCAAGCCCCGCTTAGGTATATCTAACTAATTATTGTTTACGTGCAGAAATCACC
+TCACATTATGATTATCTACCTATGTTTTCATGAGAGTATATTGTTGTTCACAGCTGACTTTATATGAATT
+ATCAACATGACTACTAATAATTAAGTTTATGGTTAGTAAGCTATTAATTGACAACAGGGTGGTTTGACAC
+GTGTAAATTTAACCAAGTATATACTCGTTTATATAGCCCTATTTTTATTACCAGACCATAATTTAGCTTT
+CATCATCTATATCCAGCACATAGATTATTAACTAGTAAATATAATATAGTTTTGTCAGAATGATTTTAAG
+TTTGGCTACATTAACGCACTAAAAATAACAAAAGGTTACCGATGCACTGGCGGAAAAAACTTGTTCAATC
+GTCTTTAATATTTGTAAGTGAAAAACTTACTGTTGAGGTTATTGAACAACGAAAATTTAACTCAGCTAGC
+ATAGCAGCAACACTCGCTTTAGCGTGTGCTCCATATGTTCAAAGTGCTGAATTAAGTAATACCTATTCGT
+TCAATATTCCTCAGCAAAGAGCAGATCTATCGCTCACTCAATTTGCAGAGCAAGCCGACTTAACGCTCAT
+TTTCTCACTTGATAAAGTAAGTGATATAACGGCAAATAAGTTAACTGGCAATTATTCTATTGAACAAGCC
+ATTAAACTTTTACTTGAGGATACGGAGTTAGTTGCAACATTGAGTGGTCAAGGTCTGCTTTCCATAAATA
+ATAAAAATGATTTGGGGAAGACAGATAACATGTTTAAAAAAAATACATTATCGACAGCAATTATTGCAAT
+TTTAGCGTCAACAGCTTCAGTGCAAGCGCATGCTGAAGACAGTAAAACAGCTGAAAAAGACGTTGAAAAA
+ATCACCGTTACAGGCATTAGAGGCGCTCTTGGTCGCGCTTTAGACACAAAACGTGAAGCTAGTGGCGTAG
+TTGATTCTATTTCTGCTGAGGATATTGGCAAGTTTCCGGACACTAACCTTGCAGAATCATTACAACGTAT
+TACTGGCGTCTCGATAGATAGATCGGGTGGTGAAGGTCAAAAAATCACCGTGCGTGGTTTTGGTCCACAA
+TTTAATACAGTACTTGTTAATGGTCGACAACAAGCCTCTGAAGATCCAGGTCGTGATTTTAGTTTTGATA
+CGCTTGCTGCCGAAATGGTAAAAACCCTAGATGTGCATAAAACATCATCAGCGACGGTACAGTCAGGTGG
+TATTGGCGCCACGGTTAATATTGAAACGGCGAAACCTTTTGCTATTAATGGTTTTAAATTAGCGGGTAGT
+GTCAAAGCAACTTATGATGGTAATAGTGAAGAGACCTCCCCACAAGCGTCACTTTTGATAAGTGATACCT
+TTAATGATGATACCTTTGGTGCTTTATTTGCAATCTCGTATTTAGAGCGTGAAACGAAATTAAATCGTGC
+TCAAAGTGCTGGTTGGCGTGAAAATTCTTCTTTCGGCAAAGGCGCTCCTGTAACAGAGTCCGGTGACGTA
+TATACCGGTAATATATTTATTCCGCAAAACTTTGATTCATTGGTTACCACAGAAAAACGTGAACGTACCA
+ATGCAAACTTAGTCTTGCAGTATGCACCTTCAGATAACCTTGTCATTACCGCAGATGCATTATATTCAGA
+CTTTGATGTCAAATCTGATACAACATCTTATGGTCATTGGTTTACTTCTGATAATGTTGAAAATGCTGTT
+GTTGATGCCAATGGTACTATCACTTCAATGTATCAAGAAACAGGTTTAGCAACTGACTTTCACGCTAAAA
+AAGCGGATCGTTTAACTGATTCACTTTCTATTGGTTTGAACTTTGATTGGGATGTTAATGATAACTTAAA
+TATGAAGTTTGATTTAAGTAACTCAACAGCTAAAAGAGAACCAAATAATGGTCGTGGTGGTAGCTTAGCG
+TTATTAGGTTATGCCAACCGAGTTCAATGGAATGTTGATGGTAATATTTTGCCTTATTACTCTGACTTTG
+CAACCCCAGACCCTTCAATTTACAGTGGTCAGCAAGAAGGAGATGGTGTTAATCAAGATCCAAATAGTCC
+TGATTATGTCTCACCTACGGGGGTTTCTGATTATTTAGATCCCGCCAACAGTCGTGCCCATGTAATGATT
+CGAGACAGTAAAGAAATTGAGGATGTTGTTACTCAAGTAAAATGGGATAGTCTTTGGTTATCGGATGGAG
+ATACTGGTTTCTCTGCTGCCCGTTTTGGTGCTATGTATTCTACTGAAACCAAAACAGTAAATTCTTGGGA
+TAATACCACTAGCGGAATTCATTGTACCTACTGTAATTACCAAGACTTCCCTGATGTTAGCGCCTTCCCT
+CAAGAAGTATTTGATGCAGGAAGTGACTTTTTAAGTGATGTTAGTGGCAGCGGTCGTACACCTTCACAAT
+GGTTAAAATTTGATGGTGAAGCATTATTCGATTTCTTAGGTGCAGTTGAAGGCGTTGATTTTAACGCTGT
+AAAAACTAATAACTCTTTTGAAGTTAAAGAAGAAACGACTGCTTTTTATCTAGAGCTGGATTTTGAAGGC
+GAGATAGCAGGTATGCCTCTCTATACTACTGGTGGCTTCCGTTACGAAAGCACTGATGTCACTGTAGGCG
+CAACACAAGCTAATGTTCAGCGATTAGATATTCTTGATGCAACTGAAATGCTAGCGGTTTATGGCCCAGC
+TTCAGACTTTGATGAAAGTAGCAGTTATGCTCAAATTTTACCTAATTTTAGTACTAAATTAGAAATCACA
+GATGAACTCGTTGCTCGTGTTGCCGCATCAAGAAGTATTTCACGACCTACTTTAAGTAGCTTGCGTCCAA
+TAACGTCGTTAGATACTGTGCGCCAGGGTAACTTACAGTCTTCCAGTGGTAATGCTGCATTAGTACCTTT
+TAGCTCTGATAACTTAGACTTGTCAATTGAATGGTATTACGCGGATGCTAGTTATGTTTCAGCGGGTTAT
+TTCAGGAAACATGTTGCTAACTTTATAACCAGTAGTAAAAATCCTAAAACCTTTGTTACCGCTGATAGTA
+GTTTGTTAACTGACCCTTCTACAGGAAGTGATGTCAGTGCACCAGATGCAGATGACCAAGTTGCAGTCTT
+TACCAATACCGCGCCAAGTAATGGTGAGTCAGCTGTCGTTGATGGTTGGGAACTAGCGGCACAACATACC
+TTTGATTCTGGTTTTGGCCTGCTCGCCAATGCCACGCTTGTTAATAGTGATGCTGAATTAGATAATGCAG
+ATATCACGCAAGTTTTTGCGTTAACAGGATTAAGTGATTCAACTAACCTTATCGCTTTCTATGAAAGTGG
+TGCATTTCAAGGTCGTATTGCTTATAACTGGCGTGATACCTTTTTGCAAAACCTTACGCAAGGTGGTGGT
+GATGGGGTAACTTATGTTGAAGCCTATTCTCAGTGGGATGCAAGCGCGAGTTATGACCTCACGGATCAAA
+TTACCGTTTTTGTTGAAGGCATTAACTTAACGGAAGAATATACGCACAATCGTGGTCGATTCTCTAATCA
+AATATTAGAGGTTGTTGATAGCGGACGTCGTATTTCATTCGGTGTACGTGGCTCTTTCTAGTATATATTG
+ACTAGTATATAAAGGCTTCTTTCTCAGGAAGAAGTCTTCTTCTCTGTATTTATAAGCAAGCAAATTTAGA
+GTTGAGTTTGTTTGCCTATGCGTATAACCCGCTTCTCTGCATAATAAAATACTTGGTTGCACATCATGAA
+TAAATTAACAAAAACAGTGGTCATTGTCGGTGGTGGTATTGCCGGTTGGTTAACGGCTGGGCGTTTAGCG
+GCTAAACACAAAAGTAATACCGAGCAGGGCTTAAACGTTATTCTTATTGAATCGGCTAATATTCCTGCGG
+TAGGGGTTGGCGAAGGTACTTGGCCAACCATGCGCAGTACGCTGAGAGCATTAGGTATTAGTGAAAGTGA
+TTTTATTCGTGAATGTGAGGCCAGCTTCAAACAAGGCGCTAAGTTTGCTAAGTGGTTTGACGGTACTGAA
+GATGACTTTTATTATCATCCCTTAGTTTTACCTCAAGGGTTTGGGAAAACAGATTTAGCGGCACATTGGT
+TAGCGAAGCAAACACAAACAAAGCAGAAAAATAGCCATGTGAACTCATTCTCAAATGAAGTTTGTTACCA
+AGAAGCCATTTGTGAGCAAGGTCTAGCACCTAAAACCATTCGTCATGCCGAATTTTCTGATGTAGCAAAT
+TATGCTTATCATCTAGACTCAGCAAAGTTTGCCGTATTTTTGCAAAAGCATTGCCAAGAAAAGCTTGGAG
+TTACTCATATTGTTGATGACGTAACGGGTGTTAATTGCGACGTTAATCGTGCTGATAAAGACATTATCGA
+CGAGACTATCGATAAGGGTGATATCCTTTCAGTTAGCACACAAAATCATGGTGATATTGCCGGAGAACTT
+TTTGTTGATTGCACGGGGTTTTCATCACTGTTATTAGGAAAACATTACCAGGTACCTTTTAAAAAGTGTG
+ATGATATTTTATTTATCGATACTGCACTCGCGGTACAAGTCCCATATGATTCAAAAGATTCTCCTATCGC
+CTCACATACTATCTCTACAGGACAAAAAGCCGGTTGGATTTGGGATATAGGCCTACAACACCGTCGTGGC
+GTTGGTTATGTTTACTCTAGTAAACACTCAACAGAAGCAGAAGCTAGAGCTGTGCTTGCTGAATATGTTG
+GCGATAAATTCTCATCACTTAATGTGCGTAAAATCCCTATTGTCAGCGGTCACCGAGAGAAGTTTTGGCA
+AAACAATTGTGTCGCCGTTGGTTTGTCTGCAGGTTTTTTAGAGCCGCTTGAAGCCTCTGCTCTAGTCATG
+GTTGAGCTGGCAGCACAAATGATAAGTGAGCAATTACCCGCCTCTCGAGAGGTGATGGATGTTGTTGCTA
+AACGTTTTAATGAAACGGCGTTATACCGTTGGGATAGAATTATTGATTTCTTAAAATTACATTATATTTT
+AAGTGAGCGAACTGAACCTTTTTGGACAGATAATCGTGAATCAGCAACCATTCCACAAAGCTTACAAGAC
+TTAATGACAGAGTGGAAATATCGTTCCCCAGCCGATCATGACTTTACCAGTAATAATGAAGTATTCCCTG
+CGGCTAGTTATCAATATGTACTTTATGGTATGGGTTTTAAAAGTGATTATTGTCATACTCCATACGCGTT
+CGATGACTGTGATTTTGCGGATGGCCAGTTCAAACAAAACAAAGTCTTAATTGATAAAGCGTTATCGTCA
+TTACCCAGTAACCGAGAATTATTAGATAAAATTAAAAGCTATGGTTTTAGTCGAATTTAGTTACATGTCT
+GATCCACTTGATATAAGCGTTTGAAAATTTAGCATCACTTAAAGAGTAATAATAAATGGCACAATTAGTT
+GCGATAGATAATAAAAATCACCTTAACTTAAAAGTAGATGCGGCTAAGGCTGAATTACATGGTGCGGGGT
+TACACTTAGTGCCCGCAGTTATGGCTGAGTTTACCAGTATGGCGGTACAGTATCCTTTAGTTATTACTAA
+AAATGCAGATACTGGGCAGTTTGTGGTTGCTGCAATGTTAGGTTTTGAGTCGGGTGAAAACTTATTTTGG
+CGAGGTGGTCAGTGGCAAGGTTTATATCTGCCTTTACAAATTAGACGGCAGCCATTTTTTGTCGGTAACC
+CCGAACAAAACAGTGAACAAAAAGTTGCTGGTGATTATGTTGTCTGTTTTGATAGTGAAAGCCCAGCAAT
+AGTTTCCAATGACGGTCAGGCATTATTTAGCGAAGATGGTGTGGACACTGAATATTTTCAACAAGCCAAG
+TATTGTCTTGCGCAGTTATTAGAAGGCGAGTTAGCAAATAAAAAGTTACTTGAGCAATTACAAAGCATGG
+AGTTATTGCAAGTGATGCAAATGGAAGTCACTTTTGCTAATCAGCAAAGTACCACCTTGAATGGTTTATA
+TACCATTGATACAGAAAAACTTGCCGCCTTATCAGCTGAGAAAATAGCAAGTTTGCATAAAGCTGGACTG
+CTGCAAGCAATTTACACCCTAATTACCTCGCTTGGTCAAATTCATCATTTGATTGATTTGAAAAATAAAC
+AACTAGGCTGTTAGTTGTTACCTATGTTTGATTTTAGCGTAAATAACCAAGCAATTTTATCAAAGCATAT
+AATTGGTGATGAGAAAATCCCTTTACTGATTATTGATAACTTTGCCAATTCAGTGACTGATTTAGTTGAG
+TTTGCGGGAGATGGTTCGTCCTTTCAGGCAGATGAAAAGAATTTTTATCCGGGTAAACGTAAGTTAATGC
+CAAGCGAATATGGTGAGCAGGTATGTCGTCAATATTTACCCTTGTTTCACTCGTTTTTCGACTGTCCACA
+AACGAGTGCAGCCAAAACTGTTCTATCCGCCTTAGCGCTTGCAGATACTCCGGTAAAACAATTACGTCCT
+ATGCAAATGCTGCCTCATATTGATACCCCACAAAGTAATCAATTTGCTGTTGTGCATTACTTATGTAATC
+AAGACCATGGTGGCACGTCTTTTTATCGTCATAAAGAGACCGGTTATCAAACGATTACCCAAGACCGATT
+ATATCATTATGCACAGCAAGTAAAAAAAGAAGCTATAGCGAATCAAATACATAAAGCACCTCGTTATATG
+AGTGGTAGCGACAAACTATTTGAACAGCTATATTCAGTAGAAGCTAGAATGAATAGGGCTATTATCTATC
+CAAGTAATTTGTTGCACTCGGGTAATGTAAATGCAGCTTTAGGTTTGTCATCGCTACCAAAAAAGGGGCG
+TTTGACTATCGGTAGTTTTATTTTACTCGAATAACTTTTTGTCACTTTTATCTTTTTTTTTACTTTTTAT
+GTAAAACACTAGCGGAAAATTATTTGTCATTCGTCTTATAAGGTAAGCAATAGATAAAAAATAAAATTCA
+CACTTAGCTAAACCTAAAAAGTGAAAGACAATATTATGATAAAAGAAAGTACATTACACATCAGTTTTAT
+GGCTGTAAGGCAGACAATGCGCAGAGTGATCTCGCGCATTGTGCCGCCGCGAGAAGTGGAAGATATCGTA
+CAAGAAACATATGTACGTATATGCCAAGTTGAGAACAAAGAAGCAATCAAGCAACCTAGATCTTTTTTGT
+TAAAAACGGCAAAAAATTTAGCCATAGATCACCTTAAACGAGCAGATATTAGGCTCGTAGACACTGTCGA
+TAATATGGCTGAATTTGAACACTTAGTCAGTGCAGATGATGCAATATATCAGCAAGTGGCAACGGATAAA
+GAGTTTGCTCAATTCTGTGAAGCAATAAGACAATTACCAATACAGTGCCGTAAAGCTTTTGTATTAAAAA
+AAGTGTATGGCTACTCGCAAAAAGAAATCGCGAAAAAACTGGCAATCAGTGAAAGCACAGTTGAAAAACA
+TATTGGCCTCGGCGTTAAACGCTGTACCTATTTTATGATGCAGTTAACTAAAGAAGAAAGAACGGAAACA
+ATGAAAAATAGTAAAAAAACACATCAAGTAAGAAGGGATCTCTGATGACAAACGTTTATTCTCTTAATAA
+TGACGATGAGGTTATGTTTGACCAAGCCAGTATTTGGATTGCTAGAATGGATCGAAGCTTAACTGAGCTT
+GAGCAGGCAGAATTCAAGGCGTGGTTGTCAGAAAGTGAACAGCACCAAAAGTTGATCATAGAAATGGCCA
+GCATGTGGGATAAAATGGACTCTCTTGACCGTCTTGCTGATCTTTTTCCAACGTCGGATAAAACAGACTC
+TAAATTTAAAACAGCACCTAAAACAGCCCAATGGCCACTCGCATTAGCAGCCTCACTTGTACTGGCGTTA
+TTTGTTGTTTTTTTTACCGACATTACCTTGAATTCTTTATGGCAAGAAGAACAACAATTTGTTCGTTATG
+AAACTGCAGTAGGTGAAAGCAGTACTATTTATTTGCCCGATAACTCAAAAGTTTTACTCAATACGGACAG
+TGTTTTATTAGTGCGATATACCGATGATTATCGCTTACTTGACTTACAACGTGGTGAACTCCATGTTGAA
+GTTGCCCATGACAAATCTAGACCGTTAAGCGTTGTTGCTAATCACAAAGTAATTCAAGCCGTGGGTACTG
+CTTTTAGCGTGCAAGTAAAGACGAGTGAGGTAGAGCTTATTGTTACTGAAGGTAGAGTTATCATTGGTCA
+ACTAAATGAAAAACAGGAGGTTAATGAAACAGCTCTGGTCATACCATCAAGTTCTCTAGCGGTTTCTAAA
+GGTGAGATTGCCTCATTGGCCGTCGCTAATAGCGTCTCAGTTATTGACAACAAGGCGATCAAAAAAAGCC
+TATCTTGGCGTCAAGGTAATCTGGTTTTTAATGGTGAGACCTTAGCTGAAGCAATGGAAGAAGTTAGTCG
+TTATACCTCTGTGACATTCGAAATTGCAGATGAAGATTTGAAAAAGATAAGAATAGCTGGTCGCTTTAAA
+ACCGGTGACGTTAAAGGATTAATCTCAGTGCTCAAACATAACTTTAATATTAAAACTGATCGAGTTAATA
+AAGGATTAGTGGTATTAAGAAAACAAAGTTGATTACTATTTAATTCAGCCAAACAAACTCCCTTTGCCAA
+GTAGAATGCTGTTTCAGTTTACCACTGAAATCAATTTTATTTGGCACTTTTAATTATGAGATATTCCGCT
+TAGGCAACACCATTTTATTTGTAAAGTGTCTTAGTTGAGTGCTCTTCTTAAAACAATATAATAATAAAAG
+GATACAAATAAATGACCTCCTCTGAGCCTGATAATTCAATTCAAAAACTGCACGACACTGAAGAAGTTCA
+AACTTCATTTTTATACGTACTATTTATCTCCTCTGTGGCTGCCATCGGTGGGTTTCTATTTGGTTTTGAT
+TCCGGTGTTATTAACGGCACAGTAACTGCGTTAGGAAATGCTTTTAACGCTAGCGACGTAGCTAGTGGCT
+TTAATGTCGCCTCGGTACTGTTAGGTTGTGCTGTTGGTGCCTTGATGGCTGGACCGATATCTGATCGGTT
+TGGACGTAAACCCATCATGATTATTACTGCGATTATCTTTGCCATTAGCGCCTTTGGATCGGGTATATCA
+AGTTCGTCTGCTGAATTTATTTTTTATCGATTGATTGGCGGGTTAGGCATAGGTGCTGCATCAGTATTAG
+CCCCTGCTTACATCGCTGAAGTTGCACCCGCTGCTTTACGAGGCCGTTTAGCTACTTTGCAACAATTAGC
+CATCGTACTTGGCTTGTTTGCTGCTTTTTTAAGTAATTTCCTTATTGCCTCTGTGTCTGGTGGTGCTGAA
+GCTATGCTGATGTTAGATATCGCTGCCTGGCGTTGGATGTTTTGGGTAGAGTTATTGCCGGCTGTGCTAT
+TTTTAGTTGGTGTGATATTTATTCCAGAATCACCACGTTATTTAGTCGCTCAAGGTAAGATTGAAGAAGC
+CAGAACCATATTCAAACGCATAGCAACCGGCGTTGAAAATGAGCAAATTGAAGAAGTTAAAAAATCGCTG
+CACGGCGATAAAAAACCTAGCATCAGGGATCTTTTTATTGATGGTAAGAAAAAAATTCATCCTATCATTT
+GGATCGGTATCGGACTGTCGGTATTCCAGCAATTTGTCGGTATTAACGTGGTGTTTTATTATGGAGCTGA
+GCTTTGGCAAGCTGCGGGTTTTGACGAATCACAATCGTTATTTATTAACCTTATCGCAGGTACAACCAAT
+ATCATTTCTACTTTCATAGCTATCGCCTTAGTGGACAAAATTGGCCGTAAACCGTTATTACTGGTCGGTA
+GTGTCGGCATGTTTATCAGCTTAGGTGCTCTGACCTTTATCTTTGGTACCGGTGGTCTAGATGAAGCAGG
+TAAGTTGGCATTAAGTGATACGACAGGCACAGTGGCTTTAATCATGGCTAATTTATTTGTGGTGTTTTTT
+GGCTTAAGTTGGGGACCTATTGTTTGGGTTTTATTAGGCGAGATGTTTAATAATCGTATCCGTGGTGCTG
+CTTTAGCTATTGCTGCAAGTGCTCAATGGCTAGCAAATTTTGCCATTACCATGACTTTCCCGATATTGTT
+GGGCAGCTTTGGTTTGGCTGGCGCCTATGGCTTATACACAGTATCAGCATTACTAAGTATTTTCTTTGTA
+ATCAAATATATAAAAGAAACACGCGGCATTCGTTTAGAGGAAATGTAAAAAGTCACTACACCATGATTTG
+TAAGCCATTATAAATCATGGTGATTATTAACGGCTGTCTATGCGTACCTAAGCCACTTGAAGTTGCCTCT
+TCATGTGGCTTAAGTAGAGAAATTAGTCATATCCATTTGGAATAGCGATAAGTAAATATGAGCACTTCTA
+GTATTAACCCAATAAATAATAACCCTGTAAGTAATGATGCAATAAATAGTAATCCTTTGAACCTTGTTGC
+CGATATTGGTGGCACAAATATCAGGCTCGGCGTAAGTGACAGCAGTAACATTATTATTGACATTGAAACT
+TACCAATGTCGAGATTTCACTTGTTTACTCGACGTAATTCAATATTATTTAACTGAAAAGAAAATAGCAC
+AAGGCAATATTAATGCTTGCTTAGCTATCGCATGCCCAGTAGATACTGACATTATTTCCATGACGAATTT
+ACCTTGGCAGTTCTCCCAAACAGAACTCAAAAAAGCACTGAAATTAAATAAACTAGTACTTATCAATGAC
+TATACTGCGATAGCCATGGCGATTCCGATGTTAACGGATGAACAAAAAGTTAAAATTGGTGGCGGAACCG
+CACTATCAGATAAAGCTATTGCTGTTTGTGGACCAGGCACTGGTTTAGGCGTTGCTAATTTAATACCGAT
+TGTTAACAAATGGTATTGTTTAGGAGGTGAAGGTGGGCACGTCGATTATGCGCCAATAGATGATAAAGAA
+ATCCAAGTTTTACGCTACATACAAGGTTTTAAAAAACGTGTTTCTTATGAGCAATTACTTTCTGGTTACG
+GTTTAGAGCAGATATATCAAGCATTACTTATTATTGAGCAGGGTGATAGTTCACCTCAACAACCAACTAA
+ATTAACGGCTCAAGAAATTAGCACTCAAGCGTTAATTGAGACTTGCACACTCAGCCAACAAGCATTGGAC
+TTATTTTGTAAGGTATTAGGAAGTTTTGCAGGTAACCTCGCTTTAACAATGAATACTCAAGGCGGGGTAT
+ATATTGCAGGAGGTATTGTCCCTTGTTTTATTGATTACCTTAGAAATAGTGATTTTAGACTACGTTTTGA
+AGCTAAAGGACGCATGTCACCTTTGAATAAAGAAATCGCCACTTATGTAATCACAGAGAAACAACCTGGT
+TTATTAGGTGCTTCAGTGTATTTAAATCAAGTTATGGCGTGATTTAATGTCGGGGTAAAGCTATATAGCA
+CAATAGTAAGCCGTTGAAATTATCACTACATAACTTCAAGTTGTACAATGATCATATTTTTACCTGTTAC
+TTTTACAGTTAGCTGGTCGTCTTGTAGTTTTTCATTCATTGCAGAAAGTTTGATTAAATGGCCAACAGGT
+ACACTACAGCTATTATCTTGAGGCGTAGTTACAAGCATCTTTTCAGTTAAGCTATAAGCAAAAAATATAC
+TGGCTGCTGACAATCTAACAGTGACAGTTTGTTGCTCAATATAACCGTTAACCTTTGGTGAGAATGACAG
+CTGATTAGTCATAATATTAAAGTCTTTAATAGCGCCATTAGTTAAAGCACCATGGGTTTTACTTGCGCCA
+TCAAAGCGAGCGATATCAAGTAATTGAGTTAGCTTATCAACATCACCATTTCGATGGTCGAGTGTTAAAC
+CATTACCTTTTATTAATACCAAATTACGCAGATAACCTGAAAAATTAGAGAAATCACCGTCATTGACCAC
+ACTGGCGATACTGAGACGCCAATCAAAGTTATCCAAAGTACCACCATCACTAATAGCTAATTCAGTGGTA
+TGGCCTAAACCATTTTTCCATGGGATAGTTTTATAGTTTTCTGGAGAGAAAATAGTAAGCATAAGGATCT
+TCAGCGTAATTTTTTTGCCATATTACTTAGTTTATCTTCATAGGCAAGGTTATTTTTGTATGGCTTTATT
+TTGATATTTACATTAGCGCTTGCTATGCGAGTTGAGCTCACGGTAGAATCTAACCGCGTTTATCTAAACT
+CTATATGAAGATTAGTAAGCGCAACACTTGTCGGAGTGCCAAAGGCTGAGATCGCGAAAGCGGGATCCGT
+AAAACCTGATCAGATTAATATCTGCGTAGGAAACAAGAGAGAGTAATTAAGTCATTGTGCTTAGCTGTTA
+ACCAGACTCTTTTTGCCTCTTTTTAACTAAAAAATTAGTTAAAAAAACTCCGCCTATTTTTATTTTTTTC
+TTGCTTTTATATCAATAAAACAAGAAAAACCAAAAACAAGGTGCGACCATGAACAACTCAACCGACGCTG
+TTAATCCAGCGAAAAAACCACAAACACGACGTGAAAAGCGCGAAGCGGCAGAAGCATTTTTAAAAAATGT
+CTCAGACCAATCTTTTCCAAATTCTAAAAAAGTCTACGTGCAAGGTGAAATCCACGATATCAAAGTCGGT
+ATGCGTGAAATTACCTTATCTGACACCTTAGTTAGCGGTAGTAAAGACAAGCCAGTCTATGAAAAAAATG
+AACCATTATGTGTTTATGATACTTCAGGTTTTTATACCGATGAAAACGTTGAAATAGACGTTCACAAAGG
+TATTCCTCGTTTACGTGAAACTTGGATTGATGCGCGTGATGATGTAGAGACTTTTACTTCAACTCATTCT
+GAGTTTGCACAGCAACGTCTTGATGATGAAGGTGTTGATGAAATTCGTTTTGAACATTTACCTAAAATGC
+GCATTGCTAAAAAAGGTAAAAATGTTACGCAAATGCATTATGCTCGCCAAGGCATTATTACCCCAGAGAT
+GGAATATATTGCCATTCGTGAAAACTTAAAACGTGAAGAAGTAAAAGATGCAACGCTACTGCTACAACAC
+AAAGGTCAATCCTTTGGTGCTAGTATTCCAGAGCAAATCACGCCTGAATTTGTCCGTGACGAAGTAGCTC
+GTGGTCGCGCTATTATTCCAGTAAACATCAACCATCCAGAATGTGAGCCAATGATCATTGGTCGTAACTT
+TTTAATTAAAGTGAATGCTAATATCGGGAACTCAGCGGTTACCTCTTCTATTGAAGAAGAAGTTGAAAAG
+CTCGTTTGGTCAACTAAATGGGGTGCAGATACCGTCATGGATTTATCGACGGGTCGTAATATTCATGAAA
+CCCGTGAATGGATCATGCGTAACTCACCAGTCCCTATTGGTACTGTCCCTATTTACCAAGCACTTGAAAA
+AGTAAATGGTGTAGCTGAAGATCTTACCTGGGAAATATTCCGCGATACTTTAATTGAACAAGCAGAGCAG
+GGTGTTGATTACTTTACCATTCATGCGGGTGTGTTATTGCGGTATGTACCTATGACGGCAAAACGTGTCA
+CCGGTATTGTTTCTCGCGGTGGTTCAATCATGGCGAAATGGTGTTTAGCGCATCACAAAGAAAATTTTCT
+TTACACACACTTTGAAGATATCTGTGAAATTTTAAAGCAGTACGATGTGTCATTTTCATTAGGTGATGGT
+TTACGTCCGGGTTCAGTGGCAGATGCGAACGATGAGGCACAGTTTGCTGAATTACATACGTTAGGTGAGT
+TAACTAAAATTGCCTGGAAGCATGATGTGCAAACCATTATTGAAGGCCCTGGTCACGTGCCACTTCATAT
+GATTAAAGAAAATATGGAAGAGCAACTTGAGCATTGTGGCGAAGCGCCTTTCTATACGCTTGGCCCATTA
+ACTACCGATATTGCGCCAGGTTATGATCATATTACTTCTGGCATAGGTGCGGCTAATATTGGTTGGTACG
+GTTGTGCCATGCTTTGTTATGTAACACCGAAAGAGCATTTAGGTTTACCGAATAAAGAAGACGTAAAGGA
+AGGCTTGATGACCTATAAAATTGCCGCACATGCAGGCGATTTAGCTAAAGGTCATCCAGGTGCACAAATT
+CGTGATAATGCTATGTCTAAAGCACGCTTTGAGTTCCGTTGGTACGATCAATTCAATATTGGTTTAGATC
+CAGAACGAGCACGCACTTACCATGATGAAACCTTGCCACAAGAGTCCGGTAAAGTTGCGCATTTCTGTTC
+TATGTGTGGACCGAAATTTTGCTCAATGAAAATCTCACAAGAAGTACGAGAGTACGCTGCTAATTTAGAT
+AAAAATGCGATAAAAATTCAGCTGCTTGATGAAACCATTACCTTAACTTCTGATGAAGCGATTGAACGGG
+CGATGCAAGAAAAATCTGCTGAATTTAAAGCAACCGGTAGCGAAATCTACCAACTTGCTGAATAGTTACG
+GCAGATAAACGATGAATATTGCCATTGTTGGCGCAGGATTGATGGGGCGATTACTCGCCCTGTCTTTACT
+GCGAGGTAAACAGTCAGAAAGCGTAACCATTACTTTATTCGATAAGGATAATAAGCTCGCCCACAATAGT
+GCTGCTTATGCTGCTGCAGGGTTATTAACGCCATTGGGAGAGTCACTTCATTGTGAGCCTAATATTGTTA
+GTATGGGTTTTGAGTCGTTACGTTTATGGCCAGCTTTGCTCGACAGTTTGGATGAATATACTCTTTTTCA
+ACAAACTGGCGCTATCATGGTGAGTCATGAGCAAGATAAAGGTGATTATCAGCGCTTTGTTAGACACCTT
+AATAATAATTATCCAGAACATAAACTACATACGCTAGATCGTGCGCAATTGCTCGAGCTAGAGCCTGAAA
+TAGGACGAAGTTTTAATCACGGCTTGTACCTGCCACAAGAAGGGCAGATTGGTAATCGTCGTCTGTTGAT
+TGCCTTACGTAAACAGCTTGAAAAAGAAGGCATGAGCATAAATGGGGTTAACTCACTAAACTGGTTAAGT
+GAGTGTCAGGTATTTGCTATTGAAAACACTGACTCTAACAGCAAAGTTAGTTATCAACAGTACGGAGTCA
+ATTGTAGCCAATCATTTGATTTAGTGATTGATTGTCGAGGTACTGGTGCGAGTCGTAAAAATAGCCATAG
+TGCCTGTGCACCATTAAGTGACTTACGCTCAGTAAGAGGAGAATTATTCCAACTTTTTGCCCCAGATGTG
+AATATTTCAAGACCGATACGATTAATGCACCCTAGGTATCAGCTTTATATTGCGCCAAAACAAAAAGGTT
+TTTATGTGGTGGGTGCCACTGAAATTGAGAGTGACGATGATGCACCGATGACAGTGCGCTCAGCGATGGA
+ATTATTGAGTGCAGCTTATAGTGTGCATCCCGGCTTTGCTGAAGCCAATATTCGTCAACACGTTAGTCAA
+TGTCGGCCAACTTTTAGTGATAATCAACCTAAAATCACTCACAAGGGCAGTTTGATACAGGTAAACGGTT
+TATTCAGGCACGGATTTTTAATTGCGCCGGTGGTGCTTAAACAAGTATTAACACTGGTCGACAACCTGAT
+AAATAATACCAACAATGAGTTGCCCTACCGTGATTATTTGCACACTGAGCAACGACAAGAAGAGGTGATT
+TAATGAATATTCATATTAACGGAAAAGCTTACTCGTTAAGCCATGAAGTACATATTAGTGTTAGTTCAGC
+ATTAACGTTACATTTTATTGAACCACAACAGAGTACTTTTGCGGTGGCGCTAAATGGTGACTTTGTTGGT
+AAAGCAGATTATGACACCACGCTAGTAAAAAATGGTGATAGCCTCGATGTGCTATTGCCGATACAAGGAG
+GTTAATGGTGGCACTTAACATCTATGGGCAGCAGCTTGATAGTCGTTTACTTATTGGCAGTGCGCTTTAT
+CCATCTCCACATGTGATGAAACAAGCCATACTTGCTAGCGGCTCACAAGTAGTAACCCTCTCACTGAAAC
+GTCAAAATCCTGCAGAAAAAGCGGGTCAACAAATATGGCGTTACTTACAAGAAGTCGTCACCGAAGTGAA
+TGGTCACTTACTGCCTAATACCGCAGGTTGTAAAACCGCAAAAGAAGCGGTTACCTTGGCAAAAATGAGT
+CGAGAAATTTTTCAAACTGATTGGATCAAACTTGAAGTGATTGGCGATGATTATAACTTACAACCTGATC
+CTATTGAGCTACTTCATGCCACTGAGCAGTTAATAAATGACGGCTTTAAAGTCTTGCCTTACTGCACCGA
+TGATTTAGTACTTTGTCAGCGCCTTTATGATTTAGGTTGTCAGGTGATTATGCCGTGGGCATCTCCAATT
+GGCACAGGCAAGGGACTAATGAATCCTTATAATTTAGAAACAATACGTTTGCGCTTACCTAATGCAACCT
+TAATTTTAGATGCGGGTATTGGTAAACCCTCGGATGCTTGTTTGGCGATGGAAATGGGTTATGACGGTGT
+TTTGTTAAATAGTGCGGTTGCATTAGCAGATAATCCAGTGCTGATGGCAAAAGCCTTTGGGCAAGCACTG
+CAAGCAGGTGAACAAGGTTATGTAGCGGGGATTATGGATCAAAGGCAAACAGCGCATCCTTCAACCCCAA
+CATTAGACACACCTTTTTGGCACCAAAATTAGTGAGTTAAGCTGCTTATTGCTGTAGCACACAATTAAGG
+CGTCAAAGGTACTCATTGGCTAGCGCCAACTCCGTGCAATTTCCTTGTAATTGAGTACTACAACTGCAAG
+CAGCCTAACTCAGCTTTAGTAGTCTTCAGTTATTTATTAAAGGCTGTTGGTTAAAGTGCATGGATATCCG
+CTTAAATACTGCGGGCATGACAACTCATTGTTCACTGTCACTCCCGTGGTGTCTCAATCGGGAGTCTATA
+GTGTTTGGCTGTTACAGCTAATTGAAAGCAAAATAATTCAGAGAAATAATAAATGAAAACTGAACAACAA
+GTGGCAATCAAACCGATAATCTGGACTATTTCGGGCAGTGATTGTTCTGGCGGTGCGGGTATTGCCGCGG
+ATATTAAAACGGGGCATGGTTTGGGTGTGGAAGTATGCCACTTGATTACCGCTAATACTGTGCAGAATTC
+GCACCAGCTGCTATCGGTTAATGCCATATCGGTTGAATTATTGCAGCAACAAGCAGCGGTACTAATGGAT
+GACAAACCGCCATCGGTCATCAAAATTGGTTTAGTGGCTAACGCAGAGCAAGTACAGTGGTTAGCTCAAT
+TAATTGAACAGATTAAACAAGTTATTCCCACGCTTATTAGTGTTTATGATCCTGTTGGCCAAGCCAGTGT
+CGGTGGTAGCTTTAACAACCTTACTTTGGAACAGCTAAGCCCTTTATTACTGAAAATTGATGTGATCACA
+CCTAATTTGATGGAAGCGAAAAGCTTAGCGAAATTAGATGGGCTACCTGATAAAAATAGTGCTGAAAAGC
+TGGCGAATAAAATCCATCAAAACTTTGCTATTAACAGTATTATTGTTAAAGGTGGGCATATTCACAGTGA
+TGATAGGTATTCGATTGATTTCTGTCTTCACCAATTAAATCAGCTGAATGGCAAACAAGACAATCAAGAT
+AAAGCGCAAACAGCGATTAGTTACCAGTTAGGTGCACTGCGCATAGATAGTCATTATAGCCACGGTGGTG
+GCTGTAGTTTTGCCAGCGCATTAGCAAGCTTTCTCGCTCAGGGGTACTTGATACGCGATGCGTTTACTTT
+AGCAAAGGCGTTCATCAGCCAAGGCTTGAGTACTAGCAAGCAAGTAAGCGAATTACACGGTCATCAATAT
+TATGGTGCGTTTGAACAGCAAGGCTGGCCGCGTAATGCTGAATGCTTTCCCCAAGTTATTGATGAGCTCA
+GTCAGCAATATCAAAATTTACCAGCTTTTAACTCGTTAGATTTAGCAGAGAAAAAACTAGGCCTTTATCC
+GGTGATAGATTCATTATATTGGCTCAAGCGCTTATTATCTTTAGGTTTAGAGATTATTCAATTACGGGTG
+AAAAACTTGGCTGAAAGTGAATTAGAGCAAGTTATTATTACCGCCATTGCTTTGGCTAAAAAATATGATA
+CTCGTTTGTTTATAAATGATTATTGGCAATTAGCGATTAAACATGGTGCTTATGGCGTTCATATTGGTCA
+AGAAGACTTGCAAGATGCAGACTTAACGGCCATTCAACAATCGGGGATACGTTTAGGTATCAGTACTCAT
+GGATGTTATGAATTCTTATCAGCACAGCGCTTACAGCCGTCATACTTAGCAATTGGCGCAATTTTTCCAA
+CGAAAACTAAAGACATGACTGGGCAAATTCAAGGCATTGATAATTTGAGACAGGTATTATCTTTACGCCC
+TGAAAATAAGCATAAAATCCCTGTGGTTGCCATTGGCGGTATTAATCTTGAACGTGCAGCAGAAGTCATC
+GCTACAGGTGTGGAAAGTATTGCTGTCGTTACTGCAATAACAGAAGCTGAGTGCTCACATGGCATTTCAC
+CTGAGCAGGCAGTCACGCGTTTACAATTCTAGCTGAATCATGCATATTCGAGTAGAACGGGTATATGATG
+TCATTGATAGAAATAGGTTAAGGATAATAATGAAAGTTTTAGAAAATAAAATACCACCACCTTTAGTGGG
+TTTACTGATCGGGCTAGGAATGTGGGGGTTAAGTACAGTAACGCCAGTTATCTTACTAACAAATACAGTC
+AAATCAGTGTTGGTGATTGGTTTTATTTCTCTTGGTATTTTCTTTGATCTTGCAGGCATCATATCGTTTA
+GAAGGGCTAAAACCACGGTAAACCCGTTGAAACCTAATAAGGCAAGCTCCTTAGTAACATCAGGTATATA
+TCAAGTGACTCGTAATCCCATGTATGTTGGTTTTGTTGCTTTTCTACTGGCTTGGGCAAGCTTCTTAGGC
+TCGGCGTGGGGGCTCATTTTAATTCCATTGTATATACTTTATATTCAACGTTTTCAGATAGCTCCTGAAG
+AAAGGGCGCTAACAGTATTGTTCAAAGAAGAATTTACTCAGTATAAAGCACAGGTTCGTCCTTGGTTGTA
+ATGTCTGTGAACCGAAGTTCAAAAAATAATATGACTTATTCAGTATAAAAAAGGGGAAATACACTACTGT
+ATTTCCCCTTTTTCGTTATCAATCATTTATATTCAATGAAGTATTACATTGCAGATAATAGTCTTGGATT
+AACGACTAAGTTTCTTACTCCGTGGGCGTGATCTTCTTTAAAGGCATTACCTTTACACCATTCACCAACG
+GACTCGATATTCACCTTCGCCACTTTTGGACGAACGCTCCAAGTTACTTGAAATGGAGATCCTTTTTCAT
+TGTAACTAGGGCCTGTAGTTGATCCTGCGTATTGAATTGGGGTGCCAGTGTTATTTGGAATATTAGGCGC
+TTGATGTTTATCATTTTTAATACTGTGCGTAGTCAACTCACCAAAATCTAAAGCATTCTTATCATTCACT
+ACAACAAATACTTGTGTCTCGACACGAAATTGTGGGTTGATAGTGGATTCACCTAAGCAAGCACCTAAAG
+TATTGCCAGGCGCTGCTTGTGCGGTAGAGTGAACATAGTGTACTTCGATAGTATCGCCAGGCAATAAACC
+ACCGTGTGGGTTAGGACAAATATCTTTATTAACTTTTTTGGTTTCTTTACTGCTTAATTTACCCGTATAA
+ACAAAACCTGTTTGATAACCAGTACCATCGCCATTACCAGCATATTTACTAAACTCGCCACCTTTATGCT
+CAGCATTTTTATGCATATGGATATTACATAAATTCATGTTAGTAGATTCGGGTGCTAGACCAAAAATACG
+TGGATTATCACCTTGTTTCATTGATAAATCACGAGGTGATTGCGGTCCATAACCTTTACTAACCGTATTA
+TTTTCTAGCATAGCGCGTTGCTTTTTAATGACGTTATCTGAAACGTTGGTAGGCTCACTGCCAGCAAAAG
+CTGTTAGTGGAATTAATGCTGCAGCGACAGTCAGTGCAATAATATTCGTCTTCATTATGTATCCTTAAGG
+TTGTTGATTAACGAGTCACTTATGATAAATAGCGTTAAGAATTATTATTTGAAAAAGCTACTCTACATTT
+TTAGTGTATCGCAGAGGCATAACGTGTTTAAAGTGACACTAGCATCACTATAGTTTACGTCATGGCACAT
+ATGAGTAATTTTATGTTTTGTTTTTATTGCTACATCATAAGTTGATCATTGCCTATGCTACAGTAAAACG
+CGATGACAACCTCCTGACCGTCATGTTTACTATGTTAAAAATTGTAACCTGCAGGGTGAGTTATATTTGA
+TAATTAGCTTGTTGAATTATTCTGCTTGAGCTTAAAATAGTGAAAACAAAGATGAATATCAGCATAAGAA
+GACAATATGATCGGTAATAAACTACTGAGTTACAAGAAAATTTCTGTCGCTAAGGTGTTTGAAAAAGAAA
+CACAGCTTATTGCTCAAATACAAGCGGGAGAACTCAAACAATGCTTAATGTTATGGCAGGCCAAAGAAGC
+GACCCTGGTATTACCCGCAGGTAAGAAGTGGCTAGCGTCAGATGAACTTAAAGCGGGTTTGTTGGCCGAT
+GAGTGGCTTTTACAGGCGCGTAAAACTGGCGGAGCACCTGTACCACAATGCCCCGGAATAATTAACTTAT
+CTCACCTGTATCTTTGGTCAAATGATACGCCCTATTCAATAACCCAAGCCTATGAGAATTTATGCACAGT
+TTTACATGGCTTCTTTGGTCAATTTAATTTAATTAGCCAAGCACATGCTACAGAATTCTCTTATTGCGAT
+GGTGATTATAATATCAACTTGAATGGTAAAAAAATTGTTGGTACTGCTCAGCGAGTGATATTAAAAAAAG
+GTGGCGGCAAAATAGTGTTGGCACAAGCCTTTATTTTGATTGATGTGTTACTTGAAGAGATCATAAAGCC
+AGTTAATTTGTGCTACCAATTATCTGATAAAACCGATCGGGTAAAAGCGCAGGTGCATACTACGCTTTTT
+GAGCATATTAACCAGAAACCGACAATAGATAAGCTATATCAGCAATTGACTCAAGCTTTTGTTGATAGTG
+GTCTTTATCAATAAAATAGTCACTCTTAAAAATAACCAATCACTTATAAAATGGGTATTAATAAAGCGGG
+GTGACTGATGCTTAAGACCCCTTTTTTAGTTGCTGATAAAGATCTGCAAATTTAACGCGCTTTTTGTAAC
+CTTTGAAAAAATGCTTATGTATTACTTTACCTTTGTTATCAATGATTACTACACCTGGGTAAGGGATACC
+ATAATGATCACTGTCTACAGCGTATTCACTGTTTACAATACCGTAGGCCAACATTGTTTGTACTTTTTGG
+TCTGATAATAATGGGTAGTTGATATTTTTCTGATCAGCGAATGTTTTTAAAATATCAGTATTATCATAAG
+AAATAGCCGCTAAGCCATAACCTAGTTTGGTAAATTGTTCAGCATGTTCATTCAATTCTATTAGGTGTTT
+TTTACAAAAAGGACACCAATCAGCTGAGCGGAAAAATAAGATAATTAAACCTTGCTCACCACTAATTTCT
+TTGATGTTAACCGCTTGCTCTTGGGTATTCACAACCGAAATTTCGGGCGCTTGTTCACCGAGTGTTGGGC
+CTACATTAATGCTTGTGTTGGCAAAGGCATTATTAGTTAATAACAAAAGTAGTGAAAAAACTGAGATTGA
+TATTTTTTTATTGATGCGGGAGTAAATTTTACGGTTCATTTAGGTTACGGATCTTTGTGGGTTATGACCT
+AAAAGACCGCTTGATGAAATAAAAATTTCATTGTAAATCCATTACTCTGCATAATGTGTGACTACACTGG
+GAGTTCACGGTTCTTTGGCATGCAGGCATTCATTTTAAGTAATGGTTACTTTCTTGGTATCTATTCTTGT
+AGAATCAAGAATTAACGAACAAATAACAGCAAAAAAACGACATTTTGGTCGTTTTTTTATGCTCGAAACA
+AACATATGATTACCCATGTAGGTAAAGCTGTTAACATGATCGGCATTAAAAATTTTTACTCAATAAAATT
+TAAAATCTTCTGAATACATATGACTGATAAAAATGATGACAGTATTTGTCCTTTATGCCAGCAAAATAAT
+CGCTGTGATGTCAAAGCGGGTAGTGGTTGTTGGTGTATGAATACTCCAGTTCCCGAGGAGCTGTTAGCAC
+AAATACCAGCGCACCTCAAAGGTGTCAGTTGTGTCTGTAATGCATGTATTGGGCGTTATCAGCGTCAACA
+ACATTTAAATGCTAATGTAGAATAGTTTAATGACTATGTTTTAAAGCGTAAAAATAAAAGCACATTAGTG
+TAAAATCTTTTAGTCTCTACCTCTACGCAAATCGTGCGCATCCAAATAACATATTACCTATGAATGTATT
+TTCTCGAAACCGTTATGAATAAAACCTCAAAGGCTTATCAGCCATTACTCAGCTCCAAAGCAAAAATTGC
+CATTATTGGTGGTGGCGTTGCAGGCTCAACTATTGCGTTGCGTTTTGCTGAATTAGGTTTAGATACCACG
+CTGATAGAAAAAGGTCCGAGCTTAGTTAATGGTCCGCCTATTTGTCATTTACATGCTGGCGGTAACTTGT
+ACCGCGAGATTTGTGATGAGCAATGTCTTACCTTATTAAAGCAATCGATAGATACAGTTAAAGTTTATCC
+ACAAAGTGTCAACATTCGACCAACGGTTATAGCTTTGCCTAAAACGGATAATGGTCAGCCTGAAGATTTA
+TTACCTCGTTTAGAGAAGTTACGCGCTAAATACAGTGAACTTGTGGCTCAAGATAGTCGTAACAAGGTAC
+TCGGTGAACCGGAAAACTATTTTAAGTTTTATTCACGGACGGAGCTTGATGCTTTATTGGATTTACCTTT
+ACCAAAAACGGCTAAGAATGATAGTGATTGGTTAGTCGCTTTTGCACAACACGTTGATTTAGATAGTCTT
+AAATTCCCTGTGTTACTAGTGCAAGAGTATGGCTTGTCAGCATTTCGCTTTGCCGCGATCGCGAGTTTAG
+CAATAGAGGGTTTACCTAGTTGCCACCTTCAAACAAATAAACAAGTTATTGCTATTGTTCAGCAAAAAAA
+TAGCTTAGGTTGGCAAGTATCCACTCAAGCATTACCTCAACATCAGCAAAGCCCAACTATTATTCACCAG
+CATTTTGACTATGTCATTAATGCGTGTGGTTTTAAAAGTGGTGAAATTGATGACATGGTCAGCGCCAAAC
+GTAAACGTATGGTGGAATTCAAAGCGGCTTATGTTGCTCATTGGCCTCAATGCCAAGGACTATGGCCTGA
+GATTGTTTTTTATGGCGAGCGAGGTACTCCACAAGGTATGGCGCAATTAACCCCTTACCCTGATGGTTAT
+TTTCAGCTACATGGCATGACGCAAGACATTACCTTGTTTGACCAAGGGTTAGTCGCGAGTTCTTTAGAAA
+GTGCGCAGCCGCAATTAGCAAAACGCTTTATCGAAAAGATTGATAAAAAATGGCCTGAGCAGTTGGTGCA
+TAATAGAACCTTAGGCTCTATCGAACATATTGCTCAGTTTATTTCAGCTTTTAGCTCAGCAGAAGTCGCA
+GCAAAGCCATTATTTGGTGCTCAGCAAATTCCTGGCGAAGATGCTGATTTACGTGCAGCTGATGTTTCAT
+TTTATGGTCAACATTATGCGCGTGCAGAAATAGTTAAAGCATCCTCTGCGTTAGCTGCAGGCGATGCAAT
+ATTAAAAAACCTAGTCGATTGTGGATTAATAGCAGCGTTAGAATTAGGCCGCTATTTAACAGAACATTAC
+TTCCCCGTCAGCCAACAATGTTCCGAAATTGAAGTAACAGAACGAGCAATAATGTTAGCCAAGCAGCGAG
+AATATCCAATAGCGTTAGCTAAAAATCTATAACTAATCGTTAGGTTAGCTTTTAACGCTTTAACGAAATC
+AGTAGTTCATTGAAAGTATCAAAGCACCACTGCGGGCCATATTGATTGATGTCTTCACCGTAGTTATAAC
+CGTAAGTTAAGCCAACACTATCTATGTTGGCTGCTTTTGCAGCTAAGATATCGTTTTTAGAATCTCCGAT
+CATCACACACTGCTCAGCAACAACGTTAAGTTGCTTCATGGCATAATGTAATGGTGCTGGATGTGGTTTT
+TTATCCGCTAACGTATCACCACCAATTAATAACTCAAACAGGTTATCAATACCTAAGCCCGTTAATATCG
+GTTGAATGAAAATAGCAGGTTTATTGGTAATAATCGCAAGACGAAAGCCAGCCGCTTTTAATGAAAGCAA
+CCCTTCTTGCACATCGTCATACAATACTGATTCTATGCATAAGCACTGCTGGTAATGGGCTAGAAAAATG
+GTTAGCGCATCTTTAGTGAGCGTTTCATCTAATTCTTTATCAATGATTGCAGAACCCGATAATGCTCGTT
+CAATTAATACTTTGGCACCATTACCCACCCAATGGTGAATAGTGTCTTGATCGAAGGTCGCTTTGTTTAA
+ATCTTTAAGGGTTCTATTTACGGCTAAAGCAAGATCAGGGGCACTGTCTACTAAGGTGCCATCGAGATCG
+AATAAGAGTACTTCTTTTTCTTGCAGTTTCACTGTTTTCTCTTGCTGAATATTCTATGTTGAGGCCAATG
+TAGCATGAAGCATAGTACATACAGCAATAAATCAGTTCGTTTATTAATTTTATCTAGATAACGCATGTAA
+ATGATAATGGTTTTTATTTCGTTTACTGGTATCATATCAGTATTCTGACCCGTAATCATTAAAGGGCTTA
+TCACTGCACCTCCAATGATTACGGGTTTAGTTCTTTCTTTTAAATTACCTTTGCCCGATGCAAGCATGGA
+ATATCAGTGTCTTACCTTTTAAATAATATCAATTGCTCTAGCCCGCGTTGGGCAGTTTTCTCTAGGTCGG
+TAGCGGCCACCTTGGGCGGCTACGCTTTAGCAACATCTAGCTCTCTTTTTATTGGTCAATTACTATTAAA
+TAGTGCCGGAAAATATCAAGCTATTCATATTGGCTTATTACTCTCCTTTCTTGTGTATGCCTGCGCTGCT
+ATGTGGGTATTTTCGGTATCAAGTGCCACTAAGGCTTGGATAGGTTTAATAAAAGCTAATATTTTCTTAG
+CGATAGGAACCTGGCTATTAATGCAGTCTACAGGTGCGAATAGCTGATGAAAGATAACTTTAGACAGTCG
+ATGAAGTGGTTCCATACTTGGGTCGGCCTGAGTGTCGGCTGGATTTTATTTTTCATGTTTTTAACTGGAA
+CACTTGGTTATTTTTACCAAGAAATTACCCGTTGGATGGAGCCAGAGCGACCATTCATTCAACATAATAT
+TAGCACTGAACAGTTAATTACTATTGCCCAAACGTACTTGCAAAAAAATGCTCAGGGCGTTGATGAATGG
+GATATTAATTTACCGACTGTTCGCAATCAAAATTTACGAGTGGGCTGGCGTAATCCGTCAGAAGCGGGGA
+AGAAGCGTGGTCGGTATAAGACAACAGTGTTAGATATAACCACAGGCGAAAAAGTCGAGAGCCGAGCAAC
+TGGTGGCGGTAGGCTGCTTTACAGAATGCATTATCGTTTACATTATTTATCAACTAAAATTAGCTATTGG
+ATCGTGGGTTTCTGCGCCATGCTGATGTTATTAGCCGTTATCACCGGTGTCGTTATTCATAAGAAAATCT
+TCACTGATTTTTTTACCTTTAGAGCAAAAAAAGGTTTGATTGGCTGGTTAGATATTCACAATGTATTAAG
+TGTTATTGCCTTGCCATTTCACTTTATGATTACCTACAGTGGTTTACTTTTTTTCCTTTTTACTTACATG
+GCGCTCAGTACTAATCTGCAAACCAATGAAGATGAATATCGGGAAATGCGTAAAGAGATATACCCTCGAA
+CTAGTCATGCAGATAGTGCGAATCAACCTGCAGAAATGCAAGATATTGCATCGTTATATCAACAAGCAAA
+AAATACGTGGAAAAATGATGAACTCAACGCGGTTGAAGTGTTTGCTGCAAACGATATAAATGCCCAATTC
+CTTTTTATTCGTCATGAAACCGATATCACTTATAACCCTAATGACCAAGTAATGGTTAACGCAATTACCG
+GTGAAGTCATTCAACAAACACCGAGAGAGTATACTGCCGCCGGTATGATTCATAATGGTTTTTACTCATT
+GCATGAGGGACAATTTGCGGGACCACTAGCCCGTTGGATTTACTTTTTAACCGGTCTTATTGGCACCGCA
+ATGATTGCTTCAGGTTTAATTCTTTGGACCACTAAACGTAAACCGAAACAACTGAAAAAACCGGACGGCC
+CCGATTTTGGTTACCGACTAGTTGAGCAACTCAATATTGGTACTATTGTTGGTTTACCTATCGCTATCGC
+TATGTATTTTTATGCTAATAGGTTATTACCTGTCGGTATGGTTGATCGAGTAGATTGGGAAGCTAATGTG
+ATGTTTATCAGTTGGGCACTATTACTAATTTATCCTGCGTTTCGTTCGCCTACTAGAGCATGGCTTGAGC
+AGCTACAACTTGCAGCACTGGTTTATATGGCGCTTCCGTTGGTAAATGCATTAACCACAGATAAACACCT
+AGTTAATAGTTTGCAACAACAGGATTGGGGCCTAGCTGCTTTTGATCTGACATTCTTCACCGTTGGTTGT
+TGTTTTGCTTTTTCGGCCTATAAATACAAAACACTGCAGCCTGAAAAAGCAATGAGCAGAAAAGCAATTC
+GGCAAGACAGTGCAATAGATAATGAAAGTCGACTGCAGTTACAGTGCATTAGTAAGGAGAATGGCTAATG
+TTCTTATTAACCAGCCTCAGCTTTTTAGTTATGGTGCTTTTTTGCCTTGCGATGAACAAACATCGCGAGC
+AAGTATTAACGAAAACACTACCTAAGGTTGCGATATTACTTTTCAGGCCTTTAGCTTGGCTAGCGCTGCT
+TTTTATCGCCTATTTAAGCGTGGCATTGTTTGGCTGGTCTATTGGCCCGGCATTTTTATTCGGTGCACTC
+ACTATGGCAACGTTATTACTGATAATGGTACTGACTTATCGCGCGAAAATAATACCGCAACTTGCTCTTG
+CCTCGTTATTAATTGCTGGCGTCAGTGTATTAAGTCACTAGTCACTAGTCACTAGTTGCTGGTATTGATG
+TATTGCTTATTACCAAGTACTTGCTTACAGTCTTTGCCTCACGATTGTATCGTTATTAGTAACATGTAAG
+GAAGTATCTTGGAGTTTGCTGGTTTAACTATTGAAATAGCATTATTTTTATTTACCATTGCCATTATCGC
+AGGTTTTCTGGATACCTTGGCGGGCGGAGGCGGTTTATTAACGCTTCCTGCACTAATGATGAGTGGTATA
+CCACCACTGGTAGCGCTGGGTACCAATAAGTTGCAATCTTGCGTGGGTGCTGGGACGGCCAGTGTGATGA
+TGTTACGTAATCGGCGGGTAAGGTGGCGTCAGGTTAAAGAGCTAATGCCAGCTGCTTTTATCGGCTCTGC
+TATTGGTACAGTCATTGTTCAATTCGTTAATACCGAAGCTTTGACGTTTATTATTCCTGTGGTGATTAGT
+GTTATTGGTATTTATTTCTTGGTCACACCCACCGTTGATGCTGATAATAAACCTGCGAAAGTATCGACAT
+CAGGTTATAGAAATTTTGTCGTGCCTTTGATCGGTTGTTATGACGGAATTTTAGGGCCAGGTACAGGATC
+ATTTTTTACTTTAGCTGGTCGTGCTTTGCGAGGTCAAAAATTTCTCGAAGCAACTGCGATAGCTAAAACG
+CTGAACTTTTCCACCAATATTGCCTCGTTGATCGTGTTTTTATTTGCCGGGCAGGTCATTTGGCTGGTTG
+GTATCACCATGATGTTTGGCCAACTGATTGGTGCGTGGTTAGGCTCTCATTGTCTCTTTAAAATTCCGAT
+AAATTATTTAAGATATTTAGTCGTTATCATGTGCTTTGGCATGTTGGCTAAATACATAACAACTTAGTTG
+CCCTGATATTTTAAGCGTAAACAAGCTCCGTAATATGTCAGGCTTTTTATGCTTGTTATAAGAATAACGC
+TAAGCGTGTATTAAAACCGCTACTTCTACCTTGTAAATTACAGGCTTCAGAGATAAAGCTACAACGGTCT
+AAGTCAATCCAACGGTAGTTGAAATTGACGTTAAACTTTGGTGTTAACCACCAAGCAAAACCGACAGATA
+ATATCGAGGTATCACCAGCAGCTAAGCCACCGTCGCTGCCATCAAATACCGACCAACGAGTACTGACTTC
+TAATGCTCCCCAGCCTCCTTGTTCAACACTACGTGCTACGCGTAAAGGGGAGAAGGTGCCACTCCTTTTA
+TTGTATTCACGCATTTCACCGGTTACTGAGAATACGGCACTAACGTGGTAGCCAGAAAGCTCGGGATTTT
+GTAGATAATCAGCCGCAACTTTACTTTTAGTATATTCACCAATCAGCCAGACAGGACCTTTACGCCAAGA
+GGCTTCAAGGTTATAAGTAACACTGTTATCAGCATCAATGTTTCCGGTATCGACAAAGGTGGTTGATTTG
+TTAAATTCAGGTTCAGAGGCGTATCTTAACCCTTCCTTTGCATTGCTATACCGTAGACCAAAAGCCAGAT
+GGATTAACTCATTTTCATCTTCTGATAGATAAGGTAACCAAGTTGTTCGCCCCACTAGTTCTGTTGAGTT
+TTCGCTAAGTGAACCTTCGTCTTCTATCCAGTTATTAAACACACCGCCTGCCCAAGTTAGCTTTTGATTA
+AGTGTTATGCCACTTAATACAGCACCAAAGTTGCGTGAGGGCAGTAATGCATCAGAAACCAAGGCGCGTT
+CCTGCATCGGTAAAAAAGTCATACTCATGAGCCTTTCCATAGAAATAGGCTCTTTTTGCTTACCGATACT
+GAGGGTAGTGTTATAAATGGTAGGTATATCAAGACGCCAATCCATAAAACTCACATTATCTGTAGTGTTG
+GTGTCAAAACCCTTATCAAAGGTATTGGTTGCTCCAGTGATCATATAAATCCAGGGTTTATCAAATTTTA
+TTGCCCCCGCGATCCCAAAACGTAGCGCTCGAATTTCACCGCCATTAAAATCTTGTAAATCTCCCACTTG
+CGCTAAGCTGTCTTTGTCTTGCGATTCCCAACTTTGCCTGTCTAAAGCCAGTGCCCCAATTAATATGGTA
+GAAAAATAATCATTATCAAACTTTATCCAATCTGCATCTTTATAATTACTGGGTAATACAATTGGCGGAG
+GAGTATAAGATAGCCAACCTGTACGTTTGGGTTTTACTCTTTTTTGTTCTGCTAGCGCTGAAATATTACT
+TTCGGCTCTGAGGTTATTTCTAATAATTACACCGTTATGAATGGCGAGCAGTACGTGCTTTTTAGTATCG
+AGTAAGGCCTCAATATTCTCGTGGGGGTCAACATCTAAAATTAGAAAATTGGCAATTTTACCTGACTCTA
+GTGAGCCGAGAATAAAACCATTTTGGGCATCAAAAATGATATCACCATGGCCAACGTCAATGTCATCTTG
+CGTCACAAGGTCGAATAATTTATTAGTGATAACTAAGTTAGCGGTGGTGCTCTTCTTTTTTTTTGCAGGG
+TCGACAAAAGTGATATTGCGGATCACTATTTTCTGTTCAACTACTTCAGGGATATTTGCTATTGGTTCTT
+CTGAAACTTGCTCGGCTTGGCAAATAGACAACTGAGTTAACGTGAAGATGACTACTGATAGAGTAGTCCA
+GATCATGGTGAATATATTCTTTTTTATCTTCATCATGTCCCTATTTTTATTAAGTTATTTATCGTGTTGA
+TATTATTTTAGACTAAATTGCTAAACGAAGCCTTAAACCATAGATAAGTGTGCTGTTGTCTAGGGTATTT
+AGTGCAGGATTAGCGATATATTGTAAATCGGCTGTTACCTCTAGATAATCTAATGGTTTCATAATGTAGA
+AAACCTCGGTGGTATATTGGTCGTCATTACCTTTAACTTGCCCCCAGTTAATGGCAGCGCCGAGATTATT
+CTCTTCACCACCCAAACCATAATAACCAAAACCCGCACTGATTGATTTTTCCATTAAGGTGCCAGCATCT
+TGAGAATACCCAGCGCGAACAAAGGGTAACCACTGACCATCAATTAAACGTGAAGCAGAAAAATTGATGC
+CATACCCTCTGTTAGACCCTTGCTCCACACTTTCGTCGGCATGCCAAAGCGTAGCGTGGATGTTATCGAC
+ATATATCTCGCCTTGAGATTTGGTCCAACCTAGCTCAATACTTTTGAAGTATTTATTCTCTTTAAAAAAG
+GTTTCTAATCCGTCGATAATATTTGTTGGATCTGAATTCATATCAACCAAACTAGCCACGATATAATACT
+CATCAGACAACATTATTCCGCCTGCAGCACCTAACGCAGCATCACCAGGCAAGGCCATTGTGGTGGTGCC
+AGTACTAAAGGCAAAGTTCATAAAGCCTGTCCATGGGCTGGCCATGGCAAACACGTCGACAAAGTCCGTT
+ATATCTAAAAACCCCGCGACGAAAGATGCTCTTCCGTTCATATATTTTTGTTTGTAATACAGGTTAGTAA
+CTCGAAAACCTTGGTCACTAAAAGGGGGAGTAACAAGCCCAAGCCCACCGGTGCCAAATTCAAAGTCTTT
+CACTGAGGTATCTGTATATGAATGGCGGTGTTCAACCTTCCAAACTAAACCGCCCACTTCTTTTGTGCCA
+ACGCCAATAGGGTTCCAGCTACCATAAAAACGAATCATGCTACTGCCAGCGTTATCGTCTGAGCCAGTTA
+ATACATTATTCGCCCCAAGAAACACGGTAGAATAATCTACTCCCATGTTGATATTGTTGTGCTCTAGCTG
+AGTTTTGAAGTCAGGTTTAGATCTTTTATTGTCTTCAGCTATTTGGTTATCAACGGCATCTGGGCTACCA
+AAGTTAGCGCTCTGACCTTTTACTAAATGGTCTTGTGTAGAATTATCTTCTGTAGCGTAAGTTGATGCAG
+TGGCTAATAAGCCAGTAATGACAAGAGTAAGAAGAGTTTTATTAGTCAGCATAAATTGATTCCATTTTTT
+GCTAAGCGTGTTGCTTCTATCGCTAAAGTACTTGTAACAAAAGGGTATTTACTTCTCAGTAAATACCCTT
+TTATATTAATTGGTTACAAGGTTAAAGCGTGTTTTTATGCACTTGACCATTTTTCATGATTAATTTGAAC
+TTAGTTTTGTACTCGTTCAATACTTCAATGTTTTTAAGTGGGTTACCGTCGATTAAAATTAAATCTGCAT
+AAGCACCTTTTTTGATAACACCTAAAGCACCATATTTATATGGATTCATACCACCAGACCAAGTTAAAAC
+TTCAGCAGCATTAGATGTACCCATCTTCATGATTTGTAGTGGTTTAGCGCCAACTTTACCCATCCAAGTC
+ATATTTTCAGCTTGCTTAGTATTGTAAGCAGGGCCAAACATATCTCCACCGGTAACAATTAATAAGTTAT
+GTTTTAAAGCCCATTTAAACATTTGTGTAGCACCAGAGTTTACTTTTTTAGCTTTCATTTTTTGATCAGC
+GCTAAAGAAGGTAATTGAGTCTGGATCGCCAAATGCTTGTAATGACATTACCGACTGAGCAGAAAGGGCA
+ATACCTTCTTTTTTCATACGTTTAATGGTTTTTTCTGATACTAAAAAGTTATGTTCAATAACTCGAACAC
+CGGCATCAATGGCACGGTTTACACTGCGATCGTGGTATGCATGTACTGTTACATATGTGCCGTAATCTTT
+GGCAACTTCTACAGCGGCTTCAAATTCTTCAACAGAAAATTGTGTGCTGTGAAGTGGATCAAATTCACTG
+GCAACACCGCCACCAGCCATTAATTTTAAATGCGTTGCACCAGCACGTAGATTTTGACGAGCTGCACGTC
+GTACTTCTGTTTTACCATCAACAATATAACCAAAACCATGACGCTCTAAATCATCAATAGCACCAGGTTG
+GTCATTAAATCTGCCCGTATCAGCATGGCCTCCGGTTTGACTTAAAAAGCCACCAGCAGGGAAAATACGA
+GGCCCAGGTAATAGGCCATTGTTAATTGCTTTTGCTACACCTAATACGTTACAGCCAACATCACGTGCAG
+TAGTAAAACCTTGGTCAAGGTATTGAGTTAAAGAATGAGCTGTTCGAGCACCCATTGCCATTTGATCATA
+GTTATCACGACCCACTAACATACCTTCTTGTAAACATAGGTGTGAATGCATATCGATAAGACCTGGTATC
+ATGGTTTTACCTTGTCCATCAATGACTTCAACGTCAGCTGCGACTTTTAGGCCGCTACCTATCGATTTAA
+TTAATTCACCTTCAATTAATACGTCTTGTTGTTTACTTAACCCCGAGGATGTACCGTCCCAAATTTTAAC
+GTTTTTAATCAATGTTTGATCAGCAGCAAAGGCTGCTGAAGTTAGTGAGAACGCTGCAACAGCGCTAATT
+ACCAACTTACTAGTGGCTTTACTTATCAATGTATTTTTCAATTTCATTATCTGTCCTTTAATCAATTAGA
+GGTCTGTTTGCAATGGAATGCAGCATGTTAAATGTAATGATTGAATAATAATCATAGTAACAAACGTTAG
+ATATGCCATTGGTTTGATACGTTTATTAATAAAATAAAGTTCATAATATTCAATGTTTTCACTTCACTTC
+ATCATAATTCACTGACGATAATTTTCTTGTCATATGACGACAAGAAAGCTAAATTATTGGATAGTCATTC
+TTTAGAAGTGGCAAAATAATACAGGACGTAAAGTTTGAAAACTGACATTACCGTGGTTAAAGCCAGTCAT
+TTACAACCCTTTATTAGCTTTTTGGATAAAGTGGGGGCTCCCCTTGATCGTTTATTAAATCAAGTGAATC
+TTCATGCCGATTATTTTTCCGATCAGGAAAACTTGATTGCAGAAGCACCCTTTTGGGCATTGCTCGAACA
+TGCTTCATATAGTCAGGGTATTGAAGACTTAGGCTTTCAAGTTACTGAACAATTGTCTCTTGACAGTTTT
+GGTGTTTTTGGCGCTAAGGTGATGCAGGCGGACAGCTTGCACCAAGCATTAACCACTTTTATTCGTGATA
+TGGGACAACAATCAAATTGTCCGCCTTTTTGGTTAATGGAGCAGGGAGCCTTCGTATGGTTTTGTCGGTT
+GGGCACGCAAGGTATTAAAAAAGGTCACTGGCCAATAGAGCAACATGTGATCAGTTTAATGATTCAGCTA
+GTGCGTGGTTTTACTACAGCTACTTGGACTCCACCAAAGGTACATCTACAAACTCATACGCTTAAAGGCG
+CTGACAATACGGCTTCCTTTAGTAATAGCCAAATTCTCATTAATAAAGCCTTTACTGGCATATGTATTTC
+CAAATCACTATTACTTAATGGTGCAGTCATAAAGCCTAAAGATAGAGTTGCGGAAGAAGTGGCTCATCAA
+ATGACTATTTCAACGGTTAATAGCCATGTAATTAAAGAGTTACTGATGCAATCATGTGCAAATCAACCGC
+TTAATGCGCAACAAATTGCTAACTCACTTGGGTTAAATATTAGACATATGCAGCGACTGTTGAAAGAAGA
+GGGATGTTCATATAGAGAATTAAGTGAACAAGTTCTTTTTAAACAGTCGCAAGTAATGTTGAGCACTGAA
+CAATTATCAGTGCTTGAAGTTGCTTTAGCTCTGGGGTATTCAGATGCGGCTAATTTCACTCGTGCTTTTA
+AACGCTGGTCAGGACTTAGCCCAACTCAATATAAACTGTTATTAAATTAGCGCACTCTTGTTTATAGCGA
+CAACATCACAGTATGAAGTAGTCGCTAAATTGTCGTTAAACTGGCCAGTTCCTCAGAAAACAGATCACTT
+AAAAAAATGAGTGCAGGGAACACATGGAAGTAGCTACGCATAAAAAACTGAATCGTTTCATTAGCATGAT
+TAAGCTCCATAAAGTGATCCATAATTCGTCTGCCTTTATAGGCAATAGAGCAACATATAATGGCGGTAAT
+GGCTAAGCTCGGCTCAGCTGTTTCGGCAACTAAAGCATTAGCAGAAGTAATTATCATCAATAAAACCCAA
+GAGATATCTAATGCATTTAGTGTGAAGATGTTCTTTATCATGAGTATTCCTTATCGAAGTACATATAACA
+GTGGAAAAATAATCACCCAAGCGAGATCGACCATATGCCAATAACAAGCAATGGCAGTTAAACCAATATG
+ATTTTTCTTGGTATAACGACCAACTTTGAGCTGGTGAATAGCCCAGAGTAAACTACCGCTTGCCCAACCA
+ACATGTAGTAAATGATTAAAGGTCATGTAGTAATACATTGTGTAGAATTTACTGGTATTGGTTACAATGC
+CTTGATCTACATTCCAATGATATTCCCAAACTTTAATCACTAGGTAAATACAGCCACAAGACACTGCTCG
+CCAAAGCCATTTTATACTTTGCTCAGGGTCATCCATACGAATAGACGCCAGTGCTTTGGCAACAAAATAG
+CTACTACTGATTAAGGCAAAAGTATTTAAGGTGCCGGCTAACGTGTTTAACTGTTGTGGCCCTTGGTTAA
+ATTGTTCTGGATAGTGCGCCTTGGCAATAAAGTACACTAAAAAAAACAGAGCAAACTCAGTCATTTCGGC
+AAATATACCGACCCAAATTGCCCGGTTACCGGGTATTTTATTAAGTGTTTCGGGTTCTTTAGTGACTGAG
+CCACTGCCATTTAAATTAAAACCTGTTGCTGTAATAGTCATATAATTCCTTACTCGTAGACAGGTGACTG
+ACTAATGTAGAACTTGTCTTTAGAAGTGAAGTTAATAATTTATAGTTGCTTACAAAAAGCGACTGGTCTA
+AGCCGCTTTATTGTAATTTTATGAATTAGTTACGAAAGAACACCGTATTCTTCTGCACTAAAATATTGGG
+TTGTTCAACCGCTTGAATGATGAAATCAAAGTTGGTAATTTTCTTCTCAAGCTTGTAACCATCTATAGCT
+AAGGTGACGGGGATTTCTTCCATAACACCTGCGCCTATTCGCACATTTTTGGGAAGTTTTATTTCTATGT
+CGTTTAAGTTCTCAACCTTGATATCAAAATGTAAGGGTTGTTGTGTTTTATTCAGAATCTTTAAGGTATA
+GGTGTTTTCAACCACGCCTTCATAATTAACGCGATACAAGGCAGTTCTATCGCGGATAATATTCGCTTCT
+AACGGAATTCTGCTATCAATCCAAATACCTAATAACAAGGTAAACATCAGCGTTAAACCTGCGTAAGACA
+CGAGTTTTAAATTAAAGCGACTGCTTTCTTTACCAGCAAGTTGTTGTTCACTGGTATATTTAATCAAGCC
+TTTAGGGTAGTTAAACTTTTCCATGGTTTGGTCACAAGCATCTATACATAAACCACAGTTAATACACTCG
+TATTGAATACCGTTACGGATATCTATTCCTGCAGGGCAAACATCGACACATAAATTACAATCAACACAAT
+CACCTAGACCAAGGGCTTTGGGATCATCTTTACGTTTACGGGGTGCTCTATTTTCACCACGCTCGGCATC
+ATAGGCAACCAGAAGTGTGTTTTTGTCAAACATGGCCGACTGAAAGCGCGAATAAGGACATAAATGAATG
+CAAACATGTTCTCTCATCCAGCCCGCATTACCGTATGTGGCTAGGGCAAAAAACACCACCCAAAAAGTCA
+CAGCACCGCTCCAATCAAATGTCAGCATAGTGCTATATAGTTCACTCACGGGAACAAAATACGAGATAAA
+GGTTGTTGCGGTAAATATCGACATTAACTGCCAAATAATATGTTTTAGTGTTTTTTTGTAAGCTTTATTT
+AGGGTCCATGGGGCTTTATCTAGAGCCATTCGTTTGTTGCGAGTACCCTCTATTCTATGTTCGACCCAAA
+CATAGGCAAGTGTCCAAACGGTTTGTGGACATACATAACCACACCAAACTCGTCCAAGCCAAGTGGTGAT
+AAAAAATAGCGCGAAAGCCGCCACCATAAGAATACCAGCCAGTAAAATAAAATCTTGTGGCCAGAAAGTC
+AGATTAAAAATTCTAAACTCTTGTTTCACTACATCCAGTAAAACGGCTTGTTGATCGTTAAATTGCACAA
+AAGGCATGGCAATAAAAGCAAACATAAGTAGCCAGTTAATATATCGGCGTATTTTTTGATAAAAGCCTTT
+TTGCTCTCTCACATACACAGATGTTTGAGATTTATAGGGCTTAATAATGAGGTGCTCTTCTTTGATATCA
+AACTTCATAAATTACTACAGGGTCATAATTAAGTAATTACTCTATATCAATAATCACGCCAGAATGCTGA
+GTATTTAAGTTGTTGTATTTTATTGAAAAAATAAGGATGTGAACGTCTCGATGACACGGTATATCGCGTT
+GGCGCGATATACCGTGTCTTTTGAGTGCTTCATTTGGGAAGGGTATAAGTTTAACCGCGCTTGATTTTAA
+GCTTTATCATCCTTGAACGTAAGGTACTATCGGGTAAACCTAGTATTTTGGCTGCGCCATTTTTACCGCC
+AATCCGCCAGTGACAGTCATTTAATACCTCAATGATGTAAGCTTTTTCAATGTCAGCCAAAGGTTTGTTA
+AAGGTACGTACAACCGATTGAGATTTATCAAACTTTTGTTGAATTTGAAGCGTTGTCGAAGTGGATAGAA
+TAACCTCACGCTCAAGAATGTTTTGTAACTCTCTAATATTCCCTGGCCAATGATAACTCGCCAATTTGTT
+TAAACTATGTTTACTTATGCTTTTGATATCTTTATTAAGTTTAGTATTAAGTTGCGCTAAAATGCTGTGA
+CAAAGTAAGGGAATATCTTCTATTCGTTCTCTTAACGCGGGCATAACGATAGGGAATACATTCAAGCGGT
+AATATAAGTCCATTCTGAACTTACCTTGCTCAACCATGGCAAGTAAATCTTGGTTGGTAGCGGCAATAAT
+ACGAATATCAACCTTGATAGTTTTACTGCCACCAACACGCTCAAATTCACGCTCCTGTAAAACACGTAAT
+AACTTACTCTGCGCATCAGGGGAGAGCTCACCAATTTCATCTAAAAATAAGGTGCCTTTGTCGGCGAGCT
+CAAAGCGGCCTCGCCTTTTTTCACTTGCGCCCGTAAATGCACCTTTTTCGTGTCCGAAAAGCTCCGACTC
+TAACAAGTTTGACGAAAATGCAGCACAGTTTACTTTTACTAAGGGAGTATTATGGCGTTGACTCAATTGA
+TGTAAATTACGTGCGACTAGTTCTTTACCTGTACCATTTTCACCTAATATGAGTACGGTGCTATCTGTTT
+GAGCGACCAGTTTTATTTGCTGTAACATGGCAAGAAACTTTGGGCTGTTACCTTCTAATCCCGAACCATG
+CCAGTTTTCATTTATTTCTTCTTGCAAATAGCTGTTTTCCGCCTGTAGTTTTTCAGTGAGGTCTTGTACT
+TTTTTCAAAGCAGCTCGTAAGTTGCTATCGGCGAGTCTTTGTTGGCTAACATCACGGAAAACAGCAACCG
+CACCGATGAGTTCACCGTCTTTATAAACGGGGGTTGAGGTATATTCTACAGGAAAGCTTGTACCATCTTT
+GCGCCAAAATACTTCATCGGTAATTTTACGCTCTACACCGTCACGCATGGTATTATAAATACTGCACTCT
+TCACTTGGATATACTTCACCATTGGCATAGGTATGATGATGATATTTATGAATATTTTTACCGAGTAACT
+CTTCAGACTTCCAACCTGTCATTTGCTCTGAGGCTGGATTTACAAACACAGCATTGCCTTCTTTATCAAA
+GCCATAGACACCTTCGCCGACGGCATTGAGCAGTAGTTGTGAGTCAGCTAAAAATTCTTTTATATTTGCG
+GGCATACCTTGTTTTCTCTTGGTAAAAATCAGATGCACGACATATCGTGGCGTTGTGTTAGTTTATCAGG
+TATAGGGGGAAAAATCTGGCGGGAGATCAATAAAGTGCTGGTATTAAAAGCGCGTGTTTAAGAATAATTA
+GTGCGCTTTTATTTTTCAAATGAAGCAGGGAGATGATAGAGAAAAAAAATGGTACAAAGAACTCAATATC
+TTGTTGAGTTCTTTTAGTCGCTATTACTGTTTATTTAAAGCTGATAATTCTTTTTTAGCTAAAAAGTTAT
+CCATTTTTGAACGTAATAGTTTGTATAACAAAATAGACCCATCTATTTCTTCTTTTCGATTGGTTAAACT
+CTCAATATTTAAACCTAAAGGTAAATCATAGGGAAGTATCGCATCTAAGATTTGTTGCAAACTATTGACA
+CAAAATTGAATTGATTCATACAAAGGACTCTGTGCGTTAAGAATACGTAAGCTGGTCGCCTCAGGAACAT
+TAACGCCTAACCACTCAATAAACTCTAAGGTTTTTTCACTGCCACAGGGAGAGAATGTTAAGATCAAACG
+TTGTGGTTTTACACCTTGTTTTTGGCATTCAATAGCATAACGAGTTAGTAAGTCTATCGTTGCTTGTGGG
+TTGTATATTGCTTGTGAAATAAAGAAACTACAGCCCTGTTGGTGTTTTGCCATTAAGCGTTCATGCTCAT
+TTTTATTACTGGCATGACGCTCAGCAATAGTTACGCCACCAATAAAGAAGTCATGTGGATTATCTACTAA
+GGTTTTATAAGCATCAGCTAAAGATAAAGATATTTTATTATCCTTTGATGGACTGCCGACCAAGACTACA
+TCTTTTACGCCATATTTTTGCCACGCTTCGTTTGCCCACTCATTAAAATCATCGCTATTTGATTGAACAA
+CGCTTTTATAGGTAATGACAGGGCGAGTTGATTTTTTATTCAATAAAGAAGAATAAAGCCGGGTATCATG
+AGTTGATTTAAACGGGAAAGGTCTAGGTTTGCTAATACGCGAATTTTCATCTTGAATGTCATAAACAATC
+AGGCCATCAAAGTCGATATCACTGACGCGATCAAGCAGCTTTTCTGCAATTTCGCTCACTTTATCAAGTG
+GAGTATCACTTTTAGGTGGTGTGGTACCAATAAAGTAGACGCCTCGATAAATATCATTGTATCTGGCTTG
+AAGCTCTGATTGTGTGCTCAAAATATTTCTTCTTACTTTCTTTAGACGTTTAGATGGCTATATGTTCATT
+CAAAACCTTGCTTTTGTCAACCATTGTGTGTGCTATAAGTTGAAATTTTATTCACTCTGCTGATAAATTG
+TATCGTTTTTATGTAATAGATACACGACTTTCTTATTGTGTTTTACAGTTAAGTATTTGTAATTAATCTC
+TTTTACTGGGGGTTTTGCGAGGTTTTTAGTTGACTATTTATTAAGACAATTATTAAAAATAATCGACCAT
+CTATTTTATTAAGTTTATCAATTGAGTTTTTTGAAGGGCATTATCTGCAATTTATTAGATAATGTAGGAG
+CATATAGCCAGAGCCAATACTCCTACATTGCCTTTAATTAATACCTTATCTGTTTCAACTAGTGTTCTAC
+ATGCAGTGAATAAGGTGAATCTTAAACAGTAAAGACTTTATTCACTGGCAAATCACGTATTCTGGTTTTG
+CTAGCATGGTAAATCGCATTAGTAATGCTTGGTGCTACAGGTGGTACACCTGGCTCGCCAATTCCTCCTG
+GTGGTGCATCAGACTTAACAATATGCACATGCATTTCGGGCACTTGGTTCATACGTGTTACGGGGTAATC
+ATGAAAGTTACTTTGTTGAACTTTGCCTTCATCTACTGTTATTTCGCCCATTAAGGCAATTGATAGACCA
+AATACCATAGCGCCTTCCATTTGCGCCTTAACTCTATCCGGAGTAACAACAATGCCGCAATCTACTGCAG
+TATGCATTTCAAGTACGGTAACTTTATTGTTAACCACTTCAACCTTAGTGGCTGCGGCAACAAAAGAGCC
+AAAACTGCGTAAGAAGCTTATACCCCAACCTTGGTTTTCAGGTAATTCTTGCTCAACGTTAGCTTTATCA
+CTGATTAAATTGATGAGATCTTTCATACGCTTAGTATCAACAGGGTGATCCGTTAGCGATAAATTATAAT
+TAGAGTACTTAAAACCGTTTTTATTCGGGTCCACATGACGGTCATCACCCAATAAATTGAGCCACATTTG
+TCTGGTAGGTAATTTTGCTTTTACCGCTAATTCGTCAACAAAAGAACCAAGAGCGAAGCCGTTATTGATG
+CAGGCAACTGAACGCACCCAACCAGGTCTGACAAAAGAGTCTACTGCATGTTTTTCAATACTTAAATTAT
+TTAAAGCGAAAGGTATATCACCAAATCCAAGGGCGAGTTGATCATCACTCGGCATTTTGGCTTCAGGGTT
+CCACAGCCAGCCAATTGGCGGGTAAGCGTTGCGACTTACCCAATAGTCAGCACTACCATTACCGGTTAAT
+TCGGCTTTACAATAATTGGCTGAAATAGAATGGTAGAATCCATGTTGAATATCATCTTCGCGACTCCAGA
+TAACTTTGACAGGTCGCTTACTCGCTCTGGCTAATTCAACCGCTTCAATAATAAAATCGGCTTTTGATTT
+ACGTCCAAAAGCGCCACCCATGAGTGTGACATTTAGCTCTATATTATCGTGTTCATCCTTACCTAAGCCT
+AACTCTGTCGCCACGTTGCTTTTAGCCCATTGTGGGTTTTGTGTTCCTGCCCAAATAGTACACTTTTTAC
+CTTTCACTATTGCGGTTGCAGCAGGGGTTTCCATTGGCGCGTGATGTATATATGGGACAGTGTAGGTTGC
+TTCTACGGTATTTTCATCAAGATATTTATGGTTATAAATATCTCCTTTTTTGGCAACCATTTCACCTTGT
+TGGTTTACTTGTTTTGCGAGCTGTTTGATAAACTTGGCGCTATTGTGAGACGCCTTGTCACCATGTTGCC
+ATTTGATTTTGAGTTTCTTACGTCCTTCAATCGCTGCCCACGTATTATCGGCAAGCACGGCAACACCTGA
+TAATGGGTTAGTGGTAACAGGAATACCACGCGGTTTTAACGCAATAACGTCAACCACACCTTTTATTTTT
+AATGTCTCACTGGCATCAAAGGATACCAGACTACCACCAACTACTGGCGGTCTTACGATAGTTGCAATAA
+GCATGTCAGGTAGTTGAATGTCTTGCGCGTATTGCGCTTTACCGGCAACAATATTATCTAAATCGACCAG
+CTTGACATCTTTACCGATGAGAGAGAAATCAGCGCTGTTTTTTAATTTTACTTTGCTGCTATCAGGTGGG
+GTAAGTTTAGCGGCGTGACTGGCAAGTTCACCAAAGCTAATTTTTTCACCCGTAGCGGTATGAACAACAA
+AATGTTTTTCTGCTTTGACACTGTTGCGTTGTACTTGCCAAATATTAGCCGCAGCTTGCTCCAACATGTC
+ACGGGCGACAGCGCCTATTTGGCGAATACTGGTGAAATGACTACGAATTGAAGCGGAGCCTGCTGTGCCC
+TGAGAGCCGTATTTTGCATCAGCTTTAGCTTGAACAACAGTTACCTTTTGCCAATCGGCTTCTAACTCTT
+CAGCGATAATTTGCGGCACACTGGTGCGGATGCCTTGTCCCATTTCACTGCGATGACAAACTAGCGTCAC
+CATAGAGTCGCTGGCAATACTCACAAAGAAGTTTAATTCATGACTGAGTGCTGCAGTAGAAGACTTCACT
+TGCGCTGTAGCCAGAGGTAAATTCATGCCTAAAACAAAGGTACCACTTGTGATCCCCGCAACTTTTAGGA
+AACCACGACGACTTACGTTTTCAATAGCATTCATGGTTATGCTCCTTGCTTGCTGGCATCAAAAATCTCT
+ACACCGTTTTTATTGACGGGGGAGTGACTCGCAGATAAATCACTGTTGGGTGAATGCGCTGCAGCTGATT
+TAATCGCGGCTTTAATGCGTTGATAGGTACCACATCGACAAATATTACCTTGCATGTGTTCAATTATTTG
+CTCATCGGTTGGTTGAGGCGTTGCTTTTAATAATGCTGCTGCACTCATCATTTGACCACTTTGGCAATAG
+CCACATTGTGGTACTTTAAATTCACGCCAAGCAACTTGCACAGCACTTTCACCTAATCTTCCTGTGCTAT
+CAGCTAAGCCTTCAATGGTGGTAATTGCTTGTTCAGCAACAGCAGATACCGGCGTTATACAAGAACGTAT
+AGCGGTGCCATTGAGATGAACGGTACAAGCGCCACATTGTCCTGCACCGCAGCCAAATTTAGTGCCAGTG
+AGTTTTAGCTCATCACGCAGGGCATAAAGCAGTGGCATTTGCGGATCAACATCAAGTTCAACGGGCTTAT
+TGTTTAAGGTTATTTTGATCATACTGGCTCCAGGGTTTGACAGTGTGAAGTTGTTTCATTTTTTAAATTA
+TTGTTCCATAAAAAGTTATATAACTTTATAGAGAGCTTTGTTGATTATCTTGCAAAGCGTATTCTAAATG
+TTGTCTTACTCGCTCTAAATCAGAGAAGGTATCAATATCGATTTTTGCGTCTTCACAGGTGATAGCATCT
+GCCTTTTTTGCATGTTGCAGTAATAATTTACCTGCACCTTTATCACCTTGTATTTTTACTAGTAGTGGAA
+AGTATTTTTCCGGAAAAATAGCCGGTGCCATCAATTGGCCCTCACATAAAGTGGCAATTATTTTGTTAGG
+CTGCTCTTTGCTGGCACTGAGTAACTCTTGGTAATGCTCAGTGGTGATTAAAGCTTGATCTGCTAAAGCA
+ACGAGCACATGGCTACTCGTTGCTTTAATTGAGTGCACTGACTCCGCTAAGGTATGTCCCATTCCTTCTG
+CCCAATGCTGGCTTGCAATCACCGAAATATCTTGAGGTAATACTGTCTGAATTGCGTTTTTATTGGCGCC
+AAGCGTAACAAAAAAATTATGAACGTATGCGTTTTTAAGTAATGGTTGTAGTTTATCAATACTATGAACA
+ATCAGCGGTTTGTCATTAATTCGAGCAAGCTGTTTAATTGTCGCACAACCTATTTTATTGGGAGATGACG
+ATTGAAAGCGCTGACCTTTGCCTGCTGCTAGCAGAATAATATTAACCTGCATGGCTAATTACCTGTTTAA
+TATTGTTGGTTATCTGGCTTTGGAAGTAACCCAAAGAGTTACCGGAAGCTTGTTCTAGGGTAGCATGTGC
+TTGCGATAATATAGCTAGGGCAATAGATTCAGGTAGATCGCCGCCAAGGTCAAAACCAATGGGATTAGCG
+AGCTTGTTGGCTAATTTATTAGGTAAGTCTGTTGAATTTAACTGTGCTTTTTTCAACACTTTTTCTGTTC
+GATGTTGAGGCCCCAATAACCCTATATAACTCGCGGCAGCTAAATTTTCTTGGTTTTTCACTAACTGTAA
+GGCATGGGCATCGAGGGATACATTATGGTGCATTATTACGATGGCATCGGCTTTGGGTAAAACTAAATTT
+TTCTCCAAGCTCGTGTAATCTTGGTTGATGACTATATCGGCTTCTTTAAAATAGGCCGCTCTTGCATAGG
+CCGTTCTGCAATCGATTAAACAAATAAACCAACCTAGGGTCTGTGCTATTTTAACGAGCGGTTGTGCATC
+AACGCCACCACCAAAGATAACTAAAGCGGGGGATGGTTTAATGGTAATTAAAGGTTCGAGTGAGCTAACG
+GATTTTGATAGCACCTGATTATTACTCACCGAGGTATTTTGTGTATTGAGGGTATCAATATGGTAAAAAC
+AAGCATTACGGTTATCAAGTTGACTTTTTAAGGTCAATAAATCGAGGTAATTATTATCGTGATTGATGGG
+CTGTAGTAATACTTTCACTAAACCACCACAACCTATGCCAAGCTGCCAGGCTATATCACTGTCATCTTGC
+ATATCGTAACAAACAGTAATATTACTGTTTTGATGCCAACACTTTTGTGCTTGGCGCATTAAATCAGCTT
+CAAGACAACCACCGCTTAATAAACCATAGCTCTTACCTAAGCTATTAATAAGCATCATAGCGCCAGATTT
+ACGATATGAAGATCTTTGTGTTTCAATGATGCTGGCAAGAACCCATTGACATGAGTCTTTGTCGGGAAAC
+CAGCTAGCTAATAATGCGGCAAGGCGATTACTCATTTATTATTTGTACACTTAAATAAAGATTAAGATAA
+CATAAATGAGAAAGTCGCCAAATTAAAGTCTTGGGGTTAATTAAAATGTAAGTAATTAATTAGCGTAATT
+ACTCAGCTGAAGTAGTTTGATTGTTAATTGCTATTTTTGGCTGCCATTCTAACCAGTCTTCATCGACGTC
+TTGATGCAAAATAAAACTTGCCGGTAGGGACTTCGTTTCATCATTTTGCTCTTTATCATTATTTTCATCA
+ATGTCAGGTGTTGCAAAGGCAATACCACCCGCAATTAGGGTTTCTATCGATTCAGAATCAATATTAATAC
+CAGAGAAAATACTGGCTTCTATATTAATACCACTGGTATTCCAAAACTGACTATTCCCATTAACAAGCGG
+CGCATAACGTTTGGCGATATTGATAAAAATATTTACTTGATCGGCCGTAGCAGATAAATCAATACCAATG
+ACTTTACCGACTTTAATTTGGCGATATAACACAGGATTACCCACGCGAACCGAGCCAAGTCGAGCTGTAG
+TCAATTTGATATTTAAGCCATAACTCAGTTGTTCAACGGTCGGGGCCAACTCAAGAGCTTCAAATTCATT
+CTTCAGCTTAGCTTCTACATTATGTGACGGTAACAAACCAATAAAGGCACCGTCAAGTAAGGCGGCAACA
+TTCTTCGAGCCTACTAGTCCAATTTGAGGTTCAATTTTCCAAAATTTTGTTCCTTTGCGAGCAAATTGGC
+TACCTGAATCATTTAGTAGTACTAAAGCGGTTACGCCAACTTTGTCTGCAGTAAATATTAAGCGCTCAAT
+TGTGCCTAAGGTTTGCTCTTGGTATATAACTTTTGTATTTACTTTTAAGCCAGAAATATCATTAAAATGG
+ATGCTAATTGTTTGTCCAGCATCTTTGGCATGCTCTTCATGTTTAAATAAAGTGAAGTTTGACAATTCTT
+CAACTTGGGTATTAGTTATTAGTGAAGTTGGCAGTAATACTTCTGGGTTATAAAAGCTTATTCCGCCGCG
+TAAAATGGCATCAATTGATTCAGTTTTTACTACAAAGTCACTTAAACCACCGGAAATAGTCATACCGCCA
+GCATTATAAAAACGGCTGGTACTTTTTAATAAACCTCGGTGTTCTTCATCAATTGTTATGTTGACTTTAA
+TCTCGTCATCAATTTTATTTAGGCTGACATTGTCTACTTGACCAATAGTTATTCCACGATAGCTAATTGC
+ACTACCAGGCGTCGCCACATTGGCGTGATCGGTGGATAAGGAAAGCTGTAAGCCGGGTGAACTTGCTAGT
+TTTACTGGCGGTTGGCTAAACAAAGTGAACTGATTTTTAGCTTTACCTTGACCAAGATTAAAGGTGATGT
+AGGTGCCACCGAATAAAGCATCGGTATCACTAGCACCAGAAAGACTTAAGTTTGGTTTAACTATATAGAA
+TTGTGTGTCGGCTTTTAATATATGTTCATACTCAGGTAATAACCCTAGCTGTAGTTGTTGTTTATTACCT
+TGAATCTTAGTTTGATGAATTGCGCCAATTTCTATGCCGCGATATAAAAGCCGAGTATCAGAACTTATGT
+GCTCGCTAGCCATATAATTTAATGTAAAGCTTATATTTTGTTCGGCGAGTTTGTTATTGGCATAGAGTGA
+GAAACTATCACCATTTTTGACCAACTTTTTTTGTGACTCTTGTGTACTATTTTGGCTAGTAAAAGCAATA
+CCACCCGTTAATATACTCTGTAATGACTGTGCTTGAATATCGACTCCCAGTAAATTGGCAGATATTTTAA
+CGCCAGAATTATTGTAAAAACGACTGCTATGATTCACATAATGGCTGAATTTTGGTTGGACATGGATATG
+AATTAAGTGACGTTCTGGCGCAGTGGTTTCAATGGCTTGTATATTACCAACCACTTGTTGTTTGTAATAT
+ACATTACTACCAATTTGCAATGAACTACGGTCACTACTTGTTAACATTAAGTGCAAGCCCGGCTCTGTGT
+ATTTATACGGAGGTTTACTGCTAAATACATTAAATTTGTTACTTGGGTTACCAGCTAAAGAGGGCCTGAT
+GCTTAGGTAGTTTCCCGTTAATAAGGTCTTAGCATTTGTTAAACCTGCCAAGCTAATTTGAGGTGCAACA
+ATATAAAACTGCGATTGATCCGTTAAGTAAGGTACTACGCGAGGGTTAACTTTAGCCGTTGCGGTAATCT
+TTCGACTTACAGGGTCTATTTTACTGAATGATTCAATAACGCCTATGGTTAGGCCTTGGAATAAAATGGC
+AGCATTATGATCTATGCCTGAATTCCACTCTAACGTTAATTCAACTTCATGGCCCATTTCAGCTGATTGA
+AAGTCAGCATGTAAGGGAAAAGTTTGACCATTTTTAGCGGGCGCTAACTCTGTTTGATAACTTAAGTTAT
+CAACGGATATTCCGCCAGCCATAATAGAGGCTAACGACTCGGTATTAACCTTTACGCCACCAGTGAGTGA
+CGCGGTAACTTGTACACCGCTGGTATTATAAAATAAGGAGTTCTCTTTTACTAAGTGCGCGAATTCGGGT
+TTAATGTAAATATTAATGCCAATTTTTTTACTGCTTTCTTTGTAGTGATAACCCGTAACATGTCCAATGG
+GAATTTGCTTGAAACTAATGGGTGAATTTTCACTGATAGAGCCCAATACATCGGTATGCAGGGTAAGGTG
+TAAGCCTGGGGTCGACATATCTAAGGTCGGCGCTTCAGTTAACGCGACGAAATGATCTTGGCTGTCTGCT
+TCTTGATTTGTATCTGGCATTATCGTGATATAACTACCCGAAATCAGCGTATCTAGCCCAGAAACCCCTT
+GCAGTGATATATCAGCACTGACTAACCAAAAACGCGTGTTTTCAGTAAGGTAGTCGGTAAAGTTTTTAGA
+AATTTCTACTTCGGCAATAACGCGTTGTAAATCTGCTGACGGTACCACTTTTTTTACTAAGCCAGTCACT
+AAACCTTTATAACGAATTTCTGTTTTATTGGGTATTATGCCTGAGCCATTATCAAACTCTATCGTGATAA
+AAGTCCCTTGTTCAGAAACTACCTTTGCGGTGAGCCATAAGCCGAAAATTAAGGCGATAAAGGGCACAAA
+CCAAATAATAGATATGCCCTGTCGAGGCACAACTTCTGCATGAATATTGTCATTGTTATTATGCTCAGAG
+GCAGCAAAGTCTTTTTTATCGGTCATTTCTATCCCTTTTTTTCTGGTAAAGTGCCTGGTATATCGTCTGG
+CGAATCTATTGATAATAATGGCGTTTGTCTTGCTGTTTTACTATCCGCTTTTTTATCCCATAACAAACGC
+GGATCAAAACTATTAGCAGCAAACATGGTAAAAATTACCGTAATGGTAAAATAATTGATAGCAGGACCTG
+CTGCTACGGAAGTAACAAAGCCAAGTTCAACCACAGTAACCATTAAAGCTACAACGAATACATCTAGCAT
+TGACCATGGCCCTAATACCTCAAGCGCGTGGTAAAATTTGCTATGTTTGTCGGGCTTTAAACGAATTCCA
+GTATGTACTTTATAAACTAACACAAATAAGCCGATAATCTTTAATAAAGGCACTATGATACTGGCAGTAA
+AGATAATCACAGCTATTGGGTACAAACCATGATCAATAAACTCGCCGATACCCGACAAAATGGTTGCCTC
+ATCACCAATACCCAATTGATAAACAATCATTATTGGATAAAGATTAGCAGGAATAAAAGCTAATAAGGCA
+GCCAAATTCCACGCCAAGGTGTATTGTAAACTGTTGCGCTTACGTTGATAAAATAGACCATTACAGCGGC
+TACATTGCTGGGGCTCTGCTTTTAAACGATTAAGCTTATGACATTTAGGGCATAAAGTTAGGTCAAGTTG
+CTTAGCTGTTCTCATCTTGTACCTCATCTTGTACCTCATCTTTTGTAAAAGCTTTTTCTAGCTTGTCCCA
+AATATAGTCTTGATCTAGGGCTACAGCCGACATAGTAGAGCAAATTAACCAAAGAATAAAAGCGAGTAAG
+CCAAGGTTAACTGATAGCTCAGTATCATCAATTAATTTATACATAGACACGACAATACCCAGCATAAAGA
+CATTGAGCATCGCCCAGTTATCAAGGTGATGATAAGCACGAAAGAAGTTTAATAAGGAGGGTTTTAACTT
+GTTGAATTTAAAACTATAGGAAATATAAAGTGCGCCGGTTAAACGTACAATGGGTACAGCAATAGCGAAT
+AGAAAGACCAAGCAGGCAATCATAAAAAAACCGCGGTCAATCAACACTAAAATACAATCAAATAAAGAAG
+CTTGATGAAATTGTCCTGCCAAGGTTACACCCATAATAGGCAGTAAAATAGCGGGTAACATTAACAGTAA
+GCCAGCAAGAGACCAGTTAAAGCTACGCTCAATAGAATCGACTTTTCGTTCTATCAAGGTGCTGCCACAA
+CGATTGCACTTGGCAAGTTGCCCTTGTTTCAATTGTGGCTTGTCATATAGCGCATCACATTGCTGACAAG
+CGACTAATAATGAGGTGTTAGTATTGTTGTTCATTTCGCTGCTAGTTATCCATCCACTTATTTGATTATG
+TCAAAATATAATGAAAAAAAAGCAGCGATAAACGCTGCTTTTTTAGAAACTTGTTAATGAAGCAACCAAG
+CCATTATTATTTTAATGACGTGATGTATTGAGAAACCGCTTCAATATCAGCATCTGACAATTTAATCGCG
+ATATTACGCATAATACCACTGTTGTCATTACCACGACTTCCATCACGGAAGCTAGCAAGTTGCTTTTTCA
+AATAATCTTTACTTTGACCAGTAAGGCTTGGGAAACCAGCTTGTTTCATACCTTTACCCGTTACGCCATG
+ACAAGCAATACATGCTGTAATGCCTTTAGCTGCATCGCCGCCTAAGTATAACTTATGGCCCGCTGAATTT
+GACTCACCAGTACCCGCTTTAGTGTTTTGTACTGCAAAGTATGCAGCTAAGTCATCCATGTCTTCTTGAG
+AAAGACCTGCAACCATACCGGCCATTATTGGATCGTTACGATTACCTGATTTGAAATCAGCTAATTGCTT
+AGCAATATAGTTAGCACTTTGACCAGCAAGACTTGGGTACGTAGGTACTAAGCTGTTACCGTCAGCGCCG
+TGACAAGCTGCACACGCAGCTGATTTGTTTTGACCTGCGGCTACATTACCTGCGTAAATTGCTGCTGCTG
+GTGTAGAAGAAACGATTTCAACGTTCCCTGCTGCAGGAGCCGCTGCTGGTGCTGCACCTGTGCTTGTATC
+TGCACTTGATGATGCTGCCGCTTGCTCGTTTGCACTAGGTAAACTTGAGAAGTGAGCCGCTAAATCAGCC
+ATATCTGCATCAGATAGGTTAGCTGCCATCGGTGCCATCATGGCATCGGTACGAGCGCCTGATTTAAAAT
+CTTTTAATTGCTTGATGATATAAGCGTCATTTTGACCGGCAATGTTAGGAAACATAGGACTTCCACTAAC
+ACCTGTAGGACCGTGACAAGCGCTACAAGCACCTGCTTTTTCTTTGCCTGCGTTAGCATCTGCGGCTTGT
+ACAGCACTTACTGAACTTAAAGCTACAAATAGCGAAAAGATAATTTTTTTCATTGAGTTGCTCTCTGCTT
+GTCATTAATTACCTAGCTATTTGAAAAAAATATTAGCTATCTAATTAAGAAATGATAAAAAAGTATGATG
+GATGTGTCGGCATTTTACACGAATATTTGTCTTGTGTAATAGTGGATAAGCAATAATTGAGCAAAAAAAA
+CTATAATTTCACAGTTTTATGCATTTTTTTAATAATAAAAGCGAAAGAAAAACGCTATAATGGCGAAAAT
+TTTTAACGAGTGAAGCCCTTGTCTTCTACAAAGATACATTTAACTAAAGCCGCCTTTACCATAAGCGCCC
+CAGATATCCGCCGTTTACCAGCTGATTCTGGTATTGAAGTTGCTTTTGCAGGGCGCTCTAATGCAGGTAA
+ATCAAGCGCTTTGAATACGCTAACCAATCAACGTGGTTTGGCGCGCATTAGTAAAACTCCAGGTCGAACT
+CAGCTCATCAACGTATTTGAAGTAGCAGAGAATCGACGCCTTATCGATTTACCCGGTTATGGTTTTGCTC
+AAGTGCCATTGGCAATGAAGAAAAAGTGGCAAAAAGCGTTGGGTGAATATTTAGAAAAACGCCAGTGTCT
+GAAAGGATTAGTGGTATTGATGGATATTCGTCATCCTTTAAAAGACTTAGACATGGATTTAATACAGTGG
+GCCGCAGACAGTGATTTACCTGTTTTAGCCTTATTAACTAAGTGTGACAAGCTCTCGCAAGGTAAACGTA
+GTTCTGAAGTATTAGCGGTGAAAAAAGCATTATCATCATTAAATGCTGATATTCAAGTGCAGGCTTTTTC
+ATCACTCAAATATACGGGCAAAGAACAAGCTGATGCCATTATTTGTCAGTGGCTTGAACAAGAAGCACAA
+GAATATGAATTACCTGAAGAAGATGATTTTGATGATTCAGATGAATTTACTGAAGAAGAGTAATATCGTC
+ATAAAGTGAGATGAACATTAAGTTTGAACATCACACTATTACAAGAAGGAGAAAGCAACACGCTATTCTC
+CTTTTTTTGTGCCTGCTCCCTAGGTAACTATTAAAACTAGCCAAGCTTTTTGAACTGTAATTCCACCAAT
+CTTTGATACAACTCGCAGTTTTGCAATAGCGACTGGTGATCGCCCATATCGATTATTCGACCTTGTTCTA
+ACACTGCAATCTTATCCGCGTGTTGAATTGTCGATAGTCGGTGGGCAATGATAATTGTTGTGCGACCACG
+CATTAACTCTTCTAATGCTTGTTGCACGTGCTGTTCGCTTTCACTATCAAGGGCACTGGTCGCCTCATCT
+AATAGCAAAATATGTGGGTCTTTTAATATTGCACGTGCAATAGCAATACGTTGGCGTTGACCGCCCGATA
+AGCGCACACCACGTTCACCTAAAAAGCTGTTATAACCTTCAGGTAAGTTGACAATAAACTCATGAGCATG
+GGCTTTTTTAGCTGCTGAAATAACTTCTTCATCACTAGCCTCAGGTTTGCCGTAACGAATATTATGAAAA
+ACGTCACTACTAAATAGAGCGGGTTGTTGCGGTACTAAAGCCATTTGTTGACGAAGATCTTTCGGATCAA
+GCTGTCTTATATCGGTACCACCTAAGGTAATACGACCAACTTGTGGGTCATAAAAACGCTGTAATAATTC
+AAATAGTGTCGTTTTCCCAGCGCCAGACGGACCCACTAGCGCTAATACTTTACCTTGTTGAGCGGTTAAG
+TTCAGTGCTTGCGTTGCGGCTTGATCGGGTCGAGAAGGGTAATTAAAACTGACTGCTTCAAAAACAATTT
+GCGCGTTGAGATCTTTCGCTGAAATAGCATTTTCAACAGGAGGAAGAATATGGCTTTCAACCTGTAATAT
+CTCTATTAATCTTTCGGTAGCACCCGCAGCACGTTGTAACTCGCCTAATACTTCTGAAATCGTGGCTAAC
+GAAGAAGCGACCAAAATGGCATAAAAGACAAAAGCACCTAAATCACCACCGCTCATCTTACCTTGAATGA
+CATCGCTACCACCGACCCATAACATGCCAGTAATTGCACCAAAAACAATGATAATAACGCCAGCAATTAA
+TGTGGCACGCTGCTTTATACGGTTGCGACCAATGTTAAATGACTTTTCAACTTCCTTGCCAAAGGAGCGT
+CTTTCATGCTGTTCGTGGGTATAACTTTGTACTGTTTTAATATGCTCAATTGCCTCACCAGCATAACTAC
+CAACATCGGCCATTGAATCTTGGCTTTTACGCGATAATTTTCTGACTTTACGACCATAAAACAATATCGG
+TACTAAAATAAAAGGTACCGACAGCAAAACAATAAAAGTTAATTTGATATTGGTAGCAAATAGCATAACT
+AAAGCACCTAATAGCATGAGTACACTACGGATGGCCATAGAAAACGAAGAACCAATAATGCTTTGTAGTA
+AGGTAGTATCGGTGGTAATTCGCGACATAATATCGCCGCTGCCGTTAGTCTCGAAATAGCTGGGATGTAA
+GGTGATGACATGATTAAAAACGGCCAAGCGGATATCAGCGCTTACTCGTTCACCTAACCAAGAAACCAAG
+TAGAAACGGAAAAATGTCCCCCCAGCAATTAACACCGTAATAGCCAATATAAATAGTACTGCTTGCTGTA
+ATTGCTCTATAGATTGTTGAGCAAAGCCCTCATCAATGAGCATTCTCACGCCTTGACCAACAGATAGCAT
+CACACCTGCGGTAAAAATAAGGGCAATAAAGGCGGCTAATACCTGACTTTTATAAGGGCGAATAAACTGA
+ATGAGCTCAAGAAGAATGGAGATCTTTTTCTTTTCAGCAGTATCAATTGAAGCATTCTCTGCTAGATCAC
+TTGCAGCAGGTTGGTCAGACATAAAATCTCAGAGTCTATTACTAGCCATTAAGTATATTAGCGACTAGTG
+AATGAATTATTGAGCAATAGTTTACGCTTTCCATAGGTGTTGAACTAGGAAGTTTTACTGAAATATGAAG
+TAAGTTTGTAAGAGGAAGTAATAACGACTGTGTGGGCATTGATGTTTTTATAGATAAAAAAAAGCCGATG
+GTATTTTCAAAACTAATAAGTAGTTGTGAATTGCATCGGCAAAGCTTATGGGGAAGCTACAAAAAAATTA
+TTACAATAAGTGTTCGCTTAAGAACAAGGTAATTATAGAGCAACAACTCTACACAAGTAAAGTCATTTAT
+AGAGTAATTACTCTTTTTCTTTGATTTAGATCATTATTGAGCGATTTGTTCATAAAATAATCGCATGTAG
+ATTGTAAAAAATGGGGCTAATTACGATATAGGTCTACAAAACTAAGTAATGTCAGTAGTAAAACCATCAC
+TTTTATACGCATAGTTAACTTGATTTCAGTTTCAACTACGACTGTTTTTAAATGGTTTGAATAACCTGGC
+TTTAACTGAGCGCCAATGTGTTTTCGGTATTTTAGGTGCTAATGATAATAAATGTTGATAATCATCTTCT
+GTTGGAGTTACTTCACCGCCATGGGCAAGAATAATACTCTGTGGTTTTAATTCGATGATTTTATGGAGCG
+AAGCTCGATAACGATTAGGGTAAAAAATAGGGAAGGGCGGGATGAATTTATTCTTTACCTTAACTATTAA
+ATCAGCAACATATACTTTATTACTGGGTAGGTGGTGTAAGGATAAGTCCCTATCTGTATGACCTTGAGTC
+GCTAGGGCAACCCATTCAGAAAAACCGGGTATTTGCTCATTATCATTAAGCTTATAATCGGCGGTTAACT
+GACTAGAGTACCAGAAGTTCATGCGTGGTTTTTTCATGCGTTTTGCTACCCATTTAGCTAATAGTATGTC
+GGTAAGGTGCATGAGGCGACCGTCTATGCCTGAGTACCATTGACCACTGACATTAGCGGTAGCAACTTTA
+CAGCCAGTGAGTTTTCGAAGCTTATCGGCGGCACCTGCATGATCAGGGTGCATGTGTGTTACCACGACTA
+AGGTTAAATCATTGAAAGAGCGTTGTAAGGTTTTGGTAATAAAATGCTTGAGCATTAAAATATCTGAGCG
+ACAGCACCCATCAAGCAATAGTAACTTATCAGGATACTCTGCGAGCAAAATTGTTTGGATATGGCCATCT
+ATGTGATGTAATTTCATAATGATAAAACAGTTTGCTCATAATTTAATTGTCGCTTTACACTGTAAAAGAA
+AAACCATCAGCCTGCACTCTATTTACTTATCTTAAAAAACATACTGACTATGACCAACGGTTATGTCACG
+GCACAATGGGTATATGTAGAATTTTCTTTTGAATCGATTTAAACAAAACAGCCAAACGCTGTTTGAATCA
+AAGAAAAATTTGAAAATGTTGTTCATCATAACCCTAAGGTCTCAAGCTTTAGACAATCATTTAATCATAG
+TCATTCTATGGTTTTATTATTTAACGCCAGCTCTTCAGTTTCCCTAAATTGATTAGTCTTAACTCAAAAA
+AGCAAAAAAATTACTAGGAATAAATCTATATGTTCAAAGCTATGCTTAAATTATTGTTTCCCAGTATAAA
+AAATAATAAGAAACCGAATTATTTTTATTATGAAAAAGATAAAAATACTGAAGAAGAAACGCAGCAACAA
+GCGTTGGAAAAGGTTCAAAGAGCGGGTCCTGTAAAGCTACTACGTCTGGCAAGTGTTGAAGAAACACATT
+GCCAAGAATTCTATGATTTTTTATTTGGGCAGTCCCCAGCGACAACACAACGCGATGAGCTATCACATTA
+TGTTGCTGACAAAATTGAAGCCGTGTTGAGAAAACCTAATACTATAATAGAAGCAATGCCAGTATTACCT
+GCCTCACTGAGTAAGGTAATGGATCAGCTAAGTGACAATAACTTTGATACTCAAGAGTTGATTAATTTGA
+TTCAGCAAGAGCCCTCAATTGCCGCTAAAGTGATTGAGTTAGCTAACTCCTCTTTTTACAACCGCACAAA
+TAAAGAAGTTTCTGATCTTAAATCCGCTTTTATGTTACTGGGCAGTAATGGACTTATGGAAGGTGTGATC
+AATGGCTTTGTCAGTAAAATGACACCTCAAGCACAAATTTACTTTAAACAATATGGTAATAAAATTTGGC
+AACACAGTTTTGGTACGGGTGTTATTGCTAAAGCATTAATAAAGGCTTCCCCTTATAAAGCAGAGGCAGC
+ACAAGGTTATCTTATTGGCTTGATTTGCAACTTAGGCGATATGATTATTTATCAATTATTGATGGAAGCT
+TTTTCTTTTATCCATCCAGATTGTCAGCCTAACTCATATGCTTTTAAAGAATTAATGCAACAAAAATCAA
+AAAAACTAACCTATCACATTGCTAAACATTGGCAATTCCCTCAGTCAATTTTAGATGCATTGGCATTACA
+AGTTAAAGTGACTAATGCCTCAATGTTAGCTGGCGTTTTTAGTAAACGGCCTATAGCTTGTTTTGTCTAT
+GAGGCTAATATAATTAGTGAGCTAATTATGATGCTTGAGCACAATGATAAAACCGAAGGCGAGATAAAAG
+AATCGGTAGAAATATTACTCTACAGTAACGAAGCGAAACAATATGTTGAGCGCTTATTGGTAGATAGAGT
+TAACAACTAGTACAGTTACTTCCTATTATTTGATTAAAATTTAAGGATAGTATTTAACAGCAAAGACAGA
+AGCTAACAAGTGATAAGAGGTCACTGTAAGGAGCCACTTTCATGATCTTGTGGTTAATGTGAAGTCCTTT
+ACGACTAATGAAATCATAACGGACAATATGCATTAAATAACCATCCGCATGTTCTTTGCGGATGGCTTTT
+TAAAAGAGCTAACTATGTACTTTCTGCAAGGCTTCGTCAGAGACTTGTATCTCATCAAGCATAAGCTTAT
+CTCTTTTTTCTGCGAGTAATAAATAGAAACTAGGTAAAATAAATAAGGTAAATATTGTGCCGATAAACAT
+GCCTGCCACTAAGATAATACCAATACTATTACGCGCTTCAGCACCAGCACCTGTCACTAATACTAACGGG
+AAATGTCCCAATATAGTGGCTGCTGTGGTCATCAAAATAGGACGTAAACGTGTGGTTGCCGCTTCAGTGA
+CTGCCGCGAGTTTATTAGCGCCAAGTTCTTGTGCATGATTAGCAAATTCAACGATCAATATGCCATTCTT
+AGCAATTAAACCTATTAAGGTGATTAACCCTATTTGCGAGTAAATATTAATAGTGGTTAATTCAATATAA
+GGGATGAGTAGGGCACCTGATAAAGCTAATGGTACACAGCCAAGTAATACGACTAACGGGTCTCTAAAGC
+TATTAAATTGTATCGATAATACCAGAAATACAATCAATAAAGAAATACCCAATACCATAACTAAGGTATT
+ACCTTCTTTGCGTAATTGTCTTGATTCTCCAGCATAATCAATTGAATACCCTAAAGGTAATATTTCTTTA
+GCTGCATCTTCAATAGCGGATAAAGCCGCTTCTTTATTTGAACCTGGCGCAACACCGCCGTAGATTCTAA
+AAGACGCTTGTTGAGCAAAAGTGCCCAGCTGCCTAGGTACGGTTTTCCATTTTAAATCTGCGACCGCTGA
+AACGGGTAATAACTCACCAGTAGGCAATTTAATATCCAATGATAAAATTGCTTCTGTTTTACTCCGCACC
+TCATCATTAACAATAGGGATCACTCGATAAGCTTTACCATTAGCATCAAAACGATTAACAAAATTGCTCG
+ACAATAAAATACCCAATTGTTCACTAACTTCGCCGACATTCATGCCTAAATCGGCTATTTTCTCACGATT
+TAATTGTAACTCTACTTGCGGTAAATCTATTTTCAAATCGGTATCAGCAAACAGGAATTTACCACTGGAA
+AAGGCAGCACCAACAAGTTGATCCGCATATTGCTTCATTTCGCTATACGGAGCAGTTGCTTTAACAATCA
+TTTCTATTTCAAATTGACCCGAACTCGGTAATGAAGAGGGCAAAATAGGAAACATGTTAAGTCCTGGGAT
+CTGCGATAATTTACCATAAATTTGGGGTACCAGTGATTGTGCACTATAGTCACGCTTATCAGCATTAACT
+AACTCTAAACCGCCAAATCCACCGCCACCAAAAATTATTTGCCAAATTTTCTTACCCCCTTCAATCTCTT
+GTAAACTTTCAACAACGGGGTTCATTTGCGCAACGTTATATGCCATTGACGCATCAGGAGGTGATTGAAT
+GACAAACATAACGGTGGCTTGATCTTCTATTGGCGCCAATTCTTTTTTTGAATAAAGGTAGAAAGGTACG
+GTGAGCAGGGAAACGACTAGCGCGATTAAAAATACTTGCCCCTGCCACTTAAATATATGGGTTAACAATT
+GTCCATATCTTCGTTGTAACCTTTCAAAAAGATGGTTTACTTTAGTGGTTAACCAACTTTCCTCACCACC
+TTTGGGGGACACATAAGCGCTCATGATGGGTGACAACGTAATCGCAACGATACCTGAAATGATGACGGCA
+ATGGCTAGCGTAAAAGCAAACTCTTTGAATAATACGCCTGTTAACCCTGATAAAAAGCCAATAGGTGCGT
+AAACCGCTGCCAGAGTTAATGTCATTGAAATAATAGGCACAAGAAGTTGGCGGGAGCTAATGAGCGCAGC
+ATCAAATTTCGACAAACCTTGGCGCATTAAACGTGCCACGTTTTCGACCACCACAATGGCATCATCTACC
+ACTAAACCAACGGATAACACTATCGCTAATACGGTTAATAGGTTTAATGAAAAACCCATTATGCCCATAG
+CGGCAATCGCGCCTAAAATAGAAATTGGAATGGTAATTAAAGGCACTATGGCGCTTCTAAATGAACCCAT
+AAGTAGCACAACAACTAAGCCAACTAAAATAACCGTTTCGGCGAGAGTGGTAAAAATTTCTTTTAATGCA
+TCGCGCATGTATAGCGTGCCGTCATAGGCATAATCAATTGAAATGCCGTGGGGTAGCGTTTTGTTCAGCT
+CATCAACTTTTTCATATAACCTATCACCAATGGCTATCTCGTTAGCACCAGGTAAAGGCCAAATAGAAAT
+ATAAACAGCATCTTTATCGTTTAGCCTAGCGGTAACGCTGGTATCTTCTGCGGCTAGCTCAATTTTTGCG
+ACATCTTTTAAATGAATAGTAGCGCCATCAACTTCACTAATGACAAGTTGTTGAAACTCTTCAACACTGC
+TGAGTTGTGTATTGGCAACAATATCAATTTTCTGACGACTATTTTCTACATAACCCATAGTGGCTATGGT
+GTTGTTTGTTGCTAAGGCTTGATAGACATCACTAGCGCTTAAGTTAAATATCTGTAGTGCCTGAGCATTT
+AGCCATACACGCATTGCTGGTGTTCTCGCACCTTCAATACCTACACGTTGTACGCCTTCAATGGCATTTA
+AAACTGGGTTTACTTGGCGAGTTAAATAGTCAGTAATACGTGATAAGTCATTACCATTGGCTTGCACATT
+TAAGTAAAAAACAGCAAAGGGTCTGTCGGCACGACTGACAGACACAACAGGGTCTTGGGCACCTTGTGGT
+AATTCGAAACGAATTTGTCCTAATCTTGCTGTTAATTCTGCTAGTGCTAGTGTTGAATTCTCATTTAACT
+TGAGCCATGCGGTTACTTTAGAGCTGCCAGAGGTACTTGTTGAATCTACGTATTCAACGCCAGGCACAGT
+CGCGGCCGCACGCTCAATGGGTTCAGTTATAAAGCCTTTTACTACGTCAGCCGAAGCGCCAATATAATAG
+GTTTCAATAACTAGTGAGGCACTGTCTATTTTGGGAAATTGCAGTACAGGAATTTTACTTGCTGACCAAA
+TGCCGGCAATACAAATAATGATAGATAAGACAATCGCAACGACCGGTCGTCTTACAAATATGTCCATTAC
+AGATGGTTTACTTTCTTGCATCATAATCCCTTAATCTTGCGCGCTTGCATCAGAAACTACTGCTTGAGTT
+GTTTCTTTGGTTACATCGGTCGCGGTTGCATCAGCAAGGTATACTTTCATGCCTGGAAATAATTTGAACG
+CGCCTTTATTAGCAATAAGTTGTCCTGCTTCGACACCAGCAAGGATCATAACCTGTTCACCTTGTCGTTC
+ACCCAATTCAACGGCAACTTGTTTAGCGCGATAGCTACCTGCTTCATCAGCTTCTAAAACAAAGACATAA
+TTACCTAATGCATCACGTTTTATCGCTAAATCAGGTACAACAGCAAGCGTTGCTTTATTCGCTATAGGCA
+CAATCACCGACACCAAGGTATTTGGTTTTAATGCTAATGTTGCAGAGGGCAGTTGCGCGCGATATTTTAA
+ATGACGTGAAAGGCGAGATAACTGTGGGTCGATAGCTATAATTTTTGCTTCAAACACTGAATCTTGACTG
+ATAGGACTAATTTTTACCGTCGAAGATAAACCGAGTTCTTGGTAAAGTTGTGGCAAATTAAAGTCAATCC
+AAGTGAAATCATTAACCCCTACAAGCTCAAGTACTTGACTGTTCTTATCTAAATATTGTCCTACTTCTAA
+GGTATGAATGCCTACTTTAGCGGTAAATGGTGCGGTTAATGTTTTTTTATCTATAGCTGTGGCGATCACG
+GATATATTTGCTTTCGCTATTTGTACAGCAGCGCGAGCCTGATCTACTTGCTCTTCACTAATTCCGCGGT
+TTTTATGCAACTTTATATTACGATCTAACGTTTGTTGATTTAATGTCAATGTCGCTTTAGCGGCCATTAA
+ACGAGCATCTTCGTCACGATGGTCTAACTCAAGTAGTAGTTGTCCTTTATTCACAACCTGACCAGAGGCT
+GCATTTAAACGGATAATTTCACCTGCTAGTTCATTATTGAGCATTAAAAACTTGAAGGCTTGTACTTCAC
+CACTGACTTTAATACGTTTTTGGTAGCTAATATTAGCTACTTTCACTGCCGTGACTGTGGCTGCCATCTC
+AGGCATACTCGCTGCTTGCTCATTTGCCGCTTGTTGTAGCGATGTTTTGTAGCTATATAAGCCAAAAATC
+GTGCCAGCTAATATGATAATCACTAAAAGCCATTTAGTTATGTTCATGATTGTTCCTTTATCTTTTTATT
+CAAATACTTAAATTCTGTGTTTATCAGCTGCTTCGATGTGATTTTCTTGGTTGTAGCAAATCAATGCAGA
+CTCTTTGTTTATTATCTAAGTGCTGCGTCTGCTAAGTGCAAACAAACTTTTTCAATATCATCATCTGAAA
+TTTTTTGTTGCCAATCGTATGTGTTCACTAGACGTTTCATGGTGCGAATATGTGCATTATCAGCGGCTAG
+CACTAAGGTGTTTTTTTCATTCTCTTCATCATTGATTCCATCGATATTTTCATCAAGATCATTGTGCCAA
+CATTGATGTAAGCGCACTGTTTGAAAGTAACCAACCGATAATGACCAAGTACCTAAATTTATTTCTTCAA
+TATCTCGGCTGCCTGAGGTTAATTCACCAGAATCAGCAGCATTTTGCAAAAACTGTTGAAACATAGTTTG
+GCATCGTTCACCGCATGCGATCATTTGCGTTAACCAACGCTCTGAACATCGCTTCATCATTGCTTCGGTA
+TTAACAATACTTTCAAGTTGATTATCAAAGTTATACATTTGAACTTTAGAAAAGTCTAACAAGCTTGTCG
+CTATAATACGCTCTGGTGTTGTTAAGGGTAATGCGAGTACTTTTTTGAAAACGGACTGTCGCTCTTGATA
+CATGCGAGTAGCTAAGGCAATAAGTACATCTTCTTTACATTGCACAAACTTATAAACGGATCCCATGGAC
+AGGCCCGCTAATTTGGCAATCGCTGACATAGAGAAGTCTAATAAACTACTCTCTTCTATTGCCTTAATCG
+CCGCGCATATAATTAATCTTTCTTGTTCTTCTGCACTAAATCGTGGAGCTGGAGCCATGTAAAACCTATG
+AGAAATGTTATTCGAATGTCGTTCAAATGTTATTTTAACTTACTTTTTGTTAAGTTCAAGTACAAAATTA
+AAGTGCATAGCTTAATTAGGGGCTTTCAGGGGGGATTGTTTGAATGGGACTAAGCATCATAGCTTAGTTA
+GCAGATGCTCTTTGACATAAAGGTGCTAAAGGGATCTTCTTGATAATTGCCAAAGGGCTGGCAAAAATGA
+AAACCAAGTTGTTGGTAGAGTTTTTGTGCGGGTAAAAAGGCGGCCATAGTGCCTGTTTCTAAACTCAGTT
+TTTGATAGCCACGATTAGTTGCTTGACTGATAATATATTCCACGAGCAATTTTGCCACGCCTTGACGTAA
+AAAGTCTGGTGAGGTTCGCATGGATTTAATTTCACCATGGGCATTATCTAACTCTTTTAAGGCACCACAA
+CCTGCTAATGCATCATCTTTCCAAACACACCAAAAGCTGATGTTCTCTTGCGCTAATGCAGATAAATCGA
+GTGCATGTACACTTTCTTCTGGAGAGTGTAATAACATATCTTGATGATGTTGCTCTAACAATGCGATGAC
+TGCAGGATGTGTTAGTGAACCAATACGAATTTCCATTTTTTCCTTTAGGGGCGAGTTATTTCATAAAAAT
+GAGGGATGTATTATCAACTCATTGTGTTTTCGATGAAAAGCTCAGAAAGTAATTTAGGAACTAACTTTTC
+ATTGTCGATAAATTGAATGCCAACGTTGACAGTACCGTTGTCATTACGACTATTACATACTCGAGCCGGT
+ATTTGTACTTCACCATCAATAGGACTTCGTAAGCAGACAAAAATATCACGCTTATTAACCTTAGTGCTGG
+TACTTTTAGTCTTAAAAGTGAAACCACAGCCTTTAGCAGAAATATCACCAATAATACCGTTAATTTGAGT
+CTTTTTATTATCGCCAGAACTTTCCAACATGATTATTGCAGGCAGATGAATGCTTGTTCTTTGCTGTAGG
+CGTAGCTGACGATTTTCAATTTTATTTGGGTATTCGATAAAAATAAATTTTTCAGGGTATTGGGTAATGT
+TTTTAATGGAAGAACGAAAGGCAAAGCATTCTCCTTTATTGCCTTCCATTAAGTAGCGGACGATAAGAAC
+ATTACCCTCGATTAATACATCTTTATATTCGGAAGTGTTAGCCGACTTTGGGTATTTTAATATAATATAC
+TTACCTAGCTCATACCCGATCAATGGTAATTTTAGCCGCAGCGAAACAGGGTTGTTAATTTGTAGATCTA
+AGCTCTTACCTGGTTGAAGCTCAAAGAGTTGCATACTCTGTTCAATGCTTATGTCTGCCATTGTTTCCTT
+TTATACACGGCTATTCATTATTGAATATAATATAAACAAAGTGTGCTAAAGGTACAATGGCTGATTGTAA
+GCTAAAGTTATAAGCTGATTACCTTTATTATGCTAAGCCTTGGCAGTTATGCTCATGTGGCCAAGAGCAT
+AACTTAGGGGGAGGTATATATACTATAAAGTTATTTATTTTCGATTTTGTTTCTTGGTTTCTTTTAATAA
+GGCTTCTTCAAACTCTTCAGGAAATAATACCAAGCCTTGATTATCTTGATTCGGAAAAGTAACCAACGCT
+AGTTCATCATCTACTAAGCCAGTACTCCAGCGACTGTACCATTTGTCTAATGATATGGCTTCAGCTTTAC
+ATTCTTGCCATTCATCAGTTGCCCAGCGCTGTGCGAATTCTTCGTTTGGCCAAACAGGCACGCAATCTTC
+ATCTTCGGTATTTAGCATTACACAACCATGCTCGTCAGCTAATATCCAAATTTCTTTGTTGCTAACGACT
+TGTTGGAGTAAGTAGCTTAAGCGCTTTTCTTCATCGTATTTTTCTATCGTATTGAGTTGTTCGCTGCTGA
+TTGACATAGTTACCTAGAAAGTTTGTATATTTGTATAGATGAACAATATTTTACCGTGTTAGTGCTGAGC
+AAACAACTTGATTGAGTTTACAGATCGCATGTTAAATCCGTAGCTTAATTACTTTTTTGTTTTCTATTAG
+ATCTAAACTATGGAAATTGGTGTGATGTGAGCAGTTTTTTATTGTAGGTGGGAAATTTAGGCAAAAAAAA
+ACCGATAGCAAGGCTATCGGTGACTTAGCTATGAGGAAAGCTAAAATATTCAATTATTACAACAAGCGTC
+CGCATTAGGGAACGAAGAGAAGTATAGAGTAGATGCTCTATACTGGCAAGTTAAATTTGTAATTTTATTT
+CATATATGTTGCTTTATTACATTGAATCAAAGCTAAATAAATGTCTTTTAAGTATTTATTCCTGATTTAT
+GACACCTTTGTTTTAGTTAGATCAATAAAAAGTCAGCAGTGTATTTGGTGATTTAGCACGCATACAGTAA
+ACTATCGGCAATTATAGTTTTAATATTGCTTTAAGTGAAAATATCATGTCCCCCACAGATCAAAACTCTC
+AAGCCAGCGACTTATCTACAACCCCACAAACATCAGTCGAGGCAGACAATGAAAGCACGACGCATTTTGG
+CTATAAAACCATAGAAAAAGACGACAAAATTTCTATGGTTGCGGGGGTGTTTCACTCGGTGGCTAAGCAA
+TACGATGTGATGAATGATTTAATGTCATTTGGTATTCATCGTTTGTGGAAACGTTTTACTATTGATGCAA
+GTGGTGTACGCCCAGGCAATAAGGTCTTGGATCTAGCCGGTGGTACGGGCGATTTAACGGCTAAATTTTC
+AAAGTTAGTAGGAAGAGAAGGCAAAGTTATTTTAGCTGACATTAACAGCTCAATGCTGAATGTCGGTCGT
+GATAAATTACGCGATAAAGGTTTAGTACAAAATATAGAATATGTACAAGCAAATGCTGAATATTTACCTT
+TTGAAGAAAATACTTTTGATATTGTCACCATCGCTTTTGGCTTACGTAATGTAACGGATAAAGATAAAGC
+CTTGCGCTCAATTTATTCAGTACTAAAACCTGGTGGGCGTTTACTGGTGTTAGAATTTTCAAAACCAGAA
+CATGAGTTATTGAATAAAGCTTATGATTTCTATTCATTCAATATATTGCCTAAAATGGGCGAACTGGTAG
+CAAAAGACGGTGAAAGTTATCAATACTTAGCTGAGTCAATTCGGATGCACCCAGATCAAGAAACCTTGAA
+AGACATGATGGAAAAAGCTGGTTTTGAACAAACGAGCTTTAAAAACTTAACTGGTGGGGTAGTTGCCTTA
+CACAAAGGTTATAAGTTTTAATCATGAAACCTTCTAATAACAAGGCTGTTACTTTATCAAGTAATCAACT
+AAGTACTCAATTTAGCACCAAGTTGAGTGACAGCTTATTATTACCACAAGTGGCAACGGCAACGCTTGAA
+TTGATCATTAATAAGGCGTTAAGTTTAAATAATAAACCACTCTCTTTTACTGCGGTAGCCCACAAAACGT
+TAACGCTTGAGTTGTCAGAAATCTCATTTCCGCTATGTTTTACTATTGATAATACTGCTAGCCCAGTTGT
+GATTATTGTCAGATCTACGACTGAATATAGTGATTGCAGCATAAAAACGAGCGTTAGTACGCTTAAAAAA
+TTAAAAGCTAATCAGTCTCTGACAGACCTAATTAAACAAGATGAGTTAGACGTTAGTGGTGATATCAAAA
+TAGCACAACAATTTGCCAACATTGCACAATCACTTGAAATAGATTGGCAAACAGAGCTTGCTAAACACCT
+TGGTGATGTGCCAACTCATAAACTTTTACAGTTTGGTAATAAAATTACCAAATCGCTTGCGGCTACAGGT
+AAACAACTTGAAGCGGATATTAGCGAGTACCTTGTACATGAAAAACGTTTAGTGGTGACAAGTAGTCAAA
+TAAATGCTTTTAATCAACAAACTAAAGACGTTGCGAGTAAGGTGGATAGCTTATCTGCGCGCATAGATAA
+ACTCGCCGCCGATATAATAGGCAAGCAGTAAAAGTTAAGTTAACTAATACCACTAATAGCTCTACTAGCA
+CTAATAATATATAGGAAATAATAACCGCCGTGAGTAGCCAACGTCTTTATCAAATAGTCAAAACTTTCTT
+GAATTTCGGTTTAGACGAAATGGTACCTGCGGATATGTTGCCTTGGTATGCTAACGTCGGCAGACACAGC
+TTATTTTGGTTGAGAAATAAGCATAAAGATAAAACCCCAGAGCAGCGTTTTCGTTTAGCTATAGAATCTT
+TAGGGCCTGTTTTTATTAAATTTGGCCAAATGCTGTCAACTCGCCGTGACTTATTACCACCCGAATTAGC
+CGATGAACTCGCCTTACTTCAGGATAAAGTAACCCCGTTTGACGGAGAACAAGCAAGACAACTAATCATT
+GATGCAATGGGCATAGATGTTTTTGAGCAACATTTTAAAGACTTTGATCTTGTCCCATTAGCATCTGCCT
+CTATTGCGCAAGTGCATACTGCAACACTACTGACTGCTGAGAAAAATGAGAATATCGTTATTAAGGTGTT
+GCGACCTAATATCAGTAAAACCATTTTAGCCGACATTAAAGTGATGTCATTGTTTGCTGGTGTCGTAGCG
+CGCTGGTTACCCGATGGTAAGCGTTTACGTCCAAAAGAAGTGGTAGAAGAATATCGAAAAACGATTTTAG
+ATGAATTAGATCTTAATCGTGAAGCCGCAAATGCTATCCAATTAAAGCGTAATTTTGAACAAGGCAGTGA
+ATACGATAAAGCGCTTTACGTGCCTGAAATTTATAGTGAATATAGTTTTGAAAACGTTTTGGTTATGGAG
+CGTATTTATGGCATTGGTGTGGGTGAGATAGAGACTCTTAACCAGCTTGGCGTGAATATGAAATTACTGG
+CAGAGCGTGGTGTAGAGGTTTTTTTCACGCAAGTATTTCGTGATAGCTTCTTTCATGCGGATATGCACCC
+TGGTAATGTTTTTGTTGATGCAACTCACCCAGAAGATCCTACTTGGATTGCGATTGATTGCGGTATTGTT
+GGTACATTAAATCGTGAAGATAAACGTTATTTAGCTGAAAATTTTGTTGCCTTTTTTAATCGTGATTATC
+GTAAAGTTGCCCAGCTACATGTTGATTCTGGTTGGGTGCCAGCCAATACCAGTGTAGATGAATTTGAGTT
+TGCCATTCGTACTGTTTGCGAGCCTATTTTCAACAAACCCTTGTCAGAAATATCTTTTGGACAAGTATTA
+GTTAATTTATTCAATACTGCACGTCGCTTTAATATGGAAGTACAACCGCAGCTTGTTCTACTGCAAAAAA
+CCTTGTTGTATATTGAAGGTTTGGGTCGTCAGCTATATCCACAACTGGATTTATGGCAAACAGCAAAACC
+ATTTTTAGAAAACTGGGTGAAAGAGCAAATGGGTGTTAAAGCCGTTTTAAGTAAAATTAAAGCTAACTTA
+CCTTTTTGGAATGAAAAATTACCTGAGATGCCAGACTTAATTTACGACTACTTAAAAACAAGCCGTGAAA
+ATCAACACCAACAAACGCAGATAATGCAAACACTGTTGGCGAGTCAGAGCAAAAATAATCAGCGAATTAT
+CTATAGCATTGTTGCTGCAGCAATTATTATTGCAGGGGCGATTCTGTTAAGTCATTAGATTTACTGCTAG
+TGACTACTTACTAGTGGCAGACTTCTTTAAACTAAAGAGATAGATTACTCTTTAGTTTAAGATAGATAAG
+CAAGTAAACATAGCATGTTGGTTGGCTTTCTCAACGTGTTCTACGGTTTTCTTCTTTGTTACACCTAACT
+CCCAATAAACCACCGCATCATATTTAGCGTATGGATCCCCGCTCAGTGACTACAGGGATGACTGCTTTGA
+CCTTGGTTGATATTAGCCATACAACATAAAGTTTCATTGGAGTATGTTATTTAATAAGTGTTGCTATTCC
+CTTATCAACACCATAAATATCGCTAGGATAAAACCCTAAGGTTATATGAAAGTCTTTATCAGGTAACATT
+AAGTGTTGACGGTAACTTGTCGCTTGTGGCGATTGAGCAACAACAAAATATGTTGTTTTATCTTTTATAC
+TTACTCGCCCTAAGCCACTTAAAGATACAGACAAAATTGTCCCTATATCAATCTCTTTTGTGACCGATTG
+GTATTCGTATGGATTAATTAATGTCATGTGGAAAGTCTGATGATCTCTCTCACTTTGATGTTGTCGATAA
+CGGGGAAAGTCATCACCTAGTATTTTCTTCATTTGGGATAAGTACAGCTCAATATCGGCTGCGTTTACTT
+TCCCTCCTACATAAATTAAGCCGCTATTATCAGTTAATTCAACGATTTCTAATTGAATAACTAATGCCTT
+TTTTAGGGCTAGAACAGTATCAGACATAGGTACTTCTATAGGTTGATTATTGGTATTCTCAGCTAAAGAC
+TCGGGTAGTGTATTAGCAGACAAAGTCGCTTGCCAAAATATTATAAGAGTGAGTAAAACACCTTTGAAAT
+TAGCCATGTTATTAATTTTTTTCATCTATTATCATCACTTAATTAGACATTAAATTTAGAGTTGATTGCA
+TCATACAGTTAATTCGGCAGAGTAAATTAATACCAGAACAATTTCTTGAGCCTACATTGATATTTACATA
+TTGTTCATCTGAAGAAATAACATTCAAGTTAAACCTTTCTAGTTAAAGCCGTAAACTTATTTTTTCGCTT
+CTTTAGCTTTAGCGAGTTGGGCACGTAAACCTGCCATGCCTTGTTGATTTGATTTCTCAACGTGCTCAAC
+GGTTTTCTTCTTTGCGGCGCCCAATTCCCAATTTAAGTCATCTTGGGGTAATTCATGTAAAAATCTACTA
+GCTTCAGTACGAGACAATTCACCAAATTGCCTGCGCTCTCTAGCGTAAGTAAAAATTAATTCACGCTGAG
+CGCGAGTAATACCAACATAAGCAAGGCGACGCTCTTCTTCAACACTGCCTTCATCAATACTGGTTTGATG
+GGGTAATAAACCTTCTTCCATACCAATTAAGAATACATAGGGAAACTCGAGGCCTTTAGAAGCATGCAGT
+GTCATCAATTGAACTTGATCGTTACTGTCCTCTTCTTCATTTCGTTCCATCATATCGCGCAAGGTTAAAC
+GAGTAACAATTTGCGGTAAGGTCATCGGCTCTTCGTCATCACTACCTTCAAGCATTTGTGTAACCCAGCT
+AAAGAGCTCGGTGACATTTTTCATACGCATCTCGGCTGCTTTAGCACTCATCGAGGTATCGTATAGGAAG
+TCTTCGTAATTAATTTGACGGATCATGGAGCGTAATACTGCGGCAGTATCACCTCGTTCGGCCTGATCAG
+CAATATCAACAACCCATTGTGTAAATGCTTGCATTTTCATTAAGCTGCGACCGGTTAAGGTTTGTTCTAA
+ACCAAGTTCAAAACTGGCAGCAAACATACTAATTTGGCGCATGTTGGCGTAGGTGCCTAATTTCTCTAAC
+GTCGCTGGGCCTAATTCACGTTTAGGCACATTCACAATACGTAAGAAAGCATTGTCATCGTCAGGGTTAA
+CCAGTACCCGCAAATAGGCCATGACATCTTTTATTTCTGGACGGGAAAAAAACGAAGTACCACCACTGAT
+TTTATAAGGGATACGGTTTTGCATCAGTGCTTTTTCAAGTAAACGTGATTGGTGATTACCACGATAAAGT
+ACCGCGTAATCTTTATATTGACTGCGGTTCATAAAGCGATGACCAATGAGTTCGCCTATAACACGCTCAA
+TTTCATTTTCTTCATTTTTCGCTTGTATTACTCTAAGTTCTACACCGTAGGCAAGTTCACTAAATAATGC
+TTTGTCATACACATGCGGGTTATTGGCAATCAGAACATTGGCGCATTTTAAGATACGACCACTCGAACGG
+TAATTTTGCTCAAGTTTAATTAATTTTAACGCGGGAAAGTCTTTACCAAGCAGTATTAAATTCTCTGGTT
+TAGCACCACGCCATGAATAAATAGACTGATCGTCATCGCCTACTACGGTTAAACGACCACGCTCACCAGT
+AATATTCTTAACTAATTCATATTGGCTAGCGTTAGTATCCTGATATTCATCCACCAATAAATAACGAATT
+TTGTTCTGCCAACGCTCACGCACTTCAGGATAGTTTTTCATTAACAGTGTCGGGATCAGAATCAAATCAT
+CAAAATCCAATGCATTGTATGCTTTCATATGTTTATGATAGCGCTGATAAAATTCAGCATATTCACTGCT
+GTCAGCATCACTTGCAGATTTTAGAGCATCATCAGGTAAGAATAAGTCATTTTTCCAATTTGAAATTTTG
+CTTTGTAGTTTGCTCAACAAGTCTTTATCGCCATCAAGTTCATCAATGGTTAATTCCTTGAGTAATGCTA
+GGCTGTCTTGATCATCAAATAAGGTAAAGCCAGGCTTGTAACCCAGAATTTTTATTTCGCGACGAACAAT
+ATCAAGCCCTAACGAGTGAAACGTAGAAACCGTTAAACCGCGAGTTAGGTCTCGACCAAGCATTTTTTGA
+ATACGCTCTTTCATTTCACGTGCCGCTTTATTGGTAAAGGTTACCGCGGCAATATTACGTGCTTTGTAGT
+CACACTTTTGAATGAGGTAGGCGATTTTTTGACAAATAACCCCGGTTTTACCTGAGCCAGCGCCTGCCAA
+CACAAGGCATGGACCACTCACAAATTTTACTGCTTCATTTTGTCCGGGATTCAGTTTCATTAGTTTTATC
+GTTATTTAATTCGAATAAATTTTCATGTGGTAGATTTTACCTGTTTTTAGTCATGTGCAAAACAGTTACA
+ATGCTAACAAGTGAAAATTGATGAGAAATTATTATGTTGAATGCAAAAAAGATTGAAGAAATTGCCAAGC
+AAGTCACAGAATCTATCCCTCCAGGCTTAAAAAGTATGGCGAATGATTTTGAAGATAAAGCGAAATCGGT
+TTTACAAAGTAAATTATCACAGCTTGATGTGGTAACTCGCGAAGAGTTTGATGTGCAAACGCAAGTATTG
+ATCAAAACACGCGCTAAAATATCTGAACTTGAAGCTAAGTTAGCCGAATTAGAAGAAAAAATAGCTTCAA
+GCTAATGAGTCAAGTACGACCTGTTAAATTATAACCATACTGTTATTTACAATCATCCATACAATGCCAA
+GGACGAGATTATTTCATGTCATATTCTAAAGTAGCCCTAACGTCGGGCCCTTCTGCAATTACTTGTTTCA
+AAGCTTATGATATCCGGGGAAAATTAGGCGAACAATTAAATACCGATGTTGCCTACCGGGTAGGTCGCGC
+TTTTGCTCAACATACCAAAGCAAAATCCGTAGTAGTAGGTGGTGATATTCGCTTAACCAGTGAAGAGTTA
+AAGCATGCTTTGGCGGAAGGTTTGATGGCAGGTGGCACTAACGTTATTGATTTAGGTTTAGCGGGTACAG
+AACATATTTACTTCGCGACCAGCCACTTACAATGCGACGGTGGCATTGTCGTTACCGCAAGTCACAATCC
+GATTGATTACAATGGCATGAAACTGGTACGCGAAAATTCAAAACCTATCAGTGGTGATACTGGCCTTTTT
+GATATTCAAGCGCTTGCTGAAAAAAACGATTTTATTGATGTTGAAACCGTAGGCACTTTAACAACAGTAG
+ATATTACTCAACCTTATACAGAACATTTATTAACCTATATTGATGATAAAAATATCACTCCGTTGAAGCT
+GGTAGTAAACGCTGGAAATGGTACAGCAGGTCCTGCACTGGATGCTATTGAAAGTGCCTTTAAGGCGCTG
+AATGTTCCGGTTGAATTTATTAAAGTACATCATCAGCCTGATGGTAGTTTCCCTAACGGTATTCCAAACC
+CATTACTGATAGAAAATCGTGCAGCAACGCGTGATGCCGTAATTGAACACGGCGCTGATATGGGCATAGC
+CTGGGATGGCGATTTTGATCGTTGTTTCTTGTTCGATGAAAACGGTGAGTTTATTGAAGGTTATTATATT
+GTTGGTTTATTAGCTGATAATTTTTTAAACAGAATTGAAGGCAGTAAAGCCGAAGCCAAAATAATTCATG
+ATCCACGTTTAACTTGGAATACCATTGATATTGCTGAAAAAGCAGGTGGTCAAGCCATTCAAAGTAAAAC
+GGGTCACGCTTTTATCAAAGAACGTATGCGTAGCGAAGATGCTATTTATGGCGGTGAAATGAGTGCCCAT
+CATTATTTCCGTGATTTCTTCTATTGCGACAGCGGTATGATCCCTTGGTTATTAATTGCGGAACTTGTTT
+GTTTGCGCAAACAGCCGCTTTCTAGTTTAGTTAAACAGCGAATAGCAGCTTACCCATCATCGGGTGAAAT
+TAATAATACTATTGCTGACCCTAAAGCAGCTATTGCACGTGTTTTTGCTTTTTATCAAGAACAAGCACAA
+GTGATTGATAAAACTGATGGTATTAGTATGGAATTTGGTAACTGGCGCTTTAACTTACGTAGCAGTAATA
+CAGAGCCTGTGGTTCGTTTAAATGTTGAGTCTAAAGCTGATGTGGCATTAATGCAGGAAAAAACAGAGCA
+AGTATTGGCTTTGTTATTGGCTGAGTAGTCTTCTTTTATGGCAGAGAGTTTAATGGCTAACAGCGAACGA
+TTTTCGGACTTAAATCCAAGCTATGGCACGCTTTCATTGACTGAATTTGTTCATCAGTATGAAAACAGCC
+TACCTGAGGCGAGGTTATTTGAATTAACCCTGCCTTGGCTCGCTGCGACCGAAGAGTTTATGCTCCCTGA
+AAACAGCCAAGTAATCGTTCACTGTTTGTATCACACAAGGAAAGGGCAAGAGCTCTGGTATTAAACATCG
+CTTGGCCATTAATGCTTATCATCAAGGTATGCAAAGTATTGTTTTTGATCACTATGGTACCGGCGATAGT
+GATGGTTAACTCATTGATACCAAACTGACAATATGGCAGCAGGATATTCTATTCCAGCTTGGAGATATTA
+AAACTCGGTCTTCACACGCTATTTATCTATCGTTACCTTTATCTTCAGTATTATTATCAGATGAAATGCT
+AAGCTTGATTGACGGTGTATTACTCTTACAGTCTGACTTTAATGGTAAATGTTTCGTGCAACAGTTCAAA
+TGCATAGCACTCGCTTCAGGGCTTACTCAAGATAATAGTACTCAGGCCAACAAGTCTAAAAATACTGCAG
+CAGACGAAGATGAAACTGTTGAAATTGCCGGTTATCTAATGAACGCTAATTTATTGGATGAGTTGGCAGG
+ACAGAATATCAATAAGTTAGCTGATTTTGACATCGATTTTCATTGGTTTGAATGGCAAGCTCAATCGGAA
+GAGTTGAGCCCTAGCAGAATAAAGCAGCAACAAGCATTGGCCAATAAAAATAATAAATTACTTGTACAAC
+AAGTCGATGATGTAAAGTTTTGGCAAGCAACTGAATTACAAATTGCACAATCCTTTTTAACCCAAGAACA
+GCTAATCTTTTCTCAGTTAGCGTTTTCGATTTTAGTTTTGTCTAAAACTGAGACAAACTGATGAATGAGC
+AAGGTGTTATTTTTAACAGTAATGGCAAACAATTAGTAGGTATTGAGCATTTGCCTGAGCCAATTCATCA
+AGGACAAACTAATAAAGGCGTAATCATTGTTGTTGGTGGCCCGCAAACTCGTGTTGGTAGCCACAGACTA
+TTTGTTCATTTGGCTCGAGCTTTAGCAAAGCAGCGTATTGTGGTATTTTGCTTTGATTATAGCGGAGCAG
+GTGATAGTGAAGGGACTGTTAGCACTTTTACTGATATTCAAGATGATATTGAGGCCGCCTTCACACCTTT
+GAGCAGCGCCATAGTGATATTACTGAGTTGGCTTGATGGGGCTTATGCGATGCTGCATCGGCCATTTTGC
+TTTACTTCAATGAGCGCCCTCAACAAGCGAAGATAAAACAAGTGTTTTTAGTAAACCCTTGGGTGAGACA
+ATCACAAACCCAAGCAAAGGCTTACCTTCGTTCTTATTATATTAAACGTTTTTTAGTAAGGCGTTTTGGC
+AAAAATTGCTGTCAGGAAAAGTACAATCTGCATTTACTGATATTCAAAACTTTCATCAACAAAGCCGAAC
+CAGCAACGATATTAACAAACAAGAGAACTTTGTAACGCAAATGCTACGAGGATTGAATCAATTTTCAGGT
+ACGTGTGATATCTTTCTCAGTGGCAATGACTTAACCGCCGATGAATTTAAGTTATTAATTAAAAGCAATA
+AGCATTGGCGGGAGGTAATGGCTCGCGCTACTATAAATCAGCAAATAATTTGCCAGGCGGACCACACTTC
+TTCTCAACGAGATAAGCAAAGCCAGTTAATTGAATTAGTCTGTAAAGCTTTAGCGAAGTAAATCGTTAAT
+AGTTCATTAAAAATTCAATTAAGCTATGTTACTTGCATCCATAAATGCCTTACAATTACGAAATAAATAA
+AGTTATCTGCATAAATTTAACAACATAAGGAAGCAAAATGAAAATAGGGATTATCGTTGGCACTCGCCCA
+GAAATAATCAAAATGGCACCCGTTATTCGTGAATGTAAAAAGCGCGGTATTGCCTATTTCATCATCCATT
+CTAATCAGCATTACTCTCAAGAGATGGATAGCATTTTCTTTAAAGAATTGGAGTTACCAGCACCAGATTA
+TAATTTGGGTGTTGGCTCAGGTTTACATAGTAATCAAACCGGTAATATTTTAATTGAAATGGAGCCCATC
+TTGTTGCAAGAAAAGCCTGATGTGGTTTTAGTGCAAGGAGATACCAATACAGTATTAGCTGGCGCATTGG
+CGGCCTCCAAACTTGATATCAAGGTAGGTCACATTGAAGCTGGCTTACGTAGTTATGATCGCACTATGCC
+AGAGGAAACTAACCGTATTCTTACCGATCACATGAGTGAATATCTATTTGCCGTTGGTCCAAATCAGCAT
+GCTATTCTGGCGAAAGAAGGTATCGATAGCGATAAAATTTTTACTGTTGGTAATACGGTTTCAGATTCTT
+TGTTTCAACATTTAGATATCTCAGCTAGCACCAGTACCATCTTGGCTGATCTGGACGTCACTTCAGGAGA
+GTTCTTCCTAGTAACCGCGCATCGTGCTTCTAATGTTGATATCCCAGCAAACTTATTAGAACTGTTAGCA
+TTATTTGATAAATTACATGCAAAATACAGCCAAACTATTGTTTGGCCTATTCATCCAAGAACTCAATCTA
+AGTTAAAAGAGTTTTCAATAGAATTACCAAGTTACTTAAAGCTTATTCCTCCTATTGGTTACTTAGACTT
+TATTCAATTACAAAAACATGCGCAGTTAATTTTAACTGATTCTGGCGGTATTCAAGAAGAAGCATGTTTA
+TTAGGTGTACCTTGTATTACTTTACGTGAAAATACTGAACGTCCTGAATCAATTGAAGTAGGCGCGAATG
+TATTAGTTGGCCGTGATGCAGTTAAAGCGTTAGCAGCAGCAGATAAATGGCTTGCTAGTGATGCAGCTAG
+CTTTAGTTGGAGTAACCCTTTTGGCGATGGTCACGTTGCTGAAACTATTTTAGATATCATCACTAATTCA
+GTGCCAAATACCCTTGAAGAAGAAATTATTGCTAAAAATGAAACGCTAAGTGTTATTGGTATGGGTTATA
+TGGGTTTACCTATAGCGAGTTTGTTAGCTGAAGCGGGTTATAAAGTAACCGGTGTTGATTTAAATAGCGA
+TAAAGTTAGTGTTATTAATGAAGCACAATGCCCTTTTGATGAAGCGGGTTTACCTGAACTCATTACTAAG
+GTTGTTTCACAAGGCTTTTTAACTGCCAGTACTGAAATTCCTTCAAGTGAAACGTATTTAGTGGCCGTGC
+CGACACCGCACAAAAATAATAGTTGTGACCGAAGTTATGTTTTTAGCGCAGTTGATGCTATCGCTAAGGT
+GGCCAAAAATGGTCAAACCGTAATTGTTGAATCGACCATATCGCCACAAACAAGTGTTGCTGTTGCACAA
+CGGTTCGCTGATGCTGGTTTGACGATTGATGTTGTTCATTGTCCTGAGCGTGCAATTCCTGGACAAACCT
+TACATGAACTTGTTCACAACGACAGGATTATCGGTGCAACGAGCATTGAAGCACAGCAGAAAGTTAAAAC
+AATTTACCAAAGTTTTGTCAAAGGTGAAGTCTTCTTAACCGATCTAACTACTGCAGAATGTATCAAATTA
+GTTGAAAACACTTCACGTGATGTGGGTATTGCTTTTGCCAATGAATTATCACAAATATGTGAAGAGCTTG
+AAGTTGATGTCTATGAAGTTATTCGTTTAGCAAATCGCCATCCAAGAGTAAATGTATTAACACCAGGTCC
+TGGTGTTGGTGGACACTGTATTCCGATTGACCCTTGGTTCTTAGTTGAAAATACTAAAGCGGGTGAGTTT
+GTTCGATTAGCACGTGAAATTAATGATAAACGCCCAAGTATAGTGGCAGAGCAAGCATTAGCATTACTAG
+GTGATACTAAGGATAACTTAGCAGGTAAAAAGGTAGGCATCTTAGGCGTGGCGTATAAGGCCAATGTAGA
+TGACTGTCGTGAGTCTCCTGCAGATGCAATCCTTGATCACTTTAAGAAAGCAGGTGTTGACGTTAATTAC
+CATGACCCATTCGTACCAAATTGGCATTGTGAAAAACAAGAAACGATTACAGAGATTGATAACTGGGCAG
+ATGTTCTTATTTTGGTAACAGACCATGAATGCTACAGTAATTTGAAGGTTTCAAGCCTCTTGCTTAATGC
+ACGAGCATAATAAAAAACCCATTAGCTTTGCTGTTAATGGGTTTTATTTTTTGTTAGCTTAATAATAATG
+ATAACCGCAAAAGGAATTTTGACATGAAATTTGTAAAAGCCTCTCTCTATTTAAGTATCGCGCTGGCAAT
+ATCGGCTTGTGGTGAACAAGTCTCTGTTGAATCTCATTTAGAAAATGCAAAAAGCTATCTAAATGAAAAC
+AAAGTTAATGAAAGTATTATTGAATTAAAAAATGCTATTCGAGCTGATACTAAAAATGCTGAAGCACGTT
+TTTTGTTAGGTCAAATTTATTTAAGTTTAGGTGATGGTCTTGCTGCGGTTAAAGAGCTGGAACGAGCGCA
+ATCATTAAAATATCCGGATAACAAAGTTCTACCCTTACTAGCACGAGCCTATATCTTAACTGACAGTGAT
+AGTGATGTAATCGCATTAAGTACTGCAGCTAAGGGACTCGCTGCTGAAGAAAGAAGTCAATATTTAGCCT
+ACCAAACACTAGCGGCGCTACGTAGTGAACAACCAGACTTAGCCAAGCAAAGTGTTGAATTAGCGCAGTC
+AATTGCCCAACAAAGTCTTTATAGTATGCTGGCCTCGGCGTATCTTCAGTTATCAGAAAATAAATATGAT
+GAAGTGAAAACACTTATCTCGAGAATTCTAACTATAGAGGCTAAGCAAGTTGATGCGCTGATGTTGCAGG
+GGCAAGTAGCTATGGTCACTGAAGAATATCAACTGGCAGTAGATAGCTTTAAGCAGTATATGGAGTTACA
+ACCTCGATTTTCAATGGTGGAATTATTATTAGCTAATGCATTACTTAAAGCGGGCCATGATGAGGAAGCT
+GAACAACATGCAGATGCTATATTAGCTAAAGTTAATAACCAACCTTTTGCTAACTATATCAAAGCTATGG
+TGCGCTTTCAGGCAAAAGACTTTGACAAAGCTAGTGAGCATGCTGAGGCGGCATTATCGGCAGACTTTAA
+TCAATTTAATTTAAAATTAGTGGCAGGAGCGAGTGCTTTTTATCTTAAAAATTGGCAGCAAAGTTATCAT
+CATTTAAGTGCTATTGTTAAGTACCTACCTAATGATCACCAAGCTCGTCGTATGCTTGCGGTTACTCAGT
+TAGAATTAGGGTTAATTGATGAGATTAGTGCCACTATTGGTGATTTTGATGGTAATGATGAGGTTAACTC
+TCAATTTTTATCTTCTTTAAGTTATAAGCTATTAGAATTAGGGGCGACTACAGAAGCTAAGAAATTACTT
+GCTCAAAATGGTCAAAACAGCTCAAAGAATGCAGCACATAATGCCCGCCAAGGTATTTTAAAGTTAATGA
+TGAACGATCCTTCAGGTATAGAGAATTTACAAGATGCAGTAAAACTCAACCCTGAGCTTATTGAAGCAGA
+ATTAGCAATAGCATTTTCCGCATTGCAAAGAGGTGATATCGCTAAGGCTAATGCCATTGCTGAAAAATGG
+CAAAAGCAATACCCGGACAAAGCTAGTAGTTTTAATTTATTAGCCAGTATTGCAATAAAAGAAGGGAAGT
+ATGATAAAGCAGAACAAGCACTTAAGAAAAGTTTAAGTTTAGAGCAAGACAATTTTTTTGCACTGACCGA
+ACAATTACGTATTGCTCGCAAACAAGAAAATATCCCCTTAAGTAAACAACGTGCTGATTATTTAATAACC
+ATTGCGCCTACAAATAATAAAGTATTAAGACAGTATTTTGGTGTTTATCGCAATGAGATGGCGTTAGCAA
+AACTGACCGCTGCTTATGAACTTGATAAAACAGATATTAATAAAGCTATATTATTATCTGAAGCGATGGT
+GAGTTTAGGTCAATTAAAGCAAGCTGAAAGTATACTTGTATCAATAGCCGATACTGCAAAGTTACCTAAG
+CGTTATTGGCAATTATTGTTACTTACCTACAAAAAACAAAAGAATTTCGAAAAAATACGACCTACACTAG
+AAAAATGGTTGAAAGAGAACCCTTATCACATTGAAGCTGTTGTGCTGTTAACTGATTTCTATGCGAGCCA
+AAGAAATTATGAGCGTGCTTTAACTGTTATTAAACGCGGACTTGATAACCATAAGGATAATTTGGTTTTA
+CAGTTAGTTCAAATGCAGTTATTGCTAAACAACAAGCAAATATCTCCTGCGAAAAGTCTTTATAAAATTA
+TAGAGAATAAAAATATTAACGACGCACTTAAACAGGGCCTGCTCGGACGCATATATCTCCTAGAGGAGGA
+TTATGTTCAAGCATTACCTAAGTTAACCGTTTTTTATCAGACTTATCCGAGCAGTCAAAATGCTATTTAT
+TTAGCAGGGGCTCATTTAGGCAATAAAGATAATGCCAAGGCAGTAAAAGTGTTAGAGCACTATCTGACTA
+TTGATGCAAACAATAACCGTATTGAAACAATGCTCGCGGGAATATACCTCGAAAATGATAGTGATAAGGC
+TATTGCTGTCTATGATGACGTTGTTAAAAAACAACCGAAAAATGTAGTTGCCCATAACAACCTTGCTTGG
+TTATATTTAGAGCAAGATAATATCAGTAAAGCCCTAGAACATGCTGAAAAGGCATTAGAATTGGCACCGC
+AAATTGCTAATATTGTCGATACATACGCTAAGGTTTTATTAGGGTCCGGTGATAAAAGAGCGGCCTTGCA
+ATATGCAAGTAAAGCTTCTGAAATAGCCAAAGGGAAGGACGTTGATATTCAATTGAATTATGTTGAAGCA
+CTTATTGCTAATAATCGAATAAATGAAGCAAAAGATTTATTAGCTAAAGTTGCTACCGCAACAGATGAGC
+AGAAAAATAAAAAATCAAAACTACTAGCGCAATTATAATTTTGCCTAGCAAATTCTAAAAAACGACTGCA
+ATGGCAGTCGTTTTTAGTTTATTTAAGGTGAATAAAATAGATAAAGAGAATTGATATGAAAAAGTATATA
+AAACCTTCAGCCATACTATTAACGTTAATCTTAAGTGCGTGTAGTGAAACAAAAACAGTACAGCAATTGA
+TCAGTAGTGGTAACAGCTTTGTTCAAGTTAGGGATTTTTCTAGTGCTGTAATAGAATTTAAAAATGCGGT
+CCGTCTAGAACCTAAAAATGCTAATGCTCGCTTTGAACTAGGAAATGCTTATTTAGAGCAAGGTAATTTT
+GTTAATGCAGAAAAAGAATTTTCTCGGGCCGTAGAATTAGGCCTAGATTTTTCTAATATCGCTGCACTTA
+TGGCAAGAGTAAACACTCATTTAGATAAAGCGGATGAGGTTTATCAGTTAGTTGAACGTAGTGATGAATT
+GACGGATGATGATTATGTTGAGGTATTAACTTATGCAGGTATTACTGCATTAAAACAGAACCGAATCTCT
+CAAGGGCAAGATTATTTAACACAAGCGATAGTAATTAATCCAGATGCTGCTTATAGCCGGATAGCACAAG
+CTTATGTTCATTATGCGGATCGAGAGTTTTCTCAAGGTATAGTCGTTATTAGTAATTTACTTAATGAGAA
+AACTGATGCTACAGAAGCAATGTTGATACAAGGACATTTGTATTATGCACAGCAAGAATTTGAGCATGCC
+AGTGGGGCTTTTGCGCTTTATCTTAATTATCATCCACAAGATCATAAAATACGTTTTTTCGAAGTAAATA
+GTCTAATTAAAGCCGAAAAGTTTGAACAAGCAAATGTAATCACAAATACCTTATTAAAAGCATTTAAAGA
+CTCTTCCTTAGCATTACAATTTAAAGCACAACTCGAATATCAAAAGAAAAATTATAGTGCAGCAAGAGAT
+TATGCCGAAGAAGCATTACAGCATGGTCAAGACTTTTTAGGAGCTAAAATTATTGCAGGGGTTAGTTCAT
+ATTTTTTAGGGGACGTAGAACAAGCATATACCAAGTTAAATGGCATTGTTGAACGAGTGCCTAATAACCT
+CTTAGTTAAAAAAATCCTTGCAGTAACTAAGTTTGAGCTAGGGTATTACGCCGATGCAGCCGAAAATTTT
+TCATCTCTTGAGGGGCTTACCTCTGCGGATCTACAACTATTGAAAAGTTCAAGTGCAAGTTTAATGGGGA
+TTGGTTATGTGGATAATGCATTGTCCTTAATAAATAAAGCGGAAGAATTTTCTCCAGATAATGCACAGGT
+AGCGGCGCAAAAAGGCCTTATGCTCTTATCCCAAAATGATATTAGTGGCATTAATTCGATGAAGCGTGCT
+GTTGAGCTTGACCCTTCACTCACTTATGTCCAAGTGGCATTAGCTATAGGGTATCTAAATATAGGTGAAG
+AAAATAAAGCTCAAAAAATAGCGGATTTATATAAAGATAAGATTGACGAGGCAGATGTAGGACATGTGTT
+GGAAGGCTTCATTTATTTGAATAACAAACAAAGTGCTAATGCGCAAGTCAGTTTTGAAAAAGCACTTTCA
+TTAAATCCTAAAAATATTGCCAGTTTGTATAACCTAGGTTTACTCCATAAAAGGGCTGCAGAAAATTCAA
+AAGCAATTATCTACTTTGATCGACTTATAGCATTATCTCCTGAGCATAAGGGAGCTTTAAAATCATTAGT
+CTCTATAGCTGTAAATAAAGAATATTTAGAAGAAGTTCTTACTATTCTAGTTAGGAATCATCAGACCGAT
+AACCTCTATAGCATAATCGCACTAGCACAAGTTTTAAGAATAGATCAGCAAGTTGCTAAAGCAGTTACAA
+CATTAGGGGGGATTGATAAATCTGTTAAGTTAACATCAAATTATTTTATGTTGTTGGGTGATAGTTATTT
+AGAGTTAGAAAAGTATCTAAAAGCTAATGCAATCTTTGAGCAAGGTTTAGCCCTTGAACCTAAAGATTAC
+CTGTTGAATATTAGATATATTAGTACATTAGAGTGGCTAGGTGATTATACTGCAGCTCTGGATCAAACAA
+GGAGACTGCATAAGTATTATCCTAACAATATAAATATCACCACGTCGCTAATTTATCTTGAGGTGAGAAA
+TAAAAACTATCAAGAAGCAAAATATTTATTAGAAGCTATAAAGGGCCAAAAAAGCAATCATCATCAACTC
+GATGCTATTGCAGGTGAAATTTATAGTTATGAAAAGGATTACCCTCAAGCAATTGAACATTTTTCTGTAG
+TTTACGAAAAAGAACCAACGGAGTTAAATTTACTCAACTTAGCACGAACATTAGGATTTGATAAACAAAA
+TAAACAGGCAGAGAGACTATTAGAGTTATATCTTGATAAGAACCCCAACAATAGTAAAATTCGTTTTTTA
+CTTGCAGAATTATACAACCCACAAGATAGAAAGAAGAGGGTTGTTCAATACCAAGTTTTATCGACACAAA
+TACCTAATAATGCAATCGTATTTAATAATTTGGCATGGAATCAATTCAAATTAAAGCAAACTGCTGAAGC
+ACTTATAAATATAGAGAAGGCATACCAATTACAACCTGATAGTTTAGCAATCCAAGAATCTTACGGTGTT
+ATTCTCATAGCAAATAACAAATTAAGCCAAGGAATTAATATACTCGAAAGCGCTATTTTGTCTGGTTCAA
+CTGATGCTGCAGCAAAGGAGTATTTGATTAAAGCTAAGACTTTACTCAATAATCAAGGTAAGTCTAGTGG
+CTAGATTGGTAACTTAAAGCTGTCAGTATTTTTTACATTTATTTCTATTTTATTTCTATTTTATTTGTAT
+TTTATCTCTTAATTTTTGATAATTAAGCTTTTTATTTTTTTGGTACGGTACGTGCATTAGTTGACAGAAT
+GAATATTAACTAAAATAGTTTTATGTTAATAAAAGCACATTAAATAAAGGACACAATAAATTATGAATAA
+GTTTTCTAAAATATTAACTGCAGGTGCATTAGTATTGTCAAGTATTTCAGCTTCAGCATCAGAGATCACA
+GTTGGTGGTGTAACTTGGGACCCTGATTATCAGACTTTGTTAGCAACTGACTTTATTGGTGCTGTTGAAT
+TTGCTCAATGGTTTTCTACTGCAGGGCTTAATTCATCGGGAGCTCCAATTATTACTCCAGCATTTCCAGG
+TACAGTAGGCTCAATGCTACAAGGTGTAGGCGAAATTACTCGCTTTAATGGAAAAACAGATTTTGTTTGT
+ACTACTTGTGAATTGACTGTTACTTTTGGTGGCATGCTTTTTGATAATGACCTCACTGATGGCTCTGTAT
+ATGATTTAGCTGCTTCAGCAAGTACAGGTTTTTTAAATATTTACTTTGATAATACGGCAAATTTTGATCT
+GGGCGGCTTTGCCTCACAAGTTGACTCAGATGCTGCTGCGGATGGTTCTTTATTTTTATCTCTAGGCTTT
+GATACCTTACAACAAGGTCCTGGATATACAGCCCAAGTAGGTCATTTAGATTCATTTTGGAGTGTTAGTG
+GCGGTGCAGCGGCTGAATATTTTGATACTGATTCTCAGCTTTTTGGTTCAGATCTTGGTTTTGCTGCCAC
+TGTAGACTTTCAAAATAACCTATACGGTATTGGGGGTGGCGTTGCTTCAGGTAACTCTATCCCAGAACCT
+ACTAGTTTAGCTATTTTCGGCTTAGGTCTTTTAGGCTTAGCTGGCGCAGCTCATCGTAAAGCTTAGTATT
+GCTAAATAGCAAACTTTATTGGTTTGACTATTAATCAAGCTTTAGACAAAAAAACCTCCGTTAGGAGGTT
+TTTTTATACCTGCAATATAGGAATATGAAAGTGAAGTCATATTGGACCAAGGGTCAGTAATAACTAAAGG
+TTAGATGCTTTTGTGTTCTCTAGACTAGAGGATTAATAGCCACATACAAAAAAGCCCCAGTTTAACTAAG
+TTAAACTGGGGCTTTTTATAGGACTTGAAAAAGCGAAAGCTTATTTCATGTTAGCGTAGTAAGCCGCTAA
+GTTTTCCATGTCGGCAGGAGAAAGCGCCATAACCATACCTTTCATTGTAGGGTCGTTACGTTTGCCTGAT
+TTAAAGTCGTTAAGTTGCTTTGTAAGGTAAGCTTCTTTTTGACCCGCTAAGTTAGGGTAAGTTGGTACAG
+CAGAAACACCAGCAGCACCGTGACAAGCTGCACACATTACTGATTTTGCTTTACCAGCTGCTGCATCACC
+AGCAAATACAGGAGATGCCATCATAACCGTCGCTGTTGCAACAGCAAACATAAGTTTATTCATAGTTTCA
+CTCTCTTTGGTTCTAAGGTATTTGTAACCAAGGTCAAATGCAAGCATGATAGCTGAGTTACAAAGATAAA
+ATTCTCTCTTGAGTATATGAAAATTAGAGGAACTTGTCGTGGATTTTTTTGTCAAAAGCCCTGATTAACA
+TCAAACTTTAGTCGTATAATTAACTATATTTTACAAGATATGAACATTGGTGATTATGAACTCCGTTACA
+ATTCCACAAAGTCTTGAGTCGTTAACATATCAAGTAGACTACTTGAACGTAACATTTAAAAACGACTGGT
+GCCAAGAAAATATCGCAACATTAATTGACCTGCTATTTTTACCTATCATGCCAGTTACTATGCAAGAGAA
+GATTATTGGCGCTGATCGGGAAAACATTCGCTTTCGCTGGGATAATAATAATTTTGTGTTGAACTTTGAT
+TACTATAGTCAATCATGCTGGATCGAAGGGCAAGATAGTCCAAGTACAGAGCAATTAGCAACCCTTCACT
+TGGCTATGACAAAATAATGAAAATAAGTGAGCAACCCATTAATAAGATTTTAATCAGCTCATGCTTTTTA
+GGTGAGCGCGTTCGTTATAACGGAGTGGTGAAACCACTTGTGAACAAACTATTGCAGCAATGGCAAAAAC
+AAGGTCGCTTAATTTCTATATGTCCTGAAGTTATTTCAGGGTTACCTGTTCCGAGACCACCTGCAGAAAT
+AGACCCGAACACAAAGCAAGTCATCACGATAGAATCTATTGATGTCACTGAACAGTTTGATAAAGGGGCT
+AAAATTGCACTACATTTATGTCAGCAGCATAATATTCAATTAGCCCTATTAAAGGAATCAAGCCCCTCAT
+GTGGTAGTAATACTATTTATGACGGAACATTTAGTCAGAAAAAGATTATTGGGGAAGGAGTAACAACCAA
+ACTTTTACGAGTACATGGCATCAAAGTATTTTCTGAAGCTTCTATTGAAGAATTGGCTGCACAAATTGAT
+AAGTAGTCTTTTTCAATAAATACATAATAAAATTGCTAGTCTAAATATACTCATTACCAATCAAGATGGA
+TGTTTCAGAGTCCTGCACTTTGAATGATACCGGGTATAGTATAAAATGTGCTGCAAGGGAACTGAACTAT
+ATTGACGAGTAATGAATACAAACGAAGCAACTACAAACGTGAATAATTTACAGAGTACGCAGACCTATAA
+AGCTGGAAGTAAGGTTAAGCACTTTCATCAATTTTTTACTGCTTATCTTATTGTCATTTTTTTGGTTATT
+GTTGTTGGATTATCCACAATAGTGTTTTTTTTAGCACAGGAGTACAAACACTCTCAAACGTCAATAACTG
+AACAGCTTTTTTCATTACAAACACAATATCTACAACAAACTTACCTGATTAATGCTGATAAGCTTATTGA
+TAGCATATTGAAAAATATCGATTCGAATGATTTGATCCCTCTTCAACAAGCACTTTCTCTACAAAGTAAA
+AAACTATCATTACTAAAATCTGAATATAAAAATAGTTATCAACAATGGTTTTCTAGTAATAATCATGCTA
+TGGACCTACTTACACGTATTGAATCAAGTCATACAAATAACGAATTAGTAAAATCTAAGTCATTAATTCA
+ACTTGATACTTTACTTGATGCCATTAATATCCAATTGAATAAACAACAGACAAACTCAAAGCAAGCAGTG
+CTGTTATCCAAAGTAGAAAGTCAGCTCACCAATGTAGTAGCGAAACTTAAACGTTTGGATTTAAATACGA
+CATTTAGAAAGTTTGAACAGTTAAGCAAACAAATGGATGAAATGTTTATTACTGATTATGCCAAGCAATT
+GGCAAATCAACAGTACGAAAGCCAAGGAATGGCTGACATTGTCAGAGACTTCATTCGTTTTGAAGATCTA
+ATATTAAAAGACGATTTATTGGCTAAATGGCAAGATAACTTACACTTAATAGAAAAGTATCAACAACAGC
+TTCTTGTCCAACAGGAACAATTGAAAAATATTATCGATAAGCTGTTAGGAAGCCAGCAGGGGGGGGCTGT
+ATTGGCAATTAGTGATTATGCAGGAATCAATAAAGAAGCTGTATTGTTTAACCTGTTACCAAAATGGGTA
+GTTACTGCTTTTACTGTTGTACTTATCAGTCTTGCCGGTTTACTTTTGTTAATTCGAAGAAAAATAAAAG
+TGGCTAGTCAATTTAGTGTCAACTGTATTACTCGTATCATAGAAAATGAAACTAGCTCATTGACAGTTGA
+AGGAAAAGGTAGTCTCTCCAAGCTACCTAATCATGCCCTGTATAGTGCTGAAACTGAACAGTTAATAAAA
+AAAATTCAACAGATAAATTCCTACAATCACAATGAAGAGGAGTACTTAGCGCTTACTGATAAAAATCAAA
+TGTTGGAAGAGAGAATCATTAAGTTTGACTCGTCAGAAAAATCCACATCAGAGCTCTTAGTTGAACAGCA
+GCGCTGTAAAGATCTTCATCTAGCTGCGATAAAGCAGTTAGTTTTATTAGGAGTTAGCTCAATTGCGACA
+AAGATAGGCGCTAGCAATAAAGATGATGCTGGCGAAGCAGATAATCACTTGAATAATGCTCACTATCAAG
+GCCTGGATTTAGTCAGACAATTAAGGCAAGCAAGTTATTATCGCTATTTACAAAGTAGTGATGCCTTGTT
+GACATTAAGTGATGTGAATCTTGTAGCCCTCATTCAGGCTATTGTGCTTAACTCACGTAATGAGTTAATT
+CTCTGTAATAATAAAATTTCGGTGAATATTGATGAAAAAATTCTCCCTAAGGTAAACCTAGATGTAGCAT
+TATTCAGTGAAATGTTTAGCGTTTTTATCATGTTGCTGTTCTCTCAGCAAAAAAATAGTCAGTTATCGCT
+CAATTTACAGTTGGTTGATAAAAATAATGGTCAACAAAAAATATGCTTTACTGGCCAAATTCAAGATGAA
+GGTGACATAGTATGTTTGCCACAAGCGTTGCAAGCTTTCAGTGATGATAGTACCGAGCAAAGTGAGCTTG
+GAGACTACTTCTTTACTTTATTGAAAAACCAGCACGGCTATGATGTTAGCGCTAAATTAACCGAAAAAGC
+TTATAACTTTAGTTTCACTTTACCCATAGCGGTTGCGGATAATCAACAAGGATCTCATTATCCCGTATTG
+TCATTACCGGATCACTTAGCTGATATTGAAAAGGATGTTGTAAAATTAGCAGCTAAATATTTTGTTAGGC
+CTATAGAGGTATTACTTGCAGTAACGGCACCTGAAAAGTATCAGCGTTTGCAGCAATTGCTGCAAGGTAT
+GGGATTACAAATTACCTTTGTCAGTTGTGAATTAATGTTACAACAACATTGGCAAAGTGGTCGTTTCGCG
+GTACTGATAACAGAGATAGAATGTCAGCCCTTCACTAGATTTACGATTGATGAGGGAGAGGAACACTCTG
+CTATAGTCGCCATAACACGTGGAGTGTTTAGTTTAGAAAATCGGGTAGATATTAAAGCTCAATCTGAAAA
+TTATCCTCTCTGGGTGTTGGGGGAGTTAAGTGCTGAAAGTAGCGTAAGTGAACTAGTTACGGCAATGACC
+CCTTGGATAAAAGAACAATGTTGTGGGAGCTATACTCCTGAAGAGCAAGTGACACAAGTTACTAGCAGTA
+GTAATAACATTGGCGCTATAGCTGAAGATGAACTTGCATTAACATTCTTAAATCAAGCGGATAGTTTTAA
+CTTTGAACGTTACTTGAAACATCAGGGTTCTGCTGAATTGGCTATTTTCATGCTTGAAGAATATACAACT
+GAAAATATTGTGCTTGTAGAGGAATTAAGCCAAGCGTTTACGGTTAACGATGTTGAAAAAGTTGATGCTA
+TTATCAAGGCATTATTGGTTAATGGTAGAATACTTGCTGCTGATCACCTATTGCAGCTTTGCCAGCATTG
+GCAGACATTGCTTACTACTCAAGGGGTAGATAACAATGAAAAGGTACAAATAACTTTATTAAGTAAAACG
+AAACAAGCAGTTGATGAAATTAGTCAACATGCAGTTACTATCGCTTAATTTAAGTGCATGGAAAAAGTAT
+TATTATCATAAACTTCTAAGGACTATCTTGAGTAATCATAATAGCAATAACCAAATAAAACTAACTGACA
+GCCCGTGTGTACGTAATTGCTGCTTAGACAGTGATGACATGTGTCTAGGTTGCTTTCGTTACATTGATGA
+AATCACTTCTTGGCGTAGCTATTCTGATGAAGAAAAGCAGAAAATCACAACGTTGTGCCAACAAAGACAA
+GAAGATGAGCAGAGTAAATTAAATAGCTAAGGCTGTGTAATAGACACTTTTACTTCTATCGTTTACCCTA
+ATATAAATTTTTTGAAATTGAACATCTAATCGAATAAAGGACTTTTCGTGATTAATAAGAAAACACTCAA
+ATCAATACTCTCTTTTACCGAACAGCAAAACCCCGCTCCTAGTTTTATTGTCATTTATATTCTCACTTGG
+GTTGTTTGGCATAATCAGCTATTTAGTTATTTTATAGATGCTCAAGGAGGTTTTTTAATGAAAGTTACCA
+CTTCTGTGGCATCTCTTGAAAAAAACCAATACTTTGTCGTTTTTCTTTTAACTTGCTTGATTCTTGTTGG
+GCGCTTGATAGTCGATTATTTTAGTTTCAAATCTAGAGAGCTGTTAAATTTAGCGGATGATGATTTTGTT
+AATGCGAGAGATGACCAAAAATTTGCTCAAAATACCGACATTGCTAATGTGATGGCGACCCTCACAAAAA
+CACAACAACAACTAGCGGATAGTAAAGCGAGAGAGAAAAAAGTAAGCGCTGAAAAAAATGAAGCGATTAA
+AAAGTTGTTGAGTCTGCAGCACGAGTTAGACGAAGCTAAAGCTGATATAGATATACTTAATAAAATTACA
+ATTAATTAATTCGTATATATTTTTATAGCGTTAGGCATCTCTAGGAAGACCTTTCTCAACAGAACGGATT
+AAGCGCAGTGTTAATCTATGGTTTTTAGCTTGCTCTGCTGCTACCTTCTCTGAGAGCATTTTTTTATCGC
+TTTGCTGTACAAGTGCCCAGTTAATATGTTCAACAACGAGGTCACTTGCATCAGGTCTTTTTTCGGTTAA
+TGCAGTTACAATAACATCACTATAGGGTGCATTACCTAATGCTACCGCAATATTTCGTAGCCAACTTTGA
+AAACCAATACGTCTTATGGGAGACCCTTGCAAAGTATTGAGAAAATATTCTTCAGACCAAGCGAACAGTT
+CTAGCAAGCTGATGTCATCCAGGTTATTTCTTGCTTGAAAGTCATCGGCAAGACTAAGTTTCGCGTACTT
+GTTCCAAGGACAAATTAATTGGCAATCATCACAGCCATAAATACGATTCCCCATTAAGGGGCGTAACTCT
+ATAGGTATTGCGTCAGGTGATTCAATGGTGAAATAAGAAATACAACGTCTGGCATCAACTGTGTATGGCT
+CAACAATTGCTTTAGTAGGACAAATCTTAATGCAAGCTACACATGTGCCACAGTCATTCGTTTTTGTTTG
+TGTTTCAATGGCTTTGATAGCACTTTCACTATACTCATTTCGACTAATCGGCAAAGGAATATCAACAAAG
+AGCTCACCTAAGAAAAACCAAGAGCCAGCTTCTTTGTTGATTAATAAAGTATGTTTACCAGCCCAGCCCA
+ATCCAGCTTTTTCTGCCAGTGGCCTTTCCATTACTGGGGCTGAATCAACGAAGGGTCGACAGTTAAAGTC
+GCTGCAGTGTTCTACTATTTTTTTTCCTAATTGCTGTAAGCGTTTACGCATTAATTTATGGTAATCACGT
+CCTAGCGCATATCGGCTAATATAAGCTTTGTTTTTATCTTTTAAAATACTAGCAAATTTAGCATTATGCG
+GCAGGTAATCTAAACGTACGCTAATAACTCTAATGGTACCAGGCACTAATTCGGCGGGTCGAGCACGCAT
+TAAACCATGGCGCGCCATATAATCCATATTGCCGTGATAGCCATTAGCCAACCAACGCTCTAACATACTT
+TCATGTGCGGATAGATCGATATTACTGATGCCTAAATCAGAAAAACCTAATTCTTTACTCCAGCACTTGA
+TTTTTTCTGCTAATTCTTGATAGTTAATAGGAGACATTGTCATAAAATAAAGCCAGTTTCAGCTCGTTTG
+TTGAACCATTGATTGAGGTTAAGCTAATACCATTTTGATTAAGTTTCTTCCCACTCAGCGAGAATTAAAA
+GGCTTAGAGGCAAGGCATTGATTGAAGAGAATGGTTATTCCCTTATCCAAATCAATAACGTAGCATGTAA
+ACCTTTTAAACTCGCCCTTCGGGAGTTTGTCAGCGATTCGATAACCGCACTGAATTTCTTTCATATAGAA
+TAACTATAATGTAAAAAAATTCAATTTGTTCTCAAACCGCTGACAAGCTCTGGGTAGGAACAAAGTTAGT
+CAAATTGGTATCACCATGAAATTATCACTAAGTTTATCACAAAAGCCACCCGTGACGTCTGTGTATACTG
+CTAATCAGGTCTTGAAAAACGAAGCGAATGTTGCGCGAAGTCAAGGTATAGCAATGTATGAACTTATGCA
+CAGCGCAGGTGCTGCAGTTTTTACACAATTATCGCTTAGTTGGCCTAATGCGAAGCATTTATTAATACTG
+TGTGGTAAAGGAAATAATGGTGGTGATGGTTTTGTCGTTGCTAAATTAGCGCACCAAGCAAAGATAAAGG
+TGAGTGTTTTACTTACTTGTGATGTGAGTCAGTTAAAAGGTGATGCTTTATCGGCCTATCAAGCAATGAT
+CTTCGCAGGAGTATCACTAATCGTTGAGGATAGGGTGAATAAACATGCTGAGAGCTTAGCCATTATCAAT
+GATTTTTCTGGAGAGGTAATTGTTGATGCCTTATTTGGCATTGGTTTTACCGGTCAACTAACACCGCGAC
+TGCAAGAGTTTGTCACCAGTATTAATCATCAAAAAGCCAAGGTAATTAGTATCGACGTACCTTCTGGGCT
+TTGTGCAACAACAGGTGAAGTACAAGGGGAAAGCATTGAAGGACAAGCCATTATTGCTGATATAACGCTA
+ACCTTCATTGTTTATAAGCAAGGTTTGTTAACGGGTCAGGCAGCTAATTTTGTCGGTGAGCTATTCTTGG
+CACCTTTGGCTATGAATAATGCTTTCACTAAACAAGTGCAAACCAATAATCACTATGCCCAATATAAATT
+GCCCTTGAACCAACCTAAGCGATTACCTAGCAGCCATAAGGGGGATAGTGGATTATTGTTGACTATAGGC
+GGAAGCGATACAATGCCAGGGGCAATTCGTCTTGCCAGTGAATCAGCTTTGCGATGTGGTGCAGGTTTAG
+TTGCCGTGAGTTGTCATAAAAATAATCAAATGTTCATCATGAATGGTCGACCTGAGTTGATGTTAGCGCC
+AGAAACTAGTGCTTTATTAGAGGCATCAACCCAACTATATAAAGCAAAAGCGTACCTAGTAGGTCCAGGG
+TTAGGGCAAAGCGATCAAGCTAAACAGCTATTTGAGTTAATAAGTAAAACTAGCCAGACACAAAATAAAA
+CTACGGTCATTGATGCTGATGCTTTAATACTATTAAGTGAGACCAAACAACAATGCAATCATTGGGTATT
+AACACCACACCCCAAAGAAGCCGCGGCTTTATTACAATGTGATGTGGCAAGTATTGAGGCAGATCGCTTT
+TCGGCAGTACGCGCTATCGCTAAACAATATGGCGGTATTTGCTTACTTAAAGGGGCGGGTACTTTAATTT
+CAGATGGTGAGCGCGTTGTTATCAATAATTCAGGTAATTCGGGAATGGCATCAGGTGGTATGGGTGATGT
+ATTAAGCGGGATTATTAGTGCTTTAGTGATGCAAAGTGATAATAATTTTTACTCAACATGCCTAGCGGCA
+TATATTCATGGTGCTGCAGCTGATATTATAGCCAATAAGAATGGTCAGCGTGGCTTGTTAGCAAGTGATT
+TATTTATACCATTGCAGCAATTGCTCAATGGAAAAGTGCCAAATCATTAACGTTGTAATAATAGTCGCAA
+TAAACATAGAAAAGTAAAATGAAGCAATTAGAATATTTTTTAGCTGATGAAGCTGCCACCATTGCCATTG
+GTTCAGGATTGGCTGAAGTACTTAAAAATGCCACAGTTCAGCAAGCATTAGTAGTTTATCTTAACGGTGA
+TTTAGGCGCAGGAAAAACGACCCTTACGCGAGGTTTTGTTCGGGGTATGGGCCATACAGGTAATGTAAAA
+AGCCCTACTTATACTTTAGTTGAACCTTATGAATTAGGGGAGTGGCGAGTCTTTCATTTTGACTTATATC
+GTCTTGCTGATGCTGAAGAATTAGAATATATGGGGATTCGAGATTATTTTAATAATGACTGTTGCTGCTT
+TATTGAATGGCCAGAAAAAGGTACAGGACTATTGGCTAAAGCAGATTTAATCATTAATATAGCTTATCAA
+GATGAACAAAGAGTCATCAAGCTGCAAGCCGAAACTGTTCATGGCGAACAAGTGATCACAGCGCTTGCAG
+AAATTATAAAGTTATAAAAATTGGGGTTAGTTGGATGTATCGGAGAATTCTCCTATCAATAGCAAGGCTA
+CGTGCGCTTAGTTTTCTATGTGTTGCTGTATTAAGTTTACTTTCAGTGAATACCTATGCTGCAAATAGCA
+TTGATGGCATTCGTGTCTGGCCCGCGCCGGAAAATACTCGTATTGTTTTTGATGTAAAGAAAAAACCAGA
+TTATAAATTTTTTACTCTCAGTAAACCAAATCGATTGGTAATTGATTTTACCAATACAAAAAACACCGTA
+GCTTTAAAAAATCTTGCCGTTAACGACCCACGAGTAAAACTTTTTCGTTCAAGCGTGAATAAAGGCAAAA
+CTCGTTTGGTATTAGAATTAACTAAATCTTATCAGCTTACCGTTTTCCCGCTAGCACCTGCGGGACAATA
+CGGACATCGACTGGTGATTGATCTTTACGATAAAAACCGTAGTAAAAAGAATGTTTCTAAACCAAAAAAG
+AGTGTTGGCGATATCATTATTGGTATTGATGCTGGCCATGGTGGTGAAGATCCTGGTTCAATCGGTGGTA
+AAGGTACCTATGAAAAAAGAGTTACCTTAGCGATAGCTAAAAAATTACAAAAAGTAATCAACAAAGAAAA
+AGGCATGAAAGCGGTGATGATCCGCAGTGGCGATTATTATGTTAATTTGAATCGTCGCACTAGCCTAGCT
+AGGGATAAGCATGTCGATTTTTTAGTTTCAATACATGCGGATGCTTTTCATACTCCAGGACCTAGTGGTG
+CCTCAGTTTGGGTAGTAACGAAAAGTCGTGCTGAGTCAGAGTTATCAAGGTGGTTGGTAAATAGAGAGAA
+AAAATCAGAATTACTTGGTGGTGGCGGTGGGGTAATCAAAAACACTTCAGATAGCCACTTAGCATTAGCT
+TTAGCAGATATGAGCAAAGAGCATTCTTTAGGGGTAAGTTTTGGTGTGGCTAATAATGTTATAAAAGAGC
+TGAAAAAAATCACCAAAATGCATAAGTCAACACCGCAAAATGGTAATTTTGCAGTGCTTAAATCGTCGGA
+TATTCCTTCAATATTAGTTGAAACAGGTTTTATCTCAAATCACAAAGAAGAGAAAAATTTAACTTGGTCT
+AAACACCAGCAACGTTTAGCGAATGCAATCCACGGTGGTATCAAAAAGCACTTTTTAGCGCACCCATTGA
+CCGGTTCTTATTTTGCATCGGTGGGGTATAAAAAGCACAAGGTACGCAGTGGAGAATCACTATCGGTACT
+AGCCAAACGTTATAATATATCTATGAGCAAACTTAAATCTATCAATAAATTAAAAACTAATTCATTAAGA
+ATTGGTCAAACGTTAAAAATTCCTCGTACTGGATAAACTCCTATGACTATTGCTATATTGCCTGCACGTT
+TGGCTAACCAAATTGCTGCTGGTGAAGTGGTTGAACGCCCCGCCTCTGTTATTAAAGAGCTGATTGAAAA
+TAGTTTAGATGCTGGGGCAACATCTATACATATTGATGTTGATAAAGGAGGCATCAAAAAGATAAAAATT
+ACTGATAATGGTCATGGCATAGTTAAAGAAGAGTTAACGTTGGCACTAAGTCGTCATGCAACCAGTAAAA
+TTAAAAGCCTAAATGACTTAGAAGCTATTGGTAGCTTAGGCTTTCGTGGTGAAGCGTTAGCCAGTATAAG
+TTCAGTTGCGCGATTAACGTTAACGTCTAAGCCGCAATCTCAAGCAACTGCGTGGCAAGCTGTTGCTGAA
+GGGCGGGATATGTCAGTCAATATAAAACCTGCAGCTCACCCAGACGGCACTAGTATTGAAGTACTGGACT
+TGTTTTTCAATACTCCAGCTAGACGGAAATTTTTACGTACCGAAAAAACCGAATTTAATCATATAGATGA
+AGTAGTGCGCCGGATTGCACTTGCTCACTTTGAAGTTAGCTTTAGCCTAACCCATAACGGTAATACTGTT
+CGTCAATATCGGATGGCGAGTACTCACGCACAATGTATTAAACGTGTTGCTATGGTCTGTGGCCCAAAGT
+TTATTGAACATGCTGTTGAAGTAGATTGCCCGCATGATAATATGACATTATCAGGCTGGTTAGCTAAACC
+TAGTTTCTCGCGCAGCCAAAACGATCTTTGTTATAGTTATGTTAATGGCAGAATGATGCGGGATAAGTTA
+ATTAATCATGCTATTCGCCAAGCATATGCGGATTTATTACCACCTGATACTTACCCTGCATTTGTATTGT
+TTTTACAGCTTGATCATCGAGAAGTGGATGTAAATGTCCATCCATCAAAACATGAAGTACGCTTTCATCA
+AAGCCGTTATGTTCATGACTTTATTTATTCTGTTTGTCATAAAGCGTTGACGTCAGCCTTAGCAGGTGAA
+GAACTATTTACTACAGCTGATAGTGATCTTGCCTTAGTACCAGAGCAGTCTTATTCCTCGTTAGGCGCAA
+ACGATAGACAAGGAAGCCATTCATCCAATACTCCTACTCTAAATTACCCAAGTGCAGATTATATTAGACC
+ATTACAGCATGTAAATGATGCAAGTAATAGTCAATCAACATCTAGTTATAGTGGCTACGGTCAACAACAC
+AAAACTAATGCTATTTCTAAAATTGCAGCGTCTAACTATCAAGCATTAATGACGCCTGATAAGGGGAGTT
+CAGCTCAAGTTCAAAATACGAGTGGCTCTGATCAAGCAAGTGCACAGAAGCATGAGACTACGACCCTGCA
+AAACTCTACTGACCAGAGTGCTTTTTTAAGTGTACACCAGCCAGGATATGCACTGTATAAAACAGAAAAT
+GGTGTGAGAGTTTTATCATTATTTAAGTTAGCGAAAAGTACTTACGGTAAGCTGGTTGAACAAAGCTGGC
+AGAATAAAACCGAGCAATCAGATTGTCCTGTTGAATGCTTGGTCAGTCAACCGTTGTTATTACCTGTGAT
+TTTAAGTCTTTCTGAGCAACAGCTTAGTTTTGTATTAGCAGAGCAAGAAATACTCTCAAATGCGGGCATA
+GTGTTTATCCAACAGCATAAAAATAAAATACAAATCAGGCAATTTCCCGCGTTATTACGTGAGCAAGATG
+TAAGTAATGCGCTAATAATAATTATTGAAGAGTTGATCGAAAAACGAAGTTTTACCGAAGGAGAGGCTCT
+TTGTGAAACTAACTTACATCAAAGCATTGGTTTAGCAATGGTTTTGGCTGAGTATGATGAAACACAAGCT
+GATATTTTATTAAGACTTACGAAAAAACTGTTCCATGAACAACTTAGTCAGCAATTACTCTTGAATTCTA
+TCCCTCTTGACCTCACATCACATATTAAGACGTTATTTTAGTAATTCTCAATAAGAGTTAAGTATTCGTG
+TCAGTTCAAAGCATCACAGAATCAAACCAGCCACCTGTTATTTGTTTAATGGGACCAACTGCATCGGGTA
+AAACCGCTTTGGCAATGGCACTGAAAGACGCATTACCTTGCGATATAGTCAGTGTTGACTCTGCGCTTAT
+TTATCGCGATATGGATATTGGTACAGCTAAACCGACAAAATCGGAATTGGTGCAATATCCTCATCGACTT
+ATCGATTTACGTGATGCGAGTGAAAGTTATTCAGCTGCCGACTTTTGTCGTGATGCACTAGTTGAGATTG
+CTGAGATCAGGAGTAATGGTCGAATTCCATTATTGGTCGGCGGAACTATGATGTATTTCAAAAGTTTGAT
+TGAGGGGATTTCCCCTCTACCGACAGCAAATCCAGAAATACGCCAAGCAATCGAAGCTGAGGCTTTATCA
+AAAGGCTGGCAAGCAATGCATGATCAGCTAGCTGAAATAGATCCGGTTTCAGCTGAACGAATACACCCGA
+ATGACCCACAACGTATAACGCGAGCGTTAGAAGTGTACAGGTTGACGAGTAACACTTTGACACAATTGAC
+ACAAATAAAAGGTGCTAAGCTCGCCGGCGATGTTCTACAATTAGCTATAACTCCCAGGGAACGCAGCACG
+CTACATGAACGAATTGCACTACGCTATCAGCAAATGATAGATTTGGGATTCGAGCAGGAAGTGATTAAAT
+TAAAATCACGAGATGATTTACACCAAGATTTACCTTCTATTCGTTGTGTGGGCTACCGACAAATGTGGCA
+ACACCTTGAAGGTGAATTTGACCACGATGAAATGATTTTCCGTGGCGTTTGTGCAACCAGACAGTTAGCT
+AAAAGACAGCTGACTTGGTTAAGAAATTGGCCTGATTTACACTGGCTCACAACGGATGATAAAACCAATT
+TAGCACAAGTTTTATCACTGCTTGAGGCAAAGCATTAAAGGGCGCGCAAATATAAAGCAATAGTTGAAAA
+TTGATGTATAATTAATTTGTTAGCTATTTTATATAACATTTTGTTATGTTGTTTTCATAGCAAGTTTTTC
+AGATACTTTATTACTGAGTTTTAAGTTTACCAGTAATGTTTAATAATAATAAAAGGGACCATATAATGGC
+AAAAGGGCAGTCTTTGCAAGACCCATTTTTAAATGCGTTACGTCGTGATCGCATTCCAGTTGCAATATAT
+TTAGTTAACGGTATTAAGTTACAAGGACAAGTAGAATCGTTCGATCAGTTTGTAATTCTCCTTAAGAATA
+CGGTTAGTCAGATGGTATATAAGCACGCTATATCTACCGTTGTACCTTCTCGCGCTGTTAATACAGCACC
+AGTACCTGGCCCAGACGATCAATCGTCAGATGCTTAAAGTTTTTTATTCTTTTGAGAACGATTAATCATG
+GTACTAGGGTTTAACGCTATTGTTTGAACGTTATCAAGCGGGTGAACAAGCCGTACTTGTTCATTTAGAC
+TTTCCAGATGAAAGCAGTAGAGAAGACCTAAGCGAATTTAAAATGTTAGTGTCTTCTGCTGGTGTACAAG
+CGTTAACCGTTGTGACTGGTAAACGAAATACTCCTCACCCCCGTTTTTTTGTTGGCTCAGGTAAAGCCGA
+AGAAATTCGTGATGCTGTTCATTTAGTTGGCGCTAATGTAGTTCTGTTTAATCATAGTTTAACGCCGTCT
+CAAGAAAAGAATATTGAAGCATTATGTGAATGTAGAGTGGTTGATCGCACAACCTTAATTCTTGATATCT
+TTGCGCAACGCGCTAGAACTCATGAAGGCAAGCTACAAGTTGAATTAGCACAATTGCGTCATATGAGTAG
+TCGCTTGATTCGAGGTTGGACTCACTTAGAAAGACAGAAAGGTGGCATCGGTCTTAGAGGACCAGGTGAA
+ACTCAGCTAGAAACAGATAGACGTTTATTGCGTGAACGTATGGTTAATATTCGTAAACGTTTAGGCAAAG
+TTGAAGTACAAAGGCAGCAGGGAAGAAGAGCGAGAACTCGGGCAGAGTTACCAACTTTATCTTTAGTTGG
+ATATACCAATGCAGGTAAGTCAACGCTGTTTAATACATTAACACAATCTGATGTATATGCAGCAGATCAG
+TTGTTTGCTACCTTAGATCCAACGTTAAGAAAAATTGATTTATTCGGTGTAGGCCGTGTTATTTTGGCTG
+ATACTGTTGGTTTCATTCGTCACTTACCGCATGATTTAGTTGCTGCGTTTAAAGCAACGCTTACAGAAAC
+CCGTGAAGCCGAATTGTTATTACATGTGGTTGATATTTCAGATGATAGGCGCAGTGAGAATATTGAACAA
+GTAGAATATGTGCTTAAAGAGATAGAGGCGAACGATGTGCCTCAGCTAATTATTTGTAATAAAATTGATA
+ATTTAGATGATATTGAACCGCGAATAGACAGAGATGATCAAGGCATGCCAATTCGTGTTTGGTTATCTGC
+ACAGGCAAATATTGGTACTGAACTGTTATTTACTGCACTCGCTGAACGTCTAGATATACAGGTAGTGAAT
+CACCAGTTAAGTATACCGCCAAGTGCAGGAAAACTACGTGGTGAGTTATACAAGTTAAATTGCGTTACTA
+GCGAGACTTATGATGAACAAGGTCACTGTCACCTAGAGGTTAATATGCCGTCACGTGAGTGGGAAAGATT
+AATTTCAACTAAGTACAGTGAGTTAGTCGATTATATTGAACATTAATATAAATATATTTTAATTGTAGTG
+GCGATAATTTTACTTTCGCCGATTTTAGTGGAGAACAATATGGCTTGGAACGAACCGGGGAATAATGATA
+AAGACCCCTGGAAAAATAAAGGTGGCAAGAATCAAGGGCCACCGGATTTAGATGAACTTCTTAATGATCT
+TGGTAAAAAAGTTACCGGGATCTTTGGTGGCAAAACTACCAAAGGTGGATCTGGGTCAGGTAAAAGTTTT
+TCCAGTATCGGAATATCTATCCTTCTTATTGTTGCATCTGTGGTTTATGCGTTTAGCGGTTTTTATACCA
+TTAAAGAAGCAGAACAGGGCATTGTACTAAGATTTGGAGAATATTCAGGTACTGTTGAGCCAGGTATTAA
+CTGGAAATGGACCTTTGTTGATCGTATTATTCCGGTTGATATGCAAAGCACGCGTGATATGCCGTCATCA
+GGTTTTATGTTAACCAAAGATGAAAATGTAGTACGTGTTGAAATGCAAATTCAGTATCGTGTAGTTGATG
+CGCGTAAATATATTTTCAGTGTTACCAATGCAGATGATAGCTTAAATCAATCGCTTGATAGTGCACTTCG
+TTATGTTGTCGGTCATGCTAAAATGGATGACATTTTAACCAGCGGTCGTGAGTCTATTCGTCAGTCAGTT
+TGGGAAGAGTTAGATAAAATAATTGAACCTTATAACCTAGGTTTAATTATTGTTGATGTTAACTTTAAGG
+ACGCTCGTCCACCAAACGAAGTGAAAGATGCTTTCGATGATGCTATTTCAGCACAAGAAGATGAAGTTCG
+TTTCTTACGTGAAGCTGAAGCTTATGCTCGAGGCATTGAACCACGTGCCCGTGGTCGTGTTAAGCGTATG
+GAACAAGAAGCTATTGCTTATAAAAGTCGAATAGTACTTGATGCACAAGGTGAAGTCGCTCGTTTCGAGA
+AAATATTACCTGAGTATCAAGCGGCGCCAAAAGTAACACGTGAACGTTTATATATTGCTACTATGGAAAA
+AGTGTATGGCAATGTAAGTAAAGTCATGGTTGATGTTGAGGGTGGTAATAATATGATGTACTTACCTTTA
+GATAAGATTATACAGCAACAAAATACCAGCAATAGTAGTGGTAAAACTACTTATGCGCCGGTAAATGATA
+CTAATGTAAATACATCACCTACTTCATCATCAGGTCGCTCTGATAGATTTAATAATGGGGGCAACTAAGA
+AATGAAGAATTTTTTCATTGCTATAATATCACTACTTCTTATCTTAGCTGTATCGTCAGTTTTTGTTATT
+TACGAAGGCCAACGTGGCATCGTATTTCAATTCTCAAAAATTAAGCGTGATAGTGCTACTGATGAAATGA
+TGGTGTATGAACCAGGTTTACATTTCAAAATTCCATTTATTGAGACAGTACGTAAGTTAGATGCACGTAT
+TCAAACATTGGATGAACCAGCAGATCGTTTTGTTACTTCAGAGAAAAAAGATTTAATGGTCGATTCATTT
+GTGAAATGGCGCATTGTTGATTTCTCTACATACTACCTACGTACTTCAGGCTCTGTAGATAATGCTCGTG
+CATTATTAAAGCAAAAAGTGAATAACGGGTTACGTACAGAGTTTGGTAACCGCACCATTAAAGAAATCGT
+TTCAGGTGATCGTGACGCGATAATGAGTAAAGCGCTAGAAAGTGCTGCGAGTAGCCGTGAAGATCTTGGC
+ATAGAAGTTGTTGATGTCCGTATTAAAGCGATTAACCTACCGACAGAAATAAGTCAGTCTATTTATGAGC
+GTATGCGTGCTGAGCGAACTGCTGTTGCTAAAGAACATAGATCACAAGGTCAAGAGCAAGCAGAGATTAT
+TCGCGCTACTATTGATGCTAAAGTGACAGTAATGTTAGCAGAAGCACAAAAGAACTCTTTTACGGTCCGT
+GGTGAAGGTGATGCACTAGCAGCAAAAGTCTATGCAGATGCTTACAGCAAAGATGCAGATTTCTATAGTT
+TCTATCGTAGTCTTGAGGCTTATGAAAAAAGCTTTAATAGTAAAAATGATATCATGGTGGTTAAACCTGA
+TAGCGAATTCTTCCGTTTTTTGAAAGACGGCAGTGACGTTAAAAAATAGTAACCAGTGATTTATCGATAA
+TAGCCAGCATAATTGCTGGCTTTTTTTTGTCTGAATTATAGTGAAATATGACTAATGTAAGGTATCGTCC
+ATTTATAAGTGAACATTATAAAACAAATTTTACTATCTATTTCTGATATATTCACCAATAAAAATACCAG
+ATCTTACGCTTTAAATGTTAGTGCTATGATCCTGGATACATGAATTTAAAAGGTAAAAATATGACAATAA
+TAAAATATGTAATTGCTGTAATTGTATCATTACCGATGGCGGCATCATTACTGGCAACAGAAGCCCCATT
+AGTTTCAATACAGACTCAAGATGATTTTTTTAACAGTATAAGGAAACATTGCGGTAAGTCTTATGAAGGT
+AAGGTGACCGTGGATAATGCTGCAGGAGGGAGCTTTGCAAATAAAAAATTAATTATGCATGTACGAAAAT
+GTACAGACAATCAATTACAAGTACCGTTTCATGTGGGTGATGATGCATCACGTACATGGATTATCACTAA
+AACTGGCTCAGGATTATCATTAAAGCATGATCATCGTCAAAAAGATGGAAGTAATGATAAATCAACTATG
+TATGGAGGACATACTAATGATGCCGGTTGGGCTGAAATGCAATCTTTTCCGGCAGATCAGTACTCTAAAG
+AGCTTTTTGTCGACCAAGGCATTCCACAGTCAATCGGCAATACATGGCAAATGTACATATACCCAGAAAA
+ATTTACTTATCGATTAATCCGTCAAGGTAGAGAGTTTAGAGTCGATTTCGATGTAACAAAGCCAATTAGC
+ACTCCAGTTACCCCTTGGGGTTACGATTAATTTTTAGCTAAGTTGTTAACTTAATTGATTATTTTAAGAA
+CAGGTAGAAGATTAGCTCAAAAAGCTGCTTTTTTAACTTGGACTATAAATATTTATTTGGTAAAATCTTC
+GCCTAATTTTCTTACGAAATAGAAAAACATGGGCAAAAATGTAGTTGTTCTCGGCACTCAATGGGGTGAC
+GAAGGTAAAGGTAAGATCGTTGACTTACTAACCGATAAAGCTAAATACGTAGTTCGTTATCAAGGTGGTC
+ACAATGCTGGTCATACTTTAGTAATTGACGGTGAAAAAACCGTATTACATCTTATTCCATCAGGCGTTTT
+ACGTGATAACGTAAAATGTTTAATTGGTAATGGTGTAGTGCTATGTCCTAAAGCATTAATGACAGAAATC
+ACCATGCTAGAAGCAAAAGGCGTACCTGTACGTGAACGTTTGCTTATCAGCGATGCTTGTCCATTGATTC
+TTCCTTATCATAATGCTTTAGATGTTGCGCGTGAAGTTGCTCGCGGTAATAAAGCTATTGGTACTACAGG
+TCGTGGTATTGGCCCTGCATATGAAGATAAGGTTGCACGACGTGGTTTACGCGTTGGTGATTTATTCTGT
+GCAGAGACATTTGCGGCTAAACTAAAAGAAATTGTTGAATATCATAACTTCTCATTGGTTAACTACTATA
+AAGTTGAGCCAGTGAATTATGAAGAAGTACTAGCTGATGCACTAGCTGTTGCTGATACGATTAAAAAAAT
+GACCGCTGATATCTCAGAGATTTTAGACCAAGCCCGCATAGCCGGCGAATCTATTATGTTTGAAGGTGCT
+CAAGGTACTTTACTTGATATCGACCACGGAACTTATCCTTACGTAACTTCGTCGAATACTACTGCTGGTG
+GTGTTGCTACAGGGTGTGGCGTTGGTCCTCGTCACTTAGATTACATTTTAGGTATCACCAAAGCTTACAC
+TACACGTGTAGGTTCAGGTCCTTTCCCTACGGAATTGGATGATGAAGTTGGTAACCACTTAGGTACTGTA
+GGTCATGAATTTGGTGCAACTACAGGACGTGAGCGTCGTTGTGGCTGGTTTGATGCTGTTGCAATGCATC
+GTGCTATTCAAGTAAATAGTGTAACAGGTTTCTGTTTAACTAAGCTTGATGTACTAGATGGATTAGAAAC
+ATTAAAAATCTGTACAGGTTACAAAACTGAAGCTGGTGATATTATCACTGTACCGCCTACGGCAGCTGAA
+GGTTATGATAAAATCACGCCTGTATATGAAGAGATGCCAGGTTGGACTGAAAGCACTGTTGGTGCAACAT
+CAGTTGATGTTTTACCTGAAAATGCCCTTGCTTATATCAAGCGAATTGAAGAAATTACCGGTATACCAGT
+AGACATTATCTCTACCGGTCCTGATCGTGTTGAAACGATTATTAAAGTGAACCCTTTTCTTTAAAGGATA
+ACTTTAGTTTCCCTTATCTAATAAAGAAAAGGGAAAGTGATTTCTTAATAATAAAGTCCAACCAAGTGTT
+GGGCTTTTTTTTGGAAAATTTTTTAAGAATATCATGAGTAACAATCGGACTGATTTATTAGTCACTTAGC
+GATAATTAAAAGGCTTAGAAGCAAAGGATTGTTTGAATAGAGGCTTTTTCAGAATAATTGCTCCTGCGTT
+ATCTAATAGGGTACTTCCTGTACCGTCTGCATTCTCTAGAAAGTTACATCCGTGTACCGTGCTGATTAAT
+ATCAATAACGTCGTAAATAAGCCTTTTAAGCTCGTCCTTTGGGAGCATAATAGCAAACTGCTAACATCAA
+AGAATGAATTAAATATAGAATAACTATGCTTAATCATTCGTTTGATCTAAGCCCGCTAGCGTAGCGCTAA
+GTTGGTCAATTAATTAATCCGACTGATATAGGTATGTTAAGTGATCGAATGTCTAGATTAATTCACTTGT
+ATTATCATAGTCCAATATATAAGACTTGTTGCTAGATAATGTACTTAAAACGGGTCTAAGCCTATTTGAA
+CTTTACTAAGTGATATTTATACGACACTACTTAGTTATAAATAGCCAGTATTTATCAAATTGATATGATT
+TTATCGATCGCTAGCGTTACATTGGTTATAGCTTAGATGGAGGTTATATAGTAAAACAGACTTGAATTAC
+TCTATCTATATGAAATACCATATAAGTAAGTAAAAGCTAGTGTTAATAACAATAATAAAAAAAACATGGC
+TATACTTGCAATAACAACAAAACTAACACTATTAATAACGCATTAGGAATTCTCATGACAGATCTACGCC
+AGCAAGCACTTGATTACCATGCATTGCCGACACCAGGAAAAATCAGTGTTTCATTGACTACCGCAGCAGA
+AACCAGCCAAGACTTGTCACTCGCATATAGTCCGGGTGTTGCTGAACCTTGTCGAGAGATAGCAAACAAT
+CCAGACGATGTTTATAAATATACAGGAAAAGGTAATACTGTCGCTGTAATAACTAATGGCACTGCAGTAT
+TAGGCTTGGGTAATATTGGTCCTATGGCCTCAAAACCGGTTATGGAAGGCAAGTCGTTATTATTCAAACG
+CTTCGCTAATATTGATTCTTTTGATATTGAAGTAAAACATAAAACAGTTGAAGAATTTGTTAATACTGTT
+GCTAACATAGCGGATAGTTTTGGTGGCATTAATCTTGAAGATATTAAAGCACCCGAGTGTTTCGCCATCG
+AAAAAGCGCTAATAGAACGCTGTAAAATTCCAGTATTTCATGATGATCAACATGGTACTGCTATAGTAAC
+TGCGGCTGGTATGATGAATGCGTTAGATATTCAGGGTAAAGATATTAAACAAGCTAACATTGTCTGTCTA
+GGGGCAGGTGCTGCAGCAATAGCTTGTATGGAATTGTTGATTAAGTGTGGGGCACAGCGAGAAAAAATTT
+ACATGCTTGATACTAAAGGTGTGATTCATACCCGTCGTGATGACCTTAATGAATATAAAAAATTATTCGC
+TAACAATACAGACAAAAGAACATTGGATGATGTAATTGAAGGCGCTGATGTTTTTGTTGGTGTTTCAGGT
+CCAGATCTTCTATCACAAAAGCAAGTAAAAGCTATGGCAGATAGACCAATTGTTTTTGCTTGTTCGAATC
+CTGATCCTGAAATAAAACCTGAGCTTGCTTTGGCTGCTCGTGATGACTTAATTATGGCTACTGGCCGCTC
+TGATTATCCTAATCAAGTTAATAATGTTTTATGTTTCCCGTTTATTTTCCGTGGCGCTTTAGATGTGCGT
+GCACGTACTATTAATGATGCTATGAAGATAGCAGCGGTTCATGCCATTAGAGCACTTGCCAAAGAACCAG
+TACCGGCAGAAGTGCTTAAAGCAAGCTGTGAGAAAGATCTTAGCTTTGGTAAAGACTATATAATTCCTAA
+GCCTATGGATCCTCGTTTGTGTGGCGCAGTTGCAAGGGCAGTTGCCCAAGCAGCAGTAGACTCTGGTGTT
+GCTGCGTTAGACATGCCAGAAAATTATATGGCTTAATGATCATGACTAACTAATTAGAATGGTGAATTCT
+CACTTAATCTCTATTAGTCTTTGATTATTTTGACAACAATAAAAATAAAGGTCATGGTATGAAAATTACC
+ATGGCCTTTTTTATTGGACAATTATTATGAGAAAAACGTTAACACCAACTTTATTACTCAGTATTATGCT
+TACATTGGCTTTAACTGGCTGTTCTGAAGCAAGTAATGAGAAAATTCAAATACAAGAGACACTCAGGACA
+GGAGAAAGCCAAGTGGCAGGTAAAAAAGAACAAGCTTGGCAACAAGTCACCGTAAACTATTATGATTTTG
+AAGGCGGCTTTTATGGTTTAACTTCTGAAGCTGGAGATAAACTGTTACCCATGAATCTAGCTAAGCAATA
+TAAATTACAAGGCACCGTACTGAAAGTGAAAGGTGAAGTCATTAAAGATATGATGACCATTCAACAGTGG
+GGCCAACCTTTTAGAATTATCGATGTTGAATTAATTAAGTTAGGTCAAAGCACTGGAAAAAATAAAGGAG
+CTGAGTATTAATACCAAGTCCATTAAGTTAGTTCCCACTCAGCGAGAATTAAAAGGCTTAAAGGCTAGGT
+ATTGATTGAAGAGAATGGTTATTCAGGAGAATATGCTCCTGCATTCTCTAATAAGCTGCATCCATGCAGC
+GTCCTTGTCAAAATCAATAACACAGCATGTAAACCTTTACTTTTTATTAGGTACTCGCCCTTGGGAGCTT
+GTCAGAAAAGCAATAACTGCACAAATTTTTGAGATATAGAATGACTATACCAACAAAAATTTTTGTTTGT
+TATAACTCTTCTGGCATAGCTCTGAGGTGGGAATAAATTTAATGGAATTGTTATAAGGTTATAGACAAGA
+TAAAGGCTGGTTTAATAGAGTTAGTTGGCTTCTCCCTTCAATAAACTGAACTTGATAGAGCATTTGGTAT
+TCTTTTTCCGTTAAGTCATCTACTTTTTGATTGCTTAGCAACTGAGTCAGTTGAGGGGTAGTATTGCTGT
+GTCCGACAATTAGAGCATTTTCTTTGTGATCTTTTAAATGCAAAGAAAACTGTTCAAGTTGTTTAGGGTC
+ATAATTCTTGATAGCAATGTTTTGTCTGCTGGATAAAGGTGCTGCTGTCGACATGGTTCTTTGATAATTC
+GTACTATAAACAGATTTTATATTCGCTGTACTTAGTAACATTGCTAACTGTTTTGCTCTTTCTTCGCCAC
+ATTGTGTTAACGGTGGATTTTTACTATCAGCTTGCTTTTCAGCATGTCTCACAAGATAAAGAGTAAAGTT
+ATCGCTTGCTAGGCAAGGTTGAGTCAATAATATACCGGCAATCATTAAACTGAATTTTTTCATAGTGTGC
+TTTTCTTCAAGTAAGAGGAGATTACTAGCGTGAAAAATATTTAATTATCACGCTAGTAAAAAGGGCTTTG
+TCATTTTTTAAAATAGACGATTTAAACCGTTCAAGGCTGCAACGCGAAATGCTTCTGCCATTGTCGGGTA
+ATTGAAGGTTGTCTCAACAAAGTACTCAATGGTATTTCCACCATTTGTTTGTTGCATGATAGCCTGACCG
+ATATGAATAATTTCAGCCGCATTTTCACCGAAACAATGGATGCCAAGAATCTCTTTAGTCTCACGGTGAA
+AGAGAATCTTTAAAGAACCAACCAAGTTATTAGATATTTGAGCTCTCGCAAGATGTTTGAACTGGGCACG
+GCCAACTTCATACGGTATTTTGGCTTCTGTAAGCTCCTGTTCAGTTTTACCAACCGAGCTAATTTCAGGA
+ATGGTGTATATACCTGTAGGAATATCAACAATTAGCTTAGCTTTACTACTGCTATCAACCATTGCAGAAG
+CGGCTATTCGGCCTTGGTCAAAAGCTGCACTTGCTAAACTTGGATAACCAATAACGTCTCCCACTGCAAA
+AATATTGTCTACTTCAGTTTGATAACAATCATTTACTTTTAGCTGACCACGACCGTCTGCTTTTAAACCA
+GCAGCAGCGAGGTTTAGGTCGGCAGTATTACCTGTACGACCATTGGCAAAGAGCAGACAGTCGGCGCGCA
+TTTTTTTACCCGACTTCAAATGGACTATTACAGCATCTTCACTGGATTCTACACGTTCAATTTCCTCACC
+ATGTCGGATGACAACGCCGCTGTTCCATAAATGATAACTGAGTGAATCTGACATTTCAGTATCTAGAAAA
+GACAGTAAACGTTCACGAGTATTTATTAAATCGACTTTTACTCCTAGCCCTCTAAATATAGAAGCATATT
+CACTACCAATAACACCGGCACCATAAATAATGACATGTTGCGGAGCATGCTTGAGACTTAAAATACTGTC
+AGAATCATAAACACGAGGATGGTCAAAGTCGATATCATCAGGGCGATAAGGTCGTGATCCTGTAGCAATC
+ATAATTTGTTTAGCTGAAATTTTTTCTACTGAACCATCTGGGTGCGAAATGCTAATGGTATGTGCATCAA
+TAAATGAAGCTTGGCCTTGTATATGTTCCACGCGATTGCGGTTGTAAAAACCACTGCGTAAGCTAACTTG
+TTTTTGAATTACCGCAGAAGCATGGCTTAAGATATCTTGAAAGGTAAGTTGTTTTACTTGTTCGTTTTGA
+TTAAACAGTGGGTTTGAATTGTATTCAATTAAACGACTTACTGATTGACGTAATGCTTTTGATGGAATGG
+TACCCCAATGAGTACAACCACCACCAACTTGATGGTAACGTTCAATGATGGCTACTTTTTTCTGGCGTTT
+AGCAAGGTTCATTGCTGCGCCTTCACCACCTGGACCTGTACCTATGATAATTACGTCATAATCAAAACTT
+TTTTCCATCGTTTTGCTTGTCTTTGATTTAACCAAAAGTGAGCCCTCGTATTTATTTAATATAAGAATAT
+AGCAATAGTTTATCAGAACTAAAACTGACAATATTGAGCTAATTCAGTATTATGATAATAATATTGAATT
+TATCTCATAAAGAGCCGGTTAGATGAGTGGTGTAAGAGCACAACAAAAAGAAAAGACCCGTCGTCAAATT
+ATTAATGCAGCTCTAAATCAACTGAGTGCGGAACGTAGTTTCTCAAACTTAAGTTTACGCGAAGTTGCAA
+AAGAAGCGGGTTTAGCCCCGACATCTTTTTATCGCCATTTTTCTGATATGGATGAATTAGGTTTAACTTT
+AGTGGATGAAGCAGGTTTAACACTGAGACAGCTGATGCGACAAGCAAGGCAGCGTATCGCTAAAGGTGGA
+TCTGTTATTCAAATATCAGTACAGACCTTTATGGAATTAATTGAAAGTAATGGTAATATTTTCAGACTAT
+TATTACGTGAACGTTCAGGCACCTCCGCTGCTTTTCGTGCTGCTGTAATTCGTGAAATTCGTTATTTTAC
+AATGGAGCTTTGTGATTACCTTCAAAAAGCGAATCAGCTTGAAGCTGATGTTGCCTATATGCAGGCTAAT
+GCTGCGGTAACCATTGTTTTTAGTGCTGGTTCGGATGCACTTGATATAGAAGATAAAGCGGAACGTGATC
+AATTAGCTCAACAAACAATTCAGCAATTACGCTTTATTGCCCGTGGTGCTCTTGAACTAAGTGATCGTCG
+TAAAATTTCAAGAAAATCTCGTTAGTTTACTTTCTTGTTAGTATTACACCTGTTTCAATATGGTCGGTGT
+AAGGGAACTGATCAAATAAGGCAAATTTATCAATTTGATGTGTTTCTACTAGAAGCGCTAAATTATCTTT
+CAAAGTTTCAGGATTACACGAGATATAAATAATTTTATTAAAACGTCTAACCAATTCAACACTGTCTCTA
+TCTAATCCAGCACGAGGCGGATCTACTAACACGGTATCGTAGTTATAAGTGGTTAAATCAAAGTCTTCTA
+AACGTCTAAACTTTCGTTCACCATTCATCGCTTGACTAAATTCTTCACTAGACATACGTACAATATCTAT
+ATTATCAATACCATTTTCACTAATATTAATTTGTGCAGAACGAACAGAGGTTTTCGATATCTCAGTACCA
+AGTACTCGTTCAAAGTTTTCAGCAAGGGCGATACTAAAGTTACCATTGCCACAGTAAAGCTCAATGAGAT
+CGCCTCCAGCATTTTGTGTTGCTTGCTGAGCCCATAAGAGCATTTGCTCATTAACACCCGCATTTGGTTG
+CGTGAAACTATTTTCTACTTGTTGATAAACATAGGTCTTGCCTCCAACGTTCAAGGACTCCATTACATAA
+TCTTTATCAACTATAATTTTTTGTTTCTTTGCGCGACCAATAATATCCACAGGGGCTATTGTTGATAGCT
+GAGCTTTTAGCTTTTCTGCCTCAATTTGCCAATTATCTTCCAAAGGCTTGTGGTACAGCATACTAATTAA
+TAACTCACCACTTAGTGTCGATAAGAAATCGACTTGAAAAAGCTTAAACCGCAATTCACGTTGATCTTTA
+ATTGTGGCGAGTAAAGCTTTCATCGCGTTGTTGATTAACTCGCTAGCAACAGGAAAGTCATCTACTCTAA
+ATTTTTCCTTAGTTTTACTATCAAACATGATGTAATAAAGGTCATCACCTTCATGCCAAACCCTAAATTC
+TGCTCTTTGACGATAATTCAATGGTACCGATGGATATAAATCAGGAGCTGGTAGGTTGAAGTCACTAAAT
+AACTTAGCCATATCTTGTTGTTTTTTTGATAATTGCGCATCGTAATTATCCGGATGAATGTGACTAAACA
+TGGAAGTGCCTTGTATAAAGAAAGAGAGATTAGAATAACAGCGCGAATTTTACTATCGACTTAGCTTTTG
+TCTAGCTCTTAATCAGTCTATTTTATAAATAAGCCAATATTAACTAGTTTGCCTATCTATTAGCCATTGT
+TGCTGATTAACAGTTATAAGGGTAAACACCACTAGGTAACAAGGTTTATCCACTCAAGTAATTTATTAGT
+TAATGCCAAAGGAATATGAATAAGCAAGAATAACTTAAGTTCGATTACGTTAAATAAAGCAGGTTGAGCT
+ATTGTAGAAAAATGCAGAAGAATCATTAGAAGCCTAAGTTAACGTCTTGGTAGAATATAACCGTTCAACT
+TTAGATTTAGAGTAATAAAAAAGGCCGCTATTATAGCGGCCTTTTATTATATAAGTTGTAGCGTTAGTCG
+TCTTGATTGTTATCTTCAGTTCGCTCAGGGCGTTCCTTTGCTTCTCTTACTTTCAGTGTACGTTGCTGAA
+ACTCAGTATCGTTCAATGCAGATATTGCTTTGTCTAAATCATCAGAAGCCATTTCAACAAAACCGAAACC
+ACGACGTTTCCCTGTATGTTTATCTTTCATTAAACGTACAGAATGTACAGAACCATGTTCTGAGAAAAGC
+TCTCGTACTGAGGTTTCATTCGCTCTATAAGGTAAGTTACCAACATAAAGGGTTCTAACATCCTCATCCG
+AAGCTATAGTATTACTGGATGTAGATGAAGCTGTGTTGGTTGATGGACTACCAGTGAGTAAAGGTGCGAG
+AAATGCACTAACAAATACTAAACTGGCAATAAGTATAGAACTAGCCGGTACGGCAAAAGTGACAATATAA
+GCGATGATGGCAAATGCAACAGCAATGATGACTGTTTGTAACGTTGGAGACTTCATATAAAGATACCTAA
+TTATTATTTTAATAAACTAATTTAACTGCTTGAATATAAGCAAATAGCAATTCTATGTTACGCAGCTTTT
+TATAATGTGCAACTATCAAGTGCAAAGTTTATGCAATTAATCTGTTATTAAAGAATAATTTTCAATAATT
+CCCCCTATAATAGTTGCTTAAATGTACGTGTTGCCTTTTAACTGAGCGAACGATTCATTAAATGCAATTT
+TAAGTGGGAAAGGTGTTGACCAAAACTGAAAACTCTCTACAATGCGCTCCAGTTCCAAGGGGTTCACGCA
+AAATGAATCATCAGCGAACTGTTTTGATACGTTATCTACTCGCTTTAGCGATAAATAACGTAAGTTAACT
+TGAAATTTTAAATGTTTTTCAAAATAATTTAAAATAAACGTTGACATCAAAACTCGGAAGCGTATTATAC
+GCCTCCTGCTTCGGGGCAACAGCAACGAGCAACGCAAATTAAGTTCAACTTAGTTTGCTTCAGATAAAGA
+GCGAATGCGACTCTTATCTACTTCTAAACTTAGTTTACGAAGTTCTTCTTTAACAATTAGTTATCATGCA
+ATTTGTGTGAGCACTCACATTATGTTGTTTTACATAGTTCTCTATCTTTTACTAGGTAGGAACAAAAAAC
+GCTTAATGAATGATGTTCATGCAAATAAATATAGTTACGTATCTTTAGTTAGATAGGTAGCGACTATGTA
+ATGCGATATCAACTTCGGTTGGTATCACGACAGAATTCATTGAGCAGTAACACATCGCTTGCGATGAGGT
+TACACAAACGATTTTTAATTGAAGAGTTTGATCATGGCTCAGATTGAACGCTGGCGGCAGGCTTAACACA
+TGCAAGTCGAGCGGTAACAGAGATAGCTTGCTATCTGCTGACGAGCGGCGGACGGGTGAGTAATGCTTGG
+GAATATGCCTTATGGTGGGGGACAACAGTTGGAAACGACTGCTAATACCGCATAACGTCTACGGACCAAA
+GGGGGGGATCTTCGGACCTCTCGCCATTTGATTAGCCCAAGTGAGATTAGCTAGTTGGTGAGGTAATGGC
+TCACCAAGGCGACGATCTCTAGCTGGTTTGAGAGGATGATCAGCCACACTGGGACTGAGACACGGCCCAG
+ACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGCGAAAGCCTGATGCAGCCATGCCGCGTGT
+GTGAAGAAGGCCTTCGGGTTGTAAAGCACTTTCAGTTGTGAGGAAAGGAGTGTAGTTAATAGCTGCATTC
+TGTGACGTTAACAACAGAAGAAGCACCGGCTAACTTCGTGCCAGCAGCCGCGGTAATACGAGGGGTGCAA
+GCGTTAATCGGAATTACTGGGCGTAAAGCGTTCGTAGGCGGTCTATTAAGCAAGATGTGAAAGCCCAGGG
+CTCAACCTTGGAACTGCATTTTGAACTGGTAGACTAGAGTACTGTAGAGGGTGGTGGAATTTCCAGTGTA
+GCGGTGAAATGCGTAGAGATTGGAAGGAACATCAGTGGCGAAGGCGGCCACCTGGACAGATACTGACGCT
+GAGGAACGAAAGCGTGGGGAGCGAACAGGATTAGATACCCTGGTAGTCCACGCCGTAAACGATGTCAACT
+AGCCGTTTGTGGACTTGATCCGTGAGTGGCGCAGCTAACGCACTAAGTTGACCGCCTGGGGAGTACGGCC
+GCAAGGTTAAAACTCAAATGAATTGACGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGATGC
+AACGCGAAGAACCTTACCATCCCTTGACATCCAGAGAAGAGACTAGAGATAGACTTGTGCCTTCGGGAAC
+TCTGTGACAGGTGCTGCATGGCTGTCGTCAGCTCGTGTTGTGAAATGTTGGGTTAAGTCCCGCAACGAGC
+GCAACCCCTATCCTTATTTGCCAGCGCGTTATGGCGGGAACTCTAAGGAGACTGCCGGTGATAAACCGGA
+GGAAGGTGGGGACGACGTCAAGTCATCATGGCCCTTACGGGATGGGCTACACACGTGCTACAATGGCAGG
+TACAGAGGGCAGCAATACCGCGAGGTGGAGCGAATCCCACAAAGCTTGTCGTAGTCCGGATTGGAGTCTG
+CAACTCGACTCCATGAAGTCGGAATCGCTAGTAATCGTAGATCAGAATGCTACGGTGAATACGTTCCCGG
+GCCTTGTACACACCGCCCGTCACACCATGGGAGTGGGATGCAAAAGAAGTGGCTAGTTTAACCCCTCGGG
+GAGGACGGTCACCACTTTGTGTTTCATGACTGGGGTGAAGTCGTAACAAGGTAACCCTAGGGGAACCTGG
+GGTTGGATCACCTCCTTATCTTGAAGTAAAATTGCTTAATGGAAATCAGTTTTCGGATTGTATTTCACGA
+GTGTTCACACAAATTACATGATAACAAATTGAAAGATACCCTGATGGGGCTATAGCTCAGCTGGGAGAGC
+GCCTGCCTTGCACGCAGGAGGTCAGCAGTTCGATCCTGCTTAGCTCCACCAACTCATCACGTATCTTTTA
+CTAAAGAAAGAGACCAAATTTAAATACACTTTATAGTGATTTTAAATTTGGTTTTTTAAACCACGAATTA
+TGCCGAATGCGTGCTAATTTGAATTCTTTAACAATCTGGAAAGCTGATATAAATATCGGTATTTATAAGG
+TAAGCACGGTGTCGCGCTGTTGTTTACATGATTATAAATACCAAGCTGTTATCTCATTCTCTTATCGTGA
+ATGTGGTAATGGTGATAGTGCATCCCCCCAAGGATGTATTATCAAATTCATACTGCTCGCAAGAGCATGA
+TGTCTTATCAAGTAACTCATCGTATATCTTCGGATATACTGAGTACGTGAAAATGTCAGACTTTACAATT
+GCCTTGGATTAGTCTCCGGGGCGTACTTCGTTTTCAAATCTTCGGATGAGACTACTTAGGGTTGTATGGT
+TAAGTGACTAAGCGTATGTGGTGGATGCCTTGGCAGTTAGAGGCGATGAAGGACGTGTTAATCTGCGAAA
+AGCTTTGGTGAGGTGATAAAAACCGTTATAGCCAAAGATGTCCGAATGGGGAAACCCACTTACCATAAGG
+TAGGTATCGTTACGTGAATACATAGCGTAACGAAGCGAACCGGGAGAACTGAAACATCTAAGTACCCCGA
+GGAAAAGAAATCAACCGAGATTTCGTTAGTAGCGGCGAGCGAACGCGAATCAGCCCTTAAGCTTATAGGG
+TGCTAGTAGAATGTTCTGGAAAGGACAACGATACAGGGTGATAGTCCCGTATACAAAAGCAACCTTTAAG
+TGAAATCGAGTAGGACGGAGCACGTGAAACTTTGTCTGAATATGGGGGGACCATCCTCCAAGGCTAAATA
+CTACTAACTGACCGATAGTGAACCAGTACCGTGAGGGAAAGGCGAAAAGAACCCCTGTGAGGGGAGTGAA
+ATAGAACCTGAAACCGCATACGTACAAGCAGTGGGAGCCCGATTTAGTCGGGTGACTGCGTACCTTTTGT
+ATAATGGGTCAGCGACTTATATTCTGTAGCAAGGTTAACCGATTAGGGGAGCCGTAGCGAAAGCGAGTGT
+TAACTGCGCGTTTAGTTGCAGGGTATAGACCCGAAACCCGGCGATCTACCCATGGGCAGGTTGAAGGTTG
+AGTAACATCAACTGGAGGACCGAACACACGTATGTTGAAAAATGCGGTGATGACTTGTGGGTCGGAGTGA
+AAGGCTAATCAAGCCGGGAGATAGCTGGTTCTCCCCGAAATCTATTTAGGTAGAGCCTCGCACGAACACC
+ATTGGGGGTAGAGCACTGTTAAGGCTAGGGGGTCATCCCGACTTACCAACCCTTTGCAAACTCCGAATAC
+CAATGAGTGATATGCGGGAGACACACTGCGGGTGCTAACGTCCGTTGTGAAGAGGGAAACAACCCAGACC
+GCCAGCTAAGGTCCCAAAGTACTAGTTAAGTGGGAAACGATGTGGAAAGGCATAGACAGCTAGGAGGTTG
+GCTTAGAAGCAGCCATCCTTTAAAGAAAGCGTAATAGCTCACTAGTCGAGTCGGTCTGCGCGGAAGATGT
+AACGGGGCTAAACTAGTCACCGAAGCTGCGGATTTGAACTTAGGTTCAAGTGGTAGGGGAGCGTTCTGTA
+AGCCGTTGAAGGTGAATTGAGAAGTTTGCTGGAGGTATCAGAAGTGCGAATGCTGACATGAGTAACGATA
+AGGGGAGTGAAAAACTCCCCCGCCGAAAGACCAAGGTTTCCTGTCCCATGTTAATCAGGGCAGGGTAAGT
+CGGCCCCTAAGGCGAGGCGGAAACGCGTAGTCGATGGGAAACAGATTAATATTTCTGTACTTCTATATAT
+TGCGAAGGAGGGACGGAGTAGGCTAAACAAGCACGGCGTTGGTAGTCCGTGTGAAAGTATGTAGGTGGTT
+GTCTTAGGTAAATCCGGGACTTCATTAACACTGAGATACGAGACGAGACTCTACGGAGTTGAAGTTGTTG
+ATGCCATGCTTCCAGGAAAAGCTTCTAAGCTTCAGATATATAGGAACCGTACCCCAAACCGACACAGGTG
+GTTAGGTAGAGAATACTAAGGCGCTTGAGAGAACTCGGGTGAAGGAACTAGGCAAAATAGTACCGTAACT
+TCGGGAGAAGGTACGCTGCTCAACGTTAAACCCTTGCGGTGTAAGCGAAGAGTAGTCGAAGTAACCAGGT
+GGCTGGAACTGTTTATTAAAAACACAGCACTGTGCAAAATCGAAAGATGACGTATACGGTGTGACGCCTG
+CCCGGTGCCGGAAGGTTAATTGATTCGGTTAGTCCTCGGACGAAGCTGATGATCGAAGCCCCGGTAAACG
+GCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAATGG
+CGTAATCATGGCCACACTGTCTCCACCCGAGACTCAGTGAAATTGAATTTGCGGTTAAGATGCCGTATAC
+CCGCGGCTAGACGGAAAGACCCCGTGAACCTTTACTATAGCTTGACAGTGAACATTGCTCCTACATGTGT
+AGGATAGGTGGGAGGCTTTGAAACCATGTCGCTAGATGTGGTGGAGCCAATCTTGAAATACCACCCTTGT
+ATGCGTGATGTTCTAACCTAGGGCCCTTATCGGGCTTGGGGACACTGTCTGGTGGGTAGTTTGACTGGGG
+CGGTCTCCTCCCAAAGAGTAACGGAGGAGCACGAAGGTTGGCTAAGTACGGTCGGACATCGTACGGTTAG
+TGCAATGGCATAAGCCAGCTTAACTGCGAGACAGACACGTCGAGCAGGTACGAAAGTAGGTCATAGTGAT
+CCGGTGGTTCTGTATGGAAGGGCCATCGCTCAACGGATAAAAGGTACTCCGGGGATAACAGGCTGATACC
+GCCCAAGAGTTCATATCGACGGCGGTGTTTGGCACCTCGATGTCGGCTCATCACATCCTGGGGCTGAAGT
+CGGTCCCAAGGGTATGGCTGTTCGCCATTTAAAGTGGTACGCGAGCTGGGTTTAGAACGTCGTGAGACAG
+TTCGGTCCCTATCTGCCGTGGGCGTTTGAGAATTGAAGAGGGCTGCTCCTAGTACGAGAGGACCGGAGTG
+GACGAACCACTGGTGTTCGGGTTGTCATGCCAATGGCATTGCCCGGTAGCTACGTTCGGAACTGATAACC
+GCTGAAAGCATCTAAGCGGGAAGCAGGCTTTGAGATGAGTTCTCACTGGGACTTTAAGTCCCCTAAAGGG
+TCGTTGGAGACTACAACGTTGATAGGTCAGGTGTGTAAGTGCTGCGAGGCATTGAGCTAACTGATACTAA
+TTACCCGTGAGGCTTAACCATACAACACCCAAGTAGTTTTGCTGAGAAGTGATACTGAAGTGATTTGTAT
+AAAGACTGACATAGACCGAAAGGTAAGAAAACATCACGTACTTACGTGTTACTTGAACCAAGAAAACCAA
+ACGATATTTATAGCTCATTGAGCAAGCTTTCTAAGATTGTACCTTTTTTGTTTAGCGACAATAGCGCTGT
+GGTCCCACCTGATCCCTTTCCGAACTCAGAAGTGAAACGCAGTTGCGCCGATGGTAGTGTGGGAGTTCCC
+ATGTGAGAGTAGGACATTGCTAAACTTCTAATTTGTGCTGCGGCACACGAGAAGCCCGTTACATTTGTGA
+CGGGCTACTTGATTAAACACTATTTGTTAACTTAATTGCCTGATAAATGTGCAATTAACGTAAAAAATAC
+TGTTTTATAAAATACTTACTTTCTTTATGGAACTAAGTGTTGACAATAAAACTGAGAGGCGTATTATGCG
+CACCTCACTCAGGCAAGGCCTGAGGTTAAGAAGATAACGAATGCGATTATCTTCTGTCTTTCATAGCAAT
+ATGAGCGACATTTTTCTTTAACAATTAGTTATCATGCAATTTGTGTGAGCACTCACATTATGTTGTTTTA
+CATAGTTCTCTATCTTTTACTAGGTAGGAACAAAAAAACGCTTAATGAATGCTGTTCATGCAAATAAATA
+TAGTTATTTATCTTTAGTTAGATAGGTAGCGACTATGTAATGCGATATCAACTTCGGTTGGTATCACGAC
+AGAATTCATTGAGCAGTAACACATCGCTTGCGATGAGGTTACACAAACGATTTTTAATTGAAGAGTTTGA
+TCATGGCTCAGATTGAACGCTGGCGGCAGGCTTAACACATGCAAGTCGAGCGGTAACAGAGATAGCTTGC
+TATCTGCTGACGAGCGGCGGACGGGTGAGTAATGCTTGGGAATATGCCTTATGGTGGGGGACAACAGTTG
+GAAACGACTGCTAATACCGCATAACGTCTACGGACCAAAGGGGGGGATTCTTCGGAACCTCTCGCCATTT
+GATTAGCCCAAGTGAGATTAGCTAGTTGGTGAGGTAATGGCTCACCAAGGCGACGATCTCTAGCTGGTTT
+GAGAGGATGATCAGCCACACTGGGACTGAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATA
+TTGCACAATGGGCGAAAGCCTGATGCAGCCATGCCGCGTGTGTGAAGAAGGCCTTCGGGTTGTAAAGCAC
+TTTCAGTTGTGAGGAAAGGGGTGTAGTTAATAGCTGCATTCTGTGACGTTAACAACAGAAGAAGCACCGG
+CTAACTTCGTGCCAGCAGCCGCGGTAATACGAGGGGTGCAAGCGTTAATCGGAATTACTGGGCGTAAAGC
+GTTCGTAGGCGGTCTATTAAGCAAGATGTGAAAGCCCAGGGCTCAACCTTGGAACTGCATTTTGAACTGG
+TAGACTAGAGTACTGTAGAGGGTGGTGGAATTTCCAGTGTAGCGGTGAAATGCGTAGAGATTGGAAGGAA
+CATCAGTGGCGAAGGCGGCCACCTGGACAGATACTGACGCTGAGGAACGAAAGCGTGGGGAGCGAACAGG
+ATTAGATACCCTGGTAGTCCACGCCGTAAACGATGTCAACTAGCCGTTTGTGGACTTGATCCGTGAGTGG
+CGCAGCTAACGCACTAAGTTGACCGCCTGGGGAGTACGGCCGCAAGGTTAAAACTCAAATGAATTGACGG
+GGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGATGCAACGCGAAGAACCTTACCATCCCTTGACA
+TCCAGAGAAGAGACTAGAGATAGACTTGTGCCTTCGGGAACTCTGTGACAGGTGCTGCATGGCTGTCGTC
+AGCTCGTGTTGTGAAATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCTATCCTTATTTGCCAGCGCGT
+TATGGCGGGAACTCTAAGGAGACTGCCGGTGATAAACCGGAGGAAGGTGGGGACGACGTCAAGTCATCAT
+GGCCCTTACGGGATGGGCTACACACGTGCTACAATGGCAGGTACAGAGGGCAGCAATACCGCGAGGTGGA
+GCGAATCCCACAAAGCTTGTCGTAGTCCGGATTGGAGTCTGCAACTCGACTCCATGAAGTCGGAATCGCT
+AGTAATCGTAGATCAGAATGCTACGGTGAATACGTTCCCGGGCCTTGTACACACCGCCCGTCACACCATG
+GGAGTGGGATGCAAAAGAAGTGGCTAGTTTAACCCCTCGGGGAGGACGGTCACCACTTTGTGTTTCATGA
+CTGGGGTGAAGTCGTAACAAGGTAACCCTAGGGGAACCTGGGGTTGGATCACCTCCTTATCTTGAAGTAA
+AATTGCTTAATGGAAATCAGTTTTCGGATTGTATTTCACGAGTGTTCACACAAATTACATGATAACAAAT
+TGAAAGATACCCTGATGGGGCTATAGCTCAGCTGGGAGAGCGCCTGCCTTGCACGCAGGAGGTCAGCAGT
+TCGATCCTGCTTAGCTCCACCAACTCATCACGTATCTTTTACTAAAGAAAGAGACCAAATTTAAATACAC
+TTTATAGTGATTTTAAATTTGGTTTTTTAAACCACGAATTATGCCGAATGCGTGCTAATTTGAATTCTTT
+AACAATCTGGAAAGCTGATATAAATATCGGTATTTATAAGGTAAGCACGGTGTCGCGCTGTTGTTTACAT
+GATTATAAATACCAAGCTGTTATCTCATTCTCTTATCGTGAATGTGGTAATGGTGATAGTGCATCCCCCC
+AAGGATGTATTATCAAATTCATACTGCTCGCAAGAGCATGATGTCTTATCAAGTAACTCATCGTATATCT
+TCGGATATACTGAGTACGTGAAAATGTCAGACTTTACAATTGCCTTGGATTAGTCTCCGGGGCGTACTTC
+GTTTTCAAATCTTCGGATGAGACTACTTAGGGTTGTATGGTTAAGTGACTAAGCGTATGTGGTGGATGCC
+TTGGCAGTTAGAGGCGATGAAGGACGTGTTAATCTGCGAAAAGCTTTGGTGAGGTGATAAAAACCGTTAT
+AGCCAAAGATGTCCGAATGGGGAAACCCACTTACCATAAGGTAGGTATCGTTACGTGAATACATAGCGTA
+ACGAAGCGAACCGGGAGAACTGAAACATCTAAGTACCCCGAGGAAAAGAAATCAACCGAGATTTCGTTAG
+TAGCGGCGAGCGAACGCGAATCAGCCCTTAAGCTTATAGGGTGCTAGTAGAATGTTCTGGAAAGGACAAC
+GATACAGGGTGATAGTCCCGTATACAAAAGCAACCTTTAAGTGAAATCGAGTAGGACGGAGCACGTGAAA
+CTTTGTCTGAATATGGGGGGACCATCCTCCAAGGCTAAATACTACTAACTGACCGATAGTGAACCAGTAC
+CGTGAGGGAAAGGCGAAAAGAACCCCTGTGAGGGGAGTGAAATAGAACCTGAAACCGCATACGTACAAGC
+AGTGGGAGCCCGATTTAGTCGGGTGACTGCGTACCTTTTGTATAATGGGTCAGCGACTTATATTCTGTAG
+CAAGGTTAACCGATTAGGGGAGCCGTAGCGAAAGCGAGTGTTAACTGCGCGTTTAGTTGCAGGGTATAGA
+CCCGAAACCCGGCGATCTACCCATGGGCAGGTTGAAGGTTGAGTAACATCAACTGGAGGACCGAACACAC
+GTATGTTGAAAAATGCGGTGATGACTTGTGGGTCGGAGTGAAAGGCTAATCAAGCCGGGAGATAGCTGGT
+TCTCCCCGAAATCTATTTAGGTAGAGCCTCGCACGAACACCATTGGGGGTAGAGCACTGTTAAGGCTAGG
+GGGTCATCCCGACTTACCAACCCTTTGCAAACTCCGAATACCAATGAGTGATATGCGGGAGACACACTGC
+GGGTGCTAACGTCCGTTGTGAAGAGGGAAACAACCCAGACCGCCAGCTAAGGTCCCAAAGTACTAGTTAA
+GTGGGAAACGATGTGGAAAGGCATAGACAGCTAGGAGGTTGGCTTAGAAGCAGCCATCCTTTAAAGAAAG
+CGTAATAGCTCACTAGTCGAGTCGGTCTGCGCGGAAGATGTAACGGGGCTAAACTAGTCACCGAAGCTGC
+GGATTTGAACTTAGGTTCAAGTGGTAGGGGAGCGTTCTGTAAGCCGTTGAAGGTGAATTGAGAAGTTTGC
+TGGAGGTATCAGAAGTGCGAATGCTGACATGAGTAACGATAAGGGGAGTGAAAAACTCCCCCGCCGAAAG
+ACCAAGGTTTCCTGTCCCATGTTAATCAGGGCAGGGTAAGTCGGCCCCTAAGGCGAGGCGGAAACGCGTA
+GTCGATGGGAAACAGATTAATATTTCTGTACTTCTATATATTGCGAAGGAGGGACGGAGTAGGCTAAACA
+AGCACGGCGTTGGTAGTCCGTGTGAAAGTATGTAGGTGGTTGTCTTAGGTAAATCCGGGACTTCATTAAC
+ACTGAGATACGAGACGAGACTCTACGGAGTTGAAGTTGTTGATGCCATGCTTCCAGGAAAAGCTTCTAAG
+CTTCAGATATATAGGAACCGTACCCCAAACCGACACAGGTGGTTAGGTAGAGAATACTAAGGCGCTTGAG
+AGAACTCGGGTGAAGGAACTAGGCAAAATAGTACCGTAACTTCGGGAGAAGGTACGCTGCTCAACGTTAA
+ACCCTTGCGGTGTAAGCGAAGAGTAGTCGAAGTAACCAGGTGGCTGGAACTGTTTATTAAAAACACAGCA
+CTGTGCAAAATCGAAAGATGACGTATACGGTGTGACGCCTGCCCGGTGCCGGAAGGTTAATTGATTCGGT
+TAGTCCTCGGACGAAGCTGATGATCGAAGCCCCGGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTA
+GCGAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAATGGCGTAATCATGGCCACACTGTCTCCACCCG
+AGACTCAGTGAAATTGAATTTGCGGTTAAGATGCCGTATACCCGCGGCTAGACGGAAAGACCCCGTGAAC
+CTTTACTATAGCTTGACAGTGAACATTGCTCCTACATGTGTAGGATAGGTGGGAGGCTTTGAAACCATGT
+CGCTAGATGTGGTGGAGCCAATCTTGAAATACCACCCTTGTATGCGTGATGTTCTAACCTAGGGCCCTTA
+TCGGGCTTGGGGACACTGTCTGGTGGGTAGTTTGACTGGGGCGGTCTCCTCCCAAAGAGTAACGGAGGAG
+CACGAAGGTTGGCTAAGTACGGTCGGACATCGTACGGTTAGTGCAATGGCATAAGCCAGCTTAACTGCGA
+GACAGACACGTCGAGCAGGTACGAAAGTAGGTCATAGTGATCCGGTGGTTCTGTATGGAAGGGCCATCGC
+TCAACGGATAAAAGGTACTCCGGGGATAACAGGCTGATACCGCCCAAGAGTTCATATCGACGGCGGTGTT
+TGGCACCTCGATGTCGGCTCATCACATCCTGGGGCTGAAGTCGGTCCCAAGGGTATGGCTGTTCGCCATT
+TAAAGTGGTACGCGAGCTGGGTTTAGAACGTCGTGAGACAGTTCGGTCCCTATCTGCCGTGGGCGTTTGA
+GAATTGAAGAGGGCTGCTCCTAGTACGAGAGGACCGGAGTGGACGAACCACTGGTGTTCGGGTTGTCATG
+CCAATGGCATTGCCCGGTAGCTACGTTCGGAACTGATAACCGCTGAAAGCATCTAAGCGGGAAGCAGGCT
+TTGAGATGAGTTCTCACTGGGACTTTAAGTCCCCTAAAGGGTCGTTGGAGACTACAACGTTGATAGGTCA
+GGTGTGTAAGTGCTGCGAGGCATTGAGCTAACTGATACTAATTACCCGTGAGGCTTAACCATACAACACC
+CAAGTAGTTTTGCTGAGAAGTGATACTGAAGTGATTTGTATAAAGACTGACATAGACCGAAAGGTAAGAA
+AACATCACGTACTTACGTGTTACTTGAACCAAGAAAACCAAACGATATTTATAGCTCATTGAGCAAGCTT
+TCTAAGATTGTACCTTTTTTGTTTAGCGACAATAGCGCTGTGGTCCCACCTGATCCCTTTCCGAACTCAG
+AAGTGAAACGCAGTTGCGCCGATGGTAGTGTGGGAGTTCCCATGTGAGAGTAGGACATTGCTAAACTTCT
+AATTAGAGAAGCCCGTTACGAAAGTAACGGGCTTTTTGCTGTCTGGGATTTAAAAAACGAAGTCCATATG
+AGCGTAGTACATTGCTAAGTTTCTCTTTAAAGAAACTTGTAGCTTACGCTACGGATTTTTTGCTTTCTGG
+CATTTGAACAATCTCACAGATAGTGAAGTGAAAGCCCTTGCGCCGGGGGTAGCGTGATTCATGTTAGTTA
+AGCCCATGTTTGTAGGGCACTGCTAAGGGTCTATTTAAAGAAGCCCGATTCATATGAGTCGGGCTTTTTG
+TTGTCTGGGATTTAAAAAATGAAATCCATATGAGCGTAGTACATTGCCAAAAGTCTCTTTAAAGAAACCC
+GTCGCTTACGCTACGGGTTTCTTGCGTTCTAGAGATCAAAGCACCTATGATCAATATCTGAAAGTTAAGC
+TCTAATATGAATGTAACTCTTACAAATTGTATTGATGGAAATACAGGATGGTACTCAGATAACGCTCATA
+ATAGAACATAGGGCGTCCTTCAGCATACTTAGATTAATTGTTCGCTCTATAATTCTTCAAGGTAAAAAGT
+TGCGTAAGAGGAGTGCTGAAATGAGGGAGGTAAACGAAAAGACTAACCCCTTTGATTTATATAATATCTA
+ACTGTTTGATGTACAGAACACTGTAAGCGTTATTAAGGTAATTTCAATTGGTATAAGTAAAGAGATGTTC
+TTTAGCGTAACGTTATCTAACTATTTAAACCTAATAGACCTAATAAAGAAATCTAGCTTAGCTTTCAAAA
+ACACCAACTACCATTGAGATAAGAAATAATGCTGAAGCTGGGATCATAGTTAATATGAATAAAGTATTTA
+AATCTAACATCGGTCTTTCCTTGTATATTTCGACTATTTAATGAATCTAAAAAGTAATGCGAAATGTGTG
+TATTTATTACTAAGTTGCAATAAGTAGTACAAAGGTTGTGCCAATGTTATTATTAATTGTTAACGTACTG
+ATTAATGAGGATATTTATTTTTTGTTATTCTTTGAATATATAAAGGGTGTTTGATTATGAATCGATGGGT
+GGTTATAAAGGCTATTTTGTGGTTAAAAATACCGATAAATAATTGAAAAAGTAAGTTGCTAATATTTTAT
+GATCTCAATATCGGGACACTCATTCCCAATATTGAGATAAGAATAGTTATTAAGGTAAAGTAACCTTATT
+GAATGCATCAAGTAGTACTTGTCCACCAGCACCATCTTTACCTGCACACTCACTCAAGTGTTGTCTGAAC
+TTACGCGCTCCTGATAAACCATTACAAAGCCCTAACATATGACGCAGTACATGCCACGCTCGCCCGCCAT
+TCGCTATTGTTTCGTCGATATAGGGAACCATTAAATCAATCACTTCAGATCTTGATAATTTTATAGTGTC
+TGATTGGTATATTTCATTATCTGCATCTGCGAGCATATATGGGCTGTTATATATTTCTCGTCCAATCATT
+ACGCCATCAATATGCTGAAGATGTTCATTAGCTTCAGAGAACGTTTTAATACCACCATTAATGGATACTT
+CTAAATCCTTAAAATCATTTTTTATTTGATAAACACGATCGTAGTCTAAAGGGGGAACATCACGATTCTG
+TTTAGGACTTAATCCAGTCAACCAGGCTTTTCTCGCATGAATAATGAAATGGCGACAATCAGCTTTTGAT
+ACTTCTTCAATAAAAGTATGCAAAAATTCGTAAGAATCTAAATCATCAATACCGATCCGTGATTTCACGG
+TGACTGGAATATTCGTCGCTGATTGCATTTGGTTAACGCATTGAGCAACCAAAGCAGGCTCGGCCATCAA
+ACATGCACCAAATCGACCGTTCTGAACTCTATCAGACGGACAGCCAACATTAATATTTACTTCATCATAA
+CCGTATTGTTCAGCAATTTTGGCACATTCCGTCATTGCTTTAACATCACTACCCCCTAGCTGTAATACTA
+ATGGGTGCTCTGCATCGTTATAGGATAAGTAATCCCCCTTGCCACGTAAAATTGCACCGGTAGTGACCAT
+TTCTGTGTAAAGCACAGTGTGTTGAGTCATTAGACGATAGAAATAACGAGAATGTTTATCTGTCCAATCG
+AGCATCGGCGCAACTGAGAGCTTGTGATTGATTGTAGCCCTTGCTATATAAGGCTTTGAGTCGGTAATTA
+TGGTCATTTGATTAAGCTCCAAATCGGCTTGAATCGCCTGTACTTTCGTTGAGTTTCCGTCTAAGGTGTT
+CCGTAAGTGTTCCATTCTGAGTAGGACGATTAAGGAAAATATTCATGGCATCAGTAACAATTGATAAACG
+CCAAAAGGCAAACGGAGATTTCAGCTATCGATGTACAGTTCGAGTAAAAAAGAATGGTGCGATTATACAT
+AGGGAATCCAGAACATTCAGTAAAAAAGAATTAGCGAATACTTGGGGAAGAATCAGAAAAGACGATATTG
+AGCTAAACAGTATTATTCTTCAAGAAAAGAAAATTTCAATTGCTGAATTGATAGACCTATATATCAACGA
+TGCCGATTTATGGGGAAACACTGGAAGAACTAAACGATACGTAATCGATATGTTACGGGATTCTCCTATT
+GCATCAGTTTTAGCAAATGAGCTTAAAACTAGTGATTTAATAAGCCACTGCAGAATGCGTCGGGATGCAG
+GGGCTGGAGGTGCGACTGTTTATCATGATATTGCATATTTACGAAGCATAATGAAGAAAGCTCTTCCCGT
+TTTTGATGTAAAAGCAAATTGGAAAATATTTGAAGATGCAGTTCCTGTATTAATTGACATGAAGCTTGTT
+GGCAAGAGCCAAAAGCGTACACGCAGACCCACAGAAAATGAATTGGAAAGGCTTATAGAAGCACTAACAG
+AAAGACAGAAGCAACAAAGTAGTAAAATCCCCTTTGTTGATATTCTTAATTTTTCCATACTGACATGTAT
+GAGAATAGGTGAAGTCTGTAAAATTAAATGGGAAGATTTAAATCATGAACACAAAACGGTAATTGTAAGA
+GACAGAAAAGACCCAAGGAAGAAAGAGGGTAACCATATGATCGTGCCGTTATTAGCTGGTTCATACGACA
+TAGTGAAAAAGCAATTAGAAACAGATGAGAGAATCTTTCCTTATGCCTCTGCCTCCGTATCAGCAGGGTT
+TCAGCGTGTTAGAAATACTTTAGGCATAACTGACTTAAGATATCATGACTTAAGACGAGAGGGCGCATCT
+AGGCTGTTTGAAAAAGGTTATAGCATTGAAGAAGTGGCACAAGTCACAGGACATAGAAATTTGAATATAC
+TTTGGCAAGTATATACGCAGTTATTCCCTCATAAACTGCATGATAAATTTGCCGAAGAATAAATAATTAA
+GAAACGTAAAATAGCGAGGCATGTTTCAGTTAAGTTTATTATGAGAATAAGATTTAATTGAAACATCATT
+AGCACTAATATTAATTTTCTGTATTAGTAGTATAAGAGGATAGAAGTAAATTATATTCTGTTGATATATT
+CCACATCGTTAGAAGTCTCTTTAGTTCAACAAGCTCACTATGAGTGGGGTCACCATTAATTGATTTTTCT
+GATAAAAAATTTAAACGCTTAAATTCTTCGCTAGTCATAATAATCATCCTTGATTCATACTAACTAAAAT
+ATAGCTAACTTTTTGTTTTATACAATATTAATAAGTATTCGCTACGCGATGAAGTTAGGTTAATGTCTTC
+TGTGCGCAAGGATATAGCGATATTAATTTTTTAAAATAAAACGCTAAGGGCTATAGCTGCGACAGATAAG
+ACATAAATATTGATTACGAGTCTGTAATATTTACGGTAACTTCGAGAGTATAAGAAGACATTACAAAATC
+ACATTCGTCGATTAACATAGCTTTATGTACAAAAAAAGCATCTACCAAACTGGAAGATGCTTCATGAAGA
+TTATCAACAAATATGGGTCCATGGGTTTATTCAGGCATACCATTGTCGATAATAAGTTTTGATAATGAAA
+CTAATTTTTTAAGATTGTTTCTTAAATCTACGTGATGCTAAACCAATCATTCCTAATGCAAAAATTGCAA
+GTGTAGAAGGCTCTGGAATATCAGTAGATGAAGCTTTCTCGAATACCACTTCACCAATAGCGACTTGCCC
+AGTACTACCGTAATTTGAATTAAGTTTCATTCTAATAAATGAAGCGTTGGTAGAAGCAAAAGAAAAGCTT
+TGCCCCGAAGCTACAGCGGAACTAGACTCCATACCTACGTTAAATGTCCCAAGTGAGGTTGAACCTAAAA
+AACTGGAGTTGTCTGCTGCAAATAACTCGAATTCATTAAGTCCCAGTGCACCATGATAGTTCCAAATTCC
+TATACTTTCTAATTCAAATAAACCACCTAAAGAAAAATCAAGATTGATAGGGAAAATAACATTGGGAACA
+TTCGCCCAGCAGTTACTCCCGCAAGAATTATTATGTGTAGCTGTGGATAGAAACGTATCGAAATCAGTTA
+CACCTGAAGTATAGTTCTGACTTAAACCATTTTGGTTGATTATATTGACTGCCAAAGCAGAACCATTTGA
+ATTAGGCGCGGTTACGGAATCAGCACCAATAATAAGTCCGGCATTGGCTAAACTACAACAAGCTAACGCA
+AGACTTGCAAAAGTACCTTTTAAAAATTTAAATTTCATTTGATATTCCTTTTAATCACTGTTTATTTATT
+TTGGTAGGTAACGGTTATAATAGTAACTCATTGATTTAGGCATAAAACATACCAATATTAAAATACCTTT
+TAATTTCAATGTAATGATGGCTTCCACGTTTTTTCAATAACGTAATATTGTAAATAATACTGACACCAAG
+CAACTCTGAGACTTCAGGTTAGTGCACCAAGGGAATATTGGCACTAACAAATATTAGAGCCAAAAACGAA
+ACTACTTGGGGCATTCTGCAACACTCGCTACGCGAAGAAAAACGAACAAACAAAAACAAGACAAATCTCT
+GTAAGCCTTGTCACTTAAAGCTTGCAGAGGTACTCCGAAAAAACTTTACCCCCGTATTACTAAACGGGAG
+TAAAATCTTTCATTTCCTCCTACCGCTCCATTCCTCTTCCTCGTTGCTCAGGCTTCGCCCTCGTCCTCGT
+CATCATCGCTCAGGGTCGTCAATAGAAAGCTCAGTTGCCTAAAAGTAATCATTAAGTAAAGAATAGAGAA
+AAGGTCAAAAGCGGTTCCAAAGAGCTTCAAGCCTAATTTAGTAAAGTAAAATAAAGGTTTCTAAGAACAT
+TTTTAAATACACAAAAATAACCTCAGACACTCCTTGATTTTCATTGACAAAATTATTCTCTCACTCTGTT
+TGATTAGCATCAAATTAAGCGCGCACCCCTATGTTTCTGCGAAACGGGTACACATTAAATTGACACTATC
+AGGGAACTTAGAGCATGAATGATATTGAAGCTGAAATCGCTAACACTTTAAAAGAGATTGAAGAACTAAA
+GGAAGAGACACGGGCAATTGTGGCCAAAATGAAGACGCTAAATACTGCTGATGAAAAGGAAACTAATCAT
+GCTAATTAAAATTAATGAGTCAGAGCCTGAGTTCGTCGCGTTCGTTGAATCGCTTAAACAACATTACAGT
+GAAGCAACCGCCGCTGGTGCAACAAAGAAAGCGATCGTTAATCATGTATCAGTGACCAAAGAATTAAGGA
+AAACAAAAAAGAAGCTGGAAAAGCTTGAGGCGATACTTGAAGAAATCAAAACGATAAAGCGACAGCAGAA
+AGGGTTGCAACAAGCCCTCGATATTCTAACGGATTAGTACCAAAAGGTTATCCTGGCAAGCGTGCCTGGA
+CAATGAATTAGTACCAAAAAGTTATCCTGGCAAGCGTGCCTGGACAATGAATTAGTACCAAAAAGTTATC
+CTGGCAAGCGTGCCTGGACAATGAATTAGTACCAAAAAGTTATCCTGGCAAGCATGCCTGGACAATGAAT
+TAGTACCAAAAAAGGCTTACCGGTTTAACCAGGTTAAACAACTTTGGTACTAAAACGTAAAAAAGAACAT
+AATAACGGCTACGTACAACACATAAACAAACAACTTAGAGTAATGACAACTGAATAGGGCTATTGCCCCT
+CGCTTCTTGAAAAGGCTCACTCGGTTTAGTTGGCTCACAATACACATAGTTACTGTGATTATTTGACCTT
+AATTCAACTAAACAGTCTGAGCTAAAGAAAATCTTATAACCCATCGCTATTAACGATTCAGAGCCAACAT
+TTAATACTTCATCATTAATGTAAGCAGTGAAGACATAATCACGAGTAACACGATGCTTATTAAAATAAAC
+CGTATTAACCGCATTGATATACATCTTGGTCGCACCGAACGGCAGCGCTACAAAATTATTAGGCGCAGTA
+ACAGTCGAAACACTAGCACGACGAAAAGAAAAAGGATTAATCTCCCCATCACTTTTTTGAGCAGTACGAA
+CGGAAGCATTAGCAACTTGAACAGCAGCCGCTGAAGCTTTCGGACTTTGTGAAATCGCATTAGGTAAACT
+ATTCGCCAACGGTTCATCAACTTCAATGCTTTCATCGTCGAAGAAAAAGAAAACCATATACACAAGATAG
+GCAACCACAAAGGCGAAGCCAACAATAACACTAGGAGTAATAGGCGACTGACCAGCGCCCGACTTAGTAG
+ATTTTCCTGTTGCTGTGGACTTATAAAGTTTGAAAACATCGAGCGGCACCTTTTTGAACGTGACAATATC
+GTTTTTACCAACAGAAATTCCATTAGTTTTGGGTAAATGTTCTAGAATTCTAGGACGTCTTTTGTAGTAG
+GGAATTGGGATCGCATCTTTTGACGAGTGAGCATAAGCAACCTCACAAACAGAGCGGATAAACGATGATA
+TTTCCTTAATATCAGGCGTGGCCAATAAGATATCCCAGTTGTAATGCCTATGACGCATAAAGCATTCACG
+CAGCGTTCTTGGGTATCGTAAATAATTTCGCTCATCAAAAAGAGATTCACCAATATCATCCTGATAATCT
+TCAATGTTTACATTGGACTTAATTTTGCGTTGTTCTTCATGATAAATTTCCGAAAACTCTTGAGGCAATA
+AATCATCAAAAGCGCCCTCAGTCTTATAGTCATAATCAGAAGCCTTAAAAGACTTATCATTTGGGTAAAT
+ATCTTGTATTTCATCCAGAAAGATAAGCGCGCCAATCGGCAACCAATGAAAGAAATTACGCATCAACAAC
+ATACCCGTATCATTACCAATACTTATTCGTAACAATCTAGCCGTACTAGGAAAAACCTCTTTTAACTCGC
+GCTGTATCTCTTCAAGCGTTTTGATGCCCTGCAAATTAGTAACAACTACACGACCAATACGTAAAGCAGG
+AACAATTTCAAACCACATGGCCGTAGATGATTTGTAAGAGCCTGGGGGACCATGAAAAACTTTAGTAGCC
+ATGAGTTAACCTCTTTGCATATAAAACAAAACGACAAATGAAAAAACAATCAAAAAAGATAAACGCGCAG
+ACAGATATATAAATCTAATCATTAAAAACTCATCTGATAAACAAGACGTGTAATAAGCGCTTCAATAAGT
+AAGCTAAGCGCATCAAAAAAACGCATATCTGATGCCGCTTGTCGTAAATCAGGAGGAAGATTAGAAATTG
+CAGTATTCACAACCTCATTAATGTTAATCATTTGAATAAAAGATAAAGCGACCTCATGAGCAAAAACCAA
+CGTTTCATACATAAGATAAAACTTTAAATAAAGTAAATAACTCGTTAACCAAACAAAAAAATCACCTATT
+GCAGTAGGAATAATGACAGTAAAAAACTCATAAATACTCATGAAAAAGATTGTGGCAGTTTCAAAAAAAC
+CAGTAACACCCGTTTGAGGAGCAGCAAAAATATCAAAGGAAAAAAAAGCTAATAAAACAAAAATAAATAA
+CCTCATGATTTAATCCCTCCAAGTACAATAGTCAACGCACTAAGGGCAGCAAGAAAATAAACAACATTGC
+CAACACCGCCAAAATACTCAGAAAAACGAGCTAATGAAATATCATGAGAACCCCATTTACCTAAATCAAG
+ATTATTAGCCTGATAACCACCACTATTACCCGCCGTAAAATTAAACTTTTCCCTTACCTCATTAATAAAC
+AATCTATTCTCAACACCAATAGAAGCCTTAAAACCATCAGTAAGACCAGTTAAATCACTTTCATTAATAA
+AAAGAGTGTCATAAGCACTAAAGCTAGCTACGCCAAAATCAGACTGATAACTACCCCCTAATTCATCACC
+CAAACCATCAATTTTATCACCCAAACCATCGATACCAGAACCAAGACTATTAACAGCACCAATAATACCC
+TTATCATCAAAAACAGCCTTTTCAATACGATTAACAGCATCAATAATACCGTTAGCAGAATTACTAACAG
+TGGTTGATATATCATCAGATTTTTCAACAATAGTTTGATTAGTTGTCTCAGTGGTAGAAGCTAAATTTTT
+AGTATTAGCATTGCGGGTAGCAACAACTTCATTAATAAGCTTATCGCCTTGTAATGAAGAAATATTTGAA
+GAGGTGTCAGAAGTGGTTCCATCAGCTTCATAATCAATATCATGTTCAACATCTTCAGTAGTAGTTGTAG
+AGGGGTCAACACTTGAACCAGTACCACCAGAACCAAAATCTAAATCACTAGGTGGCTCAGGAACATCACA
+AAAAGGATAAACAGAACAGTCCTCTTCTTTAGGTATAGAGCCATCATTACAAACACCAGTACAAGAAGTA
+GTGCCTTGACCATCATCAGTATAATTTGAACTTTTAACGCCCCAGTTATTAGCACATTGATTTTTTACAA
+CATCGTTACACTTATCAGACTCAGATTTAAAATCTTCACAAGAATAACTATAAACATTAGGGGAAGTGTA
+AACGAAACCAGTAACAACTCTTGAAGTAGAACTACAATCTAAATTTGCTAATTCATGGCATTCAATAGGA
+GATTGACAACCGACAGAATAAGACAAATAAAGAGTAGCAGTGATATTACCAGAATCATTACACTGAGAAC
+CCAAGCGATACTTAATCCTTGTAGAGCTTGAATAAATAAGAGGACATTTATAATAGGTATTACCATCACC
+GTAAGCGATTTCAGAGGGGGCAATCTGAGCACAATTAGCTGATTGGGCATCATCACCAGAACAATAATCA
+AAAGTAAAAGCCGAAGCTAAACCTATTTTATTAGTGATCGTAACAATAGCCGAAACATTAAAACTAAAAA
+TAAAAATCAGGATAAAAAGTAATAATCGAAACATAACAAGACTCAAATTTTAGGTAAAAAAAAGGACTTC
+CTAAGAAGCCCTAATCCCGCTTGTAAATCCCTCGATACAGCAGTAATAAAGGCAACAAGCTAATAAAATG
+GTTGTGACCATCGCTTAACGACCGAACCAACCAAGCATTTTACCAACACCAAAACCAAGGATTGCTACGC
+CAATAACACCCGCAATAACAGCGGTTACATTGCCACTACCTTCAGTTACTGCTGTACCAATTTGAGCCGT
+ATAATCAGCCGCTTGAACCGCAGCAGAAGAGCCAGCAATTGCAGAAACAGCAGCTACCGCTTTAACTTTT
+TTTGTTTTTAAAAAACTAACTAATTTGTTCATGTTATAAACCTTATTTTATTTACCTAACCAGCGAGCAA
+CACGCCCACCGAAATGTGATGTTAAAAAAGCCATAATTAGCGCTAATTCAACGATTGCGAACACTTCTAC
+ATCAAAAGCAAAAAGCAGATGTAGCGTTTCATTCATTTGTTGTAGTGAGCCACTTTGTAATTCAACGAAT
+TCAGACTGACTCACCAAAACAAATTCTGTACAGTCCGTTTCTGCAACTATTTTTAAATAACCTGTACCGT
+CATTAGCTGCACAAACCGACATAATTAATTAACCTGCTTTTTGTTGTTGAGCGGGTTCAATCACAAGCAG
+TACGGCTTTTGAATCAACGTAAACATTGCGGTAATCACCGACATTCACAGGTAATTCAACCAAAGCACCG
+TGACTTTCTGAAAGCGTTTTAATGAAAAAGGCATCTTTTTCTTTTTCAGCACTTATGCGAGCGGTTCTAA
+TCATCTTTTGTTCTTGGTCAAAGCCATTAACAAAAGAGACTTCAATACCAATTTCGGTATAGCTGTTCTC
+TTGAGCTACGCCACCTTTATCGATGTAACGGTTTTTAGTTAACTTAGTACCGACTAAAATGCCGCGTAAA
+AAAATACCTGTTTGAATACTCATGTTTATCTCTCCAAATAATTAATGTTTAAGCTGCTGCCGTTTGTGCT
+TGTTGTTGTAAAACCCACTCTTCAATAACAGAGGCTTTCAACCGTTTAGGCATTGACGAACGACAGTCGG
+GCTCTTCAATGTCTTTTACAAATTTCTCTACGATTTCGCTATCAGATAAACCACAAATTACGCGCATCAT
+GTTGATGGCTTTACGTGTACTGATAACTTGGTTTTCAACAATTTTCTCGATGGTCATGGTGGCTTGTTTA
+ACCAGGGTTTTAATTTTGCATTGCTCAACACTTAAAAAATTGAGTGCTGGGTAAGTGGCTGCAAGGTATT
+CACTCGGCTTTACCATGGCATCAAGTGGTATAACGCGTTGGCTTGAATGCAATTCAACTTCCCAACGTAC
+CCACTTAGATTTCATATCACCTAGCTGTTTACCTTTTTCATATATGCGTAACAGCTTGCCAGATTCACGA
+GAACCGATATAAAGCGTTTTTCCCTTGCTTGGAATAAAGCCAAAGGTTTTCTTAGCCGTTGATTTAGTGG
+ACTCGTTACTGATTTCTTTTAAGTCTTTAAAGTTCTCTTTCAGCATTTTTTCTGTTAAATGCCCAGATTC
+AACATACATATAACAAGCAGGGCGGCCGCCAGAGTTAAACAGGCCTTTCTTGGCTTTACTCAATGCTCGC
+TTAATAGAGTGCTTCCCTGCGTAATCGTCATGCGCTAAATCAATACGGGTAATTTTAAGCGCTGGAATAT
+TTTTGATTTCTTCATAGAGGCGTTTCATATCCAAAGCGTTACAACCCGTTCCCATGAACGACACGTAACA
+ACCAAGGTTTTTACCACCCCAACAAATAACACCAGCTTGCTCACCATCAGCGTACAGAGTGGCTGAGTAA
+GAATAATTAAAACGTCCTGTCGGATTATTCTTAACCGTCCAAATAAAAGTTTCCTGAGTGAACACATTAT
+TCAAACGACAAACAAAGCGTTCTACTTCGCCGCAACAAAGAACATCGAGTAAATCGACACCAATGTTGTC
+TAATAAGTTGTTTAAACGGTCACCATATTTAATGCCGGTATCGACTTCTAATTCGCCTTTTAACATGTCA
+CGTAATTCATAACGTGCAGAAACTTCGTTGTCTGAAAGCGCAAGTGATTTAAGCGGCAAGTCTTTGTGTC
+GACGATTGTTATATTCACGTGTGATGGTGCTACATGATTCTTTGTAACGGCTCAAAATAGCTTCGTATTC
+ATGGGCGTTAAAGGCGTTAGTGCCTAACAGTTCTTTGTTTTTTGTGTTCTCAAGTTTTGCCAGTTCACGA
+TTTAAAGCGGCATCTTTTGCCTTAACGATTAATTCGCTTTTGATACACGCGCCAATCTTTGCCATCTGCT
+TAATGTTTAATAATTCTTTGGGTGACCAAGTCAGTGACAAGGCATCCACTAAACAAGGGATTGTTGTTGG
+TTTAGTTTTCATCAAAAGCCCCTTGTCGTTGTAGTTCGTGATAGTTGTTTTCATCAACTTCAATTAAGTT
+GAATTCGTGACCGTATACCGTTTGAAGAAATCCAATTAACGAGACTAAATTACAAAAGTGATGCACTTGG
+CCGTTGTGCTGTATCGCAACATCGCCCCAGTCTTCCCTTTGAAAATAGACGTTAGGATTATTCATGGTTA
+AGCTACGTGTACTTGTTGCCATTCTTTCGAGGCAATTTCATATTGTTTGTCGATATAACTCGCTAAATCT
+TCTACCTTTATGAATACAGGGCTGCGTTCAGACTTACTTAAGCTAAATGTTGGTACTGGAAAGTCTTGGC
+CTTTAATTTTTTGCTTAGCCGTTTTTACGCTAATACCAAAGAATTCTTGGCAAACGTCTTTCAGTTCGAT
+CACAGGTGATTCAAAACGAGCTAGTAGTGCGAAATTTGTATTCATATATCACCTATGTAATCATTTAGGG
+TTAAAGCAATTCAAAGCGATTACAATCGACTATAACCGCTCCGTATCGCTCCATAAAGATACTATTTCAT
+AATGGAGCGTTTTGCAACTATGTTTTTAAAGGAAAATAGTGTGGATGATTTTGATAAACAATTGGATGAT
+TTATTTAAAACAACTAAAACGAGTAGAATTAGTGAGTTATCTGAAGCTTTAGGGGTTTCTCCAACCACAA
+TAAGAACATGGAGAGGTCGAAATAAAATTCCTGCCAGTGCATTTAGAAAGGCAGAACTATCAATCCAAAA
+CGATTCAGACGTAAAAACTGATACCCGTATTAGCCTTTCTTTTTACGAAATATCAGCTTCCGCAGGGGGA
+GGGGCATTAGTAGAAGTGGAAGAACAAGCTAACTTAATTAGCTTTGAGCCAGAGTGGCTAAATAAAGAAA
+TTGGTGTAAACGCCAATGATGTCTTTTTGATGTTAGTCGATGGTGACAGTATGTACCCGACATTAAAGAA
+CGGTGCCATGATAATGGTGAACAAACACTTTAATGGTTTAAGTGATGGTATTTACGTGATGCGACACGAA
+CAAAACTTACTAGTGAAACGATTACAAATGTTGCCTAACGGAATTATTAAAGTGAAATCAGATAATAACC
+TGTATGAACCTTGGGAAATAAATAAAGAAAACCTAGACGGTACAGACATAGAAATTATTGGCCGCGTAGT
+TTGGTCAGGGCAAAGAATGTAGTGCCAAAAATAACTTGCGAGTTATTAAAGCGCAAGGCTTTGGACTAAA
+GCAATAAGACAATAGAGATAATAATATATGAGCCAGTCAATGGAAAATTTCGCGACTACTTTGGAATTGC
+TTGAAGAAGAAATTGGTCTTGAGGATTTAAGCCAGTTATTAGCGGATATGCTGCTTGTTTGTTCTACAAG
+AATTGTAGGTGATGTTCCTAATAATTGGACTGTCAAAACAGAGATTGTTAATGGTGAGGTGACAGCTATT
+ACCGATGCTGCCTTATCTAAAGTTAATGTTTTATAACATTAACTTTATTATCGATACCAAAGAATTAACA
+CCATAGTCACTTGTTATGTGTTTGTTCGTTTAATATGCAGTTTAAATAGTCAACTAATGCCACATTCGAG
+ACATTTGCTTTTAAAGACAATCAATACTTCGGATTAGGTTTTGTATCGATAACGCCCCAATAATGGGCAA
+ATATCAGTTGGTTAAAATAAGCGACGCAGGAGCAAAAACCAACTGTTATTTGTCCTGATTAATTGGCTTG
+TTAGGTGTACGTTTGCCAAAAAAGTATTGATAGAATCGAAATAGAAAAAACAGAATAAAGAAGGATTCCG
+AACCAAAAACTTTCGGGTGACTCACTCCGCTTAACTGTAATAATTTTGATTTCTATTTCTCCAATTCTAA
+TTGCGTGAATGCAGTAAACAAGTAAAAATGGACATAAAAAAATAAAAGCTACAGTTGCTACCAAGTCACC
+ATAACCTTCAGATTGAGGTACGAGGATAGCCGTTAGGAACGTTGAGATACAAGCTAAAATGAAAATAGTT
+TTCAATAGTCTAGAGGTATTCAACTTTAATTCAGATATTACTTTGACTATAACTCCATCATTTTTTTTAA
+CTGTATAAGTTGATGGCTTTGACTTAAAACTAGTTTTAGGGGGGATTCCTTTCTTTCTATTGTCTATTTC
+TAGCAGTAAAATTTGATATCTCTCATGATATTTATCCTGATCAATATGCTGTAAAACATCTAATAGCTCC
+TCATAACTACATTCAGAATAATTTGTTTCAGAAGTCAACACCAAGTACACCTAACGCCTCGTTAAGAGGC
+AAAATATTGTTGGCTAAAATAAGCGACGAAGGAGCAAAAGCCAACTGTTATTTGTCCTGCTTTAACGACT
+TGTTATATTTATTTTACATCAACACTTTTGTTTGGGATTAATCGATGCTGTCCTGGAATAATTGATAATA
+CGAGAAATAGTATTAAGCCAATGAGTAAAAAACGTACTCCTTGAGATGAAATAATCCCGTCAAGTAAGGA
+TGGAATAAGTACAACTCCAGCACCAACTAGACCACTATAAAGTCTACGTGAATTAGTAAATTCATGTAGT
+TCACCACATGCAACACATCGATGTTTCGTCCACATAAAGGCACCAAGAAACCAACTCAAAGGTATATTAT
+TTGAACAGTTAAAACATTTGGGAAACATTATTAAAGACTCCATTCTTCGATATAAATATAACGCCCATTT
+AAGGGGCTGATAATTGTTTGCTAAAATGTGTAGCGAAGCGAAACCGAGCAAACTGTTAGTCCCGCTTTAA
+ATTCTTGTTATATTTACTTTTTACGAATACCAGACTTTCTAATTTGTTTTTCGATTTTACCAGTTTTAAA
+TAAATGGTATTGAAGAAACACCTGTTTGACCAATGCAATAAATGCCAAATAGGCAATAACAATTATGACT
+AGCTGATAGAAAGCAAACTCTTGGAACATTAAATATGAACAAAATACTGCCAATATTGAAAAGCGAATAA
+ATAACCACGTTCCATTGTTTTGTTTAAGTATTTGTTGATGTTCTTCCATCACTACTTCGTTTTTCGCGTC
+CATGGTAGAGCTTGAAGCTACTGGACAGTTTTCTTTTTTATTAATATGAGAAAGGACTAAACTATATCGG
+TCAGGGAACTTCTCACGATCAATGTTCTCCTCAATATCATAGAGTTCATCTAAAGAATAATTCTTGTAAT
+CAACTTCCATGCTAGACAAGCTCCATGTATATATAACGCCTCGTTAAGAGGCAAAAAATTGTTGGCTAAA
+ATTAGCGATGAAGGAGCAAAAGCCAACTATTTTTTGTCCTGCTTTAACGACTTGTTATATGCAATTTACC
+CGAAAGCACCAAGCTCTTTAAATATAAGTAAAATTTGCACCGTAAAAATACTAAGCATTAACAATATAGG
+CTTACCTTTATATTTTAAAGAAAATACTAAATATAAAATTAAAACAAAGTCGTAAACCGCAAATATAGGA
+ATACTAAACAACGCCCACCACGCACCTATAGAAAGATGAGTTTCGTAAATCCCTAGTAAATCCTCTGCTA
+CAAAATTAACAGGAAAGATAAATAATGGCGGGTACAAACCAATTATTAATCCTAATATAGGGAGAATAAA
+AAGCTTTTTATTGGGAGTGATAATAGTTGCAAGCTCCATTTGCATATAACGCCTCATTCATAGGCAAAAA
+ACAGTTGGTTAAAATCGGCGACGTAGGAGCAAAAATCAACTGTTTTTTGTCCTTTGGAATGACTTGTTAG
+GCTTAATCTTCACAGTAACTTCTCAATGGCTTATTCATTTTTAAGCAACGGTCATCATCTATGCCTAACA
+GTTTACAGAAACCTACTTTTTGATTAAGGTCTAAATATTCTTGGTTAAAGTACGAGTGACCACTACCCTT
+ACAAAAAGCTTCCTTATCTCCCCTTGAACCTCTTAGACAAATTGCTACATATGTAATTGATTTGTAGTCA
+CAAAACTTACCACTACATTCTTTATAAGAATCCCAATAATGTGAAAGGCATTGGTTTTTGTTTTTTATTC
+CAGATAATTTAGCCCTTTGAAATACTTTGTATGGCGAATTACCTAGCCATTCCATTCTTGCAAGTGCATC
+TAGGGTTATATAGCTAAAGGTTAGGAACATAAACATGATTGATATAAATATAAGAGATTTTTTCACCGCT
+TCCTCCTTAAGCCTAACAGCTTATTATGGAGACTTCTCAGTAATGTCCGTCCCATAACTTTAATTTAATT
+CGTATTAATATCCCATATTTTCAGTACCTTATAAACTAAAAATAAAGGCTATTTCAAATAATATCAATCA
+GTTAGGATTTTAGAAAGGTTGATTTGGATTTATTACTGAGACTTCTCAGTAATATGACAGAGTCAATTCA
+TTAGAAAATATATCGCAAATATTTTGAAGCTAACTTCCGCTTAGCGCACGCAGCAGACTTAAGCCCATAA
+TAATTTCATGATGATTTTTTGAATGATTTTCTAAGGTTCACTTATGCCACAATGTATGGACTCCTCCAAC
+CTATGAGCTAGGTTTATTAGTGTCTACCAAACACAAATTAAGGATCCATACATGAACAAAGTTAATACTA
+TTGGCGTAGATTTAGCCAAAAATGTTATTCAAGTTTCTGTTCTTTCGCCTTTAAATAAAGAACTAACAAA
+CAAAGAGCTTCCTCGAACAAAGTTCGCCGAGTTCCTGGCTAAACAGCCTATAAGTCTTGTGGCGTTCGAA
+GCATGCTCAACAGCACATCATTGGGCGAGATTAGCGAGAAGTTATGGGCATCGGGTAAAAATCCTGCCCG
+CAAAGGTAGTATCATCGTTTCGCCAAGGTCACAAAACTGATAAAAACGATGCACTTGCTGTCGCTGAAGC
+CGCTAACAGACCTAATGTAAAAGAAGCACCATTGAAAGAACTTGAGCAGCAAGGTATGCAGTCAATCCAG
+CGTTCAAGAGAGCTACTGGTTCAAAATAAAACGTGTTTATCAAATCATATTCGTGGTTTATTAATGGAAT
+TTGGCGTATTTATTCCTAAAGGTTTCGCTTCTCTTTTTAAAAATATACCTGACATTTTGGAAGACGGTGA
+AAATGATATACCAGATATGTTCAGAGCTACACTTAATCTAATGTATCAACGTTTACTTGACCTTCGTGAT
+GATGTTGGATTGTTGGATGAACAAGTTAAACAATTAGTAAAAAACAATGAAGCATGCTCGAATCTCACTA
+AAATGGAAGGCGTTGGGCCAATTAGCGCCATCCTACTATTTTCGACATTAGGTACTGGCGACGCGTTTAA
+AAATGGTCGTGAGTTCTCAGCCTATATTGGTTTAACACCAAAGCAACACAGTAGTGGTGGTAAAGCGAGT
+TTAATGGGTATCAGTAAATTTGTTGCCAATAAGCGACTTCGCTCAGTATTAATACAAGGCGCTCGCTCAT
+ACGTTCATCGCATGAAATCCGTCACCACTAAAAAAGATGAGTGGTTAGTCAAATTAATTGAACGTGCGGG
+TTATGGTAAAGCAGCCGTTGCATTAGCTAATAAAAATGTTCGAACTGCGTGGGCATTACTAACTCAGGGA
+ACAGAATATAGGAAAGAACTAATCGCTTAAATTACTGTTACCTATTGCATTTAAAAAGTTTTAAAAGAGT
+TTCACCGAGTAAGCCAAGATTAGATAAAGATATCCATCTTGATAAAACCTGTTCCGCAGTGAGGGATTTA
+AACCCGTTGCCACATATAGGAATCGAGATGCGCATACATTGAGGGTTAGGAGATAGCTTCTCCATCTAAA
+AACCGAATATACGTACGCGCCTTAATCTAAGAATGGGATGCTTGATGAAAAGGAGGAGTCCATATACATT
+GCGGAAGTTAGCACTTGAAAATTTCTTGTGTAAATTTTCGCATGTTTTGATCTATAGCAGACATGACTTA
+TCAACCACTACTCGCTAGTGTTTGCCTGACAGCGGACATAGCATATTAAATACTGTAACGGATCATTGGC
+GTGATACAAATAGATAGCGATATTTCTATGCTAGCGTGTCCTGAAAGTCTTTAGAGTCATAATAGAGGGT
+ATGATTGAGTATCCTATGGTGATGGTTTACTTATGGAGCAACTTAATTTACCAATCACCAGGCACAAAAA
+AACACCAATCATTACAATTGATGTTTTTTTGAATTTACTACAAAGAGAATATTAAGATTGTTTCTTAAAT
+TTACGTGATGCTAAACCCATAATACCTAATGCAAAGATGGCAAGGGTAGAAGGCTCTGGAACTTGTGAAG
+CTGTTGATGATATATTTAACAAATATGCCCCTGAGCTATTTCCATCGTACTCCCATGTTGATAAAGAACT
+AGCGCCTCCCGGTCCTGTTGGAGTTAATTGACCTGAAAAATCACTTGGAAATATTGCGCCACCAACTGAC
+AGTGGATCATTAGACCATGATGAAATACCAACAAAATATTCACCTGCGGCTAATGCTGTTTGGATTATTG
+AGTTAGGGAAAGGTGCATCGTCGTTATGAAATAAACCAAAGCCTAAACTGTCAAATAAAAATATTTGGGT
+GTCTAAAGCGCTATTATCTTGAGAAACGTTTAAATCAAGTAAACCGCCCCCCCAATAAAAGCTAAACAAG
+TCGACATCGTTATTTGTACTAATACTACCTGATACTTGAGTAGTGCCTCCTGTCAATGATTGTGCTGTGT
+TTAAATTGTCGCCTGTATCGCCAATTTCAAGAATCAACCCAGCATTAGCAAAACCACTCACAGATAAAAC
+TAAACCAGCCAAAGCCGCTTTTAACATTTTCATATTCATTTTATATTCCCTTGTAATACATTCCTTGAAA
+CTAGAATGCTATTATAGTTTTTGGTATTACTTGTAAAGCACAAATCATACCAAACAAGAAAAACCTTTCT
+TTTCAGTTGGTTAGGTGTTTTAAATGAAATATAAATTCAAAAGTGTAAAATAATAAGACACTTGTTCAAT
+CATATTCGGTTGTTTTGTTTACATATATTTTACAAGTGGCAATTACTACCGCACTCAATAAAATTATTAA
+GGTCCGCAATACAACATTAAGCTGACTGTAAATAATTCTGACATTTGAAATTGTTAATGTCTTCTTAGCG
+CACCAAGGGAACATAAACTCAGTAATAAAACATCAGTTTTAGTAGCTAATTGATCTCTATAAAAAGACTT
+ACAATGAGAGATTAAATTATCGGAATTAGCTATGCTGTGGGAATTTGATTTGGGGCCCTTTTTATCTTTA
+TTTTTTATTAAGGGTTCCAATGGTGCTCCATTAGTATCTTTAGGTCAGGATAAATGGGTGTTTAAGTCCA
+ATCGAGCATTTAAATACAACTGTTTTTGCTTCGTTCAAAGGCCTTGTTCTACCTGTAACGAGTAATTGTG
+AAAGTCTTCAGATACTTTTTTATAACCTAGTTTCTCATACAAATGTTGACCCGCTTTGTTTGAAAACGCA
+GTCATTAAATCTATTCGAGAAGCACCCTCTGCTTTAGCATAACTTTTGGCTTTATCCATTAATGAAGCAC
+TTACTCCTAAGCTACGGCCGCTGTCATCAACATACAAATCATAAAGAATATAAATTTTTACCGCGTCAAC
+AGAGCAAAAAGAAGGATACATTTGAACAAAACCTAAGGTTTTACCATCCTTTTCAACAAGAAATATTGTC
+GATTCACCTTTTTCAATACGTTCCGAGATGAACTGCTCTGCCAACGCAATATCAGGTTTGCATTCATAGA
+ACTGTCTATACAAATCGAATAGTCGTGCAATTACTGGGATGTGCACCTTAGTAGCTTTAATGATTAACAT
+ATTCACTCTATTTATTAGATAAGGTATAGCGTCGAACTAAGAGGACTAAAATAGTTGTCTAGACTAGTTG
+AAGCACCTTGTTACGTGTTTAATTACGTGGAAACAATTGATTGATAAAATCAGCGCATGATGAAATATGG
+TGTAAACAATCGCCTACCAGCATTGTTGAACCATGTGCCTTACAATTTCTAAGGCTTGGGATAACAGTAA
+CCATCGTTTTACACCACTCATTATCTGAGTTTGGTTTATCTATGTGGCGGAAGCCTGCATCTGAAATCCA
+ACGTTGGGCCACTGCATGATTAATGAGAGCTTTTAGCATCATTGTTTTTTTTGGCTTCATTTTTACTCTA
+AGCGCATGTTCAATTACAGTATATGTTTTAAGGTGCACTTCTGGAGCTAATGCATAGAAGAAATAGGAAT
+AAAGTGCCATATTTTTAGCTACATTAAATTGGCCCTGTATCTCATCTGGAACTTCTTCATTTAGAACTTC
+TTTAGAAAGATAATCGTGCATACCTTTAATATTTGGAAAAGAACCGCAAAAACGTCCCATAAGCTCATGC
+TTTTCATCCATCAGAGTTAGTTCTTCTAAACTTTTAAATTCTTCCATTGCTAACCCTATGAATAAACTGA
+CACGTACGCCTTAATAAGCGGAAAAACGGTTAGCTATAATCGCGAAGCGATGGCCAAATATTATTTTTCC
+GCTTGATTACCTTGTTAGGTTTTTATTCCCAACAACTTTAAAGTTTAATCCTCATCGTCACCTTGATATT
+CATCATTATTAGGATTAAGTTGGTTTGAATGATTATCCATACTGTCATCATATGCATCGTTATTCGGATT
+CATACTGTCACTACGGTCGTCATTAGATGATCCACCCATTTGTGCTCTCCATTTCTTGAGTTATGCCGAA
+AAAATTCAAGCTTTCAACACTCGGCGATATTGAAAACCTAACAGCTTATTATGGAGGACTTTCAGTAACA
+TCTGTTCCATAATTATTAACTGACTTTTATTAATGTCCCATAATTTCAAAGCATTGAACACTAAAAAAAC
+TAAATTTTTATTGTCACTTGGGTATTACTAATAAATCTCAGTAATATGACATGAATAATTTATTAGCAAT
+GGTGCTATCTAAAGAAAGCTTGCAGCGAGGAATAATGAATAAGAGTTAGCGATAAAGTGGGGGAGGGGAA
+TTTGGGGCCCTTTTTATCTTTATTTTTTATTAAGGGTTCCAATGGTGCTCCATTAGTATCTTTAGGGCAG
+GATAAATGGATATTTAAGTCCAATCGAGCAGTTGGAACGGTCAACTAATGCCACAAAGCAGCCCTATTTA
+ACCTTGAATTTCTGTTAATAAATAGTCCGCTTAGCCACCATAGCGGTCGTTAAGTGTAGAGTATTCTGAT
+AGTTAAGAATCACCAGAAACAAAAAAAACACCAATCATTACAATTGATGTTTTCTATAATTTACTACGAA
+AGAAAATAAATTAAGATTGTTTTTAAATCGACGCGATGCGAAACCAATCATTCCTAATGCAAAAATAGCA
+AGTGTTGATGGTTCTGGTACCTTATTTGTGCTATCAACCGCATCTGCGATTTTGTGGTGGGCATGCCTGA
+TAGTGTTAGTTCCGATATACAGCTCGAAATCACTTGGAGCGTAATCGATCGAGTTGAACGTGCCAACTGC
+CGTAACGTCAAAATTAATTACAGTGCCTGCAGCCAATATGGTATTTAATGAGTTGGCCCAACCAAAAAGT
+GCGTACCCTGTTGTGCTGCCGTTATTTGCTCTATCCCAAGTTACTGAATTTCCTTGTACGGTAGAATTCC
+CGGTAAATACCATATTAGATGAGTTCCACATCTGGCTAAGACTGAAATCCGTTCCTACGTAAAATAATGA
+GTCATGTCGATTAGAATTATATGCTTGGTCTAGTGTTCCAGTGACACTAAAGGCCATCTTGCTATCCGTA
+TATTCAGTTATATCGAATATTAATCCAGCATTCGAAGTTGATGTAACGCATAAAAATAAACATGCCAAGG
+CAATGTTTAAAAATTTAAATTTCATTTGATATTCCTTTTAATCCCTTCACGAATATTATTTGAAGGTAAA
+TGCTAAGAGTGAAACGTCATCACTTTATTTTGCATTATATTAAGCATAAAACATACCAAAATGATAATGT
+CTAAACTTTTTAACATGTTAAAACAACAGAACCAACATCCAAATCTTAATTGTAAAATATCCAGACACAA
+TAAACTCTTCAATTAGTCGTTCTTGTTACATAGTATTAACAAGTGCTTTTTTATGAGTTTAACGATAGAA
+ATATCATTAGATGATTGAATTAGATATAAAACTCCAAATGAATTAGCTAAACAATCAGGCTTAAACCACT
+TGAAATACACATTTCAGGTGATTTAATTGATTAAAACGTTCTGGTGCTATTGTTGTTATTCATCACTTAA
+ACTACACCATAAGTCAGTAAAAAAATCGTTCAGAACCTAGAAATAGACTGTGTTCTCTAATTCAGTTTAC
+GGAAGCTCTAAGTTAACATCAAGTGATGTAAGATCAACGGCAGCTAAGAGCTTGCAGCCGTCATAGCTAT
+TGTTTTCATTCTATAGCGGTATTTTGCTCTGTTGATCATAAAATGAGTCTCAAAAAGCGATTTTGGGAAC
+GTACGCTATACCAGTTATTTAAATTCCGCTGTCGACTTGCTTAGGTCAACTAACTGATGTTCAGTTGACC
+TCGACAAACATTCAAAACTTAAAAATTTTACTTCTTCAATGCGCACCAAGGGAACATAAACTCAGTAATA
+AAACATCAGTTTTAGTATCTAATTTATCTCTATAAAGAGACTTACAATGAGAGATGAAATTATCGGAATT
+AGCTATGAAGTGGGAATTTGATATGGGGCCCTTTTTATCTTTATTTTTTATTAAGGGTTCCAATGGTGCT
+CCATTAGTATCTTTAGGTCAGGATAAATGGATATTTAAGTCCAATCGAGCATCAACGCAATACTAGGCTG
+ATGCTTAGTTCGTCGATGTATTCCCACTGAAATTCTTCGAATAATGCAATAAAAACACTTTTTCACCCTC
+TTTTGGGTATAACCAAATGCCCGTTAAATTGCTACATTCATTGTAGGCATTAGAGCGTGCTCATAAATAA
+ACTACATAGAGCAAGGCTAAATTTACAATATTAGGTGTATACCCGTTCCACTTGAAGATGCAGGATTCAG
+CTGGAATTAGAAACGCCTTTAGGAAGGCATTGGTTGAAGAGAATAGTTATTCTATTGTCGAAATCAATAA
+CGCAGCATAAAGCGTTTCTAAACCAGCCCTCGGGGAAGTCTGAGCAAATCATACGCTACGTTCCATTTTT
+TTATTAAGGGTCATTCAGGAGAATATGCTCCTGAATGACCCTTAATAAAAAAATGCGCCTTGATTATGAA
+TCGCTCAGACTTCCTGAAACGAGCATCTTCAGGAGGAGCGGGTATATAAGCAAAAATTACACTTATGAGG
+GTTAGAGTATGACAGATAATAATTTCAATCAGCCATTAGGCGGTAATCAAATGCCACGTTTCGGTGGTCC
+AGGTACTATGTTTCGCTTACCAAGCAGTGAAATAAGCAATGAATTAGATATAGGTATTGTAGGTGTGCCA
+CTGGATATTGGTGCTAGTAACCGAAGTGGTACACGCTTTGGCCCTCGTTCTGTTCGCAATGAATCAGTCT
+TAGTTCGTCCTTACGGTATGTATACCAAAGCTGCGCCATTTGATAGTTTCCAAATTGCAGACATTGGTGA
+TACTCCAATAAATACATTCAATCTTGCTGACTCTATTCGAATTATTGAAGCGCATTACGATACCATTATG
+GCGAGTAATATTAAGCCAGTGACTGTTGGTGGCGATCACACTATCAGTTTGCCTATCTTGAGAGCCTTGC
+ATAAAAAGCACGGCATGATGGCATTAGTTCATGTTGATGCCCATGCGGATATTAATGATTCTATGTTTGG
+TGAAAAAGAGTGCCACGGTACTATTTTCAGACGTGCTATTGAAGAAGGTTTAGTTGACCCGAAAAAAATG
+ATTCAAATTGGTCAACGTGCAACCGGTTATAGTGCGGGTGATTTTCAATGGGCGGTGGACCGAGGCGTAA
+GAGTTGTACAGGCAGAAGAATGTTGGTTGAAATCGTTAGTGCCCTTAATGGAAGAGGTGCGTGAGGTTAT
+TGGTGAAGATATACCGACTTATTTAACGTTTGATATTGATGGTATTGATCCAGCATTTGCGCCAGGAACT
+GGCACACCAGAGCCAGCAGGGTTAACCTCGCCACAAGCCTTAGAGATCATTCGTGGCATGTGGGGTACTA
+ATCTTATTGGTGCTGACTTAGTTGAGGTATCACCACCATATGATACTTCAGGTAATACCTCCTTATTAGC
+AGCCAACCTCATTTTTGAAATGCTTTGTAGCTTTCCAGGTTGTATTCGTAGATAAAGAGCAATAGTGACT
+TAACTACAGAAAAGGGCGTATACCTCAGGGTATATGCCCTTTTTATTATTTCTTATTGCTTCTTCTTAAT
+TCTTACTGGTCGTAGTTTTAAAAGGCACTGTTCTATCTGTTGGAGGGGTATGTAATGAGTAGGCCTGTTC
+TGTGCCGCGTAGATATCGAGTATGAATCTATATGGTATAACACTGACTCAGAAAGGCTGGGAACTGTTCA
+GTGAAGTATTACTTTGAATGACGATTAATTGTAACCGAGCACGTAACAGCTATTCGCTTCTTGTTCTACA
+TATAAGCGTTTTTTAAGTAAGTTAACTGCAAAGTTACTACTGAATTCAACATCAGAGTTGAAAGTAGCTT
+CCTGAGATAAGCTCTCTTCATTACTTGCTGTATTTAACTCCTGAGAGGTTTTTGCTTCGTTACGGTTATT
+CATAATCACTCTACCTATTGTCGTAATGTGTAGTATTAGCTTATTACTATTTCAGAAGTAACTTGATTAA
+TAAATACCCGAACGGGGGGATTACTCACGTTAGTAATGCAATGCCGTTTTAGTAAATCCACCCAGTTCAT
+CTGTTGAAACGAAAGTACTCCTTAAACACAATTCACACTCATCGAGAGGCATTTTTATGGGTGATTGTGC
+GTGCAAAAAGATCTATTAAGTTTGATAGGTGTAAAACTTAACGTGTATTGTTTTGTATTTAACATAAGCT
+TAAATTGTTATTCAATAGATAAAACAGATTACAGTGCAGATTGTAATCACTCATCCTGCCAGAGTTAATG
+GAGTAATGCAGGCATTGTGAAGACTGAACTGGCTTAACAATGTGGTCAACTAAATCGGTTAATGAGCGCG
+TCCGCTTATTAAGTAATTAGTTTAACTTAATGATACCTAACCAAGATGACTTGGATCTGAACTAGTTAAG
+CTAAGTGACGAAAATAAGAGGAAGTAGATTGGAACTTTTTACCGCGAATGAGAGTCCGGAAAAACTGGGG
+ATAGGCAAAGCTAATATCTTGATTCAACCGAATCATAAAGCGTATGGCCAACTGAATAAACATGCCTATT
+TCAGTCAAAGTTATGCCGATTTACATGCTAGACCGTTTCCTGTTTCAAATGTACCACTTCGCGTTTCACA
+AGTTTGCTTTCTTCATCAAGAGGGTGATAGTCAAGCCGTTGAATTAGCTCACTTACATGAGTTATGTCAT
+CGATATAGCGTCAATCCTCCTTTAGCCAATGCATCGTGTTTTTACCAAAAAATGGGTGAATACGAAATTA
+GGTGGGAGCGCCATACAGAATTTAGTAGTTACACCTTTTTAATACATGACAGCGGATTGAAACCTTTTGA
+CTGCCCACCTGTAGCGCTAGTACCCATTGATTGGCTTGAGGGGATATCAGGTGAGTTAATTGCTGCCGTT
+CATATTGATGCGTTAAGTGAAGGAAGCGTGACCTTAGAAAGAGATCATTTACGTCAATATTTTGAGGGAC
+AGCGGTTAATGGGCTCTGAATTACATAATGGCGAGGCTATTATACTCAGTGCGTTGCGGTTACATGAGGA
+TAACTTTAACCGAATATTGTTGGTTAATACTAGTTTGAATGAATGTCAAAGTGGCCGCGTGCTTAGAGCA
+CTATTAGAGATTGAAGCCTATCGAAATATGACCTTATTGGCTTTTCCGCTTGCACAACAAGTGAGTATCA
+AAGTCAGCAAAATGGAATCGCAATTGGCCATGTTGCTCAAGAAGCAAAAAGATATTAAGTCGTCGAATGA
+TGAGCAGAAACAACTGGCTGAATTGTCAGCAATGGCCGCTAATATTGCTGAAATCATCGCTAGCTCACGT
+TATCGCTTTGATGCAGGCAGTGCTTACTATGAAATGGTAAGAAGTCGGTTGGCTGAATTAGAAGAAAAAG
+ACATTAATGAATTACAGACTTTTAGTGCCTTTATCGACCGACGATTATCTCCGGCATATCGAACCGTACT
+TGCGGCAAAACGTAGGCTTGATGATTTATCGAGTCGAGTCGATCGCGCTAGTGACTTTTTACGCACCCGT
+ATTGATATGGCGATTGAAGCACAAAATCAAGCCTTGCTGACATCAATGGATAAAAGGGCGCAGATGCAAT
+TCAACTTACAACAAACAGTTGAAGGGCTTTCAGTAATTATTATGACCTATTACGTACTGGCACTGTGCAA
+GTATTTATTGGATGCCAGCAGTAGCCTTGGTTATACATTTAATAGGGAAGTAGCCTTGACGTTGTTGATG
+CCAATTGTACTTATTAGCGTCTGGATGTTTAGCCGCCGGATAAAAAATGCAGTACAAAAAATTGCACCCT
+GATTGAAATAATCTATTGGTTAACAATGAAATAAGTTCGTTATTTATACAGTTGTAAATAGAGTTTTGAA
+TGGTTTGGTTTGTGTACTCCCCTAAAGGGGGTACTTAACTTGATAGGGCTAGCATAGTCTAAGTTATTAT
+TTTTATAGCGGGATCAAAAAATGTATACATATAACAAGCTCTATATTAATGGTGACTGGCAATTGCCAAA
+CACTGAAGACACCATTGATGTGATCAATCCGGCTAACTCAGAACTTTGCGCTAAAACACCCAGTGCATCA
+ATTGCAGATGTTGATAAGGCAATAGCAGCAGCAAAATATGCATTTGCGCAATGGTCAGCAACAACACCAG
+CAGAGCGAAGTCAGTTAATTACTGCTATTGCTGATGAAATGCAAAATAGAATAGATGATTTTGCGAGTGC
+TATATCTACCTCTATGGGCTGTCCTAAACATCTTGCTTTTGATATTCAAGTGCAAGGCGCGATCGACGCC
+TTTAGAGGTTATGCCGACATGACGTCTTATGTTGATGAATCATCAACAGAACATGGCGTGATGCAATGTC
+ATTCCGCAGTTGGTGTTTGTGTTTTAATCAACCCATGGAATTACCCGTTATCTCAACTCGTTGGAAAGAT
+AGGCCCAGCATTAGCAACTGGTTGCACTATTGTTGCTAAACCCGCAGAACAAACGCCTTTGCAAGACCTT
+ATTTTGGCTGAAATCTTCGACAAAGTTGGCGTACTTGCTGGCGTGTTTAACGTAATTACCGGTTATGGTT
+TCAAAATTGGTGAGCATTTATGTTCACACCCTGACGTTGATATGGTTTCGTTTACTGGCTCTACAGGAGC
+GGGTATTAAAGTTGCTCAAGCGGCGTCAACAACAGTTAAACGTGTTTGTCAGGAACTTGGTGGAAAATCT
+CCGTTTATTATCACTGACGATGCAGATTTAGCTGCAGCTGTTCGATATGGCGTTGAAGATGTCATGATTA
+ACTCAGGTCAAACATGCTGTGCATTAACTCGTATGTTAGTACCTGAATCACTTTATCAACAGGCGATTGT
+AATCGCCAAAGCCGTAGCAGAAGAAAATGTGGTTGGTGACCCACAAGACGAAAACGTTACCATGGGGCCT
+TTGAGCTCGTCCTTACAACAAAAAAGAGTTTTAGACTATATCAATATTGGTATTAAAGAAGGTGCTGAAC
+TTGTAACCGGTGGACCAGAAATCCCCGCTCGATTACAACAAGGTGCTTACGTAATGCCAACTATTTTTAC
+CAATGTAACCAATGACATGACCATAGCACAAGAAGAAATATTCGGACCTGTGTTATGTATGATCCCTTAT
+TCAGACGAACAAGAAGCAATTAAAATTGCCAATGATACTGTCTTTGGGTTGTCGTCTGGTGTTTTTGCAA
+AAGATGCAAATGCTGCACTACAAATAGCTCGAAAAATCCGTGCTGGACAAAGTTATATTCAAGGCACTTA
+TTTCAACTCTCATGCACCGTTTGGTGGCTTTAAACAGTCAGGAAATGGCCGTGAATGGGGTGTTGAAGGA
+TTACGCGAGTTTATTGAAGTGCAGTCTATAATTATAACTTAGGGGAAAGTATGAGTGAGCTACATTTACA
+TGAGAAAACGCTTGGAAAAAGGGATATATTTTTATTCTGTATTTCAGCCGTATTATTACTAGATACCTTA
+GCTGCTGGGGCCGTAATGGGACCAACAGTTATCTTTTGGTGGGTAATACTGACTATCTTTTTTTTAGTAC
+CTTTCGGTGCTATCAGTACTGAACTTGGATCAGCTTACCCTGAACAAGGCGGTATTTATGCTTGGGTAAA
+AAGGGCATACGGCCAAAAAATGGCATCACGAATTAGCTGGTATTACTGGTCTAATGTTGCCGTTTGGGTA
+CCTGCTATCTTCATTCTTTTTGCGGGCGTATTCTCGCAAATATTCATGCCTGATATGTCGCTAACAGCAC
+AAATCATCATGGGTGTGGTACTGATATGGGTTGTGGTTTTTGTTAATATTGTTGCCTTAAATGTGGGTAA
+ATGGATCCCAAATATTGGGGCAGCGATCAAGTTAATTATCTTTGCATTATTAATTATCGGTGGCATCTTG
+TATGGCATGGAGCACGGTATAGCAAATGAATTTACCTTAGATACGATGATCCCAAGCACAGAAAATGGCG
+GCTTGAGCTTACAATATTTACCTGCAGTTGTTTACGGTATGCTCGGTTTTGAATTAGCCAGTGCTAGTAG
+CGCTGAAATGAAAGACCCACGTAAAGATTTACCTAAAGCTGTTTTCTCATCAATTGCTGTAGTGGTAGGT
+GCATATATCTTAGCAACTACTGCGATATTAATTGCACAACCTGCTGATAAAGTTGATGTAGTTGATGGTT
+TGATGGATACCTTAGGTCAGTTCTTCGGTGGCAGTCCATTGGGTGATGCTTTCGTTGTTGTTCTCGGTGT
+TGGTGCGCTTTATACCTTCTTCTCCAATGGTGCAACGTGGGCAATGGGTGCTAATCGTGCAGCAGCAGAA
+GCGGCTATTGATGATGAATTACCGGCATTGTTTGCGGTTGAATCTAAGCATGGTACACCAGTAGGTGCGT
+CTATATTACTTGGTATTTCTGCTTCAATATTACTGATTTTATATGGTGTGATGGCGGGTAATAACGAAGA
+TTTATTCTGGTCTTTATTTGCTTTTAGTGGTGTTATTTTTATGTTGCCTTACGTCGCTGTGTGTACAGCA
+TTTGTTAAAATACGTGAAACGCATATTGGTATTAATGGCAAAATTGCAGAGGATGGCACGTTTAGATTTC
+CAGGTAGTCCTAAATTTGTAAAAACTTGCGCCTATCTTTGTGCCGCCATATTAATGGTAACGATAACGTT
+ATTTATTTATGTACCAGGCGAGGGTGTTGCTTGGGAAGTATTATGGGGTGCCATTGGTGTTATCATAATG
+GGTGAAGTAGTTACCTATCGTGGCATGAAAAAAATGAAAACAGCTACAGTGTAACCAATATTGGTTTAGG
+TATTGTAATCGCTTGAAACAGCGACTCTTTTGAGTCGCTGTTTTGTTTGTATTTCAAACTTTACTATTAT
+TAAGTAGAAACTTTTGTTAAGTGCGGTCATTTTATGAAATTAGATAAATATAGTTTAGCGCTAATTGAGC
+TAACTCAGCATGTTGGTACAGAGCACTTTTATTCTAAATTGAAAGACTTTTTTAAAATAACTTTTGATTT
+TGATGAGCTAATTGTTCTGCAATTTCATAAGTCTGCAGATACAAAGTTACATTATCGTTATGGAAATGAT
+GGTAAAAAAAACATGCTGTATGGTGAGGAGTCTTGGCGCTATTTAACACGCTTATATGTACTAGATCCTT
+TCTACCGAGTGTTTGCTGATAAAGGGAAAGAGGGCTTTTTTTCTCTAGATGAAATAGCGCCGGATGAGTT
+TTCAAACAGTTACAGTTCTTACTTTAATTTTTTATCACTGACTGATGAGGTAGGTTATCTATTTCCGATA
+GATAAGGATAATTGTTTACACCTTGATATCTCTCGATTTGGCAATAGTGAGAAGTTCTCGTCTTTGGATA
+AAACACTTTTTGCTCAGTTAGTAACCCCCATTCAAAACCTATGTAATAGCCACTTGGCTATGATGGGTGA
+AAGCAGCGAAACTACCCACTCAAATGTTGAAAATGTCTTGCTTAATTTCGGTAAAGACATCCTAACCAAG
+AAAGAATATCAGGTATGCCAACTATTGCTACAAGGGCATTCCACAAAAGCCATTGGCACTATTATGACCA
+TTGGCTACGAAACAGTAAAAATGCATAAAAAAAATATTTATAGCAAAACCTTTTTATCAAGCCAGTCAGA
+ACTATTAGCTTTGTTTATTGATATTTTACAATCAGAGTCATTAGACAAAGATGTCGATCATTTATCTATT
+TATGTCGATGGACAATAACTCCCACCAATAAATTTTATTAGCTACCTTTTAGGGGGTATCTAAAAACTCT
+CATCAGGTTAACTTAGTACTATAAAACTAAGATGGTGTGTACGAGGAGTATTTATAAAAGTAAGGCTTTT
+ATAAATAACTTACTTTGTTATATACCCGCTCCACTTGAAGATGCTCGTTTCATGAAGTCTGAGCGATTCA
+TAATCAAGGCGTATTTTTTTATTAAGGGCTTTCCCTTAAAAAGAAATGTAACGCAGAGTATGATTTACTC
+AGCCTTCCCCAAGGGGCTGGTTTAGAAACGCTTTATGCTGCGTTATTGATTTCGACAATAGAATAACTAT
+TTTCTTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCATGCATCTTCAAGTGGAACG
+GGTATAGATACTCACACCAATGTAATATTATAGAGGAGTTAGTACTGTGCAAGACCAAGCTAAACTAGCA
+TTAGAAAACACGAAATTCACCCCTTTTTGGTTAGACAATCCAGATCGCCCAGCTGCTGAAGCTCATCTCA
+CAACAGCGATTACCACCGATTTATTGATTGTTGGTAGTGGTTTTACTGGTTTGTGGACGGCGGTACAAGC
+CAAAGAACAAAACCCTGATCGAGCAATTGTTGTGATAGAAGCCAATACTGCTGCAATTGGCGCATCAGGT
+CGTCCAGGTGCTATTTTATCTACTTCGCTAATGCACGGTATGGAAAACTCTAACCGTTTATTCAAAAATG
+ACATGGAAGAGTTGGAACGTCTCGGTAAAGAGAATATGGATCAGTTCCGTGACACCATTGAAAAATACAA
+TATTGATTGTGATATTGAATGGACAGGTGAATTAACGGTTGCTGTCGGGAAACATGGCATTGACGATATT
+GAAGGTGAACATGAGCTGTACGTTAAATTTGGTCACGATGCCCATTTATTAGATAAAAAACAAATTCAAG
+CAGAGATTAACTCTCCATTTTTTGAGGGAGGTCTTTGGTCTAAAAAGCGCTCAGGAACTATTCATCCTGC
+AAAAATGGCCTGGGGCCTAAAACGCGTTGCAAAAGATCTCGGCGTAGTGTTTTATGAAAATACACCTATG
+CTGACAAGTAAAACGCGAGGACAACAAGTTTTTATTAATACGCCTGAAGGCAGTATTACAGCGAATAAAG
+TTATTTTAGCGACCAACGCATTCACTAAACATAAAAAGAAAATCAGTACACGTGTAGCGGCCATTCGTGA
+TCGTATTGTGATGACTGAGCCGCTAACTGAAGAGCAGCTTGCCGAGCTAGGTTGGAAAAATAGACAAGGT
+ATTTACGATACTCGAACGCAGTTAAACTACATGCGCTTAACAAAGGATAATCGTGTCTTATTTGGTGGCC
+GTTTAGGTTACTTTTTTGATAACGATACCGATCCTGAACATGATAAAACCCCTGAGCCATTTATTAAACT
+GGTGGGAATGTTATACAAAACGCTACCCGCATTAAAAGATATTAAAATATCGCATGCGTGGAGTGGGCCT
+ATTGCTTTGACAACCAGAATGGCGGTGCATTATCAGTATTATCACGGTGGAAAAATGATCTATGCGGGCG
+GCTATTCTGGGTTTGGTGTTACCGCAAGTCGCTTTGCCTCTCGCGTTGCTTTGGCGATTGTTGACGATGT
+TGATATTCCCGAGCGTAATTTAGAATTTGCCAAAACAGTACCTGCTTGGATCCCACCTGAGCCATTTCGT
+TGGATTGGTGCCAAGATCACTATGTATGCATTAGATACCTGTGATGCAAAAGGTGGCTGGAGAATACCTT
+GGTTAACCCTTGTTGATAAAATGGGCTTCCCTTTAAAACCTTAAGCTATTTATAAGTAACGCTAAAGCGC
+GACTGTGATCACCTGAACTAGGTGATCATTTAAGTTATAATATATCGTTAAGCACTGCGTGATGAGCATA
+CACAATCCATAGTTATTTTGGTAGAATGGAATAATTTAAGGAGAGCACTTTTATGCCCAATTACGTTGTA
+GGACACAAAATACCTGATTCAGATTCTATCTGTTCAGCTATCGCATTATCATATTTGAAAACCACTTTAG
+GCGAGGAAACTGTTCCTGCTCGTCTAGGTGAACTTACCCCTGAAACACTGTTTATCTTAGACAAGTTTGG
+CTTTGAACAGCCAGAGCTAAAAACTAGCTATGCTGGCGAAGGTGTTTATATTGTTGATCACAGTGATATT
+GAACTTGCTCCTGATGATATTGATCAAGCGACTATCTTAGGTATTATTGATCACCACAAACTTGGTGATT
+TAACGACGTCTACACCGCTTGAAATATGGGTCCGCCCGGTAGGCTGTACTAATACAATCATCAAGATGAT
+GTATGATTTTAATAATGTTGAGATCCCGAAAAATATTGCGGGTGCAATGTTATGTGCCATTTTAAGTGAT
+ACCGTTATTTTTAAATCACCAACCTGTACAACTGCAGATATTAAATGTGTAGAAGCATTAGCTGAGATTG
+CCGGTATTGAAGATTTTAAAGAGCTTGGCATGGACATGTTTAGAGTAAAATCTGCAGTTGAAGGTACTCC
+AATTCGAGATCTAGTAAAACGAGATTTTAAAGATTTCAATATGAACGGTCAGAAAGTGGGTATTGGTCAA
+CTTGAAGTCATTGATTTAGCCGTTTTTGATGACATTAAAGATGCGTTGTATGCTGATATTGCTGAACTTA
+AAGCTGAGGGTGACCGTCACAGTGTTTTCCTACTATTAACTGATATCATGAAAGAAGGTTCAGAGTTATT
+GATAGCGAGCGATAGTGATACGTTAGCTGAGCAAGCATTTGGTGTTACACCAAAAGATGGTAAAGCTTGG
+TTAGAAGGTGTGTTAAGCCGTAAAAAGCAAGTAGTACCGCCACTACAAGAAATTCTTCTTAAATAGTTAT
+AGCAAACGGATTAATTTATTTAAGACAATAAAAAACCCAGCAACTGCTGGGTTTTTTTATGGCGATAATT
+AAATATTACACGCGTTCAAATACTGTTGCGATACCCTGACCTAAGCCGATACACATAGTAGCTAAACCAA
+TATTAACATCTTGTCCTTCCATCAAGTTAATCAGCGTACCTGAGATACGTGAACCTGAACAACCTAAAGG
+ATGACCCAATGCAATAGCACCACCATTTAAGTTAATTTGATCCATTTTATCTTCCACTTTTAATGAGCGA
+ACACAAGATAATGCTTGCGCAGCAAAAGCTTCATTGAATTCAAATAACTCAATATCTGCAATAGATAAAC
+CAGCACGTTTTAGTGCTTTCTTGGTAGCAGGAACAGGACCAAAGCCCATAGTCGCAGGATCGCAACCAGC
+AACGGCCATACCACGAATTTTAACGCGTGGTGTTAAGCCTAATTCTTTCGCTTTAGCAGCAGACATAACC
+AACATTGCTGAAGCGCCATCTGATAACGCTGATGAAGTTCCGGCAGTTACCGTACCATTGACCGGATCAA
+ACACTGGGCGCAAAGCGGATAAGCTTTCTGCCGTTGTTTCAGGGCGGATAACTTCATCGTGCTCTACTAA
+TGTTAATGCACCAGTAGCATCATGACCTTGTGTTGCAACAATTTCATTATCCCAACGACCAGCCAAGTGT
+GCTTCATGCGCTTTTTGATGCGAACGCGCACCAAAAGCATCTTGCATTTCACGCGTAATGCCGTGTTGTT
+TACCTAATAACTCAGCCGTTAAGCCCATGTTACCAGAGGCTAAAGCGATATTTTTATTCAGTGCTGGATC
+AAAATCAACGTCATACATCATAGGTACGTGACCCATGTGCTCTACGCCACCAATAAGGAATACATCGCCT
+TGTCCTGACATGATGCTAGTACTTGCTTGATGTAACGCTTCCATAGAAGAGCCACATAAGCGATTTACCG
+TAACGCCACCAATGGACTTTGGTAAACCAGCAAGTAATGATGCATTACGTGCAATATTAAAACCTTGTTC
+TTTAGTTTGCTTCACACAACCCCAAATAACATCTTCAATGTCTTCTGGGTTTAATGCAGGATTACGTACT
+AAAATTTGTTTCATTAAGTGTGCTGATAGTGCTTCAGCACGTACATTGCGAAAAACACCGGCCTTAGAGC
+GACCCATTGGAGTTCGTATGCAGTCTACAATTACAACTTCGTTCATTTTATTCTCCTCGGCTTAAGCTAA
+TTTAACATCGGTAGTGAAGTAAGATTTACCTGATTTTGCCATTTCACGAAGGCCATCAGTCACATGATAA
+ATTTCACCTAAATCAGTATACTTATCAGCCATTGCGATGAAGTTATCTAAACCTAGAGTTTCTAGGTAGC
+GAATTGCACCACCTCTAAATGGAGGGAAACCAACGCCATAGATTAAGCCCATATCGGCTTCAGCTGCAGT
+ATCAACTACACCTTCTTCTAAACAACGAACCACTTCATTAACCATAGGGATCATCATTCGAGCTATGATT
+TCTTCGCTGCTAAAGTCTTTTTTATCAGCACAATGTTGACCAAGTAACTCGTAAGCAACAGGAGCTGGAA
+CTTTCATTGGACGACCACGCTTGTCTTTGATGTGATCGTAAAAGCCTTTACCGTTCTTTTGACCTAAGCG
+CTCGTTAGCATAAAGAGTACTAACAGGGTCGTTGTCAATTTTTTTCATTCGCGTAGGGAAACCAGATGAC
+ATAACACCTGTACAGTGATCAGCAGTATCAACGCCAACAACATCAAGTAAATAGGCAGGGCCCATTGGCC
+AACCGAATTGTTTTTCCATGACTTTATCGATAGCGGTAAAGTCAGCACCTTCAAGTACTAATTGGCTAAA
+ACCAGCAAAGTATGGGAATAAAACACGGTTAACATAGAAACCAGGACAATCATTAACAACAATCGGAGAT
+TTACCCATTTTAGCGGCATAAGCCACGACTGCCGCAACCGTTTCATCTGAAGTATCTTTGCCACGAATAA
+CTTCTACTAATGGCATTTTATTTACAGGGTTGAAAAAGTGCATACCACAGAAGTTTTGTGGACGTTTTAC
+ACTCTGTGCCAATAAATCAATGGAGATAGTAGAAGTATTTGACGTTAGAATCGCATCTTCACCGATCACA
+CCTTCAACTTCAGCTAAAACCATGCCCTTAACTTTAGGGTTTTCTACAACCGCTTCAACAACAATATCTA
+CGTCTTTAACACTGTCATAACTTAATGATGGAGTGATGTTGTTTAATACACCTGCCATTTTCTTAGCATT
+CATACGACCACGTTCAACTTGTTTAGTTAAAATGCCCGTAGCGGTTGTTAAACCTAAATCAAGTGCTTGA
+TCATTAATATCTTTCATAATGATCGGGGTGCCTTTATAAGCTGATTGGTATGCAATACCACCACCCATAA
+TACCAGCACCTAATACAGCGGCTTTATTGACAGCTTTTGTCGCAAGTTTACTTGCTTTCTTAGCTTTGCC
+TTTAATCACTTGGTCTGCCATAAACAAACCAATTTGTGCTGTTGCTGCATCAGTTTTCGCTAATTTAGCA
+AAACCAGTATTCTCAGCAGCCATTGCACCAGTGCGATCTAAGTTAGCACTAGCAATCAATGTATTTATCA
+TAACCATTGGTGCTGGATAATGTTTACCCGCTTTAGCGGCAATCATACCTTTACAGGTAGTTGATGACAT
+GATGAGTTCTGTCGGCGATAACTTTAATGCTTCCAATTTCGGCTGGCGTTTCGCGCGCCAATCTAGTTTG
+CCGTCAATTGCCAGTTTAAGCATGCTAATAGCAGCAGCTTGTAAATTTTCTGGTTCTACAACGGCATCAA
+TAGCACCTTGTGCTAGTGCTGCTGCAGGTTTGAATGCTTTACCTGTAGACATCCAAGTTGCCGCATTATC
+AAAACCAATAAGTCGAGGTAGTCGTACAGTACCACCAAAACCAGGCATCAAACCTAGTTTAACTTCTGGC
+AGTCCGATACTGGCAGTAGTCGCTGCAACTCGGTAGTCACATGCCAGCGTCATTTCACAACCACCGCCTA
+AAGCGATGCCATTGATAGCGGCTATAGTGGGTAATTGAATATCTTCAAATGAGTCAAAAACGTCTGAGGC
+TTTTTTTGCCCAAGATGCTAAGGCATCTTCTGGCTGACTAAATGAAACTAAAAATTCTGTAATGTCAGCA
+CCAACAATAAATGTTGATTTGCCTGAAGTAACTATTACGCCTTTAGCTTCACTGCAGTTATTAATTGCGG
+CCACTACGGCTATATATTCTTCAAAAGTTGCTTGATCAAACTTATTTACTGAACCCTGAGCATCGAACTT
+AAATTCTACAATGCCGTCTTCGAGTAATTGGGCTGAAAGGCTCTTGCCTTGATATATCATGCTTTGTCTC
+CTTCACCTAAAAGTGGTGTTGATGTTTTGATGATTAATCTAGATTTTTTAGTGCCATTCTGCACTCTAAA
+AAAACGTAGATAACTAATAATAGCTGACTGAGTGTGCCTTGAAAAAAAGTGAAATGCAATGAATTTAAAA
+CAAGTGTTTTAAATGTGTGTATGTTTATTCTTTGTATATACCCAAACTCGTTGGAAATACATGATTTCAG
+CGGGAGTTTAAATGGTCAAATACAAGGTGTTTATCTTAAGCATAGTCATTCTATGGTTATTATAAATAGT
+GCGGTAGTTGGCCATTTAAAACCCGCCCGTAGGGAGTTTCTCAGGTAAGTAATCACAGCGTAACATCAAT
+TTGAAAGGCAATAAGCATTCCTACATTGGTGTACTTTGTGCTGACTCACCGGAGTAACTCTGAAACACCC
+ATTATCAAGGAGCTTGGGTATAGCGATTAATAACAGGCAAAAAAAAAGCACTCCACCCATACTTAGGGGA
+GTGCTTTCATAAATTTTATCGTTTTTGAGCGGGCTACAATTTATATTTGGAAGAATTAACTTTGTTGATG
+TAAAAAATTGATGAACTCATCTGCCGGCATTGGCTTAGCATAATAGAAACCTTGTACCTCATCACAACCT
+AATTCAATTAAACGTTCTTGTTGTTCAATTTCTTCAATGCCTTCAGCAATGACTTTTAGTTGCATCTTTT
+TACCTAAATTAATAATCGTTTCAGCAATAACTGACTGACCTTCCTTATTAATATCGGTGACAAAAGCGCG
+ATCAACTTTTAGGCGATTTAGAGGCAATTTTTGCAAGTAACTTAATGAAGAGAAGCCAGTACCAAAATCA
+TCGAGTGCTATGCTTATTCCTTGAGCTTTTAACTTGGTTAACGCATCAATGATGATTTGTGGTTCATCCA
+TTAAAATGTTTTCAGTAATTTCTAGTTCAAGTTTGTTTGGCTTAATTCCATACTGAGTCATTGTGTTTAT
+TATATTATCGACAAAATTATCTTGTCTAAACTGTGGGATAGATACATTGACTGAAATACTAAGGTCAGAG
+AAATTTTCTTCTAATACTTTTAGTTGCTTACATGCCTGACTAATAACCCAGTCTCCGATTTCAATAATTA
+ATCCTGAATATTCAGCTAAAGGAATAAAAACAGCAGGAGAAACAAATTTACCATCAGCAGTACGCCAGCG
+CAGTAAAGCCTCAGCACCAATAACTTTACCTGTAGTTAATGATAATTGTGGTTGATACCAGAGTTCAAGG
+CAGTTATTTCCAAAATCATTACGAAGTTGGCGAATCATGTTTAGGCGCCATTGCATTTGATCTTCTATAT
+CTGAGTGATAATAAGCAAAATGTTCTAAACGATTCTTTTTGGCAATATTCAACGCAATATTAATTTGATT
+CAATACTTGTACGCCGCTGCTTTGAGCATGTTCTTTAGTACATAAACCAAAACAAGCATTGATGGGAAGG
+TGTTGTTCACCTGCAGCAAAAGGCTGGTGGAATAAAGCGATTAAACTTTCAGGGGTTAAACAATCGGCCG
+GACCAATAATGCCAAAAACGTCAGCACCTACTCGTGCCAGTTGGCAGTCAGAACCTATACTTTGAATCCG
+TTGACCTACTGCAGATAGCAGCTTATTGCCAATATCTTGTCCTAAGGCATCATTGATATCACTGAAATGA
+TTTATATCAATTAAGGCTGCAACCGTATTTTTACAATCATTTTGAGCAAAACTATCAAGTAAGCGCACAA
+ATTCAAGACGATTCGGTAAGTTAGTTAACCAATCTCTGTAAGCCGCATTGGTGAGCTTTTGAAATAGGTG
+GACATTTTCATAACCTACAGCGACTCCGGTTAAAAATACATTCAATAGTTGAGTTTGGATTTCGGTTAAC
+GGGCTAGAAAGCCTGACATGAATGACTGCACGGTAATCACCTTTAGCAACATAAAGATCAAGGCTATCAT
+CAAGATATTGATGTTTTTGTTGTAAGAAGCACGCTTTTACTTGTTTGTTTGCTTGGTTATCTTGCAACGT
+ATCAATTTTTTGGTTCAGTAAGCTATCATCAAAGCCAATTTGTGCTAAAACATAAAAACTCAAGTCATCA
+ATATTATCAATAATACCTTGGCCTCTAGCGCAAAAAACTGCAGATATATCATCACTTATGAGGGTTCTTA
+ATTGGGATAACACACTTTGACTAAAAGTAGGGAGAGAGTGCTGTGACGATAATTCGGTAGCACCAGAAAC
+TATTTTCTCAAGACCTTGACGGTTCTCATTGACAGTAGCTATTTGTTGGAAAGAGCGAATAGCGGCAAAA
+ACGGTAGTGACTAACTTTCGACGAGTTAGCTCGGTCTTTGTCTTATAATCATTGATATCATATTCTTTTA
+TGACACTTTCTTCGGGGGCATAACCAGGTTGCCCGGTACGTAAAACAATGCGGATATCTTTTCGCTGTAA
+TGTTTCTCGGATATATTTGACAACATTTAAGCCAGCATCATCAGTTTCCATAACTACATCGAGTAGTACT
+AGAACAATGTCATCATTATTTTCAATTAGTTGACAAGCATCTTTACCTGAATAAGCATGTAAGTACTCAA
+GACGACGTCCTAATACGACCAGATCTGATAATGCTAATTGAGTCACTGAATGAATCTCTGGATCATCATC
+AACAATTAGAACTTGCCAAGTTTCATTACTGCCAAACGCTAAAATCTCGTCTTCATCACTATCATCGATG
+AATAAAAAGTCATCATGGGAATTTTCTGATGCTTGCATACCGCCCTCATAACTAAGCATATTATCTGGGA
+ATATAAATAGTTAAAATTGAAATTTATTGTATTGAGCTTAACTATAACTCAGTACTACTTTTTTACACCA
+TTGGGCGTGATAATGAAACCTGTTTGGTCATATTTTATTTGTTTTATTTTACTGGGTTATAATAAATTGA
+ATTTAATCATGTATCGTTAGCCTTGCTTTTGACATAGTGTGTTAAAACGTATATACCCATTCCACTTGAA
+GATGCATGATTCAGCTGGAATTAGAAACGCCTTTAGGCAAGGCATTGATTGACGAGAATAGTTATTCTAT
+TGTCGAAATCAATAACGCAGCATAAAGCATTTCTAAACCAGTCCTTTGGAGAAGGTTAAGCAAATCATAC
+TCTGCGTTATCTTTCTTTTTAAGGGATGACCCTTAATAAAAAAATTCGCCTTGATTATGAATCGCTCAGA
+GTTCCTGAAACGAGCATCTTCAAGTCGAACGGGTATAGGCATCAAGTGGAATATTTCTGCTTATTTTAAG
+GGTACTAAAAAGGGAGGTAATACAGTGAGTAAAGACAAATCAGATGTTGTGATACTTGAAAAGAATGTCA
+ATAAAGACGGTGATAATACTGCCATAGTAAAGAGTAATAAATCGACTCAAAACTCAACAGAAGCCGGCGT
+CTCTCAACAGTTTTTGAAGCTCGCTAAAAGATTTGTTATTGATGGCGCTTTGTTACCTGAAGAAAAACAA
+ATGCTCATTGAAGATCGCACTGTGAAGCGAGCAAGACTGAGCCAATTACGCAAGCAGCAAAATATCGAAA
+ATATTATGCAGAAAACGCTTGGTTATTGTGCAAGTTTTGAAATCGGGCAAAGAACAGATCATGACTGGTT
+CAGTCGCTATATTGCGTTATCTGAAGAAGTCAGTAATCCGACCATGCAAGATTTGTGGGCAAAGATTTTA
+GCAGGAGAACTCACTAAACCTGGGGCTTTTTCATTCAAGGCTTTGCAAGTTTTTCGAGATATGAGTATTT
+ATGATGCGAAACTATTAGCGAAAGCTTGCTCATTAGCGATAAAAGATCCCAATAAGAAAAATATTAGGCT
+AATCACTGGTGCTTATCAACAACCAGGTCTGTTCAATTTTTTCTCTAAGCAGCGACAGCAATATTGTAAC
+TTAAGTCACTATGGTTTGAATTATGCGGATCTACTTGCGTTATCAGAAAATCATCTTATCTATTTGCAAG
+AAAGTGAGTCTAGCTTATTAAGTAAGGACGACTCTCTGCAATTTACATACAATGGTTTACCATTAAAATT
+AACTGCAAAAAAATCAAATGTTTGTTTACAGTTTTATAAGTTTACCCCGCTAGGAGCGGAGCTTGCTCAT
+CTGATTAGTGATAAAAGCAATGATGAGTTTTTTGATCATTTAAAAAATATGTTAACTCATTACTTTGCAG
+TTAATAGTGATTAAATAGCAGAATCTTTTAGTAGATGCACGTCCTAGAGGTATGAAGAACCCTCACTTGC
+ATCCTTAGCGTAAATTTACTAATGTTATATTATATCAATTGTGATATTATCTCACTTTGAAGGTCAACGC
+TGGCCAGTTAACAGTAAATTACTCTAGATTCGCGGAATAAACATGTTAGATAGAATAGGCATTACAGCAA
+CTTCCTTATGTGCATTACATTGCATTTTATTACCTATTATATTGCCAATGCTACCTTTGCTTGGGTTAAG
+CTTTTTAGCTGATCATGCTTGGGAACATGTTTTTCTTCTGATGACTGCGGCTCTTGGTACTATCGCATTA
+TTTTCTGGTTTTAAACGTTATCACAGACGTTTGTATCCCTTCTATTTGCTTTATTTGGGCGTGACTTTAT
+ATTGGATTAAACATGACTTTTCTGAAGCGTTAGAACCGTTTTTTATTATTGGCGGCGCAAGTCTTATTAT
+TGCAGCCCATTTCATTAATATTAAGTTATGTAATAGCTGCAAACAATGTGATGATGAAACTTGCAGTAGC
+TAACTTCCTTATCGAAAGTTAGCTAACAGTTCGTTCAATTTCTTCTTATACCAGTCGGATCAATCAATTA
+GTCAAATTGGTATTACTTATCAAATTCTTTCAATTTTCTCGTTAAGGTATTTCTACCCCAGCCTAATTTT
+TTGGCCGCATCTTGTTTATGACCCTGAGTAAATATTAACGCTCGTTCAAGCATTATCTTTTCAAATTCAA
+TCTGAGCATAATCTAAAATGGCATCTTTCCCCTGTGCTAGTTCTTGGTCCATCCAAGTACTCAGTACGTC
+TTGCCATGCATTTGAATCATTCTTCAACGATGTTGATTTCTCGACTAATTCATTAGGTAAATCTTCAATA
+AGAATTTCCTGACCACTTGCCATAACCGTTAAAAAACGACAAATATTCTCTAATTGTCTAACGTTCCCAG
+GCCAATGGCAGTTATTGAGGAAGTTACTGGCTTTTTTACTTAATGTTTTGACCTCAACACTTAGTTCATT
+GGCTGCTTGCGTTAAAAAGTGCTGGCTCAGCTGTGGAATATCTTCTTTTCGTTCTCTAAGGCTAGGTAAA
+TGAATGCGAATAACATTGAGCCGGTGAAATAAATCTTCTCTAAATTCACCTTTCTTCACACGTTCCTCAA
+GATGTTGATGAGTAGCGGCAATAATCCGTACATCGACTTGAACGGGTAGATGCCCGCCAACACGATAAAC
+CTGACCATCAGACAGTACACGTAACAGACGAGTTTGAATGTCTAATGGCATATCGCCAATTTCATCTAAA
+AATAAAGTCCCTCCATGTGCTTGTTCAAACCGTCCTTGTCGAATAGCATTAGCTCCGGTAAAGGCTCCTT
+TTTCATGACCAAATAATTCAGATTCAATTAAATCTTTTGGGATGGCGGCCATATTTAACGGAATAAAGGG
+TTCATTTACGCGAGGGCTATGAGAATGAAGCGCTTGAGCAACTAATTCTTTACCTGTTCCTGATTCACCA
+TTAATTAGCACACTAATACTTGAGCGGGATAAGCGACCAATAGCACGAAATACTTCTTGCATGGCGGGGG
+CTTCACCAATTAGGCCGACGGCTAAAGGTATATCTTTTTGATTTTTATTTTTCTCATTTTGCTCTCTTGC
+ATGAGTGAGGGCACGTTTACTTAAGTTGATGGCTTCGTCAATATCAAATGGTTTAGGCAAGTATTCAAAT
+GCGCCACCTTGATAGGCATTAACAGCGCTGTCTAAGTCAGAGTGAGCTGTCATAATAATCACAGGAATAT
+GAGAATGTTGCTTATTTAACCTTTTTAATAACTCCATTCCATCGATATTTGGCATACGAATATCAGAAAT
+AATGATTTCTGGTTGACCATGTTCTAATGCAATCAATAAATTTTCAGCACTTTCAAAAGCAGCACAACTT
+ATATTTGCATTAGCAAAAGCTTTCTCAAGAACCCATCTAATTGAGCTATCGTCATCAACTATCCAAACTT
+GTTCGGTGATCATAATGTACTCTCTTGTGATAAAGGTGCTCGATTTAAAGGTTGCTGTTTTAATGGTAGT
+AGGATTGTAAATTCAGTATGACCAGGGCGGCTATGACACGATAGCTTACCTTGGTGTTGATTTATTAGTG
+TTTGTGAAATAGATAAACCTAACCCTGTACCATTAGAACGACCAGAGACCATAGGATAAAAAAGTGTGTC
+TTGAATTTTAGTGGGGATACCAGGTCCATTATCAATTATGCTAATTTCAATGGCTAACTTGATTCGTTTG
+CCATGAATGGTTCTATTACTAGCAATTCGAGTACGTAGGGTTATATTGTGTTTTTCATCAATGGCTTGAA
+TAGCATTGTTAACAATATTAAGCACTGCTTGTTGCAGTTTTTCTTGATCACATTCAACCGCAGGAAGTGA
+GGGATCATAATCGCGTAACAAATGAATTTTTTGTCCATTTGAATAGCCGACCAACTGGCATACCTTCTCA
+AGTATGCCATGGACATTTTGTGCCTGCATTTGGGGCAGTTGGTTTGGACCTAATAGACGATCAACCAAGT
+TAGTTAATCTGTCAGCTTGCTCAATGATCATGCTGGTATATTCTTGTTGCTCACTAGTCACTTCTTTACT
+AAGTAACTGTGCTGCGCCTCTTAACCCCCCAAGCGGATTTTTAATTTCGTGAGCCAGACCTTTAATAAGA
+TCACGTGCAGCAAGCCATTGCTGATGTTGAAAAACTTCTAAGCTAATTTGCTTTTGTTGATCTATTTGTT
+TGAATTCGAGCAATACATGGGGAGTTCTTTCAAACTCGACTGAAGACGCGGTTACTTCTGCCGTAAATCG
+GTGGCTTTCATTTAACTCTACAACAATGTCGCAATCTGTAAATTCTTGACCGGTGGCAAGCAGTTGTATT
+AAACGTGAGCGATTGATACTGGTATTAGCAAAAATCATTTCAGATTCAGTATTGAATAAACGATACAAGC
+TTTTATTTAATAGTGCTTCAGCGGCTGGGTTCACATAAACGATGGAGAGTTTTTCATTGAGAATAATTAC
+AGCAGTCACCAACTGATTGGCAAGTGATTGCTGGTAAGACAACTTGTGATCTTGTATATAACTACGGCTA
+TGCATAAAAACCCTTAGGAAGATAATTTCATGCACCGTTTTGGTGCGTGCAATTTAAGTTTACTAAAGAA
+AGGTTTTATTTGCAGTGTTAATTTTGCTTGGAACAAAAGTGCTAACTCTTTTATACCTCTTTAATAGCAA
+GGGGTTAAAAGTAATGGATGTTAACCTAGTTTGTTGAAGCTCTATGCATATAAAACGTTACTGATGCTGA
+TGATGCAATAACCTTGCCTTTTTCATCTAGTAGTAACATTTTTATTTTATGCTCGCCTCTATCAATATCT
+CTTAGTGAAAACATAGAGTGCTTTTGAGGCTTTTGATGGGGTTTACCGTCAAGTACTAATTGTACTTCTA
+ATCCAGGCTTAAATCTTGGCTTGATACCTCCACCAATATATATGGAGCCTGTGTTATCACGTATAGTGGC
+ATTATTTTTAGGGGTACTTATCGCTATTTCGTATTCTTCTACCGTTTCTTGAGGAGTGATATCGAGTACT
+TCAGTATCAAGAGAGGTACTTGATTGAATGATATTACCAGGTTTAGTTTTTACCTCTTCAGCGCCAGGCA
+TTGGAGAATCAGAAAAAACCAATACACCTTGTTCATTACGCCATACATAAATTTTGGCTGTTTTTGGGTG
+TACAGGAGCAGCTAAGGTGACGCCTAGTAGTATAAATAGTAATAACTTGATCATAGTTCCTTATATTTCC
+CTGTGCTTTGGGTAGTCAATATTTACATCATTCCATAATGTAGGCTAATTTAAGTATATATCTATAGTTT
+ATACAAAAAAATGTTTTTTAATATTTTTCTATCAATAAGTAACTTTAGTGAGTGGAATGTAAGTAAATTG
+TGATTTTTATTTTGGTTGTAAACATAAAAAAGCTCACCTAAGTGAGCTTTTTATTGACCGTAAAGCGCTT
+CAAAGTGAAGCTAAGCGAGATTAAACGCTGTAGTAAAGTTCAAACTCTAACGGGTGAGTAGTCATGTTTA
+CACGTCGAGATTCTTCACGCTTAATAGCAATATAAGCATCAATCATATCTTTATCCATAACGCCGCCAGC
+GGTTAAGAATTCAAAATCTGCTTCTAAATTATCAAGTGCGTCATCAAGAGATGTTGCTACTTGTGGAATT
+GATGCGGCTTCTTCTGCTGGTAAGTCGTATAAATCCTTATCCATAGCATCGCCAGGGTGGGTTTTGTTTT
+TAATACCGTCAAGACCCGCCATTAATAAAGCAGAGAAAGCTAAGTATGGGTTACATGCAGGATCAGGGAA
+ACGTGCTTCAATACGCATTGCTTTTGGTGATGGTACAAGTGGAATACGAATTGATGCAGAGCGGTTACGT
+GCAGAGTATGCAAGCATAACAGGTGCTTCAAAATGTGGAACTAAACGTTTGTATGAGTTAGTCGCAGGGT
+TAGTAAACGCGTTTAATGCCTTAGCATGTTTGATGATACCACCAATGTAGTAAAGCGCTGTTTCAGACAA
+ACCGCCGTACTTATCACCAGCGAATAAGTTAACACCATCTTTAGCAAGAGACATATGTACGTGCATACCA
+GTGCCGTTATCACCAACTAAAGGCTTAGGCATGAAAGTCGCTGTTTTACCGTAAGCATGTGCTACGTTAT
+GAACAACATACTTATAAATTTGAACTTCATCAGCTTTTTTAACCAGTGTATTAAAGCGACAAGCAATTTC
+GTTTTGGCCACAGGTAGCTACTTCATGGTGATGTGCTTCAACAATTAAGCCCATATCTTCCATAACTAAG
+CACATAGCTGAACGTAAATCTTGTGATGAATCAACTGGAGCTGTTGGGAAATAACCGCCTTTAACACCAG
+GACGATGACCCATATTGCCTTCTTCGTATTCAGTACCTGAGTTCCAAGAAGCTTCTTTATCATCAATTTT
+ATAAAAAGAACCACTCATATCAGTATGGAAACGTACATCGTCAAATACGAAGAACTCTGGTTCTGGACCA
+ACTAATACATCATCGGCAATACCAGTACTACGTAGATATTCTTCAGCGCGATTAGCAACAGAACGAGGAT
+CACGGCTGTAACCTTGCATTGTGCTTGGCTCTAAAATATCACAACGGATATTTAAAGTAACAGCATCAGT
+AAAAGGGTCTAGGATCGCTGTTGATGCATCAGGCATCATAACCATGTCAGATTCGTCAATGCCTTTCCAG
+CCTTCAATAGATGAACCGTCAAACATTTTGCCATCTTCGAAAAAGTCTTCAGTTACTTGATGATGAGGAA
+TAGAAATGTGCTGTTCTTTACCTTTTGAATCAGTAAAGCGAAGGTCAATAAATTTGACGTCGTGTTCTTT
+AATTAAGTCGAATACTGCTTGTGACATTGTGTCTCTCCACTGGGGTTAATTGTATAAAATGTTGTAAATA
+ATTCAGTAAGTCGTAAAACGGATGAAGTTATAAAGGTTGGTTATTATCATTATTCATCTATTATTATTCG
+TTTAATAGCTAAAATCGTGCCAAGAGGAAGGTCATTGATTAATAAGCTTTTTTATTCTGTTCATAAACTT
+TGTTGCACCTTAGTGGTGCTTGCGGTGCGTTATATTGGTGCACGTGGGTAATTGTAAGAATCCCACTATA
+GAATATATTTAGCCGCTTGCCTTTAATAATTTATATTTTTTTTTGTCTTGTTGTGTTTAAAATACTTAGC
+TGAGAACACAATATAGATCATCAATTTATATTAATCTTCGCTATATTTATAATTTATTGTCTTTAATCTA
+AGAAATACCTTAAAGGTATGAGGTTTTATGAATAACACAATAGCAACTCTAATAACTTTTACTTTTCTCC
+TTTCGTTAACACTTTCTACTGTCAGCTATGCAGAGGACGATAAGAGTAAGTGGCAGAAACCCACGCCAGT
+TTTTAAGCAAGATTTTGATTGGATAAAATTGACATCTGATGAGTGGCTTAAAGGCGATATTGTTTCGATG
+TATGATGAAAAACTCGAGTTCGATAGTGATGAACTTGATATGCAAACAATTGATTTAGAAGACGTTTCTG
+AGTTACGAAGCAAGTCATGGCAAAGTATTCGAATGTTTGATGGCACTATTGCTGAGGGGTATTTAGTGTT
+CAAAGATGGGCAATTATCTTTAGTGAAAAATGGTGTGACCACCCATTACGAATTTAGTAACCTTTTATCC
+ATTGCATCTTCAGGACAAAATGAACGAGACTTATGGGATGGCTATGTAAATTTGGGTATTAATTTACGTG
+AAGGTAATACAGTACAATTCGATTATACATTCTCTGCAGGAATACAGAGACGAAGCTCTAGTAGTCGCTT
+TAAAGTCGATTATACAAGCGATTATAGTAGCTATGAAGATCAAGACACTGAAGTATCAACAGTGACCGCT
+GATAGCGAGCGATTAACGTCATCTTATGATTGGTTCTTCAATCCTAAAATTTATTTCCGAGCTGCTGATT
+TTGAATATATGGCCGATGACTTTTTAAACATAGATTATCGAGTCCATTATGGTATCGCATTGGGTTATCA
+TATTATCGATACTAGTCGTACTAGCTGGGATATCAATCTCGGTCCAAGTTATCAAAAAACTAAATTTATT
+GATGTTGGAGCAGATGATAGTGATAGTGAGAATTCTTTAGGGGTAACACTTGGTACCGATTTTACCTTTG
+AAGTTACGGGTGATATTGACTACGATGCATCGTATAGTGTGCAGGTGATTGATGAGAAGTCTGGTGGCAA
+TATCCATCACTTTCAAACAGGTTTAGAAATTGATCTTGCCAATGACTTTGATCTTGAGTTGACCTTCTAT
+GCCGATCGCACGGAAAACCCAAAAGAAGACAGTGCTGGTAATACCCCCGACAAGAACGACTACCGCTTAG
+TTGTTAGTTTTGGTTATGATTTTTAGTTATTAATTAACCTCATTTTTTAAGGCTTGTATTTCAGCTAGTA
+CAAGCCTTTTTTATTGTACATATGTAATGAAAACAACCACGGTAATTTTGTGAATAAGTATTTATTAATA
+ACGCTAGCCTTACTTAGCTTTATCAGTCATGGGGCAGAAAAGTCTCAACATACAGAGGTATGGAGTCCGT
+CAACGCCTGTTTTTTCACAACAATTCGATTGGCTTAAACTACGTTCAGGGGAATGGCTTAAAGGCGATAT
+TATTTCCATGTATGACGATGAATTGGAATTTGAAAGTGACGAGTTTGATACCATTACTTTTGACTGGGAA
+AAAGTAACAGAGCTGCGTAGTCGATTTAACCAACAAATACGTTTTGCTAATGGGGAAGTAAAACAAGGCT
+TCCTTATCGTTAAAGACAACCATCTTGTTGTAATTAGTGGAGGTAGTGAGCAGCATTATCCTTTATCAGA
+ACTCTTATCGATTACGTCCTCCTCTGATGACAGAAAAGAGTTATGGGATGGTAAAGTCAGTTTAGGTATT
+GATGTGAATTCAGGTAATGTTAATCAGTTAGATTACATTGTCAGAGCTAATATTCAACGAAGAACGCCTT
+TTACGCGTTTTAAAGTCGACTTTACTTATAATTATAGTAAATCTACTGCGGATGAAAATGAGACAGTGAT
+TACTGATACCAGTCGCTTAACTTCAAATCTTGATTGGTTTTATAGTCGTAAAGTCTTCTTTCGAGTGTTT
+GACTATGAACACTTTACTGATTTACAACAAAATATTAAGTCTAGAGATACGCTAGGGCTCAGTTTAGGTT
+ATCACATTTTTCAAAACAAACGTTTACAGTGGGATGTAACCCTAGGGCCAAGTTATCAACAAACCGTGTA
+TCACAATACTGCTGATGAAAGTGACCAAAAAAGTGGCGTTGTCGCCTTAGGTACTTTATTTGATTACAGT
+ATTTCCAGCCGATTAGATTATTTATTTGATTACCAGTTACAATTCGTAGAAGAAAAATCAGGTAAGCGAA
+ATTCGCATTTAAAAACTGGCTTTGAATTTGAACTTCAGAATGATTTTGAGTTAGATGTTATGTTGTATTT
+GGATCGTGTTGCTAATCCAGTTGCCCCTATGGGAGCTACTCCTCCCAAGTCAAATGATTACAGGTTAGTA
+CTCAGTCTAGGCTATGACTTCTAATTTTATACCTTACTCTGCAAGTCAAATATTACTCATGACTTATTTC
+AACATCAGTTAAGGCACTACAGCTGCAAAGTAAAATATAGCCTTGTTGCTGCTCTCTTGCAGATAATCCA
+TCTGTTGAGTTTTGCTTAACCTGACCACTAATTAGTTTTGCTTTGCAACTGCCACAAGACCCCGCGCGAC
+ATGAATAAGGTAAAATTAGTCCCGCTGTCTCTCCTTGATCTAGCAAAGAATCTTGTTTATTACCTTGAAC
+TCGTTTTTTCCATCGACTAAAGTAAATCGACACTTTAGCTTTGCTGCTTTGGTGTTCTAAGTTTTGTGGT
+CTCACTTTTTGGCTTTCTATTACGGGAGCTAATGGAGGGGTACTTTCTTCAGTATTAATGGTTTGTTCTT
+TTGAATATTCATGTGCACCAAAACTCTCCTCATGGCAGTTACTAGGTTGTAAGCCTAATTTAAATAATAG
+CGCTTGAGTGGCTTTGCGAAATAATTTGGGTCCACAAACAAAAGTTTGATAATGACTAATTTGTTCAATA
+TTGCCAAGTATTTGTTCATTTAGACGTCCTTGATATCCATACCACTGTGAATTAGCACCTTGAGTAAGGG
+TGTAAATTATTTGGCAATTACCATGTTGCTTCGCTAAGTTACTAATTTCAGCTTGAGCAATTAGGTCCAT
+TTTCTGTTTTGCGCTATGAACAAATATTACTTGGTTCTTACATTGTGTAGCGACCATAAAACGTAACATA
+GAGAGCATTGGCGTGATGCCACTACCAGCGCTGATAAGTAAAACATTTTTAGGCATTGGGTCGGTTAAGT
+AAAAGTGACCAGCCACCCCTTGCACATCAATTGATTGTCCTACTTTAAAATGATCATGAAAGTAGTTCGA
+AACCTTGCCTTGAGGAATTCGTTTTATCGTAATGCTGACATAATCAGAGGTTGTAGGTGAAGAGGAAAGG
+CTATAACAGCACGTTTGCATTGTACCGGCCATATTAACGGTAAAATTTAAGTATTGACCAGCGTGATAGT
+TAAAACCTATTTGTTGCTTAGGCATAGAGAAAATGAAAGTTTTCACATCACGGGTTTCTATTTGGATTTT
+TTGGCAGACTAAGGTAAATCTTTGCTTGGTGACAGTATTGCTCGATAGAGTCATTTATTATTTTACTCGA
+CTAAGTTTATAGCGCGTATTTACAGATAAAGCTTAGTTATTAAGGTATGATATCGCCAATTATAGCGCTT
+CTTTATGTTTTGATTATTATACTATGACTAATAAAATTCAACACCTTCATATCTTAGGTATTTGTGGCAC
+TTTTATGGGAGGGATCGCTGCTATAGCCAAGCAACTTGGCTTTAAAGTTAGTGGTTCTGATGCCAATGTC
+TATCCGCCAATGAGCACTCAGTTAGAGCAGTTAGGCATTGAGTTAATGTCAGGTTATCAAGTCGATAATT
+TCTCTGATGATATCGATTTGGTTATTGTTGGCAATGCGATGTCTCGTGGAAATCCAATGGTGGAATATAT
+GCTAGATCGCAATATTCCTTATACATCAGGCCCACAATGGTTGCTTGAAAATGTATTAAAAGATCGTTGG
+GTCCTTGCCGTTTCGGGTACGCATGGTAAAACAACGACCAGTAGTATGCTGGCGTGGATTTTAGAGTATG
+CTCATATGTCGCCAGGTTTTCTTATCGGTGGAGTACCACAAAATTTCTCTAGTTCAGCTCGTTTAGGTGA
+TACACCTTTCTTTGTCATTGAAGCTGACGAGTACGATAGCGCCTTTTTTGATAAACGATCTAAATTTGTG
+CATTACCGTCCACGAACTCTAGTGATTAATAACTTAGAGTTTGATCATGGTGATATTTTTAATGATCTCA
+GTGATATTCAAAAACAATTTCATCACCTCATCCGTATGGTGCCAAGTAATGGTTTGATTTTATCACCCGC
+TAATGAAGAAGCTATTACTGAAACGTTAGCTATGGGCTGTTGGACACCGACCGAATTCTCTAATGGAGAG
+CTTCAACAAGATGAACCGTCCGATGCAGGTTGGCAAGTCGAAAAATTAAATGCTCAGGGCAGTGAGTTTA
+TCGTTAAGTTTAACGGTAAAGAGCAAGGTGTGGTCAAGTGGGATCTTATCGGTGATTTTAATATCGATAA
+CGCAGTGATGGCAATAGCGGCAGCACGCCATGCGGGTGTGCCAAGCGCAGTCTCTATTGAAGCGTTAGCC
+GAGTTTATTAATACTAAGCGTCGTTTTGAGCTTCGAGGTATAGTTAATAATATTAGTGTGTATGATGATT
+TTGCTCATCACCCAACGGCCATAGCAAAAACATTAGCTGGTGTACGTGCTAAACTTTCACAACAAGAAAG
+TGAGCAAGAACAAGTTGGGCGCATTTTCGCAGTATTAGAGCCAAGATCGAATACCATGAGATCAGGAGTT
+CATAAAGAATCATTACCTAAGTCATTGATTGATGCGGATCAGGTTTTTATCTATCAAGGTGAACAGGTGA
+CTTGGTCAGTGAGTGATTTAATCAAACAATGCAAGCCAGCGTGTCAAGTTGAAGACAATGTTGAACGCTT
+AGTGGAATCTATTGCCCAACAAGCGCAAGCTGGCGACATAATTGTTGTTATGAGCAACGGTGGTTTTGCC
+GACATTCATAATAAATTATTGAACCGTTTAGCGAATATACCCGTACCACTTGAAGATGCATGATTCAGCT
+GGAATTAGAAACGGCTTTAGGCAAGGCATTGGTTGAAGATAATAGTTATTCTATTATTGAAATCAATAAC
+GTAGCATAAAGCGTTTCTAAACCAGCCCCTTGGGGAAGGCTGAGCAAATCATACTCTGCGTTACATTTAT
+TTTTAAGGGAGTAACCCTTAATAAAAAAAGTGCGCCTTGATTATGAATCGTTCAGACTTCCTGAAACGAG
+CATCTTCGAATGGAGCGGGTATATAGCCGTATAAACAGTAAACCTTTAGAAATAAAACAGTTTAACCAAT
+TTAGTTTAATCAAAATAGTAAAGAGAACTTAGCACAATGACAGTATTAACTATACTTACCGCACCTAATG
+ATAAACTTATAGAGCAAGCAAAACCTGTATCTGATGTAAGTCAAATTCAGATGTTAATCGATGACTTAAT
+TGAAACTATGTACGATACCGAAGATGGTATCGGTTTAGCGGCAACTCAAGTGGGTCGTAGTGAAGCCGTA
+GTGGTTATTGATATTTCAGATAATCGTGATGAACTACTTGTATTAGTAAACCCTGTGATAACTCACGGAG
+AAGCAACAGCCAAGGGGCAAGAAGGGTGTTTATCTATCCCTGGCTACTATGCAGATGTTGAGCGTTTCAC
+TCATGTTACGGTTGAAGCGTTAGATCGCAATGGAAAAGAGCTTACTATTACCAGTGATGAATTTCTTGCG
+ATTGTGATGCAACATGAAATAGACCATTTAAAAGGTAAGTTATTTATTGACTATTTATCGCCGCTTAAAC
+AACAAATGGCACTAAAAAAAGTTAAGAAAACGATTAAAAATGGTTAAGGATAGTCATAGACTACATAGTG
+AGTTTGTTAATTAATGCTACAAAATTCGAACAAGGTGGGTAAGGTGAACAATGATTTTAATGGTAAAATA
+ACCCTTGCCATCACCGGTGCCTCGGGTGCTTCTTATGCTATGCGGCTAATAGAGTGTTTAATCGCAGCAA
+ACTATCAGCTCTATATTTTGTGCTCAAGTGCCGGTCGTATTGTTTTAGATACTGAAGTGGGCGTTAAAAT
+ACCCAGTTCTCCTGATGCTGCCAGTAAATTTCTCACCGAAAAATATCAGGCCAAAGATCAACAAATAACG
+GTTTTTGGTAAAGAACAGTGGTTTTCTCCTGTTGCTTCGGGCTCTTCAGCACCGAAACAAATGGTTGTTT
+GTCCCTGTTCTACTGGAACAATGGCCGCTATTTGTCATGGTATGAGTGACAACTTAATTGAACGTGCCGC
+GGATGTGGTGATAAAAGAACGTGGTCAATTGATTTTAATGGTAAGAGAAACACCCTTTTCAACGTTACAC
+TTGCAAAATATGCTCAGCTTATCTCAGCAAGGAGTCACTATTATGCCTGCGTCCCCTGGATTTTATCATA
+AGGTTGAAACCATTGAAGATCTCATCGATTTTATGGTGGGTAGAGTATTAGATCACCTTGGTATTGAACA
+AGATATTATGCCGCGTTGGGGTTATAACATTTAAATGTTAAGCGTGAATTAATACTGAGGGTACAAAAAA
+AGCGACTATAGTCGCTTTTTTTATGAGTAAATTACAGGTAGTCGACTTACTTGTTCGTTTTACTCATCAA
+AACTAAATTCAATATATGCTCTACCTAATTCACTTTTAAGTGGAATGATAACGATAGGGCCTTTAGCCTT
+ATGATGAATGGAGTGGTTTGGTCCAGACACCACAATCGGAGTTGCCATATCAAACTCGATGCCCTTTTCA
+CTCAGCATACGTTTTGCACCGCCGGTAACCATATTTGTTATTTCACCGATTAAATCGATAATCTCTTCAT
+TGACTTCATCGGGTGCTTCACCGACCATTTTTTTCATTGTGGCTAAGGCTAAGGCCCCTTCAAAAGTTAT
+GGATAATGAACCCTTTGCTTGATCACTCACCATGCCAATTAAACCTGAAACATCACCCATGGCGACTTCA
+TTTTTTTTAAGGCGTGGCTTCTCCGGAATTAATTCCATTTGAGCCATCGTTGACATGACATTAAGCATTG
+AAGATAAAAATGGGTTGATAAACTCTACATTCATGGAGATTCCGAATCGTAACTGTTTAGATAAAGTGCT
+TTATTTGATTCTGCATGCTTATTTTACAAATGTAAATCAAATAGCGTAATAGTTTTATAATTTATGGTGT
+TAAGTGCTGGTGGCTCAACTACTGGCTAGTGTCCGATGTAATTATTGCTTCTTTGATCCTGTAGTCAAAA
+GTTAAGCTGCCAAAAAGAGCTTCACCTTTAACATTTACACCTTGAAAGTTAACTGTATTCACTTGCTTAG
+GGTAAGTATCGATGAGTATTGCATTCTTTACCACTGTTTGCGGTAATAAATTTCGCTGGCTACTTTCTTG
+GTAGGCAATAATTTTTCCTGAAGTTACTTCAAAACCTAACCAAATTAGAGGGATTTTCATTTGATTTTTT
+TCTAGTGAAAATTGTTGTTCAAAAAATTGCTGGATATATACATCATAGTTTTTATGTTCAGCTGAAAAGT
+GAACCTGTTTTTTTTCTGCAATTGCATTTTCAATATCATGGGTAGTAAATTGATGTATTATTTCCAGATG
+CTTAGTTTTAGGATTAATAGATACATCACTAACCCCAAAAAAATAGGTATGACTTGTAGCTGAAGCTACA
+AGTCCTATGTAAAAGCCGATAGCAATTAAATACTTGCTAAATACTTTGCTCATTATTTCCCTTCTTCTTG
+ATGCTCTGCTTCATTGTTGATTTTCTCAGCTGAGATATCTTTAAGCGCTTCATTATAATCGCGCATCATA
+TCTTTTTTCTTTTCTTTATAAAGATCAAAACGAGATTGGATAGGGCGTGCTGGCCAGTAATTATTATTAA
+TGTTCACATCAGCTGTTTGCCACTTGGCATCTAGTGCAATTTCAGAGATCTCTTTATCACGAATTAATAA
+CTTAGATACTTTTTTACTATTTTTACGCCAAATTTCAGCGGGAATGTAAATATGTTCAGTTGTGTTATCA
+GCATACGTAATATCGAGTAAAATTGGCATTACTAGGCCACCATGATTAGAAAAATCGATGACATAGAATT
+TGCTATTATTAGTTAATAGGTCTTTTTGCCAAGACTCTAATTTTTCATGTTCTTCATTGTATTTATTACG
+GTCGGCATTGGTGGCGGTAAATTTATCATGATCATTGTAAAAATCTAATAACTCAGGTTTATCTTGAGTG
+CGTATCCATTGGTTTTTATTGCGTAAATCACTGATAAATTCAGGTTGCTCGTTATCTAGTGCACGTTCCC
+AGGCTTCTTCCACATCAGGATTTTGACTATTTGGGCGATATAAATAGACATTATCAATAGCTAAATCAAC
+GTGATCAGTGGTGTAGAACCAACCACGCCAGAACCAATCTAAATCGACCGCTGAAGCATCTTCCATAGTG
+CGGAAAAAGTCAGCTGGCGTAGGACGTTTGAACTTCCAACGTTGGGCATACTCTTTAAAAGCAAAGTCAA
+ATAATTCACGACCCATGATGGTTTCACGTAAAATATTTAATGCTGTCGCGGGCTTGCCATAAGCATTATT
+GCCAAACTGTAAAATAGACTCTGAGTTAGTCATAATGGGTACTTGATTATCACTTTTCATGTAACTTGTA
+ATATTTGTCGCATGGCCACGGCGAGATGGATAACCTTCTTCCCAAGCCTGCTCTGCAAGGAACTGTAAAA
+AGGTATTTAATCCCTCATCCATCCAAGTCCACTGTCGCTCATCAGAATTGACAATCATAGGGAAGTAATT
+ATGACCGACTTCATGAATAATAACGCCAACTAAGCCGTATTTGGTACGGCGAGAATAGGTTTTTTCGCCC
+GTTTCATCATCAAGTGTTGGTCGAGGTCCATTGAAGGTAATCATTGGGTATTCCATACCACCAACAGGGC
+CGTTAACTGAAATAGACACAGGATAAGGGTAATCAAAAGTATATTTACTGTATTGTTCCATCGTATGGAT
+TATGGCTTCGGTTGAATACTTCTCCCAAAGCGGGTTACCTTCGTTAGGGTAAAACGACATGGCCATAGTA
+TTGCTATTACCTTGTTGATAACCTTGCGCATCCCAGATAAATTTTCGGCTTGATGCAAAGGCAAAATCAC
+GAACATTTTTGGCTCTAAAGTGCCATGTTTTTGTCTTACTACTACGTGACTTTTCATTCGCTAATGCTTC
+TGCAGGTGTAATGATCAAAACAGGTTTTTTAGCTTTCTTGGCTTGTTTTAAACGTTTTCGTTGCGTGCTA
+GTGAGTACTTTACTTTCATTTTGTAAAACCCCGGTAGCAGCAACAATGTGATCGGCAGGCACGGTAATTT
+TTACATCATAGTCACCAAACTCTAACGTGAACTCGCCGTTACCCAAAAATTGTTTGTTTTGCCAGCCCTT
+TGCATCGTAGTAGGCTGCAGCTCTTGGGAACCAACTAGCAACTTCATAGAGATAGTTATCATCTTCTTTG
+AAGTATTCATAACCAGAACGACCACCAAGCACTTTTTGCTCATGTAGTTGGTAATGCCAATTAATATTTA
+TTTCGACACTTGCACCTGACTTTAATGGCTTAGGTAGATCAACACGCATCATAGTGCCATTGATAACATA
+ATGTAGCGCTTTACCATTACTTGCACTGACTTTAGTTATGCCATAACCACCATCGAAAATAGGTGATTCA
+ACCAATTGTCGAAAGCTATCAAAAGTAACTTTCTTCTCGCTGGGTGCTCTGCTTGTCATCTTATAAGCGG
+AGTCGCGTTTCATGCGATTTTGATCTAGCTGTAACCATAAGTAGCGTAAAGTATCAGGAGAATTATTTTG
+ATAATCCATTATTTGCTCGCCAGTTAAACGCTGTGTTTTGTCATCAATGGCAATGGAAATATCATAATCA
+ACTTGTTGTTGCCAATACTTATGGCCTGGCGTACCAGAGGCGGTACGGTAAATATTTGGCGTTGGTAAAA
+CTTCACCTAATTGACGAAATTTATCGTCGAAGGCCGCTTTACTTGCCTGACTATCGACTGATAGTAAGCC
+AGAAAAAGCCAGTACTAGGCCAATTAAGGCTGTAGAGGTTGAATATTTCATAATTTTCCAAAGTAGAGAA
+GGAGTACGTTTTTAAGGTTTTTTATAGAAGGTATACAATATTTAATACTGAACGTGGATTTATACCACAA
+TCAGAAACACCTTGTTATTTGTAAGGTGAAAATTTGCGATAGAAAGCAGTATTTATAAGATTAACGGTGA
+GATAACTTAGTGGAATTAAACGTTATTACAGTTTTTACAGCTACCGTGTGCTTCAACTATTTGATGACTG
+ATAGTGAAGCCATTAGCATCAGCCATTGTACGTAATGCTAAATCAAAGTTATTAGATTGTATTTCTTCTA
+CATGACCACACTCATCGCATATTAATAGCTGAACAGGGTGATCACACTCGCCAAAATGGTGACACATAAT
+GAAAGCATTAATAGATTCTATTTTATGGACAAAACCCTGTTTAGATAAAAAATCTAAAGCACGGTAAATA
+GTAGCGGGCTTAGCAGCAGCATCTAACTCTTTTAGTTCAGCTAATAAATCATAAGCGCCGACGGCGCCTT
+GACGGTTAGCTAATAATAAAAAAACTTGCTCTCTTACTGTAGTAAAACGAGCGCCTTTTTTTTTGCAAAC
+GAATTGTGCTTGTTGTAATAAAGATTCTGCCGTCATGGTGCTATTCGGTTATGTTTTGTCTAAGAATGGA
+TGAGTTTGCAGTGTATCATAGCTAGATATATGCGCGTAAGTATTTTTAGTTAAGTCAATGGCTCTAGCTG
+ATTAGGAAACTTATATAGGTGAGTAAGATACGTCGATAGTCGTCGTCTTGCAAAGTCATGCTAGATCATT
+TTGAAACATGATTGATAACAGGTATGCATTTCTGCTTATAAGTAATTTAGTATTTATCCACCTTACATTA
+AAATGAGGTTTTCTTGTAAAAGACAGCGCTGTCTTTTACAATGATTAACTACAAATTCTGCTAGGAAATT
+AACATGACTCGTTATCTCGCGCTCGATGCTTTTAGAGGCATTACTATAGCTTTAATGATTTTAGTGAATA
+CGCCGGGAACATGGTCACATGTATATGCGCCTTTATTACATGCAGAGTGGGATGGCGCAACGCCAACAGA
+TTTAGTGTTCCCATTCTTCTTATTTATTATTGGCTCAGCCATGTTTTTCTCCTTCAAGAAAAGTAACTTC
+TCTGCTAGCCCTGAGCAATTTAGGAAAATAATTAAGCGTGGTTTCATCATGTTTTTTATTGGTTTTATGT
+TAAATGTTATTCCATTTACCGTTAATGCTGAAGATTGGCGGATTATGGGTATTTTACAACGCATAGGTAT
+TGCTTACACTGTGGCCGCTTGTTTAGTACTAACGCTTAATAGAACAGGAGTTTTTATTGCGTCAGCAGTC
+ATATTATTAGCTTATTGGGCATTACTCCTTAGTATGGGAGAAGGGGCTTTAACCATTGAGGGCAATATTA
+TTCGTCAGCTTGATTTAGCGGTATTTGGCGCTAATCACATGTACACCATGCGTGGTGTTGCTTTCGAGCC
+TGAGGGGCTATTAAGTACTATTCCAGCAATAGTAAATATGCTACTTGGTTTTGAATTAACACGTTATTTA
+ACCAGTATTGAAGATAAAAGAAGTAGTGTTATCAAATTAACGCTTATTGGTGGCTTAGCAGTGGGGTTTG
+GTGCGCTATGGGGTTTAGTATTACCTATTAATAAGTCGTTATGGACACCGTCTTATGTCATTTATAGCAC
+TGGTTTTGCATGTTTATTACTGGCCGCCTTCATCTGGTTAATTGATATAATGAAACAAGTGAAATTGGCA
+GAGCCTTTACTGGTTTATGGGACTAACCCATTATTTGTTTATGTATTGTCATTCTTAGTGGTAACCATGT
+ACTTAAACATTAATGTTGGCGATGTTTCCATGTACGCTTGGTTATATAAACAGCTTAGTGGCGTGTTTAC
+ACCGAAATTAGCTTCCTTTATTTTTGCTTTTTCACATGTAGCATTTTTCTGGTATGTTTCATTAAAGTTA
+TATCAACGAAAAATATTTATCAAAATATAAGAGTCATGCTTCAGGCCTTAATTTTAATGTTAGATTAAAA
+TTAAGGCCTGAAAAACCTGCCAAAAAGTCCTTGTTTTTGCTATGCTTAGCTCATGGTTTTTAATCATTAA
+TCATCATAAAAATAAGGAATCTTTTTTACGAGTGAATAAAACTAAACTTAGCCAAGATGAAAACTTGTCC
+TTTAAGGTTAGCCATCAGTTATTACCGCAAGATTATCAACGTATTGATCTGTACTTCTCACTGCCGGTTG
+AAATGGGTATTAATCCCAGTACTCTAAATGAAGAAGAGTTTTTCTATTCTAATATTAAAAATCATAGTGC
+TTACTATGCAGACCAACTACACCTGCCTTTAGTCAGAAGTCGTTTTGTCAGCCAAAAAAAAGGTGAGCAA
+AGTGATTATCGGTTAAACCTTAATTTGTACTCCTATCAAGTTAAAAAAGCACTCGATGCTGATATCAAGC
+AAACATTAAAGTTAAAAGCGGCAGAGGAATTTTATCCTGCGGCAGTTGAATTGGCAGAGCAAACTCTTTC
+ACTGACTAAAAAGTTAAGGCGTTATACGCCCTCCGATAAGAAGCTAAATTCCTTTTTTGAAAATGCAGAT
+AACTATTTAAGTTGGCATATCGAACAATCTTTCTTAAAGTTACTGTCTCGAGGCCCTAAAAGCTCAGAAT
+TCACAGCTGAACGAGAGCTACTTTTAAGTTTATGTCGAAGCGAAAATGATTATCGTATTGAAAATAAATA
+TAACTCACAAGTTACTCTTGATGATGCTAACCGCATTACTAACAAAATGCGCTTGTTACAAAGATTAATA
+GAATACGGTGTGGTCTTTCAGCGGAAAACTCGGTATTTAAATGTTAATTTAAAACGTTTTGTCCGTGGTG
+TTGTTACTGCTGTTATTATGGCTTTTGTTATGTTGTTAGTGCTTAATGCCCGAACTAACTTTACCGAAGT
+AACGGTTGCGTTAGTGGCTTTCTTGGGCCTTATTTATGGTTTAAGGGAAACCTTTAAAGAAGACTTAACC
+AGTCTTATATGGCGTAAAATTCAAAAAGGTCGGCCCAAGTGGCAGAACCTATTTACTCATAGCGTCACTA
+AAAAGCGTATTTTGAGTCAAATTCTGTGGTTAGAGTACATAAGCAATAAAGACTTGCCTAAATCGGTTAA
+TGCATTGTTTCAGCAGCGTAGGCAACAAAATAAGCAAGCTGCGCAATTATTGCATTTTCGCTGTGACAAT
+AAGGTTATGGCCAAAGAGTTTTTACCTGGTTACGACGAAATTCAGCAGCAAACATTTTTCAATTTAACCC
+CTTTTGTCCGTTTTTTGAAAAAAGGGGCAGGTCGATTATACAGTTTAGAAGGGCAAAAAATCTCAAGCCA
+AGGTGTTGAGCAGCGTTATCAAATCAATCTTATTTTACGCCACTTCTGTAAAGGTGAAGAATCTTTACAA
+CGTTTTAAAATAACCTTGAATCGCTCAGAAATTGTCAATATTGAATCAATAAACTAGCTGCATTTTTAAT
+TTAAAAGGTAGGTGCAGCCTACTGTTCTCTAGGTAAGCTGATATCACTTCGTTATTGCTTGCTTTTACCG
+GTTGTTTTCCCTACAATACGCCTCCTTAATTCAGCCTGAACTTTTGTTCCTTGTCTCAACTGGTGTTGGC
+TGTGCCAGATTATGAGACTACAACCGTAAGGAGCTCGTAATGCGTCATTACGAAATCGTATTTATGGTTC
+ACCCTGATCAGAGTGAACAAGTGTCTGGTATGATCCAGCGCTACACAGACTTGATCAATGCTGCTGAAGG
+CAAAATCCACCGTCTAGAAGACTGGGGCCGTCGTCAATTAGCATACCCAATCAATAAACTACACAAAGCA
+CACTATGTTCTTATGAACATTGAAGCGCCACAAGTAGTTATTGATGAGCTTGAAACTGCTTTCCGTTATA
+ACGATGTTGTTATTCGTAACATGATTATGCGTACTAAAGACGCGGTAACTGAAGCATCGCCAATGGCTGC
+TGCTAAAGAAGAGCGTCGTGACGATCGCCGCGAAGTTAAGAAAGATGTTGCTGCTGCGCCAGTTGAAGCT
+AAAGAAGACTCTGTTGAAGAGAAATCTGAAGAAGCTGCTAGCGAAGAATAAGTAATCTGTGATTGTCTCG
+CAAGAGAATTGCCTAGTGTTGATCGGTGAGGTGGTGAGAACCCCTAAGCAATCAACCAGCCCTGCAGGTA
+TTAGTCATAGTCAGTTTTCAATAGACCATAAGTCTATACAAAATGAAGCTGGTATGAATCGACAAGCATT
+TGTCCGAATACAAGTAGTTGCTACAGGTGATTTATCACACTTAACTCGTGAATTAATTGCAGGGAATGTA
+GTAAAAGTGACCGGTTTTATAAATCGCCACGAATCTAGAAACGGTAATCCGCTTTTAGCATTACATGCTC
+AGCAAATTGAAATGATTAATTAGGCTTTATTTACTAACAAAATAGTTAACTAAATAAAACCATATTGGAG
+AACTCCATGTCTCGTTTTTTTAGACGTCGTAAGTTTTGCCGCTTCACAGCGGAAGGCGCAACATCTATCG
+ATTATAAAGATATTGCAACTTTAAAAAATTATATCACTGAAAGTGGTAAAATTGTTCCTAGCCGTATCAC
+TGGTACTGCTGCTAAATATCAACGTCAATTAACTCGTGCGATTAAACGCGCTCGTTACTTGTCATTGTTA
+CCATACACCGACTTACATAAGTAAGCTAATAGGGGTTTAAAATGGAAGTAATACTTCTTGATAAAATCGC
+CAAATTAGGCGGCCTTGGTGACAAGGTATCTGTTAAATCAGGTTATGCACGTAACTACTTATTACCACAA
+GGTAAAGCAGTATTTGCATCAGAAGCTAACGTTGAGCACTTTGAAGCTCGTCGTGCTGATATCGAAGCTA
+AATTAGCTGACGTATTAGCAACAGCCGAAGCTCGTGCAGCTAAAGTTGTTGCATTAGCTGAAGTTACAAT
+CGCATCAAAATCTGGTGACGAAGGTAAATTATTCGGTTCTATTGGTACTCGTGATATCGCTGATGCGATC
+ACTGAAGCTGGCGTTGAAATTACAAAAGCTGAAGTACGTTTACCATTAGGTGCTATCCGCGAAACAGGTG
+AATTCGAAATCGCAATTCACTTACATCACGATGTTGATACTAGCATCAAAGTTGTAGTTATCGCTGAAGC
+ATAATTTATAACTAGCATTTGCTTAGCTTATAAAACAAAATACCGCATTCTCCTAGAGATTGCGGTATTT
+TTTTATGGCTATTTTTTAGTTGCTAGTTGGTCGATGAATAATGGTAATGCCGTTAATCGTTGTCTTAACA
+AAGATGGGACCTTCTGTTTACTAAGGGGAAGGAAATTACGACGAAAAAATTTATAAGAGTAAGGCATTTG
+ATTGAGTAATAGTTCGCTATTCCGAATGAAAATAACGAAGCTTTTGGGAATTTTAACTAGTAATTTACCA
+AGCAGATCCTGCTTGGATGTAGAACACCGTATCTTCGGGGCCTTTGGCAATGTCTATGCCCATATTAAAG
+TCGTAACGCCTTGCAATTAGGTAACGAAATCCTGCTCCTTTACTGACACGACTGTCGCTATCTGAAAAAT
+CAGAAAAACTATCACTGGCTTTCCCTATGCCGGCAAATGCACTCAGCTCCCAACGTAAATTGATTCTATA
+TGCCACTTCAAGTTCTGATAAAGCAACTGATTGCCCTTGATATCGAGCTGCTGGAATACCGCGCATCGAA
+ATATAGGGTGTCGCATAAGGAGGTAAGATTTGTTCAGAGTCGACATAATTAGCTTCAACTCTAATCGCTG
+TACGCCAATGATCAGTGATCTTGAAGTAATTAAGTGCGGTTAACTCAGTTAAGGTGTAGTCAACATCCGA
+GCCTATAACATCATCGAACCAAAGGTAATTCAGCTCGTACTTTAGTCCGTCAGTAGGCGAAAAGAAATTA
+TCTCTTGAGTCGTATTCCAATGTTAGGCCTGCACCAGAAGTGACAATGTTAGTAGAAAGTGCTGGTCGTA
+AATTACTTGGAATCTTACCAATAATATTACCAGCGTTGACTATGCTAACTTGCGCATCAACGTAGCGATG
+CATAGGTCCAAAATAAAAAGCGCTGTTACCCAGTTTAAACTTTAGCGTTTGCATTATCGCAGTCGCTTGT
+GTGTTGATTTTTAAGGGGGCAGGTAGGGTTAGATCACCAAAGCCGTAAAAGTTAAGGTTTATATCGCCAT
+AACCGCCGCCGCCCATATAGCGAATGCTACCTTTATTGAAAAAACCGAGGTGACCACCTCCAATCAAATA
+AGAGTCGTTACCTGTATAAGCACCAAAAGCGGCAGAAATGCTTGGCGGCATTAAACTGTGTGATGCTCTA
+TCATTACTTTCATCTTGCATTGTTTTTAATCGAGCTGCTTGTTCTTCTTCTGACTCATGAAAAAACAAAC
+CCATCATGCCTAAACCCCCATCTACAGCTGGGTCAGTAATGATGATAGGCACAGGTAAAAAACCATAAGC
+ATTTTCTGAAAGGTAACGTGAAGCATCAAGATTGCCATCGAGTTTATCGGTAAAAATTCCTGAAGCTGCA
+AAAGTACTGAATGAGGACAGAGGTATCAAAATAAGCGAGATGATTTTTTTTAAAAGGGTCATGATCTACT
+CTTTGAAGTATTAGTGATAATCCCGACTTTGACGTTGGACTACATGCTTATTATTACAGCAATCTTCTAC
+TAGAAACTAATGATTAGCAAGGGATGAATTATAAAGTCTGCTGCAATACTTTATCTCTTAGCCATTGATG
+TGCTGCACTATTTACTGTGCGCTGATGCTGAAGTAAAAATAATTCAACCATATTACTGTCTGTTTGCTCG
+AATTGATAAACACTGACCAACTCTTCTTTATAGGTAGAAGAATGTATAAAAAAACTGGGTGCTATCAGTA
+GGGTGTTTGATGATTTTAATAACTCAACCAGAATACTCAATTGACTAGTTTTTAATTGTATATCACGTTT
+GAAGCCCTGCTTGAGTAGAATACTATCAATAGGGTTGGTAAAAATTGCGCCAGAGTCTTCATTTACATTT
+AATTCAAGAAAACGATAAGTTAGGCAGTCAGCGAGTTCAACTTTATGTTGTGCCGAGAGAGGATGGCTTT
+TTCTCGCAAAAATCGATAATGATAATTTTCCTAAAGAAGTCGCGATAAAGGCAGTATCGGTTGGCTTTTC
+GATATGAATAGCGAAATCTAGAAAACCTGATTCAAGTGATTTGTTTGAGCTCATCTTTGCTGAGTATTCA
+GATAATTGCACCGCGGGTGCTTCATTATTTATAGCCTGTACTAAGGGTAAAAAAATAGCATGGCTGGTCA
+GCGATGGTAACGAGATAGAGAAATGTTTATCACAAGTCTGAGGTGAAAAATCGTCATCGTGTAGTATTGA
+TTCTAATTTTTGTAATAAATCAGGCAATAAAGCCTCAATACTGTGCGCTTTTTCTGTCGGCACTATCCCT
+GAAGCTGTGCGATGAAAGAGCGGGTCATCGAAAAGATCTCTCAAGCGTTGTAAAGTTCTGCTCATGGCAG
+ACTGTGACAAATAAAGACGCTCAGCCGCTCGGCTGACATTTTTTTCTTTTAATAAAACACTCAGTGACAC
+CAATAAGTTAAGGTCGACTCGTGCTAACTTCTGCTCTAATAAAGCCATCTTTTACCTAATCATTACCCTG
+TGATGATTGGAGTATACATCACTATATAAATTATGCGTATTACGCATATTTATCAAAGTAGTTAGACCCT
+TCAACACATAAGTTATTAGTCACCTATTTTTTGATTAGCAATCTGTAACTTGGTAAAAGAGAGAGACTAG
+CAACAGATAATGAGGTTTAAATACTCTTACCTATAAAAGATTTCGTAATAATAACCTAAGTACTTTAAAC
+ACCGCTAAGTTACTGTGTCGTTGATGTTGAACTACATCGACATTAGCCTGCCACCCCATTTCTTCAAACT
+CAAGTGGTAGCTTAACTAACTGACCACTTTCAACAGATTCATTAGCAATATGGTTAGGCAACAAACACCA
+GCCATTTCCTTGTAATGCCAGTTCAAGCAAAAGAAAGTAATTATCAGCATACCAAACATTAGGGCTCAGC
+TTTAACTGAAAACTACTTGATTGCGTATTTCGAGATCGAATAAGCAACTGACGATGCAGTCTTAAGCTAT
+CAATATTTTTACATACCTGGTTTGCCAGTGGATGAGATTTAGCAACGTATAAATCAAACTTTATTGAACC
+AATACATTCAAAGTCTAAATAACTAGGAATGGTTAGTTCACTAAAAACAATGCCCGTTAAAGCTTTTTCA
+TTTTTTAACATATCAATGATATCGGGGCTTGAGGCACTTAAAAATTCTAGTGTGATATTTGGAAATTCAT
+TTTGTAGGTTACTAATAATGCCTGAGATGAGTTTAAATGAGATCCCTTCGTCTAACGCTATTGTTATTTC
+TTTTGGGGTGTTATCTGTTAATGATAAAGCCGAGTTTTTTAAACGCTGATGCTGATCAATCACTGCCTGC
+GCATGTGGTAATAACTTTTCACCTGCTTCTGTGAGTGCTGGATATCGTCCTGAGCGGTCAAACAATAGGA
+TATTACAGTCTACCTCTAAATTAATTACATGCTGACTGACTACGGATTGAACTTTATTTAAACGACGGGC
+GGCAGCAGAAAAGGAACCTGTTTCTACTGTTGTGATAAAAGCTTGAAGTTGTTCAACACTAAACATATCG
+CTTTAACCGATGGTATGTAGTTATTTAATATCTTTATTCTAGATTAAAATAGTCACATGGTCACTAAAGA
+GAGAAATTAAAAATGAATACCATTGAGCGAATTTATCAGGCTGTTCTATTTGAGGTTATTGCCCTAATGA
+TAGTTGTACCAACGACAGTATTAATCGCTGGTTACGAAACAGATAAAATGGCGATTGCAGGTATCGCTTT
+ATCTATTTTCGCTATGTTTTGGAACTATATATACAATATCGTTTTCGATAAATTAGCAGGCTATAACCGT
+GTAGAACGTGGTTTAACGGTACGTATTATTCATGCTATAACATTTGAGTTTGGCATGATTTTAATTACTT
+TACCGTTATTAGCATGGTATTTAAATATTACTTGGCTCGAAGCAACCTTTTTAGAGGCAGGCTTTTTAGT
+GTTTATTTTAATTTATACTTTTATATTTAATTGGCTATACGATAGATATCAACCTTATAAAAGATTGATT
+AGTAATGAGCAATATAGTTAAAGCTTAGTGAGTAATGCTTTGCTTGCTAATTCTGTGAACGGGCGAGACT
+CATTGACACTGTTTAAGTACTATTAAAACAGTGTCAATGAAGAGCAATATAATGCTATGTATTTTTGTTG
+GCAGCTATCAGTTATGCCGCTAATTACTGGTGCTGTTGATCAATTCTTTACTCAGCTGTGCTGTTAATAG
+ATCAAAGCTAGTAATAGCAGGGAAATCGGTAATGACATTCGCTGTTTTTTTACTATCAGGGTTAGCAACC
+GCGAGTAAATGTTTAATACCGTATTGTTGAGCAGACTGAAGAATCTCTATACTGTCATCAATAAAGAGTG
+TCGAATCACAATCAAAGCCATGCTTTTCTTGCAAACGTTGCCACAATAACTGTGACTCCTTGGTAACACC
+AAAGTCATGGGTTGAGTAAAGCACATCAAAATATTGATCTAATTGAGTACGTTCAATTTTCAATGATAAT
+GATTCGGGATGCGCATTGGTCACTAATACCACATCTCTGCCACTTGCTTTTAGTGCAATTAAAAAATCTC
+TCGCGTCAGTGCGTAATTGAATCAAATGTTGTATTTCTCGTTTGAGCTCGGTAATTGGCATTTGCGTTTG
+CTCAGCCCAGTAATCGAGGCAGTACCATTTAATCGTACCAACAACAGATAAATAATCAGCTTTGAGCTTT
+GCTTTGGCAGCATCGAGTGAAATTGACATTTTTTCACTATAACGCGCAGGCAGATGTTCTAACCAAAAGT
+GATTATCAAAATGTAAATCTAAAATGGTACCGTCCATATCAATTAAAACAGTAGAAATTTCTGACCAATT
+AATACTCGCCATTTTAGCCAATCCTCAAAAAAACATTCAGTGTAATAAATAATACCATTTTGCTATTCCA
+AAAGTATTGATTATCGTGTCATTATAGTGATATCTAAGGAAAAGCAATTAACCAATGTGGCTAGAATTAT
+GGCAGATGAAAACCAGTTACCTATCATTACTCATCGCCAACAAGTGGCTAAAAGTGCACTATTTGGCATT
+GAACAAATCGACCTTACTTTTAGTAATGGCGAACAAAGGCAATATGAGCGCATGATGGGCTCTGGGCGTG
+GTGCTGTGATGATAGTGCCAATGATTGATGATGAAACACTATTATTGGTCCGTGAATATTGTGCAGGTAC
+GCACAGTTATTTGTTAGGTTTCCCCAAAGGGCTGATTGACGAAGGTGAGCTTGCAGAACAGGCTGCCAAC
+CGAGAACTCCAAGAAGAAATTGGTTATGGTAGCGAGCAAATGCATCAGATATCAGAAATGATGATGGCTC
+CTGCTTTTTTTAATGCCAAAATGACCATCTTTTTAGCTAAAAACCTATACAGTTCTGAACTTGAAGGGGA
+TGAACCCGAGCCATTAGAAGTGGTGTCTTGGCCCATTAAAGACTATAAAGAACTATTACAACAAACAGAT
+TTTACTGAAGCACGCAGTATTGCAGCATTAATGTTGGTACGTGACCTGCTTGCAGTTTAACCTTTAGTAA
+TTTGAAAAGTGACATAGTACTAAAGCAGGAAGAAAGAGGTATAACGATGAGCCAAGATAAATTATTGAGC
+ATTGCTTTAGAAAGCGCAAAGAAAGCTGGCGTAGAAGTAATGAAGTATTATCGTCAAGGAAACTATACTG
+AAGAAACCAAAGCTGATGAAAGCCCAGTAACCAGTGCCGATTTAGCCGCAAATGACATCTTGATGGATCA
+GCTCAAAACACTGACACCAGATATCCCTATTATTTCTGAAGAAGTGGGTACTGTGCAGTTAAATGAGCGA
+AAAGATTGGTCTCGTTATTGGTTACTCGACCCTATTGATGGCACTGGCGAATTCATCATCGGTAGCGGTG
+ATTTTGCCGTAAATATCGCGCTCGTTGAAAATGGTTGGCCAACACTGGGTGTTATTCACGCGCCGGATCA
+CTGCCTAACCTATTATGGTCAAAAAAATCTGGGTGCTTTCAAAGATAATAGCCAAGCCAGTCATGCAATT
+CGTGTCGCTGAATATCAAGAAAACCGTCGTATTAAAGTCGCCATTAGTCGTCGTCAGCAGCTGGAACTCA
+TGGGACAATATTTAAATAATGACTATGATTATGACTATGTTGCTTTAGGTAGTTGTTCATTAAAAAACTG
+TCTTATCGCTGAAGGTGGAGCCGATTGTTATATACGAGTAGGAGTCACTGGCGAATGGGATACCGGAGCT
+AGTCAATGTATCTTGGAACAAGCCGGCGGTGATATCATCGATAGTGAGTTTAATCCTTTAAGTTACAATA
+AACGAGAAAGCTTACTTAATCCTGATTTTGTCAGTTTAGGTGCGAGAGACTTTCCATGGCAAAAAATAAT
+TAAAGCACATAGAAAAGTTTATGAATAACAAACAGCTAGATCTAATTATGAAATTAAATTATTCCGGCTA
+ATATCGCCTTTCATTACTGTTGTTATGAAGAAGTTCGTTTTGCTTACGATTTGTGCTAAATTAGCGCTAT
+TCATCGAAGTGAGCTTACTGGCAACTTCCCGTACTCTCGTGATCAGGTAATTTTGTTTTAGCTATGTTAT
+CAAGCGTATTAAAAAAACATATATCTCACCATCAAGCAGGACGTCGTCCTTGCTTCTTTAAAAGTATCGA
+TCAAATCTAAATTTTTGGTAGATGGCGCATGCTGTCAACCAAAATATCATTTTGTTATTTTCCCGACCGT
+TTTGCTATCTGCTACTATTTCAGCTATTAATTTTATCTGTATCAATGCTTTTATCTGTAAAGTTAATTGT
+CTGAGTTATAACCACTACTATTTAATTAATATCACTAATATATAACCACTCAATAAGTAAGAGGAAAAAC
+CATGGCAGCGCAAGTAACCGCACTTTTTAATGAGATCTGGGAACAATATCTCAGCGTGACTCCGTCAGCA
+AAAAAAATTCACCAATTACTAGGTAATGGCAATGATGTAATTAACGATCATGTTGCTTACCGTACCTTTA
+ACCATCCTAAAATTAATTTAGCGCAATTAGCTAAAGGACTGTTGGCTTTGGGTTACACCGAATGTGGCCA
+ATATGATTTTTCGGCTAAAAAACTGGATGCTAAACATTTTGAGCATGCAGATAGCACTATGCCTAAAGTG
+TTTATTAGTGAATTACGTGTTGAAGAATTCTCTAGTGAAGTACAAGACATTATCACTGGCTTAATCGCAC
+AGTTACCAGAAGATGTTAGTGACCGAGCTGACTTTCTTTATGCTGGTCGCTTGTGGGAAATTAGTTCAAA
+GGATTATGATACTCTGCTAAATGTTAGTGAGTATGCCGCATGGTTAGCTGCCTGGGGTTACCGTGCAAAT
+CACTTTACCGTGAGCATTAATCACTTAGCTAACTACGAAGATATAGAAGTAGTCAATGCAACACTTAAGG
+ACGCTGGCTATGCTCTCAATGCTAATGGCGGTGAAATCAAAGGTGATGAAGCGGTGAAATTAGAGCAATC
+ATCGACACTTGCGGATAAAGCACCAGTAGATTTTTCTGATAAAACAATGGAAATTCCAAGCTGTTTCTAT
+GAATTTGCTAAACGCTACCCTCTAGCAAGTGGTGAACTGTACACAGGATTTGTTGCCGCCTCAGCAGATA
+AAATTTTCGACAGTACCAATGCTAAATAGCTCAACCTTTCACTCCACTTTTTTGGCAATGTGATAAAAGT
+ATTAAATTATTGAGCCAGTGCCATACCCATGCTACCTCAAGATGCAGGATTCAGCTGGAATTAGAAACGC
+CTTTAGGCAAGATCTTGATTGAAGATAATGGTTGTTCCCTTATCGAAGTCAATAACGTAGCATAAAGCGT
+TTCTAAACCAGCCCTACGGGGATGTCTGAGCAAATCATGCTCTTCGTAACCTCTGTTTTTAAGGGAACAA
+CCCTTAATAAAAAGATGCGCCTTGTGCATGAATCGCTCAGGCATCCTGAAACCCGCATTTTGAGGTAGCA
+AGGGTATAATTTACTGGCTTTTTTAATGGGAATTTTTTGTTATCTAGACTTTATAGAAGACATTGGGTTC
+GGATAGCTTGAGAAAGTTAATCATCAGTGTTATTGAATGGTAGGCATCAATCTATATTTCTTCTTCCATT
+CCCACCTTAAATTGATCGCTAGGTAATATATTGATGCTTTCATGCAGCTCAGAATAAACTAATACCGCAC
+TACCTTGTTCAAGTTGTTTTTTCACTTGAGCAATCTTAGCTTCCTTACTCACATCTTCAGCGCCATATTC
+AGTCCCTTCACGTAAGATGAAGCCTTCAATAATAGCGGTTAAGGTTTCGTGTGATAGTTGGTCTAGGGGG
+ATAATCATAAGGAGTACTTTAGGATTTTAAATAATGAATAGTCATTGTACCGCTGAATCACTTTATCCCA
+AACGGATTAATTTACTGCACAAAAAATTGCGTCAGCCGAGAGCTTAAAGTAATAATGTAAACAGTATGAA
+TTTCTATTTCAGGGATGGCGTTATCAGCTTGTTTACAACGCTCAAAAGGGCATTTACCTTATAACAAAGT
+TAAAGGCTTAAATTGGCTGTTGAAAGTCCTGTCGACAACATAATAATATTTTAACAGACTAAATTAAAAC
+ATTGTTACTTAACAATATAACAATTGAGATCTATCTAGCCTGTATAAGGAGAATTAGTGTAGTTGATATA
+ATACTTAATTTTTTTTACTATCGTCTTGAATATGCTTAATAAAGTAATAAACATAAAAGGCACAAATACC
+GAGCATAATGGCTATACCGCCAAAAGAGAACATCACTACTGGGTCATTGGTTAACATTGATAATAAATTC
+ATATTGAGCTCCATAATTTTCTAAGTCATTGTTGATATACCTAGTGTAATTAAGTCGCTCAATGATTAAG
+CTGATTTAGATCAATAGAAGTTCTGCTTTTCTGCCATTTTTGCTTTCATTTCCTGCTGATCTCTTATTTT
+TTGATAGATATCATTCGCTTTTTCGATACTTTTTTCAATTTTAAGCTTAGATAAATCTCTTTCATCCATT
+AAACGACTTTTTTCAGCATTAGGGTAGCCGTTCCATGATGCTATGGTATTCCAGACATAGGACAGTTCAG
+TACTTTTCTCTACACCTTTACCTTCACTATAAAGTAACGCCAAATTAAATTGAGCTAGGGCATAATTTTG
+ATTTGCAGCACGCTGATACCAACGCGATGCTTTAAAATCATCTTGTTTAATCCCCGTACCGTTAGCATAC
+ATTACTGCCAAATTAAATTGCGCACTAGGTAAGTCTTTGTTTGCCGCTTTATGAGTAAGCTCAAACGCTT
+TTTTAAGGTTTTGTTTTACTAACTTACCGTCTGAATAAATTAAGGCCAGTTCAAATTGTGCATCTGGGTA
+GTTTTGTGCAGCAGAAAGTTCAAATAACTCCAGTGCTTTCATACTATCTTTACGAACAGAATAACCGTGA
+AGATATACCAAGGCCATTTGATATTGGGCTGGAGCATAACCTTCATTAACCAGTGGACGAAACTGCTCGA
+TAGCCGCTTTAAATTCCCCTCGGTTTAATTCATACATTCCCTGCTCAAGGTCATTACCTTGGCTCAATAC
+TGAAAAACTGCTTAGCAGTGTGAAGGTAAGCAGTAATATTTTAGTACGCATAATATTTCCTCTTCTAACG
+GTAACTATCGAGTATAGGCTAAGTGTAGATGAAAAAATCAATCAGTGACTGACATCATCTCTTCAATCTG
+CTCGGCTAGTTCAAGCCATAGCATTTCATTTTCTTCAATATCACCTTTCAAGTTAGCTTGTTTTTTCAGT
+AAGTCTGTTAGTTCAGCTTTACGCTCTGATTGATAAATATCACTGTCACTTAATAAAGCTTCAATCTTGG
+TTAGCTCTTCTTGCCACTGATGAACCTTTTTCTCTAATTTATCAGCTTCTTTGCGCATAGGGGCAGATTT
+TTTTCTTAGCTCCGCTTGTTGCTGACGAAGTTGTTTTTTATATAAACCTTTATCACCGCTTTGTTGATCG
+GTTTTGATTGATTTTATCGCTTGTTTTTTATCATCATTTAACCACTGCTGGTAATCATCGATATTGCCAC
+TAAAATCACTCACTCGGCCGTTGGCAACAAGATAAAATTCATCAACACATGACTCTAATAAGAACCTATC
+ATGAGCAATCAAAATAATCGCGCCGCCAAAATCTTGTAATGCCATCACCAATGCTTGGCGCATTTCTAAA
+TCTAAATGGTTGGTCGGTTCATCTAGTAATAATAACTGTGGTTTTTCTAAAACAATCAAAGCCAGTACTA
+AACGCGCTTTTTCACCACCTGACATGGTTGAAACTTGTGATAACGCTTGGTCGCCACTAAAACCGAACTT
+TCCTAAAAAGGTTCGGGCTTGTGGTTCACCTAAAGCAGGTTTAGCACGTAAAATATGATCAACAGGACTC
+GATGGCGCATGCAATTGCTCTAATTGATGCTGAGAAAAATAACCTACGGTTAAGTCTTGTGCGCAGTAAC
+GTTCACCACCAAGTAAGGCAAGTTCACCGGCAAGGGATTTAATTAAGGTTGATTTCCCTGCGCCATTTCT
+GCCTAATAAACCAATGCGGCTACCAGGTATTAATGTTAAGCCAACGTCATCTAGAATAATTGCCTGCTCA
+CCATGATCAGATTTAGGGTAACCACACTGACTTTTATCAAGTGATAAAAGTGGGTAGGGTAAACTTTCAG
+GCTCTGCAAAGCTGAAGGTAAATTGGCTATCAACATGCGCTGGCGCTAAATCAGGTAACTTTTCTAAACG
+CTTCAATCGACTTTGTGCTTGTTTTGCTTTACTGGCTTTCGCGCGAAAACGATCAACAAAAGCGGTTAGA
+TGTGCAGCTTCTTTTTGCTGCTTTTGAAACTGTGCGTCTTGTTGTGCTAAATGTTCGCGGCGTTGGCGTT
+CAAAAGCGGTATAGTTGCCGCTGTATAATTTAGCGCGCTGATGCTCAATATGTAATATTTGACCAATAAC
+CGTATCTAGAAAGTCACGGTCATGTGAAATGAGGACTAAGGTACCGGTAAAGCGTTTTAACCATCGTTGT
+AGCCAGATAACTGCATCTAAGTCTAAATGGTTGGTCGGTTCATCGAGTAATAACAAGTCAGCTCGAGATA
+TTAGCGCTTGGGCTAAGTTTAATCGCATGCGCCAACCACCAGAAAAGTCTTTCACTGGATTATCAAGTTG
+TGATTGTAAAAAACCTAAACCATGCAACAACTCACCAGCGCGAGCTGGTAAACTGTATCCGCTGATGGTA
+TCTATTTTATTGATAATAGTGGCTTCGAGGTTACCGTTATCCATTATGCGGGCTTGTTCAAGCTCGTGCT
+CTAATTGGCGAAATTCTTTATCGCCATCCATCACGTAATCAAGTGCCGTTTGCTCTAACGAAGGAGTTTC
+TTGCCTTACGGTGGCAATATCCCAACTTGTTGGTAAAGCTAAATCGCCAGAGTCAGGTGATAAGTCACCT
+AATAGTGCGGCGAAAAGAGATGATTTTCCACAGCCATTACTGCCTACTAAGCCAACCTTGTGGTTAGGGT
+GTATAGTAAAGCTAGATGATTTTATTAGGTTTTTAGCCCCTCGATCTAAACTTAAGTCTGTGGCGATAAT
+CAATGGTATTTCCTCGGGAAAATGGCATAGTGAGGCAGAGATAATACCCACTAAAAAAATGCTGATGCAT
+TGTCGCTTTTCCTATGACCACAATTCAAGGTAAAATAGCGATAATTCTGGATTTAATGTCGAGCCTGTTG
+AACTTATACCAATTACACTAATAAATTGATCAGCTTAGAGTTGTATTAGCGAGCTTAGAACAAGCAAAAT
+TACTTAAACATATTCTATATTTCTTTAATTTTGAGCCGTTATTAGTTCGCTAATAAACTCCCGAAGGGCG
+ATTTTAAAAGGCTTACATGCGTCGTTATTTATTTCGACAAGGGAATAACCATTCTCTTCAATCAGTGCCT
+TGCCTCTAAGCCTTTTAATTCTCGCTAAGTGGGCAATTAATTAATATACTTGGTATTACATGTTGAAAAA
+ACTATCAACAAAGAACAGCAGAGCCTAATAAAAAGTAGTAGATAACTATGAGCAAAGCCCTAAAAAAGAG
+ATTTATCGCCGGCGCTGTCTGCCCTAAATGTAAAGCAATGGACACTATGGCATTGACCAAAGAAAATGGT
+GTTGAAAAAGTAACCTGTGTGAGTTGTGGCGAACAAATGGTGCAAACGGAAGAACAAGTTGAGAAGGTTG
+TTCGTGAAAACGAACAGGTGATTGGTGTATTTAAACCTTGATAACATGAATTTTTTTGTGGTATTGCGCT
+AAGGCGTTGTGATTAAACAACAGTTAGCGCATCAAAAACACTCATTGATAGTCATCAACTCCGTGCTTTG
+TTATCTCAAATTAAAAGTTTCTAATTAAAGGTCTTTAATTAAACGATACCGCTTCAAATACCATTGTTAG
+CTATTTATGGATAATAGTCTTGGTTTAGTAATGCGGTGGCGGTGGCTCAATTTCTTCGGCGTCACCCGAT
+AAGCTACCAGCATCTTTTAAACGATTAGCCACTAATTGAATTTGATGTTTAAGCTCTGAAATTTCATGTT
+GATGTGCAGCTAACTCTTCACTTAATTGATCAATGACATCGTCTTGAAAAACATTGCGTGATTCTAATGA
+ATCTACTCGTTCTTCCAGTTGCTGAATATAGTTGGCGTTTGTGCTGTGCGCACTTAAAGTTATTTCGTGA
+TTGGCCATGATTCAACATATCCTGATGAGCTTATCGTTAATAGATCGTTATTATCGCCAAATGCGACACT
+ATACACAACCGCTCCCGTAGGTCTTTTTGCCTCTTTAGGCGTAACAAACCAATGTGAAAGGCGTTTACCT
+GTCGCAATGTCCCAAACGCTGACTTTTCTGGTAGCGGCGCCGGTGATTAGTGTTTTACCGTTTGGAGAAA
+AACGTACGGTACTAAAAACCTCATGACGTTTTGTACCTTGCAGGCTACTAATACGTTTACCGGTTTTTAA
+ATCCCAAATATATGCACCTTTCATACTGTCGGCAGAAAAGGCATAACGAGCTTTAGCATCTAAGGCTACT
+TTTGATACCCTTGAGCTATGGTTAAATTGATAAACTACTTGCCCTGATTGAGTATCCCAAACATACGCGG
+TAAAATCATTACCACCGGATATAGCTACACGGCCATTGGGCAGCATATCTACCGAGTTTATTTTCTCTTT
+GTGACCTAAAAATTCTAACCGTCTTCCGGTATCAACGGCAACGTGCACCACGGTACCGTTGCTTTTTCCA
+ATAAGTAAGTAATCACCATTATTACTGACCGCTATATCTCTAATGTGAGACTCTCGCACTTTCCAATAAC
+CTTCAGACTTACCTGATTGCAAGTTCCACAGGGCAAAGTTATCTCTATTTGCTGTCAGTACATGGCTAGC
+ATTGTCACTAATATCAATAGAGAGTACTAAATTATCACTGGTGTTTTGTTCTTGCGCCCAGTTATATATG
+CGTTGGTTCTTGTCTAAATCCCAGACACTCAAACCATGATGAATAGATGAGATGACTGAAAACTTGGCAT
+CACTAGAAATCTGACCAGCATAGGCACCTTCAACAGACTGTTGCCAGCGTTGCAGTGGTTCTTGCGTTAC
+AGGCTTACAAGCCGTGAGTGTCGTCAATAAGACGAGCGGAAAAATCCAATTACAATTTAACAATATATTA
+ATACTTTTTTATTTGCGCATTTATCGTTAGTATAAGTTCTTTTTTGAAATTGTTTAGTGTTATCTGTACT
+TAAATGTAAAGTTTACCTTAAAGTTAAATTTTACAAGGTAACATTATAATTTTTAAGTTTTTAATTGGGG
+AAACTCTCCAATTGTATTGTATAAATGGAGATATAAATGAAATTGTTTAAGCCTACCTTAGTAGCCCTTG
+CCTTATTTGCCGTTGTTGGTTGTAACGAAAAAGCTGTTGAAGAAGTAAAAGCACCGGTATTAGATACTGA
+AGTGCAAAAACAAGCCTACGGCTTAGGTGCCTCAATTGGTATGTACATGCAACGTAACTTAGAAGAGCAT
+GACAAACTAGGTTTAACGTTAGATAAAGAGCTTATCGTACGCGGTTTTGTAGACAGCATTGACGGTAAAT
+CTGTTATCGAAAAAGAAGAAATTCAAGCCTTATTGATGAACCTTGATACTAGCATGAAAGAAAAACAGCA
+AGCAGCTGCAATCGCCGCTTCTGAATCTAGCCTAGCTGACGGCGCTAAGTTTCTTGAAGACAACGCTAAA
+AAAGAAGGCGTAACAGTAACTGAATCAGGTATTCAATACGAAGTATTAACCGCTGCCGAAGGTGATACAC
+CTTTAGCAACTGATACTGTTAAAGTTCACTATAAAGGTACTTTCTTAAACGGTGAAACCTTTGATAGTTC
+ATACAAACGTGGTGAACCAGCAGTATTCCCACTTAATCGTGTAATCAAAGGTTGGACTGAAGGCGTACAA
+TTAATGCCTGTAGGCGCTAAGTACAAGTTCACTATCCCTTCAGATTTAGCCTATGGTCCTAACGGTAACC
+CACCAAGTATTCCGGGTAACTCAGTATTGCAATTTGAAATTGAATTATTAGAAATTCAAAAAGCAGAAGA
+AGCTCCAAAGGCTGATGAACACGCTGCTCACTAGTTAGTTATTATAGATAATACTTTCGCTTATCTATAA
+TCAATACTAGATAACAATTTAAAGCCACCCGTAATCATTTACTGGTGGCTTTTTGTTTCCTGCATTTGAA
+TAATTATATTTAGCATTGGCCTTTATTATTTGCTTTATTAAATTCAATTCAATTAGCTATGAGTGATGAC
+TCAATGTGAGTAAATGTTCAAGAACAAGGCGCTTGATTGAGCAATAGTGGGCTATTGTGATTGAAAGCAA
+CGAAGTTATTGTATATTTATGCCATTGAAAGTGATTGTAATTGGTATAAAATACTTAAATGAAAAAACTT
+CTTATTATTGGCTATGTATGGCCTGAGCCTAACTCTTCAGCGGCAGGTAGCCGTATGATGCAGTTAATCC
+ACTTTTTCCAATCCCAAAGCTATCACATAACCTTTGCCAGCCCCGCGCAACAAACTGAGCACATGGTCGA
+TTTACGCGCTTTAAATATTGACGTTGAAAATATTAGCCTCAACTGCACTAGTTTTGATGACTTTATTAAA
+GAGTTACAACCTAATACGGTGATGTTTGATCGCTTTATGATGGAAGAGCAGTTTGGCTGGCGTGTAAGTG
+AACAATGTCCACAAGCGCTTCGACTATTAGATACCGAAGATTTATTTTGTCTTCGCAATGCTCGTCATCA
+AGCCTATAAACTAAAACGAGATATTACCGATGAGGACTTACTTACCAGTGACATGGCTAAGCGTGAAGTT
+GCCTCTATATTTCGTTCTGATATCAGCTTAATGATTTCAAGTATTGAAGTGGCATTACTAAAACGCTTAT
+TTAAAGTCGATACCAGCTTAATTCACTATTGCCCCTTTATGTTAAGCCATGCGCAGTTAGCACAAGAAAA
+CCCGAGTTTTCAACAGCGTGAAGATTTCATGGCGATAGGAAACTTCCGCCATGCGCCTAACTGGGACGCA
+GTATTGTGGCTAAAACAGCAAGTATGGCCACTTATTCGTAAACAATTACCTAACGCGAAACTCAATATTT
+ATGGTGCTTATCCGCCACCCAAAGCGACTGACTTGCATGATGAAAAATCAGGATTCTTGGTGAAAGGCTG
+GGTGGATGATGCAGTACTTGCCATGCAAAGTGCCAAAGTGTGTTTAGCACCACTGCGTTTTGGCGCAGGT
+ATTAAAGGCAAGTTAGCCGAAGCTATGTATTGCGCTACGCCATCAGTGACGACAGATATTGGTGCAGAAA
+GCATGCAAACTGATTTACCTTGGGCTGGGGCAATAGCCAATGATCCACAAGCCATTGCAGATGCTGCGGT
+AAAACTCTATCAAGATGAAAGCACTTGGCAAGTTTCTAGTGACTTAGGGCAACAAAATGCCATGTTAATG
+TATCAGCAAAATAATGTCTTAACTGAGTTAGCTGATTGTTTATCAAAACTGGAGGCTAATCTTAGCTCAC
+ATAGACAGGCGAATTTTATTGGTAGCATGCTGAATCATCATCATCATAAAAGTACCCAATATATGTCACA
+GTGGATTGATGTCAAAACGCAATTAAAAGTAGTCGAAGAGAAGATAGCAGAAGAATAAAATAGTGATTGA
+ACTTCAGGTTATAAAGACAGTTCAAGTATTCGGATAAGTCGCTGTCCTGTTTTGCTAAAGACAAATGTTC
+AAAACAAGCTAAAACACAATTTTATGACCGAACTTTGCTAGTGCAAAGCTCGGTTGGCTAAAGAGTATAA
+TACCGCCAACGCATAACAGTTATTTCAATGTGGTGACTATACCAATTCCATTAAATTTATTCCCAGCTCA
+GAGCTATGTCAGAGAAGCTATAACAAATAAAATTTCTGCTGACATAGTCATTCTATATCTAACAAATTTG
+TGCAGTTATTGATTTTCTGACAAGCTCCCAAGGGCGAGTACCTAATAAAAAATAAAGGCTTACATACTGC
+GTTATTGGTTTTGATAAGGACGCTGCATGGATGCAGCTTATTAGAGAATGCAGGAGCATATTCTCCTGAA
+TAACCATGCTCTTCGATCAATGCCTTGCCTCTAAGCCTTTTAATTCTCGCTGAGTGGGAAATAACTTAAT
+GGACTTGGTATTAGATATTAATCGACAAAAATTTGCATTTCTTCACCAATTTGTTTGCGCATTTCCATCA
+GTTTCACCGCGGACTCATGTTGTTTTTTATCTGCTTCCGTTTGAGGTTGCCATTGCGGCACACGTTCAGA
+TTGACCATTTTGATCAACTGCGACCATGATAACAATGCAGTGAGTAGTTAAACGACGGTTTAAGGATTTA
+GGATCGCAAGCGTTTACTTCTAGCGCTATATGTATTGATGAGTTACCGGTGTAAATAACTTTAGCTTCTA
+CTTCAACTAAACTACCAACATGAATAGGGGCAACAAAACGAATACCACCAGCATAGGCGGTAACACAATA
+ACGACCACTCCAACCAGCAGCACAAGCATAAGCAGCTAAATCTATCCATTTCATCACAGCGCCACCATGC
+ACTTTACCACCAAAATTTACATCTTGTGGCTCGGCTAAAAATCTTAAAGTTATGTCACGTTGTGGTGCAT
+TCATGAATGTGCTCTTTATCGTTAATGTGTTTAATTGTGGGGTTCTTAAGAAGATTGCTCAAAATATATT
+GTTAGTTGTTAATTAGCAAATAATATCTGTCAGTAAATTTTACAAAATTAGTCTATGGCTAAATGTTTTA
+CTTCTAATCTACTGAAAAACAGCGTTATTTTAATGTGGTTCGTTTATTGCAACTAGTGCATATATTCAAT
+TTTATGGTGAACTACTTAATGAACAAATTACAAAAAATTTTAATTGCGTTACCATTATCAGTTGCTTTTA
+CTAGCTCAGCTATTGCCGGTTTAATTTCTGAAGACTTTAATTCAGGCTCGCCTGCGGGTGTGAGCTTTTA
+CGGACCATCTTCTGTAATTAACCAAGAAGCGCAATTAACTCCATCTAGCAATAGTTTATTAGGTGGAATG
+TCATTTACTGATCAAGATAATGGTCAATTGATTGAAGCTTGGGATGCAAATTTTGATTTCCGTATTGATC
+AGAATGGTAATGGTGGAGCGGATGGTATTTCATTAACGTTTAGCCGTTTAGGTGATGTTGGTGCGGCAGG
+TGAAGAAGGTTTATTTTCAGGTTTAGCTATTGGGTTTGATACTTGGAGTAATGGAGAAGTATCAGGTAAC
+CATATTAGCTTACGTTATGACGGTGTATCATTAGTAGAGCAGAACATCTCGACTACTATCTTAGAAAATG
+GTGAAGTGCATAGTACTTCAATTTCTATGATTGATGGTTTAGTTAGTGTTTCACTAGATGGTACGTCACT
+ATTTACTCACGATGTTGCCAATTGGGCTGCTTATAGTGGTCAATTTAATTTTGGGGCTAGAACTGGTGGT
+GCCAGAAGTCGTCAAGTTGTTGATAACTTCATTGGTAGTACCGTTGCCGTACCAGAGCCTTCAATGCTTG
+CTATTTTTGGTTTAGCGTTGTTTGGTTTAGCACGAAGAAAAACAGTTAAAAAATAATTTATTTTTGAAGA
+ATTTATACCTCGATAATCCTTGCTACTTAGCAGGGATTTTTTTTGTCCATCATTATCTCATTTGACCTTT
+GAACCCTTTCACTTTTGAATTCCCTTCAAATAGTTTTGGCAAACTAGTTAACATACCCATTAAATAACAA
+AGAAAATAATTATTTACAGAACAAAATAATTAAATTAGAATGCGAACTGTTATCATTTGCATTGGTGGGT
+TATGGAAGTTTGGCAATCACTGCTATTAAAAGGTAACGATAGTTTTAACAAACTGTCGTTACCTTTAGCT
+GAAGAATATTATCATCAAGCCATTGAGTGTCTAGAGCATGAATGGCATGCCGATATTGAAAATAGTAACT
+TACTCATGGCATGGATTAGTGTTTTTCATAATTTGGCTGTTCTGTATGAAGAGCTAGGTCAACCAAAAAT
+AGCCTTCCGGTATTTACAAATTCCCCATCAACGCATGACAGAATTATCACAGCAATCTCAATACAGTGAT
+GATCTAAAGTTTGTTGCGTTACGTACATTAAAAATAACGTTAATGCCCTTGCTGGCGTTTAGTAAAAAAT
+ACCCTGCGTGCGATGGATGTTTGTCATCGCTTAAAAAAATGGAAATTACTGTCAATGCTAGCCAACCGGT
+AATGCATTAGGTTACTTACTAATAGGATATTACGATGAAGAAAGTTGTTATTATTTTTGCTGGCTTGGGA
+GCATTACTAAGTAACCCATTACTTGCCCACCCAGGACATGATCATAGTGCTTCTGGCTCAGGTTTAGTGA
+ACTTACTTTGGCTAGTGCCTGTTATTGTTGCCGCCGTTGTTGTGGTGTTTAAAGAAGTCACTGCCCCAAA
+AAGGTGAGCAACTATGATAGAAGGAGAGAATGATGCTTTACGATATTATTGCTAAATTTGATAAAAAACT
+ACACTTTCCAGTTGTTATGGCGCACTGCGACATTCCGTGCAAAATTTATGATCCTATCGGAGCACAAATT
+TCGGTACTGACTATCATTCGCATGGTGGACTTACTCAATGAATTAAAAGCCAAATCATCACTTACTTTAG
+ATGAACAAGCAGAATTCTTAAGACTGGTAAATCAAAAAGAAAACCATGGTATCAAAGTGAAAGAAGAAAT
+AAGCGTAATCTGGGGTGATTACATTAAAGCGCCACAATTAACGCAATTTCCAGAGTTACATGAATTAGTG
+CATAACATTATGTTAGCAAGTTCACAGGCAAAACAGCATATCAGTAAAGAGGCTGCGCAAATATTATTGC
+AGCAAGTAAACCGTTTTGCTGAGATCTTTTGGGCAACTAAGAAAGTCGCTACATTTAGCGCTATTTGTCC
+CTATCCACCTGAAGAATCCCTGATATATCCTAACTTACAGGGTTAACCATTTTATACGAGAGTAAATTAT
+GTTTGGTTTTCATTTTTGTAAAGTGACAGGGGTGAGCATGTCACCTCTTATTCCAGAGAACAGTTATATT
+TTTGTTGTGCCTTGGTTGAAAATATTTAACTTAAAAGAAGGTAATTTACTCAAGGTGTTTCACCCTCGCT
+ATGGCTACATTGTTAAGTCATTGGCGCAAGTAGATAGAAATGGTTTTTTTTGGCTAAAGGGCCATCATAA
+AACTAGCGTGCCTATTGAGAAATTAGGCCCGGTGGGCAAATCACAAATACAAGGAAAAGTATTGTGGGTA
+TTTCCGCCTACATAGATAAAAAAGAGTGGAGGGAGTTATAGCCAGCGATTTTCAATCGTGGCTATATAGA
+ACGACCAAGGGCTTATAGGAAGCTTAAACCCTTCTTTAAGGCTGATGCAGCGCCTTCATAACCACTCTTG
+TCTAAATAACTGCTAAAGCTATTGATTAAGCCAGGTACTTGTTCACTAGAAATGCCTAATTTGTCAAAGG
+CTGAGTTTAAGTAATCTAAACTCTCTGCTTTTTTACCGGCTTCGCCAGCACTTGATAATAAAGAACTCAT
+TGAAGACTTAGTTACTTTCGGCGCTTTTTCTACATAGCTTTGTGCATCAGGTACAGCTTTGCTGATGAGA
+GAAAAGTTTTCCGGGGATAAATTATCTTGCGCTACTTTAAGAAGTGAGCCAAAGCTAGCTGCTACAGTTG
+CTTCAGATAAATTTAATTGCTTCGCAGCATATCCGATCATAGCGCTTGTTTCTAATGGTACACCTATATC
+TTTAGCGGCCGTTTTAAGCTGCTCAGATGAAGATTTAGTAATGGTGCCTAAGTCGATGGCACTGGCTGTG
+AATGAGGTAAAGCCAGCTAAACTAATAAGTGCAACTGAGGCTGATAGGCATATAATTGATAATTTCACGA
+TTAACTCCATGTTAAAATTTTGTAATAGATTACTTTAACATGCTTACTGAAAAAATTTACAGGAATTGTT
+TATTGAAAGTATATAGCGTTGCACAAATAAAAAGGCCCTTCTCGAAGAGAAAGGCCTGAAATGCTCGCAT
+ATTGGTCTTGTTACCAAGCTTCTTATTATTAATTTTTTGTAGCTACTATTTTTTATTATTTTTAGTTTGA
+GCTACTTTTGTTTTCTTTCTGTCTTTGTTTTTATTTTTTGTTTTTATTATTGTTTTTCTTTAGCGCAGGC
+ATTTTATACCAAAGCCTTTTTACCACCGCAACAACTTTAGTAGAGCATAAACTCGACGATGCTCTTCGTA
+GTAGGCTTGTTCAACAGGCATAAACTGCTAACCTATTGATTCAAAATTCATTGATGAAAATCAAGTATAA
+TTTAGCGTATCAAAAAAAAAGTTATATAAATTGAACTTTTATATTTCAAAGGACTTTTATTATTGATTCA
+ACGGTAGTTTATTTTTTCAGGAGTGTTGATTTAGCGCATAGATCAAATGGCTGGTCGATGCTAAACTGCG
+CAACATAAAAACCATTAACGAGATGCTTTTCAAATAGCAGCTGTTAAATCACTAAATTAAATGATTCATG
+GTGACACTATTACGCGTAAGTAATTTGTCTAAGTGATTACAAAGCATAAGATAAGAGGAACTATTGGTGA
+CAGAATTAAAAAATGATACCTATTTACGTGCGCTATTAAAGCAACCAGTAGATTACACGCCGGTATGGAT
+GATGCGTCAAGCGGGTCGTTATTTACCAGAGTATCGTGAAGTACGTAAAAATGCCGGTGACTTTATGTCG
+GTATGTAAAAATGCTGAATTGGCTTGCGAAGTAACTATTCAACCATTACGTCGTTTCCCATTAGATGCTG
+CGATTTTGTTTAGTGATATTTTAACTATTCCTGATGCTATGGGTTTAGGTTTATATTTTGAAACAGGTGA
+GGGACCAAAATTTGAACGTCCTATTACATGTAAAGCGGATGTTGATAAAATTGCCGTACCTGATCCAGAA
+GATGAATTAGGTTATGTAATGAATGCCGTGCGTACTATTCGCAAAGAACTAAAAGGCGAAGTACCGCTGA
+TTGGTTTTTCAGGTAGCCCTTGGACATTAGCAACCTACATGATTGAAGGTGGTAGTTCTAAAGCTTTCAC
+TAAAATTAAAAAGATGATGTTTGCTGAGCCACAAACCTTACATTTGTTACTTGATAAGTTGGCTGACTCA
+GTCATTAGTTATTTAAATGCCCAAATTGCTGCAGGCGCGCAATCTGTAATGGTATTTGATACTTGGGGCG
+GCGTATTATCTCCACGTGATTATAATGAGTTTTCATTACAATATATGGCGAAAATCGTTGATGGTTTAAC
+GCGTCATAATGAAGGTCGTCAAGTGCCAGTGACATTATTCACTAAAAATGGCGGTATGTGGTTAGAATCT
+ATCGCGGCAACTGGTTGTGATGCAGTTGGCCTAGATTGGACCATTGATATTGAAAATGCAAAAGCACGTG
+TTGGTGATAAAGTTGCTCTACAAGGCAATATGGATCCATCAATGTTATATGCACCATTGCCACGTATTGA
+ACAAGAAGTTTCAAAAATACTATCAGGCTTCGGTGAAGGTGGTACAGGTCACGTATTTAACTTAGGCCAT
+GGTATACATCCAGATGTGAATCCTGATCATGCAGGTCACTTCATTGAATCAGTACACCGTTTAAGTAAGC
+CTTATCATAAATAAGATGCTTTAATTATCGCTGGAATATAAACCCAGCTTTATAGTAAATAAAAAAAAAC
+CGCTATTAACTTACTTTAAGTAAATTAATAGCGGTTTTTTATTGCTCTATTTTAATCGGTAAATAGAATT
+ATACCAATTCGAATAAGTTTCTTATTACTCAGCGAGAGTTAAAAGGCTTAGAGGCAAGGCATTGATTGTA
+GTGAATGGTTATTCAGGAGAATATGCTCCTGCATTCTCTAATAAGCTGCATCCATGCAGCGTCCTTCTCA
+AAATTAATAACGCAGCATATAAGCCTTTTAAACTGGCCCTTGTGGAGCTTTTCAGCGATTCGATAACCGC
+ACAGGATTTTTTTCATATAGAATAACTATAGGCAAAAAAATTCTATTTGTTCTCAAACCGCTGGTAAGCT
+CGGAGTGGGAACAAACTTAATGGGATTGGTATTATATTTTTGTAACTCCCTATTAATTTTTTCCCTTGCC
+AAGCTTCTTATCCTTCAATGGGGGTGTGTTGCGTTTGTCTATTTACACCTTCTAAACTCAGCATTTCATA
+AATTAATACCGAAAAACATACTCTGTTACATTGTTACTTCGTTCATAATATAAAAGTCATTTCCTATTAA
+TTATCAATATCTTGAATGCCTTTGTTTAATCGTTAAGGTCTTGTAGTACGACAAAAAACTAAAAATTAAT
+AATAACTGTACTTGTGTTTCGGTGTGCTAGTGATGTATAACACTAGTATCTTTTTGGTATTATTCAAGGA
+ATAGGGCATGACACCTCAATGGGATCCAGAAAAACCAATCTACCTACAACTGTATCAGCAAGTAGTCACT
+CGTATATTGGATGGCTATATCAAAGAAGGAGAGGCTTTACCTTCTGTTAGAAAGGTAGCTGCTGAGTATC
+AGCTTAACCCAATGACTATTTCAAAGGCGTATCAAATGTTACAGGATGAAGAGGTTGTAGAAAAACAACG
+TGGTAAAGGTTTGTTTGTTATGCCTGGAGCACAAGTTTTGATGCTAGACAGAGAACGTGAAAGCTTCTTG
+TCACACCAGTGGCCAGAAGTATTAAAGCAAATCACTCGACTTAAACTCTCGCCAGAACAACTATTAACCA
+GCAGCTGGGACGGGTAATTATGAACTCACTAATTTCAGTAAATAATGTCAGTAAATCATTTGGCAACAAG
+CAGGTGCTTTCGTCAGTGAACTTTTCTGTTAACGCAGGACAAATTGTTGGTTTGGTTGGACCTAACGGCG
+CAGGTAAAACTACCTGTTTACAAGCTATATTGGGCTTGACCGATTTTGAAGGTGATATCAGTGTTCTAGG
+TCATCATCCAAGAAAAGATCGCGTTAACATGTTAAATGATGTCGCTTATATTGCCGATGTAGCTATATTG
+CCTAAATGGTTAAAAGTTTCACAAGCCTTAAGCTATATGCAAGATATCCACAAGAATTTTAATCTAGAAA
+AAGCCCATGAATTTTTAGCAAAAACCAATATTGCGTTAGGCGATAAAGTTAAAGCTTTATCTAAAGGTAT
+GGTGGCGCAATTGCATTTAGCGCTGATTCTGGCCATTGATGCCAAGGTGTTGATTTTAGATGAACCAACC
+CTAGGTTTGGATATTCTAACTCGTCGTCAGTTTTATAATCATTTATTAGAAGATTTTTATAACGAAGATA
+AATGTATTGTGGTTACTACTCATCAAATCGAAGAGATTGAACACATATTGACAGACGTTGCTTTTATTCA
+GGATGGGAGAATAGTATTGGCACAAAGTACTGAGGAGATAAAACAGCGCTTTAATATAGTGGCAGTAGCT
+AATGAACAGTTACCTCAAGCGGATGAACTGAATCCTTTATTTAAAAATAGCATGATGGGATTAACGACCA
+TGTTATTTGATAATCAAGATAAAGAAACGTTACAAGGTTTAGGTAAAGTATCAATACCGAGCTTAGCCGA
+TGTTTTTGTTGGTGTGATGAATAAGGAGACTTGTTAATGAATACAACAATAATGAAAGCCTCAATTAAAA
+AAGAGTTGTGGGAATTTAATGGCATGCTGACTTGGGTGCCAGTGACTTTAGCCGGAGTCTTTATATTCAT
+TCCTCTACTTGGTGTGATATTAAATGGCGTTGATATGAAAGAGTTGATGGTAGGGCTGGAGAATTTAGCT
+CAATTTCAATCATCTGATCGTATCAGTGAAGTATTTTTTGTTTCTGCGATAGCGCTGTTTAGTCCATTCA
+TTGCAATAGGCTTTATTGTGCAAGTTTATTATTTTGTTACCTGCTTATTTGACGAAAGACGAGACCAATC
+AGTGATGTTTTGGCGTTCGTTGCCTGTGTCAGATAAAATGACTATTGCCAGTAAAGTATTAACCGGTGCT
+ATTGTCATTCCAGTGATATTCTTTATGGCAGCGACATTGCTGATGTTATTTATATTGGTACTGGCAGTGA
+TTGCTTGTTCAGTATTATCTATTGGGTTTGATATTTCATTATGGGGCATGCTGGCAGGCGCAGACATAAT
+AAGTGGCGTAGGTTATATTTGGTTAACACTCGTACCAATCGCTATTTGGTTATTACCTCTGTACAGTTGG
+CTAATGTTGGCATCTATTTACGCGAATAAAGCACCTTTTTTATGGGCGGTATTACCGATAGTCGCGTTAT
+TGGTCATTGAGGCAATTGTGGTTCATTATCTACACTTATCGCAACCATTCTTTGGGCATTTCTTGATGGA
+TTATTTCTCTATGACTCCTGAACATCTTGCTGATGTATCAGTCGATCAAGATGCGTCACGCTCAGCAACA
+TTACTGATGTTAATTTCTCAAATTGATTATCGAACAGTATTGGTTTCTGCGGGGTTATTATTCACCACTT
+ATTGGTTTAGAGTGAATAAGCAAGAATCATAATGAGTGATTTATGCACTAAAAGTATATTTAAATCAGAT
+GATTAAGTAGTTAATGCCAATGTACTCGTTACCCTGTATATTGGCATTTTTTATAGATAACAAACGGTAT
+TCCTACCGGTATTCTTAGCTTGATATAAGGCTTTGTCTGCACGAGAAAATAACACATCAAAGGCCTTGTC
+GCTGGCGATAAGACTTGAAACACCGATACTCACCGAAAGGTTTATTTCTCCCTGCCAATCACCAGTAATG
+ATTAACCTGCTTTGTTCTTCTTTAATACGCTCTGCAAAAGTCATGGCTGACATCGCCGAGGTTTCAGGTA
+ACAGAATAGAAAACTCCTCACCACCGATGCGCGCTAGAATATCTGTTTGCCGTAAACTCGCTTTTAATTG
+CTTAGCAATTTCTATTAATACTTGGTCACCCGCAGGGTGACCAAATTGGTCGTTGATGCTTTTGAAATGA
+TCAATATCAATGGAGATCAGTGTCATAGACAATGAATAGCGTTTTGCACGTTGATACTCTTTTTCTGCTT
+GCTCAATGAAAAAGCGTCGATTATATAAATTGGTTAATGGGTCAGTATTGGCAAGTAGTTTAAATTCTTC
+TTTAAGTTTGAATAGTTCGGTCACATCAGTTGAAAAACCGATTAATGCGGGTAATTTATCTGGCCGATCA
+AAGGGGACTTTAGTGCTGATGTAGTGACAGTTATCACCATTTTCACCATGAGTCGTTTCTTCAATGACCT
+GTTTTTGATTGGTTTCAAAAACCTGCTTATCTGATTGGTAAAAATGTTCGGCAATTTCTTTGGGTAAAAT
+ATCAGTATCTTTTTTACCTATGATGTTCTCGGCCTTATCGCCAAATAACTCGGCAACGCGATTATTCACA
+TATAAAAAGGTACGTTCACAGTCTTTAACATAAATATGGGCATCTATATTATTAAGCATGGTCTCAAGTA
+AGTAACTTTGTTCATTGACTTGTTCTTGTAGTTGTTTTTCTACTGTGATGTCTGTCGATATACCACAAAT
+GCCGTTTACATTACCTAAATGGTCAAAAAGTGGTTTTTTGACCACTTTAAATATACGGGTTTCATTTTTC
+GCTCTGATAAAGTTACTTTCTTCATTTTCAATGCGGATTACTTGATCCATCACCATACGATCGTTTGCTT
+TTAATTGTTTAGATAAAGCTAAATCAAAAAAGTGAGTATCATCAAAACCAATAACATCTGCTAAGTTTTT
+TTCAAATAAATCTAAAACCGCTTGGTTTGCATAGGTGTATTTTCCCGATAAATCTTTGGTATATATAAAG
+GAATCGATACTGGCTAATATCTGATCTTTAATGGTGTCATCAGCGTTGTTTATGTTTTTTTCTTTACTCA
+AAGTATTCGCCTTAGGTAGAAGAGCTAACGAATCACAACCCAAATAGCTATGAATTGCTAAGTTATATAT
+TAGCACATATAGATAACTAGCAAATTATCTGACCTTGCTCTTGGCGGTATTTTTAAGTGCAGTTAAGCGC
+TATGCTTTGTTTTTTCAGCTTTGTAGACAGAGGCGCATGCCTTACTCAGATTTTTCAAATACAAAGTGGC
+AATAAAAAAGGCACTTATTAGGTACCTTTTTTTTGTGTGTTTAACTTATTGTTAAACGTTATTCATCCTC
+AACTTCGTAAGCACTAAAGTCAGTAATTCCCTTTGCTTCAAGCAAGCGTCTGACACTTGCAGGTAACTTC
+TCATTATTATCTTTTGCTAAATCTTCATCATCAGGCAGGGGTTGCCCAGTAAATGCATGTAAGAACGCTT
+CACATAACAATTCACTATTTGTAGCATGGCGAAGGTTATTTACTTGGCGTCTAGTACGTTCATCTGTCAA
+CACTTTTAAGACGCGCAAAGGAATAGAAACGGTAATTTTCTTTACTTGCTCGCTCTTTTTACCGTGTTCG
+GCATAGGGATTTATATACTCTTCATTCCACTGAGCCATCGATATTCCTCTATCTTGTTATAACGTATTCT
+AAAATGTAATAGTATAGATTTTACCTGTTGCATAAAACCAGTCAAGTAGAAGTTTAGAAGTCTAAAATTA
+CTTGACCCAATTAATGAAAGTGTTTAGAGTTATAGACGTCCAAACATCTAAACGCTGATGTTGCTATATA
+TCGGCGTTATTACTGATAAAACATGCGAATTAAACACTGCGTTTCATTACCTAGCATAATTAATGGAGAG
+AACTAAATGTCGATTACTAAAAAAGGTAATATTACCACTTCGGCAGTAAGAGCCGGTATTAATACCGACC
+AGCAGCATGGCGCTGTGGTTGCTCCTATTTACCTATCCAGTACCTATTCATTAAAGGGCTTTAATAACAA
+ACGCCAATTTGATTATTCTCGTACGGGTAACCCAACACGAGCTACTTTTGCTGGCGCGATTGCAGAATTA
+GAGCAAGGCAGTGTTGGTATTGTTACCAGTACTGGCATGGCAGCAGTGCATTTAATTTGTCAGTTATTAT
+CTACCCAAGACACGGTCGTCATTCCTCATGATTGTTATGGCGGTAGTTTTAGATTATTTACTCATTTAGC
+TAAACGTGGTCAATTCAAGCTTATTGTTGTGGATCAAAATGACCAACAAGCACTGGATAATGCGTTAGCA
+CATAAGCCAAAATTGGTGTTACTTGAAAGCCCAAGTAATCCTTTATTACGTTTGGTAGATATTGAAGTAG
+TAACCAAAGCGTGTCACGCAGTAGGTGCATTAGTCGCGGTAGATAACACGTTTTTATCTCCAGCGCTGCA
+ACAACCTCTTACGCTAGGCGCTGATATTGTTTTTCACTCAACCACTAAGTACATTAATGGTCATAGTGAT
+GTAGTGGGCGGTGTTGTCGTTGCTAAAACCGAAGAGTTAGGTGAGCAGTTAGCGTGGTGGGCGAATTGTA
+TTGGTATTACCGGCAGTGCCTTTGATAGTTTCCTCGCGTTACGTGGTTTAAAAACATTACCGGTGCGAAT
+GAAGCAACACCAAGAAAATGCGCTACGAGTTGCTGATTTTTTAAAAAATCACGATGCTATTGATGCGATA
+TATTTCCCAGGTTTTCCTGAACACACAGGTCATCATATTGCCAAAAAACAGCAGTATGGCTTTGGTGCAA
+TGTTAAGCTTTGAAATAAAGGGTGACGTTGAAGCGGTTAAAAAATTATTTGAAAACCTCGAATTGTTCAC
+CCTTGCACAATCATTAGGTGGTGTTGAAAGTCTGATCAGTCACCCATCAACTATGACGCATGCAGGTATG
+ACAATCCCAGATCAGCTTGAAGCGGGGATTACTCAGTCTTTAGTACGTATATCTGTAGGCATTGAAGATA
+TTGATGACATATTAGCTGATTTAGCACATGGTTTAACGCAGAGCCAACTGTAATAACAAACAGATTAGCA
+GGCAGAGAGATGAAACAAGAGAATACGATTGTAAATAAGGTCAACGAAGATAAAGCAGTGTCTAGCAACG
+AAATTGCAGATATTGATTTTATTGCTGAAGTAGCTGCAGAAAATAAATTGGCTAAACATGCTATTCAAGT
+ACATAAATTTGGTGGTAGTTCATTAGCAACGCCCAAATGTATTAAACGTGCGCTTGAAATTATCCGTGAA
+AATTGTCAGTTAAACGATATCGTTGTGGTCTCAGCTAATGGTAAAACAACTGACCGTTTATTTGCTCTCT
+ATTCTCTGGTCGAACGAACCATCGCAGAAGATACAATACAAAAAAGTGATGAATTAACTCAAGCGATTGA
+TGAGTTAGCGAAAGAGCAAGCGCAACTTATTACTGAATTATTGAATGCTAATAATACCAAGCAATTATTG
+CTTAGGTTGCATAAAGACATTGAGCAATTAACGACTTGGTTAACCGCGGATATTGTTCAGCATCACAATG
+ATGTTTTAGCCTTAGGTGAAGTATGGTCAGCAAGATTGTTGTCGGCGTTACTTAATGAGCAAGTTTGCCC
+AAGTAATAGTATCGACTCTCGTGATTTTCTTGTTATCGATAATGAACAAAGTTGCGTAGTTGATACTGCG
+CTAAGTGCTGCACAATTAAGACAAAGACGTCAGTTTGGTAAGTTAGCGGTTATTACTGGTTATATCAGTA
+AAGATTCTCGTGGTAAAAGCTGTACCTTAGGCCGTAACGGTAGTGATTACTCCGCGACTATTATCGCGTC
+TTTAGTTGCCGCTGGAAATGTGACTCTATGGACAGATGTTGATGGTATTTACAGTGCCGATCCTCGTGTT
+GTTCCTAGCGCTAGAAAATTACATCGTTTACCCAATGGCGTCGCAAAAGAACTAGGCCGCTTGGGTAACC
+CCGTTTTGCATGCTAAAACCTTATTACCATTGATTAACCCATTAAGTGAGCATCATACCCATCTGCATGT
+CGCTAGTAGTTTTGATGCCCAAGTCATCGGCACTGAAATTGGTAAGTTTGGTCAGATTGCTAAGCAAGAG
+TTATCTGTAACCTACCTTAATGATTTATTGCTAGCGCAATCGGTGAGCTTTATAGGTGAAGCTGCAACTA
+GGGCGAAGGCTGAGTTTTCCCCTATCTGTATAGATGACCAAAAGGGCTTTATGGTCATCACACAAGGACA
+ACAAAAAGCCTTGAGTGATTGGTTGGCGAGTCATGATGTTGAAATTACTTTTAAGCCGGTTGCTATTATC
+GCAACCGTTGGCCATCGCGTAGCTGAACGTGGTGATATCAGGGCGCGCTTTAAACGCTCATTAAAAGCCG
+CTAAACCATTGAACTTGGTTGGTAGTGATAATAATCATAGCGTGATTGCTATTTTACCTGAACCTTGTTC
+AATTGAGCTCTTAAATACAGTGCACCATGAGATGACAAAAGATGCTCGTCATATTGGCTTAGTTGTTGCG
+GGTATGGGCAATATAGGCGAACGTTTTTTAGAATTATTACCCGCGCAGCTTAATAAAGTATACGCGTTAG
+AGAATTTACATTTAGTTGGTTTGCTTTCATCGAAAAAAGCGTTAATTAACAATGATGGTATTGATGTAAA
+CCAAGCAACTTCATTGTTTGCTCAAGAAGCCCAAAGCTATGATCACGAACAGCTTATTTCTTGGTTGACC
+CAAAATCCATACGATGAGTTAATTGTGGTAGACATCACGCCTAGCGAAGATTTTAGTTTATTGTATGAAC
+AGATGTTTGCTCTAGGTGTACATGTGATTGGTGCCAATAAGTGGGCTGCTTCAAGCAGTACAGCTCATTA
+TAATAATTTAGTCAATACTGCGGATAGTCATAATAGTTTATGGTTAGGCAATACTACGGTAGGTGCGGGT
+TTACCAATCAATTATGCTATTGATGACTTGCGTCAAAGTGGCGATAGCATCAGTGAGTTATCAGGTATAT
+TTTCAGGTACGCTCTCGTGGTTATTTGAAACCTATGATGGCAGTTCAAAGTTTTCAGAGCTGTTATTAAA
+TGCTTTGGCACAAGGCATTACCGAGCCTGATCCTCGAGAAGATTTATCAGGTAGAGATGTACAGCGTAAG
+TTACTCATTTTAGCGCGAAAAGCGGGTTTTGAATTAGCATTAGATGATATTGATTGTCAAAACTTAGTGC
+CAGAAGCATTACAAGCTTTATCAACTAGTGAATTCTTAGCCAGAGCTAATGAGCTAGATGAGTATTTTGC
+TACCGCGTTATCTGAAGCGAATCGTAAAGGTGCGTGCATTCGCTATGTTGCTCGTTTTCAGCATAATCCA
+GAAACAGGTATTAGTGCAAAAGTCAGTTTAGAAGTGCTGCCGCAAAGTGATGCTTTTGCCAACCTAACCC
+CTTGTGACAATATTTTTCAAATCAGTAGTCATTGGTATCAAGATAACCCTTTGATTATTCGTGGTCCCGG
+TGCTGGACGTGACGTCACGGCTGGCGGTTTACACTCAGATCTCGTTAAGATTTGTCAGCAGCTTGCTCAT
+AAACAAAGTCAAGTGAAGATAAAGGGCATTAACTAGAGATTACGAGTGACAAAGTGCTGAAAAAACCAAT
+GTTTTATGCCGTTCATTAGGTGTTTATCCTCAAAAGTAAACTGTTATTATCTTGATTCATAATGTTAATC
+AAATCATTGTGAATCAAGGTAATTGTCCTTTCTCTAAGTATTGCTTTTAGTAATAATTCCTAGCATGATA
+GATATTATTTATTCACTCTAGCGGTGCAATGGCTAAAGATACCCCCCATCAAACACATTACACACGACAA
+ATTCATCATTTGTTGGCCAAAGTATACGGACGAAGTGCGGTTAAAGACTCTTTATTAGACCGCGCCGTTG
+GCTATTTTGAGCAAGAAGAATTTACTCCTTCAGACGAGAAAAAATCTGCAGAAGAGTCTCCTTTAAAATT
+AATGGAACGTACCGAGAGACATGCGAGTTTATTGGCCATTTCGTTAACAATCATAGAGCTCGCGGAAGGA
+GATAGTTATGCTGAAAATAACCGAAAATCAGCCCAATTCCTCGGTACTATTCAATTATTAAGTCCAACTG
+AGGGTAAACGTGTCGCCACGAGTAATGAGCAGAGTAAATCGATTTATAAAGCGTTATTATGCTTACGATT
+ACTTGACCGTTTAATTATTGATGGTCAGATGCGTGAGCCTTATATTAATAAGTTTTTAACCGATATCTCT
+ACTGAGCAATTTATTGATTTTGCTAATCATGATGCTGAAAAATATCAACGCTTTGTCGCGCAAGTTAAAG
+TGCCACTGGTTATAGCGGCGTTATTACAAGATATTGGTAATTATCACCCAAAAGCGCAAACTATACTGTG
+CGGTGCTGAGGGAGGATTAGACCCTTTTCGCACCTTAGAAATTAAGCAAAGAAAAGAATTACTACAAATT
+AATTATCGTGAGACTATAAAATACATCAGTGAAGGGATTGGCATTCCTACTTTTGTTGGTAATACAAAGG
+CAGAGCGAGAGCAATTCTTTTTAGATGAAAAAGATAAATTAGCTTTCATAAAACAATTACTGAAAAGTAG
+CGTTAATCCAAAAAATACTATTGGTAATATACTCAAAGTACCGCAAATTTACACTTCGATAATTTTATCT
+ACCAAAGCAAGTTACAACTACAAGTTATTACCAAAAGTCTTTCAGGTATTAAATAAAAATGCTGAGCTTG
+GTGCTTGTGCACAAAGCGTTGTTGATGCCTTATATAAAATCACCGGTATGTTTCCACAGGGTTTTGGTGT
+TGTTTATATGCCGTTAGGGGAATTTGGTGACCACAGCGATTGTTATGAATATGCCATTGTAAATAGGCTT
+TATCCAAAGAATCCAGAGCAGCCTAATTGTCGAATGGCCACACGACAATTAACATTTATTGGCTATGGCC
+AAAATAGTGTCATTAAAAATACGAGTAATTTATATTTCACTCAAACAGCGAAGAAGTTGGCAACTTTGAG
+TAAAGAGCGCTTGAATGAAATATTAGCGTTATTAAGTTCAAACTCCCAAGAGAGGCAACAGTTAGATTTA
+TTACCGCGTTGTTGGCATGCTAATGAGTACTTCTCAATTAAGGCCAATCAAAATCTTTGGAATAACATTG
+AGTCATAATACTTTGAGATAAAGTGATTTTACATAAGGATATGAAATAATGACAAATAAAGTAAAGAGTA
+AGCGTATTGCGGCAATTGATTGGATGCGCGGTTTTGTCATGATCATCATGGTGCTTGATCATGTATCAAT
+GGCCTATAACAAAGAGCATTTATCGACCGACTCTGCAGCCAGTTATATAATAGGCTCACCGCTGCCAGCA
+TTTGAATTTTTTACCCGTTGGATAAGTCACATTTGCGCACCCGTATTTGTCTTCCTTGCTGGCACCGCTT
+TAGCTATAAGTGTCGAACGAAAGCTCTCTCGAGGTTTTGACAGCAAAGCGATTGATAAAGATATTTTGCT
+TCGTGGTGCTTTTATTGCGTTACTCGATCCAACAATCACTTCATTCTTTTCTGGTAAGCTTATTTTCCAA
+GTACTTTATGCTATAGGTATTGCCATGATGTGTATGGCTTTCTTTCGACGTTTATCGAGTACACAGCTGC
+TCATTATTGCCATGGCTTGGATTTTAGGTGGTGAATTAGTGACTGCTCAGTTTTGGTTTGCTGGAGGACA
+GGAGCAATCAATCATTGTTGCTTTGTTAATCGGTAAATATTCCTCAGCAGATTTAAGTATTTCTTACGCC
+CTCGTACCTTGGCTATCTGTGATGATACTGGGTTGGGTGTTTGGTCGGTATATTCTAGATTATGGTGATG
+GGAAAGTTACCATTAGCCCTGCCAATTTACTGTTCCGTTTAGGTTTCACCGCGTTAGCTGCTTTTATTGC
+TATCCGTTACTTTAATGATTACGGCAACATGTTCTTATTAAGAGAAGATAATAGCTGGCAACAATGGTTA
+CATGTAAGCAAGTACCCACCTTCGGCGAGTTTTATCATGCTTGAGTTAGGACTTATGGCGGTTATTTTAG
+CGTTAATGATTAAAGTTGAACAGCGCATAGGTGTGCGACCTAATGGCGTATTGCTTGTTTTTGGGCAAAC
+CTCAATGATGTTTTACTTAGTGCATCGAATCTTCTTAACGGGAACCGCCACCTATGGAGGTTTGAGTGAT
+TTTACTAACCTTACAAATACCTACATTATTAGTGGCGTATTACTGTTGCTCCTTTTTCCATTTTGTATAT
+GGTATCGAAGCTTTAAAGTTAAGCACCCTGATTCACTTTGGTTGAAATACTTATAAAAAAGCTAAGGAAA
+CGCAGTCATAGCAATATTATGACTGCACTTTTGCGGGAATGTATCTTACCTATAAACAGTAATGTTGGAT
+CATTTTTGTTAGCAGCTTTTCGGTTTTATCAATTTCACTATGCGCTAAAAATTCATTAGGTTGGTGGGCT
+TGATCGATTGAGCCAGGGCCAAGCACTATGGTTTGACAGCCAAGTTGCTGAATGTAGGGGGCTTCTGTGG
+CGTAATTAACAGCACAACAACTATGGCCACTAATCTCTTGTGCAATATCAATCAATGTACTGGGTTTCTT
+TTGCTCAAAACTTGGTGAACTTGGATGCATTTCTTCAAAACTAATTCTACCTGGGTAAAGTTCTGCCAGT
+GGTTTAAGTGCCTCGCTCAGCCAGTTAATCAATTCATCATCACTCATGCCTGGCAGTGATCGTAAATCGA
+TATCTAAATGACAATGCCCACAAATTCTATTGGCATTATCTCCACCAGAAATAGCACCTAAGTTTAACGT
+TGGTGCCGGAACATCAAATGCTTGATTTTCATAATTGAGCTGAAATTTTTCTTTTAGCTCTATTAACTGA
+CCAATGACCTTATACATTATCTCTATGGCATTAATACCTAGGTTTGGTTTGCTTGAGTGGCCAGATTTAC
+CTTCGACACTAATACGATGTGACATGTGACCTTTATGCATAACCACAGGTACCAAATTGGTTGGCTCACC
+AATAATGGCTACATCAGGTTTTATTGCCTGACTTTTAGCGAAAAAGCGTGCTCCTGCCATGGTTGTTTCT
+TCATCTGCGGTGGCAAGAATGTATAGAGGTTTTTTAAGTTGGTCAGCTCTTAAATTTTTACAAACTTGCA
+AAATGAAAGCGAAGAAACCTTTCATATCACAGGTACCTAAACCAAAAAATTTATCGTCTTGATTTACGAC
+CGTATGAGGATTAGATTGCCAGCGGTTTTCATCAAAGGGAACTGTGTCACTGTGGCCTGCTAGTAATAAA
+CCACCTTCACCACTCCCTAACTTGGCAAGTAAATTAAATTTATTACTGGTGTTGGGTACTGCTTGAATTT
+CAATGTTAAAATCGAGTTGCTCAAACCAAGTTGCCAAGAGTTGGATCACCTCTTTATTGCCTTGATCCCA
+GCTCGGTTGTGTGGAGCTGATCGAAGGGCAGGCGATTAACTGGCTTAAACTTTGACTGAAATTAGGCAGT
+TGTGTCATATAGAACCTATAAATTGAATATTTACTTAAATACTTATGCTGATTAGTTGCATAACTACCCA
+TGTAGTGTTACTTTATATTACTAGTGTAAATAACATGCTTTCATAAGGCTACTTCAAAAATGACAAAGGC
+TATATTAGATTCGAATAACAGTGTACAAAAAGTGGCGATTATAGGCGCGAGTGGCTATGCTGGCGCAGAG
+CTTGTGGGCTTATTATATAAACACAGCCAAGCACACATTTGTCATTTAGTTGTCTCTGAAAATAGTAGTT
+CAGAAGGAAAGTTATTTAGTGAATTACACGGCAGATTCCAAGGGATTTGTGATTTACCGTTAGAAGCATT
+TTCTGCCGCTTGGTTTGATGAATACGCAGCGAAATTGGATGTAGTGTTTTTTGCCACTCCTCATGAATTT
+AGTGCCGATTGGGCGCAAGCGTTTGTAGAAGCAGGTGTTAAGGTGTTTGACCTTTCAGGTGGTTTTAGAC
+TAAAAGATGCTGCAGATTATCCAAAATATTATGGCTTTGAGCACGCTAATATCGACGCATTATCATCGGC
+TAAGTATGGCTTAGCTGAATGGCAACACGATGAGATTGCTAATACAAATTTAGTTGCTGTTCCTGGTTGT
+TATCCAACGGCAAGTTTACTTTGTTTAAAACCGCTTACCAGTAACAATTTAGTGGTAGAAAATTCATTGG
+TTGTGGTTAATGGTATAAGCGGAGTGAGTGGTGCAGGAAGAAACGCATCATTAGCGACTAACTTTAATGA
+AGTGAGTTTAAAAGCGTATAACGTATTACAGCACAGACATCAGCCAGAAATATCACAAGAAGCCGCTATA
+GATGTTATTTTCAGTCCGCATTTAGCGCCCTACAAAAGAGGGCTTTTAGCAACGGTCACTTTGCAACTTA
+AAGCTGGGGTTACTACTGCGCAAGTACAGCAGGCTTTTCAACAGGCATATAGTGATAAGCCTTTAGTCAG
+ATTAGTAGCAAGTTGGCCAGAAATAGGTAATGTTGCTCATACACCATTTGCTGATGTGCACTGGCAGTTT
+GATGAAGACAAGCAAGTTGTGGTGGCGAGTTGTGCTATAGATAACCTACTAAAAGGCGCCGCTTCACAAG
+CCGTACAATGTTTTAATATTTCACTTGGCTTGGCCAGCGAATACTCATTAATCAGCACTTGTTAATATAT
+ACCTATTAATAAATACTCATGAAGCAAAACGTAAAAAATTAGCGATAGCACCGAGTTAAGGAATAGTAAT
+GAATAACCCAGTATTGAAACCATTAGTCATTAAAATTGGCGGCGCCATTCTTGAAAAAGAATCCGCGCTT
+AATGCCTTACTAAACGTAATTTCACAGCTGAAAAATAAACAAGTGGTTTTGGTCCATGGCGGTGGTTGTG
+TCGTTGATGAAATGTTGGCTCAAGCTGGTTTTACTACCGAGAAAAAACACGGTTTACGTGTAACCCCAAA
+AGAGCAGGTAGGCTTGATAAGTGGTGCTCTTGCTGGCACGGTTAATAAAGCTATTGTTGGCACCGCTAAT
+AGTATGGATTTAGCCGCCGTAGGTTTATCGTTAAATGATGGTGATATGATCAGTTGTACGCTATCTACTC
+AAGACTTAGGTCAAGTGGGTGTTCCACAAACTAATAACAGTAAATTATTAGACTGTTTATTAAAAGCCAA
+ATTTCTACCGGTAATTTCTTCTATTGGTGCGCTAGACAATGGTGATTTAGTTAATGTTAATGCTGACGAT
+GCTGCTGTTGCTATTTGTCAGTTACTCAATGCTGAACTCTTGTTACTAACGGATGTGAATGGTGTTAAAG
+ATGCAGACGGTGAGTATTTATCGTCACTTAATGCTGAACAAGCGCAAAAGCTAATAGAGCAAGGTGTTAT
+TGCAGGTGGTATGACAGCGAAAGTAAATGCTGCCTTGCACGCAGCACAACAATTACGACGAAGTATCGCG
+GTTGCCAGCTGGCAATCGCCAGAGCAAATTACCCAATTACTTGATGGTCATGGTGTTGGCACACAAATCC
+AACCTAACTAAGTACAGCGGTTATCATCAAAGCGTTTTATAGGAATATTGAGAGAAAATACTTATGTCGA
+AAAATATAGCATTACAACAATTAAACAATTTTTTGGCTGATGATCAGCTAAATAAAAGCGAATTATTAGC
+ATTAATCGAATTAGCGATTAACATTAAGCAAAACCCTGCGGATTATAGTCAAGTATTGGCTGGTAAGTCA
+GTGGCTATGATCTTTGAAAAACCGTCGTTAAGAACTCATGTTAGCTTTGATATGGGCATCAGTAAACTAG
+GCGGTCATGCACTGTACTTGGGCCAACAAAATGGTAAGTTAGGTGAACGTGAACGTGTTAGTGATTATGC
+AAAAAACTTATCTTGTTTTGCTGATGCTATTGTTGCTCGGGTATTTAGCCATGATTCAATTCAAGGTTTA
+GCTGAACATGCTAGTGTTCCGGTAATTAATGCTTTGTGCGATGTTTATCATCCATGTCAGGCGCTTGCTG
+ACTTTGTTACTTTATCAGAGACTTACCCTGATTTAAGCCAAGTAAAACTAGCGTATGTGGGGGATGGTAA
+TAATGTTTCCAATTCATTAATGATTATGGCGGCAATTTTAGGTGTAGATTTCACGTTAATTAGCCCTGAG
+GGTCATGAAGCGCAAGCTGACATCGTTGAAAAAACCAAAGAACTTGCGCAAGAGTCAGGGTGTCAGTTGA
+CGCTTACTAATGATATCAACGCCATTGGTAAACAAGATGTCATTTATACCGATACTTGGATTTCTATGGG
+TGATGAAGATAGTAGCAAGAAAGCTGAAATATTAGCTAAATTTGCACCCTATCAAGTAAATCATGATCTG
+ATGGAAAAAGCGCAAGCGACCATGGTGTTACACTGCCAACCAGCGCATTTGGAAGAAGAAATAACCACGA
+AGTTATTTGATAGTGAATTATCAAAAGTATTCCAACAAGCAGAAAATAGAATGTGGGCACAAAATGCCGT
+ACTTGTTGCACTATTTAGTAAGTAATCCCTGTGTTAAGTATTGGTCGATTTGACAGCGTTTTGAATAATT
+AATACAAACTAATTTTGGCTAAGTTAGTAATGATACTAACTAGCTATATCTAAAAATTTAAGAGAGAAGA
+ACATGGCTTTAGCAAAGAAAACAATTAAAAAAGTAGTACTGGCATATTCAGGTGGATTAGATACTTCAGC
+TATCATTCCATGGTTAAAAGAAAATTACGACGGTTGTGAAGTTATCGCGTTTTGTGCTGATGTAGGCCAA
+GGTGATGAAGAACTTGAAGGCGTTAAAGAAAAAGCCATAGCATCAGGTGCATCAGAATGTTATGTAGTTG
+ATCTTAAAGAAGAATATGTAAAAGAATATATCTACCCAATTCTGAAAACAGGTTCAGTGTATGAAGGTCA
+ATATTTGTTAGGTACGTCAATGGCACGTCCTATCATTGCTAAAGCACACATAGAAGTTGCGCTTAAAGTT
+GGCGCTGATGCAGTGTGTCATGGCTGTACCGGTAAGGGTAACGACCAAGTACGTTTTGAATCTTGTTTTG
+CCGCTTTAGCGCCAGAGCTTACTGTTATTGCACCATGGCGTGAATGGGACATGGTTTCTCGTGAAGACTT
+ACTTGATTATTTAGCAGAACGTAATATTCCTTGTGCTGCTTCATTAACTAAAATCTATAGTCGTGATGCA
+AACGCTTGGCATATCTCTCATGAAGGTGGTGAGTTAGAAGACCCATGGTGTGAGCCATCAAAAGAAGTAT
+GGACCATGACGGTTGATCCAATGGATGCGCCAGATGTGCCGGAAAAAGTACAATTAAGCTTTAAAGAAGG
+TGAATTGGTTGGTATTGATGGTAAAGATTTTTCTCAACATGGCGCTGGTGCCTATGAAGCCTTAATGTAC
+CTTAACGAGAAAGGTTCAGCACACGGTGTCGGCAGAATTGATATCGTAGAAAATCGTTTAGTCGGTATGA
+AATCTCGTGGTTGTTATGAAACACCAGGTGGTACTATTTTAATGGCCGCTTACAAAGGCTTAGAAACGCT
+TATTCTAGACAAAGAATCACTTAAATACCGTGAATCTGTAGGACTTGAATTCTCTCATGTTATCTATGAC
+GGACGTTGGTTTACACCACTTGCTAAAGCACAGCTAGCCTCTGCTGCATCGTTTGCTGAAAAGCTAACAG
+GTGATGTTGTTGTTAAATTATACAAAGGTATGGCGCAAGTGATTCAACGTCGCTCTCCAAATAGTTTGTA
+TTCTGAAGCGTTTGCTACTTTTGGCGCTGATGATGTTTACGACCAAAAACATGCCGAAGGTTTTATTCGT
+TTATTTAGTCTATCAAGCAGGATTACCGCGCTTTCTCAAAAAGACTCTTTAAAAGATAAGGCAGAATAAC
+AATGGCTTTATGGGGCGGCCGCTTTAAAGGCGAAGCTAGCGTACAATTTAAAAGATTTAACGACTCACTA
+CCAGTGGATTACCGCATGGCAGTGCAAGACATTGTTGGTTCAATTGCTTGGGCAGGTGCTATTAATAGTG
+TTGGCGTAATAAGTGATGAAGAGCACATACGTTTAGTGGCAGCACTTAATGAGTTAAAAGCGTCTGTTGA
+AGCCGATCCTGAGCAAATTTTGTTATCAGATGCGGAAGATATTCACAGTTGGGTGGAACTTCAGTTAATT
+GAAAAAACCGGTGATTTAGGTAAGAAGCTCCATACAGGTCGTAGTCGTAATGACCAAGTAGCAACTGATT
+TAAAGCTGTGGTGTAAAGAAACTGGTGGCGATTTATTGTTTGCACTGGTGAATCTACAGCAAGCGATGAT
+GAATTTAGCTGAACGTGAAAAAGATACTGTGTTACCGGGTTATACCCATCTTCAAAGAGCACAACCGGTT
+ACTTTCGGTCATTGGTGTTTAGCGTATGTTGAAATGTTTAACCGTGATATTGGTCGTTTAAAAGATGCGC
+TTTATCGTTTAGATGTTTCGCCATTAGGCTCTGGTGCTTTAGCAGGTACTGCTTATCCAATAGACCGTAA
+TGCTTTAGCACATAGCTTAGGTTTTAGAACGGCCACGATGAATAGCCTTGATGCTGTTTCTGATAGAGAT
+CATGTTATTGAATTGTTGGCTTCAGCCAGTATTTCGATGATGCATTTATCACGTTTTGCAGAAGATTTAA
+TTTTCTATAATTCAGGTGAAGCTGGTTTTGTAGAGATGAGTGACTTAGTTAGCTCTGGCTCCTCATTAAT
+GCCACAGAAAAAAAATCCGGATGCGTGTGAATTAATTCGTGGTAAATCAGGACGTGTTTTTGGTGCATTA
+ACGGGCATGTTAACCACAATGAAAGCGTTGGCGCTTGCCTATAATAAAGATATGCAAGAAGACAAAGAAG
+GTTTGTTTGACGCGCTTGATACGTGGCAAGAATGTATGGAAATGGCTGTGTTAGTTGCTGACGGTTTAAA
+AGTTAATCGTTCTCGTACATTGGCGGCGGCTCAACAAGGTTATGCCAATGCGACTGAGCTTGCTGATTAT
+TTAGTGGGTAAAGACATTCCGTTCCGTGAAGCACATCATATTGTTGGTGAAGTGGTATTAGCTGCCATCG
+ATAAAGGTGTACCTTTAGAAGACTTAACCATAAGTCAACTGAAAGAGTTTAGTGATAAAATTGAGCAAGA
+TGTTTATCAACACCTTTCAATTGAATCAACGCTTAATAAGCGTGAAGCGCTTGGTGGTACTTCACGTTCA
+CAAGTTAAAAAAGCGCTGGCAACTACCCAGTCTGGCAATGAAGCTATTTTAAATGAACAAGTTGTTGGCG
+CACCAGGAAAACAACGAATTGAAGGGGCACTTAAGCAAGTAAAACAGCGCTTAAATGCACAACGCGCTGC
+AGCTATGTCTGTCCGTCGAGCCAGAATGTCTGATGTTGATTGTATCCATCAACTGACTAACTTTTGGGCT
+GATAAAGGTGAGATTTTACCTCGAACTCGTGACAACATAATCCATGATATCCAGAATTTCGTCGTAGCTG
+AACTTGACGGTAATGTTGTTGGCACCGCATCGCTTTACATTTATCAAACAGGTTTAGCAGAAATACGCTC
+TGTTGTTGTGCAAGATGATGCACAAAAGCAAGGTCAAGGTGAGGCGCTTGTTCAATATTTGTTAGAATTT
+GCTAATCAAATGGAATTAGAACAGATTATTGTTTTAACTTACATTCCTCAGTATTTTGAACAGCTTGGTT
+TTAACGTAATAGATAAGAACTCGCTCGCCGATAATATCATTGAAGACAGTGAACCAAGCCCGCATAAAGA
+TCCTGCTGATGAAGTAGCGATGGAATATATTGTTGGTCAAAGTAAGTAGTCTTTACTGAAAATACCTAAG
+TTATATTAAAGAATGGAAAACATGAATAATAGCGAGCAAAATTACGTTAAATGGTTTAGAAATGCAGCGC
+CCTATATTAATGCCCATCGTGGAAAAACGGTGGTACTTATGTTTGGTGGTGAAGCAGTTACGCATCCAAA
+TTTTGCTAATATTATTCATGATATTTCATTGTTACGTAGTTTAGGTGTGAAGTTAGTGGTAGTGCATGGC
+GCAAGGCCACAAATTGTAGATCGCATGCAGCAACGAGGTCTTGAGGAAAATGTTGTAAGCAATATTCGAG
+TCACTGATGCACAAACATTAGTGGCTGTGAAGGATGCTACCGGCTCCTTACGTCTTCATATCGAAGCATT
+GCTTTCTACGGGGGTGGTTAATTCACCTATGCACGGCTCGCAAATTCGAGTTAGTACAGGTAATTTTGTC
+ATTGCAAAACCTATGGGTGTTCGCAATGGCATTGATTATAAGTACACAGGTACTGTGAGAAGAATAGACT
+CAGATGGCATTAACATGCAGCTGGACTACGGCTCAATTGTTTTACTTTCTCCCATTGGTTATTCACCAAC
+AGGTGAAGTGTTTAACTTGGCTTTAGAGGATGTGGCTACACAAACAGCTATCTCACTGAAAGCAGATAAG
+CTTATTGCATTCACTGAAGACGAAGGACTTATTGATAAGTCTGGAAAGTTAATTCGTAGCTGTAGTGTTC
+GCACGGTAAAAACCTTGCTTGATGAAAAAGACTGCCATGTGCGTCAGCTATTACTCCGCTCAATCATTCA
+AAGTGGTGAAAACGGGGTAGAGCGTTGTCATTGTGTTAGTTATCAAAGTGATACTGCATTGTTGCAAGAA
+CTATTTACCCGTGATGGTGCGGGTACTTTGATTGCCAAAGATCATAAGGAATTGATTGCTACTGCAACTA
+TTGATGATGTTGCTGGAATTCTAGAATTGATTCAGCCGCTCGAGGAGGAGGGGGTTTTAGTGAAGCGCTC
+TCGTGAGTTACTGGAGATGGAAATAGAATATTTCACTGTGCTTAAAAAAGAAGAAGTCATTATCGCTTGT
+GCTGCTTTATATCCTTATCCTGAAGCAAAAATGGCTGAGGTTGCCTGTGTTGTTATTGACCCTGATTACC
+GGAAAGGCAATCGAGGTGAAAGAATTATCAATGCATTAGAGTTGAGTGCAAAAAAGAAAGGTTTAACGTC
+ACTATTTTTATTGACTACCGTCAGCGGACATTGGTTTCTAGAACAAGGTTTTGTTGAGGCATCACTTGAA
+AGGTTACCTGAAGGGAAGAAACAGATGTATAACTTTCAACGTAACTCAAAAGTCTTTATCAAAGATATAT
+AACTGATGGTTCTAATGGTGATATTCAGCTAGACACTGGATCTGACGAAGACCATATAAACAAAAAGCAG
+CTAGTGTAAATCACTCGCTGCTTTTTTGTTTTTGTAAGATGAAGAACAACTGACTTTACAGAGTTAACTC
+TTGATTAAAACAGCTCTTCCTCTTCTTCTTTTTGCTGACCGCCAGATAATATTTCACTGCTACTGTCTTC
+AGTAACATATTCTGTTGGTACTTTTCCTAGACGGAAGTATTCAAATTGACTGGTTTTATCGGTCTTGGTG
+GTTAACTTTCCTGTTGTTTTATCAATACGGACCGAAACAATATCCACGGGAGGTTGAAAAGCTTCTGGCT
+CAGCGTCAGCCAGAGCAATACGCATAAAGTCAATCCATGCCGGCTGCGCTGATTTCGCACCAAATTCTTT
+ACCCGTTGTTTGATTTTTCCCTAAGTTATTATTATAAACGGATTGCCCCAGAATATGGCGAGGATCATCA
+AAGCCTATCCATGAGGTGGTAACAATATTTCGACTAAACCCGGAAAACCAAGCATCTTTTGCTTCATTGG
+TTGTTCCCGTCTTACCTGCAATATCACGTCGCTTTAATGTTCTCGCTCGAAATCCTGTACCTTGCCAGAC
+ATGTTTAGTATTCCAATCGGCGCCCCAAATTGCACTATTAAGCGCTTGAGTGATTAAAAAAGCATTTTGT
+GGACTGATAATGCGACTTGCTTGCTTGATCTCAACAGTTTGATCGTCCTCAGATTGCTTAGATAGTTGTT
+CATCTTCAATTGTTATATTGTGATCTGGAATATTATTACTTAATACATCCAGTTCTTGGTCAGTGTCATC
+TGATAAATCAGTTTGAATGCATGGATCACAAGCTATGGCCGGATCAGCTTGATAAATAATTTCACCATCG
+CTATTTTCAATACGCTGAATTAGATAGGGCTCTACTAAAAATCCGCCATTAGCAAACGCAGCAAAGCCTG
+TGGCGACTTCTAACGGTGTTAAGGAGGCAGAGCCAAGTGCTAACGTTTCATTGCGCGGTAAATCGTTAGC
+ATTGAATCCAAAGGTGGTTAAGTGCTTTATGGTATTGGTAACGCCAATACTTTTTAATAATCGAACTGCG
+ATCACATTTTTTGATTGTGCTAGTGCTAATCTAACTCTCAATAGACCCACATATTTTTCAGGCGAGTTTC
+TAGGACGCCATACAACCCCTGAACTTTTATCCCACTGATTTATCGGAGCATCATTCACTAATGAAGCTAG
+AGTGAATCCATGCTCGAGAGCTGCAGAATAAATAAAGGGCTTGATATTTGACCCCACTTGACGCTTAGCT
+TGAGTAACACGATTAAATTGACTTTGTTTGAAACTAAAGCCGCCAACGGCTGCTTTAATTGCACCATCAT
+TTGGAGATAAAGACACAATGGCGGCACTAGCGGTTGGAAGTTGTCCTAGACGATAATTATTATCAGTCAT
+CTTACTAACTAAAATGACATCACCATACGTCAGGATATCTTTTGCAGTTTTGGGTGGTCTACCTTGCTTT
+TGGTCATTAATATAAGGACGTGCCCAAGCTAATCCTTGCCACTTAATTGTTGCAGTCACTTTGTTGCGTA
+ATTGAATACTGACCGACTTCTCTTCAACGGCAAGCACTATCGCCGGTTCAAGCATTTGATAATAAGTCGC
+ATCTGATAACGCCTTGGATAGCTCTTTTTGTAACAACGGAACTATCTGTATTTCAGAAGTGTCGTCGGTA
+GATCTTACTTGAGGTCTAAGTGAAGAGAGAGGTCCACGATATCCATGACGTTGGTCATAATTCAATAAAT
+TATTTACCAGGGCTTGTTCTGCAGCGGTTTGTAGTTTTGCCGTTACAGTAGTAAATACTTTGTAGCCTTC
+TGTATAAGCTTTATCTTTTCCGTAACGCTTAAGCACTTCATTATGAGCCATTTCAGCAATGTAAGGAGCA
+TTTAATTCAATTTCAGCACCATGTCTTTTTCCTGTGATAGGTGCATTCTTAGCTGTTTGATATTGTAGGT
+CAGAAATGTAGCCGCTCACTAGCATACGTTGAAGAACGACAGACCGTCGAGCTTGAGCTCGTTTTGGTGA
+ACGAATAGGATTTAATGTTGAAGGAGCCTTAGGTAGCCCGGCGAGTACCGCAATTTGAGCAAGATTAAGC
+TCATGAATCTCTTTACCATAATAAACTTGAGCTGCAGCACCAAAACCAAATGCTCTATGGCCCAATTCAA
+TTTTATTAATGTATAGCATTAATATTTCATCTTTACTCAGTAAATTTTCAATGTGAAATGATAAGAATAT
+TTCACGAATTTTACGTGTGTAAGTTACCTCACGAGTTAAGAAAAAATTACGTGCTACTTGCATAGTGATG
+GTACTAGCGCCGCCTTTATCTTGACCCATTAGTTTACCAAGCACGGCACGACCCATGCCTATTGGATCAA
+CACCAAAATGTAAATAAAATCGGTCATCTTCGGTAGCTAATAAAGCATCAATAAGTTGTTGAGGAACTTC
+CTCTAGTGTTAATGGTGTACGTTTCTTTTCACCAAACTGTGAAATTAACAAACCATCTTGACTATAAACT
+TGTAATGGTGTCTGCCAATGCAAGTCTTTTAATAACTCAACACTAGGTAAATCTGAACGCATCGAAAGGT
+ATAAACTATAAACAGCAATTGAGACTAAAATTAACAGTATCAAGCTGACTTTTAATAAATTTTTGATTGA
+CAACACAGCAAAAGACCAATTGGTGGATAAAAATGTAAGATAGTACTAGTATATCGTGTAAAAGCATGTA
+ATAAATGTATTTATGCGTATTTTGCGTCTAAAATAATTACAAAAATAAAAATTGTAGGTCGTTATGCTAG
+ACAAACTATGGAAAAAGAAAAACTCAATGATGGTTGGAATCGATATTGGTTCTCATTCAGCGAAGGCTGT
+ACTATTGGGTCAGGGAAATGAAGGCTTTATAATTGAAGATTTTGCCATTGAGCCAATGCCTCGAGGTTCG
+GTTGTTGATCGTGAGATTCAAGATATCGAAGCTGTTGGTGCCGTTATAGCGAAACTGAGGAAAAAGATTT
+CTGCAAAAGCCACTGATGCAGCAGCTGCAGTATCAGGGCAAACTGTTATTACTAAATTGATTTATATGGA
+TGTAGCTTTGACAGAGGATGAACTGGCAAGCCAAATTGAAATTGAAGCTGATAGCCTCATTCCATTTCCC
+CTTGATGAAGTTAGTTTAGACTTTGAAACTCTTGATGTTAATGAATCGGACCCTAGCAAAGTAAATGTGT
+TGCTTAGTGCGGCTCGAACTGAATCAATTGAAGCGCGTGTTGCAGCATTAGATGCCGGAGACTTCCATGC
+CAAGGTCATTGATGTTGAATCTTATGCCGTTGGCCGAGCTTATGATTTATGTTTAACACAACTTCCAGAT
+GACGCAAAAGATAAAGTTGTGGCAATTGTTGATATAGGATCAACGGTCACACTGTTCTCAGCAACTGATG
+CGGGTAAACATATTTATAGTCGAGATCAAATGTTTGGAGGAGAACAGTACACTCGTTCTATTGTCTCTTA
+TTACAATAAATCCTTTGAGCAGGCTGAAGAAGCAAAAACCTCTAACGACTTACCACCAAACTATACTTTT
+GAAGTCCTAGCACCTTTTCATACGGTGTTAATGCAGCAAATACGTCGTGCAATTCAGATGTTTTTAACGA
+CCAGTGGTCAAAACAAAGTCGATTACTTATTGATTTCTGGCGGTACAGCGGCATTAGAAGGCATTGAAAG
+CTTGCTTACAGAAGAATTAGGAATACATACCGTTATTGCTAATCCATTCAATGATATGTCATGTGGTGAA
+TCTATTGAGCAAGCTGAGCTTGCTAATGTTGCACCTCAATTAATGGTGGCAACAGGTTTAGCCTTAAGGA
+GTTTTACCCCATGGCACATATAAACCTACTTCCTTGGCGCGCAGCAGCACTGAAGGCTCAGCAAAAAGAA
+TACTTTACCATTTTAGCCGCGGTTGGTTTACTTACCTTAGCTCTGGTTTTAGTTATTAATTTTTATTATC
+AAGCTCATATTGATGGTCAAAATAGTAAAAATCAATATTTGAAAAATGAAATTGCCCAACTTGATATTCA
+GATTGATGAGATAAAAACCTTAAACGCGAAGAAATTAGCGTTACAAAAACGAATTAATGTTGTTGAACAA
+TTACAACGTAGTCGTAATGTAGGCACACAAGTACTTGATGAAATAGCAAAAATCATCCCTAATGGTATCT
+ATATAATCGAGCTAGAAAAACAAGGTAATACTTTACAGCTAACTGGAAAGAGCGAATCGAACAACCATTT
+AGCTAATATGATTCGTGCGGTTGAGTTATCTGATTTATTTGTTGATGCCACCCCTGAGTCTATTACTGCT
+GATGATGGATCTCCTAAACTACTTAGCAGTTTTAAAATGAAAGTGAAAATTAAAGGCTTAGATGATGCTA
+AGAAAGGGAGCAAATAATGAAATTTGATGCATCCCAGTTTGACAACCTTGAACTTGATAATATAGGTCAA
+TGGCCCGCAGCGGCAAAGCTGCTTTTAGCTGTTTTTCTAGCGGTCATGGTCGGTTTTTTAGGTTATATGG
+GCTTAATTAGCGATCAAATGAAAGAACTTGATCGTGTCTCATACGAAGAAAAAACGTTAAAAGAATCTTA
+CCGTGCTAAATACCATGTTGCAGCTAATTTAGACTTGTTTCGCGCTCAAATGGTTGAAGCAGAAGATACT
+TTTGCTAATCAACTGCGTAGTTTACCCAATAGCCATGAGATCCCAGGTTTATTAGATGATATTACGTTTG
+TTGGTACAACCAGTGGTCTTGATTTTGTAAAATTAGAGTGGCAACCAGAAATTAGTAAAGAAATATATAT
+TGAATTACCGATTGATATTGAAGTAATAGGTCCTTATCACTCCTTTGGTCAGTTTGTTAGCAAAATTGCT
+GGCTTACCCAGAATTGTGACCTTGCACGACTTTAAGATTAGTATCTCACAAAGTGATAGTGAAATATTGA
+ATTTAAAGCTACAAGCTAAAACATACCGTTATCAAGAGGAGGCAGCCAAATGATAAAAGTCCAACAAATA
+TCGACAAAAATTATTCTCAGTCTCACGGCGCTGACTTTGGTATCGGGGTGTTTTGACGATACTTCAGAAA
+TAAAAACGCACATGGCTCAAGTGCAGGCAACAACGACCAATTACATTGATCCTATGCCAGAGGTGAACCC
+TTTTAATCACATCGCTTATTCTGCTGATGACCTACGTAGCCCATTTGTGTTACCTAGGCCTGAAGCTATA
+CAGCAAAAAATGCAGCAAATGGCAGGATGCTTAAGTCCCGATACTAACCGTCGTAAACAACCGTTAGAAA
+AGTATGCTTTAAGTGATTTAACTATGCGCGGTACTTTGGGCGATGCAAGTATGTTATGGGCTTTACTAGA
+AGCTTCAGACTTAAGTCTTCATCGAGTTGCTCTAGGAAATTATCTTGGTTTATATAATGGTCGAATTACA
+CAGGTGAGTGCAAAAACAGTGAAAATAATTGAATTAGCTCCAGATGGTTCAGGGTGTTGGGTAGAGCGTG
+AAGCTACATTAAATATTGTGCAATCTGAAGAGTCAAATAAGTAAAGGAATTAATAATGCTATTTAATAAA
+ATGAAAAATTATAAAGGCTTTACTGCTGTAAAAGAACTCTGGCTTTTGAACCTATTTATATTGTCTGTAT
+TCACGCTATCGTTTTCAGTAAGTGCTGCGAGCAATGATGTTTCTATAAATAATAATGAATTGATTGGTAT
+CTCATATAACACCATTCAAAGTGATCAAATTGTAGTTGTTTTTAGTTTTACAAAAAACATAACTTCCTTA
+CCTATAGTTAAAACATCAATGACTCCTGCGTTTGTAGAAGTGACGTTTGACGCCAATACTTATGGTAAAG
+ATCTAACTGAGACTTTAATTAACCATGCAGGCATAAAAGGAATCAATTTAGATGCTAAAACTGGCAAAGT
+TGTAGCATTAATTAGTCTAGAGAAACTGGCTGTTTTTGATGTTTCATTGAATAATGAAAAAGAATTTTCT
+ATTACTTTTAACTATGGAGAATCAGCTGAAATTGTTGAAACATTAAGCCCTGCAGGTGATGATTTTATTA
+ATTCTATAGAGTCAATCGACTTTAGACTAAATGGTGATAATGAAGGGCAAATATTAGTTTACCTAAAAGA
+CAGTATGTTAGCTGCTGACGTAAATGATAAATTAGGCAAATTAAATGTCGAATTTCATAATACTGAAATT
+ATTGACGACTTACTTTATAAGTTAGATGTTACTGACTTTGGTACACTCGTTACCAGTATTGAAACGTTTA
+AAGAAGGACGGAATGCACGCTTAGTCATTGACGTTGAGAGTGGTTTTATTTTCACTCAAAAACAAGAAGA
+AAACTTATTCATATTAACGGTAAAGAAAAAACCTGAAAAAGCCCCTACCTACCTAGGAGACACTGATGAC
+TTTACTGGTCGTAGTATTTCATTAAGCTTTCAAGATATTCCTGTTCGAACTGTTTTACAGATAATTGCGG
+ATTATAATGAATTTAATTTAATTATCAGCGACACCGTTACAGGTAATATAACGCTTCGTTTAGATGGCGT
+ACCTTGGGACCAGGCATTAAGTATTATCTTAAAAGTGAAGGGCCTAGATAAGCGCATGCAAGGTAATATC
+TTAATGGTCGCACCGAGTGATGAACTGGCTGCCCGAGAAGCTCAAAGCCTGCAAGCAAAGCAACAAGTTG
+AAGAGTTGGCCACTTTATATTCTGAATATCTGCAAATTAATTATGCAAAAGCTGCTGAATTTTCAGAACT
+GATTAAAAATGAAGATACCAGTATCTTATCTGATCGCGGCAGTGTTTCAGTAGATGAACGTACTAATACA
+CTATTAATACGCGATACAGCTAAGAGTATTGAAGATATCAAACGGATGATCACTATTCTTGATGTACCTG
+TTCGACAAGTGGTGATTGAAGCTCGTATGGTAACTGTCAAAGATAATATGAATGAAGAGTTAGGTATTCG
+TTGGGGAGTGACTAATACGGATGGTGAATTTGCTACTTCAGGTTCTATTGAAGGAGCTAGTAGCGCCAAC
+GGTACAAGAGGAGTAACCACCCCAGGAGTGGGTCAAGTCCCTACTATAGGTGATGGCCTAAATGTGAATC
+TTCCGGTGGCTAATGCTGCAGGCACAATTGCTTTTCAGGTCGCCCGTTTGGCCAATGGTACTATTCTTGA
+TTTAGAGCTTTCTGCACTTGAGAAAGAAAATAAAGGTGAAGTTATTGCTAGTCCACGCATAACTACAGCT
+AACCAAAAGGAAGCTTACATAGAACAAGGTGTAGAGATTCCATATCAAGAAGCGGCTTCAAGCGGTGCAA
+CAGCAACACAATTCAAAAAAGCAGTGTTGAGTTTAACAGTAACGCCACACATTACCCCTGATGATAAAAT
+CATTTTAGATTTAGTAGTGACACAAGATACTATATCGGATATTACAAGTGGTTTTGCACCGGCGATTGAT
+ACTCAGCGTATTGGCACTCAGGTGTTAGTTAATAACGGTGAAACAATTGTACTGGGTGGTATTTACCAGC
+AAGCCATTATCAGCACAGTGTCTAAAATTCCAATCTTAGGTGATATTCCTTACCTTGGTTGGTTGTTTAG
+AAATTCAAGTCAGCTAAACGAGAAAAAAGAATTATTAATTTTCGTTACACCTCGAATTGTAACTGAACAC
+TTTTAGTCTATATTTATAGGAAATCCATTAAATGCCGTGATTTTTCGTCATTTAATGGATTTTTTGTTTT
+AATAAGAGAGTTTTTAACTAAGATAGTACTATTGTTGCTTGCAATTCATGCTTAACACTTGCGATAATTA
+CGCCCTTGAAATTTCCGAGGGAGACCTCTTTTGCGTCAAAAGTTCAAATTCACAGTATTTAGACTTTTGA
+CTGTTCTGTTAACCCAACGAGTATTAAGTAAATCTAATGGCAGAAAAACGTAACATATTCCTTATAGGCC
+CTATGGGTGCTGGTAAAAGCACTATCGGTAGAGAAATAGCAGACCGATTACATCTTGAGTTTTTTGACTC
+TGACCAAGAAATAGAGCGCCGCACAGGAGCAGATATTGCTTGGGTTTTTGATCTTGAAGGTGAAGAAGGT
+TTCCGCAAAAGAGAAGAAACGGTCATTGAGGACCTAAGTGAAAAGCACGGTATTGTGTTAGCTACCGGCG
+GTGGTTCAGTTATTAGCACTAATGTTCGTAATCACTTATCTGCTCGCGGTATTGTTGTATATCTTGAAAC
+AACAATCGATAAACAAGTCGCTCGTACCCAAAGAGACCGTCGTCGACCACTTCTACAAACATCAGAAGAG
+CCGCGTACAGTTTTAGAAAATTTAGCTGTTGAACGTAATCCGCTTTATGAAGATATCGCTGATATTATAG
+TGCAAACCGATGATCAAAGCGCCAAAGTTGTCGCTCATAAGATTATCGAGCGTCTCGACTTTTAAATTTA
+ATCAGCGTTGGAGTCTAGTAGTACCCTTTTATGGCAATTCTTAATCTTGATCTAGGCGAACGTAGTTATC
+CTATCTATATTGATTCAGGTCTGATAAATAAAACAGACCTGCTCTCTTCTCATATTCGTGCGAAACGAGT
+GTGTATTGTAACAAACGATATTGTTGCACCTTTATATCTAGACTCATTAAAAGCGAAGTTAACCGACTTT
+GAAGTCGATGAAGTCATACTCCCTGATGGTGAAGCTGAGAAAAATTTAGCTAATTTTGAGGTTATTATTT
+CCCACCTGCTTACTCTTGAGCACGGCAGAGATACAACTTTGATTGCATTAGGTGGTGGAGTTATTGGTGA
+TATAACTGGTTTTGCTGCTGCATGTTATCAGCGTGGAATTGATTTTATACAAATTCCGACAAGCCTGCTT
+TCACAAGTTGATTCATCAGTAGGTGGCAAAACAGCAGTAAATCATCCACTAGGTAAAAATATGGTGGGCG
+CATTTTACCAGCCTAAAGCTGTATTTATTGATATTGATAGCCTTACTACTTTACCAATTCGCGAGTTTAA
+TGCGGGAATGGCTGAAGTTATTAAGTATGGTATTTTAGGTGATAAAGAGTTTTTCTTATGGCTTGAAGAT
+AATATTTCAGCCATTAAAGCGGGTGAAAAACAAGTTTTAGCACAAATGATAGAAAAGTGCTGTCAATGTA
+AAGCTGATATAGTCGCTAGTGATGAGAAAGAATCAGGAGTTAGAGCACTGCTGAATCTAGGTCATACTTT
+TGGTCATGCTATTGAAGCCGAGCAAGGTTATGGAAAATGGTTGCATGGTGAAGCTGTAGCTACTGGCATG
+GTACTTGCTGCTAAATTAGCATTAGCAATGAATTTGCTTGAAGTGTCAGAATTTCGACGTATAGAAAAAT
+TAATTTCAGCGTTTGATTTACCCATAACGGCTCCTAAAAACATGGGCTTCGCTGAGTTTATTCGTCATAT
+GCGTAGAGATAAAAAAAATATCGCCGGTAAGCTGAGATTTATAATACCAACAGCTATTGGTCAATCTGAA
+ATTCGTGACGATGTCACTCAAGATACGCTTCAAGAAATTCTATAATTATCTTTTCTCGTAGGCGTGCTGT
+CTACGAGAAGAATTTAAAGCATAGAAAGGAATAAGCATGTCAGCATCCGCAAACTCCCATTCGACATATC
+AAACAACACATAGGCTAACTGAGAGCGAATCTACATTAGCGGATGGTAGTGTGGCTATTAGTGTTACGGC
+ACGTATTGACTACAACTTACGGTTTGCTAAACAAGCTGTGCTAGTCGTTGGTGATAATACCGAACAATAC
+TCACAGCTGGCTAGCCAATTTCTAGTCAGTCTATCAAATGTGAACCATTCTGATACTCAAGATAAGCACA
+TCAATGTGGCGTTTGTTGCCGCGTCTTCAAAATTAAATGATATTCAAATACGTTGTCGTTTAATTGAGCA
+GCTATTTGTAAATACTTTGTTTGATCCTGAGAAATCTTTAGCAGTAAGTGTTTTGGGCTTCGCCAAGCAA
+CATGGTGAATCTATTTCTATCGTAATAGATCATGCCCATGCGCTTTCATTACAAGTTAAATATGAATTGT
+GTCAATTGGTGACTTTAGCCAAAAAAAGCAAACTAACGATTAACGTTGTACTTTTTGGTTTAACCGAAGC
+TGCACAGCAGTTAGCGATTAATAAAAGCTTGTTCAAGAACAAAATGGCTATCATTGATGCTGAATCCGGC
+CAAGTGATTGGCTTAGATGATAAAAAAATGATGATTACAAAGAGTGCTAGTCCGATACTTTTATGGCAAA
+AAATAAGTTTGGTTAGTGCTATTTTGCTTATTGGTGCGGCACTTACCTGGATTTATTTATTAATAGCTGA
+AGATGCAAATAATCAAGCGTTCAACATAAAAGAGCAAACTGTTCTGGAAAGTGGCACTTTGCAGAGTTTA
+TCATCGCCTAATGTAAACGATATTTCTGATAACGAAAATACCAGACAAATGCAAAAGAAACAAAAGACCG
+CTCTATTAGAACCATCGGTCCATGCCAGTGAATCCTCAGATATAGTACAAGCGACAAGTGAAGAAATTAA
+TCAGGCGTTAATGACTATCCAGTCAGTTACTCCTATCAAAAAAATACCCGCTAAAGCTGGTGATGTTCTT
+CAAGCATTAGCTATTGCTGATAATAAAATTGATGCCGAGGTTATCAACATTCAGAGTAAAGAAACGGTTA
+ACCAAAACCCTGCCGCTGAAATCACTAATAACTATTATCAAAGCAAAGCAAAAGAATATGAAAATGGATA
+TGTCATCCAAATTGCCGGTTTTTCTGATGAAAGATTATCGGATCGATTTTTGTCACTTTACCCTGAAGAA
+AACCTGCATAGCTACCAAAAGCAACTGAACGGGAAAGAATTTACTGTTATCACAACGAAAGCCTTTCCAA
+ATAAAACGGAAGCTAAGTCAATAATTCAGTCATTACCAATACAACTGATTGAACGTAAACCTTGGGTCAA
+GCCTATTTCGTCAGTTATCAACGAAATTAATACCTTTAAGCGATAATTCAAGCTACAATCCGCCATTAAA
+TTATTAAGTAGACCCCAGCTTAGCTCTGTAGCAATAAGAGTAAAGAACAAGCTTGAACAAGGTAAACTTC
+TAATATTCAATAACATTGTTATTAGACTTGTATACTTTGTTCCTGCTAAGATCTAGGCTAAAGATTACAA
+CTGCTATATTCTTCAGAAAATTACGCCAGCATAAATTACAGTATTGGCAATAAGGTCTAGAGTGAGTAAA
+GATACATTGCAAATTAATATGCGATCACCTTTAAAGTGGGCGGGCGGCAAAAAAAGAGTTGTAGGTGAAA
+TCCTAAAGGTCTTACCTGTAAAGGGTAAAAAAAGGCTCGTTGAACCTTTTGTTGGTGGTGGCTCTGTTTT
+TCTGAATATAGACTTTGATGAATATCTGTTAATTGATATGAACAAAGATCTAATCTCGCTATTTAACATC
+ATAAAAAACCAATCTACACAATTTATTGCTGATGCTCAAATGTACTTTGCTGGTGATTACAATCACCCTG
+AGAAGTATTATGAGTTACGTAAGCAGTTCAATGAATCCAATGATTCATACCAACGCTCAGTACTCTTCTT
+GTATCTAAATAGACATGGTTACAATGGACTATGCCGCTATAATAAAAGTGGTGGCTACAATGTGCCATTT
+GGAAGATATAAGCACCCATACTTCCCTAAAGCTGAGTTAGATTTTTTCTCAAAGAAAGCTCAAAAAGCAA
+CGTTTGTACAAGGTGATTTTGAAAAAGCATTTTCTCAACTTAAAAGTGATGATGTTATTTATTGTGATCC
+TCCTTACTCTCCAATTAATAGAACGTCAAATTTCACAGCTTACGCTGGTAATTCATTTACTGATGAAGAT
+CAGATAAGATTGGTGGCTTGTGCTGAAAAAGCAAAGCAGAAAGGTGTAGCAACTATTATTTCTAATCATC
+ATGTCGATTTTACTCGTGAACTTTATAAAAATGCGGATAAAAGAGAATTTTTTCAAGTACAGCGTTCAAT
+TAGTCCAAAGGGACAAGGACGAGTTAAAGTTAAAGAAGTATTAGCACTGTATAAATAAGCGTTATACTCC
+GTATCAGAGACGATAGCACTGGATTCAGTTAAGTCAGACAACCCAAGGTTGTCTGTTAGCCGGCTTAGTT
+ACTCAGCCTTTAAGTAATGAACAACACCTACCTTTCGCCCTTACAGCAATCCATAATCGATAAACCTCTG
+AGTCAAGGTAATAGATCTTTTGTCGTGATTAGTCGTTCCAGAAGAATATAGATAGCTCAGCTGTATCAGC
+TTGGCATTACTAAGCTAACAACCGCTATTAAACACCCTATAAAAATCAGTACAGCGATGATGCCTGCAAT
+AATAAAGTGAGATAGTTTTCCTTCAGAGAAATCTCGCTTTCGGTTACTTTCATTTTGCACACCAAAAAAA
+GCAGCAGCAACACTTTTGAAAGTGTTTTTCATGCTGCTTTGAATGATAAAAGCTAAAGTTGTTTTAATGG
+AAGCTATAATGAATAAGCTCTACTAAATCTAAAAAGTGTAAATGCGTAGATTTACTTTCCCCTGATAACC
+ATGATATCCAGCTTTTGTTCGACATATTAGTGATATGGCATGGATGATTTATATGATTCATAGGCAATTT
+TGACTCTACAAGCATACATGAACTTAGTAATTTTGCTTGTATGCTTTGACTAGCGGTATGCTTGTTTAGA
+GTAAATAAAAGAACAATAGTAAGGGTAAAAGCAAAAGATAATTGCTTAAACTTTGTAAAAGAAGCGTTTG
+TCATAATCCGTTTTGACATGGTTTTTTTCACTGTGTACGAAAAGAGGTGAACAAGTATAGCTCAAGTTCA
+CCTCTATGTCTTTGACTGTTTATTCGTCAATTAATCGAAAAAACAATCAATAAACTATTCTATAAATCGA
+TATCAATAGAATAAGAAACTGTAAATTTCATATCATCGTTATCCATATCAGTATCTGATACCGCGAAGGT
+GAAGCCACCTTTACTTAAACTTACACCATAATCGCTATAATCATCACTTTTGTAGTCATCATCGAAAGAA
+TAATCACCTATGTGTAGCGCTAAAGTTAAGCCTTCAGCAACTTCAATTTCCGCGTCAGCAGAAATATATA
+GTGCGCTATCAGCCCATTCAGCACCATCATCATTATTTACACCATAGTTGGCTGAAACTGAAAAGTATGA
+GTAGCTTAATGAGCCGTAGACTTCACCAAAATCATATTCATTAGTACTGTCAGTTTGAGCTGAATCAGGG
+TAAGCATAATAAATGTAACCAACATCGTAACCAAAACCTTGACCTAACTCACCACCAAATCCTAAGTAAA
+AATCTAGTTCAGCACTAGCATCATCACCAAAGTCTACATTAGAAGCCCAAGTACCAGCATAGAATCCTGA
+TTCGTGTGCATAGTCAATACCACCAGAAATAGCGGCAGCGTCATCTGTTTGTGTTACGCCACGCCATAAA
+TAGTTGCTAGTTGCTCCAACGTTTGCTGACAAACCTTCAACAGCAAATGCTGAAGATGCTACAAGTGAAC
+CTGCTATTAAAGCGGAAGTGAGTGCGATATTTACTAGTGTCTTTTTCATATTATTCTCATTGTGTGAAAG
+TTATTAGATAAATTAAAGATAGTTTTAAGCTAATTTGATAATTGCAAGCTTAATGCCTAAGTTGATCTTT
+AAGCGTTCATTGAGTTTTTATTTATAAAAAACAGTGGGATAAGTTATTTTTGTTAAGTTGTGCCATATCA
+TTAGGAACGTTGTGTCGCGCTTTTTTGGTGCGTTAATTTACACTATGTTCAAAAGCAGTGCGTTATGACA
+TTCATTTAAGCTATTCTCTGTTAGGCTATTCGCATTTAGATAACGCTTGGGTATAATAGCGGCATATTTT
+TTTAGGAAACTTTGCTCATGTCACCATTTTTAATTGCCCCTTCTATATTATCAGCCAACTTTGCTCGCTT
+AGGTGATGATGTTGCTAAAGTCTTAGCTGCAGGCGCTGATGTTGTTCATTTTGATGTGATGGATAACCAC
+TTTGTCCCAAATTTAACGTTTGGTCCTATGATATGTAAATCACTACGTGACTACGGCATAACAGCCCCAA
+TTGATGTCCATTTAATGGTTAAGAATGTTGATACGCTCATTCCCGGTTTTGCTGAAGCGGGAGCTGACAT
+AATCACTTTCCATCCTGAAGCCAGTGACCATATCGACAGAAGCTTACAGCTGATAAAAGACAATGGTTGT
+AAAGCAGGCTTAGTACTAAACCCAGCGACACCTTTACATTGTTTAGACTTTGTTATGGATAAGCTTGACG
+TTATTTTATTAATGTCAGTAAACCCAGGTTTTGGTGGCCAATCTTTTATTCCAACAACATTAGATAAATT
+GCGTTTGGTAAAAGAAAAAATTAAGCAAAGTGGCTATGATATTCGCTTACAAGTTGATGGTGGTGTTAAA
+GCCAATAATATTGCTGAAATTGCTGATGCAGGCGCTGATATGTTCGTTGCGGGTTCTGCAATATTTTCTC
+AAGATGATTATAAAGTCGCAATTGATGAAATGCGCGCTGAGTTAGCGAAAGTTTCGCAATAAACAGTAAG
+TGAACATAAGCAATAAATAAGTAAAGCATTCAGAATTTAAAGGGTAAAAAAATGACAAGTAAACCTATTG
+TATTAAGTGGCTGTCAGCCGTCAGGCGAGTTAACTATTGGTAATTATTTAGGCGCATTAAAACAATGGGT
+TAATATGCAGTCAACGCACGAATGTTACTACATGTTGGTAGATCAACATGCTATTACCGTTCGTCCTAAG
+GCTGCAGATTTACGCAACGCAACCCTAGACGGCTTAGCACTCTATTTAGCTTGTGGAGTTGACCCAGAGC
+AAAGTACTATTTTTATTCAATCGCATGTGCCAGCACATGCACAATTGAGTTGGGTGCTGAACTGTTATAC
+CCAAATGGGCGAGTTAAATCGCATGACTCAATACAAAGATAAGTCTCAAAAATCTGAAGCCAATATGAAT
+TCAGGTTTATTTACTTACCCAGTATTGATGGCTGCTGATATTCTTCTTTACGGTGCTGACCGTGTTCCTG
+TAGGTGATGATCAAAAGCAGCATTTAGAATTAGCTAGAGATATTGCTACACGTTTTAACAACCTGTATGG
+CGATATTTTTACAGTACCAGATCCGTTTATACCTGAGCACGGTGCTCGTGTAATGAGTTTGCTTGAACCC
+ACTAAAAAGATGTCTAAATCTGATACAAACCCAGGTAACTTCATTGGTTTATTAGAAGACCCTAAAAAGG
+TTGCCAAGAAAATTAAACGTGCAGTTACTGATTCTGATGAACAAGCTCGCATATATTATAATCTTGAAGA
+AAAACCGGGTGTATCAAATTTATTGTCACTATTGTCTTGTGCCACAGGTAAGAGTGTTGCCGACTTAGTG
+CCTACCTATGAAGATAAAATGTATGGTCATTTAAAAGGCGACGTTGCTGATGCAGTAGTCGCTTTGTTAG
+AGCCGATTCAAACTAAGTTCCACCAATACCGTGCTGATACAGCATTCTTAGAGCAAGTTATGCATAGTGG
+TGCTGAAAAAGCCTCTGCCCGAGCGAATAAAGTACTTGCTTCAGTATATGAAGCGGTAGGCTTTATTCCT
+CGACCGTAACACCGAGCTATCAGCAATTATTTAGACAAAAAAAGCTTATTTTCATAGAGAAAATAAGCTT
+TTTTTTTGGCTTTTTATCAGCGCTATATTATTTTATTTGGTATTAGTCTTCTTCTAATGCAGCTTCACTT
+GCTTGTTCAAATAAAGCATTACTTTGTTTAACAAAATCGTCAACACTGTTGCTAGGTGCTATTAAAAATA
+CAGGTGCCATTATGGTGGCATTATAATTAGGGTGCGGATTGAATTCACGCTTTTTACTGTATTGTAATAA
+ATAAGTGCCGCCAAACAATAACGCAGTAATGCTGATGGCCACGACAATCCTCCGCTTAGCGCTCATATGA
+AAACCAATATAACTATTTAACCAGAACAAGCTAAAAGCTAGCAAAATAGGCAGTAACGTAATTAATAAGC
+CTAAGGCGGAGTTACTAGCCGAATTAAAGGCAACAACCTCTTCGAGTAAATCACTGAACCACATCAGTAT
+GAAAAAGACAAAGCTAATGCCAAACTGAGCTAATATCCTCGGTTCATTCTTAGTGAGGTGAGATACTAAG
+GCAACGCCTGCAGGCCATAGAGAAAATAATAAGCTCATACTAAAAGCGCTAACAAATAACTGACTTATAT
+TAGTTTCTACTTGTTGGTTCAAATAGGAAATATTACCGGCTATTAGCATAAACAAAGCAACACTAATAAA
+GACCGCAATAGGATGTCGGATTAAATCAATAAGGGACTCAAATGGGCTAAGTGCAATAGTGTTTGATACT
+TGATGATCACTAAATAGTACTCTTAATTGGCTTTTCCCTAAAATGATAACATCGCCGTCGTTAATCACTT
+GTTGATGAGCATCTTGCCGCTTATCTAGGTTGTTCTCTAATAACGTCCCATTAACTGAGTTGTTGTCATT
+AAGGTGCCAGATGCCTTGAGAATATTTTAATGATAGGTGCTGCGGACAAATATGTGGATCTGTTAAAATA
+ATATCATTGTGATAATTTCGGCCAATAGATACTTCATTTCGTTTTAATTTATGGCGATGTAATAGTTTAT
+GATTACGGCTAATTTCTTCAATAATTATCTCACCTTGCTCAAGTGATAAATCATCGTTTTTAATCTGTTT
+CGTTGGCTCTATCTCTGCAGTGTAATCTTCAGTGCGTTGAGTTACTTCCATACCTACTTCCATGACACGG
+CCTCCATAAACTTACCGGTAAATGCCATAGCATTTTCTTGGCTAACTCCAGCAATGGTAAAGTGACTCAC
+TAATGCTTGTTGATTCTTATCGACACTAGCGCCTAAATACAAAACATCAAATAATCCAGGGAAGTCTTTG
+TAAGCACGAGTACAGAAGATACTCTTGTTATTAATAGCCTTATTTGTATTAGCAGTACTTGAAGGCGTAA
+CTAAATCATTATGGCATTGATACTCACTGACATCATTTTTTCCTGCTCTATTACCGGCACCTGCTCGGGC
+TATTTGTTGCTGGTATAAATGATAAAATTTATTATCACTTAAGTTTTTTGCCTGCATATAGCGAAATTCA
+ATCTCGACACTGCCAGTAAAAAAATGTGATGAAAGATAAGTATTTTCATCGAGCGAGCAATTTGCAATGG
+CTGCTAAAATAAGCGCATCGGTTTTATCTGCATTAGAATCACCCCAACAGCGAATAAAGGGGACCTCGAT
+AATTGGGATCATTGCTTTGCCTGCCAGCTCTTTGCTTTGCCAAGTATTATTAAGTAACGCCGTCATCAGC
+TTGTTTTGGTTAGCTAATAACTGTTCGGCCATTTGTTGCTTAATATCGGTAGGGGCTTCTTTGTTATAAT
+CATTAAAAAGTTTTACCAATTTATCATGAGGTACTAAAAAGCCAATTTGGTTGCCTGATGTCGCGACATT
+AATACCCACTACCTTTTCAGACTTGTTTACTACAGGCCCGCCACTCATGCCGGAGTTTATCGACCCGGTG
+AAGTGAATACGCTCATTAAATGATTCTTTTTTTAAACCGTTGTAGGTACCCGGTACCACAATCATACCTA
+AATCATGAGGATTGCCTAAGGCAAACAATTTTTCACCCTTAATAGGTTTTTGATCAGAAAGCAGGAAATA
+AGGCATTTCACCTTCAACTTGACGTTTTACTAGTGCCAGATCATTAATGACATCAACACTGACCAATTCC
+ACCTCAGCCATTTTTCCTTGGTGATCCAAGTATTCAATACGATATTTTTCGGGATGACGAGCATAGCTAG
+ATATCACATGATAGTTGGTTGCAATAATGCCATCTTCACTGATTTGAAAACCTGAACCAATAGAGGACTT
+CTCTCCACTGGCTTTATCAATTAATTTAATTTGGTAAAGAGAGGGGGTGAGTTGCGCAAATATTTCTTCA
+GCTTGCTCAGAGGCAAAAGTAGTAGAACTTAATAGTATAATAACTAAGGTAAAAAAAGCTTTCATTCATT
+TTCCTGTTGATAACCTATTTAACTATTGTGACACTAAATTTGTATTTGTCACCTTATCAATGACATATAC
+CTAAGTAATTTGAAGATGCTAGTTACTTAGGTATAAACCCCCTTGCTTGATTTATGTCATTGTTCCCCAT
+GTTGAAGCCGCGTATGATTTTTCTTTTATCTATACCCGTTCCACTTGAAGATGCATGATTCAGCTGGAAT
+TAGAAACACTTTTAGGCAAGGCATTGATTGAAGAGAATAGTTATTCTATTATCGAAATCAATAACGTAGC
+ATAAAGCGTTTATAAACCAGCCCTTTGGGTGAGTCTGAGCAAATCATACTCTGCGTTACATTTCTTTTTA
+AGGGAGTAACCCTTAATAAAAAAATGCGTCTTGATTATGAATCGTTCAGACTTCCTGAAACGAGCATCTC
+CGAGTGGAGCGGGTATATGCCCGTTATACTGCAATATGCAAGTTCAGTAGATCGGTTATAGTTTCCTATT
+CAGTTTTCCAATAAAGAGGTTTGTGTGAAAAAAGTTATCAGTATTGTGAGTGTATTAGCACTGAGCAGTT
+TTACCCACCAAGCAGTTGCCAGTAGTGAACTCTGCCTTGTTAGTAATAATGATTGTACTTTTGTGTTAAT
+TAGCGAGAAGAAAAGTGAGGTGATGACACAAGTAGTCAGTGAGACAACGAGTGAAGATGTAAATACTCAC
+CATAGCGCCAAAGTGACTCAAGGCTCTTCATACACAGAAGAAAATGAGATGCTATCAGTGGTAAATGAAG
+AGAGATCTAAGCAACGCTTATCACCTTTTTCTACCTTTAAAATCACTAATAGCCTTATTGCATTGGATAG
+CAAGCAAATAGCCAGCGCACAACAAGTGTTAACGTTTGATAAAGAAAAGTATCCGGTAAAAGTGTGGTGG
+CCATCGGTTTGGAAACTTCCAGAATACGACCTTACCACTGCATTTAAATTTTCTATGGTGCCCATTTTTA
+GACAACTAGCGACGGATATTGGTCAAGATAAAATGCAGTCTTACGTCACAAAATTCAATTACGGAAATCA
+TGATATCTCATCGGGACTAGATGATTTTTGGCTAAATGGCAGTATGAAAATTTCGGCATTAGAGCAAGTA
+CGTTTTTTACAAAAAATGCATCGAGGACAATTAGGTGTTAGTCAGCACAGTATTGATACTCTAAAAGAAG
+TTATGTTAGTTGAAAAAAATGCTAACTACTTACTCTATGCAAAAACAGGAGCAGGCAAAGCAAATAGCAA
+TGATAAAAGCAGTAAGGCCATGTTAGGTTGGTATGTGGGCTTTGTTGAAAATGATAAAGGTGTGCATTAT
+TTTGCTTTCAATTTTACCCGTGGTAGTTATGCAGAAATGAAAGCGGTTCGCGTTAAAATTGCTAGAAATC
+ATTTGAAAAAAGCAGGTGTTATTTAATATTATTTAGCTGTCAATTTCTGCTTTTTTGACCTAGCGCAACT
+AAGCGAGTTTTAAGGTGCGACACTTTGTCGCACATTGCCTAATTCCATTTGTTTCCAAATGTAATCACTT
+ACAGAATAGCGTTATACCAATTCAATTAATTGAATTTATTTCATATTACTGTAAGTGAAAATCACATGAA
+TTTTACTCTAAAACCTATTGCTCTCGCTGTTAACCTCACCATCTTAGGTAGCAGTGCTATGGCGCTTCCT
+GCTTTAGCGCTCCCATTTGTAGCAAATACGGCTCAAGGCACGATTAAAGATATTGAAGTCATCACTATCT
+CAAATCAGCGTCATAATTCTCTCGTAGACAATCAAAGTTACGCGCAAGGTAAAACTACCGAAGCTGATTT
+AGCCAATTGGCTAGCTTCTGTCCCCGGTGCGAACATTAACAGTAATGGCCCAATTACAGGCATAGCTCAG
+TACCGTGGTTTATTCGGCGACAGAGTTGCTACTTCACTTGATGGCCATCCTATTATTGGTGCTGGCCCTA
+ATGCAATGGACACACCTTTAAGTTACTCAACGCCACTTATTGTTGATTCAATGACGGTATACCGTGGTAT
+TGCGCCAGTTTCTGCTGGCATGAGTACAATCGGTGGTGCTATCGATATTTCAATGCGTAAAGCAGAAGTA
+ATGAATTCGGAGAATGTGCAAGTATCAGGTGATTTGCAAGCAGGCTACCGAAGTAATAATAGCGCGAGTA
+CACTTTCAGGTGTGACCAATATTGCTACAGGTGATGTTGCGGTATTACTGTATGGCAATACTCAGGCCGG
+CGATAGTATGGAAAGTGGTGACGGAACGGTTATTGAGCCGACTGATTTTGATAAAACTCAAGCAGGTTTT
+GATGTAAGACATGCGACTGAAAATAATACTGTGGGTTTGAGTTATCACTATACAAAAACGACTGACTCAG
+GCACGCCAGCACTGCCAATGGATATAGAATATATAGAAAGTCGCCGATTTAATGTAGATGGTGATTTTCA
+ATTAGGACAATGGCAAGGTGAATGGTCAGTAGGCTATTTAGATGCTGATCATGGTATGACTAACTTTTTA
+ATGCGTGCCCATGATCCAATGAAAAAACGTCGTAACACCGCTCTTGCAGACACGACAGATTTTAAGTTTG
+TACTAAATCGTGAGTTCAGCTTTGGTGAATTGAGTTTTGGTGTTGATGGCTATCTTGCAACGCATGACTC
+AGTTATTACCAATCCAACGAATGCTATGTTCGAAGTAGTCAACTTTAATAATGTGCAAGATGACCGTTTT
+GGCTTTTTTACTGAATGGCAGAATCAATATGGACAAACTACTGTTCAGTTAGGCGTTAGAGTAAAACATG
+CTATATCAAATGCTGATGAAGTAAGCGGTAATATGGCAATGAATATGGCTGACATGAACATGGACTCAGG
+AATGGGTGGCATGGATTCAGGTATGGGCGATATGGACTCAGGCATGGGTGATATGAATTCAGGTATGGAC
+GACATGAACTCAGCTATGATGCCAAGCATGGGAAGTTTGTTAAGTGATCTTGAAGGTGACTTTAATAATG
+CAGACCGCAAAGTTTCAGACACTAATGTAGATGTTGCCTTAAGTACTCAAACACAACTAAGTGAAACTCT
+ATCACTTTATGTTGGTGTGGGTATGAAAAGCCGTGCACCATCATACCAAGAGCGTTACTTATGGACACCA
+ATGGAATCTACCGGTGGTTTAGCAGATGGTCATACTTATATTGGTGATATCGACCTTGAATCAGAAACAG
+CGTATCAAGCTGACCTTGGTTTAACCTGGCAATCAAGTGACTTCATGATTGCGCCACATGTATTTTATCA
+AAACATTGATAACTACATTCAAGGCACGCAACTGGATATGGACGATGCATCAGCTAAAATGATGGCGTCG
+ATGATGGCTCAAGATGATAACCCACTTAAATTTAGTAATGTTGATGCTAAATTATATGGCGCGGATGTTA
+ATTGGTATTACAATCTCACAGACAACTTCCAGTTATCGGGAATCGCCAGTTATGTTAGAGGTGAACGTCG
+TGATATTGATGATAACTTATACCGCATTGCACCACTTAATGGTCAAGTAAGCGTTAGTTACCATAATGAA
+AATGTCATCACCAACTTAACGTTAGTTGCTGTTTCGGCACAAGATGATGTTTCTGCAACGAATACCGAGC
+AGGCAACCTCTGGTTATGGTTTAGTTAATATTGATATTGAGTATTTTGTAACAGCTGATTTTACCCTACG
+TGGGGGGGTTGATAACCTACTTGATAGAGAATATCAAAATCATTTAGGCGGCTATAATCGTGTTAAAGAA
+GTTGGTACGCCAGTAATGGATAGATTGCCCAGTGAAGGTTTGAGCGCGTGGGTAGAAGCGACATACTCTT
+TTTAATGACGCTTTATTGAGTAGATGATGTAGATCATTTACCTAATAAAAATCGACCGATATTAATTCCA
+AAAGCCTTTACTTTTTAACGTAAAGGCTTTTTTGTTTTTACCAAGGTTTTTATTTTAATTGACTGATTTT
+TAATGGTATTTTATTTTTGTTAATTGCTGTTTTGCGACAATATGACGCACCTATACGTACTTTTAAACTG
+CTAAAATAATACAAATTTTTCACACTAATTAACATTATAATTATGCAGCCTTACGTTTTTACTCCATCTC
+TATTGGCTTTACTTATTGCCAATACTTGTTATGCATCATCAGCTGAAACATTACCCGACGGTTCGGCCAA
+AAGTGATCTTGAACGAATAACTGTTACCGCAACCCGTAAAGAAGCCCTTGATACAGACTTAGCCATGTCT
+GTGCATGGTATAAGTGAAGAAGAACTCCAAATGGATAATGGCCAGCATGTCGCTGAATCATTAAACAGTA
+TTTCAGGGGTGTTAATTGATCAGTTATCAGGTGGTCAAGGTCATAAAACATCAATTAGAATGCCGATGAA
+TACCAGTGGTTACTATTTATTTCTGCAAGATAATGTGCCTTTACAGTCAGCTGCATTTTTCAATCATAAT
+GCCTTGTGGTGGTCTAGTTTCAATTCTAATGTTGGCCGAATGGAAGTACTTAAAGGGGCAGGAACCGCTT
+TGTATGGCTCGGGCGCTGTTGCCGCCACCGTAAACATTTTGACCAAACCGGTTGTCGAACAAACTGAAAC
+TGCGATGGATGTTGTGTTGGGTCAAGAGCAATACGGTAAAGTACAAATTAGTCACAGTAATAAACTTTCA
+AATACACAAGGTATTCGAGCATCGGCTTCCTATGTCACAAATGAAGGCTGGCGAGATCATACAGCCTCAC
+AGCGTGCAGAGATCAACTTGCGCCATGAATATGAATTATCAGCCAATGAGCGGTTAATCACCTCTTTTAC
+TGCCTCTGATCTTGAACAAGAAATGGCAGCGAGCTTGAATGATGACCAGATTGAAAACGATCGTACTAAC
+TCAGGTTTATCTGATGAAGTACTGGCGAGTGATCCTTTACGTAAAACACAATATATGCGTTTAACAACGC
+AGTGGGATCAAATGAATGAGGACAGTTATTATTCTGTAATTCCTTACTTGCGTCACCGTACTAATGATTA
+TACGGCGACATGGAATAAGAACATGCCTAGAGTGCAATCGACAGTGAATACGGTAGGTTTATTAGCGCTG
+GCGAATTTTGTTCATACGGCTGACAATGAAACAACAATAGGTGTTGATTTTGAATACACTGAAGGTGACC
+AACTCTCTTATCAGCCACTAGATTTCACCACGACAGGTTGGGGCGCTGATACCTTTGTCAAAGGTGAGAA
+ATTCTACGATGACACCACAAGTTACACCAGCATTTCACCTTACCTGCAACACAAGCGCACATTGACAAAA
+AATCTCGATTTAACCCTTGGGGTTCGTTATGACTATGCGAAATATGAATTTACTAATCACCTTGGGGTTT
+ATGGTGATATAGGACATGGAAAAATAAGCTTAGAAGACAGAGATGATGATTTTTCACATCTCAGCCCTAA
+AGCAAGTTTGAATTATCATTTATCTGAGAATACGAGTACCTATTTTAGGTATGCCAACAGCTTTAGATTA
+CCAACAGCGGGTAGCCTTTATCATTTAACCACTAAGGATAGTGAAGTTGCTGCACCTGTTGATCCTGAAA
+CTTCAGACACCTATGAGATAGGCTATAAAGGTAATTTTGATAACATAACATTCGATGCAGCTCTATATTT
+TATGGATGTTGATGACGGCATAGTACATGCCTATAACGATCAAGGTCAGCGTTATTTAACTAACGCCACT
+CGGGTACTTCATAAAGGTATTGAGCTATCTACTTTATGGGTAATCAATGACGAATTAAATTTGAGCGTTG
+CTTACAGTAAGAGTAAACATGAATTTGATGAACATGACGATTATTCAGGTAATGAAATGCGTATGGCACC
+CGATTACATTGCTAATGTTCGCTTACGTTATTTACCAAGTTACCTTGAAGGTTTCTCAAGCCAAGTAGAG
+CTACAATCGGTTGGCGAATACTGGATGGATGATGCAAACAGCACAGACCCTGACACTGGCCTTGAAAGAA
+AAGATGATGGTTACAGCATTGTTAACTTAAAAGCGCGTTATCAGCTAAATAGTCAACTTTCTTTCAATGC
+AAGAATTCTTAATTTAACAGACAAGGTCTATGCCCAAGGCGGTGAATATCGTTATGGCAAAAATTCTTGG
+TCACCGGGTGCGCCCAGAACTGCTTATATGGGTATGAGTTATCAATGGTAATAATAACTAAATGAGAATT
+CTTATGAAAAATATTAACAACCGACTAAAGCTATTAATTTTGGTGACCTTTATCTTAAGCACGGGCATTA
+GTCAGCAAGTGTTGGCTGAGCCCATGGATCATAGTCAGCATCAAGGTCAAAAATCAGTAAAGCAAGCGAA
+GACAATTTGTCAAAAAATTGCAGTGACATGTGGAAAAACGGTTACCAGTGCTTTTGCACCTAACGGTGAC
+TTTTGGCGAATTTGGAGTCAACAAGATAACATTTATTATCAAATTTCACCTGATAACGGTCAAAATTTTG
+GTATAGCTAAAGCTGTTGGTATAGCCAAAGAAAAGATATCAGCACGAAATGAGAATAGACCCAAAATAGC
+GTTTGATTCAAAGCAAGGTGTCTATTTGTCGTGGGCTTCACCGCGTGAGAAAAAATACACCGCAGATATT
+CGATATAGTTATTCCAGTGATTACGGTAAAACTTTTTCCACGCCTATTACCGTAAACGATGATGGTTTGC
+TCACGGGACATAGCTTTAATGAAATGGTAGTCAACGACGAAGGCGACGTTAGCATCGTCTGGTTAGATGG
+TCGTTTAAAGCAAAGGAAAGATGCCGGCAATGGCTCTGCCATTTTCATTGCCAGTGGCAACATGACAAAA
+GCAAAATCACAGTTTGTTAATCAAGAAGTCGTTAATGGCACCTGCGTTTGTTGCAGGTTAGCGGTGGATT
+ATAACCAGCAAGGTAAGCTCGCTATATTATGGCGTCATATTTATGGGGATAATATCAGAGAATTTGCCAT
+TACCACGCTAGGTGAGCAGAGTACGCCCTATCAAGTAAGTCATGATCACTGGAAAATAAACGGTTGCCCA
+CACCAAGGAGGCGCTTTATCTATAGCTCAAGATAATCGCTATCACATGGTTTGGTACAACCAAGGTGATA
+AAGGCAAAGGTATTTTCTATAGCTATTCTAACGATGCAGGTAAGTCATTATCATTACCTTTAGCGGTTGG
+GGAACAAGCAGCACAAGCGGCTCATCCACATATGAGTGAAAGAAAGGGTGTTATTGATATTGTTTGGACC
+CAATTCACAGGAACTGAACATCAGTTATGGCATCAACAATCTACCGATAAAGGCGTGACGTTTGGAATTG
+CTAGGGTGCTAGCAACATCGACTAAGGGTTCTGATAGACCTTTTATAGTCCAAGGACAAAACAATAGTTT
+TGTGTCTTGGCATCGCTTTCAACAAGGTCATTGGTTGAACCAATTATGAAAAGGCTAATGTGGGTAAAAA
+CACTACTATTTACTAATGTAATTTTTCTTATTAGTGCGCTGCTGATGGGCACGCTATTCATTAGTGGCTT
+AGTTCAAGCAGAGCCTGTAGGTAATAGCTCTATTGAGTTTAGCAAAATTCGTTTTGAACAAGTGACACAA
+GAGAGAAAAGGTCAAAAGTGGTTAGCGTTACTTTGGTCTGTTGACTGTCCTCCTTGTATGAAAGAACTCG
+CATTAGTGCAAAAGTTACAACAAAAACAGAAAAATTTAGCGGTAGTGATCATAAATACAGACACTGAAGA
+GAGCAGTGAGCAGAAAAGAGCCGACATTATAAAACACTTTAAACTGATGAATTTGAAAAACTTTCACTTC
+ACACAAGGGCAGGAGGCTCAACAAAGGTACCAAGTTGACCCTCAATGGTTTGGTGAATTGCCGCGCAGCT
+ACTTTATTGATGAACAGGGAAAGTTTCATGGAAAGAGTGGTTTAATCGCTGAAGAGTTTTTAACGCAGTG
+GTTATTAATACTTTAAAATTAAGAGCTTGTGTGTTTTAGCGTTATTTCATTGCATGATTTTTATGGAATA
+GCGTTTGAAATAATTCACTAAAACTAGCGCTTATCAACCAATAATGCCATGGCTTACTCGTCATGGTCTT
+TTTCTTTAACGGAGCATGAGCTTTATTCTGATCTACCTGAATTTGTTCTAATATAGCTTTTTGTTTTTTT
+ATCTCTCGTCGTTCACTCGCTTCATTGGCACGTTCAGCAAACTGTTTCCTTTTTTCAGCATTCATCTGAG
+ATAAAATACTGACCACATTGGTTGAGGTTTTACCTTTAATTTTTTGCTTTGGTTTTGGTGTACTACACAT
+AAGTTCACCTGTGATATAAATCGAACTGATACTAAAGAAGAACCTGATACTGGGATTTATATTTCATCTA
+CTATTGAATTGCTATAGATTATTAATCAGGATTTTATTCGCTAAGGAACCAAACTATGACTGATAGCCCA
+GACCATACTCAAGCTGAACACTATTTACTTAATAAGCCAGAAACAACCTTAGAGTTCCCATTCGGCGAGG
+AAGTTAAAGTATTCAAAGTGAAAAACAAAATGTTTGCGACGCTGGCTATCGGAAAAATGGGCAAGGGCAA
+TGGTAATAGCGAATCGTCTGAAAAAGAAGATTGGTGGATGAACTTGAAGTGCGATCCCGATGAGGCAGTT
+ATGTTACGTGATATATTTCCATCGATTATCCCTGGCTATCATATGAATAAAATATTAAGTGTTATAATAC
+CCATGATGTGTTTAAAAGGAAGTTGATCAAATATGTATCGTAAATACGCTATTAGTTATATACGCTTTTC
+TACTGCAGAACAATCACTAGGAGATTCGTATAATAGGCAGTTTGAAGAAGCAGAAAGATTTTGTTTCGAA
+AATAATATTAAGATAGTTAAGGATTACAAAGATCTCGGAAAGTCAGCATACAAGTCAGTTAACCTTGCCC
+CTGAATCTGGTCTTAATTATTTTTTAAATGCTTTAAAAAGGGGGGAGATATCAAATCCTAAAGAAACTCA
+TTTATTAGTTGAATCTCTAGATCGATTATCCCGTGCTCAAGTCACTACAAGTATGCATTTATTTTTAGGT
+ATTCTTAAACAAGGAATATCAATTCTTACGTTAGCGGATGGGAAGGTTTATGAGCAAGGTTGTGAGCTAT
+CAGATATTGTAACAAGTGTAATGATGTTGGCAAAAGCGCATCAAGAAAGTGTAGACAAATCTTATCGTAT
+AGGAAAGGTATGGAAGAGAAAAAAAGAAGCTGCTAGGGCTGATGCTAAGAATAAAGCGGGTACAGATAAG
+AAAGTTACAGCTTTAACAAAAATGTGTCCATTTTGGTTGAAAATAGTTAAAGAAAATGATCGATTCGTAT
+ATGAAATAAAAGAAATAGAAGTGAATACGGTGAAGTTAATTTTTGACTTGGCTACAGGAGATGCGATTGA
+TAATGAAGTTGAGCTGTCAATATCCGTTGAAAATACTAAATTTAGTTCTATTGAAATTGCCAGAATTTTA
+AATAACGAAAATATTCCCATTATCAAAAGTGGTAAAAGAAAAAGAACAGACTACTGGCATGCATCAAATA
+TAAACAGAATTATTACAAATAAAGCAGTTTACGGTATATATCAGCCTAAATTATTAGTGAAAAAAGAATA
+TACACATCATGATGATTTTAATGAATCTTATCCAGTAGAGAAACCGTATTTTGAAAATGATGGTGAAGCA
+ATTGAAGAATTTTTCCCTGTAATAATATCTAAAGACAAATTTGATCGCGCAACTCATCAACGAGAAGAAA
+AATTTAAAGGAAAACGAGGTAAAAAAGGAAAAAGATTTTCAAATTTATTTAATGGATTAGCTCTCTGCAG
+AAAGTGTCAATCAAGTATGGTTCATTCAGATAAGGGAACCAGTAAAAAAGGCAAACGTTGGGTATACTTA
+CAATGTTCAAATGCTCGCATTAAAGGTGGTTGTTCAGCTACGAGTATTAACTACAGTATATTAGAATATA
+ACGTGCTGCAGTTTGTTCAAGGAACAAATTTTTCTGAATTAATTAGTAATATTCAATTACCAAGCGTTGG
+GGAAATTAGCCAACAGCAAAATATTATCGATATTGTGGAAGCGAACTTAAATAAAATAAGCAAACAGTTT
+CATAAATACATGGAATTTGATGATGACAATGATCCCGATTTCGCTGATGAAATAAAACTAAAGCTAATTG
+AATTAAGAAAGGAAAAACGTACATTAAATAGTAAATGGAGTAATGAAAAAGTTAAATTAGGAAATATGTT
+AACACGCACTTCATCAGTGAACTTAGATGAAATGTCTTTTAAAAAATTGATAAAAGAAATCGATATTTCA
+AATCAATCAAAAGAAAATGATGACGTATATTTTAAACGTCAAAAAGTTAATAGTTTACTTACATCATTAA
+TTTCTCATGTTTATGTCGACACCCTGCGTTTAAAAGCTCTAATTTTTTATAAAAGTAATGTAATACAATT
+AGTAGATATTAAAGATGAGATTGCAACAGGAACCATTTTTTCAACTGTTCGTTTACCAAGCTTTAAGTTT
+TCATCCAAGATTGAAAGCTCATATCAGGATGCGTTTAAAGATGCGTTTTATGATCTTGTCATGATGTTGA
+TTGACGGAAAAATGAATATGTCTGCAACCTCTTTAAATGAATCAGAAAATGAGGGACTGTTAAATTTAGA
+AAAAAACTTTAGTCATGTAATGTCTTACCCAAAAATTTTGGCAGATTCTTTTAAAGCAGGAGGGAATGAT
+TTTAGCGTTAAATTCAATGAAGAGCAGTATTGGTTTGAGGTTAGTTAATTCCTCGATAATAAGTGTATGA
+CTAGTCATTCTAATATGCTTTCACACGAGGTATATACATAGACATATACCTCGTGTGAATGATTTGAAAT
+TATTTAATTCTTGTTGTTGATTTAACTTTTATTTGTGTGATGGATTGGTATGCGGCTATTTGGGGTGATT
+ATTCAGATTATCACCAAAGCTTTAAATTTATTATTAAAGGGTTATGTACTTTAATGTTTATAAAAGAGTC
+CCTCACCGATCATACCAATGCAGTTGACTAGGTTACTGTTCATTATAGTGAACTTTAGTCATATTTAGAC
+TGTTATGTGGAAATGTGTGCATTGCTGGCATGTTAGTTTCAATTTTAGCCATCTTCTTCCAACATTAAAT
+GTAATTTCCAAATACTTTAGAATTTTACAAAAAAATCACTATTAGCATTTATTTAATAAAGACATAAATA
+AAATAGTCGGCGGCTTTCTTTGTGTAATAGTTTTAAATATACTGAATTCCTATTTCTTATATGGGTAATG
+TAGAAACTATGGATGGTATTGATTCAAGAACAATAGAAATATTAGATAATAATTATGAGCAAGGAGAGCT
+TTATAATGAACTCATTATTTGCAGTAACGCCCTAATCAATACAAAACATATATTTACTTCAGAAGATGGT
+TGGCACCCTCTAGTAATACGTAAAGGAAAAATACCTCGTGTTTGGCTTTCAATAAAACATCTCGTTTCTG
+TAGGATCAAAAAAGGAACAACATTATTTGGATTTAATTGTAGATTCTAAATTGAAGCACCCTGATTTATC
+TCTTATTGCAAGTGTCCACGGTTTCCAAATCAAGTTGGGTGAAGATATTATTGTAGAATCGGGTAATCAT
+AAAGGTAATATTTTAGAAGTTTATAAGCTTGATTTTCGTCCATTAGGTTTAAATATCCATGGTGATCATT
+CTCATTTATCTATTGGTAATAATAATATGTCGAATAATACATCGAAAAATAGTAACTCTATGTTTGGAAT
+TTAACTAGAATGAAGTTATTGAGTTTTGAATTAAACGGAACAAATCATAAATTCATATCAAATGAATGTA
+ATGATTTAGATAATAAGTATACTTTTCTGGTAGGCGAAAATGGGTCGGGGAAAACGGAGTGTTTAGTTCA
+AATAATTAATTCTCTTAATCGTTATCAGCTTCAGCATGAACAGCATGAACAGCATAGGGATATGTTGGAT
+AAACACCTAGAAAATAGATATAAATCTTCATTAGTCGATTTTAAAATTAAATCTAATTTGGTTTTCGAAA
+AAAAAGATGAAAAAATAAGTATTTCGTTTGAAAAAACAGATGCACCAAGAGAAATAATTGGATTCGATGG
+TAAAAAAATAAACTTAAATCAAAATTCATTTCGATATATCTATAATTTCAAAACATCGGCTACGGTATGT
+AATAAAGCTGATTATGACAAAGAGAGCAGTATAATTGCAATTTCGGAAAGTCCTTATAATAAGTTCCCTA
+TATTGCAATCAGATTCCTATTTCAATTATTACAATATAGGGGTAAATACAGAAGAAAAAAATGAATATTT
+AAATCATCAAAGTGATGATTATGTTCATCCAAAAGTTAAACAATTAACAATGTCTATTTGTGGATCTTTA
+TCTGAGCATCATAAGACTAATTTTAGTCATTTATTTAGAATGTTAGGTTTCTCGGAGAAAATAAAATTTA
+CACTTAAAATAAAAGATAGTTTTAAATATTTAAATAATAACAGTAAAGAATTAGCAGAAAGAGTGGTTTC
+AAACAGATATAGAGATACTAGATTTTCTAGTGTAGGTAAAAATACAGAAAAAGAAATTGAAAGTAAAAAA
+AATCAAGATAAAACCGAAATTATAAAAGCTATAGATGGTTTACATAAATTAGAGCCTAATTTATTCACTA
+TAGAATCAAATCAATATCATGACTCTATGAATAGAGAGTTGGATTTTGACATTGATTTTAATAGCTATAC
+ATTGATGACTGGTTATGTAAAAACGTTAATTGAATATGACGTATTATTTGTTTCAAATATTTATTTTTAT
+AATCTAAAATTTGAAAAGCAAAGTATTGATTCTAGTAGATTAAGTTCAGGTCAATTATGTGTATTAAATC
+TTATTTTCGGAATATCATCAAAAATACTCAATAACTCCTTAATATTAATAGATGAGCCTGAGATAAGTCT
+ACATCCACACTGGCAATCTAATATCATTTCAGTTATTCATAATTCATTTAAAAATTACACAGCGTGTCAT
+TTTATTATTGCGACACATTCACCTCATATTATATCGAATGTAATTAAAAATAACTCATCTCTTGTACTTA
+TGGAAAACAGTGAAAATAATAATTTAGCTAATGATATTATAAATACAGAATATGGCTGCCAAGGTTGGAC
+TGTTGAAGAAATACTTCATGATATTATGGGTATGTCTGATACAAGAACAGATGAATACCACCAGAGAATT
+AAAGAATTTGAGGTTGCTATTGAACAAGATAACTATTTACTCGCAAAAGCTTCTTTTACTGAACTAGATA
+ACTTACTCCATCCAAATAACCATTTAAGAAAACTCCTTAAACTTGACTTAGTGTCAGTAAAAAGTGAAGT
+CGAATGATAAAATTGGAAAGAGAAACTAAACCTGATTATTTATCAGATGAGAAAGTTTTTGAACTCACGG
+AAAGCTTTAAAGCTACTAAAAAATCGGTTTGGAACCATGACCATATAAAAATACCACTGCTGAGATCTAG
+TCATAGTAAATGTGCTTATTGTGAATGCCCGTTGACTTCTGCAAGCAACTATATGGAAGTTGAGCATTTT
+GAGGATAAAAATCATTATCCAGAAAAGGTGGTTCTATGGGAAAATCTGTTACCATCTTGTAAGAAGTGCA
+ATGGAGCTAAAGGTCAACATGATGTAATCGGTGATCCAATAATTAATCCATATGTTGAAGACCCAAAAAA
+TCACCTATCAATGCGTTTATATCGGTTTAGGGCAAAATCTGATAAAGGTCAGAGCACAATTGAAGTGACA
+CAATTAAACAGCTCAGATAGATCGGTATTTTGCCGTTATGAAATAGGTGAAAAAATCAGTGAAATGATTG
+ATCTAGGTTTTGAACGTTGGAATGAATATTTAGTAAGAAATAATACTCGTAGTAAAAATAAGTTAGTTAA
+TTTAGTCCAGGGACTACTTAATGAGTGCCAACCTACATCTTCTTACTCGGCTTCTACAGCTACGAACTTA
+CTCACAGATCCTAAGTTTATTGAATTGATGTCTCTGATGAGAGAAGCAGACATAGTATCTGAAGAATTAG
+ATGATTTGATTCTGAAAGCTTCTACTTTAGTACTTGATTATGTTTAAGATAGAGCTACCAATAAAAATCT
+AACTTTTATTCACTAATATTATTTTTGTGGCATAAATTGATTTTTTCAAATGGTTACGTCAACTAATTAG
+TATTTTTGGATTTTATGATTAAACATACTTTCGACACTCCAATAATCAGCATGTACTTTGACAAAAGGTA
+GTTTTTGCCTTTTATAAATGTACTTTATACATCTTCATGATGAATAACAAAGTGAGAAAAACCGCTATTT
+ATCAAGGTTTTTTGAAATTACTCTTCTTTAGTATATATTGTCTAACAGTATGGTAATGCTAAACATTTTC
+CTTAATGAGAGTTTTTATTTATTTAAACACTTAAGCATTGATCGTTATTATTTTTATAAAGACCTTTTGT
+TTCAATTGATTATCTTAAGCTTAATGCAGCATATACCTCATAGTTGTTTGAATCTTTCATTTGAGGCAGG
+TGAAAGGCTGAATAGCGGGATTTATTTATAATCTGACAATAAGGTTAACAGTTTAATTATTTAAACCTTA
+AACATTGACTTTAAGGCTCTTAAATAAATTTACCCATCTGGCTAATTTACTAAAAAGCCTAAAAGCCTAT
+CTGTGGGTAAAGAACAGACATTTCTGGTATTAGAAATAAACCATAAGTGAATGGTTTACCTTATTTAGGT
+TCATTATTTGTTACTGGTTAAAAAATAACAGGTTGAAAATAAATTTAAATGGGAATTAACTCAAGGCATA
+AAGCTTATTATATAAATGTACATTACGCCTTGTTAGAAGTGATAACGATATTTAAAATCCAGCTATTTCT
+AGAGGATTTTAAATAAATTCATTCTTTAGTATATATTACTGATTAGTGTAATTTAGAATCATTATCAGGT
+GGGGAGCTTTCATTGACCTGTTTATTATCAAGTGGTGTTTCTAATTTTGGATATTTCTTTGAGCTGAAAA
+ATACGAATTTAAGACGTTCTAAAAAAGTTAAATTAATCTTTTTAGAACTGTGATTATCATTTTGTTCTTT
+GCTAATAGGCACATCAGTTTTTACACAGCTAACTTTATCTGTTTTTTTAGGTGTATCTTTATAAGCGATA
+ACGAGATTTGAATAATCAAACTTATAAGGCTGATCGTTTGTTTTTGTTATTTTTATCGCCTTTCTAAGCT
+CTAGCTGATCTGTCCATGCACCTTTACCAAAATAAAATGGATTGAGTACAAATACGCTTTTATCTAAATG
+AAATAATACTTGTTTCTTTTTTAGAATCAGTAAAATATTATCAAATGTCTTTAATTCAATTTCTAGTGTT
+TTAATGATCTGTTTTTTGATAGATGAATTTAAATTAATAATACTCGACTCAAAGTCTGCTAGATCTGCCA
+ATCTTCTTATTATGTTATTTTCTTGCTTAGTTAAAGTGTTTAAGCCATCTAAATGCTGTGTATAAGTCTG
+GAAATAATGTGGCTGTGTATTTTTAACTGTTTTGAAAATCACGTCTTCTTCGTAGTGAATTGTATTTCCT
+TCTTTATCCCGAATTGTATGTGTATTCGTTCGTTCTAAATGAAACTTTTTCTTGTTATTTGTGCCTAATT
+CATCTTGTTTTCTTCCAAATAATTTTTTCATATTATATATCCTCATATTGTTGTTATTATATATTCGTAA
+GTTTTACATGGTTGTTATTCCAAAATTGAATATGAAGTGATAATACAAATAAAAAACTTTACTGTCAACG
+TGATAATTAAATAAAACGCTTAAAATACAAGGCTCTATATACTATTATATATTTTTTGTTAGTACTGACA
+GAGGGACAATCCTTAACGAAGTGACAGGTTGTCCTATCTGGAAAGAGTGAAAAATATCTCATTAGCTATT
+TGGTTTTCTTCCATTTTTCACTCTTCCTCTTTAAATAAATTTCCTGTTTGATATGTTTAATGTATCAAAC
+AATGAAAATCAATTATGTTAAAAAACTGGACGGTTGTGACACAACCAATAAAGCAAAAAGGCGTAGGTTT
+ACTAAAATTTCTAAGATACTTAGTCTCGGATGATCACAAAAACCACAAAGGTAAAACCACTATAAAGCCC
+ATATTTGGCAATATAGAGCGTTTTTATTTAAAGACGGTGTTGAACATCACTAAACAAGAATTACACACGG
+CAAAACGTAAAAAGGGAGGTCGTGGATTTAATTCTTTTGCCCAAAGTGTGTGTTTTTCTTTACCTCCCAA
+TTTACCTGTAGAAATTACATTAGAACAGTGGAAGTTAATAAGTAAAGATATAGTCATTGAATTAATCAAT
+TTCTTAAATGTATCTGCTGAAGAGATAAAAGATCATCTGTTTATAAATTTACATGACCAAGACAATCCAC
+ATTTGAACATGATAATAGGCAAAGTGATCAATGGAGAAACAAGGATTGAGCTGCAACAAAAAAGTATCGT
+CAGGGTGTTAAAACATGCTTTTAATTTATCTGTATTAAAAAGAGTAGGTCTTGATCACTGTCAGTATCAA
+CCTGCAACAAAAAGAAAAAAACGATATAAAGAACACTATTACCAACAAAACAAACAAATTATTAATACCT
+TAAGTGAATGCCATGATAATTCATCACCATCTTGTCAAAGTTCATTAACTAGAGGTACCTCAAGTCAATT
+AGTTCCTACTGAACAATCAAAAAGTACCAATATAAAAAATAATAAAAGAAGGTATACATAATGAAAAACT
+TAAAATTAATTAAAGATATAAGTGAAAAGCTAGCATCAGAAAATGATTATAATTTAGTTAAAAATAACTG
+GATATTAAAAGAAGTAGATATTCTAGTTGATATTGATCCTCGTTTTGAAGACCTATTTGAAAAGGCAAAG
+TGTTTTAAACCTAGCGTACTGTCAGATTATATTAACGACTCGTTTAAAGAAGAGCTTTTATTTTACAGTC
+GAGACAAAAAAAATCCTCCACAATTACAAATATTAAGAAATGTAAAAGATTGCTGTGAATTACCTGATTT
+TAATTTATACCATTATTTAAAAGCAGGTTTTTCTGTCAAAGAGGCATTGTTACACTGTTATAATCACCGA
+TACGTAAAACACAAATTTATTCGTTGGGATAAAGACATCACCGCAGGAATTGAATATTTAATATCAGAAA
+ATATGGTTTTGTGTGACTGTCTAAAGAAACATAGTAATGGTAATCGTGAAAAGAAAAATAGAACAGGTTC
+CACTAAGATGCAAACGCTTAAACCTAAGCCAAACTTTTTAATATAAGTAGAGTGATATGATGGAATTTGA
+AAACCTAAAAAAATATATTTTATCTAAACCTGAATCTACTTTGGAGTTTCCGTTTGGTGAAGATACATCT
+GTCTTTAAAGTTAAAAATAAAATGTTTGCCTTGGTTGGAGAAAGAAACAATTTAATGATGATGAATTTAA
+AATGTGATCCTGATGAAGGTGCTGCTTTGCGAGATATATATCCTGCAATAACTGAAGGATACCATATGGA
+CAAAAAGCACTGGATAAGCATCTATTTTGATAGCTCAGTGCCTGAAAATGAGGTACTACGATTAATTGAT
+AATTCTTACATGTTAGTTGTTAGTAAAATGACTAAAAAAGATCAAGAGTCGATTTTGATTAAAATTTAAA
+TCGAATTTGAAATTATATTAAATTCGATAAAGTTTAAGTTGTTTGATTTGAATAGCATTAGTCAGTTGGT
+TGAATTATTTGTTCTGAAACTGATGTCATGGTACGAAAAGGTTTTAACTCTCTCTGCCACATACTTAATG
+TCTTAGCTCTTCTTTCAGCAGTATTTTTACTTAATGAAGGGCATTTCTCAATCAAAAATGCTGTAGCAGT
+GGATGGATCTAATTCATCAACAGATTTTTTATTTGACCATTTTAGCCAAGCCCAACCACAGTCGCTACTC
+TCAAACCTGATTGCAACTATATTCATTTTTTGAGCATAACTCATTGTACTGAATTGATATCCAACTGAAT
+TAATAGCGTTGTTTTTTGATAATAAACCTAGTGTTCTAGCCGCATGAAGGTAATAAGCCACTTGTCTTTC
+TGTTGTTAAGTTTAGAAGAGAAGGTGTAATAAATCTCCCTTCACTTTTTAATTCTACAGCATGAAATATC
+TTAGATAAATTATTGGCCTGAGGTACTAATAAACTTGAAATTAATGAAGAAGATTGTTCTTTTAATTGTT
+CTAGGGATTCTAAAGCTTTTTCTTTAGATATATTTAATTCAGCTTCAAACTTTTCTGCAAGACCAAATTG
+AATTTTAACTTTACCATCAATCACTTCTTCTAAAAGAGTTTCAATAGTACTTACATCAATATTTAATTCT
+AATAACTTCGGGAAAGGATTTTGTTCTTCGTTTAATATATTAAATATTGTTTTAATTACAGGTAGACATT
+CTTTTATATTGGGAGATTTAAGGCGTAAAATGAACGAACCAGGACGAGCATCTAAAGGTGTCAGTGATTT
+ATTTCTAATTTTTAAGCTCTTTAGTATTTCTAAATATAATGAAGAAAAAGCATCCGCAACCTTAGATATA
+GAAGCTAAGTTTGGTGCTAATCTACCTGCGAACCTTTTAATATAAAGTTCTGTAACATCTTCACCATCTT
+CTACTTGAAATGACTTGGATAAATTATCCGTTAATTCAATATAAAATGTGCTTGGAGGTAATATTTCATC
+AGTCAGTTGTGAAGCAGAATATTGCTGAACTTGTGAGGTAATATCTTCATTGAAATATGTTTCCACCTTG
+AAAACTAAATCATTAGGGTAGATAAATACGTCTCTTAATTTTATTTTTGATTGTTCTAATTCTATTAATC
+TTTGATCGCTTACAGGAGCGTATAGCCATTCATCTCCATCATCATTTGAACCAATCCAAAAGGCTATATA
+ATAAGTACCGACACCATTGACAGCACTAAATAATTTTGGACCTTCGTAATATTCATAAACATGAAAAATT
+TCTAAATTACCGAAATATGCTGATTTAGGAAGTATTTCCATTAGATCTCTTCCTTTAAAACTTCAAATAT
+AATTTGTGGTTGGGCTGATTTTAAGTACCAAACAGTATGGTGAGTTGGCTCAAAAGTTTTCATTGTTAAG
+CCTAAAGTTGGCACCAGTTCACCCACAGCTATTTTTTTATTTCTAAGAGGAGGAAATAATTGACGTTTTT
+TTTGAATATCTTTTAATTCTCTAAATTGAGAGGTTCCACAAGCATTTGCAATAGCAGACTGATTAAATTT
+TCTATTAGGATACTCCTCATAAGTTGACCTGAAGTCCCCACGAGTAGGTGGGTGTTCATTAACTAATCGA
+AAGGATGTACCTTCAGTAGCCACTGCTTTTGAAGGAGGGGTATTTTCTGGATAAAATTCAGGCCAATCTG
+CCATTAAACTACTCACTGTGATATAAGTTCTTCCATGTTCAGCAAGTTTTTAACACGTATCGGGAGTTTC
+TTCAATATTTTTTATACGATCGATAGTATGATTCAAGGAATCTATAGATAAATCATTGCCGTAAAATTTC
+CTAGAAAGTGATAGGGCTGATACGCCTACGGAACCAGATCCCATAAAGGGATCACAAATCAGAAAGCCTT
+TTTCAGTACTTTGTTCTATTAATATATCCATCAAAGCAACGGGTTTTTCTGTTGGATAACCTCTATAAAC
+TCTTGGTACTTGCAATACATCGGGTATCGCAAGATTGTTCAATTTTCGTTTACCCTTTTCAAAGAAAAGA
+ATAAATTCATATCTTGCTCGATAATGATATCCCATGCCTATTTTCATCTTATCCCAAACAATAGGCTTCC
+AGAATTTAAAGCCACATGATTCTGCTATTGGTTTTACAATAAAGGCGGTTTCTTGATCGCATAGCAAATA
+AAAATGAGTGTTATTTTTTAATGTTCTATATATTTCAATGAATAGTTCTTCGAATCGAGAGTTTGGAAAT
+ATTTCAAACCAATTGTTACTAGAGGATTTACTGTGTTTTAGACGAGTTGTGGTGCCTATTTTTCGATGTT
+TTTCTAAAGATTCATATGGAGGATCTGTAATGACTAAATCTAAACTTTCATCAGGTAAAGATTTCAGGAA
+ATCAACAGCATCGCTTTGACTTATTATAAAATTACTGTCCATGAGATATTAATGCCAAATTTAAGCTGTA
+TAAAGATCCAGCATGTTAGCAGAATTGGAGGCTATTACAAGATAATACTAAATAAGTAAATTTTCCTTAT
+TGAACAAAGGATTTGAATTTATATCTTTTATAAAATTAATATATTTTCTAACTCTAATTATTATAAAAGT
+TATTTAATAAATGACATCTCCATACTTATTCTTAAAATAATCACAATCACGATCTAAATATGACTTGTCT
+GGCAATTCAACACGACAAACGTATGCGGAATCTAGTTGAGTTTTACTTATTTTTGTATATGTTAAATTTG
+CCTCATAAAACTCTGCATTACTCATATCTGAATCAGCAAAATCAACATTCATATAACTAATATAGTAAAA
+CTTGGCTCCTTTGAATATAGAGTTGTTGAAAGTAACACCCGTTAATCGTGCATGCTTGAATTCAGTATTA
+ATAAATTTATCACCATCAAATTGAATAGAATTTTCTTTTTCTTCGCCTTCATTTAATATTCTACCGTCAA
+TTTTATCGAATTTTGCATTTGAATAATCAGAATTATTAGAATATAAATGCCATATTTTTAATCCATTCAT
+ATTAGCGTCAGTAAAATCAGAACTATCAATTGTAGGTGTCCCATCATTACAATAAGAATCCTTAGGTATC
+TCGGAGCAGTACGTGTCACTTAGTTGAAAAAGAGTGCCATTTAGTTCTGTATTTTTGAATGACCCCCTAA
+ATTTTGTTGAGCCAAATGAGGCATTGTAAAATTTAGCTTTATTGAAATTACCTTGAAGTTCAGTCGCATT
+AAACTCTCCTCGGTAAAATTTAGTATTGATTGCTGTAATACCTATACTCGTCATACCCCTTGGAACATCA
+TGATCCTGAGCTATTACCGAATTGAATTTACTGTAAGTGAATTCACTATTTGATATGTCAACATCATCAA
+ATGAAGATAAAGTGAAATCCATCTTAAATAGCTGCATGTTTTTTAGAACAAGTCCTTTTAAAATAGCGTT
+CTTGATGGATAAATGAGCTATATACGTTTCATGATTAGCAAGTGTCTGAAGGGCTTCTTTTCTTCCTGCA
+TTTCCTTTATATTCTTGAGCTGAATAAATGGTTGAGTATGCATTTAAAATGTTCTGTCTAGTTCGTTCTG
+GATAGGAAATAAACCACCCAATAATGGCGAAAATGATAGAAACTTTAGTTAACAATTCTATAATATAAAA
+CAGACTTGAATGTTCAATGTTTTTGAGTATATTTTTCATTATTATATTTAATCACTTACCTAAAAAAGAA
+AAAAAAATGGCTGAACCTTTCTTAGTATAGTACTTAACGTCCTGTTTTATTTTTATCAGTAATATCACCA
+TTTGCATAGCTATCTTGTTCTATTGTCAGATGATGTTTTGCTTCCAGCAAGCAAAGAGTTAATTAAGTTG
+ACACCTTGTGAACCCGCGCCAATGGTATTATGAAAACCAACTATTCTATCTAATATATTTAGTCCATATT
+TTCATATTTATCAAATAAGTAGGTGTTTATCTAACTAAAAGCTAAATATAGATTTCCATCTGTTTTTAAA
+AACATTATTGTAAAGTGATTTGTATTTTTTGTTATGGGTATAATATATCTTGATATTAAGCGCTTGTGGA
+ATACAATCATTCTCGATGGCTCAATTCCACAAGGTGAAATTGAGCGCATGATAGATAACTCGTTTAAGTT
+AGTGGTGAGCCAAATGACTAAGAAAGATCAGCAGTCAATCCTGATACATTTTTAATGCGTTTATGTTATT
+ACATTACTGATCCAAACTGTTTGATAAGGTGTTAATAGTATTTTTTGTGTTAATTCAGTGATTTCTTTCT
+TGCTAATAAGCTCAAACCAAGATTCCGTAATAATTAAATTAAGCTCACTTAATGGCAGTGTTATGGGTTG
+ATCAGAAACATTACTGACACAAAAAATACTTTGTTTTCTATCTTGGCTTTGTCGCCAAAAGCCAAATAGT
+TGTAAACCTAAATGAAGTGTAAACTGCGTCGCATTGGGATGAAAGGCTGGTTGCTTAATGCGAGTATTTA
+ATAATGATTTTAACGTCGAGAGAACTCGTGCATGATGTAAACTTTTATTAGCGAGTGCCTCTTCTAAAGC
+ATTTTCTTGCCAACGACGTCGATTAATAGACCGGTTATGGTGGGTATTTGCTAATTTTTGATAGTCGTTT
+TGCGTACCCAACAGACTATGAATATAAATACCTGGTATGCCTTCAAGAGCAAACATAATGGCATGTGCAC
+AAATAAAACGTTCAAAATTCCATTGATCTTTTCCATCAACCGTCCCTTGCATCGCATCATAGAGTGAGAT
+ATTCATCTCGTACGCTTTTTGCTCGCCAGTATCAGAAGTACGCCATGAAATTTTACCACCAAAATTTTCT
+ACCGTGTGCACTAAGGTATCAAGTTCATTTTCACTTAATAAACCTTCAGCCGGACGTAAACCAATACCGT
+CATGTGAGGCAATAAAATTAAAATATAGGGTGCCGTCTTGTGACGGAGGCATACTCATTAACCAACGTTT
+TAAATATAAGCAATTACCTGTGAGTAGGGTGTTTAATAGAAGGGGCGGTAATGAAAAGTTATAAATGCCG
+TGCGCTTCGTTAGCATTACCAAAGTACGTCAGGTTTTGGGTATTAGGGATATTTGTTTCGGTGATGATAA
+TCGCTTGAGGTTCAGCCGATTCAATGAGAGTTCTCAATAACCGAACAACCTCATGTGTTTCAGGTAAATT
+GATGCAGGTAGTACCTGTTACTTTCCATAAAAAGGCGATAGCATCTAAGCGGAATATCTTAACGCCGATG
+TCTAGGTACTGCCTGATGATTGACGTAAATGCCGCTAATACTTCAGGGTTACGAAAATCAAAGTCGACTT
+GGTCGTGGCTAAAGGTGCACCAGACAAATTTTTTGCCATTACCCGTTTCAACTTCTTTGAGTAATGGTGA
+GGTACGTGGGCGCACTACATCTGTTAAATTATCATCGGGTAGTGCAGTGAAAAAATAATCGCTACCTTGA
+CCTTCTCCTTTAACAAAGTTATCAAACCAAGCACTTCGGCTGGAGCAGTGGTTAATCACAAGATCTGACA
+TCAAGTGATAGTCTTTACTGATATCTTCTATATCTTGCCATGTTCCTAAAGATTCATTGACTGAAGAATA
+ATCAATAACGGCAAAACCATCATCTGAGCTGTAGGGGAAAAAGGGTAAAATGTGAACACTATTAATGGTA
+TTTTCAATGGTAGTGTCTAAAAAATGCTTTAATGTTTGTAATGGCGGTTGATCTGCTTTGATAATGCTAT
+CACCGTAGGTGATCAAAATAATATCTTCCTCGGACCATTGGTTGGTAAAAGGTTTTACAACCACCACCTC
+GCTTGATAATCGCATAACGTTCATGAGTCTTTGTGCAATATCATCAAATGATTGCTCAAGAGGAACATCT
+TTATAAATAGTCGAAAGCTGCTGAGTTAACTTATGTTTTAGTTGATCAACCTGCGGTTTCATAGTTTCGC
+CTTCTTTTAATACTGATAATTCTATTTTTTACTAAATTCTTCGTTATCTAATTCAACCGCTTCTTTTAAT
+TGCGAGAGAATATCGGGGATAGCACTTACAACACGATTCCAAGACGGTATAAAAGGCGTTTCCATGGGGT
+GTTCTAAGAAAGTGCTTCCTGCCGTTAAGATATTTTCAGCGAACATTTCTACCGCTTTTTCTTCATTATG
+AATATCGAGCTTAAGTCCATTCATCATGGCGTCATTTCTATAGGTTTCCACGTAATCTAGCGCGATACGA
+TAGTAGGTTGCTTTTAACGTTCTAAACTTTTCAGCGGTGAATGTTTCACCTTGTGTGGCGAGCTTTCGAA
+TAAAGGCTTTACTGATATCAATCGACATTTTTGATAAGCCGCCAGCGGAGTTATCCAAAGACAAATCTTG
+GTGCTTATGATCATACGTTGAGGCTATATCAACTTGGCATATACGGTTCGGTGAGTAATTACGGTACATC
+TCGGATAAAACCCCAATTTCTAACCCCCAATCGCTTGGGATACGAATATCATTTAATACGTCTCGACGAA
+ATGAAAATTCCCCCGCTAATGGGTATAAAAAGCTATCCATGTATTCAAGGTAATCACAATGACCCACTGT
+TTTTTTCAGTGCTTTAATTAATGGGGTAACTAATAAACGAGATACGCGACCATTAATTTTTCCGTCAGCT
+ACACGTGCATAAAAACCTTTAGAAAATTCATAATTAAACAATGGGTTGGCAACAGGGTAGAGTAACCTAT
+CCAGTAAATCTCTTTCATAAGTCAAAATGTCGCAGTCATGTAATGCAATAGACTCAGCTTTACCTGAGGC
+TAAAATGTATCCCATGCAATACCAAACATTACGGCCTTTTCCTAGCTCTTTAGGGGCTAATCCGAGTGCT
+TGTAATTTTGCATCTATAGCTTGCAACCTCGGACCATCATTCCATAATACTCGATGATGTTGGGGTAACT
+GACTAAAAAATGATAAAGCGTGTTTATATTGCTCAAGATCTGCTCTGTCTAATCCAATAACAATTTCAGA
+TAAGTATTTTACTTCCTTAACTTTATTAATAATGTCAGGTAAGGCTTGACCTTCTAACTCCGAGAATAAA
+GACGGTAACATCAACCCTAGAGAACGGGTTTTTGAGAACGTTAATAATTCATCTGCCATATCCGCAGGTT
+CACGTTGCGCCAAGTTGTGTAACGTTGTTACTGTGCCATTTTGATAAAAATCAGCCATGATTTACTCCTG
+AGTTAATTGAAGGTGAAAGTAGTTGATTCGCTAAAAGTTTTTGAATGGCTTCAGCCCAACCTTCCGGACC
+GTATAATTGGGTTTGAGTGGTTTTATACTGGCGATATAATGTGGGAAAGTCATGGACAGGAGAGCGTACT
+TGAACCGCTATATCTGCAGCTTCTAACATAGTGATATCATTTTCTCCGTCTCCTAAGGCAATAGTGAAAA
+TGGAAACGTTATCGAAATGCTCGCGGTATCGCTCAGTCAACCAAATTAGTGCTTGGCCTTTATCGCAAAA
+ATCCCCTACATGAATAAACCTTCCTCCTTGAACGACATTGACACCTAGATTAATCAATCGATCTATAAAG
+ACTTTTTTCGTCGGTTCATCTCCTAACCAATGAAGTGGCTCAGCAAATTGTCGTTGTTTAGCTCGTTCAG
+TTTCTGCTAAATTTAACCCGGTGATGTTGCATAATTCTGATGCTGATAAGGCTGAAAAACCCTGGTAGTA
+CTGGCTAAATTCATCAGTATGTTTTGCTAATAAATTTATCCAATATTGTCTAGGTAAACTAAATGGTTTT
+ACCCAGTAATGATCTATAACCACGGTACCCGCAGGCTGCGTTTTGAAGGTGTTTATTGGGATATATATCG
+CGGCGCCATTTTCTATAATGAATGGTGTCTTTAAATTGAGATCGTGATGAATTATTTCTAATTCTGCGAG
+TGTTTTACTGGTATTTAAAATAACTGGGATCTCAGCACTTTCTAACTGCTGAAGTGTTTTATCTGCAGCG
+GTTGATTGATAAGTGAAATGATCTAGCAGTGTTCCATCTAGATCACTGAAAATAAGCGTTTTCAATTTTC
+TCATACACTTTCCGTGATCGACATTTTTGTGATTTTACGGTCGTAATCTAAGTAGAAAATAGCATCAGCA
+GATTGTGAAAATGTTTTGCATCCTTGAACGCTAAGTCTTTGGAAATATTGAGTGAAATTTAGTATCTCTG
+CGGGAGACATAATTTTTGAATTGACTAAACCGATATTTCTATCTTTTAATTTTTGTTCTTGCTCTAAACG
+CCATTTATACACGCAATCGAATGAAGGCGCTTGAAGTGCTAACCAGAAATCCATTTTTTTATACAAAGGT
+TTATAAGCGATTTTAAGTTGTTGATTAACATAATCTCGCCATTGCCCAGTTTTATCGTATTGGCATTCAA
+GTTCATTGATTGGAGCTTTTAGTTGTTCTACTGTTTGTGGCTCTACGCCCCAGCACCAACCTTCCACTAT
+GATTATATCTGCGGTTTTTTCAATGGTCGGCCATTGCTTTTCAGGATAAGGGTTATCAGTAGCTTTGTTG
+AACTTTTGAATAGAAAACCCTGTTTTCTTTTCCTTTAGCTGGGTTAACACATGATTAAGTTCAACAACAT
+CATGTGTTCCAGGTACGCCTCGTGTTGCTAATAAAGGGTGAATACCTTGTGCTAACGTTCTGCGCTTTTC
+GCTCGAAAAATAAAAATCATCTAAGGACATCACCACAACATTGAGTTGATACTGTGTCGTTAAATAGCTG
+GCAATGAAATCAGTTAGTGTTGACTTACCACTTCCTTGACAACCATTTATACCGACAAAATAAGCCTCCT
+TATTTTGCGTAAATCGGTTAAATATCTGATCTGCCAATGGTATGTAATATTCGTTGACTGCAAGTTTAAA
+TTCTTCAGGTAAATTGTGTTGTTTAATAAAAGTTGAAACCATAATTTTCATCCGAAATAAAAAATACAAG
+TTATGGTTGTTATTTCAAGTCCTATGCCATTCCAGTCAGATCCCAATTACTTTTTATAATTCATTGTAAA
+ATAATGATTATTTATATCAATTAGATTTGTTGTTATGTGTTTTTACTCTATTGAAAGTGCACAGTTTTAA
+AACAATTGCCTAATGTTGGTGCAATTAAAGAACAGTAATTAAGCAATTAGATATACACTGTTTTTTAAAT
+AGTATGTAGAACGTGTTTTAGATAACAACATGCTACAAAGAAATATTGATAAAGCATGATTAACTCATTG
+CAACAAGTCATTGCGATTGATAAAGGCTTTTAGCATGGTAAGGTTTTCAAATAGGCTATTAGAGAAACTT
+ATCATCAGAAGTATCAAATTGCTGTGCTCACTTTTATACGGCATAAGCTACTTTTACTATAATAGTAGCG
+CTAATGATTACATGAATAAGAGACTATGGAATACAATCATTCTCGATGGCTCAATTCCACAAGGTGAAAT
+TGAGCGTATGATGGATAATTCATATATGTTGGTAGTCAGTAAAATGACTAAGAAGGATCAGCAGTCTATT
+CTTTTGCATATAGGCAGCTAACTTCACTAAAGCCTAATACCTTTACTCGATAAAATTGTTAAAGTAGCCT
+TTTAAAACTACATCTTGTGAGATAGTTACTAGATTAAAATATATTTTTCATCACAACATCAAATACTATT
+CCTAGAATAGACATATATATTAAATAGATTGCCGAGGCTTTTCCTAATATTCTCCACCAACTCTGCTGAT
+ATACGGTTTTAAAAGCTGAAAATACATACCATATCAAATATAAGGTAGGAGGAGCTTGAAGTAGTAAAAA
+TATCAGATGAGATTGTTCCAAAGCTTCTAAAGGCGCGATAATCATTAACATTAAATAGATTATGCTATGT
+AGATGCATGGAAAAAACTAAATTACCGATATAGAAGCTCTGCCGAAAAAAGAGCTGCACAATTAATGCAA
+ATACTGGGAATAAAACAAACATTGCCTTGGAGTAATAGCTACTCATAGAGTCTGTTAATGCATAATTGGG
+ATCGTAAACTTGATATATGCTAGATAAAAGGATGAAAAACAGAATGCTGATCGCCAAGTATAAACGTAGA
+GGCGGTGTATACTTTACTCGCTTTCCTTGATTAAATTCGAGCGTCAGCTGTCCCGGTTTGCTTAACATAG
+TGCGAAGAGTAAACCCCAATCTTCCATCAATATCTAATAATTCATGCAGTATGTCTTTGGCCACAACAAA
+AAATGGTCGATTAAGGCTGGCTGTACTTTGCCCACATTTTAAGCAAAAGTGAGCTGTCTCCTGAAGTTTT
+GTCTGGCAATTTTTACAATCCATACTTTTATCATAGAACGAAGGCGCCAAGCTATGCAACCTGTTAATTT
+TGAGTTAGTGGCTTTGGGTGACAATGAAATGATAGGTCTCGGTCAGGCTGATGTTAGAAAATTCGTTTAT
+GTTGGTGGTGAGTGAAATGAGTAAGAAAGATCAGGCATCAATCTTGGTACATTTATAATAGGGTAACTCA
+CTCACTCATGATTAGAGGACATCCAGTATCGAAGGAATTATAAAGTATTCATTAACTTCCCAAGCGGCTT
+CTTAAATTATTCAATGCCGCCACTGAAAATCCATCATCGTAAAAATATAAAATGACACCGTCTTTATTCA
+GCAATATTGCACGTGCATTATTGGGTTTTTCATTACCAGTGAAAGCTTGAATGCTCTCGCCATCTTTATA
+AACGGTAATAACGCCTTTCCAAAGCTCTTTCGGAATACCTTTACGCATACCATTATCAATCATGGTACTG
+AACATGCGTGGAAACAATCCTTGAATACTGGGTATCTCATAAACATCAACATTAGTTTCTGTCATGTCTA
+AAGCTATCAGCCACCTGTCGATATCAAATTGTGAGTTTTGTTTATAACCAACTAAGAGTAGCGTGAAGTC
+ACTTGTAAAGTCGTTTGGAATGCTCACCATTTTCTGTTCAAGATTTTGACCCGTAACTGAAGGGAACGTT
+TTGCCCTCTATAGTCTTATTAGCATAATTTTTGGTACACCCCGTGATTAAAAGAAGGGTAAGACAGAATA
+ATAAAATACGCATACAGAAGTTCTCGTTTTTATGGACTGTTATTAGTCATGTTGTACGTTTGAGTATTCG
+ATATAGTTCACAAATTTTATTCAAAAATTATTTTTATTGTTGAACCATTACGCCTACTGCTACGTACAAA
+CATATATAGGAATGTGCTGCTTACTTCTAAGTAAGCAAACAGTGAAAGGGCAAGTTTAGAAGGTATAGCT
+AAGCCTACCAGGCCGTTCAGCTATATAGACGTAGTGAAAAATTTGTATGAATTTATATAATTACTTAAGT
+GTATTTAATAAAATACTTTCACTTGGTAAAAATGTGATGGTAGGTTTTAGTTAGACGAGCTTTTAGCTTG
+GCACAATTTTGAAGGGTATGCATGCTACATCGGTTATAAGGACCTCGTTATGATGATATTTTTTTATAAT
+CAGGTTTCGTTTCAATATCAGGAAAAGGCTACATTGAACGGTTCTACCAAACTTGTTGATGATAAACAGA
+TAACCTTCAAGAAAAGATAATGTTTCTTAATCAGTTAATTGTAGTATGCATTACGCTATTTTTCTCCACA
+CTGATCTGTGCTGAGGGTTTGAATGGAAAAAAACATATGAAAAAAAGTACAGTGTTAATCACGTTTGATA
+ATGAACGAAGCCTTGATGAGTGGAGGGTCACTAACGATAGTGTTATGGGAGGTTTATCCGTAGCTAATAC
+TCAGTTAGACAATAAAGTCTTTGTATTTTCAGGCAATATTTCTATTGAAAACTATGGTGGCTTTACCAGC
+ATATTTAAAAAGTTACCGACACTGCCAGATGATATTGAGTCTATTACCATTAAAGTCCTAGGCGATGGTA
+ACCGTTACCAACTGAGAGTTCGAAGCCAAGTGGCAGGGTACGAGCTTGCTTATAAAATTGATTTTGATAC
+TAAAAAAGGAGAGGTAGAAGATCACACGTTCAATTTGACTGATTTTAAAGCCTCTTTTAGAGGTCGAATC
+ATTGAAAATGCGCCTTTGCTTGAAGCTGAATCAATTTCCCATGTAGGCTTTTTAATTAAGGCTAACCAGA
+GGCAACATTTTTCTTTATCGGTTCAAGCGATTAAGTTTATGGGCTAATCAATTTTTAAGGTGTAATCATG
+AATAAAGTAAGCCCCAAAGCATTGATGCATAGCAAATGGACAAAAATGAGTGTGGATAACCAAGAGAAGC
+ATTTTGTGATAACAAAGGTGATATTTGACGATAAACAGCGGGTTATTGAATGTGTCATTGAAGCTGTTAT
+ATCTCACAATGAATATCCTATTAATTGGCGTGATTTAAAAAATAGTCTTCATTGGAAAATAGGGTGGCAA
+TAAAATAAAGCAAGCGTCTTAAAAGGGTATTAAAAATAACGTCAACGAATTTATCACCACGGGATATCTT
+TGCCTTGCCAATCAAGAAAGCTTGCTTCTCCATCAATGACCGTATCTTCAACAATCGTTAATAATTGCTT
+TGCAACAAATTCACAGGTAAACAATTTACCTTGGGGTACGTTTGCCTGAAAAGGCTTGGAAAGTGGTGTG
+TCAGTTGTACCGGGATGAAAAGAAATCAATTTAATGTTTTTTGCTCTTCGTGCTAATTCTACCGCAGCTG
+ATTTTATTAACATATTCATTGCAGCCTTTGAAGAACGATAACTATACCAACCCCCTAATTTGTTATCGCT
+TATACTACCAACCCTTGCGGTAAAGATGATTATTTTACAGCGATGTTGGGAAGCGAGTAATGGTGTTAAG
+TGTTTTAACCATAACATTGGGGTAATGGTGTTAGCATTAATCACTTTAATAAAAGCTTCAGCTGAAAAAT
+CTTCTAAACGCTTTTCCGGTTGATAACTTTTACTGTGTAATACTCCGTGACATATGAAAACGCGTGATAT
+ATCTCTAGCACCTATTTGCTTGATCGTATCAGCTACTTTACCTATATCTTCGTCGTTATAACTGGCTGTT
+TCAATGAGAATGGCTTGACTAAATAATGCTTGCTGATAAAAAGTGATATCACGGCTAACGATAATCAATT
+GGGGGTATTCAGAGTTGATGATTTTTAGTGCTAATGCCTTTGCAATATCGCTATTAGCTCCAACGATTAA
+TGTTGCTTTATTTGTCATAACAAGTTCCTTTATCACATGTGTTTATGCCGATGCCAAAACGCTCATATAA
+ACAATTCGATATAGGATGTCGGTACTTTGCTAGCAGCAAATAACCAGCATGGGCTAGTTGCTTGATTATT
+GGAAGCTTTAAGGGCACAACGAATGCTCCTCTTCCGACTAGTGTCCATGCTCTGTGCGTTACGTCTAATG
+CGAGTAATGTTTTGCCTTGGTATTGGCCATGTAAAATTTTCATTGCCTTATCATTATCGATTTCAGGAAA
+AAGCATAGTGAAATTTTCTTGATGTAAATCCTCTAATACAATCAGGTTTTTGGAGTCATAGTGTTTGAGT
+TTCTGCATTTCTAAAGTACAGAGAGGGCAATGACCGTCATAAAAAATAGTTAAAATATTATCTTTCATCA
+TATTCTCCTTAATGTAAACATACCTTTCGTCTATGTACCATTGAGTGATATATCTGTTGCGAAAGACTCA
+GGCTTTGCATAACTTAAACGTGTCAGGCGTTCACTTTTATGGTAACTGTCTAAGCCGGATACGGTAACCG
+TTTCTAGCGCTTCAATATCAATATAACCATCATCTTTAATAGCTACTTTATCGCAAATAATATGTGTTAT
+TTCCCCAATGATAAATAGAGTATCATTAAGTGATACTGGCATTATTTCTTTTAACTTTACTGCATATTTC
+AAACGACTCTCTTTAACAAATGGCGCCTTAATATTACCTAAATAATGTTCAGAAAAACCGAGTTGTGTAA
+ACTCACTTTGTGTTTTTTCATAACGAGCTGAGCTTTGATGAGCAGAATTGTAAAATTTAGCGGATACCTG
+ATTAATGGTGTAACACTTTGTACAGATGATATTATCAAGCGTATGTCGGGATCCGTTATCGGGCCTCATT
+ACAAAGCCAACTAGCGCAGGCGAAGATCCTATGTGTACAACTGAGCTGAATATAGCAAGGTTTTTTGCCC
+TCTATGGTCTTGCGTGCCTATAAGGTTGGCACTTTTAAAACCAGATAGGCTGTTTATAAATTTTGCACGA
+TAGCGACTATCCATTCGCAATAAATTATCATAATCAAAATGTTTATAAGTAATGGTGAATCCCCTAAATA
+ATTGTCGTCATTATTTCTTAATACGGAAGTGTTGATTGAAAGGATCTCAACAAATAATATTATCAGCAAA
+CTTGTGAAAGATTGAGGTCATATATCTTGGTTATCAACAATATCTCAGTATGGTGGGGATCATCACCTTA
+AAGGTTGTTATTGAAGCAGCGTTAGGCGTAAAGATTGTAGATGAAAAAGGGAGGCAGGTTGATTCTAAGT
+GTTGGGTGTTAATCGTACTGAAAAGCAGCGAGAACGATTTCTTTATTACCGAAATTTTGTATTTAGGAAT
+AATGACCAGGTAAGTTAAGGCGTCTACTTTACTACAGAGGTAAGAACTCAATTCAAGATACTTAAGCGCT
+TTTACACATTTTTAATACTTTTCTAACCAGTTTAAGGTATGAATCCATAAAACCTGAGATTTTCGGCTAA
+AGAATTTCATATGGCCTATTTCATCTAGTGCATAGTCACCAGCAGATAAAGTGAGTGTTTCTGCATTTAT
+TTTTGTGAAGACACTGAGCATGTCCTCAACATTTTCATCAATTGCGATCTCATCATCAGCTGCATTCACC
+CACATAGATGGCGTTGATAAATCGTCATATAAATGAGTATGAACTGTTTTACCGAATGAAGCTTTTACAT
+AGCCTTCACTATTGCACCATTCTCGCCATTGTTGAGCGACGACTTTAGGTAAAGGCTCGCCCATTCCTAA
+CCATTGAGATTTCGTATGACCAAAAAGCGTATTACTTAATGGGATAAAGAAATTCATAAAAAAGTGTGCC
+TTTATGGCGTAAGTTCTGTTCATATTCTTTAATTGACCGGATGAACTTGCAAAATTAAAGATGGAAGTGA
+AATCCTTCGCATTATGCATTAACCCAACAAGTTGCCCTCCTGCACTATGTCCAATCAAATGATATTTCGT
+ATTAGGAAAGGTTGTTTTCAATTGCTCCAATACCGCAGGCATATCTTTTTCCCCCCAACATTGTAATGAC
+GCATCACTTTCACTGACGTTTCCAATTAAAGAACCACCAATACCTCTATTATCAAAGGTGATCACGCCAT
+AGCCTTTTTCTGCAAGAAAAGCAGCAAAGCTCGCATAAAATTGTCTTTGTATTCCTGTCGCAGGGCCTAT
+TAAAATTGCACCCTTCAGCGCTTCTTGTGGCGTGTAGATTGTTGCCGCGATAGCGTACTGATCTACACAT
+ATAATTTCTACTTCAGTTGAATAAAAGTTAGCCATAAAGGTGATGTTTTAGTTTTAATATTGAGTTGCCT
+GGTATGACCACTCTACAGGGCTTATGATAAAAATCAATAGCTGGGAATATTGAGTCTCGAGACATAGAAA
+TCCCCCCTGACTTCCTAATCGTCCTTTAAGGGATATCTATAATATGACGAGTATTATCTAAATGAAAAAC
+AGCATCTGCAGAATTTGAAAGGGTATTACTCCCGTGTACGGTAAGCCTTTGGAAATAGTGAGTGAAGTTT
+AATACCTCTGCAGGCGACATGACTTTTGAATGAGACAAGCCAATGTTTTTGGCTTGTAATTTTTGCTCTT
+GTTCTAATCGCCATTGATAAACACAATCGAAAGACGGCGCTTGTAATGCTAACCAAAAGTCCATTTTTTT
+GTAAAGCGGTTCATAACCCGTTTTAAGTTGTTGATTAACGTAACTACGCCATTCACCCTCTGCATCGTGT
+TGTAATTCTAGGTCGTTAATTGGTGTTTGTAATTGCTCGTCTGTTTGAGATGTTACGCCCCAACACCAAC
+CCTCTAATAAAATAATGTCTACCGGTTTTTCAACTGAGATCCATTGGCTTTGGGGACATGGTTCATCGAT
+AGCTTTGTTGAACTTTGGAATTGAGAATCCTGTTCTGTGCTCTGATAATTGGCTTAACACCCGATTAAGG
+GCCGTTATATCATGCGTGCCTGGAACACCTCTAGTTGATAACAGTGGGTGAATATCGTCTGCTAATTGAT
+TACGCTTTGTGCTCGATAAGTAAAAATCATCTAAAGACATGACGACAACATTAAGTTGGTATTGTGCTAT
+CAAATATTCAGCAATGAAGTCGGTGAGTGTCGATTTACCACTACCTTGACAGCCATTTATCCCGACGAAA
+TAGGCATTACTTTTTTTGTTAAAGAGTCTAACAATGCGATCAGCTAGTGGTTTGTAATGCTCTTCTACTG
+TTAGCCTAAATTCTTCAGGTAACTTATGTTGTTTAATAAAATCTGAAAGCATTCTTCACCCTTGATAATT
+AATAAATATTGTTATGGTCTTATCGATTATGTCACTTTAAATAAGCCCAGCTATTGCTTCTAACTATTAC
+TTCTAAGTATTGTTGAACGTCGATATGTTTTTATGATAGAACGGCACAATATGAACTTATTTTGTTGTTC
+TTACGTAATGCTATTATTAGCTTAACCGTAGGAGTCATTATATGTTTTACTTTTTGTTCCCACCAAATGA
+TAGCGTTTTATCTCTATGACTAATAACATATTAAAATATAAAGACTTTTTGTACATTTTTAATTTAATAC
+AGACCAAAGGTACTAAATTAGGAGGTGAATATGAATTTCTGGGTATTCGAGCGCAACATGATTTTGATGG
+TTATACTTGTTGGTTAACTTATAAAGATCTAACCATAACTTTATTATTTCATAGCAAATTCGACGTTCAA
+TTTGACAAAAAAGAGACCTTTAATGAGTTTTACAAAAAGGTTAATTCACTGATCGCACTTAATTGATAAG
+TTTTGTTGATTGCTTTGAATTGCATGATGCGGATAATCGGAGATATTAAATAGTGTTAACACATAAACTG
+CTAGGCGTTATTTTTGACCTCGACAACACCTTGGTTTCTTCATCATTAAATTTTGATAATATTCGAAAAG
+CGTTAGGTTGTTCGAAAAATATCGATTTATTGAATTTTGTTGACTCATTACCGAAACAGCAAAGAATTGA
+TGCCCATCAAGTGTTAGTTGACTATGAAATCAATGATGCCAATAGCGCTAGTAAGTTGGCTGGTACTGAT
+GAACTCTTAGCATTATTGTCCAAACTCTCGATACCTTGCGCTATTGTCACACGAAATTGCAAACAAGCGG
+CTTTGATAAAGCTAAACAATAATAATATTGATGTTCCTATCCTATTAACGCGGGAAGATCATAAAGCTAA
+ACCGGCCCCTGATGCTTTATTACATTTAGCCCAATACTGGAACACCCCACCAGAAAACTTATTGTATGTA
+GGTGACTACTTATATGATCTGCAAGCAGCCCAAAATGCTAATACTATGTCTTGCCTTGTGACTTATGCTA
+AAGCGTTGAGTTATGCAGGTTTAGCGGATATTGTAGTGGATGACCTTTCTGAGCTATGTGACGTAATTAA
+ACAAAATATGCGGGTGCTACTCGCGATACCCTAATAGAAAACAGCAAGAGCATAACCGTTGATTCACATA
+CTATCAAAGTACATTGCGATTAATAAAGTATGCGCTAAATTTAAATTATCATAACGTAAATGGATTTACA
+CTAAGCCAACCATCGGTAGTGACATTTTACTTTAAAAATACTACAGTTAACGATAAATTATAATACTAAA
+AAAGAGTGTACTGTTCTATCTTTTAGCTAACTACAAAGATTACTATTAATAATCACCTTAGATATATGGA
+AGGAATGATGAGTGAATATTCAATTGCCAAACATTTCAATAAGTATTTCAAAATAAGATTTGCTGATACT
+AAAGCGTTGCGACAAGCTGCATTTAATATTCGTTATGGAGTTTACAGTAGTGAGCTCGGTTGGGAGCCTG
+AAAATGAGCTCAAAATAGAAACAGATGCATACGATGATTACGCTTTTCATTGCTTGCTAGAACATCGCCG
+TACTGGAACCTTTGCCGGGTGCATTAGGCTCGTTATTCCACCAGTCAGCCAACCTAACTTCCAATTACCG
+TTTGAAAAAAACTGTTTACATTCTGCCCTACCTGAAATAATTGACTCAACAACCCTCAAACGCGGCAGTT
+TTGGTGAAATATCTCGTCTTGCCGTATTAGCCTCTTTTAGACGACGAGAAAAAGAAAAAAGCAAACCATT
+TATCATTAATGAAATTAATCCTGAGACGGTTTATACTGAAGATGAACGGCGAAATTTCCCCAATATTGCT
+ATGGGCCTTTATTTAGCGGGTTTATCTCTAGCGAGTTTATGTAATCATGTAGGATTATTTGTCATGATGG
+AACCTCGTTTAAACAGACGTTTGACCCGTTTTGGCCTGCCTTTTGAACAAGCTGGCGAGGCAATGGACTA
+TCATGGCCAGCGCGCTATGTTTTATCTTGAAAAAGAAGGGTTTAGTCTAAATTTAACTGAAGAATTAAAA
+GACCTTTATACCATTATACATAATGATATTTGCCAACAAATATCATTCATACCTTATACCAATCCAGCGG
+AAAAATAATGGAAATTTAACCATGAACCACCCTTTTGATTTTAAAATAAGGTTTGCAGATACTAAATCGT
+TACGGCAAGTTGCATTTAAAATTCGATACGGAGTTTATTGTACTGAACTTGGTTGGGAGCCTGAAAATGA
+GCTCGAAATGGAAACAGATGTATACGATGATTACGCTTTTCATTGCTTGTTAGAGCATCGACGTACTGGA
+GCCTTTGCCGGGTGCATTAGACTCGTTATCCCACCAGTCAACCATCCTAATTTCCAATTACCGTTTGAAA
+AAAACTGTTTACATTCTGCCCGACCTGAAATAATTGACTCGACAACCCTCAAACGCGGCAGTTTTGGTGA
+AATATCTCGTCTTGCGGTATTAGCCTCTTTTCGACGAAGAAAAAAAGAAGACCACACACCTTTTATCATT
+AATAATATTGATCCTAAAAATTTCTACTCCGAAGATGAACGGCGAAACTTCCCCAATATTGCTATGGGGC
+TTTATTTAGCGGGTTTATCTCTAGCTTCTATGTGTAATCATGTGGGTTTGTTTGTCATGATGGAACCTCG
+TTTAAACAGACGTTTGACCCGTTTTGGTCTGCCTTTTAAACAAGCGGGTGATAAAACAGACTATCATGGT
+CGACGCGCTATGTTTTATCTTGAAAAAGAAGGGTTTAGTTCGCATTTAACGGAAGAATTAAAAGATCTTT
+ATATTATTATACATAGTGATTTATGCCAACAAATATCTCTCTCACCTTATACAAACTTAGTTGATAGATA
+GACTTAGGCTCATGTTTTTCATTTATGATGAACAGCAATTTTCAGGATTATAAAATATGTCGGATTGTAT
+TTCTTATATCAAAACAGCAATAGGTAATAATGCTACATTAATTACTCAGGCTGATGAATTAATACCGTAC
+CATCGAGGAACAGAAGGTTTAGAAGGAAAAACTAATATTATAGCGGTGGTAAAAGCTTATGATAAAAAAG
+ATGTAGAATCTCTATTATTACTTGCTAATGAATTAGCCAATCAGCCAGAGTTTAAATTTACCATTTACCC
+AATAAGTACAGGATTAAATTGGGGCTATGGAACCAGCCAACCACCTAAACTTGATATAAAAGTAGTGATT
+TTAGATTTGTCAGGTTTAACACAAATCGAATTTGATGAAGACTTAGGATTAGTTACAGTAGAACCAGGAG
+TGACACAGCAGCTCTTGAGTGATTTTTTCATAAGTAATGGTGATAATTTCATGGTTCCGGTAACAGGAGC
+TGGACCTAATGCTTCAATTGTTGGCAATGCTATAGAACGTGGCTATGGCATTACCCCATATACAGACCAT
+TTTGGTGCGGTTACTGCGGTTCAAGGGTATTGGGCGAATGCGAGACATTTTTGCTCAGCCGTAAATGAAC
+TTGATAAATCTCATAATAAAACAGTAGATAAGACCTTTAAATGGGGCCTTGGTCCTTATTTAGACGGATT
+GTTTACACAATCAAATTTGGGCGTCGTTACCCAAATGTCCATTAGAATGGCAAGAAAACCACAAAAGTTT
+ATTTCTTTTATTATGCAAGTGCCAGATGATAAAGCTTTAGAAATAGCTATACCTTTAATTAGAAAAATAT
+TAAGAGATTATGAAGGAATTGTCGGCTCAATCAACTTAATGGATAAGAGAAGAGTTTTGTCTATGTTTGC
+AGAAAACCCTAATCCTGGTGAACACAAAGTCATGTCACCAACTGATATAGCTAAACTCAGTAAAGCGCAG
+CAAACGCCTAGCTGGACTATAATGGGCAGTATTTATGGCTCTAATGGTGTTGCCAAAACAGTTAAAAAAG
+AAATTAAACGAATATTTAAAGCCCTTCCTTGTCGGCAAATATTTTCTGATAGCCCTATCTTCTCTATTGG
+CAATGCCGTAATAAATACGACTCCTAACTTTCTCTTCAAATTAGCACCCTTTTTAGCTCTTATTAAAGAG
+CAGTTGGCTTCATTCGAGCGTGGTAAAGAAATCATGTTAGGACGACCAAATAATATTGCCTTGAAGCTTG
+CTTATTGGCGGCATAAAAATGCAAAAAGATTCCCTGCTGATAACTTATCTCCAGGTAAAGACGGTTGTGG
+AGTGCTTTGGTATGCGCCTTTAGTTACAATGAAACCTAACATAATGAGAGAGTATGTTGATTTTATTAGA
+GCGACCTGCCCAAAGTTTAATATTGAACCACTAATAACTTTCACCAATTTAAAACATGATTGTGTTGACA
+GCACCATTCCCATTTTGTTTGATTTATCAGACCCTGATGCAGTTAAAGATGCACACAATTGCCTGAAAGA
+ACTGGTACTTGAAGGAGTGAAATTAGGCTACATACCTTATAGATTAAACATAGATCAGCAGCAATGGTTG
+TTAGATGCGAACTCGCCATTTTGGCACACCGTTAACGATATAAAATCAGTAGTAGATCCCAATAATATTT
+TAAGTATGGGCCGGTATAATCCAAGATAATGGCAAGTCATCAAAGTGTAAAACTATTGTTTATTTAAAAT
+AATTATCAGTTTCACAAAAACATAAAAAATGCCTCTATTCAGAGGCATTTACTACATTTTCTAGGTCTAT
+CAGCAAATAATTAAGCTTGTTTACGACGAGCAGCGCCTGCTAAACCAAGTAAACCTAAGCCAAAAATAGC
+TAAAGAAGTAGGTTCTGGTACTTGAAAACTGGCATGCTGGCCATTACCATCAAAACTATACAAAGAATTA
+TCGTTATTGAAACGTGCCGTAGCAGTATTACCAAGATCGCCAAATGGCATGTTGTTGTAGTCAAGCGTGC
+CCATTGCCAATCCGCCTACAACTGACAACGTAAATTCAGTTTCACCACCTAACAGTGTACCGTCTAGGTC
+AAAGAAATCAAATGTATAAGAAGCCCATAAGGTGCCATTCTGTGCTTCTGCAAATTTTTCATGAGCAGTC
+GAAGACAAGGTCGTATCAGTAGCAGTATTTGAATCAAAATCTGGCGATTGGTCGATATAAATATTGAGCC
+ATGCGTTATCGCTATTAAAAGTATTAACACCCGTTGCTATTAAACCACCAAAAGCATAAGTCAGTTCACA
+GCCAGCGGTAACACAGAATGAAGGAGGTCCCGCAGGATCTCTGCCATCAGCAAAGCTATAAAACTCACCA
+ATACCAACCAATTCCGCACCAGCAGCACCAAGAACTGCGTCATCAGTTATAATTGTATCAACTCCATTAG
+CCATTCCAGTAGCACTATTAGTAAACCACTGTTGAAAATTACTTTGCATGGCAACGCCACCAGCATGTGT
+TGTAGTATCATCCCATTGTATTCCTCCAGCAGTCACCACAGCCGCAGATGCCGCAAAGCTAGATAAAATC
+ATTGTTCCTGCAATTGTTCCTGCTATCATTAATTTTTTCATTATCATGTCCTTATTAATTTAAATAAAGT
+AACTTGCAATGGTTATAAAGCAATCAATATACCAAGATTATTAACACTTGCTATGGTTATAAAGCAATCA
+ACATACCAAGATTATTAACCCTTGAAGTTAAAGAAAAAAAAATCACATCGCTTGAATTGATCATATTTTA
+ACCAGTAATGTGTAAAGAATGCTGACAGTTTTAATGTTAGTGATTTTCTCTTTTAGCAGCCATAATTAGT
+GTACCCACTTTATCAAACAAGTCGTCCATGGTGCTTTATAAGCTATCAATCAACTCATTACCTCATAGCC
+TGAACTTTAGAATAGAAGGTTCTATCTTTGATAGAGTCTAGTAGGGCTTTCACTTTATCCGTTTTGCCGG
+TAGCTAAATAAGCTTTAGTTAAATTCACATAGGTGGTTTCAGCTTCACTGCCTTGATTGATGGCATTTAG
+CAACACGATAATCGCGCTGTCGAAATTTTTAACCGTCACTAAGGCCGCACCATAGGTGTCTGATATTTGA
+TGAATGCCTGATTTAAGTTCAAACGCTTTTTCAGCATATAACAATGCTTGCTCGGGTCTAGCGCGTTTCA
+ACTCCAGCATCGCCAAGTTATTTAATACCACCGCATTGTTTTGTTCACTTTGGTTTATTATCTCTAAGTG
+CTTGATAGCCTTAGCCTCATCAAACTGCATATATAACTCAGCTAATAAAAGCCTTACTTTATGATCTTTT
+ATCATTCTAGAAAGGTAACTCTCTATGGTCTGGGCAGCTTCTGCTTTTTGACCATTGAAGCTCAATGCTC
+TTGCTAATAACATTACATTTAACGCTGTTGGGCTTTTTTGGTACAGTTCGTGGAAGTTATCAATAGCGCT
+AGGATAGTCTTTGTCAGCTAACGCCAGCTCCCCAACAAATTTATTGATAAGGTGGTGTGACACTTTTTGT
+TCTTGTAGATATCTCAACGTTTTCTTAGCTGATACTAGATCGCCGGTTAATAACTCAAAATTAGCTTTTA
+ATATTAATAACCGAGTATTGTGTTCAAATCTTTCTAATGAGCTTATCGTATATGTTAAGGCTTGCTTGTA
+GTTACGCTTAACTTCAGATATAGCAATTAGGCGCAAATGTGCGACAAAATTATTTGGATTTAAAGCAAGC
+ACTTTTTTAAAACATTCTTTCGCTTTGGTGTGACTTTTCGCTTGAAGATAATTATCACCTAAAATAGCCC
+AATATTGTTGAGAACTTCTAGCCCAATCAGACATGCTTTCCAATAATGTAATGGCTTTTTTTAATTCATT
+ATTTAAACGTAAATTTTGTGCTAATCCTAATGCTAAGGTGATGTTTTTAGGGTGTTTAGCCGCTAATGTT
+GATAAAAATTCAACATTGTTAGACGTATTGTTGTGCTTGAGCTGTAATCGACTTAATTTTTGAATGGCGG
+CTTTATGCTCAGGTAAAATAGTCACTACTTTTTGATAATAGTCAACTGCGTCTAATATCCTATCAGCATC
+CTCTGCAATATCGGCGAGATAAAATAGTGCAGTGTAATTTTCAGGTTCAATTGATAGCGCTTTTTGATAG
+TTTTCTTCGGCTTTTGAACTCAGATTATTATTCGAATGAATTATCCCTAACAGTAAATATCCAGATGCTT
+GGTTATCTTGCGAGGCAATCCATTTTTTCGCAATAGACCGCACTTTTTTCTCTTGTCCATTATCTAAATA
+TTGTATTGCCAAAGAAAATTCAACATCTTTTAAATTAGGATCTAGGTTTAACGCATGTTCGAGCGATGCA
+ATACCTGTTTTATCGTTTTGAGAAAGTTTTAGCATGCCTTTTTGCGCTGCTACAGAGGCATTTTCTGGTG
+CTATGATAGATGCTTTATCTAGCAACTTTATAGCATTTTCAAAATCTCCCGCTTTTATCAATTCAATACT
+TGATGATTGAAATAAGCCGGCATCCGATGTGGTTAACCCCTCTAATGCACTTAATTGAACAATACCTTCT
+GTGGTATACCCTAGTTTAATTTTAATAGAAGCAAGTATCCTTTTTATTGGATGGGATGAGGGTAAATATT
+TTTCAGTTTGATTTAAATAACCATAGGCTTGTTCAATATCTCCTAATTGATAAGAACTCATACCAGCAAT
+CAATTTTGAAATAATAAACTCATTCCCTTGCTGGGCTGCACTAATTGCATAAGATCTCGCATCTTCATAA
+TTTTTCTTTTGATACTCAACTTGGGCTTTATATTGATGAGCCAAGGGTGAATTTTTGAAACGTTTTATTA
+ACTCTGTTGCCTTAACATCTGCTTGCTCATACTCCCCAGCTGAGATCAAACTATTTACTTCAAAGAAAAG
+AACTTTGTTAGCGAAAGGATGTAGTTGTCTGTACTTGGTATATACCCCATTTGCTTGGATAAATTGTTCT
+GAAGAAAATAACAAATGACCTTTCAGTAAAAGTGCCTCTGTAAAGTCTGGCGATTCGCCCAACACAGTAT
+CAATTATCTCTATCCCTTTTGAAAAATTGTCTTCCGCATGGAGTAAATAAGCCGCTCCCATTTTACTATA
+AAGAGACGTTTCACTAATTGTATTTGCTTGAGCTATAAAATCTTGAGCTCTTTCTAGCTCTTTGTTATTC
+AGTGCAGTGATACCAGCATATGTTAAAACAACGATGTATTGCTCATCATTTAAAGACTCTACATTTTCCA
+TTAAAGCGTATACTTCTTCGACTTTATTCAATTTTGATTTTATAAAAACCAAATCAGGTAGCAACAGATT
+CATTTCCAAACCAAACTGTTCTGCTTTATCTAGCTCCTTTTCGGCGTTTACATAACTGCCTTGCTCGGAG
+TAAGCTTTAGCTAAATAATACCGCGCTTCAGCATCTTTTGGTGTTTGTCGAACCGCATTTTTTAATTCAA
+CTATTGCTGCACCATACTCAAGTTTCTGAAGGTAAACTTTCGAGGCTAAAATATACTCTTGTGTTGTTTT
+TTGTTCTGAACAAGCAGAGAGTCCTATAGCTATGCATACTATCGCTGCTAGCTTGATACACTTCATCGTG
+GAGTCGTTCATGTTAATTCCTTTTTATTCCATATCGAGTAAGGTCTTCATTTTTTATTTTTGAGCATCAC
+TTTGAGGTTGCGTTTTTTAATACCAATAAATTAATCAGATTGGAATAACAGCTTTCTGGCTTCATTTATT
+GGTTCATTAGTAATGAGCACTTCTATGTAATTTTACGTTAAATCTACACGGTTACCTTCTGATAGTTTAT
+ACGCTTTGACTTATTTTTCCATGTATAGCAAAGCTAAATTATTATTGACTGAAACGCTTTACTGTTGTGT
+TTGTAATAACATTTGATAATTTGTTAATGCTTTGTCGGCTTCAATTTGAAGATATAAACTAGCCCAAATC
+GCTCCAGCACGATTATCTTCCTTGTTGATTAATAAATGATTTTCTAGTGTTGATGTTGCAACGGTTAATC
+GATTATTTCCTTGCTACACAGATGAAAGGTAAACCGCGTTACGACCACTTAGAAAGGCGTTATAAAAAGA
+AATGAGTTTTTCAATATTTTAACGAGTTCAATAACGGCAAAAATATTAAGTGTTATGTAATACCAATTCC
+AATAAGTTTCTTCTCACTCAGCGAGAGTTAAAAGTCTTAGAGGCAAGGCATTGGTTGTAGAGAATGGTCA
+CTCCCTTCTCAAAATCAATAACGCAGCGTTTAAGTCTTTTAAACTCGCCCTTTGGGAGCTTTCCAGCAAT
+TCGATAACCGCACAGAATTTCTTTCATATAGAGAGACTATATGCAAAAAAATCCTATTTGTTCTCAAACT
+GCTGGTAAGCTCTGAGTGGGAACAAACTTAATGGACTTGGTATAATATGCCGTACAGATAAAATGCGGGT
+AATAGGGGCGTGATTGTAAGTGGTTATTTCTTGAATCGTAAGCGCTAAAATCATGACTGATAAGAATCAA
+ACTAGTAGTTTTACTCTCTCCTAATTGTAAAGCGAGGGCCTTAGCAGTATCACTATTTGCGCCTATGTTC
+AGTATTTGTTGAGTTATCATAACAAATCCCTGAAATACATTGAGTGTTTGGTAAGCCCAGTATTTTGGCC
+AGCAGTGCAGATATTTGATGACGGTAAGTAGCAGTGTTAACTAATAAAATCAATGATGAGAGATTTAATA
+TATTGCGTGCGACTATTTTCAAAGGAGAGACTGTTTTGGCAAAGGTATAAGGTTTCATTAACCGTATGTT
+TTAAAAAATGTACTGCAATGTCGTCTTGCTTATGAAAAGCATTCACAGCATGTAGAGGTAGCACAGTAAA
+ACCTAAACCGCGACTAACGGGTTCTAAAATTAAGCTGATTTGATTTGAAAATCCAGTACGTTCAAACTGA
+TTGATATGTTCAAACTCATGATAATTTTCACTTAATAATTGTTGCGTATGATGCTCAGCATCAGGATGGC
+CGATAAAACCAAGAGCAATTAATGTTTGCCAGTTAATCACTTGAGTTTGCTTTGATGTAACTAATACTAA
+GGGCTCTACCGCTATTGGCGTGCTCATTAAGGTTGAGCTTTTTGTCTGCTCGGTAAGTAAACCTATATCC
+ACCTTTCTATCGATTAAGTCTTGTTCTATGCTTGAATTTGGCGCAAACATATAATCAATAACTAATGTTG
+GATGGGATTGTTGTATGTCCAATAGCTGGGGATATAACTTTAAACCGACACTGCCAGGCGTGGTTATTTT
+AACTGTGCCTATTAAGGGATCATCATGTTTAATCGATGCTTCTATTTCTTCTGAGCTTCTTAATAAGATT
+TGACCTTGCTGGTAAAGCTTATCACCGGCATCGGTAAGTGAAAAAGATTTCCCTTCGCGTACAAGTAGGA
+AGGTATCTAGGTGCTGCTCCAGTTTCTTTATATGTTGGCTGACTCCTGATTGAGTCATAAATAACTTTTC
+AGCAGTTTGTGTAAAGTGGCCAATATCAACGAGGGAGCAAAATGTTTTTAACCAAACAAGATTAATCATT
+ACAAAACGTACTCATAATTATGATTTATGATAATTGTACGTAATTTATCGTCCGTCGTAAACTACACCTA
+TCTGAGTAACTGAGGAAAATAAAATGAGTAAAGCATATCCTAGAACATTCTCCCACATTGGGATCTCTGT
+ACCTTCAGTAGAAAAAGCCGTTAAATTTTATACTGAAGTGCTGGGTTGGTATTTGATTATGGAGCCTACT
+GAAATAGAGGAAGACGATAGCCCTATTGGTGAAATGTGTACCGACGTATTTGGCGCTAATTGGGGCAAGT
+TTAAAATTGCTCATATGTCTACCGGCGATCGTATTGGTGTTGAACTGTTTGAATTTAAAAACCAAGAGAA
+CCCAGAGAATAACTTTGAGTACTGGAAAACAGGCGTGTTTCACTTCTGTGTGCAAGATCCTAATTTAGAA
+GAGCTAGTTGAAAAAATTGTCGAAGCTGGTGGTAAAAAACGCATGGCAGAGCCTCGTTATTACTACCCAG
+GTGAAAAACCTTATCGTATGATTTACATGGAAGACCCGTTTGGAAATATTTTAGAAATATATAGCCACAG
+TTACGAGTTAACTTACGCAGCAGGCGCTTATTAAGCGGGATTGGTATTACATAACCTGAACTCTGGATAA
+GCAGCACTTGCTCAACATTCCCATTTTTGTGGTTCTCATCGTTAAAACGTCGATAAATAGCCAGCTATTC
+ATAAACTTTTTGCCTTGATAACCTCAAAAATTGACACATTGATCGGACATTTAACTACGTTGTTCCTGCT
+AATTTTTCTGTGTTACAACCTAATCTATTGGTTTTAAATAAACATCAAGCACTCATTATCCAGAGTTCCG
+GTTACATAAATAATGCAGCGTTATAGCATTCACACGATAAAAGTGTGAATGCTTACTTACCAGGTTTAAT
+AGTCTTTCAGTCTATTCCTAATCACAGCACAGGTTATTTTATCCCAAGCTACACTATTATAACTAGCCAC
+CATGTCATGCTCTATCTCTGCCCAAGATGATAATAGCGCTTTATCTAGCTTAAACACTTCAATATAGTCT
+TTCTCTACGACAATAAATTGATTTTTATAAGGCAACAGCCATTTTGACGTCGGACTGTTAACCAAGGTGT
+TTCTAGCTTGAGAGTAATCGGCAAACCATTCATTAATAAAACCACCACAGCCTTTGGGGTAAAAAAAGCT
+ACCCATGTTTATCATCATCAATTGCGATTTACTACCAGATAAAAGCTGTTGAGCTTCATGCCAATCTTTA
+AAACCTAGCTCCATTGAAACCAGTCCTAGGCAATGTTTTAGCTGTAACGCCTCGGGTGATGATATGGCAA
+TTTTCTTTAAAGGTATTTGCATAGCTCTGACTAAGCTTGGATCTAACTTCAATGCTTTTAATAACTTCTT
+TGCTTGGGTTTTAACTTCTTGTAATGCATATTCCATTTTAGACCCCTACTTCAATTCAATTGTTGTATGA
+AATGAAAAAGCATTCGATGAAGATAGCTCAAAGCTTGCAGTAAAAGTGTTCATTGACAATAGGTTGTATG
+CATCACATATAACAAAGCACAGTATTAAGAAAGTGAGCTTACTGAATGTAGAAGTGCATTTGCTGAAAGT
+AGTGAGTTTATTTTTTGCTGTTGATTTAGCTGTTTTGGGGTGTTCGGGGCAAACCCGATGATTTTCTTGA
+AAAGTCACAATTCAATTCCTCTAAGTAAATTGGCATTCCGCAAGGCCTACTTAGTTCGTATTGAACTGAT
+TAATCATTGATATCAGAGTGAATTCATCTTGAGCGGAAAAGGCGTCTCTGCAACCTAGTGATGATTCTAG
+TGGACTCATTTTTTGAAGTCAACATTAGTTTTATTTAGATTTTTGTGTCACTTTTGTATTTGTTAGTTAG
+TCAACTATACTTGGCAAACCCAATATAAATACGGAAATTAGTCTAATGAATTGGTCACTTTTACGATTAC
+TCTTAGCGCTTTCATCCATGGTATCGGCTCTAGTTTTTGCCAATAACACATCCATTACTAATCTTGTTTA
+TTCAGAGAAAGGATTAGCAGGTAAACAGATCATGACAAAGGTCTCAGATACTCAATACCATGGTAGCTTG
+GACTTGCGTTGGAACAATCGTGTTTTCAAAGTTGATGAAAAAATAAAGCTTAATGAAAAGGGGCAAGTTT
+TAAGCTTTGAGTCTACCGGCCTGTCGCCATTTGGTGCTGCTATTGCAGAGTCGTTTAAATGGCAAGATGG
+CATTGCTAGTTGGGAAAGTAACAAAGAAGACGGCAGAGTCAAATCTACAGGTGAACGATTTTATCTACCG
+GTAAATAGTGCCGTTGTTGCTGAAAACTTAATGGTGCAAGCCATGTTAAAGAATATAGGGAACTCTATAG
+AGCTATTACCGTCAGGGACTGCAAGGTTAACAGAATTAAAAACTGTTAAGTTATCAGCAGAGAGTGGCTC
+AGAGCAAGTTACCTTATACGCTATCAGTGGTTTAGGTTTTACCCCTGACTTTAGCTGGTATGACAGCCAA
+GGAAATTTTTTTGCTAAAGATCACTCGGGTTTTATGAAAGTAATTCGTGAAGGTTTTACATTAGATGATT
+TTGACAAACTAAAAGTAATTCAAAACTCAGCTGAACAAGAATATCTCGAAGGTGTTTCTAGTAAATTAAG
+TCACTCTTATACAACCTTGTTGATTAAAAACGCCCAAGTAGTCGATGTAATTAATTCTGTGGTTCTTAAA
+AATACAGATGTATTATTTAAAAATGGCAAGGTGTCTCATGTTGCTAAAAATATTAATGTGCCCGAAAACA
+CACCAACTATTGATGGTTCGGGAAAGACTTTGATACCTGGGTTGTGGGATATGCACGGTCACTTAAGTAA
+AGGTGATGGTTTGCTTAATATAGCTGCGGGAGTAACAAATGTTCGAGATGTTGGTAACAGCCATGACAAT
+ATAATGACGATAGAGCGGTTATTTAATACTAACCAGGTAATTGGTAATCGTGTTTTTAGAGCAGGTTTTT
+TTGACCAAATGAGTGAGTTTTCTGCTGGTTTGTCGGTGAAGTCATTAGCCGAAGCCCATGAGAAGATAGA
+TTGGTTTGCTGATAATGGTTACATACAAATCAAACTCTATAGCTCTATCGATCCTACGTGGGTTGAGTCC
+ATTGCAAAACATGCACATAGTCGAGGTTTGCGTTTAAGTGGTCATATACCTGCATTCATGACAGCAGAGC
+AAGCTGTTAAAGCAGGTTATGATGAAATACAGCATATTAATATGCTGTTTTTAAACTTTTTGGCTGGTAC
+AGAAGTCGATACTCGTCAGCAACTCCGCTTCACCTTAATCGGTGAAAAAGCGGGAGACGTAGACATTAAT
+AGTAAAGAGTTTAATGACTTTATTCAGTTACTCGCCGATAACCAGACAGTTATTGACCCTACGATATCAA
+CATTTAGAAGTTTACTATTAAAAGAAAGAAAAAAAATTGATCCTGAGTTCCTTGCTGTTGCTGAGCATTT
+ACCTCCTAATGTTTTACGCCAATTAAAAGGTGCTGAAATGAATGTGTCAGATGATTTAAAGGATAACTAC
+CAAGCAGGAGCTGATGCTATGTCGGCTTTGGTTAAGAAGTTATACGACAAAGGGGTGCCTATTGTTCCTG
+GCACAGATAACATCGCTGGATTCACACTCCAACGTGAGCTTGAATTATACGCTGATGCTGGTATCCCTGA
+AATGGATGTTCTTAAAATTGCTAGTATAAACTCAGCCAGACTTGTTGGAGCAGCACATTATTTGGGATCT
+ATCACCGAGGGTAAATCAGCTGACGTGCTTTTGATTGATGGTGACCCACTCACAGACATGTCAGTTTTAA
+GAAAAACTTCCTTGGTGATAAAAGATAACCATTTTTATAAACCGGAAGAATTGTACAAAATACTTGGAGT
+AAAGCCCTTTACGCCATCAAGCCATTTGCAGTAACGCACGCATCAGGACGAGTGTCAGACACGTTGAAAT
+TACAGTATGTCTTACACTCACCGATCTGATATTGTTTTTAGTATTTAAACTAAGGTTAAAATTAAAAGTT
+TTCTGCTACTTCAAAGGTTAATAACTCTTTAGTTATGGGGTGTGTAAAGCTTAAACGTTGTGCATGTAAA
+TGAAGTCTATCAGCACTATGGCCATATAAACTATCACCAATAATGGGGAGGTTAAGTCCATCTGGGTGAG
+CGCAATGCATGCGTAATTGATGAGTTCTGCCTGTAATAGGGTATAAAAATAACTTACTGGTATTATCTAC
+TTCTTCAATAAGCTGCCAGTGCGTTTCAGCATACTTACCATGCTCATGGCACACCATTTGTTTTGGTCTA
+TCATCAAAGTCTCCACGAAGAGGTAAACATATCTCACCAGATGTTTTTTCTAATTTACCCTCAATAGTTG
+CCACATAACGTTTGTTAATTTCTTTATTCATAAACTGTTGTTGCAAATGTTTATGGGCGCGTTCATTGAG
+TGCCAGCATTAATAACCCAGAAGTGGCCATATCTAATCTATGAACAATCAAACCACCGCTTGCTTGAGGG
+AATTGTGTCTTAATACGTGTATACACTGAGTCTTTAATCGACTTTCCAGGAACAGATAATAAACCTGCGG
+GCTTATTTACCACCACAACATGCTCGTCTTGAAAAACAATCTCTAGGTCTATACCTTCGGCTGGATTAAT
+CAATAGAGGGTTTTTATCTACCTCCATACCTTCAAGCATGTGACCTAAAATAGGGAGGCACTTACCTTGG
+CAGGCAGGGTAGAAGTGTTTGTGTTTTCTTATTTCTGATTTAGGTTGTTTTCCCCACCAAAATTCAGCCA
+TACAAAGCGGTGTTAACTTATGTTCAAAGGCATACTGTAACAATTTTGGTGCTGCGCAATCACCAGAACC
+CGCCGGCGGTTTTTGCAATAAGGTATCAGCAAAAATTTTAATCAAATCTTTTCTCTCACCTTTACTATTT
+AGCATTTGATATTGCTTAAAAAAATGCTTTTGCAGTGTTGATGAGAGCTTTTTCCTGAGGTTTTTTAACG
+ACTCTATTTCATTAGTAAGTTGCTGCAAATTACTTGAGGTTAAGTTGATCTTTGTTTGATGTTGTAGCTT
+TAGTGCTTGCAGCGCTTTTTTATCCGTTACGCTGGCGCGAGATAGCGCAATGCTAATGTCTCTGTGTTCA
+TCTTCAGGTAAAACAGTTGTACTTAGCCAAGTACGTTGGTCTTTACGTGCTTTTTTATTATCCCGCATTT
+GCTGTTGCAGAGATTGTATTTCTTCATCAGATTTAGCGGTTTCTGTCTCCAATAAAACCGTTAACCTATC
+AATCTCAGGATTAGCTGCGAGTAGGTTGATTTTTTTGTTAATACCATTGATTTCAACTTGTTGTTGTTTC
+TCAAATTCACTCTGGTTATATGCTTGATGTATTGTAGGAACAAAGTTAATTGAAGCGTCGTTGTCGATAT
+TACTCTTATCGGTGTTGCTCTCATTCGCATTGCCGGAAAGTGCAGCCAAGTAGCCAAGTGAGCCTTGAGT
+ATCTTTAACTATTAATACCCCATACATTCTTCCTTGTTGCTCAGACTCAACAGGATGGAACTTTTCCAAT
+TTTTGTTGTAACTCTTCACTCGCCGCTAATGCTAAGGGATGTGCCTTATAACAAAATGGGTAGGTAAACT
+TACCGGGAAAGGAGTCGGGTAATGAGTAGTGTGAAATATCACTGACAAAAGAGGAAAGGTAAGTTGAAAT
+CGAAGTATTAGACATAGACGTTATTGCTACAGCGGAGTAACCCTAAATGGTAACCTTGGATTTAGCATGG
+TTACTTTATTGACAATTGTGCGTATTCTAATCGCAATTAATACAATACGCACTTTTAAAATAACACTATT
+TTGCTCAGTTAATAATGAGCTAAAGTTAGTTCATTGTTTCGTTTGTAGTTTTAAAAACACTTTACTCAAA
+AAAACCAAGAAGAAAGCCTTATAGCCACCTTTGATTACATTCTATTTACTAATACCTACTTAGGTATAAA
+TAATTTTATTAGACTATTTAGTTGGTTAAATTGTAAACTTTTTGTGTTTTAAAAATTCAGGTTGTAAAAA
+AACTGACAGTACATTTGTGCAATTATAATTTTCTGTCAGACTTTTATAAAAACTAGCTACCATTGGTAAT
+GATTGTGGTACTAATTCCACTAGAAATTAAGGCAGCATTACTGGGTAATTCTTCATTACCGCTGAGTAAG
+TAAATAACCTGTTGCCCTTCTTGGGCAAGCTCTAACGCATGTTGGTAATTGAGCATAAGGGTTGAACTGA
+CACTCTGAGGATATTTTTCTGCGTCGCGGCGAACATATTCAATCAATTCAATATTAACATCATCATCATA
+AAAAACAGCATCAGCAAACTGTAAAGCGCGGTGGGCTTTTAATGTTAAATTATCAGGGTTACCCTCAAGG
+GTTTGAATAAAAATAATTTCACCCTGGGGCGGGGCAATTTTTTCTTTCAAACTCACAATCAATAGTTGCT
+CAGCCTCTTGATGCTTACCATCGAGTAATGCTTGCCCTATTGAACCTCGTAAGGTGTTTTCCCAGAAGGT
+GCGACGATTACGTATACCTTTAATGCGTGCTTTTACATGATCACGAAACTTTAATGAAAAATCAGCCAAG
+CGTCCGTAACCTTGCGGTAATATTTTCTCAATCTGTTCTCGTAACATGCGAATGAGAATAGGCGCACTGC
+CTGAACTTGAAAGTGCAATAATCATAGGTGAACGATCAATAATCGCTGGCGTGATATAAGTACAAAGGGC
+AGGTTGGTCAACTACATTTGCAAGAATATTAAATTCAACTGCTTCATGATAAACCTGCTCATTAACGGTG
+GTATCATCTGTGGCAGCAATCACTAAGGTAATCTTAGTTAACAAACCCGCTTGATAGTTATGTTTTAACC
+AGTTTAATTTATTTTCGTTAATTAAACGCTCAACACCATCCGTAACGTTTTCCGCCATTATGGTAATGTT
+TGTTGTGGTCTTTAACAGTAATTCAATTTTACGGGCGGCAACATCACCACCGCCAACTACCATGGCATTA
+ATTTTACTACCATCAAGAAAAACGGGAAAATATTTCATCTACAAGCCAACTTTTTTACTTACCTATCTTA
+TTTCGCTCAGATTAACATAGCAGAAAAGATAAAACCTTAATCTGTATTACTTTGATAGAGAATTTGATAC
+CTAATTTAGCACTTAGTTCAGTACTGAATTTTCCATTAACCTGCTGTTACGCTTAACTTTGATTTACTTA
+CTGCTAAGCCATTTTCATCACCATATACATACCAACCGGGTATAAATTCAACATTGGCAAAATTAACGAC
+AATGTTAGTGTCACCCACACCTAGCTTCTCTGTTTTTATCGGGTTACAGCCAATAGCTTTTACCGCAATC
+TCTAAAGTTCTGATAGTGCCTGCATCGCGAATACAGCCATTTATTACTACAGCCTGCCAATTGTTTTTAA
+CCGCATTTTCAGCTATCATGTCGCCTAAAAGTGCACGATTCATACTGCCTTTACCATCAACAACCAGTAC
+TTTACCGCTGCCATCAGTTGCTAATATCTCTTTTACTTTTGAATTGTCTTCAAAGCAAGAAACGGTGACA
+ATCTCACCATAAAAAATAGTGTTCTTGCCGTAATCAGTAAAAGCTTGGTTAGCGAGGCTAAGTTGCTCCG
+GATATTGATCAAATAAGTCAGGGAGAAGATCTAGCATATTATTTTCCTTTTTATGATTAGAGCCACTTCA
+TTCAATTATTACTCTGTACGTATTAAAACATTCTAAGATCACATTGTTCTTAATCTCAATAGTCAGCTAT
+GGCTGAATCGTTGGCCTTGCTTTGATCTGTTTTTCTACGTACAAAAAATGTCAAACTTAATGAAAGTGGT
+ATTATTTATGCCTACTCTAGCAGTAATGGATGGTAAACTAGCATCAAGCTTATTTATTGCTACTATTTGT
+CAACTACATCGGCTCTTTGCACTAACGACAGAGACAGCGACAACCAGTAGCAGCAAACACCAAATACCAG
+TAGAGAAAATCAAATGCCTTGGATACAACTAAGATTAAGCGCCAACGAAGATAACGCTGAAAAATATAGT
+GATTGGCTTTCAGCCTGTGGTTCACAAGCCGTTACCTTTATCGATGCTAAAGACACCCCAATATATGAAC
+CATTACCCGGTGATGAAGTTATCTACTGGTCGAATACCGTCGTCATGGGCCTATTTGAAGCTAGCCATGA
+TATGGACAAAGTCATTAGTTACTTGCAAAGTATTCATCCAGATAAAGAGCAAATGCGCTATAAACTAGAG
+CAATTAGAAGACAAAGACTGGGAACGTGAATGGATGGACAACTTCCACCCAATGAAATTTGGTGAACGCT
+TATGGGTTTGTCCTAGCTGGCGCGATGTTCCAGACCCTGAAGCGGTTAATGTAATGTTAGATCCAGGCCT
+TGCGTTTGGTACCGGAACTCACCCAACCACAGCATTATGTTTAACGTGGTTAGACGGCTTAGACCTACAA
+GATAAAACCGTAGTCGATTTTGGTTGTGGTTCAGGAATTTTATCACTAGCAGCGCTTAAGTTAGGCGCCA
+AGAAAGTTATTGGTATTGATATCGACCCACAAGCCTTACAAGCAAGTCTTGCTAATGCTGAGCGTAACAA
+TGTTTCCGATAGACTTGAATTATACTTGCCTAAAGATCAGCCTGAATTCAAAGCTGACGTAGTAGTAGCA
+AATATTCTAGCTGGGCCATTACGTGAGTTAGCACCAGTTATTATCGAATATGTTGGTGATAAAGGGCTGT
+TAGCTTTGTCTGGTGTATTAGAAGAACAGGCACAAACACTACAAACAATTTACGGGCAATGGTGTGATAT
+GGAGCCAGTGAGCGTACAAGAAGAATGGGTTCGCCTAAACGGACAACGCAAGTAGTTATAGATGGGAATC
+ATTTTGTCATCACAGTAATGCAATATCATTTCTGTGATGTAATCTCTGAAGCGCTATAGATTCCGGCTTA
+ATAGGTGGTGGAAATAGCGATGAACAGTATAGTGCCACTGCCAATATGCCTCAGCAAAGAGTAGGTGTTA
+ATTCTCTTAGTAGTTAAGGAGCAACACTCCATGAGTTACCTAACGACTTTCCTGTTTCATCCTCTTGAGG
+TTCAAAAACAGTAACCCGATTTCGACCTGCATGTTTCGATTCATAAGCAGCAAAGTCAGCATCAATTAAT
+AACTTCTCTAAATTATAGCCAGAACGTGCTACATCAGTTACGCCAAAACTGGCAGTAATACTAAAGTCAT
+TACCTGACTCTTCAGTAATCGTATTTTCAATAGCGGCACGACAAGATTCAGCCCGCAGAACTGCTACTTC
+AATATTACAACTTGGTAATAAAATACAAAATTCTTCACCACCTAAACGGGAAAATATATCATTTTTACGG
+CCAATGGTTTCACATACTCTAATGGTTTCTTTTAATGCCCAGTCACCACAGATATGACCAAAGTTATCGT
+TAATTTTTTTGAAGTTATCTAAGTCAAACATAATCAGACTTAAATCTTGTTCAGCGCTTTGACAATACTT
+CAGGGTACTTACGGCAATTTGAGTAAAGTGTCTGCGGTTATATATACCGGTTAACTCATCATATTCAGAT
+AATGCTTTTACGCGTTTATGAGATCTCCATAAGCGGGCACCCCAAATAATTAACATAATAATGATCAAAG
+TCATCACAGTTATAATCAGCTGGATATTAGCTACTTTAATATTTGATAACGCTTGCTCTGCAGCTAAAAA
+AGTATTTTGTTCATTCAATAATATTATTTGGTTTTCATGTTCAAACGTTTTTAATTCAGCCAATTGAAAC
+GCAACATGCTTAGATTTTTCGTCCTCCAAATGCGCCACTTCTAACGCGTTATATTTCTCATGGTAACTCA
+GCGCTAGAGCGATATTTTTTTGTGATTTATTTATTTGGTAAAGTAATTTATAGCTATCAGCACTCTGCTT
+AATAATTGTATTGTTTTTATTAGCCCTGAGTGCCGCTAAAGCATATTTTTCAGCGCTCTTAATATTACCT
+ATTAGATAATTGCTCTTGGCTAGAGTGTTATTCATACCCGCAATCAACATGGGAAATAGCGTTGTGTTGA
+TTTCATCGTAATAAGGCAATATTTCAGCAAGTGCCTTCTCTGGTTGCTGCGCTTTTAAATATAACTTTGC
+TCGATACACACGAATTATATTGGTACTTATCTTGTTTCCAGCTTGCTGACAAATGTCTAAACCGTTATCA
+ATACTTTTATCGCCAGGTTTTATTAGTTGTAAGTTGAGTTTTGCTTCAAGTGAGAATTGTTCGAGAAAAC
+AGTTATGTTCTTGAGGGAGATTATCTCGCTTTACCTGCGCTATGTTTTTAAGCACTAAATCAAACTGTTG
+AAGTTGATTATAAAAAATAACAGCGGTTAGAATACTTAGTTGATAATGCTCTTTATCAGTAATAGATGGC
+AGCATTTCTTTGTTTACGGCAATATGTCTTAAACCGTCAGACCAGTCTTTTTTGGCCGCAGCAACATTAA
+TCAAGGTATAGTTTGCTCTAAACTTCATAAGTTTATCGGCACTAGAATTTAGAACCTCAGACAAGAGTTT
+ATCGGCTTGCTCATAATCTCCATGGTAAATGGCCAAGTAACCTTGAAGAAACTGATAATAAGAGTGTTGA
+TCACGAGTAAATGATTTTTCTAATGGTGCCAACTCAGCTAAGATTTTTTTATATAGTACTGGGTTTTCGC
+GTCTATTTCTGTCGGCTATAAGTAATTTTTCAGAGATATACTCTGAACTAAACTTTAATTTCAGTACATC
+TGTTTGATCATTCTCATATTGAAAGGATTCAGCAATTGCTTGGGGGGAGGTTGTAATTAGTCCTACGGAA
+ATACTAATAAAAACACACAAAAATAATGACTGCACCTTAAGGTGAAGACTGTTTTTTAATTCCTTTAAAA
+CGCAGTTATTATTCATTTGTTTTTAATTTAAATTAAGTCGATTAAAAGTTAACTACGGTGTTATTAATTA
+CAGTGCTTACTTCTTCACTTTTATCGTCAGGAAGTAATATTGGGTAGCATCTAATTTCAGGTAAGTTATA
+AGTCGCTGCTTTTAAAGCATCCATGTCTTTAGTTTGTATAGCGAATTCTTGAGCCTGAGTGAGGCTAGCA
+TTGCTTAGCATCTCAGCGAGTGACTTTGTGTTGCTCATCTCGGCATTACTCGCCATTTGCATTAATACTT
+CAATTACTTTACTCATAGTACTTACTCCATTTTTAATGATAAATTTATTTACCGTAACTCTATTTATTAC
+TTATAACACCAAGGTTAAAGCAGGACGGTTTTTATTACGCTCTTCTTGCTTGTCAATTTTTGCGAGCTTA
+GCTAACAATTCTTCATTGGCTTGCATTGCACTACATGGCGGGATCACCAAAGTGGTTTGCATCAGCAAAT
+CAGCATCAACAAGTTCAGTTAACAGTATTTTGTCTTCACGCATCGGCTCAATGGCAATGCCTTTTGCTTG
+ATATAATATAACTTCGTGATCACGGGGATAATGTTCCAGCAGTAAATCAACTAATACTTGGCGATAAGCT
+TTTCCTGTAGAGAACTTTCCTAAAGATTTATCACCAGCAAGCGCGACTTGCCATAATATTAAATGGGCAG
+AAGTATCAATATTACGCTTATAAAACATAAACTGGCTAGTTTCATAATGCATGCAGCCAGTTTTTCCAGG
+ATCTATACCTAAATCTGCATAGAGACAATCTTCTGCAGATATGCCGGGCTCCATCGAAGCGGGGAAGTCG
+TCTAATTTGGCTTTTTTAATTGCTCGGTGAGCAACACAGGCAAATACACCAGGGTGGCCGTAAAAAGCAG
+CAACCACTTTTTTACCATTACGCACTTCGTTTAAAATAGCGTCAACCATTTCGTTATAGGTAATGTTGCG
+ATTTTTACCTTCTTGGTAGAAACCCTGCAAACAGCGAACATCAGTATTCATTCCTTCAAGCCATTTTTGG
+GCAAAACCATTGGCCATCAGTGAAAATACAATATCAGCTTGTTCGATATGACTCTGAGAAATAGGGCTAA
+TGTGAGCGCCTAACGTCATGCCAGTACCAACACACACTAAACTGCCTGACATGATAAATTCCTTTTTATT
+TTTTATTGATAATTTAACGATAACTACTGTGCGTTGCTTACTAAAAAGGCAAGAGGTAAAGTTGTTATTA
+TTTTGTAACCAAATTAGCAGAAGCAAGCACAAGGGGCAACGAGTATATTAGTTTATAATCGTATTTATAG
+AGTTAATCGCTAATCATTAACAGTAGGTTCTTTTATCTCGATTTCTTCGGGGAAAAGTTGAGTAATTATC
+ACACCACTCCACTGGTGTTGCTCAAAATATTGGTAACCATTGTCGGTAGTGTTATCTTGCAAGCAGGGTT
+CGAATATATAACCAATTTTTTTCAATATACGTTGGGTAGCTCTATTTTTGTTAGCATAAAATGCATTAAT
+TCTACCAATATTGAGCTGTTTAAATCCGTATTCCATGATGGCAGATACTGCTTCTTCAGGTAATAATTTC
+CCATTAGCTCTAGTGGCTAACATAATACCAATTTCTACTTGCTCAATAGGGGAGGAGCTTGGTTTGGTCG
+TTTGTCTCGTGGCTAACCAAGATAATGCTTGAGTACCAATAATGTCATTTGCTGCTTTATCGACAATTGC
+CCAAGTACGTACGGTATCTTGTTCTAGGTTATTGGCTTTTAATGCACGATGAAATGCCGCACTGGCTTGT
+TCTTGGGTTAGCGGCTCGCCAACAATGCGCATCATTTTTTTGTCAGTGTATTGATAACAATAAAAGTGTT
+CATCTTCCGAGATTAACGGCCTGATTAATAACCGTTCAGTAGTAAAGGCGTGCATAAAAACTCTTCAATT
+GAATATATACCCGTTACCATTGAATATGCATTTTCCAGAGTGCTTGATATGTTTCAACTCAAGGCGTTGT
+GATGAAATAATGGTAATGGGTATACATGTTATGGGGAATACATTAGAAAAAAAGGTTAGTTATAGTTCCA
+TGAGTCATCTAATTTATTTGCTTTAGCTGTGTAAGGTACTTCGAACAGAGTGACTCTGTTACGGCCTGCA
+TTTTTTGATGCGTAAGCGGCCATATCCGCATCCGCTAATAGCTTGTCTAAAGTAAATCCAGAACGTTTGA
+TATCAGTTACGCCAAAGCTAGCAGTGATTGAAAAATCATTCCCAGATTCTTCGGTAATTATTTCTTCAAT
+TGCCGCACGACAAGCTTCGGCGCGCAGCATTGCCACATCAATAGTACAACATGTTAATACCAAACAAAAT
+TCTTCACCACCTAAGCGGGCAAAAATATCATTTTTACGGCCAATACGTTGACAAACTTTTATGGTCTCTT
+TTAATGCCCAGTCACCGCAGGCATGACCAAAAGAGTCGTTAACTTTTTTGAAGTGATCTAAATCGAACAT
+AATCACAGACAAGTCTTGTTGAGCATTTTTACAATATTTTAAGGCGCTATTGGTCACATGGGTAAAATGA
+CCTCGATTATAAATTCCGGTTAACGGATCATATTCGGCCAATTCTCTTACACGTTTATGTGCTTTTAACA
+AACGAGCTCCCCATAATACTAATAAAGCGAGCGTCACCATTAAGATAGAAATCATTAACTGAATATTGAC
+AACTTTGGCCTTACTTAATGCTTGGTCACTGAGTAATAAAGAATTTTTTTCATTGAGTAATTTAATCTTG
+CTTTCTTGTTCAATATTCTGGTGCTCTGCCAGTTGGAATGCGAAGTGCTTGGCTTTTTCGCCCTTTAGGT
+GCTCTTTACCTAATTCGCTATAAACTTCAAAATAACTTAGTGCGAGCTCTAAATTATTTTGATGTTTATA
+TATTTTATAAAGCAGGTGGTTAGCTAATATTTTTGCTTTTCGGGAGCTTAATTGATTTTTACTTTCTAGT
+GTTTTTAGGGCAAAGTATTGTGCTTTAGCTAATTCGTTGGTTTGCCAATATGCATTTGCTAATAAAGAGT
+AATATTCAGCTGTTATCCTAGAGAAATTGATATTAACGGTTGACTGTAGAGTTGCATTTAACAATTCGAT
+CGCTTTTATAAATTGCTCGTTGTAAATATATGTTCTAACAATATGAGAATTAATAAAACTCACCATAAGA
+ATTTCATTATTTTTACGACAAACTTCAATAGCTTGTTCAATGATGGGGTCGTTAGTCGATAATTGATGTG
+ACTTTGATAAAGCTTCAACGATAAAGCCTTTTGCAAGACATTGATTTCTATTTTGGCCCGCTCTAGCCTC
+TATCTTCTTTGCATAAGAAAGAGCTAGTTGATATTGCCCAAGTTGATTATAAAACATGCTAGCCGCCACT
+AGGGCCAATTGATGAAAGTCTTCATTTTTTACTGAGGGTAGGTCTTTTAGGAGGCTTGATAAATTGGTTA
+ACCCTTCCGTCCAATTCTGCCTATTAGCAAATATATTCATTAGACTGATTTTGGCTCTGAACTTTAACGT
+TTCATTAGCATCTGAAATGATAATTTCTTTGGCTAAATAGATAGCTTCATCAAGCTTTCCTTGAAACATT
+AATGAATAGGTATTGAGGTACTTAAGGTGTTGATATTGGGCGGTTGATAACTTGCTTTTTTCTTGGTTTA
+GTCCTTTAATTATGACAGAAAATTCTTGCGGCTTACTACTTCTAATACTATCTGCTAGAGACAACTTTGC
+ATCAAAATCAGCACTTGCATTAGCCGTTGTAAAAAAGCTGATAATGATGAAAAACGTTAAAATGTTCTTA
+TTCACTTATGTAAGCTTAGAAGCCAATAGCTAAATTATTACTTTCATCTGCTGATTCTTGCTCATCGTTA
+GTTTCATCATCATCTTCAGCAGGAATTATGAAACATTTTATATCTGGGCAGATATCTAATTCTTGCTTGA
+GTGAAGCGATATCATTATTGATGATGCTTTCAATTTGATTTGTATTTATCTTTAAAGATGTTAGTAATAG
+TGTAATTGCTAGCTCATTATCTAGACTAGAATCCTGACCCATTTTCTCTAACGCTTTAATCACTTTGCTC
+ATAGCTATGCTCACTGTTTGTTGTTGTTGTTGTTGTTGTTGTTGTTGAAATCAATTAATAATTAGCTACT
+GCTTTGTTATCTATATTGTTAGTTCATCATCTACTCTAGCTAATGTACTTTAATTTCTTGATGATTAAAT
+CACATTTTAATGTGATTTTAAATTATGTTGTAAAAATAAGCTTAGTATAGAGCGATTTTTTGCCCGCATT
+TCTTGTATATATAGCAATGCTTGTCACAACACAACACAGACTACCTGACATTGATATTTCCTTTATCATT
+TTGGAGTGAGTGATTATCTTTATGTAGATAAAGTCTTCGCTTTCCCCTCTAAGTAATAAATTGATTATTA
+AAGCAATGGAATTTACTTTATTTTTCTGATATTTGGGTATTGGTCTTTTTAGCGATTACTTAGATATTAT
+ATTTTTACGTAATTGAGGGCTATTAAAGTATTGGTAGCTATTCTGAGAGTTGCAGTTTTGTGCACTAAGG
+TCATAAATAAAATGTAGACTATTGAAAAGTCTTTCTGAAGCTAAGTTTTTCTTAGCATAAAAAGCATTGA
+TCCTATCAAGGGAATGGTAGACAAAGCCATATGCCATTAAAGCCTTTATCGCTTCTTTGCCGAAACCTTG
+ACCTTGTGCTTTGGTCGTTAACATAATACCAATTTCTGCTTGTACAAGCTTTTGACTACAGGGTTTTAGT
+ATTTGAGTAGTATTTTGCCAAGATAATGCTTGAATACCAATTATATTATTTGTAGATTTCTTAACTATTG
+CTAGGGTAACAACTGATTTTTTAGGGCTGGACAATGCTTTTAATGCCCGCTTGAACCATTGACGGGCCTG
+CTTTTTTGTTATGGTTTTACCAATGTTTTCCATTACTTTTGAGTCAGCATATAGCTGGCAGTAAAATACT
+TCATCTTCTGCTCTTAACGGTCTTATCATTAATCGTTCAGTGGTAAAACTATACATTTATTTCTCTTATT
+CGTTTTATATCTATATTTAATATTGTAGTTATGTCATTCATGTAGTTACTTAATAGAACGTGTCATTGAT
+ATAGTTATTAGATAATGCAGGAGTAATTATCTAATAATTATGCAGTTTTAAACTAGCCTTAATACCTTTT
+TTACTCTTTTTGTTGTGCAAACTTCACTACGCCGGTTTTATCTTTAGATCGGTCAAACACCACGTAATAG
+TTATTTAACAGTGGTAAGCCAATAATGCTTTGATTTGGCCATTGCGGTAATTGGCTTAGTAAACGAAAAC
+ACGCTTTGTCATAATTAGGCGTATTAATTTGCCAATAAGTTTCTGGCGTACAAGCAAGTTGTACAATTTT
+TTCTTCGGTATTAGCGGTTGCTGGCTCGCTGACAAAATTGAAATATACTGTTGGCCATTGCTCTAGTTTC
+AGCTCATTTATATCTATACCGACAAGTTGTGCGCTCATTTCTTTAAAAGGCGCTAAACATTGGGCAAAGT
+TAGCGTTATAAGCAATAAGGTCATTAATCACTTGTTGGTATATTTCAGCCGTAAGTACGATACCACCGGC
+ACCGGTATCAATAATGGCATTAGTGAAATAACTTTTTAGATGTTTCTGGTTAAGCGGCTCAGCTATTACT
+GGCTGGCTTGTTCCAACCTGAACGGATTTAAGGTCCACATTGTAATAAACATCATGCTCAACCTTGATAC
+TTTGAAATTCACCTTGGTATAAGTCGGTTTGTTCTTCACCTCCCCCTAATATTAATAAACCTTTGTTCAA
+GGGATCTTTGGCTAACTCGTCTGAGGGTATTTTGTTAATCTTATTTGAGTGGCTCTTATTAACATGTATT
+GCAGAACGTTTACTGTAGAAAGCAAATTTATTAGCACTCAGCTGCTGTTCTTCCAATAAGGTGAAGTAGG
+GCGTTACATCATGTTCTGGGTATTTCCACATCAGTTTTTTAAAACTAACCAAGTCTTCACTTACTTCATG
+ACTAAAAGGCCACGGGTAACTCAGCGCAGGGGTAATCTTATGTTCAGTAAAATAATCGCTAAAATCAAAA
+CTTTTATTTAGGTGATGGTAAGCCAAACCTAAAATCCCATCGGCATCGCCGAATGTTTTACTTTGTTTGT
+CAGAATGCACCAGTGCAACGGGCGCATTACTTAAATTCATGCTTGGGCTTTTCGCAATGCTTTGCGGATG
+ATCAGATTTATGACAATGCTCATGAATATTAATACTGGTGAATATAACCGGGCCATTCCAACCGCCAACA
+CCGTAATTAACTTCTTGAACTGCGGTACTCGGTGTTAATTTTTTATCCAGGTTAGCTTGGTAAGTCGTAC
+TTTTTACTACAAGCGTACTACTACCCGTATCGAGCAGCAGGTTAACGGGGGATTTTTCACTACCAAGGTG
+CAAAGTTACGCTGTAATCACCTTGTCCAAATACATTAGTAATGGGAATTCTTAAAAGTGTTGTCATTATA
+TTTATAATTATTATTAGTTTAGGTAAGAGTCAGTAATTTTACTTTGCCACAGTTGCAGGCGTTGTTCGAG
+CTAAGTTTTCGACATATTTGGCTTTATCTTTTTTATCAACTTTGTCAACAAAATTATTCGAAAATCGTAC
+GATTAACGCTCACTTTAATGTTTTAATAAATGTCAATATCAAAAAGGTGAAAAAAATCAAATATTGTTCA
+AATTCTATGCTTTTCAATTGAAATAAAAACGAGTAAACTTAGCGCCCTTTTGAAAGGTAGCTCAAAAAAA
+CAGCAGTATGAAAATAGGTACTTATCAACTTAATTCGCAGGTAATGCTTGCCCCTATGGCAGGGATCACC
+GATCAACCTTTTAGACAATTATGTTGTCAATTGGGCGCGGGTTTAGCAGTGTCCGAAATGCTTTCGTCAA
+ATCCGAAAGTATGGAACACCGAAAAGTCTAAATTGAGAATGCTGCATGGTGATGCTGCGGGTATCCGCAG
+TGTACAAATTGCCGGAAGTTGTCCTGATGAGTTAGCGTTTGCTGCCAAAGTAAATGCTGATAACGGCGCA
+CAGATTATTGATATCAATATGGGCTGCCCGGCAAAAAAGGTAAATAAGAAATTAGCGGGTTCTGCTTTGT
+TAAGAGAACCAGCACAGGTTGAGCGTATTGTTCAGTCAGTGGTGAACGCGGTAGATATACCGGTCACGCT
+AAAAATTCGCACAGGATGGTGTGAAGATACCCGTAATGGTATTGAAATAGCAAAAATTGCTGAAAACAGT
+GGTATAGCATCACTCGCAGTGCATGGCCGTACACGTAATGACTTTTATAAAGGCAATGCGGAATACGACA
+CTATTAAAGCAATTAAATTGGCTATTTCAATTCCGGTAGTGGCAAATGGTGATATTACGTCACCTGAAAA
+AGCACTACAGGTTTTAGACCATACGGGCGCGGATGCCATAATGGTTGGTCGTGGTGCACAGGGTCGTCCG
+TGGATTTTTCGAGAAATTAATTATTTCTTGGCCACGGGTAATAAGATGTCTGCACCCGAATTGAGCGAAG
+TTCGTTCAATTGTATTGGCACACGTTATGGAGTTACATCAGTTTTACGGCGATTTCAAAGGTGTGATGAT
+CGCCAGAAAACATGTTTCTTGGTATGTACAAAACCTAGTTGAGACCCTAGACGGTTTTAGCACAGCGTTT
+ACTATTGACCAAGGCAAAGCGTTTAGGGCTATTTTTAATAGTTTAACGTCTACCGATGAACAATTGGTGA
+CGTTAGACAAATTTTTTGATGACTTTACTACTGGCTCTTATTAGGGCGAGTTCAAGTTGTTGTAGTTTTA
+TTTTATTTTTATTAACAAAAGAAAGAGTTATATCATATGTTCGAACAAAATGTTTCTTCTCCATTTATCA
+CTGGCGATATTCAAACACAAACAAAAACTTCTCCATTACGTAGCCAAGCTAAAATCGCAATCAGCAACTA
+CTTATCACAATTGAATGGTAACGATGTTGATGATATGTATGACCTTGTATTGAGCGAAATTGAAGCGCCA
+ATGTTAGAAGAAGTTATGATGTACACTCGCGGTAACCAAACACGCGCTGCCAACTTACTAGGCATCAACC
+GCGGTACGTTACGCAAGAAACTTAAAAAATACGGTATGAACTAATATCGAATTTTAATGAAAAGCACCCT
+CGGGTGCTTTTTATGTTTTAAAACATTGAAAATCACTTTAAATAATCATGTAGCCATGCAAGTTAACGGC
+ACATCGGCGGCAAGTTAGCAGTAAGTTACAACAAAGAAGGTAAATAAACAGATGGATACTCCACGTCCAA
+TTAAACGTGCACTGTTAAGTGTTTCTGATAAAGCAGGTATTGTTGAGTTTGCTCAACGTCTAAGTGAGAA
+AGGTGTTGATCTTCTTTCTACTGGCGGTACAGCAAAATTATTAGCCGAAAACGGCATCAAAGTAACTGAA
+GTTTCAGATTACACTGGTCACCCAGAAATCATGGATGGTCGTGTTAAAACGTTACACCCTAAAGTACATG
+GCGGCATTTTAGCGCGTCGTGGTATTGATGAAGTCGTAATGGACGAAAACGGTATCAGCGCAATTGATAT
+GGTAGTGGTTAACTTGTACCCGTTTGCTAATGCAGTTAGTGATGAAAACTGTTCATTAGAAAATGCCATC
+GAAAACATTGATATCGGTGGACCAACAATGGTTCGCGCAGCAGCTAAAAATCATAAAGACGTGACTATTG
+TTGTAAATGCTAGCGATTATGAGCGAGTATTAACTGAATTAGATAACAACAATGATTCTTTAACGTATAA
+AACACGTTTTGATTTAGCGATTGCAGCTTACGAGCATACAGCTAGCTACGACGGAATGATTGCTAACTAC
+TTTGGTAAAATGTTACCAGCGTACGGCGAAACTGAATCTAAAGCTTCTTTAGAAAACAAAGTTAAGTTCC
+CACGCACTTTTAATAGCCAGTTTATTAAAACTCAAGATTTACGTTACGGTGAAAACTCTCATCAAGATGC
+TGCTTTTTACAAAGAAGAAAATCCTGAAGAAGCGTCAGTTTCTACTGCGACCCAATTACAAGGCAAAGCC
+TTATCTTATAACAACATTGCTGATACTGATGCGGCATTAGAATGTGTTAAAGAATTTGACGAACCGGCTT
+GTGTTATCGTTAAACATGCTAACCCATGTGGTGTTGCTATTGGTGATGATATTTTAGCGGCTTATGAAGG
+CGCTTATAAAACTGATCCTACTTCTGCTTTTGGTGGCATTATCGCGTTTAACCGTGAGTTAGACGCAGAT
+ACGGCTGAAGCAATTGTTTCTCGTCAATTTGTTGAAGTTATTATTGCACCAAGCGTTTCAGATGCTGCTG
+CACAAATTGTTGCTGCTAAACCTAACCTACGTTTATTAGAATGTGGCCAGTGGGATAATAAAACCACAGG
+TTTTGATTTTAAACGCGTTAACGGTGGTTTATTAGTACAAGACACAGATCAAGGTCGCGTAACAAGTGAT
+GACTTAACTGTTGTAACTAAACGTCAACCTACTGATGAAGAGATGCGTGATTTACAATTCTGTTGGAAAG
+TAGCAAAATTTGTTAAATCTAACGCAATTGTTTACGTTAAAAACAGCTCTACTATCGGTGTTGGTGCAGG
+CCAAATGAGCCGCGTATACTCAGCGAAAGTTGCGGGTATTAAAGCAGCTGATGAAAACTTAGAAGTGAAA
+GGGTCTGTTATGGCCTCTGATGCATTCTTCCCATTCCGTGATGGTTTAGATGCTGCAGCTGAAGCAGGAA
+TTACTGCTGTAATTCAGCCAGGTGGCTCTATGCGTGATGACGAAGTTATTGCAGCAGCAGACGAACATAA
+CATCGCGATGGTGTTTACAGGTATGCGTCACTTCCGCCATTAAGATTGATTCTTGTCGCTGTTAGGCACA
+ATTTAGTTGTCGAATGTACTCACTGACTAACGTCAGCTCCGTGCTTTTTCCTATAAATTGAGATTAACAG
+CTTAAAGAATCTTTCTTAAAGTGAGATAGAAGTACAGAAAAGCAGTGTTGATTTATTTACTTACAATGAA
+AATTAGTATGGAAATACAATCAACACTGCTTGTTTGTTTTAAATCTGTTATAAATATTGCCGTTAATTAA
+TACATTAATCGCTATATAATATATACCGACTTAAATACTAATAATTTCATACCAGTTTCATTAATTAGGT
+GATCTATTTTATACGTAGGAAAAATAGCCAAATACAAGGCATTTGTTTTAATAACTAGTTGTTCAGGACA
+ATAAGCTTCAGCATTGTCTAATAAGCTGCATCTATGCAGCGTTAATTATTAAATAAATAACGAAGTAATA
+GGTTATTTTAACAAGTAGAAATGAACACATAGTTAGTGAGATGGGTATCACAAGGAAAATAGTTATGACA
+ATTAAATCAAACTCGCTTAAATCAATTGCTATTGCAATAACCCTAAGCTGTAGCGCATTAAGTTTATCTG
+CTATGGCGCATGACACTCATGCACTCGAAAATACTGCTTCAGTAAAAGCACTTGAAAATGCTGTTTCAGG
+CGATCACCGTACCGCTAAAAACAAAGCGCGTGATCAATACCGTCATCCTATTGAAACGTTAGACTTTTTT
+GGTTTTACACCCAATATGACTGTAGTTGAAATTACGCCCGGTGGTGGTTGGTATACTGAAATACTTGCTC
+CAGCCTTAAAAGGTACCGGTAAGCTATATGGTGCCCATTACCCTGATACGGGTGAAGATAACTATTACAG
+TAATTCTCGCAAAAAATTAGTGAAGAAACTTGCTTCCGATGCTGTGTTCAGTGAAGTTGTTTTAACAGAC
+TTCACACCACGTCAAGAAAGTGAATTAGCACCACAAGGTACAGCTGACCTAATTTTAACGTTTAGAAATC
+TTCATAACTGGAAAGATGCTGGCGTAGAGCAAGTGTTCAAAGATGCTTTTAATGCACTTAAGCCCGGTGG
+CGTTTTAGGTATTGTTGAGCACAGATTACCAGTAGGTGTTAGCCCTGAAAAAGCAAAAGGCTACGTATCT
+GAAGTACACACTATTAAACAAGCCAAAGCGGCTGGTTTTAGGTTTGCTGGCTCGAGTGAAGTTAATGCTA
+ATACAAAAGATTTAGCTATTCACCCAAAAGGTGTTTGGACTTTACCACCAGTATTGCGCTTAGGTGAAAC
+GGACAGAGCAAAATATTTAGCGATAGGCGAAAGCGATCGCATGACATTAAAATTTGTTAAACCAGCCAAG
+TAGTTGCTGATTTAGCGTAAAAGAAAATTTATAGGAAAAACATATGAAAATCTTAGTTATTGGCGGCGGT
+GGTCGTGAACATGCATTAGCGTGGAAAGCGGCTCAATCAAGTCAGGTTACTAAAGTGTTTGTTGCCCCAG
+GTAATGCGGGTACAGCTACTGAAGCAAAATTAGAGAATGTTGCTATTGATGTTAGTGACAATGCTGCCTT
+AGTTGCTTTTGCTCAAAGTGAAGACGTTGCCTTAACTATAGTTGGTCCAGAACAACCACTTGTTGATGGG
+GTTGTTGATGCTTTTCAAGCGCAAGGTTTAGCTATTTTTGGCCCAAGTGCTAAAGCGGCTCAGCTTGAAG
+GTTCAAAGTCATTTACTAAAGACTTCCTAGCTCGTAATAAAATTCCTTCAGGTAGTTACGCAAAATTCAC
+TGAAGTTGAACCAGCATTGGCTTATGTTCGTGAACAAGGCGCACCAATCGTTGTTAAAGCCGACGGCTTA
+GCTGCTGGTAAAGGCGTTATCGTTGCACTGACATTAACTGAAGCTGAAGATGCGATTACAGATATGCTCG
+CAGGTAATGCCTTTGGTGATGCTGGTCATCGTGTAGTGATTGAAGAGTTTCTTGAAGGTGAAGAAGCAAG
+TTTCATCGTAATGGTTGACGGTAAAAATGTTTTACCAATGGCAACAAGCCAAGATCATAAACGTGCGTTA
+AATGGTGACTTAGGTCCTAACACGGGTGGCATGGGCGCATATTCTCCAGCACCAGTAGTAACACCTGAAA
+TTCATGATCGTATTATGGCCGAAGTTATTATGCCAACGGTTGAAGGTATGGCTAACGAAGATGCACCTTA
+CAGTGGTTTTTTATATGCTGGTCTAATGATTGCTGAAGACGGTACACCAAACGTTATTGAATATAACTGT
+CGTTTTGGTGATCCTGAAACACAACCTATCATGATGCGCTTACAATCAGACTTAGTTGAATTATGTTTAG
+CCGCTACACGTGGTGAGTTAGACAAAGTAACGATTGAGTTTGATAGTCGTGCTGCTGTGGGTGTTGTACT
+TGCAGCACAGAGTTACCCAGCGGATTACCCTAAAGGTGATGTTATTTCAGGTCTAGATACAAACAACAAT
+GTATTAGCCAAGACCTTCCATGCAGGTACTAAGTTAAACGAGCAAGGTGAAGTAGTGACTAATGGTGGTC
+GTGTATTATGTGCGACAGCATTAGGTAATACCGTCACAGAGGCGCAACAGACAGCTTATGAGTTGCTACA
+TCAAATTTCGTGGCAAGGTGTAGAGTTTAGAACTGATATTGCTTATCGCGCGATAGAACGTGAACAAGAA
+AACAGCTAACTAATTTGATCGATAGGTAAGAGCTTAGATCACCTTTGAGATCGAGCTTGTTTATACCTGA
+TGATCATTTTGATAACTTTAAAAAACCGACCTTAGTGTCGGTTTTTTTTATTACTACATAAAAGTAATGT
+TATTAACTGGCTATATAGTGACATCTGAGGGTGTCGAGGACTAGTTTAAGGGTAATCTAATAAATGAGGA
+TTTTGCTATAAATCGATGGATGATCCTTTATGATCGTGCCATATAGCCCAATAAGAAAGCTATGTGTTCA
+ATAACTGACCGAACAAACACAAAGATGAAAATAACCCTTGATCAAAAGTGAAAAGTCTCTAAAATGCGCC
+ACCAGTTCCAAGGGGTTACCCAAAGAACTGTTTTGATACGTTATCTACTCGCTTTAGCGAGAAATAACGT
+AAGTTAACTTGAAGTTTTAAATGTTTTTCAAAATAATTTAAAATAAATGTTGACATCAAAACTCGGAAGC
+GTATTATACGCCTCCTGCTTCGGGGCAACAGCAACGAGCAACGCAAATTAAGTTCAACTTAGTTTGCTTC
+AGATAAAGAGCGAATGCGACTCTTATCTACTTCTAAACATAGTTTATGAAGTTCATCTTTAACAATTAGT
+TATCATGCAATTTGTGTGAGCACTCACATTATGTTGTTTTACATAGTTCTCTATCTTTTACTAGGTAGGA
+ACAAAAAAACGCTTAATGAATGCTGTTCATGCAAATAAATATAGTTATTTATCTTTAGTTAGATAGGTAG
+CGACTATGTAATGCGATATCAACTTCGGTTGGTATCACGACAGAATTCATTGAGCAGTAACACATCGCTT
+GCGATGAGGTTACACAAACGATTTTTAATTGAAGAGTTTGATCATGGCTCAGATTGAACGCTGGCGGCAG
+GCTTAACACATGCAAGTCGAGCGGTAACAGAGATAGCTTGCTATCTGCTGACGAGCGGCGGACGGGTGAG
+TAATGCTTGGGAATATGCCTTATGGTGGGGGACAACAGTTGGAAACGACTGCTAATACCGCATAACGTCT
+ACGGACCAAAGGGGGGGATCTTCGGACCTCTCGCCATTTGATTAGCCCAAGTGAGATTAGCTAGTTGGTG
+AGGTAATGGCTCACCAAGGCGACGATCTCTAGCTGGTTTGAGAGGATGATCAGCCACACTGGGACTGAGA
+CACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGCGAAAGCCTGATGCAGCCA
+TGCCGCGTGTGTGAAGAAGGCCTTCGGGTTGTAAAGCACTTTCAGTTGTGAGGAAAGGAGTGTAGTTAAT
+AGCTGCATTCTGTGACGTTAACAACAGAAGAAGCACCGGCTAACTTCGTGCCAGCAGCCGCGGTAATACG
+AGGGGTGCAAGCGTTAATCGGAATTACTGGGCGTAAAGCGTTCGTAGGCGGTCTATTAAGCAAGATGTGA
+AAGCCCAGGGCTCAACCTTGGAACTGCATTTTGAACTGGTAGACTAGAGTACTGTAGAGGGTGGTGGAAT
+TTCCAGTGTAGCGGTGAAATGCGTAGAGATTGGAAGGAACATCAGTGGCGAAGGCGGCCACCTGGACAGA
+TACTGACGCTGAGGAACGAAAGCGTGGGGAGCGAACAGGATTAGATACCCTGGTAGTCCACGCCGTAAAC
+GATGTCAACTAGCCGTTTGTGGACTTGATCCGTGAGTGGCGCAGCTAACGCACTAAGTTGACCGCCTGGG
+GAGTACGGCCGCAAGGTTAAAACTCAAATGAATTGACGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTT
+AATTCGATGCAACGCGAAGAACCTTACCATCCCTTGACATCCAGAGAAGAGACTAGAGATAGACTTGTGC
+CTTCGGGAACTCTGTGACAGGTGCTGCATGGCTGTCGTCAGCTCGTGTTGTGAAATGTTGGGTTAAGTCC
+CGCAACGAGCGCAACCCCTATCCTTATTTGCCAGCGCGTTATGGCGGGAACTCTAAGGAGACTGCCGGTG
+ATAAACCGGAGGAAGGTGGGGACGACGTCAAGTCATCATGGCCCTTACGGGATGGGCTACACACGTGCTA
+CAATGGCAGGTACAGAGGGCAGCAATACCGCGAGGTGGAGCGAATCCCACAAAGCTTGTCGTAGTCCGGA
+TTGGAGTCTGCAACTCGACTCCATGAAGTCGGAATCGCTAGTAATCGTAGATCAGAATGCTACGGTGAAT
+ACGTTCCCGGGCCTTGTACACACCGCCCGTCACACCATGGGAGTGGGATGCAAAAGAAGTGGCTAGTTTA
+ACCCCTCGGGGAGGACGGTCACCACTTTGTGTTTCATGACTGGGGTGAAGTCGTAACAAGGTAACCCTAG
+GGGAACCTGGGGTTGGATCACCTCCTTATCTTGAAGTAAAATTGCTTAATGGAAATCAGTTTTCGGATTG
+TATTTCACGAGTGTTCACACAAATTACATGATAACAAATTGAAAGATACCCTGATGGGGCTATAGCTCAG
+CTGGGAGAGCGCCTGCCTTGCACGCAGGAGGTCAGCAGTTCGATCCTGCTTAGCTCCACCAACTCATCAC
+GTATCTTTTACTAAAGAAAGAGACCAAATTTAAATACACTTTATAGTGATTTTAAATTTGGTTTTTTAAA
+CCACGAATTATGCCGAATGCGTGCTAATTTGAATTCTTTAACAATCTGGAAAGCTGATATAAATATCGGT
+ATTTATAAGGTAAGCACGGTGTCGCGCTGTTGTTTACATGATTATAAATACCAAGCTGTTATCTCATTCT
+CTTATCGTGAATGTGGTAATGGTGATAGTGCATCCCCCCAAGGATGTATTATCAAATTCATACTGCTCGC
+AAGAGCATGATGTCTTATCAAGTAACTCATCGTATATCTTCGGATATACTGAGTACGTGAAAATGTCAGA
+CTTTACAATTGCCTTGGATTAGTCTCCGGGGCGTACTTCGTTTTCAAATCTTCGGATGAGACTACTTAGG
+GTTGTATGGTTAAGTGACTAAGCGTATGTGGTGGATGCCTTGGCAGTTAGAGGCGATGAAGGACGTGTTA
+ATCTGCGAAAAGCTTTGGTGAGGTGATAAAAACCGTTATAGCCAAAGATGTCCGAATGGGGAAACCCACT
+TACCATAAGGTAGGTATCGTTACGTGAATACATAGCGTAACGAAGCGAACCGGGAGAACTGAAACATCTA
+AGTACCCCGAGGAAAAGAAATCAACCGAGATTTCGTTAGTAGCGGCGAGCGAACGCGAATCAGCCCTTAA
+GCTTATAGGGTGCTAGTAGAATGTTCTGGAAAGGACAACGATACAGGGTGATAGTCCCGTATACAAAAGC
+AACCTTTAAGTGAAATCGAGTAGGACGGAGCACGTGAAACTTTGTCTGAATATGGGGGGACCATCCTCCA
+AGGCTAAATACTACTAACTGACCGATAGTGAACCAGTACCGTGAGGGAAAGGCGAAAAGAACCCCTGTGA
+GGGGAGTGAAATAGAACCTGAAACCGCATACGTACAAGCAGTGGGAGCCCGATTTAGTCGGGTGACTGCG
+TACCTTTTGTATAATGGGTCAGCGACTTATATTCTGTAGCAAGGTTAACCGATTAGGGGAGCCGTAGCGA
+AAGCGAGTGTTAACTGCGCGTTTAGTTGCAGGGTATAGACCCGAAACCCGGCGATCTACCCATGGGCAGG
+TTGAAGGTTGAGTAACATCAACTGGAGGACCGAACACACGTATGTTGAAAAATGCGGTGATGACTTGTGG
+GTCGGAGTGAAAGGCTAATCAAGCCGGGAGATAGCTGGTTCTCCCCGAAATCTATTTAGGTAGAGCCTCG
+CACGAACACCATTGGGGGTAGAGCACTGTTAAGGCTAGGGGGTCATCCCGACTTACCAACCCTTTGCAAA
+CTCCGAATACCAATGAGTGATATGCGGGAGACACACTGCGGGTGCTAACGTCCGTTGTGAAGAGGGAAAC
+AACCCAGACCGCCAGCTAAGGTCCCAAAGTACTAGTTAAGTGGGAAACGATGTGGAAAGGCATAGACAGC
+TAGGAGGTTGGCTTAGAAGCAGCCATCCTTTAAAGAAAGCGTAATAGCTCACTAGTCGAGTCGGTCTGCG
+CGGAAGATGTAACGGGGCTAAACTAGTCACCGAAGCTGCGGATTTGAACTTAGGTTCAAGTGGTAGGGGA
+GCGTTCTGTAAGCCGTTGAAGGTGAATTGAGAAGTTTGCTGGAGGTATCAGAAGTGCGAATGCTGACATG
+AGTAACGATAAGGGGAGTGAAAAACTCCCCCGCCGAAAGACCAAGGTTTCCTGTCCCATGTTAATCAGGG
+CAGGGTAAGTCGGCCCCTAAGGCGAGGCGGAAACGCGTAGTCGATGGGAAACAGATTAATATTTCTGTAC
+TTCTATATATTGCGAAGGAGGGACGGAGTAGGCTAAACAAGCACGGCGTTGGTAGTCCGTGTGAAAGTAT
+GTAGGTGGTTGACTTAGGTAAATCCGGGTCTTCATTAACACTGAGATACGAGACGAGACTCTACGGAGTT
+GAAGTTGTTGATGCCATGCTTCCAGGAAAAGCTTCTAAGCTTCAGATATATAGGAACCGTACCCCAAACC
+GACACAGGTGGTTAGGTAGAGAATACTAAGGCGCTTGAGAGAACTCGGGTGAAGGAACTAGGCAAAATAG
+TACCGTAACTTCGGGAGAAGGTACGCTGCTCAACGTTAAACCCTTGCGGTGTAAGCGAAGAGTAGTCGAA
+GTAACCAGGTGGCTGGAACTGTTTATTAAAAACACAGCACTGTGCAAAATCGAAAGATGACGTATACGGT
+GTGACGCCTGCCCGGTGCCGGAAGGTTAATTGATTCGGTTAGTCCTCGGACGAAGCTGATGATCGAAGCC
+CCGGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCCTTGTCGGGTAAGTTCCGACCT
+GCACGAATGGCGTAATCATGGCCACACTGTCTCCACCCGAGACTCAGTGAAATTGAATTTGCGGTTAAGA
+TGCCGTATACCCGCGGCTAGACGGAAAGACCCCGTGAACCTTTACTATAGCTTGACAGTGAACATTGCTC
+CTACATGTGTAGGATAGGTGGGAGGCTTTGAAACCATGTCGCTAGATGTGGTGGAGCCAATCTTGAAATA
+CCACCCTTGTATGCGTGATGTTCTAACCTAGGGCCCTTATCGGGCTTGGGGACACTGTCTGGTGGGTAGT
+TTGACTGGGGCGGTCTCCTCCCAAAGAGTAACGGAGGAGCACGAAGGTTGGCTAAGTACGGTCGGACATC
+GTACGGTTAGTGCAATGGCATAAGCCAGCTTAACTGCGAGACAGACACGTCGAGCAGGTACGAAAGTAGG
+TCATAGTGATCCGGTGGTTCTGTATGGAAGGGCCATCGCTCAACGGATAAAAGGTACTCCGGGGATAACA
+GGCTGATACCGCCCAAGAGTTCATATCGACGGCGGTGTTTGGCACCTCGATGTCGGCTCATCACATCCTG
+GGGCTGAAGTCGGTCCCAAGGGTATGGCTGTTCGCCATTTAAAGTGGTACGCGAGCTGGGTTTAGAACGT
+CGTGAGACAGTTCGGTCCCTATCTGCCGTGGGCGTTTGAGAATTGAAGAGGGCTGCTCCTAGTACGAGAG
+GACCGGAGTGGACGAACCACTGGTGTTCGGGTTGTCATGCCAATGGCATTGCCCGGTAGCTACGTTCGGA
+ACTGATAACCGCTGAAAGCATCTAAGCGGGAAGCAGGCTTTGAGATGAGTTCTCACTGGGACTTTAAGTC
+CCCTAAAGGGTCGTTGGAGACTACAACGTTGATAGGTCAGGTGTGTAAGTGCTGCGAGGCATTGAGCTAA
+CTGATACTAATTACCCGTGAGGCTTAACCATACAACACCCAAGTAGTTTTGCTGAGAAGTGATACTGAAG
+TGATTTGTATAAAGACTGACATAGACCGAAAGGTAAGAAAACATCACGTACTTACGTGTTACTTGAACCA
+AGAAAACCAAACGATATTTATAGCTCATTGAGCAAGCTTTCTAAGATTGTACCTTTTTTGTTTAGCGACA
+ATAGCGCTGTGGTCCCACCTGATCCCTTTCCGAACTCAGAAGTGAAACGCAGTTGCGCCGATGGTAGTGT
+GGGAGTTCCCATGTGAGAGTAGGACATTGCTAAACTTCTAATTTGTGCTGCGGCACACGAGAAGCCCGTT
+ACATTTGTGACGGGCTACTTGAGAAACACTATTTGTTAACTTAATTGCCTGATAAATGAGCGATTAATGT
+AAAAAATACTGTTTTATAAAATACTTATTTTCTTTATGAAACTAAGTGTTGACAATAAAACTGAGAGGCG
+TATTATGCGCACCTCACTCAGGCAAGGCCTGAGGTTAAGAAGATAACGAATGCGATTATCTTCTGTCTTT
+CATAGCAATATGAACAGACCTTTTCTTTAACAATTAGTTATCATGCAATTTGTGTGAGCACTCACATTAA
+TGTTGTTTTACATAGTTTTCCTTTCGGGGAGAACAAAAAAACGCTTAATGAATGATGTTCATGCAAATAA
+ATATAGTTATTTATCTTTAGTTAGATAGGTAGCGACTATGTAATGCGATATCAACTTCGGTTGGTATCAC
+GACAGAATTCATTGAGCAGTAACACATCGCTTGCGATGAGGTTACACAAACGATTTTTAATTGAAGAGTT
+TGATCATGGCTCAGATTGAACGCTGGCGGCAGGCTTAACACATGCAAGTCGAGCGGTAACAGAGATAGCT
+TGCTATCTGCTGACGAGCGGCGGACGGGTGAGTAATGCTTGGGAATATGCCTTATGGTGGGGGACAACAG
+TTGGAAACGACTGCTAATACCGCATAACGTCTACGGACCAAAGGGGGGGATTCTTCGGAACCTCTCGCCA
+TTTGATTAGCCCAAGTGAGATTAGCTAGTTGGTGAGGTAATGGCTCACCAAGGCGACGATCTCTAGCTGG
+TTTGAGAGGATGATCAGCCACACTGGGACTGAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGA
+ATATTGCACAATGGGCGAAAGCCTGATGCAGCCATGCCGCGTGTGTGAAGAAGGCCTTCGGGTTGTAAAG
+CACTTTCAGTTGTGAGGAAAGGGGTGTAGTTAATAGCTGCATTCTGTGACGTTAACAACAGAAGAAGCAC
+CGGCTAACTTCGTGCCAGCAGCCGCGGTAATACGAGGGGTGCAAGCGTTAATCGGAATTACTGGGCGTAA
+AGCGTTCGTAGGCGGTCTATTAAGCAAGATGTGAAAGCCCAGGGCTCAACCTTGGAACTGCATTTTGAAC
+TGGTAGACTAGAGTACTGTAGAGGGTGGTGGAATTTCCAGTGTAGCGGTGAAATGCGTAGAGATTGGAAG
+GAACATCAGTGGCGAAGGCGGCCACCTGGACAGATACTGACGCTGAGGAACGAAAGCGTGGGGAGCGAAC
+AGGATTAGATACCCTGGTAGTCCACGCCGTAAACGATGTCAACTAGCCGTTTGTGGACTTGATCCGTGAG
+TGGCGCAGCTAACGCACTAAGTTGACCGCCTGGGGAGTACGGCCGCAAGGTTAAAACTCAAATGAATTGA
+CGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGATGCAACGCGAAGAACCTTACCATCCCTTG
+ACATCCAGAGAAGAGACTAGAGATAGACTTGTGCCTTCGGGAACTCTGTGACAGGTGCTGCATGGCTGTC
+GTCAGCTCGTGTTGTGAAATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCTATCCTTATTTGCCAGCG
+CGTTATGGCGGGAACTCTAAGGAGACTGCCGGTGATAAACCGGAGGAAGGTGGGGACGACGTCAAGTCAT
+CATGGCCCTTACGGGATGGGCTACACACGTGCTACAATGGCAGGTACAGAGGGCAGCAATACCGCGAGGT
+GGAGCGAATCCCACAAAGCTTGTCGTAGTCCGGATTGGAGTCTGCAACTCGACTCCATGAAGTCGGAATC
+GCTAGTAATCGTAGATCAGAATGCTACGGTGAATACGTTCCCGGGCCTTGTACACACCGCCCGTCACACC
+ATGGGAGTGGGATGCAAAAGAAGTGGCTAGTTTAACCCCTCGGGGAGGACGGTCACCACTTTGTGTTTCA
+TGACTGGGGTGAAGTCGTAACAAGGTAACCCTAGGGGAACCTGGGGTTGGATCACCTCCTTATCTTGAAG
+TAAAATTGCTTAATGGAAATCAGTTTTCGGATTGTATTTCACGAGTGTTCACACAAATTACATGATAACA
+AATTGAAAGATACCCTGATGGGGCTATAGCTCAGCTGGGAGAGCGCCTGCCTTGCACGCAGGAGGTCAGC
+AGTTCGATCCTGCTTAGCTCCACCATCTTGTATCTTTTACTAAAGAAAGAGACCAAATTTAAATACACTT
+TTTAAAGTGATTTTAAATTTGGTTTTTTAAACCACGAATTATGCCGAATGCGTGCTAATTTGAATTCTTT
+AACAATCTGGAAAGCTGATATAAATATCGGTATTTATAAGGTAAGCACGGTGTCGCGCTGTTGTTTACAT
+GATTATAAATACCAAGCTGTTATCTCATTCTCTTATCGTGAATGTGGTAATGGTGATAGTGCATCCCCCC
+AAGGATGTATTATCAAATTCATACTGCTCGCAAGAGCATGATGTCTTATCAAGTAACTCATCGTATATCT
+TCGGATATACTGAGTACGTGAAAATGTCAGACTTTACAATTGCCTTGGATTAGTCTCCGGGGCGTACTTC
+GTTTTCAAATCTTCGGATGAGACTACTTAGGGTTGTATGGTTAAGTGACTAAGCGTATGTGGTGGATGCC
+TTGGCAGTTAGAGGCGATGAAGGACGTGTTAATCTGCGAAAAGCTTTGGTGAGGTGATAAAAACCGTTAT
+AGCCAAAGATGTCCGAATGGGGAAACCCACTTACCATAAGGTAGGTATCGTTACGTGAATACATAGCGTA
+ACGAAGCGAACCGGGAGAACTGAAACATCTAAGTACCCCGAGGAAAAGAAATCAACCGAGATTTCGTTAG
+TAGCGGCGAGCGAACGCGAATCAGCCCTTAAGCTTATAGGGTGCTAGTAGAATGTTCTGGAAAGGACAAC
+GATACAGGGTGATAGTCCCGTATACAAAAGCAACCTTTAAGTGAAATCGAGTAGGACGGAGCACGTGAAA
+CTTTGTCTGAATATGGGGGGACCATCCTCCAAGGCTAAATACTACTAACTGACCGATAGTGAACCAGTAC
+CGTGAGGGAAAGGCGAAAAGAACCCCTGTGAGGGGAGTGAAATAGAACCTGAAACCGCATACGTACAAGC
+AGTGGGAGCCCGATTTAGTCGGGTGACTGCGTACCTTTTGTATAATGGGTCAGCGACTTATATTCTGTAG
+CAAGGTTAACCGATTAGGGGAGCCGTAGCGAAAGCGAGTGTTAACTGCGCGTTTAGTTGCAGGGTATAGA
+CCCGAAACCCGGCGATCTACCCATGGGCAGGTTGAAGGTTGAGTAACATCAACTGGAGGACCGAACACAC
+GTATGTTGAAAAATGCGGTGATGACTTGTGGGTCGGAGTGAAAGGCTAATCAAGCCGGGAGATAGCTGGT
+TCTCCCCGAAATCTATTTAGGTAGAGCCTCGCACGAACACCATTGGGGGTAGAGCACTGTTAAGGCTAGG
+GGGTCATCCCGACTTACCAACCCTTTGCAAACTCCGAATACCAATGAGTGATATGCGGGAGACACACTGC
+GGGTGCTAACGTCCGTTGTGAAGAGGGAAACAACCCAGACCGCCAGCTAAGGTCCCAAAGTACTAGTTAA
+GTGGGAAACGATGTGGAAAGGCATAGACAGCTAGGAGGTTGGCTTAGAAGCAGCCATCCTTTAAAGAAAG
+CGTAATAGCTCACTAGTCGAGTCGGTCTGCGCGGAAGATGTAACGGGGCTAAACTAGTCACCGAAGCTGC
+GGATTTGAACTTAGGTTCAAGTGGTAGGGGAGCGTTCTGTAAGCCGTTGAAGGTGAATTGAGAAGTTTGC
+TGGAGGTATCAGAAGTGCGAATGCTGACATGAGTAACGATAAGGGGAGTGAAAAACTCCCCCGCCGAAAG
+ACCAAGGTTTCCTGTCCCATGTTAATCAGGGCAGGGTAAGTCGGCCCCTAAGGCGAGGCGGAAACGCGTA
+GTCGATGGGAAACAGATTAATATTTCTGTACTTCTATATATTGCGAAGGAGGGACGGAGTAGGCTAAACA
+AGCACGGCGTTGGTAGTCCGTGTGAAAGTATGTAGGTGGTTGACTTAGGTAAATCCGGGTCTTCATTAAC
+ACTGAGATACGAGACGAGATTCTACGGAGTTGAAGTTGTTGATGCCATGCTTCCAGGAAAAGCTTCTAAG
+CTTCAGATATATAGGAACCGTACCCCAAACCGACACAGGTGGTTAGGTAGAGAATACTAAGGCGCTTGAG
+AGAACTCGGGTGAAGGAACTAGGCAAAATAGTACCGTAACTTCGGGAGAAGGTACGCTGCTCAACGTTAA
+ACCCTTGCGGTGTAAGCGAAGAGTAGTCGAAGTAACCAGGTGGCTGGAACTGTTTATTAAAAACACAGCA
+CTGTGCAAAATCGAAAGATGACGTATACGGTGTGACGCCTGCCCGGTGCCGGAAGGTTAATTGATTCGGT
+TAGTCCTCGGACGAAGCTGATGATCGAAGCCCCGGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTA
+GCGAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAATGGCGTAATCATGGCCACACTGTCTCCACCCG
+AGACTCAGTGAAATTGAATTTGCGGTTAAGATGCCGTATACCCGCGGCTAGACGGAAAGACCCCGTGAAC
+CTTTACTATAGCTTGACAGTGAACATTGCTCCTACATGTGTAGGATAGGTGGGAGGCTTTGAAACCATGT
+CGCTAGATGTGGTGGAGCCAATCTTGAAATACCACCCTTGTATGCGTGATGTTCTAACCTAGGGCCCTTA
+TCGGGCTTGGGGACACTGTCTGGTGGGTAGTTTGACTGGGGCGGTCTCCTCCCAAAGAGTAACGGAGGAG
+CACGAAGGTTGGCTAAGTACGGTCGGACATCGTACGGTTAGTGCAATGGCATAAGCCAGCTTAACTGCGA
+GACAGACACGTCGAGCAGGTACGAAAGTAGGTCATAGTGATCCGGTGGTTCTGTATGGAAGGGCCATCGC
+TCAACGGATAAAAGGTACTCCGGGGATAACAGGCTGATACCGCCCAAGAGTTCATATCGACGGCGGTGTT
+TGGCACCTCGATGTCGGCTCATCACATCCTGGGGCTGAAGTCGGTCCCAAGGGTATGGCTGTTCGCCATT
+TAAAGTGGTACGCGAGCTGGGTTTAGAACGTCGTGAGACAGTTCGGTCCCTATCTGCCGTGGGCGTTTGA
+GAATTGAAGAGGGCTGCTCCTAGTACGAGAGGACCGGAGTGGACGAACCACTGGTGTTCGGGTTGTCATG
+CCAATGGCATTGCCCGGTAGCTACGTTCGGAACTGATAACCGCTGAAAGCATCTAAGCGGGAAGCAGGCT
+TTGAGATGAGTTCTCACTGGAGCTTTAAGCTCCCTAAAGGGTCGTTGGAGACTACAACGTTGATAGGTCA
+GGTGTGTAAGTGCTGCGAGGCATTGAGCTAACTGATACTAATTACCCGTGAGGCTTAACCATACAACACC
+CAAGTAGTTTTGCTGAAAAGTGATACTGAAGTGATTTGTATAAAGACTGACACAGAAAACATCACGTACT
+TACGTGTTACTTGAACCAAGAATAAAGAACAAAACGATATTTATAGCTCATTGAGCAAGCTTTCTAAGAT
+TGTCCCCTTTTTGTTTAGCGACAATAGCGCTGTGGTCCCACCTGATCCCTTTCCGAACTCAGAAGTGAAA
+CGCAGTTGCGCCGATGGTAGTGTGGGAGTTCCCATGTGAGAGTAGGACATTGCTAAACTTCTAATTTGTA
+CTTAGGTACTAGAGAAGCCCGATTCGAAAGAGTCGGGCTTTTTGCTGTCTGGCATTTAATAAACTCCAAT
+AATAGTGAAGTAAAACATCCTTGCGCCGATGGTAGTGTGACTCATGCTAGTTAAGCCCATGTGAGAATAG
+GACATTGCTAAACTTCTATTAAGGAAACCCATCGCTTGCGCTACGGGTTTTTTGCTTTCTGATGTTTAGT
+AAAAGCGCGAATAAATTCCCGCCTGCATATTGTGCCCCTACCTGAATATATTCGTCTTCTTTGCCACAGT
+GCTTCAGAAGTGGAACGCTGTTACGCCGATTGTTGTGTGACTGATGTTAGTTAAGCCTATGTGATAGTGG
+TGCATTCTCCACTTCTAAATTGTACTGTGTACACGATAAACCCATAGCTAACACCATAGCTTTTTTACTT
+TCTGATGTTTAGTAAAAGCGCGAATAAATTCCCGCCTACTTATTATGGTTGTACCTAACCTTCTTCATTA
+CTGCAGAGCTTCAAAAGAGCAAGGAAATTAAATTAAAGGCTTGCCACTAATACACATTATTCACTAGAAG
+GGCTGTTATGAAGTGTTAATAAGGGCACGTTAGTATAAGCGTAATAGGTTTGTGTTTAATGATTAATATT
+CAGAAAGAACAAAAGGGGGATTATGAGGAGCTGGTTGTCTGCCTATTCTAAATCTTGTATTGATCTAAAA
+TAGGCAGCTAGTTTTTTAGTTAACGCGCGTGATAATACGCTTCTCTTAAGCGATTAGCATTTCCGTAAAT
+ATATTCGCTACTTAAGCGATTGTTATTATAAAATGCACTATCAAGGTTATAAAACCTCTGAGAGGTGTCA
+CCAGTGCCTGGTGTTAGCCTATTATGGTCTTTTCCTACCAATGTATTCACTGAGTATCGCCATTTAGGCT
+TACCTCTTACCTGGAAGTATTTATTATTGTAATCTTTACGTGGTGTTAACGGAATAGAAAATCCTAGGCC
+AATGAATTGATTAGCTTCTTCATTATCAACTTTAGTATCTTTATAGGTCAGGTTAAGGGTAACATCGCCA
+AACATTCTCTCTAACTTAACAACGACGCCTTTATCTTGTTGCCAAAATTGCCCTACTTGCATTTCTGCAG
+AGGCGTTGAAATGTGCGTTGTAGTATAGGTACTTAGCAATTACGACATCTCTTTGTAGGGGCTCCGCTTC
+TTTCCAGCAAGCAGGAAATAAAATATTACAACCATTATAATGTTCTCTTTCAGGTGGTTCTTGATTTTCA
+TACCGTGCTGTAAATAGGTTGATTTTATGGCTTCCACCATAGCTTTGCCAGCGTACTTCATTCGATAAGT
+AATCGTAAGTATCTCTGTACCTTCCCACAGAAGACATGTTCTTTATGGAATAGGGTAATGAAAAGGTTTG
+ATGGAAGCTGTACTCTTTCAGTCCTGTCTTTTGCTTATAATCAGAAAAATACTCGCCATCTTCGAAGTTT
+TTAGTTTCTGCAACTTGTTTTGTATGTTGCGCAGTAACTGCGGCGCCTGGCCATAAGGGCACCTCGACAT
+GACTAATCAATGCCAGAGATGCATCAAATGTGCCAAACTCTGTACCCACTCTCGTGACAAGACCAGGCCA
+AAAAGTAAAACGAGGTTTAAACCATATACTGTTAGCATCATTAAGATCTAGAGTGGAATCTCTACGTTGA
+CTACCAAAGGTATCAGTGGATATATCGAGTTTCAATGGCTGATTATCCCGTAAAAAAGCATCGTATTCTG
+CTAGGCTCCCCTTAACAACCAAAATAGGTATTTGACGCTCTTTTAATACAAGCTTAAAATTCGCGTAATT
+ATGTTGAACTTGTTTACTGATAACACCTAGAACAACACCGAGTCCATCTATTTGGTTACGATTATAAACG
+TGATTTTCAAGCTCTACGTATAGCGTATTACCATCAGTTTCACCTATGCTAATCGCTTCAAAGCCTTCTT
+TTACTAGTAACTCTTTTACTCGTAATCGTTCAGCAGTGCCCGAAGGTGAAGCCGCACCAGAGTCCAAATC
+ATCCAGATGCGAAGACTCATGCGAACTAGCCGTCATACGATTATTGTTGTTACTCTGATTCCCTTCTCCA
+CCAAGAGGAATTGTAAAACCTAAACCATAGTAAAAATCATCCTTTAGTGCTTGGTTAGTGCTCGAAACAA
+GTATGTCTGAAGTTAATTGGACACCACTGTAAAGCCATCCTTTAGGAGATGATAAATGTAAGCCGAATTG
+AGTGTCGGCTGCATCATACTCAGCTGAGAGTTTAACCCAATTATAAGGTTGCCATTCAATGCCAGCAAAG
+AAACCATTAAGTCGGTCTTCAGTTGAAACACTTGTTCCAATACCAAGGGATAAATTAACAGCCTCAAAAA
+TATTTTTTGAGGCTACGGCATATTTAGCGTCATAGAAGTTGGCTGCACCACCAACATCCTGTATGCCGAC
+AGCTAAACTAAACCAATCTTTTGGAATAAAAGGAATCCCCAATTTAATATTAGCTGATAAATCGGTTAAT
+CCATCTTCACTGCCGTGTTTGTAATCGGCTAGTCGTCCTGAAACTTCGACATATTTCCACAAACCAACAC
+CAAAGTTATAATTATCACCATTGCGGTAACCCGCACCAGTTCTCGTTTCTACCTGATTACCATATTGAAA
+GAAAAATTTACCTTCTTCGAATAATGTAGCCGTGGGAGTGTTTATTAAACCACTATAACCTTGAAAAGAC
+ATGGTTGCCTCAGGTTCAGCAGTAACAGTAATAGAAGGTAGCAAAGCCAATGCCAAAAGAATACAGCGCT
+TCATTTAAATAAATCCTAGCAAGTGAATTAGCACAAAAAATTGTAAAATAATAAAAGTTTGAATGAAAAA
+AAACCCGCCAAATAGGCGGGTTTTATTAATCTATTATAATATTAATAGATTAGCCTTCACCACCAGTACC
+ACCAGTACCACCAGTGCCATCGATGATATCACCAACAGTATCTCCAAGAGCGTCTTCATCAAGTTCCATA
+GGAACTTCTTCAGTAGGAACTTCAACACCAGTATCTGATGTGATTTCAGCTGAAATCATAGTTACTTCAT
+CTGAAATTTGTGTTTGCGTAGCATTAATAGTTGCAAGCGCTGCAGAATTAGCAGTACCTAGGTCAACTTC
+AGGGTCAACAAGCAATGCAGCAGTAACAGTTTCAACAGCATTCACATAGTCGTTAATAGCAGCTGATAAT
+GTAGAACCATCGGCAACATCTAAGCTTGTTAACGAGGCATTAATTAGTGTTAATGTTGCAGTAATAGAAT
+CTTCAGTAGAAACATCAGCCGATACTGACGCATCAACAATGTCTATAGCAAAGATGTTAGTTGCTGAAAG
+ATCAACACCTAAAATAGCACCAATAATCTCAGAAGTATCATTTTGGACTTCTAAAAAGTCAGCTGCAGAA
+ATGGTTGCTAAATCGATAGCTGAACCTTCAATAGCAGCTGAAGATAAAATAGTTTCTGTCGCCATTGTAG
+TTAATGAATTCACATCTGCGCTTATTGCTGTACCGTCTGAATAAGTAATAGTAGATAATGATAAACCTAC
+TAGCTCAGCAGCTGGAATTGATTCACCACGAGCAACATCGCCACATAGTGTAGCATCACAAATCATAGTT
+GTATCTTCGTCAGCAAGAACTTCAACCACGAATGTACCCATAATTTCGGCGCCTGAAGCATCAACAACCT
+GCACGCTATAATCGCCATTTGCATCAGTTTGTGCAGTAGCAAGTACGGTAGCTCTCTCGGCATCGCTAGC
+AGCATAAACATTAACCGTAGCAGCAGCTAAACTTCCTTTAATGGCCGCACCAGAAATATCCAGAGTTGTC
+GGAGTTGGATCATTGTTATCATTGTTACAAGCGGTTAAAGCTAACGCTATACTTACAGCTAACGTTGTAC
+GAACTATTTTTTTCATTTTTAATTGCCCTATAATTTATCTAAAGAGGAGTAGCATATTACTAAAGAATTC
+CTTGTAATATACAAAGTCTATTGTATTTTTCTAGATGGTAATTGATGGATGTAATTTATACAAGCTAATT
+TAAGCTAATTAGCGCCTCATTTTTTATTATGTGTTTGGACAAAATTGTTTTATATGAGAGTAGGATAGAA
+ATAATACTCTATTTTAGAAGGTTTACTTTTTTCGCGTCTTGCATTTTTGTATTAGACAGCGTTAATTGCA
+TAGTTTAATCTAGTGGTCATACCACTAATGATTATGAGTACCTGTTATGCCTAGTAAAAATATGGAACAA
+AGAGTGAATCTCGAAATAAGTAACGGGATAGCCTATGTTAGCTTGAACAGGCCTGATAAATGTAATGCGT
+TAGATATATTAATGTTTCATGCGATCCGAAAAACCATTAAACGCTTGAAAGCAGACCGAAGTATTAGGAC
+AGTAATTGTTACAGGTAATGGTGATGACTTCTGTTCCGGATTAGATGTTAAATCGGTAATGTCCTCAACA
+AAAGGGCCGCTTGAATTACTCCTTAAATTGTTACCTTGGCGAGCTAACTTAGCTCAGTATGTTTCAACGG
+GTTGGAGAGAAATACCAGCGCCTGTAATCGTGGTCATCAAAGGTCGTTGTTGGGGAGGAGGATTGCAAAT
+TGCCTTGGGTGGAGACTTTAGAATATCTACACCGGACGCCTCAATATCTATAATGGAATCTCGTTGGGGT
+TTGATACCCGATATGGGAGGAACACTAGCATTAAAAGAGTTGTTAAGACTGGATAAAGCTAAAGAGCTTG
+CGATGACAGGAGAAGTTATTACTGGATTACAAGCGCTTGAATATGGCTTAGTTACCCATGTAGACGATGA
+ACCTTTTGAGAGAGCGATAAAGCTAGCCGAAATAATATCTCAGCAGTCACCAGATTCAATAGCAGCAACT
+AAAAAACTCTATAACAGAAGTTGGTGGAGCAAACCTGGATTTGCCCTTCTGAGAGAATCTTTTTATCAAA
+TCAAAATTTTAATTGGTAAAAATAGAGCGATTAAAACTTACAATCAAATTAACCAAGATAAAAAAGCGAG
+AGAATTCATTAACAGAAAAAATTGGTAGTTATTACAAACGGATTAATTCCCGCTTAGTGCTTAATAAATT
+AGTCCGATCGCTACTGCACTGCTGAACAATACTCTGAAAAGGATAATTTGCAGCTTAGCTATTATCCTTT
+TTTTGTCTACTGCATTAATATCAAAACCTAGTCTTGTAGTTATTAACTTCCATATGTTAATCACACCTTA
+GTAGACTCTCTCCTCACCATCAAATCCATTTATCACCTCTATAGTTAGTGTCCGTGTTATGTCATACGGA
+CAGTCGCGGACACATCCAGCGTCCGTTCGGACACTCAGGGATATTTAATAGATATTTAACATAATAATTA
+CAGTCACTTAAGCTGCTTTAATTTGTGGCATTGAATCTGCAATACTTGGTCATTGTTAAATAATTAAGTA
+GAAGTCTATGATTCAAGGAACAAGCGGACAGGATGAGGTTATAGCAAACCCTAAAAAGGTAGCGCTGAAG
+AAGATACTGCTGACCCTATCACTGATATGTGCTTTGTCATACGTTACTTTTCCAACGTTGTCTCAGTGGT
+ATTCATCAATACCGACCATTGATCGTAAAAGCATCAATATTGAAACCGTGATCTTAGGTGATTTAATTCG
+AGATATCGTTGTTTCTGGTAAAGCGGTGGCAGCAAATGCACCACAACTTTATAGCACTGAGATTGGCAAG
+ATAACGTTATTAGCGAAACCGGGTGAGGCTGTGGCGTTAAATCAAATAGTCGCTCGTTTAATGAGTCCTG
+AGTTAGATGCTTTAATTAAACAACAACAATCAACACTAGAGCAACTGAGCATCAATGCTAATCGTGGTGT
+ATTAGCAGATAAAGAAGCACAACTTGACCTTGAAAGTAATATGAACGCAGCACAATCAAAGTTGAATGTA
+GCTAAGCGTGAATTTCAGCGCGCAGAAATTTCATATGGTAAACAAATCATCAGTGAGGTTGATTGGTTGA
+AAAGCCAAGATGCGGTCGCGGATGCAAAACGATTATTTGAGCATGCTAAAAAAAGAGTATCGTTTTCAGT
+AGAGCGATTACAATTTGAGAAACAGCATAGAGACTTTCTAGTACAAAAAGAAAAGCTTATCTTGGAAGAG
+CTGTCACGTCGTCATGATGAATTAGCAATCAAAGCACCAGTCAAAGGTGTAGTAGGTAATTGGCTTGTTG
+CACAGAAAAACACTATTGCCGCTAATACTGCAATTATGACAATTGTCGACTTATCTGAATATGAAGCGGA
+GTTGAGTGTTCCAGAGTTTTATGCAGATGATTTAGGTATTGGTTTAGAAGTTTCAATGAAAATATCAGGG
+GTTTCAGTACGCGGTGAAATCATTGCCATTTCGCCTGAGGTGAAAGGTAACCAAGTAACGGTGAGAGCTA
+AAATAAAGAATTCACAGAATATTCAATTAAGACAAAATCAACGTATCAATGCACGTATAGAGTTTGAGAA
+AAAAGAAAATGTACTCATGGTTAAACGCGGTGCTTTTATGGGATCTTTAGGTGGTAAGTTTATCTTCAAA
+CTTAGTGAAGATAATTATGCAGACAAGACAGCTATAACGACTGGAACGAGTAGTGTTGAATATATTGAGA
+TCACATCGGGTATTGACGTTGGCCAGCAAGTTATTACCTCGGATTATGTAGATTTCAATAAAGCAGAACA
+AATTTACCTTGGTGGCTGAACATCATAGCGTAACTAATTGATAATTGACTAAATTAAAGAAGTGTTCATT
+TGATGAATCTTTTTTAAATAAAACGAAATATAAAAAGGAACTACCATGCTAAATATGAACAACATTTCCA
+GAATTTATCAAAGTGATACTATTCAAACGCATGCTTTAAGAGACTTTTCATTGAATGTAAAAGCAGGAGA
+GTTTGTTGCGGTAACGGGTCCTTCAGGGTCAGGAAAATCAACTTTTCTGAATGTCGCAGGATTACTTGAT
+AGCTTTGACCGAGGCCAGTATGAGTTAGATGGTGTTAGCGTACAGGGACTAAAAGATGATGAACTTTCGC
+GATTAAGAAATGAAAAAATAGGTTTCATTTTTCAAAACTACAATCTTATCCCTGATTACAGTATTTTTGA
+TAATGTTGATATGCCTTTGCGTTACCGTGGTTTCAGCGCGAGTGAGCGAAAGCGCAGAGTTGAGCAAGCC
+TTAGAAAAAGTTGGCTTAGCTTCAAGGTTTAAGTATCTGCCAAGTCAGTTGTCAGGTGGTCAGCAACAGC
+GCGTTGCTATCGCTAGAGCGTTAGCAGGTGAACCGAAAATATTACTAGCCGATGAACCAACAGGTAACCT
+TGATTCATTAATGGCACGCCAAGTGATGGAAATATTGCACGATCTAAACAAAGGTGGCGCTACCATCATT
+ATGGTTACCCATGATCCAGACCAAGCACGCGAAGTAAATCGCAATGTACAAGTGATTGATGGTCAACTTG
+CTGATTTCAAAATTTACGCACCGTTAGACCGAGCTACAGAAACCAAGGGTAAAACAATCTCTGCTGCGGT
+GAGTGCATCAGTAGCCGAGGAGATGGAAAATGCGTAGTGATAGTCTATTTGTTTATAACCTCACTTTGGC
+AATGCAAAGCTTCAAGCGCGCTCCTACTCTGTATTTTTTAATCATTCTGACCTTGTCTATTGGTGTTGGC
+GTATTGTGTGCAAACCTTGCTTTAGTTAACTCTATGGCAAGTGATCCCATACCAGAAAAAAGTGCTCATT
+TATTTCATATTAATATGAATACTTGGCCTGATGATCAACCACCTGATGAGCCTATGCATATATTGCGCTA
+TAGAGATGCTATGGCGATCGCTGAATCAAATCTAACTAAAGGCAGCGCAATATTTTATGCCTCTGGCGTT
+TATGCTAGGGATGCAGAGTCCAATAGTATGAAACGTTTTGATTCAGATGTGAGAGCCACTACTCCAGGTT
+TCTTTGAACTCACTAATGCACCTTTTGCTTATGGAGCGGCATTTGAAAAAAGTAGAGGTATGGAAATAGT
+TATTGGTGATGAATTAAACCAAAAGATATTTGCTGGTAAAAACAGTGTGGGTAAAACACTCGAGCTTGAT
+GGTGAATTACTTACGATTGTGGGTGTTTTGAAACCTTGGGTATTACGTCCCTTGTTTTACCATCCGACAG
+AGCGACGAGCCTTTAACTTAACCGATGATATATTTGCGCCACTTGAAACCGCAATAGATTTAGGTTGGTC
+GATACATGCGCGCAGCTCCTCTGCAGTTGATTATACTGGCATTGAAGAAACGCGTGATAAAGATGTTTAT
+TACTTACAAGCGTGGGTTGAGTTGGAAAATGTGAATCAAAAGCCAGCATTGCAAAGCTACTTAGATAACT
+ATAGCCAACAACTTAAAGATGCTGGGGAACATCCTTTAGCAATAAAAAATGAACTACATAATGTTAATGA
+GTGGCTAAAAGTGAATAAGGTTGTAGATCAAAAGGTATTGGCATTTACTTTAGCTTCGGTTTTGTTTTTG
+TCTGTCTGTATTTTCAATGCCAGTAGTTTATTACTTTCACGCTTTCATGCAGCAAAATTTGAAGTGGGTT
+TAAGACGTGCTATTGGTGCGAGTAACCGACATATGCTGGTGCAGGGTTTAACTGAGAGTGTGTTATTAGG
+CTTATTTACTGGTGCGGTAGCGTTAGTGTTGAGTTGGTTGTTTCTAAAGTTATCAGTGCAATTTTTACCA
+CGCTTAGCAAATATCGCTGTTTTAGAACCCAAGTTACTCGTACTAGGGATGTTGTTGGCATTAGTGACTT
+CAATTGCCAGTGCTCTGTACCCGTTATATCGCGCTAATCGTTACAGTATTTCTGCTGAACTTAAGTAACC
+AAGTAAATAGGGAAAAATTATGAATATTAAAGCACTACTTAAGTCCTTATTATTAAGAAAATTTACTACG
+GGGTTATTAATCTTACAATTAGCGATAACGTTAGGTTTGCTGATTAACAGTGTTATTTTAGCCGTGGATA
+CTAACAATAAATTGGCCCAAGATACGGGCCTAGATATAGACAATACCTTGATTGTTTCATTGCATCCGAC
+ATCGGGTGAATACCGTAACTTGGACTATTATCGATCAATTGTGAGTCAAGATTTACACCAATTAAATCAA
+CTTTCAGGTGTTGAAAGTGTTTCACTCATGAATCAACTACCCATAAATACAAGAGGCATGTTAGGTAATG
+TATATGATCTAGATGACCCAGAAATTGTTCGTCGTGATCTATATCTGCAAGATTCAAAGATTTTTCTCAC
+TAATGAGGAGCTTAGCAATACGCTAGCATTGGCATTACTTGAAGGTCGTTTTTTAACGAAAGATGATCAA
+CTTGATTTTGGTAGTGATGAAAATGGTAATGTACTGATTACTGAGTCACTTAAAAAAGCGCTATATGGTG
+AAGGTTCGGCACTAGGACAAGAAACTAATAATGGTCGCATTGTAGGCGTGGTAAAAGATATTATGCTTGA
+CCCGACGTTACCCATAGACAAGCAATACGGTGTTTTTGGTAATCGAGTAATGGAGTTTATCTTCACTGGT
+CGATATTACTTACTAAGGGTGATTCCAGGTCAAGTGGAGGCAGTGCGTAATAAAGTTAGTGATACCATTT
+TAGCAGTCCAAGCCGAGCGTGATATCTACAGAATAATGACTATGGCAGAGCATATGAAACGCTTTTATAG
+CCATGATAAAGGTTTAGCTGAGTTGTTCTTGCTGCTTTGTGGGCTAATGATATTTGTTACTGCTATTAGC
+AGCTATGCTTACTCACAATTTCATATTTCGCGTCAGAAAAAATACATAGGTATTAGACGTGCGTTAGGTG
+CACGTAAAAAAGATATTCTTTTATATGTGCTCACGGAAAACTGGCTGGTATACAGTATTGGTTGTGCGTT
+AGGTTTGGTGATGGCTTTTGGGTTTAATATTTTATTAAGTCAGTATATTAGCTTGAGTAAACCAGATATT
+ATGTTGTTTATATTAGCGAGTGTGGTCATTTTTATCGCAGGTACAATCGCAACTTTGATCCCCGCAATAA
+AGACCAGTAATATTCCACCAGTGATTGCGACTAGAACAGTGTAGGTGGTTGTCATCTTCGAGTTTTCTTG
+TCGAAGATCCAGTTCTTGAACCTTGGATTCAGGAGAATGTGCATCCTGCATTCTCTAATAAGTAGCATCC
+ATGCTACGTCCGACAATAACTTCGGGAATGACGGAAAACTGCTTAGGTACTTGTAGGTCGTCATCTTCGA
+GGTTGTTAATATCGAAGAACCAGCTTTTGAGGTATGCATTCTCTAATAAGTAACATCCATACCACGTCTG
+ACAAGATACTTAGGAAATGATAATCAAAAAGCTTAGCTGGTAACCATCTTTAAAGGAACGAAATGCCACA
+AATATTAATCGTTGATGATAACCCCGATATACTCGAAGCCCTTGAGTTGTTATTAAGTTTGCATGGTTAT
+GCTGTGCTGACGGCTGAGAATGAGAAACAAGCATTGTTGGCTGTATCTCATCAACGTGTTGATTTAGTTA
+TTCAAGATATGAATTTCGCGCAAGGTATCACCTCTGGAAAAGAAGGCAAATCACTATTTACTGCTTTGAA
+AGCACTAAATAGTGATTTGCCTATCATCCTAATTACCGCGTGGACTCAATTAGAAACAGCCATATCGTTG
+GTGAAAAGTGGCGCAACGGACTACTTACAAAAACCTTGGGATGATGTAAAACTGCTAGATTTAGTGGCAA
+AATATAGCCTGAACTCCAAGATAAACCAAGATAAGAACAATCAAAGCGTGAGCAATCAAAAGCCCGCGGA
+TGATTTCATTTACAAAAGCCAAGAAATGCAAACCTTGATATCTCAAGCGAGCAAAGTAGCGGGTGCAAAC
+GTAAATGTATTAATTACCGGAGCTAATGGTGCAGGCAAAGAGAAGCTTGCCGATTATATTCACCAACAAT
+CTCCGCGTTATAACAGTGCTTTTATTAAAGTAAATATGGGGGCTTTACCTCATGACTTAATGGAAGCAGA
+ACTTTTTGGTGCGGAAAAAGGTGCATTCACGGGAGCCAATCAAGCGAGGATTGGTCGTTTTGAAGCCGCG
+GATGGCGGCACATTGTTTTTAGATGAAATCGCTAATCTGACCTTAGCAGGTCAAATGAAATTACTCAGAG
+TATTGCAAACCGGTGAATTTGAACGCTTAGGGGCTAACGCAACATTGAAAGTGGATGTGAGAGTACTTAG
+TGCCACTAATGCCGATTTACGTTTAGCTGTTCAGCAAGGTACTTTTCGGGAAGACTTATATTATCGGTTA
+AATGTTATAGAGTTAAATTTACCTGATTTAGCGTACAGAAAAGCTGACATTGTTCCGCTAGCACAATACT
+TTATCGGCAATGATTGTTCACTGAGTGATGAAGCAGCACAAACGTTAACGGATTATACTTGGCCGGGTAA
+TGTACGTGAATTAGAGAATGCCTGTAAGCGCGCGTTAGTTTTTGCTAATAGTAGTACCTTAACGGCAAGT
+GACTTTCAATTGGCTTCGAGTCAAAAAGAAGCCGCGTTAGGTGAAAAGGGAAATATTGAGCAGGTACTGA
+TTAAGCATAAGGGCGTGATCAAACATACGGCACTCGAGTTAGGGTTAAGTCGACAAGCTTTATACCGCCG
+TATAGAAAAATATCAAATAGATGTAGGCTCATTATGTTAGTTGAATCCATATGTTAATCGTACAACTCAT
+TCTTATCAATATTGCTTTTATCGTTAGCTTCTCTCTTTTATTGCCGAGCTCACCTTGGTTATTTTCTATA
+AGTTCAATACTGTTAATTACTTTAGCCGCTATGCGTTATCAGCATTACCATCGACAAACTCATCAGATCC
+TACAGACGTTATTACATGGTCTACGTAACTTACAAGATGGTGACTTCTCTATTACCTTAGCGGATAAAAA
+GACCAATAAAAGTCAAAGCCAATCTGAAGTGTTAGCGCTCTTTAATCAAGTGACTGATAAGCTAAGACAA
+GAGAAACAATCGCTTTATCAAAGGGAGCTCTTGTTAGATAAGGTTGTTAATGCCTCAGATGTTGTCACTG
+TGCTTGTTAATCACAGAGATACCATTATTTTTGCTAATCGAGCCGCAGAATACTTTTTTAATCAAAAGAG
+CATGTTGGGCATGTCTTGGACTACGCTACTCGATGAGAAGTTACCTGAGCTAATCCCACATAATGATAAA
+GATAATGCCATCATTCAATTACTGTTAGCTGAAACTAAAACAGAGCATAGCTGGCACTTGTCTCGTCATC
+ATTTGAAATTACATGGAAGTCGTCATCAGTTAACGTTACTCAAACCGATAACTAAAGCCATGCATCAACA
+AGAGTTACAAACATGGAAAAAGGTTATACGGGTTATTAACCATGAGTTGAATAATTCTATCGCACCTATT
+AGCTCTATGTGTCATAGCGGTAATATACTTGCAGAACGTTTAAATGAACCACAACTCATTCGAGTGTTTG
+CTACTATCTCTAAGCGGATAAATAAATTAGCAGAATTCATTCAGAGTTATAGTCAGTTGGCGCGGCTTTC
+TCAACCGAAAAAGCAGGAATTTGATTTAATAAAAACCTTGAAACAGTTACAAGAGTTGTATCTGTTTACC
+TTAAGTTGTCAGGGTAATAGTTTGATGTTTACAGGTGATGAGAGTCAAATTGAACAGCTCTTAATAAACT
+TACTGAAAAATGCTCAACAAGCATGTCCAGACAAAGTTAATGCTGAAAAATCTTGTGTTGTTAGTGTAAG
+TAGTCAGCAGGATAAGTTAGTTATTACCGTAAGAGATTTTGGTACAGGTATGCCAGTAGAGGTATTACAA
+AAAGCATTTTTACCTTACTATTCAACAAAAGCAGATGGTAGCGGTATTGGCTTGAGTATTTGCCGAGAAA
+TTAGTGATGGTCATCAAGGTCAAATCACCTTAAACAACCATCCTAAAGGCGGCTTACAAGTAGACGTGTA
+TTTACCACACAATGTTAACTAGTCTATTCCCGTCATTCCCGTGGTAACTTAATCGGACGTGGCATGGATA
+CCACTTATTAGATAATGCAGGAGCAATTATCCTGAATCCATTGTTTGTTACCAGCCTAGCTTCAATTAAC
+TCCAATTAAATTCTTAGAAGATGCGCTTCATCAGTAGGTGAGAACAAGCACTGAAATTTTACAACTATTT
+CTGTCGTACCTAATTAAAAATTTACAATTTTCAAATCTAATTATCTATATAGACAATGATAGGTAACTTG
+CGTATGATTCCGCGCATAATATGCTATGGATCTATCTAATTGATTAAGCACGACGCTTATATAAATCAAT
+GAGGCGAAATATATTGTTATCAGTATATATCAGTATATATCAGCTATATAGTAGCTGAGAGTAGAATTGC
+TACTAAATAAAATAGATAGAACAGATAAGAATAAAGCGACAACTGCATGAGTTTTAAGATGTTTTTATGC
+AGAAAACATTGGAAGCAACAGGGTAGTTGGTTAAATTAGCGAAGGAATGAAAAAACTTACACAATGTTAA
+TATCCTCTAAAAAAGTAATTGTCTCACTAGCCTTATTGTTATTGAGCGGCTGTAATATTATCCCTGGCAG
+TCATATGGAAGGCGTTGATGTAGAACCTGAGACATCTACACTTGAACAAGACCTCTCAAATATAAATATC
+TCTGTTATAGACTCTTCATTAATATCTCGATTAAAAGACAGCCAACAAACTTATTCTCAAGCTAAAAAAT
+ATACACCAGTAGTTACAGATACGTATGATTACGTGCTGGGTGTTGGTGATGTTTTATCTATTGGTGTTTG
+GGACCATCCAGAATTAACTATTCCTGCCGCAGTACAACGTACCGCAGAATTTGATGGTTTTAGAATTCAA
+GCCGATGGCACTATCACCTATGCGTATGCTGCCAATGTACCTGCAGCGGGTAAAACAATCAGAGAATTAC
+ACAATGTTTTAGTAGCAAAGCTCAGTGAGGTTATTGAAAAACCACAATTAGACCTTAAAGTGGTTGGCTT
+TAAGAGTCAGCGAACGTATGTTACTGGCGAGGTGAAAAGACCTGGTGTTTTCGCTATCAGTGAAATACCT
+TTAACGTTAATCGATGCACTCAACCTCGCGGGTGGTTTAAGTGAAAGAGCTGATTGGCGCACGGTTAGTT
+TTACTCGAGATAATCAAGTACAAACCATCAAGTTAGATGATTTTTATACCAAGGGTGATATTTCTCAAAA
+CCGCTTATTAAAACATGGTGATATTATTCATGTTAATCGTACTGATAATCAAAAAGTATTTGTATTGGGT
+GATGTAAGCAAAGCTGGCAGTATTGAAATTAACCGTTATGGCTTAAGCCTTGCGGAAGCGTTAAGCGACG
+TAGGCGGTTTAAATGAAAGAACCGCCAATGCTAACGGGGTATTTGTGTTGCGTAAACGCCCAGATAATGA
+AGAAGGCATTATTGCCGATGTGTATCAATTGTATGCACAAAATGTAGTGGCACTGGTGTTAGCTGATCAA
+TTTAAATTGCAACCGCGTGATATCGTTTATGTGACCACTGCACCTATTGCACGTTGGAATCGTTTGATTA
+GCCAATTAGTACCAACAGTGCAAGCACTGGAAAGTATTTCAACGATTAAAACTCAAGGAAACTTTTTCTA
+ATGGGTATGTTTAACTCAATATTAGTCGTATGTGCAGGTAATATTTGTAGAAGCCCTACCGGTGAATACC
+TCCTTAAAGATAAGCTGAAAGATAAGTCGGCTGATAACTCGGTAGAAAACCAAATCAAAGTTTCTTCAGC
+AGGATTAACCGCGTTAGTCGGTAAAGGTGCAGAGGCAACAGCAACAAAAATTGCCTTAAGCAATAATATT
+GATATGAGCCCACACAAAGGCCGTCAACTCAATTCAAAATTGATTGCTGAAAATGACTTGATTCTAGTGA
+TGGAAGAGCGTCATTTAAGTGATTTGTTGGGACAATACCCAGAAGCACGAGGCAAAACCTTTTTACTCGG
+TAAATGGATTGATGATACCGAAATCCCAGATCCTTATCGCCAAAGCCACGAAGCGTTCGAACATGTCTAT
+CAATTAATTGATAGAGCATGTAGCGCTTGGGAAAAATATCTGTAGCCCAGTGATGTTAAGTAAAGCAGGC
+TAGATAAACCAGTACCCCTTAAATAAAAAGTACACAAAATATGTCAATCGATGAAAATATAGTTAAACCT
+ACCGTTCGTAATCAGCAGGGTAATAATACTTCAAATAACGCCCCTGCTAATGAAATTGATTTGATGGCGC
+TTTTTGGTGCGCTTATTGATCGTAAAATATTTATTGTGTCAATAACCACGCTATTTGCTGTGATTGGTAT
+TGCTATAGCCATATTTTCTACACCGATTTATAAAGCCACAGCCATGATCCAGGTAGAAGAAAGTGGCGGT
+TCAGTGCCAGGTTTAGATGACATGGCGGGTATGTTTGAAAGTAGTTCTAAGTCAATAACAGAAATAGAGC
+TATTAAAATCTCGCTCAGTTATTGGTGAAGCGGTTGATACCTTAAAATTAGATATAGTTGCGGTACCTAA
+ATTATTCCCTGTCATTGGTGGCCGAAGTTTTAGAAAATTTAACCCAATCAAAGAAGGTGATCTTGCTGCA
+GCAAGTTTTGGTGCAACAAGTTATGCGTGGGGCGGTGAACAAATTGAAGTATTCCGGTTTGACGTACCAC
+AATATGGAATTGATAAAGAATACATAATACAAGCAAGTGATAATCAGAGCTTCAAATTGCTCTCTGAAGA
+CGGCAAAGTTATTTTACATGGTAAAGTAGGTGAAGAGTTATCAAATGACCGTTTTTCAATAACATTAAAA
+ACCCTAGTAGCAAGAGCTGGCACAGAATTTATTGTTACCCGTAAAGATCGCTTAAATACTATTGTTGATC
+TACAAACGGCTATTGGTGCCAGTGAAAAAGGTAAAGATTCTGGCATCGTGAACTTAAGCTTTCAACATGA
+AACACCAGAATATGCTGAAGGTGTTTTGAACAAAACTGCTGAAATTTATGTACTGAGAAATGTTGACAGA
+AACTCAGCCGAAGCTAAAAAGTCACTCGATTTTTTAGAGGTTCAGTTACCCGAAATTAAAAAACAGCTAG
+AAAGTTCAGAAGCATTATTTAATGACTATCAACGAGATCAACAATCAGTCAACATTACCTTAGAAACACA
+AGGCGTTCTAGAACAAATTGTTGAACTGGATACCAAGTTACAAGAATTAGACCTTAAACGTTTAGCTATG
+TCTCGCATGTTCAAACGTAACCATCCTAATTATCAAGGCATTGTTGAGCAAATAGAAGCGGTACAAAAAC
+AACGTGATGGCTTAGCGGGTAAAATTTCAAACTTACCTGAAATGCAGCAAAAATTATTGCGTTTAACGCG
+TGATGTTGAAGTTGGTAATGAAATTTATATGATGCTGCTGGGTAAAGTGCAAGAGTTAGATATTGTACGT
+GCAGGCACTGTCGGTAATGTACGTATTATTGATGTGGCAGAAGTGAATACTATTAAACCAGTAAAACCGA
+AAAAAGCCTTGATAGTGGTAATGGCCACTCTGGTAGGTGGTATGTTAGCTATTGCTATTGTGCTAGTGCA
+AAAGGCATTACATAAAGGCGTTGAAGACCCTAGCGAGATAGAAGCTATTGGCATGCCTGTTTATGCCAGT
+GTACCATTCTCTATGCATCAAGATAAATTAACAGGCTTAACTAAGGCTTTAACCAAAGGCCGTAAACGTA
+AAGCAAATCAAAGCCATAATGATAAGAGTAATGTATTGGCTGTTGATAATCCTGCTGACTTATCAATAGA
+GGCACTTCGTAGCCTACGTACCAGTTTGCACTTTGCAATGATGGAAGCAAAAAATAATGTTATTGCCATA
+TCAGGCCCTTCTCCAGGTGTAGGTAAATCATTTATCTCAGCTAATCTTGGTGCAGTATTGGCTCAAAGTG
+GTCAGAAGGTTCTAGTCATTGATGCTGATATGAGAAAAGGCTATTTACAAAAACAGTTTGGTATAGTGTG
+GGAAAACGGTTTGTCAGATTACTTATCAGGACAACAAACGCTGGAGCAAGTGACCAAAGCAACCAATGTT
+GAAGGGCTAAGTGTTATTACACGTGGTCAAGTACCACCAAATCCTTCCGAATTATTAATGCACAGTAATT
+TTAGTGACTTAATTACAGAAATAAAAGCTAAATACGATATTATTCTTATAGATACTCCACCTATACTAGC
+CGTGACAGACCCCGCTATTGTCGGTGGTCATGCTGGCACCATGTTATTGGTTACACGCTTTGGTCAAAAT
+GCGATTAAAGAAATTGACTATGCCCGTCAGCGCTTTGAACAAAATGGCATTGATGTAAAAGGTGTGGTAT
+TTAATGGCGTAGTGAAAAAAGCAAGTAATGCCTATGGTTATTATGGTTATTATAACTATGAATATAAATC
+GGATAAGTAAAAGTAACACCAATTTGCAGGCATAAAAAAATATTCCTGAGTATAAATCCGAGAATTAGGA
+AGTAACATAGGGCACCTCAACTGTATTGGTTAAGGATTTAAAAAGTATAAATCCCACCGTGATATCAATT
+AATTTATATGTATAATGAAGTAAAGAAAGCAATGACCTCTCCTTTAAAACACCTACAAACAGGTGTGTTT
+TGTCTATATTACAGTGGTTTAATATCAGCAGTTGGACTTGGTGAAAAACTGAATGAATATTGATATAAAA
+AGGCTAGTGGATAATTTTTGTTCATTGGCTGTTCTTAAGATATTTAACCTATTATTACCCTTGGTTACCT
+TGCCCTACTTATTGAAAACTCTAGAACTAAATAATTATGGCGTTATAGTTCTTGCGCTTTCATTAATTAT
+GTATTTTCAGACTATAACTGAATACGGCTTTAATTTGTCTGCTACGAGAGAAATAGCAAAAAATAGGAGT
+AGTGCGGCTCGTTTAGAGTTTATCTATAGTAAGGTTGTCTGGTGTAAGTTGTTACTTTTAATTATTAGTC
+TGCTAGTTTTAGTCGTCGTTGTTTTTTTTACACCAAAGCTTTTTGAGTCTAAAACAACCTTTTTACTAAC
+AGGTTTGATTCTTATAGGGCACTCTATGTTCCCTGAATGGTTTTTTAGAGGCATGGAACAAATGAGGTAC
+ATTACTCTTTTAGATTTATGTATTAAGTTACTTTTTACTATTGGGGTTTTTGTTTTTATTAACAATGAAG
+GTGATGGTTGGTTATATCCATTATTGCTTGGAAGTGCCTATATTACCGTTTCGATTTTGTCACATTTACT
+TATTTATTATAAATTTAATGTCTCTTTAAAACTTGTAAAATTTATGGTTATCTACAGAACATTGAAAAAT
+ACTTTTCCACTTTTTATCAATCAATTTTTCCCAAATTTATATAATAATACTACAACATTTCTCGTGGGTA
+TGATGCTTGGCAATCATGCTGTTGGTTTGTTCGGGGCGATTAAACAAGTTGCTTCATTGTTGAATGTTTT
+TAACTCAGTAATTACAGCGGTTATATTTCCATACTTGAATAGGAATAAAGATAAATTTAACCTGTATTGT
+AAATATTATTTGCTTTTACTTTTTACAGTATCATTACTTTTTATTTTTGTTGGGCAGTATGTGTTTCTAC
+TCCTAGAGATAAATGATGAAATTGTGAATAAGGTATTTTTAATACTTATAATTGGTATATTCAACATTGG
+TATCTATAGTGTTTTTGCCACAAACTACCTTATAATACATAAAAAAGATAAACTAGTTATGAAAATAACG
+GTAATTACTTCTCTAATTGGTTTTTCATTATCATACCCGTTCATTCACCTTTTTGGTTTGACGGGAGCTG
+CATTAACTGTATGTACTAGCCAGTTTTTGTTAGGGACGATTTCATTTGTTTTTTATAAGAAAAACAATGA
+AAGAAATATTTAGTATTGGAAGAAACTTAACTGCTCGGGATAAGTGCATGAATGGAAATTATAATAAAAA
+CTATATAGGTAATGGATCTCACCTAGGAACTATATATCCCCTTTTCTCAAAAGAGTCACCTTCAGACTTT
+TTTTTTAATATGGAAGATATCATCAATTTTAGAACAAAAAACAATCTGAACATTGAATTGGACAAGGTAG
+CTTTAGTAGAGAAAGCTTGCCTACCATATCTTTTAGGAAATAGGACTCTCATAACTGATGTTGAGCGTGC
+ACCATGGATGCACTCATATTCTAATCAGCGATGGATTAATGAATCATTACCTTATCATGGGAAAAGCAAA
+CCGAATAAAGAAACCTTTGTCTGTGATTTGAAAACCTCATTGTCGAATGAAGCAATTGGCTACATAGGTA
+AAGCTAATACAGTAGGGATTCTGTTAAGTGGAGGCATGGATAGCAGAGTTGTTGCTGGAGTAGTGAGAGA
+TTTACAGAAAAATAATAGAAGTATTAGTGTTGTAGGAATAACATGGGGAAATGCGAATAGCAGGGATGTA
+ATATATTCACAAAGAATTTGTCAACAGTTTGGCTGGGAATTTGTACATTTTCCAATCACAGCTGAGACAT
+TACATAAGAACATCCAGCTATCTGCAAAAATGGGGGCGGAAGTGTCCGCGCTTCACTTTCATGCCATGAG
+TGATGTAGCAGACTTGAAAGGTGTTGATGTTATTCTTGCGGGTAGTTATGGTGATAGCGTCGGCAGAGCA
+GAGTTTTCCGGTAAACATGTTACAAAGTTAAGTAGCGTACTACCAAGTAGAATAAATAATTTAGGTCTGA
+TTAAAGACGAGTTATTCCAAAGTGCCCTAGAAAGTATTAGAAATGATGCTCAACTGCCTGCATTTCATAA
+CGCTGGTGATAATAACTTAAGAAAGTATGAAATAGAACAAGAGTGCCATTATATGCGGCGAATGTTACAG
+TCATGCATGCATGTGGTTGCTGAAAAGATCCCTTTTTATCAGATGTTTACTGCTCCCTCTGTCTTTGGCT
+TGATGTGGGGCTTGGAACCAAATATCAGGAATAATGATTGGTATGTAGAATTATTGAATATATTACCGGG
+ACAGTTATTGCAAATCCCATGGGCTAGAACTGGGATATTGTATCACTTACCGGAAGGTACCGCTGATGAG
+TTTGATAAGAGCTACCATCAATATGGCTTATGGTTAAAAACAGAACTTAAAGATGAAATGCTGAATGCTA
+TGAATAGTAAGTCTATAAGGGAACTAGGTATATTTAACGAGTATAGCCTAGATGCATTAGTCTCAAGCTG
+GGGAATAGCGAAAGGTGCAAGTAATAATAGGTTAGATGAAGTTGTTTCGTGGATTGCGTCACTAAATACT
+TTTATTAATAACAACCAATCTCTAAACCTAGCAGAAGAAATTCCTTATAAATATTCTGATTATTACAATA
+CAGCGAAGGGCAGCTGCTATGGTATGTTATATTCTTTAGCTAGAAACTATTTAAGGAAATAGTTATATCC
+TTTTTATTCAAATACCCTATTTCTATCAATAATAACGTTGATGTAGACTCGTTATAATGAAGTGTAAGTA
+AAGTCTTTCTGTTGCTTTATATCAGAATATTAATTTTAATATTCTTTGAGAGTTTGACTCTCGTTCTCTT
+TACTAATAATGGCAGCAGGTTCATACGAGTAACAAGTAATACTTTGTACTCGTTAATCTGACCTGGTTAA
+TATTTTACTTACTCTAAAGTGTGGCTGACTCAGTGTTTATTATATTATGGTATGGGGGCCTGCTTCCCTC
+TCTTGTGAGACACTAGAGGTTGAACCTTTAGTGTATATTTTTCAACTAGCTAATTTTATATTACTAGATA
+TAGGTGATAAACGTTGAATATCGTTAAATTGAATAGTGTTATTTTTTTTCTTATTGGTTTGGGGGTTACC
+CTTCGTTCATTTTACATATACTCAATATCATTAGCGCCATTACCACTAATTTCTATTTTTCTAGTGTTCT
+TTTTATGCTATTTAAATAGGCAGAGGCTGAGGACAGCTAAGCTTGATAGTAATATTGTGCTTTTTATTGC
+ATTTTTTATAATGTATATATGCTTCTCTATATCACTAAATTTTTATTATAGAAATGCCAATATTAATGTA
+AATTCAATTTTTGGTGTTTTTCTCAATTTATCTTTCTTTTTTAGTATATACCTACTGAAAGATGTTTTCG
+TTGAATGTAAAAAAGGATTAAATTACCTTATTATTTTTCATTTGTGTTTTTTCTTTTTTCAGTTTTTTAT
+GTTTCATGTTTTTGGTGACAAAATAGATTACTTATTGTCAATTACAGGGGAGGCACAAAGGTTTAATGGC
+TTTGCGAATGTAGAGGGATCAGGAACTTCAATGTTTAGGCCTGTAGGGTTGTTTACTGAACCAGGTAATT
+ATTCAATCCATATATTAACTTTATTGTGGTTGGCTTACCTAGCTGATGAAATTAACCCCATAGTTGAGAA
+GTGTGCTTTAGCTTCGGTTGTACTATCTTTTTCATTAACGGGTATGGCAGGGGTCTTGGTTTATATCGTT
+CTTAAACTTAATAAGAAGATTGAACTTAAGTATATGATCATTTCAATTTTATCCCTTATAGCATTCGCAT
+ATATATTCAATGAGCTGATAATTAATTATCTGAGTGAGAGAGTTGGTAATATTTCAAATGATAATTCGAC
+AAATGTAAGAGTTATGGCGTTTGAAGCAATAACCTCATTTTCAATTACTATGCAGCTATTTGGAGTTGGA
+TTGGGCCATGATTACGTTCAAATCCACTTACCTACGATACCTTATGTTTTGGTTACATTTGGTATTGTTG
+GCTCAATAATTATTTTCTTACTTTTTATAACTCTAGCTCATTCTAATAATGTAACCATAAAGACTTATTT
+GTTTTTCTTATTCATTTCGTTCCAGTTTTATACTCTTATGCATCCATTATTTTGGTATTTCTGGGTTGGT
+GTTTTTATTTTCTCTTCACATGCTAAAAGGAAAGCTTGTTGTTGATTAAAGATTTTGTTAATAAGTGATT
+GTAGGTTTTAAGGCTATATTTATAGCTATCTAAGGTTGTTTAGGTATAAATTTAAAACTACTCTGTATCA
+ATAATTAACTTTTATTTAATGTATAGAGGTGTTGTATCTTATATCTCTATATTTATGTATCTACTGTTGT
+TAATATTCAGCTGTAGTATTAATCGGACTTTAAAAGAAACAAGAAATGGATTTAGAAAAGATGTCAACAA
+TTATATTTATTAATAATTTAGGGCTTGGTGGAGCTGAACGAGTGGTTTCCCGATTATTTCAAAATAGAGA
+TATAAATGATATAGCAACTCTGTGGGTATTCAATGATAACTTCTTTTACGATTGCACAGCAAAAAAGAAA
+GTTATTTTAAGTAAAAAATATAAATTACTTACTTATATTAATGCATTGATTAAATTGTTGAAGCTCGATG
+ATACTAAGTTAGTTCAAGCTCACCTTAATCTACCTATATTACTATCAACGTGTGCTAAATTATTTGGGGC
+AAAATTTAATTTAAAAACAGTTCACTGTTTTGCGTACAGTAGTTTTTATAATAGGAGGGGTTTTTTGGGA
+AAAAGCCATAAGTTTATATTTTCTAAACTTTTAAAAAAAGCTGACTTCCACACATTTAAATCAAGGGAAA
+TGGTCGATGATTTTGTAGAAACCTTCGGGTGGAGGCCTGAACGTTATTCTGTAATTTATAACCCTTATGA
+TATTGAAAATATTACTAGATTATCTAATGAAGTCGTCAATCAATGTGATTTAAAAAATAACAAACTAAAT
+GTAGCAATTGTAGGCAGGTTAAATATCTCTAAGCGTTCTTTTGATGTAATTGAATTAGCTTTAGGTACAT
+CCGATATTGCACATTACCACTTTTTCGGTGATGGACCTTTAAAAGAAGACCTGTTAAAGGAAGTTAAAAA
+TAGAAAAATCAATAATGTTACAGTGCATGGCATGATAAAAAACCCATTTAAGTACGTGAGAAAAATGGGG
+GTGTATCTTTCTCTATCTGAGTCTGAAGGCTTCCCAAATGCTCTGATTGAGTCGATGATATGTAATGCAA
+TTCCTATACACAGTGACTGTAAAACTGGTCCTAAAGAAATTTTATGTGATAATTATAAAGATTATTCTAG
+CATAAAGTCTGAATTTTCGGTCCAAAAAAGAGGGGTGTTATTTCCTGTTGGCGATATGCTTGGCGCATCT
+AAGGCAATACTTTATGTATTTGAAAATTATGTAGAATTAAGAGAGGGGTTTAATAGTGAAAGTCGCGAAT
+TTATTGACTCTTTAGCTTTTGACAAAATATCTCAAGAATATTACTTAACTTTAAATAAGCATTCTTAATA
+AAAAAATCACATGTTGTTTGCTATTTCGAATGTGTTCATTGCCTGTATGTCCAGGCTAAACTAGTTTGGA
+ATATGGTATTAATGAGCCTCAAAATTAATGATTATATCGTTTTGGGAGGCAAATGCTTGTGAAAATGACT
+TTATAATAGGTTTTAAGTTGGGCTACTTAATTCACTGTCACTAACTAAATAGCAGAATGGAATTTGCAAT
+AGAAAAGATTATTCTCTCGTTTGATAATAAAATATGAATGTTATACCTAACGGTTTAACTTGATTTTTTA
+TATCCTATATATATTTAATTGTAATTACACACTTTTTTGGAAATGGAGATGTTTTGAGTATGGAGTTCTA
+CGGACCTATTACAGGTGAAAAGTTCGCTTTTTTGTTATTTAGAGATAATGGTGAGGTAATAGAGTTTAAT
+CACTGGAGTCAAGTTAAAGAGTATAAAAGTGAACTGAAAATATCTAAAAGTTCAATTCAGATTTTTTTAA
+GAAATGGTTGTGTTTATCCCCCATATACAATTTATTCAAATGTATTAATGCTACCAATTGGCACTAAATT
+AACTATTGATATTAAGAATGATATTTTTAAATGGGAAAATAATTTTTGTTTTTTGGACCGACACTCTAAA
+CAAGATAGTAAACCTTCAACCTCTAAATTAAAAACATTAATTGCCAATTCATTTGCTCACTTGAAAAAAG
+AAGTTAAACCCATCTATATGATGCAAAGTGCTGGCAAAGATTCAACTGCGATGCTGTTAGGATTACATGA
+GCAAGGTATTCAAAATGTTCATTGTGTAACTTATGAAGCTAATTTTAGAGATACAGAGAGTGATGCAGCT
+AAAAAAATTGCAGAATCTTTAGGTTTTGAACATACGATTTTGTTTCCAAATTATGAAGCTGAATTCGATG
+CATTATTAGAGTATCAAGAGAATGCTGTGAGTATTACTGGAGATTTCTCTATGCTACCTTATATAGCTGC
+AAATAAATCTGTTTTTAAATCAGACTCTCTAGTTATAGATGGTTTAGGTAACGATCTCTATATGGGTTAT
+GTTAGTAATAAACTCGAGCGAAGTATTATGAAATGCTCATTAGGTAATTTTAGCTACCTTGAACCTTCAA
+AATTTACTTCAAATGAAGTTATAAACTATGCAATATCTAGTATATTTATGAAGCCATATGAACGTTTATT
+TCCTGGGACTAGGTTGAGTTCTAGTGAAATAGAGAATTTCACTGATAATAAATTTATTGATGATGATGCT
+ATATACTTCTCAAAGCAGTATAACAATTTAGATAAAGATGACTTTAGAGCCGCAATAAGAGCTCGTTTTT
+GTGATAGTACAATGTTCCAGATGAAAGCAGAGCTAACCACTAACAGCTTTGGGAATGAAGTTTACTTCCC
+TTTTTCAAACAAAGAGTTAGTGGATTATTATTTTAATTTACCAATAGAAGAGCGCTATGATAAAGCTAAC
+AGCTGCAATAAAACATTATTACGTAGCATGCTTAATGAATATGTTGAAGTAGATGATTTCTTTAAGGTGA
+AATCAGGCTTTAGATACAATATGCCTGAATTTATTACTATCAACAAAGAAAAAATAAAAAAAGAAATTAT
+TGAATGCGACCTCTTAGAACAAGATTATTCAAACCGTTTTTTTGCTAAACACTTAGATGTACAGAAGGTG
+AATTATACTTCAGCTTGCAAAGCTTATATTTTATTGGTATTTGCCTCTTGGAGAAATAGAAATAAGCTTG
+CTGTTGTAGATGGGCATGTAGCTGATAAATTTGACTGGTATTAAATTGAAAAAATTATTATTTATTGTAA
+ATGTTGATTGGTTTTTTATCTCTCATCGCTTACCTATAGCAATAGATGCCCTTAAAAAAGGTTATACAGT
+TACAATTGCATGTCATTTTACCTCTCATAAACAAGAGCTTATTGACATGGGGTTCAACGTACTTGAGATT
+CCTTTTAGTCGCAGCGGCGCTGGTATTCTCAGTGAGTTAAATACGCTTAAGTGTATTAGAAAGGTAATTA
+ATGATGTTAATCCTTCACTTATACACGCAGTAACCATAAAGCCTGTTTTATATACTGGTTTGGTTTTGAA
+AAGTATCAATCGTAATATTCCATTTGTAGCTGCTATTTCTGGTTTAGGCTATGTTTTTACTGCAAGTACA
+TTAAGAGCAAAATTAACTCGTTTTATTGCATCAGCCTTTTATAAGGTCGCGTTATCGCAAAAGTATAAAA
+TGGTGATATTTCAAAATACATCGGATGAAAATATTTTAACAAAGGTAGCAAAACTTGAGTCTAGCGATAA
+ATTTTTGATAAAAGGCTCGGGTGCTGATTTATCAGTTTATAATTTTTCACCTGAAAACCTTGATAACCGC
+ACATCCATTGTAATGGCGTGCCGCCTTTTAAGGGAAAAAGGTGTATATGTATATGTTGATGCTGCAAAGC
+TTGTAAAAGAGCACTTTCCTGAAGCTGAATTCTTACTGGTGGGCACGCCAGACTTAGAGAACCCTAATAC
+TGTTAAACAAGTTGAAATTGACCAGTGGGTTAGTGATGGGACGATAAAGTACTTGGGTCATCGAAATGAT
+ATACCTAGCATCTTTGCTAATTCCAATATAGTTTGCTTACCATCATTTTATGGTGAAGGTGTGCCTAAGG
+TGCTTATTGAAGCTGCAGCTTGTGGTCGAGCTATTGTTACTACCGATAACCCCGGGTGTAAGGACGCAAT
+AATAAATGAGGTAACAGGCATTGCTGTTCCCGTTCGTGATGCACAATCGCTTGCTTTAGCGATAATTAAG
+CTGCTAGATGATCCTGCTCTACGTATTTCTATGGGTAAGAAAGGCAGGAGCTTTGCAGAGCAGGAGTTTG
+ATGTGCGCGCTGTAGTTACTAAACACTTAGATATTTATAATGAGCTTTTACAAAAATGAAAATAGCCATA
+ACTGGAGCAACAGGGTTTTTAGGCAAGCCTTTAACTAAAGAATTAAGTGAAAGATTTTGTGATGATTCTA
+TTGCACCCATTTTACGTAATTTATCTCAAGAATTTAATAACGTTAATTGCATAGTCGTTGGTGATATTGG
+CCCTATGACAGACTGGTCTAACAAACTCGAAGATATTGGTTGTGTTATTCATTGCGCTGCACGTGTACAC
+GTAATGAATGAAAAGAACGAAGATCCTTTAGATGCTTTTAGAGAGGTTAATGTACGTGGTACTTTAGTAT
+TTGCTAAAGCCGCTGCGAAATCAGGTGTCAAACGTTTTATTTTTGTGAGCTCAATTAAAGTTAATGGTGA
+AAGTACAACTAGCAAAAAACCCTATAAAAATTCTGATGAGCCCTCTCCGAAAGACCCTTATGGTATTTCT
+AAGTCTGAAGCTGAAGCCGGTTTAAAATTAATTGCTGATGAAACAGGAATGGAAGTTGTGATAATTAGAC
+CTCCACTGGTTTATGGTCCTGGAGTTAAAGCAAATTTCGCCGCAATGTTAAAATTTGCATCCACTGGAAT
+TCCCTTACCATTTGGCTGCATAAGTCATAATAAACGCTCAATGGTCTATGTAGAAAACTTAATTAGTTTA
+ATTGTAGAGTGCATTGATAATCCAAATGCCGCGAATAATACCTTTTTAGTGTCTGATGATAATGATTTAT
+CCACTAAAGAATTCGTTAATGGTTTAAGTGCTGGATTAGGTAAGTCTGGTTTGATGTTACCCGTTCCTAA
+TGCTCTTTTTTCTATTGCTGGAAAAGTGCTAGGTAAATCAGCTGTTATTGATAGATTATGTGGCTCTTTA
+CAAGTTGATATAAACCACACGAAAGATACACTAAGTTGGCAACCGCCATATTCAGTCGTAGAAGGTTTTG
+CTGCTACAGCTAGATATTTTAAAGACCAGCGTTCGAACTAATCCTATGTTTACTCAAACCTATATTACAC
+TTTAAAACTAAGTTATTATTAGAGATACTTCATGACCCTTTTACTTATTCGTATTTTAGATTTTATATTC
+TCCTTCTTTGGGTTGCTATTCGCTTGCCCATTTTTAATTATTTTAACCATAATTGGTTATTTTGATACTG
+GTTCTCCTATTTTTATTCAAGAAAGAGTAGGGCGAAATAAGAAACCTTTTAATTTGATCAAATTTAGAAC
+TATGACTGTTGGTACTGCCTCTGTAGCAAGTCACTTAGCTTCAAGCGCTTCTATCACTAACTTTGGTAGC
+TTTCTTCGTAAAACTAAGCTTGATGAGTTACCACAGCTTTGGAATGTATTAAAAGGTGAGATGAGTTTGG
+TGGGTCCTCGACCTAACTTGTTTAACCAAACAGAGTTAGTTCTTGAGCGTGAATCACGCGGCGTTTATAA
+TGTACGCCCTGGTGTTACGGGACTTTCTCAAGTCAATGAAATAGATATGTCTACGCCGATATTATTGGCT
+AAGACTGATGAACAAATGATTTTAACTTTGACTATAAGTTATTATTTTAAATATATACTCCAAACTGTTA
+CCGGTTCAGGTAGTGGTGATAGAGTTACTAAAGATTAAGTAGAGACGGATTTTATGAAAATTGCTATTGC
+AGGTACAGGTTACGTAGGTTTATCAAATGCTATGTTGTTAGCGCAACACAATGAGGTTATTGCCGTTGAC
+ATTATTGCTGAAAAAATAGAATTACTCAATTCAGGTAAATCTCCCATTGAAGATACTGAGATTTCCGACT
+TTTTAGCAAATCGTGAGCTTAACTTTACCGCTACCTTAGATAAAGAAGCGGCTTATGCGGGTGCTGATTA
+TGTTATTATTGCAACACCTACTGATTACGACCCAGAAACTAATTACTTTAATACCGCTTCAGTTGAGTCG
+GTTATTAAAGATGTTATGGCTATCAACCCCTCTGCTTGTATGGTGATTAAATCAACCGTACCTGTTGGTT
+ATACTGCACGGATACGAGAAGAGTTAGGTTGTGAAGGGCTTATTTTTTCCCCTGAATTTTTACGTGAAGG
+CAAAGCACTGCATGATAACCTTTATCCTTCACGTGTTATTGTTGGTGAGGATTCTGACCGAGCACGTAAG
+TTTGCAGGGCTGTTAACTGAAGGTGCTTGGAAAGAAAATATTGATGTTTTGTTTATCCGTTCTACGGAAG
+CCGAAGCGGTTAAACTATTCTCTAATACCTATTTAGCGATGCGAGTCTCTTACTTTAATGAACTTGATAC
+TTATGCTGAGGTTCATGATTTAGATTCTCGCCATATTATTGAGGGTGTAAGCTTAGATCCCCGTATAGGA
+AATCATTACAACAACCCTTCATTTGGCTATGGTGGCTATTGCTTGCCAAAAGATACCAAGCAATTACGCG
+CGAATTATAAAGATGTGCCTAATAATATTATTAGCGCGATTGTCGATGCTAATAGCACACGTAAAGATTT
+TGTTGCCGACTCAATTATTGCAAGAAGTCCTAAAGTTGTCGGTATTTATCGATTAATTATGAAAGCGGGA
+TCCGATAATTTTAGAGCATCATCTATTCAAGGTATTATGAAACGAATTAAAGCTAAGGGTATCGATGTTG
+TAATATATGAACCGGTAATGGAAGAAGATGAATTTTATCATTCAAAAGTGATTAAAAGTTTGTCGGAATT
+TAAAGCTATGTCTAATGTGATTGTTTCTAACCGAATGGTTGATGAGTTAATTGATGTAGTTGATAAAGTT
+TATACACGTGATTTATTCGGTAGTGATTAGCTCAAAGCGCGAATAAATTCCCGCCTACGGGGGATATGTA
+GGCGGAATTTTAATCGTGATGGGGTTGATGATATGTAGGCGGGATTTTAATCGCGCGGGAAAAGGGTACA
+TAGAAGCAGACTTTTTCTAGATGGAAGTCTGTTTTGGTCGATATTAGGAAAGGTAAATAAAATGAAATAT
+TTAGTAACTGGCGCTGCTGGTTTTATTGGTAGTGCTGTTGTTGAACGCTTGTGTGCAGCAGGACATGACG
+TCGTTGGTATCGATAATATTAATGACTATTATGATATTGCATTAAAGCAAGCACGTTTAGCACGAATAGA
+ACATGCATCGTTTAGCTTTATCAAGATGGATATTGCTGATCGCAATGTTATGGCCGAGTTATTCACAGCT
+CAGCAGTTTGATAAAGTAGTGCATTTGGCAGCTCAAGCCGGTGTGCGTTATTCAATTGAAAATCCAATGG
+CTTATGCTGACAGTAACTTGATTGGTCACTTAAATGTATTAGAAGGTTGCCGAAATAATCAGGTAAAACA
+TTTGATTTATGCCTCTTCGAGCTCTGTTTATGGCTTAAATAATAAGGTACCCTTTTCAACTAAAGACACT
+GTTGATCATCCTGTGTCATTGTACGCCGCAACTAAAAAGTCTAATGAATTAATGGCACACAGCTATTCCC
+ATTTATATAATATTCCTACTACAGGTTTACGATTTTTTACTGTTTATGGTTCATGGGGGCGTCCTGATAT
+GGCCCCTTATATTTTCACTAAAAAAATATTGAATGGCGATACTATCGACATAAACAATAATGGTGATATG
+TGGCGTGATTTTACTCATGTTGACGATATTGTTGAGGGTGTTATCCGCATTGCTGATGTGATTCCTGAAC
+GTGATGCAGAGTGGAAAGTTGAAAGTGGCAGCCCTGCTACTAGCTCAGCACCCTATTCAGTCTATAATAT
+TGGCCATGGCTCACCAATCAGCTTAATGGACTTTGTTAAAGCCATTGAAGATGAGTTAGGTATTGAAGCG
+AAAAAGAACTTTCGTGAAATGCAACCTGGTGATGTATATCAAACCTATGCAGATACCCAAGATTTATTTA
+AGGCGACAAATTATGTGCCTAAGATATCTGTTAAAGAAGGTGTCGCCGAGCTTGTGGTTTGGTTTAAAGA
+CTTCTATAAAATATAAACTTAAACTTAAACTTAAACTTAAACTTAAACACAAAATATAAATAACAAAGGA
+CGTTTTAAAAATGAAAGCAGTAATCCCCGTAGCAGGTCTAGGTACACGTATGTTACCCGCTACAAAAGCA
+ATACCAAAAGAAATGCTCCCAATTGTAGACAAGCCTATGATTCAATACATTGTTAATGAATGTGTTGCGG
+CTGGTATTAGAGAAATTGTTTTAGTTACTCACTCTTCGAAAAATGCGATTGAAAATCATTTTGATAAATC
+TTTTGAGCTCGAAACAACTTTAGAGAGTCGAGTAAAGCGCCAATTATTAGATGAAATACAAGCTATTTGC
+CCTAAAGGCGTTACTATCTTGCATGTACGTCAAGGAGAGGCTAAAGGCTTAGGTCATGCAGTTTTAAAAG
+CACGCCCGATAATTGGAGATTCTCCATTTGTTGTAGTATTACCTGATGTTATTTTGGATGAAGCTTCAGC
+CGATTTAAAAACTGAAAACTTATCAGCAATGTTAACTCGTTATCATGAGGTTGGACATAGCCAAATTATG
+GTTGAGCCTGTGCCTATGGATATGGTTAGTAACTATGGTGTGGCTGATTGTAATGGTGATGAACTTACGG
+CTGGCGAATCTAAAGCTATGACTGCCGTTGTTGAGAAACCACCTGTTGATGAAGCTCCATCAAACTTAGC
+CGTTGTTGGTCGTTATGTTTTATCAGAGAAAATTTGGGATATGCTTGAATTTACTCCCCCTGGAGCAGGC
+GATGAAATTCAGCTTACAGATGCCATTGCTAGTTTAATGAAAATTGAAACTGTTGAGGCTTTTCATATGA
+CAGGCAAGTCACATGATTGTGGCTCTAAGTTAGGTTATATGAAGGCTAATGTTGAATATGGCTTACGTCA
+TGCAGAATTAGGTGATGATTTTAAAGCTTATTTACAGGAAACAGTTAAGAACTCATAACTATTTCCTAGG
+TGTATTAATCATGAGTACAATTTGTGCAGGTGGATCTTCGATTAGAAACTTCGAAGATGACGGTTGGTGA
+ATTTGCAGCTGAAGGCTGTTTAGTTCGAGGTGACTGCTCTAGCAATTGTCATTCCTGAGTTGTCTTATCA
+AATAGAAATAGCCAAGTAACGAATCATTGAAGTATTAATGTGAAATCCCTTCTGACTCTGTAATAAAATT
+TGTATATACTGCGCATCTTCATAATGAAATATAAAGTTACCTATGAAAAGGAACCCTAAGTGTCTTTAAT
+TCAGTCTGTTTTGAGTTTGCCGCGTGCTTATAAACGTGCCATCTCGTTGTTGATAGATTCTATCTTTTTA
+TTTTGTGCTTTTTGGTTAGCATTATTTATGCGCCTTGATAGCTTCTCCCCACTATTCGACCAAGGTTACT
+GGCTAGTGTTTTCCTGCTCTTTACCGCTAAGTTTATTAGTTTTTGTAAAGCTGGGCCTTTATCGTGCTGT
+ATTACGTTATATGAATATGCAAGCGGTTTGGGCTATAGCATTGGGCAGTATTTTTTCTGCCATGTTCGTT
+ATTGGGTTTTCTTTTTTGTATACCGCAGGCATTCCTCGAACTGTTCCTTTTATTTTCATTAGCTTATGTT
+TGATATTGATTGGCGGCTCAAGAGTTTCAGTAAGAGCGGTAATTAGTCATCAACGCTGGCATAAAAAAGC
+CTCTGTATTGATATATGGCGCAGGTTCTTCAGGCCGTCAATTAGCGACGGCTTTATCACAAGGTCCTGAA
+TATCATGCGGTGGCTTTTATTGATGATTATAAAGCGCTTCAAGGACAGATTATTCAAGGCATTCCTGTTT
+ATTCTCCAGAAGAAATTTCCCACGTAGTTGAAAGAAAAACCGTTCAAAAAATATTATTAGCTATACCAAG
+CGCCTCAAGAGCAAGGAGGAAACAAGTGTTGGCTAAAATTGATTGTTTAGGTATTCAGGTATTAACCATT
+CCAGGTATGGCTGATATTGTTGAAGGCAAGGCTAAACTTGAAGAGTTTAAAGATGTTGGTGTTGAAGATT
+TATTAGGGCGTGATTCTGTAGAGCCAAAACCAGAATTGATGAATGCCGATATAGCCGATAAAGTAGTTAT
+GGTTACTGGGGCCGGTGGCTCTATTGGCTCTGAATTATGCCGTCAGATAATTCGATTAAAACCTACTAAG
+CTTGTGTTGTTTGAGTTATCAGAATTCGGCTTGTATACCATTGATAAAGAACTTAATGAATATAAGCAGC
+AACATGATTTAGCTGTTGAAGTATTGCCACTTTTGGGGTCAGTACAAAGGGTTAATCGCATTGAAACAGT
+AATGAAAAGTTTTGCCGTACAAACGGTTTACCATGCAGCAGCATACAAGCATGTGCCATTGGTTGAGCAT
+AATGTTGTTGAAGGAGTTAGAAACAATGTTTTTGGTACTTATTACGCAGCGCGTGCTGCGATAAATGCCA
+ATGTTGAGACCTTTGTTTTAATCTCCACCGATAAAGCTGTTAGACCTACTAATATCATGGGTACCACTAA
+GCGTATGGCTGAGTTAGTACTACAGGCGTTAGCTAAAACACAACATTCTACGCGCTTTTGTATGGTGCGT
+TTTGGGAATGTATTGGGTTCCTCTGGTTCAGTAGTACCGCTGTTTAGAAAACAAATTAAAAATGGTGGTC
+CGGTAACGCTAACTCACCCTGACATCACTCGTTATTTCATGACTATTCCTGAAGCTTCGCAACTAGTTAT
+TCAGGCTGGCGCTATGGGTAAAGGTGGCGATGTCTTTGTGCTTGATATGGGGGATGCGGTAAAAATATAT
+GACTTAGCCAGTAACATTATTCACTTAAGTGGTTTCTCCGTTAAAAGCGCTGAATTACCTGATGGAGATA
+TAGAGATTAAATGTACGGGTTTGAGACCAGGCGAGAAACTCTATGAGGAACTTCTTATAGGTGATAACGT
+TTCAGGGACTTCACATGAGCGTATTATGACTGCACAAGAAGTGATGCTTGATTGGGATGAGTTAGAGGCA
+TTGATATCGAGGCTTGACGATGCTTGTCATGCGTTTGATCATGAATTAATTCGTGAAATCTTACTCAAGG
+CGCCAACAGGTTTTAATCCTACGGATGGAATTTGTGATTTAGTCTGGCAGCAGAAAAGTACTTTACAGCA
+ATATACGGCTGATATTATTGAACTGAAGGTTGCCACTTAGCTTGAATCTAGGATAAAGTTAATGGATTCC
+CGCCAAGAAAACGCGGGAATGACGTTGGTTGAGTAGTGCCAAACTGGTTGGCCTGAGTGATAACCGGAAT
+GACGTGAATTAGTTGTGTAATTTATGCGTATCCATCGTCATTCCCGTGGTGTATCAATCGGGAATTCAAT
+CCCTAAAATTGTTTGTCAATTCTTACATTACCGTTGGCAAGATAAACCATTCTTACCGCATCTTGGTGAT
+GAAAGACCATTTGTGAATCATAATCTTGAATCACCATATATTGCTGGCATTGTTGTTCAGCGCAGTCAAC
+TTCTATCATTAACTCGACAAGATGAATAACGACTGTTTTATCTTGGCTACGATTATTGGCCATTTTACCA
+CCAATAACAGCACCCAATACAGTCGCTATATCTCGGCCGCTACCACCACCAAATTGATTACCAATGGCGC
+CACCTATGAGTGCGCCACCAAAGGTTTTCCAACCGCTATTTTTATCTTGAATCAATTCTTCTTGGCTAAC
+GTTTCTGGCAGAAATTACTGTGCCAAAGAGTACCTGTTCAACAGGTACTGCTTTGTTTCTATCATAGTCT
+GCATTAGCTAAATTACTAAAGAAGAATGTGAATAGGGTTAAACTTGTTAATAATAACGATTTCATACTTT
+TCCTTATTTAAATTCTTTCTAACTAATGATTTCATCAGTGTTCCTAACGAGTATCAGCTATCAGCTACCA
+GCTAACAAATTCTTTACCTTTGGTTTTACGGATTTCAGTTTCATCAGCCCATTCAACTAAGCCACTTTCT
+AAATCCATTAAACGAAGGGTAAATTTGTAATAAACATCTGACTGATCTTTATTAGACTTAACTATGCTAG
+CTAAGTTGCCATACAGCATATATTGCGCACCAACTTGCTTACCAAATTGCATCGCTTTGTTTGGATCAAC
+CATACCGCTGCTTTGTTGGTAATCAAGCTGTTTACGTGCAGCTGCTACTCGGCCCATATCAACAAATCTA
+AATTTACCAGAACGAAGTAATTTGGTTGAAATAGAGTCAGTAATTGATTCGGTATCAATGTGTTCACTGG
+TTTTATTTTTAATACTTTCAACAAACATAATAGGGCGAGTGTTTGCTGTTAGTGTACCTACGACAGGAGA
+TACTAGTAATGAGTCAGTCATATCACCAGCTACTTTTTGTAGGTCAGTAGAGCCAAAACTAATGTCGGTT
+GTTTCAACTTCTGTTGCGTCTCCATAACGTACAACGGATTTGTTGGTACAACCGGCAACAAGAGTAAGTG
+TTAATGCAACACTGGTAATCATAATAAGTTTTTTCATTTGGTTTTCCCTTTGCTTGGTAATGTTAATTTG
+TAGTACTAAATCTTTTATATCGTCATTCCCGCAGTATCGGAGCGGGAACCCATTGAGTTTAAAGCTGGAT
+ACCCGATTAAAACACCTCGGGTATGACGTAATATTCTTTGTTGAGTTTGTTACTTATTTATTCGCTAAAA
+TTTAAAGAATTTTTCCGGTACATCTCGTACATAGAGGCTAAACGATGCAACTTGATTCGTTGGTGCTAAC
+CCAGGTACTGTCTCGGTTTGCATACCATGTAAATCAAGTGGTTTCCAAGGGGCTTTACCGGCTTCAATCA
+CAAAACCATCTTTATCAAACCAAGTAAATTGATATTGCAGTTTGAGTGTTTTTTCATAGGTACTAGTGAG
+TGATAAATTAATTTCAAGCAGCTCATTATTTGTTCGAGATCTGATGTCACTTATATGAAGCTTCTTGCCT
+AACTCTGGGTTATGCACCTGTAAATGCTTACTGAATTTTTGCCCTGGGGCTATTTGATCACTGCCCATAC
+CAGAGGTAACAGGCGGAACATTTTTACAACCACTGATCAGTAACGTCGCCGTCAACGCTGCGATTAACAG
+TGCGGAACGTCTTGTTGTAGTCGATGTCATCATTTTAACTTTTTTCATTGTTTAGTACTCCATGTTTAAC
+AGGGCGCTATGCTTAACTAATATTTTAGGTGATACTTCACTGTGTACTTTAATTTAAAGATTGATACTTT
+GATAATTAGTATAACTTCCGATTGAGGTTAATTTTACTAAGGTTTGTCTGTCTTCGTTAATTTCAACCGT
+GATGGTGCGACTGCTGCCGTTAATGTTCAATTCTACTTCTTGTTGGCCAGGCGCCAAGTCTAATCGAAGT
+ATATGAATACTATCGGGTAGTGTACTCCAACTGCGAGTATCTGCTTTTTCAGACGCTATATTGTAAAGTC
+CGGCTAAAATGTTACCGACATCACCACCTTTGCGGCTCATTTGTTGTCTCAGTTCTTCTTTAGCAACAAG
+ACGCACAACTTGTCTGGTGACAATCGCTGGCATCTCATCTTGTAATTGCTTAGCGGCAAGAGATTGTAAG
+CGGACAATCTCTTGAGACTGATAGGTATTGCCTTGATAATTTAATGAGAGTCCAGAGTATTGGCGTAAGC
+GATTTTGGTAACTAGGTAAAGCTAAACTGTAAAAGCGCATATCGTTATGGCTAGTGAAAATGGGTAGGTG
+GATGGATACTTCCTGTTTACTCGGGATGATACCTTGTTCAACAAGCACAACAAGTTGGCCACTTTTAGTT
+AAACTTTTTCGGTTATCAACGGTTTGGTGATTACCTCGGGTAATATCGCTAGAAAAACGGTTACCGAATA
+ATTGAATGTCATTAGTCATGCCAAGCTTAGTAGCCAAGCGCCAGACATCTTTTTGCACGGTTACGTTGTG
+AGGGTAAATTTCTAATGCTTTTTTATAGTCTATATAAGCATCATTGGCTTGTCCTGCGGCTTCGTAAAGT
+ACGCCAGATAAGTAAAAGGTGTAGGCATTTTGAAAACCATTTTTTACCTTGCCAATGGCGGTACTCATTG
+ATGGATATTTACTTGCTAAGCTTTCAGAACTCACGCCTTTTTTTGACATTTCTTCTTGGCTATCAAAAAG
+TGCTTGTTGATTGGCTTGTAAGGCTTTTTGCTGAACTAAATTCGCGCGTCGTATTTCAACTAAAGCACCA
+GAGAGATCATTTTGGTTTAAGTAATTAAGTGCTTGGTAACAATGCAGCATACTTTGTTCATAGTAGTGAA
+TGTCGTATCGAGTTGCGTTGTCGTTACTAACAACGGCTTGAATGTTTTCTATACCACGGCTTAGTTGAAT
+TTTAGCTGCTTGTTCCGCTTGCTGAACCTGTCGATATACTAGGGCAAAGTCTTGCTGACTTTGTGTGTGA
+TTATTGGCGAGAAACTCTAAACGGGCTTTTTCTAATAAACTTAAACCATAACTGCCATTGCTTTCACTGC
+GCTCTGGTAACAATGATACTGCTTGTTCGAAGTTACCTTGCTGTTGAGCATTTTTTGCCCCTTGCATCTG
+TTTATTATAGTTACTAAATAAATCACTAAATGAAGTGCCTGCACAAGCACTTAGTGCGAGTGAAAGTAGT
+AGGATTATCGAGATTTTGGAAGGAATATTCAGCATATTAGTAGCTTATCTTGTTAACAGTATATAGCAAG
+AAGATAGCTGTATAAAAAGTGTAAGTTTATGCAACATTATGAAACACATGAAGAGTGATCTAGAATAAAT
+GGGTATAAATTAAAACACTGTACCCTTAGGTTAAATATGCATTAAATAAGGATGAATGATGATAGATAAA
+AGAGTATGGCTCTTTATGACGATGAGTCTGTTTATAGGTACAAGCCAAGTACAAGCTAAAGATGTCATTG
+TTGAAATATATAAAAAGCAGTTTATTCCCAGCGAAGTAACCATTGAAGCTGGCGATAGAGTGATTTGGAA
+AAACATTGAAAAACGTCAATACCACAATGTTTGGTTTAAAGGCTCTGGTGAAGAAGAGCCAGATTACTTT
+TTTCCTGATGAAAGCTATCAGCGACAATTTGATCAGTTAGGTACATTTGCCTATGAATGTGGCCCTCATC
+CTAAGATGAAAGGTAAGGTTATCGTTAAAAAATCTCAGCAATAACCTTAAAAATGTTGTTGATATAAAGT
+GGACTATTTAACAGCTATAACCTTAATTTAACTGAGGTTATAGCTGTTTTTTGTTGAGAAATAAGGTGAT
+AAAAAAGCAAATTTTTTGATATAGCGCAAAATTACTCCTAATTATGTAACTATTTATTACAACCCCTCGA
+AAACTTGATTTCCATCAAGTTGCTTACTAAGCTTCCTCGCTATCATCTACTTGCTTTATAAAACTTACGC
+ATGAACTATTTCATTAAGGAAACACCATGTCAGAGAGCTTTACTAAAGGCATGGCAAGGAATATTTATTA
+CGGTGGAAGTATATTCTTCTTCTTAATATTCTTAGCTTTGACTTTTCACACAGTAAAAGAGATGCCCAAA
+CGGGATAATCGAGAAAATATTACCGAAGCGGTTGAACGCGGTAAACACTTATGGGAAAAAAACAACTGTA
+TTGGTTGTCATACACTTATTGGTGAAGGCGCATATTTTGCTCCAGAACTAATGAACGTATATGACCGTCG
+CGGCGGTGGTAATGAAGTAGCTTTTAAAGCTTTCTTAAATGGTTGGATGAATGCTCAGCCATTAAACATT
+CCAGGTCGTCGTCAAATGCCTAACTTCCACTTAAATGACCAAGAAATTGATGATTTAGCTGAGTTCCTTA
+TATGGACATCAAAGCTAGACGCCAATAACTGGCCACCAAACATTGAGGGGTAGGGCGTGAATACTTTAAA
+ATATCAATCACAAGCTGTAGCAAAACCTTATTTTATTTTTGCTATGATCTTGTTTGTAGGCCAAATATTA
+TTCGGTCTGATCATGGGTTTGCAATATGTAGTTGGCGACTTTTTAGGTGGAATAATTCCATTTAACGTAG
+CTCGTATGGTGCATACCAACCTATTGATTGTTTGGTTACTCTTTGGTTTTATGGGGGCTGCTTATTATTT
+GGTGCCCGAAGAAGCCGAAACTGAGCTGTACAGTCCTAAATTAGCAATTATATTGTTTTGGGTATTTGCT
+GCAGCTGGCGTATTAACTATTTTAGGCTACTTACTAGTACCTTACTCAACGTTAGCTGATATTACCTTTA
+ATGAATTATGGCCAACTATGGGTCGTGAATTCCTAGAACAACCAACGATTACTAAATTTGGTATTGTTAT
+TGTTTGTTTAGGTTTCTTATTCAACTTAGGTATGACTATCTTAAAAGGTCGTAAAACTGCCATTAACATG
+GTGATGATGACTGGTTTAATAGGTTTAGCAGTATTCTTCTTATTCGCTTTCTATAACCCAACTAACTTAG
+CATTAGATAAATACTTCTGGTGGTTTGTAGTTCATTTATGGGTAGAAGGTGTTTGGGAATTAATCATGGG
+CGCAATCTTGGCTTATGTATTAATCAAAGTGACTGGTGTTGACCGTGAAGTAATTGAAAAATGGTTATAC
+GTAATCATTGCGATGGCACTTATCTCAGGTATCTTAGGTACTGGTCATCACTTCTACTGGTTAATGACAC
+CTGAATATTGGCAGTGGGTTGGTTCTATCTTCTCAGCTCTTGAACCACTACCTTTCTTCGCTATGGTACT
+GTATGCATTTAATATGGTTAACCGTCGTCGTCGTGAACATCCTAACAAAGCTGCTACATTATGGGCATTA
+GGTACAGCGGTAATGGCATTCTTAGGTGCTGGTGTATGGGGTTTCTTACATACATTATCATTTGTAAACT
+ACTACACGCATGGTTCGCAAATTACTGCAGCTCACGGTCACATGGCTTTCTACGGCGCATATGCAATGAT
+TGTTATGACAATTATCTCTTACGCTATGCCTAAGTTACGTGGTATTGGTGAAGCTAACTGTAACAAAGCG
+CAAGTAGTTGAAATGTGGGGCTTCTGGTTAATGACAGTGGCTATGGTATTTATCACCTTGTTCTTAACAG
+GTGCTGGTATCTTACAAGTATGGTTACAACGTTTACCTGAGTCTGGTGAAGCTTTAAGCTTTATGGCAAC
+TCAAGATAAACTTGCTATCTTCTACTGGTTACGTGAAATTTCTGGTGTTATCTTCCTTCTAGGTTTGATT
+TCTTACATCACTAGTTTCTTCATTACAGAAAAAAAAGCTCAAGCATAATGTAAATATGTCTTGTTGACTG
+ACAAAAAGCCGTGACACTGTCGCGGCTTTTTTTTTGCATTTATATTATACCAATCCCATTAAATTATTGC
+CCACTTGTGCTGGTTAAAATACTCCAAGGCGGCGTTGCTCTCAATCCCAATAGCCAGCTATTGCTCAATC
+GAGCGCCTTGCCCTGATTTATTTTTCCTATGCACAACAAGATCACAAACTTAATGGAATTGGTATTATTC
+ATCCTATTTTATCTTCACTTTACCGAAAATCGTTTTATCCTATCTTTAGTAGCTGTTACTTTGCGTCACC
+CTATAATTAACTAATGTTAATTTCAGCCAACTTAATCTGATGAGGATTTCATTATCTCTGCTTCAACCGC
+TCAAATATTCCAACATAGGCAGAAAGGCTTAAGCTTTCTCGTCCCTTTTATGGTGATGCTAAGTTTATCA
+TCCAGCCCTGTTTTAGCTGCTCAAGAGTCTGAGCAACGGCAAAATAAACATGAACGCAAACTGGCTATCG
+ATGAGAAAAACATCACAAAGCACAGCACTAAGGTCAATGGACAGAAGTTTAAATATACTGCGACTACAGG
+AACGCAGCCTGTTTGGGACGAAGAAGGTAATCCAATCGCGAGTTTGTTTTATACCTACTACCAACGAAGT
+GATGTAAAAGATAGCGCTAAACGTCCATTGGTAATTTCCTTTAATGGCGGGCCAGGCTCTGCTTCAGTCT
+GGATGCATGTGGCTTATACTGGCCCCAGAGTGCTCAATGTGGACGATGAAGGTTATCCATTACAGCCTTA
+TGGCGTAAAGACTAATCCCTATTCAATTTTAGATGTTGCGGATATTGTTTTTGTTAACCCGGTAAATACG
+GGCTACTCACGTGTGTTGGCTGGTAAAGACGGAGAAATGCCAAGTAAAGAGCAGCAGAAAAAAATGTTCT
+TTGGCGTTAATGCTGATATTAACTATTTAGCCGAGTGGCTTAATACCTTTGTAACGCGAAATAATCGCTG
+GCGCTCACCTAAATATTTAATTGGTGAAAGCTATGGCACTACACGTGTTGCCGGTTTGGCCAAAGAGCTA
+CAAGAACGTCAATGGATGTATGTTAATGGCGTGATTTTAGTTTCACCAACCGATATTGGTATCAAACGAG
+ATGGACCGGTAAAAGCGGCAAATAGACTGCCTTACTTTACTGCTGCCGCTTGGTACCACAAAGCCTTAAC
+TCCTGCGCTTCAACAAAAGCCTTTAGCAGAACTACTTGCAGAAGTTGAAACCTTTACACTTAGTGAATAT
+TTACCAGCTTTGGCTAAAGGCGGCTTTATTACCGCACAAGAAAAGCAAGTTATTGCTGAGCAAGTTGCAA
+ATTATGCCGGTTTATCAGTAACAGCCGTTATTAATAATAATTTAGATATCGATAATTCATTTTTCTGGAA
+AGAATTATTACGAGATAGAAAGCAAACTATTGGCCGTTTAGATTCTCGCTACTTGGGAATTGATAAAAAA
+GTTGCTGGCTCTAGTCCTGATTATAATGCTGAATTAAGCTCATGGTTACACAGCTTTACCCCAGCAATTA
+ATTATTATTTACGTGAAGAATTAAATTATAAAACAGATATTAAATACAATATGTTTGGCAACGTCCGTCC
+GTGGGACCGTACTGGCAATAAAACCGGTGAGGGACTTCGCTCTGCCATGGCACAAAACCCGTATTTACAA
+GTGATGATTCAATCAGGGTATTTTGATGGTGCAACAAATTATTTCGATGCTAAATATACCATGTGGCAAT
+TAGATCCAAGTGGTTTGATGAAAGATAGGTTGTCATTTAAAGGGTATGAGAGTGGTCATATGATGTATTT
+ACGTCATGAAGACCTACGAGATGCTAATCAAGACATTCGTGAGTTTATTAAGAAAAGTTTGCCGGCGAAA
+GGACAAGCAGCCAAATACTAAAACATGATTACGTCAAAGTAGACTGATAACTAAAAAGCTTACTTGTAAA
+TAGTAAGCTTTTTTTATGTCTAATAATGCTTGATAGAGAACTGATATGGGTAATTAAGTGATAGTCCCGT
+TGAATTATAAGAATTTATTGTTAAAGTGATTCATTGTGCTATGTTTTTAACGTTAGCGTTTATTTTAGTA
+GGTTACACCTATTAATTTTTGCATCTGCTGAAATATATAGATCAAATGTACGGTGACTATATTGCAAATA
+AAGAAAGTGAAATGTGATCTTTATCGATTAAATTACCGTAAACAGTAAGTGATAGTTAGCGTTGAGCTAG
+GCACTATATTTAACCGTTAAATTGGTCATTAAATTAACAGTTAATTTAGGTGCACATTAATAATGTAAAC
+ACTTAAGGTAACCGAATAGGATGTTAAAAAAAGCACTGGTCTTGCTCCAAGATTACCTAAATCACTTAGG
+CTTTAAAGCTCAAATTCACTTTGAGTTAGAAGGTTGCTATAAAATCCCTGACCATATTAATGATATTGAC
+CTTACTGCAGTCAACCACAGCTTATCTATGTTGGATATTGATGGTGAAGTCGTTAATGAATATTGGAAAA
+ACCAATGGGAATATGTGTCCTTATTTAATGGTCAGTCTCCGCTAAAAGAAGCTGATAACTTAGTTCGAGC
+TATACATCACCTTCCCATAATATTTGCTCAACATGGCATTACGGAAACATTAATTCAACCGGTAGTTTGG
+TCGGGTGATCAAGGAAAGTTAGCGCTAGGCTCTCGCGATATTTTTACCACGGATACTCGGGCTGTTCATA
+TACCCAATGCAATTCAAATCAATGTCAGTGTTATCAATGAGCAGGGAGTTAATATTATTTCCCATGATGG
+TTTTGGTGAATACTTACAGCAATGTTTTTTGCAAACGAGTAAAGCATGTAGTCTTTTATATTTGCCCGAA
+GAAGAAGCATTCGAACGTTTAAAATTAAAATCATACTATGGCTTGGCAGAAGAGCTTTGTTCTCCTTGTG
+ATATTTCCGGTGGGCATCAAGGTAGTATTGCGCTGTATAAAGAGTTAGGTAAGCATAATCAACAAATGGG
+TGAAGAGACCTTATTATTTGATCAACATAATAAAATACTAGTTACCGAGCAAAATTGGCAAAAAACAGCA
+CGTATAGAACACCGGCTAGGCGCTTCAAGTACGTCTTATAATCCCCATGTTAATGTTTTATTTTCTTTAA
+TGAATGTTGTTGATGCCCTTGAGGTATATCTGCAAGAAAGTTGCCTATCTGATTTATCTTCTTCAATACC
+AGCCATCGAATTACCCAAGTCACTATATAACCAATACCAAAAAGCGGCCGGTGGCGCTAAAGACTCTCTT
+GGTGCTATTGAACTATTTACTCGTTGTCCTTGGTTTAGTGAACGTATCAATAAGGTACAGCAGTTTATGA
+TTTCAATAAACAATGACAGTCACCAACCTGCTTATTTAGGTGATTTAATTAAGCAACAAATTCTCGCTAA
+ATATCAAGCTAAAAAAATAGCATTACCTATTAACTTTAATTACACACTATAGGCGGCGTTTTATGGACAC
+TTACAAAGACAACGAAGTAAACGAGCCCAAGTCACCAACGTTAACCGGGGATTCCATAAATGGAAAACGT
+GCTGAATTAAAACGCTATTTTAAAGCAACGTGGCAACGTTATGATTCTTTGTTCTCATTGGTCAATAATG
+ATGAGGCGTATTATCAGAGACCAGAGCCGTTGAGACATCCATTGATTTTTTACTTTGGACATACCGCCTG
+TTTTTATATAAATAAACTTATATTAGGTAAATATATTGATGAGCGCATTAACCCTCGAATCGAAGCAATT
+TGCGCCGTTGGTGTAGATGAAATGAGTTGGGATGATCTGAATAGTGAACATTACGATTGGCCAGCAGTCG
+ATGAAGTAAGAGTGTACCGACAACAAGTCTTCAATGTAGTAGATCATATCATTGATACTATGTCGCTAGT
+ATTACCTATTAAGCAAAATTCATTAGCATGGATTATTTTAATGGGCTGTGAACATGAGCGTATTCACATT
+GAAACATCTTCAGTAATTATGCGGATGTTGCCATTAGCTTCATTAACACCGAATGAATGTTGGCCTACTT
+GCTTGCAAACCGATAGTCCGCCAAATAATGTATTGATGCCAGTAAAGGGAAGTGTGATTGATTTTGGCAA
+GCCTACTTCAGATGATAGCTTTGGTTGGGACAACGAATACGGATGTGCAACCTTAGCCTTAGATGATTTT
+CATGCTGCAAAATACTTAGTGTCTAATGAAGAATTTTTGAGCTTTGTCGAGTCAGGTGGTTATCAAAATA
+ATTTTTTATGGACCCAAGAGGGACAAAAGTGGTTGGCATATAGCGAAGCGACGATGCCACGATTTTGGTT
+AAATAAATCGGGTGAATATTGGCAGCGAAACTTGTTAAATGAAATGCCTTTGCCGCTTGATTGGCCAGTA
+GAAGTAAACTATCTAGAAGCTAAAGCTTTTTGTAATTGGAAAAATAGCTTAGGTGACAAAGTATTAACTA
+TTGAAGGCAAACAAGGTCATTACAGATTGCCTTCTGAAGCCGAATGGCTGTCTTTACGAGAGCAAGTTGA
+AGGTGATTTACTGTCATGGCACAAAGCGCCAGGTAATATTAATAGTGAATACTTTGCTTCTTCTTGCCCG
+ATAAATTTATTCTCGCAAGGTGATTTTTATGACATTGTCGGTAATGTCTGGCAATGGACAGAATCAGCCA
+TTGATGGTTTCAATGGTTTCTCAGTTCATCCTTTATATGATGATTTCTCTACGCCTACCTTTGATGGTAA
+ACACAACCTAATTAAAGGAGGGTCTTGGATCTCGACAGGTAATGAGGCGATGCAAAATTCTCGTTATGCT
+TTTCGTCGGCACTTTTTTCAGCATGCGGGCTTCAGGTATGTAGTAAGTAAAAATGAGAATGTACCGAATT
+TAGCTGATAATCACTATGAAACCGATACTAAAGTGTGCCAGCAACTTCATAATCACTTTGAACAGCTAAA
+TTCATTGAGTGCTTCGTTATATAATAAAGAGCAACAAGCTAGAAAAGATCTGAATCTAGCTATCAATGAA
+CCGCATCTAGCGAATAATTACTTAGAAAAACTCGCTGACACCATTATTAGAGTAGTTGATAAATATAACG
+TAAAACCAATGTCCAAATGTCTAGATTTAGGCTGTAATGTTGGCGGTTTAAGTTTTATCTTGGCTAAGTA
+TTATGCTTCGATCGATGCGGTTGATTTTTCTGCTAGATATATTCAATACGGTGTAAAGCTCCAACAAGGG
+GAATCGATACGATATGTAATGCATCGAGAAGGTGAGCTGATTGATTTTCATGAGTTTAGCTTACCAACCC
+AATTACAGGAAGAATCAAAAAAAATTCACTTTAGCCAAGGGGATATTGGTAATTTAAAAAACATATTTAC
+GGGCTATGATGTCATTGTTGCCCAAAATGTTTTAGAGAAAAGTTATGATCCCGCGTTGTTTTTAGCGCAC
+GTTCACCAACGACTTAATGCACAGGGTATATTGGTTATTATTTCAGATTATCAATTTACTGAAGAAGTAA
+CAGATAAAACTAAATGGTTAGGTGGACAGAAAATCAATGGTGAAAACTTGACCGGCTTTGAGGCATTAAC
+TGCTTTATTGTCTAAAAAATTCACCTTGGTAATTGAGCAAGAAGTCACTCAAATAATTAAGACCAATACG
+CGTCACTTTGAGGTCGTTCAACCTCAATTAACAATATGGCAATTGAGAGAAGATAATCGATATTAAGCGC
+AAAAAAAGTAAGACTATGGCGCTTTTTATAAATAGTAATTGTTGGTAGTAATAGATACGTTAAAAGTGTC
+TGTATCACCTATTTTTACTAAGTTCCTGAGACGCCAATACTAATTGTAAAATGTAAAGCTAATGTAGTAT
+GAGATACTAATAACAATGCTTATGGCTTTATTGATTTCTTTTTAGCCTAAACAGCTGTATAATGCGCGCC
+CAATTATAGTCCAATTCGTTTGTCTGCTTAAAGTAGCGGTCAACGACAGTAACAGCGAGTAAAGCCTGTG
+TTAGATAAATTAAGAAATGTGGCAATTATTGCTCACGTTGACCACGGAAAAACCACTTTAGTTGATAAAT
+TATTAGAGCAGTCTGGTACCCTAGATACGCGTGGCGGTCTAGAAGAACGTACGATGGATTCGAATGATAT
+CGAAAAAGAACGTGGTATCACAATCTTAGCTAAAAATACGGCTGTTAACTGGAATGGCTACCGTGTAAAC
+ATCGTAGATACTCCTGGCCATGCTGATTTTGGTGGTGAAGTTGAGCGTGTAATGTCAATGGTAGATTCAG
+TTTTACTTATTGTTGATGCACAAGAAGGCCCTATGCCACAAACGCGTTTCGTAACGAAAAAAGCGTTTGC
+TCAAGGTTTAAAACCAATTCTTGTTATTAACAAAGTTGATAAGCCTGGTTCTCGTCCTGATTGGGTTATG
+GACCAAGTTTTTGAATTGTTTGATAACCTTGGCGCTACAGATGAACAGCTTGACTTTAAAGTTGTTTACG
+CTTCAGCAATCAATGGTTGGGCTTCGTTAGAAGAAGGCGTTACTGGCACTGACATGACTCCTTTATTTGA
+TACTATTATTAAAGAAGTTCCACAGCCAATCGCTGATCCAGAGGGTGCATTTCAAATGCAAATCTCTCAA
+CTTGATTACAACTCGTACTTAGGTGTAATTGGCGTTGGTCGTATTACTCGTGGTTCTGTTAAGCCGAACC
+AACAAGTAACTATACAATTAGCAAACGGCGGCGTTCATAACGCTAAAGTAGGTAAAGTATTTGGTTATTT
+AGGACTAGAGCGCCTTGATATCGCTGAAGGTTTTGCCGGTGATATTATTGCAATTACTGGTTTAGGCGAA
+TTAAAGATTTCTGATACTGTTTGTTGTCCAACAGAAGTTGAAGGTTTACCTGCATTATCTGTTGATGAAC
+CAACTATCAACATGACGTTCCAAGTAAACACTTCACCATTTTGTGGTAAAGAAGGTAAGTACGTTACTTC
+ACGTAACATCAAAGATCGTTTAGACAAAGAATTGATTCATAACGTAGCTTTACGTGTTGAGCAATTAGAA
+GATGCTGATAAATTTAAAGTATCAGGTCGTGGTGAACTTCACTTAGGCATTTTAATTGAAAACATGCGTC
+GTGAAGGTTTTGAATTAGCTGTATCACGTCCAGAAGTTATTATTCGTGAAATTGATGGTCAGTTACAAGA
+ACCATATGAAACAGTAACGATTGATGTTGAAGAACAACATCAAGGACCTATCATGGAGAAGATGGGTGTT
+CGTAAAGCTGAATTAACAGATATGGCACCAGATGGTACTGGCCGTATTCGTATGGATTTCATCATGCCAA
+GTCGTGGTTTGATTGGTTTCCAAACTGAATTCATGACATTAACGTCAGGCTCTGGTTTGATTTATCATAC
+ATTCTTTGAATACGGACCTCACAAGGGTGGCGAAATCGGCCAACGTAAAAATGGTGTAATGATCGGTAAT
+GCAACAGGTAAAGCATTAACTAACGCTATCTTTAACTTACAATCTCGTGGTCGTATGTTAATCGGACACG
+GTGTTGATATTTATGAAGGTCAAGTTATTGGTATTCATAGCCGCGATAACGATTTAACAGTAAATGCCCT
+TAAAGGTAAGCAGTTAACTAACGTTCGTTCATCAGGTACTGATGAAGCACAAACATTAACGCCACCTATT
+GTTATGTCTTTAGAGCAAGCATTAGAATTTATCGATAACGATGAATTGGTAGAAGTTACACCAGAAAGCA
+TTCGTATACGTAAAAAATTCTTGAAAGAGAATGATCGTAAACGTGAAGGTCGCGGTGTTAAATAATTATT
+AACTCACTTTTGTGAGTTTTAAATAAAAAGCGCCTATTACATAAGTAATAGGCGCTTTTTTTATGTCAGA
+ACTTCTTAGGTAAATAACTAACTGTCTTTGTAAGATATCTCTGCAATTACTGCCAGTTTTATCAACAATA
+GCGATAATATTTCCTAGTAAGTGACTGTTTATACATAGTAAAGGGGAATAATATTTCAATATATAAATAT
+CTTGTTACTTCTACTTTAGAAATAACTCAGCAGATAATATATTTTATAACTACCCTTATAGGTATCAAGC
+AGTAAGTTATAAACTGCTCTGTCCACACAAAAGGAATTGTATTATGACCCCAGCACAGCTAAAAGAACTC
+CAAGAGCTAAGCCATATTTTTAGTCAAGGTAAAGCTAGCCCTCAACAAATGCAGCAGCTTTCAGCTTTAC
+TGGCTCAAATTAATTGTTACGGTGAAGAAAATAGAGCGGAAGAAAGTGAGCAAGTTAACTTTATTGATAC
+TCCTCACTTTGGATGATAGTGAATAGCTATTTATCTGAAGCGGGCAAGGGCAGCTTAGCGCTTATCCTTA
+CTAGCCGTAATCTTTATAAGTTGCCGCATCTATTATCGACCACACATGAAATACTCCAGCTATAATTGCT
+GGAATGACCATCCACCAAAGTGCATAGCCACCCACACATACAATTGCAAAAATCAATGCAGCCATTAACC
+TGCCTTGCACTAGTTGCCCTAATCCAGGGAAAAAAACATTACATATAGCAGAAATTACATTACCTGCAGA
+ACCTTGACTCGCCATCAGTCACTCCAAATTATTCTATAGTGAAACTAGCGTGAGGCTAGCTAATTAATTG
+TCTCTATCTTAATATATATACTACTTAGGGCAAATCAGTAAATTGTTAACAAATATGAGTTTATTCAACG
+AAAAAAAGCTAATTAGTTTTTGGCATGACAATAAAGAGTTACTTTTTTATTTTACTCGCCGAGTTCGACG
+TGAGCAGATACAAGTTGTTGCCGGTTATTTATCTTATGTTTGTTTAATGTCATTGGTTCCACTAATTGTT
+GTCATGTTATCGGTAATGACTGCATTTCCACTTTTTGCTGAGTTACAACAAAGTATTGAACAATTTGTTT
+ATCAAAATTTTGTACCTGCTGCTGGAGATGTGGTGCAACAGTACTTAACTGGCTTTGTGGCAAATGCTTC
+AAAAATGTCGGCTGTCGCAATCTCTTTTTTGTTTTTAGCGGCACTATTATTGATTTCATCAATCGATAAT
+ACTTTTAATAAAATTTGGCGGGTCACTGATAAGCGGCGCACTATTACCTCATTTGCTATGTATTGGATGG
+TATTAACCTTAGGTCCAATATTGGTTGGCGCAAGTATTGCGTTATCCTCTTACTTAGTTTCAATTGTCGC
+TGTTGATGAATACGATGTATTAGGCCTGTCTGATATGTTTTTACGCATGTTACCACTGCTTTCTTCCATA
+ATCGCCTTTATCATCCTCTACATAGCGGTACCTAATAAAGCCGTACCTTTCAGATTTGCTTTATCGGGTG
+CCATTGTTGCGGGTGTTCTATTTGAATTGGCGAAAAAAGCGTTTGCTTTGTATATAACTGCATTTCCTTC
+TTACCAAGTAATTTATGGTGCTTTAGCTACTATCCCTATTATATTCCTGTGGGTTTATGTCTCTTGGATT
+ATTGTACTAACAGGGGCATTAATCACTGTTTCTTTACAAGAATATGAAATATTAAAAGAGAAAAAAGTAA
+AAGAAAGCGATAGAGCACAAGTAAAGGATGAGGAAATATCATGATAGCGTTAATACAACGGGTAAGTCAG
+GCAAGTGTCACAGTTAATGGTGAAATCATAGGGGAGATAGAAAAGGGTTTATTAGTTTTCCTTGCCATTG
+AACCGTTAGATAATGAGCAAAAGGCAAAACGATTAGCTGAGCGGGTTGCAGGTTATCGTGTTTTTAATGA
+TGAAAATGACAAGATGAATCTTAATGTTAAACAAGCAGAGGGGAATATCTTAGTGGTATCCCAATTTACC
+TTAGCGGCAGATACCTCTAGTGGCATGAGACCAAGTTTCACTACAGCAGCAAAGCCAGAGTTTAGTAATC
+ATCTATATCAGTTCTTTGTTACCCAACTTAGAGATAAAGGTTTTGATGTTCCTACTGGGGAGTTTGCTGC
+CGACATGAAAGTAGCCTTAATAAATGATGGACCGGTCACTTTCACACTGACCATTTAACCTCCCTTAGTG
+TTATAAACCTTACCAGCCACAGCACTGCTTATTTTTTAACTAATTAAACTATCACTTTATAGTAAGTGGT
+GTTATAATCTCGCGCCCGTTAAGTTTGAGTTATGGCTTTAATGCCTAAATTCTATACAAGACGGGGGTCT
+TTCAAAAGGCAGTGACGGGTCAATTTTCGGCCTTAAATTTTATATTATCTTATTGTTTATCTTGCATTTA
+GCAAGGTTTAGAAAAAAGATAACAATGGAGCAAAATCAATGATCCAAATGCAATCACAGCTGAATGTTGC
+TGATAACAGTGGCGCTAAGCGTGTTCAATGTATAAAGGTTCTTGGTGGCTCGCACCGTCGCTATGCACGC
+ATTGGTGATATCATCAAAGTTGCCGTAAAGGAAGCAAGTCCTCGCGGTAAAGTAAAAAAAGGTGATGTTC
+ACACTGCGGTAGTGGTGCGCACTAAGAAAGGTGTTCGTCGTACAGATGGTTCTGCTATCCGTTTTGACGA
+AAACGCGGCTGTAATGTTAAATGCTAACTTACAACCAATTGGTACTCGTATTTTCGGGCCTGTGACACGT
+GAACTTCGTAATGAAAAATTTATGAAGATCGTATCATTAGCACCAGAAGTACTATAAGGAGTCACGATAA
+TGGCATCTAAAATTCGTCGTGATGATGAAGTAATTATACTTGCAGGTAAAGACAAGGGCAAAACTGGTAA
+AGTTACCAAAGTTCTTGTTGAAGACGGCAAAGTATTCGTAGAAGGTATTAACCTAATCAAGAAACACACT
+AAGCCTGTACCTCAGTTACAGCAGCCTGGTGGGATTGTTGAAAAAGAAGCACCTTTACAAGTTTCCAACG
+TAGCGATCGTTAACTCAGCAACGGGTAAAGCAGATCGTGTTGGTTTTAGAATTGAAGACGGCAAAAAAGT
+ACGTTTTTTCAAATCTAATAACGAATTAATTTAATTGGAGTAAACGATGGCGAAACTGCATGATTTATAT
+AAAGATACAGTTGTAGCTGAGTTGCAAAAGCAATTTGGTTATAAAAGTGTCATGCAAGTCCCTCGGATTG
+AAAAGATCACCCTTAACATGGGTGTTGGTGAAGCTATTTCTGATAAGAAAGTTTTAGAACACGCCACAAA
+TGATCTTACTGCAATCTCAGGGCAAAAGCCGATCACGACAGTAGCACGCAAATCAGTTGCGGGCTTCAAA
+ATTCGTGAAGGCTACCCTATTGGTACGAAAGTAACTCTACGCGGCGAGCGTATGTGGGAATTTTTAGAGC
+GTTTAATCTCTATTTCTATTCCTCGTATCCGTGACTTCCGTGGCTTAAATCCTAAGTCATTTGATGGTCG
+TGGTAACTACAGCATGGGCGTTCGTGAGCAAATTATCTTCCCTGAAATCGAATACGATAAAATCGATAAG
+ATTCGTGGATTAGATATCACTATTACTACTAGCGCGAAAGATAACGAAGAAGGACTAGCTTTATTGTCTG
+CCTTTGATTTCCCGTTCAAGAAGAAGGTGTAGAGTTATGGCTAAAACGTCAATGAAAGCTCGTGAAGCTA
+AAAGAACCAAGTTAGTAGCACAATATGCTGAAAAGCGTGCTGCGTTAAAAGCAATCATCTCAGGTACTGA
+TTCTTCGGATGAAGAACGCTGGGATGCTGTATTGAAACTTCAAAGTTTACCTCGTGATTCGAGCAGTAGT
+CGTCAACGTAACCGTTGTAACATTACTGGACGTCCACATGGTTTCTTACGCAAATTTGGTTTGAGCCGTA
+TTAAATTACGCGAAACTATGATGCGTGGTGAAGTTCCAGGTCTTAAGAAAGCTAGTTGGTAATTCACGGG
+AGTAAATGGTTATGATGACTGATCCTATCGCGGACATGTTTACACGCATCCGCAACGGTCAATCTGCAGC
+AAAAGTTGCAGTACAAATGCCATCTTCTAAAGTTAAAGTTGCAATTGCTACTTTGCTTAAAGAAGAAGGT
+TATATTTCAGAGTTTTCAGTATCAGGTGAAGTTAAACCTGAACTAGCTGTAACATTGAAGTATTTTGAAG
+GTAAAGAAGTAATTGAAAAGATCAAACGTGTTTCACGTCCTGGTCTTCGTATATACAAAAGCTGTGATGA
+ACTTCCTAAAGTTCTTGCAGGTATGGGTATTGCGATCATTTCAACTTCTAAAGGTTTGATGACGGATCGT
+GCCGCTCGCTCTGCGGGTATTGGCGGTGAAGTTCTTGGTTTCGTAGAGTAAGGAGAATAATATGTCTCGT
+GTTGCAAAAGCACCTGTCGTTGTTCCTGCTGGCGTTACCATTACGTTATCAGGTCAAGACATTACAGTTA
+AAGGTCCAATAGGCGAATTATCTCGCACGATCCACAGTGACGTTGTTGTTTCTCAAGAAGAAAACAACAT
+TATTACTAATATCGTTGCTGATGTTAAAGGCGCTTGGGCTCAAGCCGGTACTACACGTGCTTTAATCAAT
+AATATGGTTGAAGGTGTTAGTAAAGGTTTTGAAAAGAAATTAGTTTTACAAGGTGTTGGTTACCGTGCCA
+AAGCTGCTGGTAAGTCTTTAGACTTATCTTTAGGTTTTTCACACCCAATCAAACATGCGATTCCTGAAGG
+AATTACTTGTGAAACTCCTAGCCAAACTGAAGTTACACTGAAAGGTTGTGATAAGCATTTAGTTGGTCAA
+ACCGCTGCGAACATTCGTGCATACCGTAAACCTGAGCCTTATAAAGGTAAAGGTGTTCGTTATGTTGATG
+AATACGTTCGTCGTAAAGAAGCTAAGAAGAAGTAGGGTAATACTATGGATAAGAGATCATCTCGTTTGCG
+CCGCGCTAAACGCGCTCGTGCAAAAATTAGCGAGTTGGGTGCGAATCGTTTAGTTATATTCCGTACTCCT
+CGTCACATTTACGCTCAATTGATCGCTCCAACTGGTTCTGAAGTAATCGCATCTGCGTCTACTTTAGACA
+AAGAAGTTAGTGCTCAAATTGAAAAAACAGGTAATGTTGCAGCAGCAACTGCAGTAGGTAAAGCAATCGC
+TGAACGTGCTGTAGCAAAAGGTATCACTAAGATAGCTTTTGATCGCTCTGGTTTCCTTTACCACGGTCGC
+GTAAAAGCGTTAGCAGAAGCAGCTCGTGAAGCTGGTCTTCAATTCTAGGGGTTGATAATGGCTAATCATA
+ATCAAGAAAACTCACAGCAAAGTGATATGGCTGAAAAGCTAATTGCCGTTAACCGCGTTTCAAAAGTGGT
+TAAAGGTGGTCGCATATTCAGTTTTACTGCACTAACAGTAGTTGGTGACGGTAATGGTCGCGTTGGTTTT
+GGTTACGGTAAAGCACGTGAAGTGCCTGCTGCAATCCAAAAAGCAATGGAAAAAGCGCACCGTAACATAG
+TAACGATTGACTTGAAGGGTACTACTCTTCAACATGTTATTACGGGCAAACATTCTGGTTCTAAAGTCTT
+CATGAAACCAGCTTCTGAAGGTACAGGTATCATCGCCGGTGGCGCGATGCGTGCAGTACTTGAAGTTGCA
+GGCGTTCAGAACGTATTGTCAAAAGCATACGGTTCTACTAACCCAATCAACGTAGTTCGCGCTACTGTTT
+CTGCCCTAGTGAATATGCATTCACCAGAAGGCATGGCAGCTAAACGTGGCAAACGCGTTGACGAAATTTT
+GGGGTAATTGAGAATGTCTAAAACAGTTAAAGTAACTCAACTAAAAAGTTCTATCGGTCGTTTACCGAAG
+CATAGAGCTACATTAAAAGGCCTTGGTCTACGTCGTATCAATCATACAGTTGAGTTAGAAGACACTCCAT
+CTGTACGTGGTATGATTAACAAGGTTTACTATATGGTTAAGGTGGAGGATTAATTATGCATTTAAATACT
+TTATCCCCTGCACCGGGATCTCACAAAGCTAGAAAACGCTGTGGTCGTGGTATTGGTTCAGGCATCGGTA
+AAACTGGTGGTCGTGGTCATAAAGGTCAGAAATCTCGTTCTGGCGGTAGTGTACGTCCAGGTTTTGAAGG
+TGGTCAAATGCCATTGAAACAACGTTTACCTAAATTTGGTTTTACTTCACGTAAATCTTTAGTTCGCGCT
+GAAGTTCGTTTACACGAATTAAACCTTATCACTGGTGATGTTGTTGATATTCATGCACTTAAAGACGCTG
+GCCTAATTACACGTAATATCGTAGCTGTTAAAGTTATGTTATCTGGCGAAATTACTCGTCCAATTACATT
+ACGTGGTATTGCAGTAACTAAAGGCGCACAAGCAGCTATTGAAGCTGCTGGTGGCAAAGTAGAGGAATAA
+TACACAATGGCTACACCAGGAACGGCTACCTCACAAGGTAGTAAGGGCGCAGGCGGTTTGTCTGAGCTTA
+AACAAAGATTATGGTTCGTATTCGTTGCCTTAGTTGTGCTTCGTTTAGGGTCTTTTGTGCCAATCCCTGG
+TATTGACGCCGCTGTATTAGCTCAGTTCTTTGAACAACAAAAGGGCACTATCGTAGAGATGTTTAACATG
+TTCTCCGGTGGTGCACTTGAGCGAGCCTCAGTGTTGGCACTTGGTATTATGCCGTACATCTCAGCTTCGA
+TTATTATGCAATTGCTTACTGTGGTTCATCCCGCAATGGCAGAGCTTAAAAAAGAAGGTGAAGCTGGACG
+TCGTAAAATCAGTCAATACACACGCTACGGCACTTTAGTTCTAGCAACAGTACAATCAATAGCGATTGCC
+AGAAGTTTACCGGAAATGATGCAAGGGCTTGTTATTAATGCAGGCTTTAGTTTCTATTTCACCGCAGTAA
+TTAGTTTGATCACTGGTACCATGTTTTTAATGTGGTTAGGTGAACAAATTACTGAACGCGGTATCGGTAA
+TGGTATTTCGATTATTATTTTTGCAGGTATTGTTGCTGGCATGCCATCCGCGGTTGGTCAAACAGCTGAA
+ATGGCGCGTCAAGGTGAATTGCACTTATTAGTATTATTGCTTATAGGCGTTGTGGTATTTGCAGTAACTT
+TCTTAGTAGTATTTGTGGAACGTGGTCAACGACGTATTGTTGTTAACTACGCTAAACGTCAGCAAGGCCG
+TAAGGTGTTTGCTGCGCAAAGTACCCATTTACCTTTGAAAGTGAATATGGCTGGTGTTATACCGCCAATC
+TTTGCCTCAAGTTTAATCTTGTTTCCAGGCACGCTTGCGAGCTGGTTTGGTCAAGGTGACGGCCCCGTTG
+CTGACTTCTTACAAGGTGTTTCAGGAGCTATGTCTCCAGGACAACCTTTGTATGTAATGATGTTAGCAGC
+AGCAATTATATTTTTCTGTTTCTTTTACACGGCTCTTGTTTTCAATCCGCGTGAAACTGCAGATAACTTG
+AAAAAGTCTGGTGCGTTCATTCCAGGGATTCGTCCGGGTGAACAAACATCCAAATATATTGATAAAGTCA
+TGACACGTTTAACCCTTTGTGGTGCGGCGTATATTACCTTTGTCTGTTTGGTTCCACAGTTTATGATCAT
+GGCATGGGACGTACAGTTCTATTTCGGCGGGACATCTTTATTGATTATCGTAGTAGTGATTATGGACTTT
+ATGGCACAAGTACAAACGCATATGATGTCTCATCAATATGACAATGTACTTAAAAAAGCGAACTTGAAAG
+GCTATGGTCGTTAGACCGAGTTGATTTAGTTAACGGAGTATAAAATGAAAGTACGTGCATCCGTAAAAAA
+GATTTGTCGTAATTGTAAAGTGGTAAAGCGTAAAGGCGTAATTCGCGTTCTTTGTGTTGAACCAAAGCAC
+AAACAAAGACAAGGTTAAGCTTAGCTTTTAACCTAATATCTTTTAGAAGTGGCATTATGTAGATTTATCT
+GTATAATGCCGCTTCGATTTGCAGAAAAAGAGAATGGTTGGGTATCCTAACGGGCTTTCCAACCAAAGTA
+ATTTTAATTATAAATAGGAGATGTGATTAGTGGCCCGTATCGCTGGCATTAACATCCCTGATCGTAAGCA
+TGCAGTAATCGCCATTACTGCGATTTACGGTATCGGAGCTACACGTGCGAAAGCAATTTGTGCAGCTACT
+GGTATCGCTGAATCAACGAAGATCAGTGAATTAGACGAAGCAAAAATAGATTTGCTACGCGCTGAAGTGG
+ATAAATTTACCGTTGAAGGTGATTTACGCCGTGAAGTTTCAATGAACATTAAACGTCTTATGGATTTAGG
+TTGTTACCGTGGCATTCGCCATCGTCGCAGTCTTCCTCTACGTGGTCAACGCACTAAAACAAATGCGCGT
+ACCCGTAAAGGTCCTCGTAAGCCAATTAAGAAGTAAGAGGAACTAGACAATGGCTAAAACACCAGTTCGT
+ACGCGTAAACGCGTAAAAAAACAAGTTGCTGATGGCATGGCTCATATCCATGCTTCTTTCAACAACACAA
+TCGTGACTCTTACAGACCGTCAAGGTAATGCGTTATCTTGGGCGACTGCCGGTGGTTCAGGTTTCCGTGG
+TTCACGTAAATCAACTCCGTTCGCTGCGCAAGTAGCTGCAGACCGCGCAGGCGCTGTTGCAAAAGAGTTT
+GGCTTGAAGAATATTGAAGTGTTCGTAAAAGGTCCAGGTCCAGGTCGTGAATCTGCTATCCGTGCCTTAA
+ATGCTGCTGGTTTTAAAATCACCAACATTACTGACGTAACACCTATTCCTCATAATGGTTGTCGTCCTCC
+GAAGAAACGTCGCGTTTAAGCGCTTTTTTTTAGGATAGTTGGAGAAAGAAAATGGCTAGATATTTAGGTC
+CTAAGTTAAAACTTAGTCGCCGCGAAGGTACAGATTTGTTCCTTAAAAGCGGTGTTAGAGCAATTGACAC
+TAAATGTAAAATCGAAACAATACCAGGTCAGCACGGCGCCCGTCGCGGTCGTTTGTCAGACTATGGTGTT
+CAACTTCGTGAAAAACAAAAAGTTCGTCGTATTTTTGGCGTGCTAGAAAAACAATTCAGTAATTACTACA
+AAGAAGCGGCACGTCAAAAAGGCAACACAGGTGAAAACTTGTTACAGCTTTTAGAGACTCGTTTAGATAA
+CGTAGTTTACCGTATGGGTTATGCAAGCACTCGTGCTGAAGCCCGTCAATTAGTTAGCCATAAGGCTATC
+GTGGTAAACGGCGTTGTAGTTAATATTCCATCTTTCACTGTTAAAGCTGAAGATACTGTTTCTGTTCGTG
+AGAAGTCTAAAACTCAAGCGCGTATTATCGCTGCTTTAGAATTAGCTGATCAACGTGAGAAACCACTTTG
+GGTTGAAGTAGATACTAAGAAGCTTGAAGGCGTTTTCAAACGTGTTCCAGATCGTGCTGACTTATCTGCC
+GAAATTAATGAACAGTTGATTGTTGAACTTTACTCTAAGTAGAGTTGCACTTTAAGAGAGGACATATATG
+CAGGGTTCTGTAACCGAATTCCTTAGACCACGCTTAGTTGGCATTGAAACCGTTAGCCCTCGTCGTGCTA
+AGGTAACTTTGGAACCACTAGAACGTGGTTTTGGTCACACTTTAGGTAATGCGTTACGTCGTATTCTTTT
+ATCTTCAATGCCGGGTTGTGCCGTAACTGAAGTTGAAATTGACGGTGTTTTACATGAGTACAGTAGTAAA
+GAAGGTGTTCAAGAGGACATCATCGAAATATTGTTAAACCTTAAAGGGCTTGCAGTTATTTTAGAAGGCA
+AGAATGAAGCCGTTCTTACCGTAACTAAGTCTGGTGAAGGCCCTGTAACGGCAGCTGATATACAACATGA
+CGGAGATGTAACAATTGCAAATCCTGATCATGTTATCTGCACCTTAACAGGTGAAGGTTCTATCAGCATG
+CGCATTAAAGTTGAAATGGGACGTGGTTATGTTCCCGCTTCTGCGCGCCGTGATGCCGAGGAAGAAGATC
+GTGCTATTGGTCGTTTGTTGGTTGACGCCTCATTCAGCCCAGTAGTTAGAATTGCTTATGATGTTGATTC
+TGCACGTGTTGAACAACGTACAGATTTAGACAAATTAGTTTTAGATATGGAAACCAATGGTACATTGGAT
+CCGGAAGAAGCTATCCGTCGTGCTTCAACTATTCTTGCTGAACAGCTTGATGCGTTTGTTGAACTTCGTG
+ATATCAAAGAAGTAGAGCAAGTGGAAGAAAAACCATTGTTCGACCCAATCTTGCTTCGTCCTGTTGATGA
+TCTAGAATTAACTGTTCGTTCAGCTAACTGTCTAAAAGCAGAAGCAATTCAATACATTGGTGATTTAGTA
+CAACGTGCTGAAGTGGAGCTTCTTAAAACGCCTAATTTAGGTAAGAAGTCTCTAACTGAAATCAAAGACG
+TGTTAGCGTCGCGTGGTTTGTCTCTAGGCATGCGCCTAGAAAACTGGCCACCTGAAAGCATTGTTGACAA
+CGACTAGTTCGATCATCATTTTTTTAATAGTTAGAGAGAAGGATTAACTTATGCGTCATCGTCAAAGCGG
+TCGCCAGTTAAACCGTAATAGCAGTCATCGTCAAGCGATGTTCCGCAATATGGCAAGCTCTTTAGTTAAG
+CACGGCGTTATTAAAACGACTGTTGCTAAAGCTAAAGAACTACGTCGTGTTCTTGAGCCACTGATTACAT
+TGGCTAAGACCGACAGTGTTGCAAATCGCCGTTTAGCGTTTGCTCGTACACAAGATAAAGAAGTAGTAGG
+TATTTTATTCAACGAACTTGGTGCTCGTTACCAAGAACGTCCAGGTGGTTATACTCGCATTTTAAAATGT
+GGTTTCCGTACTGGTGATAAAGCGCCTATGGCATATATTGAATTAGTAGACCGCCCAGTAGTAGAAGACG
+CTCCTGAAGTAGTTGAAGAATCAGCAGAAGCATAAACGAAAGTTTATACTTCAATTAAAAAACCGAGCTT
+AGGCTCGGTTTTTTATTATCTGAAATTTGATAAAACTATTAACCATGCATATAGTGACTATGTAGCCTTC
+ATCGTTAAACTTGTCGCTTTCTTCCTTGACCTAAACGTAAATTCACCGTATAAAATATCTATCGTACTTT
+AGTTTATCCTTTGAGCCTTTATGTCTTCACGCAATCCAATCATAGCAGTCACTGGCTCATCAGGAGCGGG
+TACATCAACAACGACTGCTTCCTTTGAGCATATCTTTAGAACACTCGGTATATCCTCTGTCAATGTAGAA
+GGTGATAGCTTTCATCGCTTCTCACGACAAGAAATGGATATGGAAAAACGTAAAGCGAAAGAAGCACGGA
+AAAACATTAGTTACTTTGGTGATCTTGCTAATGACTTTAGCGCTTTAGAGAAACAATTTCGTGATTATAG
+CGAAACAGGTAGAGGACAAATTAGGCGCTATTTACATACGTTTGATGAGGCCGTTCCGTACAATCAAATG
+CCAGGTACTTTTACTCCTTGGGAAGAATTTGGTGAAGGTACTGACTTGTTATATTACGAGGGGCTTCATG
+GCGGTGTTGTAACTAAGGATAATGATGTAGCAAAGCATGTCGATTTGCTTATCGGCATGGTACCTATTGT
+TAATTTAGAGTGGATTCAAAAGATTATTCGCGATACTAATAAACGTGGGCATTCTAGAGAAGCGGTGACC
+GCAAGTATCGTTCGCAGTATGGAAGATTATATCTCTTTCATCACCCCCCAGTTTTCTCGCACTCATATCA
+ATTTCCAGCGAGTACCTACGGTAGATACCTCTAATCCATTCAGTGCTAAGGCAATCCCTAGCTTAGATGA
+AAGTTTTGTGGTTATTCGCTTTCGTGAAGTCAAAAATGTAGATTTTCAGTATTATCTTCGTATGATTGAT
+GGATCATTTATGTCGCGAATTAATACCCTTGTCGTTCCTGGTGGAAAAATGGGTCTAGCGATGGAGTTAA
+TTTTAACACCGCTAATACGGGATTTAATGGATCGTAAAAACCAAGCAAACAAACAACTAGACTGGATGAG
+CGATTTATAACGATCGTTTATAAAAATTATTGATTTATATAAATACACCTCTAAAGTATCTAATTACTGT
+TGTTGGCTTTATATGCATTGCTTTCTGCTATTGTGTTTTATGGTATTCTGAATACTTTAATATTTGGGTC
+TATTAGAAGTCTTAATTTTTCAGCGAATAACTCTTAAAGCCAAAGTGGTAGAGTTATTCGCAGTACCAAA
+ATTAGTATTAAGGTTTTGGAGAGGAATAATACGATCATTTGTGTAAACAAATTCTCTATAATTGCACGTG
+AGGGTAAAGACTCTTATTAAAAGTGAAAATTACTTTATTTGCTATTTCATTGGAGTCAGTGACATCAAAA
+GGTCTTTATATGATTTCGACCTGCTGCCTTTGCTTCATAAAGCGCTTTATCAGCTTTAAATAATAGTTCT
+GATAAATCGTTCTCTCCTTGGTAACTCACGACACCAGCACTGACTGTTTGTGTTAAATCGTTTGAAATGA
+TTGACCACTCATACTGCTCAATGTTAGTTAACAACCTATTAGCAATAGATAATGCTGTATCTATGTCGGT
+ATCAGGCAGTAAAATTATAAATTCCTCGCCTCCAACACGACCTACAACATCACCTTTTCGAATGACATTA
+GATGCGATATTGGCAAGGCAAATTAACACTTGGTCACCAATATTATGGCCTAATTCATCATTCACTAACT
+TAAAGTAGTCAGCATCAAAGAAAATTAGCGAGAACGGTGTTTGGTTTTTCTTACTGTAGGTAAGACACTT
+TTCAGCCTGAAAATAGGTTTCTCGGCGATTAGCTATCTTTGTTAATTCATCAGTAAAGGCGAGTTTTTTA
+AATTGGTGTTTATGATGCATTTGTTTATAAGCAAATATTGACACCAATATTAATATAATTCCGACTAAGG
+TAATTATGATGAATTGCATCGATTTATTCCGTTGCAACATGTTCAATTGTATTTCTTTATCTTTAGCGTG
+CTGAACTAATAAAGTATTTTCATGCTTAATTCTATCAGTATCAAAGCGAGTTTGTAATTCAGCATTTAGC
+TTTGTAAGCACACTTTTATCTTGTGCTAAATGAACGTGCAGATGATTTCTTAACGCAAAGTAAGCACTTT
+TCCAGCTTTTATTAGCCTCGTGAATATTGCTTCTGAGTAAATGGACTTTACTAAGTCCACGTTGATTTTT
+ATCGATTAAGAAGGCTGCTTCAGCGTTTTGTAAAGCGTGTAAGCTAGCGGGGTAATTGTTAAGTTTCAGC
+TGAGCATTAGCTAAATATAATTGTAAAAAACTATACGGAGCATTAAATTCAGGTGTAATTGTACTTTCTG
+CTTGTTGTAATATAGTCAGCGCTTTGTCGTATTGCCCTAATGTTATTAGGTTGTTGGCGATATTTATCGA
+CATGTCAGCTGCAATGACTGGTTGTTTGTTGAGAAGAAACTGTTGGCTTACTTGATAACGGGTGTTGGCT
+TCATCTAATTTATTTAATTGCTCCAAAGAAGAGGCTATTTGAATGTTTATGCCATTGGCTTCAAATATTT
+TCCCTTCTTTGATGTAAATCTCTTCTAACTGTAATTGATATTTCAAAGCTGTTCTTGCATCACCAAATCG
+TCGATAGCTAGTCGCTAGTTCGCCTAAATTTATATTGGCCCAATAGGTTAATTTAAGTGACTCATAGTGA
+TTTTGTGCTGTAAGTAAATCCTCAAGGGATGCGGAGTAATTGCCTTGATAAGAGTGCAGAGTGCCTCGTT
+GACTATGTCCATGGGCAACCAGTAGCTGTGCTTCAATGGTGTATGCTTGGTTAATTGCGGTAGTTAAATC
+TTTAAGTGTAGTCTCAACTTGACCTAGTAATCGTTGATAGCTGGTTTTACATAACGTTAAATCAATTGTG
+ATTTTTGATGGGGTATACTGGCTAAATATATCGAGTTGTTCATTTGCGTATGATATAGCTGATATTATTT
+GTTCATTTGTTTCGGCTTTTTGATTCCAACACTTTGCCCGTATATATTCTTTTTGACGTAGAAAATCATT
+GGAAGCAATTGTACTTTTCAATTCTTGAAGTAAGCTATCTGCTTGTTCGGGGGATGCTGGTTTATTAGTT
+TTAAACAACGCGATTATGACATCAGCGCGTTTATTTTCGTTAGCGTTAACCGATAAACAGAAAAAAATAC
+TACTAATGTAACTCGCAATAATTAAAAAAGTGACAAGACATTGCTTAATGAACAATAAATACCCCTGAAG
+CATAATGATTAACGCACTATACCATCATAGAAGTTAAACTGTGCGGTTTATCCTGTAAGGTCTCAGAAAT
+GCGGTTCATATATGGAGCGTGTCATTGCGAGTGGTGTGTGATTACTTAAAACTGACGAGATTATGAAAAT
+AAGTCCTTAGAGCTCTTTCTGCTTAAATGTAGGCATTCTATTTACGACCTCTTAGGGGTATGTAAATTAT
+TTACCGATAAAAAGTTCATCTAATTCTATCGCTAGTTGTGTTTTTATTTGTATTTCATCCTGAGCTGATA
+GTTGATGCTCACCGAGGTTAGAGTCAAGATTGAAAATATGTTGTCTCAATTCAATAGACTGTCTTGCTAG
+CTTACAGTGAAACAAGTTATGTGTTGTCATAACACTGTCTTTAACCTGGTATTTTGCGAGTGTATCTGTG
+GTTAAATGCTCACTGATTTGACTAATCTCATGATCATTGAAGTGCTTTTTACCGTATTGATCGCGCGTCA
+TACCTCTAATACGATAATCTATATCGATAACATCCGCTGAAAAAGCCTCGATCACATAATCTAATACTTT
+TAAGGGCGAGATAATGCCACAGGTTGATAATTCTATATCAGCTCTAAAAATAGCTATGCCACTTTGTGCA
+GTTTCTTCTGGGTAGGTATGAATGCATAAATGGCTTTTATCTAGATGAGCCACTAAAGATTCTGGTTTTG
+CTTCTTCAGAAATCATTAAAGTTACACTCGCTCCTTGTGGGGTGTAATCTTGGCTCGCTATATTTAATAC
+ATTACCACCGATGGCGTGACAAACTTTAGTCAGCAGAACTTCAAGCAGTGCGCTGTTATAGGTTCGATTG
+ATGTAGGTGTTATAACTCTCAACGGACTGAATTGAAGGTAAATAATATACCCTATATAACGAAAAGCTTA
+AACTTTTTGTTAAATTATTAAAGCCATACAGGGGGATTTTGTTATCAGTATTCATAAAGTAGTAGGGTTA
+CGAAGCAACAATTTCAAAGTCGTGAGTAATGTCAACTTTAGCGTTTAACATTAAGGCGACAGAACAATAT
+TTGTCTGCTGATAAGTTCACTGCGCGCTCAACGTGCTTAGCTGCAACATCAGCTCCAGTAATTACAAAAT
+GCAGATGAATTTTTTCAAACAATGCGGGTACGCTATCGACACGAGTACCAGAGATATCGACATGACAGCC
+GATTATGCTCTGTCTCGCCTTTTGCAATATGCTAACTACATCTACCGAAGAACATCCACCCAGAGAGATG
+AGTACGGCTTCCATAGGGCTAGGGGCTAAGTTACCACCATTTGCATCTAAAACCATGGTGTGGCCACTTT
+CTGAGGTGCCCATGAATAACTCTTCGCCTAACCACTTTACTTGTGCTTCCATAATCGACTCGATTTACAA
+TTAATATATAGGGATTCTATCGAAGTTGAAGCCCCATCACCAGTCGTTATGTGTAATAGAGTTTCTTATT
+GAAGTTAGCGCTGTAATGACAATGCTAATTATACCTATTCTACTTGAATATGCTGGGTTCAGCTGGAGTT
+TGAAACGGCGTCAAGCGGAATGGGTATAAGAGATACTAGCTTGCTTTAATAAGAAGCTATTCTTTATGAA
+TAACGGTATCAAAGAGGTTTTTGATTAAACCTGCAAATTCTTTTATGAAGGCTTGTTGTGCAGCATTAAC
+TGGATTATTGATAACACCTGATAGGATTTCTTCAAGATCGTAAACGATAGCATCTACTTCTCGAATAATG
+GCATTGCGTTGATTAAAGGTCAGGTCTTGGTTTTGACTACAGACACTAATGATTTGGTCACACAGTTCTA
+CTTCAATAGCTGACATTACGGTTTCACTAGCTTGTGCTGGTGCTGTTGAGTTTTCAAATAAACTGAGATG
+TTCGGTAAGGTATTCAATTATTTGAATGTAACCGTCAGTGTCTGTAACCATAATATTTTGGCTTACCTGT
+GTAAATTAGTAGTACTTTTGTTTGAGTATAGCAGGAAGTTTAGTGTTTTTAATGAGTGTGAATCAATAGC
+CCTTTATTTTTTATAGACGCTTTTGTACAAAAGCTTCTATAAAAAGATTGATGAGAAAGGGCTTTAAAAG
+ATAAGGCTACTAGTTTACTGCAGTGTGGTAGGGACAACCATTAATACTGCACGCTGACCATTACCTACAT
+TGGCATTAGGGAATACAATGCTCTCACCTAGAAGGGTAGTACGGTATTCTTGATTCATATCAGTAGACAA
+AAGTGTACCTACTGGGTAATCAGTAAAATTACTCGCTTCATCGGCAACATAAAGTTCAAATTTATCACTC
+ACTTTAGTGATATCACCTAGCGCTTCAAATAAATTGAAATCGTTGTTATCAAAACTTTTTAGCGGTATTG
+CTTCATCGCTAATAAGAGCGCTTAGGTTGTTTGTCATGGCTTGAAAGTTTGCCATATTGTTTTCGCCAAA
+GGGTCTTACTTTACCCAGCTCAATAGTAAAAGCATGTGCGGAAAAGTTGGCACTACTGAAATAGGAGAAT
+GTACCACTGGGGCCATGACCGAATAAAATAGTGTTAACACCACAGCTAGCCATGAAGCTTAACTGCTCTT
+TATCCCATGGTTTACCTGCTTGGTATGGGTAAATTGCAAACTTTTCATATTTAGAGTTTCGAATAGCGGT
+ATGCAAATCGTAGTGATAGTTAGTCATTTTGGATGAATTAGTTACTTGGCTTTCGCGGGTATTGCCGCTG
+GTATTATCAGTCGCGTTTGTAGCAGTGCCAGCGTTAAAGAAATCACTAACGTAACCTTCTAATTTTTCTG
+CACGATACTTTTCAAAACAAGGATCGATATCTTGGTACTTGCCACAAAATAAGCGATTTAAATTTTCTGT
+TTGAAAACGTTTTGCGATATTCATTGAAACAGGGTTACCCATAATTAATAGGGTACGGTGCTTTACTTGA
+ATTTTTTGGGCAATAATGTCACTAATCAACTGTTGTACTATTTCAATCGGGGCAGTTTCATTTCCATGAA
+TGCCCGATGAAATAACAATACTCTTACTTGGTGTTGCCGACTTTTCTTTAATCAGTTCAGGCTCAACATT
+TTCCGGTTCAATTAACAGTACACCGGTGTCGAGTAAGCTAACTTTTGCTTGCTTGACCTTAAAACTTAAT
+TGGTTATCTGCGCCAGTTTGGACAAAGCCTTGCTCAAATTGACGTGTTAACGCGATAAAGTCACCTTGCT
+CAACAAAGTGGCGATAAGCTTGGGTAAAGTTATCACTGGTAATATCGGTAAGGTTTGCTGCGGTAAGAGT
+ATTGTTGTTTTGCATTTAGAATTTCATACCAGGTGTTAACGTTTCAGGTAAACTTACTTTCTCAGCTTCT
+ACTGAAGCAATAGGGTAGGCACAATAATCAGCGGCATAAAATGCGCTGGCTCTGTGATTACCACTAGCAC
+CAATACCACCAAACGGTGCAGCGCTGCTTGCACCTGTAATTGGTTTGTTCCAGTTAACGATACCAGCACG
+AATGCGAGTAAAGAAGTGATTGTATGACGCTTCACTATCAGATAACAAACCGGCAGAAAGACCAAAACCA
+GTATTATTAGCTTCATCAATCGCTTTATCGAAATCGTTGTAACGGTATAACTTAACTAGTGGACCGAAAT
+ATTCTTCATCAGGTATGTCGGCAATAATGTCACTAACATCGATAATACCAGGAGAAACAAAACCAGTACC
+TACTTCTAGATGTTTAAGATCTAAAACAGACTTTGCGCCTAAAGCGAGTAATTTAGCTTGTGCATCTACT
+AAGCTTAAAGCCGCTTTTTCTGAAATCATAGAGCCCATGAATGGTTGCGCTTCGTCATCGTAGTAACCAA
+TAGTTAAGTTTTTGGTTACTTCGATAAGACGGGCTAAAATAGCATCACCTTGTTCATTGGCTTCAATGAA
+TAAACGACGCGCACAAGTACAACGTTGGCCAGTAGTAACGAATGCAGATTGAACAATGTCATGTACAACC
+GCATCAATGTCGCTAACATCTTTAACAACAAGCGGGTTATTACCACCCATTTCTAGCGCAAGTATCTTAC
+CCGGTTGACCGGCAAATTGTTCATGTAATATATGACCAGTATTAGAGCTACCTGTGAAAAATAAACCATC
+AATAAGTTTATGGCTAGCAAGGGCTTTACCTGTTTCTACTTCACCTTGAACTAGGTTGATAACACCGTTA
+GGTAAACCAGCCTGTTCCCAAAGTTTTAACATTTCTTGTGCAACGCGAGGCGTTAATTCACTTGGCTTAA
+ATACGATAGTATTACCAGCAATTAATGCTGGTACTATGTGGCCATTTGGCAAGTGACCAGGGAAGTTATA
+AGGACCAAAAATAGCAACTACACCATGAGGCTTATGACGGATAAAGGCTTTAGCGCCAGGCATAGGGTTT
+TCAACTGTGCCAGTACGCTCGTTGTAAGCTTTCAGTGAAATAGCGACTTTAGCTACCATCGCGCCAGCTT
+CACCGGTAGTTTCCCACTTTGGCTTACCAGTTTCTAAGGCAATAGTTGTTGCTAATGCATCTTTGTTCTC
+AGCTAATAATTCAGCAAATTTTGTTACCACGGCAACACGTGCTTCTAAGCTGATATTTGCCCAGCTTTCA
+AATGCTTGACGAGCACTTAAAACGGCATCGTTTACTTGATCTTTACTGGCAGTTTTACCTTGCCAAATGA
+CTTCATTACGAGCAGGGTTAGATGAGCTAACATCATGACCTAAGCCTGCTTGCCATTGACCATTAATAAA
+TTGAACTGGATTTGCGTGAGACATGGTATTTCCTTCTCATTGATAGTGGTGATAGAGGCGTTCTGCTATC
+ACCATTAGTAATTTGACGAGTGACTAGTATTAGCCACGCTAAATTTGTAAGTTGTTGTGCTAAGACAAAG
+TGGCAGGGACTAATTAGATATTATACGAACCCAATCACCAGCACTGACCATCAATGCATCGGCAACGGCT
+TGACTAATCACAACTTGGTTAGCTGTGTCGCGTAATGAAAGTGGCGCTTGAGTGGCTCTAAAGTCTTCAA
+CTTTACTATTACAAATAATGTAATTATCAGTTGATTGCACTTCATCAATGATCACTTGGCAACGCTTACT
+TTGGTTAACCGATCTAATATTGTTAACATTCGATTCCACCGTAGGACCCGCATCAAAAATATCAACATAG
+CCACGTCTTGCAAAACCTTCCGCTTCTAATAAGCGAAGTGCTGGTACTGTTTGCGGATGCACCTTGTCAA
+TTACGTCTTGTGCTTCTTTACTTAGCAAATTGACGTAAATTGGATACTTCGGCATTAACTCAGCAATAAA
+TTCTTTTTTACCTATACCAGTTAAGTAATCAGCAGTAGGGAAGTCCATTGAGAAAAAATGTTCTTCAAGC
+CAATTCCAAAATGGTGAGCGACCTTCATTGTCTGAAACACCACGCATTTCTGCAATAATGGTGTCAGAAA
+AGCGTTCTTTATGTTCCGCGATAAAAAGAAAGCGGAAACGTGATAAAAAACGACCATTGTTATTTTTACG
+ATGACTATTACTTAAAAATAACGTACAAATTTCACTCGCACCGGTGTAATCATTACATAGTGACAAGGTT
+TCTACGGTATTGTAAATATTCAGTTCTCGTGAGCTATGGACAACTTTACCTAAATGATAATGATAAAAAG
+CATCATCTAAACCAACAGCAGCTTCAATACCACTGGTACCAACAACGTCACCTGTTTCGGTATCTTCCAT
+AACAAAAAGATAACCTTCTTTTCCCGCTTGGCTCACTTCTTTTGAAAAGGATTCTTCAGCAAGGCTAATG
+CGTTGTTGAAGTAATTGTTCATTTACTGGTAGTGACGTAAAACCGTGGCCAGAATCTATCGCGATTTGGT
+ATAAGGCTTTCAAGTCACTTGTTTTAATAGGACGTACAATGATCATAAATGCTCTCGATGAAAAGAAGTG
+GTAACCTGCTCAAACCCTAGCGGCAAGAACAGGTAACTATTAGCATTGACTAGGCTAGTTTCGGTTAAGT
+TAAACTAAGCTAACGATAGCTTTTTCAAAGCGTGCTAAACCAAGAGCAATATCTTCATCAGGAATTACAA
+GTGATGGTGCAAAGCGAATAATACTTGCGCCAGCAACTAATACCATAACGCCTTCATCCATTGCCGCATT
+TAAAAAGGTTTTAGCTTGGCCTTGGTATTTTTCGGTTAATACCGCACCGATTAATAAACCTTTACCACGA
+ATTTCAGAGAAAACATTATATTTTGCATTAATTGCGTTTAAGCCATCAACGTAAAGTTTAGCTTTAGCTT
+TGATACCAGCTAAAACTTCTGTTGTATTTACTGTATCTAATACTGCTTCAGAAACAGCACAAGCTAATGG
+GTTACCACCGTAAGTACTGCCATGAGTACCAATTTTAAGGTGCTTAGCAATCTCTGTAGTAGTAAGCATA
+GCGCCGATAGGGAAACCACCACCTAAACCTTTAGCCGAAGTTAAAATATCAGGAGTAACACCTAGATCCA
+TATAGGCGTATAACTCACCTAAACGGCCAACACCTGTTTGTACTTCATCAAAAATTAACAAGGCATTGTG
+TTGATCACATAAAGCGCGAACACCTTTAATGAATTCATCTGTTGGTGAAACAATACCGCCTTCACCTTGT
+AATGGTTCAATCATTACGGCACACGTTTTATCAGAGATTAGTGCTTTTAAACTATCAAGGTTATTATATT
+CTGCATGATCGATATCACCTGGTTTTGGACCAAAGCCATCAGAATAAGCAGCTTGACCACCAACCGTTAC
+AGTAAAGAAAGTACGGCCATGGAAACCTTGCTTAAAAGCAATGATTTGTGATTTATCTGCACCATGTACG
+TCTAATGCCCAACGACGAGCTAATTTAAGTGCCGCTTCATTTGACTCAGCGCCTGAATTACAAAAATAAA
+CTTTTTCAGCAAAAGTACTATCAACTAATTTTTTTGCTAAGCGTAATGCTGGCTCATTTGTTTGAACATT
+AGATAAATGCCAGATTTTCTCGCCTTGCTCTTTTAAAGCACCTACTAAAGCTGGGTGACAGTGACCCAAA
+GCGCTAACGGCAATACCGCCGGCGAAATCTATATATTCTTTGTCTTGTTGATCCCACACTCTAGAGCCTT
+GACCGCGAACTGGAATAACCGCTGAAGGTGCATAGTTTGGCACCATTACATCATCAAATAAGCCGCGTTC
+AACTGAAAAATGTTCTGACATTTTTAAAATCCTCATTTATAAGTGGGTAGTTTTTTTAATAGCTTATACC
+AATTGAGCTAATTTATTAATCAAATTAGAATTTCATTAGCGAGCTTAGAACAAACAAAAATTATTTAAAC
+ATAGTTATTCTATATTTGATTAATTTTGCACGTTATCAGTTCGCTAATGACTTCCCAAAGGGCTAGTTTA
+AAAGGTTTACATACATCGTTATTGGTTTTGACAAGGGAATAACCATTCTCTTCAATCAATGCCTTGCCTG
+TAATCCTTTTAACTCTCGCTAATTGAGTAATTAATTAATTCACTTGGTATCACTGCATAATCTAGATAAA
+GCTTAATGAATATCTAATTATTGTAAAAAATAATAACAGCGAGTTAAAAAATAGAGCAATAGTATGACAG
+GAAATAGTCTGCTTGTCTTGCGGTGCTAGCCTGTAGCCCAGAAGAAACAAAGGCTTAGCTAACTTTATTC
+ATAAAAGATGAATATTTATTGATTCGGATTGTTTTGTGGAAATAAGGAGATAAGGGAGGGAGTAGGCGCT
+TGCTTGATGAAAGCCATCAGCGTGATTTTTTAATAATTAATCATAAAAAAATCACGTAAAAAACTAAATT
+TTGTAGCAAATGAGCAACAAAATAGAGGAAGTTTGTTTTTTACGACGGTTTTACAGTGCTTAATTGAAGT
+TAAGCTTGATGTGATCAATATCGCTTTTTTTCAATAGTGTTATTTCGGCAGGTGTTAAATTAACCGTACT
+GAGTAACTTTTTACTTTCATCACTATCAATTAATTCTTCTTTCGCTAGCGCTCTAAAAGCGACATAGGCT
+TTAGCTTTGGCAACAAGTTGTGCAATAGGGTGCATTTTCTCAATATTATCAGCGTAAGCTAAATCAAAGA
+TGGGCTCGGTGATAGCAAGTCGTTTAAAATGCATTTTCTCAATTAAATCAGCAGAAAGTTGCGAACTTCG
+CATAATTAGCTGCTCAAGGAGCAACTCTTCACTAGTCTCAATTTTTGATAAAACATTGTGCAAACGTTTG
+TCTTTTTTCTCAAAGGCTTCCCGTACTTCTTTTTTATGCATCTCACTAAACTTTGTTAAATAGCAGCGAG
+TGACAGCAAGTCTGCCAATGTTTGACAACATACCTGTGGTAAAAGCAGTAAATTCATCAAGGCCTTGCTC
+TTTGGCTAATACGCGTGAAGCCAGTGCAATGGATAAACTATCATTCCAAAGTTTACGTTTCATTAAACCG
+TAAGGAGCTGTACTAGTTGGCAACCAATGTTTTAACGTAAAAGTTGGCATCACTAATTTTAAATTATCTA
+AACCAATATAACTTAACGCTAGTTTGGCATCAGTAACTTGTACATCAGCACGTTTTCTATATTGTGGTTT
+ATTCACTAAGCTAATTAAATCAATGGTTAACCAAGATAATGAAGCAGCAAGATCTTTGATTTGATTCACT
+GAAGCCGCACGAGCAGATAAAATATCAAGGATAGCAGGACAGGCATCTTCAATGCCTAATACATAATGAT
+AGAGGTGTTCTTTATTATCAAAGTCACTATTAATTTGCGTACGCAGACGACTAAAGAAATTTTGTTTCGT
+TTGTTTTCGAAAATGTTCTTCGCCATGCTCGGCAATAATCTTCTCTTGTTGAGCTTGCACTTCAACAGAT
+AACAATTCTCGGCGGCGGTTTTCTTGTTCGCTACCTTGATGATCAACCATAGAGACTTTACCACTTTGCT
+TTTCCGCAAAATCTTTACAGATAGAGAGGCTAATAGCACGTTGATAAACTGTGGCAACAGTTTGATTGTT
+TTCAAAAATCTGCATAGAGGTTTTATTGCTTACCTAAAATATAAAATTGAGCATCGAATGTGTGAAATCT
+ATCGCTTTAAGGGTACTACTTTATCTGGCTTTACTCTAAAAAGCTCTTGTTATTAGCTTATCGGGTAATT
+TTTAAATTGCTTGATAAAATTTGCTAATAAACATTGTCCTTGCTCCGTAAGTATTGATTCTGGATGGAAT
+TGTACACTGCTAATCGGAAGCGTTTTATGTTCTAGCGCCATAATTTCATCTACCTCACCTTGTTCATTTT
+GGCTCCATGCCGTCATGGTGAGTTCTGCTGGTAATGATTGTTTGTCAACTATCAGAGAATGATAACGTGT
+TACTTGTAATGGATGATTTAATTCAGCGAATAAACCTTGTTGATTGTGTGAAATCTTGGAGGTTTTACCA
+TGCATAACTTTTTTTGCTTTTACCACACTAGCACCAAAATGCTGTGCAATACATTGATGGCCTAAACAGA
+CACCTAATAAAGGTATTTTACCGGCGAATTCTTTTACCACGTCAAGGGAGATGCCAGCCGAATCAGGATC
+ACAAGGACCAGGCGATATAACAATATATTGAGGCGTTAATTGCTCAATTTCTTTAAGGCTAATTTCATTA
+TTTCTATAGACAACAACCTCTTGACCTAGCGCTTGAAAATAATGCACTAAATTAAAAGTAAATGAGTCGT
+AATTGTCGATCATTAATAACAAAAAAGTCGCCTCGCAGCTAATAAAATTCGCGGCTATTCTAATGCTTTT
+ATTGGAATGGAGCAATGAAATGAAGGGATAAAAACGATATACCCAAGCCACCTGCATCTTCAGGTGGTTT
+GGGTATAAGCTAGCAAGTTGCTAGCTCTTATTGTATAGCTTATAGTTTTACTTAGAACTTAGCTGTCATT
+TGAACCCAAAGTTTATTGGTATCAGTTGGAGCTATGCCTGAATCACCTTCGCTATAGTTAGCAGCTTTAA
+CTAAAACACCATAGTTTTTGTTAATTTGGTAAGTGGCAACTAAATCTAACTCGTTACCAAAATCAATGCT
+ACCTTCATCCGATGAGAAATCATGGTAAGTTGCTGCCCATTTAACGCCTGACACTTTACCTTTGGCAGTT
+AAATAAATATCTTGTAGACCTTCTTTTGGAGTACCTAAGAATTTATCAGCCCAACCGTTGAATTTATGCT
+TAGTTGCTAATGGCGTGTTAAATGCAACTTTACCATCATCACTACCCAATAATTCATAACCACCTAAAAC
+AGTTACTTGACCAAAGTTATAACCTGCTTCAGCATTAATATACATTGCTGAATAGCTCATTGGGTTATCA
+CCATTGTCGCTTTGAGTCGCGAGGCTAGCATTTACTAAAAACTTACCAAACTTGCCATTATATAGAGCAC
+CTACTGTGCTGCTAGAGTTTTTATAGTTAGCGACAGCATCATAGTCTAGAAGGTAAGCAAAACCCGCTAA
+TTTATGACTTTTGTTAATGTTGTACTTCGCATTAACTAAGTGGAAATCACCTTTAACGTTTCCGCCTTTA
+ATATCATTGATGTTCTGGATGTAGCTATAGTCAGCTAAGAAAGCATCCGCTTTATATTGTGCGCGAACTC
+CATCATATGTTTGTTCATTTTGACGCCAGCCTACACCACCAACAAAACGCTGATTGTTGTGTAAAACACG
+TTGGCGACCAACTACGGCACTAAAGCCATTGTTTGCGTACTTGATAAAAGCTTGGTTTACGTCAGTACTT
+TGTGGATCAACAACTACTGGATATTCAGTGTTACCATTTTGAGTACTATTATAGTCATCTACTAGAGCAT
+CTACTTTATCAACTTCTAAACCAAGCGAGAAGTTACTGTAACTGCCTGTGTCAATTGTGATACGACTTTT
+TAGCGTTAACGCTGCAGCCTTTTTGTCTATACCGTCTTGATCTACGCCTTCGTAACGAGCGCGTAAATTA
+ACTTTAACTGTGCTCTCACTTAACGCTTCAGTAATGCTGTTGCCGTGTTCTGTTTCACCAGCAAAGGCGG
+TAGGAGCTGCTAAAATTGCTGCACTGATTAATGTTAAGGTAAACTTATTTACTACTGTTTTCATAATAAT
+ATCCTAATTTCATGTTTTTAAGAGGGGTCGTTAACTTTGTTATTATTATTGTTCTAAGTAACTGATGGGG
+GGAGTTTTGCACTGCATCAGATTGAATAGTTTGATTTAAATCAAGTTGTTAATATATGTATTTTAATAGG
+TTTACTAACTTGATTTAAATCAAGGTTAGCTTCAACTTAAATGTAGATTCCTATTGTTGGTACTCTTCTG
+GCTTAAAGATTTGATACAAGCACAATTGTACTCAAGAAAGTGTTACCCAGTTAAGCGCTGCTTAGGATAA
+AATGGCAAACATCATGCCCTGGCTTATCACGTTAACAGAGTAGCCCAAATTTTTAATATAGCTAGGTCGA
+CCTAACTAAGGTAAAAAAATGAAAAGAGTTGTCTTATATACCATGGAAAAGTGTCCTCATTGCCAAACGG
+CAAAACGTTACCTTGAACAGCAAGGTATTGCTTTTAGGTTATGTAATATTAAAACGGCAAAAGGACAGAA
+AGAGTTTTCAGCCACCGGCTTTAGGGGGGTACCTGTGCTGAAGGTAGGTGACCAGCTACTTAACGGTTTT
+TCAGTTCAAGCGTTTACTGAACTGTATAAAAACTAAGTTTACATAATACTCAGTAGATTAATTTATTCTC
+CGTTAGTGTTTTCCTTGACTACCTTGTTTGAAAATACAAAATTAAAGACCCCTTATACTGCTTTCTTCTA
+CATTATTTTAATTCCCCCACACACATTGCACCAGATGATCTCAGTGGAGTTGTTTTCTGCACGCTCTTGG
+TGCGAATAGAACCTTTTTAAAACTCAATTATCAAATAACCAATTGATTTTTAATATTAATTTATGTTGGC
+ACATGAATTGTATTATCAGTTGTTAGCGATATAAAAACGATAACTAGAGGTTAACCATGAAAATAATTAG
+CGCAATCATAAAGCCATTTAAATTAGATGATGTTAGAGAGGCTATTTCTGAAGTAGGCGTCGAAGGTATC
+ACGGTAAGTGAAGTCAAAGGCTTTGGTCGTCAAAAAGGGCATACCGAACTATACCGAGGCGCTGAATACC
+AAGTTGATTTCTTGCCAAAAGTAAAAATAGAAATTGCGGTGAATGAAGAACTTGTTGAACGTTTAGTTGA
+AGCCATCACTAAATCTGCTTACACCGGAAAAATTGGTGACGGTAAGATTTTTGTTTATAACTTAGAACAA
+GCTATCCGTATCCGTACGGGCGAGCAAGATTCTGAAGCACTTTAAAGGAGAATAATAATGGAACAAAATA
+TATTTCAATTACAATACGCCTTAGACACCTTTTATTTTCTTATTTGTGGTGCCTTAGTAATGTGGATGGC
+CGCTGGTTTTTCAATGCTTGAAGCTGGCTTAGTACGTGCTAAAAACACTACCGAAATTTTGACTAAAAAC
+GTCGCGCTATATGCAATTGCTTGTATTATGTACCTTGTTGTAGGTTACGATATTATGTATGGCGGTGGTG
+TTTTCTTAAATGGTATTGCGCTTGACGGTGCTAGCGATGCAGAAGCACTTGTTGGTGCTGTACTTGCTGA
+ATCGGCTGAAGCTGGTTTTGATGGTGGCGCGGTTTACTCAAACGCTTCTGATTTCTTCTTTCAAGTAGTG
+TTTGTTGCTACGGCAATGTCGATTGTATCAGGTGCTGTTGCTGAGCGTATGAAGTTATGGGCTTTCTTAG
+CATTTACCGTTGTATTAACTGGCTTTATCTATCCTATGGAAGGTAGCTGGACTTGGAACGGTGATGCTGT
+CTTTGGCTTATATACCTTAGGTGACTTAGGTTTCTCTGATTTTGCTGGTTCAGGTATTGTTCACATGGCA
+GGTGCTTCTGCAGCATTAGCTGGTGTGTTATTACTTGGTGCTCGTAAAGGAAAATACAGTAAAGACGGTA
+AAGTTAACGCCATTCCTGGTGCTAACTTACCCATGGCGACATTAGGTACCTTTATTTTATGGATGGGTTG
+GTTTGGTTTTAATGGTGGCTCAGTATTAAAACTAGCTGACATTAATAGTGCTAACTCAGTAGCTATGGTG
+TTTTTAAATACCAATGCTGCCGCTGCTGCGGGTGCAATATCAGCGCTTATCTTTGCTAAAATATTGTTTA
+AAAAAGCGGATTTAACCATGACATTAAACGGTGCATTAGCAGGCTTAGTGGCTATTACGGCTGAACCTTC
+AACACCTTCACCATTGCAAGCAACAATCTTTGGTGCAATTGCGGGCGTTATTGTGGTGATGTCAATTTTA
+GCTTTAGATAAAGTGAAGATTGATGACCCAGTAGGTGCTATCTCAGTTCACGGTGTTGTTGGTTTCTTTG
+GTTTAATGATTGTTCCAATCACTAACTCGTCGTCTAGCTTCAGTGGTCAGCTTATTGGTGCAGCAACTAT
+CTTTGTTTGGGTATTTGTTACTAGTTTCATTGTGTGGTTTGCTCTGAAAAAAGTTATTGGTATTCGTGTA
+AGTGCTGAAGAAGAATACGAAGGTGTTGATATCTCTGACTGTGGTATGGAAGCTTACCCTGAGTTCACTA
+GAGGTTAGAGCTCCAGAAGTTAGTAATATTCAAGTCTAGAATACTAAGAGTCAAACAAAAAAGCAGCGAC
+ATCACTAGATGATACGCTGCTTTTTTATTGACTCTCTTCTGTTTTACTAAATCAACTGATAGCTAATAGA
+TAGTAGTTTACTAGAGAACAAGGGTTTAACTTTCGATAAAACGTTTTCTGGTTGCTAATAATCCTAACAT
+TGCAATGGTAAACCAAGTCATTGAGCCGCCACTGTCTTCCACGTCAGGCACACTTTTATTTGGATCACTT
+GGGAAAGCATCATCGATATCCTTTACGCCATCACCATCACTATCAGGGTATTTTGATAGTAGAGGATTCA
+AACCGTCATCAGTAACTCCTGAACTATCGATGATTGTTACTTGTTCAATCACAACAAAGTTTTCCGGACC
+TGGCACGACCATATCAGTACATGTTTTATTACTTTCAATTATCATAGGAATGCCCTGTAAAGCGCCATTC
+GTACAAAGATTTTGAATCAGGGATATTTTTTCTATGATATCAAAGCCTTTAATAACTTGACCAAAAACGG
+TGAAACCACCGTTTTGTCGGTCTAAGTTATTAGCGTCCGAGGTGTCATTGTTATCTTTTAAATTAAAAAA
+CCATTGGTTCGTAGCACTATTAACATCATTGCCTTTTTTAGCCATGGCAATGGTGCCTTTGACATTAGAA
+TAAACCGGTTCGTTTACTACGGGAGCGTTAGGCTCTAGAGGTGTTAATGGCCAAGTACCGCTAAATTCAA
+AACCGCCCGCTTGCACAACAAAACCAGGAGAAACTCTATGAACAACCGAGTTGGTGTAATGCCCATTATC
+AATATAGTTAAGAAAGTTCTTTACTGTTTCAGGTGTTGTTTTATCAAATAAGTTGATTTCAATACTGTCA
+GGGCTTAATGATGTTTTAATTGCAACTATGGTGGCAGTAGCTGTGTTTGCAATACCTAAAGTCGCAGTGG
+CTATGCCGACAAGGGCGAATATCTTTCTGGTATTTTTCTTTGTTATTTGTGTAAACATGGACAACCTAAG
+TTTGCAGTTAATGGTTCGAATTTGTAGCTCATAGTAAAGACTGTGATTGGTGTTAACAAGTAGCCGTTAC
+ACTTTAGTAACTTAGCTTTAAATATTAAGGTTACTTTTTTTAGGGAAATTAGGCTGGTAATACCTTGATT
+ATTTATAAGAAATACTTCGCAGTAAGCCTGCTATGGTCACCAGCTTAATTAGTGCTTTGAGAGTTCGCTT
+GCTTTGGTATCGAAAGACATTAGAATAGCGCCAACCGCGTTGTAAATACGCTTATAAGTTTAAGGAAAAA
+ATGTGAGAAAACTATTGTTGGTGAGTATTTTTATGCTGCTTTCGTCTTTGTCTAGCTTTGCTCAAGCCGA
+CATGAAGTTGGGTGTCGCGCTCGATATGGATTTAAGCCTTGTCGCGCAAATAGATCGTTATAATATCGTA
+CTGGGTGATAGAGGCTTTGCGGTCGATTACTTAATTAAAACAGGTCAATTTGATAATAAAACGCCATTGT
+CTTGGTATTTTGCAGGTGGTGGTTGGACTGAGTGGGATGATGGCTTTGGTGTTCGTGCTCCCGTAGGTAT
+TTCTTGGTACTTTGCTAAGGGTTGGGACTTATATGGACAGGTGCAGCCAGTAGCAAATTTTGATGATGGC
+TTTAAGTTTAGCGTTGATGGTGCTGTTGGTGTACGTTTTTCATTTTAGCGGATAATTACATAAGTGAATA
+ATCTACCATAAAAAAAGCGCCTCAAGGCGCTTTTAATTCCTGCTGAATCCTGCATTTAGAGATAACATGG
+GTATAGATCAATAACCATAATTCTCAATTTGTTTACACTGAGCCAATAAATTGAACAGAGTACTTAATTA
+TGCGTTGGCGTTATTTTATTATTTTACAAGCTATTATCTTGCTGATTGCAGCAGGGCTCGTTTATAAACA
+TCAAGATAAAGCTAAGTTAATTAAAACTCCGCCTATTGAATTGGCAAAGTGGTACAAACCTGACAATAAG
+CGTCAAGTTTGGCTACATAATATGTTTAAACTTCGCCGTGAAATGCAGGCGGTAGAATTTTATGCGCAAC
+AGCAAGATGCTGAACATTTGCAAGTGTGGACAGAGCAGCTGACTGAACACTACCTTAAAATTGCCGACAT
+GGTACCCGCTTGGCAAAAAAAATTATCGATAAACACGATGGAAGAATTGAAGTTCGCTAGTGAGCAACAG
+GATTTTACTTCGGTATTAGTTCAGCATAAAACGTTGCAAAAAAGTTGTGACTCTTGTCATGACGATTATC
+AAGCCATTACGGCTCTGACCTATAGAACGCCAGACTTCTCAAACATTCAAATAACCCCTGAGCTCAGTTT
+TGTTGAACATATGGATATGTTAACAAGGCAAGTGAACCAGATAAAAATTTCAGCACAGGATGGTAATAAG
+TCTTTAGCGCTATCATCTTTAGCAGACCTTAATGATGAAATGGCAACGTTGGGAGAAACCTGCGTAGATT
+GTCATAAAAAAGATCGTAAGCCTTACCCAAGTGAAATGATGAAAAAAACACTCAGTAGTTTAAAGACATC
+CATAGAATCAGGTACCGCTAAACAACAAGGACGCGATCTTGGTACGTTAGCCGTATTAGCATGTGCTCGT
+TGTCATGGCACACACCGTATTGCTTATGGCGCTAAAAAACATTTAGTTAAAGAGGTTAGCTTCAGTAATT
+TGATAAAGCACTAACGGTTAAATAGCTGCTAGTGAGTTTGCGTTGACTTAACTCTCAAATTAACCATTGA
+TGGTTGGGCGAGTGTGTTCACTATTATTTACCTTTAGTGTCACTTAGGTTTTTTATCAACGCTAACTTGA
+TCAAAATCAAGCCAGAAGAGCAGCTTTTACTGTTGTATTGACAGACTAAATGCTATTATCTAAATAATAG
+TAATTATCATTAGCTCTTAGGTTACCCTTTTGAGTAAGATGAATTTGTTTTTTGGATTTATATTATGACT
+CTAGCTGAACTTCCCCTTAATAAACCAGCCAAAATTAGCGCGCTACCGAAAGATGAAGCTATCGCTGCTC
+AATTGATTGAACAGGGCTTCACGCTTAGGTCACATGTATCATTAGCGCATAAGGCTCCTTTTAATGGCCC
+AATGGCTTTTCGCTTACACAATACTAAAATTAGCATTCAGCGAGATATCGCAAAGCAAATTGGCGTTAAT
+TTTTAATCAATGAATGAGCTATTCATTCATAACAAGCAACCAAAAAGAATCTTTCCGTGAAACAATCAAA
+ACATTTCGCACTGGTTGGTTTTGCCAACTCGGGCAAAAGCACTTTATTTAACCTGTTATTATCTGATAGC
+GAAAGTAATAAAAAGCAGAGTAAACAAAATGTAGGCAATTGGTCAGGTGTGACAGTTGCAGCTAAAAAAA
+CAAGCATTACCCTAAATAATAACGCTGCCTATTTATCTGATCTTCCTGGTTTAAGTTCATTAGAACGTCA
+TGCCGAACAGGGTAAAGATCTCACTATTTCTCAATCATTTTTGCAAGGAAATGATATTGATTTTTTAGTC
+AATGTTGTTGATATTAATCAGCTTAGTCGTCAACTTTATTTAACTAGCCAGTTATTAGAGCTTGGAGTAC
+CAATGATCGTGGTGCTTAATAAAATCGATCGACAAAAACATTTAGACATTGATATTTCGCAATTAGCAGC
+CGAATTAGGTTGTCCTATTGTTGCGATTAGCGCACAACGTGATGATGCCCTAAAAAAGGTGCAACAAGCA
+CTTGGTCAATTAAACGGTGACCTATCTGCCGTTCACCAAAAAATTATTGATAATGCTCACACCGAGTCAA
+AAGATAAGCCAGAGCCAAACGTCAAAGTAATGCACGCTCGTTATGACTACATTACGGATATGCTGGCGCG
+TGTAAGCAGTGTTGAAGCAACAAACGCTGCTTTTGCTAATCCAACATCTAGCAACAAGCCCTTTTCAGAA
+AAAATTGATAGCCTAGTCTTACACCCTATAACGGGCATACCCGTTTTTCTTGGTGTGATGTACTTGCTCT
+TTATGTTTGCCATTAATGTCGGTAGTGCCTTTATCGATTTTTTCGATATTATTAGTGGTACCTTATTCGT
+TGAATATCCTCTGCACTTCCTTGCACCTTTAGATTTACCACAGTGGATACTTACTATTGTGGAAGGCTTG
+GGCAGTGGTATGCAAACGGTCGCGACTTTTATTCCTATTATAGCCTGTTTATTTATTGGCTTATCACTGC
+TTGAGAGTTCAGGCTACTTAGCTCGCGCTGCTTTTGTTGTAGACAGTTTGATGCAAAAAATTGGCTTGCC
+CGGTAAAGCTTTTGTTCCTTTGATTGTTGGCTTTGGCTGTACGGTACCTGCGGTAATGTCAGCAAGAATA
+CTTGATAGTGAACGAGAACGTATTACCACAGTAATGATGTCACCCTTTATGTCATGTGGGGCAAGGTTAC
+CTGTTTATGCACTATTTGCCGCCGCATTTTTCCCTGATAACGGTCAAAACTTAGTGTTTTTATTGTATTT
+AGTCGGTATTGCCGCTGCTATATTTACCGGATTCTTATTAAAGAAAACCGTTTTATCAGGCACGACTTCA
+TTAAACATTATGGAATTACCGCAGTATGAGATGCCGAGAATTGGTGCTCTTAGTAAGCGAGTATGGCAGC
+GTACCAGTAGTTTTGTCACAGGTGCAGGTAAAACCATTGTGATCGTGGTGTGTTTACTTAACTTTTTTAA
+CTCTATTGGCATTGACGGTAAGTTTGGCAGTCAAGACAGTGAGAACTCGGTATTGAGCCAAGGGGCAAAA
+GTGGTTATGCCGCTATTGGCACCTATGGGTGTTCAAGAAGACAATTGGCAAGCCGGCGTAGGAATAATTA
+CCGGAATATTTGCCAAAGAAGTATTGGTTGCCACGTTTAATAATTTATATTCACCACATGCCTCAGAGGG
+TGAGGGCGCACCATCATTGGTGCAAAGTTGGCAGGACGCGACTGATAGCATTAAAGAAAATTTATTTGGT
+ATTTCTCCTGATGACCCTTTGGGTATTAGTGTCGGTGATATCAGTGATTTGAATATTGCTGCACAAGAGC
+AAGGTGTTGAATTAACTACTTACCAACGAATGCAGTTAGCTTTTGTTAGCCAGTTAGGCGCTTTTAGCTA
+TTTATTATTTATCTTACTTTATACCCCTTGCGTTGCTGCTATGGGAGCAATTAAAAATGAAGTAGGTAGT
+CGTTGGGCTGGATTTGCTGGGATATGGAGCTTTGTTTTTGCTTATTTGGTATCAACGTTATGTTATCAAA
+TTGGTAATTTCTTGGCATCACCATTAAGTTCTAGTATTACTATTGCTCTCGCTTTATTAACCTTTGTTTT
+GATTTACTTTTGGCTTAAACATAAAGGTAAAAAGGTATTAACTATTCCTGTAAGGGTCAGTTACAGCTAA
+TAACTATGTAATTTCGCTTAATATGGGTTTAACTCTATCTGAATAGTTTGCCCAACAAGTCCCATTTCAA
+TTTACCTCATTCGTCATAGCTAACAATCCTCGTTGTTGTTAGCTATGTCACCTTAATTACTACCTTCATT
+GTTACTCTCACAATATCCCAAACGCCACTATTCAAATCGTTTTCCTTAACCAAAGTCATATTATACCAAT
+CGTAATAATTGATTAATCACTTAGCGAGAATTAAAAGGTTTAGAGGCAAGGCATTGATTGAAGAGAATGG
+TTATTCAGGAGAATATGCTCCTGCATTCTCTAAGAAGCTTCATCCCTGTAGCGTCCTTGTCAAAATCAAT
+AACGCCGGATGTAAGCCTTTTAGACTCGCCCTTTGGGAGCTCATTAGCAAACTGATAACATCACAAAATA
+AATGAAATATAGACTAACTATGGTTAAATTATTTTACTTGTTTTAAGCTCGCTAATGTAGCTCTAAGCTG
+ACCAATAAATTAATGCGATGGGTATTAATTCTCACTGAAACCTTGTACTTTGAATAGTAACGGGTATATA
+CCCCAGTGTGATTTCTATCGGGTAATAGAGTGAAAATATGAATAATAAAAAAACAACGTCAATTAAGCGC
+ATTGCACTATTAACCAGTGGCGGTGATGCTCCAGGGATGAATGCAGCGATACGTTCAGTTGTATTAGCAG
+CTCATCATTATCATATTGAAGTCATTGGTTTTTATCATGGTTATAACGGCTTGGTATGTGAAGAGCATAT
+CGCCATGGCTGAACCGTTAACCTTGTTAAAAGTAAATAGCATTATTCACCTCGGTGGTACGATATTGAAG
+AGTGCTCGTTGTCAGTTAATGCATGAAGCAAAAGGCTTACAGTTAGCCGCGGATACCTTAAATGATAAAA
+ATATCGATGCACTTGTTGTTATAGGTGGTGATGGATCTTTTTCTGGATTGCTGGCGCTTCAAGCGTATTG
+GTCAGGTCAGATGATTGGAATTCCGGGAACGATAGATAATGATCTTGATGGGACTGATTACACTATTGGC
+TTTGCCACAGCAGTAAACACTGGCATAGAAGCAATTGACAAAATTCGTGATACCGCAGATGCTTTTGAAC
+GGATATTTATTGTTGAGTTGATGGGGCGACATTGTGGCCATATAACGTTCAATGTTGGTATTGCTTGTGC
+GGCAGAGCAGGTATTATCTTTTGAAAATTTTAACGCGAATGAGCAGTCGTCAAAATTACAGCAACTTGCG
+ACAGAAATTACCACAGCAAAGAAAAATCGTCATTCAAGTTATATTATTGTTATCGCAGAAAACCTGTGGC
+CAGGTGGCGCTGTAGAATTAGCGAGACAATTGCACCTACAAGCTGATATTGAGTGCACGCCCTGTATATT
+AGGCCATATACAGCGAGGTGGCTCACCCATTGCTAAAGATAGAATACTCGCGACAAAAATGGGCGTAGCT
+GCTGTGCAAGCACTTATAGACGGTGAATCCAATATTATGGTGGCAGAGCAAAATAATGCGATGAATTTTA
+TTACGCTGGATGAGGCAATTAAGCACAAAAAAGTAGTAAGCAAACAGCTCATTGATGCACAACAAAATAT
+CTTGGCGTTAACAGCGCAAACCCAGTGTTAATAACGAGGTGAAAATAAGGCTAATAATTGCCTTTAATCA
+ACCCCTTGCTTAAAAAGCGTTTCTACTTCAAAGAGGTGATTCATTATCAAGGCAACATGGGTAGAGATAA
+TGAAAAGCTGCTGCCATTACCTAGTTCGCTCTTAACCATGAGTTCAGAATTTATCACTTGCGATAATTTT
+TGGCTAATCGCCAATCCTAATCCGGCATGTTGAGTACTATCTTCTATGGCATTACTCGCTCTATATCTTG
+CATCAAATATATAGGCGATATCTTCTTTACTTATACCACTACCATTATCCGTTACGCTAACTTTTACTTG
+TGTGGATAGTTGAGTAACCGTCATGACAATGTCACCACCGTTGTCGGTATGTCTAATGGCATTTTCTAAT
+AAATTTGTCATTATTCGCTCTAACTTAGCAATATCAGAGTAAACAATGAATTGGCAAGGCTGAGGTTGCA
+AGGTTAGAGCAATATTTTTCTCGGCAGCTTTTAAGGTAAACTTAGCCAGAATGTCGTGTAACAACTCACC
+AATAGGGAAGGTTTCTAGATTGACAGTCACTTGACCATTTTCTAGATGCGCGAGCTCAAAAATTTGGTCA
+ATAAGACGCTTAAGTTGACTAACGTTGCGCTGAACAGTCGCTAAATAATCTTGTTTTTCAATGCTGGATA
+AATTGTCTCCTTTGATCGCTAAGATTTCAATATACCCTTGCATTGTCGCTAGTGGTGTTCGCAGATCATG
+AGATAAATGAGCTAATAACTCTCGACGTATACGATCGTTTTCAGTCAATAAAGAAAACTGCTGATTGATT
+TGCACAACCATATCGTTAAAGGTAGCACCAAGGAAATGCACTTCATTACTATCAATGTTCTGGCTTGACT
+CAGAGCCCCATTGCTTTAATTCAACCTTTGTTTGATCAAATTTCACGGCTTTAAGCGCCTGCATTTGTGT
+TGCTAGCTCTCTTACAGGACGAGTGAAATAGCGAAATACGGCTAATAAAACAAGTAAAAATAGGAACAAA
+CCGGCGACAACAAATGCGCCATATTTCTGTAAGTCTTTATCTGATTGTACTTGGCTAAAAATTGAATCAT
+AAATTTCGCCGCCAATAATAATATATAAATAACCCTGCAGCAGCTCACCTTGATAAACCGGAGAAGCTGA
+AAATATTTTTTTATTATTTATATCGCGAGGATCATCTCCAAAAACAGGCACTTGCTGTGGTTTATCAATA
+AGCTTTTTTAACGGTATTAGTGAAACAGATTTTCGTTTTATTTTAGCGGGATCAGCGGAATACGTTAAAA
+TATTACCTTGGGTATCTAAAAAGTAAAATTCAAAGGAAGGACCTAAAAGCATTAGTGTATGAAAAAGATT
+TTCTAGAGCCGCTTTATCGTAAACACCATCTTGTAATAACGGATTATCGTGGGCTAGATGTTCCGCGAGA
+TTTACGTGCAACTTTTGCTCTGCCTGGTACTTTGATTGCTGTACCAGAGAGTTACTCCAAGCAACGAGTA
+GTGAGGCCATGACCATGAAGGTAGCGCAGAGTGTTAATGCTAAGCGTTGATAAAGTGATGTTTTCATCGA
+AGATCAGTCCTTACATACCGTTGATGGCATTACGCCCGCTGAATTAAGTTTATAACCAACTCCCCAGACG
+GTCTGAATTATTTTTGGTTCAGTACAGTCTTCCTCAAGCTTACTTCTAAGGCGATTAATATGAGAGTTAA
+CCGTGTGTTCATAACCATTATGATGGTAACCCCAAACACCATCGAGTAATTGAGCGCGTGAGAATACCTG
+ATCAGGGTGTTGACAGAAAAAATCAATCAATTCAAATTCTGTAACCGTTAAGTTAATTGCTTTATTTTTA
+TAAGTGACTTGATGAAATCTATGATCAACCAATAGTTGTCCTATCGATGTACTTGTCTTATCTAACTGAG
+CCGATTCTTGAACTGGTTTTTCTTCATGTACCAAGCTATTAATTTCAGAGGCGTTTTTAGCGGTAATTGC
+ATGGACTCTGCGTAATTGGCTTCTAACGCGGGCTTGTAATTCACGAACACTGAAAGGTTTAGTCATATAG
+TCATCAGCCCCCAACTCAAGGCCCAATATACGGTCTATTTCTGATGTTTTAGAAGTAAGCATAATAATGG
+ACTGTAACGGCTTTTCTTGTCTAACTTGTCGACAAATATCTAAGCCGCTAATACCAGGCAACATCACATC
+AAGCAAAATAAGCTGATAGTCTTTTGTTAACGCTTGTTGTAATGCTTCGTTTCCTTGTGTACAAATATCG
+CAATTCAAATCTAATTCAGATAAATGCACCTTAATAAGTTTGGCAATATCAATTTCGTCTTCAATTATTA
+GAATATTATCTTTCATATTTTGGCCAATGAGTGAACTGAGCCGCTCATTGGCCAAGAACACTACTTAGTT
+CGAGTTATAGTTAATTTAACTGCAGGATTATCAAAACGATGAGCCTGAGTTAGTACTGAGCTTGGTAAAC
+CATCATCTTTACTAACCACACCAGAATGATAACCGACTAAATCGATATCATCACGCGTTGAATCATAGCC
+AACCCCACCATCAGCTGGGCCTGGAATAGTACCTGCGGCTTCGTTGTTTTGCTCGGTGCCTGAATCATAG
+ACATTTAATCGCCATGATTTTTCTTGGTTTAAGGTCAATGTTGATATATCTACACCAGTAAGACCCGAGA
+AAGCATCATTTGTATTCACCAACATAGTGGCAACAGTCAAATAAGTTGCTGCACGATCCATTGTACTGAT
+GTTCACAGTAACGCTAGTGCCCGGTAAAGTAGGGCCTTCAGCCGTTGCCGTGGCTAGATTATTCTCTAGT
+GCAATAAAGTCAGCATTATCTCCACCTTCGGCAAGTTTCTCCAAAGCAACAGAAGCTGCTTGACCAACTT
+GCCACATTTTAGCATCGCCGTGAAGTGAAACCGCAACAGGTGATAAAGGCTGAGCGTAGGTTAGATTAGT
+AAGCGTTAATGAATAGCTATATTCCATAGGCGTTTCGACTGGAGGAGGCGCGTCGTTGTCATTATCATTA
+CAAGCAGATAGACCTAAAGTGAGTAAGCTCGCAATAAGTAATGGCTTAGCTAGTTTGTTTGTACTCTTTT
+TTTGAGTGTTAAAGGTTAACATGTTGCCCCCTTATTTCACGGTAATGGTAAGTTTAGCGACAGGGTTTAA
+CCAACGTTGCACGCTATTATTAATATCACTCATGCCCGCAGACATATCACTATCGCCTAAGCTACCACGG
+TGAATATGTACTTTATCGTTAGACTCCATATCTGTTACACCAGTACCGTTCATACCTAATAGAGGGTCAA
+GAGGTGGTGGCACCGGCATGCCAGCTTCTCCAGGTGCACCACTGCCGCGAAGTTCATCATTGGCTTCAGT
+ACCCGCATCATAGGCATTTAAAAATACGGTATAAGTACCTGCTTCTTCGGGTATTTTCCAACTATCTAAA
+CCAACAAAACCATCATTAGAAGGCAAAACCATCGCAGCAAGTGATAAATGAGTATTGGCGCTGTCATTCG
+ATAAATCAAAGCTTGCTGACATTGCAGGTGCTAATAATCCACCAGCAGGGTTTTCATTAAGATTAGCATC
+GGCGTTGGTTAAGATACTTGATAAACCTGAGATGCTACCACCCTCAGCCATTGCTTGAAGCTCATCGCTA
+GCCATTGTACCCGACATAAAAATGTGGTTTTCACTGGTGTGTGCAGCTGTAATAACAGGAGTGAAATACA
+AACCTTGCGTTAAGTTTGTGACAGTAATGGATAATTCTTGTGCCATAGTGGTTGAGCTCGCAAGTGCGAG
+TGCTAAAACACTTAATGTTGATGTGATTGGCGATTTCTTGATTACTTTCATGATACTTTCCTTTGCAGTT
+AGATTATACCAATCTGTTTGGTATGGTTTTGTTGTAGTAAAGTATGGGGGGGAGTTATCGCTTGGAGATC
+ACGCATTTATCACTTTTTGTTGGAGAATTAATCACAGAAGTATCACAGCAAGGAAGGGGTAATTATTCTG
+TAAACAAAAAGACAATAAAATCGTGTTGAATGTGTAGTGTTTTAAATCGTATTGAAAGGCTTTAAGAGTC
+TACAAATTCACAAGTAAGGTGATAGAGAGAAGGGCGTTTTATGCAATGGCTGTAGGATTTCAGTGGCATT
+ATATAATTAGAGGTATTGTCAAACACCTCTAATTATAGGGGGATTTCGATTATATTTTTTTAACGTAAAA
+AGCCGTTTCATGCCCCTGTATGTACATAACTGTTTCTGATTTTTCCCCAAATATAGGCTCATCTAGCGAA
+CTTACATTGTGAATCAATGTTATTGAATATTCTCCTGATGCAGTGGTTGCTGGCGCTAATGCACCAGTAA
+TCACCCATAAAGAACCATCACTTAACAGTATTGAATCATTTTCACCTTCAGAGTAAAAAGTGTGAAGGCC
+TTGCCATATGATTTTTGCTTTCGTTAAAGGCTTAAGATAATAGCCAAAAGGTGCGTATTCATTATATAAA
+TACCACGCACTAAATTCACCCAGTTTTTCAGCTGTTTGGGATGTTAGATCAGGAAAATTACTTCTTACAT
+TATAGAGTGTGTAATCAAAAATACCCCCAGTGTTAATGTCTGAATAGTCAATACCGTTAACTCTCCATAT
+TGAGTTATCATCTAATAACATTACGCTACCGACGGATAATGGCGCTAACTCTATATTTCCTTGTTGTAAA
+ATAGTAGGGGTTTGGATCGGGTCAATGTAAAAGCTAGCTGCGCTATTGTTAATAAATACGTAATATTGCC
+CTTTAACACCTTGGTTAGGCTCACCAAAATCATTTGGGTTATCATAAATGATGACGTCTACTTCTCCAGC
+ACTATGCGTTCCATCACCGAGTGATAGACCGACAATACTCCATAGCGTGCCATCTGCTAACTTTATTAAG
+TCGTTTATAGAGTGACTCTTAAGGTAAATTATTTCTGAATGCTGGGACGATATTTTATTATCAGATGAAC
+CCCCTCCTTCACCGCATGCAGAGAGCATAAAAACGAATACAAAAAAACACCAAAATTTCATGAAAAATCC
+TTTTAAATTAATGAACTATATTATGGTAACAGTAGAATGATTGTTATACAACGTAACTCAGTTGTAGGCC
+TCGTGCATCTAGGGGAGACCTGTTAATCGCTTTGATGGTAGATATTTTTACACTAGAGGATTTGCTATTA
+ACTATGCTTGCATAGCCAGTTTTATTAACTCAGGCTCAGCTTCACAAAGTAAAATAAATAACTGAATTTG
+GTTGAAAGCGCGATCTAAATTATGTTTTTCACGGCTTACTTGGAAATAGCTATCACCATTTAAGTAGTCT
+GTTAAAAAACGCGTACCAAGACTAAAAGGTACTGATTTAGTACCAACAATTAAGCTGTCTTTTTCAAGAG
+CAGACATCTTAGTGCCAAAAGCATTTTGATAACTTTGAATAAGTGCTGAAAAAATATCTAATTTAATTAT
+CATTGCATCAATATTGGTGTCATCTTCTGCGAGATTACTGCAACATGTTCTTACCATGTCACCAAAGTCA
+TGCATTAGTAAACCAGGCATACAGGTATCAAGATCAATTACTGCACAAGGAGTGTCACCTTCAGTAAATA
+ATAAATTGTTTATCTTGGTATCGTTGTGCGTAACATGCAGGGGTAACTTTTTGCTAATATCGATAACATG
+ATTGATAAAATCTTGTTGGTCTAAGCAAAAGTTGACTAACGTTTGGCAGCTCGACAAACGATCTTGAAGA
+TCATTTTCAACGGCTTCGTTAAGTTGTCTCATGCGAAAACTTATATCATGAAAGTCTTCAATGATAACAG
+CGAGTTCTTCAACGGGAAAGTCACTTAGCGTACAGCTAAATTCTGCAAACGCATTGGCAACAAGCGCGGC
+TTGTTCAGGTGACTCAACTTCCTCTAGTGTGTAAGAGTTGCTGATAAATTCCATCAAACGCCAATAATTA
+GTACCAACTTTGCTATAAGTCTCGCCTGTTTTGCTCAATATTTGTTGGGGAATTGATAGTGGGTAGTTGC
+CGATATTTTTTTGTCGTTGCAAATGTAGGTTTATTTTTTGTGCGTTACTACTTAACTCTGCGGTTTTGGG
+AAAAACATCATGGTTGATTTGCTGCAAGACAAACTCAACTTCAGGGGTAGTCAATTTATAAGTATTATTG
+ATATGACCATTACCTAAAACAGCTATTTCAACTTCAGCAAAGTCATAATCATAGTTATTTAGAACGGTAT
+CTATATCTGAGTGGAGCGAAGCTGATCTGTTATCCATTGCTTTTAATACTTATGTTTTAGTGATTATCTT
+GTTAGCAATGTGATTATTCTAGTAAGTACTTACCAGCGAGCCTATGCTAATACATTAATCTGTAACAATT
+CAATTGTTAACAAATTAGCGCAAGATGTTACTCTTTTTTGTCAAATAGTGCAGTAACTTTCTCATTGACT
+TGGTGGTGATCATAGGGGATTAATTAAGGTAATTATCTTAAGTATTAGTAACTTTTACCTTTTTAAAGCT
+GAATGCCAAATAGACATTAGTGATGGGTATGAGCCCATTACCGTTCAAAGTACATGCTGAAATGTGCATC
+TTGATTGGTAACGGGCGTATCGTTAATCTATAAATCGGCCAACGGATTTTGTTGCCAAGGAGCCTCGAAA
+AATGGTGCTATCACCTCGTTTGTTACTTCGCTCAACTGTTTATATTGCCAGTCAGGGCTTTGGTCTTTAT
+CAATTAATAAAGCCCGCACGCCTTCAGCAAATTCAGTGTGACGAATAATGGTTGTGGCAAGTAATACTTC
+TTTTTCAAAAACAGTTTTTAAACCTAACCCTTTACAAAGTTCGAGTTGATGGAATATCCACTTAATTGCC
+AAAGGTGAACCACTGGCTAAACCATTTTTTGCTCGTTGAAGCCACTTGTCATCAGTCTTGAGTGATGAGA
+AATTAGCCGCTATTTTTTCTACATTATCACTGCGACACAAATCGTTAATTAATGTTTGATTAGTTGCTAA
+ATTTCCTGCTGGAATATCGGCAATACACTGACTTTGATAATGGTTAAAAATGTTATCTAAGTTGTTGTTG
+ATTTCAAACGCAGGACATTCTAAAGAGGTCAATTCATCGATAACGGCTTGCTTGCTTGTATGAGTAATTG
+CGTAATTAGCAATACCAGCATAAAGACCGTCAGCAGCATTGATGGAGGAACTTGTTAAGGCTAAAAATCG
+ACCACAATAACCTGGCATAGTATTTAAAAAGTAACTACCACCGACATCGGGAAATAAGGCAATGGTTACT
+TCTGGCATCGCTATACGTGTTCTTTCTGTGGCAATACGATAAGAGCAGCCAGCAAAAACACCCAAGCCAC
+CACCCATCACAATACCATGGCCCCAAGCGATGGTCGGTTTAGGGTAATTATGCAGTAAATAATCTAGGCG
+ATATTCACGCTCAAAAAATGTTTCTGCATACTCACATGGGCCTCCCGGCTGTTCAATTGATGACTTGTAC
+AAGGCTTGTACATCCCCCCCCGCACAGAATGCTTTTTCACCTGCACCTTGAATAAAAACGGCGGCAATTT
+TATCATTTGTTTGCCATTGCTGTAATTGAGCTGACATCAGATCAATCATTTCCAGTGTTAATGCGTTTAA
+CGTTTTTTCACTGTTTAGTGTTAAAACACCGATACATTGGCCATTTTTAATCGCTAATTCTTCAACTGTT
+ACGGGACTGGTCATTAGTTATTCTTCCACTGAGGTTTACGTTTTTCAATAAAAGCACTAACACCTTCTTT
+TTGATCTTCGGTATCCCATAATTTTACAAAAAGTTCTCGTTCTTTAGTGTAAGCAGAATTAATATCACCA
+TTACGGGCTTCCATAATTAACGACTTACAATAAGCTACAGAGGTTGGTGATTGACTTTCAGCTTTCTCAG
+CGAGTGCTAAAGCTCGCGATAATGAGGTGCCAGTAGGGACTACTTCAGAGACTAAGCCTATTTTTTCAGC
+TTGTGGCGCTTTAATACGCTCACCTAATAAAATCATGCGTTTAGCCCAACCTTCACCGATTAACCATGAC
+AATTGTTGTGAGCCTAAACCACAAGGCAATAAGCCAACAGCAGCTTCAGGTAGTGCCATTTGTGCTTGTT
+CTTCACATATTCTGACATCGCAAGATAAAGCGACTTCTAACCCGCCTCCCATAGCAAAACCAGTGATAGC
+AGCGATGGAAACCCCTTGATAGTTTGATAGTGCTTCAAACGCACCGCCAAAAGCGGCTGAAAAGTCAAAG
+GACAAACCTTTGTCATCATGATTGAATTGATTTAGGTCTGCTCCTGCACTAAAGAATTTTTCACTGTCAC
+TCGTTAAAATAAGTGAGTAGTTATCTTTGTCTTCATTAAGTACACCAATTAACTGTTTTAAATAATTTAA
+GCTCTCAGGTGTCCAAGTATTTGCCGGAGGGTTGTTAAAAGTCACAATAGCGACATGGCCGCGTTTTTCT
+ACCTTTAATAAATCACTCATCGATAACTCCAAAACATTGTTTAAAAATAGGGTTTAAAAAAATTCTCATG
+CTGCACTAACGAATAATGTTAGTGGCACCTTCTTCTAAGATACGTCGTGCGGTTATTACCCGCATAATTT
+CATTAGTCCCTTCAAGAATTTGATGAACGCGTGCATCGCGCATATATCGCTCGATAGGATATTCTTTGAT
+ATATCCGTAACCACCGTGTAATTGCAGGGCATCGTTACAAACATTAAAACCAACATCGGTTGCAAAACGT
+TTTGCCATGGCACAATAAGTTGATTTATCAGGGTCGTTTATATCTATTTTACTCGCCGCTAATCGAATCA
+TTTGTCGTGCTGCCACTAATTCTGTCACCATGTCAGCCAATTTAAATTGCAAGGCTTGAAAAGCTGCCAG
+TGGTTTACCAAATTGTTTACGCTCTTGCATATAAGCTTGTGACAAATCAATACAGGCTTGCGCAGCACCA
+ATTGAACAACTAGCGATGTTAATGCGACCACCGTCTAAGCCTTTCATGGCAATTTTAAAACCTTCACCTT
+CAGCGCCTAATAGACAATCGGCAGGTAGTTTAGCGTTCTCAAAACTAATGGCGCGTGTTGGTTGAGAATT
+CCAACCCATCTTGTCTTCATTTTTGCCATAACTAACGCCAGCAAGATCTGCAGGAACTGCAAAGGCTGAA
+ATACCTTTTGCGCCTTCTTCTTGTGACCCTGTACGTGCCATTACAACTAATACATCGGTTTCACCTGCAC
+CACTGATAAACATTTTACTGCCGTTAAGCAGGTAATAATCACCGTCTTTTTTAGCTGTGGTACGCAAAGA
+TCCAGCGTCACTGCCGGCGCCAGGTTCGGTTAAACAATATGAGGCGAGTTTTTGACCCATGACCAAATCA
+TCACACCATTGCTGTTTGGTTGATTCAGTACCCCAAGTGGATATCATCCAACTGGCCATGTTATGAATTG
+AAATAAAGGCTGCCGTTGAGGTACAACCTACGGCTAATTCTTCAAGAATGATGGAGGTATCTAAACGCGG
+CAAATTCATACCACCTACGTCTTCTGGGCAGTACATACCCATAAATCCTAATTCACCAGCTTTTTTAAAC
+ATGGCTTTGGGAAAAATTTTCTTCTCATCCCATTCACTGGCAAACGGCTTCATTTCTCCGGCTGCAAAGC
+TTCGTGCCGCATCTTGAAAGGCTAATTGATCTTCGTTCAGTAAAAAATTCATAAATGCCCTTAATTCGAG
+TCATTACCAAGATAACTGGTATGGCCTGATTGTATTATTTTTATATTCTAATGAAACAATAACATGAACT
+TTATTGCTTTGATAAAACTACTGTGACTATATAAACACATTGAAATAGGGGCGTGAATTAACTATATTAT
+TCTTTTGATGGACTATATTGCTGTTAATGGTGTGGCCAATGCATATTTTTAGTGGAGGAGTGGAAAATGA
+GAACTGATAGATGAGTAAACCTTCACGTTGGCCACTTACCGCAGACGGTATTCGTTTTATTACGCCACAT
+GTACTGGTTAAGCGTTTGCAAAACCATGCCTTAGCTAAAGGGCTTTTTGTTACTGCAATGGGCTATTACC
+CAACAGCAAGTGGTCATGCTATGGAACGCAAAGGTCATCCTGACCATATTCTTATTTACTGTACTGCAGG
+TAGCGGCTTTCTAACTATGGCAGGTAAAACAACTGAGATTAACAGTGGTGATATTTTTTATTTACCAGCA
+GGTTCACAGCATAGCTATCAAGCGAGTAAAGAGTTGCCTTGGACATTATATTGGCTTCATTTTGATGGCA
+CGTTAGCAAATGATTTTTGCCAACACATAAATATTGTTGAACGTAAGTTTACTATTGGCGTACAGCCCAG
+AGTCATTCGAGTGTTTGATGGCATCTCACACCTTCGCCACAGTAGTCATAATCTGGCTGAGTTTATTCAA
+GGTGGTCATCAGGTTCAAGCGTTGTTAAGTTATATTGCCTTATTAGTGCAGCAGCGAAAACCCAGCGCAA
+TCAATACTTTTGATACAGAGAATTTACGTGCCATGATGCAAGAGCATATTCATAGCAAACTGGATCTTGA
+TTCATTAGCAGAAGCCGCTAAGTTATCTAAATACCATTTTTCAAAGAAATTTAAACAAGTCACTGGCGAG
+TCGCCTATTAGTTACTTTATTAATATGAAAATGCAACGCGCTTGTTATTTGTTGGATAGCACGCCACGCT
+CTGTTAAGCATGTTGCATCAGAGTTGGGTTACCACGATACCTATTACTTCTCGCGCTTGTTTAAAAAGAA
+TATAGGAATGGCACCCGCTATTTATCGAAAGGCTAAACTGTAGATGTTTCAAAAGTTAGGACAGGGAGTT
+CAAGAGTATGAAGAATAGGAGCAGGAAAGAAAATAACGATTGAATGTGAATACCGTTTAAAATAAAAGCA
+GCAGGAATATATTACCCTGCTGCTTCATTCTAATTGAAATTTATTGATGGAAAAGGATGCACTAGTATTG
+TGGTACTGACATCCCCATTATTTTTTTAACCATGGCATCCACGCTCCAACTGGCCGGCTTTTGGCGAGGA
+GGGAATTCAACAAAGGTCTTCATTTGCTGTGCTGTCATGGTAATGCCGCGAGAAAATTCAAAAATATGAT
+CCACATACCACCTTTCATAACTACCTGATTCGTCTCGAGCACGTTCATAAGGGTCTTGACGTAAATTGGT
+TAACAGCGGTGCTCTTAACGGGGTTAATGGACATATCCAAACATTTAATCCTTCACATTCTTGAATACTG
+TATTGCAGTTTCATATCGCCAAAACGAACCGCTGATAAATCACCACCATCGGTAAAATACAGGTAACTCG
+GTCTTGGCGCTTCATCGGTTGCTCCCGTAAGATAAGGCAACAGGTTATAACCATCTAAATGTACTTTATA
+CTTTTTGCCATTAACGGTAGTCCCTTGTTTTAGCTTTTCTTTAATATCAGTGACACCTGCAGCAGCCAAC
+AATGTTGGTGCCCAATCCATATGTGACACCATTTCTATTTTAGCGTCGCCAGCTGTTATTTTACCTGGCC
+ATCTCACCATAGCCGGTACACGGAATCCGCCTTCCCAAGTCGTATTTTTTTCACCTTTAAACGGAATGGT
+GCCACCATCAGGCCAAGAAAAGACTTCAGCACCATTATCGGTTGTGTATAAAACAATGGTGTTGTCAGCA
+ATAGCTAAACGGTCTAATTGATCAAGTAATACGCCGACCTGATAATCATGTTCCATCATGCCATCACCGT
+ATATGCCGCCACGCTTTGATAAACCTTTAGACTCTTCTTTTAAATGTGTCCAGATGTGCATGCGAGTCGC
+ATTAAACCAGACAAAAAATGGTTTGTTGTTTTTATGCGCTTTATCGATAAATTTAGTCGTTGCCGCTAAA
+AACTCATCATCGATTGTTTCCATGCGTTTTTTAGTTAATGGTCCCGAATCCTCTATTTTTCCATCAGCAA
+AGGAATGAATAACACCTCTTGGGCCAAAACGTTTTTTATAAGCTTGATCTTTTGGGTAGTCGGGATGTTC
+TGGTTCTTCTTCTGCATTTAAGTGATACAAATTTCCCAAAAACTCATCAAAACCGTGATTGGTTGGTAAA
+AATTCATCTTTATCCCCTAAGTGATTCTTACCAAACTGGCCAGTAACATAACCTCTATCTTTTAATAGTT
+CGGCAATGGTGACATCCTCTGCGCGTAAACCTTTATCAGAGCCAGGTAAGCCAACCTTGGTTAATCCCGT
+TCGTACCGGATATTGACCAGTAATAAAGGCTGCACGACCAGCGGTACAAGAGTTTTCACCGTAATAATCA
+GTAAATAACACACCTTCTTTTGCTATACGGTCAATGTTAGTGGTTTTATAGCCCATCATGCCGTGGGTAT
+AAGCGCTAATATTACTTTGGCCAATATCATCTCCCCAGATAGCTAGTATGTTTGGACGCTCTGTATCAGT
+AGTCCCTGAGGCCATTCCAGAAGTGACTAATAAACAGGTTGTTATGATTTTGGTGAAATTCATTGTTAAG
+TAACTTTTCATAGGTAAAAATTTATCCATTAGTTGATTGCTCTGGTTTCATTGATCCAATAGGGTTCACG
+TAATTCATTTTTCATGATTTTACCCGCACCGGTTATCGGAAAAGCTTCTACTCTAATTTCGATGCTCTGA
+GGTACTTTATAACCAGCAATATATTCACGGCAGTGACTAAATATTTCTTCATCCGTGATTTCTTGGCCTT
+CATTAAGTCGAAGAATGGCATGCACTGACTCACCCCATTGCTCACTTGGAATACCTAAAACAACGGACTC
+TTGAATAGCGGGATGATGAGACAGCGCGTTTTCAACTTCAGCAGAAAAAACATTTTCTCCACCGGTAACA
+ATCATATCTTTAAGCCTGTCGACCAAGAAAATAAAACCATCTTCGTCCATGTAACCCGCATCGCCTGTCA
+ATACCCAGCCATCAATGAGGGTGGCGGCGGTTTGTTCGGTATTATTCCAATAACCCAACATACTGTTTGG
+GCCTGATGCCGCTATTTCTCCTACTTTACCTGTGGGTAATACCTTGCCGTTTTCATCTCTCATCTCAACA
+CTAACGCAATAGGCAGGGCGACCAGCTGAACGAAGTTTTCCCGCGTTAGGACCTTCTAAAACGTGGTACT
+CGGCAGGAAGAATCGATATAACAGGAGATAATTCAGATTGCCCATAGGCTTGAATAAACTTTACCGAGGA
+CATCTTTTCCATGGCAGCAATTAAGGTGCCTTCTGGCATGGGAGACGCGCCGTATATAATATGCTTGAGA
+CTACTAAAATTGGCGTTATCTAATGCCGGTGTTGCAAGCATCATAGTCACCATAGTAGGCACCAATAAAA
+CATGGTTTACTTGTTTATGTTCGATAGCTTCAATAACAGACGTTGCTTCAAAATAAGGTACAAAGACCTG
+AGATAAACCGCCAATAACCATGGCATAACTTACGCCAACATCGGCAAGATGAAACATAGGCGCCGCATGA
+AGGTAACGCTCACCTGCGACATTTAAGCCCATCTCTGCCGTGACCACTATGGAGCTTGACCATAAATTAG
+TATGAGATAGCATCACACCTTTAGGGAACCCGGTGGTACCACCGGTATAAAATATGCCGGCAAGTTTACT
+ATAGTCATTTTCAACGGGGGCAATGGCATCAGCATGCTCAATTAATTGTTCATAATTAAGCATGCCTGCT
+GGGGTTTCACCGTCGCCCATATAAATGATTACTTGAATCTTTTCACATTGCTTTGCTAGTTCCTTACCCA
+TTTCTAGAAAGGCATCATCGACAAAAAGCACGCTACTTTGTGAATTTTCTAATGAGTAGATATTTTCTTT
+AATGGACCAGCGAATGTTTAGTGGTACAACAACGCCTCCGATCCAAGGAATAGCATTGTAATATTCGAAA
+TATTGATCTGAATTCATGGCGAGAATAGCCACGTGATTTTCTTGTCCTACCCCGTGTTCAACTAATGCTC
+CGGCAAGCTTGGCAACCCGTTGTTCCACTTCCTTCCATGTTCGCTCTCTATCACCGAAAGATGTGCCAAT
+ATTATTACTAAATATTGTCGCATTGCGTTGTAGTGCCTGATAAAAGTACATAAAAACCTCTTTTTTCAAC
+TGAAAAAGCGCAGTTTTATTTTATGAACAAAATAAAATGAACGCTCAGTGCAACTGATATTATTATAGTT
+ACCGTTAAATCTGCTTCAATCTTGCTATTCAAACTATCGGTTTGGCGATTAAAGAAACATGATAATAAGC
+GCCAAAATTGAAATCAATTGACGCATAAAGACAAGAGGGATTTATTTACCTGTTTGGTATAAAGGCTAGT
+TTTTATATTTTGAAGGGCTGCAACCGGTCCAACGAATGAAGGCGCGCGTAAAAGAGGCCATTTCACTAAA
+ACCGCAACGCTCGGCAATTTCATCAAGGCGTTTGTCGGTATGTTCCAGGTAAAAAATCGCTTTTCTTTGG
+CGAATATCATCTTTAATTTGCATGTAATTTGAATTTTCTGCATCAAGCTTACGTTGCATGGTTCTCACCG
+ATACCCCCAATTGTTCGGCAAGTTCGAGTTGGTTAGGAAATCTGGCATAGGGACATGCAGACAACAAATC
+TTTAATTTGTCGAATAAAACCTAAGGTTTGAAAAGAATATGTGATCAATGAGAGAGGAATATCGAGGTAA
+GATTTAACTTCCTGATAATTACATTTTACTGGCTGTTTGAGCCACTTTATATCAAAAGCTAATTCACAAT
+GTTGCTGATTAAACTTTATTGGGCAAGCAAAAAGAAATTGATAATCACTAATATTCTTTGGTTTATCTTC
+CATAAAGTGGCTGTATTTCAACGGTATTTCTTTTTTGATCAACGTTGATAATACTTTGTGCCCCATACAT
+GTACATAAAGCACTGATGAGTAGTGAAAATCGGGGGTCTTTAACTTTGGGGATAAAACGCCAACGTACAA
+GTGAACCCTCAATAATCGTGCTGGAGTTCACCGGACTTTGAGATATTCTTATCACTTGCTCTATTGCTTT
+TAACGCTTGAGCTAAGGTTTGCTCGGTACATGCTGATTTAACCATAAGATCTACTGAGCCGCGTGGCAGC
+TTTGCGGTTCCTGCGCCTAGAAACTCATCATCTGAGTATTCGAGGATAATGGTATACCCCTTGATAATAT
+AATGCTTTGAGATAACCACCTGGGGATCTTCAATTGACTTTAATGATAGCCCTATTCTTTTAGCGAACTC
+TTCTCTTGCAAGGCCTATTGATTCACCAAGAAAGCAAAAATCCCTAACAAAGATATTGGTAGCAAATAAC
+TCACCTGTTGCGGCAGAGATATCATTTTGGTTCAATTTTTTCTCCTTTATTTAGTCTATCAATATAATTA
+TAAATGGCCTGACATCATGTTCGTTTTGTTTTTATACGTCAATTGATTTCAATTTTGACGTTTATTGTCA
+TATAAGAACAATGCGTTAACTTGCTAGTTTTAATAAGGCGCTAACTAAGTAAATAACAAAACAGCTAGCA
+CAACATAAAACAAAAATATTTACTACTCAGGGTCTTGCAACATCGTAACTTCGATGCATGACCCGATAAA
+TATTAAGAGAGAACAGCATGTTAAACACAAGCGACATAGGTAAGGTCTTTCCATCGGTAACCGCCGTAGT
+AGAAAAAGGTCGTTTACGCTTTTTTGCCAAAGCGATTGGTGAGAACAATCCTATTTATACTGATGAGGCT
+GCAGCAAAAGATGCAGGGTATGAGTCTTTACCTATGCCACCAACCTTCTTTTTTAGTTTAAAGATGGACG
+TTCCTAATCCGTTTGAAAACTATGAAAAAGTAGGGGCGTCACTGGCAAAAATACTCCATGCGAATCAAGC
+CTTTGTTTATCATCAATCGGTTGTAGCCGGGGACTCGTTAACGTTTGAAAGCCATATTGCAGACATTTAT
+GACAAAAAAGCTGGCGCGCTAGAGTTTTTGGTAGAAAAAACGAAAGTCTCTAATCAACGAGGACAACACG
+TTGCCGATATGACAACGACACTCGTTGTTCGTAACTAATACCATGCACAAGGTTTAATAAAAGAGAGTTA
+TTAACATGATTGGATTTGATGAAGTTCAAGTGGGTGATGAGTTACCCGTATTACAAACCAAAGTGATTTC
+ACGCACGACATTAGCGTTATTTGCTGGCGCTTCGGGAGATCACAACCCAATGCATATCGATATCGACTTC
+GCAAAAAAAGCGGGCATGAATGATGTTTTTGCTCATGGCATGTTATCCGCAGCCTACTTGGGACGACTGT
+TAACTGGCTGGGTTGCGCAAACCGCGATTAAAAAAATAGATGTTCGTTTCACGGCCATCACGCAACTGTT
+TGCTGAAATTACCTGTAGCGCCATCGTGAAAGAAAAATTTGAACGTGATGGTAGTAAGTTAGTGCTGCTA
+CTTATTGATGCGAAAGATCAAAACGGTGACATTAAAATTTCTGGCAGTGCTGAAATAGCGCTTAACTGAT
+CTTTAGCCAATTACCCCAAGCAATTTAATTAACGACAGAAATAAAGAGAATATGATGAGTAAGAATTTAC
+AAAATAAAGTGGCATTAATTACTGGCTCTGGCCGCGGCATTGGTAAGGCATTGGCATTAAAACTCGCAAG
+TGAAGGTGCAAAGATTGTTATCAATGATTTAGATGAGGCACCAGCCCAAGAAACAGTTTCTGAAATTAAA
+GCCGCTGGTGGAGAGGCCATTTCTTTTGTCGGTAGTGTTACGGCGAAAGGTTTTGCTGAAAACTATATTG
+CCGCCGCGATAGAAGCATTTGGCACGCCAGATATTTTAGTTAATAACGCGGGATACACCTGGGACTCACT
+GCTTCACAAGGCTGAAGATGAACAATTTGATGCTATGTATGATATTCACCTTAAAGCACCTTTTCAACTC
+AACCGAGCATTTACTAAAGCGGTAACTCCAGCGGCAAAAAATGAAGCTGAGGCCGGTATAGAAGTGTTCC
+GTAAAATAATTAACATCTCATCTATCGCCGGTGAATACGGCAATATCGGACAGGTAAATTACTCCTCGAT
+GAAGTCGGCATTGAATGGCATGACTAAGACCCTTTCTAAAGAATTAGGTCGCCTTAAAATAAATGTTAAT
+TGTGTCGCTTTTGGTGTGGTTGAAACTCGTCTAACACAAATAACCGATGTAAAGAAAACGATTGTAGTTG
+ATGGCAACGAAGTTGGCGTGGGTATTCCTGAAAAAGTGAGTGCAGGTTTTGCCCGAATGATACCTCTTGG
+TCGCAGTGGTACTGCTGAAGAAGCGGCTAACGGAATTTATTTATTTTGTACGCCAGAATCAAATTACATC
+AGTGGCCAAACCGTGGTCGTTGGTGGTGGTTTAAGAATGTAGGAGAACAACAATGGTACCTTTTTATTGT
+ACTTGGATTGATGAAGATTTACGGATTTTCTCTGAATCGGTGAATAAGTTTATTGATAAAGAAATTGCTC
+CCTATTATGAAAAATGGGAAGACGACGCTTGGATGCCAAGAGAGATATGGAACAAGTTAGGTCAAGCCGG
+TTTGTTATGTGTGGACATGCCAGAAGAATACGGCGGTTTTGGTGTCGACTTTAAATTCGCAGCACTGATA
+AATGATATTTTTTATCGTCGCGGTGTTGGCGCTATAGCGGGTGGTGGTATTGCCGTTCATGCGGGCATCG
+TTGGTCACTATATTTTAAATATGGGTACTGAAGCACAGAAACAAAAGTACTTACCTAAAATGGCCTGTGG
+TGAATGTGTTGGTGCTATTGGCATGACCGAGCCAGGTGCGGGTAGTGATTTGAAAGCATTGAAAACATCG
+GCGAAGAAGGTTGATGGCGGTTATGTGATTAATGGTAGTAAAACTTTCATCTCCAACGGTCAACATTGCG
+ATATTGTAGTACTCGCCTGTAAAACCGATCCCAATGCGGGCGCAAAAGGTGTTTCATTATTTATTGTTGA
+TGCGGACACCAAAGGTTTTGTCAAAGGACAAAAACTAAAAAAACTTGGTATTCATTGCCAAGATACTTCA
+GAGCTGTTTTTTGATGACATGTTTGTACCTGATGATGCGTTGTTGGGGCCACTTAATACTGGTTTTATCG
+CCATGATGAAGGAATTGCCTCGCGAACGTTTATTGTTAGCAGTCGGAGGTCAAGCCGCAGCCGAGGGTAT
+GTTAGAAATCACTATTGATTATGTGAAAGAGCGCAATGCTTTTGGTAAGCGTATAGCTGATTTTCAAAAT
+ACGCGTTTTAAATTGGCAGAGCTTGCGACTGGCGTTCGTGTGCAAAAAGCCTTTGTTGATCAGTGTGTGA
+TGCTACTGGCTGAAAACAAACTCGATGCGGTTACCGCTTCAATGGCTAAATTGCATGTTACTGAGTTGCA
+AGGGAAAGTAGCAGATGAGTGTTTACAATTTTTTGGTGGCTACGGCTACATGACCGAATACAGAATCGCG
+CGAGAATTTGTTGATGCACGGGTGCAACGAATTTACGGTGGTACCTCAGAAATAATGAAAGAAATCATCG
+GCAGAGAGCTGATTAAAGACTAATTAGAATAAGAATAATAATAAGAACATATGACAAGTTATTACAATAA
+TTGGGCTAAAAAATATAATAAAAAGCCTTGTTCACTTAAGTGGAATAATTGGAGATATTATGAATATCCT
+ACCTATAGCAAAAAGCATTATCGCAATGTCGGTTGCCTCAGCGTTATTAGTTAATAACGTGGCAGCAGAA
+GAGCTGAATGAATCAACAGTTGATACCAAAGATGTTGAGGTGATTGAAGTTAGAGGCGGTCAACGGGTTA
+AAACCCTGCGAGAAGTGCCGGCTTCTGTCAGTGTCATTAGTGGTGAATCATTAAGCCAAATGAAAATTAA
+TAAGTTAGACGACTTATCTCAGTCTTTACCTAACGTTAGTATTTCTGAAAATGCGGTACAAGATACTATT
+TCTATTCGTGGGGTTAATTCAGATCTTCAAGCGGGCGGTGAGCAATCGGTCGGCATATTTTTAGATGGTG
+TTTATCATGGGAGAGGTGTGCAATCACGTTTTTCGTTTATGGATGTTGATGCTATTGAAGTATTACGTGG
+CCCTCAAGGAAGTTTATTTGGTAAAAATACCGTGGGTGGTGTTATCAGCATTTTGCCAGCACAACCGAAA
+GATTATTTTGAAGCAAAACTAACTGCAGCTTATGAATTTGAATATGAAAAAGTCGACTATTCAGGCTATG
+TAACCGGGGCACTTAACGAGAGTGGATCTTTAACGGGGCGTTTTGCTTTTAAGGGATCAAATAGCGAGGA
+AGGTTGGGTTGAAAATGAAGCCAATGGCGAAACCATGCCGACCAAGGAAGATAGCGCTTTACGCGGTATT
+TTAAATTGGCAGGTAAACGATGACTTTAAAGTTAACTTACGTGCAGAAAATGGCACATTTGAGACAAAAG
+GAGCCCCTTATGAAATCCTCTACTTGGAAGACAGCCAACCCATAACAGGGCTCGCTAGAATGTTTGGCGC
+AGAAGCCAATATTGATGGTAAAACCAATATTTCAAATGGTAATTACCCTGGCTTAGGCTTTAATGGCGAA
+GAAACACCTTATTTCATGGATGCTAATTTTAGTGAATATGCGCTAAAAAGTTACTATAAAATAGATCAAG
+GCACCATTAGCGCCACCATAGCACAATCTAATTTAGATTTTGTTCGCTCTCAAGATGCTGATTTTGGTCC
+TTTACCCGTCATACAGTTTAGTGAATCAGAAGACTACCAACAGAACAGCGTAGAGTTAAGATTTGTTTCA
+GAAGATAACGATGACTTTGAATATTTATTTGGTGTCTTTTGGCAAAACAGTGACTTATTAGTTGATGCGG
+TTGCTGACTTTGCCACAGCTCCGGGTACTCCTGTTGCGGGCGCCTTTCCTATTCCTATTGAGCACGCGGT
+AACCAGTCGTTTTAATGAACTTGAACAAGAAACCGATTCGTTAGCATTATTTGGCCAAGTTACTTTTGGC
+TTAACAGAGTCGCTGAAACTTGAACTGTCAGGGCGTTATTCAAAAGAAGAAAAAACAGGTCGTCAAACAG
+TAGAAGTATACGGCGGTACGGGTGATGGCAGTAAGAGCGGTTTACCATTAACTAACCCGACTGAGCTTTT
+CATTTGGAGTCAGGCCATTATGGAAGCGTTCCCGCATTCAGTACCGGTGAGTCGAGAAGAAAACCTATTT
+TCACCTTCTGCTAGTTTAACTTGGCTTGCCTCTGACTCGGCCAGTTTTTATGTCTCAGTGAGTAAAGGTT
+TTAAAGGCGGCGGTTTTAATGCTATTGCTATGTCGCCTGATTTAGATGAAATTGAATACGAAAATGAAGA
+GGCTATTTCTTCTGAAATTGGCGGTAAATTTGAATTTTTCGATGGTACTGTGCTGTTAAATACCGCTATA
+TTTAATGTTGCTTATGACAATATGCAGACCACATTATTTACTGGCGGAACAACGTTTGTTGTTGAAAATG
+CAGCAAAAGCTACCTCTCGTGGTCTTGAGGCTGAATTACGATGGTTAATAAACGACGAATTTACCTTAGA
+TGCTAACCTTGGTTACATTGATTTTGAATTCGACGATTATAAGAATGCAGGTTGTACAGCACAGCAAGTG
+ATTGACTCAGGTTTGACGGGCTCAGCTTGTGCCGCTGCGGGGCTGAATGATCTTTCAGGTAAAACCAATC
+AAGATGTGCCTGAAATAACGTTATCGCTAAGTTTACAACATGAGTTTGCCATAAACGAATATGTGGTCAC
+TAGCCGTATTGATAGCAACTATGTTGATGATTTCTTTGCTACTGCAGATTTAGACCCTATTACGGTGCAA
+GAAGCTTATATTGTTTGGAATGCCGCAGTAAGTATCGCTTCGTCTGATGGTCTTTGGAAAACAGATCTTA
+TCTTTAAAAATATAACCGATGAAAGCTATTTTTATTACGCCAATGATGTACCGCTATTTGCAGGTTCGCA
+ATTTGCTTCCTTCAGTCAACCTAGCACGGTAACACTGCAATTTAGTTACTTATTTGAATAATTCCTTACT
+AAGTTTTTAACAGAGCAAGGAGGGAGAAAACTCCCTCCTTATTTTTATAAGGTTAGTTATGTCAGCACTT
+GCTAATGTAAAAATATTAGATTTTTCAACCTTGTTACCGGGTCCTTTTGGCACCTTAGTCTTAGCAGATT
+TAGGCGCCCAAATTTTACGTGTTGAAGCGCCGGGTCGTACTGATTTAGCACGTATCATTGGCGAGCTTGA
+TGGTGATGCCTCGTATGCACATCGTTATTTAAATCGCTCGAAAAAATCCATAGGTTTAGATCTTAAAAAG
+CCAGAGGCTATTGAGATTGTCAAACAACTGATTGCTGAATATGACGTGGTGGTTGAGCAATTTAGACCTG
+GCGTGATGGATAAGTTGGGCTTAGGTTACCAAGCGTTAACAGCGATCAACCCTAAACTTATTTATTGCTC
+TTTAACGGGGTACGGACAAACAGGGCCTTATAAGGATAGAGGTGGTCATGATAATAACTACTTGGCTATC
+GCAGGCACGCAAGACTATAGCCGCAGAATAAATACCGCGCCTGTGCCTGCGGGTATTCAAATAGCTGATG
+TGGCAGGCGGCTCTATGCACCTTGTCGCAGGTTTGCTGGCGGCAGTTATACAACGCTTAGAAACGGGTAT
+TGGACAACAGATCGATATCAGTATTACTGATGCCGCTTTTAGTCTAAATGTTTTTGCTGCCTCAAATTAT
+CTAGGCGCAGCAGTAGCAACAGGACCCGAGCAAGAATTACTTAATGGTCAACAGTTTTATGATTACTACC
+AAACCAAAGATGATCGATATTTATCCGTGGGTGGTTTAGAACCTCAATTTAAGAAAACCTTGTGCGAAGC
+AATAGGGCAGCCAGCATTAGTCGAGTTAGCTCTTTCGCCTAAGTTAGCGCATCAACAAGCCTTTAAGGCG
+CAATTAACAGACATTTTTAAATCGCAGGATTTTGCCTATTGGAAAACATTATTTCGTTCAATCGATGCCT
+GTGTTGAACCCGTGTTAACCATGGACGAAGCGTGTCAGCATGAACAAATTAATAGTCGAGAAATGATTGT
+CGAGGTTGATGGTATTAAACAAGTAGGCTGTGCAATCAAAATGTCAGCTAGCCCTGCCAAGTATCAATTC
+AAAGGCTGTAGCTTAGGTGAACACAACCAAATCTTGCAACAAGAGTTTGGCTTTAGTGAACAACAAATTA
+ATCAGCTTAAAGCTGATGGTATTTTTGGAAAATAATTTTAGGAGATAAAGAAATGAGTCAAGTAATCGTA
+GCCGGCGTCGGTATGACAAAGTTTTGTAAACCGGGCCAACAAGAACCTTATCGTGTGATGGCTGCTACAG
+CGATAAAGATCGCATTGGCTGATGCAGGCATTGATGCAACAAAAATTCAACAAGCCTTTGGTGCTTATAT
+TTATGGTGATAGTACCTGTGCCCAACATGCCTTTTATGATGTTATTCAAAGTGGTATTCCTGTGGTAAAC
+GTCAACAATAATTGCTCTAGTGGTTCCACTGCGCTGTTTTTAGCGAGACAAGCGGTGCTCTCGGGCGAAA
+TTGAATGTGCGTTGGCTTTTGGTTTCGAAGAAATGCAACCAGGCGCATTGGGCTCAGGTTGGGACGATAG
+AGAAAGTCCTTTTGATCGAGCAAAACCAGTGTTAGAAAAGTTTAATGCACCCGATGGACCTCTGGCATTG
+CAAGCCTTTGGTGCTGCAGGGCGTCATTATATGGATTTATATGGTGCTGAAGCTGACATTTTTGCCAAAG
+TCTCTGCAAAATCTCGCAGTCATGCGGTGCATAACCCTTATTCTATGTTTACTAAACCGCTGACCTATCA
+AGATGTGCTCAATGACAAAGTGATCTATGACGGTTATATGACACGTCTAATGGCCTGTCCTCCTACTTGT
+GGCGCGGCGGCGACTATTGTCTGTAGTGAAGCTTTCGCCGCAAGAAATGGCATCACTAATGGGGTGAAAA
+TTCTAGCGCAAGCCATGGCAACAGATACAGAGAAGTCGTGGCAAGATCCTATTTATGCGGCGGGTAAGGG
+CATGACCGAAATAGCAGCCCAAAAAGTATATAACATGGCCGGCATTAGCCCAGAAGACATTGATGTGATT
+GAATTACATGACTGTTTTACCACGAATGAAGTAATCAGCTATGAAGGTTTAGGGCTTTGTCCAGAAGGTG
+GCGCGGCTGAATTTATCGACAAGGGCGATAATACTTATGGCGGGAAATTTGTTATTGGTCCATCTGGGGG
+CTTGATGTCCAAAGGTCATCCTATTGGCGCAACAGGGCTAGCACAATGTACTGAGTTAACTTGGCATCTA
+CGTGGTCAAGCAGGCGCACGGCAAGTTGAAGGTGCTAGACTGGCTTTACAGCATAATGTTGGTCTTGGTG
+GGGCAGTAGTTGTAACGCTTTACGGAAAATAAAAAAGATGACTCGAGTGACTTCGGTCATTCGAGTTTTA
+TACCAATGTCATTAAATTTGTGATCTTGTTGTGCGCAGGAAAAATAATTCAAGGGTAGGCGCTTGATTGA
+CCAATAGCTGGCTATTGGGATTGAGAGCAACGCCGCCTTGGGATATTTTAATCAACACAAGTGGGTAAAA
+ACTTGATGAGATTGGTATTAATAAATAGCAACCGATATGAGTTGTAATAGATGATGGGGAAGATAAAATG
+TACAACTATATTATTGTTGGTGCTGGCTCCGCTGGTTGTGTTTTAGCTGCGCGTTTAACCGAAAATCCTA
+ATATTACTGTTTGTTTATTAGAAGCGGGCGGACCCGATAAAAGTGTCTTTATTCATGCTCCCGCAGGCGT
+AGCAGCAATGTTGCCTACGAAGATAAATAACTGGGCATTTGAAACTATTCCTCAAAAAGGACTAAACGGT
+CGTAAAGGTTATCAACCTAGGGGGAAAACCCTTGGGGGCTGTTCATCTACCAATGCCATGCTGTACGTAA
+GAGGCAATAAATGGGATTACGATAATTGGTCAGCGCTAGGCAACAAAGGCTGGAGCTATGAAGAAGTGCT
+GCCTTATTTTAAAAAGTCTGAAGGTAATGAGTATTTTTCTGACCAATATCACAACCAAGATGGTCCGCTA
+GGTGTCTCCAATGCAACGGCTGCCAGTAATACCAATGAAATGTTTATTGCATCTTGTCAGGAACAAGGGC
+TGAAACAGAATGATGATTACAATGGTGCTGAGCAAGAAGGTTGTTTTATGTATCAGCGCACGGTAAAAAA
+CGGTGAACGTTGTAGCGCAGCTAAAGCCTTTTTAACACCGCACTTGAATCGTCCAAATTTAACGGTAATA
+ACTCATGCATTAACGGAAAAAGTATTATTTGAGGGAAAAAAAGCAGTCGGCATACGCTATAAAAAAGACA
+AAAAATCAGTCGATATTCATTGTGATAAAGAAGTCATTCTTAGCGGTGGTGCTTTTGGTTCACCACAAGT
+CTTAATGCTCTCAGGGGTTGGTCCAAAAGAGCACCTTTCAGATAAAAACATCTCACTTGTTCACCATCTC
+CCAGGTGTAGGTCAAAACTTACAAGATCACATTGATTATATACAAACTTATCGAGTTGCCAGTAGTGATG
+AGACTTTTGGTCTATCACTACAAGGTGGTACCAGCATGCTCAAATGGATGTTTGAATGGAAGAATAAACG
+TTCTGGAAAAATCACCAGTACGCTGGCAGAATCAGGGGCATTTTTTAGTACGCAGGACAATGTAGTCGCG
+CCAGATGCACAGTTAGTCTTTGTACCCGGTATTGTCGATGATCATGCCCGTAAAGTGAATTTTGGTCATG
+GTTATAGTTGCCATATTACGGTGCTTCGTCCTGATAGCACAGGTGAAGTGAAACTCAATAGTAGTAATCC
+AGAAGATTCGTTAGCAATAGATCCTAAGTTTTTTGATAATGACAAAGATTTAGATTTGATCAAACGTGGT
+GCGAAAAAAATGCGCGCTATTCTTGAAAGTAGTCCTTTCGATGGTATTCGTCAAAAGCTGTTATTTCCCC
+TTGAAAAAGGCAATGAGCATGCCCTAGAGCAAGACATTCGTAATCGCTCAGACACTCAGTATCATCCCGC
+TTGTACTTGTAAAATGGGCACTGAGTATGATGCTATGGCTGTTGTTGATGAACAGCTTAAAGTACATGGT
+TTAAATGGAATTAGAGTTGTAGATGCATCTATTATGCCTAAATTGGTCAGTGGTAATACCAACGCACCTA
+CCATCATGATTGGTGAAAAAGCTGCCGATATGATTCTGGCTGATTATGAGGATTCACAATGAGTGACGTT
+ATCAGTGAGTCTGCATTAAAGTCAGCCAAAACAGAAAAAAATCAAAAGATCTACTGGGATGAACTTAAAG
+AAGGAGAGCAATTTTCTTATGGCCATTATCAAGTCTCAGAGCATGAGAACATTGATTTTGCCAAACGTTA
+CGATCCTATGGAGTTTCATGTCGACCCAGAAAAAGCGAAGTTATCACCTATAGGTGCACTGTGTGCCAGT
+GGCATCCATACTTTAGGCATAATGCAGCGTTTAACCTTTGATAACATCTATACCAATTGGCATATTGTAG
+CAGGACGAGAGCTTAGAAAATGTCAATTTCGACTACCTGTTTTTGTTGATGATTGCCTAACGGTTAACAT
+GACCATTGCCAAATTAAGCGTAGATACTCGTAGTGACAGAGGAAATGCAGAATTAACGTTTGATGTGAAA
+AATGCCAAAGGAAAGACGGTATTGGAAGTGGAAGGTGAAATAGTCTTACAAAGATTTCCAAGTATTTAAT
+GACTTCGTTGATGCATTAAACCGATAAACAACCCAATTAAAGTAAGAGTGTTTTACTGGTTTTGTTAACG
+TTAATTGACTCTTATATATCCAAACTAGATGAATATTCATCTTCAAGTGCTTTGGGTATAGGTTTTAAAA
+GCCAATTTATTTTGGCATAAAAATGTCTCTCTTATTAAGTGAACCAACAATGAACAATTTAGTTTTAACA
+GAAGAACATCAAGGCGTTTTGACTATAACGCTAAACCGATCAATGAAAAAAAATGCGATTAATGCTGCCA
+TGTATAAATCTTTGTGTGAGCATTTAACCTATGCCAATGAATCAGCACATATACATTGTCTGCTCATTCA
+AGGAGATGAAAATTGTTTTACTGCTGGTAATGATTTTGCAGAATCAGGCAATGAAGAAGAGCTTTCTGCG
+TTTGTATTTATAGAGCAATTGGCAACATTCTCTAAACCTATTGTTGCTGCGGTTGCTGGGCCAGCCGTTG
+GCATTGGCACTACATTATTGTTGCAATGCGATATGATTATTGCGGCTAATAATAGTAAGTTTATCCTACC
+TTTTGCACACCTAGGCATTTGTTTGGAAGCCGGAGCAAGTTTATTGCTGCCACTAAAAGTTGGTCTAAAT
+AGAGCATTCGAGTTGGCTGTATTAGGGGCACCTTTCACCGCAGAACAAGCCTATCAATACGGCATAGTTA
+ATCAGGTTTGCCAACCTAATGAGGTGATAGCAAAGGCACTGAATGTTGCACAAACCATTGCCAAATTACC
+AGCAGACTCAGTACAAACAAGCAGACGATTAATGCGCCAATCGACAGATAAATTGATGTTAGATGTTATC
+AATAGTGAAAAAAGTGAAGTGACACGATTGTTGAAAACTGAATATTGTCAGTCAATGTTAACTAAATTTT
+CTTAATCAGTCAGATATTAAGAGAATTTATCAAGTGTGAAAAATAGTAAATTAATTAAGTAGTGGTGTTT
+AACTCAAGGTCTAAAGGCCACTACAGCTTTATGCCTTTTAGTCTAGCGCCGCAGCAAAGTTAACTGACAT
+GGAGCTTACTAATTCCTCGAACTCTGCAATAGGCACAGGACGGCTAAACAAATAACCTTGATATTGACTA
+CAGCCATTATTAAATAAAAATTGACGCTGCTCCTGGGTTTCAACACCTTCTGCAATGACGTCATATTTTA
+GACTGTTAGATAAGTTGATAATGGTTTGTACGATTGCGGCATCATCGGGATCTGTGGTGATATCACGTAC
+AAATGATTGATCTATTTTTAACTGCTTCAGTGGTAATCGTTTCAAACACGAAAGAGAAGAGTATCCAGTA
+CCGAAATCATCCATCGAGAAGTCAATACCGAGTTGATTTAACTGGTGCATTTTCTCAATGATAATATCTA
+CATTATCTAGCACCATGCTTTCGGTTAATTCCAGTTTTAAACCGTGGGGATTTATATTATTTGAAAGGAT
+GATTTCTTGCACAATTTCAACAAAATTTTCTTGTTGAAATTGTAAGGCACTCACATTAACGGATATTTGC
+CAGTTTTCTCGGTTGGGGATGTTTTCCCACACTTTAAGTTGATGACAAGCTGACTCTAATACCCAACGTC
+CTATGGGTATGATTAAACCGCTTTCTTCCGCCATAGGAATAAAATCAAGTGGCGAAACCATTCCTCGTAT
+CGGATGAAACCATCGTAATAAGACTTCGGCACCTTGAATGCCCTTAGTTTCATCTATTTGTATTTGGTAA
+AATAATTCAAGCTCACCATTATCAATTGCTTGGTGCAGTTCAGCTAACATAGCCGCATTTTCTTCTAACG
+CAATCTGCATAGCTGGATCAAAGAAACGAATAGCATTTCTGCCCGCCGCTTTTGCTTGGTACATTGCAAC
+GTCAGCTTGTTTTAGAATTTCATCGGGGCTGGTTAAGTTTGATTTGAATAAACTGATGCCAATACTTGGC
+GTGCAGTGAAAAATCATTTCGTTGTTAGCATCTACATTTTCTTTGATAGATAATTTGTAAGGTTGGCAAA
+TGGAGAGACGTATTTTTTCAGCGACTTTTTCGGCAACATGACCAGCAGTTGCTTCATCTTCACCAAGATT
+AGAAATTAAGGCAACAAACTCATCACCCCCTAATCGAGCGACAATATCTTCATCTCGAACACTGTCTTGT
+ATTCTGGCGGCAACCGCTATTAATAATTGATCACCCATATTGTGCCCTTGGGTGTCGTTAAGGGTTTTAA
+AGTGATCAAGGTCGATGAAAAAAAGTGCGTTGAATCGTTCGTCACGAGCACTAGTGGTCACTAGAAGTTG
+CAATCTGTCTTGCAACATCCTGCGATTAGGTAATTGTGTTAATGAGTCATAAAAGGCGAGTCGTTGAATT
+TGATCTTCATGATTTTTGCGTTCAGTGATGTCTCTGCTAACGCTCATTAAACCATAACGAGTGCCATCAA
+AACCATCAAAAGTTTTCTTAATGGTTTCATGTAATACTTTGCTACCGTCAGGGTAAACTACCCATTCATC
+TTGACTGTACACTTTACCACTGGCAATAATTTCTTGCTCATCAAGCCCTGCGATATCAGAAGGTTTAAAA
+TTCCCCTTTAGCTCTTGATCCATTTTTCCTTTCAGTTCTTGCTCTGTCAGGCCAACGAATTGTTCAAAAG
+CATGATTGCAGCCAAGATAGCGTCCTTGCACATCTTTAAAAGATATTAAATCAGGTAATGAGCCAATCAA
+ACCTCTCATCAAGCTTTGCTCTCTGTTTAACAATTTTTGGCTTTCAGTTAAGTCATATTCAGATTTTCTG
+CGATCACGTTGACGCCTTAGTATCAAACCCACTAGCATGGTACATACAGGGAAAACGACGATTACTGGCT
+GTATAACTGCGCCTATAACTTTGTAACGTAAATGTTCGGGCATTAGTAACATACAACCCAACACCGTGAT
+TTGAATCAGCATGCCAAAAGAATATAGCTTGAACCAATCAAGCTTCAGGTTTTTTCGTTTTAATATAATG
+GCAAATAAACAACCAATACTGCCAGGGATGATGACACATAATGAGCCGACTAGAATTCCTGCCCCGCCTA
+TATGAAGCCTTAAGCTAACCATCATAGCTCCGGCAATTAGGGTTGGTACCAGGCCAAAAAACAAACCACA
+AAGACTGATCAGCACCCATCGCGTGTCAAAGAACATGCCAGGGGCCATTTCCCATGAAGTGTTCATCACT
+GCAAGGCCGAGCATACCGACCAATAATCCAGAGATTAGGTCGCGTAGCTTTTTATTCTTGATTGATTCAA
+GCTTCAGCGCATCATAAATGACGCCTAAAGAAATTAGGAGTGCTGCATTGTAGAGTAGGGCAATAAAACT
+GCTAGTATCCATATACGAGAACAAATGCCTTCGAAAGTTAGTAAGTATTTTATCAGCAAAGCGACAATAA
+CTGTATATGAGTTCTGATGCTAGGTGATTTTACATAGAGACTATTATATTTTAATTAACTAAATATTACC
+TTGTTTACAATCGCATATAACGGTGTCTATTTAGAACATATCTTCTTCGTATATAACAAGATCAGAAAAT
+TCTTTAGTCGTAAGTGCATCGTATTTTTTTTCGATAATATTTCTTTTAATTTTCATGCTGGGCGTCAGTA
+AATGATTTTCTACACTCCAAGCTTCGTCGCAGACAAGTAAATAGTCAATTTTTTGATGGCTTTCTAGTTC
+GGCATTAACGTTGCTTAATGTGTTTTTTAAACGATTGACGAGCTCAATATCACGTTTATTTTTCATGGCA
+GTTAATACAATTAATGCGACAGGTTGTTTCATACCAGAGCCTATCAAGCAGACTTGCTCAATATCGAGGT
+TAGTACAGAGTAAACTTTCAATGGGAACCGGCGCGACGTATTTTCCTTTACTGGTTTTAAATTTGTCTTT
+GATACGACCAATAATAGTATATTCCCCTTGCCCATTTACCACTGCACAATCGCCCGTGTGGAACCAACCA
+TTAGAAAATGACGCTTCGGTGGCTTGAGGGGCTAAATAATATTCAGTGAAGACTGCATCGCCACGAATGA
+GGATTTCACCTTCTGCGGACAACGTCATTTCTACACAAGGTAAAGGTTTACCAATGGTACCTAAACCTCG
+TTTAGTGAAGGGATAGTTTAGGCAAGAAGCACCAGATGTTTCGGTCATTCCCCAACCCTCGCTAATAGGC
+ATGTTTAATTTTTCATACCAGTGGAGTAAAGACAGGGCGATTGGCGCCGTACCTGAGACAAACCACTGTG
+CATTATTTAGTCCTAATGCATTGCGGATTTTTTTGGCGAATAAGTGCTTTAATAAAGGAATATTTAATAA
+TACTGCTATTGTATTTTGTGATATTTTATTCAGGACATTGCCTTGGAAAATGGTCCATAAGCGTGGTACG
+GAGATAAACCCTGTTGGTTGTGCGTATTGCAAATCATCTATAAAAGTATCGAGTGATTCGACAAAAAACA
+CTTCAAATCCAGCATAAAGAGCTACATATCCATTACTGCGCTCTACTATGTGCGCTAATGGCAAATAAGA
+TATTGAGCGAAAATTGTTAGAGAGCTTAAAAAGTTCAACGAGGTTTTGGGCGACGGATGCCATGTTTTTG
+TAGCTTAATACTACGCCTTTGGGGCGACCGGTCGAACCTGAGGTATAAACAATGGTCGCTATTTCATTAA
+TAGTGTTTTGGTGAACATTCAGTAAAGGTTCAAACTCGGTTAACCAGTCGGAGAATTGTACTGTTGTGGC
+TGGCGTAGGATAGGGAAAAGCGATACTTAATAGATCATCGTTAATAGCACTCTGTACTTCTTCTGGATTA
+TCTAATTTGCCGATAAAAATAGCGCTTAAGTCAGCATGCTTAATAATGTGGCTGATGTTTGTTTGTTCTG
+CAGTCGGATAAATTGGCACGCTGATCATGCCTGCCATCATGATGGCTAAGTCAGTAATAACCCATTGAGC
+ACAGTTTTTAGAAAGAATACCGATCTTAGCACCACTCTCAAAACCTTGACTTTTCAGGGCTGCAGCAATG
+CAACGAGCTTGATGATCAACATCAGCCCAACTGAATTCTTGCCATTGTCGATTGACTGGTTGGTGAAGAA
+AAATTTTATTAGGATGACGGCTGATATTATTTTTCAGATTCTGTAAAGGGGTTAAATATTCCATGTAGTA
+CGTTCCTTTTATTGATATCGAAGAGTATAGTTTTTATCTCTCACTAATCAATAACACATGAAAACTATGC
+GAGGTAACCGTTGGATGCTCAAGCAGATGTTGATGGTTTTTATTAATTTAAATTACAATGGCTTAAGTGA
+GGCAAGGGGGGCAGCACGCTTGCCAACAAGTTAATTTAAACTTATCATCGATACAAATAACCTCTGAAGT
+TTATCTTGATTATGAACATTTTTTTAATTAAAGAAGCTGACCTTGTAGAGGCAGCTGAAATTATTAGTGC
+TTCCTTTAAAAACTACGAAGTAATGCGTTATCTATTCAATGATTCTGGCAATGACCATGAAGCACACATT
+ACTGAATTTTTCTTAGCATTCTATCAATTCGGTTTAGCCAATAATTGGCCCTGTTATGGCGTGAGAGTTA
+ATGAACAATGGGTAGCTGTTGCTCTTGGCTGCAACTCCAGTGAACAAGAGATAATTAAAGGCAGCGATGA
+CGCCTTAACTGAATTTTACAAAAAAATAAGCCCTCAAGCTTGCTGTCGCATTGAACAATACGATCAGCAG
+GCTGATGCTGCACACCCCAGTAAGGCACACTTCTTCATCGACTCCATTGGCACCCACCCCGATCATCAAG
+GTAAGGGCTATGCAAAAGCCCTAATCCTTAAGTTCCAAGAGCTATCAAAGTCAGATGTACATTCAACAGG
+TGTTGGTCTCAATACCGAGTCTGATAACAATATTAACTTTTATCAGCACTTAGGTTACCAAGTAAAAGCG
+CAACAAAAGATAGGAAGCCTTACCAGCTGGAGCCTATTTCGAACTGATGATTAGAAAACTTACTGGCATC
+TATTATTTATGTGAAGCTGTGTGATACTTTTAATCTATATGTAGATTGAATACTATCTTTTTGAAAACAC
+CAATAGCTGATTATTAGCGGGCATAACATGATCGTCTAGTAACGTAAGCCCCGCAGAAGTTGCTAATAAC
+AAGATTGCTTCTATATCACGAATGCCGCTATCGATATCTCTGTCTTTTAACCATAGATCAAAATTAGCGT
+TACTTTCGCTGGTGTATTTTTCTTTATATTTAAAGGGGCCGTATATGCAAACGATGGCTTTGGCTGCTAT
+GTTTTGCGCGATACCCTCAAAAAATTTCACCACTAATGGCCAACTTATTATATGCAATGTATTGGCTGTA
+TATAGCCCATCAACTTGCGGATTATTCTTAGGCATAGGCCACGCTTTATTCAGATCTATCCCGATAGGTT
+TTTGCACGTTAGATAAAGCTGTTTCATCTAGCCACAAATTAATACCTTGATGATTGATTGGTAAATCACT
+GGTTTGCCAAGTTAAGTGGGGTAGGTGCTGGCCAAAGAAAACGGCATGTTGTCCCGTTCCCGAGCCAATT
+TCTAAAATATGCTCATTTTCTGAAAATACTTCTGACAGTATGTTTAAAATTGGCCGTTTATTATTTTCAC
+ATGCTTGAGAAAAGGGTTTATTCATCATATCTTTCTAAAGGGTAATACCTGCTGACATTGTTCTTGATAC
+GTTAGCATATGCTGCTGCTCTTGTTGACAAAAGTTTTTAATTGCCATTCTAAAAGGTACATGTTTTACCC
+AGTGGTAAGAGTAGGTTAATACTGGCTCGAATCCTCTTTGAATTTTGTGTTCACCTTGGGTGCCAGGATT
+AAAACTTTGCAATTTATTTTGAATGCAAAATTCGATACCGCGATAATAACAGAGTTCAAAGTGCAAATTA
+TTATAGTGCTTGGTGCAGCCCCAATACCGGCCATATAGCTGAGAATCATCATAAAAAAATAGCGCACAAG
+CAATATCTTCTTGTTCATGGCTAGCAATGATTAATAAGATATTATCTGCCATGTCAGCGACTATTTGCTT
+AAAAAACTCATAACTTAAGTGTGGTTGATGACCTCGTTTCAAATACGTAAGTTGATAGGTTAAGTAAAAA
+AACTCGAGATCTTGTTGGCTGATTTCGTTATTTTTCAGCTGACGGATGTCAATCTCTTGCTCAATGATTG
+ACAGTCTCTCCTTACGGGTATTTTTTCTTTTACGCGAAGTGAAGGTATTTAAAAAATCATCGAAGGTTTC
+ATAATCACGATTAAACCAATGAAATTGTACGGTATTACGCTGATAAACATCTTCAGGTAAAGCTGTCCTA
+ATTTCATTGCAATACAAAATATGCCAGCTATTAATGTTTTCTTGTTGGCAATGCTCAATTAACGGTTCAA
+ATAATTCATTCACATGACCTTGTGAAGTAAGTAATTTATCACTACTAACGGGCGTAAAAGGGATGGTGGC
+GACTAATTTAGGGTAATAATCTATGTCATTACGTTTGAAAGCATCAGCCCAATCCCAATCAAACACATAC
+TCACCCCAAGAGTGACTTTTCAAATACATCGGCATAACAGCCGTCACATCATTGTTATTGGTGGCGACTA
+AATGATGGGCTTGCCAGCCTTGTTTAGCACTTGCTGATTCGCTTTTTTCAAGGGCATTAAAAAAATTATA
+ACGAAGAAAAGGGCAGGGTGAATTATTTAAATTCTGCCAATCACTAGCACTTATTTTATCAATATTATCA
+ATAAAACTTATTTTTATATCGGCATTCAATAGAGTCTTTCTCACTAGCTAGTGGCTCAATGTAGCTTCAA
+GGTTAACGCTAACAAGAAATTTATTAAAGGATATCTTATCAATTATCGGTTTATGTCTTTGTTTAAAAGG
+CCAATATTTAAAGCAATAAATCGGCTAACAATTGTATTAATTAGCTAATGAACAGGGAATGATAAGGTAA
+AGTTAGCACCACAAAGTTGTGTGCCGTTAGCGGCGCTAATACTCCCATGATGCCAATCCATCACTTTACT
+ACAAATCGCTAAGCCTAAGCCAAAGTGCCCTTGTTCTCGCGTTCTATCGGCATCAAGTTTTACGAAAGGA
+TTGAAAATAATCTCCAACTTATCTTCACTAATGCCTTTACCATCATCGGCTACAGTAATGGAAATGGCGT
+TGTTACTACTTTCTAATAAGATGACTATATTGCTGTCAGCATAGCCAATAGCATTACTGATTAAGTTGAC
+TATGGCGCGATAACACCAGTGATAATCTAGCCCATAGCTAAGTGCTTTCTCTGGGGAAATGGTGCTAATC
+TCGATGCCTTTTTGTGTGGCAAGTACTTGGCAATCAGTGATTGCGGAGGCAATTAACGCTTGGATATCGG
+TTTGTTGTTTTTTTAAATTTAATGCTTGTCGCTCCATTGAAGCATAATCGAGAAACAGCGAAGTCATCTC
+TTCCATTCGGGTTAATTCATTATCCATACGGGTTAAATAGCTATTTTTTTTATCCATTGATTTGCTATCA
+AGTGCTGCTTCAATACCAAAACGTAAACAGGACATTGGTGTGCGAATGTCATGGGATAAACTGCGAGCAA
+GAATCTTATTATCGGCTACCAGGTTTTCTATTTTCCCCGCCATAGTATTAAAGCTTTTTTCTAACATTTT
+AATATAGGAGAACCGGCTTTTAGCTATACGTGCATCAAGTTGTCCTGAGCCAATTTTAGCTGCGGCATTG
+TTTAGTAGGTATAAGCGTCTTGTTAAGGGGATCAACCATAAAATTAATATGCCGCAAATGCTTACATAGA
+GTATTAAGGTTAGAACAAAATTGAAATTGTCATCGTCGACGGTTTCAATGGGTAGCTCAAAGCGTAATAG
+ATAGTCAGGGTGATTGGCGATGTTTTTTACTAAATACTGGTTGTGACTCGAAGCAAGTAGTAACCCGCCT
+TGCTGGTTTAACTCTGCAACTAATGAGCTAGGTAAGGCTATGTTTTTACTTGAGGCCAGACTGGCTTTTA
+ATTGATAATGCTGCTGAAACAGGTTAACTTTTTCGCTTAATTGCGAATGGCTAAGCGAGCTAAGTTCACT
+TGATAAACCGTCGAGCAGTTGACGGTATACAATAGTGCCTTGTGTTTCAGTTACTTTATTTTCAGTTGAG
+TATTCTACTAGTTCATCTAATCCCCAGCCGATAAAAAATAGCGAACCTAAGACGGTAAAAATGATACTAA
+TATAGAGACTACGCATGGTTATTCTTCAATATCGCACGCTGGCTTATCTTGAGAATTATCTTGCCAAGCA
+TCACTAACAAATAAATAGCCTTTACCCCAAATCGTCTTAAATTTTTGTGGCTTTTGTGGATCGTCATTAA
+AGAGCTTACGTAAGGTGGATAACATCACATCAAAACGTCTATCTTGGCCATCATATTCACGCTTTTTAAG
+GGCTTTAAAAACAGAGTCTCTATCAACAACATTACCCGCATGCTGTGCCAGGTAAGTGAGAAAAGCAAAT
+AGACTGGTGGATAACTCCACCTCTTTTCCCTGATAAAGCACACGCTTTGCTTCTTGATTAATGGTCAGTT
+CGCCAAAAATTAGTGGGGCATTGAGATCTGGTTCTACTTTATCATTATGGCTTAACTGACGATTTATTCT
+TGCTAATAAGGCGCGGGGACGAACCGGTTTTATCACATAATCATCAGCGCCAGCTTCTAAACCTATTACT
+TCATCAAATTCATCGGCGCGGGCGGTCAACATAATAATCGGCACTTGTTTACTTTGTTCATGCTGGCGGA
+TAAGGCGACATACTTCTATACCATTTAATCCCGGCAACATAACGTCAAGTAACACTATATCGGTGGTGTT
+TTTTTTGATGACATCAATGACTAAATCACCACGAGCAACATGGGTAACATTAAAGCCTTGCTCGGTTAAA
+TATTCAGACACCCAGTCGGCAAGGCTAATGTCATCTTCAACCAATAATATATTGTACATTTTGATTATTC
+CTACAGTGTTACATCAAATGGATGATGCTACACGATCATTTTTAAAAGGATCTATACCCATTACCCATCA
+AAGAAGCGCTTGAGCAACATCACTACATCGTTGCTGTGACTTATAATGGCGCTACATGGAAGTAGCTTAT
+TAGAGAATGCAGGAGCATATTCTCCTGAACAACCATTATTTCATCACAGCGCTTTGAATTGAAATAGCTC
+GAGCACTCTGAAATCTGCATTTTGAATGGTAACGGGTATAAATATTTAATATAGTCTAGCGTTCTATTGA
+TACTTTTGGGTTATCAACTGCTTACTAAAACAGTCGCCAGCGACGTTTACGCGCGGTATTTTTATGCTGC
+CAACTCACTTCAACTTGAGCTTCGGCTACAATCTTATTGTTAACTTCTTTACGTAACTGATACTTAACAC
+TTTTGTTTGATTCAAAGTCTATTTTTATCTGAACATTGTTACTGTTTTTCCAACACCCTAATTGTTTCTC
+TTCACCTTCTTGATATAAACAAAAACTTTGTTTTGAAGGTGATTGCCATTGCAATTCTACAGTGGCAAAA
+CAACTACGACCTTGCCTTAAGGTTACACACTGCTGGGGTAGGGCAGTAAAAACTACTTCGTTATCGTTCG
+TAACTGTTAGCTCATTTGCACTAACTTGCTTACACACCAGTAAGCAATAAAGCAGTGTTGGCAAAACAAT
+GGCAATTCCTTTGCCAACATTAAAATACATACATCACTCCAAGCGTAACTTGGGTGGTTTGGTTAGTATC
+AACCAAAGGACTTTCTTTCACATTATTTGAAAAATAGCTGTGGGTGATGCCGGTATGAAAAGACCAGCTT
+TCAGATACAGGATATTGCGCATAAATTTCAGCTTGCGCTCTAAAGCCTGCTTCAGCATCATATTCAGGCC
+TCGTTGCTAATACTTCATCAGGACTAACACCAATATAATAATTAATAATATCTTGGCTAAAATAACTTAA
+CCCCGCGCCTAAATAGATATCCCAGTTTTTGTAGGGTAATAAATAGCTGTAGAAGCTGTCAATGATGAGA
+CCACCGACATGATTTTCGTTTTCATCTTCACCTGAACTACCATAAGCAAAATCAATACGAAATAAGGCAT
+CTTCAAAATACTGAGAGTAACGTATCGCAGCACCTATAGTTACTTCTCGCTCTTTTAATCCTGCTAGCAA
+CTCTGCATCGCCGCCGCCATACTCAATCAATGATTCAGAATCGTAACCTTGCATGTAAGCTTTTAGTATT
+AGGTCAAGTTGCCAGTTTTCCTCAATAAACAGTTGGTAACCTAGCTCAGTGCCGCCAAGTAGTACATGGG
+AACGTCTTTGATTGCTTTGTAAATAAAAACCTTTGTAAGAAATATCAACCAACAAACCTGGCATAAGATA
+TTCTGATAATTTTTCCTGTTCAATGCCTGCTATGATTGTAGGACCATAAATTAAAGAGAGATCTAGGATA
+ATTTGCCATTCAAAATCATCTTTAATAACGGGTTTGTTGGCATCGTTCTCTTGACTGACACTGGTATCTT
+GCCCGTAACTTAAGGAGCTAAATACCAACAAGCTAATGGCAAATAGCCAAGAATAGCTTTGATTCTGTAG
+TAGTCTGATATTATTTTTTTTAATGGACATAGCAAAGCACAAAGCGTATTTACAAAAAGTAATCATATGT
+TACCACGGTGTAAATGTTACTTGTGCTTAGCTGTTCATTTTTATTGTTTAAAAAGTGTAAGTAAACTTAA
+ACCCGTTACCCTGTAAAGTGTGCTGTGAAAAACTTTGCAGTGAGTTAACGTCTGACTAAAAAGTCATCTT
+TAAACCAATGTAGGGAAATACGCCGATATCTTCTTCACCTGAGACATTGTATTCAGTCAGGCTGTCGTTA
+TCACTAGGATCGTAGTAGTAACCTGAGACATTTTTCTGTGCCATGGCATTGATAATAGCCCAAGTCCATT
+GCGCGTCGTAGCCCCAATAGTTTGTCTTGTAATTAGCTTCTAAATCTAAGCGATGATATACCGGTAACGT
+TTTGGCGTTTAACTCACCATATGTTGGTAAAAAATGGTCCTCATAGTCAGGGTTTTCACGTAAACCAACG
+ATAGGCGTGTATTTTGCGCCACTGCGCAGAGTGAAACGTAAACCGAAATCCCAACGTTCATTTAACTCAT
+AATTGACAACAACATTGGCGACCAGAGGCGTATCTAAGTAGTAATCAGCAGTGACATTAGTCAAGTCGTC
+CGTACGTTGACTTTGAGACCAACTTAATGATGCCCAGCCAAACCAGCCATTATGTCGTTCGTGCCTAACT
+AACCATTCAACCCCTTGTGCATCGCCTGAGGTATCATTGGTATAGTGCACTTCAGCATCCTCTACAGCGG
+TATTTTCATCAACAGAGCGGGGCAATTTAGTTAACTCTTTATGGTAGATATCAAGTGAGGTGAACCAAAT
+GCCATTTAAATCATAATCAACACCTAATGAGTAATGTGTTGCTTGTGGTGATTTTATCTTTGGGTTGCCT
+AGTTTATTTAACGCGGTATCAACATCAGGAAAACGGCTATAAGTACCTGCCTTTGCCTTAAAGGTTAAGT
+CATCAGTAGCGAACCAATCTAAGGCTAACCTAGGATGAACAAAATTTTGGCCAGTGTAATCGTTACGTTC
+AGCTCTTAGGCCAACAGTCAGCTGCCAAGCATCACTTAACTGCCAAATATCATGAACATAAACTGCTATA
+TCTTCATCGGTGAGGGTGGCAACATCTTGAATGCGATCACCTTTGTTTTCATTACAGTCGGCATCATTTT
+CCGTACAGTAATAAGGGATCATATCGAAACTGTAATCAACATCTGATTTACTGTAGTCAAAGCCAAAACC
+TAACTTATGATTATCAAGCCAGGTGATTTGTGATGAAAAACGCACATTATAGGATTCTTCATCAACTTTG
+ATAAACTGCCCTTTACCAAAAATCTGGTCAGTTGTATTGACCGTATGACCTGCGACTAACTGCATTATTT
+TTTCTTCATCGCCATAGTATTGCCATGAAAGACTTTGGCTATCAAATTTGGTTGTTATTTTAAAATCACC
+GACACTATCAGGGTCAATTCGACCTTCTTCTGAATTTTCAGAAATATTAATGCCACCAGTATCACTAGCA
+CCTGAAGCACTTAAGGTAAGTTTGTGAGCATCACCAATGAGCCACTGATATTTACCCTGGTAATCTTCAC
+TTATCGGGGCTTTAAATACCGTATATCCTTCGTCTTCTTCACCTTCAGGTAAAAATAAATGGATTTGACT
+ACGACGATAAGACACGTAGAAAGCTTGGTCTTCAAAGGTTTCACCTTCGACCATAACGCCACTTTTGAGC
+ATGCTTAAATCAACGGTAGTGGTGATATCCTTTTGTCGAGGATCGCGTAATTGCACATCAAAAACACCGC
+CAGTGGCATTGCCATATTCACTGCCAAATGCCGCTGGATGTAAGGTGAAATCTTGAATAAGGTTTTCATT
+AAAAATACTGTCGCCAAATAAATGGAATATGTAACCTGCGGGCATGTCATCAATGTAAAAGGCATTATCT
+TCAGGTGAAGATCCGCGCACTGCAGGTGAACCAGTATCACCACCAGCATAAACAATACCGGGTAAACTAT
+AAACGGCGCTTAATGGGTCATTGCCAATACCGGCAACACTCATTAACTGCTCAGTTTGTTCAGTCATCTC
+ACTGTTGGCTTGATTACGTCTTGAGGTGACTTCGATAACTTCAATATCTTGAGCTTTTGCTTTTTTATCT
+GTTGCTTTAACCATGTTTTTACTGGCATTTTTTTCTGAACTTTCTTCTGATGCTGCCAATGTCGTGACAG
+GCATTGCCGCTATTAGCATTAAAAGTGAACTTGCCATATTAGTGGTGGATGTTGCTTTCATTTCTAGCTT
+CCCTGTCTTTTTCTCGGTGTAAGATGCATGAGGTATGGATTAATTCTGACCTATGCTACTGTGTAAATCA
+GTAATCTAAGTGTCGAAAAACTGTTAGAAAGTGTAATTTATACGATGTGCATGTGATCAATATCGAAGTG
+AAGTAGGTGTAAAAAGACCGATGACTTACATGTCATATTATTAGGTAGGCACGAACGAGGATTTAGGTCT
+TTTTAAGTGTTATGCGTAGCATTCATTAAGATGTTACTGATCTACAAGTAAATAGCAGTACAATGATCCT
+ATTTCACGAATTCTTTCTATACTTAAAAAAACCTTTATTTTGTATTGATTATTTTGATTAATAAAAACCT
+TATTTTGTCTTTGATTACGCTGCTTGTATTTATCAGTGCTGTCTGGCTTTATTCCAATTTTGAATCTCAT
+TGGCAGCAGCCAAAATATCCGCTAATTATTGCGGTTTCTAAAACACCGTTATCAACGCCTTTCTATGTTG
+CTAAGGCAATAGGAGCCTTTGACGAAACTTGTGTTAGCGTCAAATTTGATGAAGTTGTTGGTGGACAAAG
+GGCATTTGCTAAAGTTATGAATGGTGATGTTGATTTCGGTACGAGTTCAGACTCAGTTATCGCTTTTCAA
+AGCTTGGCGAACAAAGCCTTTGTCACCCATGCAATGTTTGTTCAATCTGATAATGATGTCAAACTTATCA
+CTAGAGCCTCTGTGAAAATAAACTCAACTATGGATCTTAAAGGGAAGAGAATTGGCGTAACTCAAGGTAC
+TGCAAGTGAATATTTCTTGAGTACATTATTAGCGCTTGAAGGCTTAACCATAGAAGATGTAGAGCTTCAT
+CATTATAAACCAGAACAGTTAATGAATGGCTTTATAAATAATGATATTGATGCCTTCGTGCCTTGGGAAC
+CTTTTGGGTTTCAAAGCGCTCAATTGCTTAATGGCCAAATTAATATACATAACACTAAAAGTTTAAATTC
+CTTAAGTTTTAATTTGATTTCTGTCACTGCAGATAATTTACTGGTGGAAAAGGCAAAATGTGTTGTCCAA
+GGGCTGAGTATTGCCATTGATTACATAGCCTCTCACCCTTCTGAGTCTAAGCAAATAGTGATGAATGAAC
+TTAAACTTTCAGCTGAATTTATTGATTGGGTATGGTCCGATTATATTTTCAAACTAGGGCTCAATCAGTC
+TTTAATGTTAAGTGTTGAATCACAAGCCATTTGGGCTGTTGCGACCCAGATGACTCAATTTAATGAAGTC
+CCTAATATCGAGCACTTTATTGACAGTAGAGCTATGTTACAAGTTATGCCTAATGCGGTAAATATCCCCC
+AATAAAGGAAGGTTCCGATGAATATCAGTTTGCTGCAACGTATCTTTTTTTTCACCCTAAGTTGTTGTTT
+ATTATTTGTCTTGTTACTTGGTAGTGTCATCTGGTCATCACAGGCGATAGAGCTGGCTTTCAGTCGAAAT
+CATTATGCGAAACAACTCACTAACCAGACAAATACATTAAAGCAGTTGGTCGCCAATGATAATATTTATG
+ACAGTAATTACAGTATTAATGATTGGCAATCGTTAGAGGTAAAACTAACAGCACTACTCAAATCATCACC
+CAAATTAACAGAGCAACAGCTAACCATCCAAAACAGTCTTCAAAGTCAAAATGAAAGTTTGAAAAACCTT
+TTTACTCTGATCAATAAAAACAAACTAAAAAATGCCAGCGAAGTGATAAAAACGCATTTGAAAGCAAAGT
+TGATGACACAGCTAGAAGCTATTCGATCAGAGGCCTTACACTTGTCAGAAATTGCACAAAAAGATATTTA
+CAACACCATCCAAAACCAAGCTGTTTTTATTATTACAATTTCTGCTGTCAGCATACTCGCTTTGCTATTT
+GGCGCTTTTACCTTGACCTCTATCGTCAGAAAATCATTGACTGAAGTGAAATGTGCTTTTGAAAAAAACC
+ACAGTGGTGACTATCAAAATATACAGCTTTCTCATCATTCACAAGAATTTGATAGTATCGCTGATGCGTT
+TAATACCATGAATGAAAAATTAAGTGAATCTACTATTTCTCTAACAGAAATGAAAAAAATAGTGGAGGAA
+AGAACACATGTCTTAGAGCAGTTATCAAGGACTGATCCTCTCACTAAAGTGGCCAATCGTCGCGCCCTTT
+TTGAGCGTGCAAATATGGAATTCTCACGGGCAATGAGAAGTAAAAATAACTTGACGTTATTACTATTAGA
+TTGTGACTTCTTTAAGAATGTGAATGACGAATTTGGTCATTTATTTGGTGATGAGTTGTTAATTCATATT
+TGTAATATTTGTGGTCAAGAAATACGAGATATTGACTTTCTAGCGCGATATGGTGGTGAAGAATTTATTA
+TTGTATTACCAAATTGCGATATAGCTGGTGGTATTGAAACAGCTAACCGCATACAGAATTCACTTGCTAG
+GCATTGCGTGGCGATAGAAGATAAAGAAGTTTGCGTGACCTTAAGTATTGGTATTTCCATGCTCAGTGAA
+CGACATAAAAACTTAGATCAACTAATTAATGATGCTGATAAAGCTATGTATCTAGCGAAGGAAAATGGTC
+GAAATCGAATTGAAGTACTCCCTGCACCTAATCTGCACTAAATCAACATGCGCTACCGAGTTGTTACATA
+TTTTGAAACAAGTTACTTATTGCTCAAAGAAAACTCTGTTATAGACTGTTAGCTTATTTCAGGCGTTGTC
+GATGCATTTAATGGTGAAATTTTCGTAACGTATTAAACTTAATACTAATAATAAAAGCAAAGTAAGTGCT
+TTAATAACTGCAAAGGACATAACAATGAGTATGAAGACATTTAAAGGGAAAGTTACCACTACATTAGCGG
+TACTTTCTGCAATGAGTTTATTCGCTTTTAGTGCATCACTTTTAGCCGGTTCACTCGACTTATCAGGTCG
+AAGTGATGATGATACCCAGCAAGATACTGGCAGAAAACCTGCACAAATCATCGATTTTGTCGGTGTTGAA
+AAGGGTGACAAGGTACTCGATCTGTTAGCTGGAGGAGGCTATTATTCTGAACTACTCTCCCGAGTTGTTG
+GTGAGAAAGGCGAAGTTACCTTACAAATACCTAAGGCATACCTTAAGTATGCCGAAAAATCGATAAAAGT
+TAGGCTTGCCAATGACAGATTAAAAAATGTTACTTATTTACTCAGTGAAGCCGATGACTTAAAACTGAGT
+GAAAATACTTATGATAGTGCTTTTTTAGTGTTGGGTTTCCATGACATGTTTTTCAAAGAAGATAGTTGGA
+ACTTCACGGCAGATGAAGTGATGCCACAAGTACTTACATCATTAAAGTCAGGCGGAAAATTATTAGTTAT
+CGACCATGATGCAACAGAAAATAGTGGTATTCGTGATGTTAAGTCACTGCATAGAATTGATAGCGCCTTC
+GTTAAAGCTGATTTGGAAAAACGTGGTTTTAAATTAGTTAAAACCTCCAAAATATTAGAAAACAATGCAG
+ATGATCACTCTAAATTAGTTTTTGTTCCTGAACTACGCCGCAAAACTGATCGCTTTGTTATGTTGTTTGA
+GAAAATTTAATCTCACCTAAAAGCGCCATACTTATTGATACGCTAGGAATGCTTTTTTTGCATATGAGCA
+TTCCTCACTTCTCTATCAGATTTATACCAAACGGATTAATGTATTAGTCAGCTTAGAGCTACACTAGCGA
+GCTTAAAACAAGCAAAATGAGTTAAACATAGTCACTCTATATTTCACTAATTTTGTGATGTTATCAGTTT
+GCTAATGGGCTTCCGAAGGACGAGTTTAAAAGGCTTACATGCGGCGTTATTGATTTTGACAAGGGAATAA
+CCATTCTCTTCAATCAATGCCTTGCTTCTAAGCCTTTTAATGCTCGCTAAGTGATCAATAAATTAGTCCG
+ATTGGTATTACCCTACCTCAGTTTTAACCCTCGACTAAAATCAAAATCAATTGAACTGCCATTCGCCAAT
+TACACCTTTACAAAAACTGTAAAAAAGACTGCACACACGGCTTCAAAGTGATTTTATCTAAAGATCATAA
+AAGATGATCTTAATCATATTGGTTGTTTAATAGCCCTTTAAAGTACAGAGATAAACTTTATAAGAGAGAT
+TAAAATCATGTCGTATGAAATGAACTTTGGCAAAGCTTACAATGAGCAACTACCTACGTTAGGCGAAACC
+ATGAGCGATGTTATTCGCTTTTTTGGTGGCCAGTATATTTATGGTGTTGGTGGCGATTTTGCGGCTAACT
+TAATAGCAGCTCTTAGTGTTAATGAGCATGGCGAAGGCATTCAAATTAATCCCTCAAGTAATGAAATGCA
+TGCAGGATTTTCAGCGTGTGCTCAGGCTGAAGTCGACGGTATGGGGTTTTGTTTAACGACTTATATGGTT
+GGTAGTTTACCTTGTACCAGTGCTGCCGCATTAGCGGTCACTGAGGGATTACCTGTTGTCTTTATTTCAG
+GTGCTCCTGCAGAAAGTGAGGTGAATCAAGTAGCTATTCATCACACTATTCATCCCAATGCCTCATGGAA
+AGCTGAATATGATAATGCTTTAGAAGCTTTTTCTGCCTTGGGTATGCGTGTAGAGCGTTTACAAGGACAG
+CGCGTAGAAGGACATCCTAATCTTGCCGGACAACGTTTTTATCAAATTGTCAGTGAAGCGTATAAGAATA
+AGCAGCCCGTTTTTATTGAAGTACCACGCGACCAAGTCTTTGCTAAAACCCAACCCATTAAGCTACCAAG
+CACATTGGATGATATTTGCTGTGGAAGTAATATTTTAGCGGGGACAGAGTTAATTGTTGATAATATTTTA
+GATAAATTGGCCCAAGCCAAAGCACCTATGCTCTATTTAGGCGATCGCCTAAAGCACAATGAAAAACTTA
+AACATTTGATTATTAGTTTTGCGGATAAATTTAATATTCCCTATGCCACTACTTGGTTTGCTAAAGGGCT
+TTTTGATGAATACGCACCATTATGTTTAGGTGCTTATAATGGTATTTTTACCCAAACAACTGGCCGTGAG
+TACATTGAACAACAAGTTGATTATGTTATTGATATTGCTACCAGTATATTCCCGCAAGACAGTAATATTG
+CCTTTGGCACTGGTACCCATAAAATTGAGCGCTTTGATAATAAAACACTGTTAAAAGGCGGTTCACTATT
+AGAGAAAGACCTTATCGCTATCTTTGAGCGCTTGATGGAGCAAAACATTAGCCCCTTCGAGTTTACAGCG
+CCATCTCAAAGAGGTTTAACAGCGCTGTCGCTACAGCTTGAAAGTAATGAATTAGCTAGAGGTGATGATG
+ACATTGATTTTAATAACTTGGCGCAAACACTTAATGACTTACAGGCACAAGATGCCAGTACCTATGTTTA
+TCTACCTGAAGTAGGTAATTCATATTTTGCCAGTTACAGTTTGAAAGTTCGTCAATCAATACTTGGTCGC
+TCTTGGCTTACTAATCCTTGGTACGGCGCAATGGGCACAGCATTACCTTATGCCAGAGTGGTCGCTCAAC
+GCATCAAGTCACAACAAATAGCGGAACGTGCAGTAGTGATTATTGGTGATGGTGGTTTTCACTTTCAATT
+AAATGAATTGATCCACTTTTTAAAGGATAAATCAGACGTTACTATCGTATATATGCGTAATAATGTTTTT
+CACTTAGGCAAAAGTGGTGATGGCGCTATTTATCACTGTAATGACAGTGAATTTGATGTGCATAGTTTAG
+TGAAAGCCTATCAAGGTGATAGCAAAACATGTACTAGCGTCGGTGAGTTTAAAGCTTACTTTAAAGCATG
+CAGTCAGCAAACAGGCATCTCCTTAATTGAAGTGCCAGCAAAACCGATTGAAGCAAGACAAAGCAACGAA
+CTGAAGTTATTAAATCTGTATATCAAATCTCAAAATGGTCAAGCTGAAGCAGTGAAAGCATGGCAAGCAT
+TAACTCAGTAATTTTAGTTAGTTTTAACGTTAGATAATGGGTACTTAATGCTGTTGTGAACAGGCTTTAC
+CTATTTTTAAAGTGATGAAAGTATGGGATATTAGGCAGTCTATATTTATTGCCAATCAAGAGCACCCGAA
+ATAGGCATCTTGATTGGTAATGACAATAAATAAGCTTTACTCATGCTGAGTGACGCTCTCCGCCGTGAGG
+AAAGAATATTGAGAAAGGTGTTGGTTTTTGGCAATTCAGCTAGCGGTAAATCTACCTTAGCTAAGCGCTT
+GGCTGCGTCAGAGCAATTAGCGCACTTAGATCTCGACTTGCTCGCTTGGCAAGCGACCAACCCACCAACT
+AGAGTGCCGTTAGTTGAAAGTGCTAAAGCGATTGAAAAATTTATGCTACAGCATGAACACTGGGTTATTG
+AGGGTTGTTATAGTGACTTATTAAAGGTCGCAGAGGAACAATCGACAGAAATTATCTATATGAATTTATC
+TGTTGATGATTGTATTATCAATGCCAATAATAGGTCTTGGGAACCGCATAAATACGCGTCTAAAATTGAA
+CAAGATGCTAACTTAGCCATGCTTATACAGTGGGTTTCTCAATACGATCTCAGGGATGATAACTTCTCTA
+AAGCAGCACATATTTCCTTTTACCAAAACTATACTGGCGCGAAGAAAATGCTGACCACTAATTCTTAATG
+TTGAACGGCAATGTTAATAGCGGACGTTAATTTGATAAAGTGCTAAGTGGAAACTTATAATAAATAAAGC
+ATACCGTGAAAGTGGTTACTTACTAATTAAGAATTTTCTTAATGAAAGTGAAGTCTTAAAGTTACATACC
+GTAGTAGCGGAGTTTCATCGTTTATGGCAAAAGGACAATGCCACTTATTATGCGCAGAGCGCGGTGAATT
+CAGCTTATCTGACTAATCGAGAATACTTAAATGATAGACAGCGACAAGTGCTGTTTGATTTTATTGGTTC
+AGAAAAAGTAATGTCTATTGTTAATGAACTAATCCCCCAACAACCTTGCTTTTTAAATACCCAACTATTT
+TTTAATCCGATGAACCCGAAGCAGCGTAACTATTGGCATAGAGATCCGCAATATCACCTATCTATTGAAC
+AGCAAAAAGTAGCTTTATTGGCATCTGATGTGATTCACTTTCGGCTACCTTTACTTGATGAGCCAGGTAT
+TGAATTGGTGCCAGGTACACATAAACGTTGGGACTCTACTGAAGAGCTTAAGGTAAGGTTAGAGCAAGCA
+GGTGATAAAAATAATCAGCCACTATCACAAGGAAAAATCATTAAACTTGAAGCGGGAGATTTATTAATCT
+TTTCGGCAAATATGATTCATCGTGGTTTATATGGCTTGGATCGTTTGGCATTCGATATACTCTTTTGCCA
+GCCTGACCCAAGTGTTATTCAATTTGTGTCCAATGACTCTTTACCAACTGCTGAGGCCTTAACAAGTCTT
+GAAAATTCAGATGCTTTTGACAATACTATTAAGTTATACCAACCAGACTAACTAAATGATCTTTTTAAAT
+GATCTTTTTAAATGGTCTAAATACTCAATAACATTGTTGCTTTCAATCCCAATAGCCAGCTATTGCTCAA
+TCAAGCACCTTGTTCTTGAAAATTTATCCTCATTAAAATTTGAACCATTAATTAATCTGATTGGTACTAA
+CATCAGCGATAATTAATCTATATAAAATAAAAAATCCGACACATGGCCGGATTTTTATAGTGAGACTTGA
+ATAAGTTAAAGACTATTCAACAATATCCATTTCTTCGATTAGGTTAGTGGCGCCATCTACGTGCTCCATA
+ACCCAAAGCATGTAACGTACATCAACGTGAATTGAGCGATTCAACTTAGTATCGTAATCCCAATCACCAA
+TAATGCTTTCATAAACACCGTCAAATACTAAACCAACAAATTCAGCTTTGTCATTTAGCGTAGGTGAACC
+TGAGTTACCACCGGTAATATCAAGTGTACCTAAGTAGTTAACAGGTACTGAGCCAAGTGCTTTTTTCGCG
+TACTCGCCGTACTGTTTTTTATTGATTAAATCTAATTGCTTTTGTGGTGCATCAAATGGTGCAACACCAG
+TATCTTTAGCAACAATACCTTCAAGCGTAGTATAAGGCGTAGCCGTTAAACCATCTTGAGGAGAATAACC
+TTTTACATTACCGTAAGTAATACGCAAAGTGCTGTTAGCATCCGCATATACAGGTAAGTCGTTATCGTTG
+AAGTAAGCGATAAGCGCTTCCATGTACTTAGGACGGAAAGCTTGAATATTACCTGCTAGCTCTTTCGATT
+TGTCTTCAATCGCTTTACGTTCTTTAAAACTAGAAACAGCTAATTGAATAAACGGGTCTTTGCTGTTGTT
+AAAATCACTTACAGAGTTATTCATCAGCGCTAAACGTTGTTCTTGTGAATTAAGTTTGGTGTTTTTATAC
+ATTTTGCTTAATTGCTTGCGAAGCTTCTTCTCGTTAAAGTTTTTAGCTGTGGTATTGGTTAAACCAAAGA
+ATTTATCAAATGATTTAAGACGCTCAGCTTTAGGTAAAGCAACGTAGTGCGTTAGCATAGCGACAAGGAT
+TTCTTGATCAATTTTTTCATCATAACGACGATCAACAGATTTCATGCCTTGTTCAAAACGGGCGATATCA
+CGTTCTTGATAACCACGTTCACGGTCAATATTTGCTTTAGTGTTTTCAACGGCTAAACGGTGAAGTTTTT
+TCGCAGTTGATAACATTTTGCTGTAACGCATATAACCTAAAATTAAATCACGTGCTTGTTGCTTATCATC
+CATTTTAACTAATTTGTCTAAACCAGATAACGCTTCACCATATTGGGCTTTACGCTTTGCACTGCTGTTT
+AACCATTTAGCTAAGTTCGTTTCAAGTGTTTGCTTACGTTGTAAAAAAGTACCCTTGTTGTAACTGTGGA
+TCATTGAACCATAGTTTTTAGCATAGTTAGCAAGACCAGCTAATGTGCTTTCATATTTAATACGCGCTTC
+ACTACCTACCTCTGAATGCGTATGAATTAAATCAATAATCTCTTCACGGTACGCTTTAGCGTGTGGGTAA
+GTCCAAGAGAAAGTATTTTCAACTTCATAAGCTGTACGGTAGCGGTTAGTTCGGCCAGGGTAACCAAGAA
+CCATGATGTAATCACCGTCATCAACACTGCTTTTGTTTACTTTTAAGTGATGCTTAGGTTTGTATGGAAC
+ATTGTCTTTACTGAAATCAGCAGGTTGACCATCTTTACCAACATAGGCGCGGTAAAAACCGTAATCACCC
+GTGTGACGTGGCCACATCCAGTTATCGATATCGCCGCCGTATTTACCAATACTGCTAGCAGGCGCATGAA
+CTAAACGCACATCACGAATAGTAAGCTGCTTGAATAAGTAATATTCTAAACCGCCGTGAAAGTTAACTAC
+ACTACAGCGGTATCTATCATCATTTTCACATTCAGCGACTAATTTTTTAGAATTGGTATCAACCGCTTTG
+TAACGATCACTACCTGACATTTTCTCTGTAACGCCTGATTTTACCAATTTAGTTACTTCGGTAATCTCTT
+CTGTTACATAAATGCGACTACCTGGTGTTGCTGGTAATTCTTCAGCGAAATTTTTAGCTAAAAAACCATT
+TTTAAGTAAGTTGTTTTCTGCTGTTGAGTTGTATTGCACTGAACCGTAAACACAATGATGGTTAGTTGCT
+ACCAAGCCCTGATCAGAAACAAACGATGCGGTACAACCACCCAAACTAACAATGGCACCCATAGGGAAGC
+CGGTAAGATCGGTTAAATCATTTGGATTTAACTTTAAACCCGCGTTGGTTAATTCTTTAGCGATAGTTGG
+TAATTGGTTTGGTTGCCACATACCTTCATCGGCTAATGCTGAACCTGCGCTAAGAGCTAGTGTTGGCAGT
+ATTACTGACCAGCTCAGAAATTGTTTCATTTTAATCATAGCTATCCTACTTTTCTTATGTAGTTTTGAAC
+CGAATCAAATTAGTTGTGGGACTACATTTTATGTTATTTAGTTGTTATTTGATTGTAATTTTTTTGATAA
+AAAATATCGACAACAGAGTGTGCGCTAGTGATAACCCTTAGTCAAAAAAAACAACGAAAATTATTCATTT
+CAATTGTAAAGATAGGTTTCAAAAAGTAATTCACGAAGTGCCATTATTGCCATAAAACTTATCATTAACA
+GTGGCGTATATTTTTATGCTTTAAGCAGTAGTCATGAAGTTAGCACCTATTGAGCTTTACTTGTTCTTTA
+GCAATAAGTTGATCAAATTATAGTTATTGCAAATAAAAACAATTCTCACTTGTAATTGTAATCAAGTGTC
+ATTATCATTAGCGCAAATAACATTAATTCTCGTTCTTATTTGAGTGATTCCATGAATAACGTCCTAAAAT
+TTATAGCCATAAGTACTCTATTTCTCTTTCATCATCAAAGTTTTGCGGCTAGTGAGACTGAGTTACAGAC
+CGAAATATTAAAGCAGAAAGAGCAACTGCAGTTGATTGAAAAACAATTAGCAGAATTAAAAACAACAATG
+ATAAGTGCGCAAGAGCAGCGTCATGAGGAAAAAACAGCAAGTTATAACAATGATAAAAATTGGCAAATTA
+ACTCATACGGTAGTGTGCTTTATAAGAGCGAAGAGATTTATCGTAATATCCAAGATATTGACCCAGAGCG
+TAAAGCGAGCACTGATTTAGAGCGAGTCGTCTTAGAGTTTGTTTACGACTTTGATGCTAAATGGCAAGTA
+GAAATTGAACTTGAATATGAACATGGCGGAGTGGGTTCAACGCTTGAATATGATGGTTTTGAAGAGTTTG
+GTGAATTTGAAACCGAAATTGAAGCAGGCGGTGAGGTTATTGTTGAAAAGCTACAAGCAAAATATACAGC
+CAATGAAAACTTCACCATTAAAATGGGTCATATCTTTGTTCCTGTCGGTTTAGGCACAGACTTACATAAA
+CCAGGTCAGTATTTTACGACTCAACGACATTGGAGTGAAGCCACACTCATTCCACAAGTATGGCACGAAA
+CAGGCGTTAACTTGATCAGTAAATGGCAGGGATTCACGGCACAAACCTTAATAACAACAGGTTTAAATTC
+AGAGTACTTTCGAACTTATGAATGGGTAGCTACGGGACATCAAAAAAGATTTGAACAAGTTAATGCTGAT
+GATTTAGCAATAACGCTTCGTTTAGATTACGGTGACATAAAAGCAGGTAAAGGGTTTGGCGTTAGTTATT
+ACACAGGTGACACTTCAGGAAACCGCAATAATACCGCTAAAGTTGCTGGTGACGGAAATCTCACTATCAT
+CGGTCTTCATGGCGCTTACCGCTATGAAAACTGGCAAGTTAGAGGGCAATATCTCTTTGGTACTTTAGAT
+GACAGTGAAGCGATAACCAATGCCAATAAAACCACACCTGGCCTTAAACCAGGTAACTTCGCACAACTGG
+GCAGTGAAGCAGAATCTTCATTTGTTGAACTTGCTTATAACAGCCAAGGTCTTTTTAATTTAAAAAATCC
+TCTTTATTTATACACCACTTATGAATATGCCAACCCAATCAAAGAGGTTGAGCAGGGCAATGCAACTGAT
+CGTTTTAATAAAGAATCAGTTGCCTTAGGTATTAATTACTTTCCTATCAAAAACATTGTCTTAAAAGCTC
+AAGTAGCACAACAGATGTATGCACAAAGTGATTTGGATGACAGCACAAGCTTCAGTCTATCGATGGGTTA
+CTTTTTCTCAATATAAAATTTTAATAATAGGGTCTGTTGAACTTTCGAGATTGTTTTTACAGCGAATTGT
+TGGGTATTTATACAAGGCAGAGCATTTGTCATGTGGTTACTCCACATAAAAAGGCGATATCGCAGTAAAA
+AGACCCTACAAACGCTATCCGAAGGATTCGGCTAAAAGCGTTTTACTCTTTGTTAAGCAGTGTTTACTTA
+GAATGACTAGGTCACACACTACTCGCCGCGATTAAAACGCTTTACTCTCTTTAAAAAAGGCGAACAAAAT
+TTAACCGCGAAAGGTTAACAGACCCTAGTTAATCAATATCAATATTTAAACAAGGAACATAATAAAATGT
+TAAAAAAATCACTTCTGGCTTTGGCCTTGTCGAGCGTATTTCTTACTGGCTGCGGTGGTAGTTCATCAAA
+TGATGCTGTTGTACCTGAAGTAGAATCAAAATTTACTTTTGACGCAACAGAAATGATCACTAATTTAACC
+AATGATGTGATTGTTGCAGGCTATAAAAATCTTAATGATGAGGCCGCAGTTTACTTATTAGCCACTCAAA
+ACTTAGCCAATACGGCTACGGAAGAAAATTTAGCGGCAGCGCAACAAGCTTGGAAAGATGTTCGTGTACA
+TTGGGAACAAGGCGAGTCGCATATATTCGGTCCTGTTGATGCACTTTCTATTGACCCACATTTAGATACT
+TGGCCATTAAATACCAGTGACTTACAAGCATTGTTAAATACTCAATCAGGTTTTAACGCGACTCAATTAA
+AAGCATTTAATGATGACGTACAGGGTTTCCATACCATGGAGTTTTTATTGTTTGGTGACGGTGTTGCCGA
+CAATGAAAAAGCTATTGGTGAAATGACAGCCTTAGAGCGTGAATATTTATCTGCTGCTGCGGAGGTTTTC
+AAATCTCATACGCAAACATTGTTTGATGCATGGACTGTTGCCAATGATCCTAATGATGCTAACTCTCCAG
+CCTATAAAGACTTATTACTAACTCCGGATAATGAGGTTTATTCTTCTTCGTTAGGTGTAGTCCAAGAATT
+AATTAACGGCATGATTGGCATAGTGGATGAAGTCGGCAATGGTAAAATCTCTGAACCTTTTGGCAGCAGT
+ATTGATAATATCGATACCACAAAAGTAGAATCACAATATAGCTGGAACTCTCTGGCTGATTTTACTGACA
+ATATTCAAGGTGTTCAAAATGTTTATCGTGGTGAGTTTCTAGGGCAAGCGGATAAAACCGGTATTATTGA
+TTTTGTTACAGCAGCGGATGCTGCTATTGCAACGCGCGTCGATACTGAAATAGTTGATGCTATCGCAGCC
+ATTAAAGCCGTTGCTGGAGACAATGACCTACCTTTTAGACAGGCCATTAATGATGCAGATGCTCGCGTTC
+GAATTCAAACAGCAATTGATAAGTTAACAACATTGCAAACCTCGTTAGAGAATGATGTGCTAACGCAGTT
+GAATGAATGGCAACAGCCGTAGTCGTGTAGCTAGTTATCATGAGCGTTTTTCAAGGATGAATGTTGTGCA
+AGGATGCACAATCGTTTAGAACGAATGTCCTGGAAGTATTCCTATGAAAATTTTAAGAAGAGCAAAATGG
+TCAAACTTGGCCATCATTATCGCAAGTTCGATAATTGTTTCTGGCTGTAACTCAAGCAGCTCAGATAAAA
+AAGAAGAAACACAATCAAAAGCACAAGTTGCCTATACCCATATAAGTCAATTAGGTGGTGATGCTACCGC
+AGTAAGCGCGAGTGATTCAGGACATGGTTTTTCAACGCCTATGCCTAATCTAACTACTGAACAGTTAACT
+AAACATTTAGCCGGAGATGCTCATTTTGAAACAGCATTTACTACGGCTCCAAATAGTGAACACCCTGAAC
+TCGATGGTTTAGGGCCTGTCTTTAATAATCAAGATTGTAATTCCTGTCATCAACGTGATGGTCGATCGTC
+AACGATTACCTTGGCACAAGGTCAAGAGCGTGTTTTATTGGGTTCTGAAGCTGGAATTTTCTTACGCATG
+AGTATTGATGATGGCGAATGTTCTAATCCATCTGCAGATAACAATTACTGTAAAAATGCGGGTGTTGATG
+GTTTTGGCACACAGCTATTTCATCGGGGCGTATTAAAAGCTCGAGATGATTGGCAAGAAAACCCTTTCAT
+TGGTCAAGCAGATGTTTATCTTGCGTATGAATATTCGACCGTGGAATATGCCGATGGCAGTTCCGTTGAA
+CTTAAAAAGCCTATTTTTTCGATTGAACAGCCTTATGATGTGAGTGCTGAAAACCGTTTAGACAGTGCTA
+TTTTACAAGCCGATGTTCGATACAGTCCAAGAAATGGTATGCCAGTGTTCGGCTTAGGTTTGCTTGAACT
+TATCAGTGATGCTGATATTTTGGCAAATGCCGATGAAAATGACTCTAATAGTGATGGAATATCTGGGCGT
+CCAAATTGGGTGTTTGATCCTATCAAAGCACAAAGTAATGATCCTGTACCTGTCTCTTTAGGTCGCTTTG
+GTTGGAAAGCCAGTACGCCGAGCGTTCGTGTGCAATCACTTGGGGCATTACGAGGCGATATGGGCGTGAC
+CAATCCATTATTCCCGGATGAAAGTATTGCTAACACGCCTTTGCATGAAAGTTATTTAACACGGACAAAC
+TTTGTTGATACCGGTGTTGATGAGCAAGGTAATACCGAAGCTTCGCAAGAATTTTCTGATGAGGTGGTGT
+TTTATGCTGAAACGTTGGCAGTACCAGCAAGACGAAATATTGAAAATGAATCTGTGATAGCGGGTGCCCA
+GCTTTTTGATCAAGTTAATTGTACTGGCTGTCATCAACCCGATTTTACCACCGCAAAGGGTGAGTTATTA
+GTGGGTGGTTTACCAGCACCCGATGGTTTAAAAGGCCAGAAAATATATCCTTTCACTGATATGTTGCTGC
+ATGACTTAGGCGAAGGTTTAGCTGATAACCGTAGAGACTTCACTGCTACCGGCGTTGAATGGAAAACCAG
+GCCTTTATGGGGAATAGGTTTAACTAAAACGGTTAACCCTGCCGCAGGATTTTTACATGATGGTCGAGCT
+GCAACGGTTGAAGAAGCTATTTTATGGCACGGCGGTGAAGCACAGCAAAGTAAAGCAGACTTCATGGCTA
+TGACACCAGCAGATAGACAAGCGTTATTAGATTTTGTTATGTCATTGTAGTGACCGATAAAATAGTACTT
+GTTAATAAGTAACCTGAACTCTGGATAAGCAGTACTTACTCAACATTCCCATTTTTGTGGTTTTCATCGT
+TAAACCGTCGATAAATAGCCCGCTATTCATAAACGTTTTGCCTTGATAACCACAGAAACTGAAACATTGA
+TTGGAAATTTAACGACTCTGATCTTGTTGAGGGTTTTGTATTGTGATCTAAGTTGTTGATTTTAATTAAA
+CATCAAGCACTCCTTATCCTGAGTTCAGGTTAAGTAATGGGCTTTCTAGCCCATTACTTATCTTTAGTTC
+ATCTTTATTTTTTTAGTGACAGCCCTAAGACGGAGTTGTTTTTTTAAGTCATTAACGCTAATAAACTTAC
+TGCTAGCCATAACTCAAAGGTGACGCAGAAGCGACTTTGATTACTGATAGCATTGTCGCATTCACAGATA
+GAACGTGTGGTAATGCACAAAATCCCCCTAAAAAGCTTACCAATAAAATGCTGATTTTAATGATTTTCGT
+TGAGATAATGATATGACAGTGATTTCAGTCTAAAAAACATGATTATTATTGAATAAATATTCACTAATTG
+AGTATCAATAGTGTAGAATTAATTAATATCAATTAATTATATGAAGAAGCTAAATGACTAGCACCCGAAA
+ACAAAAAGAATCCCTATTAGTTCAAGCATTTAAAAGATTATTAAAAGAACAATGTTATGGTTCTCAAGGT
+CAGTTAGCAGAAGCTCTTGCTTCGCAGGGGTTCGAAGATATGTCGCAAGCGAAAATTTCTCGCTTATTAT
+CTAAACTCGGTGCAGTTAAAACGCGTAATACCAATAATGAAATGATTTATATTCTGCCGGATGAATTGGC
+CGTACCAAAATCAAAGCAATCAATCGAATCAGTGGTATTGAGTGTTAAGCATAATCAAATGCAAATCATC
+TTAAAGACAGGTATTGGCGCTGCGCCATTAATTTCTCGTATGCTGGATAGCATGGGTGAGTCTGCAGGTA
+TTTTAGGCACCCTTGCTGGTGACGACACCATTTTCATTGCTCCGGTTGATGTCGATAATATTGAAGAAAT
+CACCGTTTCGATCCGTAACTTGTTAGCGGTAAAAGATGAACAGTAAAAAATGACCTTAGCGTCCTACTAG
+AATAATAATCCTCGCCATACTTCGCGAGGATTAACTTAATTTATCTAAACTCTTCAGCTATCCTTAGTCA
+TTAAACCATCACACAACACCTTAGAAAACATGGTTATATTGTGCAGAAACAATGTAAGCATCACCTTGTG
+ATTCGAATGTCCACTGTTGACCTAAGTCATCTTTTTCAGTGAATGTTTCACTATTGCCTTGAATGACACT
+GACACCTAAATCTATCGATGATTGGTCGTCAAAGCTATAGTTTAAGCCGCCACTTATCCATATACGATTA
+CTATCAGGAATTGAGATCGATCGATGTTCTTCACCGGTGGGTGTTTGGTCATAAGCAATACCTGTTCTGA
+GCTTTATATTGCTACTTAATTGATAGGTGGCACCAATGGCATATCGCATTGAATCAGCAAAGTTCTCTTC
+TTTTGAAAACACAGGGTCTTCTACACCTTCAGCGTATCCCGCTAGCTCATCAAAACTACTCCAACCAGTC
+CACACGGCTGAGTAATGCACAGCTAAGGAACTATTTAATTGATGAAAACCTGAAAACTCCATAATAGCTG
+GCAAGGTTATATCCATGGTGCCCATGACTACGTCACCCGCTAAGCCACCAAGGTTAGCTGGTAAACCATT
+ACTGTAATCACCTTCAAGTGTTAGTTCTACTTCACTTCGATAACTAAAACCTAGTCTATTGTTTTCGTTA
+AAATCATACGATAAACCTAGGTTCCAACCATAGGATATATCATCGCCAGCCAAATTTGCGGCCACCGTTT
+CAGGTGGCGAAGGCAGCGGACTGTCACCAAAATTACGTATTAAGGAAGCATCGGCATAAATAACATTTAA
+CCCCCCAGCTATGGCAAAGTTATCATTTACTTTATAAGAGAGGCTGGAATTAAAATTAACCGTAGTAATT
+GACGTTTCCCCCGCGAGTTGCCCCGCAGCATAATCATCATCAAACTCAGTGGCTAAACCAAAATTAGAGA
+AGGTGCCAAAACCTAGAGCAAACTTGTCATTTAGCGGCACTACTAGATATATTGCTGGAATGATGGCACT
+TGGCGCAATACTACTATCATTCAATGCTACTGGGTTAATACCCGTTGGTGCATCAATACCCGTTAAGCTG
+ACATCAGGTATAACGTAAGTGCCAGTAAATGATAACTCTATTTGATCAAATTGCGCCATAAGGGCAGGGT
+TGCGTGCAATTACAGATGCATCATCGGCAATTGCAGCTTCACCAGCAAACGCTCGACCTAAACCAGCAGC
+ACTATGCTCAGCCAACTGAAAGGCGGCGCCGACACTGTAAAATGATGAACAGGTTAACGATAGTGTTAAC
+AATGTTTTATTGAATGTCATAAGTTTGGACCATGTAAAAAGGATAAAGTAATGAGCCTACCTTAAAGGTT
+AGTTTTGAACTGTTATCAACAGTGAAAACTAGTATTCACTTGTGAACAGCTTTAGCGTTATTTTGATCAT
+AGTGCTGTTGGCTATTGCGGATTTTTACTCTTAACCATATTGATTTAGAACATCAATAGAGGCTCTAGCG
+ATAATATTTATTATTTGCTTGAGATTTTGTTAATGTAGGTCAAAACATGGCATTAGTTCCTGCTTTAACA
+TGCCAACATTGATAATAGATAGTAGGAAGTTTTATGAGTTCAATTCCAGAGTACATGACGACAAAACATA
+GAGAATGTGATGAGTTTTTTTCTGAAGCCGAAGCCGCTGTTGCCGATAAAGATTGGTCGTTGGCATTAGC
+TAAATGGCAGCTATTTACCAGTGAATTAACTGAGCATCTTGCCCAAGAAGAAGATACTTTATTTCCACAG
+TTTGAACAAGCTACTGGAATGACAGCAGGACCGACACAAGTCATGCGCATGGAACATCAGCAAATGCGTG
+CGCTGGTTCAATCCCTTGATAATGCCCTTGCTGCCAAAGATAAAGATGAATATTTAGGCTTATCTGAAAC
+CTTGATGGTAATGATGCAGCAGCATAATATGAAAGAAGAAATGATGCTTTATCCTATGATGGCGCAACAT
+TTAAGCGATGGCGAGCAGCTTATCGAGGGCTTTAAAGCCAACGCAGCAGTTTAAATCATCATGGAGCTTG
+TAGCTGTTGATGTAAGTGAACTTGCTCCACCTGAGCCAATGACAGTGATATTAACTGCGTTGGCTAGTTT
+GGAGCTAGGTCATTGTTTATTGGTTACTCATAGACGGCAACCCTTTCCTTTGTATGAAAAACTGATTCAA
+GCCGGTTGGGCGTACCACTGCCAAGTACATGATGATGATCATATTTCATTGTTCATCTATCGCCACATCG
+AACAACAATTGTTTGAACAGCACTTTGACGGTCAAACCTTTCAAAGTACAACAAAGTAAGGGCTCGCTAT
+GAATATGTCAGGCTTGTCATTTAATGCATTACCTCCTATCGATTTACCTTTTCGTTTTTTCTTAAGTGCA
+CCAATCTTCATCATCGTTTGTGCGCTATTAGTTTTATTTTCAGGGGAAACTCTTTGGCTAAGTCGTTGGC
+AGCCGAGTATGTTGGCGCTGACACACGGTTTTACCTTAGGCTTTATAACCATGGTGATGATGGGCGCATT
+ATTACAATTATTACCCGTAATCGGTGGTATTGGTATTGCTAAACCTAGACTCATTGCGACCACTAGCCAC
+GCTTTATATTGTGTTGGTGTAATGGCCTTAATGCTCAGTTTTATTCTTGCGACTAACTGGTTAACGCTCG
+CTGCATTGGTGTTGCTTAGTTTGGGGTTAAGTATTTATCTCGGTGCTATTATTTGGGTGCTAATCAAAAA
+AATAAGCCAGGGTGATTCCATTAATTGCTTTCGCTTAGCGATAACGTCATTGGTAATATTGCTGCTGTTA
+GGAATATTGCTTTTAGCCAATAGATTAGGCATCACGGTGCCATTTATTAGCCTTGATAAACATGTTACCG
+ATATCCATGCGCTAATGGGGTTAGTTGGCTGGGCAGGTATGTTAATTATTGCGGTGAGCTTTCAAGTATT
+GCCTATGTTTCATGTTGCTCCCAATATGCCGAAATACATAAGACAATATCTTGGTATCAGCATTTTTATC
+TTACTGATAGTGTATGCTTTTTATGCTGAGTTTACCTTAGGGCTAATTGTCATTAGTCATGGCGTGTTTG
+CCTTTAGCTTATTTTATGTGATCAATCAGCGCAAACGTAAAGTACCCGACACCAGTATTAAGTACTGGCA
+ATTGGCTGCGGGAACATTATTGTTACTCAATATACTGTACTTCTTACCGGATAGTTTTTATAGCGCAGCA
+CAGACCCCTTTATTTATATCACTACCTGATAAGGGGATGTTATTAACGGCAGTTTTCATTTATTTTTATT
+TGCTTTCCGTGATCCAAGGTATGTTACTAAAAATATTACCCTTTCTGAGTTACACCCATCTTCAACAACG
+CTGTTTGATTGACTTCTCTGCGATGCAATTCATTCCTCATATGCATGAATTTTTAAATAAAAAACATGGT
+TTAGCACTTTACTACATGCATATTTTTAGTGGTTTATCACTGGTGGCAGTACTCTGTGAACCGAGCTTAT
+ATTTTGTCTTTGCTATTTTACTGTTACTTGAATTTATATGGTTATTAGTCTTAATGGTGAGGTGCATGCG
+TTTATATTTTACCGTCAATCAGAAAATCAACTTGTCCAATACCCTGTAACTGATTAGTATGCTCGCTAAT
+AAATTCTTACAGGCTAAATAGGTCCTTTTATGAATACTGTCACCTTAGTTTCAGCTGAAAAATCAGCACA
+ACAAATAACACCCTCAAAAGTTATTTGTATAGGTCGTAATTATGTAGACCATATCAAAGAGCTGGCCAAT
+GAAATACCGGATGAAATGGTGGTGTTTTTAAAGCCTAATTCAGCAATTAATACCGTGCTTAATGCTAAGC
+ATAATAATGATGTATTACATTATGAGGCTGAGTTAAGTTTTCTCTACCAGGGTGGAAAATTCACTGCAGT
+GGCCCTTGGTCTAGATTTAACTAAACGCGAAGTACAAGGAAAGTTAAAAGGTAAAGGACTTCCTTGGGAA
+CGTGCTAAGGCATTTGATAACTCAGCTATTTTCAGTGATTTTGTCAGTATTGAGCAAGAAGACATTCAGA
+CATTAAACTTATCACTTATGATTAATAATGTTCCCAAGCAGCAGGGGGGCGTTAATTTAATGATGGCAAA
+ACCTGATGATATCTTAACGGAACTGCAAACGTTTATGAGTCTTGAAGATGGCGACATTGTCATGACAGGT
+ACACCGAAAGGCGTGGGTGTTATTGGTGTAAATGATAACTTTACGGGTCAAGTATATTTGAGCCAAGAAG
+ATAAATTAGTGGATAATAAAGTACTACTTGATTGCCATTGGCAAGCACAGTAATTACCTCACGAAGTTAT
+ACTATTTTTTATTAAAGCTGCAAAGCTTGCTACACTTAATGTAGGCCCTTTTATACCCCATTGATAGGAA
+AGGCTATGGAATACGAATTTGTACACGACGCCATAACAGGCGAAGCCCGAGCGCTCTTTTCTTTAGAGCA
+TGAGGTCATAGGTCCGTGGATGGAAGTTGAACTAGGACATAACGTTACTAAGCTTACCGATCTACTAACT
+GCGATTGATAACATTGAAACCGGACAGTCTCAAGAGCTACTCATCACAGGTAGCGAATATTCGATTACCT
+TAAATAATGAAGATGTCTCGATTCAAACTAATGTGAGCATGAATGGTTCGTTAAACGGCAGTGGTGAAGG
+TTTACCTGAGATGTTAACCGATGAACATATTCATTTAGATCAAAATGAAATGGCTAGCTGTGGTTTAGAT
+GACTTTAGAGCGTTATTACTTTCTTGGGGCCAGTTCACTAACGGTTTACGATAAACCATAGGTGAACTAA
+TTAAAGGTGCTTTGCTAGCATCTTTAATTAGTTAGTTGTGCCGTTATTATTTGTTATGTACTCACAGCAA
+ACTCTGAAACTAAACTCTGTAAAGTCGCTTCATCAATCGCCAATATCTTGCAAACATTTTCTTGCACATA
+GGGCCAGTCCGCACTAGAAAAATCGGAATACTTCATTGAAATTAACTGTTCACTTAACTTAAGTACAGCA
+AATAAATCTTGCTCTTGTGAGCCGTTAAGTTCACTAATAAAGTTTCTATCACGGTGCTGTAAAATAATTT
+GGCACACGTCTTTGGGTAGTCGCCATGAACTAGCAACATAATAACCAATAGTCGCATGATTCACGCCATA
+ATGTTGTTCTTCAGCTTGAGTAAGCGCGATCTCTGGCGTTGTTAATGCATTATCTAATAACTGTTGGTAA
+TCATTATATTTCATCGCCATCACAGGTACACCGCAGGCATGAAATAACCCTAAGCTAAAAAATCTATCAT
+TAGCAATCTCAGGTTTATATCTTTGCCCAAGCAACATGGCCGCATTGGCAATATCAGAAGTGACTTGCCA
+AAAGTCTTCCAAATTAATGCTGCAGCTTTTGGGATCAAAACTCTTTTTAAGTAAGCTACCCGTGACCAAC
+ATGACGACACCAAAAATACCAATGTAGTTCACTGACATTTTTATATCGGTTATTGTTCTACCTAGGCCGT
+ATAGAGGCGAATTAATGGTTTTTAAAATAGTAGCGCTGACCGCGATGTCTTTACTAATGGCACGGCTAAT
+GGCGTTAATATCTGGATTTGCTTCTGCCATAAGTGTCAATAACTCTAGCAGCAGTTTGGGTTGGGCCGGA
+ACAGAGAAGCCACGACCAATATCATCTAAAACACTTTGATCAACAATTAACATAAGACTAATAAAAGCTA
+TAAAAATATGGCATTAGTGTATGTTATAAAAAACCTGCTTGCTATGTTTCTTATCAAATAACGCCATCAT
+TTGTTGTTTGAATTTTTGTCTGTATTACCCTTAATAAAAGATGAGCTTCAATCATAACTCTCTCAGGAAT
+CCTGAAACTTAAATCTTGGCAAAACTTTCTTATAAAACTTATAAATCAGTGTGTTATATAAATCATCATC
+ACGAAAAAACCAATGATGATAGTGTTGAAAGCGAGAATGTAAGTAAAACCTTTGATACCTTCCTTAAGGC
+TGTACTCATGTACGTTAAGATACCAAATCCAAATGGCACACATAATAATGGGCATTAAAAAGAAAAATTT
+TATCATAATGGTTAACTTGTGCTCGAATTAAGGGATGTCTCATTCCAAGGGGCAACTTTAAGTAACATCA
+ACATACCTGGAACAGCTAAAGCCGTACAAAGAAAATAGAAATTTGTCCAACCTATTGCTTCAACAATGAC
+TCCTGTTGTGGCATTAGCAAAAGTACGTGGTACTACGGCTAAGGCAGTAAATAAGGCAATTTGTGTTGCT
+GCAAAGGCGGGATTAGTCGTTTTAGCAATAAAAGCTGTGAAAGCAGCGGTGCCTAAACCAACGCCTAAAT
+ACTCAAATCCCATAGCGATGGCTAAAGCATAGGTGTTATGTCCAATTTCAGCGAGGGCAGCAAAGCCTAA
+AATACTTAAAATTTGTACAAAACCGAATAACCATAGCGCTCGATTAATGCTGAGCTTAACCATCACTAAG
+CCGCCAACGACTATACCAATGGTCATTGCAATTAATGAGGAGGTCTTGGCAACAACACCTATTTCAGTTT
+TGCTAAAGCCCATATCAATGAAAAATGGCGTTTGCAATGCTGTCGCCATATTGTCTCCTAACTTATAAAG
+TACAAGAAACAATAGCGTATAACCTGCAGATTTAAGCCCTTTACTCTGAACGAAGTCTTTGAATGGTAAG
+ACAATAGCTTCTCGCAGGCTTTTAGGTGCAGCATGCTCAGAGTCTAACTCTTTAATGAACAGTGTTAGTA
+ATACGCCTAATAACATGAAAGCTGCAACTATCACGAAGACCGACTGCCAACTCATATGATCGGCTAGAAT
+AAAAGCGAGTGATCCCGGTACCAGTCCAGAAAGTCGGTATGCCTGAACATGAACTGAGTTACCTAAGCCA
+AGCTCGTTATCGGGTAATAACTCTCGTCGATAGGCATCAAGCACGATATCTTGGCTGGCACTGAAAAAAG
+CCACTGCTGCAGCTAAATAAGCGACAGACCATATATCCATTATAGGATTCACAAAGCCAAAACCAGCAAT
+AGAGCCTAACAGTAAAAGTTGTGTTACTAACATCCAACTTCGTCGTCGGCCAAGTATGCCCAGAGAGTAG
+CGGTCCATGAGTGGTGACCAAAGGAATTTCCACACATAAGGAATGCCAATTAATGAGAAAAGTCCAATCT
+CAGTAAGACTTACCCCTTCATCACGTAACCAGCCTGGAACCAATTGATATAAAACAAACAGTGGTAGACC
+TGAGCTAAAGCCAGTAAAAATACAAATAAGCATGCGCTTATTTAAAATAGCCTCTTTAAAGGAACTGTTG
+TCTACTTGGCTAGTTGTGGGCATTTGCGGCATTAACGAGTAACTTAAATTAGGTTTTTATTTCTTCTAAG
+TTTATCAGAGGCTTGTTGTTTGCAGAAGCGGTATGCGGTATTTGAGTGATATTTAGTGACGAATCGCTAA
+TCGGCTCAGTTACGGGATAGGACGCCAGCCAATACAATCAATAGGATAGCTACCGATACCGTTAAAAAAA
+TCTAAGCAGGTATTCATTTCACTTTTGAAAAACAGATCTTGGTTTAAGGCTTGAGCACCATGTAAGCTAA
+CTTCATGCATCAAATGCCAAAATACACGTTCTTTAGCGCTGTGTGGTGTTTCATCAATCACTTTTAATAA
+AGTCCACTCAGACATGGTATCTAAAATAAAATGGTCGAGCTCAGTATAGTGTAGTTTTTTCTCAATGACT
+GCGCTCACGTAGGCATGCATTTGTAGTATTTTATGATCGATGAATTGTTCAATTATCATGATGTCCCCTT
+AAAATACATGTACCGTTTGGTACAGAAGATGACGGTGGTTAGCTATAGGTTTAATTTTCACCGAAAAGTA
+TTAATGCCTTTATTATTGCTTCACGGCTTGAATTGAAGTGCGAGAAAATTTATTGGCTAACTTATGTATC
+GGTGATAGTTGGCTTTTTGTCAAAGAAAATTCATTTTTATTTAGTGTTTTTTTGTAATTTACTGTTGGTG
+AAGATTATTATTAAACCTACTCATCAGCAGGTAATAATGTGGCTTTAATTAAAGTGACGTGTTTTATCGG
+GACATCATTCCAAGCCATAGTTTCGTTATAATCTGTTGGTACTTTTGCGATGGCTTCTAGTACTTCTTCA
+CCCTCAATAATAGCGCCAAAAACCGCGTAACCCCATTTTCTTCCCGGGTCTAACGTTGTATTATCCGCAA
+GATTAAAGAAGAATTGGCGGTTGGCAGTATGGGGTCTATTTTCTTTCGCCATCGCGATAGTGCCCATTTC
+ATTTTTCAGGCCATTTCCTGATTCGTTAACAATATTTTTGCCTAATTCTTTGGCGGTAAATTTAGCGTCA
+TAAGCACCACCCTGTACAATAAAGTCGTCTATTATGCGATGAAATATAGTGTTGTTATATTCACCTTTTA
+CCACATACTCCAGAAAATTATTCACCGTAATGGGTGCTTTCACTCTATCGAGTTCAACCACAATAACGCC
+CATAGATGTTTCTAATTTTACTTTAGGATAAATATTAGTTGGATCAACCGCATAGCTAAAACTACTTAAG
+ATTAGCAAGGTGCTTGTTATAATAAATTGAACGATATTTTTCACAATTATCTGCCTACCTTTGATTGAAG
+GATGTTTGTCGCATAGCCTAATATTATAAGAAGGTTTTAATATCTTTACTGGTTAGAATTTGTTTTATCA
+AGGTACTTAAATGTTGATTAAATTCACGTTCTAATACCGCGATATCTGCGTTAAGAGCACCTTCACTGTG
+CGCTCTATTTTTAAAGCTGCTAGTTAGCGTCTGTTTGGTATTATCAATTGAAACTTTGATGATAATTTCA
+CTTTGAGTGCTGTAACTGACACTTTCTTGATCAACACTGATAATAGCTTTTTCTATGGAAACGGTTATTT
+GATTATTTGCTGAGCTAGCCAAAGATAAACCTTGTTGTTGCCACTGCTTCACTAATAGTCCTTGAATAAT
+ATCTTCAAGGCGTTGCTCGGAAGAAAGAATGATTGCCGCTTCATCCTTTTCTAGTATCTGGATGATATGC
+GGGCTAGTTCGCATATCAACAACGTTCAGCTGTGCTTCTTTGCCAGATAATTGATTTGAGGGTGATAGAT
+AAACTTGAGGTGAAACAATTAAATGTGTAGGTGCAGTACTACAGCCGACAATGCTCGTAAGCAATAAGGT
+TAGGGCTATTGATTTAAGTGTATTGAAGTTCATTGTTTTCTCTATTTTATCGTTTAATTGCTGATTGAGT
+GACAAACTTATCATTACTGGCGATTAGGGTTTCATTACCAAATAGACGCTGTAACTTAATATGATAAGCT
+AATTTTTGGTTACCAATAATACGTAACTCCCCACCTTTTTTTAATACTCGGTGACTGTCTTTAAACATCT
+GCCAAGCGATATGATCAGTTGTCGCGGTATTTTGATGAAATGGCGGATTACATAAAATCAAATCAACACT
+ACCACCTTCTATATCGGTCAAAGAGTCGTTAAGGGTAAATTCACATTGTTCAATAACGTCAGGCAGGTTT
+GTCATTATATTCTGCTTCGCTGAAGAAATTGCCATGGTAGATTCATCAATAAACTGAACGTGTGCTTCTG
+GTTGATTTGCTAAAACGGTGAGGCCGATAACACCATTGCCACAACCTAAGTCTATTACTGTGCTGTTAGC
+AGCAACTGTAGGCAAATTCTCAATAAAGTATCGTGCGCCAATATCCAGCTTTTCACGGGCATAAACATTG
+GCATGATTGCTAATGGTTAACTCGCGAGATGGTAAATCATTGGTAGACTTGTGTGGGATAGACCACACAG
+TTGGAAAAGGGGACTGATGAACTTGCTTATTATCAAACTGACAAAAAACTAAGCGTGCTTTTTTAACCGC
+TAAAGAGGTTTTTGTTGTGCCTAAATGTTTTTCAAACACCTTTAGAGTTGAGCTGTGGATCTCTTTGGCG
+CGGTCTGCGGCAATAAAAATACAGTTTTCATTTACTGATTTTTTTATTTGAATGAGTTGTTCGATGAGCA
+GTGATTTGCTTTTAGGAATTTTATATAAAATGACATCAATATTATTTGGCAAACTATCAAGAGAGTTTAG
+CTGGGTAAAATGACTATCATCTAAGCTATTTTGCTCGATGTTATAGCTGGCCCCTTCACTACTAATGTAA
+GAGTCATTAATAGAAATAACTTCAGGATTCTCACTCGTCGATTGGCAAAAATTAACAGCCAGTGCACCAA
+AAGCATCATTAAAAATAGCCACCTTTGTTTGCGCGTTAATTAAATTTTGATCATGCACATGGTTTATTAG
+GTACTCATCGGCTGAATCCCATGCTTGTAAACTGCGGTTTACTTGTGAAACAGGGAAGCGACTAAGGAAT
+AAGTTCTTATCATTAACAATAAAAGGGCTGATCATAAAAATTGGCTAAAGGTCAGTGAAAAATTTGCCCG
+CTATTGTGTCATAATCTACAACATATTGTTGGTCTATCCACTTAAATCAGCTAAAATATTTACTACTTTT
+AATTCTTCATATTTTACACTCAGCGAGAGAATAATGACTGTTGCCTCTGTTATTGAACAAAAACTGCTTG
+ATGCTTTTCAACCTTCACACTTAGATGTGATTAATGAAAGTAATAACCATAATGTACCGCCGGGCAGTGA
+GTCACACTTTAAAGTGGTTATTGTAGCCAAAGCCTTTGAAAACGAGCGTTTAATTAAGCGTCATCGTTTA
+ATCAATAACGTACTTTCACAAGAGTTAGCTGAAAAAATTCATGCCTTAGCATTACACACCTACACAGAAA
+AAGAGTGGCAAGAGCAGTATGCTGGCAAGGCGCCAAGCTCTCCAAACTGCTTAGGTGGCGGAAAGTAGAA
+TATATTGTATTCTGGTCGTACCTCTTTATGCTTGAGGCAAGGTACAATGTCATCAAATACTTGAAAGTTT
+CTTTCAAACCTTAGCTAAATACATACTCTAGCTGAGTCACTAATATAAATAAAAAGGTTAACTTATGGTT
+ATCAAACCAAAAATTCGTGGTTTTATCTGTACTAATGCTCACCCAGTAGGTTGTGAAGCGCATGTTAATG
+AACAAATTGCTTATGTAAAAGCGCAAACATCAGCGACTTCTGGTCCTAAAAATGTTTTGGTTATCGGTGC
+TTCTACTGGTTATGGTTTAGCGTCACGTATCACCTCTACTTTTGGTCATGATGCGAAAACATTAGGTATT
+TTCTTTGAAAAACCACCAACAGAAAAGAAAACAGGCTCTGCTGGTTGGTACAATACAGCTGCTTTCGTAA
+AAGCAGCTGATGAAGCAGGTATTTACGCAAAGAATATTAATGGCGATGCTTTTTCTCATGAAATAAAAGC
+AAAAGCGATTGAAGCAATTAAAGCCGATATGGGTACAGTTGATTTAGTTGTTTATTCATTAGCATCACCT
+CGCAGAACTGATCCAGATACCGGTGAAGTATATTCTTCTACGTTAAAACCAATTGGCCAAAGTGTTACCA
+CTAAAAACCTTAATACCTCAAAGCGTGTTATTGATGAAGTCTCTGTTGAAGCAGCAAATGATGCTGAAAT
+TCAAGGTACTATTGATGTAATGGGCGGCGCTGATTGGGAATTGTGGATGAACGCACTGGGTGAAGCTGGT
+GTTTTAGCTGAAGGCGTTAAAACCGTAGCTTACACATATATTGGTAAAGAATTAACTTGGCCAATTTATG
+GTAAAGCGACTATTGGTAAAGCGAAAGAAGATTTAGATAGAGCGGCTACTGCTATTAACGCAGCAACTGC
+TGATTTGAATGGTCAAGCACGTGTAACCTCTTTAAATGCTGTGGTAACACAAGCAAGCTCTGCTATTCCT
+ATTATGCCTTTATACATTTCAGCTATGTTTAAAGTGATGAAAGCCGACGGTACGTATGAAGGCTGTATTG
+AGCAAATTGCGAACTTATTCAAAGAGAACATTTATAGTGACTCGCCTCGTTTAGATGAAGAAGGTCGTTT
+CCGTCAGAATTATAAAGAGCTAGAAGATAGCGTTCAAAAACGTGTTACTGATATTTGGAATAGTGTTGAT
+ACTGATACTATTGATGAATTAACTGATTACGTTGCTTATCATCAAGAATTCTTAAAACTGTTTGGCTTTG
+GTATTGACGGTGTTGATTACGATGCTGATGTTAGTCCTGAAGTTGCTATTAACAACTTAACTTAGGTTTC
+ATTGCCTTCACTGAGGCAATGAAATGTAAATAGTAAAAAGCCGCACTCTTTATTGTTAATAATAGAAAGT
+GCGGCTTTTTTGTGTCTTGGTGTTAGGCAACAGAATATATTCTTCAGAAAAATGATGATCACTTTGTGCG
+TAGTGCTGACGTTAGCTACTGATTGTTCTTTAGGTCAACTGATCGTTAAAAGAAGAGATTTAAACAACAC
+CAAAAATCTATTAGGTTGGCCAATTTTGTTTAACCACTACATTTATCTGTTGGCTTAACAATGCTTCTAT
+TGAAGTTAATTGCCCGACAGTAATATTGATAAATTTTAAACCTAATAGAAAATCATTTTGAGATATACGA
+CGAATTACAATTACGCGTACGGTCATTAACCCTAATTTTTTATCCTCGTTGAGTATAATTTGAAATTGAG
+TAGGGTGGTGATTGGTGTGACTTAAAATGAAATCAACACATGCTTTGTCTGCGCTGAGTTGGACTCCTGA
+TAAAGAGATATTAATTGCAGTACTTGTTAACTGTTGCTCACTGTCTTTTAAGACGATAGATACCGAAAAA
+TTTACATCTTTTCTAGGATAAAACCTTCTTTCAATCGACATAGTGAGCCTCTATTGTTGCTTTCATTACA
+ACTCTACTTTAGCAAATCTCGTTATAATGTACGTACTTTAATTTGTACTTAGGTTTAAAAATGATCAAGT
+AACTGATGACCTTGTTCGCTAAGGATAGATTTTGGATGAAATTCTACGCTGGAAAGGTAAAAAGGTAGGA
+CACCCATTGATCGGGATCATTTCAATTAATGGGTGTCCCGAATTGTCGCCTCAATTTTTATGTCTGCTTA
+CGTATCGATAGCGCACCTAATTTTGAGTAACTTCGGCTAATAGATTTGGTTTTCTCTGTGCAAAAGTGAG
+CGTTAGGTGATTCTACTTTCCCAATGCCGACCGTCTATTATAGAGCATGACCCTAGCAATTTACTCTATC
+GGATTCACTAATTGCTTTAGGTGCTAACGTTAATCGCCCGTTGTATTGATGCAAGACTAACACTGACCTC
+TTTTTCAATCTCTCGTGATGTTAAGCCCTCACCGTGTAACTTCATTATCTGTAAATGAATAACCTCGGTA
+ATAACATTAGGAAGGCCAAAAGCAGCAGCATAACCATTTTTACGTTCTTTCTTTTTAGGAATAGAAGGTC
+TATTTATTGGTAGTATTGGTTTTCTTTTTCTATGAACTACTGGAGTCGTTGCAATAATTGGTTCGGGTAT
+TGGTGCTGTGTTCTTATGTTCAATCAATAGCGGTATCGCTTTACTCAGTGCTTTTTCTACAGCGCGAGTA
+ATGATATCTTCAAGTTCATCCGGTGTTAAATTAATGGTGTTATTTTTTTTCGACGATTTCCCTGCGACAT
+TCTGTGACTTTTTAGCTATTATTTTCTGCGACACTTTAGATAGCGAACCGAAAACACGTATTAACTCAGT
+AGTATCAATTTGTGGCTTACCTAACGTATCACGTACCGTTGTTAACTTACCGTTAGCTATGTATCGCTGA
+ATTGTTCTTCGTGACTTCTTTACTAGTAATGCGCTATCAGTGATATTGTGAATAGCCATACAACACCTTT
+TTTATTGTTATTATACTGCGACATATTAGAGGCTTTGATGAGAGGATAGTCAATACTGAACAAAAGAAAA
+TTAACACTGATTTTTGGATTAGGTGCTACGAATCAATCACACTCCTCTTGCTTTAAAATATTATTTATAC
+TTCTAGAACTCATGTCCGAAAGTAAAAATTAAATAAACAAGGAGGAGAACGTCCGTTTACGTATCAAACT
+GCCTCTTAGCTGAGGTGACTTTGGTTCACAAAAAACGACCGTTTTGTGGCAGCTACTACCCTTAATATTT
+CATTCAATAAAATTTACTGTTTCAAAATCTAATTAAATTTACAGTTAGGTCGTTTCCATGGGCACAGAAG
+ACATAAAGCCTCCCCGAATGTGTAGGTCAATTTTCTGATCATATAGCGGACATAAATTTCATACTTCTAT
+GGTGCAAAGATGCACAAAGTGAGATAGGGTTTTAACCCTAATTTAGACTTCTTTTTGGCTTTGCAGACAA
+TTGCGTAAAATATTTATCAATACTTTTTTTAATACGTTATTATCTATTTTTTAATAAAATATAACATTAA
+AAGTAGCTAACTTTGCACGGTCAACATAATGAGCTGTTAGCTGCGTTATACTACGTTAAAGACGTCAAAA
+AACACTTAATAATCTAGAGCTATAAACCCATATCATGACAAGAAAAATATTAAAACTGAACGTGAAAAGA
+AAAATAGTTTCCAAACCAATAGATGAAGTGGTCAAGGATGTATCTCATGATGACCCACAAAAGCGTTTTT
+TAAATGGCGTAGCCATCAATCCTGAACAATGTATTCACCTAGAATTAGGTTCTCAGCAACACTCCGCGCG
+AGCTATGGATTTGTTCACGCCAATAGGAATGGGGCAGAGGGGGTTGATTGTTGCACCGCCTGGCTCCGGA
+AAAACGACCATTTTAAAACATACTTGCCAGGCTGTGGGCGCAGCTTATCCCGATATAAAGCTTTATGCGT
+TACTCATTGACGAGCGCCCAGAAGAGGTGACGGATTTTAAGCGCAGCGTGCCGGCACAAGTATATGCCTC
+ATCCACGGATGAAAACTATGACCATCACGTACGTGTAGCCAATGACCTTCTTAATATTGCTCGCAAGGAA
+GCTGGTGAAGGTCACGATGTCATGATTGTCATTGATTCTCTCACAAGGCTCACACGAGTATATAATGCAA
+ATCAAAAGAGCAGCGGTCGTACCATGTCGGGCGGAATTGACGCTAGAGCGATGGAAATACCACGAAAACT
+GTTTGGCACAGCTAGAAATATTGAGAATGGTGGCTCGATTACCATTCTAGCGACCATACTTGTTGATACC
+GGAAGCCGAATGGATCAAGTGATATTTGAGGAGTTCAAGGGCACGGGTAATATGGAAATCGTTTTATCAC
+GTGAGGCTGCAAATATGAGGGTTTTTCCCGCATTGGATATTGCGAAAAGTAGCACGCGCCGTGAGGAGCT
+TCTTCTTAATTCGAAGGATATCGAAAAGGTAAGATTTTTGAGAAGAGCGCTTACCAGTCTTAAACCTGTG
+GAGGGTGCTAGGAAACTTGTTGAGCTACTTGAGAAATATCCAACGAATGCGGAGCTGTTAAACCGTTAAT
+TACCTACAATTATTTGAGCGCTTGGGAAATGAATTTTGAGCAAAAAGGTAGAGCTGACAAGTACATCAAT
+TAGACGTATTTCCGCTACGCTCCAATGCGTAAATTACACAAGCGTTACCCCTATAAAGTCTAATCCACCT
+TTACAGCTCAAACTCCTAATGTCTACACAGTGGTAATTGTGAACGTTTAACTCTAACTCGTTAATGGGCA
+CATAACATCATAGAATATCTTTACTGATATATCTAAAAATATAGCCAAATTAACTATGCCACTATAACCT
+GAGTTACTTGTTATTGCGCGAAAGGTGGCTAATATTAAAAATAAATAAGGTAAGCATCGTTAATCAGCAA
+TAAAATTTGCAGCTTAAGGTGGCTTAATTAAATTCAAAATCTGATTTTGTAATGGTGATAGCAAATCAGA
+ATTATATTTTTCACCAAAAATAAAGAGAATGTTATGAGTAAAGGTATAGTTAAGTGGTTTAATTCAGATA
+AAGGTTTCGGATTCATTACTCCAGAAGACGGAAGTAAAGATTTGTTTGTTCATCATTCAGAAATTCAATC
+AGGCGGTGAATATGCAACATTGGCTGATGGTCAAACCGTTGAGTACGAAGTGGGGCAAGGACAGAAAGGC
+CCATGTGCAAATAAAGTTGTTGCTGTTTAAGTCGTAGCACATAGACGCATAAGTAAGCGGATGCGTTACA
+CGCACTTGCTTATGCGTTATCGATAGAAAAACTAATCCAAATTAGCTTCACCACCTAAATCCCTTATGCC
+TTCTAAGTGGCATAAGTGAACCTTAGAAAATCATTCAAAAAAACATCATGAAATTATTATGGGCTTAAGT
+CTGCTGCGTACGCTTTGCTGACGTTAGCTACTGATTGTTCTTTAGGTCAACTTATAGCCTGAAGCTGTTA
+TAACCTGTTTAAAGAATATGTCTCATTTGAATAATTATCTAATTTCCTATAAATTTAACGAAGGGTAGTT
+CACTATTTTGACACGACACCCTCCTATTAGTCGTGAGTAGACTGAACTGCTGATGCTTAATAAACGGGGT
+CAGATGAGAATTTCAAAGGCCTAAGTGGCCGCTAGTTTATTGACGCAGCATCTAAATTCTAGGTTGTTGA
+TTTTTCTCGACTCTTTTAAAGTTATAATCCTAACTATTTGTAGTTGTTCGTATCTAATTTTCTTATTCGG
+GGTATATAGTTGTGTTGAATGGATTATGGTTAAGTTTTTTTTGGCTAGCAGCTATAGCCGCAGGTTATCA
+GTGGCTCTTACTAGATAACGCTAACGTATTTAGTCAAGTTATTAGCTCTTTGTTTTCTATGGCAAAGCTA
+TCTGCTGAAATTGCAATTGGATTGATTGGTACACTTTGTTTGTGGCTCGGAATTTTTAAAATCGCTGAGA
+AAGCCCAACTTATATCTTTTTTTGCTCGTGGCGTTGAGCCACTTTTTAGGTATTTGATGCCTGGAGTGCC
+TCGTGGCGATAAAGCTTTTGGCTCCATTTCCATGAATATGGCCGCTAACATGCTGGGGCTAGATAACGCT
+GCTACTCCGCTTGGCCTAAAGGCTATGCAAGACCTCCAAGAGCACAATACCAATAAAGATGTTGCGACTA
+ATGCTCAAATCTTATTCTTAGTTTTGAATACGTCTTCCGTTACGTTATTGCCCGTTACTATTTTTATGTA
+TCGTGCTCAGCAAGGTGCTCTAAACCCTACGGAGGTTTTTATCCCTATATTACTGGCTACCTGCGCATCA
+ACGGTTGTTGGGGTGTCAGTTGTCGCTTGGATTCAGCGTCTCTCACTTTTGAATCGTGTAGTGTTATCTT
+ATTTGGGGGGATTTGTTTTACTCGTATCCTTGCTCATTACCAGTTTAATAAGTATGCCAGCAGAGCAAAT
+GACAAAGGTTAGCTCGGTGGCTGCTAACATCATTTTATTTGGTGTTATTCTTGCCTTTCTTACTATAGGT
+TGGCGTAAAGGAGTGCAAGTTTATGAGACGTTTATAGAGGGGGCCAAAGAAGGTTTTACTACAGCCATTA
+CATTAATACCTTATTTAGTGGCAATGTTAGTGGCTATAGGGGTTTTACGTGCTAGCGGGGCCTTGGATCT
+ATTTGTTGACGGTATAGCTTACTTGTTGGTCCTCGCTGGGCTGGATACGCAATTTGTTGATGCATTGCCT
+ACGGCACTGATGAAACCATTTAGCGGTTCTGGTGCGCGGGCTATGATGCTAGAGACCATGAATACACATG
+GCGTGGATTCTTTCGCCGGTCGATTAGCTGCCGTTATGCAAGGCAGTACCGAAACAACGTTTTATGTGCT
+CGCTGTGTATTTCGGCGTTGTGGGTATTAAGCAGGGAAGGCATGCCGTCTTTTGTGGTTTGATCGCGGAT
+CTTGCTGGAATCTGTGCGGCTATAATCGTGTGTTATTGGTTCTTTGGATAATAAAAAAGCTGGGATACTC
+TGAACCTCCCCAGTTTAACGGACGCTTTAAATATTCAAGAAATTACTAATAGCTGTATTATCATGTTGTC
+TAATTAGTTTCATATGTTTTATTTTTTAGCCATAGCCACATTAAAAAGAGCTTAAGACGTAAATAGCTTT
+TAGTCCGCTTTGTCGGAACAGTTGCCGTTAGATACGTAAGGACTAACGTCAGCTTTCATATCCTAAGTGA
+ACGTAAATCTGAATGAATCCTAGAGATAATTTAGGTCGGGTTTGTGGCATTAGTGAATATTACACGTACC
+AATAAATCATTAAAAAATGGCAAGTGACACCGCCTAAAACAAAAAGGTGCCAAATAGCGTGCGTGTAAGG
+TATTGTTTTTTTGACATAGAAAAAAACCCCAAGAGAATAAATTAACCCGCCTAATGCCAGCAAGCCAATG
+GCTTGTTCAGGTAACTTCTCATATAACTCCCCTAAAATACCCAACGAAATAAAACCCATGCCTAAATAAG
+TGGCTAGGGATATTTTTTTGTATTTGTTACCAAATTTTATTTTGAACAGAACACCGGATAAGGCAAATAG
+CCAAATAAAAACCAGCAGAGTATAACCAAGCGGGCCTGCCAATGTGATAGCAAATAGTGGTGTATAAGTA
+CCTGCAATGAGTAAATATATGGCGCAGTGATCTAGTAGTTTAAATAACGTCTTAGCGCGCTTATTCGTTA
+AACTATGGTAAATAGTTGAGGCGAGAAAAAGTAGAATGCCACTGGTAGCGAAAATACTAAAACTAATTAT
+TCGGCTAAGTTCGCCATGGCTGTTATTTAATAGTAAAAATAGTGCGAAACAACTTAACAATAGACCAAAG
+GCGTGGCTGATAACATTAAGTTTCTCTTCGCTTTGGCTATAAGAGGTTGGTGGAGAATTGTCAGAAGGAA
+AGTCTTTCTGATCAGTCATAATGAACTGCTTTAATAAGTTTAGTGTGCGAATGTACGCTGAGTGTCAATA
+CAACACCAAACAAAGTAAAGATAGAGTTTATCTAAGGCTAAATCTGCTGTTAGCCTTGGTATCAGAGTTG
+AGCGAACTTTAGTTAAAGTGCTAACTCAATAACCATATCTTTTAGCTCATCTTTAGAGATTGAGTTGCTG
+TGATTTTTATCAAAACGATTAAAAATGGTTTCGCACATACGAATACCTTTGTCTTGTAATAAAACGTCAA
+TTAGCTCAACAAATTCCGAACGACTTATCACGCCGTCTTTATCTTCATCAAACACTTCAAATAACTCATC
+TACCCACTGATTTAAGTCCATATAAAATCCCCACTACTAATTTAAAAAAGATATGACTAAACCATATCGC
+TTATTCAGGTGTTTGTGAATGGCTATTTCAATTTTTTTAGCCTTGTGATGGATAAAGTAGCTATTTGTCT
+ACTTATTGATTGCTTTTGGATCATATACCCAAGCCACTTGAATATGCGTTTTTCGGGACGCTTGATCATT
+AGTTCCTCAACCATCCCCGAAGGGCTGGTTTAGAAATGCTTTATGCTGCGTTATTGATTTCGACAATAGA
+ATAACTATTCTCCTCCATCAATGTATTGCCTAAAGTCATTTTAATTCCCACTGAAATATTGCACTTTGAA
+TTGTAACGGGTATATATCAACTTTATTTTTATTTTTCTGTAATAAATTGGCAAAGCTGCAGACTAACTGT
+CCAATGCTTTATTAAGGAAAGATAAAATGAAAGTAACGTGGAAAAATCTGTTGGCGCTAAGTTTATTGTC
+ATTAACGGCAACGAGTTGGGCTAATGATAGTAAATTAACTTTAGAAAACTGCCATTTAGGTGAAATTCGC
+TCACAAGTACAGTGTGGCAAACTTGAAGTGCCAGAAAATTATCAGCAGCCTGATGGTGATAAAATAGCCG
+TTAATTTTGCCGTATTGCCTGCTATTGATGATAGTGAATACAAGGCGCCGTTAATGTTTTTAGCAGGTGG
+TCCAGGTCAAGCCGCAGTTGAATTAGCGACAGGATTAAATAGAGTCTTTCGTGAAGTACGTAAAACACGT
+GATATTATTCTTGTTGATCAACGAGGTACTGGTAAAAGCAGTCCCTTGTCATGTGAATTTGAAGCAGTAG
+ATAATGTCTATAGCGCTTTACCTGATGCATTAACCCCTCAAGAAGTAAAAGATTGTGTTGCGCAATTTAA
+AGGTGATGTAACTCAATATAATTCTGAAAATGCTATTCGAGATTTTGATGCAATACGTGCAGCACTGGGT
+CATGAAAAGTTAAATATTTATGGCGGCTCTTATGGCACACGTGCAGGGTTGGTCTTTATGCGCATGTTTC
+CAGAGTCTCTGGAAAGTGTTGTGTTAGATAGTGTTGGTCCAATAGAAGTACCTATAGGCATGTTCGGGCA
+AAGTGGCGCACGTTCTTTTAATCTATTGATTGATAATTGTAAAAATAGTGAGTCATGCCATAAAGCTTTC
+CCAAATTTAGCTGATGAATTTCAAGCAGTAAAAGTACGTTTAGCGAAAGAGCCTGCTAGCATTGATATCT
+TACATCCTCGTTTAGGCACACCAACAAAACTTGTTATTGATGAGACTAAATTTACCGGTAACTTACGCTT
+TCAGCTGTATGGCATGGAAGGTCGTTCTATGGTGCCACTTGTTATCCATCAAGCTTTCTTAGGTAATTAT
+CAACCGCTAGTTGGTTTGATGGCTCGCACGGAGGGTGAACAACTTGTTTATACCGGCTTACTCTTTAACA
+TTGTATGTAATGAAGATATGCCAAGGTTATCGGTAGCAGATAAAGCGGCGGACGCGAACAATAACTTTGA
+TGGCAAAGACAGCCAGCTTGCATGGGACATGGTTTGTCCATTCTTCCCTAAATACCGCCCGAGTGAAGGT
+TTTTACCAGAGTGTCACAGCAGATATTCCGACGTTAATTTTGTCAGGTAATTTAGATCCAGTCACACCGC
+CTAGTAATGGTGAGTATTCAGCGAAGACTCTACCTAATAGCCATCATATTATTGTTGAAAATGCTTCGCA
+TACCGTGGCAATGAGTACCTGTGCTAGCGATATAATTCAGGAGTTTTTAACCAGTAAAACGCCTAAGAAA
+CTTGATGAATCTTGTTTAAAAGACATTCCCCAAGAAACCTTTATGACCAGTGTTAACGGTATTCAATAGA
+GCGCATACATTTATATGTAATGGCACGAATAAGGGAATAACTATGTTTGAAGGAAAAAGAAATGATAGAA
+GTAAATAATTTACATAAGAGTTTTATTGATAAGAAAGATAAGAAGAATACGGTCAAAGCGCTAGATGGAC
+TTTCTTTCACCGCCAAAGACGGTGAAATTACTGGTATTTTAGGCCCTAACGGAGCCGGAAAAACAACGTG
+TTTACGCACGTTATATGGATTACTTTCAGCTGACGAAGGTTTTGCCACCATTGACGGTATTAGTGTGACT
+GAAAACCCACTTGCTGCACGAGCTAAGTTAGGTATTTTTCCTGACAAATTTGGCTTGTATGAACGTCTTA
+CCGCTTACGAGCAAATTGATTATTTTGCCAGCCTTCATGGCATGTCAGGAAAAACTAAAAAACAAGCGAT
+AGAACAAGTGATCCAAGATTTAGAGTTAGGTGATTTAGCACATCGTAAAACTGTTGGCTTTTCTCAAGGC
+CAGCGTATGAAAGTTACACTAGCCCAAGCATTAGTACATCAACCGCAAAACTTTGTGCTTGATGAGCCAA
+CGCGAGGTTTAGATGTAATGAGTACCCGTATTTTACGTAATCATTTAGCTAAGTTTAAAGCCAAAGGACA
+CTGTATTTTATTCTCGTCACATGTAATGCAAGAGGTTGCGGCCTTATGTGACCGAGTCATTATTGTGGCT
+AATGGAAAGCTTGCCGCACAAGGAACTCCTCAAGAGTTATGTGAGTTAGCGGGTGAACAGAATTTAGAAG
+AAGCTTTTGTTAAATTAATTGGTTCAGATGAAGGAGTAGCTGCATGATTACTTCAAATTTAAATGTAGAT
+TTAATCCAATTAAAAGCATTAGTGATAAAAGAGTACCGAGAGGCTTTTCGTGATAAACGCGCGCTTATGG
+TTGCGTTAATGATGGCTATCTTAGCGCCTGTCGGAATAATGGTCATGTCAAAAATCATGATTGAAAAAAT
+GGTGGATGAGCCGCCTATCTATGTCAAGTTCATCGGCGCTGAGCATGCGCCTAAGTTAATCAAGCACTTT
+GCAGATAAAAACTTGTTAGATTTGGCGGATGTACCTAAGGATGAAAAATCTACTTGGGAACAACGTAATA
+TTGCGATTGAAATCCCAGAAGATTATGCAGCAGATATGGCAGAAGGTAAGCCGATAAAATTGCATTTACA
+GGCTGATTTTACTGACAAGGCTGTTCAACCGCCAGTAAGGCGAATTAATAATGCCGTAAGAGAGTTCTCT
+TTATCCATAGGTTATAAACGTTTGTTACTTCGAGGTGTAGACATACGTTTGTTAAACCCTGTTAAATTAG
+TTGAGCAAGACACGGCAAAACCTGATGCTACTTTTATGCTGATTTCAATGATGCTTGGTATTTATTTGAT
+GTTAGCTGCATTTATGTCTGGTTTATCGGTCGCGATTGATTCGAGTGCCGGTGAGCGTGAGCGTAATGTA
+CTGGAAATGTTGCTTTGCCAACCTGTAAGCACCATGAAAATAGTATTGGCTAAATTGATAAGTGCTTCAA
+CAGTGGCAGTTATCGGTGTGTTATTGATATTGATACTTACCTCTGTTTCAGTGGGTTTTGTCGATTTAAC
+TAAAATTGGTGCCACCTTTAGCTTAGATCTATCGACCGCAGCGGTATTATTATTACTACTATTACCTATT
+TGTTTCTTTGCGTCAGCCTGTCAGTTATTTGTGGCATTTCAAACAAAGAGCTTTAAAGAGGCGCAATCAA
+CGGTAGGTATGCTTATCGGTATTCCCGCTTTTATCCCTTTTGTTGTTTCGATGATGGATGATCGTCCCCA
+GTGGCTAAATTGGCTGCCAATCGCGGGTCAATCCATGATAATTGAAAATATATTTAAGGGTGTTGACGTT
+GATTGGTTAGCAGTATTCGCTACGAGTGCAGTGACTATTGCTATCACGATTGCTTTAGTTTTAGCACTAG
+CTAAGAAGTTAAAATCAGAAAAAGTAGTGATGGCATTAAGCTAAGCCTATACCCAAACTACATGAAGATG
+CAGGTTTCAGCTGGAGTTAGAAATGCCTTTAGGCAAGGCATTGATTGAAGAGAAGGATTATTCCCTTGTC
+GAAATCAATAACATGGCTTAAAGCGTTTATAAACCAGCCCTATGGGAACACCTGAGTGAACCATGCTCTT
+CGTTGCCTCCTTTTTTAAGGGAATAACCCTTAATAAAATGAAGCGCCTTGATCATGAATCACTCAGGCAT
+CCTGAAATGTGCATCTTCAAGTCGCTTGGGTATATCGCGACATTGATGATAAAATAACAATCTTATAGTA
+AATATTATGTTAAATTTAAGTAAATTAATCATAACGAAAGCAGACGTTTCCTATGCCACCGCGCAGAGAA
+CAGACTGCCAGGAAAACGCATTGGATTGTTATTCAGTAGAGCCGCAGGTTGTGGATCATCAAGTCGTATT
+TACCCAGTGGATGACGGAGCATGAAAAATTGCTACGTCATATCATTACGGGTTTTGAAGCAAAAATTGCT
+ATTCAAGATGAGCTATTTCAAGAGATCGCGTTAAATATTTGGCGAGCTTTACCTCAGTTTCGTCAAGATG
+CAGCGGTAAAAACCTTTGTTGCACGTATTGCTCACAATGTATTAGCGACACACGTTGCTAAAGCAGTCAA
+AACCATTAAAGCGGATCAAGACTTAAGTAACATCAGTATGGAGGTTGAAGAGGATGAACGTCAACCTACA
+CCTTATCAATCACTTAACCAGAGTCAACGACAACAAAAGCTAGCCGAAGCTATTCGTCAGCTAAAACTTG
+AGCAACAACAGGTGATAACACTCGCATTAGAAGGCATGAGTTATCAAGAGATTGCAGACGTTTTAGCCAT
+TACAACAAACCTTGTTGGTGTACGATTACAGAGAGCTAAACAAGTCTTATCTCAAATGTTGGAGGCCGTA
+TGAGTAACGATAAATTTCCTGAAAATGAAGAGGTTCATCAAGGTGTTCATCAAGAAACCGAGAAACAATT
+AAGTTCGGCTGTTATCTCAGAGTTTAGTGCAGAGACGAGCAATCTACTTGATGAACAATGGCTCACACTT
+AGCCAAGATTGGCAAAGTCAGCCTTATGAAAAAACAAATATTCAAGCGTTATTAAAACAAACTAAAAAAC
+GTACTCTGCTAGCAAAATCTTTGTTGGCTATTGATATCATCGCAACTGTTGGGCTTATCATTGCGTTATT
+AATTGGCCTGTATCAAGGGGATTGGGGAACGGCAACTATTGCTTACCTTGCCTTCGGAGCAATAACTTCA
+ATAGTCTTTGTTTATTATGAAATTAAGATACGTTTACGTATTTGGCAACATAGCTGTGATAGTCCAGATA
+AAGCGGTAGCTAACGCTATTGCAGGGCTGGAGTCTTCGATTAAATATATTAAATTAATTAAGCTATCATG
+CTGGTTATTGCTACCAGCAGTTAACTGGTACATTTATGTCATGATTGAAGAGTCAGAAAAATCATCTTGG
+CCGCCCTTCTTTGTGATCAATCTTGTTATAGTCATCTTGTGGTTGGTTAGCCATTGGTTTCAGAAAAAGC
+GCACTAAAGAGTTGAGCCAACTTAGCTTAATCTAATAATTCCTGTGCAAATATACCGCTTAGTTTTGCAC
+AATAAAGTTATAAATGACTTCCGATAAACAATATCACCACTAATTATGGAGCCAGCCATTCTGGTATTGT
+AATAACATTCATGGTTCCACGAATAATTTGTACTTTACATGTCATACCTGTTTATTATTCGGGTATTTGT
+TTTGTTTTCTGTTTTATATTCGTTGTAACTTGCTTTTTTATTAGTTATAGTCTGTTTGCTTGCTTTGGTG
+AAAACTTTTATTGTGCTGTTAAGTTCGATAGCTTAACAACTTACGCTATAAAACAGTGCGAAATGCACTA
+AGGCTAGCCCGTTTTGCCGTGTACATACAGGTAAAAATCAGGCAAAATACTGCCACTAATTTTGTGTGTC
+CAAGTTAATCGAATTTGGTAATTAAGTTTACTAAATAGGTAACTAGGGCACAGTTTGCAGCCTTGGGCTG
+AAATACTTAAGGAATAAACCATGTTTACTCGTGATATGAATATTGCTACTTTTGATCCAGAACTTTTTGA
+AGCAATGAGCAATGAAGTTGTTCGCCAAGAAGAGCACATTGAATTAATTGCATCTGAAAACTACTGTAGC
+CCGCGCGTTCTTGAAGCACAAGGCTCACAACTTACTAACAAATACGCTGAAGGTTACCCTGGCAAGCGTT
+ACTACGGTGGTTGTGAATATGTTGATATCGCTGAGCAATTAGCGATTGATCGTGCTAAAGAATTATTTGG
+TGCTACTTATGCCAACGTTCAGCCTCATGCTGGTTCACAAGCTAACGCAGCTGTTTTTCAAGCTTTAGTT
+ACACCAGGCGGTAAAGTATTAGGCATGAGCTTAGCTCATGGCGGTCACTTAACTCATGGTTCACATGTAA
+GCTTCTCTGGTAAGTCTTACGAAGCGTTCCAATATGGTCTTCACCCTGAAACAGGCGATATTGACTATGA
+AGAATTAGAACGTTTAGCTGTAGAGCACAAACCAGAAATGATTATCGGTGGTTTCTCAGCATTCTCAGGT
+GTTGTTGACTGGGCACGTATGCGTACAATTGCTGATAAAGTTGGCGCTTACTTCTTCGTAGATATGGCTC
+ACGTTGCGGGTTTAATTGCTGCAGGTCTTTACCCTAACCCAGTTCCACATGCGCATGTTGTTACTACAAC
+TACGCATAAAACATTAGCTGGCCCACGTGGCGGTTTAATTATCTCTGGTTGTGATGACGAAGCTATTTAC
+AAAAAGTTAAACAGCGCTGTTTTCCCAGGTGGTCAAGGTGGCCCATTAATGCACATTATTGCAGCGAAAG
+CCGTTGCATTTAAAGAAGCATTATCGCCAGAGTTTAAAGTTTACCAACAAAATGTTTTAGCTAACGCTTT
+AGCAATGGTAGATGTATTACAAGACCGTGGTTATAAAGTAGTATCTAACGGTACGCAAAACCACTTATTG
+TTACTTGATTTAATCGATAAAGATATTACTGGTAAAGATGCTGATGCCGCTTTAGGTAAAGCACACATCA
+CAGTAAACAAAAACTCAGTGCCAAACGATCCTCGTTCTCCGTTTGTTACATCAGGTCTACGTTTAGGTAC
+TCCAGCGATTACTCGTCGTGGTTTTGGTATCGAAGAAACTAAGGCATTAACTGGCTGGATTTGTGACATT
+CTTGATGATATTGAAAATGAAGACGTTAGCAAACGTGTTCAAGACCAAGTTAAAGAGTTATGTGCTCGTT
+TCCCTGTTTACCAAAAGTAGCTTTTATCTTGTCGCTGTAAAGCTCAATTTAAGCGTCAAAAGTACTCATT
+GACTAACGTCAACTCCGTACTTTTTTCTTTAAATTGAGCCACACAGCTTAAAGCTAAATATCTACTTACA
+CTGAAATTTGTTTAATAGTTAGTGTAAGTAAGTGAATAGTGAACTAGCGTCATACACTAAGCCTTTTATC
+GCTCAAGGCTTAACGGAAACTCAGTTTACTTAGCTAAATCAGTTGTTTTATATTAAAATGGTCGCCTTGA
+GCGGCCATTTTTTTTGTCCGTAATTTAATCTCCATTACCGTAGGTAAACCATGTATTGTCCATTTTGTTC
+AGCTAATGACACTAAAGTCATCGATTCACGTTTAGTTTCTGATGGCCATCAAGTAAGACGACGTCGTGAA
+TGTTTAGCTTGTCACGAACGTTATACAACATTTGAAAGTGCTGAATTGGTGATGCCAAGAATCATAAAAC
+GTGATGGCAGCAGAGAACCGTTTAACGAAGATAAAATGCTTAGTGGTTTAACCCGAGCATTAGAAAAACG
+CCCTGTAAGCATGGAACAAATAGAGTTGGCGGTTAATAAGCTGAAGTCTCAAATGCGCGCTACTGGTGAA
+CGAGAAATTAGCAGTGAAATGCTAGGAGACTTAATTATGGCGCAGCTTAAAGAATTAGATAAAGTTGCTT
+ACTTACGTTTCGCTTCTGTTTATTTGTCCTTTGAAGATATCAGCGAGTTTGCTGATGAGATCACGCGATT
+AGGAAAAGAAAAAAACGGTAAAGCAAAAAAGGCTAAACCAGCGAAAACGGCTAAATAACATGAAAACTAG
+TTCGCCTAACAACAAGAACACTCTTACTGAGCAAAACTTTACTGAACAAGACCACCACTTTATGTCTAGG
+GCTATAGATTTAGCTAAAAAAGGACATTTCACTACTTCTCCCAACCCTAGAGTTGGTTGTGTGTTAGTGA
+GCTATAAAGAAGGTGTTGGTAAGGTCATTGGTGAAGGTTATCATCAAAAAGCTGGGCAGGGTCATGCAGA
+AGTTAATGCGTTAGCTGAGGCAAAAGTGAACAATCCCGCTTTAATCAAGGGGGCTACAGCCTATGTTACC
+CTTGAGCCTTGCAGCCATTTTGGCCGTACGCCGCCATGTGCCAAAGCATTAGTTGATGCTGGTGTTAGTC
+ATGTTATTGCCGCTATGGTTGATCCCAATCCACAAGTTTCTGGTAATGGTTTATCTCTATTAGAAAAAGC
+GGGCATCACGGTACAATCGGGTTTGTTAGAACAAAGCGCAAGGCTACTCAACGTCGGGTTTATTCATAAG
+ATGGTCAATAATCTTCCATATGTACGCTGTAAATTAGCAGCGAGTCTTGATGGAAAAACAGCCATGGCCA
+GTGGCGAAAGTAAATGGATTACGTCAGCAGATGCTCGACAAGATGTTCAACGTCTACGCGCCCAGAGTTG
+CGCGATTATCACAGGTGCAGATTCAGTACTTTTTGATAATGCTAAGATGACAGTACGTTGGTCTGAGCTA
+GGTGAGTTAAAAAGTAACTACCCAAAAGAAGCCCTTCGTCAGCCTTTACGTATTGTAATTGATAGTCAAA
+ATAGACTGACGCCAAACCTTGCATTATTCGAACATCAGTCACCAATTTTAATTATTAATGGCATAGATCC
+GGACTACGTTGAAAATAAAATTGAATCACATCTTGAAAACTTACCAAAATGGCCGCATTTCGTAGAACAG
+GTGCAATTACCTGTGACTGAAAACTCGCAGGGTAAATTGAAAATAAATTTAAAGGCTTTGTTAGAATACC
+TAGCAAAGCGAGGGCTCAATGATATTTTAATTGAGTCAGGCGCACGGTTAAGTGGTGCCTTTATTGAACA
+AAATTTAGTGAATGAACTTATTCTGTATCAAGCGCCCAAATTAATGGGTGGCGATGGTAAAAACTTAATG
+GAAATGCCCTCAGTATCAAAGCTGAACCAAGCCAAGGCATTAACTATTAGTGATATTCGTATGGTTGGTG
+TGGATATTCGCATCACTAGCCAACTTACTAATACTGAATAAATGAACACCGAATAAATAATCACACAAAA
+AATTAAATAGAGAAGTCTATGTTTACAGGAATTATCGAAGCCGTTGGTACTATATCGGCCATAAATGTTA
+ATGCCCAAGGAGCTCGTTTAGTTATTGCTACCAATAGCTTGGACATGAGTGATGTTAAACTGGGCGACTC
+CATCGCAACTAACGGTATATGCCTTACGGTTGTTGATTTTAATAATGGCAAAGGTAATGGCAGCTATAGC
+GCAGATGTTTCTAATGAAACTCTACAGCGAACTGGTTTTGCAGGCTATAAAGTTGGCAGTAAAGTCAATC
+TAGAAAAAGCGATGTTGGCAAGCACACGTTTTGGTGGCCATATGGTTTCTGGCCATGTAGATGGTGTCAG
+TGAAATATTAGCTATCAATAATAACGGTAATAGTATTGAATACTGGTTAAGTATGCCAAGTGATTTAGCA
+CACTATATTGCCGAAAAAGGCTCTGTAACTATTGATGGTACAAGTTTAACGGTTAATGCGCTTGCTGAAG
+AGGGCTCAAAAGGTCATTCACAAGGTAGTTTTCGATTAACAATAGTGCCACACACGGTAAAAGAAACCAT
+CTTTGCTGAGTATCAAGTAGGTAGCAAGGTCAACATCGAAGTGGACTTAATTGCGCGGTACTTAGAACGA
+TTATTGACTAAAAGTGGTGGGAATGAGCATGCTCCAGCGTCGAATGTTACCGAATCCATGTTATTAAAAG
+CAGGCTTTATTAAGTAGCTTGCTTTCGAACAAAAATTAATAAAAATTAGCTAAAAGATTAAGCGGTGAGT
+ACATCTACGTCATGAACTCATAAAAACATATCAAATAAGAACAGTTAAAATAGGCTAACAACATAGCTAG
+CCATTTAAAGAGGCCGAAATGAATTTAAATACCCCACAAGAAATCATCGCAGACATCGCCTTAGGTAAGA
+TGGTTATTTTAATGGATGATGAAGACAGAGAAAATGAAGGTGACTTCATTATGGCCGCTGAAAAAGTGAC
+TCCTGCTGCTATCAACTTTATGGCAACCCATGGCCGCGGATTGATCTGTATGCCAATGAGCCGTGAAAAG
+TGTGAGACATTAAAACTGCCATTAATGGTAGATAAAAATGAGGCACAGTTTAGTACTAACTTTACTGTAT
+CAATTGAAGCTGCTACCGGTGTAACTACAGGTATATCTGCTGCTGATCGTGCAACCACTGTTCTTGCTGC
+TGCAAATAAAGAAGCGACACATCTTAGTATCGTTCAACCAGGTCATATCTTCCCACTAATAGCTAAAGAT
+GGCGGTGTATTAAATCGCGCAGGTCATACTGAAGCGAGTGTTGATTTAGCACGCATGGCAGGTTTTGAAT
+CAGCTGCGGTTATTGTCGAGATTTTAAATGAAGATGGCACGATGGCGCGCCGCTCTGACTTAGAAGTCAT
+TGCACAAAAACACGATATAAAAATGGGCACTATTGCCGATTTAATTGAATTTAGAAATGCTACAGAAACA
+ACCATCGAGCGAGTTTCTCAGTGTAAGCTTCCTACCGCTTTTGGTGAGTTTGATTTAACCGTGTTTAAAG
+ATACCATTGACGGTCAAGCGCACTTTGCTTTAACTAAAGGCGAAATTAAAGCGGATGAACCGACTTTAGT
+ACGTGTACATTTAGAAAATACTTTTAGAGATTTATTATTCAGTCAACGTGAAAGTATTTCGACTTGGCCA
+ATAGCCAATGCGTTAGAAAAAATTGCTAAAGAAGGCGGTGTACTTGTTTTACTCGGTAAGCATGAGTCAC
+CAAATGAGTTAATTAACTTGGTAGAAAAATATGCCAAGATTGATGCGGGTGAAACCGTAAAAGAAACTAA
+TCGTCACATTGGCTCTCGCAATGTTGGCGTTGGTTCACAAATCTTAGCAAACTTAGGTGTGAGTAAAATG
+CGTTTATTAAGTTCACAAACAAAATATCACTCATTGTCAGGTTTTGGCCTAGAAGTGGTTGAGTATATTG
+CTGACTAGCATTAACAGTTTAAGTACACAATAAAATGGCGGTATATGTTGTAAACATATACCGCCATTTT
+TAGTTATGTTCTAGAGAGTCTCTTGCCGCTGAAGTTTACTTCGATATTTTTCATTGGCATTATAGCTTTA
+TATCCTTACTTGTTTATTAAAGGCCCATCATGAAGTTCAACCGTGCATTATTGATTTTTTCTCTTTTTAT
+TAGCTCAACTAGTTTATATTCCAATGCAAAATTACCATTAAATATCGAAGAGCAGCGCGTAATAAAAGCT
+GAAGAAGCAATGCCAGAAGTAAGTACACATTTTGATTGGTTTGCTTTTAAAAAGAGCTGGCCACAAAAGG
+ATACTTTCATTTTAGCTCAGCAATCGTTATCACTGCTTGGTAATCAATTATGGCAATACAGTAAAGAACA
+AGCGAAAAATGGTCAGGTTGTTGATGACAGGCCCTTATACTGGACAAGGTTAGCTATTATCTCATTTGTA
+AAAGCGACGCCAACTCAGTATTCGCAAACTGAATTGGCAGCCTTAGTTGAAACCTTTGAAAATACATCCC
+GTGGTCGCAATGATTTAACTTACAAGCAAGCTACCGATAAGCGTATTTTGCTAACTGGTTTTGACCCATT
+CTTGCTTGATAGAAACATTAAACAATCTAATCCTTCAGGTTTAGCTGCGTTACTACTTGATGGTGTGGTT
+ATCGAATACATGCAGAACGGGAAAAAGATAACAGCAGAAATAAATGCTGCCATGATACCGGTACGTTATG
+CTGATTTTGATCAAGGTGAAGTTGAAAGCTTGTTAGCCCCTTTTTATGCATTAAATAGTGTTGATTTGAT
+TGCGACTCTTTCAATGGGCCGAAGTGACTTTGACTTAGAACATTTCCCAGGGTTAAGGCGCAGTGCTACA
+GCACCAGATAATGTCAATGTTTATACTGGCGCGAATAAGAATAATCCTTTAATACCTAGCTTACTTGCAG
+CGCCGCTTAAAGGTGATGAATTTGTTCTTTTTAGTTTGCCTTATCAAGCGATGATGAAAGCGAAAGGTCG
+TTACAAAATTAATGATAATCGTGGGGTAACGATACTCGAATCAGGTACCGCAAAAAATATTACCGCCAAT
+AGCTTAACTGAGCTTGTTGATAAGGTTGCTGTGCAAGGTGGTGGGGGAGGTTATTTATCTAATGAGATCT
+CTTATCGAAGTATTGCTTTGCGTAATAAGTTAGGTTCAACAATCCCTACTGGGCATATTCATACGCCACG
+GATCAGTGGTTTTGATGCGGCTACGAACCAAGCAATTATGTCTCAAATTGAAGCCATTTTAGTACAAGCG
+TTAGCAGAAATATAAGGGAATATTGGTAGTGTCTTTACATAGGAATAGTAGAAAATATCATAAATGGTTA
+ATGTTATTTGTTGGCCTGCAACTGTTAACCTGGTCTATCACGGGGACTTATATGGTGTTAATGGATATTG
+ATTATATTCATGGGGATTCATTAGTTGCCAATAAAAAGCAAACAATCGCCTTTAATAACGTTAATTATTC
+TTTTAGTGAGTTAATGAATGATCATAGTACAGCATCAGATATTGAGCTTGGTTTATTGCTAAATCAAAGC
+GTTTATCGTTTTAATGATGGCGAGCAGAAAGTTATGCTTTCGGCCTTTGATGGTCGCCAATTATCACCCA
+TCGACGAAACATTAGCGATGACGATAGCCAAAGACAACTATACAAACAGTAAAGCACTGATAACCCATAT
+TCAGTTGATTACCGTTAACCCACCAAGAGAGCTAAGTAGTCGCCATTTACCCGCATGGCGAATTGATTTT
+GATGATTTTGCTAGTCCTAGTTTCTATATAAGCGCTAACTCAGGACAATTGGTAACTAAGCGACATAGCT
+ACTGGCGCATTTTTGACTGGATGTTTGCTTTTCATGTTATGGATTATATCGATGAAGAGCCAGGCAATAA
+GTTACTTCTTGTGTTCACTGTGCTCGCTTTTATTGCCAGTATCTTTGGCTTAGTACTGACTTACTTTCGC
+CTTATGCCCAAGAAGAACAAAAGAAACAGTAATGTTGATAATGATTTGAATAAGGAGATTACAGATGAAA
+AAGCGTAATATCCCAAACCCATCACTTATTAAGCTATCTACAATTAAAAAACTCCATAAATGGTTATCGC
+TTTTAGTTTTTATTCAGTTATTCATTTGGCTAAGTACGGGCTTGTTTTTTAATTTGATGGATCACGATAA
+AGCACGTGGTAATCAAAATAAGAAAGCAATCACCTTCCAAAAGATTGAACACAAACGTTTAGTAAACCTT
+GATCTGATCATGAATAAAAATAGTAAAGCTGTAACTGAGGTTGCCTTGATACAGCGATTAGGCAAACCTT
+ACTATTTATTAACTCATGAAGAAGGCTTATACAATCATTTTAAAAGCGATTACAGCCTAGTAGATGCTTA
+CGTTGGAGATGAGCTTATTATCGATGATGATGTTGCAGGTAAGCTGGCTCAAGCAAGCTATAAGGGCAAA
+GGGGATATAAATAGTGTAGTTAAACTTGAACCACCTATTACTGATATGCTCAAAGAACAAAATAGCGTTT
+GGCAGGTAAACTTTTCTGATGACTTAGAAACGAGTGTTTATTTAGATGCTAGTTCAGGGCGTTTAGTCGG
+GCACAGTAATGAGGATAAACGTTTTGTTGATTTCTTCTTTATGCTGCACTTTATGGATTACCCTTTTCTA
+GGAGAGGGGTCGGTAGGTGGTTTCAATAATGGTCAAATAACCTTCTTTGCCTTATTAACATTAGTCTTTT
+GTTTAACTGGTTTTATTTGGGTAATTGAATTACTAAGGAAAGGTCGCTACAAGTTTAGCTGGTAGGGTGT
+AGTTGATAATAAATTGCAGTTGTTGGGGTGTTTTGAAATGTACCTGTTTTATTTTCTTAAATTGCAGACA
+CAAAAAAACGAAGGAAGAGTTAAACTCATGCTTCGTTTTTTTAGATTAGCTTATAAGTTAAACTTATACA
+GCTAGTACGTTTTCTGCTTCAGGGCCTTTTTGACCTTGTTTAACAGTAAAAGTAACTGCTTGACCGTCAG
+CTAGAGTACGGAAACCGTCTCCAGAGATAGCGCTGAAGTGAACAAACACGTCAGGACCATTTTCTTGCTC
+TATAAAACCGAAACCTTTAGTTTCGTTGAAAAATTTAACTTTACCAGTAACTGTATCAGACATACTAACA
+TTTTCCTGTAATCATAAAATAATATTGTGGCTCTATCCCAAAATGGGTAGAAACCGTTTTCACCCGAGTA
+AGTGCCCTCTACCAAAAAGTACAGGAAGAGGAAGGAAACAAACCATATTCGACACAATCATTGCTTCAAA
+CAATAGTTTGCATTGTCTAAATCTGCCTGTGTAGAATAATCAATACACTATGTGCATCAGATAGAAAACT
+ACAACAAAAGTCAGTATAAACCTTCATCTGCAACGCAAGAACTCAACGCGAAAGTAGTCTAACATAGTTG
+TTTTTAATTTGCTTTATAAAAAGTCAGATTAGTTCAAATTTTCTTTGTCTAAATGAGAGTAGCTATCAAA
+GCCAATGTTAACAGTCACTCAAGGTGGGTTTTGAGGGGGAGACGCGGCGGATTATGATAAAAAATGACGA
+CTATTTAAGGTAGCCGTCATTTTTATTTTTTAGCTTAGCTCTTTAGATCAAAGTGCGGCTATTTGTATTT
+TTTGTTCAAGTATTTTAGCAAGTGTAGATTCAGCGTCAGCTAACTTTGCTTGTTCTTTTTCAATAACCGC
+TGCAGGGGCTTTACTAACAAAGTTTTCATTGCCTAATTTACCGCGAACTCTGCCGGCTTCTTTTTCAAGC
+TTCTCAATAGCTTTATCTAAACGAGCAAGCTCTGCTTCTTTATCGATTAAGCCAGCCATTGGGATTAGCA
+CTGATAAGTCACCTACTACAGCTGAAGCTGAAGCTGGACCTTGTTCATCATCCGCTAATACCGTAATGCT
+TTCTAATTTTGCTAGCGAACTTAAGAACTGCTCGTTTTCATCCAAACGACGTTGATCATTATCATTTACG
+TTTTTAAGCAATACAGGCAACTCTTTACTTGGCGAGATGTCCATTTCACCACGAATGTTACGAATAGCAA
+TAATGAATTGTTTAACCCACTCTAAATCGTCAATGGCTTGTTGATCACATTTACTCTCATCAAACTGAGG
+AAATGCTTGCACCATAATCGAGTCACCATTTTTACTAAAATCACTTAATGGTTGAACTCGTTGCCAAATC
+GTTTCAGTGATGAATGGCATGATAGGGTGCATCAAGCGTAATAACGCTTCTAAAACATTCACTAAAGTAT
+GGCGAGTACCACGTTGCTGTGCTTCATTTTCTTTGAACAGGACAGGCTTAGTTAGTTCTAAATACCAATC
+ACAGAACTGATTCCAAGTAAATTCATACAAAGCTTGTGAGGCAAGGTCGAAACGATAAGTATCAAAGGCT
+TCATGAACCGTTTTTACAGTTTGCTCAAATTGACCTATGATCCAGCGATCAGCAAGTGAAAGCTCCATGT
+CGCCAGCCTTTCCTTCAGGTGATGACTGTCCGCAATCAAATTCTTCAGTATTCATCATTACATAACGGCT
+AGCATTCCATAACTTATTGGTAAAGTTACGGTAACCCTCTAGACGTTTCATGTCCCAGCTAATATCGCGA
+CCCGTTGTAGCAACAGACGTTAGCGTGAAACGTAAAGCATCAGTACCGTGCGCTTCAATACCTTCTGGAT
+ATTCTTTTCTGGTAAGCTTTTCAATTTTCTTGGCAAGCTTTGGCTGCATCATATTGCCAGTACGTTTTTG
+CAATAAATCTTCTAAAGAAATACCATCAATCATATCTAAAGGATCAACAACATTACCTTTGGATTTACTC
+ATCTTATCGCCATTTTCATCACGAATAAGGCCTGTCATGTAGATTTTCTTAAATGGTATTTGCGCTTTAC
+CGTTTTCATCTTTGTTAAAGTGCATGGTCATCATGATCATACGGGCAACCCAGAAGAAAATAATATCAAA
+ACCAGTGACTAATACATCAGTAGGGTGGAAGGTTTTTAAATCTTCAGTGTCTTTTGGCCAACCCAAGGTT
+GAGAACGTCCATAAAGCAGATGAGAACCAAGTATCAAGTACATCATCGTCTTGTCTTAACTTCATATCAG
+CAGCAATGTCATTGTTTGCGCGTACTTCTTCTTCTGTGCGGCCAACATATACTTTTTCGTTTTCGTCATA
+CCAAGCTGGGATTCTATGTCCCCACCAAAGTTGACGTGAGATACACCAATCTTGAATGTTGTTCATCCAA
+GAAAAATACATATTTTCATATTGCTTAGGCACAAATTCAATTTGACCATCTTTAACAGCATCAACAGCAG
+GGCCTGCTAACTTTTCAACACGTACATACCATTGGTCCGTTAATAGTGGCTCAATAATAACGCCAGATCT
+ATCACCGTATGGTGCAACTAAATCATGGTCTTTTACTTCAACTAATAAACCTAACTCGTCAAACTTAGCA
+ACGATAGCTTTACGGGCTACAAAACGATCCATACCAGCGAATTCGCTTGGTAATCCAGTATCGTAAGCGT
+TACAAACTTCACCTTTAGTATCATAAACTTCAGCGGTTGCTAAAATAGCAGCATCTTTATCTAAGATGTT
+AATTTGTGGCAATGCGTGACGTTTACCTACTTCATTATCGTTAAAGTCATGGCCAGGTGTGATTTTTACA
+CAACCAGTGCCTTTTTCCATATCGGCATGATCATCACCGACAATTGGAATCAATCGGTTTACTAACGGTA
+ATAATACTTGCTTGCCAATTAGGTCTTTATAGCGAGGATCTTCTGGGTTTACTGCAACCCCTGTATCACC
+TAACATAGTTTCCGGTCGTGTTGTCGCTACGACTAAATAATCGAGACCTTCTGCTGTTTTAGCACCGTTA
+GCTAAAGGATAACGCAAGTGCCACATGTGGCCTTTTTTGTCTTTATTTTCAACTTCTAAATCAGAAATAG
+CGGTGTGAAATTTAGGATCCCAATTTACCAGGCGTTTACCACGATAAATCAAATCGTCTTCAAATAAGCG
+TACAAATACTTCTTGTACCGCTTCAGACATACCATCATCCATAGTAAAACGTTCACGACTCCAATCGATA
+GAGTTACCTAAGCGGCGCATTTGTTTGCCTATGGTGCCGCCAGACTCTTCTTTCCATTCCCAAATTTTAT
+CGATAAAACCTTCACGACCATAGTCATGACGCGTTTTATCTTCTTCAGCCGCAATTTTACGTTCAACTAC
+CATTTGTGTTGCTATACCAGCATGATCGCAACCGGTTTGCCATAAGGTGTTTTTACCTTGCATGCGTTGG
+TAACGAATAAGCGTATCCATGATGGTTTGCTGAAAAGCATGACCCATATGTAAGCTACCAGTAACATTTG
+GTGGTGGAATAGCAATACTGTAACTGTCACCTTCACCTGTAGGGCTAAAGTAACCTTGCTCTTCCCAGCT
+AGTATAAAGGGACTGTTCAATGTCGGTAGGGTTAAAGGTTTTTTCCATCATTTTATCCGGTAATAGGTTT
+AATAGTTGTTCGTTGTTTTGTTGCAACACTGTTGATCAGTGAAGGCTCAACAAAGTAAAAGTGCAGCAAA
+GTAAAATGCAACGTTTATTGAATTAGGTTTTTTGTGTTCGTCTTCATTTTTTTGTTTATCTTTGTGAGTG
+CCCAGTATAGAGATAAATCGCTATTTACTGACTTCCTCTGGCACGGTTACCGCTTGGTTATCAACTTGAA
+AACCCCATTGTCGGCAAGTTTTAAAGCGTTCTCTCGCTTGTTGTTTAAGTGTTTCATCACTAGGCACAAA
+ATCAACGATAAATTGAAATTGATTGGCAAAGTTAGGCACCGCACTATTAAGGTTAATAAGCACAGGACGA
+CGTCCTTGCGGTGCTTGATAACCTATTTCCACCATAGCGCCTTGTTTTGGACCTTCACCAACGAGGTTAT
+GGGGTACAAAACTGTCGCTATCAAATGCCCAAAGCATCTCATCAATTTGTTCAGCATGTTGCTGGTCTTT
+TGCATAAATATAGACCCGCTGATTTTGACGATAGAAATGACTGGCTTGCAAACAGGCATGATAAATAGCA
+GAACGAGTATCTTCTTCTTTCTCGTCTGTTACATCATCCTTAAGTAGATAAAACATTACTTGAGTTTGCA
+TCATTCTTGCCTAATTAAGTTCGCCTAATTTAAATACTTAAGCCCGAGTAGTTAACTACTCGGGCTTATT
+CTTTTTTCTATCAATTTATTCTGGCGATTTATTCGCCTTGTTCTTGACCAGAACGGTTCAGTAAAAACTG
+CGTTAGCATGCTTACAGGACGACCGGTTGCGCCTTTATTTTTACCGCTGCGCCATGCTGTACCGGCAATG
+TCTAAATGCGCCCAATTATATTTTTTGGTGAAACGCGATAAGAAACAAGCTGCAGTAATCGTTCCTGCTT
+CTTTGCCACCTAAATTGGTAAAGTCAGCAAATGGGCTTTCAAGTTGGTCTTGATAGTCATCCCATAACGG
+CATACGCCATGCTCTGTCACCACTTTGCTCGGAAGCATTTAATAATTCATGGGCAAGTGGATTATGACTA
+CTCAATAGGCCTGTTGCATGTGCGCCTAAAGCAACGACACAAGCACCGGTTAAGGTGGCTACATCAATAA
+CCGCTTCAGGGTTAAAGCGTTCAACATAAGTCAGTGCATCACATAAAACTAAACGGCCTTCAGCATCGGT
+ATTAAGTACTTCAACAGTTTGACCAGACATAGTTGTTAATATATCACCTGGACGATATGCGTTACTGCTT
+GGCATGTTTTCACAACCAGCTAAAACGCCAATAACATTGATAGGTAAATTAAGTTCGACCAGCGCATGCA
+TAGCTCCTAATACACCTGCAGCACCACCCATGTCATATTTCATTTCATCCATGCCTGCACCAGGTTTTAA
+TGAAATACCACCACTGTCAAAAGTTAAACCTTTGCCCACTAATACTAGTGGCTTTGAATCATCACCGGCG
+CCGTCATACTTAATGATACTCATTAATGATTCGTTTACTGAACCACGACCAACAGCTAAGTATGAACCCA
+TACCAAGCTCTTCCATTTCTTTTTCGTCAACAATTGTTGTTGTAACCTTGTCATAATCATTTTCAAGAAT
+CTTGGCTTGTTCAGCAAGATATGCAGGATTACAAATGTTTGGCGGCATGTTAGCAACATTTTTACAGGTA
+GTAATACCTTCAGCAATAGCTAAAGCATGACTAACGGCACGTTCACCAATAGGCAATTCACGGCGAGTTG
+GTACATTAAAAACAACTTTACGTAAAGGACGACGAGCCTCAGCCTTACGCGTTTTTAAACTATCAAAACT
+ATATAAGCCATCTTGTGCTGCTTCAACCGCTTGGCGAACTTTCCAGTAAATATCACGACCTTTAACATGT
+AACTCAGATAAGAAGCATACGGCTTCCATAGAACCGGTTTCATTTAAGGTGTTAATTGTTTTGGTAATTA
+TTTGACGATATTGACGTTCATCAAGCTCACGCTCTTTACCGCAACCTACTAATAAAACACGCTCGCTTAA
+AATATTAGGCACGTGATGTAATAATAACATCTGCCCTGATTTACCTTCTAAATCGCCTTTACGTAAAAGG
+TTGCTTATGTAGCCTTCGCTGATTTCATCAAGCTGTTCGGCTGTACCGCTAAGTCTGCGAGGTTCAAAAA
+CACCTACCACAATACAAGCGCTACGTTGTTTTTCTGGACTGCCGCTTTTTACACTGAACTCCATGACTTT
+TCCTTTTACAATTTAATAAGGTGTTTATTTAGCATAACTTGCTAAAATAAGTAAAAAATAGCACTCTTGA
+CTATTCAATTGATATTGCTAAGGGCTATAATTATAGTCGCACTCAACAATATTCGTTAGTTACTGACTAT
+ATAGTTTACTTATGAAAACGACAAGTTTACTCAATATTTGCCAATATGTCAGAAAAAAACTAAGTTTTTA
+CGGGATCTTTTTGTGATCATTTTTCGTTATTTATTAAAAGAAGTCGCCAAAACACAATTAGCAGTGTTTT
+TTGTGTTAATGACTATTTTTATCAGTCAAAAATTTGTCCGTGTGCTCGGTGATGCTTCAGAAGGAAGTAT
+ACCTGGGCAATTGGTAATGACTTTTATTGCCTTGAAAATACCAGACCTTGCCGGATTTATTTTACCCCTT
+AGCTTGTTCTTAGGCGTTTTACTCGCTTATGGGCGTATTTATGCAGACAGTGAAATGACCGTCTTGCATG
+CGTGTGGTGTTAGTGAATGGTATGTGGTGCGAGTAACGTTAGTGCTCGCTGTTATTACCGCTATTTTTAC
+CGGAATTTTTACGCTATACCTAGCGCCGTTAGCCTCAGAATATCAATATAAAGTTAAAGAGGAGCTTGCA
+GCCGATTCTGGTCTAAGTGCACTGGTTTCCGGACGTTTCCAACAAACGGGAAATCAAGATGCGGTGGTTT
+TTATTCATGATAAAGACCGTGAAACTAATAGTTTTAATAAAGTCTTTGTTGCTCAGTTACCTAAAGGTGA
+CAATGTTGATGCCAGCATTATTAACTCAAGTTTAGTATACGCAAAAACAGGTAAGGTTTTTGAAGATGAT
+ACTGGCTCTCAGCAGTTAGTGTTGGGTGATGGCATTCGTTATCACAGAGATATCGAATCTAAAGAATTCC
+AATCGGTGGCATTTAATAAATATTATATTCAAATAAAAGATCAAGAAGTTGAACATCAACACCGTAAGCT
+AAGTGCTATATCCACGCTCGAGTTGTATAACAATATGCCTCCAGAGTTAGAATCCGCCTACCGCGCGACT
+ATTCAATGGCGAATCGCTTTTCCTTTAGCCTGTATTATTCTCATTTTTATTGCCGTGCCGTTAAGTGTGG
+TCAATCCAAGGCAGGGTAAATTTGCCAAAATGCTGCCGGCCTTGATGTTATTTTTAGGGTATTTATTATT
+ATTAACTTCAATGCGCTCAGCTATTGAAAAGAACGCCATTCCAAGTGTTGTTGGCTTGTGGCCCATACAC
+ATCAGTGCGTTGTTTATTGGGATGATGTTATTAATGAAAGAACGAAGTAGTGGGCGAATTATCAAAGCAA
+AATTACCGAGCTTTAAACGCAAATCAATTAAAAAAATGACTGAAGGGAAAGAAAGTTAATGCGCATTATT
+GATTTTTACATTGGTCGCTTTACTCATCATAGTGCCTCTACTACTTTTATTACCTTAGCTGTTTTTGTCG
+GTATCTGTGTGAGTGGTGTGGTGAGATTTCTTGAACAAGTTAAGGGTTATTAATGCGCATTATTGATTTT
+TATATTGGTCGTGTCATTGCTTCTACTACTTTTATTACCTTGGCTGTTTTTGTCAGCGTGAGTGGCATCA
+TTAAATTTGTTGAGCAAATGCGCGCTATAGGTCGAGGAAATTATGATCTAGCCCATGCCGCATTATATGT
+GCTTTATGCGGTGCCTCGCGATGTGGAAGTATTTTTCCCGATGTCGGCACTTATCGGCGGCTTAATTGGT
+ATCGGTATGTTAGCGAGTAATAGTGAACTTATTGTAATGCAAGCCGCGGGTTTGTCGCGATTAGATATTA
+TTAAGTCAGTGATGAAAACGGCTGTTTTATTGATTATTGTTAGCATGGCCATTGGTGAATGGTTGGCACC
+CAGTGGCGAGGCGAAAGCGCGTGAAATACGTGCTCAAGCAATTTCAGGTGGTAGTCTAATTGCCGCTAAA
+AATGGTGTCTGGGCTAAAGATGGTGATTACTTTGTTAATATTGGTGAAGTGCTGGACAGAGGTCAATTAA
+AGAAAGTACAAATTTATGGCTTCAATGATGAGTTAAAAATTGATAGTTGGCTTTCAGCTAAAAGTGCCAT
+TTATCAAGATAAAAGCTGGTTATTGACTGATGTTGAAGAGTTTTCATTAACTGAAAATGAAATTATTACC
+AAAAGCCATAGTCAAAAAATTTGGAACTCCTCGCTAACACCGAAAAAGCTTGGCGTAGTAACTGTTACCC
+CTGAGTCGCTTTCTTTAAGGGGCTTGATTGATTACTTAGATTATTTAGAGGCGAATGAACAAGATCCAAG
+TCGCTATAAGTTAGCTTTTTGGCGAAAAATAATGCAGCCATTAACGGTTGCGGTAATGCTGTTAGTGGCA
+CTTTCTTTTATTTTTGGACCTTTACGCTCAGTTTCTATGGGGGCGCGCATAATGATGGGCGTCTTTACCG
+GAATTTTATTCTTTATTAGTAATGAAGTCTTAGGGTCGTTAAGTTTGGTCTATCAGTTACCACCAATACT
+GGGGGCTATGATACCTAGTCTGTTCTTTGTTGGTATTGCTTGGTACTTTATTGGTAAGAAAACCGCTTAG
+TTTCTGCTAGTTTTTCAAAACTCTTTAAGACTAGCAAAAACATTAAATAGCGTTTGCTGTTAATAGCACT
+ATTCTCTAGAGGAATATCGCTATTAACGGGGGCACATACTTTGTTAATAAAGTAGCGCTTATAAGCGGCC
+TCTATTTGCTTCCAGTGATAATACCACGACTTCAGTATTGGTAACTCTATCTTGTAAACTGAGTTTATTT
+TTTCTATCAACAATCACCCAAAGATTACCCAAGCCTAATAACGTTGGCAGTAACCGTTTAATTGCCGTTG
+TTTTGCTAAGCAGTGAACCATCACGGTTTTGTAAACGTAAACGCCATGCTCTCATACCCAATGTTTGGCC
+TTTTTTAGACCAAAAGTATATGAAAAATAGACAAACCCAAGCAACACACCAAAAATTAAAGGCAACTTTA
+TAAGCAAGATGAGTAGCATTCCAGTCAATACCAAAGCCACTTCTGGCAATTGAGATTAACCCCATTGCAT
+CTAAAGCAACAAAAAGCGCTACGCATACGTAGCCTGAAAGCATAAATATAGCGATGATAATTAATAGATC
+ATAAATCCATGAGCCAAAACGTCTTCTAAAGCCAGCTCGAGGAAAATTTGCAAGGGTAGTATCAGTCATT
+TAATGTTCTTTATGTTGGTAACAGTAAGTAGAGGCTGTAAAAATAATTTGGCAGTTTAACAAAATTTACC
+TTAATTGAATATCCTTGTTAACCCGAGCAAACCATGCTCTTCGTTGTATCTCTTTTTAAGGGAACAATCC
+TTAATAAAAAGATGAGCCTTGATCATTCATTACACAGGTATCCTGAAACTCAGATTTTGAAGTTTCATGG
+GTATAAACATAACTAAAAAGCCAATGTCCTCGTCCGAGAAAATTGGCTGTGTTGTGGCATATGTAAAATA
+AGCTGAGGGCTAGCTTATTAGGCTAATTTATACAGGTTCTACTTGAACATCAGTGATTTTATAAAAACCA
+CAATACAATGCAGGCACTACCGCTAAGGTTAATATGGTACCAATACCGAGACCAAAAGCTATCACGTTTG
+CCATACCGTAAAACAACGGATCTTTACCAATAATTAAGGGTAATAATCCCATCACGGTAGTAATAGTGGT
+CATAGCTATTGGACGTAACCGCGTTAAACAGGCATCTACCACGGCTTGATAGTCAGACTTTCCTGATGCA
+GTTTCAATTTTAATCCGGTCAATCAGTACAATCGCATTATTAATGATAATACCCGCTAGACTATATAGTC
+CTAAGGTAACCATAAAGCCAAAAGGAGCTTGCATCAAAAATAGGCCTAATACAGCACCTATAAATGACAG
+AGGGATAGTTAAGGTGATCACCGCTGCTTGTCTAAAAGAATTAAACTGCGCCACTAATAATATTAATATT
+AACCCTAATACTATTGGCATACTTGCACCTAGCGCTTTTTGAGCGGCACGAGACTCTTTAATCACACCAT
+CATATTCAATGTTATGGTTTATCGGTAAATCAGCCGCTAAAGCTTGAATCTTTGCATCAATAATTAACTT
+AAGATCTTCTGCGGCAACATCGGTGTTTCTCGCTTGAATGCTGATGGTACGAAAAAGATCCTCATGGTGA
+ATAATAGAAAATTGATTATAGGGTGCTAAGTTCGCTACTTGGAACAAGGGCACCGTTTTCCCTGTTTTAT
+TGGAATAAATATTTAGCGTTCTAAGTCTATCTAAACTTTGTCGTTCTGCTTGCTCTGCACGCAGCACAAC
+AGGGATAATGTTATCACCTTCTCGAAACTCAGTAATTTTCGAACCGGAGAAATAGGCATCGAGTGCCTGA
+GCTATTTCTTCAGAAGTAAGGCCTGAACGTTTGGCTCTATGCTGGTCTATCTGCACGTCAATTTTAGTGA
+TCAGGTTTTCCCAATCGGTACGTATATCAATAGTATTGGGAACATCGTGTAAAACAGCCATTATCTGTTG
+TGCTTTTTTATAGATAACTTCTTTATCTGGTCCTTTTACTTGAATTTTAATGGTACTTGAATCGGAAGGC
+CCTAAAAACATTTTTTTAACGCGAGCTGACACGTTAGGAAAATCATGTTCTATTTGCTCATCAAGTGATA
+ACACCGTTGCACTAATATCCGTCTCATCTTTAACGTTTAATACCATGAAACCCTTGTTTTGAGCTGGGTC
+TTCAGGGTTAAGTGACATCACAAATCTTGGGCCACTAAAGCCGACATAAGCAGAGTAACTCTCGATAAAA
+TCAAAACGTGTTTCATCTTCCAACCAAGTGAAAATATCTTTCATCTGACGGTTGGTTTCTGTGGATGAAG
+TGCCATTAGGTAAATCAATATTTACTAGTATTTGAGTACGATCTGAATCAGGAAAAAATTGTTTGGCGAC
+ATATTTCATTGAAAGTATTGATCCAATGAACAGCGCTAACATTGCGGTCATAAATAAGGCTTTATGTTTA
+AGTAACCAATGCAAGAATGTTTCATAGTATCGGTAAAACTTACCTGGCTCTTCACGGGTAGACTCGTTAT
+TTTCAACTTTAGCTTTTTTATTTTCCGGTAGGGTAATAAAGAAATAACACAGTAGAGGGGTAACACATAA
+AGCCAATATCCAACTGGTAAGTAAGGTAATTAAAATAACCAGTGAGATAGAGCGGGTATACTCTCCTGCA
+ACATGTTCAGCCAACATAAGTGGTAAGAAAAATAAAACCGTTGTCACTGATGAGCTCAGTAAGGGAATCG
+CTAACTCTTTGCTACCTTGCAACATGGCGTTATATCGATCTACGCCATCTTCTAAGCGACGCTTGAAATC
+TTCAGCGATAACAATGCCATTATCGACTAATAAACCGAGCGAGATAATAAGAGTAGCTAAGCTCATTCGT
+TCGAGTTTCATATCACTAAATTGCATTATGCTTAATGTGGTTAGCATAACAAAAGGCACAATAGCGCCAA
+CAATCAAGCCAGTACGTAAACCTAAAAATAGAATCACAACCACTAATACAATAGCCAAGGTTTGCAGTAC
+ATTAACAGAGACACCATTAATGGTTTTTGCCACTTGGTCGGCCTGATAAGTGGCAATTTCAAGATTATAA
+CCAATAGGTAAACTTGATTCGATTTCATTGATTTTGTTTAATACACGCGGGGCATATTCCAAAAGATTAT
+TTTCTGGCAACATCGAAATTGCAAAAAATATCGCCGATTGACCATTTAAATAAGCGGTTTTATCGGGTGG
+GTCGATAAAATCACGGCGTAGAGTCACGACATCTTTTAATGCGATAAAATCTTCAGTATTAGGAATGCTG
+ATATAGGTATCACCAATCTCAACTAAGCTGTTGAAATTACCTGACGGCTCAACAATAAAACTGATGGCAC
+CCGTGTTTACTTCACCGCCAGAACGGACAATATTTTGCTTTTGTAATTCATTGATAAGTGATTGCGGTGA
+AATACCTAACTGAGCAAGTTTGGCATTTGAAGCTTCTAAAAATATACGTTCTTCTTGGCGACCTAATATT
+TCAATTTTTTTAGTACCCTCGACGCCATATAAGGTATCGCGAATATGTTGTGCAATATCATACATCTCAC
+CCAGATCAAACCCATCAGCGGTTAGTGCTAAGGTAACAACAGATACATCACCAAACTCATCATTAACAAA
+AGGAGTATGGGTGCCAGAGGGCATTTTATTATGTGCTGCAGTCACTTTATTGCGCAGGTTCTGCCAAATA
+TCATCAAGATTAAAATAGCGGTCGTAAATTTTAACGTGAATAATAGATATGCCAGTGGCTGAGCTAGATT
+TTATCTCTTTTACTTGCGGTATTTTTCGTATTTCTTCTTCTAATTTTTTAGTGATTAACTGCTCAATTCT
+ATCGGGCGCCATACCAGGAAAAGAAGTACTAACAATCGCTTCACGAATGGTAATCGTTGGATCTTCTTGC
+GCGGGCAAAGTGAAGTAAGCAAAGAGGCCATTAATCAGTAACACAGCAATAATCAAAAACACGCTTTTTC
+GGTAGGTAAAAGCTACTTGGGTAATGTTCATCAATTTTCCTAAACTTAATTAAAACGCTGAACGTTATTA
+TCAGTCAAACTGACCTGTTGGCCATCGCGCAAAAAGGCAACACCCGCTATCGCAATAATATCGCCTTGTT
+TTAAACCTGATGAAATGAACACTTCATTTTTGAAAATGTTTTCTGTCTGCACTTGGGTTTTAATCACTTG
+TTGGCTGTCAGGGTTATAAACAAAAACATAAGCCTTTTGTTCTAACCCTGCACTTAGCGCAGTTGCCGGA
+ATACGAAATACATCACCTGTATGACCTGTTCTTCCTGTTCCAGAAAAAGAAAAGTCCACCTCAGCCGTCA
+TACCTGCACGGAGTAAAGGATTATCACCCTCGAGTACTGCTGTAACAGGGAAGGCATTCGCATATTCAGC
+ACGAGTACCAATTTCGGTAATTTGACCTTGCATCGTTAATTCAGGTAATACAGGAAAATGTATAGGGAGA
+ATAGAAAGCTGTCTTAATTCACGAATGAGTGTTTCTGGTACCATGACATGAACTTCAAGGCCATGTTTAC
+CTTCAATTTCAAAAAGGGATTGTCCTGCGGATATTTGCTGTGAAGGTTCATATAAACGTTTGGTGATAAT
+ACCGTCATAAGGGGCTAATAAAATACTGTCTTGCAAATTTTTACTAGCTATATCCAATTGTGCTTGTGCT
+ACATCAGCAGCACTTTTACTAGCGTCATAAGTGGCCTTAGCATTATCAAAGCCTGATTGTGACACTACGC
+CTTGTTTAAGTAATTGTTCGTATCGTCTATGGCTATTTCTGGCATCAATTAATGTTGCTTTGGCTTGTTG
+GTATTGCGCTTGTGCAGACTGAAGCCCCAAGTTAAAGTTACGTTGATTTAAGCGCGCTAGCTCTTGACCT
+TTAACAACTTCATTACCAAGATTCACCTCAATGGTTTGAATTTTTCCTTGAACTTCAAAGCTCAATTTAG
+TTGCTTCAACAGGAGCAACAATACCAGACAAGGTACGGATTTGTTCAAACGGAGATATTTTTACTTTGGT
+CCACATGATGGGACGTATTGGTTTAGTAATTTCTTTAGCTGGTTCATTACATCCAACGAGTATCAGAGCA
+ATAAATATAAATGAGAGCGCGCGCATACGTGTTCCTTCAGTGCAGGGATGTCCCTGTGAGTAAAGTTCAT
+TTTTGCTGAACTGTACAATTGGTACTAGTCAGTACCGTATATTTTGGTACTATGTAGTACCAAAGTCAAC
+AATATAGTTACAATAACGGACAATCACATGGTTAAAGACAGCACTGTAGACATAAAAAAACTCAGCCCAA
+GGGGTCTATTGATTTTAGATGCAGCACAAAACCTTTTTTATAATCTAGGTTTTGATGAAACGTCTTTAGC
+AATGATTATTAAGGACGCTGGCGGTTCAAGACGTTCTATCTACAATGAATTTGGAAATAAGCACGGCTTG
+TTGATGGCCGTTATTCAACGGCAAGTAAAAACACAATCTGAAATTTTAACGTCGATAAATCGTGACCTCG
+AAGCAAAGGAAGCGCTCAATCAAGTATGTTTCAAGTTTGTAGTAGGCATGTTGTCACCAGAATTAATGTC
+ACTATTTCGTTTAGTCGTTCAGCAAGTAGTGAAGTTTCCTGAGCTGGGTGAAATGATATATAAAAATGGT
+CCAATGACCGGCATATTGCCTTTAGTTGATTATTTAACCTGGTTGACTGAGCAAAAAATATTGAAAATTG
+ACAACTGCCATTTTAGTGCGCAAATGTTAATGGAAATGGCTAAAGGGCCGCTCCATACCCGCAGTTTACT
+ATTGCCCGATAAACAAGTGAGTGATGAAGAAATCACTTATCAAGTGACTAAGGCGGTTGATCTCTTTTTA
+CATGCCCACAAAATGTAAGATGATTGCACAAATAAACGACACTTGATGCCTAAGTGTCGTGAAGGCATGA
+AAAACTTGTTGCTTACTGGAATAAGTTTCGTATAATGCCCCCCATCTTTAGCTTGTAGCTAAAGTTATGA
+AGAAAATTAGATATACCAAAAGAAAAAAGTTTGTAAAGAATTTAGTTTTTAAATGAAAACTTAATTCTTT
+GCAAATTGCAAAAGTAGGGTAATACCTATGCCAGCGTGATGAAATTGGTATACATGGGGGATTCAAAATC
+CCCTGTCGCAAGACGTGTCGGTTCGAGTCCGACCGCTGGTACCACTATTATAAAGCCCTGATTCGAAAGA
+GTCGGGGCTTTTTTATGTGCAAAAGATAATAGTATAATAAATGAGTCATCAAGCGGTATTAAAAAGGTTT
+TTATCATGGCAGCTACAGCGTACGCACTTCACATATTGGTTAAGCACAAAGAAATTGCAGAAGATATTAT
+TGAGCAGTTAGGTAAAGGGGCCAAGTTTCAAACCTTAGCTAAAAAATATTCGTCATGTCCGTCTGGTAAA
+AAGGGCGGTGATTTAGGCGAGTTTAAACGAGGTCAAATGGTACCTCAGTTTGATAAAATAGCATTTAAAG
+GCGCACTATTAGAGTCTCATCTCGTTAAAACTAAATTTGGTTGGCATGTAATTAAAGTGCTTTATAGGAC
+CTAATTTACAACGAGTTTTTTGGAATGTTCGTTGTTTAAAAGTTCCCTATCTTGTGTCTGGATATATTAT
+GGGTAGATATGCATCTACTATCGTCTATATAGCCACAATATCCATCTCTATTATATTTAAGCCAATCAAC
+AGCTTTCCCCTAGCGTAATTTTTAAAAAATAGTTCAAGATAAAAATAATTTACTAAACCACATTCACCAT
+CAATTAATTATTTTTTGATGGTTTGAACAATTGTTCTACTTCGCTAAACTTCGGTTTCAACCTAAAGCAC
+CTATCCTTCTTTAAGCTAAAATAAATGAACAACTGAAAAATTAACTAATATTACCTATTTCTCTGCTTTA
+CAATGAATCCTAAAATGCGTTATATCTATGTTGTGAGCATTGAAAAACGTGATGTGTAAGTTAAATATTT
+AATTATTAGGTAACTGAATAGAAATGATAAAAGTAATTATTGAGCGTGTGCTCGCAGAAGATATGGAAAC
+AACCTACGATAATGAAATTCGCAAAACCTTAGCAGCAATAATGGCAGCAAAAGGTTATATTTCTGGTGCG
+TCATACACCAATGTTGATAACCCTAATATCAGAACGATTATCACCGACTGGGATAATGTTGGTTGCTGGA
+ATCGTTGGTATAAATCACAAACCCGTCAAGAAGTTAATAAGACAATTCATTTAATGCTCAAGCAAGATGA
+AAAAATTAAAGTATTAATGTCCCAATCGCTCTCATAGCGGCAGTGCCTAGAAATAAAGGGGTCAGAGCTA
+CTTTGAATTTGTTGTTTACCTATCTATCTATTTCACTCTTACCGCTTCATCCTTCAATTTTTGTTTTAAA
+TTGATCGTTTCCTGAAGCCAAGCCCATGTTTATAGCTTTTCTGTGGACGTTCGGCCAATAGCAAGTTTCT
+CTGGTTAGTTTCTATTTTAGAGCTGCTCCATTAAAACTTGTCGGAGCAGTTAATGGCATGAAAAATCTGT
+GACCATCGGAAAATTTGTTAAAGAGTAATTAGTCAGCTGTTTGTAAGTACCGTAGAAGCCGAAGAAAATT
+GTGCAGTTATGGGCGAAAGACTTTACTCTTTTGTAAAACAAAGAAAGCCCGATATAAGTTGCCTTATACC
+AGGTTGTTAGTTTTACTTTTTAGGTAATCATTTACTTATGGGTTATAAGTTACGTCTAAGCTAACACCGC
+TTGCTGCAGAGTAACCGTAAACACCTATATGCCAAGTATCAGCTGCTGGGTTGGTAAATGCACAAGCTTC
+AGTGTTACCACTTTTGTATGGACGACAATCATACGTTGAAGAGGTCGGTTGAGAACCACGTCTAATATAC
+ATATCCGCATCACCTGTACCACCGCTCATAGCAAAATCTAATGTCGCCATGCCAGCAGGAACGTCAATGG
+TGTAGTATGTCCAAGCTTGTCGAGCAACACTAATATCTGTTACTGAAGCACTGCCGCCAGTAGCGCCGCC
+ACCTGTGGTAGGTTCGGTGAAACTGCCTGTTAAACTAACTCCCGTAAATGCTGAATAAGCAATCATTTTA
+ACGTGGTAAGTACCTGCTTGAACGCTCGCTATTGGACAGCTTTCAGTGTTACCGCCTTTATATGGACGAC
+AATCATAGCTGCTAGTTGTTGGTGCTGAACCAAATTTAACATAAAGATCTGCATCACCAGTACCACCAGC
+CATAGCAAAGTTTAACTCAGTGGCACCAGCAGGAACTTCCATAGTAAAGCTAAGTTCTGTGCTTGAGCCA
+AGGTTGGTTTTAGCTACACCATTAGTAAGCGTATTACCTGTTGGTGGTGGAGGTGTTGTACCGCCGCCAC
+AACTAGCTGCTAAAGCATCAGACGCTGCTTTTGCTTGTACTAAGCCAAATCCTGTTTTGTCATCACGACC
+TGCTGCATCTAAATCAACCGCAGTATTTTTCAATGCACTACGTACATCGTCGGCAGTACAGTTTGGGTTA
+TTGCTCCATACTAATGCTGCAACACCTGTGACATGAGGTGTTGCCATAGAAGTACCATTATAATAGGCAT
+AATCTTGTGAGCTATTAACGGTTAAGCTAGCGTTAGACCCTAATTGGGTCATCAGTTGTTGACCTAATGC
+ACGGCTAACAGAAACGGTTGGTACAGTTACGTCAGTATTTGCATCAACTAGGAAAGGATTTTGTAAGCCA
+GGACGAGTACTGTCACTATAAACGATAACAGCAGATGCGCCAGCATCAGCACAAGCTTTAGCTGGGTTGA
+TCTCAGGGTAATTACTCCCTTTTTGGTTATCATTACGCTCAGCTAAACAAATATTGCCATTTACGTTTGA
+ACAGCTGTAGCTGCTACCTGAAATAGTACAGCTTGATAATACGCCATTGGCAGCACCATCAACATTGCTA
+ACAACGAAGTTACCAGCACTTTGAATGTAATGAGTTTGAGGAACAACACTGTCATTACCATAGGTTGTTG
+AACCGACAGTAATAAAACCTAAACGACCATCACCAGCCACAGTAGATAAAATAGCTTCGCCAGGTGCAGA
+TACTTCAACTTGGCTAGTATATTGAGAGAACTCAGCATGTTGGTTATTGCTGTCTAATGCGCCAACAGCC
+ATAACTGCATCGTAAGAAGCTGGATATGACAGAGTAGCGTTACCATCGTTACCTGAAGCAGCAATAAGCA
+ATACACCAGTATCAGCAGCAGCTTGTAAGGCATTTTTTTCAGTGTTACTTGAACCAGAACCACCCAAGCT
+CATATTGATAACTTTAGCGCCGTTATTTACACAAGTATCAACTGCGTCAGATAAGTCGCCAGAGTAGCCC
+CAACCTGCTTCGTTAAATACTTTTACAATATGTAGATTAACGTTAGTGCTTGGCAAAATACCAACAACAC
+CTTCGCTGTTATTTACCCCAGCAATAGTACCTGCTACGTGTGTTCCGTGAGAACCACCATTTTCATACCA
+GTTACCTGTACCCGAGTTATTGGTACCTGCAGCATTGTTTGCATTTAAATCTGGATTGTTACGTTGATAA
+CCTGAATCGATAATACATACCGTCATGTTAGCGGCGTCATTATCAGTTAATTGATCAGACTGGGTTTTTG
+ATATTCCCCAAGGTTGGTTTTGCGCCATTAAAAAACGTTGATAATCTGGTTCTATCGATACAACAGAAGG
+GTGCTTGCGTAGTTTTTCAATGAATTTCTCAACATCTTTTACCGCATGCATTTCATCAAGAGCAATTACA
+TGGCTATTATTTTTTAATATTTTAACGTGTTTTAAATTTAAACCGATTTTTTTAGCTAGACCAGGAGGAA
+CACTCTTACCTTGCTTCTTATCTTTAAAGGTAATAATTAAACGGTCAGTGTAATCAGTGCGTTCAAGTTT
+TTGTTGAGCACGCCACTGCGCAAAACTAAGTGTTGAAGACTGCGCCGTAGTCATTTTTTCTGCTTTATTA
+AGTTGCGCTTGAGGTGTTGCATTACTCGCGGCACTAGTCACGGCTAAAACGGATAAGGCTATGGTACTTA
+ATACGAGCTTTCTATTATTTTTCATCTGACATTAACTCCATCATTGATATTTCACGCTTCTTGCAGCAAT
+CATTTTGACTGTTGTTTTGCGCATTATTTTTATAGGTTGCTTTAAGTGTTTAACAAAAAATCAACATTTA
+TCAGATTGAATCTTTAGATGATATTTATCTAGCAAATAATGGACGAATAGTAATAAAAAACCGACATTCT
+ATTTTTTGTTTATTAAGCTAAGTTATTGAAAGTAATGAGATCTGTTTTTATTTGTCGTGTTTGTTCGAAA
+GTTTGTCGTAATATTACTAGAGGGAGTTTTAGCAACTGTTACTATCGAATTATGCAAGAGGCAGGGAGCC
+AAGTTAAGCAAATGTATATATTACGTGAAGCATATAAAAGGAGAACGGACCGTTCATCTAAGCAATTAAT
+CAATAAGTTAATCTACATAATAAGACGACTTAATAAAATTAAAGCAATAGTGGAGTACATATGAAAATTT
+CTAAGTTTACAACCTCAGTTCTTACCTTAGCAGTTACCGCTGCATTCTCAGCTCAAGCAGCTGACGACAG
+ATACATTATTAAAGTAGACAACAGTAAAAAAGGTGTTGTAAAAGCTTTAGCGAAGAAACTAGGTGCTGAT
+CTTAAAGTTGATGGTAATGGTTTTATTGCTGCAGCATTTTCAGGAAAAAATTTAGCTGATGTTAAAGGTT
+TACTAAATAATCCACATATTCAAATGGTCGAAGAAGATCAACGTCGTATGCCTTTATCACTTTATAGTGA
+CGATGTGGGTAATGCGATGACTGAGCAGCTAACTCCGTATGCTGTAGTGCAATCACAAGCCGATCAAGTA
+GCCTTTAATGCCAGCGCTGGAATGAAGGTTTGTATCATCGATTCTGGTTTAGATCGCTCTAATCAAGATT
+TCGAATGGAATAATATCACGGGTGATAATGACTCAGGAACAGGTAACTGGGATGAAAATGGTGGCCCACA
+CGGTACACACGTTGCCGGAACAATTGGTGCTGCTGATAATAACGTAGGTGTTGTTGGTATGGCACCTGGC
+GTAGATATGCATATTATTAAAGTATTCAATACTGACGGTTGGGGTTACTCTTCAGATTTAGCGTATGCTG
+CTGATAAGTGTTCAGCAGCTGGCGCTAATATTATCAGTATGAGTCTAGGCGGTGGTGGTGCAAATAGCAC
+TGAAGAAAATGCTTTTAAAGCATTTACTGCTGCGGGAGGTTTAGTGGTTGCTGCTGCAGGTAACGATGGT
+AATGATGTACGTTCATTCCCAGCTGGTTATTCATCAGTAATGATGGTTGGCGCAAACGATAATAACAATA
+ACATCGCCGATTTTTCACAATACCCTAGTTGCTCTGTAACCAGTGGTAAAGGTAAAAGACAAACAACAAC
+GACTGATGAAACTATTTGTGTAGAAGTAACTGCTGGTGGTGTTGATACTTTATCTACTTACCCTGCGGGT
+ATGGCTACTAGCGCATCAATGTCTGCCAATGGCGTTGATTTTGCCAGCTCTTCTATGGAAAATCCGGGTA
+ATGCTATAGGTAATACTTATTACATGGGTACCGCTGAAGCGACAGATTCTGGCGCTAATGGCAACATCTG
+TGTAATTGACCGAGGCGTTATTTCGTTCCACGATAAAGTTGAAAATTGTGAAAACTCAGGTGGTATTGGT
+GCAATTCTTATCAATAATGAAGCCGGCATGCTTTATGGCACATTAGGCGATACTAATGCGACGACTATCC
+CAGCAGTAGGTGCAACATTTGAAGACAGGGCGGATCTGTTAGCTGCTACAACTGCCATTCTAACTATTGG
+TACAAGTGATTACGGTTTCATGAGTGGTACTTCTATGGCAACGCCTGCAGTATCAGGAATGGCTGCGCTT
+ATCTGGTCTAACCATAATGAATGTACGGGTACTGAGATCCGTGATGCACTTAAAGCAACAGCGCAAGATA
+GTGGTGCTATAGGTCATGATGTTAACTTTGGTAGCGGTATCGTTAAAGCTAAAGCAGCGAGTGACTACTT
+AACGGCTAACGGTTGTGGCGGTGGTGTAACACCTCCTCCAGCGGGTGATATTACTTTGGATACAACGACT
+GGTCGTGCTAAAGGTAAGAACTACGTGGATCTAAACTGGAGTGGTGCTTCAGCATCAAGTGTTGATATTT
+ATCGTGACGGTTCTTTAAGAACTACAACAGCAAACGATGGCTCTTTTAGAGATAGCTTTAGAGCTTCTGG
+CTCATTTACGTATAAAGTATGTGACCAAGGTAGTGATAATTGTTCAAGTGAAGTAACGGTAAACTTCTAA
+TTTGAACCAACTTAAGTACTTGATATTCTTCTTTCAAGTACTTAATATCCAGCTCATTTATGGGGCTGGA
+TATTTTCGTTTAAGCGACATTAACTTTTAATATTTATCACGCTAGAAATAAAAGTCATTGTGGTTAGGGT
+ATGTTTAGTCTATGTTTTGTAGCGATGTGATTTTTTGTAACTTATTTTTAACAATTAGATCTTAAGTAAA
+AATAGATACGACAAGATATAAACAAAAACACCCTAATGCTTTCAAAATATGTTGATATTTTGAAAGATGT
+ATTGGGCATAGGGGAATTAAAATGTCGAACAACTCAGTAAAACAATTAATCAAACCATTCTCATTGTTAG
+GCGTTATTGGCTTATCAATTTGGCTTATCAGTTTATTATTAAATAGCACAGCTAATAATAAAACTCAGTC
+TTATATTATCAGCTCAGCCGATTACTTATTGTTAAAAGAAAAGGTCCAAGCACTTAACCTAGTACCTTCA
+CATGAACTTGCCATTATTAATGCTGTAGCGGTTGATTTGAATCAATCTCAGTTATCTCATTTACAGCAAA
+GTCTGACTATTACGGTCACTAAAAACCATAGCGTAGAATTGTCAGGCGGTAAAGCCTGGGGGAAACGTAA
+ATGGCAGCCTAAATCAGTTGTTAATGACCTGATTGATGCTTCTCCTGCCCATGCCGCCCGCAATTTTGGC
+GACGGAGTAACCATAGGCTTTTTGGATACCGGATTAGATCAGTTAGAAGGGACCTCAAACGGGCTAGGCT
+TATCTACTGATTTATATGGGCGAGATAAGTTCTGGGGAACGTATGACGCGATAAATAATAACCTCAGTAA
+TTATAGTAATGAAGAAAGTGGCCATGGTACTCATGTTGCTAGTATTGCAGGGAATGCAGACTATGATGTT
+TACGGTAAGGTCTATGGTGTTGCTCCTAATGCGTCATTAGTGGGTATTAAAGCTTTTGATGCTGAAGGCA
+AGGCAACCTATGCAGACGTTATTCGTGGTATTGAATGGGCACTTCAAGTTAAGGATCAGATTAACTTAAG
+AGTTTTGAATATGTCGTTCAGTGGGCCTGCTCGTTCTTATTATTGGGAAGATCCTTTAAACCAAGCGGTA
+ATGAAAGCATGGCAAGCAGGCATTGTTGTCGTGGCTTCTGCTGGTAACAGTGGTCCTGATCCCATGACCA
+TTGGTGTTCCAGGTAATGTGCCTTATATCATTACGGTAGGAGCGATGACGGATAATTTTACAGAATCAGA
+TCCAAACGACGACAAGTTAGCGACTTTTAGTGCGGCAGGACCTACTTTTGAAGGTTTTGTTAAACCAGAA
+ATTGTCGCACCAGGTGGGCATTTATCAGGTTTAATGGCTTATGATTCTCAAATCGTTCAAGAACACCCAG
+AGTTTCATGATGGCGGACGTTATTTTGAAATGTCAGGCACTTCTCAAGCAGCTGGTGTAGTGTCTGGTGT
+TGTGGCATTGATGTTAACGCAAGATCCAGCATTAACTCCAGATCAAGTTAAGTGTCGCTTAATGGACAGT
+GCTCATGCAGCATTTAATAATAACGGTGAACTTGCTTATAGTGTTTTCCAACAGGGTTCAGGCCTAGTGA
+ATGTCGCTGATGCATTAACAAGTACTGCATCAGCATGTGCGAATCAAGCATTAGATATTGCTCAAGACTT
+AGAGGGAAATGAACATTTCTTTGGACCTTCTAATATCAATGAGGATGGAAATTTTTATGTTGAAGGTTTA
+GGCGATGAATATGTGTGGAAGTTAGATGATAGTAACCTTGGTGGTGATACTATAATTTGGCGAATGAATT
+TTGCTGAAGATGCGCTAGACTGGAAAAATACAGCATCAACAGATACCATAATTTGGCGAATGAATGTCGA
+AACTAACACGATAATTTGGAGAATGAATGTTGAGTCAGATACCATCATTTGGAGGATGGGTATAGCGGAT
+AGTACTACCAACATTAATGTTAATAATTGGGTTGAGCAACAATAGCTTGACCAACTCTAAGCCACTGTAA
+AAGCAGTGGCTTTTTTATTTCATGCTGTAAACTTCTAAATATCATCAATTTATAAGAGCTGTTTTGTGAA
+AAATATTCTTCTTTTGTTATTTCTTATTAGTCTTCATTTCAGTGTTTTTGCACAAGAAGTCAAATTGTTT
+AAAAACTTTGGTATTGACAACCCAATGTCCTATAACTTTGTCAGAACAATTGTCCAAGATAAAGATGGTT
+TTATGTGGTTTGGTTCATCTGAGGGGCTAGACCGATTTGATGGCCACCAAACCCTAAGTTTTCAGCATGA
+TAGCTCTCGGCCTAGTTCACTTAGCTCTAATGTAATCAGTCGTATTCTTATTGATAAACAACAACGTATT
+TGGGTGGGAACTTTCGGTGGGGGCTTGAATTTATATAGAGAAACAACTCAAGACTTTTTACATTTTACCA
+CTAAAACAAAAAATGCAACGTTAACTAATAATTCTGTGAATGCACTATTTGAGGATAGTGAAGGTAAAAT
+TTGGGTTGCTACCGAAAATGGCTTAAATATTCTCAGATCTCATGACGAAAAGTGGTCAACTCAGCAAATA
+TTTCAAGAGCTAGGTAATCCTAATAGCCTTACGCATAATGCTGTACTTTCAATTATTGAGACCCGCAATC
+AAGAAATTTGGGTTGGTACAAATGGCGGGGGTATTTCGGTATTTGATTTACAAGGACATTTTATTAAATC
+CATAAAGTACGGTGATCAAAATAGTGCGACTTATGTAAACAAATTTGTCAGTAGTTTGCACTTAGATATT
+AATGAAAATGTTTGGATCGGCACAGTTGATAGCGGTTTGCTGAAGTATACTCCTAGTACAGAGCAATTTA
+TTCACTTTCAACTTAATGTTGATGATCAGTCAACGATTAGCAGTAATGCAATAAGTAACATTTTTCAGGA
+TTCAGAACAAAACATTTGGATTGCCACAGATAATGGTTTATCTATTTATAATTACAAAACCAATCATTTC
+AGTCGATATAATTACTCTCCGAATAATCCATACAGTATAAGTAATGATTTTGTTCTCACTTTTTTTGAAG
+ATAATCATAAGGTGATGTGGATAGGTACTTTTTCTGGAGTTAATCGTTGGGATCCTAACCTAGCGACTTT
+TCGACAATATAGTACTCAAACGGATCCTGTTTTAAAAAATCACAATATCACTAGTTTTGCTCAGTTCGAT
+AAAGAAAATATATATTTTAGTACCTATAGCGCTGGAATTTATCGGTTGTCGCAATATGATAATTCAATTT
+CAACTGCCGACTTTAACGCTTCGTTTTCAGAATATAGAATTATGACTATGTTTGCCGATGAAAACACTTT
+ATGGGTGGGGACGCGAGCTTCAGGATTGTTTTCAATAAATTTAACAACGAAGAAAGTTATTTCATATAGT
+CATGATGCTGAAAACAATAATTCTATTTCGGCAAATAGTATTACGGATATTATTAAAGATAGGAATGGCA
+ACCTTTGGGTATCTACTTTCCATCAAGGACTTAATTTATTAAATAAAGATGGTACTTTTAAACGGTTTAT
+AAAAAACAAGTTAAATAGAGAAAAAGGGCCTGGCAGTAATCATGTTGTACAATTGTTAGAGGATGACCAA
+GGCTTTATATGGTTGGCTACTTTTGGTGGTGGGATAAGTCGTTTTGACCCTATGAAGAGAACGTTTAAAC
+ACTTTAGTCATGAGGAAAATAACCTTAATAGTATTTCTGATGATTTTTCATGGATCATGCTGTTAGACAA
+TAATAAAAACCTTTGGTTTGGTACTCAATCTTCAGGCTTTAGCATATTAAGCCGTGAAAATCGTCAGAAT
+AACAACTTTTCATTTACTCACCTTGATACTAAAGACGGTATGAAAAGTTTGACAGTATACGGCATCACTC
+AAGATGCTTATGATGATATTTGGTTTAGCACCAATAAAGGTATATCTCGTTATTCATTGGGTGATAAAAG
+CTTTAAGCATTTCAACCTGACTCATGGCCTAGTTGATCTCGAGTACACTCACTCTGCTGTATTTCGCTCG
+ATGGATAACACATTATACTTTGGTGCAGGTAAAGGAATGAATAGTATCAATCCTGAAAAAATAAATACCA
+GTATTTTTTCACCCGAAGTTCGATTAACAAGTATTTTAAAATTGAATGAGCCGATGCCCTTAGGAAGCTC
+ATTATCAAAATTAACCCAATTGGAATTTGACTACAGTGAACAACTGATCTCATTCGAATATGTCGGATTA
+AATTACGCAGCTCCAGAGTCAACACGTTATAAATACCGCTTATTAGGGTTTGACCAAGAATGGATAGATG
+CCGGTAAGTCACGACGAGCCACTTATACCAATTTACCGGCAGGTAGCTACCAGCTACAGGTGATTGCTGC
+TAATAACGATAATATGTGGAGTGAACCAGGATTATCCCTTGATATTGTAGTTAAACCAGCCCCGTGGAAT
+ACTTGGTGGGCGTATGTGCTTTATGCCGCATTGATTGCCTTATTACTGTTAACTTATTCGCGTTTTTTAA
+ACCGAAAGTTACTTATTGAACAGCAACAAAAAGCTAATTTAAAGCAGCAAGTAAGAGATAAAACACAAGA
+ATTTCATTTGAAGAATGTTGAGCTTGAACAGGCAAATAAACAGTTAGAGAATGCGGCAACGGTAGATAAA
+GTGACAGGCGTTAAAAGCCGTCGTTATTTAGATATTTATATCGAACAAGCTAGCCAACTGATGTCTCAAA
+TTCATGAAAATATTCTGCCCGTACAGCGCAGCCTATTACCACGCTTATACCTTGTCATGATAAAACTTGA
+GAATATAGAGCAAGTAACTAATAGCCAATTGGTTAACCTTACTGACCTACTACTATATAGTCGAAATAAT
+GAAGATTTGGTTATTCGGTGGGCTGATGACACCTTTGTTATTATCGGTTATGAAAAAGATGATAACACCC
+GTGAGTTGGTAACTCGCTTAACGGATCGTTTTGCACAAGTATTGGGCCATGGCATTAAATCAAATGTGGC
+TTATTCTTTTTACCCGTTTAATTTTGAACAACCTATGGCGCTATCATGGGATCAAGTGAGTGTTATTGCT
+GAACATGCCTTAAAGGTTGCTCGAGATAATAACATGAATTGGCTGGGGCTTTATGCACCTAAGGTGCAGC
+CGTTTAACTATTTAGATGTTATTCAGCAACAAGATGTTGGCGAATTAAGTAAATTAGTCAAATTAAAGCA
+GGGTTAGTTGCTGCTATAAGTTAACAATCGGGAGTTGAGTTTTGTTGTGCCATTTTTTGTTGGTATTGTT
+TGGGCGTGCAATGATAACTTTCTTTAAAACAACGGCCAAAATAGGTTTGTGATGAGAAGCCTACATCTAA
+AGCTATACGCCCAATTTGTGCACCACTGGTTAGTAATGCTTGTGCCTTTTTCAAACGAAATTCTTTGATG
+AAGTTATTAGGCGTAGTGCCTAGTATCACTTTAATTTTTCGCTGTAATTGTCTTTCACTCATGGCGAGTT
+CTTTGGCAAGTAATGAGATATCAAGCTCTGGCTCTGTGTAATGTTTAGCGATCAGCGCTTCAAGTTTATG
+TAAAAACTTATCTTCCAGACTGATTTGCTCAACGGTCTCTTGCGTTAAGTTTGCGACATTTTGTTGGCTG
+GTACTTTTTCGCTCTGCTTTTCGCTCTTCATTAAATTTTTGTAAATAGCGTTTTTGTAGCTGCTGCCTAT
+TCGTAATTAAATTTTGAATTCTCGTTAACAGTTCATGTTGATTGAAAGGTTTACTTAAATACTCATCAGC
+ATTTAGGTTCAGGCCTTGTAACCTACTTTCAAGATCAGATCTTGCGGTGAGTAATATTACCGGAATATGC
+GCGGTCATTTCATCTTGCTTTAACTGTGTTAACACTTCAAATCCATCAATACCGGTTAACATTAAATCGC
+AGACAATGAGGTCAGGGATATATTCTTGTGCTAATTGCAGGCCAAGCTCACCACTGCCGGCAAGAATGCA
+GTGATGTTGTTGTTCAATGACTTGTTTTATATGACTTTGCATATCCAGATTATCTTCTATCACTAAAACG
+ACTTTCTGTGAATGATTGCTCTCAATATTCGCTACACAACGCTGTTCTGTGAGTAATGAAGTCACCTCAT
+TCTCTGAGATACTCATCGATATTTCTGCCTCTACCTCATTTGCGGGTGCTAACGGTATTGAAAGGCTGAA
+TTTACTGCCGTGGCCATGCTCGCTCACTAAGCTGATACGCCATCCGTGGGCTTTTACGAGTTCACTAACT
+AAAGACAAACCTATACCTACCCCAAAAGTTGCTTGGTTCTTTACATCGTCAGCTCGTTGAAAACGTCCAA
+ATATTTTATCAAGAGAGTCTTTGTTGATACCTATACCTGAGTCGATAACGTTTAAAATAATAGTGTCTTG
+CTCGACATAAGCATTTACTTGTACAGAGCCTCCGTTAGGGGTGTACTTTATCGCATTAGCAAGCAAGTTA
+AAGATGATTTTTTCAAAAGCTTGGCCATCACAGTCTAACCACAAGTCGTCAGGAATATTGCTCGTAAAGC
+TTAAGTTATTTTGTGATGCCATACGAGAAAATGAATCAACAGGCATCATCATTAGGGTTTGTAATCGATA
+AGTACTCAGCGATAGTTGTGGATTGTCACTTAAACGTGAAAGCTCTAACAGTTGCTCAACCATACGTACT
+AATCGAAGGCCATTACGCTTAGCAGTGGTTAATTCTTCACTTTCTAATTCATTGGTTGTTTTGGTTATAT
+ACCTATCGATAATGCCATTAATAATGGTGAGTGGTGTTCTAAACTCATGTGAAATGTTAGCGATGAATTT
+GTCTTTTAATTCTAAAGTTTGTCTTTCAGCATGCTTTCTTGCGGATAAATTAATGAAAGTTATGACAATA
+AGTGGTTGTTTAGCGCGATCAGCCCACTGTAACTCTGCTTGTGCTGGAAACTCTGTACCATCTGAACGTA
+GCGAAAGACACTCCACCGATATGCCTAAAGCTTTACGCTGCAATGAATAGACATTGCTTTGAAAGTCAAA
+AAAGAAGTGCATTTCGTCTTTTTCTGCAAATAAGCGACTCACCGATATACCTTTTAATTCTTGCTCTAGG
+CTTTGAAACATTTGTACTGCTGCGGGGTTAGCCGATAATATTTCACCAGTAATTGAAGTTGTTAATATGG
+CATTATTTGAAGCGTTGACTATCGCTTTATCTTCACTGTTAATCAGCGAATCGGTTAAGTCATTATTTAG
+ACTATTAAGTTGCTGGTGTTGGTTTTTTTCTGAAAGTAAATTTTGCTTAAGCTTTTTAGTTTGGCTGCGA
+TGAGTGATTGCAATACCTGATAGTAAAGTGGCGCCAACAAATAACCAAAAAAGCAGGGTAATAGATTGCA
+GATTGCTATTAACACTATAAAACAACTTGTGCTCATAGCCATATAAATGAGCTGCGGTTGGTATAAGCAT
+AAGCAGTAAAATATAGTGTTCTGGATGAGGTTCTTTTTCTATCGCGATAGGTAATTTACTTACTTTTAAG
+GTGATGTTTGCGGCGAGTATAAGTAAGAAATAGGGCAGCAAAGCAATAAGCTGAAGAGAATAGCTGTTGG
+TGCTAATGAAGACTGAATCCTTATCAATAAAGGCACTGATATTTCCTATCAGCAAAAAAACAGCACTCCC
+AGAAAGTAGTGCAAAGCTATAACGCCAGAAATTGTCTTTAACACTCACTAAACACTGTATTAATCTGGCG
+ATAATAAGGCTATTTATTACTAGGTGAAATAACAAGGACGGTTTAGCTGTTTGGTATATCTTTCCCGAAA
+ATTCGGCAGGTAATAAAATAAAATAACAAAAACAAATCAGCGTGAAAAATATAGCCGGAACTCTACCTCC
+AATATATTTATTAAGCGGGACATCACTTAAGTGAGGGTTGGTTTCTATTGCCAATAAAATAAAGAAATAA
+ACAAAGAGCGAAGCAAAGTCTTGATACAACTGCTGGCTGACACTGGCAGGTGTACTATTTAATAATTTAC
+TTGCGACGATCGCGAGTGCAGCTAAAAGCAGATATTGCCAAAACAGTTTGAATGAGCGTGAGGTGTTTTT
+TTTAAAACAAAAAAATAAAAATATACTGCTAATAATTTGTAAAGTGAATAGAGCAAAATTTAATGCGCTT
+TCAAAATGCATTGTTAGCCAGTTGGCAACAAAAGGGTAAGGAATAAAGGTAACAAGGCACACTAAAGCTA
+AAGCTAAGGGTAATTGTCTAATTGGTCTTTGCAATTGCTCTTCCTATTTGGTGTTTATTCTTTATTATTA
+TTTTAAGTTACTCCTTCCTTTAAATAACCACTTAATGTAATTTATAGTAACACTTTATTAACATCAAGCT
+GATGAGTTTATCTAGCACTTTATTAAAGAATTTTGCTATTGGGGTATTTGTAGCCTTTATAATACAGTCT
+GAAATTAGCTGTTGAAGATAAAGTGAAAAATACGGAATTGATGGCTACTTCAAAAAATACTTTTAACTAT
+CTTTTGAAGCAAGTAAAAAATATATTTGGAAAATTAAGGGGGAAGTAAATTAGGGCAATGGTTATATCAT
+GACTATAACGCTGTATTGCTTGAAGTCATTCCCTTATAAATCACAGTAACGATGAAGTGATGTAGCTCAA
+GCGCTTCTTCGATGGGTTTAAAATGACTTTATACGGCGTTAAATAATCAAACCATAGAATGACTATGCTT
+AAATAATTTTCTTTGCCTAAAGTCATTTTAATTCCCACTGATATTCTGCACTTTGAATGGTAACGGGTAT
+AAACCATGAGAATAATAGAGTTAATATGCAGTTCAGTTTAAACGTTATCAACCTATTAAACGTCAACACG
+CTCTACAATCGCGACTCCTTGTCGATAACCTAAGCCGCCATTTCCATGTATTAAACCAAGTTTTTCTGGG
+CCATCACATAATCGATGATGCATTAGCACTAGTGCATTAAGCGCCGGATTATTCCAGGCGGCTTTGGCCA
+AATTCATACCACCTGTTATGGTAATACTATGTTCAGCAAGAAAGTCTGGAATATCTTCTAAGACTTCAAC
+CAAACCACTGACTAATAAAAAAGCCATTGGAACAACAGGGTAACAAGTATAAGTTTCTAATAAGGCATCA
+CCACCTTTAAACAACTGCACAAAGTCGATATTAGCTTCACTACAGGCTTGTTGATAAGCTTGCTGTAAGT
+GTTCATATCGAGAAATGTCGGTTAAGAACTCTCGCCCATCGCCATCAAGGCGGCTCAACCCTACGGCTTT
+GACCTTCAACCATTGGCTTTTATCAACGCCCAACTGCTCGGCGATATCTGCACGAGTCAATAATAATCGA
+CCTGAAAAATCTACCATAGGATTAGCACAATCAACCCCTCTAAATAAATCTGTGATCGGTTTATGCCAAC
+GTAAATCGGGCAATAATTCTGGGGTAAAAGTATCAGACAAAGCGTTACGAAAACTGATTTGATAATTTTC
+AAACAGTGCACTAGAGAATTCTTTAAATTGTTGTTCTGTAATGGTGTGGTTGTCACTAAAAGCACGCGCT
+AAGTCGGTATAAGCTTGTGTTAATGGATAACTTTGTCCATAAACAGCCATTTTACTTAACCGATTTTCTC
+GGCTATAACCCGTTCTGATATGATCTTCACCACTAATTACTACAGCAGCTTCACCATTTTCTATTAATCT
+TTTTGCTTCAGCCAAGGCTTCAATTGGAGCGCAACCACTTCTAAAGTGATGTTCTTTCTCAGGGCTATGC
+CAATCAGCCTCTAAAGGTTCTATCACTAAATGTTTAGGCGTAATACCACGTTGAAGTAATTGTGATTCGA
+GTAGTAAAACCTGATCAAGACTACCTACCTCATCTTGTTTTTTAGCTGCGCCAATAATAAATGCCGATGG
+AGTTTTCACAAGTTATTAAATCCAGAAAGAATGATAGTGGATAACTTTATGCTATTTATAGCAAAATTAA
+AAACCTAAAAGCAGTCAGTGAATTTTTAGCACTACAAAACGACTAAATAACCACGAAAAAGTAACCATAT
+TTGTTAGTGACGTTTTACTGTTTGTAAATAATGAGTGAGCTTAGGGAAATAAAAGAAAACAAAGAAAGGA
+AAGGGGAGGGACGAAAGTGCGACTTAATTTTAACTAAGCCGCACTGATTTTGTTCAAGGTAGTTAACTAA
+GCAAACGCAAAACTTGCGCCTTCACGCACGCCACTTGAAGGCCAGCGTTGAGTGATGGTTTTACGTTTGG
+TGTAAAAACGAACACCATCAGGGCCGTAGGCATGTAAGTCACCAAATAATGAGCGCTTCCAGCCACCGAA
+ATTATGATAAGCAACGGGCACAGGCAGTGGAAAATTAATGCCAACCATACCTACCTGAATATTATCTGAG
+AAATAACGCGCTGCTTCTCCATCACGGGTAAATATACAGGTACCATTGCCGTACTCATGGTCATTACAGT
+CTAGTTTTGTAATTTTGCTGTGAGCTATAAAAACGTGTGATTTAATCAAGATAGCAAGGGGATAGAGCAT
+ATTTAACTGATTCTTGTCATATTGGCGTTATAAAGTGACAACTAATAAGATTTATTAGCTGGTTTTAACT
+TTTGCGATTGAAGAAAATAAGAGGGTTGGGTAAAGTCTAATTAATCCGTTTGGTATAAGATGAAAGTTAT
+GAAAGTTATGAGAGTGCTGCTGTGTTATTTGAAATTACCGATGTAGTGAATATTATGGGATTGTCTGCAG
+TGGCAGTCTTTGCAATATCGGGGGCACTTGATGCCGCTCGCCAGAAAATGGATATTCTTGGGTTCATGCT
+GATTGGTACAGCTACCGGTCTCGGTGGTGGTACACTTCGCGATTTGTTGCTGGGTAATGTCCCCGTATTC
+TGGATACGAGAGCCGATATGGATCATCGTCTGTTTGGTTTCTACAGCAATAACCTATTTTATCGCACCAA
+AATTGGCTTCTATAACACGCGCATTGATCTGGATGGATGCGGTTGGTATTGCATTATTTGCCGTGGTTGG
+CACTGAGATTGCGCTAGAGTTTGGTACCTCCCCTTTGATCGCCATTTGTATGGGAGTAATGACAGCTAGC
+TTTGGTGGTATCGCACGAGATGTACTTAGTGGTAGCAACCTTACACTGATGAACGAAGAGCTTTATATCA
+CCACAACTGTGGCGGGTTCAGTTATGTACCTTTGGCTCAATACCTTAAGCCTACCGGCTAATTACGATTT
+GATTGGAGGTTTTTTTATTGCCTTTATTCTACGTGCATTGGCAATTAGGTTTCATATTAAACTACCAAAT
+CACTATAGGAAGGACTAAAGGCCCTAGCCAATGTTAGTAAATCAAAGCTGATATAAATGCTAAGTAAAGT
+TTAAGGTAGGAAAAGGCAAGTTCTTCGACTCAACTGAACTAAATTAATCATTATTAGGTAATACGCTCTA
+ATTCACATTTAACAAGACTAATAAGAGTAATTGCACTAATGGGGTTATAAAGTCATTTTAAGGGCTAATT
+TAGCTTCTTAGAGCATGCTAATGCTATAGAGAGTGACTTTATTAGATTTTGCAGAGTCAATTATCCTGAT
+TATATATTATTTGAATAACTATTCTCTCAATCGATGACTTTCGTTTCTGTCTTTTCACTCTATCCCTAGC
+GGTAAGTAACTCAATAGACTTAGTACTATTTTATTCGTAGATAATATGTCGAGTAAAACAGTGATTATTA
+CTCTAACCCTAGTGTAATGGGTGTTTTTTTTATTTTACAATAGGTGTGGCTTTTGGTTCTTTATGCGATG
+TTTCTGGCGTTTTATTCAAACATTCAAGTGCGTGTGTGTGAGTGTACTACTAAATGTAGCTGCCATTTAG
+CGTAAATAGTAATAGTTTTCAATCGTTTCAAATCACTTTTATTGTTGTATATATTCAAATATGTCGTATA
+TATATTCATAAAATGATTGACTCAGAACCATTTTGCGGGTAATTTTGCCGGCCGCAATTAATAATGACTT
+TCACAATTGCATTCGTCTCAGAAAGACTCGGTAGAAGTCTGACGTTCGATGTTCAAGAAATTCTAAGTAA
+TATTCTGAAGGATCAGCAGCGCACATTTTGAACATAAAGAATATATAGCTTAATTAGCAAGCAGCTTAAT
+TAGAAAGCAAAAGAAGCTAATAGAAATAGTTTGATGAAATAGGAATAAGCAATGAATGATATGAGCAAAA
+AATCCCAAGGCCTTTATCGCGCCGAGTTTGAACATGATAGTTGTGGTATTGGCTTTGTCGCCAACCTAAA
+GGGTAAAAAAACTCACGATATTATTGAAAATGCACTCACCATGTTGAGTTGTATGGAGCATCGTGGTGGT
+ACTGGTTTTGACGTCAAAAGTGGTGACGGTGCCGGTATTCTTATTCAAATCCCACACGATTTTTTAAGCC
+AAGAAACCGAAAAATTAGGCTTTAGCTTACCAGATGCCGGAAATTACGGCGTTGGCATGATCTTCTTTCC
+GCGCGATAAAGCGCAAAGCGAAGCGTGTAGAGAAATTCTAAACCAAAATATTACTGAACTGGGCTTAACC
+TTATTAGGTTATCGTGATGTCCCGGGTGATAACTCTATGTTAGGTGCGGCTTCATTTGATAGCGAACCGA
+ACATTGAGCAGGTATTCATTGCCAAACCTGCAGCATTAACGGCTCAAGAATTTGAGCGTAAGTTATTTGT
+TTTGCGTAAATACACCTCGCATAAGATTAATGCTAGCGGTATCACAGAACGTGATGAGTTTTATGTTACC
+TCAATGTCATCAACCAAAATTGTCTATAAAGGACAATTTACCACGCAGCAAGTTCGCCAATATTATCTTG
+ACCTTCAAGACGAGCGTACTATCTCTGGTATGGCGATGTTCCACTCTCGTTTCTCAACGAATACTTTTCC
+AGCTTGGCGTCGTGCTCAGCCGTTCCGTTATATCGCCCATAATGGCGAAATTAACACAGTGCGCGGTAAT
+ATTAACTGGATGAATGCTCGTGAAGCATTGTTTAGCTCAGTTAATTTTAGCGATGCTGAATTGAAAATGT
+TAAACCCTATTTGTAATAACGATAACTCTGATTCAGCCAACCTTGATATGGCGATTGAGTTATTGGTGTT
+AAGTGGACGTTCGTTAGCCCAAGTTATGATGATGATGGTGCCAGAAGCATGGCAAACACAAACTGATATG
+GATGCAACTAAACACGCATTCTATGAGTATTATGCCTGCATCATGGAACCATGGGATGGCCCAGCTTCAT
+TATCGTTTAGTGATGGTAATGTTATCGGCGCGACACTTGATCGCAACGGTTTACGTCCTTCACGTTACTT
+GTTAACTGAAGATGGTACTTTAGTGATGGGCTCTGAAACAGGCACCTTGTGTGTTGATCAGTCAACCGTC
+GTTGAAAAAGGCCGTTTACAGCCAGGTAAAATATTCATTGCTGATTTAAAGCAAGGTCGTATCATCAGTG
+ATGATGAAGTAAAAGCACAAGTCAGCTCAGCTCAGCCTTACGGTAAGTGGCTAGCAGATAACAAAGTTGA
+ATTAGATAAATTACCAGTTCCAATAGCGTCTATTGCTCAACCGCCACTGGCAGAACTGCGTAAAATGCAA
+AAAGCCTTTGGTTATACTAGCGAAGATCTTAATTTAGTGCTTGCGGGTATGGTTGGTACATCTAAAGAGC
+CATTAGGCGCTATGGGTACAGATACGCCTTTAGCGGTATTGTCTAGCCGCCCACAACAATTGTCTCATTA
+CTTTAAGCAATTATTTGCTCAAGTAACTAACCCACCAATCGATCCGATTCGTGAAGAGTTGGTTATGTCA
+TTGCGTGGTTATATTGGTAAGTCGTTTAACTTACTCGATGAGACACCAGAGCATTGCCACAAAGTTGAAA
+TTGAACAGCCGGTATTAACAATCGATCAATTACGCAAGTTACAGTATATTGATAATAATCATCTGCAATC
+AAAAACCATTGCTATTACCTTTAAAGCTAGCGGTGAAGCTGGCGCACTTAAAAAGGCGCTTGACCGTGTA
+TGTTTTAACGCAAAAAGTGCCGTTGAAGATGGTTATGAAATCCTAATTTTAAGTGATCGTGAAGTTGATA
+GTGACCATGTTGCTATTCCATCAGTATTAGCAACAGCAGCTGTTCATCATTACTTAATTCGCGAAAAATT
+ACGTTCTGGCGCTGATATTATTTTAGAATCAGGAGACATCCGTGAAACTCATCATTTTGCTACCGTTATT
+GGTTATGGCGCGGCAGCGGTAAACCCTTACTTAGCGCTAGAAAGTATGTATGGCTTACGTGATGAAGGCG
+TACTTGACAGCAAGTTAACTGATGAAGAAATTGTTGCTAAGTACACAGCAGCAGTAGGCAGTGGTTTATT
+GAAAACTTTCTCTAAAATGGGTATTTCAACGTTACAATCATACTTAGGTGCGCAAGTTTTTGAAGCATTA
+GGTATCAACTCTGATGTTATAGATGAGTACTTTACTGGTACGGTTAGTCGAATCCAAGGATTAAGCTTAG
+ATCAAATCGCCCAAGAAGCGTTATTACGTCATCGTGAAGGTTTCCCTGAAGCGAGCCGTATTGCTGTTGA
+AAACTTATTGCCAACAGGTGGTGAATATTCATGGCGTAATGATGGCGAACGTCATCTATTTAGCCCAACG
+GTTATTCGTTTACTGCAGCATTCAACGGCAAGTAACGATACCAATCAATTTAAGCAATACGCCAAAACAG
+TTGATGATCAAAGTAAAGAAGCCTTTACCTTACGTGGCTTACTTGAACTGAATAGCGATCGTCCTTCAAT
+TCCATTAAGTGAAGTTGAACCGATTGAAAATATTTTCAAACGTTTTGCTTCAGGTGCTATGTCATTTGGT
+TCTATCTCATGGGAAGCACACACTACCTTAGCTATTGCTATGAACCGTATTGGCGGTAAGAGTAACAGCG
+GTGAGGGTGGTGAAGATCCTATTCGTTATACACCGTTAGAAAATGGCGATTCAATGAATTCGCGCATCAA
+GCAAGTAGCTTCTGGTCGTTTCGGCGTTACCAGTCATTACCTAACTAATGCAGACGAATTACAAATTAAG
+ATGGCGCAGGGCGCAAAACCGGGCGAAGGTGGTCAGTTACCTGGCGACAAAGTTGATGCTTGGATTGGTA
+AAACGCGTGGTTCAACACCAGGTGTTGGTTTGATTTCACCACCTCCACATCATGATATTTATTCTATCGA
+AGATTTATCACAGCTAATTTTTGATCTTAAAAATGCTAACCGTGAAGCGCGTGTTAACGTTAAATTAGTA
+TCAGAAGCTGGCGTAGGTACTATCGCATCAGGCGTAGCGAAAGCCTATGCGGATGTAGTACTTATTGCAG
+GTCACGATGGCGGCACTGGTGCTTCACCATTGAGTTCAATTAAACATACGGGTTTACCGTGGGAACTTGG
+TTTGGCTGAAACCCATCAAACCTTGGTACGTAATCACTTACGTAGCCGTATTACTGTACAAACGGATGGT
+CAACTTAAAACACCACGCGATTTAGCTATTGCAACATTACTTGGTGCAGAAGAATACGGTATGGCAACAA
+CAGCTCTAGTGGTTGAAGGTTGTATCATGATGCGTAAGTGTCATTTAAATACTTGTCCGGTTGGCATTGC
+GACACAAGACAAAGGTTTACGAGATAAGTTTACTGGTCGTGCTGATATTTTAGTTAACTTCTTTACCATG
+ATGGCTGAAGGTTTACGTGAAATCATGGCTGAACTAGGTTTTAAAACCATTGAAGAAATGGTTGGTCAGA
+CTCAGTGTCTTAAACAGCTTGAAAATGTTGATCATTGGAAATACCAAGGACTTGATTTAACGCCGTTATT
+GCACAAAGAAGAATCTCACGAGAGTGAAACGCTTTATCAATCAATCAATCAGAAGCATTTAATTGACGAT
+ATTATTGATCGCAAGATGATAAAAGATGCGCAAGTGGCTCTTGATAGTCAGCAAAGCGTTTCTCTTGAAT
+ATGATGTTATCAATACAGATAGAACGATTGGTGCGATGATTTCTAATGAAATCTCGAAGAAGTATCAAGC
+TGAAGGCTTACCAGAAAATACTATCAAGGTTAAGTTTAACGGCTCTGCGGGTCAAAGTTTTGGTTGTTTC
+TCAGCCAAAGGTTTGCATTTTGAACTGGAAGGCGATGCCAATGATTACTTTGGTAAAGGGCTGTCTGGCG
+CAAACTTGGTAGTATACCCAAGCAAGCAAGCTAAGTTTATAGCAAGTGAAAACATTCTAATTGGTAATGT
+TGCCTTCTTTGGCGCAACCTCAGGTAGTGCCTTTATACGAGGTATTGCTGGCGAGCGCTTCTGTGTTCGT
+AACTCAGGTGCTACGGCAGTTGTTGAAGGGGTTGGTGATCACGGTTGTGAATACATGACCGGTGGTAAAG
+CAGTAATCTTAGGCGCAACAGGTCGTAACTTTGCCGCGGGTATGTCTGGCGGTGTTGCTTATGTACTTGA
+TGATAACAAAGACTTTGCACCTAAATGCAACATGGAAATGGTTTCATTAGAAACAGTTGATACCGATGCA
+GAAAGCCTTGAGTTAAAAGCATTAATTGCAGAACATTTTGCCGCAACAGGCTCAGATGTCGCTAATGAAT
+TACTTAATGATTGGGACAATAACGTGAAACGTTTTGTTAAAGTCATGCCAGTTGATTATAAGCGAATGCA
+AGGTTATATGAATGACGTGCGCGAAAGCGGTAAGTTCGAGTCAGAATATGACATTGCCGTTCAAGCATTC
+GATATCCATTTAAATAAACTAGCTAGCGCTAAAGCTTAAGCTGCCAAGGAGAATATATTATGGGAAATCC
+AACAGGATTTATCAACGTAGGTCGTGCCTTGCCAACTGAACGCAAAGCAGGTGAACGTTTATCTGATTGG
+CTTGAAGTCTATGAAGAAATACCACTAAAAGCTGTAGAAAAACAAGCTTCTCGCTGTATGGACTGTGGCG
+TACCATTTTGTCAGTCGGCAAAATCAGAGTTTGCGCCTGCCGTGGCGGGTTGTCCGGTTAACAATGTTAT
+TCCTGAATGGAATGACTTGATTTACCGAGGCCGTTGGAAAGATGCGATAGAGCTATTGCATAAAACCAAT
+AACTTCCCTGAGTTCACTGGGCGTGTGTGCCCAGCACCTTGTGAAGGCGCTTGTGTACTAGGTATCAATG
+CTGATCCTGTGGCTATTAAGTTACATGAAAAAGAAATTATTGATCATGCCTTTAAGGAAGGTTGGGTAGT
+CGCTCAACCACCATCAGCACGTACAGGTAAAAACGTTGCTGTCATAGGTTCTGGACCTGCTGGTCTTGCT
+GCTGCAGCACAGCTTAATAAAGCTGGCCATATGGTTACTGTCTATGAACGTGCCGATCGTATCGGTGGTT
+TGTTAATGTACGGTATTCCAAATATGAAGCTGCAAAAGGAATTAGTACAACGTCGCGTTGATATTTTAGC
+GGAAGAAGGCATTGTATTTGTTACTAATACCGAAGTAGGTAAAGACGTTAGTGTTGAGAAACTTGAAAGC
+GACTTTGATGCGATAGTGTTATGTATTGGCGCCACGGTGCCACGTGACTTACCTGTTGAAGGTCGAGAAC
+TTAATGGTGTTCATTTTGCCATGGACTTCTTGAAAGCGAATACTAAAAGTTTACTCGATAGCGAACATAA
+AGATGGCCAGTACATTAATGCCCAAGGCAAAAATGTGGTCGTTATTGGTGGTGGTGATACTGGTACCGAT
+TGTATCGGCACTTCATTACGTCATCAGTGTACAAATGCTTTACAACTCGAAATCATGCCGCGTCCACCAG
+AAAAACGTGAAGAGAATAACAACCCTTGGCCACAATGGCCAAAACGTTTGTTAGTTGATTACGGTCAAAA
+GGAAGCTATTGAGATTCAAGGTCAAGATCCTCGTCAGTATTTGGTGATGACTAAGAAAATTGAAAGTGAT
+GTGCAAGGTAATGTTAAAGCGGTTCATACGGTTGATATTACTTGGGAACGCAATGACAAAGGTCAAATGT
+TCCCGCAGGAAGTTGCTGGCAGTGAAAAAGCTATTCCAGCCGATATCGTACTCATCGCAATGGGCTTTAT
+GGGTCCTGAAGGTGGGTTAGTTGAGCAGTTTGGCCTTGAGCAAGATAATCGTTCTAACATAGCTGCAGAA
+TACGATAAGTTTGCTACAAGCAAACAAGGCGTGTTCGCTGCTGGTGATGGTCGCCGTGGTCAAAGCTTGA
+TTGTTTGGGCAATTGATGAAGGTCGTCGTTGTGCGCGTGAAGTAGACAGTTACTTAATGGGTAAGAGCTA
+CTTACCTTAAGCAATTAGCGACTACCGCTATACTTTTAAAATAGCATCCTATAAAAATCCTACCGTGTGC
+ATCACGGTGGGATTTTTTTATAAATTTTTTATTAATGTATTACAATAGAAAAGGTGATGCTCGGTAACGT
+TTGATGCACTATCTCAACAATCGCTGGTTAGGTGTAGACTAAAGTTTTACCTAATTAATCAGTACCTTTC
+AGCGAAAGTGTTTATACTAGAACCAAACAATATTTTATTAATGTTGGAAATTTAACCATTGAAGAGTGGG
+AAGGGATCGCTTATTTCTTTGTTGTTTAAATTTTTGCAAAATCTTAATAAGGATCCATATGAATTTACTT
+AATAATTTAGTGTTTAAACAAAAATTAATTTTACTTGTGTTGATACCCCTCTTAGCCACACTGTATTTTA
+GTTTAAACAATTTAAATTCCTTAACTTCAAAACAAGGGCAGCTTGAAGAAATTCATGACTTGATTACGCT
+AACAGTTGCTAATAATGCACTTGTTCATGAGTTACAAAAAGAGCGTGGTGCCACTGCTGTTTATCTAGGT
+AGTAAAGGTGAAAATTTTTCTTACGAGTTAAAAGAACAACGAAAACTTACCGATAAAGCTCACACACTCT
+TAAATGCAAAGTTAAAAGTTTTCTCATCTGAGAATGACAAAGTAAATAATATTATCTTAACGGTTAAAAA
+TGGTTTGTTAAAATTAGACAGGATTAGAGCTCGTTCTGATGAACTCTCAATTTCACTCAATGATGCTATT
+GGTTACTACACAACTCAAAACCATGAAATGCTTAGCTTAGCAGAGTTCTTTTCAACGATTAGTCCAACAG
+AAACAGTCAGTAACGCCATTGGGTATTATGTTCTTTTAGAAGCTAAAGAGCGGGCTGGTATAGAGCGGGC
+TGTTGCTAGTGGTGGTTTTGCCATGGATAAGTTCACACAAGCGGCTTTCCAAAAATTTACTAGCTTAGTG
+GCTTTACAAGATAGTTATTTAGAACAATTCAGCGCTAAAGCATCATCTAATACCATAAACGCTTATAAAA
+ACAGCTTAAATAGTAATGCTGTAATTGAAGTTAATAGAATGAGAAACGTGGCAGTATCGGTTGGTCAAGC
+TGGTCCTTTCAATATTGATGCGAGTGTATGGTTTAAAAGCGCGACAGGACGAATTAATTTACTAAAAGAT
+ATTGAGAATCTCGTTGCTGATGAGTTCATTACTGACATAGATAAACTGCTTCATGAAGCAAGTAGAGGAG
+TCAGTATTAATTTAATTATTATTATAATAACGTTCATTATGACTATTTTTATTGTCTACGTTATTTTGAC
+AAATTTAATTAAGCAATTGAATGAGATTTCAGTAACGATGGAAAAAGTCACTGAACATAATGACTTAACG
+GTACAGGCAGGTGTTTTTAGTACGGATGAATTGGGTAACATTGCCAAAGGCTTAAATAAAACACTTAGCA
+CCTTTTCTAATGCCATCACCGAAATAAAAAGTAGTAGCATTTCTCTCGCCGCTTCGGCACAACAATCATC
+TGTCATTGTGAATAATAACGTAGATAGTTTACAACAGCAGCGTGATGAAACCGCTCAAGTTGCTACTGCA
+ATAGAGGAAATGTCAGCAACGGTACAAGAAGTCTCTCGTAATGCCAATGAGGCGATGTCATCAACGCATC
+AAGTAAATACTCAAGCAATAGAGAGCCAAACTGTTGTAGGCAACTCATTAGAAGCAATCAATAATTTAGC
+GACAGAAGTGTCGGAAATAGGCACGCTTATATCAGGACTGCACTCTACAACGTCAAATATATCAAATGTT
+ATTGATGTTATAAAAGGTATTGCGGATCAAACTAACTTACTTGCCCTAAATGCAGCAATAGAAGCAGCAA
+GGGCAGGAGAGCAAGGGCGAGGCTTTGCCGTAGTGGCAGATGAAGTTAGGACCTTAGCTCAACGTACTCA
+AGACTCCACTATTGAAATTGAAGAAATTATCAATCAATTGCAAAGCGAAGCCAGCAATGCAAATACTATG
+GTGGCTGGTACCCAAAAACGTGCGGATGAAAGTATTGATGGTGCTCATCAAATTGAATTATCACTGACAA
+GTATCGTAACGGCAGTATCGGATATAAACCTGATGATCGAACAAATTGCTACTGCAGCAGAAGAACAAGT
+TAGCGTCACGGAAGATATCAATAAAAATGTTAATGATATAGATAAGAAGTCTTCTGAAATAACATCGGGA
+GCACAAGATGTATCTCTGGCAGCTAGTGAGCAAGTAGAGATTGCTAATACGCTTGAAAGTCTGGCAGCAA
+AGTTTGTGGTATAGGTAAGTAGTGCAAATAAAATTTGCTTAGGAGAGAACCATTAACTTACTAAGTATTG
+GTAGTGGTTTTATCCCTAATGCCAGTATAAAGTGATTTTAAGTCAATCGAGTAAGCGTTAGAACGATCTC
+ACTTTATCGTTACTGTGACTTATAATGAATTAATAATTATGAGGAAAAGTAACGCACATTTAAAATGAAA
+TCACTAATAGTTTGTCATTTATTAATGGTAAGTTATTAGTGGATTTCTTCTATAACATCCTCATCAGTGC
+ATAAAAACTCAAATATTTTTTCATTACTATCTTATCTATTATTCGATTCTTTATGGTTGAAGGTAGAAGT
+GAATTCGTTAAAAGGGGGTAATGAGTGAAATTAACGAATAGAGAGCTAAAGTTAACCGCTTATTAAAACA
+GTAAAATCATAAAAATTTATTTAGATATGTTGTTATCCTCAGATGATATATTTCGTTAATATACTCAATT
+CCCATTCAACTAATTAGTCTTATTTCACTTGTAAATCATAATAATCAACAGTGACATATTCATTTATTGG
+AAAATAAAATCAAGTATGTTATAAGTGTTTTTGGGGTTTTATTTATTAATAACAAAGAATTAAGTTTATT
+ATATGCGAACGGACTGTACGGGTAATATTCCATTTATTTTAGGAGTAACTGGGCATCGTGATTTATTCAC
+ATCTACTGAAAACTCACCTGAAGTGCTTAAAGGTCAAATAAGACAGGCACTCTCTTTTTGGCAAAAAAAA
+ATTGGCGCTAATACTCCTCTTTGGTTATTAACGGGTTTAGCAGAAGGTGCCGATTTACTTGTAGCAGAAA
+CAGTATTAGCACTGCAAAGTGAGGGTGAAAATATACTATTACTTGCTTGTTTGCCTATGCCAGAATCAGC
+GTTTAGAAAAGACTTCGTTAATTCAGATGCGTTATCGACCTATACCAATATACTCGAGCGCATAACAAAA
+AGTGATAATAAGCTTTTTGAGTTAAAAAACCCACTTTCATCTAGAGAGTTTGAAATTGCAATTAATGACA
+ATGAATTTGGAGCGCTGCGTAACGCTTTATATTTGAATCAAAGTCTTTTTGTTGCTAAATATTGTAATGC
+TTTATTGGCTTTATGGGATGGACACCAAAGTAAAGGTGCCGGTGGCAGTGCCGATGCAGTGCAATACAAA
+CTTGGTAATACACCTTCTTGGCCAGATAATATTATTGTTGATAAAAATCTATTGCCAGCCTCTGATTTTG
+ACGGTCAAGTTAGCGGTGTTGTGCACCATATCCTTGTGCCTCGAAAGACAGACTCGTCGAAGCTGACGGA
+ATTAACCGAATTTACGTCAATAGAAGTTGGCATTGGTAAACTTTATTCTTCAGTAGGGCAAACGAAGGGT
+AAAAATATACTAAATGATCTCATAGTGCATGAGTTTCAGTTAATGCTCGATGAAATGACGTTTTATAACC
+AAATAGCGCAAAATCATCCTGTTAAATCGAACATTCAAAGTGATGGATTGAGTAGTACTAATGCCATTTT
+TGAAAAATCTGATGCCATTGCTATTGCTAATCAATCTAAATATAGAAATATAGTTAAAGCGTTTTTTAGC
+ATCATCACCCCAGGTTTTATTGCTTATGAGCTTGCGGGTAACTACATCAACGAACTGAGCGGTGTGTACA
+TACTTATTGTTGTTTTACTCGCTATGTTAGGTAGTGGGTTACTTATTAAATATGTGAGAAAAAATAATCC
+TAAATGGCAATATCAATTAGCTAGAGGGGTCGCTGAAACAATTCGAATTAGAGAGTTTCTAAATCTCGCT
+GATGTAGCGCCGACTGCAGAGCCATTAATTCCAAGGCGTTATCGTGAAAATTTACCCTTGTTAAATCATG
+TTATTCAACTTACAGAAATCCAGTGGTGGGACAAAAACTATCAAAGTAGTCCTGAGTCTATTAAAAGTAT
+TTGGCTAGATGAACAAGTGAAGTTTTTAGACAGTAGACTTGTATTATCTGCCAATTCAGTCAGTGAACTA
+TTATATAAACGGCCACGATACGCTGCTCATTTATGCAGTAAAATTGCATCCTTTAGTTTTTATACTGCAG
+TGGTGTTTGGTCTTATTTTATTGATGAATTTGAGTCTATTTTATGTTGTCGGTTTTGATTTTTTCAGTTC
+ATTTAACGGCGCACTAATGTACATAGTGCAATATGGATTGATGCTAGCGGGTATCGTTGTGCTATGGAGT
+GAAATTGCAGGATATGAGTCCACTACTTTAGGTTATAGCAGTCTCAAAACTTTATACGAGCGTGCGACAA
+CACTGTTTGAAGAAACACCGGACAAAAGCAGTAAGAAAATGTTACTTGAGTTAGCTAAAGAAGCTGTATT
+TGAACACGTCACTTGGACACGTTCAGAAATGGCTAGCGACTTGAAAGAAAGATAAAAATTTGAATTAAGT
+AGTAAGGAAAACTAATTATGACAACAGAAAAAGTAAGCTTTTATCAAACACTGACTGATGATGAAATTGC
+TAAAGAGATTGTGAGGGAAGAACGTTTAGATAATAAATATAGATTAGAGTGGGGTGTAGATTCAAGCTTT
+ACTATTTACTGTGATGATGAAGATGAACAAAAAACGTATACCCGCCACCTTGAATCCATAATTGGTGTAC
+TACCACTAAAACATCCTAAAAATGAAGGCTGTTTTGTGAGCATAGGCTTAGAAAATAGTTTGCAAATATC
+CTTAAATCAGGGACCTCATCTGAAAACATTGATCGGCCACGACGAACGAGTTCTCGGCTTGATTGAACTT
+GATGACGGTAACTTGGTTTCTGCTAGTACGGATGGTTTTCTTCGCTTTTGGAATACTAAAAATGGGAAGA
+TGCTTAGTGAAATAGAAACCTCACTTGAATCATTAGAACAAGTTAAGTTTTTTCTCTATCACGATATCGT
+GGCAATCAAAGAAAATAACTCTGTGAGTATTTGGAAATTTTCAGGTGAACAATTAGTACAGCTCGAAGGT
+CAAAAAAAGCAACTGCAATCAGCTCATCAACTATCATCGGGCAACTGGCTAATCTGGACAGAAAATACTA
+AGCCAAGTCTATGGACAGGTGAAGGGAAATTAATTAAAACATTTTCTTTCTCCTTTCCTGTGTTCGGAGC
+ATATTGTGAACTTGAATCGAAGCAACTACTAATTAAGCGAAGTGATTCGATTATTTCATTGTTCGATGAA
+AACGGCACTTTACAAAGTGAACATCAAAACAATAAAGGTGTTGTCGACTTATTTGATCAATTAGCAAAAG
+GACTTCGAGAAACTGAGCAGTTTATAAGTAATAATCCAGATGTTAGCTACTTTCAGCACGCTAGAAATCT
+ACTTGCCTCGAAAAAAAGCTTATTTCGTGCCCACGATGAGTTAGAAAAACAATCCTTAGATTTTGAAGAT
+AATGCGACTGAACAAAAAGTTTGGAATTTCTTTAGCCGACCTATATTTGAAAAAATTAAAACGGCACTAA
+AATCAGTAATTAAAACCGCTCGCACTAAAGAGAAAGTACTCTTAACCTTGATTGAAGAGGGAGATACAAG
+AAAAACTCGTTATATATCCAAAAGAGGTACTTTTGGTGCCATGGCCTGGGTTTTCATTGTCTTAGCATCT
+ACTGCTGCAGGAGCGGGTTGGTTTTTATTACAACAACCAGGCTTACTTGAATCTATGGTGTCAGAGAACA
+GAGATTTATTGAGTATTGCTCAACAAAAACCGGAATTCCTTGTCTACATACCTGCGGTATTATTGTCTGT
+TTTTTGGTTGTTATTTTGGTCTAAATCACGAAAGCATAATAAAAATGCTAACCGTGAAAGCAACAATTTA
+GCCGTGCTAAATGTGTTGTTACCAGGATATTATCAACTGATTGAGAATATTAAGAGCTATCGAAAAAAAT
+TAACAAGTCAAATACCTGTATTACAGGAAGGTAGTAGAGATCTGTATCAAGGACAATTCATTCAAGCCCA
+TATTGATGAATTAATCAGTGGTAAAATTCAAGAATTGGCGATGAATGAATGTGGGTTAGATAAAGACGAT
+ATTATTTATAAAGATCAAGAACCAATTATTTTACCAACATTTAGTTTAATTCAAGACAAAGAAAGACGCT
+CACAAGTTGCGAGTAAACTTGTTTTTGAAAATGAATATTCATTCTGGCCGATCAAAGGCGGTACGCTAGT
+AAGTGCTGTGCAATTTATTCAGTACACTTTCTTAACAAAAGATAAAATTGATGTGTTCACTACTTATTAC
+GATTTTATAACTAATAAAGCAGTCGGTAAGGAAGCAAATGCCTTTTATTACAAAGACGTTACCAATATTG
+CGAAAAAAGAAGTGGATCGTGATGATTTCTGGGAAGATAAAAGTAAAGACATCTCAGCAACTGAAATTGT
+TTTATCAGTTGCTAGTGGAGAGAAGATTCGCTTAACTATTTTAAATGAAGAAAGTTTGTCAAAAATACAC
+CAACAGACTAAAGATGTTGAAACGATCAGCCCTGAAATGTTGATGCAAAAATTAGAAGATGAACGTATAA
+GCATTGAAGCTGATGACGACTTATCTGATGAAGAAAAAGAAGATGAGTTAAGAGTTGTTGATGGTCGTAT
+AGCCGAAGCGAAAACAAGCTTATTTGAATTAGATTCTAGTCAAACAAGTAATAAAGCTGATGAAGCGATT
+AAGAATATTCGCAATCAATTACAGCAACACAAAAAGGAAAGTTAATGAGCAAAGTATTTATCAGCTATAG
+CTCATCTGATAGACCTGCGGTAAAGCTATTGAAAGAGGCTTTAGAGCAACTTTCTTATGATGTTTGGTTT
+GATCAAGACGCTATATTACCCGGTGGTTATTACGCAAAAGATATTGCCACGGCGTTAAAAGATATTGATG
+TTTTTGTACTGATGACAAGCGCCAATTCAATAGGGGATAAAGTAAATAATATTGCGGGATCCAGTGAGGT
+GGCTAAAGAAGTCGTTTTAGCACAAAGTTCTTCTGCGGTTATTATTCCCGTTAAATTAGATGATTGTTGG
+ATGGAAACAACCACTCATGATGAGTTTACTTATTTATTAGCCCGAACGCAGTGGCTGGATGCGGGTTACT
+GCGACTCACCGACTGATTTTATGGATGTTGCCAAACGGATTGATAGTGCCTTAGTTTCGGGTAACTTTAA
+GTTTAATCATGATACAACACTTGATGAGATCGATAAGTTATTGAAGCAAGGCTTCTTTGGGCAAGCAACA
+TCACGAATGAATGCTAATGCATTCCCTGATATTGCGAGTGATAGAGTTGTATTGATTAATTCAATACTTG
+CACTGTCAGCACGGCCTATATCAAGTCTAAGTAAGATAACGGTTGATAATTTAGTACGCGATCTTGTTCA
+GATTCGTAATGAAAGCGTTAGACCTGCAGCTCTTTATTTACAGGGTGCTTTGTCAACATTCTATTACCAA
+ACGAATGCTGTCTATGATCCAACAGGTGGGTTAGTTGCTCTTAAAAATGAAGCTTCGACTCTTGGTCGAT
+TAAAAGCTAAATATGTAATGTCTATTGCGCACTTATTACCATCAGTTAACCAATACTCTTTACAGTGGTC
+GAAATAATCGACTCTTTGTAGGGCTGATGTCTGGAATAAAATGAGCTCAAATTTATTTTGTGCAGTTAAA
+TTGGTATCAGTTAAGGTTATAGCCTTAACTGATACCTTTGTAGTAGGTAGTTTTTGCGAGTCTTAGCATT
+GTAAGGCTTACGCCAGCGCCAAGTGTTATTGCTTCTCCTATATAATCAACGGCCGCATCTCCTTCTCCTC
+TTAATACATGTAATTTGGCTAATAAGATTGTTGAAGGTAAATGGGCCGGCTCTCCTTGTAATGCTTTTTC
+ATAGCTGTCGGATTATTGAGCGATAACTAGAGTCGGAAAAATTATTAAAAACTAATTTAAAAATATGCGA
+TAAAGGTATATCTAGTTTGTGTTATTGTTTTTTATTTTTTAAATCTGCGATGTGAAGGATAATGTGAATA
+TATTTTTAATACTGTTAGTCAAAATTTTCCCACTATACATCAATGTAGGTTTAGGCTTTTTTGCGACAAA
+ATATTTGGATGTTCAAAGACATAGTGTTGCTGCTCTTCTTATTTATATCATAGGACCTATTGTTGTATTG
+TCTGCAACAATGAGTGTAGAAATTAATGCCAGTGTTGCCTTTTTACCCATTTTTTTATACATCTTCGGTT
+CTATCATTGCCTTCGCTACTTTGTTCATTTTTGGAAAAAATTGGAATGACCCAACAGGGAATATTTTAGC
+TTTTTCAAGTGGAACGGGAAACACTGGTTACTTTGGAATACCGCTTGCTCTGATCTTTTTCGATACAGCT
+TTAGCGAATATATATATATTTACGGTGTTAGCTTCTCTTTTATATGAAAATACTACAGGATTTTATGTCA
+CTGCAAAGGGCAATTTCACCGCTAAACAAAGTCTTGTTAAGATAATTAAACTGCCAATTCTGCATGCTTT
+TATTGTAGGAATTACATTGAACATCATGGGAATAAAGCTTCCAGAAGAGTTAACATTTTACTCTGATCAA
+TTTAAGAGCTCCTATGGGATTCTAGGAATGATGATGTTGGGGATGGGGCTTCATGGTTTTAACAAAAGTG
+AAGACTTGGATGTTAAATTTATCAAAATATCTTTTATCATCAAATTCATTTTTTGGCCGGCTTCAATTTT
+GGCGCTTATTTACCTAGATAAAACATTTATTCAATTACTTAACGAAGATTTATACAAGGTACTGATTCTG
+TTTTCAATTGTACCACTTGCAGGCAATACCGTATCACTTGCTGTCTTATTAAATGCTAAACCAGAGAAAG
+CGAGCTTATCGGTGTTTTTAAGTACCGTACTATCCATTTTATTCATACCATTAGCATTGTATTTATACGG
+TGGTTTTTAAATTTTTCAAGGTTCCTCAAATTAAAACTGCTCATGGGATCAGCTAAGTTAAGATTATTAT
+TTTCAGTTTTACCCTAACACCAACAATTATATATTAATCGACGGGTGTAACAGGGAAGGTATTGCTGTAA
+ATTAGTCACTTGCTTACTCTCTTATACGAATCACCATGACATCAATTCGCTTGACTCAATACTCACACGG
+CGCAGGCTGTGGCTGTAAAATTTCTCCATCGGTACTTGATGTGATGCTAAAGTCATCACTTGCTTTACCC
+GTGAATGACGCACTTTTAGTGGGTAATAGTACTAAAGACGATGCGGCCGTTTTCGATATTGGTAATGATC
+AAGGTGTGATTTCAACCACTGATTTCTTTATGCCCATTGTTGATGACCCAACTGACTTTGGTAAAATTGC
+TGCCTGTAATGCCATCAGCGATATTTATGCCATGGGCGGAAAACCGATCATGGCGATAGCTATTTTGGGC
+TGGCCAGTCAATCTTTTAGCACCTGAAATTGCCCAACAAGTACTTGATGGCGCTAGAGCTATCTGTGCTG
+AAGCGGGTATCCCGTTAGCAGGCGGTCATTCCATTGATGCGCCAGAGCCTATCTTTGGTTTAGCGGTTAC
+GGGACTAATTAATAATGCGCACATTAAGCGAAATAATACTGCAGAGGTTGGCGATCTTCTGTACTTAACC
+AAGCCATTAGGTATTGGCATTATGACCACGGCTGAAAAACAAGGGAAATTGTTACCTGAACATGCGCAAC
+TAGCACCACAAGCGATGAAGACCCTAAATGTCATTGGACAGAAGTTTGCAGAACTAGAGGTAGTTACTGC
+TATGACCGATGTAACCGGTTTTGCACTATTAGGACACCTTTTAGAAATGTGTCAGGGCAGTGGGGTTGCT
+GCAGTTATTGATTTTGAGCAAGTACCGCGTCTTGATTTCGTCAATGATTACATTGATCAAGGTTGCGTAC
+CTGGTGGTTGTGAGAGAAACTTTATCAGCTATGGCGAGCATGTTGGGCCGTTAAGCCCCAAACAAAAAAT
+ACTTTTGTGTGACCCTCAAACCAGTGGTGGTTTACTTGTGGCAGTGAAACCACAAGGCAAAGAAGCTTTT
+GAAGCGTTATGCCAAGAGAATGGTCTTAATCTACAACCTATTGGTGAACTCGTGGCGGCAACTTCGCCTA
+CAGTGAGTTTGTTGTCATGAGCATAAATACCTCTGGAAAAATCACCTCAGCAACAGAGCGCGCCGATAGT
+GCTGATTTTCGCACTATCATTCGAAATAAGATCCCGTTAATGGATGTACGTGCCCCCGTTGAGTTTGGCA
+AGGGGGCTTTTGACCTGTCCATTAATTACCCCTTAATGAACAATGATGAACGAGCAGACGTTGGTATTTG
+TTATAAACAAAATGGCCAAGAAGCTGCCATTAAGTTGGGTAATGCGCTAGTTTCAGGACAAAGTAAAGCC
+AGGCGATTGACACAATGGCAAACCTTTGCACGAGAAAATCCACAAGGTTATTTATATTGTTTTCGTGGCG
+GTTTACGTTCACAAACGGTACAACGCTGGTTAAAGGAATCAGGAATTAACTATCCACTCATTACAGGGGG
+ATATAAAGCACTGCGTCAGTTTTTATTGAACGAACTTGAGCAACTAGCGTTACACCCTTTAACTATTTTA
+GCCGGTAATACCGGTAGTGGAAAAACGCCTTTTCTGGCCCATTGTGCAAACAGTTTAGATTTAGAAGGAG
+CCGCGGGACATAGAGGTTCGAGTTTTGGCAGCTTTGTTACACCGCAATCAAATCAAATAAACTTTGAAAA
+TAAACTGGCTGAACAATACATCAGGGGTGATTTTTCTTTAGAGCAAAGGTTGGTCTTAGAAGATGAAGGC
+AGATTAATTGGAAGCGTTCATTTACCTGAAAGTTTACGTAACGCTATGACATTAGCACCACTCGTGGTGA
+TTGAAGAAAGCTTAGAGTATCGACTTGAGCAGATATATCAAGAATACATCATAAAAATGACAGCCCAATA
+CCAAGCTGCTTATGGCGTTGAACAAGGTTTTACCGCCTTTAGCGAGTATTTGGAGCATGGCTTATTCAAG
+GTACGAAAACGCCTTGGTACCCAGCGTTATGGGCAACTAAAGGAAATACAGAGTACGGCCTTAACTCAGC
+AGAACAAGGGTCAACCACAGTATCACTTGGATTGGTTAAAACCATTACTCAGCGAATACTATGATCCTAT
+GTATCAATATCAATTAGGACTCAAGTCCGACAGAGTTATTTTTCGTGGTAATAATTCGGAATGTTTAGCT
+TTTTTGCGCGATTAACACAATCCTTAAAACCCGTCTTATATGTTATATCCGTTACCAATCAAGATGAATG
+TTTCAGAGTGCGAGAGCTATTTCAATTCAAAGCGCTGTGATGGATTAACAGGGATAGAACATTCATTGTT
+CTTGCAAGAACTTAGCTTTTAATTTATTGATAAATAACCGTAGGACTAACGGTAACTGTTGCTGATAAGA
+ATGCACCGCATAGACATTTCTTGGCTCACCCAAATAATCAGGTAGTACGCGTTGCAAAGCACCTGATTGT
+AGTTCACTTTTAATAAAAACTGACGGAATTAAACAGATACCCGCACCTGTTATTGCACTATTGATAGCGC
+TGGTTGAGGTATTCATTTTCAGATATTTCAAGCTACTAAAAGTAATCGCGTTATTATCATTTTTAGTCAG
+AGAAAAATTATGTTGCCATGGCAGCATAATTAAATTTTGTAGTGATAAATTTTGCTCATTAATGCCTGTA
+TGTTTAGCCAAATATTTTGGCGATGCAACTAACACACTTTCTAATTCCCCAATCAGTATCGCATGATACG
+AACTATCTTTTTGTGGTCCCACTGAAATGGCCAGATCAAGCTGATGTTTAAGTATATCTAAACGTTCATC
+GGTAAAAGTAAGCTCAGGTGTAAGTTTGGGGTATTCATCACATAACTCTGTAATGATTGGTGTGACTAAA
+GACGCCTCAAAAGCATGTGGAGCCGTTATTGCAATACGGCCCGCTGGTGCGATAGCACTCTCTTGTATTT
+CATCTAAAGTGACGGTTAATAACTCAAGTAATTGCTCACTACGTTTGGCAACTAACTGTCCTGTTGGCGT
+CAAATTTAAAGTACGGGTACTCCTATTGAGCAAACGAACTCCTAAGGCTCGTTCAAGTTGACTGACATAC
+TGACTAATTGCTGACTTAGTATGCCCTAGGCTATGAGCCGCTTCTGTAAATGAGCCTTGTTTAAGCACTT
+CATCAAATACTAACATTTGGTAAGCTAAACGCTTCTGTTCACTTTTATTGAACATTGTTTTCATCTTTTG
+GCTAATTATCATTCTTTAGAATAACAATAAAATGATGCTTCTGAAATAACTAAGAGATAAAAAATGAATC
+AAACAACATTAAACACTATTAGAAATTACGTTATGCAAGCTAGCGCTCAGTGGATCTCTGATTTTAATCA
+AGGGAATGTCCAAACATGTATTAACCGATATTTACCCAGTGCAACGATGCAAGTTCATCCCTTCGGAAAA
+TTCACTTCAATAGAGGCAATTGCTGATTTTTGGCTCGAGTTTGCCAAGAGTAACCCAAGTGACTTAGTTT
+ATCGAAACATTGAGATCAAAGTATTAAATGACCGACAAGCAGTACTTTCAGCGAATTGGCGCATGAATAT
+TGCCAGTGGTTTTATTAGTAAAGAGTTGTGGACTCTGGCAGAAGACGGTCAGTGGTACCTTGAAGAAGAC
+GACTTTACTGTTTTAGCACAGCATACAAAACCTGTTGACGATAAAAGAACGGCTTTAGTCTTGGTTGATC
+TACAAAATGATTATTTTAGTGGGGGTCGTTTTGAGCTTGATAATACTGATTCTGCAGCCAAACAAGCCAG
+TCAATTATTAGCACACTTTAGACAAAAAGAACTGCCTGTTATTCATATGCAGCATTTATTTGAAGAGACT
+AATGCCGCCTTTTTCAGTGCAAATACAGTAGGCGCTGAAATTGAATCAAGTGTTAAACCTACTGCAAATG
+AACCTGTCATTATAAAGCATCAAATAGACAGTTTTATTGAGACAACATTGGAACAAACATTGGTTGAGTT
+AGGTATAGATAACTTAGTCATAGTCGGTGCAATGGCACAAGCGTGCGTGCAAACACTTTGTCGAAGTGCG
+GTCAATAAAGGTTATAAGTGCCAGGTCATCTCCGATGCGATTGCTGCACCTAAATTAGAATATCAGCAGC
+ACAGCTTTACTGGAGGGCAATTGGTTGCAGCTAACTTATTATCATTGTCATTTGGTGGCGCTGATATTAC
+TGATACAAAAGGATGGTTACAAGAAAATAAGTAAGTCATCGATTATAGAGTAATAAAAGAGTAATTATTA
+TTCAAAATAAGTACTCTTTTTATTTACCAACGCATGAGGGGGAGCTTCTATATACCTATTGCATGACTGA
+AAGTAATTACTTTAGCCTGTTACTCAATTACAATAAATTCCATAGTAAGTATTTTATAATGGATTTATAT
+GTCAAATTCGCACTGTATTCACTGCCAACACATAGTAAAAGGCACATGTCGTATTTGCCCTATGTGTGGT
+GGTTCAATGAAACAAGAAATAGAGAATGAAAACCGTCAATGTCCTCGATGTAAAGAACCTTTAGTGGTTT
+TTCAGTTTAATCATTATCAATTAGACAAGTGCACAAGCTGTGAAGGTTTATGGTTAGAGCCAGATAAATT
+CAAAGTATTAACCAGTGAATTTGACGTTTACCGTGATGATAATTCGGAGCCAAATTTTCTTAGGAAACCA
+ACGCCAAAAGCTGAAGGGTATTTACCTTGCGCTTGTTGCGATAAATTAATGTCCCGAAAAAACTTTAAAG
+CTATCTCTGGGGTGATTATTGACTCCTGCATTAGTTGTGGCATTTGGTTAGATAAAGGAGAGTTAAAACA
+GATCCGTAGTTTTATTGCCAGTGGTGGATTAGATCGATCACAAGACAGACAACTCGATAAACACTCACAA
+CAAATTCAGGCGTTAGATGATCGTCTTTCTGATGTTGAATTAATGGAAAGAATGTTAAATAAATATAGTT
+TGAAACGCATCTTTTTTAGAGGTTTTTAAATTCAATTAGCCCAGAAAATTTTTGTCTGGGCTAACTGTCA
+TTATGGGTTTTTTGTTTTCACAGCCCTATTGTACTGACTATGCTTAAATTATTTTCTTTGCTTAAAGTGG
+TTTTAATTCCCACTGAAATCCTGCACTTTTAATTGTGACGGGTATAAATCTCAAGTAGTCATGTATCACA
+ATTGCGACTTACTACAATTAAAACTGTGCCGAAATTGGCACACCTCTTCATGTTAAAATAATAAAATTAA
+AATAAAATACATTAAAATCAAAGTATTATATCTTACCTCTACTGTGGCACAAGACTTGTAATAACTAATC
+ATCTCATTTACGAATATAAGATGAATCATGGATATACAGAGAGAAGCCGTTCAAAAACCACTTTGGAAAA
+AATATTGGTTTGTTTTACCAGTATTTATTTTACTCATCGGCACTTATTCATTAAGAAATGTTTTAGGTAA
+CGCCTCTTACTTTATTGAACGAAGCGCTGTTGTTACTGCCAAGGTAGAGCAGGGTGATTTTCGAGTGAAT
+GTACGTGCAACAGGTGTTTTAAAACCACTTAATATTCGTTGGGTATCTTCACAAGTTTCAGGTAGAGCAG
+AGCAAGTTCTTGTTAAAGCAGGCGCAAAAGTCAATAAAGGTGATGTGCTTGTACAATTATCTAACCCTGA
+ACTACATCGTAATTTAGAAAAGGCGCGTTGGGAACTCGAAGCAAAAAAAGCTGAAAGTCATGTTGCTTTT
+GTGATGCTAGAATCTCAGATGGTTGATTTAGAAAATTCAGTATTGTCCGCAGAATACAGCTATCAATCAG
+CGAAACTAAAACTTGATGCAGAGACTGCATTATTAGCACAAGGTAATGCGACAGTTTCTGCGCTTGAATA
+CCAAAGAAGCCAATTAACCGTTAAGCAGCAAATGCAATATTGGCGCGCTCAGCAACAAAAAACTGAAAAA
+ATGAAAGCGAATATGGCGGCAACAAAAATTGCTCAACAAGCCCGTATTGGTTTAGTTGAAAATAATTATC
+AGCGGGTGCAAGAGCAAGTCGCAGCGCTGCAAGTGAGATCATCTACATCTGGTGTTGTTCAACAAGTATC
+ATTAGAGCTCGGTGAACGTGCTCAAGTGGGAGATAGTGTTGCTTTAGTGGCTGATCAAAATACTTTGTTT
+GCAGAACTACAAGTGCAAGAGGTTAGAGTAAGAGATATTGCCCTAGGCCAATTGGTGACTATTGATACTC
+GCACCACTGAGATTATTGGTGAAGTGACGCGTATCGACCCAGCGGTAAAATCTGGCATGGTGTTAGTTGA
+TGTTAAGTTAATCGGTGATCTACCAGCAGAAGCTCGTCCTGAATTAACAGTTGATGGCTTAATTGCCATT
+AGCAATATTGAAAATGCTTTATATGTAAAACGTCCTGTTTATGCGCCAAGACATACTAAAGTTGGCCTGT
+ATAAACTGAGCCAAGATCAGCAATTTGCGAGTAAATATTCTGTTGGTTTAGGTCAAAGTTCTGTGAATAA
+AATTCAAATTATTGATGGTTTGATGCTTGGCGATGAAATTATTATTTCAGACACGTCAAGCTGGCAAGAA
+CATCAAGAGATTAAGATCAATTAATGGTCTATTACCAATAATACTTAATGAATTGTTACTCAATACACAC
+TACTCAAAAAATGAAAATCAGCAGCAAGTAACTTGCTGATACGATATGGGAATAATTATGACTGCACTTA
+TCACCTTAAAAAATATTAGCAAAAAATTCTTAACTGAAGAGATAGAAACGCGGGCTTTAAATACTATTAA
+CCTAGAGATTAATAAGGGGGAATACCTGTCACTCAGTGGTCAGTCAGGTTGTGGTAAATCAACCTTACTC
+TCTTTACTAGGATTATTAGATGCACCTAGTTCAGGACATTATCATTTAGCAGGTAGTGATGTTTCAGCTT
+TAACACGGGATCAACGAGCAAAAATACGCAGTGAACAAATAGGGTTTGTTTTTCAATCGTTTAATTTGAT
+TTCAGATCTCACGGTATTTGAAAATGTTATGTTACCGTTGACGTATCAAACAGGAAAGTCTAAAAAAGCC
+ATTGAAGCTAAAGTGAATGAAGTATTAGCGAAAGTAGAAATGGGACATCGTAAAAATCATTACCCTTCAC
+AATTATCTGGCGGACAACAACAGCGTGTTGCCGTTGCTAGAGCCTTAGTTAATGACCCTGCAATTATTCT
+TGCCGATGAACCAACAGGTAACTTAGATTCAAAAAATGCCGAGGCAGTTTTACAGCTATTCGATCAACTT
+CATCATGATGGCGCAACTATCTGCATGGTGACCCATGATCCCTCGTCAGCGAAGAGAGCGAGTAGGTGTT
+TAGAAATGTTTGATGGGCAACTGATCAAAGACAATATCAATCATGATCGTCAAGTAACGCTTAAACCAGT
+TGAATTGGCTGCGGGCTAAACCTTAGGAGAAGTACCATGTCGATGTTAATAGATATTAAATACGCTTTTC
+GCTTGTTATTTAAAGCGCCTAAATTTACTGCGATGACCTTGGGGGTATTAATCGGTGGATTATCGATTAG
+TTTATTCACCTTCTCATTTTTATATACCATGGTTTACAAACCTCTACCAATACCTGAGGCTGAAACGGCA
+AAAGCGATTACTGTTGAATTTGACGGTAACTACAACTTAATCACGGGTTATGAATATAACAATGTTAAAG
+AGAGTGTAACCAGTTTTGCCGAGTTTGGTGTTTATGATAATCGTAATATTCGTTTGTCTGTTGAACAATC
+AGGTAAAGATATTTCAGGAAGCTATGTCCAAAATGGTTTTTTTGAGTTCAGTCGTACTGAACCTATTTTA
+GGTCGAACGATACAAACCCAAGATAACAAAATAGGTGCATCGCCAGTCGCATTAATTAGCTATGAAATTT
+GGCAGTCTGAACTTAATGGCGATGAAGGTGTTTTGTCAAAAAGCCTGATGCTAAATGGGGTGATTACTGA
+TGTTATTGGGGTTATGCCAAAAGGATATCTATTTCCTAATACTTCACAAATTTGGTTGCCACTGTCTGAC
+AGCGTTTTTAATGCTACCGCAGAGCAAAGTGAAAACTATTTTGCCTATGGCCGAGTTAACGCTGGTACCA
+CTATTGAACAAGCTGAATTGGAGTTGGGGCAAGCCATTAACCAAGTTTATCAACAGAATGTAGCATTATA
+TAACATGCCTGAGTTTGAAAAAGGCGCGAAGCTGATGTCATTCCAAGCGGCGCAAACCAACGGTCAAGGC
+AGTATTGTTTTTGTCTTTTTAAACGCCATTTCATGGTTGATTTTATTACTTGCTTGTATCAACGTCGGCA
+ATTTATTACTCGCTCGTACCATTGAACGTCAAAAAGAAACCGCTATTCGCGCTGCTTTGGGGGCAACTAG
+CTCTCGCTTAGTTAGCCAGTTAATGTGGGAAGGCGTTATCATTTCAACGGTTGGTGGCATTTTGTCATTA
+CTATTGGTTGGGGCTGCTTTAGATTATACCGAAATTGCTTTTCACTCGTGGATTCCAGGTGGAGGTTCCT
+TTTGGTGGCATTGGAGTATGGATCTACAAACGTTGTTAATGGGCATTGCATTTACCGTGGTTACTATTTT
+ACTGTCAGCTTTTTTACCGGCATGGCGCTCTGCAAATCAAGACATTAATACCACATTAAGAGATGGAACC
+CGTGGTGCTCAAAGTAAAAAAGCAGGCAGGATTTCTCGGATATTAGTCACTAGCCAAGTCTTTTTGGTCG
+CCACTTTAATGTTAATTGGCTCTGTTTCTGCCTACATATCACATAAATTGATTAACCTTGAAATGGGCGA
+TGATTATAGCTATGTGATGTCAGCAAGAATGTCGATACCTGAAAATAAATACCCAGAGCCTATGCAGCAA
+TTAGCATTATTTCAATCGTTAAAAGAAAACATTGAGCAACATCCTCAAGTGGTTGGTGTTGTTGCAAACG
+ATTGGCGACGTCAATCGACAGTGACTCTAGAAGGTAAGGATTATGCCTCTGAAGAGAGCAAACCTAAAAT
+TGATACGATTACGGTTATTGGTGATACCAAAACAGTGGGTATTGACTTAGTCGCAGGGAGACAATTTACT
+CACCTTGATAAGTTGGGTCACCGTAAAACGGCTATGATTAGCCAATCTATGGCTAAACGTTATTGGCCGG
+GAGAGTCTGCTTTAGAAAAAAGTTTTCAGGTGAAAATAGATGATAAAAATGAAAAAGTTTTTATTGTTGG
+CGTTGTTACAGACCGTCTTAATGCTTCTACTATGTTTGCTCGATTAGATAGTGCTGATGAAGTTTATGTA
+TCAGGATTACAATTTATCAATAGCTTCCAAATTGTTTATTATCGTACTTTACCCAATACGCAAAACGCGG
+AAGAAATTTTCTATCAAGCCATGTTTGATACCGATCGCTCTATTGAGATGACATATTCGGTTCAATTAGC
+GAGTAAGAACAGAAACATGATGCGAGATTCAATGGGCTTAATGTCGAATGTAACCTTTGGTACTGGCTTC
+TTTGCTTTATTATTGGCCATGGTGGGTATTTATGGCTTAACGGCAAATTCAGTGGCTCAGCGTACCCATG
+AAGTAGGTATTAGGCGTGCTGTTGGCGCTAGTGATAAAAATATTACACAGATGTTTTTAAAGCAGGGGGC
+TCGTCAGTTAGTTATTGGTTTAGGCTTGGCGGTGGTACTGTTTGCTTTAATCTCTTTTGGTTTTCATAAG
+TTTACTGAAGAAATATTCCCGGTATACCTCTACTTTGGCATTGCTATTACGGTAGTTTCGGTGCTTTCAG
+TCATTGTTATGTTGGCAATTTTTGCACCAACCAAACGTGCCGTTAAAATGGAACCGAGCATAGCGTTACG
+CTACGAATAAAGCTGTATACCCGTTACCATTCAAAGTGCAGGATTTCAGTGGGAATTAAAATGACTTTAG
+GCAAGGTAAATAATTTAAACACCATTCTATGTTTTGATTATTTAACGCCGTATAACGTCATTTAAACCCA
+TCGAAGAAGCGCTTGAGCAACATAACTTCATCGTTGCTGTGATTTATAATGACGCTACATGGATGGTGTT
+ATTAGAGAATGCAGGAGCATATTCTCCTGAATTACCATTATTTCATCACAGCGCCTTGAATTGAAACTGC
+TCAAACACTCTGAAACATGCATCTTGATTGGTAATGGGTATAGTCATCTAATTCTTGTGCCCTTACTCGA
+TATTACTTACAGTGAAGACATTACCTCGGAAACTTAATTACTTATGAATAAACGCTTGTGAATAAAAAAA
+TACTGATCGCAGATGATGATATTAATATCATTGCCAGTTTAAAATTTGTTTTAGCTGATGAAGGCTTTGA
+TATTGTGGCGGTCACAACGCCACAAGCGGCTTTAGAGAATTTAAAAATTCAGAGTGTTGATTTAATTCTG
+CTTGATATGAACTTTCAGCAAGACACAACCTCTGGTGCTGAAGGTGTTCAATTAGTGGAAGCAATCACCG
+AACTTGAACTTAATGTTCCTATTATCGTGATGACTGGCTGGGCGACTATTGATATTGCTGTTGAAGCCAT
+GCAAGCTGGCGCAAAAGACTTCATCCAGAAACCGTGGAAAAATGAACGTATGCTCAGCGCAATTGACAAT
+CAATTAGCGTTAGCAAAATCAGATAAAAAAGCCCAACGACTGAGTCAGCAAAATCAGCTACTTACCTCAC
+AAGCCCACCCTGGTAGTCGTGCAGGCATCATTGCACAGTCTCAACCGATGCAAGAACTATTGTCGACCCT
+TGATGACTTAGCTAAAAGCGATATGAGCATTTTATTAACTGGTGATAATGGCACCGGTAAAAGCATGCTT
+GCAGCTTACGTACATAGTGTTTCTAGTCGAGAAAAACACTCTTTTGTGCCGGTTAATATGGGCGCAATAC
+CTGAATCACTTTTTGAAAGTGAAATGTTTGGCCATGTAAAAGGAGCGTTTACTGACGCCAAAGAAAATCG
+AATTGGCCGCTTTGAAATGGCGGAGCAAGGTACTTTATTTTTAGATGAACTTGCCAATATTCCTTTTGCA
+CAACAAGCTAAACTGTTGCATGTGCTCGAAGCACAACAATTTGAGGCGGTTGGCAGTAGTAAATCATTAC
+ATGCCGACGTACGTATAATATCGGCCACTAACAGTGACTTATTGGCTGATATTAAAAACAATACCTTTAG
+ACAAGATCTGTATTACCGATTAAATACTATTGAGTTGAGAGTGCCATCGTTAAGCGAACGCGCGGAAGAC
+ATCCCAGCGCTCGCGGCCCACTTTCTAGAGTCTTTCAGCGCTAAATACCATCGAGCGTGTCCTAAACTGA
+CTGACCAAGCTATTAATGCGATGCAACAATATGACTGGCCGGGTAATATTCGTGAACTTAGTCATATGAT
+GGAACGGGTGCTGTTTACCTGTAAAAAAGACAGTATTGAGACCGCAGAGCTGATGTTAACAGGCGCTAAT
+AATGCTGAAAATGGTGCCGTTGAATCTTTAGATGATCCCACGTTAAGCCTTGATGAAATTGAAAGAAAAA
+CGTTAATTAAGCGCCTGAAGTTTCACCGTGGAAATGCCACTGAAACAGCGAAGTCTTTAGGGTTAAGCAG
+AAGCGGTTATTATCGACGTTTGAGTAAGTATGAACTGGATTAAAAAAAGCTGGCAATTACTCTTGGGTAA
+GTCAAAAAGTCAACGCGGTGATAACCAACATAAATTGTTACTGTTGGTGTGTATACCGTGCTTTCTCATC
+ACAGCCACTGCACTTTTCTTAACGCAAATATCAGGCTATTTAATTGCATTTATCCTTATTGTTTTATTTC
+TGCTCTGTAGCTTTGTCATCGTGGCGAGTAGACAAAATTCACAATATCAAATCCGTACCTTATCTAACTT
+AATTGAGTCGATGATCGATGGTGACTACACGTTAAGAGGACGACTTCAAACCAATCAAGCGTTTCAAGAA
+CTGCTTAGTTCAGTTAACGTTTTAGCGGATACTTTGTCGAAACATAAAATTGAAGCCAAAGAATCTCGTT
+TGTTATTAGAGCGCATCATGGAACAAATGGATGCCATGGTTTTAGCAACCGACGAGCAAGGTTTTGTCGT
+TATGGCGAATGCGTCGGCGCATAAACTTGTTTTGGGGCAGGTCGATAATGAGGTCGGTAATATAACCAAT
+ATTCAATTAGCAACTTTACCTATTGGTGCTGAAATTATTAGCGCCAATGCGGGCATTATTGAATTTAAAG
+AAGGGCTCATTACCGGCGAGCACTTTTTATCTAAAGAGTCTTTTTTAAGTGATGGCAAACAGCATCAACT
+TTATACCCTTACTAATGCCGAACGTCTCTTGATGGAAAAAGAACGTAAAGCTTGGCAAAGCTTACTGCGC
+GTATTAAGCCATGAAATGAATAATTCATTAACGCCCATTGTTGCTATCAGCCAATCAATGCAAAAAAAGT
+TACAAAGGGCTGATAGTGAAATCGACAAAGTGCCTTTACTTGATGGCATTAACATTATTAATGAACGTGC
+AGACTCATTAAGCCAATTCATTGCCAGCTATAGTCAGCTATCTCAGTTACCCAAACCGAATAAATCAGCA
+TTTAAATTAGCATTGTTGATTGATAATCTTTCGACACTTTATCCACAATGTAAAATACAGTGTGAAATAG
+ACGACGAATTATTAATTGAAGCGGATAAAAATCAGCTTGAACAAGTGTTGATAAATTTATTTAAAAACTC
+GGTTGAAGCTATGAGCAAAATAGATGAAAAAGTCATTGAGATCAACAGTTCTCAAGAAGGCAATTGGCAG
+CATATATCTATTCGAGATTTCGGCTCAGGCATTGCAAACTTAGCTAATGTTTTCGTGCCATTTTACACCA
+CAAAACCTCAAGGCAGTGGTATTGGTTTAGCACTGTGTAGACAAATTTTATTTAACCATAATGGCTCGAT
+TAAAATAGACAATTATCAAGGTTTACTTCAAGGGAGTGATAAAGACTCTCCTTATGTTAAGCAAGGTGTT
+GAAGTGGTTTTATCGCTGCCAATATATGTTGCGTAAAGTTGAAGTTTTCTAGAGATGAAATCACAACACT
+CTCGCTATAGCTGATATCATTAACTCAAAATTAAAGAAGCCTCAAAAACCTCTATTAACGACCATTAATT
+GAACACTACTCTGTAACTAATCTTATGAACGCAAACTCTCTAATAATCCTCGATTTTGAAACAACCGGTC
+TGTCACCTGATAATGGCGATAGAGCCATTGAAATTGGTGCGGTAAAACTTGAAAATGGCGTGGTAACTGA
+TCGTTTTCAAGAGTTGATGTATCCTGGGCGACCGGTAAGTCACTTTATTGCTGATTACACTGGCATCACT
+AATGTAATGCTAAGTAAAGCCGCGCCATGTCATGAAGTCATGGATCGTTTTAGCGGTTTTATTCAAGGGC
+AAAACCTCGTTGCTCATAATGCATCGTTTGATAAGCGTTTTTTAGATAGTGAGCTAAAGCGTATCTCGTC
+GGGTTATGATGGGCAGTTTGCCTGCTCGTTATTGTTATCTCGTCGATTATATCAAACTGCACCTAACCAT
+AAGTTAGGTACATTAATTAACTATAAAGGCATTGCCTCAAATGGCAGTTTCCATAGAGCATTATACGATT
+CTGAAATGACAGCAAAGCTTTGGGTTGCGATGTTAGATGATATTCAGCAACAAGCTGGTATTGATGAAGT
+GCCATTTTCTTTAATTCAGAAGTTAACTAAAACGACTAAAGCGAATGTTGGTAAGCTTTTAGCTAACTAC
+AGATAATCCGTAATAGCTGGATAACTACATTAAGTTAATCGCTTAATTAAAGCCAATAAAAGCTAATAAA
+ACAGTAGTCTACATTCTTGGACTTTTATCCTTATTTTAACCATTGCTTCAATAAGACATCCGCATCAGCT
+TTTTGGGAATAATCTGAATTCACTACATCTACCATTAATTTTATTGCCTCTTTATCTCTATTAAGAGCTT
+TGAGTGTTAACGCTAAATGATACTTCACCGCCGGATTTGAATTATTGATGGCTAACGCTTTTCTAAATAG
+AGGTAAGGCTTTATTAAATTCTTTGGTGTGATAATAAACCCAGCCTAAAGTGTCTAAAGAGTCAGGCTGA
+TTATCAACAAGTGCCAATGACCTTTTTACCAATGCTTCAGCTCGTGGGTAATCAGATAGATTCAAAGCCA
+CATAACTGGCATTATTTAATATTGCCGGTTGCTTAGGGTACAGCTGAACTAATGTTTGATATATCTTATC
+TGCATTGAGCCATTGAGATTGGTCGATATAAAGCTCAGCTAATGCTGTATTCAAGAATAAACTGTTTGGC
+CTGTCATTTAACGACGTTGTTAATAAGTCTACTGCTTTACTGGTTCGTTTAGTCGCTCTGTATATTAAGT
+TTAAACCAACTACGCTACTGTCATTACTAGCTAATTTAATACGTTTTTTATAATACATTTCAGCTAGTTT
+ATATTGATTTATACGTAAATAGGAATTAGCTAAAACTTCGACTAATTGGGCAGATAACTGATGATTAACT
+TCAAACGATTTAATTAATTTTATTGCACTGTCAGTATCATTTTCTGCATTATAAAGTTGCGCTAATCCTA
+TGATCGCTTTATCGTTATCTCCATCCCAAGCCATCGATTTTTTATAGGCAGTGATTGCCTCAGGTACTTT
+AGAAAATCGTTGATAAGCATGGGCTATTAACAAATAAATTGTCCCTTTATCTCCGTCTTGTTTTATCGCC
+GATTTATACGCACTAACTGCAGAGTTCACATCTGAATTCATTATTTGTAAACTTGCCAGCATGAGATAAA
+GCTCAACTGTTTTTCTTTGATTCAATAAATAAGTATTCAATGTTTCAATAGCAAGCATCAGCTGTTTATC
+GCCAACATAACTAACAATTAAGTTTTTTAATAATTCTTCATTTTGATTATCAAGCTTAAATGGTTCTTCT
+AGTAAGATGACGCTAGCAGCTGAATTATTAGTACGGTTATAAAACTTAGCTAAAGCTGTAATTAAATCAA
+TATCGTTTGCTGAGATTATTAATGCTGCTTTTAAACGATCAATAGCAATATCAGCGTTACCCTTTTGATA
+ATCGAGGTTAGCTAAGCTAATAATGGATTTGGCATGATTGGGTTCAATTATCAATGCTTGTTCAAATTGA
+TGTTTTGCCTTCTCTATTTCACCTGAAATTTGGTAAATATAACCAAGATGATGCTGAATATTTGCATTGT
+CTGGCATGTTTTCAGCTAAGTTTTTTGCAACACTAATGCCTTTATTCATTTTTCCAGACTTAATATAAGA
+CTCAACCAATAATAAACCAACCACTGTTGGATCATATTCTGCTGCAGAGGCTGTTAACAAATGCTTAATC
+GCTTTTTCGGGCTTTCCTGTTGCTAAATAGCTTTGTGCAAGTTGAGTGTCTGCGATTCCTAAATTAGGCT
+TCAGCTCTTTAACTTTTGCAAGGTAGAAGTGAGCTTTTTCATACTGCCTTAGCTCTAAGTAGGTCATGCC
+TAGCATAGATAATATTTTCGGGTTATCAGGGTCTAAAAAATTAGCTCTACTTAACAACGTTTTAGCTTGC
+ATTGGTTTTTTTTCTACTAATTCAATAGTGGCAGCAAGTGTTAAAGCGTTTATATTATTTTCATCTATCA
+ATAAATAGTCATCTATATATTGTCTTGCTGCTTCATGTTTTTGTTGGTGAAATAAAATAATACTGGCTAA
+ATAATAATAAGAAGGATTTGACCGCAACACATCTTCACTCAGGTGATCCAGTACTTGTGCAACTGTTTCT
+ATTGCACTTTCAAAGCCAGCATTTTCATTTTTCCTAACCTGTACCATAGCTTTAATAAATTCAGCTTTAG
+GTTCATTCGGCACTTGCTCTAATACGGTATCGGCGTATTTTTCTGCTAACTCAAACTGCTGTAATTCGAT
+GTTTATAGTACTTGCAAAAATTAGTGATTGAATATTGTTTTTATCAATCAGCAGCGCTTGGTTAATTGCA
+TTAAGAGCAAGTTCGTTATTGCCTAAACTTTGCTGAATACTCGCTTTCAAATTCCAAGCTTTAATGGGGG
+GAATATACCCAGATAACACCTCATCAACGAGTTTTTCTGCCTGATGGAATTGAAAATAATTAACTGCAAT
+TTGCGCTAATCCCAACTTGGCATCTATGTTTTTGGCATCAAAAGCTAACGCTGTGTTGTAATCATTTTGT
+GATAGCTTTAATTGTCGTAGCCCCAAATGCGCATCACCACGAAGTACATAAATTTTCGCTGCTAATTTGT
+CGTCATTAGTTTGCTCTGGTAGGTAATCCAAGGTTTTATTATATTGCCCTTGCATAATGTAGGATTCTGC
+AAACAATAGTCGTAACTGCTTCTTATTTGCACCTAGAGAAACAGCTTTAGTTAATGATGCTTCTGCCGCA
+CTAGCACTACCGTCTGCGAGCAATATTTCAGCTATTAAAATATTTGAGGCTAAGTGCTCTGGTGATATTT
+TTAGTATATTTTTTACGTGTATCAGTGCTTCACTATATTTGTTGTCGTTTAATGCACTACGAGCTGCTTC
+ATAAAGTTTATCTTCCTGTGAGGCAGCTAACGAAGAGGAAATGAGTAGTAAAAATATATACGGATAAGCT
+TTCAAATATCTATCCTAAATTGCAAATGAAGATTAGATAGTGATTATGTCAAAATTATTGGAATAAAGAT
+AACACCGTATTATATAACCTTTTTTACACTGTCTAGGAATTTTACACTTTTTGTTATTTTGATAATTAAA
+AGTCACAATAAAAAAATAAATCATTATATAACAACAAATTAAAAAGCAGGCATGATTTTTGCTTTTGTGA
+ATGTTAATGATTATGATAAGTGCATAATTGAATTATTTTTAGGTGAATATAATGTTTTCAAAGAACCTGT
+TTTCAAAGGCTATATTAATAGGGGCTTCTCTTTTCAGTAGCTTTTTTGTTAATGCTTCCTTAACCCCTGT
+CGGTGATTTACTCCAAGTATCAATATTGATTGCAGAGACTGAACAGGGAAATAAGAAAAATGATTGTAGT
+GGTTATTTTGGTCAAGGATTTGAGCAATGTAAAATTACCCATGTACCAACTGTTGGCTCCCCTGTATTTG
+CTGAGATTATGGGGAAATTCGATGGCGATGGAGCGACAAAGTTTGCAGCTCCATCACAGGCTTCTGATTG
+GAATTTTGATGTTAATAATCTAACAAATCAAACCAACCCCGGAGAAAATGGTACTGGAACATGGAACTAC
+TCTGGAGCTGAATATCCAGGCGTTTCATATTGGGTAGCAAAAGCAGGATCTGCTGGTTTTATTTTGAACT
+GGATGATTGTTGATAACGATGCAAATAATTTGACTTGTGCATCTCCTGATGAGTTTTCTGTAAACTGCCT
+AGATTTAGCGGTTAGTGTCTCAACAGGAACTTGGACTACTCCGTTAAATGGTAACAACCCAAGGGATCTG
+TCTCACATCTCCTTTTATGGGAACAAATGTGATAATAACTGCGGAGGAGGACCACCAGCAAGTGTACCTG
+AGCCATCATCTATTGCATTATTTGCTTTAGCCTTACTTGGTATTTCAGCTAGACGTAAAAACGTCACTTC
+ATAAATTAGCTTGGTTAAAACTAAGTCTATTTAAAAAGCCCGTCAGTTTATGACTGGCTTTTTATCTTTG
+AGTACTTTTCTCGTAGTACACTGCTTTGCGTTACCGTAAATATAATTGCATTGCCAAGGTAACTGTTAAG
+ATATCCCGTTGAAAAATATTCCAACAACCTTATAAAGTTATTGTGGAACTGAACCTTAAGTCGCGTTGAA
+AATATTCCAACACGTTTGAGTCTCTGGTTTTTAATCATCGACTCTTACAACATGTTAGCCTTATGGCAGT
+TTTCTAATTTGATTAGCACATTCGGCTAAGACAATAGCACCAGCGGTAGACACATTGAGTGAGTTACCCA
+TGCCAAACATGGGAATATGTATTTGTTGAAGGCTTAATTTCAATGCTGCTTCACTCACGCCTTTGCGTTC
+ATTGCCTAATACTAATACGCATTTAGCAGGATAAGTTACCTTAGTGTAATCAACCGACTCATGACATAGC
+TCAACACTGTAAATGGCATGTCCTTCATCTAATAATGTTTGTAAGCTTGCTGTAGTACTATCGCTATATT
+CAACGCAAACCCATTTCGCTTCATTTCTCGAGGCTTTTTTCATTTTCTTATCTGAAATTGTTAGCGCGCC
+ACAAACTATGACTTTTTCGATAGCAAAAGCATCAGCCAAACGAATAAAGGCACCAATGTTGTAGCTGTTA
+GTGACATTATCTAATACCACTATCAAGGGGATTTTTGGCTTAGTTAAATATTCATCTCGTGTTGGCTTAT
+TCTTTCTAAGATCTTCTTTGGTAAGTTGTATTTTTGAATCCATTATTTCTACTCTGATTACTTAACATGA
+CTAGGCGCCGTCTGAATTAGGTACTTACTGCGTTACGTATGCCTAGGGTAACTGGTTACTAATTTATATA
+GTTACATAATTGCTCTGACTTGTATCTCAGGGCTTATGTCAGTGCGTCATTATAAGGTGTTATTTTAGGT
+GTTAGCTCTTGGCGAGGATTGTGCGACTTTATCTGCTGAAGATCAAATGAATGTTAGTAGGAACTCGCCA
+TTTTATGCTAAATGGCTCAATAAAAATTTCCATTGGTAATCGCTTAGCTCTCAAGTATTTTGCTTAAGTA
+AGCTTAAAATTTCATGATCATGTTTTATTTAGTAGTAATCATCGACAATATTTTTTTAGATAAACCTTGC
+TGGTTAAGAAAATATAGCGATAATCGGGCAAGGTTTTACTTGCTGAGTTAATTAAGTGCAATTATTAGAA
+ATAGAGTGTTTAGGTCAAACACTACGGTTAGAAGGTTCAATGGCTGGATGGCAGCAACTATTTTGGGGTG
+ATAAATGTGTCTCTCAGATTAATGCTAATGCCAATAGTGAGACATTTTCACATCAATTTTCTTTGCAAAG
+AGAGGGAAGTGAACAGAGAGAACTACAAGTTGAACTCAAAGGATCATTACAGTGGCAGCCCTTTGACCTG
+CAGTTTCAGCTTTTAGTCAATGAGGAGCTGTTACATGAAAATACCCTCAATGAAAAAGACATAGAACAAC
+GTCAAGTCACGCAAGGTGAAAAGCAACCAATTAAATTTAGCTTTGTTGGTATGGCTGGTCTTGGTTTAAA
+ACTATTGAAAAGTGCCAAGGTCATCAAAGTGTTGTTCGCTGCTGGTAGTTTGGCTGCTTATAGCTGGTTG
+TTTTCTATTGAGTTTGCTATCGCACTAATCCTCTGTTTAGTCTTTCATGAGTATGGCCATATTAAAGCGA
+TGAAATATTTTGGTTTGAAAACCAAAGGTATTTATCTCATTCCCTTTGTTGGTGGCTTAGCACTTAGCGA
+TGACAAAATTAATACTCGCTGGCAAGATATTGTCATTTCCATTATGGGGCCTTTCTTCGGCTTGATACTG
+TCTATCGCCTGTTTAGTTGGCTATTGGCTTACCGATATAGAAATACTCGCTGGTTTAGCGGTATTTAATG
+CGCTACTTAATTTATTTAATATGTTGCCGGTATTGCCGTTAGATGGTGGACACGTGCTTAAAAGTATTGC
+GTTTTCAATCAACTCTAAAGTGGGTTTAGTCGCATGTGTATTAGGTGCAGCATTGGGGGTATATATCAGT
+TACCACTTCGGTTTAGCCTTGCTAGGTTTTTTACTGGCTATTGGTAGCATTGAAATATTCTTTGAATACA
+AGCGTCGACATTTAAGTGATCTATTACCCTTAAATCGCTATGCGCAAATCGTATCAGCTCTGTGGTATGT
+CATTACTGTCGGTGGTTTAAGTGCCATTATTTGGTTTGTTGGTCAAACAGCTAATGACGCCTTGTCATTA
+CCGCTTAAAATACTCGGTAGTTAGTCTTATTTACAGGAGATATCACTGTGTTGGTGAGTAAATACGTGCT
+AATCAAAACCAGCTATCCAGCTGGTTTTTTGTGCCTATAATTATGAGGATATTTGAGCATAATTAAAAGG
+TTGTGTGGTTTGTCAAAATCAATGAGACTTCTATTTAGTCATTTAAAATATTATCGAAGCAAACCTCACA
+ACAATAAAAGTATGATTCTAGCTATACATGTCATCTGTAAAATTCCGATTGTAGAGTTTCAATGTTTTGT
+TGGTCAAGTGTTCGTTATAGCGAACATTTATGGTGTGGAAAGGTTAACTACTGCCACAATACAGTCTTTA
+ACTCCTGATAAAGACCATACTTAATCTGTTCAGGTAAGTGCCCCACAGGTCTTCAACCTAGTGGTTTAAC
+CGTTGTATCATCATTTGCAAATCAGGTTTGCATTCTAACTTCGAATGCTTGTTTGGTTGACAGTACCGAC
+CATGCGATACGTGCTAGTTTGTTCGTTAATGTGACTACCGCGACGTTATATGGTTTTCGTGAGAGTAACT
+CTAATATCCAGTTGCCAAAGATAGCGACTGCTTTTTCTAGCCTTACAAGAACAGCTCTTGCACCGTGAAT
+GAATAACTCTCGTATGCCTTTATTTCCTCGTTTGCTTATACCGAATAACCTTGGCTTTCCTCCCGTTGAA
+AACTGACGAGGGACCAAGCCAATCCAGGCGGCTAATTACTGCCACCAAATAGGTCATTACGTGCAGGTAT
+AATTTATGCGAAAATGAAAACAGCTTTATAATTCTTTGAGCTTAAAGGGCTCTTCATCATAAAAATTGTC
+TTTCTTAAGGGCGCATCTAGATCGTGGTCTTATTTTTCGATCTCAAATTAAGCAAGAATAATACTAATCT
+TAAATCTAGGGTTTCTGAAATAATAAATTGCGATTTAGCAAAAGGTTACAAACATATATTACATAATTGG
+TTAACTACGAAGTACTGAAACTAGTAAGATATCAGTATCAATAGGTTTTGTTAGTACATCTAAACTTGAA
+TAAATTTTTTAAAATTTATTTTCATGTTAATGAATAGCTTAGAATAACAAGTCTATTTTTGTCTGTTTTT
+TGATCGATTATATTTGGATATCTTCTTAAGAATGTACTAGAATTGCGGCGAACAGCACAAGAAGGTCAAA
+TTAACCTTGAGTTTAATCTGACCAACTACTTAGTAATTTATAATATAAATTACTAAGTAGCTGTAATTGA
+AAAGAGCAAAACTTTCGAAAGAAAGTGGCGCAAAGTCACCGGTCTACGGGAATAATTCTACGACAGCGGA
+ACTGCCAACTACCAGCATTATTGTGCCAATAATAATGTGCAATGACAGGCACTAAGAAGTAATAGGTTTT
+CTGTAGACTTCACACATTGTGGAGTCACAAAATGAAGTACGTTAGTAACAATCAAATCGAAATCAGCTCA
+CTAATAAAACGCCAAAGCAAAAGTTTTGTACTAGGCTCATTATTATTACCCTTAACTTTCAGCAATTTCG
+CGATAGCGAATCCTCCTGAACATTCAGCAGCTTTTGCAAAAGGTCAAATTTTAGTACAACCACAACCGGG
+CTTATCAGAGCAGAACTTCCAAAAGATCCTAGGCAAGCACAAAGCCAGCTCAAAAGGTAAGCTTCATCAA
+TTACGCACCCACATTATCAATGTACCGGCAAATGCAGAACAAGCTATTGTTAAAGCGTTATCTAATAATC
+CAAACATTGAATTTGCTGAGGTAGACATACTCGTTAAACCAAGCGAAATTATCGCCAACGACACCTATTA
+CAACAATGCTTGGCACCTTAATAAAATGCAATTACCTACTGCTTGGGAAACAGCAAAGGGTAATGGCGTG
+GTAGTAGCTATTCTAGATACTGGTGTTAATAGTAATCACACCGATTTGTCAGCCAATATGATTGCCGGTT
+GGAACAGTGTTAGTCGAAACAGCGAAACGAGTGACATCTATGGTCACGGTACTAAGGTTGCCGGTGTTGT
+AGCGGCAATAAGTGATAATAATAATGGCGTAACCTCTATCGCTTGGCACGCATCAATTATGCCTATACGA
+ATTACTAACGATAGTTCAGGTTATGCCTATTGGAGCGATATAGCGAATGGATTAACTTGGGCAGCCGACA
+ATGGCGCCGACATTGCCAATATCAGTTATCAAGTAACTACAAGCTCATCAGTAACAAATGCGGCGCAATA
+CATGCGTAGTAAAGGCGGTTTGGTTGTCGCTTCAGCAGGTAACAGTGGTGCAGACCTAAACTGTACAGAT
+AATCCAAGTATTATCACAGTATCAGCCACAGACAGTGCTGATAATAAAGCCAGCTGGTCGGATTACGGAA
+ATTGTATCGATGTATCGGCGCCGGGATCAGGGATTTGGACCACGACCAAAAGTGGTGGCTATGGTGCTGT
+AAACGGTACTTCTTTTGCCAGCCCAGCAACGGCAGCAACCTTAGCACTGATCAAATCAGCTAACCTGAAT
+CTTAGTAATGATGAACTTGAAAATATTTTAGAGGCTAGCGCAGATAAGTCCAAAAATGGCGGTGTATTTA
+ATAGCTATTATGGTCATGGCAGAATTGATGCTGCAGCTGCGGTTGCCATGGTAGTAAACACACCTACTAT
+CGATCAGCAAGCACCAACAGTTGTTATAACCTCTCCAACAGAAAATAGCGTGCAAACAGGTACCTTTAAT
+ATCACTGCCAATGCACAAGACAATATGGCTGTGAGCTCTGTTAGCCTATATGCCAATGGTGTATTAATTG
+GTACTGATACTGTCGCGCCATTTAGCGCTAACTTTAACAGTAATAATATTGCTGATGGTAACGTAGCTTT
+CACTGCTCAGGCGTATGATGCAACAGGCAATCAAGGTAATTCTTCAACGTATTGGCTGACTATCGATAAT
+ATTGTTGATGTTGCAGACACCATAGCACCGAGTGTGAGTATTACTAACCTCGTTAATGGCAGTAGCATAA
+GCGGTAATCAAGCGATTAAAGTGAGTGCAACAGACAATACGGCGGTGACTAAAATTGAATTGTATATTGA
+CGGCCAGTTAAAAACGCAAACGACTGAATCAATACTGTCTTATAGTTGGAATACCCGTAAAGTGGCTAAC
+GGATACCATACCATTGTAACAAAGGCATTTGATGCTGCCGGCAATCAGAATCAAACCAGTATTCAAGTCA
+ATGTGCAGGCACGTAAAAAGGGCCGTAAATAGAACAATTAAACAGCGCTAAATTTAATAAAAACTTAAAA
+AGTAAAAGGGCACTGCGATGGCAGTGCCTTTTTTATTGGTCAATATTTCAATTATTATTAAGCAACTTTT
+TTACGTAGACTTAAGGCAAGTAAAGCGCTACCAAGTAGAAACAATACACTCGGTTCAGGAACCTCTGTCG
+GAGGACCACCACCACCATCTCCACAACATTCTCCACCGTCAAGTTTGTCGCTTGCATCGTTGCCGTTGGT
+GCCACCATTGACCTGCTGAAAGCGCGCTACATAGTTAAGCCCACTATCCGAACTATCCATAAATCCGACC
+TTGAACGCAGCCTCAACTTGAAGCGCAGAAAGGCCATTGAAACCAACTTTTACGCTTAAAGAATCTTCCA
+CTCCCTCAGACAATGCGTTATTAGGGGTACCCCCTCCGTTGAAATCACCATCATTTGCGGCTGCGAAATC
+TAGCGTACCAAATGGCTGAGCATCGGCACCAATTATCATAGTAGTTAAAAAATTACCACCAGTGAAGTTA
+GTTTGATCCAGCCCCTGGTTGGGCGCGACTAGGTCAAACGCTATTCCGGTCAGTTTTGACGTTGTTGCTT
+CAGCGCCAAAGGCAGTTATTTCATCCGTTGTGTTCCTGATCAGCATCTGAATCACAACCAACCCGTTTGT
+AGCAAAATCAATATCATTAATAAAATTAAGCGTTGCTTTGGCTGATGCGCCGGTGGCTGGGTTATTGGAT
+GATGTACTGTTGCTATTCCACTCTAAGATAAGAGTGGCGTTGGCTGTATAGGACAAGCTAGCAAGCGTAA
+AAAGCAGTATGTGAGTAAATATTGTAAGTGTTCGCATATTTGATTCCTTATTAACAATCCCAATATATAA
+ATTCAAAAGAGATTATTCTCACGTTATTGTTAAAAAGTATACTTAGCCATAAACTCCTTTTGGTCCCTAT
+GGCATAAGCTATAGACAAGCAAATTATATACCGATTATTTTTTTACTTTATTTATTATGCGGTTAAATAA
+TGTACAGAATGAGTGTGTGATTGCTGTGTAAAAAAAGCTGACACTATATCACTTGTTAGTGATAAATAGG
+TGTCGTGTAAATAAGGGGGAAACTTGCCTTTTCGTGTGTTATCACGCCTATTTCGGCGGTTATATTGTGA
+GATGTTAGGTGAAGTGGTCGAGCAAGAACAGCTCAACTTCTTTGGTGAATGTTTAGCCACTTACGATGAC
+ACATCAAATAGTGAAAAGCGACGGATAAACTCACCCCGCAACAGCGTCATAATGAAGTGTCTATTTTACT
+CCTTAACACAACGCTAAGTTTAACGGGTTGCCAAACTCGAAACGATCTATACAGAAAAGTAGAGAGTTTG
+GCTGTCCGTGCTGAATCTCTGGTTAAGCATTAAGTAAAGCTAGTGTTCAACTAGCTTTACTTATGCTGTT
+TAATCTAGATCAATGATAAAAAGACAGTCAAAGCTTATTGGGGTACCTACGATTCCGGTAAAGTTCGTCA
+TGTCCACCATACCTGACAAGCGCACAGTACCAGTTGCATTTTCGAATCGGCCAGTACCATCAAGAATTGA
+ATTGCCATCGCTAGATGCTCCGGTAATGTGAGTAATATTTTGCCCGTTAGGTGTCACTGTCGAATGCGAT
+ACAGGTTGTACTGTCGTACTGCCACGAGTGATCAAAGTTCCATTTGGCATATTGAAAAAACTTGTGCCAA
+CTAAAGCAAGACCACTACCAACCGCTGTTATACTGGATAGACAGTCTGTGGCTGTACCAATAACTTGTTG
+ATTTTTCATGTTGACCAATTCGACATCGAAACAGATTGCCGGATCATCTATATTGTCACCATTAATGTCA
+GGAACAAAGCTCTCATACATGCCTCCAGAGCCAACTAAATTGAGAACCAAGTGCTTTCCCCCCCCTTGAT
+TTGCGCCAACATAAAATGATGCACTTAAACAGATAGATATGATAATCATCAACACGTTTTGATTCTTCAT
+GATTTTTCTCCTACTGAGTTTAGAGGCATAGATTGATAAATGAAGCTGTCACTATGCCAAAAAACAGCCT
+AACGCCATTACTTAGTAGTAGTAAGCAGGCCGTTCACTCTGTTCCCTTTGTGACCTGTATGTTATCTGCT
+ATAAACTCACTACATCCACCCAAGCTCTTTCATTGCCCAAGGGGCATTCCAAACTTTAGTCATTTCTGAG
+ACTTTCGAATCGTCGCCCATTTTTATAATGTAGACATAATGTGTATGAGTTTCTTTGTTCGTTGGTGGCA
+CAGGTCCACCTTCACCAGTATGCTTACCATGATACGTTGCGAAGAATATTGCTGTATTTGAACTTTCATT
+GTAGCTTGATGAATGTAGTTCATACGAACCTTCAGGAGATATAACCGTACCAAATCCGTGCATCCAATCA
+CAGTACGCATGGACAGAGTTGATTTCGGCAAGTGGTTCGCTTTGAGCTGAGAATAAGGCACCTTCTTGTA
+CATACTGCTTGCACCCTTCCCATCCGAGTGGAGCTTCACATGCTTCGAAGAATTTAATTGCTACGTCAAA
+TGAGTTCATATTTCCTCCTAGCTTTTACTTACTATGGTTGATTCCTGTATAAATATAGTTAATTTTCCAT
+AATAAATCACTTTTCAAAAAGCTAACCGAAATCATATCATCTTCAAATTGAGTGTTACTGTGCAGCGATG
+TTAATGACAGTTTCAATAACACTCTGACAAAAAAAGATAAAAATTAGGTGTATAAGAAAGTGGTCAATGT
+CTCTAAAGCACACGAAATAACTATAAATTCTCTGTCGCTAAGTGCCCCATACCGCCTTAGAAGTAAAAAT
+TATGTCAGCTTTAAGATCTGAAAGTTGACGTTTGATATTTTGACTGGTCTGCTTCCTAAAGCGCACAGAC
+AAGTCATAGTAAGTAGTTAGTGAAACTTCCGATTTTGTATCTATATGACCATTAGATTGGATGATTTTTA
+AAAAAATTAATACTGTTTTGTGGTATCAGTCATTATTGTCCGGCAAACCTAAACCTCATAGTCTGTCGTT
+AACCTTATTATTTATGAAGATTAACCGTTGGCTAATTAAAAGGGGTAATTAAATAGTGATTTCCTCTTAA
+TTATTCGATAACGTAAAGTTTGGTGCTCTTCACTTGAAAAGGTTATAAATTTTTGAAAAAACAACCTTCT
+GCTACCGTAAATCAAGAGAAAGAAAGTGAACTTATTGAAGGGCTAATGAGCAATGACGATTTAGCTTATG
+AGACCTTAGTGCGTCAATACAGCGCAAAAATGTATGCCGTTGCACGTCGTTTCTTTTGCACGAATGACGA
+TGCACAAGAGTGTTTGCAAAAAGCATTTATCCAAGTATTTAAAAATATCACCTCATTTAAACAAAACTCA
+AACCTGTCGACTTGGCTCCATCGTATTACGGTTAATGAAGCATTAATGATGCTTCGACAAAGAAAGCGGC
+AAAACACCACCTCATTAGAAGAGTTTGCTCAACACTACAACGAATATGGAGAGCGTACTGTTTTTGCTGA
+TAATTTAGGAAATAACTTAAACAATAACTTGGGTACTATCTTAGGGGGAAATGTTGAAACGTTATTTGAA
+AAAACTGAAACAAAACTATCGCTTAATGATATTATTTTTCAACTTCCTGAGAAATATTGTAACGTTTTAC
+TGTTGAGGGACATCCAAGAGATAAGCACCAAGGAAACTGCCGAAATTTTAGCTATATCTGAATCATTAGT
+GAAAACTCAATTACACCGAGCTAGGTTATTGTTAAAGGCAATTTTAGAGCAGGATGACAAAGATAATCTA
+GAAAGTAATTGGAAGGTGAATTCACATGTTAATGATTAAACGATTAATGACTCGGCATATACCGGGTATG
+TTGAGCTGTGAAGAGGTTGATGGGTTTTTATATGACTTTCATGAAGGTAATTTATCCTCTATTGAAAAGC
+TTAAGTTTAAGTTGCACCTAAGTATGTGTAGCGAATGCAGACAGTATGTGAAGGGCTATAAAAATACCAT
+TAAAACTTATCAATCAGGATTTATTAAAGCAGACCAGATTGACGAGGTACCTGAAGATCTTATGCAAGCA
+ATCTTAAAAAGTCGAGAGCCCAAATAAGCTATTTTTACTGCTTATATTATTACTACTCATATTATTATTT
+ATACATGTTGATTACACTATTGGAAATTTAACCGAATGATCACGAGCCAGTTAGAGATTATTAAACAAGG
+TCAGCGGTACCTTAATACCGTCTCTAAAAAAGACTATAGCGCAATTATGTCGCCTAACTTTATGAGTTCT
+GCAGGTTCGCATATGCGGCATATTATTGATCATTATTTGGCGATAATGTCTGGTCTACACAATGAAGTTA
+TTGACTATGATAGTAGAGTGAGAGGCGGTCAATTAGAGTCATCACCACAACTTGCAATAGACAAATTAAA
+TGAAATAAGTATGTGGCTTAAAAGTCTTTGTGAAGATGAATTGAGTAAAATGATAATATTATCAACTGAA
+GTTTCAGTGACACATAAAAATGTTAAAAAAGTGAAAACTTCGGTTGCTAGAGAACTCGTCTTTGCTGGCA
+GCCACGCAGTACATCATTACGCCATGATAACTCAAATATCATTTGCTCAACAAAGCACTTTGCAAACCAA
+AGCGTTACCTGAATGTTTTGGTCTAGCCTCTGCAACGGCTACCTTTTTGAGACAAAATGATGTACTTCCT
+CGTGATGAATACCTAGTAATCAGTAAATAAGTAGAGATAGGGTGCTAAGACCAAAATCATTTCCAATTAG
+TTTTTCATTAACCCATCATATTAAGCCAACTCAAAAAAACATCTCATTTTATTAAGCATTGTTGTAATTT
+ACATACGCTGCTCGAGATGAGCCTAAATAGAGCTTCAATAAATTCTCAGGTGCCTCGGGTAAATTAACAC
+TGAGTAACATGCCAGGGGTGTGATTGAAATTAGTATCTATTCCGGTGCAGTGAAATGTAGCACCTAATTT
+ATGATATTGTTTCAGCAATACTGGAATATCTTTACCGTCTTCTTCAATGCCCATCACTAATGCCGACAAT
+TGTTTTACTTCTACTGAATCAAGCGTCACTAAATCTTTTACTTCAGGATGAAGTAGCCCTTCAAATGGCG
+CTTTAGCGGTAACACCATCTTTGTCTGTGACCATCATTTCATTCATTAAAGCGACTGAGCGAGGATCATA
+TACTTTGCTTAAAGATACTGTGCCGTACATTGTTCTATATTGTGGATTCTGGCAAACAAAAGTGCCAATG
+CCTCGCCATAAAAGCAATAAACCATGAAAACTGTTTTGGTGTGCTTCAATGATAAATGAGCGGCCCATTT
+CTAAACAAGGTTGCTGTTGATTAATAAACTCAGGTTTAAAATTAAACATTTGTGAAAGGTAGAGTTGTGA
+TAAATCGCCATCTTTTTGTAATACATCAGTTTGCCCGATTCGATATGCACCGATTATTTCTTCATGTTGA
+TGGTCGAAAATAAATAAATGCATATAAGTAGCGTCAAATTTATCGGTATCGCACGCTTCACCACTGCCTT
+CGTCTAACGTTCGAAAGGTGATTTCACGTAAACGGGTGATCTCTTGCACACAAACCGGTATTTGCTTTTG
+ATAACCGTAATAAACAGAAAAGGATTTAAAATCTAATAAATGCTGCTCATCGGGAAGTTGAGACAGTTCC
+GCTTTCATTGCCACTTTATCAGCCATGGGCATAATGTTTTTAAATGCTATTGATTCATCGTCTTTTAGCC
+AAGGAGTAAAATAATCTTTATCATTTAAATAACACTGTAATCGGACAAAATCATTCATTTTCTCGATACC
+ATCAAATTCATTAAGTTGTTTTACCGTGATTAAATTGTTGGTGTTTAATTTTATAGTATGTTTTTCTAAC
+TTAAGCATTTCACGTACCAGCATCAGTAATCTTAAACGATAATAAATTCTGCCCATGTTATGAAATAACG
+TACTATTAGTCCCCGAAATAAATACGGGCAAAATAGGTGTCTCAGTTTTTGTGGCAAGTTTTATGGCTAA
+GCGATTCCAATCACCATCGGTTATGCGTTGTTTATTAGACTGAAAAAAAGAAACTCTTCCGGCAGGAAAG
+ATGACCAGCAAACCGTCATTATTGATATGGCTAAAACATTGTTTTATCGCTGAAGTATTTATTACTGCTT
+TAGGTTTTAGTGGATTAGCAAAAATAAAGAAATCCTTAATTTCCTTAAATATTTTCAAGCCAACGTTTGC
+CATTATTTTAGTATCGGAACGAAATGCTGTTAGCAAGTGGGCAATAATCACACCTTCTATCATTCCATAG
+GGATGATTGCATACAATAATACATCGACCACGTTGAGGGATTTTTTCCAATACGCCTTCAGCACCAGAAA
+CTTGAACACCCAATTCATCGAGTAACTTTTTTGAAAATTCCTGTTTATCTAATCCTGATAATTCACTAGA
+TTCATAGATAGTGCGTAGTTTATTTATGCCTAATAACCTATCCAACAACGGGCCGAAAAACTTAAAAATA
+GCCCCCAAGAAGGTATCAGGCGCCATGGCAGCAAGTCGTAAATCAGAATAAGGTTTTTCTAACGGTTCTT
+GGCTCATAAATACTTCTATAATATCAATCAATTAATCTTAAAAATTAGCGTTGTAATTTTTATACTTAAC
+TTTTAGATGTCATAAGCTTTCTATAGGTTACAAATTTAATAAAAATTATCACTTAGTTCAGTGGCAATAA
+AATCAAAAACTCTACGAACTCTAAGGCTGGTTCGCAGCTCTTGATGGCACACCAACCAAACAGGGAGCTT
+CATTACTGGGCCTAAATGTTCGTACGCACGAACTAAATTAGGCTCTTGGTCGCCCATTTGTTCCGGATAG
+AAAATTACACCTTGCCCTTCTTTACATAGTGCGAGCTGTAATAACTGGAATGATGTAATCAGTGAAAAAT
+TTTTTTTTGATAACTGCCAACCTTGTTTATTGAGTACATCGGTTAGCGAATTACTACGGTCAAAACCAAT
+GATTTGTATGTCTTTTAGTTCAGAAAAGCTTGGTATTGTGGGAAGCTGATCTAAATATTCTGGCGTACCG
+TAAAGCCAAATAACTTCTTCACCTATTTTTTTAGCGATCAAATCATTTTGCGTAGGGTGAAAACTTCGAA
+TAGCAATATCAGCTTCGCGCCGCTTGAGATCGCTAGCTTCATTCGTCACTACCACTTCAATATCAATGCC
+GGGTTCTTCTCGTCGTAATTTGGAAATTATTTTAGGTAACATATAAGCCGCGGTTAATTCACCCGCAGAG
+ACAATAACAGAGCCTTCTATTTTTTGAGACTGGCCAGTGACTGCTAATGAAAACTCTAACGCCGCATCCC
+CCATGCCACGAGCATGTTCTAATAACTTCAAGCCACTGCTGGTTAACACGAGACGTTGTCCCACTCGTTC
+AAATAACGTAATACATAGCTCAGTCTCAAGTGCACTAACTTGCCGGCTTAACGTTGGCTGTGTTAAACCT
+AGCGCTTTCGCTGCAGCAGAGAGGGTGCCTTCTTCAGCTGTCACTAAAAAGGCACGAATATGATTCCAAT
+CGAAATTTACCGATTTCCAAGTCATACGTATATGTATACCTAAGATGCAAAAAACACAGTATATATTCCA
+TTAGCGTATAGGTAAAGTATCACCCATTGAAATGATAATTGGAGAATAGACTATGACAATTCTTGTTGTT
+GGCGCAAGTGGCGCAACTGGTCGTTTATTGGTTGAGCAGTTACTTGCTCAAGGTGAAAAAGTAAAAATAA
+TCGTACGGTCAATTGATGCATTACCTGATGTGATAAAACAAAATGATCAATTAATGATCACAGAGTCTAC
+CTTGTTGGATATGACCGATGCCGAATTACAGCAACATGTTCAAGGTTGTCGTGCAGTAGTCTCATGCCTT
+GGGCACAATTTAAATTTCAATGGCATGTTTGGTCATCCTCGCCGCTTGGTTACGGGGGCAGTCCAACGTT
+TATGTCGCGCTATTGAAGCAACAGCAGCAAACATAACAAGTACCCCTGTTAAATTTATTTTAATGAATAC
+TACGGGTAATCAAAATACACAGGCGGGAGAAAAAGTGTCGGTTGCACAATCTATGGTAGTTGGTTTGATC
+CGATTATTATTGCCACCACATGCCGACAACGAAGAGGCTGCGGGATATTTACAATCACGTTATGGCCGTC
+ATCATAAGATGATTGAATGGGTGGCGGTTCGCCCTGACAGTTTGATAGATGAAGGTAGTGTCACACACTA
+TCAAGCTTATGAATCTCCTATTCGTAGTGCCATTTTTGATGCAGGTAAAACCAGTCGAATCAACGTTGCA
+AATTTTATGTCCCAGTTGGTCATTGATAGCGGTACATGGAATAAATGGAAAAGCAAAATGCCTGTCCTTT
+ATAATAATTAGCGATGAAACTTTAATGAATTATTGGCCTTTAGCTCTTTGCATAGAGACACTCAACATGG
+CCAATTATGTAAACATAAAACATAAAACATAAAACACTAAACAGGCGGAAATAAATGATGAAAATGAATT
+ACTTTGTTTTAGGCACCAATAATATGCAACTAGCGATTCAATTCTACGATAAATTATTTGAAGGCAGTAA
+AATGAATAAAATGCACTCAGAGGGTCGCATGACTTTATGGGCAGGGGATGATTTTATGTTTGCATTAGCA
+GAGCCCTTTGATGGTGAAGATGCGACTGCAGGCAATGGTACTATGGTTGGGTTCAATGTCGACTCTGCAT
+CCGAGGTAGAGCGTTTATACAATAAAGCGTTGGTTATTGGTGGTGTTGATGAAGGATCACCTAAGATCCG
+CTCAGGGAAATTCTCTGCTTATGTAAGAGATTTAGATAAAAATAAACTCTGTTTTTTTGAGTGAAAGTAT
+CTATGTATTATTATTGATGCCTAAATACAATAAGTTAATTATTCATTTTATGACGTAGTTCATGTGTTAC
+CCAATCAACAAAATAGCGAATGCGCGTAGACATCAGCTTTGCATGTGAATAAACAACATTCACATCGAGG
+GGAGGGGATTCAAATGCTTCTAATACGGTACATAGCTCGCCATTTTTAAGTTCTTGCTCTATTTGGTAAG
+AGAGAAATTGTCCTAATCCAAGGCTCTCTTTTACTACGCTCAGGGCTGAAGTAATGTTATTACAAATAAG
+CGGACCTTTTACGGGAATTGAGATCACTTTGTCATTTTCATAAAAATTCCAATTACTACCGTTACTTAAG
+CCGGTAAAAAGAATGCAAGGGACATCACTAATATTTTTGGGTTTGATAATTGGCGCTAAGCTATTTAACA
+ACGCCGGTGTAGCACAAATAATTTTTCGTACACTACCTACTTTTCTAGCAATCATGTTTGAGTCGTTTAA
+AGGGCCAATTCGAATGGCAACATCGACTCCTTCTTCTATCAAATTGATGTTTTGATCAGATAATTCCAAC
+TCGATGGTTACTTGTTTGTGTTCCTGTAAAAACTTTGTGATTAATGGCGCAATGTAAGCTGAACCGTACA
+TTACAGATGCTGATATTTTCAATTTACCACTAGGGGCTTTTTGATTCGCACTTATTTCTAGCTCAGATTG
+TTCTATTTCGTATTGTATTTTTCTACATCGTTGTAGATAACGCTTACCTTCTTCTGTGATGGCTATCTTA
+CGTGTTGTTCTATTGATGAGTCTGATTTGTAGATGTTCTTCTAAAGCAGCCAAAGTACGTACAACCGTGG
+GCAATGAAGTATTTAATTCATTCGCTGCTTTGGTCAAGCTACCACTTTCTATGATCTGCATGAACACTTG
+CATAGCAATAAGTTTGTCGATAATTATTACTCCATAAAATGAAACTATGTTATCCGTATTCGTATATTTA
+TTCCACTAATTAAAGGGGTGATAATAACCGTTAAGGGGCATTATGATACATAACAGCAAGGTCTACTCAC
+ATGAAAAAAATTATGATGTTACTCGCAAACGGTGTCGAACCACTAGAGATGTCAGTATTCACAGATGTTA
+TGGGCTGGGCAACAATACTCGGTGATGAAGCTATTGAGCTGACAGATGTTGCATTACATACGGAGATAGA
+AACAACCTTTGGACTGACTATTAAACCATCGAAAATGCTGCAAGATATTGACTTAGCTGATTATGATGCA
+ATTGCTATTCCTGGTGGTTTTGAACCTTCTGGGTTTTATGTTGATGCATTGAGCGAGCCTTTTATAAAGG
+CAATAAAATATTTTAATGAACAGGGTAAAACTATCGCGAGTGTCTGTGTTTCGTCTATTGCTTTAGGCAA
+TGCCGGTATATTAACAGGTAAAAAAGCGACAACTTACCATCAGGTTGGTGGTAAACGTAAACAACAGCTG
+GAAGAAAGTGGTGCAATATTTATTGATCGTCCTATAGTGCAAGACCAACATATTATTACTTCAACAGGTC
+CAGGAACCGCGATAGAAGTTGCTTTTTCATTATTAGAGCAAGTCACTTCAGCAGAAAATGTAGCCGAAAT
+TCGTAGAAAAATGCGTGTGCCAACACCTTCTGATGATTGGTATCTATCTCCACAAGTAACATAGTGTTTA
+TAGATAAAACAGGATTCTCGCTTCATTGTTCGGTTAGCAAAATATTGGAAAAAGAATGACATGATTAACA
+AAATACATTACCTCTTATTAACGATAGGAATACTTATGAGTTCACTTACCTCTGCAGAAACAATAGATAT
+TCAAAAACAAAAAGTTATGACCCAAGGCTTAAGCCATTTAGGGTTAACTGTGTCTAAACTGGAACAAACA
+ACAAGGTTTTTTACTGATACTTTAGGTTGGAGACTTGCCGGAGAAAAACCAGCATACCCAGCAAAATTTG
+TTACTGATGGCAATATGTTCATAACGCTTTGGCAGGTATCGAATGGTGATACAGTTGTTAACTTTGATAG
+AAAAAATAATGTGGGTTTACACCATTTAGCACTTTCTGTTGCCAGTAAAGAAAATTTAGTAATTTTACAT
+GAACGTTTTAAAACTGTTGATGACTTAGTTATTGAATTCGGTCCTGAGATAAATGGACAGGGCCCAACTG
+TGCATATGATGATTAGAGAACCCAGTGGCAACCGCATTGAATTTACTTATAAACCTTAATTAATTTCAAT
+GGATATTCACTCTTGTTTATGGCGCTAAACACTATTTTTTTAACGACTAGTGCCATGCATACTTTAGTCG
+TTAACCTGCAATATCTCGTTTTTAAGTCAGTATTAAGACTGATTTAATTACGCATTATATTTAATGAATG
+CTAAAAAAATTATTTATTTGACAAAATTCATGCATATGCATATAATTTACTGGTTATCTCTTTTTATCCG
+GAATTTACTTTGACAACGCCCTATTGCTTTAACTTGGCCATGCGCAAATCAAGTCGCTTGATCACGCAGT
+TTTATGAAGATAGATTAAGTGCCGTTGGCCTTAAATCCGGTCAGTTTTCTATTCTAAAAGCGGTAAGCTT
+TCTAAAGCAGACTTCTAATAAAGAGCTGCAGGGTATTTTAGTACTAGATCAAACCACCTTATCAAGGAAC
+TTGAAGCCTCTTTTTCGTGATGGTTATCTAAAACTAAGCCCTGATTCAAATGATGCACGCGTTAAGCTGA
+TCAGCCTAACAACGCAAGGGCAAGCTTTATATGAAAAAGCGGATCCACTATGGCAAAAGGCGCAAGATGA
+TCTTGAGAAAAAACTGGGATCTGAAGAGGTTAAAAATATATTAACGTTAGCTGATTCTTTTGTTAAAGCA
+TTAGCTAGATAATGTTTTTTTTTAAAAACAATGCATGCATATGCATGTATGTTGATGAAGTAGAGTTATG
+TTATACAAGACAATATTAAAACACGTGTTAAAAGACAAATTGGTAATGGATAAAGTAGTGGAGAATTGTT
+TATGAGTAAGGACTTTACGCTATATTACAACCCGATAACGGTGAATAGCATCAAGGTAATGTTACTTTGT
+AATGCGTTAAAGATAGTGCCCGAATACAAAAATATTGAACTGCAAAAAGGCGAGCATAAATCCGCTTCTT
+TTTTACAGCTAAACCCTGATGGTCGGGTGCCTGTTTTGATTGATGGAGGTTTTGTTCTAAATGAATCAGC
+AGCGATATTGCAATACTTGGCTCACAAATATCAGTCTACATTATGGCCAAATGAACTAGAGCATCAGGCT
+CAAGTATTAAAATGGTTGTTTTGGCAAGGTAATGAGTGGAATAAAGTCGTGGGAGCTTATGCTCATCATC
+AAGTCGTTTTACCCCATTGGCGAAATTCGCAGCCCGAATCTTTTTCAGCGCAACATTTGGCAAAATTCAA
+GCAAGTAATGTCAACGTTCAACCGTGCTTTAAACGGTAAAGAATATCTGGTTGGTAATCATTTGACGATC
+GCCGATATTAGTATTGGCAGTTACTTGATATTCGCAGATGAAGCAAATATGCCACTTGATAAATACCAAC
+ATGTTCGTCGGTGGTTAGAAAATTTACAAGTGACGCCTTGGTGGCAAGAAACTCAAGCGCAACTATTAAA
+AACCCTAATTGTTAAATTATAAAAATTAACATGCATATACATGAGGTGTAATATGAATTCTGTACCCAAA
+CCATTATTTGCCAGCCGGTTGGCAGGCATTATTGTTAAATACCCAAAATCTACTGTTTTTATTAGTTTAC
+TGCTGATGATCGTGTTGTTAAGTGCATTACCGACATTATATAAAGATACTCGTGCAGATGCATTTCTTGC
+TGAAGATAACCCCGCATTAGTGTATCGAAATAAAGTAAAAGAACAGTTTGGCTTAAGCGACCCAATCGTT
+GTTGCTGTTATTAATAAATCGGATCATGGCGTTTTTAATCCTGGTTCATTAAATTTGGTTAATTGGTTAA
+GTGAAGAAGTTTCTGCCTTGGAGAATATCAATGCAGACCGAGTAACCAGCTTGGCAACCGAAAATAATAT
+TACCGGCTCTGCAGAAGGAATGGCTGTTGATCCCTTCTTTGATGAATATCCTGATACCCAGCAAGTTGCT
+GATAAGATTTGGCGACAAGTCTCAGATTTTCCAATTTATATGGGAAATTTGGTGGCTAAAAATGGTCAGG
+CGACCCTTATTGTTGCGGAGCTAAATGATGAGGCGTTGGTTGAAGCAACCTATCAAGAGATTCTAGCGCT
+TGTTGAAAAAGCCCCTAAAACGCTAGGTGATAAAATTTATGTGGCAGGTGAAGGGGCTATTGCCGGTTAC
+TTAGGAAGTTATATTGATGCGGACGCCCAGCGTTTAAATCCGTTGGCTGGTCTTATTATCACCATCATTA
+TTTTACTCGCTTTTAGGCGTGTCAGTCCAGGCATATTGTCTAATGTTATTATTGCCGCGTCGGTATTAAT
+GACCTTAAGTATTATGGCACTTAATGATGTTGCTTTTTTTGTTATTACTAATGCGTTGCCGGTTATTCTT
+ATTGGTATTTCAGTCGCAGATTCCATTCATATCTACAGTCATTACTTTGAGTTACAAGCTAAGTCCCCAA
+ATAGAGATAAGAAAGAAATTATTGTCGAAACCTTTGAAGAAATGTGGCGTCCTATTACGTTAACCACATT
+GACAACTATTGCGGGTTTTTTAGGATTATATTTTGCCGCGTACATGCCTCCATTTAAATATTTTGGTCTA
+TTCACCGCGGTAGGTGTTGCCATTGCTTGGCTTTATTCATTGGTTTTTTTACCAGCGTCATTGGCCATTA
+TTCAACCCTCGGCAAGTAAAGGCATGACTAAATTAGCTCAGAATAACCAAGTGGATAAACTATCCAAAAT
+GATGATGTCTTTAGGGAAAGTCACGTTAGGTAATGCAAGAATGGTTATTGCTATTTTTATGGTCATCATC
+GTATCCGGTATTTACGCAGCGACTTTTCTAACGGTAAATGAAGATAGAATAGCAACTTTTCACCCCAGTG
+AACCAATATTCAAAGCGGATACAGCCATCAATAAATTTTTAAATGGTACCTATAATTTAGATATTGTTAT
+TGAAGCGAATGAGAATGAAGGGTTATTTGAGCCGGTAAATTTACAGAAGATGCAGGCATTACAAAATTAC
+GCGCTAACGCTAACCAACGTGCAGGGCGCAACTTCGATAATAGATTATTTAAAGCAAATGAATCGCTCGT
+TAAACGGTGGTAGCAAAGCAAGTTATCAATTACCGCAACAGAAAGAATTGATTGCTCAATATTTCTTAAT
+TTATTCTGCTTCATCAGATCCCACAGATTTCGAAGAAGAAGTTGATTACGACTACCGGGTCGCCAATATG
+CGTTTAAATTTAAATAAAGGCAGTTATCAAGATACTAAAGATGTGGTTCTTCAACTAGAAGCTTATATAA
+AAGAAAACTTCAAAAATAGTGATTTAACCGCAATGGTTAGTGGTCGAGTTACGGTTAATTATCACTGGAT
+AAAAGATTTGGGTGAAAGCCACTTCGTTGGCTTGGGCATTTCATTATTTTTAGTTTGGGCGGTGTCGGCA
+CTATTATTTGGCTCACTATCGGCTGCCATATTTGCCATTATTCCGGTGATGAGTTCCATTTTATTGGTCT
+ATGCCACTATGGTGATACTAAAGATAAACCTTGGCATAGGCACTTCTATGTTTGCGTCTGTTGCCATTGG
+CTTAGGTGTCGATTTTGCTATTCATACGATAGACAGATTAAAAAGCTTATATCGAAAAACTAACGGTGAT
+TGGGATAAAACCTTGGCTGACTTCTATCCGTCTACAGGGCGTGCACTTTTCTTAAACTATTTAGCTATCG
+CACTGGGTTTTGGGGTGTTGATATCGAGTAAAGTTGTACCATTAACTAACTTCGGTACTATCGTGGTTAT
+TGCTGTTACCACCAGTTTCCTTGCTAGTTTGAGTTTACTTCCAGCATTGATCAAAGTATTTAAACCACGT
+TTTATAAGTGATGTTATCCCTGAGGTAAGTACTGATGTTGCTACTAATGATCCTAATTCAAAACAACCCG
+TTATGGCGAGAAAGTGGCTACGAATCTCAAGTATTATTGTCGCAGTTGCCACACTTGGTGGGTTAGCCAT
+TACTAATCAGGGCCATGCAGCAATCATTGATATGAACACGTTAGAACCTATGGCCGTGGTTGCCAATATT
+AACGCTGTTGATGACGGCGAATACGTTAGTCGCGACCTTGTCATGACCTTAAAAGATAAGCGCGGAAAAG
+TACGTGTACGAGAAACCAAAGCTTATAGAAAGCATTATGAAAATGAGAAACGTACCATCTTATTTTATAG
+AAAACCGACGAATGTAAAGGGGACTTCTTTTTTAACGTTTGATTATCAAGACGCTAAAAAAGATGATGAT
+CAATGGTTATATTTACCCGCCTTACGTAAAGTTAGACGAATATCGGCATCTGACCGTGGCGACTACTTTT
+TAGGTACTGACTTTACTTATGAAGACATGAAACTTGAAGGTAAATTGGACGTTACTGACTTAGATTTTAC
+TGTACTTAACGCTGAAACGTTGAACATAGTCGATGATAATTCTTATCAAAGTTTATTGATGTCAGGCACT
+CCGAAAAATACCACTATCGCTAAGGAATTGGGTTATAGCCGCACTGAGTTTTGGGTCGACACAAAAAGTT
+GGTTAATTATCAAAGCAAAATACTGGGACCTTAAAGGCAAGTTACTTAAAACATTAGTCAGTCGAGATAT
+TCGACTTGTTGATGACATCTATACCCGACATGAAATGACCATGAAAAACAGTAAAACGGGTCACCAAACG
+ACGTTCAGCTTTAGTCATGTTAATTACAAAACCTTAGTAAAAGACAGCTTGTTTTCTAAACGCGCGATGA
+AGCAAGGAAAGTAAGATGAGGATGCAACTAGGGCTCTCTTTTTTATCGTTGATAATAGCTTTATTACTGG
+CGATAAGTAATAAAGCACATGCCGAGTATAGTGCTATTTTGGAACAGGAATGGTCTATTGATAATAATGG
+TAACGGACAAAAGTTTGAGACCCTCTTTGAACCACAATACACGAGTAGCTTATCGGATAATGTGGAGATG
+ACCTTTATTGGTAGAGTACGTTTTGATTCATTTGATCATTTAGGCATGGCAAATAAAAATTCGGAAAACT
+ACAGTGGAATAAATGGTCCATTATTCGCTAATAATCACACATCGTTTAGTATCAGAGAGTGGTATTTTGA
+TACAGAAATAGCCAATAGCTTTTGGCGAATAGGTAAACAACAAGTGGTTTGGGGGCAGGCTGATGGTTTA
+AAAGTGCTTGATGTGGTAAATCCGCAAAGCTACCGAGAGTTTATTCTTGATGACTTCGATGATTCTCGTA
+TTCCATTATGGATGTTGAATGTTGAAATCCCCGTTGGTGATGATGATAGTCTACAGCTATTGTGGATACC
+TGATCTCAGTTATAACGAATATGCCATTGCGGGCAGTGTTTACCAAGCAACATCACCATTACTGGTACCA
+ATATTACCAGAGGGTTTTGAAATTGCAGGTTTTCATCAGAGCAAGCCAGACTCGGTCATTAAAGACAGTG
+ATGTTGGCTTGCGCTATTCAAAGTTTTATCAGGGCTGGGATTTAACCTTTAACACCCTTTATCACTTTCT
+TGATGCACCGGTTAATTACCAGGTTGTTGAGAAAAATAAGGTCTCTATTTATGCTCAATATGAACGGAGT
+TATCTTATTGGCGGAACAGCTAGTAAGGCTTTTGGCGATTTTACCTTACGTACCGAGGTGGGTTATAGCA
+GTGACAGTTTTCATTTAGTAGATAACGATTCGGCTAATTATCTGACCAAACAAGGTATTCATCAATCTGC
+TGATGTTTCTTCTGTGATCGGTTTGGATTTTCAAGGGTTAACGGATATTTTTATCAGTGCACAGTGGTTT
+CAAAGTTATTTACTAGACGACGGGGTGGGTCTAGTAAGACCTCAGCACGATCATAGCTTTTCATTAATCT
+ATAACCAGAGTTTTGCCAATGAAGTATGGACATTTGAAGGCTTAATATTACATGGGCAAGATAAAGGTGA
+TGGTTCAATACAGGCAAAGTTAAGTTACATGTTGGAAAGCAATATAAAGTTATGGTTGGGCACTGATATT
+TTTTATGGCAATAAGTCAGCTTTATTTGGTCAGTTTAAAGAAACAGACCGAGTTAATATTGGCATTGAAT
+GGGGATTTTAATGCCAATTACTTAGGGCAGTGTTGTTAGTCTTTATGCTGGCTTTATTCAACGGTAACGG
+CGTCAAAAATAAGTGTTCGTTACGGTACTCCAATATTACGCGCTTCAGTTGGGAAATATTCATTGACAAA
+ATTTTGAGCGTTCTCAATTGAATCAAAGGTATACAATCAAGGTATTACTAATAACGGATTACTAGGGTAA
+TACGTTATTAGTAATTGACATGATTTAAGTTGTTAATTCTGGAAGTAATTGTGATTCCCATAAGGCGCTT
+TTAAATTTTTTCTTAAAAAAACCAAAATGGCCAATATTCTCAATATTTAATTGTTCAGCAGAAATCCTGA
+TCATTTTAGGTGAAATATCACTAAAAAATCCATGTAAAGAATTAATGTTTTCAGCAGACATAAGTTGATC
+GTCAGTAAAGGAAATTGAGGTCATAGGTTTATTAAATAACTGGTAAGCCATTTGTACTGCTTGGTTTTCT
+ATCCCTAATAAATAGTGAGGGTGTAAACACCATGCTCGCCATTGCTTCATTACACCAAAGGGTAAATTAC
+CTACCATACCTAAACGTTTACCAGGAAAGTAACCTAATACTTTTAGTGACACTGGCGCAACAAAGTACCA
+GAGAAACCATACTTTGTATTTTAATGCCGCAGCATTTTTACGCCAATAACCACTACCACTAGCAACAGTG
+ATCACTTTTGAAACCAAGCCAATATTAGGGATCATTGCGGTAATTTGACCGCCTAAACTGTGGCCAATCC
+AATAAATATCTTTATCTTTAATCTCAATTGATACTTGCTCTAATATTTTTTTACAATCAAAAACCGCCCA
+ATCAGTGATGGTTGTATCTGATTCTTTATAATGCACTTTATCAGCAGACCCCATAGAAGAATAATCAAAG
+GTAGTAACTAGGTAGCCATAACTCGCTAACCATAAAGCGAAATCTTGGTAGAAAATTTTATCTACCCCTA
+AAGCCGGAGCGATCACTACCGCCGCTTTTATCTCTTCTTTTGGGCAAAAAAAGGTAGCATAAACAGGTTT
+GCCATTATCGGCTGTTAATTCTACATCTTTTATATCTATCATGATGATTTCTCTTGAAATTATGGTTATA
+TTTCTTGTTTGGTTAGTTGTCAGTAACCTTGCTTAGCTTTATTTTCAATAAGTTATCTAATGATAATTTC
+CCTGCACCAAATAACACAACTTGCAATAGCAGTAAGCCCCATATAACGTGTGAATAAAGTGCTGCGGGAG
+CAATCTCAGTTAAGCTGACAACGGCAACGATATTTACAACAGTTAAACCTAAAGCACCAAATCGACTGGC
+TAAACCTAGTATCAATAAAACTGGCAGAATGAGTTCACCTGCTGTGCCCAAATACGCAGCTAGTTCAAAA
+GGAATAAACGGCACGCTGTATTCTTCTTCAAACAAAAATAAAGTGGAATCCCAATCTCTTAGCTTTGTTA
+GGCCAGAAGCAAAAAATACCCAAGCTACGTAAAATCTTGCACCGAGCAGTGCCAGGGGCTGTAAATAATT
+TAGCAGTTGACTCACTTGGGTGTAAGGTTGAATTAATCGTTGGGTAATTGTTGTCATCATGTTGTTCCTT
+TACGGGTAAAATTTTATTTAAATTGTGGTTTTTAGATTTAATTAGGGTTTGTTTAGGCGTTAATTCGGAC
+TTAAGTTACTTTGTAAATTAAACTTTTAAATGACTAATCAGGTTTTGTTCCAGTGCTATACCAATCCATT
+GCGCGAAGTCAAAGTCATGTTCAAGCTCGTTATTATTGGTCATAATATCTAATGCTTTACCTATACTTAC
+TCCTTGCTTTATTAGTGTTAACCAAGCGTATTCATTTGCTGATAATTCACGTATTTCAGCGTTGTAATAA
+GGTCTATATATCAGCACTTTTTGTGAGAAATCACCTTGTGCTAATTTATCTAGTGACTGTTGAATAAATC
+GTTGGTTGAGCTCTTCCGTGGAATCAGAAACCACACGCTGTTGATGAGATAACCAAAATTCAATCACAGG
+ATAGTTAGAACTCAACCTAAATTGGCTGGTTGTTAGTTCTATATAAATTTCATCTATGTCGTGTGTTGCC
+AATAGTTGTAAGCTTGCTTGGTCTATTACCGAATTTTTCGCACGCATACTCTCTTGTCTCAGTCGGTCTA
+CTTGCGCAATATCAGCAACAAAAGGGTAGTCAGATAATTGTGCTAAATTAGTGAGTAGCGATGGAAAATC
+ATCTCCCCAAAGTGCCCAGTCCCCATGTTTAGGTGGTGACGATATTAATAATTCACGACTAGCATAATTA
+AATAAACCTTCACCAATTAACGTTAAAACAGTAGGAAAACTTATCGCGAGTGCTTGTTGGGCTGTTGCTA
+ATAAATTGTTGCGATATATCGCCATTCCTCTGGGGTCGAATTCATCAATTACTTCACTATTGGCAGAGGG
+GAATATGGCAGAAATTAGCGTTTGCTGTTGTTGTGCAACTTGTTCAAATGCTGCTTGGAGTGAGTGTTTT
+TTTGCGTCGTTGTTATTCATGTATAAACTCACTCTCAAGTCCTGTCATAGCCGTTGTGATTTTTGATGAG
+TTATTATCACCAAAAACCTGCTTTGCTATCATTCTCGCTTTGTCGGCTTCTGCGACTAATGTATGCCAGC
+TAGGCAGATTATTATCCCATTCAACTAAGGTAGGAATTTTTCCAAAACGCTCTAATGCGCTGCGATATAG
+TTGCCATCCTTGGCTAGAAACAGCTTGGCTATGATCATCAATAATGAGCTCACCTTCTTTTACCTCAGTA
+AAACCTGCAAGGTGAATTTCACCGACCATATCAGTGGGGATTTCAGCTAACCATTGTTGTGCATAATCTA
+AAGGTTGTGCCGCATTAATGTTGTTGGCCGTCACAATGATATTGTTTAAATCAACTAATAACTTGCAGCC
+AGTTAACTCTGCAAGACGGACTAAAAACTCGGTTTCAGGCATACAAGCATGTGAATATTGAATGTAAGCT
+GATAGGTTTTCTACTAATAGTGAACGACCTAACGATTGTTGAACACGGTCAATATTGTGCGATAGCACCA
+TCAAGGTTTGCTCGCTGTAAGCTAGCGGTAATAAATCTCCCGCATGCACTTGTTGACCCTTTAATTGGCT
+CCAACTAAAACAAGCATGGTCAGACATTAAAATGGGGTTGCAAGTACTTGCTAACTGTTTAAGCTTTTGT
+AAATAATGGCTCGGTACACCTTGTGCGGAACCTAAGCCCATTGCGGTTGAATGCAAACTAATCGCATATT
+TTTCACTGGCTTGAGCTAAGACACTTTGTGTTGCGCCGCCTTGTGCAAAAAAGTTTTCTGAATGTACTTC
+GACAAAATCGATATTTGATGGAGTTGTTAACGCCTCAGTAAAGTGTTGATGTCTTAATCCAACACCAATA
+AGTACGTCAGACTTCAATTTTTCATCTGGTCTTTGTAATGACATTAATTCAACTCCTAAATACCAAGTTC
+AATAAATTATTGCTCACTTGTACTGGTTAAAATACGCCAGGCCAGCGTTGCTCTCAATTACAATAGCTAG
+CTATTGCTCAATCGAGCGTCTTGCCCTGATTTATTTTTCCTTTGTACAACAAGAGCACAAACTTAATGTC
+ATTGGCATGATACCAAGCTCAATAACGAGTAGTTACTCCAAGCGGACTAATAAATTTAATCCGTTGGGTA
+TTAATCGTAACTATCGACTATTACTTTGCTTTATCTTCTGCAAATTTTTTCTTAGCTGCTGCTTTTAAAA
+GGCCGCCAATATCTTCGCAAGTGCCTTTAGCAACTAGTTTCCACTCACCTGGATCTTTATCTACTGCTGA
+TTGTCCTGCACATGAATGTGTTCCCGCTAAGTTGGCGCAATCATTTTGACCAGCCATCGCTACGCCATAA
+CACTTCTCTTTACTCGCCGCTTGAGCTGGCGCAGTAACTGCAGTAGAAAGGGCAACAACCAGTGCTGCAC
+TAGCAAGTAATTTTTTGTTATTCATAATAAAGCCTCTATTTAATTGTATTTTTGTGTTTAAACATTCGCT
+TGATTAAGCTGCTCGCTTAACCAAAGGTTTATTTCTTCAGTGTTTACGCCACCTATTAAGCGAGATTTTG
+AACCAGAGCGGCCTAATAGCACTAATGATGGAACGCCTGTCACTTCAAGTTGTTTTGCTAACTGTGTTTG
+CTCATCGACATCAATTTTGATCACGTTTAGCTGATCTACATAATGTTCTGACACATCGACCATTATCGGC
+GCCATGCTTTTACATGGTGCGCACCATGAAGTACTAAAATAAATAAGTACCCATGATTTTTCATGATCGC
+ACCAGTTAAGACCTTGCAGGTTGAGTTCTTCTTTCATTGGCAAAGGCTTAACTCGGGCAAACTTTGTAAG
+CAAATTATTCAGCATCTAACTGCGCAATAGATACACCTTGAATACCAGACCAAGTTCTATCTGCAGTCGC
+GATGTAACCAGGAATATCAGTTGACCATTTTTTCTGTACTGCTTTGTTCAAGTTCAAATACAATTTACCA
+TCAACAATTTTCCATGCTGTTGGGTCAGTATCTAGTTTTTTGTTTAACGCTACGCCCATCGCACAAAAAC
+CGCCAAATTGTGGTGCAAATTGCTCTGGGTTTTGTTTGAATTGATCACGATTTTGTTCACTGCTAAATTG
+ATAGATGGCGCTTTTATAAGTCGCGGTGTATTTTTGATTACCTTTAGTTGCTTTACTGTCAGTGAAATAT
+GAAACAGCATCATAACCATGAATAGCAAGGTCATTTTCATTGCTATTAACATCAATTTGGGCAGCAAAAC
+TTACACTGCTGATAGCTAGCGTTGCGACGATGGCGACAGATTTAAGTAGAGTAGAAATATTCATTAAAAG
+CTCCTTGGAGGCTAAGAAGTAAAGGTGTGCAACGTGTTGTTGTACATAATTTATTGTTATACATAATTTT
+TGTGTATAGACATAAGTGGTGTAATATTCACAGCACTTCGTCATGTGGTTACTTTAACAAGCTGCTTGTG
+AGCGAATGCCGCTATGAGTCTCGAACTTGAAACCAATCGTCTAAAAGAGTTATTTATGGATCAATTAAGT
+CAAATATTAGAAAATCTTTCTTTTAATGCTGATGTTTTTTTCAGCGGTAACTTGTGTGGCATTCAAAGTT
+TAGGCGGGGCTGATAGTAAAAAAGGCCATTTGCATTTATTAAAATCAGGTGTATTAACCATCGTTTGTGA
+AGAAGGGCATAAAGTTACCCTAGATAAACCGTCGGTTATTTTTATGCCGGGCCCGAGTAAACATCAAGTT
+ATTGCCAGTGAATCAGATGATGCCGAGTTAGTTTGTGCTGATGTTGATTTTCATTCAGGCAGTGGGGCAG
+CCTTGGTCAATGCATTACCAAAATTTATTTGTTTGAACATTGGACAGCATGATCCCGTAGGGAGAACTGC
+GCATTGGTTGTTTGAGGAAGCGTTTAACAAACAAGCAGGTCAGCAAATGATCGTGAATAAGCTTGGTGAT
+ATTTTCTTAATACAGATGTTACGACATGTCATCAAAGAAGGCATCGTTATTCAAGGCATGTTAGCAGGTA
+TGGCGCACCCTCAATTATCAGCATTAATGACAGCGCTGCATAAGCGGCCGCAAGAACAGTGGACCGTTGA
+GTTAATGGCTGAAACAGCCTTAATGTCGCGAGCTAAGTTTGCCGCTTTATTTAAAGACACCATAGGTCAA
+GCGCCCAGTGACTATTTAACAGACTTACGTATCGCTTTAGCGCAAGGTTTATTGAAAAAAGATAAACCCG
+TTAGTTTTGTTGCTAACGAAGTGGGTTATGAACATGGCTCTGCATTGGCTAGAGTGTTCAGGAAAAAAAC
+GGGATTATCACCAAAAGAATGGTTAATGAAATTTAGGAAGTAATACCGATTGGTATATACCCAAGCTACC
+TGAAACACGCATCTTCAAGTGGTTTGGGTATAACAGCAACACATAGGTTTGTTGTTATCAAACTACGACA
+AATGCGCTACCAAGTAGTCTACTAGTAGTCTTATTTTGGGCGACAAGTGACGATTTTGCGGATAAATGGC
+CCATATGCCTTCATCTGGCGCGCGATAATTATCTAATAAGGTGACCAGTTCACCACTTTGCAAATGTTGT
+TTAACATAATAATCGGGTAGTTGTACTATGCCTAGCCCTTTCAGTGCAGCATCAGTCAAGCTATAACCGC
+TGTTGTATCGTAACCGTCCCGTAATGCGAACGCTCTTTTCCTTGTCAGACTCTCTAAAATGCCAATAATT
+ATTTGTTCCCAATAAACAGCTATGCTTATTAAGTTCTGAAATTGAGTGAGGTATGCCATGTTTGTGCAAA
+TAAAGTGGTGAGGCACAAACAAAGTTTGATCGTTCTCCTAATTTTTTTGCCATCATTGAAGAGTCACTTA
+AGTTGCCTAAACGAATAGCTAAATCATAACCATCTTCAACTAAATCAACTCTCTGATTACTCAAGTAAGC
+CGATACTTCAACATCGCTATATTGTTTTAGGAAATTATTCACCAGCGGTAATATCTGCTTTTCGCCATAG
+GTAACGGGAGCTGTCAGCTTAATTTTACCTTGAGGTTTCGATTGTAAATTTGTGATTGCCCGTTCAGCAG
+CGTCAAGCCCATCAAGTACACTGCGACAGTGTTGATAAAAAATGCGTCCCTCTTCAGTTAATGAGACCTT
+GCGTGTAGTGCGATAAAATAATTTGATATTTAAGCGCTTTTCTAACGCACTTATTTGCCGGCTTACTTGG
+GCTGTCGATATTGCCATTTTTTTTGAAGCAAGCGTAAAACTCTCATTTTCAGCAACGTAAACAAACTCAC
+TAATACCTTCCCACTGCATCATTGTTACCTATATGTAAAAGTAATTTACCAAAACAGTATATTATCATTG
+TTTCAGAAATAGATATAATATTGCTTACAGATTCAAATACGATGTGCTGAAGTGAAGCTATAATTGAGCT
+TTAAGGCCTTATAAACAAAAGTGAGAATACCTATGTCAGATAAATTTATTAAATCGAAAGCTGCTATTGC
+TTGGGGTCCTAATCAACCCTTATCCATTGAAGAAGTTGATGTAATGTTACCTCGTGAAGGTGAAGTGTTA
+GTTAAGGTTGTTGCATCGGGCGTTTGTCATACCGATGCTTTTACCTTATCAGGCGATGATCCTGAAGGTA
+TTTTCCCTGTTATTTTAGGGCACGAAGGTGGTGGTATTGTTGAGCAAATTGGCGCAGGCGTTACTAGCGT
+TAAAGTTGGCGATCATGTTATCCCGTTATACACACCAGAGTGTGGTGAGTGTAAATTCTGCTTGTCAGGT
+AAAACAAACCTTTGTCAAAAAATTCGTGAAACTCAGGGTAAAGGTTTAATGCCTGATGGCACCACGCGTT
+TTTATAAAGACGGTCAACCTATCTTTCATTACATGGGATGTTCAACCTTTTCTGAATACACAGTTCTACC
+AGAGATCTCTTTAGCTAAAGTCAATAAAGATGCACCGTTAGAAGAAGTTTGTTTGCTTGGTTGTGGTGTT
+ACTACCGGTATGGGCGCGGTCATGAATACGGCGAAAGTTGAAGAAGGTGCAACAGTTGCAATCTTTGGCC
+TTGGCGGCATTGGTTTATCAGCGGTTATTGGTGCAACTATGGCTAAAGCGAGTCGTATTATTGCCATTGA
+TATTAACGAAAGTAAATTTGAGCTAGCAAAAAAATTAGGCGCAACAGACTTTATTAACCCGAAAGACTAT
+GACAAGCCAATTCAAGATGTGATTGTTGAAATGACTGATGGCGGTGTTGATTATTCTTTTGAATGTATTG
+GTAACGTAAACCTAATGCGCTCAGCGCTAGAGTGTTGCCATAAAGGCTGGGGAGAATCAGTAGTCATAGG
+TGTTGCGGGTGCAGGACAAGAAATCTCAACTCGTCCATTCCAGTTAGTGACTGGTCGTGTATGGAGAGGA
+TCTGCATTTGGTGGTGTTAAAGGCCGTACTGAATTACCTGATTACGTAGAACGTTATTTAGCGGGTGAAT
+TCAAATTAAGTGACTTTATTACTCATACTATGCCTCTTGAAGACATTAATGAATCATTTGAATTGATGCA
+TAAAGGCGAAAGTATCCGTTCAGTGATTCATTTTGATAAATAAGCATTAGCCACTTTGATAAATAATAGC
+TCGCCATCTCGGTAAGTAACAGTTTTTCCGTTACCCCTTTTCTAGCAATAAGCAGAGTGGGGTAGCGTCT
+TGAGGTTTTACTATGACAATTAACCATGTAATTGAAAACGTAAGTGTAAACAAAAGTTTTGGTGGATGGC
+ATAAGCAATATAGCCATCAATCCACCACGTTAAATTGTACGATGAAATTTGCAATTTACTTACCACCTAA
+GGTATCAGACGGGGAAAAAGTACCGGTATTGTATTGGCTTTCTGGCTTAACGTGCACCGATGAAAACTTT
+ATGCAAAAATCGGGCGTTCAGCGTATGGCTGCAGAGCTTGGCATTGCCATTGTTGCGCCAGATACCAGCC
+CACGTGGAGAGCAGGTAGCTAATGATGAAGGTTATGATTTAGGGCAGGGCGCAGGCTTTTATGTTAATGC
+AACTCAAGCACCTTGGAATCGTCATTACCAGATGTACGATTATGTGGTGAATGAACTACCGCAGCTAATT
+GAATCCATGTTTCCTGTCTCAGATAAACGAGCAATTTCCGGGCATTCTATGGGAGGACATGGCGCACTGA
+CTATTGGCATGTTAAATCCAAAGCGTTATAGCTCAATGTCTGCGTTTAGTCCTATCTGCAATCCGATAAA
+CGCTCCTTGGGGCAAAAAAGCGTTCACTACTTATTTGGGTAAAGATAAAGCCACTTGGCTTAATCACGAT
+GCAAGTGAGTTAATGCGACGAGCAACACAGTTTATTCCAGCTAAAGTTGATCAGGGAGGCGCTGATGATT
+TTCTCACAGAGCAGCTTCAACCTGAAACGTTAGAAGCTGCAGCTAAAGCCAGTGGTTATCCTTTGTCATT
+GTGTATTCGTGAAGGTTATGACCACAGTTACTATTTTATTTCATCATTTATTGAAGATCATCTGCGCTTT
+CATGCAGAACACCTCAATAAGTAGTTACTCTGCGGATATAGTGAAATAGTGCCTTTATTGCTCAATCATT
+GAAGGTACTTTTCATTCACTTTGTACATGATGTGACCACTCATCATGATGTAAGCATAAATTTAAATATA
+AAATAATTGCTTTGAAATGTGTAATTTATATTCTTAAAAACAGTTATCTTTAGTCTAATATTCTCAGTCT
+TACTCTTTTTTTGTCTATAAAAACAACAAGATTATTACTTTTGCTCTTGTTACTCTCAATTGATGACGTT
+AAAATAGTTAACAATATCATAACAAATCCAGAGTATAGGAATGCAGTATGTCCTTTGAAGATGAGTATCA
+AGTAACGTCTGAATTCAGCGATCGTACCAATGACTTCCTCTCTAGCCATTTAATTTCCCCAACACCAGTA
+AATTATTCAGTCATTTATCTCCATATCAGTAATGAAAACGAAATGTTATCTGCTGCTATCAATAAAAAAC
+TGAAACAGGGAGTATTAATCACCGCAGATTTCATGGCTGATTTATTTGAACGTTATGTATCTCTTACAGA
+GCAAATTGAAAATACGGTATTAGCCCCTTTTGAAAAAACCTTAAGTAAAACACTAGAACAAATTACTAAA
+CAGGTAAGTAATGAAGATAAAGCGGCAATTAATTTAGAGAAGTTAGATAAAATTTTAGCTAAGACTAAAA
+CTACTACCTCAATGGACAATATTGTTAGTTATCTTTTTAATACGATAAATAGCACTAAAGCTCAACATGA
+AGAGCTGTCTCAAAAGTTGACCACGACTCAACAAGAAATTAATCAATTAAAAGACAAACTAGCTTCATCA
+AGACAAGAAGCTTTAGTTGACTCTTTAACCGGTTTATTGAATCGTCGTGGCTGTGATGAGAAATTACAAA
+ACTTATCTCACGCCGATACTCATTCCTCTTTAGCCATTGATATTGATCATTTTAAAAAGGTTAATGACAC
+CTTTGGCCACTTTATTGGGGACAAAGTTATTCAGCGTATAGCAAAAACCATTCAAAGCCATATTGGTGAG
+CAAGATCTCGCGGTACGTTTTGGTGGTGAAGAGTTTGTGGTGGTAATGACTAACACTCCCCTTGCAGAGG
+CAAAAAACATTGCTGAGAAAATACGTATTGGTATCTCTAAAATGCGATTAAAGCAAAGAGATACCAATAC
+CTTTTTACCCCCAATTTCAGTGTCTATTGGTATTGCTCAAAATGATAACATTTCAGAGTGGACCACTCTG
+TTTGAACAAGCAGATACTGCGCTTTATCAAGCTAAAAACTCCGGACGCAACTGCTGTATTTGTGCGTAGT
+AAAAAATCACCTTATTGATTTTACTTATCTACGAAAAATATGAGAACAAAAAGGGTGCACTTTCTGCATA
+GCCAAGAATCAACGTTGACTTAAAATTACGGGGAGCTATTAAAAAGACGTGCTGATCTCCCTGTAGTGAT
+TCCTCGGTATTAATGAGCAAACTGTTTATAGATGGCCCACCTTAACCAATATAATCGTTTCCTGTTCTAC
+ATACGGAAAGTGCTCGCTCAGGTGAGGGCTACGAATCCAAGAACCTTCTGGATAGCGACCATGCTCATCT
+ATAAATTCGCCACTAATGACAAATATTTCTTCACCCCCAAAATGCTTATGAGGCTGAAATCGCTCATCTT
+TAGGCCATTTAACAAGTGCGGTTGATTCTCCTTCAAAGCTATGCAACGGCATAACCATTAAATTACCCAT
+GCCCGGTGACCAGCTTTTATTAGCGGTATCGATGACAACATGTTCATTATCACCGGATTGAAATTGGTGA
+AGTTTTACTAATAATATACAGCCATCTTTACTAAAAGGTGCATGACGAAATCCTTCAGGGTTTCGAAAGT
+AGCTGCCTGCATGATAATCGCCAGTGTGATCAGAAAAGGTGCCTGAGAGGACAAGGATCTCTTCGCCTAG
+CGGGTGATCATGTTCAGTAAAGCTAGCGCCGGGATCAAATTTTACCAAGCTCGTTGCATGACCTCTTTCT
+GCATCTTCTCTGGCTAAAGGCTTACGCCAAACACCGGCTTTAGGACTTGCTACCCAAGGTTGTTCCTGTG
+TATTAATAAATACTTGTTCATCGAAGTTCATATTGAGCATTGTTTTTCCTTTAACGCTTGTAATTTTAAG
+AGGAAGACTTCATAACTGTAGCTATATACCCGTTACCAATCAAAGTGCAGTATTTCAGTGGGAATTAAAA
+CCACTTTAGGCAAGGTAAATAATTTAAGCATAGTCATTTTATGCTTTGATTTTTTAACGCGGTATAAAGT
+GATTTTAAACCCATCAAAGAAGCGCTTGAGCAACATCACTTCATCGTTGCTATGACTTAGAATAGAACAA
+CCATTATTTCATCACAGCGCCTTGAATTGAAAGTTCTTAAGCACTCTGAAAGCTGCATCTTGAATGATAA
+TGGGTATATAATATCGCTTATCAAATACTACACCAAGTATGCACAAAATGGTTTGGTAGGCACTTTAAGG
+TACATCTTTATGAATAATAAGCTTATAACATTTTCTAGAAAGTCAGCTCCTGAAAAATCTGCTCGTATGG
+TTGAAACCATTGTTGGTTGTAAATGGTCACTCACCGTATATAACTTGCTCAATAATGACATACATCGACC
+GGGGGAAATGGTGAGGAGTGTCGAAGGTTTAACCACCAAAGTGCTGAATGCATGTTTAAAGCGCAATATA
+GAGTTTGGTATTCTCGAACGAGAAATGTTTAATGAGATCCCACCTAGAGTTGAATATAAAGTCACTACTT
+TTGGTCATAAATTTATCAAAATATTAACTGAGTTAGAAAAGCTGCAAGCAGAAATAGATGACAGTAATTT
+ATAAGCTTAATCTGTAGTAATAGTTTATGGCGGTTATTTGTAATATGAACTTTTAATAAAAAATATCCCT
+ATATTATTCAGTAAACTAGACCAATAAGTACCTAGCTTACTAGATTGTACCTACTTTTTTTATCCGTCTT
+ATCTCCTTATTATTTAGTGGTATCTACTTTACTTTTTTAAATAATTAACAGGAGAAAAATGATGAATTTT
+ACCCATCAAGGAAAAGCAATAATTATTGGTGGCTCAAGCGGTATGGGCTTAGCAACAGCAAAACTATTAG
+TTAAACATAATGTCGAGGTTATTATTGTCGGGCGTAATGCTGAAAAACTTGAACTAGCATTAACCCAACT
+TAACGAGACTGGAAAAGCATCGGCGATTCAAGCGGATCTTTATCAAACCGAGGATTTAGAAAAATTGCTG
+TCGTATATTAATCAAGAGGATGTTCATTTAAGTTATTTGGTGAATGCCGCTGGATATTTTAGTCCTAAAG
+CATTTTTAGCGCATGAAGGTGATGATTATAATACCTACATGGATCTCAACAGAGCGACATTCTTTATTGC
+TCAAGCCGTTGCTGAAAATATGAAAAAACAGGGCGGTGGTAACATTGTAAATATCGGTTCAATGTGGGGA
+CAACAAGCGATTAAAGCGACACCATCTTCGGCTTATTCTATGGCAAAGGCTGGTTTACACGCGTTAACTC
+AACATATGGCAATGGAACTAGCAGAAGATAATATTCGTGTTAATGCGGTATCTCCAGCGGTAGTAAAAAC
+ACCTATCTATCACTCTTTTATTGACCCTAGTACATTAGATGAAGCTCTGGCTGGATTTAACGAATTCCAC
+CCAATTGGAAGAATAGGTACTGCGGATGATGTGGCTAATACTATCGGCTTTTTATTATCATCGGATACTT
+CTTGGGTAACAGGGGCTATTTGGGATATTGATGGTGGTGTTATGGCGGGGCGTAATTAAATCTAAAGATA
+ATTACAGCTTGTTAGGCAGAGATAACTCAATGAGAAAGAGCTACTGTGTTATCTCTATATATAACTCAGT
+AGCTTTTATTTTGTCATACTAATTTATATGACCAACTTCATTGCATTGTCATGTGTCATGATAAACTCAT
+TCATGTCATGTTTCTCAATAGCTAATTTTTGCTGTGCATCTCTAAGTGCAGTGCGTAAACCTTCCTCAAT
+TACCGGATGATAAAAAGGCATGGTAAGCATCGCTTGAACCGTCATCTGTTGTTGTCTTGCCCAGGCGAGT
+AAGTGGCCAATATGCTCAGCAGCAGGGCCAAACATTTCAGCGCCTAAAAATTCACCTGAAGTTCGATCCG
+CGTAAACATTTAATAAACCTTTATTTTTACCCATAACGCGACTTCGACCTTGTCCTTCAAAACTGACTTG
+GCCAACCACATAATTTGCGGCATCTTGATCGGCATATAAATCCTCTATTTGTCGCAATGATAAACCGACA
+CTGGCAACTTGTGGTTCAGTAAACACAACGGATAATGGAGCACGTCTTTGTCCTTGAGCGATAACTGGGT
+ATGCTCCTGCATTGGTTCCTGCCACTTTTCCATCATCGGCGGCTTCATGTAGTAGCGTTAAGGTATTGTT
+GGCATCTCCCGCGACAAAAATATGATCAACTGACGTTTGCAGAGTCAATTCATCAAATAGTGGGCTATTC
+TTTTTATCAAGTTCAATGCTAGTATTTTCTAGTCCTAGTTTATCTACATTCGCTTTACGACCGGTTGCAG
+CTAATACATACTGGAATGACTCAGTCGTTTTTTGCCCTGATTTGTCGAAGTAGATTACTTCAACAGCATC
+CTCTTTTTCTATGGTACTAATGACGCGTGCTTTAGCATCAAAATAAAACTCTTCATTAAAGGTTTTCTCA
+GCGTAGCGTTTCATTTCTTCGTCTTGCAAATTTGCAACAGAGCCACTTCGGCCAAATACTTTAACGATTA
+CGCCTAATCGACTTAAGGCCTGACCTAATTCTAGCCCTATAACACCCGGACCAAATACTGCGACAGACTT
+TGGTAAATCGTTCAGTTCAAATAAATTATCATTGGTTAATAAACGGCTTCCGGCAGCAGCCAAAAACTCA
+GGGTAATTAGGACGAGAGCCTGTAGCGATGACAATCCGTTTTGCGATTACTTGGCTGTGATCATCTACCT
+GTAAGGTGTGCTCATCTAGAAACTTAGCAAAGCCGCGAATTTTATCTTGTTCATCGAAGCTTTCTACTGA
+CTCAACCACAAAGCCGACAAAACGGTCTCGCTCAGTTTGTATGCGCTTCATTACCGCTTTACCATTAACG
+CTAATACGGTCAACTTGAATGCCAAAAAGGTCTGTTTGACTGGCGTGATAAGACGCATCTGCCGCTGCAA
+TTAATAATTTACTAGGCATGCAACCAACGCGAGCACAAGTAGTACCGTAAGCTCCGCCTTCAATTAAAAC
+TACCTTGTCAGTATGTTTTTTTGCGGCGCGATAAGCGCCCATTCCTGCAGTGCCTGTACCAATAATGGCA
+ACATCAACATTGATTACTTTCATGAGAATAGTCCCGCTTTAGTTATGAGGTTAATTTATTTTCTATTGCG
+TAAAAAGTTAATAATGTCACCGGATTCATATAACCATTGCGCTTTACCGTTTGATTGTCCTATACGTAAA
+CAAGGTACTTGTGTTTTATTACCCCCTTGTTGCAGTTCAATGCGGTGCTGATGGTTTTTTTGAATATTTC
+GTAGTTCAATATTGAGATCAAGTTCATTTATTGCATGGCGTGTTTTAGCGCAAAAAGGACAGCTGTCATA
+ATGATAAAGTGCCATGTCGTTTGGCTGTATTGCTGATAAAGTCATAATTTTTTCCTTGATGATAATAGTA
+TGAATTCAAGAACTCTTAGCCTAAACATTCATGAATATGAGCTAAAGAGTGAAGCCATAATATACGTGTT
+CATAAGGTGATAAAGGCAACTAGGTGTCTAGACATTGCCACCATCTGTCTAATCCGCTTTATTTATCTTT
+CAAAGCAATAAAAAAAGCGCTACAAATAAATGGGAATATTGCAGCGCAAAGGAAATTTTTTAATTCCTAG
+TTATTATTTTTCATGAACTTAAGGATGTGATTGGCAATAACATCACCGTCTTCTTCTAAGGCAAAGTGAC
+CTGTATCTAAGATATTAAAATCTAGGTTTTTTAAATCACGTTTATATGGATGTGCACCTTCTTCAGGGAA
+AATATAGTCACCTTTACCCCACATTAATAACGTTGGCGGTTGGTGCTCTCTAAAGTACTCTTGCCATTCT
+GGATAAAGTGCTGGATTAGTGCCGTAAGAATAAAACAATTCTAATTGGATCTCTTTATTGCCTGGGCGGT
+CTAATTTAGCTTGATCTACTATCCAGTTATCAGGGCTAATGGTTTCTTTATTGCGAGTACCATTAGTATA
+TTGCCACTCTGTTGCACCAATAGTTAACAGGTTATCTTTAAGTACTTTGGCATTTTCAGGTGTTTTATCT
+TTCCAATAGGCTTTAATAGGGTCCCAAAAGTCACGTAATCCTTCATCGTAAGCATTGCCATTTTGTATGA
+TCAAACCTTGGACACGCTCCGGATGAGCCGCGGCTATTCGAAATCCGATTGGAGCGCCATAATCCATAAC
+ATACATGGTATATTCTTCAGCGCCTACTTTGGTTAAAAAGGCATCGGTAATCTTAGCTAAATTGTCAAAG
+CTGTATTCAAAATCACCAAGCGCTGGCATAGAGCTGTTACCAAAACCTGGGTAATCTGGAGCAATAACGT
+GATATGTTTCTGACAATTTAGGGATTAAGTCACGGTACATATGTGACGACGTTGGAAAGCCATGTAATAA
+CACAATAGTTTTCTTGTGTTCTTGACCTGCTTCACGGTAAAAAATTTCTTGGTTTTGTACTTTAATGGTT
+TTGTGTAAGGTTTGTGCTGCTTCCACATGACTCATTGAGGTGAAACCTAGTAATAATACGCTAGCGGTTG
+CCATAAGATAATTGCTAAAACGTCTGTTTTTTACTATCGATTTTGTTAAATTTTTCATTGTTTTTTCCTA
+ATGTAAGTAATTAATAAGTTTTACTATTTTTTTAGTAAGTTAAATTGTTCATTTTCTAGTAATTCAGTAA
+AACCACCCACCGATAACTCTTCGATAAATATCTGAGGGTAGGTTCTGCCCGTTGTTCTTTGCTGTAACTC
+TTGTATGTACATTGGGTTTTCATAAACATCGTATTCAACATAATCCAACCCTTTATTGGTTAATAACCGT
+TTAGCGTGAGTACAGTAACCACAGCCAGGTCGGGTATATATCTCTATCTTTGCCATTTACTTCTCCGTTT
+ACATTTTTCGGTGACGCTGTTTTGTAGTTGATGAAGCTATTATCTATTTCAACGCCTCATTGATAAATAG
+GGTTGATGTTGAATCATTGTCAATGTAGTGTTGACAATAAGGTATTGATTGCACCGTAATTGAGTTAATA
+TCAACGTTAGGCAGGATATTGTTGGGCTGACATTTAGGGTCTATTGACCTTTCGCGGTTAAATTTTGTTC
+GAGATAAAAGCGTTTTAATAGCGGCGAGTAGTGTGTAGCCTAGTCACTCTAAGCAAACACTACTCAACAA
+ATAGTAAGACGCTTTTAACCGAATCCTTCGGACAGCGTTTGTTGAACATTTTTACAGCGTTATCGCCTTT
+TTATGTGGAACAACCACATGACAAAGGCTCTGCCTTGTATAAATACCCAACAAAACGCTGCAAAAACAAT
+CTCGAAAGATCAACAGACCCTAGTCATAGTTGAATAAAATAGGGGTCTTCGAGCAGCTTATGGATACGTT
+AGATGGATTAAAAACAGTGGTAGCAGTCGTTGAAACAAACTCATTTACGGCGGCAAGTGACAGGCTAGGG
+ATCTCAAAAGCGTTAGTAAGTAAGTACGTAGGTGAGGTTGAAAACCAATTAGGAATTAGACTCTTTAATC
+GCACAACCAGGCAGTTGGCATTAACTGACTCCGGCCGACGTTATTATGAAGAAGCAATCATATTACTTGA
+GCAGTTTAGCGCTATGGTAGATAACGTCACCGGTGAGCAGACCGCACCACGGGGTTTATTACGAATTAGC
+GCACCGGTAACTTTTGGTGAAATGAGGTTAGCACCTTTATTACCAAAGTTTATTGCCTTATATCCTGACT
+TAACCGTTGAGTTAGTGCTAACCAATGGTGCGATAGACATGCTGGAAGAGGGGATTGATGTGCGTTTACG
+TATTGGCGGTGTAGATGACTCCAACATGATAGCAAGGCATTTAACTAATTTTCCTCTGGTATTGTCGGCA
+TCACCAAATTACGCTCAAACGCAAGGTTTACCTACAACGCCCGAACAGCTTGGAGAACACCATTGTATTA
+TTGATAGTAATTTTAGGATTGGGAAACAATGGCCGTTTATTTCGCCAAAGGGGCGAGCAGAAACTATTAA
+TGTTCAGTCTGGCTTAGCGGTAAATAGCCCGCAAGCCGTTAGGGAAATAGCCATCGCTGATGGTGGGATT
+GCGATGACACCTAACTTTATTGTCGAAGACGCATTAGCTGATGGCAGGCTGTTAAGAGTAATGCCAGAAT
+ACACCACGCTGGAGTTTGGTCTTTTTGCTATTTACCCACACCGGAAGTATGTGGCTAGAAAAGTACGTTG
+TTTTATCGACTTTGTCTTAGAGCAGTTCTCCAAAAAATAGAGTGCTATTAACTTGTAACCGCTAGGCTAA
+TGACGGCGCCCCCATTATCTATTTGACATTAATTACTCTTGTTAAGCACGCCAGAATACTTCAAGCGACG
+CGGTAGAATTGTACTTACGTAGGTCTTCTTTATAGTCAGGAGAACTGGTAATAATACTAAAAGCTAATCC
+CCATGATTCTTGATAATAAACGGCACCGGTAGATATCGTGGCTTGCCAATGTTCAGTATGCACATCAAAT
+AAATGCTTAGGGCGCGCGCCATCAATAGTAATGTCTTGAAATCTATATCTCCCTTCTACTGCAAGATAGT
+AAAATTGTCCGGAGCGACTTTTTGACAAAACACTGACGTCAATGTAATTGCCTGGCATAACCCCAACACT
+GGCGAAACTTTCATGTAAAGAAGTGCCCCATCTAATGGTACTACCCAATGCAATTTCACTTTGATAATTA
+CCAACATTAACTCTACCTGAGAAGCCGCTATCGTAGTCTTTACCAAGCCAACCTGGTGCTCTAGTCAACA
+ATCTTTGGCCTTCATAAGAAAAGTTAAACACTGTTTGATTTTCAATTTGTCTAGCCCAACCCATAGGTTT
+TGGTGAGCCTATTAAACTGTGAACAGACTTTTGTGAATTCTCACCAAAAGCATCAGGACCTACGGCCCCA
+AGCATCAAGCTGTATTTATTGGCTGTATCCGCTGAAAATTCAAAAATATTCGCTTCAATAAACAAAAATC
+CGGTGTAGGGTCTATCGTTTTCTCCTTCAACAGGAGATTCTAAGTCGGTCGGCGTCCATATTTGTTGACC
+AAGAGTGATACCCCAACCTTTGTTGGTCTGATGATGTAAGGGTAACCAACTACCAACGGTTTTAAGCAGC
+AACGGGGAGCTCTGCTCTATATCAACGGTACTGTTTGAATTGAATTTGAAAAATAGTCCATTGGTGTATC
+CTCTATCAGAGCCAAGAAAGCCATCGTTATCAAGGCTTAGGCTGATACTGCCAGTATTGTATTCTTCTGC
+AACAGCGACACTTCCCATAATTATTGCCAAACAAATAACAACAACATTGACGAAAGTACCTACTGAATGA
+AACTCAAAATGTATTTTTTTCATAACAACTATCCAAAATTATTTACAAAATATGTGAATTAAAAAATTCA
+ATAATTTAGGATGTTTGTTGAAATACGCTTTGCTAATTCATGATTATTTACGCTGAAAGTAATTGAATAC
+AATTATTGGCTATCAACTTATTCATCCTGAGACAAATATTATCAAGGGCTCACCTGGTCAAAGCACCCAT
+TAGGCTTAATGTTGAAACAGATCGTCTTAATAAGTAGGTTTCAGCGCATGACTTTGTTAGAGGGCAATAA
+TGATTACAGTTTATTCAGTATTTCTGTTACATTATTTTAACAAAGATCATTGTGTCAATTTAAGGATAAT
+TCTCTATGACAGACATAGTTCCTCACTCAGAAGATACGTCAGAAACTAAGCCAGAAGTAATGCCAAAAGT
+AACTCGTGAAACATCAGCTCAGCGGATCAATCTCGCTTTTATAAAAAATACCAAAGCGGTTGGTATAGTG
+ATGATCATTATTGGCATTTTAGGTATTTTAGTACCTAATTTGATTGGTTTGGCATTTAATACTTATGTTG
+GCGGTATATTCTTAATATCAGCAATCGCACTGGCTTTTAATGCTTGGCAATATAAAACACAAGATATGTC
+TTTATGGTTTAAGCCCTTTATTTTAATGGCTTTGGCACTGATTATTTTTACTCATCCAGCCATCATTCTT
+AGTGTGTTAGGTTTGTTAATTGCGATTTACTTTTTAATTAGTGGTTTTAGTGCCGTTGTGGTTTCTTTTG
+GACTTAATTCATCAGCCAAATTTTTCAGTCTGTTAAGTGGTGTAATTTCTTTCATTCTAGGCGTAATTGT
+ACTGACTAATTGGCCCTTTGCTAGTGCTTGGGTTATTGGGCTTATTATTGGCGTGACTTTTTTATTTGAT
+GGAATAGCTTTATTAAGTATTTCTAATCAATTAAAGAAAACTCATTCCTAGCGCATTAGGTTCTGAAAAA
+TTTTACGTTTGTAGTATGTTTACTTCAATTATTCACATCGATTTTTACATCGGAAGTATAGATTAATTCA
+ATTTTTTACTTGGGTAATTGATTGTTTTATCAGTTTTAAATAAAAGGATAACAGTGTGTATAAATTTTTA
+ATAAAAGCAATTTTTCTTGGTTTGATTTTCATTTCAGCGACGGGATACGCTAAAAACTGGGATGGCATAT
+TCGAACGAGCGCAGTATCAAAATGCAAAAATATCCCCTGATGGTAAACATATTGCCGTATCAGTATTTAG
+CAAAGGAGAGGCGAGTCTTGTTTTTGTCGATAGTAATACACTAAAAGCGGTTTCAGGCTCTAAGCTTCCT
+AGCAGGTTAGAAATTGGTCAGTACTATTGGGTTAATAATGAACGAGTTGTTATCAGTCTTTCCAAGCGAG
+ATCCCTGGCTTGAAGAGCCCGTATCCTATGGTGAGTTATTCGCGATAAATATGGATGGCTCAAGAGGGAA
+GATGATTTATGGCTATCGCTCTGGAGAGAAACAAACGGGCAGTAATATTAAAAAGAAAGAATCGACATTT
+GGTTGGGGGAAAATTGTTGATATCCTGCCTGAGGATAAAAAGCATATTTTAATTAGCTCTACACCGATGA
+GCACATCAGGGGAAAGATTCGCCACTGTGTTAAAGCTGAATGTTTATACCGGAGTAATCAAAAGGAAAGT
+TGTTAAATCTCCAGTGCCATTTGCTCGATTTTTAACTGATGGTCAAGGCAAAGTAAAGTTCGTGGCGGGT
+AGAGATGGTAATAATGATACTAAGCTTTATTTTAGGGAAGATGGTAAATGGAAACATATCCCTCAGGATA
+TTGTTGGCTCTCGTGTACAGCCATTGTTTATTGATGCATCAGGTAAATCGCTATATACCATCGATGATTA
+CCAACAAGATATTAAAGGTATTTTCAAATTAAATCTGGAAAACTTTCAATATAAGTCGGTTTACACGGAT
+AAAGAAGTCAATATAACTGATGTGGAAATGACCACGGATAAGCGTTCAGCGTATGCAGTTCGGGTGGATG
+ATGGTTACCCCGCTTACTTAATTCTCAATAAAAAGCATGAAGAAGCCAAAGTTTTCAAAGAGCTATTAAA
+GCTGTTTCCTTATAGTTCAGTTAATGTAACCAGTAAAACTGAGGATGGACAACGTTATGTTGTGTTTGTT
+TCATCTGATATTGATCCCGGAAGTTTGTATTTACTTGATAGGAAATCAAATCAGCTAAAGAGGCTATTTC
+AATTTAAACCTGAATTTCAAAGCGCTGACTTTGCTCAAGTTGAGCCTATTAAATTTGAAGCATCGGATGG
+TTCAATGCTCAATGGCTTTTTTACCCAAGCAAAAGCAAAACAAAAAAATGAATTAGCACCCACCGTTGTC
+TTAGTTCATGGCGGGCCTCATGGTGTGAGGGATTATTGGGAATTCTCTACCCAAGTTCAATATTTAGTCT
+CTAGAGGTTATTCTGTTTTGCAGGTTAATTACCGTGGCTCAGGGGGATTTGGTGCTAACTATGAAAAGCT
+AGGCTATAGAGCATGGGGAAGTCGAGTACAACAGGATATATTGGATGGTTACCAATGGTTAGTTAAAAAT
+AAAAAAGCGGCGGATAATAAAGTATGCATTATGGGGGGGAGTTTTGGTGCCTATTCGGCGATACAAAGTG
+CAACCTTATACCCTGATGTTTATAAATGCGCCATAGCCAATGCCGGCATTTATGATTTAGAATTAATGTT
+TGAAGAAGGGGATATACAGCAAAGACGTTCAGGTATGAGTTATCTAAAACGCGTTTTAGGAACAGATGAG
+CAACTGCTAAAAAGTATGTCGCCAGTTAACTATGTTGAAAAAATACAAATACCTATTTTATTGGCTCATG
+GCGAGAAAGACAAACGAGCCCCCTTTGAGCATGCAGAACGATTAAGAGCAGCGCTTGATAAAGAAAATAA
+GTCATATGAGTGGTTTGTAATTGGTGATGAAAGCCATGGTTTTTTTAACCCTGAAAATCAAAGAGCTTAT
+ATGAAACAGGTTGTTGGCTTTTTAGATAAGCACCTATTGTAAAAAATGTTTACATTGTATAAATATTGTC
+ATTCTATTACTTAACGTCTCAAAATAGAGAGAAAGCCAGCAACTATGCTGGCTTTTTACGTTAGAGTAAG
+TCGTTGGAAATGCTATTTACTCACTCAAAATTACCTAGCCTTATTCAGTTAATCAAGAAGCCAAATCTAC
+ACTAAGATTTTAACTTTTCTCATCAAAAATTTTTTTTAATTATTAATTCCCCCTTTCTTATTAACCATTA
+TAGCGGTTGTTTATTTTCATTATTCTTATTGTAAATAAGTAGTGTCTGGATAAAAAATGACCACTAATCT
+ATTGTGATTCAACTGGTCTAACGTCAGACCAGTTGAATCACAATAAAAAAATATGACGGTATAAAAATAA
+TTATAAAAAATGATTGGGGAAAATATGAATATTATCAAAAATACAATGGTGATTGCAGCGCTCTGCTTTG
+CATTTTACTCAGCGGATACATTCAGCAAAGAATATAAAATAGTACTTATTCATGGCTTTCAGCCACAACA
+ATTGATATCCGATGGTGATGTTAGCGAAAGTGGTCAAAACTACTGGAATGGTTATTGGGACAACTTAAGT
+GATGGCCGTATTGATTGGCCCTCATATGAGCGAATTGAAGAGAAAATTGCAACGGATTATATTTGGCCAA
+AGCTGAAGGATTTTTCAGAAAGTGACTTCTGCTCACCGGGCTGTATATTTGTCACTCACTCCACCGGTGA
+TTTAGTGGCTCGCTATATTATCGAAAACCAAGAAACATGGTTAGAAAATGCTGGATTATCACCGCTTAAT
+ATCGTTGCTACTTTTGATATTGCGGGTGCTGGCGGTGGTAGTGAACTTGCCGATTTAGCGGTAAGTGTTG
+CCCAAGGCACTGAAAGCTGGACCTTTATTATCGAGTCTGCGTTAGAGGCTTGGTTGGGAGGCCAGCTAAG
+TGATGAAATGGGCGTACTTCATGACCTAAAAGTTAATAATGCGAGACAACTTGCACCATTACCTGATGCG
+AGAATTCCTCGTTTACGTTTTGTTGCTGATGCCAGCGATTTCTTAGGCGTTACAAGTCCATTTATTCAAG
+GTCATGATGATGGTGTTGTTGGTAGTCATTCCTCGTGTGGCGGTAACCGCCAAGGGCATTATGGTAGTTG
+TAGTTCGCAAGTCGATTTTAACGGTAAAGTGTCAAATCAAGGCAATGCGGTTTCAGGTTTTATGCCGTAT
+CATTATCCTATGCTTATGAGCAAAGACTATGCTCACTTGTCAGTACTTGAACAACAGCATAAAGGTAAAG
+TAACGGCGGCCAGTAATCATGAAAACTTATTATCTGGTGAGGGCGTGCATTTTGATACTTACACTCAAAC
+TACTGGTTGGTGGTTGTGGAAGAGTAATTATCTTTATGTAGAAAATTCAAATGAAGACAGTATGTCAACG
+CTAATTTATGACGCGATTCCTAACTAATAATATATGAAGCTGTTAACCCTAACTATTAATAATTTGAACG
+GTTAACAGCTCATAAAGCAGGAAAGTTGATTAATTATGAAAAAAAACAAAATTTTAAAACGAATAGTGAC
+GATGAGCATTGTTGTTATCAGTGTTTGGATTTTTTGGCCATCGATGCAAAAACAGCAAATAACGGTTAAT
+AAATCACTGATAACAACACCGCTCCTAGCAGAAAAAAAACGGCTAGTTAACACCGCTCAAGTTAATAATT
+TGCTTGAGATAACGTCTAAAAAAATAACGTCTAACGACTCTGCAACATTAGTGGCTAAGGCGTATGCCGC
+AGAACTAAGTTTTCCATCATACTCTCAACCATTAACTCATAATGATTTTGATCGCTTGAAACCGAATCAC
+TTCAATCCGCAATCAATTCTTGTGGACGATGAGGGAACTCAAGTTACAGCAGCATTATCAAAATATCGTT
+ATACATACCCAGAACAAGTGTTAGCGACGCTTACAGGAGACAATATCGATAATGCAGAACTTCAACTCAT
+CGATCTGAACACTGGGAGAACGCTACTTAGCAGTCAATTTGAACAGGATGAAAGTAACTGGTACGCACAA
+TTTGAAGGCCAAAGAGATCTGCCAAGACAATTGCAAGCTACGATAAAAGCCCGTGTTAATGGCAAAGATA
+TTACTATCGCACTGGCGTTGAAATATGTTGATTCAGTGGCAACCTTAGAAGGATTCAATTCAGTCTTTAA
+CCAAGAGGCTGATATGGTGATGCAAGCTAACTTAACCACAAGAAAAAAAGGTCTTTATCGGGTCCGCGCC
+AATTTATTTGATGCGAACAACCAACCCATTGCACACTTAGTAAGTAAAGAAAAACTCAATAAAGGCAGCA
+GTCATATCAATTTAAAAGCGCACCAATCAGTATTACATGGGAAACAAGCGCCATTTTATTTATCTACCTT
+TTCAATCGAGTTGATGTCGCCAGCACCGGGTAAACCCAAAAAATACGGCAATAGCGCGATTAAGAAATAT
+GAAATTAAAGGTTTTGAAGTATCTAGTTTGAGTGATATACCGTATCAGCCTTCACAACAGGAGCAACAAC
+GCTTGCGACTATTGCAGAATATGGCTGAAGGGGGATGAGTTAGTAACGTGTTTGGTAGCGATAGAAAACT
+AGTTTCTATCGCTACCATTTAGTCTTGATTTAACAAAGGGGATTTTCTCACCAAATTTTAAATAACTTGG
+GCTGTCATCAAGAAAATTTGTACTTAAATGTATTATTAGTACTGATGTAAAGCATAACCACCTTTCAAAT
+GGCCAACATTTTCAAAACCTAACCGAGCTAGTGCTTGAGCGGCTAATTGAGAGCGACCGCCACTACGACA
+AACCAACACGAATTCTTGTTCTTTATTCTGTTGTTGCTCTTTTACAAATTGCACTAGTCGAGTCAAAGGA
+ACATTGCTGGTGAATTTTTCATCGTGTTGTAGTGCGTATTCGTGTGGTTCACGGATATCAATTAATTTCA
+TGTCACTCGACTTTTTTACCGCCTTGGTTAAGCTGGCGCTGTCATATTCACGTACTACAACCTTTTGGCA
+AGCACCTATTAAAGCGCCACACATGATTTCACTGCCAGACTCATTGATTATATCTTTATCCATTTTAATT
+TTTTTACTAGTGAATTCTTCAATATCTATTTCACTATTGATAACTTGACGAAGTAGCGAGTTACGTTTCA
+TTTCAGTTTCAAGGCAGGTAGTAAATTCGTTGTGATAATCATGACTTGGGCAAATCAAACTATTGTTGCC
+GATAAGTGACTTCATTAACTTTAAGCTTGAATACATTGCTGGCGCACTACTGGTTGAAAAATTGCTTCGA
+CCAATACTATCCATTAAAATAAGATCACCACAAAAGGCATAGTGTACCTGTAATTTTTCTGCTGAATCAG
+TGACTGGATCGCACAGTAATAAGCTCATGCTGTCGTCGGTATGACCAGGTGTGGCGACTTTGATTAACCA
+CTTATCACCCAAAATAAGGTATTGGAATGTTTGGCCATGAATGGTTGTTGTTTGCGCACCAGCTGGCCAG
+CCAAGGTATTCAGTTTGTTGCTCGGCTAAAAACTTCTTTGCGATACCATTACGACAAGACTTATGATCTG
+CATGACCATGGGTATCAATGACGGCAACTAAATTAAGTCCGCGGCAAGTCAATAATGTTTGTAGACGTTC
+ACTGACTTCCGATAAAGGGTCGATAAACACCGCAGATCTTGTTTTTTTGTCAACATATAACCAACTACAG
+CTGCCGCCTGCTTTAAATTGCACAAGACCGTCTAGCTCCGTCTTATTAGTGGTGCTACTCGTGTTCATGG
+TCTGTGTATCAATATTCTTTTTATCAAGAGTCAAACAGCTCTGCACCAGTGCTTGAGCGGCCGAAACTAT
+TCGGCTACAGGCAATGTCAATTTCTGTTTGGGTCATCGCGGGTCCAAATGACATTCTAATGGCTGACTCA
+CTTTGCCAAGCGGGCAGTCCCATGGCATCTAAAACGAAACTACGGGTAACTTTAGAGCTACAAGCTGAGC
+CTGAGCTTACGCGTATATTGGCAGCGTCGAATAAATCCATTATTTCTTTCGAGCTAAATCCAGGAATAGC
+AAAATTAAGGGTGGTTGCTACTGAGTTTTCAAAGCTGTGGTTAAAAGTGATCTCAGGAAATGCCTGTGTT
+AATGCTGACACTAACTGCTGACGGTATAAGTGCAAAGTTTTTATTGGGGTAAAGCTAGCTTCACTTTCAC
+CTAACAACATGCTAAAAATTTCACTTAATGCCGCTAAACCAGGTAAATTTTCGGTGCCAGAACGCAATCC
+ACTTTCTTGACCACCGCCGGCGATAAAAGCGGTGAATGGTGCTTTTTCTTTAACATACATAAAACCGATA
+CCTTTGGGAGCATAGAGTTTGTGCCCACTAAAAGGTGCATAATCAATACTTGTTTGCGCTAAGACTAGGT
+CTGTTTTACCTAAAGCTTGCACGCAATCTACCATCCACGCTACGTTGGGATTATTGGTACGTATTGTTTG
+GTCTAGTAAACTTATATCTTGATAAACACCAGTTTCATTGTTGACCGCCATAGTACAAACCATCAAAGCG
+TTAGGCACTTCTTTAGCGATAAATGCCATATCTAATTGGCCTTTTTCATCAACAGGAATCGCTTTGATTT
+CAGCATTTATCTCCAGAATTTTGTTCCAGTGCTTTAGCGACTCTGGCACAGCTTTGTGTTCAGTTGCGCC
+ATACAAAAGGCTATAGCTTTTGTTATTAAGAGACTTATTAAGCGTTTTCTTAACATTCACTAATGCCGAT
+AGTATTGCTGTTTGAATACCTTCAGTTGCACCACTGGTGAAGATGATTTTACCTTCAGCAGCGCCAACAA
+TGCGCTTTGCTTGTTGGCGTGTTTTATCTACTATCTGCTTGGCTTGTAGCCCAGAAATATGACTACTGCT
+GGGATTGCCGAAGAGTGTTTCCATGGTTGATAGTGCTGCAGATGCAGCTTGTGGTAATACTTGAGTGGTC
+GCATTGGCATCGAGGTAAATTAGGCTGAGTGGTTGCTGAATGTTTTTTGGTAAATTCATCATGAAGTTCT
+CTCAAGTTATGTCGTTAATGTTTACTGAAAAAGCTTGGTCATTAACAGTGATATGCATAAGATAATTATT
+TCATGTAGTAGTCGGTTTTATTTTGCGTATTTCTTTATAAATACTCATATTTGAGTTTTAAATATCAATA
+AACTGTATTTTTATAGATTAATAATTTAATTATCATCTTACTTTTAGATTAAATAATCACTAGTGGTTTT
+TCTTAACTACTCAAACGTTATAGTTTTTTAACGTTGGTATGATTACATGTGAGAGTGAGGGGTTTTAGGC
+AACTTTCTTCTTGGTGGTAGAGGGGGAAAGGGGTATCATCTTTTCTAAGTCCTTATTATAAAACTCTAAA
+TATTGTTAGGTATCAATTCAAATGGAAGTGATTGAGTTAGCCATCCCTGCGTTAGTTTTCTTTTTAATGT
+TCATTATTGGCGCTAGTCTTGAAAAGCGTGATGTTAATGAGGTTAAGGCGCAGAACAAAAAAATACTGTT
+CCTCACCTTAGGCCAAGTTTTATTACTGCCATTATGTGCTTGGATCATCATAAAGTTAATGCATCCACCG
+GCTCTGGTAGCAGGGGGAATGCTTTTAGTTTCTCTTTGCCCTGGGGGAGCTGTGTCTAATATTTATAGCT
+TTTTGGCAAAAGCGAATGTCGCGTTATCGGTTACACTCACCGCTTTTAATGGCTTAGTTGCTGTCTTTAT
+TTTACCTATCGTCGTTGTTACGGTATTTCCTGCGCTGTTAACGGTTGATTTAGCGCTTGAAAACTTGATG
+GTTAAGCAAGCACTGCAATTAGTATTGTTACTGCTTTGTCCTGTTGTGCTTGGTATGACGTTAAGGTATT
+GGAAACCAATATTGATCAAAAAGATGATGCCAACTTTTGAGAAAATTGGTGGGATAGGTTTACTCTTATT
+ATTAATGACTATTCTGGCTCAGTTTCAGCAAAAAATTGCCGAGCAATTATCCTCTTTAGTTTTATTAGCA
+TTAGTTTTCACTCTGGCAGCTATTTTTATTGCGTATTGTTTAGGGCGAATATTGAAATTGTGCCAAAGTG
+ATCTGGCTGCCGTTGTAATAGAGTTTCCGGTGAGAAATCTAGCATTAGCCGCGCTAATTGCAGTTAACAT
+TTTTGAAAATAGTGATTATTTATTGTTTGCGGCAGTCTTTTTTGTCATTCAAACGCCTATCATGCTGGCA
+ATTACAGCATGGTACCGAAGCCAATTAAGCATGAATAAATAACAGGTTATTTTGTCTGATTTAGCTTATT
+GAGTGTCACAGAAGGTAACTCTTGAAATAGCTGACGATATTCTCCTGCAAAGCGGCCCAATTCAATAAAT
+CCCCAGTTAAGTGCTATATCAACAATGCGATCTTTTTTGGGGTGAGAAAGTAATAAATCACGCTTTACAC
+CATTGAGTCGTACCAATCGTAAATAGCGTATAGGCGTAATACCTAAGTATTCATTAAAACCGTATTGAAG
+GTTTCTTTCGCTTAATTTTGCAATATTACAAAGTTCAGGAATCGTGGGGACTTGGTCTGCGTAATGATGA
+AGATAATCAATAACCATACGAACACCTTGAGCCCTATTTGAGGGGCTAACTTGTTGTACATTAATCGGTG
+TTGTTTTGCTAAGTACTTTAAGTATCAACCTTAAAATACTATCCGACAGCATTCGTTGAACATTATCTTT
+TTTTAATATTTCAGGTCTACTTTTAATAATAGTAAGAATATTATCTAAGCCACAGGCATAGGTTTTCAAG
+GCATGAGGCTCCGTTAAGCAAGCTTGACTGACAAACCAAGCTTGGGGAACTTCTTCTCCGGTGAGCAACT
+CAATACTACGGCTAAAAGCCTTTCTATCAAAAGCGGCAACGACAAAATTTAAACTATGTTGAAAACTCGC
+ATCCCAAAAACCACCGGTGGCTTGCAATACGGTATTCTTTTCTCTTTGTTTACCACAGTATTTAAAGTTG
+TCCGCATTGGAAGTAATAGCTGCAAAGGGTAAAAATGAGCTCGCTGGTGCAGCTTCAATCAATGCGCCAG
+CATTAAGACTTTCACGAAAAATTTGCACATCACCTAAGTTTGCCTCTAGATAAGCACCATTTAATTGGCC
+TGCTTGTAGTTGAGTATATCGTCGATTTTTATTGAGTTGGAATTGAGAAAGTTCGTCAACATCAGATGTT
+GATATACCTCTAACATTGTTGTCGATAGTGGTACTGGGGATTTGTTGGTGAATTTCCATCGCTTATTAAC
+GTCCTTTATCTATAAGCTTTTCTTTACCTAGTTAAATTAATCACGATATAAACAGCACGTTTTCGGAAAC
+TGCATACTCATGTGTATTCAACGTTAATATACTGTCTTAGATACTATAAATGGATTTTAAACCTCAATAC
+AGTTTTATTTCTGTTGTATTTGAGTAGCCATCATTGTGGATATATACCCGTTCTACTTGAAGATGCAGGT
+TCAAGTGGAGCGGGTATAAACCGGTATAGATCAATGGAAATCTAATTCAAACACTTTGGAAACCTTTATG
+AAAAAAATAATAAGTATTCTGTCGACCGTTATATTACTAACCAGTTGTGCAGAAAAGTCAGAATCAGTTC
+AGGCTAATACGGCGGTAGAAGCTGATGCTAAGAAACCTAATATTCTGCTCTTAGTCGCTGATGATACAGC
+CTTTGGCGATATTGGCGCTTATGGCTCAGAAGTACATACACCGAATATGAATGAGATAGCTAATGCAGGG
+ATTCGTTTCACAAACTTTCATGTGTCACCCGTTTGTTCGGTAACACGTTCAATGCTTTTTACCGGTAACG
+ATAATATCGAAGTGGGTTTAGGTTCATTTGATTATTCTGTTTATCCAGCGACACGCGGTAAAAAGGGTTA
+TGAAGGTTACCTCACCAAAGATGCAGTGACGATTTCAGAGTTATTAAATGATGATGGTTATGAAGTCTAT
+AAGTCGGGTAAATGGCATTTAGGTGGTGAAGAATCCGGTGGTAAAGGACCGTTAGAATGGGGCTTCACTA
+AAGAATTCGGTATTTTGTCAGGTGGTTCTAATCATTGGAATGATTTAGCCATGACACCAAATTTTAAAGA
+TCCTAATGGTTTAAATGTTAAAAGAAAAGAAAATTGGACTTTAAACGGCGAACCTTATGACCGCCCTGAA
+GGTGTCTATTCAGGTGAAATATACACTAACCAAATGTTAGAGTTTATTAAAGAAGGCGCTAAAAATGATA
+AACCATGGTTTGCTTACATGGCATTCACCACCGCGCACTTTCCTATTCAAGCGCCTAAAGGGCTGATAAT
+GAAATATTATCCTAAGTACCTTGAACTAGGTTACGCAGGATTAAAAAAATCACGTTATGAAAGCTTAAAG
+GCCCAAGGCCTAATTTCACATGAAGCAACAGAAGCACCTTTTAATAACTTAACAAAAAAATGGCAAGATC
+TGTCTCAAGAAAACAAAGAGAAGCAAGCTAAAATCATGGCAACTTATGCGGCCATGATTGAAGACCAAGA
+TAATCGTATAGGGCAAATATTAGATTACCTGAGAGAGTCGGGTCAGTTAGATAACACCTTAGTCGTTTAC
+ATGACAGATAATGGTCCTGAAGGTTTAGAGCCAACAAACCCTAAAACGGGTAATCCTGAGTTTGCCAAGT
+GGATTGAAAACCAATTTGATTCATCTTTTGAAGCGATAGGTACTGCTAACTCACAAAATGTTATTGGTAC
+GTCTTGGGCGAATTCCGCCACAGGCGGTCTACAGTGGTGGAAGTGGTTTGTTGGTGAAGGTGGCATACGT
+GTGCCATTAATGATTGTACCTCCAGGTGCTTTTAATACTGACTATGTGCGTGCGGGTGAAAAATCGAATG
+TAGCTGTTTATGTTAAAGATGTTCCAATGACTATTTTGGAATACGCCAACGTTAAACACCCGATGACAGA
+ATATAAAGATAAAAAAGTTATCCCGCCAACGGGGATTAGCATGAAGCCATTTTTAGATGGGCAGTTTGAT
+GTTGTTAGAACCGATAAAGATTGGTGGGCATTTGAATTGTTTGGTAATGGCTATGTTATGCAAGGTGAGT
+TCAAAGCGATGAAAGTGAGAACAGGTATGTTTGGTGATGGTCAGTGGCACCTCTATAATGTTGTTTCTGA
+TCCCTCTGAATCACACCCCCTAGAGCATAAAAATCCAGAAAAGCTTAAAGCAATGATTGCGCTTTATGAG
+TCTTATATCGCTAAAAATAATATCTTAGCAGTAGACGCTGATTGGAGCGCTTTTAAAGGTGCTAGTCAAT
+AAGTCGTGTTTTAATTACCATTAAAAAAGGGGATGTACCTAATAAGTATGTCCTGTTTATTGCATATTTC
+TTGTTTGGTAAACTTATTTATCATCGAGTTATATGAATTATATAAAAAGTATTCACTGAAAATTACCCAT
+TAAAAGGAAATAATATGTATTTCAAAGCTTGGTTTATCCCCCTTATTTTTATATTGCTGACCTTAGCGGG
+TTGTAGTGATCATGCTGATCCACCACCGCCGCCACCGCCAGAGAGAGAACTTGTAAGTATTCAATTAACG
+ATTGATAGCCAGGAATTTCCTATTGGCATTACCCACACGGCTACCGCTATTGGTAACTACTCCGATTATT
+CAACTGAATCAGGCATTGATTACACCTGGAGCACTGAAAGTGAGACTGAAGGCGTTGCCACTGTTGACAC
+CGCAGGTAATATTACCGGCGAAATTACAGGCAATACTAAGCTCATCGTTACTGAGCAAGGTATAACTAGT
+TCTTTAGATATTACAATTAGTGCAGCCGTACCACAAAGTATTGAAATTTTCCCTGGTAACACTTCTATAG
+CAGGCGGCCTTGATGTTCAGTATCAGGCGATAGTGCTTTATAGTGATGGTGAAGAGTATGATATAACTCG
+TAATAATAATGCGACCTGGATAGCTGAGAGTGCTCCTATCGCAGAGTTTTCTGGTAATGACGGCATCGCA
+CATACCTCTGAACGCTATGAAGGTGGCACATATATTGATGTGCAATTTGAAGGAGTAACAGCAAATACAA
+GAGCTGTGCTGAAGGTTTCATTTCCAACGGTAACTCAATTAATTATTACCCCCATCGAGAGAGCTGCCGA
+TACGACAACGGCTGAAATTACAGTGCCTAGAGGTCAAACCATTGGTTTTTCAGCAACGGCTTATTATTCT
+AATAACACCTCTCATGTTGTAACCGATGAAACAATTTGGGGTACAAAAGATGAAACAGTCATAAAAGCAA
+CAGATAAGTCGGGTACGTTTCATGGGGAAAAAGTAGGTAATACTGATATTACCGCTGCGTTTGATGGTGT
+TGTCGGTGAAAGAGCTGTTGAGGTAAGCAGTGCTGAGTTTGAATCAATTGTCGTTTCTTTAGCTAGCGAC
+TCTTTTCCAGTCGGCCTTGTTAGACAAGCCACTGCTAAGGCGGAGTTTGTTGGTGATGTGAGCTATAACT
+TGAGTAACCAAAAAAATGGTTTCTGGCAAAGTTCAAATACTAAAGTTGCGACAGTCGACTTAAGTGGCAT
+GGTCACTATGCGACACCCAGGTGAGACTGAAATATCATTTTTGTTTAATGAGGTGCTTACAACAACGCCT
+CTTGAGGTGACTCTAGCCAGAGTTACCGAAATTAATATCTCCCCTCTAAATCCTTATTTTGTTGGTGAAG
+GGAAAAAAAGGCAACTAACCGTGATGGGAACATATGATAACTTTGAAACACTTGAGATTACCCATAACCC
+TAGATTAAAATGGGAATATTATGCTTCTGATGGAGAGTTAGGGTTTATTTCTAATGATGAAGGAGAGGTT
+GATCGAAAGGGAATGCTGCATAATTTCCCTACGGATCAGCCACTATCTATCTATTTCACAATAAAAGCCA
+CAATGGACGGGACACATAATCAATCAGTCGCTACATTTGGCGCAACCAATATTCTAACGAATGAGGCAGT
+AACGTTAAACTTTATTGGGCCATTTACTGATATTGATGCTAAGAACTTATTATCTTTCACTGACTTCAGT
+GTGCTTTATCGTGAAAGTGGGGTTACAGGGCCAGCCGACTCTACCTTTATTATGGTAACGTTTAATGAAG
+CGAGCCTTCTTTGTGATAGCTTGGTATATGACGATTTTGATGATTATAGATTGCCAACCGCAGCAGATTT
+ACAAGCCGTTTGGGTGAAGTATGATAAGACTGCCGATGAAGAATATGCATTGTATAGCAATGAAAAGTGG
+GCTGTAGGGCAACATTTTTGGACTACCGACTCAGACGACGAAGGGAATTACTCATTGGTAGACTTACAGC
+GGGGCGTAACAGGTCTTTCTTCGACAACGGACATTAGACATTATGCGAGCTGTGTTAGAGATACTGCGCT
+GTAAAGTAATATTACTGAACTGAACTGAACTGTATGTAAAGTCATTTAATTAAGCTCATCAGTTACATAA
+AGCCCTAAACTCTTACACATAAAGTTTAGGGCTTTTTATTGTACAAAATTAAGTCATTAATATCATTATC
+ATTCGCGAAAAAACTTAGGTAATATCTATGTATACTACGTATATAATTTAATTTTAAGAAGGAATTTAAG
+ATGAGAAAAACATTATTATCGCTCACCATTGTATCTGTATTAGCTGGCTGTGGCACCATCAGCACTAAAT
+CAATACAATCTGATTCAGTTGAAGTAGCTACGTTGGATTCTTTTTTTAATGAGTCAGGATCACTAGTAAC
+ACCAGCAACGTACCCAACCGATGAAACGTCTCATCAAATGCTGAAAAATCAGGATTTAGTGGGGGTTAAT
+CAATTACTGCACAAACGTCAATTAACACCTACAGATAATCAACCCGTAGTTCGCATGAACCGTGATACTT
+ATTACTCATTTGCTGTAGTTGATGTATCAAAAGGGGCAACTATCACTATGCCAGTGATTCCTGAAGGTAA
+ATATATGTCGGTGCAACCAGTAACAGAAGACCACCGAATTCAAGCCATGCAATATGGTGAAGGTACTTTT
+GATTTATCAACACATGCCGGTGACCATCTCTATGTTGTGATCCGATTGGATGCAACCTTTACAGAAGCTG
+AAGCTAAAAAGTATCAAGATCAAATGAAGATTAGCGCTAATTCAAGTCGTAAATTTACCGCAACATCAGT
+AAATAAAGTGTCCTTCGACACCGTAGAAAAGGCACTGAAAGCACAAATGCCTGCTATCTTCAAACGTGAT
+GGCGTAGAGGCATTAACGGGGATGTTTACTGACCCACGTGATCAATCGAATAAGTTATTTAGTACAGAAA
+AATATCAGGTTGGTGCGGCAATAGGCTGGGGCGGTGCACAAATAGTTGATAATATTTATGAAGTATCAGG
+TAATTACCCGAGTAATACTTGTCATCAAGCTACCTTTGAAGATCCTAAAAATAAGGCTTTTTGGTCAATT
+ACGGTATACGACAAAAACGGTTTTATGTTTAATGACTTAGCTAATGTAAGCTCAAATACTGCAACCGTAA
+ATAAAGAGGGTACTTATACCGTAAGTTTTGGTTGTGGTAGTGATGCACCAAATAATATTGCCATTGCTAA
+TGATACTAAGATGTTTAACTTAGGTATTCGCCATTACATGCCATCCGATAAAGTGAGCAAAGAAGGTTAT
+CGTTTATTGCCGTCGGTGAAAGCGAAAAAATAGTTTATTAAAAACTTAAAATAATAGAACAAATATCTTA
+ATCATAAATGCCAGTAAGTTACCCAAATACTTACTGGTATTTTTGTTTGTTAAGCCTTCAATACTCAACA
+AAAATCGATATTGTTGAAATTTATTATTCTTATTCTCTGTCTTATTTTTGTACACAACAATTAATTACAC
+TTTAAGGATATCACTATGGACAACAAAAAAATTGCCAGCGCAGCTATCTCAAGTATTTTAGCATTAGGCG
+TTTTAACCGCGACTTCGGCTAATGCGGTTCCTAGTCAACCTACCTCATGGGAAAAATGTGCAGGTATAGC
+CAAAGCAGGTAAAAATGACTGTGGCGCGTTAAATGGCAGCCATAACTGCGCAGGGCAAGCAACAATGGAT
+AACTCTCCACATGAGTGGGTTTATGTTCCTCAAGGCACTTGTGACAAAATTACGGGTGGTGTGGTCAAAG
+CGTTAAAACCAGCGAAAAAATAGCTGAGAAAATAGAGGTTAGTAACTTGTTAAATTTATAGGTAAGGCGC
+TGAAATAAAGTACTATGCGCTTTACCAAATTTACTCTTAATCGATTTGATATGGTTTTAATTATGCAAAG
+TATTCAAGGCGTAGGCATATCACTGAAACATCAGCACTTCCAAGAGTTTATGAACCATAAACCGGATGTT
+CCTTGGTTAGAGATTCATACGGAAAATTTTTTCAGTCAAGCAAGTACTTCGTCAAAATATTTGGCTAAGA
+TCCGCCAAGATTATCCTATATCCGCGCATTGTGTTGGCATGTCTTTGGGCTCAGCAGCGATTAACTGCCC
+TATTCGTGAGCAACACCTTCACCATATTAAAAGTACTGTTGAATGGTTACAACCAGGATTGATCTCAGAT
+CACCTTTCTTGGAGCGTATCACAAGGCGGGCATTACTTACCTGACTTGTTACCTATTCCGCTTACGGAAG
+AAGCTTTTACTATTGTGGCTAACAATATTAAGCAAGCGCAAGATATTCTTCAACGGCAGATATTAGTAGA
+AAACCCTTCAAGTTATTTAACTTATGTTGACTCTCCGATAACAGAGTGGCAGTTTTTATCTTCATTGGCA
+GAAGAAACAGGTTGTGGCTTATTACTTGATGTAAATAATATTTATGTCAGTGCACATAACCATCATTTTG
+ATTCTTTAACCTATTTAAATAATATGCCGCTATCTGCGGTAAAGGAAATACATTTAGCCGGTTTTAGTAC
+TGAAATAGTTGAGGGAAAAGAGCTCTACATAGATACTCATGGTCATAGGGTTTGTGATGATGTTTGGCTG
+TTATATGAACAAGTGATTAAGCGTTTTGGCGCTTTACCAACCTTGATTGAATGGGATACTAATATTCCGG
+ATCTTGCTGTGCTGTTAGAAGAAAAAAGCAAAGCAGAAGCGATTATTACCAAGGTTGAAAGTATTGAAAA
+ATCGAGCCTCATAGCTAATACAGTTAATGGGCAGAGTTGATTATGACCACACTCGCGGAGCTGCAAACTA
+ACTTTATCCACGATTGTTTATCGGGCTCGCTCACGGCTGATAATACTTTAATGGCTAATGACCTTAATAC
+GCAATTAATTTCAGCCCAAGGTCTTATGGGAATTTATCAAAGTAGTGCCATTGCCAATATCACTAATTCT
+TTGAGCCTTAGTTACCCAGTGATTGAAAAATTAGTTGGTAAGGATTTTTTTCAAGTCATGTGCAAACCGT
+ACATTGTTAAGCACTGGCCAACTTCAGGGAATATGGATGACTATGGCGAATATTTTTCATCATTCTTAGC
+TGAATTTGAGCAGGTCAGGCATTTATCATATCTTGAAGATGTTGCTCAACTGGAATGGCGTTTTCATCAA
+AGTTCATTAGCGAATGACAATAGTTATTTTGATTGGGCTCGATTGGCAAAAGTTGCTTCATCAGAGACAT
+TAACCTTTTTATTAAGCCCTTCAGTATCAATAATGTGTTCGACTATGCCAGTTGATAAAGTTTGGTTGAT
+GAACCAAATGAATGCGCCTGAAAATATTGAGTTATCCCTTGATGGTGATGGTGATAGTGATACTTATATC
+GTGCTCTTTCGACAGGGATTAAAAACTGAAATGATGACGGTTGATGAAAGTGAATTTACATTTTTACAAT
+CAATTGAAAATGGTCTTAATTTTGAAACGGCAATTGAAAGTGCTAAGGCTGTAGATGCCGACATTGCGAT
+AGACCATTGCCTCAAAAAATATATTGAATTAGGTATTATCAGCGGCTTTTCGATTTAGTTTTTATTGTAG
+GTAAAAAAATTATCAGGAATGATTAGAACGAAAAACCAGCACTAATCTCTTTGGTATTAGTACTGGCTTT
+TAAGTTATCTATTTATAAATTATTTATAAATCAGCGTGAGGACCGAATACTTCATAATGAATATTGCTTG
+CTGCTACGCCTAACGTCAGTAATTGCTGCTTGGCAAATTGCATAAATGGAATTGGGCCACAAAGATAAAA
+ATCACCTTGTTCAATAGGTAAATCTATTTTAGTAAAATCCATCATGCCTTGCAGTATATGTTGCTGTGAT
+ACATCACCCGTTCGATACCAAATATGTTGTTGCCAATTATTTTGGTTAATAAGCTCTGTAGTACGTTGAT
+CAAATGAATGTTGCTCACTATTTTCACAAGCATGAAGATACTGAACAGGATGGTTATAACCTTGCTGTGC
+TAGTGTTTCTAAGATGGCTTGCATCGGTGTTATACCGACACCCGCAGAAAGTAGTACTACAGGTGCTTGG
+CGATCATTAAAGAAAAAGTCACCAGCTGGCGCGTATAAATTGATGCTATCACCAACATTTACCTCATCAT
+GCAAATAATTAGAGACAATACCTTTAGCCGTGATGCCATCTACATTATTTATTTCTCGTTTGACAGAAAT
+TCGATATGTTTGATCATTGGCTTTAGTTGATAATGAATATTGACGAATTTCTTTAAATTCTCTGCTTGGA
+TCTGATACTTCGATACCTAGATACTGACCGGGCTGAAAACCAATAACGGCTTTATCATCAACGGGCATAA
+ATACAAAGCTGGTGACGAGTGTTGATTCCACCACTTTATCTACTACAGTAAAGGATCTAGCGTCACGCCA
+ACCGCCCAAGGTTTCTGCGCGCTGTTGGTATAACTCCGCTTCTCGGTTAATAAATATTTGTGCTAAAAAT
+TGATAAGCAACAGTCCATGCTTCTTCAACATCAGCAGTAAAAACATCGCTGGCTAATTCACGCAGTGTTT
+CAATAAGATGATGACCAACAATAGCGTAATGATCGGCTTTGATATTAAAACTGGTATGTTTTTGCGCAAT
+ACGTTCCACAGCAGTGGTTAACGCTGCAAGGTTTTCAATATTCTTAGCGTAGGCAGCAATGGCTTCAAAT
+AACGCAACTTGTTGTCTACCTGAATGTTGGTTGGCCATATTGAAGATATCTTGAAGCTCAGGGTTGTGGC
+TAAACATCCGTTGATAGAAATGCCCCGTTAACGCTGGTCCTGCGTTTTCTAACAGGGGAATAGTACTCTT
+AATAATGTCGATATGTTTATCAGTTAACATGATTACTCCTAGGGTAAACTGAAGTTAAAAAAAAGTTCTT
+TAAAATTGTTCTTTGATTAATATTTTCTACTTTTGTTTTAACGACTAAATGATTTCTCAACCTTTTTAGC
+CATTAAAATAGGCAAGTAAACCTTTAAGAAGAACAATCCAGCGATGAACCAAGCTAGCGCGCTAATATTC
+CAAGCAAGTAATGATTGTGACGTTATCGTTGGCAGTATTGCTCGGGTAAATGCTGAAAACATAATCAGGA
+AGAACACCCATGAAACCAATTTACTGGGTATTAATGCTCGCCCTGTATGGCCTAAAGATACTCGGCTCAT
+CATGGCAAAGATCATCAAACCCATTGCAGCGATAGTGATTAAATGTAAGGCATCACCAAAGGATATTGAT
+ACGCTGAAATACTCTAGGCTTTGCGTCTGAAAATAACTCACACCAAGTAAAATAAGCCCTAAAGCTAAGG
+AAAAGTTGGCGATATGCAATGACCATAATAAAGCGATTTTTCGGGTTGCAAAGCTGCGCCAATAACCTTG
+CCTGATAAGGTGAAGTAGACCGGACGCTATCATTAATATTGCCGGACTAAAGGGTAATTCAATAAAAGCA
+GAACTAAAAAAGGCTAATACGCCCAAAATTGACGTGATTGTTAATAAGGGCGTCAGCCAGTTAGGCGTTT
+TGATAGGTTCAAGCTTAGCGCCTGAAACGGTAAAAAAGGGGATTACGCGTCCACCTAAAATACCCATCAG
+TAGGCAAAACATTAATACACTGGTTCTAGCAATGTGTCGGGTTAATTCATGATAGCCATTAAAATCAAGT
+AACAGTAAAGCGATATTGAGTAACATTAACGCTGATAACAATGGAATAAATAAGTAATTTCGTCGGTTGT
+TACCTTTTAGCACCAAACGAGTAAAGACAATAATTGAGCCCAACCACCAAAAACTTTGTAAGACAATAGC
+CACAATAATAGTACTAGGTGAGTTAACCAATAATGCGGCTCTAACAAGTAACCACAATCCGACGAAAGCA
+AGTACCTGTAAACCTTTAATGCTTGGTTGGCCTGTCCATGTCTGCGCGGCGGTAAGAATAAAACCGACGG
+CAACAGTGGCACCAAAACCAAAAATCATTTCATGAATATGCCAAGCCAATGGGCTAATGCCATTTTCAGC
+AAAGGTAAAGTAGCCATTAAAATAAGCAGCCCATATTCCTAATGCGACCATAGAGCAAGCAACGGCCAGT
+AAAAAATAGCTTCTAAAGGGCAAATCTAATATCGGGTGTTGTGCTAAATAATTAAGTGCATTGGTATCTT
+GATGATCAGAACTAGGTTGATCAAAGTTTAATTGAGCGCTTTCAGAGTCTTGAATTTGTAACATATTAAA
+AGTTCCTTTGACCAAAACCATGTAAAGCAATACAGCGCAATACATAGCCAATTTTGAGTAAACCCGCGAA
+AACAATTGTGGCAATATGTGCAGAGACTTGCGCAGAGATGGTGAAATGGTCATCAATAGCGAAAGTAATA
+AAAACAGAAGTAACCACAACAAAAAAAGATAACAACATTAAATAGTTACCTATGACTAAGCATTTTTGAA
+AAGCTAGCGCATTCTCTATCTTAGGCAGTTGAGGAGCGATGAAAAATTGCGAATACATGGTGACCTCTTA
+TCGATTGTTGTTTATTTACTTTGATTATTTATTTAGTAACTGCAAAGCAAGTGCCAAGTTTATTTATTCT
+TTAAATACATGATGTTAAGTTATTGGTGGATGTTTACGTAGTCATTATGACCTTGTTATTTTGTGGTCAT
+AATGACTCTATTGTGTTATTTTATCTCTTCATGACCAGCGTAAAAATGTTTTAACTCTACATGGGCTTGC
+ATCAGGAAAAGTTATGAAAAAAATATCATCAACGGCAGTTATTGAGCTAGCCCTCGACCTTGCGACGAGT
+TTAAACACCAAAGATAGATTTGATCGGTTATTAGATACTGTTAGGAAAACGATCACCTGTGATGCGGTAG
+CGTTACTTTCTTATCATGGTGACGTGCTCAAACCTATTGCTTTACAAGGCTTAAGTAGAGATACCTTAGG
+TCGCCGTTTTTATGTCGAAGAACATCCTCGATTTCTAGCACTTTGCCAATCAAAATCACCTATTCGTTTT
+GCGGCTGACTCACCGTTACCTGACCCTTATGACGGGCTATTGATTGACCGTGAGGGGGATTTACCTGTGC
+ATTCATGTATGGGCTTGCCACTATATTATGATGATAAGCTATTGGGTTTATTAACGATTGATAGCCTTAC
+ACCGCATGATTTTGAAGACATTGATGTGCGTATGTTAGAGGTTATTTCAGCGATTGCTGCTGCAACACTC
+AATACCGCTTTTCTGCTAGATCAACTTGAAAGTAGAGCGGATCATTCACAGCGCGTAGTGGCAGAGTTAA
+CAGAAGAAGCATGGAAACGCGATGGTGGTGAGCTTATTGGCGAAAGCCCTATTATGTCGCAACTCAAGCA
+AGAGTTAGATATTGTCGCTTCTTCCGATTTTAACATTTTAATCTATGGTGAAACCGGGGTGGGCAAAGAA
+CTAGTTGCCCGTACTCTTCATCAAAAATCACTTCGTCAACATGGCCCTATGGTTTATGTCAATTGTGCCG
+CGCTACCTGAAAACTTGATTGAAAGTGAGCTGTTTGGACATGTTAAAGGGGCTTTTACTGGCGCAGATAG
+AAATCGTGCTGGTAAATTTTCCTTGGCTGATGGTGGTACATTATTTTTAGATGAAATAGGGGAGTTGCCC
+TTTGGTGCGCAAAGTAAAATATTAAGGGCAATACAAAGCAATGAGATTCAGCCGGTTGGCCAAGATAATG
+TTGAAGAAGTGGATGTTCGTATTGTCGCTGCGACCAATCGAGATCTCAAAGAAGAAGTGGGAGAAGGCCG
+CTTTCGTGCCGATTTGTATCACAGATTAAGTGTATACCCGATTAGAGTGCCTAGGCTTTATGAGAGAGTT
+GGCGATGTACAGTTATTAGCTGGTTACTTTGTTGAACAAACTCGGCGAAAGCTAGGTATTGCTCAGTTAA
+AAATTACTGAGCAGGCGGTTGCTCATTTAACACAATATAACTGGCCTGGTAATGTGCGCGAACTAGAGCA
+TGTAGTCAGCAGGGCTACCCTAAAAGCACGGGCACGACAGCGTGATAAGGCGATAATATCAATCGATAAA
+ATCGATTGCGGAACACTTAACGCGGTTGGCGCAGAGTTGCCGATAGAGCTTATCGCAGAAAGTGGACTCT
+CATCAATTGCTGAACAGCAGGTTAACTTGAATTTAAAAGTAGAAACAGAGAGTTTTCAAAAACAATTAAT
+TAGCCGAATTCTCAAAGAAGAAGAGGGTAATTGGGCCGCTGCTGCAAGGCGACTATCTACCGATCGCGCT
+AATTTAAACCGTATTGCCAAACGTTTGAATATTAAAGTGGTGAAGTCCATTATTTAAGTCACTTCTTTTA
+GTAACCTGAAGTCTGGATGACTGACTTTGATATCACTTGTCGTTTTTAGGTAACTATTGGCAGTATGTGC
+TCTAAACATCGTTAAGATCATACCTCGATTTAATACAGCTTCTAGTTTGCCGTCGAGAAAGATAGCGATA
+GCTGATAATCCGAGTGTTATTAATGGCACATAAATAATCGAGCTGACAATATCACCGTTATTATAAATAT
+TTATTACCGTAGGTATACTCAGCATTAGTAGGGCAATGATTCGATAGAACAGCATGATTTTTGAACTAAA
+CATTATTTTATCCTTGTTTTGACCGTTTGGATAATGTTAATGCTATAGCGCAATGGTTACAAAAGGATAA
+TATTCACTGTATAGATGAATTAAAATAACCCATAAGGTATATACCCATTACCAATCAAAGTGCAGGATTT
+CAGTGGGAATTAAAATGGCTTTAGGCAAGGTAAATAGTTTAAGCATAGTCATTCTATGGTTTGATTATTT
+AACGCGGTATAAAGTCATTTGAAACCCATCGAAGAAGCGTTTGAGCAACATCACTTCGTCGTTGCTGTTA
+CTTATAATGACGCTACATGGATGTAGCTTATTAGAGAATGCAGGAGCAATTCTCCTGAATAACCATTATT
+TCATCACAGCGCCTTGAATTGAAATTGCTCAAGCACTCTGAAACATGCATCTTGAATGGTAACGGGTATA
+AGATTAAATGGGCTTAAGATTAGGTGACTGTGTTAACCAGTCAAGAAAGCAGTGAATATCATTTCGATTT
+TGATCTTCTTCACGGTATACAGCATAGAGTGACTGGTCAAAATTCGTTGATTTTTCGAACGGTAACACCA
+ATAAATTACGTTCAATTAACGCATGTTCAATTGGCATGATTGCCAGTGCCAACCCCAGTCCCTGCTCTGC
+GGCTTGTAGAGAAGCATCATAATTACCAAAGGTTAATTTATGCTGATATTGCATTTCAGGCAGCTGCATC
+GCTCCCGCCCAAGTACGCCAAATATTATTCATATTAGCAAGGTCGATAAGGGGAACTTGGCTAATTTGTT
+CAGGTGAAGTGAGTTTATGTTTTTTGGCGAACTCTGCAGAGCATACAGCATGGGCTGTAAGGTTAAGTAA
+TTTTTTAACCACAACACCCGGCCAATCACCCTTTCCCATACGTATAGCTAGATCACAGTCATCATAACGT
+AAGTCAGTTAAATTCATCCCTGTTTCAATACGAATGTCGATAGTAGGATGCTGTTGCTGAAAATCACTTA
+ATGTAGGGATAATGACATTACTTGCCATCGTCGTAAAAGTAGATATTTTAAGTGAAGGTGAAGAGAACTT
+ATTACTAACAATTTTTGTGCCTTGTTCAAGCTTATTTATACCCTGCTGTACATAGTGTAAATATACTTTA
+CCTGCAGCATTTAATGCGACACCACGACTTTTTCTCTGAAATAACTCAAAACCTAAAAAAGCTTCTAACG
+CTTTAATTTGATGACTTACCGCTGAGGGTGTTATAAATAATTCAGCCGCAGCCTGCTTGAAATTTTCATG
+GCGCGCAGCAGCTTCGAAAATTCCAAAAAGGTGTAAAGCAGGCAACTTGTTTGACATGATTGTATTAACT
+TGCAGTGAGGTAACGATAACAACAATGATAAGTGATCATTTGTATAATTAATAGGTGAATAAAATTAATC
+ATTACCTTTGTACTTTACTGTAATCAAAACTATTATTTTACAGGGATTAAGTAGGGATAGTTTAGGGTAT
+TACTTTTTATTTTGAAGAACACCCTTGATTTTTATCACTTTTCCGGTCAGTAGAAAATTTTTTTGCTACT
+GACCTCAAATACTCGATTTTTATGACGGGATGATAGAATTAGTTCAATTTAGGTTGTGAATTTACTTTGC
+CAATATGGTTAACACGGCGCTGTTCATCGCTTGTGTTGCGGTAGCAATGACTTTTTCAGCATCAGGCGCC
+CAAAATGGGCTATGCAATGAAGGTAAGCCTTCACCTGTTTCTTGGGCTGATTGCCATTTATCATGTGGCA
+CACCACCAACCCAAAATATCATACTTTTAATGCTAGTATCTGCACGATAGTAACGGCCAAAATCTTCACC
+TGCCATTACCGCAGGCACTTCAATCACGCGATCTTTACCAAGTTCAGTGACAAATAAGCTAGCCATTTTT
+TTGGTAAATTCAGGTTCGTTATAAGTGGCTGGGGTAAATTCATCTTTGACGGTAACTACCGGTAGTAATT
+TTTCAGGTAAACCCATAGCGATACCTTCACCTTTGGCTATTCTAGCAATACCATCGAGTAAGGTTTGACG
+CGTTTCATCTGAGTAACTGCGCACGGTTAATAACAATAACGCCTGATCAGAAATGATATTGTGTTTCGTA
+CCTGATTGAAAACTGCCGACAGTGACGACAGCAGGGTCTTGAGGATCTAATTCTCGACTAACTAATGTTT
+GCAAGGCACCAACAATGCGTGCGCCCAATACAATAGGATCTTTAGTTGCGTGTGGGTAGGCACCATGACC
+ACCAACGCCTTTAACAAGGATATTTACGCTATCAACATTAGCAAAAGTATAACCAGGAGTATAACCAATT
+ACGCCCGCCTTTAAGCTGGCAGAATTATGAAAAGCTAAGGCATAATCAGGTTTTGGGAAACGTTTATATA
+AGCCGTCCGCTATCATGTCTTTTGCACCACGACCACGTTCTTCAGCAGGTTGTAATATCATCACTAAAGT
+ACCTGACCAATTTGCTTTATTTTCACTGAGTAACTTTGCGACACCAACCCAGCTACTCATATGGGTATCA
+TGTGCGCAAGCATGCATTACATGGGCTTGTTGGCCTTCTTCAGTCGTGGTGGTGACCTTGGAAGCAAATG
+CTAATCCGGTTTGCTCTTTTACGGGCAAGGCATCCATATCAGCACGAATCAATACTGTTGGGCCTTTACC
+GTTTTTTAATACCGCAACAACACCTGTGCCACCTACTTTTTCAGTGACTTCAAAACCTAATTCTCGGGCT
+GTTTTAGCTAACTTTTTAGCGGTGTTAAATTCTACGCTAGAGAGTTCAGGTGTTTGGTGCAAATCTTTAT
+ATATCGCCATCAACTCAGGCATAGCCGCTTTAACTAATTTTGTATTATCCTGTGCAGCATAGGTTAATGT
+GCTGCTAGCGAGGCATAAAATAGAGGTTATAAATACTATAGTTTTCATTGTATTACTCGATTGACGATTG
+AAAAACTATCTTATACCAATCAGACTAACTAAGTGATCTTTTTAAATGGTCTAAATATCCAATAACATCG
+TTGCTTTCAATCCCAATAGCCAGCTATTGCTCAATCAGGCGCCTTGTTCTTGAAAATTTATCCTCATTAA
+AATTTGAACCATTAATTAATCTGATGGGTATTAGCTTAATGGGCTAAGGGGTTCAAATAGGATTATTACG
+AAATTTCTGGCTGTATCTGTAAGTAAACCTAAGCTATATACCCGCTCCACTTGAAGATGCAGATTTCAGC
+AAGTCGAGAAAGGGTTAGCTACCAGGCATTGATTGAAGAGAATAGTTATTCTCTTGTCGAAGTCCATAAC
+GCCGGAGATGACCCTTTATCGGCTTGCCCGTAGGGAGCTAAGCTAGAAAACTAGTCCTGCGTTGCACTAC
+TTGATAAGGGAATACCATTATCATCTTATCGCGCCTTGATCTGATTTCCTCGCTTAACTCTGAAACTGCA
+TCCTCAAGTGGAACGGGTATAAACTAAGTATCGCTAGTGAGTAGATTATGTGAAATAAACTCAGCAACTG
+AGTCAGTGGTAACATTTTTAAGCTCAATATTGTTAAGTTTAGATTTTGCTAAGGGTAAAGCTGCGGCAAT
+AAATGATAGATCTTTACACAAGATCATAAGGGACTCTATTATGACTGTTAATCTAAAGTAGGGCGCTACA
+TCAAAGGCGCTATAAAAGACGAGATGATGACTTTCCATGACATATTGACTGGCTATAGCATAACAATGAC
+CTTGAGTACGTGAAGCAAGAAAGGTCGGGTATGCGTTGATAATAAAACTAGTTAATAACGCTAAACCTTG
+TTCTTTCTCTTTAATGTTAATGACTATGAGGCTGTGGTCTGTATCAAAAACCTCAGCTATTCTTTTTCGA
+TGCAGTTCTTGGTGTTGGCCTTGGTCTTGCTGCTGTATTAATAGCTGTTGAGCTCGCAATAATAAAGATG
+AAAAAAGTGTTGGTAAAGCACGGTGTTTATATTCACTTTGCTGATATTCATTCTCACTTAAATGTTCTGA
+CAACGGTCTTAATAACAGGTTTGCAACAGGCAATAACGCTGTGGGTATTTTTGTTTGTTGTTGCTTTATC
+TGTGCTTGCAGTTGCTGTTTTTGCAGCGGATAAGCCGTGCCTCTGCCTACAATGAATGTTGCATGTTCTG
+TTAAGCTCTGTGGCGGTTTTTTAGTTAAGTTTTTAGCTATGCTTTTAGTTAAGTTAGTCTCTAAGTCTCG
+CACGAGAGTTTGATAGTAATTAAATAAGCGAATAATCTCAGGTGAAAACTTATGAAGTTGTTTATCCTCT
+TCAACGCTCTTACCTTCAGGATGTTTTAAAATAAAGCTTATCAATACTTTAGATAAAACTGTTTCTGAGA
+CATTTATAGGCGCAATAATATCGAGTGCAAACTGTTGGTTATTGTTTAGGTTGTATTGTGGTGAAATTAG
+CTGGGCGTCAAAGCTTTTAATTAAGTGATTTAAGTTTTTATGATTTGTTGAGAAATAGGCATAAAACTCA
+TAATGAATATACCACCGAACTAACTGCCTATTGTTACAAAAATCAGCTTTAGGTAGGACTTTAGGGCAAT
+ACGGTGTCCTGTTCTTGGTTGTATCATCAATGGATTCAAGTAGAGAAGCGACTAACGTTGGTTCAATATT
+TCCAGTAACCAAGTGCATCTTTTGTGCTTGGTAATATTGAGCATGATACCGTGTGATATCGGTCTTGGTT
+AACTGCGAGAGCAGTTCAATATCACCACCGTATTGATAGCATCGTTGAGCCGAAGTATCACTACGCGCAA
+TGACACTTTGTTGGTCATCTTGTTGAGGAGTTAATTCACGGTTAATCACACCGTAAAAATCGTCGTGGTA
+AATTTCCTGTGCTAAATCTTGTGCTTCGAATATAGGTGCTAATAGACCATTTAGTAAATAATTTAAGCCC
+AATAAACAGGCTTTCTGGCACTGACTGTGACAATGATAGTAGGTGACATTATAGTGGGTGGAGGCGTTAA
+TGGATAAATCGGTCAGTGCCGTAAGCTGAAATAAAGATTCAGGATGATTAAATGCCGCACTTCGACGAAA
+GATCAAATGTTCAACGGCGTGGCTAACACCACTGTCGTCTAGCGCAGGTGTGTTAACCACAATTAATGCA
+CTAAAACCTTGCTCGTCATTAATATTATGATGTTGTAACCCGTTAGGGTGACGCTTAATTTGACTGGAAG
+GGGTCATAGTTTTATTTGAACAATATCAGCATCTTTAATGCTGCGCTTATTTACCCTTTCTAATAGCGGA
+TTTTTTGGGTGTTTTGCTCGTTCAATAGCTTCTTGAATTAAATGATGATCGGGCGATTTACTGCACACAG
+GATCTGTTTTATCCATATCGCCTGTCATCATAAAGGCTTGGCATCGACAACCGCCAAAATCTTTCTCTTT
+TTCATCACAACTTTGACAAGGTTGAGGCATCCAGCTATCACCACGAAAACGATTAAAAGAGAAGTCTTGC
+TGCCAAATATCGCTGATAGATTTATCTTTTACATTAGGAAACTTTAGTGGCAACATTTTTGCGCTATGAC
+ATGGCAGCGCACTACCATCTGGCGCTATGGTTAAGAAGGTACTGCCCCATCCATTCATACACGCCTTAGG
+ACGAACTTCAAAATAATCAGGTGTCACAAAAATAAATTGTGGCCCTTTACCTTGTTGCTTATCACGGAAC
+TCATTGACGATTTTTTCTGCGTCTATTAGTTGTTGCTGTGAAGGTAATAAATGATCTCGATTATCATACG
+CCCAGCCATAATATTGCGCTGTAGCAAGCTCAACATAATCGGCATTTAATTGGCAACTTAAGCGCATGAT
+ATCTTCAACTTGGCTAATATTTTGTTTTGAAATAACAAAATTTAATACCATTGGATAACCCTGTGCTTTA
+ACCGACTGCGCCATTTTAAATTTTTGTTCAAAGGCGTTACCGCGTCCTGCGATAATATCGTTCATTTCAG
+GATCTGCACCTTGAAAACTAATTTGAATATGATCTAAGCCCGCTACTTTTAACTTGGCAATACGTTTTTC
+GGTTAAACCAATGCCCGAAGTAATCAAGTTAGTGTAAAAACCCAATTCTCTTGAGTGCTTAACCATCTGT
+TCTAAGTCTTTGCGCAATAAAGGTTCGCCACCTGAAAAACCCAGTTGTACCGCGCCCATAGCACGTGCTT
+GTGTTAATACATCAAGCCACTGCTCAGTATTGAGCTCATCTTTTGTATCACCAAGCTCTGTTGGATTAGA
+GCAATAAGGACAATGCAAAGGACAATCGTAAGTGAGCTCAGCCAACAACCATAGTGGAGGACCAACTTTT
+ACTTGGGATTGATTATTCATAATAAAGCCATTTTTTATCATAGGCGGCAATTAAAAACTCATGCACATCG
+TCAGTTAAATCACCAGCATCAGGAAATTTTTTATTTAACATGTTGATGATGTCAGAAACTTTGTTTATAC
+CATCAACCAGTTGCATGATTTCTCCAGCACTACCATTAAGTTTAACCATACCTTCAGGAAATAATAGTAC
+ATAACAATCTTGCGCTTGTTCCCATTGCAGTCGGAACATAGCGTTTAAACTTGGCGGCACGGACTGATTT
+ATCATTTAAAAATTCTCTTATGGTAATTTGGCTCAGCTATTAAACCTTGGTAAGGCGCTCGGTCCTGTTG
+ATATGCTAAGGTCATAGCATCAAGCATACTCCACAAAATATCTAATTTAAATTGGAGAATATTTAATGCC
+TCGTCTTGTGCTTGACGAGTAGTAAAGTGATCTAAGGTGATTTGTAGGCCATGATTAACATCGCGTCTTG
+CTTGAGATAAGCGCATTTGAAAATACTGTAAGCCTTGTGTTTCAATCCAAGGATAATTTATAGGCCAACT
+GTCTAGCCTGCTTTGATGTATTTGAGGGGCAAACATTTCCGTCAGTGACGAACATGCAGCTTGCTGCCAG
+TTAGCACGGCGAGCAAAGTTTACATAGGCATCTACGGCGAATCGCACCCCAGGTAAAACAAATTTCTCAT
+CCAGTAAGTCTTGTCTATCTAATCCTACCGCTTGGCCCAATTGTAACCAGGCTTCAATACCACCTAAGGT
+TTTGTCTTCTACACTGCCATCGTGATCTAATATGCGTTGGATCCATAGACGACGAGTTTCCATATCATGA
+CAATTAGCTAATATGGCGGCATCTTTAATAGGAATATTTACTTGGTAATAAAAACGGTTTGCCACCCAAC
+CCTGAATTTGCTCAACACTACATTCACCTTGGTGCATGGCAATATGAAATGGGTGATGAATATGGTAAAG
+CTGCCCTTTAGCGCGGAGCATTTCTTCAAACTGCTCTCTTGTCCATGGTTGTTGCATAAATAAAGCGCCT
+CTTAGTATTAAGTGTTATACCCGCTCCACTTGAAGATGCGAGTTTCAGGGTGCCTGAGCGATTCATGATC
+AAGGCGCCTCTTTTTATTAAGGGTTGTTCCCTTAAAAATAGATGCAACGAAGCGCATGATTTGCTCAGAC
+ATCCCCAAAGGGCTGTTTTAGAAACGCTTTATGCTACGTTATTGATTTTGAGAAGGGAACAACCATTCTC
+TTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCCTGCATCTTCAAGTGGAACGGGTA
+TATATCAATTGCATTTATTATCAGATCATTAAAGCAATTATATTGTTATTTCCATGCCATCTACGGCTAT
+TTCAACACCATTGTCCAACACAAATTGATGTTGTGCTGATTCTTCATTGAGAATAGGGTTGGTGTTATTA
+ATATGGATTAAAATCTTTCGATCGATATCAAATTTATTGAGTAATGCGACAGTGCCAAAATCACCATTTA
+CTGGCATATGGCCCATTTGGGATCCAAGTTTAGTACCAACGCCTTGTGCGATCATTTCATCGTCAAGCCA
+GAGTGTGCCATCGATTAATACGCAGCTAGCATCTGCCAATATCTCTTCAACTTCAGGTGTGCTTTCTACG
+ATGCCCGGTAAATAAAAAAGGTATTTCCCACTCGTTTTATCAACAATTTTGAGGCCGATATTGTTACCAG
+CAACGACTTTGTCACGGTATTTAGAATAAGGAGGAGCATTCGACTCTATAGTCACGGGAACGAACTCGAT
+ATCTGCAACACCTTCAACACTAAAAGCATCACTCTGCTGATAACCAATAGGTTTAAATGATAGACCGCCG
+TGCCAGTGTTCAAGCATGTTAAATAACGGATATGCAGAAGTTAAATCTTCATAAACAACATGAGAACAAT
+AAACATCAAGGGGTAAGCCTTCACGTAAGGTAATTAAGCCTGTGGTGTGATCAATTTGGCTATCGGTTAG
+AATGGCGCCACGAATATTAGTACCCCGTGCACCTTGCTCAGGCCATAATTGTGGGGATTGATTTATTTGC
+TGACGAATATCGGGTGAAGCATTAATGAGTGCCCAATTTTTACCGTCAGGACTGACAGCGATAGAAGACT
+GTGTACGCGGTGTAGCTTTTATGGTTCCGGCTCGTAATCCTTTACAATTAGCACAATGACAGTTCCACTG
+TGGAAAACCACCACCAGCAGCCGAACCAAGAATTAAAATTTGCATAAATTCCTTAAAAAACTATGAGAAA
+TACCCTCAGAGGGAGAAGTTACCGAGGGTAATCGCATACCAATCTCACTAACTATTTGATCATTTCTACT
+GGTTAAAATAACCAACTACTTCATTATTTATTTAATAATTAGAAGAACTAGTTATTAAAATAAATGCCTT
+GTATTTAGCTATTTTTACTGCGTATAAAGTAGATAAACTAGTCAATGAAACTGGTATCATTTCTCAAAAG
+GCATTATCTGTTGCTGATATAAAGTGTTACTTCAAAACCTAAACGCATTTCTTCAAACTTTGGTTTAGTC
+CACATAGTCAATCCTCATTATTGTAAGTTAGTTGCTAGATCAATATAGATCGGCAGCCACTTGAAAGAAA
+TCATACTTTAGAACGAACATTCTTAATATATAGGAGGGTTTTTGTTAATGATGATTCAAAAACTGTTTAG
+AAAAACTAAGTGTGGCCTCAACCAATGCGTTGCTCATTAAAGGTTCGTTCGCGAGGTGACCAGCCATATC
+AATCACTGTTAATTTTGCCTGTGGGCAATGGTATGCCAATTGCCATGCTTGCTCTACCGGACAAACAAAA
+TCATAGCGGCCTTGTATTATTTTAATTGGAATATCACTGATTTGAGTTATTTGCTCAAGAATAGGATTTT
+TCTCAATGAAACAACGGTTTATTGAGTAATGAAGTTGAATGATTGAGGGTTTTTTATTGATTGTATCGAC
+TATGCTAGCAGGGGTGCCTGGTTGAATATTTAATATTGCCGATTCCCATTGCTGTAAACGATTATAGGCA
+TCTCGACTTATCTGTTCATCGCTATTAATTAACCTTTGATATAAAGCATTTAGTGGTGCTTGTTGCTGCT
+CGATGGGGAGATTATCAACTAATGCTTGCCATGCGTCGGGATATATTTGAGCAGCACCTTTATTAGTGTA
+TACCCAGTTAATATCTTGTGCACGACCTAGAAAAACGCCTCGTAAAATCATGCCCAACACTTGTTTAGGA
+TACTGTTTTGCATAAACCAAAGCTAAAGTGGCCCCCCAAGAGCCACCGAAGACTAACCATTGACTAATGC
+CAAGATGTTTACGAATAGTATTGATATCTTCCACTAATGCTAGGGTGTTGTTTTCCTTTAGCTCACCTTG
+TGGTTTTGAGCGACCGCAGCCTCGTTGATCAAATAAAATAATATGGTAAATAGCAGGATCAAAATAACAA
+CGATGTTGTTCTCGACAAGCTGAACCGGGCCCACCATGTAAAAAAATAACAGGTATTCCTTGTTCATTAC
+CGCACTGTTCAATATAGAGTTGGTGAAGAGGACTAACTTTAAGATACTGTTGAGAAAATGGTTCAATTTC
+TGGATAAAGTGAATGTAACAAAGTAGGCCTCTTAACAAGTTTAGGGGAATAAAGGCTAAAAATAATTATA
+ATGTGATCAGTTTACACTAGGCGAATGAAAGCGCAACACAATGACTTTACGTTAAATAATACCGTTAATG
+TTCATAACACTTATCTTTTTCGCAGACTAAAGATCTATACCTAGATATGTGCTCTATTGATTAATAGACC
+ACATAAAAAAAAGACCTTAACAAATAAATGTTAAGGTCTTTTTGCTAACTATAATAAAGTTAATTAAGTA
+TGAATATTAATTTATAAAGAATTAAGCTTTAGTAATTACGTCAACTAATTTCCACGTGTCTTTCCTTTAA
+ACTAGGAACAGCAGACTTAGAAATTATGTCGATATATTTAGCGCATAAAAAAAGACCTTAACAAATAAAT
+GTTAAGGTCTTTTTGCTAACTATAATAAAGTTAATTAAGTATAAATATTAATTTATAAAGAATTAAGCTT
+TAGTAATTACGTCAACTAATTTCCAGTTTTTAGACTTAGAAATTGGCGCAACTTCAGTAATAGTTACTAA
+GTCACCTTCGTTACATACGTTAGTTTCATCATGTGCTTTCAACTTAGTTGAACGCGTCATGTATTTACCG
+TACATAGGGTGCTTAACACGGCGCTCAATCAAAACAACGATAGACTTATCCATTTTGTTACTGACAACAA
+CGCCTTGTAGTGTGCGGATTTTAGTTTCGCTCATTACTTACCTGCCTTTTCAGTGATGATAGTCTTAACA
+CGTGCGATATTGCGACGTACGATTCTTAGCAAATGAGTTTGTGCTAATTGACCAGTACTTGCTTGCATGC
+GGTAGTTAAACTGCTCGCGAAGAAGTTCTAGTAATTCAGCATTTAGCTCTTCAATGCTTTTTGCTTTAAG
+TTCACTAACTTTCATTACAATGCCGTCCTAGTTACGAAGGTGGTTTTGAATGGTAGTTTAGAAGCGGCTA
+AAGCAAAAGCTTCACGCGCGATTTCTTCAGAAACACCTTCCATTTCATAAAGAACACGACCTGGAAGAAT
+TTGGCAAACCCAATACTCAACTGAACCCTTACCTTTACCCATACGAACCTCAAGAGGTTTTTTAGTAATT
+GGCTTATCAGGGAATACGCGTATCCAGATTTTACCTTGACGTTTCACATGACGAGTCATGGCACGACGAG
+CGGCTTCAATTTGGCGTGCAGTCATACGACCACGTTCCATTGATTTCAAACCGAAAGTACCGAAGCTAAC
+TGAACTACCTACGTGAGCAAGACCACGGTTGCGCAGTTTAAATTGCTTGCGGAATTTAGTACGTTTTGGT
+TGTAACATAACTTATTCCTCTACTTAGGCTTGCGGTTGGTTTTTCTTTTAGGTTTAGCCGCTGGTACTTC
+TGCCTGTAGAGGCATGTTACCAATGATTTCACCTTTGAAAATCCAAACTTTGATACCAATAACACCGTAA
+GTAGTGTTACCACGCGCAATTGCGTAGTCAATATCAGCACGTAAAGTATGTAAAGGTACACGACCCTCAC
+GATACCATTCTGCACGTGCGATATCAGCGCCGCCTAAACGACCACTAACTTGTACTTTGATGCCTTTAGC
+GCCTAAACGCATTGCGTTTTGAACTGCACGCTTCATAGCGCGACGGAACATAACACGACGTTCTAATTGA
+CTAGCAATGCTGTCTGCAACAAGCTGCGCATCCATTTCTGGCTTACGTACTTCAGCGATGTTGATTTGAG
+CAGGAACACCAGCAATTTTAGAAACGGCTAAACGTAGTTTCTCAACATCTTCGCCTTTCTTACCGATAAC
+AACACCTGGACGAGCCGTGTGAATTGTTACGCGGATAGATTTAGCTGGACGTTCGATTACCACTTTAGAA
+AGTGATGCACGCTTAAGCTTTTCTTTTAAAAATTCGCGAACCTTATGATCGCCGTCTAAGTTGCTAGCAA
+AATCTTTGTTGCTTGCAAACCAAGTAGACGCGAAAGGTTTCGTGATACCTAAGCGAATACCGGTAGGATT
+AACTTTTTGACCCATACTAATATACTCCTAAGAATCAGACACAATCACAGTGATGTGACTAGTGCGCTTG
+ATGATGCGATCGGCTCGGCCTTTCGCACGTGGCATAATACGTTTCATTGTTGGACCATCGTCAATCAAAA
+TTGTTTTAACGAATAATTCATCAATGTCTGCACCTTCGTTATGCTCGGCATTTGCGATAGCAGAGTTAAG
+TACTTTTTTAACTAATTCAGCAGCTTTTTTGTTGCTGAAAGTTAAAATTTCAAGTGCTTTCTCTACATTA
+ACGCCACGGATTTGATCCGCAACTAAACGCGCTTTCTGAGCAGAACCGCGGGCAAATTTATGTATAGCAA
+TAGCTTGCATGTAACTTCCCCTTATTTCTTCGCTTTCTTATCAGCGACATGACCGCGATAAGTACGAGTT
+GGTGCAAATTCTCCTAATTTGTGACCGATCATTTCTTCGGTTACAAATACAGGGACGTGTTGACGGCCAT
+TATGGACAGCGATGGTCAATCCGATCATTGTAGGAATGATCATTGAACGACGGGACCAAGTTTTAATTGG
+CTTTTTATTCCCGCTTTCCACCGCTTTCTCTACCTTCGTCAACAAGTGTAGGTCAATAAATGGACCTTTC
+TTGAGGGAACGTGGCATGGTGAATCCTTATATATTCAATTCTTCATGTGAACTTAGCAAGCTAAGTTCAG
+CAATCAGAATATTAATTAAATGTACTAATTACTTAGCACGACGACGTACGATAAATTTATCAGTACGCTT
+GTTCGAACGAGTCTTGTAACCCTTAGTTGGTACGCCCCAAGGGGATACCGGGTGACGACCGCCAGATGTT
+TTACCTTCACCACCACCATGTGGGTGATCAACTGGGTTCATGGCAACACCACGAACAGTTGGGCGAACAC
+CGCGCCATCTTGAAGCACCAGCTTTACCCAAAGAGCGAAGCATGTGTTCAGAATTGCCGATTTCACCTAA
+AGTAGCACGACAATCAGACTCTATTTTACGCATTTCGCCAGAGCGAAGACGTAAAGTAACGTAAGCACCA
+TCTTTCGCAACTAATTGTGCGTAAGTTCCGGCTGCACGTGCGATTTGAGCACCTTTGCCTGGCTTAAGTT
+CGATTGCGTGAATAACACTACCTAACGGTATGTTACGTAGTGGCATTGTATTACCAGGTTTGATCGGAGC
+ACCAACACCAGACAGGATACTATCACCAGCTGATAAGCCTTTAGGGGCTAAGATGTAACGACGTTCACCA
+TCGGCATACAATACTAATGCGATGTTAGCGCTTCGGTTTGGATCGTATTCTAAACGTTCAACTTTGGCTG
+GAATGCCATCTTTAAGACGTTTAAAATCAACTATACGATAATGTTGCTTATGACCACCACCAATGTGACG
+AACCGTAATGCGACCATTATTGTTACGACCACCAGACTTAGACTTAGTGTCTAATAATGGTGCATAAGGC
+TTACCTGTATGAAGCTCTTTGTTTACCACTTTAACTAGGTGACGACGACCCGGAGAAGTAGGTTTACATT
+TTACTATAGCCATTTTAACTGCTCCTTATGATTCCGCGCCAACGAAGTCGATGTCACTACCTTCTGCAAG
+AGTAACGTAGGCTTTTTTCCAGTCGTTACGACGACCAAAACGAGCACCGGTACGTTTTACTTTACCCTTA
+ACATTAAGTGTATTAACACCTTCAACTGTAACTTCAAAAAGTTTCTCAACTGCCGCTTTAATTTCAGCTT
+TAGTTGCATCTGTAGCTACTTTGAAAACAACAGTGTTGTTTGCTTCAGCAGCTGTAGTTGCTTTTTCAGA
+GATATTCGGTGCTAAAAGCACTTTCAACAAACGTTCTTCGTTTATCATGCTAAAATCCCCTCAATTTCTT
+TAACTGCATCAGCAGTGATTAAAACTTTTTCGAAACCAACTAAGCTTACAGGGTCAATTGCTGCAACATC
+ACGAACGTCAACTTTATATAAGTTGCGTGCTGATAAGAACAAGTTCTCGTCAACTTCTTTCGTTACAATC
+AATACGTCTTTAAGCTCTAAGCCTTTAAGCTTAGCAACTAATTCTTTAGTTTTAGGTGTTTCTACCGAAA
+AGTTCTCTACCACAACTAGACGTTCTTGACGAACTAGTTCAGATAGGATGCTAGCAATAGCACCACGATA
+CATTTTACGGTTAACTTTTTGGCTGTGATCCTGAGGTTTAGCAGCGAATGTTACGCCACCTGTACGCCAG
+ATTGGACCACGGGTAGTACCAGCACGTGCACGGCCAGTACCTTTTTGACGCCATGGTTTTGCACCACCGC
+CGCTAACTTCTGAACGAGTTTTCTGAGCACGAGTACCTTGACGAGCACCAGCTGCATATGCAACTACTAC
+TTGGTGTACTAACGCTTCATTAAACTCACGTCCAAAAGTTGCTTCAGATACTTCAAGAGCACCAGATGCG
+TCTTTTAATGATAATTCCATCATAAAATCTCCTGGACTAAGCTTTAACAGCTGGTTTGATGATTACATTG
+CCATTGATAGCACCCGGAACTGCGCCTTTAATAAGCAACAAGTTACGTTCAGCATCAACGCGAACCAATT
+CAAGGTTTTGTGTAGTACAACGCACAGCACCCATATGACCAGACATTTTTTTGCCTTTAAATACACGACC
+TGGTGTTTGACATTGACCTAACGAACCGTTAGATCTATGTGATAACGAAACACCATGCGTTGCATGTTGC
+ATAGTAAAGTTCCAGCGTTTAATACCGCCTTGGAAACCTTTACCTTTCGATGTACCAGTAACGTCTACTA
+ATTTAGTGTCATTGAATACTTCAACAGTGATTTCACTGCCAGCTTCGATGTCACTACCTTCATTTTCGTT
+TAAACGGAATTCCCACAAGCCGCGGCCTGCTTCAATTCCTGCTTTAGCGAAATGTCCAGCAGCAGGTTTA
+GTTACACGGCTTGCTTTACGCTTGCCCGTAGTAACTTGTAGTGCTGAATAACCATCGTTGTCTACAGTTT
+TAACCTGAGCAACACGGTTTGCTTCAACTTCGATAACAGTAACAGGGGTAGAAACACCATCTTCTGTGAA
+GACACGAGTCATACCCACTTTACGTCCAACTAGACCTATAGTCATTGTTAAAACTCCCCTTAGCCCAAGC
+TGATTTGAACATCAACACCAGCTGCAAGATCTAAACGCATTAATGCGTCTACAGTCTTTTCAGTTGGCTC
+AACGATATCAATCATGCGTTTATGAGTACGAATTTCGTACTGATCTCGCGCATCTTTGTTAACGTGTGGA
+GAAGTCAAGATAGTGTAACGTTCTTTGCGAGTAGGAAGTGGAATTGGACCACGAACCTGTGCGCCAGTAC
+GTTTTGCAGTATCAACGATTTCTGCTGTAGATTGATCAATCAAACGATGATCGAACGCTTTCAAACGAAT
+GCGAATTCTTTGATTTGACATGAAGACAAATCCCCTTTTTTAAAGAACAAAAAAATACATCCCTCTGCTT
+CCTTGTGTGCCGGAAGGGGGTGTATTAACTAATAAACATTCAACTCAAAATTAGAGCTGCTGTGAAACGA
+ATAGAAACTTAATTCTTATTCATTTAGTGCTATAAGCGTTACTTAACCATAAAGGTTTTAGTAATAATCT
+TTAGCATAACACACTCAATTTGGCTGAATGCGAGCGCGTATTATACAAGAAAGCTTGTGGTGTGCAAGTT
+ATTTATAGCTGATTATAGAATTGCTACTTTTATTAGCAGAAACTTGCCAATAATAGGCATATGGAGGGAG
+ACAAATAAGATTAGAAGGGTAAATAAAATAGACCAAACAGGGCGTTGTCGGTCTTTAATTCAGTAGGCCT
+ATATAAAGCAGAGTTATTTTAATTTTAACAAAGCTAGGTTGGCAACCAACAATACCTTGGAAGCTAGCTT
+TGTGCCAAGCTCATGCGTTTGGCATGTAAAAAGGATAAAGTGCTTAGCTATAATAGAGTAGCGTTAAGTA
+AGGACTTAAACATTAGCAAAGTCGTGTGGGATATAAGTTCGATAATTTTGTCACGTACTCCATATTAGTG
+ATAAAAGTGCAATCTGACTAATCAACTATATAAAAAGCCATAGCTTATATAGTAGGTGTGTTTATATATG
+GTTGAACTACTGTTCATTCAATAAATTTCTGCTGGCCACAATTGGATAGAATTTTCATCTCTTCCAGATA
+TTGAGGTTTACTGAGAAAAACTTTTTAAACTATTCTTTTGCTATATATAAGCAGAAGCTCAATTTTAGAC
+TAATAAACCGGACCGAATTAATAAATTATTTATCAATTTTCTATGGATTTGTTTTTGTTAATGGTATACT
+CGCGCGCAAATTTTCAACAATTCTGCTTTCATTCTTTCTTATATATAGAAGATAAAGTGGGATAGACCTT
+AAACTAAGTAGAGTAAAGTAATGGCAGATTTATCCAAATACAGAAACATTGGTATATTCGCTCACGTTGA
+TGCGGGTAAAACCACAACAACTGAACGTATCCTTAAACTAACCGGTCAGATCCATAAAACTGGTGAAGTA
+CATGACGGCGAGTCTACGACTGACTTCATGGAACAAGAAGCTGAGCGCGGTATTACCATCCAGTCTGCTG
+CGGTAAGTTGTTTTTGGAACGATCACCGTTTCAACGTTATCGATACTCCTGGTCACGTTGATTTCACTGT
+AGAAGTTTACCGTTCATTAAAAGTACTTGATGGTGGTGTTGGTGTATTCTGTGGTTCTGGTGGTGTTGAA
+CCACAATCAGAAACTAACTGGCGTTACGCGAACGACTCAAAAGTTGCTCGTATCATCATGGTGAACAAAC
+TTGACCGTTTAGGCGCTGATTTTTACCGTGTTTGTAAGCAAGTTAAAGACGTTTTAGGTGCTAACCCATT
+AATAATGACTTTACCTATTGGTACTGAAGATGAGTTCGTTGGCGTTGTTGACCTACTTTCTGAAAAAGCT
+TACATCTGGGATGACACTGGTCTTCCAGAAAACTATGAAGTTACTGATATTCCAGCTGATATGGTAGAGC
+AAGCTGCTGAATACCGTGTGAAGTTAATTGAAACAGCTTTAGAAGTTGATGAAGACATGTTGATGGAGTT
+CTTAGAAGGGGAAATGGTCCCTACTATAGAACAAATCAAAGCGTGTATCCGTACTGGTACTCGTGATATG
+ACTTTCTTCCCAACTTACGGTGCATCTGCATTTAAAAACAAAGGTATTCAATTAATTCTTGATGCTGTTG
+TTGATTACTTGCCTTCACCTACAGATGTTAATCCACAACCACTTACTGATGAAGAAGGTACGCCTAATGG
+TGAGTTTGCAATCGTTTCTGCAGATGAAACATTCAAAGCGTTAGCATTCAAAATCACTGATGACCGTTTT
+GGTACATTAACTTTCGTACGTATCTATTCAGGTACATTGAAGAAAGGCGATACCATTCTTAATGCTGCTA
+CAGGTAAAACTGAGCGTGTTGGACGTATGTGTGAAATGCAAGCTGATGACCGTAACGAACTTACTTCAGC
+ACAAGCTGGTGATATCATCGCGATTGTTGGTATGAAAAGTAATGTTCAGACAGGCCACACATTATGTGAT
+CCTAAACACCCTATCGTTCTAGAAGCGATGGTATTCCCTAAGCCTGTAATTTCAATCTCTGTAACACCAA
+AAGATAAAGGTTCAACTGAGAAAATGGGTCTTGCTATCGGTAAAATGGTTGCAGAAGATCCTACTTTTAA
+AGTTGAAACTGATATCGATTCAGGTGAAACGATTTTATCTGGTATGGGTGAGCTTCACTTAGATATCAAA
+GTAGATATTCTTAAACGTACTTACGGTGTTGAATTAGAAGTTGGTAAGCCACAAGTTGCATACCGTGAAA
+CAATCACAACTGCAATTGAAGATTCTTACACACATAAGAAACAATCTGGTGGTTCTGGTCAGTTCGGTAA
+AATTGATTACCGTATCAAGCCCGGCGAACCTGGTTCTGGTTTCGTATTCAGCTCTGTTGTTGTTGGTGGT
+AATGTTCCTAAAGAATTCTTCCCAGCAATCGAGAAAGGCTTCAAAGGCATGATGGATACTGGTGTTCTTG
+CTGGCTTCCCTGTACTTGACGTTGAAATTGAATTATACGATGGTGGCTTCCATGCTGTCGATTCATCTGC
+TGTTGCATTTGAATTAGCTGCTCGTGGCGCTTTCCGTCAATCAATTCCAAAAGCTGGTGCACAGTTAATT
+GAACCTATCATGAAAGTTGATGTGTTTACGCCTGATGATCACGTTGGTGATGTTATTGGTGATTTAAACC
+GTCGTCGTGGTATGATCGGAGGTCAAGAAGCGGGTGTTTCTGGTGTTCGTATTAAAGCTGACGTACCTCT
+TTCAGAAATGTTCGGTTACATCGGAACTTTACGTACAATGACATCAGGTCGTGGTCAATTCTCTATGGAA
+TTCTCTCACTACATGCCTTGTCCTAATAACGTAGCTGAAATTGTAATTGCTGAAGTTAAAGCGGCTAAAA
+TAGCTAAAGACGCAGCTAGAAAATAGAAAATAATTAATCTTTAATTATTTTTGATATAAAGGATGCTTCG
+GCATCCTTTTTTATTGCCTGAAATATGTCATACAAGCCCTTGTATTAATGGCTTAGATTGAAGTTACCTA
+AAAGCTTAAAGCAAAAAATACCCGTAAAATACCCCTTACTTAATAAATTACGTTATAGCTCTAAGTCTGT
+TCATGCTTCTTAATTACGAATTATAAGCAGGGATTCGATTCCCTTTACCTACCTAACTGCGCCAACGTTT
+TTACATAAGCTGTTTGCTATTTTTAATAATAAAGTTAGCTAGATAAGAGAAAAAATATAATAATTTATTG
+CACATCATCATAAGTTTAAGCCACAGCAAAATTGATAACTTAATCCACTTTTACAGAAACAATTACTAAG
+CAGGTTTCCCGTTTTTATATCTTTTAATGAAATTAAACTGCCATTTAAGTTTACTGGTCCATGGGGGTTA
+TCCCAGACGATTACAGGTCTACCTTTTAATTTTTCCATAAAATCAATCGGTGGCTCAGGATTGGCGATTA
+TAATTTGAGCAGAAGACGGAAGGTTATTTAAAATTTCATCTATTTCTTGTCGATCACATTCAAAATAGGA
+AATTCCAATAAAAACACAATGTGTAGACTTATTTAGTTCTTTTTTGAAACAGTTATTAGCTTCTTTAACC
+CATTGAAAATTTTTATACTTATTTACCTCATTCGGTACGATACATAGAGGCTGTGTTCTTGGGTAGAGCA
+AATCACTCGTCTTTAACCTTTTTATTGGCATATCGTTAACATCAATTATCCCATTCAATGGATACCTTAC
+AGGGATATCGAGACCAACTATTTCAAAATCAACCGAGCCATGGGGTTTAAAAAGTGGCAGTCCATGTCCA
+TGACCATTTATTTGCTGGGAATTATAAATACAACCTAATTCATCTAAGCATGTTTCTAATAAAAGGTCGT
+AATTTAAAGAGAATGCATTTATTAAATTATCTCTATGGAGTTGAAGCCACATAAACCAAGGCCAATCCTT
+TCGGAAGTTATCTATTTGAGCTGTAGCTAAATGTGAAAAAGAAATCGTCAGAAAGTGCCTAGCTTCAATC
+AAACATCGTCTGACCTCAACACCTAATGATTTGCAAAAACTTTCGTTTTGAAGTTTTAAAAATATATCAA
+AATCACTTTCATCAGGAAGCGAGTCTTTAATTAACTTGAGGTTAGGCAAGCAATCGATAAGTAAAACATC
+ACTATCAGGACACTTTATTTCCCAGCTTAGAGGTGCTTGAGTATTCCATTCCTGCATTAAGCTTGTAAAA
+TAACCGAAGCTGATAGAAAATCCATTACCAACTATCATCGAAATTTTTGGTTTATTCATATTAATCTCAA
+TTACTACAGTGACATATTCTGTTGTTTAGTAATTACTAATTTACCTTAACCCTCTAAATTTTCATATCTT
+TATAGTAGCTATATTGTTCAGATTATAATAAATGTAATTTAAAAATTACATTTATAGTGTGTGTTAATAA
+TAGGGAAATATCGTTTAGTGTGAAGCAGCATAATTTGGTGTAATCGACCCCCGTAATACATGACGGGGGT
+CGATTCAGTTAAAGTTTATTACGAAAATAATATTTAGTTGAAATATCATTAGTAAGAATATTAATTTTCT
+GAATTAGTAGTATAAGAGGATAGTAGCAAATTATATTCTGTTGATATATTCCACATCGTTAGAAGTCTCT
+TTAGTTCAACAAGCTCACTATGGGTGGGGTCGCCATTAATTGATTTTTCTGATAAAAAATTTAAACGTCT
+GAATTCTTCGCTAGTCATAATAATCATCCTTGATTCATACTAACTAAAATATAGTTAACTTTTTGTTTTA
+TACAAATTTTATAAATATTCGCTACGCGATGAAGTACAGAAGAGCACTCGCTTCGCTCGATTAGTGCAGT
+TTGTTTTTTTCTTAACGCTTCGCTAAAAAAGAACAAACCTAAAACTGACAAATCGCTGTAGGCCTCAGCA
+ATTAACGCATACAGCAGCACTCCGAAAAAACTTTACCCCCGTATTACTAAACGGGAGTAAAATCTTTCAT
+TTCCTCCTACCGCTCCATTCCTCTTCCTCGTTGCTCAGGCTTCGCCCTCGTCCTCGTCATCATCGCTCAG
+GGTCGTCAATAGAAAGCTCAGTTGCCTAAAAGTAATCATTAAGTAAAGAATAGAGAAAAGGTCAAAAGCG
+GTTCCAAAGAGCTTCAAGCCTAATTTAGTAAAGTAAAATAAAGGTTTCTAAGAACATTTTTAAATACACA
+AAAATAACCTCAGACACTCCTTGATTTTCATTGACAAAATTATTCTCTCACTCTGTTTGATTAGCATCAA
+ATTAAGCGCGCACCCCTATGTTTCTGCGAAACGGGTACACATTAAATTGACACTATCAGGGAACTTAGAG
+CATGAATGATATTGAAGCTGAAATCGCTAACACTTTAAAAGAGATTGAAGAACTAAAGGAAGAGACACGG
+GCAATTGTGGCCAAAATGAAGACGCTAAATACTGCTGATGAAAAGGAAACTAATCATGCTAATTAAAATT
+AATGAGTCAGAGCCTGAGTTCGTCGCGTTCGTTGAATCGCTTAAACAACATTACAGTGAAGCAACCGCCG
+CTGGTGCAACAAAGAAAGCGATCGTTAATCATGTATCAGTGACCAAAGAATTAAGGAAAACAAAAAAGAA
+GCTGGAAAAGCTTGAGGCGATACTTGAAGAAATCAAAACGATAAAGCGACAGCAGAAAGGGTTGCAACAA
+GCCCTCGATATTCTAACGGATTAGTACCAAAAGGTTATCCTGGCAAGCGTGCCTGGACAATGAATTAGTA
+CCAAAAAGTTATCCTGGCAAGCGTGCCTGGACAATGAATTAGTACCAAAAAGTTATCCTGGCAAGCGTGC
+CTGGACAATGAATTAGTACCAAAAAGTTATCCTGGCAAGCATGCCTGGACAATGAATTAGTACCAAAAAA
+GGCTTACCGGTTTAACCAGGTTAAACAACTTTGGTACTAAAACGTAAAAAAGAACGTAATAACGGCTACG
+TACAACACATAAACAAACAACTTAGAGTAATGACAACTGAATAGGGCTATTGCCCCTCGCTTCTTGAAAA
+GGCTCACTCGGTTTAGTTGGCTCACAATACACATAGTTACTGTGATTATTTGACCTTAATTCAACTAAAC
+AGTCTGAGCTAAAGAAAATCTTATAACCCATCGCTATTAACGATTCAGAGCCAACATTTAATACTTCATC
+ATTAATGTAAGCAGTGAAGACATAATCACGAGTAACACGATGCTTATTAAAATAAACCGTATTAACCGCA
+TTGATATACATCTTGGTCGCACCGAACGGCAGCGCTACAAAATTATTAGGCGCAGTAACAGTCGAAACAC
+TAGCACGACGAAAAGAAAAAGGATTAATCTCCCCATCACTTTTTTGAGCAGTACGAACGGAAGCATTAGC
+AACTTGAACAGCAGCCGCTGAAGCTTTCGGACTTTGTGAAATCGCATTAGGTAAACTATTCGCCAACGGT
+TCATCAACTTCAATGCTTTCATCGTCGAAGAAAAAGAAAACCATATACACAAGATAGGCAACCACAAAGG
+CGAAGCCAACAATAACACTAGGAGTAATAGGCGACTGACCAGCGCCCGATTTAGTAGATTTTCCTGTTGC
+TGTGGACTTATAAAGTTTGAAAACATCGAGCGGCACCTTTTTGAACGTGACAATATCGTTTTTACCAACA
+GAAATTCCATTAGTTTTGGGTAAATGTTCTAGAATTCTAGGACGTCTTTTGTAGTAGGGAATTGGGATCG
+CATCTTTTGACGAGTGAGCATAAGCAACCTCACAAACAGAGCGGATAAACGATGATATTTCCTTAATATC
+AGGCGTGGCCAATAAGATATCCCAGTTGTAATGCCTATGACGCATAAAGCATTCACGCAGCGTTCTTGGG
+TATCGTAAATAATTTCGCTCATCAAAAAGAGATTCACCAATATCATCCTGATAATCTTCAATGTTTACAT
+TGGACTTAATTTTGCGTTGTTCTTCATGATAAATTTCCGAAAACTCTTGAGGCAATAAATCATCAAAAGC
+GCCCTCAGTCTTATAGTCATAATCAGAAGCCTTAAAAGACTTATCATTTGGGTAAATATCTTGTATTTCA
+TCCAGAAAGATAAGCGCGCCAATCGGCAACCAATGAAAGAAATTACGCATCAACAACATACCCGTATCAT
+TACCAATACTTATTCGTAACAATCTAGCCGTACTAGGAAAAACCTCTTTTAACTCGCGCTGTATCTCTTC
+AAGCGTTTTGATGCCCTGCAAATTAGTAACAACTACACGACCAAGACGTAAAGCAGGAACAATTTCAAAC
+CACATGGCCGTAGATGATTTGTAAGAGCCTGGGGGACCATGAAAAACTTTAGTAGCCATGAGTTAACCTC
+TTTGCATATAAAACAAAACGACAAATGAAAAAACAATCAAAAAAGATAAACGCGCAGACAAATATATAAA
+TCTAATCATTAGAAACTCATCTGATAAACAAGACGTGTAATAAGCGCCTCAATAAGTAAGCTAAGCGCAT
+CAAAAAAACGCATATCTGAAGCCGCTTGTCGTAAATCAGGCGGAAGATTAGAAATTGCCGTATTCACAAC
+CTCATTAATGTTAATCATTTGAATAAAAGATAAAGCGACCTCATGAGCAAAAACCAACGTTTCATACATA
+AGATAAAACTTTAAATAGAGTAAATAACTCGTTAACCAAACAAAAAAATCACCTATTGCAGTAGGAATAA
+TGACAGTAAAAAACTCATAAATACTCATGAAAAAGATTGTGGCAGTTTCAAAAAAACCAGTAACACCCGT
+TTGAGGAGCAGCAAAAACATCAAAGGAAAAAAAAGCTAATAAAACAAAAATCAATAACTTCATGATTTAA
+TCCCCCCAAGTACAATAGTCAACGCACTAAGGGCAGCAAGAAAATAAACAACATTGCCAACACCGCCAAA
+ATACTCAGAAAAACGAGCTAATGAAATATCATGAGAACCCCATTTACCTAAATCAAGATTATTAGCCTGA
+TAACCACCACTATTACCCGCCGTAAAATTAAACTTTTCCCTTACCTCATTAATAAACAACCTATTCTCAA
+CACCAATAGAAGCCTTAAAACCATCAGTAAGACCAGTTAAATCACTTTCATTAATAAAAAGAGTGTCATA
+AGCACTAAAGCTAGCTACGCCAAAATCAGACTGATAACTACCCCCTAATTCATCACCCAAACCATCAATT
+TTATCACCCAAACCATCGATACCAGAACCAAGACTATTAACAGCACCAATAATACCCTTATCATCAAAAA
+CAGCTTTTTCAATACGATTAACAGCATCAATAATACCGTTAGCAGAATTACTAACAGTGGTTGATATATC
+ATCAGATTTTTCAACAATAGTTTGATTAGTTGTCTCAGTGGTAGAAGCTAAATTTTTAGTATTAGCATTG
+CGGGTAGCAACAACTTCATTAATAAGCTTATCGCCTTGTAATGATGAAATATTTGAAGAGGTGTCAGAAG
+TGGTTCCATCAGCTTCATAATCAATATCATGTTCAACATCTTCAGTAGTAGTTGTAGAGGGGTCAACACT
+TGAACCAGTACTACCAGAACCGAAATCTAAATCACTAGGTGGCTCAGGAACATCACAAAAAGGATAAACT
+GAACAATCCTCTTCTTTAGGTATAGAGCCATCATTACAAACACCAGTACAAGAAGTAGTGCCTTGACCAT
+CATCAGTATAATTTGAACTTTTAACGCCCCAGTTATTAGCACATTGATTTTTTACAACATCGTTACACTT
+ATCAGACTCAGATTTAAAATCTTCACAAGAATAACTATAAACATTAGGGGAAGTGTAAACGAAACCAGTA
+ACAACTCTTGAAGTAGAACTACAATCTAAATTTGCTAATTCATGGCATTCAATAGGAGATTGACAACCGA
+CAGAATAAGACAAATAAAGAGTAGCAGTGATATTACCAGAATCATTACACTGAGAACCCAAGCGATACTT
+AATCCTTGTAGAGCTTGAATAAATAAGAGGACATTTATAATAGGTATTACCATCACCGTAAGCGATTTCA
+GAGGGGGCAATCTGAGCACAATTAGCTGATTGGGCATCATCACCAGAACAATAATCAAAAGTAAAAGCCG
+AAGCTAAACCTATTTTATTAGTGATCGTAACAATAGCCGAAACATTAAAACTAAAAATAAAAATCAGGAT
+AAAAAGTAATAATCGAAACATAACAAGACTCAAATTTTAGGTAAAAAAAAGGACTTCCTAAGAAGCCCTA
+ATCCCGCTTGTAAATCCCTCGATACAGCAGTAATAAAGGCAACAAGCTAATAAAATGGTTGTGACCATCG
+CTTAACGACCGAACCAACCAAGCATTTTACCAACACCAAAACCAAGGATTGCTACACCAATAACACCCGC
+TATAACAGCGGTTACATTGCCACTACCTTCAGTTACTGCCGTACCAATTTGAGCCGTATAATCAGCCGCT
+TGAACCGCAGCAGAAGAGCCAGCAATTGCAGAAACAGCAGCTACCGCTTTAACTTTTTTTGTTTTTAAAA
+AACTAACTAATTTGTTCATGTTATAAACCTTATTTTATTTACCTAACCAGCGAGCAACACGCCCACCGAA
+ATGTGATGTTAAAAAAGCCATAATTAGCGCTAATTCAACGATTGCGAACACTTCTACATCAAAAGCAAAA
+AGCAGATGTAGCGTTTCATTCATTTGTTGTAGTGAGCCACTTTGTAATTCAACGAATTCAGACTGACTCA
+CCAAAACAAATTCTGTACAGTCCGTTTCTGCAACTATTTTTAAATAACCTGTACCGTCATTAGCTGCACA
+AACCGACATAATTAATTAACCTGCTTTTTGTTGTTGAGCGGGTTCAATCACAAGCAGTACGGCTTTTGAA
+TCAACGTAAACATTGCGGTAATCACCGACATTCACAGGTAATTCAACCAAAGCACCGTGACTTTCTGAAA
+GCGTTTTAATGAAAAAGGCATCTTTTTCTTTTTCAGCACTTATGCGAGCGGTTCTAATCATCTTTTGTTC
+TTGGTCAAAGCCATTAACAAAAGAGACTTCAATACCAATTTCGGTATAGCTGTTCTCTTGAGCTACGCCA
+CCTTTATCGATGTAACGGTTTTTAGTTAACTTAGTACCGACTAAAATGCCGCGTAAAAAAATACCTGTTT
+GAATACTCATGTTTATCTCTCCAAATAATTAATGTTTAAGCTGCTGCCGTTTGTGCTTGTTGTTGTAAAA
+CCCACTCTTCAATAACAGAGGCTTTCAACCGTTTAGGCATTGACGAACGACAGTCGGGCTCTTCAATGTC
+TTTTACAAATTTCTCTACGATTTCGCTATCAGATAAACCACAAATTACGCGCATCATGTTGATGGCTTTA
+CGTGTACTGATAACTTGGTTTTCAACAATTTTCTCGATGGTCATGGTGGCTTGTTTAACCAGGGTTTTAA
+TTTTGCATTGCTCAACACTTAAAAAATTGAGTGCTGGGTAAGTGGCTGCAAGGTATTCACTCGGCTTTAC
+CATGGCATCAAGTGGTATAACGCGTTGGCTTGAATGCAATTCAACTTCCCAACGTACCCACTTAGATTTC
+ATATCACCTAGCTGTTTACCTTTTTCATATATGCGTAACAGCTTGCCAGATTCACGAGAACCGATATAAA
+GCGTTTTTCCCTTGCTTGGAATAAAGCCAAAGGTTTTCTTAGCCGTTGATTTAGTGGACTCGTTACTGAT
+TTCTTTTAAGTCTTTAAAGTTCTCTTTCAGCATTTTTTCTGTTAAATGCCCAGATTCAACATACATATAA
+CAAGCAGGGCGGCCGCCAGAGTTAAACAGGCCTTTCTTGGCTTTACTCAATGCTCGCTTAATAGAGTGCT
+TCCCTGCGTAATCGTCATGCGCTAAATCAATACGGGTAATTTTAAGCGCTGGAATATTTTTGATTTCTTC
+ATAGAGGCGTTTCATATCCAAAGCGTTACAACCCGTTCCCATGAACGACACGTAACAACCAAGGTTTTTA
+CCACCCCAACAAATAACACCAGCTTGCTCACCATCAGCGTACAGAGTGGCTGAGTAAGAATAATTAAAAC
+GTCCTGTCGGATTATTCTTAACCGTCCAAATAAAAGTTTCCTGAGTGAACACATTATTCAAGCGACAAAC
+AAAGCGTTCTACTTCACCGCAACAAAGAACATCAAGTAAATCGACGCCAATGTTGTCTAATAAGTTGTTT
+AAACGGTCACCATATTTAATGCCGGTATCGACTTCTAATTCGCCTTTTAACATGTCACGTAATTCGTAAC
+GTGCAGAAACTTCGTTGTCTGAAAGGGCAAGTGATTTAAGCGGTAAATCTTTATGTCGACGATTGTTATA
+TTCACGGGTAATGGTGCTACAAGATTCTTTATAACGGCTCAAAATCGCTTCATATTCATGCGCGTTAAAC
+GCGTTAGTGCCTAACAGCTCTTTGTTTTTTGTGTTCTCAAGCTTGGCCAGTTCACGGTTTAACGCCGCAT
+CTTTTGCCTTAACAATTAATTCGCTTTTGATACAGGCGCCAATTTTGGCCATCTGCTTAATGTTTAATAA
+TTCTTTGGGTGACCAAGTCAGTGACAAGGCATCCACTAAACAAGGGATTGTTGTTGGTTTAGTTTTCATC
+AAAAGCCCCTTGTCGTTGTAGTTCGTGATAGTTATTTTCATCAACTTCAATTAAGTTGAATTCGTGACCG
+TATACCGTTTGAAGAAATCCAATTAACGAGACTAAATTACAAAAGTGATGCACTTGGCCGTTGTGCTGTA
+TAGCAACATCGCCCCAGTCTTCCCTTTGAAAGTACACGTTAGGATTATTCATGGTTAAGCCGCTGCCTGC
+GCTTCTTGGCGGATAGCTTCTAGATTGATGAAAGTTTTTTCACGAGCTTTTAATTTTGATTTTATTGGTA
+ATAAACCCTTGTGGATTTGTTGGCGAACGCTTACTTCTGTTTCGCCCTTAATGCGGGAATAGTCGGCTAC
+ACTAACGAAAGGCATGCTTAAAAGGATTAAATCCTTTTTAAGTGATTCAAATTGACTGTCTGTAAGTGTA
+ATATTGTTAGTTAACATTTTTATACTCATCAATCATTGCGTTACGCAGTGTTAAACTCTGATGTGAATAT
+TAAACTCGCAATATGTGGATTTCAAGTCCTTTTTATCGCGTTTTGAGGTTTATTTTGTATGACGTTGAAT
+TCAAATGAAATTTTTGAAAGGTTATTAACCCTTTATGAAACAAAAAAACTAAACGAACTATCAATAAAAC
+TTGGTTTTAAGAAAAACTGGGGATCTTCTGTAAAAAATAGAGGCTCAATTCCATTTGAGGCTTGCACGAA
+AGCATGCGAAGAATTTAATGTTTCTATGGATTATTTGATTTATGGAATTGAAAATAAATTAGAAAAAATA
+GATATAAATGAATTGAAATTATCAGTTACCGAAGGAGTTTTTGCAGCAATACAAACTAACCTAATCACCT
+TAAATAAAGACGTTAAAATCTCACATGTAACTGAAGCAATAACGTCTGAAATTAAAGAAGTTTGTAATAT
+TAACGATGAGAGCAAACAACTAAAGAAAGTTCAGTAACCGAATCTCTTCTTTGTTGAATGTTGATTATTA
+CCTCTTGTTCCCACTGTTTTAATGCAAGGTAGCGTAAATCAGGTGGTAGTTTTTTTAATTCGAAATAACG
+GATAAGTAAACTTTGATTCATTTCATTCCCTAGATTTAAAGTCTCAAAAAAAATAGCAATAAGGATATAT
+AAAATGCTAAAAATATTAATAATAATCTGCTTATTAGTAGTTTCAAATCAAGCCTCTGCAAAATCTAAAT
+GCGAACTAGAATGGAATGCGCTTAAAAGTGTTCAATCTCAATTAAGACATAAATCTACCGAATATTTAAG
+AAAGAAAGAACATAAAAAGCACGACGAATATCAAAAATGCCGAAAAGGTAAAAGTAAGAAGTCAAAGAGC
+TATAAAACAACAAACAATCAAAAAACAACGTATAAAAAATATAGCGATATAAATTACCCAACTAAGAATA
+TAACGAATACGATATCTCTAAAGGGAAAGTTCAAGGACGAAAAACAAGATGCATGGATACAATACTATGA
+CAAACCAAAAGAATGTCTATTCCCTAAAAACATACAAGAATTTTCAAAGTGCTTAAGTTATAGGGATGAA
+GCAGCAAAAAAATTCGATATGGAATGGACAGCAAGCCACAATGAAAAAAATTAAAAAGGTACAGGATGGT
+ATTTGGAAAACTGATTCTGAAAGCAAATCTGTCTAATTGACTTTAGGCCAAACGGCCATGCAGGTACTCG
+TCTAAAAAAATCACTTCTAACACTTAAAAACTTCTCAAACAGTAAGAAAATACAGGCAACTTGGATTAGA
+TTTTTGTATTGATAACGGGCCATTAAAAGTTGATCTTCCCCCGATAAAACGGACACATTTTATTTTACGC
+TGCCAGGGCTTCATATTCTATTGGAGAACAATAGTTTATCCCTGAATGCATCCTCGAAACATTGTAGTAT
+TTGTTAATGTAGTTGCCAAGTGTTCCTCGCAGTTCTTTATCACTTTTAAACACATTACCACGAATAACTT
+CCGTCTTCATTGAATGGAAAAATGACTCCATATGCGCATTATCAGTACATTTTCCAGCTCTACTCAAACT
+ATGAGTGATCCCATGTCGTTTCAATGCTTTCTGGTAAATGTGCCCACGATATTCTACGCCTCTATCAGTG
+TGGAGCATTAAGTCACCGGATGGTTTGCGTTTCTTAACTGCATTTTGCAATGTACGCTTGGTCACTTCCA
+TCGTCCTATTTTTATCCAAACTCCAGCTAATAATGCGCCGTGAATATAAATCCATGATGACCGACAAATA
+ACGCCATACGCCTTTAACTTTCAAATACGTGACATCAGCTACCCAGACCTTATCTTTAGCCAATGGGACT
+TCGCCATCAGGTCGTAAGTTTTTACCTGTCGTTAGGAAGCGTTTATAAAAGGCTGAACGTGTCGTCACGC
+GCATTACTCTGGCAACCAAACCAAGCGCACGATACAAACGTTCGACACGTTTTTTACCTATGTTGTACCC
+TTGCTTTTGTAAGGCCTTAAATATTCGAGGGCTCCCATATCGTCCTCTATTCTCTTTGAAAATTTGCTGT
+ATTTTATGTTTAAGCTCAACATCTTCTATGGCTCTAGCACTCGGTTGGCGCTCACGCCAGTCATAATAAC
+CACTTTTAGATACATCAAAAAACGTCAGTAATCGCGTAACTTTTATGTCGGCTCTGAGTTTTTCGATGAA
+TCGATATCGACTTGATGTTCCTCTGCAAGAAACCGTTGCCACTTTTTTAGGATATACAGCTCCTCCTTGA
+GTGCTTTATTTTCACGTTCAAGTTGCTGTTCTTTGGTCAGTACTTTTTTGGCTTTTGATTGCCCTGCCAC
+TTTTTTTCGTTTATCCACCACAATGATCCCTTCACGATATTCTTTTCGCCATCGTGACAGCATAAATGGG
+TGTATGTCGAGTTTTTCAGCGACAGATTTGATTGTGACGCCGACAACAAAACTCAGTTGAACAGCATTGA
+CTTTAAAGTCGTTTGAATACTTCCAAGTTCGTCTTGGATTGTTGTACTTTGGCATAAGACACCTCATCTT
+TAGTTAGATTTTGGTGTCCGTTAAAGCGGGGGAACTTCAAGTGTCCCGGTTTAAACGCTTGTTATGCGTA
+TTATTCATCTAACAATTTAAGAACTTGCTTCGATGCTATTTTCTTAGATACATCGATTACAGCTGATAAA
+CCTTCTTTGCGAAATTTATCTTTAATTGTTAATAATATATCTGGCTTTGTAAGTGCTGCAGCGAAGTCAT
+GCCCGTCAGCCGTTAACCTCCAATCAACTAATATTATATTGTATCCATCAGGATATCCTTTACTGAAGTT
+TCTAAGACAAAGATCTCCTGTTATATTTATGCCTACAACAAGGTTCTTATCAGCCATTATTTCCATATGA
+AATACAAATTTATCACTATCAAGATCATCAAAATTTTGCCAATTAACAATCGGTGAATCACTATTAAGAA
+ATACTTCTAGAATTTGTTCAATAAACTCATAATCTATCCGCATTGTAGGCCTCCATATACGTATAACGCC
+TCGTTAAGAGGCAATAATATGTTGGCTAAAATAAGCGACGCAGAAGCAAAAGCCAACTATTTTTTGTTCT
+TGTTTAACAGCTTGTTATGCTGCGTGTAAGCTCAAATTCAGCGAGAAATAACAACATAGTTTTTGCTTCA
+ATTACATCTTCTTCTTTTTCACTACAAAAATACAAGCCGTAATGAGGTCTGTTGCAATCCTTTATTTCAA
+TTAACCTTCGAGGGACATTCACTTGGCTTTCTACATCTTCTGAATTTATATGCATAATTCCGGATGTTTT
+TGCCATGGTAAATTCTTTCTGCTTCATTAACTTAATAAAGTCTTGATAACGTTCCGGTAATACACTAGAT
+GTGGATTGAAAGAAAGAGAGGTATTCTTCAGGTGGTAAGCGATCTTCTCTTAATTGAAGAGATTCATCAG
+TAGGTTCGTTATCGACTATATAAGATGGTTTTACGTATCGTAGTAAATACAACTGTGTTGAGCTGCAAAC
+GTTAGGTGTAATTTTTTTTGAAAGACAAATATTCAACTTTTCACCATTCTGATCAGGTTATATATTTCGT
+GGGAGTCCTCTAAGTTATGATTAAAAAATGCTCTCCCTGTTATTTTTATGATCCCTTTTCCTTTTTTTAT
+AAAAGAGAATGTGACCTCTTTATTTTCCTTCATTAATAAATTTAATATGGGCTTACTTTTTTTACTCGAT
+TTTAAAGTTAAACCAAACGCACCGGTATTTTCATCAATATAAACATTATGTTTAAGTCTACTAATTTCAG
+GAATGAACCTTACCAATTGCATAAGTGAATCTACAGATGGTTCAGGAAATTTGTTTAATTGATTGGTTTT
+ATTATCTTCATAATATGTAAGGAATGCATTTCGAGCATCCTCAAGCACTCTATTGTGGACACTTTTCTCT
+ATTGCTAAGTTAGCCATAAAATCTAGTAAATCATTAAAATGATTACTTTGATTAGCCAACTCTTTCTTAT
+CTTCACAATAACTACAAATTTTTAGTAGAGATTCATTCCAGCTATTTCGCTCAGTTTCATAAACGGATGT
+AGAAATAGAGTTTATACTGACATGATAAGATTTTTTAGTCGCGAAACTTTTCACTTCTGAATTTTTTACT
+TTATCCATATCAGTGAAAAAGACAACTTTTGAAGGTTTATTCATGAATTTAATCCTCGTTGATAAACTCC
+TGTAAGCCTTCAATTAACTTCTTTGCTTGGTTCTTTGTGATCGCTATTGAAGTTTCCACTTTTGTAACAT
+TGTCATCAGGCAGGTCTAGGAAATCAACAATACATAGCTCATCTCCGCTTGCTAATCTAAACCCCATAGA
+AACAAAAGGGGCTCTTTGCCTTGGTATAAATTTTTTCTCATTCATATTTATTCTCATTATCTTATTACTA
+GTAGTAGTAGTAGTAGTTTATCAAGCATCTAGGGTAGTTGGAACACCTATTCCCAATAAGCCACATAACA
+GCTTATTGGGAGGCATGATGCCTTATTTAAATAAGGCATCATGCTTCCTTTAAAAATTCATTGAGTTCAA
+CAATAACGGTTAATTCAATGATTTTCAAGGCATTAACAAGAACTAGGTTTTATACTCTTAGTTGAAAGAA
+GGCGCTATACCTTCTTTCTCGCAAAAAAGTGTAAACTTCTGGTGGGGCTGTACATAAAATCAGTTACAGA
+ACAGACTTAATTCATTAGAAAACATGAGAAAATTTTAACTGCACTGTCGGCAATGTGCACCAAGGGAACA
+TTAGCACCAATATTTATTAGTGTTGAAATTTCTCAACGCGTGACGAATTTCTCATTATTTATGAAGATCC
+CAAAAAGGTCTTAACTATTTTATAATATGGAATAAAATATTTAAAAGGATTTAGCCATGAAGAAAATTAA
+AAAAGTACAAGATGGAATTTGGAAAACCGATTCAGAAAGTAAGCCTTATCAAATTGACTTTAGACCTAAT
+GGCCACCACGGCAAACGATACAAAAAAAGCTTCTTAACACTTGGTGAAACAAGGCGGTTTATGAACCATT
+TAATTTCAGAAAATAATGGTTTAAAAGAATGGCAACCTGATACAGACGATAATCGAAAGTTAAGCACAAT
+TATTGATTTATGGCATAAGTTACATGGCAAAAATTTAATTGAAGAAAAAGCGCTACTTCAAAAGTTAAAA
+AATATGTGTAAAGGACTTAATGATCCTATTGCTAGAAAGTTAACGCCTAAAGTATGGGTAGCATACAGAG
+CTATAAGATTAGAGAAAGTATGCGCTAAAACTGTAAATGAAGACCAAAATAAAATTAAAGGCGTATTTAA
+TGAGCTGATAAGGCTTGGGGAATTAAAAACAAACCCACTAAACGGGCTTAAAAACTTAAAGTATTCAGCG
+CCTGAAATGGGATTCTTTTCAAAGAACGAAATGATGACCTTATTAAATGAGCTAAAGAACTCAGACAATA
+TTGATGCTTATTACATTTCAAAAATATGTTTATCAACTGGTGCAAGGTGGGGAGAAGCTGAAAAACTACT
+AAGTAGAAACTTAAGAGACAACTTCATTACATTCATTAAAACCAAAAATGGCAAGACAAGAATAATCCCC
+ATATCAGACGAGCTTAAAAATGAAATACCCGAAAAAGAGGGTAGATTGTTTAGTGACAGCATGAAAACAT
+TTAGAACGTCATTAGCTAAGACCGGTATAACACTCCCCAAAGGACAAGCTACACATGCTTTAAGACATAC
+ATTTGCTAGTCATTTTATGATGAATGGCGGGAATATTCTGGTACTAAAAGAAATACTCGGACATGCACGA
+ATTGAAGAAACTATGAAGTATGCACACTTTTGTAAAACACACTTACACGATGCCGTGATGCTAAATCCAA
+TCAGTAAATAAAATACCCAAAAAATACCCCGTAGTACTAACAAACAGTAACAATCAATAACGAGCAGTAA
+CACGTAGGCCGCATAAAACCTGTGAAACCCTTATGCGGTAAGTATGCTTAAGGTTGCTTCGGCATCCTTT
+TTTATTGCCTGAAAATCAGTAAGCTTTGTTCTAACATTTATATGTTAGGTAAGAGAAGAAGTCATTGATG
+AAGATAAAGTGTCAACAGTCTCTAATTGAGCTGTTTGCCATGAGGCCAGAATTTACGCCAACGCTGCATA
+GTATTTGAAGCAAGGTAACTCTGTTTATTTCGCTTTATCAGCCGGTGAAGTTGCCAGTGCTTAGGTGTTA
+GATGGATAACAATATTAAGATAATTAGGAATATCAAAATACGTAATATGATGACTTGGTTGTAACTGCTG
+TAATATCGTTAAGCATAAATTAATATCGCTATCACTAATATCAGGTAAATTAATTGATAAACTTGATTGT
+GAATCTAACTTACCTGTTAACACCTCAAGTTGATTTACAATGCAATCAAAACCAAACTCTTGAGACTGGT
+AAACATCACAAATAATCCAATCCATATCGCTAGCGTTCTGCTGTGCTAACCAGGTCATGCCATCCGCACA
+GACAATATCAAGTTCAGCTTGTTCAGGGTTGAAGTATTGAGTAAAGCTGTTGATAACCTCCTGACTGTGT
+TCAACAGTGGTTAACATTATATCTGGCGATAAATGCTGTAAAAACCGAGTGAGGTTTCCGCCGCCTAATC
+CTAGTTCAATGATGCGGGTTGGTTTAAAAAATAGCAGTGGTAATAGCAGAGCGATCTGATGTGGTAAGGT
+TAATTGCCAAGGTTTACGTTTGTGCATAACACTTTGCACTACATCACTAAATGCCATCCAACGATAAGAG
+TCATTTTCACTCACCGTTATTGCATCTTGTTGTTGGCTTAAATACACTAACCTCCCTTGGGCTAAGTGTT
+TCGCTAACTGCATAAGCCAATTCCTAAATTTAATTATTATAACGCATTGAATAAGCGTAAGGATAGTCAA
+TGAATGTCTGCAGGTCACCAAAAACAGCTTTAGAGTTTGAACAATATTACCAATTACGTTGGCAAATATT
+ACGTCAGCCATGGGAACAAGCCTTAGGCAGTGAGCGTGATAGCTTAGAGCAAGAATCTATACATCGTATG
+ATCCTTGATGAAAATGATAAAGTGATCGCAGTTGGGCGACTAGAAAAATCTGATCAGTTTTCTGGCCAAA
+TTCGTTTTATGGCGGTAAGTGCTGAAGCACAAGGGCAGGGACTCGGTCAGAAAATAATTGAAGCGCTTGA
+ACACCAAGCACAAAAGTTAGGTCTTACTGAGATTACGTTGAATGCGCGAGAAGATGCTGTAGGGTTTTAC
+CAAAAACTTGGTTATAGCTTACAAGGTTTTTCACACCTGTTGTTTGATGAAATTAAACACTTTGTGATGA
+ATAAAGCCTTAGCTCATGCACATGATCACCAAGAACAAGTGTCAACAGCACTGCAAGAGGTTTGGCATAA
+GACTATTCCGCTCAGTAAAGTGATGAATATTAAAATTAGTTATTTTGATGGTAAAGAGCTTATTACTCAT
+TGTGATGGTGATTTTAATAAAAACTTACATAACACTATGTTTGCCGGCAGTATTTATACCTTGGCCACTT
+TATCTGGTTGGGGCTGGGTGTATTTACAGTTGCAGCAGCAGCAATTGAAAGGCGATATTGTCTTAGCTAA
+GGCGGATATTAAATATCATGCACCGATAGCAGGCATTGGTTATGCAAAAGTTTCTGCTGAATCGGTCTCA
+GGTGACTTTACTCGATTAACCCGAGGAAAAAATGCACGTATTAATTTAACGGCTCACCTTTATAGTGGTG
+AAGATATTGCGGCTACCTTTACCGGAAGTTATGCGGTATTAGTGCCTACACCATAACTTAAGCCAGAACT
+TTAAAAAGTGAGAAACCATGAGAAAGTTTAGTCTGTTAGTCGTTGCGTTAGTTTTTGGACTAACTGCTCA
+ATTATGTAGTTTTGCAGTGCTTGCTGTGAATGATGAACAAAGTATAACTAAGGTCTTAAATAGCTTTCAT
+CAGGCGGCAGCAGACGCACAGGCTACGCCTTATTTTAACCTACTTAGCCAAGATGCCATTTTTCTTGGTA
+CCGATGCGAGCGAGCGCTGGAGCAAAGAAGAGTTTAAGGCTTTTGTGGTGCCATATTTTTCTAAAGGCAA
+AGGCTGGCTCTATACTCCCACTGAGCGAAATATCAGCTTAGTTAAACAAGGGCAGGTAGCCTTTTTTGAT
+GAGTTACTCTTTAGCGAAAGTTATGGCACTTGTCGTGGCTCAGGTATATTAATAAAAACTGACGGAGGCT
+GGAAAATATCCCAGTATAACTTATCAATCCCTATGCCTAATGGTTTAGCTAAAGCCCTCGTTAAACAAAT
+CAAAATGTTTGAGCAGAGCAAGTAGTATCACTAATATAAAACGAGTAACGCAATGACTAATAAAGTAGTG
+AATAATGATAAAATCTCCTCTGTAGGTATCATTGGCTGTGGTTGGTTGGGTAGCGCATTAGCCTATCAGC
+TGAAAAATCAGGATATAGCAGTCCTTGCGACGCGAAGCAATATAGATAATATCGAACAATTGAAAAGCCA
+AGGTATAGAAGCTGAAGTATTATCTTTACCAGCAGAACAAGCGCAGTTAAATACCCACCCCATTTTTAAG
+CAGCAATGTTTAGTTATCGCCATTACGCCACAATTTAGGCAGGGTCGTGTTGATTATGCGGATAAAGTAC
+AACAGCTAGTTGAGTCAGCTAAAGTCGGCAATTGTGTCGAACAGATTATTTTACTGAGCAGCAGTGCGAT
+ATATAACGGCTTATCAGGAGACGTTGAGGAAAACAGCATTTTAGATATGTCGGCTGATAAAGTTTCGGTA
+TTAAATCAAGCTGAGCAAGCGGTATTAAGCTTTAATCACCCTGGCCGAAATGAGTCTCGCTTAAATGCGT
+TAAATGCTGAAGTAGGCAATAAGAAAGCTTATGTGCTCAGGTTATCTGGTTTAGTGGGACCAAAGCGTCA
+TCCTGGCAAGTTTTTGCTAAATGGTCATATGCTAAAAAGCCCCCAAGCAATTGTTAACTTAATTCATCAG
+CAAGATGCCGTTGGTCTCATTCAGACATTATTACAAAGTGCTAACTGCGGGGGAATTTTTAATGGTGTGA
+GTTCAACTAAAGTCACAAAAAAGCAATATTACCAAGCTGCAGCAAGTGCTTTACAATTACCAACGCCTAC
+GTTTGAAGAGATCGAACTATCAGAAGATAATGCGCCCAAGGTAGTATCGGGCAAGAAAACTCAGGCAGAG
+TTAGCTTATGAATTTGTTTATGACGATTTACTTGCTTGGCTTGAGTTAGCAGTGTAGTCCATTATTCTTA
+TACAGGGTATCAGCGCTTTTGATATACTAGCGCCGATACTTATTGAAGAGCCAACTTTTGAATCTATTCC
+CAACAAAATTTATAATTCGTCATCAAGCTAAATTACTATTTCTTGTTGTCTGGGGTCATGTCACTATTTT
+GGATCTTTGCTATGTAACGTATGCTGGGCCAATCTTCTTCTGGCAAGAAAATTTACAACTATTCACGTTA
+TTTATTCACCTTATCGTCGCTTCTTTAACGTTAGCTTTTTATTTTTTACTCATTAATATCAGTACTCGTT
+TTCGGATAAATAAAACCGAAAAACCACTGTATTCTACAAAGGACTCTTCATACTAATGCGAGTTGTACTG
+GCGCCTATGGAAGGCGTGCTGGATTACAGAATGCGTGATTTACTGACGCAAGTAGGCAGTTATGACCTCT
+GCGTCACTGAGTTTATTCGTGTGGTTGATCAAGTTCTTCCAGATCGTGTTTTTCATCGATACTGCCCGGA
+GTTAATTGATGCTGATGTTTACGGTAGCTGCACTAAAGCGGGAACACCTGTTCGTGTACAGTTATTGGGA
+CAATACCCTGAATATATGGCTGAAAATGCCGCTAAAGTTATTGAGCTTGGTTCAAGTGGTATCGATTTAA
+ACTTTGGCTGCCCCTCTAAAACGGTTAATAAAAGTCGGGGCGGCTCTATTTTATTAAAAGATCCCGAAAA
+TCTTTATCAAATAATAAAAGCCGTTAAAGAAGCTGTACCTAGCGATACCATTGTTAGTGCTAAAATTCGT
+TTGGGTTATGAAGATAAGACTCTCGCCATAGAAAATGGTCAAGCGGTTGAGGCTGCTGGTGCCAATGAAC
+TTACTATACATGCCCGTACTAAATTAGAAGGTTACAAACCACCTGCTCATTGGCACTGGATTGCTAAAGT
+AAAAAACGCAATTAATATTCCCGTTATCGCCAATGGTGAGATTTGGAATTTAGAAGATGCAATTAAGTGT
+CGAGAAATTTCTGGCTGTACCGATCTTATGGTTGGTCGAGGCGCACTAACTATTCCTAATTTAGGACAGG
+TCATTAAACAAGAAAGCGATAATATGCCGTGGTTAGAAGTTCGGGCTATATTATCGGCCTATACAGAATT
+TGAAACTCACGGTGACAAGAGCAAGTATTACTGCAATCGTATCAAGCAGTGGCTTAAATATTTAAAGAGT
+CATTATAAGGAAGCGGATGTACTGTTTGACGAAATCAGAAGATTAAAAACAGCAGAAGGTATTAGAGCGG
+CATTGTAATTCTTGAATATATACCCGCTCCACTTGAAGATGCTCGTTTCAGGAAGTTTGAGCGATTCATA
+ATCAAGGTGCATTTTTTGTTAAGCATTCCTTTAAAAAGAAATGTAACGCAGAGTATAATTTGCTCAGCCT
+TCCCCCAAGGGGCTGGTTTAGAAACGCTTTATACTGCGTTATTGATTTCGACAATAGAATAACTATTCTC
+TTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATAATGCATCTTCAAGTGGAACGGGTA
+TAAGATATTTAAAACTGGATACCCGATCAGAGACTTCGGGTATGACGGTGTATTATTGAGTAGCAAGGTT
+TGGCTATATATTTAGTCGGTTAAATCCTTTCTATCAAAGCAATAAAAAAGGTAGCTATTAAGCTACCTTT
+TTTCGTTTTTTATTCTAATGCTCAATAAGCTAATTGTTGATTGGACATCTTAAAAGCTAGGTAATAAACC
+TTCTGGCATATATTGATTCAAGTAACCATCAGAGATAATTTCTGATGCTTCAACAATATCAGGTGCAAAG
+TATCTGTCTTTATCGTAGAAAGAAACTGTTTCACGTAATTTAGCTTTTGCTTTTTCAATAAGAGGCGAGC
+CCTTAAGCGGAGCTCTAAAGTCTAAACCTTGCACTGCGGCTAAGTACTCAACGGCAAGAACGCCATTAGT
+ATTCTCGCTCATGTCTGCTAAACGACGACCAGCAAAACATGCCATAGATACGTGATCTTCTTGATTAGCA
+GAGGTTGGTAAACTATCAACTGAAGCTGGATGAGCAAGTGACTTATTCTCTGAAGCTAATGCTGCAGAAG
+TAACTTGCGCGATCATAAAGCCAGAGTTAACACCACCGTTATCAACTAAAAATGGTGGTAGTTTACTTAA
+GCTTGAGTCAATTAATAACGCCATGCGACGTTCAGATAATGAACCAATCTCAGCAATAGCTAAGGCTAAA
+TTATCAGCGGCCATAGCAACAGGCTCAGCATGGAAGTTACCGGCAGAGATAAAGTCACCTTCGTTAGCGA
+AAACTAACGGGTTATCTGTTACGCCATTCGCTTCAACGTGCAATACTTCTGCCGCTTGACGAATTTGTGT
+TAAACAAGCACCCATTACTTGAGGCTGACAACGAAGTGAATAAGGGTCTTGTACTTTTTCACAATCAACG
+TGTGCCTCAGCAATTTCAGAGCTATCAGTTAATACTTCACGATAAGCACGTGCCGCATCAATTTGACCTT
+TTTGACCACGGACAAAATGTACACGATGATCAAACGGGGCACGAGAGCCCATCGCGGCTTCTACAGAAAT
+AGAACCAATTACCGTACCTGCAGCGTATAAGTCTTCAGCATGGAATAAACCTTCTAAAGAAAACGCTGTA
+GAAGCTTGTGTGCCGTTTAATAACGCTAAACCTTCTTTTGCTGCTAGGGTTACTACCTCAAGACCTGCAA
+TTTTTAATCCTTCAGCGGCTGGAATCACTTGATCTTGGTAAGACATTTCGCCTTCACCTAATAAAGGTAA
+AACCATGTGAGAAAGTGGTGCTAAATCACCAGAAGCGCCTACAGAACCTTTCTTTGGTACACATGGGTAT
+ACTTCAGCATTTAATAAGGTAATTAATGCTTGAATAACTTGTAAACGAATACCTGAAAAACCACGTGAAA
+GTGAGTTTATTTTAAGTACCATCATCAAACGCACTGTTGAGTCTTCCATGTACTCACCAAAACCTGCTGA
+GTGTGAAAGAACAATAGAGCGTTGCAATAATTCTAGCTCTTCATTTTTAATGCGTGTGCTGGCTAATAAG
+CCAAAACCTGTGTTAATACCGTAAACAACACGATTATCTTTAATCACTTGCTGTACTGCGTTAGCACTTT
+TATTAATCTCAGAAAAAGCACTTTCATCTAAGCTGTATTTGATACCGTCAAAACGGTTTACGTCGCGTAA
+TTGAGCAAGCGTTAACTGCCCTGGAATAATTTTTAGTTCAGTAATATGGTTCATTATAATTTTCTCAATT
+TTTGTCTATATAGTGTTCTATGTAATAACCTTAAGTTCGTCATTCCCATCATGGATTAGTGGGAATCTAC
+TCACTTGAAGCTGGATCCTCGATAAGATGTTTCGAGGATCACTTACTTAGTTTTATTGCGTAGCTGAAAT
+TTGTTACTACTTACCGTTTGCACCATCTATCATGGGTAAGTCGAGACCTTGCTCTTTGGCACAATCTACA
+GCGAGATCGTAGCCAGCGTCTGCATGGCGCATAACACCCGTTGCAGGATCATTCCATAATACACGACCAA
+TACGTTTAGCTGCATCATCAGTACCGTCAGCAACAATAACCACACCAGAGTGTTGACTAAAGCCCATTCC
+AACACCACCACCATGGTGTATGCTAACCCATGTAGCGCCACCCGAAGTTGATAATAAAGCGTTAAGTAAT
+GGCCAATCCGAAACGGCATCAGAGCCATCTAACATGCTTTCAGTTTCACGATTTGGTGAAGCAACAGAGC
+CTGAATCTAAATGATCACGACCGATAACGACTGGCGCTGAAAGCTCACCGGTTTTAACCATTTCGTTAAA
+CGCCAACGCTAAACGTGCTCTGTCTTTCAAACCAACCCAACAAATACGTGCAGGTAAACCTTGAAAAGCA
+ATACGCTCACGCGCCATGTCTAACCAGTTATGCAAATGTGGGTTATCAGGAATAAGTTCTTTTACTTTAG
+CATCAGTTTTGTAGATATCTTCTGGATCGCCAGATAGTGCAACCCAACGAAATGGTCCAATACCTTCACA
+GAATAATGGACGAACATAAGCAGGCACAAAACCAGGAAAATCAAAAGCGTTTGTTACACCTTCTTCCAAT
+GCCATTTGACGGATGTTGTTACCATAATCGGTAGTAGCAGCACCCATTTTCTGTAAATCAAGCATGGCTT
+GAACTTGTACCGCCATAGATTGTTTAGCCGCTTTAACCACAGCTGCTTCATCTTTCAAGCGCATTTGTGC
+AGCATGTTCCATGGTCCAGCCTTGTGGCAAGTAACCATTCAATGGATCATGTGCAGACGTTTGGTCAGTG
+ACTACATCAGGGGTGATACCACGTTTAACTAACTCAGGGAAAACGTCTGCAGCATTGCCTAAAAGACCTA
+CTGAAATCGCTTCTCCTTTTTCATTTGCTTCAAAGATGATTGCTAATGCTTCATCTAACGTTTTTGCTTT
+CTTATCAACGTAGCGAGTATTGATACGGAAATCGATACGTGTCTCATCACATTCAACCACTAATGCTGAG
+AAGCCTGCCATGATTGCTGCTAGTGGTTGAGCTCCACCCATGCCGCCTAAACCACCGGTAAGTACCCACT
+TGCCTTTAGCGCTGCCACCAAAGTGTTGGTTTGCCATAGCAACAAATGTTTCGTAAGTGCCTTGAACAAT
+ACCTTGTGAGCCAATGTAAATCCAAGAGCCTGCAGTCATTTGGCCGTACATCATCAGGCCTTTTTTATCT
+AACTCGTTAAAATGCTCCCAATTAGCCCAATTAGGTACTAGGTTAGAGTTAGCAATTAATACGCGCGGTG
+CATTTTCGTGAGTTTTAAATACGCCAACAGGTTTACCTGATTGCACCATTAAGGTTTCATCATTTTCAAG
+GCGGTTTAACACTTCAATAATTTTGTCGTAACATTCCCAGTTACGTGCTGCACGACCTATGCCGCCATAT
+ACCACTAACGATTGTGGATGTTCAGCAACTTCAGGATCTAAGTTGTTCATTAACATACGTTTAGCGGCTT
+CAGTTAACCAACTTTTTGCGGTGATTTCAGTACCGCGGTCAGCGCGAATTACGCGTGAAGTGTCTAAGCG
+TGGGTCTATGTTAGTTGTCATCGTTTTTCCTCATGGTACAAATACTCAGCATTTAAAGACGTATAAGTGC
+AATAAAAAAGAGTATGTAAACTATAGTTGTAAAAATAAAATTCGCGGTATTACTTACTCGATAATACTAA
+GAGCAAGTAAGCAAACATGCTTAAAATTTAAGGTGGCTGCCTAAACGGTATTTATCACCAGGTGATGTCA
+AAATTGCGACACTAACGACACCTTGTTTCGACCAAGTACGGCGTTTAACTTGTAAACAAGGCGTAGTTGA
+TTGTATGTCTAATTGTTGGCAAATTTCATCACTTGCGAGAATGGCTTCTATTTCGTGGGTTGCTTCAGTT
+AAGGGAGCAACCGATGAAAGATATTCATGTGGGGTGATTTGTGTGAAGTTTTGTAATAAATAATCAGGCA
+CTAAACTGACATTTACAAAACGTTGTTCTAATTGAATCGCATCATCATTCTCATAATGTAATATCTCAGA
+ATAAAAAACATCTTCGTTATTTTTCAAGTTGAGTAAAATAGCTATTTCATCAGTAACGGCAGTAGAATTT
+AATAATAATTGCTTAGCTTTATGTTGATGACCACGATCACTAATTTCATCACTAATATTGCGAATTTCTA
+GCAAGGATGATTGTGACTTAAACGTTGCGACAAAAGTGCCAGCACCTTGAGAACGTACTAAAATACCTTG
+CTCAGTTAGTTCTTGTAGAGCACGTCTTGCCGTCATGCGGCTTACATCAAATTGCTGTGTAAGCTCGTTT
+TCAGAAGGTACTTTTGCATTTTGCGGCCATTCACCTGACTCAATATGTTCACAAATATATTGCTTGATCA
+TAGTATACTTGGCAGGCTTATCTTTTTTTGTTGCGCTGTTACTAGCATTGATAGTCATGATTAGTTTTGG
+CTTTGTTTGAACTTATTTATACGATCTCACATATTTAATAAAAAGGCAAGAGTTGTATATACAAGTTGCG
+ATCGGCATAATTTCAAGTTAAAATTTCAAAGTAAAAGTTTTTCTATCAGCTGAGATTATTTTCAAGTTTT
+TATATCTATGAAGACTGGCTTATCATTTTCGCTTTCATCACTTTCTCCATAAGGTCGCGGCATGACACTC
+TTTAAGCACTGGCAAACTCTTTATATCAATGTAAATCTGGCAACTATGACTGATGGCAGTGAAAGTTACG
+GTGAAATATCTCAAGGTGCATTAGCAATTAGCGCAGGTAAAATTGCTTGGTTAGGTAAAGAAAGTGATTT
+ACCTGAGCACTTTTCGGTAACAGATGAAGATATTGAAGTTATCGATTGCAAGGGACAATGGTTAACACCT
+GGTTTAATCGATTGTCATACACACCTAGTGTACGGCGGCAACCGTGCCAATGAATTTGAAATGCGTTTAC
+AAGGTAAAAGCTACCAAGAAATTGCTAATGCGGGCGGCGGGATTGTCTCAACAGTTACCGCGACGCGAAG
+GGCAAGTGAACAAGAGTTACTTGCCAGCGCCTTACCGCGTTTAACCGCTTTACATCAGCAAGGTGTTACT
+ACGGTTGAAATTAAGTCAGGTTATGGCTTAGATACGATAAACGAAATCAAAATGCTAAAAGTAGCGGGCT
+TATTAGCTGATGAACTGCCTGTTACAATTAAACGTACTTTTCTGGGGGCGCACGCTTTACCGATAGAATA
+CAAAGATAATGCCGAAGGTTACCTTGATGTTGTTTGCGAAGAAATGTTGCCACAAGTGGTGAGCGAAAAC
+TTAGCTGATGCCGTTGATGTATTTTGTGAAGGTATAGGGTTTAGTCTTGCACAAACCAAACGTGTTTTTG
+ATGCCGCACAATCCCATGATTTACCTATTAAAGTTCATGCTGAGCAATTATCTAACTTAGGCGCTTCTGA
+ATTGGCAGCTAACTATAATGCTTTGTCCTCTGATCATATTGAGTTTCTAGATGAAGCGGGTATTAAAGCG
+ATGAAAAAATCGGGCATGACCGCCGTATTATTACCCGGAGCTTTTTACTTCCTACGTGAAACCCAATTAC
+CACCAATAGAACTGCTTCGTAAACATCAAGTACCTATGGCAGTCGCTACGGATGCCAACCCCGGCACTTC
+CCCTATTCATAATATCCACCTAATGCTTAATATGGCCTGCACCTTGTTTAGATTAACACCGTCTGAAGCA
+TTGGCAGGTATCACCTGTTATGGCGCTAAAGCCTTAGGATTAAGTGAAAGCAAAGGGCAGTTGGCAGTTG
+GTTATGATGCTGATATTGCGTTATGGAATATTAATCAACCGGCAGAGCTTTGTTATCAATTTGGTGTAAA
+TCCATTGAGCCGTTTAATTCAAAATGGACAGCAAGTATTGATGAATGAGAGTGCGTAAGAGCGCTAAGTT
+ATATACCCGTTCCACTTGAAGATGCAGGATTCAGCTGGAATTAGAAACGCCTTTAAGCAAGGCATTGATT
+GAAGAGAATGGTTACTCAGGAGAATATGCTCCTGCATTCTCTAATAAGCTGCATCCATGCAGCGTCCTTG
+TCGAAATCAATAACGCAGCATAAAGCGTTTCTAAACCCGCCCTTGGGGAAGGCTGAGCAAATAATGATCT
+GCGTTACATTTCTTTTTAAGGGAATAACCCTTAATAAAAAAATGGGCCTTGATTATGAATCGCTCAGACT
+TCCTGAAACGAGCATCTTCAAGTAGAGCGGGTATAAGTATTGCAATGCAGTACTCATGACGAAATCAGGT
+TAATAACCAGGTTGGTGTTAGCCTGACTTTTCTTCGCTGAGTATACTAAACAATAGCGTGAAAAGTGTGC
+AGCCCTTGAAATAGCTCAATATATATGACAGTTCAGTTAAAATTAGCGAGCATTAAGGCAACGATTTTCC
+ACCAAGACAAAACTGGTATACACTGCACGCTCAAGTGAAATTTGATAGGAGTAGATGGTGAGCCATCCTT
+TTCTTTTGCGCTCTGCGCTTTTACCTTATTGTGTCTATATTTCTTCATTGTTTTTTATCTCGTTGGCCTC
+TTGGTCGGTGGAAGCTTGTCCAAAAGAAAATACAACTTGTGTTCAAGTACAAGTTAAGAATGTAAAGAAC
+AAACCTTTGCAAAATATGGTGGTGTATATTGAGCCGTTAATGGATCAAGTTTTACCTCAACAGAGTAAAA
+CAGTTGAAATTAGTCAGCATAGTAAATCCTTTATTCCCTATATAAGCGTTAGCCAAAGTACCTCTACGGT
+CAACTTTGTAAATCAAGATGATATTACTCATCATATTTACTCAGCCGATAGTGAAAATAAATTCTCCTTT
+AAAATACGAGCAGGTAAAACTGACTCAACAGCACAATTCAATCACGCTGCTGAAATTGCTATGGGCTGTA
+ATATTCACGATTGGATGAGTGGTTACCTTTTAGTCGTAGACACGCCTTATTTTGCTAAAACGGATGAACA
+AGGGGTAGCTAGTTTTACGCTAAATGAATTAGGAAAATATCGCGTTGTGGTATGGCACCCTCAAATGCAA
+GCAGAGAATAATCGGATGATTATAGAAAAGGATCTTTCAGCTGGTGACATCATTACTTTGACTTTACAGA
+AAGACATGGATGATATCCCTGTCCAAAAAAGTGATGATGATTTTGATTTTCTTTCCGATTATTAGTATAA
+AAAAAATAAGAAGTTAATGAATGAAGAGTTTACAAAATAAAATATTTTTATTGTTTGTCATACTGTTATT
+AATGGTTCAAGCCATTGCTTTTTGGACTCTATATAGCGAAAAGAAAAATCAAGAAGCGGCAGAAATTAAT
+AACCGTTTAACGACAGCAAAAACCATTTTTACCGAGTTATTTGATCGCAGACTGACCTATTTATCTACTT
+TTGCTGAAACAGTAGCGAAAGATTATGGTTTAAAAGAAGTCTTTAATGAGGATACTCGCAGTTTATTATT
+TGCGTTAAATAATCATAGAAAACGTATTGATGCTGATTTGGCCATGACCATCTCTTCAGCAGGGATCATC
+AATGGACAATTACAACGTCATTTTGTAAACGGTAAAGGTAAAATTCGACAAGGCGCTGAACGAAACAGTG
+CCTTTCGTTTCAGTGAATGGCTTGAAACCGGTCAAGCAGCGCATTTATATATGATTGATGATGCACTTTA
+TCAATTGAGTTTATCGCCAGTTACTGTGGGAGCTAAAACGTTAGGATGGATCGCTTTTGGTTTTGAAATA
+GATGAGCGATTAGCGGATGAATTTAAAAATATTACTGGTTTAAATACCGATTTTATTATCAAAAATGAAG
+GTGCGTGGCAGTTGATTTCAGTTGTCCAGAGTAGTGAAAACAATGAAAGTTACGATAAGTTACTAGAGTT
+GGCGGTGCAGGTTATTGAAAATAAAGCCCCCGATCAATATATCGCTACTCACTCATTAATCACCGAATTT
+GATGACCAAGAATTCGGTGTTGCCATGCATGGTTTACGAGCTAATTTTGTCGCCTTATTGCAAGAACAGT
+GGTGGAAGTTTTTATTCCTAGCAGCGTTAACCCTATTGTTGTCACTTACTAGTGCTTATTTTATTGCGGG
+CTCTATTAGTAAGCCGATTAAACGCTTGGTTGCTCAAGCTAAAGTAATCGCCAGCGGAGATTATCAGCAA
+AAAGTTACGTTAAAAGATAACAATGAAATAGGGCAACTTGCAGACGAATTTAATCAAATGCAAGCTGCGG
+TATTACAGCGTGAAGAAGCGATTACTCATCGTGCAGATCATGATCCATTAACGGATTTACCCAACCGAAA
+CAAACTCAATAAAACCCTAAAAAAACTCATAGAACAACAGAAAAATTTTCTAGTTTTACATTTAAATCTT
+AGTCGTTTGAAAGATGTTAACGATACATTGGGTCATGATGTAGGTGATGAAGTTATTAAAGAACTTGCAA
+GTCGTTTACATAATCTTTGTCAAATGAATAGTTTTAACGCCTTGGCACATTTAGGAGCAGATGAATTTAT
+TTTATTGGTAGAACATTTGAAGGTCGATGAAGCTATTTATCAGCTAAGAGCTGAGCTTGAACCAATATTT
+GATTATCAGGGCATTAGCTTACAGCTGCAAGTTAGGATTGGCGTAGCAGCGTATCCTGAGCATGCTGTTG
+ATGATAAATCATTATTACAAATGGCAGATACGGCGCTAAACAGTACAAGAGAGAAGAGGAAGTTAGTACA
+AATATACCATCCTGATCTTGATGTTAATACGGTTGAGCGTTTAAGTTTGATTAACGATTTGAAACAAGCT
+ATTCCGGCAGGTGAGTTGGAATTACACTTTCAACCTAAAATGTGTTTAAAAACTAAAACGGTAACTCACG
+CCGAAGCATTAGTTCGCTGGCAGCACCCTACATTAGGCATGGTGCCTCCTGATAATTTTATTCACATTGC
+AGAACAAACAGGTCAAATTAAGGCGTTAACACGTTGGGTATTTATTACCGCATTGGACCAATATAATGCT
+TGGCAAGAACAGGGTATTGATTTGAATATAGCGATAAATGTTTCTGCAGAAAATTTAAAAGAGAACGATT
+TTCATCACTTTATCTGTCAGTCAATTATGGCGGCCAAGGTACCTGCAGAAAAAATTACGCTGGAAGTGAC
+CGAGAGCTCTGTAGTAGAAGACCCTGAGGCGGCAATTAAATTATTGGCAGAATTTAAAGATTACGGTATG
+AAAATATCGATCGATGATTACGGCACGGGTTATTCATCATTAGCACAATTGAAACAATTGCCAGTACATG
+AATTAAAAATAGATAAATCATTTATTCAACACCTTGAACATGATGAAGATGATCAAATTATAGTGCGCTC
+CACAATTGAACTTGCTCATAATATGGGACTGCACGTGGTTGCTGAGGGAATAGAAGATGAATTTGCGTTA
+AATTGGTTAGCAGCTCATGGCTGTGAACTTGCGCAGGGTTATTATATCAGTAAACCAAAACCGGCCATGG
+AGTTAACTCCATGGCTGTTAGCACAGTTAACTATTCAAGATGTTGAGGAAAAGGTTTGATTAAAACAGGC
+ATAATGCTTTGCCAGTTTTTGGTTTTATTATTCTATTTTCCATTACACATGGCTCGAGCGGCTGAATATA
+CTGCGCATGGCATTGTAGACTTTAGAGTTAGTTACATTGACTCTTTGGATAAAGGTTACCTTACTAGCGG
+ACAAGGTAAGCTTGGCTTAGGTGATGGTCTACATTTCTCAGTGGCGCAGATTGGCGCAGATTTATCGGTA
+TCTTGGGAAAATGGTCTCAGTGCCCATGGCGTCGTTAATGCTTATCCTAAAGCTAGCGGTGATGGTGAAA
+GCACTGTTTTAGGATTTACTGAAGCCTATCTAAAATATCGCTCACTACCCACTAGCTCAGGTTATCGCTT
+TCAAACTAAAGTGGGTATCTTCTATCCAGAAATCTCCCTTGAAAATAATGCTTACGCTTGGGCAAGTAAA
+GACACCTTAGATTCATCAACAATAAATACCTGGCTTGGTGAAGAAATTCGAGTATTGGGCTCAGAGTTTA
+AAGTGACTCGTTTAGGGCGAATGAACAATAATAAATATGATCTATCACTTTCAGCGACGGCCTTTATCAA
+TAATGATCCCGCAGGCGCTTTATTAGCTTGGCATGGTTGGACAATAAGTAACAGACAAACGCTTTGGACA
+GAGCAACGTGCTTTTCCATGGTTTCCAGCTCGTGCTGACGGGCAGGCATTAGCAGGGCAAGCAGATAAAT
+CTGACCCTTTTTTCGAGCTAGACCACCGTGTAGGATTCCACGTACGAGGAGAATGGAAACTAAGAGGAAA
+GGGTGAAATATCTGCGGGTTATTATGATAACAGAGCAACCCCTTATAAAGTCATTGATGGACAGTACGGT
+TGGCGAACACGCTTTTATCACTTAGGTGCTCGTTGGCGTTTTAGTAAAAACTTATCGTTAACTGCGCAGT
+ATCTATCAGGTGATACCTTGATGCAAAGCGAAAGTCAGGTGGATGTAGTCAACAATGACTATGCCAGTGC
+CTTTGTCGCGCTACATTATAATTGGCAAGCCATTGTTGCGAATAGAAAGCATAAAAGTACTTTGCGAGTT
+GAAGATTTTTCGGTGACAGATAATGATGATACTTGGGGCGATAATAATAATGAACAAGGTCAAGCCCTGA
+CATTAAATCACAGTTATCGTTTGAGTAAGCCATGGTTTTTATCAGCAGAGTTTACCATTATTGATAGCCA
+CAGGCCTGCTCGATACTATACTGCTGAGCCGGTTGACCTAATCGAAAAACAATTTCAATTAGCTGCCCGT
+TATTTTTTCTAAGTTTAGATGAGTACCTCACACATTTAAATGGTTTAAATACCCAATAACATCGTGCTTA
+TTTGGCAATACCGTTTAAATGGGCAATATGGCTTTTGGCTTTTGTTGGGTAATTAGAAAATATACCATCG
+ACACCTAAATGTTTCATGGCATTGATATCTTCTAATTCATCGACCGTATAGACAAATACTTTTAAGCCGC
+GTTTGTGAGCATCAGCGACAAAATGCTCACTAATGAAGTCGACATCAAGGTGAACAGAATAAGCATTTAG
+TTGTTCGGCAAATTTTGCATAGTCTAACGGGTAACATGCCGTAAGAGCGCCGATAGCAAAATCACTTCGC
+TGTTGCTGTATGGCATGTAATAACCTGTGATTAAAAGATGAAAATAAAACATCATTACTCAATAGCTCAG
+TTGTCTTGATAGCGTCATCAATACAGGAAAATAATAACGTTAAATTTCTCACTGCTTTTAATTCAATATT
+GATAGTGCATTTTCCGGCAATCAACTTTAATACTTCGTCTAAGGTTGGAATAACTTCACCGTCACCTGCA
+TCTAAGCTGCGTAAATACTGATAATCATAGTTAAAAATTTGCCCCTGGCCTGATGTGGTTCTGTGCAGCC
+ATCGGTCATGAATAACAAATAATTTACCGTCAACTTCATGAATATCTATTTCAATACCATCTACTTCAGC
+TTCTAATGCTGTACGAATGGATCGTAGCGTGTTTTCTGGTGCAACTCCGCTAGCGCCTCTGTGTGCAAAA
+ATTAACATAGTTATACCAATTCCATTAAATTTATTCCCAACTCAGAGCTATGTCAGAGAAGCCAGAACAA
+ATAAAATTTGTGCTGGTATAGTCATTCTATATCTAACAAATTTGTGAAGTTATTGCTTTTCTGACAAGCT
+CCCAAGGGCGAGTACCTAATAAAAGGTAAAGGTTTACATACATCGTTATTGATTTTGATAAGGGAATAAC
+CATTCTCTTCAATCAATGCCTTGCCTCTAAGCCTTTTAATTCTCGCTGAGTGATAAATAACTTAATGGAC
+TTGGTATGAATTAAATATGATTAATACATTAGTGTTGGTTTTAAGTATAATACCGAGTAACGAGATTGTA
+CTAAAATAAAATGAGCAGCGACAAATTGACCACTTCGACTCCCCCAAAACGTTTAAATAAATACATTAGT
+GATTCTGGTTTTTGTTCGCGCCGTAGTGCCGATAAAATGATAGAAGCCAATCGGGTAACCATCAATGATA
+AAGTGCCAGAGCTTGGTACTAAAGTGTTGGCGGGTGATGTCGTTAAAGTAGATGGATATGATATTGCTCC
+AATTAGTGATGACAAGTCGGATCGTATTTATATCGCTTATAACAAACCTATTGGCATTACCTGTACCACT
+GAAAAACATGTGCGCGGTAATATTATTGATGCCATTGGTCATAAAAAACGTATTTTTCCTATCGGTCGAT
+TAGATAAACCATCGGAAGGTTTGATATTTCTCACCAGTGATGGAGATATTGTTAATAAAATTTTACGCGC
+GGAAAATGCTCACGACAAAGAATATATTGTCACCGTTGATAAACCTATTAGTGAACGCTTCATCGAGAGA
+ATGTCTCGTGGCGTACCTATTTTAGGGACCATTACCAAACCTTGTATTGTGCAAGTTAAAAGCCGTTTTG
+AGTTTACCATTATCCTTACTCAAGGTCTTAATCGTCAAATTCGCCGTATGTGTGAATATCTCGATTATGA
+GGTTTTAAAATTAAAACGCTCACGTATTATGAAAGTTGAGTTAGGGGATTTAACACCGGGGCAATGGCGA
+GAATTAACGATAACTGAAATGGCCGAAATTAACCAAGCGGTTGAAGGCTCTAGTAAAACGGCTATTAATA
+CAGCTCAGCCTAAACAGACGACTTCAAGCATGAATGACCTTGAAGAACTATCGGCCTCATTAAATAATGC
+AGATAATAAAAGTGAATCGAAAACTGAGCCAAATACAGCTGCAGAAACATCTTCTAGTAAAGAGGAAGAT
+GAAAAAGATGTTTGGCCTTATAACAGCCATAAAACAAAAGACTAAATCAGTTCAATTAAACGCTTCTTAC
+TGATTATTACAAAAAAACTTACATAGTGTGACTATGTAAGTTTCTTTTTTATTACCATTTCGCATAAACA
+AGTTATCACTAAGTAAACACTTGCTTATGCGTATAACGTCAATAACTAGTCTTTGTTGATGCCCACTAGA
+GCACCTGAAAGTTCAGTTATTACTTGGCTATCTTCTATGGTTGAAGGTATTTCAATTTCTTGCCCATCAA
+TCATTTGTCTAAGGGTTTTACGTAAAATTTTGCCAGAACGCGTTTTTGGCAATCTATCAATGATCAGTAG
+TTTTTTCAATGATGCTATTGCGCCAATATCATTACGAATGCTTTGTTTTAATTCGCTAATGAGATCTTCA
+TCACTGGTGGTAATACCATTTTTTATGACGACTAACCCAAGAGGTACTTGCCCTTTTAGTGCATCGTGAA
+TGCCGACAACAGCACATTCTGCTACCGCTGGATGACCCGATAAAACCTCTTCCATCTCACCGGTTGATAA
+ACGATGCCCAGCAACATTGATAACATCATCAATGCGACCCATGATGAAAAGATAACCTTCTTCATCAATA
+TAGCCACCGTCTCCCGACGTATAATAGCCAGGATGATTTGATAAATACCCTGATACTAAACGCTCAGAAT
+CGCGATATATAGTGGCTAAACAGCCAGGAGGAAGTGGTAGTTTTATGGCGACACTACCTTGCTGTCCAGC
+AGGGACTTGCTGACCATCGCCATCAAGAATTTGTACATCAAATCCTGCGATTGGAAAACCAGCAGAGCCA
+GCTTTTGTTGCTACTATATTGTCAGAGCCGTCATCTAATGGCGTGCTGGCAATTGCCCAGCCTGTTTCTG
+TTTGCCACCAATGATCTATTACTGGTAGTTGTGTTTTTTCTTTAAGCCAATGATAGGTTGCTGGATCTAA
+GCGTTCTCCTGCGAGGAATAAACGTTTCAATGATGAGAGGTCGTAATCTTTTAATAAGTCACCTTCTGGA
+TCTTCTTTTCCGATAGCACGAAAGGCGGTAGGTGCTGAAAATAAAGCGTTAACTTTATACTCAGCACAAA
+CACGCCAAAAAGCACCAGCATCAGGTGTTCTAATCGGCTTTCCTTCATAAACAATCGTGGTACAGCCTGC
+CATTAAAGTACCGTAAATAATGTAAGAATGACCCACAACCCAACCAACGTCCGAGGCAGCCCAGAAGGTA
+TCCCCTTTCTGCATGCCATAGATGTTTTTCATGCTATAAAGCATTGCGACAGCATGACCGCCATTATCTC
+TTACCACACCTTTTGGTTTGCCTGTGGTACCTGAGGTATACAAAATATAGAGTGGGTCGGTGCTTTTAAC
+GGGTACAGCAGGAATTTCAACAGCAACATCCATTTGTTCCTGCCAGTCAAGATCTCTGTTCGGTACTAAC
+TGTGCTTGAACTTCTTCTCTTTGGTAAATGATGCAATTTTTTGGCTTATGATTAGCGATTTCGATAGCTT
+GATCAATTAATGGTTTATAAGGAATAACTTTGGCTATTTCAACACCACAGCTAGCACCAACAATAACTTT
+TGGCTCAGCATCATTGATACGTACTGCAAGTTCATTGGCAGCAAAACCACCAAAAACGACGGAATGAATT
+GCACCTAATCGAGCACATGCCAGCATTGCTATAGCGGCTTGTGGGATCATTGGCATATAAATTAATACAC
+GATCGCCTTTAGTAACATCCTGTGATCTGAGTACATCAGCAAATTTTGCCACTAGACTGGTCAGTTCAAG
+ATAACTAAATTTTTGTTTTTTTCCGGTAACCGGCGAGTCATATATCAGTGCAGTTTGAGCACCTCGGCCT
+TGTTCAACATGATAATCCAACGCAAGATAGCAAGAGTTCAATTCGCCATCGGCAAACCAATCATGCCAAG
+AATCAGTGTTTGTCGACAATATCGTTTGAGGTTTTTTGTACCAAGCAACTAGTTCAGACTGCTCTTTCCA
+GTAACTCTCGGGTGAATTGATTGCTAATTCTTGTTGTTCAATGTGTTTCATTATATTGGCCTTGTAGATA
+ACTCGGATATACATACATTAAAACTGTCGACAAAATTAACCAATTAGACCTTAGGCTAATACCCAAATAA
+ATAGGGTGATTTACTTAATTTATTGTTTATTGTTATTTGATTGTTATTTAATGTTTATCGATAAAAAATA
+GCTTTATATCATTCGCTTTTGTTTGTGGTTAAATTGTTTTAAATACTTTGAAAATAAAATAATGCTAATC
+AGTTATAATATTGTTTTAGATGCGTATGTCGACAATTTGTCATCTTAAAGCATAAAAGGTAGAAGAAGAC
+ATAGCGTTAACACAGCGACTGTTTTATGCTATATCCTGCTTTTTTTCATTCTGTTAGTAGTAATCTTAGC
+CGCAGTTTTTTGCATTATCTAGTAGCATAGTGTGGTTATCACGACAATAATTTGCTCTTTTCAATGATAT
+GCATGGTATTGAGTTGTGCCAGTGATATCGTTTTCTTTATTGCTGCTCTAAAGTTTATTAACTTTTACTC
+GTAACGGGTATATATCTTTTATTGATTTGTTATTTATTACGTCGGATAGTTTTAAGCAAGCTATCCATTT
+TGATCATAAACAGAGGTTGATGGTGTCATTATGGCTATAATTATCACGTTAGATATCATGCTTGCAAAAC
+GTAAAATGAAATTAAAAACGTTGGCAGATAGGGTAGGGGTTACCGCGCAGAATTTATCAATCTTAAAAAA
+TGATAAAGCGCGTGCTATTCGTTTTGATACGCTAAATAAATTGTGTAAAGTGCTAGATTGTCAGCCGGGA
+GATATTTTAACCTATGAGGTAGACAAGGTTGAAGAGTAGGAATACTACTCTTTCTTAGTCGCTCTTAGTA
+AAAACACTCACATCACTTGAGCTTAGCTTACTTATTTCTCACTGACATTTGATAATGGACGGCATCAAAA
+TCACCAATGGGATCTTCATGTAAATAAGCTCTGACAAAGTGCATGCCCATTTTTTTCATCACGCCAACCG
+AAGCTAGATTGTCAGCTACGGCTAGTGCAGAAACATGAGTAACATCGGTATTGGCAACTACAGCATCTCT
+TATCGCTATTGCCGCTTCTGTAGCGTACCCTTTTCCCCAAGTACTTTGGAAAAATCGCCAACCTAACTCT
+AAATCCTTAGTATTGGGTGACTCAGTAAAAAATGACATCGGACGGATCAATACCCAACCTAAATACTCAT
+CAGTTACTTTATTTGATACTTGCCAAATTCCCCAGCCTAATTCGCTATTCCGGTATTTGTTCATTCTTGG
+AATAAATACGCTGTTAACCTGCTCTATGCTGGTGGGGTTACCGCCATTAAGAAACTTCATCACTGTTGGA
+TCTTGATCTATCTCCCATAATTCTTGGGCATCTTTAGAATCCATTAATCTAAACTTTAGTCGTTCACTAT
+TTTTGATGTACATAAAATTCCTATTAAAAGAAGGAGATAAGTGAAGCATAACGCATTCTTTTATGCGTTA
+TGCTTCGTGCCGTAATCGTTATTAAAGTTACGGCTTTATTTTGACGCTAATAAAGGTTTTAAAAATCGCG
+CTGTATGTGACGTTTTATGCTTGGCAACTTGTTCAGGAGTACCTGTTACTAAAATTTCACCGCCACCTGC
+GCCGCCTTCAGGACCTAAGTCGATAACCCAATCGGCTGTTTTGACAACATCTAAGTTATGCTCAATCACC
+ACAATCGTATTGCCATGATCACGCAAGCGATGAATAACGTTTAATAATTGTTTTATATCGTGGAAATGCA
+AACCTGTGGTTGGCTCATCTAAAATATACAACGTTTTGCCGGTATCTCTTTTTGATAACTCTTTTGATAA
+CTTGACTCGTTGTGCTTCACCGCCCGATAGAGTGATTGCTGACTGCCCTAGTTTGATATAGCCTAAACCA
+ACATCGAGTAAGGTTTGCAACTTACGATTAATCGCAGGAATAGCTTTGAAAAAGTCAAAAGCATCTTCAA
+TGGTTAAGTCTAATACTTGATGAATATTTTTACCTTTGTATAAAACTTCTAACGTTTCGCGGTTATAACG
+TTTACTTTTACATACATCACACGGTACATAAACATCAGGTAAAAAGTGCATTTCTACCTTGATCATGCCG
+TCACCTTGACAGGCTTCACAACGTCCACCTTTAACATTAAAGCTAAATCGTCCTGCTTTATAACCTCGAG
+AACGTGACTCTTGTGTCGCAGAGAAAATATCGCGCACGGCCGTAAATATGCCAGTGTATGTCGCGGGATT
+TGAGCGTGGGGTTCGGCCTATTGGACTTTGATCAATCTCGATAACTTTATCTAATAGTTCTAAACCATGA
+ATGCTTTTGTAAGGAGCTGGTTCATCAACCGTTGCACCATTAAGCTCGATATGCGCTAATTTATATAACG
+TATCGTTAATAAGTGTGGATTTACCTGAGCCCGACACGCCAGTTACACAGGTCATTAAACCGGTAGGAAT
+GACTAAGTCGACATTTTTTAAATTATTACCGGTAGCGCCTTTGAGCTTAACGACATTCTTTTTATCAAAA
+GCATGACGCTGTTTAGGTATTTCAATTCGTTCTACGCCAGAAAGGTATTTCCCCGTTAAAGACTCTTTAC
+AATTGAGTATGTCATCCACGGTGCCTTGCGCGATAATTTCACCGCCATGTACACCAGCGCCTGGGCCAAT
+ATCCACCACAAAATCTGCCGCGCGAATAGCATCTTCATCATGTTCAACCACAATAACGGTATTACCTAAA
+TCACGGAGATGTATCAAGGTGCCAAGTAAGCGTTCATTATCACGTTGATGAAGGCCAATAGAGGGTTCAT
+CTAAAACATACATGACACCAACCAAACCTGCGCCGATTTGACTAGCAAGACGTATTCGCTGTGCTTCACC
+GCCAGATAGGGTGTTTGCGCCACGTGACAAATTGAGATAATTAAGGCCAACGTTCACTAAAAATCCTAAA
+CGTTCGTTTACTTCTTTTAATATTTTTTCAGCAACTTGTGCTTTCTGGCCTGTGAGGGTTAAACCTTGAA
+AAAACTTGAGGGCATCACTAATGGAAAATTCAGCCACGACAGTGAGTGGTGTATCTTCGATAAAAACATT
+GCGAGCTTCTAAGCGTAATCGACTACCATTACAATCCGGACAATGTTGTGAATTAAGGTATTTTCCTAGC
+TCTTCACGTACCGAATTTGACTCCGTTTCTTTATAACGGCGTTGCATATTATTGATGATGCCTTCAAAAG
+GATGCTTACGCACCACAACATCACCACGGTCGTTCATGTATTTAAATTCAATTTCTTGCTCATCACTACC
+ATAAAGCACAACTTTTTGGGCTTTAGCGGATAACTTATTAAACGGTTTATCAACGGGGAATTTATAATGA
+TCGGCAAGGGCTTGCAGCATTTGAAAGTAATAAAAATTACGTTTATCCCAGCCACGAACTGCGCCGCCGG
+CAAGACTTAACTCTGCATTGGCAATAACGCGAGAGCTATCAAAGTACTGTTCAATACCTAAACCATCACA
+GGTTTGACAAGCACCAGCAGGATTATTAAAAGAGAACAAACGTGGCTCTAACTCTTGCATGCTGTAACCA
+CAATGTGGACACGCAAAGTTAGCTGAGAAAATAAGTTCTTCACGGTCCGGCTCATCCATAAAAGCGACTT
+TGGCAGTCCCAGAAGTTAACGTTAAGGTCGTTTCAAAAGATTCTGAAAGTCGTAATTGAATATCTTCACG
+CACTTTTATACGGTCAACGACAACTTCTATAGTGTGTTTTTTATGTAATTCTAACGGTGGTGGATCAGAT
+AAGTCACAAACTTCCCCGTCAATACGCGCACGAATAAAGCCTTGGGCAGCTAAGTTATCAAGAAGCTTTA
+CATGTTCGCCTTTACGGTCTTGTATAATAGGCGCGAGTAGCATCACTTTTGTGCCTTCTTCAAGTTCTAA
+AACTTTATCAACCATTTGTGAAACTGTTTGTGCCGCTAGTGCTTGACCATGCTCTGGACAACGAGGTTCA
+CCAACTCTGGCATAAAGCAAACGCAAATAATCGTATATCTCAGTGATGGTACCTACGGTTGAGCGCGGGT
+TGTGAGATGTTGACTTTTGCTCGATGGAGATAGCGGGCGATAAACCTTCAATATGATCAACATCAGGCTT
+TTCCATTAAAGATAAAAATTGACGCGCATAAGCTGAAAGCGATTCTACATAACGACGTTGTCCCTCAGCG
+TAGAGTGTATCAAAGGCAAGAGAAGATTTTCCTGAACCAGAAAGGCCGGTAATGACCACGAGTTTATCTC
+GAGGTATAGTTAAACTAATGTCTTTGAGGTTGTGTGTGCGAGCCCCTCTGACTTCAATATTCTTCATGCG
+TTTTTAACTCAAATAGCGATAAAATAGAACCGACGATTATGTCATAGAATTTACAGTATAAAAACTAATC
+TAGGGCATAATATGAAAATTAAACTGTTTATTTTTACAGTGTTCTGTTGGCACTGTAGGAAAGGAAAAAA
+TGGTAATACCAAGCACATTAATAAATCGACTAATTAGCGAGAATTAAAAGGTTTAGAGGCAAGGTATTGA
+TTGAATAAAATGGCTATTCAGGAGAATATTCTCAGGATAATTGCTCCTGCATTATCTAATAAGGTACTTC
+CTGTACCGTCTGCATTCTCTAAGAAGCTATATCCATGTAGCGTCCTTGTCGAAATCAATAACGATGAATA
+AAACGTTTATAATTCCAGCTGAATTAAGCATATTGAGATTGTTTGTGTATTGCGCTTAACACCTTGTTTT
+CATTGTGGGGATTTTGTTGTGCTTCTTGGCGTGGTAAACTACTCGCAATTTTTTCCGATTTCTTCATCTA
+TTTTTAGGTTTCAGCAACGTTATGAGTGTTTCAGGTTTAAACCGTATTGAGAAAAAAGCCGCCTTTTCCT
+TAGCCAGTGTCTTTGGCGTGCGCATGTTAGGCTTGTTCATGATCTTACCCGTATTCGCCATTTATGGTGA
+ACAACTAACGGGTTATAGTCCCATTTGGTTAGGATTAGCCATTGGTGCCTATGGATTAACGCAAGCTTTA
+TTGCAAATCCCTATGGGCATTCTTTCGGATAAATATGGCAGGAAACCGGTAATTCTTGCCGGCTTAGTGG
+TCTTTCTCATCGGTAGTATTGTTGCGGCAATGTCTGACACTATTTATGGTGTTGTGCTCGGTCGAGCAAT
+TCAGGGGATGGGTGCTATTGCTAGTGCAATACTTGCTTTAGCTGCTGATTTAAGTCGAGAAGAACAGCGA
+CCTAAAGTCATGGCAACCATTGGTATGTTTATCGGTTTATCATTTACCTTTGCTATGATTTTAGGACCAA
+TAGTTGCTGATGCCTTTGGTTTAAGTGGCTTATTTTGGTTTACAGGGCTATTGACTACCTTTGCCATGGC
+GATGATTCAATTTATGGTGCCAAACTCAGTGAATAAAGCACCGCGTGGCGATAACGTTGCCTTGCCTGAG
+CAAATTACTCGTTTGATTCGCCACCCACAATTATCCCGTTTAAATTGGGGCGTTTTCATTCTACATATGA
+CACTGACGGCCTGTTTTATTACTTTGCCTAAACAGTTTGTCGCTAGTGGTTTATCTCTTGAAGACCATTG
+GCAAATTTACTTACCTACTTTATTAGGTTCTTTCTTTTTAATGGTGCCATTTATGATTTTTGCCATTAAA
+AAACAGAAAGAAAAACCCATGTTCAGTGCGGCTATTACACTATTGGCCATAGCTTTATTTTTACTTTGGT
+TATTACCTAGTGGTTTCTGGAGCCTAGTGCTGTCAGTTGTACTATTTTTCACAGCTTTTAACTATTTAGA
+GGCAACCATGCCGTCAATCTTATCACGTATAGCACCTGCTGGCGTTAAAGGTAGTGCTATGGGGATATAT
+TCAAGCAGCCAGTTTTTAGGTGCTTTTGTTGGTGGTATTCTGGGTGGTTTTATAGCGAGCCAATATGGCG
+AGCAAACCATCTTCTTAGTGATGACAATAGTAACGGTTATCTGGTTGGGATTAAGCTTTGGTATGCAGTC
+ATTGAAAAAATCAAAAAGTTTTAGTTTTGCCACCAATATTACCTGTGAAGAAGAAGCTGATAAAATGGCC
+GACCAATTAATCAATATGCCCGGTGTTATCGAAGCAACCCTAGTGCACACCGAGGCAGTCGCTTATTTAA
+AGGTTGATGTTAAAACGGTGGATTTACTCGCCATTAAAGCGTTACTTCAAAGTTAGACTACAGAAATAAT
+CCTCTGTTGAAGGTGTTCGCGATACCTGAATTTTATACGACTATCAGCGAGCATCTCTCAGCAATATATT
+AAAAGCACGCTAAACTAAAGTTTATCTTAAACAATTTAGCGGTGACTATTATGTCTGAACACCACACTTA
+CAAAAAAATTGAAATGGTTGGCTCATCTAAAAATAGTATTGAAGATGCTATTGAAAATGCCTTGGCAGAG
+TGTAACAAATCAATCAATAATATGGATTGGTTTGAGGTCATAGAAACCCGAGGTCATATAGTTAATGGTG
+CTGTCGGCCATTACCAAGTTACCTTGAAAATTGGCTTTAAAATAGCGTCAAGTTAACTGGATTTTACTAA
+ATTTTGCATTTTTAGTTTATTTTAACGTAACGATGTAATCTTCAAGTTTATTGCTACCGAGCATGACTTC
+TATATCATCATCTAGCTGTTTACCTATTAATGCTATTCCCATAGGTGATTGCGGTGTTATCACCGTGATA
+TTTTGTTGAGCTAGCTGACAGCGAAACCCTCCGGCAGCAGGCCCTATAAAGAACCAATGGTTGGTGTCTG
+AATCAGTGGATAATTGTACCAGGGCGCCTAAAGCGATATAGCTCTCGCTATTGAATTCAATTAGTTCAAG
+CGCTTTATAGGCATCGATAGCGTGCTGGAACTCAATCACTCGCTTAGACTGTCCTTCAGCCAAATAACTC
+GCCTCTATCGCTAGCGTATCATATTGTGTTTCAGCAACACTTTGATCATCAACCGCAGCGGCATGAGCTT
+CGTTTGCAGCATCAATAGCTTGTTGCAGCTGTTTCGAGAGTGCAGTGACAACAAGGTCAGCTAGCTGTTT
+CTTATTAGGCATATAGTCTTATGTAATCGTTATTTTAAATGTTTGTGGTATGCAGAGGTCGTTATTTCGT
+TAGCTCAGTTTTAGCGAGGCGATTTTATCATAACTTGTGTTTTTGTCTAAATGTCAGTAAATTAATAACA
+CTATAACAACTGGTACGACCAATAGCAGAGCATAATTATGACAACAACTGCCTACCCACATTTATTAGCG
+CCACTAGACCTTGGCTTTACCCAATTAGCTAACCGTGTCCTTATGGGATCCATGCATACTGGCTTAGAAG
+AAGAGCGCGGTGGTTTTGCAAAATTAGCTGCATTCTATCAAGCAAGAGCGAAAGGCGGTGTGGGCTTGAT
+CGTTACCGGTGGTGTTAGTCCTAATCTACGCGGCAGAATAGCACCGTTTGGTAGTGAGCTAAGTCATTTT
+TGGCAAGCAAATAAACACAAACAAGTAACAGACGCCGTTCATCAGTACCCAACTAAAATCTGCTTGCAAC
+TATTACATACGGGTCGATACGCCTATCATCCTTTTGGTGTGGCCCCCAGTAAAATCAAATCACCTATTTC
+TCCTTTTACGCCTAAAGCAATGTCAGTGCGTCAAATTAAATCGACCATTAAAGATTATGCTTACTCAGCC
+AAGTTAGCGGCTAAAGCAGGCTATGATGGTGTGGAAATTATGGGCTCTGAAGGTTATTTAATTAACCAGT
+TTGCTTGTGTAAGAACAAATAAGCGTAACGATGAGTGGGGCGGTAGTATTGAAAACAGAATGCGCCTAGC
+TATTGAAACGATTAAAGCAGTACGCGCTAAAGTGGGCGAAAATTTTATCATCATCTTTCGTTTATCCATG
+TTGGATTTAGTTGAAGGTGGCAACAGTTGGGAAGAAGTTGTCACTATGGCAAAAGCGGTAGAGCAGGCTG
+GTGCCACACTGATTAATACTGGTATTGGTTGGCATGAAGCACGCGTTCCGACCATAGTTACTTCAGTACC
+TAGAGCTGCATTTACCTGGGTCACTGAAAAAATGAAAAAAGAAGTGTCTATACCCCTAATCACAACTAAC
+AGAATTAATACGCCTGAAGTTGCTGAAGAAGTGTTAGCGACGGGGCAAGCTGATATGGTGTCAATGGCGA
+GACCTTTCTTGGCGGATGCCGACTTTGTTAATAAAGCCGCAGAAAATAAAGCCGATGAAATTAATACCTG
+CATTGGTTGTAACCAAGCGTGCTTAGATCACGTGTTTGCACAAAAGCGAGCCTCATGTTTAGTCAACCCA
+ATGGCATGTTATGAAACAGAGCTTGTTATAGAAAAAGCTAAACAAGTTAAAAAATTAGCCGTGATAGGTG
+CCGGACCTGCGGGATTAGCTTTTAGTGTTTATGCTGCGGAGCGAGGACATCATGTTGAACTATTTGATAA
+AATTAGCGAGATAGGTGGCCAGTTTAATGTCGCTAAACAAGTACCCGGTAAAGAAGAATTTTTTGAGACA
+TTACGCTATTTTAACAAACAGATAAGTTTGCTTGATATTAAGGTGTATCTTAACACTGAGCAAAGTGCAG
+AAAAATTACTCGCTGCTGGTTTTGATGAAGTGGTATTAGCAACAGGTATAAAACCAAGAAAGCTCGATAT
+TAAAGGTTTAGAGGAAGGTTATACCAGTAATAAAGTACTTACATATTTACAAGTGCTGCGAGATAAAGTT
+GAGGTTGGTAACAAGGTCGCGATTATAGGTGCTGGCGGTATTGGCTTTGATGTAGCCACTTATTTATCAG
+AAAAATCATTAACTAATGACCCAGAAGCATGGCTTAAAAATTGGGGGGTTGATAAGCAATACCTGAAAAA
+TGGGGCATTGCTAAGTAAACAAGATATACCTAAGCATGATCCGGCAAGGCATATTACTCTGATACAACGC
+AAAACGACTAAAGTGGGCAAAGGCTTGGGTAAAACATCAGGCTGGGTACATAGAGCCAATTTAGTAAAAC
+AAGGCGTTACTATGTTGGCTGGCGCAAGTTATAAAGCCATTACTGAGAAAGGCTTAGTGATTGAAGTTGA
+TGGTAAAGAGCAATTGCTTGAAGTTGATAATATCATTATCTGCGCAGGGCAAGAATCGAATCGAGATTTA
+CAGCAAAAGCTAATTGATGGTGGTTTACCTGTACATCTAATTGGTGGAGCTAATGTTGCTGCGGAACTTG
+ATGCTAAACGTGCGATACGCCAAGCGGCAGAGTTAGCGGTGAAAATTTAGGCCTATTTGGATGAAATCAA
+CACCTTAATGCGAAGATAGCTGTAGTGAACCGAAGAAAAACCCTATATTTCTTCGGTTTATTATTGATAT
+ACTGTCGTGAATTAATTTTTTTTAGATAGAGCACAGTGCAAGAAATAATTGTCGATAGTGGTGATATTGA
+ATTCCTTACCACGCCTAAAGAATATAAGCAGCAGTTGTTGTCCCTTATTGAATGCGCACGTCAGCGTATT
+TTCATTACTGCCTTATATCTACAAGATGATGAGGCAGGTAGAGAGATCCTCCATGCCTTATACCAAGCTA
+AAGCTAATTTCCCAACAATAGAGATTAATATCTTTGTTGATTTTAACCGTGGACAACGTGGTTTAATTGG
+TGAAAAGGCAAGCTTAGGTAACCGTGCACTTTATTTGAAATTAGCACATGAGTATCCTCACACCGTTAAT
+ATCTATGGTGTTGCTGTTAAGCGAAAAGAAGTCTTTGGGGTTTTACACCTAAAAGGCATGGTTTTCGATG
+AGAAGCTTTTCTATACAGGCGCAAGTATCAATGATATTTATCTACATCAAGGTGAGCGATATCGTTTAGA
+TCGCTACTGTACTATCAATAGCGCAGCATTAGCCGATAGTTTTTGCCACTACTTATCTGATACTTTTATT
+GATTCAGGTCTGGCGCCACTTCTTAATCAAGAATGGTTACCTGATGCGGTAGAACAAAAGAAAAATCTGA
+TCGCATTAAAACTTCAGCTAAAAAAATCTCACTATATTGTTGCTCAACAACAAGGTCTTAGCCAATCAAA
+AATAGTGAGTAATAAAGCCCTTATTACACCGCTAGTAGGTTTTGGTCGCCGTAAAAATCAGCTTAATCGA
+GCTACTCGTCACTTAGTGCAAAAAGCTGATGATAATATGGTGCTTTTCACGCCTTATTTTAATCTACCTC
+ATTCTCTTGCTAAAGATGTGATTAGAGCCCTAAAACGTGGTGTTAAAACAACTGTGGTTGTAGGCGATAA
+AACAGCGAATGACTTTTTTATTGGCAATGATGAAGATTTCAGTACCATAGGTATCATCCCCTATGTTTAT
+GAGATGTTACTTAAGCGTTTTGTTAAACGTTATCAAAATTTTATTGACCAAGGTTTATTGAATATCCATT
+TATGGAAAGATAAAGATAATAGCTTTCATCTCAAAGGTTTACGCGTTGATGACCGCTATCATTTGATTAC
+GGGCAGTAATTTAAATCCCCGTGCTTGGGCACTGGATTTAGAGAATGGCTTAGTTGTTGATGATGTCAAT
+AAACAGCTATTACAAAAAACGGATGAAGAACTGCTCGGTATTTTAGTCAATACGAGTAAAGTTTCGCATT
+TCTCTGATATTGATTCAGTAGAAGACTACCCTGAAAAACCTCAAAAATTATTGAAAAAGATACGTGTTGC
+CCAAATAGATAGAGTGTTGAAGCGATTTTTGTAGTATCGACTTGTTGAAGCAATAATCTCCTTTATTGCT
+CAAAATATTGTTTAAAGGTTGATGATTAAAATATAGCTAGAATGATTTTTTTGCCTGCACTCTAATTTCA
+AAACCATTAATTTCTGGATTATCGCTTTGTGGAAACGCAAAGTCGATGTGAATGATGGGATGGTTACCGC
+CTGAATGTGGCGAGTGTAATCTCAAGCCAAGTCCCGCAGAGCTTAACCAGCCTTCCTCAATATTTTTGAC
+TGTTGACTCTCCATAGGTTCGACCCGCATCGACAAAAGCCACACCAGCTAAATCAAACAGTTTAAAAAGA
+TTTACTTCAGGGTAATATCTGATTTCAGAAGTAACTTTAATGCTATCTTGTCCGTGCTGATATTGCAGTG
+GAAAACCGCGTAAACCAGTGTTGCCTCCCATAGTCACTGGTTGGTCAATATATTGGTTTTTACTGATAAC
+ATTGGTATTACTTAGATAAAAACCCCAGTTTTTATTCAATTGATAAAAATACTCCCCGCTAAGCTTTACC
+AATAAACGACTATCTCTATGTTGGTAAATATCATTAGCTAGTGCAAGATCAAGTAACAATAAGGAATTAT
+CATGCAAGTTGAAGCCTTTTTTAACTCGCATCTTCCATACAGTCCATGCTGAGTTTTCTTTGTTACCATT
+GCCTATACCAAGGCTAGAGTTAAGTTGCCAACCATGGTTAAAATCTTCTATTTGGGTAATCAAGTGCACA
+TTTGTGAGTTTTCTAAAATCTTTTTCAATATATTCAAATGCTAGCCATGGGTAGAGTAAATCTCTATCTT
+CGGGTTTTACATTAGTCAGAGGTGGATTGGATAAGTCGAGATTCTCTTCATCAGAAAGCTCGGTGAACGT
+TTCTTTATCTTGCGTTATGCCAACACGATATCTTAGTAAGCGGTTCTCACTGTTAAAACTTAGCCATGCG
+TAGCTTGCTTCTTTAAAGCTAATATCATGGCCAAATACACTTTGGTCCAGACCATTTTGAAAAATAGTGT
+CGTTACGAGACTCTTCATTAAAGCCTATATGATAGGAGGTCTTGGTATGAAAACCAGCAAATATTTTATG
+CAGAAATAAGCTACGTTGTTGACCATCATCATTATCAGCAAAACCCAACTTAACCGAAGTATTTTGTTTT
+TGAAAAAGTGGGATAGTGGCCACTAGTTTGTAACCTGAACGCTGGGCATTTCGGTATGATTCAATTTCGG
+TATCTATGCCTAACCCGAGTAAGTTACGCTCTTTTATACCAAAGCTATAAGTGTTTATTCCTCCCTTGCG
+GCCAAAGCTAAGCGTTGGCATAAGTGACCAATTATCCCAAGTGGTAATGGTAATGTTTTCTACGTATTCA
+TCAGCGCTAACTTCTGCATCTCTAAGGTATTTTCTGCTACGTAAATGGCGTTCTAGTTCAGCCATATCAG
+CAAAAGTTTTTGTACATTTTTTGATAAAAAAATTAGCTTCATTTTCTAGCGTTATAATTTTTGTATCAAT
+ATGAATGGCATTGGCCCAACGATGTAAAAAAGTAAAACCTTCTTCGTTTTTATCGAAGATTGTTTGTGGT
+TTGAAGGTTATTTTTGGCTGACTGGTATCGCACAGTACTTTTTCATCTGAAGACTCAATATCAGCTTGAT
+TTAAGGATTGATTCTGGATTGAATTCCCATCTATGGCATTGGCCGACCCTGAGCTGTTATCTATTTTTTC
+AGCTACGCGTTCGGTAGCTGATATTATGGGGCAAAAAATAATTAATAGTAAGCCGGCGACTAGCAATGAA
+AGTCGTCCAGAAAATACATCATCTCGCCAAGTAAGTGAGATTTTATTGTTAGATTTTGGCGATATGGCAT
+TACATTGTTTTATTTTTTTTATGACTTTTAATAAAAACAGCATCGCGTACCTAAAATAAAGAAGTGATGA
+GTAATATGTTTATATATCACTCATTTAACTATAGCGTTAACAGGCAACTTCAACATTATTTATTTAGTGT
+TTTACTCGGTTCACAGGGGCTTTTTAGTCTCAGTGTACTCAATTTTCACTTTTATTTGTTGTTACACCAG
+CATGGAATCATAAATAATATCTTCTCAACGAAAGAATTAATTTCAATCACAGTATTTATGAAGATCAGCG
+TGAGTGTAGTAATTACATTAACAACTCGTGTGGCTTGGGTATAGAGAAAATAAACAGCTAATCGATGATA
+AAGGCATTTTCATCTATATCATTCTAATATTTATGAAATTTCTATAAAGTTAAGATAGTATATCTTATCA
+ATAAAATTAATATTTACAGCACTTAAGTTCGTGCCGTAAAGCGAATAATCATAAAAAGGTTAATTATGTT
+CAGTGAAAAAATGATGCCACACTTTAGTGATACGGATGCTTTAGGGCATATTAATAATACTAAACCACCA
+GTTTGGTTTGAAGGTGGACGTGCCCCTATATTTAGATTTTTCACTCCTGATTTAGACCCTAAAAAATGGC
+AACTTATCATTGCTAAAATAGAAGTTTCTTATCACGGACAGCTATTTTATGGTCAGGAAATTGAGATCAG
+AACATTCGTTAGCCGAATCGGTGGCGCCTCGTTTGATGTTTATCAAGAACTTTGGCAGCACGGAGAAAAA
+TGTGTGTCGGGTACGGCAGCCATGGTAAATTTTGATTATGAGACGCAAAGCTCTAAAAGAATATCTGATG
+AGATTCGTACTCAGCTAACTGAACACTTTATTGAGTTATAGTCTTCATAACTTTTGAAGTTTGTCAGTTT
+ATTTAGGTTAATTCTGTTCTGAAAAATAAATGTAGATTGATCACAGGTATAAATATTAGCGTCACCTACT
+AATTATCAGTGATAACAATTAATTAGTAGGTAATATCAACGCCGTGTTTATACACTGTTTTTCATCTGCA
+ATTTGGTTCGGTATTTTTAAAAGAGATTAAATTAAAATAAATGAGCTTTTAGCAAAAAATCACTCGAATT
+TGATCGCTGCTCACTATAGAATTACCCCCTTAAACTAAATTTCAAAGACACACTTTCTTTCTATTTAAAT
+AGAAAAAGAAATGACGTACGTCTTAATAGCTCAATTAATAGGATATTTTCATGGCGGGTGTAAATAAAGT
+AATCATAGTAGGTAACTTAGGTAAAGATCCTGAGGTACGTTTTATGCCAAATGGTGGTGCAGTAGCAAAT
+ATTACTGTTGCAACGTCAGACTCATGGAAAGACAAACAAACTGGTGAGCAGAAAGACAAAACAGAATGGC
+ATCGTGTTGTTATGTTTGGAAAACTTGCTGAAATTGCTGGTGAATACTTGAAAAAAGGTTCAAAAGTATA
+TCTTGAAGGATCTTTGCAAACGCGTAAGTGGACCAACCAACAAGGTCAAGATCAATATACGACTGAAATC
+GTATTACAGGGCTTTAATGGCGTAATGCAAATGTTAGATGGAAAGTCGTCTCAAGGTCAGGGCGGTGGTT
+TTGCTAATCAAGGACAACAGCAAAGTGGTGGCTTCCAGCAACAAGCTCCACAGCAATCGGGTGGATTTTC
+TAACCAGCCAGCTCAACAAGGTGGATTTTCTAACCAAGGACAGCAAGCAAAAGCACCAGCACAACAAGGT
+GGCTTTGCTCCGCAACAACAAGCACCAGCACAACAAGGTGGCTTTGCTCCGCAACAGCAAGCACCAGCAC
+AACAAGGTGGTTTTGCTCCTCAACAAGCACCAGCACAACAAGGTGGTTATCAGCAACAGCAAGCACCTAA
+AGTGAACCCACAAGAACCATCAATTGATTTCGATGATGATATCCCGTTTTAATTTCTGATAAAACGGTCA
+AGTTAAAACATAAAACCCAGCGTAATTGCTGGGTTTTTGTTTTTATACGCGTTTAAACTCGGTACCAATC
+TAGATGTACTTTGAAGGTTAACGGGTATATAGCTTAGTTATGTTAAGTCATCAGGACCAACACGAACTAC
+TAACTTGCCAAAGTTCTTGCCTTCCAACAAACCAATAAATGACGATACGCTATTTTCTAAGCCTTCTACT
+CTGTGCTCTTTGTATTTGATCTTTCCTTCACTAAGCCATGTCATCATCGCTTTATTAAATTCGCCATAAC
+GGTGGCCATAGTCATCAAATACGATGAAACCTTGCATTTTAGCGCGCTTAACCAATAATGTGCCCATTAA
+CGAAGACATACGATCAGGACCATCAGGTAATTCAGTGGCATTATATTGTGAAATAAGGCCACATAAAGGA
+ATACGAGACTTAGGATTAAGTAGCGGTAATACGGCATCAAAGACTTTACCGCCAACATTTTCAAAGTAAA
+CGTCGATACCATCAGTACAAGTTTTTGCCAGTAGGGTAGCTAATTCATCACTGTGGTGATCTAAACAGGC
+ATCAAAACCAAGGGTATCAACGGCATATTGGCACTTCTCAGTACCACCCGCTATACCAATCACTTTACAG
+CCTTGTATTTTAGCAATTTGCCCTACTAAACTACCTACGGCACCTGTTGCAGCTGCGACGACAACTGTCT
+CCCCAGCTTTTGGTTGGCCAATATCTAATAATCCCATATAGGCAGTTAAACCCGGCATACCGAGAACTCC
+TAGTGCATAAGATGGGTTTGAAATATCATTACCTAACTTAAGTAGGTCAACGCCATTTGATATGCTGTAA
+TCCTGCCAGCCACCAAAAGAAACAACCCAATCTCCTTGTTGGTAATCAGCATGCTTCGATTCTTCGACTC
+TACAAACAGTGCCACCAACCATTACCTCATTTAATGCTACGGGATCGGCGTAAGATTTTGCATCATTCAT
+ACGACCTCTCATATAGGGATCTAATGAAAGATATACCGTACGTAATAATACTTCACCCTGTTTTGGGCTA
+GGCTTGGCTGTTTGTGCTAGTGTAAAGTTGTCGTGGCTTGGCGCACCAAAAGGACGTGAAGCTAACAATA
+TTTGTCGATTTACTTGTTTGTTTTGATTCATTAGTAATTCTCTTTTTAAGCAGTAAATAAAAGTTATGTC
+GTTATAGCAATCAGACTAACTCAGTAATCTTTTTAAATGGCCTTGTTCTTGAAAAATCACTCTTATTGCT
+TATGTTGCAATGAAGTTGAGCCATTCATCATTCTGATTGGTATTAAAGAGTCAGCACTAAATTGAATAAG
+ATAATTTTGCTCAAAAAACTCAGTGCTGAGCAGAAGTCATTAACCGTTTAGTTGTCTCATTAATTTTTCA
+GCGACTAAGATTGAACTGGCTGGGTTTTGACCCGAAATGAGTAAACCGTCTTGAACAGCAAAGGCATGCC
+AATCTTCAACTTTTTGATAGTCAGCACCGCGTTTGATCAATTCATCTTCGAGTAAAAAAGGCACAATGTC
+GGTTAGCTGTACAGCGTCTTCTTCAGTGTTGGTAAAACCTGAAACCGCTTTACCCTTAACTGCATACTCA
+CCGTTACTATCTTTAACGTTTAATAAAGCGGCAGTAGCATGACAAACAGCTGCAACAGGTTTGCTAGCTG
+CAATAAACTGTTCAATCAATTGGATGGAATTGGTATTGTCTGTTAAATCCCATAAAGGGCCATGTCCACC
+TGGGTAAAATACCGCATCAAAATCTTCACTGTTGATTTGCGCTAGAACCTGAGTATTGGCTATAAGGTTT
+TGGCTTTCAGCATCTTCGAAATAACGCTTGGTTGCTGTTGTTTGAAAATCATCTAATTCACTAGTCGGAT
+CGATTGGCGCTTGTCCTCCTGCTGGAGAAGCTAAGGTAACGTTTATGCCTGCATCTTTAAACGCGTAATA
+AGGGGCTGCAAACTCTTCTACCCAAAAGCCTGTTTTCTTTCCAGTGTTACCTAATTCAGCGTGTGATGTT
+AATACCATTAATATGTTTTTAGTTTGCATTGTAAACCTCGATATTTAAATTATTGCCAGGGATGTTTCAT
+TGACGGTAAGTGTAGTTGAGTAGAGCTAAGCTAACAATGCAGATTATATAGACTTCTTTGTATCAATAAA
+TGATACAATAAGGGTATGATCATCTTGATAGGTTAATGATGAATATTTCTTTTGAACAGCTAAAAAGTAT
+GGTTGTTTTTGCCCAAGTGATTGAGCAGGGTACGCTCAGTGGTGCTGCTAAACATATTGGACTCTCTCGT
+GCGGTGGTGAGTTACCATATAAAAAAACTTGAAGCTCAATTAGGTATAAAACTACTGAATCGCTCTACTC
+GCACTATTTCAGCGACTGAAGCAGGGCTTGAGTATTATCAATATTGCCGCGTTATCGCTGAGCAAGCATC
+AGCGGCTAATCGACAGATTGAAAATCTTAAACATGAACCGGTCGGTTTATTAAAGATTACCTGTCCAGTT
+AATGTTGGTTTGCAAACTATTGTTCCTGCACTTAATGAGTTTCGTACCATTTACCCTAAAATTGAACTTG
+ATGTCATGCTTACGGATGAAGTGGTAAATATTATCAAAGAAGGCATAGACCTAGCTATTCGTGGTGCTCC
+TTTAGCCGATTCAGGCCTACAAGCAGCAAAATTATCAACACTCAGCACTTGTCTTTGTGGCTCACCCGCA
+TATTTTGAAAAGTTTGGTTTTCCTAAACACCCAACGGAGCTGAATAAACATCAATGGGTGCTGTATAAGT
+TAACTGCGGGTTCGCTCGAGCTGACAAAAGGTAGTCGTTCTTTTAGCATTGAAATGAAAGGCACAATCAG
+CACAAATAATGCGGCAGCAAGAACCGCTTTTGTTGAAGGTGGCCACGGTCTAGGTCGTATTCCTGTTTAT
+GATGCAAAACCTAGAATCAAAGCAGGGCAGTTGCTTTCGGTACTTGATGATTACGATATGAGGGATATTC
+ATGTCTATGGGGTATTTCCTCCAGGGAATGCCGAGTCGAAGAAATTGCGGTTGTTGATAGATTTTTTAAA
+AGCATACTTCTTAAAGAATCAGTAAGCGGGCCAGCCTTTGGTTATCCACTTTGTTTGCTATTTCGTAAAT
+TAAATTAAGATCTTTCACCCATAGAACATTCAGTTAAATCTTGCTTGGCACTAAAGTACCATACAGAGCT
+ACGTGGCATTGCGCCATTATTGTCATACGACAAAACCTGAATATTGATACTATGTTACATAAATTAAAGC
+CACTCTTGTGGACGTTCTTATGCGGCCTTAGTTGTTCCGCAATTGCTACCTCTCATCCATTAGAAAACTT
+TCAGCCTTTAACTGATTTTGGTGATAACCCTGGCAACTTAGCGGCAAGTTACTTTCAACCGACCAAGCAA
+TCTAAATCCCTTGTGGTATTTCTACACGGATGCGTGCAGCAAGGTGAAACCTTAGCAAAACAAAGTGGCT
+TTGTTTCGCTTGCTAAACAACATAATTTCACTCTGTTACTACCACAGCAAAGTAAAAAAAATAATGTTAC
+CTCCTGTTTTAATTGGTTCTCAGAGCAAGATAGCGACAAGGATCAAGGGGAGGTGTTGTCGATCAAAAAT
+ATGATCCTCGCACTAAAGGCGCAGTCAGAATTTGACCATGTATTTATTGCAGGCCTTTCCGCTGGCGGTG
+CTATGACCAGTGCATTGTTAGTTCACTATCCTGAACTCTTCTCTGCTGGCGCTGTTATTGCGGGTTTACC
+TTATCCTTGTGCTAATAATTTGGCTAAAGCAATTTCTTGCATGAGAAATGGCCCTTCACAGTCATCAGTC
+GAACTAGCTAGCTTAGCAAAGCACGGTAATGAAGCCGTTAAACAATGGCCGAGGCTTATTGTCATCACGG
+GCAGTAAAGATAAAGTTGTCAATCCCAAAAATTCCCAGAGCTTAGCTTTGCAGTGGTCAAAGCTTTCAGA
+AACTGCATTGAAACCAAGTAAATCCTTACTCGCAGATTATCAGCAAACACTTTGGCAAAATAAAGAAGAG
+CCTGTGCAAGTTAAGTTGGTTGAAATTAATGAAATTGGTCACGGTTTAAGCGTTAATTCTAGTTACAAAA
+ATAGAGATGCGAGTGCGGACTTTTTATATGAATCTTCGTTTGATAGTGCTATGAATATCATCGAATTTTG
+GGGTGTAAAAGGTAAAAGTTGATAATATTCAGTAACTAACCTCTATGGTACTATAGTACAAATTAACTTT
+GTCTAGTTTTGTTATAGAGTTTAAACATCAGTAAAAACATCAAAAAAAATCTTAAAACAACTGATTCAAT
+AAAATTATAATAAGGCACTACTATGAAACGCTATAACAAAAAATTAAGTTACCTCGCTTTAGCTATTGCC
+AGCGCGTTAACCACTAACATTGCCCTTGCAGAAGAAGCAAATGAATCAACAAGCGCTCAAGATAACTCAG
+GTCTTGAACGTATTGAAGTTACCGCTCGTAAAACCGTAGAGACTCTGCAGAATGTTCCTGTCGCCGTTAC
+CTCTATTGGTGCAGAACAACTTGAACAGAACGGTATTAGCGTGATGACAGAAGTTCAGCAATTCTCACCA
+AATACTACCTTACAAAGTAGCCGTGGTACTAACTCAACATTGACCGCCTTTATCCGCGGTGTTGGTCAAG
+AGGATCCTTTATGGGGTTATGAACCGGGCGTTGGTATTTATGTTGATGACGTATATATTGCACGTCCACA
+AGGCGCTGTGCTTGATATTCTTGATGTTGAACGTATTGAAGTATTACGTGGTCCACAAGGTAGTTTATAC
+GGAAAAAACACCATAGGTGGCGCAATCAAATATGTCACCAAAAAAATGTCAGGAGATGCGGAGTTTGACA
+TAAAAGCAACTTTTGGTAATTACGCACGTCAAGATTATAAAGTGGCTGGTGCGGTGCCAGTAGTTGATGA
+CAAACTCTATGTTGGTTTTGCTTTAGCCAGCTTATCTCGTGATGGTTACGGTGAGTTTTTACAATCAGGC
+TTACCTGGGCAAGATTTAGAAAACTATAACAAGGATGTTTTTGCTGGTCGAGTAACGGTTGAATTTACCC
+CTACAGATGATTGGTTCTTCCGTTTTAATTACGATAATACCCAAGATGATTCCAACGCTAAAGGTGGTTA
+CCGTTTATTACCTAGTATAGTAACCGATGCGCCTATACCTGATAGTGTATATGATTCATATACAAGCTTA
+CCAACCAAAAATGTGGTTGAGAATGAAGGCTGGAGTTTAACCGCTGAATATTATATTAATGATTATTGGT
+CATTAAAATCAGTGACGGCAGCTCGTGAGAATTATTCTCCAACGAATATTGATTTTGATAATACTCCTTT
+ACAAATTTTTGATGTACCAGCTATTTATGATGATGAGCAATTCTCGCAAGAAATTCAGTTAAATTATAAT
+GGAGATAACTTATCATTTGTTTCTGGATTATATTATTTTGATGGCGAGTCATGCGGTCATTATGACGCCA
+TCATTTTTCAAAGTTTAACAGCAGAAAAAAGTGGTTGTAATAATAGCGAAAGTTATGCTGTTTATGCACA
+AGGTTCATATAATCTGACTGAAAAGTTATCGTTTACTTTAGGTGCTCGTTATACAGAAGAAGAAAAATAT
+GCGAATGTAAATGATGATCTCCGCTTTTCAATAGAATACCCAGAGTCAAACTGGATTCCTGGGTATACAC
+GTGGAGATTTACCAGTAACAGAAGTATTAAATGGCAACAAAACTTGGTCACGTTTCACACCTAAAGTGGG
+TGTCGAGTACCAAGTTGATGAAGATATGATGGTATTTGCTAGTTATTCACAAGGTTTCAAATCGGGTACC
+TTTAATCCTCGTGCATCAACTAATGAACCAGCAGTAAATCCAGAAATAGTTGATTCTGTTGAGCTTGGTA
+TAAAAAGTGAGTGGTTTAATCAATTACGTGTTAATGCAACAGTTTTTGCACTAGAACATAAAGACCGTCA
+ATACAAAAGTGTGGTACCAAATGAAGATCCTACCGTGTTAGATTCACGCTTAGGTAACATTGGTCAATCT
+GAAGCGATAGGTTTAGAGCTTGAAGTGGAATATGCTGCAACAGAGTCACTAAGCTTTAACTTTGCTTTGG
+GTTATATTGATAGTGAATTTACTGAAGTATTAAGCTGGAATGGTAATGGTTATGATGATATTTCTGATAT
+TTATACTGTAGCCAATACGCCAGATACTACAGCTAATTTTGGTGTCACTTACGATATTGAAACTTCTGTT
+GGTACTTTTGTTATAAATAGTAATTATTACTATCGTGACGATTATGCTTTGGTTGAACTTGATAATAGGT
+TGACTCAAGATGCTTATGGTTTACTTAACTTGGGTATAAATTGGTACAGTAATGAAGGTGATTGGACTGC
+CGCTCTACATTGGAAAAATATTACTGATGAAGAGTATATGGTGGGTGCTTATGACTTTACTGGCGGCCAA
+GATGAAGAGGGTAATTGGTTACCTGGCTTTGGTGGCGATACTACACTTATTGCTTATTATGGTGACCCAA
+CAACTATTTCATTAACTATTGGCTATCAGTTTTAAGTATTGGCTCGTTTAATGTAGGACAATACCAAGTA
+GTGAATTCAGAGTAAAAAGAGCTGGCACTTGTCAGCTCTTTTTTTCATACTGGATTAAGAATCATGTAGG
+AGCGTTAAATGTCACAAGCAAAAGTTATTATTGCCGATGATCATCCGTTATTTCGTACGGCACTTAAACA
+AGCAATTATCGAATGTATTGATGATGCCGGCACGTTAGAAGCCGACAACTTTAGTGAACTATTAATTGCT
+ATTGAAGCCACTCCGAGTCTAGAAATCGTTTTTCTCGATTTGCATATGCCAGGTAATGATGGTTTTACCG
+GACTTACTCAGCTGCAAAACCACTACCCCGATTTAGTGGTGATTATGGTGTCTTCTGATGATAATGATGA
+GACCATGCAAAAAGCGATTAACTTTGGTGCTGCAGCATTTATTCCTAAATCAGCCGACTTGACTACCATT
+GCTAGTGCCATTGATACAGTATTGATGGGTGATATTTGGTTACCTGAATTGATAGAAAAAAATGCAGGCC
+AACAAACCGCACTTGCTCATCAAAAACTCGCTAAACAGCTAGGACAATTAACGCCGCAACAGTACGTAGT
+GTTAACTCAAATTGCTGATGGTCAACTCAATAAGCAGATTGCTTATTATCTCAACATCAAAGAAACTACA
+GTGAAAAAACATGTTTCAGCTATTTTGGAAAAGTTGGAAGTGAATAATCGAACGTTAGCAGGGCTTGCTT
+ATCAGCAGCTGATGTTGTCGCCAACAGAGAATGTTAATAGCCCCATCTAAACTATTCTTAGTAGGCTGCC
+GGAACTAATTTTACGCAGTGAGCGTTATATTGTGTGATAAAAGGCCAAAAAAAGACCAAGCAAAGTGCTT
+GGTCTAATAAAATATCTCAGATCATATACCGTTAAAAGTTCACTTCATTGGTATTACCCGCTGAAACATT
+AACTGCTTGTGAGTTCCCTTCAGGCGATGGGATCACCAGTTGGTCATATTGAACATTATCATCGACCTCG
+GTATTACATCGAAGTGCTACGGTATAATCACCTTCAGGTACAAAACCAATGCTATAGTTGCCATCAACAG
+CAACCGTTGTTGCTGCTAAGGGCTCAATTGCAGTGGGTATTTCGCCAATAAAGCTTTCATCATTACTATC
+AAATAAATCCGCTAGCGTTGTTGGTGCTTCATCATATAAATAAACCATACAAGGCCCTAAATTGGTGTTT
+TCTGCTGAAACAGTACCTGTTATATCACCATATAAGCTAACAATACGAACACCATGAGGTTTAATGATAT
+AACCATTTTTTGCCGGATCATTACCACGTAACACTAACGATTTTGTCAGGTCAAACTCTATGGTGTAGGC
+AGGTTTATTATCTACTTGTACGGCATCGCTGTGCACTGTAAATTCACCAAGCTTTAAGCGTGAGCTAGGC
+ACTTTAATGTCATATTCTGTAGCATCATTGTCTAATATGACATAAGAGCCAGCATCAACAACCACTAACT
+CCATAGTATAAACACCAGTCGCTAAAGTGATGCCTTGGGCCTCATCAACAATTTTCATTTGCGCTATGCC
+AGTAAAATCGAGTAAATTTACTTGAATGGTATCTACAATATCGCCATCTTCGTTGGTAAATTCTTCTATC
+AATACTTCTTGTTTACCATTGTTATCATCAGTATTAGTGAGCTTAATGCTATCAATTTCAATAGCGACTA
+CCTCTGCTTCTTCTACTGGCGCATCACTCATACCTAATGAGAATTTAGCCTGTTCGAGCTCTTTATCTAG
+AACCAAGTCTTGCTTATCTGAGCCACCACAAGCGCTTAGCAACAAACTGGCTAATACAAGTGAGGTTAGG
+GGGATTTTATTTAACATAGTAGGGCCTACAAATTTTTTAGTAAAAACTAAGTGATAGAATTATTTGAAAC
+TTATTAGGAAAAGCCAAAAAATGGTTTCATAAAAGTAGAAATAAATTTAGGATATATGTCTAATAATATA
+TGAAAGCTGATGCGTTTACTATTTTATCATTTTATAACACGGTCGACGTTATCTGTCTGATCAAACGTTT
+TAACGCTAATGATTTAACGGGTTTTCGTAAAAATAGAAAATTTGCATCGCTGGTGTGTTGCCTAACTTGT
+TCAGAAGGATCGGCAGAGCAGATCACACAAGGGCTTTGCCAATGCTCTTTACGTAATAAATGGCTTACCA
+AATCAACGCCATTGGTATTATTATCGAGATGGTAATCAGCAATGATGAAGCGAGCGGGTTGTTGCATTTC
+AGTCACAATCTTAGTTAGCGATTCTTTATCTTTCGCGGTATAAACCAAACAGCCCCATTCAATCAATTGT
+GAAGATATAGCGGTTAACATCAACGCATCATTATCAATAACTAATACTGACATATCAGCAAAGTCTTCAT
+TGATAGTAACGGTATTTTTAATGTCATGGCTTGCTGTTTTATTCGGTATTTTGTTAGATAAGTTACCTGG
+TAGATTGACGGCTTTATGCTCAACTCTCGGTAGCTCAAGCATAAAGCATGTGCCTTTTCCTACGGTCGAT
+TTAAGTGATATTTTCAAATCGAGTAACGAAGCCATACGTTCGGCAATAGCTAAGCCTAATCCTAGACCTG
+GTATCTCACGATTTTGGTCTAATCGCTCAAACTCTTGAAAAATAGTCAGTTGTTTATCGACCGCTATCCC
+CGGGCCGTTATCCCAAACTTCAATACGGACAACGTCTTTTTTGTGGCGAACACCTAAAACTATTTTGTTG
+GTAATACCGGCTTTGTCACCGGTTTTATCACGGCAATAATGTACAGCGTTTGATAAAAAATTTTGTAGTA
+TTCTACGTAACATACGCTTATCGGAATTTACCCATGTTGAACTAGGTTGATAACTAAAGCTAATGTCATC
+TTGTTGGGCTAAAACGGTAAACTCATTCTTTAACGGTATTAATAACTCATCTAACGCAAAGTGGTTCTTC
+TCAATAATGTCTAAGTTATTATCAAGACGTGAGATTTCGACTAAATCGGAAAGTAGCGCTTCAACAACAT
+TCAATGAATCGTCAATATTATTAGCCAGTTGTGCTAATTCGTCATTTTCGACTTTCTTTTTCAGCATCGA
+AGTAAATAGTGACAACGCATTAAAGGGCTGCATTAAGTCATGGCTGGCGGCAGCTAAAAAACGTGTTTTA
+CTGCTGTTGGCTGCTTCAGCTTCTGCTTTAGCACGTCTCAGCTCTTGCGTTCTTTCTTCAACACGCCTTT
+CTAAACTTTCGTTAGCTTTTTGTAAGGCTTTTTCTGCTTCAATATGGGCGGTAATATCAGAAAAGGTGCT
+AACAAAACCGCCACCAGGCATTGATTGCCCCCTAATTTCTAATACCACGCCATTGGGCATAGAACGCTGA
+AAGTAATGGTTATGCCCCATACGCATATGCTCAATACGTCGGGTAATTAAATCTTCACCTTCGTCGTGCC
+TACTAGCGCTTTCTCCAGTACCTGTACCTGTAATTATGCCTTTGGCAATGTTATAGCGTAATAACTCTTC
+AATAGGCTTTCCTGCACAGACAAACCCTTCAGGATAATCAAGCAATTGAATATAGCGTTGATTCCAAGCA
+ACTAAGCGCATATCGGCGTCAATGACACTAATACCTTGTTCAATATTCTCTACCCCTGATTGTAATAACT
+CGCGGTTAAAGCGAAACATTTGGTTGGCTTCATCGACAATACTTACAACATCTTCTAGCGGCATATCCTG
+AGATGTTGAGGCTGCTTTCATTACCATGCGTGTTGAAGCTGAGCCTAGTACACCCGAAAGCTGTAGACGA
+GTGTATTCAATGTTACTTTCGTTTTTTTCACTGCTTTTAGCAAAGGTCATTAACGCTTCAGCAGCCGGTT
+TATCAATAAAGCGTACTAATAAACTGTATAAATCATCGAGGGATAAATTCCGTTCAAACTGATTTTGGCT
+TTTATTGACAAAATATTCGGCTTGTAATTTTTCACCGACACTGCGTTGGCTGATTAATGAGACAACAACG
+TAACAGATAACGTTGAGCAGCAAACTGTAAAAAACACCATGGCTAGTACTATCTAAAAAATCAACGCCAA
+AGAGGGCAGTAGGTTTTAACCAAGTCATTTGCCATAAGCCTGTTTCAATCCACTGGCTGTTGGGGATTAA
+TGCTGGTAATAACAGGGTATAGAGCCAGACGATACTGCCGACAACCAAGCCCGTTAATGCTGCCTTTGCA
+TTGGCTTTACGCCAGTACAAAGCACCAATGGTCGCTGGGGCAAATTGTGAGAGTAAAACAAATGATAATA
+AGCCGATGGTGGCAAGGTGATTTTGCTGAGCAATGATACGCTCGAAAATGAAGGCAAGAAGAAGAATTAT
+GGCGATAGAACCACGACGCAGGTTAAGCAATAGCCCAGACATTTGTTGTTTTTGTTTGGTATTAAACAAT
+CGAAACTTTAATACCAGTGGCGTTAATACTTCGGTTGATACCATGGTACTCAATACAATAGCGGCGACGA
+TTACCATGCTGGTTGCTGCAGCTAAGCCACCAATATAAACCGTAATGCCAAGCCAAGCTTGTTGGTAAAA
+AAGTGGGAGAGTTAACACATAAGTATCGGCATCGACACTGCCGCCGGGGAAGGTTAACTGCCCAGCAATT
+GCGATAGGTAAAATAAAAACATTAATAAGTAATAGGTATAAAGGAAACAGCCAACGGGCAGTTTTTAACT
+CTTGTTGATGGTGATTTTCAATCATCATCATATGAAACTGCTGAGGTAAGATAAATATAGTAATCGCCCC
+TAATACTGCTTGTGCTACTGCAAGATAAACAGAATTAGTGCCAGTAATTGAGCTGATATTTTCACCTTGG
+TTGATTAAGTCGGTAAAACCATCAAAAACATAGAAGGTGGCAAAAATACCTACTGCTGTTAAGGCAAACA
+ATTTAATAACAGAGCTAAAAGCGATGGCCAGTACTAACCCTTGATTTTGTTTATTGGCGGCTATTTGGCG
+CGTACCAAATAAAATACTGAAAAAGATAAGTACGATAGTCACCACAAAAGCAGTGCTGATACCCGACTGA
+TAAGTACCGGTTAATAGATCAAAACTGGTACTGATGGCGCGAAGTTGTAGCGCGATATAGGGGATAATAC
+CCGTTAGTGCAACAAGGGTAACCAGCGCAGCAACTTTAGGTGAACGGTCGTAGCGAAAGGCAATAAAATC
+AGCAATGGAAGTTAAATTTTGCTGCTTAACGATCAGGAGAATTTTGTGTAGCATTGGCCAAGCCAGCACT
+AAACAAAGAATAGAGCCGATATAAATTGGTGCGAGCCATGCCCCTGTGGTCGCTGCTTGTCCAACGGTGC
+CATAAAATGCCCATGAGCTACAGCTAACGCCCAGCGATAAACTATAAACCCAAGGTTTACAGCTCCAATT
+TTCAGATGCTTGATTTTGTCCCCAATGGGCAACAATAAAAAGTACTGCCAAATAAGCAATGGACAGTATC
+GTGATAAGCCAAGTATCGAGTGAAAGCCAAACTAACAAGAACTATCCTTTATGGTGTGATCTGTCTCAAA
+AATAATGTACCAAGCGATTAACTTATTTAAGTTAGCGATTAATATGAATATATATAGCACTATGGTCAGC
+ATAACACGGCCTATCTAACGGGGTAGTGAACTAAGGTAGTAGTTATTTGCTAACAGTCATACGCTAATCT
+AAAGGTAAATATTTACCTTGATTAGAAACTATCATATATGAAAATCAGTAACAAATACTTGGTTGAAGCC
+ATTGTTTTTATTAGTTATGTACTATTTGCTATGGCTTGGGTAGGCGGCACAGCAAGTATGGGGCAAATAA
+TGTCGGCTATGCACATAGATAGTTTAGCTTCTGCAAGCTTTATCAGTGGCGCGGTAACCTTGGCAAAAAT
+TGTTGGTACGTTCGCTGCTGCTTGGGTTGCGTTAAAGTTTGGCCTTAAGTATGCTTTTTTTATTGCTAGC
+TTGTTTATAGCCATTGGTTTATTAACGCCCTTTGCTCCTAACTATGAATTGTTATTGCTAAGTCGATTCC
+TGATGGGATTAGGTGGAGCGTTCATGATCGTCTACTTCAACCCTATTGTTATGCAATGGTTTCCAGTTAA
+TGAACGCCCTGTTATTAACGGTCTTAACGCGGTTGCTTTTAATATTGGTACGGGTGTCGTGTTATGGAAA
+ATGACCGCAATCAACCAATTCACTGGGGATTGGAAAATTAGTTTGATTAGCTTTTCAATTGCTAGTTTAT
+TGCTAAGTTTTGTTTGGCTATTGGTAAATTTTGAACCTGAGACTCAGGGACACGACCAAGAGAGTCAAAC
+CGTCGAAAATTACAGTTATATTGATGGTCTAAAGGATAAATTTATTTGGGCTTACGGCTTAACTTATTCG
+GGTTTATTGGCATTTTATATCTGTCTATTTACTTTTTACCCTAAAGCCGGCATTAGCCAGAGTAAGTGGG
+TGATAGGTTTTGGTATTGTTGGTACATTAGCGGGCATTATTTACAGTAAAAAAATGCCACTTCGTTTACC
+TGTTATTCGATGGTCTGGTGCTATGATGGTGCTGACTATTATTGGGGTATCTTTTAGTAGCAGTGTTTGG
+TTACAAACTCTATCTGCCATTGTATTAGGATTTTTTATTTTCTTCCCTATCACTGCGCTGGTTTCTATTC
+CACATGAGTTACCTAAAATGACAGGGCAACGTATTACCGTAGTATTTAGTTTTTTCTATTCAATCAGCTA
+CTTACTTTCTACTGTTATCTTATGGCTATTTGGTAAATTAGTGGATATGAATCAAGGTGATTATACCGCT
+TCATTTATTCTCATTTCATTAATAAGTAGTACCTTTTTTATTGGCAGTTTTTTCTTGCCTGAAACGGGTA
+AGGTTAAAGAATTAACAATTAAGGATAAATTATGCGCGGAATAATATCCCCCAAGTTAGTACCACTTCTT
+GAGCAAGCAAATATTGCCATTGCTGCGGCCAAAGCAACCGGGCAGGGCTTTAGTGCTGAATTAGTTAGAC
+AGGGCTTAGATAATTTATCGGCGTTAATGGGGGCAGGGCCAAATATAGCGATAGTAAAAGATTCTTTTTT
+AGCGACCTCTAGCCATAATATTCCAGTTCGTATTTATAATCCTGCGCCTAATGATATGTTGCCAGTATTA
+CTACATTTTCATGGCGGCGGACATATGTGTGGCAGTGCCGATTTATATGATCCCATCAGTCGTAAACTCG
+CGCTTGCTACTCAGGCTATTGTCATTTGTGTTGATTATCGATTAGCACCTGAATACCCATATCCAGCAGG
+CTTGGATGATTGTCAGCAAGTACTTGAACGCTATCAAAGCCTTCTGACAGAAATGAAGTATAGTGATGAA
+CTCTATATTGCTGGTGATAGTGCTGGTGGAGCCATCTGTACTAGTTTAGTAATGAATAACTTAATTAATG
+AAAAGACCAGTAATTCGATAAAAATTGATAAGCAAATTTTGGTTTATCCGAGTGTGGATTACACCATGGC
+GAGTGCTTCTATTGATGAAAATGGTCAAGGTTTCTTATTAGAAAAAGATAAAATGCATTGGTACTTTCAG
+CAGTACTTCCAAGTAAGCAGTTTAGAGCAAGATGAAATCACGCAAGCTAAAATAGTGAAAGCATCACCAT
+TACTTGGTAAGTTTTCAGCGAATATGCCAACAACTTTGGTCATTACTGCTGGATGCGACCCGCTAAGAGA
+TGAAGGTGTCGCTTATGCTAAATCGTTGGATGAGGTCGGCGTAAATGTTGAACACCATTCTTTTGATGGT
+ATGACTCACGCCTATATGTTGCTAAATGATTTAGTTAGCGATGAATGCCAACAAACTTATCAGCTCATTG
+GACAATTTGTTAAAGCAGGTATTAATGACCAATAATTTTACCTTGCTGTTAGTTCGCTTTACCTAGTTTA
+GTAGGCTCGATTTTTATTCTTAAATATAACTCAGCCTTCACTTATAGAGCAACAGTTCATTCAATCTCTA
+AAACTAGGGATGATAAACCTCGTTATTGAGGCTTTTGACCGAGGGGAATAATACCGTCTTGAATAACAGT
+TAACTTGGGCATAAAGGGAATGTCGATATCTAATTTGGCCTTCAATTGGTAACTGATATCTTGTCCTTTA
+CTATTCATAAGCGCTCTAATCACCTTGAAGCCTCCCATTAAGCTGGTTGAAACAGGAACTACAAAGCGTG
+ACTCTCCGTATGCTGTTGCAGTGGGGATATTCGCGGCAACACCATGTGCTAATGCCTCTCCTGCCACGCT
+TAGTTGATAGCTAATACCATTGAACGGCAATTCAAAATCATTAGGATTGGTTAATTTCAAACCTATTTCA
+AAATTTTGTTCGAAGCCATTAGCTGGCAAAGCCTTAAAAGAAACTAACTCGATAGTGGGCTCTTCGTAGT
+CTAGATTCATGGTGGCGCAGCCAGACAGAAAAAGTAGTGCAGCCACGAAAAATATACGTATGGGCAGTGT
+TCTAGCTAAAGTCATTTTTTATCCTTGAGAGTGATTTCTTTCAACTTATATTAAAAGGGTAATGGTTGGT
+ACATTTTTCTCGTTATGATTAGATTATTCTCTACACAGCCAACTACTGATATTACTGAGACTTATCACTA
+ATATGACATAAATTATTAATTATAAAATATCTGGCAAAAAATTTAAATTAATTATCTGCTTAGCGAATAA
+AGTAGTCCTTGGGGGAGAACTTGAATCTCAGATTAATGTTTGTTTAAAAAATATAGAGAACACTAGTTAT
+GCTCTCTATTTATCAGTGACAACAAATTAACTTCTATAATTAATTGCAGTGAAGGGCAATGAAACAGGTA
+TTTTAAAAAGGCTTGTTATTGAGCGGTCCAAGCGCCATCCATAGGCAATGACGAACCGGTAATGCTGCGG
+GCACTATCACTGCAAAGAAAGAGGATGAACTCACCAATTTGACGAGGCGCCATCATATCAGGTACAGGCT
+GTTTGGCGGTAATAAGTTGGTATTTTGCTTGCTCAAAGCTGGTACTTTCTTTATTGGCAATTTCAGTGAT
+TTGATCATTGATAAGTGGCGTATCTACCCAGCCTGGACAAATAGCATTGGCAGTAATGCCATGTTCTGCG
+CACTCAAGAGCAACGACTTTGGTCAGGCCAACAATGCCATGTTTTGCTGCACAATATGCGACTTTATTTT
+TAGAGGCAACAAGGCCATGAACAGAAGCAATATTAACAATTCTGCCCCATGAGTTGGCTTTCATACCACT
+TAAAGCGTGCTGAGTCGTATGAAAGGCAGCGGTTAAATTAATGGCAATGATGGCATTCCATTTACTCTCT
+GGAAAAGTATCCACTGCTTCTGTATGTTGAATACCTGCATTGTTGATCAAGATATCAATCGAGCCCATCG
+TTTTTGTGGCTTTATCCATAAAAACGCTGATGGCACTTGTGTCCATTAAGTTAGCATTATCGAATAAGGT
+TTTTATTTGATATTTTTCAGAAAACTCCTGCGCTAGGTTAGCGCCTTCATCATCGCTCATCAAACCATGT
+AAGACTAAATTAATACCTTGCTCAGCCAATACGTGAGCACTGGCTAAGCCAATACCACTTGTTGAACCAG
+TAATAAGTGCTGTTTTACCTTTCAATGTTGTGCTTTGTAATGGAGTACTTTCTAACATATTGTTTCCTTT
+TTATTATCAGTAAAGAAGAACAGCATATCTTTTGAGGTAATATCGTCCATGCTGCATTCGGAAATTGAGT
+TGAATCTAACGGATTAATTACCTTAGCTGAATTGAAGGAGAGTTGAGTTACTACCTTAGTGCCATTCAAG
+AAAAATAAGGATGACAGTGGATCGATTTACTTACTTGAGGGTTTTTGCAACGTTATAAATGGATGGTGGT
+AAAGCTGTTGATAATGAGGTGCCTTACTTTATTTAAAGAGGGGGAAAGTTACACTTAATTGAACGTGCTC
+CAGAAGTTTCAGTAGAAGAGATTATAAAACTAACCCAGAGGGGGAACTTGTGGTTAACGGAGATATATTT
+ATAAGGTGCTTTGTTGATAGACTTTCATTGCGATAAATTTACTTTAATTAATGCTGAAAAAGTCAAAATC
+ATTAAGTATTTTAACTGCTTAAGTATAATTTAGCTGAGTAAAAGGCGAGTAACTATTCGCCTTTTACTGT
+CTGGTCTTTAGATAAATTAGCTGAGTGTTATTGGCGGCACTTAATTGCAGGGTTAACATTGATAATACCT
+GCTTCGTTGATCGTGGCAATTTTGCCATCCTGTTTTAGTATCGCTAACCTAGCATCACCGATTGAGCGCA
+CATAGGTAAGTAGGTAACCAAACTGGCCTAGGGTACATACGGCATATTGCTGGCTTAAGTTAAGTTTGTC
+CCACATAGCGTCTTTATCATGATCTTGTTGTCTGCTATCAGTCATGAAAGCATTAGCAGGGGTAAAGTTA
+CTGTGCTGTCTTAAAGTATTTAACATAATATCTGTCTCACTCTTTAGTTAGTGATGAGATATTAGCTAAG
+TCTTACTAGGAATGTTGTAGGCAATTGTTAGCTTGTTGTTACTATTTGTATGGTTACTATTTGAACAGTA
+ATAAAAGCGTTTAAAGAAAGTTGGTACTTCTTTGAATATTCGAGCGAGAAGTTCTTAGCGGCGATGCTAT
+TTTGAGTTTTTTTCTGCTTCTGCTTCCGTTTGTTGCTCTTTGATTTTAGCTTCTTTAATACGCCATTTTT
+GTAATTCGGCGTAATAGTGATCCCAAACACAAGGATTACAGGCACCACCACCACAACAATCATCATCTGC
+TGGAGCCATTGGTTTTTCATGGGAATTCGACATATAATTTTTAACTCAAAATAAGTGGAGTATTTACTAA
+TTTTTATGATGCTAGAATAACAAAAAGCTCTGCAATTGCAGAGCTTTTATTTATTCAGAATTGTGTATTA
+GCTAGCCAAGTTCAGCTAACTTTTGCTCTAAATAATGAATGTTAGCGCCGCCATTAACAAAACCTTGATC
+ATTTAAAATGTCTTGATGCAAAGTAATGTTAGTTTTGATGCCATCAATCACTAACTCTGATAAAGCATTA
+CGCATACGTGCAATCGCTACATCACGGTTATCACCCCAAGTAATTAATTTACCAATCATAGAGTCATAAT
+GTGGAGGTACAGAGTAATCAGCATAAATATGAGAATCCCAACGTACGCCTAAACCACCTGGTGGGTGGAA
+ACGCGTAATTTTACCCGGTGAAGGGATAAAGGTACGAGGATCTTCCGCATTAATACGACATTCAATAGAG
+TGACCTGAAACCTTGATGTCATCTTGGGTATAAGATAACGGTTGACCAGCAGCAACACGAAGTTGTTCTT
+TGATCAAATCAACACCAGTGATCATTTCAGTTACTGGATGTTCAACCTGAATACGTGTATTCATTTCAAT
+GAAATAGAATTCACCATTTTCATACAAAAATTCAAAGGTACCAGCACCGCGATAGTTAATGTCAACACAA
+GCTTTACAACAACGCTCACCAATTTTAGCGCGCATTTCAGGCGTAATACCAGGTGCAGGAGCTTCTTCTA
+CTACTTTTTGATGACGACGTTGCATTGAACAATCACGTTCACCTAAGTGAATTGCAGCGCCTTTGCCGTC
+AGCCATTATTTGAATTTCAACATGACGTGGATTTTCAAGGAATTTTTCCATGTAAACCATATCATTTTTG
+AAAATTGTGCCGGCTTCTTTTTTGGTTAAAGCAATTGACTCAACTAATTCAGCTTCGCTACGGACAACGC
+GCATGCCACGACCACCACCGCCACCAGCAGCTTTAACGATAATAGGGTAACCAATACGTTTAGCATGGGC
+TTTGTTTGCTTCTTCATCGTCATCCAATGGGCCATCAGAACCTGGTACGCAAGGTACACCTGCAACTTTC
+ATTGCTTTGATAGCTTGAACTTTATCACCCATAATACGGATGCTTTCTGCTTTTGGACCGATAAAGGCAA
+AACCAGAGTTTTCAACTTGCTCAGCAAAATCAGCATTTTCTGCTAAAAATCCATAACCTGGATGAATCGC
+TACAGCATTAGTTAATTCTGCTGCCGTTATGATTGCAGGAATATTAAGGTAGCTATCTGGCGCTGGTGCT
+TTACCAATACAAATGGTTTCATCAGCTAATAATACGTGTTTAAGATTTTTGTCAGCAGTTGAGTGAACCG
+CTACAGTTTTAATACCTAACTCTTTACAAGCACGTAATATTCTTAAGGCAATTTCGCCACGGTTGGCGAT
+AACAACTTTATCTAACATGGAATAACCCTTCTGGTTAGGCTTATTCAATGATGAATAGCGGTTGGTCAAA
+TTCAATGGCGTCTTCATTTTGTGCTAAAATTTCTTTAATAACGCCAGACTTATCAGCTTCAATTTGGTTC
+ATCATTTTCATTGCTTCAACAATACAAAGAGTATCGCCAGCATTTACATGCTTGCCAACTTCAGCAAATG
+CTGGAGAGTCAGGTGAAGCAGAAGCATAGTAAGTACCAACCATTGGAGAACGAACTATATGGCCAGTAAC
+TACTGGAGCAGCGGCCACAACAGGAGCTGCTGCAACTGGTGCTGCTAAAGGAGCTGCCATAGGGGCTGCT
+TGCATCATAGGAGCAGCTTGCATAGCGACAGCACCACGGCTGATTCGTACTGATTCTTCACCTTCAGAGA
+TCTCTAATTCGTTGATACCAGACTCTTCAACAAGTTCGATAAGTTTTTTGATTTTACGAATATCCATTGG
+GACACCTTAATTTGAGTGACTAAAAATAATATATTTTAAATATAAGTTAATGATTGGTCATTAACTGTTA
+CGGTTTGTTATTAGTTCTTATTTATCTACTTGTGCTTTATTTAGGTATGTATAAGCAGCGTCTAGGGCAA
+AGCTATAACCTTGCGCACCAAAACCGCAAATCACACCTGTGGCAATATCAGATAGATAAGAATGTTTTCT
+GAAAGCTTCACGAGCATGCACATTTGATAAATGTACTTCGATAAAAGGTATGGCAACAGAAAGTAAGGCA
+TCTCTTATCGCAACACTAGTATGTGTGAAAGCGGCAGGGTTGATGATAATAAAATCTACTTGTTGATAGC
+CATTATGAATAGCATCGACCAATTCATGCTCAGCATTTGATTGCAGGTGTTTTAACACAATATTTTTTTG
+ATCAGCTTGCAAGCCTAGATCAGCTATAATCTCGGATAGGCCTTGATTGCCATATATAGTAGGCTCTCGC
+TTACCAAGCATATTCAAGTTTGGGCCATTTAACACTAAAACAGTAAACTTTGCGGTCATCTTCTGTTAAA
+ACACCATTAAAAATTAATTTCCCTAATAATTACACAAAATGACGTCGCTGTGAATAAAAAAAAGCATCAT
+TTCTCTATTTTTTTTGTTATTGGCGATAATAGTGATGTTTTCGAAGAATATAGCAGCAAAGTACTGGTCA
+AACCTCTTTTAGGTGCATGTAAATGTTGATTTTTTGTTTATTTGAGCTATTATTATCAAGTTATTTTTAT
+TATTACATTGATTTTAAATAGTTTTTTACATTTATTCGGTTTCATTGTAAGGGATCCCTTATTAAATATT
+ATTCACTCGTTATTGTTCTCATCTTTGCCTGTCTTGTATCTTCACAAGCTGTAGCCATTGAGATAGTAAC
+TCATCCGCAAGTTACTGAAATTAGCTTAACCAAGTCACAACTACGGCGTATCTATACGATGCGTCAATTG
+CGTTGGAGTGATAATAGTGCAATTAATGTCTTTGTATTACCGAGTCAGCACGAACTCCATCAACGATTTG
+CTAAAGAACGGTTACAAATATTTCCTTATCAACTTAATCGGATTTGGCATAAGTTAACTTACTCGGGGTT
+AGGTGTCGCACCAACAATAGTGGCTTCTGAAAAAGAGCTTATTCAAGCGGTTACTAAAACACCCGGTGCA
+ATTGGTTATATAGATGACGATACGTTAAAAAAGTTAAAGCAAAATGAAAGTACTAACAGGATAGAAGCCC
+CTGATATGGAAGCAGGTCAGCAGGCTAGTGGTAAAGGAGTAGTAAATGTTATCAAAATTAAAGACTAATG
+CTGCAGTGGAAATGTCTAACAGAGTTAATAATTTGTATTGTTTTAAACGGTTTATTTCCAGAGCAGTCAT
+GCTTGCGTTAATCTTTACTGGTTATTACGCAGGAGCTACCCAAGCTGAAGAAAATGAAACTTATTCTAAT
+TCGCAAGATTTTCAATTACATGGTTTTATCTCACAAGGATTGATTGATGTTGATGGTAGTGATTTTGTAA
+ATGATGATGGTGATTTGTCTGCAGAATTAACTGAAATCGGCCTTAATGCATCTTATCAATTATCGGATAA
+GTTTCGCCTTGCAGGGCAAGTGGTTTACTTAGATGGTGGGAATCGCTACTCAGAAGGTGCAAGAATTGAT
+TATGCATTAGTTGACTGGTCGGCGTTTACCAGTGAACATTGGCAAGCCAATGTGTATTTTGGGCGTTTTA
+AAAACAATCATTGGCTCTACTCTAGTTCTAGAGATATTCCTTTTGCTAGACCCAGTATTATTTTACCGCA
+ATCAGTATATTTTGATGGTTTTAGAGATATTGCGGTAGGCAGTGATGGCATTGCAACTAAAGTTAGTTAT
+AGTACTGATGACTATGGTAATTTCGATTGGCAATTAAGTTATGGTAAATCACCTATTTCAGATGAGCAGA
+CAAAAAATATTTTAAGTGAGTTTGCTCAAGGAAGTGCGAAGCAGAATCATGATGCTCAAACAAGCTTGTA
+TTGGCAACCCGCATTTTCACCCTGGCGTTTTGGTATTTCATTACTTAATGCCGAATTTACTTATGATCAA
+GGGCATCCAGAAAGTGGTGATGTATTTTATGATAGTGATTTTACCTTTCAATATTATACTATGAATGCTC
+TGTATGAAGGTGAAAACTGGGAATTTAGCGGTGAAATATATCAACAACGATTCATTATTGATGGCTTTTA
+TTATCCAGGATTTCAACGTGATAGTATTGGGCAAGGTTTCTACTTACAGACGCGTTATAAATTAACGAAA
+AAAGTAACGCTTTTAGCACGCTATGAAGATTTTTATTCAGATAAAGATGATAAAGATGGTAAAAAGCTGG
+AACAAGCTACAGGTGGCGCAGTTCCTTATTATTTCGGTTTTCATAAAGATATTACTTTAGGGCTAAATTA
+CGATATTACCAGTGATTTTAGTGCTCGCATGGAATATCATTGGGTAAATGGCGCAGGTAAATTGACACCT
+GTAGTTGTGCCTAATACTCAAATTAACGACTCCGAAGATTGGCAAATGTGGGCTATTCAGTTGATGTATT
+GGTTTTAAAAGTAGTGTTATGAATATAAAATTTGTTGGTGTACCAACCAAGCTTTTGGTACTAATAGTCT
+CAACCTTACTGCTTTTAGCGGTAGGGTTTTCTTCGTTATCCTATTGGCGTTTACAAGCCGATTATCAAGA
+ATTTCAGCAAAATAATATTGTCCAAGGTCAAGTGCAAGTTAATCTGCACAATAGTATTTTGCGCACCAAA
+ATTACCGTTTGGTTAGAGTCCTTCACCGACTTGATTCAATTATCACAGCAAGATGATTTTTCTAACCTAG
+CCTTGCAGTTAGAGAAGCAATATGACGCTCTACAGTTACACCTTAACGTTGAAGATATCTGGTTAGTTGA
+TGAGAAACAAAATATTTTATTTGCTACCAATGACTTCCCAGCAGTAGTGCAAGATAACATTGCACAAGTC
+TTTAGATTACAAGAACCAGAACATCGAATATATTGCCCACAAAGCTGTCAATTGTTATTGAGTTTACCTT
+TACTCAATAAGCAAGGTGATATGGTGGTTGTTACCATGAGTACTTCATTGGTTGATATGCTGTTTGCTTT
+GAAAACCACTTTAGATAGAGATGTTGCTGTAATTCGGATACCCGCTAATGGTGAAATTAACTCGTCCTCA
+GCTAAAGTGATTTCGGCATCTAATATGCGACTAACAGAGTCCTTATTAGCGATGAATAAACCTGATTCAG
+CACTTAATCAAGTATTAGCGCAGGGGTTACACTTAGATTTAGAAAAAAATAGCTACCTGATAAACCTATT
+AACTTTATCAGAGCAAGACAAACAAGGTTTTTATCTCGCTTTAATTGATGATGTGACAGCTTATAAAGCA
+AAGAATGATGCATACCAAAAGCGCTTTATATTATCTTTGAGTCTTATTTTTAGTTTACTAGCGGCATTTG
+TTTACTTTATTTCTAGTCCCTTTACTAAACGATTATTGCTGTTATCTAATGCGCTTCCGTTATTAGCACA
+GAAAAAGTTTGATCAGTTTAGACAAGTTGACCTAAAAAGACCTCGAATGTTTGCGGATGAATTAGATGTA
+TTAGCTCATTCATCTGAAGAGCTGAGCTTTGAATTAGAACAACTCAACTTAGTGGTAGAGCAAAAAACTA
+AAGAGTTAGAAAATATAGCGATGTATGATTTGCTAACGGGTTTGCCTAATCGTAATATGCTTAATTATCA
+ATTGCGTAAGTCATTAGCAAATATTGCTCGCCATAAAAGTGGTGTTGCTGTGCTGTTTCTCGATTTAGAT
+GACTTTAAAAAGGTTAATGACAGTAATGGTCATAATATTGGTGATAAGTTACTTATTCAAGCTGCTGAGC
+GTGTGCGGGTTAGTGTTGGTGAACTAGATTTAGCGAGTCGTTTTGGCGGTGATGAATTTGTTATTGTGCT
+TAGCCACCTTAACAGTGTCGATGATGCTATTGAAGTAGCGGAGAAGGTACTGTTACAGTTTAAAGAGTCG
+ATAAAACTTGGCTCTAATATATTTTATGTTTCAACGAGTATTGGTATTGCTTATACAGAATCAGCGACAG
+AAAAGTCGGATGATTTGATCAGCCATGCTGATATCGCCATGTATGAAGCAAAAGATAATGGCGGTGGTCA
+GTATCACATCTATCACCAAGAAATGTTTCAACGTGTCGCTCATAGGGTGATGCTTGAAGGTGAAGTCAGA
+CAAGCGTTAGCTAAACAGCAGTTTAGTCTAAGTCTACAACCGCAGATATGTGCAAAAACTAAAAAGCTAT
+ATGGTTTTGAAGCACTATTACGCTGGCAACACCCTGAACGCGGAATGATCTCGCCAGAGGACTTTATTCC
+TATTTTAGAAAACTCTCAACATATGATCGAATTAGGTTATTGGATTATTCGCCGATGCTTTGAGTTAGTA
+ATAAGTATCAAAGAATACGGCCTAGAAAACATACGTATTGCGATTAATTTATCTGCGGGACAGTTTATGG
+ATGCTAATTTACCGCATTTCCTAAATGATTTATTGGTCGAATTCTCATTAACAGCGAAAAATTTTGAACT
+AGAGCTTACTGAGCAAACGTTAGTGAAAGATATGGATCATACCATTGCGATGATGGAGTCCTTGAAAGTT
+ATTGGCTTTAGTTTTGCTATTGATGATTTTGGTACGGGTTATTCATCGTTAGCGTATTTAAAGAAAATGC
+CTGTTGATGTTATTAAAATAGATAAGAGTTTTATTTTTGGCATGTTAGAAAATCATTCTGACTTTCAAAT
+TATTACTTCGACTATCGCAATGGTTAAAAACTTAGGTTTGACGGTAGTAGCAGAAGGGGTAGAAACACAA
+GCGCAATTACGTAGCTTAACTGAAAATGATTGCGATATTATTCAAGGCTATTATTATTCTAAGCCTATTC
+CAGAAAAAGACTTGTTTACTATGCTAGACAAGCAAACAACAAAAGGCTATTGGAAAGTAGCCAAGAAAAT
+TGAGCCAGATTTATCAACAGGTAAGTCTGCTTGAGTTAGGTTTTCTTAAGTAACACCATTTTAATTAAGT
+TTGTGATCTCGTTATGCGTAGTGATAATCAATCAATGCGCTCAATTGGCTAATAGATAGCTATTGGGATT
+GAGTGTAACGCGGTCTTGGAATGTTTTAATCCACATCAGTGGGCAGTGGTTTAATCCACATCAGTGGGCA
+GTGGTTTAATCAGAATAGTATAAAGCCAGCCTAAGTTGAGGCTGGCTTTATTTAAGTGAATATACTTTTC
+AATTATTAACGTGACTATTTAAATATAGACTTCACGTGGGCACTGAACTCAGCAGCTTTCATAAAACCTG
+TGGTACGTTGCTTAGTTAATTCATTTCCTTGTAAATCAAAGAACAGAATAGAGGGGAGACCCAATATAGT
+ATAGTGCTGAACAAGTTCGGCATTATCAGTTGAGTCAAACTCTGTCATGTCAATTTGCAACCACACACTA
+TTACTCAATGCCTTTTGTACGTCAGCATCTACGAACGTATATTTTTCAAATTCTTTACAGGCAATACACC
+AGTCAGCGTATAAGTCTACCATCACTGTTTTGCCCTGCATGTTGGCCTTTTTTACTTCATCTTCTAATTG
+CGCTAAAGACGTTACTTGCTTAAAACTAGCATGCTGCGCATTATTGGTAACATTATTACTGCTTGGATAA
+ATTAACTGGTAAGCAAGGTTAGCGCCAAAAAACAGCATCAAAAATATGACCAGTGAACGTAAGCCATACC
+AAAAACCCTTTCCTTGTTGAACATTTTGCGCTGCTGCGTGATTTTGATTAGCAACATAGAAGTAGCTCGC
+ACTGACTAATATCAATAATGCCCATAACGCTTGGCTAGCAACTTCTGGGATAAATCGTTCTAATAAAAAT
+ACTGGTACAGCAAGTAATAATAGGCCGAAAATATTTTTGATGATATTCATCCAAGCACCAGCTTTAGGCA
+GTAACTTACCACCAGAACTACCTAAAATAAGTAAAGGTAATCCCATACCTAAACTTAATGCATATAATGC
+AGAAGCACCTAAGACGACATCGCCTGTTTGAGATATGTAAAGCAGTGCGCCTGTGAGTGGCGCCGTGGTA
+CAAGGAGAAGCGACTAAGCCTGAAATAACACCCATCATTAATACGCCAGTAATGGAGCCACCTTTTTGCT
+TGTTACTTACATTGTTTAGTTTATTCTGCCAGCTTGCCGGTAACGCTAAGTTAAAGACACCAAACATTGA
+TAGCGCTAAAAAGATGAATAAAATACTCAAACCAATTAATACTATTGGGTGTTGAAAAACGGCTTGGAAC
+TTAGCGCCTGCCATTGCAACAACCACGCCTAAAAGGGTGTAAGTTATTGCCATGCCTTGTACGTAGAAAA
+AAGATAAGGTAAATGCTTTTTTAGTCGTTAACCCTTCTCCTTGACCAACAATAATACCCGTTAAAATAGG
+GTACATAGGGAAAACGCAGGGTGTAAATGATAATAATAGACCGCCAACAAAAAAGGCAATGAGTGTTAAT
+AACAGGCTATCTTGCTTGAGCATATCAGATAACTGATGCTGCTCACTTTTTTTAACTTCGCCTTCGTTTG
+TCTGTTGGGCGGCATCGGAACTTGGTGCTGATGTACTTTCACCTAGAATAAATTTGCTTAACTTAATTAC
+CTTACTTGTTGGTGGGTAACATAGACCTTTTTCAGCACAACCCTGATAAGTGATTTTGATACTGGCATCA
+TTTGATACGTTTTCAAGATTTACGGTGAATGCTAGGTTTTCAGTAAATATCTTTTGAACACCAAAAAATT
+CATCTTCGTGGTCTATGCCATCAGGTAATAAAACGGAAGTAAATTGAGTGTTTTTACCCTTAAATTTAAA
+CTGATGACGGTAAAGATAATACTCAGGAGCAATATCGAAACTAACTTCCAGCAAGTTATTTTTCTGATAA
+AAATTAAAAGCGAATGCTTGATCAACTTTTAAAAATTCATCATCATTACTAAATAAACTGCTATTAGAAA
+CATCAAAAATAGATTGCTTTTCTTGTGCAGCAGCAGGGTTAAGAGTAAAAGCTGCTAACATCAGAAAGCA
+AAGAGATAGTAAGTTTTTCATTAAGTCTACTTCAAAGAGTTAGTGATCCAGTTTAAATAATGTTTATCAC
+CTTGCTGGATATTCAAGGCAATAACTTCCACCACGTCATATGGGTGTAATTGATTAATTCGATCACTTAA
+GGTGGCGAATTTATTTTCATCAGTTTTTATCAATAATTGTACTTCATTGTCGCAATGTAACTCCTCTTGC
+CAACAATAAATAGAGGTAATGTTTGGCACTATATTAACGCAGGCGGCAAGTTTCTCTGTAACCAAGTGCT
+GAGCAATTTTTTTAGCTACTATTTCATCGGGACAGGTTGTTAATACTAATTGATACAAAATTGTTACCTA
+TAACTGTATTCCTATTGATAGTATACCTTGAGTATTAAGGAAAACTTAGGCTTCTATCAACTGCCCTTGA
+AAAAGACCTGTTTAGCCCAATATAAGTTTCATAGAAAATAAGGAATCATTATGTTTCAACTATTATTTGT
+ACTTTTTATCATTATCCCTATCATCGAAATAACGGTGATTATGCAAGTGGGTGCTTTACTTGGATTGTGG
+CCAACAATCGCTATTGTTATTTTAAGTGCTTGGTTAGGCGCAAAATATGTACGTCAGCAAGGTTTGGCTA
+CGTTACAGTCGGTGCAAACAAAAATGGCACAAGGTGAAATGCCATCAGGGGAAATAGTCACGGGTTTAAT
+GTTATTAGTGGCTGGTGTTTTATTAGTAACTCCTGGCTTTGTTACCGATATTTTTGGTTTGTTGTTATTG
+GTGCCTAGTGTGCGTGCGGCAATTGCTACTCAAGTACAAAAACATATTAAGGTTAACCAACTTGGTGGAG
+GCGCCTCTTTTCATCACAGCACTACTGGCAATGTCTATCAGCATGAAGAGTCAGCTGAACCTTTTACTTC
+ATCAAAAGCTTCATCAAATGAACCTATTTCACATCACCAAGGCGATACCTTGGAAGGTGAATTCAAACGT
+AAAGATTAGTTGTGATTAAGTTTTTTTAGTTTAGGGCTTGTGAAGATTTATTTTATCCCCATTTCTATTA
+TCAACTATATAGTTGTTAATTATGACTAGTAACCTTACAAAATAATTGAGTTATCTCAGGAGAGAATTAA
+TGAGCATTCGTCCACTACATGATCGTGTAATTGTTAAACGTAAAAAAGTTGAATCAAAATCAGCTGGCGG
+TATTGTATTAACAGGCAGCGCAGCGGAAAAATCAACACGTGGTGAAGTTATTGCTGTAGGTAATGGCCGT
+ATCTTAGAAAATGGTGAAGTACGCCCATTAGACGTAAAAGTTGGCGATCAAGTTATCTTTAGTGAAGGTT
+ACGGCGTTAAAACTGAAAAAATTGATGGCGAAGAAGTCTTAATTCTTTCAGAGTCAGATATTTTAGCGAT
+CGTTGAGTAGTCACAGAAATTTTAAAGTCGCCTCTTCATCTTAAGGGTGACATCAGAAGTACTCACTTAC
+TATCGTAAGCTCCGTGCTTCTTCTTTGCACTTAAGCGAATTAGCATAATTAAAATGCTGCTTGAGTGTTT
+AGATTCAAATTAATTATTTATAAATAAACAAAATTACAGGAATAAATAACATGGCTGCAAAAGACGTATT
+ATTTGGAAATGACGCACGAACTAAAATGTTACGTGGCGTAAATGTATTAGCTGACGCGGTAAAAGTAACA
+TTGGGACCAAAAGGTCGTAACGTAGTTATTGATAAATCTTTTGGTGGTCCAACAATCACTAAAGATGGTG
+TTACCGTAGCTAAAGAAATCGAATTAGATGATAAATTCGAAAATATGGGCGCGCAAATGGTGAAAGAAGT
+TGCTTCTAAAGCCAATGATGAAGCCGGTGATGGAACAACTACTGCGACTGTTTTAGCACAAGCTATAGTT
+AACGAAGGTTTAAAATCTATCGCTGCGGGCATGAACCCAATGGATCTTAAACGTGGTATCGACAAAGCCG
+TTATTGCTGCTGTTGCGGCATTAAAAGATGCATCAACACCAGTTACTGATAATAAAGCAATTGAGCAAGT
+AGGTACTATCTCTGCAAACTCAGATGAAACCGTTGGTCAAATCATTGCGACAGCAATGGACAAAGTAGGC
+GCTGAAGGCGTAATTACTGTTGAAGAAGGTCAAGCATTAACTGACGAATTAGATGTTGTTGAAGGCATGC
+AATTTGATCGCGGTTACTTATCTCCATACTTTATCAACAAGCAAGAAAATGGCACGGTTGAACTTGAAAA
+TCCATTCATCTTACTAGTAGATAAAAAAGTATCGAACATTCGTGAATTACTAACTACTCTTGAAGCCGTA
+GCTAAATCAGGTAAGCCATTACTAATTATTGCTGAAGATGTTGAAGGTGAAGCACTAGCAACATTAGTAG
+TAAATAACATGCGTGGCATCGTTAAAGTTGCTGCTGTTAAAGCACCAGGTTTTGGCGACCGTCGTAAAGC
+AATGTTACAAGACGTTGCGACACTAACGGCTGGTACCGTAATTTCTGAAGAAATTGGTATGGAATTAGAG
+AAAGCGACTTTAGAAGACTTAGGTCAAGCTAAACGTGTTGTTATTTCTAAAGACACAACAATCATTATTG
+ACGGCATTGGTGAAGAAGCAGACATTAAAGCACGCGTTTCTCAAATTCGTGGTCAAATCGAAGACTCTTC
+TTCTGATTACGACAAAGAAAAATTACAAGAACGTCTAGCTAAACTAGCTGGCGGTGTTGCAGTAATTAAA
+ATCGGTGCTGCAACCGAAATTGAAATGAAAGAGAAAAAAGCACGTGTTGAAGATGCATTGCATGCAACTC
+GCGCAGCCGTTGAAGAAGGTGTTGTTGCCGGTGGTGGTGTTGCATTAGTTCGCGCTGCTGAAGCAATTAA
+AGATCTTGAAGGCATTAACGAAGACCAAACACACGGCATTAACGTAGCTATTCGTGCGATGGAAGCGCCA
+CTTCGTCAAATCGTAGCAAACTGCGGTGACGAAGCTTCAGTTGTACTTAATGAAGTACGTAACGGTGAAG
+GTAACTACGGTTACAATGCGGGTAACAGTACTTACGGCGATATGATTGCAATGGGTATCTTAGATCCAAC
+TAAAGTAACGCGTTCAGCACTACAATTTGCTGCTTCTGTTGCAGGTTTAATGTTAACGACTGAAGCTATG
+ATTACTGATGCACCTCAAGATTCAGCTCCTGCTATGCCAGATATGGGCGGCATGGGCGGTATGGGTGGCA
+TGGGCGGCATGATGTAATTTATGCTTGTCTAAATCGTTAATTACTGCGTTGCTGTTTTGCTCACATAGAA
+AATACTATGCGTCGCTTACAGCGCCTTGTACTAAACAATTTACCACGTATAAAGCATTAAACTTGCTTGT
+AGCATCTAAAAAACTCACTTCGGTGAGTTTTTTGTTTTCTATGATTTAACTTATCGAACTTATCAATTTA
+AACTTTTTTACAGGGGAGGGTTGAGATATTGGTTGATGGCTTTTTTCTAACAACTGGAATAATTGAGGCT
+ACTGTGCGTATCGGATAAGAGCAAGCTGTGTTATTTACTTTTACATTGTCGCTAATGAACTTACGTGTTA
+ATAAAGTCATTTTTTTCATAGGATTCCTATATTTCAATGTAACTCACAAAGGGGTTAACATTACGTGAAA
+TAAACGAGGAGAAATTCTTATTTCCCCTCGTTACCAATATGGATTTTAGCTTTTTATCATCATTTTTTTC
+ACGGTAGCTTCAATTTTTGCAATAACTCTACGATTTAACTCATGATCGGCAGCTGTATTGCCCTTAGAAA
+TTAGTTGTGTTTCACCAAAACCTTTGGCAGATAAACGGCTTTCCTCTATATCAAATTTATTAATTAATAG
+ACTCTTAACCGCATCAGCACGTTTTTGTGAAAGTGCTAAGTTATATTTAGCGCTACCTGCAGCTGAACTA
+TGCCCTTCAATAACAACACTTGTGTTTTTATATTCCTTCATAAAATCAGCTAAACGTTGAATATCATTCA
+TTGTTTCTGCTTTTATCTGTGAACTATTGTTTTCGAACGCCACGTTCAAGTCAACGTCTACAGCTGTATC
+TAAAAAGAGTGGACAACCACTTGAATCAACTTTTACGTTTGCTGGCGTATTTTTACAGTTATCTTGCTTA
+TCATTAATGCCATCATTATCAGTATCAGCAAGAATTACTGCTGCAACTACTGGTATTGCAGCAACTTCCT
+GAGATACCGCTTTCTTAACAACAGGAGATTTTTTCACGTCACCAAAAACGTATTTCACACCGATTTTAAA
+GCCTTGGTCTGTAAAACCATAGTCGACATCACGATAAACAACCGCTTCGCTGTATAAAGAGAAACAATCA
+TTAATATCGACGTTATAACCAAGGCCTATATTAACCGCGTTGTAGCTTTTCACGTTATTAAAACGTTTTA
+CCCCAGCGAAAGCGTAAATACCTGTATCTTCAATCTTATAAATAGCGTCAAGGCCAAACCGTGTACCATA
+ATCAGTATCATTACCATTGTTAATGTCGTAACGAGTTTTTGCTAACTCTATACGAGCATTCCATTGTTCG
+TTAATGATTTTTTGTAAATCAATACCTAAGCCCTTGCCAGCTTCAATTTGTTGCCAGTCCATCTTATTTT
+CTTTACCTGTGTCTGACTTAATATAATCGCCAAACACGCCTACTTCCCATGTTTTATCAATGCCTTCTGC
+AGCTAATGGTGAACTAATTAATGCAGCTAACAGGGTAATGTTGAACGTTTTCATGGATAAATCCTTATTG
+AGTTTTATGTAATTTTATGTAATTTCTGACCCTATAACGGATCAGAAGTGTAAAAGTCACAAACTTTTAA
+TATTTATTTTACAATTAACATTCAAAGCTAAAAAAAAGTAAGTTTATTAGCGTAGAATGCACTCGATTGA
+AATATGGCTAAAAGTTTATAACTAAAAATAAGAATGAAATTTTTACAAATTTAATGTGACTTTTTAACTA
+CTCAGTCGTTAAAGGACTAAGCGATAAAAATTATTGCTCGAGGATAAAATGAAAGACTTAGAAAAGAACA
+TAGCAGCAGAACTTAAAAATGATCCTGAATTAACCTTTAGTACTTCAGACGACGACTTATTTAAACGTGC
+AACAACAACGGCCAATAATCAGCGAGGTACGAAAGACCTGTTGGCACTGGGTATGGCTTCACTTTGGGTT
+GTTTTTATTAGTATATTTATGAAAATTCTAAAGCCAATATTTAAGCAAATGGCAGCTAAGCCACAAAAAA
+TAAGCACAAATGCGGTCACAAATACTGCCACCAATATAATCAACAATAAGGGCAAATAATGGATACTGAA
+AACATCACAGAAAAAGCTTACTCTGGCTTTATGGCTATCTGGCATAAAATGATAACTTTTTTGCCTGACT
+TAATTGTCGCTACAATATTTTTGCTGGTTGGTTGGTTAGTTGCATCAATGGTGAAAAGGTTTTTAAATAA
+ATTTTTAATTAAAATTGGCTTTAATACTTTTTTAGATAAACTTGGTTTAGACATTCTATTTAAAAAAATG
+GAAGTGAGCGTTACCGGTAGCCAAGTGGTTGCGAGTATTGTTTCAACATTTTTCCTATTAATATTCTTAT
+TAGCGGCATTAGATATTGTCGGCTTAACGGTGCTATCAGGGTTAATTGATACCTTAGTACTGTTCTTACC
+TAAATTACTTGCTTCACTCGCTGTACTTTTGTCTGGCTTCTTTGTTGCTCAAATTGTTTTCAATGGCGTA
+AAAATAGCGGCAAAAAATACCGGTATTGATTATGGCCGCTCTGTTGCTGAAGTCTGTCGCGGTATTATTA
+TCGTTATCACTGTTTCATTATCAATAACGCAACTTGATATTGATGTGTCTCTGCTGAATAACATTATGAC
+TGTAATTATTGCGAGTGTCGGCTTAGCCGCAGCGATTTCATTAGGCATCGGTACCAAGTCAATGGCACAA
+GAAATTGTTGCAGGTGTTTATTTACGAGAAATGTATCAGGTCGGTGATAACATCGAAGTAAAAGATATCA
+AAGGCACTTTAGCCTCCATTGGTAGCGTGGCGAGTAAAGTAATGGGTGAAGGTGAGTCGATGACTACCGT
+GCCTAATACTTTTTTATTAGCCAACAAAGTTACCAAGCAATAACGCGATTTATTTAACGTTTGACTACGC
+TTAATGAACGGCAACTTGTCACTTTAGTACAAGTAAACCTGCCTTATGATACGCGTCTTTTTCAGCAGTT
+AATTACACCATACCTTCCTATTTTGAAGGGGTATTGTGCAAAATTACTCAATAATCAATCTGATGCTGAA
+GATGTTGTACAGGAAACCATTATCAAGATACTCACTCACTTGAAGGATTTTAAGTGGGCGGTGTCTTTTA
+AGGCGTGGCTATTCAAAATTGCTCATAATGAATGTATTAACAAAATAAGAGACCGTCGTTGGGATACCTT
+AGAACAAAATGATGAATATTTAGAAAATATAATTGCTCCTGAACATAATCATCAAGATTTAGCTACAGCG
+TTGTCCGCGTTAATGGTCAATTTGTCATTTGTTGATCGAAATATTATGCTACTCCGTTATCGTACAGAGT
+TAGAATTTCAGGAGATAGCAGACATTTGTAACTTAAAACTATCCGCGGTGAAAATGCGCCATAAAAGGGT
+GATAGAGTTCTTAAAAGGGCAGTTGAAGGAGTAGACAATTGGGTTTAGTTCTTTTTGTGTTGGTCCTTTT
+TTTAACGAGGGCGTTAGCCTTATTTGCTGATAACCTTAGTTATGGACTTAGTTATGGACTTAGTTATGGA
+CTTAGTTAAGGATCCAGTTAAGCATTTAGTTGAGCTGCGTTTGTAGAGGTAAGAAGCTTATTAAGTTTTG
+CTTTTACTGACTCTTTTTTATCACAGGGTTTGTGTAACGCTTGAGCTAATCGTTGTTTAATTTCAGTTAA
+GTGAATGGGGGAAACTTTACTTCTTTCAATAATGGATTTTTTTTCACGTTTATTTAGCTTTATATCAGCA
+ATGGGCAAAATAGCAGAGCTTTGGTCAGCAATAAACTCTAAGCAATTGCTAAAGTTATCTCTCACGATAA
+TAGCCTCTGTTAAACAAAACTCATTAATTGCTTTGATAAGGTAATCTTTTTTCAGTAATACTTGCTCACA
+GCTTAAACTTTGAATATCTTTATAATTAAAGTCATCGGTGCTCTTATCTTCTCTGGGCAGTAGAGCGCCA
+TGAATTCTACGGTTTTCTAATAACTGAGTAACACTTTGGTTAAGTAGTTTGATCGTCAACTTAAAATTAA
+CACTCACCACTTCAAGCTCTTGTGTAGAATAATTGCTGAGTAATATTAATAATTTTGCTTGGCTAGATAA
+TAAATTAAACATGATTATTCTTCTTGAATAAAGTTGATGTGCTCATATTAATCTTTATATATTGCAAAAC
+TATTAAAATGGACAGATTTTTTAGAGTAACCAGACTTCTACGCGGCGATTACGTTTTCGACCATCTTCGG
+TATTATTATTTGCTATAGGTAATGCTTCCCCCATAGCCTCAACGGCCAGTACCGGTATTCCGCGTGAGGT
+AAGAGCAAGTTCAACCGACTTTGCTCGTTGATAAGATAAGTGGGTATTTTTTACTTGTGCTCCAACGCTA
+TCAGAAAAACCCATTAATACAATTCTACTGCTTTGGTGATCTTCCATAAAATCAACGAGACGTAATAAAT
+CGCGCTTTCCCTTGTTATCAAGTTCCTTAGTCGCATAAGCAAACCTAAAATTAAGTGAAAGGCGTTTAGC
+CTTACTAGCGTATTGCTGATACTTTTTTGGCGCTCTAGATAAAGGGTAAACCTGCTCTAATTTTATATTC
+TGTGAAATGAGGCCAGCGTTAGCAACAACTTGCTGACCTTCGGTTGACAGAGCATATTGAGCGAAGTCTT
+TTACTAGGTTAGAGGCTGATGTAGGAGTATAAAAATATAAACGTCTTGAAAGAGCATAATCTTCTGTACC
+TATGGTAAACCGAGTAGGGAAAATGGCGCCAGTATCTTTAGACTCTGAAATAGCAATCGCTTTATTATGT
+AATACATAGTTTAAGCCAATAAAGCCAATTGCAGCTTCGTTCTGTGAAACTAATGTAGATAACTCCGAAC
+TCGATTCAAATCGTATAGCTTGTTGAGATAACTTTTTGCTATGCTTTTTCAATACAAGGCTTTTAAAAGT
+ATCCCAAGTACCTGAGTGTTGGTCTCGAGCATACAGTTTAATCGGTAATATAGCTCCACCAATTTGTGAC
+CAATTACTTATTTCACCCGAAAATATTTTAGCGAGTGTTTCACTTGAAAGTCGCTTAACTGGATTATTCT
+GATTAACAATAACGGCTAAGCCATCTAAACCGATAATATGCTCGTTACCGATTTTATTTAAGTGACCTGC
+AGTTTTGGTTAATTGTTTAACTTCACTGTCTTTTATTCTACGTGAAGACATACCAATGTCTGCAGTTTTA
+TCTTTTAGTGCGGAAAATGCGGTGCTAGAACCGTGTGCTTTTAATTCAATAGCATAAGGTTTTCCGTCAA
+CATGGTAGTGTAAAACTCGCTCCAGCGGAGTGCTACGAGTCCAAGCGAACTCCTTTATATGCAGGTGTTG
+CAAAAAACCTTCCAACAATAAGGGCGCCAATTTCTCCCCTATCGTATTTGAACCATGTAATCGAAAAACT
+GTCTCACTATCAGACTTAGATTGTGAGGAAGTCATAGCTATTGATGATTTAGCAGCTTGTGGTGTACTGC
+TAACCGTTAATATCATCGATTCGTTGCTTTGGCTAGACTCACTAGTTACCTTAGTTATTTGCGCCTTTGA
+GGTTAGAGGTGAATTATTTGATTCAAATGAATTCGAGTACCAAAAAATACTAGCTGAGAATATAAAGAAG
+ACTAAGGTTAGAAGTAGAATTAAAGGACGTTTTTTCGACGGAATAATTTCTGTTTTTTCAGTGTCTTTTT
+CTATCGATATCAACCATGAAGTGAGCTGGTTGATATCTTGGTGTGCGAGTTGAGTTAACTCACTGATCAC
+CAACTGACGATAATCTACTTCTTGAAGCATTTTTTCTATTGATATTTCAATATCAAACTCGCTTTGTGCA
+AGACGGGCTAATTGGACTAGCTTAGCCATAAGTGGTTGGTTATCTGCTTGCCACGAGCCGGAAAAAGTAG
+ACATCATTGAGGCTATCTCTAAGGTGAAAATATTGTTAGTAAGCTTAATCAGTGAAGGTTACATTTTAAT
+GACTATTGTTGTCTTTATTGGTGGAGTTAGATTAAATAAGTCAGTTGCTTATACATAAAAACAATTCTAT
+TTAGAATGATTTTAGCAAGGTTTTTTGAGATCAAATTAATTCATTTATATTACATTCTGTCGCAGAATTT
+AATTGGATGTATTTATATACTTAATTACATAATTAAGTCAGTATTGAAGTGTTAATACATATTTCTAGGA
+TTGAAAAATGAAGAAAAATATTAGTTTAGCTGTGGCTCTGTTTACTAGTTTAATTGTTAGTGCTTGTGTG
+ACTGTTCCTCAAGAGAAACAAGTGAATAAAAATCAATTGGCGATATCTAGTGTTCGCGATATTCCAATTT
+CTTATTCACCAGGTAGTCTATTTTCTTTAGCGCCTAAATATGTAAAAGAAACCTCATTAAAACCTGAGCA
+AACTCAAGCTGCATATGAGCTTTATGCGAACGCTATTATTGCTGATCTAAAGAGTCATGGTTTCAAAAAT
+ACCGATGATGCCAGTAACTCAGTTTTTCATGTTGGTTTTGGTATTGCTTTAGCCAGTGATTTATCAGATA
+AAACCATTAATGATAAGTTTGGCATTACACCAGGTTTACCGAGCAATGATGAATTGAGAAAAGGCAGCTT
+TTTGATTTACATTGAAGATGTTCTTACTGGGAAAAAAGTATGGCGCGGTGCTGTACAAGGCTTTGCTCAT
+GAAGATAAGAGTGAAATAGAAAGAGAACAACGTACAGCAATAATTGTTAGTCGCGTAATGAAACAGTTTT
+ACGCTACAAATTAGCACATGTTAGTATCAAATTGATACTGCTCTAGCAGGTGTATTCTGTTTTACTTAAG
+TTGAAAAATTAATTTGAGGAACAACATATGAAACAATCTATTTTAATGGTTACACTATTAACCGCTAGTT
+TTTTATTAGCACCTAATGCTTTTGCGGCAACGAGTGAAGTGACTTGGACTGATTATAAAAGTTACCGTGA
+TATCAATGAAGGTAATGACGGACGAAAGCAGTTTAGAGAACGAACTTTTAAAGATCTTGAGAAGCACTTT
+GCTAAACTTGCAGCGACATTGCCTGCAGGAAAAATCTTGAAAATTGATGTTACTGATGTAGATTTAGCCG
+GTGATACACACCATGGTGGTATTAACCGCACCCGTATCGTCAAAGAAGTATATTCACCTCGGATGAATTT
+TTCTTATCAAGTTTTAGATGCTGATGGTGCAGTGGTTCAGTCAGATGATGTTGTGGTAAAAGATATGAGT
+TTCATGTCGGGCAGCAACTTAAAATATCGCAACAAGTCTTTAGGTTATGAGAAAAAAATGCTTGATGATT
+GGTTTGAAAAAACCTTTAAAGAAATGATTGTCAGCAAGTAATATTTCATAAAAAATCGCTATAAAAAGTC
+ACTTTAGTGGCTTTTTTTATTGCTGGAAATTCTATTCTACCTAAGTCATAGCAAACGTATAAAGCTTATT
+ATAGAATGCAGCAGCTATTATCCTGAATAACCATTCCCTTCATTTAATGCCTTGCCTTTATGCCTTTTAA
+TTTCGCTAAGTAATCAATAAATTGGTTCGATTGGTATAATTAAGTTATTATCTTTGCTAAGTTATTTTAC
+GTTATCGCAAGGATAAGGCGCAATGAAGCTGCCCCAAAACTCTACTTTTTTTATCCGTTCTTCTTTTATT
+TTTACCCTTTTATTATCTCTACTTCTTAATAGTCAAAGTGCATTGAGTGCTTCACCTCCTAATAATGGTG
+AAGAGGTATCCATTAAAAAAATGCTCGACAGTAAAGATAAATCACAGCAAGAGCTAGAAAAATCGGATTA
+TTCTGAAGATTATAATGTTCCCAAAGATGATTTTGAACGAGGACAACCTCGTAGCGCTATCGGGGGATAT
+TTACGTGCCTTACGCTCAGGTGATTTAACATTAGCGACTAATTATTTAGATTATCGTAACCTTTCTGACA
+AAACACTCAGTGTTGGCAAGGAAGAATTGGCAAGACAATTAGGCGTAGTATTAAATCGTACTCTTTGGGT
+TGACCTTAATAGTATTAGCTCCCGAAAAGAAGGAAGGAAAAATGATAATTTACCTTCTTATAGAGAGTTG
+GTTGGGCAGGTCGATTATCAAGGTAACAATATCGATGTATTATTACAGCGAGTTCCTCGCGCGCAAGATA
+AAGTTAAAATATGGAAAATATCAAATGCTACAGTAGAGAAAATTCCGCGTTTATTTAAACGATATTCATA
+TTCCCCTTTGGGGGAGCTCTTAGCTAAAAAATTACCTGCGGTAGACTTGTTTGGTGTCATGCTTTGGCAA
+TGGCTATATTTCATTTTGATGCTTGTGCTGTATTATTTTATTGCAAAAATACTAACCTGGGTGGTCGCTT
+TTGCTATCAAGCGCGTTTACAAAAAAGTCTCAAATGAAGTTTTAAGATTTATTAAAGAGCCTTTTGCATT
+ATTGATAGCCGTTATTTTTGCACGAAATTTTCATGATGAAGCCAATGTTACTATTGCGCTTAGGGCAGTG
+ACTGAGGGAAGTACGCTACTGATCATCGCTTGGTGTTGGGTGACCTTCCGTTTTATTGATTTAATGAAAG
+TACTATTGGCAGAGAAATTCATCGCTCAAGATAAACCCTTAGCCGTGTACTTACTGAGACCAGCAGGCAC
+AGTAATAAAGATCATGATCTTTAGTATTGCTGCGCTGAATTGGTTAGAAAACCTTGGTTTTAATGCTTCT
+ACTTTATTAGCGGGTCTAGGAATTGGTGGTTTAGCCATCGCTTTAGCCGCGCAAAAAACGGTAGAAAATA
+TCATTGGCGCTATTACTTTATATACTTCGGCTCCTATTAGGATTGGTAATTTCTGTCGATTTGGTAATAG
+TTTAGGTGTAGTAGAGGAAATTGGTTTACGCGCTACGCGTATTCGTACGATAGATAGAAGTGTTATTTAT
+GTCGCAAATGCGAAATTTATTGATATGAATATAGAGAATTACTCAGAACGTGAAAAAATGGCCTTTAAAC
+CTAAGATTTTCTTAGCACCGGATACGCCAAAGGAAAATATTGATGCGCTACTTGTAGCCATTAGGGGCAT
+GCTCAGCTCTACCGACAGCCTTGCCGCATCGCCATTACGTAGCCATTTCAAAGCGTATACTATCTATGGA
+TTAGAATTAGATGTTTTTGCTTATGTTAACACGACCGATTTCGATGTCTTTTTAGATGAAATCAACCAAC
+TCAATCTGAATATTTTGGCTTTACTCAATGAACATGATTGTAAAGTACAAGTGATCTCAGAAAGAGTTGT
+CGAATAACTTAGCGGCTGGTTCGAGCCGCTAAGTAAGTTGAGCAATGCGATTATACCAATGAATTAATTA
+TAACTTTGCTCAAAATTAGCTAATACAGTGAATAGCTGTTCTATCTTTTTAACTAGCGCAATTAGCTGAG
+CTTGATCTTTACTTTCTTGCCACTTCAATAGGTCATCGGCAACTTCTTCAACGTATGGCTGAAATGTATC
+TGCTGAACTTGAAAAGGGTGAGTCAGCAGTAAAAACAGCTTTAAAGCTGGCTTTTTCCTTGGAACGTAAA
+TCAGCTAAGGTCGCGTCAGCCGTTAATGATTTCTTTAAGATCACTGAAATATTTTCAATAAGTTGTTGTT
+CGATAGCTTTAGTCATAACATTTCTTACTTTGAGGTGAGGACTTTATACCTGCCCAGTTAAGTTAATCTC
+GCTGAGTGGAGGTTAACTCAATAGATTGGGTATTCTTTTGGGCAATTATGCCAGATTGATCGGCGTTTTG
+TTAGCTTGTCCGGCAATTTCTCGCACCAATTTAGGCATTAAAAATCCCGGTAAGCTTGCGAGCATAGTTT
+TAACAATCGCTACTGCATCTGCTTCCGCAATATCGAAGTGAGCTGCGCCTTGTACTGCATCGAAAAGATG
+TAAGTAGTAGGGTTGAATACCAGCATCAAATAATGCCTCACTTAAGTTAATTAATACTTGTGCGTCGTCA
+TTTATTCCACGTAAAAGCACACTTTGGTTAAATAGTGGTATACGTGCTTCACGAAGCGGCTCAAGCGCCT
+CTATTAACTCTTGGTTAATTTCATTGGGGTGGTTGATATGCAATACCATAGTGGCTTTTAAACGTGAGCA
+CTTCAAAAGTGTCACCAGCTTGGCTGTAATCCTATTGGGTATTACTACAGGTAAACGGCTATGAATACGT
+AAACGCGATACATGGGGGATTTGCTCTATCTGTTCAATTAGCCATGCTAAATGGTCGTCATTGGCCATTA
+AAGGATCGCCACCACTGAAAATAACCTCACTTATTTCATTATGAGCAGCAATATAGTCAAGGGCGCTTTG
+CCAGCGCTTTTTATTAGGGCTGTTATCTTGATAGGGAAAGTGACGGCGAAAGCAATAACGACAATTAATA
+GCACAGGCTGTTTTAACTATCATTAATACCCGACTTTTGTATTTATGTAATAAACCTTCAGCAACGGTAT
+CATGTTCGTTTAAGGGATCCGCAGTGTAACCATCTGAGAGTAAAAACTCGCTAGATAGCGGCATCACTTG
+TTTAAGTAGCGGATCGTCAAAGTCACCTTTTTTCATGCGTTTGATAAATGAAAGGGGCACACGCACGGGA
+AATAATTTACGCGCTTTAAAATGCTGTAAATAGTCATCAGGAGCAATATTCAGCAGTGTTAACAGTTTTT
+CTGGCTCAGTCACTACATCACGTAAGTCTTTTTGCCATGATTTTTCATCACAAAGATGCAAATCATGATC
+AATTTGGGTTATTATCTGCGGCAATTCTAATTTCAATTGAACATCTCTTGCTAGCTACTTCGACCATTAT
+AACGGTTATAGGTTAGCGAAGATCAAATAAATAACTCAGTAATTAATAAAGAGCACTCTTACTATGGCTA
+ATTTCAGTACCAACCAGTTCAAAGCTGGACTTAAAATCATGCTTGATGGCGAACCTTGTAATATTCTTGA
+AAATGAATTGGTAAAACCAGGTAAAGGCCAAGCCTTTAGCCGTGTTAAAATTCGTAAACTCGTTTCAGGT
+AAAGTCTTAGAAAAAACCTTCAAATCAGGTGAAACTGTTGAAGGTGCTGACGTAATGGAAGTTGAACTTG
+CCTATTTATACGCTGATGGTGAATTTTGGCACTTTATGAACAACGAAACATTCGAGCAAATTGGCGCAGA
+AGAAAAAGCCCTAGGCGAGACTGTAAAGTGGTTAGTTGAAGGTGATATTTGTACTATTACCTTATGGAAT
+GGTACGCCAATTACAGTTACGGCAGCAAACTTTGTTGAAATCGATATTACCGAAACAGATCCTGGTTTAA
+AAGGGGATACTGCGGGTACTGGTGGTAAGCCAGCAACATTAGCAACTGGCGCAGTTGTTCGTGTACCTTT
+ATTTGTTCAAATCGGCGAGAAAGTTCGTATTGATACACGTTCAGGTGAATATGTTTCGCGAGCAACAAAA
+GCACAATAAGATAGTAAAAATATAGAACCATAAAATCATAAAACTAAAGGAATAATTATGTTTTTCAGCA
+AGATATTAATGACTAAAGCAGTGATCTTCAGTAGTGTTATTGCTTTACTGGCCTGTACTGTGAGTACAGA
+TGCTAGTGCTAACTACACTAAACGCAACGACAAGTGGGAATCTAGTTTTAAAGTCGTTTACTCTCAAGAT
+ACCACTGTCGATGGCCAAAATGGATCAAGTCTTGATCTGGAAAGTGATTATGGTTGGGGTTTTACCCTGG
+GTTATAATGTAAACCCTCATATTTTAGTAAACTTTGATTTTGCTTCTACTACACCTAGCTATGAAGCTAC
+GGCGGTTAGAGATAATGGTAATACTATCTCTGGAAGAAATAAAATGGATTTATTGGAAAGTCAATTCAAT
+GTGGTTTACAGTATTTTTGCTTCCCAGTTTACACCTTATGTACAAGTAGGTGCTGGTTGGAGTTACCTAG
+ACAGTAATATCCCTAGTGGGGACGCTGTTGGCGGTTGTTGGGTAACTTGGTGGGGACAGATTTACTGTGA
+TGGATATCAACCTACCTATGACGATACACGTTTTTCTTACAATGCAGCGGTAGGTTTTCGTTATGAGTTA
+GATAACAGTTTGTTTTTCCGTGTAAGTTATAAACAAAACTGGATCGATATGAGCCATTCAGAAAATGTCA
+CTATCGGCTCTTATAACCTGGAAGTTGGTTCTATATTTTAAGGCATATTTTATGCTGCCTTTTTGTGTGT
+AGATAACCGTTGAATCGTTAAAGCGATAATTACTATTTGTTAGTTAATTAATTGTTAAAAAAAACCCAGC
+AAGCAGTATTACTGTTTACTGGGTTTTTTATTGCTTAGCCATTAATAACACTGCTTAGTCATGTAAGTAG
+CTAACAAACGTGTTAAAAAGGTAAACTAGTTTACCTTACTGCTATCTATACATAAGGCAGTCGCTAAGGT
+ATATTCATACTAAGTTTTAATCTTGTTATTTTACTTTTTAAGTAGGTCGCGTGAAAGAAAAATCCACATC
+ATTTGATATCGCATACCGGGCAGGGGTGTCTCAATCTACTGTCTCTAGAGCTTTGCGAAATAGTCCATTA
+GTGAATGAGGCAACACGAGAGAAAATTCAAGCTATTGCAAAAGAGTTAAATTATAAGGTTGATAAAAATG
+CCAGTAATTTACGCTCACAGCAGAGTGATACTATTGCGTTGTTGTTATTTGAAGATCCTACCAATGATGA
+TTCAGCAATAAATCCATTTTTCTTGTCTATGTTGGGCAGTATTACTCGAGCTTGTTCGCAGAAAGGTTAT
+GATCTATTAGTGTCTTTTCAACAAGCCAGTGATGACTGGCATGCTGACTTTGAAGATAGTAATAAAGCTG
+ATGGTTTGATTTTGTTAGGTTATGGTGACTATGTTGACTACGAAGAGAAGTTAGTCAAGTTGTTAGACCA
+AGGTACTCATTTTGTTCGCTGGGGAGCAGAAGTTAAGAATTTACCGCTTATTTCGGTTGGTTGTGATAAC
+TACCAAGGTGGTAAAGAAATGACAGAGCATCTCATCAAAAAAGGCCGCAAAAACCTTGCCTTTTTAGGGA
+GTGCCTCCACTCATGCACCAGAGTTTTTTGAACGCTATAAAGGCCATTGTCAGTCTTTAGCCGACAATAA
+CATGGCAGTGAACCAAGGTTTGCAATTCAATGCGCTTTACACTGAAGAAGCGGGCTATCAGGCCGCATGC
+CAATTAATCTCAAGTGGAGAGCCCTTTGATGCCATTTGCGCTGCTTGTGATCTTATTGCTATAGGTGCCA
+TGCGTGCACTACAAGAACATAATATCGATATTCCCGAGCAAGTTGCTCTCGTAGGTTTTGATGATATTGC
+TATTGCCAGTTTTACTTTCCCAGCGCTAACAACAGTGAAACAAGACACACAATTGGCCGGCGAGTTATTA
+GTCAATACCCTACTGGCTATGATAAGTGGTGAAGAAGTGAAAACTACTTTGATCCCGCCTGAATTAGTTA
+TTCGTAAATCTTGTGGCAGTTAGAGAGTAATCGTCAGTTAGGTAAGTAGTTAGATAAGGTGATTAGTAGA
+AAAGGCAAACTTTATTTGTCACCTTTAACATTAATTAAAGGTGACAAAAGTAAAGCTTTAAGAAGTGAGG
+TTAACTTGCTTAGTCACAATTGCTTGTTCAGTATCTTCTTTAACAAAGTACACTGAAATCGCTCCTAATA
+GCATTGAAATACCTGCCAGCATAATAATATAAATGGCTTGATTATCGAACACTGCCGTTAAAATCCAACC
+CGCAAAAATTCCAGAAACAATCTGTGGAGCAGCAATGGTGAAATTAAATATTCCCATATAAACGCCAGTT
+TGTTTCACGGGTAATGACCCTGCCAAAATAGCGTAGGGCATTGCTAATATTGCAGCCCAAGCAATACCAA
+CGCCAATCATAGGTAAAAATAACGACACCGCACCTTGAGGTACTGAAATTTGGGTGATACCTAAATTAAC
+CAGAGTTAGTTCAGGGTTATGTACTAGCATGATACTTAAATAGCCGATACCGCCAGCTAATAAAGAAAGT
+GAGTAAGTTAATTTACGACCAATTTTATTGGCTACTTTCGCCATGAAAATTGAAGCAATAGCGGCAAATA
+ATGAATAAGCAGCGAAGATAATGCCCACCCAATCACCAGCCGTACCTTTAGCTTTAGCGATATGGGCTGG
+TATGGTGCCTACGGACTCTAGATATGTTGGATCAAACCATTTTGCATCAATGCCCCAGATATGCTGTGCA
+ATGGCTGGCATGGTGTATACCCACATAATAAAGAGTGCAAACCATGAGAAGAATTGCACTAGCGCAAGTT
+GCTTCATTGTTTTCGGCATAGTTTTTACTAGTGAGAAAAATTCAACTAATTTCTCGCTAAGGGATTGCGA
+TTCTTTTTGTTCTTCTAGCTCAGCTAAACCATTAGTCCCTGGCTGATATTCTTTAGTACGTAATACTGTC
+CATAATACCGAACCAAGCATAACCGTTGCGCCAATATAGAAAGCCCATATTACTGAGGGGGCAACCTGAC
+CACTACTTGCGGTATTTTCTAAGCCAATGACGTTGGTTAAAACAAACGGTAAAATTGAGCCAAAAACAGC
+ACCAATATTAATTAAAAAAGATTGAATAGAGTAACCGACGTTTCGTTGCTCAGCAGGTACCATGTCAGAT
+ACTAAGGCACGAAATGGTTGGAAAGCTAAGTTAAAAGAAGCGTCCATTAACGCCAACATCATAGCGCCAA
+AAAATAGTGGAGTGATAAAACTCGCTAACGTTGCTGAGTTTGGCATTAATAGCATACCAATCGCTGCGGC
+CACACCGCCAGCTAAAATATAAGGATTACGACGCCCTAAGCGATTCCAAGTTTTATCTGAAGCTGAGCCA
+ACAATAGGTTGAATAATCAAACCCATGATGGGAGCAACTAACCAAAAGAGTGATAAAGAGTGTAAATCAG
+CGCCTAAATCGGAGAGTATTCTACTGGCATTAGCGTTTTGTAAGGCAAAGCCAAATTGTACGCCCAGAAA
+ACCAAAGCTAACATTCCAAATTTGCCAAAAACTCAAGCGTGGTTTATGTTGATTGTGTTGATTTTGATTA
+CTCGTCTCGCTCATCTCAGGGCACTCTTATTGTTAGGTATTGCGGTGCTTGCCTTTAAAAAAAAGCACAT
+TACTATTTTAGATGAATCTTAATAATAATGTGCAATACCAATAAGGCATTAAACAAGCGTGTGTTGAATT
+ATCTTTAAGCGTTAGTGAGCGAAAAACTAAAACAAGAATTTTAATATACGCATTTTAACGAGTCACCACT
+AGATGTTACATACGTATTCACTACTTACCATTCAGGATTATGTTTAACTCTGACTTCTTAGCTTTGTAAA
+ACAAAAGCCGCGGCGCCAAGTAATCCTGGTTGCTCTTCAGTTATCACGTAGGTAGGAGCTTGCTCTGTGA
+TAGAGGAGAGTCGTCCCTTTGTTTCAAAGCGCGCTCTAAAGTCACTCAGTTTTAAATAGTCAACAAAACG
+CGGCACTATGCCGCCAGCAATATAAACACCGCCTTGGCTATTCATTATTAAGGCAAGGTTACCGGCAAAG
+CTACCCAGCACATCACAAAAGAGTGTCAGTGTTTGCTCACAAACAGTACAAGTGGCGTTAAGCGCATTCG
+CCGTAATATCTTTAGCGGTAAGTTTGTCTTCAACCGTGGTAATTTCTTTGCCATGATTAATAAATAACAG
+TGCTTGATAGATTTGCTCTAAGCCATAACCTGACAATAACTGTTCGTATGAAACTCGCTTTTTGATGCCT
+TGGATAAAGTTCATCACCTGTTGCTCGATTTCATTAACCGGAGCAAAATCAATATGACCACCTTCACCAC
+TAATGCAATGCCATTGCTCATTGCCTGACAGAGACAGTGGTACTAAGTTTGCAACACCTAACCCTGTACC
+TGGTCCACAGACTGAAATGGGTTTACCCGCAATACTTTCGCCGCCACCTATTTTAATCTTCTGTTGTTCT
+GATAGCAGAGGAATGGCCATGGCTATTGCGGTGTAGTCATTAATAAAGCGTAATGAATGTAAATTTAATG
+ACTGTTTGAGTTCGTTTTGAGAGAACTGCCAAGGTAAATTAGTCATGCTAATCAAGTCATTATCTACAGG
+GCAAGCGATAGCGAAACAAGCGTTAATGGCCAAGTTATTCAGTTCTTTAACATCAATATAATGTGCAACC
+ACATCAGCTAAGCTAGAAAACTCTTTGCATTGATAGGTCTCAATATCATTAATAGCAATGTCACGCGTAT
+TCGTGCCGAGCTTTGCTGTTGCTTGAGCCAAGCGAATATTGGTACCGCCAATATCCGCAATTAGGCTGAC
+CAGAGTGCTTTCTTTTTCAATATTCATTAGTAAAATTCGCCTGATTACTTATATATAACGTTATGATATT
+TTTCATAATTAATTTTTAATGAATAAAAAAGGCTACCTAAATGGTAGCCTTTTTATTCATTGCTCTACTG
+CTTAAAAACTATAACTCACGTTGAAATCTATTGTACGACCTAATATATAACGGCCATTGTCCAATACACC
+AGATACACCGCGTGGGTCACCTTCGGTTAAACCTTCTTCGTCTGTCAGGTTATTAACTGCTAATTGCATT
+TTCACTTCGTCAGTAAGATTGAAAATTACACCAAGGTCAATTTTTTGATAACTTTCTAGTATTAATGCTT
+TCTCGTTATATTGCTCGCTGAAGCGATCATCTACCGCTGTAAGAGTGCCGTACAAGGTTGCATACATACC
+ATTTTCAAATTCTATGTCATAACTTGGTGTAACGCGAACTTGATAACCAGGTAATCTTTGCGCTTCTTTA
+CCAATAACCGCAGGATCATCATGTGCAGTGACTTCTGTTTCTTGCAAGGTCGCATTTAAGTTAATAGAGA
+AACCATTGTCGGTGAAGTAATTAAAATCAATCTCTACGCCATACGCTTCGTTAGTAAATGCTACTGCTGC
+CTGTTCAGGACTTACGGCGAAAGTAGAGTTAACTTCATTGAAGAAACCTGTGGCATAAAGTTCGAAGTTC
+TCACTTGAATGTTTATAACCCAATTCAAATTGTTCAACATCTTTAATTAAATCGTCACCATTTTGATAAG
+AGGCGTAGTTCTCTCTGAAGTCATCAAAGAATGGCATTTTACTGCCTTCACTTGCACGGAAAAATATCCC
+TTGTTTCTCTGAGAACATCCAGTTAATACCAGCGGTCCAAGCAGTGCTTGACTCATCATAAGAGACTGCT
+TGAGTGATCACGCCATCTAAACCTTCATCAACCGTATATTCAATTTCATGGTTTTCACGTCGTAGACCTG
+CATCGATTGTGACTGAATCTGATATTTCGTAGGATGAAGCTAAATACAATGCAGTGGTTCTGCCTTCGCC
+AATACCATTTAAGTCGTAGTTCCAGCCACAACTGTCTGCATTGTCATTACAATCTATACCGGTAAGGTTT
+TCGCCACCCTGTGCTACAACATGATAAGACTGATTGCCTATTGACCACCAATCTTTAGATGAAAAGGTTG
+AGTTATATAAACCTGCGGTTACACTGCCTTTATCAAAGGTTTTGGTTAAAGCAAAGTCATTGGTGAATGC
+TTCAATTTCTTTCTTTACTACCCAACGGCCAATTTGTTGAACATCAGTATCACCAGAGTATTCAGTGCCT
+GTCACTGCACCAAAAGCAGTACTGCCGTTATCAGCTACCGTTGATAATTTAACTGCAGCACCATTTGGGA
+CTAAACCGTAAGTATCAGCATCACCCGAAGTGAAACTAAAACGATCAACTAGTACCCAGCCATTATTGAA
+CTCTAAGTCAATACTACCCCCAGATACCGAACCGTTCCAGCCACGACCTTGGCCAAAATCAATAGTCTCA
+GTGGTGCCATCTGGACCATATGCAATTTCGGCTTGACGATTTAGCGTACCTATTTGGGTGAATTCATTAT
+CAACCCCTTCAACGTCTAAAGGTGTAGGTAAATACCAAGTCCCGTGATCATCAGTTTGACGGGTATAGAA
+ATTGATTTTACCGTTGTCTAACTCTTTAGTAATGTTGATGGTAAATTGATTACCTTCTTCGGCATTAAAT
+CCAGCATCCCGAACACCGGGTGAGCTTTTAATATAACCACCAACCATGATATAGAGGTCTTCAGCTATTT
+CACCACTTACTACTGCATCTAAACGTTGTAAACCATAATCAGAAGTAGAATATTTTACCAAACCTTCAGT
+ATCTTCAGCGCCTTCTTTTAATAAAAAATTGGTGGTTAGGCCTGGTTGCCCGTTAGATATTACTGGATTA
+GTACCACCACGAAGCGCTTCCATAAATTCAACGGTTTCATCTAAACGGAACATCGATGAGTTTTCTAGGA
+ACGATAGTGTAGGTGGTGGGAAAATTGGCGCACCTTCTAACTGAACAGTTAAAAACGGAGCATCACTAGC
+ACCAGGAAAACCACGCACGAAAACATTAGCGCCTGCAACACCACTAGAGCTTTCAGCCCAAACACCTGGA
+ATAGCTTTAAATAAATCAGCAGTACTTTTAGGTGCTAATTTTTTTATGTCGTCTTCAGAAAATGAACTAA
+CAGCAAAACTTGCTTCTTCCTTAGCAACACTTTTACCGCTGAAAGTACCCGTTACAACTATTTTTTCAAC
+GTTGTCACTACTTGCAGAAGGTTGTTCCTCAGCCCAGCTATTACTAGCATGGCAACTTAGTGCTATAGAC
+AGTGCTAATGATGATAATTTAAATTTATTTGGCATGTTGTCGTCCTCTATCGTCAATATTAGCAAATGCT
+ATATCAACTGTTAATTATAATAATATTTTGTACGTTTTTTCTTCCCCAGAATTAATATAGATATTAATGC
+AATCGATTGCAAGGTCTTTTTACAATCGATTGCATTGTTATGGTTTGAAAGGATTACTTCGCACGTAAAT
+TATGTAATAATCAATGACATGAATAAAAAAAATTTAATGACACTAGCGGACATAGCTAAATTAGCGAATG
+TATCCACATCGACAGCATCTCGAGCACTAAGGGATAATCCTGTTATTAAACAGTCTACTAGGGACTTGGT
+TCAGGGGATTGCTAAAGAACATAACTTCAAAGTTAATGTCACCGCGAGTAAGCTGCGCACACAAAAAACC
+AATACGATTGCTGTGGTGGTAATGTTAGAGCGTAAGTCTGGACAAGTTATCTCTGATCCATTTTTAATGG
+AAATATTAGGTACTATTGCCGATGAGTTAACTAAGTTTGGTTATGATATGTTGCTCACTACAACTAAAAC
+CGCTACGCATGATTGGTATAGCTATTACTATGAATCAAAACGTGCGGATGGTTTAATCATTATTGGCCAA
+GGCGAGCATGACCAACGTGTTGAGTCGTTAGCAAATACCAAGTTACCGTTTGTGGTTTGGGGTACTGAAA
+TTCATGAGAACAGCTATACCACAATAGGAAGTGATAATCGAAAAGGTGGCTTTCTTGCGGTACAACACTT
+GATTAAGCAAGGCTGCAGACGAATTGCCTTTCTTGGTGATATAAATCATAACGAAGTAGAGCAGCGCTGG
+TTAGGTTATCAAGATGCACTAAAAGAAGCGGATCTACCGATTGAACATGGGCTGCAAATTAAAACAGACT
+TCACTTCTAACGATGGTTACTCAAAACTTCGCGATCACTTATTAATAGAAGATCAAGGCATTGACGGTAT
+CTTTGCGGTTAGTGATGCTATCGCACTTGGGGCTAGTAAATATCTGTTTGAGCAAAATATCGATGTACCC
+CAAAAAATAGCTATTATTGGTTTTGATGATATCGCTATGTCAGAATTTTGTTCTCCGTCTTTGTCAACGA
+TTAAACAAAATACGGCCGCAGGTGGTCGACTATTGGTTAAGATTCTTTTAAATAAAATTAACCAACAGCC
+CGTTAAATCACAGCTATTAGATGTTGAAGTCGTGCAAAGGCAATCAAGTAGCAGATAATAAAAATGCTGT
+TTCGACTCGTTTAAAATCAAACTCACTCATGCTAGGGAAAACTAAATCTGCTTGTGTGAGTACTTGGCTT
+TCACCTATGCCTACAGCAAACATATTGGCAGACTTTATTGCGCTTACACCCGCGACAGCATCTTCAACAC
+CGATGCAGTTTTTTGGTGATACCTTCAGTCCATGTGCGACCGAAAGAAAAATATCGGGTGCAGGTTTACT
+GTTGGCAACGGAAGCGGCATCACCAATGAAATCAAATAAATGCTCAATGCCGAGTTTAGTAATGACTAAG
+CTAGCATTTTTACTAGCAGAAGCTAAGCCAATCTTAACGTTAGACTTTTTTAACACGGCAAAGCAATTTA
+ATACTCCATCAAACAAATGACTTGGGTTAACTTCGTCGATTAAGGTTAGATATTGGTCATTTTTTTCTTT
+GAGCAATTGTTCAAATTCTGTTGTGCTAACAACTAAATTACCCTTAGATAAAATGTATTTTAAAGAGTTT
+TCACGATCCACCCCTTTAAGCTTTTCGTTGTCTTCTCTATCAAAGGTAATGTCGAGTTTATTAGCTATAG
+CTTGCCAGGCTATAAAGTGAAATTCTGCGGTATCAGTTAACACACCGTCTAAGTCGAATATTACTGCACT
+TGTTATCATCATTTCTTTCTCCACGAGGCTACTTTTTCGATTAATCTTCATCAATTGCAATATGCAAGGT
+TGGCTCTAGTTCTGTGAGTAAATAATCTTGTTGGTAATGTTTTAAAGAGAACTGTTTACCAGACAATAGC
+TGGTAAGTTATTTGTCCACGAGATAATGTTAATTCAACTTGGCAACCCAATAGCTTCAATTTAAAACGTA
+AACCTTGCCACTGCTTTGGTAAATTAGGCTGAAAACTCGCGTAATTATCTCTAATACGTAAGCCAGCAAA
+ACCCTGTGTAATACACATCCAAGAACCAGACATAGCGGCTGTATGCACACCATAATGGCTATTGTTGTGT
+AGATTATTTAAATCCGTTAACACTGTGTCATCAAAGTAATCAAAGGCGGCCTGATGATTGCCTGTTTCAC
+TGTAAGCTAAGCTATGGGTACAGGCTGATAAGGTTGAATCATGAGTTGTTATCGGTTCGTAAAAAGCCAA
+ATTATTTCGCTTTAAACGGATATCTACTTCATCATCTTGCAAAAAGTTGGCAAGGATCACATCAGCTTGT
+TTTAAAACTTGGTGACGATAAATTACCAGTGGATGAAAGTTTAATAACAGTGGGTATTTATCTTTGGGCG
+TACCGATAAAGTCCCAAGGTTTTTTATCTAAAAAACTGTCATCCTGCGGGCTAATGTTTTGCTCCGCTTG
+ATGTGGAAGGTACATTCTCTCAGCAATTTCTTTCCAAATATTCAGCTCTTCAATGGAAAGATTTAGCTTA
+GTTAGCAGCAGGTTACATCGGATTTCATTGTTAACGCTTAATTTATTTATCAGCTCAATAGCAAAGGATA
+AGTGAATTTTTGCCATTGAGTTAGTGTAATAATTGTTATTAACCAATGCGGTATATTCATCTGGTCCAGT
+AACAGTATCAATGCAAAAACGATTACTGTTATTTTTGTTGAAATGCCCTAATGAGGGCCATAATCGTGCG
+GTTTCAATAACAAGTTCAGCACCTTCATCCCAAATGAACTGCCAGTCATCACTTGCTTTAAAATATTGTC
+TCACTGCGTAGGCAATTGCTGCATTGATATGGTATTGCGCTGTTCCTGCTGGAAAAAAGGATGAACATTC
+TTCACCACTGATAGTACGCCAAGGAAATAAGGCGCCTTGTTCATGGCCCATTTCTGTTGCACGACTCTTA
+GCTTTTGCTAAACTGTTAAAGCGATAACTTAATAGGCTTTTTGCTACATCAGGCTGAGTGTAAATGAAGT
+AGGGGATAATATAGATCTCTGAGTCCCAAAAGTAATGCCCGTCGTAACCAGGGCCAGTTAAACCTTTGGC
+GGCTATATTTCTTTGACCATCTTTTCCTGCTGACATAGTTAAATGCAGCATATTCAATCTGATAGCTAAT
+TGATGTTGGTCATGCCCTTCAATGATTACATCACTATCTTGCCAAAAATCATTCATCAATTGTTGATGTA
+ATTGTAAGTTCTCTTGATAACCAAGGTTTTTAGCACATAAGAGCTCTTCACGAGCTTGAGTGATTAATGC
+TTGCTCATCTACTGGTGCGTTTTGTTGTTGATTATTACTTGTTAACGTTTGAGGGCATAAATATAAGCTG
+TATTTACTGAAGGTAACTTTATTGTCAGTAAGTTCTACTTCAAATTGTTCAGTTAATACATTTTTACTGT
+TTGAACTGATCTTAATATGCTTATTTTTTTGCTCAAACTGGTGACTTGTTGCAGCAATCATCAAACTTTT
+TGGATCTGATAGTTGATGTAATAGAAAGGCATATTCGGGTGTAGATAATGACTCTAAACAGTGTAGTTTA
+TCAATCATTGATAAATTGCCTATTCTAGGGTCATTGCTATTTTGACTTGTCGAATCACTTCCTCTAATCG
+AAGACGTTATTTGTAATTTACCTGAAAAATTTACCGCCTCTATTTGGTAGTGATTTATCATCATATTTTG
+TTGATGTTGACATACAAATCGAGTGATATGCAGCTTAATTTCTTTACCTGAATCTGAGTGAAGTTGTAAT
+ACCTCATGATAAGACGCTTGGTGCAAGTTTACATGTCTTTTGCCAATGCTATGAGGTTTGAAAACTTCAT
+TTTCTGATGATATTTCAATAGCTTTGGTATTAAATGCTTGCATCATTTTATTATTAAATTGTGCAAAGCC
+ATAAGCTGATTCATCATATTCAATCGTCTCTCTGATATAAGACCCATTGATATAAGTGCCTTCACACTCA
+GGTTGGGTGATGTCACTTTCATAACCGCTAGTGCCACGCGTACCTAAAGTACCATTACCTAATGAAAATA
+ATGTTTCAATAACACCCTCTGAAAGGTGTGTTAACTGATCTTGCGATAAAATCCACTGTTTATCTTCATC
+TATAGCTAGGTAGTTGTTTAAAGTTTTCACACGTTAACCTTATTTAATTGTTCTCTTCTGCTATTAATAA
+TACAAGGTTATTTAAATTATGCAATCGTTTGCAAAATAATATTTTTGAAGCTACTATTATTGAATGTTAC
+TAAATATGCAATCGATAGTGTTTATTGTCGTAGTGCGTAAATAATTCGTTAATAGTCATTAACTATGCTT
+ATATGAAGTATATATTCGGGGAGTGTTATGAAAAACTGGCGTATTAAATTATCTTTGTTACTCACTTATT
+TTGTTTTTGCTATTTTGCTTAACAGTGTGGGGGTTGTGATTTTACAAGTTATTAATAATTTCGATATTAG
+CAAACCCTCAGCCGGTATATTAGAAGGCTTCAAAGACTTACCCATTGCTTTGGTTTCTTTTTTAGTTGCT
+TCGTATTTACCTCGTTTTGGTTATAGAAAAGCAATTTTAATCGGACTGAGCCTGGTGACTATTACTTGTT
+TAATAATGCCGCAGTTGCCTAGTTTTGCCATGAGTAAAGTATTATTTCTGTCAGTTGGTATTGGTTTTGC
+GTTAGTAAAAGTGTCTGTTTATTCAACCGTGGGTTTGATCACTAATAACCGTCAAGAACATGCTTCATTT
+CTCAACACCATAGAGGGATTCTTTATGGTTGGGGTCTTATCAGGTTATTGGATATTTGGCTTTTTTATCA
+ATCCAGATGAACCGAAATCGCTTGACTGGTTTGAAGTTTATTATTGGCTTGCATTATTATGTTCCATAAA
+TATTTTATTATTATTATCAACACCTTTTAAACAGGTCGAAGCAGCTGAGAATAAAACGTCAGCGTTTGAT
+GAATTTGTTGCCATGATCAAATTAGTAAAAATACCTATGGTTTTAGTATTTGTTATTTCGGCTTTTTTAT
+ATGTTCTTATTGAGCAGGGTATTGGTACCTGGTTACCAACATTTAATAACGAGGTGCTTCACTTACCGAC
+AGATATTAGTGTACAAGTTACCAGTATTTTTGCTGCTTGTTTAGCTATCGGCCGTTTAGGTGCGGGTGCA
+ATACTAAGACGTATTAATTGGTATGTGTTACTGAACGTTTGTTTGTTAGGAATGGCCATTTTAGTGTTAT
+TGACACTACCGTTGACAAAAGACCTTGTTGTTAATGAAAATGTTAGTTGGCATAATTTACCTGTAGCCGC
+TTGGTTATTCCCTTTTATTGGGCTGTTTATGGCTCCCATTTACCCCGCAATAAACTCAGTCATTTTGAGT
+GCGTTACCACAAAGAAGACATGCCGCAATGACCGGATTAATTGTACTCTTTTCGGCTCTTGGGGGAACAA
+CAGGCTCTATGATTACAGGCGCTGTTTTTTCTGCTTTTGATGGGCAAACCGCATTTTATTTTACCTTATT
+ACCCATTGTGATTATTGCACTGATGCTAGCGCTATTGAAGTCTCATGTGGAGTCGAATGAACTCACGGAC
+GCAGTGAAAGCATAACTACAGGGAAGGTTTATTAAGTTTTGAACAGGTCTAAGTACTTTTCAGTTGTAAG
+ATAAACGTAACCGTTTGAAATGCTGTTGGATAGTTCTACATCATGGCTTGAGCTAATTGTGAGGGAATTA
+AGGGGGAAATTTGATAGTACTAGATTAAGAGATAATAAAGATAAGACAGGCTCGACGCAATTATCTCTTG
+ATCAAAATAAAGATTGTTATAACAAACAAGCTGCGGCGCCAAGTAATCCTGGTTGCTCTTCAGTTATTAC
+GTAGGTAGGAGCTTGCTCTGTGATAGAGGAAAGTCGTCCCTTTGTTTCAAAGCGCGCTCTAAAGTCACTC
+AGTTTTAAATAGTCAACAAAACGCGGCACTATGCCACCAGCAATATAAACACCGCCTTGGCTATTCATTA
+TTAAAGCAAGGTTGCCGGCAAAACTACCCAGCACATCACAAAAGAGTGTCAGTGTTTGCTCACAAACAGT
+ACAAGTGGCGTTAAGCGCATTCGCCGTAATATCTTTAGCGGTAAGTTTGTCTTCAACCGTGGTAATTTCT
+TTGCCATGATTAATAAATAACAGTGCTTGATAGATTTGCTCTAAGCCATAACCTGACAATAACTGTTCGT
+ATGAAACTCGCTTTTTGATGCCTTGGATAAAGTTCATCACCTGTTGCTCGATTTCATTAACCGGAGCAAA
+ATCAATATGACCACCTTCACCACTAATGCAATGCCATTGCTCATTGCCTGACAGAGACAGTGGTACTAAG
+TTTGCAACACCTAACCCTGTACCTGGTCCACAGACTGAAATGGGTTTACCCGCAATACTTTCGCCGCCAC
+CTATTTTAATCTTCTGTTGTTCTGATAGCAGAGGAATGGCCATGGCTATTGCGGTGTAGTCATTAATAAA
+GCGTAATGAATGTAAATTTAATGACTGTTTGAGTTCGTTTTGAGAGAACTGCCAAGGTAAATTAGTCATG
+CTAATCAAGTCATTATCTACAGGGCAAGCGATAGCGAAACAAGCGTTAATGGCCAAGTTATTCAGTTCTT
+TAACATCAATATAATGTGCAACCACATCAGCTAAGCTAGAAAACTCTTTGCATTGATAGGTCTCAATATC
+ATTAATAGCAATGTCACGCGTATTCGTGCCGAGCTTTGCTGTTGCTTGAGCCAAGCGAATATTGGTACCG
+CCAATATCTGCAATTAGATTGATAGTGGTCTGTTCTTTGGTGTGAGCTAAATTTGTATTCATGACTTATT
+GTATCGTTAAGGTTAGAGGTTGATGCTGCCAAGCAAAAGTGACGGTTAAGGTGTTATTTTTATCTTGCCA
+AACGCCATTTTTTATCACTTTATTGTTCAATTTGATGTTACTTGGGGCTTGCGTGATGTTATGAATTACG
+ACAGTCATGTTGCGTTCTTTGGGCATGCCGTTATAACCTTTGCCTTTGCGATTTAGGTTTATGCTCAAAT
+GTTGCTGCTGTTGATTAGCTGAGAATTGTAGTAATTCAAATAAACCTTTTTCGATAGCTTGATAGGTTTT
+GCCATCGTCTTCATACATTTCATAGTCAGCGGTAGCGACTGATTTATCTGCATAATAATGTAAGGTTAAT
+TTACTGGCGTCATAATCCTGTGTTGATTGAATATCATCTATCATGGGAATAAACGCACCAGCGCGTACTA
+GTACTGGCAGTTTCTCTAAAGTAGTCGGTAAATTGATGGTTTGATTACCTTGATACTTTTTACTTGGCTC
+ATTTTCATTGGTGAAATAATCAAACCAAACGCCAGCAGGTAAATCTATTGCTACAGAGCTAACATCTGCT
+GAAACAACAGGGGTTACTAGAAAAGCATCACCCCACAAGTAGCTACTCGCGTTATCAAATGCAGTTGATT
+TTTCTTTATGTTCAAGCTGCTCTTCAAAGAAAAGCGGACGCATTAAAGGCATACCGGTGGTGCTGTTTTG
+ATAGGCTAGGGTGTAGTTGTATGGCAGCAGTTTATATCTGAGTTTTATGTACTCTCGTAAAATATCTTGC
+GTGCGTTTGTCATGAAATACAGCTTCTGGTGCAATGTTATCTTGACCGTGTGGACGGTAGATTGGCTGGA
+ATATGCCATATTGTAACCAACGGATATACATTTCTTGGTCAAACTTCTCGCCGCCGGCAAAACCACCTAA
+ATCAGAATGAGTATAAGCCATGCCTAATAAACTCATTTGTAAGCTCAACTCAACTTGCGGCTTTAAGCCA
+CCCCAAGAGCGACTAACGTCACCGGTCCACGGGATCATGCCATAGCGTTGTGAGCCAGCAAAACCTGAAC
+GCATTAGAATAAACGGTCGCTGATCAGGGCTCAACTTAAGTTGATTCTCAAAAACCATTTTTGCCCATTG
+ATGGCCATAAACATTATGAATGGCATCAGCATTAACGACACTGCCATCGCTAAGGGTATGTAATGTATCG
+CTGGGGTGAACTTCCGGCTCACCTAAATCACCCCACCAACCCGTTACGCCTTGCTGATAAAGTGTTTGGT
+AAATATTGTTAAACCACTGCTGTCCTTTGTCATTGAAGACATCAACTAAACCGGTATTACCAAAATAAAA
+ATCAAACTGTTTAGCGTTGCCCTGTGCATCTTTGGCTAATGCTTGCTGTTCAACAGCATCTTGCCACTTA
+GCTGAAGTACTCAGTACAAAGGGTTCAGTGATCAAGATAGTGTTTACGCCTTGCTCTTTAATATCACTTA
+TCATTTTTTCAGGTTCAGGGAAGGCTTCTTTATCCCAAGCTAAATTACCCATATGGCCTTTAATGTCTTT
+ACCAAACCAATATAAATCTAGAATTAAGGCATCAAGAGGAAAATCTAAATCGATAAATTTATTTACTGTT
+GCTCTTACTTGGGCTTCTGAGCGATAACCAAAACGTGAAGCATAGTTACCTAAAGACCAACGCGGAGGTA
+GCGGTTGTTTACCGGTAACATCAACATAGTTATTGAGCAGTTTAGGGTAAGAATCAGCAGAAAATACAAT
+ATAAGCCATTCGACCTGCAACGGCAGAAAACTCAAGGGTATTCTTTTCTTTTTTCGCTAGATCCATATAA
+CCCTTGGCGGAGTTATCAAATAGCACAATATATTTATTACTCGACATTACTGCGGGTATTGAGAAATTCA
+TTTGCTCTGATTGTGTGGTATAGCCGTAATGTGCTCGATTATATAAAGGGAAACTATGACCGCGTCTATC
+CATACCAAGCACTCGTTCACCACCGCCAAGTAGTTTTTCAGTGTCAGTTAGGTGAAAGCGAAATCCTTGA
+ACAGCTAAGCTTTTATTTTCTTCAAGAACGGTATCGCTAAAGAAACCCTTCTGCTCAGAGATAAGTAATG
+TGTCTTTCTGGTGCTTATTTTTCTGGTAATAACTAATAGAAAAGGGCGCTTTGTTGATCACCGCACTTAG
+CTTATTTAAGGTTAATGTCAGCTGATTCTTATCTTCTGTTATAACAAACTTACTGTTATGTGCATTTTCT
+TTGATGGCAAAGGAGGGCAGTTGGCTAGCTGGCAGCTTTTTCTCAAGGTTTTGGTAATGTGCTGCTATTG
+CGCCTTCACCATAAGCACTCAAAGTTACTTCTACTGAGTTAGTGGTGATAACAAGGCTATCACCTGCTAA
+TTTATGATTAAGGTAATTCCCCGAACTTGCCAATGATGGCGTTGATATAACCAAGCAAGTTAATAAGCCA
+GTGAGTAAACAAGTTAATGAATTAATGGTGAAGTATTTCAATGTGAATGAACGCAAAACAATACCCTTAA
+AGTTGAGAGGAATACGAGAGTGTTAACGATAATACCCTTAGTCTACCGCACGCAGCATCTTGAATACGTA
+TGCAAGGGTTACTTCTCATGACATAAGTATTACATACGTATGCAATTTGAGGGATTTGTTATACATACGT
+ATGCAAAGCCTTTCAGCTAACTTTTTATTTGCGTATTCTTATTTGAAGAATTATTAAATGCTTGGACAGC
+GACTGTTGATAATAACTATTACCAGTTGAACAAGTATCAGTGTTGGGGTTTTCAAATGAATGAACAAATG
+TGGTGGCGTGGCGCGGTAATTTATCAAATTTATCCACGTAGCTTCTATGATGCTAATCAGGACGGTATTG
+GCGATTTGCCAGGAATCATTAGCAAGTTAGACTATATTGCTAGTTTAGGGGTTGATGCTATTTGGATCTC
+TCCTTTTTTCAAATCCCCAATGAAAGACTTTGGCTATGATATTAGCGACTATCGTGAAATAGACCCTATT
+TTTGGTACGCTGGCTGACTTTGATGAACTTGTCATTAAAGCACATGCCCTTGGCATTAAAATTATGATTG
+ATCAGGTGCTTAGTCATACCTCGGATCAGCATCAATGGTTTATTGACTCACGTGAAGATCAAACTAATGA
+TAAAGCGGATTGGTATGTCTGGAGTGATGCCAAAGAAGATGGCACTGCGCCTAACAATTGGTTATCTATA
+TTTGGCGGAACAGGTTGGACTTGGGAGCCAAGACGTCAACAATATTACCTACATAACTTTTTAACCAGTC
+AGCCAGATTTAAACTTTCATAATCCTGATGTACGCCAAGCGGTATTAGACAATATTGAATTTTGGCTTAA
+ACGTGGTGTTGATGGTTTCCGCCTTGATGCGATTAACTTTTGTTATCATGATGCGCAATTACGTGATAAT
+CCCGCGAAAGCTAAAGAGTTAAGAACAAGCATCGGCTTTGATGAGAAAAACCCATACGCTTATCAGTATC
+ATTATTACAATAACACCCAAGATGAAAACTTAGGTTTTATGGAAGATATTCGAACACTGCTAAACGAGTA
+CCCAGGTACGGTGGCTTTAGGTGAAATATCTTCAGAAGATTCCTTAAAAACTATGGCTGAATATACCCAA
+GGCGAACACCGCTTGCATATGGGCTATAGCTTTGATTTATTAACGGATAATTTTAGTGCGAGTTATATTA
+AACAGGTTGTACAAAACCTTGAATCGCGTGTATTAGATGGCTGGCCATGTTGGTCTATTTCAAACCATGA
+TGTAGAGCGTGTTGTTACTAGGTGGGGCGGTTTTAATAGTAAAGATTTTGCTAAAATGCTCTATGCAATG
+ATTTCGTCATTACGTGGCAGCGTTTGTAGTTATCAAGGTGAAGAGTTAGGTTTAAATGAAGCCGATATTG
+CCTTTGAAGATATTCAAGACCCTTATGGCATCACTTTTTGGCCTCAATTTAAAGGCAGAGATGGTTGCAG
+AACGCCACATCCTTGGCAGCATAATGCAATTAATGCTGGCTTTAGTGAAGGCAAACCCTGGTTACCGGTA
+TCCAATGAACACTTTGCTAAATCAGTCGATGTGCAAGATGATGCGGTCGATTCTGTGCTTAATAGCTACC
+GTAATTTTAACCGCTGGCGCAAAGATCAACCAGCGTTACGTTACGGTGACATCAATTTTATTGATACTGC
+AGAACCACTACTAGCTTTTGTTCGTCAATACCAAGGTGAGCAGTTATTAGTATGCTTTAACTTTAGTGAG
+CAAAGCCAAATAGTAGCTTTATCTTCACTGACTCCAGCAAGTGATAGCCTAACTGTGTTGTCTGATCATA
+AGCTAATAAGCGCAACAATTACTGATGGTGTATTAGAACTACCACCTTTTGGCTGTTTTTATAGCAAGCT
+TTAATCGCTAGCTTAGTCAGTTACTTAGTTAGATATGTCAGTAAGTTAATTCGGTCAATACGGTAAACGC
+ATTAAGAGAAACGCTATGAATTTTATGAGTAAATGTTCGGTATTAACAGCTATAAGCTTGGCGTGTATTA
+CATCTCAAGTAAGCCAAGCAGGAGGCGTGGAGCTAACAGAAAAGTTAACGGCTAAGGCGGCAACGTTAGC
+ACCTTATCAGCAACGTGATTTTCAAGAAGAGGTCTTTTACTTTGTTTTACCTGACCGTTTTTACAATGCC
+GACACCAGTAATGATTTAGGCGCTGCTGAAAATGATAAAAAGCGTGCTGTGTCTCGCGGTGGGTTAGATA
+AAACGCATAAAGGCATGTATCACGGTGGTGATTTAGCTGGTTTGACTGAAAAATTACCTTACCTAGATAA
+TATGGGGGTAAGTGCCATTTGGTTAACGCCGATACTTCGTAATCGCGCTATGCAAGCGGGAACCTCTGGT
+TATCATGGATATTGGATATTGGATTTCACTGAAATTGACCCGCACCTGGGCAGTAACGCCGAACTAAAAA
+ACTTTATAGACCAAGCGCACAAACGTAATATAAAAGTATTTTTTGATATTATCACTAACCATACAGCTGA
+CGTGATCAAGACCAAAGAATGCCACGGCGAAGACGGTTTAGGTTGGATAGTTGATGTAAGTAAAGGTAAT
+GATTGTCCATTTATTTCTATGGCGCAACTTGCTCAAGGCAAGTATTACACCCCATTAATTCCTAAAGGTG
+ATGAAACACTAAAATATCCAGCATGGCTTAATGATATGGATGTTTATCACAACCAAGGTGATTCATTCTG
+GCGAGGCGAAAGCTCAGTGCGAGGTGACTTTGCTGGCCTTGATGATTTATATACCCAAAAATCTAGTGTT
+GTTAATGGCATGATTGCTATTTACCAAGATATTATTGATGAGTTTAAGCCTGATGGCTTTCGTATTGATA
+CCGTTAAACATGTCAACATAGAGTTTTGGCAGCAATTCTCACCAGCCCTAATGCAACATGCTAAAGCACA
+AGGTATTGATAACTTTTTCATGTTTGGTGAAGTTTATAGTTTTGAACCTGAATTATTAAGTCGCTTTACT
+ACAGAAGCTAAAATTCCTTCAGTATTAGACTTTGCTTTTCAAGGTGCGATGACGAAAGCCTTGGTTGAAC
+AGCAAGGTACTGATGTATTGGCGCAATTATTCGCTAAAGACCATTTTTATAATACTGAGCATAAATATAT
+TCGCAACACCAATGCTAATCAATTAGTTAATTTTACCGGTAATCATGACATGGGTCGCTTTGCTTTTTCA
+CTGAAGCAAAGTTCTCATAATTATAGTGAACAAGCACAAATTCAACGTAACTTATTGGCACATGCGATGA
+TGTTCTTTAGTCGCGGTGTACCGGTAATTTATTATGGAGATGAGCAAGGTTTTGTCGGTGATGGTGGTGA
+TCAAGCTTCACGCCAAGATATGATGCCTTCATTTGTTGACAGTTATAATGATGATGATTTACTGGCTACA
+ACTAAAAGCACAGCCGACGATAATTTTGATACTAACCATCTTTTTTATCAAAGCTTTGCTAAGTACGCTC
+AGTTATATCAGCAATACCCAGCGTTACGTTTTGGTGAGCAGGCGGTGGTATATTCTCAAAATGAAGCCGG
+TATTTTTGCTATTACACGTCAAACGAAAGCGACGAATAACACTAATGCACAAAGTTTATTGGTTGTGTTT
+AATACGGCAATAAATGCGCAAAGCTTGAATCTAGTGTCAGAGAAAATAGGCGTTAAACAAGCAGAAACTA
+CATTGCTTTATCGTTCAGTGGAGTCTGGAAAGGCTGATGAGATAGCACCCCTGAGCTTTGCTATTTATCA
+ATTGAAGTAGTTAACTGAATCTAACATCGAAACAGTAGTGTAAATATTCCTATTACTTGTAATAGGAATA
+TTGGTTTTACTTTCATTTTATTTATACTGATATCGCTAACCCATCTTGTCCAAAACTATTTCTGTACGGG
+GTAATTAAAGTTGGTTTTCATATTAGTTCGGCTTTAATTTTTTTGTTCAATATCATCAGACTGAGTCTGT
+ACGGCTTCTTGTAATTGCTGCTCTACAATACTCTGTAACGGCTTATCATCAATAGAAATACTTAACTCGC
+TGTCTTCGATGTCATCCGAGTCTTGCAGTATTTCGAGCATATCCGAAGCAACTTCGGGAAAAGAATCAAC
+GAATGTACTCGCGACATCTACTGCATGCTCAGGGATGTTGTCAACCATATGATTAATATAGTTATTAGCT
+GCATTCTCGATATTTTCTAATGCATCTTCTGAGAAAACTTGCTCGTTTTCATTGGTATTTTCATTTTCGC
+CTTCGCTTTCACTATCAATTAAGTTTTGAACATAGGCTTCAGCAACATCGTTTGACGACTCAGGCAGAGA
+TTCTGATACCGTGAAGGCAAGCTCTGCAGACTGTTCAGGAGATACATCGGATAAACGATTGTAAAGCTCT
+GTTGCCGTATTTTCACAGGCCGCAGCGACCCTATCGACTGGACGCATTGCATCTAAAGAATCCGATAGGT
+TTGTCATATATTCTTCAGTCATTTCTAGCAACTCACTAGGGTATTCTTCGGCCATGTTCTCAGCGGCTAA
+TTCCATTAAATCAATACCGTTATCAGGCATTGCATTAGCAATTGCGACAACAATGTTAGTAAATTGATCG
+GGATACTCAGAGGTGATCCAATCAACAAGTTGATCCGCTTGTTCAGGGGATGCATTGGTTAATGCTTCAG
+CAATGTGAATGCTCATTTGTGGAGCTGCTGATGTTATTGCGGCATATAATTTCCCAATGTCTATCGCCTC
+TATAGTACTTAATGCCGCGGCTAAGTTTGACGCATTTTTTGGATCTCTTTGCACAATTGCTTTAACCATA
+TTAACCGCAGCCGATGGGTTTTTATTCGCCAAGCTAATAGCAACTTCCACTTCCGGAGTTGATTCGAATT
+GTGCTTCTGCATATTGTGTACGAGGATCGAGCTCTGATACTACGCCACTGGGTGTTTGCATGATAAAGCT
+TTCTTGCTCATCAAGTGGTAAAGCTTGCTGTAGCTTCATACGAATACCGATAAAAAGTAACAGAGTTAAG
+GCGACTACATTCATAAAGCTAAACAGCGCGCTGCTACCGAAGGAATTCATCACTACAGAAGCAAGGTAAG
+GACCTAAAATACTGCCTAAGGCATAGATTAATAATAGCGAACTCATTGCTGCCAAAATTTGTTCTTTTAA
+GACGGTATCAAATGTTTCAGACATACTCATTGGGTAAAGACAGGCAACCAAACCAGTGATTAGCGCAATA
+GCAAATAAGGTTAGTTTGAACATATCTTCGGACATAAGTAATGGCACAGATAAGCACAGTACAATGAGTG
+TCGCTACCATAAATAGCATGACTTTTCGGCGGTCAAAGTTATCCGATAAATAGGCAATAGGGAACTGTAA
+AATAATTGCCCCAGAGATTGCTGATCCCATAAATATGGATAAATCTAAATCTGTAATACCGTTGTTACTG
+GCAAAAATAGGCAACATATTCATTAAACCAGCATACAAAATGCCACAATAAAAACTACTTACCACACCCA
+AAGGAGACAGTTTGAACACAGTTATTAAAGACATTGATGGGCTATCTTCAATTTGTGGACCTTGTTGTCT
+GCTAATAACGATGGGTGTAATGGATAAACTAAATAAAATGCCACAGATAACAAACAGGGTAATATCATTA
+ATCGGCGCGACATTTAATAAAAATTGGCCAGAAAATAGGGCTGTCATTATCATCATCTGATTAATGGAGA
+GTATACGTCCCCTATTTTTTTCAGTGGCGCTATGACTTAACCAACTATCAAGAGTGGCATTGGTGCAAGC
+AATACAAAACCCCGTAACTATCCTCATCCCCGCGAGTATTAAAGGCTCGGGGTAAAGGCCTGAAAGTAAA
+ATCGCCACAGAGGTTAAACTACCGCACATGGCAAATATTCTTATATGACCAGCACGTTGTAATAAGATAC
+GGCTATAATATGCACCCAGCAAAAAACCCACAGACAACATAGACAGTACTAAGCCCATATTATCCAGGCT
+CACCCCATCGCTCTGCATACGCACAGGTAGTAAAATGTTGCTTAATCCATAACCTAACATTAACAAAAAG
+CCACTTGTTAGTAATAGGATAAAAGGTTTGAGGGTCGTTATCACACGCAGTTCTCTTTTCTATATTTGTT
+GGGTAACTTCTCCGGTATCTAAGTGAATAGCATTTTATGAAAATGGTTTCACTCATCGCCCAGCCAGAAA
+TTATTGATACTACTTAAAAGTAGCTGATAATTGCGCAGCATAACAACAGAATGTTATTGATTATAGTAAA
+AATATTGAAAATAGTGCTACACAAGCTTGGTAGTCGTTTTTAACTGAGTTTTAGTCGTTATTTGGGGGAT
+AGAATCTGTAAAACTTGGAAAATTTCAGGCTTATAATGTGTTTAGTCGAAGGGATATATTTTAAATCCTA
+CCAGAATTATGAGTACTCTATGCTCCTGCCGTGTTTTTCCAACGGGTAACTAAGTCATAAACGATAAATC
+ACGCTTACGTTTGATTCAATAACTAGCAGTATCCATTTAACGTGTGAATGACTGCCAGAATAGATTAAAT
+GCCGCCTCGCGGTATTTAGCATCTTGAGCGAGCTCAGTGTTGTTAATGAAAAACTGACTACTAGTAAGGA
+ACTGACCATGGGCACTTTCTAACATCAGCTCTATCGGATAATTAGCAATAAGTTGATGCTGTTGACCAAA
+GAGCATTATCTCCTTTAGAAAACCAAACTCATCAGCAAATATTTGAGCTTTAGTATTGGCCGAAAGCGGT
+TGGTATTGCATCACAAGTAAGCAAAATTGCTGTTGCTCAGCATTAGCTAAAGCCCAATCAATTGCTTGTT
+GCCAAATCACTTTGGCTTGTTGTTCTAACTGGGTTGCATCGAGTTCGAATGGTGCTATTTGCAGTGCAAA
+TTCTTGTTTTATATTTTTATAAAGTTCAAGAACTAAAGCATCTTTTGAAGGGAAATGATGAAAAAGAGTG
+CCAGTGGCAACACCTGCTGTTTTGGCAATAGATGCGGTGGACGTTGCATAAATACCTTGATTTACAAACA
+AGGCTAAGGCGGTATCTAAAAGCTGCTGCTTTTTATTTTTAGGCTGGTTTATAGTTACAGACATATATTC
+GTTTACTCTTTTATAGATTTAAGGTGGTTATTAATGAAGTGAAAAATAATTCTGCATTGGCACTATTTGA
+AGCATGGGCACTATTCCACCGTAGAATAGCGCCATTATAACACTATGAAATTACAACATTATCGTCTTAT
+TCTCATTTAATTTAATATTATCTTAAGAAAAACTTCAACATCAACCTTTGTATCAAACCACCGTAGGGAG
+GATGCACTAATTTTCCGATATTTAACTTACCTCGAGACAGCACTGTTTTTGCTTTGGAAAAGGTTAAAAA
+ACCTTCCTTGCCATGATATTGGCCCATGCCAGAATCTCCAATACCTCCAAAAGGTGCATCATCAGCGGCT
+ACATGAAAGATTGTTTCATTAATGCAAACACCACCAGAGTGAGTTTGACTCAACAAATGTTGCTGGGTTT
+CTGTATCAAAACTCATAATATAAAGCGCTAAAGGCCGAGCGCGCTCATTAATATAATCAATTGTTTCTGA
+AATATCTTCATAGCTAATAATGGGGAGAATTGGGCCAAAAATCTCTTGTTGCATTATCAGCATGTCATCG
+GTGGTTTCAGTGACTAATTGCGTGGCAAGCTCACGTGAGTTTCGGTCAATGTCTTGCCCATTAGCTGAAA
+CTACTTTTGCACCTTTACTCACTGCGTCATCTAACCAAGAAAGTAATCTATTATGCTGATTTTCGTTTAT
+TACATGAGCATAATCTGTACTTTGATGTTTATCGCCATACATAGTTTGAAATTGCTTTTGATAACTACTG
+ATAAAGGCTTCAACTTTATCTTTAGGGCAAAGAATATAATCGGGTGCCACACATATTTGTCCTGCATTTA
+AACACTTGCCAAAAATTAAGCGCTCAACGGCTGTGTCTATTGGCATGTCCGGCGCAATAATCACTGGGGA
+TTTTCCACCCAGCTCTAAAGTAACAGGGGTAAGGTTATCAGCAGCCGCTCGCATTACGTGTCGTCCAACT
+GTAGTGGAGCCAGTAAAAATTAAGTGATCAAAGGGTAATGCAGAAAACTCTGCCGCGATGTTGGCTTCTC
+CTTCAATACAGGTAACGGTATTTTGTTCTAAAATACTGCTTAACATTTTCTTGATAACTTGGTTGGTACT
+CGGAGTAAACTCTGACAATTTAATCATTGCTCTGTTGCCAGCAGCTAAGGCTGTGATTAACGGACCAATA
+GATAACATCACAGGAAAATTCCACGGCACCATAATACCGACTACGCCCAAAGGTTGATAATGCACTTCAA
+CTTTAGCTGGCGCTAATAATAGCCCTGCATGACGGCGTTGCGGTTTCATCCATTTATTAAGGCGTTTAAT
+AGTGTAATTAATATTGACGATACAAGGCATTATATCGGCTATTAAACTATCTTGTGCGGGACGTTGTCCG
+TAATCTTCATTAAGCGCGTTGACCAAGTCGTCTTGAAAAGAAAGTAGGGCACTTTTTAAAGCGGATAGTT
+GTGCAATTCGCTCTTTAGCTGACGGGTTAGGAGCACTGCGGTATGCCTGTTTTTGGCCAGTTAGTATGCT
+TGATAATTCACGCAGTTCAGTATTCATTTTTTCTGACATATTCATCGGTAACTCCATTGTTCAAGTCGCT
+TAGTGTTATTTAGGTATAGACCTAGCTTTTGATGTGTATGGATAATCATCAAAAGAATAGACTGACTAGT
+TAGTCGGTATGGATATTTGAACTCATTACAACCATAATTGCAATGTTTTGTTTGTTTTTTATTCAAAGTA
+ATCACAAAAATTATTATTAATTTATAACTAAAGTGAGGTTAGATAGGCTCTCAAGGGATATAAATTAATT
+AGTCGTGGTCATTACGACTAATTAATTATTTCTTAGGAAAAATATTGCTGAACAGGATATGTCTTTAAAA
+TATGAGGTTGTTATAACTTTTTAAGTTTCTGCTTTACTGATTTTGTATAAATAAACGGGAGATTTATAAA
+AGTCATTAAGCCGTATCGTTCTATAAGCTTGCCATGAGGGTAGTGCAAAGTTATTACTAATAAGAAAGCT
+GACGTTAGACTTTTCTACTTGTAATTTATGGCTGATTTTTTCCATCGCCTCGGGGAACAAATAACAGATT
+AATACGGAGGCCTTAGAAAAGTCTGCCAGATAAAAGTTCTTCCTATGTAAGGTTAAGTTTTTTAACCCCA
+ATATCTTTTTAATACAGCTTGATGTCAACCAAGGCAGAAAGGATAGTTCGTATCCTACTACTTGTCTTTG
+CGGATATCTTTTGGCGATACGAATGACAAAGTTACCCCAGCCGCTACCCAAGTCAACGATAGTACCTGAC
+CCTGTTTTATCAACTAACTGCATCATGGAAAAATAGGCTTTATTTGAGCTTGGCATAGGCGATATGCCCA
+ATTTTACTGTGCTATACACGATCGAGCTGGTAATAAGCAGCACAATGAAAATCAAGCTAATGAGTAAAAG
+TAGTTCAGAAATTATCAAAGAAAACTCTCAAATAGGTTGTGCAAGTTATGAAGAAAGATAGGTTACTGGT
+GCGGTTTTCAAATACGTTATCATTAAAAGAGAATAACACTTAGTAAGGGGGATTAGCTTTCAATGTTTAC
+GATATTTTCTACTAAAAAATCTAAGAAAACCCGTGTCTTTGGTGAAATCAACTCTCGTTTTAAGTATATG
+GCATAGGTGGCACTCAACTCTTCATAAGGGCTGAAAGTATATTCTGGCATGACTTGAATTAGCGAGCCAT
+CTTCTAGTTCACTTCTGACGGCCCATAAAGGAATTAAAGCGAGTCCAGCATCATTCAGAACAAGTTGTTT
+TTGACCATTAACAGAGTTAACCGAAATGGTGTTGTTAAGGGACAGTTTTGTTTTTTCTTCTGCCATTAAA
+AACCAATCTTTCCATCGAGAATAATTGTATCGGATACATTGATGATCTTTTAAATCTTCAGGTGCGTGCG
+GGATACTATGGTTAATTAAATATTGAGGACTTGCACATAGGAGGAAATTATTTAACGTTAGTTGCCTTGC
+TATCATGGTTGAGTCAGGTAAACGACCACTTCGAATCGCTACATCAATATTCTCTTCGACAAGATCTACA
+ACCCGTTCGGTTAATTCCAGGTCTATTACAATATTCGGATACAACGAGATAAACTTCGAAATCAGTGGCA
+GTACAACACTTTCACCAAAACCCACTGTCATACTTATATTAAGCTTACCCTTTGGCACTTCTTGTAAGTC
+ATTAACGACTCTTTTGGCTTCATCAAATTCCGAGACAATACGTTGAGAGTATTCGTAATATTTATGCCCA
+GCTTCAGTTAAACCAGTATTCCTAGTCGTTTTATTTAGCAATCGTACGCCGAGTTCTTGTTCTAGTACCG
+CGAGTTGCCTAGAAATTGAGGAGGGCTGCACATCAAAAATTCTACTGGTTTGGGAAATACTGCCGGTTTC
+GACAACACTGTTGAAATACAGTAACCGATTCAGTGAACTCATAATGGCTGTTACATAAGGATTATTTATA
+TTGCAGTTACTCTAACTTCGCCTTGCCAAAAAGGCAAATGTGATTTGCAGTTTAGGTTATGGCTTGCTCA
+ATTAGCAATAGATAGAATAGCCACACTTAAACGAGCAAACAAACTCGTAGTAAAGCCAATGTAGACAAAT
+ACGCACGTAACCAAACATACAAATAAAGAGAGAAACCTATGAAAGCAATGATCATTAAAGAAATTGGGTC
+TACTGAAGTTTTCCAACTTGCAGAAAAGGCAAAGCCAGTTGCTAAAGCAGGCCATATGGTAGTCGAAGTG
+AAAGCAACAAGTGTAAACCCAATTGATACTATGCTGCGTTCAATTGAGCTACCTTGGTCAGCGAATTTAC
+CTGAAATATTACACGGTGATGTTGCAGGTATTGTTTGTGAAGTGGGTGAAGGTGTTACCGGTTTTAACGT
+GGGGGACGAAGTTTACGGTATGGCTGGTGGTATTAACGGCGTTGACGGCGCGTTAGCTGAATTTATGTTG
+GTTGATGCATTGTTAATGGCTAATAAACCTAAAACACTGACAATGAAACAAGCGGCAGCTCTGCCATTAG
+TCGCAATCACTTCTTATGAAGCACTCGTTGAAAAAATGAATGTGCAACAAGGTGATAAGGTACTTATTCA
+TGGCGCTACGGGTGGCGTTGGTCATATTGCGGTTCAGTTAGCCAAAGTATTGGGTGCTAATGTAACTTCA
+ACCTATTCTTCAGCTAACGAAGTGTTAGCAAAAACACTTGGTGCAGATAACTTAGTTGATTATAAGACTG
+AGTCGGTTGCTGACTACGTGCGGGCTTACACCGATGGTATTGGTTTTGATAAAGTATTTGATACCGTTGC
+AGGTGATAACATTGAGAAATCATTTGAAGCAGCTAAGTTAAATGGCCATGTAGCGACTATTTTACCTATT
+GCTGATCCACTACAAATTGCCCTGAAAAGTTTGTCATTCCACAGTGTTTTAGTGCTTATTCCATTATGCC
+ACGGTATTAACCATGCCTCACATGGCCGTATTCTTACTGAAATTGCAACCTTGGTCGATGCAGGAAAAAT
+TACCCCTATTATTGATGAAAGCGATTTCTCAATATGGGAGGTAGCAAAAGCTCACGATCACCTTGCTTCG
+GGTAAAGCATTAGGAAAAATCACCTTAACGGTATAAATTCTGTAATAATTGCATAGAACTGAATTGAATA
+GAACTGAGTTCAACTGAACTTAATTTAATGAATAGCTGCTAATGACTATTAGTAGCTATTCATTTACTGG
+CACTTAGCCAAAAAGTCTCAGTGATGTTTATAGAATCATCATTATCATCATTTATAGACGCCTATCTACT
+GCTGACAGAATATTCTCAAAAACTCATCATGACTGGGCAGTTTATCAATAGGTGCTTGCTTAATCTCTTT
+CACTTTTCTTAGCATTTCAGCGAGCTTTTCATCAGACATTATATTGGCTATTGGATGATAATCTTGCGGT
+ACGATACCTTGTCCTAACATCACTTGGAGCCATGAACTATCAGTGAATAAATCATTTTGCTCTCTAAATA
+ATCGTCCGCTTTGTTTAAATATTTCAATTTTATGGGCGAGACTGTCCGGAATTTTCATATGACGCATATC
+TTGCCAAAAATCACTATCAGTGCGCTCTGTAGCATGATAATGCAGTACTAAAAAGTCTCTTATTTGTTCA
+AATTCAGTAGCCGACTGCTTGTTGAATTCATCAACTAGGCTGCTATTAATACCCTGATGAGGAAAAAGGT
+GTGCTAAGCGAACAACAGCAGATTGCACAAGATGAATACTGGTGGATTCAAGAGGCTCTAAAAAGCCACT
+TGATAGACCAATAGCGATAACATTTTTATTCCACTGTTGGTAACGTCGACCCGTTTGAAACTTAATAACT
+TTAGGATCAGCAATGGCTTTACTGTCTAAATTACCCATTATGGTATCCATAGCCTGTTGTTCACTACAAT
+GGCTACTACTGTAAACTAAGCCATTACCGTTGCGGTGTTGCAGTGGAATGCGCCATTGCCAGCCTGCGGC
+ATGAGCTATAGAACGCGTATAAGGTAAGGTTTTTTCTAATCGTTCTGAAGGTACCGCAATCGCACGGTCA
+CATTGCAGTAAATGACTCCAATCTTCATAACCAGTGCGAAGTTTTTCTTGAATAAGCACGCCTTTAAAAC
+CGGAACAGTCGATAAACAAATCACCTGTGACTGTTTGCCCACTTTTCAACTTAAGAGACGTTATATGTCC
+AGAGTTAGGGCATTGCTCAACGTGCTCGACTAAACCTTCTGTTCTAATTACGCCTATTTTCTCACTAAAC
+TTTCGTAAAAACTTTGCATATAACCCCGCATCAAAATGATAAGCGTAAGGTAATTCAATGATAGGGTCTT
+TACTTTTTATCTGGGCAAATTTACCTGCTTTAGCACATAAGTAATTTAAATCGTATTGCCATAAATGGCT
+GTCATCTTCTAATTGATTGGCGCGCTTTAATAGGTGATGAAAATGACAAAAGGCTAAGCTTTTTCCTGCC
+GCACCAAAACTATGTAAATAGCTGTGACCCTGGCTTTTCCAGTTTTCAAAATTAATACCAAGTTTTATGG
+TTGCTTTGGTTTCACGTAAAAATTCGGCTTCATTTATGCCCAAAACATTATTTAAGTGTTTGATTGGTGG
+AATGGTCGCTTCTCCAACACCAATAGTGCCAATTGCATCAGACTCGACTAACTCAAGTTGAATAGCTGAA
+CCGAGAATTTTTTTCAATAAGGCTGCAGAAATCCATCCAGAAGTGCCGCCGCCTAATACAACTACTTTTT
+TAACTGGACTATTCATGTTTGAGTTTCTCTTATAAATAACGTGTGATTAAATCAAATGAGTTTTGCACTA
+CACTCTTTCGTCTTGCGCTTTGAAGAGTAGTCAATAGCAGAGATTAAAATTTAATACCTACAGACCCTAA
+CCGTTTTATAGTGCAAAAGTCACTTAAAAAAAAGCCTGTCAGTATACTGACAGGCTTTACTCTAACTACA
+ATCTAACTAGAAGGAGTAGTTAAGACCTAACGAGTAGTTAGCACCAAATGATTGATAAGAGGTAATTTGT
+CTTCCATCATTCGCTTCAGCTTGAATAGTCTTTTCGTCGGTAATGTTCTGAGCTTGGAATGAAACACGTA
+ACCCTTGTAGTGATTCAATGCCAGATTCATCGAAGTCATAACTGATTTGTGCATCCCAAATTTCGGCACC
+TAAATCATCAGTTGCTTCCAAAGCAAGGCTGCCTCCGCGTGTTTCAGTTAAGAATTCATCACGTTTTGTA
+CCGGCGATACGAACTTCGAAGCCGTTTCTTTCATAGTAAGCGGTTAATGAGTAACTTTCTTCAGAAAGTC
+CAGGCACTTTACCTCCATCACTAAGTTTACCATCTAGGAATGTTCCACTAATGACCAAACCAAAACCTTC
+TAAAGAGTCATGCATTATACGAAATGGAACACTTGCTTGTAATTCGTAACCACGTACGAAACCTTCAAAA
+CCATCTGTGGTGGTACTAACAAAACCATTCAACGTTGCAGGAGCATCACCATTAGAATCTTTATGTATCT
+CAGGGATATACACATCAGAAAAATCAGTTAGTGCATCTGAAGTTCTATGCCAGTTAGTTAAATCTTTATA
+GAAAAATGTTGCGGCAAAATAACCATCTTCAGCAAAGTAGTTTTCGTAAGAAAGATCAAACTGGTTCGCT
+GTTAAAGGCTCTAACATCGGGTTACCAGCACTGCCAGTCCAAGGACCATTTTGTGGGTTTGAACTTTGAA
+TTTGATTATCATTATAAGCAAAAGTAGCACGGGCATTAGGACGCATATCATCCATACGAGGACGACTTTG
+GACTTTTGATAAACCAGTACGAATAAATTGATTTTCAGCAATTTCAAAATTCAAGTTTAGTGTTGGTAAC
+ACATCCGAATATGAAGCGCCGCCACTTACTGGTGTTGATACAACATAAGCTTGTGCATTTTCAACCGTTG
+AAAAACCTGTTGAAGATTGGTCAACGTCAATGTATTGAACGCCAAAGTTACCTGTCATGTAGATGCCAGC
+AAAATCAGCTTCAAAATCAACTTTTGCGTATAACGTTAATGTTTCTTCATCAACGGTATAGGTATCACCT
+AAGCGATCAGTTTGCACTAAAGAGGCTTCTGTTGCGGTGTAATAACCACTTTTGTATAAACCTAAACTGT
+CGTAAGCAAGGACACCATCAATACCAATGAAGTCTAAACCTGCAACACCTAAAACATCAGGGATAGCTCC
+AGCACCAGGGTATTCAGGAGAAGTTAGGTAATCACCTTCATTGATTTTACTTTTACTACGTTCAGAGTAG
+TTAACACCCATGCTGATGCCACTAATAATACTGTATTCAACTACACCGTTAACTTCAAAGCGAATACTGT
+CTAATTCTTCTTCGAATACAGGACGGTTAACAAAACCATCTTGTGCATCACTGCCAATAACAGGTGCACC
+CCATGATTGAGGACCTGCAAGACGCATAAGGCTTTCATCAGTATAATCAACACCTGGAAGCGTTGGATGA
+GCGCTATACATAACGCCAGTTGAAGTCATTTCCCATGAACGAGCAGCTGATGGACGTCCATCTACGCCAG
+CACGACCAGTACCTGAATAGCTTTCTAAATCGATGATTGATTTATCAACATCACCTGTTGATATATCTAA
+AACGGTCGACCAATTATCATCTAAGGCATATTCAACATTTAAGCCAAAGGTAGTCAGTTCAGACTCTTGT
+GTTCTGGCGTCATTACGAACTACTGAATGGAAACCGTCCCATTGACCTGCAGTAACTAAACCATTTTCGA
+TTGATGCAACATCGTAGTTGACACCACCCCATACAGGGCCACCTTCTTCAAGGCCACGACGTACATCACT
+TTCATTAAAGTCTATGTATAAGGCATCGAATTTAACGCTAAGTTGGTCATTAGGTTGATATTCAATAATT
+GCCGCAACTGAACTACGTTCCATCAAAGCAGAGCGGGCAAATGAATCATGGCCACCTAAAACTTTTGTAG
+CAGGATCTATATCATTACCGCTTAAATCTTGTTTTTTTACACAGTTTTCGCCATTATCATCACAACTTGC
+ATAGCCAACATCAGCATAACCCCAACCACGGAAGTTCTCTTCTTGACGAGGTGTTTCTTGATTAGAAACA
+ACAAAAGCTAGGCCTAAGGTATCGTCCATAAATTGGTCGACATAGTTGAATGATAAACGATGACCGTTGT
+TATCATAATCTGGGTTGGCTGAATCTTTTTCATTTTGTTCGTAAACAGCATTAAGTGTCATCGAAGCATC
+TGAATTTAATGGACTTACGGTTTGTAGATCAATAGTACCACCAATGCCTTGCGCTATAAGGCCAGCTTCA
+GGTGTTTTGTATACTACAATGTTAGATACTATTTCAGTTGGGTATAAATCGAACTCTACGCCACGGTTAT
+CACCCATACCAAGTAATTCACGACCGTTTAACGAAGTACCAATATAGTTTTCATTGAAACCACGTACTGA
+TAGACCACTAGTACGACCGTTACGACGCTCGCCGGTTACACCAGGAAGACGGGCTAATGATTCTGCAACA
+CTGGTATCAGGTAATTTACCGATATCTTCAGCAGAGAGAACTTCAACAATTGAGTTTGAGCTCATTTTAA
+TCGCTTGTGCTCTTTGTAAGCTACCACGAATACCTGTTACTTGAATTACTTCAACTTCTTCTTCTGCAGC
+TTTCGTTTCTTCGGCAGCATAACTTGCAGTGCTTAATGCCATTAAGCCACTTGAAAGCAAAGCTAATGTC
+ATTTTGCTTGGTTTAAAATGTAGCATTGAATATTCTCCCCTAGCCATCCGTGATTAATTTTATAAGCTAA
+CTTCCATTTAGCCTAATAATTATATGTTTGTGTTTTACGTATGTAGTTATGTGGTCACATGTATCGATTG
+GTTATTATTTGTGAACAACTTTAATATAAAGGGGCAAATTACGGATGGATAGTCGTTGCATACGTATTCA
+GAGCGTAGCTGAGTCTTCTTTACTCATTGAATACGTATGCAACGATTGATTCAAAAATAAACAAGTGATC
+AGCTGAGGCATATTTTACGTGTTACACAGCGCTCAGTAACTATGTTTGTTTGTAAAAGGAAGACAGAAAC
+CACGGATGTGGTGTTTGAATTAAACTTTATACATAGAAATTGTGAAATTAATGTCAGGTACAGAGGTGAT
+CGAAAAGTAGCTGTAGGGTCTCGCCAATGTCAGCCATAATCTAGGAGAAAATGTATATTTTATCTTAAAA
+CTATTTTGAAAGGTTGGCTAAAGGTTGGGTATGTAGACTCGTCGAGTAATCAGATTATTACTCAATAAAT
+CTACAGTTTGATTGGGAATACCTCCATCTTTGCGAGTACTTATCTTATTTACAACTTAGATAATTGTTTT
+GCTAAAGATTCGGGTTTAGAGAAGTCAGAGGTTTTTAATATAACTTCACCGTTTTTTACCACCACTAAAC
+TCGGAAATTCTTTAATGCCATACTGATGAAACATGCTATTGCTAACGTCAATTGCAATGGGATGTTTTAC
+CTGGTATTTCTTGGTGTAATTAGCTAATTCAGAGGGGCCAGTCCAAAGTCTTGAAATAATCCCTTGCCAT
+GCGAACTTGTCGAATTTTTTAGTTAAGTTATTGACTGAATTTTGTGCTGATATACATTGCTGTGATGCAG
+TGGGGCGAGAGTCTTTAAAATACCAATCACACCAAGTAGCAGTAAATAAAAAAGCGTGCGTTTTACTGTC
+ATCCAGTCCTAAATCCAACGGTTTTTCAGTTTCGGCAATGGCAGTGTCAGCAAGTAAATCTAACTCCTTG
+GTGGCACTGATAAGGGCAATTTTGTTATCAAGTACCGAATCGGCTTTGTGGCCGAGGTGAACTAAGTTCA
+TTTGTTTATCAAATAATAAGTGATACGGCGTGCCAAGCAATCTAAACGCTTGCGCTAAATCACCTTTGGT
+ATCGATAACCATCGGCATCGATAAATTAAATTCTTGCTGTACTTTTTGTACGGCTGCCAAATTATCATTT
+ATGCCTAAATTAATGGCGATGACAGCTAAATCATCACCATGTTGCTGGTTAATTTTTTCAAAGTGCGGCA
+TTTGTTTGATACATGGTTTACACCAGGTAGCCCAAAACTTTAAATAGACCGGTTTTTTTCCTTGATATTG
+CTCCAAGGTAACGACTTCTCTTGTGGTTAGGGTCATTGGAATCGTTAATAACTGTTTCGATAGATTACTG
+GCGTACACTAAAGAAATTGTGCTGATAAATAATGTGAGAGTGATGGACAATAACAGGCGTTTGAGCATGA
+ACATAAGGGATCCCTTGGCAATGTGGTGTTAGGTAGATAGTTAAAGGTGACTTATTTATAGGTAATGGTT
+TAAAGCTAACTTTTTACAGGTAATTTGTTGAAATATTAATAAATTTTGATAGATAGTTGTTCAATGAAAC
+TTAGTTTACGTCAAATTATTATTATCAGAAGTGCTGATAATGAATTATATTAGTGAATATAATTCATTAA
+TCGATTTATTAATAAGATCACTATGGATAAATTTAAAACTATTGCTTTGTTTATGTCGACTATTGAAACG
+GGTAGCTTTTCTGCAACAGCTAAAAAGCATGCAACAGACCCATCGACTGTTAGTAAAGCGATTAAAAGAT
+TAGAAGAACAGCTTGGTTTGCAATTGCTTTATCGCTCTACTCGGCAATTAAGTTTGACTTCTGCAGGGCA
+GAAATATGCTGATACTGTGGGCTCTCTCTATCAACAACTTGAATCGTGTGAACACGAGCTAAAATCAGCC
+AATAATAGTTACAGTGGTGCGCTTAAAATTAATTTACCGGTATCGTATGGACGTGTGTATATGCTGCCGA
+TGTTGAGTCGATTTAAAAAGGCTTATCCTGATATAGAGTTAGAGGTCAGTTTTAATGATCAATATGTTGA
+TATGATCAGTGATGCTGTTGATGTTTCTATTCGAAGTGGGACTTTAAACGATAGCCGTTTGGTGGCACAA
+AAGTTGTCACCAATGGCATTTGTGATATGTGCCAGCAGTGATTTACTGGCGACTCGAAAGGTTGATATTT
+CGAATGAAGGACTTGTTGCTTTGCCTTGGGTGTTATTCCGTTTTAAGCAAACAGGTAAGACTATGCCGAT
+AAACTTTAGCTATCAAGGTTGTCACATTGATATTGAACCGAAAAAGGTAACCATTGTTGATGATGGTGAA
+ACAATGGCTCAAATGTGTGCTGAAGGTTTGGGTCTTAGCCTTATGCCGCATTTTAATGCTAAGGCTTTAG
+TCGTTGCTGGCAAAATGAAGGTTGTAGCAATACTTGATGAATTTCCCAGTTCAGGGGTATTTATTGTTTA
+TCCTAAACGAAAAGATCTTCCCAGACGCACACAGGTATTTATCGAGTTTGTTAAAGATTACCTTAAAGAA
+ATAGGGGAGACACCATCGAAGACTTGGCTGGATACCTCAATTAATTCTAGTTAGTAAAATCGTCTTGAGC
+TTGAATACGTATGTAAGATGGGAAAACTAGTATTTATCTGATCTCTGAACGCGTAAGTTATTATCCATAA
+CAATTTTAACGACTCGTTTATTATGAAAACACCTTCTTTCTTTCACTCTATTTCAAGCCTTAACCGTGCA
+GTTTATATTGCGCTTTCTGCCAGTTTATTAGTTAGTGCTTGTGGGGAAACAAGTAAATCGACTCAATCTT
+CTCAGTTAGATAATCAAGGCGTTGATATCGCGGCCAAAAGCAAAACTATTACGGCAAGTGCCTTTAAAGT
+AAGCGACTTAGATAACTTACCTAGTGATAGCTCGGCTCATTGGTTAAGCACCAATATATTGGTACTGCCC
+AAATCAGTTAATAAATTTCAATACCAACTATTAAGCAAAAATTCAGTCGGTTTTAGTAGCATTGATTTAA
+TGCCCGTTAATTTTCCTGAAAAACTGGCTACAAAGTTTCCACATTTAGCTGACTTTCAAGCATTTGAACT
+GCAATTAACACCAGATCAAAGCAAGCGTTGGTTAAAACAACAAGTTATGGTGGTTGCCATCGATGCGACT
+ATTGATACAACCGTTGAACCTGCCCTTAAAACAAGTAAGCAAGCCAAAGAAGTTGCTTATGTGCAAATCG
+GCGGCGTTATTGATGCACTTTATACTCAGGGCAAAAATGACGCTGATGAAGTGACTGATTTAGGCGCAAC
+AATTATTAGCAACCAAGAAGTCGAGGGTGTCAGCACTGCTGTTAGTTTTAAGTTATGGGCACCAACAGCA
+CAAGCTGTTTCTATACAGCTTTTTGATGATAACTTACAAGCTCTGTCAGATGGTAAGCTTGAGATGGTAG
+AAGATAGCAGTACGGGAGTTTGGCAGGTATTGTCAGATAGCCAAGCGAGTTACGCTTATTATAAGTATCA
+AGTTAATGTTTATCATCCTGCATCAAAAAAAATTGAATCCTTATCCGTTACTGACCCCTATTCCTTAAGC
+TTGTCTGTTAATAGTGAGTATTCACAGGTTGTTGATTTAAATGACGCCGTTACTCAACCAAAAGACTGGC
+TTACTCAGCAAATACCTACCGTGAAAAATGTCGAAGATAATGTTTTTTATGAAACCCATATCCGTGACTT
+TAGTGCTAACGAACAGCAACTTAGTGACTCTGGCTTTAAAGGCAAATACAAAGCCTTTAGCGAGAAAAAC
+TCTGATGGCATTCAACATTTAAAAGCGCTGCAAATTGCAGGATTAAATAACATTCATTTATTACCTACTT
+TTGATATAGCGACGGTCAATGAAGATGACAGTAAACACCTTGATATAGATGATAGTTTGGGTAAAGTTTG
+TGCCATTACAAAAAATATCAGCCTATGTCAGCAACCTTACGATGAAAAACAGTCAATAAAGTCATTATTA
+CAGAGCTATGAGGTTGCAGGAGAGCAAACACAGCAATTGGTGAGCGAGTTACGTGAAGTCGATAACTACA
+ATTGGGGTTACGATCCTTTTCATTATACTGTGCCAGAAGGTAGTTATGCTGTTGATGCTAAAGGTGTATC
+ACGCTTAGTTGAATTTAGAGAAATGGTTCAAAGCCTACATGCTATGGGTTTCAGGGTGATTATGGATGTA
+GTTTATAACCACACTCACCAAGCAGGATTAGAGCCTAATTCAGTATTAGATAAAATTGTGCCCACCTATT
+ACCACCGTCTGGATCCATTAACTGGGGACATTGAGCAATCGACTTGTTGTGATAATACCGCGACAGAGCG
+TGTAATGATGGCAAAACTAATGACAGATTCATTAGTTGTCTGGGCTCGTGATTATAAAATTGATGGTTTT
+CGCTTCGATTTAATGGGACATCAGCCAAAAGATGCAATGTTGACTGCCAGAGAAGCAGTGCGCCTAGTAG
+ACAATGATACTTACTTTTACGGTGAAGGCTGGAACTTTGGTGAAGTAGCGAGTAATAGTCAATTTATTCA
+AGCCAGTCAGTTAGAACTAGGTGGTAGCGAAATAGGGACTTTTTCAGATAGATTGCGTGATGCTGTTCGT
+GGTGGCGGCAATAATACCCGAGACTCCCAGGGCGTAGGTAATGGTCTGTTAACCTTTCCCAATAATAAAC
+AGCCAAATGAAAGCCAAGACCAAACAATGATTCAGGCTGACTATGCCTTACGTATGGACCAGTTGCGAAT
+TGGCTTAGCAGGGAATTTAATTAACTTTCCTTTAAGAACTCTCAAAGGTGAAAGTAATGGCGAAAAAGTA
+TTAGGCAAAGATATCCCTTATGGCGATCAGCCAACAGGTTATGCCTTAGATCCCGCAGATACCATCAACT
+ATGTTTCCAAGCATGATAATCAAACACTTTGGGATAACAGCCAATACCGCTTACCATTTGATGTGTCAAC
+AGAAGATAGAGTGAGAATGCATCTACAAAGTTTGTCTTTCGCTTTATTCGCTCAAGGTATCCCTTTTATT
+CACATGGGCTCAGAGTTTATGCGCTCTAAGTCATTTCTTAGAGACAGTTATGACTATGGTGACTGGTTCA
+ATCGAGTTGATTTTTCCAAGCAGGATAACTTCTACAATGTTGGGCTACCACCAGCTGAAAAAGATAAAGA
+CAACTGGCCGTTAATAAAAGAAGTACTTGCCGGGCACCAAGGTCGTGATCAGGTCAACGCTGAGCAAATT
+CAGCGAAGCAGTAATGCATTTATCGATATGTTGGCAATTCGTATGAGTAGTCCATTATTTAGGTTGACCA
+CCGAACAGAGCATTATTGATAAAGTAAGTTTTCTTAATGCTGGGGCATTAAAGCAAGGCGGCAGTATCTC
+AGCGCAGCAAACTGGCTTATTAGTGATGAAAATCGATGATACGCAAGGTGAAGCTGTAGACAGTAAATAT
+CAAAGTTTACTGGTTATCTTTAATATCAGTGATAAAACACAGACATTTAACTATAACTTTAAAGAGGACT
+TTGATTCTACTAGCACTCACGGATATCAATTACACCCGATCCAGAAAAGGGGAAGTGATGAAGTGGTTAA
+ACAAAGTAAAGTAACGGTAAAAGGTTTTATTGTTCCGCCATTATCCAGCGTAGTATTTGTAAAACCTGAC
+AGTAAATAAGCGAGTTAAGCTTTATTTATCTATAGGGAAACGACCTAGGTGTGAATAAAACGAAAAGGCC
+CCGTTTATTCCATGTGAAGTGGATAAACGAGGCCTTTGTTATTTAACGATAGATTCAGTTAATTAATACT
+TAGGGTATAGCTCTTTTAAGCTTAGCGTTAATAGGAGTTAATTAAACGCTTGGTGATAAATGTAAGAAAC
+AACCACGACCTGCAAAGGTCAATTGATAACTAGGCTCGCCATTTTTATCACTATCCATATTTTTTTCTAA
+CAAGCCCTTATCAATTAAGTAGTCCAGCATAGTCGTTGATAACTCACCTAATTTTGCTTTGGTGGTAATT
+TCAAGCTTAGTGGCTACGCCTTTAAAAGAATACAACGCTTTAATTATCTTGGCTTCAGCTTCAGATATTT
+TTGGCATTTGGCCTTTGTATGCAGGATATTGATCTAATGGAAACTTGCCTTGAATGCTTTCATAAGAAGC
+TTGAATTGCTTTTATGTCACTACTTCTATCTTCCGTTAATTTAAAGGTGTGAAAAACTCCTGCTTCTTTG
+CTTAAGTAATCAACCTTGGCTAAAAAAATAGGTAAGTTGCAGCCTTGAGCCACATGGTAAAAGCCCGATT
+TCCATTTAGGTACTGGGCCACGCGTGCCTTCAGGAGTAAATAGGAAAAATACCCGGTTTAATTTTTGGCT
+ATTGATAAATTGTTTTATCTGCTCAACTTGACCTACGCCTTTTGCAGAGCGATTAATAGGTATCGCGCCT
+AAATACATCATCCAAGTACCTAATACGGGTACTCGGCATAAACTGTCTTTTACCGAAAAGTAAATTTTTA
+CATCTTGTAAAATAGCGGCACCTAGGGCGTAAACAAAATCCCAATTTGAGGTATGTGGTGCAGCAATCGC
+AACACCAGCACCTTCAGGTGCGATTTTACAAAGTTTCCATCCCGCAAGTTTAAACCACAGAGTGAAGATA
+AATTTTAAGAAATATTTTGTGAAAATACCGTCAAAGATGGTTTTTTCTCTTATGGTGAGTTCTTTTTTAG
+CCATGATAAAGTCAATATAAAGTTACTACTGAGATGGCGCAATTGTAACAGGAAAGTAGTCAAAAATATT
+GATGTAGGTATTAATTTTGTTCGCTTAACTGCTAATAATAATAACTAAATTTAAATGACTGTTTTAAAGT
+TGTATTAGGAAGCCTACGCTAGTGCATGCTGTTATTAATAATAACAATCGCTTAGCTAGTTTTTTATAAG
+AAAAATCACCTTTTTTTTATTGCTATAATGTTTAAAACAAGTGGTTTGAGCAATTTACTCGTTACTTACC
+AAGTGTTTTAACCTGTTTTTTATTTCAATTTGTTTCCGTTTATTGCCTAGTAATTATATGTTTTAGGCTA
+ATCTATTGTATTTTAGGTGAATATTAGTAAATAGTAGCTTTACAGCATACTTTTCCCGTCAGAATATAAC
+TTATCATCCCACTAGAAGAGTCTCTTGTATTTATATACAATCATATTACCTATGCATATTTTGCATCTCC
+GTAATTACTTAATGTATCAATGATAATCATATGGCTGCTATTTTAAATCTAAATAATAAAAACGAAGCGT
+TAAGTTATTTAAATGCTTGTCATTGTTTTGGTCGTTCACCAACTAATGTTGATACTGTCATTAATGCTCA
+AGAAGTCTCTCGCATTCACGCGGTTGTTGAATGGAATAATAACCAATGGCTTATTCGAGATTTAAGTAAT
+AATGGTACTTGGGTAAACAATCAAAAATTAGTCAAAGATAACCCACATAAACTTAAGGTTGGAGATAAAA
+TATTTTTTGCTTCAGGTGAAAGTCATGGCTTTGAGATACAAGATCTGAGACCACCGCAAAATATGTTACT
+GCCCATTGCCCAACCGGGTGATTGTGTTACTGAATCTCCAATTGTTTTGACTGATGGTAATTTACTTCCT
+TCGGAGCAGAATCCTGAGATCGCTTTATTTTATGTACCAAGTAAAGATCAGTGGTATAAAGAATTCCTTA
+TTGATACAGACGGCAGTGCTTACCCTGTCGCCAATTCAGATTTATTATTTTTCAATAATCAAAAGTGGCA
+ACTTAAATTAATCCCTTTAACTGAAAATACCGTATTAATGGCTAAAGCTAAACTATCGGTTGATCAAATA
+AAGTATCGTTTTAACTTAAGTCTAGATGAAGAAAATACCGAATTAACGGTAACAACGGATGATGAAAAAT
+TTTGTTTAGCTAATAAAGCACATCATTACTTAACATTGAGCTTAGCGAGACATCGTGATGAAGATGCTAA
+ACAAGGTATCGATGCCGATAACCAAGGCTGGCGTTTACCAGAAACACTAACTAAAGAGTTAGGATGTGAC
+ATCACATTATTCAATACACATGTTTGTCGCGCTAAACAGCAATTTAGAGACATGTTTGATGGTGCTTGCG
+ATGGTGATGAGTTAATTGAGCGTAAAGGTAAGAAGATACGCTTTGCTGGCGTTTTTTATCGTATATATAA
+AGGTAATGAACTGATCGTAAATCGCGGACAAGATAAAGTATCTCTTACGGTATTACATGGATAACAAGTT
+ACCTCATTACAGCCGTGAACGATTGTTGGGTGAAGGTGGTATGGGTAAAGTTTACCTAGCCCAAGATAAT
+CAATTACAACGACAAGTTGCCATTAAAGAATTAACCTACCAGCCTAAAGATGATGAGGTTAATCACGCCC
+TCAAAGAAGCACGTTTATTAGCACGTGTGAACCATTCTAATATTATTCAAATTTATAATGTCCATGATGA
+AGGTGATCATATCTCCTTGGTTATGGAGTATTTCAACAGTAAAACGCTGACTCAGTTTCAACAGGAAGCC
+TATACCACTCTGGTACAGAAACTAGATTTATTACAGCAACTTTCTGCAGGATTAGCTGCTGCACATAAAA
+ATGGTGTAATTCATTGTGATTTAAAGCCTAGTAATATACTAGTGAATGACCAAGGGCAGTTAAAAATCAC
+TGACTTTGGCATTGCTTTATTGGCGAGTAATGAAAGCCAAAATAGTGAACAGACAGCAAGTAACAATCCG
+CTGCAGTTTGGAAGTTTACTTTTTATGTCACCAGAGCAAATAAAGCTGCAGGCGGTAGATTATCGTAGTG
+ATATCTTTTCATTCGGTATTATTGCTTATCAATTAATGGTGGGTAGCCATCCTTTTGCTTACGGTAATAA
+TGGTGGTTCTGCGACAGACGTTGCTAAAAGAATTTGTGAACATACACCGGAACACGCGAAAAATTTAATG
+CTGAATGCGCCCAGTGCGTTAACTGATTTGTTAATGGAAATGTTAGTTAAACCGCTTGAGCAACGAACAT
+TAACCGCTGAAGCTATCGAGAATCGTTTAAAGCATATTAGAACGGCGCTATTGCAAGCCGAAATAAGTGA
+ACAAGCGACAATGCCCTTGTCTTCTGGTTCAGCTAACATAGCTGGTGATGATACTGGTCAGTACACTCAA
+GCTGTTCATACAACACTGCTTTCCCAAAATACTCAAATAGTTCAGCCAGCTGACAACCTACAAGCGTCAT
+GGTTTAAGCAAAACTATAAAACTGTCGCTAGCATAGCTTTACTGTGCCTGGTGATGATTTTATTCGTTGG
+CTTTTACAACACGCAAGAAGTTGAAACTAAACAAGTGGTTATTTTAAAACCGACACTGGCCGATAGCTCA
+TTAATGGCACCAATGCAGCAAGATTTAGTTATTTCAGCAGTGGAAGATGCGCTGCGACAAGCGGTAATAA
+ATACCAAGAATATGTATTTGATCTCGCAACGTGAAGTGAATGCTATTACCAAAGAATATCCAGATGATTT
+GAATAAGCTAAGGCAGGCGGTAGGTGCATCAGATATTATTTCAACTACACTTGAGTGCGATAATAGTCGC
+TGTAAAGTGAGCTTTTCACGCTTGGTTGTTAATGACAATAGCAGCGACAATTTATCGGTAAAATCTGAAA
+AAAACTGGTTAGCACCGGTAGATAAATTTAATGCAATTTTTAGCACCAGCCAAACACAGTTTGCCTCGCT
+TTTTCCTGAAGAATCAGAAGTCAATCAATCGGGTTTAGTACAACGCCCTATTAATGAAAATGACTACCGG
+AACTATATAGAACTTTACAGTCAGATTAAAGGACAAGGCGAATATAGTGTCGAAAGCTTAACTAAATTAG
+AGACGTTGTTAACACGTTCGCCTTATTTGTATGCGGCTTATGGTTTATTCCGCGAAACTGCTTCAAACCT
+ATACACAGATAGCCGTGATGAAATTCACCTTAAACGACTTGAGTTAGTTCTACAAAACTCCCCACCTGAA
+TATCGTTATAGTGTTTACCATGCTATTGATAGCTTTTTTGTAGCGTATAAAATCAAAGAGCTTGATACAG
+CGCAGCAACAAATAATAGAAGCGAAAAATAAAGGAGCAAGTAGTTTTGTCTTAAGTGAACTCAATGCAAT
+TTTGTTTTTTTCTAAAGGTCAATATCAAAAGGCGGCAGATACTTTTGAAGAGGCACTTGTTTTAAGGCCC
+AGTACCACGTTACTTTATAATCTAGCCTTTAGTTACTGGCGTATGGGGGATTTATCCAAAGCTGAAGATG
+CGCTAAATAAAATGCTTGAAATTATCCCTGGTAACTATAAAGCACAACAATTGCAAGCCAATATTTGGTT
+ACTGCAAGGAAAACTTGAGTTAGCGATTACAGCCTATGAAAAAATAGTAGCTGCTTTAAGTAATGGTAGA
+GATTTAACCAACTTAAGTTTGGCTTATGCATTAAATAAACAATATAAAAAATCTTTAATATATGCAAAAA
+AAGCTGTGGATTTGAGTCCGAAAAATAGAATTAGACGATTAAATCTGGCAGATATTGAGTTCATTTTAGG
+AAGAGTAAAATCATCAAACTTTAATTATAAGAAGGTGATTGATGCTCCAGTTGATAATAATAAATATAGA
+TATTGGCTGGATATAGCTCAAGCACAGCTCCAGTTAAATCAGCAAAACTTAGCTATAGAAGCTTTAAATA
+AGGCAAAGCACCTTGCGCCAGATAATGGCGAAGTCGCATATACATCTGCTCTTGTTTATAGTGTTTTAGG
+TGAAAGGGTTTCTGCAATATTTGAAGTTAATAAGGCCTTAGCAAATAAAGTTGGCTCAGTTTGGTTCAAC
+CTTCCTTGGTTTGATAGTTTGTGTGATGACAAAGAGTTTGAGCTCTTAATGGTGAAGTATAATAATCAAA
+AACGTTGTAGAACTTAGCTTTATTGCATTATATCACCATCGTCAATTCCAAATGTTGAATACATAGGTTC
+TTCTACTGTTAATTCTTGGGTTGTTTCAGCATCTTTGATGGTTACTAATTTATCAAAAGTTTCAGGGTCG
+TTCTCAAGTAGATTTAATAATCTTTCTAACTGAGTAGCGTCTGAACCAGCCAATTTTAATATTTTCTTGA
+GTAGTTTTGGATCATTTAAGGCAATGTCATTTAATCGGTCAACTAACACTGGGTCAGTCTCTGCAAGCGT
+GATTAACATCTCGGTAGAACTAGTAGTGCTCGCTGCAATAGCGCTAGGTAAATAAACACTGCTCGTTAGC
+GCTAGTACCATAGATAAAACTTTAATATATTTGTTCATGACATTTCCTATTTAATTTTTGTGATATATGT
+GTGAAGTATGTAGTTCATGTAAAAGTAATTTATGTGAAGAAGGATTTAGTTCCCTTCAAAGCTGGGTACA
+AATTTATAGACTAGGTGCGCCTTAAACCATGACAGCCAATTACAGTCTATTTAATACTGCTATATATTTG
+CTTTTTCACTATTTTCCCCTCTAATAAGTTACTGTTAAATGGTTGCTTATTGTATTTTTATTTTTTTGTC
+AATAATTTGGTATTAAAATTATCAATATTTTATTTTCGTAATGTAGTGTCATTTTTATTGCACAACCTAC
+CTAAAAAATTCATTTGTTTTACTCAATATTTCATCAATGTCATCGTTTTTGTAATGGCGTGTAATGTTCT
+TTGACATTTAAATGTGGGATAGTTAATTGAGGCTAAAAAATAACAAGTTTCTTTGAAAACACTGATACTT
+TTAGAGTTGGGAAGGCAAAATAATGCATGCAATATTATCACTAAACTTAGATTCAAATCGGGGCTTAAAC
+CTTGAGGCTGATGCTGTTTCAGATTCAGAAAAAACTAAAGGCACTCGTGGATTAAAGATAGTGAATAAGA
+ATAATTCAGCGCCATGCAGCCAACCTCATGTAAGGCAAGTAGACGAAAGTTTGCTTACAAATTTAGCTCC
+GCATCAATTGCATGCTAAGGGAGCAAATAAGTGTTGTCAATGCGCGTATAACTCAGGGTTCGAGCAGGGT
+TCTCTGTTACAACAATTTATTAGTTTGGATATTGAAAGTCTTGGTGATGCGCCAGTAAGTGATGGTGGCG
+ATCAAAAGAGTGTTCATCAAGCTTTTGCTCTAGGGTATAGCGATGGCGTTAATTCATTCATCAAAAACTA
+ACATCATTTTTGAAATAGTTGCTCATACTGAAGGGGACGGACTACTTTTTGTACCGAGTTTTGCAACTGG
+AGTTGCGTATGAAAAATAGAAAAACTCTCTTAAGTAAGTCTGGTTTCAATTTGGTTCAAGTTGATGTATT
+AGATGGAAATGATAACGTAATAAGAATTTCTTATGAGGTAGTTGATCCTGATGAGGATGCTATCGGTCGT
+TTTGGTAGTTTAACAGAGGCGCAGAATTTTATTAATATGTTATGCCACCTGAACCATTTAGAACAAGACC
+AAGCGCTCCCACTCCGTAAAGGAGAATAGAAGGGGTATATACCCCTTGTCTTTTCATGTTTTCATCACGC
+TTTAGCTAATCGATAATTTACACATGATAAGGGTAACTAGTTAACACTGATTGCCCTTTTTATTTTTTAG
+GTAATCATAGTGCTTATCAAAATTACACCCTCTACTGAATCAGGAGCTAATAAATACTTCTTAAATTCTT
+CGCTTTCAATGCTATATAATACTACAGCGAAGTTAATTCCCTTTTTTTAAGTTATACCAATTACATTAAG
+TAATTGCCCATCTTCAAATGGTCTATATCTACACTTCTGCATTGCGCTCAATCCCAATAGCCAGCTATTG
+CTCAATCACGCGCCTTGAACTTGAAGATTTATCCTCATTGAATTTTGATCACTAAATTAATGTAAATGGT
+ATTATTGGTAATATCAGCAGAAGAAAAAAATTAAATTCTCACGAAATTCTTACATTTTGAATAGTAACGA
+CTATAAATATCATAACCTTGCTATTGAAAATGAGTTGTTCGACTCCATATTTATACTCCATCCTTATTTT
+GATTGGCAGCTAACATGACATACGCACTAGAAATTAGCGCACTTGAAAAGACCTATAAAGGCGGTTTTCA
+AGCGTTAAAAGGCATAGATTTAACCGTAAAGCAGGGCGACTTTTTTGCCTTGCTTGGTCCTAATGGTGCA
+GGTAAGTCTACTTCTATCGGCGTGATAACTTCATTGGTTAATAAAACGGGTGGTCAAGTAAAAGTCTTTG
+GTTACGACATTGATACCGATTTAGAAAAAGCTAAAAGTTTTATTGGACTAGTGCCGCAAGAATTCAACTT
+TAGTCAGTTTGAGCCCTTGGTTAATATTTTAGTCAATCAAGCAGGCTATTACGGCGTAAGTAAACCTATC
+GCGATACAGCGTGCAGAAAAATACTTAAAGCAGCTAGAATTATGGGACAAGCGTGATGAACCCGCTCGTG
+CACTCTCTGGTGGTATGAAGCGTCGTTTAATGATTGCGCGCGCGTTAATGCATGAACCACAAATGTTGAT
+TTTAGATGAACCTACCGCAGGTGTTGATATTGAAGTGCGCCGTTCAATGTGGAACTTTCTAAAAGAGTTA
+AATGAGCAAGGTATTACCATTATTCTTACCACGCACTATTTAGAAGAAGCTGAAATGCTTTGTCGCAATA
+TTGCTATCATTGATGGTGGTGAGATTGTTGAAGATACCAGTATGAAAAAATTATTAGCACAACTGGATGT
+TGAAACTTTTGTGTTTGATCTTCAAGCGAATATAACGCTAAGTAAATTAGAGCAATTTGCCGAGCAATCA
+CAATCTGTCGCTTATCGAATTATTGATGACCATACCTTGGAAGTCGATTTAAAAAAATCGCAAAACCTTA
+ATCAAATTTTTGAACAATTAAACGCTGCTGATATTGAAGTGCTGAGTATGCGTAATAAAAGTAACCGCTT
+AGAGGCTTTGTTTGTCAACTTGATAAATAAAAAACCGAGTACTACTCAAACTGACCAGCTAAGTGCTGTC
+GTTGGAGCAAACTAAATGAATAACTCTATTGCGTTAAAAAGTATTTTAACGAAAGAAATCCAACGTTTTA
+CCCGTATTTGGGTGCAAACCTTAGTACCACCCGCTATAACTATTAGCTTGTATTTTGTTATTTTTGGCTC
+ATTGATTGGTTCGCGTATTGGTGAAATGGGCGGCTTTGATTATATGTCGTTTATTGTGCCAGGCTTGATT
+ATGATGAGTGTTATTACTAACTCGTATTCTAACGTGGCCTCGTCGTTTTTTAGTGCCAAGTGGCAGCGAA
+ATGTAGAGGAAATGTTAGTAGCACCTGTGCCAAATTGGGTGATTGTGGCTGGCTATGTTGGCGGCGGAAT
+GTGTCGCGGTATTTTAGTTGGCTTAATTGTTACCATAGTTTCATTACTTTTTGTTGATATTCAACTGCAC
+AATATTTGGGTGATAATCGCTACGGTAACGTTAACGTCGGCAACCTTCGCTTTAGGTGGGTTAATTAACG
+CAATTTTTGCTGGCAGTTTTGATGATATTTCAATTATACCTACCTTTATTTTAACGCCATTGACTTACCT
+TGGCGGCGTGTTTTATTCGATTAGTTTATTACCTGAATTTTGGCAGGGCGTTTCTCAAATTAATCCTATT
+GTGTATATGGTTAATGCTTTTAGATACGGTTTTTTAGGCATATCTGATGTGAGTCTAGTTACCGCTTTTG
+CAGTAATTGGTTTCTTTATTGTTACTTTATTTACCATTGCGATGGTACTTATCTCTAAAGGTATAGGACT
+AAGAAGCTAACATGGCAGCTAATACGACAACGAGTATAAATACTATTGATACTCAAACATCATTGGGTGA
+TTCTAAGGCGATTATTAGTAATCAAGAAGGTATTCACGAAAAGCTTGATGAAGTGGTGAAAAGACACCTA
+ACTCATGCTTCCCAAAAGCCTTATCAAGCACATACTAAAGAAGCCTTTGCACAAATGGATGCATTGGTGA
+ATGCCTTTCTAGTGGTAAATCCTGAGGGAGAGATTATCTTGGATGCGTGTTGTGGTGTTGGTCAAAGTAC
+ACGTATTTTAGCCAAGCAAAACCCACAAGCGTTAGTGATTGGTGTGGATAAGTCAGATCATAGAATTAAT
+CGTAATGTTGAAGGTTTCGATGTTGATGATGGTTTTAGTGCCGAAAACTATCATTTAGTGCGCGCAGACT
+TGAATGATTTTTATCGATTAGTTAAAGCTGCTGATTGGCCAGTATCAAAACACTACATTTTATATCCTAA
+TCCTTGGCCAAAGTCTAAACACTTACAACGCCGTTGGCATGGTAGTGCCGTTTTCCCACAAATGACCAGT
+ATCGGTCAGCAGCTTATTTTGCGTAGCAATTGGCGTATTTATTTAGCTGAATTTCAACAAGCGGCTAAAT
+TGGTCGATTTACGCGGTCAAATTGACGCTTTGCCAGTGGTTGACTCTTCGTTAGCATTAACGCCATTCGA
+AGCAAAATATCAAGCCAGCGATCAAATTTGTTGGCAATTAATATTAGGACGTGTTGAACTTTATTGATTG
+GTCTTGCAGTTGTTTATTAGACTTTTATACAACGGCGGAGCTTATGTTGTGTAGTTATTTAGGACAATAT
+GCTCCTGCATTGTCTAGTAAGCTACATCCATGTAGCGTTACTCGAATAGGCGATAACGTAGTAAAAATGG
+TTAATAAACACTGCCCTTTGGATTCGTTTAAATGATTCTTACTCTTTGTTGCGAGGAATTTACATAGAAT
+TACTATGTTACATGCCTTGCGCCGCGAGTATAAACCATTTAATTCGAACAAGAATCAACCATAAAAACTC
+AATACGCCCTAGAGCGATAGCAAAGATTGTGGTTTTGGTGACGAAATCACGAGACTTTTGCGCTATTTTT
+TATTAAAGTTTGTTTTTCGTCTCGGTTACAAATAGCCAATAATTATAAAACCTTGCGTGTGCGCACAACT
+GATGTTGGCCAAGCAGGTGAGTATATTGAAGTAAAGTGAATAACTATGAAAGCAACTAAGCGCATTGCAG
+AAGCAACGCAAGAGTCTTTACATCGAATTTTTACCATTGCTGAAGCTCCTGATTCTACCTTAGGACGTCT
+TGAGCAAGAGATGTCGCAAAATTTAGTGGGTTTTTTAAATAATCACATTGTTGCTAGCAAAAATGCCCTA
+ACTGATATTGAGCAAGATTTCATTAATGCTCGTATTCCCGAGCAGCCTGAATTTGTTTCTGATCACATGC
+ACCATTTGCTCGATAAATTAGTCGCGCAGTCAGTACATACTTCAAGTCCTAGTTTTATCGGTCATATGAC
+CTCAGCATTGCCTTCTTTTATTTTACCTCTGTCTAAGTTGATGGTGGGTTTAAATCAAAACTTAGTTAAA
+GTTGAAACATCAAAAGCTTTTACGCCATTAGAGCGCCAAGTTTTAGGCATGATGCACAACTTGGTTTATC
+AACACGATGATGTCTTTTACAAAAACTGGATGCACAGTGCTGAACATTCCCTTGGCGCCTTTTGTTCAGG
+TGGTACTGTCGCTAATATTACCGCCTTGTGGGTAGCACGTAATAAGCTGTTAAAGGCTGATGGTGATTTT
+AGGGGCGTGGCTCGCGAGGGCTTACATCGTGCTATGAGGCATTATGGCTATCAAGACTTAGCTATTTTAG
+TGTCCGATCGTGGTCATTACTCATTGAAAAAATCGGCTGATATTTTAGGTATCGGCCAAGAAAATGTTAT
+TGCGATACCTACCGATGAACATAATAAAATAGATTGCCAGAAGCTGGCGGATAAATGTCAGCAACTGGCA
+GCACAAAATATCAAAGTACTGGCAATTGTTGGCGTGGCCGGTACAACTGAAACCGGTAATATTGATCCAC
+TTGATAAAATTGCTGAGATAGCCCAGCAAAATCAATGTCATTTTCATGTTGATGCTGCTTGGGGCGGAGC
+AACATTATTGTCGAACAAATATCGTCCTTTGCTTAAAGGCATCGAACAAGCTGACTCAGTGACCATTGAC
+GCACACAAACAGATGTATGTGCCTATGGGGGCAGGTTTGGTTATTTTTAAAGATCCTGCCTCGGTAAGTG
+CGATTGAGCATCATGCGGAATATATATTACGTAAAGGCTCAAAAGATTTAGGTAGTCATACTTTAGAAGG
+CTCTCGCCCGGGAATGGCGATGTTAGTGTATTCGAGCTTGCATATTATTAGCCGACCAGGTTATGAAATG
+CTTATTAATCAGGCCATTGAAAAAGCAGAGTATTTTGCAGATATTATTCACCAGCATGATGATTTTGAAC
+TAATTACTCGCCCTGAATTGTGTCTATTAACGTATCGCTATGCACCTAAGTCAGTTCAGGCTCTATTAGC
+TCGAAATGATGATGAAGCTAATAAGTCGGTGAACATGTTGCTCGGTAAATTGACCAAGTTTATTCAAAAG
+CGTCAACGTGAAGATGGGCGCTCTTTTGTCTCACGAACTCGCATTGAAGTAAGTCGATATGGTGGTGAAA
+AAGTTATCGTTTTTAGAGTTGTGTTAGCAAACCCACTAACTACTAAAGAAATTTTGCAAGGTATATTGCA
+GGAGCAATGTCAGCTTGCACAGGAAAGTGAGCAATTTTTACCTGAGTTGTTACAAGCAGCAAAATAAAAT
+GACTAATTGATTCCCTTCGATAAGGTTTATCCCAGATAAAAGGCTCAAGTTATATTAGTTAACTTGAACC
+TTTTTGAAGACTGTGGCTAAAATTTTGTACATCATCGCCATCACTTTTTAATAGTTATGGTATAAGCCAA
+ACTCTTGATTTATCTTCACGTTTTGCTTATCTGCCCAAACGTAATATTCATGATCTTCCAACTCGCTTGC
+TGCTTCTTTATCAAGTAGTACAATGGCATTTTCATGTAGTTGTAAAGATGATGCGGGACAAACTGCTGAT
+AACGGGCCTGTAACCATCTCTTTTACTGCTTTTGCTTTACTTTTACCCGTTGCCATAAGCAGTACATATC
+TAGCATCTAAAATGGTAGCAATACCCATAGTCATGGCTAATGTTGGTTGAAACTCATCAGCAGCAAATAA
+ACGACTGTTATCATTAAGTGTTTGTTGAGTTAGTGTTTTAATACGAGTACGAGAAGCTAGACTTGAAGTA
+GGTTCATTGAAGCCGATATGACCATTGGCGCCTATACCTAATATTTGTAAATCTATACCACCAGCTTGCG
+CAATTTTATCTTCGTAATCTAAGCCTTGTTCTCTAGGATTCTCACCTTGATTACAAGTAGGTAAAAATGT
+CTTCAATTTATTAATATCTACATGATTGAATAAATTTTCATTCATAAAATGACGATAGCTTTGTTGATTT
+TTTTCATTAATACCTAAGTATTCGTCTAAATTGAAACTTGTGGTGTTGCTAAAACTAAGCTCACCAGCTT
+TATACTTGTTAACCAATTCTTGATAAAGGCTAATTGGCGTACTGCCTGTTGCTAAACCTAAGACAGGGTT
+GGATTTTTTATTGATTAGTTCTGCTACCCATTCTGCAGCATTTTCGGCAACTTGTTGTGCATTATCAAAA
+ATAATAACTTGCATGTTTTTTCCTTAAAAAAATGAAAATAAATTGCACTGTAAGCTTATATTCACAGTGA
+TAAGCTTGTTAGCATGATATATATTATATAACCTTATTAAATAATGACAGCGCTGTCAATTATTGCTTTT
+GTATATAGATAATTATCTATAACCAGCTATATTCACTTAACTATATATAAATAATAGCTTTCTTTTACTA
+AATATTTAGACTTAATGGTTTATTGAGCGCATAGTAAAATTACTTCCAAAATAAACAAAATGATGGCCTA
+TGACAAATCACCAACATCCTCAAACAACAACGCAATGGATTGATCTTATAGCCAATAGCGAATTACCTGC
+TATAACTTCCACTGCTAGGATGTTAGATAAATTTTCTAACGATGATAAGTCATCGCTACCAAAATTAAGT
+GAAGCGATTTTGCACGATCAAGGGCTCTCTTCATGCTTGCTTAAAGTCGCTAATAATATTCAACACATTA
+GTATTAACAAAGTCACCACCGTCTCTCGCGCATCTGTAGTTCTTGGTATTCAATCCGTTAAGAACATTTG
+CTTAACAGCAAAGTTAGTCTCTAGTTTATTAGCCTCGAAAAGCCTTGATATTAATGTTTATGAACAGTTG
+ACCCAACTTATGGCTAATTCATTTTATGCTGGTATGTTAGCTAAAATGATGGTGCCTAATTATAGTGAGG
+AGATACAAGAGGAAGTATACCTTGCAGCTATGTTGTATCGTATAGGTGAAAGTGCATTTTGGAGCGCTGG
+TGGTGATGTAGCTAAAAAACTGGCAAATTATGAAGCCAAGTCACCACAAGATTTTAATCAATATTGTCGG
+AAAGAAATGGGTACTAATTTTAGCGAATTGAGTAAAGGGCTTGCTGGTACTTGGAACTTGAGTGATTTAT
+TAATCAAGGCTCTCGACCAACCAACCACGCGTACTGATGAAGTGAAAGTTATTTACTTTGCTGACAAACT
+CAGCGCTATTATCGCAAAACCAGAAGGCTGTGAGGAAGACTATCATAAATTGCTTAAAGAAATAGCCTAT
+ATAGTGGGTATCTCAGTAAGGCAATTAACGGTAAGAATTGAGCATACGCGCGAGCAGGCTGAGAAGTTAC
+TGTCATCTTATGGTGCTGAAATATTAACAGAGCGAATTAACAGTTTACCAACCGCCGAAGACTTTAAATC
+CCTTGGAGGGGACTTTGATACTAGAGAGGTTGTCAGTAAGGATAAAGCGTTACTAAATGGTTTTATGAAG
+CTAACAAAGTTAATTCAAAACAGTAAGGACTTTAATGAATATTTACAATTAACACTGGAAAGTTTAGCCC
+TTACCTTTGCCTTTGACCGTAGTTCTTTTTTAATGCTAGTAGATGATAGAGCTCGAGTTAAATCACGGTT
+AGTTGTTAATAAAAATGCTCAAGACGATGCTAGTAAAATTAATATTGATATCAAGCACAGTGATAATGTT
+ATTGCTAGAGTGATTAGTACGGATACAGCAGCGTTAATCAATGACCATCAAGAAATTCGTTGGCGAGATT
+TAGTCACCGAAGAGATCAGTGAGGTAATTGTGGAAGGCGCTATAGCTTTTGTTCCTGTAAAAATAGGCGG
+TAAAGCAATAGGCGTGATATGTTTGCAATTACTCAGTCCAGATCAAAAGATAGAGACACAAGATTTCCAA
+CAAATATGTGCCTTTATAGATCACCTTAACATGTGTTTAACCATGATAAAGTACAGTTAAATTTTTATTC
+TATAATCTTTTATCAGAGCAATATGAAGTTAATAGGTTTGTAAGTGTTGATACAATTAGTTACTCGTTTT
+AGCACGTCTTCTGATAAACTAACGATAATTAAATTTGTTAATGCACGTCTGTGCCAAAATTCCTAATGAC
+CCAATCTAGTTCATATACAGCCAGTTTCACTTTAGATAAAGCCCACTATAGCGAATGCTACACTCAATCG
+AGTACCTTATCACATGATAAAAAAACGTACTTTAAAGCCAACGTTTTAACTGTCTTCGGTTTGATCATTT
+TGTTGGCTACACCTGTGAACCCTTACGCGGCTTGGTTCGTCATTGCTTTAGGACTTCTCGAAACAATTAG
+TGTTTATTATCATAAACCTTGGTGGGTGATTAGGCAGATGCTTAGTAAGGCTTCCCATAGTGAAGTAAAA
+CTGACCATTGATGAACAAGGTATTTTGACAGAGTCATTCCATATAAATAACCGTATTTTGTGGGCTGATG
+TCACTCGCGTTACAGAAACTGATCTAGGATTTTTGATTTACTTTAGCTTAGGTAAAACAGCAATGGGCAA
+AGATATTGCCAGTAAAAGCTATATCTCTAAAAGTTGTTTATCGGATGACGCTACCGCTTTTATAGGACAA
+AAAAATCCTACTGTCGCTTAGGTCAATGCGAGTAAAATACATTAATTCAAAGTAAAAACACCTGTGGCTG
+ATATGACTAAACAAGCATTTATGCGGTTATCAAACCCTAAGTTTATAATGTTGTTTTTAATCTTATGGGT
+CAGTTTACTATTGAGCTCTAACCATACGTTGAGCCAATTAGCGGATTATATATTCTTTACCTTTTTAGGC
+ACTTTAGGTGCTATTTTTGCCAACTCAACTGGGGCTGGTGGTGGTGTGGTGTTTATTCCCATGTTTACCC
+AGCTTAACTTTACTGAGCAACAATCAATTGCCACAAGCTTTGCTATCCAATGTTTTGGTATGACCGCAGG
+TGCTGTTACATGGTGGCACCATTATAGAACTGAGAAAACTGACCTACGTTTATGGCAAGGTTTTAAACGT
+ATTATCTGTGTGACCACTATCGCTTCGATAATCGGTCTCAATGCTGTATTTTTCTACCAAGTAAATTCAC
+CTGCTACTTTGCATACTAGTTTTAGCTGGTTTTCATTGCTGTTGGGTTTCTTCATTGTATTGACTATTTA
+TTTGCTGCAACCGCATCGTGAGCGCAGCCAATTATATTATGTCGACTATATTTTTCTGATACTTATTGGT
+TTGTTTGGTGGTGCTGTTACCGCTTGGTTAAGTGTTGGAGTTGGTGAGTTATTAGTTATTTACCTATTGT
+TACGACATTTTGATATTAGTATGGCAGTAGCTGCTGCTGTAATCGTTTCCGCAATCAGTGTTTGGACGGC
+GATTGCACAAGTAAACAGCGACGTTTATTGGCAAGTTGTTTTATTCGCAGGTCCAGGGGCAGTTCTAGGA
+GGCATATTTGCTAAAACCTTAGTAACCCATTTATCGGCAATTAAGTTGAAATTATTTTTTGCTTGTTGGT
+TACTGTTAAGTGGTGTGGTGGGTTTAATTTAAATTGCAATAAATAAAGCTTAATGAGAGTGATTCGTATA
+TGCGTTGACAATTGTTGTTGTCCTAGTACAATTAGCTCATAATCTTTTATTGAGACACAACTCATGTTGA
+CGAAATCGTTTACTACCTTGTTTATTGCACTATTTTTTATGGCAAATTTTAGCGCCAGTGCAAGTGACGA
+AGTTAATGTTTACTCTTACAGACAACCTTTTCTTGTAGAACCTTTATTTACCCAATTTACTGAGCAAACT
+GGTATTAAAGTGAATGTAGTTTTTGCTAAAAAGGGTATGGCTGAACGCTTAGCGCGTGAAGGTAAATATA
+GCCCTGCCGATATACTACTCACCACAGATATTAGTCGTTTGATTGAATTACGCGATAAAGACTTAGTTCA
+AGCAGTTAACTCTCCAGTATTAAGTAATTCAATCCCTAAACAATACCAAGCACAAGATAATACTTGGTTT
+GCCTTAACTACGCGGGTTCGTAATATATATTCAGCGAAGCGTTTGGGAAAAATTGATATAAATTATGAAG
+ACTTAGCGAATGAAAAATATAAAGGTCGTATTTGTACACGTAGCGGTAAACACCCATATAACGTTGCCTT
+AGTGGCTTCGATGATCAGTGAACATGGCGAAGCTTATACGTTAGATTGGCTTAAAAAAGTTAAGAATAAT
+TTAGCACGTAAACCTCAGGGCAGTGATCGTGGCCAAGTACAAGCGATCCATCAAAAGTTGTGTGATATTT
+CATTAGGTAATAGTTACTACTTTGGAAAAATGCTAAAAGATGAAAAGCAAAAAGTATGGGCTGATGAAGT
+GTACATTAATTTCCCTAACCAAAAAAATCGCGGGGCCCATATTAATATCTCAGGCGTTGCTATGGCTAAA
+TATGCTCCTAATGCGAAGAATGCTCAAGCGTTAATGGAATTTCTAGTCTCTAAACCTGCACAAGCGTTAT
+ATGCACAAACAAATATGGAATATCCTGTTCGTGAAGGTGTTGCAGTATCAAAGCTGGTTGCTTCTTGGGG
+TAGTTATAAAGCAGATGCGTTACCGTTAGAAGATATTGCTAAAAACCGTAAAACAGCATTAAAGCTATTA
+GATCAAGCACAGTTTGATTTGTGATCGCACTGTATAACAGCAGAACATGGAAGTTATCTAGCTATATAAT
+TGCACTGGTATTGATAGTGCCAGTAGTGGTTATGCTAGTCGGTGGCGTTAGTGCTTCAACGCAGCTGTTT
+GTTCATTTATGGCAAACAGTGCTACCAAGTTATCTTGAAAACACCTTATTACTTGCCTTTTGGGTGGTGT
+TATTGGCGTTAGTTTTTGGCGTGTTTAGTGCTGCAATCATTACGCAAACCAACATTGTATTTAAGCAGCA
+ACTTCGTTGGTTGTTACTCTTACCTTTAGCTATGCCGGCGTATTTAGTCGCTTATCTTTATACCGACTTA
+TTTGATTATGCAGGCCCTGTTCAGCGTGCCTTAAGAGGCTGGTTTGATTGGCAATCGCCAAACGATTATT
+GGTTTTTTGATATTCGTACCTTACCCGGTGCTGCTTTAATGCTGGCACTGGTGTTATTTCCCTATATTTA
+CATGCTAACGCGTGGCGCTTTTGAGCAACAAGATCAAAACTTAATTCGCGCAAGTCGATTACTTGGCCTA
+ACTGCCAAACAAAGTTTCTTTAAAGTTGCTCTCCCTTTGGCAAGACCAGCGATTGCTGTTTCGGCGAGTC
+TTGTTTTAATGGAAACCTTAGCCGATTTTGCTACCGTACAATACTTCTCTGTTAACACGCTAACGACTGC
+TATTTATGATACTTGGCTTGGTTATGGCGACCTCGGTGCAGCCAATGCTTTAGCCAGTATTTTAATGTTA
+TTGGTATTATTTGTTGTGTTAGCAGAACAACGAAGTAGGGCAGGGTTACGTCATCAAAGTGCAAGACCTA
+ACTCAAAACGAGAACTGATACAGTTGTCTTTTAGCCAACAACTTATTGCCAGCATTTTTTGCTGGGCACT
+GGTCATTTTAGGTTTCTTATTACCGATAACCTTATTGATCATTATGGCAGTGCAATACAGTGATTTTGCG
+CAATTATCTGCTTTATTATCTACCGGTATCAATTCACTGAAGGTGTCGGTATTTGCTGCGACAATTGCAG
+TTGTTATTGCTTTATCACTAGGTTTGTATCAGCGTTTACATAATGATAAGTATCGTCAAGTGCCACAACT
+GATATCAGGCTTTGGTTATGCCGTACCTGGCACTGTTTTGGCTATGGCGATGTTGTCAACATTAGGCCCC
+CTAGACCACTGGATTAACGATGCGGCTGAATTTATAGGGTTTGGCGCGCCAGGGCTAATCTTATCAGGCT
+CTTTGTTTGCTATTGTATTCGCACTGGTAGTACGTTTTTCTGCGATTGCTAATGGCACCATTACGAGCGG
+TATAAAGCAAATTCCTCGATCATTAGATTACGCACCTGCCACGTTAGGCGTTAATTTAAGAGGAAGTTTA
+ACTAAAGTACATTTACCTATTTTAACGCCAGCAATATTGGTGGCATGGTTATTAGTTTTTGTGGAAGCAA
+TGAAAGAATTACCGGCAGTATTATTATTACGGCCTTTTAATTTTGAAACGTTAAGTAGTCAAATTTATCA
+GCTCATTTCTGATGAAGTGTTAGAGCAAGGCGCTTTAGGGGCAATCCTCATTGTGCTGTTCGGCTTATTA
+CCTATAGTGCTACTGAATAAGAGTAAGGAAAAAGTATGACCGCGTTATTAACTACTCAGCCATCTATCGA
+GCCCATTACTCTATTATCTATCCAACAACTTTCTATTTCACTACAAGATAAAGTGGTTTTATCAACGTTG
+GATTTAAGTCTTAATGAAGGGGATATTTTAGGCCTTGTTGGCGCAAGTGGTTGCGGGAAAACAACTTTGC
+TTAATGCTATCGCTGGTTTTAGTAAACCAAGTAAAGGCAAAATAATTATTGATGGTAATTTGCTTAGTGA
+TGGTGAGCACAGCGTTCCAGCAGAGCAGCGTCAAGTCGGCATGATATTCCAAGATTATGCGTTATTTCCT
+CACTTAACCGTAAAACAAAATATCGCCTTTGGACTAAGCAAGCAGAGTAAAGCTGAGCAAGTTGAACAAA
+TTGACCACTTACTTACCCTATTAAAGCTAAACGATTACCGTGATAGTTATATTCATCAGCTCTCTGGTGG
+TCAGCAACAGCGTGTAGCCATTGCGAGAGCTTTAGCACCAAAACCTAAGTTACTTTTACTTGATGAACCT
+TTTTCAAATATCGATGCTCGTCTTAGAAATGAATTGATGCTAGAAATAAGACAACTATTAAAGCAGTTTA
+AGATGACTGCTATTTTTGTAACCCATAATAAAGACGAAGTCTTCACCTTTGCTGACAAAATGGCCGTAAT
+GGCGCAAGGAATATTATTACAACTTGATGCGCCTAGTATTGTTTGCCAGCAACCGAATAGTTATCAGGTA
+GCTGACTTTTTACAGCTTGGTAGTTGGCTTCCTTGCCAAGTTAATTCAGTAAGTGCGCAGAGCTTATTAG
+GTGAATTTACTGTAGATAATCAGAGAGATAAGCAAACAAGCCTAGTTTATTTACTGGTCAAATCCTCTCA
+ATTACAGCTCAATGTTGAAGAGGATGAACATAATATTGCTAATGCACAAGTTGAATACATTAGTGTTACC
+GAGCAGGGATATCATTATTATTTGAGCAGTTTAGACTGCCTTGTTAAAGATAAACACTTGGCCTTTTCTA
+AGCTTAGTTTATACAGTGATGTTGCTCTATCATTCAAGCAAAAAGTGGTTGTTAGCATTAAGCCTCATGA
+CTTTTTATTTTTTAATAAAGTAACTAATCTCTAACAATTACGGCCATTGCAAGGTGTTACAGTTTCATAA
+CAAGCTATTACAGTCTCTTTGTTATTTTCTTTTATAATTTAATTATCAAATCAAAATTATTTAATTTTAA
+GGAGTCTGTCATGGCATCAAGTATTGAGCTTGTTGAAAATATACAACCACTTGAAACTAAGAATGATAAT
+CAAATACAACAAAAGTTACTGTTGATTGAGAATGATCAATATCTCAGTAAAGCCTTTTTAGTTAATGGGG
+AACAATCCGTTTACCACACTACAAAAATGCGTACAGGTGAAGTCCTCAGTCAAGAGCTGAAAAGCTACTT
+AGTAGATCATCGACCAAGCATGATAGTGCTAGATGTTGGGTTTTCTGATAGTGCACAGTTATTAATAATA
+CGAGATCTTCGCGCCTTATTTGATGGTCTACTTGTGATTGTCTCAAGCAAAAACAGTGAAAAAGAGCAAG
+TTGAAGCCTTTAAGTTAGGTGTCGATGATTACTTACTTAAGCCGATTGATAGTCGAATACTGATGATGCG
+AATTGAGGCTTTATTTCGTCGTCAACGTCATAAAATAAACCAAGTTGAATTAGCGAGTTTAACTATGGGG
+GATGTTTGTCTACAGCCTAAATCACAAAAATGCTTTATTAATGGCGAAGTAGTGAAGTTAACAACCTTTG
+AGTTTAATTTATTGAAGTCTTTAGTTGAACACCAAGGAAAGATCTTATCCCGAGATCAACTCTATAGCAC
+CTTGCTTCGAAGAGTATACAATGGCGTAGAGCGTACTCTGGATGTCAGAATGTCACAACTACGTGAAAAA
+CTGACTATAGCTGGTATGAAGAATAATCAGATAGAGACAGTTTGGGGTCAAGGATACATGTTTAACAATA
+TAGCCTCTTAGTTTAACCTTTTACACAATAGTTCAATAACGTGCTCGTATTGGACTATTGTGCCACCCTT
+AGTCATTTCCTAAGATAAATAAATAATAGCTTTACCCTATTTTTGTTTTTTCTGTATACTCGCCCATACT
+CTTTTTTTAGCTACCAACGCTGGAGCTTTCTTTGCTAGCTGTAATACGCGTTTTTTTAATGACCTTGGCG
+TTGTTCATCATTTGCACTGTCTCTATTTTCTATTGTTTGTTGCGTCCTTTTCACCGTGATAATGTTTATC
+ATACTTCAGTATTTCTTGGAAAAATCACTAAAATATTTGGTGTTGACGTCGAACTGAGAATTCCTGCATC
+ACTTAAAGATATTGGACCTGTGGTTTGGATGGCAAATCATCAGAACAGCTATGATCTTTTTACTCATGCT
+AACGCAGTTCAGCCTGGTACCGTGAGCGTAGGCAAAAAAAGCTTAAAATGGATTCCTATTTTTGGACAAA
+TGTATTGGTTAACGGGCAATATTTTAATTGATCGAAAAAACACCAGTAAGGCAATGAATACAATTGAATT
+AACGGCTGATAAAATAAAGAAAAATAAGCTTTCTGTCTGGATGTTTCCTGAAGGTACCCGTAGCCGAGGA
+AGGGGTCTATTGCCATTGAAAACAGGGGCTTTTCGCACAGCTCTTCAGGCAGGAGTGCCAATTGTACCCA
+TATGTGCCAGTAATCAGGTAGGTACAATTGACTTAAACCGCTGGGATAATGGAAAAATCATCATAGAATT
+CCTAGATCCTATTCACCTTGATGATGCAAGTCGCGAAAACTTACGCTCAAGAGTAAATGAAGTCCATAAT
+TTAATGTCCAATAAAATAGAACAGTTATCAATTGAAGCCGCGGCTTATCATAATAAATAACATATACCCG
+TTCCATTTGAAGATGCAGGATTCAGCTGGAATTAGAAACGCCTTTAGGCAAGACATTGATTGAAGAGAAT
+AGTTATTCTATTATCGAAATAAATAACGTAGCATAAAGCGTCTATAAACCAGCCCTTTGGGGAAATCTGA
+GCAAACCATATTCGTCGTTACATTTGTTTTTAAGGGAATAACCATTAACAAAAAATGTGCCTTGATTATG
+ATTCGCTCAGGTTTCCTGAAACGAGCATCTTCAAGTGGAACGGGTATAGATTGATTATAAAACATAAATA
+GGTAATGAAAATGATCGATGAAGAATTACAACAATGGTTTAGCCATACTGAAATGCTAATTGCTGAACTG
+CTTGAAGATGGTACTAATGACGAAGTTTATCACACCATTGAGCATCACTTTGCGAGTAGTGATTTTGATT
+TATTAGAAAAGGCAGCTATTGCTGCATTTAAGTTAGGACTCGAAATTGAAGAGCCAGAAGAAGCAGAATT
+AGAAAATGGCGATAAAGTTTTTGCCTTTGATATTGCGACAGAGCAAATGCTGGATGTAAATTTAATTAAA
+AAAGAAACCCAAGCGATGTTTGAGTTAGCAAAACAATGTGGTGTTGACTATGATGGTTGGGGTACATACT
+TTGAAGAATAACTTTAAGGTATAGTAAAATACTCTAAGGCTTGAACACCTGTACTAAATATCTTAAGATG
+TGCGACATAACTAGCCAGTTTTTATTCGCTGGCTTGCTGGTGCTAACTAAATTGGACCAGCTGATAGTTG
+AAATTATCAGGATTTTTTACACTAAGGAAAGTAAACCATGGAATGGCTTAGTAGAGTACTATCACAAGAA
+CCCACTGTTCTCGCTCTCTCAATAACTGTTGTTATTGCTATTTTTATCTTTGCGGCTAGAAAAGCGCACT
+TAAATCATTTAGCTAGAATGAAAAAGATAGATGATACCTTTAATATTAAATAAAACGTAATCGGTTTATT
+TTTACGTAGTAGAAATCAACTAATTTACCCTACCTCCTATCAAAAAATTCATACCTATAAAAACTAGCAA
+AGTTTCACTACTGTATAATTCACTACTATATAAGAGGGAAAAGCTATGTTTGGCTTCACTTTATAGTATT
+GAAAGTACTAACACTTTGCTGTTGAGTCTCTGATGATAAGTTTTGGTACATATTGACTGATGGTTGTTTG
+ATTCTTTTGCTTGCGAACTTGGCTAATAAGTAAGTTTGCAGCATCTTCAGCTATTTGGCTATTTGGCTGA
+TCCGCGGTAGTGAGTTTTGGCCAAGTTTGACGAGAGAATGGACTGTTTTCAAACCCTACTATTGATAGTT
+GCTCAGGAATAGATATATTCATTAATCTTGCGGCAAATAATGCCCCCGCAGCAATTTCATCGTTACAAGA
+AAATATAGCGGTTGGACGAGTATTATTGCTTTCTGCAGACATCAACTGCTTTGCACCACTAACTCCTGAA
+TCAAAAGAGTATTCACCCTCGATAACTAGTTCTTTATCAAAGTCGATGTTACTTTCTTTTAAGGCTCTTC
+TGTAACCTTTATAGCGTTCAACTGTCGACATATGTTTTGCGTCACCGGCAATAAAACCAATATCTTTATG
+GCCTAAGTCAATTAAATGTTGGGTAATAGTTTGTGCAGCGTCTCTATCATTTACCATAACACAAGGGCTT
+AGATCATCAGGAGCAACGTCACCAGACATGATACGTACAACTTTAACGTCAAGCGCTACTAATGATTTAA
+CAAACTCAGGCATTTCAGAAAGAGGCGGGGTCAAAATTAAGCCTGCAATACGCGCATGCTTAACCATGTT
+AACAACCTCTTCGGTAATGTTTTTATTTTTCGCATCACAAGGGTGAATTAATAACTCAAAGCCTTGTTGT
+TTACAGGCAGATAATATTCCTTCCTGCATATCAATGATGTAATAAGCGTTAGGGTTATCATAAATATAAG
+CAACAGAAAACGATTTTGCTCCGGCTAAATTTCGTGCCGCTAAATTTGGCTGATAATTTAATTCTTCGAC
+AGCTTTTTGTACTTTTTCACGTGTTAATTGGCGTACTGAAATCTCATTGTTAATAACACGAGAAACAGTT
+TTTATTGATACACCAGCTTGTTTGGCTACGTCATTTATTGTCGCTTTCATCTGCAGATAACCTTGTTCTT
+ATTTTTATAAACTGACTGGCTGTACCAGGGTGTTGTAATTATTGCATAGCCAGTCCGTAGTAATCTATAG
+GACTTTGCAGTATTATTTAGAGTAATAATAATTGACAGCGCTGTCATTTTTTAATAGGGTACCATGAAAA
+TATTACAAGTCATAATGGTTAAACCGAGCAAATACTCAGGTTAACTGCAATGATAAAGTCGATAATTGTA
+TCTGAACCACCTTATAGGAATTAGTATGTCGTCTCGTCAAACATTAGCTAGCTGGAAAAAGCTTCAGTTA
+CTTGCCCAAGATAAAAAATCTCAGCATATGAATACTTTGTTTGCACAAGACAGTGAACGTTTTAATAAGT
+TCTCTATCGAATTGCCAAACATGTTACTCGATTACTCTAAAAATCTTATTGATACCGAAACGCTTGATGC
+ATTATTAGCGCTAGCAGAAGAGACGCAAGTATGTGATTGGCGAGCCAAGATGTTTGCTGGTGAGAAAATA
+AATAAAACCGAGGACCGTGCGGTATTACACACAGCGTTACGTCGTCAAAGTGACGAAGCCTTCATTATCG
+AGGGTGAAAACGTAACTGAGCATGTCAAAAATCAACTAGCTGAGATGGAAGTATTTGTAAACAAAGTTCG
+TCAGGGACATTGGTTAGGCTACTCAGGTAAACGTATTACCGATATTGTTAATATCGGAGTGGGTGGCTCT
+AATCTTGGGCCTCAAATGGTCACTGAAGCATTGAAACATTACAGCGATGGCAGTGTGAATGTTCATTATG
+TATCTAACGTTGATGGTGCGCAAATTGCAGAAGTACTTCGTCCGTTAGAGCCAGAAAAAGTTCTGTTTAT
+TGTTTCAAGTAAAACCTTTACTACCACTGAAACCATGACAAATGCTCGTACAGCAATTAATTGGCTAACA
+AGTGCCTCTTTCGATGAAAACTCAGTAGCAAAACATTTTGTTGCGGTCACGGCAAATAAAGAAAATGCCA
+TGAGTTTTGGTATAGAAGAACAAAACATCTTTGATATGTGGGATTGGGTTGGTGGCCGCTTTTCATTATG
+GTCGGCTATTGGTCTAGCGATTGCTCTTGATCTAGGTTTTGATAAGTTTGAAGAGTTACTTGCCGGTGCT
+CATGATATGGATCAGCATTTTATTAATGCGCCATTAAAAGATAATTTTCCAGCCATTCTAGCTTTAATTA
+GTGTTTGGAATACCACTTTCCTTGGCTCTCAGTCACAAGCTATTTTACCTTACGATCAAACGTTGCATAT
+GTTAACTGCATATTTGCAGCAAGCCGAAATGGAAAGTAATGGTAAATCGGTGAGTTGGGATGGCGATGAA
+ATCGATTATGCTACTGTGCCTTCTATTTGGGGCGAGTTAGGCATCAATGGTCAGCATGCCTTTTACCAGT
+ATCTACATCAAAGTAATAATGTTGTGCCTGCCGATTTTATTGGCTCGGTTAAAAGTGTTACCCCAGTAAA
+AGGGCATCATGAAACCTTGATGGCAAATTTCTTTGCACAAACACAAGCATTGATGGTCGGGGTGAATGAG
+GAGCAGGTCCGTGCCGATCTTAAAGCAAAAGGACGTAATGCTGAGTACATTGATAACGTTGCTCCACATA
+AAGTACACAAGGGCAATAGACCCACAAATACTATTTTACTAAAGTGTATCAACCCAAGGAACTTAGGTAG
+CTTAATTGCAGCTTATGAGCACAAGATATTTGTTCAAGGCATCATCTTACAAATATGCTCTTTCGATCAA
+TGGGGTGTTGAATTGGGTAAAGGCCTGGCTGCAGAGATTCAAACCGAGCTACAAACAGATAATATTTCTG
+CTCAGCATGACTGTTCAACGTCAAGTTTATTGAAGTTTTATCAGTCAGCAAAGTAGCTGCCTTTTATGAA
+TAATACCTAACCTGAGTCTCTATTAATTCATATTAAGCCGACTTCAGCTCACTAAATTTTTTTGTTTTGA
+TTACATGCAAATGAAAAATTTAGCTAGACAAAATACAGTGATTAAAGCTAATACCATATAAATATGGTGT
+TAGCTTTTTTTTACCCGTAGATCAAATAACTCAATAAAATAATTGCCATATTTTCCTTTACATCTTAGTG
+AATTATTATTCCATAAAATTAAATAAAAATTCATACTGTAATATTTTACGTGTTTTTATTATACAAAAAG
+TGATAGTTATTTCGATAGTTACGATTTAATGACAAAAATAACAAATAAAAAAATCCTTTATATTCATGGT
+CTTTGTGATTTTATGTAACTGTTATACAGTTTTTAGTTAATTTATTCTGGTCAAACGTAAAAATAAACGG
+TATGGTTTATTACGTCTTATGACAGCGTTGTCATTAAATATTGACAGCGCTGTCGTAAAACCGAATTAAT
+TATTATAAGTAAATATAAAAACATTCTAAAAACAAAACGTGTGTAAGGGAAAGTCGATGTCAACTAAAAC
+ATTTAAAAAAGGCGTGTTAGCGAGCTCAATAGCAATGATCCTAGCTGGTGTAACATCACAAGCTATGGCA
+GCCGAAGAAGCCGCTTCTGAAATAAACAAAGACCAAGTTGAGGTAATTCAAGTTACTGGTATTCGTGGTA
+GCTTAAAAAAAGCGTTAAACAACAAACGTTTTTCTGATGCTGTTGTTGATTCTATTTCAGCTGAAGATAT
+TGGTAAATTTCCAGACCGAAATATTGCTGAATCTTTACAACGTATTCCAGGTGTCACTATTGCTAGAAAT
+TTTGCCGGTGAAGGTGGCAACGTCTCTATCCGTGGTACAAACCCAGAATTAACTTTGGTTACTATGAATG
+GTAATTACTTGGCTTCTACTGGTTGGTTTTCTCAACAACCAGCTAGTCGTTCATTTGACATGGACTTACT
+TCCACCTGAATTAGTTGCTGGTGTTGATGTTTATAAATCCCCTATGGCTTCCTTAGATGAAGGTGGTGTT
+GGTGGCACCGTTGCTGTACGTACAAGAAAGCCGTTAGAGCTTGATGCGAACACTTTATACCTTTCTGCTG
+AAATTCAAGATAACAGTATTTCTGATGATAATGGCCAAGGGGCGACTGGTTTCTATAGCTGGAAAAATGA
+TAGCGAAACTTTTGGTTTATTAGGTAGTATCTCAACATTAGAAAGTGTGGGTCGTGCTCATAAAGCTGAA
+AACTATATGGATGACGGTTGGGCTGGAGCAGGTATTGCTGAATTTAAGCAAGACCGAAAACGTACTGCTT
+ATGACTTAACTTTACAATATGCACCAACAGATAGTTTATCAATGAACCTGCATTATTTAACTATTGATTT
+AGATGCTGCTAATACTAACCAAAACTATTTAATTATTGCAGGCACAGACAGTGCTGCATTTAATGCAAAT
+GTAACTGGCGCTACGAAATTTGGCCCAGAAAATGGTTTTGCGTTAAATGGTAAGTATGCTGGCGCTGCCT
+TTGATGACACCAACTCTCGAAATGCTGAGACAGATACTGGTGTTATTGCTTATGAAGTTGATTATTCAGG
+TGATGGGTATTCAATAAATGCTAAAGTTGGTAATACCAATGCAACAGGTGGCGATGGCGGAAACTATAAT
+GTAGGTTGGGCATCTACTAATGCTAACCAAAGTATTGATTTTGATATGTCAGGTCATGACAGTATGTTGT
+TAAGCCCAAACAATGCAGATGCAAGTAATCATGCTGAATACGCAATGACTAATGCCTCTGTTAATGCTGC
+TGGGTACCGTGAAGATGATGAAACCTTTGCACAAGTTGATATTAATTTTGATGTCGAGTTAGGCCCTGTT
+TCAAATATCAAAACAGGCGCTAAATTAAGGGATCATGAATTTACTAGTTATTCTAATAAATGGACATTTG
+AAGATGGTTTTACTGACGGCTTAACAAAAGCTGATTTTGCTGATGGTACTTTTAACCACTCGGGTGTTGG
+TTTGAGTGGGGATAGCCCAACAGCTATTGCCCGTGTTGACGGCAATAAAATACGTACCTATATGGATAGC
+GTAAAAACGGGTGAAACATTAAATAAAGATAGCTTTGGCGTTATCAAAGAAGATATTTTTGCTGCTTATG
+TACAAGGTGACTTTAGTGGTGACGACTATAGAGGTAACATTGGCATACGTTATGTTAAAACTGACACCTC
+TGCAGATTACTTCTTAGGGAATGATCCAGCAGAAGAAGAGAGTGATTACTCTGATTGGTTACCTAGCTTT
+AACTTAGCACTTGATTTAGATAGTGATTTAATACTTCGTATATCTGCCGCTAAAGTAATGAGTCGTCCTA
+ATTATTCGTTCTTAAACCCTGCTGCAAGTGTTAATGAAACGACTAAACGCATCACTAAAGGTAGTATTAA
+ACTTGAGCCATACCGTGCAAACCAATATGACATTGGTTTAGAGTGGTACTTCAACGAAGAATCTTTACTT
+TCAGCTACATTGTTTAGTAAAGATATTAGTTCTTTTATTATTCCTGGTGCTAACGAAGAAAAAATTCAGT
+ACAAAGGTGAAGAGTATATTTTAAGTACACCAGGCCAGGGTCTTGGCGGTCAACTTGAAGGTGTTGAATT
+ACAGTATCAACAACAAATGGGTGAATTTGGTTGGTCTGCTAACTTAACTTATACTGATGGTTATGGTTTA
+CAAGATAACGGTTCAGAAATTGTTAAGGCGCCTTTAGCTGGTATGTCTAAAATAAGTTATAACGTAAGTG
+CATTTTACGAAACTGACTTAGTGTCTACACGCCTTGCTTATACGTATCGTGATGAGTTTATTGCTCAATC
+AACAGGTATTGGTGGTAACACAGGTTGGGATGCCCATGGTTTCTTAGATGCTAACGTTACTTGGCATGCA
+ACAGAAGGTCTGGATGTAAGTCTGGAAGCAACAAACATCCTTGAAGAAACAACCACTCAACGTTTTGTTA
+GTGAGTTTGATGCAATGCGTTTAGCTGCTGATAATGGTCGTAACATTTATCTTAAAGTATCTTATCGTTT
+ATAAGTCATCGTTAAGGTTATGTAAAAAACATATCTGAAAAGATAGTGTAAAAGAAAAAGGAAAGTTTAC
+TTTCCTTTTTCTACCCCTAGCAATTTATGAAATTGCTAGGGGTAATAACCTTCCTCTTTTCCTTTCACTA
+TTATTAGATGCTAAGATATATTTCTTATGCTAATTAGGTATTCATGATGGCCTTAGATAATAATCATATT
+CTTATAATTGGCGGTGGCACTGCTGGTTGGTTAAGTGCGGCAATACTTGCCAAAACGTTGAATAGTAAAA
+ATACTGATGGTGTTAAAGTCACTTTGGTTGAATCGCCGACCATTCCAATTTTAGGTGTTGGAGAAGGCAC
+ATGGCCAAACTTAAGAGCGACATTACATAAAATAGGTATTAGCGAAACAGACTTCATTCGTGAATGCGAT
+GCGACCTTTAAACAAGGTGCAGAGTTTATTAATTGGTCTAAAACGCCAGAGCCAAAACAATCACACAGTT
+ATTATCACCCACTCAGTACGGTTAGCCATTCTTCATACGATTTTAACTTAGCCCCTTATTGGTTACAACA
+AGATAAAAAAACACGCTTACCTTATGATAGAGCTGTTGCATCACAAGCAAGAGTTTGTGATGAAGGACTA
+GCACCTAAACAAATTGTGATGGCAGAATATAGTGCCGCGCAAGAGTATGCCTATCATTTAAATGCGAATA
+AATTGGCCGAGTTTTTAAAACGGCATTGCGTTGAGAAACTTGGGGTTAAATTTGTCAGTGCCAATGTCAC
+CAATGTAGCGCTAGATAATGAAGACTTTATCACGCATGTAGACACTGACCATGAAAGTGAAAAGAAAATT
+TTCGCTGATTTTTTTGTCGATTGTAGCGGTGCGAAAGGGTTAATCATTAAAGAAACCTATAACACAGCTT
+GGCAAAGTATTAGCGATGTTATTTTTAATGATACCGCCTTAGCAGTACAAGTACCTTATGCTGATAGAAA
+TCAAAAAATAAATACCCATACTCTCGCAACAGCCCAAGAAGCAGGTTGGATATGGGATATAGGTTTACAG
+GACCGTCGTGGAGTTGGTCATGTATTTAGTAGCAAGTACATCTCAGATCAAAAAGCCGAGCAACAACTTA
+TTGATTATCTAGGGGATGATTACAGCGACGATTTGACTATTCGTAAAATAAAGCTCAACCATGGTTACCA
+CAAGAAGTTCTGGCATAAAAACAGTGTGGCTATTGGTATGTCGGCGGGCTTTGTTGAGCCACTTGAAGCA
+TCGGCTATTTTCTTATTTGATGCCGCAGCTAATATGCTTGCAGCACAGTTTCCTCGTGATAAAGCACAAA
+TGAAATATGCTGAAGACAAATTTAATCAGCAATTAACGATGCGTATGCAGCGTACGGTTGAGTTTATTAA
+ATTGCATTACTGTATTTCTCAACGCCGAGATAGCCAATACTGGATTGATAACTGTGACCCAATCAGTATC
+CCTGATAACTTAAAGCAACGACTGGCATTTTGGCAAGGACAAGTACCAACCAAATATGACTTTGAAAACG
+CTTGGGAACCCTTTAATTTAGACAGTTATCTTTATGTTCTATATGGTATGGGGTTTGAAACTGATGTAGC
+TAAAGTTGCAGCTAAATATACTGAAACAACTAAAGCTAAGCACTTATTTAATAATATTGATAAAGCCAGT
+GTGCTGTTAATCGATAAGTTACCTAAGCAAAGAGAGCTGATTGAAAAAGTAATTAAATATGGGTTTACTC
+AAGTATAGGTTAATGACAGGTATCGGTGAACTATGATGAATGAACAAGTGAAACAAGTTGTGGTGGTAGG
+TGGTGGTACGGCCGGTTGGTTAACTGCCGCAAATTTAGCTCAAAAATTCAATAGTGTCGAAAGTGGAGCG
+ATACAAGTCACGCTAGTTGAATCTCCTGATATCCCCACCATTGGTGTGGGTGAGGGAACTTGGCCTACCA
+TGAGAAAAACGTTAGCAAAACTAGGGATTAGCGAAGCTGATTTTTTATCAAAGTGTAATGCTTCATTCAA
+GCAAGCAACAAAATTTGTTAATTGGCAGCAAGCACCAAAAAATGGCATTAATAGTCATTATTATCATTTG
+TTTACCTCAATTAATGATCCTTTAGATTTTAACTTAGCGCCTTATTGGAAGCTAGGTATGATTGGTGATA
+ACAACAGCTACGCTGAAACTATTAGTATGCAAGCGGCTATTTGCGAATCAGGTTTAGCCCCTAAGTTGAT
+CACCAACCGAGAATTTGAAGGTGTACAAAACTATGCTTATCACTTAGATGCGGGGCTTTTTACTGACTTA
+TTACGTGAACATGCAACGACCAAGTTAGGGGTTAAACATGTATCTGCTAACGTCACTGATGTGAATTTAG
+ATGATGATGGTTATATCATTAATATTCATTGCGATAGTGTAGGTGTTGTATTAGGCGAGTTTTTTGTTGA
+TTGTACGGGCTTTAAAAGTTTATTGATTGGTAAAGCGCTAGGTATACCTTTTAAAAGTATCGATGATACT
+TTACTTTGTGATCACGCGTTGGCTATTCAAGTGCCCTATGAAAATGAAGAATCATCTATTGCTAGTTGTA
+CTATTTCTACTGCGCAAGAAGCTGGGTGGACATGGGATATCGGTTTGTCTAATAGACGTGGTACAGGTTA
+TGTGTATTCCTCTGCGCACACGAGTCATGAACGTGCAGAACAAGTATTACGTAATTACATTGGCCCTCAA
+GCTGATCAGCTTGAGTCACGTTTAATAAAGATGAATGTTGGTTATAGAGAAAAATTTTGGCATAAAAACT
+GTTTTGCTATTGGTTTATCTGCAGCATTTGTTGAGCCACTGGAAGCGTCGGCGATTTTCCTTATTGAAGC
+CTCTGCCAATATGTTGTCAGAGCTATTTCCTCGTGATCGTCACGCGATGCTAGCTGTTGAGGAAAAAGTG
+AATAAGTCATTTAAATTCCGTTGGGATAAAACCATTGATTTTATCAAAATGCATTACTTTTTATCAAAAA
+GAACAGAACCATTTTGGCAAGACAACAAGGTGCTTAGTACTGTGCCAGACACATTGTTAGCGTCTTTGGA
+TAGCTGGAAACACCAGTTAATTACCGGTTACGATTTTGATAATGTCTACGAGCCTTTTCCGTTAGACAGT
+TATCAATACGTGCTTTATGGTATGGGCTTTGACCAGACGTTAACCTTTAACGAAAACTCATATACGAAGC
+AGGGTTTTGCTCAGCAACAATATAATACAGTACAAGATTTAACACAGAAAATGCAGCAACAATTACCTGA
+AAATAGAGAATTATTGAACAAGATAGCTCAATATGGTTTTCAGAAAATATAATAACGATCGTTTGAGCAA
+TCTTTTGCTCAAACAAGCATATTTAAAAAATTACGGAGATTAAAATGGCATCTATTAAAGCTATTAACAA
+CAGTGCTCACGGTAACGTTAAAGTTAAAAGTAATCCAAGCTTTATACAAAGTAAGACCAAGCACTTTGCT
+CCAGTGGTAGTTCAAGAGTTTATTAGTGCCAGTAAAGAGTTTCCTATCGTCTTTATTAAAGATGCTGAAA
+CTGGCCGCTTTAATGCCGTAGTATTACTTGGTTTGAAACCACAAGAGAATTTGTTTTTTGATGAAAAATC
+TTGGCAGGGGAGCTATATACCAGAAGCGCTTACTCTTTATCCTTTCGTCATCCATCAAGCTGAAGGAAGT
+GATAAAGCCCTTTTATGTGTTGATGAAGACTCGGCATTAGTGAATGAAACAATAGGTGATGCTTTTTTTG
+ATGAAAAAGGCGTTCAAAAAGAATGGTTAACAGCCAAAGGTGAAGCTGTTGTTGACTATGTAAACAAAAG
+TGGCGTAACGCAGAATTTCATTCAACTATTATTAGCTAAAGAATTACTAGCGCCACAAACGTTGAGTTTA
+AACCTAGCAGGGCAAGAAGAATATACTTTAGATGGTTTGTACGTTATTAATGAACAAAAACTGAATGACC
+TATCCGATAGTGAGTTTTCTGAGTTAAGAAAAACTAATGCGTTACCTGCTATTTACGCAATATTAATGTC
+AATGCAATGTATTAAGAAATTAATCGACAGACAATCAAGTAAATAGCCTCCAATAGTGTACGTGTATTTA
+AAAACCTGCTAAATAATGTAGCGGGTTTTTATTATCAAAATACCTATTGATATTAAACTTCTTCTCCTAA
+TTACAGGAGCCTAGCAAGTCATCAATTCCATCACTGACGATAATTATGTTGTTAATTGGTAGAGACATTT
+ATCACTCTTAAAATTAGGCTTGTAAATGAAAATACCTTTAATGAATGAAACCATTTCGATCTATAAAAAT
+AGATTGAAGCGCTGTCAGTGTTGTGCGTAGTTGCGATACCAATAACATCAATAACATCTAAAGCAACACA
+GTTTTATCATTTGAAACTGTAAAAGGTCCTTTACTATGCAAATTAGCAAGATGAATAAAATAAAGTGGGC
+GTTTACAATTGCCGCTAGTTTATCTTTACTCGGTTGTGAAAAATATCCTGAGCCAGCAGTTGATACGGGG
+GAGAAAATCAACCTACAGGCAATTTACTCCGTTACCCAGAGTGATATAGATAACATAGCCCAGAATTTAG
+AGGTTAATTATCGAGTGGTTACCAATATTCCTACGGATAAATGTGACAGTAAAATTGCTGATGGTGCATG
+CTTTGAAGTGGAGTTAAGTTTTACTGCGAAGAAAGCAATTGCAGCTAAAGATTGGACTATTCATTTTAGC
+CAAATCTCACCTATCCAGTCTTTTGAAAGTGAAGATTTCACCGTAAAACACCTAAACGGTGACTTACATG
+TTATTGCTTTACAGGACAAATTTTCTGGATTTTCTGCAGCAGAAACTAAAAAAATAACGTTTCGTGCTAT
+GTTTTGGTCACTGAGTGAGACTGACGCTTTACCTAACTATATTGTCAGTGCACCTGGTTTAGATGCTCGT
+GTTATTGAAAGTACAGTACCCTATATTGATAAAGATACGGGACTAGAAATATTACCCTATGTTGAACCTT
+TTACTGATGAAAAAACGCAATTTAAGCGCACAGCCTCAGATAAGACTCAATGGTTAACTAGTGAAAAACT
+TTATCAACGTAATTCTGTACTGGTAGAAGATAAGTTAGCAGTTATTCAAGCAATTATTCCAACACCTAAA
+TCAGTCACTCTCGATGCCAATGATGGCTTTGCAGATATAAGTAAAGGCATTGCAATCTCTCTTGGCAATG
+TAAAACACCATGATGTGGATGCAGCGATATCGCGTTTAGACACCTTGGGTGTTAAACAGAACTCTGTCGG
+TTTGCCACTGCATTTAAGTATTGTGAGTAATAACGATAAAGTTATTGGCAGTTATAGTTTAACGGTAACT
+GAGAAAGAAATTAGCATAGTGGGTGTCGATGGTAATGGTGTCTTCAATGGCTTGCAATCACTAGCAAGCT
+TAGTGACGGTTGGTGAATCGCGTCTACCTATGATAGTGGTTGATGATGAACCACACTTTACCTTTCGTGG
+CATGTTAGTTGATGTTGCTAGAAATTTTCATTCTAAAGAGTTTATTCTAAAACTACTTGACCAAATGGCG
+GCATACAAATTAAACAAACTACATTTGCACCTTGGTGATGATGAAGGTTGGCGCTTGGAGATCCCAAGCT
+TGCCTGAATTAACTAATATTGGCGCAAAACGTTGTTTTGATGTGGCAGAAGAAAACTGTTTGATCTCGCA
+GTTAGGCGCAGGTGTTGATGAAAACTCATCAGTAAGCGGCTATTACAGCGTAAGTGACTATCATGAAATT
+TTACAAGCGGCCACTGCACGTCATATTCAAGTGATCCCATCACTTGATATGCCAGGTCACTCTCGTGCCT
+CGATTAAAGCGATGACGGCCCGTTACAAAAAATTCATGGCCTTAGAAGATGAAGCAAAAGCTAAACAGTT
+CTTACTCGAGGATTTTGAAGATAACACTCAGTATTCCTCAGTACAATTTTACAGTGATAACACTATTAAT
+GCCTGCTTAGAGTCTTCTTATGACTTTGTTATTGAAGTGATGACTCAGGTGAAGAAAATCCATGCCGATG
+CTGGCCAACCACTAACTCGCTATCATATAGGCGCAGATGAAACAGCGGGTGCTTGGTTAGAATCACCAGC
+TTGTAAAGCGTTTGTCGCTAATAATGATCAGGGTGTTACAGAAATGGGTGAGCTTGGCGCTTATTTCATT
+GAACGTGTGGCCGGAATATTATCTGATCTGGATATTGAAACTGCGGGTTGGAGCGATGGTATGGAGCACA
+CTCGTGTAGATAATATGCCCGCTATAGTTCAAGCCAATGCTTGGGATACGCTAGCTTGGGGAGGCCACGA
+AAAGGTTCACCGATTGGCAAACAGAGATTGGCAAGTCGTTATTTCTAGCCCAGATGTTTTATATTTCGAT
+TTTCCACATGAAGCAGATCCAAAAGAACACGGTTATTACTGGGCATCACGTCATACTAATACAGAAAAAG
+TCTTTCAATTTATGCCTGATAATTTACCCGTTCATGCTGAATTTTGGTTAGACAGAGAAGATAACGCCTA
+TGTTGCCGATGATACAAAAGCAGCCCTAGCACCGGGGAAAAAATTTCTAGGTATTCAGGGACAGTTATGG
+AGTGAAAATGTTCGTACTGATGATATGGTTGAACATAAAGTTTTTCCACGTTTATTAGCTCTTGCAGAAC
+GTGCATGGCATCTTGCTGATTGGGCTGTACCTTATAATTACCAAGGTGCAAAATATTCTCAACAGAGTAA
+TAGCTTCTCCGACAAGTCAAAAGCCATGCGTGATAGCCAATGGGCGTTATTTGCAAATACTTTAGGACAA
+AAGGAGTTTACTAAACTTGAGTTAGCACAAATTGATTACCGTTTACCTACCGTAGGTGCGATTATCCAAG
+CGGGTAAGTTGCACGCCAATATTGCTTTTCCAGGTCTTGCCATAGAATATCGAGTGAATGGTGGAAACTG
+GCTTACTTATCAAAATCCTACTGCTGTTTCAGGTGAAGTAAGTATTAGGAGTCGAAGTACTAATGGCTTA
+AGAACAAGCCGTATTACGAAAATAAAGTAAAAGGATAAAAATTAACTAATACCAAACGGATTAATTTATT
+GGTCAGCTTAGAGTTGCGTTAGCGAGCTTAAAACAAGCAAAATGAGTTAAACATAGTAGTCTATATTTTA
+TTCATTTTGTGATGTTATCAGTTTGCTAATGAGCTCCCGAAGGGCGAGTACCTAATAAAAAGTAAAGGCT
+TACAAGCGGCGTTATTGATTTTGACAATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTCTAAGCCT
+TTTAATTCTCGCTAAGTGAGCAATAAACTAGTCCGATTGGTATAACAGATATATCGATTTTTATCAGTTA
+GTTAATTTACATTAGGTAACATTTTTTAAAAAAGTTGTAACTTTATTTAAAAAAACAAATGACAACGCTG
+TCATTTCTAGCTAAGATGAAAAAAACGAATAGTTCGAGCAGTTAATATGGGGCCGGTATGCTGACAAGTA
+GTAACAAAAGCAATAAATTATTTTTAGGTATTGATGGTGGTGGTAGTAAGTGCAAAGCCATTATCATGAA
+TGAAGATAATGAAATACTTGGTACAGGCATTTCAGGTCCAGGCAATCCGTTACATGGTTTTGAACAAGCG
+ACTAACTCAATTACTGAGTCGGCAAAGTTAGCATTAGAAGATGCTGGTCTAGTAAATATCGAACTAAATG
+AACTAGTAGCTGGTGTGGGACTAGCGGGCGTTAATATCCCGGCGTTGTTTAATAAAATGGCTTCTTGGCA
+GCATCCCTTTAAACAAATGCATTTAGCCACTGATTTATTAATTGCTTGTCTAGCTGCACATGATGGCAAA
+GATGGCGCAGTTATTATTAGTGGTACTGGTTCATGTGGTTTTTCTTGCGTTGATGAACAGCATACGATTG
+TTGGCGCTCATGGATTTCCTCACGGTGATAAAGGTAGTGGTGCTTGGTTTGGCCTGCAAGGCGTTAAGCA
+GGTTTTATTATCTCTTGATGGTTTAGTTCAGCCTACGTCGATGTCAAAGGTATTGTTGCAGAAACTTAAC
+TGTAAAGACGATACCGATCTGGTAGAAGCGGTTGCCAGTCAAAAAGCAACATTCTATGCACAGCAAGCGA
+ATTTAGTGTTTGATGCGGCAGAAGCTGGCGATAATGTTGCTCTAGCTATTGTTACTGAAGGCGCTGAGTA
+TATTAATAATATTGCCCGCACTTTAGCGGTAAAAAATCCACCACGCATCTCTATGCTTGGTGGTCTAACA
+CCAAGGTTGAAATTTTGGTTAGCAGATGAAATTAAAAGTATGTTAGAAGTGCCTTTAAATGCACCTGAAG
+TGGGCTCTGTATTTTTCGCTAGGCAGCAACAGGCTAAATAGCAATCTGAGTAATGATTGTATTATACAAA
+TGGATTAATAAAGTAGTCCGATTGGTATAATATCGCTAGCCATTGAACTTGATAATTTAGGACAACTCAT
+GACACAAAAACGCTTTCATGCTCAACGATTCTTTGATGGGCAAGCTTTTCTCGATGATCAAGTATTGACC
+ATAGTCGATGGTAAAATTACTGCTATTGACCAAGATATTACTAATATTGATGTTAGTGTTACAGGTTTAG
+TTGTTCCAGGTTATATCGACTTGCAAGTTAACGGTGGTGGCGGTGCATTATTCAATGATTCACCGTCAGT
+TGATAACTTAAAAACAATCATGACTGCTCATGCTAGGTTTGGTACCACAGCGATGATGCCGACCTTAATT
+ACCGATAAAATTGAAGTAATGCAGCAAGCTGCAAAGGCCATTGCTCAAGCAATATCAGAAGGTGTTCCCG
+GTATCATTGGCATCCATTTTGAGGGACCGCACTTATCTATTGATAAAAAAGGTACCCATTGTGCCGATTA
+TATTCGACCTATTTCTGATGATGAATGGCAGGTTCTCTCTCGCCAAGACATTGGCCAAATTATGGTAACG
+CTTGCACCGGAAACTGTAAGTGCTGAAGACGTAACCCGAATGGTTGAGTTAGGAATTAAAGTTTGCTTAG
+GTCACACTAATGCTGATTTTAAAACGACTCAACAGGCTATTGATGCTGGGGCAAGTGGTTTTACTCATTT
+ATTTAATGCTATGTCCCCATTGCAAGGTCGTGAACCGGGTGTTGTTGGCGCTGCGCTTTTAAATAATCAT
+ACTAGCTGCGGTTTAATTGTTGATGGTTTCCATGTGGATTACGCCAGTTGTAGATTAGCAATTCAAGCTA
+AACCTCAAGGTAAAATATTCTTAGTAACTGATGCAATGCCGCCCGTAGGCACAGATCAAACCCAATTCGC
+TTTATACGATCGTACAGTTTATGTCGATAACGGTAAACTTACGTCAACCACAGGTGAACTCGCTGGCTCT
+TCTTTAGATATGGCCAGTGCCGTGAAAAATACGCATCACAAGTTGGGCATTGAGTTAGGCGAAGCAATTC
+GGATGGCCAGTTTGTACCCAGCACAATATTTATATCAAAACCAAACGGTTATGCGTGGTGAACTCATACC
+AGGAAAACAAGCTGATATGGTGGTATTGAATGATGATTTGTCTGTACAAGAAACCTGGATTGCAGGTGCA
+AAAGTTTAGTTTACTAGCCGCAATTATTTCGATTAAAACTAGACCATCAAAACTAGCGACTACTAAACCA
+ATTTAAATAATAATTATAATGCAAGTTAACGAGGAAGTTATGGAAATGTCTTTAACAGAAGAGAAGAAGC
+AAAGTAATGCTGTACCGATGGTTATCGTTGCCGGGCTATTTTTTATCCTAGGTTTTGCTACCTGGTTAAA
+CGGCTCCTTAATGCCTTACTTGCAACAAATACTACAATTAACACCATTTCAAGCATCGCTAATATTATTT
+TCTTTTTATATTGCGGTTACCTTTACTGCCTTACCTTCTGCGGCCATTATTCGTAAAGTAGGTTATAAAA
+ATGGTATGGCTTTAGGTATGGGGACCATGATGATTGCTGGTTTACTTTTCATTCCAGCAGCTAAAACACA
+AATTTTTCCATTATTTCTATTAGCCCAGCTGGTTATGGGTACAGGACAAACGTTACTACAAACTGCGGTT
+AATCCATACGTAGTTCGTATTGGCCCTGAAGAGTCAGCAGCAGCACGTATCTCAATTATGGGAATCTTAA
+ATAAAGGCGCAGGTGTCGTTGCTCCTATCGTTTTTACCGCATTAATCTTAAGTGGTTTTAGCGATACCGT
+TGGTACAGAGTTAAGCCAAGTTCAAATTGATGCTATGGCTGATAAATTAATTTTACCTTATTTAGGCATG
+GCTTTGTTTATTGGTATTTTAGGCTTTGCAGTGAAAAAGTCTCCTTTACCTGAGCTAGCAAGTGAAGAAG
+AAGAGGGTGAAAATAAAGGTCACTTAAAAGAAGCGCTTTCTCACCCTAACTTAGCACTAGGTGTTGTGGC
+ATTATTTTTATATGTTGCCGTAGAAGTTATTGCCGGGGATACCATTGGCGCATTCGCTCTTGCGTTAGGC
+GTTGAAAATTACAGTGTTATGACCTCTTATACTATGGGTTGCATGGTACTAGGTTATATTCTAGGTATCG
+TACTTATCCCGCGTTTTATTTCACAACAAAAAGCCTTGATGGTCTCTGCTGTTTTAGGTTTGGCACTTAC
+TGGTGGTGTCATCTTTGGCGATAATAACTCTTTTGCGATAGCTGACTCGCTGTCGTTTATTCTTGGTGGT
+GCTCAGTTACCTGATACCTTGATATTAATTGCTTTCTTAGGGCTTGCTAACGCTATTGTTTGGCCAGCTG
+TTTTCCCATTAGCCCTTTCTGGTATGGGTAAACTAACCAGTGTTGGCTCTGCGCTGTTAGTCATGGGGAT
+TTCTGGTGGCGCCTTTGGTCCATTATTCTGGAGTTTAGTAAGTGGCACCAGTGGAAAAGCAGTAGACCTT
+CAAGGTGGTTATATTGTTATGCTACCTTGTTATTTATTTATTTTATTTTACGCAATTAAAGGCTGTAAGA
+TGAAGTCTTGGAAATAAAGTGATTTAAACTTCGATTTAAACGCTGCTAAGAAAACCTCAATACATTTTTA
+TTCTATATAAACGGTGTTGAGGTTTTTTTGTATCTAAAATTCAATTAGTTAAGTGTTGGTAAGGAAAGTA
+GGAATATATAGAGGATTAATGTTTAAAACATGGTGTTCTAGTTGTGCCAGTGTTGACCTACTGGTTTAAC
+CATATTAGTATGATCTCACTGGTTAAGGTCTGACCACTTTTATAATATTGTCAATGAAAGTGATTATCAG
+CTTAAGCAGAGAGGAAGGTAACGCATTAAAAAGGAATTTATTATGTGTGAAGCTAAAAGGAAAGTTACGG
+TTATCTATTGTTGTGATAATGAATTAGCACTGTATCGAAAAACTCAGAGTTTTAATATAAATGCCTATGG
+CGATATGATCATACCTCAGGAATTTAAACGAGGTAAAACCATAGTAGCTGTCTGTGAAGGTGATATAGAT
+GTCATTAATAGCGTTGGTGATAAGCTGGTGAATGAGTATTGATATCAATAAGTACTGAACTTACAAAGTA
+TTAATACACAGGTTTTATTAAACGGACTCTGTATAAATAAAAAAGGTGACATAATGTCACCTTTTTTGTG
+TCAAACGTTAGATTAATAACTGTTAGTTTTTTTACTTTCTAATTGTTTGTCACTGTAAGTTGCTTTGTCA
+TGCTTTTGACCTGCAGCCTCAGCTAATTCTGCTGGCATATAATTTTCATCATGCTTAGCAAGTACTTCAC
+TTGCTTCAATACTTAAGCCCGTTGGTGGGTGTTCGGTCAACGTACCATTGGCTACAATGCCTTGGCCTTC
+GCGAAATAAATCAGGTAATATTCCTTCGTAATACACAGTAACCATAGGGTCGCTATCTTTGAAAACGATA
+GGCATGGCCATATCACTAAGCCTAAATGATACTTTAAGATTCTCAGGATCGCGCTTTACTGAGCCCGGCA
+CCACTAAACCACCGATACGAATACGTTGGCCAAGACTCGGTTTTAATCCGGTTTCTTTTTTACCTTGCGT
+GATCTCTGACGGGGTGAAAAATAAATCAATATTTTGACTTAGGGCATACAAAACAAGCCCGGACACTACG
+CCTATACCAATAAGGATAGAGCCAACAATAGCAAGACGTTTTTTACGGCGTGGATTCATTATTCAATTAC
+CTCGTTTAATTCTTTATTTTGTTGCTTACGTAGTGCTTTAGCTTGACGGAGTTTGTCTTCTCGCTGCTTA
+CGCTTAGCTATTTGGGTGATGATTTTCTGATGATCCGCTTTAGAGCTGATCAATAAAAGTGTAAGTATCA
+AAGCGGCAGCACCAAAAGAAAGCCAGACATAAAAGCCATAACCGCCCATATTGATGAAATCGCTAAAACT
+ATTAAATTGCATTGAGTGCTCTCCAACTACCTTGCTAATTTTGTGTATTATTTATAGTGCTTGTTCTGTC
+ATTAACTACTTGAGTTGTTTTCCACTAACTCACGCACCCAGGGACGAATGCTATTGCGCGCTAGAATTTC
+ATTACGAAAACGTAGACAAATGATCACACCGACTAATAATGAAAAGCCGATAAAACAAAAGATGAATGGC
+CATAACATATCAAGTGACATTGACGGCTTACCTAATTTGCTTACCGTAGACCCCTGATGCAAGGTATTCC
+ACCAGTCAACTGAGTATTTAATAATTGGGATATTTATCACGCCAACAAGCGTTAAAATTCCAGCAGCTTT
+ACCGGCTAAGTTTTTATCTTCAAATGCGTTATGTAAGGCAATTACCCCTAAGTACAAAAACAGTAAAATG
+AGCTCTGATGTTAAACGGGCATCCCAAATCCACCAAGTACCCCACATTGGTTTACCCCAAGCAGCACCAG
+TAATTAGTGCGATGGCAGTGAAGCTTGCGCCAACAGGAGCCATAGCGGCTGCAGATGCATCGGCAAGTTT
+TAATTGCCATACTAAGCTGCTAAAGGCGGCGACGGCCATAGCAAAATAAATGCCCATAGATAATGACGCT
+GCAGGTACATGAATGTAGAAGATACGAAAGCTATGTCCTTGCTGATAATCAGCAGGGGCGAACAATAATG
+CCCATACTAAGCCAATACCGAGAAAGATTGCCGCAAGGGCGCTTAACCAAGGTAATAACTTATTAGTAAA
+GTGATAAGACACTTCTGGGTTTGCATAAGGGTGTAACCATTTCCACATCAGTTGGTACTCACTTTTAGGG
+CGGCCCCAACAGCAAAGGGGGCGAGCGTTAAAGATCCAAAGAATAATGCGGCGATTATAGCAAGTTGACC
+GCTGTAAGGTAAGCCAAGCGCGGCAGTATCTATCGCGCTGGTAGCAAAAATTAATACCGGAATATAAAGG
+GGTAAAACAAGTAAGCTGAGTAATACCCCCCCTTTTTTAATCCCTACGGTAAGTGCAACACCCACTGCAC
+CAAGTAGACTAAGTACAGGCGTACCTAGCAATAAGGTAAGTAATAATGCGGTGTAACTGTGTTCATCTAA
+ATGCAGGAGCACAGCTAACAGCGGCGCTATTAAAAGAAGTGGTAAGCCAGTAATAAGCCAATGAGCGAAT
+ATTTTAGCCAGCACTAATACAAATATCGGGTGAGGGCTAAGTAACATTTGTTCAAGTGAACCATCAAGGT
+GATCTGATTTAAATAATCGGTCTAATGATAAAAGGGTCGCTAATAATGCTGCTACCCAAATAATACCTGG
+GGCAATACGGCTTAACGTTTGTGCTTCAGGACCAATACCTAAAGGGAAAAGTGTGACTACAATAACAAAA
+AATAGTAAGGGATTAATGATGTCATCTTTATGGCGCATCGCAATGGTAAGATCACGTTTTAATACCAACA
+TAAAGGCATGGCGATAAGAGAGCGGTTGTGATGACTGTGCAGTACTTTCTAAAGCGGTATTCACTATCAC
+AGTATTCTCTATCAAAGCATTATCTATGAGAGTCTCATCGATAATGCCTACTAAGTTTTCAGTCATTTGA
+CTAGACTGGGCTTTTAAGGTCATTAGGTTATTTCTCTAAACGCTCTAAAAGGAATGCATATTAATCAACA
+GCACTATCATAGCTGTAATCTAGAGTGATTTTTTTGATTTGTTCAGGCTTTATGCTAATTAAATCTTGGT
+GTGTGGTTAAAATAACACAACCACCACGTTCAGCATGTAAAGAAAACAGTCGCTCTAAACTAGCAACGCC
+TTGTTTATCTATGGCAGTAAAGGGTTCATCTAAAATCCAAATAGGCACATTACTTTGATATAAACGCGCT
+AATGCGATACGTCTATGCTGGCCAGCACTTAAATGTGATGCCAAACACTCTTCAAAGCCTGAAAGGTTTA
+CCTTTGCTAAATAAGATAAGCTCTCTTGGGTTTTGTTACCATGTAATGCCAAATTAAAATCAAGATTTTC
+TTCTGCGGTCATTTCACCTTTTACACCAGATAAATGGCCAAAATAAAGTAAATTTTGATGAAATTCTTCT
+CGACAGTGACTTATGAGTTGCTCTCTGTATAATATTTGACCATCATAGGGTTGAGAGAGACCCGATAAAA
+TACGTAATAAACTGGTTTTTCCAGAGCCATTAGGGCCCTCAACTTGCACTATGTCACCGGCATTTATTTG
+CAGTGACAACTCATCAAATAATAAGCGTTCTTCTCGAATACAGGTGAGGTTTACTGCACTGATCAAGGGA
+GTTGAGTTTTTTTTGGACAATGTATTCACTATTCTGTATCAACGTTTTGTTAAAGTCTATAACACCAAGC
+TAGGAGGCTGAATTCTAGCGTATGTTTGTCGAGTAATTCTTGATATGGATCGTATAATCACTTTGGGTGA
+TATAATACCATAGCCAACATTAACATAGCCCAAGAAACTTGTAACATTATGAAACAACTTGAGTCGTTAA
+TTTACATTAATATTTGAACCGATAAAATGTTAGTATGACGCGATAATTTTTAGCCTAATTAGTATTGTTT
+ACTAATTACTCATGGTTAATTGTTTTTTGAAGTAGAGCGGAGAACCCAATGATACCCGATATGGTAGCAA
+CACAAATGCCTGAGCTTATACCTGAACTCGGTCACTTAGCCCTTATAATTGCTTTAGCATTTGCTATTTG
+CTTAACTTTAATTCCGTTAATCGGTGTTCATAGTCCGGAGCAGAGTTCATTAAAGAAACTCATGACCTAT
+GCTAGACCACTTGCTTACGGTATGTTTTTTTTCACTGGTATTAGTCTTGTCATTCTTGCCTATAGTTTTG
+TCGTTGATGATTTTTCTATTAAGTACATCGCCGGTCACTCAAATACCCATTTACCTTATTATTTTAAAAT
+AAGCGCCGTTTGGGGCGGTCATGAAGGCTCATTATTGTTGTGGGTGTTCTCATTAACTGCATGGACTGCC
+GCCGTTGCGCGTTTTTCAAAAGGTATTGAAGAAGAGTTTATTTCCCGTGTTTTAGCTGTCATGGGCATGA
+TTGCTATCGGATTTATCGCTTTTACTTTATTAACCTCCAATCCATTTGACCGTTTATGGCCGAATGTGCC
+GATGGAAGGTCGTGATTTAAACCCATTATTACAAGATATTGGCTTAATTATTCATCCACCATTGTTATAT
+CTTGGTTATGTTGGTTTTGCTGTTGCTTTTGCGTTTGCTGTTGCTGCTTTAATGGCGGGTAAAATGGATG
+CAGCATGGGCTCGCTGGTCTCGTCCTTGGACTGTCGGCGCGTGGGTGTGTTTAACATTAGGTATCGCGCT
+AGGTAGCTGGTGGGCATATTATGAACTTGGCTGGGGCGGTTGGTGGTTCTGGGATCCTGTTGAAAATGCA
+TCATTTATGCCTTGGCTGGTCGGTACTGCTCTGATCCATTCTTTAGCGGTTACAGAAAAACGTGGCACTT
+TTAGAAACTGGACTATTTTACTGGCAATATTTGCTTTTGGTTTAAGTTTATTAGGTACCTTCTTAGTACG
+TTCTGGGGTGATTACTTCGGTACATTCTTTCGCTGCTGATCCTTCTCGCGGTATCTTTATACTTGTGATT
+CTTGCTATTGCTATAGGCGGCTCTTTAACGTTATACGCCTTTAGAGCGAGTACTGTGGCGAGCTTTTCTC
+GCTTCGCATTTTATTCACGTGAAACGGCACTATTATTGTGTAACGTTATTTTAGTTGTTGCAGCGGTAAC
+CGTTCTTTTAGGCACTCTATATCCATTATTAGTTGATGCGTTAGGTTACGGGAAAATATCAGTGGGTCCT
+CCGTATTTTAATGCCGTTTTTGTTCCTATCATGAGTATTCTATTTATCATTATGGGAATAGGGCCTTTGA
+TTCGTTGGAAAAAAGCGAAACAAGGCGAGTTACGTAAAAGACTTTTAAGTTCATCGGTATTTAGTATTGC
+TTTTGGTTTATTGTTTCCTGTGATTTATGGTGGCGAGTTCAATGCTTTGGTTGCTATGGGTATTACGTTA
+GCGACTTGGGTTTTCTTAGTGGTTGTTAAAGAAGTTAAAAATCAATTTCAAACAGTAGGAAAATTAACGA
+CAAGCCATATAGGCATGGCCACAGCTCATGCTGGTATTGCTATCACTATTGTTGGCGTTACCATCGTTTC
+AATGTATGAAAGCGAAACCAATGTAAAAATGGCGTTAAACGAAAGAGTAACTATTTCAGGTTACCAAATT
+GAGTTTAAAGGCATTAAACATGTTGAAGGCCCTAATTACAGTGCCGAGCAAGGACAAATTAATATCTATA
+AAGTTACTGGCCCGAACGAAAGTGAATTCGTTAGTTTACTCAAACCGGAACGTCGCACTTACCGTGTACA
+AACGATGGGAATGACTGAAGCCGGAATTGATCCTGGTTTGTTCCGTGACGTATATGTCGCTTTAGGTGAT
+CCATTACCCGGTGGTGCGTGGGCAATTCGAGTACATTATAAACCATTTGTTCGTTGGATCTGGTTAGGTG
+CAATTTTCATGGGCGCAGGTGGTATTTTATCAATGCTTGATAAACGCTATCGCCGTAAAAAAACTGTAGT
+TGTTAAGTCACCAGTTGTTGCTGACTCGTTGACAAACACAGTGGCTGCAACGCCAACGAATACGCCAAAA
+GTATCGGAGATATAGTAATGGGTAAGCTAATTCGCTTTTTACCTTTGATATTAGTCATCGCCTTAGGTGT
+TGTATTGTATCGTGGCTTATCACTTAACCCACAGGATATGCCGTCGGCACTTGTTGGCAAGACTATGCCG
+GCTTTTGCTCTGCAAACACTTAATAACAGTGAACAAATGGTCACTCAAGCAGATCTTCTTGGTGATATTG
+TTTTAGTTAATGTTTGGGCTACCTGGTGTCCTACGTGTAAGTATGAACACCCGTATTTAGTTGATATTGC
+AAAAGACCCTCAAGTTAAATTGTATGGCTTGAACTATAAAGATGAGCGTGTTGCCGCACAGAAATGGCTG
+CAAAACTATGAAGACCCTTATATGTTTTCAATTTTTGATGAAGAAGGGACCTTAGGTTTAGATCTCGGTG
+TTTATGGTGCGCCAGAAACGTTCGTTATTGATCATCATGGTATTATTCGTAAACGTTTTGCTGGTGCTAT
+TGATACACGCGTATGGCGACGTGAATTTGAGCCATTAATTGCTCAGCTAATTGAAGAAAAAAAGCAGGGG
+AAATAACATGCGTCTATTCAGCATATTTATACTCATATTGGTCTTCGCATTTGGTGCTAATGTAGCTTCG
+GCTAGCCCAGTAGAAACTTATGAATTTAATGATGAAGTGACTAAAATTCGCTTCCAAGCATTAAGTAAAG
+AATTACGATGTCCTAAGTGTCAAAACCAAAACTTAGCTGACTCTAACTCACCCATTGCAGCTGATTTGCG
+TCGAGAGCTATACGAGTTATTGCAACAAGGTAAAGCCGATAGTGAAATTGTTAACTTTATGGTCGACCGC
+TATGGTGAATTTGTTTTATATCGACCGAGAGTCTCTGAGTTGACTTACATTTTATGGTTTGGTCCAGCAG
+TGTTAATTTTGTTAGGTATTATTGTGGTTATTGTTATTGTTCGCCGAAAACCAGTGGATAAAAAAGTCTT
+GGCTTTATCCTCAGAGCAAAAAGAAAAGCTTAAAAACTTAACAAACAATAAATAGGTATAGCAAACGGAT
+TCATTAATTCTCACTCAGTGATAATAAATAAGTCTGATTGGTATTACCACTCGATAAATTAAAAGAAGTA
+GTAGATAGCATTATGGAATTTTTAGTAATAGGCCTTATATTTTTAATTTTATTATTATTGATTGTATGGC
+GACCTTTCTTTAAACAGAAAACACAAGATGTTCGTGTCGATAGCAGTTTGCGTGATGAAACCAATATACG
+CCTATATCATGAGCACAAAAAAGAAATAGAAAAAGACTACGGCGAAGGAGGCATTGATGAGGAAAACTAT
+CAGTACCTGTTAGCTGAACTTGATAATACCTTATTGCAAGATATTGATACTACTTCGACTGAAGACAAAG
+TTACCACTACTGTAGTTAAGCCGTATTCTCCTCTTTGGCCACTAGGGTTAAGTGTCTTTATTATCATTTT
+CTCTGTGGCACTTTATAACAAGCAAGGCAGTTATAAAATTCTTACTGAGTTACCAGCAGGGCATGGGCAG
+CAAGAAGCTAAATCACAAGAAGAAATGCTAAAACAGCGTGAAACTGATGCTATGGCACATATTGAAAAAC
+TGCAAAAACATATTGAATCAAACCCTGAAGATAGTGAAGCCTGGTATAACCTAGGGCAAACTTATGTTGC
+AGTCGGCGGCTTCGATGAAGCAGTTATTGCATTTAATCGGGTGATCAAAATTGAAGGGGAGCATGCCGAT
+ATTTTAGGTGCTATTGCTCAAGCGCTTTATTATAAAAATAATCAACAAATCAGTGACCAAGTACAAAAAT
+ATATTGATAAGGCATTAGCCCTTGATATAGATGATCCATCAACCAATATTTTATTGGGCATGCATAACTT
+TATTGGTGAAAATTACCAACAAGCGGTAATCCACTGGCAGCGTGTTATTGATGCAAATAATCAAGGCGTC
+AATATTACCGCATTAAAAGAAGCGGTTGCAGAAGCTAATAATCGACTCGGTGTCTCAGCAAGTAGCTCAG
+CAGAACAGTCAGTAAGTAGTTCTGCTGATAACCCAGCAGATGCAGCAGGACCTCAATTAAAAGTGAGTGT
+CCGTTTATCAGATGATATTGCTAAGCAATTAGCGCAAGGAGAAGATCGAGTAGTCTTTATATATGCGGTA
+CCGACAAATGGTCAGCGTATGCCTCTTGCTGCGGTTAAGATGAAAGCTAGTGATTTACCTACTATCGTTG
+TGTTGAATAATAGTCAAGCGATGAGCAGTGAAAACAACTTAAGTAGTGTAGATAAAGTACACGTATATGC
+CATTGTCTCAATGCAAGGTGGTGTAGGCATTAAATCAGGTGACTATAAAGCTCAAGCGCTTGGTATCGAT
+GTTAATCGCAGTGAAGCACTTGAATTAGTTGTGAATAAACTGGTTGAGTAACTTGTGCTGATAATACCTG
+TTACCATTGAAAATGCTCTAAATCAGCATCTTGGTTGGTAATGGGGTTATATCAAACGAATTCATCTATT
+GACCAATTGAGAGCTCCAGTACGAGTTTGAAACAAACATAAAATTAAATATAGTTTTCTATATTTAATTT
+TTTTTGTAATATTCTTAGTTTGTTAATGATCTTGAAAAGTCGAGTATAAAAAGCTTATATCGGCGTTATC
+TAATTTGATCAAGGCGCTGAATGGATGCAGCTGATGAGAAAATATAGAGGCATATTTTTCCTGAATAACC
+ACTCTATTTGACTAATGCCTTGCCACTAAGACTTTTAATTCTCGTTAAGTGATCGATAAATGAGTCCGAT
+GGGTATTATATACACGCTCCACTTGAAGATGCAGGATTCAGCTGGAATGATAAACGCCTTTAGGCAAGGC
+ATTGATTGAAGAGAATAGTTATTCTATTGTCGAAATCAATAACGCAGTATAAAGCGTTTATAAACCAGCC
+CTTTGGGGAAAACTGAGCAAAACATACCCGTCGTTACATTTGTTGCTAAGGGGATACCATTAACAAAAAA
+TGTGCCTTGATTATGATTCGCCCAGGTTTCCTGAAACGAGCATCTTCAAGTGGAACGGGTATATAAACTC
+AATAACTTAAAATAAGAAGAAAAAGCCAAATGAAATCTCGCTTTAGTGCACGTCAACAAAATAGTGATAA
+TACCGCTGATGAAAATAAAAGCACAACAACAGCAGTATTATTAACTAATTTAGGATCACCCGATGAGCCG
+ACAACAAGTGCAGTACGTCGTTATTTACGAGAGTTTTTATCAGATACACGTGTGGTCGAAATTCCGCGCT
+TAATTTGGCTATTAATTTTACACGGTATTATTTTACGCATTAGACCAGCAAAATCTGCCAAGTTGTACCA
+AACGGTTTGGCAAGATGATGGCGCGCCTTTGATATCAATTACGGCGGCACAGAAAGAAAAAATGGCGACG
+AAAATAAAATCTCAATACGGTGACAATGTTATTGTTGATTTTGCCATGCGTTATGGAAACCCATCAATTG
+CGAGTGTATTACAAAAATTTCAGCAACAAGGTGTTGATAAACTTGTTGTGTTACCTCTATATCCTCAATA
+CGCAGGTCCAACGACAGCGTCCACTTTTGATGCTGTTAGTAAAGAATTACAAAAATGGCGCTATATACCA
+TCGATACACTTTTTAAATACCTATCATAACAATCCATTCTATATACAAGCATTAGCTGAAACAGTTAAAG
+AGCATGTAGCAAGCCATGGTAAGCCCGAGCGCTTAGTGTTGTCATATCATGGTATGCCAGAGCTATTTCA
+TAAGTGGGGAGATCCCTATTATGACTTCTGTCAGGAAACAACTTCACTACTCAAAAGGCTATTACTTGAA
+AGTGATTTAGGTTTTACTGATGATGAAATTATTATGACCTTCCAATCACGTTTCGGTAAGGCTGAGTGGC
+TTAAGCCGTATACGGATGAGACCCTGGAAAATCTTCCTAAGCAAGGTATAAAACACGTTGCTATTATGAG
+CCCTGCATTTAGTGCTGATTGTCTTGAAACCCTTGAAGAGTTAATTCACGAAAATAGTGAAGTATTCTTA
+GAAGCAGGTGGTGAAAGCTATCATTATATTGCTGCGCTAAATGATCGTGATGATCATATTGATGCCTTGT
+TTGATGTGTTGGCACCAACATTGGGGGCGCCCAACCTTAACTAGGTATTTAATGAACAAAATTAGTCAGT
+CGCCAATTCAATAAACTCACTTGCTAAGCTATATAAAAATAGTATACTGTTTTTATATACAGTTTATGGC
+GGTGGGTGCATTATGGGTAATCAGAAAAAAATAATTCACATTGATATGGACTGCTTTTATGCTGCTATTG
+AAATGCGAGATTTTCCTGAATATCAAAATATCCCATTGGCCGTTGGTGGTGATGGCCCGCGTAGTGTCTT
+ATGTACTAGTAATTATCAAGCTCGTCAGTTTGGTGTCCGTTCAGCCATGCCGGCGATTAAAGCCAAACAG
+CTTTGTCCACACCTTAAAATTGTTCATGGCCGCATGGATGTTTATAAAGAAACCTCCAAAAATATTAGAG
+AAATATTTTCTCGTTATACCGATCTCATTGAACCTTTATCTTTAGATGAGGCCTATCTGGATGTTACTGA
+TGCAACAATGTGTCAGGGTAGTGCAACGCTTATTGCTGAGAGAATTAGAGCTGATATCTTTAATGAATTA
+AATTTAACGGCATCAGCAGGCATTGCACCGAATAAGTTTTTAGCAAAAATTGCCAGTGATGAAAATAAAC
+CTAATGGTCAATGCGTTATTACCCCAGATAAAGTCGCTAACTTTGTTGAACAACTTTCATTAAAGAAAAT
+ACCCGGTATTGGTCCAAAAACGTTTGAAAAATTAAATAGGCATGGTTATGTAACTTGTGCTGATGTACGT
+CAAAGTAATATTCGAGCGCTACAAAATATTGTCGGTAAGTTTGCTAATAGCTTGTACTTAAAATCACATG
+GTGTCGATAATCGAGATTTAGAAGTCAGCCGGCAACGCAAATCTCTCGCCATCGAAACAACATTGGCGCA
+CGATATATCTACTCAAGATGAGTGTAAGCTTGTTATTGATTCCTTATACCAAAAATTACTCACTAGACTC
+GCTCCCCACAGTAATAGGGAAATCATTAGGCAAGGTGTGAAGCTTAAGTTTACTGATTTTAATCAAACAA
+CCGTAGAAACACAAAGCAACGAGTGTCAGCAAGCCCTTTTTATCAGTTTATTATCAAAGGCATATAGCCG
+CTCAAATAAACGCGGTGTACGGCTTGTTGGTCTAACACTAGGATTTGCTGATAGTCCAGGCGAAAGTCAG
+CAGTTGTCTCTTTCGCTATAGCACTTATTATCAGATCAGAGTGGCATTGAAAAATACGGCACTACATTGT
+GCCGTGATTTTATTAGAACGACCAGAACATTCCAAACTAGCATTGCTACAAAAACTAACCCTGCGTTATT
+TTTCGTCGAAGAGATTGATGCGGCTTTCGAAATTTGAGCCCAAAAGGCTATTTGAGGGATGAGTGCATTG
+TTGTCAGTCGCTGTCGATATCAATTGAATCGAGGCTCTGGTTGGCTTTACATAGCTAATGAACTAGAACA
+AAAAGGCGTCTGCACAACATTTATCCAAGAATTGCGTGAAAGTTGTGAAATTGATTGGTATCTTCAAGGT
+GAGCTTGCGTATAATAAGCAGCACAAAAAGAACAAGCTAAGAAAATTCGTTTTTTATAATACCCTGGTTA
+TTCCCGTGATTAAATTTTTCGGTATAAAGCTAAAGCCATAATGAACGTAGACCCTAATTAAAATAGACCT
+AAATCGATTTGTAGAGTATCCCATGATTAAAAGCACCGCAGAAGTCCGTCAGGCATTTTTAGATTTTTTT
+GCCACCAAACAACATCAAATAGTTAAAAGTAGCTCACTTGTTCCTGGTAATGATGCAACGTTATTATTTA
+CCAATGCAGGCATGGTTCCTTTTAAAGATGTTTTTTTAGGTGCTGAGACACGTAGTTATACACGAGCAAC
+CTCTGCACAACGCTGTGTACGAGCCGGTGGTAAGCATAACGATTTAGAAAATGTTGGCTACACTGCACGT
+CATCACACTTTTTTCGAAATGATGGGTAACTTTAGTTTTGGTGATTACTTCAAAAATGATGCAATTAGTT
+ATGCTTGGGAGTTTTTAACTGGCGAGTTAGGGTTAGCAAAAGAAAAGTTATTAGTCACAGTATATGCCAC
+GGATGAAGAAGCTTTCTCTTACTGGAGAGATGAGGTTGGTGTACCTGAAGATAAAATAATTCGTATTGGT
+GATAAGTCAGCTAACAAAAAGTATGAATCAGACAACTTCTGGTCAATGGGTGATACAGGCCCTTGTGGAC
+CTTGTTCTGAAATATTCTATGATCACGGGGAAGACATCTTCGGCGGACCTCCAGGATCGCCTGATGAAGA
+TGGTGACCGTTTTATAGAGATATGGAACATAGTATTTATGCAGTTTAACCGTCAAAGTGACGGCCGCATG
+GATCCGTTACCTAATCCATCTATCGATACTGGTATGGGTTTAGAGCGTATTTCTGCAATTATGCAAAATG
+TGCATAGCAACTATGAAATTGATATTTTCCAAGCACTAATTAAAGATACTGCTGCATTACTTGATTGCAG
+TGATCTTGAGCATAAATCACTACGTGTTATTGGTGACCATATTCGCTCATGTAGCTTTTTAATTGTTGAT
+GGGGTTGTACCGTCAAATGAAGGCCGAGGTTATGTACTTCGCCGCATTATTCGTCGTGCTATTCGTCATG
+GTCATAAACTAGAAGCGACAGGACATTTCTTCCATAAACTTGTTGCCTCATTAATTGCTCAAATGGGAGA
+AGCCTATCCAGAGTTGGCTCAGCAACAAGCAATTATTGAAAAACTATTACGCATTGAAGAAGAGCAGTTT
+GGTCGAACTCTCGATCGTGGCATGATCTTATTAGAAGATATTTTAGCTAATTTATCTGGCGATATTATTA
+AAGGTGATGACGTATTTAAGCTGTACGATACCTACGGTTTTCCTGCCGACTTAACGGCAGATATTGCCCG
+AGAGCGTAACTTGAAAATTGATAAAGATGGTTTTGATGTTGCGATGAAGCAACAGCGAGAGCGTGCCCAG
+CAAGCAAGTCAATTTGGCACTGATTATAATCAACAACTTAAATCTGACCAGAATACAGCTTTTAAAGGCT
+ACGATAATGACTCATATTCAGCGACTGTTGTTGAGCTATTTAACAGCCAAGATCAAGACCCGGTTAGTCA
+ACTAAACTCAGGTGAACAGGGCATTGTGATATTAGATCATACGCCATTTTACGCTGAATCAGGCGGTCAA
+GTAGGTGATAGTGGCTTACTTCACCTTGATGGCGGAGTATTTGAAGTAACAGATACAATCAAATTAGGTA
+ATGCTTTTGCTCATAGAGGTACAGCTCATACCGATGTTGGTTTGAATCGTCGAGTAAAAGCTGAAATTAA
+TGTTGAGCGCAGAGCGGCTATTGTTAAAAACCATACCGCAACACATTTATTGCATGAAGCATTGCGCAAA
+GTATTAGGTGAGCATGTTACACAGAAGGGGTCATTATGTGATAGTGATAAGTTACGTTTTGATTTCTCTC
+ATTTTGAAGGCGTTACCGCTCAAGAATTACATGATGTTGAGCAAATGGTTAACAATGAAATTCGACGCAA
+CCATGCAAAACAAACCGAATCAATGTATATCGAAGAAGCTAAAGCAAAAGGCGCTATGGCTCTCTTTGGT
+GAGAAGTATGATGATGAAGTTCGTGTAGTAACACTCGGTGATTTTTCAATAGAGCTTTGTGGTGGTGTGC
+ATGTTAATAGAACCGGTGATATCGGTTTCTTAAAAATAGTGTCTGAATCTGGTATCGCAGCAGGTGTTCG
+TCGTATTGAAGCTGTTACGGGGACAGGTGCACTTGATTTTATAAATCAACAAACCGCTTCTTTAACGACT
+ATTGCGGCACTGGTTAAAAGCGATGTAACTAATGCGAGTAGCAAAGTGGAGCTACTTATTAGTCGTTCTA
+AGCAGCTTGAAAAAGAAATTGGACAACTTAAGCAAGAACTAGCAGCACAAGCAGGATCTGATTTAGTAAA
+CAACACCATTGAAATTAATGGTGTTAAGGTTCTCATTGCAGATTTAGGTAGCGTAGAAAGTAAAGCATTA
+CGCGGCATGGTTGATGAACTTAAAAACAAAATGCAGTCAGGCGTTATTATGTTGGCTACAGCCAATGGTC
+CAAAAGTTGGCTTAATTGCTGGTGTTACTAAAGATTTGGTAGGGCGAGTTAAAGCGGGTGACCTTGTGAA
+TATGGTTGCGCAACAAGTCGGTGGTAAAGGTGGTGGTCGTCCTGATATGGCGCAAGCGGGCGGTAGTCAG
+CCTGAAAACATAACCTCAGCACTAGAAAGCGTCTCAGCATGGTTAACAGAAAAACTGGCTTAAAAGAGGC
+CTTGAATGATTAAGAGTTAAGTTATCATTTATCGTAAAGACTAAAAAGGAAGCATTTTGCTTCCTTTTTG
+CATTTTTACTGTGTTGTTTTAACACTGTTCGTTCCGCTGAAAATTGGTTCTACTTTGTCAGTATTTAATC
+TAAACGCATAAAACATTACAAATGATCACAGATTTGGCTGCAAAATTAAGCTATAAAGCTATTCAATGAT
+ATGGAAATATTGCTAAAATATGATCGTTTAGTAGAGTAATAGTCTCTTTTATTACTCATAATCGAAGTTT
+CATTGAAAACTATCATCGGATATGGTGTTTTTAATGAATAATGACTTTTTATAATAAATTGACTATTAAT
+TATAGTGGATGGATTAAAAAAGTAGCTAACTCTAATATATTACTAGCTTATATATATTTATTTAGTGATC
+TCACTTTAAAGGATAAGGAAGAAAATATGCTTATATTAACAAGGCGCGTTGGCGAAACATTAATGATTGG
+TGACGAAGTTACTGTGACTGTTTTGGGCGTTAAAGGAAATCAGGTAAGAATAGGTGTTAATGCACCAAAA
+GAAATCTCAGTACATCGTGAAGAAATTTACATGCGCATTCAAGCCGAAAAAGGCGATAATGAAGCTTCAG
+GTAATAAAGTCTAATAAATCTCTTATCATTTAAGTGGATTGTTAGACTAACTGAGAAACATTGTTATATA
+TAAAGCTTTATATAATGACTAAAAAACACCGCTCAGGCGGTGTTTTTTTAAGCTTTGCGTTAAGTTAATG
+ATTAAAAAACATCATATTTGACTGAATTGTCAGCAAATAGAAATTTATACTAAATAAATGCTAAAAATTG
+TTTGACTTATTTTTAGAATCCCTTATTATTCGCACCCATTGGAGAGGCAGCCAAGTGGCTGAAGACGCTC
+ACCTGTTAAGGGAATGTCTGGTTTGTAACCGGATAGAGGGTTCTTATCTAAGGTGTATTTAATACGCATT
+AGTACTCAACAATAAAGAAGTAAAAGAAAAATGGAGAGCTGGCCGAGTGGCCGAAGGCGCTCCCCTGCTA
+AGGGAGTAACGGCTTTAAATCCGTTCGAGAGTTCGAATCTCTCGCTCTCCGCCATTTTCTTCTTATGAAG
+AATAGTGGTTGTGTAGAACGAAAGTTCGCTATCTTTAGACTAAGATATAAAAAATAGTTCATGAGGGCGC
+GTAGCTCAGCTGGATAGAGTACCTGGCTACGAACCAGGCGGTCGCAGGTTCGACTCCTGCCGCGCCCACC
+ACTTTCTCCAAGTGGTAAAATAATGAAGAGCAGCTATTGTTAAAGCTGGATAAAATTTTAAACTTTGGGC
+GTGTAGCTCAGCTGGATAGAGTACCTGGCTACGAACCAGGCGGTCGCAGGTTCGACTCCTGCCACGCCCA
+CCACTTTTCTACTTAGGTAGATATAGAATGACCTAGCTTTTGCTAGGTTTTTTTATGGGAAATATTCTAA
+CACTCTTCCTTTATTAGTAGGAGTGCTAAAATAAAAGCAGCTTATGTTAAGGCTGGATAAATAAGTTTTC
+ATACCGTGGGCGCGTAGCTCAGCTGGATAGAGTACCTGGCTACGAACCAGGCGGTCGCAGGTTCGACTCC
+TGCCGCGCCCACCACATTTCTACTTTGGTAGATATAAAAAAACCTAGCTTTTGCTAGGTTTTTTTATGCC
+TGAAATATATGTCCTAGCACCTTTATTGGAAGGAATTAACCTGAAATAACGGATAGCTCAGGTTAGGTTT
+GAAAATAAACGTTTCCTGACGCATGCATAACTCTGCTGGATAGCCTTTTACTGAATAGACAGTTGGCTAC
+GACTGGAACCCTATACGGCCGGAAGGTCAACTCCTGCCGCGCGCCCCCCACATTTCTACTTTGGTAGATA
+TAAAGAAACCTAGCTTCTAGTAGGTTTTTTTATGCCTGAAAGATATTAAATGTTCTTTTTTTAAGAGCGA
+CCGCTCAAGCAAAAGTCAATCATGAAAGCGAAGGTTAAATTTTAATACCGCGAACATAAGTCAACTGCGC
+AGTTTTATTTTAAATAACAAGCTAGCTACGATTAAATCAATTTACGGCCTCAGGCTCGTTTACTAACGTA
+TCTGACATTAGCTCAAGTTGGAGACATATTAATGTTTCCTGTTTTCTAGGGGATCAATGGCTCTATCAAA
+GGCAATTGTATAAAGCTTAATACGAAAAGTGTGGCTACTTTATTTCTTGCTAATTTATTGATTGTTTTTA
+CTTACCTCAAGACTCTGACAATAGTAACGATGATCATCCTACACCCAAAGATTAAATTGTGAGGCGTAAT
+ATCAGCATGAATAGTGATAGTGCTTTATATGGCTCTTGAATGACGTTTTCGACTATGCTTAAACTATTTA
+CCTTGGTTAGAATTATTTGAACACTCCCTGAGATTCAGTGTTATTTATTAGATTTTTATGATCGAATGGA
+TACTGGAATAAAGGAGTGTTTTGGCACGAAAGTAGCTATGAAACGACCAATTATCAAGGTTATTCAATTC
+AACTTATTTAATTTAGGCATTAGTTGCTTACTTTATGAAATAAACAGTACGGTATCAGTTGTTTTTTAGG
+GTTAACTATCCAAATACTTGGATGTATATTCAGTGTTTATGAATGCAAATATACATTATGTATATTGTAT
+AAAATCAGTACTTATCTTTTTCTGATACCCTATATTCATGCTTTTGATAATGTATACAATATTTAAAGTA
+TGCAAAATGGCATGTATATTTCTGTTGTTATGGTGAATATTCGTTGTTTTGGGGGTTGACGGTAAATTAT
+TTTTATGAAACACCATAAAATTGTTTGCATTGTAGGTATTGGAGTGATTATTCTAATTGCAAGATTTTTG
+AACGAGAATAAAAAATGGACAATATGCAGCAGCAATTTATAGAAGCTGGAACACTCATGTTAGCAGGAAT
+GGTATTTGTGTTTGCATTTCTAGGTGTATTAATTATCTTTATTAATACTGTGTTGGCAAGACTAGCGGTA
+AAGTTTCCAGATGCTATTGTAGTGCCACATTCTCGACCTAATAAAAAAAGTAAGAGTAATAGCAAAACTA
+CGGGTGAAATTTCACCGGCAGTTGTTGCTGCAATCAGCGGGGCGGTTCAACGGTATCGGGCTCAACATAG
+CCAAGATAAATAAGTTTGACCAATATTGAAACTCTTCTTCACCACTATATTTTAAAAGTTAGATAAAAGG
+GCATTAACATGAGTAAGCCATTAGGTATCACCGAAGTTGTCTTAAGAGATGGACATCAATCAATTTTAGC
+CACTAGGCTTCGTTTAGCCGATATGCTGCCTATCGCAGCAACACTAGACGAGGTTGGTTATTGGTCAATT
+GAATCTTGGGGTGGTGCAACGTTTGATTCATGTATTCGTTACTTGGGTGAAGATCCATGGGAACGTATTC
+GTGCCCTTAAAAAAGCGATGCCTAAGACCAAACAACAAATGTTGTTTCGTGGTCAAAATATACTAGGTTA
+TCGCCATTATGCTGATGATGTAGTAGAAAAATTTGTAGAACGTGCTCATATCAATGGTATTGATGTTTTT
+CGAATTTTCGATGCCATGAACGATGTTAGAAACCTGCAAACTTCTATTAAAGCCGCTGTTAGAGTTGGGG
+CACATGCCCAAGGTACATTGAGTTATACCGAAAGCCCAGTGCATACACTTGAAGGCTGGTTGACTATGGC
+TAAGCAGCTTGAAGATATGGGCGCTCATTCACTTTGTATTAAAGATATGTCGGGTTTATTGAAGCCTTAT
+GATGCAGCAGAGTTAATTAGTCGTCTTAAAGAAACAGTTTCTCTACCTATTGCTTTACATTGCCATGCAA
+CTACAGGTTTGAGTGTTGCTACACAAATGAAAGCTATTGATAGTGATGTTGATGTTATCGATACCTCAAT
+TTCTTCGATGAGTATGACTTACGGTCATTCGCCAACAGAAACAATTGCCGCTATTGTTGAAGGTAGTCCA
+CGAGCATCTGGTCTAAACGTTGAGAAAATGGCTGAAGTTGCCGCATATTTTCGTGGCGTTAGAGAAAAGT
+ATGCTGAATTTGAAGGTAGCTTAAAAGGTGTTGATGCCCGTATTTTAACAGCACAAGTTCCTGGTGGCAT
+GTTAACTAATATGGAAAACCAGTTAAAAGAACAAGGCGCTGCAGACAAGTTCGATGAAGTATTAACTGAA
+ATACCTAAAGTTCGTAAGGATTTAGGTTATATCCCACTAGTAACGCCAACGTCGCAAATTGTTGGTACAC
+AAGCAGTACTTAACATCTTAACCGGTGAACGTTATAAGTCTATAACAAAAGAAACTGCAGGTGTATTGAA
+AGGTGAATACGGTGCAACCGCAGCTCCTGTTGATGCTGAGCTACAAGCACGTGTTTTAGATGGCAAAGAA
+GCTATCACCTGTCGTCCTGCTGATTTGCTTGACCCTGAAGTTGATAAACTTTCAGCAGAATTGCAAATTT
+TAGCAAAAGAAAAGAATATCAATCTAGCTGATGAAACTATTGATGATGTATTAACTTATGCATTATTTCC
+ACAGATAGGTTTGAAGTTTTTAGAAAACCGTAACAACCCAAGTGCTTTTGAACCTATTCCAACAAAAGCA
+AGTGCAAAACCACAAAGTAGCTCAGCGTCAAATCCTGTGTGTTCTCCTGAAAGTTACGCAGTAAGTGTCG
+ATGGCAAGGTTTATGATGTTGTCGTCGCTGCTGGAGGCTGTATTGAGGCTATTACGCACCCCGCTGGTGA
+TGATGCCATGAAACAATCCGCATCTATCACTGCTGAAGAAACGTTAAATGCGCCATTAGCAGGTAACATC
+TTCAAAGTAATCGTTCAAGAGGGTGACCACGTAGAAGCTGGTGATGTAGTTATCATCATGGAAGCGATGA
+AAATGGAAACAGAAATTCGTGCAGTTTCGGCTGGCGAAATAGTATCTTTGTTCACCAGAGAGGGCGACTC
+AGTTGCCGTTGGTGATGCCTTACTTAGTTTTTCTTAGAGGCCAACATGGATTCTTTAAATACTTTATGGT
+TATCAACAGGCTTGGCGAATTTTGAATTAGGCCAAGTTGTGATGATGTTAGTTGGCTGTGGTTTACTTTA
+TCTTGCCATTGCTCGTAACTTTGAACCTTTGTTATTATTACCTATGGGTTTTGGTGCGATTTTAACTAAC
+ATCCCTGTTGCTGGCTTTTCAGAAGTTGGCGGTTTGTTACATTATATCTACTATGCTGGTGTTGATACGG
+GAATTTTCCCACTCATTATCTTCATGGGTGTTGGTGCTATGACCGACTTTGGTGCTCTTATAGCTAATCC
+TAAAACACTATTTTTAGGTGCAGCGGCACAGTTTGGAATATTTGCTACATTATTTGGTGCTATAGCGTTA
+AATTATATTCCAGGTATAGAGTTTACGCTTAAAGATGCTTCTGCCATTGCAATTATTGGTGGCGCTGATG
+GTCCAACGGCTATTTTCCTTGCTTCAAAGTTAGCACCTGAATTACTTGGCGCTATTGCTGTCGCGGCATA
+TTCGTATATGGCATTGGTTCCAATTATTCAACCGCCAATAATGAAAGCATTGACCACTGAAGAAGAACGT
+AAAATTGAAATGAAGCAGTTACGACCTGTAACTAAAATTGAGAAAATTGTTTTCCCAATTGGTGTGCTAG
+CCATGACTATTTTCTTTTTACCTTCCGCAACACCTTTAGTAGGGATGTTTTGTCTAGGTAACTTAATGCG
+AGAGTCTGGTGTTGTTGATCGTTTAAGTTCTACAGCACAAAATGAGCTTATCAACATTACCACTATCTTT
+TTAGGTTTAGGTGTTGGTTCAAAACTGAGTGCTGATGCTTTTTTAAATGTTGAAACCTTAGGCATTTTGG
+CTTTGGGCGCCGTAGCGTTCTCAATCGGTACCGCTTCAGGTGTGATTATGGCCAAGACGATGAATAAGTT
+TTCTAAAGACCCTATTAATCCATTAATTGGTGCGGCGGGAGTATCTGCAGTACCTATGGCTGCACGTGTT
+GCTAATAAAGTTGGTTTGCAAGCAAATCCACATAACTTCTTATTAATGCATGCAATGGGCCCTAATGTGG
+CTGGTGTGCTCGGTTCAGCCGTAGCTGCAGGTATTTTATTGGCCTTAGTGGGCGGTTAGCGTTTAACTGA
+ATAATACCAAGTTGATAAAGTTCTTTCCCACTCAGCGAGAATTAAAAGGCTTAGAGGCAAGACATTGATT
+GAAGAGAATGGTTATTCCCTTGTCAAAATCAATAACGCAGCATGTAAGCCTTTTAAACTCGCCCTTTGGG
+AACTTGTTCTATGCCCATTAGCATCGTTAAATTTATTTGATTTAGAATGACTAGACCTAAACAAATTTGC
+CTTGTTATTGAACATTTAACATAGCTCTGAGTTGGGAAGAAATTTAATCAAATTGGTATAAGTTGTACTG
+TTAAAAAACCGAGCTTAGCTCGGTTTTTTTATGCCTGTTTCCTGAAGTTTGAATAGCTTTATATAAACCT
+AAGAAGATTACTTACTGGTATATTGGTAGCCATCGTCATAAAATACAGTTAATAACAATTTAAGGATTAT
+ATAAGTTAATCATGAAACTACCTCTCATTATGCTTACCGCGTTAATCGCGCTTACTGCCTGTACAAGTTC
+TAGTACTGGTCGAAAACAAGTGATGTTATTTTCAGATGCAGAGCTTGATAAAATGGGCGCTGCTTCATTT
+GAAGACATGAAAAAGAAAACACCTATAAGCACAGATAAAGCGACTAATGACTTTGTGCAATGTGTTGCTA
+AATCGATAACTAAAAATGTCGCTAAATCGGTTCATCAAGGTGACTGGGAAGTTGTTGTGTTTGATTCCGC
+ACAAGTGAATGCTTTTGCTTTACCTAGTGGTAAAATTGGCGTCTACACCGGTATTTTAAATGTGACTGAA
+AATCAAGATCAGTTGGGTGCGATTATTGGACATGAGGTTGGTCATGTTATTGAACATCACTCAAATGAGC
+GTTTATCAGCTAATAAACTGCAAAATATGGGGATGGCTGCTGCAACCGCCGCTGTTGGGTTATCAGACGT
+GGAAAATAAAGGCTTATGGATGGCAGGATTAGGTTTGGGACTGCAGTATGGCGTTATTATGCCTTATAGT
+CGTGCTCATGAAAGTGAGGCTGATATTGTTGGCCAAGATCTGATGGCGCGTTCTGGTTTCGAACCAAGCG
+CCAGTATTAAGCTTTGGCAAAATATGGCGAAATTAAGTAAGGGGGCTCCGGCAGAGTTTATGTCGACTCA
+TCCGTCAAATAAAACGCGTATAAACCAGCTAACAGAACACTTACCTAGTGCTATGACTCTTTATAAAACA
+GATAGCAGACCTAATTGTCAAAAACCTAAAGTAATCCCTTCGCCGAAGGCGTAAGCCGTCATTTGTGTTA
+TTTACAGCAATTAAAGTAAATTAACTTTAATTGCTGTAAATCCTTATGGCGTAAAGAATGTAGAGTTATA
+CCTTAAGGATTTAATTTGTGGTTAAGCCATGTTTCACCATCTTTTTCAAAACATAGGCGGTCATGTAAAC
+GATTAGCTCGACCTTGCCAAAACTCAATAGCATGAGGTTTTACTCGCCATCCTCCCCAAAACTCAGGATG
+AGGTACTTCACCTTCTGAAAACTTATCTTGATAATGGCTCATGCGCTCTTTGAGTTCATCATCGTATTTA
+AGTTTTTGACTTTGCTTTGATGCCCAAGCACCAACTTGACTACCTCTGTCTCTACTATGAAAGTAATCAG
+CAGATTCTTGTATAGATACTTTTTCAACCGTACCTTCAATACGAATTTGTCGTTGTAAGACATTCCAGTG
+AAACAATAAGGCTACTTTATTGTTTTCAGCTAGCTCATGGCTTTTACGGCTTTCGTAATTAGTAAAAAAC
+ACAAACCCCTCTTTATCATAATCTTTGAGTAGGACCATGCGAGAACTAGGTTGTCCGTCACTATTACAGC
+TACTGACAGACATAGCTTCCGGTAGCAATATCCCTGACTTATTTGCATCAGCAAACCATTGTTCAAATAT
+TTGATCGGGCGTTGTGTTAGAAGAGAGTTCAGGAAGAGGTAAAGCGACGCCTTGACCAAAGGTAAACAGG
+CAACGCAGTTTTTCAAATAACGTCATAATATTTAAAGTTAATAGAAAATAAAAGTATGCAGTTATTCTAT
+GCTTAAATGACGTTATTGCAAAGTTATATCAAGCTAATACCAAGATGAATTATAATTTGTTACAGCCTAC
+CAATCCTCACTATCATCTAATAAGTCTTTAAGGCGTTTTTTCTCTCTCAATTCATCAATACGCTTGCGCG
+CTAATAGATTTTTTTGGGCTTGTTCTTGAGCATTCTTTTCAGCTAAAGACGTACCCTTTAGACTATTGTT
+GTCTGTACTTTCATCTGAACCGCTATCACTTGATTCGTCGGGAAAGTTATCATCAATATCGATTTCCATT
+TTCTCTACCTTTTTTACTAATTAATAAAATACTTCAAAGTATATTGTTTAACATAGGTAAGATAATGGCT
+ATTTTCAATGCATCTTTACAAAAAAATATCAAAAATATGATAAATAATTACTGACTAGTTTTTTTTTAAT
+CTAAGTTGGTATAAAGCTTATACAAGTCGCTTATTCGCCCTTTATAGCGGGCTTAAATATAGACATGTTA
+GATAATATAAATTTCTCTATCTGGCCATGAAAAGTCATCTTGGGAGATCTATACCCAAACCACTTGGAAA
+TCCAGGATTCAGTAAAGTGAGAAAGAGTTATATTCAAGGCATTGATTGAAAGTAATGGTTGTTCCATTAT
+CGAAATTAATAACGCAGGAGATAACCCTTTATCGCTTTACCCTACGGGAGCTAAGCTAGAAAATCAGTGC
+TGCGTTGCAATACTTTATAAGGGAATAACCATTATATTCCTATCACGCCTTGCTCTGATACCCTAGCTTA
+GCTCTGAAACTGCATTTCCAAGTGGCTTGGGTATATAAGCAATAAAAAACCAGTGACAAGCACTGGTTTT
+AGTTTACATTATTCATGTACGATATTTGAAGCGATTACCAGCCTTCAACGCCTTTCATGTCAGGGAGCTG
+ATGAGCAATACCTTTGTGACAATCAATACAGGTTTTTTCACCTGAAGCTAAAGCGGTAGAGTGTTGGTAA
+GATGCACGCTCACTTTGCTCGGTAAAGTCCATATAGTCGAAGTTATGACAGTTACGGCACTCTAAAGAGT
+CATTGGCTTTTAAACGTTCCCATTCATTTTGCGCTAAACGTTTGCGATGCACTAAAAACTTCTCTCGAGT
+ATTAATGGTGCCAAAAATAGCGCCCCAAACCTCTTTAGATGCTTTCATTTTACGCGCAATCTTGTCAGTC
+CAATTATGTGGAACATGACAATCAGGACAAGTAGCTCGAACGCCTGAACGGTTGGAAAAATGTATAGTCG
+TTTTTAACTCTTCATAAACATTATTTTCCATTTCATGACACGAAATACAAAACTTTTCCGTATTGGTTAC
+TTCTAAAGCGGTGTTGAAACCACCCCAAAATATAATACCAGCGATGAATCCGCCTATAACCAAAACGCCT
+AAGCTGTAGTAGCCACTTGGTTTAGTTAGTGTTCTCCAACCAATCATTAATATGTTTTTCATGGCGCCTC
+CTAATGCTCTTTAGCGCTAGTGGTTTTTTGTTTCATCAAAGTATGCATATCAACAAAAGTATTTTCCACT
+AGTGGTTCAGCATCAAGTTGAGTGACATGACACTGATTACAAAAATAACGACGAGGGGATACTTCTGCTA
+AGAAGTTACCATCTCTGTCCATGTAATGTGTAACACTCACCATAGGTGCCTGTGATTTTTCCGTACGATG
+ACGAGAATGACAAGACATACACTTGTTATTGTTTTTATTCACCTCATAACTACGCGTAGTATGTGGAATA
+ACAGGTGGCTGCATAGGGTAGTTACGACCCTGTTTGATATCCTTGTTTATCACTTTAGGAATGATGTTAG
+GCTCTTTTTGCACATCAATAGGAGTTGCATCCCTTAGTGTTGCAACAGAGTTAACTGTTTCTTTATCTGC
+TGCATTAGCGTTTAGAGAGTACATAATTGGCGATACTGCTAGTACCAATAAACTGGCAATTGCTGCTAGG
+TTTAAATTTTTCATTGTAGACTCCTAAACTTTAACAATTTTAATAGCACACTTTTTATAATCTGTTTCTT
+TCGATAACGGATCGGTGGCATCTAAAGTGACTTTGTTAACTAAACGACTGGCATCAAACCAAGGCATATA
+CACTAAACCAACAGGTGGCTTATTACGGCCTCTTGTTTCAACACGTGTTTGTACTTCACCACGTCGAGAA
+ATAAGCTTCACTAAATCACCGCGGCGCATGTTACGTTTTTTTGCATCATCAGGGTGCATGTAAACTAATG
+CATCAGGCATCGCTTTATATAACTCAGGTACACGTTGTGTCATTGAACCTGAATGCCAATGTTCTAGTAC
+ACGACCGGTAGATAACCATAAGTCGTATTCTTCATCTGGAGACTCAGCTGCAGGCTCATAAGGTAGAGCG
+AAGATAACAGCTCTGCCATCAGGTTTTCCGTAGAAGTCCCAGTCACTACCAGGTTTACAATACGGATCAG
+AACCTTCTTTAAAGCGCCATTTAGTTTCTTTACCATTAACAACAGGCCAGCGTAAACCACGCTCTTTATG
+GTATCTGTCATATGGTGCTAAATCATGGGCATGACCACGACCAAAGCTGGCATATTCTTCAAATAAGCCT
+TTTTGGATATAGAAACCAAAATCACGAGACTCGTCATTTAAACGATCTTCAGGTATTTCCGACAGTGGGA
+ACTTACCAACAGAGGCGTCTTTATAAAGCACATCAAATAACGTTTTACCACGAACTTCAGGCTTTTTAGC
+AATCAGCTCTTCTGGCCAAACATCTTCTACTTTAAAGCGTTTAGAGAATTCTACTAATTGCCACATATCT
+GATTTAGCACCTTCTGGAGCTTCAACCATTTGGTACCAAGATTGTGTACGACGCTCGGCATTACCATACA
+TACCTTCTTTTTCTACCCACATTGCTGTTGGTAAAATTAAATCAGCTGCCTGTGCGGTAACTGTTGGATA
+CGGGTCTGATACTACAATAAAGTTTTTCGGGTTACGGTAACCAGGGTAAGCTTCTTCATTGATGTTAGCG
+GCAGCTTGCATGTTGTTATTACACTGCACCCAGTAGAAGTTTAACTTACCGTCTTTAAGCATACGGTTTT
+GTAAAACGGCATGGTAACCAGGTTTTGCTGGAATAGTGCCTTCAGGCAAGTCCCAAATTTTCTCAGCAAT
+AGCACGATGCTTAGGGTTTTTAACAACCATATCGGCAGGCAAACGATGTGAGAAAGTACCTACTTCACGA
+GCAGTACCACACGCGGAAGGTTGACCTGTTAATGAAAACGGGCTGTTACCAGGAGTTGAGATTTTACCTG
+TTAACAAGTGAATGTTATAAACTAGGTTATTGGCCCAAACACCACGAGTATGTTGGTTAAAGCCCATAGT
+CCAAAATGATGTTACTTTGATTTTTGGATCCGCATACATCTCAGCTAATTCTTTTAGCTTATGCTCAGGA
+ACACCAGAAAGTTTTGATACGGATTCAACCGTATATGTGCTAACAAATTTTGCGTATTCATCAAAGTCAA
+TTGGCGTAGAGCTGCCTTTAGTTTTACCGTTGTTTTTAGCTTTTTGTTCTAGCGGATGCTCAGGACGTAA
+ACCGTAACCTATATCTGTTTCGCCTAATCTAAAGTTTGTATGTTTACTTACAAAGTCTTTGTTTACGCGA
+CCAGTTTGAATAATATAGTTAGCAATGTAGTTTAAAATAGCTAAATCAGTTTGTGGCGTGAAGATCATGC
+CGTTATCGGCTAAATCGAAACTTCTGTGCTCAAAAGTAGATAATACAGCAACTTTTACATGGGGTGCACT
+TAAACGACGATCAGTTAAACGCGTCCATAAAATAGGATGCATTTCTGCCATGTTTGAGCCCCATAATACA
+AAGGCATCAGCAGCTTCTAAATCATCGTAACAGCCCATAGGCTCATCGATACCAAAGGTACGCATAAAGC
+CACCAACAGCAGACGCCATACAGTGACGAGCATTAGGATCAATATTGTTAGTACGAAAGCCTGCTTTCAT
+CAATTTAACTGCAGCATAACCTTCTTGAACAGTCCATTGACCAGAGCCGAACATACCAAGTGCTTCTGGA
+CCATCTTTCTTCAATGCATCATTAGCTTTTTCAGCCATTACATTGAAAGCTTGATCCCAAGAAATAGGAG
+TGAATTCACCTTCTTTATCGTATTTACCGTTGGTCATACGTAATAAAGGAGTGGTAAGTCTGTCTTTGCC
+GTACATGATTTTTGAAAGGAAATAACCTTTCACACAACTAAGACCTTTGTTCACAGGTGATTTAATATCG
+CCATGGGTAGCAACAACTTTGCCATCCATAACGCCTACATTAACACTACAGCCTGTACCACAAAAACGAC
+AAGCAGCTTTATCCCACTTAAGTTTAGTAATATCGGAGCTGGTAATTAAGTTAGAGGCTACTGCAGGTAC
+AGATACCCCAGCAACAGCAGCGGCTGCTGCAATCGCATTTGCTTTTATAAATTCGCGGCGATTAATTGTC
+ATCGTGTCACCTTCCTTTTGCTTTTTGATTCGGTTTTAAACAGGGTTAATTTTATTCTTTATTCTTTTTT
+GATGGCTACTTCACTGTATTGTTCTTCAGCATTGTCATCACCACTCTCGTCTAAAACTTGGTGATAAACA
+GGTGATACGTTAAGTATGCCTTTATGGACTCTTATAATATCTATTTTTTTGTCAAGATCTTTAAAGCCAG
+TACCTTCAACAGTGAAAACTATTTTACCTTCATCGCTGACTGCGTGAATTTCTGCACCTTCAACAGCAGT
+AATAACCGCTTTCACTTCATCGAGTTGTGCAAATATTGGCGAGGCAACTAGACTAGCTACGTGGTATTCA
+GGTGTTCTATGGTCTTTTTGTGTCATATATTTCTTAAATTATTTTTTAAACTGTTGTTTGGTCAAAGTTA
+AACGCTATTGCATCTTGTGGGCAACTTTTAATGCATGCGCCACATTGAGTACAATCAAGATCATTTAAAC
+TGGGTTGTGGAATGCTTGAATTAAGGTAATTAAATTTTATTACGCTAGTTTCACATTCATCACGGCAACT
+TTGACAATAAATATTATTTTTAGCTAAACACTTATCACTAATTTCCAACGTTACCGGCCAAGCTTTTTTA
+TTTTTTAAAGTATTTTCTTCAGTAAATACACCCGAAAAAAGCGGTTGTTCACAGCTCTCTATACACTTAT
+TACAAAAGGTACATTCACCTAAACTGAAATCGATTTTTGGAAAGCCATCTTCATCTTTAACAATAATATT
+GCTCTCGCAACTGCTAATGCAATCTTGGCATTGAGTGCAGCCAGAGGTAAATACCGCTTCATTAATTACC
+CAAGGTAAGCGTAATTCGTGTTTAGTTTTTACACGTCCGCGAAAAAAGCGCCTTCTTGAAGGATCGGCTA
+AACGTTCGACTGTTTTAGTGTTGTTAGTAGACAAGAGATTAAGCGCTTGGTGGACCAAAGAATATTTGAC
+TGATCCAGACTGCAAAACCAAAACCGGCAACGATAATTACCGATAAGATAGGTGCTAAAAAAACAGCCAG
+AAAAATAAAGGTATTTCGCTCATGCTTTTTTTGTTGTTCAGGAGATGTTGCTTGGTTCATAATGCTCTCG
+AAAGTTTATGATTAAGGTAAGCTAAATTTGGGTTAACTTTAATCCCTTGCTAGGTCAAATAGTTTGATCT
+AGATCAGGTTTAGCAAATTAACCATAGTTAATTTATGGCCTTAAGCAGTATAGAGTTTAATCGCGCAAAA
+AAGCTAGGCGAAATATTTTTTTTTTGCTTTAACATACTCGATAACTTGGATTTTATTCACTTACTTCTAC
+TTCAGGGTTTTAAAAAAATATGGTGCAAGTACAAGATTTCCTATCCTGGTTTAACAATTATGTCAGGACA
+GCAGCAGCAAAAAATGAGCGACGCATGGTCGTTTTATCGGGTTGTGAGTCTTGGGCAATGTCTTTATTAC
+GCTCTATTGATGTGATTCACGCGGCTTTAAGCACAGAGACTAAACAAAATTTTCAAACTTTTTCTTCGCA
+AGTTCAATGTCTTGTTTATGGTGATAGCGCTATATTTCCTGCAAATGTACAGAGAAAACGCTACCGGGAT
+AAGTTAGGAAGTGAAAGTGATTTTATTATTTTTGTCGATAGTGAGTTTACCATTGATGCATTTGCCGGCT
+TGTCGGGCACGCTAAAAGCTGGCGGAATATTATTTCTAGTTATACCATCGAGAGATGAGAAACTTGAACA
+AAGCCTGTTTTTTAAACGCTTTTATTCACTATTATCAAAGATGCCTAGTCATACCATCATAACGGAGTCG
+CAAGCTTCGGTTTTACCTCTTCATTTTGATGTAGATAATCCGGTAAAGCTGTCGGCAACTTCGACTTACC
+CACATGGCTGTATTACCCAAGAGCAGTACAGTGCGGTTATCGCCATCAAAAAAGTACTCTCAGGTCAAAG
+AAAAAGACCGCTAGTGTTAACGGCTGATCGTGGCCGAGGAAAGTCATCAGCATTGGCTATTGCCTGTGCT
+CAACTGATGAAAGAACACGAACAGGATGAGTTTGATATTGTTATTACTGCTCCTGATGTTCAAGCGCTGT
+CAGTTTTCTATCGGCAATTAAAGCAAAGCTTAAATTGCGTCGAGCAGCAAGGTAATACGATTACCTTTGG
+CAAGGTTAAGTTAACGTTTATGGCTGTTGACCAATTAATAAGGTCACCGATAAAACTTAATCTTCTTTTG
+GTCGATGAAGCTGCGGCAATTCCTGTTTATCTACTTGAACAATTACTTAGAAGTTATCATCGGATGGTTT
+TTTCTAGTACTGTTCATGGTTATGAAGGAGCTGGGCGAGGTTTTACTTTAAAGTTTAAAAAAGTACTTGA
+TAGGTTATGCCCACAATGGGTGAATTTACATATTAATCAGCCGATCCGTTGGCGGGAAAATGATCCGCTT
+GAACAATTGGTCTTTGACGCTTGTTTGTTAAATGCAGAATTACCTAAGTTGAAAACAACATTAGCACCTC
+AGCCGCCTACCTATGGCAAAGGTAGTTCTGTCGAGAAAGCCGAAGTCCTAAATAAATCAAATGAACCTGT
+ATTCAAAGTTATATCTGCAAAAGAGCTGGTTGCTGATGAAGCACTATTAAAGCAAGTTTTTGCTATTTTG
+GTAACAGCACACTACCAAACTAAGCCGAGTGATTTACAGCTACTACTAGATAACCCTCAAGTACAATTAA
+CTTGCCTTTACTCTTCCAAAAATAATGATGCAGAAATGCTAGCTGTTGCTTTATTGATGAATGAAGGGAA
+GGGGAATAACGTGAGTGATGCAGATATTCGAGCAATAAAACATTCTGAACGTCGTTTACGTAATCATTTT
+TTGCCGCAATCATTATTCAGCCATTGCGGTTTTGAACAAGCCTTTAATTATAAATATTTACGTATTATGC
+GCATTGCTGTTCACCCACAAATTCAGCAGCAAGGTATTGGTGCTCAATTTATTCACTACATAGAATTATT
+AGCAAAAGAGCAAGGTGTTGATTTTATTGGCGCTAGTTTTGGGGTTAATCCTGAGCTGCTTTCTTTCTGG
+CTTAACGCTGGATTTTCTACTGCTAGAATTGGTTTCACCAAGGACAAGGCTAGTGGAGAGCATTCTGCTT
+TATTAATTAAAGGACTTGTTGTAAAAAGCAAGCAAGAGCAGCAGAGTTTTAAGCGTAACTTTTATCAAAG
+TTTCGATTATTTACTGTTAGAAGAATATAGAGCACTTACGACGGAGCTTGTATTTTTGTTATTGAGACAA
+AACTCTAAAGGAGATGTAAGCGCTTTGTCTGAGCGAGATATTGCTAATGTTCAGGCATTTTCACGTGGTG
+AACGCTTATATAGTAGTTGTTGTTATAGTTTATATTTATGGCTTAAGCAGGATCTGTTGAGTGAAACTAA
+GTGCCACTCAACAGAAGTTTTACAGCAGTCTTTAGTGCTTGTTGCAAGATTGATTCAAAAGCATGATAGT
+GACTCTGTTTGCCAACAATTTGGCTTAACAGGGAAGAAAATGCTGAACAATCATATTAAAAACTATGTAC
+ATTTAAGACTAAATACTGCAATTAACTGAGCTGATTAACTAAGTCCATTAATTAGGCCTATGAATTAGTT
+AACTGGCTTCTTTATTTCTTGCATGCCATTGCCAATATCGTTGCATAGCAAGATATTCACAGCGCTTGTT
+ACCACTAAAGTTTATGTCATCATGGTGCAACAACTTAGTTAGATAAAAGCTAATGGTTTTAGCTAAACCA
+CTACTTGGGTTGTTGTTATAGGTGGTAAGTAACATAACCAGCCAGCTTTCCATATAAGTAAATTCATTTG
+AAGCAGTTAAGCACATAATATTTCTTCTCCATCGAGAGTGTCACTGCTTGTGCTACTTGCAAGTAAGTTA
+TGCCAAATAACTGTTTTAGCATTGGCATTTAAACACTTGCAATCACCGCAATGTAATAAACCTGAATTGA
+GTAAATGAGAAAGTAGGCTGCTAGAAATCTCAACTTGTACTTTGTCAATTTTGTTAGTGGTAATAGTGGC
+CATATTTTCTCCCCTTGTTTTATTAAGCATAAACAAAGAATCAATCAGATGCAAATGATAATTATTATCA
+TTTGTTGTTTTTAGTAGAGTGATTGATAGTAATGTTATTTAGTATTACTGATTGCGATTCATCAATTCAC
+TGTATATATACCGGCTATGATTCAAAGTGCAGGATTTTAGTGATAGCTAAAAACTATTTAGTTAAGACAT
+TTATTTTAGACAGTGGTCGTTCCATTATTCAAATGAATAACGCAACATAAATCATTTTTAGCCCATCTAA
+TAAGCGCTTGAGCAACACCACTACATCGTTGCACTTTTTTGTCAGGACGTTACATGGATGGTGTTATTAG
+AGAATGCAGGAGCATATTCTTCTGAATAACCATTACTACAAAGGTGCGCCTTGTATTGAAATTGCTCAAG
+CACTCTGAAACCTGTATCTTGATTGGTAACAGGCATAGATGTTGAGTAAAAGGGAGCTAATATATGAATG
+CAGCAGTAAGCGTACAGTCACTTAGTAAGCAATATAAAGATGTCTGTGCCGTTGATAACGTGAGTTTCGA
+CGTTCAACAGGGCCATTGTTTTGGTTTACTCGGACCTAATGGTGCTGGAAAAACGACGACTATTGAAATT
+ATGGAAGGTATTATAAGTGCCTCTTCAGGACATGTGCTTTATCAAGGCCAGCATGTTGATAGTCAAATAT
+CTCAGCAAATAGGCATTCAGTTTCAACATACCGCTTTACAAGATTTTTTAACCGTTAAAGAAACACTCAA
+CTTATTTGCCTCTTTCTATCAAAACACTTTACCACAAGCACAATTAATTGAACTGTGTGATTTAAGTGAG
+TTTTTAGATAGGGACAATCGTTTATTATCGGGGGGGCAAAGGCAGCGATTATTACTCGCTTTAGCGTTAA
+TAAATGACCCTCAAATTATCTTTCTTGATGAACCTACTACGGGCTTAGACCCTCATGCCCGTCGAAACTT
+TTGGCAGTTGATCAAAAATATTAAAGAACAGAATAAAACTGTTGTTTTGACAACCCACTATATGGATGAA
+GCAGAGCAGCTATGTGATGATATTGTCATCATGGATCTGGGGCGAATAATTGAAGCAGGAACCCCGCATG
+AATTGTTAGCTAAGCATTTTGAAGATGTTTTTATCTACCTACCTCAGGCACAAATTTCGAATGAATTGGT
+CAATGTACATGGCTGGAATAAATTAGCTGATCGTATTGAAATCACGAGTAAAAACGTTGAACAAACCTTA
+TCCTTGTTAATGAGAAATAATGTTTCCCTTGATGGCTTGCATGTTAAGTCGGCTAATCTTGATGATTTAT
+TTTTGAAGCTTACAGGTCATTCGTTACAAGCATAACGAGCCCTGACCCTTATATTTTAGGAAATAATATG
+AATTTCAAACGTTTTTTTGCTGTTTTTAAAGCACGAAATATTGAATTTTTCCGTGATAAGTCATCACTCG
+GTTGGAATCTATTTTTTCCAATTCTATTACTGGTCGGTTTTTCCTTTATTTTTTCAGGTGATGGTCGCCC
+AGCCTATAAAATAGGCTTGCTGGTAGATCAAGGTCAATTACAACATGAAAATGCAGCGCAAACATCGCTT
+ACTGAATTACGCTTTATTGATTTTATTAACTATAAAGATCTTGCGTTAGCAAAAGCAAAGCTTAGCCGTC
+ACAGTCTCGATTTGTTAGTTGACTATGATGCTAAGCGTTATTGGGTGAATGAAGAATCATCCAAGAGTTA
+TTTAGTTGAAAAAATATTCCTTGGTCAACAGTCAGGATTTACTCGCCTACAAAGTAGTGGCAAGAACATT
+CGTTATGTTGATTGGGTGCTACCTGGAATACTGGGTATGAATATGATGTTCAGTTGCCTATTTGGTGTTG
+GTTATGTCATCGTACGTTATCGAAAAAACTCAGTATTAAAGCGTTTAAAAGCAACGCCACTGTCTGCTTT
+TGAATTTGTTTCTGCGCAATTATTATCACGGCTATTCATTGTTATGTTCATGTCAACGGTGGTTTATAGT
+GGCTGTAATATCTTTTTCGACTTTTTCATGCTGGGAAGCTATGTAGACCTTTTCATTATCGGCGCATTAG
+GTGCTTTTTGTTTAATTAGCCTAGGGCTACTGGTAGCAAGTCGCAGTAAAAGTGAAGAGCTTATTGGCGG
+CCTTTTAAATGTAACCTCTTGGCCGATGATAATGCTTTCAGGCGTGTGGTTTAGTTTAGAAGGAGCACCT
+GAGGGATTAAAAATATTAGCAGATTTTATGCCGCTTACTCACTTAGTTGCTGGCGCAAGAGCCGTTATTA
+CTGAAGGTGCCACACTAAGTGATATTAGTTTTCATGTTAATATATTATTGCTGATGAGTAGTGTCTTTTT
+GGCATTAGGGGCTTATTTGTTTAGTTGGAATACTGAACGTTAAATAAAAATTGAAACGATGGTTTTGTGG
+TGTAGTATTAGTATTATAAACAGGCAAGTAGAGTAAAGTTTTGATAGCTTTACGACATTATTTGAGTTGG
+TGGTAATTGCATGGTCATACCAGTATACTTGCCTTGAGTACGTCGTTGTCACATAAATACAATGACATTT
+ACCCCTTATTTTAAGAGACCTATTATGGCTGTAGTGATTAGTGGAACTGGGTTGTACACGCCAACCCAGA
+GCATCTCAAATGATGAATTAGTACACTGTTTTAACCAATACGTAGAGAAATTTAATCTTACTCATAGTCA
+GGAGATTGAAGCAGGCAAGATCGTCGCGCTATCTCCATCAGACAGTAGTTTTATTGAAAAAGCTTCGGGC
+ATAAAAAGCCGTTATGTCATGGAGAAAGAAAGCATTTTAAATGTCGATATTATGTCGCCACGTTATACCG
+AACGTGATAATGACCAACTCTCTATGCAGGCCGAGATAGGTGTTGCAGCAGCTAAGGAAGCGATGTTAGC
+TGCCAATAAAACACCAGCCGATATTGATCTTATTATTGTTGCCTGTGCTTATACCCAGCGTTCGTATCCT
+GCTATGGCGATTGAAATACAGAATGCCCTTGGCTGTGGTGGTTGGGGGTTTGATATGTTGGTCGCTTGTT
+CGGCAGCAACGTTTGGCATTATCAATGCAGCAAATGCTATTCGTAGTGGCACAGCAAAAACAGTGTTGGT
+CATTAACCCTGAAATACTATCACCACAAATTAATTATCGAGATAGAGATAGTCATTTTATTTTTGGTGAT
+GTAGCAACGGCATCAATTATCGAAGATGAAAGTACCGCTAATGCGGAGCATGTTTTTAAAATCATCAGTG
+AAAAACCAATGACCAGTTTTTCTAATAATATTCGTAGTAATATTGGTTATATGAATAACTGTAGTCCAGA
+AAACTCGGATAATGATGACAAATTCTTTATCCAGCAGGGACGAAAAGTGTTTAAAGAAGTTTTGCCTATG
+GTCTCTAATTTAATTACCAGTGAAATGGCAAAAATGGATATAGGTGCTGATGACATTAAGCGATTATATT
+TACACCAAGCTAATATCAATATGAATAATTTCATTGGTAAAAAAGTTCTTGGAAGAGAACCAAGCAGCGC
+TGAAGCGCCTATTATATTAGATGAATATGCAAATACGAGTTCAGCAGGTTGTATTATTGCTTTGCACAAA
+AATAAACAGGACCTAGCGACTGGAGACAAAAGTGTATTATGTTCTTTTGGTGCAGGATACTCAGCATGCT
+GTTTATTGTTGGAATATGTCTAAAGTAAAGCTCATGTAAAGTAGGCCTTATATAGAGTAGGAATTATGTC
+GCAATCTAGCCTTTGGCAACTACACACAGATACGGGAGATTTTGCAGAGCTATGCAATGCCCTTTATCAG
+CGTGAAATTAGTCTTATTGCCAAAGGCGACTTTTCAAGTGCGCAATCTGTACAAGCACGCTTAGAAAGTT
+TGTCATATTATATAACTCGTACAGCTCACGCTATGGTAACAGTTATCGCACAAGGGCACTCGCCACTGCT
+GCTAGATACTCATAATGCCAGTTGGTCAGCCAAACAAGGTAAACAAATACCTTTATCTGGACAAGAAACT
+GAGCAAGAATGTGCGAACATAATTAACTGGTACTTGCAAAAAGATATTTACGTCGGCCTTGTTGTTCCCG
+TGTTGTTAGCTGATCATATTATTATTGATTGCATTGATCGGATCGATCTTGATAAGCAGAGGATACGAAC
+AAATGTCGGCGGTTGGTTTTCGTTAACCACTGATGAATTAATGCATAAAGGTCAAGAGACAAATAAGCGC
+CTGCTCAAACCCAATAAAAAAATAATGACCTCAGCTTGTACGGGGCACTGCTGGCAAGGCAATAATAAAC
+AACTTCCTATTATCCCAACGTTGAGAGAATTGTTACTATCCTGCTCTATTAATTGGAAAAACTTCAAAAA
+ACCGTTAGCTATTTAACTCTGCCCGTAGATAGGTATAATAACGGTAATAATCTCGTATTTGTCTATACAC
+TTTATTTAGGTTGTCATGCGCGTATTCACAGCAATTTTGCTGATACTATTAGTATTACTTCAATACCGAC
+TTTGGTTTGGTAAAAATAGTGTGCCTGATTATCTCGTTCTGAAAGAAAATGTTGTTCGCCAGCAAAGTGC
+CAATGAAAAATTACAACAACGCAACAAATTACTTTTTGCTGACACCGATGATTTAAAATTAGGACTTGAA
+GCGATTGAAGAACGTGCTCGAAATGAGTTAGGTATGATCAAAGAAAATGAAACATTCTTTCGTCTTATTC
+CTAAAGAAAATAGCACTCGTAACGTAAATAATTAGATGAAAGGCAAGGTAGCTTCTTAATGGCGTCAACT
+CTAAAGTTTATTGTTATTGTACCCGCTGCAGGCGTAGGTAAACGCATGCAGGCAAATTGTCCCAAACAAT
+ACCTTCGCATCAATAATGAAACAATTTTATCGCATACTGTGATGAGGTTGTTAAGTCACCCGTTAATCAG
+TCAAGTTATTGTTGCTTTAGGAACCGAGGATCAATACTTTGCGGAATCTGAACTAGCACATCATAAAGAC
+ATCATTCGTGTAAACGGAGGTACTGAACGAGTTAATTCAGTGCTCAATGGTTTAAAGGCTGTCGATAGCG
+ATAAATACCCTTGGGTATTAGTACATGATGCGGCGCGCCCCTGTGTTAGCCATCAAGATATCGATAAGTT
+AATTACTCGATGCTTACGCAAAGATTACGGCGGAATATTAGCCACGCCTGTTAGAGACACCATGAAACGT
+GGCGTACTTATTAAAGACAGTGCTAAAGGTGATAATACTATTATCGAGAGCACCGTCGAGCGAGAGCAAT
+TATGGCATGCTTTGACACCACAGATGTATAAGACTGATGAGTTAACACTTGCCATAGAGCAAGCTCTAGA
+AAATAGTTTAAAAATAACGGATGAAGCTTCAGCTATTGAACAGGCTAACTTACCTAGCTTATTAGTTTCA
+GCAAGTAGTGAAAATATAAAGATAACTCACCCTAATGATTTAGCATTAGCTGAATTTTATTTAAATAAGC
+AAGCGAATAATACCAATTAGATTGACTGTCCTGATCTTAACAGTTCAGTGAGTTAATGTGATTAGTATAA
+CTAGATAAAAGGACAACAAAATGCGCATAGGTCATGGTTTTGATGTACATAAATTTGGTGGCAAAGGGCC
+TTTAGTGCTCGGTGGAGTAAAAATACCTTTTGAACTGGGATTTATCGCACACTCCGATGGCGACGTCGCG
+ATTCATGCGCTTTGTGACGCTATTTTAGGGGCATTATGTTTAGCTGATATTGGCAACCACTTTCCTGATA
+CCGACGGACAATATGAAAATATCTCTAGCAGAATACTACTACGTCATGTTGTTTCGTTAATGACAGACAA
+GGGCTTTCAACTAGGCAATGCTGATATTACGATTGTAGCTCAAGCACCTAAGATGGCACCTCATTTAGTA
+GCGATGCGTACTTGTTTAAGTGAAGACTTAAAAACAACAATTGAGCAAGTTAATGTGAAAGCCACCACGA
+CAGAAAAACTAGGGTATACCGGGCGAAAAGAAGGTATCTCAGTGCATGCCGTGGTTTTATTAATTGCAAT
+TGAACATCCTTTACCACTTATCGAAGAAATACAAAATATTTAGTTGGGCTTATCGCCTTTTATCGCTAAC
+ACATACAGAATTATAAGAAGATAGATGACATGTTAATTGAACAAGCCTACTTACATGGAAAACCAGAATC
+GAGTGGTTTATTACGTAGTCAAATAAGTGATTTTCAAGTGTTTGAAGAATTGCCCTTTTTACCCTGTGGT
+GAAGGAGAGCATTTATTTGTTCATATTCGAAAAACCGGGGCTAATACCCTCTTTGTTGCTCGAGAACTAG
+CAAAGTACTTTGAAGTAAAAGAACAGCTTGTTTCTTATGCTGGTTTGAAAGATCGCTTTGCGGTCACCGA
+GCAGTGGTTTGGTATACACGTTCCAGGTAAGCAAGAATATAATTTAGATGACTTGAATATTGAAGGTGTC
+GAGGTTCTTTCTTATAAGCGACATAATAAAAAATTACGCACAGGTGCATTAACTGGTAATCGATTTGAGC
+TCATTTTACGTGAAGTGACCGCTATCAAAGCGTTTACTGAACGCTGGCAAAAAATTGTTGAACAGGGTGT
+CCCTAATTATTTCGGCGAGCAGCGTTTTGGTATTGGCGGTGGCAATATAGAACGTGCTTTATCATTATTC
+TCAGGGCAGAAAGTAAAAGATAAGAAAAAGCGTGGTATGTATCTATCGGCAGCCCGGTCACATATTTTTA
+ATTCAGTGCTTAATGAACGAATTCAACAGCAATGTTTTGATAAAGTAGCTGTCGGCGATGTGTTAATGCT
+AGCGGGCACACAATCAGTATTTCATCTGGATGAAGTAGATAGCGCTATTCAACAACGTTTTACTGATAAA
+GATGTGGATATAACCGCACCTATGTGGGGCGCTGGTGAACTGATGACTAGCAATGCACCACAGGTATTAG
+AACAAGAAGTAGCGACAAAGAATTTAGAATTTTGTGAAGGGCTACCACGTTTTGGTTTAAAGCAAGAACG
+CCGTCGCATTCGCTTAACGGTTAGCGATACCGATATTGAATTGTTATCAGCGGAAGAAGACTCAGCACAA
+GAAGAGAGTAATGCAGTGAAAATTAGTTTCTTTTTACCTGCGGGGTGTTACGCCACGACGGTTTTACGTG
+AGTTATTGAACTACCAAGATATGACAACGCGTATTGATAAAAGAGAAACAGCTGTTAACTCAAATCAGCA
+GGATTCGGCATAAATTATGGATGAACAAAACTTAACGAGTAAAATGAAAATATTATTGAGCAATGATGAT
+GGCGTGCATGCATTAGGTATTAAAGTGCTTTTTGATGAACTCGTTAAACATTTTTCTGTAAACGTAGTCG
+CCCCAGATCGAAATTGCAGTGGTGCTAGTAACTCATTAACATTGCTTAATCCTTTACGGGCAGAGCATTT
+GGATAATGGTTTTATCTCGGTAAACGGTACACCAACAGATTCAGTGCACTTAGGCAGTAGCCAGCTTTTT
+ACTGATTGTGACTTAGTGGTTGCAGGTATAAATAAAGGCGCGAATTTAGGTGATGATACTCTCTATTCAG
+GCACTGTGGCAGCGGCAACTGAAGGACGTCATATGGGTATGCCTGCAGTTGCAGTATCCTTGGCGGGAAA
+TAATGAGCAACATTATCAAACGGCAGCGATTGTCACTGCAAAAATAATCAAACGTCTACGCACTCATCCA
+TTACCAGCAGATCAAATTTTAAATATTAATGTCCCTGATATTCCATTAGCTGAGCTAAAAGGGATAAAAG
+TCACACGCTTAGGTCACCGTCACCAAGCTGAACGTATGCAAAAAATGCAAGATCCATGGCAGCGTGATAT
+TTATTGGTATGGCGTGCTAGGACAGGAACTCGATGGAGGAGAAGGAACCGATTTCCATGCTATTGCCAAT
+GGATATGCGTCTGTAACACCACTAACCGTTGATATGACTGCTCATCGTAGTATAGAAAATATTAAAAGTT
+GGCTTACAGCGCTTAACTTATCAGATTAAATCGGATGTATTCTTATGATGTCTAGTCGCATAGGCGGAAA
+ATCAAAGCGCAGTGGAGAGTTATTGGCGCAAAAATTACAGAGTGAAGGTATTAGTAATCCTGCTGTTCTA
+AAGGCTATAGCTCATTCTCCTAGGCATATATTTGTGCCTGAAATTTTGGCACATAAAGCTTATGACAATA
+CTGCCTTGCCCATTGGGCAAGGGCAGACTATTTCACAGCCTTACATTGTGGCTAAGATGTCTGAGTTACT
+ATTAGCAGATGGCCGGCCGCAAAATATATTAGAAATAGGTACTGGTTCTGGTTATCAAACCGCTATTTTA
+GCTCAGCTAACAGATAAGGTCTTTTCGGTTGAGCGAATCAAAGCGTTACAGTGGCAAGCAAAACGCTGTT
+TACGCGCAATGGATTTACACAATGTAGCAATGAAGCATGGTGATGGTTGGCAGGGCTGGCGAAGCAAAGG
+CCCCTTTGACGCCATCATAGTTACTGCGGCACCTTCGAGTGTACCACCCGCCTTATTAGATCAGTTAGCT
+GATGGTGGGCGTTTAGTTATCCCCGTTGGAGAGCAAACTCAAATTTTAAAAATTATCACCCGAGAAGGTG
+ATGTTTATAACGAGCAGCAAGTTGAAGCTGTGCGTTTTGTACCTTTAGTACCCGGAGATTTATTGTAGTG
+AAAGTTTTTTCAAGTCTTTACCAGTGGACTTTACGCTGGGCAGAACATCAGTTTGCCCCGCGTTTCTTAG
+TAGCACTTACCTTTGCTGAGTCCATATTTTTCCCTATCCCACCTGATGTATTACTTGCGCCTATGGTGTT
+AGCAAAACCACAAAAGGCATGGTATTTTGCGGGAATAACCACCATTGCTTCAATTCTAGGAGGCTCAGTT
+GGTTATTGGCTTGGTTACTTAATGTTTGAACCGTGGATCCAGCCACTTATTTCTAACTTTGGTTATCAAG
+CGCGATTTGATATCGCTATTGGTTGGTTTAATGAGTGGGGTGTATGGGTAGTATTTATTGCTGGATTTTC
+ACCAATACCTTACAAATTGTTTACTGTCAGTGCGGGATTTTTGCATATGGCTTTCTTACCATTTTTTATT
+GCTTCTGCTATAGGTCGAGGTTTACGTTTTTTCCTAGTGGCGGGCCTAATTAAGTGGGGCGGTAGTGCCA
+TGGAACAAAAGATAAAGCAGTGGGTTGATGTTTTAGGCTGGGGAATTGTTGGCGCCATCGTTGTTGGTTA
+TTTTGTTTTACGCTAAGGTGAATTGATATTCATTTTATGAGCATAAGTATTGAATTGGTTGTATGGAAAA
+TACAGTGGATATTCCTGTAGTGGATTTCCTATGAGTTTTTTTCGACTAGCTAAATACTTATTTACTTACG
+TTATTTTTGCGATCACTCTTTTCTCTTGTAGTAGCCGCAATACACCTGCACCTGTATCAAATATTGTGCT
+AGGAGAACGTAATCAAGACTCTATTAGGACTTCGCAATATCTTGTTAAAAAAGGAGAAACTCTCTATTCG
+ATTGCATGGCGTGCGAACTCAGACGTTAGAAAAATTGCTCGGATAAATAAAATCTCCTCGCCGTATCGAA
+TATATCCAGGACAAAAAATATTTTTAGTTGAATCTAAGGTTAAAAAAACAGCGGAAGTAAGTAAACACAA
+GGTATCACATAAAAATTCGACTAAAAGCTCTACCGCTAATAAAAAAAATGGCTCAAAAAATACACTTGCA
+TCTACTAAAAAGCAGGCGTATGGTGAAAATGTAAGCACTCGAAAATCATACCAAAACAGCACTTTAGCAT
+CGGAAAAGTTTTCACAAAAAATTAGTCGATGGCAATGGCCGGTTAAGGGCAAAGTTGTAGAGTATTTTTC
+AAATAGTGCACAGGGTAATAAAGGCATAGATATTACAGGCCGTCGCGGAACAAAAATTAAAGCGTCGACG
+ACAGGTAAAGTGGTATACGCAGGTAATGCCCTTAGGGGCTACGGTAAACTCATTATTATAAAACATAACG
+ATGACTATTTAAGTGCATATGCCCATAATGATCGTATTCTCGTTAAAGAGCAGCAGATCATAAATATCGG
+TGATGTTATTGCCACCATGGGTGACACTGATGCCAACAAAGTAATGCTTCATTTTGAGATACGCTTTCGA
+GGGAAATCAGTTAATCCTTTAAAATATTTACCAAAAAAATAATAATTGTCGTAAATAAGAAACCATAAAA
+TAAATACTAAAAAATCGGAGTTGTCGTGAATATTTAAAAATTAAAATTAAAATTAAGCTTTGCAAATTTG
+GGAGAAATAGCATGGTCAAATTAAAAGAACAAAAAAAAACTATTGAATCGAAGGAAGATGCACCGTCAAA
+CCTAGACGCTACACAGATTTATTTAAGTGAAATAGGTTTTTCACCGCTATTAACCGCTGAAGAAGAAGTT
+TACTTCTCACGTCTAGCCCTCAAAGGGGACGAACCATCAAGAAAACGGATGATAGAGAGTAATCTACGTT
+TAGTTGTGAAAATAGCCCGACGTTATAATAATCGCGGACTACCTTTACTTGATTTAATTGAAGAAGGAAA
+CTTAGGCTTAATTAGAGCCGTTGAAAAATTTGACCCTGAGCGAGGCTTCCGCTTTTCAACTTATGCTACG
+TGGTGGATACGCCAAACCATTGAACGGGCAATAATGAACCAAACCCGTACTATTCGATTACCCATTCATG
+TTGTTAAAGAACTTAATATTTATTTACGTGCTTCTCGTGAACTAATTCAAAAACTCGATCACGAACCTAC
+CGCCGAAGATATCGCACAGCACCTAGATAGACCTGTTGCCGACGTTAATAAAATGTTGCGATTAAACGAA
+CGTATTGCCTCTGTAGATACCCCTTTTGCAGGAGAGTCAGATAAAGCTTTATTAGATGTTATAGCTGATG
+AAAAAAGTACCGGCCCTGAAAGTGATTTACAGTCAGAAGATATGAGTAATAATATTATTCATTGGTTAAA
+TGAGCTTAATACCAAACAAAGGGAAGTGTTGGCTAGACGTTTTGGTTTACTTGGATATGAAGCATCAACG
+CTAGAAAATGTTGGCCGTGAGATTGGTTTAACACGTGAACGCGTTCGTCAAATCCAAGTTGAAGCATTAA
+AACGTTTACGTGACATTTTATCCCAACAAAACTTGTCAATAGAGGCTATTTTTCAAGCCTAAATTTAGAT
+TATCTTAGGATGATAAACAGGTAATTATTGTCATGAATGATTACATGTTAAAAGCAGCAATTAAGGGCTG
+CTTTTTTTATGTCTAAAATTCACATTTAAAATTAGTTTATACGTAATGATTAAAAATATTTGCAGGTGTA
+TTGAGAAATCTATTGTGAGGTCCAACTAATGTTCTCCTGTTCCACCAAGGTCTTATTTACAAAACGAAAT
+AATTAACAACAGCTGCGCAAAATAGACATTTATTGACGTAAATAGTAATGAAAAATTTAAAATGCCCGTA
+GAATAAAAAGGTCTTTTTGTGGTAATATCGCGCCAGAAAATTTTAACTTAGAGCCAGTGGGTCTTTTTCT
+TTAGCGGTAACGCTAAAATTAATTCTTCACTGAAATACACTGAAATTGGTGACTTAATTTTTATCTAATT
+GATATTTAGGCTTTTTATGCTGTGATATTCATTAGATAAACTAATGAACTGATTTTTATACTCCCATCAA
+AAGTAGTGCAAGTGTTTATGATTACAATAAAAAAAGGCTTGGATGTTCCTGTAAAAGGCGCTCCGCAGCA
+GGTAATCCATGATGGTCCGTCCATCAAAACCGTTGCAACACTCGGTGAAGAGTTTGTGGGTATGCGTCCA
+ACCATGTTTGTTAAAGTGGGTGACCGCGTAAAAAAAGGTCAGGTGATTTTTGAAGATAAAAAAAATCCTG
+GCGTTATATTCACAGCTCAAGCTGCCGGTGTTGTAAAAGAAATTAACCGCGGTGAAAAACGTGTTTTACA
+ATCAGTTGTTATCGATGTCGATGGCTACGATCAAGAAACGTTTACCGTTTATCCAGCAACTGAATTCGCT
+TCTCTAGCACGTGAAAACGTTGTTAAGAACTTAGTCGATTCAGGTTTATGGACAGCATTAAGAACGCGTC
+CATTTAGCAAAGTACCTGCTATTGATAGTGAACCTTCTGCGATTTTTGTTAGTGCGATGGATACCAATCC
+ATTGGCGGCGAATCCAGAAATCGTTATCGGTGAGCAAAGTGAAGCGTTTAAAAATGGTTTAACCATTTTA
+TCTCGTTTAACAAGTGGTGAAGTATTTGTTAGCAAAGCGCCAGGGGCAAATATCCCTGTAGATAGCAATG
+CAACAGTAACTGAATTTGCTGGTAAGCATCCTGCAGGCCTTGTAGGTACGCATATTCACTTCTTAAAATC
+TGCAAGTGCGGAAAGATTTGTTTGGCATGTTGGTTATCAAGATGTTATCGCGATTGCTAAATTGTTCACT
+ACAGGTGAAATCGATAATACTCGTGTTATTTCACTTGCCGGTCCTGCCGCCACAAACCCACGTTTAGTAC
+GTACGGTTTTAGGTGCTAGCACTGCTGAATTATCAGCAGGCGAAACCGCTGAAGGTGAATTACGTGTTGT
+TTCTGGTTCACTATTAATGGGTGCAACAGCCAGCGCTGTTCACGGTTATTTAGGTCGTTATAACGTACAA
+GTATCATTAATTCTTGAAGGTCGTGAAAAAGAATTTATCGGTTACATGTACCCAGGTCCTAATAAGTTCT
+CAGTAACTCGTGCTTATATGTCGCACTTTTTCTCGAGTAAGTTATTTAGTATGACTACTACGACTAACGG
+TAGCTCACGTGCCATGGTGCCAATTGGTAACTTTGAACGTGTTATGCCATTAGATATTTTACCTACCTTG
+TTTTTACGCGATATTTGTTCTGGTGATACCGACGGCGCGCAACAACTAGGTGCCTTAGAGCTAGACGAAG
+AAGATTTAGCACTGTGTACATTTGTTTGTCCCGGCAAAACAGATTACGGTGTAATTCTTCGTGATTGCCT
+AACCACAATCGAAAAGGAAGGTTAGTCATGGGCTTGAAAAAGTTTATTGAAGATATTGAGCCGCACTTTG
+AAAAAGGCGGCAAACAAGAAAAGTGGTTTGCACTTTATGAAGCTGTAGCTACGGGGTTATTTACTCCAGG
+TATGGTTAATAAAGGTAAAACACACGTTCGTGACAGCATTGATTTAAAACGAATCATGATCACAGTATGG
+CTTGCGGTTTTCCCAGCCATGTTCTTTGGTATGTATAACATTGGTTTCCAAGCTGTCGATGCTTTGGCTG
+CTGGTTACGCTTTACCACAATCTTGGCAGGTTGATTTATTCAGCTTATTAGGTGGTTCATTAACTGCTGG
+CTCTGGCACATTCGATATGATGTTCTACGGTGCCATGTTCTTCCTACCTATATATGCCGTTACCTTTATT
+GTTGGTGGCTTCTGGGAAGTATTATTTGCGGCAGTACGTGGGCATGAAGTGAATGAAGGTTTCTTCGTTT
+CGTCTATCTTATTCGCACTTATTTTACCGGCTAGTATTCCTTTATGGCAAGTTGCCATCGGTATTACTTT
+TGGTATCGTTATCGCGAAAGAAATTTTTGGTGGTACAGGTAAAAACTTCTTAAACCCAGCATTAGCGGGT
+CGTGCGTTTTTATTCTTTGCTTATCCAAGCCAAATTTCAGGTGATGCTGTATGGGTTGCTGCTGATGGTT
+TCTCTGGCGCTACTATGCTTAGCTCTGCTAGCCAAGGTCTTGTTGATTACTCGGTAAATGCTGATTGGTG
+GAACGCTTTCTGGGGCTTTATTCCTGGTTCAGTAGGTGAAGTTTCTACTTTTGCTATTTTATTGGGTGGT
+GCTTACATCCTTTATAAAGGTATTGCTTCTTGGCGCATCGTTTTAGGTGTGTTTGGCGGTATGGTTATTA
+CCTCATTATTATTCAATGCTATTGGCAGTGATACTAATGCTATGTTTGCTATGCCTTGGCATTGGCACTT
+AGTTATTGGTGGTTTTGCTTTTGGTATGATGTTTATGGCAACTGACCCTGTTTCTGCTTCGTTTACAAAT
+ACAGGTAAATACTGGTTTGGCGCTTTAGTTGGCGTGATGGTGGTATTGGTTCGTGTTGTTAACCCGGCAT
+TCCCAGAAGGTATGATGTTAGCTATTTTATTCGCTAACTTGTTCGCACCATTGTTTGACTACTTTGTAGT
+ACAAGGCAATATCAAACGGAGGCTTGCACGTAATGTCTAGTAATAAAGAAACATTTGGCAGAACCCTAGG
+TTTTGTTTTAGTTATCTGTTTAGTGTGTGCAGCCTTGGTATCTATTGCCGCGGTTGGACTAAAACCACTA
+CAACAAGCTAACAAATTGCTTGATAAGCAAACTAAAATTCTTGAAGCATCGGGCTTATTAGCTGATGCAG
+GTAAAGATATTGTTGGTACTTATAACAAACGTGTTGAAGCTAAAATGATTGACCTAAAAACAGGTACAAT
+TATTGAAGGTGATGTTAATGCGTTTGACGAGCGTGCAGACTCTCGTGATGCAGCAAAAAGTACTAAGCCG
+AGCAGTGATATTGCTGGTCTTAACCGTCGAGCTGATCGTGCTGTTGTTTATTTAGTTAAAAATGAACAAG
+GTCAATTAGATACTATTGTATTACCTATTGTAGGTAGTGGTTTATGGGATCTAATGTACGGTTTTGTTGG
+CTTATCACCAGATTTCAATACCGTTCAAAGCGTTGTTTACTCTGATCTTAAGGAAACTCCAGGATTAGGC
+GCAGAAGTGCTTAACCCAAACTGGAAAGCCTTATGGCCTGGTAAAAAGATGTTTAACGAGCAAGGCGATA
+TCGCGATTAAAATCGTTAAAGGTGGCGCTAAAAAAGGTGATATTCACGGTGTTGATGCCTTATCTGGTGC
+GACATTGACCAGTAATGGTGTTCAGCGTACCTTACATTTTTGGTTAGGTAATGAAGGCTATGGTCCTTTT
+ATTGCTAAATTCCGTAATGGAGGATTGAACTAATGTCTTCAGATACTAAAAAAGTCCTCTTCGGACCTGT
+TGTTGATAATAACCCGATTGCATTACAAGTATTAGGTGTTTGTTCAGCGCTTGCTGTAACAAGCTCAATG
+GCTAATGCGTTAGTTATGACACTTGCTGTAATTGTGGTAACTGCATTTTCTAACTTGTTTATTTCGATTA
+TCCGTAATCAAATACCATCAAGTGTACGTATTATTGTGCAAATGGCGATTATTGCTTCACTAGTAATTGT
+TGTTGACCAAGTACTAAAAGCTTTCTCTTACCAATTATCGAAAGAATTATCGGTTTATATTGGTTTGATC
+ATTACTAACTGTATCGTTATGGGTCGTGCTGAAGCTTTTGCTATGAAAGAAAAGCCTGGCGTGAGCTTCT
+TAGACGGTATTGGTAACGGTTTAGGTTATGGCGCAGTCTTAATGGTTGTCGCTTTCTTTCGTGAATTACT
+TGGCTTTGGTAAAGTTTTCGGTTTTGAAGTTCTACCATTAGTTCAAAACGGCGGCTGGTACCAAGGTAAT
+GGTCTATTAGTGTTACCGTTTAGCTCATTCTTCATTATTGGTTTAATCATTTGGGCTGTACGCCAATGGA
+AACCAGAACAAGTTGAGAAGGATTAATCATGGAACATTATTTAAGTATTTTTATTAAAACCATTTTCATT
+GAGAATATGGCGTTAAGCTTCTTCTTAGGTATGTGTACTTTCTTAGCAGTATCAAAGAAAGTTAGCACAG
+CGATTGGCTTAGGTGTTGCAGTTGTTGTAGTGCTCGGTTTAGCGGTTCCTGCTAACCAAATCATCTACCA
+AGCAATTTTAGCACCGGGTGCACTTGACAGCTTAATGGGGATTACTGATCCGAAAGAATCAATTGACCTT
+AGCTTTTTGTCATTTATTACCTTTATCGGGGTAATTGCTGCTTTAGTACAAATTTTAGAAATGCTTTTAG
+ATAAGTATTTCCCAGCTTTGTATCAAGCGCTTGGCATCTTCCTACCTTTAATCACGGTTAACTGTGCCAT
+TTTTGGTGCCGTTTCCTTTATGGTTGCGAAAAACCTTACCCTTGGCGAAAGTGTCGTTTACGGCGTTGGC
+TCAGGTATAGGTTGGATGTTAGCCATTGTATTGATGGCTGGTTTGCGCGAAAAGATGAAATATTCTGATG
+TACCAAACGGTTTGAAAGGTTTAGGTATTACATTTATTACTGCTGGATTGATGGCTTTTGGCTTTCTTTC
+TTTCGGTGGTATTTCGTTATAAATTTGGTCGGTGTAATGCACATGTTGTGTATTGCACCCTTAGAGAAGT
+TTAAGGAATAGTCGATGGAAATTATTCTCGGCGTATCGATGTTTACTGCGATAATTTTTGCCTTAGTCTT
+AGTGATTTTATTTGCTAAATCTAAGTTAGTATCAAGTGGTGAAGTAACGATCAGTATAAATGGCGACCCG
+GCAAAAGCAGTGAAAACGGCTGCAGGCGGAAAATTATTAGGTGCACTAGCTGATCAAGGGATTTTTATTC
+CTTCAGCATGTGGCGGCGGTGGTACTTGTGGCCAATGTCGTGTAGATGTGCATTCAGGTGGTGGCGATAT
+TCTTCCTACGGAAGAAGGTCACATCAATAAACGTGAAGCCAAAACTGGCTGTCGTTTAGCGTGTCAAGTT
+GCTGTTAAACAGGACATGGATATTGTAGTTGAAGATGAAATCTTCGGTGTTCAACAATGGGAATGTGAAG
+TTATTTCTAACGATAACAAAGCAACGTTCATTAAAGAACTGAAACTACAAATTCCAAATGGTGAATCAGT
+TCCGTTTAAAGCGGGTGGTTATATTCAAATTGAAGCACCAGCACATCATGTTAAATATAGTGATTTTGAT
+ATTGATGAGCAGTACCGTGGCGATTGGAAACATTTTGGTTTCTTCGACGTAGAGTCAAAAGTAGACACAG
+ATACATTACGTGCTTACTCAATGGCTAACTACCCAGAAGAAGCGGGCATTATTATGCTTAACGTACGTAT
+TGCTACGCCGCCTCCAGGACGTTTGCATTTACCAGCAGGTAAAATGTCATCGTTCATCTTTAGCCTTAAG
+GCTGGTGATAAAGTAACTATTTCTGGTCCATTTGGTGAGTTCTTCGCTAAAGAAACTGATAATGAAATGG
+TCTTTATCGGTGGTGGTGCTGGTATGGCGCCAATGCGTTCTCATATCTTTGACCAACTTAAGCGTTTAGA
+ATCTAAACGTAAGATGAGTTTCTGGTATGGTGCCCGTTCTAAGCGCGAAATGTTCTATGAAGATGATTAT
+AACGGCCTAGCGGCTGATAATGATAACTTCCAATGGCATGTTGCTTTATCTGATCCACAACCTGAAGATA
+ACTGGGATGGCTTAACTGGTTTTATCCATAATGTTCTTTTTGAAGAATATTTGAAAGACCATGAAGCACC
+AGAAGATTGTGAATACTACATGTGTGGTCCACCAATGATGAATGCTGCTGTTATCGGTATGCTTAAAGAT
+CTTGGTGTTGAAGATGAAAACATTATGTTGGATGACTTCGGTGGTTAATATTTTACTTTAAGCTTGCCTA
+GCAGCACTATTTCATCGTTGGATGTACTCACCTATAGTCATAGGCTCCGTGCATCCGCCTTGAATTAGCA
+CTGCTATTCGACGCTTAAGCTTAAAATATACTATTGATGGACATTTAAAATAAAGACGACTTCGGTCGTC
+TTTTTATTTTAAGAAAAAGGTTGTTTATATCGCTATATTTTTGGAAAAGAATATAGCGATATATATAATA
+ATTTGGAATAAATATGAATACACTTAAACTACTGTTGTTGACCACTTTGGTGTTAACGCTGTCTGCTTGC
+TTCCCGAGCAACCCTTCAAAAAATACTGAGATATTGCTGCAAGGGCATACCATGGGGACTACGTATAATA
+TTAAAGTAGTCGCGACAAAAGAACAGTTGATAGAGCTTAAGTTACAACAGCAAATTGATGCAGCGCTGGA
+ACAAGTTAATCAAGAAATGTCTACTTATATTCCTGATTCTGAGTTATCGAAATTTAACCAATCCACATCA
+ACTGCAGCTATCGAAGTTTCACCAGGTTTTGCTCGTGTTCTTAAAGAATCTATTCGTCTTGGTCAATTAA
+GTGAAGGTAAGCTTGATGTTACTGTCGGACCCTTAGTTAACTTGTGGGGCTTTGGCCCAGAACAGCGTCC
+TGAAACTGTTCCTAGCGATGAGATATTAGCGGCGACTAAAAAGCGTATCGGTCTACAAAACATAACGCTA
+GAGGGTAATCTTCTCTCTAAAAAAATACCAGACTTGTATATTGATTTATCTACTATCGCTAAAGGCTATG
+GCGTCGATGTTGTTGCCGAGCTAATTGAAAGTAATGGATTTACTCACTACTTAGTTGAAATTGGCGGAGA
+AATGCGATTAAGGGGCTTTAAACACACAGGTGAACTGTGGGCTATTGCAATCGAAAGACCTATCCTTGAT
+CAAAGTGGTGAAGAGCGTGCGGTACATCAAGTCGTTATTCCCAAAGACAATGCGGTAGCTACCTCTGGTG
+ATTACCGTAATTATTTTGAAGCGGATGGCAGACGTTTTTCACATATTATTGATCCAGAAACGGGCAAACC
+TATCGATCATAACTTAGTATCCGTAACCGTGATTCATCCTTCGTCTATGACGGCTGATGGCTTATCAACT
+ACCTTGATGGTAATGGGCATGGAAAAGGGAATGGCTTTTGCTAGCGAAAATAACTTGGCAGCATTATTTA
+TTTCTAAGACTGAAAATGGCTTTGACGAACGATTTACGGTAAAATTCAAACAGTATTTGAAATAACACCT
+GTTCATGTAACACCATTTGTTGAACACATAGCGTCGGCTTCTTATCTTAACAAAAGGGCCGTGGATGATA
+TTTATTACAATGACTCTTGTCTTGAGCATTGGCTGTTTATAATTGAGAGCATAGCATTATGATGATTTTC
+CTTATTTCTTTTGGTTTTTTCCTTATTGTAGGCGCAGCCATGGCAGTAGGTTATATTTTCCAAAACAAAA
+CACTAGCAGGTAGTTGTGGCGGTTTAGCGAGCGTTGGCATCGATAAAGAATGTAACTGCGACAACCCGTG
+TGAAAAACGACAAGAGCGTGAGAAAAAAGCCGCACTTGAACACAACCTTCTAAATAGAATCGATGTAGAA
+AATTTATAGCAGCTGGCTAAGTTGCCAACGTGAGTTGTGACTTTTAACCCGTCTAATATTAGTAATAGAG
+GTAGGGCTTTACTGTTAAAACTCTACCAATAAAAAAGGATAATGAATTTACTTCATTATCCTTTTTTATT
+ACATGTTATATCTTGTCATAAAGTTAGTTAATAAAGCGTTTTATTTTAATGACAATACCTTCGGCATCTA
+ACTCTAATTCATGATGCATTTCTTCTTGAGTGCCATGTTTAACAAAATGGTCAGTAACACCAATATTTAG
+AATAGTAACTGGTTTACCTTGGGCAAGTAAATATTCATTTACGCCTGAGCCAGCACCGCCAGCTATAGCA
+TTATCTTCAACCGTTACCAGGCAGTCATGTTTGGCATTTAACGTATCAATAAGTGTTTCATCAAGTGGTT
+TAACAAAGCGCATATCTACTAGCGTTGCATTAAGTTCTAAAGCCGCTTTTTTTGCTTCACCTAGCATAGA
+GCCAAAACTTAATATGGCTATGCTTTTGTTTGTTTGCTCTTGGCTTTCTATAACTGTGGCTGTAAGGATG
+GTCACACCTTTACCTAGTTCAATGGTTTCATCAACACTAGGGAGTATTTCGCCGGTACCATTGCCACGAG
+GGTAGCGAACAACGCTAGGGCCATCTAACTTGTAACCAGTGTTTAACATTAACTGACATTCTCGTTCATT
+AGACGGTGCCATGATAACGGTATTAGGGATACAACGTAAAAAACTTAAGTCGAAAACGCCTTGATGGGTA
+GCCCCATCAGCGCCTACTATACCCGCACGGTCAATAGCAAACATGACAGGTAAGTTTTGTATGGCTACAT
+CGTGAATGAATTGATCATAACCACGTTGTAAAAAACTAGAATAAATTGCTACTACCGGCTTTAGACCACC
+AATGGCAAGACCTGCAGCATAGGTTACTGAGTGCTGTTCAGCAATTGCCACATCATAGTATTGATCTGGA
+AAACGTTGGCTAAATTCAACCATACCAGAGCCTTCAGCCATGGCAGGAGTTACAGCGACTAACTTTTTAT
+CAATTTCAGCGGTTTTACATAACCAATCGCCAAAAATTTTTGAATAAGTAGGCAAACTGGGTTTTGACTG
+GGGTAAGTTGGTCTCTTCAGGATTAAACTTTGGTACAGCATGATATTTTATCGGATCTTGCTCTGCTGCT
+TGATAACCTTTACCTTTGGTCGTAACAACATGCAAAAACTGCGGCCCTTTTAGGTTGCGCATGTTTTTAA
+TTGTAGTGACTAAGCTTTCAACATCATGGCCATCAATAGGACCAATATAATTGAATCCTAACTCTTCAAA
+AAAAGTACTTGGCACGACCATGCCTTTTAAATGCTCCTCAGCACGACTAGCAAGTTCTTTTATTGGTGGA
+ATATTGCCTAATAATTTTTTACTGCTTTCTCTAAAACCAGTAAAAATACTGCCTGATAGCAATTTGGCTA
+AATGGTTATTTAAGGCGCCAACATTCTTTGAAATCGACATGTCATTATCATTTAAGATGATTAACATATC
+TTTTTTGATATCACCTGCGTGATTTAATGCTTCAAAAGCCATACCAGCAGTCATAGCTCCATCGCCAATG
+ACAGCAACTGTTTTACGGTTTTTTGCTTCTTTTTCGGCGGCTACAGCTAAACCTAAAGCGGCAGAAATTG
+AGGTGCTTGAATGACCAACACTTAAGGTATCGTATTCGCTTTCTTCACGCCAAGGGAAAGGATGTAAACC
+ACCTTTTTGTCTTATAGTGTGTAGCTGATCACGTCTGCCAGTTAAAATTTTATGCGGATATGCTTGATGA
+CCAACATCCCAAATCAAGTGATCAAACGGGGTATTGTATACGTAATGTAAGGCTACAGTAAGCTCAATTG
+TGCCCAAGCCTGATGCAAAGTGTCCACTACTTTTACTTACTGAATTAAGTAAAAAACTACGTAATTCATT
+ACTAATACGTGTCAGTTGTTCCTGCGGCATATTGCGCAGATCCTCTGGAATATTAATCTGAGAAAGTAAT
+GGGTAGTCAGCAAGGTTTGTAATCATAGTTTGTCTATTGGTAATTATTATTTTATTTAAAGTTTTGCTCA
+GTCTAAACGCCTAGTGGCTGCGTTTAACAATAAAAGTGGCAAAATCTGCTAAAGATTGGGTATTGTAAGG
+TAATCTGCTCAAAGCTTGAAGCGCTTGTTGTAATAAGTTTTCCGCTTTGTCTTGTGCACCTTGTAAACCG
+AGCAGTGCAGGATAAGTGCTTTTGTTCGCTGCTATATCAGATCCAACGGGTTTACCTAGTTCTTCTTCGG
+TTGATGTTAAGTCAATAATATCATCTTGCACTTGGTAGGCTAAGCCAATGAGTTGTGCGTACTCGCTTAA
+TATTATTTTATATTCACGGGTGACTTGTCCACTGCACATTGCTGGCATTAATACTGATGCTTCCAATAAA
+GCGCCAGTTTTAAGCGAATGTAAAACTTCCAATTCACCTAGTGAAATGTTTTTACCCGTTGCCGCTAAAT
+CAAGTGCTTGTCCGCCACACATCCCTTGATAACCAGAAGCTTTAACTAATTGTTGAATTAGTTTTACCTG
+GATAGGCATTCCAGCAGTACTTTGATTCATTGAAAACGTATGATTAGCTAAAATATCAAAAGCAAGTGTC
+TGCAAAGCATCGCCCGCTAGTATTGCTGTTGCTTCATCAAATGCTTTATGACAAGTCGGTTTACCGCGTC
+TTAAATCATCGTCATCCATCGCAGGTAAGTCATCATGCAAAAGTGAGTAAGCGTGAATACACTCTAAAGC
+ACCGGCTACTGCGTCAATATCGTTCAAATCAGCTGAAACTGCTTCGCCGGTAATATAGGCTAAGTAAGGA
+CGCATGCGTTTTCCACCAATAAGCAAACCATAACGCATGGCTTCAATAAGCTTAGGATCATTGATGGTAA
+GGCCTTCGAGCTTAGCGGCTAAAAAGTCATTAATGCGCTCTTGATAATGGGCGTAAGAAATTAATGTAGT
+CATTAACTTTCGCCTGCACTGCTATCAAAGTCAGTTAACTTAGCAGTACCATTTTTATCAAGCAGAATTT
+GTACTTTTTGCTCTGCAGCTTGCAATTTCACCTGACTTAATTGGCTCAGGTTCAGGCCTCGTTCAAAAAG
+TGTCATCGATTCTTCTAAGCTTAATTCACCTTGCTCTAAACTTTGCACTATTGTGTCAAGTTCATTTAAT
+GATTCTTCAAAAGAGAGGTTTTCTAGTTTCTTCTTAGCCATGATTTTTGCTCTAAGCACATAATGATTAA
+TTAATTCCGGCAAACTTACCTTAGCTTGCAACGTGGGTCAATTGACCTACTTCAATAATAGTTTTAAAAA
+TATTTTATCATTAGTGTTAAGTTATTGACACTACGGGCGATAATAAACTTATATACGTATTTTATTATTA
+GTGAATTATTCGTTAGAGATTAGCGAATAGTTTGCACTTAATGTACTATTCTTTTATTTATAATCGTGAC
+AATTCAAAATACATGTTTCAGTGGGAGAAAAAACGATTTAGGCAAGGCATTGATTGTAGGGAATTGTTAT
+TCCATTTTCAAAATCAATAACGACGTATAAATCGTTTTTAGCCCCATCGTAGAAGCGCTTGAGTAATCTC
+ATTTTATTGTTGCGTCAAGGAAATAGGGAATAACCCTAATTTAATTGACGCGCCTCAAACTGAAATTGCT
+CAAGCACTCTGAATCGAGCATTTTGAATGATTACGGGTATTAAGTACGGTCTAATACCATTCAGCGTAAA
+GAAGTGAGCCCTTTCTTATGCTGATGAGTGTTAAAGCGCGATTAGTTAGTTGTTTAGGAGAGTTTTGTGG
+ATTTAGCTACGTTAATTGGTATTTTAGGTGCCATTGGTTTATTAGTCATGGCGATGGTGTTATCAGGCGA
+CATTATGATGTTCGCTGATACCCAGTCGGTATTGATTGTTTTTTGTGGCTCAATTTTTATCGTATTATCT
+AATTACAACTTAGGGCAGTTCTTTGGTATAGGAAAAATCATTGGCAAAGCTTTTATGTTTAAACTTGAAA
+AGCCTGAAGAGTTAATTGAGAAAGCCGTTGATATGGCTGATGCAGCGCGTAAAGGTGGTTTTTTAGCGTT
+AGAAGAAGCAGAAATTACTAACCCTTTTATGCAAAAGGGCGTAGACATGCTCGTTGATGGCCATGATGCC
+GATGTAGTGAGAGCGACTTTACAAAAAGATATTAATTTAACCACAGAGCGGCATGAAACAGGTTCGGATA
+TGATGATGGCCCTTGCTGATGTCGCACCTGCAATGGGTATGATTGGCACGCTTATCGGTCTCGTTGCCAT
+GTTATCTAATATGGATGATCCAAAGTCGATTGGTCCCGCTATGGCGGTTGCCTTATTAACAACACTCTAC
+GGTGCCTTTTTAGCCAATGTTATCGCTATTCCTATCGCTTCAAAGTTGAAACTGCGTATGGCGGAAGAAA
+AAATGAATCAAGAATTAGTGCTTGATGCTGTACTGGGTATTCAAGATGGTCAAAATCCACGCGTTATCGA
+AGGCTTATTAAAAAATTATTTAGCTGAAGGTAAAAGAAAAGTCGATACAACTGATGAATAGCATGAACAG
+ACTTATGTTAAGTGGCTTTATATTAGGAGTGGCGCATGGCTGAACAACAATGTAAATGTCCACCTCCTGG
+GCTGCCTGCGTGGATGGGAACTTTTGCCGATCTTATGTCCTTGTTGATGTGTTTTTTCGTTTTGCTTTTA
+TCATTCTCAGAAATGGATGTTTTAAAGTTTAAACAAATTGCGGGCTCGATGAAGTTTGCCTTTGGTGTGC
+AAAATAAAATTGAAGTAAAAGATATTCCCAAAGGTACCAGTATTATTGCTCAAGAATTCCGACCTGGAAA
+ACCTGAGCCAACCCCTATTGAAGTTATTCAACAACAAACCATGGAAATGACTCAGCAGATGCTTGAGTTT
+CAAGCGGGTGATGAAACCTCTGCAGGTGGTCGACAAGAGCAGCGAGGTACTGAACGTGGTGGCCAATCTC
+AAAATACGGAAGATGCACTTTCACAGCAGGCATTAGATCAAGCTAAGCAAGATATGGAAGAAGCTGCTCA
+AGAACAAGTAAACGAATTAGTGAAGAAAATAGCTGAACAGTTAGAGCAGCAAATTCAAGATGGTGCGATA
+GAACTAGAGTCTTTGGGCCAACAAGTTATTATTCGCATAAGAGAGAATGGTTCTTTTCCTTCAGGATCTG
+CATTTTTACAGCCTAAGTTTTGGCCTGTAATTCGTGAAATTGGTGAGTTATTAAATACTGTGCCAGGTGA
+AATCATGATCTCAGGACATACTGATAATCGCGGCGTTGATTCTGAATTGTTTAGCTCTAATTGGGATCTA
+TCGAGTAAACGTGCTGTTGCAATAGCGCATCAGTTAATTAAGGTTCCTGACTTTGACGCCACCCGATTAG
+TGGCCGCTGGACATGCAGATACTCGACCTTTAGTGCCTAATACTAATGCGTTAAATCGCCGCCGAAATCG
+CCGTGTTGAAATAGCTATCAATCAAGGTAAAGCCAAAGAAACTGAGCGAATTGGTATCACTAAAGAATAG
+AAAGTTAGCATCGAGGTTAAAGTTTAAAAGGACAGAGCCTGTAACACTTTCAGTTGTTAACGCTCGGCCT
+TGTAAATAGTTAAGTAACGCTACACGGACGTAGCTTATTAGACAATGCAGATTCGTATTGTCTTGAGTAA
+CTGGATTACACTCTACTCACATTACTTTCTTTATATCCCTTTAAAGTAAGCACTAAAACGAAAACTCAAC
+AGAACCTGAAAAATAGTGTACAATGCGCGCCATTATTTTTTTGTCTTTTTTAGGTCATAACCGATGAAAT
+TTATCGTAAAGCTTCAAGCCGAGATTACCATCAAATCTCGCCCCGTCCGTAAACGTTTTACTAAAATATT
+AGAGTCTAGCGTTAAGAATGTTTTACGTCGTATTGACGAACAAGTCACTACACGTATGAACTGGGATAAT
+ATTGAAGTTAATACTAAAGACAATTCGCCTGAAAACCGTGAACGTTTAGTAGAAGCCCTTAAATGCATTC
+CTGGCATTCCTATGTTCTTAGAAGTACAGCAAAGTGAATTTGTTGATGTTCATGATATTTATGAAAAAAC
+ACTCGCTGTCCATGCTGAATCTATTGAAAATAAGACTTTTTGTGTACGTGCTAAACGGACAGGAAATCAT
+GATTTCAATTCATTAAAAGTTGAACAGTACGTTGGTGGTGGTTTAAATCAACAGGTAGAAAGTGCGAAAG
+TAAAACTAAAAAATCCAGATGTTACTATTCATCTAGAGATTAAAAACAAAGATCTTTTTATTGTTACCCA
+GCGACATAAGGGCTTAGGCGGCTTTCCAATAGCGACGCAAGAAGACGTGTTATCACTAATGTCAGGTGGT
+TTTGACTCAGGTGTTTCAAGTTATCAAATGATCAAGAAAGGTGCACGTACTCACTATTGTTTCTTTAATC
+TTGGTGGTTCTGCTCACGAAGTGGGTGTTAAACAAATCAGTTATTATTTGTGGAACAAATTTGGTGCCTC
+ACATAAAGTTAAATTCTTTGCGGTAGACTTCGAGCCTGTTGTTGCTGAGATTCTAGAGAATGTTGAAAAT
+AGCCAGATGGGCGTGGTACTTAAACGCATGATGATTCGTGCAGCCACAAAAATAGCAGAGCGAGGTAAAA
+TTCAAGCACTTGTTACGGGTGAGAGTTTAGGTCAGGTTTCAAGTCAAACCTTAACTAATTTAAACGTTAT
+CAATCGTGTAACTGATACGCTGATTTTACGTCCATTAGCGGCTTACGATAAGCAAGATATTATTGATATA
+GCGCGCAAAATAGGAACAGAAGAATTTTCTAAAACCATTCCAGAATACTGTGGAGTTATTTCTAAAAAAC
+CAACGGTAAAAGCTGTTTTATCTAAAGTTGAAGAAGAAGAAGGTAACTTTGATTTTGATGTTTTAGACAA
+GGTTGTTAGTGAAACGCGTGTTTATGATATTCGCGATATAGGCAAAGAAGCAGAAGAAGAAATTCATGCT
+GTAGATCTTGTTGAAAACATTCCTGAGAATGCTGTTGTTGTAGATATTCGTAGCCCTGAAGAAGAAGAAG
+ATAAACCGTTAGAGCTAGGTGATGTTGAAGTTAAGCACATTCCTTTTTACAAATTATCTACACAGTTTGG
+TGACTTAGATATGACGAAAGAATACTTGTTATATTGTGATCACGGTGTGATGAGTAAACTTCAAGCCTTA
+TATTTACTTGATAATGGTTTCAAAAATGTAAAAGTGTACCGTCCTTAACTTTTAGACTTAACCTCTAGAG
+CTAACGTTAAGGTTCAGCACCTGTTGCCACAGACGAGTATTCTCTGGCGTGGCAACATTATTTTTCTTAC
+CTAAGCGGTGAATATAACCGTTAATATAATCAACCTCTGTAGATCTTCCCGTCAAAACATCACTTCTCAT
+TGAAGAGCAGTTTTTCGCTGTTGCTAATGCTACTTTATGAACCATTGCCTTTAAGTCAGTAAATGCTAAC
+GTTATATTTTCAGTTTGGCTCACTTCGCTTATTTCAGTTAATAACGCATTGATCTGTGCAGAAAACTTCT
+CGTCATTTACCTCGCCATTTTCAATGTTATTAATGGCAGTGATAGGGTTTATCACACAATTAATTGCCAA
+CTTTACCCACTGCTTTGTCACTATGTCTTGATGAAAGCTTACTTGGGGCAGGGCATGGTTCAATAGATTG
+GTGAGTTGAGTTTGTTGGGATACACTTAATTTTCCAGAAAGTAGTCCTATATCGGTTTGACCTAATCCTG
+TATGGGTAATAGCTAATGGTGCATTTCGTAAACAGCCATGAGTTGTTAACATCGCCAGTATAATTTGCTG
+ACGGGGTAGTAGGCTCTCCACATCCGTAAAGGTACCCATGCCATTATGAGCAAGAATAATGATGCAATGA
+GGATTAATGTTCTTAGCTATTTTCTTTATTGCGGTGGCAATATTAAATGACTTTAGACATAAGATAATTA
+CATCAGCTGACTCTACATCAACCGCTTGACTATAGGTTAGCGGATAAGTTTTTTCTTGAGCTTGCTGGTA
+GGTGATAAATTGATAAGTGGCCGTCTCTAGCTCATGGTTACTCAGTGAATTTTTATTCGAGGCAAGTAGA
+GTAACCTTCTTGTTTTTATTGACGTTTGGGATGTCGCTATGTGAAATATTCTGTTGAGATAAGTGATGGT
+ACCAAAGAAGTCCCATTGCTCCTTGTCCAACGACAACAATATTATCTGGCTTATTAATCATGAGTTTATT
+ATGTACCATTGTATTAAGTTCGTAGCAGTGAGTAACATTTGTAGTTACAACGTATTGACTCTAGTTCTAT
+GGAAAAACTTGCGGTACAGCCATTTCGTTAACATGAATAAACTGATGCCTACAACATCAGCAATAAAGTC
+TCCGAATTGCCCCGTTCTATACCCCAAAAAGGATTGACCAATTTCTGTCAAAGCGCCATAGAAAATAAGC
+AAAGGCACAGAAAGAGACAGTGACAATTTGATAATAGAGTGGCAAACCCAGGTTAAAATGACAAAGCTAG
+TTAAGTGCCCTATGGTATCAATCTCTGGAATTTGAAATATGCGCTTTCGTAAAACATCGGGTAAAAAATC
+ATGCGCGAAAAGCAGTAATAGAATTACGACAATGACCGTAATAAAAAAGTAATAATGCGGGCGAGCTTTC
+ACAAGTAATCTGCAATTAACTAAGTAAGTTATTCAATATTAGCATGATTAACACAGTATTTCTTGTTGCA
+CTTTTCTGTCCTGCATTATCGTTAAGTTGCTGCATAACATATTTTCTTGCTTCAATTGTTACTTTAGTTG
+CGTGCATTAAACGTGAAGGTATAATAGCGGTATTGAGTTAATCCAACCTACATAGAGAAAAATTATGCCA
+TCAATGGATATCGTATCAGAGACTGATTTAGAAGAAGTAAGAAATGCTGTCGACAATGCTAATCGTGAAA
+TTACTACCCGATTTGATTTTCGTGGTGTTGAAGCAAGTTTTGAATGGAAAAAACCTAATATTATCCTCAA
+AGCTGAAGGTGACTTTCAATTAAAGCAAATGTGCGACTTGCTAAGAAGCCAATTAGCTAAGCGTAATGTT
+GATGCTAAAGCAATGGCCGTTGGAGATGCAAGTGCTTCAGGTAGAAATTGGAGTCAGCAAGTAACGTTTA
+AAGAAGGTATAGAGCAAGATATGGCTAAGCAACTAGTGAAGCTTATCAAAGGCGAAAAGCTGAAAGTACA
+AGCTGCGATTCAAGGTGAACAAGTTCGTGTAACAGGTAAAAAGCGTGATGAATTACAAGCGGTAATGCAA
+TTAGTGCGTACTGCTGAGCTAGAACAGTCGTTTCAGTTTACTAACTTTAAAGATTAAAATTTAGCCAACT
+AAATTGTGACAACCAATTCAAAACCATAACTTTAGTTATGGTTTTTTTTATGTTGGTTAAAATTAAAAGC
+ATAATTGATCTAAATACTTCTATTGAAGCGTATTGTAGGTTTTGAATAGCATTTTAGTCTTTGAATAGTA
+TATTAACCTAAGGAAAGTAAATGAAATATCTGGCCCTTTGTTGGAGCCTAGCATTATTGAGTAGTGCTGT
+GTTTGCGGACGGAGATAGAGGAGACGTTAGAGAGCGTATTGAACCGAAAGGTTTTTTGTATGGCTTAGGT
+TTAGGTATCAACCAAGAGATATATTCTGGCTATGATTATCGAGTCATTCCTTTACCTATTATAGGTTACC
+GAGGTGATAATTTTCGTGTTTTAGGGCCCTTCGTTAGTTATGATGCATTGGAATTTTCTGATATTGAATT
+GACTGTGCAGATCGCCCCTCGATTTCAAGGCTTTGATGAGTCTGACAGTTTTATTTTTGAAAATATGCAA
+GAAAGAAAGTTTTCTATGGATGCTGGATTAGGACTTTCTTATCAGAAGAAGGACTGGAAAATAGGCCTTT
+CAAGCATGTTTGATGTACTTGGCAGATCTAATGGTTATGAAGCTAAAGCTAACATCTCGCGTGTGTTTCG
+CAAAGGTCCTTTGTTCTTTGAACCCAGTTTAAGTGTCAGCTATTTAGACAGCAATCATGTTGATTATTAT
+TATGGTGTGAAGGCAAACGAAACTAATGAATTTACATCTCAATATCTTGGTAAATCCGCACTAAATACTA
+CTATTTCTTTATCCTTGGCCACGCCCATTTTTTTAGGTGGCTTTACCCGTATTGTAGTTGATTACACTTG
+GTATGATTCAGTAATAACCAATAGCCCATTGGTTGAAGATGAAGCTAATATGAGTGCTCGTTTTCTCTTT
+AGTAAGTTTTTTTAACTATATCACGGCATTTTAGACTAGCTAAAATGTCGTGTTGTTTTCTTTGAAGTAT
+TACTTACCTCAAACGACTTCTCGACATTTTTAATTCAATAGCTACTTTAGGCAATGATGGTAACTTATTG
+TCAATTGTCATTATTAGTCCGATTGCTATAACTCACCTGAAAATGATCACTTATTTAGTGCGATTAATGT
+AAGTATTCGTGGGATTAATAACTCACTTAAGCAGATGTACCAAGGGAATTAGCTCTAATATCTAGCAAGA
+TTATTTATATTTATTATTTGCTGATATGAATAAAAGGGGAAAAAAGGCTCTATAATTGATAGACATCATT
+ATGGGCTATATACATGTTTGAGCTCTATCCAGAAAAGGCTAAACATGGCGTTAAGTACTGTAATAGGTGG
+TTATTAGCTCGATTTATGATTTAGACGATAAAAACAGTATAGACGTCTATACGTTTAGATGTTGACATAT
+CTAGTGATCTAAGTAACAGTATAACTCTTAATTATTATGTGTATTTTTTGTTAGGTAGCGTCATGCCCAT
+TAAAATTCCCGACCAATTACCAGCGTTATCAATTTTAGATAATGAAAATATTTTTGTTATGTCTGAGAAC
+CGAGCAGCATCTCAAGAAATTCGTCCAATGCAAGTCGCTATTCTCAACTTAATGCCGAATAAAATTGAAA
+CTGAAGTGCAGATATTGCGCATGCTGTCTAATACACCGTTACAGATAAATATTGAATTTATTCGTATACA
+TAAAAATGTGTCCAAAAATACGCCAGAAGAGCATCTAGAAAACTTTTACCATTTGTTTGATGATATAAAA
+CACAAACAATACGATGGTCTAATCATCACAGGTGCTCCGCTAGCTTTGCTTGATTATTCGCAAGTGAAAT
+TTTGGGATAAAATTTGTGAAGTGTTTGATTGGGCAGAAAAAAATGTAACTTCAACCATGTTCTCATGTTG
+GGCTGCACACGCTGCGTTATATCATCACTACGGTTTAAACCGTCATTTGCGCAAAGAAAAACTTTCTGGT
+GTGTTTAAACACAAACCGCTTGATGATAAAGAGTCATTAACGAGAGGATTTGATGAAAACTTTAATGTGC
+CACATTCTCGTTATGGTTACATTGATAAATCAGATTATGAAAGCATTCCTCAAATACAGATATTAGCTGA
+ATCTGCTGATGCAGGTGTATATTTAGCTGCCAGTAAAAACAAACAGCAAGTGTATTTGACGGGTCATCCT
+GAATACGATGCAAGCACATTGCATGAAGAATATTTACGAGATAGTAATAAAAGTGCTGATACTGCTTTAC
+CCAAAAATTATTATCAAGATGATGACGCCAGCAAATCACCCGTTGGCTCATGGCGTAGTCATGGTAGTTT
+GCTCTATACTAATTGGCTTAACTACTATGTTTATCAAATGACGCCATATCAATTAGATGCTTCAAATATT
+AGAGCTATTCACCCTGATACTGTTATTTAGTTTTCACTAAAAGACCAACTAATATTAATTAGTTGGTCAC
+TATTATTTATCTTAGTCAGCCATTAAATAACTTTCGACACAGCGGAAAAAGAACATGAAAAAATCATCAT
+CATTTGCCTTATTTGAGCAACAGTTAGCAAAAAACATTTTAATTTTAGATGGTGCAATGGGCACCATGAT
+CCAAGCATATAAATTTGAAGAGCAAGACTTTAGAGCGGAACGCTTTGCTGATTGGCATACCGATGTAAAA
+GGCAATAACGATATGTTAGTGCTTACTCAACCTGAAATCATTAAAGCGATTCATCTTGAGTATCTTGAAG
+CCGGCGCTGATATTCTTGAAACGAATACGTTTAACGCAACAACGATTGCCATGGCCGATTACGACATGCA
+AGAGTATAGCGCTGAGATTAACCGTGTTGCTGCTCAAATAGCGCGAGAAGCGGCTGATGAGTACACTAAA
+AAGAACCCAGATCGTCCTCGTTTTGTTGCGGGTGTTTTAGGGCCAACAAACCGAACTTGTTCGATTTCTC
+CTGATGTCAACGATCCTGCATATCGTAACGTTACCTTTGATGAGCTAAAAGATGCTTACATTGAATCCAC
+GTTAGCTTTGATTGAAGGCGGTAGTGACATTATTTTAATCGAAACTATTTTCGATACCTTAAATGCTAAA
+GCGGCAGTATTTGCAGTAGAAACTGTATTTGACCAATTAGGTGAGCGTTTACCTGTAATGATTTCAGGTA
+CTATTACTGATGCCTCGGGTCGTACTCTATCAGGACAAACCACAGAAGCTTTTTACAATTCATTACGTCA
+TGCAAAGCCTGTTTCCTTTGGTCTTAACTGTGCCTTAGGTCCCGTTGAATTACGCCAGTATGTTGCTGAA
+TTAAGCCGTATTTGTGATACGGCTGTTTCTGCCCATCCTAATGCGGGTTTACCAAATGCCTTCGGTGAGT
+ATGATTTCACCGTTGAAGACATGAACACTCATGTAGAAGAGTGGGCTTCATCAGGCTTTTTAAATATCAT
+TGGTGGCTGTTGTGGTACCACGCCTGAGCATATCAGAGGCATGGCTGACTCAGTTGCAAAAATAAAACCG
+CGTAAAGTTGAAAAACGTGAAATTGCCTGTCGCTTATCTGGTTTAGAAGCATTAACCATTAACAAAGATA
+GCTTGTTTGTAAACGTGGGCGAACGTACCAATGTTACCGGCTCTGCCATGTTTAAGCGCTTAATTGTTGA
+AGAAGATTACGATAAAGCTATCTCTGTAGCTCTACAACAAGTAGAAAATGGCGCGCAGATTATTGATATC
+AACATGGATGAAGGCATGTTGGACTCAAAAACCGCCATGGTGCGTTTTTTGAACCTGATTGCTGGCGAAC
+CAGATATTGCTAAAGTGCCGATCATGATTGACTCCTCTAAGTGGGATATCATTGAAGCGGGCCTGAAATG
+TATTCAAGGTAAAGGCATTGTTAACTCTATCAGCTTAAAAGAGGGCGAAGAAAACTTCCGTCACCAAGCT
+GAATTGCTTCGTCGTTACGGCGCGGCTGTTATTGTTATGGCATTTGATGAAGAAGGACAAGCTGATACGC
+GTAAGCGTAAATATGAAATTTGTCATCGTGCTTATCATATGTTGGTTGATGAAATTGGTTACCCGCCAGA
+AGATATTATTTTTGACCCGAATATTTTTGCTGTCGCCACAGGTATTGAAGAGCACAATAACTACGCGGTC
+GATTTTATCGAAGCAGTTGATGACATTAAGAAAAATCTACCTTATGCGATGATTTCAGGTGGTGTATCTA
+ACGTTTCTTTCTCATTTAGAGGAAACAACCCAGTGCGTGAAGCCATTCACGCAGTCTTTTTATACTATGC
+CATTAAAAATGGTATGGACATGGGGATTGTTAACGCTGGCCAATTAGCTATTTATTCAGACTTACCAGCA
+AATCTAAAACAAGCGGTAGAAGACGTTATTCAAAATAAGGATGATGGTGCGACTGAACGCTTACTTGATA
+TTGCGCAAGAGTTTCATGGTAAAGCTGGCGGACAAGCCTCAAAGACTGATTTAACTTGGCGAGAATTACC
+GATTAACGCACGTTTATCTCATGCGTTAGTTAAAGGTATTAATGAATTTATTATTGAGGATACCGAAGAA
+GCTCGTTTAGCGTCAGAGAAACCATTAGATGTAATTGAAGGGCCATTGATGGATGGCATGAATACCGTCG
+GTGATTTATTTGGTGCGGGTGAAATGTTCTTACCGCAAGTGGTAAAATCAGCCCGTGTAATGAAACAAGC
+GGTTGCTTATTTAAACCCTTACATCGAAGAGGGAAAAACTGAAATAAGCACCAACGGTAAAGTATTGCTC
+GCGACGGTAAAAGGCGATGTACACGATATCGGGAAAAACATTGTTGGCGTAGTGCTGCAATGTAATAACT
+ACGAAATTATAGATCTTGGCGTGATGGTTTCATGCGATGATATTTTACGTGTTGCTAAAGAAGAAAACGT
+CGATATCATCGGTTTATCGGGCTTGATCACACCGTCGCTTGATGAAATGGTTTATGTTGCTAAAGAAATG
+AAACGTACAGGCTTGAAACTGCCTCTATTAATTGGCGGTGCAACCACGTCAAAAGCCCATACAGCAGTAA
+AAATTGAGCCGCAATATGATGAACCCGTAGTTTATGTATCAAACGCTTCACGTGCGGTATCAGTAGTAAG
+TAATTTATTATCAAGTGAGCATAAAGCAAAGTTCTTTGCCAGTACCCAAGAAGAATATGAACGCGTACGT
+GTTCGTCATTATAAAAAAGGTCCGCGCTCAAGTTTAATAAGCCTTGAAGCTGCTCGTGCTAATGCTACTA
+AAATTAATTTTGAAGATTATACGCCTAAAAAACCTAACAAACTGGGTGTAACTGTCCTTGATAATATCGA
+TTTGAATGAAGTTAGAAAATATATTGATTGGACGCCATTTTTCATGACATGGCAAATGTCTGGTAAGTAT
+CCGCTTATTTTAAAACATGAAGTGATTGGTGTTGAAGCAACAAGCTTATTTAATGATGCTAACGCCATGC
+TTGATGATGTTATTAATAATAAAAAAATATGTGCTAGAGCAGTATTTGGTTTGTTTCCTGCAAACAGTAA
+TCAAGATGATATACAGCTATACACAGATGAAAGTCGCAGCGATAAATTAATGAGACTTCACCAACTACGT
+CAACAAAGTAAAAAACCAGCAGGGCAGTTTAACCGTTGTTTAGCGGATTATATCGCACCAGAAGACTCAG
+GCATTGAAGATTATGTTGGTGCTTTTGCTGTGTCAGCAGGTTTTGGTGTTGAAGATTTAGTCAAAGTTTT
+TGATGCAGATCACGATGCCTATAATTCAATATTACTTAAAGCGGTAGCGGATAGATTAGCGGAAGCGAGT
+GCTGAATATTTACATGAGAAAGTGCGTAAAGAATATTGGGGTTTTGCCCCTGATGAAGATTTAAATAATG
+ACGCGTTAATTCGCGAAAGTTATCAAGGTATTCGACCTGCACCAGGATATCCTGCTTGTCCTGAGCATAC
+TGAGAAAGGTTTATTGTGGGAGTTACTCAATGTTAAAGAAAACATTGATATGGACCTCACCTCAAGTTAT
+GCGATGTGGCCAGGTGCTGCAGTGAGTGGTTGGTACTTCTCGCACCCAGAGTCTAAATACTTCGCGGTAG
+CAAAATTAGCTAAAGATCAGGTGCTAGATTATGCAGTTCGTAAAGGATTTACCTTAGAGCAAGCAGAACG
+TTGGTTATCTGCAAACTTAGACTATGAACCAGAGTAAGCTGAACCAGAATAAACTGAGTCGTTTAAATAG
+GTGAACTGATTACCTATTTAAGTTACACAAGTTGAGACTAATAAAAAAGGCTGCACCATGTTTATCATGG
+TGCAGCCTTTTCGTTTTCTAGTTAATGCTTTTTAGTAAAATGAATTTTGCTGGTAATGTATTACGTTATT
+ACAAGCACTTTACTGGCCTTGGCTTATGCCTTAGCTCATATCTAAATTATGCTGATTGATATAAGTCTGT
+TTGTGGTACTTCAAACTTATTATTGAATTTGGCGGATAATACTCCTTTACGATGTGCTAGTGCTGATTGT
+AGTTTTTTTGCTACTTTTGCAATGGCAACATAAAGTTGTTTGTCAGAAGCATTTACGGTTACTTTTTCAC
+CTTCATACAGTGTGGTTACTTCAAGTTTTTGCAGATGCGGTTCAACGGTAATGGTCGAGTTAAGCGTCAT
+AATTGACGGATAATGTTTAGAGATTTTCGCAAACTTATTCTCGATAGATTGCTTGATACCTTCAGTTATT
+TCAACGTGGTGTCCAGAAATTTTAATCTTCATAGTCTTACCTCTTTTGTTATCTTTAACTTTATCTGTGT
+CGTTATCTTCAATTTCATAATCCTCCTTCAGTCATAAAAATGCAATAGAAAAATGGTAGATAAATGCAAT
+TAAATGTAACCCGATTTTTAGGGTTTTTTGGGCATGAAATATGCTAATAAAAAACTAATAAATAATTGAG
+TTGTTATTCAAAGAATTAATTAAACCAAAAATGACAAAGCAAAAAAAACGGCAAGTAACTTAAGTTACTT
+GCCGTTTGAGTTGTTCGATATAACCAATTTATAGGAGTTAACTCCTAGTAGTTAATCCCTAATAGTTAAT
+CCCAAAGCTAAAACTGAACAGGTTATTTAAAGTGTCTATCAAAGAAGTCCATGATAGTCGCGTTTAAATG
+CACTTTTACTTTTTTACCACGCATACTGTGTTTACTACCTGGGTAGGTCATCAGTTCGAATAATTTACCT
+TCATCTTGTAAGGCTTTAATTAATTTCGTGGTATTGGTAAACAATACGTTGTCATCAGCCATGCCATGAT
+AAACCATCATTGGACCGCTTAAGCCAGAAACATAAGGAAATACACTGCTTTGCTGATAGCCTGCAGCATT
+CACATTAGGGTGATTTAAATAACGTTCAGTGTAATGTGTATCGTAGAGCATCCAATCTGTTACAGGCGCG
+CCACTTACACCGGCTTTAAAGTAATCGCCTGCTTTGAACATAGTCATTAAAGCCATATAACCACCGTATG
+AATGACCAAAAACACCAATGCGTTCTTTATCAACATAGGGCAGAGTGTGGAGATATTTCACACCCGTAAT
+TTGGTCGGCAACTTCAACTTGGCCTAACGTCTCATAGATTGGAAATTCAAACGCGGTACCACGGTAGTTA
+GAGCCTCGATTATCAAGCTGATAAACAATATAACCCTGTTGTAACATGTATTGAGTTATATCAGCGCCTT
+GCCATTTATTCGTGACCAGTTGTGCGTGAGGGCCGCCATAAACTCTAACAATGACAGGGTACTTTTTGCC
+TGGTTGCATGTTCTTAGGCTTATAAAGTTTGTAGTACAAATCAGCTTTTCCATCATCTGATTTTAATGAA
+CCAAATTCAGGCATGACTAAGCCATTATAATAAGGTGCTACAGGGTGCTCTGGCGTTACTTTATTTTCAG
+CTAACCAAGTAATATGTTCACCATTCGCCGAGTGTAAACTTACCTGTTTAGGTGTTTTAGTATTTGAGAA
+ACTATCAATATAACTTTCGCTGGTTTGACTGAAGTTTATGCTATGAAAGCCGTTGCGTTTAGTTATACGT
+TGTACATTTTCAGGTGATTTACCGCTAAGAGGAACTTTATATAAGTGACGTTCAAGGGGAGTATCAGCAC
+GACCGGTAAAGTAAACCCAACCATTCTTTTCATCTACACGTGTTAGTGAATCAACTACCCACTCGCCTTT
+GGTTAACTGAGAAATTAACTCACCTTTTAAGTTGTAATGGTAAAGGTGCTTGTAGCCGTCGCGTTCTGAA
+GCCCAGATAAAGGTTTTATTGTCACTTAAAAAAGTTAAATCTTTATGCAAGTTAAGCCAATGGCTAGATT
+TTTCTACTAGTAAGGTTTTTTGGCGACGTTTTTTTAAATTGTACGTTTTTAATGTTAACGTTTTTTGGTC
+ACGACTTTGTAATTGGTAAGATACCTTTTTACTATCACTAAGCCACTTTACTCGTGGGATATAAATATCC
+TTATTATCACCTAACTCAACAAAACGGATTTTTTTACCTTTAATGTCAGTAACGGCTAGTTGAATATGAA
+CATTATTAGTCCCTGTTGCAGGGTAACGCTGTTCAATTAGCTCAATTTTTTCAGCGTATATCTCGTTACG
+AATAACCGTTTTTACTGGGGTCTCATCGACACGTAAAAAAGCAATGTGCTTTTCATTTGGCGACCACCAA
+TAACCGGTCATACGCGACATTTCTTCTTGAGCAACAAATTCACTCATACCATTTTTAATGGTGCCACCGC
+CATCGATGGTAAGTTGGCGCTCTTCACCGGAAGCAATATTTAATACATAAATGTTTTGCTCACGAATATA
+AGAAACAAAATTGCCTTGAGGTGAGAATTTTACATCAGTTTCAAAACCGGCTGTTTCAGTTAAGCGTTTA
+GCTGTTTTTGTTGTTAAATGGTAGTAGTAAATATCACCATTAAGCGGGAACAGTAATGCACTACCGTCTT
+GCGAAAATTGGTATTCCATAATGCCAACACCATAGATACGTTGGCGTTCACGGCGTGCTTTTTCTTCGTC
+AGATAAGTTTTCAGGGCCACTAAATAATGATTGAGAATCAACAAGCAGTTTATTTTCTTTACTGGCTAAA
+TTGTATTCCCACAAATCATAACGGTTTAGATCTTCTGCTTTACCTTGGAGGTAAGTTACCCGTGTTCCGT
+CTGGAGAAAATTTCAATGACTTGGGTGTTTGACCATTAAGAGAAGGCGAACTATAAATGCGCTCAATGGT
+TAATTGCTCTGCGCTAGGCACTTTGACTTTTTCATCACTTGCATTTGCACTCAAAGGTAAAGCTAATGAG
+CAAAGGAGAGAGAAAAGTGCTTTTTTAACAGTAAATTTCATAGGAAAGTTATCTTATTAAGTTGTTTATT
+GGTTTGTGAAAATAGGTAATTGTGTACGCTGTGCCTATGACGTCCATGCCAATGTTTTTTAGCCCGAGCA
+CTTTAACAAACGCTAGTATATTAAACTAGCGTAGTGCTAAAAAAGGACCAATATTTTAAGGGATATTATC
+TTTAAAAATTGGTCTCAGTGTAAACAATAATGGCAACAAACTATTTGTATAGCCTGCAAGCTATTAGGCT
+TTCAGCTCATTATTTTATCAACTCAATGAGCTCATGAATGGTTTTTACTGCTTTGATGTTAGCGCCAAGC
+CCTTCCATTGATTTATGATAATTACGGTAAGGAATAAATATTTCGGTGAAGCCATGCTGTGCTGCTTCTT
+TAACACGAGGTACGCCGCTGTCTATAGGTCTAACGTCGCCATTTAAGCTCAATTCACCCATGATGCAGGT
+ATTACGAGGTATAACAAAGTCATTCAGGCTGCTTAATAGTGCTGTGACCAAGGCTAAATCGATACAGGTT
+TCAGACTCATCAATTTTTAAGCCGCCGACAATATTAAAAAAGGTATCGTGAAATATCTTCGTTTTGGTAT
+GTTTACGCAATATCCCGGTTAACATTTTAATTCTGTTCATGTTCAAACCAACACAAACACGTTGTGGAAA
+CTCTGCCTCGGTTTCAGTGGTCAAACATTGAATTTCTAACAGCAGATTGCGATTGCCTTTACGAATACAG
+GTGATTGTTGAACCAGGAGATTCGGTACTAGAACCCGATAAAAATATTTCGCTCGGATTATCAACACTGA
+GCATACCGCGTTCACACATCTTGAAAATACCGACGGTGTCGATATCACCAAAACGGTTTTTGTTCGCTCT
+AAGCGTACGAATTTGACCGTCATTAGTATCAATATGCAACAGGGCATCTACTATGTGTACTAGTGTTTGC
+GGGCCGGCAATTTCGTTGTTTTTATTTACATGGGCAATAATAAACATAGTGACATTATTTTGCTTGCAGT
+ACTGGGTCAGTGATTGCGCACTGCTTTTTACTTGTGAAGGAGAGCCAGGACTGCCATTTGCATTTTCAGT
+GACTACCGCTTGGATAGAGTCAATTACCGCAAACTTAATTTTGTTTTTATCTAATTCATCAATGATGGCT
+TCAACACTGGTTTCAGCTAATAGGTAAAGGTTATCTTCGTCATAATCCAACTTTAATCGGTGCACACGGT
+TTTTGAACTGAGAAAGGGATTCTTCAGCGGTACAATAAAGTGAGGCGTGAGTTTTTGACATACGAGCGAC
+AAGATCGGAGAGTAGGGTCGTTTTACCTGCGCCCGGATCGCCAGAAATAATATTTACCGATCCTGTTGTC
+ACTCCTCCGCATAAAACACGATCAAGCTCGCCGATACCTGTTGATCTTTTTTCTGCATCAATGGATTCTA
+TTTCGTTAATCTTTTTAGAGCCGCCACCCGTTAAACCTGCATAACCACCGGTACTTGTTGTACGAGTAGC
+TGCATTTTTACTTGCTGCTTTTGGTATTTTCATTTCTACCAGGGTATTCCATGCTCCGCAACGGCACTGT
+CCTTGCCAACGGGTATGATTCATACCGCAATCGGTGCATACAAATTCGATTTTTGCTGCTTTTACCATCT
+AGATTTACCACCCTTTAAACGATAACATGACGGTAATAAGCGTCTGTCATTGAACAATATTATGTTAATT
+TACACTATCAATAAAAACCAATTTATAAAAATGAATGATTTTGTTTGATCTCCATCATTGAGAGGCATAG
+AAATTGCTTAGTTTTTAATGATAAAGTCGGTTAGATTATAATGATTTTGATTTTTTTGTCTAAGTTAAAA
+GTAATGATAAAAATTCTAACCTAACAGCGACGCTGTAATTTAGTGTTAAAACATATGGTAAAGCAGAAGT
+TAATAATAAAACTATGGATAAAGATTTCAGTAAACATCATAAAATCATTGCCAATTTTCGTGGTGAGGTA
+AACAAAAATAGTTTTGAAGCTAGTTATAGTGCTGTAACTGAGCACCTTAATAAAACTGAAAAGTTTTTGT
+TGAAAATGGAATTAAAACGCTTAGCGGGTGGTTGTGCGCGTTCCATTGATTTACGTGGCTTGGTCAATGG
+TGAATGTCAGTTATTTGACTTTCAAGGTCAAACTCATTTTTTGGACGATGTTGCTATTGCCACTTTCAAA
+GAAAATGTGGCGGTATATGGTAGTTATACTTTTGGCGTGTACGAATCAGTTAAAAATGCTAAAAATAGTT
+TTCGTAATATTTATCAAAATGAAAAGGTTACCCCTAGCGTCGTTGATAGTATTAATAACAATAATAAATC
+AGGAACAGAAAAGCTCCAATATCCAGCAAAACTAAATTTCTTAGCAAACTATCCCAACCGTGCTGAAGAG
+CGAATGAACTTTGCTATTCCTATCACCTTAACCGTACTGAATAAGCAACAGTTAGTGACAACCAGTATTG
+ATCTGAGTGTTAAGGGGATCAAGTTTAAACTGATTAATGATATTTCTTTATTTAAAGGTGATCAATTAAG
+CATCGCCTTTACTGGTTTAGAGCAAGAGTTTCAATTTAGTAAAGATGATTCGTTTTATTTTGAAGTTAAA
+AATGTCTTACGAGACTCAGGGACTCAACTTATAGGTTGTCTGCGTATAGATATTCCTGAAAATGATAGCT
+TTGAACGATTCTTAGTGGGTTATATTCAAGGAAATAAACGCCGTTATAAAATCAACTTAGATAACAGTCT
+AGCGGCATTACAGACGAGAAGCCTTGAACAATATGCACTAGTTAAATTAAATGAATTGATTATATTTATG
+CATAGTGCCAAAGGGGATATGAACAAAATTTCACCTCGCTATGCGCTAACTACCAAAAACAATCAAAAGT
+TATATCAATATTGGCACGATGAAAAAAAGCGCTCAGCATTGCATTACCTTATTAATGCTGAGCGACTAGC
+GCGTTTAAATGTTTTACAACAACAAGGTAAGAGTTTATTAGTCTTTAGCTTTATTCATCAACATAAAGGT
+GACAAGTTTTTCTATACGGTAGATGAAGAGCAACTTAAACATGATAATGCTTTTTTTATGCAGTTCTTAG
+CTTTTGCAGCGAGTAAAACTAGCTTTGCTATCACAGCGTTAAAGTCGCTGACGATAGATGCGGAACAAGC
+TTATTCGCCATTTACTTTATCTACTGCTCTGACTAAGCAGCAAAACTATTTAAATCCCCCACTAACTAAT
+GAAGTGAATGATATTCTTGCAGGTTTACCCTATGCAGTAACGGCAACTGATGTTACTGGTACTAGTGATT
+TTAGTGATTATCAAGCGCTAGGCTATGAGGGTATCGATCTTGATCGGCTTAAAAGTTTACGTCAAAAGCA
+TAATGATAAAGAAAGCCGTGTCGATGAAATAACCTTAAGTTATGGACATCAACGTCAAGAAGTTCGCTTT
+AAATACCAAACACCCGTTAGCATTGAGTCTGAAGCTTCAAATTGGTCTGGATTGTCGGCAGATTTTTCTG
+TTTCAGGGCTAAAAGTGGACTTAGAAAACCCCGCTGTGTTATCAAAGGGCGATATCGTTCATTTAAGCTT
+TCCAAAATTACAGAAAATAACCTCAGCTTTTGATCTAAAGCAGTTACCTTATAAGATCATGAGGATCAGT
+AAAGATAAAAAGGTGGTCAACCTGCGTGTGTCCGTTAAAGAGCATCAACATATAGGACGATCATTTTTTA
+AATTATTAATTGATAAGAACAAAAATAAATTAACCCCTGATGAGTATGCCATGCTAACACCTGGTTTATC
+AGGTGCACTAAGAACTTTGTATGCGGTGAATATGGAAATACCTACTGCGATGGTGCAATCAAGTGGTAGT
+CGCTATAAAGTAGAAAACTTAGTAGTAGGGACGCACGGTTATCAAAGCCATAAAAATTTATTATCAGCGA
+TGTTACGATTAAGTGATCGTCATGGTTATTATAATTTATACCCTCTGTTAGGGAATTTGCAGGTCAGTAA
+TTTAATCGATCAACATATGAAAAAACTAGTGGCGAGTGATACTGCCGTTAGTGAACTCATCTATATTGCT
+ATCGATGCAAGTATTACAGACATAGAAAAATCGGTAACAATAAAGCAAGTGAGTGAGCTTAATACGCCAC
+AGATGAGAAACTTTTTTATTAAAAACGCTTTGAAACAAGGTGACTTTTACAGCCTGCAATTGAAATTATC
+ACGTAGTGATGAGGCTCATATGGAACATTTAAACCCAGAGCTGGCGTATATCGGCTCTTATGCTATACAT
+CGTGGTAAACAACTTGAGCAAGATATCTATAGTGTTGCGGGGTTAGTTCAGCTAATTGATGTCACACAAG
+AAACATTACTGAGATATAAGCTGACTCAATAAGTTTTTTGCTATTTGTTGCAGTTGAAAATTTCAGTGTA
+AAACTAAACCTGATTGTTATTATTTACCCGCACTATTTCAATATGTCTGAATTTACCTATTGAAATAGAG
+CGAATATAGATTGTGTTCAGCCTTCTAAAACTTTAGATGACATGATAAAAACTACGCTAACCAGTGTAAC
+AGGCAATCTAAACCTTGCTCGTTTATGCTGCTATCAGCTTGAGCTAATACAATAGGTTTAGCATGGAAAG
+CAACACCAAAGCTTGCCGCAGCCATCATCACTAAATCATTGGCACCATCACCCATCGCAACGGTTTGATT
+TACTGGTATTTGATACTCTTTACTTAAAATGGCTAAAGAATCCGCTTTTACTTGCGCATCAACCACGCTA
+CCTAAAACCTTACCGGTGAGTTTTCCATCAATAATTTCAAGGGTGTTGGCAAAAGCAGCATCTAAGTTTA
+AGGTTTCTTTTAGATGATCGGCAAAATAAGTAAAACCACCAGAAGCAATAGCAATACGCCAATTGTGCTT
+TTTAAGCTCAACAATGAGTGGTTTTAATCCAGCCATTAAGGGAATGTTTTTTGCTACATCACTTAATATA
+CTTTCCGGTGACTCTGCTAATGTTGCTACACGTTGATGCAGACTTTGTGCAAAATCGAGTTCACCCAACA
+TGGCGCGCTCTGTTACTTCAGCGACTTCTTCACCAACGCCCGCTAGCTTAGCTATTTCATCAATACACTC
+AATTTCTATGGTGGTTGAGTCCATATCCATCACTAATAATCCAGGCACTGCTAATTTAGGTACCTGTGTT
+AATAAAGCGGCTTCAATTTTATTCGCTAAAGCGAAGTCAGCTACTGCTTTACGGGTTTTGATAAAGTCAG
+CACAGTTCACTTGAAAACGACAACTCGTTTGATTATTACGGTGATTAATCGTAGTGAGCGTTATGATTTC
+AAGCTGAGCATCGTTTTGCAATGCTAACAGCTGCGACAGTGGAAGTTGTTGGAATACAACCAACTCTATC
+TGCTCTTCTGTTGCCGGTTCACTTAATATATTATCAGCTAAAGTAACTGCTTTTTCAGACAAACTAAAAG
+CGATAGGTAGTTGTTGATTTTGTAAATTATTGGCTAAATACTGTTCAAGTGAAAGGGGTAATATAGTGGT
+AATAAAAGACACGTTAACTCTCTTGGGTATGTTCTAAAATTAATAAACTTCACATCAGTTAATAATCTAA
+CTATAGTGGCACTATCGATGCGCTAAAATGTCACCAGTGTTCTTATGAAGCAAGCCGAACAGCCTTTATA
+CCCTAAATTATCCTCGATTTATAATAAAATCCTGCAATTAGCTAGTGCAATTTTGCTTATCATAGTACTG
+ATGAGTCTCTGGCAGTCAACCGGAGAGAGAAATAGTGATAACTTAACGGCGCACTTTAATTATATTGCTA
+AGCAGCAACTTCAACAGGCGATTGCGGGGGTTGCGGTTATTCTTGAGCAATCACATGAAAGTAAAGTAGA
+TCAAGATGCGTTTTTACAACGTTATCTTGATGGTTTAACAAAAGTTAACTTTGTTAAACAAGCCCATTTA
+TATGATGCTACAGGGCTATTAGTCGTATCGAGTGCTTCGGTGGAAAAAGATAAGCAGGGTAATGAACTCG
+CTCCGCCTAGTGCAAAGAGTATTAACGACCTTTACGGAATTTCTCCTCATCAACGCAATGTAACAGATAC
+CTTAACGCCTTTTGTTGAAGAAATACGTCAAACAGACTCAAGCAGTTACAATCTACATGGTTATCTTCGA
+TTTACTATCGAGCAATCTTATTTAACTGATATTTTAGCTAAAGCGGATGAAGAACAACAGTCTTTACAAC
+GCTTAATGTTGTTATTAGCAGGCGTCGTAGGGTTCCTACTTACTCGGGGGTTAAATCGTTTTAGCAGGCG
+CGGATATCGTTTAGATTCTGAGTCTAAAACAGACTAATACATTTCATTTAAGTGAAAAATATCTGATTGA
+TGTTATGTTCAAGCTGATTTGCTATCTCCTCTGAACTTTCAGGGCGTATGGTTGATAACACTTCAAAAAT
+TTTTATTAGATTTACTGGGGAGTTAGTTGGAGAGCTAACTACCGTCTCAAGCTTTTCTTGTTCCGTACCC
+TCATTATTTGTCAGAACTTCTTCACCTGTCACTTCTCGACTTAACGGCATCGATGGCGCATCAGTTTCTA
+AAGCTAAACTCTCTAAGGGAAGGCGCTTGAGGGTATTGATGGTTTTTTTAGCACGAGAATAAGTAATAGT
+ACTACCGACACCGAGTTTAAAACCTAAATCAATATACCCCATAGCTTGTTGATAACTACCTGAGAATCCA
+TGAATGATGCCTTTTCTTTCTAACTGATATTTTTTCAGGAACGGCATTATTTTATCGTGAGATTGCCTGT
+GATGTATTATTACCGGTAGGTTTTGCTGTTTAGCGAGATTGAGTTGAAAATCAAAAAAATGCTGTTGATG
+ATGCAAGTTATCTTCAGGGGTTTGTCCATGGTTTACGGCTTGTTTGGCAATAGCGCCGTCAATGCCAATC
+TCTCCTACGGCAATTATCTCGTTTCGCGACTTAATTACTAACTCACTTAATGTTTGAAGGTGAGAGTCAT
+TAAGGGCTTGTAAAAACCACGGATGAATACCTAAGCAAGGGTAAATCTTAATCGGATTAGTGTTGGTGAT
+ATTACTAAGGTTATCACGGCAGCGCTTTGCTAGATTAAGGACTTGAGTGAAGTTGTCAGGCGCAATAGAG
+GGCACGATTATACGGTTAATTGCAAGTTGCTGACATTGGGCTAATAAAGCGGGTAGTTGCTCACTAAAAG
+CAATATCATCAAGGTGGCAATGGCTATCGGTAAACTGCATCATTGCCCCTTTGATTATTTATTATTGAGA
+GTTAACTATTAAGAATAGGACTTCTATTCTTGAACACTAAACCTTTCCGTCGTCATGCTCTGGGTGTTTT
+AATTGAGCATCCATTTTGATTACTGGACTCCCGATCTTACATTACTTGAATGACGTAAGAGTTAAGATAA
+CAAACTCCGTTTATTGTAATTTATTTCTAGTAAACGTTAGTGGAAGGAAAAAAACGAAGCTGACGAATGT
+CAGTGAGTATTTTTTGACGCTCCAATCACGTTTACTAGGGTAAATTTACATACGTTCCATTGTTTCAATG
+CCTAATATATCTAACCCTTGTTTTAAGGTATCAGCAACAACGTTACATAACGCTAGACGTGAAGCTTTAA
+CTTCACCGCTAATGCCTTCTTTAAGAATAGGACAGGCTTCATAAAAACTCATGTAGAGGCTGGCTAATTC
+ATAAAGGTAGTTACATAACAAATTAGGTGTACATTCACTGATGACTGCATCAACCACATCTTCAAGTTGT
+AATAACTTTAATGCTAAAGCTTTTTCTTGTGGCTCGATTATGTTGATAACCGCATCATTTTTAACTGTGC
+CAGCTTTAGAAAAGATACTTTGAATACGAGAGTAAGCATATTGTAAATAAGGTGCAGTAGCGCCTTCAAA
+GCTCAACATCGTTTTCCAGTCGAAAATATAATCACTGGTACGATTTTTTGATAAATCGGCAAACTTAACT
+GCGCCTATGCCTACTTTCTTAGATATTTCAGTTAGATCAGTATCAGTAATATCTGGATTTTTCTCTTTGA
+TTAATGCCGCAGCACGCACGATAGATTCATCAAGTAATTCAGCTAACTTGATAGTACCGCCAGTACGGGT
+TTTAAATGGCTTGCCATCATCACCCATCATCATGCCAAATGGGCAATGTTGGTAACCGACATTTTCAGGT
+AATAAGCCAGCTTTACGCGCAACAATTTCAACTTGTTTAAAGTGTAATGCTTGACGAGCATCAGTAAAAA
+TAATAATGCGATTGGCTGCTAGTTTACCACTGCGGTAACGACATGCAGACAAATCTGTTGTTGCGTATAA
+GAAACCGCCACCCGATTTTTGTACGATAAATACTGGTGCTTCACCATCTTTGTTAGCCATTTCATTAATA
+AAAACAACTTTAGCGCCTTGACTCTCTTCCGCTATTTTTTTCGCCATAAGCTCATCAACAACAGTAGATA
+AATCGTCGTTATAAGCGCTTTCGCCCATAATATCAGAGCGTTTTAATGACACATTTAATTTAGCGTAAAT
+TTCTTCACTGTGCGTGATTGAAATATCAATAAACTGTTGCCATAACTTGGCACAAGCTTCATCACCACTT
+TGCAGTTTAACTACATCAGCACGTGCTCTATCAGCAAAACCTTCTTCGTTATCAAAGCGTACTTTTGCTT
+CACGGTAAAAATTTTCTAAATCGGCAAGGGCAGTTTCAGCAACTTCATCACTGGCAAGTTTATCGCTTAA
+GTGTGCGATTAACATACCAAATTGCGTACCCCAATCACCCATGTGGTTTTGACGAATAACTTTGTCACCA
+CGAAATTCTAATGCACGTACAACAGCATCACCAATGATGGTTGAACGTAAGTGACCAACATGCATTTCTT
+TGGCAAGGTTAGGCGCTGAATAATCAACAACGACTGTTTGCGATTCATCACCAGGGGTTGTGCCGCGTTG
+TGCTACGCCAATAAAGTCATCTTGAGCAACTTCATTTAGTTGCGCCGCTAACCAGCTTTCATCTAAATGA
+ATATTAATAAAACCAGGGCCGGCTAATTCAATTTTGCTAGCGATGCCGTCTAAGTCTAGTTCGGCAACAA
+CCTTGGTTGCTAACTCACGGGGATTGGTTTTTAGTTTTTTTGCTGCGCCCATCACACCATTAGCTTGGTA
+ATCACCAAACTGAGGACGGTTAGATAAGCTAATTGCAGGATTAGTACCTTCAGGTAAGCCAGCAGCAACC
+ATAGCTGCACTGACTCTTTCGCTTAATATGTTCTTAATATTCATTGTAATAGACTCTTTATCATTGTTAT
+TTGGCTCAATCTTGGCATCAATGATACTCACATGCGCTGCATGCTCCGTGTCATTTCTTTAACCTTGAAC
+CAACTAACTGCGATAAAGAAGCTATTACGCAGTTAGTGAAATTTATTTTTTAAGTTCTGCTTCATTATTA
+AAATAATCAGCAAAATATTTTTAATCTTTATTTACGATTTAATTCTGTTTGGTTAACTAGTTCGTTTATT
+TTACAAGGCGCTTGATCATTTTTATAAGGGAGCTTAGTACACTAAGTGACAGCATAAAAATTATCAAGCA
+ACACCGAAAAATGACGAACTAGGACACCAAACTAGTGTTCACGAGTCGAGTGGAACACGATATCAGGATT
+TCGCTCTTGTGCTAGCGATAAGTTAACCATCGTTGGTGCGATATAGGTTAAGTTATTACCACCATCTAAG
+GCTAAGTAATCACCCGATTTCTTTTTAAATTGCTCTAAAGTACGTTCATCATCACAAGTACACCAACGCG
+CGGTAGCAACACTAATAGCTTCGTAAATTGCATCAACTTTGTATTCAGTTTTTAATCGCTGCACAACAAC
+TTCAAACTGCAATACACCAACAGCACCAACAATCATATCGTTGTTAATGAAAGGTCTAAATACTTGTACA
+GCACCTTCTTCAGATAACTGAATCAAACCTTTCTGTAGCTGCTTAGCTTTCAATGGATCACGAAGGCGAA
+TACGACGGAACATTTCCGGTGCGAAGTTAGGAATGCCGCTAAACTTCATCATTTCACCGGCAGTGAAAGT
+ATCACCTATTTGAATACTACCGTGGTTGTGTAAACCAATAATATCGCCAGCAAAGGCTTCTTCAACGTTT
+GAACGATCACCAGCCATAAAGGTTACCGCATCGGCAATTTTTACATCTTTAGCAAGACGAACTTGTTTCA
+TTTTCATGCCTTTCTCATACTTACCAGAGCAAATACGCATGAAGGCGATACGGTCACGATGTTTTGGATC
+CATATTGGCTTGAATTTTAAAGACAAAACCAGAAAATTTTTCTTCTTCAGCAGTCACTTCACGTAAATCT
+GTTTTGCGAGGTAGTGGCTTAGGTGCCCATTTAGTCAGACCATCAAGCATATGATCTACACCAAAGTTTC
+CTAATGCAGTACCGAAAAATACTGGCGTTAATTCACCTTTTAAGAACTCTTCTAAATTAAAGTCATGAGA
+CGCGCCGGAAACAAGCTCTAATTCTTCTCGTAAATCATCAGCATAGTTACCAATTATTTTATCAAGTTCG
+GGGTTATTAAGACCTTTAATAACACGCTTTTCTTGAATCATGTGGCCTAGGCCAGATTGATACAAAGTAA
+TTTCGTCATCAAGAATATGATAAATGCCTTTAAATTCTTTACCCATGCCTATTGGCCAGGTAATAGCAGC
+ACACTTGATTTTTAATACTTCTTCAACTTCATCCATGACTTCCATTGGATCACGTACATCGCGGTCCATT
+TTGTTCATGAAGGTAATAATTGGCGTATCGCGAAGACGAGTAACTTCCATTAATTTAACGGTACGTGCTT
+CAACACCTTTAGCAACGTCAATTACCATCAAACATGAATCAACCGCAGTAAGCGTACGGTAGGTATCTTC
+CGAGAAATCTTCATGACCAGGGGTATCAAGTAAGTTTACTAAACAGTCATTGTAAGGAAATTGCATTACC
+GAGGTAGTAATTGAGATACCACGCTCTTTTTCCATTTCCATCCAGTCAGATTTCGCGTGTTGACCTGATT
+TTTTACCTTTTACCGTACCGGCTCTTTGTAAGGCTTGACCAAACAAAAGTACTTTTTCGGTGATGGTGGT
+TTTACCCGCATCAGGGTGAGAAATTATGGCAAAGGTGCGACGTAAATCGACTTGCTGTTGCTGTACAGAC
+ATGCAAATTACCTGTTAAGTAAATAGTAGAGAAGTGACTTTAGTACTTGGCTTAGTACAGCGCTTCTCAT
+TATTATTAAAAATTGCGCGCATTGTACCATTAAAGGGCGTGTTGTTTAAGTTCGTCTTATTCTTTTATGA
+TGTTTTTTATAACGGAAGAAATAATGATGCATTATCACGGGTCGGGTGATCGAGGGGTGATGGATGGCGT
+AGTGAATATAACGAATTATAAATCGAGATAAAGACTGAGGTTACAGTAACGTTAGCTGCTTGTTATTGAA
+TTCTTAAAAAGAATAATTCAGCTGAGGTTAGGTCAAAAATTAATTAAACAAACTTGAAATGAATTGGGAT
+TCTTTTTGCTCTAATAAAGGCGCTTGAACCTTAATTATTTCTCGATGGTCAGTATTGTTGTATTGTTGAG
+TTACTTGACTCGATAATAATGCGAAAGCTTGTTGCTGGCTTAAACCGGTAAGCTGGCTAATTTTTCTCAG
+CGCATCATTGACAATAAGGCTTGTGACACCTTCATTAGACAGCAGGCTATCTGTTGTGTGGGTTATCTTA
+GTAAACATTTTGCTCTCCTTAATTAGGTGTAAGAAATACTGTAAAAACCTTATTGCGGTTCTTGTTCAGT
+ATCTTAACTAAAGGAGAGCGATTAACTAGCTACTTTACGTATTCAAGTGTTGTTATTTGTTAACGGGCTG
+GCTGGTTTGATGCAGTAAAGAGGACTAATCGTTATTAATGAATGAACGAACTAATTAATTACTTACAAGC
+CAATGACATGACAATGGCATCTTCATAACCAAAACCAGTGCTACTTGGATAGTAACCTGTGCGGCGATTG
+ATTTCGATAAAACCCGCGTTCATGTAAAGCATTTGTGCTGCGATATTTTTTGCACGAACTTCTAAAAATA
+CCTTGGTGGTACCGAGCTTTTTAGCTTGAGCTAAAAATTGGTTTAGTAATACTTTTCCGTAACCTTTACC
+TTGCTCAGTAGGATTTACACAAATGTCCATCAGTGTCGCTTCACCGAGCACATATTCACCAATATAAAAA
+CCAATAGCATGATTGTCGGGTATTTCTGTTGCTGCGTTTTGAGCAAAATTAATAGCTAGTTTTTCGCCGA
+AATAACGACCACCAATACAACTTAAAAAAGTTTTCTCACTCCAAGGGTGTGAATGACAAGCGAGCTCTAT
+TGGCATTAACGTATCTAGGTCAATGCGCGCTATTTCAGTAAAGTGGTTTGTTTTAGATTTTGTTCCATTA
+CTCATTGGGTTTGCCAACTCATTGTGTTTGCTTAGTCAATAATTGCCATAATTGCTTTTTAAGCGCAGGC
+GATTTTGAAAGTTCAGTGATAGGTGGAGTGAACAGCTGTTGCTCGACCCATTTGATTCCATTTTGTGATG
+ATGTTGCTGTGAAATACCAGTTAAAAAGCCCTAAATCTAGGTGATCACTTTGATGATTTATTTCACCGAT
+ACTTAAACCTATGGCTAATAAAATGTCATTGAATAGTTGCTGACTAGCTAAATACTTTAAATCGATATCA
+ATATAGTGTTCGGGCTGAGCTTGAACGGTGTCTTTTGGCGTATCACAGGTACGATGCTGCCAAAGGCTGA
+TACCCATTTCAGAGAGTTGCTCAAATTGATGTTGATTAATGCTCATCGGTGATGGCTTATTTGCTCTAGA
+TTTAAGGGTAAATATAATGACAGAATTTGCAACAGACTAAAAGTAGATAAATTCATAGGAATAATAAAAT
+ATGAACTAAGTGTTATTTTGTTCAATAGGTTATAAATATCTACAAAGAGTTGACTTAGATTTTATGAAGA
+GAATATTTAAATAATACAGAAAAAACAAGAAGAAAATGGCAGGGGTGGAGAGACTCGAACTCCCAACCAT
+CGGTTTTGGAGACCGCTGTTCTACCAATTGGAACTACACCCCTGCAACAGATTCGAATTATACTGATGCG
+CAGGCAAAGGTAAAGAGTAAAGGTGATTTTTTTTTGTATTTAGTGTTTGTTCGACTGTTTTATCAACAAA
+GTGCTAGTAAACTAGCCTGTTCTATTTAGTGAAGTTTGATAGCTAGGTAAAATTGACCAAGTTCACTCTT
+TATCTCAAATGACTAAACTTGGTTATTATTTACCTAAAATGGTAACGGGTATAGATGGAATACCAACATT
+TTTTACTTATGCCGGTACACTTACTCGTTAATTTCAGCTGCTGTTTATCTTTTAATGCTACCAAAACTTA
+AATTACAAAAGCGATATTTATCAGGATAAGGAAAAACATCTTTATAAATACCATTGGCGACATCTTGTTG
+GCATTGTTGCCAATATGCCGCTGTTAATAAATCTTCGTGGTGTATTTTAAATGCTTTGAGGTAACTTGGA
+TTTGCGAGTGCAAACGTAGCGAGCTCCTCTGGGAACATATCTCCAGGCATTACGCTATACCAAGGTTCAG
+CCGCATATAATTGTTCTTCAGTCACCGCTTTAGGTTTTACTCTAAAGTTGATTTCATTCATATAAGCTAT
+TTCGTCATAATCATAAAAAATCACCCGTCCATGGCGTGTCACACCAAAGTTTTTGAGTAACATGTCGCCA
+GGAAAAATATCTGCGGAGATTAGCTGTTTAATGGCTTGACCATAGCCGAATAAGGCGTCATCAATTTTTT
+GCTGTGCTTTATTTTTAAGGGCATCCATTAGGTATAAATTAAGTGGCACCATTCGGCGCTCTATATATAA
+ATGCTCAATAATAATAAGAGCTTCTTCGCCTTCACCTTCATAGCGAATGATTGATGGTGCTACTTTTTGA
+AGTTCAGCCAAAAGCTCATCGTTAAAACGCGACTTAGGAAAGGCTACTTCTGAATATTCCATAGTATCGG
+CCATCCGACCGACTCTATCGTGTAACTTAACTAAACGATATTTTCCTTTTACATCTTTTTTGGTTATGTT
+TTTACTGGGTGAAAACTTATCTTTGATGATTTTAAAAACATAAGGGTATGAGGGCAGCGTAAATACAGAC
+ATCACCATACCTTTAATACCAGCAGCTAATTCAAATTGGTCATCACTGCTATCGAGGTGGTTGAGAAAAT
+CTCGATAAAACTGTGTTTTTCCTTGTTTATGAAATCCAATAGCAGAATATAAATCAGCTTTGGTTTTATG
+GGGCATTAGCCCTTGTAAGAAGTTAACCAGCGCATAAGGATGTTCACAGTCAACAAAAAAGTAAGCGCGA
+GCAAAACCAAAAACAACCGCCATACTTTCACTACTGGTGAGTAATGCATCTATATACAAACCACCCTTTT
+CATTATTAAGCACCGCAATAATAAATGGTGTTTCTCCCGCTGGCGATAATACCCGGCCAATGAGGTAAGC
+ACCTTTATTTCGATAAAAGGTAAAGTTAAGAATATCAAACTTCAAATCTTCTAATTTAACACGGGTTTTA
+TGTGCTTTTCGGCGAAAAGTATTAATAAGCGCATCAACATCACGATCGAGATCTTCAAATGGGATCACCG
+TTCTATGACTATTCATAATGTCACAAATCGTTTGTTTTAAGCCAAGTTCTTTTGGCTGATAAGAAGTATA
+GATTTCCGGCTGTGTTTTATCATCAAGTCGGTGCGCGGTACTCTCGACATAGATATAATCGTTGTGATAA
+TACTTACGCTCGAATAAGTGACAAAAAACCGAGTTATAAAAGGTTTCAGCTAATTCTGGTTGTTTATGAT
+TGATTAATAAATCAGAGTAGACGGCTTTAACTCGTTGCCATAACGCATCATCAAGCGAGCTAATATTAAA
+GTCTTCTTTTATATCGTTGAATGTTTCTTTTACACGTTCGTCATAAAAATTGGTTCTTGCCCTAGCAGAG
+CGATGAATTTCATTCCATTGACATTGTTGAAATCGATTTCGGGCAGATTGAGTAATTTCGGTAAAAATTG
+CAAAATGGCGTTCAAAACCATTAATAATTGTATTGGCTATAGTAAGCGCAAGTTCATCTTTCATAGGGCA
+ATTAACTCTTTAGTCGATTTAAGTAAGGGCGTGTCAGCACAGCTTATTTACCAACATACACTAAAAGCTC
+AATTACAGAGATAATTTTCCTAAATACTGGCTATAACAAGCAATAATGTTGTTTCAACACAAGATTGTTC
+TCTGATCTTGACTCTTAAGTTTTAAAAGTGGCGAATTAACTTGCTATCAATGGCGTGCAGCTCTAAAATT
+ACGCTTTTTTTAAAGCAGAAAAATAGCCAATATCATGCGTGTTTCAGACTTTTCCTTTGATTTACCCGAA
+GCCCTTATTGCTCGATACCCAAAAGCTGAGCGTACTGCTAGTCGTTTAATGACCTTAAATGGCAACTCAG
+GCGCTATAACCGATGGTGTTTTTACCGATATTGTCGCGCAATTGAACTCAGGTGATTTGCTGGTTTTTAA
+TAATACCAGAGTGATCCCTGCCAGAATGTTTGGTCAAAAAGCCAGTGGTGGAAAAATTGAGGTGCTGGTT
+GAGCGTGTTATCGACCAAAACACAGCTCTGGCTCATATTCGTGCGAGTAAGTCTCCTAAAGTTGGCAACG
+AACTTTTCTTAGGTAATGAAGACAGTGACGTTAAAGTTAAAGCGACTATGGTGGCGCGCCATGGTGCACT
+TTTTGAATTAAAATTTAACAGTGACGAGTCAGTGTTAACTATATTAGACAAAATAGGGCATATGCCACTA
+CCACCTTATATAGATAGACCAGATGAAGACAGTGATAAAGAACGTTATCAAACTGTTTACAATGAAAAGC
+CCGGCGCGGTTGCTGCTCCAACAGCAGGTTTACATTTTGATGAAGCTTTATTAGAAAGAATTAAGGCCAA
+AGGCGTTGAACTGGCATTTGTTACATTGCATGTCGGTGCAGGGACTTTTCAACCAGTTAAGGTAGATGAA
+ATTGCTGATCATATTATGCACGCTGAGTATGTTGAAGTATCAGATGAAGTTGTTGCCCAAATAGCCAAAA
+CGAAAGCCGCTGGCGGAAGAGTTGTTGCGGTTGGAACAACCTCTGTTCGCTCACTTGAGAGTGCAGCAAA
+AGCAGCACTGGATAAAAACAAACCATTAAGTGCTTTTTATGGTGATACCGATATATTCATCACCCCAGGT
+TGTCAATTTCAAATCATTGATGCTTTAGTAACTAATTTTCACTTATCTGAGTCAACCTTACTTATGTTAG
+TGAGTGCATTTTCTGGCTATGACCATATTATGTCTGCTTATCAACATGCGATAAGCCAAGAATACCGATT
+TTTTAGTTATGGTGATGCTATGTTCCTTACGAAACAAGAGCTAATTAAGCAAGATACGCCGTAAACGTTA
+TAGAAAAAATACTATTTATTAAACCAACACCGCCAGCCTGTTTAGCTAGTAGGTGAGAGAGAAAATTTAT
+GACTGAAACAGTAAAAAATAAAATGAAATATGAACTAATCACCACTGATGGTAAAGCCCGTCGTGGTCGA
+TTAACGTTTGACCGTGGTGTGGTGGAAACCCCAGCATTCATGCCTGTGGGTACGTATGGTACGGTCAAAG
+GCATGAAAGCTGAAGAAGTAGAGGCTACTGGTGCTCATATCATTTTGGGTAATACCTTTCACTTAATGTT
+ACGTCCAGGTACCGATATTATTGAGCAGCATGGTGGTTTGCATGACTTTATGAATTGGAATGGACCGATT
+TTAACCGACTCTGGCGGCTTTCAAGTCTTTAGTTTAGGGAAAATGAGTAAAATCACCGAAGAAGGTGTTC
+GTTTTAGCTCACCCGTTAATGGTGAAAAAATTATGCTGACCCCTGAACGTTCAATGGAAGTTCAGCGTAG
+TTTAAATTCTGATATAGTGATGATTTTTGATGAATGTACGCCATACCCAGCGAGCCATAAAGAATCTAAA
+GATTCAATGGAGCTCTCGCTTCGTTGGGCACAGCGTTCAAAGGATGCTCACGGCGACAGCCCGAACGCAT
+TGTTTGGTATTGTTCAAGGTGGCATGTATGAAGACTTACGTGAAGTATCAGTTGCCGGCTTAAAAGCAAT
+TGAGTTTGATGGTTACGCTATTGGTGGTTTGTCAGTAGGTGAGCCCAAAGAAGATATGGTTCGAATATTA
+GATCATACCGCACCCTTGATACCTAAAAATAAGCCCCGATATCTGATGGGAGTAGGTAAACCGGAAGATT
+TAGTTGAAGGTGTACGCCGTGGTATCGATATGTTTGATTGTGTGATGCCTACACGTAATGCCCGCAATGG
+TCATTTATTTGTGAATACGGGTGTTATTAAGATCAGAAATGCTGCCCATAAAACAGATGTTGCACCACTA
+GATGATACTTGTGATTGTTATACCTGTAAGAATTACTCACGTGCTTATTTACATCATTTAGACAAGTGTA
+AAGAAATACTGGGTTCGCAATTAAATACCTTACATAACCTTCATTTTTATCAAAAAGTGATGCAAGGTTT
+GCGTGATGCCATTGAGCAAGGTAAATTAGACGCCTTTGTAGAAGAATTTTACGCTTTACGTGGTTTACCT
+GTGCCGCCATTAGCAGAAGGTAGTAAGCAAGTTTAGCTTTCATTAATTGAAAGGTTTTGTTAAATCTAGT
+GGCTTAGTGTTTTGAAGGGCTTTCATTTAATTGAAAGGAAAATGCACGGAGCTGACGTTAGTCAGTGAGT
+ATCTTTGACATATCAATTGGGCGAAAGAGCAATAAAATACAAAGTCACTAACTAATTTATAATTAAAAAT
+AAGAAGTAGAGAAATATATGAGTTTATTTATCAGTACAGCACACGCCGCAGCAGCACCAGCAACAGCCGG
+TGGCGGAATGGAAATGATCATTATGCTAGCCGTTTTTGGTTTAGTGTTTTTCTTCATGATCTATCGTCCA
+CAAGCTAAACGTGTAAAAGAGCACAAAGGTTTAATGTCTTCATTAGGTAAAGGCGATGAAGTCTTAACAC
+AAGGCGGTATTGTTGGCAAAATCGTTAAAGTATCTGATGAGAAAGATTTTATCGTTGTTAGTATTAGCGA
+AGGCACTGAAGTTACAGTACAAAAAAGCGCCATAAACGCAGTACTTCCAAAAGGCACAATGAAATCATTG
+TAGCAGCTTATCTCATTGCCAATTAATACAGTAACTGCATCGGAAATACTCATTGACATGCGTCAACTGC
+GTGTTTCTTTTTTGTTACTGTATTAACTGGCTGCGAGCTTAACACTACAGTAACTATTGTTAGCTAAAGC
+CTATCAATTGTTAAGTAGAGTGAACAGCTTGTTCGCGCAAAAAGAAATAAATAAAAAGGACACATTGTGT
+TAAACAAATACCCTTTATGGAAGACACTAATGGTGGCAATGATTGTCGCTATAGGTGCGCTCTATGCCAC
+ACCAATGCTATACGGCGAATCACCTGCAGTGCAAGTTTCAGGCTTACGCGGTGTTGAAGCAAATGCTGCT
+ACGCTTGATAGTATCAAAGCACAATTAGAAGAAAGTAACCTAAGCTTTGCTAGTATTGCTTTAGAGAATG
+GACAAGTATTAACACGTTTTAATAATACTGAAGATCAACTTAAAGCGCGTGATGTATTAGATGATAATTT
+AGGTAAACAGTTTTCAGTTGCTTTAAATTTAACGCCTAATACTCCAAGCTGGCTAGCAGCAATTGGCGGA
+AAGCCAATGAAGTTAGGTTTAGATTTAAGTGGTGGTGTTAGCTTCTTGATGGAAGTGAACATGAAAGAGG
+CCATCAATAAAGCTAAAATAGGTATGGTGAGTGATTTTCGCGGTGATTTACGCAATGAAAAAATTCGCTA
+CCGCAGTGTTAAAGAAGTTAATAATTCTGTAGTCGTTGTTTTTAGAAAAATTGAAGACTTAGAAGCGGGA
+CAATCATTACTGAAACAGCGTTACCGTGATTTGCTGCTAAGTACTGATGACGATACGCTAACGCTAACAG
+CAAAAATGACGGAGCCAAAGCTTAAAGAAATTCGTGAATATGCTTTACAGCAAAACATCACTATTATTCG
+AAATCGTGTCAATGAGTTAGGGGTTGCCGAGCCGCTTGTTCAACGCCAAGGCAAAAAACACATCGTTATC
+GAATTACCAGGTGTTCAAGACACTGCCAAAGCGAAAGAAATCCTTAATGCTACCGCAACCATTGAATTTA
+GATTAGTCGATACCGAAGGTGACTTGTCTAATGCATTAAATGGTCGTATTCCAGCAAACTCTATTTTGTT
+AACAGATAAAGACGGTAGACCAAGCTTATTGAAAAAACGCATCATGTTAACCGGTGATCACATCACTGAT
+GCTAAATCAGGCTTTGATGAGTACTCTCGACCACAAGTGAATATTTCACTTGATAGTGCTGGAGGCTCTA
+AAATGTCTAGTGGTACCAAAAGTAATATTGGTAAACCAATGGCAACGGTATTTATTGAATATAAAGCGAC
+TGACAAAAAAGATGCTGAAGGCAACATCATTTTTGAAAAACAACAAGAAATCATCTCTGTTGCAACTATT
+CAATCACGTTTAGGTAAAACCTTCCGTATTACTGGAGCAGGTAGTGCTGCTGAAGCGCATAACCTAGCAT
+TATTATTACGTGCAGGGGCTTTGATTGCACCAATCACCATCGTAGAAGAGCGAACTGTAGGGCCTACATT
+AGGAGCTGAAAACGTAAGACTTGGTTTCGAAGCTATCTTAATGGGCTTTGGTTTAGTGTTTATCTTTATG
+ATGATTTATTACCGTGCCTTTGGTGTGGTGGCTAACCTTGCTCTAGGTGCAAACTTAGTGTTGATTGTTG
+GTGTTATGTCGATGATTCCTGGCGCTACTTTAACATTACCGGGTATGGCTGGTATCGTATTAACAGTTGG
+TATGGCGGTCGATGCTAACGTGCTTATTTTTGAACGTATTCGTGAAGAAATACGTGAAGGTAAAACGATT
+CAACAATCAATTCATCAAGGTTATGATGCAGCATTTTCAACGATTATTGATGCCAACATCACTACCTTAA
+TTGCAGCGTTAATTCTGTTTGCAATTGGTACTGGACCTGTGAAAGGTTTTGCCGTGACGTTATCTATTGG
+TATTATTACTTCAATGTTTACCTCGGTTGTTGGTACTCGTGCCGTAGTTAACGCTATTTGGGGCGGTAAA
+CGCCTTGAAAAGCTTCCGATATAAAGAAGGCAGGAATTAAAATTATGCAAATTTTACAATTAAAAGAAAC
+TGTCAACTTTATGAGCTATCGCAAGATAGCCTTAGTATTTAGCGCCTTATTAATGATTGCTTCAATCTTC
+TCTCTAGCCACTAATAAACTGAACTTTGGTTTAGATTTTACTGGCGGTACTTTGATTGAAGTTGGTTTTC
+AAGAAGCAGCAGATTTAGAAAAGCTTCGTTTAGTGATGAAAACTAATGGCTTTGCTGATGCGAAAGTGCA
+ATTTTATGGTAGTAGCCGTGATGTTGTGATTCGTTTAGGTTTACGTGATGACGTTAAAGCTGAAATGCTT
+GGCAATGAAGTACTTGATGTCTTACAAGGAGCGACTGGCCAAACGGTTGATATGCGTCGTATTGAGTTTG
+TTGGCGCAAGCGTTGGTGATGAGTTAGCAGAGCAGGGTGGTTTAGCTATGCTAACAGCGCTGATCTGTAT
+TTTGATTTACGTTGCTTTTCGATTTGAATGGCGCTTTGCTGTAGGCTCAGTGGTAGCGTTATTTCACGAT
+GTATTATTAACACTTGGTTTGTTTTCAATTTTACAACTAGAGTTTGATTTAACTGTACTTGCAGCGATAT
+TAGCTGTGATAGGTTACTCACTTAACGATACTATTGTTGTTTCAGACCGTATTCGTGAAAACTTTAGAAA
+AGTGCGCAACAGTGAAGCTGAAGAAATAATTAATATCTCTTTAACGCAAACATTAAGTCGAACTTTTATT
+ACCTCAATTACCACACTATTAGTTCTAGCTGCTTTGTTCTTTCAAGGTGGAGCACTGATTCATGGTTTTG
+CCACGGCATTATTATTCGGTGTTTTTGTTGGTACTTACTCTTCAATTTATGTTGCTAGTTTAGTGGCATT
+ATCTCTAGGTATTTCAAAAGAAGATTTAATACCTGAAGTCATTGAAAAAGAAGGTGCAGATCAAGAAGCT
+ATGATGCCTTAAGTATTGTAAGTAATTTTGATATAAAAAAGCCGAGTAACGAAAGTTACTCGGCTTTTTT
+TTTATGGTGTTTATGGCTTTTATTTTATCTGCAAAGTGGCGCTATATACTCCACTTTGCAGTAAATATCT
+TGGCGTGGTAATAGACTTGGTATTAACCTTGCTGTATGCTGCACGGCCTTCCATGCTGCCAACATTTTCA
+TTAGCGCTGTCAGTATTTGCTTGATATTTTTTAAAGAGATTTCTTATGAGTGATACCCCAACCAAGTTTA
+CTGATTTAGGCTTATCAGAAGCATTACTAAAAGCAGTACGTGATAAGGGCTATGAAACACCTTCTCCTAT
+TCAAGCCCAAGCGATCCCAGCAGTTATTTCTGGTCGTGATGTCATGGCAGCCGCACAAACAGGTACGGGT
+AAAACGGCAGGGTTTACTTTGCCATTATTACAGCGCCTTTCTAGCAGTAAAGGTAACAAGGTTTCATCTA
+ACAACGTAAGAGCGCTAATATTAACGCCTACTCGCGAGTTAGCTGCACAAATAAGCGAGAGCATTGAGGT
+TTACGGTAAGTATTTAAACTTACACTCAATGGTTGTTTTTGGTGGTGTTAAAATTAATCCACAAATAGCG
+CGTCTTCGCCAGGGTGTTGATGTACTTGTGGCAACACCAGGTCGTCTATTAGATTTATACAATCAAAGAG
+CAGTTAAGTTTAGCCAACTTGAAGTCTTTATTCTTGATGAAGCTGATCGTATGTTAGATATGGGCTTTAT
+TCGCGATATTAAAAAGTTGATGACAGCTTTGCCAAAAGACCGTCAAAACTTACTATTCTCAGCAACATTT
+TCACCTGAGATACGTGCATTAGCTAAAGGCATGGTAAATAACCCATTAGAAATTTCAGTTGATGCAGAAA
+ATAGCACAGCAGAAAAAGTGACTCAATGGTTAACTGCGGTTGATAAAAAACGCAAACCTGCTGTATTAAC
+GCACTTAATAAAAGAAAATAATTGGCAACAAGTCTTAGTTTTTACTAAAACCAAACATGGTGCTAATAAG
+CTAACAAAGCATCTTGAAGCTGAAGGGCTAACTGCGGCGGCTATTCATGGTAATAAAAGCCAAGGAGCGC
+GTACTAAAGCACTTGCTGCCTTTAAAGATGGTTCAGTGAAAATATTAGTAGCAACTGATATTGCAGCACG
+TGGTATTGATATTGATTTGTTACCACAAGTGGTTAATTTCGACCTACCTAATGTACCTGAGGATTATGTT
+CATCGTATTGGTAGAACAGCCCGTGCAGGTAATACCGGACAAGCATTATCTCTAGTGTGTGCCGATGAAT
+TAGATTTATTGTGGGGCATTGAACATGTTATTCAGCAGCACATCGAACGAAAAGTGATTGAGAAGTTTAT
+ACCCGCTAATGAATTAGGCGAATCACGTGTTATCAAACCTTTAAAACAAGGTAAACCACCAAAATCAGCA
+AAACCTCATGGGGCAGGTAAGGGCAGAGTTGAGCACAAAGATGGTCAACGTTCAGGTCGTAATGCTAACG
+GGAACAATGCAGGTGGAAATAAAGCAAAACCGGGCAATGATTCTTCTAGACGTAAAAAACCTGAATACGA
+TGGTACTGGTCCTAAACCACGTAGAGCTATACGCCCTACAAAATAAATAACACAGTTGATTCAGTAATTA
+ATTGATTATTAGAATCAATTAACAAAAAAAGCCTTATGAAGAATAATATATATTCTTCATAAGGCTTTTT
+TTATGCTAAATTTTGACGCTCAACACCTTAAAGAAAAAATGTTAAGGGGTTAGGTAGCCTAAATTAGTTA
+GTTGCTCACTGGGGAATAGCCCTACAACATCACCAATCACAATTAAACTGGGTGGCGTAATCCTATGTAA
+AGCCACTAAGTCAGTTAAATTTGCTAACGTCCCTTTTATTACTTGTTGATCTTGGTGAGTGCCTTTCCTG
+ATTAATGCTGCTGGCGTATTTATATCACGACCGGCTCCCGTGAGCTGAGCGGTGATTATAGGTAAGCTTT
+TTATCCCCATGTAAAAAACAATGGTCTGCTCTTTATCATTTAATGCCTGCCAAGGTAGATCTAATGCACC
+ATTATCTTGCACATTACCCGTTATGAAGGTGCAACTTCGTGCGACTTTTCGATGAGTTAGGGGAATGCCA
+GCGTAACTGGTACAAGCCGATGCGGCTGTCATTCCTGGGACTATATGGCAAGCAACGCCATGGCTCAATA
+AGAATTGAGCCTCTTCAGATCCTCGTCCAAAAACAAAAGGGTCGCCGCCTTTTAAACGCACCACTTTTTT
+ACCCAATAAAGCATAATCAACGAGTAACTGATTGATGCCTTCTTGTGGAACTCTATGATCTGCTTGTTTT
+TTACCAACATATATTTGTTGGCAATCACTTGGCAGTAACGCCATTATTGCCGCACTGACTAGCCTGTCAT
+AGATAACAACTTCAGCTTGTTTGATAAAACGATAGGCCTGCAAAGTAAGTAAATCTGGATCTCCGGGACC
+GGCGCCAACTAGGGCTACTTCGCCAGCAATAAAAGCTTGTTTTGTTGTGTTGATATTTTCCATGAGCTCT
+CTTAACAATATGTGCAAATAACTATATTGCTAGTCTAAAGCAAAAAAAGCGCCACAGTGACCTTAATTGA
+CTAAGGTTGCTGTGGCGCTTAATATTATTCTGCTATAACTTAGGTGAACTCTTATACCCGCTCGATTTGA
+AACGAGCATCTTCAAGTGGAAAGGGTATACAAATATTACTTGCTAAGCGCATCACCTAAATGTGGGCGAA
+TTTCTTTTAAAACGTCTTTTAATATACGAGTATTTGCTGCAACAATGTTACCTGAATTTGCATGATTATG
+ACCGCCAGTAAAGTCAGTAACTAAACCACCTGCCTCAATCACTAATAGTTCGCCAGCAGCGGTATTCCAA
+GGTTTAGTGCCAATTTCGAAGAAACCATCAACACGGCCTGCTGCTACATAGGCAAGGTCAAGTGCAGTTG
+AACCTGAACGGCGCATATCTGAAGATTTTTGGAATAAATTTGAAAACATTGCCATATAAGCTACGCTGTG
+TTGCTTATGTTTGAATGGAAATCCAGTCGCTAATATAGTGCCTGCAATTTCTTTGTTTTTGTTTACACGG
+ATTCTAAAACCGTTTAGTTGTGCACCTTTACCACGACTGGCTGAGAATAATTCGCCACGAATTGGGTCAA
+ATACAACAGCTTGATCTAATTTGCCTTTAACTTTTAAACAAATTGAAACAGCAAAATGAGGAATGCCTTT
+AATGAAGTTACTTGTGCCATCTAATGGATCAATAATCCATTGGTAATCATCATCACTGCCTTTTAAAATA
+CCAGACTCTTCACCAATAATAGTGTGGTCAGGGTAAGATTTACGAATAGTTTCAATAATGGCTTCTTCAG
+AGCTAATATCAACACTGGTGACGAAATCGTTAGTTCCTTTTGATTCAACTTCAACTTTATCAAGTTGCTC
+CATAGAGCGAACGATAACTTTACCGGCTGTACGCGCTGCGCGCACGGCAATATTTAGCATGGGATGCATT
+TAGAGTACCTATTTGTAAATAAATTTTAAAAGAACAATACATTTCCAAGCAAACATTGTCTTGAAAATTG
+AGCGCGCGAATTATAGCAAATAAAAAATTATTTAGCGATAATATTATTAAATAAATGTTCAATAAGTAAT
+CAGTTTGGTCAATCACTTCTCTATAGAGAAAAAAAAACTATTAAATATCAAATTACCATAGATAAATATG
+CCCAATAAGCGTGCTTTTTGTTAGCTACAGCAGTAATCTTCTATGATAGAATATTGGCCATCTAGATGGG
+CTTCATACCAATGAATTCATTTATTGTAAAACTTAGCGCTTCAGTAGCGAACTTAGATCAGGTTTAATAA
+TGTAAGTATAGTTAGTCTATATTTATTTTGTGATGTTATTTGTTTGCTAATAAAATTTTGCAGAGCACTT
+ACCTAATAGTAAAATATAATACCTATATATGGCGTGGTTAATTTTGATAATAGAATAACTATTCTCTACA
+ACCTATGGCTGTGTATAAGTCTTTTGATTTTCGTTAAGTGATAAATAAATTAGTTCGATTGGTCTTTTCC
+CAAAAAAGCAAACAAGAAGAGTAAAAAATGTCAGATTCTCAACAAGGTTCTCAACCAAGTAATACCACAG
+GTACATTATTAGATCGTGTTAAAATTGTTTTAGTTAACACTTCCGACTGCCGAAATATTGGTAGTGCGGC
+ACGTGCAATGAAAACAATGGGACTAAGTCAGCTGATTTTAGTCGATCCTATTGAAATGCCTAATGGTCAA
+GCTCAAGCTATGGCTGCAGGAGCTACCGATGTTTTAGCTAATGCTAAAGTTGTTAGCACTTTGGCTGAGG
+CTATTGAAGATTGTGGCTTAGTTGTCGGAACCAGTGCTCGTTCACGTACATTGCCTTGGCCTATGTTAGA
+GCCTAGAGGTTGTGGTGAAAAGATGATTGCTGAAGCGGATGAATATCCAGTCGCGTTAGTCTTTGGGCGT
+GAAAATAGTGGTTTAACCAATGAAGAATTACAACTTTGTCATTTTCATGTTCAGATACCAGCAAACCCTG
+AGTATAGTTCGTTAAATTTAGCAATGGCTGTACAGACTTTAAGTTATGAAGTACGTACTAGTTATTTATT
+AGCGCATGATCAAAATTATCAAGAACGCAGTACGGGTAATGGTAATTCAATTGCCAAGACTAAAAATGAA
+GATGATGAACTGTATCCTGTGATCGAAGAAACTGAACGTTTTTATCAGCACTTTGAAAAAGCACTTAAAG
+CGACAGGTTTTATTGTAGAAAATCATCCAGGTTTAGTGATGACTAAACTAAGACGTTTATTCAATCGTGC
+AAGACCAGACGTTAAAGAAATTAAGATGATGCGTGGGATTTTTGCCTCGATGGAAAGGTCTAGTAAAGAG
+AAGTCATAACCGCCACTTAATAGAAAAGAAAAGAGAAGGAATAATTTATGTTTAGTCGTATCAAAGAAGA
+TATCAATAGTGTCTTTGATAGAGATCCAGCCGCTCGTACTAGTTTTGAGGTTATCCTCAATTACCCGGGT
+TTACATGCAATTTGGATTCACCGATTAAGTTATAGATTATGGTGTGCTGATTGGAAACTTATAGCGAGAA
+CTATATCAACTTTCTCTCGTTGGTTAACGGGTATTGAGATCCACCCTGGCGCTAAATTAGGTCGCCGTGT
+TTTTATTGACCACGGTATGGGCATTGTTATTGGTGAAACAGCTGAAGTAGGCAATGATGTCACGCTTTAT
+CACGGTGTCACCTTAGGTGGGACGAGTTGGAAGGCAGGAAAACGTCATCCAACTTTGGAAGACAATGTTG
+TTATAGGTGCTGGTGCGCAAGTACTTGGACCAATAACTATAGGTAAGGGCGGAAAAGTCGGTTCTAACTC
+AGTTGTTGTTAAAGATTTACCCGCTAATGCAACAGCAGTTGGTATTCCTGGTCGAATCGTGCCCGATAAA
+CACAGTAAAGATGAAAACCAGCAACGAGAAGAAGTTGCTAAAAAATATGGCTTTGATGCTTATGCGGTGT
+CCCATGATAATCCAGATCCTGTGGCTAAAGCCATTGGTCGTTTACTTGATCATATGCATTTAATGGATGA
+TAGAGTGAGTGAACTTTGCAAAGAAATTAACACCTTAGGTGGTGATATTTGCCCTAAAAACTTGCCTGAG
+TTAAGAGTAGGTGAGTTTGTCGAAGATGAAAAAGCAGCGGCAGAGCGCCGTGAAAATAAAGTGGCAAGCT
+TTGATCCTGAAATTTAACCTCGCTATTCAATTCTGGTAATAAAAGTAATAGTTGAGTAAAACAGTCAACT
+ATTACTTCTCGCATGATATTTCTTGGTGTATAATACCTGAGTAAATCACTAGGGTATTTACTTGACTAAT
+TTGTAGGGTTATGTAAAATTGCCCAGCATTTGTAAAGTAAGACATTTATATTATTTTTTATATTATTTTT
+TATATTTTGTTTTGCTGTCAAATGGTTTTAATTTAGTCATCCTACTAAATTGATGTTTTGAGTACACCAA
+CATAGTGTTTGAGAACAGATTATGAAACTTACCTCTAAAGGTCGTTACGCAGTTACTGCCATGTTAGACG
+TTACTATTCATGCAGTGTCTGGACCTGTATCTTTGGCTGATATTTCAGAGCGCCAAGGTATTTCCTTGTC
+ATATTTAGAGCAACTTTTTTCACGTTTACGTAAAGAAGGGCTTGTGACAAGTGTTCGTGGTCCTGGTGGC
+GGTTATCGCTTGGGCAGATGCTCAGCGCAGATTGCCGTTGCAGATGTTATTTATGCTGTGAATGAAAGTG
+TTGATGCAACTAAATGTTCAGGTAAAGGCAATTGCCAGGATGGAGAACAATGCTTAACTCATTCCTTGTG
+GGAAGGATTAAGCCAACGAATTGAAGAATTCTTGAAAAATATCACCTTATCCGAATTAGTCGCGAAAGGT
+GATGTACAAGAAGTTTCTAAGCGCCAAGATAAATTACATATCAATGCTCACAAAAGCATAGCGTTAGAAA
+CATTAATAACCACAAAAGATGTAATGAACGACTGGTAATAACTAGTCGCGTCGTATTAAATATTTACCAT
+CGGAGAGAGTTAGCGAATGAAGCTTCCTATATATTTTGATTATTCAGCTACTACACCAGTAGATAAGCGC
+GTAGCAGAAAAAATGATGCAGTACATGACCAATGATGGTCATTTTGGTAACCCTGCATCTCGTTCACATA
+AATTTGGTTGGCAAGCTGAAGAAGCGGTTGATATCGCTCGTAATCAAATTGCTGAATTGATTAATGCTGA
+TCCACGTGAAATTGTTTTCACGTCAGGTGCTACTGAATCTAATAACCTTGCTATTAAAGGTGCTGCTAAT
+TTCTATAATAAGAAAGGCAAGCATATTATTACCTGCAAAACTGAACATAAAGCCGTTTTAGATACGTGTC
+GTGAATTAGAACGTCAAGGTTTTGAAGTGACGTATCTTGATCCTGAAGAAAACGGTTTAATTGATTTAAA
+TAAATTGAATGACGCTATGCGTGATGACACTATTTTAGTAAGTATCATGCAAGTAAATAATGAAATTGGT
+GTTATTCAAGACATCAGTGAAATTGGTGAAATGTGTCGTGCACGTAAAATTGTCTTCCATGTTGATGCCG
+CGCAAAGTGCAGGCAAAATCAACATCGACATGCAAGCATTGAAAGTTGATTTAATGTCAATTTCAGCGCA
+TAAAATGTACGGACCTAAAGGTATTGGCGCGTTATACGTAAGCCGTAAACCACGCATTCGCTTAGAAGCA
+CAAACACATGGTGGTGGACATGAACGTGGTATGCGTTCTGGTACCTTAGCGACACATCAAATTGTCGGTA
+TGGGTGAAGCATGTCGATTAGCTAAAGAAGAAATGGCACAAGATCAAGCACATGTTACTGCAATGCGCGA
+TCGTTTATGGGCCGGCTTAAATAGCATGGAACAAGTCTTTATTAACGGTGATGCGGATAAACGTTACCCT
+GGTAATTTAAATGTTAGTTTCAACTTTGTTGAAGGTGAGTCACTCATCATGGCATTGAAAGATTTAGCCG
+TATCATCTGGTAGTGCATGTACATCAGCAAGCTTAGAGCCATCGTATGTACTTCGTGCTTTAGGTCTAAA
+TGATGAAATGGCGCATAGCTCAATTCGCTTTAGCTTTGGTCGCTTTACTACGACAGAAGAAATTGATTAC
+GCAATTGAACTTATTAAAGGTGCAATTGGTCACTTACGTGATATGTCACCGCTTTGGGAAATGTTCAAAG
+ATGGTATCGATTTAGATTCAATTGAATGGGCTGCTCACTAGACGCTCTTTATAATAAAAGTTTAGTAAAC
+AATTCATTATTTTAAATAACATTTGGTGTTAAATAGTTCTTACGAATTATTTGACACATGCTAGGAGAGT
+CACATGGCTTACAGCGAAAAAGTACTAGATCATTATGAGAACCCACGTAACGTAGGTTCAATGGATAAAA
+ACGATCCATCAGTAGCAACTGGTATGGTTGGCGCACCAGCGTGTGGTGACGTAATGAAGTTACAACTAAA
+AATTTCTGATGACGGTATCATTGAAGATGCAAAATTCAAGACTTACGGTTGTGGTTCTGCGATTGCTTCA
+AGCTCATTAGTTACTGAGTGGGTTAAAGGTAAATCAATTGAAGAAGCGGGTGAAATTAAAAATACCGCTA
+TTGCTGAAGAGTTAGCGCTACCACCAGTAAAAATTCATTGCTCTATTTTAGCTGAAGATGCTATTAAAGC
+AGCGATTGAAGATTATAAATCCAAGCAAAGTAAATAACGGAGATAACAATGGCTGTTACCATGACTCCTG
+CTGCTGCTGAACGCGTTCAATCGTTCATGCAAAACCGTGGCAAAGGACTTGGGCTTCGCTTAGGTATTAA
+AACCACTGGTTGTTCAGGTTTAGCCTATGTGCTCGAATTTGTAGATGATTTAAATGAAGATGATCAATTG
+TTTAACATTAAAGATGTTAATATCATCATCGACGCGAAAAGCTTAGTTTACCTTGATGGTATTGAACTCG
+ACTTTACTAAAGAAGGTTTGAACGAAGGCTTTAAATTCACCAATCCCAACGCTAAAGGTGAATGTGGGTG
+TGGTGAGTCGTTCAACGTCTAAGCTAATGTGTGATAACGAGTTCATCTCTTAGCTATTTTGCTCAGTTGC
+AGCGTTGAAAGTACTCATTGACTAACGTCAACTCTGTGCTTTCGCCTTGCATCAGAGCAAACTATCGTTG
+AGCTGAATTCATTATGGCGAGATCACTTTGTAAGTGCCAGTCCATATAAAATCAGAGTAAAAATTTTGAA
+TTACTTTCAATTATTCAACATTGAAGTTTCCTTTGATGTCGATTTACAACAACTTTCGTCAAGTTATCAA
+ACCTTGCAAAAGACTGTGCATCCTGACAAGTTTGCTCACGCCTCTGAGCAAGAACAGCGAATAGCTGTAC
+AAAAATCTGCGCAGATTAACGACGCCTATCAAACTCTTAAAAATCCATTGCAACGCGCTGAATATATACT
+TGTGCAACGTAGTGTTGAAATGCCAAACGAACAGCATTCTTTTCAAGATACTAGTTTTTTGATGCGTCAA
+ATGGAATTGCGAGAAATGCTTGAAGACGTTAGGCATTCTGGTGACGTTGATGCAGCATTACTTGAAGTAC
+AAAGTGTTTTGTCGACTGAATATTTACAGCTTTCTCAAGTAATGAGAACACAAATTAGTGAAAATAATGC
+AGCATCGAATAGCGCTGCATGCGATAATTTACGTAAATTAAAGTTTTATCAAAAGCTCAATATTGAAGTG
+GATCGTCTTGAAGACAGTTTATTTGATGACTAGCGTGGCTAGCAAACATTTTAACAAGACATACTTTTTA
+TTAAGCTAAGAAAAACATACATAAACTTAAACTAACTCATTGAATTAACATCATGGCTTTATTACAAATT
+GCAGAACCCGGTCAAAGCACCGTTCCTCATGAACACAGATTAGCTGCAGGCATCGATCTTGGTACCACAA
+ATTCCTTAATAGCAAGTGTACAAAGCGGTAACGCAAGTACCTTAAGTGATGATCAAGGCCGTGATATATT
+GCCCTCTATTGTTAGCTATCAGGCAGGTAATGTTTTAGTTGGTCAAACAGCTCAAGCACTTAGCATTGAA
+GATGCTCAAAATACGATTACTTCTGCAAAACGCTTGATAGGTCGCTCACTTAAAGATATTCAAAGTAAAT
+ATCCTTCGTTACCTTATGAGTTTTGTGGTGATGAAAATCATCCTGAAATTATGACTAGACAAGGTGCTGT
+TAACCCAGTTCAAGTCTCGGCAGAGATATTAAAAAGCTTAAACCTAAGAGCACAAGCGGCTTTAGGTGGA
+GAGCTCACTGGTGTTGTTATTACTGTCCCGGCTCACTTTGATGATGCCCAAAGGCAAAGTACCAAAGATG
+CGGCAAAATTGGCGGGTGTTAGTGTGTTGCGTCTATTAAATGAACCAACAGCTGCAGCGGTAGCTTACGG
+GTTAGACTCAGGCCAAGAAGGCGTTATTGCGGTCTATGATTTAGGCGGTGGTACTTTTGATATCTCTATT
+TTACGTTTAAACAAAGGCGTATTTGAAGTGTTAGCAACTGGTGGTGATTCTGCGCTAGGTGGCGATGACT
+TTGATGTCGTTTTAGTTGACTATCTTGTTGAACAAGCCGGTTTAGTAAGACCTTTATCACCTTCGTTAGA
+GCGTCAACTGATGCAGCAAGCTTGTTTTGCTAAAGAACAGTTAACAACTAAAGAGGAAGTTGATATCACA
+ATTTCTCTTGATAGTGACAGTGATTGGAAAACAAGTTTAACTAAAGCACAGTTAAATAAACTTATTAGCT
+CATTAGTTAATAAAACATTACGTGCTTGTCGTCGTACGCTCAAAGATGCTGATATTACTATCGATGAAGT
+AATAGAAGTTGTCATGGTCGGCGGTTCAACTCGTGTACCTTTAGTGCGTAGCGAAGTTGAAAAACACTTT
+AATAAAACACCGTTAACGTCAATTGACCCTGATAAAGTGGTTGCGATTGGCGCTGCAATTCAAGCAGATG
+TTTTGGTGGGTAATAAACCTGATAGTGATATGTTATTACTTGATGTTACGCCATTATCTCTTGGTCTAGA
+GACTATGGGTGGTTTAGTAGAAAAAGTTATTCCACGAAACACCACAATACCTGTTGCAAAAGCGCAAGAA
+TTTACCACATTTAAAGATGGTCAAACGGCCATGGCCGTTCACGTCTTACAAGGTGAGCGTGAATTAGTTG
+AGGATTGTCGTTCGTTAGCCCGTTTTGAATTACGCGGCATTCCTGCAATGACTGCTGGTGCAGCTCATAT
+TCGTGTAACGTTTAAAGTTGATGCGGATGGTTTACTCTCTGTCTCGGCGATGGAAAAGTCATCTGGTGTG
+GAATCGAGCATTGAAGTTAAACCTTCTTTTGGTCTTGATGACAATCAAATTAGTCAGATGATCAAAGATT
+CAATGAGCAATGCGGCTGATGATATGCAAGCGCGTATGTTGAAAGAGCAACAAGTTGAAGCCTCACGCGT
+TATAGAGTCTGTTCAAGCTGCTTTATTGGCTGACAGTAAGCTACTTAATAGTGATGAAATTACGGTTATT
+GAAAACGCAATTAAGTCACTTGCTCAGGTTAGCCAAGGTCAAGAAATTAAAGCGATAGAAAATGCACTGG
+ATAAGTTAAACGACAGTACAGCAATATTTGCTGAACGTCGTATGGATAGTTCAATTAGTGAAGCCCTTGC
+AGGCCAAGCAGTTGATAAAATTTAGATTATCTTTGATAAGATCCTGATTATATTTAAGTTAGGCGAAAGC
+CTTTCAAGCAGAGAATAAATAAAATGCCAAAAATTATATTTTTACCTAATGAAGAGTTATGCCCAGATGG
+CGCAGTAGTTGAAGCCGAAAAAGGTGAGAGCGTGTTAAACGTAGCCTTAAGAAATGACATTGGTATCGAA
+CATGCTTGTGAAAAAGTATGTGCTTGTACTACGTGTCATATCATCATTCGAGAAGGTTTTGACTCTATCG
+AAGAAGGCGATGAACTTGAAGAAGATATGCTTGATAAAGCATGGGGTTTGGAGCCTGAATCTCGCCTAAG
+CTGCCAATCTATTGTTGGTGATGAAGACTTAGTCGTCGATATACCTAAATACACAGTTAATATGGTTTCT
+GAAACACACTAGTTGATTCTTTAAAGCCATATACAAACAAAGGGTTGTAACATGTGAATGTTATTACCCT
+TTTTTAGTATTAGAGAATAATTGAAATAGTCCACTAATAGCTAACTTTGTGAAAATTTACATCAAAAGTA
+TCGATGTTGTAACAGCCTATTTCTTCAAATATTAATCAATATAAACTCATCTGACTAAGCCTTAAAAGCC
+TCTAATATTACACAACCCATTTTTAGAATAATAATGCGGTATTACCTCGATAGTTATAGTGCATCGTTTT
+GTTCGAACGCTCAAAAATGGATAATGATAATAGCGACTTGATAACCTGACATAGAGGATCATGTCATTTT
+ATTTGGTATATACTTATAAAAAGATGATAAATAATAGTAGAGGTCTTTTTGACCAGAAGTGAACTAGAAT
+TGAACAAATACATGCAGCGTGATGCTGCGGCATTGTTATATGGCAATGCAGTTTCCGGTATTGTGATCTC
+TTTGATTACTTCTAGTTTTCTAGTCTTCATGTTCAGTAACCCATTAACCGACTCTTTTAAACACATGTGG
+TGGTGGGGGATGAGCATATTGCTTGTGCTCAGAATGGTTGATGTCATTATCTGGAAAACTAAACTGCAGC
+ACACTGATTTTGATGGAGAAAAAGCGGTTAAGCGTTATATTACCGGTGTGAATCCTACAGCAATTATGTG
+GGCTATCTACTTAGTTTATATCACGAAATACAATAGCTCTGTCGAATTAACTACAACGCTTATAGCCATA
+GCTGCTATGGCTGGTGGTTCAGCTACGATACTTGCGGCTCATAAATACACCGCAATGTTTTATGCATTCA
+TACTACTTTCTCCTGCCTCGATAGGCTTACTCTTATCCGATCAACATGCATTACAATTACTGGGTTTTTT
+GGGAGTTTCCTACAGTATCGTAATGCTTATTACTTCAAAGAAATCGGCAGATTTCACGCGAAATACCTTG
+TTTTTAAAAAATGAAAATAAGGTGTTAGTTCATCAAATGGAAGAAAAAGTTGAGCAGCGAACGAGAAAAA
+TTTATGAACTCTCTAATCTTGATTCACTCACTGGATTATATAACCGAACCGCCTTTTTAAAACATTTAAA
+GACTGCGTTAGCTTCATCCAATAAACCTTTTGCACTGTTATTTATCGACTTAGACGGCTTTAAAAAAATA
+AATGATTCAATTGGTCATCAAGCTGGGGATCAAATTTTAAAAAAATCTGCTGAGCGTCTTAAACAGTGGT
+CTTTTGATACCAAGCTATTGTGTCGCTGGGGTGGTGATGAGTTTTTGATGGTACTAGCAGATACTGATGA
+AGTCAGCGCTGTTGGTGTATCTAAGCAACTGATAGAGGTACTATCTGCCCCTCATAATACTGAACATAGC
+GTTTTATCTGTCGGTGCAACTATAGGTATTGCATTATATCCTGAGCACGCAAAAACAGAAGATCGTCTTA
+TTCAATCTGCCGATATGGCCATGTACTATCAGAAAAAACAAGCGCGTTCGACTGTTGGCGTATTCTCCAA
+ACAAATGGATAAACTTTATTCTTATGAACTTCGTCTGAAAAATGAACTGACTCAATCGATTGAGAAAGAA
+CAATTAAGACTCGTTTTTCAACCGATAATATCATCTAAAAATGATGAAGTTGTTGCTTTTGAAGCGCTGC
+TTCGTTGGCAACTCGATGAGGAAAATATCCCTCCGGATGATTTTATTAGTATTGCTGAGCAATACGGTTT
+AATACACAAAATCGGTGCGTGGGTACTAAGAAATGCATGTTTGCAAGCCAGCCAATGGAGTTCGGAACAA
+CCGCTGTCAGTTTGTGTAAATGTTTCCGTGATTCAGCTACAAGATGAGAATTTTATAGCTATTGTTGATG
+ATGCACTTTCAAACAGTACATTGCCTGGCGATTTGTTGCATATAGAAATAACCGAGTCGGTATTTGCTGC
+TGATACTAGTATCATATCAAACCAAATAAAACGACTTCAAGCTCGAAAAATTAAGGTTTCTATTGATGAT
+TTTGGTACCGGATATTCTTCTCTTTCGGTTATCCAAGACTTAGCGATCAACATGGTTAAAATTGATCGTT
+CATTTGTGAATAAAATGAATACCAATGGTCATGCGATTATCTCAGCAGTAATGCATATCGCCTCATCGTT
+AGATTTCTTGGTTATTGCTGAAGGTGTGGAGACTGAAGCGCAAGCACGGGAATTACAGAAGTTAGGTGTG
+CATTTCCTTCAAGGCTATCATTATTCTAAGCCTATCGAAATTGAAGATATAGACAGTTATTTAACTAACA
+TGACACTGGATAAGCAGTATTTACTTAACAAGTAAATTATTTTCAGGACTCGTTACCTTTATTTCTCTCT
+AGCATGAAGATTACTTAACCCACCGTTTAGAAGCCAATTGTGGTTCGAGCTTTTAAGTTCACGCATTATG
+TTATACCAATAGTACTAACTTATTGATCACTTAACGAGAATTAAAAGGCTAAGAGGCGAAGCATCTCTAA
+TTCTAACTGAATTCTGCATTTTGAGATAACATGGGGATATACCCCCTGAATTGAAATGACAATGTAACTT
+ATTAAGTGTCAATCAATAATGTGTATTTATAGCTCATAATAGAATGATAACAAAAGATAAACTTTAATCA
+TAAAATGGGCAAGTAGTTACATTTTTACTATAATAAAGTTTGATAAATCACACCCCTTGATAAAATTCCT
+ATAATTTCTTTTTGGATTGAATTTGAAATCTAAAGTACCATCACTTATATCTATCTCTCCTGAAGCATCC
+ATTGCTTTAGGCAATTTTACGTTAGCAATTACTGAGGCTGTTTCTGAAAAAGAAATTTATAATAAACTAG
+CTGAAAATTTACCTAAGATACTACAAGCTGACAGAGGTAGTGTTACTTTAATAACAGAAAATAAAGATGA
+GTTTGAAGTCTTTTCCCTACAGGGACCTGAGGGAATGTTATCTATTGGAAAATACTTTTCCGTTGATAAT
+TCGCTGGCAGGTTTAGCTGTACAGCAAGAAAAAACAATTATTTCTAAGCTAAATGCTGACCGCATAGAAA
+TAGATGCTCAACAGCTTTATCAGCAAGACTTGTTATCAATTATGAATTCACCATTACAGTTTAGTGATCG
+TATAATAGGAACGGTGAATATAGGTAGTTACAAAGAGAATGCTTATGATAGTACTTCGTTAGAGCTGTTA
+ACGTTAGTTAGTACGTTAGTCTCTAATTATTTAGAACGGCAACATCTACTTGAACAAGCTCAAATTGGCG
+TTAAGCAGTATAAAACCTATTCAAAACAGTTAGAGTCTCTTAACCACGTAGCTGAAGAGCTTTGTGCTGC
+TACGAATGAAAGTGAGGTTTTTTCTATTATCACTCGTTCGGCAAGTCACATTATTTCAGCACAAAGAATC
+AGTTATTGTGTGCCTAATTATAAAGATAAATGTTTTGAAATACGGTCAGTATTTTCTGAAAATGAGGTTA
+TGAAGTCGGCTACTGTTGACATGGAAAACAGTGCATTACAATTTGTCTTACAATCAGGGAGCCCTCAATT
+TTTTGAAAATTTGGCTGTAACCAATTTTACTGATCATTTAATATTAAGTAAAAACGGTTTGTGTTCAGGC
+TGGAGTGTGCCTGTTCGAGTGAAGGGCGAAATTGTTGGTTTGCTAAATGCCGCTAGTAACGTGAAAATTA
+ATGAAAGAGCTCAACAGCTCGGTGTTATAAAAATGCTTAGTGGAATTATGGGAGTGACATTAAGTCGAGT
+TAATTTACAAGAACAGTTAGAGCATCAAGCGTGTTACGACACACTGACAGGTTTGCCAAACCGGCATCAG
+TTTAATCAAAGAATGGAATTGGCAATTACCCAAGATAACCCTATACCTTTTACCTTGTTATTTATTGATT
+TAGACCGTTTCAAAGTGGTTAACGATACCATGGGGCACGATGTTGGAGATGAGTTATTATGTCGGGTTAC
+TCAACGCATTAATCAACAAATAAGAAAAGAAGATTTTGCAGCTCGACATGGTGGTGATGAATTTGTCGTT
+CTATTGCTTAACAAGCAATCGAAAGCTATTGCTGATATCACTTCAGCCAGAATAATTAAAGCGCTTAAAG
+AGCCTTTTCAAATTGATGAACATAGTATTTTTATTGGTGCCAGCATTGGTATTAGTTATTTCCCAGAACA
+TAGTAAAAATTCAGAAGAGTTACTTAAATATGCTGATATTGCGATGTATCATGCGAAAAAACAGGGAAAA
+AGCAGCTTTAAATTATATTCTAGCCGTCTTTCCGATAAAATTCATTGTCGGCAAAAGCTGGAAACTTTGT
+TGAGATTAGCCGTTAAAAATGAGGAATTACATTTAGTTTTTCAACCACAAATTAATGAAGATGGTGTCTT
+TGCTATTGAGGCTTTATTAAGGTGGGAAGACCCTGAATTGGGAGTTATTTCGGCTGATGAGTTTATCCCC
+ATTGCAGAAGAAAGTTTATTAATAGAAGAAATCACTCACTGGGTTATTAATCAAAGTTTGCAAATGATTG
+CACGGTTAAGATTAATATGTCCGTCAGTTTATGTTGCGGTTAACATTTCGGCTAAGAATTGTTTGTATCC
+TGAAAAGTTGAAACATTGCATATTAACGGGGTTAAATGACGCTAATTTACCAGGCTCTGCACTTGAATTA
+GAAGTTACAGAAAATGTTTTTCTACAAAACGTACATAATACCAATAAGTTATTTAAGGACCTAGGTCACT
+ATGGTATTAGATTTGCTATTGATGATTTTGGCACAGGTTATTCTTCATTAACTTATTTACTTAATTTACC
+GCTAAATACATTAAAGATTGATCGCTCATTCATTCAAGATATTCATTGCAATAAAATTAAGCTTGGTGTG
+GTTAAAGGTATTTTGGTTATAGCCAAGAGTTTATCAATGAATTGTCTTGCTGAAGGGGTAGAAATTGAGG
+CACAAAAACAGTGTCTTGAGGAGTTGGGGTGTAATCGTTTTCAAGGTTATTATTTTAGTAAGCCATTAAG
+GGAAAAAGATTTTTTATTATATTTAAAAAGTGATCTCTTACAGAAAAGCTAACAAGCTTTATTTGTTAAT
+TTCACATATATCATCACTTCATATAGCTGGCAGTTCCGTTTTTCACAAAAGAGGGTTCTTGAATAAATTC
+AGGAGGATATGCTGAGGGTAATTACTCCTGCATTTACTAATAAGGTACATCTCTGTACTCCTTATCGAAA
+TAAATAACGTTGTATAACATTTTTATAAACCAGCCATTTTTTTGGTGGTAGCAAGTCAAATTCGTTGTTA
+TATTTTTTTAAGGCAAGAACATTAACAGAAAATGTGCTTTGATGATTCACTCAGGTTTTCTGAAAAAAGT
+ATCTTCAGCTGGACACTCATATAACCCGACATGAAGATTGGTCAATGGAGCATTAAATATTTCTTTACTG
+ATAGGCATTAGGTGCTTATGTAATATCTGATATTTTTATGCTGTTTCTAGCTTACGTTAATTGCTGATAA
+GCTTGTCTACAGGCAAGCGTTAAACGCTCAAGTAGCTCTTCTGTAGTAATACCAAACCTAAGAGTATCTT
+GCTCATCAGCGAGTCGACAATAGACCCCTTGTTGACAAAGTAAATGGTACAGTTTTTTTGCTGTATCTTG
+CTGATGAAAACTTAGGGTGAGAAATAAATTACAACCGTTAATCTCTCGAAGAATGATTTGAGGGAATGCT
+TGCCTAAGCATGTGCTCTTGAGCAATTCTAAGTCGTGTTAATGTATCCTTCTGCCTCGTTTGCCAACTTG
+TATCTTGCAGGGCATGTTGTGCAATTAATTGCGCTGGTCCGTTGATTTGCCATGGGCCTAGCAATTCTTT
+AAATGCCCCACACCAATAACCATTAGCTACTAAAAAGCCAATTCTAATTCCAGCTAAACCAAAGAATTTA
+CCAAAAGAGCGTAATACCAAACTATGGCTGTTTTCTAGTTGATTATAGTAAGATTGATTGCCTGGTACTA
+CATCAATAAAAGCTTCATCGAGAACCAACAGGCCGTTAATTAGCTTTAATCGTTCTTGGTATTGAGCAAT
+TACCTGACCATTAAAAAACTGTCCCGTTGGGTTATTAGGATTAATGATCACCAACACACTATTGGGCAAT
+ATCTCTGACATTTCTGGAAGAAACTCCTGATAAAAGTGTAAATTATAACCGGCATTCTTCCATGCATGAG
+CGTGTTCCTTATAACCTCGTTCAGGTAAGTAAACATCTTGACTCTCTGCATTCTTTTGACGATATAACGC
+TGGTAAAGCTTTAATTATTGCCTGACTACCATTGGTAATCATAAGTTGTGAACATTGGTAATACTGCTGT
+GCTGCAGCGATCAGATCTGGGTTTTGTTGTGGTAATTGTTGCCAAACACTTAATGGTATAATTGGAATAG
+GGTAACTAATAGGCGCAATACCTGTCGATACATCAATCCAATCGCTAGGCGGAATGTTATATTGTTTTGC
+CACCTGTTGTAGTTGCCCGCCATGAAGTAATGCCATCTTATTCCTATATATATGTTTTAAATGAAGAGTT
+TAAATGAAAATTAAAACGAGAATTATAACGAAAAACTAATAAACCAAATAACAAACTAACTGAATAATGA
+GTACTAAAGTGACTAATATTAAACTGGCCCGAGAAACCACAAGTAAACTTGTCGGGATGTCTTTCGTGGT
+AACACAGCTACCGCAACCTAAGACAACAGAATTGACAGTTTGTCCATGGTAAAGCGCACTGCCACCTAAT
+TGTCTACTCATCACTGTGGCACCAGCAGCCATTACCCAACCACCGTTATGGCTTTTGTATTGATTACCTT
+GCCTATAGGCATTAACGATAGCCTTAATGATCTTCCCTTGTTTCACTCCTTGAATGGCATAAAGCAGGGT
+ACAACACTTACCCGAAATAAAACCGAGTAAATCATCAAGTCGAGCACTGGCATAACCAAAGTCGTTGAAA
+CGTGAGTTCTTATATCCCCACATTGCATCCAAGGTGTTGGCTAATCGATGTATTATTACCAGTGGCGCCC
+CCCCAATAAGGTAGTAAAGTAAAGATGCGATAACCGAGTCATGACCGTTTTCTAACATCGACTCTATAGT
+CGCTCTAGACATCTCTTGCTCTGACAGGTTGGAGGTATCTCTGCTTACCAGATACCCGGTGAAATGCCTG
+GCGCTTGTTAAGTCTTCAGCGTTAAGGGGCTTGTATACTTGCATAGCGTGTTGATGCAAGCTATTTAAAC
+CTATGGCTAGATAAATCACACTAGCATCGAGCAATACTTGCCAATACCATATTAGATGATTCAGCTGATA
+AAAATAAATCAGCGGCAAAGGTAAAACCAATAGGCACCAAGCCAAAGTACCCAGTAACTTTGCTTTTAAA
+GTAGCTTTATCGCCAGTGTTACTCTCTTGATATTGAGCTTTTTTCTGATAAGGATTTAGTTTAGTCTCTA
+GTTTTTTTGCTAACCAACCAAAACCAACTAAGTAATGAAAACGCTTTGCTTCACCTAAATATTTATCAAG
+CAATAGCGCCAGTAATAAGGTAATGAACGTAGCAAAATCAGGTAGTAGCGTTATGGCTTGCTGGTAGATG
+TTTGCGATAAATTCTGACATGAAGTTAAGACGCTCTAGTACTATTCAAGGTTGAGTAATTAAATGCTTCG
+TTATATTAATTTTTTTTACGTCTTTTTGAGGTATAAAAATAAATTATCTTGCTAGCTGAAAACTATCATC
+ATCATGGCGGTAAGTTAATGGTAATAGACAAGCATTATCGAATAACTCATAGGCATTATCGGTTGAGTTA
+TGGCCTAATTTAGCTAAAAAACAGCGCAACGCTTCACCATGGAAAATAACCAATATGTTTTTATTACAAT
+GATTATTGGCTAATTCTTTAAGTGCTTGATAAATACGTGATCCACAGCTTATTGCACTTTCGCCACTTGG
+CGGTGTTATCTCGGTAAATTGATGCAATATTTCATGGTAGTTTTCGTCGGATTTAATGGCAGCAATATAT
+TGCCCTTGCCAAGACCCCAAATCTCTTTCCGTGAGGTCATTTAAACGTGCAATAGGAGTATTTAATATGC
+GCTGGCAAATTAGAGCGCTATCAACAGCACGTCCTAGGGTTGATGAAACAATTAAATCAATTTGTTGGTT
+GGCAAGGCTTAAGGCAAGCTGTTCAGATTGTTGTTTACCTACTTGTGTCAGATTGCTATCTAATTGGCCT
+TGAAAACGTTGGACTTTGTTCCATTTTGTTTGCCCATGACGAGCTAAATATAAAGTTGTTTTCATTTTAT
+TCCAATAGCAATTATGACGCTTTCTTATCCTTTAAGCGAGGGAGGATAACTAAATCGTTACATAGGTTCA
+ACGCAAATATTATTTCTAGTGGCTATTCTCTTTTCATTAACATGTTTAACTATGACATCGTTAATTGTTG
+AATAAGTATCATGTATAACGTAGTATCCGCGCAGATTTAGGTGTCTTCGGTGTTAATTTATCCTGATAAA
+CGTTATTAGGTAAATGGCACTAATGAAGATGAAACGTGAAACTGGTTAAATACCAGTACTGCCCCCGCAA
+CGGTAACTGTGAGCAGCAACAAAACCACTGTATTGAATCATTATTAGGTCATCACAATAATGAACGTATG
+GGAAGGTGTTGCAAGTGCGATGATCAGGAGTCCGGAGACCGGCCTAAATTATAGTTATTTATCAATGATA
+AATAACTATTACTCGACAACTGCGGTGGGCGGTAATTCAGAGAAAAGTAAATGCGCTGAATTACAGCAAT
+TAATAGCTATAAAGAGTGATCGTTAACGCATGAACACGGGTTTATTGATTTACCTGACTATTGATTTTAC
+CTATTGATTGCTCGATGATTGAGTTGTTGATAGCGTTTTATCATATAGGATATAGCGTAGGCCTGCTCCT
+TAGCATTTACTGACTTTGATTTCCTACACCGTTACTCTTTTGTACATTTTTGACAACGGGAACGTTATGA
+AATCAGTCAACCAAACATCTCCTGTTAGCTTGCTTATCGCTGTATTTGCCTTGTTAACATTACTTATGCT
+TGCCACTCGTACACATCACTTTACCAGTTTAAATCACCTGCCAAGCGCATCAATTGCAATTTTTTTCCTC
+GCAGGAATGTACTTGAGAAATATTAAAGCCTTCTGGTTTTTTTATACTTTATCAATCACCATCGATTTGG
+CTTCATCCTATTCTCGCGGTCAGTTTGGCGATTGCATCACCTCTTCTTACCCTATGTTAGTGCTAAGTTA
+TGGCGCTATGTTTACGGTTGGCTATTACAGCAAACCAAACTGGCAAAAAAATAGTTGGCAAATCAATATT
+ATTAAAGTGGCACTCGCTTTATTTATTGCCAGTTCAATTGCCTTCTTTATTTCAAATGGTAGCTATTACA
+CACTGTCGGGTAAGTTCCCAGAGTTATCGTGGGCAGAATATGGCACACGTGTTGATAAGTACTATTTTAA
+ATCTATTTCTAATCCTGTTTTCTATGTGATTTCGGCGGTTGTTATTGATTTTACTGTCAGTCATTTTTTC
+ACTGACAAAGCGATAAATACCAGTACTGCGGCTAGTGAAAGTGCTAATAACAGCGGCAAACTTTAGTCGG
+TTACTCTCACAACGGCTAAGTTCATATTACAGGTGTTTTAAAGGCAAATTTAATGTCATCAGCAAAAAAT
+AAAGTAATTCAAAATACAGCATTCCAACATAAGCCAGAGCAGCAAATTGGCAGTGGTGTTATGTGTTCGG
+CCCTTGTTGTTGCCGCACCACATTCTGGCTCAGGTAAAACGACTGTAACAGCCGCAATAGCGCGTTATCA
+TCGTGTTCAAGGGCGTAAAGTCACTGTGTTTAAAGTCGGTCCCGATTTTATTGACCCCATGATATTACGC
+CAAGCCAGTGGTGAGTTAGTGTATCAATTAGATTTGTGGCTTGTCGGGGAGCAAGGTTGTCGAGCTTTGC
+TGCATCGAGCGGCTATGGATTCAGATCTTATTTTAATTGAAGGTGTTATGGGGCTGTTTGATGGCACACC
+CAGCAGTGCCGATTTAGCTAAGTATTTTAATATCCCAGTACTGGGCGTAATTGATGCAAAAGCGATGGCA
+CAAACCTTTGCTGCAGTGACCTTTGGTTTAGCAAAATTTTGCGAAGACTTGCCCTTTTCAGGCGTAATTG
+CAAATCGAGTAAATACCGAACGTCATGCAGAATTACTCAGTGTTAGTTTACCTAAAGCGTTTCGTTTCTA
+TGGCAGAATTCCTAAAGATGACACCATAACATTACCCGAGCGTCATTTAGGTTTAGTGCAAGCACAAGAA
+CTTAGTGATATTGATGTTCAGCTTGATAAAGCGGCCAGTCACATTGCTAATACCGGTTTAACAGAGTTAC
+CGTCGCAAGTTGAGTTTTTTGCTCAAGAAGATGATAACCAAGAAAACATTATTGAAGGTGCATTAGCGGG
+TACGCGCATTATTATCATTAGAGATAGTGCTTTTAGCTTTATTTATGCCGCCAATATTGCCTTCTTAACG
+CAAACAGGAGCGGAATTAATTTATTGCTCGGCAATGGCTGATGTCCATTTACCTGATGGCGATATCTTAT
+ATATTCCAGGTGGCTACCCTGAGCTTTATGCCGAACAACTCATGAACAATGTAACTTTTCTTAGTGATAT
+AAGAGCATTTTCTGCCAGTAATAAACCCATTGTTGCTGAATGTGGTGGCATGTTGTATTTGCTTGAACAG
+CTTACCGATATGGAAGGGCAACAGTTTTCAATGCTAGGTCTTATGCCGGGTAAAGCCACTATGCAGAAAA
+AACTTGCGGCCATTGGATCGCAATGGGTTCCTTTACCCTCATTTGCTGATGCTGCTGAAGATAGCGCAGA
+CAACATTATGCGAGGGCATAGCTTCCATTACTCTTGCGCCGAGATTGAATTAGAGCCTAGCAGTCAAACT
+ACTCATCATCCAAGTGAGCGTGCAGGCGAGTATGTTTACCAACACAACAATATTTTAGCTTCATATATGC
+ATTGGTATTTCCCAAGCAACCCGAGTCTAACGTTACGAATTTTCGATAAAGCACGTTACTTGTAGTCGTT
+AGCTCTAGTAATGGCGCAGCAGCCAGTTAGACAGTCAAGCAAAACAGCCTTTAAGTCCGTTAGCAAACTT
+AATTGATATTATGCTCGTTTTTTCGTAGGGATTGATCGCGGTACTTGTCGCGTTAAGTCCATATTTATAA
+CAACATTTTTAGGTAAATCAGCAGTCCGCAGTTAATCAATAGTCTTCAGCAAGTAAATAGTCGTCGGCCA
+AAATTCAGCCGGTAGACTTTGTTGGTAAAGAGCTAACCTCAGCGCCAGAAGCCTTAAAAAAAAGCTGTAT
+AGCCAAGAAGGTTATCAATCTATAGGGCAAGTGTATCTCGCCCCTGAAACAGGTAAGTTAATCTTGATTA
+GTAATGAAAAATAATAAAAACGTGGTGTGTTTTCTAATTGCTATGAATAAATAGAGAGTGAGAAAGTGAT
+GAATGATATTAAAAAAGATACTGAAATTGAAAAACAAGATGAATTAGCTGAAGCTAAAGAACAAAAACAT
+ATTGAGCGACAAAAAAAGATTAAAGCAAATGTCGATAAACGTATTGCTCAAGCCACCGAAGAACGCGGTG
+TATTGGTTGTGATAACTGGTAATGGTAAAGGTAAAAGTACCTCTGGTTTTGGTACGGTATTACGCGCTAT
+TGGCCATGGACAAAAAGCAGGTGTAGTGCAATTTATTAAAGGCACTAAGTGGGAATGTGGCGAAATGAAT
+ATTTTAAAGCAATTCGATGTTCAACACTATGTCATGGGTACGGGTTTTACTTGGGAAACACAAAATACTG
+AAACAGATACCATTGCAGCCAAAGTTGCGTGGCAAAAAAGTAAAGAGATGTTGAAGGATGAAAGCCTTGA
+TATCGTGTTACTGGACGAAATGACCTACATGGTCAAGTACGGTTACATTGAATTAGATGATATTATCGAC
+GCACTAAATAATCGGCCTAAAATGCAGCATGTATTAATTACTGGACGTGCCTGTCACCGCCGACTGGTAG
+AGCTGGCTGATACCGTTTCAGAAGTACAACCAATAAAGCATGCATTTAAAGCTGGGGTAAAGGCGCAAAA
+GGGCCTTGATTGGTAATCATCTTCTTTATAGTAAGTTGCCTGTTTTTTATTACCGATTTTTATGGTTAGA
+TAAGCATATACCCGTTCCACATGAAGATGCATGATTCAGCTGGAATTTGAAGGTCTTTAGGCAAGGCATT
+GATTGAAGAGAATGGTTGTTCCCTTCTTAATATCAATAACGCAGCATAAAGCGTTTCTAAACCAGCCCCT
+TGGGGAAGGCTAAGCTAATCATACTCTGCGTTGCATTTCTTTTTAAGGGAGTAACCCTTAATAAAAAAAT
+GCGCCTTGATTATGAATCGCTCAGACTTCCTGAAACGAGCATCTTCAAGTAGAGCGGGTATATATCCGTA
+TCCGTACCAATCTGCATAACTATCTGCTCATTTTTCTTATGAAAAAGTAGCTCATTTAATTAAGCAAATT
+GGTATTAATTAAGTGTAATTTTAATCAAATAGTAGAATGAGTTATGAGTTTAGAGTTGTGGTTATCGTTA
+GTTGTTATCTGTGTGTTAGGAGCATTATCACCCGGTCCTTCATTGGCATTAGTTGTGCGTAATACTATGT
+TGGGTGGCCATAAACCGGGTTTAGCTACCGCCATCAGTCATGGCTTTGGTGTTGGCTTGTATGCGGCTAT
+TGCGGTAACCGGCATTGGCCTTGTGATTGTCCAGTCACCCATAGTTTTTCAAATTATTCAGTATACAGGT
+GCCGCCTTTTTACTTTATTTGGCCTTCAACGCGCTAAAAAGCAATGGCAGTAATATTGACCTTGATGTTG
+TAAAAGGGCAAAACGATAAACGTATAAATGGCTGGCGCGACGGTTTTTTATTGGCCTTTTTAAACCCTAA
+GTTGGCGATATTCTTTTTAGCCTTATTCAGTCAGTTTGTTGATGTTAATGCCAGCTTAACCCATAAATTA
+ATTATGATTTTTACCGTTGGTGGGCTCGATACACTATGGTACTGCCTTGTGGTCTTTGGCTTAACAAGAG
+GGCCCGTATTGGAAAAATTGAAAGCGAATAGTCATATTATTGATAAAATTACTGGCATAGTTTTACTATT
+ACTTGCAGTACGTGTAGTCATTAATTAGCGAAGAAGGGGAGTTTTACTCCCTTAACCAGCTACCAATTGA
+ACATAACAGTGAACGAGGTAAAAACCGAGATAGCATTGATGTTTATTGTTGGAAGCGACTATATCTTTTA
+ACGACAGTTCGCCCGACAAAAGGACTGGGCTATTTACAGCGTAAAGACGTAGTCTACTTTCATTCTATAG
+ACAGCAAAGCTATCAATCATGGCCTAGGTCGACAGTTCTCTTCGAACAATTTCCGCACCTGCACTTAATG
+CATTTAACTTGCCTCTCGCTACTTGATGAGATAAAGGTGCCATGCCGCAGTTAGTACAAGGGTAGAGCTT
+GTCGGCATCTACAAACTTAAGTGCTTTTCGTAGCGTATTGGCTACTTCCTCAGGTGTTTCAATAGTATTG
+CTTGCCACATCAATGGCGCCGACCATCACTTTTTTACCGCGAATAAGTTCAAGTAGCTCCATTGGCACAT
+GAGAGTTGTGACATTCTAGTGAGATAATATCGATATTCGATTTTTGTAGTTTGGGAAAAGCTTCTTCATA
+TTGTCGCCACTCTGACCCCAAGGTTTTTTTCCAATCTGTATTGGCTTTGATACCATAGCCATAACAAATA
+TGCACTGCAGTTTCACAGTTAAGTCCTTCAATTGCTCTCTCTAAACAAGCAATGCCCCAATCATTTACCT
+CATCAAAAAAGACATTAAATGCAGGCTCATCAAATTGGATAATATCAACACCAGCCGCCTCTAATTCTTT
+AGCTTCTTGATTGAGAATCTTGGCGAACTCCCAAGCAAGCTTTTCGCGACTTTTATAATGGTCATCATAA
+AGCGTATCTATCATCGTCATGGGACCAGGCAAGGCCCATTTAATCGGTTGCTTGGTTTGCTGGCGTAAAA
+ACTTGGCGTCTTCAACAAAAACAGACTTTTGACGACTAACCGGACCAACGACTGTTGGTACACTTGCATC
+ATAACGATCACGAATTTTAACGGTTTTACGCTTTTCAAAATCAACGCCGTTGAGGTGCTCAATAAATGTA
+GTGACAAAATGTTGGCGCGTTTGTTCGCCATCACTGACAATATCAATACCTGCTTGCTGTTGATCTTGCA
+ATGACAAACGTAATGCATCGTGTTTGCCCTCTGTTAATTCTTCACCTTGCAATTTCCAAGGTGACCAAAG
+TGTCTCAGGCTCTGCAAGCCAAGCAGGTTTAGGTAAACTGCCAGCAGTGGAAGTAGGTAGTAGTGCTTTA
+AGGATATTAGTTTTCATAATAAATGATGCCGTATTAAGGGTTAACTTTTGAACTTTTTTATTGAGGTAAG
+TATTGAACGTAATGATTGAAGGTAAGTATTTAACCTAGCTATTGAGCGTAACTATTAACATAACTAGCAG
+ACCATTGCTCAAGTACAGTTTGGTGCGGTTTAATGAAGTGTTCCTCAGTAAACTTTCCCTGCTCATTAGC
+CAACTGACTACGCTCTTCTCGATCATAAACAATTTGAGTTAATGAATGATCTAGGTTCTTTAAGTTTGGT
+TGATAGGATTTTCCAGCCACAGCATTCGCATTATAAATCTCAGGTCGGTATATTTTTTGGAAAGTTTCCA
+TCGTGCTAATAGTGCTTATAAGCTCAAGACTAGTGTAATCATTAAGTAAATCACCAAAGAAATAGAAAGC
+CAAAGGCGCAACACTGTTTGGCGGCATGAAATAACGAACCTGTAAGCCCATTTTTTTGAAATATTGCTCA
+GTTAAAGAAGATTCATTTGGCTGGTATTCAACACCCAATACCGGATGCTGATTTTCAGTTCGATGATAGG
+TTTTGGTATCCGAAACACTGAGGCATATAACAGGTGTTTTAGTAAAATTTTGTTTATAAACATCTGAATT
+AACAAAATACTGAAAGAGTTTGCCATGTAGTTCGCCAAAGTTATTTGGAATGCTAAATTTAGGTTGATCC
+TTATTATGATCCAACAGTAATACACTAAAATCATAATCTCGCACATAAGAGGAGAAATTATTCCCTACAA
+TGCCTTCAATGCGTTTGTTAGTTTGATGGTCGACAATATTCGTTTTCAATATTTCAATCGATGGGAAAGC
+TTGACCACTACCTTTAATATCGATATCAACGGAAATGATTTCAAGTTCAACAGAATAACGATCTCCTTTG
+GTGTTATCCCAATGCGCCAAGGCATTAAAACTATTATCAATCATCTTTAAAGCGTTGCGTAAGTTTGCTT
+GACGGTAGCTTCCTCTTGCCAAATTAGCAAAGTTAGTAGTGATACGCGTCTTGTCTGACGGGTGATAATT
+TTCATCGAGACAAATGCTCTTGATAGTAAAGCTGAAATCTTTATTCATTGTGATCCGTATCCTATTTTCT
+AATGTTCTTAATCAGTCATCTTCACAGTCTTATTTGATTTGTGCTTCTAACCTAACTAAGAATCAATGGT
+GATTTTGTCGAGAATTAATAGCTGAGTAGGATTTATACTTGGATAGATGCATGATTAAAAGCGCATTTAT
+TTCACACCGTACATGAGAAATATTCATGTCTTATCTAATTGAATGTTCGGATGTTTTTCAGTTATATTAA
+TTAGCATAATGTGAACATAACAGCAGTTATGTAGTAAATAATCCCTAGAGTAAATAAAGAAGTAAATTGA
+ATGAATGAATTAATATTATTGATTATATACTGCGCGTTACTTGGCAGTGGCGTAGGATTTTTGGCGGGGT
+TGTTAGGTATTGGCGGAGGATTAGTTATTGTTCCTGTGCTGAGCAGTCTTTTACTATACTTTGACGTTTT
+ACCAACAGAGCAGGTGGTTATCGTTGCCATTGCAACATCATTGGCGTCAATATTGTTCACATCAACCTCT
+TCAGCAATAGCTCATCATAAAAATGGTAATGTGCCGTGGAACCTAGCCCCTTGGATAATGACGGGCGTTG
+CCCTCGGCGCGCTTATCAGTGGTTTTATAGCGGCACTATTACCAGAGCAAGTTGTTCGAATCGTGTTTGC
+CGTGACTGTGGTACTTATTGCGGTGAAAATGTTTTACAGCAGTAAAAGTGATGCTCCTAGCAAACGTCAA
+CTACCTAATAAAGGTCTGTTAACCTTTTTTACCACGATTACCGGTGGCTTGTCTGCCATGATAGGTATCG
+GTGGTGGTGCACTCTTAGTGCCCTTGTTGACGTTCTTCTCACTGGATATGAAAAAAGCCATAGGATGTGC
+TTCTGCTTGCGGCATTGTCATCGCATTATTTGGTTCAATAGGTTACATCAGCTCAGGTAGTGCTTATTTT
+GCTTTAGCCGATGGTTTTGCTGGCTTTGTCTATTTACCTGCCTTATTAGGTATTGTGTGTACTTCTTGGT
+TTACCGCGCCGTTAGGCGCAAAAGCGACACATTATTTACCCGTTTCAACGATTAAAAGAATATTCTCGGC
+GTTATTGTTAGTTATGGCTGCAAATATGATAATTAATTAAAGGGAAGGTTATCGAGTTGGTGTTCTGAAG
+AATAAAGGAGTATGCGTAATGCGTAATGCGTTAGCGATTAAGTGCAGCGCCAAAATTAGGTAGCGCAACA
+ACGTCACCGGCAATTAAGTTATCGATACCTATGTTGCCAATTCGAACTCTGACCAGTCTTAATGTGGCAA
+AGCCCACGGCAGCCGTCATTTTTCTTATCTGACGATTTTTTCCTTCACAGAGCGTTATAGAGATCCAGCT
+AGTAGGGCCATGTTTCGGATCGCGGATTTTACGACCACGTGCGGGGAGTTGAGGTTCACAGTCCAGCTTG
+AATGCTTTACAAGGCATGGTTAGATACTTAGTGCTATTGATACCAATTTCAACACCATTTTGCAGCTGTG
+ATATTGCGTCTGTCGTGATCTCTCCATCTACTTGTACGTAGTACTCTTTTACTATACTTTTGTCTCTGAC
+TTTGTAGCTCATCATCCCGTCAGTTGTGAGTAATAATAACCCTTCAGAGTCGTGATCTAATCGCCCAATG
+GCCATCGTTTTATCGGGGAAATTAAATAGTTCGCCTAGTAGATGTTTCTTCTTGCGTGATTCGGGTACAA
+ACTGACTTAAAAAACCATATGGCTTAAATATTTTGAAGTGCTGGTGATTTTCAGTAGGCTTAGCGAGTTC
+TGTTAAACTGCTTTGGTTAGTGGTAGGCATTAACTTGGTCTTGATCGTAAAGTCTTAGTGGTATCGCATT
+ATACGGTTAGTCTGGGTTAGATGCACTGGCTCTGCTAAGTGTGATAGAAATGAACTTAAAAGCCATTAAC
+AGGTATATACCCGTTCCACTTGAAGATGCAGGATTCAGCTGGGATCAGAAACGCCTTTAGACAAGGCATT
+GATTGAAGAGAATAGTTATTCTATTGTCGAAATCAATAACGCAGCATAAAGCGTTTCTACAACAGCCCCC
+TTGGGGAAGGCTGAGCAAATAATACTCTGCGTTACATTTATTTTTAAGGACGCTACATGGAAGTAGCTTA
+TTAGAGAATGCAGGAGCATATGCTCCTGAACAACCCTCAATAAAAAATGTGCCTTGATTATGAATCGCTC
+AGACTTCCTGAAACGAGCATATTCAAATGGATCGGGTATATGCTAGCAGCTTTTTTATTGTTCAATTTCT
+CTTAAAATTCGATTAATCACAGCAGAGTTAATTACAGACCATTATGGTATTGCACATTGGTTGAATCTGG
+CACTAGTGAGTTTAACGCATTTTGTGCTTCTGTTTGCTCGCTTGATAATGTATTTGAGTAACCAACCGAT
+TCGCTATTTTCTTTGTTACTGTCATTGTTAAGTAATTGTTCAAATTGTTTGATGAGCACTGTTTTATCAG
+GTGATTCTTTATCACCAGCGCCAATATTAGTTAAATCAATCATGAAACCATCAAATAACTGCGTTAGGTC
+TTGGATAATTTCGGTATTTAAAAATTGATCTTTATTATAAATACTTGGATAGCCGGCTTTTTGTTTATCA
+ATAGCAAAAGATACGCCTTTAAGATTAGTAATGCTCGTTGATTTATCGCACGACAACATACAACCATTAT
+CAATACGTGGCTTTTCACAACCAACACTTTGCTGGAAGAAACACTGTCTGCTGGTCATTAATAAAATAGG
+GTGGTAAACGCTGTAGAGCATTTTGAAGTTTTCAGGACGGGCGATAGTTTTCATTTGTTGACGGTTTATT
+TCGTTTGAAATAAAGGCGCCGCTACAGTTAAAGCTCTCTTTCATCGCTAATAATGCATAGGAGTTGGTGG
+TATTTAAGAAAGGACCTGCAATCCACTCGATTCCTAACTCAAAGGCTCTATTGGCGATACCTGTATTATT
+GGTGACGATTAACTTAGGCTTAACTTGTTCTAAGATATTTACCGCAACATCGTAGTCTTTGCCAATTAAT
+ACCGACGGGAACCATGGAATAAGACGAGGGTTTTCTTGGAAAAAGCTAACGTATTTAGTACAGCCACGTT
+TATACGCATCAGGCAGTTTGAAATAGATGTCGGCATCAGTTACATCGCCAAGGTTGATGTCATTTTCATC
+GCATATTAACAGCGATAATTTTGCACCAGTTTCTTTTTTAGCATGGCGTACTAGTTTGGGTAACTCCACT
+TCAGCTAATACCGATTTACCATCATTGAGTAAAGCTGCTATTTTATTTTTAAGCGCAGTAAGCTCTTTAA
+AAGGAATAGTAGCACTTGCTGGAATATCATCAGTACTTAGCTCAGTTAAGTTATATTCTGCGTTATTGAA
+GCTTTTAAAGCGCTTTTCAATGGCACTATGATCAATGCAGTTTTTATCACTCGCGACAAGTGCGCGTTGT
+GAATGCATAACATGAACTTGTTCTTGTACCGTTTCTTCACTGAATCCTTGGGTTATTTTCTGGTCATGGG
+CCTCATTAATTTTTATGGTTACTGCTAATGGTTCGCCTACTTCACCTGAGAATACTAATGACAGCTTACG
+TTTATCAATACTTAGGTGTTTTATTTTATCAAATACATCAGCGTGTATTTGTTCTTTTTCATCATTTAAG
+CTTTGTTCAACGTCTTGAATTTGTACGACAGAAATAGCATTACTTTTATCAATGGCGTGGTATTTAGAGT
+TATCACGCGGGTTTTCAATAAACATCGATTGGTTTAAATCACCACGTAAAAAGGCATTAGAAAAATCACG
+GTTGAATACTTTGTAAAGGCGTTCGCCATCTTCAAGTAATTCGCCTGTTTCTACAAATCCGTCTATTTGT
+TTACGGAAGCTATCAATAACGGTATGCACATAACTAGCACCCTTGATGCGTCCTTCAACTTTGAATGAAT
+GAACACCTGCTTCGATTAGGGCTGGTAAATCAAAAAATGCCGAGTTGTCTTTAATGTTTAATGGAAATTT
+ATTACCTGATTCGGTCGGTTTATATTCTTCACGACACGCTTGACTACAACGGCCTCTATTACCTGAATTA
+CCAACACTTGCTGAGGTGGAATAACATAAACCTGAGAAGGCAACACATAATGAGCCGTGCACAAATACTT
+CGGTAAGTACTTCTTCTTTTTGTGATACGGCAGTAATGGCGCTGATTTCTTTTAAGTCTAATTCGCGAGA
+TAAGTTAACACGTGAAGCACCCAGCTTTTTCAAAAAGGGGATTTGACCAATGTTATGGGTTGTTAATTGC
+GTTGAGGCATGAATATCTAGAGTAGGGAAATGCTTATTAAGGATATAAAGCATGCCCAAATCTTGCACAA
+TGACACCATCGAGCGTGGTGTTCGCCAATTTACTTAATAATTTAGCAAGCGTTTTAAATTCTCGCTCTAG
+AATAATGATATTGAGCGTTAAGAATATTTGGCATTCATACTCATGTGCAAGTCTAATAATTCCAACGAGT
+TCATCAAAAGAAATATTAGCAGCTCTATTTCGAGCATTAAAGGTATCTAAACCGCAGTACACCGCATCTG
+CGCCAGCAATAATGGCTGCTTTGATCGCGTCGATATCACCACCTGGGGCTAATAATTCTATTTTAGGACT
+CATTTTACAACTTTAGCCAATTAAACGGCGGTTAAATTTCAAAGGGGGGATTTTACTGGTAAAATGAGGC
+AATGAATACCGTTTAAGTCGCTTATTTATTCTGATTTGTATGATCATTAATAATTACTGTACTGGAATAC
+CCTATCAATGAATGACACTTTTCATGAAAAAAGTAATAAAAAGACTAATGACACGAGTATGTTACCCATT
+ATTTATTCGCTAAGAAATTGTCCTTATGCCATGCGGGCAAGACTCGCTATTTTTAAAGCGAAGCAGGCGG
+TATTACTACGAGATTTGGTATTAAGTCATAAACCAGCAGAAATGATAGCAGTTTCACCTAAAGGCACAGT
+GCCAGTATTAGTGCTAGCTAATAGCACGGTAATCGAAGAAAGTTTAGAGGTAATGTTATGGGCATTACAA
+CAAACGGATCCTGATGATCTGCTTCATTGTCAACAAGAGGGCGCATTACCTGAAATGCTCTCACTTATTA
+ATGAATTCGATAATGGTTTTAAAACCAGTTTAGAAGCTTACAAGTGCGCTAAGCGTTATCAAGAAGATAA
+TATTGCCCAGTGCCGAGTCGTTTGTCAGCAGTATATTGAACAATTAGAACAACGTTTAACTGAGCATATG
+TTCTTAATGTCAGATAAAGAAAGTTTGGCGGATATTGCGCTAGTACCTTTCATTCGACAGTTTGCTCGCG
+TTGAGCGTCAGTGGTATTTGCAATCACCTTACCCTAGGGTAAGGCGATGGTTAAATAGCTATTTGCAGAG
+CCCTGTTTTTACGAAAGTGATGGCTAAACATCCTTTGTGGCTAGATAACCAGCAAGATATTTTATTTGGC
+GTTAACTAATGAGAAGTCTAACGAGATATAGCAGGCTCTGCTTCATTTAGTAACTCACTGACAATACGCT
+TTAATAAAAAAGTTTCACGTTCTATTGAAAGGCCTTTTTTGTCATTTTTAGCGATTGTTTCTTCGTTATG
+GCTAATAGCCTGATGGATATTCATCCACACTGGGTGCATACCGTTACTTAATTCATGGGCTTCAAGTTCA
+GGTTCAAGTAACTCATCATCAATGGTGCAGGTATAACAATAAGATTGCATATGGATGATATCAAAGCCTT
+CTTTATGCCATGGCCTGAATTCTTCATAAAGACCGAACGCCTCAACATCTTTAACACTATGCGCACCCGT
+TTCTTCTTTTAGCTCACGAATGAGTCCTTCGATATTACTCTCACCCTCATCTATACCGCCACCAGGCAAA
+CTGTAATCGTGATATCGCTTGGTATATAGCAGTAATATATTATCCCCATTAAGCACAATCGCTCTAGTCG
+CATTCCGGGTGAAACGTGTGGCAGAAAGATCGTTGATGTCAGGGTGAATAGTTGATTTGAGTAAACGCAT
+AATAGGGTAGTGTATCTGGTAGTGATTAATATTTATTGGTGTTAGATGGGGGCTTGCGCTAGGCATATCA
+AGTTATCGAGACTAACAAACTAAATGGGTAGTGATTAATGCTAGCAGTGGATAGGTTGAAGTCGTGTTAA
+CCATGGTTAGCGCGACAGTTTTGTAACCTAGTGTATCTTCAAACAAAGTTATAGTGTTTCAACTTCATCA
+TGAAAGATATCTTCAATCATTAAATTAAATAGTCTTGCTGCTTTAAATGCTAGTGGTAAGCTTGGATCAA
+ACTTACCTTTTTCAATAGCATTAATTGTTTGCCTTGATACTTCTAGGGCACTAGCAAGTTGAGCTTGTGT
+CCAGTCACGTTCAGCACGTAATACTTTTAAGCGGTTTTTCATCGGTACTTCCTATGACCAGCAATCATCG
+CGGTTAAATAGGTAAGGCACATAACAATAATTAAATGAGATATTTCAGGCTCAAAGCCAATCAGTTTAAT
+ATCTTCTAACAATTCATAACTTAGACCTAATACTAATCCAACACCTAAGGTGAAAGCCATTGCATCGAAA
+AGTATTTTTTGCTGCATTTCGTCTAAACCACGTAAATAGTCTCTATTAGCAACTAACATTCGAAAACCAA
+CAGCTAAATTAATTAACAAGGTAATAATGGTTAAGCTTGTATTAAAATCCCAAATAAATCTTGGCGCAAA
+AGCGGCGATGGCCATAGTAATAACCCAAACAGTTGTCCAATTTCTTAATGTTCTGGTATTAGCATTATTT
+TTTGCTTGGTAATTATTATGTTCACAATCTTGCTTTGTCATAAGTCAGCTCTCTTTGATTTTTTGTAAAG
+TTTATTTGACTTTATTGTAGGGGTTTTGTTTTGTAAGTCAAGTATGCTTTACAAAAAGAATGGTCTTGTA
+GTCTTTCTTAGATGATTACATCGGCATAGAGGTAACAAAAGTTAGCTAATTAAAGTTAAAATTGGGTATA
+ATTCGGTAGGCATTGCGTTGTCTTTACCATATTAAAATTTTGATTCGTATGCGAAAAATACAATACTTAT
+ACCCGTTCCACTTCAAGCTGCTGGATTCAGTGGGAATTTAAAATACTTTAGGCAAGGCATTCATTGCAAA
+GAATGGTTATTCCCTTCTTAAAATGAATAACGCTGCACAAAGTCTTTTAAAACCCACCCGAAGGGGGACA
+CAGAGCAACATCACTTCGTTGTTGCATCAATTTGTAAGGGAATGCCATGACTTCATTGATGCGCCTAGAA
+ATGAAATTGCTCTGTGTTCCTGAACTTGCATCTTGAAGTAGAGCGGGTATATATTATTTTTACTTATCCG
+TTATTTTGAAATAACATCTTGAGGATCTCCCCCTTGCATAAACATTTAATCTCTCCTTTATTGTTAACCC
+TTCTTCTTCAAGGTTGCGGTGGTGGTTCATCATCATCGCCTGAAGTGCCAGTAGACCCAGTTGAATACAC
+TTTCTCATTAACCGCACAATTGACTAACGATTGTGGCGTGGCAAGTGCCTTTAGTGACGTGGAACTTTTA
+CTTCAAGATGATACTTGGCAAACGCTTAATACCTATAAAGCAGATGACAGTGGTGTGATCAGTTTTGTTA
+CTACCAGTGAGTTTATAAACTACACGCTAGTGGCGAAAGATCAGCAAGGTAGTGAAGCACAAGGCTTGAA
+TGTGGTGAGTTTTTATCAAGCAAGCAGTGCCACGCCATCGCACTATCAAGCCCAGTTTGATGAGTTAGTC
+GATAATACTAGCTGTGAGTGTGTAACGCAGAACCTTGAGCTTTCACATCGTCCTTTTGTTACACAATTGG
+AAGTAACTAGTTCATTACCCTTTGATAACTGGAAAGAGGTTGATGATAGTACAACCTTATTTGAAGATGT
+GAAGGTGTGTCGTGCTGTAGAGGGGGAATGGCCGTTACATTCTTTTTCAGTGAAGGGCACTGATGCAAAT
+CAAAAAGCGATAGCTGCTGCCGATTTTTCAGATGACTTTACGGAAAATGTAGCAGGCGTTTGGACTTTAT
+CGGCTTTTCAAGTAGCGGATGCGGTTGACTTAGTCATGCCACATCAGGATTTTAATACTAATCAGTTGAT
+TGAAGGCACTACGCATTTTCCTATAGCAGTCACTAAAGACGATGATAGTGTCTTAGTTTTTAGCACCCAT
+GATCATATCAGTAAAACTTTTTATCAATCTCAAGCCAGTGTGACCTTTGATGAAAGCAGTTCTATCTTCG
+GTAGTTCAGTCATTAAGACCCATCATCAATTGATTTCGACCATTGCAAAAGACTCGTTTTTAGTGAATGC
+AAATGAGCAAAAACCACCTATTGATGATAGAAATTTTTCAGAAATAAAAGAAGATGGTAGTTACGATTAT
+TCGGCCGTCTCAGGTTACCCTGTGGCAGTGATAAGCTTTACTTTTACCACTTTTGATCCGACAACTAAAT
+TGTTAATGCCTGCTAAATGGACATTCTACGGGCCAGAGCAAGGCATGTTGGCAATCAGTGCTGACCTGAC
+AGGTTATACCGACATTATTAATATTGATACCGATAAAAAATCTACTGATATCCACTTAATGAAAAGTATG
+ATGACAAATAACTATCAAGACTATATAAAGTATTATCAAGCCGGCAATACGGTTGAGAATGCTTTAGATG
+CTAACAATGATTTTGTTAAAAACCTTAATGAAGTTGAAATTAGCATTAAGCTGAAATAGTTTAATTATTT
+CTACATAAAAAAAGCCTGCAATTGCAGGCTTTTTTGTGAATGAAAATTAGGCTTTGATTAATACAAGGTT
+AGGTTAAAACTTATAATCTACAGTAAGGGTATAACCACGCTCTGAACCAGGATATTCACTTGATGTTTGA
+TAATCTTTGTCAGTTAGATTTGTTACCTTCGCTAGTAAACTTACTTGGTTGTTTAGTCGGTAATTTAAAC
+CAACATCAAGCAAAGTAAAGGCTTTCAATGTTTTTACTGGATCGTTAGCACCATCATATCTACTACCTTG
+ATAGTCTACATCAAAGGTGAAATCAAACTGCTTGAGTGAGTAAACGAAGTTATAATTTGCAGAAAAATTT
+GGTCGTCTAGCTAATTGATGATCTGTCGTTTTGTCTTCAGCATCAACATGGCTCAATGTTAATGTGTTAT
+TGGTGTTGTAAATAGCAGCAGTAAAAGTTGCTTCAGCACCTAATATTTTAGCTTTTGCAACATTTGAAGG
+CTTATATGCACCTGATGCAGTAGGAGCCCACTCAATTAAGTTATCAATATCTGATTGGTAAATAGATACT
+TCAGCAGAAAGAGTATCGTTTTGAAAACGTGCTAAAAATTCCGAGGTATCCGCGGTTTCTGATATTAAAT
+CAGGGTTGCCTTGCCAAGGGTAGTATAAGTCGTTGAAGCTAGGCGCTTTGAAAGCAGTTCCGTGACTTAG
+TGAGAATAGTAGTTGATCATTAACTTGGTAACCCGCAGCTACTTGATACGTTGTCTCGCTATCAATGTCG
+CCTACTTTATCATAACGAACAGAAGCTTCTAATTTCACTTGCTCAATATCATGACGACCCGTGACAAAAA
+CTGCGTTAGCATCTCTATCGGTTTCATCATATTCTTTATTACTTTCAATGCTTTCTGTATACCACTCAAA
+TCCTGCAGTGATTTCTGATGAGTCAGCTAATGGCAGTTGAGCTAACGCGGTAACTTGCTCACGATTGGTA
+GTGAATAAGCTATTTGCATTACTGGCGCTATTTTGACTGTTATATTTGCTGTAGTTATCTTCAGTGCTGT
+CTTCTGAAGTACTTAAACCTAATTGCAAATACACCTGTTCTAGCTGAAGATGGTTTCGTAATAGAAAGTG
+GTAGTTTTCATACGTGGTTTCGTCACCACCGTATTTGGTGTTAGCATCAAATTCAGTAGTGCCTTGGTCG
+TACTGTGTATTTAACTCAAGTGCATAGGCTTGAGTAAACTGACTGGTACCAGAAAGTGCTATTGATTGAC
+GGTCATAACCATCGTCATCGTTTTGATCTACGGTATATTGGCTATTACCATCAGGGACAACTACATCAAA
+ACCATCAGATTTTTCTGCCGTTGCGCTTAATGTGTAACCGTGTTCTTTATTACCAAAGCCTAATGCACCA
+TAACCTTGGTATAAGCTATCACTGCCTACTTTTATTCCTACCTGGCCTTCACCTGCAGCTAAGTCACGGG
+TAAAAATTTGGATTACACCACCAATGGCATCAGATCCCCACAAGGCAGCTCTAGGTCCTTTAATGACTTC
+TACACGTTCAACCAACTGTACCGGTATCGAAGCAAGACTTTTCGAGCCAAGTGTGGCAGAGCCAATCCGA
+ACTCCATTAACTAATACTAATACGTGGTCTGAATTAGTACCACGTACAAAGGCAGACGTTTTATGCGCAG
+AAGTACCTTGCGTATTAATAGAGATACCGGCAACTCGGCCAAGTAAGTCACTAATAGATAAAGGCTGAAT
+TTGTTCTATGTTTTCTCTAGTGAATATATTCACCGAAGCTAAGGTATCAAATTTGTCTTGAATACTGCGG
+TTAGCAGTAATGACAATGGTTTCGTCTGCTTTATCAATCGTTGTAGGGCTAGTTTGCTCTGCAAAAGAAA
+GTGATGAGTAAAGTAGGCTGCTTATACTTAGTGCTATTATTGTTTTGTTCATGTTTTCCTCAGTTATAAG
+CACCCACCGTGCTTACAATGATAAATTAAATTTCAGGCCGGTCTCCGGACTTGAGTTACCAATATACCCA
+AACTACTTGAAGATGTGTGCTTCAGGACGCCTGAGCAATTTATGATCAAGGCGCTTCCTTTTATTAAGGG
+TTATCCCCTTAATAAATGAGGTAACGAAGAGCATGTTTTGCTCAGACGTCCCCGTTGGGCTGGTTTAGAA
+TTGCTTTAAGCTACGTTATTGATTTCGACAATAGAATAACTATTTTCTTCAATCAATGCCTTGCCTAAAG
+GCGTTTCTAATTCCAGCTGAAATCTGTATCTTCATGTAGTTTGGGTATAGCTGGCAGCTCACACCGTTGC
+GGGGGCAGTATTGGTTTAACCAATTTCCCGTTTCACCTTTAGCTATTACTGAAGTTATTCTCTTACTCAC
+ATGTAAAGCTAATAGGCACCTAAAATATTTCTTAGTGACTAGCGTTGAGGCTAGCTATGCTTTTGTTGTA
+GAAATGATCTTGTTTGATCTATTTCTGCACACAAATCTTTTAATGCCGTTAAGCTACGTAATGTCATTCG
+ATGCATAGCATCGGCATCAGGCTGTAGTATTTGTTTATTAGCTACGGCTGGTATTATTGACCAATCTTGC
+CAGTTAAAGGCTTCGCGCTCTTTTTGATTTACTGATAATGGTTGGATAATAAGTTCCACTGACGCGGGTA
+GTACTTGCTCAATACTAATTTGAGGGTAGGGAGTGATCACATGCTCAAATGGGTTTTTTACTTTGCATAT
+GTTCAAGAACTGCTGAGGCCAGCTTCCTTTTGCAACCGTTGTTAAAGGTCTAGACCAAAGCTCGTAAAAA
+CCAGTTATCTCTGTTTTATGTTGGTATTGCTGCTTTATTTTTATTAACGCTTGTTCAAACTTTGTTGCTA
+CTTCTTCACCCCGTGTCGTGTGACCAGTAATTTTAGCAAAGCTGCGTACTTCGTTTGCTATGTCTTCAAA
+CGTGTGCGGTTGGGAGTATATGATGTTGAAACCAAGTTGCTCTAATCGCGCTAAGTCATCACTTGGATTG
+CCACTTTTCCAAGCAATAATTAAGTCAGGCTGTAGTTCAATCACTCGTTCTAGTTGTAAACGTACATAAT
+TACCAATTCTCGGTATTTTCTTAGCTGCTTCGGGATAATCAGCAAATGATGTTGTACCAATAATTTGCTC
+GCCGGCGCCAACATCATAAAGCATTTCAACAATATGAGGGGCAAGGGCGATAATGGTGGGTTTACTTTTT
+TCTTTAGTTAATTTTTTATCAGTTTCTTTATTCTGTTCAGCATACGATGCGCTTGAAATAAAGAGTAAAA
+TAAAAAGTAGAGAGATTAATTTCATTAGGTTGTTTCTATGTGGTCATCAATTATTGAGCTAACTCATAAA
+ACGTTAGCTCTTAGTTAATTCAAAAGGGAACAGTCGTTACCAATCGATACCTTTTTGCGCTTTTATACCG
+TTATCAAAAGCATGTTTGATAGATTGTACTTCGCTAACCGTATCGGCAAGTTCTATAATGGCGCGATGAC
+ATGCGCGGCCAGTAATAATGACATGTTGATGTTTAGGACGGTTGTTTAATGTTTCAATTACGTCATCTAA
+ATCGAGGTATTTATACGACAGCATGTAGGTCATTTCATCGAGTAAAACCACATCAAGATTTGTATCGCTG
+AGTAACTCTTTACATTTAATCCATACTTGTTTCGCAGCGGCGATGTCTTTTTCTTTGTCTTGAGTATTCC
+AAGTAAAACCTGTACCCATGACACTAAATTTTACACCAGCATTTTCAAGTAATTGTCGCTCGCCACAAGC
+CCATGTACCTTTAATGAATTGGGCTACTGCAGCATTAAGACCATGGCCAACCGCACGGGCAACCGTACCA
+AAACCAGAGGTGCTTTTTCCTTTCCCATTACCTGTTATTACAATAAGTAAACCGCGCTCATCCGTTGCAT
+TATCAATGCGAGAATCAACTTTCTCTTTTAACTTTTGCATTCTTTGTTTGTGGTTATCAGCAATGTTGCT
+GTCAGTTGTTTTTTTATCAGTCATAGGGTTATCTCCACTGTGCTAATTTATTAAAGATTAGTTTGTTAAA
+CATAAGTTGATTAAGTTGTCGCTCTCGAGCGATACATGATAAATAAGAAAAATATGCTACCTAGTGCTGA
+GGTAATAATACCAATAGGGATCTCGGCATGAGGTAGTGATGATCGGGCAATTACATCGACCCAGATAAGA
+AATATAGCGCCGATTAACGCACTGCCAATAATTAATTTTAGCGTTGTTACGCCAATGAGTTGCCTAACAA
+TATGAGGGATCATCAAACCAACAAAGCCAATACCTCCACAATAAGCCACTATAGTCGCGGTAAGTGCAGC
+ACAAATACCTAACATCAGTAAACGTAACTTATCTACATCAACGCCCAAACTAGCAGCACTTTCATCGCCT
+AATAATAGCGCGTCAATTTGTCTATGTAGTGCAAATACGGTGATCATTGCGATTAATAAAATACTGGCAA
+TGACATAGAAGTTACTCATTTCAACGCGCGCTAAACTGCCCATTAACCAAAAAATGACACGATTGGTGGC
+AAAAGGTTCGCCAAAATAGAGAATGAATTGGGTTATTGATGCAAGCATGAATGATACGGCTACACCAGCG
+AGTAATAACTGCTCCATACGTTGGAGTACCTTAGCAATGAATACCACTATGATGACTGAAAAGAGTGCTC
+CGAGAAATGCCGCTAGTGGTAGCGCAATAGTGAGATTATCGGCCAAGGAAATATTCGCGATTGTTGCACC
+TAAACCAGCACCAGAAACAATCCCGAAAAGATAAGGGTCGGCGAGGGGATTACGCGTAGTGTTTTGTAAA
+ATAGCACCGGCTATAGCTAAGCCCATTCCTGCAACTAGCGCAACTAATACCCTTGGAATACGTACTTGCC
+AAATAACAATGTTCGCTATTTGGTTTTGGCAAGATCCTACTAAGCAGGCCATCAACTGAGATGAATCGAT
+GTCGGCAGGGCCAAATGTTATGGCTGCGAGTGCAGATAGAATGACTAGTATCGCTAATGCGAATAAACTA
+GTTGATACTTTATTCACTTAAAGGCTCCGAAATGGCGCTGTATTGCATGCTGTTTTCTTCAAGATAAAAA
+GAGACTTGAGTGGCACCAGTGATAACATCAACATTCTGCTGACAGGGTAAGCCAAAAATTCTGCTTAGTT
+GCTCTGGAGCCAAAACTTCTTTAGGGGAACCATCGCAAATTAATTGGCCTTTATCTAATAGCAACAATCG
+CTGGCAGTATAAACTGGCTAAATTGAGATCATGTACTGTCATAATCACGGTAATATTGAGCTTATTTACT
+AACTGTAATACTTGATGCTGGTAATAAACATCAAGGTGATTGGTCGGCTCATCAAGAATTAATATTTGGC
+TAGCCTGTACCAGTGCTCGAGCAATTAATACGCGTTGCTGTTCACCGCCAGAGAGTTGATTAAATAGACT
+CTCTAGGGCGTGACTTAATCCTACTTTACTTAGGGCTAATTCAATCTGAGACTTATCATAATCACTATCG
+AGTGAAAACAAACTTTTGTGCGGTAATAGACCCATTTTCATCACGTCTTGTACTGATAAAGCAAAGATAG
+AGTCATTTTTTTGCATAACTAAAGCGAAGTGTTGAGCAATTTCTTTAGCACTGAATTGTGTTATAAGACG
+ATTTTTAAGATGTACACAGCCGCTAACGTTTGCACTGGCAAGAATATTGGCTTGGTTGATTATACAACGT
+AATAAGCTGGTTTTACCTGCACCATTAGGGCCAATAATACCGATCACTTCACCTTTGCGGACAGTAAAAT
+TAATGTCTTGCAAGATCGTTTTATTTAGAACTTTCCAGCTGAGCCCAGAGATATTTAGCAGAGTAGACAT
+AATTAGACTCGTGTTTTCCCGCACGGTAATAAGTATAGTTTTGTTCGTTAGCTATCTGACTTTGATTTAA
+TATTTATTGTAAAAATAAACATCAGTTCATTCACAGTTGCGGGTACAGCGATGGATTTACACCATCTTCG
+ATAACACAATAAAACCTTTGAGAACGAATTCTATCTTGAATCAGAATCATTAGCAAACTTTAGATGTTTA
+GATGGCTATTAGTTATGCTTGCCTATATTTATAATTAGGAGGGCCTTTGATATTCTTAGATACACTTTTC
+ATTATTTATACCTAATGAAAATACAAATTATTTTCACTTAAAATATAAACAGTTAGTAACATTAATTCTT
+CTTAATAATTCGATAAATTCTTATCCATCTACTACGCTTTAAGGCAACTGATTTTCAGTATTCTCAATAT
+GTTCTCAAAATATTAAAGAGGTATAAAATGAAAGGTAATCCAAAAGTTATAGCAAGTCTAAATGGCTTAT
+TACATAACGAGTTAGCCGCAATTGATCAGTATTTTATTCATTCTCGAATGTATCAAGATTGGGGACTAGA
+TAAACTTTTTGACCAACTTGATCATGAAATGCAAGAAGAAATTACTCATGCAGATGCTTTGATAAAGCGG
+ATTTTATTTCTTGAAGGCATTCCTAACTTAGCCGACCGCCGAGATTTAATTATAGGTGACGATGTTCCTA
+GCATGCTCACTAATGACTTAACACTTGAAATGGAAGTTGTCGCTGCATTAAAAGCCTCTATTACCTTGTG
+TGAAAGCGAAGGGGACTTTCAAAGTAGAGAGATGTTAGAAAAACTACTGGAAGATACCGAAGAGGATCAT
+GTTTACTGGCTTGAAAAGCAGCTTGGACTCATTAATAAAATAGGGCTGCAAAATTACATCCAATCTCATA
+TGGGTCAGCATTTACCGGGTTAAGGGGTTGTCATGAAAGGTAATAAACAAGTTATTGCGTTATTAAATAG
+TGCGTTGGCAATTGAACTCATCGCGATTAATCAATATTTTTTGCATGCACGCATGTATAAAAATTGGGGC
+TTAGAAAAGCTCAATAAAGCAGATTATAAAATATCCATTGAGAAAATGAAGCAAGCAGATGATCTTATTG
+AACGTATATTATTTTTAGAAGGCCTGCCAAACTTACAAGATTTAGGCCGCTTACATATTGGTGAACATAC
+GACAGAGATGCTGCAATCAAATATGGATTTAGAGTATGCCTCTCGTCAGGCTTTACAAACATTAATTGTA
+GAAAGTGAGAAAGTGCAAGATTATATCAGTAGAGACTTAGCTGAAGACTTACTGGAAAATGTAGAAGAGC
+AAATTGATTGGATTGAATCGCAACAATACATAATTGATCATGCAGGTATCGAGAATTACTTACAATCCAT
+GATGAGTTAATTTTTTATGTTATTTGAATATGCGAGGTGCAGCTTTAACGTTAGCTAATTATTTTATCCG
+TTAAATAGGATTTAAGCGACCTGTGGCTGTGCCTCAGCAATTTGTATTAACTTTCTGTTGAGTACGCGTT
+TAGTACATTGACAACATTTACCACATTGCGATCCTACATTAAGCTCTTGGGTTAACCCTTTCATAGTTTC
+TACGCCATTATCAATAGCGGATTCTATCTGGGTATCGGTAACACCATGGCAAATACAAACGTACATAGAA
+AAACTCTCGACTCAAAAAATATTGCTTAATTAATGATGCATATAGTAACCTTAATGATAACAATTATCAA
+TAAGATTGTTTCGTAATGAAATTAATAAGTTAGTCTTTTTGTGTTAAATCAAAGAGAGTTTTCTATAAAG
+TTTTTCTCAACCAGGGACGTTAATAACTCATTTTGAATGAAAGTCAGGTTCTCTATCTGCTTTAATTTTT
+ATGTATCGGGAATATTTCCGAGTTTAGCTTTAAAATGAGAACAAAAAAAGGAGCTGAAGCTCCTTTTTTT
+AATTGTTATTTCTTATCGTTATATTCGTAAACTAATTACCAAATTTTAACGCGTTTTTCTGGTGCTATAT
+ACATAGCATCCCCTTCTTTAACATCAAATGCTTCATAAAATTCATTGATGTTTGAAAGAGAGCCAAGTGC
+ACGGAATTCAGCAGGTGAATGTGGGTCAGTCGCTACACGATTACGTGCAGACTTCTCTACAATTTTTGCG
+CGCCAAATTTGAGCATAACCCATAAAGAAACGTTGATCGCCGGTTAAACCATCAATGATAGGTGCTTCTT
+TACCGTTCAATGATGCTTTATAGGCTCTATACGCGATAGTTACACCCGATAAATCGCCAATGTTTTCACC
+TAAAGTCAATTTACCATTTACAGCTAAGTCGTCAAAAACGTGATATGCATCATACTGTTCAACTAAGGCT
+TTAGTACGGTTAGCAAACTCAGCTAAATCTTGCTCAGTCCACCAATTTCTAAGGTTGCCTTCGGCGTCAT
+ATTTACTACCTTGATCATCAAAACCATGGCCCATCTCATGCCCAATTACTGCACCGATGCCGCCGTAGTT
+AACAGCGCTATCAGCTTTCATATTAAAAAATGGCGCTTGTAATATAGCTGCAGGGAAAACGATTTCGTTT
+ACCGTTGGGTTGTAGTAAGCATTAACTGTTTGCGGTGTCATGCCCCATTCCCATTTTTGAATTGGACCAC
+CAAGTTTTGAAACTTCTTTATCATGAGATAAGCGTGAAGAACGTAGAATATTACCCACTAAATCGTCAGC
+GTCGATGCTAAGTCCAGAGTAATCTTCCCATCTATCAGGGTAACCAATTTTAGGCGTGAAAGCGGCTAAC
+TTAACATGGGCTGCTTTTTTGGTATCTGCTGACATCCATTCAAGATCATCAATGCTATTGCCATAAGAGG
+TACGTAAATTTTCAACTAACTCGCTCATGCGTGCTTTAGCTTGTGGAGTAAAGTGGCGAGTAACATATAC
+TTTGCCAATGACTTCACCTAAATTTGAGTTAACGACACTAACGCCACGTTTCCATTGTGGTCGTTGCTCT
+TGTCTACCACTTAATTGTTTAGAGTAAAAATCAAAGTTTTCGTTATCAATATCAGTACTTAAGTAACTAG
+CGAAATTACTTAAGCTGTGGAAATTCAAATAGGTTTTCCAATCTTCTAACGAAGTTTCGGCAAATATGCC
+ACCGAAACCAGCAACAAAATCTGGTTGGTTGATAATAATATCTTTTTGAGAGGCAACACCTTGCGCAGCT
+AAATAAGCTGACCAATCAAAAGCATCTGTTAATTCATTTAACTTATTAACAGCAAACTTGTTGTAGCGTT
+TTTCACTGTCGCGACTTTGAACTTGGGTCCAGTGAAATTTAGCTAACTTTGTCTCTAGTGACATGATAGT
+TTCAGCGGCTTCTTTACCATTAGCAAGACCAGCTAGTTTGAACATGTTTTCAATGTGGGCAATATAACCA
+GCACGTAAAGCGATAAAACGTTCTGTTTCATTAAAATAGTAGTCTTTATCAGGTAGACCTAGGCCACTTT
+GCCAGATGTGAGTGGCATAGCTGCTAGAGTCTTTAGCATCAACACTAATGTAAAAAGCTAAAGGGCTGCC
+TACACCTACGGCTTGATATTTACCAAAAAAAGTCGCTAATTCTGATTTGTCATTAATATTGTTAATAGCA
+TCAAAAACAGGTTGAATTGGTTTAACACCTAAATTATTACGTTTTTCCGTGTTCATGTATGAGCGAAAAA
+TATCAGCTACTTTTTGTTCATCGCTACCTTTAGCTAAGTTATCTTCTGCAGCAAGCTCTTCTATGATTGC
+TTTAACATCATCATCGGCTTGATCGCGAAGATCATAGAATGAACCAATAGCCGTTTTATCACCTGGAATT
+TCGTGGCTTTTTAGCCAGTTACCATTTACATAACGATAGAAATTATCTTGTGGACGAACGCTGGTGTCTA
+AATTAGCTTTTTCGATGCCTGAAGCCAGTGCCGTTTTTTGAGTCACTAATGGTGCGTTATTGCTACTATC
+AGCTTGAGTAGTACAACCGCTCATTAGTAATAATGATGAGCAAATTGCACTAGTAATAATTGCTTTCATG
+AAAAGTCCTTATTTATAAGTCATAGAATGTGTTTAAGTGCGCACAATATAAATCGTATTTTAATTTTTTT
+AATTATTTATACTTTTAATTTGTTTGCTATAACATGCTTTATGCGCACGATTTCTCGATTCTACGGGGAA
+TTTTTAAGGATTTCCAGCAAGTGAAACATCATTTTACATATTTGTTTTATTTGGAAAAATAGCCAGAATT
+CATGATGAAAGCGCTATTGAATGTAAGTCGTTGGTTTTGTTTGGTTAACAGGCTTGCAACATTGAGTTAA
+CAAGCCTTATTGGAACTAATATTGATGTTCACAACATTAGTTAACGGCTAACTCATTATAAGTTTTTACC
+GTGGGGCAATACTGCGTTGGAGAATATTATACCTGCGACCAGAGACATAAATATTAAAAATGTTTGTGAG
+CCTAAATCGGGTACATTTAGCATATTTTGACCTGATACTGCGCTGTTTAAACCAATATATACTTTTGAAC
+CCGGCACAAGCACAACTAAACCAAGCAGTCTTACAATGCTAGAAGGTAGGTTCATCAGTCGAGAGAATAA
+GTTGCTATATAAGCCAAGTGCAAAAGCGCCAACGAATGCACCTAGCGCCACGCCTAAATATTCGGTAGCC
+CATATGCTGACACCAAAAGCAATATAACCAGCAATCATACCCCAAGGTGCATCTTTTAATCGGACTTTAA
+AAAGAATAACTAAGCTTACTGATAACGTGGTTACCGCTAACCAAGAAGTCCAAACAGGCATTGTTTCAGG
+GGGCAGGAATATTGCGGTTCCCCACATTAAGTTACCTAAAGCCATACCCAATACCGCGCCGAAATAAAGC
+TTAAACAGCACCATTATACTGTCCATGATGCGTGCTGTACCAGACATTAAATGTCGAGCGGCAAGTTCAG
+ATAAACCGACCGTTAAAGACAAACCTGGAATAAAAACAATGATGCTAGATAGAATAACCATAGGAATATT
+AATACTAGGGTCAATCATAGAAATTGCGGAGGCTAATAGCGATGCCGTGAGCGCTGCCATAGGCTCGAGT
+AAATCTGACATGCGCCGTGAACGTTCTGACCAAAGTACAAAGGCAAAGGTAACCCAACCTAAAATAGTTG
+ACCAAAAGACATCGTGCCAGCTGGTATGCATTAACATGGCGAAAGCGCCACTTGATGCACCAAAAGCTAA
+AAAAGATAACAGTGTGCCGTAAGGCGCTGGTTTATTTTTTACCTCGGCTAAACGCTCGATCGCTTCTTCG
+AGCGTGCGTTGGCCATCAATTAACTCATCAACGAGTTCATCAATACGTGCTAAAGAGCCAAGATCAATAT
+CGCCAGGGCTCACTCGAACTAAGTGATTATATTGTTGATCATCTTCATCATCAGATAAGATGAATGTTAA
+TGCGGTAGGCGTGATGATAAAAGAAGCTCGAAGTTCGAGAAACTTAGCAATAGATAATAAGTTGTCTTCT
+AGGCGATAAGCCGTAGAACCCAGCTTATGTAAAGCTTTGCCTAATTTGATGATAAAACGGCGTTTTTGGT
+AAAAATTATCGGTTTTCTGCATTGCGATATAAAATGGTAAGTTGCACTGTTCGCTATGGTAATCGATTTT
+ACTAAAACTGGGTATAAAAAAATAACGAGAAGAGAGATAAAAATGACATTGATAATTATTTTGGCTTGTG
+TCTTCATTGCTGTATTTTTGATGGTTACTTTGGGGGAAAAATTTGGTAAACCCATGACCGATGAGCAACA
+AGGTAAATACAGTAAAATCATACGAATATTGGTATTTGTTCTGATAGTGGCAGCTATTATCAAAACCATG
+TTTTAAACGACTTTATTGCTTATTCATCATCAGGTAAAATGGTGCAATAAACCCCTTGTCTTACCTACAA
+AGAGATCTGTGATGCAACAATTGCCTAAACTCGACTTAAAAAATAAAGTATCAGCCCAAGAATGGCAATT
+ACGGGTTGATTTAGCGGCTTGTTATCGATTATTGCAAATGCATGGTTGGGATGACCTTATTCATACCCAT
+ATTTCTGTATGTATTCCTGGTACAGAACATATTTTGATTAATGCTTTTGGTCTAGCTTTTGAAGAAATAA
+CCGCTTCAAATTTAGTTAAAATTGATATCAAGGGTAATATTATCGACAAAGACTGCCCGTTTGAAATAAA
+CCCTGCTGGTTTCACTATTCATAGTGCAGTACATGAAGTACGCCATGATGATATTTGTGCTTTGCACGTG
+CATACCAATGAAACCATTGCCGTTGCTAGTGTTGAAGAAGGTTTGTTACCGTTAAGCCAGTATTCTATGT
+TTGCGTTAGCTTCGATGAGTTACCATGATTATGAAGGCCTAGCGGTGAATGATGATGAAAAGCTTAGATT
+ACAAAATGATTTAGGTGATAAAAACTTTATGTTATTGCGAAATCATGGTGCCTTAACCATGGGCAAAACC
+ATTGGTGATGCTTTTATGCATATGTACGATTTAACGCGTGCTTGCCAAATACAGTTGCAAGTAATGGCAA
+CGGGTATGAAACCTATTTATGCCCCGCAAAGCATTATTGATGGTATTAAAGCGCAAGCTAATATTGTGCA
+CGATGGGGAAACTGGCGGTCAAAAAGCATGGCCAGCGATGTTACGAAGAGTTTATCGTAATGATCCAACC
+TTTGCAGAGTAGTTATTATCTTTTTGTTGTATCGTCCAATTTACACGTCAAAAGTACTCATTGACTAACG
+TCAACTCCGTGCGTTTTCCTTTAAATAGAATGATACACCTTCAAGATAAGCAACTACTGTCTCTAGTTTT
+ATGAATACGTTACATAACAAATTATTTGAAAATGAGAGTTAACTAAATAGAGGTTAACTAAATAAAGAAT
+TAACTTAGTTGAGAAAAATATGAAGATTACTCACGTTGAAGTTTTTGATATCCATTGCCCTAAGCGCATT
+GGTTGGAACCCTGTTTTTATACGTATACATACTGATGAAGGTATTAGTGGTGTTGGTGAGGCTGGGTTAG
+CTTATGATTGGGGGCATAGCGCCGCAGCAGCCATGATTAAAGAAATCAGTGAAGCGGTACTTATTGGTTT
+TAATCCGTTTAATACCGAGCTTTTATGGTCTCGCATGTTACGCGAAAGTTTTTGGGGCTTAGGCGGCGGA
+CCTGTTTTATATTCAGCGATGAGCGCAATTGATACCGCACTTTGGGACATTAAAGGTAAAGCACTAGGCG
+TGCCGGTTTATCAATTATTGGGTGGTAAAGTAAATGATAAATTGCGTACTTATGCTAGCCAACTTCAGTT
+TGATTGGGATACTGAGATAAGTAAGCTAATTGAACCAGAGCAATATGCTGAAGCCGCATTAAAAGCCATT
+GCACAAGGTTATGATGCGGTTAAAGTTGACCCAATAGTTTATAACGGTGATGGCAGTTCTTCTTTTGATA
+GAACAAAATTATTTACCAAACCTCAAATGCGTTTATTTGGTAACCGACTACGTGCTATTCGTGATGCTGT
+AGGCGAAGATGTTGATATTATTTTTGAATCGCACTCATTAATGGGCGCAGCCTCAGCAATACAAATGGGC
+AGAATTGTCGAAGAAGTTGGCTGTATGATGTACGAAGAGCCGGTTAACTATTTGAATCCAGCCGTACATA
+AAAAAGTGTCTGATAATGTTAATGTACCGATTGCCGGTGGTGAACGTTTGTATCATCGTTGGGATGTAAG
+ACCTTATTTTGAAGATCAGAGTATCGATGTATTACAACCAGATGTGGGTTTATGTGGTGGTTTTACTGAA
+TCGAAAAAAGTTTGTGATTATGCTGACGTTTACGATATTCGTATACAAGCGCACGTATGTGGTGGTCCGG
+TGGCAACAGCGGCATCATTACACTTAGAAACTGCTATCCCAAACTTCTTGATTCATGAACACCATACTTA
+CGCGATTAAAGACTGGAACAGGGAGTTATGTTTGCAAGATCCACAACCAGTAGATGGTTTTTTCCAAGTG
+ACTGAAGTACCAGGTATTGGTATAGAACTTAATGATGCAATCGTTAAGAAGTCGCCAAACGTAACTATCA
+AATAAAGAATTAGTAGATAGTTTAAGCTGCTAGCTTTGTCAGTTAGAAAGTTGATAAATACGAAGCGCAT
+TACTGAAAAGTAATGCGTTTTTTTCATTTTTACTGCATTGCTCAATTACTGTGGATTCAAGAATATCCTG
+CCAATAACTAACATAGCTCTTATGCCTTAGCTCTTTACCTACCTCTTTACCTAGCTTTTTACCGAGTAAA
+CACAGCGGAAAATTACTGGCTAGCATCACTCGCTCAATTGAAAAGGTGCTGATGCAAAAACTGGTTACTT
+CACTAAACCATGACATTGAATATTCTCGGTCTTGCATTTCCCAACCAGAGCACTTAATAAAGACATTGGG
+GTACTTCGCAAGTTCACTGATATGTTGTTGCCATAACTGCCATGCATGACAGTTTATGTCTTTAGGTACT
+CTTTTAGGAGGGAAGCCAGCATGATTGATAACGAACCGGAGTTGGCTATTTGTGGTGATGGTTTGGGTTA
+ATAGCGGTATAAGGTTAATCGCACTTTCATCAGCTAATGGTAATTGCAGTTCAAAAATAAAGTCAGTTAT
+CTCATTAAGTTTGGCAAAATTTTGTTGTGCGTTTTTATTCGTTAAAATAGCCGCCGCTTGTTCATCTAAA
+ATATGACGAGCGCCAATTAAACTCTGATATTGCTGCAATCTTTGTAATGTTGCTTGAAAGTGCTCGGGCG
+TTACTAATAAGTCGATGCTAGCGATAGTTCTATTTTTTTGACAGGGTAAACTTTCAATATACTCAAGTTC
+ATGCCAAGGCTCTGCATTATCGAAACCTGCTTCAATATGAACAAAACCAGCCAAGTTTATTTTACTGTTG
+GTATGTAAGGTATTATTTAATGCTTCAATATCAAAATCGTGTCGGATAAGTGACTTATCGGGCCAAAAGG
+GTGGGTTTTCTGATTTAAGCCAATGATAATCTCCACGCGAGCGATCAAATAAATGCAGATGTGGATCAAT
+AATATTTACGGTCATAGTGTTTAACTTTCTATTATTTCAATGGCTAGCAGGTTCAAGTTCAACTTTAGTT
+TCAAGTAAAACTATTGTGCGGTATAACCGCCGTCGATCACTTGTAAACTACCGGTGATAAACTTAGCTTT
+ATCTGATGCTAAAAATAGTACTAACTCAGCAACTTCTTCTGGTTGACCTAAGCGTTGCAAAGGTTGCAAC
+TTCTCTTCATCCCTATGCACTTCGCTTTTATCAGCACCTGATTGCTGACAATAGTTATCAATGGCTTTGT
+GGTACAGCGGTGTTTCAATGGTACCCGGGCAAACGGCATTAGCTCTAATATTAAAAGCGGCGTAATCAAG
+CGCTGTTGTTTTAGCGATAGAGGCGAGGGCACTTTTACTTAAGTTATACGCAAACGAATTATGCTTGGCG
+ATTAATGCTTGATCAGAAGCCATCAACAAAATCGACCCATTTTTGTTAGCTTTCATTGATGGTAACACCG
+CTTTGATTGCAGCATAAGCACCTTTAACATTAATGTTAAATACTGTATCTAGATCAGCTTCACTGGTATT
+TTCAATCGTGGCTGAAAAGTGAATACCGGCATTTGAAATTAGAACATCTATGGTGTGTTGCTTAGTAATA
+TCATTAATTATCTCGGTTACCTGGCTAACGTTAGTAACATCACACTGGCGAAAATCTCCTTCAGCAGAAG
+GGGACAAATCTAAATTAAAGACTTGGTAATTATTCTTGATGAATAATTTTACAATACTTAAACCAATGCC
+AGAGCTTCCACCGGTGATTACACACACTTTTTTCATTAAATTTACTCAATTAACGCAATTAGTAGAAATG
+ATACCTGTAAGCACCATCAAGTTCCATAAAGTTCAGTTCCAATTACTTCTTTGTATAATTTGCGTGTTTA
+TACCCAGCTAAATAATCAAAATATAGAATGACTATGCCTGAATTATTTTTCTTGGCTAAAGTCATTTTAA
+TTCCCACTGAAATCCTGCACTTTGAATGATAATGAGTATATAATATTGGCAATTAGATTAATGAGGTTTT
+TCCATGAGAGCTTGTGGCGTAGAAATTAAAAGTAATGATGCGATTATTTGTATCGTGTCAAAAGAAAACA
+ACTTGTATGATATCCCTCATACGCGCGTACAAAAAATTAGCCTTGATAATGCAGGCGATGCAGAAGAAGT
+GAAAAAGTTTCAATTTACTTTTGCCAAGTTAATGGAAGATTACAAAGTTACTCATGTGCAAATTAAAGGT
+CGTGCTTTAAAAGGTAAGTTTGCTGGCGGACCTATTGGTTTTAAAATTGAAGCAGCTATTCAATTAATTG
+CTGAACTAGAAGTTGAAGTTTTATCAGGTACTTTTATTAAGAAAGAATTATCGAAAAGTCAAATCGATAT
+TGATTTTCGTGATACCGGCTTAAAGCAATTTCAAGAGCAAGCATTTACTACTGTTTTTGCTTATTTAGAA
+TCGCAAAACAATGCCTATAGAGTAGACTCTGAAGATAATAATCAAGAAGATTAATATTTTATCGCGCTAT
+AAGTTTTAAATCATTCATTTTAAATGAATCTATTTGAAATAAAAATTTAGACAAAGAAAGCTTAGTAATT
+AACGTTACTAAGCTTTTTTATTATCCACTTTTAGTAAAAAGCCAGCTCACTTAGCTGGTTTTTTTGTTTT
+TCTGCTGGTAAATAGACAAGGAAATTTAAATTATTCAGTCAAGGTTGCTAAAGATATTTTAGGTGTTCCT
+TCAATTGAACCCTATAAAAATGATGATTTTATGTTGGTGTGTAAACTGTTTTTCGAAAATGATAATTTTG
+TTCGTGTTGAGTTTTAAATTCGCTGTAGCCCAGTTGATAAGGCGATGAGATATAAATGAAATAGGTGAAA
+ATGTACTGGAATATTAAAGTGTTCTATCGCTTAAATTTAAAAAATCGTGACTTAAAATGAGTGAAATATC
+ACAGCTTTTGTTATTTATACTTTAAAAAGTGTTAATAACGTGATTTAATCAAACACCTGTTTGAAAGTCA
+GACCTCGGACCAGTTGGCTTTTGTTAAGCCAAAAAAGTTAACCATTGGAGAAAGTCATGCCAGAGTATAA
+AGCACCGATCAGAGATATTAAGTTTGTTATGCAAGAATTACTTGATTGCGATAATCATTATCAAAAGTTA
+GGTTATGAAGATGCTAGTTTAGATATGGTTGACGCCATAATTAGCGAAGCGGCAAAATTCACTGAACAAG
+TTATTGCCCCTATCAATCAAAGTGGTGATGAACAAGGTTGTACTTGGACAAATGGTGAAGTCACGACGCC
+TGATGGTTTTAAAGAGGCTTATCAACAATATGTTGAAGGTGGTTGGCCAACATTAGCACAAAATGTAGAT
+TTTGGTGGTCAAGGTTTACCGCATTCATTAAATACTGCAATTACAGAACTTTTCTCTAGTGCGAACCATA
+GTTTCGCTATGTACCCAGGTTTGAGTCATGGAGCATTAGCAACCATTGAAGCACATGGTAGCGAACAGCA
+AAAAAATCAGTTCATTCCTAAGTTAGTTGAGGGTAGCTGGACAGGCACCATGTGTTTAACTGAACCTCAT
+TGTGGTACAGATTTAGGTATGTTGCGTACAAAAGCCGAGTTAAACGATGATGGTAGTTACTCGTTAACCG
+GTACTAAAATATTTATCTCTGCGGGTGAACATGATTTATCAGACAATATTGTTCATATTGTTATTGCAAG
+GATCCCCGGTTCCCCTGAAGGCAGTAAAGGCATTTCGCTATTTATTGTGCCTAAATTTAATGTTACTAAC
+GAAGGTGAAACGAGCGATCGTAATGCGGTTAATTGTGGCTCTATTGAGCACAAAATGGGTATCAACGCTA
+ACGCAACCTGTGTGATTAACTTTGATGGCGCTAAAGGTTATTTAATTGGCGAAGTAAATCGTGGTTTAAA
+CTGCATGTTTACCTTTATGAATGTTGCGCGTTTAGGCGTAGCTACTGAAGGCGTTGCAGCGGCAGAAGCA
+TCATTTCAAGGTGCATTAGCTTATGCAAAAGACCGATTACAAATGCGATCTTTATCGGGTGTTAAAAATC
+CTGATGGACCGGCAGATGCAATCATAGTTCATCCTGATGTTCGTCGTATGTTATTAACGCAAAAATCTAT
+TGCAGAAGGAGGTCGAGCACTGATCGCCTATTTAGCACAGTTAGTAGACATTGGTCATGCGAGTACCTGC
+GAAGAAGAAAAAGCAACGGCAGAAGCTAAGCTGGCTTTATTAACACCTATTGCTAAAGCTTTCCTCACAG
+AGCTTGGTTTAGAATGTACTAGTCATGGCGTGCAAGTATTTGGTGGTCATGGATTCATCAAAGAGTGGGG
+CATGGAACAACTAATGCGCGATACAAAAATTAGTTGTTTATATGAAGGTACTACAGGGATTCAAGCATTA
+GACTTATTAGCGCGAAAAATCTTGGGCTCAAAAGGAAAAATTCTTAAACCTTTCGGTAGTGAAGTTACTA
+AGTTCTGCTTAGAAAATGCTGAAGACGATGCTATGCAAGAGTTCATTCAACCTATCATGAGTTTTGGTGG
+TGATTGGCAGAAAATGACAGAAAAAGTTGGTGAAAAAGCAATGCAAAACCCAGACGAAATTGGTGCTGCA
+TCTGTTGATTATTTGATGTATTCAGGTTATTTAACCCTCGCTTACTTCTGGGCTAAAATGGCAAAAGTTG
+CGCAAGATAAGCTCAAAGAGGGTTGTGATGATGAAGCTTTTTATCAAGCAAAAATTAAAACAGCACGTTT
+CTATTTTCAACGTATACTGCCACGTGCCAATGGCCATGCCGCTTGTGTTGAAAATGGTGCAGAATCGATG
+ATGGCACTCGATGCAGATGATTTTTCTTTCTAGGCTGCTATTTGCTTTAAGAAGTTAGCTTAGGTAAATG
+CTAACTTCCTTTTGCTTACTTAACCTGAACTCTGGATAATGAGTGTTTGATGTTTAAGTAAAATCAACAA
+CTTAGATTGTTACGTATAAAAAATAATAAAGTTAAAGTAGTTATAAGCTTTATCAATGTTTCATTTTATT
+CAATTATCAAGGCAAAACGTTTATGAATAGCCGGCTATTTATCGACGTTTTAACGCTGAGAATTGGATGA
+AGAGGAATGTTGAGCAAGTGCTGCTTATCCATAGTTCAGGTTACTTAATAAAAAGGCGCTTATCGATTAA
+ACTCGAACAGCGCCTTTTTTGTTTTTTCGTTAAAGGCCTAAAACTTCTTTACCTTGTTTGAAGACAATAT
+CTACCGGGATTTTAGCTTCCTCTAAGCGGGCTAAATCTGCAGCAAGTGTTTCACCAATAACGCCACTTTC
+TTTTACTAAGCTATCAACGCCTTGATAGTCACCATTACCTTGTAAGGTTAAGATAAGCTCAGACAAAGAG
+TCTATTGCAGCGGTCATTTTATCAACATTAATGCTATACAAGCCCTGTTCATTTCGGCTAAAAGCACCTT
+TCTCTTGGAAGTAATTAAAACGAACCATGTTGGCTTTACCATGTGCTGAACTTGCGCCAAAGCGAATTGA
+ACGGAAAATTCCAGCCATAAAGGTGGTGTAGTAATCTTCTAATGTACCGTCAGTGATCGCGCCTTTAACA
+AGTAGTTGGCGAATCATGTATAAACCAAGAATGTCGGCTTTACCTTCTTCTAATGCAGATGCATGCTCTT
+TTAATGCTTGGCGAACTGGGCCTTGGCCATTAAGGGTGTTTTTAATGCCTAGGCCATGAGCAACTTCATG
+AAACATGGTATTAGCGAAGAAACCAGTGAAAGTTACGTTCTTACGCTGCTCAGGCACGATAAGCGTATCA
+GCGATAGGTAACATGATGGCATCAAACTTGGCACGCATGGCATTTTTCAATTGTAAACGTCTGGTGCCTT
+TTTTCAGCTGTACTTCTTCATCATTGGGTAAGTTGATCGCAATAGTTTTACTACCCGCATTAGAATGTCC
+CGCATAATAAATAACATCATAGGCATTCAAGTCAGCGTCAGAGCCTGGGACCTCTGCTTTATACTTTTTG
+CCTACAGGCAGACCCTTTTGCAATTCAGGCAAAAACTGAGCGTATTTAGCGAGCTTTTCGCTCCAAGCTA
+AATCTTTAATTAATACGTATGATTCAAAAGCGGCGCGGTAACCATAAAGTTGGTCTTCATAGCTCTCAAT
+AGGCCCTATAACAACATCAATTGGATTGTTTTTCATATCCATCCAAGCAAAATCTGATGCTTGATATTCA
+TCAGTGCGTAATGCTTGAGCTCGCATAGTTAGGTAGTTAGCAAATTCTTTATCGTCGGCAAACTTTGCAG
+CTTCATCAAGAATTGCCGCTGCGCGAGTCATTTGGTCATGATAAATTTCAGAGAAAGGAACACTCATCAA
+TTTACCGTCATTATCACGACGAACAACGGAGTAAAGTCCTTTCTTATCGCTAAATTCACTTTGTTCAAAC
+TCTGCTTTAGTCATATCTGCAGGATAAAATTCGGCGCCATGTGCTTTTGTCGTCGTTTGACTTAAAAATA
+CTTTGTCGCCATTCAGGCGATCCCAAGGACCATAGTTTATTTCAGCAAAGCGTCTTACTGTCAAATCACT
+AATACTGGCTAAAAAACTTGCTTTGTCTTGTGAAAAAGCTTGCTGCCAAAATAAGTCATCCATTATTTTT
+GAAGCATCAATAAGTAGCGCTACCATCTGCTTTTGGTTTGCAGATAAGTGGCTTAAATCTGCCGTTAAGG
+TGACTTCTTTGTATATATTTAAACGTTGTTCAAAACCTGAAAGAAGTTCAGGTTGGCTTGAGATGTTATC
+ACTTTGTGCATCTACAGCAGCCTTTTGGGTGATGTTTTCTTTACTCGTTTTGTCTTTGGCATTATTTTCA
+GTGGCAGAGTTACAAGCGGTTAACGTTGCGCCTGCAAGTAATACCACGGCGGCTATTTTTGTAAGTTTTA
+GTGCTTTCATAAGAGATCTCTACATATAAGTTGCGTAAAGGTTAAAAAAAAACTGACGGGAGTGCAATAG
+TGGAGGGTAATATAATGTGGTATTGACTGTAAAGCTAACGGTGTACTTCAATAGGGCATGTTCAAATAGG
+CATGAACGAGGAATTTTAGGCATAAAAAAACCGACCTAAGTCGGTTTTTCAATGGAAAATAAGGTGCACC
+ATATTTTCACTTCATAAAACAGTACAGCTAAAGCAATAATTAAAGTGCTTTGATTGCTGCGTTTAAACGG
+CTCTTAGAACGAGCTGCTTTGTTTTTATGAATAAGACCTTTACTTGCGTAACGGTCTAAAGTTGGTGTAG
+CAGCAGCTAATTCTTTAGTTGCTACTTCTTTGTCACCAGCTTCAATTGCTGCTAGTACTTTTTTTACTAA
+AGTACGCATCATTGAGCGACGACTTGCATTATGTTGACGGCGCTTTTCAGATTGTCCTGCGCGCTTCTTA
+GCTTGCTTTGAGTTAGCCAAGGTATTCTCCTAAAAGAGTGATTATAAGCTTAAATTTAAGGCGACGAAAT
+ATGCCTTTTTTTTTGCTATATGTCAAATGTTTTAATTGTTTAATTTAATGTTGACGGTAAAAGTTAACGA
+TAAAAAGCAATTAAAAAGAATATGGTTGATGTTTACGACTAGAACTATGCCGATATAACAAAACATGTTG
+TGAACAGCGTTAAGTATACATTGTTTAAATAGCTAAAATCATCACATAATACACATTATTTATTTTTGCT
+GTGTTTTTTTTTATTTTTACATGAGTGAATAGTTATAAAATAGCCATGTTTAACTTGGGTTTGAGGATGT
+TTTTTTGAGTAAAAAGTTAATTAAATCAGGGATGATTGTCAGTGTGATGACATTGATTTCTCGAGTGTTA
+GGATTAATTCGAGATGTCGTTATTGCCAATGTGATGGGCGCAGGGGTAATGGCCGATGTATTTCTATTTG
+CCAATAAAATCCCAAACTTTTTTCGGCGACTATTTGCTGAAGGAGCATTTGCTCAGGCATTTGTACCTGT
+ACTCAGTGAATATCAGGTAAAAGATGAACAACAAGCAGAGCAAAACGATAAACAAAATGCCCATGAGCAA
+ACACGATTACTGATAGCACAGGCTTCCGGTACGCTAGGCATAATTATCACCGGAGTGACGTTATTCGGTA
+TGTTAGCCTCACCTCTGTTTGTAATGCTTTTTGGCTTTGGTTGGTTTATCGATTGGTTAAATGACGCGCC
+AGGAGGCGAGAAGTTTGATTTAGCGAGTAACTTATTATCAATCACTTTCCCTTATCTATGGTTTATTAGT
+TTTGCAGCACTAACGGGGGCGGTGCTTAATACCTTGGGCCGATTTGCCGTTGCTGCTTTTACGCCTGTTC
+TGCTAAATATTGCTATTATCGGAATGGCCATTTTTGGTTCCCCTTATGCCGAAAGTCCTGCTCACGCGTT
+AGCTTGGGGCGTGTTTTTAGGTGGTCTTATACAATTTCTTTTTCAAATTCCTTTTATGTACAAAGCGGGC
+ATGTTGGTAAAACCTAAATGGGCTTGGCACAGTGAAGGAGTCACAAAGATTCGAAAACTGATTGTGCCTG
+CGTTATTTGGTGTGTCAGTAACACAGATTAATTTATTGCTTGATACCGTTATTGCCAGCTTTTTAATTAC
+AGGATCTATCAGCTGGCTCTATTATGCCGATAGACTACTTGAATTCCCGCTGGGTCTTTTTGGTATTGGT
+ATTGCGACAGTGATACTGCCTAGCTTGTCAAAATTACACAGTAAAAATAGCCCAGAAGAATTTAGTGCCA
+CCTTAGATTGGGGGATCCGAGTGATTTGTCTTTTTGGCTGGCCAGCGTTGGCAGGATTAATGGTGTTAGC
+TCAGCCTATTATTATGGTGCTATTTATGCGGGGCGAGTTTGACCAACAAACTGTATTACAAGTTTCCATG
+GCATTATTTGCCTATTTATCAGGGTTGTTGAGTTTTATGTTTATCAAAATACTTGCTCCCGGTTATTACG
+CACGACAAGATACCAAAACACCAGTTAAAATCGGCATTATAGCTATGGTTGCCAATATGATATTTAACTT
+AATGCTGGCACCTTTTATCGGGTATGTAGGGCTTGCCTTAGCAACCTCATTATCTGCAACATTAAATGCT
+TGGCTGTTATATCGAGGCTTAAAGGCACAAGGTGTTTATCAGTTATCGGCTAAAACACTCATTTTTATTG
+CTAAATTAGTGTTAAGTGCTGGGGTTATGGCATTGGTTGTTTATCAATTATCCAGCAGCTTTGATGTTTG
+GCTAACGATGAAATTTTTAGAACAAGTAGAGCAACTAACCCTGTGCATTGTTGCCGGTGTTGCTAGCTAT
+TTGGTAATGATTATTTTGTTAGGTGTACGTTTTAGTGACTTTAAGGTTATAAAAAGATAAAAATAAGCAT
+AAATAAAGTGCTCGGGCTACTGATTATTCGCGCGCGCTGTTATATAATTCGTCGATTTGTACCAATCCAT
+ATAAGAAAGTAGCCTCTTAGTGAGATTTTAAAGGCTTACAGGCAAGACATTGAACGTAGGTAATGGTACT
+TCCTTATCAAGGTCAATAACGAAGCTTGTAAGCCTTTAAAACCACCCTTCGGGAATGCATGGACACCATG
+ATAACAGCACAAAATTTGTTTGATATAGAATAACTATACCTACACATATTTTATTTGTTTTAATGTCGTC
+CATGTCATTCTAAGTGGTTACTTCTTTATATGGAGTGGTACTATTTATGCGAATGTCAAAGTTGATGTTC
+GTCAGTGACTTATCTGAGTCATTTAGCGTGATAGTAAAAAGGCAGAATAATAGCTAATGCAGTTAGTTCG
+CGGAATACATAATATTCAATTAAATGATCATAGTTGTGTGTTAACTATTGGTAATTTTGATGGTGTTCAT
+TTAGGACATCAGCAAGTGATTAAGGCGTTGGTAAGTAAAGCGAAAGCTTTGAATTGTGTGGCTGCAGTGT
+TAGTTTTTGAACCACAACCACAAGAGCTTTTTTCACCAGAAACAGCACCTGCTAGATTATGCCGTCTACG
+CGATAAATATAATTTATTAGCAAAACTTGGTGTGCAGCGACTTATTTGTGTCAATTTTACCGCTAAATTT
+GCTAATCAAAGCGCTAAACATTTTATAGAAAATTTGTTGGTAGCTAAATTAGGAATAAAGCATCTTATCG
+TCGGCGATGATTTCCATTTTGGTAAGAATCGAACCGGTAACTTTTCTATGTTACGTCAAGCAGGAGAAAA
+GTTTGGCTTCGATGTTTCAGATACCGCAAGTTATAAAATGGCGGATTGCCGCATTAGTTCAACCGCTATT
+CGTCAAGCATTAGAACAAGATGATTTAGTGTCAGTTAAACAGATGCTAGGCAGAGAATATTCGATAATTG
+GTCGCGTGTTCCATGGTGACAAGCGAGGTCGACAGTTAGGCTTTCCAACCGCTAATGTCTTACTTAAAAG
+GCGTGTTTCTCCCCTTAGTGGTGTTTTTGCTGTGATGGTAAAAACAAATGATGGTGAATTTAAAGGGGTT
+GCAAATATTGGTGCTAGGCCAACAGTTAACGGCATTAGGCAACAATTAGAAGTACATATTTTTGATTTTG
+ATGAAAATCTCTATGGGCAATGCATTGAAGTGGTCGTTAAGAGAAAACTACGCCCAGTGATTAAGTTTGA
+CAGCCTTGAAGCGCTTACCGCGCAAATTCGTCAAGACAGTGAACAAGCAAAACAAGTATTAGCTTAATGC
+TTTACTTGTAATGATTAAAAATAATATATTCAATTAACAGTTATAAACTTGGTTGATATTTATAGCGTTT
+TGTTAAGTTATCAGCCAACATAAACGGATAATGATTTAAATGAGTGATTACAAACAGACCCTGAATTTAC
+CAGCCACCTCCTTTGCTATGAAAGGTAATATGGCTAACCGTGAACCTAATATGCTCAAATATTGGGCAGC
+TAAAGATCTTTATGGCAAGATTCGTGAAGCCAAGAAAGGTAAAAAGTCATTTATTCTTCATGATGGCCCT
+CCTTATGCCAATGGTAATATTCACTTAGGCCATGCCGTTAATAAAATCTTAAAAGATATTATTGTTAAAT
+CAAAAAACTTATCTGATTTCAATTCTCCTTTCGTACCCGGTTGGGATTGTCACGGTTTACCGATTGAATT
+AATGGTTGAGAAAAAAGTAGGCAAACCTGGTCATAAGATTAGCGCTAGCGACTTTCGTCAAAAATGTCGT
+GAATACGCCGCTAAGCAAGTTAATGGTCAACGTGAAGATTTCAAACGTTTAGGTATTTTCGCAGATTGGG
+AAAAGCCATACTTAACCATGGATTTTGGTACAGAAGCCAATATTATCCGTTCATTAGGTAAAATTGCTGA
+AAATGGTCACTTACATCAAGGTTTTAAACCTGTGCATTGGTGTACTGATTGTGGTTCGTCTTTAGCTGAA
+GCTGAAGTTGAATATAAAGACAAGCAATCTCCAGCTATTGATGTGAAATTTACTATTAGCGACGAATCAG
+TAGCAGATAAATTCTCTCACCCAGAAGGCCATAAAGGCGAAGGTGAAATCGGCGCTGTGATTTGGACAAC
+AACACCTTGGACACTTCCAGCTAACCGTGCAATAGCAGTGAATGCTGAGGTTGAATATACTTTAGTTCAA
+TGTGAACAGGCAGGTGAAAAGCAACGTTTAATCATTGCTTCTGATTTAGTTACTACCTGTATGGACCGCT
+TTGGCTTTGATAAATACCATGCATTAGGTTTCTGTAAAGGTAGCGAGCTAGAGCTAGTACAATGTCAACA
+TCCGTTCTATGACTTCACGGTTCCTGTTGTTTTAGGTGAACATGTAACGACAGACTCAGGTACCGGTTGT
+GTACATACTGCACCAGGTCACGGTGTAGAAGATTTTGTTGTTGGTAAACTATATGACTTAGAAGTGGCTA
+ACCCTGTTGGCGCTAACGGCGTATACCTTGAAGATACGCCATTACTTGCTGGACAACATGTATTTAAAGC
+CAATGCTAGTGTTGTTGAATTGTTAAAAGAAAAGGGTGCTTTAGTACATCATCATGCGTTAGATCATTCT
+TACCCGCATTGTTGGAGACATAAAACACCACTAATTTTCCGTGCTACGCCGCAGTGGTTTATCAGCATGG
+ACAAAAAAGGTTTACGTCAAGATTCATTAAACGAAATCGAAAAAACACAGTGGATCCCTGATTGGGGTCA
+ACGCCGTATAGAATCTATGGTTGAAGGTCGTCCAGATTGGTGTATTTCACGTCAACGCACGTGGGGCGTG
+CCTATGGCATTGTTTATTCATCAAGATTCGGGTGCATTGCATCCGCGTAGCATTGAGCTTATTGAAGAAG
+TTGCTCTTCTTGTTGAAAAATCAGGTATTCAAGCTTGGTTCGATCTAGAGGCGATCGAGTTAATTGGCGA
+TGATGCGAAAGAATACATTAAAGTACCTGATACGTTAGATGTATGGTTTGATTCAGGTACTACCCATGAA
+TCAGTTATCAAAGCGCGTGACGAATTTGACGGTATTGCAGATTTATATCTTGAAGGCTCTGATCAACATC
+GTGGTTGGTTTATGTCATCAATGATTTCATCAGTAGCGATGAATGGTGCAGCGCCATATAAGCAAGTACT
+TACTCACGGTTTTGTGGTTGACGCTAAAGGTCACAAAATGTCTAAGTCGTTAGGTAATGTTATTACGCCA
+AAAGAAATTACTAACAACTTAGGCGCTGATATTTTACGTCTGTGGACTGCTTCAGTAAATTACACGCAAG
+AAATAACTGCGGGTGATGAAATCTTCAAACGTCAAGCCGATGCTTACCGTCGTATTCGTAATACGTCACG
+TTTCTTATTATCTAACTTAACTGGTTTTGAACCAGCTAACCACATGGTTGCTGTTGAAGATATGGTTGCG
+CTTGATCGCTGGGTTATCGATAAAGCAGCTCGTTTACAAGAAGAAATTATCAACGCGTATGATGAATATG
+AATTTCATGTAGTTGTACATAAGTTAATGAACTTTTGTACGAATGAATTGGGTGGCTTTTACTTAGATAT
+TATCAAAGACAGACAATACACAGCTAAGAGCGATTCAAATGCACGTCGTTCATGTCAAACAGCTATGTAC
+TTAATTGCTGAAGCCATGACTGCATGGATGGCACCAATCTTGTCATTTACTGCACAAGAAATCTGGGAAG
+CCTTACCGTTACCTGTTAGTGGTGAACGCGATGAGTTTGTTTTCACTGGTGTTTGGTTTGATGGCCTTAT
+GAAGCAGGAAAGTAAGCAAGACGAAAGCACTGAATCTTCAGATGAGCTTGGTAATGAGTACTGGACTGAA
+TTGCTGACTGTTCGTGGTGAAGTTAACCGCGCGTTAGAGCAAGCAAGAAAAGATAAGTCTGTTGGTAAAG
+CACTAGAAGCGCAAGTTACTTTGTTCGCAACTGCTGACCTAGCCGCTAAATTAGCTAAATTGGGTGATGA
+GCTTCGTTTTGTTTTAATCACCTCTAAAGCGACTATTGAAACAGTAACGTCGGCACCAGAAAATGCCCTT
+GAAACTGAGGTTGAAGGTTTATGGTTAACTGTGGCACCTGCTGAAGGTATTAAGTGTGAGCGTTGTTGGC
+ATGTCACTACTGACATTGGCGAAAGCGAAAAACACCCAACGTTATGTGGTCGTTGCATCACTAATATTGA
+TGGTGAAGGTGAAACAAGACAGTTTGCTTAATTCGAACCGTCAGATTGCATTAAAAGTTGCTTAACTTTG
+TTAACTAACTTAACTAACTTAAGTAACTAATCGGGCTACTAGCCACTATCAATTCATAGGTAGTGGCTAG
+TAGCTTATTTAATTGCGCTATATGAGATTACCACCATTGAAAAAATTATTTAGTGATACCGGATTACGTT
+GGTTATGGCTAACCTTACTATGCTTAATCATTGATCAGGTGAGTAAACATTGGGTTGCAGGTACATTTGA
+TTATCGTGAAACTTTGTCGGTTTTGCCATTTTTCAACCTCACGTACGTTCATAACCCTGGTGCAGCCTTT
+AGCTTTTTAGCTGACCAAGGTGGTTGGCAACGCTGGTTTTTTACTGGGATTGCCAGTATAGCTAGTATTG
+TATTTCTCGTTTGGATGGCAAAAACACCTAAACAGCAACGTTTATTAAGTATTGCTTTTGCTTTGATTTT
+AAGCGGCGCCGTAGGTAACTTGATCGATAGAGCTTTATTTGGTTACGTTATCGACTTTCTTGATTTTCAT
+TGGGCGGGCTACCACTTTGCCGCTTTTAATATTGCCGACTCAGTTATTTTCATTGGTGCAGCACTAATGA
+TTTTTGAATCCTTCTCTAATCAGGGAAATAATAAAGAAGCTAATAAAGAACCTAGTCAAGAAAACAAGAA
+ATAAAATAGTTATGAAAGTCATTATTGAAGCAATAGTGATAACAAAATACAAAAGAATTAAACAAATAAG
+GTAGAGAAGTAATCATGACCGTTTCAACGCAAGCTCAGATTCAAAGTGACTCAAGTATTCTTGTTCATAT
+AACTATGAAATTAAGTGATGGTTCGGCTGCAGATAGTACTAAAGTCAATAATAAACCAGCAAAAATAATC
+ATGGGCGATAACAGTATCTCACCGGCTTTCGAAGCTCAGCTGATTGGTATGGATAAAGGTGATTCAAGAG
+AGTTCACCCTTGAAGCAAAAGATGCTTTCGGTGAGACAAACCCAGACAATATTCATTATATGGGTCTTGA
+TAAATTTTCCGCTGAGGTGCCAGCAAAAATAGGTAATATTATTACTTTTTCTCAACCAGGTGGTGATTTA
+CCGGGCATGATTAAAGAAATTAATGGTGACTCGGTTACTATTGATTTTAATCACCCGCTTGCAGGTCAAA
+CAGTAACGTTTGTAATTGACCTTGTAGACATCCTTTAAACTAATTTATTCGCTTAAATTCACTTTTTCTT
+TGTTGCTATGCATTCACATAGATAAACTATGCTTCATTTCTAGCGCCGGGAAAAAAGTATTTAATTCGAA
+CAAATATTAATTTAATGAGTCTTTAATGCTAAGTCTCTGTCCAACTTTATATAGGTAAGTAATATAGTGA
+ATTATTTGGCTCTTGATGCCTCAACTGAAGCATGCTCTGTTGCGTTGCAAGTGAACGGTAAAACCTTTTC
+TCGTTATGAGCTTTGCCCACAGTCGCATAGTTTACATCTACTGCCGATGATAGATGCAGTACTTCACGAG
+GCGGGTATAAAGTTAGCTGAGCTCGATGGCCTTATTTTTGGTCAAGGACCTGGCAGTTTTACCGGTGTCC
+GCATTGGTGTAGGCGTAGCTCAAGGGTTAGCGTTTTCTGCTAACCTACCTGTTGTTGGTGTATCAAGTTT
+ACAGGCTATGGCTCAATTAGCTTATATAAAACATGGTCAAAAACAGGTCTTAGCAGCAATAGATGCCCGT
+ATGTCGGAAGTTTATAATGGCTATTTTGTACTTGATGAAAACAATGTTATGCAAGCGCAGAAAGGTGAAG
+CCGTTACCCCGCCTGAGCATTTAGCACAACAACTATCAGACGTTGTCGTTGCTCCTTTCTATGCGGTTGG
+TACAGGTTGGGATGCGTACCCTGAAAAGTTAAGTGAAAAATCAGGCGAACAATTGTTGGCATTGAAAATT
+AATGAAGGTAGCCCAGATATACTTTTCCCGAGCGCTGAAGCAATGTTAGCAATAGGTAAAGTAAAACTAG
+AGCTAGGGCAGGGCGTTTCGGCAGAACATGCTCAACCAGTATATGTTCGCGATACAGTTTCCTGGCAAAA
+ACTTCCGGGTAAATAATATAAAATTCTTACGGTAGCAAATTCTGGAAGCAAATTATGGCAAGTACCTCGC
+ACAATAGCTCAGCCAGTTTTTGGCAAAAATATCAGCTGTATTTTCTCCTGGTAGCCGCGATTATCATCAG
+GCAAATTCCTATCGTATCTATTCCGCTTAATTGGCTGGAAAGTTACTTTCATGAAATAAGCCATGGCATT
+GCTGCACTATTAACAGGTGGCGAAATTATGCGCATTCAATTGTTTGCCAATGGTGCTGGTTTATGTACTA
+CTCGAGGTGGTTTAAGTTTCATTATTAGTTTCTTTGGTTATGCTGGAGCCACCTTTTGGGGCTGGTTACT
+CTTTAAGTTAGCAAATAGTCATCAACGGACTGCGCAGATTGTTTCTGGCTTCATGATCGTTTTACTGCTT
+GTTTCAATTATTTTTTGGGCAAGAGATCTCCTCACTATAATTATTATCTCAAGCTTAGCTGTCATGTTTG
+TGCTAACGATAAAAATGCGCCGATTATACACTCTTCAGGTATTGTTAAAATTCTTTGGTTTGAGTATTTT
+ATTAAATAGTTTGTTTAGCCCAACGTATTTATTTGATGGTCGTGATCTAGGTGATGGTGCTGCTTTAGCT
+TCAATGACAATGGTCCCTGAATTAGTTTGGGTATTGTTATGGTGCGTGCTGGCTGTTGTTGCGCTCTACT
+CCTTAATAAAAACGAACAAAAAGTCTTATAATTAAATCAAGGGCTTAACTTAAAGTTGCATTCTTAAAGG
+TACAATCCAATGGCAGATACCAACGAAATTTATGAGCTTAGCTACCAACTAGATGACTTAACGCTTACCG
+CATTAGCTTGTGGGAATAAAGCCCATGAACCAGTACTATGTTTACATGGTTATTTGGATAATGCCGCAAG
+CTTCTTACCTTTAATGCAGCAAATGATGCAGAAAAGTGATTTACTAACTGATAGGCGTATTATTGCGCTA
+GATTGGCCCGGCCACGGTCACTCAGAACATCGAAGTGTCGGTGCTCATTACCATTTTTTTGATTATGTTA
+GTGATTTGGTTACGTTATTTTCACTTAATAATTGGCAAGCAATTGATATTGTTGCGCACTCAATGGGAGC
+CATGATTGCAAGTGCATTTGCCGCAGCTTTTCCTGAAAAAGTAAAATCACTCACCTTAATCGATTCATTT
+GGTTTTATTTGTGCCCCAGAAGAACAAATGACGGATCAGCTTCGACGTGGTCTGCTAAGTCGAATGAAAT
+CAGCTAATACTACCCGATCATTTACTGAAGAAACGGCTGTAAAAGCACGGTTGCATGTTTCAGACTTGAC
+CGTTGAACACGCAAAATTAATAGTAAAAAGATCATTGATAGAAATTGAACCTAAGTCAATGGATACAGTG
+GGTGTTGATAGCGCGAGTATTTTATATCGTTGGCGTTCAGATCCGCGTTTACGGTCAGTTTCACCTTATC
+GCTTAAGTCTAAAACAAGGGCAACAATTGTTTAGTGACATTAAGTGTCCTTTACAACTTATCTATGGTGA
+TAAAGGCATGAAAATGGTTGTCACGGGGCTGAAAAACTTCTCTTCAGGTGTTAATAGCCTACAAACTACC
+AAGCTGTCAGGCGGTCATCACGTTCATATGGAAAAAGCGGAAGAGTTATTGCCTATTCTTCATCATTTTT
+TCAGTGAAATTAAAACAAGCGTTTAAATTTGTGGCGCATTGCTAAAAAATTTGATAAAACAGTGGTATTA
+AAATAAGAGTTGCTGCAAATAAAATAATTATTAAGTCAGTTGCAACATAATTACCTATTGAGGAAGCCAT
+TGTGGAAAAGATTTGGTTAGAAAAAAGTTACCCTAGTGATGTGCCGTTTGAAATAGATGCGGATAAATAT
+CCATCCATTGTGGCTATGTTCACAAAATACTCTACTCAGTTTAGTGACAAAACAGCTTTCATCAATATGG
+GCGCTTCTATTTCTTATGCAGAACTTTCAGTTCAAGCAACCGCCTTTGCAGCATACTTACAACAAGATTT
+AGGTTTAGAGCGAGGTGATAAATTCGCCATCATGGTGCCTAATTGCTTACAATACCCAATAGCATTATTT
+GGCGCTTTATTAGCAGGGCTTACTGTTGTAAACGTAAATCCTTTATATACAGCCCGTGAACTTGAGCACC
+AATTAAAAGACTCAGATGCTAAAGCAATGTTGATTATAGAAAACTTTGCTCAAACTCTTGAGAAGGTAGT
+TGATAAAACAGCGGTTAAACATGTCATCATGACATCTTTAGGTGATCGATTGGGCCTAGTTAAGGGCACT
+GTTGTCAATTGCATGGTCAAATACGTTAAAAAAATGGTACCTGCTTTTAAACTGCCACACGCGGTACGTT
+TTAATACTGTTTTATCGCGAGGCTTAGCACTTAAATTATCGCCGGTAGAGTTGTGTGGAGATGATCTCGC
+ATTTTTGCAATATACCGGTGGTACAACAGGTTTATCTAAAGGCGCCATGTTAACGCATCGAAACATGGTG
+GCAAACTTACAGCAAGCTAAAGCTGCTATTTTCCCATTGTTAGAAGAGGGCAATGAGCTAGTGGTAACAG
+CGTTACCGCTTTATCATATCTTTGCTTTGACGGCGAATTGTTTAACGTTCTTTACCATGGGGGGCACTAA
+TTTATTAATTACCAACCCAAGAGATATGCCTAATTTTGTAAAAGAATTATCAAAATACCCATTTACAGCC
+ATTACGGGTGTAAATACCTTATTTAACGGCTTATTGAATACGCCTGGCTTTAGTGAACTAAACTTCAGCA
+CGTTGAAAATGTCACTTGGTGGTGGAATGGCTGTACAACGACCTGTTGCAGAGCGTTGGCAGCAAATAAC
+GGGTACCAGATTGTTAGAAGGTTATGGTTTAACTGAGTGCGCACCTTTAGTGACGATAAGCCCTTATAAT
+CTTGCCGCTTATGACGGAAGTATAGGTCTTCCTGCGGCTTCAACGGATGTTAAAATCATGCGTGAAGATG
+GTAGTGAAGCTGATATTGGCGAATCAGGTGAAATGTGGGTTAAAGGCCCTCAGGTAATGCTAGGTTATTA
+CAAGTGTGTAGAAGCGACTGAAGAAGTATTGAAAGACGGTTGGTTTGCTACAGGTGATGTTGCCATGATG
+GATGATAAAGGTTTCTTCACTATCGTTGATCGTAAAAAAGATATGATAATCGTTTCTGGCTTTAATGTTT
+ATCCCAATGAAATTGAAGAAGTGCTTGCCATGCATGAAGGCGTCTTAGAATCTGCGGCCATTGGTGTACC
+CCATGAAGTTTCAGGCGAGGTTGTCAAAATTTTTGTGGTAAAAAAATCAGATGATTTAGATGAAAAAACG
+CTTATCAAACATTGTCGCGAAAACCTGACTAATTACAAAGTGCCAAAACTGGTTGAGTTTCGAAAAGAAT
+TACCTAAAACCAATGTAGGTAAAATTTTAAGAAGAGAGTTACGCTAAGGCAACCTAGAAATAAAACGGAT
+ATGACTTACGTAATAAATTCGAATCAATAAACAAAAAGGCAAGCTGTAATAGCTTGCCTTTTTTTTGAGC
+TTTAAAATGAGCATTAGCACAAAGATTAAATATCACATTAAAGGTTATTGAGCCTTTAACGTTTGACCAT
+TTATTTCTAAACTATCATCAGACATTAAATAAACATATAAAGGCATAATGTCTTCTGGTGTAGCAAGTTC
+GTCTTTATCTTCTGCTGGAAAAGCACACGAGCGCATGTTGGTATTTGTAGCACCAGGGTTTATCGCGTTG
+GTACGTAAATTTGATCCTTCATATTCATCTGCAATTACTTGCATCATGCCTTCAGTGGCAAATTTTGAGA
+TACTATATTGACCCCAGTAAGCTCTGCCTTGGCTACCAACTCCTGAAGAAGTAAATACTAAAGAAGCATT
+TGGTGCTAACAATAAAGTCGGTATTAATGTTTGAGCTAATAAACATTGAGCTGTTACATTGACTTTCATC
+ACATCATTAAATACTTGCTCATGCATTTGAGTGAACGGTGTTAGTTCACCTAAAATAGAAGCATTTAGTA
+ATACCCCATCTAAATGACCAAACTGACTGGAAATTGTCGAAGACATGTCAATATAATTTTGTTTGGTCGC
+ACCCTTCAAATCAAGGGGGATAATGGCGGGTTCAGCAAGCCCTAATGCAACAATCTCATCATACACAGCT
+TCAAGTTTACTCACCGTTTTACCAAGTAAAATAACAGTAGCACCAAGTTGTGCATAGGTTAATGCTGCAG
+TGCGGCCAATGCCGGCACCAGCACCCGTAACTAGAATGGTTTTGTTGCTTAAATTGGCATCTTTTGTTGA
+ATAATTAAACATCTTAAGGTCTTATCGTTAGGAGTGAGAAAGTTACTTCCCTATTCTACGCGTTGACATT
+TTCATTGACGAGAGAAAAGTTGGTTAACATGAAAATATTCGACGAAAAAGTAAAAAATGACTAGCACCTT
+GCGACATCTTGGGGTAACTTTAACTGGTCTTACTAGTTATTAAAACATTAGTTTGAATTTTTGATTTGAA
+CGATGAAATAAAAATAACTTAAAAAAATACATAATAAAAATTACGGCATTGGGGAATTCAATATGAAAAA
+GCTAGCTCTCAGTCTTGCGATTATTAGCGCACTTGGTTTAAGTGCCTGTGATAGCGAAACTATCGAAGAT
+GTACAAAAAGAAGTCGCAGATAATGGCACGGCTGTTAAGTCGTTAGCTCGTATAGTTTTTGATCCCGGTG
+CCGCTGAGCCGCTTTTATCTATTCCAAATGATTTATTACTTTCAGGTACTACTGACGGTACACTAAATTT
+ACCCGCTGAAAATTTGGTTGATGAAGACGGAAAAAAACTTCCTACTGATTATCTAAACCCATCAGCAGCT
+GTTGGGGCTCTTGATGGTTGGTCAACAGTAAACCCGTTTACTATTGAAGTTGCTCTTCCTGAGGGGAGAA
+CATTAAATGGCGATAGTATCTTTAGTCCCGGTGCTGTTCATATTTATGAAGCAATCATGGGCGGAGACCA
+AAGTGATGCAGAGTGTGCCGCAATCCCTAGAGGACCCGCTTGTAAATTAGTTGCAGAGCTAACTTTTGGT
+GTTGATTTTGTTGCTAAAGCATCAGGGAATAATGTTGCCATTGTACCGTTAAAGCCTTTAAAAGCGAAAA
+CGGCTTATGTGATTGCCTTAACGGATGCTATTCAAGATAGTGAAGGCATGGCGGTTGCAGGCTCAATTTC
+TTATGACTTGGTAAAACAAGACCTTAACGACAACCCACTGAAAACTGAAAGCCAGTTATTACTACAAACC
+TTAACCAACAGCTTTGAAAATGTAGCTGTTGCCGGTGGCCTTAATAAAGATAATATAATTTATTCATTCT
+CAATGACTACACAGTCTATTGGGGATGTTTCTCAAGCCACTAAATCGCTAATGCTATCAGGTATTCCAGG
+TACAACACCTATATTATCTGCTATTACTCCAACAGGGGCTAATGCAGCAATGTTAGTTGGTTTAGACCCT
+AATGATTTTGGTGCAGGGACTGTAGCAAGTTATGCCGCTGTTTCTAAATCGACTTTATCGTCGCCTTATT
+ACCTAGAAACACCCTATTATGACGGCGCTGCTGGCAGCTGTAATCTGCTAGCAGATGACATAACTAAAGG
+CTGTCCAGATTTATTTAGCCGTTGGGAAGCTATGGGCGATAGCCCTGTGACTGTTGGTGGAGCATTAGCT
+TCAGGTGTGTTATCACAAGAATCTTTTGCTGAGCAAGCTATTGCTCAAGGGAAAGATCCTGCTGAGTTAT
+TAGCTAATCCTGCTAAATTAGTAGGGCTAACATTTACCGTCGACGTTCCTATTGATGATGAAGGTAATAC
+TGTTGCGGTAAACCTGGATCAAACGCGCCATCTTACCAAATATAATCCACTACCTCAGGTTAAATCATAT
+AAATCAGGTGCTAGTGCCATCGATGTTATTGTAACTACACCTGATATTGCCCGTATTAATGCTATTGCGG
+CAATGAAAAAAGGTTCAGCGCTTACTACAGAAGAAACAATGCAAGTTCCTGCTGCTGGCTGGCCGGTAAT
+GATTTTTTCTCATGGCATCACTTCTTATAAAGAAACTGTTCTTGCCATTTCAGGAACGTTAGCGAGTCAA
+GGTATTGCTACTATTTCAATCGATCACCCGTATCATGGTGCTCGAGGAATAGATTTTAATGCTGATGGCG
+TTTATGAAATTAGTGCAACTTCATCTCTCAGTGACTCGGATCCTGCTTATGTTAATGCTAATGTTACCAG
+CTATATGAACTTAGCTAGTCTTTTAACAGCAAGAGATAATGTCCGTCAAAGTGAAGTTGATTTATTAGCA
+CTGCGTTTAAGTTTAAATAGTGTGAATTTAGCTGGGCAACTTGATGCAACAAAAGTGAGCTTTTTAGGGC
+ATTCATTAGGCGCTATCACTGGTATTCCTGTGATGGCGTTAGCAAACTCTGGCATCATTGATCCAGCAAC
+TGGTCAGTTATCTGAAGTTAACCCGTATGCAATGACAAGTGTATCTCTTGCCTTCCCAGGTGGCGGTATT
+CCAGGGGTTTTACTGAACTCACCTTCTTTTGCTCCAGTAGTTATGGCTGGCTTAACTTCAAGTCAAACAT
+TTATCGATTTAGTTGAAGCGGCTGCTATTGCTGAAGGTAAGGCACTAGAAGACTTAACTGAAGCTGAATA
+CCAAGGTTATGTGGCTGCAATTTATCCAGCTTTTGCTGCTGAGTTTAATTTTGCCGGGCAAACTATTATA
+GATGCGGCAGATCCTATTAACTACGCTGCGGGTCTGAAAGAAACAATGACTCCTGTGCATTTAATGGAAA
+TTGTTGGTGATGAAGCTGCAGGTGGGACGAACAAATCTGACCAGGTTATTCCAAATTATAACGCCAACTT
+ACCATTAGTGGGAACTGAGCCATTAATTCAAGCGCTAGGCTTAGTTGGAGCAGATGAAACTGTAGGTAAC
+GGTACCACAGCGGTAAGTGCTGCGGTTCGATTCTTAAAAGGCCATCATAGCTCTATTCTTAGTCCAGCAG
+TTTCACCTGGTGTAGCTGAGGATGCACAAGCTAATTTGGAAGTGACAATTGAAATGCAAACTCAGGTTGC
+TGCATTCGCTAAGACCGGTGGTAAGCTAATATTGATTAGCGATAACCAACACTTGGTTCCTGTTGGCGAG
+TAATAAAAACGGATAAAAGCTTTATCTGGTAAAATACTTATCAAAGCTTAGTTAAAAGCCCTCATTAGAG
+GGCTTTTTTTTACCTGTTTATTACACTATTTTATCAATGGTTCTCAAGACAAAAAAATAGTGTAGAATTG
+GCGCAATTATTTTATCCATTCTTAACAATCAAATCCTCAGGAGTTCTCTTGGAATTTTTATATGAATACG
+GCTTGTTTTTAGCGAAAGCCATTACTTTTGTTTTGGCTGTTATTGCCATTATTATTGCGATTGCTGGTGC
+AGCGACGAAACAGCAGCACAAAAAAGGTGAGCTTGATATCACCGACTTATCTGAACAGTTTACTGAGACT
+GAAGAAGATATTATTCATGCATTATTGAGCAAGGATGAATTTAAAGAGAAAGAAAAAGCAGATAAAAAGC
+TGGCTAAAGAGCAAGCGAAAGCAGATAAAAAATCAGCTAAAGCTGGTGAAGATAAAGAACCTAGTAAATC
+ACATGTATTTGTGGTTGATTTCAACGGCAGTATTGATGCTAAAGAAGTTAGTTCTTTACGTGAAGAGGTG
+TCAGCGATACTTTCTGTGGCGAAACCTGAAGATGAAGTTTTTGTTCGTTTAGAAAGTGGTGGCGGTATGG
+TACATGGTTATGGTTTAGCATCTTCACAGCTTGATCGTATTCGTCAGCACAATATTCCACTGACAGTATC
+AGTAGATAAAGTAGCTGCTAGTGGCGGTTATATGATGGCTTGTGTAGCAAATAATATTATCTCTGCACCT
+TTTGCTATCTTAGGTTCTATTGGTGTTATTGCCCAAGTACCAAACTTCAATAAACTACTAAAGAAACATG
+ACATTGATTTTGAACAGTTTACTGCTGGTGAATTTAAACGCACTGTAACTATGTTCGGCGAAAACACAGA
+AAAAGGTAAAGAAAAATTCATCGAAGAATTAGAAGAAACTCACGTTCTATTTAAAAACTTCGTTAGTGAG
+CGCAGACCAAGTTTAGATATTGTTAAAGTTGCAACGGGCGAGCATTGGTTTGGTACAACAGCCTTAGAAC
+TTGGCCTAGTTGATAGTATCCAAACGAGTGATGATTATTTACAAGGTAAAAGTAAAAGCCATAAAGTCGT
+TGCCATTAAATATGAAGTGAAAAAAGGTTTGGCTGAAAAATTCTCTAAAGCGGCTTCATTATCAGCTGAA
+AGCTTTTTAGGTAAACTAATACAGCGCAATAATATCTTCCCTAGTTAGTAGTTGGTTGATCATTAGTTAT
+CAGATGCGGATTTAGTTAATTATTAAATTAAGAACCAAGTGATATAAAAAAGCCTTACTGGGTTAACTCA
+GTAAGGCTTTTTTGTTTAACTATTACAGTACTTCCTAAAAGGCACTCTACAAAATATTAATTGTCTTTTA
+GGTGCTTAAAGTCGATTTCTTCAATGTTATGGCCTGCTTGTGGGTCAAGATACATTTCATGGTCAAACTG
+GTCTTCACTTTTAGCAACCACAAGACTCACCATACTGTCGCCAGTAACATTGACCGCAGTACGTGTCATA
+TCCAGTAATCTATCGACACCAATAATAAGAGCAATGCCTTCAACAGGTAAACCTACTTGCTCTAATACCA
+TGGCTAGCATGATTAAACCAACGCCTGGCACACCTGCTGTGCCTATAGAAGCTAGGGTTGCAGTAAGCAC
+AACGGTTAAGTAGTCGGCTAGGGTTAAATCCTGGGTAAAAACTTGCGCGATAAAAACAGTAGCCACACCT
+TGCATGATTGCGGTGCCGTCCATATTAATGGTGGCACCAAGCGGCACGGTAAATGATGCGATGGAGTTTT
+TTACACCCATCTTTTTTGTTGCTGTTTCTAAAGTAACAGGGATAGTGGCATTTGAACTGGCGGTAGAGAA
+AGCAAAAATAGCAGCGTCACGCATTTTCTTTAAAAAGATTACCGGATTTAAACCCGTAAATAATTTTAAA
+ATAATAGGGTAAGTAACTAAAGCATGAATAACTAGAACAAAAAATACTACTAAGAAATATTCAATTAAAT
+TACCAAAAGTCGTTAATGACACAGTCGTAAACAAGGTTGCCAATAGTGCAAATACACCATAAGGAGCGAT
+ATTCATTAAAATTGTGACCAGACGCATGATCACTTCACTTAAATCTTCAAATAATAAAGCGACACGTTCA
+CCAGCTTTACCTGAAAGAGCGATAGCAATACCAAAAAGTAATGCAAAAACGATTACTTGCAGCATATTAC
+CTTGTGCAAAGGATGCGAAAGGATTGGTAGGAAACATTTGGATAATAACTTGTGCTAAAGAAGGAGCTTC
+TCTACCTGAAAAGCTACTGTTAGCTACCATATTAACGCCTTCGCCCGGAGCAATAATTAGCGCAACAAAA
+ATAGCAAAGCTTATAGCAATAGCTGTAGTGGCGAGATATAAGGCTACCGCTTTGCCACCTATGCGGCCAA
+GCTTACTGGTATCTTTTAAGGAGCATACCCCACAGACTAACGATACAAAAACTAAGGGAACAACTAACAT
+ACGTAAACTGGCCATAAAAACTTGGCCAATCACTTCTAATATGCCATCTACAAATAAGCCTTTTAGAGAA
+AGTTCAAATAAATAAAGGTTAATAACTTTGTCAGAGCCATTGGGCATAAGCCACTGCAAGAAAGTTCCTA
+ATAAAATACCTGCAACCATACCGATAACAATGCGGCTGGTTAAGCTATTTTTTTTGGAGGGTGGGGACAT
+TGTTTTTTCAATTGTCATAGGGTTTATGTTACTTCAGCTAGGTTGTAAGTTAAGTGATGATTATTATGTA
+TCTACTATACAAATAATTTTAATCGCCTAGGTTAGCAATAATCGCGTAGATTAAAAACTAATTTATTTTG
+ACCGTTTTAGGCGTAGTCATAACTAAAAACTCACTAACTTAGTCATTGATTGTGATTTTTTTATGATAAG
+CAGTACCTTTTTGTTATTTATCAGTTAATATGAGTTATTAGGTCTATTTATAAAAAGAAAAATTAGGATG
+CTTCTATGCAGTTATTTCGACGTTTAAGTTTTACCATGTTATTGATGTCAATGATGACACTCGTAGCGTG
+CGGTGGTGGAGATGGTGATCTAACTGGTGGAGGTGATGGCGGAGGCGGCACGTCTGATGCTGTAACGTTA
+ACTGTTGTAAAATCTGATGGTGATTTGTCAGCAGCTAATGATGTGACCGTTTCAGCAACAGTTGTTGAAA
+ATGGTAGTGCCGTAGTTAATAAAACCGTTACTTTTACGTTAGCCGTTGAAGGCTCGGCTACATTCGACCC
+TGTTTCAAGTACAGCAACAACGGATGCAAATGGTATTGCGACCATTATTGTAAAAGTAACCGATGTAAAA
+GGCTCTGTTAATGTTATCGCCAGTTATGAAAGTGCTACAGATAATATTAGTTTTAATAGTGCCGGGGATG
+GCGATGGTACTGACTTAGCTACTATACTTTCTATTTCAATTTCGGATAGCAATGTAACCGAACAAAGCCC
+AGCGACAATTTCCGTTACCGTATTAGCCGATGGAGAAGTTGTTATTGGTGAAGTTGTTACTTTTACAACC
+ACACTTGGCAGCTTTTCACCAGAAACGGGGACTGCATTAACAGGAGATGGTGGTATTGCTACAATCGTGT
+TGAATGGTGGCGATGTATCTGGCGCAGGAACAGTAACGGCGAATGTCTCTTCCAGTGAGAGCGTTTCAGT
+TGGTTTTACTACTCAAGCAGCAGGCTCTATCGTTTTGAAACTAGGTGCAGGTGAACCTTTTGTTGAAGGA
+GAGATTCTCGTTAGTTTATCACCTCTTTCAGCTGGCGGTACAAGTGTTATTTCTGTAAGTTTGGTTGATG
+AACAAAACCAATTGTATGCGGAATCGGCTGAATTTACATTTACCTCGTTATGTTCAGCACAAACAACTCC
+TACCGCTTCTTTAGATAGCCCTATAGTTACTTCAAATGGTAAAGCTGAAAGTGTCTACTTTGCTAAGGGC
+TGTGTTGGCGATGACCCAATAACGGTAAACGTAGTTGTTAATGGTCAAAACCTCTCAGCTACAGGCTCCA
+TTGAAGTATTATCTGCAGCCCTTGGTAGTATTCAATTTGTTTCGGCTACCCCTGAACATATAGCAATTCA
+AGGGGCTGGAAGTGATGAGCGCCCGGAAAGTGCAACGGTAATTTTTAAAGTACTAGATACAAATAGCAAT
+CCGCTCAGCGGCAAGGATGTAACTTTTTCATTAAGCAGTACTATTGGTGGAATTATATTAAACCCAATTA
+ATGCGACAACTAATAATGAAGGTTTAGTACAGACGGTAGTCAATTCGGGAACTGTAGCTAGAACTGTAAG
+GGTGCTTGCTAGTGTTGATGATAGTGACCCTGTTATTCAAACTCAATCAGGTGAATTAAAAATATCTACG
+GGTATCCCTGATCAAGACAGTATGAGCATTGCTGCAAGTAATTTAGCGCCAAGAGCATGGAACCATGATG
+GTGTTGAAGTAACACTTACCGCAAGATTAGGAGATGCTTTTAACAACCCACCCCCAGCAACGGCAGTATA
+CTTCACCACTGAAGGTGGCTCCATTGAGAATTTAGATGCTAGTTGTACAACTGGTGATGATGGTTCATGT
+TCTGTTATTTGGCGTAGTCAATACCCTCGTCCTGTAGGTCACATTTTAGGAGATGTTAATAACCCTAATC
+AAGTTCCTAAGCTCCCTTTAGCTAATAATAAAGGTGTTATGGGACAAAATTATGGAGGCCGAGTCACTAT
+TTTAGCAACGACAATTGGTGAGGAGTCTTTTCCTGACTTAAATGGTAATGGTCGATTTGATGTGTGTGAA
+TTGCCTGCTTTCCTTGGTACTACAATTTATAATAACACTTATAATAAAACTGGTAACGGTAAACCTTGTC
+TAGGTGATGGTAGTTTTGATGACTCAGCCGATGATATTCCTTTTTCTTACCTAGGTAAAGACGTCAGTGG
+TCGGTTTTATGATATTGGTGAAGCTTTTGCTGATTATAATGAGGATGGGGTATTCAACCAACTATCAGGC
+GCTGAAGCAGGTGGTGAACTAGAAGAACTAGTTGATTTTAATCAAAATGGAGTTTATGACGGTAAAGATG
+GTAAATATAATGGTATTTTATGTGCCATTCCTGCACACGATGGCTGTGCTGCAGAAACATCGTTAGATAT
+CAAAGCACAAATGGTTATTGTAATGTCTGGGGATACACCATATATATGTGTTAATTCTTCTTTCGACAGT
+GGTGTTATTGCCGCAGGAGATGAAAGTAAACTTACAGCATATTCAGCTAGCTCTAGAGAATTTTGTGAAA
+ATAAGACTGATGATACCTTTGCAGCTAAGCAGCACCGTGACAATGATGATAAATTGTTTTTAGCACCTAA
+GGCGTCTGGAAGTGTTGTTATTACTATGGCTGACTTGCATAACCAGCCTATGCCAGCAGGTACTGAAGTG
+TCTTTTAAGTCGTCTGTTGGTTCTGTAACATCGGGGACATCAGACTGGGAAGGTAATAGAAATGGCGGTA
+GCCAGTTTTTTGCGACAATTAAAGCTGGCGAAGATATAGAGTCGGGGACGTTAGATGTCATATTGACATT
+TGAGGGAGGTGATAAAGTTACTGTCCGTGTTGCAGATATTTATATTCAATAATAATTGAAAACATATAAA
+AAGCCGCTTACAAAGCGGCTTTTTATATAACTTTGTTTATTTACTCATCTGACTTATCAAAAATGCTGAA
+ATTTCAGCGCCTACTTTTAAGGTTTTTTCTTGTCCTGCTAACCCTTGCCCACAACTATCTGTGAAAGGGG
+CTATCTCCATCATATCAGCACCCGTAATTGGATACTTAGCAGCTAAGGCGCGTAATATGCCCATGGCATC
+TTCTGGCATTAAACCATCCGGCTCAGGCGTACCTGTTGCACAGGCAAAACTGTCATCAATGGCATCAATA
+TCAAAACTTACATAAAGCTCGTCAATATTTTCATCTTCGAGTTGAGCAAAAATGTTTTCTATTGTTTGGT
+CAATACCATGTGCTTTAATATCTTTTGCCCAATGCTGTCTCACACCAAAAGTCTCTTCCCAATGACTTTG
+AGGTCTGCCACTTGAGCGAATTCCAACTTGAATAAGGTGATGTTTTTCATGCAGGTCATCTAAAATATGG
+GTACACCAAGAGCCAAAACATAAATCTATTCCTAAGCGCTCAACCAATAAATCAGTATGAGCATCAAAGT
+GAATTATTGCAGCACGTTTACCTTGTTTCTTTTTAGCTTGCAGATAGGCTTTGGTTAAAGGGTAACTAAC
+ACTGTGATCACCGCCAATGCCGAAAATGCCTTTTTCCGGGAATTCAGCATAAAAGTCATGTAACACATCT
+TCTGTAATGCTTAATGGGCTAATGGCATATTTACTATGCTCATCTTGATATAAAGCTTTTTTACAGTTAG
+CTAACGTCGCTTCGTTTAAATATTTATCTGATAATAAATGTGGAATAACACGGACATCACCTAAATCAAA
+TGCAGTTAATTCGGGGTAAGTTGCAAGTAAAGTTGAACGTAAAAATAAAGGACCCCAGTTAGCACCACGT
+AAAATACCACCACCACAATCTGATGCTACACCTAAAATAACTGCTTTAGACGCTTCTGGCAGTTGATTTA
+ATGACGTTTTCCACAAATCCTCAACTCCAACCGCTTGTCCGAATATAGTTTGGTGTAATTGCTCTTTACG
+CTCTTTAGCGGTATTTACGGTAAATACGCCATTGCCGGGAGGACACAAACAATTGCTTAGTTTGTTATAA
+AATGTTGATGTAATTGTTGTCATTTAAGGTCTCTATTTGATTATTTATATGAGTTATCGATTGAGGAAGG
+TGACCCCTATGCTTTCACTATTTAAATATTTTTAACATTATGCTCTTATGTTTTATCGTAAAGTCGATTA
+TGATTGCCGCTAAATGTAGGCAAAATGTGACTAAGCGCACTGTAATATTAATTATTGCCCATTATAGCTA
+AAACCAGTAACTGGGTGAATAGCAATTACTGTGAAGTAAAATAATTACTTGTCAGTTTGCATATTTATAG
+ATATACCTATAAATAGTTATGCAAAGAATAACTTTAAATAAAATGTTTTTTTTATCGCTAGCAAAGTCAG
+AACAAGTACGCTCGCACTTTTTTGATTAATTTAGCGTTTGAATAAAAAGGCAAAAAATAATTTGTCTTTA
+TCGAAGGATTAGAAATTTTTATGGCAAAATCACTAGTTATTGTCGAGTCGCCAGCCAAAGCGAAAACAAT
+TAATAAATATCTAGGTAATGACTTTATTGTAAAGTCGAGTGTTGGTCATGTACGTGATCTTCCGCACAGT
+AGCACAGGTAAAAAAGTTGCTGCCAAGTCTCCAGCGGAAGTGCGTAAAATGGAACCAGCAGCAAAAGCTA
+AATACAAAGCCAAGCGTGATAAACAAGCGCTGGTTAATCGTATGGGCATTGACCCAGATAAAAACTGGGC
+AGCCGATTATCAAATACTGCCAGGAAAAGAAAAAGTTGTTGCTGAGCTTAAAAAGTTAGCGGATAAAGCA
+GACATTGTTTATCTCGCAACGGATTTGGATCGCGAGGGAGAAGCGATTGCTTGGCATTTAAAAGAGATTA
+TCGGTGGGGAAGATGAAAAGTTCCGTCGTGTTGTCTTCAATGAAATAACTGAATCATCAATTCAACAGGC
+GTTTGCTACACCGGGTGAGTTGAGTATGCCGGGTGTTAATGCTCAGCAAGCAAGACGTTTTCTCGATCGT
+GTGGTTGGCTTTATGGTCAGTCCATTATTGTGGAAAAAAGTAGCCCGTGGTTTATCTGCCGGACGTGTTC
+AATCTGTTGCTGTAAAATTAGTCGTTGAAAAAGAACGTGAAATCAAAGCATTTGATCCCAAAGAGTTTTG
+GGAAATTGCCGTAGATACGCACGCATCGACAGGTGAAGTACTAACCCTTGATGTGACCCATGAAAATGGC
+AAAGCGTTTAAACCGACTACTGAAAAAGAGACCAATGCTGCTTTAGCAATATTAAAGCCAGCGGATTATG
+CTGTTAGTAAACGTGAAGATAGGCCGTCAAAAAGTACACCATCTGCACCGTTCATTACCTCAACGCTACA
+GCAAGCCGCCAGTACTAAACTGGGATATGGTGTCAAGCGTACTATGGGCTTAGCCCAGCGTTTGTACGAA
+GCCGGTCATATAACTTATATGCGTACCGATTCAACAAACTTAAGTAAAGATGCGGTAGAAATGTGTCGTA
+AGTACATCAGCGATAGTTTTGGTGATAATTACTTACCAGAAAATGCAAAAACTTACGGTTCTAAAGCGGG
+GGCACAAGAGGCGCATGAAGCCATACGCCCATCAAATGTTAAGCTTGAAGCTGCATTTCTTGAGGGTATT
+GAAGCCGATGCGAAGAAGCTGTATGAGTTAATTTGGCGTCAGTTTGTTGCCTGTCAAATGACCGCTGCTC
+GTTATACTGTTAGTACTTTAACTATTAGTGCTGCTAGCTTTGACTTAAAAGCTAAAGGCCGAGTGATGCA
+ATTTGATGGTTGGACAATTGTTCATCCACAACTGAGTAAAGGTGATGATACACACTTACCTGATTTACAA
+GTTGGCGAAGCGTTAACGTTAGATAAAATCGAACCAAGCCAGCATTTTACTAAGCCACCAGCACGTTTTG
+GTGAAGCTTCTTTAGTTAAAGAATTAGAAAAACGCTCAATTGGTCGTCCGTCAACTTATGCGTCAATTAT
+TTCTACGATTCAAGATCGTGGTTATGTTCGGTTGGACAAAAAACGTTTCTATGCTGAAAAAATGGGTGAA
+ATTGTTACTAACAGTTTATCTGGTAGCTTTGAAAAGTTAATGAGCTACGAATTCACGTCGAACATGGAAC
+AAGAACTTGATGAAATAGCAGGTGGTAGTGCTGATTGGAAAGGGGTTTTAGACGAGTTTTATAAAAACTT
+TACCAAACAATTATCAAAAGCTGACCAACCCTCTGAAGATGGTGGTATGCAAACCAATGAACCAGTATTA
+ACGGATATTGATTGCCCTACCTGTAATCGTAAAATGGGCATTCGAACCGCTCAAACAGGTGTGTTTTTAG
+GCTGTTCTGGATATGCTTTACCACCAAAAGAACGCTGTACAAAGACTATGAACTTAACCGCTGGTGAAGA
+AGCGGTGAGTATTTTAGCTGAAGATGCTGAAACTGAAGCGCTCATGGCAATGCGTCGTTGTGATAAATGT
+GGCACTGCGATGGATAGTTACCTTATTGACGAAACACGTAAGTTGCATGTTTGCGGTAATAATCCCGTAT
+GTGATGGCATTGAAGTTGAAAAAGGCGAATTTAAAATTAAAGGTTATGATGGACCAATTTTAGATTGTGA
+CCGTTGTGAATCGCCGATGGAGTTGAAATCTGGCCGTTTTGGTAAGTATTTCGATTGTACCAATGAAGAA
+TGTAAAAATACTCGTAAGTTACTCGCCAGTGGTGAAGCTGCGCCGCCAAAAGAGGACCCAGTGCAATTAC
+CTGAGCTTGAGTGTGAAAAGTCTGAAGCTCACTTTGTGCTTCGTGATGGCGCTGCAGGTATCTTTTTAGC
+TGCGCACACTTTTCCTCGCTCAAGAGAAACTCGAGCGCCAAAAGTAGCAGAATTGCAAAGGTTCAGAGAT
+CGTATTTCAGAAAAATTCTATTATTTAGCTGATGCACCTGCAGAAGATAATGAAGGAAATTTATCGGTAG
+TACGTTACAGCCGTAAAACGAAAGAGCAGTACGTGATGACCGAGATTGCGACTGAAGAAGGCAAACCTAA
+AGCAACAGGTTGGACTGCGAAATATATTGACGGCAAATGGATTGAAGACATTCCCAAGAAAAAGGTGGCT
+AAAAAGAAAGCAGCCAAAAAACCAGCAGCAAAGAAAAAAGCTAAAACAGCAGCTGAGTAAAGATATTCCT
+TGCTAGAAAATAAAAATAGATACCTTAAGGTATCTATTTTTTTGTCTATTCTACTCTTAATGTAGACCTT
+AACTTAATTTCTTATTTAGCGCTTTAATCTAAGCCTTCTAACTCATCTAATACTTTTCTTGCCTGTGCTA
+AAGTACAGTCAGTTTGTGCCATCAAGGCAGTAATAGTTACACTTTCCAGGCGTGTCGCTAGGACTAAAAG
+GTTATCGTGACTTAAATGCTGATATTCTTTTTTGAGTAACTTGGCAAGCCACAGCCAGCTCTTTTCATCT
+TTTTGTTCAATATACTCAATGATGCTTTGAATTTGATCAAAATTGGCTTTTAGTTGCCAGTTCCTTGAAC
+GACCAATACGACTTAGATCACAGCCTAACTGCCTGATATGAGCTTTCAAAGCATACGCTTTCAAGGTACG
+GCGAAGAAAGGAGGGCAGGTTAATTTTGTTGATTTTTTCCACAGGACTTTAAACCTTGAAAGTTAAAGTA
+AACTAATGGTATAAAAGTACGAAAAATAATTTACCACTTTTTCTTTGGTTGAAATAATAAATCCAATTCA
+TTTTCTTCGCTTTTTGCTTTTTTCGCAGCATCTTTAGCATTGGTATGTTTTAACGCATCAGTAATTTCTT
+CTAATTGTTGAGAAATATCAGATTGCCTTGTTGTGACATAATCATTTTTTACCGTGCTACTCGCTAAACT
+TTGTAAGGCCTTCTCAAAATATTGTCTAGCAGAGCCAAGCATTTCTTTATTAAAAGCTTGAGTACCGCGC
+TTAACTAGGCTTTCAATATTGATTTTTAATTGCATGGTCGCTAGTCGTTGATCTTCTGCAGTAAAAGTTT
+GTGCGTCAAGAGCTCCTTTATTTTGTTCAGATTTAAGTACCGCACGTAATTTCTTAATGCATTGTAATAT
+GCCAACAAGCTGTTGCTCATTGTCTGGTAAGGTAAAATGCTCTTCAACCGAAGCTTGGTTATTAGCAAGA
+TCTTCTGAGGCTTTTAATCGAGACTGTAATTCTTGAACTCTTTTTTTGATGCCTTTAACTTCAGGCATAA
+GTTCTTGCATAGTTTTAGCTGCATTGAGGCTACGGCGATTTAATATTTTAACGATATTTGGGTTATTTGG
+TAAATTTGCTAAGTTAAAAATAAGGTCTTCACTTTCATCAATAACTGCTTTTTGTTTTGCGACTTTAATG
+CGTTTTTCTGCTTCTAATTTTTCTTTATGTTGTTGAATAGAGCTAACTACAACAACAATTACAATTAAGG
+CAACAATTAACCCTATAATAATAGCAATCATCTAAGATTCTCTTGAATAAATAAACTACTAGGCAGTCTA
+CAAAAAATGTTTTGGTTAGCATAGGACTAGTTGTATATTTAAGTTAAAAATGACCTATAAAAGTTGTTCT
+GCAGTCGCGTATAACTAAGTAAAGAATAATCTTTATGAAATTAATAGCAAAGTGGAGGATTTTATTTACA
+AAAACTAAAAAATATAATGGAATAAATGTTGGATTAAGTATATTATTTTATTATAAGAACGTTACAAATA
+ACGCATTTTAATGCTAATGAGTATTTATATGAAATTGCAGCAACTACGCTATATCGTTGAAGTATTAAAT
+AACAACTTGAATGTATCCGCTACTGCAGATAGCTTGTTTACCTCACAACCGGGCATCTCCAAACAAGTAA
+GAATGCTTGAAGATGAGCTAGGTATTCAAATTTTTGGTCGTAGTGGTAAGCATCTAACTCATGTAACTGA
+AGCTGGCCAAGATGTGATTGATATTGCCACTCAAATACTTTCGAAAGTTGAAGGTATTAAAGCGGTTGCT
+CGAGAACATACTCAGCCTGATGAAGGTAAATTACGGATTGCTACCACACATACTCAAGCTCGTTACGCCT
+TACCTGATGTTATTCAGGGGTTTATCAAGAGATATAGCAAAGTCTCGTTACATATGTCTCAAGGGACTCC
+TGCACAAATTAGTGATGCGGCTGCCAAAGGTGAAGCAGATTTTGCCATAGCGACTGAATCTTTGCATTTG
+TATAACGATTTGGTCATGCTCCCTTGTTACCATTGGAACCGCAGTATAATTGTTCGACCTGATCATCCAT
+TGGCTAAAAAACAAAATATCACTATTGTCGACATTGCTAAATATTCATTAGTCACTTATGTTTTTGGTTT
+TACTGGTCGTTCTGAACTCGATGCTGCTTTTGATGCTGCTGGAGCAAAACCTAAAATAGCATTTACTGCC
+ACAGATGCAGACGTCATAAAAACTTATGTACGTTTGGGGGTAGGTGTTGGTGTGATTGCTTCAATGGCGA
+TTGACGAACGTATTGATAGTGATCTTGTTGTCATTGATGCGAGTCACTTATTTAACGCAAGTACAACTAA
+AATTGGTTTTAGACGCGGTAGTTTCTTACGTGCTTATATGTACGATTTCATTGAACGATTTGCACCGCAT
+TTAACCAAAGACATTGTCACTCGTGCGATGTTATTGAAAAATAACCATGAAGTTGATGAATTTTTAAAAG
+ATATTAAATTACCGACTCGTTAAAAGTCGTAGTAACTACGAGTAATGATTTTTGTTACTCGTAGTTCACC
+ATAACACCTTTGCAAACTCTAATTGCTAACTATCCATGTAATCGAACAAATTTTGCTAGTAATGCATCCT
+CATCTTCAACATGGTCCAGATCAGGTTTAACACAATCAATAGGGCAGACACTGACACAAGTTGGTTGCTC
+ATAATGACCGATACATTCAGTGCATTTATCCACATCTATTTCATAAATCTCAGCGCCAAGGGTAATTGCA
+CCATTGGGGCATTCTGGATCGCACATATCGCAATTGATGCATGAGTCTAATATTTTTAATGCCATATCAT
+TGTTGACCTTTTAACATTAGCAATTGATAAGCGCCTAAGTTTTTTGGTTTTGTGCGAATGGGTGACGGGT
+AGTGCCACCTTCATCTAAATAACGCATGATAATACCAAAATCTAGTTCTAATTCAGTATCAAGCTCAATT
+TCTACCTTATGACCAGAGCCCTTAGCATCATCAATGCTTTCACCCGTTTTACTATGGATCATCTTGTTTA
+ATGTAAAGGTCTGGTTGCCTTTAGGTGTCATCAACTCAAGTTGGTCACCAACAAGAAACTTATTTTTAAC
+GTCAATTTGTATTAGACCATTTATTTCATTTCGTCCTAGCACTTCCCCAACAAATTGTTGAGTGTCACTT
+TTTGAGTAACCATACTCATAGTTTTGAGTATCACTAGGGCGATGTCGCTTTAAAAAACCTTCAGTATAAC
+CACGATGCGCTAGATGCTCCAAATCGGTATTAAGGCTTGGATTAAATGCTCTATCTGCAATCGCATCATT
+AATCGCCTTACCATATACCTGCGCTGTTCTTGCGCAGTAATAGAAGGATTTAGTTCGGCCTTCAATTTTT
+AAGGAGTGAACACCCATTTTAACCAAGCGTTCAACATGCTCAACAGCACGCAGATCTTTTGAATTCATGA
+TATATGTGCCATGCTCATCTTCAAAAGCAGGCATATATTCGCCAGGGCGACCTTGTTCTTGCAGTAAAAT
+GACATCATCAATAGGTTTTTGCTCAGGTATAATGATCTCTTTCTCAGGCATATAAACTTCAACAGGCTCA
+GGTTTTACTGCAATAATATCGCCAGTTTCTGTTTCCTTAGCTTCATGAATATCATATTTCCAACGACAAG
+AGTTAGTGCATGTTCCTTGGTTAGGATCTCTTTTGTTGATATAACCAGAGAGTAGACAGCGACCAGAATA
+TGCCATGCAAAGCGCGCCATGGACAAATACTTCTAATTCCATTTCTGGACAATGAAAACGAATATCTTCA
+ATTTCATCAAGGGAAAGTTCTCTGGATAGTATTACTCGTTCAACGCCTTGTTGTTGCCAAAACTTAACTG
+TTGCCCAATTGACTGCATTGGCTTGTACTGACAAGTGTATTGCCATGTCAGGAAAGTTCTCTCTTACCAA
+CATAATAAGGCCGGGATCCGACATAATTAATGCGTCTGGCTTCATGGCAACAATAGGTGCAATATCTTTA
+AGGAAGGTTTTTAGTTTTCCGTTGTGTGGTGCGATATTGTTAACGAGATAGAACTTTTTACCTAATTGGT
+GTGCTTCATTTATACCAATTTGAATATTCTCTAAACTGAATTCATTGTTTCTAACTCTTAAGGAATAACG
+AGGCTGGCCAGCATAAACAGCATCTGCGCCGTAAGCAAAAGCATACCGCATATTTTTTAAACTACCGGCA
+GGAGAGAGAAGTTCAGGTTTTATCATGGGGTACTCAAATGTATGATGGAATGAAAACGTAAGAAAAAATC
+AGCGGCGAATTATACTCAATATGGTCCATGCCTACTATTTCAAATCATACCAAGCGTGATCTAGATCAAG
+ACTTACTTTTTCTTGGGCAAGGAGAGCTTGCAATTTATTTTGGCAAAAAGCAGACTTATTATTGCTATTA
+GCTTGAAAAATATTGATAAAAATAATTACATTGTAAAAAAATGTGCTACTTTAAATAATCATCACAATAA
+AAATGAAAGTGGATTTATGGCAACTGAAAATGCTCTATATGAGATTTTGACTGAAAAAATAAAACAAGAC
+ACGCTTGTACTTCCAACTTTACCTGAAGTAGCATTGAAAGTTAGAAGTGCTGCTGATGATCCTGATATTA
+ATTTAAATCAAATGAGTGACATCATTGCTCATGACCCCGCTTTATCTTTAGGTATGCTCAAAGTTGCCAA
+TAATGCTCTTATGGGTCGTAGTATAAAAGTAGAAACGGTACCACAAGCTGTAACTCGTATTGGCTTAATC
+CAAATTAAAAGTATTGCTACAGCAATGGCTATTGAACAAGTCTTTGTTTCTAACAATGATGTTGTGGCTA
+TGTATATGAACAAGGCATGGGTTAAAACTATTGATATAGCATCAGTTGCCATTAGCTTGATGAATATATA
+CCTAAAAGAAAACAAACATACGTCACTCTCTTTAGATACTATTACTTTAGCTTCGTTAATACATAATATT
+GGTGTTTTACCTATTTTAACTGAAGCAGAAAACCATCCTGATGTTTTTGCCAACCCGACTTTTTTACAAC
+AAGCCATTATTAAGTTATCAGGGCGAGTAGGTGGAGCTATAACTCGAAAGTGGGGGTTTTCTGAAGAATT
+TACGTTATTAGCCGAGAGTTGGAGTGATTTAACTATTTTACCTAGCGAAGTGCATTATTTGGATTTCATT
+AGAGCAGGGGCCATTTATCATAATGTCTTTAAAAATGAGTCAACTAAAGTAGCATTATTGAACAATTATA
+CCAAAAAAGGCATTTTACCTGAAGTTGATTACATGGATAGTGATGAATTTAAAGGCATGTGTGAAGACGT
+AAGAGCTATGTTTATTTAATTATTACTAAACTTATGAATAAATATAACAGTAATAAAAATGGCAGCGGTA
+AGCTGCCATTTTTATTTAATAAAAAGTAATCGTTTAATCTTTTTCCAATAAGTCCGTCGTCTTCATAGAA
+AACTCAGCTAATAGTTCGATAATAAAACGGTTTAACTCACCTGACATAAGAGCAAAATCTGCGTCAAGCT
+TAGCAATTACATCATCACTATCAATATCATCATTTTGTTCGTGAATAACATCAAAAAACTTCACTCGTTT
+TATCGCTAAGTCATCACACAAAATGAATGATAACGATTCATCCCATTCTAGAGCTACCTTTACCACGTAC
+TTATCGGCATCTAAATGCGATTTAATCTCTTCACTTAATAGGTCTTGATTTTTTACACGAACAACTGCGC
+CATCATCGCCTAAAGCATTAAATTCGGCTTCCATGCCTAAAGTAAACTTACCACCTAAGCTTTTTTCGTT
+CAGCCAGTCAGTCATTGTTTCATCGGCACAAACGTCAGGTTCCAAACTGCTAACAGGTAAGGTACCAAGT
+ACTTTACGTAATAAAGCTAATAAATCTTCTGCTTTACCACGAGAACTTGAATTGATAACGATAATATTAT
+TAACCGGGCTTATATAAGCATGAGTATCTGTTATCCGAGAGAAAGCGCGAGGGAGTAACTCAAAAGTTAT
+ATCTTCTTTGAATTGTTCCTTTTCTTTCTTCGTAGCACCACGGCCTTGTTCTTGTTCAAGTAAATTAACT
+TTCTCTTCTATCATATCTTTAATAACAGAAGCAGGAAGCATTTTTTCTTCTTTGCGTGCACAAATTAGAA
+AGTTACCGTTTGCACTATGAACACTTGTATCACCATGTTTTCCTAATGCGTTTATCCAGCCAAAATGAGA
+TATTTCTGTGGAGCCTAGCGGAGTAAAAAGATGTTCAGATAAATGTTTTTCTAAGTCTTGCTCTGACCAT
+TCAAAAGGGCGAGTAAAAGCAAAAAAGTAAAGGTTTTTAAACCACATAAGTAAATCCTAGGTTGATATAT
+ACCCGTTCCACATCAGGATGCAGGATTCAGTGGGAATTTAAAAGACTTTAGGCAAGGCATTCATAGTAAA
+GAATGGTTATCCCTTCTGAAAATGAATAACGCTGAATAAAGTCTTTTAAAACCCACCAAGGGGAACACAG
+ATCAACATCACTTCGTTGTTACACCAATTTGTAAGGGAGTGCCATGACTTCATTGGTGTGCCTAGCAGTG
+AAATTGCTCTGTGTTCCTGAACTTGCATCTTGAAGTAGAACGGGTATAAGAGTATTTTGTCGATTATCAT
+ACCTGAATTCTAATGTTAAGACAGCAGCTTTTAGCTATACCTCATGTCGGGTAAAGTCATGCGATAGCTT
+AAGCCGCCTTCTGATCCTGAGTAAGCGTCAATAGAGCCATTAAGTGTACCAACTACTAAATTTTTAATTA
+TATGAGTCCCTAAACCCGTCCCACCTTTATCTGCTTGAGTGGTATAAAAAGGGTCAAATAATTTATCAAG
+CTGCTCTTCATTAATGCCAGTGCCATTATCTCGGTAAAGTATTATTAACCTTTGCTGCTCTACGGTCACA
+TCTATAGTGATTGTGCCTCGGTTAATATCATGAAATGCATGGATTATAGAATTAATAATTAAATTAATAA
+TTATTTGGGCAATAGCACCTGGGTGAGTATAAATTTCTATATGTGGGTCACAATTTATTTTGACACAATG
+ATTGGTTTTTTTTAATTTGGGATGAATTGACTGGATGATTTCATCAAGATATTTTGAGATATTTATTAAT
+CTAACTTTATCATTGGTTTGATCAACTGCAACCTGCTTAAAGCTAGTAATTAACTCAGCAGCCCTTTGCA
+AGTTATTTGATAATAACGTAATGCTGTGTTGAGCATTACTTATAAAACAGTCAATTGTCCGCTTTGATAG
+CTTTTGAGCGCTGATGTCTTGTTGAAGTTTAGTAATAATATCAGCTAAATAACTTGTTGAAGTGATACTA
+ATACCAATAGGTGTATTAACTTCATGGGAAACCTCAGCGCTTAGTTGGCCTAACGATGCCATTTTTTCTG
+CTTCTAACAATCTATCTTGAGCTTTATTTAATTCTAATATTGAATTCTTTAGCTCTTTGTTAGTCGTCAT
+AAGCGTACTTTCTGTTTTTCGGCGACGATTATTTTCTGCTTTCAATTCGTTTTGTTGCTCTAGCATTTCT
+TTTTGTTGAACTTCCATTCGTAATAACGTGCTACTTAATGTCGACGTTTTTCTAGCGACTTCCTGCTCAA
+GCAATAAATTTTGTTCATCTAATTTGTCATTAGCTAAATTAGTTTCTCGTTGGGATAATGAAAGTTTATC
+TTTGAATTCAACAAGTTCATCAATTAAATTGTTATAAGCATCTTCAAGGATATTTAGCTCGTTTTTCTCG
+TCGTTCATAATATGGAATTTAGAAGCTTCGGGATCATGTAAATCAAGTTGCTTCATTTGATCGGTAAGCT
+CTTGTAGAGGTTCGGTCAACAACTTAGAAAAAGCCAATAAAAATAAGAAAACTAAAAAAGTTGTTTTTAC
+AATGGCATTGCCAATTAGAAAGTAAATTCCGACCTCAATACGGCTAAAAATAACATCATTACTTGATAAT
+AAAGTGACAGTACCAACCGTTGTTGTTCGCCCAGAAAATTCAAATATTAATGGAAAAGAGTGACCGAATA
+GACCTTCTGCTAAGGAGCTTATACTTTGGTGTTCACTGAACGTGTCTTGCGAGGTCTCAGAGGGGGCTGA
+TAATACCTCACCCAGTTGAGTGATAACATTATTCGCTTCGTCAGTTACAGTTATCCCTTTTATCATTGGT
+ATGGCGATTAAGCCTTCAGAAATATCAACAGCTTGTTGAGTATTAAGTTCCCATACCGCACGGGTTAAGC
+TACCACTAATGGTTTTTTGCAAAGTAAGTAGCTCACTGTTTATGTGACTTTTGGTATTAAAATATTCTGC
+AATTATCTGAATGCCAGTAACACTGATAGTTAAAATAAAATAAACAGAGAGTACTCTTGTTAGCAGCTTA
+CGCGATATGCTGGTTCTTTTCATTATCAGTTATCTTATGGCTTGGTTTAGGAAGTTATTGTTAATTCTAG
+TAAATAAATATAAAAAATTTCAAATTATTTTTTCATATAATTTACAGCTATTTTTTTTATAGAATTATTT
+AAAAAAAAGGCCATGTTTTGAGTCCTCTTTACTCATCTTGCTTATCCTTACGTAGATTCATTTAGCGACA
+GAACTAATGACAACGCTGAAAGATTAACAGCTATTACTCAATTGAAACATTATTTAAAAAAAATAGATAC
+TATGACAAAAATAGGTGTTTTTTATGAATATAACCTTACATCTGTAACAAAACTGTAATGTATGTGTTGT
+AAAATATTTCGTATTAGCTCTATTACTCAACAATTTAAAATTTAATTATCTAGGGATATTTATGAAACTG
+GTTAAAAGCTGTATTGCAATAACTCTTTGTTCTTTATTATCAATGCCAACATTTGCGGCCGATAAAGCAT
+CTGAGAAGACACAGAAACAAGAAGAAGTTATTAATTTTTATGGCAAATTAAATATTTCATTACAGGCAAG
+CGAAGAAAAAGGTGAGTCTTTTAATGAGCTAAAAAGTAATGCTTCTCGAGTAGGGGTAAAGGGTAAATAT
+GAATTAGACCATGATCTAACGGCTATTTATAAACTTGAATGGCAGGTTAATGTTAATGATGATAGTAAAG
+ATACACTAACTGCGCGTAATCAGTGGGTTGGTGTCAGAGGTGGATTTGGTGAGCTTACGGTAGGTCGTTC
+AGATACAACCTTAAAAGTTTCACAAGGAAAATTTGACTTATTCAATGATTATGAAGCTGATTTAAAGCAC
+TTATTTATCGGTGAAAACCGTGTAGCTGATTCAATTACCTATAAATCACCTGTTTTTAGTAATGTTCAAC
+TATTAACCAGTTATATAATTTCCGATGATATCGAAGCCGATGACCCATACTCTGTTGGGATATTTTTTGG
+TGATTTGAGCTTGAAAAAAACTGATTTTTTCTTATCCGTTGCTCATGATGAAAATATGCCAGTTAAATTT
+AAACCGGTAGATTCAGGTGAGAGTTCAAGAACTGAAGCATTAGCAAATACGCGTGTAACGGGTATGTATA
+AATTTGGTGATTTACGTTTAGGGGCGATGTTTGTAGATACTGAAGTTGTCAATACAGGTAAGTCTGAAAC
+AGGCTATGCGGCCAATGTTTCTTATAAGATAGGCAAGGTGCTTGCGAAGGTTCAATATCAAGAGTTTTCA
+GGCGCTGATTCGATAAGTGTTGGTGCAGATTATAAACTAGGTAAAAATACTAAAGTATATGCTTGGTTTA
+CAGATAGAGAAGGCAATGAAGTGACTGCTGGTGATGATGGCGTTGATTACATTCTTGCCACAAAAGGACA
+GTATTTTGCCCTTGGTATGGAACAAAAATTCTAAGGTTTATCGCGAGATTTAATCTTTAATTCAAACAAA
+GCCGTTAATTTCTTGTGAATTAACGGCTTTGTTTGTGTATACCCAAGCGACTTGAAGATGCGTATTTCAG
+GATGCCTGAGCGATTCATGCTCAAGACGTCTCTTTTTATTAAGGGGTATTCAGGAGAATATGCTCCTGCA
+TTCTCTAAGAAACTACATCCATGTATCGCCCTTAAAAAAGAAGACAACGAAGTGCATGGTTTGCACAGAC
+GTCCCCATAGGACTGGTTTATAAACGCTTTATGCCGCGTTATTGATTTCAATAAGGGAATAACCATTCTC
+TTTAATCAATGTCTTGCCTAAAGGTGTTTCTAATTCCAGCTGAAACCTGCAACTTCATGTAGTTTGGGTA
+TTTACTTGCTAAAACGTTAAGCTTGTTTGATAATTTTGTTTTTGTCATAAAACTGTCACTTAACTTCTGC
+ACAATAACTCATCAAGTGTGAATTTTTGTTAATGTTTGTTTATTAACAGTAGATTGCATCAGTTAGTTAT
+ATTATTAGGATGTTTATCATGAGTAGAAAAATTTTAGTTGTTGAGGATGAAACTCCTATCAGGGAGATGA
+TTAGCTTTGTATTGGATCAAAATGGTTTTAATGCGATTGAAGCTTGTGATATAGAACAAGCCCTAGCTAA
+AATTCACGAACCGTACCCCGATTTAATATTACTCGACTGGATGTTGCCTGGTGGCACGGGAGTTTCGTTA
+GCAAAAAAACTAAAACAAAATGAGTATACTCGTAATATTCCAATCATTATGTTGACTGCTCGAAGTGATG
+AAGATGATAAAGTAAAAGGTTTTGAGGCCGGAGTTGATGACTTTGTAACTAAACCTTTCTCACCAAAAGA
+ATTAATTGCCCGTATTAAGGCGGTAATCCGTCGTGTATCCCCTACATCTCTTGAAGAAGAAGTTGATTTT
+CATGGTCTTAAACTAGATCCTGTTGCTCATCGTGTAGCTATTAACGGTAATAGCTTAGATTTAGGCCCTA
+CCGAGTTTCGCTTATTGCACTTTTTTATGACCCATACAGAAAGAGTATATTCACGAGAACAATTACTTGA
+TAATGTTTGGGGCACAAATATTTATGTTGAAGATCGAACTGTTGATGTTCATATCAGACGCTTACGCAAA
+GCCATCTCTGGTGAAGGACATGAAGACTTTGTGCAGACTGTCCGTGGCGCTGGTTATCGTTTTTCAAGCA
+AATTAAAAAAAGTTAGTTAACTGTAACGGCTTCTCTGTTGAAAAGTAATTAGGCAAGTATGCATTTTCGT
+TTATCATTTATAAGTATTATTTATCGTTTACTAGGTATATTGCTGGCAAGTGCTTTTGTAGGCTGGTTAT
+TCGATTATGTTTTGTTAGTAATGCTTGCAACCAGTATATTTTTATTGGTTTGGCATTATCACCATTTGTT
+TAAACTGATTAATTGGATCTGGCAATCGAAAGCTTTATCTCCTCCACAAGCAAAAGGGGTCTGGGGATAT
+TTATATGATGGCTTATATCGACAAGTTAAGCAGCAACGCAATAAGCAAAAACAATTAAATGAAAAAATCC
+GACGTTTTCGAGATGGCGCTGAGGCGCTTCCTGATGCAGCATTAATGTTATCTGAAGAGCTGACCATTGA
+GTGGGGAAATAAAAAAGCACAACGGCTTTTGGGGGTTCGTTGGCCAGATGATTTTGGTCAGCGTATAGAT
+AACTTACTTAGAGCACCCGAATTCTCAGATTATTTAGCGCATGAGAATTTCGAATACCCTTGTTTATTAG
+TCTCACCCATTCACTCTGACGTGCAACTTGAAATACGCCTTATGGCCTATGGCAGCGAACATGTATTACT
+CTTAGCAAGAGATATATCTAATCTCCAGCGTTTAGAGGACATGCGCCGTGATTTTGTTGCCAATGTCTCA
+CATGAATTAAAAACCCCCTTAACCGTTGTTCGCGGATATGTTGAAATGATTCAAGCTTCACCAGAAGCAT
+TTGATCCCCATTGGCAAAAAGCATTTCAAACAATTGAAGGACAAGTTTCTCGGATGGATCGTTTAGTTGA
+ACAATTACTTAATTTAGCTAAAGTAGAAAATAATAGTGATGATGAAAAACAATGTGTCAATATGGCACAA
+TTAATTCGCACATTAGTTGATGAGGTTACTTGGCTTAATCAGGAAAAACAGCACCAAATCATGCTAGATA
+TTTCTACTGATGTATCTGTTTTAGGTTTTGAAACTGAATTAAAAAGTGCTTGTGCCAATTTATTATCTAA
+TGCTATTGCTTATACTCCGCCTAAAGGGTGTATCGAAGTCAGTTGGCGTTTAATGGGCAATAAAGCTATT
+TTCTCGGTCAAAGATAATGGCGATGGTATTAAACCTGAGCATGTTAATCGATTAACTGAGCGCTTTTATC
+GTATAGATAGATCTCGATCTAGAGATACTGGTGGCTCAGGTTTAGGGCTAGCGATAGTTAAGCATGTTTT
+GCATCACCATCAAGCTGAACTAATTATTAATAGCCACTGGGGACAAGGGAGTGAATTCTCAATCTATTTT
+GATCCGAGTACCTTGTCTAACCCCTCACGGTAATTATTGACTAGTGATCATAAGAACTAATATAAAATTA
+ACCCCTCTCGTTTCGTCATAATTCTGTCATAAAATAGACATATAATTGTCATGTTCACTTCGTATAGTGT
+GACCAATCAAACAGTTCAAGCTCTTATTGGAGAGACCATGAGTTTTAAAAAAGTTATAAGTATTATTAGT
+TTATCAAGTCTTGTTAGTTTATCTGCTTTTGCCCTTGATGAAAAATTACCAGAATATAAAAAAGTTAGTG
+GTATTTCTGGCAATGTATCTTCAGTTGGCTCTGATACCTTAGCGAACATGATGACTTTTTGGGCAGAAGA
+TTTTAAGCGTACTTACCCAAATGTAAATGTACAAATTCAGGCTGCTGGTTCGTCAACAGCGCCACCTGCT
+TTAACTGAAGCTACTTCAAACCTTGGGCCTATGAGTCGTAAAATGAAAATGCGTGAGATAGAAGCTTTTC
+AAAAGCGCTATGGTTATAAACCTACTCGAGTTCGAGTTGCTATAGATGCTTTGGCTGTTTTTGTTCATAA
+AGATAATCCATTAGAAGGGTTAACGATTGCGCAAGTTGATGCTGTATTCTCTAATAACCGTAAGTGTGGT
+GCTGATAAAGATATTGACCGTTGGGGAGATCTTGGTTTATCGGGCGCATGGACAGGTAAAGATGTGCAAT
+TATATGGAAGAAACTCTGTTTCTGGCACCTACGGTTACTTTAAGAAGAAAGCGCTATGTAAAGGTGACTT
+TAAAAACAGTGTGAATGAGCAGCCTGGATCAGCATCAGTTGTACAGTCGGTATCCGCCTCACTTAACGGA
+ATTGGCTATTCAGGTATAGGTTACCGTACTTCTGGAGTGCGAGCTTTACCATTAGCTAAAAAAGGCCAAG
+TCTTTATTGAAGCTAATATGGAAAATGCAATTTCAGGTAAATACCCGTTATCACGCTATTTATACGTCTA
+TGTCAACAAGCACCCGAATAAAGCGCTTCCACCAATGGAAGCTGAATTTTTAAAAATGATTCTATCTAAA
+ACAGGTCAAAAAATTGTTGAAAAAGATGGTTATATACCTTTACCAAGTAAAGTTGTTGCCAAAGAATATA
+AAAAATTAGGTCTATAATTCTTACAACTATTAGTACCTTTAATAGGGCAAGCTATAACGCTAGCTAGCCC
+TATTCATTTCACCTCGCTCCAATACACTTCAGTTATTCTTACCACTTTAATTTATACCCAGTTGTGTCAG
+CTGAATAACTTCCGTTAATATATATATAATTATTTAGTTTCATTGATATAATGCATGACAGCAATTGTTG
+TCGCTTATTTTGAAGGAAAAGTATGGAAATTATTTTAGCTAACCCTCGTGGTTTTTGTGCGGGTGTTGAT
+AGAGCCATTAGTATTGTCGAACGCGCTTTAGACTTATTTGGTGCCCCTATCTATGTTCGTCATGAAGTTG
+TTCATAATAAGTTTGTAGTCGATGGTCTAAAAGACCGCGGTGCTATCTTTGTTGATGAACTTGATGAAGT
+ACCTGATGATAATACGGTTATCTTTAGTGCTCATGGCGTTTCCAAGGCTGTAAGACAAGAAGCTAAAACG
+AGAGCATTAAAAGTATTTGATGCTACCTGCCCACTGGTAACGAAAGTTCATATGGAAGTTTCCCGTGTTA
+GCCGTAAAGATATTGAGTGTATACTTATAGGTCATGCAGGACATCCTGAAGTTGAAGGTACTATGGGCCA
+GTATAGTAGTGACTCTGCGGGTATTTATTTAGTTGAATCACCTGAAGATGTCGCAAGTTTAGTCGTTAAA
+AATCCAGAAAAATTATATTTTTGTAGCCAAACTACGCTATCTGTAGATGATACTATGGACGTAATCGCTG
+CTCTTCAAGCTAAATTTCCTTTGATTGAAGGTCCTCGTAAAGATGATATTTGCTATGCCACTCAAAATCG
+TCAAGATGCGGTACGTGAAATAGCTGATAAAGTTGATCTTATGTTGGTTGTAGGAGCCAAAAATAGTTCT
+AACTCTAACCGTCTTAAAGAACTAGCAAGTAAAATGGGTGTCACCTCATATTTAATCGATACGGCAGAGA
+ATATTGAAACGGACTGGTTAACAGGTGTTAATAAAGTCGGGGTAACCGCAGGTGCGTCGGCACCAGCAGT
+GCTAATCAAGCAAGTGGTTGAAGCGCTAAAAAGCTATGGTGGCCATCAAGTTATTGAACACCCAGGCAAA
+GAAGAAAGCATAGTATTTGCAGTCCCAGCTGAATTACGCTAGTCTTAATTGAATTGTAAAAAGTTAATAT
+AAATTGTTATGTTAACTTTTTATTATGTTATCACTGTGCAGTAAATTTATTGAGCATGATGTTAATGTAC
+AGATGTCGGTTTTTGTCTTATTAGTCGTTATGTTTTTGTTAATTATTAACTTTTAGTATCGTCGTTGGTT
+TTAGACTTGAACCGTAGTAGTCGCTGTAAACATTAAAAAAAATGATGAAGTGTTAGGATACTACTCTTAA
+TGGGTTGTGCTGTTTTGTGCATTTTAAGGAACGTATTTGTTTCTGTTTTATGTCTCCAGTATCACTAAAT
+TATAACCATGGAAACGGTAGGGTAGTTATGTTAGTAATACCGCAATTCTATAACTCTAAGTTGTGTAAGC
+TTAGTATTGAGCTTTATAAAAGAAACTATAGTTATATCCCCCCCCCCCCCGTGACTCATTTTTTCAGCTG
+TATTCATGCCAGAACACATTACTTGCCTTTATTTATATAAAAAAATTGTTGAATAATTTTCAGATTAACA
+AGATATGGACGATGAAATGAATAAGTTATCTTATCAAAGAAAGAAACAACAACGGGGAATGAGCTTTATT
+GAAGTCCTTGTCGGCTTAGTTATTCTTGTAACTGGCATTTTAGGGGCCGTCGCTATGCAAGCAACGGCTA
+AACAAGGTAGTTTTGATGCGATGCAACGCTCACTTGCCTCAAGCTTAGCACAAGATATTATTGCTAGGAT
+GCGAGCTAATGCTCCTTTAATAAACGCAAACTTAACGTTAAGAGCATATGCTCGCAATGACTATGATGAC
+CCCGCTGTTGGGGTTATTTGTAACACCGTCAATACCGCCGACGGCTGTCTCTCTGCTGCTATGATCGCTA
+ATGATAGATTTGAGTGGGGACGTGCCCTGACGGGGCAAGACGTAATGCAGGGGGCTAGGCCTGTCGGAGG
+CTTAGTTGGCGCTGCGGCATGTATTATCCAGGATGCTGGTGATGTAAATGAATATACCGTAATAGTGAGT
+TGGCAGGCTAGAAGTGCAACTTCAGATAATGCTGCACAAAATTGTGGTGTGGCAGACAGTCGAAACAGAC
+GGCAAGTTGTTGTTCAGGCATTTATTTTTAATATTTAATACGGCAAATAAGTATTGTTGGCCCTTTAATT
+CGAACTGACTTTTATTAAGTTAACTATATATAAAGGTCAGTACCAGTTTAAACTCTGTATGGCATCATTG
+CCTGCACCATGCAACTTTGCGGTTAAATATAACACGGTGAAGTAAATGTCGAAAACTCAATAGCCTATAA
+ATTATGCGCTGTAACAGAAAGTGACCACCATTGACGTTGATGAAAAAGGAACAAAATAAGTATGTGTAGT
+AAAAGTATGCATAATAGAACTAAGTTATCAATGAATACCGAAAAAGGTCTGACCTTAGTTGAGCTGATGA
+TCAGTTTGTCTATTGGTTTAGTCTTGTTTGCTGGGGTGTTAAGTGTCTTTGTTGGGATGCGGAGCACAAC
+GGCAGAAACATCAACCTACGGTGAATTACAAGAGAACGGACGTTTTGCTATAAGTGTATTAACAGACGAC
+TTATTAAGGCAAGATTTCTGGGGTGATTATGCTGGGCGTTTTAGTACAAGTAACCTTATAAGTATACCTG
+CCGCGGGTTCTGTTGGTAATGATTGTATAGGGGGAGGGGTTAATAATGCTACTTTCCCTCTTGCGGTAGG
+TCACTTTAGAACAATATGGGGGCAAACACTAACAGCGGTGGCACCAAATCCTTTGGGGTGTTTTGTTACT
+CCTGTAAACACTAGAACTAGGCCTAACTCTGACGTTATTCAGCTTAAGCGAGTGCTAGGTACTCCCAATT
+TAGCTCCCGCGGCTGCCACATTTTACTTGCGCACTAATCATACCACTGGAGGTATATTTCGAGGTAATGC
+TCTACCTGTAATAAATAACACTCGTACCTGGGAGTATCAGCACCATGTGTATTATGTACGAGAGGACATA
+GTAGGCAATAATTTTGTGCCTGTATTGATGCAAGGGCGTCTAGCAAATGGGAATATGGTTTTTAATCCTA
+TTGTTGATGGCATTGAAGTTATTCGTTTTATGTATGGTATTGATACAAATGGAGATGGTGTGGTCAACTC
+TTATATCTCTGCATCAGGAGGTAATATGACTGATGCTTTGTGGGATAATGCCGGTGGCTCAAGAATTTTA
+GCTGTTAAAGTATATGTTTTGGCGCGTAGTATTGCACCAGATATGAAGTATACCAATACCAACTCTTATC
+AATTAGGTGACTTGGCTATAGCGCCAGTAAACGACAATTTTCGACGCCTACTGTTTAGTTCAACAATAAC
+TTTATATAACGCGAGGTAAACTAATGACAACATTTTATAAAGGTTATCAGAACTATCACTATCGGGTCAG
+TTATCTTGCTATTAAAGCAAATAAACAAGCAGGGGTTGTTTTAATTGTTTCACTAATTTTTTTGATTGCC
+TTAACTGCGGTGGCATCTGCACTCATGCTAAATACCACCACTGACATGAAAATGTCAGGGGCAAGTGAAA
+TGAAAGTAGTTGCTGAGCAAGAAGTTTTTGGTGCTATGGACGAACTTATTTTTCGAGAAGTGTTGCATGG
+TGTTGGTGAGTCTAATGCTTTTGCTCTGCCAGTTAGCCGTTTGGCAAATGCTATACCAGTATTAGCCAAT
+TTAACGAGTAGCAATACAGATGGTAATGTCACTAATGCGACAATATCTTTGGCTGATAACCCGCTTTTGC
+TCGAGAAAACTTGCCCTCACTCAAGGGCGGCTTCTTCAGTGCAGGTGTTTACTTGTAATATACTTCGAGT
+ACAAATAACTAAGCAATATGGTCGAAACAATAACAGTACAATAACAGTTAATTCAGGGATAGCTCAGCAG
+TTGTTAAAATAACGGCGAGGCATTGGTGAACGTTATGGGGAGTTTAAAATGAATAAGTTTATAGCAAAAG
+GCATACTGGCTTTAATACTTGCTACACTATCGAATGTAACCTTAAGTGAAGATATAGATCTTTATATAAG
+TGAGGCGGTTCGACAAGCAAATAAAAAAACTAAAGTACTCATTATTTTTGATACTTCAGGTAGCATGAAA
+GAAATAAGCCGATTTGGCGAACCATATATCAATGACCCTGATAACCCTTACATTGCAACAGATTCAGCTC
+ATGCATACGACGATAATATGCTCTATTTTAATAGGGCGGGTGCTGATAATACAACAACTATTCCTAACTC
+CCCTAGTGACGTACGCCGTTTTACAGGGGCACTTAATGGTTGTTTTACATCCATAGCTAGTTTAGCCGAA
+AATGGGACATATACAGATTATATGCGAGAATATCGCTCTCAAGACAACGAGTGGCAGGAGGTTCGTAATA
+ATAGTGGCGCAGATCCAGTAGTCATTGATTGTCGAAATGATGCTTATTATCTTCAATATGATGAAAACGG
+TGAAATTGTGGTGGGTAACGAAGGAAGTCGCAACAATGCTTCTGGCTTCTTATCTGGTTATCCTATCGAT
+GGGGAAGGTACAAGCCAAAATCCGATTTATTATGATAATAGAGTCCCAGCTCAACACACTAATGTTGACT
+GGTATACTTCTGATGGCTTAATTACTTTATATACAGCTAACTATTTACGTTGGTATCATGGTCAAAGTAC
+CGCTTCCCATTTAGAAGAGCGTTTGCAGACTGCAAAAAACAGTATAAGGGATGTTATTAATAGCACCCCA
+TTGGTGGAATTTGGCTTAGAGGTTTTCAACTTTAATTATGGTGATGACGATACTAGCGGTAATGGTGGTC
+GTATTGCTGCTGGCATTAAAGAAATGACTGATGATAATAGGGCTAACCTGCTTAATATTATTGCGAATCA
+GATAAGTGCCGAAGGCTCAACACCACTTTGTGAGTCCGTTTATGAAGCATCTCAATATTTTGCTGGCGCG
+TTAGTTGATTATGGTGATGATGATATCGATGTTCGAGACTATAATTATAGTAAAAATATTCCGCCAATGG
+CGACAGATATTACTGAAGTAGTCGATGGACATAATGTCTATAAAACTCCTTTTGAAGACTGTGCTTCAAG
+TGTTGCCAATATTATTCTTATCACTGATGGTGCGCCGCAACATGACTTTGCAGCAGACAGTAAAATTACC
+GCGATGGTAACCACAGTGCAACGAGCTAATGATACGGATGGAAACCCGGTTTATGAGAGTTTAACTTTTA
+CTGGCGCTCATACTGAGGCGCTTACTGATGAAACTAATACTTTTGATGGTAGCGCCTACCCTTCAGGTAA
+TCGCACGAGTGATGATAGTTATTTACCAGCCTTAGCTAGCTGGATGAGCGAATACGATATTAATCTCAAT
+CGCGCTGGAAAACAGACAGTGGTGACACATACCATTGGTTTTAGTAATGGCGCAATTGCAGCAAGGGGTC
+TACTAGAAGAAACGGCAAGGCGTGGCAAAGGACAATATGTTGATGCTGATACAGGGACATCGTTAATCGC
+CGCCTTAGAGAATATTCTGGATAATTTACCCGAAGCAAATGATAGTTTAACTTCAGCCTCGGTATCGGCA
+AACAGTTATTTAAACAATCAAACCCTTGACTCGGTTTATTATGGAATGTTTGAACCTAGCATGGGAGCAC
+GTTGGCAAGGTAATTTAAAAAAATATAAAGTCGTAAATGAAAAAATAACAGGCGTTGGTGCTGATGGTAA
+TGGCGATGGTGTTGATGTTATTTGTGACGTTGACGGTAGCAGCTCGTTTTGTGATACAGCAAGAAGTTTT
+TGGTCTACAGAAGCTGATGGAAATGTTGTAGGACAAGGTGGCGTGCTCACTTGGTTTAATAGCCATATCC
+CAAGTGACCGAAAACTCTATATGGAAAATGGCGACGGTGCAAGTGCGTTAATGACCTTTAATCGTACTAA
+TCTTGAAGCGGCCTTTACAGCCGCTAGTACAAGTTTAGCTGCAGCACTTGGGGTGACTGATGCTGATGCT
+ACAATTCAAAGTACAGCTATAGATGAAATGCTTGCTTGGGCAACGGGCTTAGATGTTGATGATGAAGACG
+AAGATACTGCTACCGATGACATGAGAAAAAGTGTTTTTGGTGACCCATTACACTCAAAGCCTCTAGTAGT
+CAATTATGGCGGAAGAGTATATGACGAAGATACAAATACCTACTCGGGCGAAGATGATATTCGCATTGTT
+ATTGGTACCAACTCAGGTGCTCTGCATATGTTTAAAGATAATGATACATCAGTAGCAGAGAGCTGGGCAT
+TTATGCCTACCGAATTTATCAATAATATTAAACCGTTACGTACTAGTCCCGCATCAGCAAATAAAATTTA
+CGGCATTGATGGTGAGATTTCTATTTACCAAGATGATAAAAATGGCGATGGAATTATTGGCGCTGGAGAT
+ACTGCTTGGATTTTCTTTGGCTTACGCCGAGGCGGTAGCTCTTATTATGCACTAGATATTTCTTCGCCTG
+ATGCCCCTAAGTTGTTGTGGCGTATAGACAGCAGCAAACCAAACTTTACTCAACTTGGCCAATCTTGGTC
+ACAACCTAAAATTGGTTATTCAGCGCTTAATTTTACTACTGGAACTGGTAGCACAGCCAAGCCGGTACTC
+TTTATTGGTGGTGGTTATGATACTAAAAAAGATAGTACTGGGGTGGCAACTCCAGATGATAAAGGCCAAG
+GTATTTACATGCTTGACGCGGCAACGGGTGGCCTTTTATGGAGTGGCTTACCAACAGGAGGTACGACAGC
+ATTTCCTGGTGAACATAGCATTCCATCACCCATTGCTTTACTTGACAGTACTGGAGATGGCTTAATTGAT
+CGTTTATATACTGGAGATACTGGTGGGAATGTCTGGCGAGTAGATATGCCAGGTAAAGAAACCAGTGATT
+TTTCTATCTCTCAGTTAGCAAGTTTGGGAGGAGGGGTGAATGATCAACGCTTTTTTTATGAGCCAACAAT
+TGCCAGAGCACTCATTTCTGAGATTGTTAAGACTGAAGTTACAGATGCTGATGGTGTAACAACAGAGGTT
+TTTGTTCATCAAGAGATCCCATACGACGCTATTTTACTAGGCTCGGGCGATAGGACTACTCCGTTAGGCA
+AAGATACGACGGATACCCTTTATATGATTAAGGACAGTAATATCATCACTAAAACTTTTCCAAGTCGACC
+TGATGAAGATGCGATGGATCTTATAGCTAAAACTGATTTATATAACTATACGACTAACCCTTTTGATGCA
+GCTACCGATGATACAGCAAAATATGATTTACAGAAATTAGCCAGTGAAGAATCAGGGTGGTATATCGATT
+TGCGTGCTACAGGTGAAAAAAGTACAGCATCAGCCCTAGTTATAAAAGGAGTTGCATACTTTACTACTTA
+CACACCAGCGTCAAGTTCAGTTCTTATTAGTTGTATACCTCCAAAAGGAAGTGGAGAGTTATATGCTGTA
+GACCTCGCCTTAGGTACCAGAAGAAACCTAACACAGACAGAAGTACGTGATAATGATGATCGTGTAATTA
+AGATTAATAATGATTGGTTAGGGCCGCCGACGTTAATTATGTTACCTGAAACTGATAATGATGACACGAC
+TGTAGATCCTATAACGGGTGATATTATTGTTGGTGACAAAGTCATTTCGGTAGACTTTTCTTTAGCAACT
+GTGCGTACTTACCTTTATAGTACAGAGGTTCAATAATGCTTATAAGTAAGACTATAGTACAAAAGCAAAG
+CGGCTTTACCTTAATAGAATTAATGATAGTTGTGGCTATTATTGGTATTTTAGCCGCAGTTGTTTATCCA
+TCTTATACTGATTTTATTGTGCGCTCAAATAGGGCTGAAGCACAGCGAGAGTTAGTACGTATTGCAAACT
+TGCAAGAGCAACTCTTTGTCGATAGCCGAAGTTATAGCAATGATATGAACCTTTTGGGGCTTGGGGCTGA
+TCCTTTTGTGACTGAAAATGGTAATTATAGTATTGATGCAACTATTGCCAATAACGGTACCACCTTTGTT
+TTAACCGCCACTGCACAAGGTTCTCAGTCAAGAGATACCGACTGCTCTAATTTAACGATAAACGAAGTCG
+GACAGCAAAGTGCGGCTAATAACTTTTGCTGGGAGAAGTAATTATGAAAGAATGCAAACTTATCAAATAT
+CCATACTTTATTGCCGTACTTATTGCTATATCATCATTTGCTGTAATGGCAGAAAAAAGTCCTGAACAAA
+AAAATGTACAGGCAGTGGGTGGACTTATGCAGGTTAAGTGTTTTGTAGAGTATCATGGAGGCGGTGATGA
+TATCCGTTTTGTGACTGATACTTTTGCTACACCAACTCAGGCAATAAAAGTCTTTCAAGGAAGAAAAGTT
+AAAAAAAATAACACTCAAAAGGTTATATATAAAGTTAAAGAGTGTGTGGAAGCGCGTAAGAAGTTTACAA
+ATGGAAGAGCTAAGCAATTAGACAAAGGTTTGTTAAGGTAATTTGATAAGTTATCGTTGCTGTCTCTCAT
+AAAAAATCCCCTAGTAGATGGGGATTTTTTATGAGAGAAATGTTTGGTTAAGCGGTTTGATAGCATTCTA
+TAAATTATTTAGTTCCCTTTGTATGTTAATTGATCAGCTTTAGCAGCTATCACTAACATTTCCACCATTT
+CTGAATTCATCTTTACCGTCATTATCTGCATCACTCGTTAAATACGAACGTCCAGAGAGAGATAAAACAA
+TGGCGCGAGCAAGGCTAGTATCACTTTGTGGGCAATAAATAAGAGAGCCAGCAACAGCTGGACTCAAGGC
+CCCAGTTGGCGCAAACCTAATACTAATTTGACCAGCATAAGTAATGCTATCACCTGTAGTCGAGGCCGCT
+TTTATTTTTATAAGTTTGTCGTTAGCTATAAGATTTGCATCATTGCCATCATTATTATAAACACCATTAT
+TATCTTGATCGATGAAAGCGGTTAGCTCATTTTGCCAGTTGGCAGTACATGCCCCATTAACTAATGGGCA
+AATAATTGCTGGCTGCTCAAATGATATTGCGCCGTTGCGAGCAGATAGTACTAAACGGTTAAGTTGACTT
+ACTTCATTATCAACACGCATTTTTACGATGAAATCATTCATGTTAGGAACCGCAATTGTTACCATAATGG
+CTGCTATAACGATAGTCACCAATAGTTCTACAAGCGTGAATCCTTGATTTTTTTTTGCAATGTTTTTTGA
+GTTTGAAACGGTAAGTTTGGAAGAGTCACCGTTGGAGTTAGCTTTATTTGAATTTAAAGAAAATAAAAAC
+ATAACATCTGACCAATTAATACAATTTATCTAATATTTATAACACTTTCGACTAAAACTCGCTAGTGCTA
+TAATAGTTACGGTAACTGTATATAGCACTAGTATTATGTTATTTTATTTAAATCTCACCGCTAGGGACAC
+TCGTCGGGCTGATATGCTCGATAGGGTAGCAGCCTAATACCTTGATAAAATTAGTGTGAGGAGTAATGTC
+GTTAATTGCTTCTTGTAAAGCAAAACTCTTTAAGTTGGCTTCTACATCAATATAGAACATTTCTTCCCAA
+GGTCGTCCTTGAATAGGGCGAGACTCGAGTTTACACATGTTAATACCTTTATCTTTGAGTACTAATAAAC
+ACTCAACTAAGGCTCCCGCTTTTTGACCTGTAGATAAAATGATAGCTGTTTTGGCTGGTATTTGTTCCGC
+TACATCGACAGATTTACGAGCAACTAATATAAAGCGTGAATGGTTTTCAGTTTGATTAGCAATAGATTGC
+TCAAGAGCATGAAGTTGATAAAGTTGTCCACCTTCTTCACTGCCAATTACAGCTATCGTATCATCTTGTA
+ATTCTGCCACTTTTGCCATAGCATCAGCTGTGCTATCACAATATTCAATGCGTATGTTGCTCTGCTTATC
+TAGAAAATTACTGCATTGTGCGAACGGCTGTCCGTGCGCATAAATTGTTTTGATTTTATCTAAGCTAGTA
+TTTACAGAGGTTAATAAACAATGTTCAATCGGTTGGGTGATTTCACCTACGATAGAAAGATTAGTATGTT
+GTAGTAAGTCGTAAACTTCGTTAATACTACCTGAGCTAGTATTCTCTATAGGGAGCATACCGTAATCAAC
+TTGGCCAGACTCCACTTGCTGTAATATATCGTAAAAGCTTTGACAACCAGATTCGATAATTTTCTCTGCA
+CGACGGGAAAAATATCGATGGCTAGCAAGAAAGCTATATGAACCTTTATCTCCTAAGAATGCAACGCTAA
+CCGTTGGTACTTGAATATCAGGGTTGGCTAAACTCTGCAAAAAAGCTTGTTGGTTTAATACAGAGTCTTC
+AATAATAGTTTGAAATACACTGGTAACATAATGAGCATCTAAACCTAAGGTTTTACCATGCTTAATTAGA
+CGTATTAAAAGCTCTTGTTCGCGTTGCTGGTCACGAATAGGGCGAATTTGCTGTACTTTACTCTTTGCCA
+CATTGAGTGTTAACGCGCGACGTTTAGCAAACAAGGCTAATAAATCTTGATCTAAAAGCGTTATTTCTTG
+GCGTATTTCATTTAAATCTAACTTTTCGCTCACTTGCTTACCTTTTTATTGTGAATTATCTACTTTGAGT
+AGTTACTCTAGCTAGCTTAGCTAAATAGTGTCAACTGTTTCTTTAGACGTTTTTTGTTCCTGAGGGCATG
+TTAAGGAATGCATTGATAGACTATGGCAAAGCTACACAAGGTAGCAATTCCCCATACGATTGATCTTAAT
+AGGTCGATATTTAATAAATAGAAAATGTTATATAGCACCCTTGAAACGATATGAACAATAGCCAATACGA
+GCACTGTTTGGTGAGTATTACCTGTTACCAGTGCTAAAATAATTGCAGGAGCAAAAAGGATAACCGATTC
+AAAGGCATTTTGGTGTGCAGCTAAGGCACGTGCACCAAACCCGGTTAACTTGCTTTGTTGCTCCCTAGGG
+TGGCTATTATTATATCCACCTAGTTTGGCCATAGCATAAGCTACAGGGCCTTTTGCAAGCAGTGGTAAAA
+GTAGTGCTAAAAATAAGCAAATAATCAGAATAGTCATTTTTCCTCGTCATTTCTCATTGGTAAGTTTATT
+GGTATAAATAGGATGTAATTTAATAGCTCAGTAAAGTCAGCTTGTAGAGCGTTTTACCGGGTAAAAATGA
+TGAGGCTATACCATTTTCCCAGTCACTATGGCCCATGCCATAATATGGACTCCACGGATGACCTGATTGG
+CTAGTTGGCATATGAAAGATGCCATTTTTTTCATAACCAGGAGATACAACCATTCGTTCTGATGCACCAA
+AAGATTTACCTTGTACTCTTGGCATATAACTGTCACCTGCTAATGCTTTACTAGGCATATCCAACCAATG
+GTTTAGAAAAGGTAATGCACTACTGAGCGGGTGCTTTATTACCGAACTATTTTGTTGGCCCCAAGTGGCA
+GTATCTAAAGTTTGGTTGACCGTCATGTCCGCAATCGTTACTTCTAGTGCCTTAATAAATAAATCTTGCC
+AACTACTTTCACCGAGCATCATAAAGTTTTCTGGTTGCTCATTAATTAGTTGCCATAAAGGTACTTCTAT
+TTGATGGCGAATGCTTTTGAAGTTGAAAGCTTCATCAATTTTATTCAAGCTTTTATTTAATTCGAGAAAA
+ACGCTATCCCTGATGTTTATTCTAAAATTTCGAACTAGGCGATAACTAACAGAATCTACGCTTGCTCTTA
+ATTTGGGGGCGCTTTCTAATAATTTCTTTATTTGTTTAAAGCTTTTATCTTTTGCGACAACACTCTTCGT
+CAATACGTCGTCAAGAATGAACTGCTGCCAGCGTTGTAAAAAAATAGCCTCATCATCTAAGCCAATGTTA
+AGCAGGGACTGTTCATCAAATTCTTTTAGAGCGAATAAGTTATTTCTAACTTGTTTTGAGCGAGCGCCGA
+GTGCGTAACCACCATTACCAAGCTTTTTATACATATCGCCACCAACGACACGGGAGTTTGCTGTCCAGAG
+TCTATGGTTTTCTGGGTTAATAATCTTTGGGTACTGTGCTGACGATAAATAACCCTGCCAGCTGTTCTCC
+CCTGAAGCCCATGATTTAGGTGTTTCGCCAATCATGCCATTTTTGTTGGGGATAGGCCCTATAATTGTCC
+AGCCAATATCACCGTGTTTATCGGCAATCAGCATATTTTGAGAAGGTATACCTGAACGGGCAGCTATATT
+AAAAGCCTCTGAGACATTCTGTGCTTGTTCTAATTCAGTTGCTACTAAATTGATTGCTTCTTTATCATGT
+GCAACCCAACGGTATGCTAGTAATTTTCCTTGATGATTTTTACCAATAACTGGGCCCCAAATAGTTTCAG
+TGACAGTTATTTCTTGTGCTTTTTGACCTTTAACAGCAATTATTTGTTTGTGGGTCGTAAAGTTTTGATA
+GCCTGACGGTGTCAAATATTGGCTATTATCAGGATTAGTCGTTAAGAGGATAACATCACTATAATCACCA
+TAACTGTTGGTAAATCCCCAAGCTATATTACCATTACTACCTATAACTATATTAGGAGTACCCGGTAAAG
+TGGCACCAGTAACTTTGATCAAATCTTTAGCTGTGATTGACCTATCAGGCGTGGTGGCTGGGTATTCAAA
+AGAAGCGCGGAACCAAGTATTAGGTATACGTAGTCCAAGGTGCATATCATTTGCAATGACAGCACTTCCG
+GTAGTACTTAAAGCCCCAGAAATAGCCCAACTATTTGAACCTGGTAAATGATCGCCTTGATATTTATCTT
+TATTAAGATTGGCTAATTTAGTGTTATTTCGATTTTTGTTGTCAATATTGAAGCTCGAAGCTGCAGGCCA
+AGCGTCTGTGGGCATCGGAGCTTGAGAGAATTGACTACCATCAATAGCAGCATCCCATATACTTCCTTTA
+GGGTCTAAAAATGCGTAAACGTCTCCTGATAAAACTGCTTTCATTAAACCAAGTGTACGTTCGCGTCTTC
+CATCATGATATTGCAGGTCTATGTACATACTAAAAACTGTTAAAATGGTGTCTTCTTCACTCCATTGAAC
+GGGTTCTTGTTGCAATAGGAGGTACTCAAATGGAGATGAGTTTAAATATTTTAACCCTTGATTAACCCCT
+CGAGTGTACGCCTTAATTAATTCGAGTTCTTGGCGAGGTAATTGAGCAGCTATGGCTCTTGCTCTTTCTC
+GAAAGCGATGTTTACGAATTGATTTATCATAATCAAGTGCCCGAATACCAAATAAGCTAGCTAATTCACC
+GGCTGAGTTTCGTCTTAGTAAGTCCATTTGAAAGAAGCGTTCTTGCGCATGAACAAAACCAAGCGCTACA
+GCAATGTCACTTCGATTTTGGGCTTTAATAGTGACAATGCCTTGTTTATCACGCTCAATGATGGCTGACT
+TCTTTAAACCAAAGACTGTTTTTTCCCCATTGAGTACCGGTAAAGCACCATCAATTTTGCTGTAAAGCCA
+AGTTGATGCTGTTGCTATAACCAACAGACTGATGAGTAAAGAGCCAGTGAGCACTTTTTTCAATTTTTTC
+ATAGGTAAATAAGCTATTAAAGAAGAGTAAAGTAGAGTAACGTAAAATACTCCTTGAGAATATTTTTAGT
+TAACATTTTTATTAAAAAAAGCTTTAAAATGAAGAGCAGGGTTATCGGATGGGGGGGGAAGTACCCATTA
+TTTTAGAATTGATGATTGCCGGGGTTGCCCAAAATAGTGTGTACTATGAACACTACTTGGTAAATGCCCT
+AAAGGCTGCTACAGAACGACCGTTTTGAGGGGAGTGATGGACTCTTAGCTAAAATTAAAACTAAAAGTGT
+TCTCACATTTCTTTTCTATCACTTCACTTTCAGGCGTTGAAGTTGTTGGCTCAATAAGTGTTTCATTATT
+AGGTGTAGTGAAGTACGAAATGAGTTGATGCAGTTTATCGTTAAAAACCATTGCGCTAGTAAAAAAATCA
+TTGGACTTATTAACAACATCTATTGTTAGTTTTGAGTTTCTATCACTGAGTACTATTGGAGCAGATAAAA
+TTAAACCCGTTGAAAAACTACTACGATAATTACCAGCAATGTTAATCATATCGTTGTTATTAAATTTGGT
+CGTCAGTGTATTATTAACATTTAAATGCTGTACGTTAACTGCATGTTTGGCATTGGCAGGGGAAATAGTC
+ATCAAGGCTATGAATGTGATGGTAAAACTAACTAATAGTAATTTAAATGAATTCATTGCTTATATCCTTG
+TAGCTATGCCTGGCTATGTTTAAGTATCGTGCTATTTATTTTTACTAAATTGTTACAATTATTACTTTAA
+GGTCTATTCAATCATTATGCTAGCAAGATGAGACAAGTCGCTTCTTTCATACGGTAGATGGCATAAGCCT
+TTTAAAGCAACATTTTAAATAAAAACCGTCAGTCATTAAACAGAAGCATTCTTAATATTAGAACTGTTAA
+AGCAATTAAATATTTCAAATCATTTTAATGAGTAACAACAAATTTGAGTTAGTTACTTTTATCATTTTTT
+ATGACTGGTTTATACCAGTACAAATAACAACAACAATGATTAATATGATGCCTAAAAAAGAAAATCAACA
+CTGGCGCTATTGTTGAACTCAATATAGCGACAGTGTTGATTATTTTCACAATTCAATTTGAACTGCTGAA
+TTTTAATATAATTAGAAGTTAGCTAAGTTGGCGCTTTTTTTCTAAGCGATATTGGTGCAGTAAAGGTTCG
+GTATAACCATTAGGCTGTTCTACGCCTGAAAATATCAATGCAGCAGCAGCTTTAAAAGCAATGCTATTGG
+TGAAGTCATTACTCATCGCTTGATAACTACTATCACTAGCGTTTTGTTTATCAACAATATTTGCCATTTT
+CTCTAAACTGGCTTGAACTTGTTCAATAGTACAAATGTTATGAGTAAGCCAGTTAGCGATGTGTTGGCTA
+GAAATACGTAAAGTGGCTCTATCTTCCATCAAGCCGACATTGTTTATATCCGGAACTTTAGAGCAGCCTA
+CGCCATCATCTATCCAGCGAACTACATAGCCTAAAATGCCTTGACAGTTATTGTCTAACTCATCACTAAT
+TTCCTGCTCAGTCCAATTAGTATGTTCTGCTAATGGAATTGTTAAAATATCGTCTATATTAGCCGGCTGA
+CGTTTAGCAAGTTGCTTTTGTAACTCAAACACATTCACTCTATGGTAGTGCAGCGAGTGCAATGTAGCAG
+CGGTAGGTGAAGGAACCCAAGCAGTGTTTGCTCCAGCTTCAACATGATTGATTTTAGTTGCGATCATATT
+TGCCATTTGATCTGGAATAGGCCACATGCCTTTACCTATTTGTGCTTTTTGACTAAAACCACAAGCGAGG
+CCAACATCTACATTGTTATCTTCATAAGCACCAATCCAAGGAGTTAGTTTTATATCTGCTTTTCTTGCCA
+TAGGTCCGGCCATCATAGAGGTATGAATCTCGTCACCCGTTCTATCTAAAAAGCCAGTATTGATAAAAAC
+CACACGGTCTTTAGCAGCAAAAATACAGTTTTTCAAATTAACACTGGTACGTCTCTCTTCATCCATTATA
+CCCATTTTGACGGTGTTTTGAGGTAATGATAATGCAGTTTCTACACGTGAGAATAATGTATTAGCAAAAG
+CAACTTCCTCAGGTCCGTGCATTTTGGGCTTAACAATGTAAATAGAACCTTCACTACTATTGCTAAATGC
+GCTATTACCTTTTAAATCATGCAGGGCAATCAAAGAAGTGATCATAGCATCGAGTATACCTTCAGGTACT
+TCATTACCTTGACTATCGATAATGGCATTGTTTGTCATCAAATGGCCAACATTACGTACGAACATCAAGC
+TACGACCTTTGAGGGTAACTGTGTCGCCAGTTAGTGTTTGAACACTCAAATCATTGTTCATGGTGCGGGT
+TATGGTTTTACCATTTTTATTCAGTTTGGCGCTTAACTTGCCCGTCATTAGTCCTAACCAATTTCGGTAA
+GCGATTACTTTATCTTCACCATCAACAGCCGCAACCGAATCTTCACAATCCATAATGGTCGTTAACGCTG
+ATTCAAGTACTACATCGCTTAATCCGGCAGCATCTTCCTTGCCTATTGCACTGTCATCGCTAAACAGTAG
+GTTTAAATGTAAACCGTTATGAGTAAACATCAGAGAATCTGGCTTATTTATACTGCCAGTAAAGCCTATA
+AATGCAGAAGGGTCTTTCAGAGGACTTTGCTGACCGTCAGCCAAACTTACCATTAATTGGTGTTCGGTTA
+AGTGGTAGCTAATTGCTTGGCTATGATTACCAGTGAGCAGTGGAATGGCTTGATCTAAATAACCTTTGGC
+AAACGCGATAACCTTTTTACCACGCACCGGGTTATATGTTTTTCCTGGTTGTGCACCATTTTCATGGCTG
+ATTACATCAGTGCCATAGAGTGCGTCATATAAACTTCCCCAACGAGCATTTACGGCATTTAGCGCAAAAC
+GAGCATTCATTATTGGCACAACAAGTTGTGGCCCTGCCATCAACGCTAATTCGTTATCAACATTACTGGT
+GTTGATACTAAAATCATCTACTTGAGGTACAAGGTAGTTAATATCCGCTAAGAATTTTTTATAGTGAGAA
+AAATCAAGTGGCTTATTGTCTTGATGGTAGCTATTTATGCTTGCTTGTAAGGCATCACGTTTTAATAAAA
+GCTGTTTGTTTTCTGGGCTCAGATCATGAATTATACTGGAAAATTGCTGCCAAAAATGACTTGAGCTAAT
+AGAAGTGTCAGGTAGGGCTTCATTTTCAATAAAATCAAAAAGACATTGGCTTACTGTTAAGTTCTCTATC
+GTTACTGTCGCTACCATTATTACTTCACCTTATTTTCAAAAACTTTATGTTAAAGCGTCAAGAATGTTTG
+TTTATACCCGTTCCACTTGAAGATGCATGATTCAGCTGGAATTAGAAACGCCTTTAGGCAAGGCATTGAT
+TGAAGAGAATAGTTATTCTATTGTCGAAATCAATAACGCAGCATAAAGCGTTTCTAAAACAGCCCCTTGG
+GGAAGGCTGAGCAAATCATACTCTGTGTTACATTTCTTTTTAAGGGAATGACCCTTAATAAAAAAATTCG
+CCTTGATTATGAATCGCTCAGACTCCCTGAAACGAGCATCTTCAAGTAGAGCGGGTATACACACTGCTAT
+ATAATCACCACTTTAACAATTATTAGGTCAAAGTAGCGCTAGAAATACATATTAGTGATAATCCTATGGT
+TTATTATCACTGCTGGCAATAGTGCTTTAGAATAACTAAGGGACTTGAGAAACATTAATTAGAGCACATA
+AAATAGTAAGTACTTGTTAAATATTAATATTTTTTAATTTTAAGTGACGCACTAGTACATTAATACACAT
+TATTGTACTTTATGATAAACACCATTCATATTGTGAATGGTGTTTGATGATTGCCTGTGTTTGAGCTTAC
+TTTAAAGGACTAGGTAACTAACCGCTGTAATAGAGGTATTAACCAAGGGCTGATCAGTGCGGTGAGTATG
+GCAGATAGAATCAATGCAACAGAGCTGTATGCGCCATGCTCTGCGCTCTTGCGAACGAGTACTGCAGTGC
+CAATAACATGACTGGCGCTACCAATGGCTAACCCCTGTGCTTTAGCTGAGTTTATGCCAATAAAACTCAG
+CCATTGAGGTCCCAGTAATGCACCAAATAAACCAGCAATCAAGATAGCAAAAGCCGTGATAGAGCTATCA
+CCAAACAACTGTTCTGTTAAAGTAATACCTATGGGGGTTGTGACAGATTTTAATGACAAAGCGATGGCAA
+TCTCAGGTGCTTTTATTAACCACATAGCAAGTAAAAAGCTTACGGTAATAACGACTGTAATACCTAAGAC
+TAAAATAGCGGTCATTTCTCGCCAATAGAAGCGTATCTGCTTAAATTGCTGATAAAGAGGCATGCCGAGG
+GCAACAATAGCTGGCTCTAGTAAAAGGTTAAGTATCTCTGTTGTCTGACTATATTCTTGGTAATTAATAT
+CAATTAACAGTAAGAAAGGAACCAATATGCTAATAGTAAACAGCATAGGGTTTAACCAAATGTATTGCCA
+TTTTTGTTGGCAAGCGGAGGCAAACTGATAAGTTGCTATAGTGATTAAGGTAAAAACTATGCTTGCCAAT
+ATAGGGCTGTTAACAATGAAAGTAGTCAGCATTATCTTGAGCCTGTCGGTGCTTTGCTCTTGATATTATC
+CGGCGTTATTAAATAACGCTCGCTCAAGTAGCCAATAACGGTAAGTAAGATAAACGTTGAGCTAAAAATA
+ATAACCACTAAAGCAATACCATGTTGTTGAATGAGTTGGAAATGGTTGATTATCCCCATGCCTGCAGGTA
+CTAGACAGACCCCCATATGCTTAATAAACCACTGATTAGTTTTGGTTATCTTATCGGGACTAAACCAATT
+GAGTTGTAAAAATAGCGCGTAAATAATCATGCCATATAAACTAGCCGGTAAAGCTGCTAATAGATAATTA
+GCAAGCTTTCCTAGCATCAAACATATACTGATAGCGAAAAGGGTATAGAGCACATTCTTCATGGTGAGTT
+ACATATTCTCCTGGCATTTTAGGGCCGCGGCAATCACTAATTGTCTAAACCAAATATGGCTGGCGTCGTG
+ATGAAGCAAAGGGCTCCAGATCATTTTTAATTCTATTTCAGGGATTTCAAAAGGCGGTTTTATAATAGTA
+TAGTTGCTGTCATTCTTGTGTAACTGCGCAGCTTTGGTCGGCAACGTTGCAATTAAGTTATCTTCATAAG
+CCAACTGCATAGCAACATGATAATTACGAGTAAAAACCTTTATGTCACGTTTCTTACCTAAACGGGCAAG
+TGCTTCATCAACCCAACCGAGTTTCTGAACATCTTTAGGATCCATCCCCACGCCAACACCAAAGCCGGTC
+TTTGAAACCCAGACATGTTTTGCACCTAGATAAGCATTTAAGTTAAATTTACTCACCAATGGGCTATCAG
+CACTTAATAAACAAGAGAAAGAGTCACGCCAAATGGCTTTTTGGTGAAAGGATTGCGGTAATTCATCAAA
+GCGATTAATCGCCATATCAATTTTACCTGCCTCAACATCATGAAAGGTCACATCACTGGGTGTCATGATA
+TCAAGAGTAATGTTGGGAGCAACTTTATTTAAAGATCTTAATAGAGTGGGAATTAAGGTTGATGCGGCAT
+AATCACTGGCCATTATTCTAAATACACGTTGGCTCTTTAATTCGTTAAATTCCTCTTCACCTTGCAATGC
+TTCTTCTAATTCAAGCAATATTTTACGAATACTAGGTGCTAACGCTCGAGCCCGCTCTGTGGGAACCATA
+CCGTCAGAAGTTCGTACTAAAATAGGATCGTTAAATAAAGTCCTTAGTCGTTTTAAGCCGTTACTCATTG
+CCGGTTGTGTGATGTTAAGTTGGCTGGCTGCTCGGGTAACATTCTTCTCTCGTAGCAATACGTCTAAATA
+AATAAGCAAATTTAAATCAATTTTAGAAATATTCATGTGATTAATGGCTCTCTTAATAAATATAAGTCAG
+GTAGATATAAGCTAAATGCGGGGCTAATTCAATGAAATTTTATCATTATAGTAATAAGAAGTACCTAATT
+AGATCGATCAATGACGATGTGCATTCATGTTGTGAATGACGGCAATGTAGGTTATATATTTCAAAAATAC
+TGAGAACATGGGTATTATTTTTGTAGTCCGGTGTGAAAGCTTCTTTTTTGAGATTCATTCGGAGGTTTAT
+ACCTCTGGCTTAGTTACTCTAAGTAGAACGTTAATCAGCCTTTACTAATAAATATTATTTTATCTACAAC
+AAGACTTTTGGAGAATGTTATGTCTAACTATCAAAGTGCAATAGAAGCGGTTCAAGCGATTAAAGCAAAT
+GCAGGTAGCTCTTGGGATGCTATAAACCCAGAATCTGTAGCTCGAATGCGTGCACAGAACAAATTCAAAA
+CTGGTTTAGAGATTGCTCAGTATACTGCAGACATTATGCGTGCTGACATGGAAGCTTATGATGCTGATAG
+CTCTAAATACACTCAATCTCTAGGTTGCTGGCATGGTTTTGTTGGCCAACAGAAAATGATTTCTATCAAG
+AAGCATTTTGATGGCAAAACAGACCGTCGTTATTTATACCTTTCTGGTTGGATGGTTGCAGCACTACGTA
+GCGAATTTGGTCCTCTTCCTGATCAATCTATGCATGAGAAAACTTCTGTAGCTTCTTTGGTTGAAGAACT
+TTATACCTTCCTACGTCAAGCTGATGCACGTGAACTAGGTGGTCTTTTCCGTGAACTAGACGCAGCAAAT
+GCTGGCGATAAAGCTGCTATCCAAGATCAAATTGATAACCATGTTACTCATGTTGTGCCAATTATTGCTG
+ATATTGATGCTGGTTTTGGTAATGCTGAAGCGACTTACTTAATGGCTAAGCAAATGATTGAAGCGGGTGC
+TTGTGCTCTTCAAATTGAAAACCAAGTTGCTGATGAAAAGCAATGTGGACATCAAGACGGTAAAGTAACG
+GTTCCTCACGCTGATTTCCATTCTAAGATTCGTGCATTACGTCATGCTTTCCTAGAACTAGGTATCGACA
+ACGGTATTATCGTTTCACGTACTGATTCTGAAGGTGCTGGTCTTACTAAAGAAATCGCTGTTGTTAAAGA
+ACCGGGCGATCAAGGCGATATATATAACTCTTTCCTAGACGTTGAAGAAATTGACGTAGCTGATATGGCT
+GAAGGCGATGTATGTTTCAATCGTGACGGTAAATTAGTACGTCCTAAGCGTTTACCTTCTGGTTTATACC
+AATTCCGTCAAGGTACTGGTGAAGAGCGTTGTGTATTTGATAGCATCGAAGCAATTAAAGCCGGCGCTGA
+CCTTCTTTGGATTGAAACTGCAACACCGAGCGTGAAAGATATCGCGGGTATGATGAATGAAGTACGTAAA
+GTGATTCCAAATGCTAAGCTTGTTTACAACAACAGCCCATCATTTAACTGGACGTTAAACTTCCGTCAAC
+AAGCATTCGACGCAATGGTTGAAGCTGGTGAAGATGTATCTAGCTATGTTCGTGCTGACTTAATGAATGA
+AGATTACGATTCAAGTGGACTAGCTGCTAAAGCTGATGACAAGATCCGTACTTTCCAAGCTGATACGTCA
+CGTGAAGCCGGTATTTTCCATCACCTAATCACACTTCCTACTTATCACACAACGGCATTGTCTGTTGATA
+ACTTGGCTAAAGAGTACTTCGGTGATGCGGGTATGCTTGGTTATGTTGAAGGTGTACAACGTAAAGAAAT
+TCGTCAAGGTATCGCCTGTGTTAAACATCAAAACATGTCAGGCTCTGACATGGGTGATGATCACAAAGAA
+TACTTTGCTGGTGAGAACGCACTTAAAGCAGGCGGCGCTAACAATACGTCTAACCAGTTTTAATAGTAAC
+TAGTTCCAATTAGGTTTTCCTAATTGACTAATAAAAACCAGCCTTAGTGGCTGGTTTTTTGTTTTTAGCA
+GAATGAGAAGTACGTTTTAGTTGATGAATAAATAATTAAGACACAAAAAAAGGCTGCCTTCTAAAATGAA
+GTGACAGCCTTTTTTATTAGTAAACAAGCAACAACCTCTGAGGTATTGCTTACAGTTTAGAAGCTATAAA
+CTAAAGTTACTGATGTTTCAGTGTTAGTATTTTCAAAACCTTCTTCTACTTCAGTATCGTAATCAACACG
+AAAAGCGAATTTGAACTGTAATGAGTCAATTAACTTAGTAGTCAATGAGGTTTCTGATTTATAAACACTG
+TTTTTATCAGATTCAAATGCTTGCTTAGCAACAAAATACTGTTTAAATTCAACAAAGTCATTGATTTGTT
+TAGTATATAAAGCTTGAGCTTGAACAATAACAGCTGATTCACCCGTTTCTTTAACTGCAGGATCAGTACC
+TGTTGCAGATATAGCGCGAAGAACGTCATATTTTACACCTGGACCAATGTCAGCAAAAAGTGAGCTGGTT
+TCAGTTTCCCACCAGTGACGACCCCAACCAACAGAGGCAGAAGTTTGGTAAGAGAAGCCACTGAACTTAT
+CTTGTTCGTAATAAGCGTTACCGTAGATGTAGTTTTTACCACCTTCTTCTAGTGAGTAGTTAGTTTGACC
+TAGGATGTCCCACTTATTATCAGTGCTTTCAAATGAATCTTTACCCGTAATTTCATCTTCTTCTTCAAGC
+TTTTTAGCTAGAGCATTGAAAGCTAATAGGTTCAACCAGCGGCCTTCTTCATGTTTGATGTTTAAACCAG
+CTTTGATATCGCCACTTTTAGTATTACCTGTTTTAAATAACATACCTAATTCGGCAGAAATAGTGAAAGC
+AGATGCTTCTTCAGTTGCCGCTTCTTCCGCTAGAGCGTATTGACCTGAAAATGGTAATAAAAGCAGTGCA
+GCAATGGCTATTTTAGATTTCATGTTCATCCTTAAAAAATGGTTTATTAATCGATTATTAAATGATTAAA
+ATTTTGATGTATTAAATTTTACGCGATCCTATCAAATTTTGGCTATATAGCCAACGTGTAACTAAGTGTG
+AGAGGATAAATTGTATCAAGTTTTGCATTATCGGCGTATTTCAGCTAATAAGAGCACGTATTAGCACTTT
+ATTTGCGGTTTATATAATTGCGGGTGAACGGTTATGCTCGATCATCACTGATACCAAAAAGATCTTCAAT
+ATCCAGTCGCTGCCAATGAAAAGTTATCTCAAGTTTTTAATCGGTAGTAACGATGATATCTCCATCAACA
+AGACCCGAGATAATTGAAATAAAGCCTGGTTTAACCTTTGTGTCTATTCGTACAAAACGCTTTTGACTTT
+GCCCATCAATAAGCACATGAACAAAGTTGAGTTGACCCACATGAAATACACTATTTTTTGGTAGATAAAG
+CTTTTGTGCCTGACCGGCAGGAATTAATAAGCGAGCATACATGCCAGGTAATAAGTTTTCTTGGTAGGGT
+AAGCTTACTTTTATTAAAAAACTACGAGATCCAGTATTTGCTGCAGGTACTATTTCTTCGACTAGACCTA
+CTATATTTTGCTTTATCGTTGGTAATTCAACCTTGATACTTTGTCCTTGAGTGAGGGTAAGTGCAAGTTG
+TTCACGCACTTGAGCTTCAACACGTAAAGAAAGAGGATTGTATAGTGATAATAATTTCTCGCCCGCTTGC
+GCTGTATTACCCGGCTCAGCAAAACGATCAACAACCTTGCCATTAATTGGCGCGCGCAGTGTTGCATAGC
+TTAATGTTGTTTGCGCTTGAGCTAAGCTTTGTTTGGCAGCGGTAAGCTCCGCCTTAATGCTTTGATAGTC
+AGCCTTGCTCTTATCTAAATCAAACTGAGAAGCAATTTTTTTATTAAATAACTCCTTAGCCCGTTGAAAA
+TTTTGATGTGCCTCTGTGTATCTTGCAATCATGGCATTAACTTGTTCTTGGGCTTCAATAACTCTGGATG
+ATAGATCGTTATTTTCTAAGGTGATTAATACGTCGCCTCGTTTAACAATATCACCTGCTCGTACGTTAAT
+TTTATCGATACGTGCCAGCAGTCTTGAAGAGATAATCGTTGTTTGCTTTGCGGTAATACTGGCAGCAACA
+CCTTCAAATATTGCCTCTGTGCTGCTTTTTACAACATAACTAATTGAATTAACTAATGTAGGGGAAGGGG
+CCTCAAAACCAGGGGATACTTTTTTGTTAAAAGCCCCTGCTAACCAAGCCACCATGACGAGTAATATAAT
+AAGTGCTAATAAAGGAATAATAATTTTTTTAGCTGTATTCTCTTTTTGAACTTGAGGTGTACTCATGATG
+AAGCCTTATTTTCTAATGAATCGTTCAATGTATTATCTAATGGAGCGTCTAATTGGTGATCTATTTCGTT
+GTCTATCGCTTTATTACCATCAAAAACTAAGGAATAAACGATAGGAACTACGAGCAAGGTAAATACCGTT
+GAAGAGATAATGCCGAATATTATGGCTATGGCAAGTCCACTAAATACAGGGTCTAAGGTGATAATTAAAT
+TCCCCAGCAGTGTTGTCCCTGCGGTCAGTAACACCGGTCTCATTCTTACTGTGCCTGCTTGAATTAATGA
+TTCTTTTATTGGGGCTCCTTGCTGTTGAGCTTGGTTTATAAATTCAATTAAGATTAAGGAGTTTCTAACT
+ACTATGCCTGCTAGGGCAATCATGCCTATCATTGCTGTTGCGGTGAATAAAATAGGATCAGGGGCACCGG
+CAACTTGGCGTTCGCCAAATTGATTTAATAAAAAGAACCCTGGCATAATACCAATAACCGTTAATGGAAT
+GGCTGACATTATAATGCCTGATAATGCTGCTGAGCCTGTTTGTATGCGAAGAACAATAAATATGGCTGTT
+AGTGCGAATGCAAAAGCTAGTCCCATATCACGAAATACTCTGATGGTTATGCGCCATTCACCTTCACCAC
+TAAATGAAAGCTCAATATCATCGGGTAACTGCCAAACAGTACCGCCACCATTAGCGAAGAAACTTCGGTC
+TTGCCAGTTCTTTTGATCGCTAGGCTCAATATTCTGATTATTGATATCAGGTTGGTACTGAACTAAATCG
+CTATTAATGTCTGCAATTACCTCTGCAGGTGTTCTGCCTGATATATCAGCAGTGACATAAACAACAGGTC
+TTAAATCTTTATGGAATATCGGTTTATCACGGGTGTGTTTAATAAACTCGCCAAGCTCTCCTAAAGACAC
+TAGAGGTTGTGGCGCCATATCAATGCCTTGCGGAGTGCTGGTTTGTACTATTCCTGCTTGCCCTTTCAAA
+GATAAGCGTTGTAAATCACTTAATGACTGGCGTTGTTCAAGCGGTAATTTTATATTAATAGCTAAGGGAG
+ATGCTTCATTATCAAGGTGTAAATAACCAGCAACTTGTCCTTTTGTTGCCACGCCAATGGTTTGATTAAT
+ACTTGCCGTTGATATGCCAGACAGTGCTGCTTTGGTTTTATCACTAACAAAGCGTAATTGTGTTTGTTCA
+CCGCCGACAGTAGAGTCTATCTCGACCACAAAAGGCTCTAACGTTAGACGCTGTTCAACTAAGCTTGCTG
+CTTGTTGTAAACTTGCATATTGGGTAAATTCATTGCCGTATACTTCCGCCACCAATGTACTTAATACGGG
+TGGACCCGGAGGCACTTCTACCACACGTATTTTTATATCGCTGTCTTGTGCTAGAGCATTATTTAGTGGT
+GCTAAGTGCTCTCGCATTCTTAAGACAATGGCATGAGATTGGTGTTCACGTTGGCTTTTATCAAGCAGTA
+GTACTCGCAAATCAGCGAGATAAGGTGCATGACGTTGGTAGTACTGTCTAACCATACCGTTAAAGTCTAT
+CGGTGAGGGCAGTCCAACATAACTGGCGATGGTGGTTACTTCGGGAATTTTTTGTAATATGACGGACACT
+TTTTTTGCCATGGCAGCCGTTTGCTCAAGGGTGGCACTTTCGGGCATATCAATAATGACTTGTACTTCAT
+TTTTATTATCAAAAGGTAATAGTTTAAGGGGCACCCAACGCATAACAGGTAACAAAGCGGCAAGTAAAAA
+TAACACTAATACCAAGCCGAGCATTGCTTTTCCTTTTGCACGACTATCTAACAATGGCGATAATATTTTA
+CGGTATAAGCGTTGAAAACCTTGTTGGTTCACTTCCTGAGGGGAGTTGGTTGAAGCAGGTTTAGCTTTAA
+TAAGTTTTCCAGCTAACCAAGGAGTAACTAGAAAAGCGACCAAGGTTGAACTGATGACACTTAGCGGCAC
+ATTAAAAGCCATTGGAGCCATATAAGGTCCCATCATGCCGGTTATAAAGGCAAGTGGAATAAAGGCAAGT
+ACAATAGTGACGGTAGACATTAACAAAGGCACGCGTATTTCGTTGATGGCTGAGACAATAGCGTCTTGGA
+TATTTTTAGTATTAGCTTTCCCTTTAATTTTTGCTAAATACCGTTCAATATTATCGACGCCAGTAATCGG
+GTCATCGACTAATAAACCTAATGATAGAATCAGTGCAAACAGAGTAACGCGATTAATGGTGTAACCAAAA
+ATTAAATCTAGCGATAAGGTGATACCGTAACAAATAGGTACCGCCAAGCCGACCACTAACGCAGATCGCC
+AACCTAAAAATACGCCAATAAATACTACCACGGTAAAAACAGCAAACGCTAAGCTGGTGGTTAAATCATT
+TACTTTTTCGTTAGCTGTAGCACCATAGTCACGTAATACTTGTACTTCGACATTGGCAGGGAAAATTGCT
+GATTGTAATTGTGCTATTTTCTCATGCACCGCGTTGGCAACAGTTACTGCATTACTACCGCGTTGTTTGG
+CAATGCTAATGGTTACCATAGGGTAGTCTGAAGTTGCACCATTTACATGGTTGTTAGCATAGTCTAGCCA
+AGTATAACTAGTTTGTTCTGCGGGTCCATCTATCACATCAGCGATATCTTTTAGTAAAATAACGCTGCCA
+TCAATAACACTAATAGGGGTTTGCTTTAGCGCGTTAATATCGCGATAGGTGTCACCACTTTCGAGCGTTA
+TTGATTGATTCGATAGAGTAATATTGCCGTGGCTTTCAAGTACATTTGACACCTTAATAGCATTAAAAAT
+ATCATCGACAGTAACTTGTCGTGCTGTCATTTGTTCGGGATTAATATTTACTTGTATTTGGCGGGCGCGA
+CCTCCAACAATAGTAACCTCACTGGTACTTTCAATCGCTTGTAAAAACGTAGATATTTCTTGTGCAAGTC
+GTCTTAAGGCGAAATCATCCACTTGGCTACTATCGGTGCTGTATAACGCTAACATGACAATAGCGACATC
+ATCTACTTCAACAGGTTTAACCCGCCAGTTACTAACAATGGCAGGAATTTTCTCAGTATTAGCGTGTAAT
+TTGTTATAAGTATTTAACAGTGCTCGCTCGCGATTTTCACCGACAGTAAATCGCAGTGTAACCACAGATT
+GATTGCTATTACTGACGGAATAAACGTGCTCTACGCCTTTTACTTGTGCTAATAGTTTTTCAAGTGGAGT
+GGTAACTAATCGCTCTACTTGTTTGGCGTTAACCCCTGGGGCATCGACGATAACATCGATCATGGGCACA
+ACAATTTGTGGCTCTTCTTCACGTGGAGTTAAGTTAAGCGCTATCAAGCCAGCCAGTATTGATAAAATCA
+AAATAAATAGCGGGACATTACTCTTAAGTACCTTACTCAGTAACGTCGTGGTAAAAGTCTTTTTAATGGT
+CATTATGAATTCACTTTTTGATTACCAAACTTAAACTTCAATGCTTTACTCGTCACTACAAAATTTTGCA
+TGTAATACACGCAGTAATTCTTCTATTTTGGGGTTAGCAATACGATAGAATATTGTCTGCGACTCTCGTC
+TGGTCGTTACTATATTACTTTCTCTTAATTTGGCCAGATGTTGTGAAAGTGCAGACTGTGAAAGATCAAT
+ACGTTGATTTAAATCACCAACAGTCAGTTCGTTCTCACTTAAACAACACAAGATCATTAACCGGTAAGGG
+TTGGATAATTGCTTCAAAATCCCAGCGACTTCGGTCGCATTTTCTAAAAGTTTCTGTTGTTCAGTGTTCA
+TAATTTTATCCGTAATAATCTGCTTGCAGGTATGTATTTTACTTTATACTTGTTTTCTAAATTAGTAAAG
+GCTAATATAGTGTTTATTAGCAAATGCTAATGTTTATTTTTTACTTATTATGTATGTGAAAAACAGTTGA
+AATATTAGCTTCAATTTTTAAGGAAATAGTTATGACAATCAACGAAGCGCTCCGGTTAATTGCCGGTACC
+ATGATTTTACTATCACTTTTTTTAGCGGTTAATTACTCTCAAAATTGGCTATGGTTTACTGCTTTTATTG
+CTGTTAACTTAATACAATCATCTTTCACTAAATGGTGTTTAATGATGACAATTTTAAAAAAATTAGGCTT
+AAGAGATAAGAGTGCCAACTGTAGTGAATAAGCCAACAAAATTTAGCCAAATTAAATGATAGAGGAATGA
+GTATGTTAAAAACGATACCTGAAGTAATAGCACAAGCGAGAAAATCATTAACCATCATGACTGTTGAAGA
+GGCTATGTTGTTAGCCAAACAAGAAAATGGTGTGATCATCGATGTACGTGAGCCCAGTGAGTATGCTGAA
+AAATCAGCCGAGGGCACTATCAATATTCCTCGTGGTTTGCTTGAAATGAAAATGCTTCAAATGTATCCCA
+ATGAAGCGCAACCTATTTTTTTACACTGCGCGACCGGCGCACGTGCTATCTTTTCTGCGGAGCAATTGAA
+GCGAGTAGGCTATCTAAATGTTTCAGTAATCACTTCAACCCTAGATGATATTTGCAATGCTTGGTGTTAG
+TTTGGTAAATACTAAGTAAATTAATTTTAGTTAAGTAAAGTGGAGTAAACATGGCATCCCCTGTTGTAAT
+TGACTATTACAGTGATATTTTATGCGTTTGGGCATGGATAGCACAGCGACGCAATGAAGAGCTAAATGCC
+AAATTATTGGGCAAAATAGAGTGGCGCTATCATTACCTTGATGTATTTGGTGATGCGAGTAATAAAATTC
+CTAACCAGTGGCAAGAGAAGGAGGGATTCACAGGATTTTCTAATCATATTCAAAAGGCAGCGGCCCCGTA
+TCCAGATGCGCCTATTAATACTGAATTGTGGAAAAGTGTTCGTCCTAAATCTTCGGCTAACCCACACCTT
+GTTTTAAAGGGGGTTGAGTTAACACTGGGGGCACACGTTAGTATCGAGCTTGCGCTCTTATTTCGTCAGG
+CATTTTTTATTGATGGTAAAGATATCAGCCATTTAGCCGTATTATTTGGGCTTATTGAAAAAGCTGGCTA
+TAAAGCGGATGAAGTAAAAAGATCGATAGATGATGGCAGAGCAATAGCAGCTTTGATGGCCGATTATCAA
+CAAGCCAAATTGTTGACTTTAAAAGGTAGCCCAACGTATATCATTGATAATGGCAGACAAGTACTTTATG
+GCAATGTAGGTTATCGGGTCTTATTAGCAAATATTGAAGAGCAGTTGAAGGCACCGACTAATGAAGCAAG
+TTGGTGTTAACTACTTCTGGTTGATAATTAAAGTTAATCCGTAAAAATGGCTTTCAATCGGTAAGATTAA
+AGCCATTTTTTATGTGGAAACTGTAGAGGAAAATCATTGATACAATAAGTTTGATGATAGCTACCTAATA
+ATAAGGGGTAATCACCAGTAACTATTACAGCCAGCTTGGTATAATATCTTGTTTGATAATCTCTTCGTAA
+CTAGGGCGTTTTTTTACTATAGCAAATTCATTACCCTTCACCATCACTTCAGGCGCCAACATTCTCGTAT
+TATAGCTAGATGACATAACTGAACCGTATGCACCACTGCTCATAATCGCAATCAAATCACCTGCATCTGA
+TTTATGTACTTGTCTTGCTTTAGCAAAAGTATCGCCTGTTTCACAAACAGGGCCTACCACGTCGTAGGTT
+TTTAATTCGTTAGCACCTTTATTCACGGCAATAATTTGATGATATGCTTCATACATACTCGGTCTGATCA
+AGTCATTCATACCCGCATCAAGTATCAAAAATTGTCGTTCTTCGCCATTTTTTATAAAAACCACACTTGA
+GACAAGAATGCCCGCATTACCTAATAATGAACGACCCGGCTCAATAATAATTTTGCAATTAAGGTGACCA
+AGTTGTGCCTTAACTAAATCAGCGTAGCTTTGCTTGCTCGGGATGATTTCATCAAGATAAGTAATACCTA
+AACCACCGCCAACATCAACAACACTAATTTCATGACCATCTGCTCTTAATTCATTAACTAGTTCAGCAAT
+TCGCTGGTACGCTTCTTCAAAAGGAGCCAGACTAGTTAATTGAGAACCAATATGTACATCAACACCTTGC
+ACTTTTATACCAGGTAATGATGCGGCTCGTTTATAGGCAATTCGGGCTTTAGAAATGGGGACGCCAAACT
+TGTTTTCTGCTTTCCCTGTGGAAATTTTTGCATGGGTTTGCGCACAAACATCAGGATTAATACGAAAAGC
+AATCGCAGCTGTTTTGTTAAGGGAGGTGGCTACTTTTGATATCAACTCTAGCTCTGGCTCAGACTCAACA
+TTAAACTGGAAAATACCTAACGATAACGCGTAGTGAATTTCTTCTTCAGTTTTCGCAACACCAGAGTAGA
+CAATTTTATCCGCTGGAATGCCTGCCGTAATTGCGCGGCGAATTTCACCCATTGATACCACGTCTGCACC
+TGAGCCTAATTTAGCTAAGGTGGCAAGTACCGCTTGGTTACTATTGGCTTTTACTGCATAACAAATCAGA
+GCATCTTGACTGCTAAAAGCATTTTTATATGCTTGAAAACTTGTTTCAATGGCTGTGCTTGAGTAGCAAT
+AAAAGGGAGTTTGTACATGCTGGGCAATATCGCTAAGAGCAATATTTTCAACAAACATTTCATTATTTTT
+GTGCGGGAAATAGCTAACTGGAGTCATAGAATAATCATTGAGTATTGAGCAAACAGAATGTAACTAAATC
+TATGCTAACTTGTCGCACTATTCAAGGGCTAAGTGCAATATCGACAAGGTAAAATGTTATAGCTCATAAC
+TTGAATCAATTGAGGAAGGCTTCCACCAATGTTTTTTAGTTCTCAGTAAGTGAATTTGATTGAAATCAGC
+CTTTGACACCATAATAGTAACCATCAACCTTGTTAAAACAGATTGGTGGTTATTATTTATGCTGTTAAAT
+CAGGACGATTGCTAGGTTTAACTTAATTGGGCAAGAGCAGACTTTAATTCATCTAGGATAACTGGGTTAC
+TGATTGTTTGTTTTTCGCTATCGAAATTATCGAAAAAACTAGGGATCGATACACTAGCTTTCACATCACC
+AGCAAAATAAGGCGCAGAGCCTGTCGCGGCAGTTAATACCGTTTGAGCGCCACCAGAACCTGGTGAAGTT
+GCCAGTAATACCATTGGTTTGTTCTGAAATAACTTCTGATCTATACGAGAAGTCCAATCAAATAAGTTTT
+TGTAAGCTGCAGTATATGAACCGTTATGCTCAGCAAATGAAATGATAATAGCATCTGCTTGACCTAGCTT
+AGCGAAAAAAGATTTTGCAGCTTCTGGCTGACCTAATAACTCTTCTTTATCTTGACTAAATAATGGCATT
+TCATATTCATTTATATCTAATATTTCAACAGTAGCATTGGGCACTAATGAAGCGGCGTACGTGGCTAGTT
+GTTTGTTGATAGATTTTGAACTGCTGCTGGCTGCAAAGGCTAATAATTTCATAATAATGGCTTCCTATTG
+TATTTATAAATTAGATGGTTTAATGGTATACAACTTTAGCCTAAACATTTTGATTTAGACTTAAAACTTA
+ATATGTAGCTAGTATATAGCTATAATCGAATGTAATTAATAGCCTCTAATGAGAATAACTTTTTCCATAT
+GACTCATAATAACGACTCTAAACTCTTTGATGGCATGGTGATATTTACCCAAGTAGTTGAATGCGGAAGT
+TTTTCTGGTGCCGCGATAGCAACAGGTCATTCAAATTCTTATATCAGTAAAACACTTAATAAACTTGAAG
+CACGGGTCGGAGTTCGTTTATTAAATCGAACCACACGATCAATCAGTTTGACTCCAGAAGGACAAGTGTA
+TTATGAACAATGCCAACAGTTAGTGCTCGATGCTCATGATGCAGTATCTCTATTAACGCAAAGTCATATA
+GAGCCTAAAGGCGTGCTTAAAATAAGCTGTCCGACGTCGTTCGCAGAAAACCACTTACAAGAGGTGATGT
+CAGCCTTTATGCACCAGTATCCTGAAGTCAATTTGGTTTTAGATTTAAATGATCGCCATGTCGACTTAGT
+GCAAGATGGCTTTGATTTAGTTATTAGAGCCACAGATAAACTAGCAGAATCAAGCTTAGTTTGTCGCAAA
+ATATATAGCTGCAAAGCTTATACTGTGGCATCACATGACTATTTGAAGCGCTTTGGTCTGCCGCAATCGC
+CAGAGCAACTCAGTGAGCATCAGTGCATTTGTTACAGTAACTTAAAGCAAGCTAACAAATGGATTTACAG
+CCATAGCAATGGCACTGATAACCAAGTTGAAGTAAAAGCTAAATTATTATGTAATAGCGCCAGTATGGAG
+TTAGCCATGGTACTGGCAGGTCATGGTATTTGTAGATTACCCGCATTTGTCATGGAAAAAGAATTGCAAG
+ATAATAAGCTAGCCATACTATTTAATGATTACATTACGCCAACCATTGATGTCTACGCAATTTACCCAAG
+CCGAAAACACTTATCACCTAAAGTGCGATGCTTTATTGATTTACTTGTTGATAAAATGCCCCGATCGCTC
+CTATAACTGAACCTCCTATAACTGAACTATATTATGCTCAGTTATGCTCAGTTGTATTCAGTAGAAGATC
+TCATACATTGCGTCAGCAAAGTACAGAACTCATTAAGGTCGCGGTCTATGGCTGTTTCAGGCAAAAACAA
+GTGATAGCCCAAGGATTGATTCAATAAGGAACAGTGATGTAGGAATGCAGCTAGTGGCCCAGTCAACGTT
+TCACCCGAAGGTAAAATAAAAGGCTCGAAATTAAGAAGGCTTTGCCCAAGGGGAAGCAAATCCTGACTCA
+TTGCAAAAGCGACTAGCGGTTTTTGTTCATGAATGAGGCGGTTAGCTAAGCGTGGTGATATTTTATCGGC
+CAGCGTAGATACGTTTTTTAAACGAATACCAATATAGGGTAATTGTATTTTCGTTAGCCCTGAGGTTTCG
+TTTATTAATGAAATCCGTTGAATTTGTTGCCAGTCAATTTTCCAGTGACCATATCTATGCTGATATTTTA
+TGCTCTTGGGATTAAGGCATAAACTGTATTTAGGCTCTAGGTACTTTGCTAAACCGGTTATAAAGGTCAC
+TAATGAACACAGGTAGATAAAGGTGAACACCAACTGAAATTGTCGCCAATAGCCTTGGCTAAATACTAGG
+GTGGAGAAAGTGATAATCAGAGCAACGAGCATTAGAAAAAGCGCATGGTGACTGCTCTGCGCTTTAATAT
+TGATTACAGGTAATGTTCTTGTCATGATTACCTCTCTCGCTGACTTTTTCTTTGTTAAGTCTCTGAGCTA
+ATATTTTGCTAAAAAACCTAACGGCAGTTTTGTTTAATTAACTTAGCAAATTTTTTCTTTTTAGCGGTTA
+GCTGTTCTTCACTTTGATAATTTCGCTCGCCATCAGCCGACATCAGGTAAAGACGACCACCTTGCTGATA
+CAGGGCAAGTTCACTTTTTAGTTGATTGCAATAACCTGTATTTTTTTGCTTTTGCTTAGCCTTTTTTTGG
+GCTTCTTCTGCTTTAGCTTGCTTAGTCTTATTATAGTCTTGTTGCCATTGACTGTTGCTGCTGACAGTTT
+TTGAAATATTATTATTTTCTCTCGGTTTTATTGTAGTAACTTTTGCATCACTTATTGGTTTATCACTGAA
+GTGAACCTTACCGTTTTTATCCGTCCAAGTATAAATTTCGGCACTTAAATTAAATGATAAACAGCTGCTT
+GCAACCAGTAAAATAATGCCTAATCGTGTTAAGTTTTTCATAAATTCCCTTTGTAACCTAATGTCTGTAT
+CTTAATACTTTACCTATTATTACTGTGTACATAAATAGCATTTAAATACTGTTAATATAATGTTTACGGT
+GTAATTAGAAGAGTTAATTTATTCTACTATTAAAACCATAACATAGCTTTATTAGGATGTGACAGCTTGA
+TATGATTAATTTTTCAAGTTTAATTCACCAAACATCCAATACTCTAAGTTCAGGATAAGTAATACCAATT
+AGATTAATTAATGGATCAATTTTTTATGAGGATAAATTTTCAAGAACAAGGCGCTTGATTGAGCAATAGC
+TGGATATTGGGATTGAAAGCAACAATGTTATTGGATATTTAGGCCATTCAAAAAGATCATTTAGTCAGTC
+TGATTGGTATAATACAAGGAAAGTTTCTATGAAGGGATTATGGTTTCTATTATTGTTAGCTGGGTGCTTT
+ACTCTTTGCCAAGCAGGGCAAATGTATAAATATAAAGATGCTAATGGTAACTGGGTATTTAGCGATAAAC
+CGCCAGTAACAGAGCAAGACTTTTCTACAGTACAGTTTATTAGCCCGAAAAAACCAAGCTATAAAGTTCA
+ACTGTATAATGTAAAGAACAAACAAGGTTATACTCTCTATGCTAAAAATGACTTTTATGCACCTATCGAA
+GTCGGTTTTACTTCCCCAATTAGCCAAACGCTTATCAGTAAAGTTATCCCTGCAAGGGGCCGTATCGCTC
+TACTTGAAAGCAAAACAAAAATACTTAGCCTTGATCACCGGTGGGCGCTAGGGGCTCCAAACAGCGTTGC
+TGAAAATTACCAATATCATGCCCCTTTTAGCTCACCTAAAGGGCATCGAATCACGCAAGGTTTTAATGGT
+AAGTTTTCGCATACCAATGATTACAATAAGTATGCAGTAGATATTGCAATGGATGTTGGTACTTACTTAA
+CGGCAGTGCGAGCAGGAACAGTCGTTTGGGTTAAAGATGATTACCATATGAGTGGCACAACAAACTATTT
+TTTAGATAAAGCGAATGTTATTAAGGTATTGCATGATGATGGTACTTTTTCATCGTATGCCCATATCCTC
+ATGGATACAGCAATAGTGAAAGAAGGGGATAAAGTTGCACTGGGTGATAAGCTCGCTCGATCAGGATCCT
+CAGGATTTTCCACTGGCCCTCACTTGCACTTTTCTATCATCAAAAATGCCGGACTAAAAAATATCGCCAT
+ACCTTTTAAGTTTGTTGATAACAAAGGCACGGCATTTACCCCAAAACGTGCAATGATTATGGTTGGTGCC
+AGCAATCCTTAAACTTGAAGGTAGTTAATCAAGTGTCTTCTTAAAACGCAATGCGGCAACGAGCAAGCCA
+AAACAGGTAAAACCAATTAACCAAAACATATCAAAGTTCATCTCAATAACATCCACATCACGTAATACAA
+CGCCCCTAATTAAGCGAATAAAATGCGTAGCGGGTAACGCCTCTGCAATGTATTGCGCAGGCAGTGGCAT
+ACCTTCATAAGGAAACATAAAACCAGATAATAATATTGAGGGGAGCAAAATGAAAATGGTCATTTGCATT
+GACTGTAATTGATTTTTAGCTATGGTTGATATGACTAATCCAAGTACTAAACTGGCGCAAATAAACAGCA
+AGGTAGCAATAGCAAGTTGGGCCAATCCACCATTGAAAGGCACGTTAAAAAGCCAATAACCGAGTCCTAA
+AATAATGCTGACTTGAATCGCGCCAATGAAAATATACGGAAATATTTTACCAATCATCAATTCGATGGGG
+GCAAGTGGTGTAGTAATGAGCATCTCCATATTCCCGCGCTCTTGCTCTCTGACAATAGCTGCCGAAGTAA
+ACATTATCATCGTCATTGTCAGTATTACGGCAACAAGGCCAGGTACAATGTTCACTACACTACGTTGTTC
+TGGATTATAGAGTAAGGTCACTTCAAACGTCGGGGTATTTCGGTTGGCCGGTTTATCTAGAAGTTCAACT
+AGTGGCATATTGCGCAAACTCTTTATACTACCCGCTATAACGGTGTCTGAGCCATCGACTAACCATTGTG
+CAATTGGCCTGCTGGTTTCTTGTTTACTTGATGGCGGTAAACCAAAGCCGACACTGGGATGACGAACCAA
+TCGCTGGCTAACGTCTTGTGGGATAATCAGTACCGCGCGCACTTCGTTACTATCAATCGCTTTTTGTGCC
+GCTTTTACCGAGTGATAGCTGTGGGTGAAGGTTATGATACCTGTTGCAGAAACTGTTTGTTGTAATATGC
+GACTTAGCGATGTTTGGCTATGGTCAACTACGCCAACGGGAATATTCCGTACATTGGTGTTAATAGCAAA
+AGCAAATAACAATAGTTGAACTAGGGGGATCATGATCACCATGGCAAAGGTCATTCTATCGCGGCTAAGT
+TGCAATAACTCTTTAGTGACGATTGCTTGAATTCTCAATAAAGATGTTTTCATTACAATGCCTCTCTTTG
+ACCCGTGCAGCTGACAAAGACATCTTCCAAGCTAGGCCTAACAATGGCAAGTTGATCTGTTGGTTTAATA
+CAGGATTGACGCTGTAATAGCCCTACCGGATTTCTTTCTGCTTTATTAACTAAAACGCGTAAATGCGTAC
+CTAACTGAGCGGCTGAGATGACTTGCGGTAGTTGGATCAGTTTGTCTTTTATATATCGTAAGTCACTTGC
+TGCAATCTCAACAACTTGTGCCGCCATATTATTCATTAATGCTTGAGGTGTATCGTCTGCTCTTTTAACA
+CCGTTTTCTAAAATGGCTAATTTGTGGCAACGTTCAGCTTCATCCATGTAATGAGTTGAGACCAAAATAG
+TGGTGCCTTGATCGCAAAGGTCAAATAACTGTTCCCAAAACTCTCGGCGATTTTGTGGATCAACTGCTGA
+TGTTGGCTCATCTAAAAAGAGCAGTTTAGGTTTGTGTATCACTGCAGCGGCAAGGGCCAAACGTTGTTTT
+TGACCGCCACTCATGCTGCCAGCAAGTTGCTGGCTTTGTTGGGTTAATTGATGAGTACTTAATAACTCGC
+TCAAACGTGACTTTTGTTCGTTAGCGGTCAAGCCGTAAATCTTACTGATAAATTGTAAGTTCTCTTTGAC
+AGTAAGATCATCATAAAGTGAAAATTTTTGTGTCATATAACCAATTTGTAGGCGCAGTTTATTGGCTTCT
+TGCGGCAAATGACAATCCAATACGCTAATCTGACCACTGGTAGGTTTTAATAAGCCAGTGAGTAATCGAA
+TAGCAGTGGTTTTACCTGAACCATTAGGCCCTAAAAATCCGTAAATAGTTTGTTTTTCGACGGTTAAATC
+TAAATTCGATATCGCAGCTAATTGACCGAAGTTTCGGCAAAGGTTCTTAGCGTTTATAGCAAATTCAGGA
+CTGTAATTTTGATTGTTGGCCGCGACTCGGGTTGAAATAATCATGGCATTTGAACTTGCGCTGGGACACC
+CATAGGTAAATCTGCTGCACTATTGGGTAGTTGTATTTCGGCCAAATACATGAGGTTGGCGCGCTCTTCT
+TGGTTTAGCGCATAATAAGGGGTAAACGCGGGTTCGGAAGATATCCACCGTACAGTGCCGATAATCGGAG
+CGTTCAAGCCATCAACGTGTACCATTAATCTATCGGCGACTTTTATTTTTACACGGTAAGGTTCTGGCAC
+ATAAACACGCGCAAAAGGAGCGTTGCCCGCCAAGACAATTGCCACAGGACTACCTTGCGTCACTCGTTCG
+CCTAAGTTCCAGGGTAAGTTATCTAATAAACCATCACGCTTGGCGGTAATGGTTAAATCTTTAAGTTTTT
+TCTTTTCACTATCCATTACGGCAATGGTTGTCGCTAAAATAGCCTCGGCAATTTGTAAATCTTCAATGCG
+GGCGCCATTAATAAGTTGTAATAACTTTTCTTGTGCATTGTGAAGTTTAGCGGTGTTTTCATCACGCGAC
+GCAAGGGCATTATCAAGTGTTGCTTGACTCGCTAATTCTTTTCTAATGAGTATTTTAGTACGTTGATAAT
+TAGCTTCGCTTTTTACTAGCGCTGCTTTAGCACCAGCAACTTGTGCAGACGCCGCAGCAACTTCTTCTTC
+ACGAGCACCATTGTGCACTTTTTCTAAATTAGCCTTAGCTTGTTGCATTTCCGCTTGGGCTTTAGCAACC
+AGCGCTTTTTGAATTGTATCATCGAGCTTTACCAGTACAGTGCCTTTACTGACTTGGCTACCTGCACTAA
+CAGGTAAAGCGGTGATGATTTCACTCACTGTTGCTGTGTGAGCTATGCGCTCTCGCTCTAATGTACCAAG
+GGCAAGGCCAGGTTTACTGTTATCACAAGCGTTGAGGAATATTAGCGTGAAAAACAGCATAAATAACGTA
+GGGCAAGTACCGAAAAACTTCGTAGACATGAATATTAATCTCATTGAAATGTAGACTAGTTTTTAGTGTA
+ATCTCAATGAGTTAAAAGTCAATTTATTCTCTAGCTAGAGACTAGATTGAGGGAAGGCTAAGTTGAATAG
+GTAAGGGCAGTTTAAACACAGTTATTAAGTGTACTGTTGCTCAAAATAGCTCTCAATAATTAACCTAGCT
+GATTCAGCATCAATATTATCTTTTTTCAAATTTTTAAAACCGCCGCGAGCAAATAGTTGCTCTTTGGCAT
+CGGCAGTGGTTAATCGTTCATCTTGAAACTCAACTTGTATACCAAAACGGCCATGGATTCGGTTACCGAA
+TTTCTTAGCATCTAAAGTCAGTTGTTGCTCACTACCGTCCATATTTAGTGGCAAACCAACGACGATGAAA
+TCAGGTTGCCATTCTTTTAGATACTTAGCTAAGTTATCCCAATGAGGAATTCCATCGGTGGCCTTTACCG
+AACCTAGTGGCGTGGCACTACCTGTCATTTCTTGGCCTACGGCAACGCCGATATATTTTTTACCAAAATC
+GAATCCAATAACGGTGCGTTGGCCAATGGGTGATTTAGTTTTAGTCGACATTTTTTTCCTTGAGATATGG
+TCATTACTTTTAGTAATATTATGGTGTAATTTCATGAAGCATTTGGTGTCGTAATTTATACGCTAGCGCT
+GAAAGGGCTGCGATTAAGCATGCCCAATATCGGTAGATAAATGGGCGAGATCAATACCCAGTTTTTCAGT
+AGCCTTTTTCCAACGTTGCTCAATGGGTGTTTTAAAAAGTATCTCAATGTCGGCAGGCGTGGTGAGCCAT
+GAATTAGCCTGTAGCTCTTGTTCTAGTTGACCGGGTCCCCAACCAGCATAACCTAAGGTAACAATGAATT
+GTTCAGGGGCCTGTTGAGTGCCCAGTGCCATTAGGATATCTTTTGAGGTGGTGATCATCAGCTCTTTACT
+CAAGACTAAAGAGCTACTCCAACCTGGTTGTGAACTATGCAGAACGAACCCTCTCTGTTGAGCAATAGGG
+CCACCTGCGAGCACTAATTGTTCTAAGCTATTAGTAATATCAGTGACAAGCGTAATATCATTCACATCAT
+CACTTTTGGTTAACTCACTGTTACTATTTACGTTACCTGTTTTGTCACCTTCATCTGGCTCTATTTGCTT
+GAGCAAATCAGCTAAGGTGATATTAACGGGCAAGTTGATGATCAAGCCCATAGCACCATCTTCATTATGC
+TCACAAATATAAGTCACAGTTTTATTAAAATAAGGATCACCCAGAGATGGCATGGCAATCAATAATTGGT
+TCTCTAAGCTACTCATTGATTGAGACGGTTCTAAATCAAAATCACTCTTAATCGTTGCTCTTTGTTCTAA
+TTTTTGTTGTTTTTCCATGCAATTCAACCCTTATTTATTGATATTATCTTCAATCGCATCCATTAACTTA
+CCACTGATATTTATTGGATAAGCAGCTTCAATTTCACGGATACACGTAGGACTCGTCACATTGATCTCAG
+TTACTTTATCACCAATAACATCAAGACCAACAAAGTATAGACCACGTTTTTTCAATTCAGGAGCAATAGC
+ATCAGCAATCGCTTTATCACTAACACTAAGAGGGCGAGCAACACCACGTCCGCCGGCAGCCAAATTACCA
+CGAGTTTCACCCTGAGCAGGTATACGCGCTAGGCAGTAAGGCATAGGTTCACCATTAACAATCAGGATAC
+GTTTATCACCATCAGCAATCTCTGGCATAAACTCTTGCACCATCGCATATTGCTCGCCATGGTTGGTTAA
+GGTTTCGATAATTACGCCTACGTTAACATCGTCTGCTTTAATTCGAAATATTGACGCGCCGCCCATGCCA
+TCAAGAGGTTTAATAATAACGTCTTGTAGTTTATTGTGAAATTCTCGAATTTTATCACTACTACGTGTTA
+CCAATGTTTTAGGAGTAAATTCGCTAAACCAAGCCGTAAATAGTTTTTCATTACAATCACGTAAACTTTG
+CGGTTTATTTACAATGAGTGTGCCTTCAACTTCAGCACGCTCTAGAAGATAAGTTGCGTAAATAAATTCA
+GTATCAAAAGGAGGATCTTTACGCATCAATACTGCATCTAACTCACTCACGGCTATATCTTGAGGGTCTG
+ATAACTCATACCAATGCTCACTATCATCAAACACTTTAACTCGATGTGTTGTGGCACGACATTGGCCTTG
+ATCAAGATATAAATCTTTCATTTCCATGTAGTAAAGTTCATAGCCACGTTGCTGTGCTTCAAGCATCATC
+GCCATTGATGAATCTTTTGCTACTTTAACTTGTGAAATAGGATCCATCACTATGCCGAGTTTTATTACTT
+TATTTGTAGTCATTTTTTATCCTGTTCAATGTTGATTTTTAATGCTGTCGTTGCAAGTCGCAATAAACTT
+CATTTAAGGTATGTTCTTGTCATAAGCTGTTATACCAATCTCACTAACTTTGTGATCATTTCTACTGGTT
+AAAATAACCAACTATTTCGTTGTTTATTTAATAATTAGAACAACTAGTTATTAAAATAAACGTCTTATAT
+TTGGTCATTTTTTCTGCGTATAAAATAGATCACCTAATTAATGAAACTGGTATTATTAATTTGTAGTTGA
+GAAAAACAATAATAAATTTAGTGTAAATCACCAAAGCGACATTGTAATGCAGTAATTGCCGTTAATGCCG
+CCGTTTCAGTGCGTAATACTCTGGGGCCAAGCAGTACATCGTGAAAATCACTGTCATTGGCTTGCGTGAT
+TTCTTCATCACTTAACCCGCCTTCAGGACCAATGAGTAATCGAACACGGGTATTTTCCATAGGCAAACTC
+ATGATGGAATGCTGTGCTTTTGGGTGTAAATTAATTTTCAAAGCACTGGTTTCTTGTTTTAACCAATCAG
+CTAATAACATCGGCTCTGCAACAATGGGCACGCTTGCACGACCACTTTGCTCACAAGCGCTAATGACAAT
+TTTTTGCCACTGTTGACGTTTTTTCTCAAGACGTTCGGCATTAAGTTTTACTCCGCAGCGCTCGGTGAAT
+AAAGGGGTAATGGTATTTACGCCAAGCTCTACCGATTTTTGTAACGTAAAGTCCATTCTATCGCCACGAG
+AAATACCTTGCCCTAAATGGATATTAAGCGGTGATTCACTGTTGTTTTCCTCTTGGGAAGTAACTTTTAC
+ATCAGCTGATTTTTTACTTACATTACAGAGTGTTGCTGTATATTGAAAAGCTTCTTCACCATTGAATAAT
+GTAATAGTGTCACCTTCTTTTAGACGTAAAACGCGCACTACATGACCAAAGGCGTCATCAGATAATGGCA
+CTGTTTCGTTAAGAGCAAATTGACTTTGTTGAAAAATTCTTGGGTTACGCATAATAGGGCTTAATGGAAA
+ATCATGATTATTAAACTAAAATAAGGGCGACAAGGGCAAAAAACAATGAATAAATGTATAAAATTGTACT
+CTTTTATTGGTTTCATTTGACTAGCTACGAAATTACACGTAATTTCTTAAGTAATATAAATAAAAAGGAT
+TAACAATGAAAAAAATTATACTTACCACGCTTGCGGCCAGTGTATTTTCTTTAGCACTTGCAGGTCAATC
+AGCCATTGCTGGTGAAATGATCTCAGTGGATAAGAACTTTGCTAGCCCAATTATTTCATTAAGTGGTTAT
+GATAAAGTTTATATACAAGACTTAGACCTTTCCCACACTAAAATTATTTCACCCCCTTGGATTGATAAAG
+AAAGTTTCGAGTGGAAAGTCACAGATAGCAATCGAGCTCATTTAAAAGCACGTTTTAAAGAAGGTGTTGA
+AAAAGGCTTAACTGAGAATAAAGGTCGCTACGACATTGTAGACAAAGAAGGTAAGGGCGTACTTATTGTT
+GATGTAGAAATTATCAGCTTTATGCCATATGCCTCACAAGAAGATACTGAAACAACAACGAAAGGCTCTG
+GTGAGTTTCATTTATCAGTTCACTTACGTGATGGTAAGACAAGAAGCTTAATTCATATATTTGAAGGTAC
+ACAAGCCATCGGTGATGACTATCAACCTAATACAGCGATGGAACGTGCTAAAGATGCAAAAAACCTCTTT
+AAGGCTTGGGGCAAATCGTTACGTAAAAAACTTGATGCAGCTAACTAGCACCAGTATTTAATACTAAGTG
+GACTCATTTATTAATCCAATTGGTATAACAGGCTTAAATCGATACTATTAAAATAAAAAACCAGTTTATC
+TACTAGATAAACTGGTTTTTTTAGGAATAGAGTTTATGAAAAATCTATTCCTTGACTCATTAGGAGAGGC
+TAGGTAATGCTTTAGTGCATAACTCAGTTTCTCCTAGCTTTATTCGGTATTAACTATAAACCTGCAGCTT
+TACGTAAATCGTCTGCTTTATCAGTTTTTTCCCAGCTAAAGGCTGTGAAAGTATCATCACCAACGGTCAT
+TTCAAATGGTTCACGACCAAAATGACCATAGGCAGCAGTTTGCTGATACATAGGGTGTAATAAGTCTAAC
+ATTTTAGTGATGCCATAAGGACGTAAGTCAAAATGTTCACGTACTATTTCAACTAATCTTTCTTCAGAAA
+TACTGCCTGTGCCGAAGGTATCAATTGAAATTGACGTAGGCTCAGCAACACCAATGGCATAAGATATTTG
+AATTTCACAACGATCTGCAAGACCGGCTGCCACAATATTTTTAGCAACATAACGTCCAGCATAAGCAGCA
+CTACGGTCAACTTTTGATGGATCTTTACCTGAGAAAGCTCCACCGCCATGACGAGCCATACCACCATAAG
+TATCAACAATAATCTTACGACCCGTTAAACCACAATCACCTACTGGGCCACCAATAACAAAACGGCCTGT
+TGGGTTGATATGGTATTTAGTATCTTCAGTTAATAATTCTGCAGGTAATACATGGTTAATAATATTTTCC
+ATTACAGCACTAACTAAATCTTCCTGTTTAATATCAGGGTTATGCTGCGTAGAAAGTACCACGGTATCAA
+TAGCAACTGGCTTATTATCTTCATAGATAAATGTTACTTGTGATTTAGCGTCTGGGCGTAACCAAGGTAA
+AACACCTGATTTACGCGCTTCAGCTTGACGTTCAACTAAACGGTGTGAGTAGTATAATGGTGCAGGCATT
+AATGTAGGGGTTTCATTGGTTGCATAACCAAACATTAAACCTTGATCGCCAGCACCTTGTTCTTCTGGGT
+TGCTACGATCTACGCCTTGAGCAATTTCAGGTGATTGTTGACCAATCAAATTCATGATGCCACAAGTTGC
+GCCATCAAAACCAACATCTGATGAGGTATAGCCTATGTCACTAATCACATTACGGGTAAGTTTCTCTAAA
+TCAACCCAAGCATTAGTTGATACTTCACCAGAAATAATAGCAACACCGGTTTTTACCATCGTTTCACAGG
+CCACACGAGCATGTTTATCTTTGGCAATAATGGCATCTAATACCGCATCAGAAATTTGATCGGCAATTTT
+ATCCGGATGGCCTTCAGAAACAGACTCGGAAGTAAAAAAATGTCTAGACATAAATCCTCAGAAAAATTTG
+AGTTATACAAAATAATGGGGCGATTCTACACCTGTTGAAAACAACTTTCTAGCTTTTTTACGCCTAGACG
+GCTAAACGTCTCTAATTAATTGTGATTTTATTGAACTAGCGTAATGTTCTGGGTAGGTTTCAGTTAAACG
+AAGTCATTGAAGGGGAAATTTATTAAGGCTTTAACGCATGTAAAGTAAGTGGTTCCTGCCACAATTGACT
+AAATATTTGTTCTTGCTGTTTTGTTTCAAGCGAGCTAAAAAATTGATATTGTCCTTGCTGTGTTTTACAT
+GCACTTATTTCTCTTTCTACTAATTTCTTGCTTAATTGCACTGTAACCGGTGCGGCTGTCTCAATAATTG
+TTACTTGTTGACCGGCAATGAGGCTTATTTGTTTTTGAACAAAAGGGTAATGAGTACAACCAAGTACTAG
+CGTGTCTATACCTTCTTTAATGAGGGGATTGATATATTGTTTTAACAAGGCATTACAATCGTCACTATTT
+TGATTACCTTGTTCAATAAATTCAACTAGGCCAGGGCAGGGTTGAATGTGAACTTCAGCACCATTATGGT
+GTAAGTCAATCAAGTCTTTAAAACGCTGATTTTCGCTGGTTGCTTGTGTCGCTAATATAGCCACTTTTTT
+ACTGATACTCTGCTTTGCAGCAGGCTTAATTGCTGGTTCAACCCCAATGATAGGAATACTCACTTGCGAT
+CTAAGTTGCTCAATGGCATTCACAGTTGCAGTATTACAGGCAATAACTATGGCTTTTACACCCTTATCAA
+TAAGTTGCTTGGCAATGTAATTAACACGCTTGATAATAAATTCTACAGATTTTTCGCCATAAGGAGCATG
+AAGACTGTCGGCAATATAGATAATATTTTCATGGGGAAGTTGCTCGGTTATGCATTTAGCAATAGAAAGT
+CCGCCTACGCCGGAGTCAAACACGCCAATAGGGGCTGAGTTAGTAGGTACTTTGTGCTTTATCTCTTGAG
+TAGTAATAGTTTTTGCTCAGCAATATTAAATAGATTATCCGAACAAATTGTATTGCTTTTCTCGGCCCAA
+AAGCAATACAATTAATTAAGTAAGGTTTTTTGTTTATATAACTGGTTGTATTCAAGATAAAGCACGGTTT
+GAAATAGCTGATTTTAAATTTTATCTTGAAAGCTCAATTATTGAGCCGTTTGGTATAAGGAAGTTCATGT
+CTAATGTTGTTTCAGTAAAGCGCTTTAAAGCATTCCCACGATTAATGTGGATCTTGTTATTTGGTTCATT
+TATCACCCGTGGTAGTTACTACATGGTATGGCCATTTTTAGCGGTAATCCTTTACGAAAAGTTTGCATTA
+TCTGCCACACATGTAGGGCTCATTCTTTCAAGCGCTGCCGTTATTTCAGTGCTAGTGAGTTTCGTTGGTA
+GCGCGTTATCTGATCGAATTGGCCGTCATCAGTTAATGTATGCCAGTGGTATTTTATATATCATTTCTTT
+TTCGATATTAGCTGAGGTGGATTCCATTGCCGGTTATTCGCTGGTGATCACCTTGTGTTCAATTGCTACT
+GCGCTCTGGCGGCCACTCACCTCAGCATTAATCGGCGATATCATCAAAGATAAAGGCACTCGCGAACTAG
+CCATGCAGTCATTGTATTTTGTCGTTAATGTCGGTTGTGCTGTCGGCCCAATGTTAGGGCTGTGGTTAGG
+TTTAACAGGAGAGCAATCAAGTTTTTATATTACGGCGGCAGCATTTGCCTTTTTATTGGTGCTTTTATGG
+TGGGGCTTTCATCAACACAGTAAGTTAGAGAACGAAAAATCAGTGCAAGCTAATCAAAGGGCTGCCGATT
+CGCTGGATAATAAAAAAAATAGCATCTCTACTGAGACTCACAATCAAAATAAAACGCAGACTAACATCAC
+AACGAAAAATGGTGCAAGTAATCAAATACTAAAGGTATTAATGGCTGATAAGTTATTACAATGTCTTATT
+TTTGCCAATATCTTATGCATGTTTATTTATGCACAAATGGATAGCTCGCTTATACAATATTTAACGCGAG
+CTAAAGTCCCTGATTTATTACAGCTTATTTCAGCGATGATTTTTACCAATGCGTTAGTGATCATTTCAAC
+GCAATTTCTATTACTGAAGTTAATGGCAAGTTTATCTTTAATTAGCCGAATACAGGTCGGTCTAGTGTTA
+TTGATGTGCTCACAAATTTGGCTAGCGGTAAATCCATTAACGCTTTTTTGGGGGTGGATTGGTGCGATTG
+TAGTGATGAGCTTAGCGGAAACTATTTTATTCCCAACCATGAACGTGCATATTGATCGTTTGGCCCCGGA
+GCATTTACGTGGTGCTTATTTTGGTGCCGCCTCATTTTATGAATTTGGCTATGCTATAGCGCCATTAGGT
+GGCGGTATTATTCTCGACCAACTGGGCGGTTCTTGGTTATTCTTTATTGCTGCAGCGTTAACACTGATTG
+TTATTTATCTTTACAGTATGTTGGATAATTTACCTCGACCTGACTTTGTAAAACTTGAAAATTAGATAGT
+CGTAAATAATACCAAACGGATTAATTTATTGGTCAGCTTAGAGTTACATTAGCGAGCTTAAAACAAGCAA
+AATGAGTTAAACATAGTTAGTCTATATTTCATTCATTTTGTGATGTTATCAGTTTGCTAATGGGCTCCCG
+AAGGGCGAGTTTAAAAGGCTTACATGCGGCGTTATTGATTTTGACAAGGGAATAACCATTCTCTTCAATC
+AATGCCTTGCCTCTAAGCCTTTTAATTCTCGCTAAGTGATCAATAAATTAGTCCGATTGGTATAACACAA
+AGATTACGCTACTTATTTACTAGAGGAAAAGTCAGCCAGCTTAGGTAGGGTTATAACAAAGTGAACACCA
+GAAGATGAGTCCATTATTGATATCTCACCGTGCAGCTGTTGGGTTACTATTCTTTTGGCAAGACTTAATC
+CTATGCCACTGCTACCCGTTGCACGCTTTGTGGTATAGAAAGGATTGAAAACCTTTATATGTTCACTGTT
+AGCAATTCCTTGGCCATTATCTCTAAAGTGCAATTTTATTAGATCAAGATAATTTTCAAATTCAATGCTT
+ATTGAAGGATTTTCTATACCAACTAAGCCATGTTCTAGAGAATTTTTACAGAGAATGAGTAAAACTTGTT
+GCAGCAAATTAGGTGCAATAAAAGCCTGAGTATTATCGTTATCCTGATGTTTTATTCTGTACTTAACGTT
+ATGGATATTAAGAATATCTTTATGTTTCTTAAAGGTATTTTTTACTAGAGAGGATAACTCAATTAATTGA
+TAATTTTTTACATCATTAGACACTAAAAGATCTTGTAATTTACTGACTTGTTCAGCGGTATGATTCAGAC
+TATTACTAAGTAAACTTACGCTTTCTTTAATTGTACTAAGACCTAATGCTAGTGTGTTTTGACTGAGAGA
+TTTTGAGGCTAATTTTTGCTGGATATTTTCAATGTTTGACTCAATTATGCTAGTGGCCGTTATTCCTATA
+CCTAAGGGAGTATTGATTTCATGAGAAAGCCCACTGATTAAAATTGATAACTCTTCAAGTTTTTGCTTTT
+CGTCGAGAATATGTTGTTGATGCAGTTGTTTTAGTTGTACTTCAAAGCTTTGTTTAATGGCCTCTAATAG
+TCCAATAGTTGTTTCTGAAAAAACATGTTCTTTGTTGTCTAAAATACAAAGGGTACCAAATGGGCTACCG
+GTATCATCGAGAATGGGCAATCCTAGGTAGGCAATCATATTAAGTTTTAAATCGGGATTGTTATTCCAGT
+TTTCATCAAATAGAGCATTGGGAATGTTTAGTCTTTTTTGTGACTTAATGACTTGTTCACAATAAAGCCC
+TGAGCCGTTTAAACACTCAGAATTTCCAATAGTGTAGGGGTTATCACTGGTACCAGTATTTTTGCTAAAA
+ACGATGATATTATGTTTTTCTATTTTCATCACTAAAGCAACAGGCACGGAGGCGAGTTTAGCAACGACAG
+CAAGTGTTTTATTCCAGCTCTCTATCAACTCTTCATTCTTCTGATTATACAAATGTATGTTCCCTATACC
+TAGACTGGATATCTAACAATACTAGCATACTAAAATCCTCATATTTGTTAAAAAACAAGATTAGTTAAGC
+CATACAAAATACAGTATTTATACCAATCAGATTAATTAATGGTTCAAATTTTAATGAGGATAAATTTTCA
+AGAACAAGGGGGATTGTTATTTGATTAAGAGTGTCATTAGCGCAGAGGACAAAAGTGACACATTGATTCT
+ATGTCTTGCTGCGAAGTTCAGTATAGTGTGTTTGTATGTTAATTCGACCAATGCTCATGACACTTCAGCA
+GTTACTATTACTAAAGCTCCATGAGAAATTAATTGATCGCTAACCCTAGCGATCTAAACCATAATCAATG
+GCGTAACGCATTAGACCAACCGTTGAGTCGATACCAAGTTTTTGTTTTATATTACGTTTATGTGTTTCAA
+CCGTGCGCACGCTCACGTTTAATTCTTGCGCTATACGCTTATTGTTCAAGCCCTGTGAAATCAGCCTTAA
+TACCAATTGCTCTCTTCTGGTAACAATACCTCGTTGTTCTCCAGCGAGCTCTTTTGACAGGATCTCGGTA
+ACTTCTGAGCTGAAATAATGTTTACCTGAAATGACTTTTTTAATGGCCTCTATTAATTCAGCACCTGGCA
+CGTCTTTTAAAATATAGCCATCGGCGCCATGACGCATAGCACCTAAAATGTACTCTTTATTGTCATGCAT
+ACTTAACATAAGCACTTTGCAATCTAAATCTTGCTCTTTAATCAATTCAAGTACATACATGCCATCCATC
+TCAGGCATATTGATATCCATTAAAACAATATCAAAATCAAGACTCTTAATAAGCTCCAATGCTTGTTTGC
+CATTTTCAGCTTCACCCACAACCTCTATGCAGTCATCAAGACTCAAGCGATGTTTCAGTCCCTCTCTAAA
+AAGCGGATGATCGTCAACTAATAGCACTTTAATCATAATATTCTCTTCATTTTAGTTTTCACTGGCATTA
+CTTGCGTTAAAACGCAGTTGTGATTGCGGTATGCGGGCTGAAACTTTGGTTCCACCATGTTCTGATTTAA
+CCGTTAAATCTCCTTGGTAAAAGCTTAATCTCTCCTTCATATTACGCAGACCAATACCTTGATGAACTTT
+AGTTTTCTTGTCTCGGCTCTTATCGTAACGCTGATAATCAAAACCTTGGCCATTATCAATAATTTCAAGT
+ACTAACCAATTTGGCACTAGCTTCAAGGATATACTCACTTTTGACGCATTGGCATGACGTTCAATATTGG
+TTAAAGATTCTTGAGCAATTCGGTATAAGGCGGTTTTAACTTCAGTAGATAAGATGTTTCGAAGTGATAA
+ACGCTCTACGTCAACTTGAATCTCAGTGCGCTGTGAAAAGTCTCGTCCCAGTTCCTCTAGCGCAGCGCCT
+AAACCATAATCTTCGAGTAATCCAGGATGCAGTTGATGTGAAATAGCGCGGATATCACCCATTATTTTGC
+AAATAAGCTCCATGGAACGCTCCATTTCATTACTGGCATCATCATTGTTTTGATGTTTTAACTGAGCGGT
+TTCTAAGGAGAATCGAGCAGCAGCAATCGTTTGACTAATGCCGTCATGTAGCTCTCGTGATACTCGTTTA
+CATTCTTCTTCTTGCGTTTGAAAAATCCGCTCATTAAGTTCACGTAATTTTCGATTAGCCAATTTTCTTT
+CACTGAATCGAATAAATTGGCCGGTAAAAAATATGGCGATAACGGCGACTAAACCAATAATAAGGGTCAT
+GACTGAAGTATTTCGAATATGTTTACCTATGGAAGCGTTTAACACGGCAATTTCTTGATCGATGTCGTCA
+ATATAAACACCTGTGCCTATCATCCATTGCCAATCTTCTAATTCTCTTGAATAACCGATTTTTTTACCAA
+CTTCGCCGCCTTTTGATGGTTGATTAAAAACATAGTTAAGATAACCACCACCACCTTTTGCATTTTCAAT
+AAGGCCTCGAATCAGTTTTACGCCGTTTCTATCTTCAAGATCCAGCCAGTTTTTACCAATGCGCCATTCT
+TGTCCTGGTATGAGAAGTGCTGTTCCATCAAAGTTATAAGCAAAAAAGTAACCGTCTTTACCAAAACGCA
+TGTTAGATAATACTTGCTTAACTAACGTCTGCGCTTGTTCATTACTTAGGTTTTTATTTTTATAAATATG
+TTCTGTGGCACCTTCAGCGAGTGCAACGTAATTACGTAATTCATCTTTACGATGACTCATCACGCTATGA
+CGATACTCATAAACGGTTTGTTCAGATAAGGACTGATACTGTACTTGTGTAACGATGAGCACGGCAACCA
+GTGCTAATACCAAAGGTACAATAGTAACCAGTTGTAATTTTAAATTAATATTCACTTAATAACCCTTTCT
+TTCAAGTCATGTTGTTTAGCATGACTATACCCAAACCACTTGAAGATGCGTGTTTCAGGACGCTTGAGCG
+ATTCATGATCAAGGCGGCTCTTTTTATTAAGGGTTATTCCCTTAAAAAAGGAGGCAACGAAGAACATGGT
+TTGCTCATACGTCCCCGCAGGGCTGGTTTAGAAACGCTTTATGCTGCGTTATTGATTTCGACAATAGAAT
+AACTATTCTCTTCAATCAATGCCTTGCTTAAAGGCATTTCTAATTCCAGCTGAAACCTGCATCTTCAGGT
+AGTTTGGGTATAATACCCAATCACTTTAAAGAGTGACTTTCATTAATAGCTTCTAATAGTGTTACTTTAT
+CCATGTAATCGATTAACGATTGCTAATCAATATTGGCATTCTGTGAAAAGCCAATTTAATCGCTCCTGCT
+ATTACTATAGCTAGCTCTGCAATTTTTCGTACTTGTTCTTTTATTGATGAGATGCGCTTTTCATGTATTT
+ATGATGCGGTAAATTTAAAAACGCACTAAATAAACGATAACTTGATGAAGAAATTAATCCGTTTGCTAAA
+ACGTATGCTAGTTACTTTAAAACCATAGACGGTCAATTTTGACTTAAGTATTAGTAATAATTGTAGATTT
+ATACCAGTCAATTTTTAATCAGATTATTGAGTCTATACTTAATGTGACTCTTTAATAATGGTGTATTTAT
+TAATTTTTTATTTCCAAAAAGCATGTAATAGCTGAGATTTACTCATAAATTAATGTCGTTTTACTAATAG
+TTGAGGTGCCATTTATTAATGGCAAGCTAAAATAGCGAGGATTTTCGCTACCTTGTTAACTCATACTAAT
+TCTATATACCTATACCTATACCTATACCTATACCTATACCTATACCTATTCACTCCTCCCCCTATTAACT
+GAACAAGCTATTGATTTATTAACTTGTTAGCGAGCAGCTCTGTTAACTGCGTATTAACTCAAATTAAAAC
+TTAGCTCAATTCCGTCACATAACTAGCCATAGTGTTCTCATCAAATCCATCAAGTGATTAAGTATTTACC
+TAAGACTTAAGTAAGTATTTAAGTAAATTATTTCGTTATTTTACTTTTTTGCTGATTTTTTAAACGGTAT
+TTGCCCTGTTTTTAGCAAAACTAAGTATAAACACGTAGAAAAAATACGTACATTCGCCGATTACGCGTAG
+TCGGTAATTTCAATATTGTATACCTAGCACTAAGCGAGATGATTCAAATCATCCAAGTCTCAATAAAAAG
+GGTAACAATAATGAAAAATATAATAAAATCCGGTTTTATGTTGGCAGCAATAGTATCAGCACCGTCATAT
+GCAGGTTATACGTTTGATTTAGGCGATAAAGATTCTATTACTTTCGGTGGCTTCATCAAAGCAGACATAC
+GTACTGTTAGTGGTGATGTAAGCGCTCCTGCAACGGGCAATGATTACTGGATTGGCGCTGCCTCAGTTAC
+AGATGATATTTCAACAACCAAATTTACAGCCAATGAAACGCGTTTTAATGCCAAATATGTGCATGGTGAT
+GTTACAGGCTTTATTGAAATAGATTTTTACGGTGGTGGTGGCAACCAAATTATTTCTAACTCCTCACACC
+CTAGATTACGTCACGCGTTCATAAAATATAAAAATATCACTGTAGGTCAAACATGGACCACCTTTATGAA
+TACCAGTGCTATACCTGAATCTGCTGATTTCGGTGGGCCTTTAGTTGCCGAGTCATTCATCAGACAAGGT
+CAGATTCGTTATACAAATGGTGGCTTACAGCTGTCTTTAGAAAACCCATATTCAGACAAAGGTGATAACA
+CCCAAGATTCAATACCAGATGTTATTGCTAAATACACCTTTAAAGGTGACTGGGGTAATGTGTCCGTTTC
+AGGTGTAGCCCGTCAATTAAATACCGTTGGTGGCGATACTGTGTCTGCTGCTGGTTTTGGTGTTGCTGGT
+CGTATTAAAACGTTCGGCAAAGATGATTTCCGTTTCCAAGTACATGGTGGCAAAACTGGCCGTTACGTTA
+GCGTAGTTACTGCACGAGATTTAGTCGGTGAAGAAGCAGAACAATCAACATCAATAATGGCTGCTTATCG
+TCATTATTGGACTGAAGATATGCGTTCAACAGTTTACTACGGCACAACTGATACTGATCTAGGTAACGTT
+AAAAATAATCACGTGGCAGTTAATCTATTCAAAAATTACACTAAGCAACTTTCTTTTGGTGTTGAAATCG
+GCAATTTTGAAATGGCGGAAGTCAACAAAAACTCAAATTACTTACAATTCTCAGCAAAATACGTCCTTTA
+ATTTTTCACTAAACACTACAGGAGAAAGACGATGAAAAAATTTCCTTTATTATTATTAAGTACTTTAATT
+GCAGGCAGTTTCTCAGGTGCGGTTATGGCTGAAAAGAAAATGCTTCTTAAGACGCCTATTTATTATAACT
+CGGTACTACCAAGCTTAGGTTCAACCATTAAGTATGTATCTGACAATATTCAAACATTAAGTGGCAACAC
+GTTAAAAATGAAAATTTACGAGCCTAATAAACTCGTTAACCCGAAAGAAATACTTGATGCAGTATCTACA
+GGTAAGGTACAAGCCGGTTATGCTACAGCAGGTAACTGGGGCGGAAAAATCCCCGCGGCTCGTTTGTTTT
+CAGCGGTTCCTTTTGGTCCAGAAGCGCCTGAATATTTAGCTTGGTTCTATCATGGCAACGGCAATAAATT
+GCATCAAGAATTATATGATGACAATAACCTTAATGTAAAAGTGCAAGTGTGTGGTGTTTTAGCCCCTGAA
+ACATCAGGTTGGTTTAAAAACGAAATTAACAAACCTGAAGACTTAGCTGGTTTAAAAATGCGTTTCTTCG
+GTTTAGGCGCTCTGGTCATGGAAAAATTGGGTGTTAGTACCGTAGGTTTACCTGGTGGTGAAATCTTCCC
+TGCCATTGAAAAAGGTGTTATCGATGCCACTGAATTTTCAATGCCGGTAGTTGATCAACGTATTGGTGTA
+AAGAAACTGCTTAACTACAACTACTTCCCTGGTTGGCATCAACAAGCCACGATGATGGAACTCATTATCA
+ATAAAGATACCTGGAAAAAAATGAGTGAACGTCAACAGTCAGTTATTGAGCACTTATGTAAATCAGCAAC
+GTTAGAAGCTATTGCGCTCGGTGAAGCAATTCAAGCACCAGTCATGAAGCAAAACATTGAAGATGGCGTA
+ATAAACAAATATTGGTCGCCTGAAATGCTATCGACGTTTAAAACTAAGTGGGATGAAGTGGTTATTGAAC
+AATCGGCTGCAGATCCAGCCTTTAAGAAAATACATGATGACTTAGCTAAGTTCCGTAAAACTTACGATTT
+ATGGGAATCAAACGCTTTCTTACCCCGCCCAAAACCTAGCCTTTAAGTTTATACCCGCTCCATTTGAAGA
+TGCATGATTCAGCTGGAATTAGAAACGCTTTTAGGCAAGGTATTGATTGAAGAGAATGGTTGTTCCCTTG
+TCTAAATTAATAACACAGCATAAATCGTTTCTAAACCAGCCCCTTGGGGAAGGCTGAGCAAATCATACTC
+AGCGTTACATTTATTTTTAAGGGAATAACCCTTAATAAAAAAATGTGCCTTAAGTATTAATCGCTCAGAC
+TTCCTGAAACGAGCAGCTTCAAGTAGAACGGGTATACCAGCTTACTTACGTGCAGTAACTCCCATTATTT
+GCACAACCTAGAACCTTCGGGTTCTAGGTTTTTTATTGAATTAGGAGAATCTTATGACTGATTCATTTTC
+TAAGCCTACCAACTCAGTAGCACGATCAATGTTAAAAACAGCCGACATTTTTGAAGCCATTATTCTTAAA
+GTATCTGCCGTTTGTTGTTGGTCTTCAGCGTTATTAATTGCCGTCATTATCCTAAATGTAACCATGCGGT
+ACGGCTTCAACAATGGACTGATTTTATTTGAAGAGATTCAATGGCATCTATACGCAATAGGTATCATGTT
+CGGTTTATCGTACGCCGAAATAACTAACTCACAAGTAAGAGTCGACGTTGTTGCCTCAATGCTGAAACCT
+AAAACGGTGCTGAAATGGGAAATATTCGGTGCTGTCTTTTTTATCTTTCCAACCATTTTTGTCATTTTGT
+TTAATAGTTTCGATTATGTCGCCAATTCATACATGCTGGGCGAAAGTTCATCTTCACCATTAGGTATGCC
+ATTTCGATGGGCAATTAAAGCTGCGATCCCTGCAAGTTTTATCTTATTAGCTATGGCTGTGCTCGCACGT
+ATGTTTCGAAATATTATTACCATAACTCAAAAGGAGACGTGATCATGGCTATTAATGAAATTCTAGTTAT
+CAGCATGTTTTTAACCTTCATTGTCTTTCTATTTACTGGTATTCCAATCGCCTATGTTCTAGCCGGTGTT
+GGTATTCTCTTTGGTGGTATAGGCTATCTGTCAGATCTACATTTGGATACGTTTACCGGCCTTGATTTAA
+ATGTTCTAGGCCTCTCTGTTTCCCGGATATTTTCTTTGATGGAAAACTGGGTGCTGGTTGCCTTACCCAT
+GTTTATTTTTATGGGCTTAATGCTTGATAAATCAGGCGTAGCTGAACGCATGATGATGGCAATGCAAGAG
+CTCTTTGGTCGTGTTCGTGGTGGTTTAGGTATCACTGTAACCTTGATAGGTATTATTTTAGCTGCCTCTA
+CAGGCATTATCGGTGCATCTGTTGTATTACTTGGCTTGTTATCTATTCCTGCCATGATGAAGCAAAATTA
+TTCCAAAACCTTCGCTACAGGCATAGTGTGTAGTGCGGGTTGTTTAGGCATTTTAATACCACCAAGCATT
+ATGTTAGTGATCATGGCTGATCAATTAGCACTGTCTGTTGGTGATTTATTCACTGCCGCAGTATTCCCTG
+GATTAATGTTAGGTGTGGTTTATCTCGCTTATATTTTAGGCTTGTCATTTTTTAAACCTGAAGTCGCTCC
+AGCGCCTGAAAATCGCCGCCCATTGACGGCTAAAGTCTTGGTAGAAGTCTTTAAAGCTATACTACCAACG
+CTGGTATTAATTATTGCGGTATTAGGTTCTATTTTTGCAGGTATTGCCACACCGACCGAGGCGAGTGGTG
+TTGGCGCACTAGGTGCAACTATCTTAGCTGCATTGAATAAGAAACTTAATTTTAAAGTATTTCACGAAGT
+GTTGATGGCATCTTATAAAACGACGGCTTATATCTTTGCCATTTTTATAGGTGCAACAATTTTTTCCTTG
+GTGTTACGCGAATTAGGTGGCGATGAATTTATATCAAGCATGTTAACGGGTTTACCTTTTGGTCCCTATG
+GTGTGTTATTTGTTATTCTTGTTATCGTATTTTTATTAGGTTTTTTATTGGACTGGATAGAAATCACTTT
+AATAGTATTACCTTTATTGGCACCGGTAGTGAGTTCGTTAGACTTTGGCATCGGGGCTGTTAACGGATTA
+GATCAACCTGTTTTAGTTTGGTTTGTCATGCTGATAGCCGTTACGCTGCAAACTTCATTTTTAACACCAC
+CTGTTGGTTTTGCCTTGTTCTATTTAAAAGGTGTTTGTCCTCCAGAAATCAAACTAACCGACATTTATAA
+AGGCGTAATACCCTTTATAATATTGCAATTATTAGGTCTTGGGGCGTTAATTATGTATCCAGAAGTTGCC
+TTGTGGTTACCCTCTATGGTCTATGGTAAATAGCTGATTTAGCGGCAATGAGAATGATAGAGTTTTAAGG
+TGAATTAATAATAACCTTAACGCTCTAATATTCTACATAATAATCCTTTATTTTAGACTAACAGAGTATT
+TATATACTAAGCTGTTAGTGTATAATTTCAATATTCTCATGAATTTCAATAATTTAATTTAGGCAGGATT
+ATGTTCAAGTCACTTAGAGTACAAATATATGCACTAGCATTTTTGCCGTTTTTATTTGTAGCTATGCTGG
+GGTTGTATCTTCAATTTAGTTCACTTAAAAGTTTTGGTGATGACGTCACTACGTTAACTGAAAAGACGAT
+ATTAACGATCGAAAAAGACCGTCTAAAAGCTATTATTGATTCTGTAGAATCTCTTATTCAACCTTATGTT
+AATCAATCAGGTACCGAAGGTTATGATGATGCATTAAAAATGTTATCTCACCTGACTTTCGATCAAGGCT
+CTGGTTATATATTTGCCTACAAAAATGATGGCGAAAGAGTATTGATGGGAAATAAAACCGCAGGTATTGG
+GAAAAACTATTGGGACCTTCAAGACAAGCAAGGTCAATATATTATTCGAGACTTAGTTAATAAAAGTAGA
+CAAGGTGGAAGCTTTTATACTTATTGGTTCCCTAAACTAAATGAAACTGAAGCTTCTCCTAAATATAGCT
+ACGCCATTTATATAGATAAATGGGATTTAATGATAGGAACAGGATTTTATATTGACTCTATGGATACTGT
+AATAGCTTCTATTGATGAAACAATTTCTTCTTCTCAAAGTAGCAATATTACTAAAAGCCTGGTAACTACA
+TTGATTATTGCGCTAATTGTCGGTTTTATCGTTACCTTTGCCATTAAACTCATTTACAGTGCCCTTAAAA
+ACTTATCATCATCCGTGGAAGCCTTAGCAAAAGGTGAAGGAAATTTAACGCAGACTATAGTAGATAGTCC
+TATTGATGTTTTAAGTGATATTGCGAATAACTTCAATCGCTTTCTAAAAGCACTCGGTGGTGATATTCGT
+AATATCAAGCAAACCAGTGTTAATTTAGCTGAGATGGCGGTTCAATCAACAGAACGTCAACGTAGACTTG
+AAGATTCTTCAGATCAGCAAATGCAAGAAACGACACAAGTGGCTAGCGCTGTTGAGGAAATGGCATCAAC
+CTCAGCAGAAATTGCTAATAGCGCCGAAGTAACGCGTACTTCTGCTGAAAAGGCTGAAATAGAAATGCAA
+AATGTTCTGACGCAAGTGCATTCTTCAAATCAGCGCATGAACGAACTCAATTTATTACTCGAAAATGTTG
+AACATTCAGTACAAGAGCTTGGTGGTAATGTTGAATCAATCAATTCTGTTCTTGGGGTAATACAAGGCAT
+TTCAGAACAAACAAACTTACTCGCTTTAAATGCTGCGATTGAAGCGGCACGTGCCGGTGAGCAAGGACGA
+GGATTTGCTGTTGTTGCCGATGAGGTTCGCACCCTAGCGCAAAGATCTCAACAAAGTACTGTTGAAATTT
+CAGATATTTTAGATAGCCTGAAAAGCAGTTCTCAACGTACTATTCAAGATATGAGCGAATCTGCAGAGAA
+AAGAGCCGCGGTGTCTGATGCAATGTCAGCTATTCGAGGCCTTATTGATTCAACTTCAGAGTCAATAAAG
+GAGCTAACAGAAATGAATATACACGTTTCCACCGCTGCTTCTGAGCAATCAGATGTTGCTAGCCAAGTAG
+CTGAAAGCATCACTGGCATTGCTAGTCTTGCAAAAGATATAGGTGAAGGTTCTTCAGTTTCTAGAGAGAA
+ATTTGAAGAGCTTGAATATCTATCTCAAGAGCTTAATCAGGTTTCTGATAAATTCGTAGTTTAGTTAATC
+TCATTTAGACAAGGCAGTTTAACCACTGCATTGTCGTTAGTGTCGTGTAAGTTATTAAACAAAGGGGAAA
+GCGAAAGCTTTCCCCTTTTTCGATCTAATCCCTATCAATGCCATAGAGGATGAAAGTAGGCGAAAGGGTT
+GTGGTAGTCGAACAATGCTAGTTAGGGACTTTAATTATTCTATTGGATCTAGAGTGAGGGATGCGCGGAA
+ATATCGCTGATATATGATTGTTCTCAGGGGAAATATTCTTGATGTTCTAAATGGATATTTAGATGGGAAA
+GTTGCTTTTACCTAGAAGATGACTGCCGCAGTTCACATTTGTCCTGAACTGAACACAGGGTGCACTTTTA
+TTAAAGTAAAGAGCGAGAGGTGCGCGGAAATATCGTTGATAATTGATTGTTCTGAGGATAAATATTATTG
+ATGTTCTAAATGAAGTTTCTGAAAAAAAGTCGCTTCCAAGGTGCCGCAGTTCACATTTGTCCTGAACACC
+GGGTGTTCAGGGCGGAAATATCATGCTAACCGTAGGCTTCCCGATACGAGCCGGGCTTGCGCAAAAGTTA
+ATAGTCAACTTCCTTAGGTAAAACTTATCGGCTCAGGGACATAGTTCACACACAAACACCCCAGAAGACA
+AACTTAGTATAGCGAAAAAAATATCATCGAATAAGCTTTATTTTGTAATTTTTCGTTGAGTGATGAGTAT
+TTATTCGTTCTGTTTTATTTTTAGGCTTTAACTAACCGAAGGGAATAATAAAATACAGAAAGGAGGTATA
+AAGAGTAAGCGACTAATGATTAAGCGATTTTTTTCTTTGTATGAGAAAGGGCTTGTTCTATAGTTGATTG
+CAATAACATAATCTTTTGTTGATTATCTTCTTGCTCAATTTTTAATTGTTGTTGAGCTTTTAGTAAATCA
+TTAGCCAAATTTAAGGCTGTCATCACTAAGGTTTGCTCTGGAGTACTGATTACTTTGCTAGCGCCGGCTT
+TTATTAAACGATCGCTTAATACTTGTGCCGCAGATAATAAGGCAGTTTCTTGCCCTATTGGGCAAGCTAT
+TTTTAGCTTGCGATCAACAATGTTGATTTCCACAGTTCGTTGCGACATTTACAAAAAATTCCAAGTATTA
+TTAATAATATAGGTAAGATCAAAGCTATTTTAGCTTATTATTTTTAATGATAGCGATGCTGAGCTCCCTA
+TGCAAGTAAATAGCGCGCTTTATGGTCATTTTCTGTTATTTTCCTTTTCTGTCATTTTCGGCAGTGATAC
+CATTACTTCCCATAACTCCCTGCAAGTATAGAAAGTAAATCATGACTGAAATAACCTCAAATAACGATAC
+CGACAAAAACTTAATCGACTTTGCTACGATGCAAGCCATTTTGACCAGCGAAGATGTGAAGTCCCATGCC
+AGTGAACTTCATGGTGTATTAACAGGGTTAGTTTGTGCTGGTTTTGAATTTGAAGATCAAGGTTATGTAG
+CCATGCTGCATGATTTATTCAATGAGGGTGATGGCTTTCCAACGGCAGTAAAAAAAGCACTCAAGCAAAT
+GTATAGTGAATTGTGGAGCAGCATCTTAGATGACAGTTATAGTTTTAACCTTTTACTTCCCGATGATGAT
+GACTCTATAGCTGAACGTGGTCATGCCTTAAGTGTATGGGTACAAGGTTTTAACTTAGGCTTTGGTTTAC
+AGCAAAAAGATAGCCCAGTTGTTTCTGACGAAGTTAAAGAAGTACTGACTGATTTTGGCGAAATTGCTAA
+CTTATCTGATGACATGGAAGAAGATGAAGATACTGAGCAAGCGTATTTTGAAATTGGGGAATATGTTCGA
+ATCTCTGCTTTATTATGTTTTAGTGAACTAGCAACACCGCCAAATAATGAAAGCAATAACGAAGATAAAA
+AGATAATTCACTAATCTTATAGTTTGCAAGGTACTTTCAAATAACTGTTAACGAAATACAGTCAATAATT
+TACTGTTAGCAAAATAAGCACAACATTGAATAGGCGCGAATATTACATGACTACTAACCCTTTAAATGAA
+GCATCTTTAAGTAAAGTAACGTTAAGTAAATCACCAATGAGCCAATTACCATTGAGTGACTATGAAAAAC
+ATCGCGCTGCATTCATGGCTAACATGCCAAATAATAGTATTGCACTGTTTGCTGCTGCAAGTGAACTTAC
+CCGCAGTAACGATACCGAATTTCCGTTTTGTCAGAACAAAAACTTCTTCTACTTAACAGGGTTTAATGAA
+CCTGATGCTTTGTTAGTTTTACTTAAAAATGAACAAGGCCAAAATAAGTCTGTCTTATTCTCATTACCTA
+AAGATGCTTTACATGAAATTTGGCAGGGCAGACGCATTGGTCAAATCAAAGCTGTGCAAGAATATGGTGT
+TGATGAAAGTTTTGAAGTAGCAGATGTTGAGACCCTACTGTCTGATTATCTTGACGGTAAAAGCCAAGTG
+CTATTTGGTTTTAGTGATCATGATTTTGCTGCCCAAGTTTTTACTTGGTTAAAGCAAGTGAAAAGTAACA
+TACGTCAGGGAGCTAAAACACCACAACACCTTGCGGATGCTGACCCTATAGTTGCAGAGTTACGTTTAAT
+TAAAACCGAAAATGAATTGGCCTTGATGCGCCAAGCGAATCATATATCTGGCTTAGCACACCAACGCGCT
+ATGCAAAAATGCCAAGTGGGCAAATTTGAATACCAAATGGAAGCCGAAATTCTTCATGAATTTGCTCGCC
+ATGGTGCAAGGCATCCAGCTTACGCCAGTATTGTTGCGGGCGGTGATAACGCCAATATTCTTCATTACAC
+CGATAATAGCGATGTATTGAAAAATAATGAGTTACTACTAATTGATGCCGGCGCTGAGTTATCGGGTTAT
+GCCGCAGATATTACCCGTACCTTCCCAGTTAATGGACAATTCACCACAGAGCAAAAGGCCATTTATCAAT
+TAGTGCTAGATGCTAAAAACCTTGCTATTAACGCCATTAAGCCCGGTATGTCTTTTGCCAAATTAAATAT
+CTTAACCAATGCGTTTTTAACGCAAGGTTTAGTGGATTTGGGCATAATTGAAGGCGATTTAACCGAACTA
+ATTAGCGATAAAAAAGTAAAAGAGTACTTTATTCATGGCTTGGGTCACTGGTTAGGGTTAGATGTTCATG
+ATGTTGGTGATTATCATATTAATACTGATAGAGAACAGCTCCGCGCCTTTGAAGTTGGCATGGTTATGAC
+TATCGAACCCGGTATATATATCCCACTAAGTGATCATAGCGTTGACGAAAAGTGGCGTGGTATTGGTGTA
+CGTATTGAAGACAATATTGCCGTAACTGCAACGGGATTTGAAAACCTTACCGCTAATTCACCACAAACGA
+TTGAAGATATCGAAGCCTTGATGAAAGCATAAACAGCTTTATGTTCTGCTTTATTCGCTCAGTTAATTGT
+TTAGTGATTAGAGCCTAGTATTGTATTCATTAACGTAGCTATATCAATAAAGTGCGAGCAGAAGTTAAGT
+AAACTAATGATATGTTAACGATAAAATAGTACAACCAACATTAATGCCAATACTACTATCAATAATAAGA
+TGAACGCTATGGAAAACAGTAACCAACATTTTGATGTCATTATCTCAGGCGGCGGCTTATCTGGTAGCCT
+AATGGCGTTAAGTTTAAGTCAACTTTCTAAAGCCGATGGTAGTTTACTATCCATCGCGATTATTGAAGCC
+CAAGCTTTTAATCAAACCAGTTCAGCAGCTGAGACCTCCCTTTTTGATGAACGTGTTTTAGCACTCTCTC
+ACGGTAGCGCTAAATACCTAGCTAAGCTGGGTGCATGGCAATATCTAAAAGATGATGCCAGTGCCATTAC
+GGATATTGATATTTCTGATCGTGGTCACTTTGCCAAAGCAAGGTTAACGGCAAAGGAATATGACGTTAAT
+GCCCTTGGTTATGTCATCGAAATGGCACTTATTGGTAAAGCGCAACTAAAAGCACTAAGTGACCATACGA
+CTAATGTCAAAAATAGCAGTGCAACAAATAGCACAGCGATAAAAAAGAACATTCACTGGTTTAGCCCTGA
+CTCAATAGCTGACATTACTTGGCAAGAACGCAACAAGAGTGCAGCTGACAAAACGCAGGTAAAGGTTACG
+CTTAATTCAGGTGAAACCTTGTCAGCAAAGCTACTACTTGGTTGTGATGGTGCTCATTCCCCAGTAAGAA
+AGCTTGCCAATATTGACGTCACTTGTGATGATTATCAGCAAGTTGCCTTAATTGCTAATGTTTCAACCAG
+CAAAGCACATCATCATAAAGCCTTTGAACGGTTTACTCCGTTTGGCCCCATTGCCATGTTGCCGTTAAAA
+TCATTAAAGACAAAATCCTCAGCTGCTGGCGCATCACGTTGTTCACTTGTTTGGACTATGACGCCAGAGC
+AAGCAGCAGAAATTAAACACTTAAGCGATGATGATTTTAAAGTTGAGTTAGAGCGCGCATTTGGTAGCTA
+CCTCGGCGCAATCACCCATGTGGGTAAACGTGATACTTATCCCTTGGTGTTATTACAAGCACAACAGCAA
+ACCTATCACCGCATGGCGTTGGTGGGAAATGCCTCACATACAATTCACCCCATTGCAGGGCAAGGTTTTA
+ACCTAGGCTTACGTGATGTTGAGGTGATGACTGACCTAGTTAAAAACGCCTTAGCAGCAGGACAAGATAT
+TGGTAATTTTGCCTTATTACATAGTTATCAAATGAATAGAGCGAAAGATCAGCAGCAAGTTATTCAATTA
+ACAGATTCATTGGTGACATTATTCGCTAATGATTTACCGCCATTAGTCGTTGGCCGAAATATTGGCTTAC
+AAGCACTTAATATTATGTCGCCGTTAAAAAATGCTTTAGTTAAGAAGACCATGGGTTATTAATTATCGAA
+CTATTGCCGCAGAATACTAGGCAAATAACTTAATCATGTATTACAAAACCAGTGTAATTTACACATGGTT
+TACCTTGAAGAGAACAAGATGCAAAAATTTGATGTATTAATTGTCGGTGCAGGCATGGTGGGTTTAACGC
+TTGCGTTAGCTTTACGTAAAACTAGTCAGCTAAAAATTGCCATGGTTGATACCTTAGCGGTGCCTGAACT
+TGATGAGAATATAGATGTTAGAGTGAGTGCTATTAATGTAGCTAGCAAAAATATCTTTGCTAATTTAGGC
+GTTTGGTCTGCTCTTGAAAACAGCCGAGTACAAGATTATCAACACATGCATGTTTGGGATAAAGCAGGGT
+TAGGTAAGCTCGATTTTTCAGCCAAAGACAGTGCTAGTTTTCCCTCAGAAGATAACCTTGGTTGGATCAT
+TGAAAACAAAGTGATTCGCCACGCACTATGGCAACAAGCTGAACTTGATGAAGATATTCATTTTTTTACT
+GATAATAAGTTAGCCAGTATTAGTCAGGGTGACAGTGAAGTCTTTGCCACCTTTGCCACTGACTCTGCTA
+CTCATAACTCTGCAAGTAATAGCAGCAGCACACCAACAGCACCTATTATCGCTAAACTTGTTGTTGGCGC
+TGACGGTGCAAACTCATGGGTACGCCAGCAAATGAACATGGCGATGATCTTTAAAGATTATGACCACCAC
+GCTATTGTTGCGACAGTAGAATGTCCACAAGGCCATAATAATACCGCTTGGCAAGTGTTCTTACCTACAG
+GACCATTAGCCTTTTTACCGCTAAGATCTGCACAATCAGCATCGTCAACAGCGGGCATCGCTGATCCAGT
+AAATAATTTATGTTCTATTGTCTATTCAACCTCACCAGATGATGCAAAACGTTTAATCGCACTTGATGCC
+ACTGAATTTGCTAAAGAGTTAACGGCAGCCAGTGATGGTAAATTAGGGGATATTACCCTTAAAAGTGAGC
+GTTTTACTTACCCATTAACCATGCGGTTAGCGCAAGACTTTGTTAAAGACCGCGTAGTGCTTATTGGCGA
+TGCTGCTCATACCATACATCCGCTTGCAGGGCAGGGCGTGAATCTAGGTTTACTTGATGCCGCGGCTTTA
+GCGCAAACCTTAACAGCAAAACTTAATGAACATGATGACAATCACGCTGAGCTCGTTAATACATCAGATC
+TTAAAGCGTTCTCTCGCTGGCGTAAAAGTGAAGCCACTGAAATGATCACCGCGATGGCTGGAATAAAACA
+AGCCTTCGCTCCACAGCAGTCACCTGTTAAATTAATCCGTGGTGTCGGCATGAATATTCTTAATAACTTT
+GCCCCAGCTAAAAACCGTCTTATCGCACAAGCGTTAGGCATTAAAGCAGACTTGCCAGCACTTGCTTATC
+AAAAAGACGCACTGTAACGCTATTATTTGAAAGAGTAATAGATGAGCTAATAGATAAAGTTATAAGAAGG
+GTACTTGTCAGGGTATAGCAATAATAGTTATACCCAACTTTCTTGAAAGTGGCGAGTTCAACGAGAGTTA
+ATTATACCGGTTAATAACGCCGGTAAATCAGGCTATATTACTGCATTACCTTATCAATACCTTCCTATAG
+TTTCCTAGGCGGTCTGCACTTTTCAATAAGCGGCATCTAGCTAACCGCTAGGTCAAAATCAATAAGCTTA
+TATAAAGCGTTGCTGAACTAACTCTTCGAAAATGCCTGAGAAGACATATTATTGTTGCCATCCTTTTTAA
+ATAAATAAGCTTTTAAAAGACGAGATCTTGAGCTTTCGTCGCTCAATTGTCCTAAAAAACGCCTCTTCAA
+GAAGAATGACCATAAAATCTTATTGGCTTTTATTTGTTCTATGCCTATATCACCGAGCCAATAATGAGAT
+TAATTTTGTAAGGTGGATGTTTTGAAAATATAATTCTGATTTTGAATAAAACTCGGGTTTATATTTTATA
+AATTTGGATTTTTCTGTTGAATCAACAGCAAGTGACAGCTATAATCAGTTAACTTTGAAAATTCTTAGGT
+GGAACACATGACTAATAAAACAGTATTACATGCAAAGCATTTAGCTTCAGGCGCAAAAATGGTTGATTTC
+TTTGGCTGGGATATGCCTATCAACTACGGCTCTCAAATTGAAGAGCATCACGCAGTAAGAACCGATGCCG
+GCATGTTTGATGTTTCACACATGACGATTGTTGATGTGCAAGGCGCAGATGCAAAAGCTTTCTTACGTCG
+TTTAGTAATTAACGATGTTGCTAAGTTAGCAACACCGGGTAAAGCGTTATACACAGGTATGTTAAATGAA
+GAAGGCGGCGTGATTGATGATTTAATCATCTACTTCTTCTCAGATACTGATTACCGTTTAGTTGTTAACT
+CAGCGACACGTGTAAAAGATCTTGCTTGGATGACTAAGCAATCTACAGGTTTTGATATCACTATCACTGA
+ACGTCCTGAATTTGGCATGCTTGCCGTACAGGGCCCAGAAGCGAAAGCAAAAGTAGCTAAACTATTAACA
+GCAGAGCAAATCGAAGCTGTTGAAGGCATGAAACCTTTCTTTGGTGTGCAAGTAGGTGATTTATTTATTG
+CCACTACAGGTTATACTGGTGAAGACGGTTACGAAATTATAGTACCAAATAATTCAGCTGAAGATTTTTG
+GCAAAAACTATTAGACGAAGGTGTAGTTCCTTGTGGTCTAGGTGCTCGTGATACACTACGTTTAGAAGCT
+GGCATGAACCTTTACGGTTTAGATATGGATGAAACTGTTTCGCCATTAGCCGCTAACATGGCGTGGACAA
+TCAGCTGGGAACCTACAGACCGTGACTTTATCGGTCGTGACGTATTAACAGCTCAAAAAGCAGCGGGTGA
+TCAACCTAAGCTTGTTGGTTTAGTACTAGAAGCAAAAGGTGTGCTTCGTTCACATCAAGTTGTTGTGACT
+GAATTTGGCAATGGTGAAATTACTTCTGGCACGTTCTCGCCAACGTTAGGCCACAGTGTTGCTTTAGCAC
+GTGTTCCACGTAGCGTGAAAGTAGGCGATACAATCGAAGTTGAAATGCGTAAAAAACTGATTAAAGTTCA
+GGTTACAAAACCTAGTTTCGTTCGTAACGGCAAAAAAGTTTTCTAATTGAAAATTAAGTTAGATGTTCTA
+TATTATAGAGTAGCTAATCTAAATAATTATTCTACTGAGTAACTTAACGTGAAAACGTGGTTACTTTATT
+TCAAAAAAAATTAAAATTTTAAACAGGAAAAATAAAAATGAGCAACATTCCTTCAGAATTAAAATATGCA
+ACTTCACACGAATGGGTTCGCGTTGACAGCGACGGTATCGCTACAGTTGGTATCAGTGAACATGCCCAAG
+GCCTTTTAGGTGATATGGTATTTGTTGAATTACCTGACGTTGATGATTCAATCAGCGCTGGTGATGATGT
+TGCTGTTGCAGAATCAGTAAAAGCAGCTTCAGACATTTACGCACCAGTTTCAGGTACTGTTGTTGCAATC
+AACGAAGCACTTGAAGACGCTCCTGAGTTACTTAACTCTGACGCTTTTGGTGAAGGTTGGTTATTTCAAG
+TTAAACTTGACGATGTAAGTGAGTTAGAAAACTTACTTGATGCAGAAGGTTATAAGAACTCTATCGACGA
+AGATTAATTTTCGGTCACATTCAGCGTTTATGCTGCGTTGCTTTTATTAATCGTCTAAATCCCTTTTATT
+AGGGGAGAGTGTACTAAGCTCAATAGACTCATAATTTTAGCGCCTTGCCTAAAAGCCGACTGTTTACGAA
+AAATTTTAGCTTCCCTTATCAAGTTTAGGCGACACAGCCGAAACATTGATTAGCTAAGCTAAAAAAATTA
+GTTCTTAATATTAAGCCTCTTACTCATTAGGTTTGAGGCTTTCTTTTATTCTAGATTAGTACAATTTATT
+TAAGTGAAACTTTTATGACTTCAAAAACAATTGTTAACTCATTAGCTGAGTTAGAGCAAACTCAAGATTT
+TATCCGTCGCCACATTGGCCCTAGTGAATCAGAAACTCAAGCCATGTTAAATGACCTTGGTGTAGAATCT
+GTTGATGCGTTAATTGATGAAATCGTACCAAGCGATATTCGTCTTGCCGATCTTCCAAATGTTGAAGAAA
+GTAAAACTGAAGTACAAGCATTGGCAGATTTAAAAGCCGTAGCTAGCTTAAATAAAGTGAATGACACTTA
+TATCGGTTTAGGTTACTTCGGTACCTTAACACCGAACGTTATTTTACGTAACGTACTAGAAAATCCAGGT
+TGGTATACAGCGTATACGCCGTACCAGCCAGAAATTGCTCAAGGTCGTTTAGAGTCATTATTAAACTACC
+AACAAATGTGTATAGACCTTACTGGTCTAGAGCTAGCTTCAGCTTCATTATTAGATGAAGGTACAGCAGC
+AGCAGAAGCAATGGCATTAGCCAAACGTGTTTCTAAAAACAAAAAATCAAACTTATTCTTTATCTCAGAT
+GATGTTTACCCACAAACGATTGACGTTGTTAAGCAACGTGCAGAAATGTTTGGTTTTGACATTGTTGTTG
+CTCCAGCTGCAGATGCTGCAGAACACGACATTTTCGGCGCACTTATCCAATACCCTGGCGCCTCAGGTCA
+AGTAACAGATGTAAGTGAATTGATTGCTAAAATTCATGACAATAAAGGTATTGTTGCAGTAGCTGCTGAC
+ATCATGAGCTTAGTATTATTGAAGTCTCCTGGTGAATTAGGCGCAGATGCTGTAATTGGTTCAAGCCAAC
+GCTTTGGTGTTCCAATGGGTTACGGTGGTCCACACGCTGCATTCTTCACAACATTAGATAAATACAAACG
+TTCATTGCCTGGTCGTATTATCGGTGTTTCAAAAGACACACGCGGTAAAAACGCACTACGTATGGCTATG
+CAAACACGTGAGCAACATATACGTCGTGAAAAAGCCAACTCAAACGTTTGTACAGCGCAAGTATTACTAG
+CCAACATGGCAGCGTTCTACGCGGTTTACCACGGTCCTCAAGGTTTAAAAACTATTGCTAACCGTATTCA
+CCGTTTAGCTGACATTTTATGTTTAGGTACAGCAACTAAAGGCTTAACAGCTGTTCATGCTAACTACTTC
+GACACATTAACGTTTAACGTTGATAACAAAGACGAAATCGTTGCTCGTGCATTAGCTGCTAACGCTAACT
+TCCGCACAGACGTTGACGGTCAAATCTCAATCGCATTAGATGAAACCACAACACGTGAAAACGTTGCACA
+ACTTTTTGATATCTTATTAGGTGAAGGTCACGGTCTAAACGTGAGCGACCTTGATGACCAAATCGTTGCT
+TCAGGTCACTCATCAATTCCAGCGTCATTAGTACGTGAGTCAGCAATCTTAACTCACCCAGTATTTAACT
+CGTACCACAGCGAAACAGAAATGCTTCGTTATATCAAAAGACTTGAAAACAAAGATTTAGCATTGAACCA
+CTCAATGATTTCTTTAGGTTCTTGTACGATGAAGTTAAACGCAACTGCACAAATGATCCCAGTATCATGG
+CCTGAATTTGCTAACATGCATCCATTTGCACCAGTTAACCAAGCACAAGGTTACAAAGCAATGATTGATG
+AGCTAGCCAAATGGTTAGTAGAGTTAACGGGCTACGACAAAATGTCAATGCAACCTAACTCAGGTGCTCA
+AGGTGAATACGCTGGCTTAATCGCTATCAGCAAGTATCACGAAAGCCGTGGTGACTCGCATCGTAACATT
+TGTTTAATTCCAGCATCTGCTCACGGTACCAACCCAGCATCAGCCATGATGGTTGATATGAAAATTGTTA
+TCGTTGCTTGTGATAAAGAAGGTAACGTTGACATGGCCGACTTAAAAGCGAAAGCTGAAGAGTTAGCAGA
+CAACCTTGCATGTATCATGATCACTTACCCGTCTACTCACGGTGTATATGAAACAACGATTGCAGAAATC
+TGTAACATCATTCATGACAATGGCGGTCAAGTTTACCTTGATGGCGCGAACATGAACGCACAAGTAGGTT
+TAACTTCTCCAGGTTTCATCGGTGCTGATGTTTCTCACCTTAACTTGCACAAAACATTCGCTATTCCACA
+TGGCGGCGGCGGCCCAGGTATGGGACCTATCGGCGTTAAGTCTCACTTAGCACCATTCTTGCCTGATCAT
+GCGTTAATTAACGTAGATGAAGCAACTAAAGGTAATGGCGCGGTTTCATCAGCTCCTTTCGGTAGTGCTA
+GTATTTTACCTATCACTTACCTTTACATTGCCTTGTTAGGTAAAAAAGGTGTTACTGACGCGACTAAATA
+CGCAATTACTAACGCTAACTACGTATCTAAAAAATTAAGCGAACATTACCCAATTTTATATTCAGGTAAA
+AACGGCCGTGTTGCTCATGAGTGTATTGTTGATTTACGTCCGCTTAAAGCATCTTCAGGTGTTACTGAAG
+TTGATATGGCTAAACGCTTAATGGATTACGGTTTCCATTCTCCAACTATGTCGTTCCCAGTAGCGGGCAC
+GTTCATGATTGAGCCAACGGAATCAGAATCTAAAGTTGAGCTTGACCGTTTCATCGAAGCAATGGTTTGT
+ATTCGTGATGAAGTACGTAAAGTTGAATCAGGTGAGTGGGCATCAGATAACAACCCACTACACAATGCAC
+CACATACATTAGCGGATATTACTGAACCATGGGATCGTCCTTACTCGATTCAAGAAGCAGTATTCCCGGT
+AGTAGCAGTAACGGCTAACAAATTCTGGCCAACTGTTAACCGTATTGATGATGTATTCGGAGACAGAAAC
+TTAATTTGTTCATGTCCTCCAATCGAAAGCTATATTGACTAGTTAACCAGTTGATATAGAACAATAAAAA
+GCGAGCTTCGGCTCGCTTTTTTGTGTCAGTACTTTATAGTCTGAACATGTTTTATTAGCTTGGTTATTAG
+TTCGATCATAGAAAAGTAATTAGATTTATGTAGATGAAGGCAGATTCACTAGTAAAAAGATCAATGCTTT
+AGTCAGTACACTTTTATTTTGATATTATTGAATTGTTGTTAAGTTGTGATAGCCAAATAAAGGTCCTATG
+AAGTCTATTTTTTTTCTGTTTTTATTTTATTCTGTAGCGTTAATGCCATTGTACGGGAAAGCTAGCGATA
+GAGTATTAGCCTATGTTGAGCGAATACCGCCGTATGTATTGATTAGTAATAATAATATTACAGGCTCAAC
+AATAGATATTTTAAATGAAGCCTTAAAAGAAAGTGATGTTGATATACATTATCAAGAAATTAACTGGTCT
+AGAGCTTTACATGATAGCGAAAGTAGACCAAATATCATCTTAACAGGACTTAATAGAAACGCCTTTCGAG
+AAGACAAATTTCATTGGTTATATAAAGTGCCCGTTCATACCAGTAGACAACGATATTTTTTATGGCAATT
+AAAAAGCAAATCTGCAGAGAATAAAAAAAGAGGCTTAAAGAATGCTTTTATCTCAGTGATGCAGGGTGAT
+CATAAAAGTAAATCTTATAAAAGTTACGTTGAAGGTTTAGGCTACCAAGCCAATATTTATCCTGTAGGAA
+GCCGTGAACAGGTTATTCATATGCTGTTTAAAGGGCGCGTAGATTACATACTTGGTGGTGAACTCAATAA
+CGCATGGAGAGTAAAAGGTTTGGGCTATGACCCTGATATGATTGAGCGGGTAGTAGAGGTTCCAAATACG
+AGTCAAGGTTTATACATAGCGATAGGAAAGCATACGGATATTAAGTTTGTTAACAAAATTAGAAAAGCGT
+TGGCTGATTTAGAACAAAGTGGGAGAGTAAACGAGATTATGTCACTATGGTTGAAAAAGACTGAAAAAAC
+GTCCCCATCTGAGAATACGCAAACAAAGCGTACAGTTGATGAATAAGTAGTAACTTAATTTGTTTATGTC
+CTACAGCGCTAACTTGTGTGTATTAGTTAACTACTTGATATAGAATATAAAAAAGCGAGCTTAAGCTCGC
+TTTTTTTGTTTTTACATGTGTTATGATTTTCACCATTAATTCTTGAAATCAGATCAGATAGGGAAATCAA
+TGTCTAAATACTCAGTTAAAGATCTCGCTCAATTTATTAAAAAATCAAAGGAAAGTGATACACCATTTGT
+TTTATTTACAGGAGCCGGTTGTTCGAAGTCAGCGGGTATACCATTGGCAGGAGAGCTTGTAGAAAAAATT
+AATGAAGATTTTGAACTTGAACTTAAGGGACTTTCTAAAGACGATAGACAAAATTACGGTAAATGTATGT
+CTGTTCTCGTTAAAGAGGATCGACGTAAACTGATTAGCGATTATATTAGTAAAGCTAAGATTAATTGGAC
+TCATATTGCAATAGCTTTACTTATAGAAAAGGGATATTTTCAAAGAGTCTTAACCTTTAATTTTGATAAT
+TTATTGGCAAGGAGCAGCGGACTATTAGGCCTTTATCCAGCAACTTATGATTTAACGACCGCGGATCTTG
+ATTTGCATAACTTAATTGTTGAACCAGCAGTAGTTCATATTCATGGGCAGAGTCATGGTTTTACTTTATT
+AAATAGTGATGAAGAGACTTCTAAACATGCGGAGAGCTTGGAAAATTTTATTGCTTCTACACTAAATCAG
+TCACCAACATTATTTGTTGGTTATAGCGGTTATGCTGATGCATTCTTCCCTATTTTAGAGAAAAAATATA
+CAGGGCAACACAGGTTGTTCTGGTCGGGGCGCTCAAAGAAAGAACCCGAGCATTTAAGTACTTCCTTATT
+AAAAAACTATGGAAGTTTTGCCCATTATATTCAGGGCGAAGATTCCGATATATTTTTTATAGAGTTAGCT
+CAAGAACTCGGCTGTTTTCCCCCTAAAATATTTGAAAATCCATATGATCATTTATTAGATGAACTAAAGC
+ATGTAACAGACTTTCCACTACATGAGTCTATACATCGAGATTTATTTGCGAAAATTAAAAAACAATTAAA
+GAATGATAGTGAGCAATATTTAAAAGAAAGCCTTTTAGATACAGATAAATTATTAATAGAAGGAAGATAT
+CAAGAGTTGATAGATTTATATGACAACAACTCAAAATTATTAGAAACTGACCTAGATAACATAGCATTAG
+CTTATCTTCGTCAATGTAATGATTTAATTCGCAATACTAATGATTTTGAACTTGAGGAGATTAAAGCAAC
+AGTCATTGAAAATTATTCAAAAGCGCTTGAAGTTAAAAAAGATTTTTATTTAGCACCATTTAATCTTGGG
+GTTTTTTATAAAGATTTAGCAAGTTTTACTTCTGAGAAAGGTGTTAAAAAAATATATGTTGAAAGGGAAA
+TAGAGCAGTATCGAAAGTCTATCTTGATTAATGCTAATGATTATTTTACTTATAACAACTTGTGCTCTGC
+ATTATTAGTTTTATCCGATTTTACAGAAGACTTTGAAATTAAAGAAACTTTAATATTTGAAGCTTTAGGA
+GCTTCAGAGCAAGCTATAAAAATTGATGATAAAGAATGGAATGCATATTGTTTATTTGGTCAAGCATATT
+TTACATTAGGTGAAATCAAAACAGTAAGTAATGATAAAGAAAAATACTTTAAATTAGCTTTGAATTATTT
+TGATTCATCTAATATGGCAAAGCCTAATAATGAATTTATATTAGACACCTCAGGGCTAATTTGCTTAAAA
+TTATATACCTTAACAGCTAAAAAATATTTTTTAGATAAAAGTTTTGAATATTTAAATGAACTTGACAGAC
+TCAATCCCAAAAAGGTGTATAACTTAGCGTGTGCATATGCTTTAAATCTGCAGCTTGATAAGTGTAGAGC
+AATGCTTGAGCGAGCTTTAGCTTCAGATACATTACCTTCTAAAATGCATTTGTTGAAAGATAAAGACTTA
+GACGTTGTTTGTGAATTAGAGTGGTTTAAAGAATTGATATCTAAAGCTAACTAAAAAAAATTGTCGCGGT
+GGCGACGACACCCAAAGGGAAGCTGCCTCCGGCCTCCCTTTGGAATCCCTCGGAGCTGCTACATCAAACG
+TAATCCTGCATTCAGTACAATACTTCGACGTAACAGCAATGAAGGCACATCCATGTGCAACATTCCTTCT
+GCCATCATCCATGATGGCAATACGTGAATATTGTGCCTCACTCCGGCGTTTGAAGAAGCAGGCTTGGAGT
+TCGTTGATGCAGTGTGTTTTTTTACTATTAAAGAACTCTACTGTTATTTTTGAAAATGAGCATAGCCACA
+ATTGCCTATTCCCATCTCAGCGTTGAAAGTTTAATCTTTATCAGCAGTTAATCGATGACAGCCATGGATG
+GCTGGAACTGACGTCGCGCAGGGACGAGCATTCGTCAGGTATCGATAACTGCAAAAATTTAACTTTCAGT
+TTTAGCTGAGTAGGGCGCCACGGGGATTCCAAAGGGGCTTTTGGCGTGTAACGCACCTTTGGGTGTAGTC
+GCCACCGCGACGCCAGACAGGGAATGAAACTCCAAGCAGCTCCATTCAAAATTAACTAGGACACGCACTG
+TTAATTATTATTCCACTATCAAGGTGATGACTTACTCTTTATTAACATAAGTATCTGACTTTAGGTGTGT
+TCATATCAATAATAGTTTGTTATTTTAACGTAATATATTCATCAGATTGGCTTACTAGATTATGGTGGGT
+AAAATCCCTAACCCTTTCTAAGACACCAAAAAACAAATTAAACTGGGAGAAATAAACAATGGTAAACATG
+TTAATTACATATCAACTTAATGACGGTGATGTTATTGAAATTAATCATCCACAAGAGTTTGAGTTTAAAG
+ATTTAGATGGCAACAGTTTAGGCAATGCTGAGGTTATCAAACGTCATAATAATGATCTAATATTGGCTGA
+AGCCGCTTTTGTAATCTCAGCCGAACATGAGAAAATTACTATACCAAGCGATGCTGCATTCATGGAATCA
+AAAGCAGGGGTAAAACAACCTTTTGACTTTAATGGCCTGGTAAAATGCTGTGGTTTTACTTCTGTTAAAT
+ATAAATTTGATAGACAAGGTGATGTGAGCTCTGATTGGATTGTCGCTTACCCTCATTAATAATTGGGGCA
+GAGTCAATTTAAATATTTAGTCGCGATAGCGACGACACCCAAAAAAAGAAGGAGGCTGTCTGCCTCCATT
+CTTGCTAACTAGTTCACTTGTTGGTGTGAATGATTCGACTTACCCTCTTTGGCAATAAGGTGTGTTTCAT
+CCATTTCTTTTTCAAGTTTTCCTGCAAAAACTTGGTAAATATCAATTTCTTTAAGTTTATTGCTTTTCGC
+CTTTTCTACACTAACAAGAAAATCATCTACATCATGTATATGAGGCACGGTCATATCGACCCCACCACTG
+CAAGCAATGACATTACAGCTAAAAACTATTGGTAAAATGGACATTAATACAAATTTATTCATCTTTACTC
+TCCTAAATAAAAAGAACATACCACCACCGTGGTATGTTCAGTTTTTAGCTTTCGCTTCTAACGTAAAGTT
+ACTTTAGGATTTTCAGCCGGTTTGTCGAATAATCCAAAGAATTCAGATACAGATTTTGCATCACCACTTA
+TTTGGATGTAACCGTCTTTAACTGCTTGCACAAAATCGATCTTACCCACTAACAATCCTAAGAATACAGG
+CTTGGTTAGTTTCACTGTTGCTTTTGGTTGACCTTGGTAATCTTTATGGAACTGAGCAACACTACGACGA
+ATTTCAAGTGCGTGTGTTTCTTGGTAATCACCAAATTCAAAAGCAATGGTAAAGTGTTTATCTTGGCTAC
+GTTGTGCGTTCAAACTAAAGCGCATAGCGCCAACAAGTTGTGAAGGCTCGAACTCTGCCATTAAATCAGG
+TGCTTGTAGATTAATTTTTTTCGAGTAATCAATCGTGCCATCAAGCTCTTGTGCTGAGGTTAAGTACCAG
+TTACGCCAGTTGTTATTAGTTTCACGATAAGCAAGTTCACGTAAAGCGATTGCCTTTAATAAACGAGGTT
+CCATATCTTCTAAATCAACACGAACCGCATGAGTAGCAAGTTCAGCACACCACTGAAAATCACCTGAATC
+ACACGCTTTAGTAGCCATGTTCATCATTTCATCTTTACCACCAACCATAGATACATAACGCTGAGAAGCA
+GTAACCGAATAGGTTGGGTTTAATGTGGTTGGGTCACCATCAAACCATCCCATTTCACCGACAAAGATTT
+GTTTAGCGGCATGACGAATAGAGCCATAAAAGTCACCTAACCATGGGTGGCTTACTAAGTGTTTAGGAAG
+CTTAATTTCGCGGATCAAATCTTCTTGAGTCGCCCCGTTATTTATCGCTTTAATAGACTGATCGTAGGTG
+TATTGAATAGCATCACGATAAGACGTTAAGGTATTATCTACATGCTTACTACCAACAACGGGGCGTCCAT
+GAGAAACCATCATTGCTTGAGCGTTGTACTCAAGTAAGGTATCTACACCTGGGAACCAAACACTTGGGTC
+ACGATACTGTGTACCACGAATAGTGTGCAAGTTAGGAAAGCTTTCGCCTTGTATAACTTCTGAGCCAAAC
+AGCATGTTAAAGTCAGGGAAGTACGCAGTAATTTCGTCGGATGCTTCAGAAGGAACATGTTTAAATTCAA
+CTTTCACTCCTGCAATTGTCATTGCTAGCTGGCCATTTTTACCTTTAACTAAGGTATTTGGCGCAATTAA
+ACTATGCTCATTAATTTCAAAATCAGGACCTAAACCACCGTTAATACGTCCGTTTTCATTGACAGAAAGC
+AATGTACCTAATGAGTAATCAACGCGGAAACCAAGAGCCGGACCAGTACCACCCATAGAGCCTTTTACCA
+CATTAGTCATAAAAGTATCGTGTGCAATAATCAACGCTTTTTCAGCACCTTCAATACCACGAACACCAGC
+ATAATGATCAGGATGCCAATGCGAATACATAATCGCCGCTACTGGTTTTTTATTACCGGTAACTTTACGA
+AAATCATCCATAACATTTTTCATTTTGTCTACTGATTCGACAGGATCTAAGATCAACAAACCATTATCAC
+CGTCAACAATCATGGGTGAAGTTAAACCATAGCCATAGACTTGATAGAATTTCTCTTTATAGGAAAAGAT
+GCCCTTTTTCATTTTTTTAGAGTGAGCCGTTAGCTCTGGATGTACTTTATTAGACACCCCATCAAAAGCA
+TCATTTCCTCCCGTTGGTGTAAATGACATGTCTTTGTTGTCACCATGCCAGAAATGCGTTGCACCAGATC
+CTTTACCAAGGTAATAATCATGAGAAAGTGTCGGAATATTTACACTAACATCTTCAAAGCGATCTTTTTG
+GTTAGTAACGGCATTGCTCGTGTTCAATAGAGAACAAGCGAGTAGTAGTGATAAAGTAATAATGGATTTT
+TTCATAATAATCTCTAAAGTCTGCAAGTGAAATTTGATGGAGCTATATTACGAAATACTAAAAGAAGATG
+GCTAATATATGATATAAGTTAACTTATATTACTTATGGTTAATTCGATTAAGGTTAAGAAATGAAGCATT
+CAGATTACAGTTTAATACCTACATTCGTCGCCATTGTTGAAGAGAAAAGTTATACAAAAGCAGCAAAACG
+TTTAGGCATTAGCCAATCGGCGGTAAGTCAGGGAGTAACCAGGTTACAGGCTGTATTTAAAGATACTTTA
+TTTATACGTGGTAGCCGCGGAGTTGAACCAACTCAGTTTTCTCTTGATATATATCCTACATTAGCAAGTT
+CAGTTGAAAATATTGCCTTTATGATGCCTGAGTACAAAAAGTTCAGTGCTGTGAAATGTGAAAAACAATT
+CGTTATTTCATCGTTAAGTGTCTTTGGCTTTACTATATTACCTCCGCTTTCAGCACTAATGAGCCAGCAT
+GCACCTTTGGCAAGTGTTAAAATTGAACCGCTTAATAATCACGACTTTACCAACATGTTGAGATCACAGC
+ACTTTGATTTAGTTATTGATGCTCACTCAAACCAATATCCACAGTTACGATCTAAAGTGATAATGGAAGA
+TACTTTATGTGTAATGTGCCGTATTGATCACCCAAGATTATCGGGTGATTCAATCAGTATTGATGAATTT
+TTAGCGGAAAAGCATGTCACCCATTCTCAGCTTGATCAAAAGGGCGGTTATCTAAGTGGTAAAGGTTTAA
+AAGAAGATGAGATATTAAATCAGCGCAAGATAGCATGGCAGGCTGCTAGTATTATGGAGATGCTGCCTGT
+TATAGAGTGTTGTGACTATATTGCTTTGTTGCCACAAAGGTTAGTCGATAAATATCGTCATATTTACCAA
+CTAAAACAGTTACACAGTAACTTTTTACTCGACCCTATAAAAGTAGCGATGTACTGGCATTCATCAAGAA
+CAAATGATCCGAGTCATAAGTGGTTAAGAGAACAAATTGTTAAAGTAACCCAACAGTTTAATAAACTTTA
+GAACACAGTAATCTAATTAGGGCGCATCTAGCGCCCTTTATCTTAGTCGCTATTATCCCAAACTTGGGAT
+CAGTGCAGGAATACCAGGTAACATTCCTACCGATGCCATTACAGCTGTTAACACAACAAACATAATACTT
+GGGATAACCCATCGGCTCATCTTACTTAAGCCTGAGCTACGTTCTTTACAGCCAACCAAACCAAGGTTGT
+CGAGCAACATAGTTAACGCCCAACCAAACGCTGGGTTAACCAATGCTGAAGAAAATACCACAATAGCCGC
+TGACTGAGTTGTTTTACCCTCACGGGTCATTTCCATTCCGGCTTCAAGCAACGGGATAAATACCCCCACT
+ATTAATGCCACACAAAGCACGGGTTGCCATATTGCCAAATCCATAGGATAGCCCCATAAGGCAGCTATGA
+TACAAAACAACGCAGTGAGTAGCGCGCCTGCAGGAATAGGTCGCTTTGCGATAGCTGCTGGTACTATATA
+AGTGCCCCAAGAAGAGGTGAAGTTTGCCCCACCTAACAGAGAACCAAAGGTTTGGCGGATAGACGCACTT
+GTCATGGTATCGTCAATGTTCATGTGTACTTTTTCAGTGCGCTCAGGGTAATTGATTTTTTGAAATACCT
+GATGACCTAAGAAATCAGGCGACCACATTGCTACCGCTAAAATAGCAAAAGGCAGTACCACGACAAAACT
+TTCTAATGTTGGTAAACCAAGCATCCAGCCAGTATTTTCGCCCCACCAATACATTGGATTCATGTTAGGT
+AGGCCCGGACCCGTTTGAAATTCAAACGGCGCGCCCATAGCAAAGGCAAGTGTTCCGCCTAGCAAGCAAC
+TCAAAGGGACGGCTAACCAACGTTTACCCCAGTGTTCAAGTAATGCATACAATATTATCGTACAAAATAT
+AACGATAAAGGCAATGTGTGCCATGCCTATTCCATCTGCCCAAGCGAACAATTTATTCACTTGTGAAATG
+GTACCGACAAAGCCAAGGTAGAGTAATAAGCCGCCGCAAACGCCTTTGCTGGTCAGGTTTGCCAGCATGC
+TTCCGCCTTTACTAATGGCTAAAATCAAACCCAAGGCACCAATGAGTAGTCCAAGCGCCATAGGATGTCC
+CCCTGCGGCCACCACAATAGGAATAAGTGGAATTAACGGGCCATGAGTACCTGCTAGGTTAGCTGTGGGT
+AATAAAAATCCTGAAAAAAGAATGATAAAGATTGAAACAATAAGTAATTCATAGCGGACGTTTTCTAATA
+TAAAGCCTTGATCAAGCCCTAGGGAGCCGGCAAAGGTTGCTGCTATTGCGCCCACCATAACCACTTTACC
+AATAGTCGCTGCCATGGCTGGGATAGTATCTTCTATCTCAAAGCGGTAATCTCGAAAAGGTAAATTTGGT
+CGCCAGCGTTTGGGCGCCATTATTTGCAATTCGTGTTCTAAATACTCGTCTCGGCTATTAAATTCTGAAG
+TCGGCTTATGTTTTTGCTGGTAACTAAATTCATCCCCATTTAGCCCATTCTCATTTTGTTGAGAATCACC
+TTTTTGCTCATGTGAGGCTTTTGACGTATTGCCCATTATCATTCCTTTTGCTCACTTACTAAAAAAGCGT
+TATATCATTTAAGTTGACCATATTTTATCTCAACGCAGCATACGTAGCTAACAGCAAAGGCCACGTATGA
+CTAAGCAATTAGTCTCGAATATTGCACATTAATGTTCAAAAAGTGAGCTTTTACTCTATTACTTCATTAG
+ATGTTGCTTCATAGTGAAAAGGATAAATAGAAAATGATTAGGGAATAGGGCGGTGATAATGTTGCTTTGT
+AAATCTAAATAGTCATTCTAATCAGAATCTATCAGAACTAAATAGATTCGAACATTCTTAATATAAAACC
+GAACATAAAATAATTATTAGTCAAGGTGAAATTAATTAACGTACTGATAATAAAGTATAAAAATAAATTT
+ATATGATTGGCATAGAACTTCCAATGAAATAGTAACGACTTAAATTATTTCTATTGAACATAAGTTCAAT
+TTCGCCATTTTATGCAAGGAATTTATATGAAACACACGTTAGTCATTACCATACTCATCATTATGTTCAG
+TAATGGGGCAACAGCTGAAGAAGATAAGCGCTCTATTAATGAATCGACAACAAACATGATTGCCGCACTT
+CAGCAAAAGCAATGGATTCATGGTTCACAAGATTGTAAAAACAACCAAGACCCCGCAATAGAAGTCTTTC
+AATACGATGAATCAAGTTATGTACTACGTCAAAATAAGTGTCTGAGTTATGAAGCACCTTTTATTTATGT
+CTTAATTGGAAAGGAGAAGATACTTGTTGTTGATACTGGGGCAACCGAAAGCGCTGAAGAATTTCCACTG
+TATCAAACAGTACAATCTCTGAATCAAAAGCATTCCGACAACGGAAAAACCAAAGAGCGTGAGATAGTAG
+TTATTCACTCACATAGTCACAGTGATCATTATAGTGCTGATTCTCAATTTGTCGGTCAAGCCAATGTTAC
+CGTAGTTGCAGCAAATAACACTGGAGTAAACGAGTTTTTTGATTTTGAAAAATGGCCTGAGCAGCAAACT
+AACTTTGAGCTTGGTGGACGCAGTATAACTATCATTCCAACCCCTGGTCACCAAGAAGAAGCTATTTCAG
+TGTATGACCCACAAACTAAGTGGCTGCTAACTGGAGATACATTCTATCCGGGTTATATCTATGTTAAAAC
+GTGGCAAGACTACAAAAATAGTATCGCCCGTTTAGTGGAATTTACTAATAATCATAGCGTAAGCGCAATA
+TTAGGATCGCATATTGAAATGACTAATAAGGCGGGTGAATATTATGAGATTGGTACGATATACCAACCCA
+ATGAGTCTTCTTTGTTGTTAACGCCAAGTGATTTAACTGCTTTGAATGAAAAGCTACAGCAAGTAGATGA
+GCCAGAAAAAATAGCAATGGATAGTCTGATTGTTGAACCCTTGGGCGCTTTGCCAAAGCTGATCAGTAGT
+ATTGCCAAATGGTTTATTGGATAATAGGTTTAGTTTGCTGAAGGCGTTTTTAGGCAAAAAAATTACTACT
+AACTTACAATAACTAAAACACTCAATGTTATTGTGAGTTAGCAGGTAATGAGGTCCTAAGTCGACCGCTG
+GATTTTTCTGTAAACCACATCGTTTCACATTTATTTCACTTACTTGTCGTTAAGCTAGCTCTATTGAAAT
+TAAAGGAGCAAAACACATGCTTAAGAAAATAGCTATTACCTCAGTAACCTTAATTGTCCTGATAGCAGGT
+TCATTATTTGGTGCTAAAGCTTGGGTTAAAAGTTTATTACCCGAAAAAGCCCACTTTGTTGCGATAAAAC
+AAACACAAGTAAGTGACTTACCCTACGTTACCCACGATATTCCAGCATACAGAGGTAAAATATTAGCCGT
+GGTTACTAGCGTTGATAAAATGGGGGAAGATCAAGACACCGGCTATGAACATACTGAACTAGCCCGTGCT
+TACTGGGTGTTTACTGCTAATGGTTTCAGTGTTGATATTGCTAGCCCAAAGGGAGGTAAACCGCCGGTAG
+TAATTGATGGAGAGGATATGGGCGCTTATGATTATGCTTTTTTAAATGACGATACTATTCAACAGAAAGT
+GGCAAACTCTATTGCACTGGCAGAGGTAAACCCGAACGATTATGAGGCGGTATATTTTGTTGGCGGAAAA
+GGCACTATGTTTGATTTTCCTGATAACCCTTATGTGCAAAATATTGCCAAAACACTGTATCAAAACAACA
+AAGTAGTCAGTGCTGTCTGTCATGGCCCTTCAGCTCTGGTAAACGTTGTATTAGACAATGGTGAAATGCT
+GCTTTCAAATAAGAAAGTCAGTGGCTTTACCAACAATGAAGAACTTTTTTTAATTCCAGACGCGAAACAA
+ATTTTTCCTTTTTTACTTGAAGATAAATTGATTGAACAAGGCGCTCAATTTCAATCGGGTACAACCTATT
+TAGAGAAAGTCACACAAGATGGAAAATTAATCACGGGTCAAAACCCTTGGTCTGTATGGACGCTTGCCGA
+AAAAGTAGTGGCTGAACTAGGTTACCAACCTAAAACCAGAGAGCGTACTCCTGAAGAACATGCTATCGAA
+CTTTTGATGACATATGATTCACACGGTTTTGATGCGGCTAAAGATGAACTAAAACAAAAGCCACACGCTT
+ATCAACGTATTCTTATTGTGATGCACAGTATTTTAGCCTTTATGCAGTTCGAAATTAGTAAAGGTATTGA
+CCTGCTAAGTCTGGCAAATCAACTAAAACAATTGCGTTAATGTTTATATAAATTTTCTTGCAGCCTAATA
+ATCATCTTCGGCTTATTAAGCTGCTTGCTGTAAATCACTGAGTCAGCTCAGCTAGCATGATGTTATTCAA
+TTGCATGTACCTCTCCACTTACTGGACAATGCTCGTCTGGATAACCACGATTTAAATCCTATACAGTGCA
+ACTTTTTAATAACGATCTTTTGAATAATTATCACTTAATCCCCTCTGTTACTAGTATGTAATCAATTTGT
+TACAAGATTGTTTTTGTTATCATCGAAAAAATAATGAAAAATTTGTCATATTTGCATAAGATATAGCGAT
+AAATAATATAAGGATCTACTATGAAAAAGAAATATTTGGCAGTTGTCATAGCCGCAAGTTTAGCGTTATC
+CGCCTGTATGGCAACCAGTTCTGACTCTGTTTCTGATACTGGTAAGAACGCGTCAACGCAGTCATCTGAA
+AATAGTGCCAATAAAGTCTTTAGCCAAAAGTACTTATTTAAAGAATTATCTAATGGTTTACGTGTACTGG
+TGGTAAAAACAGATTATCCAGATCTTGTTTCAGTGCAAATCCCGGTATCGGTAGGCTCTCGTGATGAAGA
+TGAAGCAGGTAAAACCGGCTTTGCGCATTTCTTTGAACACATGATGTTTAAGGGATCTGATAAATTTCCG
+CAAGATGTTTACTCTGATTTATTTAAAAATGCCGGTGTTGATAACGGCGCGTACACGACCAACGATTACA
+CCAACTATCATTTAGACTTTTCTAAAGATCACTTGGATAAAGTATTAGAGATCCAAGCGGATCACTTTAA
+AAACCTTACTTACACTGATGCTCAATTTAAAACGGAAGCATTAACGGTAAAAGGTGAATACTTAAAAAAC
+AACGCTAGTCCAACGCGTAAGTTATTAGCGGCAGTACGTAAAGAAGCATTCGATACCCATACCTATAAAC
+ATACCACAATGGGCTTTTTTGAAGATGTTGAAGCAATGCCTAATCAAATTGCTTACGGTGAAAAATTCTT
+TAATCAGTTTTATAAACCAGAATATGTTTCTTTAGTGATTGTGGGTGATGTTGATCCACAAGCCACCATG
+GCGATGGTAGAAAAGCATTGGGGCAATTGGAAAAAAGGTGATTTTGTTAATGATATCGCTCAAGAGCCAA
+AGCAAGAAGAAGCCAAATATGTTCATGAAAAATTTGATGGCTTACCGGGGCATTGGTTATTAGTTTCTTA
+TAAAGGCGCTGATTGGCAACCGAAGAAAAAGGATCGCGCCGCTTTAGATTTGATTTCTGAATTGTACTTT
+TCAAATAACTCAGCCTTATATCAAGAGTTAGTGGTAGATAAGCAGTTGGCAAGCCAAATGTTTAACTACA
+ACCCAGAAACAAAAGATGCGGGTTTACGTCACGTATTTATTAAAGTGAATGATGAAAAAGATTTAGCCAC
+TGTACGTGATGCGGTAAATCGCACTTATGCGCAAGTGCGTACTGAACTCGTTTCAACAGAAAAGCTTGAT
+AACTTAAAATCTAATCTAAAATATAGCTTTGTGAATAGCTTAGATTCTTCAGAGTCTATTGCGGCAACAC
+TTGCCAGTTATATGCACTTTGATCGCGATCCTGAAACGATTAACCATCTTTATAATAGTTTTGACAATAT
+TTCGGCCGATGACATCAAACGTATCGCCAATCAATATTTTATTGATGAAAACCGTACCACGGTGACGTTA
+TCAGCATTAGATAAAGTGGCTGGCTTTGACCAAGAAGTTGACTTAAATGGCGCGGTAGCAGCGATTGAAT
+TGAAAAACTCTCAACCTAGCACTCCACAGTTTTCAGTATTGGATAATACCAATGACTCGCCGTTGATTGA
+TGTTAACTTCCTGTTTTATACGGGTGCAGCAGCAGACCCTGTAGGTAAAAAGGGCGTGGCAGCATTGACC
+GCACGCATGTTAACCCAAGGTGGTTCACAAACGCGTAGCTATCAAGACATTAAGAAAGGTTTATATCCGA
+TTGCCGGAAGCTTTTCGTCTCAGTTAGATAAAGAAATGATGTCATTTACTGGTCGTGTTCACAAAGACAA
+TGCGACACAGTGGTATCAATTGATCAGTGATCAATTATTGAATCCGGGCTGGCGTGAAGATGACTTTAAG
+CGTCTGAAAAAAGAGTTAATCGATGGTATTAAGTCTGGGCTTAAATCTTCTAATGATGAAGAGTTAGGTA
+AAGAAGTGCTTTATAGCGAACTTTATCAGGGCCATGTTTATGAAAACTTTAACAGTGGTGATTTATCTGA
+CTTAGCCGCAATCACCCTTGAAGATGTTAAAGCGTTCTACAGCGCACAACTTACACAAGCTAAATTACAC
+TTGGGTATCACTGGCGCTATGCCGAGTGATTTAAAAGCACAGTTAATGACTGACTTAACGGCATTGCCTG
+TTGGGGATGAAAAGCGTTTAACTATTGCTAAGGCGCCTGTGCTAAAAGGTCATCATGCAACAATTGTTGA
+AAAGAATGCGCAATCAACAGCCGTTTCTTTTGGTTTCCCAATCGATACTATTCGCAGTGACAAAGACTGG
+GCAGCGCTTTGGTTAGTTCGCTCGTACTTTGGTGAGCATCGTAGTTCTAACAGCTACTTGTATCAGCAAA
+TTCGTCAAGCGCGCGGTATGAACTATGGTGATTATTCTTATATTGAATATTTCCCACGTGGTATGTACCA
+AACTAAGCCGGATTCAAACTTAGGCCGTTCAAGCCAAATTTTCCAAGTTTGGTTACGTCCTTTACGTTCA
+AATAATGACGCGCATTTTGCTACACGTGCCGCTTTGTTTGAATTGGACAACTTGATTGAAAATGGCATGA
+GCGAAAAAGACTTTCAAGCAACACGTAATTACTTAACTAACTATGCTCCGCAATTAGTTGCTAGCCAAGA
+TCAGCAATTAGGTTATGCCTTGGATAGTGAGTTTTATCAAACAGAAGAGTTTGTTAAGTACGTACGTGGC
+GAGTTTGCAAAACTAACGTTAGACGATGTGAACCGTGTTATTAAAGAAAACTTACAAACAGATGATATTC
+ACTATGTTTTCATTTCGAGCGATGGTAAAGATATGCAGCAACGTTTGTTGTCTGAACAAGTATCACCGTT
+GAAATATAACAGTGAAAAACCTGCAGAGCTTTTAGCTACCGATAAAGTTATTGAAAGCTACAAGTTAACG
+CTGCCGGCGAAAAATGTCGAAGTGATTGCGGTAGATAAGGTGTTTAAGTAGTCTTAAGCATAATATTAAT
+CGGATTAATAAAACACCACGCTTGACGTGGTGTTTTTATTTTTACTATTAAATAAAGTACGTCACCACGA
+CTTCTGTAACTCGCTAAGCCGGCTTAGATAAATTAATCGACTGTAAATACAATGGGGGCATTCGTCAGTT
+TGTAGCGTTCGTCAGTGACGCTGGCATTGATAAACTTAATCCCTTTGCAGATGACTTCTCCATATCCTTC
+ATGAATATGTCCGCAGATATGAACTTTGGGTTTTATTTCTTCAATCTTAGTTAATAGATTCTCACAACCG
+GTGTTTTCACCGCTATCAATTTTATCTAACAGGCCAAACGCAGGTCCGTGGGTAATGAGTACATCAACAT
+CATTACTGATCAGATCCCATTTTTTTTGTATTTCTTTGCCGCGCGTTAAGTTAAAAGCCCAGTTTTGAAA
+CCTTGGTTGCCATGGCGAGCCGTAAAACTTGTGCCCCGCTATTGTTATCGATTGATCTTCTAGATACACA
+GCATTGGTTAGGATGTTTAAGCTGGCTTCTTTTTGACGCTCAAAACACCAGTCGTGATTACCCGCGATAA
+TGATTTTGTGTTGATGAGGTTGCTCACCTAACCACTCATTGAAATCCTTAAGTTCTGATAACTTTCCGTG
+CCTAGTAATATCTCCAGCATGAATGAGAACATCACCATCCGGGATTTCTAGATTGCTGTACATACCGTGA
+GTGTCCGAAATAGCAACACACTGTAGCTTTGTATTCATTGTTGTGAACCTTACATTTTGTACTTACTTAA
+TAAGCACTTAATCGAAACAATTATCTGAAACAAGACAGGGCTAAGGTTAAAGCGCGCTGAAAGGTTTCGT
+ATTTGTACCACTATTTAAACGAGTACATGGGCTGACTACATTTATAATATAAACAGACCCTTTTTGACAA
+CATTAATGGTTATTTCAGATTATTTCAGGCTCTTTAAGGTTTTAGCAGGGGGCGTGTAACTTCGCTTTGA
+CTGTTACTGTTGTCATCGCCATGTTATGCAAAGCGTCAAATGTGGGTTCTAAATAAAGTTGGAAACCGTT
+AAATAAAATCGGAAACTGGAATTATTACGTTTAAGAGCCGCAAATACCTTTCAAAAAATTTAATTAAACT
+TTGAAATAGCTAACTTCTAAAATATAACTCTAAGGGCAGTAGCCACAAACCTGACCTAATTCACTGGTCA
+AAATAACCCTGTTTTATGTTCACTTTGATACGAAAGCAGACCTTATTCGATTTCATAATAAGGATTTTTT
+CTGTCACATTCATACCATAATTATCTTGTGGAAAACTCGACTTTATGGCTACTTAGACAATAAAAACGAT
+GATAAGCACTCGGTTACTTTACTCTTAAAATCATCTCTAATTCATTGTAGTATTATTAGTAATAAGTATG
+ATTATTTGAATTTCATAAAAAATTCATTTTTAGGGATTGGTTTACTATACAAGTAGCCCTGTAATATGTC
+GCAACCTAAATCAGCTAAAATAGACTTTTGCTCTTGCGTTTCAACCCCTTCGGCTACTGTTTTAAGTTTC
+AAGCCTGATGCTAAGGAGATCGTATTTATAACTATCCAAGTATCTTCATCTGAAGATGAGAGTGAATCAA
+TAAAGCTCTTATCTATCTTTAAGGTATCAACAGGTAATTTTTGCAAATAACTTAACGAGGAGTAACCAGT
+ACCAAAATCATCAATTGAGATAGATACGCCTATTTCTTTTAAGTCATGTAATGTTTGTATTGTAGCTTCT
+ATATTTTCCATCAATAGGCTTTCTGTTAATTCTAATTCGATATTATGGCCACTAATACCTGCGCTGTTAA
+TTACTTGTAATACCTCTTCTTTAAACAGAGGGTCTTTAAGTTGCAGGGCAGAAACATTTACCGAGACAAC
+TAATGACTTGTCGGAATGTGCTTGCCACTGCTTTATGAACAAACACGATTGCTCTAAAACAAACTTACCA
+ATAGGAATAATAAGTCCAGAGCTTTCAGCGAGTGATATAAACTCTAATGGAGGAATATTGCCTAGCGTAT
+GATGCTGCCAACGTATTAATGCTTCACATCCTATCAACTCATCTGTTTTCAAACTTTGCTTAGCTTGATA
+GTGCACTGTAAATTGGCCTTTTTTTAAACCTGTACGCATATCACTAATTAGTTGCAGCTCTCTTAATCTT
+TTCTGCTCTATATCGGGGTGATACATAGCATAATTATTTCTACCGGTATTTTTCACTTGATACATGGCAT
+TGTCTGCCGAGCTTAATAAACTAGTAAAATTATTTCCGTGGTTTGGGTATAAAGCTATGCCAATGCTAGC
+GGTAATATCGATTGAGAAATTCTCATAAGACTTCTTGGTTGGAATTAATAATATAAGCTGTTTAGCAAGT
+CTCGTGACTTTATTTTTAATCTCCTCCTCATCATCACTATAATCAGTAATGATAATGAATTCATCCCCGC
+CAAGGATTGCTAAAAACATCCCTTTAGGGATAATAGTTAATAATTTTTGTGACATTTCATGTAAAAACTC
+ATCACCCGCTAGATGTCCTTGTGTGTCATTGATATTTTTGAAATGATCCAAATCAATAAATAAAATGGCG
+AATTTTTTGTTGTTTAAAAGAGCATGAGAAATTCTTATTTCAATTTCTTTTCGGCATAACACTCGGTTGG
+GTAATTGGGTTTTCTCATCGTAATGCGCTAATTTTTCTAATTTTTCTTTGCTCTGATTAAGTTCTGTGAT
+ATCCAATACCGCACCAATTATACGACTAGCTTTACCATTTTCATCACGAAGAACTTGCCCCTTTTCTAAT
+ACCTCTCTAATTTCGCCAGAAGGCCTAATGACTCTATGTTTTATACTGTATGAGCTATCGTTATTTATCG
+CGTCGTTTACAGCATCAATAACAGCCTGCCTATCATCTGCATGTATGTAAAAAAGAAAGGCTTCATAAGT
+TGCCTTGAACTCTTGTGGCTTTACGCCAAATATTCGATAAGTTTCATCGGTCCAAGCCAAAGTTTCATTC
+GTAATATCCCAATCCCAGGTACCAACATGTGCTAACGATTGCGAAAACTCTAAACGTTCGTGTAATTTTT
+GCATTGTTGATGCGACTAATTCCTGTTCACTTAATAATCGAATAGAGCACACAGTAAATTTTTCGCCGGA
+CTCTTCATAATGATTCAAATCGATACAAACAGGTATTTCATGATTTTTCTTATGAACAGCCCAAAGTCCA
+GAGCCTTGATTCATTGAACGTTTATTCGGTTTGTTTATAAAAGAATTTCTAAGGTTTACGTGCTTCTCTC
+TGGTGCGACTTGGTACCAAACATTCAATTGATTTACCGAGTAGTTCATCAGGTAAATAACCTAACAAATT
+AGTAATATTGTTATTTATCCATATAATCTCAGCTTTTTTATTAACAATAAGTACAGTGTCTGGTATTAAA
+TTTAAAAGTTGGATTGAGGGGAATTGCATAATTTTTCCAAGTTCATAAAATTATTGTTAGTATTTCTTAT
+ATCAAGTAATCAATATTGGTAATTGTTATTTATTAATAACACTTTAACTATCACTATTTTTATCTTCTTT
+TTATACTAGTTGCATAAGATAAAAAAGGATAAATGAACTCAAAGTTAAAGTTGAGTCATACACATCAAGA
+GTATTTATTATATTACAAATATTTAAATTAGATAGAACTAATTTAGTAGCTACTAATGTAAAGATCAGGA
+TTATTTGAAGTTCAAAATGAATATATTCATATAGCATCTCAAATATTTAAGTTTGCTTATGTTTCGAGAT
+ATAGTCAATTTTGAGTAATTACAGTTAATATATTTTAACGTTTTCGTAGCAATATTTAGTATTTCCGACG
+AAACTAAAAATGTCGGCTTATTAGCGAGCAGAAGTCATAAGGTAATCCTCAATGCTAACGTCCGCTTTAT
+GTCTAGGAACTGTCGTTAGTGAAGCAAGCTCTACCTTCCGCAATGTGCACTATGATCTTGCCCCATAAAA
+ATGGACACTAATTAAGAATATTTCCTTCAGCTTCAAAGTCCGAAGGGTTTTTATACTTTAGATAGCTGTG
+AAGCCTCCTTTTATTATAGAAGCATTCAATATAATCAAACACATCTATTTGCGCTTCTTGTCTTGTTCTG
+TAGTTGTACCGACGAATCCGTTCTCTTTTAAGTGACCCGAAAAAACTTTCTACAACAGCATTGTCATAGC
+AGTTTCCTCTAGCGCTCATGCTGCATAGGATGCCATTTTCGTTTAACATCTGCTGATAGTCATCGCTGAT
+GTATTGAGATCCTCTATCAGAATGAATGATGAGGCCATCACTCGGATTTCTTGCTGCCACAGCCATGCCT
+AACGCGTTCATTGCAATGTGACGGCCCATGTTTTTATCCATTGACCACCCAATAATTTTACGTGAGTACA
+AGTCCATTACGACGGCTAAATAAACAAAACCTTGTTTCGTTTGTATATAAGTTATGTCTGATGACCAAAC
+TTGATTTACCGCCTTTGAAACAAAGTTTTGGTGTAGCAAATTTGGCGCAGGCTCAACGTATGGATTAGAC
+TTAGCTGAACGTCTAAATACACGCTTAGGACGGCCTTTTAATTGCAAAACACGCATTAACCTAGCCACTC
+TGTTTTTACCACAAGCTTGCCCGTCAGCGTTAAGCGCAGCCCTGATTCTTGGAGCTCCATATACACATCT
+GCTTTGCTCAAATACTTTTGATATCTGCTCTGTTAACTGAATATTCTCTTGCTTGGTTTTACATAGTGGC
+CGACTTAGCCAGGCGTAATAACCACTACGTGAAATATCCAATAGAGCACACATCATTTTTACGGGATAAC
+TGTTGCGGTGCCGCTTAATACAACAAAACTTTAACCGGACTCCTTGGCGAAGAACACCACCGCATCTTTT
+AAAAAATCACGCTCTTTTTTTACTTTAGCCAGCTCTTGCTTCAACTTAGTTAATTCATTATTGCTAGTTT
+GTTTATTCCCTTTGAAAGCATCATCACCTTTCAAGCGAAACTCATCACGCCAACGACTTAGTTGCCTAAA
+ACTGATCCCGAGTTCTTCGCAAACACTATTAGCAGTAACACCGTCTTCAGAAGCTTTGAGTAACGCCATA
+CGTTTAAACTCAGCAGGGTATCTTTGATAACTTTTGGATTTTGTCATGAAACACCTCCTGTTGTATCTCT
+ACAACAATTATAGTGTGTCCACGAAAATGGGGTAAGACTAGTATGCAGACTTACCGTGTGTTACTAAAAA
+GCTATAGAATAATCGGGCATTGTCACTGGACTTTTTGAAAAATTGAACGTTTTATTCACTACTCTTTAGT
+CTTGTACATGGCTTTATCGGCTGTAGCTATTAATGTATCTATCGTGGTGCCATCATCAGGGAATATTGCG
+ATACCAATACTACAATTGATTTCAATGTTTATACCATTAACAATCAATTCTGTTTTTAATTCTTGGGTTA
+GAGTTTCAATCATTATAGAAACATCATTTTTATTAGAAATACTTTCAAATAAAATAACAAATTCATCTCC
+TCCAAATCTGGCGACTGTATCTGAATTTCGAATAGATTTTTTAAGACGTAAAGCTATTTCCATTAAAACC
+TGATCACCAAAAAGATGACCTTTTGTATCGTTAATGAGTTTGAATTTATCTACATCAATAAAAACCAAAG
+CAAATTTATAATTATTACGTTTAGACTGTGTAATTAAATGTGTCAGCCGGTCGAGCAAAAGATAACGATT
+TGGGACTTTTGTTAGTTGGTCATAATGTGCGAGGTGTTCAAGTCGTTCGGTTTCTTTTTTCCGTTTTGTG
+ATATCTCTATTTATACCTAAGGCACCCACCATCTGATAATTTTCACCATATATAGGTACACACATGGATT
+CAATCCAGCCAATGTGTCCATCTTTGTGTAACATCCTAATTTCACCAGTCCATTTCCCCTGATTTTCTAC
+CGCTGATATAACTTCTGAAGTGATATGTTCAGTATCACCGGGAACATGCAGCATATTAACAGGTTGCCCA
+ATAGCCTGTTCTTTGGAATAGCCATAAAGTGTTTCTGAGCCTTTATTCCAATCAATAATGAAGCCTTGTA
+GATCAGTTACTACTATCGCATCAAACACGTAATCGAAAGCTTTCGCTCGTTGCTTAAGTATATCTACATT
+CATGATTTATTAAATTATTTTGCAAGTAACTTATCCTAAAGATTGGTCTGAGTAAGTCCTACATGAGCTA
+AAGTTATATTCTGGTCAAATCGGATACTTAATAATATATAAATTTACACAATATTGAGGGTATGGCAAGT
+CATTATCAACAAACTGACATTTCTATGTTAAATATGAAACGTATGGTTAAGGATGATTTGTTAGCGTTAA
+CTGATAAATTACCGCTTTGTGTGGCTTAGTTCACATTCAGACTGAACGACTCATTTACAAAAGTCTTCAT
+CAAAAGACTCATATTTTTATTTATGGGGGAACGTCCGCTATCAGGACGCTGTTAACGTAATGTGGTTGTT
+CAGCCATATCCGCTGTAGATCAAAACATACAAAAACTTTCAGTATAAATTTCCAAATACTAACTTCTCCT
+CCGTGGCATGACCTGAACTGTGTTGATGATTGCTCTACTTCCGCTTATGGCTATCAGTTGACCTAAAGAA
+CAGCCAACGTCAGCAATGCGCAGAAGACGTTAACATAGTTATTTCATAATGTGTTTCGAATGATTATTAA
+GGTTCACTTATACCAGTTGAAGTCAGGTTCCAACTTTATTTGGAGTGTTTTTTGGTACTTTTTTAATAAA
+TAAAACTTACTGCCACATTTGTTTCTATCTTTATTCACAAAAGCACATTTTTGCTCAACGGCATAAGTAG
+GCTTGCATGGGATTTTTGTTTCGATCTTTATTTAGCTTCTACATCAAACTCACGTTAACTATGAATTCAG
+TAAACAGAGTAGGGCTGAGGGAGCCCACAGTGAGTCTTATTGCGTTGGGTTGATGTAGTGTTTTTCAGCG
+AAATTTTCAGCTAGAAAAATTTGTAAATCAGCCAGTTGTTTGTCTGAGAACCATTTTTTGTGTGCTTGAT
+AATAGTCTTTAGTTTTATAAACCTTGGCTAATATGTCATTAATATCGTTAATAACACGTTGGCCCAATGG
+GCTATTTGAACAGTTGAAATGGGCAATGAGATAAGGAGGCGCTCCAGCAATAGTATATTGTTCTATCAGC
+TGCTCTTGGGCTTCATTTGGGGTTATATCCACGGGTAAGGCAAGTACAAAGTCGACGCGTGATTTATATA
+ACATGGACGATAGTGCGACAACACGCTTATTGCCGCCACGGTAATAGATGTTTTCGGGTTTTATTTTGTG
+TATTTGCTGGTCAAGAAAATTACCAAAGGAAACATCCTGTGCAAGACCTATGGTTTTTTCAGGTAATAAC
+TTAAATACCTTAGGCAGATCTTTAATTTCTCCCTCAGCATTAAATAATTGTTTTGGTAACGCTGATTTTG
+GATCAAAGCGGTAAAGTTTATGAGTTAGGTAAAAGCTTTGAGGATCTGAAAAGAGCGAATATTCCCTACG
+CTTTGGTGTACTTGCTCTATTGGCTACACAGGCATTTTCCTTTGTCTGCAGTACTCGATTCATGCGACTT
+GCGGTCACTCGCTCTATTTTAATATTGTATTGGGTTAATTGCTGAATAATTAAATTTTCAATATAAGAAG
+CAGTTGATGTTTCCGCAGAGGTTTTAGCTAATAGATCTATGTTTTCAAGTTTGTCTTCGACTAGCCAAAT
+TATTTTTTTCTTGCTGCCTTGTTCATGCACATGATCACTTTGCGCAGGAGCGCTAAACAGTGTGCCAATA
+AAAAGTGCAAGACTAATGAAGGAGCTTATCATTGGTGACGGTGAAAGTAGATTCAAGGGAAAACGTCTGT
+TGAGTGTGACTTCTGTCTATTTTAACCGTATTTTATTTATTAACCTAGCTTCGTTAGGTTTAAAGTGACT
+CTTTATCGGAATTTTATGCGTAATGTTTATGGGGAATTTTCGCTGTTGTGTAAGCCTTAATTTACTCAGT
+TTTTTCAAGGGTAAGTTAACTGATTGTTACTGTGGTTAAAGTTCCTTGAATTGCTGCTCAAAGAGTATCT
+ACCTTTGTTCATCATCCCTGATGAACAAAAATGAACACTGTCATTTTTTGTAGTCATTTTGCATTCATCG
+CAGCAATTAGTGTCTATTTTATGGTGTCGATAATAATAATTTCACAATCTGTAGTTGCTCTCAATCGTAT
+TGAACTTGATTGACTGATTTCGGCACCATCACCTTTGTTCATCGTTATATTTGCGGAGCTGTCCTCAACT
+TTGAACATACCATCAGAGGCTAATATGTAAGCTTGATGTCTAATGTCTTGCTCAATCAGAGTACCTTTAG
+CTAATTTACCACCATAGATGCGTGCTTCTTGGTTGATAAAAAGGGCTTTATCCTTATCTTCTGGATAACC
+TGATGCTAATAAAGTAAGTACAGCTGCCTGCTTAGTGGGGAACTTTTTGCTTTCCCAACGAGGCGTCACG
+TCATTTTTATTGGTTTCAAGCCAAATTTGATAAAAGGTTAACGGATCTTTGGTGCGGTTATATTCTGAAT
+GCACAATACCTTTTCCGGCACTCATCACTTGCACTTCACCTGTTTTAGTTATGCCTTTATTACCCGTACT
+ATCTTGATGGGTAATTTCACCTGAACGAATAAAACTAATAATTTCCATATTTCGGTGTGGGTGCGAAGGA
+AAGCCCATACCTGGCTCAACCCAGTCATCATTGATTACACGTAACTTTCCAAAACCCATGCGGGTAGGAT
+TATAGTAATTAGCAAAACTAAAGTGATGCTTAGATTTGAGCCAACCGTGATTAGCGCCACCAAGACTTTT
+ATAGGGATAATGTTTGATCATAATAGAAAGCTCTCCAATAAATTGTTGTTCGTCGTTTGAGCCATCTTTA
+TGCTCTACGTTTATCTTAAAAAATAGTCTATTCAATCATCAGATTGTGATTGAAACTTGATGAACAAATA
+TTAATTGTTTACATTATGAGAATAAACATTAGTTAACTGAAAACATAGTTAACCAAATGGAAACAATCTT
+TCTTGATCATTTTGGAGATGATATGGGACAACTTGAAGATATGTATATTTTTCTGCGTGTTGTTGAAACG
+GGCAGTATTACCAAAGCAGCAGAACAGATGAATATCGCTAAGTCTGCGGTAAGTAAGCGCTTATCTTTGT
+TAGAGCAAAAACTGGGTATTAAGTTAATCAATCGTACCACTCGAAAGTCCAGTATTACCGAAGCAGGTCA
+GCGTTATTACCAACGCAGTAAACTTATTATTGATGAAGTGGATGAATTAAACAGCCAAACTTCTAGCAGT
+AAAAGAGCATTAGAGGGCACACTAAATATTGCGGTGCCGTTATCGTTTGGGCTGACTCACTTGGCACCGG
+CACTTGATTTGTTTTTGCAGCAGCATAGCGATTTAAAGTTAAACATTAATTTCTCCGATCAAAAAATAGA
+TATTGTTGAGCAGGGCGTCGATTTAGCTTTTCGCATTGGCCAGTTAGATAATTCGAGCTTGCAAGCTCGA
+AAAATTGCGCCGATAAAACATGTGTTATGTGCGAGTCCTGAGTACTTAAAATTACAGGGAGAGCCAAAAA
+CGCCAAATGATTTGAAAAACCATAAAGTGATTAAATATGGCAATTTAGACCAAGGCGGTCTGAAATTATT
+GAATAAAGAGGGTGAAGAACATATTGTGCATTTTGAGCCGCATATTATTGCCAATAATGGCGATTTTCTT
+AAGTCATTGGCGGAATCAAATCACGGTATCACCTATTTACCTAGTTTCATTGTCTGGCAGTCTTTAGCCA
+CTAAAAAACTTGTTCCAGTATTAGCAGATTATAAAATAGAAAGTATGCATGCCTACGCTGTTTACCCGCC
+GAACAGACACTTACCGCTTAAAGTGCGTAGTTTGATCGATTTTTTGGTTGAACGCTTTGGTAACGATCCT
+TATTGGGATCAGTATTGAGTTAACTAAGGTGTTTTGTTTGCATTAAAGCCGTTTAATGGATGCTTAAAAC
+AGGTATTTTCATCAATTCTCTTTTTAATACACTTTTTGCTATTTCTGGAGAAACTTCATAAAACTCATTA
+ACGTATTGTTCAGCATCGAAATGTTTTCTTAACTGTTTTTTAATCTGGCATGGATTATTGCAAGGCAAAG
+AAAAATACAATTTATAATCACCAGGACCTTTCGCCGAAAGTGATTTTGCATACTCTTCAGTATCATCAGA
+AGTGCAACCAATTTTAATCACATTTGAGAAAATTGAATGGGTCATTATATAAACATTACCAAAAGCAACG
+TTGTCAGGATTTATGCGCTGTTGTGAATTATCAATACTCATAAGTAAGCTCTCATTGACGAATAAAAGGT
+AAAGCTTTATGCGTCTTTTTTTTAGTAGTTAAGTCTCTTCTTAATAGTGCTACTTTAGCGTGTGAGCGGC
+TTGAAGTTATTGATCTTCTCTTGTTTTATATCTCTTGATTAACTATTCGTACGGGGAGTTGATACGGATC
+AATGAACATTCATAAAAGTGCTAGTTAAGGTGTCAGTTAAGTAGAGGGTATTTGAGTTATTAATGTTCAT
+GCAGTGCTTAATGACACTTCTTAGTAATCCCATAGTAGGCTAGCTGGCACTACCAAAAGGAATGTCGATG
+AAATCTAGTATTTGAGATATGATTAAAATAAAATTATTAAAGCAGAAATTTATGTCACTTCCACCATGCC
+CCCAATGTAATTCCAAATTTATTTACCAAGATCAAAGCCTGTTGATCTGCCCTGAGTGTGCACATGAATG
+GAATCCATCAGAACAGCTTGCTGAAATAGAACTTTTTACCGTTAAAGACTTCAATGGAACTCTGTTGAAT
+GAAGGCGACAAAGTTACTATGATTAAAGACCTTAAAATTAAAAGTAGCTCTCAAGTACTTAAAGTGGGTA
+CTAAAGCTGTTATCAGGAGAATAGTAGAAGGTAAAGATCATCAACTCGACTGTAAAGTAGATGGAGCAGG
+TGAAATGATGGTTACCGCCAAGTTTGTGAAAAAAGCTTAAGTAAGCAAGGCAGAATAAGAATTTAAAGCT
+GAACTAAGTACCTGTAATGGTTTGCTTAGTTCAGGGTCGCACCACCATTGGTGCCAGCCATTGCCAGCCA
+TTACCAGCCATTACCAGCCATAAATAGCTATTATGAGTCAGTGTTGTTATAAAGTGTTACATCATAGTTT
+TAGTGGTTAAAAACTATATGGCGTCTTTCGCTAGCAATAATAAGTCTCTGCTTTTAACAATATTTAAAGC
+ATTTTCATTGGTATCAATTAGCTCAATACGGCTATCTTTTGAATCAGTAACTTTGTTGCAGCTAAAATCG
+CTCCCTGCCTTATTGAAGGCGTAACTCCCTTGTTCGGTAAGTATCACACCTTTTGCACGCGAAGCCTTTA
+ATGCGGTTATGAATGCGAATAATTGTTTATAGTTAAATTGGTACTTGTCGGAAAAAATCCAACCTTTACT
+GAAATAACCCTCACCATGATTATTGAGTTCAATAAATCCCTCTTGTGCTAGTCTTGTTTGTAGCGCTTGG
+CTCTGCTCACGCTCTTTTTTATAACCGAGTTCAATCGTATGTGAACTCTCGTGTAAAGAGGGGACCGCAA
+TACCAATCATTGGTTTAGTTACTATTACTGTTTTAGGTTGTTGCGCTAACCAACTAGGGGCAATGTTACC
+GTGCTGCATTAAGTGTAATGGCTTATCTGTTAGCTCATTTTCGGCAATAAATAGCGCTAAGTTTTCTTCA
+TCTTTTGCTGAGTAGGTGTCTGCTTTTGCCGCTAAGATGGTGTCTGCCACGTTGAGTTGCTGAACAAATG
+ATGGATGCTCTGTATAGCGCTTATCGATAAGATTTCGAGCATCGACTAAACAGAGTATTGACTGCAGTGA
+TATTGTTTCTTGAAATTTTCCCTTGGTTAATACTTCAACCACTTCTTTTGGGTGACCTAAACCTGTCGGC
+TCTATAAGTAGTCTGTCAGGTTTGGCTTTAGTAATGAGTTGGTTTAACGCGACTTGCATAGGCACACCAG
+AGGCACAGCACATACAACCACCAGGTACTTCACGAATAAATACCCCTTGTTCATTACTGCTACCAGCGAG
+TAATGCAGAATCTATCCCTATTTCGCCAAATTCATTAACAAGCACAGCCCAGTTTTCATTGTTGGGTTTA
+TTGGCAAGTAATTGCAATATTGCTGTCGTTTTTCCTACCCCTAAAAAACCGGTAATGAGGGTAGTAGGGA
+TAGCTGAAATTTTTGACGATATCTGGCTGAACATGAAATGTTACTCGGCTTAAGGCAAAGGTTGATGAGA
+AAATAGTACTGTGGGTGGTCAGGTAGCTTAAATACTATCACAAGCTTATCATTTCTTAATCTAGTGTTTA
+TTGGGCTTATCTTAATAACGTTATTATTTGAGCGGGCGACATGACGATTATACTTCCGATAATGAATAAA
+ATAATTAGCTGTCCTAACTTCTAGGACTTGGTGCTTAAGTTATACTTCACCGTGCCGATACTCTTATATA
+TGTTTTAATAAATGCTTTGATAAATAGAGATAGATATTATGGACTCATCAATTAAACCCAATGCTACCTT
+TAGCCAAGATGTTCGATCTTTAGCAAAAGCGCAGGATAAAAAAGAAAATGGACCCATGGGTCAACAAGTA
+TCGGATCTTGCCCATGAGAAAAAAATAGGGGAAGTACAAGAGCCTATTTCTGTCAGTAATAAAAAACAAC
+TTAATGCTGCAATTATAGAGTCGACATTGAAATTTAGTAACACAGTCGGTGATCAACCGCTGTCACTGTT
+GTTAAAAACCGCCTTACAGGGAATCAACGAAGCGCTTAAAGAACGCGGGGTTGAAAGTAGCGTTGAAGAT
+GCTTATGAGTCAGGCATTGATTTTAGTCCCGAAGCAACTGCGGAGCGTATTGTTTCGTTTAGCACTCAGT
+TATTGGGCTCTTATCGAGAGCAGCACCCGGAAATGGATGCAGAAGAATCGTTAGCGAGTTTTGTTGATAT
+TATTGGTGGCGGTATTGAGCAAGGTTTTAGCGAAGCCAAAGATATACTTGGTAGTTTAAAAGTATTAGAG
+GGAGATATTGCTACTAATATTGATAAAACCTATGAATTAGTGCAACAAGGATTACAGTCTTTCGTTGATT
+CTTTTAGTCAGACAGAAGAAGAGTAACCCCTAGATAATTTCGTGGAATTAGCAAGGGTACTCTTGTTAAT
+TGATAAGCTGAATCTACGCCATTGTACTCTGATTCAGTATCCTCCCAAGGGCTAGTTTCGATGCTTTATG
+TTATGTTATTGGTTTCGGGAAGGACACGGCACGAATACAGCTTATTAGAGAATGCAGACGTAATTATATT
+GAGCATATTTTCCTCAATAACCACTCTATTCAATCAATGCCTTGTCTTGATGTCTTTCTAATTCCTGCTG
+AATCCTGCATTTTAAAGTAATTTGAATATATAATAACGCTCTATTTTTTGGGCGAAAAAGAGCAAAAAAC
+TCAACTCAAGCAGTCAACTATCTATGATCTTGATCTTGATCTGTAGTTAAATACTTCTTTAGTCACGCTC
+AATTCTGCATCTTGCAGTAGTTTAGGTATATAATGATGCCCCCTCTTGAAAAGACTTGTGTTAAATCAGG
+CCTGAATCTTATTGAAGAGAGGTTTCGTTGTAAAAAACGAAGACGTAACACTTACTGGATTTTACCAGAT
+AAACACTAGAATTAAGCCCGAGTAGTATGGCATGAAGGTATTAGAAAAAGATTATCAGATTAACAGCGTC
+CGTAAGGCTATTGACGCTGGAGCTAACTCCATTATTGCATTACCTACGGGGGGCGGTAAGAGTATCTGTA
+TACTTAAATTGTGCCAAGCAATGCCGGACAAGAAAGTCGTCATTAGTTTACGTAATGCGGCATTGGTTCC
+TCAATTATTGCACACCCTCACTATTAATGGCTTGTCTGTTAGTGTTGTTAAGTCAGGTTATAAGTATATA
+GCTGGCGGTGATGTTACTTTGGTAATGGAGCAGTCATTTGGCAGAAGAAAACACCTAAACATACAGTGCG
+ATGTGCTTTTACGTGATGAGTATCATGTGGGATGCATGGGCGGCGTTTATATCGCGATGCGTGAAGAGTT
+ATCTCCTGACTTAATTATAGGCCTAACTGCCACGCCCATTGATAGATTAGGCGTTTATATTGATAAGTCG
+ATGCAATTGATTGAAGAAACGACTACTAAGATGCTGATTGAAGCGGGTGAATTAGCCAAGCCGGTTTACA
+AAGTACCTAGTCTATCTCAAGAGATAGATTACAGTGCTGTCAAAATGTATCGAGGTGACTTTAGTGTCTC
+TGGTTTAGATAATATATTACTGGAACATTGCTCTTTAGTGGCACAACAGACCGTTGATGATGCACTATCT
+CATGGTCGTAAAGTAATGCTGTTTGCTAACTCTATTAATCATGTAGAGTCACTGTCTGAGGCTTTTGATT
+TACTTGGTATTGAACATGAGCGTGTTCATTCTCAGCGTTCGTCTGATGAAAATGATGAAAGCATCCGTAG
+ATATAAGTCAAACGAAGTTAGGCTAATAATCAATATGTCTATGCTAACGATTGGCTTTGATGATCCCACC
+ACTGATTGCGTTGTTTTAGCTAGACCGACCAAGATATTAAGATTGTACTTGCAGATTATCGGCAGGTGTT
+TGCGTGCGTCAAAGGGCAAGACTAGTGCATTAATACTCGATTTAGCACAATGTATTTCTACCCATGGTTT
+TGCTGAGGATCTTAGAGATTTTACTCGTAAAACTTCGAAATCTGCAGCGATAATGGCTGAACGATTGAGC
+GTAACCAATATAGGTCAATTTGTTGATGGCGAGTTCACCTACAATGAATCAATCGAGCGTAAGGTTGTCA
+AGAAAAGAGCACCTGTTATTCGCAGAAAACCTCGGGATGGGTTGGTTGCCAGCAAGGAACTTGTTGATAG
+AGCAGCAAGTAATAGAGCAGCAGCGTTACTCAGGTTAAACCCTAGAATGGAAAAACTGGTCAGCACTATC
+GAATTGGTTAATATCGTGTATGAACAGCAAGACGAAAGTAGCAAAATGCTTGATGAAGTAGCTATGGTTA
+AGTTAGTTGCCCTGATAGGGTTTGCTTATAGTGATGCATTAGTTGATAGCTGCACTGCATTAGTTGAAGG
+ATTACACGCCCAAAACCAATCTATTAGAGGTTTACCGCTCAGAGTTAGCAACTTGATAACCTCAATTGCT
+ATGCAAGATTTAGGTGTCAAAGAAGTAGTAACCAAGTCTTAAAATATATAGCTGAATAAAATAAAGGCTT
+TTCACAAGTTGATTCACAGGAGAGGCATTTAATCCGATGGGTATAATGCCTGTTTTGTGCAGGCTTGCGC
+TTCGACATTAGGTGAGCCAGAGTAAAAGTTAGTCAAAGATCCTTCACGCGAATAATTCAACCAATACACA
+CCCACAGAAAAGCCTATGTTACTCCGTTGACATTACTTGTAACAAGTTTCGCTTTAAATTACTGCTAAAT
+TGATTATGATGAAATATCGACTCATCATGATTAATCCGATTGGTATAACCACTATGTCACTATTCCGTAA
+TATCAAGCTCAAGATAAAGTTAGCCCGAAAAACGTTATCCATAATAGCCTGTTGTACACTTGTTCCTTTT
+GTTGCAAATAGCAATGAAACGTTACTGGCCAGCCTTAGTCAATTTAATGAAAATATCACGGCTAAATTAC
+ACTTTGCTGATAGCGGAATACCTTGGGGAATGGCGTGGTTACCTAATGGTGATTTATTAATTACCCTGCG
+TGACGGCGAATTAAAGAGGCTAAAAAAAGGACAAAGCATTGCTGACACAATTTCCGACTTGCCAGAGATA
+GCGGTTGGCAGCCAAGGTGGTTTACTTGATATCGCAGTACATCCAGATTATGCCAACAATGGTTGGATAT
+ATTTTTCTTACGCAAAAGAAGATAACAAAGGTAATAAAAGCACGGCGATAATGCGAGCTAAACTCAATGA
+CAAGATGCTAACCGACCAAGAAGATATTTATGTCGCTCAAGCTTATGGTAGAAAAGGTGTTCATTTTGGT
+AGTCGGTTAGTTTTTGATAACCAAGGGTATTTGTATTTCTCTATTGGTGACCGAGGTCAAAGAGATGTCA
+ACCCTCAAGACATTACACGCGATGCAGGCAAGGTTTATCGATTACATGATGATGGCCGTATACCTGATGA
+CAATCCCTTTGTTAATAATGATAAAGCTAAAAAGGCTATCTATTCCTATGGTCACCGTAATCCTCAAGGT
+ATGGTTAAACACCCAATAACTGGCGATATTTGGACTCATGAACATGGTCCACGTGGTGGTGATGAAGTTA
+ATCTTATCGGCAAAGGTAAAAACTACGGTTGGCCAATCATTAGTTATGGTATTAACTACTCAGGTACTGA
+GATTACCGACTTAACTCAAAAGAAAGGCATGGAACAACCGTTATGGTATTGGGATCCTTCGATAGCACCT
+TCAGGTATGGCATTTGTAACCAGTGATAAATATCCTCATTGGCAGGGTAATATACTGGTAGGCTCATTAA
+AGTTTGGCCAGATAGTTATGGTTACTTTAGCAGGAAATAAAGCTGTTAAGGCGGAAGTCGTTAAAGATGA
+ACTTACACGAGTACGCAACATTAAGCAGGGACCAGACGGCTATGTTTATGTTGCGGTGGATGGCCAAGGG
+ATTTATAAATTAATACCGAAGCTTTAATTAGTTTTTCACGATATAAATCAGCTGTTTATCTATAAAACCT
+TATGTTGATCAGTATTTAGGTATTATTTATCAATCACTTGGCAGGATCAGTTTTTTTGCCATTTCTTTTG
+CCATTAATGCTGATTTTTTCATGCCCCTGGTGTGCGCCATCACGATAGCCCCTTCAATCAATAAGTCAAT
+TTGATCTGCTTTACTTTCATTTCCAGCAGGTAACTTAGTTTTAATAAGTTCTACAACCTGTTGTTTGTGT
+TTTTGTGAGAATAAAAAGATTGGATGTTGGGCGTCAGAATATTCGGCACTGGCATTAATAAAATTACAGC
+CGTAAAAAGTATCGCTATTAAACCACTCGTGCAACGCATCGAATATAGCGAATATGCCAAGAGAACTCTC
+TTTTTCTAGATCGTCTATCTTAGACGATAGCATCGATAATACTTGGTGATGTCGTTGCTCTAATACGGCA
+AGTATCAATTCATCTTTACTGCGAAAATGTTTATACAAGGTGGCTTTTGATACCTTGGCTTGAGACAAAA
+TTAAATCAATACCGGTCGCGTGATATCCCTGCTGATTGAATAATGTTAACGCCGTATCGATCAGGTGTTG
+TCTTCTTGGTTGCATGTGATTTCATCATTGCTTTTGTAGTTATTGTTAAATTATACCAATTTTTCGCTTG
+ACGTAAACAGTTCTGTTCACCTATGCTTATGTACAGATCTGTTCACCTAGTGTGAATTTTAATTAATCAT
+ACCAAAGAAAGGCCATTATTTATGTGCAAGACCACAACTGACTCCAATGCTAATATCGCGACCACTAATA
+CGTTAGGTATTCATCATCTGGGACTTACTGTGCCAGATATTAAGCAAACATCTACTTTCTTCATTGAACA
+GATGAATTTTCATCACGTTGGTGGACAAGAAGAATATCCGTCAATTTTTATTTCTGATGGCACTGTGATG
+TTGACACTATGGCAAGTTAACGACTCAGAAAATTCAGTTGAATTCGACCGTAAAAACAATATTGGTTTAC
+ATCACTTTGCACTTAAGGTGGCTAATATTGAGCACTTACAATATTTACATCAGCAATTTGCTACGCTTGA
+TAATGTTGATATTGAATTTGCACCGGAGCCATTAGGACAATCACCTTTTCAGCACATGATGTGTGTTATT
+CCAGGTGGTATTAGACTTGAATTAATTAGTGCCTAAGGAACAGTAATGGACAATGAAATAGTCTCTAGTT
+GGCACCAAGGTGAGTTAGCTGTTCAGCAACGAGCAGGCACTGATGAACGTATGGCAGAAATTGGCCCTAA
+ATTTATTCGTGAATTTATGCCACAACAACACCGTGATTTTTTTCAGTCACTGTCGATGATATTTGTAGGT
+TATACCGATCATTGTTCAAACGCTTATGCCAGTGTTTTATTTGGTGCGCCAGGATTTATTCAATCACCGA
+CTGAAACTGAATTAGTGATTAATACTCAAAGCACTATAGGCGATTTTATCATTGAGGATCTAAGGGAAGG
+TGACCATATTGGGCTAGTAGGGATTGAATTTGATACTAAAAGACGTAACCGTATTAATGGTGTTATTACT
+GATATCAATCAAAAAAATATTAAGGTTAAGGTGTTACAAAGCTACGGTAATTGCCCAAAATATATTCAAC
+CAAAAGAGTTTGCTCCGAATAGATCTTATAGTGAATTTACCACTGTGAGCCTCGATCAACTTAGTCAAAA
+ATATAGAGAGATAATCTCTAGCGCAGATACTTTCTTTATTGCTAGTAGTTTTGATGATGGACAGAAATTT
+AGGAACCGAGGTGTTGATGTTTCTCACCGAGGAGGTGAAGTTGGCTTTGTTTCGATTAATGCAGCCGGAC
+AATTATTGGTTGATGATTATGTGGGTAATGGTTTTTTTAATACTTTAGGTAATCTACTTGAAAACCCTAT
+CGCGAGCTTATTATTCTGTGATTGGCAGACAGGGCATGTTTTGAAGATCGCTGTATCAAGTGAAATCTTA
+TGGCATGATGAGCAGCAAGATAGCGTGGTGTTAGCTGCTGGAAAGGTAAAGCGCTCGTTATGTTTTACGC
+CAATAAAAATAGAGCAATTCAATAATGGCTTAGCTTATATCCAACAATTTTAAGCATTAGATAATGAATG
+ACGTTAAAGCTTGATATGAACACTTCACCCTAAATATTTTACTGGTGTTAGGATCTTAACGTTAATGTCA
+CTAACGCAATGCCATGATCTGTACTTTCGCCATCACGCTCGAAAATAGGATTAATTAAGTGTCGATCGTA
+AGTATCGTAAGCGCTGACTTGATAAAGACTGTCGTGGTAACTGGCATCAAATTCACACGATAATAAAATG
+TAATCGAGTACCGAGCTATCAGCACCAAAATAATGTGTTGGCGTACGCACAATTTGCTCTTCGCGAGCAC
+TACTATTTTTAGTATCAGCAGTATCATTTTTTTCTACTATATCTGATGTGTTTTTACTATCTTCATCAGC
+TTTACTCGCTTCATGTTGTTCATTCTTGATTGCTGTTTGAAGTAAATCCCACGCATCATTTAAACAATAC
+TTAGCAAGATAAGCATCACGGTCAATGGCAGAAACAAAACGTAAAGTATTTGTCAGCAAATGACTTAACA
+CACCATCGTCTAAGGTATTATTAAAATCCCCCATTAATACCATAGGGTTGCCTGTAGCCTCGCGTCGTTC
+AATCATATCAATCATTAATAACGTCGCTTCACTGCCGCGTTGTATGGTTGAACCCCAACCACCCGCCACG
+TTAGCTTTTAGACTTTCTATAATCGTTTTTTCTGGCGACCAATGGTTCTTTTTCTCATCGATTTCAATCA
+TCGAACGCTTAGATTTAAAGTGCACAACATAACAATCACACTTGCCCATATGCGGGAGTTCAACAGTCGC
+TCTAATGACCTTTCGGCTAAAAGAAAAATCATTGGCTAAGCCTAATGTTTGCGCTAGTTCAGTATTTGCT
+TTTACTGCAGCCACCTCAGTAATAGGATAACGAGAGGCGATGGCTACCACCGGACTACGATAAATAAAGT
+CATCAATAACAGTAGGTTGATCAACCACTGCAAAATAGGCATACCCCTGTGCGGCAACTAATTCTTTTAA
+TGAATCGGCACTAAAAACTTCTTGAAAACCAATAATGTCAGGTTGAAATTCACTTAGATACTCAGCAACC
+CATTTCTGTTTTTTTGCCCATTGCTCAGCACTATAAATGCGCTCAAATTCATAATAAGCATTTGGCGGTT
+CAAGGTAATTAAACAAGTTGAAAGTAGCAACTTTAAGTTGCGTATTTGCTACAGATACTGAGAGGGTTTC
+AGAAGAAGGGGATTGATCTATTTCTGTTTTATTGTTGTCGCTGATGATGATAACTCGCCTAAGTGATGAG
+TGATAATTGTACCTCATCATTTATACCCGTTCCACTTGAAGATGCTCGTTTCAGGAAGTCTGAATCATGC
+ATCTTCAAATGGAGCGGGTATATACTCATGATACTTCAAAATGTCTATTTCAGGACGCCTGAGCAATTCA
+TGATCAAGGCGCTTATTTTTATTAATGGTTGTTCCCTTAAAAAAAGGAGCAACGACAAACATGATTTGCT
+CAGGCGTCCCCGAAGGGCGAGTTTTAAAGGCTTAAATGCGGCGTTATTGATTTTGACAAGGGAATAACCA
+TACTCTTCAATCAATGCCTTGCCTCTAAGCCTTTAAATTCTCGCTGAAACGAGCATTTCGAGGTAACATG
+AGTATAATAAAGTTATCTAATTAAAAACCAGTAATGTTGTTGTGGGGAAGGGACTCTATTTATCAGCGTT
+TAATATTTGCTCTAATTTTAAGTCCGTTAACTTCATCACACTTTTGACCACATAAAACATGATTGCCATC
+AACATTATCGTTGAAGGTATAGCAATGACGGGATAACTTAATAAAGTCATTTCTCCAAGCTGTTCATTAA
+ACTGCGTGGTACCTGCAGGACTAACTACTATCCATTTTGCTAATAGATAATTCATCGTCGCAGAAAAAAC
+AAATGTTGCTGCTAACAAGTGATTTGCCCACTGAATTTTAGCTTTAAATTTATCTGTTTTATTTTTATTT
+GATAGAGACTCATAGATTAAATCTAAATTAAATAACATAGGATTTAATAAAATTTTGGCAATAAGCGGTT
+TGCCCCAAAAGCCTGATATAAGTACTACTAGCCCTATAGCTGAAGGTATTGCTGCTTCCTTAATGGCTAA
+CCATTCCACATCTAATTCAAATAAACCAATGCCACCGGTTAAGAAGGTACTTAAAAAGCCAAGTAATGAA
+ATAAAGTTCATCGACTTGTTTTTAATAAAGTCATACAAACCATAACTAATAGGAAATAATAATGCCAAAA
+TCAAAGCATACATAGAGCCTAAATATTCATCTCCCGATAACTTCATTAAAACAATCGATGGAACAGCAAT
+ATTAAAAATGACTTCTAACAGGATATTATTAGGGCGTTTGGCTTTTGTTTGAATAGACACGATAACTTCA
+TAATTTGGAAACACTGAGATAAGTAAGTATATTTCATCTGGTATTAGATCACAAAGCTAAAGGGGCAGGT
+AAGATAATTGATTCTGACGCAGTTATTTTAATTCCAACAATCTGAAACATGCATCTTGCTTGGTTATAGG
+TATAATCATTGAAGTTAAATTTAACCTAAAAATATTTTACTCAGATAAAGCCAATTATTATGAATGAAAA
+AAGAAAACTGCAAGACCCAACGCTAGTGTGCACTTGCAATGAGCTATATATCGATAATATTGAAGAGGCT
+ATTCATGAAGGCGAAGAAGAGTATGCTGAAATCATGCAATACAATGATACATTCCCTCGATGCGGCGAAT
+GCCATGACCATGTTCAACAGTTAGTTGACAATATTAACCGTTGAACAGTTAGAGAAAACACGACATAACT
+AGTGGTGAAATGTTGTTCTATCAATGCAGTTAAGTTCGATACTCTGCATTAATTTTGACGTAATCATAAC
+TAAAATCACAGGTCCAAATAGTTGACTCTTCATTGCCTCGATGGAGTTGCACGGTAATATCAATTTCTGC
+TTCGTTCATTATCGCTTGTCCTTCATCTTCCTTATAACTTGCGGCACGTCCCCCTTTTTCAGCCACTAAT
+AAACCACCAAAATAAAGTTCTAATTGGTTGGTATCTAAATCAGCTAATGAATCACACTCACGTGAAGCAT
+AACCAATAGCAGCAAGTACACGGCCTAAATTAGGATCAGAAGCAAACATTGCTGTTTTTACTAAGGGACT
+TTTACCAATAGAAAAACCGATAGTTTTTGCTTCATCAATAGATAACGCACCTTTAACGGTGACCGTTATA
+AACTTAGTTGCGCCTTCGCCGTCACGAACGATGGCTTTAGCTAGGTACTGAGAGGTTTCAAGTAAGGCAT
+CAAAAACTTCTTGGTAACCTTTATCATTAGGGCTTGTGATAGCCACGGCATTACTTTTCCCGGTAGCAAT
+AACAATAAAGGAGTCATTTGTTGAAGTATCGCCATCAACAGAGATGCAGTTAAATGATAAGTCTGCAATT
+TCTTTAGTCATACTATCTAATAACGATTGCGTTATATTAGCGTCGGTTGCTACATAACCTAACATGGTCG
+CCATATTAGGATGGATCATGCCAGCGCCTTTGGATATTCCGGTAATATTGATGCTTTCACCACCAACCTT
+TACCTGAGTCGCATAAGCTTTAGGGGCAATGTCCGTGGTCATAATTGCAGAAGCAGCATCAGCCCAGTTG
+TCAGTAGTTAAATTAGTCACCGCAAGTGGTAAACCTGCTAAGAGCTTATCCATAGGCAGATGTTCTAAAA
+TTACGCCTGTTGAAAAAGGTAATATGGACTCTACTGGGATAGCCATAATTTCAGCTAAATGTTGGCAGGT
+TGTTAGTGCATCTAACATGCCTTGCTCGCCTGTTCCTGCGTTAGCATTGCCTGTATTTACGACTAATGCT
+TTGATGCCTGACACATTGCCTCCCGTAGTAGCATTATTTTTTACTGCATCTAAATGTTTTTTACACAAGG
+TTACTGGCGCAGCGCAAAAACGGTTTTGGGTAAAAACACCAGAGACTGCACTACCATCACAGATTTCTAT
+AACGAGTAAATCTTTACGGTTTTGTGTTTTAATATTTGACTCAGCCCAACCTAGGCGAATGCCTTGAATT
+GGCGTAAGTGAAGCAGGGACTATTTCAGGTAAATTGACAGGCATAAAGAATTATTAATAATATAAAAGTA
+GATAAATATTACTATTTTATGGGTTTTTATGCAAAAGAATCATTTAGGTAACCTAGGATAAAATGCAGTT
+TTCTGTTGTCTCGACATTCTTTTGCTCGCTTTAGAATCCATTCAAGTATATTCAGGTACATTCAAAGTAA
+CAGTGCTGAATGTATCTCACCGGAGAACGTTGCATTTTTGTTATTTATTAAAACTGAGTTATTAAATTTA
+GTTTTTAAAGCGTAGATTTTTTAAGTAACCTGAACTCTGGATAATGAGTGCTTGATGTTTAAGTAAAATC
+AACAACTTAGATTGTTACGTATGAAAAGTAATAAAATTAAAGTAGTTATACGCTTTATCAATGTTTTATT
+TTATTCAATTATCAAGGCAAAACGTTTATGAATAGCTGGCTATTTATCGACGTTTTAACGCTGAGAATTG
+GATGAAGAGGAATGTTGAGCAAGTGCTGCTTATCCAGAGTTCAGGTTAAGTAATAAAAAACCCCCAACAA
+TAAATGTTAGGGGTTTTACTTTCACTCTTTATAAGAATGATATTAATAAGCCAGATTTGTTAAAAGTTAA
+CTTATCAGTAATCACTTCATGATTAACCGTTGCTTACGTCTTCAAAATCAGCATCAATTATATCTTCATC
+CTTAGCGCCATCATTGGCAGCGTTACCTTGATGCTGAGCTGCTTGTTGCGATTGCGCTTGTTCAGTTTGC
+ATGGTTTTACTATAAGCTTCTTGTAATGCACTTTGACGCATTTCAATTGCAGCTTTATCACTGCCATTAA
+CTGCCATTTTCAGTTGCTCAATTAATGTTTTAAGCTCCGTTTGTTGATCTTGAGCTAAACTCGTCATTGA
+CGTTTGCACGGTATGAATTAATTGATCTGCTTGGTTACGTTGATCAACTAACTCACGCTTTTGTTTGTCT
+TCACTCGCGTGCAGTTCAGCCTCTTTCACCATGCGATTAATTTCATCTTCCGTTAAGCCACTTGAGGCGG
+TAATTTTAATGCTTTGCTCCTTGCCTGTTGCTTTGTCTTTCGCTGACACATTCAAAATACCATTAACATC
+AATATCAAAGGTAACTTCAACTTGTACTGAGCCTCGTGGACCTGGATTAATATCCGTTAAGTTAAATTGA
+CCCAACGATTTATTATCTGTTGCCATTTCACGTTGCCCTTGCAACACATGTACTGTTACCGCAGCTTGAT
+TGTCTTCAGCCGTAGAGAACGTTTCAGAAGCGCGGGTTGGTATAGTGGTGTTTTTTTCAATAAGTTTAGT
+CATTACACCACCTAACGTTTCAATGCCGAGTGATAGTGGTGCTACATCAAGTAATAACACATCATCTACA
+GCGCCTGACATCACCCCCGCTTGAATTGCAGCACCCATTGCAACCGCTTCATCTGGGTTCACATCTTTTC
+GTGGTTCTTTAGAAAAGAAGGTTTTAACGGCTTCTTGCACTTTTGGCATACGTGTTTGACCACCCACCAA
+AATTACCTCGCTAACATCAGCTTTACTTAAACCAGCATCTTTTAATGCTTGTTCACACGGTGCGATGGTG
+CTTTTTACTAAATCATCAACTAATGATTCTAATTTTGCTCGAGTAACTTTTACGTTTAAGTGTTTAGGAC
+CACTGGCATCAGCCGTAACGTACGGTAAATTCACCTCTGTTTGTAGTGCCGATGATAACTCGATCTTCGC
+TTTTTCAGCCGCTTCTTTAATGCGTTGCAACGCTAAAGTATCTTGATGAATATCAATACCACTTTCTTTT
+TTGAATTCATCAGCAAGGTAATTAATTAAGCGTAAATCAAAATCTTCACCCCCTAAAAAGGTATCACCAT
+TGGTTGCTAATACTTCAAATTGTTTTTCACCGTCTACATTGGATATTTCAATAATTGAAAGATCAAAAGT
+ACCGCCACCTAAATCGTAAACCACCACTTTTTGATCAGCGTTACTATTTTTATCAACGCCATAGGCTAAT
+GCTGCGGCAGTGGGTTCATTAATAATACGTTTAACATTAAGTCCTGCAATTTTACCTGCATCTTTGGTTG
+CTTGACGCTGCGAATCATTAAAGTATGCCGGCACGGTAATAACCGCATCTGTCACCGTTTCACCTAAATA
+GGCTTCAGCATCTTTTTTCAATTTACGTAAAATTTGTGCTGACACTTCTTGTGGAGACAATGCTTTACCA
+TCGACCTCAACCCACGCATCACCGTTGTCCGCTTTTACTATTTTATAAGGCGCTAACTTAATGTCTTTTT
+GCACTTCTTTATCGTCAAATTTACGACCAATCAATCGCTTAATCGCAAATAATGTGTTGGTAGAATTGGT
+CACGGACTGTCTTTTTGCGGGTTGACCCGCTAACGTTTCATTATTTGCATAAGCAACAATTGATGGGGTT
+GTGCGGCTACCTTCTGCATTTTCAATAATTTTGGCAATGCCACCTTCCATAACCGCGACACATGAATTTG
+TTGTACCTAAATCTATACCAATAATCTTAGTCATAATAATCACCTGTTATCTAATAAAAGAATCTAATAA
+AAAGGGGTTCATAAAAAATGAACCGTATGGCAATTACTTGTAAGTAATTTTGCCCCTAAAACAATCCGAG
+ATAAACCGACGAAGATTGATGGTTTACCGTTAGATGTTTGGTTTATGAGGCTATGATACTCAAGGTAAGG
+AAGTGCTTCTGTCATAAATATGACAGTATGCGTAAGTTTCTATGTTTAATTTTTAAAGTTAAATATCAAT
+GTATTAAGGCGATGGGAGTGTGAGGTGATTAAAGCTAACATTAACTTTTGCTATATAGTCATAACTCGGT
+AGAATAAAATACCTAGTTAGGTTACAACTAAAATTACTTTATTTATGCATAAAGATGTTTCTCAATTACC
+TCAAAAAGCGAATCCCGCGTTAGTTAAACAAGCTAATCTTTTTGCCGATTTACCGACAAAATTAATTGAA
+GATTTTCAACAAGAATTTCAGCTTAATCAATGGAATAAGGGCGATTACATTAATTCTGACATTTTAACAC
+AACGCTTTTTTGTTGTGATTGAAGGTAATATAGAAATTAAACAAAGTAACCCTGATACAGGCAGAGAAGC
+AACGTTAGACATGCTTTATGCTGGCGATTGTTTTGATTTAATGGTGCTATTAGACAATCAACCCCATGAA
+GTCATTATTTCACCTTTAACAACGGTAAAATTATTATCAGTCAAACTTTCAACGATGCGATATTGGTTGT
+GGACTTATCCGGAATTTAACCAACAATTCATGCCTTATATAGCCAAAAAAATGCGTGAAAAAGAACAACA
+GGCTAGTAGTCTAATTTTACACGATGTAACCACACGTTTAAGCCGTATTATTTTAGAACACATTAATAAA
+ATTAAGTTTTACACGGGTACTAAAGAAGAAGAGCACCAGCATCATTTAGTGAATGGGTTAAACGATGAAA
+CGTTGGCACGGATGACTGGCTCTGTAAGGCAAGTAATTAATAAACAATTACAGCACTGGAAAAAAGAAGA
+CGTCATTGATAAAAAGCGTAATCAACTCATTATTAAAGATTTAGAAGCATTAGAAAAAGAAGCAAAATAC
+ACGCAAAATTTAGCTAATGCTCCTTTGTCTAAGTCCTAACCGCACAATAAAAGTTAATGACTTAACCCCG
+TAAACGCATACATCAATCAACTCTCTTGATTGATGTTCGACATATTATCCCTGGTTTTATTAGTCACTAA
+GTTAATTTTGACAAAAACTTCTTTATTTGGGTATCCATCAGCAATCAGTTGATGTTGCAGCTGAAATGAT
+CGAATGGCCTGTCTACTTTTAGGTCCCCAGATACCATCAGGCTCACCTGTTTCAAAGCCTAATGAATTGA
+GTTGGCTTTGTAGGTTTTTCATCTGTGCAACACTATAAGGTTTCACGTTAGTTTGCTCTTTGTGTGAAAA
+CTCAATGCCTTTAGCGCCAACTAATTTATTAGCTAATAAGCCTACTGACAGTGCATAACTTTTCGAAAGG
+TTCCACGTCATAATCACATTAAAATTAGGGTAGAGTAAAAATGCAGGTCCTTTATGGCCTGAAGGTAGAT
+ATAGCTCAGCCTGAATGTCATAAGTTGATAATGAATGGTTATTTGTTTTTTTTACGCCTAATTCTTTAAA
+ATAATCAAGTGGGTAATATTGATCAAAAGCCACTTTATCAAAGGCAAAGTTTGTTGGTAATTTAACTTCT
+CGGCCCCAGCGTTCTTTAGGCTGCCAACTGATTTTATTTAAGTAATTGGCCGCCGTTGTTAAGGCATCAA
+CCTCGCTTTTCCAAATGTCGACTTTGCCATCATTATCACCATCAACGGCATATTTTAAGAAGGCAGTAGG
+CATAAATTGCATATGGCCCATCGCACCAGCCCAAGAGCCTTGCAGTTGTTCAACAGCAACTTGCTTGGTT
+TCAATTAAGGTGAATAAGTTTAATAATTCTAGGGTAAAAAACTCACTACGACGTTCATCACAGGCTAAGG
+TGGCTAAAGAGTTAAGTACCGACATTTTACCTTTATGCTTGCCAAAGACTGTTTCTAAGCCCCAAAAAGA
+GACTAAATATTGGCGTGGCACGCCGTATTTTTTCTCTAAGGCATCAAACAGTTTTTTATTTTTCTTTAGT
+TTCTCTTTTCCCACTCGCACATGATAATCGGTAACTCTTGCTTTAATATATTGCTCAAAGGTTTGGGTAA
+ATTCAGGTTGTTTTTTATCTAAAGCAATCACTCGCTTAATGGGGGAAATATTATCAATAACGGTTTGGGT
+TATATAGGATGAAAACCCCGCGGTTTCAGCGCGTTTAGCTAAGTTTACTTTACACTGGAGAAAATCCTCA
+TCGGCAATTGTGGCGTTCGCTAATAAAGGAAATAATGCGCATAGCATGATTAATTTTCTAAAATGAACAA
+GATTGAGTGTGTTTTTAATAAGTCGGTTTGACGAGAGCATGAATGGGCATTCCTTGGCTAAAGCTGAAAA
+TTAAGAAAAAGTAGCAATTCTATGGTTAAATTTTACCTTGATAACAATCATTAATCACCGTTTTTTTCAT
+GTGCTACCGGTTGTAAGGTTTCAGCCCAAGTGTGATAAGTATTCTCACCATTTTGTTCAATTTTCATGAG
+TAAATATTCAATGAGTACTTTGACTTTTGTGGGTAAAAACTCGCGTTTTGGATAAACACAATAAACGCCT
+TCTGATGAACGAAGAAAAGATGAAATAGGGACAATGCTTTTCGATTTCAGCCAGTCGCGGGCAATAAAAT
+GGGGTAGTTGGGTTAAACCAAGCCCTTGGGCGCATAGCTCAGCCAGAGCTTCACCATCATTAACAATATA
+CTGACTGCCAGGATCATAACTCTCAACCCCATGACCTTCATCGACCGTGATGGGCATTAAACGTCCAGAC
+TGAGGGTATTTGAAACGAATCCAACTATGTTGAGAGTATTCTGCGGCGCAGGCAGGAAAATCATTAGCAG
+CAATATAGGCAGGTGAGGCACAAAGAATAAAATCAATTGGGCTCAGCATACGTGCAACCAGCCGTTGGTC
+ATCGAGTTTACCGGTACGAATGGTTAAATCAATGCCCTGTTCTAAAATATCAACATAACTATCATTAAAC
+GAAACGTCCAAGGTGATGTCTGGATATAACTGAGTAAACTCCTGTAATAACGGCATCACATAAAGCCGAC
+CATAAGACACTGGCAAGTTTACTTTAACCTGTCCACATGGCAGATCATTGGTTTGTTTTAAGTCTTGTTC
+ACATTGTTCTAGCTCTAAGACTATTCGCCTTGCCGTGATTAGATAACGAGAACCTGAATCAGTTAAATGA
+ACCTGACGGGTAGAGCGGTTGAATAGTTTAATACTAAGATTATCTTCAAGGCGTGCCATTCCTTTACTCA
+CGGTCGATGCAGACAAACCTAAGTGATTTGCAGCCGCCGCAAAACCACCATGATCAACCGCGTTAACAAA
+TAGCTTTAGTAAGCTTAACTTATCCATAGGTGAAGTTTTGTCACAAGTAATATGAAGTTGGTGATATTTA
+ATCACATCATAAGGACGGTTACTATGTTGCCAGAGAATTTAATGTTTTAAGGAATAATAAAATGAAAAAA
+TTAATTATTGGCTGCACCCTGTTACTTAATGTAGGTTGCGCATCGGTATCACAACCTAACCGTTTGGAGT
+TTATCGATCTTAGCCATCCAATCCCAACATTTGCACCAAGCAAAAGCGATGCGACCAAGCCAGATCTAAA
+TCAGCCTCTTGATAACAGCACACCAATTGCGGGGTTTTATCAACAAGCCATACTCTATCCTATCGATAAA
+TGGGCAACTAGCCAGGGCCATTTCAATAGTCGGGCTATTTTAATTCAAGAGCATAACGGCACCAGTTTTA
+ATGCCCCTAATCACTATCAAAACGATGTAAATAGTACAGAGAAAGGGGCAATTCCTGCTAGTAATCGTAA
+AGCAGCACATCAATTGGACAGCGAGCAACTAACCGGAAATATTGTGCTAATTGATGTATCTAATAGGGTA
+AAAGCCGAACTGGATAAAAATGATGGTCAACCAAGCACAGATCTCAATATCACCGATTTTTCTGATAAAT
+CACAAGCGACAATCAGAGCCGCTGATATTCGAGCCGTTGCCGATCAAATTACCGATGGCGCGTGGTTAGT
+CGGTCGTGTTGGTTGGGAACAATTTTATTTTTCAGGTACCGAAGACTGGAATAAGTCGCAGTATGTTAAT
+GGCCTAAACCACCCTGGGTTTACCAGAGAAGCTATTGAAGAAATTATCAAAATTATGGAAGAAAAAAAGG
+TCAAGATATCGGGTATTGCCGCTGACAGTTTTAGTACTGATTCTGGACAGGGGGCGAAAGGCAGTGACGA
+CAAATGGAGCAACGCGTGGCCAGCACATGTTCGTTTATATCAACGTGACATCTTAATTGTTGAAAATCTG
+ACAAATCTTTCATTATTAGCTCAACAGCAAGGTGACTGTTCATTGATGGTTGGAGCATTAAACCATGTGG
+GTGGCACGGGTGGTCCAGCAAGAGTGATGGCGGTATGTGAAGGACAAACGGCAACCAAAGAACCAGTAAA
+ATTTGTCCACCGTCATCGTTAAGTTGTTTGATCAGCCAAGTAAGTCGGTTTGTTGATTGAAAATAAGGGG
+AGTTAGTCGTTCTCCTTATCGTTATAACGTATGCTAAATCAAAGGATTAAAGGCCGTTGTCTTCGGTCCA
+ATCTTTGAGTTTTTCTAAAATATCTAATGCCGTGCGGCCAAAATCGGTGATTTCATAAGCGACGGCAATA
+GGGCGATCGCTGATCACTTCACGGGTAACTAGGCCTTGTGATTCCAATTCTTTCAAGCGCTGATCGACCA
+TTTTCTTACTTGCGCCACCTAACATGCGAGATAGTTCGTTAAAACGAACTGGACCATCTTTTAGATGCCA
+GAGGATAGACGCTTTCCATTTACCCCCTAAAACCCGCATGCCCCGCTCAATAAGACAGGGTTCTTCACAA
+CTTTCTAAATTTATTTTTTTAACATTACTATTTGTTTTAATTGTATTTTTCATTTTATTTCTATTTTCAA
+CTTAGTGGTTACTAAAAGTATACTGGTTGCTTTAATTAACCACTCTAGCATAATACTACTATCCGTTACC
+AATCAAGATGCATTAACGTTAACTGTTAACGCTCATATTCACTGTAGTGCAATTTAGGAAGCCAGTTTAT
+GCAAACACTCATTTCTTATGATCCAATTAATAGAGCGCCTTTGGGTGAAGTACCTCTTACGGAGCCAGTA
+GACATGCCCGCGCTTGTTTTGCGTGCAAAAAAAGCACAAAAGCCATGGTCGGCTCTATCTCTTGATGAAC
+GCCAACAAAAAGTAATGAAAGCCTACGAGCGTCTTGCTGAGGTAGAAGAGCAACTAACATTATTGATCAG
+TAAAGAAATGGGTAAAGATTATCGTAGAGCAAGTTACGAGGTGGCTGGCACTGTCCAAAATGCGGCCTAT
+TTTACTCAGGAAATAGCGCAAGCCTTAAAAGCGGAGTCAATGGGAAGCAATGCTGAGATGCAATATCGGC
+CATTAGGCATAGTCGCCGTTATCTCACCTTGGAATTATCCATTGGCGATGGCGAATAACTTATTGCTGCC
+TGCGCTAATTGCAGGTAATAGTGTAGTGTTAAAACCATCAGAAGAAACGCCCTTAGTTGCTGACCTTTTT
+GTTAAAACATTAAACCAAGTGCTACCTGAGAATGTACTACAAATAGCACATGGCGATGCAAAAACCGGTA
+AAGCTTTGGTTAATGCCGACATCAATATGGTGGCTTTCACTGGTTCATTAGCTGCTGGAAAGCATATTAT
+GGCAAGTGCCGCGTCAGGACTTAAACGCTTAGTGATGGAGTTGGGAGGCAATGATCCACTTATCGTTATG
+GCAAGCGCTGATATTGATAGAGCAGTTCAGTTTGCGGTGGCTAGCTCTTTTGAAAATACCGGTCAGATGT
+GTACTTCTACTGAGCGTATTTATGTAGATGAACGTATAGCCGATGAATTTGAGCAGAAAGTAGTTGCGTT
+AGCGAGTCGCTATCAAGCGGGCGCTTGGGATCAGAATAATGTCAATATTGGCCCGATTGTTAATCCTAAA
+CAGCATGCTAATGTGTTGTCTCAACTTGAAGATGCTCAAGCAAAAGGTGCTTCATTCTTATTAGGAAAGC
+ACCATTATGCATTACCTTATATACAACCTACAGTCGTAACTGGCATCACACCTGATATGCTTTTAGAGCG
+AGATGAAACTTTCGGTCCTGTGGTAGCTATCAGCCGCTTTGAGCAACTATCTGAGGCGATTGAACGAGCT
+AATGCCAGTCCATACGGTTTAGGCGCCGTAGTATTTGGTGGTGCTGGAGCCAATGCCGTTGCAGAGCAAA
+TGGAAGCTGGCATGGTCGCTGTCAATCAAGGTGCTGGCGGTCTTGGACCCTGGGTTGGAGCTAAACAAAG
+TGGCTTCGGCTTTCATGGAACTGCTGCGGGTCATCGTCAATTTTCCCAGCTGCGAATTATTAACAAATAA
+ATAATACCAATCGGATCAATAAATTGATCCGATTGGTATAAATGATAGAGTAAAATATGAATCAAAAAAT
+AGATAAAACCGCTGACTTTTTTATCGCCGCTTTAGAGCCCGGAGCAGAGCATCCTGCTTTACCTGCATGG
+GGTAATCACCAAGTAAATCCTGCAAACTTAAGTGATAGTATTGATATCAATGATATTGAACGACATGAAT
+TGACTCAGGTCCCTGGTGCATTTCAATTATTCAATGTATTGACAAAAGATGAGTGTGAAAAGCTAATTAG
+TATTAGTGAACAGTTGGAATTTTTACCCGATGCCGCTGTCTCTTTGCCACGAAGTGTTCGTCATAATGAT
+AGCTTAACTTGGATAGTTGATGAACAAACTGATGGCATTATTTGGCAGCGAATTGCGCATTTAATGGATG
+ATAGACAGGCTATATTTGGTGGCAGTAAAGCGTTGGGGATCAATGCGCGTTTTCGTTTCTATCGCTATAA
+TCCCGATGACTATTTCAAACCCCATTCTGATGGTTCTTGGCCGGGTAGCCGCATTATTAATGACGAGTTG
+ATTGCTAATGCTTATCCTGATCGTTATAGCCAAATGACTTTTTTAATATTTTTAAGCGAAGATTTCCAAG
+GAGGTGAAACGCGATTTTTAGTGAATGCTGATGATCCTACTAAGCCTGCAACATCGAATGACAATGTTAA
+AAATGTTGATGTTCGAACCCCGGCTGGCGGGATATTATGCTTCCCTCACGGTATGCACCCATTGCATTGT
+ATACACAGTTCAGTACCTATTACTGATGGGGTTAAGTATATAATCCGTACGGATGTTTTATTTGAATTGT
+AAGCTTGCTTTGGAGGTATTTGTTGCGATGGTAGCCTCCAAAAAAGAAAGTAGAAAGAGTGGAGGTTGTC
+TCGCTTTTTCTACTCATTTTGGTATCTCTTGAGCTGTGAACAATAGTTTTCTTTATGCGGTATAAATTTC
+TTTGGCTAATCGGTCGCTAAAATTTCATTGATTTCTTCAATATGTGTTTTTAGCTTACTCAAGCAAATAT
+CGGCATCTTCATCAGTCATACCATTACCTTCTAATAACACATAGCGGTCTTGATCTAGGTCTATCATGTT
+GGAAAAGTAGAAGGCATCTTTCCAATACTTACACGGGCTAGGCTGGGTCGTTAAGTGATCTTTGCAAACT
+TGTTGATCTTTTACATAAGGAAGCACTGCCAATGCTTTATGTTTGTAAACTTTAATAGAAACGCCTCCAG
+GCCAGTTTTTTAAACGAATATCGAGGTCACATTTAATATCGTCATTTTCTTTTTTTAGGTAGACCTTTTT
+TACTTCAAAGGAGCCTCGCCATTGAGAAAATAGACTTCCATAAAATATCTCGTTTTCTATTTCATTAAAT
+TTACTTTCAATTTTTTGAGTCATTAAATTGATGTTATCTGACATGATGTTGGTGCCTTTTATTATGTAGA
+AGTTAACTGCTAGCTTGGACAGTTAAGTGCAGTTCATACCGCTATGCTACTGAGACTACATAGAGCTGTA
+AAGCCATGGAGGACGTCTTCGTTATGAGTATTTTTTATGGTTTGATAAGTTTAATTTTTAATAGCACAAC
+GACTCAATATAGCTGCTGTGTTCAGCTCAGGCACCGCGTTTAGGCCTACATTAATTTGATATTTCCTTAA
+GAGGTTTTACTGTATGATGCCCGATTTTATTGGGATATTAACAGACAGTGCAGCGCTCCATATTTACAGA
+ACGTAATTACCTGACCTATTTGTGTGGCAGTATATTTTCTACTCAAGGTATTTGGATTCAGCGTATGACA
+CTAGGCTGGATGATGTGGGATCAAACCCATTCTGAAAGCTGGTTGGGTATGTTGGCCTTTTTAATGTTCT
+TCCCATCGGTCATTATAGGTCCCTTGTTTGGGGTGATGGTAGATCGTATTAACCGTCGCCAGGCTGCGGT
+TGTTACCAGTATTATACTGGGGCTGTTATCACTACTATTGTCATTATTGATATGGCAACAGTTAGCTGAT
+GAGATGATGTTGTTATTTTTTGCCCTAGGAATAGGCATAGCCAATAGTGCTTATCAGTCGATACGACTGT
+CTTTAGTACCTGAATTGGTCAGCGCTGTTAATATGCCTAAAGCGGTGGCAATCAATGCTATTTTATACAA
+TACCTCTCGTTTTATTGGACCGGTTATTGCCGGACTCCTGATTAAATATCAGGGCAATGCCGTCGCATTT
+GCCGTGGTTGCTGCCTGTTATATCCCGTTAATTATCGTATTATTGCTGTTAAAACTTGATGAGAGCCAGA
+GGACTGCTGAGGCAAAGCAATTCACTTTTTTTATGGATATAAAAGCGGGATTGAATTACGCCCTGCGTTC
+GGACTTAATTCTGCGTTTATTAATGTTAATTGCTGTCTCTGCTATGTTCGGTAGGGGATTGTTAGAAATT
+TTACCTGCAGCGGTTGATGTACTTTACGGGCGCGGCGTGGAAGCATTAGCTTGGATGAATTCAGCGGCGG
+GGATCGGCGCTATTATCGCAGGTTTACTGCTGTCATCTTTTAGTGCTGGGCGCTTATTACCAGCAATGCG
+TATAGCAGTCATTAGCTCCGGTTTATTGTTGGTAGTCTTTAGTTATACCCGTAGTTTTGAGTTAGGTTTA
+GTGATCATAGGGGGATTAAGTTTTTGTGCCACCGTTTGCGGCGTCGGTACCCAGTCACTAATCCAGGTGT
+CAGTGACAAGTGCCTTTAGAGGTAGGGTCATGAGTTTGTGGGGCGCCATTAATATTGGTGGTGGCGCATT
+AGGTGGCTTATTATTCGGTGTGTTTACCGAGTCTGTGGGATATCCCTTCACACTCATTACCATGGGACTG
+ATTTGTGTTGTTATCGCTTATGTCGCCACACGCCGTATTAGGTTACCTGTTACATTCAACCAGCCAAAGT
+GTGATTAACATTTATTGATTGTTAAGTTATCAGGAAATCACACTGGGTTGTATTTCAATAAAGAGTTGGG
+TAGTGACGACATCGAGTATAAAGCGCTAAATTTCAGTGGATATTTTATTTCTTCCGGTGTCCTTTGCTCT
+ATACAATATTTGATCTACTTTATTGATCATGCTGCTCATTTCAATAGCGTCGCCAGAAAAGTACTCTAAA
+CCAATAGATACAGTAACTTTTATCAAATCACCTTCATAAATGGTTTCAAGGTTTTCAATGTTTTTTCTGA
+TTTTCTCAGCGACAACCATGGCGGTTACTTTTGGTATTTCTGGCAAGAGTACCAAAAACTCTTCTCCACC
+CCATCGGCAAATAGTATCTACTTCCCTAATGCTGTTGGTCACAGCTTTTGAAAAGGCGATTAAAGCAGCG
+TCTCCACAGGCATGTCCATACCTATCGTTGATTGACTTAAAATGGTCAATATCTAACATTAACAGCGAGA
+AACCTCGTTTGAATCTTCTAGAACGAGTAATTTCTGAATGGAGTAATTCGGTAAAATATCGGCGGTTGTA
+CAGTTCCGTTAAAGGATCTCTTCTTGAGGATAAGATTAACTCTTCTAGTAATTGATTTTTTTCAGAAATG
+TCTCTGATAACCGCAGTAAATTCAACATTATCAGCAATACGAATTTTTGATATGGTCACTTCAATGGCAA
+ATTCACTGCCGTCTTTTCTAAGGCCTTGCACGGCTGCTCTAGTTTGCATGGGTCTAGAATCTACTTGTGA
+TCTTTTGAACCCTTCGACATAACCATGATGTTTAGCTTGGTATTTTTCAGGTAATAACTTGGTGAGTGGC
+TGACCCATTATTTCTTGTTCACTGTAGCCAAACATTGATTGGGCAGCTTCGTTAAAAAGCTTCACATTTT
+GCTGTTCATCAATGGTAATTATACCGTCATAAGCGTTATTAACTACCGCTTCGAATCGTTTCATTGAGAG
+GTTTAGCTGTTTTTCTAAGACCTTTTTTTCAGTGATTTCAACACAGGTTTGAATGATTCGAAATTTTTCA
+TCAGCTGAGTTTACGATAGGAGATACTATTGAACGCCAGCATCTTTCTTGGCCTTTATAGTCAAGCACAA
+TCTCAGTTTCCAAAGCAATGCGTTCATTTTTACAATGAATGAATGCTTCTTTTAATGGGTTGTGAATGTA
+TCTTGGGAAGATTGTTGTCAGTGGCTGACCAAGTGCTTTTGCGCTTGAATATCCCATAAGATCCTCATAG
+CGACTATTGCAACTGACCAGTTCAAAAGCTACCGACTGAGGGTCGAACTCAAATACAGCAAAACTAGCGC
+CAATAGCCTCAATTGAGCTGATAAGCGTGTCGTGATCACTAAGAAAAAACATGTGGTTCTCCGTTACCGA
+GGATTTATATATTGCTCTGAAACTTTTAATCGTATTGTTGATGGCTAAATTGAATTTTTAGAAAAAGAAA
+ATAATTTAGGCAAAGATAGTGAATAAGACACAGAAAGTTGCTTTTAAATTTCGGTGCACTATATATATTT
+TTATTTATTATTTCAATCTCTTATATTGCTTAACAAAGAGAGGTGTTCTGCCGAGTCATTCATTGTCAGG
+GGGGAATTGCGCTAATCTGTTAACTAAACATGTGCCTTAATTCAGTGAAATATTTTGACTAACAAGCAAT
+AAATAATACTTTGAAATAGAGATGATCAAATATCACGGTTGCTTATGTTAGCAATATAGTTTTTTATCTG
+TTTATTGTTTGTCATTCTTTTTATTATTAAAGCATCTTGATGTTATTGGAAATAAAAAATGAGCAGTGAA
+AAACAAAACGAGAATTATAAAAATGGTGAGCAAGTTCGTCGTGAAGTAATGGGAGATGAATTTGTTGATC
+GTGCTTTAAATAATGCCACTGAATTTGACCAACCTTTACAAGATTTAGTCATGGAAAATGCGTGGGGAAG
+TACTTGGAATAGAAATGACTTACCAAAAGATACCCGAAGTTTAGTGACTATCTCTATGTTAATCGCCCTA
+AAAGCACCGAATGAATTAAAAGGTCATGTTCGTGGTGCATTACGTAATGGGGTAACTAAAGAAGAGATTA
+GAGCGGTGATTATGCATGCGAGTGTTTATTGTGGATTTCCTGCCGCTATTGAAGCAATGAGAGCGGCTAA
+AGAAATTATTGATACTTGGGAAGGGTGAGTGAATTTAGATTATTCGATGCTACAGCTCCAATGGTAGAAC
+TGCCACTTTCATGGATGAATATCGGCAGGTTTTGACGGTAAACTAAAACTGAAGATAACTGTTCATCCCC
+GTCACCTTTCAAAGTGCATGATTTAAGTGGAAGTTAAAAGTGATTTAGGCAGGGCATTTATTTTAAACAA
+TGGTTATTCCCTTGTTCAAATGAATAACGCCGCTTAAATCGCTTTTAACCCCATCGAAGAAGCGCTTGAG
+CAACACCACTACATCGTTGCACCTCTTTATAAGGACGCTACATTGATGGTGTTATTAGAGAATGCAGGAG
+CATATTCTCTTGAATAACCATTACTACAAAGTCCCGCCTTGTATTGAAATTGCTCAAGTACTCTTAAACA
+AGCATCTTGCATGGTAACGGGTATAAATTGAGCTGATACTCAGGTGAATACTAATCACATCCATGTGATT
+AACCAAGTCTATTTTTTGTTGGTTATACGAATTGAAGCTTTATTAATTTTAACCGCTTCCATGGTTCTTC
+CATTGCGAGTACCTAAAGCTTCAATTTTAGCTAAGCTGTTTTCTGGATCTGCGACTACTTTACCAAAAAC
+GGTATGTTTACCATCTAAAAAGGGGGTTGGGATAAAAGTTAAGAAAAATTGGCTGCCATCAGTGCCGGGA
+CCAGCATTTGCCATACTTAACGTTCCCGCCTCGCTATGACCTATTTCACCTTCAAATTCTCCATCATACT
+TATAACCAGGATTGCCTGCACCTGTTCCTGTAGGGTCACCGCCTTGTGCCATAAAGCCAGGAATAACACG
+ATGAAAAATCAAGTCATCATAGAAACCCAGTTTAGTTAAGTAAATAGTGCTAGAAACATGCATAGGTGCT
+GAATCGGCCAACAGCTTAATGGTGATATTACCTTGGTTTGTTTGCAGCTCCCAAAAATAATCTTTACCGG
+GGGCAAAAGTAAGTAATGGCGGCTGACTTAACTTGGTCTTCCAAGCTGGATCTGTTTTATCAATTGCTTG
+CTTAGTAATAAACTTATTTGTTTTTTTTACTACATCATCACTGCCACAACATGCGGTTAGTGTCATTGTT
+AAAAAAAGGCTAGCGATGATCTTTTTCATAGCATTCATATAAAATATCTTATTTTTTTAATTCAATTTGT
+TGAATGTTATCAGCTCTTATCGATGAAATCTCAAGTATCAGATAACAATCTCTAGTGGTAAATAAGAAAA
+GTCACCTATACAGAGTGAGACTATTACACCGCTTATTATGCCGTTAATAGAGATGGCATAATAGGCGTAT
+AGCTCGAAGTAATTGTCAGATAAGTTATCAAAAATTATTTATTTTTAACGGGACGACTTTTATAAAGGAC
+TAAAGCCGTGATTAAAAAGGCTAAGAAAAATAAACCTAATGTGGCACTTGTTTGATCTGACAATACATCA
+TCAGGACGAAGAATTACGCGGCCATTGTCTTCTATTTGATAAACTTGATGGAATTTACCATTCACTTGCA
+CCGATTGTAAGGTGATTTCTTTACCTAAAAGTACGGGTGATTTTTTTTCATCACAATATTCGGTTCTAAA
+TTTAACCGATAAATTATAAGTAAGATCAGAGTCAGCAATGCTTAATGAAGCAGCGCCTTTTGGCGGGCAA
+TGTAATTGAAATATAGTGCCTTTAACTGTTTGAATATCTGTTAATTCAGCGTACGATTTTGAGTGTTGAG
+AACTTTTTATACCGAGAAATAAAAAGAAGGCGGCCAAGGTTAACAATAATATTTTTGCTGTTTTATTCAT
+AAAATTTCACACTTGATTGTCTCAGTTGAAAGACAAAATAATTTACTAAAATGGTGTGATGAAGTTGAAC
+ACAGCAGTAGCTTATATGTCTTGATTTATATCAGTAATAGATTCTTTTTATACGATTCAATTGATATGTC
+TTCTTTTAACACAAAGACTCACATCGAAATTTAACGTTTCATTTAGCTCATTGGTTGCCATAACCATTGA
+AAAGAGGAGTAATGGTTGCTCATTCTTTTCTGCCAATGCATAAACATTTAAACGCATAAAATGAACATGG
+CACAACAGATTCTGATGAGCGTAGTCAAACCATTCTCCTAAATAGATTTATCATGTGGAAATAAATGAAT
+AGCAAGAATGTTTTTATCTTAAATTATAACATTAACAGCTACTTAATACGTAGTTGAAATATAACATCTG
+TCTCCAATAATTTTATATCTTACTCTTCATATTGATACTGAAACTAAGAAAGTACTCTAGCGTTCCCCCA
+GTTGATTACTCAACAGCGTATCGTAGCTAATTTTAGCTAAATTAGTTATTGCTGTACTTTTAAAGCTTAG
+CGACTTAATGAATATAGTTCGTGTACGAATTTAAAATTGTATATATATTTTATGACTTTTTGTCTGATTT
+TGGCTAACAAGTCTAAATTTTCATTAACTAATCGCAATTAATATCAATTTAGCACTGATTAGTACGAATT
+TAGTACTAACTAAATAGTGGGTTGATCATTTCTGTTCAAACTATTACAATTATAATTAATTGAACGTTCA
+ATTAAAATAATTTTGAGAAGTTTGTGCCAAAAGTTGGAATGAAACCCGTACGTAAACAACAATTAATCAA
+CGCTACTTTAGAATCGGTGGCGCAATACGGTTTACAAAACACCACGATTATTACCATTAGTAGAATTGCT
+GGCTTATCGTCAGGGATCATTAGTCATTATTTTGGTGGTAAGCAGGAATTGGTTGAAGCAACAGTTAAAC
+ATTTGCTGGATCAATTGAAATCAGCACTGCTTGATCGTATCGGTCAGCAGAGTCTAAGTGCGACCGAACG
+ACTTAGAATGATCATTGAGGCAAACTTTACCCAATTACAACGTTCAGCGCCGGCAACAAAAACCTGGCTT
+AGCTTCTGGGCGCAGTCAATGCATCAGCCTGGATTGGCTCGCCTGCAACATATCAACAGCAAGCGCTTAT
+ACAGCAACCTACTTTTTTCTTTTCGTCAGTTATTAACTGATGACCTCGCAGTTATAGCCTCTAAACAGAC
+CGCTGCGATGATTGATGGTTTTTGGTTGCGAAGCGCTTTAAGTCCTAGGCCTGAAGAAGAATTTAAACAG
+GCCGAACAATTATGTAAAAAGTTTATAGACGATCTGCTTAAGCAGTACGGAGATATCAATTGTCGTTAGT
+ACGTTATAGAAATTTTGTCGATGGTGCCTACATGGCAAACGACAGTGGTGAAACATTCGATGTGATTAAC
+CCAGCTACGGGAAAAGTAATTTATCAAGTTGAAGTCGCCGATGGAAAAATTAAACAAGAAGCAATAACTA
+GTGCTCAGAGTGGTTTTGCTACTTGGTCAGCAATGAGCGCTATACAGCGCAGTCGAATTCTACTCAAAGC
+GGTAGCTTTGTTACGCGAGCGTAATGATGAACTGGCAGAGATTGAAGTACTTGATACCGGTAAACCATGG
+CAAGAAGCTTCAGTTGTTGATGTTGAGTCAGGTGCTGATTCTATCGAGTTTTTTGCGGGCTTGGCTCCTG
+GAATTGAAGGTAATCAGCAGCAAGTCGATGGTGATTTTTATTACACTCGTCGTGAAGCATTAGGTATTTG
+CGCCGGTATTGGTGCGTGGAATTACCCATTACAGATAGCTTGTTGGAAAGCCGCACCTGCATTGGCGTGT
+GGTAACTCGATGATTTTTAAACCATCAGAAGAAACACCATTAGGCGCATTAAAACTCGCTGAGATTTTCA
+CTGAAGCAGGCATTCCAGATGGCGTATTTAATGTTGTTCAAGGTGCTGGTGAAGTGGGTTCTTGGTTAAG
+TCATCACCCAGATATCGCTAAAGTTTCTTTTACTGGTGAAGTTGGTACTGGCAAGAAAGTCATGGCAGGT
+GCTGCCACGACGCTTAAAGATGTCACTATGGAACTTGGTGGAAAATCACCATTGATTATTTTTGATGATG
+CAGATATCGACAATGCTGTTTCTGCTGCCATGTTAGGTAATTTTTATACGCAAGGTGAAGTTTGCACCAA
+TGGTACGCGCGTATTCGTACAAGAATCAGCATACCCGAAATTTATTGAGAAATTACTGCAACGTACTCGC
+CAAAACATTATCGTTGGAGATCCAATGGATCCCGAGACAAATTTTGGTGCTCTCATCTCGAAAAAGCATT
+TTGATTTGGTATCAGATTATATCAAAGTCGGTATTAAAGAAGGCGCTACGCTACTTCATGGCGGCACATC
+ACTGCAGCCAGACAATGCACCCAATGGCTATTTTATTGCGCCAACTATTTTTACCGATTGTACTGATGGC
+ATGACAATTTGCCGAGAAGAGATTTTTGGGCCAGTAATGTCAGTATTAATATTTATTGATGAAGATGAAG
+TGGTTGCTAGAGCCAATGCTACTGATTATGGGCTGGCAGCGGCGGTATTCACACAAGATATTAATTGTGC
+TCACCGTGTTATCCATAAAATGGAAGCTGGAATTTGCTGGATAAACAGCTTTGGTGCATCACCTGCGCAA
+ATGCCTGTAGGTGGTTATAAACAGTCAGGTATAGGACGTGAAAATGGTCTGGTTACACTAAACCATTACA
+CTCAAATTAAATCCGTTTATGTTGGTCTTCAGCCACTTGATAGTCCTTTTTAAAAGGGACTCGTTCGTTC
+GTGAGAGACACTTTCGAAACCCTAAGTCGTTTCGAAATCTGTATTGATAATAAGAAAAAAATCAATGCAA
+GTGTCTGATAAGTGGTAAATAAGTTACAGATAAGAGTTTTACATGAAAAGCGAAAAATTTGATTACATTA
+TTGTTGGTGCAGGCTCTGCAGGCTGTGTACTGGCTAACCGTTTAAGTGAAGACAGTAATAATCGCGTATT
+GTTACTTGAAACCGGTGGTAGTGATAAAAGTATTTTTATTCAGATGCCAACCGCACTGTCAATTCCGATG
+AATACCAAAAAATACGCTTGGCAGTTTGAAACCCAACCTGAGCCATTTCTTGATGAACGTCGTATGCATT
+GCCCACGAGGCAAAGTATTAGGTGGCTCATCATCAATTAACGGCATGGTTTATGTTCGCGGACATGCTAG
+AGATTTTGATGAATGGCAGCAAAGTGGTGCCCAAAACTGGGATTATGCTCATTGTTTACCATATTTTAAA
+AAAGCTGAAACTTGGGCATTTGATGGTAACGAATACCGTGGTAAAAGCGGACCATTAGGGGTTAATAACG
+GTAATGAAATGAAAAACCCGCTGTATCAAGCGTTTGTTGATGCAGGTGTTGAAGCTGGTTATTTTGCAAC
+GGATGATTATAACGCTGCAGCACAGGAAGGGTTTGGCCCAATGCACATGACAGTTAAGAACGGTGTGCGC
+TGTTCTACTGCAAATGCTTACCTTCGCCCAGCAATGGCGCGTAGTAATTTAACGGTAATCACTCATGCGT
+TAGTCCATAAAGTATTATTAGACGGTAAAAAAACTGTTGGCGTACGTTATGAACGCAAAGGGCAAGTTTT
+CGATGTGAGTGTTGAGAAAGAGGTGATTTTATCGGCGGGGCCTGTTGGTTCACCACACCTTTTACAACTC
+TCTGGTATCGGTGCTAAAAAAGACTTGGAAGATGCTGGTATTGAAGTGCAACATGATTTGCCCGGCGTAG
+GTCAAAACTTACAAGATCATTTAGAATTTTACTTCCAGTTCAAATGTAAAAAACCAATATCACTCAATGG
+CCAACTTGGCTTGTGGAACAAATTTTTAATTGGCAGCCGTTGGTTTTTCACCAAAAAAGGACTGGGCGCT
+ACTAATCATTTTGAATCTTGTGGTTTTATTCGTTCTAAAGCTAATGTTGAATGGCCAGATTTACAATACC
+ATTTTCTACCTGCAGCAATGCGTTACGATGGTAAAGAAGCCTTTGCAGGACATGGGTTTCAAGTTCATAT
+AGGTCATAACAAACCGAAAAGTCGCGGTTCTATTAAAGCGATATCAAACGATCCTAAAGCACATCCACAA
+ATACGTTTTAATTATCTTGAACACGAAGAAGACCGTGAAGGTTTCCGTGCTTGTGTGCGTTTAACTCGAG
+AAATTATCAACCAAAGTGCGCTTGATGAGTATCGTGGTGAAGAAATTCAGCCAGGTATCAATGTGCAAAG
+TGATGAAGAAATTGATGCCTTTGTTCGTCAATTTGTTGAAAGTGCTTACCATCCTTCGTGCTCATGCAAA
+ATGGGTACAGATGAATTAGCCGTTGTAGACTCAGAAACTCGCGTACATGGTATTGAGGGATTACGCGTTG
+TTGACTCGTCTATTTTCCCAACCATTCCAAATGGTAATCTTAATGCACCAACGATAATGGTTGCAGAACG
+TGCCGCTGATCTTATTCGAGGCCGTGAAATACTAGCGCCTTCTCAGGCTGCCGTAAAGATTGCGCCTAAC
+TGGCAGCAACAACAGCGTGCTAACGAGCCAAAAAGAAAAATATAACAATAAACTAATAAAAATAAACCAA
+TAAAAGTTTAATCGTGAGTACTCCATCAGGCATTAATTATCGCCGTCAAGATACTAATCATGGCTGCGAC
+AATTGACATTTGAAACCTAGGTAAGACTAAGTGAATAACTCTATTCGCTTAGTCTTACGTGGGCGATACC
+GAGTACTCTAACTATAAAAAGAAGAGGAGTAATACGTGTTTACATCTATTAAAACCATTATGGGGAGGTC
+GTTATGACCGCTTGGTTATCTGCAGGGATCTTATTTACCTTTGCTGCCATTGCCTTTGTGTTATATCGCT
+GGGGAAATATTCGTTGTGTGGGTGTAACACCCGTTAAAACATTTACCTTTATCGCTATTTTGTTCACATC
+AGGTCTTGATGTTGGACTTATCATGTTCCCGTTAACGGAATTTGCAGGTTATGCTGATTTAGTAGCAAGT
+CCTGAGTATAGCTTCACTAACGCTTTGTCTATTGAATTTGGCTTTTGGGCGTTTCTTATCTGGGGTTTTT
+ACTTTCTAACTTGTTTTTACTTCTGTGTTATTGAGCCGCGCGTGCAATTTTTTCAATTGCCGTTAATTAA
+GCTGATTAACAATGTTGTCATCATAGGAACCTGTGCTTTTACTGCGTATTTATTGCTAACTAACTTGCCG
+TGGTATGTACCTGAACTTGGCGATGGTGAATCAATTATTGGTAGTTTCTATCTGATTGTTTTCTTAGTTA
+TCGCTGCAGCTGTCTATTCTAGTACCAGCATACGTTATGTACGTTTGCTAAGCCTCGCGACTACTTGGCT
+ATTTATTGGCTTGATTGCTCTTATGTGGGGTGGTGCTTTTCTTTCAGAAGGTTCAAGTATCGGTGAATTT
+GCCAGTACGATTGCCTTACTTGGCGGCTACTTTGGCAATATTCACGAATTCGTTCTGCCATTAAATGATT
+ATCATGAGTTCTACCTTTACTGGTGGTTTGCATGGAGCATTATGATTGGTCAGTTTACTGCCCGTTTTGT
+TGGTGGTTTACGTACTTATCAAGTGTTGGGCGCTATGTTGATATTCCCATCTATTCCAATCGCGATATGG
+TTCACTGTGTTGTATTACTACAGTGCTAACGGTCTTGAAACCGCTGGTTTCTACAACATTATGATGGCAA
+TTGTCGGCGTTACTTTTGTGATCAACTCTCTCGATTCATTGATTCGTTTATATACCGATAATTTGAATTT
+GAGTGTCAACCGCGTGGGCAAAGTTAAATACTTTTTGGGCAATATCATTGTGCTGAGCTTACTTACGTTG
+TTATTCAAGTTGGATTTCTTACAAATCCAATGGGTTGGCGCCGTAGTTATTGGACTGTTCTTCACTTGTT
+TTGGTTATATTTTATTGACCAAATTTAAAGTGGTCAGCGAGATAGAGTGTTCACCGAAAGAAAATAAAAT
+CGATTTTAATAAAATTGAACTAATAAATTAGTTTCAGATATCAAAAAATTTAATGAGAAAAATAATAATG
+AATAAAATTATAATTGCAGCGGTAACAACTGGTCTACTAACTCTTTCTGCCTCTGCTTTAGCAGATGTAT
+CTGCAACGGTTAACCTAGCTTCAGATTACACTTTTAATGGTGTTAGCCAAACAGGTAATGATCCAGCGCT
+ACAAGGCAGCTTGGATTATGCTGCTGATAGCGGATTTTATGCAGGTACTTGGGCGTCAAACGTTGATTTT
+GGTTCTGGTGAAGACACCAATATCGAATGGGATGCTTATGTTGGACAATACTTTCAGCTTAATGACAAAT
+TTGGGCTAGATACCGGTATTGCGTATTACACCTATCATGGTGACTCTGCGTCTGATACTTACAATTACCC
+AGAAGCTTATGCAAAATTAGGTTACAGCTCATCTATGGGAGATAGTGAATTAAACTTCTGGTACAGCTGG
+GATTATTTTGGTTTAGATGTAAGTCATTACATCGCTATGGTTGCTCACACAGTAGAAGTGGCACCTGGAC
+ATAACATTAAAGTGAGTTTTGACCGCTCAACATCTGCTGATGAAGCTATTTGGGCTTGGGATGGCACAGA
+TGCTTACAATCATTACCGTGTTGAATACATGACAAATTGGAAAGGATTTGATTTTGACCTAGCCTTTGAA
+AACACCAATATGGATATTGATACGGCTGATGCTCGTGTAGTGTTTTCAATTTCTCGCACATTTAGTTTAT
+AATCGATTTAGATAGTCCCTGAATGTTCAGGGGCTAAATGAGTAGATAAATATGGAAAAATACGATCAGC
+TTTTAATTTCATTACGTCAAGTTATCCGGGCGATTGGAATACACTCTAAACAACTGAATAAAAAATCAGG
+GTTAACCGGGCCTCAGCTCATGGTAATGACCAAGATTGCTCAGTTAGATGCACCAATGGCAAAACAAGTT
+GCTAACGAAATTAATTTGAGCCCAGCAACGGTCACCAGCATCATTGATCGCTTGGAAGCAAAAGAATTGG
+TTATGCGTAAGCGTAGTCAGTTAGATAAGCGCAAAGTCGAGCTATACCTTTCTTTGGCGGGAGAAACGCT
+ACTGCAAGGTGCGCCAAAACCACTGCAAGAACATTTCATCAAACGTTATCAAGCACTAGAATCTTGGGAG
+CAAAGTCAGCTATTATCCTCTGTTGAGCGAATTGCTTCTATGATGGATGCAGAAGAACTTGATGCTGCAC
+CAGTACTGGTAGTTGGACAAATCCAAGAAGGGCAGTAATAACCTTTTATTATAACCTTCGAAAAAGTTGA
+TTACTCTAGTTCACCGACGGTGAACTTTTGTGTAATTCAGACAAAATTGATTGTTTTTAGTCACTATACC
+CCCAAAAAAACACCCATAGCACTTCCTGTCATCGCACTAGCGCTGTATTATCTGCGCCAATTAAGCCACG
+GCTATTAAATTTATAGCCCACGTACTTTAATTTACAGACATTGTTAAAAACACTTTATTAAGATGGAGAA
+CCCCATGAGCAAGAAAAACAAACCTAATAGCAACGCTATGTTTACAAGAGCCATTGATAATATGCCGTTA
+GGCGTGGCTGATAGCTACCGTTATTGGGGGGAAGAAAATACCGTATTTTTAAGTAGTATGAAAGGTTGCA
+CGATTACTGACTGTGACGAGCAAACCTTCGTTGATTTTCGCTTAGCTTATGGTCCAATTATTCTAGGTTA
+TCGTGATGAACGAATTGATAACGAAGTTATTAGCGCCATTACTACGGTAGGTACAATTTCTGGTTTTTCG
+ACTGGTCTTGATTCTGATGTGGTTGAATTAGTGAAATCACTTTGTCCTAATATCGATAAAATGCGTTTTT
+CCAACTCAGGAACAGAGGCCGTTATTGGGGCAGTCCGTACCGCACGTGGTTTTACAAAACGAAATAAAAT
+TGTTGTCGTTGAAGGCGGTTTTCATGGTTTGCACGATGAAGTTATGTGGAAGTCAGATGTTGATAATTGG
+GATGTGAATACGCAACAAGTGCCTGATATCGTACCTTTTGGTGGAGGAATTCCACAAAGTACTCGTGAAC
+ATCAAGTAAGCGTACCATTGAATGATTTTGATGCGATAGATGCTGTATTTACGCAATATGGCGATGACAT
+TGCTGCAATATTAATTGAACCTATCATGGGCAACTGTGGCTCTATTGCTTCAACACAAGCCTATATGCAA
+AAATTACGTGACGTTTGTGATAACAACGGTTCATTGTTGATCATGGATGAAGTGAAAACTGGTTTTCGTG
+TTGCCAAAGGCGGCGCCCAAGCACTATATGGTATTTTCGCCGATTTAACCACCTATGCTAAAGCCATGGG
+TAACGGTTACCCTGTTGCTGCTTTTGGTGGGCGAGCTGAAGTGATGGATACCATTTCTTTTGCTAAAGAT
+GGCGTGACACACGGCGGTACTTATACAGCAAACATGGTTGCCTTAAGTGCAGCCAAAGCCACGTTAACCG
+TACTTAAAGAAACGGATGCCCTTGAAACTATCGCGAATGTAGGTCAAAAAATTCAAGCATTACTTTCACG
+GGTGTTTACTAAGTTTGGCGTTGAGCATTGTTTTGCCGGCCCTGATGCCATGTTTGGTGTACATTTTGGT
+AGTAAAGTACCGCAAAATTATCGCGATTGGAAACAAACCAATAGTGATCTTTACACTCAATTTGCCCTTA
+ATTTGATCGAAAATGGCGTTATGTTAGAGCCAGACTCACGTGAACCTTGGTTTATTTGTGAGGCTCACCA
+AACAGTTGATCTTAACTGGTTAGAGCAAGTTGCCGAGCAATCAATGGCAGCGGCAATAAACGAATAATAA
+GTGATTGCGCGTTAGATTGAGCTAATTTGAATTAGTTTGATATGGAAAAGGGGAATGCTCGTTCCTTTTT
+TCATACGTGTAAGCAGCGATAGCGAACATTCTTACTAACTGAAAAAAGTAGCAAGAATGTTTTGATTAGC
+TTAAAATACGTTTAACGTTACCCCTCCTTATACCAATCGGATCAATAAATTAGTACGATTGATATTAGTT
+AGTTCCATAAGTAAATTTAATGATGTCGTTAAGGTAAAACTGCGACACGAGGTAGTTGTTTATATGGATC
+ATTTTGAACAGTTAGGTTTGAGTAGAGATGCGACCACCATCGATATCAAAAAAGCCTATCGAAAACTCGC
+TAATAAATATCACCCAGATAAAAACAGTGGTAGTGAAGTTGAAGAAAAATTTCAATTAATTAAAGAAGCT
+TACGATGCTATTTTAGATCCTAAAAAGCGCGCTTTATATTTGAAAAGTAACTATACCGTAATTACTGATC
+CCCGAGAGGTTGCTGATTCTTTTTGGCGCAATGCGTTGAGCTAGACGTCAATAACCAGATTCAACCAGTA
+AAGGTTCAATCAGAAAAATTTCAATTGGAAAATACTCCATACTCTTAATTTGAAAAGACGCACTTAGGGA
+AAAATCTTTGCAATCTGACAAAAATATACCTGATTATTTAACCGATGATTTTTCTATGTATTTAGAAAAT
+ATGGACTCGTTAACTGATCCAGAAAACCCTGAATTATTATCAATATACTTAACTAATTTATTTGAACAGT
+TAAAAGCTACCCCATTGTTATTTTCAGGGATGGTTGATCAATTAGCCATGGCTATAACGACAAAAATTCG
+AATTGATAGTAAAAATTTGGCTTTAGTCGATTTAGCAGAAGAGCCGTCATGGGCGGATGTTAAACCATTC
+GTTGGTGTACATGCGGATGCTAGAGCCTGTATCACCGAATTGATGCAGCATGCAGAGCAGGATTTAAAAA
+CTGCCGTGTTAATTATTCATTTTTATAATCGCTATGATGCGACACCGTTAAAAGCAGAAGCAGACGATTT
+TGATCAAGCTGATGACTATGCCTCTGACGACTTTGATGAGAACTACTAGCTTTCAACACTCGCTTTTCAA
+CTGGATTGTCCTAATTGATTAAATTGGATCTTCTATTGGAAAATATAATAACAATTGAATTACTGTGGAC
+CGCATTAGCAAGTCTATTTTTTTCACATGGTATAAATACTTTTAAGGAATAAACGTGACGAAAAACGCAC
+TCATTTTGGCTACTGATATTATCGAAATAGCACAACAAAGCGGTAGACGCGCAGGCACTTCGTTAGAGGC
+AATCGCTTCTGAGCAAGGTGATGAAACAATGTTAGCTGTATTAACTGAGATGGATATTTTGACCGTCGCT
+AAAATTGTTCGAGAACATGATGCCACCATTCCTTCAATCGCTACCTGGTTAATGGATGCCGAATCAATTA
+AACAGTTACTAAATGTTGAACCTTCTTATTGGCAAAATATAGATGAAGACCACGTATTTTGCGCACAAAC
+AGAAGCACATAGTTTATTGTCACAAATTTTTCTTTCCTCTGATGATGAAGAAAAACAGTTAGAAGTTTTA
+AAAGCCATAGTAGAAGATGATTTTGGCTTATTATATTTGTCTTTACCGTTTGTCGGCCATGATTTTTCTG
+AAATAGAAGAAGACGAAGAACAAACATCAGGCAGTATTGAAGAACTGTTAATGAAAATTAAAACATTAGA
+TGAAGAAGCCTATCGTGAAGTTATGGTGGTAAGCAGTAATGGTACATTAGAAAATGTTGAAAAAGCGTTG
+AAAGATAATGCTAATAAACAAAGAGTGACTTCGGTAGAAATTGATACCGATGACATGTTTGCACCGCTGT
+AATTTTCTATAGCCTTTATGACAGTTTTATATAATTAGGATTCATTAATGAGAATTGCAGAGTTAAGAAA
+CCATCCGTTTCTACTTTTGGTCTTAAAAGACGGGGAAAGCGAAGGCTATTTTTCTCCGGAGTTAGTGCAT
+AAAATCAAACAACAACTAGTTGATATGTCTTTGAGGATAGCCTCTGATAATTTATCTATTATCTATGCAG
+ATCAAATTAATAAAGGCTGTGAAATTGTTCTGGGCATCACCAATTTAGGTTTATTAGATCTTTGTGATAA
+AGATGAAGTTAAAGCAAAAGAGATTATAAAAACTCAAGGTATTGTTTATTGCTTTAGAGCGGGTTGGGCT
+AAATATGCGCAATTGAAGAAAATATCTCCTTCATACTTTGAAAGCATTTCAATCACCAGCTATGGTATAG
+CAATTAATGACACCTCTGATATTAGAGTAATGCATGATAGTTTACTCAAAGAAGGTTATAAAAGTGCGAA
+GCTATTAGATGTTTATAAAAACATTGCAGCCAGCTATTGTGCCAGTTCCATCCTAGTTGATAACGATGAA
+GATATATTGTTGTTTGAGTTGCAACGATTTCTTAATACTGCGATTGCTTTATTAATGATCGACTCTGATA
+AAAAAGTGTTTACCAGTTCGTTATATCAAACATTCAATACTTTCCTTGCTAGCACCAGTAAAGATGACTT
+ACTTGAAAAGTTAGAACTTTGTATCTTAAAGCTAACAGGCCAGTTGTCGATACTGACTAAGAGTTACTTA
+CAAGAAATAGATTTATTAAATTTCTATGAGTTTAAAGGCATCATTAATCAACAAATTGATGTTGCCATTC
+ATATTCAAGAAATATTAGAACTTCCAATTACTGTTGCGAATGAATTACATGGTGATTTTGAGGGTGGTTA
+TGATTTTCATGCAGACGATGAAGATGACCTCGCTTATTTAATGCCAGACGATAGGTAATTTATCTGCTTA
+ATTGACTTATCCTTGATGGTAGCGATACTTCTTGAGGTTAGGTAATTAGTCGATTTAAAAAATAAAAAGC
+GAACTTCGGTTCGCTTTTTTTTATTACTAATTTAATCATCTAGCAAAATGACGTGGTTATACCAAGTCTA
+TTAAGTTATTTCCCACTCAGCGAGAATTAAAAGGCTTAGAGGCAAGGCATTGATCGAAGAGAATGGTTAT
+TCAGGAGAATATGCTCCTGCATTCTCTAATAAGCTGCATCCATGCAGCGTCCTTGTCAAAATCAATAACG
+CAGTATGTAAGCCTATTAAACTCGCCCTTGGGAGCTCGTCATAAAAGCAATAACGGCACAAATTTTTTAG
+ATACAGAATGACTATGTCAGCAAAAAATTTTATTTATTATAGCTTCTCTGACATAGTTCTGAGGTGGCAA
+TAAATTTAATGGAATTGGTATTAAATTCTTTTTTGATTATTAAGGGTCTTAAAAAAGATTTTAATCGATT
+TAACTTCTTGTTCGTTGAGTTTAATACCTAGTTGATGCCAACCGGTATCTTCAATTGCTTGCTCTATAGT
+TGCCGCGGCACCGTCATGAAAATAGGGGGCGGTGTTGAGTATGTTTCGCAAAGAAGGTACTTTAAAAAAA
+TAATTGTCAGCGGGATTCCCCGTTACCTGCGCTTTACCTTTATCTATCTTATTTGGATATGGATGCACTA
+TACCCATTTTCATAAAGAGTTGACCACCAATGACTGCGCCATTGTGACAAGCAACACAACCTTTATCTAT
+AAATACCCGTAAGCCTGCTTTTTCACTTTGACTGATCGCATCTTTATCGCCTGCTAAGTAATCATCAAAC
+CGATCTTTTGAGATTAATGTTCGCTGAAATGCGGCAAGTGCTTGGGCAATGTTTTCTAGGTTTATTGGCG
+ATAATTGTTGTGGAAAGCCACTGTTAAAATCAGCTAAATAACCTTTACTGTTAAGGCGTTCTATTACCTG
+ACTTTCAGAGGTCAACGCCATTTCTTTTACATTGAAAATAGGAAACTTAGCTTGTTGCGCTAACGTTTTC
+GCTCGCCCATCCCAAAATTGAGCGACATGTAAACCAGCATTCCATGTAGTGGGAGCATTACGTTCACCGA
+TACTTCCCAAGGCACCTATAGATACCTTCAAGTGATCGACACCTGCTGCATCATTGTTGAGATTATGGCA
+GCTATTACATGATTGAGAATGGTTTATTGATAGCGCGGTTTCAAAGTATAATTTTTTACCTAAGTTAATT
+AATGCTGAGGTATCTTGTTCAGCTCCTTGCATAACATGGGGAAGCGGTTCAAAGAAAGATAGCGCAATGT
+CCTGTGTTGAGGACTGCGTGTAACCTTGATTAAGGCCAATAAAACATAACAATGTCAGCATCGTTGAAAG
+AAAAGGTTTAATCATTAGTTGGCTATAAATACGTAATGTAGGCAGTTAAGTATAAAGTAACTAATACACC
+TATAAGGCGTATTAGTTACTTACGTTAAGCTAGATTTTAGTAACTAAAATTAACTAGCACTAGCTAAATG
+TTAGTTAATTAATTCAATATTACTTCAAGTCAAAACGGTCTAATTGCATGACTTTGACCCATGCTTTAGT
+AAAGTCATTAATGAACTTTTTATCAGCATCGTCTGAGGCATATACTTCTGCAATGGCTCTTAATTCAGAG
+CTAGAGCCAAAAATTAAATCAACAGGTGTTGCTTGCCACTTTTCTGTACCTGAAGCGCGGTCATGACCTA
+TATATATTCCGGCATTTGACTTATCTTTACTCCATACCGTCTTCATATCCAGTAAGTTAACAAAGAAATC
+ATTAGTTAATACACCGGGGTTGTTGGTGAGAACACCGTAGGAAGACGCATCATAGTTAGCATCAAGCGCT
+CGCATACCACCAATAAGTACGGTCATTTCAGGAACGTTTAAACCAAGAGAGTTCGCTTTATCCACTAACA
+TTTCTGCAGGTGAGCTATAGCTATCATCGGTGTAAAAGTTACGGAAACCATCTGCTTTTGGTTTTAAGTA
+ATTAAATGACTTAACGTTAGTTTGCGCTTGGCTAGCATCAGCACGACCAGGTGAAAAAGGCACTGTGATT
+CTATTACCCGCTTTTGCTGCCGCATTTTCTATTGCGGTTGCGCCGCCTAGAACAATGACATCAGCGAGTG
+ATACTTTTGTTTTAGCCGATTTTTTATTAAATCTAGCTTGAATGCCCTCAAGTTTAGCCAGTACTTTACC
+CAACTCTTTGGGGTTATTTACCGCCCAGCTATTTTGTGGTTCAAGGTTGATACGAGCACCGTTGGCTCCG
+CCGCGCATATCAGTCACTCGATGACTCGAAGCCGCTGCCCAAGCTGTTCTTACTAATTCAGAGGTGGTTA
+AGCCAGAGTTAGTAATCTGCTTTTTAAGTTGTTTGATATCTTTGTCGGTAATTAGTTGGTAATTTATTGC
+TGGTATAGGGTCTTGCCACATCAGCACTTCACTTGGCACTTCCGCGCCAACATATCTTGCACGAGGTCCC
+ATATCTCTATGAGTTAACTTAAACCAAGCTTTAGCAAAAGCGAGATCAAATTGTGTTGGATCTGCTCTAA
+AACGCTCGACAATTTTGCGAAACTGAGGATCTTCCTTCAATGCAATATCAGTGGTGAACATAATAGGCGC
+ATGACGTTTGTTTGGAATATGCGCGTCAGGCACTAAATTAGCCGCGGCTTTATTATCAGGGATCCACTGT
+TTTGCGCCTGCAGGACTTTTAGTTAATACCCAATTAAAGTTCATTAAATTATCTAGGTAATTAGAAGACC
+ACTGGGTTGGTGTAACTGTCCAAGCACCTTCCAAACCACTGCTGATTGTGTCAGCACCAACACCAGTACC
+ACATTTGTTCTTCCAGCCAAGTCCTTGTGCTTCAATGTCAGCTGCTGCGGGCTCTGCACCAACACAGCCG
+TTAGGTTTTTTTGCACCATGAGCTTTACCTAACGTATGACCACCGGCAAGTAATGCAACAATCTCTTCGT
+CGTTCATTGCCATACGGCCAAATGACATTCTGATATCGTTTGCTGCTAATAATGGATCAGGTTTGCCGTG
+TGGACCTTCAGGATTAACATAAATCAACCCCATTTCTACGGCGGCAAGTGGGCCTTTTAATTTGCCCTTT
+TTGTCGCGACGTTTGTCGGACAGCATCGCAGTCTCTGGTCCCCAATAAACTAAATCTGGTTCCCAGTCAT
+CAGTTCTACCACCGGCAAAACCGAAGGTTTTAAAGCCCATTGACTCAAGGGCAACATTGCCTGAAAGTAC
+CATTAAATCGGCCCAAGAAATCTTACGACCGTATTTTTGTTTAACCGGCCATAATAAGCGGCGCGCTTTA
+TCTAAATTAACATTATCAGGCCAACTGTTAAGTGGCGCGAAACGTTGTTGACCGCCAGATGCACCACCAC
+GACCATCATGAACACGGTAAACACCTGCACTATGCCACGCCATGCGTATCATTAACGGACCATAATGCCC
+CCAATCAGCAGGCCACCAACTTTTTGAATCTGTCAGTGTGGTTTGAATATCTTTTTTAAGCATTGCTAAG
+TCGAGGCTTGCAAACTCTTTGGCATAATTAAATTGTTCGCCGTAAGGATTGGATTCTGCACCATGTTGAC
+GAAGTGGACTGAGGCTCAATTGATCTGGCCACCAAAATTGATTGGTTTTTGCTTCATTGGCAGCTAACGC
+TTTTGCCGGCAATACCATTGAAGTTAGGGCGACTGAGATCGCCGCTGCAATAGGGAGTGTGCTCTTAAAC
+ATTATATATTCCTTATTTTAGGGGCTGCTGATCTTTCGCTGTTAAATTTTGTTAGAGATAAAAGCGTTTT
+AATCGCGGCGAGTAGTGTGTAGCCTAGTCACTCTAAGCAAATACTACTCAACAATGAGTAAGACGCTTTT
+ATCCTAATCCTTTGGACAGCATTTGTTGGACATTTTTACGGCGTTATCGCCTTTTTATGTGGAACAACCA
+CATGACAAAGGCTCTGCCTTGTATAAATACCCAACAAACCGCTGCAAAAATAATCTCGAAAGGTCAACAG
+ACCCTTTTAGTGATAAAAATCTCATATAAAGCATAGAAAAAAGAAGGCCGGTTGAATAATTGATTACCTA
+GAAGATAACGTTCTATTTTTTGATAATGACTAATTTAGTATTTCTGATTAAAATCAACTTAACGTTCAAT
+AAAATTAATCATTAAAATATGATCTCTTTAAAACAACTGCACTATGCATTGGCCATTGAAAAAACATTAC
+ACTTTAAGAAAGCGGCAGAGGCGTGCAATGTGTCTCAATCGGCATTAAGTACCGCGATAACTGAACTTGA
+AAAACAGTTAGGGGTTACCGTTTTTGAACGTAATAATAAACAGGTCTTAATCACCAATAATGGTCAGCTG
+ATACTCGATAAAGCTAAAAGGGTTAAGTTGGAATTAGATGAGCTTTTACTGATAGCGCAAACCAATAAAC
+AACCTTTTTATAGCCCTATGTCTATCGGGGTGATCCCGACAATTGGTCCATACCTTTTGCCTAAAGTCTT
+ACCTGAGGTGAGAAAACAATTTCCGAGTTTTAAATTGAAAATTATTGAAGAACAATCACACATTTTAGTT
+GAAAAGGTACGAACGGGAGAAATTGATGCCGCGATACTTGCCTTACCTTTTCCTATAGAAGGTTTGATGA
+GTTTTAATTTTTGGCAAGAGGACTTTTATTGGGTTTGTCATAAAGATGAGTGCCCGAAAAAGTTGCAAGA
+AATTACCAGTGAAGAACTAGAAATTGATAAGTTGATGTTGTTAAAAGAGGGACATTGCTTAAAAGAACAC
+GCACTAGCAGCATGTAGTTTACAAAATAAAAAACAAGATTCTGATTTTGATTCAGCGAGTCTACATACCT
+TAGTTCAAATGGTTGCAGGTAAGCTTGGCACCACTCTTGTACCACAAATGGCATTAGATCAATTGACCTA
+TAATGAATCTGAACTTAGGGCTGTTCATTTAAATGAGCCAGGCCCACATCGAACGATTGCCTTAGTGATT
+AGGCCTAATTATGTCAGGACTAATGAATTAACCCTGCTAAAAGATATCTTTAGTCAGCAATTGACTAAAA
+AGTGTGGCTTGGCTTAACTATTTTAGCTTAGCCATCGAATGTTTATGCTTAGTAATACCGATTGTGCTTC
+ATTTTTATAGAATTAACTATTCAGTTTTATTTGATTTACTGAACTACTAGCTGAGCGCACACTTGTATTA
+TCTTAATGGATGGGGTGAATAAAAATGAAAAATATTATAAAAACGATAAAAGTACTTTTACACTTAACGG
+GCGATAGAAAAGTGGCGCTTAAGTGTAATTACCCGAACAATTATTATGGTGATCAATGTTGTCAAAGCCG
+ACAAAGATAAAGAATAAATGCAGTAACTGACCGCAAAAATGCTGAGAGAGTTAGTGTAAATTTTGTTACA
+CCGCTGAAGATTTAGTATGAAGATGTAAAAACTTGCCTTTATTTGTTATTGATAATCATTATCATTACGT
+TTATAGTTCTGGCAATTATACTAATGAGGGTTACAAAGGTGCAACAATTTCGTTTTTCACTACTTGCTGT
+CGCATGTGCATCAGCACTTTTTTCTGGTTTTATTTCTGCTAACGAGCAAAATAAATCAGCGGAAGCAGTG
+CAAGAAAAAAAATTGAAAAACAAGGATGTAGAACTTATCACTGTCTATGGAAGACAAAACCAAGTGGTTA
+TGAATTCAGGCTTAGCAACCAAGTCAAATATGTCGTTAATGGAAACACCAGCGGCTGTGGTGATCGTAGA
+TGAAGAGCTAATTAACGCGCAAGGTGTTAATAACCTACAAGACTTAGTGCGTAATATTAGTGGTGTTACT
+CAAGCGGGAAACAATTATGGCATTGGTGATAACATAGTTATTCGAGGGCTTGGTGCTAACTATACTTATG
+ATGGTATGTACGGTGGAGCAGGGCTTGGCAATACCTTTAACCCAACGCGCTCGTTAACTAATGTTGAATC
+TGTCGAGGTACTTAAAGGCCCTGCGACTGGCTTGTATGGCATGGGTAGTGCCGGTGGTGTCATTAATTTA
+ATTGAAAAAAAACCTGAGTTTATTAGCAGCCATGAGATCACCGCTGAACTAGGACAATGGGATACATTTG
+CATTAAGTATTGATAGCACTGGCGGATTAACGGATAAATTGGCTTATCGTATTGTAGCAAAGTCTGCACG
+CAGTGATGGTTATCGCGATATTGGCACAGACCGTGATGAGATTTACAGTTCACTCAAATATGTTTTTGAT
+GAACGCCAAGATTTAATGTTATCTGCTTCGTATATAAAAGATGCTATTGCCGTTGATTCTGTTGGTCATC
+CTATTCGTATTTATAATGCCGAGTCGGTGGGTGGTAAAACTGCTGGCGAAGTAAGTTGGCAAGATTTGAT
+TAACGACCCTGAAGGTAAAGGCATTCAACTTAGTGATGCTCAGCGACAGCAATTAGCGGGGTCTTTAGCT
+GATAGTGATGGTTTAACTCCGTATGAATTCGGTCATAATGGCATCATTTCACCCATGGCTAAAGATAATG
+AAGGTGAAGAGTTAAGGTTTAAGTTAACTCATAATTACTTTTTCAACGATAACCTTTTTTTAAATCAGCA
+ATTACAGTACCGCGATTATACTTCTGGCTTTGCGCGTCAAACCGGTGCTTATAATTATGTTTATTGGAAC
+CGTGGTGGCACTATCAATGCCAATCCTCGCGCACCTTTAGTTGAAGATGATGTACTTTATCCCTTTGCTG
+CTCGCCGACAAGAATATCGAAAAGTTGAAGCGGATGAAACGTCTTTGCAGTATTTTGCAGATTTACGCTA
+TGACTTCGAGTTTGCTGGCATCGACAATGAATTATTGTTAAACGCCAACTATGAAGATAGAGATATCCGT
+TTTAAACAACATTCAATATATGATGCCGATAAGGTACTTACAAATAAAGCGGGTGACGTGACTTACCAAG
+GCACTTTACCTTATATTTACGACATTCGTAATCCTAATTGGGCTGAAGGTTCATTTGAAGATCATGATCC
+CTTGATGACCAGTAACTATAATAAAAAAGTTAGTGCATGGGGTGTTGGAGTTCAACATGTGGGTTACTTT
+GGTTATGGTTTCTCTACCCGCGTAGGCGTGGCATTTAACGAAATTAAACAAAGCTATGAACATTTTGGTG
+TTGATGCACGCTATCGTGCTAGTGCCGCAGCGCCGACATCTGAAGCAGATACTAATGATGATGGTATTAC
+CTACAATTTAGGTGTGACTTATATGCCGACCGATGATCTCTCTTTCTTCATTAATCACTCAAAAGGTCGA
+ACCGCCTACAGTATGTTAGGTGGTGTGAAAGGTGATGGCTCTGATCGATTAGACTCTGAATCGATGAGTG
+ATGATTTAGGTATGCGTATTAAAGCCTTTGATGATCAAATGTTAACTTCTATCGTTTTCTTTAAAAGTTC
+TCGTACAAACTTGCAGTATTCAAATCCTGAGTACGATGATGGCGTGTCAACGCCGAATGTGCCAAAAAGT
+TTTTTTGATGGTAAAGAAGAAACGACCGGTGTTGAGTTAGATATGAATGCTCATCTGAATGAGCGTTGGA
+TGATCAATATCAATGGTGTTTATCAAGATGCTCGCGATAAGAAAGATCCAAACCGAAGTAGTTATGATAC
+TCGTCAAAAGGGCGTTCCTTATGTAACGGCCAGTACTTGGGTAACTTATAGCGCAGATATATTTTCACTT
+GCTAGCCCAATAGATCTCAGTTTGGGGGGTAAATATGTTGATGATCGTAGTACAAATACGAGCTCCTTTG
+GTATTCCTGATGGTTACGTGCAAAGTTATACTGTGGTTGATTCTGCTGTAAGTTATCAGGCGGAAAGTTG
+GAAGCTACAATTGAACATTAATAACCTGTTCGATGAAGTTTACTATAACAAAGCAATGTTCTTGGGTGGT
+ATGCCTGGCGAAGAACGTAATGCTAAACTGACCTTTAGTTATCAAATATAAATGCTAAATTGAAAGTGTT
+TTTACGCCTTCATTTATGATAAAAAGCCAGTAATTCGTTGAGAGTTACTGGCTTTTCTATTTACTATTTT
+ATGCCTTTAGTATTATTTAATTTGGTGACTTCACCCTAGAACAATCAAGTGCTAATAAATTTATTGCTGT
+TTAACGATAACACCAGATTTCATAACAAAATCAACATCAAGCAATTCTTTCATATCTTTTAATGGACTGT
+TATCCATGGCAATAATATCGGCGATTTTACCTGCTTCTATGGTGCCTAACGACTCAGATTTACCAATTAA
+GTCAGCAGCATTAACGGTAGCTGACTTTAAAATATCTTGAGCGGTCATACCGGCGTTAAACATGAGTACT
+GCTTCTTTACCATTATCACCATGTTTAGATACACCACTGTCAGTGCCATAGGCAATTTTTACACCTGACT
+TGTATGAACGTTTAAAGTTTTCGATCATATCGCCACCTACGCGAATGGCCTTGGCGCTGATCGCTGGCGA
+CATAAAGTTAGTATTTTTAGCTAAGGCTACCACAGTATCGCCAGCCATCAAGGTAGGTACTAAGTAAGCA
+CCTGTTTTCTTGAACAGTTTAATGCTTTCTTCATTGGCGTAACTGCCATGTTCAATGCTATCAACACCGG
+CTCTTAATGCTGCGTTTATGCCTGCTGCAGCATGGGCATGACTGGCTACTTTTCTACCTAATGCATGGGC
+AGAATCAATGACTTCTCTTAGTTCATCATCCGCCATTTGCTGACCTGTACCAGTATCAGTGTCTGATAAG
+ACACCGCCTGTAGAGGTTATTTTAATAACATCTGCACCAAATTTTATCGCACGGCGGGTAGCGCGGCGAC
+AATCGTAAGGACCATCACAGACAGTTTTAGCCGTATGCATTTCTAACAACGCAGGGTTCATGCCATCAAC
+ATCACCATGACCGCCTGTTACGGCAACATTACTCCCTGCGGCTATTATTCTTGGGCCTTGTAAGTAACCT
+TTAGCAATACCATCGCGTAACGCATAGCTTTGCTCTGGGCTGCCACCTAAATCTCTAACGGTAGTAAAGC
+CAGCCAGTAGGGTTTTATTAGCAAAGTAGGCACTTTTCACTAACTTGTCAGAATCTGACATCCTGAGTTT
+TTCACTGTCATTTTTAGGACCTAATTCACCTTGTAAATGCACATGCATATCCATAAGGCCGGGCATAACA
+AAGCTCTTAGTTAAATCAATTAACTGTGCTTGTTTATCTATTTTATTGACTGGAACAAAGCCTGATTTCA
+GTGAGGTGATAACGCCATCTTTAATGACAATGGTTTGTTTAGTTAATGGCGCTTTTCCAGGCACTGTTAA
+CACTTCACCCGCATGAATTACTTGGGTTTTTGCTGATAGTTGAGTTGATACTAAAGTGGAGAGGGTAAGT
+CCAATAAGCGTAGTTACTTTCATTAAAGATTTCATGATCTTCCTTGTATTATAATTTATAACTCACCATA
+GCAAGGTTATCAATATTGGGGTATGAAAATACGCCTAATTAACGGAATTTATGGATGAATAACAATAACG
+GCCTGTGAATAATTATGAGTAATTAATAGGCTAGCTAGGATGAGGTGGAGAACAGAATGAACTCGATGAA
+AGTGCAAACAGCTTTTATGTGATTATAAATGACTTTCTATTATCTTAGATAATCAAAGCATAGAATGACT
+ATGCTTTGATTATTTTTACTAAAAATGATGTTGATTCCAACTTAAACACCACACTTTGAATGCTAATGTT
+TCTTGGGATAAAATCAGCAAACTAGTTTCAATAATACCTATCCATGAATCACTTTAAACACGTGGCTGAA
+TGACGTTTTTGAATAAATATCTATAGGTAAATGTAATTTTCTCGCAATATCACTAGAAGAGATCACACCT
+CGAATATGGTGGTGTTCTCTGTCTAAAACTAAGCAATGACGTAATCCATAATTCTCTAATACATTAACAA
+CATCATTAACCGTTGCATTTTCTAGCTCATTAAAATCAAATGCATGTAAGTCACTTCTTAACACCATTAA
+ATCACTCACCAATACTTCATGTCGTTCACTTCCTTTGGCAATAGCAGTAACTATTGTCTGCTCGTTTAAT
+TCTTTAGTGCTAATTATCCCCATAAAATCATTGTCTTTTGACATCACAATTTTCATTCGAACGTGAGTCT
+TTACCATCAATTTTAATGCTTCACCTGCGGGGGTTTCATCTTCAATAATTAACGCCTTATGTTTTTTAAA
+GTCTGTAAAAATATCGGTTGCTGGGGACATCAAAGAAGTCTGGTTAAAATCTTCTGGTGAGATAATGTTG
+TCTATTAAATCTAAATCAAATAATTGTAAATTTTTCATAATAACCTCTGATAATTTTAAAAGTTTATCTT
+TTTTAACGGAAAAATGACTACGAATGGTCAGCGATTTTTTTATGCCGGACTGAGTTTTTTAACCTGTTAC
+TTAATTGATTAAATGCCAGATCGAATGCATCTCTTGCATAGTTAGAAATTACTTTTATATCGATGTTTTT
+TTTACCAAGTAAGTGTATTGATATATGGCAACCATATTTAGCATTGCCTTTTCTACAGCTATCAGTTTCA
+AACGTTACTTGTATACAGTTAATCAAATCAGTATAAAAAGTCAGGTTTTCTACAATTTTATTAACATAGG
+ATTTCAATTGATAATCCTGAGTTTTATGACGAAAAGTGGTTGTAACCATCATAAGTAAATCTCCACGAAA
+AATTGGCGACATTACATCGAAATCGATACTTGGACTGATGTAATTATAGTTGTGAAATTTAGATGATGAA
+AAAAGGAGGGGCTCTAGGGCGTAAGTATTGAAATTTATTATTTAATAATGGGAAGTTATTGTTAAGTGAA
+TACTTAGATAAATAGGTTAGTTGGAGAATTCGATTATTATGATCAATGTTGGCAATTGATAAATCATATT
+CTAGTTCTGAATCAATTTCGACTTCAGTTAACGCATCAAATATTAAGTGGTTTGAGGTATTAGAGCTTAT
+TTCATCGGCAATACTATAGACCGACTCAGCATGTGAGTAGGTTGCAAAAAACATAAGTATTGCAAAAATG
+AATTTGTACACGCGTTCCTCAAAAATAAATGACTAGTCATATCTATATTGAGTGATAAATTTATTATATC
+AAGAGTGTAAATGTAAATTTTTATTTCAATTACTATTCAATGATACATAACTACGTCCTTTACGGACGTC
+CTTGTTAGACAAGTAGTGTTCAAATTATATCCTAGGCTAATCAATAAAATTACTAGACTTTGTTAGTCGC
+AGAATATTTGTTATTACTAAATCAAAGAATAAGTGTAAATCAGTATTAGCATGTACTCGGACTATAGTTA
+GTTGCAAGGTCGAAAGGGGAAATTGGGCTAGCTTTTTTACTCGATAATGCTAATCTGGCTATAAAGTAAT
+TTATCAAAATAAAAAATAAAATGAAAAATACTTACATAGCTAGACAAGCTATCTTAAATGAAAAACTAGA
+AACCATAGGCTATGAATTATTATTTAGAGATAGTCTGGATAATAAATTTCCTGATATTGAGCAAGATGTC
+GCTAGCTCAAAGTTAATTATTCAAAACCATATTCATGGTGATATTCAAAAAATTAGTATGGGCAAATTAG
+CTTTTATTAATTTCACTGAAAATTCTTTAATTCATAAATTTCCATTAATGTTTGATAAAGACACTATCGT
+CATTGAATTGGTAGGGCATGAAAAACCTACTAAGAAATTGTTAAAAATAATAAAGTTTTATTACCACAAG
+GGTTATAAAATTGCGTTAACTGAATATGACTTAGCACCACATTGGGATGTATTGTTTCCTTACATTGATA
+TAGTGAAAGTCGATATAGGCAAAATAAACACCAAGCGTTTATTGCCTGCTGTCACTCGAATGAAACTATT
+TAATGTCGCTATAGCTGCTGAAAAAGTAGAAACAAAACACCAAAAACAAACACTGGTAGAAGTTGGATTT
+AACTATTTTCAAGGCTATTTTTATCATCAGCCTGAAATCATAGCAGGCCAAGCACTGGCTCCAGTAAAAA
+CACAGATGTTACAACTATTAAGCGAAACATTTAATTATCCGCTTAATTATGAAACGGTGGCTGAAATAAT
+AAGTCACGATGTCAATTTAACCGTTGGTTTATTAAAAATGGTTAATAATGTTGCAACAGGTACAAGAGTA
+GAAATAACCTCATTAAAACAAGCTGCAGCATATTTAGGTGAAGATAAGTTAAGGCAGTTTGTATCTATTT
+TAGCGCTATCTAAACTTACGTCTGATACGACAGATGAAGTATGTAAACAAGCACTTATCACAGGAAAAAT
+GATGTTTGCTTTAAGTGATAAAGGCGTATTTAAATCAGTGAGCGATTTTGCCTTTATCACTGGGTTGTTA
+AGTGCAATCGAAGTAATGCTGTCAATGCCTATGGCTGAAATAGTTAAAACAATGCCATTAGCTCAGCCAA
+TTGAGAGTGCGTTAGTTAAACATGCTGGGTTACTTGGTCAATTACTGGATCTGACGACTAGTTATATATT
+AGGCCATGAAAACTTAACGACGAATGGTAATTTAAATGAAAGTTTACAACAATATTCACTCGACCAAACG
+GTGGTACAGGAAGAGTTCTTAAAAGCTAGCGAATGGTGTCAAAGCTTGAATATTGATAACTTATAAATGC
+TATAAACGAAACGTTAAAGCCTACATTCAGGTTATTCTCTACAAATCACCAATGACGAAGGAAGTTATTG
+TAATCACCAATAGCTAATTATTTTCATTTTATTATCTCATAAAGTATAAGTAACATTCTGTTACTTATAC
+TTTAAATTACCATAAAATATTATTTCAATCTAATCTCACTAAAAAAATAAAAAATTCATTTTATTGCGAT
+TCAATAAGTTAAACTGAAAAAAAAGCTGATTATTCTTTCATACTATTTTATTTTTTTTTCACCTATTTTA
+AAGCCAAAGTTTCCCCTTGAACATTAATATACTGATTGCTACATTCCGCATCCTCTTGTACCAACCGGTA
+CATTTACGAGTTATTGCCTTCGATAGATGTAATAACCTTTTTAGTTAAAAATACTTAATACCTACCGAGT
+GAAAATTTCCAATAGCAGTACTTTGTCAGGCTATCTTGAAAACACTGATTTTTCGGCGTTTAGTATTAAA
+TTTTTATAAATAGTGAGAAAAATATGTTTAATAAAACGTTAAAAGCAGCCGCTTTGGGTTTACTTTCTGT
+TATGAGCGTCGCTTCTGTTTCAGCCAGTGATCTTAAACAAGGGGAAATTGTAAAGCTTGAAGGAAAAACT
+GCCAAAGTTTACGTCGGTACAGTTAATTCTATTGTGAAAGGCCAGCTGCTGCAGATCAATAGATTGCGAG
+CAACAAATAGTGTGCTTGAAGGTGACCCTTTGTATTCATACCAAGAAGTAGGTGAAGTTTTTGTTAATGG
+GTTTAGCAAATCGCAATATATTAATGTTCAAATTACTCAAGGAAACCTCAAACTAGGGGATAGGGTAAAA
+ATAAATAACTAGCGTATTTATTGTCATTTGAGCATCTCCAGTTCTTGTATTAAGGTTAATTCAATACCTT
+ATTTCAAGGGCTTCCTTATGATTGAATTCCTAAATGTCTGATTAGCTTGGCTGATACATCGTATTATCAC
+TGTATTTCACGTTGCGTACACCAAGCTTTTAGTGTGATGAAGATAAAACCTCAGTACGTACTAACTCAAC
+TAATATAATCTCCACTGAACTAACCTCGAAAAAAATAGTACAAAAAATGGACTTTTGTCTAATTTGAACA
+CGCGACGTTACCCTATACAGTAGTACATTGAGGTTCTAACTTTCTCTTAATATTGTTGTGCACTAAAAAA
+TCAGGCTAAAACGAGATTTATGCGGCACTCATTACCTCAAGTTGATTTTAATAAGTCTTCTAAAATACAT
+TTTCTTATAACGTTTTTCTAGAGTAAAAGTTTAGCCTCGCTTTATCATAATGGACCTTTTCTGATTGATT
+GGAAAAGCATTATTTTTCGTAGGTTATAACACTGTTGCGGTTGGAATTAATTTAAATAAAAAGGATGCTA
+CAAATATGAGTTCAAAAATAATTTACACCTATACCGATGAAGCACCACTGCTAGCGACCTGCTCGTTACT
+GCCGATTATTAAAACTTTTGCAGCATCTGCAGACATAGATATTGAACTAAAAGATATATCTCTTGCGTCT
+AGGGTTTTATCTGCCTTCTCCGATATTTTACCTGCAGATCAACAAGTACCTGATACATTAGCCGAACTAG
+GTGCCTTAACTCACCACCCTGATACTAATATCATCAAACTCCCCAATATCAGTGCTTCAATTCCTCAACT
+AAAAGACGTTATCAGTGAATTACAAGCACAAGGTTACGCTATTCCTGATTATCCAGAATCGCCAAAAACA
+GATGAAGATAGATCAAATGAAGCTAAATATTCAAAAACCTTAGGCAGTGCGGTAAATCCAGTACTTCGTG
+AGGGTAATTCTGACCGCCGCGCTCCACCGTCGGTGAAAGCTTTTGCCAGAAAAAATCCACATTCCATGGG
+TAAGTGGAGTCAAGCATCAAGAACCCATGTATCGCACATGCATTCAGGCGATTTTTATGCCAGTGAAAAG
+TGTATGACTATGGATAAAGCCTGTGATGTAAAAATTGAGTTTGTCGCTAAAGATGATGGTGCAGTGACGG
+TATTAAAAGAAAAAACCTCACTTCAGGCAGGTGAAATCATTGACAGTATGTTTATGAGTAAAAAGATCCT
+CTGTGAATTCTTAGAGCAAGAGATGGAAGATGCGAGAGAAACCGGGGTGATGTTCTCCTTCCATGTCAAA
+GCGACCATGATGAAAGTATCGCATCCCATTGTGTTTGGCCACGCGGTTAAAGTTTATTATAAAGATTTGT
+TTGCTAAGCACGCTGAAACCTTTGAAAAATTAGGTGTTAATGCCAATGATGGTGTCAGCAGTATCTATGA
+AAAAGTAAAACAATTGCCTGAATCTTGGCGTGAAGAAATATTGGCCGACTTACATGCTTGTTATGAAAAA
+CGTCCTGAATTAGCAATGGTCGACTCAGCTAAAGGTATTTCAAACTTACATACCCCAAATGAGGTTATTG
+TCGATGCTTCAATGCCTGCGATGATTAGAGCGGGCGGAAAAATGTGGGGGCCTGATGGTAAATTGAAAGA
+TACTAAGGCGGTGATGCCAGAGAGTACTTTTGCAAGAATTTACCAGGAAATCATTAACTTTTGTAAAACT
+CACGGGGCATTTGATCCTACAACCATGGGAACCGTGCCAAACGTAGGATTAATGGCTCAAAAAGCAGAAG
+AATATGGTTCACATGATAAGACATTCGAAGTACAGGGGGATGGTTGTATTCGCATTGTTGATGACGAAGG
+AAAAACGTTATTAACCATGGATGTTGAAGAGGGTGATATTTGGCGGATGTGCCAAGTAAAAGATGCACCG
+ATACAAGATTGGGTCAAATTAGCCGTTGCCCGTGCAAAGTTGTCTGATACCCCAGCGGTATTCTGGTTAG
+ATGAATACCGTCCACATGAAGCTGAATTGATTAAAAAAGTTAAACTGTACCTGAAAGATCATGATTTGAC
+CGGATTAGATATTCAAATAATGTCACAAACTAGAGCGATGCGTTATACGCTAGAGCGTATTTTACGTGGT
+GGGGATACCATCTCTGTTACGGGTAATATTCTGCGTGATTACTTAACCGATTTATTTCCGATCTTAGAGT
+TAGGTACAAGTGCCAAAATGTTATCCATAGTGCCATTAATGGCGGGTGGCGGTTTATTTGAAACAGGGGC
+AGGCGGATCAGCACCTAAGCATGTTAAGCAGCTAATAGAAGAAAATCATTTACGATGGGATTCTCTTGGT
+GAATTCTTGGCGATAAGTGCTTCTCTTGAAGATTTAGGTATCAAACAAGACAGCGCTAAAGCAAAACTAC
+TGGCAAAAACATTAGATCAAGCAACTGCTGAGTTATTGGAAAATGGCAAATCTCCGTCTCGTAAAACCGG
+AGAGCTAGATAATCGTGGCAGTCACTTCTACTTAGCACTTTACTGGGCAAAAGCGTTGGCAGAGCAAACT
+GAGGATACTGAACTTCAACACCACTTTGCACCATTAGCTCAATCATTAACTGAAAATGAAGCCGCTATCG
+TCAGTGACTTAACAACAGATCAATGGCATTCCGTTGATATTGGTGGTTATTACAAAGCAGATGCTAAAAA
+GATTATTGAAATAATGCGACCGTCGAAATGCTTTAATGAGGTATTAGCAGCATTTAAATAAATTTAGTTA
+GTTAATAAAAAGCCCAAAATTCTTAAGGATTTTGGGCTTTTTTTGTCGGTTACTTTAGTTTCAGCTTTAG
+CGCTACTTCAGGTCAAAGAACTATTACTTAGAATTTAGCTCATGTTCATGGTGCTGAGCTATTTCATCGG
+TAATGGCTTGCTGTTTTCTATTTTCAGATATCTTACGTTCGGTTAACCAATAAAAGAATAACGGCACAAA
+GAAGATGGCTAAAAATGTTGCCGCTATCATGCCACCCATCACACCTGTACCAACACTATGACGAGCACCT
+GCACCGGCACCTGAGCTTAACGCTAAGGGAACAACACCTAAAATAAAGGCAAGCGATGTCATAATTATGG
+GTCTAAAACGTAAGCGGGCGGCTTCTAATGCCGCAGCACCAGTCGTCCAGCCTTCTTGTTTTTTCATTAA
+GGCATATTCAACAATTAAAATGGCATTTTTACTGGCTAAACCAAGTAAGGTGACTAAGCCAATTTGGAAA
+TAGACATCACTGGTCATGCCGGCAATCCAAACAGAAACTAACGCACCAAATATACCAAAAGGTAAAGCCA
+ACAGCACTGATAACGGCAGAGACCAACGCTCATAAAGAGCAGCTAGAATCAAAAATACCATAATCACGGC
+CATGCCTAATGCAATGGCGGTAGAGCCAGAACTTCTTTTTTCTTGGTAAGCAGTCCCAGTCCATTCATAA
+CTCATGTCTGATGGTAATACTTCGTTGGCAATCCGCTCTATTTCGGCAATCGCTTGGCCTGAGCTATACC
+CTGGCGCTGCACTACCTAATAATTTCACCGCAGACAAGTTATTGTATCTGTCTAAACTATCAGGACCACT
+GCTGTAATTAATTTCGGCAAAGGCAGAGATAGGTACCATTTCACCGCCATTACTTTTAACGTAAATACGC
+GATATATCTTTAGGACTCATTCTAAACTCGGGCTCTGCCGACATCAGTACCTGCCATGTTCGACCGAATT
+TATTGAAGTCATTTAGATAATAAGTTCCCATGGTTCCAGCCAAGGCATTAAAAGCATTGTTAATAGGAAT
+ATCCATAGCGCGCGCTTGTTCACGATCTATTTCTACCGTCAGCTGTGGTGAGTCTGAACGCCATAATGTT
+TGCACCCCAGCAAGTATTGGACTTTGCTGAGCAGCGCCCATCATCGCTTGCATACTTTGTTTTAACTTAG
+CGACACCACCGTCACCACGGTTCTGCAGATAGAACTCAAAACCACCGGTATTACCTAAACCAGGTATCGC
+TGGTGGATTAAAAGCTAATACTAAGGCTTCATTGATATTAGCGGTTTTCATAAACAACTCACCTACCAAT
+TGTTGAGTGCTTATTTCTCTATCATCCCAATGTTTTTGGGTGACAAAAATAGTGGCAGCATTATTTTTAT
+AACCACCACCTAGAAAGTCAAAACCAGTAAAGGAAATTACATTTTCATTAGCGGGGTTTGATTCTATTGC
+TGCTATGACTTCATCGACTACTTTTTTGGTTCTTTGTAATGAGGCACCATCAGGTAAAAATACCGCAGAA
+ATGTAAAAACCTTGGTCTTCATCAGGTACTAAAGAGCTGGGCGTTTTTAACCACATATTTGCGGTGATCA
+CGACCATGCCAAGAACAAGCATCAAGGCTAATAAACCACGGCGAAGGAAGAAACTTACACCCGTGACATA
+GTGCCCAGTCACTTTATTGAAAAAGCGATTAAAACCGTTAAAGAAGAAGTTGGTTTTTTTGTCTTCATGT
+TTCAATACTAAAACACATAAGGCAGGTGTCATGGTTAAGGCCACCAAGCCTGATAAACTTACCGAGATTG
+ATATCGTGATAGCAAATTGACGAAATAATTCACCGGTTAAGCCACCTAAAAAGGCGATAGGTACAAAGAC
+TGAACATAACACCAGTACAATGGCAACGACTGGACCACTTACTTCTTTCATCGCTTTGATAGCTGCGTCA
+CGAACTGAGACATCTTCTTCATGCATAATGCGTTCTACGTTTTCAAGTACAACGATTGCATCATCAACCA
+CAATACCAATGGATAACACCATACCAAATAAGGTCAACGTATTAATGGAATAACCCAGCATATACAGGCC
+AGCAAAGGTGCCTAACAAAGAAACTGGTACGGCCATAATAGGAATTAAGGTAGCACGCCAATTTTGTAAA
+AAGATAAAAACCACTAAGAATACCAGTAGCATAGCTTCGCCAAGAGTTTTCAATACTTCTCGAATAGAGA
+CTTTTACAAAGCGGGTGGTGTCGTATGGCAACAAATGCTCGAGCCCAGTAGGGAAACGGGTCTCTAATTC
+AGCAATGGTGGCATTAACTTCGTCGGCAACATCAAGGGCATTAGCACCGGGTTGTAAGAATATACCCAGT
+AGTACTGCTTTTTTACCGTTGATACGGCCATCAAAGTCATAATCTTTTGAGCCTAATTCGACGCGCGCAA
+TATCTTTCAAACGCAGCGAACTACCATCGTTATTTGCCCGAATAATGATATCTTCAAACTCTTTTGCCGT
+GCTTAATCGCCCTTGTACTTTTACACTGTATACCAATGATTGTGGACTAACGGAAGTCGGTGTCGCACCA
+ATTCTACCGGCAGCGTATTGAGAGTTTTGTTCACGTACCGCACTGCTAATCTCTTCAACAGTAACGCCAA
+GCTGGCTCATCACATCAGGACGTAACCAAATACGCATGGCATAATCTTTTGCGCCAAAAATTTGTACGCT
+AGTCGTGCCAGGAATACGTTTGATTTTATCAATAATGTTTAACGTTACATAATTAGAAGTCCATAATGCT
+TCGCGGCTATCATCAGGTGAGTAAAAAGCATGTACATGTAAAAAGCTTGATGAGCCTTTAGCAACCACAA
+CACCTTGACGGCGTGTTTCTTCAGGTAAACGTGCTTCTACTTGTTTAACACGGTTGTTAACATTAACGGA
+AGCTTGGTCTGGGTCTGTACCTATTTCAAAGGTAACCGTGATGGTTGTTGCACCAGCACTGGTTGATGTT
+GAGGACATATACATCATGCCTTCAACGCCTGTAATTGCATTTTCTAAAGGCGTAGCAACTGTTTGTTCTA
+ATACTTCAGCAGATGCACCAGGATACACAGCGGTAACTTGTACAACGGGTGGCGACATTTCTGGGTATTG
+TGCGATAGATAAACTGCGCATAGCAGCCAATCCAGCTAAAACAATAAAAATAGAAATGACAAAAGCAAAG
+ATAGGTCGATCAATAAAATAACGAGAAAACATTAATCTGCCCCTTATTGCTGTGCGGCAGACGGTAACTG
+ATCATCAGCTAAACGTATCGGCATACCTGGAAAGAAAATACGCGCCATGCCATCAATAATGACTTGGTCG
+CCTGTTTTTAAACCTTCACGAATTATCCAGCCATTTTCTATACCTGCAACCTCAGTTACCCATTCGCCGA
+CAACAACGGGAGCAGGTAATGCGACAGTCATACCTTTGTCATTTTTAGCCATAACATAAACAAATTTTCC
+AAGACCATTATCTAAAACGGCTCTTTGCGGTACAACATAGGCATTTTCACGTACAGCACCTTCTAAAATG
+ATGCGAACAAATTGTCCGGGTCTCAATGAAAAGTTTGGATTTGGTGTAATTGCCTGTAATTCACTTGTGC
+CTGTTTGACTATTTATCCGGATGTCGCTGAAGTTAACTTGTCCAACTTGAGGGTGGAGTGAACCATCAAA
+CAATTTAATTCTGGTGTTCCAATGGCCTTCTTCTGGCAAAGTAAGTAAGCCTGCAGCTTCATCATTACGC
+ATTTGTAATTGCTCACGTTCAGATAAACCAAAACGCACACGAATAGGATCAATTTGGGTTAATTGTGTTA
+ACAATACTTCAGGGCCTGAAACATAAGTTCCTTCTGACACTAATTCACGGCCAACAATACCGGTAACAGG
+AGATATTACCTTAGTATAATCTAAGCGTAATTTCGCTTGTTCTAAGTCCGCTTGCATTGATTTAACATCA
+GCTAAATTAATGTCAGCACTTGAAATGGCATTGTCTAACTCGCGTTGTGAAATTGAATTTTTCTCACGTA
+ATGGCCTTATGCGATTAACTTCACGTTGGGCTTGTTCCAGACGGACCGTCGCAGCATTCAAATCTGCTTT
+GCTTTTGGCCATTTCAGCGGCATAAGTTTTAGCGTCTAAGCTAAATAATGATTGTCCTGCTGTGACTTTA
+TCACCCTCACTAAAGTTACGGGTTTGTAAAATACCGGATACTTGAGCACGAATTTCCACTTCTTTAGCGC
+CAGATAACGTGGCAGGTAATTCAATACTAAAAGGAACTGATTGGGTTGTCATACTCATCACAGACACTGC
+TGCAGGTTGCATACCTTTCGGGGCAGACTGTTGTGCTTGTTCACAGCCTGTAAGTGCTGTAGCAAGTAGT
+ACGCTGGATGATACGAATAAGAGGCGACTAAAAAATGGTTTTAGTTGACCATTTAACATAAAACGAAATG
+TTGACATAAAAAACCTATAAGGGAAGGACTAAATACATAATAACAATATGGTCTGTTGGACTTTCGCGGT
+TAAATTTTGTTCGAGATAAAAGCATTTTAATCGCGGCGAGTAGTGTGTAGCTTAGTCACTCTAAGCAAAT
+ACTACTCAACAATGAGTAAAACGCTTTTAGTCGAATCCTTCGGACAGCGTTTGTTGGTCATTTTTACGGC
+GTTATCGCCTTTTTATGTGGAACAACCACATTACAAAGGCTCTGCCTTGTATCAATATTCAACAAAAAAC
+TGCAAAAATAATCTCGAAGGGTCAACAGACCCTTAGAATTACATATTTAGTACAAAATAATACAAAATGT
+AAACTACTCGGTGCAGTTTACCTATTTTTATTGAAAAGTAAACTAAACAGTGTAGTATTTGCCTATGGTC
+CGATTTTTTATAATTAAGTAGTATGGAAAAAGCATTAACCCTAACGGAAAAAAAGCGTTTAGATATTTTA
+GCGGCTGCACAAGATGAGTTTAAAGAAAAAGGTTTTCTCGGCGCTAGCATGGATTCATTGGCCAAAAGAG
+CCGAAGTATCAAAACGTACCGTATATAATCATTTTCCTAGTAAAGAAATTTTGTTTCACAATATTGTTAA
+AGAACTTTGTGACTCCTTTAGCCAAGCGGTAAATATTCGATACGAATCGAAGAAACCACTTGATGAGCAG
+TTGCATATTGCTGCTATGAATGAAATTGAACTGTTAGCGTCTGAATGCTTTCGTAACTTGAACCGTATAA
+CTATTTCTGAATGTATTCGCTCCCCAGAATTAGCATCGAGTACTTTAGAGCACCTAGGCCAACAAAAAGA
+TGGCTTACATGTTTGGATTAATGAGGCGATGAATGACGGTCGACTCAAAAAATCGGATGCTAACTTTGCT
+GCTCAGCAATTTTTAGGTTTGATTAAGGCCAGTGCTTTTTGGCCACAATTATTTATGAATCAAACGTTTC
+CATCACCTGAACAGCAGCAAATAATTGCTGATGATACCGTGTTAATGTTTTTAGCGCGTTATAAGGCCTA
+ATACCAATTCCATTAAGTTCTCGCTGAGTGGGAAATAACTTAATGGACTTGTTATAACCGTTAGGGTTAA
+GCCAAATAATGTCGGTCGATTCTATAGACTTGTTAAATCAAATAAGGCAGTATCAAATATATAGCTTATT
+ATTGTTTTAATGGCAGTAACTAGCGTCACTTCGTATAACCCCAGTGATATGGATTGGGGGTCTCTACCAG
+GAACCAATAAATCCTGATTACGAAGAGTTTAGTGCTTTAGTGCTTTCTCTTTGTACGAATAATTTTCATT
+CAAAAGAAGGCACTGAATGAACTTTTATAATTATTGGGAACTCCAACATGAATAAATTTATCCAGTCTTT
+ACCTAAAGTAGAACTCCACCTCCATATTGAAGGAACGCTTGAGCCTGAATTAATGCTTGAATTAGCACAG
+CGCAATAGTATAAATATTCCTTTCAATTCAGTTGAAGAAATAAGAGATGCTTACAATTTCCATAACCTAC
+AATCATTTTTAGATATTTACTTCCAAGGGGCAGATGTACTGGTCCATGAACAAGACTTTTTTGATCTGAC
+ATGGGCTTATTTACTCCGCTGCCAAGAAGATAATGTGCTGCACACAGAGATATTTTTTGACCCCCAAGCA
+CATACAGAACGCGGCATCTTATTCGATACGGTAGTAAATGGTATTGATCGTGCACTTAATAAAGGTGTGA
+GTGAATTAGGGATCACCAGCAAGCTAATTATGTGTTTCTTACGCCATTTAGATGAAGAATCAGCTTTTAA
+AACGTTAACACAAGCACAAGCTCACAAAGATAAAATTATCGGAGTAGGGTTAGACTCCACAGAAATTGGC
+AATCCTGCGAATAAGTTCGAGCGAGTATTTAAACAAGCCATTGAACAAGGATTCTTAACTGTCGCCCACG
+CAGGTGAAGAAGGACCTGCAGATAATATTAGTGAGGCGCTAAGCTTACTGAAAATTACTCGCATTGATCA
+CGGCGTGCGTTGTTCAGAAGATGCGAGCCTAGTAAAGCAGCTTGTCAGTGAACGTATTCCTCTTACCGTT
+TGCCCACTATCTAATATTAAACTAAAAGTTTTTGACCGTATGGAACAGCACAATATTGTCACGCTACTGC
+GTCAAGGGGTTTGTGTCACAATTAATTCTGACGACCCGGCCTATTTTGGTGGTTATATGACAGATAATTT
+TGTAGCGGTAAATAATGCACACCCGATGAATAAAGCTGAAATTGCTCAATTTACTTTTAACGCCATTGAA
+GCCAGCTTTGTTTCACCAAGTGAACAAGAACGGCTAAGACAAGTGACACAGAAATATATAGCGTTACATC
+AAGAGTGATTTATTAAAGAGTATTTTATAAATTAGTGTTTTATAAATTAGCATCTAGGCAATAAGGTGTA
+TTAGAACGACGCTGGGTCTGAGCAGTCACTCCCTGTTATTTAGTTATAAACCAGTCGATACTAACAATAA
+AAAACGAGCCATTTGGCTCGTTTTTTTTGTCAGAGTTATTCCATGTTTTTATTGGACAGCTCTTATTGAA
+TAGCTCTCATTAAATAAATCATGTTGACGACTTACAAACCTCTTTGCCATTCTTGCCTTAAATTTGCATC
+ATTTGGCTGTTGTAGAGCTTGTCTTACTTGACCCAATAAAGCTTCTTTATCATTGCCTAATACTCCCTTG
+AGAACCAAGTAGTTTGAAGCATGATCTGAGCGAAAAATGGTTCGCTCTAATTCGAGTTCAGATAACAGAA
+CTTCCATTTCAGTAAATAATTCATGTTGCGTTAATTGACGAAAAGGCTGTAAAGATTCTTGAGAAAATTT
+CTCTGCAAAGCGTTGTTCACCTAAAGGGAAAGAAACGACGAGCGTTGATAAATAATTAGGCTGAGCTTCA
+TTCATCAATTTAGCTGAATTGATGGCATGTTGACGAGATAATTCAGGACCACCTAAACCATTAAGAATCA
+TCACTGAGCTCTTCATACCCGCTTGCTTTATCTTATTCAGAGCGATTAAAGAGCTTTGATAAGTCTCACC
+TTTCTCAATGAGGGCGAGCACTTCATCGTCACCACTTTCACAACCGATATACATCAATTTAAGCCCTAAA
+GAATTGAGTTCAGCTAACTGTTCAACCGTTTTATTGCCAAGATTTCGTGGTAAGCAATAACTTGAAACGC
+GTGAAACTTGTGGAAGATGCAATTTGATTAGTTCAAGAATTTCTTTCAAGCGATTAAAAGGCAACATCAT
+CGCATCACCGTCAGCAAGAAATACACGTCTTGTGGAGATACCAGAATTCGCGATCTTAAGAATTTCTTGT
+TCGATCACATCAACTTTCTTGGGTTTGAATTTTTTATCTTCGCTGGTATACATATCGCAAAAGGTGCATT
+TATTCCATGAGCAACCGTTAGTGACTTGTAATATTAAGCTTTTCCACTCACTTGGCGGGCGAAATACAGG
+CTCAATATAATTTAAAGGGTACATAATACTTCCTACATAGTTAGGACAAGCTTAGAATATAGTTAGTTTA
+TAGGTACATCTTTCAGTTTGCTATCTGTGGCTTGCTTTGTTGTGTGCTCTTTAATTATTTTCTCTTTAGT
+GACTTGGTCGAGTTTGATCATATAAGAGTTTCGACCTATGCCACTAAATTCTTCATCGGTAAAGATGATG
+GTATTATTATCAGTAAAGGTTACTGCTTCCTTTTGGGTGACTATGCCTAAATCAATTTTATAGGCATCAC
+CAGAGAAGAAATCATCGTCTTGCCAGTTTTCGAACAACCATAATCGCTCTGAATCTAATAACACTAACTT
+TGTTCTATCTGGGCTTAACGCGGCAGACGTTATCCAGCAGAGTTTCTCATGGGTGGTACAGGTATTAAAA
+TTACTAATAAAACCAGCTTGATAATTATCAGCATGGTCGCCAATCTTGTATAAGTTGGTATCACCATCAA
+AAGGCTCAGTACGATTTTTTGAAAACAGATATAAGTGTTTTTTATAAAAAACAAAGGCCTCTAAATCAAA
+GTTTTTTTCTGAAGCTTTCGGTGGGAAGTGTAACTGCTCTGGAAAAGTGAATTTAATTATTTCAGCTTGA
+GTTTCTGTGCCCTTAATATCGATGGGGTTTTCAATTTTATAAATAGTTAACCACTTACGTATGTTGTCAT
+TATTACCAAAATCACCAATGAAAAAATGGCCAAAGTCATCTTGGGTCATATCTTCCCAGTCCAAATTCCT
+TGCATTAGTAATAGTGATTGTTTTGTTCACTTTACCATCGCTTTGTATACGATGTATTTGCGCTAAATTA
+CCACCATCATTAATGCCCCACAAGCTACCAGCCTTGTCGACTTCAATACCAGAAATCTCTTTAAGCTTAC
+TATCTAAAGTTACTAATTTACTGCTATAAAGTTGATTAATTGCAGTTAAAGTAAGTATTAAAACGAGTAA
+AGTGCTAATGATTACTATGGCGTAAACCGATCTTTTTATCATTAATTTTCCAAGTAAAGTGAAACATTTA
+GACCAAAGGGAATTCCCTGTTTTTAGCGAGAGTTAATACCATCAATGTATTTTATTATTAACAAACCGTT
+GGCTTTCATTGTTTACTTAAATCCACATATCGATTTAATTTCCCGATAAAATAGCACAGGTCACTTACTT
+TACCTGCTATTTTTTTGTTTTGTTTTCGGGATATATTAAATGAAGATAATGCCGACACAGAACAATCGGC
+ATTAGATAATTGCTCCAGTATCATTCAATAAGGTACTTGCTGTGCCGTATGTATTCTCTAGGAAGCGACA
+TCCGTGTAGCTTCTTTAACGAAATAAATCACGCCGCATATGAGCCTTTAACATGATCATTGAAGCATGGC
+AGCTAAGCTTATTTCGCTAGTTCAATCAGCACTGCTGTGTACATTTTCAGGGTTAATACAAATTGCTCCA
+TGGTAATATACTCATGTTCTGAATGACCTGTGTATACTGTTCCTGGCATCGAAGGACCAAAGCTGACTGC
+ATTAGGAAAAAGTCTTGAGTTAGTACCCCCGCCAATAGAGATCGGTTTAGCATCGGTTATATTTGTATAA
+AATGAGAATACGTCAAGTAAGGTGTCAATTTGCGGAGCACTTTTTTGTACAAAAGGCTCATTAATTTCAT
+TGCTAACATCTACTAAGGTTATTTGGTTTTGTTGTTGCCACTTAGTTAATGTCGAACTAATTTCACGCTC
+TAGTTGCTTGGTGCTTTTGCCAACAGGTCGGCGAATGTTGATATTTAACTCCATACCTTTGCTTGTTGCT
+TTAAGAACGGTAGGTTGCACCGACATTGGTCCCATAAAGTCATCACTATAGGCGATGTCACCAAATTTAC
+TGCCGTATAAACCTATGCCTAAGTGATCATTGATAAAATTAATCAAGGCTCCGCTGGCATTGTTCGGCCA
+GTGATTTACCGCTAATAAATCTGCTAAGTGGGTAATGGCATTTACACCATATTCAGGCTTAGAAGAATGA
+GCTGATTTGCCCAGAGCACTAATACTTAAGCGTTTACCTTGCCATTGGTAGTTATAACTCATGCCAATGT
+GGGATTGAGCTCGCTGCTTTATCTCAGCTAATAGTTTGTGATTGGCGTTCTCTATGCTTACATGAGCATC
+TTCTGGAATTTGACTGCCAAAAAAACCACCGGTAAATTCATTGATATAAACTTTGTTCGATGTATAGTTG
+GCTTTAGGAAAAGTCATGCTTATGGTGCCATAACCTTTTTCTGCCGTTACTACAGGGTATTCTGAATCAA
+GGGTGATGTTAACCTGTGGCAGAGAGTGAAGTTTGATGTGTTGACGCAATGGCTCCCAATCAGACTCTTC
+GGCCATGTAAACATATAACTCGATACGCTTATTTAGCTTAACATTTGAATCTTTGATAGCTTTCATTGCA
+TACAAGGCATTACTTATTGGCCCTTTATCATCTTCTGTTCCTCTACCAATAAGTTTTCCAGGCTCAGAAG
+TTAGGTCAAGTGTGAGGGGAGATTGTGCCCATTTAGTCGGATTAAAAGGTTGGATATCACCATGAGTGAT
+CATGCCTACACGCTGCTCGTTATCACCTAAACCAATAACTACCACATAACCATAGTCTATATAATCTAAA
+CCTAAGTGTTTGGCTTGTTTGGCCAACTCGGCTTTAAATTTTTGATGTTCAGGATTATCTGGAGAGCTTA
+CACCCTCTACTGCTACGGTATTAAATGTCATTAATTGACGTAAGCTTTCGAGCATTTGATCTTGGTAGGT
+TGATTGTGCATATTGTGCAGTCTTAGTGGCAATGTCACTCACACCAGCAAACGCTTGCATGTGTGATAAT
+AAGGCACAAGAGACTAGTAGAGAAATTAAATAGTTAGATTTTGGCACGAGCATATTCCTATCGTTTTAGT
+TTCGTTTTTAGCGGAACATTTTTCTGTGATTTTATGTTGCTATTATTTTTGATAAATGGCTTTTGATAAC
+CCTAGCTTATTTGAAATGTTAACAAGTATTAAGTTGAAAGTACTTAGAGAGTTAGTTATATTTTTACAGC
+AGTTTTCTAGGTTAACTTGCTTGTTCTCTACTTTAGTGGCTTGTGTGGCTGTTTTTATGTTCATAATATT
+TACCTCTTTATGTTGCTTAAAGCCATATTGCCTAGAAAATCACAATGAAACCAACAATAAGAATTTATCT
+CATCCATAAGCTGAGCTTATGCATCTGGTTTACTGTGTATTGCTTCAATTAATCTGAGGGAAGTTAAGAT
+GGATAAAAGATTAAAGCAGCTAAATAACTTACGAAGCTTTGAAAGTGCAGCTCGCCATCAAAGTTATAGT
+AAAGCAGCAGAAGAGTTGTTTGTTACCCAAGCTGCAGTTAGTCAGCAAATGAGGCAGTTAGAAGCCGCTA
+TGGGCAGTCAGTTGTTTGTCCGTAACGGTAGGAAAATGCAATTAACCGAAAGTGGTAAAAAGCTGTATAT
+AGCGACTCATAAAGCATTCGACACACTGTTAAAAGGCTTCAACAGTATTCAAACAGAAGACGTTGCTGGT
+ACCCTAACCATAACGTCCACTCAAGCATTTACATCTTTATGGCTTATGCCAAGGCTGTATAAATTTTCTA
+TTAAACATCCTGAAATCAAAGTAAAAGTCGTTTCCTCAAATGGTCTTGAAGATCTCCGTAGAGGTCATAT
+CGATTTAGCTATTCGCTTTATAACCAATAAAGAAGTAGATACCAGTGATGATATGACATATGAATTTATT
+GCTGAAGATCATGTGTATCCGGCCTGCTCACCACAATTGATGAAAGAATATAACTTTAAAGAGCCACAAG
+ATGTTTTGAAGTGCTGGTTAGTCAGCTTAGAAAATCAAGGCAGCATTGACTGGCGCACGTGGTTTAAGGA
+AGCAGGTGTTGAAAACTATCAATGCCATAAAAAATGGACAGAGGTCAGCTCTGGCGATATGGCGTTAAGT
+GCAGTACTCAGTGGTCATGGTTTTACTTTAGCATCACAAGCGCTTTTCTCTCAATATGTGATTACAGGGC
+AGTTGGTTATTCCGTTTAATATTAAACATCCGATTTCCTTTAAACGATATTTTGTCTTTGACCCTAATTC
+GGCGAAAAAAGAACGGGTTAATGTTTTTACTACTTGGCTTAAAGAAGAAACTCTGCAAGATGAAAAAAGT
+ACATTAGAGGCGATAAGTTACGGTAGTTTATAGCGTAAAACCTTAATTATTATTTATTAATAATATTTAC
+TGCTATTTTGTAGCTACTTAAAAATAAATACCTGAAATTTATCTATCATAGAACCGTCAAAGCAACTGCA
+AGACCTGTGTCTACGGCGTTAGCTCTTAAGTTCATCTACATCTTGCCCATTTTGACTGCGTTTTAATTGA
+ATAACTAGCAGAGTGATATTTTATCTAAATAAGTAATTTGTATGCTTCAGCAGCAAGTAAGTAACCCCAA
+AACATGTTGTTGATGAAAAAAACATCACTTTATTTCAAAGATTATATTTTGTTCACACCACTCTTGCTAT
+ATAATATGCGACCTTAATATTTTGAGTCTTGATTGTTGTTTTCAGGGTTACTTATCTATTTATAAGATAG
+GTCCGTGCTACTAACAATCGTTGATTACTTGTTAGCAACATCTAGGAATACCTTTTGATCACTACATCGA
+ACATTACAATGCAATTTGGCGCAGAGCCGTTATTTGAAAACATTTCGGCTAAATTTGGCAACGGTCACCG
+CTACGGTTTGATCGGAGCAAATGGCTGCGGCAAGTCTACATTTATGAAGATACTTAGTGGCGATTTAGTG
+CCAAGCTCTGGCAATGTATCAGTAAGTACCGGTAACAAAGTAAGTACTTTGGGCCAAGATCAATTCGCTT
+TTGAAACACACAATGTAATTGATACTGTGATCATGGGCGATATGCCTTTGTGGAAAGTAAAGCAAGAAAG
+AGATGCTATTTACGCCCAAGCTGAAATGAGTGAAGCCGATGGTATGCGTGTTGGTGACTTAGAAAGCCAA
+TTTGCAGAAATGGACGGTTACACAGCAGAAAGTCGTGCTGGTGAAATCTTATTAGAAGCGGGTATTGAAG
+AGTCTTTTCACTACGGTTCAATGCAGCAAGTTGCGCCAGGTTGGAAGCTACGTGTGCTACTTGCACAAGC
+ATTATTTGCAAACCCTGATATTTTATTACTCGATGAGCCTACCAACAACTTGGATATTCATACCATCAGT
+TGGTTAGAAGGTGAATTGAACAAACGTAAATGCACCATGATTATCATTTCGCATGATAGACATTTCCTTA
+ACTCTGTATGTACGCATATGGCAGATATTGATTACGGTGAATTACGTGTTTACCCAGGTAACTATGAGTT
+CTTCTTAGCGCAGTCTGGTTTATTACGTGAACAGCTATTAGCAGGTAATGATAAAAAAGTTGCTGAAATT
+GCTGAACTACAAGACTTTGTTAACCGTTTTGGTGCTAATGCTTCAAAAGCTAAACAAGCAAGTTCTCGTG
+CTAAGAAAATGGATAAAATTAAACTTGATGATGTTAAATCATCGAGTCGTATTACCCCGAAGATTGCTTT
+TGCTCCAGGCAAAAAAATGCATCGTCAAGCTTTAGAACTTGAAAACCTAAGTCATGGTTTTGATGGCGAA
+ATGTTGTTTGAAAATGGCGACTTATTACTAGAAGCCGGTGCTAAGTTAGCGATTATCGGCGAAAACGGCG
+TGGGTAAAACTACCTTATTACGTTGTTTAATGAGCGAATTAGAGCACATTGAAGGTGTTGTTAAATGGTC
+TGAAAATGCTTCTGTAGGTTATTGCCCGCAAGATAGTGGTTCATTCTTTGATAATGACCTAACGCTAATG
+GAGTGGATGTCGCAATGGCGTAGACCTTGTCACAACGATTTAAGTGTTCGTGGTATGTTAGGTCGTATGT
+TATTTACTGACGATGATGCGAATAAAAAAGCACGTAACTGTTCAGGTGGTGAAAAGAACCGTTTGTTATT
+TGGTATGTTAATGATGGCTGATATCAATGTATTAATCATGGATGAGCCGACTAACCACATGGATATCGAA
+GCGATTGATGCATTAAATAATGCTCTTAAAGACTTCGAAGGTACATTAATTTTTGTTAGTCATGACCGTG
+AGTTTGTTTCTTCTTTAGCAACGCGCATTATTGATATTAAAGATAAAAAATTAATTGATTTCCAAGGTTC
+GTTAGATGAATACCTTGATAGCCAAATGCAGACTAAAAAAATTGCTTAGTCAGACAGCTTGAGTAAAACG
+AATGTAAGTAGATAAAAAAGTTAAGGCTGTTAATCAACCTTAACTTTTTTTCAGTATTTCGTGGGAAATA
+TCAATCGGCTCTGTTACTCAATTACTGGTTATTTAATTACTACTCTTATTAAAACGGCTAATGGATCCAC
+TCGAGCTCGCTTCTACTCGTTCAATCACGAGTTTCATAGCTATTTATCCAACTATATTTTCTTTTATTGC
+ACAAACTGTATGGTGCCTGAGAAAGAAGTACTGCCTTGACTGTCATGAATAAAAATTATGTTGAAGCTAC
+CTCATCGCAGTGAGTAATTCATTTAACTGTTGCTTTTAGGATACACCCTGTTTTCTTTTTTTTTATAGTC
+AAGTCATTGTTTAATCTTCTTATATTGTTTTTTCATTCCACATTGCTGAAGGTAACTGTTGCTGTGGTGT
+TGCTTTTCGGCAACAGTCTTGATGTGGTGTTTTCAGTTAAATCTATTGAGAACAATGATTTGTCACGTTG
+GTCTACTTTGTGCTTAAGCTAAGCATCTAATTATGAGAATTAGTTAAATCAGTCATGTGAAATTATGACC
+GATCTCGTGTGAGGATTACGTTTAAATACTGGCTTTAGCCAATAACCATTTGCTTTTAAAGGAAACAATT
+ATGTCTGAACCTATATCAGAAAAAGAATCAGAAACCTTATCTCGTTGTATTAAAATAGATGGCTGGATTT
+TCGAAATAAAAATGGTGCGAGCAATTCGAGTTGAAGAATATGGACAACCTTACTCAGCTATTGTCAATTT
+TAACTTTAATGGTGATAACGTTTATGTAGACGGCTTAATGACAAACTCTGATGAAGATATAACTAAAGAA
+GATTTTAATACGCTAAAAGGGTATGTTAAGCGATTAGGCGCTAAAGAAATTCAGTTTGATCGCTATAAAA
+AGAAACAAACAAAAGCTCATTCGTGGCAATCAACAGCTGACTCGTGGGTTATTTCACCAGCAGAGTCAAA
+ACCACAGCCATTGCAGCTCGTCAGTGCCGGTTAGCTATTTCGTTGTCGGCCATCTCATTTTGTTATTGCA
+GCAATGACAAAGGGAATCGTTAATGGTCAATAGTTAATCGCTGAATTTTCACTTTTCTGTCGCCAAGCTC
+AAAATAAAGCATATCCGCAACTAGCTAATTGATAGCTAGTGCTGCTTTAAGTGATAAGTTTATTTTTATT
+AAGTTCATCAGAACATTCGTTTGATAAATTATCATTAGGTAAACGTTTTTTAAACTCTCGTTTTAGAAAG
+TAAAAACTCACCGATGATTGCAAACAAACGGTAGCGACAGAAACATACCAAAGCTGCTCTATCTGAAAGT
+CACTTTGTTTGGATAACCAAAGGGCAGGCAAGATAAAAGTAATTAAGCGGGTTGCGGTACTCAGTAAAGC
+AGGCATGGTGTTTCCCAGAGCTTGAAACATACCCGAGCAAGTAAAAACTAAACCGGCAGGAACAAAGTTC
+CAACAAATCATTTGTAAAAAAGCCACACTAATCAAAATCACTTCTCGATCGTCAGAAAAGTGAGTCAGCA
+TCCATTCTGCTTGGCTTAAACAAATTAACAAGATAATAGCCATTAACGAGCAGGTCATAATGGCAGTCCA
+TCTAAAAGTATCTCTCACCCTTTGGTAATTTTGTGCGCCAAAGTTTTGCCCTGCAATCGCAGGCGCTGCA
+AAAGCAATAGCCATTGCAGGTAAGAATAATGCTTGCATGACACGTGAACCAAGACCAAATGCTGCTTGAG
+CTTCCGCACCAAACGGTTTAATTAGCCAATAAATAGCGCCCATATAAACAAACATCAAAAAGAACTCCCC
+ACCGGCGGGTAAACCAATAGCTAGCAATTTCTTAATGCGAGGCACGTTAATATGCCAAAGAGAGAAATCA
+ACGCTGACGTACTTATCTGTTGTTATAAAGTAATAACATAAAAGTACCACAGCAAAAATTACTGACAGTG
+AGCTGGCAAATCCAGCGCCAGCGATACCCATGGCGTAGCCTGAACCCCAACCAGTAATCAATATGGGTGA
+GAGTATGATATTGAGTAAAATAGATAGCGTCTGAATCACCATAGTTGGTTTAACAATACCTGTTCCTCGA
+AGCGCAGAGCTGATAGAGACCATAATAAACTGCAGCGCCATACAGGGAATGAACCAATGTAAGTAAGTTA
+AGCCCATCATCACGGTTTCTGAGTCTTGTGATATTAAATTAAGGTAATCTTGTGCACCAAAATAACCAAT
+GATACAAACAATGATGCCAACGACAGTAGATAACATCATTGATTGATTGAAGGTAAGGTTTGCGTCTTGT
+TGATCTTTTGCGCCTACCGCATGAGAGATAAGCGCTGCAGTGCTCACATTGAGTATTTGTGTCAGCGCGA
+AGATTAAAAACATCGCATTACCGGCTAAGCTCAATCCCGCGAGCGCTGCAGAGCCTAATTTACCCACAAA
+ATACAAATCAACAATAAAATACAATGTTTGAATAAGCATACCTATCATCATGGGTAATGCCATCGAGATC
+AGATGTTTAGGAATTGAGCCTTGGGTAAGATCTTTCATGGTCGATGAAATCCGTTGTTGTTGTTGTTGTT
+GTTGTTGTTGTTGTTGTTAGTTATTGGTTGTTAAAGGATAAATTTTTAGGTAAATAGTGAGTGAATAATT
+TGGTGAAGAAAATTGTTGGAGCTCGTTAGAGTATTCTTTTGCGATAACATATCGCATTCAAGCCGCTAAA
+TAAATGCTAAATGAATTATAGCTAATTTAATCGCGTGGTTATTAATCTAAATGTGTACCTCAAACGTATA
+TTGCTTTATACAGTTTTTGTTAGGTACTTTGGCAACGTGTTTATTAACTTAATAGTCTTTAATTTGGTTG
+GTTTTAACTTAGCCTGGTTTGGCTTAGTTTATTGGGGCAATAACTTTATCCCCTTCAGCCTTTTATTATT
+GATTTCACACCTTTTTTTTATCGCTAAATCACGAAACGAATTACTGCTAATAATGGTGATAACTTTTATT
+GGTATCTTTGTTGATTCATTGCTTGTGCAATTTAATGTTTTTATTTTTGTTAATGGCGGTCATATTCCGT
+TTTGGTTGATGATGCTTTGGGCTTGTTTTGCGACAACTATATGCCATAGCTTACGATTTCTATCGGGACG
+TAAGGCATTACAACTCTTCGTTGGTGCCATATTTGCGCCCTTGAGTTATATCGCTGGTTACAAATTTCAG
+GCGGTTGATTTTGGTCAATCTATGATCTCAACGTATTTGCTTTTAAGTGTGATATGGGCAGTGTTATTTG
+TTTTGTTTTTCTATATAAAAGACAAACTAGTCAAGGCTGAGGTGAGTTATGTTTAAGCTTTCTTTTTCTT
+TATGTTCTTCTTATTTATCGTACTTCTATTTGATTTGTTGCTTGTCACAAAGTGTAGTCTTTGCAAATAG
+CATCTCCGATGAAATGGAATTGCCAAATAATTTACAAAGCACTATTGATACCCAAGCCTTTGTATCGATA
+GGGGAGACCACGTTTTCTATTTTATTTTGGGACCTTTATAAAAGTCAGTTACTGACTACTTCTGGAAAAT
+ATCCCATCAATATAGCAACCGACAAGGTACTTTTTACGATTAATTATTTAGCTGATATTTCCAGTGAAGA
+CCTTATCAACAGAACCATAGATCAATGGGATCACTTAGGCATTCCCGCTGAGGAGTATCTGACTTACGTA
+TCTGATCTAAAAAATATGTGGCCAGACATCAAAGAGGGTGACAGCTTATCTTTGCTTATACACCAAGGGC
+GCAGTGTCTTTTATTTTAATCAGCAATATATTGGCGTTATTACCCCCTCTGAATTTGGTCAAATATTTCT
+TGCTATTTGGCTATCTGAAAATACCAGTGAGCCTGAATTACGCCGTGAATTATTAGGAAGTATTACCTAT
+GACTAAAGTTAAGATTTTTCTATTAATTATCATTACCTGTAGTCTTATTTCTAGTTGCTCCACAGCGTTA
+GATGATTATCAAGATGTTGATAAACCATTTGATATTAAACGTTACTTTGATGGGCGAGTAATCGCTTGGG
+GCATGGTGCAGAATTATTCTAATAAAGTAAGTAGACGATTTTGTGTCGAAATAGAGGGCTCATGGCAAGG
+TAATGAAGGCGTTCTTGCGGAAAAATTTTATTTTAATGATGGTGAAATCAGTTACCGAAACTGGCAATTA
+TCTAAAAAAACGGATGGTAGTTATGAAGGGCAAGCGGAAGACGTGATAGGAATGGCTATTGGTAAACATC
+AAGGTTTCGCATTTCAGTTTCAATACCAATTATCATTAGTTGTTGAAGATGAAAGCTATCAAGTTTCTAT
+GGATGACTGGATGTATCAACTTGATGAGTTTCGGGTAATGAATAAGACCTCGATGAGCAAGCTTGGCGTT
+AAAGTTGCTGAGGTGACATTGTTTTTTGATAAGCAAACACAAGTGCAACAATGTCCAAGTAGTAATGCAA
+AGTAATGCAATATAAGCACAACTTTATACAACTTAGATAAAAGGGGAGGTTTAATTTTTTGTATTTATTT
+AAATTGATAAACAGTTATACAATCAATGAAAACTTGCTGAAACTGTATGTATTCTATGTATTCCTCAAAG
+ACTTTAAAAGCAAAGTTTACTCTGTAGATTTATAATATCTTATAAGCAATGTAATGCTAGATAAAAGTCT
+CTTTATAGCCTTAGTCTCTCGAACGAATACTTTTCATCGTATACTCCTTGTAGTGATAAAAAACTCATTC
+ATCATTATTGTTGAAATTCTTTTTAATTAACCTATTTAATACGCGTTAATTTGATAAAAGATCACTGCTA
+AAAATATAAGTTTATTTGTGAACAAATGTTGATCTTTGTTTCTTTTTTGTACGTAAGTTCAGGTGTACTT
+AATTAATGAGGGTAAGCAAGTGAAATATTTTAAAATACTAAGTGTAACCGTATTAAGTGTGTTTTTATTG
+CAAGGTTGCAATGACGACGATAATGACGTAATTGAACAAGTCAAACAAGATGTAGTTGCACCAACTACGA
+TTGTTGATGCTGCTGTTAATGACGGCAGTTTCACTACTTTAGTTGCTGCTTTACAAGCGACAGGGCTAGA
+TACAACCTTGGCAGATACCAGTGCGAAATTTACCGTTTTTGCGCCAACGGATAAAGCCTTTGCTTTGTTG
+GGGCAAGGTACCATTGATGCGCTGCTGGCTGATACTGATAAGTTATCAGATATTTTAACCTATCATGTTA
+TTAGTGGTGAAGTTGATGCCGCAGCAGCTATAGCGCTAGCTGGGACAACCGTTGATATGGTGAATGGTGA
+TGCCGTAGGTTTATCACTCGATGGTGAAAAATTATTGGTAAATACCGCCACAGTAATTACCACTAACATT
+CAGACTGATAATGGTATTATTCACGTTATCGATGCTGTTTTACTCCCACCCGCAGAAATGATGGAGCCGA
+CATTGAGTATTGTCGAAGTAGCACTGGCTGATCCTGATAATTTCTCTACCTTAGTTGCCGCGCTTAGTGC
+TGCTGATTTAGTGACTACCTTGTCAAATGAAGATGCTACCTTTACTGTTTTTGCTCCGACTAATGCCGCA
+TTTGCTTTAATTGCAGGTGATACCTTGACTGCATTGTTAGGTGATACCGATGCCTTAACAAAAGTACTAC
+TGCAACATGTTATAGCAGATGCTGCTGTAAATTCGGTTAATGCCTACGCCTTGAGTGGCAATATGGTTGA
+TACAGCGGGTATGGATAAAATAGCACTTAACATCAACATGGACACAGATAAGCTATTGTTTGGTGGTGCC
+AATGTTGTGATGAAAGATATTTATACAACCAACGGCATTATCCATGTGATAGATGCGGTAATTATTGGTG
+ATGTGGCATTACCAAAACCGAGCATGAGCTTAGTTGATATTGCCAGTAGCAACAGTGATCTATCGACACT
+AGTGTCAGCGTTGCAATCAACAGGCCTAGATACCGTCTTAGCTAACCTTGATAATGACTATACTGTTTTT
+GCTCCAACTAATGCCGCTTTTGCTAAATTACCTGCTGGCACAGTTGAAGGATTAACTAGCGAACAATTAA
+GTAACATATTGCTATATCACGTAATCGCTGGCGAAGTTCTTGCTGATGGCGCTATCAACTTAGCTCAATC
+TATGGATAACATGGCAGAAATGGCGAATGCGAGTAAAGCCGCTGTATCGTTCACTGATGGCATGCTTTTC
+ATTAATGGCGCTAAGGTAAGTGCAGCTAATGTTATGGCTGCAAATGGTGTTGTTCACTTAATTGATAATG
+TGATTATGCCTCCTGCAATGATGGGTACGCCAACATTGAATATTGTTGAAGTCGCTTTGGCAGACCCGGA
+TAATTTTTCTACCCTAGTAACCGCACTTACTGCTGCTGATTTAGTGACTACTTTATCAAACGAAGATGCT
+ATGTTTACTGTTTTTGCTCCAACTAATGCCGCCTTTGATAAGATTGACAGTGAAGCTTTAACCGCTTTAT
+TAGCAGACACTGAGATGCTTACTAAAGTCTTATTAACTCATGTTGTGGGTGAAAGTAGCTTAAGTTCTAC
+AGATGCTTATGCAAAAAATGGACGTTCATTAACCACAGCATCGGATGTAATGATTGATGTGAGTATTGAC
+GCTGATACGGGAATGCTGATGATTGGAGGAGCTAAAGTAATTATCTCTGATATCTACACAACAAACGGTG
+TTATTCATGTAATCGATACCGTGATTATGGAATAGTTACCTAACTTTTAGTTACCAAGTTGTTAGGCGCT
+AAGTTTTGGTTGGATAATTGTTCTTTCTTTTACCATGCAAAGAGTTTGATTAACATTACCGACCATGAGC
+CTCTGTCTTCAGAGGCTTTTTTTGTCATACCAAATCAAATAAGTTTATTCCCACTCAGAGCTTGTCAGCG
+GTTTGAGAACAAATAGAATTTTTTTATGTATAGTCATTCTATATTAAGAAAATTATGTGCAGTTATCAGA
+TTGCTGACAAACTCCCAAAGGGCGAGTTGAAAAGGCTTACATGCCGCGTTATTATTTTTGATAAGGGATA
+AACCATTATCTTCAATCAATGCCTTGCCTCTAAGCCTTTTAAAACTCGCTGTGAGGGAAAAAACTTACTT
+GAATTGGTATAATACTGATCGTTTAGTGATTTTTTACGTATGAATAGTTATAAACCAGCAAGTGATATTC
+TTATGAAAAATTTAAATGTTACCTTACCAATATTTCCGTTACCCGTGTTCTTATTGCCAGGCGGGGTAAC
+AAAGTTACGCATATTTGAACCACGCTATTTAAAAATGGTCAGTACCGCCTCTTCGGGTCAAGGTTTTGTT
+CTATGGCTTCAAGATAAAAATATAATTGCTAACGAAAGCTCTACTAGTATGCCGTGGGGTAGTTGGGTTG
+ACATTATTAATTTTGATCAAGGTGATGACGGTATTTTAGAAATTGATGTTAAGTGTAAATCTCTGGTCGT
+CATTAAGAGCATAGCGCATGACGAAAATAATTTGCATTTTGGTGATGTTAGCTGCATTGCGCATTGGTCT
+GAAATTCATGTCGACATGGCTAAAGGAAAATTATCTACATCGTTAGCGAGTGTCTTTGCAGAGAACGAAA
+GGCTTGATGATTTATATCCAACGAAAGGTCTAAACGATAGCCATTGGGTGTTAGCGAGGTGGTTAGAGAT
+ACTACCTATAGAGTTAAATGTAAAAAATGCCTTTGTTGTGAGTTACAGTTTTAAAGAAGCAAAAGCGTTT
+GTTGAATCCGTTATTCTTGAATAGTTCTTTATTTTGAATTAGTTTTTGAATTAATTTTTAACTGCTCTTT
+AAAAAGTTTTGAAATAATTTCAATATAAAGTGATCCTGACACTTATTTGACCGTATAACCTGACATGTTC
+AAATAAATAGTGGGACGAAGCAATGCAGACTAACTTGCTAAGCAGACCGACAAGTGCTAAATCTACTAGT
+ATGTCAGATAAAATAAATCACCCACAACTCTGCCAATGGCTAGAGTCTGTTGCTATAAGTCGAGACAAAC
+AAGCTTTCACTCATTTGTTTCAGTTCTTTGCACCCAAAATTCTACGTATTGCACGTGGTAAATTTCCTAA
+TGAAGCACAAGCCAATGAAGTCGTGCAAGACACTATGAGTAATGTGTGGAGAAAAGCCCACCTTTACAAT
+CAAGACAAGGGGGCTGCAACCACTTGGGTATACACGGTAATGCGTAACGTTACTTTCGATATGCTGAGAA
+AAATTCAAGGTAATAAAGAAGATAATCTAAGTGATGATATTTGGCCTATCGCTGAAAGTATGAGCATCGA
+AAATGAAATTTTTGATGACCATTTAGAACATGCAAACTTGTTAAGTGTCATAGAAGAGTTACCTCAAGCT
+CAACAAGACGTTGTTAAAGGTTTTTACTTTAGAGAAATGTCTCAAGAGCAGCTAGCTGTGCATCTACATT
+TACCACTAGGGACAGTTAAATCTCGATTACGTTTGGCCCTAGGAAAACTCAAAGTACAGTTAGGAGAAAA
+ACATGATTAACCATCACCCTAAATTTGAGCTTATTCAAGCGTTTGTAAATGGTGATTTACCTGCATCTTT
+ATCTGCTGGTATCGCTATTCATGCAGATATGTGTCCGGTATGTCAGCAAACGATCGCCCAATTTACTGAA
+CAAGTGGCTGAAAATAGTTTTGAAGAAGAATACTTAGATAGATTCATCATTGATGACAATGAAGCACTAG
+AAGCGATTGCAACAATAGATTTTGATCACATGATAGATAATATTGTTGAATCTTCTGATATCGCTGTTGT
+TGTACCAAAAGTAGAAAAAACAGTCAGTTTTAATGATACTACTTACACTCTTCCTGCAGCATTAAATAGT
+ATGGAAATGGGTAAACATGCTCAAATTGGTAAGTTAACGAGAGCTCGAATTCAGTTGAATGAAAATGAAA
+TCCATAGCAGTTTACTACATATACAGCCTGGTGGAGGCGTACCTGAACATACGCATAAAGGTTTTGAGCT
+TACGGTGCTGTTAGCGGGATCATTTCATGATGAAAGTGGTGAGTATGTTAAGGGGGATTTTATCATGCTT
+GACAGTTCTCATCAGCATCATCCTATTTCTAGCAATGGTTGTCTTTGTTATACCGTTGCTAATGATGCAC
+TACACTTTACCCATGGTATTAATAAGTTGCTTAACCCAATAGGTTCTTTCATATATTAGCTAGCTAAGTA
+TTTAACAGTTAAAGCGTTAATTAAAGTTAAAATCAGAAATTAGAAGGAAAGGATTATGATTTATTCAGTG
+GATAAGAAAGACATAGAAATTGGTATTAGCGCTTGTTTAATTGGTGAAAAGGTTCGGTTTGATGCCAGTA
+ATAAACCGTCTCATTTTTGTATTAAAGAATTTTCAGAACATGTTTCATATAAGTCATTTTGCCCAGAAGT
+TGCTGTAGGTTTACCTATTCCTAGACCAACCATTCGTCAAATAAAGCGTGATGATGTTATTCATGTTTCT
+CAAAAAGATGGCAGTGGCGATGTTACCGAGGCCTTAAAAGCGTATGGAAAAAAAGTAGCCAGCATGACCA
+AATCGTTAAGTGGTTATATTTTTTGCGCTAAAAGCCCAAGTTGCGGCATGGAAAGAGTTAAGATTTATAG
+CCCCGAAGGTAACTCATTACCCTCAAAAGGTATCGGTGCTTTTGCCAAAGAAATTATGGATGCTAACCCG
+TTATTACCTTGCGAAGAAAATGGCCGTCTAAACGATCCTCTACTGCGTGAAAACTTTGTTGCCAGAGTAT
+TTGCTTATAAACATTGGCAAACGATTGTTGAATCAGGATTAACTAAGCACAAGTTAACCACCTTTCATAG
+CCATTACAAGTATACGGTGATGAGCCACGATTTAATCGCCTATAAAGAGTTAGGGCAATTATTAGCAAGA
+GCTGATTTACCCCTTGATGAGGTGGCGGCGCAATATATTTTAGGATTAATGACGGCACTGAAAATTATAG
+CGACCCGTAAAAAGCATGCTAATACACTGGCGCATATTCAAGGATACTTTTCAAAGCACTTACAAGCGAA
+TGAAAGACAGGAATTATGTGAACAAATTGATGCTTATCGCGAAGGACTTATTCCGTTAATGGCACCTTTA
+ACGTTAATTAAGCATTATCTACTTAATCATCCAAAAGACTATTTAACAAAGCAAGCGTACTTATCTCCTT
+ACCCTGATAAATTAAGATTGAGATACGCTTACTAACTGATTTATATTAACTTTAGTTTAGATGCTAAATA
+AATTAGTAACCCAGTCACCCATATTTTTAATTATTCTTCCGTGATGCCTTTAACCGGGCACATAAGGATC
+CCGCTTGCTACTTTGGCTCCGTAATGACCTTCGAACACACGACAATCCAGCGTTACACTATTTCCTGAGT
+CGTAACGCCTTAAGTCAACATGATTCAGCAGTACCAGCGAAAGCTATCTTTTTTATCTGTGAACAACAAT
+GGCAACAACATGATTGGTCGCCGATAAAGATAGATTTTATTAAGCGTCACGCCCATGCCCTTGTTAAAGA
+ACTCGCGCTATTAAATATCGAACTTGAATTGATTGAACTCGATAATTTTACCCAGCAAAAAACGTATTTA
+CACAGCTATTGTCAACTGCACAATATTACTGAAGTGGTGGCTAATAGTGAGGTTGAATTTAATGAACAGC
+AACGAGATAAAGCCTTATATTTAGAATTAAAGGCTAGCGGTATTCCATTAACCTTACTTGAAGCAGACGT
+AATCGTACCAAAAGGCAAAGTCCTGAATCAGTCGGGTATTATGTATAAGGTTTTTACACCGTTTAAGCGT
+GCTTGGTTAACCTATATTCAGCAAGGCGGCTTTGAGTATTTAGGCAAAGTATCTGTTAAATCGTCAGCGG
+TTAACAAGGCTGATAATCAAGAAGAAGATCAGGGAAGTATTTCTAGTACCTGGCCGCTAGCAACTGTTTT
+TGAGCAGCAAATACTACCAAAGTTTTACCAACAAAAAATAAGCACTTACAAACTTAATCGTGATATACCA
+TCGATTAAAGGTACGTCGGGTATATCACCTTATTTGGCTGCAGGTGTTATCAGTCCTCGTTTTGTACTTC
+GATTATTACTTAACAAACATCCCGATTTGTTAGTCGCGTCAGACAGTGAAGAATTTTCATGGTTGAATGA
+GATTATTTGGCGAGAGTTTTATCGCCACCTGCTTTTTCATGAACAACGATTATGTAAACACCAATGTTAT
+AAAGAAAATTATCAAGAGATGTTGTGGCATAACGATGCTGCATTATTTGATGCGTGGTGCCAAGGCAGAA
+CTGGCTACCCACTTGTTGATGCTGCAATGAGGCAGCTCAATCAAACAGGCTGGATGCATAATCGTCTTCG
+TATGGTCGTGGCGAGCTTTCTAACCAAACATTTACTCATTGATTGGCGATTAGGTGAAAAATATTTTATG
+CAGCACCTGATTGACGGCGATTTAGCTTCAAATAATGGTGGCTGGCAATGGGCGGCTAGCACTGGCTGTG
+ATGCACAACCTTACTTTAGGATTTTTAATCCTATTAGACAAAGCGAACGTTTTGATCCAAAGGGCGTTTT
+CATACGTAAATATATACCAGAGCTTAACAATATTTCTGATAAGGCGATTCACTTTCCTCATCAATATATT
+AAGGATAATGAACTAAATATTTATTGGCCAGCGATTGTTGAGCACAAAGAGGCTAGGTTAAAAGCGTTAG
+CTTTTTATAAGGTGTAAAGAAAGGCTAGGTCGGTAACTCATTGTTAAGAAATTGGTTATGCGGTCATTGC
+GTTCATAGTGTTGTTATTAAGGTATTCATCATCAAAGTTTTAGTCAGTAAGGTAGTGTTATGGAAAATAA
+AACGTTAGATCACACCCTACAAGGTGCACCTTTGTGGCTAACTAATTTTGTGCTTGTTTATCAAAAGCTA
+TCGAAAGAGAATCTGCAATTATTAGCCACTATTTACCATGAAAATGTCACCTTTATTGATCCTCTACACA
+CAGTGGAAGGCTTTGATGATTTATATCAGTACTTTGAAAATCTCTATCAAAACCTTTCTGCGTGTGATTT
+CGTTATTGAAGAGGTGATTTGGCAGGATTCGCAAGCTTCACTATTTTGGACCATGACTTACCAACACCCT
+AAGCTCAACAAAGGTAAAATGGTTACTGTCGTTGGCACCTCACATATTAAGGGAGAAGGCGATAAGGTTA
+TTTACCATAGAGACTTCCTTGATTTAGGTGCAATGCTTTATGAGCAGCTGCCTATACTCGGCAAGCTTAC
+TAAGTGGATAAAAACTAAGGCGGCAAACTAATGGCCATTCAAAATGTTTTAATCACAGGGGCAACATCAG
+GCATTGGCTTGGCGTTATTTGAAAAGTACACCAATCAAGGTGAAAACGTGATTGCCTGCGGTCGAAACCC
+AGGAAAAATGGCCCTTCTGGAGTCACGCTCTTATAAGACCTGTTTATTTGATATCACTGAGCCGGCACAA
+ATAGCGGCTGCCGCTCAAGATATTAAAGAATTAGATATACTGATTTTAAATGCCGGTGATTGTCGCTATG
+TTGATGATGTTAAAAATTTTGATGGTGAGTTATTTTCTAATATCATCAATACCAACCTTTCTTCCTTAGG
+TGCGCTATTACAATACTTTTTACCAAAAGTGAAAAAGGGCGGGCAAGTCGTTTTTGTTAGTTCAAGTGCC
+ACTATTTTACCGTTTCCTCGCAGTGAGGCTTACGGGGCATCAAAGGCCGGGATGGACTATTTAGCTAATA
+GTTTGAGGCTTGATCTACTTGAGCATGATATTGACGTTACTTTAGTGCACCCTGGTTTTGTTAGCACACC
+TTTAACGGATAAAAATGACTTTGCGATGCCTTTTATGCTGACCAGCGAACAAGCCGCGAGTCGTATGCTG
+ATTGGTATTGAAAAGCGAAAAAAATATCTACATTTCCCCAAGCGACTAACGCTTATTATGAAACTATTTT
+CTGTTTTACCTTCGTTTTTATGGCAATCACTTATTACCAAAAATGATAGATCGAGTAAGAGTCACACTAG
+GGAAGATCAAGTATGAAGCATTTTGCCATTATTGGCTCCGGCATTTCCGGACTAACTGCCGCTTATTTAT
+TATCAAAAAAGCATAAGGTTACCGTATTTGAGAAAAATGACTCTGTTGGCGGCCATACGGCAACGGTTGA
+TATAGAAAAGTCAGGGGACAAATTTGCAATAGATACCGGTTTTATTGTCTTTAATGATAGAACCTATCCT
+AACTTCTTAGCTTTGTTGGATGAAATAGGTATTGGTAAAGTACCCACTGAAATGAGTTTTTCTGTTCACA
+ATTGCCAGTCAGGCCTTGAATACAATGGACATAATCTAGATACATTATTTGCCCAACGACGAAATATATT
+CAAACCGACCTTTTGGTTATTAGTTAAAGAAATATTACGCTTCAACAAGTTATGCAAAAGCATTTATCAG
+CAAGATATTTATAGTGATGGATTAACATTAGGTGCATTCTTAACTGAACATAACTTTAGTGACTTTTTTG
+CTGAGCATTATATTTTACCAATGGGCGCAGCAATATGGTCTAGCTCATTAGCACAAATGGAAGATTTCGA
+ATTCACATTTTTTGTTAAATTCTTCCATAATCATGGCTTATTAAATATTGCCGATAGGCCACAATGGTAT
+GTCATTCCAAAAGGCTCTCGAAGCTACTTAACACCATTATGTGCACCGTTTAAGGATAATATTAACGTTA
+ATGCCAATATTACCAGCATTACTCGAAGCAATGATAAAGTACATTTGCATTTTGAAGATATGCCTAGTCA
+AACGTTCGATGAAGTGGTTATTGCTTGTCATTCTGATCAAGCACTCTCCTTATTAAATGATGCAAGCCAA
+GATGAAAAGTCGGTGTTATCTGCAATGCCTTATAGTGCGAACACTGTTGTTCTGCATACCGATGAAAAAT
+TATTACCTAAACGCAAAAAAGCCTGGGCAAGTTGGAATTATCAATTAAACCATAATCGTGGTAATAACAG
+CAGCCATGATCGCAGCCATAACCGCAGTGCAGCAGCTAGCGTTACTTACAATATGAATATATTGCAGGGT
+ATTCAAAGTAAGCACACCTTTTGCGTTACCTTAAATCAAAAAGATGACATAGACCCCAAAGAAATATTAA
+GGGAGTTCACTTATCACCATCCTGTTTTTTCGGCCGATTCGATAAAAGCCCAACAGCAAAGACATATCAT
+TTGCGGCGTTAATCACACGCATTTTGCTGGTGCTTATTGGCACAGTGGTTTTCATGAAGATGGCGTAAGA
+AGCGCCGTTGAAGTGGCTGAACGGTTTGATTGTTATATAGGTGTAACTGATGAACATGCCTAATTCATTT
+AGTAATAGCCATATTTACCTCGGTAATGTTATGCATCGACGCTTTAGCCCCAAAAAGCACAGCTTTGATT
+ACCGTTTATTTATGCTAGCGCTCGATGTTGCTGATGTTGAAAAGGCTCAGGGTGGTTTTGGTGTTTTTGG
+TTTTTCATGGTATCGACCATTACGTTTTGTTGAAACAGACTATTTAAAGGAAAGTATAAAAGATAATTCA
+AAAGATAACCTAGCAGGTGATCCCCGTTCATTAAGTCACCGTATAAAGAATAAGGTACACGAATTAGCAG
+GTTATGCAGATATAAAAAGAATTGTTATGTTGGTGCAAGTTAGGTGTTTTGGTATTTACTTTAGTCCCGC
+CAATTTTTATTTTTGCTACGACCAAGACGATAAATGTACACAAATGCTCGCAGAAGTCAGTAATACACCT
+TGGAATGAACGCCATTATTACTTAGTAGATTTGTTAAAAGAAGAAGGTGATAAAACCACGAAAAAAATGT
+TTCAAGTTTCACCTTTTATGGACTTAGCTATGACTTACTTTTGGCAGGTAACTCCACCGTGCAATGGTAA
+TGATAAGTTGCTGGTTAAAATTGAAAATAAACGTGTTAATGACGAAAGCGGCACAGTAAGTAAGTTATTT
+GATGCAAGTTTAGTGATGAGGAGAAAACCCTTCACTAAAGCCAGTTTATTGCGCATTTGGGGGCAATTGC
+CTGTTATGACAATGAAAGTTGTAGTCACAATTTATTGGCAAGCATTAAAGTTATTCATCAAACGTGTGCC
+TTTTATTGGTTATCAAAAACCGAGTTAGTGGATTATCTTTGAAAGCTTGAATTTAAGAAGGAGAATAAAA
+ATGGAAAATATTGAAGGGGTTCGAGTACTAAAAGCGGCTAACTGGTTAGATAAACGTTGTCGTACCTTAG
+TGCTAAACATTTTCTCGAAGCTTACCTATGGTCAACTAGAGATTGTTGAAGGATCTATTCATTCGCATTT
+CCCTGAAACGGTTAGTGAACAAAGTATTAAAGGTAAAATACATATCCATGATCCGAGTGTTTACCGTGAC
+TTTGTTAAAGGTGGGAGTATTGGTGCATCTGAGGCTTTTATTGATGGTAAATGGAGTAGTCCCAATTTAA
+CCAATGTTATTAGAATTTTCGCCAAAGCTCAACAGCAGACCGATAGCTTGGAAGCAAACAAGTCATGGAT
+GAATAGGTTGAAAAATACCGTCAGTCATTGGCAAAATAGAAATACCCAATCAGGTTCAAAGCGTAATATC
+TTAGCTCATTATGATTTAGGTAATGAGTTGTACACGCGATTTTTAGACCCGGATATGATGTACTCGTCTG
+CTATTTATCCGACAGAAGACGCTTCATTAGATGAGGCTCAACAGCATAAACTCGCCACTATTTGCCAGCG
+ATTATCACTAAATGAACATGATCATTTATTGGAAATAGGTACTGGCTGGGGAGGCTTAGCAATATATGCA
+GCTCAGCATTATGGTTGCCGTGTAACGACAACGACTATCTCTGATGCACAATATGCCTATGCACAAGCTC
+GTATAGAAAAGTTGGGCTTAACAGATAAAATTACCTTGCTTAAAGAGGATTACCGAAATTTAACGGGAGT
+TTTTGATAAAGTAGTTTCCATTGAAATGATAGAAGCTGTTGGTTATGACTTTTTACCTAGTTTCTTTAAG
+CAGTGTAATGACCGATTAAAAGTTGGCGGTAAGTTGCTTATTCAATCAATTACTATTGCCGATCAACGTT
+TTGACTATTACAAAAACAACGTTGATTTTATCCAACGCTATATATTCCCCGGTGGATTTTTACCGTCAGT
+TAATGTGTTGACTCAAAATATTACTGATCACAGTGAGTTGGTTGTTGAATCCCTAGATGATATAGGGCTT
+GATTACGCTAAAACGTTAGCGCACTGGAGAGAGAACTTTTTGGCATCTTGGTTAGAGCTGACTCAACATG
+ATTATGACGAAACCTTTAAACGATTATGGCTTTATTACTTTGCTTACTGTGAAGGCGCATTTTTAGAGCG
+TTCAACTAGCGCGGTCCATTTAGTGGCTAGAAAATAGATATTGAATTTATTTGAGAGTAAAAAGTAGGGA
+ATAAATTTTCCTACTTCATTGACCTATCTAGCTTACGTCTATCTACTCAACGATATTATCCTTTAAATCT
+GAGCTGGCGTATTGATAAAGCAAGCATCATTATAATTAAAATAATGACAGAACTGCTGCCACCATCACTA
+TGCACTTCAGTGTAATACTCAACATATTCTAGGTCATAGTCACTGCTCTCTAAGGGAAGACCATATAAGC
+TATTACTGTCATCACTACTGTAAGAAGCCACTATATTCGGGAAGCCCACCTCATACAGGTCTATGAGGAT
+GTCGTAATGATTGGCACTAAAACCTTGTTCTAAGGTGCTATATACCTCAAATTCATCATCTGAACTCTCA
+CCATGTATAACAAAATTGTCAGTACTGTAATAATGAACCCAAGGACCGCCATTTTCACTTAAGTACAATT
+CAGCATAAACTACCGCCTCATCATGAGGATTACCAGTAAGTAAATCAGCATCAAAAGTCACACTAAAAGT
+CTGAAAATATCCATCGGCATCAAGATCTTCAATTAATTGTGAATAGCCTTCATAAATAACAAAAGTACCG
+TCGCTGAAGCTTCTACTGCTTTGGTTCAACCCTGGTATTGCCGCTATGTTTTTAGCGGTACTTCGTTTAC
+GTGCCTGTTGTTGCTTTTGGTCAATCATATCCTCACGAGTCGTGTTTAATGCTTTATTCTTTTCTTGGTC
+GCTATCACCAAGTAGTACTCTTTGTTTAATATCTTTTAATACTTGTTCTTGTGATGCACTGTCTATTGAA
+CTGGCTACTTGCCCGCTAGAGTAACTTTGAACAACTTTAGTATTCGTTATATATGTTGTGTCAGTTGTAC
+TTGCTGTGCCTGCTATCTCATTTGCATTGTCGGCTTCTAACGCAAAGCTTGGTAGTGTAATCATCATAAG
+AGTTAACATGAGTGTTAACTGTAAAGTCGTTAGTAGTATTGGTGAAAACCTTGATGTTACTTTTAATGTT
+AACTGCTTGATAAAATTGCTCATCATTAAATCCTTCCTGTATCGATTTAAGACCATTAAAGCGTAAGTTA
+AATGAACTCAAGCTGAACAAATAAAATGTCAACTGATAACTTTTATCCGTGAGATCTCTAATACAGTGAA
+GTATTCAGACTCCGTTCAGTTAGATTTTTGTATTATAGGATTAAACTTGGTTTATTTGCGGCAAGCATTC
+TTTTACACTGAGTGCTCTATAGGTTTTATCTGCATTAGGTATTGAGATGATGTTACGAGTTCTTTTATTC
+ACGCTATTCATAAGTGTAATTGCTTTAAGTGCAACTGCTGTGGCGGCAGATACGCAAGCTAATGCGCAAA
+AGAAACAGAAAGCTATTAGCTCACAGCAGGCGGCAAAACTCGTTAAAAAACGCTACGGCGGTACTGTTTT
+GAATGTAAAAAAACAAAAAAATAATACGGCTTATAAAGTAAAGATTGTAAAACCCAATGGGCAAGTAGTA
+TCGAAAAAGGTCAATGCCAAAACGGGTAAGATTGAAAAAAATTAACGAGCAATCACTCGAAAGGAAAAAG
+CAATGCGTTTACTTTTAGTTGAAGATGATCAAGCGTTACAACAAGAGCTTCAAAAACAATTACTTTTACA
+AAACTATTCGGTAGATGTCGCTTCTGATGGAGAGATTGCCTTATTTCAAGGGCTTGAATATGACTATGAT
+ATTGCCGTTATAGATTTAGGTTTACCAAAGATTGATGGTACTACGGTAGTTAAAGCACTCAGAGAAAAAG
+GCCGTAATTTTCCTATTCTAATTCTTACTGCTCGCGATCGTTGGCAAGATAAAGTTTCTGGTCTAGATGC
+TGGCGCAGATGATTATTTAACTAAACCATTTCATGTGGAAGAGCTCACTTCACGCTTAAATGCGTTGATC
+AGACGTAGTGCGGGCAAAGCCAGTACTATGATTAATAATGGTCCCTATAGTTTGGATATCGCTACATCTC
+AAGTACTGGTAGAACAGGTAAGCGTTAGTTTAAGTGCTCATGAATTTAAAGTGTTTAAGTATTTAATGTT
+ACATGTAGGTGAGGTGATTTCTAAAACCACCTTAACTGAACATATTTATGATCAAGACTTCGATTTAGAC
+TCTAATGTCATTGAAGTATTTATCAGACGTTTACGTAAAAAGCTTGACCCAGACAGTAAATATAACTTCA
+TTGAAACGAAGCGTGGCCAAGGCTATCGTTTACTTAAATTCACTTAGCTTAACTTCCCAGATTAGGTTTA
+TTTTTGCTTACATTTATCAAACCATTTTTTAATGTTTTCCTAAACTCCCTTAAATTACGTTTAATGGTGA
+GCTTACTGGCGATGGTGGTAATTATATTGCCAACCATAGCGTTTATCATCATGAACTCATTTGAAAAACA
+TATGGTGCGTAGTATAGAAAATGAATTAAGTGCCTATAGCTATTCTATTTTGGCTGTTGCAGAAGTTGAA
+CAAGCTAACTTAGTGATGCCTGAAGCTTTAATTGAAAACCAATTTAATGTCAGCGACTCAGGTTTATATG
+CTTTTATTTCAGGGCCAGTTAAGTATGAGAGTAAGGTAACATCAGATGTAAAACTAGAAAATGCTATTTT
+ATGGAGTTCTCAATCCTTACTTACTATTAAAATACCTGATGAGCAATTATCAGGGGAGATAGCGACACTG
+GCAACGGGAGATAAAACATTTTCGAGTTTTGAAATTAATGGCTTCCCCCACTTTATTTATAGCTATGCAG
+TCAGCTTTACCGAAGGGAGCGATAACTTTCCAATTACCGTACATATTATTAGAGACAAACAAGTATTCTC
+ACAACTTATTCGTGATTTCAAACAGCAACTTTGGTTTGGTTTAGCGATTTTAATGGTCATTATTTTATTG
+CTGCAACTTGTATGGTTGATGTGGACGTTAAAACCTTTATCTACCTTAGAGCAGGAAGTTAAAGCGGTTG
+AACAGGGCAGAGCTGAAAAGCTCACCAGTTTATATCCCAAAGAATTATCTCAACTCACCACTCAATTAAA
+TCAATTATTAGCCACAGAGCAAAAGCAAAGGCAACGTTATCGAAATGCTTTATCAGATCTCGCTCATAGC
+TTGAAAACCCCACTAGCGGTAATGCAAGCTCAAAGGGGAATTTCTGCCGTTAATCAAGAGCAAATTAATC
+GTATTAATTCCACCATTGATCACCAGCTAAAACGTGCGCAGAGTGCGGGGCATTCGTCTTGGCTGTTAGG
+GATTGAGGTGAAACCAGTTGTCGATAAATTATTAAATACCTTAGCAAAAATTTATCAGGGCGATCATAAA
+GAATTAACACTTAATTTTACTGGCAACATCACCTTCAAAGGCGATGAAGCTGATTTACTGGAGCTGTTGG
+GCAATTTACTTGATAACGCTTATAAAGCGGCAAAAAGCACTATTATACTGACAATTAGCCAACAAGATGA
+TGCTTTAATCATGTGTATAGAAGATGATGGCGTTGGTATTAAAGAACAGCAAATTACGCAAATACTAGAA
+CGTGGCGTTCGTGCTGATACATACGAAGTAGGACATGGTGTCGGTTTGGCGATAGTGCGAGACTTGGTAG
+CAAGTTATCAAGGTGAATTGCATATTGGTAACTCTACAGAATTAGGTGGCGCGCAATTTACTTTGAGCTT
+CACTAATAAAACGTAAATAAAAAGTAAATACACAGTCAATGTGAAGTAGTTGTTAAGTCACTTTTGCAAG
+GTTAGCGTAAACATTTTCTTTTTTTCAATCTAATTATTAAACTATTGAAAAAAAAGTTGCCATTATTTTA
+GCACAACTCCTTTTACCATTAACTTAGCTAATGTTTGTCATTTCGTTGAGAGTGAAAGATTCAACCACAC
+CTTGCGTTGCTTCCATGTACTCTTTCAAATGATCGTTGGCCATATGTGCTTCCCATAACTCACGAGTTTC
+CCAGTTTTCATAAAATATAAACTGAGCGGGATTATCATTATCTTTGTAAATACCAATCGGACTAATTTAT
+TGGTCAGCTTAAAGCTACATTAGCGAGCTTAAAACAAGCAAAATGAGTTAACTATAGTTAGTCTATATTT
+CATTTTTTTTGTGATGTTATCAGTTTGCTAATGAGCTCCCGAAGGGCGAGTTTAAAAGGCTTACATGCGG
+CGTTATTGATTTTGACAAGGGAATAACCATTCTCTTCAATCAATGCCTTGCCTCTAAGCCTTTTAATTCT
+CGCTAAGTGAGCAATACATTAATCCGTTTGGTATCATTCATAATTAATACAGCCTAGCTCACTGCGGGTC
+ATGGTAATAAGTTTAAAAAGCTCGGCTTTCACTAAGTCAATTTGATCAGGTTGGGCTTTGATATTGGCGA
+CAATGGTTAATTGGGTCATGTTCATTCCTCTAAGTAAATTATATTTTGCTGTGTCTTTGCATCATCCATG
+ACACATTTTTGGCATAATTTTGTATTTGAATTTATGGCTCTAAAAACCTTGTAACACTATTTTTCCGATA
+GATTTTCCTGACTCCAACTCCTCATGGGCAAGCTTTAAATTATCGGCATTAATTAAACCTAACTCTTTGC
+CTACTGTTGTTTGAATATATCCACGGTCAATTAAATCGGACACGTGATTTAATAAATGACTTTGTTCTTC
+AATATCGACGGCATTAAACATTGAGCGTGCAAACATAAACTCGATATGTAATGACAAGCTTTTAAATTTC
+AATTTCATTACGTCTAAAGGTTTTTGAGGATCATCAATCATGGCAATTTTGCCAAAAGGTGCGAGCAACT
+CAATATAAGTATCGAAATAACTCTCTGTGCCATTAAGGCTAGCAACATGTGTAACTTGGCCTATATTAAG
+GGCGTCAATTTGTGGCTTCAGTGGTTTGGTATGATCGACAACATGGTGAGCCCCGAGTTTTTCTACCCAC
+GCTTTTGAGCTTTCTCGTGATGCAGTCGCAATAATGGTTGCACCGGTAATCGCTTTGGCGAGCTGGACTA
+AAATAGAGCCAACACCACCCGCAGCACCAACAACTAAAATAACGTAGTTAGATTTTTCAGATGAATCGGG
+CATTATCTTAGGCAATGCAAGGTGTTCAAATAACATTTCATAAGCGGTAATTGTTGTTAATGGCAGGGCT
+GCTGCTTCAACATCAGCTAAGCTTTTAGGTTTATGGCCAACAATGCGTTCGTCAACTAATTGGTATTCTG
+CATTACTTCCTTGACGAGTTAAATCGCCGGCATAATATACTTTGTCACCTAACTGAAATTTTGTCGCATT
+TTCACCCATAGCGACTATTTCACCAACAGCATCCCAACCGATTACTTTATATTCATCCGTTTCTGAAGGT
+TTGTTTTGTCTGATTTTATAATCGACAGGATTAACAGCAATAGCGCTTATTTTTACTAAAATATCTCGGC
+CAGTGGCTATTGGCTGTGGTATTTCAATATCGACTAAAGAGTCAATATCACTAATGGGTAACGATTTTTT
+ATAACCAATGGCTTTCATGTGTATTCTCCGGTTGTTTAATTTAGGCTGCTAATTTAAGTGCTGCTAACGG
+TGATAATAATAGAACTTGATTTAGTAAAGATAAACAGCATAATAATTGAATCATTATCAAAAAATATTTG
+ACAATATGTTATTAGAAGACCTACAAGTCATCCTTAAAGTCGCCGAATTTAAAAATATCACCAAAGCCGC
+TGCAAGTATTGATATGCGAACCGCAACAGCAAGTGCAGCTATAAAACGGGTTGAAGCTGCATTAGGTGTT
+GATTTATTTATCCGAACAACACGGCAGTTGAAAATATCTAGTGCAGGGGAAAGGTACATTCCTCAATGTC
+AGCAAGCATTGTTAATGCTTGAGCAAGCTAAACAAAATATGCGTGACGATTTAGAAATTGTCGATGGTGA
+ACTTCGTATTGCAATATCTTCGGACTTAGGCCGTAACTTGGTTGCCCCTTGGCTTGATGAATTGATACAA
+AACCATCCTAAGGTTGGTTTAAAATTGAATATTAGCGATAGTAATATTGATTTTTACCGTGATTCCGTTG
+ATGTTGCAATACGCTATGGCTCACCAACTGATTCTAACCTCTATGGTTTTAAAATATGTAATGTGCCAGG
+CATACTTTGTGCTACACCACAGTACCTTAAAGATAACGGTACGCCACAACATCCGCATAATTTAAGCGCA
+CATAACGGACTTTTTTATCAACTCCATGATGTAGTTCACGATGTCTGGAAGTTCGAGCATAAAGGCAATG
+TGATTAAAATAAAAATGAAGGGAAATCGAGCATCGAATGATGGTGATTTAGTGAGGCGATGGTGTGTGGC
+AGGGAAAGGCATTGCGGTGAAATCATGCCTTGATATGTCTAAAGATTTACTTGCGGGTAACGTAGTAAGT
+GTTATGACTGATTATCAACCGAGAAAAACTGAATTATGGCTGGTATGCCCAAGTAGGCAGTCGATTACTC
+CTGCAGTACGTTTATTAAGAGATATGCTAAAAGAAAAATGCGCCATTATTCAAAATAAGTTAGTGGAACA
+AGGGATACTCAATAAGAATCAGCTTGAATAGGATAAACCGCTATTATCATAATGCTTTAAGTATGTTCAG
+CCTTTGTTCAGCTAAACAGTCGTATGCTAACCATAAGATTAGTTATGAACAAAGGTGAGCTTATGTACTT
+TCACTCAACAGTATTAAAACATCTTGTGATAATAGGGGGACTCCTATTATCCACCACACTATTTACCACT
+ACTGCTTTTTCAGCCTCATTAGACGCAGAAGAAGAGCAAGTATTTGTGTTATCTGAAGCAGAGCTTGCGC
+AAACGCTAGCGCCCATCGCCTTGTATCCAGATACTTTACTTACCCATATTTTAATTGCATCTACCTACCC
+AATTGAGGTCATTGAAGCTGAGCGATGGCTTAACAAACACTCAAAATTAACGGCTGCACAAATAGAGAGA
+AAAGCGAAGAAAAAAGATTGGGATGCCAGCATCAAAGCACTGTTAGCTTTTCCACGAGTGATAACTAAAT
+TAAGTGAAGATCTTACTTGGATGCAAGAGCTCGGTAACGCTTTTCTACAAGATGAAGCCAGAGTGCTTGC
+CAGTATTCAATCGTTGAGACAACAGGCGGACCAAGCGGGTAATTTGGCCAATATGGATAATGTGAAGGTG
+ATAAAAGAGCAGAGAGTTATTATCATTGAACCGGCGCAACCAGAGGTTATTTACGTACCATATTATGATA
+CTCGCGTAGTTTATGGTCGTTGGCATTGGACACATTATCCACCTGTTTATTGGCGTAACCCTAATTATTA
+TGCCGCTCATTATGGACATTTTTATTGGGGACATGGCGTACACATCAGTAGTCATTTTTATTTTAGTGCT
+TTTCATTGGCACAACCGCCATGTGGTTGTTAAGCACTATAACCGTCCTGGTTATCATTCCAGAAAAAAAA
+TTGTATCAAGTCATAGTGCAAAACGTTGGAATCATCAGCCAAAACATAGACGCGGGGTTGCTTACAGTAG
+CGGCAGATTAAAGCAGAAATATTATGGGTCTCGACCAAGTGTTCGTAGTACAAACACTTATAAAAGTACT
+ATTCATACAAATAGTGCCCATAAAGGAAACGGTCATAAAAATCGTGTTTATAAAAGTAATAGCCATAAAA
+ATAAGGCAATTAACCATAATAAAGTAGTTAGAAGCGCAAATGTGAACAACTCAAAAGTCCGCAATAGCAA
+TGCGCGTAACAGTAAGGCACTTAACAGTAATTATAAACGCAGTAATGCCTACAACAATAACCAAAGAAAA
+CATTATAAAAAAACGGTAGTGGCAAATAATAGTCATAAGGTAAAACAGCATAACCCGAATAAATACCAAG
+CAAAGTATCAGGGAAATGCTCAAATGAATAATCGACAAAGTAATAAACAAGTAAAACATAAACAAGTGAA
+GCAAACAGCTCAGAATACGCAAGTTCACAGAGCGTCAGTTAAAAAGCAGGCTGTTTATAATCGACCTGTG
+ACTAGATCAGCACCGAAGCAAACAGTAAGGCAGTCACCAAGACACTCGGCAACACCGACTAGGCATCATC
+AAACTAAGAAAAGAATAAATTAGTGCTTTGTTAGTGACGAGGGGAATTAAGGCAATTAATAAGAGGATCA
+TTAGCTGCGATCCCCTTATGACTTGCTTAACTGATCGAGTTTGTTTTTTGCGTTAACCATTGAATAAATA
+TACTTAAATGCGCTATTTTGCCAAGAATTACATCAGCTTAAACATGTCGTCAAATTTCAAAAAATCAATC
+AATCGGAATATAAACCTTAGTGTCATATTTTATCCGGTTCATTGAAATTAAGGTTCTGAAGTTACGCATA
+TTTGGGTGCCGGTATAATATTTCTTCACAGAACACCTCATAGCTCGGCATATCTGGTACTACGACCACTA
+ACACAAAATCTACTTCACCCGTTACCTTGTAACATTCATGTACCTGCTCACAATTTTTTATGGCTTTGCT
+AAAGGCCTCATTTAAATCTAACCTATCTTGATGCATCACAATTTCAACAATCATATGAAGGCAACTACCA
+AACTTAGTTTGATCCAACAGTGCAACTCTTTTGTTAATGACACCTTGATCTTCTAGCCGTTTCACTCGCT
+TTAAACAAGCGGGGGCAGATAGGTTAACTATTTCTGCAAGCTTTACATTGCTCACTGACGCGTCACTTTG
+TAATTGACGGAGAATTGCTTTATCTAGTCTATCAAGAAACATAATTAATATAATTACGATAAAAAGAAAC
+TTATATTAACTTTACTGATGATTAATTGGAATTATTTCTTAGTTGAGCCGTTATTATATTACTCATAAAA
+CTAAGCAGTAGAGCAGTACTTATGTTTGTTAAAACTATGAAAAGTGTATTTCAAGAAGTTAGCCAAGTTT
+ACCTGACGTTATTAAAAGTAATGGTGCCAGCGATTATAGTAGTAAAAATTCTAGACTTACTAGGTGGAAC
+CCAATGGTTAGCTGAAATACTAGCGCCCGTTATGAAATTTGTTGGGCTTCCAGAGCAGTTAGGACTCGTT
+TGGGCAACCGCTATTTTAACCAATATATTTACAGCAATGGTCGTGTTTGTTGATACTACAGCACAACTTG
+AGCTATCTGTAGCTCAGGTATCGGTGATTGGACTTTTAATTTTAATTTCTCACTCCGTTCCCATTGAAGG
+TGCTGTTGCTAAAATGGTTGGCGTTAGCTGGCGACTTACAATAAGCTTGAAAATAGGTGGGGGATTACTA
+TTGGCTGCGCTGGTGAACTGGCTCTATACAGCGATGGATTATCAACAACAAGCTGCCGTATTGCTATGGC
+AGCACGAGATAAAAGAGCAAACGTTAATTCAATGGGGCTTAGATCAATTACAAATGTTGATTAGCATCTT
+CTTTATTATCTCTGCACTAATTATATTATTGAGAATTCTGAAAAAAATTGGCGTGGAAAGCTTGTTGCAA
+AAGCTACTATCGCCAATATTCAAATTACTGAGCATTACCAAGGATGCCAGTAACATTACTATAACAGGCA
+TTACATTAGGTTTGAGTTACGGAGCTGGCTTACTTATTTCTGAAATAAAAAAGGGTCATATTGGTAAAAA
+AGACGTATTGCTCTCTATTAGTTTTTTAAGCCTGGCTCACAGTTTGATTGAAGATACTTTATTGATTTTA
+TTGCTAGGTGCAGATGTTATAGCAATATTGTGGCTGAGGATTATCTTTGCAATAGTGATAGTGGCTCTAC
+TTGCTAAATACATTGCAATTAAAGAATCTATTCAGTTAAAAGCACTGACAAAACCTCAGTAGAGGGGCAT
+TCAAACATTATGCTTAGGTGTTATTTATTGAGAGGCGTCTTTAGCTAACGTGAGTATAACCATGAAAAAA
+CTTCTCACATTAGCTATCGCTCAATGACAGCCATTACATTCTAAGTTTACATCACTAAAAGTTACCTTAA
+TACATCTTGATAAAGCTGCTCTGCGAGCTGCTCTAATATTTCAGGCTTAGGGTGAGTTTGAGCAAAAGTT
+CTTAAACCGTATATCCCCATCAAAAAATATCTCGCTAAGTGCTCACAATCTTTGTGCGCGCTGATGCCTT
+TTTCTTCTTTAGCTTGTTCAAACTTTTCAGTAAAGGCTTGTTGCAACATAGATAAGTTATTACTAATTAT
+CTGCTGTATTTCAATATCCTGCTCTGCGGTTTCATTCAAAGCTTTGGTCATTAAACAGGCTTGAGTATTA
+TCACAACTGATACACTCAGTGACGACATTATCGAGATATAATTTTAAATTATCGGTTGTTTTTTGTGATG
+CAGAAAAAAATTTCTCAAATTCAGTAGATCTATCTAACCGGTATTGTTCAAGCGCTTCTAATAATAAACC
+CCGTTTATTTTCAAAGGCACAATAAATAGAACCTGGATGAAGACCTGTCGCTTTTTTAAGGTCTTGCATG
+CTGGTATTTGCATAACCTTTATTCATAAAAGCATTCATTGCAGATCTCAATACTTTTTCTCTATCAAACT
+CAGCATTACGCATTTATTTAGCACCTTAGTCACATTATATTTTTCGATTATACCCTTATTTGAACAATCA
+TTCAAAAATAATACTTGAACGAACATTCAAGAAGGGGTATCTTGAACGAACATTCAAAAAGGAATATCAC
+CATGACAGCAAATTTACTTAAGCCTTATGCTTTAAACAACACTATTAATTTAAGCAATCGTATATTAATG
+GCCCCTTTAACACGCTGCATGGCAGATGATAATTTAGTGCCGACACAGTTAATGGCCGAATATTATGCTC
+GAAGAGCTGAAGCGGGCTTAATCATTTCTGAAGCGGTAATTATTCGCCCTGATGGCCAAGGGTTTCCCAA
+TACCCCTGGCTTATTTTCTCCAGCACAAATTGAAGGCTGGAAAATAGTTACTGCTGCAGTACATAAAAAT
+GGCGGGAAAATTTTTGCTCAACTTTGGCATACTGGCCGTGTAGCTCACCCATATTTCTACGGAAATGGAG
+ACGCCGATGCATCCGTATTAGCTCCTTCAGCTATTGGCGTTGAAGGTACTGTGCCTAGAATGAGAGAGTT
+AACTTATAAAATACCAAAAGCGGTTACTGTTGAAGAAATGAAAACTTTAGTTGCTGATTATGGTCAAGCC
+GCTGAGAATGCAATCAAAGCAGGTTTTGATGGTGTTGAAATTCATGGCGCTAATGGTTATCTTATTGATC
+AATTTTTACATCATGATAGTAATCGTCGTAATGATGAATATGGTGGTAGTAGTGAGAATATGGTGCGATT
+TCCATTAGAAGTGATTGATGAAATAATCAGTAAGATTGGTGCTGACAGAACGGGATTAAGAGTTTCACCC
+GGTGCCTACTTTAACATGACTGGCGATAGTAAAGACCGCGCAGTATTTGATCTTTTATTGCCCGAGTTAG
+AGCAACGAAATTTAGCATTCCTTCATATCGGTATATTCGACGATAGCATGGAATTTGATTACTTAGGTGG
+TCGGGCATCAAGTTATGTTAGAGAAAATTACAGCAAAACGTTAGTGGGTGTCGGTAGTTATAGTGCTGAA
+GCGGCAAGTAGTGCAATAAATGATGATAAGTTTGATCTTATTGCTATTGGTAGACCTTTTATCGCTAACC
+CTGATTATGTCGCTAAAATACGGAATAATGAGCCTTTAACAAGTTATTCAGATGAAATGTTAACAAGCTT
+AATTTAACCATAGGAATCTCTTCCTTAGAACAACAAAACTCTTTGGCGGTCAGAGAGTTTTGTTATCTTT
+TATTTTTAAAACCAAATTAAGTTATTCACTTTCGCAAGGCTATTGGTGCATTGCAACTCCTATTACAATG
+GCAGTTACTGTCTCTAACTCGACTGGCAGCGTGATCTCCTAAAAGATATTTTAGTACAGTTGATAACCAT
+GCAAAGAGGATTTTTATTTTAAATAGTTGTAGTCTAAAAGTATGGACTAAGTTTCGCTGAACCTTTATTC
+CCAAAGGGGCGTTTCAAGTTAATGTGAGTATAACCATGAAAACACTGTTAATTATAGCGCATGCACCTTC
+TGAAAATACTAAGCTAATGGCTGAAGCGGTTTTGAAAGGAGCGCAGCACCCAGATATTGAACAAGTCCAA
+ACACGTTGGGTACGACCATTAGAAGCTACCCCTGAAGATGTATTAAGCTGTGATGGAATAATCATGGGGA
+CCACTGAAAATCTCGGTTATATGAGTGGTGCTTTGAAGGACTTTTTTGATCGCTGCTATTACCCTTGTTT
+GGAAGTAAAACAGGGATTGCCTTGTGCGTTATATGTGCGCGCAGGAAATGATGGCACTGGTACTTGTCGT
+GCCGTTGAAACAATCTGTACTGGCTTACGTTGGAACTGGATTCAACCACCTTTAGTGTGTCGAGGAGATT
+GGCAAACTTTGTTTATTGAGCAATGCGAAGAACTTGGTATGACAATGGCTGCCGGCCTTGATGTCGGTAT
+TTATTAACTGGCCTTACATTCTACCGACGATAGGCGAAAATCTTAACTATTCGTTAAATATTAGTAGTTA
+TTTAGCTAAATTATAGATATTGTTGACCAAATGGATAACTTGCTAACCTAGTAATAGAATACCGAGTATT
+CTCACGTTATATTTTACCTATTATCAAATAATGAATATAATTACCTTTGAAGAACGTAATTAAGGTGGCT
+AAATAAGTGCTTATAGAAAATGCGGTAGATTTTATTGAAAATGCAAATATTGGCATCCACACAGTTTCAC
+CAGAAGGCATAATTAAATATGCTAACGAACATGAATTAACTGTATTAGGCTACACTGAAGACGAATACGT
+AGGTCATCATGTGTCTGAGTTTCAATTCGACAAGTCATGTTTAGAGCAAATGATGATTAAGCTGGCTAAA
+TTTGAATCCTTTTCAAACTTCCCTGCAATGGTGTGCGGTAAGCTCAAAATGAAATATATACTTTATAACT
+CAAGTGTCTATGCAGAAGATGGCGAGTTTGTGCACACTCGGTGTTTTGGTAACGAAATATCAAAAAGCGT
+ATATCAAGCTTGTAAAGTTGACTATAAAAAATCACTGACCAATAGGGTTGATTAGTCCGTTATTCTGCTT
+AAATCCGTTGTCTGCAATTAATAATATTTTTTACTAAAAAAGGAGACAAAAGTCTCCTTTAGCACATTAA
+AAAGTTAATAAACGCAGTGAAAATTAATTTTTAGAATACATATTTAGTCGATAACTGAACATAATCAGAG
+TCAGCATCTTGCTCTGCCATTTCAAAATTACCCAACTCTAAACCAAAAGACAACTCTTTGGTATAATTCT
+TAAAAATATTCACACCCCAATGGCTTCTATCTCGGTCAGATAAGTCAGTGGTGATATTTCCGTAAAAAAC
+TGAGCTGCGAATATCATCGGTCCAAAAGTGACGATAAGCAACCATGATCGCGGTCGACTCTTCTACTTCT
+TCACCCACTAAATCAGTGGCTGCAGCTACGCCGACATAACGACCAACATTACCTGCATGAAGTTGAAAGC
+GAAAGTCATCTTTGCCAATGGTTTTTAAGCGTCCCGCTATGCCGTAACCAAAGGCTGATTCACTATCACC
+CCCAGTTGTTTGTAATTGCCTCGCTAAGCCGGAAACAGAAATATTACCCCAATCACCCTTAAAGGTATAT
+TTAGCGATAAAATCAGGCACTTTATCATCACCGCTCTGACCACCAAAACTTTCAGGATTCTCTAAAGCAA
+TTTGTAAACCACCGATCGTATAACGTACTTGTCCTTGTCTGATAAAAGCAGAAGCAACCAATGGACCACC
+AAAATCTGCGGCTTCAGCCAAAGAGCTTGTATTTTGAAAGGTAGTCCAAGTTTGGCCAACTAAAATATTC
+TTATATTTAATAAATGCATGGCGTAATCTAGGATTGGATGAATTAGAAATAATCTCATTTCCCCCACCAG
+AAACAGCATCACCATAAAAATCCATCTCAATAAAGCCAGTGACATCACCATGAACATATTTAGTGTTGAA
+ACGGGTTTCATTAACCGCTATACCAAAATTAGATTTGCTTTCAGGTAATACAGTACCACTACCATACCAG
+TAATTTGTGGCGGCAATATTACCGTCTACATAACGAACATCGGCTTTTATATAACCACCAAACGTAATGG
+TATCGTTATCTGAAATTTTATATTCATAACCTGCATTTGCTGCACCAGACATTGCCAGTATACAAGCAGA
+TAATATAATATTTTTCTTGTTTAACATGTTATTTCCTCTATTAAATTATGACCATAGGTATTAATTTTAT
+TTTTAGGTCAGGTTTTATTGTTGTTATTCCATTAACAGATGACCATTAACTAGTACTGCATAAATCCCCT
+AGTAATGGTCAAGCTTTCCCTATATTTTCGACACAAGTGATTGTGTTAAAAAAAGATCAACTGTTCTGGA
+AACAGTAGTACCAATAACAGCACGGTAATTTGAATTAAAATAAAGGGAATAACACCTTTATAAATTGTGG
+TGGTTTTGAAACCTTTAGGGGCAACACCTTTGAGGTAAAACAGACTAAAGCCAAAGGGGGGAGTTAAAAA
+TGAAGTTTGTAGGTTCATTGAGATAAGCACAGCAAACCAAACTAAATCAATATTAAAAGCAATAGCGACT
+GGCGTTAAAATAGGCACCACTAAAAATGCAATTTCAATAAAATCGATAAAGAAACCTAGTACCAATATGG
+CAACCATGGCAATTATCAAGAAAGTCCACTTATCGCCAGGTAAATCTAAGAAAAACTCTTCAATTAAATA
+CTCACTGCCTGAATAGCTAAACACCATAGAAAATGCTGTTGCGCCTATTAGCACGGCAAAAATCATTGAA
+GTAACTTTGACTGTTTCAAGGGATATTTCATTGATATTTTTAAATGAAAAAGAACCATAAAACTTAGCTA
+AAACCATAGCGCCAACAGCGCCTATTGAAGCGGATTCAGTTGGTGTTGCAATACCTGAAAAGATAGAACC
+CAGTACTGATAAAATAAGAATGAGGGGCGGAACAATATCTTTTGCTGCTTGTATCAATAAGTCTCTTTTG
+TTTTCAGTCACTACCATTGCAGGACAGTATTCTGGTTTAAATTTTCCTAAAATCAAAATATAAACTGTGT
+ATCCAAGAATCAGTAAAAATCCAGGAACAACAGCCGCTTTAAATAAATCACCTACCGGCACGCCCATAAC
+ATCACCGAGTATAATTAAAATGATGGATGGTGGAATAATTTGTCCTAAAGTACCTGAAGCACAAATAACA
+CCCGCTGCTGTCGGTTGGTGATAGTTGTTTTTTAGCATAACAGGTAAAGAAATAACGCCCATAGCAACCA
+CACTAGCACCAACAACACCCGTGGATGCGGCTAATAAAGCGCCAACAATAATGGTGGAAATAGCAAGGCC
+ACCAGGAATAGTGCCGAAAAGTTTTGCTGATGATTCAAGTAAGCGTTCAGCTAAGCCCGTTTTTTGTAAA
+ACTATGCCCATAAATACAAACATTGGAATGGCCATTAAAATGGTATTTTCCATGATGCTCATAATGCGAT
+AGGGCATAAATGCAAATAAATCGACTCCTAAGGTTAATACGCCAACGATTACCGAAATACCAGCAAAGGT
+GAAAGCGACCGAATAACCGAAAAACAAAAAAACTAAGGCAATAGCAAATAGAATTAAACCTATCATGATG
+GTTGTCCTTGCTTGCTTTGAGAAGGGGGATTGAGTAGAGAAATATTCTTAAGTGTTACGTATAAAATACA
+TAAAAGTAGAAAAGCAGATGAAAATGGAATAATGGATCGAACTATCCAACGATAAGGTAAACCGCCTGGA
+TCTGGACTTCCTTCACCCATTTGAAACGCTTCAAGGGCATAGTCAGATCCATAATATAAAACAAGCAATG
+TAATTGGTAAGGCAAAGAAAATAGCGCCCAGTATATTAATGATAGCTTGCGAATGTTCAGACATTCTATC
+GTAAAAGACATCGACTCTAACGTGACCATCTTCTTTTAAGGTATAACCAATACCGAACATAAACATGGCG
+GCAAAAAGATGCCATTCAAGCTCTTGCATACCAATGCTAACGTCATTAAAGAAATAGCGAGAAACAACAT
+CATAGAAAACATTAAGTACCATAAGGATCATTATTATGCTGCAGAGACTACCTACGGCATCAATAATTTT
+TTTAAATAATTTAAGGATAAACTGCATATATTAAACCTTTATTCAAAGGAGGTGAGAGGTCATGCGTATG
+ATTGAAAATCATGTGAAAAATACGTTATTAGAAGCTAAGTAAGGGGCTATCCATGCCCCTAAAATCATTA
+ATTCGAGTTTGAATCAAAGTTGTCTAAATAAGCGCGGTCTGAAAAGTTTGTCCAAGGACGGATTTGATCT
+TGATAATCGTAAATCGAGTGCAAAATCTTTTTAGTTAGTGGGTCTTTATTGGCAAACTCACTTAACAACT
+GAGCATTGGCTGCTTGAATTTTACTCATGACAGCTTTAGGGAATGAACGAATTTTAACGTTAGGGTAATC
+ATCTTGTAATTTAGCTAAGTTCACGCCACTTTCATGCATAGATTGAGCGTACATATCGTATGCTGCTGCT
+TTCATCGCTACGGTCAAAATATTTTGTAAGTCTTCAGGTAACGATTTGAACGCTTTTTCATTTACCATAA
+ACTGCAACTCAGTGGCAGGCTCATGCCAACCCGTGTAGTAAAAAGGTGCAATTTTGTGAAAGCCCATACG
+TAAATCAAGTGATGGTCCAACCCACTCCAGTGCATCAATGGTATTGCGTTCAAGTGCTGTATATAATTCA
+CCAGAAGGGATGTTGGTAGGTTTAGCGCCTAATTTAGCTAATACTTCACCCGCAAAACCTGGGATGCGCA
+TTTTCAAACCTTTCAAATCTTCAACCGTATTGATTTCTTTTCTGAACCAACCACCCATTTGATTACCCGT
+GTTACCGCCAGGAAATGACATAATTCCGTATTTATCATAAACCTCTTTCATTAGTTCCATACCGCCACCA
+TAGTAGAACCATGCGTACTGTTCAGGTGCTGTCATACCAAAAGGCATGGTGGTGAAAAACATAGTATTGA
+AGTCTTTGCCTTTCCAATAGTACGAAGCAGAGTGCCCCATTTGGTATTGGCCTTGTTTAACAAAATCAAA
+TATCCCTAATGCAGATTTATGTTTATTCGATGAATCAATTTGAATAATCAAGCGACCGTTAGACATTTTT
+TTAACCATTGCAGCCATATTTTTAGTAGCGTCACCAAATATTGGGAAATTAGGACCCCATGTTTCAGCTA
+GTTTCCAGCGGTATTTTTTCCCGTCATCTGCGTTAGCAAACGTAGAAAAACTGATCGCGGTAATTAATGC
+TAGTTTTAAAATTATTGTTTTCATTTTCCATCCCCATCCTATTAATAAGTCATTAGACTTGTTTGTAATT
+ATTTTGATAGTTAGAAGAATGACAGGGTTATGCATTACAAAATATTCGTACGAATACCTAACTTGACTAG
+GTAGTTATACCTAGGTACAACTGGTTATAGCTATCAAGGCTAAAACTTGAAATGATAGGTAAATGACGAT
+GATAAAGACTAATAAACGTATGATATTACCCATCAAGCTGCTTTTTATAGCGGTTATTCAAGTATTGTTA
+ACTGCACTTATCACCTACGTTTTGGTTACTAATGAATACCGAGAATTATCCAGTCAGAGTTTAGATACGC
+TAGAACACTTTCTCGTTGAACAAAAAAAGCAAGAGCTAAAAAATTATACGGCGTTGGCAGTGTTGGCTGT
+TGATCATTTATATCAGACGTCAGAACTGGATAATGATGTCGCCAAAAAGCTGGTAACCAACATATTAGAT
+AAAATGACATACAATGGTGAAGATGGTTATTTCTTTGTTTATGATGATAAAGGTAATGCCATATCACATC
+CAAAACAGCCCTTTAGAATTGGGAAAAACTGGTGGGAGTTGGAGGATGGTAAAGGTAATAAAATTATTCA
+AATTCTTATTAGTAACGCCAAAGCGGGCGGTGACTTTTATCATTATCCTTGGACCAAACCATCAAATAAA
+AAAATATCTGAAAAGATAGGTTACTCTGTCTATTTGGAGAAATGGAAATGGATGATAGGTACCGGTGTTT
+ACCTTGATAATGTCAATTTACAATTAAGCCAATTACAATTCGAAATAGACGAGCACATTAATAAAACTAA
+GAATATTATTTTGATTCTCGCTCTTTCTTCTATCTTTGTTATTTTCTTGTTTGGCGTGACAGTAAATTTA
+CGTCAGAAAAAACAAACGGATGAAAAAATTACTGAGCTAGGACAACGCATTGTTAATGTTCAAGAAGATG
+AAAACAGGCATATAGCCCGTGAACTCCATGATGGAATAATTCAAATTTTAGTGTCAATAAAGTTTTCATT
+AGAAGCAACCAAAATGCACCTTTCAAAAGCGGTACAAGAAGTGCCAAAACCTCTTCAGCATGCAGAGGAT
+AATTTAGTTATCGCTATTGATGAAATTCGCCGGATTTCTCATCATATGCACCCACAAATATTAGATGAGC
+TAGGTTTATCTGCTGCTATTGATACATTATCGGCTGACTTTTCTGACAGGATAGGCGTAAGTATTAAGGT
+CTTTAAACCTCGAGCAAGAAATTTACTGCCCGATTTTATTAACACTACGCTATATCGGATTGTACAAGAG
+TCATTAATCAATATTGAAAAACATGCAAAAGCAGAACATGTGGAAATTAGCTTAAGCTTTGATAAGAACT
+GGTTAACATTAATCATAACTGACGATGGTAAAGGGTTCGATATTAATTCAGTGAGTGAAATAAATGATTG
+TGGCATTGGTCTGAGAAACTTAGCTGAACGCGTTGAATACCATTTGGGCGAATTTAGCGTTGTTTCATCA
+TCAAAGGGCACAACAATTACTGCAAAAATACCCAAATCAAGTTTTGAAAATTACTTTAATCAAACGAGAG
+TAAAAAACAATGACAATAACGGTGATATTGAGTTCGGCCAATGAGTAACTTAAAAGAACTTCCAGTATCG
+GTACAAATTGTTGACGATCACCCTATGGTGCAAGGTGGTTTGAAAGCGTGTTTATCTTTCTACGATGACA
+TCATTATTGTTGGCTCAACGGATGATGGTAGTGATGCACTTAACAAAGCAATTGAATTGAAACCTGACGT
+GATCCTAATGGATATCAGCATGCCTACCATGAATGGTATTGATGCCACCGAGATTATCACCGAACAACTA
+CCCGAGACAAAAGTATTGATTTTGAGTATGCACAGCAATCCCGAATTTGTTAAAAGTGCAATTCAGGCTG
+GTGCGGTGGGGTATTTATTAAAGGATACAACTTCTGAAGAGATTTATTACGCCATCAAAGCGGTCGCGAA
+TGGTAAAACTCATTTTAGTAGCTCTATCGCCAAATTATTAATAGATAATCCGGTTAATACCAATGAAAGT
+GAAAAATTGACCACTAGAGAACAAGTGGTTTTATCCTATCTCGCTAAAGGTAAAACCAGTAAAGAGATAG
+CTAAAATTCTCAACATAAGTTTTAGAACGGTAGAAGCACATAGAAGAAACATGAAAACCAAGTTAGGCAT
+TCACTCCTTAGCAAAACTAATTAGTTATGCCGTTAAACACGGCATAATTAAAAATTAAAAACTATAACGG
+AATACTAATCATTTTTGAGTGGTACTAGTAATACCGGAGTAGCTGTTCTATTCACTACTTTATCTGCGAC
+TGAACCGATAAACAGATTATTTAATACGCTATGTGCGTGACTGCCCATTACAATAAGATCAACATTGTTA
+TCTTCTGCGAAACTAACAATGGTCGCGGCAGGAGAACCTTCAATAATATCTGCTACAGGTTTACCACCAG
+GAAATTCTTCACCGTCTAATTCTTCTAAGCAAAACTTATCAATGCGATTCTTAACTTTCTCATGCAATTC
+ATCAATTGAGCGCTGGTATATATCTTCTATAGTCCCTTCAGGTAGATACGAGTTAACCAGTGATGCGGTA
+TTAGTATTCAATGGCTCTATTACATAGAGAAAATGAATTTTTGCATTATTGCTTTTGGCAAGACTTACCG
+CCATACGAAAGGCAGGTCTTGTATGTTTACCAAGATCAGTTGCATATAATATTGTATTGATTTCTGTCAT
+GACATTTCCCTTTATCTATTTTGAAGTAGTTAAATAAGCATACAAAACAATTGAAAGTTTTGTTTGATGT
+AAATCAAGCATAACCCCTGATAATTATGACGATTAAGGAAAATCATTGTTTATTAAAACTAAGTAATGTC
+GTTGGTTAATTGCGAAATAAAGCATCTAAGAAAAATACGAATATGACTTTTTACTCTAGTTCATTAAATT
+TCGCACTAAGGCGCTAAAGCTTAATTTTTTTAGGAAAATTCTTTAGTATCTATCTGACATATATTCTTAT
+AATCATAGGACAGTTAAGTGCGCATTGTTGACATGCCCTAGTGGCTGTACTTTAGGTCAACTGATCGCTA
+ATAGTCGACATTTCTGGTTGGGTAGGAAAGATTAATAGCTGCCACTGTATTAACTTAACAGTCTGATTAT
+TTCTATGTTCTATTAAGAGGGAATCACAAGTTCACGCTTTAACTTATCAGGTTGTTTTAGTGAAAAGTAA
+GAAGTAAATAGTTTGCTGTTATACAACTATAATAACCAACTATTACAAATCGTTATAAAAAAGTATACAT
+TTGATAATAGAGTTATTAATTGAGAATATATGTTGTATTTTGTAACTAATAACAGTTATCGCTCTTTTTC
+GACTAAACATTTAGTAACAAAATGCAGCCTATAATTTAGCCAAATGGGTTGAAGAAATAGCGTATTTGTT
+CGAAGATGAAAACTTAATGGCAGAGAACTGCAATTAACTCATATTAGTTTGAGTTATAACGTCTTTTTAT
+ATACCTTCCCCTTTGACTATGGATAGCCCATGACTTTTGTTCAATCACTTTTATTGCTGACAAATCTCAT
+CCAATTAAGCCTTATTCGATTTAAACTACTCATTTGTATATTTTTGACTTTATTTCTTGTTTCGTGTGGT
+GGCGGTAGCTCTGATTCTACTCCGATTAAACCGCCAGCAATTGAAGAACCTCTAAACCCCGTTACTGAAG
+TGCCAACGAATCAAATATTAAATGCGTTTTTTCGTGATCAAGATAGTGCTATTGGCAAACTCTCTGGCAT
+CGTAACAATTTCCGCCCCTGAAGTTATTTATAGCGACCCCGCTAAAGTTGAGTCTGTGTGGGTTTATTGG
+GTAGATGAGCAAGGAAATAAACAGGGCGATGCATGGTTAAAAACTGCGAGTAAAACGGTTTACCACCTTG
+ATATTCCAGAAGATACAAGTATACCTGCAAATACCAATGCGCTATTGCTTTTGCCAGTAAACACCATTGG
+GCAGGCCACAAAAGGTACCCTTATTTCCTTTCATGATTTCATCGGTAATGCTGAATTATCGGGGCCTGGG
+GGGAATGAAGTTCACACTTGGGAGTATGGCGTAGATCGCAGAAAAATTTCAATTCAACGCACAGAAGAGC
+AAGGTGGACTATGTATCTTTGATAATGGTTTAGTCAGCATTGCTAATATGAATAATACTAAGGATGAGGC
+TTGGGAGAGTAATACCGGCAACATGCTTCCTAACGACGTTAATGAGAATGCTTTCCCTCCTTATTCCTTT
+TTATGTGATACGCAGCCGACACATTCCGAAGATATAATTTCTGATGAAATTGGGGTATGGACATATTCAA
+CGCTCAATGACGCCATGTTTTACGGCACAGTCGTTTACGATAGCTTTGTTAAATACCTTGGCGAGCCGCC
+GCTGGAAGAAAAAATTAGAATCCGTGTTCACTATGGTGAACAATATGGCCAAAGTGCCTATTGGGATGGT
+GCATATGCTAACTTTGGTGATGCGTATCCGTTATTTTACTCTATGGTTTCACTTGACTCCATTGCCCACG
+AGGTCGGCCATGGTGTTTTAAATAGAGTGTCCGATTTAAATCTATTCGATCATGAAATTAGTACTGATGC
+TCGTACCTTGCACGAAGCCTTTGGCGATATCTCAGGTGTCATGGCAAAATACGAGTTTACTGGGCATACA
+AATAACTGGATTCACGGCCAAGAGAATGGTGGTTTAACTCGTCATCTCGATCAGATAAAAACTGAAAATG
+GTGCCATTGATAGTTTTCTCGATTATGAAGAGGCTGGTGATAATTTCTATTTACGCATTGGCATGATCTC
+CTATCCGTTTTATTTATTATCAAATCAATGGGGCATAGAACCTACCTATAAAGTGTATTTAAATTCAGCC
+AAGGTCTGTTGGAGTGCGATGACCACACTAACTGAAGCTGCAGAATGTATTAAACAACAAGCAGGTGTTG
+CTGGCTTACCTGAAGAAGATGTCATTGAGGCTTTTAAAATGGTAAAAATAAAACTTTTTGACCAAGGGGT
+ACTCAGCCATTTTACTGCAGAGAAAATTAAATTACACACTCAATTTATCGATGATAGCCGAACAACGAGT
+CAAGTCGTTCAATGGCTTTGGGATTTTGGCGATGGTCAAACCTCAACAGAAGCAAGCCCTGAGCATATCT
+TTGCAGAATCAGGAAGCTACCCAATTAAGTTGACAGTAACTGATCAATCCGATGATCAGGATACCTTTGA
+GCGGCTTATTCAGGTAACAGATCAGTATTGCTCAATAAACTCTGTTGGCGTCGATAAGCACATCAGCCAG
+ATTTCAATTGGTGGCAACGACATTAATTATAATTCAACAGCATGGGACTATACCCAAATGCCTATCGAGC
+TAACAAATCCCAGCAATACCATCATCAATATCCAAGGAGATACCGAGGTAACAGAACGATCGACCACATG
+GAAAGTCTGGATTGACCTCAACGATAATGGAATTTATGGCGATGAGGTTAATGAGCTTGTCGTAAATAAA
+TTTGTCGCAGAGGGACAACCTTATAGCCTTAATACTTTACTCGATTTATCAACTCTGCCAAATAGCAGTC
+AGGCTAAATATATGAGAATTATTGGTGACTATGCCGTTATTGGGCCTTGTTCTTCGAGTATAGGGGAAGC
+GCTAGATTTAAGAGTGAGTTGGTAGTAAATTCGGTTAATACATATTATTGAAGAGATCTATTTGTGCTAG
+TAAATTACCAGATGATTCAATCAATACTGTTAATTTTCAAATAGAACATTCGCCATTACAGTAAACAAGG
+TACATGTAAACGTTAAAATAACGGCATACCGATGTATTTTAGATGTCCTCAAAGGTTTTAAAATGTCGAA
+GTTAATTGTCGATTTGTTGAATCAGTTACCTTTAGATAAGCATGAGCAACGTCCGCTCTACGCCCTGAGA
+CCTTTAACAAGCTTTTTCTTTAAAAAGTAATGGGGAATTCCTATCGCTCAATGCTTTTAAATACTTGGCT
+TCATTGTATGGCTCTTTAGTTTTCCAACAACGATATATGATCCGTATCCACTTAAATGCTAGCGAACGCA
+CAGCTGCCTGGTGGGTATTACCTTTTTCCCTTTGCTGCTGATAATAAATTTCCGCCCAATAAGATTGCCT
+TATGCTTTTAGTAGCCCATTCTATAAATGATTGGCGAGTAAATTTAGAACACTGATATCGCCAATGAATC
+CAGCTCTTTTGACCACTACGCACTGTTACGGGTGCTATCCCTGCATACATTTGAATTTCCGATGCGCTAT
+TGAATCGACTACGGTTTTCCCCAATAGCCACTAATAGCCTAGGTGCTAAACACGGGCCAGTACCTGGTAA
+TGATTTATAAAGTTCTGCATCCGGCAAAGCATTAAACAACTCACTAATTTCTCTATCAAAGACCTTAATA
+ACCTTCACAGCAACAAGCAGTTGATTAGCTAATGCAACTGCAAGCAGTTGGTGCGACTCGATAACTGCGT
+TATCGAGAGTGAGCGGCTCTGCTTCACTAATAGATTGAATTCGCTTAACGCTATATGCCGCAGTACGTCC
+AGGGTATGAGCCAAAAAACTTTTTCAAGGTATCAGCCCTAGCTCTTTTAAGTTTTTGTAGGTTGGGCCAA
+CGTGTAATGAAATCACAAAATATCCCCGATCCTCGGTGTGAAAACCAATCAAGTAAGTGAGGGTAATATT
+CTTTAAGTGTAATGATTAATCGGTTGCTGAACCGCCTTTTATCATCAACTAACTTACGACGCTGTTCGAC
+TAGATACGTCAACTTCCTAACCGATTCACTGTCCATTTTTAATGCTTTAATTTTATTGGGATATCTCAGC
+ATTAAATCTAAAGCAAGCTCTGCGTCCGTTGGGTCGTCTTTTGCACCGCTGGGTGAAAAAGCTTTACGGT
+ATTGAGCTAACATTGAAGTGTTAACGGGGTGAATAGTGATAAAATCAAATTTTTGAAGTGCGTAAACGAT
+AGGCCCTTTGGATAGTTCAATAGCAACAGCTATTTGTCCTTTGTATTGCTTATGAAGGCTGGTTATCCAT
+TCATTGATCGACTTAGGTGAGTGCTTAATTACTTCAAACTTTCGTGCACTTGAATTAGCCACTTGAACAC
+ATACATCGTGTTTATCATTTGCCCAATCAATACCGATATAAACTGAAAACTTAGTCATAACTACCTCCAA
+TTGTTATTGTCAGCATGTATGCCAAAGCTTTTCGAAAGCGATATAGATAGCGTTTATGGGCAAGCCCTGA
+GTATTCGTTTTTAAGCTAAGGCGTACCTAAGACATCGAAAGTAAAGCGGTAACCATCGAAATGATATCGT
+ATCAATATTCGTATGAAATAGGCACATGGTCTGAACACCCTAATTATAGTTTTATTCAGACTGAAAGGAC
+TATAACGTATCAACAGTGACCAAAAAACGTGTTCAAAATTCACCGTTGTTAAAGACTATAAAGTGGCATA
+AGTGATCATTTAGTAAATGAACTTTACTTAATCTGATGGATTATTCAAAAAGAGTTCATACGACGAATCA
+ATAAAATGACATTGGTAAAATTATTAAGCATAACTATTTCTACATTAAATGAAAACGTGACGTTCAGCGT
+ATTTAAGTCACGAAAATCGCATTAACTTCATGATGATAGACCTAGTTATCGATTGGACTACTTAATAATC
+ATGGGGGAGTGTTTTTAAGCAATGCTTGCAACATACCGATCGGTTGGTTATTATTTAGGTGATTAAACCG
+TTTAGTAAAATAATTGAGTAGTAGCCATGAGTGATGCAGAGCAAACCCGCCAGAATATTTTAACCGTGGC
+CGCCGATGAAATTCATCAGCATGGTTTTAAAGCAACCAGCTTATCAGTTATTCTCAATCGCTGTGAAATA
+TCAAAAGGTGCGTTGTACTACCACTTCACTAGTAAAATAGAGCTGGGTTACGCCGTATTTGAAGAAGTTT
+ACACTCCGATGTTTTTAAACGTATGGCAGGCACCGCTGACTGTTGATGATCCTATTGAAGGCTTGTGCGA
+TTTTTTAACTTCAATGACTGAGGAAATGTCTTGCAGTGAAGTTGTTTGTGGCTGTCCGCTCAATAATCTT
+TGTGAAGAAATGGCAAATGTTGATGAGGGCTTTCGTTTACGTATCTTATGTATGCAAGAACAATTGAATC
+AATTGATTGTTGATGCTCTTGAGCGAATTAGTGGTGATTTACGTGAGAATCTAGCATTTAGTCAAGTAGG
+GTACTTTATTGTTGCTACCTTAAATGGCGCTACCAGCTTAAGTAAGAGTTCACGTAATAAAGAATTATTT
+CAACAAGTTATCGCTGAATTATGTATCTATATTAGGGCGTTAAAAAAGTAAATAATCTCACCTAGGTATT
+TTCTCCCTTAAAAAATCACCTGAACTTAATAATACTTAGTCATGTTCATCTCACTTGCTTATTCCTATTT
+ACACTTTTGTAAACTTTTTTATTCTTTAAAATATCTTTAACATACCGAGCGGTCGGTGATATTATCTCGC
+TATTAGTTACAAACCGCTTGGTCGGTATGTAATGCCGATTTTCCAGTACTTATATTATATTTAAGGATCA
+CCTTCTCATGCGAACACTCATAACAACAAGCATCATGGCTTTTGTATTACTCTCTACTACTTCTGAAGCA
+TTAGCAGCTTCATCTGGTGCAACCGCATCGGCAAGTTCAGTAACTGCTTCTGTTTCTCCTGTAAATAATG
+TCTCACCTTATGTGGTATTGAAAACAGCGGGCACCAACTTGTTTTCGCGTATTTCAGCTAATCAGCAAGC
+GATTGAAAAGTTTCCTCATTTAATGCGCGATATTGTAGAAGAAGAATTAATGCCATCGATAGATTACCGT
+TACGCTTCATATCGTATTTTAGGTAAACATTTGAAAAAGGTATCGAAAGAACAACGTGCTGAATTTGTAA
+AAGCGATGCGTCATTACTTGGTAAGAACTTACTCTGTTGCTTTATCTAAGTATAAAAACCAACAAGTTAT
+TTTTGAACCTGAAAAACCAACTAAAGGTAAAAGAATAATTGGTGTTAAAACACAAATTATTGATCAAGGC
+GCACCAACCATTGATATTGTTTTTCAAATGCGAAAAAACAAAAAAACAGGAGAATGGAAGGCGTTTGATA
+TCACGGTAGAGGGCATCTCTTTATTAAGTACTAAACAGGCTGAATTGAATAAGAAAATTGCTAGGCAGGG
+TATAGATCACGTTACGTTAGAATTAGCTTCTTTAGCTAAATAACTTTACCTTGAGCAGTTGAGTTATCAG
+TAAAGACTAATGTTTCAAAGCTACCATGAGTGATTAATGAGGCATTAGCTATTGAGCTAATATAAAGAGC
+TAGATACTTTATACCTATGGCTAAACTGTCCAACATTTATTTATTAAGTGTAATATTATTTAAATAATCA
+CTTCTTTGTACTTTGTTTCACCAGAGAGAGGCTATATATGAGCACCAAGTTATATTATATTTACGATCCA
+ATGTGCAGCTGGTGTTGGGGCTATCGTCCTGTTTGGGACCTTTTACAACAACACTTGCCTAAGTCGATAG
+ATGTGGAATATGTTGCAGGTGGTTTGGCTCCTGATTCAGACAGCGCAATGCCAATTGATCAACAGCAGAT
+GATTCAAAATCATTGGCGTACCATAGAGCAAAAATTAGGTACAAAGTTTAATTATGATTTTTGGCGTGAA
+AATACGGCAAGGCGCTCAACGTATAACGCCTGTAGAGCTGCGATTGCAGCACACAAACAGTCTTGCCAAA
+AAGCTATGATAGATGCAATTCAGCAGGCATATTACTTACGTGCTTTAAATCCATCTGATGTGGATGTGTT
+AGTTAGTGTGGCGAAAGAGTTAAGCGAGCAGACATCACCTACTTTAGATGTAGCGCAATTTATTGTTGAT
+ATTAACTCGTCAGAAACAAACAAAGAGTTAGCAAAACAAGTAACTTTGGCAAGAGAATTAACTCAGCAGG
+GTTTTCCATCCTTAGTGCTTGACGTTGATGGCGTTATCCAACAAATACCACTGGATTACAGTGACTACAA
+GACAACCTTGGCTTATATAATAAAAAAGACGAGTTAGTCTTCCTTACTAGTTTTTGACTTGTTTGGATTC
+TAAGGGAGCGTGGAAATAAAAAAGTGATGTAATACATCACTTTTTTAAACTTAAACAATCATACCAATGG
+TGAATATTAGCTTTTAACTTGTTTAGCTAACTTTTTATCAAATAGGGTACTTGCTTGTATCCAAAACTGA
+CTGGATATTTTATTGATAGCATTAGACTCAGCGTTAATGACTATGGCAAAGCCGATATCTAAATCGGGCG
+AATAACCTATATCAGCACGAAACCCTGCAACCCAGCCTGAATGGTAAATGATGGGGTGACCTTCAAATTG
+ATAAATTCTCCAGCCATAACCATAATGGGCATCGGTTAAGTGACCACGCCAAAACCGTCGACGTAGGTCT
+TTTTTCGTTCTAATTCTTGGGGTTGTTAATTCGGCTAATAATGACGGAGATAATACCTCGGGTTTATGCC
+CTAAATTAGCAATTAACCACTTGGCTAAGTCACTTATACTGGCATTAACACCGGCTGCTGGCGCAACTTT
+ATAATAATCTGGTGCTACTTTTACAGTACGCCATACATATTTTCTAATATCTCGACCTTGAGAATCTTTT
+TTTCCTGTTTTAACTCGTTTTCTTAGAATATGAGGCTTAGCGGTATTTTCTTTTTCTTTATATACATCAA
+TACCTAAAGAAGCATTTGTCATATTGAGTGGTGTGAATACGCGATCTTGTAATAGCGCTGCATAGCTTTT
+GCTCTGGCTCGCTTCTATCGCCGGTTGTAAAAGACCATAGGCTATATTTTGGTAACCATAGCACTTTTCA
+GGTTGGCAAATAGGGGTGATGCGATCAAAACGACCAATGATTTTATCCATAGTCCAGTTTTCATGCAGCA
+GATTATCGTAGGCGTTAGGCATCAAACCACTAGAGTGACTTAATAAGTGTTTGAGTTGAATCTTTTGTGC
+TGCACCGTCTGTGGCTAGGGTAAAGTTTGGTACATATTTGGTTATAGGGTCAGATAAGTTTAATCGTTTT
+TCTTGCGCTAACATGGTCGTTACTGTGGCGGCGAATGTTTTAGAAACTGAGGCTAAACGAAATACAGTGT
+TGTAATCAACTTGATGAGATTTAGCTTTATCAGTATGACCAATGGTTTCCATGGCAATAATAGTATCATT
+TTGCACTATGGCATAAGCGCCACCGGGAATGTTATAGGCTTTAAGTTGTTTTTTAACTTCGGTAGAGAAA
+CTTTTTTTAAACTGGCTAACGTTGTTTGCTGAGGAATAGGGCGTTAAAAATAGCGCCAATATAAGGCAAT
+TAATTCTAAATAGCATAAACGGATCTCAGATCGAAAAGCCGACAAGTTTATAGGTCAAGGGAGAAAATAA
+AAAGCCTTTAATTTTTTAAGTGATGTTTGCTCTGTAAATCTGTGTTGCCATTAAACGGGCGTTAGCAATA
+ATTCATCGTCGCTGTACCTCTATTTCAGCGCTGCTATAGGCATGCAGCCAGTTAGCACCTAACAGGCATT
+TTGAATGGTTTGGGAAAATACCCAAACCACTTGGAAATTCTCGATTTCAGCAAGACGAGAAGCGTGCCAA
+ATGCTAGGCTTAAAATGTATGGTGTGGTTATCACCCATCCTCACTTTATAAGGACACAGTTGGTCGCTTA
+TCGCCTTGCCCGAAGGGAGTTCGGGTAGAAAATGACTGCAGCGTTATTATTCATCATTAGGGAATAACCA
+TTAATGAAAAATTATGCCTTGTATTCGTTCCCTACCCGAGCTCTGAAACATGTATTTTCAAGTAGCTTGG
+GTATAACATGATCTCTGATGGTAACTCCGATATAATCCGCTCATCTAATTAAAGAGAAGTTATGATCTTA
+TGAGCGATAGCAACAATATATTGAAAACGTTTTTGGCAGAAACTAAACCTACCCAAGTTATTTGGGCACT
+ACAAGATAAAGCAAGCGAAGATTGGGTTGTACTTGACTCACCTAGCTTTGAAAACAGCGAAGTCATGCCG
+CTTTGGTCAAGCTCACAATTAGCACAACAGCATTGTATTGAAGAGTGGAGTGAATATGTTCCTTGTGAAA
+TTTCACTAGCCGATTGGTTTGAGTTTTGGGTTGAAGACCTTAATGAAGATGGCGTTATTGTTGGTATTAA
+CTGGCAAGGTGATGATGAGTGTTTAGAAATAGAATTGAGTGAATTTACTCAGTCACTTGCAGCAATAGAA
+TGGTTAAAATAAGTATTAGTTAATCTATTTTTCTCTGAGCTGATATCGTTAAGTGCTTTCGGTAGGATAA
+TCATTTAAAAGCATTGTTCATCCAGAGCAATGCTTTTTTATTAACTAACCTGAACTCTGGATAATGAGTG
+CTTGATGTTTAAATAAAATCAACAATTTAGATTGTTACGTATAAAAAGTAATAAAATTAACGTAGTTATA
+AGCTTTATCAATGTTTCATTTTATTCAATTATCAAGGCAAAACGTTTATGAATAGCTGGCTATTTATCGA
+CGTTTTAACGCTGAGAATTGGATGAAGAGGAATGTTGAGCAAGTGCTGCTTATCCAGAGTTCAGGTTAAC
+TAAAAGCTACTAAGGCTTGGAATGACCAAAGTCTCTCTTTTTAATAGTTTTTTGGCAACGTCAGGTGATA
+CTTGGTAAAACTCATTAACGTATTCTTGCGCGTCTAAGTATTTCTTTATTTGTTTTTTTACTTTACAAGG
+GTTGTTGCACTGTAATGAAAAAGCAACGCTGTATTCACCAATAGTCTTTGCTGATAGTGATTTAGCATAT
+TCTTGTGGATCTTCAGTGGTACAGCCTATTTTCACTACATCGGAAAAAAAAGAATGTGTCATCACATAAA
+CATTGCCTAATGCTATGTCTTTTTCTGTTGTTGTATCGGTTGTATTTTCTGTGTTTTTCATAGGGTAGAT
+AGATCCAATTATCTTGAGCAGAGCTCGACATTTACTCCTATTATTATAACCTATCTTTAATACATAGCTA
+TAATTATGCATTTGTCTTAACGGCTGATAGCGCTTGTTCTAAGTATACTCTAGAATGATTTTTTGGTATT
+TAATGCTTTATCACAAGCAAGTAGCTTCTTGCTTCTACGCACTATATACCCGCTCCACTTGAAGATGCTC
+GCTCAGTCTTCTTCCCCAAGGGGCTGGTTTAGAAACGCTTTATGCTGCGTTATTGATTTCGACAATAGAA
+TAACTATTCTCTTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCATGCATCTTCAAG
+TGGAATGGGTATAGATAACTGCTATACTCCGCGCATTATCGTTCCTATCATCTGTATTTTGCCCGCAATA
+TATTAAACTAAGGCAAATTGTCATCGCAGTGTGATTATTAATATGGCTAATACACATTATGTCCTTCTCA
+ACACTTAAATTATCTACCCCAATACTCAACGCCATTGCTGATCTAGGCTATACCAAGCCAACAGCTATTC
+AACAAAAAGCAATACCTGTTGTTTTAGCGGGCAAAGATATTATTGCCGCAGCGCAAACTGGTACAGGTAA
+AACAGCCAGTTTTGTTTTGCCATTATTAGAGCAGCTTAATAGTCAGTACAAAGAAACAGGTAAAAAACTA
+CGTGCTAAACGTATTCGTGCCCTTATTCTTGTACCTACCCGTGAGCTTGCTGTCCAAGTTGAAGCGAGTA
+TTAGTCAGTATGCTAAATATTTAGATATTAGCTCTATGGCCATGTATGGCGGCGTTGATGCACAGGAACA
+AAAGCAGCGATTGATTTGGGGAGTAGATATTCTAGTAGCAACTCCTGGACGTTTGCTCGACATGACACAT
+CAAAGGGTTTTACATTTTGATGAGCTTGATATGTTGGTACTTGATGAAGCCGATAGAATGCTTGATATGG
+GTTTTATCGATGACATTAATAAAATCATTGAACGTTTACCTGAGCACCGTCAAAATTTACTGTTTTCTGC
+CACTATGTCTGAAGAAGTTCGTGGTTTAGCGAAGAGAACGATTCATAAACCTGTCGAAATTTCTATCGGT
+GCAGATAAAGCCTCTAAACCTAAAATAGAGCAGTGGTTGGTTACGGTTGATAAAGCAAATAAGTCCGCAT
+TATTAAGCCATATAATTACTACTCAAAATTGGCAACAGGCGCTTATTTTCATTGAAACTAAGCATGGCGC
+GGCAAAATTAGTAAGCCAGTTAGAAAAACGCGGTATTGTCGCTGAAAGTATTCACAGTGGTAGAGCGCAA
+GATATTCGTGAAAAAATACTTAACGACTTTAAATCAGGAAAAATAAAATTTTTAGTCGCTACCGCTATTG
+CGGCACGTGGTCTAGATATTGGAGAGCTTTCGCGCGTTATTAATTATGACTTACCTGCGCAAGTAGATGA
+CTATATTCACCGTATTGGCCGAACAGGTCGAGCGGGAGCATCAGGTGAAGCTATTTCTTTAGTGTCTAAG
+GATAACTTCAGAGAGCTTTGTGCTATTGAAAGTCGCTTGGGCCATATTATTGAACGAAAAGAGTTTGAAG
+AGTTTCCAGTGAAAAAGACGGTACCGCTCTCGAAATTAAACTATGTCACGAAATACGCAGCCTCTAAAAA
+ATAATCTATTAGAGCTGAGATAAAAAAACCGTTAATGGCGAGCCATTAACGGTTTTTTACTTTACGACAG
+AGCGTTTACTAAAAACGATTACATAATGATTAATTACTAGCAATTATGCTTGAATTAAATGTACATCGCG
+TTGAGGGAACGGAATAGCAATACCATTCTTATCAAGCGTTTTCTTGATTGCTTCATTCACTTCAAAGTAA
+ACAGCCCAGTAATGCTCAGGTAAACAATGTGGACGAACGGCAAAGTTTACTGAACTATCAGCCATTTCAG
+ATACGCCAACAAACGGAGCTGGTGTTTTCATTACTTTGTCATTATTAAGTAGAACATCCATTAATACGGC
+TTTAGTTTGATCGATATCTGCAAGGTAAGAAACGCCGATAGTAAGATCAACACGAATTTTACCTTCAACC
+GTATAGTTAATGACAGAGCCATTAGACGTTGCACCATTTGGGATAATAATGCGTTTTGACTGTGGCGAAA
+GTAAAATGGTATTGAAGATTTGTACTTCTTTAACAACACCTAAATGACCTTGAGATTCAATCAAATCACC
+TACTTTATAAGGTTTAAATACCATAATAAGTACGCCACCAGCAAAGTTAGCTAAACTACCTTGCAGCGCT
+AAACCAATGGCTAGGCCAGCCGCACCTAATACCGCAATAAATGAAGTCGTAGCAACACCTATCATTGAAG
+CAACAGAGATAAATAGTAGTAATTTAAGTAACCAAGAAACCAAGCTCCCCATAAAAGGGATTAAGGTTGG
+ATCTACCTTTGAACGAACCATTGAAGCTTTTACTAACTTAGTAATGCCACTGATTATCCATAAACCGATC
+AATAACGTAAGAATCGATAAAACTAATCGAGGGGCGTAAATTAGGCCAAGTTCGTAGGCCTTCATAGTGA
+GAGTTTCAAGTTGTGTCATGGGGGCGTCTATTGCGTTCATTGAATTTCCTTTATTGGCAATGATTATAAT
+TAGTTACATTTACCTGACTAATAATAATTACAATTTGTGCTTTTGACAAATTTTCATCAATATTAAAAAG
+TTAGCTACTCAGCTAAACGTGTAGTAAGGGCAAGTTTCATTTTTGTAAGCAAAACACGCTAATGTATACC
+AGTCGTATTAACTTATTGGGCAACTTAGAGCTACATTAGCGAGCTTAAAACAAGCAAAATGAGTTAACTA
+TAGTTACTCTATATTTCATTTGTTTTGTGATGTTATCAGTTTGCTAATGAGCTCCCAAAGGGCGAGTTTA
+TAAGGCTTACATTCAGCGTCATTGATTTTGACAAGGGAGCAACCATTCTCTGCAATCACTGCCTTGCCTC
+TAAGCCTTTTAATTCTCGCTAAGTGATCAATAAATTAGTACGATTGGTATTATAGTCAGTTATACTATGC
+CAATATTTAGAAATATTTCTCAAGCAATGATTTATTCACTGCTCAAGTAAACAACTTTTAGGCTCTTAAA
+TGATTAATAACGACCTCCTTCGCCGCATCAGCAATATCTTTGATTTAACCGATGAAACTATTCTTACAAC
+TTTTGCGTTAAGTCAGTGTGAGATTAGTGCTGAACAGCTAACAAACTTCTTTAAAGAAAAAGATGATACT
+GCTTATCAACCATTAGAAGACGTGCAATTTGCCAGTTTTCTAAATGGTCTTATCATAGCTAAAAGAGGTC
+CTAGTGATGGACCAGAGCGTCCGGTTGAAGAAGAATTAACCAATAACATGATCTTTAATAAAGTGAAAAT
+AGCCTTGTCTTTAAAAGCTGAAGAAGTTATTGCTACGCTTGAATTAGCCGATTTAAGTTTAGGTAAGTAT
+GAGCTAAGCGCTTTTTTCAGAAATGTAAATAATAAGCACTATAAAGATTGTTCTGATGAAGTATTGTCTG
+CATTTTTGAAAGGCTTAAAAATCAAGTCTAAGTAAAGTGATTGAATTAGTTTGATTGGTCACAGTCACTA
+ATTAAGTCGCGCTTTCATCAAAATGTCATCTTTGTTTCATATTACTTTCACCTAACTCCCTTAAATTGCC
+ATTTAACGTTAGTGATAGGAGAGTAATATGAATAATGAATATTGGCATGAAGCAGATGTTTTCGACGATG
+AAGATGAACTAACAAGACCTGATAAAAAGGGCAAAGCTAAAGGCAGTGATCGAAAACGTAAATGGCGTGA
+AATTGAAGCAATAAAAGAGCAACGCCGTTTAAGACGAGATATTGCCGCCTTTGAGCAATATTCATATTAG
+CGCTTGCCGTTATATCAATTGTCGCTACTTTAGCGGGTTAATATGTTGATCTAACCTTATTGTAGGTTAG
+ATCAAAAGTCCCCGAAGACTGAAATATTCTTTTTAGAATGTATCCTCCCTGTAATCGATTTCCTCCTAGT
+TGCTAGACAAGACCGCGCTACTTTCCACTATATCAATACCATTTAACTCAAATAGCATAAGCATCTAGCC
+TCGTCATTTTCTTTGATCCTTTATTTTTATGTCATTCTGCAACCTCGATTCATTCTATTGGTATTATCTT
+GATTCCTCATAATGTAAAGCAATGTTATTATTGCGTTAAAACATGATACAAATTGATACATCAGCTTAAT
+TTGTGTTACGTCTATTTTTGCAAAGCTTAGTTAATATTACGGTTAACAAAAACAGACGTTCATAGGGAAT
+ATATGAAAAATATAACAAAAATAGCCGTCATTAGCCTAATTGCCTCCAGTATCACTTTGACTTCTTTTAC
+TGCTAGCGCAAATCCTAATCTTGAAGAGAAAACTACTGAAGCCACTTCACAGCAAGTAAGTAATAAAAAT
+ACTGTTGTGGTTAGCAGTGACAAGAATGAACAAACAACTAATGCGGGTCAAAACAATAAAACTTCCGAGA
+CTACGGCAGCAAAGATTATTGTCGATAATGAAAATCCAACTAAAGCCGTGAATGCACAGAAAGAGTCAAC
+AACTGACTCAACAGAGGATGAAGACTTCTCTGTTTGTTTCGGCGAATGTGAAAACCATGAGTCTAGAAAC
+TGTGATGAAGGTGATGATAAGTGTGAGAAAGTTCATCGTCTAATCTATAATCGTCGTGATGGGTTTTATG
+TTGATGTCAGTGCTATAAGCAGCTTTGGTGATGATTATGCTTTTTCTGCGAATGAAGATACTGAATCAGA
+GTTTGATGTAGCGATAAGTTACCGAGTACAGTTACTCGGACTATTTATGGAATCACCCGGAATAAGTACT
+AGACGAATTCAAGGTATGTACTCTATGCCAGCTTGGGGAGTAAACTTCTATAATAGTGATGATTATTCTT
+TTGATTTATTTTATCAATACAGTACGCGAGGCATTGAAGGTTTAGAAGGCATTCAAACGCGTAATGAAGA
+TGAACGTGCAGGTCTGAGAATGACAGGCTTTTATGAAAACAGTCAATTGCAATTGATATACTCACCCGTT
+AGTCGCAATGGTGAAGGCAGTGACGGTATCGAGGCTTCTATTTCATACAGCTATGACTGGCAGGTTAGAA
+ACTGGAATTTGTACACTAACTTAGGGTTGCAATACCGTTCAAAAGAAGTAACCCCATATGGCGTAAAAAC
+CTGGGTTGAAGATGACTTATCAACGAAAGCGGGTATCAGTTATTCGGCAGAAGTTGGCATTGAATATCCG
+CTAACAACCGATTGGGTTATCGGTAGCTACGTTGGTTATAACGCACTGTCAGATCGTAGTATTTCTACTC
+GCCAAGATACCGTTGAAGACGGTGTCAGAGGCGGTATTCTACTCACTTTCGTTTTTTAGGGGAGCATCAT
+TATGCACGCTAAAAAGCTTAATAAAATTAAAAAGCAGTTACAAAGACTGCTTTTACAAATAAAAACGTCA
+TGCTTATTAATGTTATTACTGGTAATAAGTTCAGTGGCGAATGCAACCGATATTCAAGCCAGCATGAAGG
+TAAGTCCTGAGCAATGTGTTGCTATGCGCCAAGGTCAGGCTTGTTATGTTTCTGTTGAGTTAAGTTGGCA
+AGTTGATACGCCGGGCAATTATTGCTTATATACCTCAGGAGAATCTAAAGCACTCAATTGTTGGATAAAT
+AGTTCTGTGGGTGAAATGAAAAAAGCATTTGATAGTAAGGTCAATTTGGAATTTTCGTTAAGGCGTCAGA
+ATGAAAGTTTATCCGTTGCCACTGCGGTAGTAAAAATGGCATGGGTACATAAGAAAAAAGGTCAGCCAAG
+AAAGTCATGGCGTATCTTTTAGTTTTACCTTTTAATCATACTATTGCCATCGCTTCAAATAATAGAAACT
+ATGGCAAGTGTAATTATTATTTTGAGTAGAGGAATGCGTTAATGACAGCACAAGCGAGACCGCATATTTT
+ATTGGTAGAAGATGATATTGATCTCGCTGAGTGGATTGCTGATTATTTAATAGGACGTGAATTTAAGGTA
+ACTACTTGCCATCGCGGTGATGATGCAGTTGATCTTATTCAATCACTCAACCCCGATATTGTTTTACTTG
+ATGGCATGTTGCCAGGTATGGATGGGCTCGACGTTTGTAAAACAGTACGAGCCACCTTTGATAACCCTAT
+TATTATGATCACCGCACGTGATGAAGAAATTGATGAAGTGCTTGGGCTTGAAATGGGGGCCGATGATTAT
+ATTACTAAACCCGTGAGAGCCAGAGTATTATTAGCCCGTATTCGAGGGTTACTTCGTCGAGAAGATAAAT
+CTAGAACAGCAGATAAAAGTAACGTTCAGCAGTTAACGGATGAACAACTTGAATCCAAAGGCGTATTAAA
+ATTTAGTGGTTTGGTCATTAGTGAACAAGCCCGAAGCGTTACACTTGACGGCGAGTCGATCAAAGTCTCC
+TCTAATGAATTTGATGTTTTATGGTTTCTTGCCACAAAAGCTGGGCAGGTTGTGTCTAGAAAAGAGCTGG
+TCAGTCATTTTCGTGGTTTTGATTATGATGGCTTTGATCGCTCAATTGATTTACGTATTTCACGATTACG
+CAAAAAGCTAAAAGATGATTCATCAGAGCCTTTTCGTATCAAAACGATTTGGGGAAAAGGTTATTTATTT
+GCTAATGATGTTTGGTAACGGTCTAATTTTTTATAATAAAACCTAATGGCTTTCCTCTTAATATTACTAG
+GTAAACTTAATGCGTAATTTGACACTTTCATTAGTCGCCGTGGTGCTTATCGCAACCATAGGTTTAGGTT
+GGATGTTTGATAGTATTTATAACCAATACCTCAACCAAAACCTCGATCAAAGTACTGCGCAATCTAATCA
+AGAAACGAGTGGCCAGCAGAGTGTCATTGATACGTTAGAGCAAGTAGGCACTCACTTATCAATCGCACTC
+TCTGGTATTGATAATCGTCAAGAATTTATCCAACAATGGCCGAGTGAAGGGACATTGTCATTACGTTTGA
+AACCGTTAACGAATTTCCCCCTACCGCAACCGTTACTCACCGACTTAGTAGCAGGGCAGCCGTTATTACT
+TGAAACCGATGATAGTATCGCCATGCATTTTTATCTGCCAGCTACGGATGAACTTTTAGTGCTCACAACT
+CCCCCGGTAACGGTTCATCAAAATAACTCATTTTTACCCATTTTACTGACCAGTCTATTTTATCTAGCCG
+TACTGTTATTAATGTTGCTTTGGCTTTATCCGCTAATGAGAAGGTTAATGACTTTGCGTCAAACGGCCAA
+GTCATTTGGTGAAGGTAATTTAAACCAACGTATTGATGTTGGCTCTATTTCGTATATTCGTGATTTAGAA
+TTAGAGTTCAATCGCATGGCGCAGCGTATCGATGATTTAGTGACTGACATAAAACTGCTTAGTAGTGCCG
+TTTCTCATGATTTACGCACACCGCTTGCACGTATCCGCTTTGGCATTGATACCATTCAAGAAGAAGATGA
+CCCTGTCTTGCGAAAACGTTTTGAGCAGCGCATTAGTGATAACGTTGATGAAATGGTCGATTTGGTAGAG
+AGCTTATTGAGTTATGCGCGTTTAGACCAAACCTTAATTACTATACACAAAGCGCCAGTTGATTTTTCAG
+CACTGACGGCGACTTGTATTAAAAACAAAAGTCAGGATGATGTTCAACTAACTTTTGAGGCACCAAAGCA
+AGCGGTATTCGTTGATGGTGACCTCTCCTATTTGATGATTTTGATGAGTAACTTATTACAAAACGCCCAT
+CAGTATTGCAAAGGAAAAATAGCGGTTAAAATAATAGCGCAAGACAGTAATATTGTTATAACGGTTGCTG
+ACAATGGACCTGGGATCCCGATAGATCAAAGAGAAAAAATTCTTAAACCTTTTATTCGCGGAGAAAGTAC
+GGAGAAAAAAGTGAAAGGCTACGGAATGGGCCTTGCCATCGTTAAGCGAATTGTTGAGTGGCACAACGGC
+GAGATTATTATTGAAAACTCAGCTGAGTTACAAGGCGCTCAATTTAGTGTGACCTTACCCAAAGCGTAAT
+TTCATCATTATCACTCATTAAAGCTCTTGAACTAATAGTTCCTTAACTGTTTACTAAAAACTAATTCTAA
+TGTTCATAAGTTTTGATAAGTTATCAATGAATATATTCACTTTACTGATGATTAGTAAACTATTAATGGA
+ATCTCTGACAATATTCATTGCTAGATAAGTTAAGCTGCCATTTTTTCTTCTAATTGGTCGGTCTTTTGTC
+ATTAAAAATCACCCAATCTAATGATCACAAAGATACGATAGTCGATATTTTATAATTTCAAGATAGGACT
+GAACGGAGCATATAGAGGAATAAAATACTCCCTATCATGAAGGTAAACTTGCCGATCGTAAAGCTGACAT
+AGGTTTCATATTCTAAAGCGCTGTGGGGCACTTAGCGTCATAGGTTAACCTTGCCATCATCACTTAATCC
+TTTAGATAATATGATGATTATTTACATTATATTCTGCAATGGTTTTAGGCAACTTCTTTTATCAGATAGT
+GTTGTTTGATCATCTTGACTCACTATTAATTCACTAATTGCTGACTAAATTATTTTTACAGCCAACTCTC
+CTTCATAACTACACTTGTACGACTAAGGTCTTATATCGATACGTATTGACTCATTATCACTTGTGATGTA
+GTTTAGTTATATCGATACGATACGTATCATTTTGTATATTAATTTAAGCGCCAACCACTGGATTAAAAAT
+TATGAATCAAGTAAGTGAAGCAGATGAAAAACCAGGCCCTTTGTCTGGCGTTACCGTATTGGATTTCTCT
+CGAGTGTTGGCAGGGCCTTATTGCACAATGGTCTTGGCAGATCTTGGCGCACGGGTAATTAAAATTGAAC
+GATTTGGCACTGGTGATGATACGCGTGCGTTTGGGCCTTTCGTGGGCGTTGATTCAGCTTATTTCATGTG
+TTTCAATCGCGGTAAAGAAAGTATTTCTCTTGATATTAAATCACCACGCGACCGTGAACTACTAGAGCGC
+TTGTTGGATAGTTGTGATGTGGTGGTAGAGAACTTTCGACCTGGAGTGATGGAACGCCTTGGTTACGGGC
+CTGAACGTCTTGAAAAAACGCATCCCCATATTATTTATACGTCTATTTCAGGTTTTGGTCACAGCGGTCC
+ATTTAGTGAATTGCCAGGCTACGATATGGTGGTACAGGCCATGGGCGGGGTGATGAGTTTGACCGGCTGG
+CCAGATGAAGAGCCCGCTCGCGTTGGCACCAGCTTTGGTGACTTAGGTGCGGCACTCTTTGGTGTGATTG
+GTATCTTGTCTGCACTCTATAGTCGAACACGTGATGCGCAAGGAACGCGAGTGGATATAGGGATGCTAGA
+TTGCCAAGCGGCGTTAATGGAAACTGCACTAGCAAGATATGACGTGGAGGGGATTGTGCCAACACGTACA
+GGTGACAATCATCCATCGCTTGCACCCTTTGAAACCTTTGCCGCACAGGATGGAAAGTTCGTGATCTGTG
+CCGGTAATGATACGTTATTTTTGCTAATGATGGACGCTTTGGGCTCGCCTCAGTTGGCCTTAGAAGCGCA
+ATTTCTAACCAACGATTTACGTGTGCAAAACCGTAAACAACTGGTTAAAGATGTCGAGGCAATAACACTC
+AACGAGCCAATGCAGCATTGGATTGATGCCCTCAATGAAGCTGGAGTACCTTGCTCCCCGATAAATACCA
+TTGATAAATTATTTACTCATCCACAACTTCTAGCCCGCAACATGATCGTTAAAGTGAAAGGGGAAAACGA
+GAGAGCAATCCGAACAGCCGGTAACCCAATAAAGATGAGCTCAGTAGCAGAAATTGATCCCGAGGTACCG
+CTCAAGTCCCCAGCGCTTAACGAGCATCGCGAGGCAATATTAGCAGAATTGATGGCCAAAAACGGTGCGT
+ATGCGCCGACACCCCAACCCCAAGAAAATTCGGATGATAGTAAGCTAGAGACATATTCCGAAGCTATTTC
+TCAAATTTAATCCTTAATATCCTAGAAGAGAGAGTCGAATTATGAAAACCAAAGACAGTATTAAACTTAA
+GTCCGTCGACACTGAACAGGAAAGTAGTGAAACCACAGAAAATGCCGAATCTGCAGCAGACGCGAAACAG
+ACAGTAGCAGCGATGGAAACTATATTAGTCGAACGCCGTGAACGGGTAGGTATGATCACTCTTCATAGAC
+CTAAAAGCCTAAATGCTTTAAGTAGGCAGCTTGCCAGAGAAGTTGTTGATACCTTAAAAACCTTTGACGC
+CGACGATAATATCGGCGCGATTGTTATTACTGGCAGTGCTAGAGCATTTGCCGCCGGGGCAGATATTGAG
+GAAATGGCAAACCTGACCTACGCCGAATTTTATTGCGACGATATCTTTGCACCGTGGGATGAATTGCGTT
+CAATCAGCAAACCGATCATTGCCGCCGTGAGTGGTTATGCTTTGGGCGGTGGCTGTGAGCTAGCGTTGAT
+GTGTGATTTTATCATTGCCTCTGAAGACGCTCAGTTTGGACAACCAGAAATTAAGCTTGGTATTTTGCCT
+GGTATTGGAGGCTCACAACGCTTGGCCAATGCCGTTGGTAAGTCATTGGCGATGGATCTAGTTCTAACAG
+GTAGAACAATCGATGTTCATGAAGCAAAAGCTGCAGGATTGGTGGCGCGTGTTGTTCCAGGTAAAGAGTT
+GTTACAAACGGCTTTAGAAGCTGCACATACCATTGCAGGCTATAACAGTCCTGCCGTACGTATGGCGAAA
+GAAGCGGTAAATGTCGCTTTTGAAACCAGCCTTACTGAGGGGATGCGTCATGAGCGCCGTTTATTCCAAG
+CAGCCTTCGCTACCGAAGGGCAGAAAGAAGGTATGCATGCGTTTATAGCCAAGCGAGCACCTGTTTTTCG
+CCATCGCTAGAAATATTCAATTGAAGGGAAGTGGTTAAGTCATTGAGATAAAAGAAACCACTAACCCACA
+TGATAAAAAATATATAGGAGTGAGTATGTCTACTCAAGTTATTCTGCCACGTATTATGCAGGTGGGTGAA
+AACGCAAGTCAGGAAATAGCCAACGTATTAGTTAGTATTGGCTGTACCCGACCATTGATTATTACTGACA
+AGATGATGGTGGGATTGGGCTACGCTCGTCGAATTCAAGTCAGTTTAGGCGCACATCATATTCCCGCCCA
+TATCTTCGACGATACCGTGCCAGAGCCTACAGTTGAATCTATTCAAGCGGGTGTTGATAAGGCACGAGAG
+GGTAATTACGATTGTATTATCGCCCTTGGTGGTGGAAGTCCAATCGATAGTGCTAAAGCCATTGCTATCT
+TGGCCAAACATGGTGGTGTGATGCAAGATTACCGTTTTCCTCGTATGGTTATAGAGCAAGGCTTACCTGT
+CATTGCCGTACCTACTACGGCGGGGACTGGATCTGAAGTCACTAAATTTACCATCATTACCGATGAAAAA
+AACGACGAAAAGATGCTGTGTGTCGGCATTGGCTTCATGCCCGTTGCAGCATTGGTGGATTATAAATTAA
+CCATTAGTTTGCCTCCTAGGACCACTGCCGATACTGGAATCGATGCCTTGACCCATGCAATTGAAGCGTA
+TGTGAGTAAAAAAGCAAACCCATATAGTGATAGTCAGGCAATTGCTGCGATTAAATTGATTGGACCTAAT
+TTGAGAAAGGTCTATCACAGCGGCGAAGATCAAGATGCTCGTGAAGCTATGATGCTGGGTTCGACCTTAG
+CTGGTATTGCATTCTCTAACGCATCGGTGGCATTAGTGCATGGTATGAGTCGACCTATTGGTGCCTTTTT
+TCATGTACCTCATGGTCTCTCAAATGCGATGTTATTGCCCAGTGTTACCGCTTTTTCTATTCCTGCGGCA
+CCAGCGCGTTATGCGGATTGTGCTCGGGCGATGGGTATTGCAGCTGAGCAAGATAGCAATGAAGTTGCCA
+ATCAGAAATTATTAATCGAGCTTCGTTCACTAAATGAAGAATTAGCAGTACCAACGCCACAGGAATTTGG
+TATTAAGCGCGATGAGTTTTTTGAGGTGTGTCAAACAATGGCTGAACAAGCATTAGCTTCAGGCTCACCG
+AGTAATAACCCTATTGAGCCATCTATCAACGAAATTATCAGTATTTACCAGGGGCTATGGGATTAACTTC
+TGCGATCAACATTACTTTTTAACATTTTAGACATTATTTAGGAATTTTTTATGAATATTATTGGACATTT
+AATTAACGGTGAAATTTGTACCGACGCCGCCCGCACTCAAGATGTGTTTAACCCTGCAACGGGGGAAGTG
+ACTCGACAAGTTGCCTTGGCTTCTGTCGAAACAGTAGAGCAAGCAATAACTGCTGCACAAGCTGCCTTTC
+CACAATGGCGAAATACTCCACCTATCAAACGTGCACGAGTGATGTTTCGTTTTAAAGAGTTGTTGGAAGC
+AAACTCAGATAAAATATGCGAAATGATAGGCGAAGAGCATGGAAAAATCTCGCATGATGCAGCCGGTGAA
+TTACAACGAGGTATCGAGAACGTTGAATATGCTTGTGGCGCGCCAGAGTTATTAAAAGGTGAGCACAGTA
+AAAATGTTGGACCAAACATTGATTCATGGAGTGAATTTCAACCCTTAGGTGTTGTTGCCGGTATCACACC
+ATTTAACTTTCCAGCGATGGTTCCATTGTGGATGTTCCCAATGGCGATTGCCTGTGGTAACTGTTTCATA
+TTAAAACCGTCAGAACGCGATCCAAGTTCAACGTTATTTATTGCTCAGTTATTAAAAGAAGCTGGATTAC
+CAGATGGCGTAATGAATGTTGTTAATGGCGATAAAGTTGCGGTTGATGTGTTGTTATCTGACCAGCGAGT
+AAAAGCGGTTAGTTTTGTTGGCTCAACGCCAATTGCCGAATATATTTATGCCACGGCTAATGCCAATGGC
+AAACGTTGCCAAGCATTAGGTGGTGCAAAGAATCACGCTATCGTGATGCCTGATGCTGATATGGATAATG
+CGGTTAATCAATTGTTGGGCGCAGCATTTGGTTCATCGGGTGAGCGTTGCATGGCATTGTCTGTTGCGGT
+TGCAGTAGGTGACGTTGCCGGTGATGCCTTAATTACTAAAATGACAGCCGCAATGGCAAGCCTTAAAGTA
+GGTGCATTTAGCGATAGCACTAACGATTTTGGTCCAGTTATTACCAGCCAGCATCGTGACAAAGTGGTTG
+GTTATATTAATCATGCCCAAGAGCAGGGCGCAACTATTGTCGTTGATGGTCGCAATCCTGAGGTTGAAGG
+CTACAATAATGGCTTCTTTGTCGGTGGCACCTTAATCGATAATGTCACGGCCGATATGGTGAGCTATAAA
+GAAGAGATCTTTGGTCCGGTACTGCAAGTGGTACGCGTGCAAACGATGCAGCAAGCTATGGATTTAATTA
+ATGACCATGAGTACGGTAATGGTACTTGTATCTTTACGCGTGATGGCGAAGCGGCTCGATACTTCTCTGA
+CAACATTCAAGTAGGTATGGTTGGTATCAATGTGCCGTTACCCGTGCCTGTTGCATACCATAGTTTTGGT
+GGCTGGAAGCGTTCGTTGTTCGGTGATTTACATGCTTACGGTCCAGATGCGGTTCGCTTCTACACCAAGC
+GCAAAACAATTACCCAACGCTGGCCTTCAGCAGGTGTTCGTGAGGGCGCAGAGTTCTCAATGCCAACGTT
+GAGTTAATTGAAATGTAATTAACTCTGCCTTAGTATAATTATCGCAAGCTAATGGCTATTCCTTTTTATC
+GATGGAATAGCCTTTACTTCTTTAGTTTTTGGAACCCCTTTGATGCTTGCGTAAGTGCATCCGTCTCGCC
+TATAATTAGCGCGAAATTTATCAAAGGATATAAAATGACAGTTCAGCGAAGAGAGAAAGGTTCATCTATC
+ACTAGGGTGCTTGAAATCATCGAGGCAATTTCTCGTGCCGAGCGACCTATGTCACCCGCTGAGTTAGCAT
+TTTTACTTGATATTCCTAAACCCAGTATTCATCGTTTACTACAGCAACTTGAAGCTGATAATTATGTGCA
+GATTAATATGCGCGGCTTGTTGGTTCCTGGTGATCGGATGCATAGTATTGCTTTAGGTGTGCTCCATAGC
+AGCCGATTTAAAGCATTGCGTCAGGCCATTCTAAAAAAACTGGCGGAAACCATTGGTGAAACCTGTGGTA
+TCGCAATTCCTGATGGCATCGAAATGATCTATTACGATCGTGTTCAAACTAATTGGCCATTACGAGTTAA
+TTTACCTGTCGGTAGTCATACGCCTGTAGCGTGTACTGCCAGCGGAAAGCTTTATTTAAGTTCTCTGCCT
+AAAGAACGTCGTCATCGTATTATAGGTAAGTTATCACTTGAAAAGCTGGCTCGTAATACGTTAATTGAGT
+CAGAATCATTAGAAAAAGAGCTTATAAATATCCAAGCTAATGAGTTAGGAACCGATAACGAAGAATTTAT
+AGATGGCATGGTTGCCTGTTCGGTGCCTATTAAAGATCAAGATGGTAAGTTGTTTGCCTGTCTTTTCACC
+CATGCCCCCGTGATCCGCAAAAGTTTAGATGAATTATTAGCCTTTGAACCAGCATTGCGCCATGCGGCCA
+TAGAGTTAGGTGATCTACTCAAAGAACAATAAAGCAGATCCTAGCCACCACTTACGAATCAGGCTGGATT
+ATAAGTAACTTTTGTTTCATAAAATCGATAAACACACGGTTTTTATTAGGTAGGTATTTACTTTGTACAT
+ACTGTAAACAAATATCACCTTGGTAACTCCCTGTTAACTGCCAACCTTCCAATAATGGAATGAGCTTCCC
+CGTTTTAATACCCTGTTGCGCGATATAATCCGGCAATGGCCCTATACCAAAACCCTGTTCTATCGCATCT
+CGACGCATGTCACTGTGGTTAAGTAGATATGAACCAGCAACTTGTACGGTTGTTTGTTGATTTTCATTAA
+TAAAGCGCCAACGGTTATCGACCATGTTTTCGCCTAAACAAATACATGATAAATATTTTAAATCATCGGG
+GTGTGTTGGTGGTGTATGGCTTTGTAGGAATTCAGGACTGGCACATAAAACCTGTTCAACGCGACCAATT
+TTAATATTTACTAAGGCTTCAATCGGGTAATCATTAATATGAATCAAGAAATCAACACCGTCATGAATAG
+GATCTAAAATACGGTCGGTTACTTTTAAGTGTAACTGAATGTCCGGATAGCATTTTAAAAATTCAACAAA
+TAGTGGTCGTAACACCTTGTTCGCAAGTGATTTTGGCGCTGATACTCGCAACAGCCCACTAACCGTCGAT
+GTTGCAGAGCGACTGGCATTAACTGCTTGGTCCGCAGACTCAACCATCTGTTTACAATAATCAAAGGTTA
+ACTTACCTGACTCCGTTAACGCCAGTTGCCTTGTAGTACGCTGCAATAGCTTGATGCCTAACGCATCTTC
+TAACCTACTAATCTGACGGCTCACTGCTGAAGGTGTGACCCCAAGTTTTTTTGCCGCCTTACTAAAGTTT
+CCTTGCTCGATCACAGTAACAAAAATAGCCATATCAGATAATAAAGGGATTAATTTATTTGTGTCCATGA
+AGCACAAGTCCTTTGTCAATTAAGTGTATTGTTTAAAATAACTCATATATTAACATAGTTGCATAGTAAT
+AAATGAGTTGCTGCGAGCAAACTTAAAATTGTAAGAGGTAAATATGGAATTGTTAATAAATACTTATATG
+GCAGAAATTATAGCGGTGAGCACAATTGCTATTTTTATGGCTATGTTACCCGGCGCTGATTTTGTGATGG
+TGACACGTACGAGCATCTACAATGGCCGTTTTGCAGGTTTATATATGAGCTTAGGTATGTGTTTATCTGT
+TTGTATTCACGCCAGCTATTCTATTGCTGGATTAGCAGTAGTGATAGCAAATTCGCCATGGTTATTTTCA
+GCAATCAAATATTTAGGTGCGGCTTATCTTATTTATATTGCTTGGCAGTTATTAACAACACGTGAGAGTT
+TAAATAAAGACCAAAGCAGTTCAACGACTCAAATGTCACCTTTTATGGCATTACGTTTAGGCTTTACTTG
+CAATATATTAAACCCCAAAACATCTATTTTCTTCTTAAGTATTTTTACGCAAGTGGTGTCGATAGATACC
+CCGATAATAATGCAAATAAGTTATGGCTTGATCATAGTGTTGGCACATTTTATTTGGTACAGCGGTGTGG
+CTTTATTGTTATCACACCCAAGCATATTGCCTCGTTTCAATCGACAAAAACAAAAAGTTGATAAAGTAGC
+AGGATTTGTATTGATGCTAATTGCTATAAAGCTCAGCTTAGTTTAATTAGCATGTTTAAGTCAAAAATGG
+CTTCTATGTTGATTGTGATAAGCGATAATGATCACTGTGGAGTTCAGTGATCATTTCATTATCGGTGAAT
+AGTTATTCTAATGATTATGTGCAGCCAGCCACTTATCAATTAAACTTTCTTATTTCGTTACGGTTTTCAA
+AGCGGATTTACCCGTCATTTTTTAACGTGATTTGTGGCTCTGTATAGGCTTTAGTTCCCCATAAAGGAAC
+GGTAGAAAGACTATGCTTAAAACTTCCTGAGGTTTCTTTGGTCGCGTAAGACAAATACATCAATGTTTGA
+TTTTGGGCGTCATAAATACGTCTTACTTTCATGGTTTTAAAAAAGATGCTTTTTGATTTTTTAAAGACTA
+CTTCGCCAGACTTACTTCTATCTATTTGAGCGATCATCGTTGAGGTGATTTCACCTGTTTGACGACAAGC
+GATTGAACTATCACTGGGATCAGATAAGCTCAAGTTCGCTTCAACACTTGCTATGTGACAAGTAACGCCG
+GGCACTATGGGGTCAACTAAGGTATTTAGTTTAATATCCTTGAGCGTAAACATCCCTAATGAAACATCAC
+CTACTTCATTATCAGAGCAGCCCAGTAGCAGCGTTGAAAAACTAACTGCCAGCATAAATTTTTTCATGAA
+TTTTCCTTGGAATAATATCAGTCGTAATGTTATACCCATTACCTTTCAGAATGCTCGATTCAGAGTGTTT
+AAGCAGTTTCAGTTTGAGGCGCGTCAATTAAATCAGGGTTATTCCCTATTTCCTTGTCGCAACAATAAAA
+TGATATTGCTCAAGCGCTTCTACGATGGGGCTAAAAACGATTTATACATCGTTATTGATTTTGAAAATGG
+AACAACCATTCACTGCAATCAATGCCTTGCCTAAATCGATTTTTTCTCCCACTGAAACAAGCATATTGAA
+TGGCAACGGGTATAAATAAGCAAATTATAAAGAGTGTATCACACTGAAATTTTAGCTATTAATATTCTCT
+TTTAAGAGATTTAACCTATCACTTGCGACTAACTCACCAAGATATAAGACAAAAGCCAGTAAATGACCTG
+TGCATTTAAAATATTTTGTATACAATAATAGATTGTTATTTATCATTCGGTGAGCCAGCCTTAACGCTCA
+CTTTTATATTGGAGTAAACCAATGCGTTCTTTTTCTCGCTTTTCTTGTCGATTAGCTTTTGCTGTTAGTG
+TTCTAGCGACACCTTTCATAACGGTGGCAAATACCACTGTTGCTAGTAGTACAGGGGCTAGTAACCTCTT
+TGAAGCTAAAGATATTTTTTCACTGGAATATGCCAGCGATCCGCAAATATCTCCAGATGGCGAAAAAATT
+GTTTATATCAGAAATTCAAACAATATTATGACCGATGATAAAAACAAAAACCTATGGTTGGTTGATGTTG
+ACAGTAAAAAGCAGTTACCACTTTTTTCTGATGACAAACAATATTCACAACCGCGTTGGTCAGCTGATGG
+CGAAAAAATTGCCTTTGTCAGTAATTTAACCGGCAGTTATCAAATACACGTGCATTACCTTAAACAAAAT
+CGCACAGCTTTAGTTAGCCAAGTGCAAGGCGGTGTGAGCAGTTTAACTTGGTCACCAGATGGAAAATGGC
+TGGCGTTTACACAACTTGTTGCCGATAAAAGAACGGTTATTGCCAAAATGCCTAAAAAGCCTAAAGGGGC
+TAAATGGTCAAAACCTGTCGTTGTTATTGACCAAGCATATTATCAAGCAGATGGCCGCGGATTGCTTAAA
+CCAGGTTACAAACATATTTTTGTTTTACCTAGTGAGGGTGGTACTCCACGTCAGATCACTCAAGGGGATT
+TTCATCATAAAGGAAAGCTTGCTTGGAATAAAAAAAGTGATGCTATCGTTTTTTCAGCAAATCGTATCTC
+AGATTGGGAATATAAATCACTTGAAGGTGATTTATTTAAAGTGATGGTAAATGATGGTGAGCTAACGCAG
+TTAACCTCTACACCGGGTAAAGAGTTTAATCCTGTGTTTTCTGAAAATGGAGAGAAACTTGCCTTTTTGT
+CGACTTCTAACGCATTGAACCCTTATCGTAATGCCAAATTAAATATTATGGATTGGAAGTCTAGAAAAAC
+GAGTGAGATTGCGAGTGATTTTGACCGTTCTATCCAAGACCCACAATGGTTATCAAGCTCGTTGTTAGCG
+ATGACTTATGATGATTTTGGTAAGCGTAAATTGGCGACTATCTCAACCAAAGGTAAAGTTAAAGACTTAA
+CGGATACTCTAGTAGGAAGTAGCATTGGTCGTCCTTATATCAGTGGTGGTTTTACCGCCTCAAGTGAAGG
+TTATATGGCCTTTACGCAAGGTAGTAGTTCACGTCCAGCAGATGTTGCAGTTATTAACACCCGTAAAAAA
+CTTGTTAAACTAACACAATTAAATGAAGACTTATTGGCACATAAAAACCTAGGTAAAGTCACTGAAATTA
+ATTATAAATCATCATTTGATGATGAGCCTATTCAGGGTTGGTACGTTACCCCACCAAACTTCGACCCTAA
+GAAAAAGTATCCCCTTATTTTAGAGATCCATGGTGGTCCACACTTAGCTTACGGCCCACATTTCTCTGCG
+GAACTTCAACGTTTTGCAGCGCAAGGTTATGTGGTGTTTTATGATAACCATCGCGGTAGCAGTTCTTACG
+GCGAGCGTTTTGCCATGTTATTGAAGTATAAATACAGTTCGAAAGAAGATTTTGCCGATCATAACTCAGG
+TGTCGACGCTATGTTGGGCTTGGGCTTTATTGATGAAGGTAATTTGTTTATTGCTGGCGGCTCTGCTGGC
+GGTATTGCAACGGCTTATGCTATTGGCTTAACCGATCGTTTTTCTGCCGCCGTAGTGGTTAAACCGGTTA
+TTAACTGGTTAAGTAAAGTACTAACAGCGGATAGTGGTTTAGGGCAAATACCTACACAGTTCCCAGGAAT
+GCCATGGGAACACGTTGAACATTATTGGAAGCGTTCTCCAATGTCATTAGTAGGTAACGTTACAACACCG
+ACTATGTTGATGACAGGTGAAGAAGATTTACGTACACCAATGGCGCAAACTGAGCAGTTTTATCAAGCGC
+TTAAATTAAGAAAGATTGATACTGTATTAGTCAAAGTACCTGGCTCGCCTCATGGTATTGCGGGAAAACC
+GTCAAGAATGATTACTAAAATTGAACATACCCTTGCTTGGTTTGAAAAATATAAAACCAAGGCTGCTGAG
+GATAATAACGAAAATTAGTAAGGTAAAAAATCATACCTGAACGTTATTTCATTACCAACGGTTATGACAG
+CAAAGACCAAGCTATACCTTTTGGTATTAATTCAGCTTGGTCTTTTTTTGTTTTTTTTTCGGGGGAAGGG
+ATGTTTTATTAAAAATCCTGTTAACTCGGTCTGCATTTCATAATGTGAAATCACCAGTTGGTGCTTATGG
+AAATTTAAAAAATTATGATGTGATGTGGTCTATAGTTGAATTGGCTTAGCCCTTTATTGATACCCAAGCT
+ACTTGAAGATGTGTGTTTCAGGACGTTTGAGGCACTCATGATCAAGTAGCTTGGGTATAAGTAAACTGAA
+AATATAGAGCGTCAGATATTTTTCAGTACTGTGATTGCCTCAATTTCTATTCTACTTCTACTCCAAAGGA
+AGATATTTATCTATGCTGAATTTAACTATTCGTCGTAAAGTTGTACTTACTACCTTGACTGCTGTGGTGC
+TATCAATATTGATTGTTAGTGCTTTTGCCCTTAACTCAAGCCGGACCATTATTATGGAGGCTGCCATTGA
+ACGAGAATTGCCCGCAGCGCTTGGTGAGGTAGCTAATAATCTTGATGCGCAACTATTGTTACCTATTACC
+GTGGCGCAAACTATGTCGAGTAACCTATACTCTCAGCAGTTTATTGCCACTGGTGAACAGGAAAAAAATC
+ATCAACAAGTGATCGCTTATTTGAAAAATATCCAGAGTGAATTTAATACAATAAGTGCCTTTTTAGTCTC
+AGCCAATACCGGAAAATACTTCACACCGAGTGGGCTTTTCAAAACCTTGTCGCCACAAGAAAGTAAAGAT
+CAATGGTTTTATGGTTTTATCAATAGTGGAAACAAATATGAATTGAGCTTAGATGTTGATGAAGAAACCA
+ATATACCGACCTTATTTATTAATTATTTAATGAAAGTTTCGGGAAAACCTAGTGCTGTTGTAGGCGTTGG
+TTTATCACTAGAGAATATGGCTAACAGCATAAGTCAGTACCGTATTGCACAAACAGGTAAGGTGTTTTTG
+GTTGATCAACAGGGCAAGATAAAACTTCACCCTGATACTCAACAAATAGGTAAAGATTTAGCTGATATTG
+GTGTTAGTAACAGCCAAAACCTCTTGTCTAAAGCTCAATTTAGTTCAGCTGAATTTACCCTTAATGGTAC
+TAAAACCCTTATTGCGAGTCGTTATTTAGACAGTATTGGTTGGTATGTGGTTGCTGAAGTGCCTAAAGAA
+GAAGTTCTTGGAGGATTAACCCAAGCAACATGGGCCTTAGTGATGATGGGCATTATTATTGCGGTGATTT
+CTGCATTTGTTAGTACTTGGCTTATTTCTCGTTTAATTGCGCCTTTTGGCCAGCTTGCTGATATGTTGGC
+TGAAATTGGTAAAGGTGGCGGTGATTTAACGCGTCGTTTAGATGATTCACGTCAAGACGAAGCGGGTACT
+ATGGCGAGAGGTTATAATCAATTTGTCAGCTATTTAAGTGAATTATTACAACAAGTCTCTAAAACAGGTA
+ATGAACTTGCCGTGGCGATTGAACAAATAGATTCTCAAGCGAAGTCGATGGAGTCTGAGATAAATGAGCA
+AGTGAGCCGAGTTGAGCAAATTGCCACAGCAATGCATGAAATGGGTATGACGGCAGAAGAAATTGCTGGC
+AGTGCTAATAATGCGGCACAAAGTGCACAAGCTGCTGATGAAACAGTGCAGCAAGGTAATAATTCAGTGG
+TACAAACTATCGCCAGCGTTTCCGATATGAGTGAGCAGCTGGTATCTACCAGTACTATGATCGCTCAATT
+AGCTGAGGATGCACGTTCTATTGATACTGTGGTTGAAGTAATACGTAGTGTGTCAGAGCAAACTAACTTA
+TTGGCGCTAAATGCAGCTATTGAAGCGGCACGAGCAGGAGAGCAAGGTCGAGGTTTTGCCGTCGTTGCTG
+ATGAAGTTAGGACGCTTGCATCACGCAGTCATGACTCTACTAAAGAAATTAGAAATATTATTGAAAAGCT
+GCAAGCAAAAACAGAAGAAGTGGTTGCCGCTATTTCCCAAAGCACAGAACTCAGCACTACGAGTCAAACT
+GAGGCGGGTCATTCAGGCAAGCACCTAGAGAGTATTTCTGAAAGCATCAGTATAATGAATGATATGAACT
+TACAAATTGCTACCGCTACCGGGGAGCAATCGAATGTAGTGGGTGAGATTAACCCTCATGTTACAGCGGT
+TGCGGATATTTCACGTGCTAATAGCGATATCGTTCAGCAAACTTCGATTGCTTGTAGTGAGCTTAGAAAT
+AAAGCCATTCATCTGAATGAATTGGTCTCGCGCTTTAAGTTTGACTAATATTAATTATCTGGAAAAACGG
+TGACTTTCAAATGGTCTGATACCAAGTCCATTAAGTTATTTACCACTCAGCGATAATTAAAAGGCTTAGA
+GGCAAGGCATTGATTGAAGAGAATGGTTATTCCCTTATCAAAATCAATAACACAGCATGTAAGTCTTTTA
+AACTCGCCCATGGGAGCTTGTCAGAAAAGCAATATCTGCACAAATTTGTTAAATATAGAATCGCTATACT
+TATACAAATTTTGTTTGTTATAACTCTTCTGACATAGCTCTGAGGTGGGAATAAATTTGATGGAATTGGT
+ACAGATATCCACTAACGTCGTTGCTTTCAATCACAATAGCCCGCTATTGCTCAATCAAGCGCCTTGTTTT
+TGAATATTTATTTTCATTTGATTCTTCTTAAATAACCTGAACTCTGGATAATGAGTGCTTGATGATTAAG
+TAAAATCAACAACTTAGATTGTTACTTATGAAAAGTAATAAAATTAAAGTAGTTATACGCTTTATCAATG
+TTTCATTTTATTCAATTATCAAGGCAAAACGTTTATGAATAGCTGGCTATTTATCGACGTTTTAACGCTG
+AGAATTGGATGAAGAGGAATGTTGAGCAAGTGCTGCTTATCCAGAGTTCAGGTTAAATAGGAATAAAAAT
+TCATTATTCGAATATAACATTATTTTTAATAAAGCTGCTTTATAGAACATAGCGATCAATAAAAAATGCC
+AGTCAGGTAACTGACTGGCATTTTTGTTTATTCTCTTAATTCTCGCTAAGTAATCAGTAAACTAATACGA
+TTGGTATTACTACCAAATACGAACGCGTTCATCTTCTGCTAAATACAAAGCATCACCTGGTTTTACGTCA
+AACGCTTTGTACCATGCATCATGGTTACGCGGTGCTTGAGCACGAAAACGACCTGGCGCATGCGTACCAC
+CACGAAGCTGGTTTAACATACTTTTTTCAGTGCGTTTTTCTTTCCATACTTGTGCCCAAGCTAAGAAGAA
+ACGTTGATCACCGGTAACACCGTTAATAACCGGTGCCTCTTTGCCATTTAAGCTTAATCGGTAAGCATGG
+TAAGCCATAGATAAACCGCCAACATCGCCAATATTTTCGCCTAAGCTATTGCGGCCGTTAACAAAGTTAT
+CAGGAATAGGCTCATACTTATTGTATTGTGCAACGAGTTGGTCTGCTTTAGCATCAAAAGCATCACGATC
+TTCATCAGTCCACCAGTTACGTTGAATACCATTAGCATCTGACTTTGAACCTTGATCATCAAAACCGTGA
+CCCATTTCATGACCAATTACTGCACCAATTGCACCGTAATTAACAGCGGCATCGGCATTTGGATCGAAAA
+ATGGTGGTTGTAAAATTGCTGCAGGAAATACAATTTCATTAAATGAACTGTTGTAATAAGCGTTTACACG
+TTGTGGTGTCATACCCCAGCGATTACGGTCGGTTTTCTTTAACTCTTTGGCAACGCTATCAGCATTAAAA
+AATTGACGAAGATGTTTGATGTTACCAACCAAGTCATTTTTAGAAATGGTTACGCCATCAAACTCCTGCC
+ATACATCAGGGTAACCAATTTTAGGATTAAATGCGGCAAGCTTAGCATGAGCGTTAACTTTGGTTTCTTC
+ACCCATCCAATCAAGTCCATCGATACGTTGGCCTAGTGCAGTACGTAAGTTTTCAACGAGTTGAGCCATT
+TGTAGTTTTGAACTTTCAGGGAAGAAACGGGCGACATACACTTTACCAATAGCAAAACCTAAAGATTCAG
+TATCAGACATTTCGCCGATAGCGCGCTTCCAACGTGGACGAGGCTCTTGCTGACCACTTAACTCTTTGCC
+ATAAAAAGCAAAGTTAGCCGCATAAATATCTTCAGATAATAAATCGGCATTACCACTAATAGTATGGAAG
+GTTAAATAGTCTTGCCAAATCGATAATGGCTCTGAATTAACCAAAGCGATCATTGCTTTAACTGGTTCAG
+GCTGAGAAATATTAAGCTGTGGCACTTTGTAGCCAGATTGAGCGAAGTAAGTATCCCAGTCAAAATCTGG
+GTATTGTTTAGCTAATTCGGTACGTTGTACTTGGTTTAAGGTTAGGTCGCGATTACGTTTTTTCTCACGT
+GGCCAATGACCTTGAGCAATTTTAGTTTCTAGCGCTAAAATTTGTTCAGCACGTACTTGACCGTTTTCAA
+TGCCAGCAAAACTCAACATAGTAACGATATGTTCTACATAGGCATTCCGTGTTTTCTCAAATCGTTCACT
+TTCTTCTAAGTAGTAAGAACGATCAGGAAGACCTAAACCACCAGCACCAACAGACATTTCATATTGATTT
+GGGTTTAAACGGTTAAACCACATATAACCGCCAATCGGAGACTTAGCACCTGTTAACCATGCTTCACCAA
+ATATTTTGGTTAAGTCTTCAGTATTTTTTACTGCGCTAATTTGGTCTAAAGTCGATTGGATCGGACTGAT
+GCCTAATTTATTAACGGTTTCAGTGTCCATATAGGCTTGATAAAAATCAGCCACTAATTGTTCATCGGCG
+TTTAAATCAGTACGGCTAGAAATATCGTCAATAATTTCTTTTACTTGTGTTTCGCTTCGCTCAGCTAAAC
+CCGTAAAAGCACCAAAACGTGTTTTATCGGCAGGCATTATATAATGGTCATACCAAGTACCACTAGCATA
+CATAAAAAAATCATCACCAGGTTTTACTATTTCATTACGGGCGCTTAAATCAACACCGAAGCTTCCTAGT
+TCGGCTTTACTGGCCATAGTACTTTTATTACTGTTGTCATTACTCGCGTCAAACATGCCACAACCGCCAA
+TAACGGTAGTTGCTAAGGCAATGGCTATCAAAGTTTTTTTCATAGAATAACTCTCTTTTTAAATTAATTA
+GTAATACGGTTTATAGCGACACTAAAAAAGCATCTAAGTGTTGATGTATCAACTAAGATGTCGGGATTGC
+TTCATTACTTTTTTAAATATTAATTATTCGCTTATAGTTAACGGTACCACTTTGAACCCTGACATTTTCG
+CGTATGTTAATAAAATGTCAACCTAGATACGTTTAACGGTAGGGTTTACTCGACGAGGTCATTGTTACTC
+TACCGTTACATATATCTATTTATTGAGGGGGAAAACAAACAATAGTTATGCATGGTCTTTTGTGAATTAC
+GCTCCTGACCCGTCATTCTCAGTCAAATCATCTTTGCAATTATTGATTTTGCTAGGTATAAAGACGGCCA
+CGATTTGTTATTTTATGAGTTAGTTTGGTGAAAACACTTTCATTTATATTTTTATTACTGGTTACAGTTC
+CCGTACTTGCAAAGTCTTCTTTAGAAAAATCAGGAGACATCATCCACTTACTTTTACCTGCAACGGCCCT
+TGGCGCAACCTTGGTAATAGAAGATGATTATGAAGGCAGCTGGCAGCTTATAAAAACAGGCGTTGTTTCT
+CGCGTGGCGGTGGAAGGGTTAAAGTATGGCGTTGATAAAGACAGACCAGACGACTCTGGTGATGACTCTT
+TTCCGTCAGGTCATACGGCTGATAGTTTTGCAGCAGCAACCTTTATTCAACAACGTTATGGCTGGAAGTG
+GGGTATTCCTGCTTATATCGGTGCGACTTTTGTGGGTTATAGTCGAGTTGAAAGCGATAAACACTATCTA
+GAAGATGTTCTAGCGGGTGCTGCGATAGGTATCATTTCAGGCCTATATTTCACAGAACCCTACTCAGGCA
+TTACCATTTCACCTACAGCTAAAAGTGGGCATTACGGCATTAACTTCAGCGGCACCTTTTAACCAGTTTA
+GTTACGTTATAAGAGATTTTATCTATGAATAATAAAGTATCACAAGAAACTCAAGAGCAAGCGCTCAAAG
+TTGCCAAAGGCACACAAAAAAAAGGGCAAACAAAAGAGCAAACTAAGCTCATTGCCCAAGGGATAGAAAA
+AGGTATTTCAGAATATAAAAAACAGCAAAGTAAAAAGTCACGTGAACGAGATAAAGACCGTAAACAGCAA
+GTAAAGCAAAAACAGCTGCTCACAGAAGACACCACTGAGCTGACCGAAACTCAAAGTAGCAATTACTTAC
+CTTGGATACTATTAGGTGTTAGTTGGCTTGGTTTTATTGGTTACATTTTCTTGAGCTAATGCGTTAAAAA
+ATAAATTAACTAACCCGTTACTTGTTTACTTAGCTGGTAAAGCCGATTGTTAAAAGGCCGCTAATCGTTC
+AATTAGCCAAAAGGTTGCTGTGATACCGCAAAGGTAACTAATTGGTAAACGCAGCATGGGTAAGGTTAAT
+GGCTTATGTTGTAGCCATTTATAAAGTACTGATGCGAACTTAACCAATAAAAATAGTGCCAAAACAAAAA
+TTAACTGACCTAATTCTACGCCGATATTAAAACTCAATAATGCTAATGATTTTTCCGTTTCGGGTAGCCC
+TATATCACTCAGTACTGCCGCAAAACCAAATCCATGAAGTAAGCCAAAACTCGATGAGACCAAGACCGGA
+TAGCGTAAGCTTAAACTGTGCTGTTTGTTTTTGGCTATCTCCCAGGCTAAAAAAATAATACTTAATGCGA
+TAACCGCTTCTACTGGCTCAATTGGGATAACCATGACATTTGTTGCTGACAAAAATAGTGTGATTGAATG
+AGCTATGGTAAAACCTGTAATGGTATAGAGTAGTTTTTTTCGCGTACCTGAGATATACACCAAACAAGCA
+ACAAATAATAAGTGGTCTAAACCAATGAGAATGTGTTCTATACCAATTTCTATATAGGTAATCGCAGTGT
+CAAAGGTACTTAGTGAGACCACTTTTTTTATCAAGTATTCAGGAGTATCTACATTGAGTATGGTTGTTAG
+GGTGTCTTTATTCACTGCTATTATTCGAACGAGTATATCGCCCTTTGATCTTTCAATGCCGTCAATGCTG
+AGCATCATTCCTGATAACCCCGTTGCTCGATGAAATCGGCTATATTCGATATAAGCATTATTAACGACAT
+GTTTTCTTGTTAAACCTAACTGCTGACTATTCTTAGGTAATACAAAGCTAATTTTTTCTTTTTTACCATT
+GCGAAGTGGTACTTTCCAAACCACGTCAAAATCTGTGTCACTAGTTGCGGTAATTGTTAGTGAGGCCGGC
+CTCATGTCATCGGCGAGTACTTGGCTGCAAAAGAAAGTCAAAAGTGGTAACAGCAACGTAAAACGTAATA
+GCCTTTTTATTTCTACCTGCATAGCAAAGATCATCAAATCACTCCGCCTTAGCTGCAGGTTCTTGCGCTA
+TGGTATAACTTTTTAGTAGGCGTTCCTCAAAGCTTGCTTTGGCGCTTTGTAAGTTTTTATATTGCCAATC
+CGATAATACCGTTGATTTTATTGATTCAAAAGCTTTATTGACCGCAGGACTTCTTTGTTCGATTAAAACA
+AAGTGTACGCCATGTGAAGATTCGATAGGCCCAGACCATGAAGATAAAGGAGCATGGATTAATTGTTTGC
+TAAAACTTTTGCCAAATAATCTATCTATTTGCACAGAATCTTTATTGGTTACTTGGTAAGGGAGGAATTT
+CAGGTCGCCTTGTGGTGTTTTACCTTGTTTGATTGATAGTTGCTGCAGAACAATTTTTTGTTGTAATTCA
+TCGTGATTACCATCAATGGATAAATGAACTTGTTGAAAGCTTAGCACTTGCTGGGTTTGATAGTTTTCAA
+TATGTTGCTGATAAAATTGCATTAACTCTGTATTGTTTGGCTCTTTAGTCGTAACAAGATCTTCAATCAA
+AAACTCTATTTTTTGTCTTAAACGTCTATCAATTACTTTATCACCCCTATCCATATTTAATGCGCGTGCT
+TCACGAATATACATCTCATTAACCGCGTAGTGAAGTGTTGCATTTTCTAACTCTTTTGCTAAAGGGGCAC
+GGTTCCAGCGAGTTAAAAAGTTTTGTTTAATTTGTTCTATTCGCCCTTGGCTGATGGTAATTGTATTCGG
+GTTGTCATCTTGTGCATTAAGTTGTTCAAAGATAATAAATAACAAAATAGCAATAACGAGGAAGTGAACC
+AGTGGTTCGGTAATCAGTTTTTTAAGCATAGTATGAGTAGTAATATAAAGTAGATGTAAAATAATAAAAA
+TTAATGGTCTATTGTCAGTGATTGGATGAAAGCTCTGGGAGTTATCACACTCACAGAGCTTGATTCTTAT
+TTAGCTGAATACCAAATTGGCGAAGAATAAGCGCGTTCTTGACCAACAAGTTCTGCTTCTTTAGGTAATA
+CAGCACCTAACCTTACTTTATCGTATAACACCCATCGCGGTGTTGGGATTTCGATAACACGGGTGTAGTA
+GAATGCCGACTCATTTTTATCAAAGTCAGGATCGGTCCACACTGTAGATAACTGTGCATCACCAATGCTA
+TTTGTCCAAGTCGCCGTATTTAAATCAACGGTGTTACCTACTGCCTTTTTAGTACGGCCTGAGCTGTCAA
+TGTTACGCCCATCAGAAACAGCAACATCATAAACACGCTCATGTAATTTACCTGATTTATCTAACCAGCC
+TTTGATGACTTGAATACGATCAAGGTAAGCGCTTTTCGGATCTCTCATAGCATAAACCATAAAAGAAGGC
+GCTTTGTTAGATTTTTGCTTAACAAGATCACCGCCCATTGGTACACCTTTCGCGTAGCCTACTTTTGCCG
+GATCATTGGCTTGTAAATCTTGTTTGTTATAATCCCAACCACCAAAGAATCGAACTGTCATGCGAGGGCC
+CGTGGTACCGTAAGTTTCTTTACGCTCCATGGCATCAAATAATGCGCCACGGGTATTTTCATGTGCCCAA
+ATACCGGTATAACCAGAAGAAACTAACTTGTAACCCTCAAATGCACCTAAATCAGATGAAACAAATGGAT
+GGTTAATACGATCTTTTGAGGGTTCAACACTGGTAGATTTACCAAAGAAGTTATCTTCATCAGCAGTTGC
+TAATGAGGTATGGCTGTCTGTTGCGCCACCAAAACCAAATTTATAGGGGTTATAACCCAATTTTTTCTCT
+AACAGTAACCCTTGTTTAAGCGCTTCACGGGCATATTCGCCTTTAAGCATTTCAGGTTGTTTCTTTTGGG
+AAATATCTAAATTACCCACATCCCAGGTTTCATAATCAGCAAATTCATCTTCAGGTGATAAATAAGGGTG
+TGCTTCACCATCACCTTTTATTTGGGTAATTTCGTAATGCGGTTCCCATTTAGCGCGGAGTTTTACATAA
+TTTTTATCAACGGTGCCACCAGCATAAGTTCCTTCGGTAGGAAACATCCAACCATTTGATAAGTTACCGT
+TATGTGAAAATGCAAAAGCTCTACCGCCAGTATTTTTTTCATAATCTTCTAACCATTGATATAGCGCTAA
+CGGATCAGTACTACCGAGTGGTGGTTGTGTTGTTAAAGGCTCAACTTTTAAAGCTAAATCGGCATTATCA
+CGAAGAATAACATTTCGATGTAAGTTGAAACCTTTAGGCACTGAGGTCCATTCAAAACCGATAAAAGCAG
+TAAAGAGTCCTGGCTCATTATGCTCTTCTGCGGCATTGACTATGGTTTTCCATATACGGTTAAATACTGC
+AGAGCCAGGGCTGTATTCTTTCACCAGTTGCTTAGGTAACGTCATTTGAGCAAAGTTACCGATTAAATCA
+AAAGCAGCTTCGCCAGCGGCTTTACCACCTTTTTTAAACCCTTCATGCCATTCTTTAGCCTTGGGTATGG
+CTAAAATATTATCGGTACCATTTTGAATATCCGTGGCAATACCCATTAAATCTGAATGGTCAGTCACAAT
+TAACCAATCTAGCGGGCGGGCAAGTTTTACTGGAATACCTTTCGCGGAGTTAATTTGTTCGCCTCGGGCT
+AAGCGATAGGCATCATCAATACTAACGGTATTACCAAATAAGCCAGCATCAAGTGATAGACCGGTATGAA
+GATGAGAATCGCCCCAATACACATTATTAGGTTGCGTATTATTCGCACGAGGCGAATATTTTTTATCCGC
+TTCGGTTGTTTGTGAAGCTAACGCACTTTGCCCAGCGGCAAGTACGCAAGCAAGGCTAACGGCGGTAACA
+ATCTTATTATTCAGCATAACCAGTCCTTGTAAGAATCTAACAACAATAACTTATAGTACAAAATTACACC
+TAAGGTTAGCTGGTGATTATAGTTGTGTAAAGTAGGAAAGGGGTTACTTTTCAATACTCAACTTGAAGAT
+AGCTGACTATGATTTGAATTTATTCGATGATCTGATCAACTCAGTACTGGCTTGTTTACTTTATAACAAC
+TAATTAGAAAAGTTATGATCTATGCCTAAACATGAATATTTTGAATTTGTAAAAATGCTGTTTTATTTTT
+AATAGAGTCTAGTGATGAGTTCTTGGCCAGAATATGTAACTGCTTTACCTGATGGACATCCTGTAAAAGT
+TTACTTTGAAGAAAATCTGTTGGTTCAATCTTTACTTTCAGAGATATGTGCAATAGATGCGCAAGTTGAT
+TTTGAATTATTTTTTAATGTATTTAATCAACTATCTGGTGTTGAAAAGCGCTTTACTCGAAAAGAAAACC
+AGCTTTTCCCTTATTTGGAGAAACATGGTTGGACAGGACCTAGCCAAGGAATGTGGGCATTTCACGATGA
+AATACGAGATTTATTCCGTGAAGTAAGGGGCTGTATAGAAGCAAAGTCACTTAATAAAGTCACAGAATTG
+TCAAACGTATAGACCGTGAATTATTTCACCTAATGGAGATAGAAGAGCACAGACTTTTTCCAAATGCCCT
+TGAATTATTAAGTGAAGAAGATTGGCAAGAGATGCGAGAAGGGGATATGGAGATTGGTTGGATGTTAGCT
+AAAGAGCCAGTACCTTACCCAGCAGAAGAGTACGTGCATCCTGGCGAAGATAGGCGTAAACGCCGTTTAC
+CTTTTTCAACCGACGATCGTATTCGCCTTGATGAAGGCTATATTTCGACAGAGCAGTTAAACCTGATGTT
+GCAGTTTATGCCAATAGATCTTACCTATGTTGATGAAAATGATATCGTAGTTTTTTACAATCGCGGTGAT
+AACCGTGTGTTCCCTCGCTCTGCTGGTATTATTGGTCGGGAAGTTAAGTTCTGTCACCCACCTAAGTCAG
+TCGATCACGTTTTGAAAATTCTTGAAGAATTTAAAAAGGGTACCCAAGATAAGGCTGAATTTTGGATTAA
+CTTTAAAGATAAGAAAATTCATATTCGTTACTTTGCTATTAGAGATAAAGAAGGCACTTACAAAGGTGTT
+ATTGAAATGTCGCAAGATATCACTGAGATTTTGAAAATAGAAGGTCAGCAACGATTACTTGATTGGGGCT
+AGTGATATCTCAGTTAACTGTATCTCAATTAAAATAATAAAATTCACAAAAGCATAAAGCTAATATTAGT
+AAGGCAGGGTGGTTATTTACCACAATACCTTTTTCTGAACAGAGTTAACTTATTCAATATCGCTTAGTTA
+AAGCGGCGGATACAAAAAGGGTCTATATTAATTTCAGGTGAATGCCCTGTCACTAACTGACCGATAAGTT
+TCCCCGTTATTGCTCCTTGGGTTAACCCTAAGTGCTGATGCCCAAGAGCAAAAAAAATTTTATCATGATT
+TGGCGCTTGGCAAATTACAGGTAAAGAGTCAGGTAGTGATGGACGACACCCCATCCAAGCTTCTTGCTTC
+TCTTCATTTTCAGGCAATCTCTTTAAAATATAAGCGGCATTACCTTTTAACATTTCAGCACGCTTATAAT
+TTGCCGGAGCGTTCAGCCCCGCGTATTCAACAGTACCTGCTAACCTTAATGTTTTACCCATCGGCGTAAT
+AATAAAGCGACGTTCGGCAGAAGCAACGGGCCGAGACAAAAGGGCGCTGGCTGCTGCTGAAATGGGCAAA
+CTCAAACTATATCCTCGCTCAGCTTCGATAGGTAAATGATAGTTTAAGCCATTGAGTAACTTTTTTGACC
+ACGCGCCACATGCAATAACGCAGTGATCAACATGTAAATGTTGTTCATCTATCTCTACGGTGACTCCAGA
+CTGTGTCTGAGTGACAGAAGTTACGGCTGTTTGTTGAAAGGTCATGCCTTTACACATCGCAAACTCAGCC
+AATGTTTTGCTCAGTGCTAGCGGGTCAATTGTATGGGCAACATCAGTAAAATATAGTGAGTAGTTGATGT
+TGTTACTTAAATTGGGCTCTAACTCAAGGGTTTGCCTTTTATCTAAAAGTTTTACCGCAATGCCCGCAGC
+TAAATAATGCTGATACATAAGCTCAACTTTAGTTCGGTCATTGGTTTCAAAGACTAGTAACGAACCATCT
+AAGCTAATTAAATGCTCGGCCTCAGCAGCTTTCAGTAGTGCTGTATAATGGTGGATGGCATTTTTGTTGA
+GTGCTTGTAGGGCTTTCTTGTTTTTGTTACGTAGTGTTGGGCGCATATTATTAAAAAACTGCATAAACCA
+CGGAATGGCTTTGATGAAGTGCTTGGCAGATAAAGCGACAGGCCCAAGCGGATCAAACAGTAATTTTGGC
+ATTTGCCATAACAATGAAAACTCAGCAAGTGGAAAGACTTGTTCAGTAGCAAAATGACCAGCATTAGCTT
+TAGAGCACCCTAAACCAATGCCTTCTTTATCAAGTAAGGTCACTTGATAGCCTAAGCTTTGTAATTCTAA
+CGCACAGTTTATACCGATAATTCCAGCACCGATAACCGCAACGGTTTGTTGTTTGTTATTCCCTTCTTGA
+TCAACGACTGTGCTCATTTAACTAATACCCTGTGATGACTGAAAGTTTAAATCGATAGTGTTATACCCGT
+AATCATTCAAAATGCTCGATTCAGAGTGCTTGAGCAATTTCAGTTTGAGGCGCGTCAATTAAATCAGGGT
+TATTCCCTATTTCTTTGGCGCAACAATAAAATGATATTACTCAAGCGCTTCTTTGATGGGGCTAAAAACG
+ATTTATACGTCGTTATTGATTTTGAGAAAGACGCTACATGGATGTAGCTTATTAGAGAATGCAGGAGCAT
+ATTCTCCTGAACAACCATTCACTACAATCAATGCCTTGCCTAAATCGTTTTTTCTCCCACTGAAACATGC
+ATTTTGAATGATCACGGGTATATTGGCATTTTGATTAAATAACCTCAGCACGGCTTAATAATTAATTTAC
+TGTTTTATCTATCTCTTAAGCAGAGTTGAGGTTAAGTCAAAAATTATACTTGCCACAAATTAAATATTGT
+ATACAATATATTTAAATCTGACTAGCAATAGTTTATCAAAACCAATTGTGGAGTGTCGCGATTGGTCTTT
+AATCACGAAAAATGAAGAGAATATTATGAACGTAAACTGGCAAGGTGTTTACCCAGCAGTAACAACGCAA
+TACAACGAAGATTTATCTATTAACTTTGAAGCAACTACTCAAATGGTTGATACCATTATCAAAGAAGGTG
+TTAATGGCATCATTGCTTTAGGAACTGTTGGTGAAAATGCTTCACATACCCGTGAAGAAAAAGTCGCTAT
+TTTAAAAGCGGTAAAAGAAGTTGTTGCGGGTCGTGTGCCGGTACTTTCTGGTGTTGCTGAAACATCGACT
+CAGTTTGCGATTGAATTCTCACAAGCCTGCGAAGCAATAGGTATTGATGGCTTAATGGTTTTACCAGGCA
+TGATTTACAAATCTGATGAAAGCGAAGCGGTAAATCATTATCAGCAAATTGCGCGTAATTGTGGTTTACC
+TATTATGATTTACAACAACCCTGTTACTTATGGTGTTGATGTTGGCATTGAAGGCATGAAAATCTTGGCA
+CAAGAAGACAACATAGTATCAATTAAAGAAGCAACTGAAGATACGCGTCGTATCTCTGAGTTGTACTCCG
+CATTTGATGATCGTTTTGTTATCTTTGGCGGTGTAGATGATATTGCCCTTGAATCTTTAATGCTGGGTTG
+TACTGGCTGGATTTCAGGCTTAACAAATGTTTTCCCAAAAGAGTCCGTTGCTATCTATAAATTAGCAGAG
+CAAGGACGTTATGCCGAAGCCCTTGAAATTTGGCGCTGGTTCTTACCTTTATTACGCTTAGATACCGTAC
+CTAAACTTGTTCAGTGCATTAAATTATGTGAACAACTTGCTGGTCGTGGTAGCGAATTAACACGTGCCCC
+ACGTATGCCTTTAGTTGGTGATGAGCGAGCAAACGTTGAACGTATCTATAATGAAGCGGTTGCTAATCGT
+ATCGATTTAAGCAAATTCAACTTAGATTAATTTTCGATCTCTCATTAATTCGCGAGTCTTGAAAGTCTTT
+TTCAGTACTCGCGCATCGTTAGTTAATTAAGATAAATTACAACGCTTGGGGACAATATGGTTAAGGGTAC
+ATTTTTTTGTATTGATGCACACACTTGTGGTAATCCGGTTCGATTAGTAACCAGCGGTCACCCCCATTTA
+GTGGGTAAAACTATGAGTGAAAAGCGACTTGATTTCATTGAGCGCTATGACTGGATACGTCGAGGGTTAA
+TGTTTGAACCGCGTGGGCACGATATGATGTCTGGTGCATTTTTATATCCACCTTGCAGTAATAATGCCGA
+TGCATCGATTCTATTTATTGAAACTTCTGGCTGCCTACCTATGTGTGGCCATGGCACTATTGGCACGGTT
+ACCGCAGGATTAGAGAGCGGTATTATCACGCCAAAAATTCCAGGTAAGCTCATTATCGATGTGCCTGCAG
+GTCAAATTATCATTGAGTATCAAGAAAATGATGGCAAAGTTTCTAACGTTAAAATATTCAATGTTGCCTC
+CTACTTAGCACACCGAGATATCACTTTAGATATTCCTGAGTTGGGTCAGTTAACTGTCGATGTCTCTTAC
+GGCGGTAATTTTTATGTGATTGTTGAACCACAAGAAAACTTCCCCGGAATCGACCAATGGAGTGCTGCAG
+CGATATTACAGTGGAGTCCTGTTATTCGTGAAGTGGCAAGTAAAACCCTTGATTGTGTTCACCCAGAAGA
+TGCCAGTGTTAATGGCGTTAGCCACGTTTTGTGGACAGGAAAATCGCAAACCAAAGGCTCAGACGCAGCC
+AATGCGGTATTTTATGGCGATAAAGCCATTGACCGCTCTCCTTGCGGCACGGGAACTAGCGCGAGAATGG
+CACAATTATTTGCCAAAGGTGAGTTAGCTTTAGGGGATACTTTTATTCATGAGAGTTATATCGGTAGTCA
+ATTCACCGGCAAGATTGAAGGTGTTGTGGAGTTAGCTACTCAAGGCAAACCTATAACCGCCATAATGCCG
+AGCATACAAGGTTGGGCGAAAGTTTTTGCAAAAAACTGCATCACTATTGATGACGATGACCCTTATGCTT
+TTGGCTTTAGCGTTAAGTAAACTAACTAATACAGAGCTAACAAAGGGTGAAAACATGGAAAACTCCCATC
+GTATTCTTTGTTTAAGTGAAGGTTTAAGCACAACTTTAAGCACAACTTTAAGCAGAATTTAAATACAAAT
+TTAACTACGAATTACACCCAGTGTCTTTATTTAATAAAGGCACTTAGCAATATAAGTGAGTAAGAACATG
+ACAATAACAGGACAGAATTTAATTGCTGGCGAATGGTCAGGCAATACACAAGGTGGCTTTAAAGCATTTA
+ATGCCCAAACACATTGTGCTATTGATCTTGAGTTTGCTGAGGCAACAATGCTTGAAGTAAACACCGCGGT
+CAACCGTGCCAATGAAGCGTTCATTACTTATAGCCAGTTAAGTGCAAAAAAGCGCGCTACTTTCTTACGG
+ACCATTGGGGCTGAAATTCTTGCCTTAGGTGATGAACTTGTTGAAACCGCTTGTGGTGAAACAGGTTTAC
+CAGCAATGCGTATTCAAGGTGAGCGAGGCAGAACAATTGGCCAACTTGGTTTATTTGCTGATTTATTAGA
+AGCAGGTGAGTATCAAGGCGTTATTGAGCAAGCAAACAATGATCGCCAACCGTTACCAAAGCCAGATACC
+CGTTTAGGTTATTTACCTTTAGGTGTCGTTGGTGTTTTTGCAGCAAGTAACTTTCCTCTTGCTTTCTCTA
+CTGCTGGTGGTGACACCGCATCGGCATTAGCTGCGGGCTGTCCTGTGGTGATGAAAGCGCACGCCGCACA
+TCCAGCTACCGCTGAATTAGTCGCAAGAGCAATACTCAAAGCGATTGATATTTGCGAATTAGACCGTGGA
+GTGTTCTCCCTTATTCAAGGTAAAAACTACGCTATTGCTACGCAAATTGTGACTCACCCATTAGTGAAGG
+CTGTTGGTTTTACGGGCTCTGAACGTGTAGGTATGATTTTACAAGCGCAAATTTATCAACGCCCTGAGCC
+TATTCCTTTTTATGGCGAGCTTGGCAGTATTAACCCGCAATTTATTATGCCTAATAAATTGGCACAAGAT
+GGCAATGAAATAGCACAAGGCCTAGTTGCTTCATTAATGATGGGACAAGGACAATTTTGTACCAGCCCTG
+GGGTTTGGGTGGTCGTAGGTAGTGAAGAAAGTGAAAATTACCAAACTTTTATCGCCTCAGCAAGTGAAGC
+GTTAGCACAACAATCTGCTGGTGTTATGTTAACGCCTGCCATGTGTGCCAGCTATAACGATGCTGTTGCA
+GAGCGTGAAGCGCTGAGCGGTGTTAGTTTGCTATCAACAGGCCTTATGGGAAATGAGCAAGAGTGTTCAG
+CGTCTTTATTTGCCACCGATCTTGCTACATTCGCTAAAACGCCATTATTACAAGAAGAAGTGTTTGGCTT
+TAGTGCTTTGGTTGTTCGCTGTGAAGATACGACTGAAATGATGGAGTTTGTAACATTACTTAAAGGTAAT
+TTAACCGCCAGTATTCATGGTTTGAATAGTGATTTAGCTGAAGCCAAAGTGCTGAGTCAAAGTCTTGCCC
+ATAAAGTAGGACGCTTGATTTACAATCAAATGCCTACAGGTGTTGAAGTGTGCGCCTCAATGAATCACGG
+TGGTCCGTTCCCAGCATCAACTAATATCAGAACAACGTCAGTGGGCAGTGAAGCCATTACTCGTTTTAGA
+CGTCCTATCTGTTATCAAAATATGCCGGCAGAGTTGTTACCGACCTTGTTGAGAGATTAACTAAAGATAA
+GTTTAAAGCCAAGTGCACATTATGTTCTTGGTTTTTTTTTCGCTAAAGTTCATTGTTACGTTCAATTGCA
+GAACTGAACTATTGTCACAGATTTTACACTACAGGTAGATAAGATAGTGAGCCAAACTAAACGAAGTCCT
+TTTCAGCGATCCTTTTATGTAGCCAATACCATGGAGATTTTTGAGCGACTTGCTTGGTATGGCATGTATA
+CACTACTTGCTAGTTATATTATGACGCCAAGTTCTCAAGGCGGCTTAGGTTTAGGTAATACTGAGCGTGG
+CTTGATTATGGGCGTGGTGCCTTTCTTTCTTTATCTTTTTCCTGTCATTTCTGGCGCATTAGCAGACAGA
+TTTGGCTATCGAAAAATGTTCTTATTGTCTTTTATTTTAATGGCGCCGAGTTATTATTTCTTAGGTTACG
+CCAAAGATTTAACAAGCTTTATGAGCATATTCATGTTGATAGCGCTTGGCGCTGGAATCTTTAAACCAGT
+AGTCACCGCAACCATTAGCCGAACAACGGATGATACTAACCGCGGTTTAGGCTTTGGTATTTTTTATATG
+ATGGTTAATATTGGCGGCTTTCTAGGCCCAGTATTAGCGCCGATAATTCAAAAGCATTATGGCTGGCAAT
+GGGTGTTCATTTTTGCCTGTATTTGGATTTCGGTAAATTTTATTCCAGCGTTATTTTTCTATAAAGAGCC
+TGAACGTCATGCAAAAAACAAAACTCTGAAACAAGTCTTTCAAGAAATGCAGCAGGTACTTGGTAATTTC
+CGTTTAGCCTTATTAGTCGTTCCTTTATTGGTGCTGTTAGTGGCTTTTTATGCGGGTTTTATTGGCGCAC
+AAAGTACGCTGTTAATTGTTATCTTTCTGGTGATCAGTGCTGCTGTTTGGGATATTACTGTGGCGAAATA
+TAGTGCCCCAAATAGCAATAAAGTCACTGAACATGACTTGTTAGCGCCAGTAAGTTTGCCATGGTATTTA
+CAAAAAATGCGTATTGGTAATAAACCTTTTATGATCTATTTGCTTATTTTGACAGGGTTTTGGACTGTCT
+ATATGCAAATTTTCGTTACCTTACCTGTCTACATTCGAGATTTTGTCGATAGTTCAGATTTAGTCTCAAT
+TCTTCATTCTCTTAGTCCTTGGTTACATGATGTTTTAACGTCAGTTAATATTGACATACTATCGGGGGAA
+ATCTCACGATTAGCTGAGTATTATCGAGAGGTCGATATCGGCCAAAGTCCTATGGCTTTACAAGAGGTAA
+TACGCACGTTTTCCGCACTCGATGTACGTATTCCTGAGCATGAAATTATCCATAGTTTTGCTCAACTAAA
+TCAAATGCAGTTAGTAACGGACCCAAGTGCAGAAGCATTAAGCAAAAACTTAGCGATTCAGTGGTCGACG
+CAATATCGTCAAATGAATCCCGCGACTATTTTAAGCATCGATTTTTTAATGATTATTATTTTTCAAATTG
+CTATCAGCCACGTTGTTGATAAGTTTAAAGCCTTGCCGGCGTTGATTGTCGGTACCGCCATTTTATCCGT
+TTCTATGTTAATGCAGGGCTTTGCCCACGGCTTGATCTTTGGCGGATTGTTTGTGTGTTGTGGGGTTATG
+GTATTTGCCGTTGGCGAGATGATTTCAGCACCTAAAAGCCAAGAATACGTGGCAAGCTTTGCCCCTAAAG
+ATAAAGCGGCCATGTTCATGGGCTACTACTTTGTTTCTATGGCATTAGGTAATTTATTTGCTGGCTTACT
+TTCAGGTTGGTTATATGGCTATTTTGCCAGCCAATTATCACGTCCTGAATGGATGTGGGCCATTATTGCC
+TGTCTAGGTTTTGTGACTTGTATCGCTTTTTATTTTTTTAATAAGCACTTTATTAGCGATATACAAAAAC
+AGCAGTTAGCACAAAAAGAGCAGTCATTATCGGTCGCTTAAGGAATAAGTTATGAGTAAAAATAGAGTAG
+TACCATTGTGTTTCAGTAAATTGTTAAGGAATGAGAATCAGCAATGACAAAAAATATAGCGCAAGCAGCT
+GTAAAATTTGAACAATGGCAGCCAAAAATTGAGCAAGAAAGTTATTTAACCATTAATTCCCTTGAGTGCC
+ATACCGGTGGTGAGCCATTGCGTATTATCACCAGTGGTTTTCCTGTATTAAAAGGCAATACCATTTTGGC
+AAAAGCAAATGATTGTAAGCAAAACTATGATCAACTTCGTCGAGCATTGATGTTTGAGCCTCGGGGGCAT
+GCTGATATGTATGGCGCTATTATTACTGACGCTGAGCGAGACGATAGCCACTTTGGTGCTGTGTTTATTC
+ATAACGAAGGTTATAGCAGTATGTGTGGTCATGCAGTTATAGCTTTGACAAAAACTGCGGTAGAGTCAGG
+TGTAGTTGCCAGAACAGGCGATGTTACTCAAGTTGTTATCGATGTACCTTGTGGACAGATTTACGCAATG
+GCTTATAGCCACAATAATGTAGTGAAACACGTTAGCTTTCAATGCGTACCTTCATTTGTTTATGCCAAAG
+ATCAACAGGTTGAGGTTGATGGCATTGGCATGGTTCAGTTTGATATTGCTTACGGTGGTGCTTTTTATGC
+TTATGTACAAGCCTCTTCTCTTGGTTTGTCATTGGTGCCTGAGCAACAAGAAAAGCTCATAGCGTATGGC
+CGAAAAATCAAACAAGCCATTATTCCTCAGTTTGAAATTAATCATCCAACGACCGCAGAATTGAGTTTTT
+TATATGGCGTTATTTTTATTGATGACTCACCGAATCAAGATGTGCATTCACGCAATGTCTGTATTTTTGC
+TGATGGCGAATTAGATAGGAGTCCTACTGGCAGTGGGGTTAGTGGACGTATCGCTTTGCATCATGCCAAA
+CAGCAAATAGTTTTAAATGAAACGATTACCATAGAGAGCATTTTAGCGAGTTCGTTTAGTGTCCGAGCTA
+TTGAAACAGTATGCTTTGCCGGTTTTGATGCGGTGATTCCTGAGGTAACAGGCGATGCCTATGTCTGTGG
+TAAAGGCCAGTGGTTTATTAACGCTGAAGATCCGTTGAAATATGGTTTTTTATTAAGATAATCAAATAAA
+TATATATTTAAAAAATTAGAACTAAAATATTTAAGGAGTATTATGAACTTAACAAGATTACGAGAGAAAA
+TATTAAACAAGTCTCACAGTGCCATGTTGATCTTTAGTGATATCAATATCAGTTACCTTTCAACTTTTAC
+TGGCCATGCAGCGACCATTTTATTGACCAGCAAAGGCAACTATTTACTGACTGATTACCGTTACTTTGAG
+CAAGCCAAAACACAAGCCAGCCACTTTAACGTTATTTGCCGAGATAGAGCCAATCAAAGTTTAGCTTCGC
+TGATTGAAGACTTGTTATTTCAAGATGATTGTCAAAGCCTTAGTTTTGAAAGTGAACATATTAGTGTGAT
+GCAATGGCAACAGATTCATCAACAGATCAGCCAATTAACGAAGTTGAGCCAAATAGAAGCTGTTAGTGGC
+GCCGTTGAAGCACTACGATTTATTAAATCGACCAGTGAAATTTCTTCGATTGAGCAAGCAGCAAAAATAG
+CAGACACAGCTTTAGCTGCCATGCTTAATTCAGTTAAAGCGGGTGTTACTGAGCGAGAACTGGCCATTGA
+ACTAGATTATCAAATGGCGAAACTTGGCTCAGAAGAAGTATCTTTTGCCACCATTTTATTATTTGGTGAG
+CGCAGTGCTTTGCCTCACGGTATTCCGTCAGACAAGCAATTAAAGCTTGGTGATATCATCTTAATTGATT
+TTGGCGCTGTGGTTAATGGTTATCGCTCAGATATGACACGTACCTTTGTTTTTGGTCAAGCAAGTGCAGA
+GCAAAAACATATCTATCAATTGGTGCAATCAGCACAGCAAGCGGCAATTGATGCAGTTTATGAAGGTGTA
+TTAGGCAGTCATTTATATCAACAATCAGCAAACATATTACTCAACAGTGAATATAAAAAATACGCAGGAG
+AAGGCTTAGGACATGGAGTAGGTTTAGTGTTACATGAACAACCATTCATTGGACCTGACTGTCATACGAC
+TATTGAGAAAGGTTGCGTTATTACCATCGAACCGGGTATTTACATTCCTGGTTGGGGTGGTATACGCATA
+GAAGATGATGTGGTGTTAACTGATGAGGGTTTAAAAATACTGACTAAATCGCCTAAGGGGTTGATTGAAC
+TCTAGCGAATTTTTACCCAATGATACCAAGTCAAATAAGTTTGCTCCCACTCAGAGCTTGTCAGCAGCTT
+GAGAACAAATATAATTTTTTTATGTATAGTTATTCTATCTTAAGGGAATTATGTGCGGTTATCAGGTTGC
+TGACAAACTCCCAAAGGGCGAGTTTAAAAGGCTTACATGCCACGTTATTAATTTTGAAAAGGGAAGAACC
+ATTATCTTCAATCAATGCCTTGCCTCTAAGCCTTTTAAGTCTCGCTGTGTGTGATCATACTTACTTGAAT
+TGGTATAACTACTTTACAACATTAACAGTGAAAATGAGATCTCGATGAAAATTATTAGCGCCGAACAAGT
+CCACCAAAACCTAAACTTTGAAGAGTTGATCCCTTTACTAAAACAGAGTTTTAGTCGCCCATTTAGTATG
+CCTCAGCGTCAGGTTTACTCACTAGCGCCTGAGCAAAGTGAAAATCATGATGCGTTTGCCTTATTACCTT
+CATGGAATGAAGAAGTGATTGGTAATAAAGCTTTCACTTACTTTCCTGACAACGCGAAAAAGCATGATTT
+ACCGGGTTTGTTTTCGAAAATAATGCTGTTTAAACGCCAAACAGGTGAGCCGTTAGCACTGGTTGATGGC
+ACCAGTGTTACGTATTGGCGAACAGCAGCTATTTCAGCATTAGCCAGCCAATTACTTTCTCGAAAAAATA
+GCCAACATCTGATGTTATTTGGTACCGGAAATCTAGCAAGTTATTTAGTAAAAGCGCATTTAACTGTGCG
+AGATATTAAGCAAGTTACTCTGTGGGGACGTAATGCAAAAAAAGTTAGCAAACTGATTGCAGACTTTAGT
+ATTTTGTATCCAGCTGTTACGTTTAAAACCAGTGTTGATGTCAATGCTGAGGTAGCAAGTGCTGATATTA
+TTTGCTGTGCAACGGGGGCAAAAACACCTCTTTTTGATGGGAATAGCGTGAGTGCAGGTTGTCATATTGA
+TTGCTTAGGTAATCACATGACTGATGCGCGTGAATGCGATACAACAACAATATTACGCGCTAGGGTATTT
+GTTGATAGTTTAACGAATACCTTAAATGAAGCGGGTGAATTACTTATCCCTATGGCAGAAGATGCTTTTA
+ACAAGGATGAGATTGTAGGCGAATTAGCTGACATGTGTAAAACGCCATCAATGCTGCGCCAATCAAGCGA
+TGAAATAACGTTATTTAAGTCTGTGGGCACAGCGATTAGTGATTTAGTAGCGGCACATAGCGTAGTAGAA
+AAGTTAGCAGATTAATTTATGTAAAAAGCATCACTATTGCAATGAAATTTCAATGTAATTAGTGATGCTG
+TATGGTGCTGTATAATGGTTTGTTATAATTCAATAGTTACCATGTAGGGACTGTCCAGAGTAGCGATAAA
+GTCTACAGGAACTCCAACCGTGGAGGTTAACTTTCAGAACACAGAGTCGGCATAAATATCAAGATTCTAT
+GGAGTAGCTGGGCAAAAATGCCATACACTTTGTTCTCATTGGTACGTCATAAAGGCAGTTAAAGGTTTTA
+GCAAGTTCATTATTCGACTAGACCATTGCGTTTTAAGCCACGTCTTACATTTTTACAAAGTTTACCTAAT
+TGTGATATTTCACCAAATTTGGGTACAACGTGATTATCAAGTTTTGACTCCCAGTCACAAAGTTCAGTAT
+CAACAATCTCTAATAGCTTTTTAGGGCAGCCAATACAGGATATACCACAAATATTTGCCTCTGGAACGTT
+AAAAGGAAAGTCACCCCTTACTTCAGTAATTAGCTTTTTCATCGCACTAGTGCAATCTGGCTTTTTAGTC
+ATAGATATTACCTCATAGCTTTACTCATTGAGCTATTTTACATCATTGCGGAATAAGCTATCAAGAATGC
+TGTAAGCAAACTACCTTTGTTTTTATTGCAAAGATGAATTACTGTTCACTACTTATTACATAGGTAAGGT
+AATGCAAATGAGCATGTTAACACGACTCCACTACTTTAATTGTGTAGTAGAGACTGGCAGTATTTCAAAG
+GCAAGTCGAATATTTGATGTGCAACCTTCATCAATATCAAGACAGTTAACAGCTCTTGAGAAAGAGCTAG
+GGGTATTATTACTCAAGAGAACAAGCCGAAATATTGGTCTTACTGAAGCAGGACAAACCTACTACAAGTA
+CTCACAAAAAATAGTCTCAGATCTTGATGAAGCAAGATGCGCGGTGAACGACTTGCAGCAAAAACCCAAA
+GGGAACTTAAAAGTCAGTATGGCAGTTGGTTTTGCTGAGTGCTGTATTTTACCCATGATTCCTACTTTTA
+CTAAATTATACCCAGAAATAAACTTAGAATTAGAAATGACAGGTCGAGTTGTTGATTTAGTAGAAGAGAA
+TGTCGATGTCGCAATCAGAACGGGTCGCCTGCGAGACTCTAATTTAATTGCTCTTAAATTAACGAGCAAT
+AATTTTTTGTTATGCGCTAGCCCACAGTACATTACTGAGCACGGGACCCCAAAATCACCTTTTAATCTGA
+CTGATTTTGAGTGTATTCGTTATGAATACGCTGGTTGGCGTGATTGGTATCTTATGAACGATAAGCCTAC
+AAAATTAACGATAAAAAGTGGGTTAACTGTTCGTTCAATAAATGGTCAAAAACAATTGATTTTGAATCAT
+GCGGGCCTTGCTTTAATGCCAAAATGGTCAGTAATCAATGAACTTGATAATGGCACACTAGTACAGGTAC
+TCGAGCAAAATATATTTAGTCCGTATGAAAGTATGAGTTCAACCTATGCAATTTATTTAAAGCGAGAACT
+TATCTCACCAAAAGTAAGAGTGTTTATAGATTTTATTAAGGATCATATTGATTACAATTCGTAATGTTAT
+AACCATATATTTTTTTGTGTGTTGTCTACCTATCATTAAGCTATTTTACTCAACAACAAAGGCGCTAACT
+TTATTTGCATTAGCGCCTTTATTCTCAATATTTTATGTCGTTAGCTCTGAACTTAGCTACTAATACAGGT
+TTTAATACGTATTAGTTATCTTATGTAGTCGCTTTGCCCGCATTGTTTTTTTCTTCAACAAGACTGTCTA
+ACCAAGTAAACCATTGTTGATCCATTGATGTTGACCAAGAACGCATTAATGCTTGATATCCAGCCCAATC
+ACCTCGGCGAGATAATGCCAAGCTCTCTTCGACTTTATCGCGATGGTTTTCCATCATAAAGCGTACTGCT
+AAATATCCCCAACGATAAACACGATCGCTACCATTATTTTGATTGTAGCTAGTGTTAAATAGTTCACTTA
+ACGGATACGTTTTACTGCTTGCTACTATTATTGCTTTTGGATTGTTTTTACCCCAAGCAATATATTCAGC
+AACCCCTTCGGACCACCAAACGCCGTGCGGATATGATGAGTTAGGTGTAGGGCAAAACTCAGGGCCAGCA
+TGATCATCATGTAAACCGTTACAATAATCACCATAGCGATTAAAACGACCATCGAGATAATGAATATATT
+CATGGGATAAATTCCATAAACCCCCATTACGCTCGTAGGCGACAAACTCAGCGTGGTTACCTGGTCTCTC
+TGGGTAGCCTTCTAAGTACATGCCGCCATTATTAGTAGGCATAGTAAAATGTTCAGTGGCATATTTTACG
+TATTCTGCATTTGAACTATAAAAGTTCGCGCGTAGGCTAATGTTATGATCATCACGAACAGGTTTATTGC
+GGGTATTGAAAGTTTGATGAAACTTATCCTCTTGGGCGATAAGCTCCTTGCAGGCCTTTCTCACTTTATC
+ACGAGACAATGCTTGTGAGCGGAGAGTAATCGAGTTGTTGCAATGGTGTACTTGCTTAAGTACCTGTTCA
+ACACCAGCCAGTTGTTCAATGGCCGTTGCTTTGTTCTGTACAACAGCAGCAGGAGTCTCATTTGCCATCG
+ATGAATCCGCAATAAAGTAGGCAGCCAAAGCGAAACTACAACTTAAAACAGTAATTAGTGGGGGTTTAGC
+ATTCTTCATCAGTATCTCTTTTACTTATTATTATTTTAGTCTATTGAGATGGTGTGAGTCGCTCAAACGT
+CCCCACAGGGCTGGTTTATAAACGCTTTATGCTACGTTATTGATTTCGACAATAGAATAACTATTCTCTT
+CAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAAACCTGCATCTTCATGTGGCTTGGGTATA
+GAACGACTTAACTTACTTATACGGATTGGTATTATGCTTCATAGCCAAAAGGATCATCGATTGAATGAGC
+CGGCTCACTAAACCATTTGGGACCTGTCTCTGTCATATAGAAATGATCTTCTAAGCGCACACCGAACTCA
+CCATAAAGACATAACATAGGCTCATTAGAAAAACACATGCCAGCAGCTAATGCTGTTTTATCGCCTCTGA
+CTAAATATGGCCACTCATGAATGTCTAAACCAACACCATGCCCAGTACGGTGCGGAAGCCCTGGAACTTG
+GTAGTCAGGACCGTAACCTTGCGTTTCAAGATAGTGGCGAGCAGCAATATCTACCGCTTCACAAGCAGAG
+GAAATTTTTGCCGCAGAAAAACCTTGTGCTTGCGCTGTTTTTTCATGTAACCATACAGCGCGTTGTTTTT
+CTGTTGCTTCACCAAAGACATAACTACGGGTTATATCTGAGTTATATCCCTGCACTAAACAACCGGTATC
+GATTAACACCATATCGTTAGTATCGAGAGTTTTAGGTTCTTTTACACCATGAGGGTAGGCGGTGTCTTGG
+CCAAATAAAACGATGCAAAAAGATGAGCCCTTAGGCGCACCAAGTTTACGATGTGCTTTATTGATAAAGT
+CAGTGACTTGTGACGTTGTGATGCCAACGGTCAATATTTTGGCTACGGCTCGGTGCACAACCATGGTCAT
+GTCTTTAGCACGTTGTAACAAGGCTATTTCACTCGCTGATTTGATCATGCGACAGCCCGCGGTAATACTT
+TTACTGCTGGTGAAATCTAACGAGAGCTGTTGATCTTTCGCAGCGTTAATCATACCGTCAACAGCAAAAA
+AAGCGGTGGACTCATCAATGGCAAAAGTGCCTTGTGCGCAATTGTTTTTCTTTAATACATCAATAACTAG
+CTGGTAAGGTGATTCATGTTCGTGCCAGCTAGCCACTTCAGATTTGACTTGCATAAAGCCCGATAACGTA
+CTTACTTCAAACCAAGGAGCGATATAAACTAAATCACCTTGAGCAGGTAAAATAGCCCCCACTAATCGCT
+CTGATGAATACCAAACAGTACCGGTAAAGTAGGTTAAATTAGTCCCTGCATTGAGATACAAAGCGCTAAT
+GTTTTGTTCACGCATTAGCTGTTGTGCTTTACTAATACGTTGTTGATATTCACCTAATGAGATAGGGGCT
+ACATCAGCTGTCATATCGGTTAATTTATTTAATTCTATTTCGGCTGAAGAGCCGCCAATACCAATGGACA
+TATCATTTTCCTTTAAAAATTTAACGTTATTTGAAGTATATCTACTGAGTATTCAAGTACTAGTTTACGT
+TCTAGTTTAAGTACTCAATAATAAATTTAGGTATATTGTATACACTTTGCTCGGTGAAACAAGACTTAAT
+GTTAAGGGTTTTATCATTCAGAGTTATAACACTGAAAAGACTTTAAAAAGGGGGATTCAGTTAAATGAAA
+CGTTAAAGCCAGCGGTCTTTTATTTTACCGTATTGAAAATAGCCCCATTGGCCAATACGCCTTAACGGTG
+CGAAGGGAAATGTTGCTAATGGCGTTTGGTAAATGGGTAAATTGGGCACTGTAACTCCAGCCACCTTTTC
+AGCTAAACGCTTACCAGCTTGTACCGAAAAAGACACGCCGCTGCCACAGTAGCCCATGGCATAAAAAACA
+CTTTGTTGTTCATTTTGATAAACATGAGGCATATCGTCTAATGACATACATAACCAGCCTGACCAAGCAT
+AATCGTAGCGTAGTGTTGAGAGTGAAGGAAAGCTGGTTTTCAATACCGCGAGTAAGCGATTAGCATAGTA
+TGGATCTGCTGCATTTTTTCCGGTTATCGCCCCTCGACCGCCAAATAAAATACGATTATCAGGTAACTTT
+CGATAATAGTATTTCAATGCCCGCGTATCCATGATGACATTGCTTGTTAAAAAGTTACAAGCGACCAATT
+GCTCAGGTGTTAGTGGTTGAGTAACAATTATTTGCGAGAGTACAGGTAGGCTCTTGCTCTTAATTAAAGG
+ATGGAAATTTTTGGCTGAATAACCATTAGTCGCAATAACAACCTTTTTAGCTTTTACAATGCCAGATGGT
+GTGTGTAATGTTTGTGTTGTTTGGCTTTGTTGATCTTTTTTATCAGAGGTTTCTTGATGCCACTTTTCTA
+CTGAAGTATCACAATGAATGGTGACACCGGCTTGTCGAGCTAGTTTTTGATAACCCCACGCCAGTTTTAA
+TGGGTTAATACCAAAACCATCTTGATAGCGTATTGCACCATAAGCATTGTTATCTGCCATATACTGTTGG
+TGTAGCTGTTCACGACTTATTTCTTGGATATCATAGCCAAACATCTTTTTTTGTAATGCTGCCGTGGCAA
+GTAAACTTTTGAACATAGCGGGCTTGTGAGCTACACGAATATAACCACTTTCTTGTGGCTCGCAATCAAT
+GCCTTCAGCGATTAAACTTTTGACAGTATCTACGCCCGCACACATCTCTTGGTAAATGCCTCGCATAACC
+TCTTCTCCCCATTGAGATTGCATGCTTGCATAGGGTTTACGCCCGGAGGACTTTAAAATAAAACCAGCGT
+TACGGCCACTTGCTCCCCAAGCGGTTCGATTGGCTTCTAGTACAGTCGCCTTGATACCGTGATCACGCGC
+TAAGTGCAGTGCTGTTGATAAGCCAGTATATCCGGCGCCTATAATGGCAACATCAACAGTGATATCTTTA
+TTTAACTGACCATCATCTTTAGGGGCTACTCCTGCGACATCAGCCCAATAGCTGCTAGGGTAGGACGCAT
+TAAAGCCGAGTGATTCATCAAGAAGCGGGTCGTACATATCTCATCCAAAGCAGCTTTGTAACATTCATAG
+CTTGATAGCTTAAACAACCCGTTGGGGTAAATCAGTATAAAGTGAGAGTTTTCCTTTAATAATGATGCGT
+ATTTTGTAAATATAACTAAACAAACGGCAGTACTCATTAACTGTATTTTTGACATCAAGGAGTGGAATAA
+ATCTCATGGGACAGCAATTTTCAGAACTATCACCAATGCATATTGAATTTATCGCAGCACAAAAAATTTA
+TTTTGTTAGTACTGCCGCAGATACAGGTACCGTGAATTTATCACCGAAAGGCGGGGATAGTTTACGGGTA
+ATTAATTCGAATACCATTGCTTGGTTAAACCATACGGGTAGTGGTAATGAATCTGCAGCTCATGTTTTAA
+TGAATCCGCGTATGACCGTTATGTTTTGTGCGTTTGAAGGTTCTCCACTTACTTTACGAGCTTATGGCAG
+TGCTAAAGTGCTGCACAAAGGAGATGCGCAGTGGAATGAATACATTGAGTTATTTCCAGCAAGCGTTGCC
+TCTCGGCAGGTTTTCTTACTTGATATCGCTAAAGTACAGGCATCTTGTGGCATGTCGGTGCCCTATTTTT
+CCTATGAATCAGATCGTAACGATTTGGCTAAATGGTCAGAAAAACAAGATAAAGTGGGCATTGAAAAATA
+TTGGGTGAAGAAAAATCAGCAAAGTATTGATGGTTTTGATAGTGAAATAGTTGAACGGTCAGGTTTGTAA
+ACAAGCTTTAGTTCCAGGCAACTTAGATGGCGCAGCTTAACGTTAACGATCCATAGCTGTGCCAAGACTT
+GTTATCTTGGCTATAGGCTCGAGTGTAACTATTCAAACTCCAAGTTATCGCGTAATTATCTATGGTCCAT
+TGCATCCCTAACACTGCTTTAGCTTGATTATGTTGGATATCCAGGTTTGATTCATAGGGTAGATCACCTT
+CAATTGTTAAGTCGTTAAAACGGTAGCCAAATTGCAACCTTGAGTAGATGCTAAAGTTATTGCTGCTGCC
+AACTTGCGTGGTATTGCCGGTGTGGCCAAAATGACTACTTAAACGGCCAAAGGTATTATGCAAGCCGACT
+CCCCATCTGAACAATAATCCTAATGATGCCTCAGTATTGAAATTACCCAAGGATAAATGACTATAGCTAC
+TGACTTCCCACTGATTATTGTCCAAGTATTTACTGCGATATTGTTTAGATCTAAACACTAAAGCATCAAC
+CTCATAGGCCAGCTGTAAAGTAATTTCTTCTTCTATTTGATACTGCCAACCTAGTGGGGGAATTGAACCA
+ACTAAATCATGAACTTTTGTTTGAACGTATTCGGCTTTAGATTTTACCCCCGTAATGCCAAGTGCAAGCC
+AGTTTTTTTGAGCGAATTTCGGGCCATAATCAGCCGTGTGACTTTCTATCTCAAATAATCCCGCGTAAGG
+CCTATCATCACTTTGAAGCATTATAATCGTGATATTATTTGGCGTCCACATGCGTTGGGATATCTTCAGT
+CCCCAGGCATTTTGTGTTTGAGTTAGTGGTAATCTAACAAGATATTGAAGTTGAGAGAATTTTGGCATAT
+TCGTGAGATTATCATGCTGTTTTTGTTGTTGTATTAGTTCAGGCTTACTTTCCCATGCTAATGAAAATCC
+ATTGGTATAATTTCCATCGCTGGCAAAAATGCCATCATTTTCAAATTGAATATTTAATTGCCCTGCGCGT
+GCAGACAGCATCACAGTAATGAATAAAATACAGGTAAAAGGACCTGATAGTTTTTTATTAGAGCGTGCTA
+CTAACATAGTCAATTCCTACTTGTCGAACACTATAGAGTATAGTGAGACTAAATAAATTTGCAGAAAAAT
+CTTACTTTAATCTGAGCAGTATTATAGCAACATAAAAGAAACGTCGGTTGAGTAGGCGCTAAGGATAAAT
+GTTCAATTATGCCACTTTATTTACAGTTTTAAGGGGAATATTTAGTCAGATATTTTGGCAAAAGCTTACA
+TATGTAAGTTATTGTGTAATAATACAGGTGTGGTAACATTTTTTGGAGGCTAACATGGCCCATGAGGAAA
+GACGTAATATGTCAAAAAATACTGATGCTAGTGTAGATAACCGTGATAATGCTCAAAAATCAGCGGTGGA
+ACAATTAGCCGACGCAAACCATGAAATTGAAGAGTTAAAATTACAAATCGCTTGGCTTGAGCGTTCTTAC
+GAGTAGTGTTACTAGCATTTACTCAAATACTTATTGATTTTTAGTAGTCATTAAATAGCGAGTAAGCAGC
+ATAAAAGCTCAATAGATTGAAAAGACAAATATAGTTTATATATTTGTCTTTTTTGCTTTTTGGGTGTTCA
+ACTACGGCTGTTATCATTTTTATTTTGATTTATACCAATTCTATTAAATTTATTCCCACCTCAGAGTTAT
+GTCAGAAGAGTTATAACAAATAAAATCTGTGCTGGTATAGTCATTCTATATCTAACAAGTTTGTGCAGTT
+ATTGCTTTTCTGACAAGCTCCCAAGGGCGAGTTTAAAAGGCTTACATACTGTGTTATTGATTTTGATAAG
+GACGCTGCATGGATGCAGCTAATTAGAGAATGCAGGAGCACACTCTCCTGAACAACCATTCTCTTCAATC
+AATGCCTTGTCTCTAAGCCTTTTAATATTCGCTGAGTGGGAAATAGCTTAATAAACTTGGTATTGTCTGA
+TGTTTTGTCTAAAAAATGCAGTTTTCAGCTTATAAGTTATTTTCATATCCACGGGTTCATGCTATTTTCC
+CTGCATTGTGTTTAAAACAACATTGTTTAAAATAAATTCAGAGGAAGTCATCTTATGCCAAAGGCTAGTG
+ATATAAAGAAAAATGCAGCAATAGAGCACAACGGTAAAGTGCTAATTGTTAGAGATATTACCCGTTCAGT
+GCCGCAAGGTAGAGCAGGCGGAAGTTTATATAGAATGCGTTTATACGATGTAGTTACAGGCGGTAAAGTA
+GACGAAACGTTTAAAGCTGAAGATATGTTGAATTTTGCTGATTTAAGCCGTCGTCCATCAATGTTTTCTT
+ATATTGATGGTGAAGAATATGTCTTTATGGATAATGAAGATTACACGCCGTATAACCTAAATAAAGAATC
+AATTGCCGATGAAATTCTATTTATCGACGAAGAGACTCAAGGGATTTCTGTGATCATCGTTGATGATGCA
+CCAGTAGGTATTGCTCTACCTGCCAGTGTTGAACTACTCATTACAGAAACTGACCCTTCTATTAAAGGTG
+CTTCAGCGAGTGCTCGTACAAAACCAGCGCTGCTTTCTACAGGATTAACTATTCAAGTACCTGAGCATAT
+TTCAACGGGTGATAAAGTTAAAGTAAATACAGAAGAGCGTAAATTTATGGGTCGAGCTGACTCTAAGTAA
+AACGCTTTTGTTCTGCTATTTCTAATTAGTTACAACTAAAAAATGCCCGATTATTCGGGCATTTTTATAT
+CTGATAGCAGGGCTGTAATATCTATACCCGTCATCAATCAAGATGCATGTTTCAGAGTGTTTGAGTAATA
+TCAATTCAAGGCGCTGTGATGAAATAATGGCAATTCCCTTATAAATCACAGCAACGATGAAGTGATGTTG
+CTCAAGCGCTTCTTCGATGGGTTTAAAATGACTTTATTCGGCGTTAAATAATCAAAGCATAGAGTGACTA
+TGCTTAAATTATTTGTCTTGCCTAAAGTCATGTTAATTCCCACTGAAATCCTGCACTTTGAATGGTAACG
+GGTATATACCCAAGCCTCTTGAATATCCTCGCTTCAGAAATACTGTTCGAGCCATAATTAAGGGCGGCGG
+GTATAACGCAAATAACTATTAGAACAAAAAAGGTTACATCATGAGTGATTCAATTTATTCGATCGGTACG
+CAAGGCCAGCCCTGGACAGATGAAGATAAAGATTTATGGCTTAGCAAGCAAGTTATAAAGCGTAGTTATC
+AAGATGAAGTACTGTCAAAGTTTGAGTCAGTAACTTCTTCATTTGACATGATTCAGTACGGTAGTTTGTC
+TATTGATGAAAGTAGATACCCTTTATACGCCATGAGAAGTAAAAATTGGCAAAGTAAGAATAAAACCGTG
+CTAGTTACTGGCGGGGTACATGGGTACGAAACCAGTGGTGTTCAAGGTGCGATCCGCTTTTTAGAAACAA
+GTGCCAAGGACTTTAGCCAACGCTTCAATATCATAGTCGTACCTTGTGTGAGTCCTTGGGGCTATGAAAC
+TATTAATCGTTGGAATAATGAGGCGATTGATCCAAACCGTTCATTCTACCTTGATAGCCCAGCCCAAGAG
+TCTGCGGCATTAATGTCTTTCATTAATGAACTTGATGTTAATATTGCTATGCATATCGATTTACATGAAA
+CCACGGATACGGATAATAGTGAGTTTAGACCTGCGCTTGCTGCACGTGATGCCATTGAGCAAAAAAACTG
+GAATATTCCTGATGGTTTCTATTTGGTTGGAGATTCAACTAAACCAGCAGCTGACTTTCAAGGTGCAATC
+AATCAAGCGGTAGCAAAAGTAACTCATATTGCGCCAGAAGATAGTAATGGTAAATTGATAGGCGTTGATA
+TTGAGCAATTTGGCGTTATAAATTATGCAGGTAGAGAGCTAGGTTTATGTATGGGATTAACTGATGCACC
+CTATGTTACCACTACTGAGGTTTACCCAGACAGCCCGCTAGTTGATGATGAGAACTGTATCACGGCACAA
+GTTGCCGCAATATCTGCGGCAATAACCTTTATTTAATCGTGTCAATTTAATCACGTTAATTTAAATTAAA
+ACGGCGACTTCGTAATACGTAGTCGCCGTTTTTTAACTGTAAATTAGGGGCGTGGTTATCATTTTTAATA
+GCGCACGGCTAAATCATCCACTTGAATATTACCAAATAAACGGCCATCTGGTGTCGTTGCCGTTGCTGTT
+TCTCTAGATAGCTTAGTTACTTTAACCTTGTAAGGGCTTAAGTTATAGCCAGCATAAGGCTTTCCTGAAT
+TACTAGTAAAATTGGTTAGATGTAGCAAGCTAAATTCATCACCGATTTTTAAGCCATGATCTCGACCTAT
+GTTAATCGTAACTTGATTTCCTTCAACTTGAATGATTTTGCCTCGACTAGGCTCACACATAATGTTTTCA
+TCGATATCCTTAATGACTTTATCAAGAATATTTTCCACCATTATTCCATATTCACTTTGCCAAAAAGAAT
+TACCATCTACATCAACCTTTATACGTTTGGTAAAGGTCCATGGGGCAGTATTTTGATAACGTTGTTGCCA
+AACCAATTCTCCATTAACACCATTATATAAATAGAAGGTTATAGCAAAATTTCTTGGGTATACACCTTGT
+TGCCAGAACGACCAACTATTAGTTGCTTGTTTATCGAACGAGACATTAGTGATTTCACTGAACATTATAT
+ATTGGCTATCGGTACTATCACTCAAAGAACGAGTTAATAGAGATATTTCATCACTTGCTAAGCTGTCATT
+AAGGCGTGAGAATTCAGTTTTATTACTGAGTATGCTGCTCGTTTTAGTAAAGGTACTTTGCTGGTTAAGT
+TGCACGGCCAGTTTACGCATAACCGCTTTATCAATTAGGTAAATTTCTCCTATATTTGCTTGTTCTCTTT
+GTAGCAAGTGACTACGTGTAATTAACAGAGACTTTTTAAAGTTTACTGCAAAACACTTTTTCTCTTGAGG
+AAATATATCGGCTCGAATTGTCACCGTAATGAGGTTGTCGCTATGTATTTCATCAACCAATTCAATAGAG
+TTGACACTGCCACTTGCTCTTATACTGATTTGATCTTGCGTGAGTAAGCCATTGACTACTTGCTGAACAC
+TAGAAACACTAGCACCTGATACAAGCAGCGCTTTCTTAAGTGCGTTTTCCATCGCTTTGGTACGTGCAAG
+CTCAACACTGATATCATTGGTACGAGCATGACCTTGGGTCTCATACCATTGACTGCTAGCAGAGAAACTG
+CATGAAAAGCTGACGATGAAAACTAACGTTGTGATGAATTTATACATAAGTCTGGTTATTTTCCTAACTT
+GGTTCTAGTCATATTAATTGTTCAACAGTAAGGACTAACACCCATTAATACGGGGTGATAACTATAATAA
+AAAATACGATGCATATTTCATGCCTCATCACTTCGTATTGTTACTATTGCATTAGATTTACTTTGATAGG
+TATTATTGGCTTAAAATGTGCATCTGTGTATAGATAAATGTATAAATTAACATACTGTGACTAAGGCTAA
+ATATGGTACTTAGTTTTAAAGGGGAATATCATGAAAAAATGGCTTATACCATTGATTCTGCCAGCTTTAC
+TCTCGTGTGAGACCACACCTGATGAGGGGTTTTATCAAACTACTCATATTGAAAAAGGTGAAATTGATAG
+TTACCAATTACCACGACATGCCATCAACGATGTAGTAAAGGGCCTAGCTTATCAAATGCTGACGAGCAGT
+AGCTTTGTTAATGCAAAAACCCCGGTAGCGGTAGCTTCTTTTGTTGATCTTAAAGATCTTGAAACGACTA
+ACTGGCTTGGTAATCAGCTTGCAGAAAGCTTTGTGCATGAGCTACAGCGACATGGTTTGGTCGTTATAGA
+CTTTAAAACTACAGGGCATATTCGTGTAACCAAAAAAGGTGATTATGTCTTTAGTAGAGACTGGCAGGAA
+TTACCTGAACGTCAGATAATTGACTACGTAGTCTCTGGCACTATGGTTGAGCAGGAAGATGGCGTTTTAG
+TCAATGCCCGTATGATAGGTATTCAATCAAAGGTTGTAGTTGCTACCGCTCAGTCATTTATCCCTGCTTG
+GGTTTTGGGTGATGAAATGAATCATAGTGAAAAAGTGAAAATGAAAGACGGTATGATTATACGCGATAAT
+ACTATGTTGCATAACGATGAACGTGCTGTGATTATACAAAATTAGTATTCTCTTCACTATTCCAGTTTTT
+ATCTATAAGAGTGACATCATAATGCTATTTTATCAGCGATTACTATCAAAGGAGTACCTATGAATAACTC
+ATTGATTAGATCCATCCTTATTTTGAGCGCACTTTTTTTGATCAGTGCCTGCTCCCTTATTTACGATAAG
+CATGTGCAGTGGGAAACAGTAAAACCAGAAATTTTTCCTGTGCTTTATGCAACAGGCTTTGCCCCCATTA
+GTATGCAAAGATCAACCCATGAAACTCAGCGGATGCTGATGGCCATTAAAGCGTCAAAAATTGCCGCTTA
+TGCGGAGCTAGCTGAGCAAGTATACGGCCAACAAGTTTCAGGCAAGGTCACTATGGCCGATTTACTCATT
+GAAGATCAGCAGTTAACTGCTTCAGTACAAGGTATCATTCGTGGGGCTAAAGTTATTAAAAGCTATCCTG
+TGGGTGACGTTTATACTACTGAGCTGCAGTTAAATTTTGAAGATGTTTACAATATTTATCAAGCAAACCA
+AAATAGAAAAGAAATTAAAGACGTGACACACTTTTGATTTAGCATGCTAAAGAAGAACACATAAAAAAGG
+CGTTAATCTGTAGGATTAACGCCTTTTTTATTTTTTAAGCAGTAATTAATATTTATCTCTAGGGTCTTAG
+TTTTTAACGCTAAGCTTTTAGTCCTAGGCTAGAGAGTCCAGCGCTCTTTTTACCTTTCTTGTCATAGGTA
+ATTGCACTCTTATTATGGTTTTCTAATAAGCTGGTTTTCATGCGTTCTACCGCAAGTTGAGACTGTTGAA
+TGATTTGTCCGTTGATTAAGTTTTGCTGTTGGCAATGAGTTAATAAATCGGTTATTTCAGCAAGTTCTTG
+AGTCAATTTTCCTGCGGCTTTATCTTGAGCAAAACGCTGATTTTGACCTATTGTTTGGTCAAGCTGTTGA
+ATTGCAATTAGCAGCGTATTTTTTTCTTGGCTGATGGCTAGCAAGGCTTGTGGATCATGCTGCTGTAAAA
+TATGCTTTTCGTTAGCAATGATCTGGGCAAGTGTAGTTAACTGCTGATGTTGTTGTACAAGCAGTTCATT
+GGAGGTTAATCCTTGAGAATCTGGCCCTAGGGACATAAAGTTTGCCTTTGATTTTACTATAAATGATGTA
+TTTACAGTCTATCGTTAAACAAGCTTAAATTCAAAGTTAGCAATACTCGCTGCTAATTTTTCTGGATTAA
+TTTTATAGTCACCAGAGCTAATTGCTTTTTTCAGCTCATCAATCTTCTTTTGATTAATCACGGGCGCATC
+CACCGCTTTTTTTTGTAATTCATTAAGTTGCTTTGCTTGCGGAGTAATCGACACAGAATCTTGTCCTGAG
+CTTTTTACTTGGGCATTGTTCGATGCCGTTTGCGCAGAGTGCTGCTTTACTTTATTTTGTTGGGCTTGCT
+GAACTTGATTGCTAGCATTCAAGTTATTGATATTTATAGCCATAATTTCATCCTTTAACAATGAAATGAT
+ATTTCAAAAGAGTTCTATTGTCTTGTTATCGGCCATAGGCGTAATAACTTTAGTTAAAAATAGATTAAAT
+TATAAATAACATTTTGAGTCGGTTAACAACGATATTATTTATTAACCCTACCTATGTGTATATTTCTTGA
+TTATAGATGAATTATGACTTGGTTAATACCTTTGACACGAGGGGTGATCACTTTCTTTGAGCGAGTATTT
+TTGACTCTTATTTGTTCATTAATATTTCCAGAACTCAACGCGACTCCCTGGGTTTTGATACTAAAGTTGT
+CGGATGAAACAATAATAGTTACGACATCACCTTTACAGATTAAACAAATACTTCTTTTACTGATGGCTCT
+ACCTTTGGCAATTCGCTTTTTCGCTTTAGCACCAAAAACAATATTTGTATCAGTTAGTTTGTTGCCGCGA
+ATCTTATTAATGGCTATAAAAGCAAGCTCGACATTACTTTCGTCAAGTTTATCTCCTTTACTAATTGTAT
+TTTTTGCAATTAAAACTGCTTTAGTTATTTCAACTTTTGCCGATAAATATATTTTCCACTTTATTGATTC
+ATCACAGCTAATTTTAACATTTACATTTATAGCGCCATTCTTTTCAGGTATATTTGCAGTTAAGGGAATT
+TTACAGGGTTTAATCGTAATTCTAGGGTCTAAATGAGCGACTGAAATACGCACCTTTTCTTCTTCAGTTG
+AAGGAAACTGCTCTGTTAAATAATTTTTTGCAAAACGCTCAATAAAAGCACTGTCTAGCTCAGTTGCAAC
+CGTAGTTGTTTGCTTAATGAGCATTAGGAATATAAAAGTTAAAAAAAGTTTGGTAAAGCGCATATATTTT
+GTTATCTATCGTTAAGTAAATGCAAATAGTCGTCTATGCTAAACTTGGGTCAGCAGTGTGAAATAAAGTT
+CTATCATACGTCAAGTTTCAGACGCTTAGTGTGATTATCAACTCTATATATTAAATACAATTCAAGAACT
+GTGCCTTATATGTTTATTAGGTTAAACATAATAATTACTACAGTCTTACATGAGGTTCATATGGCAGGCA
+TACTCGATTCAGTAAACCAGCGTACACAACTTGTTGGCGAAAACAGGTTAGAATTGTTACTTTTTAAACT
+TAATGGCAGACAACGATTTGGTATTAATGTTTTTAAAGTGCGTGAAGTTATGCCATGTCCGCGGTTAACT
+CTGTTACCTAAGCAAGATAGCTTTATAAAGGGTGTTGCACATATCCGAGGACAAACCATTTCAGTGATTG
+ATTTAAGTTTGTCAACGGGCGGGCGGGCAATTGAGCAAACCGCAGAAAGCTATATTATTATTGCCGAATA
+TAATCGCAGTGTGCAGGGGTTTCTTGTTGCAGGTGTTGAACGAATCGTAACACTAAGTTGGGCAGACGTG
+ATGCCACCACCAGAAGGTGCAGGTAAATCTAGCTACTTAACTGCGGTGACTGAAATAGACGGTCAGATGG
+TATCAATATTAGATGTTGAGAAAATTTTAAATGAAATTAGTCCTGTTTCTACTGAAGTGAGTGAAGACAT
+CATCGATGTCTCTATCGGTGAAAACTTAGGCGATAAGCTGGTGATGATTGCAGATGATTCAACCGTTGCA
+AGAAATCAGGTAAGAAGAGCATTAGAGCCGTTAGGTATTAATATGGTTTTAGCTAAAAATGGTCGTGATG
+CTTTAGAGCAATTACTGGCCATTGAAGCGACTTGTGAAAATTGCATCACCGAAAAAGTGGCGTTGATGAT
+CTCTGATATCGAAATGCCTGAAATGGATGGTTATACTTTAACCGCAGAGGTAAAAGGTAATGATCGCATG
+TCAAAAATGCCAATTATTTTGCACACGTCGTTAAGTGGTGTATTTAATAATGCGATGGTGGAAAAAGTTG
+GTGCAGAAGATTTTATTCCAAAATTTCATCCAGATGAGCTAGCAACTGCTGTGAAGAAATGGTTAAAAAT
+AGAAGATTAACTCTGAGTATACCCGCTCAACTTGAAGATGCTCGTTTCAGGAAGTCTGAGCGATTCATCA
+TTAAGGCACATGTTTTATTAAGGGTTATTCCCTTAAAAAGAAATGTAACGCAGAGCATGATTTGCCCAGC
+CTTCCCCAAGGGGATGGTTTAGAAACGCTTTATGCTGCGTTATTGATTTCGACAAGGGAGCAACCATTCT
+CTTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCATGCATATTCAAGTGGAACAGGT
+ATATAGCTGAATAGTTGTTATCGAAAGTTAACGACGACTCTCCAATTGATGGAGGGTTTAGGAAAATACG
+AAATAAGTAGGAAGCAATAGTGTCAGCAAGAGAACTCGATGAAAAAAGTTACAACCAATTTAGAACCTTC
+TTAGAGCAGCAATGTGGCATAGTACTCGGCGAAAATAAGCAATATTTAGTTAAAAGCCGATTAGCGCCAT
+TAATGGCTAAATTTGAGCTTAGTTCATTGACAGAGTTAGTCAATCGTACGTTAACTCCTGTTGAGCGGCA
+AATGCGTGCCGCGGTTATAGATGCTATGACCACTAATGAAACCTTATGGTTTCGTGATGACTACCCTTTT
+AAGTTACTTCAAAGCAAGTTGCTTCCTGATTTTGCCAATCGTAAAACACCGGTTAAAATTTGGTCTGCGG
+CAAGTTCTTCTGGTCAAGAACCATATTCCATTGCGATGGCCGTGTTGGAATATCAACAAAAAAATCCTGG
+TGCATTCCCACGTGGAGTACAAGTTATTGGTACTGACATATCAACGACTATGTTGGAGCATTGCAAATAC
+GGTCACTATGATAGCCTAGCGCTTGCTCGAGGGTTATCTGCTGAGCGAAAGAAACGCTTCTTTGAGCCGG
+GTGATAACGGTATGTTGAAAATAAAAGACGAAGTAAAGAAAATGGTAAGCTTTAGACCACTTAATTTACT
+CAATAGTTATAGCCTAATGGGCCGTTTCGATATCGTATTTTGTCGTAATGTATTAATTTATTTTTCCCCA
+AAGATAAAAACACAAATAATTAGTCAAATTCATGGCGTGTTGAATAACGATGGCTATTTATTTTTAGGCG
+CTTCTGAGTCTTTATCTGGAATAAATCAAGATTTTACTATGCTACGCTGTAATCCTGGTATTGTTTACCA
+GAAAAAATAACGCAATCTCTCCACCCCGCTAACAGCCATTATTCCTTGCTGTTAGCCCTCTCATTCTAAT
+CTCATACCTAACGCTGTATCCTCTATTGATTTACTAACTGGCACAAATTTTGTATTCCTTTTAGCTAATC
+GTTAATCATTGTGAGGCTAATATGGCTATAGGTTTTGATAAAGGCTTTCAACTGCATACACAGGGTATGC
+TTATTCGCTCTCAACGTGCAGAAGTTATTGCCAGTAATATTGCCAACGCAGATACCCCAGGCTACAAAGC
+TAAAGGGCTAGACTTTAATCAAGCACTAGCACAAGCGGCAAATAAGCAGAAAATGGGCATGTCTCGCACC
+AATGATAAACACTTTGATATACGAACAGAGTTAAATAATTCCGTCGATTATCGTGTGCCTAATAACCCTG
+ACACAGGTGACGGTAATACGGTTGACGTACAAGTGGAACGAAACTTGTATTTAAAAAACTCAATGGAATA
+TCAAGCAAGCATTCAGTTTCTTAATGGAAAAATTAAAGCCATGAAGAAAGTTATCAGTGGAGGTCAATAA
+TTATGAGTCTTTTTAACGTATTTGATATTACCGGTAGTGGTATGAGCGCACAATCAGTCCGCCTAAATAC
+TACCGCGAGTAATATTGCCAACGCTGATAGTGTTAGTAGCAGTGCCGATAAAACTTACCGTGCGAGACAC
+CCTGTTTTTGCCGCTGCCATGCAAGAAGCTGCCGCAGGGCAGGGGAAAAGTGATGGTAGTGGGGTTGGTG
+TAAACGTTTTGGGTATTGTTGAAAGTGATAAACCATTGAATGTGGAATATGCACCGAGTCATCCTATGGC
+TGATAAAGATGGTTATATCTACAAACCGAATGTTAATGTCATCGAAGAAATGACTAACATGATTTCAGCA
+TCTCGGTCGTATCAAACGAATGTCCAGTTAGCAGAGTCTGCCAAGAATATGTTGAATAAAACATTACAGT
+TAGGGCAGAGATAGTCGTGGCCTTGACTGAGAAACGTAAAAGTATGGAAAACATGATGATTTTAGCTTCA
+CGTTCATATCAAAACAACGTGCAACTGGCTAACTCAGTAACAAATATACTTAATGAAGCCTTAATTTTAG
+GTCAAAGGTAAACGCAATGATTACTACTAAAACTGCCTCTGCAGAGGCTCAGGCAGCAGCTACTGCAGCT
+GCTGAAGCTGCTAGACAACGACTAACTCTTACTACTCCTGAGATGAGAGCTGCTGCTCAAGAACGTGTAG
+AACGATCAAACATTAAAATTAGTGATGGCAGTGAGGGGATGCTAACGCAGTCTGACTTTTTTGCCCTACT
+CACTAAAGAGCTTGCGAATCAAGACCCAACAAAACCAGTTGATAATAATCAGATGATCTCGCAAATGACA
+GCCTTCTCTACGACTGATGGCGTAAGGACACTTAATGATTCTTTTGGTTCATTTGCTGGTTCAATGACCT
+CTAGTCAAGCATTACAAGCTTCATCATTAGTTGGACGCAGTGTTTTAGTGGAAGATAATGTATTTGGTAT
+GGCAGAAGGTGAAGCGGTTAAAGGGAAGTTGGTATCAGATAAACCTGCCAGTAATGTGAAGATTTATGTT
+GAGAATGTTGCCGGTGAAGTCATTCAAACCGTGCCTGTTGGTGATGTTAAAGCAGGCGGATTTACTTTTA
+CTTGGGATGGGCAAACGGCTAAAGGTGAACCAGCAGAAGCAGGCGCTTATCGTTTTCGTATCGTAGGTTT
+GGTCGAAGGTGAAGCAGCTGAATTAGAAGCCCAAACCTACCGTAAAGTTGATAGTGTTACGTTAGCAGGT
+AGCGGTGGGAAAATAGTGCTTAACCTTAATGGTGGCAGTGCGATGGCACTAGAAGATGTGGTTGAAGTAT
+CTGAAGGCGACATTTAAGTGTTTAATAAAAAAGTAAGCAGAAATTATAAACTTTACCTGACAGCTTAAGT
+ATCGAGCAGTACAGGTGTTAAGCAAAATATTGAATTTTAAAAGGATTAAATTATGTCATTTAATATCGCA
+TTAAGCGGGTTAAACGCTGCACAAAAAGACTTAGATGTTTCATCAAATAACATTGCCAATGTAAATACGG
+TTGGTTTTAAAGAGTCACGCGCCGAGTTTGTTGATGTATATGCATCATCATTGTTAGCTGCAGGTAAAAC
+GAAAGTAGGTGATGGTGTTTTAACCGCAGATGTTGCACAGCAGTTTTCTCAAGGTAGTATTCAATTTACC
+AATAATGCGCTTGATTTAGCTATTACAGGTAATGGATTTTTTGCCACTGTCCCTGAGCTTGGCTCTTTAG
+AGACGTCTTATACACGAGCTGGTCAGTTTAAGTTAAATTCAGATAATTTTGTTGTTAACTCGCAGGGGGG
+GCATCTTTTAGGCTTTCCTGTTAACCCTGATGGCTCATCAGCTTCAGTAAGTTTAAGTACTGCAGAGCCG
+ATTCGCATACCTACGGAATCGGGTACACCAACAAAAACTAGTGAAGTTGATGTACGAATGAATTTACCTG
+CGGGTGCTGGCTATATTACTAGCGCACCGGCTAATTTTGATCCCGAAGATCCACTCACCTTTAATAGCTC
+AACTTCAGTCACTATTTTTGATTCATTAGGTAAGAGTCACATTATGACCTACTTTTTTGTTAAAGATGAC
+CCAGCAGTAGCACCGAACCAATGGATGATGTTTGCGTCTGTTGATGGAAAACCTATCGACTTAGCGGATG
+ACCCCACTGTGCAAGCAACAGCGGAGGCTGCTGTCGTGACTGCACAAGCTAATGTAGCAACGGCTCAAGC
+TTCAGTAGTAACGTCGCAAACAACCTTAAATACAACACAAGCTACGTTAAATACAGAAGAAGCGAACGTC
+ATTACAGCACAGGCAACATATGACGCAATAGTAGGAGTGCCAACAGCTGCACAAGATGCAACATTAGCTG
+CAGTTATTGCAACGAGAGATGCGGCAATCATCACAAGAGATGCTGCTTTAAATGCGCAAACCGTATCAGA
+AACAAACCTAACAAATAGCTTGGCAATTGCAAGCACAGCAATATCGGCTACCACCCCTGAAAGTGGTACA
+GGAACAAAAGGGGCACGCTTAACGTATAACTCGTCTGGTGATTTTATTTCTCAGTCCCCATCGCCAACTA
+ATGGTGGTATTCGAACGGTTGATTTTTCTAGCCATTTACCCAATGGTGCTGATCCAACCCAAACGGTTAA
+AGTTGACTTTAATTTAGATACCGCAGGACCGAACCCGAATGAACCTACTCAGTTTGCTTCAAATTTTGAA
+GTAACCGCTTTAAATCAAGATGGTCTAGCGGTAGGCCGATTAACCGGTATTGAGATTGGCGTTGATGGCT
+TAGTTAGAGCGACGTATAGTAATGGTACTTCTCAACCCTTATCTCGCATTGCTATGGTGAATTTTGCCAA
+CGAGCAAGGTTTATCACAAACAGGTGGCAGTAACTGGAAAGAAAGTCTTGTTTCAGGGAAAGCCCTTGCG
+GGTGAAGCGGGCTCAGGTACTTTTGGTACCATTAACTCCTCAGCATTAGAGCAATCGAATGTGAACTTAA
+CCACAGAGTTAATTGACTTAATTTCAGCACAACGTAATTTCCAAGCTAACTCGAGAGCTTTAGAAGTTGA
+TAACCAGCTGAACCAAACTATTTTACAAATTAGATAATTAGCAAGATAACTAATTTGCTAGCAAATTAAC
+GCTAGTCTTCGCTCTACCAAAAAAGCTGCTAATTAAGTACGTAATACTTAATTAGCAGCTTTTTTATTGT
+TATAGACCCAAAACCACTTAAAAATCCATTTACATTTTATCACTCGATTAATTTTGACAATAGCTGGCAC
+TCTATTTGCATTTGCTAGGTATAACCTTTTACTTTTTTGGAAATACATTATGGATAAGTTGCTTTATATC
+GCCATGAGTGGCGCTAAACAAAATATGCAAGCCTTATCAATCAATGCCAACAACTTGGCGAATGCTAAAA
+CGACAGGCTTTAAAGCTGATTTAGCACAAGCGCGAAGTATGCAAGCATTTGGCGAAGGATTACCTTCGCG
+TGTTTTTTCAATGACAGAACGTGCTAGCCAAAATTTTGACTCTGGATCTATTCTCCATACTGGTCGCTCT
+TTAGATATGGCTATTGAAGGCGAAGGTTTTTTTGCCGTACAAGCCGAAGATGGGCAAGAAGCTTATACTC
+GTGGCGGTCACTTTCGTTTAACAGAAACGGGTGCATTAGAAACCAATGATGGCGAATTAGTGATTGGTGA
+GAATGGACCAATCACCCTGCCGTTACCGATTAACAATATTCAAATCTCTCGCGATGGCACTATCATGGTT
+CAGCCAGCAGGTGCACCTAGCAGTGTTCAAGAAGAAGTTGGTCGTATTAAACTGGTTAACCCAGACACTC
+GACTTGTTGATAAAGGTAATGATGGTCTTTTTCGTGCCAAAAATGGTGGCCAATTAATTGCAGATGTTAA
+TGTCAATGTTCTTGGTGGCGCACTCGAGTCGAGTAATGTTAACCCTATTAATGAAATGACAGACATGATT
+GCCTTACAGCGTCAGTTTGAAATGCAACTAAAAATGATGAAAACAGCAGAAGAAATTGATTCAAGTGCTT
+CTTCATTATTACGTGCTTTCTAAGCATAGCAATCTATCAGTCATGTTTAGCTTAACTAAAATTAACTCAG
+CTAAACGCTACTACTCAATCAGAGGTGATGTATGAACGCAGCATTATGGATCAGTAAAACAGGCTTAGAT
+GCGCAAACCAAAGATATTGCGGTAATCTCTAACAACCTTGCCAACGCCAGTACTATCGGCTTTAAAAAAA
+GCCGTGCAGTATTTGAAGATTTACTTTATCAAAATATAAATCAACCAGGTGGTCGAACTGCGCAAGATAC
+TGAAGCGCCTTCTGGCTTAATGTTGGGTGCTGGTACCAAAGTAGTCGCAACACAAAAAATTCATACCCAA
+GGTGACATGATTACCTCAGATAACGCCCTTGATTTAATGATTCAAGGTGAAGGTTTTTTTGAAATTCAAA
+TGCCTGATGGTAGTTCTGCTTATAGTCGTAATGGTCAATTCACCATGGATGATGAAGGTAACATGGTTAC
+CCCTGGTGCAGGTTATATGATCCAACCGCAAGTGACTATTCCTGAAGATGCCTTGAGTATTATTGTTTCA
+CAAGATGGTGAAGTTTCAGTGACGTTACAAGGACAACCTGATCCAGCAGTCGTTGGCCAAATCAACTTAA
+TTAACTTTGTTAACCCTACAGGCCTTCAACCGATAGGACAAAATTTATATACCGAAACTGCGGTAAGTGG
+AGCACCACAAGAAGGGGTTCCGGGTTTAGAAGGTTACGGTATGTTAGTTCAGGGTGCTTTAGAAACATCC
+AATGTAAATACCACGGAAGAGCTGGTTAATTTAATTGAAAGCCAGCGTGTATATGAAATGAATTCGAAAG
+TGATTTCAGCGGTTGATGAAATGCTGAGTTATATCAACCAACAAATGTAGCATTATTTTCGTAATCTAAA
+AAATGGAAGGCAGTGATGAAAAATAAAAATAGGCTAAATACAATTAAGTTACTTTCAATCAGCTTATTAA
+TTGCTGTTACTACCGCTTGTAGTAATACCGTAGAGTTAAGTAAAGCACTACCCAATGATCCAGACTTTGC
+GCCGATAATGCCTGAAGAAGAAGAAGAGCGCATTGTTCCTTCTGGTTCATTATTTAAACCACATTATGTT
+AATAATATTTATTCAGATTCTAAAGCGCACCGTGTTGGCGATATTATTTCGGTTATTTTGAGTGAAAAAA
+CCCAAGCGAAGAAAAATGCTAAAACAGAATTGAAAAAAGCAAATGAAACTAACTTAGATGCGGTAACCGG
+TTTAGGTGGAGTTCCCGTAAGCATTAATGGTGAGTCATTACAGTTTGGTATCAGCCAAGATTCAAATTTT
+AAAGGTGACGCCAAAGCGGATCAAGGAAATAGCTTAAGCGGCAATATTTCGGTGCATGTATTGAGAGTGT
+TACCCAATGGCAATTTAATGATACGTGGTGAAAAATGGTTAACGTTAAATAATGGCGATGAATATATCCG
+CTTAACTGGCGTTATTCGCTCAAAAGATATTAATTCCAATAATACTATTTTATCTAACAAGGTTGCCAAC
+GCACGCATTCAATATGCAGGTACGGGTAGCTTTGCCGACTCCAATGAACAAGGTTGGTTGGTTAAGTTTT
+TCAATAGCACCTGGTGGCCATTTTAGTTGAACCACACGGTAAAAGTATTCCTCCTGTTGTTTTAAGATCT
+GAGATAAAGGTCTTATTTTAAGATATTTTCTAAGGTGTTTTTAAGGTACTAAAGTATGAAAACTGTAATA
+AATATATTTATCTTGTTCACCTTCTTGGCTTCGTTGTCAGCAAATGCTCAGCGCATTAAAGATTTAGCTG
+ATGTTGCTGGTGTACGCTCAAACCAATTAATTGGTTATGGCTTAGTGGTAGGCTTACCGGGTACTGGTGA
+GCAAAGCCCGTTTACCGAACAAAGTTTTAAAACCATGCTAAGTAACTTTGGTATCACGATGCCAGATAAA
+TTAAAACCAAAAATAAAAAACGTTGCTGCGGTAGCCGTTCATGCAGAGTTAAGTGCCTTTACCAAGCCAG
+GTCAAACTATTGATGTTACCGTTTCTAGTATGGGTAGTGCACAAAGTTTACGAGGTGGTACGTTAATACA
+AACTATCTTAATGGGGATTGATGGTAATGCTTATGCCGTAGCGCAAGGCTCTTTAATTGTCAGTGGCTTA
+GGGGCACAAGGCTTAGATGGCTCACAAGTCTTAGTGAATATTCCTACCGTTGGACGTATCGCCAATGGCG
+GTATTGTTGAGCGAGAAGTTAAATCACCTTTTTCCTCTGGTGATCATATTACCTTTAATTTACGCCACTC
+TGATTTTACTACCGCGAAACTGTTGTCTGACACGATTAATGACCTTATTGAAGGTTCGGCCAAAGCACTT
+GATGCAACGTCTGTACGAGTTAGAGCGCCGAGAGATATTAGTGATCGAGTCAGCTTTTTATCGGTACTTG
+AAAACCTTGAATTTGAACCCGCTTCTCCAGCAGCAAAAATTATTGTCAATTCACGAACGGGTACTATTGT
+TATTGGCTCAGAAGTTACATTGCTTGCCGCAGCTATTACCCATGGGGGAATTACAGTCACTATCAATGAA
+ATTCAAGATGTTTCTCAACCGAATGCTTTTGCTGAAGGTGAAACAGTAGTGACCAATCAATCGGACATTA
+ATGTCAGTAATTCTGATGCGCGTATGTTTGTATTTAAACCGGGCGTAACATTAGAAACCCTGGTGCGCGC
+AATTAATGAAGTAGGCGCAGGTCCTGGTGATGTTATGGCTATTTTAGAAGCATTAGATCAAGCTGGTGCG
+ATACGAGGCGAGTTAGTCATTATATAGCTGAGCTTGTCGCTGTAGGGCTTAATTTAGGCGTCAAAAGTAC
+TCACAAATTCTTCGGGAAATAATTTGCACATCCGAAGGATGACCTGAAAGGTGAAGTACAGGATGTATGG
+AGTCTTGACTAGCGTCAACTCCGTGCTTTTTCCTTTAAATTGAGTCATACAGCTTAAAAATAACGCGCTA
+ATAACTAAACTGGCAATTGTTAATAGTTCAAAAGTTAAAGTCAATATTTTACGTGCTTATGCACAGACTT
+CAGAGACGTCATCCCCGTGGTGTGTTAATCGGGGATCCAGTTTCAAAATTTGATAGGTTTTCGATTAGAT
+ACTTCGAAGATCACGGTCACGCAAAGTCCTGAGTTAATAATATAGGCATGATACTTGTATAAACAGTAAT
+TAATTATATTTTAAGTAAGTGAAATTATGGATATCAATTCAAGCCAAAAACAAAATTATGATCAAGCGCG
+AAATGCCCTTGATCTAAATGGTTTAAATGATATTCGTGAGCAATCGCGAGCAGGAGATGGCGAGGCCAAA
+AAGGAAGCTTTACAAGAAGCGGCCCAGCAGTTTGAAGCCATTTTTATGAAAATGTTATTGTCGAGTATGC
+GTAAAGCGCAAGAAGTACTTGAATCTGATAGCCCATTTAACTCTGAATCAACTAAGTTCTACCGTGATAT
+GCATGATGAACAAATGGCGGTTGAGTTATCTTCTAATGGTTCATTAGGTTTGACTGATTTAATCGTTAGA
+CAACTCGGTGGTGATGACGGGACTTTCAAACCAAGTTCAGTACTACGTAGTGATGGAAATTTGAAGATAA
+CGGATAGTGCTAATTCTACCGATGATAACAACAGTAAAACCAATAAAGATAACCAACATAATTCCTTAAT
+AGAAAAAATGTTGGCAGATAAAAATCAAATTAAACCAGATATTGATATTCCATTTGCGGGCAGCTATCAC
+CCTCAAAATATTACTAGTAATCAAGTGAACAGTGCTGCAAGTCAATTTGTTATCCGCGAAGTGGATAAAA
+GAACAAATAAAGTTAATGGCCAATCAGAAAGCGTCAATAATTCAGCAGCTTTATCAAATCACAGTTTTGA
+TGAACCCAAAGATTTTGTAACTGCTTTAATCGAACCGGCGCAAAAAGTACAAAAAACCTTAGGGGTTCCT
+TTTGAAGTTGTTATTGCCCAAGCCGCACTTGAGACGGGTTGGGGACAAAAAATGATCAAAGATCAAGATG
+GCGCCAGTTCAAATAACCTATTTAACATTAAAGCCGACTCTCGCTGGGCTGGCGATAAAATCACTAAAGA
+TACTTTAGAGTTTGAACAGGGCGCTATGATCAAAAAATCAGAGCCTTTTAGAACCTATCAATCACTTACC
+GATAGTGTAGATGATTACATAAACTTCCTTTCTACTAGCGAACGCTACCAAGACGCATTGCAAGACTCAG
+GCAATGTGGAACACTTCCTGCAAGGTTTACAGAAAGCAGGTTATGCAACAGATCCTCAATATGCTGACAA
+AATTTTAGGCACGTTGAAAACTGTTACTAACCTTTTGGCTAAATAAATAGCCAAGTAAATCAGCTCGGTA
+AATTATTTTAGTAAGTTATCTGAGCACATTAGGGAAGGGTTACGCCATAAGGCGAGCATAAATATTTTTA
+TTGCTGCAACCTTTCATGAAACATTATTTATAGCAAGCATACAGCTGAAATTCGGTTGACTGCTTACCCG
+TATGCTTTGTTATTGGAGACAATATTATGTCAGTGAGTTTGTACCAATCAGGTATGAGTGGCTTATTAGC
+TGCTCAACAGCAGCTGGCGACAACCGGTCATAATATTTCCAACGTTAATACGGATGGCTATAACCGCCAG
+CGTGCAGAACAGAATGCAACGGTAGGTCTAAATAATGGTAATAACTACATTGGCGGTGGTACTTATATTC
+AAGACATTACGCGTCTTTACGATCAGTTTTCACATAAAGAACAAATAACGAATCAAAGTAAATTAGGTAA
+TGCTGACTCACTTCATGCACGCTTAACACAACTTGACCAAGTTATGTCTACTTCCGGTAATGCTGTTGTT
+GGCTCGTTAGATCAATTCTACCAAGCGCTAAACGGTGTTGCAGACAACCCTAATGATTCAGGTCTTCGTA
+GTATCGTACTTAATCAAGCCAATACTCTAAGTAATGACTTTAACCAGTTAACTAACAACCTTGATCAAAT
+GACTAAATCCATCAACGGTGAAATAGAGCAAGTCGCCAGTAAAATTTCAGAAATATCACAAGAACTCGCC
+AAAATTAACGAAACGATAATGCATTCGCAGCAAGGAGGCCAGCCTAATGACCTACTTGATAAACGTGATC
+AGCTTATTGGCGAGTTGAGTAATTATACCCAGGTAAACACAGTAAAAGATGCTAATAATGTAATGACGGT
+TATGATTGGGCAAGGTACTACGCTCGTTGCCGGTATAACACCAATGACACTGCAAGTAAATGCTGGCGAC
+CCTGATTCACAACAAACAGAATTAAGATTAGTTAGCGGTAGCAGCAGTGTTGCACTAAAGGGATCTACCC
+TAGGTGGTTCATTAGCGGCAAGCTTTGAATTTAGAGATGAACATTTAAGCCAAACGCGTACTGAAATAGA
+CCGTCTAGCCATGGCAATATCTTCTACGTTGAATGACAGTCAAGCTAGTGGTTTAGATTTGAATGGTTTG
+CAAGGTGTCAATATCTTTACTGATATTAACAGCACGCAATTACAGCAAGGCAGGGTATTAGCGCATTCAG
+GTAATAGCGGTAGTACACAAGCAGAAATTACCATTACCGATGTATCTAAACTAACTACAGATGAATTTGA
+AATCCGTTTTGAAGGGGGGAATTTTACCCTATATAACTTAACGTCTGGGAGCAGCGAAAATTTAGGGCCT
+CCTATTTTACCAAGTGGTGGTACGCATAAGCCATCTTCTCCAGATTATGGTTTCTCATTTGTTGAAACAG
+GTACGCCTGCTGCTGGTGATAAGTTCACTATTATACCAACCAAAAACAGCGCCGCCTTAATGCAAACCAC
+GTTAACTGATGGCAATGCCATTGCCGCAAGTACCGCGATAGGTGTTACACCATCAACAAACAATGTAAGC
+GATGGCAAGATTGAAATTATCAATGTCATGAACCCCGAAGACGCCAAATCTTTTACCGGAACGGGCCTTA
+CTGTGGATGTTGTTGAAAGCGCTCCAGGCTCGGGAATATTTGATTATCGTGTCTTTGATACAGCTACACC
+CCCTGCACTAATCACTTCTGGCAATTATAATGCTGGAGATAGTGAAGTTGTTGATTTACCACCGTTACCT
+GGTACACCTGCTTTTCAAATTGAAATCTCAGGGAACCTAGTAGGCTCTGGAACTAATGCCAGAGAAGAAT
+TCAGTATTAATGATGCTTTTGGTGTTGGTAATGGTAAACATGCGGTTGCTATGGCAAAAACACAAGAAGT
+TGGCGTAACCAATGGCGGTAAAGAAACCTTTAGCAAAAGCCTTGCTGTATCAACATCCGTTGTTGGCGCT
+AAAGCAAGTAATGCAGAATTAACTGCAGACACAGCACAAGCCTTATTTACTCAAGCTTATAATCGCAATC
+AATCTACATCAGGTGTAAACCTTGATGAAGAAGCGGCAAATTTATTAAAGTTTCAACAAGCTTATCAAGC
+CGCCTCACAAATTATTTCTACGGCGAATACCATTTTTGACACTATTTTAGCTGCGGTAAGGTAAGGGGAT
+TTTCATGCGCGTTTCAACGTCTCAATTTTATTTACAAAGTGCTCTTCTCATGAACCAAAAAAGTGCTGAT
+GTTAATAATCAAATGGAACATCTATCAAGTGGTAAACGTGTACTAACCGCGAAAGATGATGCGGTTTCTT
+ACGGCACACTATCTGGTTTCAATGATGATTTAGCGAGTATTGAAAAATATAAACGCAATATTACCATGGC
+TGAAAATCACAATAGCATGCAAGAAGTAATTTTTGCTGATGCGGAAACATTATTAGATAAGTTCAAACAA
+GATATGTTATTGGCAAATAATGGCCGAATGTCTAACGAAGATTTGCAATCTATTGCCGATCAAATGCGAC
+ATGGTTTAGACCAGCTGATTGATCTTGGTAATAGCCAAGATGAAAAAGGTGATTATATCTTCTCTGGTTT
+CCAGACCCAGCAAAAACCCTTTAGTCAACAAGTTGACGGTTCGGTTGATTACAATGGTGATAAGGGAGTA
+AATGAACTACAAGTAGCTAAAAACATTCAAATACCGACAAACCAAACGGGTGATGCCGCTTTTTTAAATA
+TTGATAATGCCATCGGTGATTTTACGGCTACTTATCCTACAGTTCCTGTTAATACCTCGGGTGTGGCAGT
+GGAAAGCGCGAATGTAGTCGATAGAAATACCTACAACGTAAGTACTGGGCCTCATACATTTTCTTTTGAC
+CCAATAACTAACTATTTAACGGTTACCGATAGCACTCTTCCCATTCCCGCGGTTGTTTTTCCTCCCGCAC
+CTTATGTAGCAGGGCAAACTATTTCCTTTGACGGTATTGACGTTACCTTAAGCGGCAACCCATTGCCGGG
+TGATAGTTTTGTCATTAACGAAAAACAAAATATTAGTATTTTTGAAACTCTTAATAATGCCATTAGCTGG
+GCTGAACAAGGTGTAGTGTCAACCAACCAAGAGCAGCATCAAGTTGATTACAATACAGTCCTCGACCAGC
+TTAGTTCCGCTATGAACCATATATATTCTCGTAGAGCAGATGCGGGTATTAGGCTGCAAGCGTTAGAAAA
+CCAGCAGAGTAAGCACTTAGACGTAGAGTTAAATATTAGCAAAGGTAAATCGAGTATTGAAGATTTAGAT
+TTCGCCAAAGCTATTTCGGAGTTTGAGCAATCAAAAATTGCTTTAACGGCTTCACAGCAAACGTTTAGTA
+AAGTGCAGGGCTTAACGTTATTTAATTATATATAAATTAATGCATTACTATTTTTTAAAGTGGCACTGTT
+TATGCTTTAACTATTAGTAATAATAAAAAACAAAATTATGTCGGTTAACTTTAACTTAAATTAACCCGAT
+CTGTTTTTATTAGTAAAAGAGCAGAGGCTTGCTTTAACAAGTTTCTAATAACCAAGCGTTATCGTCCGGT
+TTATGGACAACGCTACAACACAACATAAACAGGCGTTAACACAGTTAACACAGTTAACACATTAGGAGCA
+CTATTATGGCTTTATCAGTAGTAACAAATACATCATCGTTGAATGCTCAACGAAATTTAAGTAAATCAGG
+TGCTGGTCTACAACAATCAATGGAGCGTTTATCATCTGGTATGCGTATTAACAGCGCCAAAGATGATGCG
+GCTGGTTTGCAAATTGCTAACCGCTTAACCTCTCAGATAAATGGTTTAGCGGTAGCGCAGCGTAATGCCA
+ATGACGGTATTTCCATGGCGCAAACCGCAGAAGGGGCAATGCAAGCTTCTACCGACATTTTACAACGTAT
+GCGTGAATTGGCCTTGCAATCTGCCAACGGTTCAAACTCAACTGAAGACCGTGAAGCAATGCAAAAAGAA
+GTCTCCGCCTTACAAGATGAACTAACCAGAATTTCAGACACGACTTCGTTTGGTGGTCAAAAATTATTAA
+ACGGTACTTTTGGTACTAAAAATTTCCAAGTTGGCGCTAACGCCAATGAAACCATTTCTTTAACCATGAA
+CAGTACCGCTGCTGCTGATATAGGTTCAGATAACAGTGCTGTAACTGGTGCGATTAGTTTCACCGGTTTT
+GGTGGAGCAATAGACGCTACCGCAGGCACTGCTGGTTTAACTGGCGAGAGCCTTGATGTGGCGGTCAATG
+GTACTACAACGACTGTGGCGTTGACTGATGATATGTCAGCTGCCGACCTTGCAACGAGCTTAAATAGTGT
+ATCAGGACTAAGTGGTGTTACCGCTTCCACCGAAGCGTTAATAAATATAACCGCAATGGGTGATACTGCG
+GATACAGTGACTTTAAGCATTGATGGTAATGATATTGGAGCCTATACATTCGACGGTGGCAGTACCGCGC
+AAGATGAAACCGATTTAGCCGCTATGATAAACACTGATGCGAATATGGTTACTGCGGGCATTACGGCAAC
+GGTCAATGCTAATAATGAAATTTCAATTGTTAAGGCCGATGGTAGTGAGCTTAGCATCGAGGTCACTGAT
+ATTACATCATCAACTGCAAATGTTACTTCAATTACTATAGACGCAGCAGACTCAGCCGGTACCAATGCAG
+CTACGGGTACTGTAACAGCAACGGCTAATAATACTAGCGCAAGTGTGGCCGCACAATTTATTACCGGAAC
+TGTCGATTTTAGTGCTGCGACAGTTGAAGGCGATACTGCTAGTTTAACCATTGGTACAACTACTGGTAAC
+ACAACGGTTAGTGCCGCAGCGTCGACGTTAGCAATAGGTGCTTCAACTTTTTCGTCTGTTGAAGGGATTG
+ACCTTTCGACTGAGGATGGTTCGCAAAGCGCTATTAACGTTATTGATGGTGCCTTGGCGGCAATTGATAA
+TCAACGCGCGGGTCTAGGTGCGGTGCAAAACCGTTTTGGCCATACCATTAGTAACTTAGCTAACATCCAA
+GAAAATGTATCCGCGTCACGTAGCCGTATTCAAGATACAGATTTCGCGGTAGAAACAGCGGTTATGACGA
+AGAACCAAATATTGCAACAAGCAGGTACTTCGATTTTGGCGCAAGCGAATCAAATACCACAAGCAGCGAT
+TAGCTTGATTGGTGGTTAGTTCTAACCGTTAGTAATATCATTAACCATATCGATGTGGTTAACATTAAAA
+AACCGAACGTAAGTTCGGTTTTTTTGTTTTTATAATTTGTATTTTTAGGGGGGGACTTTGTAGGGGCGAC
+TTCTGTCGCCTAATCACTAATAACCATCCGCGTAAATTACTCTGCATTATGTTGTATCTATCTTTGGGCG
+AATAAATTCGCCCCTACATTTGATAGTATTGGCAATGCTGGGTTACACCGGAAAGGCATCGTAGAGAGAC
+TGTAGAGGCGACTTTAGTCGCCTATTAATAAAACACCAATTATTTGACTATAATAAAATCACACACATCA
+AAAGTATTTTGATTATGTCGCGTACCAACCTCACCAAGGGAAGAACATCCCTCAAACATCATATTTACCA
+TGTAATAACATGCACTAAAAATCGCCAACCATTCTTTAATGACTTCGAATGCGCTCGCTTTTTGATAAAC
+GAAATGACAAATCTAGTAGAACAGAAGGAAATCAACTCTATTACCTGGGTCATTATGCCAGACCATTTAC
+ATTGGTTATTTGAACTAACGTCGGATAATCATTTATCAAAGGTCATTCAAACATTAAAAGGTCGAAGCGC
+TAGGCTTATAAATCAACATGACGAGGGGCAGAGGTTTGCATGGCAACGCGGTTTTTATGATCACGCAATA
+AGAACGGAAGAAAGTTTATTGTCCGTATCACGGTATATTGTTGCCAATCCATTACGAGCAGGTTTAGTTG
+ATAACGTAGGTGATTATTCATTATGGGATTCAGTATATTTGCATGAAAATGAATAGACGACTTACAGGAA
+GGATAGCTCTGTAGGGGCGACTTCAGTCGCCAAAAACCCCACGGCAAAACAATATTTTTTGGTACCCATT
+TATAATAAGGCGAATAAATTCGCCTCTACGTTGGATGTGCAGTAATTAATAGACGACTTACAGAAAGGAT
+AGGCTCTGTAGGGGCGACTTCAGTCGCCAAGCACCATCCGTGTAAATTACTCCTGTCTCATGTTGCATCC
+ATTTTCGAGCGAATAAATTCGCCCCTACATCGGATGTGCAGTAATTAATAGACGACTTACAGGAAGGATA
+GCTCTGTAGGGGCGACTTCAGTCGCCAAAAAAACCACGGCAAAACAATATTTTTTGGTACCCATTTATAA
+TAAGGCGAATAAATTCGCCTCTACGTCGGATGTGCGGGTAATTAATAGATGACTTACAGGAGATGTCGGC
+CCTGTAGGTGCTGGTTCAGTCGTACAAACCCGAATCCAAACCCAGCCACGGTAAGCTATCCCACTCTCAT
+GACATTAATTATTAAGTATTTTAATAAATAAATTAAAGTTAATTTTTCTGCTGCCGTTAAGGTGTGTAGA
+ACGGGAACTTGATGCACTACTGATAGTTTCACATCTTATAATTAATTAACGCATTACATTTTTCGTAAGC
+AGGAGTTTTAACATGGCTATTTCAGTAATTACTAACACATCATCTCTAAACGCTCAACGTAACTTAACTA
+AATCAGGTGCTGGTCTACAACAATCAATGGAGCGTTTATCTTCGGGTATGCGCATTAACAGTGCTAAAGA
+TGATGCGGCTGGTTTGCAAATAGCTAACCGCTTAACCTCACAAATAAATGGTTTAGGTGTTGCACAGCGT
+AATGCTAATGACGGTATTTCAATTGCACAAACCGCAGAGGGTGCTATGCAAGCATCAACTGACATTTTAC
+AACGTATGCGTGAATTGGCCTTGCAATCTGCCAACGGCTCGAATTCTGATGATGACCGTGCAGCAATGCA
+AAAAGAAGTCACGGCATTAAGTAGTGAACTTACTCGTATTTCAGAGACTACCTCATTTGGTGGTCAACAA
+TTACTTGATGGTAGTTTTGGCTCTAAAAACTTTCAAGTTGGCTCTAACGCTAATGAAACAATTTCATTTA
+CTTTAACGAGTACCGCTGCTGCTGATATAGGTTCAGATAACAGTGCTGTAACTGGTGCGATTAGTTTCAC
+CGGTTTTGGTGGAGCAATAGACGCTACCGCAGGCACTGCTGGTTTAACTGGCGAGAGCCTTGATGTGGCG
+GTCAATGGTACTACAACGACTGTGGCGTTGACTGATGATATGTCAGCTGCCGACCTTGCAACGAGCTTAA
+ATAGTGTATCAGGACTAAGTGGTGTTACCGCTTCCACCGAAGCGTTAATAAATATAACCGCAATGGGTGA
+TACTGCGGATACAGTGACTTTAAGCATTGATGGTAATGATATTGGAGCCTATACATTCGACGGTGGCAGT
+ACCGCGCAAGATGAAACCGATTTAGCCGCTATGATAAACACTGATGCGAATATGGTTACTGCGGGCATTA
+CGGCAACGGTCAATGCTAATAATGAAATTTCAATTGTTAAGGCCGATGGTAGTGAGCTTAGCATCGAGGT
+CACTGATATTACATCATCAACTGCAAATGTTACTTCAATTACTATAGACGCAGCAGACTCAGCCGGTACC
+AATGCAGCTACGGGTACTGTAACAGCAACGGCTAATAATACTAGCGCAAGTGTGGCCGCACAATTTATTA
+CCGGAACTGTCGATTTTAGTGCTGCGACAGTTGAAGGCGATACTGCTAGTTTAACCATTGGTACAACTAC
+TGGTAACACAACGGTTAGTGCCGCAGCGTCGACGTTAGCAATAGGTGCTTCAACTTTTTCATCTATTGAA
+GAGGTTAGTCTTTTGACAGAGGATGGTTCGCAAAGCGCTATTAGCGTTATTGATGGTGCATTGGCGGCAA
+TTGATAGCCAACGCGCTGATTTGGGTGCGGTGCAAAACCGTTTTGGCCATACCATTAGTAACTTAGCTAA
+CATCCAAGAAAATGTATCAGCGTCACGTAGCCGTATTCAAGATACCGATTTTGCCACGGAAACAGCGCAA
+ATGACTAAAAACCAAATATTGCAACAAGCAGGTACGTCAATTTTAGCGCAGGCTAACCAATTACCACAAG
+CGGCATTAAGTCTAATCGGCTAAACGCTTAGTAATTAATTAGGCCCAGCCTAAAAGGTTTTAAAGGAAGG
+GGCCATTTACCTCTTCCTTTTTGCGTTTAATAATATCAGAAGATAAATCGTATTTTAAAGTAGCTAAATA
+GTAGTTGTTTAATTGTTAAACAAGGTGAGGTTATTACCTTAAATAGCGGTTATAATAACGTAAGGAGTCT
+CTAATGAATGCAATAGAAAGTAGTACAGACCTTAGTTTGACTAGCTTAACTCCTGAGTTTAAGAAACCGA
+ATGAATCAACAAAAGTAACCGATGATTCATCCGTTAACAAACTCGTTGAAAGTGTTAATGAACAACCTAA
+GACCTCGGTCAATGAACAAATCAATAATGATAATGAAACACCGCTATCACCTAAACAACTTGAGAAAGTG
+GCGCAACAATTGCAGGATTTTGTTGGCGAAATGAATCGAGGTTTGGAGTTTTCGGTAGATAAAGATTCAG
+GTCGAGATGTCATTAAAGTGATTGATAAAACCAGTGGTGACTTGGTTAAACAATACCCATCAGAAGAAGT
+GTTAACCCTAGTGGCTAAATTATCTGATTCGGTTGGTGGTTTTATTGACGCTAAGGTATAGCTGCTTACT
+TTTAATTTGTTGTTTATCTAATCACAGTATTAAATTGAGTTTTACTTAAATATATAGGAGGTTTTATGCC
+TGACTTAACGTTTACAGGGATAGGCTCAGGATTAAAGGTTAGCGAAATAGTTAATGCTATTGTTGGTGCT
+GAGAAAGCCCCTTTTATTTCTCGAGCTAACAAACAACAAGCAGAGATGACTACTGATATTTCTGCCATTG
+GTGCATTAAAATCTGCACTAGAGAGTGTTGAATCTTCTATTTCAAGTTTAGCTGATGCCGATAACTATCA
+ATTACGTACCGCAAGTGGAGCAGATAGTTTTGTAGGACTCAGTGCTAGCAAAGATGCACAAATAGGTAAT
+TACTCAGTAAAGGTGGATGTACTTTCACAATCGCATAAGTTGATGTCTGGTGCGATGGCTGAAGATGAAC
+AGGTTGGCGAAGGCACATTAAATATTGCCGTTGCAGAGACTAATTTTAATATAGCCGTTTCAGCAAGTGA
+TACGTTAAGTGATATTCGTGATGCGATAAATGACAGTGACGATAATGAGTCAGTTATTGCTACCATTGTT
+ACGGATGATGCCGGTCAACATTTGATAATGACCAGTAAAGAAACAGGGGTAGCTAACGCAATTACAACTA
+CCGTGACTGATCTTGATGATAATAATAACGTAGATGGTTTAGTTGGTCTTTCAAGGTTAGCTTATGATGT
+TTCGGATCCTGATGATAGTTTACATATCAAAAACTTAACTCAAATAGATGAAGCCGTTGACGCACAAATT
+ACCATCGATGGAACTCTCGTGGTAACGAGCAGTACAAATGAATTTAAAAACGTTATCGATGGCGTAGATA
+TTACCGCCAAAAAAATGCATGACGTTGATGATAATGATGATGTTAGCCGAATTAGTTTCAAAGAAAACAA
+TGGTAATATAAAGTCAGGCTTGGAAGGCTTTGTAAAAAGTTATAATGAACTACAAGTGCTTAGTAAACAA
+TTAGGAGCTGCTGGTGAAAGTGGCAGTGGTCCACTTGCCGGAGACTCATTGCTGCGTGGTGTTATGGGAA
+AACTACGTCAACAATTTAGCCAAGCATTTGATATGGGCAACGGCAATAGTATGTCGCTTTCACAACTTGG
+TGTAGAAAGTGATCAGTACGGTGTATTGAGTTTAGACACTGAAACATTGAACGAATATATTGATAGTGAT
+GTCGCAGGTGTGCAACAATTTTTTGTCGGTACTGATTCTGAAAATGGTTTTGCGAGCTCGCTTGAAGAAT
+TGACAGGTTTTTATACTGACACTGATGGTGTTATTCAAAACCGTATTGATAGTGGAACCAGCCAGTTAGA
+CAGATTGGATGATGACTATTTAGCGTTTGAACGGAGAATGGATTCATTAGAAGCTCGTTTGTTTAAGCAG
+TATAACGCTATGGATTTAATTGTAGCGAATTTAAACTCCACAAGCTCATTCTTGTTAGCACAGCTTGATA
+ATATGCCAGGTGTTGTTAGAAAAGATAACTAACAAGAATACATAAACTGCAACGAGTAAAAGAATCAATA
+AACCTTCAATAAAGTAATGAATAAGCTATCAAAAAAGTCTTAAATTCTAATAAGGAGTAAACACTTATAG
+TAAAATGGCTATTTTCTTATGAAGGTGAGCTGCTTGTTATCACTTTACTAGTAATGCCTCCAATTTCTCT
+TGATGATTCTCAAGACCCAACTTTTAATTTTCAACAATGTCATTTGAAAATCCCCCCTAAATCTGGCTTT
+AAAATTTTTTCTTTACCATTAACTTCAATTCTTGAACCAAAGTTACGCGGTATATCACTTCTTGCGCTTA
+GTGGGTTGGCAATTGACATCATAAAGTCCAGTGTTGCTGCTAAGTAGTTAATGACTAAAACAATCGGAAC
+AAAGTTAAGTATAGAGGTGTTTTTTTTAACTGTGCAAACTAGGGCGTTCAATAGCGAAGTAATTAATAGC
+AGGGTAATCAATAGAGTATGATCAAATGCAGTGATGTTTATGTGAGTGGTAACGAATATAAATTTTGGGT
+CTGGCAATAGGTTCTGAACTAATAGCTTTGTTAAATTAGGTAAATAGTGCTGAGGTAAATAGTATGAGTA
+CTAATACTTTTGGTAGGATTTAGTGACTTTTTTACTCTTTTTTATTTTAATCATTTTTTCTGTTATTGCT
+TGTTTAGATAATTTAGCGTTAGCTATTAATTTGCTATCAAGAGTTATCATCTCCTCTAAAACCTCTGATT
+CTGAGCTAATACTGTCCGCTGTATTTTGCTCAAATAACTTAGTCATCAATATTTGTCGTTTTTCTGTTAA
+TTCAGTTAACTCTTTATTTTCGTCATCAATAGATTGAATTTTGATGTTTTTTAAATCCTGCTCTTGAGGA
+AGAATTTTTGAGTCGGCTTGCATAACAAGTATGCGCGACAAAAGTTGTCGCGACACATCGTTGATTTGCT
+CAATAGACTTTTTTGTGTTGTTACCCACTAAAAGCTTACCTGACCTTGAGTTTCAAGCGGTATTGAGTCC
+CAACCAGCTTTTATTGGTAAGAGAATTTGAATCACTTCCTCTAATTTAGCAGGATCATTATTGGTACTGG
+CAACTAATAGCTGCTCGGAACAAAACCTATAAAGAGCAGCTAAGTTTTCCGAGACTTCACCGCCTTGTTT
+AAAATCTAGAGAGCCTTCTAAAACACCAATAATAGCAATGGCATTAGATAACTCTGTCCCTTTTTTTTCA
+AAATTACTTTGTGAAATAGCACCTTTAGCTGTAGCTATGTTCCCTAATAATTTTTGGAATAACATAGCCA
+CTAACTGATAAGGAGAAGCTTGCTGGGCTGTGCTTTTAGTGGTTTGTTGATACTTTTTAAGTGATGCGTG
+TGTCATAGACACCTCCTAGTTTACTATAGCGTTATTATAGAAAACTTGTAGAATTGAAACAATAGTTTTA
+GGTTTAACTCAGTTAAAATAAGTTAAGCTAAACGAAACAGAACTAAACTAAGGGTTGGTTATTTACGGTA
+ACCGCAAGACCTTCATCTTTTGCTTTTGTATAGGCTTGTTGCAATACGTTATGAGTTATATCTTCTTCAT
+TATTAATAACGCCGTTACCCAAGACTTCAATATTATCCCAACCACGAGCGACTAAATATTCTTCAATTTG
+GCTAAGTTGCTGTTCAAAAGGCATCTCCCTTGAGAACATATTAAACTCATGACGGGTTCCTTTAGTGAAT
+TCTTCATTATCATGCATTAATTCAGCAGTACCGTTTATGATCAACATCTGACTTTCCTATTTTATAAAAT
+ATGGTTGTTAACATTCATTAATCATCTATGCTTTTTTTATGCCAATTTTTTAATTATTATATTTTGTATT
+TAATTCATTGATTATTAACATTTTTATATTTATACAAACTGAATGAGAAGTAATCAAGATAGATGTTAGA
+ACCAAATTTCAACTTTTTGACAGTATTATTACAAACCAGACTGGTTAATTTGTAACGTATTTCTAGTTTA
+TCTTTAATTAATCATTATGGATAAAATTCACTTATGAATAAACAACCTCATCTACTATTAAATTTTGATA
+TATGACAATAAAATGACTAGTGTGCGTCAAGTTTTTGTTGCTTAAAATAAATTAATGGCTAAAATTGCCT
+AAAACGCTATAAACAAGACTAAAAATAGCACGTTAGCATTAACCGTGAAGAGTTAAATATGATTGATAAT
+CCAGTAGTTACCTCAGTAGTAACAGGTCATAAACAAATATTAGTCGTTGATAACGACGCAGGTAGAAGCC
+AGCAACTAAGTACGGTACTTGCTTTTGTTGGAGAGCACTTTATCCATTGCTCGCAAGAGCAAGCAATCGA
+AAAGTTAGCTGATTGTAGTCATATTCTCACGGTAATATTAACGGGTAATGTTAGTCATGATTGCACTGCT
+TTAATTAAAGTTAACCCTAGCGTTCCGTTTATTCTTCATGATGTACTTGATGCCAATGAGTTAGTCGTTA
+ACGTTAATGTCATTGGTACCCTAGCCGCACCACTTAATTATGCTCAACTTACCGAGCAAATTCACCATTG
+TCATCAATATCACAATAAATTACCGCGTAAAGGTAACAAACTTAGTTCTAGTGCTTTATTTCGCTCATTG
+GTTGGTAGCAGCGAGCCGATGGCACAAGTGCGATTTTTGATTGAGCAAGTAGCGAAAACACCTGCCAGTG
+TTTTAGTGCTTGGGGAGTCAGGGACAGGTAAAGAGGTTATTGCACGAAATATTCATAACTTATCTGACCG
+AGCAAAAGAAGCCTTTGTACCCGTTAACTGTGGTGCTATTCCAGCTGAACTTCTTGAAAGTGAATTATTT
+GGCCACGAAAAAGGAGCTTTCACGGGTGCTATTTCTACTCGTAAAGGTCGTTTTGAATTAGCTGAAGGCG
+GTACACTATTTTTAGATGAAATAGGTGATATGCCGCAACCTATGCAAGTAAAATTGCTGCGTGTTTTACA
+AGAGCGCACTTTTGAACGAGTAGGTGGCAGTAAGAGCATTAAAGCTAACGTTCGTATTGTTGCAGCTACT
+CATCAAGACTTGGAAGAAATGATCAAAGAAGGGAGTTTTAGGGAAGATTTATTCTATCGCTTGAATGTAT
+TCCCAATAGATACTCCATCATTACGTGAGCGAAAAGAAGATATTCCACTGTTATTAAAAGAGCTGCTTAC
+TCGCTTTGAACACGAACAAAATAAAACGGTACGCTTTACTGAAAAAGCGATAGAGTCGTTGATGGAACAC
+CCATGGCCGGGTAATGTTCGAGAACTATCAAACTTAATTGAACGTATGTTAATTATGTACGGTGATCAAA
+TTGTTGATGTTACCGAACTGCCTTATAAATATCAGCATGTAGATGTACAAGCTTATAATCCTGAATACCC
+TGAAGAGTTGCAAGAACACGATGTAATAAACGAACTTTTCGGTGGCTTTGATTATGATGACGACGACAAC
+GATGATGAAAGTGAGCAAGGTGAATTAACGGCTGGAAGTGATATTAATGGCGTGCAAAGCTCTACTGACG
+CGACCTTATTACCTAGTGACGGTTTAAACTTAAAAGAACATTTAGCAGAACTTGAAGTGTCTTTAATTAA
+TCAATCGTTAAGTAAGCATGATTATGTGGTTGCTAGGGCTGCAGAAACACTTGGCATGCGTAGAACTACG
+CTAGTTGAAAAAATGCGTAAATATGATTTACATAAACCAAGTGAGTAATATGACTAAGGTTAATAGTTAA
+GATTGATCGTTAAGGTCAATAGATTGACAGAAAATAGTAATGGATATCTACTGTTTTTATTTTAAATCAT
+TGAATTTAAACATAAAAATAGTGGCATAGTAAATGCTTTATAGGTACTAGATAGTTTTTTTGAGTACCTA
+TGTATGGCACAAGTTATGTCACAAGCAAACCCTACAGTAGTTCCTAGTAATGCTAGTATTAGAGAATCGA
+GCGCTAATGCTGCGTTTCATTCAGTTAATATTGTCGGAGCTAATAAACCTTCTTTGCTAGCGCATGAAGC
+GTTTCCTGGTGAATTAGCGGCATTGAGAGCACAAGCATCTCAAAGTACAAAACATAACTTTTCTCCACGT
+AAAATCGCCAATACGAAATACCTTCATAGCTCAACGTCAGAAAAACAGTCACTTAGTAATAATTTATTAG
+CAGATCAGCTAATCGAAGTGATGCCAACAGGCTTAGTTATGCTGGATGGTAATGGTATTGTGGTGAAGAT
+AAACCAAGTTGCTAGAAACTTACTTGATGAACCAATTCTTGGCCAACCATGGTTTAATGTTATTGCTCGT
+TCATTCGATCCGCGTGAAGATGATTGGCATGAAATATCACTTAAAGATGGTCGCCGGGTAAAGTTAGAAA
+TTACTAGCTTAGGCTCACAGCCTGGTCAGTTGATCATGATAACTGACCTAACCGAAACCCGTTTACTGCA
+AGATAAACTATCGCAAATGCAACGCCTCTCTTCGTTAGGTAAAATGGTATCAACACTCGCTCATCAAATA
+CGTACACCTTTATCTGCCGCCATTTTATATAGCGAAAATTTATCCAACAATAAATTAGCCGAAAATTATC
+GGATAAAGTTTCAAGGAAAACTCAATGCGCGTTTACATGATTTAGAGCAGCAAGTGAATGATATGTTGTT
+ATTTTCTAAAAGTGGCAAAGAACAAGTGGTTACTTCTGTAGACGTAGCAGAGCTCATTAATGATTCGGTT
+AATTCTATGGATGCCCTGCTAGATAAAGCGAATACAAAAGTAAAAGTACAACTGCCTGATAATGAGCTTC
+ATATGCTCGGCAATAAAAATGCCTTAACAGGGGCCATTCAAAATTTATTACATAACTCCCTACAAGCGAT
+AAGTAGTAATAAGATCAGCGAACCGTTGATAAATATTCAAGTTTATAGTCAAGCCAACCATTTATATTTA
+AGTTTTAAAGACAATGGCCCTGGTATTGACGCAGACGTTATCGATAAAATATTTCAGCCTTTTTATACCT
+CAAGTAGTAAAGGAACGGGCCTTGGTTTAGCGGTTGTTAAATCGGTAGTAAATGCGCATCAAGGTGAAGT
+GAGTCTACTTAACGAAGCTAATTCAGGCGCACACTTTGTTATTAAGTTACCTTTGCTAGAGCAGGGTAAT
+GTGATGAAAAATAGTCCATCGGAGAGTGTTAATGACTGAACATAAAATTCTTGTTGTTGAAGATGATGCG
+GGTCTGCGAGAAGCGTTGATCGATACGCTTTCATTAGCCGATTACCACTGCGTTGAAGCTGATTCTGGCG
+AAGCTGCTTTATTGGCGTTAAAAAGCCAACATGTGGATATTGTTATCAGTGATGTACAAATGGGCGGAAT
+GTCTGGTTTATCTTTATTAAAAAGTATAAAAAATCACCATGCTAATCTACCGGTATTATTGATGACTGCC
+TTTGGCACCATAGATGATGCTGTGCAAGCGATGAAAGATGGTGCTTGTAACTATATTGCTAAGCCTTTCG
+CTCCACAGGTGCTGCTTAATATGGTCAGCCAATATATTCCGCCACAAGTCGTTAATAAAAATGATCCGAT
+TGTTGCAGATAAACGTTCATTAGAATTACTTACCTTGGCGAAAAAAGTCGCTAGCACAGATGCATCTGTG
+ATGATCCTCGGTCCAAGTGGCTCAGGTAAAGAAGTGTTAGCGCAGTACGTTCATAATCACTCGAAACGAA
+GCACACAAGCTTTTATTGCGATTAATTGTGCAGCCATTCCTGAAAATATGCTTGAAGCCACATTATTTGG
+TTATGAAAAAGGCGCTTTTACGGGCGCAATTCAAGCCTGTCCAGGAAAGTTTGAACAAGCGCAAGGAGGC
+ACCATTTTACTTGATGAAATTACCGAAATGGATTTGGGCTTACAAGCTAAAATATTACGAGTATTACAAG
+AACGTGAAGTAGAGCGTTTAGGCGGACGAAAAACGATAAGCCTTGATGTCCGCGTTATTGCTACCAGTAA
+TCGAGACTTAAAAGTTGCCGTAAATGATGGAGTCTTTCGTGAAGATCTTTATTATCGCCTTAATGTCTTT
+CCGCTTTCTTGGTTACCGTTAGCTCAGCGAGTTGATGATATCTTTGTTTTAGCACAACATTTAGTTTCTC
+TACATTGTCAAAAAAATGGCGATAGCATCCCTGAATTCTCAGGTGCAGCGCGCAGTAAACTTAATGCATA
+TCATTGGCCTGGTAATGTTCGTGAATTAGATAATGTTATTCAAAGAGCGCTCATTTTGCATGCCGATCAG
+ATTATTGATGCAGGAGACTTACTGATTGAAAACTTTGATACAGCATTGGTTGTAGAGCCTGAACAGGTCA
+CTAATAAGGATGATAAACTCGGCAGTGAGCTAAAATTGCAAGAGCATCAGATTATTCTAGATACCTTACA
+AGCTTGCCATGGCAGTCGAAAAGACGTAGCAGAGCGCTTAGGAATAAGTCCACGTACGCTACGTTATAAA
+ATTGCGAAAATGCGTGATTCAGGTATTGAAATACCAGCCTAATTAACGGCTAAATCATATTTATCATTCT
+TCTAAATTAACTCTATTACGACTACTCCTGGTTATCATTCACGATAACCAGGAAGTTTATAAGCCTTCCC
+ATAATCTTCTGAATATCACTTCAAAGCCTAAATATTTTCTTTTGGCACTATGCTTGCAACCTCACTGTTA
+TATATTGTTTAAAGTTAAATAATTGACAAAAGTGAGCGCCCTATGGATATCAAAAGTAACTCTCTATACA
+GCCAAATGCAAAACATGTCGCTACAGGCCATGGGCAATAAGCCACCAGCAATTGATGTTGATGTTATAAA
+CGGTACTGCAAGCAATAGCGTTGGCAAAATCAATGAATCTACCAGTAATTTTGGCGATATGCTTACCGAT
+GCACTCAAGAGCGTCAATGATTTACAAACAGAGTCTGGCGAAAAGAAAAGGGCTTTTGAAATGGGCGATA
+GTAACGTTACGCTTGCTGAAGTAATGATTGCTTCTTCTAAATCAGGTATCGCTTTGGATGCAACCGTGCA
+AATACGAAACAAATTTGTTGAAGCCTATAAAGAAATAATGAGCATGCCAGTTTAATTTAGTTGGCCTAAA
+CGCAACAATAGCCTCGTTACTTTCAATCGCCATAGGCGAGCTATGTCTCATTCAAGTGCCTTGCTCTTGA
+TGGTTTATCCTCAACTAAATAATTGTATTTAAGTCATAGTATTATAGGTATCATGCGTCAATAAAATGCC
+TTGATATAAAAAACAGTACAGCGGAGAAGTAAAGTGTCTGATACAAACGCAATGGTTGCAGCTGATAGTA
+GTGGCGATATGATCGCCAGTGAAGCTGAAGGTGCGGGGATAGGTGAGCAAAAATCAGGTTTCGCTGCCTC
+ATTAGGTAGTGTTGATATTTTACGACAGGTTACCATAGTGGTTGCATTGGCTATTTGTTTAGCTATTGCG
+GTATTTGTTATTATGCTCGCTAATGAACCTGAATACCGTGTTATTTCAAAATTACCTACTAAGCAGTTAA
+TTACTACCATGGACTTTCTTGATGCCAATCAAGTGGAATATCAACAAGAAAACAATACTATTTCAGTCCC
+TGCAGATGAATATCAAAATGTGAAATTATTGTTAGCTCGAGAGGGGTTAACAGACGAGCCTTCACAAGGT
+GAAGATATTTTAATGAAAGATATGGGCTTTGGTGTTAGTCAGCGACTAGAGCGTGAAAGATTAAAATTTG
+GCAGAGAGCAGCAAATTGCTAAAACAATAGAACAGTTAAAAAGCATAAGTCGAGCTAAAGTACTCCTGGC
+TATTCCCCGTGAAAATATATTTGCCCGTCGAGAAAAAAATCCATCTGCGACAGTAGTGCTTACCATGCAG
+CGCGGTAAAATTCTTTCAGAAGAAGAAGTTGATGCTGTTGTTGATATTGTTGCCTCAGCAGTACAAGGTT
+TAACGCCTAATCGTGTCACCGTGACTGATCAAAATGGGCGCTTACTTAATTCAGGCTCACAAGACTCTAT
+TTCATCTCGCTCAAGAAAAGAGTTTGAGATTGAACAAAAACGTGAACAAGAATACATGGAGAAAATTGAC
+AGTATTCTTATTCCTGTTGTTGGTTTAGGCAACTATACTGCGCAAGTTGATATCACCATGGACTTTACCA
+ATGTTGAAGAAACACAGCGTCGTTACAATTCAGATTTACCCGCGCTGCGTAGTGAAATGAGCGTTGAAAG
+CACTAATATTGGTGGTGCATTAGGCGGAATTCCAGGCGCCTTAACAAATCAGCCACCGATTGCCTCTGCT
+ATTCCTGAAGATGCAACGGGTGGACAAAAGAGAAGCATGCCAAGCAGAAAGCATTCTGAGTCGACTAAAA
+ACTATGAACTTGATGAAGCAATCAGCCATACTAAGCAGCAAGCTGGCGTTGTAAGACGTGTTAGCGTATC
+GGTAGCCCTCGATTATGTCGCAGGCGTTGCAACAACTCCCGTTGAAGGCGGAGCAAATACTCCCGCAGCA
+ACTTTTGCACCACGCTCTGCAGGAGAAACAGCCAGTATTCGTCGTCTATTACAAGGTAGTATTGGTTTTG
+ATTTGCAGCGTGGTGATGTTTTAGAAGTAGTAACCATTCCCTTTAATCGTCCAGATTACGGCGTAGTAGC
+TGAGATACCTATTTGGCAGCAACCTTGGTTTATTAAAGTACTCAAATTAGTCTTGGGCGCTTTAGTTATT
+ATCGTGCTAATTCTAGCCGTTGTTCGCCCAATGCTGAAACGTTTAATCTACCCAGAGCAAACACCAGATG
+ATTATGGTGATAAATCACTTGATGGTCATATTGATTTAGGTGATGAAACCATGGATATGTTGACGTCTGA
+TTTTGACGCTGGCGCAGTCGGTTTTGCAGCAGATGGCAGTTTACAATTACCTGATCTTCATCGAGATGAA
+GATGTATTAAAAGCGGTTCGAGCGTTAGTCGCCAATGAGCCAGAATTATCATCGCAAGTAGTTAAAAGTT
+GGTTGAACGAAGATGAGTGATGAAACAGAAGTCGGCGCATTAGCCGCAGCGCCTGCAGGCTTTGATGTAG
+ATAAACTAGAAGGTGCTGAAAAAGCAGCAATATTACTACTTAGTTTATCTGAAGAAGATGCAGCGCAAAT
+TTTAAAGCACCTTGAACCAAAGCAAGTGCAGCAAGTGGGCACCGTTATGGCGGCGATGGAGGATTTTACT
+CAAGAAAAAATCACTGCTGTTCATAAATTGTTTATCCACGAAATACAAAACTTCTCAACCATTGGCTTCC
+AAAGTGAAGAGTTTGTTCGTCGAGCACTAACCGCGGCGTTGGGTGAAGATAAAGCCGGTAACTTAATCGA
+CCAAATTGTTATGGGCGGCGGCGCTAAAGGCTTAGATTCATTGAAATGGATGGACTCTAAACAAGTAGCA
+AACATTATTCGTAATGAGCATCCTCAAATTCAAACTATTGTGCTTTCGTATCTTGAACCAGAGCAATCTG
+CAGAAATCATGGGGCAGTTTACCGATAAAGTGCGCTTAGACTTAATGATGCGTATTGCCAATTTAGAAGA
+AGTACAACCAGCAGCCTTACAAGAATTGAATGAGATAATGGAGAAACAGTTTGCTGGTCAAGCTGGCGCG
+CAAGCTGCGAAAATGGGCGGTTTAAAAGCAGCTGCAGATATCATGAACTATCTAGATACTAATGTAGAAG
+GTATGTTGATGGACTCAATTCGCGAAAATGACGAAGAGATGAGCCAACAAATTCAAGACTTAATGTTTGT
+CTTTGAAAACCTTGCCGATGTTGATGACCGAGGTATGCAGGCTATCCTACGAGAAGTTCAGCAAGAAGCC
+TTGATGAAAGCAATTAAAGGTACCGATGAAGCATTAAAAGACAAAATAATGAGCAACATGTCTAAACGTG
+CTGCAGAAATGATGGCTGATGACTTAGAAGCGATGGGCCCAGTGCGTATTAGTGAAGTTGAAGCGGCGCA
+AAAAGAAATTTTATCAGTTGCCCGACGACTCTCTGACGCAGGTGAAATTATGCTTGGTGGCGGTGGTGGC
+GGTGATGAGTTCTTATAACAGCAAACCCGCTTAGATTAGTTAAGGATACAACAATGTCAAAACCACCAAT
+TCGTATTATAAAAGCATCTGACGAAGCGACAGATGTTTGGTCTTTGCCCGATGTGCAAAATGAACCTAGC
+GCCCAAGAGAAAGAAAAAACAAACGCTTTAGGTAAAAGATCTAACTGGGTATATGAGCCTCCAGAGCCAG
+AAGAAGTAGAGCCTCAACCTTTAACTGCGCAAGATATTGAAGAAATTCGTCAAGCGGCAAGTGAAGAAGG
+TTTTAGTCAGGGTAAAGAGGAAGGGTTTGCTAAAGGTTATGAAGAAGGTAAAGCTAAGGGGTTAGAAGAA
+GGTAAAGTACAAGGGATTGATGAAGGTACTGAACAAGGTTTAGCCCAAGGTAAAGAGCAGATTGATCAAC
+AAAGCGCTAATTGGCAAAGCTTAATTGAACAATTGCATCAACCGCTTGCTAGTGTGGAAAAGAATGTCGA
+AGAGCAATTGCTTAATTTAGTTTTGCAATTGACCGAGGCAGTGGTTTTACACGAAGCAAAAACTAACCCT
+GACATTTTAATGGCGGCGATTGCCACGGGTATTAAAAGTTTACCTAGCAGTGACGCGCAAACACAAATAT
+GTTTAAACCCAAGTGATATTAAATTGGTAGAAGCTCAGTTTGGAGCTGCGCATATTCAGCAGCAGGGCTG
+GCGTTTACTACCCGCCCCACAGTTTCCGCAAGGGAGTTGCCAAATAGAAAACAGCACTTCAAATATTGAT
+TTACAGATGAAAGCTAGGTTAAAGCAAGTGCTAGAACCTTTCTTGCAAGACGCCTTACATCAAAATTCAT
+AATCTCATCACTTATTTTGGGTTTTACATTCTTTAGCATCGCACTTTTTATTTTAAGGTAAATAAACACT
+ATGGTTGATAGTTCACGTTTAACCGAGCGTTTAAAAAACAATCAACAATTCATTCATGATTTCAAAGCGC
+CTGTCGCTGGCAGGTTAGTGCGAGTTGTAGGTTTAACACTTGAAGCCGTTGGCGTTAAAGCGCATGTCGG
+CAGCCAATGTCTCGTCGAAACAGCGCATGGCGATTTACTCGCAGAAGTTGTGGGCTTCGCTCAAGATATT
+ACCTATTTAATGCCAGAAGAAAGTCTACGCGGTGTTATGCCTGGCGCACGAGTATTACCTATTTCTAGTA
+AGGCTAAAGTACCTTTATCAATGGGCTTATTAGGTCGTGTTATTAATGGCGTAGGTAAACCACTTGACAG
+TAAAGGACCTATCAAAGCTGACAATGATTATCATCATGATAGTAAGCCCATTAATCCATTGTCACGACGA
+GCCATCACTGAAGTACTAGATGTCGGTGTTCGTTCTATCAATAGTTTCATTAGTGTGGGTAAAGGTCAGC
+GTATGGGACTTTTTGCTGGTTCAGGTGTTGGTAAAAGTGTGCTAATGGGCATGATGACTCGCGGCACAAC
+AGCTGACGTGGTCGTAGTTGGGTTAGTGGGTGAACGTGGTCGAGAAGTAAAAGAATTTATTGAAGAAATT
+TTAGGTGAAGAAGGGCTAAAGCGCGCCGTTGTTGTGGCAGCACCAGCCGATAACTCACCTTTAATGCGTC
+TTAAAGGTTGTGAGACCGCGGTGCAAATTAGTGAGTATTTTCGCGACCAAGGCTTAAATGTTTTGTTATT
+ACTTGATTCATTAACACGCTATGCACAAGCACAAAGAGAAATTGCTTTGGCCGTTGGTGAACCACCAGCG
+ACTAAAGGTTATCCGCCTTCAGTATTCTCAAAGCTACCTCAACTTGTTGAACGTGCAGGTAATGGTGGTG
+AAGGACAAGGATCAATCACTGCTTTTTATACGGTATTAACGGAAGGCGATGATTTACAAGACCCAGTCGC
+TGATGCTGCTCGTGCTATTTTAGATGGCCATGTTGTGTTATCTCGTGAGTTAGCGGATGCAGGACATTAT
+CCCGCTGTAAACATTGAAGGCTCTATTTCCCGAGTAATGCCAATGGTTACTAGTGCTGATCATCAAGAAT
+TAGCAAAACAATTAAAGCAAATGTATGCGCTTTATCAGCAAAATAAAGATCTTATTGCCATTGGTGCTTA
+TACCAAAGGTAATGATCCTCGTATTGATCAGGCTATAAACGTGCTACCGGTCATTAATTTTTTCTTACAG
+CAAAAAATTAATGAAGTTATTCCTTATGATCAAAGTATTGCGCAACTGAAAGAGATTATTGCTGCAGCAC
+ATGCCCATAATAATCAATAATTCATAATTAAGCATAACGCTAAAACTTTTGATAAAAGCATTGAATTTAA
+ACGAGTGATATAACGAGTACTCAACATGGCAATGAAGCAACTTGATACTATTTTAAAGTATGAACAGGAC
+AACGAGCAACGTTGCGCCGATCAGTTAAAGATTGCTGAGAATGAATATCAACAAAACCTCAGTCGTTTAC
+AAGGCGTTGCGGACTATCGTTTAGAATATATGAAGCGTTTAAGTGAAAGAGCAACAAATGGTCTAGATAG
+CGCTACATACAGTCATTACCATGCTTTTATTGCTAAGCTTGATACTGCTTCTAAACAAGTTGAGATAGCA
+ACGCGACAAGCAAAAGCACTGGTAGATCAAAGCAAGAGTCTCTGGTTGAAGCAAAGACAAAAAGTAAAAG
+CGGTTGAGTTATTGCGTGATAAGCGTTTGAAAAAAATTGCAGTAGCAGCAGACAGAGCTGAGCAAAAAAT
+GTTTGATGAAATAGCTACACAACAATATATTCGCCGCCCTCTGCGTTAACCTTCGATGAAAGTGAGCATC
+CACTTGGACATCTTGATGAAGTGGAGCGATTTTTGCACTACTTTCTGTATATATAAAAAAACATCTGAGA
+ACTGTAATACACGCTGCGCTAATGATATGCGGTGTTATTGTTCTGATTAATACAATTTACATTGATTTAA
+GTTATTGGGATTATTATGCAACAAGTGAATACTTTACCTTCCTTTGTATCACAAGATACTGATTTAAAGA
+CTAAAGATTCATCTAGCACTTCTGCTGATAGCAATAAAGATACTGACTTTTCAAGCTTAATTGAACAGCA
+CCTTCCTGAAGAAAATAAAACGACTAGTGGAAAAAAAGCGACAGTAACAGAACATGAAGCTACGGCAACT
+CAGGGTAAAACCATTGCCGCCAACGACAAAGATGACGTGGTTGCGAGTAATAGTCGTCAAGAAAGTGACT
+CTAGTGAGTCAGTAGATGTGAGTGATATCAGTAAAAAAGTCTCAGTAGATGAAAAACAGAAAAAGGTAAG
+TGAGGCGAATCAAAACGGCTCAACAAAGAGTGGTTCTTTAGCTGAATCAGAGGAATTCATTTCATTACTT
+TATAATAGCGACCAAACCTTAGCTAAGGCGGGTGAGAAAACTGAGTCAAGTAAAGATAAATCTACTGTTG
+CTTTCGGGCAAAGTACAAGTGCAACGAATAGCACTAATATAGTTAATAAGGATGTAAATGGCCAAGCAGA
+CTCAGTTCAAAGCGAGAATGCAGACCCAGTAAGTGGCCATAAATTAAGTGCATTTTCAAAAGATGAGCTA
+CTCGCGCGGGCGCAGTTAAAAAACAATAATACTGTAACACCTCAATCAAGTGATCAAGTATTAAAAGATT
+ACCAGTTGTCGTTGCAATCACAGCAAAACACTATTAAAAGCCAAAGCATTACTAGTGAACAGTTAATGAA
+TACGCAACTAGCTGATGCTCAACTGAATAATAAAATTACCGACTTGGCTGCTGGAGTGGCGCAATCCAAT
+AAAAACCAACTAACAGAAAAAGTAGACACAGGTTTATATCAATTACCTGTTGAGCCTATTGGCAAGGGAA
+ATATAACCGCTGGTGATATGACCCATTCTGCTAAACAGTCTGTTGCTAGAGCTGAAGTAAATCAAGGTGA
+AATAGAGGCTGATTTGGCTGTTAAATCAAATAAAGACAGCGATATGGCTTCAACAAAAACAGTTAATAGT
+TCGTCAGATGCTTTAAAAGTTAATCCGAGTAATCGTGAGACAGTAACATCACCGTTAAGCAAGGTTGACG
+CTGAGAAAATGGTAGCAGAGCGCACTAGACAAACAGCATCCGTAGAAAATATCCCCAAAGAACAGATTGT
+AACGGCTCAAGAAAAACAACCCGTGATGACAAGTGCTCAATTACAGGCATTACAGCAAGTTCAGGCGCAG
+CAAAAAACACAATCAGTGAGTAGTGAGCCACAAGTTAATGACGATGTTAGCGAAGAATATATTGACCCAA
+TGCTTTTGTCAGAAGAAAAGCCGATAGAGCAGGGCGTAAAAACAACGGCTAAAGTGATAGACAATATTGC
+TATGCGCACAATATCTGAGCTACAAGCTCAAACGGTGCAAGCAACGCAAACTAAACAAAGTAATGATGCT
+TATTTTGAGCATCAAGTATCTGAAGTACTCAATCATAATGTTGCTAGCGATTCGGTACAAATACAAAAAA
+ATAATGTTCAGCTTCAACAAGAAACCATTTCCATCTTTAGGAAAGACTTTGCTGATGCAGTGAAAGATAA
+AGTATTGATTACCATTAACCAGAAGCTGCAACAATTTGATATCACCTTAGATCCACCAGAGTTTGGTAAT
+ATGCAAGTGCGGGTTAACTTACAAGGTGAGCAAGCCTCCGTTAATTTTGTTGTGCAAAATCAGCAAGCAA
+AAGAAGCACTAGAACAGAATATGCACAAATTAAAAGAAATGTTGTCAGAGCAAGGTGTTGATGTGGGGGG
+CGCTAATGTTGAACAGCAAGACCAGCAACAAAACCAAAATGAGCAAAGCTTAGGGCAAAATAATGATAGT
+GGCTCTGTTTTAACAAACGATGCTCAAAAAGATGAGAATAATGTAGAACATATTTTATCGACGCAATTGT
+TCGATTCTTCTGCAACTGGCGTGGATTACTACGCTTAATTGCTTAAAATGAAGTTAAGTTGATGAAAACA
+CATTGGCTCAAAGACTATTCAAGGATATAGTCTATTCATAAATACTATGTCATTAATTAGTCACTCATTA
+TTATCATTATTGGTGGCTGTATAATTTAAAGGGTTCTCATGGCAGACGAAAAAGATAATGGCAAAGAAGG
+CGAATTAGAGCTGGATAAGTCGGGTAAAAAGAAAAAAATAATAATTATCATTATTGCTGTCGTTGTTTTA
+CTTGGTGGTGGTGCCGGTGCTTATTTTTTCTTCATGGGCGGCGTTGATAACAGTGCAAGTCAAGCAGAAT
+TAGATACCGCTTTAGATAGTGATTCAGGAGAAGTAACGAAAGTAGAGTCAGGTGCACAATTAGGGTCAGC
+TTTGTATGTACCAATGCCTAGACCATTTCGTTTTAATGTACCCGGTGCAGCTCGAGATCGTTTTGTTGAG
+ATCCGCGTGCAGTTACTTGTCCGCGGTGGTGATAACGAAGAAAATGCTAAGATGCATATTCCACTGATAG
+AAAGTACCTTACTAGATATTTTCTCACAAGCTAATGCCGATGATCTGGCGACGAGTGCAGGGAAAGTTTC
+GTTAAAGCAGAAGTCATTAGCTGCGGTACAAAAAATCATGACAGATATTGAAGGTGATAAAACGGTTGAA
+AAAGTACTTTTCACCGGTTTTGTCATGCAATAATTAGATAAATTACCGGCCAAAGTGGCCATTGTTTTAG
+TAACATTAAACAAAGTAAATAAGAAGAGATTATCGAGTGAGTGACTTATTATCCCAAGACGAAATTGACG
+CCCTATTACATGGTGTTGATGATGTTGAAGAAGAAGACATAGTTGAGGATGTCGTGCAATCGCGAGATGG
+CACCTCTGATTATGATTTCTCTTCACAAGATCGTATTGTGCGTGGTCGTATGCCTACGTTGGAAATGGTT
+AATGAACGTTTTGCTCGTCATATGCGCATTAGCTTATTTAATATGATGCGTCGGACTGCTGAAGTATCTA
+TCAATGGCATCCAAATGATAAAATTTGGTGAGTACATACATACCCTGTTTGTACCTACCAGCTTAAATAT
+GGTGCGATTTCGTCCTTTAAAGGGGACCGCTTTAATCACCATGGAAGCGCGTTTAGTTTTTATTTTGGTA
+GATAATTTCTTTGGTGGTGATGGACGTTATCACGCTAAAATAGAAGGCCGTGAATTCACGCCGACAGAGC
+GTCGTATTATTCAAATGCTATTAAAGCTTGTTTTTGAAGATTATAAGGAAGCTTGGTCACCAGTGATGGA
+TGTCTCTTTTGAATATTTAGATTCAGAAGTTAACCCGTCAATGGCAAATATTGTTAGCCCAACTGAAGTG
+GTGGTTATCAGTTCTTTTCATATTGAATTAGACGGCGGCGGTGGCGATTTCCATATCGCATTACCTTATT
+CTATGCTCGAGCCGATCCGTGAATTGCTTGATGCAGGTGTGCAAAGTGATAAAGAAGATACTGATATGCG
+CTGGTCTAAAGCGCTACGTGATGAAATTATGGATGTACCTGTTACCATTAACACTAAGTTTATTGAGGTT
+GATATCTCATTAAGTCAAGTGATGGAGTTACAGGCAGGGGATATTATACCGATTGAAATGCCTGATAATA
+TTACGGTGCTAATTGAAGACTTACCAACCTTTAGAGCTAAATTAGGTCGTAGTCGAGATAATATAGCATT
+GAAAATTGAATCGAAAATTAGGCGACCAGAGTCAGCTAAATCTGAACTAACTATCTTAACTAAAGGTGGT
+AAACGCCTTGATAGTGATGCAGAACTTCATCTGTTAGAAGATGACTTGTAAGTTGATCTATTTGAACAAA
+ATTATAAATTGAGGCCAGTGGTATGAGTAACGAAAAAGATGAAGATCTAAGTATGTGGGATGAGGCGCTA
+GATGAGCAAGCTGAAGCAAAAGCAGGTGCTGAAACAGTTGAGTTGGAAGAGTTAACACCAGATGATGCAC
+CTATTACCGGTGATGAGAAGCGTAAGCTTGATGCTATTTTAGATATTCCGGTTACTATTTCGATGGAAGT
+AGGTCGAAGCAATATCAGTATTAGAAATTTATTACAATTAAACCAAGGTTCGGTAGTTGAATTAGACCGA
+GTTGCTGGTGAGTCACTTGATGTGTTAGTTAATGGTACCTTAATTGCCCATGGTGAAGTGGTTGTTGTTA
+ACGATAAGTTTGGTATTCGTTTAACGGATGTAGTTAGCCAAGTTGAACGTATTAAAAAGTTAAAATAAAG
+TAATTTATTGAACATGAAGTGAATAGAGATATAAAATCAACATGATATTAAAAACACTACGCATATTACT
+GGCTTTTAGTTGTTCTTTACTGTCTCTAATTGTTTTAGCGCAAGAAAATACTTCTGAAAGTGAATTAGTT
+GGCAGTGTTGTTACTGAAAAAATTGTTAATGATGACGTAATATCTCAGCAAGATGCGAGTCTACAAAGTA
+TAACTCAGCAAAGCACAACGGTTAAAAGCGCAATTGAGCAAGATAGCCAGGAAAAAAGTTCTGCACAACA
+AGGATTAACTCAACAAGCTTCTGACTCTCAAATACTCAATAATGATAAACCGAAAGTTGGTAGCCATGTT
+ATGGCAAATATGGATGCTGGCAGTATGATACTGTCGTTGTTAATGGTCTTAGCGTTAATCATTATTTGTG
+CTTTTGTGCTTAAACGTTTTAATCTTACTCAACAAGGTGTTAGCCAACTAAAAGTGGTGACGAGTTTATC
+GTTAGGTGCTAAAGAGCGTGTGGTTGTGATTCAAGCAGGAGAACAACAGTTACTTTTAGGGGTTACCGCT
+CAACAAGTGACTTTAATTGAGCGCTTAGAAAAGCCGTTAGCAACTCAAACAATGAAAGCAACTGAGTTGC
+CAAAAAATTTGATGTCTTTCCTATTGGCTAAAAAGTCGTAGTATCGAATGGATTTAGCATTTTTACCTTT
+ACTCATAAATGTCAGCACAACTATTTTAAATCGGGTTGTTTTTTAGGGATTACCAACGAACCATGAAAAG
+AATTTCGTTATTCACCATCTTAACACTGTGCTTGCTCAGCATGAGTTTCGGTGCATTTGCCGAAGATTTG
+TCTCTATCAGCATTAACATTGACAACCAACCCTGATGGCTCACAAGAGTATTCAGTAAACTTACAAATTT
+TGATTTTTATGACGGCGCTGAGTTTTATACCAGCCGCGGTTATTATGATGACGTCATTTACCCGTATTGT
+CGTGGTGATGGCTATTTTACGACAAGCTTTTGGTCTTCAGCAAACACCGTCTAATCAAGTGATTATCGGG
+TTAACCCTCTTTATGACGCTCTTTATTATGACACCCGTTTATAATCAAATAGATAGAACTGCCATTCAAC
+CTTATTTATCAGAGAATTTAACCTCTACTGAAGCAATTAACTTGGGTAAGATCCCATTACGTGCCTTTAT
+GTTAGAGCAGACACGCGTTAAAGACCTTGATACTTTAGCGGCAATGGCGGGCATTGATGCAGTTGATGAG
+CCAACTGACTTACCTATGACGGTAATTATTCCCGCTTTTATTATTAGTGAATTAAAAACTGCTTTTCAGA
+TTGGTTTTATCCTTTTTATCCCCTTTTTGATTATTGATTTGGTTGTTGCCAGTATTTTAATGGCGATGGG
+CATGATGATGCTTTCACCAATGATCGTATCTTTACCTTTTAAGCTAATGTTATTTGTTTTGGTTGATGGT
+TGGAACTTGGTTATTGGTACCATCGCAACCAGTTACGGAATGGGTAGTTAGTAAAATGGTAAGCTATATT
+TATTTGATGAAGTACAAAACTAGTTAAGTAAAAGAGAGTAAGTTATGGGACCAGAAATCTATGTAGATAT
+GCTAGGTGATGCATTATTACTTGTGATCATTTTAGTTTGCGCTATTATCCTGCCGAGTTTAGCGGTAGGT
+CTAATGGTTGCGGTTTTTCAAGCCGCTACATCCATTAACGAACAAACCTTAAGTTTTTTACCAAGATTGA
+TTGTCACCTTGCTTGCGTTAATCATTGGTGGGCATTGGTTAGTGCAAAAAGTGATGGATTATACTATCCG
+GCTGATTGCTAGTATTCCCAGCGTGATTGTTTAGTTATGTGCTTAGGCATTCTAGTTACTAGAGCAGTTT
+AATGGAATTTACAGAGACTATTATTAATCAATATATGGCAGATTTTGTTTTGCCTTTTAGTCGTATTTCG
+GCTTTGATTATGACAATGATAGGCTTTAGTTCAAAGACCATTCCTGGCCGAGTCAAAGTGTTTTTATGTA
+TCAGTATTACCATTGCTGTGATGCCAGCAATCCCTCCCGCTAGTGTAACTAATTTAATGTCACTCAATAC
+CGCAATTTTATTGGGGCAGCAGATGATTATCGGCGTAATGCTTGGTTTTGTTACTATCATGGTGGTTAAT
+ACTTTTACTCTCGCGGGTCAAATAATTGCGATGCAATCGGGTCTTGGTTTCGCTTCTTTAGTTGATCCTG
+CTAGTGGAATGAATGTACCTGCCATTGGACAATTTTTTCTTATTTTATCCTCGTTGTTATTTTGGGTGAT
+GGATGGTCACCTTGCCTATTTACAATTTATTGTCGCTAGTTTCGATACCTTGCCTATCCCCACAGAACAC
+TTGTCTAGCATCAAATATCGCGAGGTTGTCGAATGGGGCGGATGGATGTTTGCTACTGCTTTATCACTTG
+CTTTAGCACCAATAACAGCGATGTTATTAATCAATTTTTCTTTCGGTATTATGACAAGGGCTGCTCCTCA
+ACTTAATATTTTTGCCATCGGTTTCCCTATCACTATGATGGCCGGTTTACTTATTATGTGGCTCACCTTT
+GGTAATTTCTTTACTCATTTTGAATTACAGTGGCAACGCGCACTGGATTTTAGCTGTTATCTTATTGATT
+GTAAGGCGACGTAAATGGCTGATTCTGATAGCGGTGAAAAAACGGAAGAACCCACGGCAAAAAAACTTAC
+TGACGCCCGTAAAAAAGGTCAAATTGCTCGATCTAAAGATTTAGGTACATTTTTTGTTTTGGTCGGTAGT
+GCTTGTGCCATGCTATTAATGGGAAAGGCTTTAGCTAATTCAATGGCTAATATGATGAGTCATATGTTTA
+GCCTAAGTCGTGAAGAGGCCATGGATGTAAATGCGCTTTTTAAAGTAATAAATGATGGTGTTTATCAAAT
+TATTCCCCCATTGCTTTGGATTTTCTTTATTGTAATGTTAGCTGCATTTATTGGTAATACACTACTTGGT
+GGCATGAGTTTTTCAGGGGATGCAATGATGCCAAAGGCAAGCAAGTTATCTCCGATGGCGGGCTTTAAAC
+GTATGTTTGGCGTGCAAGCCGCTGTTGAACTTATTAAATCAGTTTTAAAGTTCTTTGTTGTTTTTATTGT
+TGCTTTTTTACTGTTAAGTGGTTTGTTTGAGGAGATTCTTGGCTTAAGTCGAGAAACTATTCCTGCTAAC
+TTTGAACATGCCATAACTATGTTGCAGTGGATGTTCTTAGTGCTTGCTCTTTCAATAGGGATCATTGTTG
+TTATTGATGCGCCATACCAAGTGTGGAATCACAATCGCCAGTTAAAAATGACCAAACAAGAAATTAAAGA
+TGAGCATAAGGGAACAGAAGGTAGTCCTGAAATTAAGGGGCGTATTCGCCGAACCCAATATGAAATGTCG
+CAACGTCGCATGATGCAAGACGTACCTGAGTCTGATGTAGTTATTACCAACCCCACTCACTTTTCTATTG
+CGCTTAAATATGATGCAGCTGCTGGTGGTGCTCCAGTATTGTCTGCAAAGGGCGTTGATGAGATGGCTTT
+GCATATTCGCACTATTGCTAAAGAGCATCAAATAGAAATAATTCAATCACCGGCTTTAGCTCGTTCACTC
+TATTATACTGCCGAAGTTGGCGATGATATTCCCGAAGAATTGTTTGCTGCAGTTGCTCAAGTATTAGCCT
+TTATTTTTCAACTCAACGAACATAAAAAAGGTAAAGCTAAAAAGCCAACACCCGTTGCTAAAGAGTTACC
+TATCCCTGATGATTTTAGATATTAGACATTCCCTTCAATTTACTATCGAGATATCTGGTTACTTAAACGC
+CAATAATGTTTGCTCTTCTTTAATAAATTCAATGCACGCTAGCTTTTGGTATAAGAATTGCTAATTCATG
+GTTACTGTCAAAAAAACATCATGAAGTAGTAATGCAATTAGCCGCTTATTTTAATCAGTTTGATAAAAGC
+CAATTACGCCATTTAACTGGCTTAGGCACACCATTATTAGTAATGGCCGCACTAGGTATGATTATCTTAC
+CTATGCCTGCTTGGTTATTAGATATTTTATTTTCTTTTAACATCGCGCTCTCTCTCGTTGTATTACTTAT
+TACCGTTTATACCTTAAAGCCTCTTGATTTTGGCTCTTTCCCTGCCGTTTTACTGGTTGCGACCATCTTA
+AGGTTAGCGCTGAATGTGGCGAGTACCCGAGTAGTTTTATTAGAAGGTCATGAAGGACCTGGAGCTGCGG
+GTAAAGTTATTGAAGCATTTGGCTCGGTCGTTATTGGTGGGAATTATGCTGTTGGTTTAGTGGTTTTCCT
+TATCTTGATCATCATTAACTTCGTGGTTGTGACGAAGGGTGCAGGGCGTATCGCTGAAGTAACTGCACGT
+TTTACCTTAGATGCAATGCCAGGTAAACAAATGGCAATTGATGCTGATTTAAATGCTGGCTTTATAACAC
+AAGAACAAGCGAAAGAACGAAGAACTGAAGTAACAAGTGAAGCTGATTTTTATGGTTCTATGGATGGTGC
+CAGTAAGTTTGTAAAAGGTGACGCGATTGCCGGTATTTTAATCTTATTCATTAATATCGTTGGTGGCTTG
+ATTATTGGTATGGTGCAGCATGATTTATCTTTTAGCCGTGCTGTTGAGATATATACCTTACTTACTATTG
+GTGATGGTTTAGTCGCTCAAATACCTGGCTTGTTGTTATCAATTGGTACTGCAATTGTGGTCACTCGTCA
+AAATACGTCGCAAGACATGGGTGAGCAAGTAAGTAGTCAGCTGGGTCAAGAAAAGTCTCTTTACGTAGCA
+GCTGGTGTGATGTTTGTGATGGGCGTCATTCCAGGTATGCCTCATTTTGTCTTTTTGCTATTTGCTGCGA
+TCATTGCAGCAGCTGCATTTTTTGGCGCTAGGAATAAAGTAAATCTGAAAGTTGAACTGGAAAAACAAGC
+ACAAGATGAGATAGTTCAACACCAACAAAAAGAAGATGAAGTAAAAGAACTCGATTGGGATGATGTTAAT
+CATGTTGATGTTATTGGTTTAGAAATTGGCTATCGTTTAATTCCTTTGGTAGATAAAGCCCAAGGTGGCG
+AGCTACTAAGTCGAATTAAAGGTGTGCGTAAAAAACTATCACAAGAATTTGGCTTTTTAGTACCCGCAGT
+GCATATTCGCGATAATTTAGACTTAGATCCTAATAGTTACCAAATATCTTTAATGGGCGTTGTTGTCGGT
+ACGGCACAAATTAGACATGACCAAGAGCTTGCCATCAATCCGGGACAAGTATTTGGTCAGTTAGATGGCG
+TAGCAACGAAAGATCCTGCTTTTGGTCTTGATGCAACGTGGATTAACCAAAACCAACGTGAACAAGCGCA
+AACATTGGGTTATACTGTGGTCGATTCTGCAACGGTGTTAGCTACGCATTTAAGTCAAATATTAACAAAT
+AATGCCGCCCAGTTATTAGGCCATGAAGAAGTGCAAAACCTATTGGACTTACTGGCTAAAAACTACCCTA
+AGTTAGTTGAAGGCTTTGTGCCTGATACCTTAAGTTTAGGTACGGTTGTTAAAGTATTACAAAGCTTAAT
+GAATGAAGGTGTTGCTGTACGAGATATGCGCTCTATAGTTCAAACCTTGGTTGAATATGGACCAAAAAGT
+CAAGATGCGGAAGTCTTAACCGCTGCTGTGAGAATTAGCTTAAGAAAATTTATCGTACAAGACCTCGTTG
+GTGGAGCACAAGAAGTACCCGTCATAACTTTGGCTCCTGAATTGGAACAGATGTTGCATCAATCAATGCA
+AATGGCAGGAGATGATGGTGCTGGTATTGAACCAGGGTTAGCGGAACGCTTACAACAATCATTAACTGAA
+GGGTCAAACCAGCAAGAGATGGCTGGTGATACACCAATATTATTAACGTCAGGAATTTTACGACATGTTT
+TGGCTAAGTTTGTTAAATATACTATTCCAAGCCTACGTGTAATTTCATATCAGGAGATACCTGATGACAA
+ACAAATTAAAATAGTTAGTGCTATTGGGCAGTAACAATCAGTTAAACGTATGCAGGGCATCGTTATAACG
+TAGAGCTAAATAAGAGGTTGGGTATGAAAATCAGACGTTTTGTTGCCAAAGATATGCGCACAGCATTAGC
+GCAGATAAAAGAAGAACTTGGCGTTGATGCGGTTATCATGTCCAATAAAAAAATCCCTGAAGGGGTGGAA
+TTGATGGCTGCAGTTGATTACAACCAAGCGGTACCTCCTGCTCAGTTTTCAGAGAATAAACCTCATAAAA
+CTGAAGTACAGGAAAATACACCGAGTGGTAGAGAGATTAGCAACGACGTAGTAAAGCTTGGACAACAAAC
+ACCGGTAAACACTACACCCTCAAATCTTAATGAAAATAGAGTTGCGCAAGCACCTGCGGATAGTTTGTCA
+GCTTTACTTAATCGTCAAGTGCAACAGCCAGCCCCTCAACAATTAGCTTCACAACAAGAGCCCACTAACT
+TAGGCGATGCTAGCATTGAGCAGCAGTTAAAGAATTTTACCGACCGCCTAAGTCATTCAACTTCTGATGC
+TATGCCTAGTGAACTTCAACAACAGACAGCTAACACTGAAGCTGAACTATATAATAGTGATCATATTACT
+GCCAATATATCTAATAATATGTCATCTTCAAGCCCACTTGCTAAAGGTATGAATGATGATGCTCAAGTAT
+CCTCACAAGACTTTGCTAAAATGCAGCAAGAAATGGCTTCTATTCGTTCATTGTTAGAGCATCAAGTATC
+AGGTTTAATGTGGCAAGATATGGCACAAAAAGATCCTCAACGGGCGGTATTAGTAAATCGATTACTGGCT
+TTAGGATTAAATGAACAAATAGCGGATCAGATTGCAGGATATGTTCCTGAGCAATCACATGAGAAAGAAG
+CTTGGTTACAAGCAACACAACTTATCTCTCAACAAATTAATACTACACAGAATGATATAATCAATCGTGG
+CGGAGTCGTTGCTTTAGTCGGCCCTACCGGTGTAGGAAAAACCACTACTATTGCCAAACTTGCAGCAGGC
+TTTTCCCAAGTACATGGCAGCGATCAAGTTGCGCTTATTTCTACAGATACTTTCCGTATTGCCGGCTTTG
+AGCAATTAGCAACCTATGGAAAGATTATTGGTTGTCAGGTGAGTCTGGCTAAAGACAGTCAAGCGTTAGA
+TATATTATTACAGCAGTATTCGAAGAAGAAATTAATCCTAATCGATACTGCAGGTATGGGACAACGAGAC
+ATGCGCTTAGCTGAACAATTGACCGCATTAGTATCAAATGCTCGCGTAAGGATTCGAAATTATTTAGTCT
+TAGCGGCTAATACGCAGCAAGGTGTCATGCAAGAAAATGTAGATCGTTTTAAAAAAGTACCATTATCGGG
+TTGTATTTATACTAAACTTGACGAAAGTATCAGTATTGGTGAAATAATTACAACTTCGATTCAAAATGGT
+TTACCAATAGGTTATCTTACTGATGGACAAAGAGTTCCGGAAGATATTAAAGTTGCAAATGCTGAGAAAT
+TAGTTACCCTTGCAGATAAGATGGCGACTAAGTCAGTAAATAATAATGTCACTGTTTTACGGCCGATGCC
+TGTAGCACCCGCTGCAACGTTATAAGACTCTGGCTAATAGCTAAATATATATAATTAGAAGTAATAATTA
+AATGATAGATCAAGCGAGCGGCTTAAGAAAGATGCAAGGTTTACAACAAGTTAAAGTAGTAGCCGTGTCA
+GGCGGAAAAGGTGGTGTTGGTAAAACCAATACCTCGCTGAATACAGCTATTGCGCTAGGACAACTCGGCA
+AACGGGTTTTAGTTCTCGATGCCGATTTAGGTCTTGCAAATGTCGATGTAATGTTAGGGTTAAGGGTTAA
+GCGTAATCTATCTCATGTATTGTCAGGAGAGTGTGAACTTGATGACATTATAATTGAAGGTCCTGCTGGC
+ATAAAGATTATTCCTGCAACTTCTGGTTCACAATCAATGGTGGATTTAACGCCATCTGAACATGCTGGTC
+TCATTCGAGCTTTCAGTGAAATGAAAACACAGTTTGATGTATTGATTGTTGATACGGCTGCTGGCATTTC
+TGATATGGTCTTGAGCTTCACTCGTGCCGCGCAAGATGTCATGTTGGTGGTTTGTGATGAACCTACTTCA
+ATTACAGACTGTTATGCTCTGATGAAGTTACTGAGCCGTGATCATGGTGTATTTAAATTTAAAGTTGTTG
+CCAATATGGTGCGTAGTCCGAAAGAAGGACAGCAGCTTTTTGCAAAGCTAACTAAAGTAACCGATAGATT
+TCTTGATGTCGCAATAGAATTAGTCGCTGTGATCCCATACGATGAAAATATGAGGAAATCAGTTCGTAAA
+CAACAAGTTATAGTAGAAGCATATCCACAATCTCCAGCTTCGTTAGCTTATATAGATTTAGCAAAAAAGG
+TAAGCCAATGGCCAATACCTAAACAAGCATCAGGGCACTTAGAATTTTTTATTGAACAGTTACTGGCTAA
+TTAACTGACTAACTTAGCATTACTTCAGTGAGAGTAACATTACGTGGTAAAAGTGAATAGCTATAATAAT
+CAAATTGATAAAGCAGCTCTTCTTGAACAACAAACTGTTTTAGTCAAGCGCATTGCTTATCATCTTTTAG
+CAAGATTGCCAGCAAGTGTTCAAGTTGATGACTTGATACAGTCAGGAATGATTGGTTTATTTGAAGCGGC
+AAATAATTTTGATAACACTAAAGGCGCAAGCTTTGAAACATTTGCTGGTATCAGAATCCGTGGCGCTATG
+CTTGATGAAATACGCCGAGGTGATTGGACGCCGCGATCTGTTCATAAAAATAGCAGGATGATCAGTGAAG
+CGATAAAGCAACTTGAAGCACAATTAGGCCGAGATGTTTCTGATGTTGAAGTTGCTGAAAAATTAGATAT
+TTCACTGAAAGATTACCATCAGATATTGAGTGAAGTAAGTACAGGAAAAATACTTGGTATTGATGATCTT
+GGTGTTAATGAAGATGCTATTAAGCCAAGTGATGACTATATTGGAGATGATCCATATCAAAGTATTGAGC
+GAATAGCTTTTAAAAAAGGCTTAACTCAATGCATTAAGTCTTTACCGGAACGAGAAGCTCTAGTACTGTC
+TTTATATTATGATGAAGAATTGAATTTACGAGAGATCGGGCAAGTACTCGATGTGAGTGAATCACGGGTA
+AGTCAAATTCATAGTCAAGCGATGCATCGTTTAAAAGCACGTATGCAATCTTGGCAAAGTTAATTAGACT
+GTGAATAAGCTAGTGATAATGAGTATAAAAAATACCTAATTAGGTAAAATGAAAATGTTAGAAAAAATAA
+TTAATTTTGAATGTTTCGCCGGAGAGTGTCTTGGATAAAAATATGAAAGTACTTGTAGTTGATGATTTTT
+CAACCATGAGACGTATAGTTAAAAATTTGTTACGTGATTTAGGTTTCACCAACATTCAAGAAGCTGATGA
+TGGCAATACAGCGTTACCCATGCTTCAAGGTGGTGATTTTGATTTTGTTGTGACAGATTGGAATATGCCT
+GGTATGCAAGGTATCGATTTACTTAAAGCGATTAGAGCAGATGCTAATCTCTCACATATCCCCGTTCTAC
+TTATCACTGCAGAAGCTAAAAAAGAGCAAATCATTATGGCTGCTCAAGCAGGTGTTAATGGTTATATTGT
+TAAACCATTTACAGCCGCAACATTAAAAACTAAGCTAGATAAAATTTTTGAACGCTTAGCTTAATGTGAA
+GGCTTTAGTTAACAGTAAATTTGTTAGCTAAATTAAGGTGTTGACAAATATTCCATTAAGGACTTTGCAT
+GAGTATAGCTATGACAGGGCGGATTTCATTAGAGCAAGCAAGATCTTTGGTTGCTTTTTTGGAGTCTGAT
+GAGCAAGACGCAGCGGATGCGATTATTGCTGAGATTCAAAATCCAATCAATTCCGAACTTTTTGCAGAAA
+TTGGTAAATTAACTCGCCAGCTTCACGACTCTTTGACCAATTTTCAAGTCGATTCTAGGTTAAATGATCT
+TGCTACTACAGATATTCCTGATGCGAAAGAGCGATTGAATTTTGTTATTACGAGAACAGAAGAAGCCGCA
+AATAAAACTATGGATGCCGTTGAGGCGATATTTCCCGTAGTTGATACCATTGCTGAGCAAGTGGCAACTG
+TCAATCCTTCATGGACAAAGTTGATGAATAACGAGTTGGACTTGAAAGAGTTTAAATCGCTATGCATTGA
+TATCGATACTTTATTAAAAAATACCGGTAAAGAAACTCAACATATTCATAGCTTAATGACAGATGTATTA
+ATGGCACAAGACTTTCAAGACTTAACAGGTCAAGTTATTCGAAAAGTTATTGAGTTAGTTAGAGAAGTTG
+AAGAAAGTTTAATCAATATGCTGACAGCTTTTGGCCTGTCTGCAGAAAAAACGCAAGGACCAAGTAATCC
+TAAAGTAGGTGAAAACCTTGTTGAGGGACCAATTGTAAATGCAGCGAACAGAGATGATGTAGTAGAAGAT
+CAAGATGATGTTGATGATCTTTTATCAAGTTTAGGATTTTAAGGGGAATTACTGCATGTCTTTTGAAGCA
+GATGAAGAAATTTTACAGGACTTTTTAGTTGAAGCGGGTGAAATCTTAGAATCGCTCTCAGAAGAACTAG
+TTGAACTTGAAAACGATGTAGATAATGCTGAATTACTGAATTCAATTTTCCGTGGTTTTCATACTGTTAA
+AGGTGGCGCAGGTTTTTTAAGCCTTGGCGACTTAGTCGATGTCTGTCATGGCGCAGAAAATATATTTGAC
+TTATTGCGTACCGGAAAACGCTCTGTTAATGCAGAGCTTATGGACACCATTTTATCTGCCTTAGATACTG
+TCAATGACATGTTTGTGATGGTACAAAATAAGGAACCACTTGTTCCTGCAGATGCTACTCTACTCGCTGA
+ACTTGCCCGACTAAGTCACCCTGATGTAAGTACGCCAGCTGTGACTGAAGTCATTGAACAATCAACTCCG
+ACAAATGAAGAATCAAGCTCAAGTGATGAAATGAGTGAAGATGAATTTGAAAAATTATTAGACGAACTAC
+ATGGTTCTGGCAGTGTTTCGGCATCGCCAAATCTTAGTGAACCGGCTCCTTATTCGGCACCTACACCGAG
+TACTGATGGGGCAAGTGATGAGATTTCAGACGATGAATTTGAATCACTATTAGATGAATTACATGGACAA
+GGTGCTTTTTCAGTTGACGCTGCAGCTTCCACTAACAGCGCTCTAAGTACTTCTAGTGATGATATTGATG
+ACCTTGAATTTGAAAAGTTACTAGATGAATTACACGGTAAAGGTAATGCGCCTAAAGCTGTTGAAAGTTC
+GGTAACTAACAAGCCTGTTAGTATTCCAACTCCTTCCCCTGAAAAAGAAGTAAAAGCAAAGGCAGCGGTT
+CCTAAAAAAGTGGCTCAGAAGAAACCTGCTCAGAAAAAATCACAAGAAGAACCAGCAAAAGTTATTGCGA
+AAAAAGCAGCGGCTACACCAGCACCTCAAGGTGAAACAACGGTTCGTGTGGATACTAAACGACTTGATCA
+AATTATGAATATGGTCGGTGAGCTTGTTTTAGTAAGAAATAGATTAACAAGTTTAGGTCTGGTTTCTGAC
+GACGAAAATCTAAATAAAGCCGTAACCAATTTAGATGCGGTAACGACTGACTTGCAAGGCGCTGTAATGC
+AAACACGCATGCAGCCAATTAAAAAAGTTTTTGGTCGCTTCCCTCGTGTTGTACGTGATTTAGCGCGTAG
+CTTGAACAAAGATATTTCATTGATTTTGGAAGGTGAAGAGACCGATTTAGATAAAAACTTAGTGGAAGCT
+CTTGCTGATCCTTTGGTGCATTTAGTTAGAAACTCAGTAGATCATGGTATTGAAGCGCCAGATACTCGAG
+AAGCCATGGGTAAACCTAGAGAAGGTACGGTACTTCTTTCAGCCTCGCAAGAAGGTGACCATATACTGTT
+AACCATAAAAGATGATGGTGCAGGAATGGATGCAGAAAAGTTGAAAAATATTGCGATTGACCGCGGTGTA
+CTTGATGAAGAATCTGCAGCTAGAATGTCTAATAAAGAAGCCTATAGTCTTATTTTTGCCCCAGGATTTT
+CGACCAAAACTGAAATTTCAGAAGTTTCTGGTCGTGGTGTTGGTATGGATGTTGTCAAAACCAAAATTAC
+GCAGCTTAACGGTACTGTCAATATTGACTCAGAATTGGGTGTTGGTACTATACTCGAAATCAAAGTGCCA
+TTAACTTTAGCTATACTGCCTACATTGATGGTTGTTGTCGGTAAACAAACCTTTGCTTTACCGCTCGCTT
+CAGTCAATGAAATTTTTCATCTAGATTTATCAAATACAAATAGTGTTGATGGACAATTAACCATTATCGT
+TCGTGAGAAAGCGATTCCACTGTTTTATCTAGATCAATGGTTAGTGCGCGACTTTGTTAAAACGTCTCGT
+GATAAAGGTCACGTAGTTATAGTACAGCTTGGTAATCAGCAAGTAGGTTTTGTAGTTGATAGCTTAATTG
+GTCAAGAAGAAGTTGTTATTAAACCACTTGATAGGTTATTGCATGGAACACCAGGGATGGCAGGTGCTAC
+GATCACAAGTGATGGTGGTATTGCACTTATTTTAGATATAGCTAACATGCTTAAATTTTATGCGAAAAAG
+TCACCGATTAATAAAAGATTGCGAAATTAGTGAATCACAAGTAAATCACTTAAGTATATTGCAATAGTGT
+GAATATTTAGTGTAAATATAAATAGCATAAGCAGAGAGATTAAATGGCCTACAAGGTACTTGTTGTTGAT
+GATTCTAGTTTTTTTAGACGCAGAGTTACTGACATCCTTAATAAAGATCCAAAATTAAACGTTATTGATG
+TGGCCGTTAACGGTCAAGAAGCAGTAGATAAAGCTTTATTGCTTAAACCAGATGTTATTACGATGGATAT
+CGAAATGCCAATTCTTAATGGCATTGAAGCCGTAAGAAAAATTATGGCTCAATCTCCAACATCAATATTA
+ATGTTTTCATCCCTAACCCACCAAGGAGCGAAAGCAACCTTAGAAGCACTTGATGCCGGGGCATTGGATT
+TTTTACCGAAAAAATTTAGTGAGATAGCTAAAAATAGTGATGAAGCTGGTAGCCTATTACGCCAACGAGT
+CGTAGAAATAGCGAGAAAATCTGAATTTTCAAAACAACGCACACGTACTCGGCCAGCGGCAGTAAATATT
+AGTCCAAAGTCTTCAAGATTAATTGCAGATCAACATAGGCCATTAGCATCAACTTCTTCTTTAGTAACTA
+AAGATAAAAAAGTTATGGCTGCTATTACTCGAAGCTCGGGTAAAGAATATAAATTATTGGCAATTGGTAC
+ATCAACAGGTGGTCCAGTAGCCCTACAAAAGATATTAGTTCAACTTGAAGAGAATTTTCCTTTACCAATC
+ATAATCGTTCAGCATATGCCAGCAGCATTTACAGCAGCATTTGCTAGTCGCTTGAATTCTTTGTGTAAAA
+TATCGATTAAAGAAGCCGCTGATGGGGATGTTTTAAAACCCGGTTGTGCTTACTTAGCCCCAGGTGGGCG
+ACAAATGCTTATTTCCGGTAGTGAAAATTCAGCAAAGATTAAAATTTTAGATGATGACTCTCCCAAAATA
+ACCTTTAAACCTAGTGTTGATATTAGTTTTGGCTCAGCCGCAAAAACATTTGCTGGCAAAGTTTTAGGAG
+TGATTTTAACTGGAATGGGCTCTGATGGTAAAGAAGGAGCCAGAATGTTAAAAGCTAAAGGGGCAACTAT
+TTGGTCTCAGGACGAGCAGTCCTGTGTAGTTTATGGTATGCCTCAGGCTATCGACAAAGCAGGAATATCT
+GAATTATCTCTCTCTTTGGACTCTATGGCTGCATCGATGGTAAAGGAAATCAGTCGTGGATAAGTTGAGT
+ATTGCGGGACTCACCATTGCTATTCTAGCTGTTTATATAGGCTTTAGCTTAGATGGTGGTCATTTATCCG
+CTTTATTTGAACTTCCTGCATTCATCATTGTATTTGGAGGCACCTTAGGTGCGGTCATGTTGCAATCTTC
+CATGGTGCAATTTACCCATGCAATATCACTGCTTAAATGGGTTTTTTACCCTCCAAAATATGATATTGAG
+CAAGGGATTAGCGAAATAGTAATATGGGCAACAAAAGCAAGAGAGAAAGGCTATCTCGCACTAGAAGATA
+CTGCGCTGGAAATTGAGGATAGCTATACTCAAAAAGGTTTAAATTTATTGGTTGATGGCATCGAACTTGA
+AAACTTTCGAGTTGCTTTAGAATTAGATTTAGATATTTATCGCGAACACAATTTACGTTCGGCTAATGTT
+TACGAAGCAATGGGGGGCTATAGCCCAACTATCGGCATCCTTGGTGCAGTGCTTGGTTTAATTCATGCAA
+TGAGCAATTTAACTGAGCCAGCACTATTAGGGCAGGGAATTGCGACCGCTTTTATTGCCACAATATATGG
+TGTTGGTTTTGCAAATTTATTTTATTTGCCTATAGCGAATAAAATTCGAGCTATAGTTCACGAACAAACC
+ATGTATCGTGAAATGATTTGTGAAGGATTAGTATCTATTGCTCATGGAGAAAATCCTCATGCAATAGAAA
+ATAAATTATCAGCCTTCAGGTTAGAGCAATGAAGCGTGTGCGTAAAAGAAGAGCCGCGGTAGAACATGAT
+AATATTCACCGTTGGTTGGTCTCTTATGCCGACTATATGACCTTGATGTTTGCCCTTTTCGTGGTGTTAT
+ACGCAATGGCAATGGTAAACGAAAAGCCTTTTGAAAGTATCACAGAGTCCTTTGGTCGAGTGTTCCAAGC
+TTCGGAAGAAGAAACTAAAAATAGAGGTCATGGTGATGGCGTTTTAATGGTTAATACCAGTAAAACGAAT
+ATCAAATTATATGGCAATGGTATCTTAGATATTGCTGGGCCTGAGTTACTCGATAACGAAAAAAACTTGT
+CAAACATCTCTGATGCAAAGGTAGGCAGTAATTTAAGTTCTTTAGAGAAAGAACTTCATACGGCTTTATA
+TGAACTTGTTGAATCCGGTTTCGCACAATTACAAATTGATGGTGATTGGTTAGAAATTGAATTAAATAGT
+GGTTTACTCTTCCCCAGTGGTTCATCATCAGCCACTCTCTCCGCTGAAGCTATTTTGACAGTGATTTATG
+ATGTGATTGGTCAAGCAAGTAATTTCATTCGGGTAAGAGGGTATACTGATAATCAAGTCATTAATAATGA
+AATATATTCTTCAAATTGGGAGTTGTCTGTTTTTCGAGCTACCGCCATTTTGAGAGTTTTAGAAAAATTA
+GGACTAAATCCCGCTCGTATGGCTATTGAAGGATATGGACAATATTATCCTAGTGCAGATAATTTAACCT
+CTGAAGGCAGGGCAAAAAACAGGAAAGTAGTTGTTGCTATTTCAAAGTATGGCTTAGAAAAGGCCAACTT
+ACTGCAACCGCCAACAATCGCTTTACCAGATATTGAAAAGGTAAAGATAGCGCAAGATTCCAATGAAATA
+GATCTAGACGGATCAAATGATATCAAGGTTATTAGGTTAAAAAATGGTGGTATTCGTATCACAACTCGAA
+ATGAAAATGATGTAGACATTGATAATAACCCTGAATAACCTTTCTCGTTGATTACAAAATATTGATAAAG
+AGCAAATGATCGCAAAAGTGATTCATAGAAGTTAATTTAAAATAAGTGAGTAGTGCTCTTGGTAGTTTGG
+ACAGTTGCAAATCAAAAAGGTGGAGTTGGTAAAACTACTACAACGATAGCACTTGCTGGTATTTTAGCTG
+AGCAAGGACATCGAGTCTTATTGATTGATACTGATCCCCATGCATCATTAAGTTATTATTTTGGTATTGA
+GTCAGAAGATTTAGACCTGAGTGTCTATGAGTTATTTACCCAGGTATCATCAAGGGAGCAAATTCTACAG
+ACCTTATGCCCAAGTCAATACCCTAATATCGACATTTTACCCGCTACTATGGGCTTAGCTACTTTAGATC
+GTTCATTAGGTAACAAGGGTGGTATGGGCTTGGTACTAAAAAAAGTAGTACAAAAAGTAGCAGATAGTTA
+TGATTATGTATTGATGGATTGTCCACCTGTACTTGGTGTGCTTATGGTAAATGCCTTGGCCGCCGCCGAC
+CGAATTATTATTCCGGTTCAAACTGAATTTTTAGCTCTAAAAGGTTTAGACCGCATGATTAGAACTATGG
+AAATTATGCAAGGAGAGCAAGATGCTCCCTTTAAATATACAATAGTGCCAACTATGTTTGATAAAAGAAC
+AAAAGCCTCAATTGTGGCCTTTAAAAAGTTACAGGAAGTTTATACTTATAAGATATGGCCTGGAGTGATT
+CCAGTGGATACTAATTTTAGGAATGCGAGCTCTGAGCAAAAAGTGCCATCAGATTATGCTGCCAACTCTA
+GAGGCACGTTAGCTTATAAAAGTTTATTAAATTATTTGGTCAAGCAGTGCATGCAGCACAAAGAGGTTGA
+ACGCTAAATGAGTAAATCATTAATGGCTAGTAAAAAGGTAATGAAAAATTATTTATCTGAACTACTAACT
+GAGCCTGAGGTTGTTGAAAGCTTATCGCAACCAAGTATTGCTGAACAAGCAATCAGTAGACCATTAGCGC
+ATAAAGAAAATCAGTCTTTAGAAAACTTATTAAAAACAGTAAATGAACCGAAAGAAAATACGGTCAAAAA
+AGAAGTAAATGTTAGTTCTGTTTCAAAGACTGATTTGTTACCGATTGAGACAGATAAAAACAGTGCAGAA
+AAGCATAGTTCACCACCGAAAAGTTATCGACAAGGTGACTTTCAAGCAATGTTTTTTAAAGTAGCAGGTT
+TAACCATTGCAGTTCCCTTAATCGAATTAGGTGGAATTCATAAAGTTGACAAAACAACTAGTTTAATGGG
+GAAACCTGACTGGTTTAAAGGAGTGATGCTGTATCGTGATGAAAAAATTAATGTTGTGGATACCGCATTA
+TGGGTTATGCCAGAAAAATGTGATCAAGCATTAAAAGACTCACTAAATTATCAATATATTATCATGCTTA
+ATGATAGCTCTTGGGGACTGATGGCTGAACATTTAGTTGATACAGTCGTATTGTCTCAAGATGAAGTTAA
+ATGGCTAGATTCTAGCGATAAACGCCCATGGTTAGCGGGCTTAGTCAAAGAAAAAATGTGTGCCTTACTT
+GATGTAAGTGCTTTGATTGAATTGCTTGATAAAGGCAGTGATATCTATCAAGAATAGTAAATGGTCCCTA
+TCTAATTTATAGTCGAATTAAAGTAAGATATTTGAGAGGCGAGTAATATGTCAAATGAAAGACGAAGTGC
+AAGTGATAAAGTAGAAGCTAATGATGAGGTATTACAGTGGGTTACCTTTAAGTTAGAAAATGAAACATAC
+GGCATTAATGTAATGCAAGTACAAGAGGTCTTACGCTATAGTGAAATAGCTCCAGTTCCCGGTGCTCCTC
+TTTACGTACTTGGTATTATTAATCTACGCGGCAATGTGGTCACCGTTATAGATACCCGATCTCGGTTTGG
+TCTTGAACCATGTGATATTACTGATAATACCCGTGTTGTAGTGATAGAGTCAGAAAAACAAGTCATAGGT
+ATTCTAGTCGATAGTGTTGCTGAGGTTGTTTATTTAAAATCATCAGAAATTGATGTAGCACCAAATGTTG
+GCAATGAAGAAAGCGCTCAATTTATTCAAGGAGTGTCTAATCGTGATGGCGAGTTACTTATATTAGTCGA
+CTTAGATAAATTACTTTCTGATGATGAGTGGGATGAGCTTAAACAGTTCTAATTATATCCTTACTTCATG
+TCTATGATTATTTGACAGAAGAAAGTCTGTATTTGCAGACTTTTTATTTTGTAATTATGCAGATATGCAA
+TATTTCGTTTAATTTTATTCAAGGCAAACGTTCTTAATGTCATTATTAGCCGTACCAATTATTGCTGTGC
+TAGCCTTATTTCTCGTGTTGCTCACTAGTATATTTTTATTTGTTTATATAAATAAACTTAAGAGTAAAAT
+TGAAATACTTAATGTACAAATGCAAAGTACTTGTTTACAGGTGGATGAATTACAAATAGTAAATAGTAAG
+TTGCAGCATGAATTTGATGAAATGGCAGGCAATAATGAAAAACGTATTGCTGAAAATGAACAAGTCTCAA
+AACAGTTAGAACATCGGATTAAAAGTTTACAGCACCAAGCTATCGAGCAACAACAGCTAATAACACAATG
+GCAAGAAAGCCAAGGACAGGATAAGTTTTATAATCGTGCTTTTAAATTAGCGGCAAAGGGAGCTGATATT
+GAAGAGATTATGAGTGAATGCGAACTACCACGAGCAGAAGTTGAAATGCTACTTTCAGTTTACATGCAAC
+GTGCTCGCTCCAAGTAAATAATTGTCCCCACCAATACCTATTGTCATACCTAATGTAATAAATATTGTAA
+ATCTGTACTCAAACGTTATTCACTCAACTGTGCATTATATGTTAAAGTGCCATCGTTTTTATTACACCTC
+TATGTAACGGCAAGGACTTAAGCCCTGTGAGCTCAGCTATAACGCTATATTTTCGACTTCTTATATTAGT
+TTCGATTCTCATTCTTTCTGGATGTTCAACCACGTCAGAGCAGCAATCTCAAGATGAGGTAAATGAATCT
+GCTGATGTCAGCGATCCAAGAGATCCCTTTGAAATTATAAATAGGCCATTTTGGACGTTTACTTGGGATT
+ACGTTGACAAATATATAGCTAAACCTGCTTCAGATGTATACACCACTTATACGCCACCATTTTTACGTAC
+TGGTTTGTACAATATGGCACTCAATTTAAATGAACCTGCGAGCATTATTAATAATGTGCTCCAATTAAAG
+TTCACTGACGCGGCGAAAAGTACCGGTAGGTTTGTGCTGAACTCAACTATTGGTTTATTTGGCTTTTATG
+ATCCAGCGAGTGATTTTGATTGGTCTGGTGAACAAGAAGAGTTTGGTGAGGTCCTCGGAAGTTATGGCAT
+TGGCGATGGACCATATTTAGTTGTTCCTGGTTTAGGCCCAAGCTCTGTTCGTGAGGAGGTAGGTGATTAT
+GTGGATCGTCTTTATTGGCCGTTAGCTGTCATTGATTTTTGGCCTAACATTGTTCGTCTAGGGATATTAG
+CATTAGAGAAAAGATCGGCAGTACGAGACCAAGAACAATTAATAGTCGAGTCTGAGGACCCTTATGAGTT
+TATTAAAAATGCATACTTTCAAAATATGAATTTTAAACTCTATGATGGTAATCCACCGATCATAATTAAT
+GAAGCTGAAGAAGCTGAAATAGACGCATTTCTCGATGAATTTGATGATATAGACTAATTTTAGAATAAAC
+GAGTACCTATGCCGATAACTATTTGTTAGAATTGCGGCAATTTTTTATACACACCCTATTGGAATTATTA
+AATGAATATTATTGAAGGTTCGTTTGAAGCAAAAGGCAAGAAATTTGCTATCGTTGTATCGCGTTTTAAT
+CACTTTATAGTTGATAGTTTATTAGACGGCGCTGTTGATGCCCTTAAACGTCATGGTAATGTTAATGACG
+AAGATATTACTATCGTTCGAGTACCTGGTGCATATGAGTTACCTCTAGCAGCTAAAAAAATTGCTAAAAA
+AGGCGAGGCGGATGCAATTATTGCCATCGGTGCTGTTATTCGTGGTGGCACTCCGCACTTTGATTTTGTT
+GCGGGTGAATCTAATAAAGGTTTAGCACAAGTTTGTTTAGAATCTGAGATTCCAGTTTCATTTGGTGTGA
+TTACAACCGACTCTATTGAACAAGCCATTGAACGTGCAGGTACTAAAGCTGGCAATAAGGGTGCTGAAGC
+TGCTCTTGGTGCATTAGAAATGGTTAATGTATTAGCTCAAATTTAATTTCTGAACTTAAGAAAAGTGGAA
+ACATATTGTGAAACCTTCTCCTAGAAGAAAAGCCCGTGAACTAGCTGTACAAGCTGTATATTCATGGCAA
+GTTAGTAAAAATCCTGTAAATGATATTGAAGTTAACTTTATCGCAGACAACAGTAAACGTCGTTTTGATA
+TTGAATATTTTCAATTATTATTGCGTGGCGTAACCACCAATATTGGTTCAATAGATGAGGCTATCATTCC
+TTATGTAGACCGTCCCCTTGATGATATTGACCAAGTGGAAAAGGCTATCTTACGCGTGGCAGTATTTGAA
+TTAAAAGACTGTACCGATGTACCTTATCGCGTAGTGATTAATGAAGCTATAGAGTTAGCTAAATCATTTG
+CAGCGGATGATAGTCATAAGTTTGTTAACGGTGTTTTAGATAAAACCGTTAAATTAATTCGCCCTCAAGA
+ATAAGTTACTAGTATTACACTATTAGTAACTAAAGGCTTAGCATGAAAGAGTTCGAGTTAATAAAGCATT
+TCTTCACTAAACAAGCAGTTAAACGGAAAGATGTTGTGCTTGGTATTGGGGACGATTGTGCTGTTTTATC
+ACCTATTGAGAATCAAAATATAGTGGTAACAACAGATACATTAGTTGCTGGAGTACACTTTCCATTTGAT
+ACTAGCCCACGAGCTATAGGTCATAAAGCCGTTGCAGTTAATTTATCTGATATTGCTGCGATGGGAGCTA
+AGCCAAGTTGGTTATCTTTAGCAATAACGTTACCTAACATAGATGAAGCTTGGTTAATTGAGTTTTGTGA
+AGGTGTCTTTGAATTATGTGAGTTTTATAACGTAGAGCTCATTGGTGGGGATACCACACAAGGTCCGTTA
+AGTATAACTATTACTGCCCAAGGTCTTACCCCTGAAGGTAGTTATTTATCTCGTTCTGGTGCTAAATCGG
+GTGATTGGCTTTATGTCACTGGTGAACTCGGTGACGCCGCGTTAGCTTTACAGCAAATAACCGGTAAAGT
+AGATATTGAACCACAGTTTATCGATATTATAAAAAATAAGCTCGATTATCCCAAACCGCGTGTATTAGCG
+GGGCAAACACTTCGAGAATATGCTTCTTCGGCCATTGATCTTTCTGATGGACTAATTGCCGATTTGGGTC
+ACATATGTCAAGCCTCTAATGTTGGCGCGAATATTGTTCTTGATGCTTTACCCCTGTCTAATATTATGCG
+AGATAGTTTACTTACGGATGATGCCATTACCTTGGCTTTATCAGGCGGTGATGATTATGAACTATTATTT
+ACAGTGAACGAAGATAACAAAGTGGGTATGGAAACGGCAATGTCTCATGCTGGTACACCTGTGACATGCA
+TTGGTCAATTAAACGCATCGCAGACTATTTCGACCACATTGAATAATAAGCCAGTTCCGATTAATACTGC
+AGGTTTTGAGCATTTTTCCGAATAGCTTCTTTGTAATATATTAATCATTAATCATTAAGCAATTATTATA
+TGTCGGGTAAAAATACAAAAGTTAACTTTAACCTCGCTAATCCAGTTCAATTTTTAGCATTAGGTTTTGG
+TAGTGGCCTAGCACCAAAAGCACCCGGTACTTTTGGTACACTTGCGGCGGTGCCATTATTTTTATTAATG
+AGCGGCTTATCACCATTACTCTATGGTTCACTTGTATTCATTGTTTGTATCGCAGGTATTTATATTTGTG
+GTAAAGCGGCAAGCGATGTTGGCGTTCATGACCATGGTGCAATTGTCTGGGATGAATTTGCTGGTTTTTT
+TATAACTATGTTTATGATACCGGTAAGTTGGCAGAGTGTTCTAGTCGGCTTTATCTTATTTCGAATTTTT
+GATATAGCTAAACCCTGGCCGATATCTGTTGCAGATAAAAAACTAACTGGCGGCTTTGGTATTATGTTTG
+ACGACGTGTTGGCTGGATTATTTGCACTAGGCATTATGCATATTATTTTCTAACGAGTTAACTATTCCTT
+GGTAATCGTTCTGTTCTTATATGAAAAATCAAAAGGTTAGGCTTGTTGATATTTAAAACAAGCACTATCC
+TTTGTTTTCATTTAAATCAATTTACATTACATAAATTTCAACCTGAAAAATATCTAGCCCCCCGATCTAA
+CAATTAGTTGTCATTTTCTTCATTTCTTTATTTTAGATCAATAGTATTTTAGCTGCTTTTGCGCTATTTT
+TAATGCTAGGTGATTTGTGATGCTCCGAAATCGGTTGGTGTTAGTATTTTATAAATATTTTACATACCGA
+CTTGTTTTAGCAAAACTTGCCCTCAGGTCTATTATTAAGTGACACATTGTTATTTTGATAAAATGTCATT
+TAGGTAAATTAGTCTTTAAGTAATAGTAAAAAAGGAATACCTATGAAAATAAATCTTTCTGGTCATCACG
+TAGAAGTTAACGATTCAATCAAAGAGCATATCGAAGAAAAATTCTCTAAAATAGCAAACCACTTTCCAAC
+ACTAATTGCCTTAGACGTAATTATTTCTAAAGAACACCATAAACATCAAGTTGAGTTAACTACAACTTAT
+GAGGGTGGCCGTATTTCCGCCACTGGTACTGATGAAGTTATGTATCCCGCTATTGCTAGTGCAGCAAAAA
+AACTAGATGCGGCGCTTAAACATAGAAAGGGTCAACTAAAAGCCAACTTACATACCAAACCAGATCCTAC
+TACACCTGAAATTGCTCATGAAAAAGTTCAAGAAATGAACTTAGCTTAAAGCTAAAAAAGTGTACATCAT
+AAAAAAGCTGCTGAACTTTGTTCGCAGCTTTTTTTTTGTCAATAATTTATACTATTCTCTAGTTATACCA
+ATGGTAATAATTTATTGATAACTTAGCGAGAATTAAAAGGCTTACAGGTAAGGCATTGATTGAAGAGAAT
+GGTTACTCCCTTGTCAAAATCAATAACGCCGCTTGTAAACCTTTTAAACTCGCCCTTCGGGAGCTCATTA
+GCATGCTAATAACATCACAAAATAAATTAAATATAGACTAACTATGTTTAAATTATTTTGCTTGTTTTAA
+GCTCGTTAATGTAACTCTAAGCTGACCAATAAATTAATACTATTGGTATTAGTACAAATAATTACTGTAT
+TGAATACAGCCTGTGTAATAATCAACATAATTCATAATAAAGCATTAACCTTAAAAGGAATAATTTGATG
+CTCAAGCGCTTTTTTAAAAACACTACCCGATCTAACCTAACAACGAGTAAGTTTGTAGTTTTTGGACTTT
+TATCCCTAACACTTACGGCTTGTAGTAAGGAAGAAGTTAAGGTTAAACCTCCAGCACCTGCAGTTTCTGT
+CTACTCAATCCAATCCCAATCTATTGGCGGCTATCGTGAATTTGTCGCACGTACAGAAGCGTCTAAAGAA
+GCTAATTTACGAGCTCGAGTTGAAGGCGAATTACTTGAACGTCGTTTTCGTGAGGGGAGTTTTGTTGAAA
+AGGGTCAAGTGTTATTAAGAATAGATCCAGCTGCCTATGAAGCGGCCTTATCATCTGCAAAAGCTGATTT
+AAGTTCGAAAGAGTCTGGTGAAGAAAATGCCAAACGTAATTTAAAGCGAGCAAATGATCTTATTAATGAT
+GGTTACATTTCACAATCAGACTTTGACCGATTAACAACAGAAGAGTCACAAGCAAAATCGGCTGTTAAGT
+CTGCACAAGCTGCACTTGAACAAGCTGAACTTGATTTAAGCTACACCACAATCACAGCCCCTTTTAGTGG
+CCTTATTGGTAAAGTGAATTACAACGTGGGAAATATTGTTAGCCCTACGAGTAATACTTTGGCTACTCTC
+ATTATTAGTGATCCTATTTTTGTTAGTTTTCAAGTGGAAGAAAGCACCTACGTCTCATATCAACAAGAGC
+ATCAGGGGTCGAATAGTGACGAAGGAGGTGAATTTGATATCTCTTTGCGCTTACCTAACAATTCAGAATA
+TCCAGAGCATGGAAAGTTAGATTTTGCTGATACTAAAATTTCCGAAGGCATGGGAACAGTCGAGCTGAGA
+ACTGTTTTCCCGAATCCTCATAACATCATTATCCCAGGCTTGTTTGTTACCTTGATTCTTGAAAGTAAAA
+GTAAAGAAGAAATGGCGTTAATTCCACAAGCGGCAGTACAAGAAGGCCAACAAGGAAAGTTTGTTTTAAT
+TGTCGATGAAAATAATACAGTAAAACAACGTCACGTAGTGCTAGGTAGAAGAATTAATGCCATGTGGGTT
+GCAGAAAAGGGTGTCTCTATTGGTGAAAAAGTCATCGTTGAAGGATTACAAAAAGTTCGTTCTGGAGTTG
+AAGTTAGAGGCGTTGAAAAGCATGTTGATCCAATCGTCGGTACAATATCAGATATTGATGATAAATCAGT
+GGACTCTTCAAAAGTGACTGAACCAACCATTAGCCCTAGTGCTACAACTGATAAGTAATCAAGGACGATT
+TTATGATCAGTAAAACTTTTATCAATCGGCCTAAATTTGCGTTTGTAATATCTATCGTTATTACACTTGC
+TGGTTTAATTGCCATGAGTGTACTTCCCGTAAACATGTACCCGGAAATAACACCGCCCCAGGTTCAAATC
+TCAGCTGTCTATCCCGGAGCAAGTGCGCAAATTGTAGAAGAATCAGTCATTAGGCCTATTGAAGAACAAA
+TCAATGGTGTTGAAGATATGATGTATATTGAATCTTCAGCTTCCAATAATGGTAGTGCTGTAATCACGGT
+ATTTTTTAAAGTGGGTACCGATGGCGATATTGCGCAGGTTAATGTGCAAAACAGAGTCGCACTGGCAACG
+AGTTCATTACCCTCAGAGGTAACACGCCAAGGGGTTGATGTTAAGAAAAAATCCAGTTCGATGTTATTAG
+GTATTAATCTATTTTCTGAACAAGAAGGTATCAATCAGCTTTTCTTAAGTAACTATGCGACTAATTATCT
+AACTGAGCCGTTAGGACGCATTAAGGGTGTTGCTTCTGCAGAAGTGATGGGTGAAATGACTTATAGCATG
+CGCGCATGGCTAAACCCAGAACGTATGTCATCACTCAGTATTACCGTTACTGAAGTGCAACAAGCACTTC
+AAGAGCAAAATATGATTGTAGCTGCAGGTAAGTTAGGTGCTAGCCCCACGTTACCAAATCAGCAGTTTGA
+GTATTCTATCCAAGCAAAGGGTCGTTTACAAACACCTGAGGAATTTGGTCAAACGATAATACGAGCTCAG
+CGCAATGGTAATTTTATTCGTTTAAATGACATTGCTCGTTTAGAACTTGGCGCTGAAGACTATTCAACAC
+AAGCAAGACTAAATGGTAAAGAAACAGCTTTCCTTGTTATTTATCAATTACCTGATGCTAACGCCACAGA
+GGTTGCTTCTTTAGTCAAAGCTGAAATGGCAGAACTCTCTCAACGTTTTCCAGACGGTCTAAAATATGTC
+ATTCCTTACGATACCACTAAATTTATTGACCGCTCAATTGAAGAGGTTGTGGTTACTTTATTTCAAGCAA
+TCGTCTTAGTTATCTTAGTTGTCTTTTTATTCCTACAAAATTGGCGCGCGACTATTATTCCCACCCTTGC
+AATACCAGTATCTCTTATTGGCACCTTTGCTTTTATGGTTTTGATGGGATATTCAATTAACACGGTTACG
+TTATTTGGTTTAGTGCTCGCCATTGGTATCGTTGTTGATGATGCCATTATCGTTATTGAAAATGTTGAAC
+GCATATTAAAAGAAGAACAACTTCCCATTAAAGAAGCGGTAACTAAAGCAATGGACCAAGTTTCTGGTCC
+TATCATTGCGACTACCTTGGTTTTACTGGCTGTATTTGTGCCTGTTGCCTTTATGCCAGGTATAACGGGG
+GAGTTATACAAGCAATTCTCTGTGACTATTTCTTTCGCAGTACTGATTTCTTCATTAAATGCACTAACAT
+TGAGCCCTGCGTTATGTACTGTGCTTTTAAGCGCAGAAAAAATGAAACCAATCACTTGGTTACTGCCATT
+TGAGCGCCTTATCACTAAGGCAACAGGAGGTTATACCAAGACTGTTGGCTTTATGCTCAAGCGACTTACT
+CGAGTTGGACTTTTTGTCGGTTTAATTTTCATTGGAGCAGGTTGGTTAACTACCGCCGTTCCAACGGCAT
+TTTTACCTGCGGAAGATCAAGGTTATCTTTTTGTGGATATTCAGTTACCAGATGCCGCGTCAAGTAATCG
+GACTCAAGCCGTATTAGACAAAATAACACCCACTATTTTAAATGATGCTGCCGTTGAGGATATCATCACC
+GTATCAGGCTTCTCATTACTTGGTGGTGCCGGTTCGAATAATGGTCTTGCCATAATTCTTCTTAAAGATT
+GGGAAGAACGTACTACACCAGAACTTGGATTGAAGCAGATAATTCCTCGTCTGATGGGGCAATTATGGAC
+TATGCCAGATGCTCAAATTATGGTATTTAATCCGCCACCTATTCCCGGTTTAGGTAATAGCTCAGGTTTT
+GATTTTAAATTACAAGACAGTGAAGGGCGAGATCCTGCCGAATTAGCACAAGTAATGAATGGCCTTATTT
+ATGAAGCCAATCAGCGACCTGAATTATCACGTGTGTTTAGTACTTATCGCGCCAATGTACCGCAGTACTT
+TTTAGAAGTAGATCGCAACAAAGCGAAAGCACAAGGTGTCGCTTTGTCTGATATTTTTGCGACTTTACAA
+GCACAGTTAGGCTCTTTATATATTAATGACTTTAGTCAGTTTGGTCGTACTTACCGTGTGACAATTCAGG
+CAGAAAGTCAGTATAGAGCTGAACCTTCAGATCTTCGATATTACTTCGTTCGAAATAAAGACGACGAGAT
+GGTACCGCTAACTACTCTAGCAAGTGTTAAGCCTATCTTAGGGCCTACAACTATTAGTCACTTTAACTTA
+TACCGTAGTGCTAGCATCACAGGTAATGCTTCTCCAGGATATTCCTCAGGGCAATCTATTGATGTGATGG
+AAGAATTAGCTAGTACATTACCTCAAGGGTATATTTATGAGTGGTCAGGGCAGTCGAAACAAGAATTAGA
+AGCGGGTAATCTAGCACCCATATTATTTGGTCTTGCTATTATCTTTGTTTACCTATTTTTAGTGGCACAG
+TATGAAAGCTGGACTATTCCGTTCTCAGTTATTGCCGCAGTACCTTTAGCCTTGTTTGGTGCTATGTTGG
+CGCTTTATACAGTAGGCATGGCTAATAATATTTATGCACAAGTTGGTTTGGTCTTATTAATAGGTCTTTC
+GACTAAAACTGCCATTTTGATTGTTGAATTTGCCATGGAACAAAGAGCGGCTGGTGAAACGATAATGAAT
+GCGGCACTTAATGCCGCTAAAATGCGTTTTCGTGCGGTATTGATGACAGCCTTCTCGTTTATATTAGGTG
+TTCTACCACTAGTTTTTGCAACGGGTGCAGGAGCTGGAAGCCGAGTTTCTTTAGGTATCACGGTATTGGC
+TGGTATGATTGCAGCCACACTATTTGGTACTTTACTTGTACCTTACTTCTACCTATTGATTCAACGTATG
+CGAGAAAAAATTAAAGGTAAACCAGATGTGACCTAGGGGTTCATCGAATAATCGCGCAACAAAAAGGGCA
+CATATTATGTGCCCTTTTTTATTTGTGGTTTCATAACATATTTATATCACTATGCTACGTTATCATCTGA
+TATGAATAACTATTGCTTATAACAGGTAATTAAAACTAAATAGTGATGTCATCGACTCTCTTGATTAGCT
+GCTACTCTTGTTCTTGTTCTTGTTCTTGGCTGCTATCTTCTTCTGCAAGTTTAGCTCTTTCGGCTTTCGA
+TATATATTTTGGTTTGTTGCTAGTATGCAACTTTGAGTTGGTTTTTTTTACTTTCTTTTTCAAAATATTG
+TTCATTTTCTTTTTTCTGTTCATGTTCTTATCTCGATATCTAAACTAAAAATTATTTTGGCTGCTAGTCA
+CTAAAAAATAAGGACTATAAGCATCAATGGTAAGTAGGGGTACATTACCGTTGGTTTCAACGAATTACTG
+ACATACTCTACAATGAGCACCTGTGTATTGGGGCGATTTTCCTGCCATTGCTTATACACTAAATAAGGCT
+TCATCGATTCGTTTGATTGTTCATCATTATGAATGTCTAATTTGTTTTCTATTGCTATTATCGCATTTGC
+TGTTCTCTGCTGAAAGGTTTTCCATATACCTTCTTGTAACCACAGCGTTGCCAATATTAGGAATGTAACA
+AAAGTTGCTACAGAAAAAGTTAAAGCAAACAGGGTGATAGCCGTTGCAACAAGCTTGATTATTAACGCAT
+AACTTTCATAATTCTCATGATTGTTGTGTAAAGTTCGCCATTGCTCTACTAATAACTGTTTTGAAACTGT
+TGTCATAGGTTGAATATACTGGGGTTGTACAAAAATTACTGTTATTATGCGCGCATTATCTATCTCATGA
+AAGTTTTCTTATCTTTGTATTGATAGCTTTCTTATTTTTTGGCTTAGTTTTTGACTAAGTCGCTATAAAC
+CAGAGGCGTTTATTTTGAGTACTAATACAACTACTTCATCGTTAGCTTTTTCTTCGTTGAGCTTAAAACA
+GGATTTAGTTAAAAACTTATCGTCGCTTGGCTATGAGCAAATGACACCTATTCAAGCTAAAACCTTACCT
+GAATTGCTTAAAGGAAAAGATGTTATTGGCGAAGCGAAAACAGGCTCAGGTAAAACGGCTGCTTTTGGTT
+TAGCATTACTTAACAAATTAGAAGTTAAAAAGTTTCGCATTCAATCCATGGTTATTTGTCCAACCCGAGA
+ACTGGCTGACCAAGTTGCGAAAGAGTTGAGAAAACTAGCGCGTGGTATTCATAATATAAAAATATTGACA
+CTTTGTGGCGGAACCCCTTTTGGTCCACAAATTGGTTCTTTAGAGCATGGGGCACATGTTATTGTTGGTA
+CTCCAGGACGCCTTGAAGAACATGTTATAAAAGGCACTTTACAATTAGATAACTTAAACTTATTAGTGCT
+CGATGAAGCTGACCGTATGCTAGAAATGGGCTTCCAAGCCGCACTTGATAATATTGTTGGACGTACACCA
+CTTGATCGTCAAACATTACTTTTCAGTGCTACCTTTCCTGACCAAATTAAGTCTATTAGCGAAAGTATCA
+TGACAGATCCTGTGATGGTTAAAATCGCTTCAAGTGAAGACCAATCAACTATCAGTCAAAAATTCTTTAA
+AGTGGGTAATGATGACGATCGCCTAGACGCGTTACGTTTATTGTTACTAGGTAATCAAGTTGAATCGACC
+GCTATTTTTTGTAATACCAAAAAAGAGACCCAACAAGTCGCTGATGCCTTACACTTTGATGGTTTTAGCG
+TATTAGCGTTACACGGCGATTTAGAGCAACGCGATAGAGACCAAACATTATTACGCTTTGCCAACAAAAG
+TGCTTCAATTCTTGTTGCGACAGACGTTGCTGCACGAGGCTTGGATATTGATAGCTTAGACTTAGTTATT
+AATTATCACATTGCCCGCGATAGTGAAGTGCATGTGCATAGAATAGGCCGAACAGGTAGAGCAGGCAGTA
+CGGGTATCGCTTATTCACTGTTTAGTGACAAAGAAAGTTATAAAGTTGGCTTACTAGAAGACTACCTTGA
+AGCTGTTATTACCCCTGAGCCATTGCCTTCATTAGCGGTACTTTCCAATGAACGTCCGCAAGCTAAAATG
+GCAACCATTCAAATTGATGGCGGTAAAAAGCAAAAAGTTAGAGCTGGAGACATTTTGGGCGCACTTACCG
+GCGATAATGGTGTGCAAGGTTCGCAAGTTGGCAAAATTTCAGTGCTTGATAATAAGGCCTATGTTGCCGT
+TACTAAAGCGGCTTTGAACTTAGCCTTGAAAAAAATATCTAAGGGCAAAATGAAAGGCCGTACCTTTAAT
+GCTCGCCATTTAACTAATTAGTTACTAGATTAAAAAACGTAATGAAACATGCCTACCAAGAGCTGCTTAC
+TAACAAGCAGCTCGATATTGATACCGCTCAAACTCATGCTGTCGATGCTTTAATATTGTTATCTGAGCAG
+TTGTTAGCTCAACAGCACTTGCCCGAAAAGTTAAAAAAAAATATCCCTGGATTATATTTTCACGGCAGAG
+TAGGTCGAGGTAAAACTATGCTGATGGATTTATTCTATCAGCACTTAGCCATTAAAAATAAAAAACGCAT
+TCATTTCCATCACTTTATGGAAAGTGTTCATCAGCAACTGGCCCAACTAACTGGGCAGTCTGAGCCCCTT
+AGCCATATTGCTGCCAAGTGGGCACAAAACATCGATTTGTTATGTTTTGATGAGTTTTATGTGAGTGATA
+TTGGTGATGCCATGTTACTGAGTGGTCTATTTTCAGCGCTATTTAAACAAGGGGTGACCCTTGTTGCGAC
+CTCAAATTGTCAACCTGAGCAGCTTTATCGTAATGGGTTGCAAAGGGAGCGTTTCTTACCTACGATTGCC
+TTAATCAATCAACATTGTCAGATTGTTTCTATTAATGGTGACGTTGATCACCGCCGCACTAAACTTTCAA
+AAAACAGCTGCTATAATAATTATTTTTTATTAGCCAACGAGGGGAATGAAAAGTTAATTGAACGTTTTCA
+AAGCTTGACTGATGCAGAAATGTTGGTTTCTGGTGAGATAGAGATTAATCACAGACAACTCTGCTATTTA
+GCGCAAAGTGCTAATGTTATTTTCTTTGATTTTTTTGCTTTATGCTCTGGCCCTCGAAGCCAGCGAGATT
+ATATGGTACTAGCGAAAGACTTCGATACAGTATGTATTGCCAACGTCCCTAAGTTTTCTGGTGAGTTAGT
+GCCAGCGGTTTTTTCAGGGGTTGAGGACAGTTATCAACGCAGTGGCGTTTTAATGGGAGAGTTACAGCAG
+CTTGATGATGAAGCGAGAAGGTTTATTGCGTTAGTTGATGAATTTTACGATCAAAATGTCAAATTAATCG
+TTAGCGCCCAAGTTGATATATTTGAACTTTACCAAGGGCAGCAACTTGCTTTTGAGTTTGAACGCTGTCA
+GTCTCGATTAATTGAAATGCAACAAAGCTGATAATACCAAGTCTATTAAGTTATTTCCCACTCAGCGAGA
+ATTAAAAGGCTTAAAGGCAAGGCATTGATTGAAGAGAATGGTTATTCTCTTGTCAAAATCAATAACACAG
+CATGTAAGCCTTTTAAAATCGCCCTTGGGAGCTTGTCAGAAAAGCAATAACTGCACAAATTTGTGAGATA
+TAGAATGACTATACTAGCAAAAATTTTGTTTGTTATAACTCTTCTGACATAGCTCTGAGGTGGGAATAAA
+TTTAATGGAATTGGTATAACTTGTATAAAACACGATTAACTAGCTAATTTGACTAAATCATTTATTTTCA
+ACTGCTCATTTATTAGCTGTAAATACTTATCTTATTGATAAATATGGATAAGTAAAGTTGGCACTATGTT
+TGTAACAGTTATGCTAATAATTACTAGGTTGATGATGACTAATTTGTAGTTACTTATATAGGTCATCGTT
+ACTACTTGTAAAAGTAATCCTAGTTAATAACGTTCATTAATCGTAATAAATGACTCAACAGCAAACAATA
+ATAAATATCTTAAGGATAAATAATGACTTATTTTCACGCAACATTAATCGCTAGCGCACTCACTGTATCT
+TTTGCATCATCGGCTGTTTACGCCAATAAATCATGCAATGTTGATTTGTCAGCAGGGCTTTCAATCAACG
+TTAATTCGATTGAATTTTTGCAAGATGAAGCTGGAAATGATGAGAAAAATCTCAGTTTGTATAAAATAAT
+TGAAGGTAAAAAACTTTTGGTCGACAACCAGCATATTGACTTATCTGATGATCAACAAGCTCTTGTGAAA
+AAGTATGATGAAAAAATACGACGCTTAGTGCCTCAAGTTAAAAATGTTGCCATTGAAGGTGTTGATATGG
+CTATTGAAGGTGTAAATCTTGCGTTTAATGGTCTACTTGGTGAGGGTAATGCCGTCGCAGCAGATTTAAC
+GACAGAGCTAACGTTAATTCGAGAACAAGTGTCCACAAACCTATCTATTGAACATGGAGTTTCTGTTGGT
+GTCGAAGGTCTAGAAAGTGAAGGGTTACTCGGAAAAGACTTTGACAAGCGTATAGAGTCTGCGGTTGAAA
+AAGCCGTGCTAAATTCAATGGGCAGTATCTTAATTGCCATCGGTCAACAAATGGTTGCTTCAGAAGGTGA
+CGATCGAAACTTTGAAACACGTATGGAAAGTTTTGGTGAAAATATCGAACATGAGATGACAACAAGATCT
+GCGATAATAGAGAAGAAGGCTGAGGCACTATGTATAAGTATTGCTGAGGTTGATGCACTAGAAGAGCAAT
+TAAAAGTTGAAATAGAGCCTCTTGCTCGTATTAATGTTTTTACTGTGACACAAAAAAATTATGAAGAAGA
+ATCACACCCTACAGCAAAGTAACTATTAATTAGTCTCGTTAGTTAATACCAAGAATAATGATCAACACAC
+TGACCTAGCACTGTTATAATTGCTGGGTCTTTTTATCCTTATATTTTGTCAAACATGCACGCTGTTCATC
+AATTACACCAATATCGTAAAAGCCTAAGTACAACCACCTACAAATCACGAGGACAGCGGGTAATTCGCTG
+TCAACTCTGTCAACTTGCTAAGCCATTCTGTATTTGTGAAATATCCCCCCTTAAGGAGAACGTTGAGACA
+ACGGCAGGGTTTTTGTTATTAATGTATGACACGGAAGTATTAAAACCGAGTAATACTGGTAAACTCATTG
+CAGATCTAATTCCGGATACCTTTGCTTTTTTATGGTCAAGAACGCAAGAAAATCCTGATTTATTAGCGGT
+AATTAATGATGAAAAATGGTTTCCTCTCGTTGTTTTTCCGCAAGAGTATGCTGATGATGAACGTAAAGTA
+TTCACTAATAATGTTATCTGCCCTGAAGGTAAACGGCCATTATTTATTATGCTTGATGGTAGTTGGCGTG
+AAGCTAAAAAAATGTTTCGTAAAAGCCCATATTTAGATAGATTTCCAATGGTGTCATTTGACGTGAAAAC
+AGCAATTCAAGCAGTCAGTGGTAATTGTCAAAGTGAGAACAATAGTCAATTATCCCCAGTTGGTCAGGAC
+TCTCGTTATACAGTTAGAAAAACTGAGCTTGAACATCAATTTTCAACTGCTGAGGTTGCGGCTAGAGTAT
+TAGATATGCATGGTGAAACTACTAATGCTCACATGCTCGATTTATGGTTTGATGTTTTCAATTTCCAATA
+TCAAAAAGGTGTCTGTCAACGTAATAAAGGTAATGTTAATGCCATTGAAAACTATCAAAGTTTTCTAGCA
+AAGACATACCGATAAAGCCTCTGATTACTGATTACTGATTACTGATTACTGATTACTGATTTGTGACGGG
+GATATTCTTAATTTAATACCAATCGGACTAATTTATTGATCACTTAGCGAGAATTAAAAGGCTTAGAGGC
+AAGGCATTGATTGAAAAGAATGGTTATTCAGGAGAATAAGCTCCTGCATTCTCTAATAAGCTGCATCCAT
+GCAGCGTCCTTGTCAAAATCAATAACGCCGCATGTAAGCCTTTTAAACTCGCCCTTCGGGAGCTCATTAG
+CAAACTGATAACATCACAAAATGAATGAAATATAGACTAACTATGTTTAACTCATTTTGCTTGTTTTAAG
+CTCGCTAATGTAACTCTAAGCTGACCAATAAATTAATCCGTTTGGTATAATATAGTATTAGCTTATGTAT
+TAGGGGGAAGCAGTTAACCAAATTTACATACAAAAAGGCCCATTTATAACTTTATAAACGGGCCTTTATT
+TTGTGTTGTAAATTATTAAGTAAAGGAGATTTAAATCTTTAAATAATTAATGCAATATTCTAGCGCGTAT
+GGTGCCATCAACATGTTTTAACTGTTCTAACGCTAAACTACTATCTTCTGAATCAAGATCAATAACCACA
+TAGCCAATTTTGTCATCGGTTTGTAAGTATTGTGCTGCAATATTAATATTGTGTTCAGCAAATGCTTGGT
+TAATTTGAGTCAAAACACCTGGTTGGTTATGGTGAATATGTAATAAACGGCTGGTATTCTTCTGACCTGG
+AAAAGAGTGATCAGGTAAAGATACTTCAGGGAAGTTAACCGCAGATAGACTTGAACCATTATCAGAATAC
+TTAGCTAGCTTTGTTGCTACTTCTAAACCGATATTGGCTTGTGCTTCTTTTGTACTACCACCAATGTGTG
+GCGTTAGAATAACATTATCAAATCCGCGTAACGCTGAGATAAACTCGTCATTATTACTCTTTGGCTCAAC
+AGGGAAAACATCAATTGCAGCCCCTGCAATTTTTTTACTATCCAAAGCTTGTGCTAAAGCAGGGATATCA
+ACCACAGTTCCTCGAGAAGCATTAATAAAGATAGCGCCTTGTTTCATTGCTTCGAATTGAGCTTGTGCAA
+TCATATTTTGAGTTTGCGCTGTTTCAGGTACATGTAAGCTCACTACGTCAGACTCACCAAGTAATGCATC
+TAATGACGGCGCTTGACTTGCATTACCTAAAGGTAATTTAGTTTCTACGTCGTAAAAGCGTACTCTCATA
+CCTAATGTTTCAGCTAAAATACCTAATTGCATGCCAATATGACCGTAACCAATAATACCTAGTACTTTGC
+CACGGGCTTCTACTGAGCCAACCGCTGATTTCAACCATTCACCACGATGAGCTTTTGCACTTTTCTCAGG
+AATACCACGTAGTAATAATAACGTTTCACCAAGAACAAGCTCAGCAACTGAACGAGTATTTGAAAATGGA
+GCATTAAAAACAGGGATACCGCGAGTTTGAGCTGCTTTTAAATCAACTTGATTGGTGCCAATACAAAAAC
+AACCGATAGCAACCAACTTATTCGCATGACTTAGCACTTTTTCAGTTAACTGAGTACGTGAGCGAATGCC
+AATAAAGTGAACATTTGCAATTTTTTCAATTAACTCACTTTCTGAGAGCGAGGTTTTAAGTGATTCAATA
+TTTGAATAACCTTTTAGCTTCAATTCTTCTAGAGAGCTTGGGTGCAAGCCTTCAAGTAATAAAATTTTAA
+TCTTACTTTTTGCTAATGAGTTTTGGTTGGCAATGATCATAAATTGGCTTCACTTATCAAAATTAAACGG
+CTAAATATACTTTCGTTTAGATGGCTAGATATCTAAATAGAGGTTTAACATATCATATAGTGTATAAACT
+CTAAAGGATTTATTGAGCACTTTATAGAATAAATATGCTGAAAATCTGATTTTTTACTTAAAACTAGATG
+TGTCTAACAAATTATTGGATAACCTGAATTCCATCTTTGCTACCAAGTACTAATATGTCAGCGCCACGAA
+GTGCAAACAAACCATTAGTCACAACGCCAACAATAGCGTTAATTTGAGTTTCTAGTGCTTTTGGATCAAG
+AATTTCGAGATTGTACACATCAAGGATAACGTTGCCATTATCTGTGGTCACACCTTGACGGTAAACTGGG
+TCGCCACCTAATTTAACTAATTCACGTGCGACATAACTCCGCGCCATAGGTATTACTTCAACAGGCAAAG
+GAAAGTTACCCAATACTTTTACTTGTTTGGAATCGTCGGCAATGCAAATAAATTTCTTGGCGACTGCCGC
+CACGATTTTTTCACGGGTTAATGCTGCGCCACCGCCTTTGATCATCGACATATGACGAGTGATTTCATCG
+GCACCGTCAACGTATACATCTAAAACATCAACACTGTTTAAATCAAATACCTCAATACCGTGTGCTTTTA
+AACGCTTAGTTGACTCTTCTGAGCTAGAAACAGCACCTGCTATTTTATCTTTCATCGAGGCTAGAGCTTC
+AATGAAAAAGTTAACTGTTGAGCCAGTGCCAACACCGACGATAGTATCATTTTCAATGAATTCTAATGCC
+TTAATGGCGGCTGCGTTTTTCATTTCATCTTGAGTCATGTTATATGCCTTGTTACCAAACTATTATCGTT
+TAACTGGATATAAGTGGGTAATAGTAAAGTGAGTGCCAATAAGCCTTATACCAAACGGACTAATTTATTG
+GTCAGCTTAGAGTTACGTTAGCGAGCTTAAAACAAGTAAAATGAGTTAAACATAGTTAGTCTATATTTCA
+TTCATTTTGTAATGTTATCAGTTTGCTAATGAGCTCCCAAAGGGCGAGTTTAAAAGGCTTACATGCGGCG
+TTATTAATTTTGACAAGGGAATAACCATTCTCTTCAATCAATGCCTTGCCTCTAAGCCTTTTAATTCTCG
+CTAAGTGATCAATAAATTAGTTCGATTGGTATTAAAGGCTATAAAAGGCAATTATAACACTAAAGTATTC
+TGATAGTTAAAGGTTAGTTACAACTATGACGGTTTGTTTTAGAAATTTTATGAGGAATCGTTATAGGCAA
+TAATGAGTAGGTTTATTCGTTGTGGTTAGGGTGAGAAATAAAGATCAAAGGTGAACAGTAATTAATTGTT
+TATAAGCTGATTTAGTTAAACTTAGATTCAAATAATACGAAGGCATAATTACCGTCAATAGTGTTACTTT
+GGCAAAGCGCTAATGGTCACTGCATTGATATCCTGGGCAATAGTCTGCGCATATTGTGATCTTGTTCTCG
+TACTTATATTTTGGTTCTTTTTATCACCCTTTATTTGCACACCAATAATAGTGCTATCAGGAAAGTAATT
+CGCTTGACGTTGAGCAAAGGCTAACATCATTCGCTGATCTTCAGGCATGGGTCTGTTTAGCAATGAAAGC
+ATTAACTCGTGATCTGATGATGCTGACTTCTTAACAGAGTCTTTTTGGTAAGTGATAAATTCATTATGGC
+TAAATTCTTTAGCAAAGTAGTGGTTGTTTTCACTGCTTGGCTCTACTTGCGCGGTATTAGAACAAGCGCC
+GAGTACCAGAAAACAAAGTAAGCAGACTGCTATTTTAAATACTTTCATAACAAACCTAATGATAAATAAT
+GCGATTGAATTATTATCAATAGAGCAAGTGTTATACCAGAAAGTTAAGTTTTATAAATAAGGGAGGGTTA
+TAAATTATAATACTATGAAAATATTAACTAAAATGGAGCTATAATATTTTAGTTATTTTTATTTAGTTCA
+TAAAAAAGCTCGTTTAATGCTTATTTATTAGTAATAAGTATTGAACGAGCTTGATTATATTAAATAGCGT
+CAAATTTTTAGCTATTCATTTTTTTAATTATTACTCTTCTGATACTGCGCGTAATAATTCGTTGATACCA
+ACTTTAGCTAGCGTTTTTGCGTCAACTTTCTTCACGATAATTGCAGCATATAAACTGTATGTACCACAAG
+CTGAAGGTAAATTACCTGGCACTACCACTGAGCCAGCAGGTACTCGTCCATAATGTACCTCACCTGTTTC
+ACGGTCAAAAATACGAGTGCTTTGGCCGATATAGACGCCCATAGAAATTACTGCACCTTCTTCTACTATA
+ACGCCTTCAACGATTTCTGAACGTGCGCCAATAAAACAATTATCTTCAATGATGGTTGGTCCAGCTTGTA
+AAGGCTCCAACACTCCACCAATACCGACACCGCCAGATAAATGCACATTTTTACCAATTTGTGCACAAGA
+TCCCACTGTTGCCCAAGCATCTACCATACAGCCTTCATCGACAAAAGCGCCAATATTGACAAAACTCGGC
+ATTACCACAACATTTTTACCAATAAAACTACCAGTACGAACACTTGCGCCAGGGACTACACGAACACCGT
+CAGCTTCAAACATTGCTTGCGTATAACCTTCATACTTCATCGGTACTTTATCAAAAAAAGTACTTTCTGC
+ACCATCAATTACTTGGTTATCCCATATACGAAAAGAAAGTAATACCGCTTTTTTAAGCCATTGGTTTACA
+TGCCAGCTGCCATCTACTTTTTCTGCTACGCGTGCACTGCCGTTATTTAATGCGGCTAACGCATCAAGCA
+CTGCGTTTTTAATCTCACTTGAAACGGTTGCAGGAGAAATACTGGCTCTTTCTTCAAAGGCTTGTTCAAT
+TACACTAGCTAAGTGTTTTAAATCTGTCATTAGGCTTTCCTATTTGAAATTTATTAGTGTTATTTATTAG
+TGTTATTTATTTGTATGATATAGGGCTGTAAGTTAGTTAATCAATTTCTTGCGTTAATCGCAGTGCTAAG
+GCCTCTTTTTCTTGAGTGGTTAGCGCATCATCTTCTTCGGTAGAAATAGTGAATACATCATCAGCTTTTT
+CACCAAAGGTTGTTATTTTGGCTGAGTGGATATTAACCCGTGCTTCTAAAAATACTTGACTAATGTTGGA
+CAATAAACCGGGTCTATCTAAGGCTATAATCTCTATCATTGTTCGATTTTTTGCATGTATTTTAATAAAG
+TTAACGCGTAGTGGCACTTTAAATTTTTTCATGTGTCTCGCTAGCTTTGGTTCAGGAAGCTCGCAGATAT
+TCACTTGCTGTAGTCTATCAACCAACGCTTGACTCATTTCTTTGGTATAGAAACGTTCTCTTAAAGGTTT
+ATTACGACTGTCGAGCACGACAAACGTATTTACTGTATAGCCAGTTTTTGTTGTGATAATTTTTGCATCA
+TGAATCGATAATTTTTTTGTTACCAAAAATGAAACTGTACTGGCAAAGGTATTGTTTTTTTCTTTTGTGA
+AAATAAATACTTCCGTGCCACCTCTATAAGGTATCGGGCTAATGAGTACCAGTGGTTTTTCTCTATCGTG
+CTCGACAATGTTCTGACATTGTCGGGCTATTTGCTCTGGTGAATAACGTAAAAAATAGTCAATTCTAAAT
+TCACGCCATAAGGCTTTAATACTTTGCTCATCAACATTATTTTCGTTTAACAAAGCCAAGGCTTGTTGTT
+GATTTTCTCTAATTTTAGAACGAACTTCTACCGGTTTTTCTAAACCATGTCGGAATGCACTTAAGGTATT
+AAAATAAAGCTCTTCAAGCAAGTTTGCTTTCCAGTTATTCCAAAGACTTTCGTTGGTTCCGCGCATATCA
+GCAACGGTTAAACAATAGAGGTAATTTAAATGTGCTTCATCTCGAACTATTTCACCAAAAGTACGAATGA
+CATTCTCGTCATTGATATCACGACGCTGAGCAGTAACAGACATTAATAAATGATGCTCAACAAGCCATGC
+CACCATATTACTGTCGTGTTTGCTTAATTGATGTGACAAGCAAAAAGTTAAGGCATCAACAGCCCCTAAT
+TTAGCATGGTCACCACCACGACCTTTGCCAATATCATGGAAAAATCCAGCAAGGTAAAGGACTTCCGGTT
+TACGAATTTTTTGTACTATTTTACTACATAACGGAAATTTATGATTATGCTCTTTTTGACTGAATTGGTG
+TAAATTCTTAATGACTCGGTAGCTATGTTCATCCACTGAGTATGCATGGAATAGGTCAAATTGCATTTGC
+CCCGCGATATTTCGCCACAGCGGTAAATATGAGCTTAGTATGCTATGTCTGTGCATCAAAGTTAATGCTA
+AACCCAAACCACGTGGATGACGAATAATAGCCATAAACATTCGGCGACATTCTGCATAATCGATTAATCC
+GGAAATTAATCGTCTACGTGCATTACGCATTAACCTCATGGTGTGCGAGTGTATACCTTTAATGCCGGGT
+TCTTGCGCAATAATCAAAAACATTTCAATCATTTTGACTGGTCGCATAAATATGCGATCATTTCTGGTAT
+TGATTAATTTATCAACCAGCTCAAAATCTTGGTTAATAATACTAATATTACTTAGCTCGGGTTTCTTAAT
+GATAGCTTGTTCAAAATGCTGTAACAGCATAGTATTTAATTCAGTAACCCGTGCAATGATACGAAAAAAA
+CGTTTCATCATTCGTTCTACAGGGGCTTTCCCTTCGTCACCAAAGCCCATCATTTTCGCAACATCAGCTT
+GATAGTCAAACAAAAGGCGATTTTCGCTACGACCAGCAACGAAGTGCAGTGCAAAACGCATGCGCCATAG
+ATAATCTTGTGATTCTAATAGCTCAAAAAATTCATTTGGGTAGAGGTAGTCGTGTTCAACCAGTTCTTCT
+AAGGAGTCGGCTGAAAAGTGACGTTTAGCCACCCAAGCGATAGTTTGAATATCACGTAAACCACCGGGGT
+TTGCTTTTAAGTTTGGTTCAAGGGTATATGCTGCCCCTCGGTATTGCTGATGTCTTGCTTCTTGTTCTTT
+ACATTTGGCAATAAAGAATTTCTCAGAGGTCCAAAAAACGTCTTCACTTAATAGAGGCGTTAATTGTTGG
+GTAAGCGTTTCATTACCGGCAACCTGTCGCATTTCCATTAAATTAGTCGCAACGGTTACTTCTTTTACCG
+CTTGTTTTAAACACTCTTTAATAGAACGAACACTGTGACCAATATCAAGTTTTATATCCCAAAGCTGGGT
+AATAAAGCTTGATATTTTTTCTTCAAGTTCTAGGTCTACTTCTTCTTGGGTTAATAATAATATATCAACG
+TCAGATTGGGGATGTAACTCCCCGCGACCATAACCACCAACAGCAATCAGGGTGATTTGAAATTCATCAA
+GATGGTGCTGGCACCAAAGCTTCTTTAAAATAGCATCTACAAAAACAGCTCGTGCAGATAATAAGTCGTT
+TATATCGTTTTCAATAAAAACGTCTTTTAACCAAGTATTAAATGATTGGCTTAATTGACAGATGTCTCGA
+GTAGATAAAAAGTCAGCACTAATAGCCAGCTGATTAATAAAGTGTGACGGAACTATATGTACGGATACGG
+GATGACTAGTCAAGGGCTTACCTTTTATCTATAGCGATTAATCTGTAGTTTTTAATATATTGTACCCATT
+ATCAATCAATATGCATGGTTCCCGCACTTTGAATGTTAACGGATATCGATACTAATTATGTAATATACGC
+GCAATCGTTTCTTCTTCACGCAACGTTAAAATCTCACAACCGGTTTTAGTTACTACAATAGTGTGTTCCC
+ATTGAGCAGATCTTTTACCATCGGCTGTATAAACAGTCCAGTTATCAGTTTTGTCTAAAGTAGTACCGGC
+GCGGCCTAAGTTAACCATAGGCTCAATGGTGAAACACATGCCTACTTCCATTTTAGTTTTGTCATTATTT
+TTATAGTGCATAATTTGTGGTTCTTCATGAAACTCTTTACCGATACCATGACCACAATAATCTTTAACAA
+TAGAATAACGACCTGATTTTTTAATGAACTTTTGAATAGTTGCGCCAATTTCACCAAACGTGGCGCCTGG
+TTTAACTTTCTTGAGTGCTAAATAAAGTGATTCTTGCGTAATACGACAGAGGCGATTATCTTCAGCGGAG
+GGCTCACCAATAATAAACATTTTACTAGTATCACCATGATAACCATCTTTAATTACGGTGATATCAATAT
+TAATAATATCGCCATCGGCTAACACAGTTGCATCAGGAATACCGTGGCAAACAACATGGTTAACAGAAGT
+ACAAATAGACTTAGGGAAGTGATGATAGTTCAGTGGTGCAGATATAGCATGTTGAACATTTTCTGTGTAA
+TCGGCACATAAGGTATTAAGTTCATCAGTGCTAATCCCCGCTTTTACATGCGGAGCGATCATTTCTAAAA
+CGTCAGCAGCTAATTGTCCAGCAATTCGCATTTTGGCTATTTCGTCTTGGCTTTTTATGGTGATGGCCAT
+CTTGTTCAATCTCTTTTAGTTTGCGCTAGCCACAGTATTACTTGCGACTGAGCTTTCAATTAATTTTAAT
+ACCAATAACACTAACTAAATGACCATTTGTAAGTGGTCTAAATATCAATAACCTTGTTGCTTTCAATTGT
+AATAGTCAGCTATTACTCAATCAAGCGCCTTGCTTTTGAAGATTTATTATCATTGCTTATTTACAATGAA
+AGCTATAACCCATAATTAACGTCATTGGTATGGTTTCATCTATATCGATGAGCAACGTGCTAATAAGATA
+GCAAGTTAACTGTACTTATTTAACTCTAATTTTATCGCATCAATGATGGCATTAGGATCTTCTAAGTAAA
+AATTGTGATTAAGTAGGATGAGTTCATCATCTATAGCTAATAATAATGCAGGAATAGCTTGAGTTCCTAT
+TATATCTTGAAGTGCATAAATTTCATGTACTTGTGCTGCAGCATCAGTGGTTAACTTGGTTTTATTAATC
+ACTTTTGCTGGTACAGATAATTTGAACTCATCAATGATGTCGCTCAAATCTGCTGGCTCACTTAAGTCAT
+TACCTGCTGAGAAATGTGCCGTTTGTAGAGCATTTAATAATCCTAATGCTTGCTGTGGTGTTTTACCTAC
+AGCCCAAGTCATGAGATTTGCGCATAAGGTAGAATCTTTTCCTTGTGCCAACTTACTCATATAATCAGGT
+GAAAAATTAACAGAAGATAATTCTTTAACTTGAGCTATTTGTTGCTTAGTTATTATATTCTCGCCGTCGG
+CATCTGAAAAGTAGGCACAATGCCATAAGTTCAAAGCCACTTCTGGTAACGCTTGGTTTACCGCATTCAC
+TAAGGGAGTTGCTGCATAACTCCACGGACAGTGACTGTCATAAATGAAAAATAATTCTGCTGCCATTATT
+TACTCTACAAAAGTTGATGATTTTAATTAAATATATCTATACCCGCTTCACTTGAAGATGCTCGTTCCAG
+GAAGTCTGAGCAATTCATAATCAAGGCACATTTTTTATTAAGGGTCATTCCCTTAAAAAGAAATGTAACG
+CAGAGTGTGATTTGCTCAGCCTTCCCCAAGGGGCTGGTTTAGAAACGCTTTATGCTGCGTTATTGATGTC
+GACAATAGAATAACTATTCTCTTCAATCAATGTCTTGCCTAAAGGCGTTTCTAATGCCAGCTGAATCATG
+CATCTTTAAGTGAAACGGGTATATATCTGATGATTTTAACTCGCCTTGTCCGATTATCCCACTATAAATC
+GACATTTGATGACAAATGATTTTTACCTCGCTAAAGGATCCTTTTTATGGTATAAAATGCGGCGCTTAAT
+TTTTAGTTAATCTGAGTTGTCTTTTTTATAAACGACAATAAATAGTTTAGCTTGGTTAAGTGACAATTTA
+AATCGACTATTCGATCAAGAAACTTGTTAGTTTTTTGGCTTATTAAGTCATTATTATAAACTCACATACA
+TCTATTAAAGGTATACCGGGGTGCTCAGCTTTTGACTATAAAGTCGAAACAAAGGAGTCGTGTATATTGG
+GTGTATGAACGCTTAACCCCATAAAGGAAAAGAAAAATGTCAAACGTTTCAATGCGCGATATGCTTAAAG
+CAGGTGTTCACTTCGGTCACAAAACTCGTTACTGGAATCCTAAAATGAAGCAATTCATTTTTGGTGCTCG
+CGATAAAGTTCATATCATTAACCTTGAACAAACAGTTCCTATGTTCAATGAAGCACTTGCTTTTGTAAAC
+AATGTTTCATCGAAAAAAGGTAAAGTATTATTTGTTGGTACTAAACGTGCTGCAAGTGATGCAATCAAAG
+ATGCTGCTATTAAGTCTGACCAATTCTACGTTAACCACCGCTGGTTAGGTGGTATGTTGACTAACTGGAA
+AACAGTTCGTCAATCTATCAAACGTTTAAAAGATTTAGAATCTCAAAGCACTGACGGTACTTTCGAAGCG
+TTAACTAAGAAAGAAGCGTTAATGCGTACTCGTGAAATGGAAAAGCTTGATAAAAGCTTAGGTGGTATCA
+AAAACATGGGTGGTTTACCTGACGTTTTATTTATCATTGATGCTGATCACGAGCACATTGCTATTAAAGA
+AGCAAACAACCTTGGTATCCCAGTAATTTCTGTTGTTGATACTAACTCAAACCCTGATGGCGTTGATTAC
+GTTGTTCCAGGTAACGATGATGCAATTCGTGCTGTCACTTTATATTGTGATGCTGTTGCTAACTCTGTGC
+TTAGCGGCCGTGAGCAAAACATCGTAGTACAAGCTGAAAAAGACGGTTTTGTTGAAGCTGAATAATTTCA
+GTTAACAATACGTTTATTTTCTATTGCCACAAAAGTACGCTTTTGTGGCAACTTATTTAATACTTATGCC
+CAAAATTGATTTAGTGATAATTCAAATATGGGGATAACAGAAAACTGAGGAATTAACTCATGGCAATTAC
+TGCTGCAATGGTTAAAGAACTTCGTGAACGCACAGCTGCGGGCATGATGGATTGTAAAAATGCTTTAGTA
+GAAGCTGAAGGCGACATGGAACTTGCGATTGAAAATATGCGTAAGAACGGTCAAGCTAAAGCGGCTAAGA
+AAGCCGGTAACATAGCTGCTGAAGGTGCAATTTTAATTAAAACTACTGATGGCCTTGCTGCTTTAGTTGA
+AGTTAACTGTCAAACTGATTTCGTAGCAAAAGATGATAACTTCTTAGGTTTTGCTAACGAAGTTGCTGAC
+GCTGCACTTGCTTCTAAAGTAACAATCGCAGAGCTTCAAGCACAATTCGAAGAAAAGCGTATTACGCTTG
+TGACTAAAATTGGTGAAAACATCAATATTCGTCGCGTAGAATACGTTGAAGGTGCTAATTTAGCATCTTA
+TAGCCATGGCGCTACTATCGGTGTTGTTGTTGCTGGTGAAGGTGATGCAGAATCACTTAAGCACATTGCT
+ATGCACGTTGCTGCAAGCAAACCTGAGTTCTTAACTCCTGATGACGTTCCAGCTGATGTTGTTGCCAATG
+AAAAGCGCATTCAAATCGAAATGGCGATGAACGAAGGCAAGCCTCAAGAAATCGCTGAGAAGATGGTTAC
+AGGCCGCATGAAGAAGTTTACTGGTGAAGTTTCTTTAACTGGTCAAGCTTTCATCATGGAACCTAAGAAA
+ACTGTTGGTGTAATTCTTACTGAGAAAGGTATCACTGTTTCTAACTTCGTACGTTTAGAAGTTGGTGAAG
+GTATCGAGAAGAAAGAAGAAGATTTCGCTGCTGAAGTTGAAGCACAAATTGCTGCTGCTAAAGCTTAATT
+CGTTTTATTTGATGGATTAGTTTTATTACTAGCAAAATCAAATAGCTTGAATTACCAAAAAACGTCTACC
+TAGGTAGGCGTTTTTTTATGCCTACTATTTAGCGTCTGCTATTCTTTCGTTATTACACTGGTAGTCGTTC
+ATTTGTTGAAGGGTAGAGCAGAGTACAAAAAGTGGAGTGACTGTATAAAGGTTGGATAATGTATTTACCT
+GCCAAGTAGCAATAAAAACGCTACACTTTGCTCCTTTTATCGCAATTTTTCCACTTTAATTATTTTTTGC
+ATCGAATGACTATACTATAAAACTCATACCGAGAATAAAATCACTTTAAGTTAAATGGATTTTAACCTTG
+AAAAGTCACCTGTTCATAATATTTACATAATAAAAATAGAGTTTTTTCAGTTTAGACTATCGTGTGTGAG
+CTAAACGTATTAAAATAGCCGCGGTCTTTTGACCTCGGCTTTTTTTGTGCTTAAATTTTATTACTTTAAC
+CGCGACAGGAATTTCTCCCTATGACAACCAATCCAAAACCTGCTTACCGAAGAATTCTATTAAAACTCAG
+TGGTGAAGCGCTGATGGGAGACGAGGGTTTTGGTATTGATCCAAAAGTACTTGACCGTATGGCTCAAGAA
+ATAAAAGAGCTGGTAGAGATGGGTATTCAAGTAGGTCTAGTTATCGGCGGTGGAAATTTATTTCGTGGCG
+CAGGTTTAGCTGAAGCCGGTATGAACCGTGTTGTTGGCGATCAAATGGGTATGCTTGCGACCGTAATGAA
+CGGCTTAGCAATGCGTGATGCTCTTCATCGTGCCTTTGTAAATACACGTTTGATGTCTGCCATAGATTTA
+GCGGGCGTATGTGAACGTTACAACTGGGCAAATGCTATTAGTTTGTTAAAGTCTGGCCGTGTGGTAATCT
+TTTCAGCAGGAACAGGTAATCCATTTTTCACTACAGATTCAGCCGCGTGTTTACGTGGTATCGAAATTGA
+AGCTGATGCCGTGTTAAAAGCGACTAAAGTTGACGGTGTATACTCAGAAGATCCTGCCAAGAACCCAGAA
+GCCGAACTTTATAGCGAACTAAGTTATGATGAAGTGCTTGATAAAGAATTAAAAGTAATGGACTTAGCTG
+CCTTTACTTTAGCACGAGATCACAACATCCCTATTCGTGTGTTTAATATGAATAAGCCAGGTGCTTTGAA
+ATCTGTCATCATGGGTAATACTGAAGGCACAGTGATTTCACACAAGAAACGTACTGAAACTTAAGTCAAA
+ACTAAGGGTGAGTAAGTCAGGATGTTTAAAGCCTGACTTAAGTTAACTTATTAATATTTAGGAAATTATC
+GTGATAGATGAAATAATTGAAGATGCTCAAGACCGCATGGGTAAAAGCATTGAAGCTTTAAAAACTAGCT
+TGACTAAAATCAGAACTGGTCGTGCTCATGCCTCATTATTAGATAATATTGTTGTTGAATATTATGGTAT
+GGATACTCCATTAAACCAAGTCGGTAATGTTTCAGTGCCAGATGCACGAAATCTTTCGATTACAGTTTTT
+GATAAAAGTATGATTTCAGCTGTTGAAAAAGCTATTATGAAATCTGATTTAGGCTTGAACCCGCAATCAA
+ATGGCACGTTAATTCGCATTCCATTACCACCGCTTACAGAAGAGCGTCGTAAAGACCTTGTTAAAGTTGT
+TCGTGGTGAAGCTGAAGGCGGAAAAGTTGCTATTCGTAATATTCGTCGTGATGCGAACTCTGATTTTAAA
+AGCTTGTTAAAAGAAAAAGAAATCAGTGAAGATGATCACCACCAAGCTGAAGATTCAATTCAAAAGATAA
+CAGATGTATTTGTGAAGCAAGTGGATGAAGTGCTTGTGAAAAAAGAAGCGGAACTAATGGAAATATAAGT
+TCGTTTATTACAAAACGCCATGTTGTTGCTGTTTAGCCAACTGGCGTTTTTTATTAATAGCGTTTTATAA
+ATACGAAAACTTAAATAATTAATGGAAAATTGTTAAGTGGATAATACCGACATATTGGTTGAACAAACTG
+ATAATAAAAGCATCCCTCAACATGTTGCTATCATCATGGATGGTAATGGCCGCTGGGCGCAACTGCAAGG
+CAAGGGACGAGTTGCAGGACACAAGGCTGGCGTTGAATCAGTACGACAGGTTGTTGCTACGGCCCGAAAG
+TCTAATGTTAAAGCGTTAACACTCTTTGCTTTTAGTAGTGAAAATTGGCAGCGACCGGCAAAAGAAGTCA
+GTGTACTGATGGATTTATTTATGTATGTGCTAACTAAAGAAGTTAAGCGTTTACATAAACATAATATTCG
+CTTTCAAGTGGTTGGTGATTTAAGCCGTTTTTCTGATAAATTACAAAAAAACATTGCTAAATCAGAGCAG
+CTTACTGCAGATAATACTGGATTAGTATTATCCATAGCGGCAAATTATGGTGGTCGTTGGGATATCGCTC
+AAGCGGCTAAAAAATTAGCTAGTGACGTCAAACAAGGTACTATGTCCCTTGATGATATTAATGAAGAAAC
+ACTCAATGAACATACCTGTTTAGCAAACCTACCTACATTAGATCTACTTATCCGTACCGGTGGTGATTAT
+CGCATTAGTAATTTTCTCTTGTGGCAAGCTGCTTATGCAGAGCTTTATTTTACCGATACGCTGTGGCCTG
+ACTTTAATGAAGTACAATTTTTAGAAGCCATGAGCTGCTTTGATCACCGAGAACGTCGTTTTGGCAAAAC
+AGGCGAACAAGCAAGAAACGAAAAAATATAGTTGAAAACTTACTAAAAATATAATTAAGAATAGTAAGCC
+GAGTAACCTTACTCAGAGCTTGCCTGACTAGCATATAGTCCATTACTAAAAAGGGTAGCCCTTGTTAAAA
+CAACGAATTATAACGGCTTTAATATTAGCACCAGCTGCAATCTCAGCAATTTTCTATTTGCCCATTAACT
+ACTTTGCCGGGCTTCTAATGGCAATTATCGCCATAGGTTCATGGGAGTGGGCCCGCTTTATGGGTTTGGT
+CAATACCATTCAACGTTTAGGTTATGTCGTAATCACTAGCGCTTTAATCGCTACTCTATGGTTTTTATTA
+CCAGTAGATGAAACTTGGTTAGTCATAACAGGTGTACAACATGAAATAACGTCACTGTTGTGGTTAAGTG
+TTATTTGGTGGTTATTTGCTGCTTTATTAATGTTTTCATATCCTAAGTCGAGTGCTTTTTGGTCTAATAA
+TAAATTTATAATTGCAATGTTTGGTTGGTTAACCTTAGTACCTACATGGCTTGCCTTTATGGTTTTACGT
+ACAAATAATTATGTATTAGATGAATTTCAAGGTGCGCAGTTATTGATGTACTTGTTTATGCTAGTGTGGA
+GTGCTGATGTAGGTGCCTACTTTGTCGGGAAATCTTTAGGTAAACATAAACTAATGCCCAATGTTAGTCC
+TGGAAAAACCATTGAAGGATTTCTGGGTGGTGTCGTTTGTGCAGCTATCTTAACTGGGATCGTGGGGGTT
+TCATTACAATGGTCAAATGATAAGTTTATAACGGCTTTGTTAGTTACCTTATTGATCACCTCAATTTCTG
+TGTTAGGTGATTTAACGGAGAGTATGTTTAAACGTCAAGCGGGTGTTAAAGATAGTGGTTCTATCTTACC
+CGGTCATGGCGGTATTTTAGATAGAATAGATAGTCTAACGGCAACTGCACCTGTTTTTGCTCTTTGTTAC
+CTATTACTTGCTTGATAATCTCTGTATTTTCGAGCATTTTAATAAATTAATTGGGGTAAATGCGTGTCTA
+AACGTCAACTTTGTATATTAGGTTCAACGGGCTCAATTGGTTGTAGTACTCTCGATGTAGTAAGACTTCA
+CCCTGAACGATTCCAAGTCATCAGTTTAGCTGCTTATACTAGCGTTGATGTGATATTCGAACAATGTATT
+GAATTTAAGCCACAGCAAGTAGTACTCGTCTCTAGTGAACACGCAGCTCTACTTACTCAAAAATTAAATG
+ACGCAAATGTTAGTAATATTACTGTTTTATCAGGTGAACAAGCTTTAATTGATATTGCCGAGTGTCAAAA
+TTCAGATACAGTGATGGCGTCTATTGTCGGTGCTTCTGGTTTGTTACCGACGCTCGCCGCAGTGAATGCG
+GGAAAACGAGTGTTATTAGCGAATAAAGAAGCCTTAGTAACATCAGGCGCTATTTTTATGGCTGCTGTAA
+AAGCCTCAGGCGCAGAGCTTTTACCTATCGACAGTGAGCACAATGCAATCTTCCAGTGCTTGCCATCCCA
+GCAGCAAGCTGAAATAGGTGAATGCCAACTTCTTGCCAATGGCATCAGTAAGATATTGTTAACTGGCTCT
+GGCGGGCCTTTTAGAACTAGAGCTATTGATACCCTAGAATCAGTGACACCTTCACAGGCGTGCGCTCACC
+CGAACTGGGATATGGGACGAAAAATATCCGTTGATTCTGCCACTATGATGAATAAAGGTCTTGAATTTAT
+TGAAGCTAAGTGGCTTTTTAATGTTGAAGCTGAAGATATTCAAGTGGTTTTGCACCCCCAAAGCACCATA
+CATTCAATGGTACAGTACAAAGATGGCTCTGTAATTGCGCAAATGGGCAATCCAGATATGCGTACTCCAA
+TAGCCCATGCTTTGAGCTTTCCAGAACGTATTGAATCAGGCGTAGCACCGCTAGATTTTTTTAATACTCC
+CTCTTTTGAATTTCAACCCGTTGATTTTGAACGATATCCTAATCTGGAACTTGCAATTGAAGCGTGTAAG
+CAAGGTCAAGCTGCTTGTACTGCGCTCAATGCTGCCAATGAAATTGCTGTTGCTGCATTTCTAGACGAAA
+AAATAAAATTTACCGATATTTATAAAATAAATGAAACTTCTGTGAAAAAATTTGTCTCACAAAAGGTAGA
+TAATATTAATGAGGTTATTGCCCTAGATGAGCAAGCGCGTTCATTTGCACAAACATTGTTAGCAGATTTT
+TTGCAAACTGAAGCGCTATCGCAAAAGGGTAATAAATAACATGATGGACTTTTTGTGGAACCTAGCATCT
+TTTGTTATCGCCTTAGGTATCCTAGTTACAGTACATGAATATGGTCACTTTTGGGTCGCTAGAAAAAACG
+GCGTAAAAGTTGAGCGATTTTCTGTCGGTTTTGGTCGAGCTCTTTGGCGAAAAACAGGAAAAGATGGCAC
+TGAATATGTTTTGGCGATGATACCTCTGGGTGGTTATGTCAAAATGTTAGATGAGCGTATTGATGATGTT
+AAGCCTGAAGATAAAGATAAAACTTTTAATTCTAAAACAGTTTACCAGCGTATAGCGATTGTCGCAGCAG
+GACCTTTAGCTAACTTTATTTTTGCTTTATTTGCTTTGTATATAATGTTCCTTATTGGTGTTCCAAGTGT
+AAAACCAATGATCGGAAATATTAGTCCAAGCTCAATTGCAGCGGAAGCTAATCTAACAAAAGATAGTGAG
+ATTGTTAGTATCGCAGGCGATAAAACACGTAATTGGCAAGAAGTTAACCTTGCGCTAATAGGACAAATTG
+GTAATCAAGAAATAACCATTAAAACTAAAAATAGTGATAGCCAGTATATATCTAGCTTTACTTTAGACAC
+CAGTAATTGGGAATTCTCACCGGATAAAACGTCGGCTTTAACTAGCTTAGGTATTTCGCCTTATAGACCT
+AAAGTACACAATGAATTGGCGGCTGTGGCAGAAAAAAGCCCTGCTGAGTTAGGCGGACTTTTAGTGGGTG
+ACAAGCTCATCGCTGTTAATGATGTCTTAACGGACGATTGGGTAGCTTTTGCAAAAGAGATAAAACAGTA
+TCCGGGTAAAGAAGTATCAATCACTATTAAGCGTAATGATGAAATACTAACCCCCCTAGTGATACCAAAC
+AGTATTGAACAAGCAGGAAAGGTTATTGGATATATTGGTGTTGCCCCTAAAGTTGATGCATGGCCAAAAT
+CGTTATTAGTTGAATTAAGTTACGGACCAATTGATTCTCTCCAAGAAAGCGCACAGCGTACTTGGAATTT
+GACAAGTTTAACATTTAGTATGATAGGGAAACTTATTACTGGCGATGTATCGGTAAAAAACCTAAGCGGT
+CCTATCGGTATTGCTCAAGGTGCAGGTAATAGTGCAAGTCATGGTTTTGTATACTTTCTAGGCTTTTTAG
+CGTTAATTAGTATTAATTTGGGAATAATTAACCTTTTACCGCTTCCAGTACTTGATGGTGGACACTTACT
+CTATTATCTTATAGAGCTTTTTACAGGTAAAGAAGTGCCAGAGAAAACGCAAGAGGCAGGATTTAAGTTT
+GGTGCCTTAGCATTATTGATGTTGATGGCTATTGGCTTATTTAATGATTTTAGTCGGGTTCTTGGGTAAA
+TAATTATTTCTGCGAATATTACGCTTATAAAAAAGAGCGCACAAAGAAGTCACTAAAAATTTTAACAAAG
+TGATAATAAAAGTTTTAAGTTAAATCGTTTGAAGAAAGGATACACTCCTTATTGCTATCAAGCTTTATGA
+GATTTCAACGGATGGATAAAGAAAGTCGAAGAGGCTAATTTTAAGGTAAATACCTTAACACTTTAATATT
+ATTGGCTATGAGTCGTTTATTGAACTCAGTCTAATGTTAGAGTCACTGCTGTATATTGAGTGTGTAGCTA
+ACCGTTTTTATAAAAAGAAGTAACGAAGTTTATAATATATGATCATGAAAAAAATTGCCTTAGCCCTACT
+ATTAGGTGCGCTAGGAACATCAGTACCTATTGCTCAAGCTGCATCAAGCTTTCAAGTTGAAGACATCGAA
+GTTAAAGGTCTTCAACGTGTTGCTTTAGGGGCCGCGTTAACGCATATACCTTTCAATGTCGGTGACGAAC
+TCAATGACTTTCGAATTTCACAATCTATAAAGGCCTTATACCAAGCCGGTCACTTTAATGATATTAGAGT
+TTACCGAGATGGTAATCGCTTGGTTTATCGTGTTAGAGAACGAGAAACAATAAACGAAATTATTTTTGAT
+GGTAATAGCGATCTTAAAGATGAGCAGCTAACAGAAAGTCTTGATGGTAGTAATATTCGTGTCGGTGAAA
+CTCTTGATCGCACCGTCATCTCTGGTATAGAGATGGGCTTAGAGAACTTCTATCACAGTGTGGGTAAATA
+CAATGCGAAAGTGACCGCTAAAGTAACCCATTTACCACGAAACCGCGTTAATTTAGAGTTCTCATTTGTT
+GAGGGTGACTCTGCTGCTATCAAACAAATAAATATTGTTGGTAACGAAGTTTTTTCTGATATAGAAATTC
+TGGATAAAATTGAGCTAACGTATGATTCCCCTTGGTGGAATTTTATGGCGCAAGACAGATATCAGAAACA
+AACGTTACAAGGGGATATGGAAACGATTAATAGTTATTATCTTAATCGCGGCTATTTACGCTTTAAAGTA
+GACTCCACACAAGTATCAATGACCCCAGATAAAAAAGCGGTCTATATCGCCCTTAATGTGAGTGAAGGTG
+AAACTTATAACATTAGTGAAGTTGACTTTGTCGGTGACATGGCTGGTTTTGAAAATACCATCCGTGCTAT
+TAACCCATTACAAGCGGACGAGTTATATAACGGTGCAGAAGTTACTTATACTGAAGAAGTTATTAGTAAA
+TTTTTAGGTCGCTATGGTTATGCTTATCCTAAAGTGAGAACCATTCCAGAAGTTAATGACGAAAACCATA
+CCGTTAAATTATCAATATCGATTGATCCCGGAAAGCGTGTTTATGTAAATCGCATAAACTTCACAGGTAA
+TCATGTTACTGCTGATAACGTATTACGCCGTGAAATGAGACAAATGGAAGGTGCTTGGTTATCTAACAGT
+GTAGTTGAATCTTCAAAGTCATGGTTACAGCGTCTACCTTATATGGAGACCGTTGAGTTTGAAACTAAAC
+AAATTGAAGGTGAAGATGATTTAGTCGATATCGACTTTACTGTTAAAGAACAGCCTTCTGGCTCATTTAA
+TGCTGGTATAGGTTATGGTTCAGAAACAAAGTTAAGCCTTAACGCGGGTGTACAACAAAACAACTTCCTA
+GGCACGGGTAATCAACTGGGCTTAAACATTGCCAGAAACAGTTATCAAAAAAATGCCACTATCTCGTACA
+CTGACCCTTACTTTACCGTTGATGCTGTCTCCCTTGGTGGACAAGTTTATTACAGTGAATATGATGCTGG
+TAATGCCAACTTGGTTGAATATAAGAACAAAACCTTCGGCCTAGGTCTTAACTGGGGTTTTCCAGTCAAT
+GAATATCTTCGCTTAAATTTTGGTGTAGGTTGGAAGTATAACCAAATATCGCAATTAGAAGCGTATGATC
+AGATTCAAAACTTTTATGATATCTATGCTGATCCTAATGACCCCGATGGTCAATTAGCCTTTAAAACGTT
+AGATTTAAATGCTGGTTTATCACGAAGCACACTAAACCGTGGTACTTTTCCTACGTCAGGTTCACAACAA
+CGATTTAATGCGAAAATGACGTCACCAAAGTCTGATTTGCAATACTTCAAACTAAATTATGATGCTAAAT
+TTTATTTCCCATTAACCCGAAGTCAAAAATGGTCAGTACTAACTCGTATACAGTTAGGCTACGCCAATGG
+TTACGGAACCGTTGATGGCAATGATCAATTATTACCTTTCTGGGAGAACTTTAGTGCAGGTGGCTCAGAT
+TCTTTAAGAGGTTTTGAGAATAACAGTGTTGGACCTCGTGCTATATATCGTAGCCCGAAGCAACTACCTG
+GTGGGGGCTGTTGTTTAGGTCCTGACAATGATTCTATTGCGGTATCACAAAGCTCTGTTGGTGGTAATGC
+TATGGCGCTTGCAGGCTTAGAGTTGATAGTACCAACACCTTTCTTAGACGAAAGTTACTCAAACAGTGTA
+CGTACCAGTATTTTTTGGGACGCAGGTACTGTTTGGGATACAGAATTTAACATGGCAAGTTATTCAAATT
+TAGCGCCTGAAGAGTTTGCTAAAATTGACGACTATTCAGATCCGGGACGTTTTCGTAGCTCTGCAGGTAT
+TTCACTGCAATGGCTTTCGCCAATGGGACCAATGATTTTTAGTTTCGCTAGATCCGTTAGAGAAGAAGAG
+GGTGATGATCTATCATTCTTTAGCTTTAACATAGGAAAAACATTTTAAAATGCAGATTTTAGCTGCGTTA
+AATGAATTAATCTTGCTATATTAATCGACAGAAATATTTACCTGTGAAAATCGCAAGTAACAAATAATAA
+ATAAAGGGGAACAACGTTGAATAAAGTTATTAAAACTATGGTTATGGGCGTAGCAGCATCAGGTATGTTA
+TTAGCAAGTTCAGCTATGGCAGCAGATCAAAAAATTGGGGTAGTTAATTTTCAAGAAGTGATGAGTAAAA
+TACCGCAAACAGCCGCGCTAATGCAAAGCTTAGAAGCTGAATTTAAAGACGAAAAAGCTATCATTACCCA
+GCTTGAAAAAGACATTAAATATTACCAAGAAAAACTCAAGCGTGATGGTTCATTAATGAGTGTAAAAGAA
+AAAGAAGAGCTTAATGTAAAAGTTAAATCTCTATTTCAAGAATACCAGGTAAAAGGCAAAGCTTTACAAG
+ACAAAGCTAGTCAACGTCAAAACCAAGAAACTAATAAAATCATAGCCTTAGTACGTCAAGCGGTAGACAA
+TATTGCTGTTAAACAAGATTATGACTTAGTGCTTTCTCAACAAGCGGTTGTTTATGCTAAACCAGATGCT
+AGCCTTACTGAAATTGTAGTAGAGCAAGTAAGTAAACTTAAGTAAGCTGCTTAGTTATCATTAAGATAAA
+TAATTTATTACTCATCGCGGTAAAGGCATTATTATGACTTACACGTTAGCTGAAATTGCTATCAAACTAG
+ATGCTAAATTGATAGTACCAGCTGCGCTAGATGAGCAAAACGAAGCACTGACTCAAATCAGTGGCTTAGC
+AACTTTAGCAAAGGCGGGGACAGGGCAAGTGGCTTTTCTTGCCAATAGCAAGTATCAGCAACAACTTAGC
+TCAACTAATGCGAGTGCGGTGATTGTCTCTCCTGATGCCGTAGAGGCCTGTCAGGTCAGTGCTCTTGTCA
+TGGATAACCCTTATATGGGGTATGCCATGCTAGCTAGTTTACTTGATAGTACGCCAAAAGTGTCTTGTGG
+GATTCATCCCAATGCTGTTATTGCCGATGATGTTTTAATCGGTGAAAATGTAAGTGTTGGCGCTAATACA
+GTTATTGAGTCAGGTGTGCAACTAGCTGATAATGTAAGTATTGGTGCCGGTTGCTTTATTGGTCATGGGG
+CTAAAATTGGTGAATCAACGATACTCTGGGCAAATATTACTATTTATCACAGAGTAGAGATTGGTCATCA
+TTGCTTAATTCAAGCTAGCACTGTTATTGGCTCCGACGGTTTTGGTTATGCGCCGGTAAAAGGGCAGTAT
+AAATGGCATAAAATCCCGCAATTAGGCAGCGTCATTATTGGCGACCATGTTGAGATTGGCGCTAGTACTA
+CTATTGACCGAGGGGCACTGGATAATACCGAAATAAGAGACGGTGTAATTTTAGATAACCAAATTCAAAT
+TGCTCACAATGTTATTGTTGGCGAGAATACCGCCATAGCAGGTTGTACCGTCATTGCAGGTAGCACTGTC
+ATAGGTAAGAATTGTACTATTGCCGGTCTGGTCGGAGTTAATGGTCATATTACTATTGCTGATAATTGTG
+TTTTTACTGGCATGTCCATGGTAACCAAGAATATCAGTCAAGCAGGAGTGTATTCTTCTGGTATGCCAGT
+AGTACAAAATAAAGAATGGAATAAAACTAATGCCAGAGTTAAGCGACTTGATAGCTTGACTAAACGAGTG
+AAAGAGTTAGAAAAATTACTCGCTAAAAACTAGCTATTAACCCCGCCAATGCGTAAAATACTCCAAAGTC
+TTTCTGTCGCTCAACATGAAGCTGACGCAAATATAGTAAGCAGTTAGTTAGTTAACCATTAACTAACTGC
+GTTAACTAACAAGGAATATTCATTTGGAAACTGTAAAAAAACCTATCGATCTTAACGAAATAAAAACGTT
+AATACCTCACAGATACCCAATGTTATTAGTTGATAAAGTAATAGATCATGAACCAGGTAAAACCTTACAT
+GCTATTAAAAATGTCACAATAAATGAGCCTGTATTTACAGGGCATTTTCCTGAACTAGCCATTTTTCCCG
+GTGTTTTAATTTTAGAAGCATTAGCACAAGCTACAGGTATCCTTGGTTTTAAAAGCACAGAAGGGCGTGG
+TGATAATGAAATGTATTTATTTGCCTCAATAGATAAAGCAAAATTTAAAAAACCTGTGTTACCAGGTGAT
+ACCATGCACTTACATGTTGAATTTCTCAAAGAACGTCGAGGAATGTGGAAGTTTTATGGTGAAGCTAGAG
+TTGATGGCAAAGTGGTTTGTAGTGCTGACCTTATGTGTGCACGTCGCCCTTTATAGACCCCTATTACAAA
+TATTATTTAGAACAAAAAGCTTACTTACCTATTAGAAGATTAAACGTATGATTCATCCCCAAGCTATTAT
+TGAACCAGGTGCCGTTATTGGCAAAAATGTGTCTATAGGTCCATGGACTTATATTGCCAGTAATGTTGTG
+ATTGGCGATAACTGTGAAATCAGCTCGCATGTGGTCATTAATGGCCCAAGCCGTATCGGTAAAGGTAACC
+GTATATTTCAATTTGCAAGTATTGGTGAAGACTGTCAGGACATTAAATATGACGGTGAGCCAACTGAATT
+GATCATTGGTGATAACAATACCTTTCGAGAATCTTGTACTGTTCATCGTGGCACGATTCAAGATAATAGT
+ATTACTCAAATTGGCAGTAATAATTTATTTATGGCCTATACCCATGTGGCCCACGATTGTATTGTTGGAA
+GTCATTGCATTTTCGCAAATAATGCTTCTATTGCTGGTCACGTCCATGTAGGTGACCACGCTATTATTGG
+TGGTATGGTAGGTGTTCATCAATTCTGCCATATTGGCGCACATAGTTTTATTGCTGGTAATGCCCTAATA
+CTTAAAGATGTTCCTGCTTATGTTATGGCTTCAGGTCAACCGGCTAAACCTTTTGGCTTAAACAGTGAAG
+GTTTAAAACGTCGTGGTTTTGATAAAGAAACCATTCTAACGATAAAACGTGCTTACAAGGTGTTGTACCG
+ACAAGGGCTTTCTGTTGAAGACGCATTAAGCGCTATCAATGAAATGCCAGCCCAATCTCCAGAATTACAA
+GCGTTTTGTAATTCAATCAAAGAATCTAATCGCGGTATCATTCGTTAAACTTAATATGTTAAACATGTGC
+CGTTAATACCAGTACCGTTATTATACCCAAGCTACCTGAATATGCAGGTTTCAGCGGGAATTAGAAAGCC
+TTTAAGCAAGGCATTGATTGAAGAGAAGGGTTGTTCCCTTGTCGAAATCAATAACGCAGCATAAAGCGTT
+TCTAAACCAGCCCTGCGGGGACGTCTGAGCAAACCATGTTCTTCGTTGCCTCCTTTTTTAAGGGAATAAC
+CCTTAATAAAATGAGGCTCCTTGATCATGAATCGCTCAAGCGTCCTGAAACACGTATCTTCAAGTGGCTT
+GGGTATATAGGTACAGTTAACTTTAAGTACCTTTAACGTCTATGACTACTCAAAATCAAAACACTCACCA
+ACAAACTGTTTTTGCAATGGTTGTTGGTGAACATTCAGGCGATACGCTCGGCGCAGGCCTGATCACTTCC
+TTACGACAGACTCATCCGCATGCTAAATTTATCGGTATTGGCGGACCCAAAATGCTAGCCTTAGGTTTTG
+AAAGCCTATTCGCTATGGACGAGTTATCGGTCATGGGGTTAGTCGAAGTACTTGGCCGAATCAGACGTTT
+ATTACATGTCCGTAAAACCTTAACCGATTTTTTTATTACCAATAAACCCGATGTGTTTATTGGTATTGAT
+GCGCCTGACTTTAATATCGGTCTAGAATTAAAACTTAAAGTAAAAGGTATTAAAACGGTTCATTATGTTA
+GTCCGTCAGTCTGGGCTTGGCGTGAAAAACGTATTTTTAAAATCGCCAAAGCTACTGATATGGTCTTAGC
+CTTGTTGCCTTTCGAAAAAGCTTTTTATGATAAGCACAATGTTCCTTGTACTTTTGTTGGTCATCCACTT
+GCGGATGATATTCCGATGCAAAGTGATAAAGTTTTAGCCAGAGACAAGCTTGGTTTAGCACAAGATAAAA
+AAATCTTGGCATTGATGCCAGGTAGTCGTGGTGGTGAGTTATCACGTTTACTTGAAGATTTTTTTGAAAG
+TGCTAAACAATTACAAGCTCAAGATAGTGAACTACTCTTTGTCGCGCCCATGATCAGTGAGCAGCGGGCC
+AATCAATTTAATGCCCTTAAAGCTGAACTTGCTCCAGATTTAGATATAGAGATTGTGCTTAATCAAACGC
+AACAGGTAATGGCTGCCAGTGATTGTTTATTAACCGCTTCGGGTACAGTAACCTTAGAAGCTGCTTTAAT
+TAAACGACCCATGGTTATTTGTTATAAATTTAGCCCAATAACCTTTTTCTTAGGCCGTAGGTTTGTTAAG
+TTGAAATGGTTCTCTTTACCAAACTTATTAACAAATAAATCTTTAGTCCCTGAATTATTGCAAAAGGATG
+TTTGCCCTGAAAATATTGTGCCTTTGGTTAAAGAGCGTCTATATCAGGATCAAAGCCAATTGAATGATAG
+TTTTACTGCAATACATCAACAACTAAAATGTGATGCGAGTAAACAAGCAGCTAAGGCTGTACTTGATGTT
+TTATCTTCGAAACTTTTAAGCAATAACAAATAATAACTAACCAATAAGATAAGAATACCTTATCTCGAGT
+AAATAATATGGCGAGTAAGCAAATTTTCCCTGATTTTGAATACCCTATCGCGTATTGCATTGCGGGTGTT
+GATGAAGTCGGTCGTGGTCCTTTAGTTGGTGATGTGGTTACAGCGGCGGTAATTTTAGATCCCGATAACC
+CGATTGAAGGATTGATGGACTCGAAAAAATTATCAGAAAAGAAGCGTAACTTGTTATCCCTTGAAATAAA
+GGAAAAGGCAATCTCTTGGTCATTAGGGCGTGCTTCTCCACAAGAAATTGATACCTTGAATATATTACAC
+GCCACTATGCTTGCGATGCAGCGAGCTGTTGAAGGACTGAATGTTGAACCTGACTTTGTGCTTGTTGATG
+GTAATCGTTGTCCTACATTCTTATGCAATGCCAGTGAAAGTAACCAACAAAATTTAAAAATTGCTAGCCA
+AGCGGTAGTGAAAGGTGACGCTAGAGTTACTGAAATAAGTGCTGCGTCTATTATTGCTAAAGTAGCTCGC
+GATAATGAAATGATAGCCTTAGACAAACTCCATCCTGAATATGGTTTCGCCAAGCACAAAGGTTACCCAA
+CTAAACTTCATTTAGAAAAAATTATCGAGCATGGCGTACTGGATTGTTATCGACAAAGCTTTAAGCCTGT
+CGCTAGAGTATTAGGTACATACCATGACTGATATGCTTAGCGGAGAAATTGCCACAGAAGCAGAACCAAG
+CGTTTTTGTACCGCCAAAATTTATTCATTTACGCGTACATAGTGATTACTCTATGTGTGATGGTTTGAAG
+AAAGTAAAGCCGATAGTTGCGAAAGCTGTTGAGCTTAATATGCCAGCACTTGCCTTAACTGACCAAACTA
+ATTTATGTGGTCTAGTTAAGTACTATCACGCTGCTCATGGCGCAGGAATTAAACCAATTATAGGTTGTGA
+TTTTTGGGTGAAAAGTGATGAGTTGGAAGATGAACTGTCACGTATAGTTGTACTTACTACTAACAATGTA
+GGTTATAAAAATATAACTGAACTTATCTCAAAAGCCTACATGCGTGGACACATACAAAATAAAGCTGTGA
+TAGATAAGTCGTGGCTGGTTGAATATAAAGAAGGCTTAATCTTACTTTCTGGTGGCCGAGAAGGTGATAT
+AGGTAAAGCCTTATTAAAAGGGAATACTGAATTAGTTGATGAAATGGTGAGTTTTTATCAGCAACATTTC
+GATCGTTGTTATTTTCTAGAGTTAGTCAGAACAGGTCGTAATGATGAAGAAAATTATATCCATCTTGCCG
+TTGAGCTAGCCGAAAAAGAAAATCTGCCAGTAGTTGCAACTAATGAGGTGATGTTTCTTTCCCCAAATGA
+CTTTGATGCCCATGAAATTCGCGTTGCTATTCATGACGGCTTTACCTTAGATGATAAACGTCGACCTAAG
+CGTTATAGCTCTGAGCAATATTTACGTAGTGAAGAGGAGATGTGCGAGCTGTTTAGCGACATCCCTGAAG
+CCTTAGCCAATAGTGTCGAAATTGCTAAACGCTGTAATGTCACTGTCACCTTAGGTGAATACGTCTTACC
+AGACTTTCCCACGGAAGGTTTGGAGATAAATGACTTTTTTATCAAAGTATCTGAAAAAGGGTTAGAAAAA
+CGACTTGATCAATTATTCGACCGTCAAGCGGATGATTTTGCCGAAATAAGAAAACCTTATGATGAACGTT
+TAGCTATTGAGCTAGAAGTGGTAAATAACATGGGCTTCCCCGGTTATTTCTTGATTGTTATGGAATTCAT
+TCAATGGAGTAAAGATAACAATATCCCCGTTGGCCCCGGTCGTGGTTCTGGTGCTGGTTCCTTAGTTGCC
+TATGCACTAGATATTACCGATCTCGATCCACTTGAATATGATTTACTTTTTGAGCGCTTCTTAAACCCTG
+AGCGTGTCTCTATGCCTGATTTCGATATCGATTTCTGTATGGATAGACGTGATGAAGTAATCGATCACGT
+GGCTGAGCTTTATGGGCGAGATGCGGTTTCGCAAATAATTACTTTTGGTACTATGGCGGCAAAAGCGGTT
+ATCCGTGATGTTGGTCGTGTACTTGGCCACCCATACGGTTTTGTCGACAGAATTTCAAAACTTATACCGC
+CTACCCCTGGCATGACCTTAGCTAAAGCATTTGAAGAAGAGCCAAAGCTGCCAGAAGTTTATGCACAAGA
+TAGTGATGTCAAAGATCTCATTGATATGTGTCGTATCTTAGAAGGTACCACACGTAATGCAGGTAAGCAT
+GCGGGTGGTGTTGTTATTTCACCGACTACTATTACCGATTTTGCCCCATTATATTGTGATGATGAAGGTA
+AAAATCCAGTAACCCAATTTGATAAAAATGATGTAGAAGATGCTGGCTTAGTTAAGTTCGATTTCTTAGG
+TCTACGAACACTGACCATTTTGCAATGGGCCATTGAAATGGCTGATGCAAAATTGATAAAAGCCGGCAAA
+GAGCCAATCGATATCACCAAAATTGATCTCGAAGATAAAGCAAGCTTTAAGCTATTACTTGCCTCGAAAA
+CCACAGCAGTTTTTCAGCTTGAATCTAGCGGTATGAAGTCTTTAATTGATAAATTAAAACCTGATTGCTT
+TGAAGATATTATCGCATTAGTGGCGTTATTTCGTCCTGGGCCATTACAATCAGGCATGGTTGATAACTTT
+ATTGAACGTAAACATGGCCGTGAAGAAGTCAGTTATCCTGACGCCACTTGGCAGCATGAAGATTTACAGC
+CGGTGCTTGAGCCAACCTACGGCATTATCTTGTATCAAGAGCAAGTAATGCAAATTGCGCAGGTACTTGC
+AGGTTACTCACTCGGTGGTGCAGATATGCTTCGCCGTGCAATGGGTAAGAAAAAGCCAGAAGAAATGGCT
+AAGCAGCGCGCCGGTTTTGAACAGGGTGCGAAAGATCGTGGTGTTGATGGCGAACTTGCCATGAAAATTT
+TCGATTTGGTTGAAAAATTTGCTGGTTATGGTTTTAACAAATCGCATTCTGCGGCTTATGCCTTAGTGTC
+TTATCAAACGTTATGGATGAAGACACATTTCCCTGCACCGTTTATGGCCGCAGTAATGTCTGCTGATATG
+GACAACACTGAAAAAATTGTCACTTTAGTTGATGAGTGTGGCAATATGGAAATAGATTTATTGCCACCCG
+ATGTTAACGCTGGACAATATAAATTTACCGTTAATAGTGATAATCAAATTGTTTATGGTATTGGTGCTGT
+TAAAGGAGTTGGTGAAGGCCCTATTGAAGCTATTATTAGTGCTCGACAATCAGACGGCCCTTTCACAGAC
+TTATTTGATTTCTGTGCACGTCTAGATCTTAAAAAAACTAATAAACGTGTTTTAGAAAAATTAATTAAAT
+CAGGTGCTATGGATAGTCTTGGCCCTAAGTATGTACAAGGGAAAGCAAAAGAGCAGGGCGCTAATCGAGC
+GGCTCTCTTTGAAACATTACCAGAAGCCATTAAAGCAGCAGAGCAACATGCAAAAGCAGAATCGTTAGGT
+CAAAATGACCTTTTTGGTTTAATAAATGATGAACAAACTGATTCCAGACAAACTTTTAAAGAAGTCAGAG
+CTTGGCCTGAGGAAAAGTGGCTAGATGGAGAAAAAGAAACCTTAGGGCTTTATTTAACCGGCCATCCCAT
+TAATCGCTACTTGTCTGAAATAAAAAAATATTCTTCGAGCCGCCTAGTTGTTATGCAACCAACGGGTCGA
+GATAGGCAAGCTGTTGCTGTTGGTTTAGTGATAGGCGTACGCGTCCTGGTCAATAAACGCGGGCGTCGCT
+GGGCATTAGTGACGCTAGATGATAAGAGTGCTCGTATGGATATTCGTCTTTTTCCAGATGACTATGATCG
+CTTTGCAGAGATGCTGGTAAATGACGCTATTTTGGTTTGTAGTGGACAGGTCAGCTTTGATGATTATTCT
+GGTGGTAATACAATGACAGCTCGGGATATAATGACTATCACTGATGCGCGAGAAAATTATCTTAGTTCCA
+TTGATGTTCAAGTTGATAACAGCTTGATAGCAGATGATTTTATCGAACAGTTTACTCAGGTATTAACACC
+TTTTAAAGAAGGCACCTGTCCAGTGAGAGTTTTTTATCAGCGCGAAGAAGCCCAAGCTATGCTTGAGTTA
+GGCGTTCAATGGCGAGTAACGCCAGCCGATATGTTACTATACGAATTAAAAACATTGCTTGGTGAAGAAC
+GTGTCGCCATGGAATTTAAATAACAACTGCTTAGCTTAAGATATTGAGCAAGAATACTTTATGTAAAGTA
+TTGCTTAAGGTACTAAACTCAAGGTATTTTGGTTAAGTAGTGAAAAACGATTTTAAAAAATTAACTAGAT
+TTATTAGGTAAAAATAAGCATGTCATTAAACTTTTTAGATTTCGAGCAGCCTATTGCTGAACTTGATGCA
+AAAATAGAAGAGCTACAGTTAGTAAATAACGGCCAAGAGCTTGATCTTGATATCGAAGATCAAATCTCTC
+AATTACGCGAAAAAAATAAAGAGCAAACGAAGAAAATTTTTTCGAACTTAGATGCATGGCAAACAGCTAG
+AGTAGCTCGTCATCCACAACGCCCATATTCGCTAGATTACATACCGCGTATTTTCACCGAGTTTGATGAA
+TTAGCAGGCGATCGCGCTTATGCTAATGACAATGCTATTGTTGGCGGTACAGCACGTTTGGACGGTAAGC
+CAGTGATGATCATTGGTCATCAAAAGGGTCGTTCAACTGCTGAGAAAGTTAAGCGTAATTTTGGTATGCC
+TCGTCCAGAAGGTTATCGCAAAGCGCTACGTCTAATGGAAATGGCAGAACGTTTTAATATGCCTATCATC
+ACCTTTATTGACACTCCTGGTGCTTATCCAGGTGTTGGCGCAGAAGAGCGTGGTCAAAGTGAGGCTATTG
+CTCGCAACTTAAAAGTGATGGCGCGTTTATCTGTACCTATTATTTGTACCGTTATTGGTGAAGGCGGCTC
+TGGTGGCGCATTAGCCATTGGTGTTGGTGATAGAGTGAATATGTTGCAATACGCTACATATTCAGTAATT
+TCACCTGAAGGGTGTGCGTCTATTTTATGGAAAACAGCCGAGAAAGCTCCTACAGCTGCGGCGGCAATGG
+GTATTACAGCACAGCGTATCAAAGAGCTAGATTTAATAAATAGCATTGTTGAGGAGCCACTAGGCGGAGC
+TCATCGTGATATGGATGTGATGGCTGCACACCTTAAACAAGCAATTAAAAAAGATTTGTCGGAGCTAGAA
+GGCTTAAGTAAAGATGAGCTTATCGAACAACGTTACGATAGATTAATGTCATTTGGTTACTGTTAAATAA
+CCTAGCCGACAGCAGTTAACTGCTGTCGGCTTTTTTCTATGAATATTATAACTTCAGCTCTTCAAAATAC
+CCTCAAGACCCTTTTCGAAACGCACGGAAATATTGAGTTAATTGTTGCCTATAGTGGCGGTATCGACTCG
+CAAGTGCTTTTACATGCTTTAGTGCAATTAAAGCAAAATAAAATTATCAATAATGAAATTACGGTCTGTC
+ATGTTAACCATGGACTGAGTGGTAATGCTGAGCGTTGGCAAAAACTTGCCGAACAAGAGTGTATTAAACT
+GTCAGTTAACCTTATTGTTAAGCGTGTTAATGTGCGGTCAAAAGCACAACAGTCATTGGAAGCACTGGCA
+CGTGATGCCAGATATAATGCCCTTAAGTCTTTGAGGGAGAAAAAATCTGTCGTATTAACTGGGCATCACA
+GTGATGATCAAAGTGAGACCTTTTTACTAGCACTTAAACGTGGTGCTGGTTTAAAAGGCTTATCTGCAAT
+GTCAGTACAAACACAGCTTGACCAACATTTATTGGTTCGACCTTTATTGAACGTTGCTCGTCAAGAAATA
+GAGAATTATGCTGAAAATCATCAGCTTAGTTGGGTGGAAGATGAATCTAATCTTGATACTTGTTTTGACC
+GTAACTTTATCAGACAAAAAATAATACCACTGTTACGTGAGCGTTGGCCTAGTATAAATAACACTATTAA
+TCGAAGTGCTAGCCATTGCTTAGCAGGACAAGAGTTATTAGATGAACTTGCCGAACAAGATTTAACCGTT
+TGTAAAACGGGAGACTCGGGTTTGCATGTTTCAGCGTTAACGACCTTATCACCAGCACGCTTTAATAACC
+TAATACGTTTTTTTATGGCACAACAAGGTTGCTTGATGCCAAGTACAGAGCAAGTTAATCAAGTAAGACT
+TCAACTGCAGGCTGATGAAGATAAAAGCCCTCAAATTAAAGTGGCAGAGCAGGTTTTTAGACGTTTTAAA
+AACACATTATTTTTAACGCCGGAATATAGTGATATTAGCAATTGGCAAGGGCAAGTTGACTTGTTCCAAG
+ATACTCTGATGTTTGGCAATAATGTACTGGTTTTACCGGATAACTTGGGCGAATTGAGCTTTAATACGAA
+TGTCGTGATAAACACTGATTCGCGGACAAATCTGCCTCGCATTTCCTTACCGATGCTAGGACAGCAAGTC
+AGTGTTCGCTTTTGCCATGAAAACCCCAAATGCTTGCCTCATTTTAGGCAACACTCCCGTACTGTTAAAA
+AAGTACTGCAGGAGTTAAATATAGCGCCATGGCAACGTAAACGTATTGCATTTTTGTATTACGACAATGA
+ATTGGTAGCGGCGATAGGCCATTTCATTTGCCAACCATTTATTGAGAGTGACCCTAAGCTAGGTATGCAA
+ATAGATCATGCTAAGTTGACAAGCTGAACGTTTAAATAAAAAGGCGCATAGTACCAAGAGTACTATGCGC
+CTTTTTTATATGAACTGTTTATGCCAGCTATATCAGCTTACTCACCTTACTCTTTAGTTATATGGTGTGA
+TGCTGCCGCTGAAAATACAACATCAGTAGAGCTATTTAAAGCCGTCTCTGCCGAGTCTTGAATAACGCCA
+ATAATAAAGCCAATAGCAACAACCTGCATAGCGACATCATTATTAATACCAAATAAGCTACAAGCCAATG
+GAATAAGTAATAGTGAGCCACCAGCCACACCAGAAGCACCACAAGCTGAAATGGAGGCTACCACAGACAA
+TAAAATTGCTGTCGCAAAACTCACTTCAATATTTAAGCTGTAGGCCGCAGCTAAAGTTAAAACGGTAATG
+GTAATTGCTGCACCGGCCATGTTGATGGTGGCACCTAGTGGGATCGAAACTGAGTAGGTATCTTCATGTA
+AATCTAATTTCTTACATAAGGCCATATTCACGGGAATGTTTGCGGCTGAGCTACGGGTGAAAAAAGCGGT
+AATACCAGATTCTTTAAGACAAGTGAAAACTAAAGGATAAGGATTTTTCTTAGTGATGATAAACACAATT
+AAAGGGTTAACTAGCAAGGCGATAATTAACATGGCACTAAGTAGTACTGCTACCAAATGACTATATTCGC
+CCAAAGCACTAAAACCCGTAGTCGCAATTGTATTTGCAACTAAGCCAAAGATACCTAGTGGAGCAAAACG
+TATTACTATACGCACAACACTTGAAATAGCTTCGCTTAAATCATGTACCATCCCCTTGCTAGATTCACTT
+GCATGCTTTAATGAAAAGCCTAAGCCTAACCCCCAAGCAAGCACAGCTATAAAGTTACCACTAGCAACTG
+CCGTCACAGGATTTTCAACCACTTTAAAAGCGAGTGTAGCCAATACTTCGGTTAATTTTTGCGGAGGATT
+TGCAGTCGCTCCAGCAAGATCTAAGGTAAGCTCTGTGGGAAAAGCAAAACTTAATAATACGGCAACCAAA
+GCGGCACTTAAGGTACCTAAAAAGTATAAGCCAACAATAGGTTTTAACTCAGCACTGCTATCCATTTTCT
+GATTAGCTATCGCTGAGGTAACTAATACTAACACCAGAATAGGGGCAACTGCTTTTAAGGCGTTAACAAA
+TAAGCTGCCGAGCATACCAAATGCTTTAGCTGACTCGGGTGATATTACAGCTAGTAAACTAGCTAAAATA
+ATAGCGACAATTATTTGGCTAACCAAACTAGTTGACTTTATTTTTTGAATAAAAGATTCGTTTTGGGGTT
+TTTCGCTGGTCATAGGTAAGCCTGCTACTTAAGGTTTTTAATATGAGCGAGTTTTATCATTGAAGAATAG
+GCATTGTCTACAGCTATTCGCTAAACGAGGATAATTAAGCGTTAAAGCGAGTTTTTTCATAGAAATATAA
+GATGATGCGAGTATAATTACGCCATTAAAACAACGATTATCTTTGGAAAAACTATGCCTACAGAACAAGC
+ATTAAAAAACCGTAGCAACAATAGCTGCGAACTTTGTACTAGTACAGACACCTTGGTAGTTTATCCGGTA
+CCGCCAACGAGTGATTTAAGTGCTCAGCAATCTATTTACTTATGTCAAAATTGTTTATCACAAATTGACG
+GGCAGAGTGAATTAGATCTGAATCACTGGCGTTGCTTAAATGATAGCATGTGGAATCAAGAGCCAGCAGT
+ACAAGTTATGTCTTATCGTATGCTGCACAAACTTTCATCTGAGAGTTGGGCTCAAGATGCTTTAGACATG
+ATTTATTTAGAAGATGAAGTGAAAACGTGGGCAGAGCAGGGTATTGCTGCAGAGCGCAGTAATGGACCAA
+CGCGCGATAGTAATGGTGCAGAATTACAAGATGGCGATAATGTTACTTTGATTAAAGATTTAAAAGTTAA
+AGGGGCAAACTTTACCGCCAAGCAAGGTACCATGGTACGCGGTATTACCTTAACGGATAATCCTGAACAT
+ATTGAAGGTAAGGTCAATGGCACTCGTATTGTATTGGTGTCTGCTTATTTGAAAAAAGCTTAATCTTAAC
+TGTTTGCATATATTTCAGTTAGCTATTTGAACGAGTAAAACTAAGACATAAAAAACGCTGTGATAATTAT
+ATCACAGCGTTTTTATTTATTAGTCTATTTACAAAACACTAAATCAAGCAAGGTTAAGTTAATTATAGTA
+TCAACTTATTCCTTCAACTTAATGGATCAACTTTTGTTATTGATTCTTTTTTCTAAAAGATTCACAAGCT
+ACTTGATCTTCACATTCACCATATAAGTATAAGCTATGGTTAGTTAGCTTAATTTTATGTGCTACAGCAA
+TATCACTTTGTCTTTGTTCAATGACATTATCTTCAAACTCAACAACTTTGCCACATTTTAAACAAACCAA
+ATGGTCATGGTGAGCTTTATGGGCTAATTCAAATACTGATTTACCGCCTTCAAAGTGATGGCGAGTAACA
+ATGCCAGCATCATCAAATTGGTTTAATACTCGATAAACAGTCGCTAAACCAATTTCTTCATTTTGTTCTA
+ATAATATTTTATAAACATCTTCTGCACTGATGTGCTGATTATTTGGCTGTTGAAGAATACTGAGGATCTT
+TATTCTAGGCAGGGTGATTTTTAATCCAGCTCTTTTAAGTTCTTCGTTTTGTTCAGCCATATTAACTCTC
+TAAAGTGATAAGTAATTCAATAGCAAAATTATAGGGGGTTATAGAGGAAGAGAAAAGCTTTAGTTTTATT
+CTTTGAACAAATTGTTCGCTTTGGCTGTAAAAGTGAAAAAAAAAGCCCAATAAATGGGCTTTTTTAACTA
+TAACCTTGATTATAACAAGGTTATTAAGCGAATTCGGCTAAACACATTTCATCGTTTAATTGAGCAAGCC
+ATTTATCAACACGTGCTTCAGTTAATTCACTTTGTCTGTCTTCATCAATACATAAGCCAATAAAAGTGTT
+TTCATCAACAAGAGCTTTTGACGCTTCAAATTCGTAACCGTCGGTTGACCAGTTACCAACAACGATAGCA
+CCTTTACTCTCAACGATATCTCGTAAAGGCTCCATAGCATCACAAAAGTATTCGGCGTAATCTTCTTGGT
+CGCCTAAGCCAAAGATAGCTACTAATTTATCAGTAAAATCTATTGCTTCTAAATCAGGTAAAAAATCATC
+CCAATCACATTGGTTTTCACCATAATACCAGGTAGGAATACCTAAAATAAGCAAATCGAACTCTGCGATT
+TCCTCTTTAGTGCTCTTGGCGATGTCTTTGACGTCAACCATTTGCTTACCTAATTTTTTCTGGATCATTT
+TACCAATTGCTTCAGTGTTACCTGTATCACTGCCAAAGAATAAACCTACGATTGCCATGAAATATTACCT
+TATTATGCTTTCATATTACTTAATGTGTGCTGCTAATGATTCTATTAGTAGCGACTCTATTAATTCGCTA
+CGACTCATTTGTTGAGTTTCAGCTAATTGTTCTAATTGTTCAAATAAACTGTGATGGACTTTAAACTCTA
+CTCGTTTTAAACCCTTGTTTTTGTCACGCTTTACCTGATTTCGCTTGTTAATCTTTATCTGTACGCTACG
+TGAGTTAGGATTCGTTTTCGGACGCCCAGGACGTCTTTCATCACTAAATAGGTCAATAGTGGTTAAGTCA
+GTTATTTCTTTTGCCATGAGTTAACCAACACCCTGACTTTCCCAGATAAACTGGATAATACCTTTCGCAA
+TAAAGCCTGCACAGCCTAAAAATAAAACAAAATAAACGACCACTTTACCCATTCTTGGTACATCGTTTCT
+ATTCATCACATCATAAATAGAAAGGCCAATAAAGCCAAAGATAAAAAGGAAAAATAAATTAAGGCCAATT
+GCCTCAATAAGCTCTAAATGTTCTACTAGCATAGTGGTTGTTTGTTTCTTATACACTAAGGCCAATTAAT
+ACTAAGACTAAGGCCAAAAAAATTGGCCGCATTATAACACACGATTTACGCCATACCATTAGCATTTATT
+GCTATTAGGTAAATAATAATAGCGATTGTTAGTAGTAAGCATTTTGATCTTTATCAATGATATAGAAGTC
+GGCTGTTATAATTTCTTTGTTTTATGGAAATTCGGCCTTAATAAAGTCCGCGACAATTTTATTAAAGGCA
+ATAGTCTTTTCAGCATGAAGCCAATGTCCTGCGCCTTGAATGATTTTTGCTTTGCTGTTGGGTAACAGTG
+CAGCGATAGCTGTTCTGTGTTCAGTTTGAATATAATCAGAATTACCTCCTTTGATGAACAAAGTTGGTCC
+AGCATAAGCTTTGCTATTATCAGGTATTTGATTCGCTTTCATTATCTGCGGATAGCATAAACTGATATTT
+TCAAGACTGCATTTAAAGGCAAATTTACCTTGTGAATTTAATGCTAAATTACGTAATAAAAATTGCCTAA
+CACCGATGTTATCGACAAATGGAGCTAGCTGAGTATCAGCATCCTTGCGTTTCATTACTTGAGATAAATC
+GATCGCTTGCAAACCGGCTATAATTTTTAAATGATGAGGCGGGTAGCTAACCGGAGCAATATCAGCAACT
+AATAACTTTGTAATACGCTCTGGTTGCGCTAACGCGACTTGAACGGCAATTTTACCGCCCATTGAGTGAC
+CTAATAATAGGCAAGTATCAATATTTAAATGGTCTAACAAATTAATGATGTCTTGCGCTAATTCGGAGTA
+CTCCATAGTGCTAGCATGAAATGAATCACCATGATTTCTAACGTCGACACTGGTAACACAATAGTTTTGT
+GCCAATGGTTTTGCCACCATATTAAGATTTTCTAAACTACCAAATAAACCATGTATCAGTACGATGTGTT
+TGCCCGTACCAACTTGTTTATAGTTTAGTATTTCAGGTTTTTTTGTCATTATGTTATTCGTTTTTATTTG
+GCTATCATTGGTAATATTGTCATGTTTTTAACAACTATTTGCAAACATCACCGTTAAATAATCAAAGCAT
+GGAATACCTATGCTTAAATTAATTTTTTTGCCTGAAGTGATGTTAATTCCAACTGAAATGATGAACTTTG
+AATAGTAATGGGTATAAATGAGTTCAACCTACTGTCATTTCCCTATATAATCTTTCGCGAATTATTTAAG
+TTAAGGGTAACAATGAAAAACATCGAAATAGATGAAGAGCTTTACCAATATATTGCCACTAATACTCAGT
+TTATTGGTGAGAGTGCTTCTGCCATTTTACGTCGTTTGCTAAATTTGGGTGTCGAAGCCAAACTTGAAAC
+CGTTACCGTTAATGAACCTTCAGATGTGGTTGAAGTAAATATTCTTCCTGAGTCTGAAGAGAAGGCAGTG
+AAAATTGAAACTGCTGAGGTTAAAGAACCAAAAAGTAAAGCTGTTGTTAAGGTTACCGCTGAGAGCCATG
+AAACAGTGTTTAACTTTATCAATAAAGAAGAGTTGGCAATGCAGCGTGGTGCTGTGGGACGGTTTTTATT
+AATTCTTGCCGCATTATATCGTGCTCATCCAGACCAGTTTGGTGTAGTAACAGATATAAGTGGTAGAGAT
+CGCTTATATTTTGCTAATAGTGAAAATAAATTAGCAGAAAGTGGCAGTAGTACTAAGCCTCGCCAAATAC
+CAGAAAGTCCATTTTGGGTCATAACCAATTCTAACACCACACGTAAAAAAATGATGTTAACTAAAGCCTC
+AATCTCATTGGGTTATAGTGACAGTGATGTAGAAAAAATTCGTGAGTTACTTTAGTACTGACTATTGAAG
+TAGCTTAGGATAATACTTGTAATAATTAGGAAGATGACATGAGTATCCACCCTTTTGCGGGTAAACCAGC
+TCGTCCGGAAGATAGAATTAATATTGGTCAGTTAGTTAGTGACTACTTTTTGCAAACACCAGATGTAAGT
+TTAGCTGCTGAGCAAGTAAGCTTTGGCACGTCTGGTCACCGAGGTTGCGCGAATAAGCGTAGTTTCAATG
+AGCAGCATATTATCGCTATATGTCAGGCTATTGCGGAATATCGTCAACAAAACGCCATCAATGGGCCACT
+CTTTTTAGGTAAAGATACTCATGCGTTATCTGAGCCCGCATTTGCTAACGCAATATCAGTACTTATTGCT
+AATGGCGTTAATGTCGTTATCCAAAGTGACTCTTTATCGGGAAAGGGCTTTACGCCGACACCCGTTATTT
+CTCGTTTAATCATTTGTCATAATAAATCAGCTTCTGAAAAACTTGCTGATGGCATTGTCATTACGCCTTC
+ACATAATCCACCGAGTGATGGTGGTATTAAATATAATCCGCCTCACGGTGGTCCTGCAGAAGGTGGTATT
+ACCAAGAAAATTGAGCAGCGCGCTAATGAAATCATTATCGCAGGCTTAATTGATGTTAAACAGCTATCTT
+ACCCTGAAGCGCTAAAATCATCTCTGCTCACCAAAGAAGATTTTATTAGTCATTATGTTGGTCAACTTAA
+TGAAGTAATTGACATGCAGGCTATTTCAAAAGCAGGCATCACTATTGGTGTTGATCCTTTAGGCGGCTCA
+GGCATCGCTTATTGGCCTGTTATTGCTGAGCAATATAACCTGAACATTTCTGTTGTTAATGAAGTAGTCG
+ATGCCAGTTTTGCTTTTATGCCATTAGATAAAGATGGTAAAATTCGCATGGATTGCTCGTCAAAATATGC
+CATGGCAGGCCTTATTGCCATGAAAGATGATTTTGATATCAGTGTGGGTAATGATCCTGATTTTGACCGA
+CATGGTATTGTAACGTCAAGTGGCGGCTTGATGAATCCCAATCATTACCTCGCCGTCGCTATTCATTATT
+TAATGACGCATAGAGATTGGCCAAAAAGTTGTAAAATAGGCAAAACCTTAGTGTCAAGTTCATTGATTGA
+CCGCGTAGCCGCTCAACTCTCTCGCCCGTTATCTGAAGTGCCCGTTGGTTTTAAATGGTTTGTCGATGGT
+TTAGCTGATGCAAGTTATGCTTTTGGTGGTGAAGAAAGTGCTGGCGCATCTTTTCTATCTCGTGATGGCA
+GTACGTGGACCACAGATAAAGACGGTTTTATATTGGCTTTATTAGCGGCAGAGATTCTTGCTGTTACTGG
+CAAAGACCCTTATCAGTATTACCTCGAACTAACTAAAACACTAGGTCAACCATGTTATGGCCGAGTTGAA
+GCTGTTGCGTCATTTGAACAGAAACGCGTGCTAACAGCGTTATCATCTAACGATGTTAAAGCACAAAGCC
+TTGCGGGTGATAAGATTCTTCATGTACTTTCACATGCACCAGGAAATAATGCCGCTATAGGTGGCATAAA
+AGTAGTAACTGATAACGGTTGGTTTGCTGCTCGTCCTTCTGGCACTGAAGATATTTATAAAATCTACGCT
+GAAAGTTTTATTGATGAAGATCACCTTCAAATCATCATTAGTGAGGCACAAGCTATTGTTGGCGATTCAT
+TTAAAGCTGCAGGCTTGTAAGTCATTGCTATTAAAGAGTTATTACTGATTATGGTGATAACTCTTTAACT
+CCTGTATACCCCCTCTATTTTTTTATTCTAATACCACTGTAAAGAATGTTGCTCACTTCTTGTGACTTAC
+ACGGTAACTCATTGTCTTCGTTTATTGAATGTAAGTTAACGTGAAGGTAAAGTTTATCCAGGTTATTACG
+GCATACCTTACTTAGGTATAAATTGGCTATACTAAAAATTAATAAGCCTGGCTAATACCCATTTAATTTA
+TTGACAACTCACAGTTACAAGAGCGTACTTACAACAAAAAAATTTGTTAAATATAGTTTTTATATTTAAT
+CAACTTTCGCAGACGTTAACCGCAGCACCTTGCGCGTTAAGGTAATAGAAGAGAACATTATGAGCACAGA
+AATTTATGATGATGGACCAGTAGTACATCAACCTACTTTTATCGATGGGACCAGTGTTGAAATTCCTGAA
+TTGAGAATTTTAGACCAAGACGGTGTCACTTATCCCAATGCTGACTTACCCGATATAGATCAAGCGTTGG
+CGACCAAAATTTATCATAGCCTTGCCTTTCATCGTGTACTAGATGAACGTATGGTGGCTTCACAGCGCCA
+GGGCCGTTTGAGTTTTTATATGACCGCATTAGGCGAAGAAGCGACGAGTGTTGGTGGTGCTGCGGGACTA
+AAACCTCAAGATATGATCATGATGCAATATCGTGAACAAGGTGCCTTAATATATCGTGGTTTTGATCTTA
+AAGATCTAATGAATCAGCTGTTTAGTAATGCTGGTGATTTAGGGAAAGGTCGTCAAATGCCGATTCATTA
+TGGTTCTAAAGCGCTGAACTGTATGACGGTATCTTCGCCTCTTGCGACACAAATTCCGCAAGCGACTGGT
+TATGCTTATGGGCAAAAATTGCAAGGTGTTGATGCGGTAACCATTTGTTATTTTGGTGAAGGTGCAGCAT
+CGGAAGGTGATTTTCATGCAGGTCTAAATATGGCTGCAGTACAAGAAGCACCGGTTATCTTTTTCTGTCG
+AAACAATGGTTATGCTATCTCTACACCTTCAGATGAACAATTTAAAGGTAATGGCATTGCTTCTCGTGGT
+GTCGGTTACGGCATTAAAACAATCCGTATTGATGGAAATGACATCCTTGCGGTACTTAAAGCAACACAAA
+TAGCTCGTGCTTACGCAATAAAAGAAAATAAACCAGTCTTAATAGAAGCAATGTCTTATCGTCTGGGCGC
+ACATTCTACCTCGGATGATCCATCGGGTTATCGTACTAAAGAAGAAGAGGCTAAGTGGCAAAGTCATGAT
+CCTATCTTGCGTATGAAAAATTGGTTAATAAACCAAAAGTGGTGGGATGAAGCACGAGAAACTGCATTGT
+TTGAAAAATATCGAGAAGAAGTGTTAGCGGCAGTTAAAGTAGCAGAGAAAATTGATAAACCACATATAGA
+TACCATGATAACTGATGTTTATGATGTGCCATCAGCACAGTTACAAGCACAATTAGATGAAGTCAAAGCT
+CACGTTAATAAATACCCAGAAGCTTACCCATTTACCGCAGGGAAATTTTAATCATGACTCAAATCTATAT
+TGACCAAGTGTGTAGTATCAACATTGACTTCCATGACGCTTACCCAACTACATCAGCAGGGAAATTTTAA
+TCATGACTCAAATCTATATTGACCAAGTGTGTAGTATCAACATTGACTTCTATGAAGCTTACCCAACTAC
+ATCAGCAGGGAAATTTTAATCATGATGCAAATCTATATTGACCAAATGTGTGGTATCAACACTTATTTTC
+ACGAAGCTTACCCAACTACAGCAGCAGGAAAACTTTAATCATGGCTCAAATAAATTTATTACACGCGATT
+AATAGTGCACTTGATATTGCCATGGCTGATGATAAAAGCACGGTATGTTTTGGTGAAGATGTTGGTCATT
+TTGGTGGCGTATTTCGTGCCACAAGTGGTCTACAAGAAAAATATGGCAAAGCTCGCTGCTTTAATACTCC
+TCTAGTAGAGCAGGGGATTATTGGTTTTGCTAATGGTCTAGCTGCTCAAGGCAGTGTTGCTATCGCTGAG
+ATCCAATTTGCCGATTATATTTTTCCTGCTTTTGATCAAATAGTTAATGAAGCGGCTAAATTTCGTTACC
+GCAGCGGCAATGAATTCAATGTTGGTAAATTGACCATTCGTAGCCCATACGGTGGTGGTATTGCGGGGGG
+CTTGTATCATAGTCAATCGCCCGAAGCTTACTTTGCCCATACCCCAGGTTTAAAAGTAGTTATTCCACGT
+AATCCATATCAAGCTAAAGGTTTATTGCTTGCGTCTATTCGTGATGATAATCCGGTGATCTTTTTTGAAC
+CAAAGCGTTTATACCGAGCATCAGTTGGCGAAGTACCAGAAGAAGATTATCAATTGCCTTTGGGTAAAGC
+TGAAGTAGTACAAACGGGTACTGATATCACTTTACTTGCTTGGGGCGCGCAAATGGAAATAATTGAAAAA
+GCAGCGCAAATGGCTAGCAACGATGGTATCTCATGTGAAGTGGTAGACTTACGTACTATTTTACCTTGGG
+ATATAGAAACTATTAGCAATTCTGTGATGAAAACAGGTCGTTTGCTTATCAGTCAAGAAGCACCACTAAC
+GGCTGGATTTGCCAGTGAAATAGCCGCCACTATTCAAAGTGAGTGTTTTTTACACTTAGAATCGCCTATT
+GCTCGTGTATGTGGTCTAGATACGCCATACCCATTAGCGCTAGAAAAAGAGTATGTTAGCGATCACTTAA
+AAGTATATGAAGCAATCATAAAGAGCGTTAATTTTTAACGATAACCCTTATTAGCAGGACACAGAACATG
+AGTATTGATTTTATATTACCTGATATTGGTGAAGGCATCGTTGAGTGTGAGCTCGTCGAATGGTTAGTTA
+AAGAAGGCGAAGTTATTGTTGAAGATCAGCCTATTGCTGATGTAATGACAGATAAAGCCTTAGTACAAAT
+TCCGGCAATGCATTCAGGTGTTGTAGAAAAGCTTTATTATAAACAAGGTGAAATTGCTAAAGTGCATTCG
+CCTCTTTTTGCTATGACTCCAGAAGGTGATGACAGTACTAACGATATTGTTGCCGCTGAACCTGAAGTTA
+ACGCACAAGTTGATAACGTAAAGACTGAGCTTGTGACTAAAGAAATCTCAGTACCATCAGTTGCTCCATC
+ATCAGTAAAAGGCGAACCTGCTGTTAGCAATACTAAAACCGACGGTAGCAAAGCATTAGCAAGCCCAGCG
+GTTAGACGTGTAGCGCGTGAACTAGATATTAATATCCATCAAGTCGAGGGCAGCGGTAAAAAAGGGCGAG
+TCTATAAAGATGATGTTGTCGCTTATAGTCAAAATGGCTCGAGTGTTATACCTACTGTTGTTAACGGCGG
+CACTAGCGTAGAACCCATTCGCGGTATTAAGAAGATAATGGCAACAGCGATGCAAAATAGTGTCAGTACT
+ATTCCTCACTTTACTTACTGTGAAGAAATTGACCTCACTGAACTTATCGCTTTACGCACAGAACTTAAAG
+ATGTTTATGCTAAGCAAGATATTAAATTAACTATGATGCCATTTTTTATGAAAGCTATGTCATTAGCGAT
+CAAAGAATACCCAGTGGTAAATTCAAAAGTAAATGATGATTGCACAGAGCTGACTTATTTTAATGATCAT
+AATATTGGTATGGCGGTTGATTCTAAAGTCGGCTTACTTGTTCCTAATATTAAACAAGTACAAACTAAGT
+CAATATTAGACTTAGCTAACGACATTATGCGCTTAACAAATGATGCGCGTAGTGGACGTGTTGCTAGTGA
+AGATCTAAAAGGTGGCTCTATTACTATTTCTAATATTGGTGCAATAGGCGGTACTGTGGCAACACCTATC
+ATCAATAAACCAGAAGTCGCTATTGTTGCACTAGGCAAGTTACAAAAATTACCGCGCTTTAATGAGCAAG
+GTGACGTAGAAGCACGCAGTATTATGCAAGTGAGCTGGTCTGGTGATCATCGAGTTATAGACGGCGGCAC
+TATCGCTCGCTTTTGTAACCTATGGAAATCATTCCTAGAGAAGCCAAGTCATATGTTAGTGCATATGAGC
+TAAAGCTTTAATCATACATAGTTAAGTCACTTATTCAGCAGTGCCTTAGGTATATAGCATTAAAAAAGCC
+CCGTTATCAATGGTTAATACCAGATGATAACGGGGCTTTTTATTATGTGGACTTTTTAATTATTAATCAT
+TAAAAACCACATTGTTTACCTTGGTTTTTGTTTTTCAACCAAACATGTAATGGTGCAAAGTAATCTAATA
+TAGCGGTAGCATCCATTTGCTCATTACCCGTTATTACTTTATAAGCTTGCTGCCATGGCTGGCTTGAACC
+CATTTCTAACATGGTATTAAGCGCAGTACCTGCTTCTTTTGAGTTATAAATTGAACAGCGGTGAATAGGG
+TCAGTATTACCTGAGATTTCACATAACGCACGATGGAATTCAAATTGTTGAATATGTGCTAAGAAATAAC
+GGCTATAAGGTACACCTGCTGGTACGTGGTATTTAGCACCAGGGTCGAATGAATCAACATCACGATCTAT
+AGGCGCTGCAACACCTTGGTATTTCTCACGTAATTCCCACCATGAAGTATTGTAGTCTTCAGGCTTAATT
+TCACCAGAGTAAACTTTCCAACGCCACTGATCTACCATCAAACCAAATGGAATGAAAGCGATTTTATCAA
+GCGCTTGTTTCATCAATAAACCAATATCTTTTGATTCATCAGGAATCGTATCAATTAAACCAATTTCTTT
+TAAGTATTTAGGGGTAACTGATAAGGCAATAGTATCGCCGATTGCTTCATGGAAACCATCATTAGCGCTA
+TTTTGAAAGTATACTGGCTGGTCTTTGTAAGCACGTTGATAGAAGTTGTGCCCCAATTCGTGGTGAATAA
+CGTTAAATTCTTCACCTGTTTTCTGTATACACATTTTGATGCGAATATCGTCTTTAGCATCAAGATCCCA
+TGCGCTGGCGTGACAAGTTACGTCTCTATCGGCAGGTTTAGTAAACAATGAACGAGTATAAAAAGTCTCT
+GGTAAAGCATCAAAGCCTAATGACGTGAAGAACTTCTCAGCGCCTCTCACCATTTTTATCTCATCGTAGT
+TATGCTCAGCTAGTTGCTTAGTTACGTCATAACCAGGATCGGCATCTTCTGGAGCGACTAAATCATAAAT
+GTTACCCCAAGACTGAGCCCACATATTACCCAACAAATGTGCTGGGATAGGTTTGTCTTGAGCCACTTTA
+TCAGTACCGTAAGTTTCACCTAACTCGGTTCTTACATAACAATGTAAATCATCATATAAAGGCTTAACTT
+GTCCCCATAAGCGATCGAGTTCTTTGGCAAAATCATCGGCAGGCATATCGTAGTTAGAACGCCACATCGC
+GCCTAAATCTTGATAACCCAAACCTTTAGCACCTTCGTTAGCAAGCTCAGCTTGACGAGTGTAAAGAGGC
+TTCATTTCTGGGCTGATTTCACGCCAACCGGTCCACATTTCAAGTAATTCATCATAATCACGAGAATTAG
+CCATTTTTGACGTCATATCACCTAAGCTAAGTTTTTCACCTGCTTTAGTGGTATAGCTACCTTTACCGTA
+AATACTGCCAAGCTTAGCGCCTATTGTCGCTAATTCAGCTGACTTTTCTGGATCTTGTGGCGCTGGCATA
+ACCAGACTTTGCTTTAAGACATTTAATTGGCGTCGTTGTGTCGGGTTAACATCTACGTCATCAAAAGTTG
+CAGCTTGCATGGCGTATCTTACACCAGCATCAGTGGATTTTTGATCGGCTTCAGCAGCTAATGATGCGGT
+ATCTTCAGTGATGAAATTGGCATAAATCCAAGCAGCACGTGAACCTTCTAAGTTTAACGTCACCATTTCT
+TTAGCAACATTATCTAAGAACTGTTGGGCGTCTGTGGCCGTTAATGCTGCTTGTGCGCTAATTTTTGCCG
+CTTTTTCTACTGAGGCTTGTTGGCTTGGCTCTTGATTGCATGCCGTTAAAGAAGCGGCAATAACTAATGC
+GAGACCTGTAAACTTAAATGTTTTCGTAATATTTTTCATTTTATTATCATTATCAAAGTGCAGTTGTTAG
+GTGAGGTTAGTATATAAAATTGTTTGCTTGATACAAAGTTTATAAGGAAAATAGTTACTTAGGATTAACT
+AGCTCAAATTTGGGGCAAAAAAAAGCTCATTCAAAATGAATGAGCAAACTACAACATGAAACTGGGTTGA
+GATATAAAAACAATAATAAACAAAAACAATGATATATAGGGGAGTTAATAAGAACAGGGAGTTTTAAAGT
+CACTGCTTGCTAGAAACTGAGTTAATAATAAATGCTTGCCCTGTGTTTTACTGTATAGATACCGTAACGA
+TTTGTAATGGTAGTGATGTACAATGCATTTTGAAAACAATCTGGTTTAGCGCTTAAATTTAGGGCAAAAA
+AAAGCTCATTCAAAATGAATGAGCAAACTACAACATGAAACTGGGTTGAGATATAAAAACAATAATAAAC
+AAAAACAATGATATATAAGGGAGTTAATAAGAACAGGGAGTTTTAAAATCACTGCTTGCTAGAAACTGAG
+TTAATGATAAATGCTCAGCCTGTATTTTACTGTATAGATAGCGTAATGATTTGTAATAGAGTTGATGTAC
+AATAGATTCTGAAATAATCTGGTTAAGTGGTTGTTAAAAGCTTGACCTATTTACAAAGAATACGCTATTT
+TAAACAGGTGTTTAAACTAGTTGTTTAGTTTATACCCATAACCATTCAAATGCACTCATCACTCTGAAGT
+CTGCATCTTGATTGGTAAAAGGGATATATGCTAAATCATTAAATAATTAAAACAGCAAGCAGTTAGAAGT
+TGAAGTATGAGTACCAAAAATAAAATATTAGATGCCGCCGATGTACTTTTTGCCAATAAAGGCTTTAATG
+GTACGTCCCTAAGAGAAATTACGAGTCAGGCTAATGTCAATTTAGCGGCAGTAAACTATCATTTTGGCTC
+TAAAAAAGAGTTAATTAAAGCGGTTATGTCTCGCTATATGGATGAACTATCTCCTCGATTGGAGTCTGCA
+CTGTCACTCATTTGCCAAGCTGAGCTTAAACCAACTTTGCATGAAGTGTTTTCTGCTTTTATAGGGCCAC
+TTTTACACCTTAATGAATTTAAAGAAAACGGTACCAGTACCTTTTTGCAATTATTAGGGCGCGGTTATAC
+CGACAGCCAAGGCTTTTTACGTTGGTTTTTAACAACTCAATATCCTGATGTTTTTACTAACTTTACCAAA
+GCCGTTAACATTGCTTACCCTGAATTAAGTGCAGAAGAAATATTTTGGCGATTGCATTTTACTATGGGCA
+CTATAGTTTTTACCATGTCATCAAGTGAAGCTTTGATTGATATTGCTCAAAATGATTTCGACAATAAGTT
+AGATATAGCGGGTGTTATCGAGCGAGTTATTCCTTATGTTGCTGCAGGGGTTGGTGCGCCAATTACTAAA
+ACCGAACCATTATCTCTAGTTTGATGCTTTTATTTTAAACAGCAAAAAATAACAATAAACTTATTATCAA
+TTCATTGTGAATGAATTGATAAGAATGGCGCATTATACCAAGTCTATTAAGTTATTTCCCGCTCAGCGAG
+AATTAAAAGGCTTAGAAGCAAGGCGTTGATAGAAGAGAATGGTTATTCCCTTATCAAAATCAATAACACA
+GTATATAAGCCTTTTAAACTCGCCCATCGGGAGCTTATTAGAAAACTGATAACATCACGAAATTGGTGAA
+GTATAGAATAACTATATTTAATCAATTTCACTTGTTCTAAGCTCGCTAATAATAGCTCTGAGTTGGGAAT
+AAATTTAATAGAATTGGTATTACTTACCTTATTCATTCGCACTTAGTGCGATAACTTAGATTAAGTAGTC
+GCTCTATTTTGATAAAGCCAATGCAGTAAATAATCCCTTAAATAGATTGAGGTATGTTTTTGCCATAATT
+CATACTTATCCACCCAGAAAATTACTCCTCTTAGCAAATATCTAAACTAATTTTTTTCAAGACTAGTTCT
+GCTTTTAACTACAATTTGTATTATAATCCGCGCCAATTATGCTATTTCAGTATTTTACAAGTTTATTTAG
+GGTTCAGGTGACATATGAGTGTTGATTCAATTGGCTTATCAGCGGATTTATTAAAAGCGGTTAAGGCGTG
+TGGTTATAAGAATTTAACCCCTATTCAACAAGAAGCAATTCCAGTTATTCGCCAAGGCGTTGACCTTTTA
+GCAAGCGCACAAACAGGTACAGGTAAAACAGCTGCTTTTAGCTTACCTATTTTAGATGCAATTGCTAAAG
+CCAATCATGCCGCCAAGAGTTCGACTACTTCTACAGATGAAAACTCTGCAGAAGAAAAAAGTGCATCAGG
+ACAAGCAATTCGAGCGTTAATATTGACGCCTACTCGTGAACTTGCCAATCAAGTAGCTGATAACATCAAA
+CAGTTTAGCCAATACCTACCGATAAAAAGTGGTGTGGTTTATGGTGGCGGTAAAATGGCATCACAAACAA
+AGATGCTAAAACAAGGCCTTGATGTGTTAGTAGCAACACCGGGTCGTTTATTAGAGCACTTAGCTCTACG
+CAATGTTGATTTATCACAAGTGAAATTTCTTGTACTTGATGAAGCTGATCGCATGTTAGACATGGGATTT
+TTAACGGATATTGAAAAATTATTGCTAGCTGTTAAACATAAGCATCAAACGTTGATGTTTTCTGCAACTT
+TTTCAGACCGCGTAAAGTCGTTAGCAAATCAGTTATTGAAATCACCAAAAACAATCAGTGTTTCTAAAGA
+AAACACGACTTCGGGTAAAATAAAGCAAGCCGTTTATTGGGTTACCGAAGAACGTAAGCGAGAATTACTT
+TCAGAGCTTATTGGTGTTAATAATTGGCAGCAAGTACTGGTGTTTGCCGGAACAAAAGAAAGTGCAAATA
+CGTTAGCAAAAGAATTAAAGCTTGACGGAATAAAAGCGGCGTTATGTCACGGCGATAAAACTCAAGGCGC
+AAGAAATAAAGCATTAGAGCAGTTTAGTGAAGGTAAAGTGCGCGTATTAGTTGCAACAGACGTTGCAGCT
+CGAGGACTCGATATACCCGATCTTGCTTTTGTCGTTAATTTTCACTTACCATTTTTACCTGAAGATTATG
+TCCACCGTGTTGGTCGTACGGGTAGAGCGGGTAAATCAGGTACGGCAATTTCTTTAGTAAGCCCTAAAGA
+TGAGCGCTTTTTAGAAAACATAGAGCAATTAATTGAACGTAAGTTTGAACGTATTGTAGCTCCTGGTTAT
+GAGTTTAACCGCCTAGAAGCTAGTGAATACCAAGAAGCAACGGTAAAGCGCGACAGTAAAAACAGGTATC
+GTGCAGCCCAAGAAAAGAATCAAAATTTAGCGAAAAAAGATGTGAAAATTAAAAGTTTAAGTAAAAATAA
+AACGGCAAGAACGAACAGTAAATACAATAATAAAATTCAGAAAAAACGTTAAAGTTTGTCTGAAAAACTC
+GGTAATAATAAGTTAACAAAACCAGTGATAGCACCTATAGTTATAACAGAAACGCCTTTTGATAAAAGGC
+ATTGTTGCTGGTTTTGTGGTGAGCCTAGCCATGTTGTTTTTATTTTCCCTTCTTATAGTTCCGCCTTTGC
+TTATGAGAGTGATAAATACTTATCACTCTCTAGTTCCCATCCATTAATCTCTCTTCCTAGTTGCCGAGAG
+TGTCAACAATTTGCGAATAAAGCCAAAGAAAATACAATTTTGGCAGTCAAAGGTTATGTAAAGCAAAAGC
+TATTAAAGCGCTATGCTAAAGATCTTGCTATCGGTGTTAATTGGACAGAGCAAGAGTTGGCAACAAGTGG
+GTTTGAGCAAGGAAATTTTGCTGGTTTTGCCCGAAGTGCCTGGTTTATGTATGAAGTAGCAAAGGCGAGG
+GTAAGTTATTTAGGTTGGCCGTTGGTGGCTAATGGTATTGAACTTGAGGAGGTTGATCTTGAGGATTTAC
+AAGTCGAAACCTTTAACTTTGATGGTGTTTTGTACCCCTCTTTATCTGATGCTATTGCGCATTATGCAAA
+AATATTTTTACTAGATGAACACTATGTTACCGCGGTTTTACAACACTTGGGCAATAGTGGTATTGATGAG
+AAATCATTTGCCCAAGCGGTCCGTTTTTGTCGGTTATTAGTTAATGCTAGCGCAAACGACCGTAAAATCG
+CTTTTAAGGCGCTAGTCGCTAAAAGTAAGTGATTACTTCTCTATTACTTCTCTATTACTTATCTATTAGT
+AGTTAGCTGTAGAAGCTTAGACAACACTTAAGTGCGAAGATACTTGCATCTTACGACGGTAAAGTATTTC
+GTCTGCACGCTCAAAAAAGCTGAGTTCATTATCGGCTCTGTTCATAAACGTTGAACCTATACTGCAACCT
+AGTTGGTATTTATTTAATTGTACATTACTAGCTAAAGCTAGGTTTATTCGGTTTTCAATGATAGCTAAAG
+CGGTATCATTAGCATTTTCGACGATTATAGCAAATTCATCACCACCAAATCTAAATAAGCTATCTGAGTC
+ACGAGTACATAAGCGTAGTACATTGGCAAACTCTTGTAAGACGGTATCTCCAGCAATGTGGCCATGAGTA
+TCATTTATAGCCTTAAATTTATTTAAGTCACCTAAGACTAAACCAACCAAGCTATGATGTCGGTTAGCGT
+TATGCATTGAACGTTTTAATTGTTCGTCAAAATATCGGCGATTACCTAATCCAGTTAAACCGTCCTGCAT
+AGCAAGTTGCATTGCTGTATGATACGCAATGGCATTTTTAATCGGGTGTAACAGGCATAGGTGAAGTTGT
+TCTAACACTTTAAAGTTAGTTAAGCTGATAGGGCTATTGATACCATAGCTGAGTGTACCAATAAAATTAT
+CTTCAATCTTTAATTCAAAACATTGTTCTTTTTTAGCTTTTCTGCTGCCAAAAAGTACAGTATTCAAATT
+CTGACTTTTAAAGTACAGCCCAGAAAAATCAACATATCTGGTAGCTTCTACCGCAAAAATACTTAATAGT
+TCATCAATATCAAGTGTAGTTTGTAGCTGCGTCATCAGCGCTAGGATCTGACGTTTATCAAAAATAGTAT
+TAGTAAAAGTTTCAGCAACAAGTGCATCAGTGCTTAATGTACTATAGGTATTAAAGGGAGAAAACCTATT
+ATCAAGTACGTTTAGTGTTTGCATACAACAACCTCATTAACTTTATCTTATAACGTCAATTGATAAATAT
+GATCGCTCTAAGAGCATATTTTGACGCTATTTTTTAACTATTAAGATAAAAGCAATAAACGTACCACTTA
+GTTATAATTTGTTTGTTTTCAGGTTAATGTTACTAATTTTCAATGAAATATATTCATTGAGTGCAATGTG
+ATTTATTTTTGTTGTTAATATACTTTAAGGCTAGGTAAACTATGAATAGATTATCAGTTTTTCTCTTGAG
+TCATAATGTTGGCGGCAATATTTTGCCGCTTGGCAAATAAGCCTAAATCTTAGTTCTGTTATTGACCACC
+TCTAAAAATTATCAAAGCAAACGAAAGGAAGTTATGTGAGCGGTTATTTTGAAATACTTGCGATTTTAAC
+CTGTGCTGTATTTGTGGTATGGCTATTTCGTCGACTAAATTTACCGGCGATTTTAGCTTACTTAGTTGCA
+GGCATGCTTGTTGGTCAACACGGTTTAAATCTAGTTCAGGACCAAGTTGATTATGATCACTTTGCCGAGT
+TGGGTATTGTATTTTTACTCTTTACTTTAGGGCTAGAATTCTCATTACCACGATTAATGGCGATGCGCCA
+TTTAGTGGTCTCTGTTGGTAGCTTACAAGTCGGTATTTCACTACTTGTCTTTATAATTGCGGGACTGTTT
+TTTGGTTTAAGTTTTTCTGAAGCTTTTGTTGTTGGTAGTATACTCGCACTCTCTTCTACCGCTATTGTTA
+TCAGGCAACTGAGTGAAACGGGTGCCATGAAACGAAAATCAGGGCAGTTATCGGTCGCTATTTTACTGTT
+TCAAGATGTCGCTGTTGTGCCGTTATTAATCATTATTCCTATGTTGGCTATGGATAGCCAGAGTTCTATG
+GTCTGGGCGTTAATGCTAGCTATGGTGAAAGGGGTTGTGGTTGTCGCATTATTATTATTAATTGGTAAGT
+GGTTGCTCCCAAAAGTATTTAACATTATTGCGCAAGTACGAACTGATGAACTCTTTGTATTAACCACATT
+ATTAGTGACTTTATTAGCCGCAGCTTTCACCCAATGGTTCGGTTTATCAATGGCATTAGGTGCTTTTCTT
+GCTGGTATGATGTTAAGTGAGAGTGAGTATAAGCATCAACTTGAAGCCGATATTCGGCCTTATCGAGATA
+TTTTACTCGGCTTATTTTTTATCACTGTTGGTATGAAACTCGACGTGAGTTTATTAATATCATCACCATT
+TAGTTTATTAGGCTTGATGCTCTGTTTTATGCTAGTCAAAATTATGGTAATCAAAATCCTTGCGGTTAAA
+GCGGGAGAATCAAGTAAAGATGCTTGGGCATCGGGTTTAATGCTGGCGCAAATGGGGGAGTTTGGTTTTG
+TACTAATAGCGTTAGCAAACCAAAGTCAAATATTGCCACTAGATGTTGCTTCAATGCTGCTTGGCGCAGG
+TGTTATCAGTATGGCGATTACTCCTTTTATGATCAACAACGCCAGATCTTGGGCACTATTTTTGAGTCAA
+GAAAAATCACCAGAATCGCTTGATTTATCACAATTACCTGAAAATAAAGTTTTAGAGAATCATGTTGTCA
+TCTGCGGTTTTGGCCGAGTAGGGCAGACAGTCAGTCGATTTTTAAAACAAGACGAAATTGATTTTGTTGC
+CATTGATGTTGATCCACTTCGCACTCAAAAAGCGAGAGAAGCAGGTGAGAAAGTACTCTTTGGTTCATCT
+AGGCAAACTGAAGTTCTTAATGCGGCTCACTTATCTGAAGCTAAGTTAGTTGTCATTGCTTTTGGTGATG
+ATAAGCAATCACTTGAGGTGATTCAAAAAGTTAGAAGTATGAATGAAAAAGTCCCTATTCTGGTAAGAAC
+TCGTAATGATGACCAACTTGATGCTTTACAAGCTGCGGGCGCTAATGAGGTTGTACCTGAAAGCTTAGAG
+GGTAGTTTAATGTTAGTTTCGCAAGTGCTATCGCTTACGGGCGTGCCATTTTCTCGCATTATGCGCCGTG
+TGCAAAGAGAGCGTAAAAACCACTATAACCATTTACACGGCTTCTTTCAGGGAGAGCACACTGATATGAG
+CCCACAAGCTATAGATAGAATTGAATTTGCTCACGCTATTTTAATAAATGATAATTCTTTTAGTTGTGGT
+AAAAGCATTGAATCATTAAATCTCGGTAAAATGCGAGTGAACGTTGTTGCTTTACGCCGAGGTGATATTG
+AATGTGAATCACCTGGGAAAGACACTGTCTTACAAGCACAAGATACATTGATTATTCGCGGAAAGCCTAG
+GGGAGTTGAAAAAGCAGATCATTATGTACAAGAGGGTAAGTAGTTTATTAATAGAATAACTAGGACTTTC
+CTTTGCAAAGACACTATATTCTGAATAAGAGCGCTATCTTTTAATAAGTGAGAGTTGCTCTTAAAATGGT
+TAGCTCTAAAGTGAGTTGTTTAAAAAAGATAAGCCCTAAGGTGATGCTCTTAGGCTAATAGTTAAACCTC
+CACTCCACAATCTATCAAGGATGGTCATATATCAAGAAAACTTCTAATGGCCTGTTCTTGCTCCATGGCA
+TCAGCAAAACCTAACCTTATTAATTCACCACAAAAATTTTTCTCAAATAATAAATAACTGATAATACTCG
+ACTCAGAATCATTTCCTATGCCTGCGCTACGCAATAACAAGCGAATAGATAAAGGTAGGTCATAATAATA
+CTGAGCAGCAATCTCATTAAAATCATGACTAGGATTAATAACAAAACTATCTATGTGCTGTAATCCTTCG
+TTTTCTTTTCTATTTTGAGCTGAAATCAATTTAAGCGTTTCGTTTATTCGTGCCATGCGTTCAAGATCGC
+TATGCATGGTATCTGAAAAAATGGAATCGAGTAGATGACCCGCAATAGTTGCCGAGCTTGGCGGATGTGG
+TGTGTTTTCTCTTGTATGCATAGGCTCCTTTGGCTGATCTACTCCAATCACAAATATTTTTTTTGCGCCT
+AAATGTATCGCTGGACTCAATGGAGAAAGTTGATGTACTGAACCATCTCCAAAGTGTTGGTTCTTAATTT
+TAACCGAAGGAAAAACCATTGGAATTGCAGCTGAAGCCATTAAGTGTTCTGTATTTAACTGGCATAATTC
+TCCACGTCTTTTAACGCGAGACCAAGGTAGTGCTAAACCATCGGATTGATAAAAGCTAATAGAGTCACCA
+TTGCTATAACTTGATGCTGTAATTGATACGGCTGATAAGTATCCGCGCGCTATATTATTATCAATGCGAT
+TAAAGTCGAGGATTTGGTTAAGTAATGCTCTAAGAGGGGCGTTGTTAAGTAAACTACGAGGATTTTTATT
+CGCATAATCAGCTTGGAAACTAGCGAGCATACCTTGGCTTATATGACTAAATACGTTGATCGGACTACTA
+TGGTAGATACTTGATATATTGAAGTTTTTCCAGGCCCATTCCAGTTTCTTTACCCCTAATTGAAAACAGG
+ATGCATAACAAGCTAATGAGGTGGTATTGATAGCTCCAGCAGAAGTACCTGAAAGGATTGAAAAGGGGAT
+ACCATGGTTTCTAGGGATGAACTTTGAAATGGCGGACAAAACACCAACTTGATAGGCTGCACGGGCACCA
+CCACCAGTTAGCACCAGAGCGTTTTTATTATTCAGATAGTTTCTTTTTAGTGTCATAGAGAATGATTTTT
+TTATTTTTAAACCGTCAGAATTGTATCTATTTATTACTCGACTTCAATGACTTAAGTGTATGTGCTTTTG
+ATTTACTTCGCTAGCTACTTAACTCATTAATTACTTTATTTAGGACAAAAAAAAACCAGCAAAGCTGGAT
+TTTTTAAAATGACATAGAATTATTAAATAGTATAGCTTTTACTCATCCGTTTTTATTGCTAAAAGGTATT
+AACATCTACTTTAAATAATTTTTAACTGCTAACGCGAGCGTTGGCAGCGTCTATCAATGGTTGCGATCCA
+GTTTGAAGCATCTCTAGGTTAGCCGAAACTACTTTCTTTGGTAATTTTGAAATCATCAAAGAACCAGTTT
+TTACTGAGCCAGAGGTTGATGCAAACTCTAATAAGTTCTTACCATTACACTGGATATTGTCGAAGATACG
+ACGAATCTTAAGTTTATTTGTCTTTAAAAATGAACGCATGCGTTTCTTGTCATCGGCCGCTACGTACTCA
+CATATACTTGTCGCAATGTCAGCAGCTTGTGCCTTTGGTGTTGTTACAGCAGACGCTAATGTTAAAACTG
+TGATGGTGGAAGCTATTAATAATTTTTTCATTTTATAAACCTTAATAATGGAGTTAATAAAAGAAAAAAC
+CACGGGATGTACCTGTTAACGAGGTGACTCCGCTGTCATAGATAAATAATTAAACTTTACCCTTAGACCG
+GTGGTTTTGCGTAACACGTTTTCGCGTGCTTTGCCTTTTCTTTGTCAAAAATAAGTATCACGTAATTGTT
+ACCAAAGTGCAAGCTAAATGGGCGCGAGAGAACAGTTAGTGAAAATGAGAATGGAAATAATACGAGACTA
+AACATGTAAAGAATAAAGGTAATAGTTTGATAACTATTACCTTTATTTGAATGTTTCAGAGAAAGGTATC
+TCTTTGCTTTTACTACGAAATAAGGTCTTTCTTAGTTACAAAGTACTATAGAATTAAAACTTCATCTCTG
+GTATGTCACCAGTCACAACAAGTTCGCCTTCAGTTAACTTAATTATTTCTTCAATAGAAACACCAGGGGC
+ACGTTCAAGCAAATGAAACTTACCTTCTTTAATTTCAATAAACGCTAAATCAGTTAATACTTTCTTAATG
+CAACCTTTACCCGTTAATGGCAAAGAACAGCTTTTAAGTAGTTTTGAAACACCATGCTTAGAAGCATGTG
+TCATGGTAACGATAATATTATCTGCCCCAGCCACTAAGTCCATTGCGCCGCCCATGCCCTTGATCAATTT
+ACCGGGTATCATATAGGAAGCAATATTACCGTTAACATCGACTTCAAAGGCGCCCAGAACAGTTAAATCT
+ACATGGCCACCTCGTATCATCGCAAAAGACTCTGCAGAGTCAAAAACAGATGCGCCAGTTGCCATAGTGA
+CAGTTTGCTTACCGGCATTAATTAGATCGGCGTCAATTTCTTCTTCCGTTGGAAATTGCCCCATGCCAAG
+TAAACCATTTTCTGATTGCAACATCACTTCAATATCTTGCGGAACATAGTTTGCAACAAGGGTAGGGATA
+CCTATGCCTAAATTAACGTAATAACCATCTTTTAGTTCTTGGGCAACACGTTGAGCTATTTGTTCTCTTG
+ATAACGCCATTATTTTGCTCCTTGTGCTGAAGATGGACGAACAGTACGTTGTTCAATACGCTTTTCGAAA
+GTGCCTTGAATTAAGCGATCAACATAAATACCAGGTGTATGGATTTGGTCTGGATCTAACTCACCCACTT
+CAACTATTTCTTCTACTTCAACAACGGTAATCTTGCCAGCAGTTGCTGCCATAGGGTTAAAGTTTCGAGC
+CGTTTTTCTAAAAACTAAATTACCGTATCTATCGGCTTTCCATGCTTTGACAATCGCAAAATCACCGGTA
+ATAGCTTCTTCTAAAATATACTCACGGCCATTAAATGTTCGTTCATCTTTGCCCTCAGCTACAGGCGTAC
+CAACACCTGTTGCCGTGTAAAAAGCTGGAATACCAGCACCACCTGCACGCATCTTTTCTGCAAGCGTACC
+TTGTGGTGTTAATTCAACTTCGAGTTCTCCCGCCATCATTTGGCGTTCAAATTCAGCATTCTCACCCACA
+TAAGAGGCAACAATTTTTTTTATTTGTCGATCAGCTAATAAAACACCTAAGCCAAAATCATCAACACCAC
+AATTATTCGAAACTAAGGTCAAACCTTTAGTCCCTTTGCGCTTGATTTCACTGATCAAGTTTTCTGGGAT
+ACCACATAAACCAAAACCACCTGCGATAACGGTCATGTTATCTGTTAGCCCAGCCATGGCTTCCTCATAG
+CTTGACACTACTTTGTCGAATCCTGCCATTTTATTCTCCTCATTTGGTTTGATATTTTATAAAAATTTAA
+CAGAGAGAAAGAATAAACAAAATAATTCATCATTATCTTAATCTGCTTTACCTTCATTCTCTCTGTGCGA
+AGAAATTGCTACTTTTCTGAAACTTTCTCTTGTGCTAAATAAGCATTTGATACTTTAGATATAGGTGCTT
+TACCTAACTTATCACTAATAAACCAACCTGCTTGCAGTAACTTTTTGAAATCGATGTCTGTCGCTATACC
+TAAACCGTTAAGCATATAAACTACATCTTCAGTCGCTACATTACCTGAAGCACCTTTAGCATAAGGACAA
+CCGCCTAAACCAGCAATAGCACTATCGACTACCTTGACACCCATTTGTAATGCAGCGTAAATATTAGTTA
+ACGCTTGCCCATAGGTATCATGAAAGTGAACCGCTAGTTTATCTGTTGGTACACGTGCACTAACGGCTTG
+TATCATCTTTGTTACGCTTGCTGGATTACCGACACCTACAGTGTCACCTAATGAAATTTCATAACAACCC
+ATAGCAAAGAGTTTTTCTGCGACTAAAGCGACTTGCTCTGGATCTATATCACCTTCATAAGGACAACCCA
+ATACACAAGAAACATAACCACGGACTTTGATATTCGCTTTTTTAGCCGCTTCCATAATAGGTGCAAAGCG
+CTCAAGACTCTCTTCAATAGAGCAGTTTATGTTTTTTTGGCTAAAGCTTTCTGAAGCAGCGCCAAAGATA
+GCGACTTCATTAGCATTGACTGCCATTGCTGCTTCAAAACCACGCATATTAGGTGTTAATGCTGCATAGG
+TTACCTTCTGATTGCGATTGAGTTTTTCAAACACTTCAGTAGAGGTTGCCATTTGTGGCACCCATTTAGG
+TGAAACAAAGCTGCCACTTTCAATATAACTAACGCCAGCATCGCTGAGTTTTTCTATCAGCTGAATTTTA
+TCGCTAGCACCAATGGGCGTTGCTTCATTTTGCAGACCATCTCTAGGACCAACTTCAACAACTTTAACCT
+GCTGTGGTAATTTGCTTGATAACATGATTACTCCGACTCTTCACTGCTACTTTCTTGTTCCGTGAACGCT
+AATAACTCAGCACCGCCATCTACCATGTCGCCGACTTGGAAAAATATCTCATCAATAGTACCGTTGCTTG
+GCGCTTTGATAGTATGTTCCATTTTCATCGCTTCCATGATCAATAAAGGTTGGTCTTTACTAACCTGTTC
+GCCAGATTTAACCAAAACACTCACCATAGTGCCGTTCATTGGCGCGATTAAACCGCCATGATTATCATCT
+TCGTTATGCTGACCACAGTCTGGCAGAATATGAGTAAAGTTAAATACGCCATTAGTCCTATATAGACTTA
+TGTTATTTTCAAAATGATTAAAGGTTGTTTGGCTACGATGTCCGTTAACAGTCGCTACGATAGTGTCATC
+ATTGTGTGGCGTAGTTAAAATTTCGCCTTGACAATCAAACTTTTCACCATTGATATTAATTGAATAATAG
+GCATCATTACCCTGACGCTTTTGTTCAACTGTCACCGTGTGCTCGGTATCATTGTGCGCTAGCACTAACG
+TATGTAAATTAGCTTCATTTAGGCGCCATGCATTGGCATTGTACCAAGGAGAATGTGGGTCGTTACTTTG
+CTGCGCTTGCTGTTTTGCCTTGCTTTCTTTAGATAGAACAAGGAATAAAGCTGCTATAGGCAACTCATTG
+ACTAATGGTTTTTCATCGTTATGAAAAATCAGGTCATGATTTTTTTCAATGAAACCTGTATCAATATCTG
+CGGCTTTAAAAGGAGCAGATGTTGCTAAATTATAAAGAAAATCAATATTAGTCGTGACACCATTAATACG
+GTACTCACTCAATGCTTTTGCTAAGCGCTGCAGTGCCTTTTCACGATTTTCATCCCAGACAATTAATTTA
+GCAATCATAGGATCATAATACACACTGACGTCATCGCCCTGACGAACACCGGTATCTATACGAACATGTT
+CGCTCTCAATAGGTGTTTTTAATAGACTTAACTTTCCTGTTGCAGGTAAAAAGTCGTTATTAGCATCTTC
+TGCATAAATTCGCGCTTCAAAAGCATGACCATTGAGCACAAGTTGCTCTTGTGTTTTAGGCAGTAATTCA
+CCAGCGGCTACACGTAATTGCCATTCAACTAAATCTTGTCCACTGATCATTTCAGTAACTGGGTGTTCAA
+CCTGTAAGCGGGTGTTCATTTCCATAAAATAGAAAGAGCCGTCGATATCAAGTAAAAATTCAACGGTACC
+TGCACCTTGATAACCTATCGCCTGAGCAGATTTAATTGCTGATTCGCCCATTTGAGCGCGTAATTCTTCG
+CTCATGCTAAAAGCAGGGGCTTCTTCAATGACTTTTTGATGGCGACGCTGTACTGAACAATCACGTTCAA
+ATAAATAAACAGCATTTTCATGATTATCACAAAATACCTGGATCTCAACATGGCGAGGCTGTGTTAGGTA
+TTTTTCAACCAACATAGTGTCGTCACCAAATGATGACATCGCTTCACGTTTTGCAGCGGCTAAACCTTCA
+TCGAATTCTGCTTCGCTCCACACTTGGCGCATGCCTTTACCACCACCACCTGCTGTGGCTTTTAGTAGTA
+CCGGATAGCCCATGTCGTCAGCGGCTTTTTTGATAATATCACGTGACTGATCGTCACCATGATAGCCGGG
+CACTAATGGCACATCGGCTTTTTCCATAATGTTTTTAGCGGCAGACTTTGAACCCATCGCTTCAATGGCG
+GCGACAGGAGGGCCGATAAAAGTGATGTTCTCAGCGGCACAGTTACGACAAAAACCAGCATTTTCAGACA
+AAAATCCATAACCAGGATGAATTGCTTGAGCGCCTGTCTGTTTGGCGGCAGCGATAACTTTATCACCTAA
+CAAGTAACTTTCGCGTGATGGCGAAGGGCCTATGTAAACGGCTTCATCGGCCATATGAACATGCAAAGCA
+TCTTTATCGGCATCTGAATAAACGGCAACGGTTAATACACCCATTTTCTTGGCTGTTTTAATAATGCGGC
+AGGCAATTTCACCACGGTTGGCAATTAAAATTTTACTGAACATTTTTTTATCCTTTTATTCTTTTAGTAT
+CACTTAATATCACTAGCAACTGAGAACTTGACGCTTACTCTTACCAATTAGGCGCTCGTTTTTCAAAAAA
+GGCGGTTAAACCTTCTTGTCCTTCAGTTGATACGCGAATAGCTGCTATACGCTCACTAGTGTCTCTGAGT
+AAGTTTTCATCAATTGGTTGAAAGGCGACATCTTGGCTAAGTTTTTTTGCCTGTCGTCTCGCTTGACTAC
+CATTAACTAATAACTTGGCGACCATACTATTGACTTCATCAGTTAGCAGCTCAGGCGAGACTACTTCATC
+TACTAAACCAAGTGACTGTGCTTTATCGCTAAAGAAACGTTCGGCAGTTTGAAAGTAACGGCGACTCGCT
+TTTAAACCAATGGTATCTACTACATAAGGGCTAATGGTTGCGGGTATTAAGCCCAATTTAACTTCACTTA
+AACAAAAGCTTGCTTTGGTGCTCGCGATAACAATGTCACAACAGCTCGCTAAACCAACAGCACCGCCAAA
+AGCGGCGCCTTGAATTTTGGCAATAGTTGTTTGTGGCAAAAAGTTTAACGCTTTTAACATTTGCGCTAAA
+GCGTTGGCATCTTTCAAGTTATCTTCATACGAATAACTTGCCATGCGCTTCATCCAACCTAAGTCAGCAC
+CGGCACTAAAACTCTTGCCGTTTGAGGCTAAAATCATAACGCTAATGTCATCGCGTTTACTGATGTCGTT
+AAAAATCTCAGTTAGCTGTTTAATGATGGCATCGTCAAAAGCATTGTGTTTATCAGGATTGTTCAAAGTA
+ACTGTGGCAATACCTTGCTCATTAACTTCTAACAAAACCTTGTCGTTGTTGGTATTCATAATAAGTACGT
+TTCACCTTTTATTTATACAGCTATACCGATCTCAGTAACTATGTGACTATTTCTACTAGTTAAAATAATC
+AACTACTTCGTTATTTATTTAATAATTAGAACAACTAGTTATTAAAATAAACTCCTTGTATTTGGTTGTT
+TTTCCTGCGTATAAAATAGACCACTTAATTAATGAAACTGGTATTACATACGGAAGATGCCAAACTTGGT
+CTCTTCAATTGTTTTGTTTAATGAGGCTGAAATAGCTAAACCTAAAACTTGTCTAGTGTCAGCAGGGTCG
+ATAATGCCATCATCCCATAAACGCGCCGAGGCGTAATAAGGATGACCTTGGTGTTCATAGTTATCGATGA
+TAGGTTGTTTAAAGCTTTGCTCTTCGGCTTCGCTCCAGCTTTCACCGAGTTTTTCTTTTTTATCACGTGT
+TACTTGCGCCATAACGCCAGCTGCTTGCTCGCCACCCATCACAGATATACGTGAATTTGGCCACATAAAT
+AAGAAGCGTGGATCATAAGCTCGACCACACATGCCATAGTTTCCTGCGCCAAAACTACCACCAATTAAAA
+TGGTAAACTTAGGTACTTGCGCCGTAGCTACAGCGGTAACCATTTTGGCACCATGTTTAGCTATACCGCC
+TGATTCGTACTGCTTACCCACCATGAAGCCAGTGATGTTTTGTAGGAATACTAGAGGAATTTTTCGTTGT
+GCACATAGTTGAATAAAATGTGCACCTTTTTCAGCAGACTCACCAAATAACACCCCATTATTGGCGACAA
+TACCAACAGGATAGCCATAAATATTGGCAAAACCACAAACTAAGGTATTGCCATAAAGGGCTTTAAATTC
+GTCGAATTCACTGCCATCAACAATACGAGCAATAACTTCACGTATATCATAAGGCTGACGAGTATCTTTA
+GGAATAATGCCGTAAATATCGTCAGTTGGATATTCGGGTTCAACAACTTGTTTGAAATCTATTGTTACCG
+GTTTTACTCGGTTTAAGTTTTTAACAGCAGAACGTGCTATTTCAAGAGCATGGTGATCGTTTTGTGCATA
+ATGATCGGTAACACCTGAAGTACGACAATGTACATCCGCACCACCAAGATCTTCAGCGCTCACAACTTCA
+CCTGTCGCTGCTTTAACTAGTGGAGGTCCCGCTAGGAATATAGTGCCTTGCTCTTTAACAATAATTGACT
+CATCAGCCATTGCAGGAACATATGCACCACCCGCAGTACAAGAGCCCATAACAACAGCAATTTGAGGAAT
+GTTATTGGCTGACATATTCGCTTGGTTAAAGAAAATTCGACCAAAGTGCTCTTTATCTGGAAACACATCA
+TCTTGGTTTGGTAAGTTTGCGCCACCAGAGTCGACTAAATAAATACAAGGTAGGTTGTTTTCTTTTGCAA
+TAGATTGTGCGCGAAGGTGTTTCTTTACTGTGAGTGGGTAATAAGTACCCCCTTTAACCGTGGCATCATT
+GGCAACAATAACACACTCTTGACCAGCCACTCGGCCTATACCTGTGATAATACCGGCACTAGGCACGTTA
+TCATCATAAACCTGGTAAGCGGCAAGTTGCGAGAACTCTAAAAATGCTGAGCCATCGTCTAGTAAAGCAT
+TGACTCTATCTCTTGGTAATAACTTACCACGTCCGATATGTCGCTCTCGAGATCGTTCGCCACCGCCAAG
+TTTTATTTCACCGAGTTTTTCTCGTAAATCATCAACTTGGGTTTGCATATGAGCAGCATTATCAAGAAAG
+TCTTGGCTGCGAGTGTTTATCTTACTTATTATTTTTGCCACGGGAGAGAGCCTTTTATTTGATAGTAATC
+ATTTATTTTATTGCGGTTTAACTCAACTACTGCGTTTAAAAATGCTCATTGACTAACGTCAACTCTGCTT
+TTTTACTTTGTATTTGAATTAAACCGCTGCAAACTAAACAATTACTGGTTAACTCAATATTTGTTTAATT
+ACTTATTACAGAAGTTACTTTTTTGTCACTGAAGTAGTAGTGATTCAACTTTAAGCTGTAGGGTTTAATT
+AAAAGGAAAAAGCATGGAGTTGATAACTTTCAAAAAAGTTATCAATGAGTACTTTTGACGAATTAATTAG
+GCGGTACAGCAACCAGATGAATGACTAGTTAGATTCGTTGAATAATTCACGACCTATCAGCATGCGACGA
+ATCTCTGAGGTTCCAGCACCAATTTCATACAATTTGGCGTCACGGAGTAAACGACCTGCTGGGAATTCAT
+TGATATAACCATTACCACCAAGTAACTGAATGGTATCAAGTGCCATTTTAGTCGCTAATTCAGCGGCATA
+AAGAATAACAGCGGCTGAATCTTTTCGAGTAGTTTCACCACGGTCACACGCTTGAGCAACCATGTAGGCA
+TAAGATTTAGCTGCATTCATTTGAGTGTACATATCGGCTACTTTGCCTTGTACTAATTGAAACTCACCAA
+TAGATTGGCCAAATTGTTTTCTGTCATGAATATAAGGTACGACTAAATCCATACAAGCATCCATGATGCC
+TAAAGAACCACCAGATAAAACAACACGCTCGTAATCTAGTCCTGACATTAAGACACGGACGCCTTTTCCT
+TCAGCACCTAAAATGTTTTCTGCTGGTACTTCACAATCCTGAAAAACTAACTCACAGGTATTTGAACCAC
+GCATACCTAACTTGTCTAATTTCTGATGGCGAGAAAATCCAGGGTAATCACGTTCAACAATAAAGGCGGT
+AATACCTTTTGAACCTGCACTGGTATCTGTTTTGGCATAAATGACAAAAACATCAGCATCTGGACCATTG
+GTTATCCACATTTTATTACCATTAAGAATGTACTTATCACCTTTTTTATCAGCGCGAAGCTTCATGCTTA
+CAACATCTGAACCGGCATTTGGCTCACTCATTGCTAGTGCACCAACATGTTCACCAGTACAAAGCTTTGG
+TAAGTATTTTAGTTTTTGCTCATGAGAGCCATTTTTACGTAACTGGTTTAAACATAAGTTTGACATCGCG
+CCATAACTCAAACCCACAGATGCCGAAGCTCTGCTGATCTCTTGCATAGCAACGATATGTTCTAAATAGC
+CTAAACCTGAACCGCCATATTCTTCTTCAACGGTCATACCTAAAAGACCCATATCACCAAATTTTTTCCA
+TAAATCAGCTGGGAATTCATTATCAATATCAATTTGTTCAGCGCGTGGAGCAATTTCATCACGGGCAAAA
+GCGTTTACAGTCTCGCGGATCATATCCACGGTTTCGCCTAAGTTATAGTTAAGTGAGCTGTATTTTGAAA
+TCATGCTTTATCCTTTTTGTGAAACTCAGTCCCGCTTAGCAGTGGTGAGTTAGAACGATTAAATGGGTTT
+AGTTATACTTATATTATTAATAAATCTTTACGGTGCTATTAACCGTTTTCAAGTGCTTTGAGGGTAGTTT
+TACAATTATCCTCTAAGTCATCTAGTTCAATTAATATCGCGTTGATATCTTCAAGTTGTTGTTTTAAATC
+TTTTTTCTTATCACTGATTAAAGTCATAATGGTATTCAATTGGGTGGCACTGGTTTTATCAACATCATAA
+AGCTCAAACAAACGACCTGTTTCTGCTAATGAAAATCCTAGTCGTTTACCACGTAGAATTAACTTCAGAC
+GAACCTTATCCCTTTGATTGTAAACTCTTGTTTGTCCTTTACGTGCCGGAAAGATTAGCCCTTGATCTTC
+ATAAAAACGGATGCTGCGAGTGGTGATATCAAATTCTTTTGATAAGTCACTGATAGAGTATTTTGCTTGG
+CTAATTTTTTGGGTCATTTATCTACTCGTGTATCTAATCTTGAAAACTATTTATTGATTTATCTTATATT
+AAGTTTACGTTAACGTAAAGGGTAAGTTTTAAGGAGAGTTTTACAACTATATTTATTTGGTTAAAAGAAT
+ATATAATTTTCCTTACTATCAACAAGTCTTATGCAATCTAATCTACGTTAGCCAAACCTAAGACTAAAGT
+TCCGTTGACGTAAACTTAAATGTTAGGTTAGGCTAAGCTATCAATTTTTTCGAATTTATTTATATTTATC
+ATCATTTAGAAACTGGAGAGTTCAATGTCATTATCAGATCCTATTGTTATTGTTTCCGCTGTAAGAACGC
+CTATGGGTGGTTTTGGTGGTTGTTTGTCGCCGGTAACTACGCCAGATTTAGGTGCTACCGCAATAAAAGC
+CGCTATTACTCGAGCAAATTTAGCCAATGATCAAGTTGATGAACTCATTATGGGCTGTGTCTTACCTGCA
+GGTTTAAAGCAAGCGCCAGCAAGACAAGCAGCAATTGCTGCTGAATTATCTTTATCTACTGTGTGTACCA
+CAATCAATAAAGTATGTGGCTCAGGAATGAAAGCGGCTATGCAGGCGCATGACTCATTACTTGCAGGATC
+TATCGATGTTGCCGTTGCTGGTGGTATGGAAAGCATGAGTAATGCGCCATATATTTTGCCGAAAGTAAGA
+ACAGGTTTACGCATGGGCCATGGTCAAGTTATAGATCATATGATGCAAGACGGTTTAGAAAATGCCTATG
+ACGGAATTTCTATGGGGTGTTTTGCCCAAGATACTGCCGATGAATCTAGCTTTACTCGTGAAGCGATGGA
+TGATTTCGCGATTCGTTCATTGAGTCGTGCAAACCAAGCGATTGATTCGGGCGCTTTTAAAAATGAAATT
+GCAGCCGTTACGGTAGTTAATCGACGTAAAGAAACGATTATTGATACCGATGAACAGCCAGGAAATGCTC
+GTCCAGATAAGATCCCATCATTACGCGCAGCATTTAAAAAAGACGGCACCATCACCGCAGCTAATTCAAG
+TTCAATTTCAGATGGCGCAGCAGCGCTTGTGATGATGAAATTATCAGAAGCTGAAAAACGTGGTTTAACA
+CCACTTTGTAAAATTGTAGCTCATGCTACACATGCACAAGCACCGGCAGAATTTACCGCAGCACCAGTAG
+GCGCTATGAATAAATTACTAGATAAAGCAGGTTGGACTGCAAGAGATGTTGATTTATTCGAAATCAATGA
+AGCATTTGCTATGGTCACTATGCTTGCTGTTAAAGAAATGGATTTAGATATCAATAAAGTTAATGTTAAT
+GGTGGTGCTTGTGCCTTAGGTCACCCATTAGGCGCAAGTGGAGCGCGTATTATGGTAACCCTTATTCATG
+CATTGAAGAATAAAGGTTTGTCAAAAGGTGTTGCTTCTCTTTGTATTGGTGGCGGTGAAGCGACAGCAAT
+CGCATTAGAAATGTTGTAATTACACATTTGATTGCACAATAGCTCAATTTAACTATTAAAAGTACTCATT
+GATTATCATCATTGAGTACTTTTTTCTTTTAATAGCATCATAAAGCGTGAACTAAGCGCATGCTCTTATG
+TGGTGAGCGCACTTCGGGGTTTTATTGAGTTATTTAACCCTGAAGACAAATGAGAATACGTAACCGCTTT
+TCTAAATAAGCGTAAACCTGTTTGGCTAAATAAGTCATTAGACATTTAAAATCAAACAGGATTAATAAAG
+GAAAAATCATGACAGATGTAGTTATTTTTCAAGAGCTTGATTGTGACAACGGTAAAAAGGTTGGCTTAAT
+CACCCTTAATTCTCCTAAATCACTGAATGCCTTAAGTGGCGATATGGTAGCGCTGCTTTATCCACAGTTG
+ATTACATGGCAGCAGCAACAAAATATCGCTGCAGTATTCTTGCAAGGCGAAGGCGAGAAAGCATTTTGTG
+CCGGCGGAGATATCGTACATCTATATAGCGCTATGAAAAACAGTACTATGAAAAGTAATAGCAGTAATGG
+AAATTCAGTTGATAATTTAAATGCAGGCAATAAATTTGCACCAGAAATTGAAGATTATTTTACTCAAGAA
+TACCAATTAGATTTTTTAATTCACACCTTTAGCAAACCTTTTATTGTTTGGGGTAGCGGTATTGTCATGG
+GTGGTGGGCTAGGCATGCTTGTTGCTGGAAGTCATCGAGTGGTAACTGAAAGTTCACGTATAGCGATGCC
+AGAAATCAGTATTGGTTTATTCCCTGATGTGGGTGCTAGTTACTTTTTAAATAAAATGCCTTCCGGTTGT
+GGTTTGTTCTTAGCGTTAACAGGAGCATCTATCAACGCTGCAGATGCCAAATATTGTCGAATTGCCGATT
+ATTTCGTTGAGCAACAACACAAAGATGATCTGCTAATCCAACTTAAAATGATTAATTGGGGAGAGACAAT
+CCCATTAAATCATGACAAAACCTCACAACTGTTACAAGAGTTTGAACGAAGCTCGGCAAGTAAGTTACCA
+ATGTCACCTTTAAAAGAGCATCAACCGTTAATAAGTACGTTTGTTGAAAAACAAGAGTTAACAGAGGTTT
+TAGCAGAAATTTTAGGTGTTGAGACTGAAGATAAGTGGCTTAGCCGCGCACAAAAATCATTAAGAAATGG
+AAGCGCCTTAAGTGCACAGCTAGCTTATTCACAATTAGCCAAAGGGAAGGGCATGTCATTGGCTGATTGT
+TTTCGTATGGAACTAAATTTAGCCGTGAAATGTGGTCATTTCGGTGAGTTCCTAGAGGGAGTCAGAGCCT
+TATTAATCGATAAAGATAATAGCCCTAAATGGCGTTATTCATCGGTGGAGTTAATTGATGCTAAGGTACT
+TAATTGGTTTTTTGAATCTACGTGGTCAGAATCAGAACATCCGCTGGCTAAGTTGACGTAATTATCTTGA
+GTTATATTACTCGAATTAAAGCCAAGGCTTGCTTATAGCTAAAGGTTTAATACCAGCAGTGAAAACTTCT
+ACAGTTACTAATCTTCTTTAACAATGTATCTAACAAAGTGTAAGGTAGGAAGACTCCTACAGAATCATAA
+ATATATTTAACAAACAGAAAGTAGATAATAATGAAATTACAAGATAAAACAATCGTCATCACCGGTGGTG
+GTCAAGGCCTAGGTTTAACTATGGCCACCAGCTTTGCACAATCGGGTGCGAATATCGCACTGATCGATTT
+AAATGAAAAGCAACTTCAAGAAAGCGTAAAGCAAATTGAATTAGCTGGCGTTGAAGGAATAAAAGTAGCG
+TATTACCTTGCGAATGTAAGCAAAGAGATTGAAGTTGAAGAAACGTTCCAACAAATTAATAAAGACTTTA
+ACGGTATTGATGGCTTAGTGAATAATGCCGGAATATTACGAGATGGTATGTTTGTTAAAGCCAAAGATGG
+TGTTGTCAGTAAGAAAATGTCGTTAGAAAGCTTTCAATCTGTCATTGATGTCAATTTAACAGGTGTTTTT
+TTATGTGGTAGAGAAGCAGCTGTTCATATGATTGAAGGTGGTAAATCAGGTGTCATTATCAATATGTCCT
+CAATTGCCCGTGGTGGCAATATAGGTCAAACCAATTATGCTGCTGCAAAAGCGGGTGTTGTAGCAATGAC
+AACAACATGGGCAAGAGAGCTTGGTCGACATGGTATTCGTGTTGGCGCTATTGCACCAGGAGTCATACGA
+ACTGCAATGACAGATGCAATGAAACCTGAGATGAAAGACAGGTTAGAGAAAATGAAACCCGTTGGGCGTT
+TAGGTGAAGCAGAAGAAATTGCCCACACAGCAAAATACATCTTCGAAAATGAATTCTTCACTGGGCGCGT
+CATAGAAATAGATGGTGGCCTTTGTATGTAGCGTTTATTTTAGGCAGACAATGTGTTTCTACGCGCTTTT
+ATTGACCGATTTGACTCATTAGGGAATACTTTTGTTTGATAATTAATCGATCGAACGAAAAGTTGATAAT
+TGCGTGAAAAAACACTTGATCAAAACTAAAAACTCTCTACAATGCGCTCCAGTTCCAAGGGGTTCAGGCA
+AAAACCTTAACCAAGAGGACGTTTTGATAAGTTACCTATTACCTTATTAAGGTCGATTAGTTAACTTAAC
+GTGAAGTTTTTAATTAGAAAATAAGTTTTCAAATTAAATTAAATTAAACGTTGACATCAAAACTTGGAAG
+CGTATTATACGCATCCAGTTCGGGGCAATAGCAACGAACAACGCTACTTAATGTAGCTAAGGTGAAGAGC
+GAATGCGACTCTCATCTACTTCTTAATTTACCTTGAGAAGTTCTTCTTTAACAATTAGTTATCATGCAAT
+TTGTGTGAGCACTCACATTATGTTGTTTTACATAGTTCTCTATCTTTTACTAGGTAGGAACAAAAAACGC
+TTAATGAATGCTGTTCATGCAAATAAATATAGTTATTTATCTTTAGTTAGATAGGTAGCGACTATGTAAT
+GCGATATCAGTTTCCTTTAGAGGGAGTTGGTATCACGACAGAATTCATTGAGCAGATGTTATCTTCGGAT
+ACATCACAAACGATTTTTAATTGAAGAGTTTGATCATGGCTCAGATTGAACGCTGGCGGCAGGCTTAACA
+CATGCAAGTCGAGCGGTAACAGAGATAGCTTGCTATCTGCTGACGAGCGGCGGACGGGTGAGTAATGCTT
+GGGAATATGCCTTATGGTGGGGGACAACAGTTGGAAACGACTGCTAATACCGCATAACGTCTACGGACCA
+AAGGGGGGGATCTTCGGACCTCTCGCCATTTGATTAGCCCAAGTGAGATTAGCTAGTTGGTGAGGTAATG
+GCTCACCAAGGCGACGATCTCTAGCTGGTTTGAGAGGATGATCAGCCACACTGGGACTGAGACACGGCCC
+AGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGCGAAAGCCTGATGCAGCCATGCCGCGT
+GTGTGAAGAAGGCCTTCGGGTTGTAAAGCACTTTCAGTTGTGAGGAAAGGAGTGTAGTTAATAGCTGCAT
+TCTGTGACGTTAACAACAGAAGAAGCACCGGCTAACTTCGTGCCAGCAGCCGCGGTAATACGAGGGGTGC
+AAGCGTTAATCGGAATTACTGGGCGTAAAGCGTTCGTAGGCGGTCTATTAAGCAAGATGTGAAAGCCCAG
+GGCTCAACCTTGGAACTGCATTTTGAACTGGTAGACTAGAGTACTGTAGAGGGTGGTGGAATTTCCAGTG
+TAGCGGTGAAATGCGTAGAGATTGGAAGGAACATCAGTGGCGAAGGCGGCCACCTGGACAGATACTGACG
+CTGAGGAACGAAAGCGTGGGGAGCGAACAGGATTAGATACCCTGGTAGTCCACGCCGTAAACGATGTCAA
+CTAGCCGTTTGTGGACTTGATCCGTGAGTGGCGCAGCTAACGCACTAAGTTGACCGCCTGGGGAGTACGG
+CCGCAAGGTTAAAACTCAAATGAATTGACGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGAT
+GCAACGCGAAGAACCTTACCATCCCTTGACATCCAGAGAAGAGACTAGAGATAGACTTGTGCCTTCGGGA
+ACTCTGTGACAGGTGCTGCATGGCTGTCGTCAGCTCGTGTTGTGAAATGTTGGGTTAAGTCCCGCAACGA
+GCGCAACCCCTATCCTTATTTGCCAGCGCGTTATGGCGGGAACTCTAAGGAGACTGCCGGTGATAAACCG
+GAGGAAGGTGGGGACGACGTCAAGTCATCATGGCCCTTACGGGATGGGCTACACACGTGCTACAATGGCA
+GGTACAGAGGGCAGCAATACCGCGAGGTGGAGCGAATCCCACAAAGCTTGTCGTAGTCCGGATTGGAGTC
+TGCAACTCGACTCCATGAAGTCGGAATCGCTAGTAATCGTAGATCAGAATGCTACGGTGAATACGTTCCC
+GGGCCTTGTACACACCGCCCGTCACACCATGGGAGTGGGATGCAAAAGAAGTGGCTAGTTTAACCCTTCG
+GGGAGGACGGTCACCACTTTGTGTTTCATGACTGGGGTGAAGTCGTAACAAGGTAACCCTAGGGGAACCT
+GGGGTTGGATCACCTCCTTATCTTGAAGTAAAATTGCTTAATGGAAATCAGTTTTCGGATTGTATTTCAC
+GAGTGTTCACACAAATTACATGATAACAAATTAGAAGAAACGATAGGTCTGTAGCTCAGCTGGTTAGAGC
+GCACCCCTGATAAGGGTGAGGTCGGCAGTTCAAGTCTGCCCAGACCTACCAATTTACTTAACTAAAGTAA
+TTGGTAGATTCTTCTATAAAGAAAGAGACCAAACTTAAGTTGTTCCGATGAACATTTTAAGTTTGGTTTT
+TTAAACCACTTTTTTAACCGAATGCGTGTTAAGAATGAATTCTTTAACAATCTGGAAAGCTGATATAAAT
+ATCGGTATTTATAAGGTAAACACGGTGTCGCGCTGTTGTTTGTAACGTTATAAATACCAAGCTGTTATCA
+TATTCTCTTATCGTGAATGTGATAATGGTGATAGTGCATCCCCCCAAGGATGTATTATCGAATTGTTAAT
+GACATAGGCTATTCGTAGCGTGTGTTGTGAGCTCTTATCAAGTAACTCATCTTAAATCTTAGGATTTATT
+GAGTACGTGAAAATGTCAGACTTTACAATTGCCTTGGATTAGTCTCCGAGGTGTACTTCGTTTTCAAATC
+TTCGGATGAGACTACTTAGGGTTGTATGGTTAAGTGACTAAGCGTATGTGGTGGATGCCTTGGCAGTTAG
+AGGCGATGAAGGACGTGTTAATCTGCGAAAAGCTTTGGTGAGGTGATAAAAACCGTTATAGCCAAAGATG
+TCCGAATGGGGAAACCCACTTAGCATAAGCTAGGTATCGTTACGTGAATACATAGCGTAACGAAGCGAAC
+CGGGAGAACTGAAACATCTAAGTACCCCGAGGAAAAGAAATCAACCGAGATTTCGTTAGTAGCGGCGAGC
+GAACGCGAATCAGCCCTTAAGCTTATAGGGTGCTAGTAGAATGTTCTGGAAAGGACAACGATACAGGGTG
+ATAGTCCCGTATACAAAAGCAACCTTTAAGTGAAATCGAGTAGGACGGAGCACGTGAAACTTTGTCTGAA
+TATGGGGGGACCATCCTCCAAGGCTAAATACTACTAACTGACCGATAGTGAACCAGTACCGTGAGGGAAA
+GGCGAAAAGAACCCCTGTGAGGGGAGTGAAATAGAACCTGAAACCGCATACGTACAAGCAGTGGGAGCCC
+GATTTAGTCGGGTGACTGCGTACCTTTTGTATAATGGGTCAGCGACTTATATTCTGTAGCAAGGTTAACC
+GATTAGGGGAGCCGTAGCGAAAGCGAGTGTTAACTGCGCGTTTAGTTGCAGGGTATAGACCCGAAACCCG
+GCGATCTACCCATGGGCAGGTTGAAGGTTGAGTAACATCAACTGGAGGACCGAACACACGTATGTTGAAA
+AATGCGGTGATGACTTGTGGGTCGGAGTGAAAGGCTAATCAAGCCGGGAGATAGCTGGTTCTCCCCGAAA
+TCTATTTAGGTAGAGCCTCGCACGAACACCATTGGGGGTAGAGCACTGTTAAGGCTAGGGGGTCATCCCG
+ACTTACCAACCCTTTGCAAACTCCGAATACCAATGAGTGATATGCGGGAGACACACTGCGGGTGCTAACG
+TCCGTTGTGAAGAGGGAAACAACCCAGACCGCCAGCTAAGGTCCCAAAGTACTAGTTAAGTGGGAAACGA
+TGTGGAAAGGCATAGACAGCTAGGAGGTTGGCTTAGAAGCAGCCATCCTTTAAAGAAAGCGTAATAGCTC
+ACTAGTCGAGTCGGTCTGCGCGGAAGATGTAACGGGGCTAAACTAGTCACCGAAGCTGCGGATTTGAACT
+TAGGTTCAAGTGGTAGGGGAGCGTTCTGTAAGCCGTTGAAGGTGAATTGAGAAGTTTGCTGGAGGTATCA
+GAAGTGCGAATGCTGACATGAGTAACGATAAGGGGAGTGAAAAACTCCCCCGCCGAAAGACCAAGGTTTC
+CTGTCCCATGTTAATCAGGGCAGGGTAAGTCGGCCCCTAAGGCGAGGCGGAAACGCGTAGTCGATGGGAA
+ACAGATTAATATTTCTGTACTTCTATATATTGCGAAGGAGGGACGGAGTAGGCTAAACAAGCACGGCGTT
+GGTAGTCCGTGTGAAAGTATGTAGGTGGTTGACTTAGGTAAATCCGGGTCTTCATTAACACTGAGATACG
+AGACGAGACTCTACGGAGTTGAAGTTGTTGATGCCATGCTTCCAGGAAAAGCTTCTAAGCTTCAGATATA
+TAGGAACCGTACCCCAAACCGACACAGGTGGTTAGGTAGAGAATACTAAGGCGCTTGAGAGAACTCGGGT
+GAAGGAACTAGGCAAAATAGTACCGTAACTTCGGGAGAAGGTACGCTGCTCAACGTTAAACCCTTGCGGT
+GTAAGCGAAGAGTAGTCGAAGTAACCAGGTGGCTGGAACTGTTTATTAAAAACACAGCACTGTGCAAAAT
+CGAAAGATGACGTATACGGTGTGACGCCTGCCCGGTGCCGGAAGGTTAATTGATTCGGTTAGTCCTCGGA
+CGAAGCTGATGATCGAAGCCCCGGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCCT
+TGTCGGGTAAGTTCCGACCTGCACGAATGGCGTAATCATGGCCACACTGTCTCCACCCGAGACTCAGTGA
+AATTGAATTTGCGGTTAAGATGCCGTATACCCGCGGCTAGACGGAAAGACCCCGTGAACCTTTACTATAG
+CTTGACAGTGAACATTGCTCCTACATGTGTAGGATAGGTGGGAGGCTTTGAAACCATGTCGCTAGATGTG
+GTGGAGCCAATCTTGAAATACCACCCTTGTATGCGTGATGTTCTAACCTAGGGCCCTTATCGGGCTTGGG
+GACACTGTCTGGTGGGTAGTTTGACTGGGGCGGTCTCCTCCCAAAGAGTAACGGAGGAGCACGAAGGTTG
+GCTAAGTACGGTCGGACATCGTACGGTTAGTGCAATGGCATAAGCCAGCTTAACTGCGAGACAGACACGT
+CGAGCAGGTACGAAAGTAGGTCATAGTGATCCGGTGGTTCTGTATGGAAGGGCCATCGCTCAACGGATAA
+AAGGTACTCCGGGGATAACAGGCTGATACCGCCCAAGAGTTCATATCGACGGCGGTGTTTGGCACCTCGA
+TGTCGGCTCATCACATCCTGGGGCTGAAGTCGGTCCCAAGGGTATGGCTGTTCGCCATTTAAAGTGGTAC
+GCGAGCTGGGTTTAGAACGTCGTGAGACAGTTCGGTCCCTATCTGCCGTGGGCGTTTGAGAATTGAAGAG
+GGCTGCTCCTAGTACGAGAGGACCGGAGTGGACGAACCACTGGTGTTCGGGTTGTCATGCCAATGGCATT
+GCCCGGTAGCTACGTTCGGAACTGATAACCGCTGAAAGCATCTAAGCGGGAAGCAGGCTTTGAGATGAGT
+TCTCACTGGGACTTTAAGTCCCCTAAAGGGTCGTTGGAGACTACAACGTTGATAGGTCAGGTGTGTAAGT
+GCTGCGAGGCATTGAGCTAACTGATACTAATTACCCGTGAGGCTTAACCATACAACACCCAAGTAGTTTT
+TTGACTATTGAAGTGAATTGTGTGAAGACTGACAAATACATAAAATGTAAAATCACGTACTTACGTGTTA
+CTTGAAACTAAAAACGATATTTATAGCTCATTGAGCAAAGCTTTCTAAGATTGTACCTTTTTTGTTTAGC
+GACAATAGCGCTGTGGTCCCACCTGATCCCTTTCCGAACTCAGAAGTGAAACGCAGTTGCGCCGATGGTA
+GTGTGGGAGTTCCCATGTGAGAGTAGGACATTGCTAAACTTCTATTTAAAGAAGCCCGATTCGAAAGAGT
+CGGGCTTTTTGCTTTTCTGAATATCTAATTTTCACTGCGATTTTACTGCTAATCGCCTATCTGCAATCGT
+CTATTTGTACTGATGTAATTCTGGAGTTTTATTCTCTAATGAGAAAGTTGTTATCTTCCCCTGTAAAAAT
+GGCACTAAGTGATGCCGAAAATGCTTCATACCAAAATTCTTTAAAATACATTACTGAAATAAGCTTAAAC
+CTTATTGCGGTTAAAGTGGAAAATAGACCTGAAGATTTTCTGGGTTGGTGTAAAGAGTTAATCGATGTCT
+GTCGTAATCGAATTAATATGGCGCTGCTAGAAGAGCATCAGCTACCTAGTTTAAAAAAGCTAGAACAAGT
+ACTTGTGCTTGGTGCAAGTGTTAGTCAATTTAAAATGGCACGTATCGCTCCTTGGCCAATATTTACACTT
+TTTGTTGAACAACAAGCAACGTTACATGCATTGGAAGAAAGATTAGCGTTACTCGATTATATCGAAAGAA
+TAAAAGTTAAACCTTTAAAAGAAATGACTGAAGTAGAGCGTCTTGCCTTTAGTGGTAAACATACCAGTCA
+GCATTGCCATACACAGTATAACTTTGATGTAGAGTGGTTTGCTTCAACCAAAGGCGCTAAAGTTTTTCAT
+ACTTTATTAGCACAACAGCCAGAAAGTTTTGATCTAGCCTTAAGCCATATTCCCGATACTGGTGATGTAA
+CACCAAAGCAATATCAGCAATTTGTTGATAGCTACAAAAAAATATTTAATGATTACACTGTTGATAAAGA
+AGCAGGTGAAAAAGCACCGCTGGCAGCAGCTACTCGTTTATTAGCAATGAAACGTCCAGATCAATTTATT
+GCCTTAACCAATGCAAAAATAGATGTATTTTGCCAAGGTCTTTCGATTGCTAAGTTTAATGCTTTTGATT
+TTGAAAATTACTGGCAGGATATGATCGGCACTTTAAGAACTTTTGCTTGGTGGCATCAAGATGCACCTGA
+AGATGAACGAGAGTTAAAACTTTGGAAAGTTCGCGCAATTTTAGTCGACTTATTTATGTTTGCTGATGAA
+GACTTTGCTTTTACCTCTAATTATTTACGTATTCGTGATAAGAAGTTGAATAGCGTTGAAAGTAGCTACA
+AGTCAGGCCGTCGCGGTCGTATCAAGCTAACAGCAGAAGAAGTTGTTGATCAAGCTTTAGCTGAAGAGGG
+TGTACCTGAGTACATTCAAACTAAGCGTGATACCATTCTTAAGCAAGTTAAAGCTGGTAAGAGTGTTGAA
+CACGTTATTGGGTTGATGAGAGCTATTTTTGGCTAAATCGGTAAATTTCAAACAACCTTTATTAGTCCAT
+TAAACAGGCTAATAAAGGTTTAATTGAAACCAAACCCCGCCACCACGTTGTCTATGGTAACGAGGTTTAT
+CTATTGCATCTAATTGGATATCCGAATCACTTGTCGATGCGATTTTTAGTACTCATGAGTTTCTCAGATG
+CCCCGCAGGACTGTCTTATAAACACTTTATGCTACGTTATTGATTTCGACAGTAGTAATAACTATTGCCT
+TCAATCAATGCCTTGTCTCAAGGCGTTTATAATTCTAGCTGTAACCTGAATATTCATGTGGCTTGGGTAT
+AGATGAGTTAATTCAAGCAAAGTCTAATCTAAGTCAATAACAAAGATACAATCGAAACTGATTGGGTCTC
+CATCAACTCCACTAAAGTTTGTCATGTCCACCATGCCTGACAATCGAGCTGTACCGGTGGCATATTCAAA
+ACGGCCTGTGCCCCCAATGATTGCATTACCTTCACCAGAAGCACCAGTAATGTGTGTCATTTTTTGTCCT
+TTTGGTGTGATTGTATCGTGTAACACAGGTGAAACTGTCGTATTACCACGAGTTATTAGAGTTCCGCTAG
+GTAAATTGAAATAGGAAGTACCTACCAACGCAAGACCTGTGTCACCTGGCGTAATTGATGCCAGACAATC
+CGTTGCACTGCCGATTATCTGTTGGTTCTTTATATTGACTAAAGCAACATCAAAACAGATTGCATCATCA
+TCTACGCCATCGCCATCTATGTCTGGTACTGTGCTTTGATATTGATGACCGGTGCCAATGAGATTAAGCA
+CAAAATGCTTTCCTCCACCATTATTTTGTGCATTAACATTCAACGTTAGGCCGAATGTAAGGAGTAGTAC
+ATTGAGTGCGATTGATTTAATATTCATAACAATTATCCCAATTAATTTAAGTGTATTAGATAAAATAATG
+CATTACCCACTGGTTTACGCAGTAAGTCCGCCACTATTTATATTCTTTTTCTAATTGCTTGGTGGTCTGA
+GCCGTTGTACGTACAGAGTTGGCAATCATTCGAACATTTGTCATTGCCGCAGCATACCCATCTAAACCGG
+GCATCTGCGCAGCAGCTGTAGCATCAGAAACTACTTGCACCTCGAACCCTTGCTCCATAAATTCACGCAT
+GTGCGCTTCGGTACATAAATTGGCAGACATTCCGGCCAGAATAATTTTGTCTATCCCACGCTTTCTCAAT
+TGCAATACCATGTCATTGGTCTCAGGACCGTAAACTTTATGCGGGCTTGCTATGACCGTTTCACCATTGT
+TGATATAGGGTTTGTATAATTTAAGCCAATCAGCACCAGAATCTTTAAAATCTTTTGTTGTTAACTGACC
+TACACGATCAAACATTCCCATCCCGTGCATTGCTTTTTCAAGTGCGCCACCATGCTCCCATTTATGCTCT
+TGAGGATAGTAATAATGTGGAGATACGAAAACTGGAATACCTTTTTTATCCGCGATTTTAAATAATGTAT
+GAATATTCTCTACGGTATTATTTTCTGTAACACTCTTGCCTACTAATCCCCAAGTAACACCGTCTGGACT
+CAAGAAATCGTTCTGAGGATCTGTAATAACAATTGCCGTATTGCCCTTTGTTAACACAACACCTGGGTCA
+GGTAAATCTGCATTTGCATTAATACTGATCATAGCTATTCCTGAAAAAGCTAATATACTTAATGTTTGTT
+TTACTGAAAGTTTCATAGTAATCCTCCTGGATAGTGGAACTTACCATATAAGTATTGCTTAAAAATCAAA
+TATACTCCGTGCTTATGTGTACCAAAAAAATGCTATTTCGTATCGATATTGTGACTGTGTGACGTCAAAA
+GCCATATCGTATTTACAATATGTTATTTTGTATTAATACGGAGGTTATGTGGATTCCCTTAGCTCCATTC
+TTAAAAGTGTTCGATTACAAGGCAGTGTATACTTTAATGCCTGCTTTGCTTCCCCATGGGGACTGGATTT
+AGACCAGAACCAACGAGCCTATTTCCACCTAATTATCCGTGGAGCATGTTATTTGCAGCTAGGTGATAAA
+AAAGAGCAGCTACAAGGGGGAGATATTATTATTCTGCCTCATGGAACAGCTCACCAACTTTTTGATGACC
+CATCTTCAGTGCGCGTTAATGCTACAGGGGTAGTTCCTGGTTTGATTGATGGCATTAACCCTTTTGAGGG
+AGTCGGGCATAGTCAAGATATTGATATCCTGTGTGGTTATTTTAATTTTAATAACTCGACACCTAGTTAT
+TTTTTAAATGCATTACCTGATGTAATACATCTAACACAAGAACATAGAACCCATTTTTCGTTTTTAGATA
+ATGCACTTTCTTTCATTACGCAAGAAACAAAAATGAAAAATCTCGGCAGAGAAATTTTGATTGATAGAGT
+TACCGAGTTATTGTTCGTGCAAATAATGCGTGTTTATATAAATATTAATGGAAATGAAGAGAATATTTTC
+TCAGCGTTAAGTGACAGAACTCTTTCGGAAGCATTACAACTTATGCATACAGAGTCGGACAAAAACTGGA
+CGGTTGAAAGCTTGGCTAAAGCAATCGGTATGTCTCGGTCTCGCTTCTCCGAGCATTTCCATAATTATAT
+TGGCGAAACTCCCATGCGTTATTTGCATACTTGTCGAATGGAAGTGGCAAAACAAAAAATTGAAGAAACA
+GAATCAACGTTAAACATAATATCTGAAGAAGTTGGCTATGCTTCTGACAGTGCTTTTAAGAAAGCCTTTA
+AAAAGTTTTTCGGTAATACGCCAAGTACTTTTCGACAAAAAAATGATAAATAAACAATCCGAGCTTATTT
+TAAAGAAATATTAAGCCAATAAACGCTAACAGAAGCTAAATAGCTTTTAACTAACCTTCCTTGATTCATA
+TTATGTGGATGAAAGAAATTTCACATGTATGTGAATTTCCTTTCATCGCCATAATATGGTTCATTACTGT
+TTCCTATCTTTCAGTGAGTTAAGGATTCACCACTTTTGTCTTTTTTCATTCGATTCTGGATGTTTTTAGA
+CATTTTCATTCGTTCCCATAATTAATGTTCATCAGTTAATACAGTTAAGGCGTTTTGGTATTAATAATAC
+ATACAAGTATAAGTAGGTTTAGATATAGGATATTTACTAAGCTAGCTAAAGACTGAGCGACTTTAGAGTG
+ACTACGATAAATCGTATGGAGTTACCCATTTTTAGGTTTCATCTAAAGTTTGGGAGTAGAAACAAGTCTA
+GCAACCTCAATAGTTTACTATATAGTAAATAACACTTTGATGACAACGGATGTTTACTATATGGTAAACA
+GTAAAGAGGGGTTATAAGGAGGCATTATGTTTGCACGAATTGAAAGTGGTAAAATCATTGCTCAAAAAAG
+AAAGGAGCTAGGCAAAACACAAAAGGTCTTAGCTGAAGAGACTAATGTAAACAAATCCATTATTTCTCAA
+ATAGAGAATGGAAAGTTCAGTGGCTCTCTTAGAGTATATGAAAAATACATAAATGGTCTTGGGTTGGAGT
+TAGCTGTCAGACCCATTAAAAGTAAGATTCCAGATTTCGATAATCTCCATCATTTGTTTCCTGATGAATA
+GTTAGCGAACAACATGATTATCTTGTATGCATCCTAAAGTCCAATGTTTCAATATGACCTATTACTACTC
+TTTACTAAAAATAATAGTAAAACCTTTACTATGTGGGGGTAACCTGAACTGAGTTTATGATTACTCCATT
+TCTGGTGTTTGGCACTTTGAAGTCAACCAATGCAAAGCTAAGCGAACGACTTTTTCGTGCGCATTCCTGA
+CATTAACTATGGGTTGATCTTTAGGTCAACTGATAGCCATAAGCGGAACTTGAGATCAAATTTGTGATTT
+TTAATTTAAACTGGTCGAATTCGACCAGTTTAGGTCAGGACTTTAATTGTATCGAATTCGATTGTCCAAC
+AGGCTGTTGGACAATCGGGTATTCCTAGTTGTTATATATTGTGCAACAAGCTGTTGCACTTTTAAATTAG
+TCAACAGCTTGTTGACCTATTGTTTTCTAGGTAATGTTTGAATACCTTGTATAAGCGATTCTAATTATGG
+CGAATCTGCCATGATTAGAATGAATGCCTGACAATCGCTCTTAACTGTCGCTTAGGTGAGGTTAATTCGA
+GTGATAATTTAGGTCGGGTTTGTGGCAGCTACTGCCCTTAGATCAGTCCAGTACATAAACATTAAGTTTT
+ACTTTAGAAATTCAATATTTCAAAAACATCCTAACGACAAGTTGGTGCGCTTTGCTGACGTTAGCTACTG
+GTTGTTCTTTAGGTCAACTGATAGCCAAAAGTGAGCATTACCCTCTGTACTTCTCTAGGAAATTCACCGT
+GCTCCAATCTAGATGTTTTACTGCTCCCCCAAAATTGACCTTAGTGGTTCAATATGTCGGAATGGTGGTT
+CAGGGGGGGGGAATATACATGATGTGCTCTAGTCTGACTTTTATAACTAATGTCTTATCGATTATTTATT
+GTCTCACTCCAATAAAAATAGGATAACGCGTTGTTTTTATCTATTCTGTTAAAGCTGTAGAGGTTTATAA
+AAGTTAGTCTACTATAAACGAGTCTACAGCTTGCTTTAATACTGATAATCTTATTGGTTTCATTAAAAAG
+GTATTAGCACCTGATGCAATAACCTTTTCTATATTTTCTTGTTGAGAAAGGCCGGACATAGCGATAATGG
+GAGTATTTTTAGAGGCTTCATTTGATCTGATATGTTTACACACAGCAAAACCATCAATATCAGGCATAAC
+TAAGTCAAGAAAGATAATACTTGGCTTGATCTTTTCTATCATGCTTCCTGCTTCAAAGCCACTATAGGCA
+ACTTTAACCTCAAACTTTGGATATAGAACTTCAATAAATTCAACTAATAAATCGGCATGTTGTTTGTCAT
+CTTCGACTATGATGATAGTTTTATCTTTTTTAGCAACAAGTTTACTTCCAACTAAGTTTTCTACTTCAGA
+GAGTTCAAATCGGCGATGACCTCCTGGGGTTGTAGTAAACTTTAAACGCCCCTCTTTAGCCCAGAACCTA
+ACAGTTATAGGAGATACGCTTAACAGTTTCCCAACTTGGGCTGGAGTAAGTAATTTTTCTAGTTTATTCA
+ACTTTTAATTCTCAAAAATACTAAAGTAATTAGCTACGTAATAGTTTATTAACGAATACATTTATAGCAT
+GTATCTAAATTTAATTATTGATTTCTGTCAAATCTATTAATTTTTTTAATCTTATCATTTTCCACATCAA
+TACTAAATATCGATTTTATCGATTGCATGCATGTAATTATCGTTTATAATCGTTTTTTTTGAGTCACTGA
+TGATAACTTGTTCGGTGTCTCGATAGTGTTTGACATATTTATATTACTTTTTCAAATCAACAGTGAAACC
+AATGTTTAAATCACCTGAAAATGACAGCTTAGTCTCGGCTGTATTTGACTCTAGCCCTATAGGTATACAA
+ATCATTGATTTAGAAACGGGTATGCGGGAAAAAATCAATCAAACAGCCTGTGTTCTGCTAGGTGATACTA
+AAGATAATTTAATGGCTAAAAGTGTATTTGAAGATTGCACATGGCTTGGTAAAGATAAATTCTTATTTGT
+CATTGAGCGTTTAAAAGAGAACAAAACACTAAAAAATCATATTGTCCAGTTCGAAAATCATCAGGGTAAT
+GAATTAACGATTAGCTATGATATATCTGAATTTAAATATAGATCTAAAAGACTCGTTACCGTTTCAATGA
+ACGATGTAACCGAACAGCATTATTTACTCAAGAATATATCAGATACCGCTAACTTGATATTTTCTGATGA
+TGACACTAGTTTCTTTGATAATGTCACGCTAAAAATTGCTGAATTATTTGAAGCAGCGCATGTTTTTATT
+GGATTGAATAATTTTGATGATGGCTTGAAAATGAAAACAGTGTCCTATTGTTGCTACAACCAAATAATTG
+AAAATTTCACCTATAACCTTAAACATACCCCATGTGCAAATATTGTAAAAGATATAAATGGTAATGCTTG
+TTATGTCTATCAAGATGTTCAAACGTTATTCCCAAAAGATTCATTCTTTATAGAAAAAAAGATTAAAAGT
+TATATCGGAATGCCAATTTTCGACATTAATAAGAAAACTATTGGCGGATTGATTTTATTGTTCACCAAAG
+ATATTAATAAGAATACATATTGGGAGGATCTTTTAAAGATTTTTTCCGGAAAAATCTCTAGTGAATTAAA
+ACACCTAACTCTTCATAACACCCATTATGAAGCGCAACAACATTTAAAATTATATAGTGAACAAGCACCC
+CTAGCGTTATTTAAATGGGATTTGGGGTTTAATTTACTTGAGTGTAATCAATCAGCAATCAGCATGCTAA
+ATTATACCGAAGATGAGCTAAAACAGTGTGACTTTATCTCAGCCTTAGTGCCTATTAATGAACAAAAAAG
+AGTTAACAAGACATGTTCTGATTTACTGGTTAACGAAGGAGGCGAACATGGCTTTAATTCGTTAATTAAA
+CAAAATGGGAATATTATTTTAACTGAATGGCATAACTCACTCATTAAAGATGATTCTGGAGCTGCTATAG
+GTGTTATTTCCATTGTTAAAGACATCACTCAAGAGCGACAGCAACTAAAACGTTTAGCTCAAAAAGAAAC
+AGAAAAACGAGAGATTATAAACGCAATAATTGACGCTGTTATTACCATCAATAGTAAAGGAATTATTTTA
+AGTGTAAATGCCGCGACTGAAAAAATGTTTGGTTATTCGGTTGATGAACTATTGGGGGAAAATATTAAGT
+TATTAATGCCAAAATCAACAGCCGTTAAACATGACACTTATCTAGAAAATTATCTCCAAACGAAAGAAGC
+ACAAATTATAGGTATTGGCCGTAAAGTGATAGCTATTAAAAAAAATGGGCAAGAATTTCCTATTTACTTA
+GGCATTGCTGAACTATCCCCAGATGAAAATAATAATATTCGTTATGTTGGCACTTGCCATGATCTAAGCC
+TATTTACTGAACAGCAAAACAAGTTGCAGCGTATACAAAAAATGGATGCGTTAGGAAAGTTAACCGGAGG
+CATTGCTCATGATTTTAATAATCTATTGGGCATTGTGTCGGGTTTTGGCGAACTATTAGAACTAAAATTA
+GGACAAGACCCAAAGCTATCTAAATATTGTAGGCAAATTATTACTGCGAGTGAGCGTGGTAGTGAGTTAA
+CCCGTAAATTGTTGGATTTTTCAAAACAAGAAAGTAAGAAAAGTACAGTGTGTAATATTAATGATTTATT
+AACGGCTACTCAAGGAATGATAGCAAAAACACTTACAGTATTAGTAACCGTAAATTACACATTAGCAGAC
+GATTTATGGTGCAGTACAATCGACATAAGTGCGTTTGATGATGTGATTCTAAATTTATGTATTAATGCCA
+AACATGCCATGTCAAATGGCGGATTATTATCAATATCAACTCAAAACGTAACACTTTCAGCTATTGAAGC
+TGAACGATATAATTTAACCGCGGGAGATTTTGTTTCTTTAACCATCACGGATAACGGATGTGGAATGAAC
+GATAAAGTTAAACGCCAGATATTTGAACCTTTTTACACGACTAAGGGCGATGAAGGTACTGGTCTAGGTT
+TATCACAAGTTTATGGTTTTATTACTTCTTCTCAGGGAAGCATTTACGTTTATTCAGAAACCAACATGGG
+TACCTCAATTAACATTTACTTACCAAGAAGCAAACCTAAAGAGAGTAAAAATGTACTGAGTAAAAATGTA
+CTGAGTAAAAGTAAGTATATCTCTTTAAAAGGGAAAGAAAATATTTTAGTGGTTGATGACGAATTCTCCT
+TAGGACTATTAGCAAAAACTATTCTTGAAAATGAAGGCTATACCGTTTTTCAAACAAGTTCTGGTGAAGA
+TGCACTATTTTGCCTAACAGCACACAATATCGACTTGATTATTAGTGATGTAATTATGCCAAAAACAACT
+GGTTATCAACTCATTGAAAAAGTTAGGGCTTTGGATATTAACATTCCCATCATACTTGCTACTGGCTTTG
+ATGGTTATATTAATATTTCCAAAGGCAATTATTCAGATATTCCCATTATCTCAAAACCATACACTTCATA
+TGAATTATTAACACAGACTCGAATGTCATTAGATTCAAAAAAGATTGAAAATTAACTGAACAGAATGACA
+TGACTAATACAAAGATAAATAAATATTGTAATGATTCATACAATCACATAACGAGCTACTTTTACTTTAA
+TTAATAAGATTTATGGCAATTAGGATTAGTCATAGTTTAGAGATGGTCTTGTTATTTTTAGTGATATTAC
+AATTCAACAGGAATTAAATAATAATGAATAATAGTTTCAATAATAATGAAGTAAGGTTTGCTGATACAGT
+CCAATTAGTATCAATTACCGATCTAGATGGCAGAATTACTTATGCAAACTCAGAGTTTTGTGAGGTTGCT
+GGATACGCACTTGAGGAGTTAGTAGGACAACATCATAATATTGTGCGCCACCCTAATATGCCTAAGGCAG
+CGTTTACTGATTTATGGGAGAAACTTAAACAAGGTGATTCATGGCGAGGTATGGTAAAAAATCGATGTAA
+AAATGGTGGTTTTTATTGGGTTGATGCCTATGTGACGCCTTTATATGAAAATGGCGCTATAAAAGGTTAC
+CAATCGGTAAGAACCTGCCCAACCGAAAATCAGAAAGTAAAAGCTCAACAACTTTATGACGAATTAAATC
+GAGGTAAATCAATTAGTGATATAAGAGCGAATATCAGCATAAAACGTCTTTTCGCAACAATAATTATTAT
+ATCTGCGTGCTTGGTTGACTGGATATACGTTGATTCTATCATCTCAATTATTACCTTATTAATGTCTTTT
+ATGTTGGTTTTTATAACTTTTACCGAAGAATTAGTAGCTTTTCCAAAGGCTGCTAAAAAAATTAAACTAT
+TGTTTGATAGTCCGTCTCGCATTATATATTCAGGGAAAGGGCTGACAAATATTCTTAATTACCCCGTAGA
+ACTCTATAAAGCAAGGGTTGGGACTATATTAGGGAGAAGTAGTGATTCGGGACGAGTGCTTGTTAATCTA
+GCAAGCGAATTGGAAAAAGTATCAAGCGAAATGCTTGAAGGTATTAATGAAGAGAACTCCCATTTAGCGC
+AATTTGCTACCGCAATTACTGAAATGAGCGCAACGATTGATGAGGTTAGTAGTAATACAACTCATACTCA
+TGACAAAGTTATAAATATTCAAAATGAATGTAAACAAAATATTGACGTTATTGAAGTTAGCCAAAATAGA
+ATACTCAATCTAACGGGTGATGTCGAAAACGCAGCGACTAATGCAATAGCTTTAGTAACAGATGTCGATA
+AAATCTCTAAAGTTATGTCTGAAATCCAGGGGATTGCTGATCAAACCAACTTATTAGCTTTGAATGCTGC
+CATCGAGGCTGCAAGAGCTGGGGAACAAGGCCGTGGTTTTGCCGTGGTTGCTGATGAAGTAAGAACACTG
+GCAAGTAGAACACAAGATGCGACTGTTCAAATTCAGGCTTCCGTTCAAGAGTTGCAAACAACCTTAAAAG
+AATGGAGTAAGGTAATGCTTGTGAATAAATCTAACGCTGAGAAATGCTCAGAAGATACTGTGAATATTAA
+ATATGCAATGGAAAGTATTATCATCAATGTTACTGATGTCAGTGATATGACCGCTCAAATAGCAACGGCA
+ACAGAGGAACAAAGTGTGGTAGCCAATCAAATAAATCAAAGTATCCTTAACATTGATGCAATATCCAAAA
+ATAATGCTGTATTGGCGCAGCAAGTCAATAAAAGTGGTGTTGATGTGTATGAAAATGCAGCGATAATAGA
+TGCATTAAGTGATACATTTAAATAGTAAAATTATTTTTTATCATGAGCTTGTATCAATATCGTTGCGTTC
+TACCAAGATGTAGATAGGGATACTATCCAAGCTGTTCGCCTTTTCGTCTGCCATTAAGTTATCCCTACTT
+TATTCACTTATGTATTTCAGGACTGTTTTGTGAAAAAACTATTTACTCCCGCTATAAATTTAATGAACAA
+TTTGAGTTACTCTCGCAAGTTCATAGTAATTGGAGGGCTTTCACTCCTTGCGTTATTGATTGTTTCAATT
+TCTTTAATCTCTTATTTGTCTGGATCAATTAGTACCGCTAATCAGCAGTTAACAGGATTACATCAGACAC
+AAAATACATCAAGACTGATCCAATCACTACAACAACATAGAGGCATTTCAGCAGCTGTTATTGCAGGTGT
+TTATAATAGTGCTAATGGTCAGATATCAGTGAATAAAAAAGTAAATGATAACTTTCTAAAAATAAGCAGT
+GCATTGCCTTTCGAGTTAAAGAAAATAGCAAAATGGTCTACTATTATCGAGCAATGGAAATATTTAAATA
+CTAAGGGAATTACTTTAGAACTAGATGAAAATTTTAATTTACATACAAAATTAATTCAAAATATAAATTC
+TTTACAGCTCAGGGTGGCTGACTATTACTACTTGCTTGTAATGGATGATCTTGATTCATATTATTTAACA
+AATAGCTATTTATTCACAATACCCATCACGTTGGAGCTACTCGGACAAGCTCGTGCCGTTGGTGCTTCAT
+ATTTAGTTAATAAAAATAAGAAATCAAGAGAGAAAATAGATAAATACTTCTCAAGTACGATTGTACCTCT
+GGCTGTATTTAAAGGAAATATGCACAAGGTTAAAAGGGAATTGCTTTCGGATGGAGAAAAAATTTCTGCT
+CAAGCGCTAATTCAAACAATTGAGCAGCATATCCAATTAACCTTAGATGGGATCTTAGCTGATTCAACTT
+CTTTGAGTTCTCTTGAGCTTTATAAACTATCTACTTCCGCCATTGATATAGGGTATCAATTTTTAGATAA
+CTCACTTTCTTTTACACTAAGTAATTTGCTTAAAAACCGTGTTAAACAAGCAAACACTGAATTAATTGTG
+AGCATTGGCTTTTCGTCAACGCTATTTCTTATTGTTCTGTACTTTTTAATAGGATTGTATTTCTCAACAA
+TAAGAAGTATCAATTATTTAACTAAAGTTACGGGTAAGTTTTACGGTGGTGATCTTGATGCTCGCGTAAC
+GCTTTATACTCGTGATGAGCTCAATAGTATAGCGCTCGGATTCAATGAGATGGCTTCATCCTTTCAAAAT
+TTACTGATTGAGAAAGAAGAAATAAGCACAAGACTGCTCGCTATTATTGATAATTCACCCATAGGAATTT
+GGTTTACAGGTACGGATGGTCGTTATCATTTCGTTAATAAGACATTTTGTAATTTAGTGGGAATAGAAGA
+AGAAGATATGCTTAATACACCTTCATCTAATTTAGCCGAGTTATTAGGAAGTGAAATAGCACATAATTGC
+TTAGACTCTGATAGAGCTGCTTTAGGACAAGATTTGGCTCATGTTTCTTATGAAACAATCCCCCGTTTAA
+ATGCAAAACCATACCTTCTTGAAATCACTAAAGTAAAATTGAAAAATACACGAGGTAAGGTTGTTGGCTT
+GATCGGTATCAGCAAAGATATAACAAATAAACGTCAACAGGAAGATGATTTAAAGCTTGCAGACATAGTA
+TATCAAAATAGTTCTGAAGCGATGATGATTACCAATATTAATAATGAGATTATTGCGATTAATCCTGCTT
+TATCTGATATTACGGGTTATAGCACAAGTGAATTAATCGGGAAAGATCCTAAGATATTTAGTTCTGGTAA
+ACAAAGCCTACAATTCTATCAGTCAATGTGGGAAGAAATAAAACGAACCGGAACATGGCAGGGGGAAATT
+TGGAATACCAGAAAAAATGGGGATGAGTATCCTGAATGGCTTTCAATTAACACCATTTATGATGATGATG
+GCAAGGTTTTCAGACGAATTGCATTGTTTTCAGATATAACAGAAAAGAAAAAGAAAGATGCACTGATATT
+AAGGCAAGCTAATTATGACAGCCTGACTAATCTGCCCAACCGAAGAATGTTTATTGATAGGTTGGAACAA
+GAAATTAAGGTTTCTCATCGTAAGAAGCAAAAATTCGCTCTAATTTTCATTGACCTAGATAACTTTAAAA
+ATATAAATGATACTAGGGGTCATGTCTTTGGTGATCAATTACTTACTGAGGCTGGAAAACGAATTACTCA
+TTGTGTTCGAGAAGTAGACACAGTTGCACGATTAGGTGGTGATGAATTTACAATTCTTTTGTCTGACTTA
+TCAGAAATATATAATGTTGAATCTATTTGTCAGAAAGTATTACTCGCCTTAAGCCAACCTTTTTGTATTT
+CTAAGTTGTATACATATATATCTGCTAGTTTAGGGGTCACAATCTATCCAAATGATGCAAGTACCACGTT
+GGAACTACTAAAAAATGCTGACCAAGCCATGTACCTTGCCAAGGATCTCGGTCGTAATCAATTTTGTTAT
+TTTACCGCATCAATGCAGGAGCAAGCTCAAAATAAGTTAGAATTAATGAATGACTTGCGTACAGCAATTA
+GCTTGAATCAACTCGCCGTGTTTTATCAACCTATTATTGAATTACAGACAGGTATTATTCGTAAAGCAGA
+AGCCCTTTTACGCTGGAAACATCCCGTTCGAGGCATGGTGAGTCCCGCAGAATTTATTCCGCTAGCAGAA
+GAATCTGGATTAATCATAGAAATAGGTGATTGGGTATTTAAACAAACCGTTCAGCACATTAAAGAATGTA
+AAAAACAGCTTGGTTTAGATATACAAATCAGTATCAACAAATCACCCGTACAATTTAGAGAAACGGTAAG
+TCAATTAGATTGGTTAACCTACCTTACCGAAAATCAATTATCAGGGAAAAACATTGTTATTGAAATAACC
+GAAGGTCTGTTAATGAATAATAATACCAGCACAATGGAGAAGCTATCTCGGCTTAGAGCTGCTGATATTA
+AACTGTCTATGGATGATTTTGGAACAGGGTATTCATCACTTTCGTACTTGAAAAAATTTGAGCTTGATTA
+CCTAAAAATAGATCAGTCATTTACTAAAAACTTAGCGCAGGGTTCAGAGGATATGATTTTGTCAGAAGCT
+ATTATCACAATGGCTCAGAAGCTAGGATTAAAAGTGATAGCTGAAGGTATCGAAACAGAGGAGCAAAGGA
+AATTACTCCTTGATTCTGGATGTGATTATGGTCAAGGATATTACTTCTCAAGGCCTATACCAGCAGATGA
+TTTTTTACAGCTATTAGCTCGAACTTCTGAGATATAGGATCTCGCCAAAAGCAAACCTGTAACACATTTT
+GTTTAACTGCTAATTTAAAATAAAGTCCTTTAATCGCTTTTCGAATGACACTGAAATTATTATGGGCTTA
+AGTCTGCTGCGTGGCAGCTAATGACCTTAAAGAATGAGCACTGGTAACTTTCCCCTCACCAAAAGCTAAC
+GTCAAAAAAGTGCGCATTGCTGACATTAACTTTAAATATTTTTCCATATGTTTTCTAATGAATTATGTCT
+GTGATGTAGCTGATTTTATGTATAGTTCCACCAGAGACTACGACTTTTCATGAGAAAAAAGGTATAGCGC
+CTTCTTTTCACTTAGGGCATGAAACCTAGTTCTTGTTAATGCATTGAAAATCAGTGAATTAACCGTTATG
+GTTGAACTCAATAAATTAGAAAAGCCATGATAGCTTGTTTAAATAAGGTACCATGCCTCCTAACCTGCTG
+TTAGGTGTTTTCTGAGTTAATAGGAAATTTTTGTGTTATGAAGAAATTAATTTTATTTGTTAGCTTCATC
+TTTATCAGCTCTAATTCACTTGCAGGCTTTACATCTGGAAATGAATTACAGCAATGGCTAAGTATTAGTG
+AAAATAAAAAACAACCTGACTTTAATTCCGGTTTGTACAAAGGTTATGTTTCAGGTGTTATTGATGTTGG
+TAATAAATATGCTTTTTGTTTAAGCACTGGAGTAACCAGAGGGCAAGCTATTGCTGTTGTGTCTAAGTAC
+ATAAAAAACAATCCTGAAAAATGGAATAAAGGTGCGGCATCACTTGTGATAAAAGGACTTAAAAAAGCGT
+TCCCATGCACAAAAACCTAAAAAGAATTTCAAGCGGGACTGTTAACAGTTTTCTTGGTTTCGCTACGCTA
+CCAATTCTAGCGAACTATTATCAGCCCCTTAAATAGGCGTTAACTTTCTCTCTATGTATGTGCCCAAAAT
+GGAGTATTTATGGCAATCTTTGAACTTTATTCAACGAAAAAAAGAAAAAACAACGGGGAAACTCCTGATG
+TATATCAATACGAAGATATTCCGCAAAAATTAAAGGTTCAAATAGTACATATTATTAAACAAACAGTAGG
+AACGAACGCTTCATATGGTAGAGAGGGTTATTCTGAGACTGTCTATCATGATATCCATGAAATCCTTTGT
+AAGGAATATGGTGTTTTTTCTTTAGCAAAAATATCAAACATAAGTGATTTTAACGCTGTTTATAACCATT
+TTCTTGATAGCGGTGATATAGATGAATGTTTAGATGTTATTGAATTAACATTTAAATTTATTGATATTCA
+TGTAAGAAAAAAACAATACCAATTCTCACGTGAAGAAGGAACTACACAATTAGCTGAAGATGCTGTTATA
+GAGTTAAATCAAAGATTTAAAGATGAAGGTGTGGGCTATGAGTTTGTATCTGGTGAAATTATAAAAATCG
+ATTCTCAATTTATTCACAGTGAAGTTGTAAAGCCAGCTTTATATATTTTACAAGGTGATGCCATATTTGC
+AGGTGCTAGAAATGAGTTTTTATCAGCACATACTCATTATCGTAGCCAGCGTTATAAAGAAGCTCTTGTA
+GATTGTTTAAAGTCATTTGAAAGCTTAATGAAAGCTATATGTGAAAAGCATGATTGGGAATTTGGGAAAA
+ACGATGCGGCAAAAAAATTAATAAATGTATGCTTAACAAATGGGCTTATACCTACGTACATGCAAGAACA
+ATTTAGTCAGTTTAGAGCTTTGCTTGAAAGTGGTGTTCCAACGGTTAGAAACAAAGAAGGTGGTCATGGA
+CAAGGATCCGAAATCAAGAGTGTATCAGAAACTCTTGTGAGCTATACCTTGCATTTAACGGCAACTAACA
+TTGTATTTTTGGGTGAGTGCGAAAAGAAAGTCAATTAATTAAACAAGAATAAAAAGCAATTGGCTTTTGC
+TTCTTAGTCGCTTGCTTTAGCCAACAACTTCTTGCCTGTTAATTGGGCGTTATCGATATGAAAACTAATC
+CGAATTCAATTCTAGTAGATTGTTGCTAATGTCTCGAATGTGGCAAAAGAAGTCATGTCTCCAATATGGA
+TATCAGCTGTTCTCCTATTACGGTGCACGAACTGAACGTTCTACAGATAACTCATTACACTTTTTGTTGG
+TAAAACCCATTCTGCTCAACGTACTTATAAGCTAAGTCAATCGATCCAAAGTAATAACAAAGTGTGTACG
+AGCGTTCGATCACGATAGCATTCGGCATGTTTTGCTGTGTATTACGTTAAGCCAAGTTGCTATTAGTGCT
+GGTGGTGGAAATTGTTGAGGCATTTCATTCAATCCTTGAAAGTTAACTGCTACTTTCAACTTTAGTTCAC
+GGTTGATAATATTCAAGGTGGTGATAGTTTGTTTACGCTTGGTTAAGCCAGTAGAGAGCTTATTAGTTAT
+CTTATGGCGATGATTTAAATGTGAAATAACCTTTTATCTAATTACCAGAAACAAAAAAAACACCAATCAT
+TACAATTGATGTTTTATAGAAAAAATTTAAATGATTAAGACTATTTCTTAAAGCGACGTGACGCTAAACC
+AATCATTCCTAATGCAAAAATAGCAAGTGTAGATGGCTCAGGTACTGAGACACTACATACTTGGCCAACA
+TCATCATTACATCTTCCAGCAGTCGAAAAGTCGCCACTTGCGTGTAAAAAAGTAGATGTTTCCCAGCTGC
+TACCTAAGTTATTATCAAGCGATATTGATGTTAGTGCCATAGAGGCACCAGTAGGGTCAGGAAATACTGG
+ACCACCATCCCACTCTACACGGTCAATTTCATTCAATACATCATCAAATAAAACTAATTCGTCAGCGCCA
+TTTGCCAAGAATACTGCACTGTATTGGTAATCTACAGATATACCACCATTGGTTAAGGTATCGGCGTTTC
+TACCTAAAACCAAAAAGCCACCAGATGAAATGATTAATGAACCACCATTATTAACGACCTGACTATCAAT
+ATCATTATCACCAAATGTCCATCCATTTATATCGATATCAGTTAAACCTGAATTGAATAGCTCAAACCAT
+TCACCATTAGAATCAGTAACCACAGATGGGTTTTGAAATATTTCGTTGATGATGATGCCTGCATTGGCAG
+GTATTGATAAAGTTAAACCAATTACTGCTGTTAGCGCCATCTGAGTTATTATTTTTAACATTTTATTCCT
+TAATGTATCAATTTTAGAGCGTAGCCTATTATCCATGTGTTAAAGATCAGCAAAAAGTATACCGTCTAGG
+CAATATCTAATGATATCAATAGCGTGATAATCAACGATAATTTCCGCAGAGTAATACTGTAAAACAACCT
+GACACTAAAATTATCAACATAATAATTATGAATTTGTCTGATGTTAACTGGTGAATTAGGTCGGCTTTGT
+GGTGAAAGTAATTATGTCTCGAATGTGGCAACAGCAGTAATTCTCTGGCGTTATATATTTTAAGTCAGAT
+TTATTCTCTTAGCTTAAGCAAGTTGCCAGTCAGTTTTTGAAAGTTAATTTGTGGAGGTAATTAGGTAAGA
+CGATAGCTTTCAGCTTGGACAGTTTAACAGGCTTATTGATGTCGGCGGTTGCATTGAAAAGCTCACTAAT
+ATCATTAGAATTTAATTCAAAAAGAGAGATGAATTCCCTAATCGTCATGCAGGTTTCTTTATGAGCTAAT
+AACCATTCTCTAGCAAACTCTGTTATTTCACCCTCATCAACAAAGAGCGAACACAGTAGCGTTCTATTAG
+TGTAATAGTGATAACTTAGCCTACCACTTAGCATTGCATAAATAATGGCGAATATAGGCGTGTGATAGGC
+CTTAGTGTTGATGATTACCTCTGAGTAACTAAGAAAGCGCTTTTGCATTTCAGTTGGGGTTGACTGTAAT
+GCGCTGAACAAACCAGACAACTCCAAAATTGAACTGTTATTGATGAAGTGAGCACCAGTTTTAGATTTAA
+AGTGTTTTGTTTTATATAGGTGCTTGATGTCTTCCCTTGATAGCTCCAATACTTCAGATATGTCTTGTAC
+TTTCATCCATACATCAGGAAAGGTTTCATTATTTCCTAGGTTTCTTGTACCTGTTTGAATATAAGCCTTC
+AGCCAAAGAAGCACAGACCAGTCCTCCTTTAAGTGTTTTATTATAAAACTCAATGGGAGGACTTTTATGC
+TTATAGGGTAAGCAGAGGTGCAGAGGTCGCTTGATAGTACAGGCTTGATTACCTGATTATAAAATAAGTC
+CTTATCATTTAGGCGCTGACAATTTTGGTATAGGGCTTTATTTATATCTTTCACATCGCAGTAGACTCGC
+TTTTGAGTTAAGCACTTGGCCTGAGTTGTAGTTATTAAATCAACCAATAGACAGTCGTCAATTTGTTTAG
+CGGATAACGAGGGTAGTGCGGTATCTTCCAAGATTAAGTGTTCGTTACATGCCTTATTTGCGCACCTTCC
+GCCAAGTAATGCGGTGTCCCACTCTAGTGGAGCCTTGCAGGTATGGCATGTTGAAATCAGCAGGGTTTCA
+TGTATCTCGCACACTAAGTGGTGGGCATGCTGCCAGTTATCTTTATGGATACCATTTTCTTTTAAGCAGA
+ATATGCATACTTTAGGTTTTAGCAGGCGGTGAGAAACATAAAGTTGATTGCTTTTTAGTGGAGGTATCTC
+ACTCTCAAAGGTGGTTTCTCTACCTAAAATTTGATTCAACCAAAGTGAGTCACTAATAGATAACTTTGCC
+TGCACTAAACGGCTAAGTTGGACTGTAGATATTAAATCATAGACGGTAGATAACCCATTAGCATGCGCAA
+GCCTAATGAAATAACCTATCAGCGACTCTCTTTTCTGAGGGATGAGTCTTATTGTGAGTGAAGTAAATTC
+TTTCAATGTTTTCTGCCTTTTTAATGATGGCAGCGTAGGTGTAGTCCTGTTGATTAAATGGGTTTGCTTC
+TCCCGTGGTATCAACAAGTTCATACGCGTCGTAGAAAGTAGCTTGTAAGTCTGATGTTTCATTGAGTTGT
+GTAAAGGCAAAAAGCTTTTTAATTAGGCCGATACGGCCATAAGTTGCTACATATAATCTATCTAAGATGT
+CAGCATCTTTGGTGTTCAGATTTCTTAGTCCTTTTGTTTTACCGAAAAAATTAATGACATTTACCCAGGC
+ATCACAATGGCTAAGGAATATATTTAACTGGCACGGAGCAATGAATCGACGAGATAGCTGCTCCTCTCGG
+GAAATGTTTTTAACATCAGCGAGGTATTTTAGTTTGAGTAATCGCTTAAGCGCTGGCGTACCTATAAGGA
+TGAGGGGGACGTTGCACTTATCGATAATTGCAACAAATGCCTTCGCCATTGATTGAGCTTTTATACCATC
+GGAATCTGGGAGGCACTCTTGTGCCTCATCCAATATGATTAGCTCTGTCTGGCATGCTTCTAATAAACAC
+TTTAGTTGATGGAGCAGTTTGTTTAACGTTCTTCGCCTAGGTATATACGAAGTCCCCATTGCATTGATTA
+TCTGCTCAAGTAGATTGATAGGGCTATTGGGTTTAGTTAGGTGAACACAAATGACTCTTTTAAGTGTTAC
+CTCTGGCGTATATTCAACGGGATATTGTTGTTCATACCAATCCACTAATGTTGATTTACCTGTTCCTGAC
+ATGCCTGTAATTAAAAGGCTAAGCTTAGCCGTATCGTCTTGGTGGTGAATTAATCTCATTTTATTCACCA
+CCGAGGTAAATAAGCTATGTTTTAATATCTTCATCATAACCCCACTTATTCAAGTCTGACTCTGTAGGAG
+GGTTTTCATGCTCATCAAACAATTTACTTTGAAGGTCATTCTCGATGTTGTGTTCTTTCCTTTTATTACG
+CCTTTTCATAAAGAAGTTTGCAGTAGAGTTAACAGGAACAGACGTGTTAAATATCGCATTGCTTGCCTGA
+ATCATTGCACTTAAGCTCGGTACTATCTGATTGTCTAAGTCAAATGCTTCTACTTTACGCTTTTGAAAAT
+CTTCTTCTTTAGTCTCTTCAGCTTTATTTTTCTTTTCCTTTTTCTTTTTATCTAACGGCGCATCAGTTTC
+AGTAGGAGGAAAGTAAGGCTTCTCAACCTTAACTGGTTTATCCGTTCCAAATGGTATTTCAGAGTCCATT
+TCTAGATGAGTAATACGCTCTGGATAAATAACTACAGTACCTTGGCCTGTCGGGTTTTGACCAACCACTT
+TGATTGTCCTAACATCCCAGCGACTATGATAAACGTTTACAATTATCTCTTTGTGGCCCTTGGTACTTAA
+CTCGTTATGAAGATCTTTCAGTTCCTCATGCTGATAAAATGCATTATCAAAATAGACGGTGCCTGTCTCA
+TAAAGCGTTCTATCAACAGAAGTAGACGACAACATAAACGCATAATTTAAATCATTCACTGTCAATTTAG
+GAGGGTTTTGCTCAGCAATACCTTCATTCCATACTTGCTGAGGAGTTCTACCACCAAGTTCAGGTTGCGT
+GGTGTTTATATATTGGCTTAAATAGATATTTAAACACCTTAAGAACTCACTCTTCTTCATGACAGCTCGG
+TCTTTCTGCGTTTTATGAACTCGATAATCCTCAGAATCAGGTAAGTAACCAGGTATGCCTGTTACTTGAA
+CCTTATTTCCTTTGGTATCAGTATACACATGTGAAAAATTACGAAAAAAATTCTTTTCCCAAATATTGAA
+TAAACCCTCAATATGACCTTTACCCCATGGGGTATGTGGTGACAACGTGTGATATTTAACTTTGCTGTTA
+TGATAAACTTCGCGAGTATTTGTAGCTCTTGCGCCACCACTATTATCACCCACGATACAATAGGGGATAC
+CATTCGCATTTAAAGTTGGGCAAGTTCCTGTGATTATCTCCCTAAATAATCTTTGGTAATCTTCCGAGCT
+CTCGCCTTTGCCAAACTTTACATAAACGCCCATTGGGTAGTTGGATTTACAATCTACTGCTGCAAAAAGT
+TGCACTCCTTCTGTTGTCTTGCCGTTATCGTCTAATAGCGAAAGGTTATAGGGAGAGGCATCTTGTTCAA
+CACGCTCTAAGACCCTTTCAACTTTCATTTTTCCTTTATATCTATAGGCTTTACGTCGTTTTTCAGCATC
+ACTTCCTGTAGCAAACACCTTTATTACATCGAGTATTTCGTTTCGTCTTCGAATAAATGTTGAGTAAGAG
+ACAGGTTCTTCGTCAGAATTTTCAAAATATTCATCTTTAGAGTAACTACTATGTGCTTCGCTTACACTAT
+CGCTAAAGGTATCCTTTGTTAAGAATACAGTTTCTAAATGTTTAAAAATCAGCTCTTCTTGTCGTTCTGA
+AATTCGCTTTCTTACTACAGGGTCTTGACCAACAGACTTGGCAATATTTTTTGTTTTCTTGTACTCACGC
+CACCACTCACAAACTGTTGAGTGGGCCCAGATTGTTTCAGTTTCACCATATAGCTTGAGTAGTTGTTGTT
+TAAGTAGTTCATAAGTTATTTCAGAGGTCGCTTTATGACCATTAATGACCAATTCTTCCAAGATATTTAA
+GGTATGCTTCCTTTTTTCAACGTGACGCTTAATGCGGTTTGTAAGGATAACCTCATCATTAGCAGCGGGC
+GCTGCCGTTATCACATCGTCATTCAAGTTACTGGTAAAATAATCACGAGAAACATAGTAAGCATTTTGTG
+TGTTAGCGACCTCTTCGAACCCAATTTTTTCATTTTTATCTTGGATAACTCGACACAGCCCATGATTGGG
+AATATTGAATTCACGATACTTGAACGAAGGTCTGGAGCTCATTATACTGTCGCTCTCGTTAAGGGGGTGT
+TTGCATTGATTTTTGTATACCAGTCAAAATCATATAAGCGTAACCACATTAAAACCCTCATAGAAAACCC
+TAATCCGAGCTGTTGCTTTAAGTGGTGTTCAGCTTCACCTAAAGTGATGTTTTGAGGAAAAAACCAGGCG
+ACGCGTAATATATTATCAATGTCAGTGTCGGTCATACGGTTGTATTGAGATAAGTGCTCAATATTTCTGA
+TGTATTGAAAGTCTATCTCGTCGTTATATTTACACGTAAGTTCAGCACCAAGTTTCTCCTTAAAGCCCTC
+GGTAAATAGGGCAATTCGCGCTTTAAACTTCTCGCTTTTGTCTTCTCTAGAGTGTACTTCGATGAACTCG
+AATCTTCCATCTGTGTATTCAACTAAGAAGTCTGGCTGAAAATTTTTGCCCTTGTAGGCATATTTCCCTG
+GCTGCGAAGAGAAAGACTTAACTTTTGGGTCATTATCAAGCATCAAAACAAAGGCAGCTTCATGCGACGT
+TTGTGTCCATAATTTTATTCCAAGCTTATGGCAATAAACATCGATTCTGCCTTTGTTTGCACAATAGAGA
+TATTTTTTATCACCCATCTTATTACCCTCTTTAGTTAGTGGCTTTTTTATACAATTACATTTTTCCTAAA
+ACAAAAGTAAGTCCAATAAGTGTAGCTTTATTGCGTTACGTTTAAAGGTTGCCCCAGTGAGTCTCGGTTC
+GAGCTTTGACTGTAAAGGGCACTTTCTGTGTTTTAAAACTACAGTTGAAAAGGGAGTAAATCGTTAAAAA
+TTGGATTTGTAAAGCTGGGTGAAAAATAGACGGAAAATGGCTACGATTGAGTTTGTATATATATATCAAA
+CGGTAATGCTTTTAAGTTTTAATTAATTAAGTATTTTTTAAAACGTGTTAGACTCTGCTTTTAAAAAAAA
+TATTTTAAAATATACCTCTTTATATTCATGTTCTTACATAGCTATTAGGAATAAAGAACAAATTTTTTAA
+TCTGAAATATTCTATATACCTAAAGGTATATGTTGGTGGTTAGGTAATGAACAAAGTTTGTACATTCAGA
+GTCCATTCAAAATTAGTAGAAGACTTTAATACCTTAACTAAACAATATGGCTTGGTTAAGAAAGTGTGGT
+TTTGCTTATTTTTAGACAAAGAACTGACTCATGTTAAGAGAGAATTTAAGCACAAAGGTAAAAACTACCC
+TGAAGCAGTTAAGCATCAATTTGATACACGTAAATTATTCTCATCTAAGCATAAACAATTAAAAATCTCC
+GGCGATGAAGAGTTATTCGAAAGGCTAGACTTGTTTTGTGAAGATAAAAACATTGTTCGTGAAGTTTTTG
+TTGAGCACGTCTTAAAAATCATCTGTTACGGTAGTAGTGATTTTCATACAGGGCTTACTCGTAATTCCCC
+TTTGCATGCATTAGACGGTTTTCTTAATAGTTATGATAAAACGTTGAAAGAGTCTGAAACACGATTTGAT
+AGATTATTTGTTCGGTATAAGAGGTAAATATACCGCAGGAGAGCTCAAATTTATTGAGCTCTATAAAAAC
+AGCCTTATGTAAAAGTAGGGCGATGTAAGTCTCATTAGTGACAGTGTTGCTTCATTATTTTATCGTAAAT
+CACTTGCTCTTTGTTGCTCAGCTCTAAGTTGTATGCCTTATAAACCCTGATAAATCGAGATATATACTGG
+CACTGATTCGCTGGCGGTAACCACGCATTTAACCCCTTAGATCCCTTTTGCCTATTTAACCTAGCTTCTA
+CACTCAAAAGATTTGCAGGGTCATTTGCAAATTTCACTCGCTTGGCTTTAGTCCAGTGATTTGCACCGTG
+AACCCACGCCCACTTCAGCGATACAATATGGTCAATATCTATCTCAGAGGCTGCATATATAGTCTTCCCT
+GAAAAGGGTGAAATCCACTTTCCCGATACTACCTCACATTCCTTTGTTGTTTTAAACCGAACAGGCGACA
+AGGAATAAGCGATGAGTGTTTCCATTCTTGAATTCTGACAGTCTTTGTTACTGTCAGCCCAGCCATGCCC
+AAACATCTTTCGTGAATAATTTGACGATATAGTTGATTGTTTCTGAGTGTTAGCGGGAGTAGAGGAAGAA
+TTTTTAGGTAGTCGACCACCAGATTCGATACACGACGCTAAACTAATAAACGAAGTAAAATTCTTGGTAC
+GTTTGTAATATGGGCTTTTTAGGTCGTGGCATATACCTGATTTGGATTTTTTAATTGTTTCAGCGTTAGC
+TTCAGGTAAGAGTAAAATAAGGCTGAGCAGTACACAGGGGAATAATAAGTTTTTGAGTGTCATGTTATAA
+GTACCGAATAAATGTTTTGGTTTGGCAGTAATGTTTAGAGAGATATCTTTGGCTTCTAGGTCTTCTCTTG
+CTAATAAGTTCATAGAAACTCACGTTGAAAACCCACAGGAACTAAAACCAACCTAATAACGCCCAACTTA
+CCTTAATACTATTTAACATCAAAGTATTAAGTCTAATTCACCAGCAATACTTTACTGCGCTATTGTTTTT
+AGTAATACCTAATTGATGATCGCACTTCAAAATATAGCCAAAAAACACTATACTGTATTTATGTACAGTA
+TAGCGTTGGTTTTTTATGAAAGTAATACCCGTTTACATTGAAGCAGGAATATCCGGCTTTGAATCACCCG
+CAGCAGAATATCGAGAACTAAATCTCTCATTAGAGGAGTTACTTCTTCAGCACCCTAATGCGACTTTCTT
+TGGTCTCGCTAATGGACGCTCAATGGAAGGCAGAGGGATTTTTAATGGCGATGTGCTTGTTGTTGATAGG
+GTGGAGCATATTAGTAATGGCTCTGTCATTGTAGCAAATTTTAATGGGTGCTTTGTGTGCAAAATAATTG
+ATACCGATAATGCATTATTGTTATCTGCCTCTGACGAACACAAGCCCATTAAAATAAGCGAAAGCGATGA
+CTTTCAAATAGAAGGAGTAGTAAATGTTTCCTTCAGGTTGCACAAAAAACTCCCCGTACTGCTGTCATGT
+TTGGGTTAGTTGATGCTGTTTCTTTCTATGCACGTGCAGAGAAGGTTTTTGACCCAAGCATTAGGCATAA
+ACCTGTTGTCGTTTTAACGAATAACGACGGCTGTATTTGTGCTGTCTGTCCTATTGCGAGGCAGCTAGGT
+GTACCTAAATTTGTCCCCTATTTTAAGGTTAAGTCTTTTCTAGCAAAGCACGGTGTCGTTGTTCGTTCTT
+CAAACTATGAACTGTATGCAGACCTAAGTGAAAGAATGATGAATGTTATTGCGCGTTACTCAGATAACCA
+TTATGTCTATTCTATTGATGAATCATTCTTACATTTCAAAAACTTTAGCTGTGTTGATAACTGGCACGAA
+TACGGCCATGTAATACGTAAGGCGGTGTGGCGAGAAACACGTTTACCCGTTGGTGTTGGTTTCGGTGCAA
+CCTTAACATTAGCCAAAGCAGCGAATCATGCCTCTAAAAAGCTGTCAGGTTTTGATGGTGTCGCTGTGAT
+AGATGATAAAGCCTCTCGTAAAGAAATCCTCTCTAGAATGTCGCTCACTGAGGTTTGGGGTATTGGCTCC
+AAGTTGGGTAAACGGCTAAGTATATTAGGGCTTAAAAATGGCTGGGATTTAGCTAATCAATCACCTAAAG
+CAATGCGAGGTCAGTTCGGTGTGGTCGTTGAACGTACAGTGAATGAACTGAACGGCATGCCGTGCTTACA
+ATGGGATGAAATAGGGCAAGACAAACAAGAGATATTTTCTACACGTAGTTTTGGGCAACGAGTAACCGAC
+GGTCATGCACTCAAAGCTGCACTATCAAGTCACGCCAGTATTGTAGGGGCAAAAGTTAGACGACAAGGCT
+CTTTGATTAAACGCTTAGTTATTTTTGCATCAAGTTCGCCACATGATGACAGTTACTATAAAAAATCGGT
+CATTTATGAGTTTCCCATTGCGACTGACAATATCTTAAAGCTAGTCGGTGCTATTTCTTACGTATTTGAT
+AATATTTATAGACAAGGTGTTAGCTTTTATCGCTGTGGAGTAGGTGGCGTTGAATTAGAGAATAGTCAAT
+TTCAGCAACAAGATATGTTTAGTCTTAGTGTGAATAACCCGCCTTTAATGAAATGCTATGACCAAATAAA
+TCATCGTTATGGTCGTGGGGCTGTTGAAGTGGCTATCGCTGAAAAAAATGAAAAGTGGGCCATGAGGCGA
+AACTTCTTATCACCTCGCTCTACGAGTAACTGGTCAGAAATACCTAAGATAAACTGTTGAGCTTAATATG
+TGTGGTCGATTTATGGTTGGATTATATTTATAACGAATGTATATGCAGGCACGATAGTATGATCCAGTTA
+TCAGGTATTTCTCTTTAGAAAACGTCCTACAATCTCATTTTATAAACTTCTCAAAAGTGCGCTAAGCGGA
+AGTTAGCTTCAAAATATTTGCGATATATTTTCTAATGAATTGACTGTGTCATATTACTGAGAAGTCTCAG
+TAATAAATAAAAATCAACATTTCTAAACCCTAACTAATTGATATTATTTGAAATAGGCTTTAATTCTATG
+TTGGATATTACTGAGAAGTATCAGTAATATCCAAGACCTAACAAAAATAAAATATTTTTAGTTTATAAGG
+CACTGAAAATATGGGATATTAATACGAATTAAATTAAAGTTATGGGATGGACATTACTGAGAAGTCTCCA
+TAATAAGCTGTTATAAGGTCAATCGAGTTTGCATATGAATCCAATTAAAAGTTTAGCGACAGAACGTTTG
+ATCTTAAGACAGTGGAAGAGCGAAGATAATATTCCGTTTGCAGAGTTAAACGCATGTAAAGATGTAATGG
+AATACTTTCCAAACACTTTAACTGAGATTGAAAGTACCAATTTAGCTTTAAAACTTTCGCAATTAATATC
+TGAACGTGGTTGGGGACTTTGGGCTGTAGAAGAAAAGCAATCGAATAAATTTATGGGTTTTGTTGGTTTA
+CATAATTCACCCGCAGAACTTGAAATAAGTCCAGCAACAGAAATTGGCTGGCGTTTATCAAAAAAATTTT
+GGGGTAAAGGTTATGCTACAGAAGCTGCTGAGAAAGTTTTAGAGTTTGCATTTAGTGACTTAAATATTGC
+TAGTGTTGTTTCATTTACAGCAGTTGTGAATAAACCTTCGGTGAAAGTTATGGAGCGTATAAAAATGACC
+AATACAGAGCAAAACTTCCAACACCCATTAGTTAATAATATTAAATTGAAAGAGCACGTTCTTTATAAAA
+TAACAAAAGAAGAGTGGCTATCCAAAACCTTATAACAAGGCATTTAAACGGAACTAAAACAGTTGGTTAG
+GTTCCGCTTCGCTCCACATTATAACCAACAATTTTAGTCCGCTTAATGCGGCGTTATCGATACAAAATCT
+AATCCAAAGTGCTGTTCGACGCTAGTAACCTAATGACCGCTTTGTGGCAGCTAGTGACCTTAGGACAATG
+AACACTGGTAGTTTTGCCCTCACCAAAATCTAACGTCAAAAAAGTGCGCATTGCTGACATTACAGCTAAA
+AATATTGCCATATATTTTCTAATGAATTAACTACTAGTGTAAACGATGTAATTCCCTTTCTATGGAAGTC
+TGTATGATTTTTCATGGTGTGTTACTGAGACGTCTTAGTAACACACCATTTATTATGATAAATACTCAAT
+ACAGTCACTTAACCACCTGAATTTATGATGTTTTGTTTGTTTTGTGCTTAAGGCGTGTTACTGAGACGTC
+TTAGTAACACGCCTTAATACACATGTGATTTAACATTACTAGTTTCTAATGCTTTGAAAATATGGGATAT
+TAATGTAAATTAAATGTTATTTATGGTGCGTGTGTTACTAAGACGTATACATAATAAGCTGTTAGGCATT
+TAGCCAAGGATTGGAGTAAATTTAAAGTATGAATCAAGAACAAGAGTATATTTCAGGTTTAGGAAAAGAT
+TCTGTCGTACCTCCAGAACTAAAGGGATGGAATTGGGGATCATTTCTACTTAATTGGATATGGGGAATAG
+GCAATAGCACTTATATAGCTTTTTTAATGTTTGTTCCTTTGGTTAATATCGTAATGCTTTTTATGCTTGG
+TGCCAAAGGAAATGAATGGGCATGGAGAAATAGAACATGGAGAGATATTGAGCACTTTAAACAAACACAA
+AGAAAATGGCGTAATGCTGGTTTAATCTTATTATTTGTTGTTTTCCCCTTATTTTTTACTCTTATCGGAA
+GCATGCTTAAAGGTGAAGCCTTTGATCAATCAATGGTTTCTATATCTCAAAACACTGAGGTCATTGAGGT
+TGTCGGCGAACCAATTGAAGCTGGTTACTTTGTTATGGGGAGTATTCAGACTTCAGGAGCTAAAGGAGAG
+GCATCTTTACAATATTCTATTTCGGGGCCTAAAGGAGAAGCTGATGTTTATGTCCTGGCATATAAGGAAA
+TGGAAGCATGGTCATTACATAACGTAATTGTGCATATCCCTGAGACAGATAAAAAAATACAGATTGTAAC
+TCCGGTAGAATAAATGCCTAACAAGCTGTTAAACAAGGACAAAAAACAGTTGGTTTTTGCTCCTTCGTCG
+CTTATTTTAACCAACTATTTTATTGCCTGTTAACAGGGCGTTAAACCTACTCGGAGATTTCAGTGGTAAT
+TGTTAGAGAAGCGACACTATCGGATATTGGTATTGTGCATGATTTGATTATTGCTATCGCAAAGCATCAT
+GACCAAGAGCAATACGTAGTAACTACTAAAGATGAATTAATCAATTCTGGATTTGGAGATAGCCCATCAT
+TTGGCGTGCTGTTAGCGGAAATTGATGGTGAGGTTGCAGGATATTGCTCTTACACGTGGAATTATTCAAT
+TTGGCTTGGTTCAACTTATATGAATATTGATGATGTATTCGTATGGGAAAAGTTCAGAGGTAAGCAGATA
+GGCGAATTATTAATGCTTAAAGCTAAAGAAGTATGTTTAGCTAAAGGTGCTAGTCGAATCAAGTGGGAAG
+TTGAACAAGACAATCACGGTGCAATCAAGTTTTATGAGCGTTTAGGTGCCAACCTCGATATTAAAGGTCT
+TTTCCGATGGGATGTTGCATCGTAGGCTTAACAAGCAAATCAACAAGGACACGTAACAGTTGGCTACGTT
+TCGCTACACAATTTTAGCCAACCATTACTTAGCCTGTTATTTGGGCGTTATGTAGCTAAATCGAGACGTG
+TCGTGCCACTGTCAGGTTGATTTCGTAACCGCCAATGATATTTTCAAGTTAGATTTTCCTCACAGATGGA
+CGAGGGTATTTTATGATAGTTAAAAAATTAAGAGAGAAACGGAATTGGTCTCAAGAGCAACTTGCAATAA
+TGGCTGGATTAAGTACGAGAACAATCCAGCGAATTGAAAGTGGTAATAAAGCTAGTATTGAATCTCTAAA
+ATCACTCGCCTCTGTTTTTGAAATAGATATTTCTAAACTAAAAGAGGAAATCATTGTGATAGATAAAAGT
+TCGGAATCATGGAAATCAGAATCATTTTTAGTGAAATTTTTTTTCTGGGGTGTTAAAGCGAGAAAGCAGG
+TTTTAACTATGGAGTTTCTTTGTTTGGCATTGGGCATTTTAACTTGGATTGTAAAGCCAGATATATTTGC
+TACTCCAGCATTCTTTCTCTTGGCTTATATATTTGCAACAATGAAATATTATATTGATCGTAAAAAGCAT
+TGGTAACTAGTAGCTACATAAAAAGAAAATAAACAAGGACACGTAACAGTTGGCTACGTTTCGCTTCGCT
+ACACAATTTTAGCCAACCATTACTTAGCCTGTTATTTGGGCGTTAGGTAGATATGAATAACGGAGGTTGC
+ATCATATGAAATACATCTTAATTTTTGTAATGATTACTTTTACTAATTTAGTTATCGCTAAGGATACATA
+TGATCCCTACGATTGTCTTAATGATGTTGCTCGAATAGATCCGAAAATAACAAATGGGTTAGCAACTGAA
+CTTTGCTCTGCCGCTTGGTCACCTGAACCTGCAAAGTGTTATGCTGGAGCATCTAAAATAGATGACGAAA
+TTCCTCGAGGGACTGCTGTTGAATTATGTGCAGGCTCCGTAAACGCAAAGAATACTCTAGCATGTTACGG
+CAACAGCGGTAGCTGGGAGTTGAATCGTGGGTTAGCAACAACTCTATGTGGTGTAAACAAAATAAAGAAC
+TAGCTCTAGTAGTTATAAAATCTGCCTAACAAGGCAATAAAGCAGGACTAAAAAAAGTTGGCTGTCGTTC
+GGTGCCTCACTATTTTAGTCAACCATTTTTAGCCTCTTATTGGGGCGTTATCGATACAAAATCTAATCTA
+AGCGCATCAATTCAAGTTCACGCATAATGTCGGCTTTTGTGGTATTAGTTAGCCTTAAAAAATGATTCAA
+ACATATCATAAAATGATTGGGTGTTAACTTCTTCTTGGTGCGCATTCCTGACATTAGCCTAAAACTTTTA
+GCCATATATTTTCTAATGCATTATTCGTGACCTATTACTGATACTTTTCACTATTATCCTATATGACAAA
+AAATAAAAACTTATAGTATCTAAGTGGTTGAAATTATGGGATGTTAACCACAATAATCTGTTACATCCCC
+TTGGCTTTTCAAACATGAGAGAATCTTTTGAATATGAGAGAATCATTAAGTGATCTAATCGATGCAGTCA
+TAGAAACAACTGTTCCTGTGATGCAGAGCCCTATTGAAAGAGCAAGACAAGGACCATGTTGGGCGCTAAC
+TGATGCGGGTAAGTCTTTAGTCGATCGTATAAGTTCTGATCCAAAATTTGTAGAGTTTGACAAACACCTT
+CAATTGCTTGGAAATGGAGCATCGGTCACTGATTTATCCCAATTAGCTGATTGGCTGGTTGAACGAGCTA
+AGGTGGTAGGGGGTAAGGGAGCTGAACGTGACCTTTTGCAATATTTAGATTCTGATGAAATTGAAGTTTA
+TGCAATAATGCTACTCGCAGATGTTTATCTCAATGCTGAATATAAATTTTGTAACAATGTTGAAATTATT
+AATTCTACCAGTCTTCCAAATAAGTCTTTTGCTGATACAATTCTGAATGACTCATTTTCGAGCAGGCTCC
+CACTGCCTCGTGTTTACAGCTTATTAGTTTCCCCATATTCACAGAAAAGATTTCATTGGCCAAATACAGA
+AAGTGAAACAAAGATGCCAATGACAGAGTACCCGAGTAATGCCTTGGAAGAAACTAAATTGTGTTTAGTC
+TTAGCGCGTAGTAGAAGTATCCAAGTTATAGCTAGTGGTACTATTGCTCCAGATCACTTGCCTTTCATCC
+GATCATGTACTGGCTGGTCAATGCATTCATTCAAACTCCCTGGTATGGCGCCATCTATATTAGAAATCGA
+GATGAAAATTGCTGACGAGTTACTTTTGAAGTTACGTAAATTGCCAGAAAGTTTTAAAATTAAGCTTGCC
+ACTTCCATTGAGAGATTTAATGGTTATTGTTCTGGTGCCTCTATGGTTGAAAAATCCATTGATTTGCGCA
+TTTGCCTTGAATCCATTTTTCTAAGCGATGGGAATAAGGAGCAACTTCGGTACACTTTGGCGCTTCGTTC
+AGCATTGTTTGTAGGGGATTCACTAGAAGAAAAAAAGGAAATCATGAATATAATGAAAAAATCTTACGAT
+GTGACTTCTACTGCTGTTCATGAAGGGAAAATGCCTACCAAAAATGTAGATTTGCTACCCCAAGCTGCTA
+AGATTGCCCGTAATAGCATATTGAAACTTTTAGATGTTGGTCCGGTAGATTGGCAAACAATTGAACTTCA
+AGCATCAATTGACTAATGGCATGGACATGTTGCCGCACTCTGACTCGGTAGAATTAACGCAGTCTTTGCT
+AAAACACAAACAGGGAAAATCACATCAACTTACTAACAGATAAGCAAGGCGTTATCGATACAAAACCTAA
+TCCGATGTATTGATTATTTTTAAAAGCTAAAGTCCGTTTTGTGGCAAATAGTGTCGTAACACGGATAATT
+TGGCTAGTGCATTAGAAGCTTGAAGTGGAAGTGTGAGTAGCTAAGCGCATTAAAAGGGATTTTTTAAGCA
+TATGAATATCAGAACCAGAGCTGCTCAAATTAGATCTAGATGGCTAAGAACGGGCTTTCAATGTGAGTTG
+TCACTCGATGAATTAGAGCCTCTATTTTCAGTATATGCTGAGAGTCCAAGAGGAAAGCTTGTGATTATTG
+ATAAGAAGCAGGCAATCACCTTAAAAAACCTCCTAAGCTTATCTGCTGATGAATATAATATTTATAAGCT
+AGACATCAAAGCTCGTAATCAAGCTACATTGCTTCATACAACGTTAAGCCGTTTTAACCAGCCAGTCTTC
+GTTAGCATTGATGATATTTATCAAATTATTCGAGATAAGGTTGATATCAAGAAAAAGTATTTCATACTAA
+AAAACGAAAACTCACCAGTAACCATCGAAAACCTTATTTTATCCCCCGTGACAAGAACGGAATATTATCT
+AAAGCTGAAAAGGAATGCTGACCAAAAAATGATATTTTGGCGAAAAAAAGGGCTTGAACCTAAATTTACT
+CTCACTCAATTAACCGAACAAATGGAATCCGTAGGATATAGAATGATTAGTTCTAAAAAAGGGGTTCCTA
+TACGTGACCGAATTAGGATTATCGACAACGAAGAGTCTTTGACGTTAAATAATATAGAAATATTAGTTAG
+TATTGATGATGAATCGAGAGTCAGATTAAGCGTTTAAGTAGCCTTAAAGTAGCTATCCCAAGCGGTTAAG
+TTTTGGGGACTAACCTAGTGGCAATGTTCCCTTAGTGCATTGAAGACATTAGCCTAAAATATTTTGCCAT
+ATATTTTCTAATGAATAATTCATGTCGTATTACTGAGAAGACTTAGTAATAACCTAAAAACATCCGTATA
+AAACCCTAATGTATTGATTTTATGGGTAATAACCCATTATTCTATGTTGGATATTACTGAGACTTCTCAG
+TAATATCCAAGTTACGATAAAAATAAAACATTTATCGTTTCTAAAGCTTTGAAATTATGGGATATTAATA
+CGAATTAATTAAAGGTTATGGGATGGAAATTACTGAGAAGTCTCCATAATAAGCTGTTAGAAAACTCACA
+AGGAATATATCGATGAGCAAGTGTACAAAAATTTTTGATAACCTCTATCTTAACCTTAAGCAAATTGTGA
+CTTTTGAAGTTGTAGCTGATGAGCAGCTTAAAATTATTACTAGTGCTCACCCAGAAACTAATGAAAGTAT
+AATGTTAATAACTTTTTCATCAGATGCCGATACTGTGTTAGGTAGAGCTACAGAAGGTTTTATCTATGTA
+GAGCTTCAAGAGTTGCACAGAATCAAACGTGAAATTAGTAAGTTTATGGGCATTAAAGAACCAAAAATAA
+AACAAGCGCCTGTCGCGGCCTAGTTTTCTAACAAGGCGCTTAAACGGAAAAATTACAGTTGGCTCGCGCT
+TCGCGCAGTTTAGCCAAACTGTATTCTTCCACTTAGCTTAGCGTTATATACCTTGGAGGCTGCATGGAAT
+TTTCGACCATATTAATCTTATTCTTTGCTGCCCATGGTTTAGTCGCTTTTGTAGTTTCAATATCAATTTT
+GAGTTGTCCATTCAGGTTTGGTAATGAGAAGTTAGGTTTGTTTTTGCTAACTTGGTTAATTCCACTTATT
+GGTGCAATATTTTCACATCATCGTATTGGGACGTTAGGTTCAATTAAAGGTGATAGCTCAAATAGCGGCA
+CTACTTCCGTTGATATTCCCCCATCCAGCGGAGGTTGTGATGGTGGTACAGGAGGCGGTGACTGTGATTA
+GAGTAAAAGGTATATAACAAGCTGTTAAACAAGGACAAAAAACAGTTGGTTTTGCTTCTTCGTCGCTAAT
+TTTAACCAACTATTTTTTGCCTGTTAACAGGGCGTTATGTTTTCGATGAGTGTGCATATGTTAATTTACC
+ATTACACAACTGTAGATACCTTTTTAAAGATTCTAGATAGCAAAGCAATCTGGGCTTCTGATCTTTCAAA
+AATGAATGATCCCCAAGAGTTTACAATTGGTATTGAGCTAATTAAAAAATTCTATCAGAAAAAATTTCCA
+GATTTATTACATTGGTTTGAAAACGATCGATTCGTTGGCTTAGATAATGAGCAACTCCTTTTAGGATGTT
+CTTTTTCTGAAAATCCTGACGACTTAAGCCAATGGAGAGCTTATGGTGACGATGGGAAAGGCGTAGTTAT
+TGGGATTAACAGAAGAATTTTAAGTGCAAGTAACACATTAACGATACCCGCATTTTATAAAAAAGACGAA
+AGAACAGCTAGTTTCGTACATTTCCATAAAGTGATTTATGATAAACAAGAATTTGAAAATTCGGTTAAAG
+AACTATTAGATAATATTGGTGATTTTATTAATGACACAGTTGAGAGCTTTAAGTTATCCATTGGATTATC
+AAGGTTAGCTTGTTCTTTCAAATCTGACTTCTATAAAACTGAGCAGGAAATTAGGGCAATTCTAGAGCAT
+TCAAAGCGTTCAGATATTTATTTAGATGAATCGCTTAAAAAGCATAAATTATTTGATGTGAAATTTCGTT
+TGTCACAATTCGGATTAGTGCCTTACTGTAAAGTAAATCTAAGCAACGCAGATGCTTCTTCAATCCAAAC
+CGTTAAGCTTGGTCCTAAGTGTAATATTTCAAAAAAAGATTTGGAGTTTATGCTTTTAGCTACTGGGAAC
+AAAGATATTCTTGTTAGCACTTCTGCGGGGCAGTATAGGTAAAAACATAACAAGCGCTTTAAACGGAACA
+AAAACAGTTGGTTAAGTTCCGCTTCGCTACACATTTTAACCAACTATTTTTGTCCGCTTAAGTGGGCGTT
+ATGTAGTTATGGATATTTCAGGGTGAATGGATATGTCAAAAAAGAATGATGCGGTATTTGATGGCTTTGA
+TAAAGCGCGTTCAAATATAAGGAACGCAGTAATTGTAATGCTGACGCTATCTGCTCTGTTTTTAACCGCA
+ATAGAAAACTCTAAAGATACCCTTGTGGAATATTCAATTGCTGCAGAGTCATTAGATAGGCAACCTGAAG
+TTCTTAATGAATATAAATCTTGGGTAAAAGAAAAGCTCTCAACATACTCAGCGAGTGAGTACGAGAAAAT
+CTTTTCAAATGTGGAGAAGTCTACAAAGTTTAAGCTGGTAGAGCTTCCTACTTCAGGAAAGTCAAACCTC
+CCTGTAACAATAGCCAGAAAAGAAATTTCTACGGTTGAGGGGCTAAGATATGCAACTATGCCCATTCTTC
+CTAGAGAAATTACATATTGGTTAAATGAGTTACCTTTCAAGATTAAACAAAACGCTGAAATAAGCCTCTT
+CGAGGTTAATTCATTAAGTAATGCACTAGAAAATGGTAGCTTTAATTGCAGTTCAAATAAAAGGTTTTGG
+ACATTCTGTGACGAGAAGGAAAGTATGGATCCTTCGAATTACCCATCGGGGGCTCAATATTTTAAACTTG
+ATACGACGCAAGGGCTGTGTATCGATAGCGAAGCTATAAATACAGGTAGTCTAGCAGTAGCGTGCAAGGT
+GATTAGTGTTCCAAATTCATCAATATCTGCATTTCTATCAGAAAAAAAAGAAAAACTACCACTGCCTATT
+TCAAGCCCTCCTAGCTACCAGCAGGTTTCTGAGATTCTTGGAGATGTAAAAACCATTGATGATTTTCGAG
+AAAAAATACATAGATATAAGAGCGACGCTCAAAAATTACAGTTTAGTAGTTTTGATTTTTCAAGTAATTT
+CATTGTTCCTGGATCCATCCTAGTTGTTTCGTTGATCTTCTTACAGATGTTGTCCAATTTGAAATTCTGC
+AATAACAATCTCACCAATGAAAACAGCTTCTTTAGTTTATCTCTTATTCATAATGATTTAATAATAGCTA
+TAATATCTTGGGTTGTGGTTGTAATCTTGATGCTGTTCTACCTTACTTCTGGTTTCGTGTATATTGATAA
+GAATGCATTTCAAGTAATAGCATTTATCATTGCATCATGCGTCCTGTGCGTTGCAGTAATTGTGAGTGCC
+AAGTTATGTTTTTTAATTAGAATCAAAGCATGCAAACTGACAAATACATAACAATTGCGTCAATTGGGAC
+GCTCGCAAGCTCGCGCCTATTACGCAGGCGTTATCGATACAAAATCTAATCCAACCTGCCCAAATTACCG
+TTATTGCTAACGTCTTCTTTGTGGTAATAGTGATCATAAACCGACTACCCAAAGCAGTTTGATTTTTGGC
+ACTAATCCTAAGCTAGTGCCAATGTTTACTTAGTGGTAAAAATTGACTCCCAGACCCCACTTCATAGTTT
+GTAGTTCAGAAATAGCTTTTACAAAAATCACTCGTGACACATATTATGTGGATGAAAGAAAATGCACATG
+TACATTTTAGTTACAAATGTATTGACAATAATTACACTTGTTATATGATGACGAAACGTCAGTGACGATT
+CGTCACATTTATAAAAGTAGACATTATGACACCACCTAAGTTACTCGATAAAACAGCGCTTAAAGAAAGA
+GAGTTATTGATAATTAACTCAGCTGTGCTTCTTATCCAACAAAATGGTATTGAAAACCTCACCATGGATA
+AAGTGGTTGCCCAAGTGCCATTTTCAAAAGGTACCGTCTATAAACACTTTATTGGTAAAGAAGATTTATT
+GTTAGCTATCAGTAATTACTCAATCAAAGTACTTGGCGATCTTTTTCATCGCGCATATCAATTTAAAGGT
+TGTTCACGTTCGCGAATGCTTTTATTAAATTTCTCTTACCTTATTTATGCAATGTTATATCCTGCATTAT
+TTCAAACGGTGCTTTGCTCAAAATCGCCTAACGTAGTGGGAAAATCAAGTGAAAAGCACATTAATGATGG
+AGAGCAATTAGAAATTAAATTAATGACCTCTATTCACGGCATAGTAGAAGACGGTTTAAACGATAATAGT
+CTCTCACTTCTTATGAATATGGATATACAGCAACTATGTTTTAGTAACTGGTCTATGGCGTATGGTGCTA
+TCACTTTGCTTTCAGGTGAAGTTGAGCAGTGCAGTGGCAGAACCAGTTTAATTGTTGAACGTGAGCTTTT
+TAACCTGAGTAACATGTTATTTGACGGTATGGGATGGAAACCTTTTACAAAAGACAGAAGTCATTGTGCA
+GAACTAAAAATTGCATTGGCTGAATTATTTCCAGAAGAATTAGCGCTTATTAGTGCAAAAGGACGAGAGC
+TAAACTTTGATAGTTTTAGCTAAATAAATACAAAGGAAGTGCGGTGTATAGCCGCATTTTTTTGACCTAT
+AAGGTGACGATTCGTCATCGATAAAACACTTCTTTTATAAAGATAAATAAGGACTTAACAATGAGAGACA
+AACTTTACAATTTTGTCGGAAAAAATCCATATTGGGTAATACTTGTTTGTATTACGTTTATGGTGCTGGC
+AGGAACGGGGGCACAAAAGTTAGAGTTTAAAAATGACTATCGTGTGTTCTTTAGTGAAGAAAACCCACAA
+TTAACGGCTTTTGAATCCATGCAAAAGGTCTATAACAAAAGCGATAATGTTTCTTTTGTTGTTGTACCTA
+AAGATGGCAATGTTTTTACTGCTGAGCATCTAGCTGCGTTAAAAGTGTTAACTAAAGAGAGTTGGCAAGT
+ACCATATTCAACCCGAGTTGATTCAGTTACTAACTTCCAATATACCTATGCTGAAGAAGATGACATGATC
+GTTGAAGATCTTGTTATGTCGACTAAAAACTTAACCAGCGATAAGCTCGAAAAGATAAAACAAATAGCTA
+TCAGTGAACCGCTGTTAGTGAATAAAATTATCTCTCAAACGGGCCATGTTTCAATTGTTAATGTGACAGT
+GCAATTCCCTGGTATTAACCCAATGGCCGAAACGCCAGAGGTTGCAGCCAGCGTTCGCGCTATTAAAACT
+CAATTTCTAGCGGAACACCCTGAGCTTGATGTTTACCTTTCAGGCATGGCGATGATGAACACTTCATTTG
+GTGAATCTTCAATCAGTGATAGTTCAACCCTCATTCCTCTGATGTTTCTTGTTGTTATCGTTACTATCGG
+TTTATTACTAAGAACCATTACAGGTACCATTTCTACCGTACTTATTATTATTATGAGTATTGTGACAACC
+ATGGGGCTTGCTGGTTGGTTAGGATTTTATTTAACGGGACCTTCTTCATCTGCACCTACCATGATTATGA
+CGCTCGCTGTAGCAGATTGTATTCACATTTTAACCTCTATGTTTTATGAGATGCGTCAAGGCGCTGATAA
+GCGTACTGCGATTGCACGCAGTATAAAAATTAATTTACAGCCAATATTCTTAACCAGTATTACCACTGCT
+ATTGGTTTCTTAAGTATGAACTTCTCTGATTCACCACCGTTTAGAGACTTAGGTAACTTAGTTGCCATTG
+GCGTAATGTTGGCGTTTGTTTTTTCAATTACAATATTCCCGGCATTGCTAACCGTATTACCTGTACGCGT
+TAAAGTGCAGCCAGAAAATAAAAAAGATATTATGGCAAAACTGGCCGATTTTGTTATTGCCAAGCGTAAA
+GTCTTATTGCCTTTAACCAGTGTGTTTATCATCGCCTCTGTTATGTTTATTCCTAACAATCAGCTCAATG
+ATGATTTTGTGAAGTACTTTGATAAAACAGTGCCGTATCGCGTGGCGACTGATTTTATGCAAGAGAACTT
+ATCAGGCATGATGATGGTTGAGATTTCGGTTAAAACCGGTGAACCAAGCGGTATAAACAATCCTAAATAT
+TTGAACAGTGTGTCAGATTTTAGTGATTGGTTGCGTGCTCGCCCTGAAACTGATCACGTAAATACAATTA
+CAGATACATTAAAACGTTTAAATAAAAATATGCATGGTGACGATCCTAGTTGGTATAAATTACCGGACAG
+TCAGGAAATGTCAGCCCAGTATCTTTTATTGTATGAAATGTCTTTACCTTACGGCTTAGATTTAAATAAT
+CAATTAGATGTCGATAAATCATCATCAAGAATTGTTGCTACCTTTAAAAATATGACCAGTAATGAATTGA
+TTAATGTTGAACGTGACATGATCCAGTGGTTTAGAAAACATGCGCCGCAGTATGAAGTTGATTTCGCTAG
+CCCTAGTTTAATGTTTGCCCATATTGGTCAACGTAACATTACCAGTATGCTAATTGGCACAACACTGGCG
+TTAATACTCATTTCTATTTTATTAGGTGTGGCGTTAAAAAGTTGGCGCTTTGGTCTTATCAGTTTATTGC
+CAAACTTGGCACCAGCAGCTATAGGATTCGGTATTTGGGGATTATACAGTGGGCAAGTCGGTCTAGGTTT
+ATCGGTTGTTATTGGTATGACGTTAGGGATTGTTGTTGATGATACCGTTCACTTTTTGAGTAAATACCTT
+CATGCAAGACGTGACAAAAATGCCAATACCAAAGAAGCCGTACATTATGCTTTTGATAATGTTGGTAGAG
+CGCTTTGGGTGACTACTTTTGTGCTCGTTGCAGGCTTTACTGTACTGGCACAGTCATCATTTAAAATGAA
+TGCCGATATGGGATTCTTAACTGCATTAACTATCTTTGTAGCGCTTGTGGTTGACTTTTTATTCCTGCCT
+CCGTTATTGATGTTATTAGACAAGAACAAAAGTGAAACAAAAGAGAGTGCTGCAGTGACCACTGAAGCAC
+CAACAATTAAAGCGGTTTAATAGAGCCGCTGTTTACCAAACAATTTTACCAATTTTTGATGATAAATTTT
+TATAAGGATTTTACATGTTAACTAAAAAAATACTGATCAGTACTTTGTCTGCACTCAGTTTGCTGCTTGT
+TTCAAATGTTTCTTTTGCCTTGAGTACCGAAGAGCAAAAGGGCTTAGATATTTCTTTAGAAGCTAAAAAA
+CGTGATTTAGGCTGGCAAGATAGTACTGCTGATATGTTGATGTTATTGCGTAATAAGCAGGGCCAAGAAA
+GTATTCGCGAAATTAAGATGAAGTCACTAGAAGTTCTTGATGATGGGGATAAAAGCTTAACAATATTTAA
+TAAACCACGTGATGTAAAAGGTACCGCATTTTTGAGTTTTTCTCATCCAATTGCATCCGATGAACAATGG
+TTATTTTTACCGGCATTAAAGCGTGTTAAACGTATATCATCACGTAACAAATCGGGACCTTTTATGGGCT
+CTGAATTTGCCTTTGAAGACTTAAGTTCTTTTGAAGTGGAAAAGTACACTTATAAGTTTTTAGGTGAAGA
+AGAATTAAATGGCTTAAAAACCTTTAAAGTTGAGCAATACCCAGCAGATGAGAACTCAGGTTATACCCGT
+CGAATAGTATGGATTGATACCGAAGAGTACCGCGTTCATAAAATTGATTTTTATGACCGTAAAGATTCAT
+TACTAAAGACTCTATCGTTTAAAGGTTATAAGCAGTATTTAGCAAAGCATTGGCGTGCTGATATCCAAGA
+AATGATTAATCACCAAAATGGTAAAAGCACTGAGCTTAAATGGACTAACTACGCTTTTAAAACAGGTTTA
+TCAGACAGTGATTTTAACCGTAACTCATTAAAACGAGCGCGCTAAGCTGATGTACCTTTCTTTAAATGAG
+TCCTTAAGTCAGGCTTTAGATAAGCCTTTAACTAAAGCCCTAAGTAATATGTTAGGTAATACACTAAAAT
+TGTCTGTTACTGCCCTGGCAGTATGCGCAAGTTTAGTGCTTAGTAGCCCTCTATCTGCCAGTGAAGTCGC
+TAGTGATGTTGAATTTGAGGCATCGGGTAATCTAGCTATTGAACAGCGTTACTTTTTTAAAGATGCACTT
+TATTCTGAGCAATTGAGTCATAGCCAAACCTCTTTCTCGGTCGAACCTGAGCTTTATTGGCAGTGGAATG
+ATGGCAGTGACAGCCTTGTCTTTACGCCTTTTTATCGCGTTGATAGCCATGATGACCAGCGAACTCATGG
+TGACATTCGTGAACTCGCTTATATTCATGCCAGTGATGATTGGGAATTGCGGGTTGGTATTCGTAAAGAA
+TTCTGGGGCGTTACCGAATTTCAACACTTGGTTGACGTGATTAACCAAACGGATGGTGTGGAAGATTTTG
+ATGGCGAAGATAAACTCGGTCAGCAAATGGTTAACTTATCACTAGTGAATGACTGGGGAATTGTTGATGT
+ATTTTTACTACCAGGTTTTCGAGAAAGAACTTATGCTGGCGAAGAAGGGCGTTTACGTGGACCTTTAGTC
+GTCGATGAGGATAATGTCAGTTATGAATCGTCTGCGGGTCAACAGCATTTAGATTTTGCCCTTCGTTGGG
+CGCACAGTGTCGGTGATTTTGATTTAGGCGCTTACTGGTTTCATGGTACCAATAGAGAGGCTTATTTAAG
+TCCATCACCCCAAGCGCCATCGTCGAGTTTAGTGCAATACTATTCTCAAATGGACCAGTTAGGCGTTGAT
+GTTCAAGCAACCTTAGGTGATTGGTTATGGAAGTTTGAAAGTATCTATCGTAGCACTAGCCTTGAAGATT
+TTTGGGCAACGCAAGCAGGATTTGAATACAGCTTTATTGGTGTGTTTGATTCGAACCTCGACTTAGGTTT
+ATTGATGGAACATAGCTGGGATTCTCGTGGTGAAGTTGCTCTTGGCGCGCAAGGCTCGTTAATGCAAAAT
+GATTTGTTTTTTGGGGCTCGATTAGCCTTTAACGACATGCAGAGTAGCGAGGTATTGATGGGCTTTGGCA
+GTGATTTAGATCACGACGCTTTTAGTTTCCTTATTGAAGCTAGTCGTCGTTTTGGTGATAACTTTATTGC
+GAGTTTTGATGTGCGGTTATTACAAAGTAACGAATCGAATGACTTATTGTACACCTTAAGCAGTGATGAT
+CATGCACAGTTGTCTCTCGCTTGGTATTTCTAGTAAATTAGAATTTTTACTTAATCTGTTAATGAACAAT
+ACTTCAAAATAAAAGCCAATAAGTGACATAACTGATTGGCTTTTTTATTGCAAGAAACCTTAAAGAATGA
+CAGTTGAAAGGAAATTAATTACCAATCAAACCATTAACATGAGCAACGACACTTCTTCCTAACGCACTGG
+GTGCATAACCGCCTTCAAGCACAGAAACAATTCTGCCTTTACCATATTCTTCAGCGATGATTTTAAGTTC
+ATCGGTGATCCAACGATAATCTGCCTCTGTTAAGCTAACGTGTGACATCTCATCTTCAATATGGGCGTCA
+AAACCAGCCGAGATAAGGATCAGTTCAGGTTTGAATTTATGCAAGGCAGGTAACCAGTGTGCAGTTAATT
+TTTCACGGAACTGCTCTCCCTTAGTGGTTGCGGCTAATGGTGTATTGATAATCGGCGGAGTATCACTCTC
+CTGAATTTCAAACGGGTAGAGCGGATATTGATAGCTTGAGCAAAATAGATAACCTTTGTCATCTTCAGGG
+GTGGCATTAAAATGATTGGTTATAATATCTTCAGTGCCGTTACCGTGGTGAACATCAAAATCCACGATTG
+CGACGCGTTTTAAACCATACTTTTGTTTGGCATACGCGGCAGCTACAGCGACGTTATTAAAAAAGCAGAA
+ACCCATGCCTTTATCGTGTTCTGCGTGATGACCAGGGGGCCTTGTGGCACAAAATGCAGCACCTAAGGTG
+CCTTCCATCACTAAATCTACAGCATCAACAGCAGCGCCTGCTGAATACATAATAGAAGTGAGGGTTTTTT
+CATTCATCACAGAATCTTCACCCACGGTAAAATTTTCTTCACCTTCATTTGGGGCATTATCAAAAACAAA
+ATCGATATGTTCTTGCGTATGCGCTAAGGCTAGCAAGCTTTTATCGATAGGTTTAGAATCAAATTGACGC
+ACCACATAATCTAAACCGCTTCGAATTAATTGGTCTGAAATAGCCGTTAAGCGCTTACCATTTTCCGGGT
+GATGCTCACCCATATTATGTTCGCCACATCGATAGTGGCCTATTATTCCTACTGGCATAATTATCCCTTA
+TAATTTTAGTGTTTTTCAGTATCACCCGTTTCCGGTGTCGTTAACGTTAGCTCTAAGCTAACTTCATCAA
+AATCTTCACTTGGCTGGCGCACAAAACCTGCACGTTCGAAGACTTTTAACATAGAGCCATTATCTCGTCG
+CACACAGGCAACTAAACTATCAAGCTTACGAATTTTAGCTATGGCGATCATCTCACCCAATAGGGTACTT
+GCCATGCCTCGACCACGTAGACTTTCTTTAATAACAAAAGCCACCTCACCGCTATTCATACTTTCAATAT
+AATAATATCGAGCAACGGCTTGTATCGATTCACCTAAAGAGTTTTTCTTGGTAAAACAAAGAGCAAGGTC
+TGTGTGTTGATTTACGCTGACCAAATTACAGGACTTTTCACGCGTCATCTGGGTAATATGATGGTTATAA
+CGCATGATTAACGTTTCTTTATTATGAGAATAAAAGAACTCTTGTAATTTACGTTCATCAGCCGGCGCTA
+ATGCCCTTAATGTGTAATTAATATCGGCAAAATTAAAGCGTTTCATTTCTATGGTGCCTAATTCAGGCAC
+CGAGCTAGGAGAGCTTTCTTGATACTCAGGCACCCAATAATGTTTACGAACATCGTTAAGCAATTTATCT
+CTAAATTTAGGATGAGCGATACGAATCAGCTCTAGTGCGCGTTCGCGAATACTTTTACCTTGCAACGAGG
+CGATACCAAACTCGGTAACGACGAAAGCAACATGACCGCGAGAAGTCACTACGCCACCGCCTTCAGTTAT
+ATGGGCAACGATACGAGAAGTTGTACCATCTTTGGTTGTGGAAGGTAGAGCTATAATTGCCTTACCGCCT
+TTACTTAAAGAAGCGCCACGAACAAAATCTACTTGTCCACCAATGCCACTATAGAATTGATAACCAATAG
+AGTCAGAAACTACTTGTCCGGTTAAATCAACTTCAATGGCGCTATTGATTGACACCATGTTGTCATTTTT
+GGCAATTTTTACGGGTGAGTTAACATGTTCTGAAGGATAAAACTCAATATGAGGATTACCATCAACAAAG
+TCATATAATTTTTGGCTGCCAATACAGAAGGTTACTACGGCTTTGCCTTTGTGGTAGGTTTTTCTACGGT
+TATTGATAACCCCTTTTAGCATGAGATCAATCACACCATCTGAGATCATTTCACTGTGAATGCCTAAATC
+TTTATGATTACCTAAATAGGTTAATACCGCTTCTGGGATCTTACCGATACCAATTTGTAAAGTAGCACCA
+TTGTCTATTAGCATAGAAACGTATTGACCAATTTGTTCAGTACGTCTATCCATTTCAGGGGCAAAAATTT
+GTGGTAAATCTTGCTCTGCATTTATCCAACTATGAATTTGATTTACATGAACAAAGCTATGACCATTGGT
+ACGTGGCATTTTAGGGTTTATTTGGGCGATGACATATTTGGCAGCTTTTACTGCTGCAGAAACAATATCT
+ACACTCACGCCTAATGAACAGTAACCGTATTCATCAGGTGGACTCACCATGATCAGTGCTGCATCAAGCG
+GTAAACTATTTTCATTAAATAAACGTGGAACATCAGAAATAAAGCAAGGTGTATAATCACCACGCCCTTC
+GGCGATAGCTTCACGAATATTCTTACCGCCAATGAACAAACTATTTACTTTAAATAAGTCTTTATGTTCA
+GATTTCGCCCAAACATTCTCAGACAAAGTTAAAATATGAACGGTTTCAATATCATGTAGCCCTTTGCTAT
+TGGCTATCAAATCATCTATTAAGGCATTAGGTACGGCGGCATTAGAGCCGATAAAAATACGATTACCTGA
+TTTTAAGTAATCACCCCATTTGACACTATCACGTTGCTCGTCTTGTGCTGTCATGAAATTTCCTTGACTA
+ATATTTACTCGTTATGTGCTAGATATGTACTAGGTATATACCCGTTACCAATCAAAGTGCTGAATTTCAG
+TGGGAATTAAAACCACTTTAGGCTAGGTAAATAATTTAAGCATAGTCATTCTATGGTTTGATTATTTAAC
+GCCGAATAAAGTGATTTTAAACCCATCAAAGAAGTACTTGAGCAATACCACTTCATCGTTGCTGTGAATT
+ATAATGGAACAACCATTATTTCATCACAGCGCCTTGAATTGAAATTGCTCAAGCACTCTGAAAACTGCAT
+CTTGAATGATAACGGGTAAATTCAGTATGCTCTCATAAATAAGGCATTTATTGATCACTGTCAATTGGAC
+GTTTGTTATATAGATATTTGTCGATATTTATGCTGTCAATTATCTATTTTTAATACAAACTGACGTTCGT
+ATTTCTTAAGGTACGTTCTAAAGGCACTTAATTGAACCAACTTTGCACATCAAAATTCAACAGCGCCAAA
+CAAATAAGTTATAATCGCATGTTTTTAACGTGATTTCAGAGTGTTTTACTGCAATCAACTTTTACTTTTA
+AAGGGTTTAGCTTAAGTGTCGACAGAGAAAATTTTTATTATTGGTTTACCGAGAACGGCAACCACCAGCG
+TGTGTTTAGCAATGTTAGAGCAAGGTTATAAAACGGCTCATAATGCGTATACACAGGATTCATTTTCTCA
+AGCACAAGTGTTAGCTGATACGCCAATATTTTGTGACTATCAAACACTTGATAAAGACTTCCCTAATAGT
+CGGTTCATTCACTTAACGCGTGCTCCAGAGCTTTGGCTTCCTTCAATTAAGCAACTTTTACAACGCATGT
+TAGTTAACTTACAACGTACTGATGGAGGGTTTAATCCCCATATAAAGCGTTGTTACAGTGAAACCTTCTC
+TCCATTAACCGAAGAGAATATTAACAGTGATGAGTTCTTGCTAGATTGTTACACCCGTCATCAGCAAGGG
+ATTACTGAACACTTTCAAGACAGACCTCAAGATCTGCTTACCATAGATGTAGGTGACGAAGGGAGTTACT
+TAGCCATGTTGTCTTTCCTTAATATTGAAAAAGAAAAAGCAAGAGAGGGCGGTTTTAAACAAATAAATAT
+TGGCGGTAAAGTGAGAGCCTGGCAGCACCTTAATAATCCGCTAAAAGTAGAGTCGACTAATAAGGGCCGC
+ATTGATAAGGTGCTTTATTAGCTGCGATAAAAGTAATTATTAAACCCCTCAGTGGTTAGCTATTGTAGAG
+TGAAAAGTTCACAGGTAAAATCATGCCAATTTCGTCAATTAAATTTCATTAAATAAATATATACCCGTTC
+CACTTGAAGATGCATGATTCAGCTGGAATTAGAAACGCCTTTAGGCATGGCATTGATTGAAGAGAATAGT
+TATTCTATTGTCGAAATCAATAACGTAGCGTAAAGCGTTTCTAAACCAGCCCCTTGGGGGAAGGCTGAGC
+AAATCATACTCAGCGTTACATTTATTTTTAAGGGAATGACCCTTAATAAAAAAATGCGCCTTGATTATGA
+ATCGCTCAGACTTCCTGAAACGAGCATCTTCAAGTGGAACGGGTATAGTCTTAGAGAGTAGTAACTATGT
+TTGAATTAAAACACCACACTGGTCAAGATTGGGTTGATGCTGTAATGGCTGATTTTAACCGTTTTTTACA
+AGACCATGCGGCAGCGGAAAAGAAAGCCTCAGGTATGGCAATGGCAATGTTATCTCATTATCCAGACAAA
+GCTAAACTTGTCCGTGCTATGACTGATTTAGCTATTGAAGAGCTTATTCATTTCAAACAAGTACTAAAGT
+TACTTGTGGCTCGCGATGTTACCTTAGGTCAAGATAAAAAAGACCCATACATTACTCAAATTCGTGCCTT
+ATTTCGTAACGGTACTAGCTTCTTTTTAATGGATAGATTGCTTGTTGCAGCAGTTATTGAAGCCCGTGGT
+TATGAGAAGTTCTGGTTGGTTTCACAAGCACTGCCTGAAGGTAAAGACAAAGACCTTTATGAAGCGATTG
+CTAAATCAGAAGAGAAGCATAAAAACTTATTTGTTGAGCTTGCATACGAGTATTGCGATAAAGCAGAAGT
+TGATCAGCGTTTAGAAGAAATATTAATCGCTGAAGCAGAAATATGTGCAGGTCTCCCTATCCGCGCAGTA
+CTTCACTAGTAGTTATTCATCATAGTAGTGTATTGCATCATTAATACGTCTAAAGTGCTCATTGACTAAC
+ATCGAATGTTTGAACAATGAGTGCTTTCATTTTATATTTTCGCAGCACATCTTTAAACTGAAAACCTCTC
+TTTCTTTCTGAATTACTTATTAAACATCTCAAATATTACTCTACCGTATTCCCCTTATTTTGGTCAAAAT
+CACCATATAATTGTATATGTATCACTCGAATATTTCTTTGTGTTCATAACTTTTTGTATTTAAAGATAAA
+TATTTTTGGCATTGTCGTTGCTTCTTTATTTGTTAGAGTGTTACTCATTTGTAAATAAGTAATCACGAAA
+CTTAAAAAAACAAGGAAAGTAAAATGACCGTTACCCTAAAAGATAGACCTATTGAAACAGTACGTAGTGA
+AGTGATTGACCAATTGATCATGAATTATAGTCATGCTGAATTATCTTATGAGGCTTTTGAACGTCGTTTA
+GACCAAGCTATGGAATTGGCTAACCATCAAGACTTAGTTGATCTAACCAGCGACTTACCCTTAGCTGTTG
+ACAAAGCTTTTGTCGAAAGTAAAAAACAAGATTTAGCCCCTAATTATGTAGGAGGTGAAACAGAAGAACT
+GGACTACATGGTAAATATTTTTAGCGGCAGCACACGTGGAGGTGTATGGCGAGTAGCAAAAGAAACTCGC
+TATCTAAGCATATTTAGTGGTACGGATATTGATTTTACTGATGCTCAATTTAGCCAAGAAGTTGTGCGTA
+TTAAAATGTTTAGCTTATTTAGCGGCGATACAATTTATGTCCCAGAGAATGTCAATGTAATATCAAAAGC
+ATTTTGTATCTTTGGTGGCATTGATAATATAGCGCCAAGCCAATCAAGGTCTTCAGGCGCTAATCAGAGT
+AGTTTGAATAAACCGACTATTATAATTGAAGGACTCTCTATTTTCAGCGGTGTTAGTATTAAAGTAAGAC
+GAAGTATGAAAGAGCGCTTTGTTGAGCTGGCAGATAGTTTGAAAAATATATTTTCGTAATAAGAGTTCAG
+TTTATCTCACATCAAACGTAAGACTTCTATATAGTTAAAAGGTGCTACTTTTAGTAGGGCCTTTTACATT
+TTTTTTAACATAGCACTGACTTTATTGGTGGTATTTAAATTGCGACCTGAAGCTGGCTGGCCTAGACAAG
+CTTCTATATTAGTGACTAGTTTAGAGCGGCCGATACCATGTGGGGCATGTAAATAAAATACCTTGTCTTT
+TACAAGGTAGACTTCTGATTCAGCGAGGTATTTAGTCATTTTTTCTTGGTTTAACTCGATGGCATTATGG
+CAAAAATAAAAGTGCACGAACTTACCTTCGAATGTTTGATAGGGGTTATTTGTCATAGCGCTACTAAATT
+CTGCTTCATTCAAAATGAAGAGTTCAGGAGAAAAGCCAAAATTGTCCATTACAAGTTTATGAATGACATC
+GGCTGGATTAGTTGAGCTTTTTAAAACCACATTACCACTTTGAATATAAGAAGATATCTCTTCAAATTCA
+GCTTCTTCTAACAGAGGAACAAGCGCTTTCATAGGTAATAAATTTTTACCCCCAACATTAATTCCTCTAA
+AAAGTATTACATATTTTTCCATGTCAGTACCTTAAGTGTTTATGAATGCTCATAGGTATGAGCATTCATA
+TGTATGAAATCTACAGTATTATTATCTCTTAACATATCTTAAAGTATTTAATTTTCAAATCGTACTTATA
+GTTAGCATAATTTGTCGTTGGATCTATTCAGCAAGCTTTGAGTCATTAAGGTTATTGAGCCGGCGATTAA
+TCCCCATAATACAGAGCTAATATCCCATAGTGACAAGTTAGACGCTGTCACGAGAAAGGTAATGATTGCC
+GCTTCAGACATTTTATCGTCAGAGAGCGCTTGCTGAATACTACTATTGATAGTGGTAAATAAAGCCATAC
+CCGCTAATGAATAAATTAGTGCATTAGGTAATGATGCGAAAGCTTGCATCAGGTATCCAGCAGAAATGGC
+CATTAATATATAAAAGCCACCACCAGAGATTCCAGCCCAATAACGCTTTTTAGGATCTTTATCCACGTCT
+TTAGTCATACATATCGCTGCTGTTATTGCCGCTAGGTTTATGGCATAACCACCAAAGGGAGCGGCAAGCA
+TATTCACAAAGCCGGTAACACTTAATATCGACGATACCGGGGCTTTATAATTATGAGCTTTTAATACCGC
+AATGCCTGGCAGATTTTGTGCTGCCATCGTGACAAGAAATAAGGGAATGCCAATACCAAGTACCGCGGAC
+ATATTAAATTCAGGTGAAATATAGGTAAATTCACTTAGCTGCCAAGAAAATGCAGTAAACGTCATTAACT
+TAAGTTGCCACGCAAGCACTACACTAATGATCAACACGAATAACATGGTGAATTTTGGCATCAATTGTCT
+ACAAACTAAATAGGTAAAAAACATGACGATCACCAGCAGTGGCGCCTTATTCATTTGATTAAAAACATCA
+ATGCCAAAATTAACCAAAATTCCACCCAGCATTGCAGAAGCAAGTTGAAAGGGCAGTTTGTTTATTAATT
+TTTCAAACCAACCGGTAATACCGCACAAGAAAATTAGCAATGCTGAGAACATGAAGCCAGCTATCGCTTC
+GTTGAGGTTAAAATTTTGAGTATTTGCAATAAGTAATGCTGCGCCTGGTGTTGACCAAGCAATCAGTATT
+GGAACACGGTAATAAAATGAGAGGGCAATCGACGTTATGCCCATTGATAATCCTAACGTTAATATCCAAC
+TTGATGCGAGACTTGCATCACCGCCTAAGTTAATAACTGTTTGATAGATCAAAGCTACGGAGCTGGCAAA
+ACCAATAACAACGGCAACCAATCCAGCAACAGTCGCGCTTATTATGCGATTGACTAACATACCTATTTCC
+CTCACAATGATTTTAATGTGCGTTATAGCGCACAATGTACCACTATGCGTTATAACGCACAAGGGAAGTA
+ATGAGTATAAATTTCAACAATGCCATAGGTAGTCAACTAAAATTGGCGAGAACCAATAAAGGTTGGAGTC
+TTGATATTGCAAGTAAGAACACTAACGTTTCAAAGGCAATGTTAGGGCAAATTGAGCGAGGCGAATCAAG
+CCCAACTGTTGCGCGTTTGTGGGATATAGCCACTGGTTTTCATTTACCGTTAAGCTATTTTTTTCTAGCG
+ATAGAGGACGATGACGTATCTAAAAATATGTTAAATAGTGAGGCAGGTATATCTATCTCTACTTTATTTC
+CCTTCGATGTTGAAACAAAGAGTGAGGTTTTTTCCCTAACCTTAGCGTCGTTACACCAGCAAATTTCTGC
+TCCCCATAATGATGGAGTGATAGAGCATATTTTGGTGATAGAAGGAGATATGGAATATCTTCTCAATGGG
+CAGTGGCACCATTTAAGCAAAGGTGACGTGGTAAAGTTCAATGCCAATCAAAAGCACGGTTATCGCAATG
+TGTCAGAACATCAGGCTGTATTTCATAATATTATTTGTTATACAAACGAAGATAAAACCACAAGATAAGT
+GAAAGTCCCCATTAATATGCGTTTCTTTTAGTGTCAATTGGATAATCATTTATCTCTTACTGCTTTTGGC
+ACAAAGTGGCTGAAAAATCTCCCTAATTTACCATTGAATTTGGCAGAAGAGGTGATTAAACCTATACCCT
+TATAAGTCGGAGTATTAGCGCTAAAAATTAAGTACCGTAATAACTGATCAAACTCAATGCAATACCGTGT
+TCCCTTCTAAAATTTCTAATTTGGTTAAACTCAATAAAAGGTTCAACTTCAAAATATAGCCATGATTTAT
+AGAACAAGTTTCTATATCGTAATGATAAATAATAGGTTTCATTTGATATATCTTCTTTGTTATTACTTTT
+ATTATATTGAATACCACTTACTAGTAATTGATTTTTTTCTAACTTAAAAACATGAAATAACCCTACCTTT
+CTTCTAGATCTAGCCTCATGTTCGAGCTTTTGCCAACTTGCTGAAAAAGAGACAGTACTACCTTCGAGGT
+AATAGGCAATCGCTCCTTTTAAACCTGGACCCCAACCATCTTTATAAAAATAGTCAACTCGTGGGAGTAG
+CTCAAACTTAAACGTTTCACTTTCCCAATTTAAGCTCGCTTCGGTTCTTACATATAATTGCTTACGACTA
+ACGCCGACTCTGGTTTTTATATTGTTATTTTTGTTAAATTCTTTTGCATACTGAACTGCTAAGTTCACAC
+TTTCTTGGCTGTCTTGAAAAGGGTCTGACTCATAATCAAGTAAAAGCTCATCTTCATTGTCGTTATCAAT
+AATTAAGGCAAGTCTTTCATCCAAGTTAGGTAAATTAAAGGCAACTTTAAATTTGGCATCAAACTCATCT
+AAATCTGCTGTACGTGGTAACCAACCTAACTGTAAATACCCTTTTGCAGACGCGCCGCCCTCAGTAGAGC
+CATCAATATCATCTAACCAAGAAGCGGTATCTTGCATCATATTATTAAGTTTACTTTGAAAGAGGTCGGC
+TCTAGGTCGTACTTTATCCTCAAGATCTTTTGCACAGCAAAAAGTACAAAATACAAATAAAATTAAGCCT
+ACCGTAGTTTTTAACAGCATTGATTTATTCCAATTTAATCGAAATTATACTCACAATTAATTGTTCTTTT
+TTTTGAGTAAATAAAAAAATACAAGGAGGTGGATATCTCGAAAATGTCATTATTTAGCAAATATAACGTT
+AGTTGGAATCTAACACATTTCGGTCTACTCGTTAGTTTTGCCATCCAATAATTCGCTCCCATGTAATTAG
+GCGTATTCAGTTGCTTGTTTTTCGACTTCTAAGTTAACTCAATATAGAGAAAAGGTTGTTGGAGTTTTAT
+AAGCTAGAAATAGTGTGTTTTGGTAGGTTATAGATTCAGCGGTGGCTATGAACCATCCGCTGAAACTATT
+TATTAACTACCAGTAATGGGCAGTACTCACACTAGAAATGTACGATGAAAAGCTATTTAGCACTAGGCAA
+GGTGCCAGGTATCAATTCAAAATCTATACTGAAAGTAGTCAACATGTTTTTCAGTTCGTCATAAGGCTTT
+TTATTGCCTTTTAACTTTGCTTTACCTGCCTTAATTTTATCATCAAGGGTTGCCATGCCCATCATCACAT
+CATTAAGTTCAGTGCGATTCATGGTTATGGTTAGGTCAGCTTTTGGCGACTGAATACCTTCAATATTGGT
+TAGAGCAGAATTGCTGAGTTCAACCAAGTATTTCTCATCATTATCTGGAGTAACAAAGTTAATGGTGAAA
+TGCTTACCTTCCGTTTTACTAACGTCTAAACGTACGGCTAAAAAGTCCAACCATAACGCGGTAGACATAC
+CACGAATTACATCAGGTCCAGCCGCTGAGGGGGATGCACCGCTTGGCATACCATGGCGTAATTCGTAAGC
+TGCAGCTAGGAAGCTGTTGCGAACGCTCGGGCTCTCTTTTTGATAACCTATTTGTTCATATACGTCGGCC
+AGTAAATCTTTTGCAGGCTGGTTGTTAGGTTCGGCATAAACTAACTTATTTAGAATTTCGATGGCGTGAA
+AATATTTCCCCTGATCATGCAGCTCTTTACCTTTCTTCATTATTTTCTTAGCACCACCCATCATTTCAAC
+ATACAAGGGAGATGAGTCTTCAGGAGACAAAGGCATCAATGTCGCAGGATTAGCATCCCAATAGCCTAAG
+TAACGGTTAATAACCGCACGGCTATTATGTTCTTCAGAGCCATGGTAGCTATGTGCTGACCATTGGTTAC
+GTAAGCTATCAGGCAATTTATAAACATTGTGAACTTGGTTAACCGTTACACCTTCGTTAGCCAAATGCAA
+AACTTGGTTATTTAGGTGGGCATAAGTATCACGTTGGGTACGCATAACTTCCTGAATACGCTCATTTCCC
+CAGCGTGGCCAACTGTGTGATGCAAACATAACATCAGCATCTTGGCCAAACTTGTATAGTGCTACATTGA
+TTTGTTTTGACCATTCCAGTGCATCACGCACTAATGCCCCACGTAGAGTATAAATATTATGAATGGTGCC
+TGTGATGTTTTCGGCTGCCCAGAACGCTTTCATCTCTGGGAACCAGGTATTCATTTCGGCTGGTGCTTCG
+GTGCCAGGGGTATTTTGGAAGACCATTTTGATACCATCAACGGTCATGGTCTCAAAGTCTTTTTCAATAA
+TGACATTCGGCGCAAGCAAGCCAGCATTGCCGCTTGCAATGTTTTTACCAATGGATTGATCAACATGACC
+AAATGGACTGCGGGGCAGAAGAGCACCATATTGAAAGAATAATCGTCGAGTCATGGCATTACCGGCCATT
+ACGTTCTCGGAAACTGCATGATGCATAAAACCTGTTGATGCAATAACTTTTACCTTACCGCTTTTAACAT
+CGGCTTCATCAACAACACCACGAGCGCCACCAAAATGGTCTCCATGAGAGTGAGAATAAACAACGGCAAC
+AACAGGTCTTTCGCCAAGTTGTTCATTAATGAATTTAAGCGCGGCTGAAGCCGTTTCTTTAGTCGTTAGT
+GGATCAAAAATAATCCAGCCGGTATCACCTTTAATAAAACTAATATTGGCTAGATCATAACCACGTACTT
+GGTATATTTTCCCAGGCAATACTTCATACAAGCCATAGGCCATATTAAGCGTAGCTTGACGCTGTAGTGA
+AGGGTGCATGCTGTCGAAGTTCTGGCCCTCTTTAAGTAGAAACTCATAACTTCCCATGTCCCATGCTACG
+TGACCAGCTTCTGCCATAATCTGTTTATATTTTGGCGCAGCAATAAAGCCTCTTTTTGCTTCTTCAAAAT
+CACGTTTGTCTTCAAAGGGTAGACTTTTACGCTGTCCCTCTTGTAATTCAATGGTGAATTTTGATGGCAT
+TTTACCTTTTACATCAAAATGCTTACTTGGATCGCTTGTTTTTATTTCTCCGCTACTGCTTGCGGCAAAG
+GCGGTGGAAAACGTTCCACTAATAAAGACGGAAGTCATTGTTATACAAACTAATTTTCTAATCATGTATT
+TATCTCCATATTGATGACTAAATTCAGTTAATACTTAAAGACAGGTAAAAACTGTTTGCTAAAATTTTGG
+TGTCGTGAACAAATAATTCTTTTAAAATCCTTATATATCAGTTTGTAGCGATCATTTTTAATGTGTTATT
+TACATAGTAATACTCTAACACTGGTGAATTTATATAGATGATAATTACTGTCCAATCAATAGATTTCAAA
+GTCTTCTTTGATTTAAAATAATAAAGACACACTATTTAATAAGACAAAAATGCTTAGCATTACCAGCCCA
+TATGATAAAAAGCCCATATGCGTTCAATATTCATTGGTAGCCATTGTTGGTAATATTGCCAGTTTTCGTA
+CTTAGGTAATTTAACCTGTTTTCTTAAGGCATCAGGACTGTGGACTCCAGCATCCATTGCTTTTTTAACT
+GCAGTCATTAAGTCTTCTATGTAAACGCGTTGCTCTTTTATTACGGAGGCAGGGTCAATGGCGGGTTCAC
+TTTCTGGGCCATGAGCAGAGATAACATAATCAACATCCATTCTTTCAATTTCTTTTAAAGAACGAACCCA
+CTCGTCAGGCCAAAAATCTGGCATGCCTCTAAAGGCAACTCTGCGTGGCGTTACAATATCTGTGACAAAA
+AGAATTTTTTCTTCAGGGAATCGCATCACAATAAGGCTATCACCATGATTAGGTCCAAAGTAAGATAGCT
+CAATGGTACGTTTACCTAACTTCACTGTGTAGTTATCGTCAAAAACAATATCAGGAGTTGGCAATACAGG
+ACTAGGGTGGTCTTCAAGCTGCTTTAACATATTTTTGTGGCCAATATATTTTGCGCCTTCTGCTTTAAAT
+ACATTACCACCAGAGACATGGTCATGATGATTATGGCTATAAATAACAAACTTAACTGGCTTATCTGTTA
+TCTTTCGAATTTCACTCTGCATTAACTTCGCAGCCTTCGGGTTTAGGGGATCTGAAATAATCACGCCATC
+ATCAGTTACCACAAAAAAATTACGATAAACCCACCAACGAAATACGTATATGCCGTTACCGACATGCTTA
+ACACTGTGGCCAAATGTTTTACCCCCCATAGGCTCTTGTGTTGGAAATGTTGACGATGCCATGACAAGTG
+AAGAGATGAGCAAGCCAACGATTAACGTGACCTTTTGCAATATTGTTCTCATAAACTATTCCTTTAAAAA
+TTAATGTAGATCTTTATTTGCTCCACCAGTGACTCTGAACTTGAGCAAGTGTGTAACTTTTTCGTTGTTG
+CATTCTTAAGTAGTAGGATGCGAGGCGTGGAAATATATTTTTATCTAACCAGCTGCTATAACCCAATAAA
+TCAAACCTTGAGAGTGCTACCGTCCAAATAACATCAGCTACGGTGTAGGTATTACCCAGCAGAAAATCAT
+TATCTTGCAATTGTTTTTCAACAAAGATAATTGCTTCTAATGCGTTGTTTTCAACTGTTTCGATATATTG
+TTTATCAACTCGAAATTTCTTAGTCTTTTCTGAGCGATTAGCACATACAACATAGTTAGCGCTAAGTTTA
+GGATGTTTTTCAGACATCAATAATGTTTTTTGTATTCTTTCATTCAATATTTCTTCAGATTTTTCCATCG
+ATGGATGTCGGGCATAACTGAGAATATGCAGATCAATATCATCAGCTAAATCAATTAATTGATCCATTAA
+TGGCCTATCACTTTCATCTTTGGGGAGCAAAGCGTTTCCTTCGGATAACGAAGCAATTGCCCGAATAATA
+TGAGCAGAGTCAGTCAATACTTTTGTGGTTCCGTTTCTAAACTCTACTGTGGGAATTACTCCTTTTGGAT
+TAAGTTTCAAATACCAAGGTTCAAGCTGCTCTTGCTTTTGTACAATATCGATAACACGTCCCGACCAAGC
+AAGTCCCTTTTCTTCGAGTGCCAGTCTCACTTTCATTGAGCATACCGATAAAGGATGATGGTAAAGCATG
+AATGATGTCATTGTGTTAGCTCCCGTAGAGTTAAATTTGAATAACCGTTAATAGTCTAATTAAACAACGA
+TAAACTGCTTTTATACGCGTGTCGGCAACATACGTGGCAATACATCGGCTTCAGGCTTATCTAGAAAACG
+ATGTTTTAGTGCGCCGGTAACATGCGCAAATAATGCTGCAATAAGTTTATAAACCAGTAAAAAATGCGCT
+TTTTTGGCTAATAGTCCCATTTCTAGTGTTCATCACTACCTTTTTAATCATATTACTGACAATTAATGTC
+GTCTCTAACGAGTTGTACCTAATTTCTTAACCACAGCTTATTGTAATTTTTGATAGTGATATATATGCTG
+GTGGTCAACTTATTGTTTACTCACAGGTTCTAATGTGAATATTTTAACATTGATGGAAACTTTCTCTGCG
+GTTGTAGAGGCAGGAAGTTTTACTGGGGCAGCTGAAAAGCTTGGACTCTCTAAATCATTTGTCAGCAAAC
+AAGTCTCAACATTAGAAGTAGAGCTAGGGTGCCGTTTGCTTTATCGCACCACGCGAACATTGAGCTTGTC
+TGATGAAGGTAGCCAATTCTATAACCACTGTAAGATAATTATGGCTGAAGCAGAGAATGCTCGTGCTGAA
+GTTATGGATAGACAAGGAGCACCTCGGGGGAAAATTAGAATGACAATCCCACAGAGTCTTATCATTTCAG
+GTTTTGGTCAGCTACTAATCGACTTTCAACTTCAATACCCTGAAATAAAACTAGAGGTCATTGCTAGTGG
+CCGTATTGAAGATTTAGTAAAAGAAGGGATAGATATTGCGCTAAGAGTAGGGCAACTTGAAGACTCAAGT
+CTTATATCTCGTCGATTAATGGACTGCACCTTTCAGGTTGTTGCTTCATCTGACTATATCAAAAAGTGGG
+GAGAACCTTTTCAACCGGCAGATTTGATGCAGCACAACTGTTTAATTTATGGCGATTCTAAAATAAATAA
+AGGTTGGCCATTTCGTTCTCCTAGCGGTGAATCAATTACTGTTAAAGCCAAAGGAAATTTTATAAGTAAT
+GATGGTGGTTTGGTTGTTGAGGGCATGCTCAATGGGTTAGGTATTGGTTTTGGGCCAAGCTTTTTGTTCA
+ATGAGCACGTAGAAAAAGGTCGATTAAAATTATTACTTAGCGATTACTATCAACCCCCCACTGCTATTTC
+TGCCCTATACCCGCTAAATCGAAACCTATCACGAAGGATTAGACTATTAATCGATTATTTATCTGAGCGA
+TTATCTGTATAATTTTATGTATGAAGTTCTCTAAGGATACCTATTATTTATAGTGCCCAACTTCATTTTT
+ATCGCACTTTTTAGTGCCGAACGTTGGCGGCTAATCCTAAAAACATTTTTTACCTAAAGTATCAATGACA
+GTCGGAGAATAAAAGAGAGGGATATAAGCCACCATTAACGCAATTTATTAATGGCGGCAAAACACGAAAT
+AAGCCTTGAGGCTATCCTAACCTTAGATTAATACTGCTTTAACCAAAGTACGCCAGCTAGTCTTAATTGG
+TAGCTTGCTACGTTATTTTTAACTAAAGGCATTGTATCTAGCACGCTTTTAGCTTCTTCCTCAGTTTTAG
+CTTTGATAAAGAACATCACTTTGCCTACATCGCCTTTATGAACACTAACTTCGTCTTTTTTGTTATCTAG
+GTAGACGTTTTCTAATATGCCTTCGCCCCATAACTTTAACATTTTAGTCATTTGTTCGTTAATCGTATGC
+TGAAAAAGTCTAGTATCATTCGTTTCAATCGTCCATGTGACAGCATAGGTATTACGCATATCAGCTTCGC
+TTGCGTGTATTGATGTCATTGAAAAAAGACTCAATAAAACAAGTGAATAAGTAAGTAGTAGTTTTTTCAT
+AAAAAATGTCCTTAGATAAAAATTAATGGTGATTGCTCTCCTTACTAATTTTATTGTATTTTAAGTAGCT
+GATATATACGCTAATCGTCAACTCATTGTTCACTCACAGGGGGGAATGTGAGTATTTTTTAACTCTTATG
+GAAAACTTTATCGACGTTGTCGGGATTGGGAATCTACTACTGCGGCATGGAGTGTCGGGGGGAACTAAAT
+CATTTCCTAGATCTAGTGGCTAAGTGGTTCGGGTCATTGGTTTATATATCCTACCTCGCAATAGGTGGGA
+AAGCGCTTTAGAGGTAATACTCTTTTTTATAACTATTGATAAAAACTTGGTGGCAGTGCGGAGTATATAT
+TAAGATGAATTCAGGTCTAAATTAGGTCGTTTTTGTGGCAAAAGTGATCATGTTTCGATAGTGCTCTTTG
+CAAACAGTTTGACTCTCCTTAGGGTTTGGCTAACTCTCAGCAATAGAGCTGGAATAAATTTCAAATTCTT
+GTGGAATTATGAGTCACAAAGCACATTAAAAAATATGCTCACTTTGTGCGAACGAAAGAGGTTATCCTCA
+ATTGTTCTATTTTCTAATGTAATGGTTAGCCATGATGCTCATAAGTATTAATAACATTCCTTGAGCATAT
+TTTATGTGTTTTTGATTAAGTTAAAAATCTACTATCCTGATGTTTTACTTAATAATTCAGTGCAGTAATT
+TCATCGTGATTTATGATATTAAATTCATAAATTATGGAAATGATTGCAAAGTAATTGATGAAACCTAGTT
+AAATGAACCGGCTTTTCTCTTTGATATGCGTGTAATGTATGTACAGGCCACACAGGGCCGGTAAATTGCT
+CCATTATGTGAACCAGTTCTCCTGACTTTATAAGAGGTTTTGCTACGTTGTCAGGTAAGAGCACGAGACC
+CAAATGCCGAAGTGCCATAGCTAGTGCAGTAGAAAAAGTGTTTACCTTTGAAAATTGTGTAAGCTCAATC
+GTTACTTTCTCTTTATTCGTACTATTGTAAACTGACATTTTTTGTTTTTGCCAGCTGGTAGAAATCCATT
+TTAATTGTGCTAAATCTGATAATTTTTGAGGCGTAAAGTTTTTATTTAAATACAGTGGAGTAGCGCAAAA
+TATTTCAGTGATAGTACCTATAGGTAGGGCGCGATAACTACTATCAGGTAAATCGCCGGCATGAATAGCA
+ACATCTAAATTATTTTCAACTAAATCTAAGCTACTATCACTCACAATAATCTCAGGCTCAATTCCTGGGT
+ATTCAATACATAATTGTTCAATGGCCGGCATCACCACGTTACTTTCTAAAGAATGTGGCAAGGTAATAGC
+AAATCGACCTCTTGGGTTCTCTTCAGCATTCACTATATCTTTGAAAATCAAATCTACCTGATCTTTTAAT
+ACCTGACATCTAGATAACAATTTTTGTCCTAAAGCCGTAGTTGATACTCCTCTGGTAGTACGGTTTAACA
+CACGAATATCCATATCAGCTTCGAGTGATTTTATTTGTTGGCTTACGGCTGATTTCGTAATGCCTAATTG
+TTTTGCAGCGCCAGTAAATGAACCTTGTTGCACTACTTCAGCAAATATTATTAATCGAGATAGCTGTTTT
+ATATTGTCCATAAATACTACACAGTGAGTTCATTGTTTCGGTATTGTATAGATTGGTTTGCCTCCATACA
+ATGAACTTATCAACTGAATCACACCGGTTTAGTTAAAAATTAACCAAAGGACAAAATCATGACTGCTTAT
+ATTATTGTTGGATTAACACCAAAAGATGCGGAAAAATTACAGCAATATGGTGCAAGGGTAGCCTCTACAC
+TTGCCAAGTATTCTGGTGAAGTTTTAGTTAAAGGAAGCGTTGAGCAATTACACGGGAAATTTGAGCATAA
+AGCACAGGTGATTTTAGAGTTTCCTTCAAGAGAGGATGCTTATAACTGGTATCACTCAGAGGAGTATCAG
+GCACTTATTTCAACACGAGATCTAGGGATGGACTCGCAATTTCAATTAATTGGCTAAGTTTATTTAAGCA
+TTATTATTTTCCATAAATTAACCCTCTACAGGAATTATTAGCATGAATTTTAAATTACATACGCAAGAAT
+CATCCCCAGAAGAAAGTAAAGCACAGTTAGACTCTTCATTAAAATCCTTTGGCATGATACCTAATTTACA
+TGCGGTAATGGCAGAAGCACCGAACGTTTTGAAAGCATACAAATTACTGCATGATTTGTTTCAAAAGACG
+AGTTTTGATAATGAAGAACTAACCGTTATTTGGCAAACGATTAACGTAGAAAATGATTGTCATTATTGTG
+TGCCTGCACACACAGGCATTGCAAAAATGATGGGTATTGATGATGAAATTACTGAGGCATTAAGAAATAG
+CACTACATTGCCGACTCAAAAATTACAGGTACTACATGAAACCACGCTAGCTTTAGTGCGCGATAGGGGG
+CGTCCAGATCCCACGATAATCTCTTCATTTTATCAAGTAGGCTATGAAAACCGTCAATTGTTAGAAATAG
+TGCTAGGCATTTCTCAAAAAATAATGAGTAACTATATAAATCATTTATCCGAAACGCCTATAGATGAAGC
+TTTTAAAGAGTTCGCTTGGTCAAAGTGATTTATTAGCGTTAGCGATATAAGCTCTATTTCGAATCAAGAT
+TAACTTTAAGGTGCTCAATTCTGCTCTGTGGCAAAAGAGAGCACCTTAAAAACATGACTCAAGCACTCTA
+CATTAGTGACCAAAATTACTGCACCACTACAGTTGAACTCCTGAATTATTTTGTTAAAAAAATAAAGCAA
+GCACTGCGCGCAAGGCCATAAATTGTAGGTGAAAATACTTTGATAAAGTGAGTATATTTTGGGGTAATAT
+TAAGTCTAGATTGTTAGGGTTTATCATTTTGTTCAACTATCAATTCTTGAGAAACCGCATCAATACCTGC
+TTTGATAAAAGAGCTTAATTGAAATTCAGGGTAATTCGCCATCATCAATTGCTCGAATGATTGCTTTTGT
+GTGTCATTTAATAATTGGTTACCCCTAATTATTGCAAGAAGATTAGATCTATAATGACTAATGTAGTCAA
+TTTGTCTTTGAACTAATTGATGTGTGTCTCCTGGATCACCATGACCAGTAAACAGCAGCTTAACATCAGC
+TATTTCGGTTAGTAACTTCTGCAATACCTTCAACCATTGTGCACTATTACCATCATTCATAAATCCGTGC
+ATGTTGTTGAAAACTACGTCTCCTACAAAAATAACCGACCGTTTTTCACCCAATGTAAAAAATAAGTCAC
+TGCTAGATTCCGCAGCTCCCAGATCTCTGAAACTATAATCTAGGCCATCTAAATTGACTACTTCACTATC
+TATAACTAATTGGTTCGGTAGTATTTTATGCTCCGGCCAATCTTGACCAAAATATGGCTTCCACTTTACT
+TCTTTTGAATCAACGGTGTCTTGGATGCAGTCCCTTATTCCCTTGGTACTAATGATTGGAACTTCTTTAA
+AACCAGTAATAATCTCGGTGCCATTATAATGATCAGGATGCCCGTGAGTAATAATAACCGCAATTAATGG
+TTTATTAATGTTATCCATATATTGTCGCAATAATATAGCATCAGAATTAACCATTAGAGTATCAACAACA
+ACGATGGAATTCTTCGTTTCTATAATATATGCATTAGTAAAAAATGTACGCTCGTTTGATGTCAGCATAT
+GAATAACATACCCTTCATCATCATAAGCATAGTGGCAGTATTTCAATTTACTTTTTAGTTTTATAACGCT
+CATCAAATTTCCTATTATTCATGCACGTTGGCACTGTCTTGGTTAATAAAATGTTCAATAAATACCGCCT
+ACAACAATGTGATTGTCCAATAACTAACACTGATTAATAGAGCAATAAAAATCATTACTACGAACTATAC
+AAATTTAGACACATGCCTTTATTGAATAATCTACGAGTTAGCTAAGGTTGAAACATAGCTAAACTTAACT
+CAACATCACTCCCAAGCCAATATGCATACTCAGTATGATCTTGGAGGTTGTCACCGGTTAACCCATGCAC
+TAATACACTTAACCCTTGACGGTTATCTTCAAGCCATGGAATAAGTTGATCAAAATTATTTGATGAAAAA
+GTTATTTGGCAACTCCACTTAGGGTGAGGGCCTATAGGCTTTTGATGCACCCTACCAACTTTCAAGGAAA
+ACAAATCACCGGCCTTGATACATAAATCTTTAGCAAATTCTAAAGTTTCTTGGTCAAAATAAACATGAGC
+ATGGTAATAGTCATGAATATTAACTGGAGTTTTCTGATTGTTCATTTATTTAATTCCTTATTAATATCAG
+TACAGCAAGCAATTTGAATTAATACCTAACCGCAGGCGAACGAACTGAAATTAGCGTTATCAATGTATTT
+ACTGTTTAAACACGTTCAATGGCTTTATGTGCATGAGCTAAAGTTTGAGATTCATCTCGCCCAAGACCAC
+TACTGTCAATAAAGGTGACATCGGTAATGCCAATAAAGCCTAATATATGCCGTAAATAGTCAGAAATAAA
+ATCAATTTCAGTGCCTAATTTTGTGCCACCAGAAGCAATAATGATATATGCCTTTTTATTCTCTACTAAA
+CCAACTGGCCCATTATCACCGTAACGAAAGGTTAATTTAGATCTAACAACTTGGTCAATCCATGCCTTAA
+AGGCTGCCGGTACACCAAAATTATAAATAGGAAGACCGATTACAATATGTTCTGCTTTATATAGTTCATC
+AACTAATATATCAGACGCGACCAAACACACTTTTTGCTCACAAGTTCGCTCATCAACATCAGTAAAATTA
+GCCTTAATCCAATTTTCATCAATCAACGGAATACCATCAGCCAAGTCCCTAATTGTTACTTCGTTATTTT
+TTCCACTTGTAAGTTGTTCAATTAACTTATCAGTTAAAATTCGGCTATATGAGCCTGTTTTTCTCATGCT
+TGCATCAAGCCTTAAAATGTTCATAATCATACTTCCTCTCGTTGTAATATTGAATAATATAAACACCTAC
+CGTTCAGTTTAAGTAGGTGAAAAATATTTACATTGATTTCATTAAGACAAAATGGGGTTTATATTAATGC
+CGCCATCTATATTATATTCTCCACCTGTAATGAATGAAGCATCGTCAGAAGCTAAGAAGGTAACGAGTTT
+TGCAATATCTTCCGGTTGTCCAAAACGTTTTAATGGAATCCTATTCTGCATAGCAGCTGCAAACTCATTT
+AACTGTTCTTCTTGCATACCTGTTTTACCAAAAATAGGGGTATATGTTGGGCCTGGGTTTACTGAATTTA
+CACGTATTTTTCTTGGCGCAAGTTCAGTTGCTGCTGTTCTAGTATATGAATTTAGTGCCGCTTTAGAGGC
+AGCATAAATAGCCGTATTTGGCATACCGGTATAAGCATTAATAGAAGAAAGGTTAATAATAGATCCGCCA
+TCATTAATTATCGGTAAAAACTTTTCAGTGGTAAATACTGCACCTTTGAAGTTAATTCCCATTTGAGTAT
+CAAACATTTCTTCAGTATTTTCCCCTATAGAAGCTGGACTGAAAATACCGGCATTAACAAATAACACGTC
+AACAGTGCCAAACTCATTTTTTACTTGCTCTACAAGGGCATCAATTGCAGATAAATCTATAACATCAGCA
+ACAATACCTCTAACACCTAATGTAGCCGCCGCAGTAGAGATTTTATCTGCTGAACGACCTGTAATAATTA
+CATTCGCGCCAGCTTCTTTAAAATATTTTGCAGTTTCATAACCAATACCACTGTTACCACCCGTTACTAC
+CGCGACTTTTCCTGTTAGATCATTCATTCGTGTATTCCCTTTATAAGTTTAAAATAATTCTGTACCGTTC
+AGTTCAGATGTTGACAATTTAAACCGAACGGTTCAGAATTGCAAGCATGAATTTTATAAAATGAGAAAAT
+GATGATGACAGCAGGCCGACATCGCAGCTTTGATAAAGACAAAACACTTGAAAAAGCCATGTTGGTTTTT
+TGGAAAAATGGCTATCCAGGCACCTCGTTAACAGATCTAACAAATGCAATGGGTATTAACAAGTCGAGCC
+TGTATGCTGCTTTTGGCAATAAAGAAAATTTATTCAATCAAGCTATTGAGTATTATTTAAATAAACATGG
+TGTAGTGCACTTAGCTGAGCTTTTTAAAACAGAACTAAGCTTAAAGGAACGAGTCAAAAACTACTTATTC
+TCGATAGCGAACATGTTAACAAACCCAGACTTACCTAAAGGTTGCCTGATTAGTCAATCTACTTCAGAAA
+TAGCGGGCTGTTGTTTACCTGAAAATTCGGCAATGAATATTAATGGCATTAATCAGCAAACCCTATTGAC
+GTTGACTGAGTTTTTTGAAGAACAACAGGCAGGGAGGGGGATAGATGAAAACTCGCCAAAAGCAATAGCA
+AATTATCTTTTAACACTGCAATTCGGTTTAGCTATTTCTGCGAGAAATGGGAGTAACTTAGAAGATCTGA
+AAGAGACTATAAATGTGTCTCTCAGTCTTTTTAATTAATAGTTAAATACACAGACTAATAATAAAAAGTG
+AATGTTGCGTGTGATAGTCATAGAGTCATAGAGTCATAAGATTTGTAAGGAATTCGACTAATTGCTCTTG
+CAACTTTATTATTTATTCTAGTTAGTTTCTTTTCTGGTTCATAGGGAGTAAATAGATTAGTTCATCTGTA
+AAGGTTGGATATCTAGTACTATAAACAACTCTATGTAACCGTGTGTTTAACAGATTGAATTTATGATGTC
+TTCTGTTATGTTATTAAACTTTGAAGTGGGCGTTATTACTGAGACATATACATAATAAGCTGTTATGAGT
+CTAGTTCAAAACGGTGGTGCAGCTATCACAAAGGAAATCATTAAATGAATAAATCTCAAGAAAGTGTAGA
+AATTAATAAGCTAGGAGATTTATCATATCCTCTTGTTTCAACAGCTATGCTAATGCTCTTACTTCAGGTT
+GGTTTAGTTAGTGTGAACTATGATATTAGTGGAGACTCAATAATGAGTTTGTATTTACCTGCAATGGTTA
+TTCTTGCTGGAATTTGGGTGCCAACATTGAAAGTTAGGCGTTTTGTAAAGCGACACAAGAACTCTAGTGC
+AAGCGATTTATAACGAGTCAATAAAGCAGGACTAAAAACAGTTGGCCATGCTCGTGCCTCGCTGATTTTA
+GCCAACAACTTTTTAGCCCCTTATTGGGGCGTTAGGAGCAAAGTAAACTATGGAGAATCCATCAACGTTA
+TTAGTCGTTCATAACCTTAATATTTCAAAAGAGTTTTATGTGAATGTTTTAGGACTTGAATTGATGGAAG
+AGCATAACGACTGTTTAAAATTAAATATTGGTCATCATATAGTGTTTATGTTCCAGAGCGGGATGGAATC
+AATCGAATATGAGCATGGTTATAATGCTAATTCCACCTTGGTTTTTACTGTTCAAAATTTGGATGAAAAA
+ATTAGAGATTTGAAGTCAAAAGGTGTTGTTTTTGTGCATGAATCACCAAACCAAAATAGATGGGGACGTT
+ATTCGGCTTTTAAAGATCCATCTGGCATTGTTCATGAACTAATGGAGTTTTTCAGCTAACAAGAATTTAA
+AGCGGGACTGTGAAGTTCCCCCGTTTTAGTGGACACCTCCTCATAACATTGAGGAGGCTAAAATGCCTAG
+ATATACCCAACCTAAAAAGACGTGGTTTTACCCTGTTAATTTCAAAATTAAAGCTGTCGAGCTAAGCTTA
+CGAAACGACATGTTATCTAAGGATGTTGCTCAAGCGTTGGATATTCACCCGTTAATGCTAAGCCGTTGGC
+GTAAAGAATACCGAGAAGGGAAGTTTAAAAAAAACCAACACTATCAGAGCAATAGTGAACTCATGAGTAA
+AATCCCCACAAAGAAAGAACTAAATAAAATTAAACAGCTGCAAAAAGAAAACGACCGTTTAAAAATGGAA
+AATGATTTACTAAAAAAGTGGCAACGGTATCTGGCGGAAGTCCATCAGAGCGATTTGGATTCATCGAAAA
+ACACAAAGAAGCCTTAGGTGTTAAATACCTTTGCTCATGGCTTGATGTCTCTCGTAGTGGCTTTTATGCA
+TGGCGACGACGTCCACGTTCAATGCGTGCTATTAATGATGCGGATTTACTTTTAAATATCAAACAAGTCT
+TTAATAACAATCATCAAACCTACGGCAGCCCACGCGTATTTCATGCATTAAAGCGTGAAGGTATTACAAC
+GAGTGAGAAGCGTGTTGCACGGTTGATGCGAGAAAATGGCTTACGCGCTAGAGCGCTCAAGACTTATAGC
+AGGCCAGCTAAGGTGAAGTTCTTTTATAAAGCGATCAAAAACAATCGTAAAAACATAAGTAAGCCTGATG
+CTATCAATCAGCAATGGTCGGGAGATATTACGTACCTGAAAGTAGGATCGCGCTGGTATTACTTAGCCGT
+TGTATTAGATTTATTTTCACGTCGTATCATTGGTTGGGCTTTTGGTCAGAACAAATCAACAGCGCTGACA
+CTGAAAGCGCTGCAGCTAGCAATAAAGAAGCGTAAACCGACACAACCCTTGTTATTTCATACTGACAGAG
+GCGCTGAATATCGAGCACATGTAGTGCAGCAGTTCTTAGTTAAACATAACATTACGGCGAGTATGAACCG
+TCCAGGTTGTTGTACTGATAATGCTGAAGTTGAATCATTTTTTCATTCATTAAAAGCTGATTTAATCAGA
+GGGAATGTCTTCGCGACTACTGATAAATTACATTCAAAATTAAAAGGTTACATGAACTATTTTTACAATA
+GACAACGATTGCATTCAAGTTTAGGATATAAAACACCTGCTGAGTTTGAATTGGCGGTGAATTAAAGTGG
+ATGGTGTCCACTTTATCGGGGGAAGATCACTGCTAACAGTTTGCTCAGTTTCGCTTCGATCAACAATTTG
+AGAAAATTAATAACAAAACCTTATTTGGGCGTTATAAACCATGGATAGTGTATGAGTCATAGCAAGGTCA
+TTCTTTCTACTATTGATGTTACTACTAGAGGATTGGCAGCATTAATATTATTGAGAGCTTTTCCTTATCT
+ATTTCAAAAAATCCTCTTTGGCACGTGGGATTATTTAATTTGGTTTTATCCAATTGTTTGGTTAGCATTA
+TTATTATTATCCGTTCACCCTAATTTTATTGTGAATAAAATAAACCTACCAAAAATGACTTCATGGTTTA
+TAGCAAGGATTCCTGCATTCTTTATTATTATTGTTGCTGCCTGGTTCTTTTTAAAGTCGGGGAGTTAGAG
+TAAAATGAATTATCACTAGCTGTTAAACAGGGACAAAATACAGTTGGCTTTTCTCCTTAGTCACTCATTT
+AAACTAACTATATTATTGTCTGTTAACAGGGCGTTATGTGCTTATTCAACTTTAGGAGATTGTTATGGTT
+AATATAAATCACCGAATTGGTATTAAGGCTTCACCTGAAAAAATATATCAAGCATTGACTACAGATGATG
+GACTAAAAAAATGGTGGACTAACGATATATCTGGAGCAGGAGTTGTGGGCTCAACGATTAAGTTTCGTTT
+TAACGGTGGAGGTCCCGATTTTAAGGTTACAAAACTCATTCCAAATAAAACTGTATGTTGGCAACATGCT
+GGGAATATGCCCGAATCATGGATGGGTACAGAGATTTCATTTCAGTTAGAAACTGTAGAGAATCAAACAT
+TTGTAAGGTTTACTCATTCTAACTGGCATGAAACAACTGATTTTATGGCTCATTGTAATACTAAATGGGC
+AGTATTCTTACTTAGCCTCAAGGATGCGCTTGAAATTGGTAAGGGAACCCCCTTTCCAAATGATATACAA
+ATTGATCATTCTTGATAAAAAATCACATAATAAGAACTTCGAACGGAACAAAAGCAGTTGGTTAGGTTCC
+GCTTAGATCTTGTGCCACTTTGGAGAACAGTTATGTGTCATGGAGACTGCGATGTCTAAAAATACTGCAA
+CATATTGGAATACTTTATCCGCAGGTAATGCCCATAAATGGGAATCTATAGAAGGTAGTGATGGAATGCT
+AGAACAGCTAACCGTTGCTATGGATTCAATTACAGGCGATTACACTAGGTTGACACGATTCAAAGCTGGA
+GCCGATACAAAATTATTTGGTGGTAAATCACATGCTTATCCTGAGGAAATATATATAATTTCTGGCCGAC
+TTTATGATGTGGCATTTGATCAATGGTTAGAGGCTGGTCATTTTGCTAGTCGTCCCCCAGGTGAAATTCA
+TGGGCCATTCATTTGTGAGCAAGACTGTTTAGTTTTGGAAGTTTCATTTCCAAGTCAGAGTGTATCTGCC
+ACATAATAAGTTACTAAAGCAGGACAAATAAAGCTTGGCTTTTGTCAATGCATGCCAGATTTTTCCAAGT
+ATTTATTTGCCTCTTAGTAGGGCGTTAGTGCCTATCAACACTTGGTTCACCAGAACTATAAAATCTTAAA
+TCAATTACTTTAAAGCGTTAAAACTTTTGCTATGATGAGGCTTGTTATATTTAATAATAGTCAGAGAGCA
+ATATGCGTTATTGGTTAGTGGGATTTTTTTGTGTGGGCCTGATCTCTGGCTGTGGTGGTGATGATGGATC
+ATCTAGTGACAACCAGGGATCTGATGAAACTGTCTCTAATGATGAAAGCCCTGATGAGAGTACCGACTCG
+AGCAGTGACACAGAAAGTGATACCAATTATAGCAAAATCAGCTGTAACGATGACTTGATTGCCGTTTTGA
+CTTTGATTAATGAAAAGCGTGCACAGGAACAAACTTGTGGCAGTGAAAGTTATGGCCCTGTAGCTGAACT
+AAACTGGAATGCTGTATTAACTTTGGCTGCACAAGAGCACTCGGATAATATGGCTAACTATGATTTTTTC
+AGCCATACAGGCCTTGACGGAAGTACAGTCTCGACCCGGGTTACAGCTCAAGGTTACACGTGGTCTTATG
+TGGCAGAAAATATTGCTGGGGGTCAACCTAATGCGCAGTCTGTAGTTGATGCGTGGATGGGTAGTGTCGG
+ACATTGTAAGAATATTATGAGCGAAAACCCAACGGAAATGGGCTTAGCGTGTAGTGAAAACAGCAATGTA
+ACTTATACCTATTACTGGACACAAGTATTTGCTAAACCTCGTTAATCGTAAACAGTGAAGAGCCTTTGAT
+ATTGCAGAAAAACACGGATAACTTATTAGAATAATTACTTGTGGTTTTTATAAATAGTAACGATTTCCAC
+GATCATTACTGTTTACTAGATGAGATGAAATCTCACAGAGAGAATATGTATAAAGGCACTTAGCAGGTCA
+GTCAAAAGGACAAAACAGTTGTTTTTGCTCCGTCGTCTAATATTTAACCAACTATTTTTAGCCTTTAAAT
+GAGGCGTTATCGAGACAAAAATAATCCGAATTCACTTTATACAGAGCAGATATTTATCTGGATGTTATAA
+ACATATTTCTGATATTAAAAATAATTAATAAGTCTTTATTTAGGTTGTGGCGACTAATATACGCTGCTAC
+TTTATTACCTGACTATCAACGAGAGTATGAAAAACTATTGAGTAGCTTTTCATGTTGCGGAACGTAAATT
+TTGACTAAATATATAATCAATGTAATGAATTTTAAGCTGATTTTTCTCTTTTTAATCAGCTGGCAATTAG
+CCTTTATGCCTATAGTTTGGGCATCTATCGACGATACCAAAGAACCTATAAAAATAGGAAGCTATTTGAT
+GCCAGGCTTACTTAAAGCAGATGGCACAGGCATATTTAATAAATTGAATAATGCTATATTCATGGAAATG
+AGTAAAGATGCCGAATTAACGCTAACATCTTTAAATAGGACGAGAAAAGGTATCAAAGATGGAACGTTTG
+ATGTTTATTTTCCTGAATTGTGGGAGAACCTACCTGGAGAAAAGCATCAATATGTTGTTTCAAGACCCAT
+TTTTTATAAACGCATAATATTGTTCACATTAGAAGGTTCTGGTTTGCTTGAACTCTCCGATTTTGAAAAT
+GAACTTTTAGGTGTTGTTCAGGGGTTTTCTTACGGAAGAGAAATCAAATCAAATCCACGCTTACATTTCA
+CCTCCCAAGAGGATGATATTGTAAATATTAAATTGTTGTTAAATAAGCGTATAGGTGGTGTTTTGGGGGG
+TTATCCAGGAACTGTGATAGCAGTAAAAAAGAATGATGCGGCCAATAAAATCCATTACAATCTAGATAAA
+CCCGTAGCTGTTCTAGAAAGTTTTTATGTTTGTAAAAATGATGCCGATGGCATTAAGTTATGCAATGGTA
+TTAATAAAGCCGTTGAATCGTTATTGCGAAAGGGAATATTAGAGCTGAATGATGACACTGGATTTAGTCG
+ATTCAATCCTCAAGAGCATAACTAGTTGATGTGAAACGCTATGAGGTATTAGTCATTACAAGTTCACCAA
+GCTTATCCTTTAAATTATCACAGCGGGGGTACAAAACTTTGAAGTCCATTGTTGTTACATGGAGAAAGAA
+ATTGAATTAAAAATAAGCTGTTCCTAGTCTTCTGTGGCAATAGTTACGGTTAGCCCCAATCTTACTCTTG
+GGCACAATACATCATATAGATCGTATCCCTTCACGTCATAAATCTTCCATTTAACGTTTGTTATTCTTTA
+TTCATAATTGCTTTAATTTTATTTCAACTTACCCTCGTTAAAGCTAAATACAACTTGTATAGAGCTGTTT
+TGCATACGTATTCACATGTAATCAATTGTTACATTTTGTCTGATTTTTATTCTGATTTCTCACTGTTATG
+TATACATCCTCAACATCAATGTTAATGGGCTATTGGCTTATTATTAACCATGTAACGGTTACGGTTTTTA
+TGTCTGTTTTAGTCTTTTTGTTATTACTCACGTATTTTTGAATACGTATGCAAAACATATCTAAAGAAAA
+ACTCGCCCCTTATATTAAGTTGAAATTATAAAAACGAAGTCAGTTAGAAAACTGATGATAATAATATTTC
+AAGGATGAATATGAGGGAAAAATTATGCGTACATTTAAACCGAGTAAGCTCTCTATAGCCTTACTTTCCT
+GTGGTTTTATGGTGTCTTCTGGCGGGCTTTATGCTCAAGAAGCGGTGAAAGCCACACCCGAACCAGAAAA
+CGTTGCCGCAAAAAAGAGTGATGAACAAGAGGTTGACGCAATCGAAGTGATTGAAGTGACTGGCTTTAGA
+CGTTCACTTATTAAATCTATTAATCAGAAACGTTTTGCGGATACGGTATCAGAGCAAATAACTGCTGATG
+ATTTAGGCGCATTGCCTGATGTTTCAATGGCTGATGCGTTAACACGTTTACCGGGTATTTCTGCCGTAAG
+AACAGGTGGGCAGGCCGCTGAGATTAATATTCGTGGTATGTCAGGCGGTTTTGTATCGACAACATTAAAT
+GGTCGCGAGCAAGTATCAACCAGCGGTCAGCGTAGCGTTGAATTTGACCAATATCCATCAGAACTTATAT
+CACAAGCCTCAGTATTCAAATCACCCAAAGTATCGCTTATTGAAGGTGGTGTGGCAGGTACGGTTGAATT
+AAAAACTGCCAGCCCTTTAAAAAATGAAGACAAGCATTCTTTTAATGTAAATGCTCGTGGGATGTATAAC
+GATTTGGCAAGTGACGTACCTGATGCCACATCAACTGGTCATCGTTTTAGTGTTTCCTACCAAGGTAAAT
+TTGCTGATGACACCTTTGGTGTCGCTCTAGGTTACGCGCGTTTATTTCAACCAAGTGCCACCACACAATT
+TGTTGGCCTTAACTACAGTAAATTAAGAGATGTAGACGGCTTAGCTGATGATACCAATGGACCAACCAAG
+GAAGAGGGGATTCACCTAGCTAAAGAATATGTTGGTGAAGGTTTTGAGTTGCAACACAAAGGAGGGGAAG
+AAACCCGAGATGGTTTTGTAGCGACCCTTGAGTGGCAGCCCGCTGATAACTTTAGTCTAAAATTTGATAG
+TTTCTATTCGAAATTTGATTCGGAAGAGTTTGCCCGTGGTTATCGAGTGAAATTTGATGGCAGCCAAGCG
+GCAATAGGTAATGCCACCATTATAGACAATTCAGTCATAGGCGGGACGTTCAATCGAACGTCTAACAGTT
+CAACGCGTGTTGAAATTGTTAATGATGACAACAGTGATTCTGATGAAGTACAAAGTTTTGGGATAAATGC
+CGACTGGCAAATCACTGATAATTTTAATATGGCGGTAGATTTATCGTATTCATCAGCCACCAGTGATTTT
+AGAAATGGCTTGATTTGGTCATTAGTTGCTGATGATGCTAATGCTGCGCAACCTGAATTTGATAATAATG
+TTTCAATTAATTACTTATTAAACGGCTTAGATTTACCTGATGTCAGTTTAAATCAAGCTGATGCTTTAAC
+TGATTTAAGTCGCGTTATGGTAACTAAATACGGTATTTATCCTTATGTGAATTCTGATGAAGTTATTGCA
+GCTCGTGTTGATTTTCAGTACTCCCTTGATTCAGATTATATTTCGTCTGTAGAATTTGGCGCACGTTATT
+CTGAAAGAGAGTACAGCAGCGATCGTTCAGTATATGAATTTGGTAGTGATAGTGGCTTTAATTCGAAAGA
+AAAACCCTTAAATATCACTGAAGATATGGCGACCGTGGTTGACTGGAAGGGCGATTTTTCTTCTTTTCCA
+AGTTACTTAGCACTTGATCAAAACAAAGTATTAAATGCTTGGTTTCCTCAGGGCATTCCTCAACCGGTGC
+AAACATGGGGCGGCTCTGCAAGCGGTGTAATTAATGGCGATCCATTAGGTAAAGATACAGCTTGGACCGT
+GAAAGAAAGTGGTCAAGTTTTTGAAGATATCTTTGCGGCCTATATCATGGCAAATATTGATGTAGAAATT
+GGTGATATTCCGGTAACTGGTAACTTTGGTGTTCGTGTTGTTAGAACTAAACAAGCGTCTACTTCATTGC
+AAGATGTTGGTGAAACAAGGGTAAAAGATGCGTACGGACAAGACGCTATTGACGAAAATGGCGATGTTAT
+TGTTCAAGCGAATGCAGATTTAGGTGCGCAGTTTATTACAGATGATGCTGGCCTAATCAATCAAAAATAT
+GCACCGGGTATTATCGAAAATACTTACACCGATTACCTGCCTCAAATGAATTTAAATTTTCATATAACGC
+CGAACGACCAAATACGTTTTGCTGCGGCTAAAGTAATGAGTCGTCCTAATATTGACCGACTTGCTTCTAA
+CAGCAGTGTGAGCATCAACAAAGTAACAACTGACAGTGGCACTTATGCTGAAATCAGTGGTAACGCGAAA
+AACAGCCCACATTTAAAACCGTTTTATGCCAATCAGTATGATATTTCCTATGAACGATATTTTTCAGAAT
+CTGATGGTAGTTTCGTTTTTGCGATTTTTTATAAAGACATAGAATCGGCTGGTATTGTTACGCAAACAAT
+CAGTGAATATGACTTTGCTGGTAATGGCTTAATAGTGCCAGACGAATTTATCGATCCGTTAAGTGGTGTG
+CCATTAGAAATTCGTAACGGTAATTTTGAAACCGCGTTTAATGATGATAAAGGCGGTTATATAAAAGGGC
+TTGAAGTGAGTTACACCCAAATCTTTTCATTCTTACCTGATTTTTGGTCTGGCTTAGGACTTAGTACAAG
+TTACTCACATACCAAAAGTGAAATTCAACAAATTTCACAATTAGGACAGCAAGACTTACCTATTACACTG
+CCCGGCTTATCTGAAAATGTTTTACAAACGACACTTTTCTGGGGTTATGAGGGTTTTGAAACCCGCATTA
+GTGCGCGTTATCGAGATGAGTTTGTATCAGAGCAAGTAGCGGTTGAAGCACAAACGGTTAATTACGATGA
+CGAACTAGTCATCGATTATCAGGCTTCTTATCAGTTTAATGACAATTTAGGTGTGGTTTTTCAGGTGAAC
+AACGTAACCGACGAACCGACTAAAAGTTACTTTGGCGTACAAAGCCAAACGGGCACCATTCAGTACTTTG
+GTCGTCAATTCTTTTTAGGCATGACCTACGCGTTATAGCGGCAGTTAGTTTTGAGTTATTAACCAGTATT
+TATTAGTCAGGAGTTATTCAAAATGAATGAAATTAACTATTCAAATAAAAAAAATCTAATAATTTCCGTC
+TTAATTCCGGTATTAACTCGCCAATTATTCATTTGGAGTAAAAGTTATGTTTAGTCAAAAATCGGTGTTA
+AGAGTTATTGTCTTAGCATCAGTATCAATGGTACTTGTCGCGTGTGGTGGCTCAGAGTCTACCGAGCCAG
+GTGAAGTACTACTTAGTTGTGATGTGCCAATGGTTTCTGATGCTGCTGGCACAAGTTGTGTTGCGCCAGA
+GCCTATTGAATGTCCCGTTCCAACGGTGCCTGATGCATTAAATGAAAGTTGTGTTGTTGGTATAGATCCC
+AAGGCACCTGAGCCTATTATTTTTGCAGGCGAAAATCAGGCGTTGCTATTTTATAACCGTGCAGACGGTG
+AATACAGTGACTACAAAATGCATAATTGGAACAGTGCTGAATGTGATGCGTATGCGGCAGATTCTTTGGC
+GCCTTCTTGGGATAATGGCTTAGCGCATACCGGGGTTGATCCTGTGTACGGTGCGTATTGGTTATTAAAT
+CTTAAAGACGATCATAACGAATGTGGTCACTTTATTATTCACAAAGGCACTGATGACGCAGGAAAAGAGT
+TTGGTGGTGGTGATTTTAAAATGCCACTGTTTCAGGATGATGAAACATACCAACGTATGAATTTCACCTT
+TTCAGGTGTCGCTTCTATTTTTGAATATCCTGTTGTAACTTTGGGTAAACAAGCATTAGCAATTAGTGGT
+TTTTCAGCACATTGGATTGATAGCAATACCTTTACATGGAATGTTAATTTTGATCTGGTTACATCGGTAA
+AATTACACCATTCAGCGACTGCAGGTATTGGTGCCGATGAAGCTAACGAAGACGTTATCACAGGGACGGT
+TGTTGAGTTGTCGGAAGTTGATTTAACTGACGAACAAAAAGCTGCGGCGCCTTTAGTTGCAGACTGGCCT
+GCTTTTTCGGGTAATTGGTCAATTGAAGAAGCAAAAGCGATTGCTAAAAATCAATTGGTTTTAGTTGGTT
+ATAACGCAGAAGGGCTAGCGGTTGCTGCCACTAATGTGCAAGCTGATTTAGTATTAGATGATCTTTATAC
+CAAAGGCGAAATGGATGCTAATGAAGCAACGTTAGGTGTTGTTTATGACAATGGAACCGTTAAAGTTTCT
+GTGTGGTCTCCAACCGCTCAACAGCTTAAATTGAATGTCTATAACGCGGATAAAGAAATGGTTTCAAGTC
+ATGATATGACTGAAGACTCAATGACTGGTGTTTGGAGTTATACGGGTGATGCAAGTCTTGACCGTCAATT
+TTATCGTTTCGCGTTAACGCTTTATCATCCAGAAAATAAAGCGATTGAAGAAATAGAGAGCACAGACCCA
+TATTCGTTAAGTTTATCAACCAATGGTGAATATTCTCAGTTTGTAAATTTATCTGATGAAGATCTACAAC
+CTGAAGGCTGGGATGGCCATGCAGTATCTACCATTGAAAACTACGAAGATGCGGTAATTTACGAAGGGCA
+TATACGTGATTTTAGTGCACAAGATGAAAGTACTTCAGTTGAAAATAGAGGTAAATTCTTAGCGTTTACT
+GAAATTAACTCTGCACCTATGCAGCATTTACAAAAGCTAGTCGCTAACGGTTTAACGCATTTTCATATGT
+TACCTGCGAATGATATAGCAACTATTGATGAAGATGCAGACAAGATTATCGATTTGGATAGTACGGTCTT
+AGCGTTATGTAAAGTCAATTTCAAAGCACCACCTTGTTATCAGAATCTAGATGACCAAACATTGCGTGCT
+GTTTTTGAAAGTTATTCTCCTTATTCAAACGAGGCAGTAAAACTAACAGAAGCGATGCGTGATACGGATA
+GTTTTAATTGGGGTTATGATCCTAAACATTTTAATGTGCCTGACGGTATTTATGCTTCAAATCCAGACGG
+AGTAAGCCGGATTAAAGAAATGCGTGCGATGATCAAATCCTTGCATGACATTGGCTTACGTGTGGTATTA
+GATGTTGTTTATAACCATACTAACTCTGCTGGTTTATGGGATAACTCGGTACTTGATAAATTTGTACCTG
+GCTACTATCACAGCCGTGATGTTACTACTGGCGCTGTTCAAAATAGTACTTGTTGTAGTGATACAGCCCT
+TGAACATCGCATGATGGACAAGTTGATGGTCGACTCACTTAAACAGTGGACTGAACAATACCAGTTTGAC
+GGGTTTCGTTTCGATATTATGAGCCAAGGCTCTAAAGAACAGATGTTAGCAGCACGTGATGCTATTCAAG
+CGATAGACCCTGATAATCATTTTTATGGTGAAGGTTGGTACAAAGATTCTCGAGGTTTTGAACGCGCTGA
+CCAAGAAAATATGGCCGGTACTGAAATTGCCACCTATAACGATCGTATTCGTGACGGTATTAGAAATGCG
+ACTTTGTTTAACAACGAAAGTGATTCAGACTACCCGTTTGAGCAACAAGATATTGTTAAATTTGGCATGG
+CAGGCACGCAAACTGACTATGTATTGAAAACCTTTAAGGGCACTGACGTAGTCGGTAGCTCTGCAGGTAT
+GTATGCCAAGGACCCTGCTGATATTATTAACTATGTTTCAAAACACGATAATGAAACCTTGTGGGATATC
+TTACAATTTAAGTTAAGCCCTGAAATGAATAATAGCGAACGTGTTCGTGCGCAAAACATTTCTCAATCAA
+TCGTATTATTGTCACAAGGTATTCCATTTTTACAAATGGGTGGTGATTTCCTTCGCTCTAAGTCGTTAGA
+CCGTAATACTTATGATGCCGGTGATTGGTATAACCTAGTTGATTTTACATTTGAGTTAAATAACTGGAAT
+AAAGGTTTGCCTCTAGATAATGGTGGTCGAGACTACGATGACATAGTTTCTCTAGCGTCAAGTTCATCAA
+GTACTGTTTCAATGACGGATATATTATTCGCATCAAATGTGTTCAATGAGTTTTTGTCGATTCGTACAAG
+CAGTCCATTATTTAGATTGACCACTGCGACAGATATTATCAATCGCGTTGGTTTTCATAATATTGGTAAA
+AATCAAACGCAAGGTTTGATTGTGATGAGTATAGATGACGGATCAACTCTTACTGATATCGACCCAAATT
+ATGATGCATTAGTGGTTGTGGTAAATGGTACTAATAGCGAACAAACACATACTATTGCCTCCGCAAGTAA
+TTTTACCTTGCATCCATTATTAGCTGGTTCTGTTGATGGTACCGTTGCTAGCGCTACCTTTGAGCAGGGT
+ACAGATGAAGGCAGCTTTACGGTTCCTCCGCTAACTACCGCTGTTTTTGTGAAAGTACAAGGTGAAAGCC
+AAGCAAGCGGTTTATCCGCTTATGTAACAGCAGGCGCACCTGATGTGGTTCCTTATGGCGATACCGTTGC
+TTACGTTCGTGGAGAGATGAATGGTTGGAATCCTGATGATGCATTTACTTATATTGGAGATGGAGTCTAC
+CAAGCTAAAATTACCCTTGCAGCAGGATCTTATGGTTTCAAGGTGGCAGATTTTGATTGGTCATCAAACA
+TTAACTTAGGTGCTCCAGGATCAGGTGGTGAAGTATTAGAAGATCAAACTTTTAATTTATTACCGGGCAG
+TAATGACAATTTAAGTATTACTGTTGCGATTGATGGGACTTACTTCTTTACCCTTGATGCCTCTAATACC
+GACGCTCCTACTTTGTTAGTAGAAAATGAAGAGCCGTTTGTTGGAACACCGATATTTATTCGTGGCGACA
+TGAATGGTTGGGGTGAAGATAACGAATTAATTTATATAGGTAATGGTAAATATCAAGCCACTATAACCAT
+TAGTGTTTCAACGCCTAGCTTTAAAATAGCTTCCGCTGATTGGTCTACAGTAAATATGGGCGCACCAGCT
+GATGATATGGAAATAACTGAAGGTGAAAATCAATTATTGTTATCAGGTAGTGGTGATAACTTCAGTATGA
+ACTTTACTGTCGATGGAGATTACACTTTTGTTTTTGACGCCTCTGATTTAGCTGAAGCAACGTTGAGTAT
+ATATTCAGCTGAAATATTTGGTGCCACACCGGTATTTATTCGTGGTGACATGAATGGTTGGGGTGAAGTT
+GATCAGCTTAGTTATGCTGGTGCAAGTAGTTATTCAGTGGAATTAAACCTAACCGCAGGTGACTATGGCT
+TTAAAATTGCCTCGGGTGATTGGTCAACATTCAATTTAGGTGCGCCGGCGGACACTAGCGTTGTTGCCCT
+GGATTCTCCGTTAACATTATTACAAAACTCACAAGATAATTTGAGTGTCACTATTGTAGATGATGGTGTT
+TATATTGTTACGGTTACAGGGCCTGATCCGACAACACCGACTATCAATATTAGCAAAAAACTGTAATGAC
+TACTGTCAGTTAATAGCAGTGGAATAAAGCGTTACATTTAAACTGTCTCGACCTAGAATACGTTAAAAGC
+TCTCTACTTGTTAGGGAGCTTTTTTATAGGTAAAAAACTATTTGTATCGATTCATACTGTTTGTGGAGAT
+CCAAAAATAATAGCTAAAGCAAATAAGTATAACCGGGCATCAATTAGAGTTAATGCTCAGTAATTAGCAA
+GAAAGCTTGCTATAATAAGCCTTACTATTTTAGATATACATTTTACTTAAAGGCTTTTTATGCGCTTTCT
+TTCCCGTCGTCTTGTTATGCCCAACGATTTAAATTACGCAAACTCTCTATTTGGTGGTCGCGCACTCGAA
+TGGATTGATGAAGAGGCTGCTATTTACGCTATCTGTCAATTAGAAACCAACTGCTTAGTAACAAAACATA
+TAGGTGCAATTAGTTTTGAGTCGGCCGCTATGCAAGGTGATGTAGTAGAGTTTGGTTTAGAAACTAAAAA
+AGTAGGTCGTACCTCTATTACTGTGACGTGTTTAGTCCGTAATAAAGTGACTAAAAAAACCATTTGTTTG
+GCGGATGACATTGTTTTTGTACAAGTTGATGCGAAAACACGTTTACCTATTCCACACGGTAAAACACTGG
+AATCACTAGATCAGTAAATTAGACTAAAGCTATTTTAAACTGAATCATGCCGTTTGAAGTTGTTCGGGTA
+TAGCGTAAAAAAAATACCCTTAATCAGTAGTATTCCTTTATATCCAGCTATTGCTAAGCTTCGCGCTTAG
+CAATACACTAGTAATATAATTTATTTACCTTCTTATATTCCTATGTCCTCAGATCGCTTTGGCACAAGTG
+CCAACTACAAACAACAAGAAAAAGGTTATCGTGACCGAGCATTAAAATTATTCCCTTGGGTATGTGGTCG
+CTGTGCCCGTGCTTTTGAGTTTTCTAACTTAAGAGAATTAACCGTGCATCATATGGATCATGATCATACC
+AATAATCCAAATGATGGTAGCAATTGGGAACTATTGTGTATTTACTGTCACGATAATGAGCATGCTAAAT
+ATACTGACCATGCTAATTATACAACCGAAGTAAAAGCGGGCGATACCAACCAAGATACTGCCACGTATAA
+TCCCTTTGCGGATTTAAAATCAATGTTGAAGAAATAACTCTTACTTCAATACATCTTCTTGCGTTAGATA
+CTGCTGATAAGTCGCTATGCCAAAAAAGCGAATGGATTTTTTAATTTTTAATTTTTTGGCAATCAGTAAT
+TCACCACAATAAATTTTGACGACCTGCTTTTCTCCATTACTATCGGTTTCATAATCATGTAGAGGATTGA
+CTCTGAGGTTATCAAATTCAGTTTTCATTATGAGTTTCATTGCATCAGCACTCCGTCAATAATAGGTGAA
+GTTTGTACCTATAAGTTATGCCTATAATTTATAGCTAGTCTTATAGTTTACCTTTTAGATTACTTTAAAG
+TTTATTAATATCTTTTTGCACTTGGTAGCCTTCGTCGGTGACAATTTTTTCTAATACTTGTACGCGCTCG
+GTGAGTGCTATAATTTCTTTTTTTAGTTCATCATTTAGTGAGTCAGTACTATTGTTATGGCTAATCGTTT
+TCGCTTTAAACTCTAAATGTTTGTTATACATTTTATATAAAATACCGAAGACGACACAGACAATAACAAC
+GACCATAGTTGTTCCACTCATAATTACATCCTTCTTTTTTTATTGATTTAAGGTTCTCGACCATAATACT
+TTAATTCGATTGGTATAAATTATAGTCTTAATTAGTTTTCAGCATATTCAATGTTAACTTTTTCTGATGT
+TTATGATAAAAACCAACCACAGTAAACAGTACAAGAATAAAGGGGAGACTCGTTATCACAACCCAGTGCC
+AACCCGCATTAAACAATACCCAACCAGCTAATAGAGAAGCTACTGCTTGAAAACCAAATAAGACAAAGTC
+ATTGGTTGCTTGAACTTTATGACGCTCGCTGGCGTGATAACTCTCGGGTAATAAAGAGGTGCCAGTTAAG
+AATAAGAAGTTCCAACCAATACCTAATAAAATAAGTGCCCACCAATAATGCATCACTTCATGGCCTGATA
+AGGCTATCAGAGCAACTACAGCATAAATTGATATGCCAATGACCATCAGCCCTTTTAGTTTTAGATATTT
+TACTAACCAAGGGGTGAATAACGACGGAATATACATGGCGGCAATATGGCTTTGTATGACCCATTTAGTT
+TCTTGTAAGCTGTGTCCTTGTATATGGTGCATGCTAATAGGTGTCGCGGTCATTAAATAACTCATTAATG
+CATATCCAATGGTCGCGGTACAAACAGCAATTAAAAAGATAGGCTGTTTAGCTATAACCTTTAATTCTCT
+TGGCTCTCCAATGGTCTCATTTGCACTAACGGGAGGATTTTTAAAGGCTAACATCATTATCATGGCGCAA
+AGGATCAGCGCGGCTAAAAATAGAAAAGAGCCCGCATAACCATAAGGAGAGTTTAGCCAATCTTTTCCCG
+CTACAGCTACTTCAGGACCTAGAAATGCAGCAAAGACGCCACTTAGCATTAAAATAGATAATATTTTAGG
+GACATCTTCCTTATTCAAGCTACTCTCAATTGCTGCAAAGCGTAACTGTTGTGTGAAGGCTCCACCGATG
+CCAATTAACATGCTAGCAAAACAAAAGAGTTCAAACAGCGCTAGTTTTGCTGAAAATAACGCAACAATTA
+CGGCAATTAAAGAGCAACTTAATCCGGTGTAAACGGCAAACTTTCGGCCTTTATTTTTAGCTAACATAGC
+AGCAGGAATAGAGCCTGCAGCGACACCTAAAATCATTAAGGTAATTGGCAGGGTTGCTAGCGAAGGATCG
+TTGGCCATTTTACTGGATAAAATACCGCCAATAAAAACAATAATAGGCGATGCAGACATCACTAAAGGCT
+GAGAGATAAATAATATCCAAATGTTTCTCGGTAAGGTAAATACGCGAGAGAGAACAAAGGCTGTTATTAA
+TAATAACGTAATAGTAATTAGGATATTCGTTAGCATATTCTCATCAGTTTAATTAAGATCTGGTTAGCTC
+AGCTCTATTATTGTTCATTTAGTTTAGTTCAACTCAGCTTAAGTTATGGTCAATTAACGTAGGCATCAAC
+ATCAGTCTAACCAGAGTCCATAGCAAGAATAGCTTTTATGTTGATTGTTTCGCTATAGCGGATCATATTA
+ACTTGTTGCTGCTTTCTAGCAAGTACTGCCATTCTATCTGCCAGTTCATTGCCTTCTATATTTGCGTGAC
+CTTTAACATGGCGAATGGTTATTTTGGTATGCATGGTTTTATAAAGCGCATAACATTGTTGTATTAATGC
+TAAGTTTTTAATCTCCTCACCTTTACCACGGGTCCAGCCTTTTGCTTTCCAACCTTTCGCCCATTTTGTA
+ATTGAATCGATAGAGTATTTAGAGTCGGATAAGATACAAATACTTTGCTCGCTGTTTTTATCGATAAAGT
+GTTGTGCAATTTGAAAAGCAGAAAGCATACCGCTTAACTCGGCAGTATTATTGGTACCATTAGGCAAATA
+CAAACCGTAATACAGCGAGGTAACTTTGCCTAATTCATAAACCGCAAGGCCCGTGCCTGATTTACCTGGA
+TTAGGAGAGCAAGCACCATCACAGTATATTTCAATATCGCTTGGACCATTTGGACTAACAGCGGTAGTTT
+TAGCGCTAGCACTTTTACTGGTTTTTTTGCTGGTTGCTGTGCGACTCGAGGTAGGTGCAGAACTTGCTGT
+ACCTTTCTTACTTAAAGAGCGTTGCATCAATGCTTTTGTGTAAGTTGTTGCGAAAGCTTGCTCGGCAGCA
+CTTTTTGATTCAAAGCCCATATACTGAGCATCTGAGCGACCCGCAGTATGTTGCTGAACTTCTGGCCACG
+TGGTAAATATACCTGTTTTCGCGCCTTTCCAGATCACATAGAATTTTTTACTCATAACTTAATAGCTAGC
+TCTTATTTGAAGATATTTAATGATAAAGATACTTAATGATTTGCATTATCAGCAATAAGTTAATGCTTAG
+CTACTAAAAAATAGGAAGAAAGGGATTATATACCCGTTATCATTCAAGATGCATGTTTCAGAGTACTTGA
+GTAATTTCAATTCAAGGCGCTGTGATGAAATAATGGTTGTTCCATTATAAGTCACAGCAACGATGAAGTG
+ATGTTGCTCAAGTGCTTATACCCATGAAACTTCAAGATAGGATTTTCAGGATGCCCGAGCAATTCATGAC
+CGAAGCACATTTTTTTATTAAGGGTGCTCCCTCAAAAAGAGAGGGGACATAGGGGAACTTTTTGCTTTTA
+CCTTGGTTTGAATGTTTACGGCTATAAGAACTATTTTAACCCTTTCATCAAGCGCTTATGTATTAAGCGT
+GTGCCAACAAATACAATGCCAATGACAATAGGTACAGCAAAACCACTCACTAGTTCATGATTATATTCAA
+CACCTAAGGTTGGTAATGAGGTGAGCATAGTTTCGAATAATTGCATGCCATAATAACTTATTGCAGCAAC
+AGATAAACCTTCAACGGTTTGTTGCAAGCGCATTTGCACGTGAGCACGATGATTCATTGATTTTAATAAG
+GTTTGGTTTTGCTCCTGTAGTACCATTTCAACACGGGTGCGTAATAAATCACTGGCACGGGTCACTCTTT
+TAGAGATATCTTCTAAATGATTTGACGCTGTTTGACAGGTTTTAACTGCCGGGGTAATTCGACGCATTAA
+GAATTCTTGCAAGGTCATATAACCAGGGATTTCTTCTTCTTTTAATTCTTCCATTCGTTGCAATGCCACG
+TCGTAATAGGCATTTGTAGCAGAAAATCGGTAAGTGCTTTGGCTACGATAATCTTCCACTTTTGCTGCTA
+TTTTAGAGACTTGTGTTAGTAGCTCTCTATCACTTTTTTCAGTACCTAACGCGATGTAAGTTGTCACTTG
+TTGCAGTTGGATGTCGAGTTGATTCAGCTCACTATTAATTGCTTGTGCTAGCGGTAAACCCAGTGTTGCC
+ATTAAACGGTAGGTATCAAGCTGTAATAATTGCTGTGCTAGGCGCCCAAGCTGTGCAGGTGACAAGTCTT
+CTTGGTATATCAGAAAACGACCAAAACCATCTTCATGTAATTTAAATGAACTCCAGACTTTCGCCTGTGA
+ATGTACGGGAGCACTGGCGATCAATGACATATTGTCAAAAAATTGTTCAACCTTGTGTGTTTTCGCTTTA
+TCTATATTCTCAGATTCAATAATCAAATGAACTGCCGCGATAACTTGACCGGGCATTTGCTCAAACCAAT
+TGCTGGGAACATAATCAATCGCATTTTTAACAAAAGGTTGGTCAGTTAATGGCGCTTGGTGGATAAAGGT
+ATAGGTGGAATATTCTAAATGGCGCTCCCAGCGAAGACTGAATAAACCAAAGTCTTGATAGAAACATGGC
+ATTGACTTAGCGGGAGAGTTTACTTGAAATCTATTACATAAAAGTGAGATGAAATCATGCTCTTGCTGCT
+TTAATTCCCCTTGATGCTGAATAGCAATATGCGTGAGCTGAGCGGGCGATGATATTGATTGAAAAGGTCT
+ATTATGCAATTCGTTATAAAGTTTTTCACGTAACGGATGAATCGCTATTTTATGCAACGAAGATAAAGGT
+AGTACTGTATTTTCAGATAATTCATTAGATATTAATTTATTTAACAAAGTACAACTCTCGACGCTATTTG
+TGTTTTTGTATTGAGTATATGTTAGCCGTTATACCCGTTTAGTTATATCCCCCTTAGGGAGGATTTTAAA
+ATTACTGCCAACGGACATAGTAAGTCATTTTTCAATAACGGGGGTATTTTGGCGCTGAATAAACGGTATA
+TACTCTCCAGAAAGCTTGAAAGAAGGGGGATAGTTATCTAAGGAAATAACGAGGAACATTCCTTTAAAGC
+GAGTGAATACACAAGCTGACGGATTAATCTGTAAATTTACTCTTAGTTGAGTATTGATCTAATACCATTT
+TATGGATTTCATAATCAGCAGCTGATTCTTACATCTACCAAACGTGAAATTAGCAATCAATCCAAGGATA
+TTTTTCACTAGATGAAACCAATATTAACTATATCAGTCACAGCTTTAATCAGCTTTAACGTATCAAAACC
+GTCAGTACAAAGAGCATTACTTAACCCATTAATGAATTCGTTTAGTATTATTAACGAGTATGGCTAGCCA
+CGTTAGCTAAAAGCTTGTTAAAATTGCGCCATTATAATAGTTACATTAGGATTTTCATGGCGATTAACTG
+GTTTCCAGGCCACATGCACAAAGCACAAAAAGAAATAAAAGAAATATTACCGCAAATTGATGTGGTGATT
+GAAGTGTGTGATGCGCGTTTACCCTTTAGTAGTGAAAATCCTATGATCACTGAGATCAGAGGTGATAAAC
+CACTGATAAAGATCCTTAATAAAAGTGATTTAGCTGATCCTGAAAGCACCAAAGTTTGGTTAGATTATTT
+AGAGTCGCAGCATAATGTAAAAGCGATTGCTCTAACCACAGAGCAGCCGAGTGTAGCAAAGAACCTTGTC
+AACTTAATACGTAAACTTGTGCCGAATAAAGATGAAGAAGGTAAGCAAATTAACGCGATGATAATGGGGA
+TACCTAACGTTGGTAAATCGACATTACTCAATACCTTAGTAGGCAAAGCAAAAGCAAAAGTGGGTAATGA
+ACCCGCGGTAACTAAGGGGCAGCAACGTATTCGTCTTGAAGAGGGGTTATACCTTTTCGATACCCCAGGT
+ATGTTATGGCCTAAAATAGCGAATGAAAATTCTGGCTATCGTTTAGCGGTATCAGGTGCGGTAAAAGATA
+CAGCATTTGATCATGATGATATTGCTTATTTTGCTGCGGATTACCTACTTAAGAATTATCCTAAACGTAT
+AATGGAGCGTTATAAACTTAGCGAGTTACCTGCACACGAAGAAGACTTAATTGAAGCGATTGGCCGTAAA
+CGCAGCTGTATTAAAAGTGGCGGTCGTGTTGATTTGCATAAAGCGTCTGTCATTTTGATAAATGAAATCC
+GTGATAAAACCTTGGGTGCTATTTCCTTTGAATTACCGGATATCATCGATGCTGAGAACGCGCACTTCAC
+TGAACTTGAAGAGAAACGCATTGCCGCTAGAGAAGCTAAAAAGGCAGCCCGTGGTCGTGGTCGTAAAAAT
+AAACGTTAATTAGTTGTATAGTCAGTTTTTAACGGCAAGCTATTTAACGGTAAATTATCATAGTCAATTT
+ACATAATATGTATTCATAACAAGGTATTTATAATGAGTGAAGTAACAACATTTAATTTACACCCTCAACT
+AGCAACAGATGGTATTGAGTTGGCTGATTTTCCTTTGTGTAAATTACTACTATGTAATGATAGTGCTTAC
+CCTTGGTTTATTTTAGTACCTAAAGTTGCCGATATTAGTGAAGTGTTCCAACTTGAGTGGGACCAACAGC
+AACAATTGCTTAATGAGTCGAGCTTATTGAGTGAGTTATTAATGCAAGTCTTTGCTGGTGACAAAATGAA
+TGTTGCTGCGTTAGGTAATGTTGTTGAGCAACTGCATGTTCATCATGTTGTACGTTTTAAAGATGATGCA
+CAATGGCCGAAGCCAATTTGGGGCCAACAACCATTAACACCTTATTCTGATGAAGAAATAGCGACACTCA
+AAGAAAAGTTATTACCGCAATTAGCGGTTATTTTCTCTGATAAATAATTGGTCAGTAATTGGTAAATAGA
+TAATGGTCAGTTGGTATGCAATGACTAAAAGCTAGTTTGTTATTCTATATATCACCGATGATTGTAATAA
+AAAGCCTCAACAAGCTAATTGCTTATGGAGGCTTTTTTATAATTAACTTATAACATTTATCTTGAATGAA
+TATCGCTACAACTCGTTATGCTGCATTATTTGCTTGATTAATATTGGTAACTTTATCGCTGCTTGGCAGT
+TTCACTTTTTCCAAAGCTTGGGTTAAATCACTGATAATATCATCGACATTCTCTAAACCTACAGAGATTC
+TAATTAAACTATCACTGATGCCCGCATCTGCTCTTTCTTCGGGGGTATAAGGCGAGTGTGTCATTGACGC
+AGGGTGTTGAATTAATGACTCTGCATCACCTAAGCTGACGGCAATTGAAAAAAGCTCCATTGCATCAATA
+AAGGTTTTTCCACCCGTCAAGTCGGTATTTAATTCAAAAGCAATTACACCACCTGCGGCTTTCATTTGAT
+TACCCACAAACTTGTTCCCAGAGTGACTTTTAAGACCAGGATAGTAAACTTCATCAACCATAGGGTGTTG
+TTCTAAAAACTCTGCGACTGTTTGTGCATTGCTACAATGTCTATCCATTCGAATCGGCAAAGTTTTAAGG
+CCGCGCATAATCAACCAAGCATCATGAGGACTTATGGTGGCACCGATATCTTTAAGGGTCGTCATTTTTA
+TTTCGTTGATCATTTCAAAATTAGCACAGACGACACCGGCGACAACATCACCATGACCATTAAGGTATTT
+AGTTGCACTATGCACCACAATATCAGCACCAAATTTTGCAGGCTGTTGTAATACAGGGGTAAGGAAAGTA
+TTGTCTACTATTGATAATAAGTTGTGCGCTTTGGCAATGGCGCAAATTTTTTCCAAATCTAATACCACTA
+AGTTTGGATTGATGGGGGTTTCTAAAAAGACTAACTTAGTATTTTCTTTGATGGCTGCTTTGATATTGTC
+AGGCTCAGTCATATCGACAAACGTCACCTCGATATTAAACTTCTTCAGCATGTGATTCATTAGCGCGAAT
+GAGCAACCATAAACAGCTTTAGATGAAATCATATGATCGCCAGCTTGCAAGTTAGTCAGTAACGCTGCTG
+AGACAGCAGCCATACCTGTTGCGGTTGCAGCTGCATCATCCATGCATTCCATAGCCGCAACGCGCTGTTC
+TAATTGGCGAGTTGTTGGGTTACCTAAGCGCGTGTAAATATAACCTTCGCTTTCACCGGCAAAACGGTCG
+CCACCTTGCTGAGCATTATCAAAGATGAACGTAGATGTTTGATATAAAGGCGTAGCAAGCGAGCCAAACT
+GTGTATCATTAATTCTGCCGGCATGAATAGCGTTAGTTTCAATATTTTTGCTCTTAAATTGGGTCATAGT
+TTCTCTTCTATAAGTTGTAATTATTATTATGCTTTATTTGATGGAGGAAACATGGGTTTCAGTGATATAG
+ACAGAATGATTTGTTGCAGCTATATCACTAAGCAGCCATGTAGAACTCATGTTTCTTCTTAATCTATTGA
+TTTCTTCATTCTTTCATTTATTCTTTATTTACTAGCCTGCAACTATGTTGCCAACTAAATAAAACGTTTA
+TTTAACAAGTAGATACAGGCTTTTTAAAATAAACTTAATAATACTTGTACTAAAATAATTACAAAATGAT
+AGTGTGTTTTCCTATTGCATCCTCGAAGCACTAGTTATTCACTGTTTTAATGGGATAAATACAGCTTGTA
+CTAATTTTATTACTGTGTAATATTTGTAGTACACTATATCTGTAGATGTGTCATCTTATGCGTGTTGTTA
+TTGAATCAAGCGATAGAATAGGTATTTCCCAAGAAATATTAGCTATATTTGCCAAGCAAGCTTGGAATTT
+AAAAACCGTAGAAATTACCAGCTGTTTTACCTATGTGCATGTTGAATATGCTGCGTTAACGCTTTCGTCA
+ATTAGAGAATGCTTAGCCTCAGTTATTGGCGTTAACAGTGTAGAGGTGATTAATTTATTACCTAGTGAAC
+AACGAGAGAGTCATTTACAAGCCTTATTAGATAAAATGCCTGAGCCTATTATCGATGTTGATAGTAATGG
+ACTAATTTTGGCTATGAACAAGGCAAGTCATAAGCTTAAGCCGTCAAAGGATGCAACTGAGCCTGAGTTG
+GTTACAACGGATTACTTGGGCAAGCCAATCGAAGCGTTTCTTGGGCAAATTAATAAAACTATGCTCACCA
+ATGCCGCTACCAGCCAAGCCGTGACTATTGAAGGGAGGGCCTACATTCTTGATGTAAGTCCCGTAATATC
+AAGTAACAGTTCAACCTTAGAACAAGACAATACTGGGCAAGTAAGTGGCTCAGTGCTACTTTTTCGCTCA
+ATGAATACCCTAGGGCGTCAAATTTCATTAATGCAAAGTCATCAAGATCACAGTTTTGATAGCATTATTG
+GTCAATCAAAAAGTATCAGTTTAATTAAGGCGCAAAGTAAACGTTTTGCGGAATTAGATTTACCGGTATT
+AATCAGTGGTGAAACCGGTACAGGTAAAGAGTTAATCGCTCGAGCATTACATCAAGCGAGCTCAAGATCT
+AAAGCGCCTTTTTTAGCGATAAACTGCTCAGCACTACCTGAACATTTATTAGAAAGTGAGCTATTTGGTT
+ATGCTAGTGGCGCATTTACGGGGGCCCAAAAAGGCGGTAAACCTGGATTAATTGAACTAGCTGAAGGTGG
+CTGTTTATTTTTAGATGAAATTGCAGAAATGTCACCGTATTTACAAGCAAAATTGTTACGATTTTTACAA
+GATCTCACTTATCGTCGTGTTGGTGGTACTAAAGAACTGGTTGCTAATATACGTATTGTCAGTGCCAGTC
+ACCAAGACTTAGCCAAACTCATTAGTCAGAAAACCTTTCGAGAAGATCTTTATTATCGCTTAAATGTGCT
+GAGTATCGATTTACCACCACTAAGAGAGCGTATGGCAGACATGAGTCTCTTGGCTAACTTGTTTATTGAA
+AATGCGGCTAAACAAGTCAGTAACAGTCAACAAACAGATATTGCAAAGCCAAAACTTACTGCACAAGCAC
+TTAGTTTATTACAGGGATTCGCTTGGCCAGGAAATATTAGGCAACTACAAAATGTTTTATTCAGTGTTGT
+TGCTTTGAATAATGGCGGTGATATTTGTGCTGATGACTTGTTACAAGTCCTCAATAAGCATGCTGGTAAA
+CAACAGCTTAGTAATGATATAGATATTCAAACAATTAAAGATTGGTCTAGTGCTCAAGCTGATTTTGAAG
+CTAAATTACTTGAACATCTCCATCCGTTATTTCCGACAACACGAAAATTGGCTGAGCGTTTAAATGTCTC
+ACACAATAAAATAGCGATGAAACTAAGAGAACATGGCATAAAATAATGTTTGAGTGTAGATTTAAATTTA
+CTAAATCAGTAAAAGAAAAAGCTGAAATTTCATTCTAATCTTGTAGTTTAAAACAATAATCGGTAGCGTA
+TTCAGCAAGCGTTATTTTCTTTTACTGAATATTTTTCTTACCTCATAACAATAGAAACAACTTGTGACTA
+ATAAAAAATTACAGCATTTCTACATTGCCCAAGAGCAATCCATTTACTTACTCAGTCATAAAGATGCGAC
+TAAGTTAAAACAATGGGTTGATCTTTGTCAGCAGCAATTAAAGCAACTCGGCTTTGAGGATGTTGCACTG
+TTAGGTAAAGGAGCCTATGGCTTTGTTTTCTCAGGTATCAAGCGCAAAGGTAGTTCAGCAGATCAATTGC
+CCGTTGTCTTTAAGTTTTCTCGCATTAATTTACCTCAACATGTGCAAGATAGGTTGGCAGAAGAGGCCGA
+GATTCAAGGGCAACTTAGCCACCCACAAATTCCAGAAGTAATTGATTATCAGAAAATAAAGCGACAATCA
+ATTCTGCAAATGACGCGAGCCCCTGGCATAGATTTAGAGCAATTGTCGTTGCAAGTAGGGCCATTAGCAC
+CAGAGTTGGTGGTCAGTATCGCATTGCAATTAGCCGATATATTACTGTACTTACGCCAAGCTAATAATCA
+CCGACAGTTAAAACCTATTGTGCATGGCGATATAAAGCCTTCAAACTTGGTTTACGATAAAAGCACAGGC
+AAGGTACAACTTATTGATTGGGGCTCATCCGTTAGTGCACAACTTGATTGTGACAAGCAAAGCACTAGTA
+CTAATGTGATGGACCTAATGAGCAGTGACTTACAACATAGCAATGCACGTTTAGGAGATGTTTATTTTAT
+TGGGCCTGAACAGCTCAATGGTGGTCTATCTAGTCCTCGTTTTGATGAACAGGGCTTAGCAGCGACGTTA
+TATGCACTCGCTTCAGGTCAGTCATGCCGATATGGCGTAAAAGTGATACCACCGAATGCCTTGGGTTTAC
+CAAAATTACTGGCTCAAGTCTTAACGGGGATGTTAAGCGATGATGAGAAACTTAGAGCGCAAGCAGGTGA
+TTACTTTTTTAATAATCTCACTTACCTTAAACAAGTTGTTCTGGCAGATAAACCAACCAAGATTAACGCC
+ATTGCACAAATTCCAGTTTGGGTAAAACCTCAAGGTGAGCAAATTGATACCGTAGTATATGGTTCACGAA
+AATCATTTTTACGCGAGCAAACAGGGCATGATAGTTTATCGAACATTGATGATGCTCAGTTGGACAAATA
+CTATAAAAACTATCTTATGGGTATGGGGGATAATGAAAAAGCGTTCATTGCTGCATTAAGTCGGCTTGGT
+AATTTTCCTGTGGTAGGCGGCATTGCGATTCGTTGGGCGAAAGAGGGGGTTTACATTGATTCTAACTTAA
+CGTTATTTGATGAAGCACTCAAAACCGCGTTTACTAGTGCAGTGAACAATATTATTTATTTGGCTCAGGG
+CATATTTCGTGTCGGTATGTTCAAAAGTTGTTTATTTAACGCCCGAAACACGCTTCACGTAGAACGTATT
+AAAGAAAATCAGCCCTTTGTTGCCGATGAAACTCAAGTGATACAGTTTGAAGTGAGTGATGTACCTGATG
+TTGATGATATAACCCGCTTACATTCTTATTTTGAGGATGGTAAAGATCCTGATGAATACTTACACCTACC
+AGATGAGTTAATGTCTGTTTTGGCCGAGCTCAATTTAATTCATCATACTGGTTGTATTATTTTTGAAGTG
+CTACCCAAGCATTTAAAGATTCATAGCTATTTAATGTTGTTGAATCATGAGAAAGAAGCCGAGTTTACAG
+ACTGTTTAGCGAAGGTACTGACATTGTTACCGACTATTGACGGTGTTGGCATTTCAGGTTTTATGAAACT
+TCCCTACAAAGATACCCGTTTTTTTGAACACATCAGCAGTATGCCAGACAAGTTTTATCCAAAAAACCCT
+AAACTTTAGCATTAGTTGGTTAAGTGAAATAGAGGGGATAAAAAAGCCAGCGAGGCAAGTTATGCAAAGC
+TGGCTTATTGTTTGATTTACTAATTAACGTTAGAAGTTATATGAAGCTCTTACGTAATATTCACGTCCTG
+CAAGAGAGAACGGGAAACTAGTCCAACCATATTTGAAGCCAAGGTCAGTAAATGGAGAACCATTTGTGCC
+CCATTCATCAGGATATTCATCAGTTAAGTTAAGAACACCACCGCTAATATTAATATTATCGGTAACTTCC
+CATTGAGCCGTTACGTCAAATAAACTTTTAGCACCCCAAGTATTTTCAGGCGTACCGTAAGAAGCTGAAG
+TTACTTCACCGTAATAAGTCATGCGACCTGTTACCGACCAGGTGTCCATATCAAACATGGCTGATAAAGA
+GGCTCTGTCTTGAGGTTGTGCTTTTTCTACTAATAGTCTTTGTGCGTTATCAAAAACAACTTCATTTGGT
+ACAATAGAAGAAGAAGTATTGATCGCACTTACTTCAGTATTGTTATGGTGATAAGAAAGCTCATAGACAA
+CATCCATACTGCTCAGTTCTTGCGTATATTGGTTTACCCAATCAAGACCAAAGGTTTCACTATCTATTGC
+GTTGGTAAATATTGAAGCATTTTTTACGCCATCTAACGAGTCACCAGGACCAGAGTGACGATCGAAGAAA
+GCATCAATCTCATCGTTAATTCCGCGAGAAATATTACCTGAATAAACAATACGATCATCGATGTCTATTT
+GATAAACATCTAGAGTCGATGAATAGTTACCATTAGTGTAAATAACACCAACCGAGAAGTTAGTAGAATT
+TTCTTCTTTAAGGTCAGTAAAACCTAATTCTTCAGCCAATTCTTCATTTGGACGTAAAGTTACTAAATCG
+GCAAGTTCACCATTATCTAACGAAATTGAACGTTGAGTGAAGTTAGCTTGTTGCATACCTGGTGCACGGT
+AACCTGTCGATGCTGAAGCTCGAATAGCAAGATTCTCTGTTAAGCTTAAATGGGTCGATAACTTACCAAT
+AACCGTGCTACCAAAGTCATCATAGTCTTCATAACGAACGGCTGCAGCAACTAACCAGTCTTCAGTAACT
+GCTGTTTCAGTATCAAAATATAACGCAAAACTATTTCTGTCGGTATCTATTGCCATTGCAGGGCTATATC
+CTTGGAAACCTTGCATACCAGGTGTAGTGATATCACCACCCATACAACCAGTCATTAATGGGTCGCCCGT
+TGGATTTACTGATTCTGCACAAAGGGTATCACCACGTGCATACGTAACCATGTCACCAGCTTCTTGAGCA
+AAACCATCTATACGAAACTCAGCACCAAAAGCTAAAGAGGTTTCATCAAAAAATCCTAAGTCTACAGCGG
+TTACTGCATCAAGATTAAAAGTGGTTTGACTATAAATTAGCGCGCCATCATAAGCTGATGTTGGGCTATC
+TGGACCATAACTTGCGTTTAAAGATTCTAAGTTACTAAATTCAAATCTATTTTCACCCGTTACTACACTG
+GCATCTATATCCCAGTCTGCAACTTGTGTTTTAAAACCAACAGCGACTGAATAATCTTCTGATTTTGAGC
+CAAGCTTAGGTGTTACACCTTCAGGGTATAATGAACTCCATACGCGGTTATCATCGGCAGGACGATAAAA
+GCCTAAAGATTCACCTTCTTTAGTGGTGAAACCACCAAAAGCGTATAATTCACTGCTTTCGCCTAATTCA
+TAAGAAAAGTTTGCCCAGAGGCTAGTCATCTCTGTAGCTGCTTCACCAACAAGTAATAATTGGCGAGGTT
+CGTCAATTGCGTCAAACCATGTGGTTGGCGTTGCTCGGTTCATCTCTCCATTATCAGCATATTCAAACGT
+TAAGTTTAATGTGCCTTTATCACCAACGCCAAAGCCATAGTTGCCACCAAATTCAGTTGATTCACCATCG
+CCTTCACTTGTTTGGCCATATTGTGCCCAAACACTACCGCCTAAATCGTCTTTTAGTACGATGTTAATAA
+CACCAGCAATAGCATCAGAGCCATACTGTGCTGCAGCACCATCACGTAAAATTTCAATGTGTGAAATAGC
+TGTCATAGGGATAGAGCTTAAATCTGTACCTGCACTACCGCGACCAACATTCTCTTGTACTGCAACTACT
+GCTTGTTGATGACGACGCTTGCCGTTGATTAATACTAATACTTGATCTGGCCCTAAGCTACGTAATGTAG
+CGGGACGCATTAAATCTTGTCCATCAGACGTGGTGGTATTATTCATATTAAATGAAGGTGCCAACTTTCG
+TAACATATCAGGCGTACTGGTTGCGCCTGAATTTTTAATTGCTTCTGATGAAATAATATCTATTGGAGAA
+GGGCTGTCGGCAACAGTACGGTTAGATATACGTGTACCAACACTGACTATACGTTCAATGTCAGCATGTT
+CTGCGCCAGCAGAAGTGTCCTTTTCCGCTGCAAAAGTTACTGTGCTACCTAAAGATAGGCAGACAGACAG
+TGCTAGCGTACTGTAGTTAAAACGTTTTTTCATGTTATAGACCCTTAAGTATTTTTATTAGGCTTGCTTT
+ATAAGTGATAAATATTCATTTTTTGTTACTCATTAATCTTTTATGAGTTGTTCTATTTGAATTTATTATC
+GCAAGTAATGTGTAACATAAATGAAAACTTTCATCGGCGCAATACTCATAGTAGTGAATTATTATTAAGT
+CATACTGAATGGTTATTTAGTCAGCGATACGTTAGTGCATAGAGTGTGAAATTTTCATTACAGCATCTGG
+TCTGATCTGATCGGTATTTTGTGTGTCAGTGACGTTAAATGTTAAATTTAGAAATGAATGCATAGTGAAT
+AACTAAACAAAGTGGGCTGGATATACTTGTTTGTGCAAATTAAGTTGAAGCTTGATAGCTTTCATCTGTC
+CGTATAAGGATGGCTGTGTGGATATAGACCTATGAAAGCAATGGTGGGTGTTGTGATTATTGTATAACGA
+TATTATTCAAATTAAGGAGGGAAACACTTACAGGTTATTATTTACTCAAACAAATAAGCACAACTAACGC
+TAAGTGTTAATCTTGCTGATAGGAGGTAATCAAACTGTTGTATGTTAATGTTTACAATTGTGTGGGGAGT
+AAAGTTTACAAAGGTAAGTTATTTGTGTTTGTATTGTTTTACATCAATGAATTTTTCAGGTAAAAATGCT
+TACGATTTTTAGTTGTGAACTAAAAAAGCCAGTAGTGCTACTGGCTTTTCAATTATATAGATCAGATTTT
+TGTACTTTTCTAGCTAGGTTATAAAAGTTAAAGCTTACTTAACTTCTTCACCAGCAGCTTGTTTGTCAGC
+ATGGTAGCTCGAACGAACAAGTGGACCACAAGCAGCGTGTTCATAGCCCATTTTCTTTGCTTCACGTTCA
+AACATAGCAAAGTCATCAGGGTGAACGTAGCGCTCAACGGCAAGGTGATCTTTACTTGGTTGAAGGTACT
+GACCAACGGTAAGCATAGTTACACCATGATCGCGTAAGTCTTGCATTACTTCTAAAATTTCTTCGTTAGT
+TTCACCTAAACCAACCATCAAACCAGATTTAGTGGTTACGTCTGGGTTTGCTTCACCAAAACGTTTAAGT
+AAGTCTAATGACCATTGATAGTTAGCGCCTGGACGAACTTTAGTATAAAGACGTGGTGCTGTTTCCATAT
+TATGGTTGAAAACGTGTGGAGGGTTTTGATTCAGTATTTCAAGCGCACGGTCCATACGACCACGGAAGTC
+AGGTACTAATATTTCGACTTTAGTATTTGGCGCTTGTTCACCAATTTCTTTCACACAATCTGCAAATTGC
+TGTGCGCCACCATCACGTAAATCATCTCTATCAACTGAAGTAATAACGACGTACTTTAAGCCCATATCTT
+TAAGGCTATTGGCTAACTTTTTTGGTTCATCACTTTTTGGAGCCAGTGGACGACCATGGCCAACATCACA
+GAAAGGGCAACGACGCGTACAAATATCACCTAAAATCATAAAGGTGGCAGTACCATGGTTAAAACACTCA
+GATAAATTAGGGCATGATGCTTCTTCACAAACAGAATGAAGGTCATTTTTTCGTAAATTAGCTTTGATGT
+TATCAATACGTTCACTAGATTTTGGTAACTTGATACGTAACCAACTTGGTTTACGTAACATGGTCGCTTT
+TGTTGAACTAACAACTTTAATAGGGATGTGAGCTAATTTATCTGCATCGCGAAATTTTTCGCCAGCAGCA
+CGGTTGGCTGTTTTTGATTCTGATGTTAAGTCGTTACTCATGATACTTATTATTCTCGTTTGGTAAGCCT
+ACTTGATGGCTAACATTATTAGCTTTAAGCAAGTTTATTAAATGTTTCACTAACGCAGTACTTGCACTAG
+CGGTATCTTTCGGGCCTTGTAAATCGGCAGTTTGTACCATTTCTAGACCAGCATAACCACAAGGGTTAAT
+ACGAAGAAATGGTGATAAATCCATATTCACATTCATAGCTAAACCATGAAAAGAGCATCCTTTGCGAACT
+CGTAATCCTAATGAGGCAATTTTTTTCTCATCAACATAAACACCTGGCGCGTCAGCTTTAGCGTAAGCGG
+CGATATCATAATCGGTTAAAGCGGACACTATACTGTTTTCGATCAAAGTTACTAATTGTCTTACACCAAT
+TTTTTTACGGCGTAAGTTAATCATAACGTAAACCACTAGTTGACCTGGTCCGTGATAAGTTACTTGACCA
+CCTCGATCAACTTTTACCACTTCAATATCACCTGGTACTAATAAGTGTTCAGCTTTACCTGCTTGCCCTT
+GGGTAAAAACGGCAGGATGCTCTACTAACCATAGTTCATCGGCAGTAGTGTCATCACGATTATCGGTAAA
+ATCTTTCATGGCGTGCCAAACTTGGCTGTAATCCATGGTATTTAGCTGACGGATGACCAATGAATCAGCA
+AGGCTGTTAACACTTTTTTCGATTGTTGAATTTGAGTGCATTCAGCAAACCTCGTCAATCTAGATTTTCA
+AAAATTAATGGTATTAAACGGGGTTATAAAACGTATCGAACCTGATCAATAGCGGTTAATGTTTTATAAA
+TAGTTTCAATATGCTCTTTGCTGGTAACTGTTACGGCAATAGAAACAGAATGATAGGTGCCTTTTGAACT
+TGGTTTTATTTTAGGTACGTAATCACCAGGTGTATGCTTTTGTAGTTCAGCTATGATCAAATCAGGCAAC
+TCGTCACAGGCAACCCCCATGATTTTAAAGTTCAATACTGTAGGAAATTCTAATAATTCGTCAAACTTGG
+TATTCATTTTATTTACTTCTTTTAGCGCTAGGTTGAAACGTAATAGCGGCATTTTATCATTAAAAATTCA
+GGGCTGATATTATTTTGTTTATAACTCTTTATTACAAAATATAAAAAAGCCTCAATAAAGAGGCTTTTTT
+TGATGTGTTTTTAGCTTTTTTTAGTTAGCAAACTGCAACTTAACATAATCTACTAAACGGCTAAATAAGC
+TACCTTCGTTAACTTCTTCTAATGTTACTAATGGGTACTGAGCTATATCTTCATCATCTAGCTGTAGAAA
+TAATGTTCCGACAACAGTTCCTTTAGCTAGTGGTGCCGTCAGCTGCTGGTTTAACTCAAAGTTAGCTTTT
+AAGTTTTTACGTTGGCCACGAGGAATGGTAATTGGCGTATCAGAGATAATGCCTAAATCTACATTCTCTT
+TGTCACCCATCCAAACTCGATTAGCAATAAATTTTTCACCTGCTTTATAAGGTGTAATAGTTTCAAAAAA
+TCGGAAGCCATAGTTCAACAATTTTTTACTTTCTACTTTTCGAGCTCGCTCACTTGCAGTGCCCATTACT
+ACGGTAACCAAACGCATGTCACCTTTTGTTGCTGAGGTAACTAAGCTATAACCCGCATTAGAAGTGTGAC
+CAGTTTTCATGCCATCAACATTTAAGCTTTTATCCCATAACAAGCCATTACGGTTATACTGCTTAATGTT
+GTTATATGTGAACGATTTCTGTTTATAAATTGCATATTCTTCAGGTACTTCGCGAATAAGCGCGATAGCC
+AGTGTTGCCATATCTCTTGGTGTAGTCATATGTGAAGTACTGTCTAAACCATGGCTATTTTCAAAAAAGC
+TGCTAGACATACCTAATTGCTCAGCATGTGCATTCATTAAATCAGCGAAAGCACTTTCACTACCGGCTAT
+ATGCTCAGCCATTGCAACACAAGCATCATTACCAGAGGCAACAATAATCCCTTGATTTAATAGGCTAACA
+GGTACTTCAGTACCTACTTCAATGAACATTTTGGAAGAGTCAGGGAATTTTTTAGCCCAAGCCTTTTCAC
+TGATCATTACTTTATCAGTATTTTTAATATTGCCATTTTCAAGCTCTTTACCAATAATATAACTGGTCAT
+TATTTTGGTTAAACTTGCAGGAGCTAACTGGGTGTCAGCATTTTCTTCAGCAATGATTTTACCCGTGGTG
+TAGTCAATTAAGATAAAACCCTTGGCATTGATTTGTGGCGCATCGGGGATAATAGTAATAGCGTGTGCGG
+CCGGTATAAGTACAATTGCTGTGCTAAATAGAGCGCCAGTAAAAAAGGCAAATACTTTATTGGTAGAATA
+TTTGCCAGAGAATTTTATTTTTTTAGTCATAGTGTTAGTCGTATGTGGGGAAATTAAGGAAAATCAACTG
+GACGAAAGTATACCACTTCTAAAAAACTTGGCTATGGGCAAAAAATAGATATTGTGCATAATTTCGCAGA
+AAACACGTTAAAAATGTAACAACGTTTATAATATTTGGTGTTAATCGACGCTATTGCCTTCTCTATTGGA
+TATTTGTGCTTGATGTTTATTTTGGAGAGGTTCGCGGGTAAGCATTAGGGTAGCCATTTTCTTTTAATGA
+CAGCAATAAGGCATTCAATGTTGCAATATCTCCAATAGGACCGATTTGAATGCGGTAAAGCCCTTGATGT
+TCAGGGTAACTGGTCTGTTGTTTATACTGAATTTCTAGTTTTTTAGCTGTGTTCATAGCAAGCTCTTTTT
+TGCTAGTTGCCAATACTTGAATATAGGGGGTAGTAATACCCATAGTAGTCTCTTTTTGGAGAGCACTTTG
+TTTTGGAATCGCTGATTTAACAAGGGCAGGGGTTACCGAACTAACTACAGAGGACGCTGGTTTTATTGCT
+GGAACTATAACCTTGCCTGTTTTTTTATCAAAATCAGTTATTGCGGTGATTTTTACTTGTGCAGTACCCG
+TTTTTAACATATCAAGTTTGTAAGCAGCACTATAGGATAAATCAATAATTCGTGATTGATGAAAAGGACC
+GCGATCATTGACGCGTACAATAACTGATTTATTATTCGCGGTATTGGTGACTTTTAAATAGGTCGGTAAA
+GGCAAGTTCTTATGAGCGGCGCTCATGGTATACATATCATAAATTTCACCATTAGAAGTGAGATGACCAT
+GAAATTTTTTGCCGTACCAAGAGGCCGTACCTGTTTGTTCAAAACCTTGTGCACTTGCTAATACCTTATA
+AGGTTTGCCAAAAACACGATAGTCTTTATTACCACCGCGGCTATGTGGCTCTGCGCGGGCAAGGGCATCT
+TTTAGCTCCGCTTGGCTTGGTATACGTGTCGGTGTGCTGTCATGTTTTTGTTGATAACGATCAGAGCTAC
+AAGCACTTAATAAAGAAATCAGCACAATAAAATACAGGTGTTTAATAGCTTGGTTCATAACGTTCATAAC
+TTTTATAAGTTTCACAATAAAGAGTAAGGCTTCAGTTGAATAGACCCGTTTATTTTAATCTAAACATGGA
+AGCGTCGATGCGTACTAATAGCCATTAATATGCCAAAACCTAACATTAATGTCACCATTGAAGTTCCACC
+ATAACTAACTAAGGGGAGCGGTACGCCAACCACAGGTAATAATCCAGACACCATACCAATGTTAACAAAA
+ACATAAACAAAAAAGGTTAGGGTAAGGCTACCAGCGAGTAATTTTGTGAAGGCATGCTGAGCATTGACCG
+CGATCCACAAGCCGCGCATTACCACAAATAAATACACGGCAAGTAAGGCAGCAACACCAATCAAACCAAA
+TTCTTCACTAAATACTGAGAAGATAAAATCGGTATGGCGTTCAGGTAAAAATTCTAATTGTGATTGTGTA
+CCTTGCAACCAACCCTTACCTTCAATACCTCCAGAGCCAATAGCTATTTTAGACTGAATTATATGGTAAC
+CCGAACCAAGGGGGTCTTGCTCAGGGTTTAAAAAAGTAAGTACGCGTTGTTTTTGATAAGGCTTCATCAA
+AAACATCCATAAAATAGGAACGAATGCAGAGGCCAAACCAACACAAGCAGAAATCAGTTTCCAACTTGCT
+CCAGCAAGAAAAATAACAAAAATACCTGAACTGGCAATAAGCAGAGAGGTCCCTAAATCAGGCTGTTTGG
+CAATAAGTAAAGTGGGTAGTAGCACTAGGATAAAAGCAAGTACTACCGTGGATATTTTTACAGGTAAGTT
+ATCTTGGCTAACAAACCAAGCAATCATAATAGGCACTATGAGTTTCATGATCTCAGAAGGCTGAAATTTT
+ATAAAACCTAAATCAAGCCAGCGTTGAGCACCTTTACCAACATGACCAAACAGCAATACACTTACCAGCA
+TTAATAAACCTAATACAAATACCGGTACTGCCCATTTTCGATACACTAATGGTGGTATTTGCGCCACAAT
+AAACATTCCTAGCAGGGCAACACCAATGCTTCTAGCCTTTCGATAAACAACGGCTATATCTTGACCACCT
+GCGCTGTACACAAGAAACAGCCCTAAAGCCAATAATGTTAATAGACCTATTAATAGAGGAACATCGATAT
+GAAGTCGTTGCCAAAGGGTGTGGATTTTTTGTTGGTCTTGTCCGCTACTGCGCATCAGTCAGCCTCTTGA
+TGTTTGGTTGCTGTGGCTGAATTTACTTTTGCTTTAGCTTTATGTGTTTGGCTGGTAATGACTCTATCAC
+CGAAATACTGATCCATCACTTGCCTTGCTACAGGCCCTGCATTGGTTCCACCACCACCTTTAGCTACATT
+TTCAATGGCAACGGCAATAACAATTTCAGGTTTATCAAAAGGTGCAAAAGCTATAAACATAGCGTTATCG
+CGTTTATTTTCCGAAGTGGTTTTTGCATCATATTTTTCATTTTGTTTTATGCGTGCAACCTGCGCTGAAC
+CGGTTTTACCTGATGCATCATAGGTAGACCCTTTAAATGGCTTATATGCGGTAGCACCAAATTTTTGTAC
+GGTATTATGCATAGCATGTAACACAACATCCCAATTTTTATCATCTTTAAGCTTTAATGGCGCACGTGGT
+TCATAGATTGTTGGCGTAATTTGGTGATAAGCGTTACCACTACTCTCAATGATCAATTCACTATTGGCTT
+TTAATAAATGTGGCACCTTGCGCTCACCATGATTTACCAAGGTGGTTAGCGCTTGGGTTAATTGTAGTGG
+TGTAACCGTCCAGTAACTCTGGCCAATACCAACAGAAAGCGTTTCGCCTGTGTACCAAGACTTATTGTAT
+CGTTCACGCTTCCAAGCAACGCTCGGCATTATAGCTTTACTTTCTTCGTGGATATCGATGCCGGTATAGT
+CACCAAAGCCAAACCTTTCCATCATATTACTGATTTTAGTGATGCCTAATTTAAAGGCCAAATCATAAAA
+ATAGATATTACAGGACTGCTCTATAGCCTTGGTTAAGTTAACCATGCCATGTCCCCAAGGCTTCCAATCT
+CGGTATTTATTAGGCAAGCCATCTAGTTGATACCAACCAGGATCGTAAATTTCGGTAGTTGGCGTAACAA
+CATTTTCTTCTAAACCTGTTAACGCGAGAAAAGGTTTAACGGTAGAGGCTGGAGGATAGCCTTGCACACT
+TCTATTTATTAGAGGTAAATCTTTTGATTCAAGTAATTTTTTATAATTTTTACTACTGATACCGTGCACA
+AATAAGTTACCGTCGTAGCTTGGGTTGGAATACATGGCTAAAATTCCACCTGTACGAGGATCCATTGCTA
+CAATTGCGCCGCGCTTACCTGATAAAGCACGTTTAGCAATCATTTGTAATTCAATATCTAAGGTTAGTGT
+GAGGTCTTTACCTGGCACTGGCGGAGTATAATTGAGGGTACGAATTATTCTGCCTTGGTTATTTATCTCA
+ACCTCTTGATGGCCAATGGTGCCATGAAGCATATCTTCATAGTATCTTTCGATGCCTAGTCTACCAATGC
+CATAAGTCGCAGCATAATTTTCAGATTTACCTTCTCGTTCTAATTTATTAGCATCTTTTCTGTTTATGCG
+AGCAACATAACCTAGGTTATGCGTGGTTAAGTCGGAAAAAGGGTAATAGCGCTTTAAGCGAGCGCTTACA
+AAAACACCAGGGAACTTATGCTGATTAACTGAAAATAATGCAACTTGTTGATCACTTAAACGCGAGTGTA
+ATTCTACCGGTTTAAAACGACGTTTACTTTTCATGGATTTGAAAAATTTAGCTTGTCTTTCCGGACTAAT
+ACTGAGTAACAGACTGACTTGCTCAATGCTGGCTTTAATATCATCAACATCTTCAGCGATGACTTCTAAA
+CTATATACCGGTTTATTGTCGGCGAGTAAGACACCATTTCTGTCATAAATTAAACCGCGATTTGGCGCAA
+CAGGCAGTAACTTAATTCGATTAGAGTTGGAGCGTGTTTGATATTTTTCGAAAGATTCAACTTGTAAGTT
+AAATACATTGCCAAAAAGCACTAATATGACCAGCACAACGCCAGCAAAAGCGATGAAGGTACGTCGAGCA
+AATAAATTTGCTTCAGCGGATTGATTTCGAATAACAATGCGACGTGGAGACATTAGCGCACTCTATTAAA
+AATATTTACTAAAAGTATGGCTAAGGTAGTCATTAACAAAAGCTATTCTCTATGATAAGGGTGGTTAGTG
+TTTACGCTCCAAGCACGATACAAGCTCTCAGCTATGAGTATTCGAACCATTGGATGAGGTAGCGTAAGTG
+CTGATAATGACCACTTTTGCTCTGAAGCTTTAATACAAGCGGGCGCTAAACCTTCGGGTCCACCTACAAG
+TAATGCGACATCTCTGCCATCAAGTTGCCACTGTTCAAGCTGTTTGGCAAGTTTTGGTGTTGTCCAGGAT
+TGCCCTTCAACTTCAAGGGTAACTATACGATTTCCCTTAGGAATTGCAGCAAGTAATAACTCACCTTCTT
+TAGCGAGTATACGGCTGATGTCAGCATTTTTACCACGTTTTCCTGCAGGAATTTCAACTAAGTTAAAACT
+TAAATCGCGAGGGAAACGACGGCTGTATTCTGCAAACCCTTGGCTAACCCATGCAGGCATTTTACTACCA
+ACGGCATATAAAGTGAGTTTCATAAATCTATGTGGACTATTAGGTTTATTATCATGAAAGGTTTTTGAGC
+TACTTAGCCGATTGAAATAAGTCGATTTAAGTAACTAGGTTGAAGTTGACTAGATCGAAATTTTGATAAA
+ATAACGAGAGCAGGGGCTATAGAAGAGTAATCGTCTATTTAGATTTACACCGCACTACACTCGTTTTATT
+ATTAAACAATGTTAACAAGTAACTTATTCAGCCCAAAGCTGCTCAAGGTTATACTTATCACGTTGTTCGT
+CAGTCATTACATGAACGATGATATCGGCTAAGTCGACTAATGCCCATTCACCAACATCGTTACCTTCCAT
+GCCACGTGGTTCAGTACCTTGAGCACGACACTCCATAGCAACTGATTGGGCAATAGATTTTACATGACGG
+TTTGAATTACCTGAACAAATAATCATGTAATCAGCAAAGCTTGCTTTGTCGCTAATATTAAGAGCGATGA
+TATCTCTGCCTTTCATGTCTTCAAGTTTTTCTATGACAAATGCTTTAAGTTGTTCAGTTTGCAAGGTGTT
+ATTCCTATCGTTAATCGTAACTTTTGATGTGCTCTTTATCGAGCGACTATAAATAATAGTGCGATATTAA
+CACTTTTTGCGCGCAGGGTTAACGGTAAAGATTATTTTTGTTAATAAATTCTGAAATTGAAGGGAGTAAT
+TGATGATTACAACTTTGTTTTTGCACCAATTCTTGACGAATATGTGTTGATGAAATATCAAAAAAACATT
+TATGGACAAAATATATCTTACCTGATTCATGTTGCATTAATTCAGTCATGTCAGTTGTTTGATGATTATT
+CAGTAATGCCTTTGTTTCATCATTTAATCGTTCAACAGGATAATTTGGTCGAGTATTAACGACCAGATGA
+CATAAGGACAAAATTTCTTGATATCGATGCCAATGAGTAAATGACATCAGAGAATCCATGCCAATAATAA
+AATATAAAGGCTGATTAGGATATTGCTGTTTCAGTTCATTGAGCGTATCTACCGTGTAAGAGTGTCCCGA
+ACGCTTTAATTCTCGTTGGTCACAGGTAAATAATGTACTATCTTCACAAACAATCTCAACCATAGCTGCA
+CGTTGCTCGGCACTTGCGTGGGGGACTAAGTCAGGTGAGATTTTATGGGGTGGAATGTGTGCCGGTATTA
+ATAGTACTTTTTGTAAATCGAGCTCATTGGCAACGGCTTGAGCTGATCGAGTATGGGCTAAGTGAATAGG
+ATCAAAGGTTCCACCTAAAATGCCAATACCTTTATCTAGGCCAAGTTTGTCTGAATTGTTTTCTTTACTT
+TTATTAGCCATTTTTCGATTCGTCATCATCTCTTTAGCTATATCTGCATTTTATATTGTGGCATTAGCCA
+TAATTAAGACTAAAGGCTGCTGTTTTTTCACCGTGATACAAGGTGATGCACAAATCAGCTAATAGAATAA
+AAATATTAAACTCGCTGCTGGTTTTACTTAATAAGTCTATATCAGCAATACGCATCATGGCTCGCTTTAC
+GTTATCAAGTTTGATGTGAGTTAAGGCATGTTGGTACAAAGGTTTACGTTTATCCCATATACGGTATTGT
+TTATAAATATTAGCAATACTTTCACCTTGGGCTAACTGATTTAACATGGCGTATAACTGGTTTATCTCTT
+TATGGAACACCCAAATCAGTTGCGCGGGCGCCATGCCTTCTTGCTGCAGTTGATCGAGCATAGTGATACA
+TTTAGCACAATCACCACGCAATAAAACTTCGATGACCTGAAAAGGATTAAACTTCGCTTGTTTAATGATT
+AACTGCTCTGCTTGTTCAACACTAATTGTTTGTGAACCAAAGAGTAACACCAGTTTATCTAGCTCTTGGG
+CAAGGGCAAGTAAATTACCTTCAAACAGTTCAATAAGTAGCGCGTTTAATTCGGGAGAGATGTTAAGTTT
+CAACTGTCTGGCTTGATTATTCAACCATTGAGGCATGAGCTTTAGCTCGATATCATACAAGGGTAAATAA
+CAGCCTAATTGGGTTAGACTTTTAAACCATTTTCTATTTGCACTAGCTGCATCAAGTTTTGCGCCATGGA
+ATATAAAAATAACATCCTGTGGAACATGACCGCTATTAATGTCTTGCGTTAAGCGCTCAGCCAAAGCGAG
+TAAAGCCTTGTTTCCTGCATCGCCAACTTTTACCGTTGTTAACTCTACTTCAATGATACGTTGGCTGGCA
+AAAAGGCTTAGTGATTGATATTCATCAAGCAACTGCTGCCAATCAAAAGCAGTATCACTACTAAAACGAA
+TGATCTCACTAAATCCTTGGCTTTTAGCATTATTTTTAATAGCAGCTAAGCTGTTATCTTTTTGCCATGG
+CTCATCACCAAAAACCAACCACACAGGTTTAAAACCCTGTCGTAGCGTATTGTCTAGTTGGTTATGGTAA
+ATTTTCATGAAGGCCTTTGTTATCTATAATAACTTGCTATAAATTTTTTACAGTGAGTTGTAAAACTAAT
+CAAAATTTAATGACTTTAACTAGCGTTGAATTCTTGCCAAATCACGTAATATTTTATCGGCAGCCGATGT
+TCTCATTTCACTTAACAATAAAGATAACTCTCGGCTTTTTGCTAGAGCGATATTAGGATCATCTTGATAA
+TCGCGATAAAGTTCAAAGCGAAAATCTCTCGCATCTTCACCAGTAAAACGGACCTGATAATGCACTGAAT
+AGATCAGTTCATACTCTGCTACTTGACCATTAGAAAATAACGATAACGTTCGTCTATCTAATTTATCAGA
+AAGAATACGCAATTCAGGAACGTCAGCTTTTGAATGCTTTAATACGTTAACTTGGTTGCGTGTTAAATTG
+AGTTTAACTAGGCGCGTTAACTCTCCATGAATATCACTTGAGCTAACATAAAGCGTTTGTAAGTCATCAT
+CGAGCAAGTAATCACCACGTAGTTGAAAACCACAAGCGGACAATAAGCTTGTGGTCAACAATGCGATAAT
+TAAGCTTTTAATGACAAGGCTTAATTTATACATTTATCTATAACCTGTTAGTTGCTGCATACGTTAGTTG
+GCGACAATATTAAGTAATTTACCTGGAATATAAATAACTTTGCGTATGGTGTTACCATCAGTAAATTTCA
+AAACGCTTTCATCATTTAAGCCAAGTGCCTCAACATCTTCTTTACTCGCATCGGCGGCAACAGTTATTTT
+TGCACGTACCTTGCCGTTAACTTGTACAATGATAAGTTTTTCATCTTCAACTAAAGCACTATTGTCGACG
+ACAGGCCAGCTAGCATCTTCAACATTCTCATCACTACCGCCAACTAATTGCCATAAATGGTGACATAGAT
+GTGGGGTAATTGGCGTTAACATTAATACCACTGCGCGAACAGCTTCTTGCATTACCGCTTTATCTTCATC
+ACTGTTTACTTTAGCTTTGCCCAAATGATTCATTAACTCCATAATGGCAGCAATGGCGGTATTGAAAGTA
+TTGCGACGACCTATATCGTCGGTCACTTTCGCAATGGTCTTATGTAACTCACGACGCAGCTTTTTATGAT
+CAGCGTTTAATGTTAACTCAGCAATATCGACCACGGCAGAGTTATTGGTACTTTCAACAAATTCATGCGC
+TAATTTATAAACACGTTTCACAAAACGATGTGCGCCTTCAACACCGGCATCAGACCATTCTAAGGTTTGC
+TCTGGTGGTGAAGTGAACATGATAAATAAACGTACCGTATCAGCACCGTATTTCTCGATAACTTCTTGTG
+GGTCAATACCGTTGTTTTTCGATTTAGACATTTTGCTCATACCTGCAGATAACACAGGTTGGCCGTCAAT
+TTTACTAATGGATGAAGTTATTTGACCTTTTTCGTCACGCTCAACTTCAACATCCGTTGGTGCAATCCAC
+TCTTGTGCGCCGTTGTCAGCTTCACGATAGTAGGTTTCAGCTAACACCATGCCTTGACATAAAAGCTTTT
+TAAACGGTTCGTCACATTTAACTAAACCGACATCTCGCAATAACTTATGGAAGAAGCGAGAGTATAATAA
+ATGTAGGATTGCATGTTCGATACCACCAATATATTGATCTACTGGCAACCAGTAGTTTGCTTTGGCAGGA
+TCAATCATTTGGGTGTCGTCATTTGGTGAACAATAACGTGCGTAATACCAAGAAGACTCCATGAAGGTAT
+CAAAGGTATCGGTTTCACGAAGGGCTTCTTCACCGTTATAAAGGGTTTTTGCCCATTCTGGATCTGCTTT
+AATCGGTGAAGTGGTGCCATTCATTACCACATCTTCTGGCAATACTACCGGTAATTCATTTGTCGGTACG
+GGTACTGACTCACCATTGGCAAGGTTAATCATTGGAATTGGCGTACCCCAATAACGTTGACGAGAAACAC
+CCCAATCACGTAAGCGGTAGTTAGTCGTCGTTTTACCTTTGTTTTCGCTGATTAACTTGTCGCTGATGGC
+TTTAAACGCTTCTTCAAAATCTAAGCCATCAAATTCACCAGAATTGATTAAGGTAGATTTTTCAGTGATA
+GCAGCCTTGTTAATATCATCAGCCTCTTGCCCAGCAATAACTTGCTCAATAGCCAAACCATATTTAAGCG
+CAAATTCATAATCGCGTTGATCATGTCCTGGTACAGACATTACAGCACCTGAGCCATAATCCATTAGCAC
+AAAGTTAGCGGCCCAAACGGGCACTAATTTACCGGTAAGCGGGTGAATGGCTTTAAGACCGGTATCAACA
+CCTTTCTTTTCCATTGCAGCCATATCAGCTTCAGTGGTTTTACTGTTTTTACATTCATCAATAAAAGCAG
+CTAAATCTGCATTATCCACGGCGGCAGCTACTGCTAAAGGATGCTGAGCGGCAAGCGCAACATAAGTAAC
+ACCCATTAACGTATCAGGTCGAGTGGTGTAAATATCAAAGCTTTCAGTCGAGTCAGCAACGGCAAAAGTC
+ATCTCAACACCTTGAGAGCGACCAATCCAATTACGTTGCATGGTTTTTACTTGCTCAGGCCATTCGGTTA
+ATTGATCTAAATCATCAAGTAATTCTTCGGCGTAATCAGTGATTTTAATAAACCATTGTGGAATTTGTTT
+ACGCTCAACTAGAGCACCTGAACGCCAGCCTCTACCGTCAATCACTTGTTCGTTTGCAAGTACAGTTTGA
+TCGACTGGATCCCAGTTTACCGTGGCATTTTTCTTATACACTAAACCTTTTTCGAAAAGCTGGGTAAAGA
+ACCACTGTTCCCAGCGATAGTAATCAGGTTTACAGGTAGCTAACTCACGGCCCCAGTCATAACCAAAACC
+TAGTGATTGTAATTGATTACGCATGTAGTCAATATTTTCATAGGTCCATTTCCCTGGCGCTGTTTTGTTT
+TTAATCGCAGCATTTTCAGCGGGTAAACCAAAAGCATCCCAACCCATTGGTTGCATGACATTTTTGCCTT
+GCATACGTTGGTAGCGAGAAATAACATCACCTAAGCTGTAATTACGTACATGACCCATGTGCAATCGACC
+ACTTGGGTAAGGGAACATAGCTAAGCAGTAAAATTTTTCTTTGTCTGGGTTTTCAATAGCTTGAAAAGTG
+TTGTTATCAGTCCAAAATTTTTGTACTGTTGCTTCAATCGCTTGGGGATTATAAATGGCTTCCATTAAGA
+CTTTCTCTAATGCTTTTAAGATGTTACCGAATTGCCTGCTATGCGACATAAAATTGCATAAACTGCGGTC
+AAATCGATGTTAGATTATCGCTGTAGAATACCTTATATAACTGGGTAACAACAAGCATAATTAAGCGTAA
+ACTATAACTTTTCCTATACTTGAACCTATAGTTAAAGTAATACTCTTAAGGGAGAATACTAATGTCACAA
+CAAAATGATTACTTTGCCGATATTTATCAAAAGCTGAACGACTGGTTGGTCGAGATAAAAGTTGAGCAAA
+AGCCACATATTGACGAGTTTATCAAGCAGGCTAAGTTATATGCGGGTGCTGCTGAAACAATGTCAGAAGA
+AAAACTGCAACAATTTACCGATAACTTAAAGTATGATTTACATGACTTTTATCAATTAAATCGAGCACAA
+GCCAAAAATTCGGTCTATTTAGGTTTATTAAATGAAACATTATGGGATAACCTCGCTCAATTAACCGATA
+AATCCCAAGTAGAATGGGCCGAGCTTGTTGATGACTTTAATCATGACGGTTTATACAAAAGTGGTGATTT
+CATTGGTTTTGGTGAGCTGCAATGTGAACAATGTGATGAAAAAACAACAATTATGCATTTTAGTGAAATT
+AGTGACTGTGTTCATTGTGGTTCAAAAGAGTTTGTTCGCCTCCCTCTCAAACCTTAACTTTACAATTACT
+TGTTAGCATAAATGTTAGCAAGTACACTAGCGCCAAAATTTCGATGCGCATATTTAGAAATGTTAATTTC
+GATATGCTAAGTTCGATTCTTTCATTATTAGGAGCGTGACTCATAACGCTCTTTAAAGGATTTATATGAC
+TAAAATGCCTACTTGCCTTGCAGATCAAACCCGTCTGGGTATTGATGACCTCACTTCTTCTTTGTCAGCT
+TCATTATTTTCCGATGGGATAAAACCAGTCAATAAAGGCAATGAATTTGACGCACAGGGATTTGTCGGTC
+ATGAAAGAGCAAAAGAGGCTTTAGAATTTGGCTTATCTATGTCTGCTATTGGCTTTAATGTTTTTGCTAT
+GGGGGAACATGGCACAGGGAGGCAAACATTAATTAAACAAATGTTAACTTCGCTCGCTAGTGCGAAAACG
+GCACCAGATGAATGGTGTTATACCAATAACTTTGACGAAAGTCATATTCCGTTAACGTTGTCGGTTAAGC
+CTGCTGATGGTAAAAAATTATTAGTAAGCATGAATAAATTTATTGATGGCTTACTGAGTTTATTTCCAGA
+GGTTTTTGATAATCCGGGCTACCAAAGACAAAAATCAGCCATTGATCGAGAGTTTAATCAAAAATACGAT
+CAAGCTATTTCAGTGGTTGAAGAGCTTGCTCTAAAAGAGAATGTGGTTCTGTATGAAGAAAATGGCGAAG
+TAGGTTTTTCACCTTTAGTTGAAGGCAAGCCATTAAGTGATAAAGAATTTTCTAATCTAAATGAAACAGA
+TAGAGCTAATTTTTATAAATCATTAAATGAATTAGAAAACGTGCTGTCTGAGCAACTATTAGAGTTACCC
+TTATGGAAGCGGCTTTCTTTTGACCAGTTACGAAAACTTAAAAGTGATACCGCCGAGAGTGCTATCAAAC
+CTTATATAACTGAATTAGAAAAAGAGTTTAGTAATAACGAAGGCGTACTAAGCTATTTAGGCAAAGTGAA
+AAGCCACGTAGTCGATGCCGTTTTAGAGATTTTAGTAACCGAGTCTGATGATACCCCTACAGATAAAGAA
+TTACGTAAATTAATGGTTGAACGATTTTTACCAAACCTACTGGTACCAAGAGATAACACACAAGGGGCAC
+CGGTAGTTTATGAACAAAACCCGACTTATCAAAACTTATTTGGTCATGTCGACTTTGCTAGTTTTCAAGG
+GAGTAGCTATACCAGTTACCGCTTGATCAGACCAGGCGCATTGCACAAAGCTAATGGTGGTTACTTACTA
+TTAGATGCTGATAAAGTGTTAAGCCAACCTATGGTGTGGTCACGCTTGAAGTTAGCGTTAAAAACTCAAC
+AGATCACCATTGAAAATCCTTATTCAGAATATAGCCCACCTAGCGGATATAGCTTACAGCCAGAAAAAAT
+CCCGCTGCAAGTTAAAGTAGTACTACTTGGTGATGCAGAAATTTATTACACCTTACAAGATTACGACCAA
+GAGTTTACTGAGTTATTTAGAGTCTTAGCCGACTTTGACCGCCATCTTGATAAAACGGATAGTAATTTAA
+TTGCGTTTGGACAATTAATCAGACAACGTGCTGATAAACATAATTATCCTGAAGTGAGTGATGATGCAGT
+TTTAGAACTAGTTCGTTATGCCCTTAGACGAGGCGAACATAAATATAAAGTGTCAGCAAATATTGTACAG
+GTGAATGATTTACTCGACGAAGCAAATTACTGTTGGCAAAAGCAGGGTAGCGAAGGCCCATTAAAGGCTC
+AACATATTGCTTTAGCACAAGCCGCTAAAAAACGTCGTATCGGTCGGTTGAGCGAAACATGGCTCAGTGA
+AATTAAAGAGCAACAAGTACTGATTAATACCGAAGGTGGCTTTATCGGTAAAGTGAATGGCTTAACGGTA
+CTTGAGATAGGAGATAGTGTTTTTGGTACTCCTGCACGTATAACGGCAACCGTTTATGCCGGTAGTGAAG
+GCGTTACAGATATTGAACGAGAGGTTGACTTAGGTAAGTCTATTCACTCCAAAGGTGTTTTACTGTTAAC
+GGGTTATTTGGGCCACAAGTATGGACAAACATTCCCTGTAAGTATTTCTGCCAACATTGCCATAGAACAA
+TCTTACGGACATATAGACGGTGACAGTGCTTCTATGGCTGAACTCTGTGCTCTTATTTCTGCTATTACTT
+TATTACCAATAGATCAAAGTCTTGCGATAACTGGTTCCATTAACCAACACGGTGAAGTGCAATCAATTGG
+CGGTGTAAATGAGAAAATAGAAGGCTTCTTTCAGTTATGCCAAGATAAAGGTTTAACAGGAACACAAGGA
+GTTATTATTCCGAAAACTAACGTCATTAACTTAATGCTTAATGATGAAGTGATTAATGCTGTAGCTCGCG
+GAGAGTTTTCAATACATGCCGTTGAAAGTATTGATCAAGCACTGGAGTTATTGATGAATGTGGATGCTGG
+CATTATCAGTAAGACCGGTCGTTATCCGCGTAAATCTATTCATGGCCTGGCGCTTGATAAGTTAGAGAAT
+TTTTCCGATATACTTAATGGCTCTGAAGAGTAATATTATAATCTTTAGTTATGGTTGATAAGTAGGCGCA
+AATAGTTCGAAAATTGCTCTTGTTAGTGCTTTTGTTTATAATAGTAAAACAAAACAACAAGTCGCATGGA
+ATTCAAGTGGAATTTTCGACGGAAGAATTGGAATTTTTCAACAATATCTTTGCTGAAAAATCAACAGATT
+GTATGACTAGTGACTCACATCACAAGCTTGGTGTGAAATCAGGTGTGCCTCAGAATTTAAGACAAGTTTT
+AGTGGGTAGTCAATTAACGCTATTAGCAGAAATTGGTCATTACCAATTATGGTTCCCTATCTCTCTATCA
+ATAAATGAGCAAGGTGATTTCTCACCTAAATTAGGCACTCCTGAAGTTATTGATATAAGAGGGCACGAGC
+GTAGCTGGCGAATAAAAACGCCTAAAAATGTAGCCGTTATTGATATTTTTCATGATCAAAAAATTGAAAT
+TTTGTCACTTTCGGCCACAGGGTTAACGTTAAAAGTACCTAACTCAGGTAACAATTATATTGATCTACAG
+CAGTATTCGTTTGAAATGAGTTTAGCAGGTGAAGAACCGCTGAAGCTTGAGCTAGACTTAGTCAGACGTG
+ATAAAAATATTGTTGCAGCTAAATTTAAAGATTTACAAGAGGGGAAGGAAGCATTAAGAAAATTCCTATT
+CAACTCACATCAACTGAAGTACTCCAACCTTTATCAAGACGTTATTTAATAAAGTTCTTGTCAAATAGCA
+ATATCTCTGTATAATGCGCGCCTCGATAACAGGTTGAATGAATTTCAGCCAAAGTTAGTCCAATAAGCGA
+CTTACTTATACTAACTAGCAATAGTTTAATGGATGTATAAGTATATTGAGATGAGTGGGGTTTTACCGCC
+CAATAGACTTCCCAGCTAATTCGCCCCTAGAATTAGCAAGAAATATAGCGTCAATAGAACGCTATGCGCC
+TTAAGTCTTCCTGGTGGTTTCCTCGTATATATTTTACGCAGGTTAAGACTTAGCAATTTAAATCAAATGC
+TATTAAGTGCAGCTAATTAACACCCGTTAATTTGGCGGCAGCTTTGTGATTGATTTTTATAATTACGCCC
+AAGTAATTATGCTCAAGTAATGCGCCTGCCTTGCGAAGATGAAAATTATTTATGACTGATCAAAAAACTG
+AAACTGTAACAGAACCTGAAGCTGTAGCTTTTGCCTCTTTAGGCTTACCTGAAAACTTATTATCTGCCGT
+TCTTTCTATTGGCTTTACTTCTGCTACCGATATTCAAGCACTAACTATACCACCATTACTTGCTGGTAAA
+GATGTGTTAGGTGAAGCTCAAACAGGTACAGGTAAAACTGCTGCCTTTGGTTTACCTGCATTAGCAAAAA
+TTGATACTTCAATTAAAAAACCACAATTAATGGTTTTAGCACCGACTCGTGAATTAGCAATGCAAGTTGC
+TGAAGCAATCGAATCTTTCGGTAAAGACATGAAAGGTTTACGTGTTGCTACATTATACGGTGGCCAATCT
+TATGGACCACAATTTCAACAACTAGAGCGTGGCGCACAAGTTGTTGTTGGTACTCCTGGTCGTTTAATGG
+ACCACTTACGTCGCAAAAGCCTTAAATTAGATGAATTACGTGTTTGTGTGCTTGATGAAGCAGATGAAAT
+GTTAAACATGGGCTTTTTAGAAGACATCCAGTGGATTTTGGATCATATACCAAAAACTGCACAAATGTGT
+TTGTTCTCTGCGACCATGCCACCAGCGATTCGTAAAATTGCTAACCGTTTCTTAAAAGATCCTGAGCACA
+TTAAAGTTGCTGCTGTTAAAAAAGCAAAAGCTAACATTACTCAGTACGCATGGAAAGTTAGTGGCATCAC
+TAAAATGACTGCGTTAGAGCGTATTGCTGAAGTAGTTGAATACGATGCAATGATTATCTTTGTTCGTACT
+CGTAACGATACTGTTGATATTGCTGAAAAATTAGAACGTGCCGGTTACCCTGCATTAGCACTAAATGGTG
+ATTTGAACCAAGCACAACGTGAACGTTGTATTGACCAAATGAAATCTGGTAAATCATCTATCCTAGTTGC
+TACAGACGTTGTTGCTCGTGGTTTGGATATTCCTCGTATCTCTTTGGTAATTAACTATGACTTACCGGGC
+GATAACGAAGCATATGTTCACCGTATTGGTCGTACTGGTCGCGCTGGTCGTGAAGGTATGTCAATTGCTT
+TTGTACGTCCACGTGAAATGTACTCAATTCGTCATTATGAGCGTTTAACGAATGGTACTGTTCTTAATTA
+CGATTTACCAAATATCCAAGATATTGGTAAAATACGTATTGAGCGTACTCGTGTTGAAGTAGCAAAAATT
+GTTGCTGATAAAGATATCTCAAGCATGCGTGAAATTGTTGAAGGCATGGCTGCTGAATCTGAAGTTTCTA
+TGATTGATCTTGCTGCTGCATTGCTTTTCCAAAAGCAAATGAAGCAACCACTTCAACCAAAAGAAGATCC
+TAAGCCTCGTCGTGATGCACGTGAACGTACTGATCGCAATGACCGTGGTAACGACCGTAATAGCCGTGGT
+AATGATCGCAATAGCCGTGGTAATGATAGCCGTAGTGCTGGTCGTGATTCACGTGGTGGTGAGAACCGTA
+GTAACCGTGATGAAAAACCACGTAAAGCTAAAGTTAATCGCAGTGATGTTGATTGGCAAACTTACCGCCT
+AGAAGTCGGTAAAGAACATGGCGCTCGTCCAGGTGATATTGTTGGCGCTATCGCTAATGAAATATCGCTT
+GATAGTAGCTACATCGGTGCTATTAATTTACATGACAAACATAGTTTTGTTCAGTTACCTAAAGGTATCC
+CAACTGACTTGTTTAACCAGTTGAAAGGAGTACGCGTTCGTCGTCAACCTCTTTCAATCACTACTTCAGA
+TGAAGCAGTTGTTAGCCAACAACAGCGTCCAGCTCGTCGTACTGAAAAAGCACCACGTCATACTTAATTG
+ATGCGATAGCTTTATACCATTACGCATAAGAGAGTGAATACTTTTTTATGCGAGATGGTGTCACTTTAAA
+AAGCGCCTTATGGCGCTTTTTTTGTTTTTCGCAATGATAAAAGCTGGTTTAGGGCTTTTTATGCTAAAAA
+GTGTAAGTTTTTATCTCCGTCGCCTTGTTTGCCTATTGCTTTATCTATTACTATAGAGCCCAAAGTACAA
+TAAAAATAATTCTAATAGTAATGTCTGAAATAACATCCCAACCAAACGTTGAATCAGCCCATCATTTCGC
+AATTCGTGTCTATTACGAAGATACCGATGCCGGTGGAATTGTCTATTATGCGAACTATTTGAAATTTTTT
+GAACGCGCGCGAACAGAGTGGCTTAGAAAAATAGGCATAAACCAAGAAGTATTTTTGCAACAAAAGTTGG
+GTTTTGTGGTCAGAAAGGTTGAAATGGACAATGTTGCCTCGGCAAAACTTGATGATTTACTTGAAGTGAG
+TTCAACCATCATAACGCTGAAGCGTGCAAGTTTAGTGTTTCAACAACAAATTACCAACCAAGAAAAACAA
+GTATTGTGTACTGCTAAAATACGTATAGCGTGCGTTGATTTTAGTCAAAATAAACCCTGTGCTATTCCCG
+AATTAATACTAGGAGCGTTTAAACGTGTCAGCTGAAATATCTATTTTCCATTTGTTTTTAGAAGCAAGCA
+TATTAGTGCAATTTGTAATGCTTGTTTTGCTTACTTTTTCTATTGTCTGTTGGGCGATGATATTTCAACG
+TAGAAAAATTTTACGTACCGCCGCGGCTGAATTGAAAGCATTCGAAGATAAATTCTGGAGTGGGGCTGAT
+TTAAGTAAGCTTTATAGCGAAACTTCTGCAAAGTCACAAATACAAGGCATTGAAAGTTTATTTATAGCAG
+GCTTTAAAGAGTTTGCCCGTTTGCGAAAAAGCCATATTGATAACCCTCAAATTATTGTTGATGGTACGCA
+CAGAGCTATGCGTGTTGCTCTATCACGTGAAGTAGATAGTCTAGAAACGCATTTACCTTTTATGGCAACA
+GTAGGCTCTATTAGTCCTTACATTGGCTTGTTCGGTACAGTTTGGGGCATCATGAATTCATTTATTGCTC
+TAGGTGCGGTAAAGCAAGCCACGCTTGCTATGGTTGCTCCAGGTATTGCGGAAGCATTGATTGCCACCGC
+AATGGGGTTATTTGCTGCCATTCCTGCGGTAATTGCCTTTAACCGTTTTAGTCATAAAGTTGAGAAGTTA
+GAAAATAGCTACGGTAATTTTATGGATGAATTTTCGAGTATTTTACAACGACAATCAGCCGCCGAGCAAT
+CTACTAAATAGGGTATTACTATGTACCAAAGAGTTAGACGCCGCAAAGTGGCTGAAATAAATGTGGTTCC
+GTATATCGATGTAATGTTGGTATTACTCATTATTTTTATGGTTACCGCACCTTTAATAACCCAAGGGGTT
+AAGGTTGATCTACCGCAAGCAGATGCAGAGCCGCTTGATGAAGACAGTAAAACACCTCTGGTTGCCAGCG
+TAGATGCGCAAGGGCGTTACTATTTGACCGTTGGAGCCAATGATAAAGAGCCAATGTCTGCTGAAGAAGT
+TGCGATATTAGTTAAAGCACACCTAGCTATTGAACCGGGTACTCCGGTAGTTGTTAATGGCGATGGCGCG
+GTATCATATGATGCAGTTATACAACTGATGGTGATGTTACAGAACGTTGCAGGTGTTCCTTCGGTTGGTT
+TAATGACAGATTCGGTGGGGGAATAGCGTGGTCCAGCAATCAACTTCTCCTTTTAATATGAAGTCACCTT
+ATTTTAAAGCTGTGTGGCTAAGTATCGCATTGCATGTTGTTTTACTCGTTGGTTTATTGTCAGGAGACTT
+TTCTTCAGAGCCTAAACCGTTACCTACGCCAACAAGCCAATCAGCTGAGCCAATTAAGGCAGTAGTTATT
+GATAAGGCAAAGTTTGAGCAAGCAGTAAACAAAATTAAGAGACAGAAAATTAATGAGCGTGATGCTGAGA
+AAAAGCGACTGAAAGCCGTTGAAAAACGTGCGTCAGATGCTAAAAAGCGTCGTGTACAAGAACAAGCACG
+CATTAAAAAATTAGAGAAACAACGTAAGCAAAAAGAACAAGAAAAGATTAAGGCAGATAAAGCGGCTAAA
+TCATCAAAAGCTAAAGCAGCTAAAGCTGAAAAAGTACGTAAACAAAAAGAGCAGGAGAAACAAGTTGCTG
+AAAAGGCCGCTGCTGCTGCCAGAAGTAAACGTATAAAAGAAGAAGCGGATGCCAAAAAAGCAGAGGATTT
+ACGCCTTAAAAAAATTGCAGATCGAAAACGTCAAGAAATAGCAGCAAAAGAACAAGCTATTCAAGATGCT
+ATGTTAGCAGAGCAAATGGCTGATGAAATGGCGACCCGTAATAAAGCAAGACACCAACAAGTGATGACGG
+AAGTACAACGTTATTCAGCGTTGATTCAACAAAGTATTAATCAACGTATGATTACAGATCGCAGCACTAT
+GGCAGATAAATCTTGTCGATTAACGCTCACGCTGGCACCTTCTGGCTTCGTTATTGATGTAAAAGTAGGG
+CAAGGCGATAAAGTGGTGTGTGATGCCGCCAATATAGCCATTGGTAAAGCAGGTACGTTACCAGTTTCTA
+AAGATCCTGAAGTATTTAAAGAAATGCGAGAAATTGCGGTTACGGTAGAACCCAAATTTTAACTGATATT
+ATTTATCAGTATATTTTAATAGAGATTATAGGACCGTGTTTGGCTACATGGTTTTATTAAAATATTAAAC
+CAGTTAATTTAATAGCAATACCTCAAGCTATTTAAAGGAAAAGTATTAAAAATATGAAATTATTATCAAA
+CATTGTATTTGGTGCCTTGATTGCATTCACTTCTGTTAAGGCAATGGCGGCATTAGAAATTGTCATTACC
+GGGGGCGTAGATAGCGCAAGACCAATAGCTATAATCCCTTTCAATTGGACTGGTACCGGCGAGCGACCAG
+AATTATTATCAAAAGTTATTAGTGATGATTTATTACGTAGTGGCAAGTTTAGCCCTATTGCAATAGATAG
+ATTTCCGCAAACTATCTCGGATGCTAAAGCAATTGATTACAGTGCTTGGGCTAACTTGGGTGCTGAAGCC
+GTATTATTAGGTAATATCAACGAAGTTGCACCAGGTCGTTATCAAGTCAGTTACCAGTTAGTTGACGTGA
+TACGCGGACAGATCACCGGCGGTGAAACCTCAATGCTCAGTAATGGTGAATTAGTTAATCCTAAGGATCA
+TATATTGGCGCAAAGTAGCGCTAACATACAACTGAATCAAGCACGTCGTTATGCACACAGTATCAGTAAT
+GTTATTTATGAAAAACTTACGGGAAGTAAAGGCGCATTTTTAAGCAAAATTGCCTATGTTATTGTTCGCG
+ATCAAGGAAAGTATCCATACCAACTCGCTTTTGCTGATTATGATGGTTTTAATGAACATGTATTGTTAAG
+TTCTAAAGAACCATTAATGTCACCATCTTGGCATCCTAATGGTGACCAATTAGCGTATGTTTCATTTGAA
+AACCGTCAAGCACAAATCCACAGTATTGATATTTATACCGGCGTGAGAAAATCAATTAGCTCATTTAATG
+GTATAAACAGTGCCCCACGATTTTCTCCTGATGGAAAGAGCATGGCAATGGTCTTATCAAAAGATGGTAA
+TCCAGATTTATATGTTATGGAGTTAGCTACCATGAAATTACGTCGCATAACACGTAATCGAGCGATAGAT
+ACTGAGCCGAGTTGGACTCCAGATGGTAATTCATTGATATTTAGTTCAGAACGGGGTGGAAAACCGCAGC
+TATATCGCGTAGATTTAGCCGGGGGGAAAGTAAGACGTTTAACTTTTGATGGCGAGGTGAACCTAGGAGG
+TTCAGTAACACCTGATGGTAAACAACTGATTATGGTCAACAGAACGCGTGGTAAATATCGTTTAGCGAAG
+CAAGAATTATCATCTGGTTTATTTCAGGTGTTAACCGAAACTCGTTTAGATGAATCGCCAAGTGTGTCAC
+CAAACGGTGGTATGATCATATACAGTACCTTACATAATAATCGACAAGTATTGGGTTTAGTGTCGGTAGA
+TGGTCGCTTTAAAGCTAGATTGCCTGCACTTGATGGTCAAGTGAAAGCACCTGCTTGGTCACCATTTTTA
+TAATAATAAGATATACAAATAACTAATTGAATTTTAACTTATAATTTTAGAACAAAGGAAAATAAAATGC
+GCTTTAATAACATAGTAAAATGCTTAGCAATTGCTTTACCTCTTACCATTCTATCTGCTTGTAGCTCAAA
+CTCTGACACCGATGAGCAAAGCCAAGTCGATACTAATGCCCAAATTACTAAAAATGCGGAAGATGCTCAA
+AAAGCTCAAGAAGCAGTTCAAGTTACAGCGGCAAAACGTGCTGCAGAAATTGAAGAACAAAAACGTCAAG
+AATTAGCGCAATTACGTTCAGAACACATCATTTACTTTGATTTTGATGTTTCTAACGTAAACGACCAGTT
+CTCAGCTATTTTAGATGCACATGCTAAATTCTTAAATGCTAACTCAGATGTAAAAGTATTAATTGAAGGT
+CATGCCGATGAACGTGGTACACCTGAATATAATATTGCACTAGGCGAACGTCGTGCTAAGTCAGTAGTTA
+CTTATTTAGAAAACATGGGTGTTGCTGCAGGCCAACTTACTGTAGTTAGCTACGGTGAAGAAAAACCAAT
+GGTTAAAGATCGTAGCGAAAATGCTTTCTCTAAAAACCGTCGTGCCGTACTAGTTTACTAATACTTACTA
+ATACTTACTAAGACTTAATAAGTCTCAACTAAGCAGGTAACTGAATGAAACTGAATAAAGTTTTATTTGG
+CATGATGTTTACAGCTAGCGCCGTTAGTGCGTTAGCTGTAGCTCAAGCGCCAGTCATTGATGTTAACGCC
+AATTCTATCGACTCTTCCGCGTTAACAGAGCAATTAACAACCTTGTCACGTAAGTTAGACTCACGTAATA
+AGGCACAAGTGAATATACAACGTCAGTTGGATCTTTTACAAAATGAAGTGAATGAACTTCGTGGCGTGAC
+TGAATTGCATACCCACAAATTAAGTCAAGTATTAGAGCGTCAACGAGAGCTGTATAAAGAAATTGATAGA
+CGAGTTAATGAAGTACTTAAATCAACAAGTAAAACTGCTTCAGTTACTATGAGCCCAGTTGCGACGATTA
+GCACCGCAGGCAATGCCACTAGTTACAGTAATAACTTAACTGAAAATGAAACTTATGACCATGCACTTAA
+TCTCGTTTTAAAAGATAAACGTTACCAGCAAGCTATTGTTGAATTTAGAGCCTTTAATAAAAGCTTTCCA
+AATTCAAGCTATGCACCTAACGCCCATTATTGGTTAGGCCAATTACTCTTTAATCAAGGCGAACTTGCAC
+AAGCTGAACAAGAGTTCTTAATTGTTGTTAACAAACATAAAGACTCAACTAAGCGTCCTGATGCACTATT
+AAAGCTTGCTATGGTTGCTCAAAAGCAAAATAATGCTAAAAAAGCGATTTCAACCTATCAACAGTTGATA
+AAAGAGTACCCAGAATCAACAGCGGCAAAACTTGGCAAGCCACGTTTAGCCAGTTTAACTAAGTAAAGTA
+TTTATAGGCTATTGGCACTAAATTGCTTTTTGTTGATGATAAAACTAGCGCATTGCTGACAAATTGCTCG
+AACAGTAAATTATATTAAGAAAAACGAAGTTTATTGTTGCACTTAAATAAATTATGAGTATTATATGCCC
+CGCATTGAGGCAGTGACTCAATGCATGTCGGCCGTTAGCTCAGTTGGTAGAGCAGTTGGCTTTTAACCAA
+TTTGTCGAAGGTTCAAATCCTTCACGGCCGACCAATTTCTAAGGTAAAATATTCGCTTGTTGAAGTGATG
+TTTTATTTTGAATAAAAAGTCTCTTTATCGTAAAGATAATGGAGCAAGTAAATTTATAATGTAACTCTTG
+AATCGGCCGTTAGCTCAGTTGGTAGAGCAGTTGGCTTTTAACCAATTTGTCGAAGGTTCAAATCCTTCAC
+GGCCGACCAATTCAAGAACGATTAATATTTACTTATAAGATAAAACGGCCGTTAGCTCAGTTGGTAGAGC
+AGTTGGCTTTTAACCAATTTGTCGAAGGTTCAAATCCTTCACGGCCGACCACTTTCTAATTCAAAGTAAT
+AACTTTGAGTTTGAATTAAAAGTCTCGTTATTATAATAGATAATTGAGCATGTAAATCGAAACAAATCTT
+GAATCGGCCGTTAGCTCAGTTGGTAGAGCAGTTGGCTTTTAACCAATTTGTCGAAGGTTCAAATCCTTCA
+CGGCCGACCATTTCAAGAAAGTAAAAGTGTATATTATTAGGAACGGCCGTTAGCTCAGTTGGTAGAGCAG
+TTGGCTTTTAACCAATTTGTCGAAGGTTCAAATCCTTCACGGCCGACCACTCCTAATCTAAAGAACAGCA
+ATAAGCTTCATCATATTTCTACAGTGATAAAACTTCTTAGAATTAAAGCCAAGGCTTTTAACCGTTTAAG
+CTAAATTTATTCAAAGCTTAAAATTCTTCACGGTTGACCAATTCAAGAACATTTATCATTTATTTATAGT
+TAGGAACGGCCGTTAGCTCAGTTGGTAGAGCAGTTGGCTTTTAACCAATTTGTCGAAGGTTCAAATCCTT
+CACGGCCGACCACTCCTAATTTAAAGAATAACGATAAGCCTCATCATAAATTTCTACAGTGATATAACTT
+CTTAGAATTAAAGCCAAGGCTTTTAACCGTTTAAGTCCAATTGATTCAAAGCTTAAAATCCTCCACGGCC
+GACCACTCCTAATTTAAAGAATAACGATAAGCCTCATCATAAATTTCTACAGTGATATAACTTCTTAGAA
+TTAAAGCCAAGCCTCAAACCCTGCACAGCTATCCACTTTTAATTCAATCAGTAATTCAATCAGTAATTCA
+ATCAGTAATTCAATAACTATTCTAAATACCCTTTAAGATTCACATAACTCATAACCAAAGCGTTTAACCG
+TTTAAGCTGACCATTCTCCACTACACATTAGTATTACTTTCCCTTATAATTACCGCGTTTTTACGTGTCC
+TGAATTAGAGAGAATCCATGAGTATAAGTAATACTGCGGTAGATTTTGATTTTCAATTTCCAGCCAAACC
+AAAACCTTTAGCCAATGATGAAAAGGCACAATACATAGAGAAAATTAAACTGCTCTTAATTGAAAAGAAT
+GCCGTATTGGTTGCGCATTATTATACTGACCCTGAGATTCAAGCTCTTGCGGAAGAAACCGGTGGTTGTG
+TCGCTGATTCTCTAGAGATGGCTCGTTTTGGTAAACAGCACTCGGCAGAGACCTTAATTGTTGCTGGTGT
+GAAGTTTATGGGCGAAACGGCTAAAATTTTAACACCAGAAAAAACTGTTTTAATGCCTGAGCTTGAAGCG
+ACCTGTTCGTTAGACTTAGGTTGTCCTATTGAAGAGTTTTCTGCTTTTTGTGATGAGCATCCAGACCATA
+CGGTTGTTGTTTATGCAAATACCTCAGCAGCAGTTAAAGCTAGGGCTGATTGGGTGGTAACATCGAGTAT
+TGCACTAGAAATAGTTGATATGCTTGAGAGTGAAGGTAAGCCTATTCTATGGGGGCCAGATCGTCACTTG
+GGTTCATACATCGAAAAAGAAACAGGTGCCAAAATGCTGATGTGGCAGGGCGCTTGTATCGTTCATGATG
+AATTCAAAGCAAATGCACTTCGTGATCTCAAGCTACAATACCCCGAGGCAGCAGTACTTGTTCACCCAGA
+GTCACCTGCTAACGTTGTTGAAATGGCCGATGCTGTAGGCTCAACCAGCCAGCTAATTAAAGCAAGCCAA
+GACATGCCTAATACCCACTTTATCGTCGCAACGGATAAAGGTATCTTTTATAAGATGGAACAAGCTAACC
+CTGGAAAGACCTTTGTAGCCGCTCCTACAGGCGGTAACGGTGCAACCTGTAGAAGTTGCGCTAGTTGCCC
+TTGGATGGCAATGAATGGTCTTAAATCTATTCATGATGCGTTAGTCAGCCCTGTTGGTAAAGAAATCAAC
+GTTGATGAAAATCTAGCTGCACAGGCCTTAATTCCTTTAAATAGAATGCTTAACTTTGCCGCAGAAAATA
+AATTAAAAGTAAAAGGTAATGCCTAGCTTTGTCGTGTAATTCATTCATTTTTAATATTTATGAATAAATA
+AACAGCACTTAAACCATTTTTTAACGATAAAATTAAAATAGCCTTGCACCAGCAAGGCTTTTTTTCTACC
+ATAGCGCCTGTTGACGATAAGGTACCTAGCTTAATGGTTAGTATGGTGATTTTACATGTATAACGTGTAT
+ATCAACTGAGTACTGAATTGGAAGCAATGATGAAGATAACATTTTAAATATCATACAAAATTTGGTGAGC
+TGGCCGAGTGGCTGAAGGCGCACGCCTGGAAAGCGTGTAAAGGTTTATCCCTTTCGAGAGTTCGAATCTC
+TCGCTCACCGCCATATTCTATAGATAAGCCTCTGTTTTACAGGGGCTTTTTCGTTCTTAACTACGGTAAA
+AATTCTGCCACAAAAAAGACAAGTTATATTGCTACTTCCAAATTACTTAGCTCAATCCCCACTCATCAGT
+AAAGCATACATCTAAACCTAGATGGGCATTTCAACGTTCATTTAAACGATTGTTTGTTGACACCCATCAT
+ATTAATAACTGAACTAACTTGTTATATTGTATAAAAAAGGATTTAGCCATCGGTGGAAAAGGGCTTTCTA
+AATAAAATATCCTTAATATAGTTCTCTTATAAAAAACTTATCTGAGTGAAAGATATTTATGAATGTTCAT
+CGAATAACAAGTATCGTAAAAAGCATTTCAGACATCAATAGTGATAATTTTTTTGATGAAATTTGTTTGT
+CACTAAGTCGTGCCATTGATGCAGATTTTGTTTTTATAGCGAGTATTGATGACTCCAAAACCAATGCAAC
+CTCTATTGCTGTCGCTAATAGAGGTTGCATAGTTGACAACTTTACTTATGCACTTAAATCTTCTCCCTGT
+GCTGAAGTTTCTAATGAATCTATTTGTACCCATCGTTGTAATATTCAACATCTGTATCCAGATGACCTCT
+TACTCAAAGATATGAAAATTGATGGTTATGTAGGCATTCCTTTAAAAACGAGTAAAGGGCAAGTTAGTGC
+AATTTTGGTCGCTTTGTTTGAAGATAATATTAGTAATGTTCTGGAAGTGGAAACACTCTTTATGCTTTTT
+TCTGGTTTGATAGAGAAAGAAATACATAAAAGTAGCTACTTAAAAAAAATAGAATTTTCTAATAATATCA
+TTGCTAATACTCACGAAGCTATCATGGTGTGCGATAAAGACAAATTTATCACTTATATCAACCCGTCATT
+TACGCGTATGACTGGGTACACACAAGCTGATTTGCATGGCAAAACACCCAAAATTTTAAATTCTGGAAAG
+CAAACTAAAGCCTTTTATCAGACCATGTGGGCAGACATCAATAAAAATGGTCACTGGCAAGGTGAGATTT
+GGAATAAATGTAAAAATGGTAGTGAATATTTAGAATGGCTTTCTATTACTGCTATTGTAGATGAGTCTAA
+TGAATTGACACATTACACCGCTTTTTTTTCTGATATCACAGAGCAATATATAGCGAAAGAAAAAATAAAA
+TTTCAAGATTCATATGACGATTTAACCAAAACAGCCAATAAAAAAACATTATTCACCTTTATCGAACGGT
+CAATAATACAATACTCAAATCAGCTTGAATGTACTACTCCTGCGGCCTTACTCGTTATAGATATTGATTT
+TTTTAATAAGTTTAATAGTCTTTATAGTCATGCATTCGGTGATGAAGTACTTATGCAAGTCTCTAGTAGG
+CTCCAGTCATTGATTAGATCAAGCGATATTGTAGCGCGTACTAGTGGCGATAATTTTGCATTATTTATTA
+ACCACATAACTAATCAGGATTCGATAGTTTATTTTATCGACAAAGTGACGCATGCATTCTTAAAACCCTT
+TGTCATAGAAGGTATTAATATAAAAATAACATTGAGTATCGGTGTTGCTTGCTTTAGACAAGATACACAG
+GATGTACATCGGTTATTTGAAAAAGCAGAACAAGCTATGTTTGCTGCTAAAGACAATGGCCGAAATTCTT
+ATGAATTTTATAGTCAACTGCTATCTGATAAAGCAAATAAAGAAGAACAATTAAAGCTATCGCTAGAGTC
+CGCTATTGAAAATAATGACTTTTGTGTGGTTTACCAACCTATCGTATCACTGAAAAATAAATCGGTTACT
+AAATTTGAAGTCCTAATTCGATGGAATATGCATGGCAAATGGGTTTCTCCTGTAGATTTTATTCCGACAG
+CCGAAAAGTTTGGTTTGATATCGAAAATAGGAGACTTGGTTTTAAATCTAGCCTGTACCGAATTATGCAA
+GCTGAGAAAAATGGGCTTTAGTGATATCGTTTTTAATGTAAACCGTTCTATCTATGAATTCTCTTCTGGA
+GTTAATGATATTTCATGGCTTGATACGATAAAAAAATATGACCTTAACCCTGAAAGCATATGTTTTGAGT
+TAACTGAAAGTGTTCTTGCGCCTGAAAATGATAGATGCATAACTTTACTCAATAAACTGCAAAGCGCGGG
+TTGTACCATCGCATTAGATGACTTTGGTACTGGCTATTCGTCATTAAACTATTTACGTAGGTTTCCAATA
+GATACTTTAAAAATAGATAGAGGTTTTATTTCTGAAATGACAAAAGTAGAAGGTGATAAAGTGCTTGTGT
+CAGCTATTATTTCAATGGCTAAAGCACTTGGTATCTCTGTTGTTGCAGAAGGTGTCGAATTAAAACAAGA
+AGTTGATATTCTTGTCTCATTAGGTTGTGATTATATCCAAGGTTATTACTTTTCAAAACCATTAGCACCT
+GAGTTACTTTCTCAGTACTTAACTGACTTTGAATATGGTAATCAGTAGGTTTTAAGTTAATAGGCTTTAA
+GTTAGGACGTTTGAAAATGCTAATTATTGAATACTTTTAGTACAACCACGGCCATTTGATTTAGCAGAAT
+AAACCCCGTCATCAGCAGCTTTCATCAGATCTTCAATACTTGTCATCTGTGCGGTTTTTGTTGCAACGCC
+GATACTGGTGCTTAGTGAAAGTTGGCTGTCAGATATATCAATACTTAGCGACTCTACTTGTTCATTTATT
+AACTCAGCAATAAGTAAACCACCTTCCAGCTCCGTAGCGGGACAAATTATAAAAAATTCATCGCCACCTA
+AACGACAAGCAATATCGTCCGTTCTTATCGCATGTTGAAAAACTCTGGCTAATTCAATTAACACTACATC
+GCCTATATCATGACCATGTGTGTCGTTAATTTGCTTAAAGTAATCAACATCTATCATCAAGCAGCTAAGT
+GGTAAATTATTATTGACTGACTCTTCCCATAACAAGGTTAACTGTTGCATAGCATGACGACGGTTTGCCA
+TGTTAGTTAATGGGTCAGTTAATGATAAGATCGCTAACTCTTTATTACGCTCACTTAATTGTTGGGTGCG
+TGAAATAACTTTGGCTTCAAGGGTTTTATTAAGCTCCATTAAATCTTTGTTTCTTTCGGAGATTTGAATA
+AATAGTGCATTAAGTGCTTCAAGTAATGGCTCTGTGGACTTGTCTTTAATTTTCTCTTCAAAGTCATAGG
+CATCGCGTGCTGAGAGTCCTCCTTGTATTGCTTTCATTTGTTTTGCCATATTCATATCTGTGCCCAGAAT
+GTGATAAACAAGCCAGTGTATAATAAGGTCTAAAATGTAGCGTGCGATAGATAACTTATCCGTCACTTGA
+TCAGATAACAAGGTAGATATTTCATCAAGGATATCACGGTGTAATTTTTCGTGATGCGTGATGTGACGAG
+TATCTAAACCCACACTGTACATCAACTGTTCCTCATCCTTAAAATGAAATTTGGTGTAATCAATGAGCTT
+ATTCAGTGTTAGTTCGATATCCGTTTCGGTTGTTGTATTGTTTGCTAATAAGTGACTATATTCATTAATT
+ATTTCGACGAGACATTGGTGTTGATCATCAACTTTAGCAACACCTGTTTCGTAATTACTATTCCAAATAA
+ATGTTTTCATAAAGACTGTAAATATTTCATAATTAATTAAGTATTTTAGTATACATACAAACTAAAAGTT
+AACGCTGATTTAAATCAACACTTTCAAATTCCTCCTAAAACATTGACTTAAATCAAAAACGTAGTGAACG
+TTAATTTAAGTATTTATTTAGTTGTATATAATGTGCTCAAAGACATTATTGGAAGCAGCATGACACAGGT
+AATATGGCAGGATAGTTATTCTATTGGTATTGATACGATAGATACCCAACACAAACAGCTCTTTGACATA
+ATGAATAAGATTTATGTCGCTTCTGAAGAAGACAGTGACATAGACGTTATTATGCCTCTATTTGATGAGC
+TTCAAGACTACACAAAATACCACTTCGATGAAGAAGAGCAATACTTTACTACGTTATCTCAAGGGGGGAT
+TGAACAGCATAAAAGTGAGCATCAATTTTTTATCGATGAGCTTGATAAAATAAAGCAGCAATCATTAAGA
+ATAGGTACTATTTCTTTGGAGTTGCTTTACTTTTTAAATGATTGGTTAGTAAATCATATTCAAGTTGAAG
+ATCCCAAATACCTTGACCATGACAATATAAGTTAAAAGCTCAATTCGAAATTCCTAATTTTTTTGCAGTG
+CTGCCATCTAAAATGATAATTGGCTGAACTAACTCTTTGGTAGGAAATCATCGCAATTTATTAGAATCTA
+CTTCTTAGATATTTGCTATCAAGTAAAGCTTACAGTGGTTAATGTTACTGGCCAATAAGGCGTTGGTTTA
+AACCCACCTTACTGGTTTAGTGTAACTAATGTAAACTCACCTTAGCTGATAGGTTGTTACTTCTCAGTGA
+TTTCAGCAACCTGATGGACATGTACATCGCGTTGTGGGAACGGTATTGAGACACCTTGTTTATCAAACTC
+TTCTTTAACTTGGCGAGTAACATCCCAATAAACATCTAAGTAATTTTCTGTTTTCACCCAAGGACGACAA
+ACAAAGTTAACTGACGAATCAGCTAATTCATTAACTTTAACGACAGGAGCCGGGTTCTCGAGTATGAGTT
+CATGCCTACTTACTACATCAAGCATAATCTTTTCAGCTTTAACCATGTCATCGCCATAACCTATGCCAAA
+TACAAGATCAACACGGCGTGTTCTACTTCCTGTCACGTTAACAATAGTTGTACCCCAGATATTGTTGTTA
+GGCACCACCAAGTGTTGGTTATCAAATGTTTTGATAGACGTAGATAATAAGGTCATAGAATGAACGGTTC
+CAGTCACACCATCAATTTCAATGATATCACCGACATCAAAAGGGCGATAAATTAGAATGAGCATGCCGCT
+GGCAAAGTTACTTAGCGTACCTTGTAGCGCTAAACCAACCACTAAACCTGCGGCACCAATTAGAGCTAAT
+ACCGGGGCGACATTTATTTCAATTAAAGTCAGTGAAACAATAAAACCTATAATTAAAATTACTCGACGAA
+CAGATACTTTGATAAATAATTTTAGTAACGTTGATAAATTACTATTACGATTAAGTGCTGCATCAGTTAT
+TTTTCCGGCGGTTCTAGAAAGTATGTATATAAAGAACAATGCTAAAGTGAATTTGATGATATTTGCTAAC
+CAACGTAAGCCACCATCTTGGGATAAGAGCCAGCCTTTAATCGTTAGCCAAGCTGCATCACTATCAGTTA
+AATCAACGTTTGTACCTGATAGTGCGTTGGCATATAGGTGCAACTCAGTGCCATCTCCACCTTTGCTTTC
+CCAGCTACTAAGCACCAATTGAAAACGCTCTAACGCATCATTTTTCTTTTCTCTTAATTGAGTAAGATTT
+TTAATTAACAACTCGCGCCTTTTTTGCATTTTATGACTGTACAAGTCTGCTTTTTTGGCGAGCTGGTTGA
+GAGATTCAGGTGTTTTTGATAGTTCATCTACCGCTTTATCTGCTTTTTTGTGCTTTATATCTCTGGCAAG
+CGATTTAATTTCATCCAAATCTTCTTTTAATTCTTTCGCTGCCGCTTTATCGTTTTTACTTTTATCAAGT
+AGGATTGCACTTTCAGTGCTGATATCAGAAATCTCTTGGGCAGCCAAAATCTTTTTTTGTTTTTGACTAA
+CTAGAATTTCTGCTTCACTAACAATAGTGGCTCTTGCTTTTAAAATGGCTAACCAAGCATCTACCTCTAT
+CGTTAATTCACCTTTAGTTAAAGGCGTAAGGGAAAACTCTAATTCGCCAAGGTCAATATTGGGGTTTTCA
+GTGGTAACCGCGAGGTAATCTTCATCATTATTAGCGGCCAAAGTACCTGGCACATTGACACTTAATAAAA
+GGATAACCACGCTAAATAAAGTAAAAAATAGCTTTTTAAAACTTTCTGAATGGGTGAGTTTTATCATAAT
+GTGAGCCTGATGATGTCCTTGATTTATTGAAGGGTTAGCCACTTAAACGAGGTATTACCTTAATTGAGAA
+TATAGTAATTTTAATAAAACTTGTAGCTAAGGTTACAAAACCTTATTAATTATTTGAGTTATAAAGTTAG
+TCAATGGCCTTTTACTGTTGTTAATAACGTTTTAGTAGTGTGTTCAATAACGAGTAACTAATGTTAGATG
+ATACATAACGGCAGTTGTCACCGATGTTGAATTAAAAGCGTTTGATGTCCATTTTTGTTAACAGTGAACA
+AAGATTTGAACGTTATTATTTATTAAATTCCAATTGTAGTCCTATCGCTTTTTATATAGTATGATTTTAA
+GTCACTTATTGTATTAACGGAATAATAACAATTACTTACTTCAAGCTATATTTATTCGTCACCATTTTCA
+CCCTCACTGCCGCACCTATACCAAGTTTGGCCCTGCCTGTCGAAGAATGCATGGAAAAACAATGTGTCGA
+TTATTTCAATAAATGGCAAGTTATGGCTAAAGGGAAGAGCGCTGATGCAATGTCGATGCTAGCTGAGCTT
+TATTATCAAGGTCATGGTACTAAAAAAAGCCTCGAGAAATCCATTCAATACTTTCGTAAAGCGTCAATAT
+ACCAATCTGCTTATGCACAGTATCGAGTAGGAATTTTTTATTTAATGGAAGAGGACTTTATTGATACGGA
+TAAAGGTATTAAGTATTTAAGAAAAGCCGCTAAAAATGGCAATGTTGAATCAGCCTTTTTATTAGGGGCT
+ATTTTTGGCACAGGCGAACTGGGCATTAAAGACGTAGGTGAATCGGACAAGTGGCTGGTAAAAGCGCTTG
+AAGATAAACACCTGCTCGCACAAAAATATGCTGCTTATTTGTATAAAACGGGTCAGGTTGATAAAGAACA
+TTATATTAAAGTCAATAAAGTTATTAGTAAATTGTCAGTTCAAACTATTAAAGATGAAGAGTTTACAGAA
+AGGTTATCTAAACCATCGACCGAAATTCAATGGTTAAACTTGCCAAATAGCACAGCCAATAGAATGAAAA
+ATGATTCACTTGAAAACGTGTTTAATTACGCTTCGTTTGGTATGAAAAATGTCACCACTGAGGATGACAT
+TGTCATTGAAGCCAGCAAAATTAAATGTGGAAAGATATTTGCCTGCTATCAAGTCAATAAAGACAACTTT
+AGGAACTCTGCCACTACTCAGGTGACCGCTTTATAGACAGTCAGTACTGGTAAACACAAGCGTAGTTAAT
+TACTGGTGTTTACCGCCATAACCAATGTTTTTATATCATTTGCTCAATTCGTTGGAAAACCAAGTGACAA
+TGGTTGTTTCTAATGCCTTATCACTAGCTAGTAATGGATAGCCATGCATGCTGCCCTTGTAGGAAATCAT
+TTTACTACTAGGATTTTTGGCGGTTGAAAACAACTGTTGAGCACTGGTGAACGTTCTACCATCGTCTTCT
+GAGGCGATGATTAAGGTAGGCGTATCAACAAGTGTTTTACCGTAGCGAGCAATGTTTTCATCTCGTTGAG
+AGGAAGAGAAAAAGCTGATCGCACTGATGTTTTCTTTTTCTGCTAAGTTGATAGCTTGGCTCCCTCCGCA
+ACTAGCACCAATGATGCCTACTTTACCATTGTTACCCACTTTCTCTTTTAAATAATCAAAAGCTAATTGT
+ACGTCTTCAGGCCAGTGTGATGACATGTTAGACCAAGCTTTTCCTCGTTCTGCTTGTGGTAATTTCCGAA
+CGTCTGCAACATTAAATTCGCTACTTATACTCTCACCAAAACCTCTAAAATCTAGACTCAAGGCATGGAT
+AGATTGCTGAGCTAGCTGAGCACCAATATTGTTATACATAGTACGGTTGTAATTACATTGATGGAGCATT
+AACACGGCACGATTATTAGCGGGTTTCACGCTATTTTTACTTGGGTAATAATCAGCTTTTAAAGCGAAGT
+TATCTGGAGTGGTTAGCGTGATTTCAGCAGCAAAGCTATTTGCAGTAATAAGCAGGCTTGCGAACGATAA
+AGTAGTGATTAGACGTAACATGACAATTCCTATTGTAGTTATTGGTATTAATCCGTTTGGTATAAGAGCA
+TAAAGCTATCTTTAATCTTTCGGTAATGACAGCTTAATACGACCAGTTGCCTACTTAATGCGCTACACAC
+CCGTTTATACCAATTGCACTAATTAATTGGTCAACTTAGAGTTATATTTGCGAGCTTAGAACAAGTAAAA
+TTACTTAAACATAGTTATTCTATATTTCATTCATTCTGTGATGTTATCAGCGTGCTAATAAACTCCCGAA
+GGGCGAGTTTAAAAGGCTTATATGCGGCGTTATTGATTTTGACAAGGGAATAACCATTCTCTTCAACCAA
+TGCCTTGCTTCTAAGCCTTTTGATTCTCGCTAAGTGGTCAATAAATTAATGCACTTGGTATTAGTCATTG
+TTAATTAGGTATTACTTTTATTCTGCTTCGATAAAGTCGGTAGGGTAATGATGACTTTAAGACCGCTTGA
+TTCTTGATTTTGTGCAACTATGTCACCCTGGTGGAATAGTATGGCTTGTTGGGCTATTGCTAGGCCTAAA
+CCTGTGCCTCCGCTACTTCTTTCTCTACCATCGGCCACACGAAAAAAAGGAGTGAAAAGTTTCTCTATCA
+TTTCATTCGGTACACCAGGTCCTTGATCAGAAACGATTAACATTATCTGCTCATTTATCTGACGTAATTC
+AACTGTCACTACTTGGTCGTTTGGCGAATATTTTACTGCGTTATTTACCACATTACTGATCGCACTGCTC
+AGCAGTTTACTGTCAGCTAAAAGAGCACAGTTAGCTTGAGTTTTGAGAACGATAGTGACATTTCTGCTGG
+TCGCAAAGTATTGACAATCATTAACAACTTGAGCGACTAAAGTACTGAGATCAATATCATCAGCAGCAAA
+AACATTTTGGTTATGTTCTAGTCTTGAAAGGGTAAGCACATCGGCTATCATTTCATCTAATCGCTCAACT
+TCAGTTTCACAGCGGTTCAAATGTTTTTGTTGTTCAACGTCATTGCCCATATTTTTTTCAGCTAAGGCAA
+CGGCAAGTTGTAAACGAGTTAATGGCGATCTAAGTTCATGAGACACATCACCCAATAAACGCTGATGCGC
+AGTAATATTATTTTCTAGTTGCTCAGCCATTTTATTAAAGCTACGTGCAAGGGTACCAAACTCGTCAGAG
+CGCTGGTCAAACTTTGTTATACGAGTCGCTAATTTGCCTTCGCCTATACTCTCACTTGCTTTTTGTATGG
+CTATTAATGGATTAGTAAAGCTTTTCGCTAGTAACCAGCATGATAGGAAACTAATCGTTAATAACATCAA
+TAAACGCAAAGCAACAGGTAGTTGATTGACCAAACTCACTAAACGTTTACGGTGAACTTCATTGGCAATG
+AACAGTTGGAACTGCTCGCCATTAATTATTATGGGCTCAGAAGACGTCACCTTGGTAAAAGCAAAATCAA
+CAGTGACGGGATTTTCGAGCGGATGCTTTGTTAAATAATCTCTTACTTCTGACCAGCCTCGTTTTCTTGG
+TGTATAAACTTTGTTGTTACTTATTTTTTTTATGAGTAAATACTGGTGATATTTACGGCGGAAGTTCTCT
+TGTACCTTTTTAAGTCTTACCTGATCCTTATCTGCTAGTTTTTGCGTGTATTGCTTTAATAGTTTTAATT
+GTTGTGGGTTAGCTTGTTCTTGGATAGGACTATGACGAAACTGCATAGTAACGAGGTAACTAATAAGCAC
+AGAGGTAAGTATAACTAGCCAGAAAGCCAAAAATAGCTTTAAGCTAATGCCTAAGGAAAATTTTTTAGAC
+CATGCCGGTGGTAACTTGAACATACCTATTCTTCTCCTTGTAAAAAGACGTAACCAGCCCCACGCACAGT
+TTTCATCTTATCTATGGGATCAATAGCAAGTAGTTTTCTACGAACATTGCCCACGTGTACATCAACAGTT
+CTATCGTATGGGCTGAGTTTACGTTGTAGTACTTTTTCAGATATTTCAGCTTTACTGATGATTTTACTGT
+GATTTTCAATCATATAAACCAGCACTAAATATTCGGTACCTGTTAATTCAAGTAAACGCTCTCGACAAGT
+TATTTCACGGGTTGCTTGGTTAACTTTGACCTGATTAATGGTAAGTTGTTTGGTTGGGGCATTTACTGCT
+AATGTGCTTTGACTTTTAACAATGGAGATACGTCTTAATATCGCTTTAATACGTGCTAATAATTCACGAT
+GTTTAAACGGTTTTGCTAAGTAGTCATCAGCGCCTAATTCAAGCCCCAAAATTCGGTCATTATCATCACC
+TTTAGCCGTTAACATCAAAATAGGCGTTTTATGATTACCGCCTAGGGCCTTTAATACCTCAAAGCCATTT
+AATATTGGCATCATGACATCGAGTAAAATCAAATCGAAACTATCGTCAAACGCTTTTGCTAAACCACTGG
+CACCATCTAAACATGAAGTTACCTTGAAATTTTCACTCTCAAGGTACTCGGTTAATAATTCGGAAAGTTC
+GGCATCATCATCAATTAATAAAATGTGTTTAGTTTGCACTGTGGATTGTGTCATATGAGTGGCTGCTTTT
+TAGAAATAATAAATTAGTTTTGCAATTGCTTAGTAGTAACTACCAGCTAGTTTACGTGATTATAGTGAAG
+CAGAGAATAACTTTACATAGCTTTACATAGTCTTGCACTGCTTTGCATAAAGGCTCGATATACTAACGCT
+GAACTTAATTATTAGTTAAAAAATAATATACCCAAAAGGAACTATCAAATGAAAATCACATTCAAAAATA
+TTGCAGTAGTCACTTCACTTTGTTCAGCATTGGTTTTAGCTCCTGCCAGCTTCGCAGGTCATAACGGTGT
+TAACTATCAAGGTGAGCGTGATAATAGTTATCATCAAATGAGTGAAAAAAAATTCGCGAAGCTCAGTCGT
+AAATTAGATCTGTCAGAAAGCCAACAAGCCGATATTAAAGCACTGAGAAGCGAAGAGAAAGCGCAGATGG
+AAGTCTTAAAGCCGGCGATGAAAGCTTTTAGAGAGCAAGTTAAAACGTTAATGTCTGCTGATAACTTTGA
+CGAGGAAGCTTTTGTGCAATTACAGGCAGGCAACCAAGATGTTTTTGCTGCGATGGCGTTGACTAAAGCA
+AAAAGTAAATTTGCTATGAAAAGTGTATTAACTGAGGAACAATTAGCAAAATTTCGTTCAATGAAACATA
+AACGTTCACGTCGTTAATTAAAAAGTCACTATTATTATCAAATTTTGAGATAAGAACAAAAAATCCGATT
+CAGTATCGGATTTTTTATATGCTAAATTTACCATCAACTTTATTTATTCGGTAGGTATTACTTTACCAAT
+ATAGGGTAGGTGACGATATTTTTGTGCGTAATCAATACCAACACCAACGACAAATTCATCGGGGATTTCA
+AAGCCTATCCATTTAACCGCAACATCTTCTTCTCGGCGAGTAGGTTTATCTAATAACGTACAAATTTGAA
+TAGAATTTGGTCCACGTAAATTTAAAATCTGTAATACTTTACTTAAGGTATTACCAGTATCAATAATGTC
+CTCTACCAACAAAACGTCTTTGCCTTCGATGTTATCATCAAGGTCTTTAAGTATATGAACATCGCGAGAG
+CTCTCCATGCCATTGCCATAGCTCGATGCTGTCATAAAATCCACGCTATGATTAACAGTAATGACTCTTG
+CCAAATCAGCCATAAAAACAAATGATCCGCGAAGCAGGCCGACCATAACTAAGTTATCGCTGTCTTGATA
+ATGTTCACTAATTTGAAGCCCTAATTGAGCGACACGTGTTTTGATTTTTTCTTCTGAGATCATTACTTCA
+ATTGTATGTTTCATCGTTGTCTCTTTCTTGTCGATCGTAAATAAAGATAATGAGTAACTAAAATAGTACT
+TAGACGAAAAAAGCCTTTGCTAGCAAAGGCTTTTATTCATAGTAAACATAACTTGTGCTTATTGTATCTT
+TAATTTAAAAAGATGAACTTTGCAACAAATAATACGGTTAATGCCCAAACACCGTTAGATACTTGGCTAG
+ACTTACCAGCACCTACTTTTAAAACAGTGTAAGTGATGAAACCAAAGGCAATACCATTAGCGATAGAGAA
+GGTGAATGCCATCATAACCGTAGTACATACTGCAGGAGCATATTCAGTTAAGTCGTCCCAATCTAGGCCT
+CTAAGAGAGCTCATCATTAACATGGCTACATAAATAAGCGCACCATCAACGGCAAAACCAGGTAGCATTT
+GTGCTAGCGGTAAGAAGAACACACCAGCAGCAAATAACAAACCGATAGTAACGGCAGTAAGGCCAGTTCG
+GCCACCCGCAGCAACACCAGCAGCAGACTCAACATACGAGGTAACAGGAGGACAACCAAAAGCGGTACCG
+ATAACAGATGAAATAGAATCAGCTTTTAAAGATTTGCTTAAACCTTCAATTTTACCATTTTCGTCTTGCA
+AGTTAGCACGCTCAGCAACACCCATTAAGGTACCCGCAGTATCGAAGATGTTAACAAATAAGAAGGTAAC
+GATGACAGGAATTAAAGCAACTTCAAAAGCGCCAACAATATCAGCTTTCCACAAAATAGGTTCAAGCGCA
+GAAAACTCAGGAATGGCTAGTAGCCCTTTATAGGCAACAAAACCAGAAGCGGGGGCAAATGATTTCGCCG
+CTTCAGCAACAACGAAGAAATCAGTAGGGAGTACCCAAGTCATCGCAAAGGCAATGAACGTTGTTACTGC
+TATACCGATGAGTACCGCACCAAATACTTTACGGTAGCTTAAGATAGCGATTAATAGGAAACTTAGGAAG
+CCTAATGCAGGGGCTTCAGGTCCAAATTGACCAAAACCAAAATGTGTCATATCAGCTAATGCAACAACAT
+TGTCAGGGTTCGCTACAACAATGCCGGTGAAACGTAAACCTATGAAACCTAAGAAGAGACCAACACCTGC
+AGTCATGGCAAGGCGCAAACTCATGGGGATGCTATCAAGCATCCATTCCCTAAGTCGAGTGACACTCATT
+AAGACGAAAATAACACCAGAAAGGAATACTGCACCTAAGGCTATTTGCCAACTGTAACCCATGGAACCAA
+CGACTGAGAAGGTGAAAAAGGCATTTAATCCCATGCCTGGCGCAAGACCTACCGGCCAGTTAGCGTACAT
+CCCCATTAAGATGGTTGCAATTGCAGCACCTAAACACGTTGCTAGAAATAATCCATCAAATGGCATGCCA
+GTTTTAGACATAATGATTGGGTTTAAAAACATAATGTAAGACATGGTCACGAAGGTGGTAAGACCGGCCA
+TGAGTTCAGTTTTTACAGTGGTTTTATGCTGTGATAGTTTAAAAAGACGCTCTAACAGACCGACGCCTTC
+AGTTTGCTCTTCAGCTTTATTTTCGTGAGATTTGCTAACCTGTTCCATAACTACAGTTCTCTAGTTGATT
+TATATTTAAGGTCGTTTATTTGTGTTTTTTTAAGTTTGACCTGCTTGTAATAATTTTAAAACTTATCTTT
+CCTATCGCTGTTCTATCAATTAAAGCCGATAATGCCAGCGGTTGCTAATTCATTGAAAGAGACTGTGTTG
+TATCCAACCTCAGTGAAGCTGATTTATTAATACATAAATACTAAGCAAAGTTAACAAGTAAAACACTTTG
+TCAATTCCATATAGTGAAACCTGGTTAGATTTTAAGATGTTTGCTATATCTTATAAAATTAGAGGTAACT
+AGAGAAAATGGTGAAAGGTAAAATAGTCAAATTTTACCTCGTAAGACCTTGTTAGCTTTAATTATAAGTA
+ATCTAAAGGTATCCGTACAGCTTCCTTAATCGTTTTACTTTACTAATATCTTTATTGGTATTTAATGTGC
+CTAACTAATGAACAACCCATTAATCCTATACCTAAACTAGAAAACTTGTCAATAGTGTCAAGAAATGGTT
+TTTAGTGTACAGTTAGTGTCTGGTTCTCTCTTGAGAGGTCGTAACAATTGTTGAGCGCTTTTTAACTGAA
+TATTTTTATAGCACTTGTAATTTCGACTAAAATATCTAGCACGTAATACCTGAAACAGGATTAATAGTGC
+CATTAACTAAAACATTTAAATTAGGTAAGCATGCTCTCTTTATCACATTTTAATCGACAAACAATTAAAG
+GCGACATTTTTGGTGCATTAACATCAACCATTGTTGCTTTACCTTTTGCTTTGGCTTTCGGGGTTACTTC
+GGGCGCTGGTGCAAGTGCAGGGATTTATTGTGCAATTTTAACAGGGTTATTCGCCTCATTATTTGGCGGA
+ACAAATCAACAAATTTCTGGCCCTAACACCGGCTTAACGGTTGCCATGGTTGCCATTTTAACTAGCTTTG
+TAGCGCAGTCTCCTGATAACGGCATAGCGGCGGCATTTACCGTGGTGAGTTTGGCGGGGCTATTTCAAAT
+GCTCTTCGGTATTTTTAAGCTAGGAAAGTACTTTATTCTTGTTTCCTACCCGGTTATTTCAGGTTTTACC
+TCGGGTATTGGCGTATTAATTATCCTTTCCCAGCTAGAGCCATTATTTGGTCATTCATTACCAGAATTGC
+AGTTGTCATTAAGCACATTAACAAGTACCAATACTTTATTGGGGCTGGCTTGTTTGGTCATTTTGTTTTT
+ATGGCCACAACGATTTAGCCGTATAGTACCTGCCAGTATTATTGCAGTTACAGGGGCAACGATATTTTTT
+GTTTTTTCGGGTGCTGAAATGCCTGTAGTTGGTGCTATTTCCAGCGAACTACCTTCGTTTAATATGCCTA
+TTTGGGACAATGTCTTAGCCAGTGAAATGATTAAATCAGCGTTATTAATTGCGACCTTAAGTACCTTAGA
+TTCATTAATGACTTCGTTAACAGTTGACAGTATTACCAATGAATTACATGACTCTGACCAAGAGCTGGTT
+GGTCAAGGCATCGGTAATATTGTTGCGGGCTTATTCGGTGCCTTACCAGGTGGTGGAGCAACCATGCGTA
+CGGTAACCAATTTAAGGGCTGGTGGTACTACGCCGTTGTCAGGCATTCTTCATGCTATTTTTATTTTAGC
+CATTGTTTTGTGGGCAGGGGAGTACACTGCGTATATTCCTGTGGCTGTTTTAGCCGCTATTTTGACTCAT
+GTGGGTATCAGCATTATTGATTGGAATTTTCTTAAGCGACTTCATCAAGTTCCGTTGTTTAGTGCTGGTT
+TGATGCTTTCGACTTTAGTTATGTCAGTCGCTTTTGACTTAGTTACAGCAGTATTAGTTGGCGTGTTTTT
+AGCAAACTTAGTAACTATTCGTCGCTTATCAGAAATACAGCTTGATAATATTAAGTTGTGCACGGCTAAA
+GAAGCGGAGCATTTATCAGCCCCGGAAAGAGAATTACTTGCTTCAATGGACGATAGCGTTTTATTGCTCA
+ATATCTCTGGACCTATCGGTTTTGGCGTAGCTCGCGGATTGAAACAAAGCGTTTCAGAGTCGGATCAAAA
+TAAAACCTTGTTGATCGATTTAACGGATGCTCGTTTTGTTGGCATTACCAGTACCATTGCCATTGAAGAA
+ATTATTGTCAGCTATCGAAATCAAGGGCGGGACATTTTACTGTCAAGCGTTTGCGAGCGAGTGAAAGCTG
+ATTTCGATAAATTGAAGTTACTCGATAAAATATCAGCAGAACATGTCTTTTCTACTCGGTTAGAGGCACT
+GACTTATTTATCAGAGCAAGCAAAAAGTTAAAAACCTAAGTTAATTGCTTACGATTGATTAAATCGTAAT
+TTTGAGACATAAAAAGCACCTTGGAATATGATTACAAGGTGCTTTTTTGTTGAAGGTGTTGCTGCTTATC
+GACCAAATGTAAAATAAATATCACTTCTTTGACTGTTATTTAGAAAATTAATACAAGTTTTCCAAGACTA
+TTGCGGTAAAAAATCCGATAATTAGCGCCATAAAGCTCAATACGCCGATTGGCCGTAAATAACTGTGGAA
+ATTATTCAATGGAAATCAAAGTTAACTTTCTCGACAACCTTAGACTTGAAGCCAAGTTTGACGATTTTAG
+TGTCATCGCTGATCAGCCTATTCGCTATAAAGGTGATGGCTCAGCACCAGGTCCTTTTGATTATTTCTTA
+GCGTCATCAGCTATGTGTGCCGCATACTTTGTTAAGGTTTATTGTAATTCTCGTGATATTCCGACAGAGA
+ATATTCGTTTATCACAAAACAATATTGTTGACCCAGAAGACAGACATAACCAAATCTTTCAAATTCAAGT
+TGAGTTGCCGGAAAGTATTTCTGAAAAAGACAAAAAAGGTATTTTAAGATCAATTGACCGCTGCACCGTG
+AAAAAAGTAGTTCAGCAAGGGCCAGAGTTTAAAGTTGAGGCTGTTACTAGCCTTGAAGACGATGCCCAAG
+CAATGTTGATGCAACAACCTGATGACGGTGTTAGCACCTTTATTTTAGGTAAAGATTTACCACTAGAAGA
+AACCATCGCCAATATGTCAAAGTTATTGGCTGACCTTGGTATGAAAATTGAAATTTCTTCGTGGCGTAAT
+ATTGTACCTAATGTTTGGTCTCTACATATTCGTGATGCCGCATCCCCTATGTGTTTTACTAACGGTAAAG
+GCGCAACGAAAGAGAGTGCACTTGCTTCAGCTTTAGGTGAATTCATTGAGCGCCTTAATTGTAATTTCTT
+TTATAACGATCAATTTTTCGGTACTGACATTGCCACCAGTGATTTTGTGCATTACCCCAATGAAAAATGG
+TTTAAAGCGGGCGCAGATGATGCACTACCAAGCGATATTTTAGATGATTATTGTTTAGCTATTTACAACC
+CAGACGATGAACTACGTGCTTCAAACCTGATTGATACTAACTCAGGTATGACTGAACGCGGTATCTGTTC
+AATTCCTTATGTGCGTCAATCAGACAGTGAAACGGTTTATTTCCCTTCAAATCTTATTGAGAATTTATTC
+TTAAGTAATGGCATGAGTGCAGGTAACAACTTACCTGAAGCACAAGTGCAATGTTTGTCAGAAATATTTG
+AACGCGCAGTTAAAAAACAAATCATTGCTGAAGAAATTGTTTTACCTGATGTACCTAAAGACGTTATCGC
+TAAATACCCAGCTATATTAGCAGGCATTGAAGGTCTAGAAGCGCAGGGCTTTCCTGTGGTAGTAAAAGAT
+GCCTCGTTAGGCGGAAAATTCCCAGTAATGTGCGTTACTTTGATGAATCCGAAAACGGGCGGTGTTTTTG
+CCTCATTTGGAGCACATCCAAGTTTTGAAGTAGCGCTTGAACGCAGCTTAACTGAGTTATTACAAGGTCG
+AAGCTTTGAAGGTTTAAACGATGTACCTAAACCTACCTTTAATAGCATGGCAGTGACTGAGCCTGAAAAC
+TTTGTTGACCACTTTATTGACTCAACGGGTGTAGTTTCATGGCGTTTCTTTAGTGCTAAGCATGATTATG
+AATTTGTTGAATGGGATTTTTCTGGTACGAATGAAGAAGAAAATGCCGGTTTAATGGACATTTTAAAAGA
+TTTAGACAAAGAAGTGTATATAGCTGAGTTCAATCAATTGGGCGCTACCGCATGTCGTATTCTAGTTCCT
+GATTATTCAGAAGTGTATCCAGTAGAAGATCTTATTTGGGATAATACCAACAAATCATTAGATTACCGCG
+AAGATATCTTAAATCTTCATCGTTTAGATGATGAAGCATTAACAGGTTTGTTTGATCGTTTAGAAGAAAG
+CCAACAAGATAACTACATCGACATTCGCACGTTAATTGGTATTGAGTTTGATGAAAATACTGTTTGGGGC
+CAGCTTACTATTCTTGAATTGAAAATTCTTATTTGTTTAGCTTTAGGTGCACTTGAAGATGCGACTGAGC
+TAGTGGGTGAGTTTTTACAATATAATGATAATACCGTTGAACGTGGTTTATTTTATCAAGCCGTTCATGC
+TGTTCTTGAAGTTACGCTTGATGAAGAGATGGAACTCGAAGACTATCTGGGTAACTTTAATAGAATGTTT
+GGTGCAGAAAACATGGAGCAAGTAGTTGGCTCAGTATACGGTGAGGTTAGATTCTATGGTCTAACGCCAA
+CCAGCATGAAATTAGAAGGTTTAGATAAACATTTAAGATTGATTGAAAGCTACAAGAAGTTGCATCAAGC
+ACGTAAACTGGCTGCACAAAAGTAAAGGTTGAGCTAATCAAAAGCTAATTTCAACTATTGTTATTAGCTT
+TTAGTTTCCAATAAAGTGTCTTTGCCATTATGGATATAAGCTCGTTGCTAATTAACGAGTCTGTTACAGC
+GTTTCTAAGTATATCGAGTAGAAACTATCTGAAATTGAGCTTTATCATCATAGATGAATAAAACTCGACT
+ATTATTAAGAGTAGCTTGCCAAATCTAACTTCATTGACCATTTTATATTGCTTTGAATATTGGAGTATGT
+CGGTGATGTTTCATTTTATTCAAAGGTCAATATCTTAAGCCTAACTCAATTGATTATTATAAGGTTTACT
+TCATTCTTATGAGTAGTTCTCAAAATAAAGTGCTGAGTTTCTTTGCATTGTTCTTTATTTTAATGGCCAT
+CATTTCATTAATCGCTATTCAAAAGTTGGAATATTCAGCCTCAAGAGCGCTTGCCTCAAGAACCGCTGAA
+GTTCTGGCTTCAGCTATAAATCAAGCAAGAGTTTCTTACAGTGTTAATGCTGCTGCCAAAATAAGATTAC
+ACCCCGATATTCACGTTCAAGCTAATTACCGTGACCATAATCTAGCCATTCCTAACCCTGCTACTTTTGC
+TATTGAGTTAGGTCAGTCAATATCAAGGCCAGATGAAGGCTTCATTCTCAGTACTTACAGTAAATATCCA
+TTTAAAGGGCGAAAAAATTCTGCGGGTCCACAAGATGACTTTCAACAATATGCACTCGAAAAATTATCAA
+CGAAAAACAATGTTTTTGAACGAGTAGAAACACTTAATGGGCTTCCTGTTTTGCGTCGCGCTGAAGCTAT
+CTTTATGAAGGAAAGCTGCATAGGTTGCCATAATAGTCATTTATCAAGCCCAAGAAAGGATTGGCAAGTA
+GGTGATGTACGCGGTGCTCTTGATATAACTATTCCATTAACCGCTGATACTGATGATGTTGCTATGACTG
+TTGGTTACGCTTATGTGATGTTTACCTCTTTTTCTGGGATTGGTTTATTTTGTATGTTTTTTACCTTAAA
+GCGATCAAATAACCTCACCAAAGAACTTGAACTGAAAGTGGAAGAAAGAACCCTGCTACTCAACGAATTA
+GCCTATACAGATGCGTTAACAAAAATTGCTAACCGACGGTATTTTGATGAGGTTAGTAAGGCAATGATTA
+ATGATGTAGATCCGATACTGCCAATTGCTTTGATTTTTTATGATTTAGACTATTTCAAGGCTGTTAACGA
+TTGTTTTGGTCATGATATTGGTGATGAGTGTTTAGTCGCTGTTGTTAATGCTGTTTCGAAGGCGCTAAGA
+CAAAAAAGTGACTTCCACGCACGTATTGGTGGTGACGAGTTTGCTATTATCTTGAAAAATGTATCTAAGG
+ATGAATTAGAAAAAATAATAGTACGAATTCTCGATAACATCAGATTGGTGAACATACCCAATGAACCAAC
+GCTTTCGTTAACATGCAGCATAGGTTCAAGTTTTATCACGAAATTTAGTGAAGGGACAACTATAAATCAA
+GTGTTAAAAGTGGCTGATCAAGCGCTATATCAGGCAAAAAATCAGGGACGAAACCAATGGGTAAACAAAG
+AATTTAGCACTATTACTATGGATTAAGTCTTAAGGTTTGTCATTTTTCTTTCATCGTTAAGTCATTATTC
+TGCCATGTAGATTACCTAGTCTTATCTCATTTAAGTAATGAGATAAGACTGAGGCAACAAATGTTTAAAA
+ATAATAGCTATAAAGTAGGCGTGTTAGCGCTGGCGTTATCAATGGCATTAACCGGCTGTGTTAGTGACGG
+TGATGATGGCGAACAAGGATTGAAGGGCGAGCAAGGAGCACCAGGTGTTGTAGGTGTTGATGGCAATGAC
+GGTAAAAGTTTACCCCGCGATCTGAATGTTGAAGTTGTTGGCCGTTTTGCTACGGGTATTTACGGTAAAA
+GTGCCGCAGAAATAGTACAGTTCCATAAAAGCTCAAACGCTGCTTTTGCCATTAATGGCGCTTCCAATCA
+AATAGAAGTTATTAGCTTAACTAACCTTTCAACAACTGCAGTCGGTAATCCAGTTGCTGATGAAAGTTTG
+ACTTCAAACGCTTTTATTTTTCCACTCAATGTGTCAGTAACAAACAGTGCTGGCGTTGAAAAAGACATGT
+CACTAGGCGCCGTTAATTCCATTGCGATTAAAAAAGACTTATTAGCCATAGCTGTTGAAGGTGAGATTAA
+ACAAGCGCATGGCGCTATTTTGTTTTATAGCTTGAATGAACTAGGAGAAGGGACTTTTATTAAAGCGGTA
+GAAGTTGGTGCTTTACCTGATATGGTGACTTTTACCCCTGACGGTAGTAAAGCATTAGTGGCTAATGAAG
+GCGAGCCAAACACTGATTATACCAATGACCCTGAGGGCTCTATCTCCGTTATTTCTGTTGTTGATTTAAT
+GCCTGCTAATGTTGCCAAAACAATTAATTTGAGTACAGACATCGTCTTTAGTGATGATAACTTAGTGCCC
+GAAGATTTTGATACCGATGCAAAGCGCTTGGCTATTTTGTCTAAAGCAGGTGTTAAGTTTGCAGGGCCAG
+CGGGCAATACTGTCGCTAAAGATTTAGAGCCAGAATATATTACTACCTCAAGTAACAGCAAAATGGCTTA
+TGTATCTCTGCAAGAAAATAATGCCATTGGCATTATCAACCTTGAAGAGTTAACTATTGAAGTGAAAGCC
+CTCGGTTATAAAGATTGGGGTAAATACCAACTAGATTTTAGTAATAAAGATGAAGTGCCTGAGTTTAAAA
+GTATTCAAGGTCTTTATGGCATGTATCAACCTGATACGCTTGCATCATATACTTGGAATGACACAACATT
+CATCGTTTCAGCAAACGAAGGCGATGCTAGAGACTATGACGGTTTCTCTGAAGAAGTTCGCGTTAAAGAT
+ATTATTGATACTGACGAATTAAACCAAACACTCTCAAGTGAGTTACAAAGTCAATATGACGTTTCAGGGG
+GTAAAAATTACCTAGGACGCTTGAAAGTTACTACCGCATTAGGTGATGAAGATCAAAATGGCGAATTTGA
+AAAGTTATTCGCTTATGGAGCTCGTTCATTTTCTATCTGGGATAAAAATGCTAATTTAGTTTTTGATTCG
+GGCGATGATTTCGGCAAAATTTCTGCAGCAATAATGGGAGATAATTTCAATGCTGCTCATACAAAAAATA
+AAGGTGATAACCGCTCTGATGACAAAGGTGGCGAGCCTGAAGCCATTGATGTTGGTGAAATAGCGGGGAG
+AACTTACGCTTTTATTGCGCAAGAGCGAGCGGGTGATTTATTTGTTTATGATATCACTAACCCATTTAAA
+ACAGCTTTTGTCACACATTACAACAACCGTGACTTTACTGTTGATTACGAAATGGATGATGATTTAGCTG
+ACCCTTGTGATAGCAGCGAAGGTATGGATTGTACTAAGGTAAACAGTGCGGGTGATTTAGGCCCTGAAAG
+TATCAAGTTTGTATCGGCTATTGATAGTCCAACGAGTAAACCATTATTAATTATTGGTAATGAAGTATCA
+GGAACGGTTACGGTTTATCAAATCACAGAGCAATAGGTCATATAGCCGCTACCATTCAAAGTGCAAGATT
+TCAGTGGGAATTAAAATGACTTTAGCCAAGGAGAATAATTTAAGCATAGTCATTCTATCGTTTGATTATT
+TAACGCCGTATAAAGTCATTATAAACCCATCGAAGAAGCGCTTGAGAAATATCACTTCATCGTTGCAGTG
+ATTTACAATGGAAAAACCATTACGTCATCACAGCGCCTTGAATTGAAATAGCTCAAACACTCTGAAACCT
+GCATATTGATTGGTAACGAGTATATAATTACCAACGAGTAGTGCAAACTATTGTAGATAAAAAGCCTGCT
+AAATGCAGGCTTTTATTTGGGTGAAAGTAAGTTAAGCGACCGTCATTTATAATGTGAATAAAATCAATGG
+CCCAGACCATTAATTTGCACCATAGAGGTGCTTTTGCCTCAAAATAAACCGCAAACTAGCTCATCGTTGT
+ATAAATCATTTTTTAAATAGTCAAAAAATAAAAAATGTTATTGTATTATAAGGATATTTTAATTTTCTTT
+ACCTGTTTTTTTTATGGTCTGTAATGTGCAAGATACTAATAAAAAAATGAATTCATCAATTTTTTTTCGT
+CGACATAAGCATTGATAAATTATTGATGTAACTTTTCAGGTTAACTTCAGGAGACATAATGGACTCTATT
+CTTGTAATCATCGCCATATCACTGACAATTGCTAGCGTTATAAATATTATACTAACCAAATTTTCTATTT
+CTCATATTATTGGCTACATTATTACGGGCACTGTGGTTAGCACTCTTTTTGACTTTAATGGCAGTAAAAA
+TCTTCATTCCCTAGATCTCATTGGCGAATTTGGCATTGTTTTTCTCATGTTTACTATTGGTTTAGAAATG
+TCTTTTTCTAAATTGGATAAAATGAAAAAATTGATATTTTATAATGGCTTTGTGCAAATGGCATTCAGTG
+CCTTAATTATTTTTATCATAGCGTTTTATGCTTTCACTCTTGATGCGGTATCGTCACTCGTTATTGCGCT
+TTCATTTAGTTTGTCTTCAACGGCGATAGTATTACCTTACCTTAAAAAATCAAAAGATATTGTTACCCCT
+TACGGTGAAAGGTCTGTTGCTATTTTAGTCTTTCAAGATTTAGCTGTTATTCCTATTTTATTGCTGATGA
+GTTTCCTTTCGAATAATGAATTATCACTGACAGATGTCTTATTAAAAACATTGTTATATGCCAGCGGCAT
+TATTATCTTCATGTTCACGATAGGTAAAAAAATTATTGCTTGGTTACTTCATTTCTCCTCTAAAGCTCGA
+ATGGAGGAGTTGTTTTTAAGCTCTGTTTTTACAATCGTTTTAGGTGCATCATTATTTGCTCATGAAATGG
+GCTTTACCTATTCACTAGGCGCATTTATCGCAGGTATGATCATTGCTGAAACTAAGTTTCACATAAAAGT
+AGAGTCTGATATTTCTTCTTATAAAGATTTACTCTTAGGGGCTTTTTTCTTTTCAATTGGAACAAAAATT
+AATATTGAATATTTTATCAGCCACTTACATTGGGTGCTGGGGATTTTAGTATTGGTTATGATGATCAAAG
+CGATCATCATTTATATGCTGATGAGAAAGCAGCTGAATAAAAGTGACTCAATTAAGTCTGCGGTTGCTTT
+ATGCCAAGTAGGTGAGTTTTCGTTCGCTATTTTTGCTCTGGCAATGAATCAAGATATTATTGCCGATGAA
+TTAGGCAGTTTCCTGATATTGATTACAGTGTTATCGATGATTTTAACGCCTTTCATGGTTAATAATATTT
+ATAAAATAGCATCAGTTTTTGTGGTCGAATACTTTGAAGCAGACAATATTGCCACGGTAAAAACTACTAA
+TCATACTATCGTGTGTGGGTTTGCAGTTTTAGGGAGAATTGTCGCTAAAGAACTATCAAAACGTGAGGCT
+AAATTTTTAATTATTTCTGATAATTTACAACATGTATTACTCGCTAGAAAGCGTGGTTATGATGCCTATT
+TTGGACATTTAGATAAACTCCCCGTATTGGAGTCACTCAATGTAGATCAGACCAGTAGTATTATTATTAC
+TGTTAACACATTAAAAAATAAGCAAATAATTTGTGAGTCTGTGCTTGATTACTATCCTGATGCTAATTTA
+GTGGTTAAAGTAAATACGATTGAAGAAAAGGCTGCTTTGGCAGATATAAATATTAGATCTTTCGTTCATG
+CTCAACAAGAAACTGCTGAACTTTTGGTTAAGCAAAGTATTGTTGAATTCTAAGTACTAATTTTCCCTTA
+AACTTTTATGAGTCTTATCAATTCTTCATGGGGTATATTGAAAAATTTGTATTGAATCTGATGTTTTTAG
+TGTCGACAGTCATCATTTCAGTAATACCTTCTAAAGGGCTCTGTGATGATATTAAAGGTCAATTTTCAAT
+TCAATGGATTGGCCATCTAGTGATCGACTGAATAATAGTAATAGACAATGTAGAATCGAATAAATGGTTT
+GGAGATGTAGTCAAAAATATCATCATAAAACAATACGATAATTTGATTTATCTATGTTATTATCCTGTTA
+ATTATTAATGTTATCAAGGGATAAGATGAATCATAAAACACTAATGCTAGCAATGTCGGTTAGTCTAATA
+TTTACTGGCTGTGCAACCGTTGAGAAAAAGGAAATCCACACAACACCTGTACAAGCTCCTGCTATAAGTA
+AAACAATCACAGCAACTGCCGATCAAACTAAATATCTCAAAAGAAAAGTAGCGATTGGTCGTTTCACCAA
+CGAAACAACCTACGGACAGAGCTTTTTTATTGATAGCGATAATAATCGTATTGGTAAACAAGCAATGGAT
+ATCCTTTCATCTAAATTATTTGAAACAGGTAAGTTCATCATGCTTGAGCGTGCTGACTTAAGTAAAATTG
+AAAAAGAACTTTCTATGTCTGGTAGTTCGGCACTAAAAAATGCCGCTGATTTTATAATTGTTGGTTCAAT
+TACTGAGTTTGGACGCAAAGAAGTTAGCGATGTCGGGGTTTTCTCTCGTGTTAAACGTCAAGAAGCCAAT
+GCTACTGTGAACATTCGCATTATTGATGTATCTACAGGTCAAATTATCTATTCAGAAAAAGGTAAAGGCA
+TCGCTTATTCAGAAGCCGGTACTGTGCTCGGTGTAGGTGACAAAGCGGCTTACGATAGCTCATTAAATGA
+CAAAGTAATAGATGTTGCTATTACAGATTTAGCCTCAAATATTGTTGAAAATATGTTAGGTAAAGCATGG
+CGCTCTTATGTTCTTTCTTATGATGAAGGTAATTTAATAATCTCTGGTGGTAAGTCTCAAAATATTAAAC
+CAGGGTCAACTTTTGAAGTAGTCAAGTCAGGTAAAAAAGTTAAAAATCCACAAACAGGTATGTTTATCAC
+CTTACCCGGTAAAACGATCGCCAAAGTTAAAGTGACTAGCTCATTTGGTGAGACACCGGAATCAGAAGTT
+TCATTTAGCCAAATAATTGAAGGCAACTTGGATTCCTATATCAAAGCAAATGATTATACAAATTTGTTTA
+TTCAAGAAATTATTAAATAACAACATAAGGACATTAAAATGAATATCATTCGGACATTATTTATATTTTC
+ACTACTGGCTATTACATCAGCTTGCAGTAGCTACAATACTTATAGTTCAGGTCAAACGACTGCTGAACCA
+GTATCCTATCTTTATTTCTCAGGAAATATTACTGGCGCTGAAGTTTCTATTGATGATGCCCCATCATTTA
+TAGTGACAAAAGCCGGTCCTAAACAGCAATATAAAGTAACACCAGGTAAGCATACAATTATAGTCACTAA
+ACAAGGTAAGGTAGTTGTTCAGCGTAACGTCTTGCTTGGTGATGGTCATGAGAAAGAAATAAATATTCCT
+CAATAAAAATACCAATAACAAAAATAAAAATCATCATAGGATCAACATGAAATTAGTATTAACACTTTTG
+ATATTTACCGCTTTCCTTAGTGGCTGTAAATCAACACCACCAATGTATATGTATGAAAATTACTCTGAAA
+GTTTTTATGCCTTAAAAAAAGAAAGTGGTCATGAAAGTGATGCTCAATGGCAGAGTTCATTAGAAAGTAT
+CGTTCAAAAATCAAATGCGAAAGCGGTAAGAGTTCCACCAGGAATTTACGCGAACTTAGGTTATATTCAA
+TTAAAATCAAACAATTACCCAAAAGCGATTGAATTTTTTGAACAAGAAAAAAGTATTTACCCTGAATCAA
+GCCGATTTATGGAAAACTTAATTAAAAAAGCAAAAGTGAAAGGGTAATAGAAAATGAATTACATTGAAAA
+AATAAAAACTTCACTACTAATCCTATCTATATTATTTCTTAGTGGCTGCGTAGCGCCAACTTACATAACA
+AAAGGGGAAGAGTTCCCTAAAATGTACGAAGAAAAGCCACGTTCACTGCTTGTTATGCCGCCAATAAATC
+TAAGTACTGATGCTGAAGCAAAGGATTATTATTCAACGACTGTTGAAATGCCTATTGCTTTACATGGTTA
+TTATACTTTTCCTTATCAACTTACTGCTGATGTATTAAGACAACAAGGGATTTATGATAGTGAGTTAGTT
+TATGATGTACCGCTAAATAAGTTTCATGAATACTTTGGTGCCGACGCAGTGCTTTTTACAAAAATTGTTA
+GTTGGGATACGTCATATACTGTTTTAGCCTCAACACTGACTGTTTCTATCAATGCAGAGATAAAATCAAC
+TAAAACCTCAGAGGTTTTATGGCAATACAATGGTACGGTTGTCGTCGATTTAGCAGTAAATGGTGGCGGC
+GGAATAGCTGGCCTTCTTGTTAGTGCAATAGCAACAGCAATCAATACCGCAGCAGCGGATTATACTACTT
+ATGCAAAACAAGCGAATGGTAGATTTATTGGTAGTATGCCAGTTGGGCCATATCATCCAATGTACATGAA
+AGACCAACAAGTTAAATTGTTAAAACAAAGCAAGGCATCGGATTCAGATAAAACAGCAACGACTGAATAG
+ATTACAATGCTATCAGTGGACTTGTCATCGTTCGATAAGTCCACTGTTTTAATTAGAATAATTAGAAAAA
+CTACAGTTGCCTCAATACAATTATATTCACTTCTTATGTTTCTATTACTCTCAACTTAAAACGCAGTTAT
+TAATACAAAACCTATTATTTAATGCTAACTCTGTTCGTATTATTGACTATTTTCCGTTATTTCCGCCAAT
+GGTATGAAATTATATAGAGTCAACTTCCATAACATTAGGATCTATTCCTAAGCCGCTTTCTTCTCAATAA
+AAACCTAATTAACACCAGTAACGAATACGAATATTATCCCCTCTTAATTAAGTTCAAATATATTGAACTC
+AAAGAACAAATCATTGCGTTATTTTTTGACTTAGATTTCTTTTAATATGCCTCCATCAAATTGATACCAC
+TTAAAAAAAAGGCGTTATGCCCTTAGGTTAAATAAAATGTTAAATAAACTTTGGAGAAAAATAATGAACA
+ATCAAACTATCTTAATTATTGGTGCTGCTGGTAACAATGGTATGGCAACTATCGAGTCTTTAGTAAGTAA
+ACAACCTAAAGACACTATTGTTGCCGCAGTTCGTAGTACTGATAAAGCAACGCTATTAAAGAAAAAATTC
+CCATCAATCAAAACAGTTATCATTGACCTTGATAAACCTGAAACATTAACCGCGGCTTATGAAGGTGTTA
+CAAAAGTATTCATGATACCGGGTAATGTTGAAGAAAGAGAACAGCATGCTAAAAACGCCATTGATGCCGC
+AGTACAAGCGGGCACTGTTAAGCAGTTCTTATTCTATTCTGTTGTTGGCGCTGAATATGAAGCGATATTA
+TTTGCTCAACAATTTAGAGCGGGTGAGAAATATTTAGAGCAATCAGGCCTTAACTGGACCCACTTACGCA
+CTATTTTCTTTCAAGATAACTTTTTCGGTTGGGCTGATGGTGTTAAACAAGGTGGCTTATATTTTGGGAT
+CCGTGAAGGTAGCTTCGCTCCGTTAAATGTTGCTGATATTGGCGAAATGGCAGCGAATATTTTAACCACA
+TCAGGTCATGAGCATAAAGCTTACAATATCACTGGCTCAGAATTATTAAGTGGTGAAGAAATGGCGAAAG
+TATTTACCGATGTTACAGGGAAGACCGTAGCGTATATTTCACCTACAAAACAGCAAACCTTAGATTCACT
+TTTATCGACAGGTTGGCCACAATGGCAAGCAGAAGGTATGTTAGAATTATTTGAAGTATTTGCAACGAAT
+CAAGCGGCTGTTGTAAGCCCGGATGGTGAGCAACTATTAGGTCGCCCATTAACAACATTAAAAGATTTTA
+TTGCCAGTAATAAAGCGGCGTTTGTTTAAAGTCGTCGAAATAATTTAGTTGTAACCTAAAAACCAGTCTA
+TAAATATAGGCTGGTTTTGTAATATTTAATAATGCTACTTTTACCATAGTTCGATCAAATTAACTTAACA
+GCCATTTGTTGGATATTGCTAACAAACCAAGCCAGTGCTTTACCTTGATTATCATTACGCCAGGCCATAC
+ATAATTCGCTATTTCTGTTTTCGGTAGTTTCTAAAGCTAAGATAACGAGCTGCCCCGATTCTAATTGTGA
+TTTAATGCGATGAATCGGCAGGAATCCTACACCTAAACCTAGCAGCTGTGCTTCTATCTTTTTTTCAATA
+CTTGATACCGTAATACGCGATTGTCCATCGAGTAAACCTGCAGAACGACCTGGTAGATTTCTTGAGCTGT
+CGGCCACCACTACAGAAGGATATTTTTTTATTATTTCATTTGAAAGAGGCTGTTGCTCTTTAATTAATGC
+ATGATCTTTTGCTACGACAAAAACAAAGTCCACATTGCCTAATTTATAAAGAGAAAAGTCACTATTGTAT
+GGTTCACCTGTGGCACCAATAATAAGATCAGATCTGCCAGCAACCAATGCATCCCATGTACCACCAAACA
+CTTCTTCTGTTACACGGATATTAATCCATGGGTATTCCTGCTGAAATTGTGCGATTAAGGTGTAAATGGG
+TTGAAACAGTAAAATGCTATCAATACAAATGCGTAGTTCCAGCTCCCACCCCTCAGCTGATTGTTTTGCC
+ATATGAGTCAGCTCGTCGGTGGCTTTTAATATCAGTCTTCCTTGCTCTACGAGCATAATGCCAACAGATG
+TCAGCTCTGCTTTGCGCTTACTGCGATCAAATAATGCGATACCAAGATCGTCTTCAAGTTTATTTACTGT
+ATAGGAAATGGCTGACGGCACTCTAAATAACTCATCGGCAGCAGCGGCAAAACTTTTTTTACGCTCAATG
+GCATCAAGCACCTTTAAAGCATCAAGTGTTATCGGGGAAGTCATACATCAATCCTTTTGAACTAATTGTT
+CAAATTTAACCGTTATTATTCGTTATAGCCTTTAAATATAATAGCTTCATTAAACAAAAACAACGAACTT
+TAATAACAAACTTTGGAGAATACAATGAACACCTCTTTTATAAAAACACTTATGACAACTAATGCGGGTT
+TTGCTGCGTTAGCCCTTAGAATTCCAACCGCTATTATTTTTATCGCTCATGGCGCACAAAAATTGTTTGG
+CTCATTTGGCGGTTATGGTTTAGAAGGAACCGGTCAGTGGATGGCATCAATAGGGCTTGAGCCAGGGTAT
+CAATTGGCGTTATTAGCCGGTAGTGCAGAGTTTTTCGGCGGTATTGCTTTATTAATCGGTTTACTGGTTC
+GCCCAGCAGCGTTAATGCTTAGCGTTACCATGGTAGTCGCCATTTTTAGTGTGCATTTTGCCAATGGTTT
+ATTTATGACGAATAACGGTTATGAATTTGCGCTTGCCTTATTAGCGGTATCATTTTCATTAATGTTTAGT
+GGTGCAGGTAAGCTTTCTCTAGATAATTTATTAGCGGAAAAGTTAGCTTAATTCACTAAAAGTAGTGAAT
+TAAGAGACCATCAGTAAAGTATAAATTTAGTATCTAGGGTGGTGAATACTACCCTAGTGCACGATTAAAG
+TTATTCAGGAGCAAAAAATGATTGTAGTAAATAAAGTCAATTCACAACCAACACAAGATGGCGATGGCGT
+CAAAATTTCACGTATTGCTGATTTTACTGGTAAATACTTTGACCCCTATTTGATGATTGATGAGTTAAAG
+TCTGATGATAAAAATGATTTTATTGGTGGCTTTCCGGCACACCCTCACCGTGGTATTGAAACCTTTACAT
+ATATGATCAAAGGTGGCTTTGAACACAAAGACCAACTGGGTAATAGCGCTTTAATTACAGCGGGTAATGT
+TCAGTGGATGAGTACCGGTTACGGGGTAATTCACTCTGAAATGCCAATAACTGATGAAAACGATGGTATG
+CACGGTTTTCAAATATGGTTGAATATGCCAGCGAAAGACAAATTACGTCCTGCACGTTATCAAGATTCAA
+CAAGTTTACCGAATTTAACCAATACAACAGGAGCAAGTCTTAAATTAATGGCGGGTCAATGGACGTTTGG
+TGGAGAAACCGCTTCATCGCCGCTAACTGAGTTGGCTGCAAATGCTGCACTCGCAGATTTAACGCTTGAG
+AGTAACGCTAAAGCTGAGTTTGATTTATCTGATGCCGAGCAAGTATTAGTTTATGTGCACAGCGGGCGTT
+TTTCTAGCCCTCGTTTAAACGCAGGAGAATTAGCGATTGTGGATGCCCAGCAAGCATTAGCGATTACAGC
+AAGTGATGACGGTGCAGGTGCACTTATTTTAGTTGGCAATAAAATCAAAGAAAAAATTGTTCACATGGGA
+CCTTTTGTGATGAATACAGAACAAGAAATTCGTCAAGCGGTAGAAGATTATCAGCAGGGCAAGTTTGGCA
+GCATTGCTTAATCTTACTGTGAGTATTAAACAGTAATGTGAATTAAAATTTTATACAGGTAATTTTACAA
+ATACAGTCAGGTCAGAATAATCGAATCTTACCAGGGTAATATTCGATTATTCGGTCTTATGAAATAAACC
+GGAGTTATTAAATGAGTAATGTAGCGAATATCGAGCACTCGTTCTTTGCGGCTAGTCAGGAATTTGAAAA
+CGCATGGGAAAACCCAAGAAATACACGTTTTGAATTACCGGCACCTGATGTTAACAAGGTACTAAGTGAA
+TGTTATGAGGTTGGAAAACCTGTTCACCTTACGGGCAATATGGTCTGGGATATGGAGCTTAAGAAGGCGT
+GGAACCCTGCTAACTACATTCCATATGTTGTCTCTCGAGACCATGCGTGGGGTCGTTATTCTTTCGACGA
+TGACAGTGAATATTTCGTGAGAGAGATAGAAGCAAAGGCTTGGATAATTGAAGATGCGATCGGACCAGTA
+TTTGAAGAAGTTTTCATTAGTCACAAAGAACGACGAATGATTTTTCTTGGTCGAGATAAACTGACAGATG
+AGACTGGAAAAACTATACGTACCAACGAATATCAGCCTTTATTCCATGTTGAACATGGCGTCGCAGGTAC
+TGAAGATGCTCCTTTAAATACTTGGCGCATTGTGATTTTGACCGAGAATAATGATCCACTATATCATCAG
+CCATTCGAGGAAATGGTCAAAGCAGGCGGGCTGCCAGGATTCCTAGAAATATATATTAATAGAGACCTAG
+ACGCTCAATTAAGTCGGAAATAAAGAAGAGTTTTCAGTTAAATTTAGCGATTTAATCGCTCAGATTAGGT
+TTTTAATTTTGAGCACTGACAATAGAGATAGAAACCGCAGACACAAAATCAAAAACTTTATAAACACTGG
+GTATGTTTATAAAGTTATCTACGTACAAGGTATATGAGTTTGACTACTTATATCTCGTAGGTAACTTACC
+CAAATTCCCATCAATAATTCAGCTTGTGCGGCTTTTTCAAGGCCGTCTAAGCCAGCCCGCAAGATACCAA
+ACACGGCTTCTGCTACTCGTGTATTGAACCTCAGTTACTCCTGTATCGTTAGTGCTTTGCTTTGCTTTGC
+CATAAGTATCAACTCGTTATTGGCGGACTTGTTCAGCGCTCGCGTTTACCGTATTAAAATAACTTGAGGT
+CAAGGCTCTTCTTAGCTTACGTTCAGTATCCTATACCTGTAAGGCACTAAATGTCATTGGAGCGGGCTTT
+ACATCAATACTTTTGAACTAATTGTTCAGATTTAACCGTTATTATTCGTTAGAGTCTTTAAATATAATAG
+CTTCATTGAACAACAACAACGAACTTTAATAACAAACTTTGGAGAATAAAATGAACACCTCTTTTATAAA
+AACACTTATGACAACTAATGCTGGTTTTGCTGCGTTAGCCCTTAGAATTCCAACCGCTATTATTTTTATC
+GCTCATGGCGCACAAAAATTGTTTGGCTCATTTGGCGGTTATGGTTTAGAAGGAACTGGTCAGTGGATGG
+CATCAATAGGGCTTGAGCCAGGATATCAATTGGCGTTATTAGCCGGTTGTGCAGAGTTTTTCGGCGGTAT
+CGCTTTATTAATTGGTTTACTGGTTCGCCCAGCAGCATTGATGCTTAGCATCACCATGGTAGTCGCCATC
+TTTAGTGTGCATTTTGCCAATGGACTATTTATGACGAATAACGGTTATGAGTTCGCACTTGCTTTGTTCG
+CTATATCAATTTCGTTGATGTTTAGTGGTGCAGGTAAGTTAGCACTAGATAACGTATTGAAACAGCGCTT
+AGGTTAATAAAGCAAATAATTCCTTTTAATATTTATTCACATATAACAGAGAGATACTACAATGAAATCA
+GTAAAAAACAGTTGGAACAGCAGTATAAAAGATGGTGAATACCAACGTAAAGAATCACAGTTTAGAAACT
+GGATCACCACTGATGGCAGTGCTGGCATAACAGGACGCGGTGGGTTTCAAGCTGAGGCTGGCCGTTATCA
+TTTATACGTATCACTTGCTTGCCCATGGGCACATCGCACATTGATTTTCCGCCAATTAAAAGGGCTAGAA
+GATTTAATTACCGTAAGTGTGGTTCATCCAGATATGCATGAAAATGGCTGGAGTTTTAAGCATGATGAAG
+AGTCCGCCAAGCTCTATGGCACAACGGGAGATAATTTATATGACGGAAAATTTATCTCTGAAAAATACCT
+AGCCCAAGATCCTGATTACAGCGGTGTTAATAGTGTTCCTGTGTTATGGGATAAGAAAGATAAAGTGATT
+GTAAATAATGAATCATCTGAGATCATTCGTATGTTTAATAGTGCTTTTAATGACATTACGGGTAATACAC
+TAGACTTTTATCCTGAACACTTACGTGAAAAAATTGATCATGAAAATGAGTTGGTCTATCACAAAATTAA
+TAATGGCGTGTATAAAACTGGCTTTGCGACAACGCAAGAAGCCTATGACAAAAATGTAAACGAATTATTT
+GCCGCATTAGAACAGATTGATGAAAAGTTATCAAAACAACGTTATTTAACAGGTGATGAAATCACCGAGG
+CTGATTGGCGCTTGTGGGCAACATTAGTTCGATTTGATTCGGTATATCATACGCATTTTAAATGTAACTT
+AAAATTGATCAAAGAATTTAGCAACATCTACAATTATATGTTGGAACTGTTTCAAGTACCTAACGTCGCT
+AAAACGGTAAATGAAGCGCACATTAAACGTCATTATTATGCGAGTCATGTGGCGATTAACCCTTATGGCA
+TTGTTCCTATTGCTCACCAGCAAGATTGGACCGCCCAGCACAACCGAGATAAGCAATTTAGTTAGTTTGT
+TATTTAAAGAATTTTTGTGCAGTAACAATAAGCTTATAAATCAACCCAACTTACGTCAGTTAACCGTGAC
+GTAAGTTTTTTTGCTTATCCATATCTGGCCCTTGCTGATTTTAAGTTACATTTATAAGCGTATCGTTACT
+TTAACGTGTTAAGAGTCTAGCGGTTCATTTTGATTGGCAGTGGGTATTGGCTATAGAAGATGATGTAATG
+CTTATGTGTTATTCAAACGTTTGATTTTGTTTGCTTTTAATTTGTTATTGAACTCAGGCATTACATGGGG
+TGCTGTTTATTCGTTTATAAGACATTAGCGGAATCAAATAAAGCTGTTGATAGAGTATATAAAGCAAGGT
+TACCATAATCTAAATCATTATATTTAATGCTATTAATCAAACAAACTTTATTAAACTTCGAATTGAGCCT
+AACGATCTTATGATAAACATTACAAATTTTGAACACACCAAGTTAGCGATTAAAAACTGGCAAGTACTTG
+AAAATGAAAGTTGGTGTATTTTGGGGCGAAATGGCTCAGGAAAACAATACCTTGATCAGCTTTTAACGGG
+TACTTTACAGCCAGATTCAGTCGATGAATTTAAAATACCCCATGCAGATAAGGTCGGAATGGTTTCTTTT
+GAAAGCCAACAAGAGGTTTATGAGCATGAATTAAAAATGGATGCTTCTGATTATACCGATGCCAATGATA
+TTGGTACTAAAGCTAAAGACTTTTTACCTAAAGATAAACTTAATGATGTGCTGATCAGTGAATTTGGTTT
+GAGCCACCGACTTGAAAGTGGTTATCGACAGTTAAGTACAGGTGAGGGGAGAAAGCTCTTAATCTTACAG
+GCGATATTTAATGGCGTAGAGCTTCTTGTATGCGATAACCCTTTTGATAGCTTAGATGAAGCTTCCTGTA
+TCGCTTTGTCAAATGCATTAGAACGCTTATCGAAAACAGGCATTAATGTGTTACTGATGCTAAATAATCG
+ACAAGATATTCCTGCGTGGTGTAACAATATCGCCTTTATTGAACGAGGACAGTTTGATGTTGTCGGCAAA
+CTAGAAAGTGACGAAACCAAACGACAGTTAGACGCATTGTTAATGCCAGTATCTGACAATGTTAGTTGGC
+CAACTAACATGCAAGAATTGTGTGACTTCAAGCACGACTATCTAGTAAAACTATGTAAGGGTAAAGTTCA
+GTACAAAGGGGTAAGCGTTTTTGAAAATTTAGATGTTTACATCAAACCATTGCAGCATACCTTGATCACA
+GGTCCAAACGGCAGTGGTAAATCTACCTTAATGCAGTTAATTACTGGGGATTGCACCCAATGTTATAGTA
+ATGACATTCATGTTTTAGGCTATAAACGAGGCTCAGGTGAAAGTATTTGGGAACTCAAGAAAGACATGGG
+TATTGTCAGTGCTGAATTACACCGACAATATCGCGTAAACGGCGATCTGCTAACGGTAGTTCTTTCAGGT
+TTTTATGATTCTATTGGTCTTTATCAACAAGCTGATCAGCATAAAATTGAAATTGCTCGACAGTGGTTAG
+AAAAAATTGGCTTATTAGCACACCAACATAGTTCTTTTCGCAGCTTAAGTTATGGAGAACAACGGTTAGC
+TTTAATTGCTAGAGCTTTGGTTAAATCTCCCTATTTATTGATATTAGATGAGCCGACACAAGGTTTAGAT
+GAGCTTAATCGACATAGAGTACTTAATTTTTTAGAACACTTATCCGAACAAAAGCACAGTACCATGTTAT
+TAGTGAGTCATCGTAAAGATGAGTACTTATCAATTTTTGAGCAGCATATAAAATTGTAAGTTCTGCATTC
+ACTAGTTAGATCCAGAACGAGTATCTGTTAGCGAGAAAGGTAAGGGAGTAATCACTCCTTTACCTTATAT
+CTTTATGTTATTGGAATCACAGCATAATAACTATCGAGTCGTTAAGGTAATATTTCCGCTGTTGGTTTTG
+TACTATCATTGCTTTGCGCAACTGAAGCTTGATCTGAATAACGTGGATAATCGGTATAACCACGCGCATC
+GCCGCCAAATAATGTTGATGGGTCAGTAATGTCGTTTAATGGCAGATCATGCTTAAAACGATAAGGTAAA
+TCTGGGTTAGCTAAAAATTTTCGACCATAAGCAATAAAATCGACTAAGCCAGAATCGATTAAATCCGCGC
+CGGTTTTTGCTGTGTAATTACCTGCAACAACAATGCTACCGTTGAAGTTTAACCGTAAAGCCTGTCTAAA
+TTGGTCACTCACTAGCGGTGCATCATCCCAATCTGCCTCAGAAAGGTGGATGTAAGCTAAGCCCAAATCA
+TTAAACTTCTTACTAGCAAGTAAAATGGCATCAATTGCTTCAATATCATGCATACCACGTTGAGTAATAA
+ATGGGGCAAGACGAATGCCGACTTTATTTGCGCCAATTTCGTCACTCACCGCTTCAACAACCTCCATAAC
+AAAGCGTAATCTATTAGTAATTGAACCACCGTATTCATCGTTACGTTTGTTTGAACTACGACGTAAAAAT
+TGATCAATCAAGTAACCATTCCCGCCATGAATTTCAATACCATCAAAACCTGCTTCTATGGCGTTGCTTG
+CAGCGAGACGGTAATCTAGAACAATATCCTTAATATCTTGCTTTGATAATTCACGTGGAACGGGGCAATC
+TACCATGCGTCCTATTCCATCCTCACCCACAACCCATACTTGTGCATCAGGCGCAATTGCAGAAGGAGCC
+ACAGGCAGTCCATCAACATGAAAGGAAGCATGAGACATACGGCCAACATGCCATAATTGAGAAACAATAT
+GGCCATCAGCTTGGTGAACTGCTTGGGTTACTTTTTTCCAACCAGTGACTTGTTCAGGGGTAAACATACC
+AGGCGTAAATGAATAACCTTTTCCCTGAGAAGATATTTGTGTTGCTTCAGTTATAATAAAGCCTGCGCTG
+GCGCGTTGCGCATAATACTCTGCCATTAAATCCGTTGGCACATCGTCAGGTTGAGCAGTACGAGAACGTG
+TCATTGGCGCCAATACAACGCGATTGCTCGCTTCAAATGTACCTAGTTTTTTTGCGTTAAATAGAATTGA
+GTTTTTCATAATATTTTGCCTCCTAAAAAATCAAAATTTTCGTTAGTTTCATAAACAAGAGTTTGTTTTT
+TCTCTGTTAGTTCCTGATGTTCGTCAAGTGGGAAAAGCATTTCTACCGTTAAACCATCAGGGCCAATAAT
+AAATAGCTGTCGTTCGTTTGAAATAGGCAAAGCTTTTTCGGTATAGGAATAAGCGCTATTATCAAGTCGT
+TTGAGTAATGCGTTGTAATTAGCCCCTTCAAGAGCAACATGGGCAATTGAACCATTACCAAAGGCTGAAG
+AGGGTTGCTCTGCAATATGTATAAGCGGATTGTCATCGCTATATAGCCATAGACCATTAAATGGAAAAGG
+TGGCCGCTTTCCTTCGTGTAAACCAATCAGATCTACCCAAAAACACTCCATTGCTCTAAGGTCTGTCGTT
+AGTACTAATACGTGATTAATATTCATGTAATACCTTCTTAAATGCTCGTGATGAGTTTTGTTAATGAAAT
+AATAGGTCTTGCTCATAAACAAAACAATTGCCATAATTATTAAAACATTCTTCCTTAATTCGGAATAATA
+TGAGCGGTATAAAATAATATGGATAAACTCGGTGATATTGAATTGTTTGTGCGGGTCATAAAAAATGAAG
+GTTTAGCTGCAGCAGGTAGAGAAGTTGGGCTTTCACCGGCAAGAATGACTGCGCGTATAAATGGCTTAGA
+AGAAAGGTACGGCGTTAGATTGTTAAACCGAACAACTCGCCGGATTTCACTAACCGATGAAGGACGTAAG
+TTTTACGTTTCCTGCGAGCGAATTTTAGCGGAAGTAGAGCAGGCCGAAACTTCATTACAAACGGGTCAAA
+CAAGCTTTACAGGCGCACTACGCATAACTGCACCATCTGATCTTGGACAACAACACATAGCACCCGTGTT
+ATCAAGGTTTGTAGAAGAGCATCCTAGCATCACACCTTATCTCTTTCTTTCTGACAGTGTTGTCGACCTA
+GTAGGGAACGGTTTTGATTTAGGGATCCGCTTCGGCAGTTTGAAAGACAGCACGCTGATAGCACGTCGAT
+TGGCGAGTAATCGTCGAGTATTGTGTGCTTCACCTGATTATCTGAAGCGTAAAGGCATACCTGTGCTTCC
+TGAAGAGTTAATACAGCATGATTGTTTGACCATGGTTCGTATGGCTGAACCACTAACTACTTGGCACTTT
+CAAGGTACCGCTGGTAACAGTTCAATTTCAATTCAAGGGACGAGAGCGTCCAATGACGGTGCTTTGATTA
+GGCGCTGGGCCATTGAAGGGGCCGGTATTGCATTAAAATCATATTGGGATATTGCTGAGGATCTAAAAGC
+AAAACGCTTAGTGACGGTTATGGATAATTACCAATATGACTTTAATCGAACAGGAACCACCGGAGGGGCT
+GATCTCCATGTTATATACCCGAATAGAAAGTTCATTTCACTAAGAACCACCGCGTTTATTGAAGCTTTGA
+AGCAGCACTTTACTTCGGTAGACAGTTAATTTATTAAACTAATGATTAATCTTCTCTAATCGAGATTGGA
+AATCTACTAAAAATCAGTGATTTAATTCAATGGAAAATATAATTTTAGACATCTCTACTCTAATTATTTA
+AATACAATACCAACCTGTACCTAACTTGCTTTGCTATAAACACTACTATTTACGTGTGTGTTTTGTACTA
+CTCGAATTTTCTGCTATTTTTAGTATATTATAATTATACATATGGGGTTGAGTGAACCTTTTATGCTTAG
+TATAACTAGTTAGTATTCATTGTTGATAAGTCGTAGCTTTGGAGATACAAGCTAAACCCCATTAACGAGG
+ACTTTTTCAGAATGATATCTTCTAAATTAATAGATTGTTACTAAGGGAAATAGTTATGAATTATTACGAT
+AAGTTCCAAGGAATAAAGCAAACCGATTCTTACGATGAAAAAACGTCGTTGTCTTTAGCAATCGCATGTG
+ATTTAGCTTATGAAAAAGATGAAAATAAAATAGCTTCAGTAGTCGAAAGTTGGGGGTATCAATTTAATGG
+TGCAATTGAAATTGTAAAAAAACCAGATGTAGATACTCAATGTTATGTTATGTCGAATGCAGATAATATT
+GTAGCGGTTTTTCGAGGTAGCGACGCCTTAAAAGACTGGTTTGCAAACTTTCAGGCTGTTTATGACCCTG
+GACCTTTAAAGGGTACTAAAGCTCATGAAGGTTTTCAAGATTCCCTATTTCCTGCGGTTATAGGCATTAC
+CAACTTGCTAGATAGTGTGTTATCAAAAAATAAAAAAACATGGATCACAGGACATAGTCTTGGTGGCGCA
+TTAAGCTCTCTTTATGCTGGTATGTTGATAGAAAATAAATATAGAGTATATGGGATATATACTTTCGCTA
+GCCTTAGACCTGGAAATGAAGCTTTTAAGGTGGGTTTAAATAATAAAATTATAGGTCCTCATTTTAGAGT
+CGTAAATTTTGGTGATGTTGTTCCTCATATACCACCTGAACCATTTTATAGCCACCCAGGTGCTCGGGTA
+ATACTGAAAGAAGAGGTGAGAGAGCATTCTGATGAATCATGGTTCTCTCAGCGAATAGAGGCTCTAAGAG
+TATTTATTTGTAATGCAACTGAAGTCTTAGATGTTGCTGATAATCATAGGCTTAGTGCTGACGAAGAAAG
+TTACATACCTAGACTAATAAAAGATTTAGAAAGATCTGATAATAAATAAATATTTTAATAATTAAATCAG
+GCTATTTAGTCATCCTCTATTTTGGAAATTGAGTTCTTCTTAATTGACGGAGGAAACTGATAAGCTTTGT
+TATTTACTAAAAAGATACCTACGAGGACGAAACGAGAAAATAATAAACTGACTAACTGTGCAGTAATTCG
+AATAATTACGGTATAAGTTTACATTTTATATAATCAAAAAAGCACTAATAAATAGTGCTTTATATTTTAC
+ATATTTTTTACAAGTGCAATAATTATTACCCATTAAAAAATCTGAATAACCCCACACATTAAATAAGAGC
+CTTCGGTAGCAGCTTGAGTGTGTAATAAATACAATTAAACCACGATTTATGATACTGCCGTTCTTTTGAT
+TAGATACTTTAAAAGTAACATTTCAAAAGTTTAAGGTTTTTTAGAATCATCTGGCAATAGAGTGATTCGA
+AAAAAGCCCAAACAACTTGACCCAGCACCGAACAATCAGGTTAGACATTCCTCTAAAAATTTTTGAAGCG
+CAACACTTTAGTAAGCTATGCTTTTAAATATATCTTGCAATTTAGTAACTTATTGTATTAATTTTGAACA
+AGTCACATCAGCAAAAAATATTCATATATATACTAAGGAAATTCAAATGATAATAGGTATACCCAAAGAA
+TCTTTTTTAGGTGAGCGTCGGGTTGCAGCAGCACCAAGCTCGGTTAGTGCATTAATTAAATTAGGTTTTA
+CTGTGCAAGTACAAAAAGGCGCGGGTACTAAGGCGAGTTTTACAGATCAAGAGTTTAGCGATGCTAATGC
+AGAAATTGTCACGAAGAAAGCCTGCTGGCAAAGCGAAATACTCTTTAAAGTAAACGCACCCACACTAGAA
+GAAGTTGAGTTAATGAATGATGGCTCAACACTCCTTAGTTTTATTGCGCCAGCGCAAAGTTCCGAATTAT
+TAGAAGCCCTGCGAAGCAAGTCAATTACTACCTTAGCCATGGAAATGGTACCTCGGATGACCCGTTCTCA
+ACCAATGGATGCTTTAAGCTCAATGGCAAATATTGCGGGCTACCGTGCTGTTATTGAAGCGTCTCACCAT
+TTCGGTCGTTTTTTTACAGGACAAATAACCGCAGCGGGTAAAATGCCGCCAGCTAAAGTGATGATAATTG
+GTGCAGGAGTTGCCGGTCTAGCCGCACTTGGTACCGCAGGTAGTTTAGGTGCAATTGTACGCGCTTTTGA
+TACGCGTCCTGAAGTTAAAGAGCAAATAGAAAGCATGGGAGCTGAATTTCTTGAACTCGACTATGAAGAG
+CCAGAAGATACTGGCTCGGGTGATGGTTACGCCAAAGAAATGAGTAAAGCATTTATTGATGCCGAAATGG
+TGTTGTTTGCAGAGCAAGCCAAGGATGTTGATATAATTATTACTACCGCGATGATTCCGGGTAGACCAGC
+GCCGAAATTAATCACTGAAAAAATGGTTGAATCAATGAAGGCAGGCAGTGTGATTGTAGATTTAGCTGCT
+GCAGGTGGTGGTAACTGTGAATGTACCGTCGTGGGTAAAGTTGTTGATACGTATGGTGTAAAAGTGATTG
+GTTATACTGACTTAGTGTCACGTTTACCTAATCAGGCTTCACAGCTTTATGCTAATAATTTAATGAATCT
+AACTAAGTTATTGTGTAAGAACAAAGATGGAACGCTTGATATTGATTTTGATGATGTAGTCATTCGTAAT
+ATGACAGTAGTTAAAGAGAATGAAATTACTTTTCCACCTCCGCCTATTCAAGTAAGTGCAGCGCCCGTGA
+AAAAGGCAACAGTTGAAGCTGCTGAGCCGATTGAAGAAGCCGCTTCTCCAATTAAAAAATATGCTTTTAT
+AGGGGCTGGAATAGCGTTATTTGGCTGGGTGGCTAGTATTGCTCCTGCAGATTTCCTTACTCACTTTACT
+GTTTTTGTACTTGCTTGTGTTATTGGCTATTACGTGGTTTGGAACGTCAGTCATTCGTTGCATACACCTT
+TGATGAGTGTCACCAATGCGATTTCTGGCATTATTATTGTTGGGGCATTATTACAAATAGGCTCGGACAA
+TATTGTAGTACAGATACTCGCCACATTAGCGACTTTAGTGGCAACTATCAATATTGTCGGTGGCTTTAAA
+GTCACTAGTCGTATGTTAAAAATGTTTAGTAAGTAGGGGAGTAGTATGGAATCTACACAAATAGCGTCTA
+ATGGCTTCATTAGTGCAGCATACGTGATTGCTGCTTTATTATTTATTTTCAGTTTAGCAGGTTTAAGCAA
+ACAAGAATCGGCTCAAAGGGGGAACTTATTTGGTATGGCTGGTATGGCTATCGCTTTACTTGCCACCATT
+ATTGATCCAAGGGTTTCTAATGTCTTTATCATTATTATTGCGATGGTTGTTGGTTCAGGAATTGGACTGA
+GATTAGCGAATAAAGTTGAAATGACACAAATGCCTGAGCTTGTTGCAATCTTGCATAGTTTTGTAGGTTT
+AGCTGCCATGTTAGTTGGTTTTAATAGCTATTTTGATTCGGGGCATAGTGTTGTGCTTACGGCAGCCCAG
+CACACCGCTATGAAAATACACTTAAGTGAAATTTTCATCGGAATATTTATTGGTGCTGTGACTTTTACTG
+GCTCTATTGTCGCTTTTGCGAAACTACGTGGAACGATAAGCTCTAGTGCTTTAATGTTACCTCATCGTCA
+TAAAATGAATTTAGCCGCAGGGATTTTCAGCTTTTTATTGCTACTTTCTTTTGTCAATCATGACGGTTCA
+AATATAGCCTTATTCTTAATGACTATTACTGCTTTGGTCTTTGGTTGGCATTTGGTTGCTTCAATTGGCG
+GTGCAGATATGCCAGTTGTTGTCTCTATGTTAAATTCTTATTCAGGTTGGGCAGCAGCTGCTGCTGGTTT
+TATGTTAAGTAATGATTTGCTTATCATTACGGGGGCTTTGGTTGGCTCGTCAGGGGCTATTTTATCTTAC
+ATTATGTGTAAGGCAATGAATCGCTCTTTTATCAGTGTCATTGCCGGAGGTTTTGGTACAGACGTTGTTA
+TTGATAACGATAAAGACTACGGTGAGCACACAGAAGTGCATGCGGAAGCGGTTGCTGACTTATTACGTAA
+TGCCAAATCTGTCATTATCGCCCCAGGTTACGGTATGGCTGTTTCTCAAGCGCAATATCCTGTTTATGAG
+CTGACCCAACAACTTATGAATAAAGGAATAAAGGTTCGTTTCGCTATACATCCGGTGGCTGGTCGTCTAC
+CCGGACATATGAATGTATTACTGGCTGAAGCAAAAGTGCCTTATGATATCGTTTTAGGTATGGATGAAAT
+CAATGATGATTTTGTTGAGGCTGATGTAGTATTGGTTATTGGCGCTAATGATACCGTTAACCCAGCTGCT
+GCCGAAGACCCAACTAGCCCTATCGCAGGAATGCCGGTGCTTGAAGTTTGGAATGCTAAAGAAGTTATTG
+TGTTCAAGCGCTCAATGAGTACGGGTTATGCAGGAGTGCAAAACCCATTGTTCTTTAAGGACAATACTCA
+AATGCTATTTGGTGATGCTAAAGATAGTGTGGAGCAAATATTTAGAGCGCTTTAATACGAGGCATTAATA
+AATAAACCAGTTTATATTTATTCTCCGTTATAAACTGGTTCGTTTCATTTTTCAGCGGATGCAAATAAAG
+ACTCAAATTGCGCTGTGAAGATGGGTTTTGTATCTCTTGGCTTCCTAAACTAATTCATCCGTTACTTTGC
+AGCGGAAAAGCCACTACCGCATTTCAATAATACTTCAAAAATTCTCCAGTCTGCTCAAAATACTCTGATT
+AACTGACCAATTTCACTGCCTTTTGTATTCTTATCTTTAAAAGCACTAATGCCACTACTGACTGATTGTT
+TATCATTCGAACCGGGTATGTAGTTGTGGCACTTTTTACTTAGGAAGGTAGCGAAGGAGGGGATAAACCA
+GTGGGAATTATCAAAATCAGTAGTTGATTTTAATGCTCTTATAATTAACCTACTTGAACAACGGTCTAAT
+TAAGCGGTGTCGAGTAATGTAATTGACTGATGCTTTGTTTGAATAGTTTTCTAGCATAACTGGCTTATTG
+GGTATGAGTAATAAGCGTAAGTTACTGTCGAAGTAGTGTTTTGAGCAAACGATTAGGGGGAATTTAACTA
+AATTACAGGCAATAAAAAAGCACCACTATCTATGGTGCTTTGTTTAAAAGTGAGTAGTTTGGCTTATTGT
+TTCTTAAATCTTCGTGCAGCTAAACCCATAATGCCTAATGCAAAGATCGCAAGGGTAGAAGGCTCTGGGA
+CTGATGTAATCCCAGTAGTGCTTATTTCATACGAACCAGGGGCACTCAAAGTAGCTACAAGTAAGGTGTA
+AGTGCCTGTAGAAGATAAGGATAAATTAAACCGTGGATCTCCAAAAGGACCTCCAAACGAATCATTTTCC
+GTATCATCCTGAGTATCTATTACTGTTAATGGGCCAAAAACACCATTTGATACAAGGAGCCCATTGATTA
+AACCGTCAGGGCTAAGTGAATCGACATCCAACCCTGTAACATCACCAAAAAATAGAGTAGCAATTAAATC
+TGGTGATGCTTCAGTTCTGTTAATATCAATATCAATTATGTCACCTGCGGCTCCATTAAAAGTCCAATAA
+TCACCGAGTGAAGCTATAAAACTATCATCGTCACCGATGACAGTACCAGAAAATACAGTACCATCTTCTA
+AGTTACCTAATGGAATAACTCCAGCATTAGCAAAACCACTAATAGATAAAATCAAGCCAGCCAAAGCCGC
+TTTTAACATTTTCATATTCATCGTATTTTCCCTTGTAATACATTCCTGAGAATAGAAATGGATTCTAGTT
+ATTGTACCTTTGTGTAGCATTAATTGAGCCAGCTATATTTAATTGTTAATTTTCACTATGATAGCTGAGT
+GTTTATCGAGCACAACATCCTTAGTGTAAAGTAATCGGACACTATGATGTTTGTAAGATGTTGTTTTAAA
+ATTGCTTTCTTTACATTGTTTTTACTTGTACGATTATTACCATCCAACAAAACATTCCTGTATAATCCCG
+CGCATTGAACAATCGCCTAAGCAAACACCCTGAGTTTGCAATAAAGGCGTTAAAACCACCATTTATGACG
+CTGCTCTTCTCTTGATTAGATACTTGAAAAAGCACCTGTTACAAAAAATTAGAGTAAGTTGAGAGCAATA
+TGACCGTAGAACAATTCGACCCGCAAACACCAAAGAAAAGCAGTAATTCAGCCGCAAGCCAAACAACGAC
+TTTAGATATTCCCTCTAAAATGATTGCAGAGCAACATCAAGCCGTTGTTGACTCAGGCGCATCAAAAAAA
+GGCGCTAAAGTTGGTTTCGTTTCACTTGGCTGCCCAAAAAACTTAGTTGATAGTGAGCGTATACTTACGC
+AACTTCGTACTGAAGGTTATGACGTAACCAATAGCTACGATGATGCGGAATTAGTGATTGTAAATACTTG
+TGGTTTTATTGATAGCGCAGTACAAGAATCTTTAGATACCATCGGCGAAGCGTTAGCTGCAAATGGTAAA
+GTGTTGGTTACTGGTTGTTTAGGCGTTAAGAAAGATGAAATTATTGAGTTACACCCCAATGTATTAGGTG
+TTACGGGTCCTCATGCTTATGATGAAGTATTGGCTCAAGTACATGAACATGTCGCTAAACCTGAACATAA
+CCCATTTATTGATTTAGTACCGCCGCAAGGGGTTAAGCTTACGCCTAAGCATTATGCTTATTTAAAAATA
+TCAGAAGGCTGTAATCACCGCTGTACGTTCTGCATTATTCCATCAATGCGCGGCGATTTAGACTCTCGTC
+CAGTGGGTGATGTATTAGGTGAAGCAAAACGCTTAGTTGATTCGGGTGTAAAAGAGTTATTAGTGATCTC
+ACAAGATACTTCTGCTTATGGCGTTGATGTTAAACACAAAACAGATTTCTGGGATGGCATGCCCGTTAAA
+ACACATATGCAGCAGCTATGTGAAGAATTAGCAAAGCAGGGCGTTTGGATTCGTCTTCATTATGTTTATC
+CGTATCCGCATGTTGATAAAATCATTCCATTGATGGCGGAAGGTAAAATATTACCTTATTTAGATATTCC
+TTTTCAGCATGCGAACAAACGCATTCTTAAATTAATGAAACGTCCTGGTAGCTCAGACCGAGTATTAGAG
+CGTATTGCTAAATGGCGAGAAATTTGTCCTGAATTGGTGATAAGATCAACTTTTATTGTTGGTTTCCCGG
+GTGAGACAGAAGAAGAATTTGAAGAGTTATTAAACTTTTTAGAAGAAGCACAATTAGACCGAGTTGGTTG
+TTTTAAATATTCACCTGTTGAAGGTGCTACCGCTAATGCGTTACCTGATCATGTTTCAGATGAAGTAATG
+GAAGACCGTCTGCAACGTTTTATGGCAGTGCAAGCGAAAATCAGTAGCGATAAATTACAAGTACGCATTG
+GTCAAGAATACCTTATTCTTGTTGATGAAGTGAATGGTTTAGGTATTGTAGGCCGTTCATATATGGATGC
+ACCAGAAGTTGACGGTAAAGTTTATTTGTCAGATGATTATGATGCCAAACCAGGCGACCAAATTTGGGTA
+CAAATCATTCATGCCGATGAACATGATGTTTGGGGCGTTCGCGTAGAAGATTAATCGTATTAAGTTAGGC
+TTAACTCAATTTAAGCCTAACTATTATTGCCACTTGTACTAATTGAAATACTCCAAAGCCGAGTTGATCT
+AGACAGAATGGATTCACTTTAATAATTTATTGATGTCGTAGTGTATAGTTAATTTAAAATACGGATAGAC
+AATAAATTTAGGCATCAAGATATTGATAAGGCTACTATATGAAAGTTATAGCGTTTATTAGAGAAAAGAG
+AAAAAATTTACAACACCAAAATGATCAGTTTATCGCCAAGTTAGAGCCTAAATTTAAGAACTTATCAAAT
+TTATTCAATAACAAAATCACCATGCCTTTTAGAAATACGCTAAATAACCCTTGGTTCTCTCAATTTAGTC
+CTGTAGATGCGGAAGAAAGTAAACCCGAGGAGGTATTGATACAAGTACCACAAGCAGAAAAAACCTACAA
+AAGCCTGCTTGAAAAAATCGATACAGTAACATTTGTAGGTGATTGGCATGAGGTAGAGCAAGAGTGTATT
+GATCAATTTGCCGAAGTTACAGGTGATAAACAATGGATTCATACCGATCCGATACGTGCAGCGAAAGAGT
+CTCCCTTTAAAGCGACAATAGCGCACGGGTTTTTAACCTTGTCATTAATTCCCAAGTTAACTAATTCAGT
+AGATTTAGATAGTAACCCTTATCCAGAAGCAAAGATGGTTATTAATTTTGGTTTGAATCAAGTGCGCTTT
+CCTTATCCGGTTAAAGCGGGTACTCGAGTTAGGGCCAGTATTAAACTAGTTAATTTAGTTCCTATGAAGC
+GTAGTATCGAAGTTGTTAATGAAGTAAGTATTGAAGTTGAAAACAGTAAGCGTTTAGCCTGTGTGGCTGA
+AACCGTGTTACGTTTATATTTTTAGGACTTCGTTTTGAATAAAACGCTTAAATATTTTTAGTCTAATCTG
+TTAACTTACATGCCAAGCTTGGCGAGCAACTTTGGGTGCAAATTATTCATGCTGATGATCATGATGTTTG
+GAGTATGAGAGTTGAAGATTAATATTGCTTTTACTTTATTTTATTTTGGTTGGCTTGACCTTAGTTAACC
+TTAGTTATGAATTAGCGCATATCAAAAAGCCCAACTTTAATTAAGCTGGGCTTTTTTGTGTCTGAAACAA
+TTTAGCAAAAATTAAACGTTAACAGCATCTTTTAATGTCTTAACCGCTTTTATAGTAAGAATTTGGATCT
+ATGCGCCTGTTTGATGATTACGATAAAATGATGATAGTCCAGGAGCGTAAATTGTACGTAATTAACGCTC
+CTATTAAATAGTGTATACAGAGAACTATTTCATTACAGATTCAGCGTTATCCAGAACCTTGTCATTAAAC
+GTTTTAGCTCCCTTATACCCAAGGAACATTGATACTAACCATATAATAAAAGCTAAAGGCGAGGCAATAA
+CTGTTATTGCAAGTACAATAACAAGAATAAGGTTAATAGCTCCCCATAGTACGTTTCCTGCATACATTTG
+AGCTGCCCCTGGGATAAAAAAACCTAAAGCCAATGCGACAATTGGGTTTTTCATTTTGTTTTGTAATCTT
+GCTTGCTGAATAGTGTCACTCATTTTAAGTTTCCTTATGAATTGAAAGTGGTTACATTAAAACTGATTTA
+CATAATTTATTAGTTTTTTTTCTTAAATTTACGAGCGGCTAATCCGAACATGCCTAAAGCGAAAATAGTT
+AAGGTTGAAGGTTCAGGCACAGTAGCTAAACTTTTATTTTTCACCAGCATGGTTGAATACACTAAACTAG
+TATTATTACTGAGATAATCAAAACTCATATGATCGTAAAAGTCCACTTGATCATGGCTTCTACTTTTTCG
+GAAACTCCCCACCAAATCATAAGTTTTAAACAAGGATAAGCCATCATCACCTTGAAAAAGTCCTGTAGCG
+TATTTTATTTCAAATGCATTCCCTTGATTATCTACTTGGTTGTAACCCATTTTTTCGAATAGGTTATCTA
+AAACTGACACTGACTTATTTTTCCCATCTCCAACGGTTGAGCGACCATAACTATCAAGATGTGAGATATA
+ATCAGCAGTTAAAGTTAAAAATGTGTTTGAATACAGAGAATATACGTCATCTTTGGTAGCTAATCGCCAT
+CCTTCATATTCATCACGAGTATCTAGTTGCGATGCCACATAGTCATAGGTATCTTTGTTATTAACACCAA
+AATCCATCCATTCTAGGCCAGTAGTTTGATCAATGAAGCTATCATTAGTAGTGTCAATTAAACCAGCAGA
+AGCAGTAAATGACAGGATTAAAAATCCAATTGCAGTTAAAGTTTTCTTAAACATGGAGTGTCCTTGTTAT
+TTTAAATAATAAAATTAAATATTTACGCCAGTGATGATGAAATCACCATCTACTTTTTCAACTACAATTG
+GCAGTGAAAACACCTTGTCACCTAAAAGAAAAATATATTTATCTTCAGATAATTTTTTTACTTTTTTACC
+ACAAGTAGTACTCTTCCTTTCTGAGTCTGACATCAAGTTATATTCGGCAAGGTTTGGATCATTGGTGAGT
+GTTTTAAGCGTGTCAATATCGTTACTTTTAAATGCATCACAATAATCTGCTATCAATGATTTTGCTTGTT
+CTTCAGGAGTACTACACGCAGTTAAAAATGTGGTTGCCGCTAATAGTAAAATGGTTTTAATTTTCATAAA
+AATATCCTTTGAAAGTGATGTGTTAATCAATATCTACGACCAGATAAAGGTCGTTTATTTCTTTAATAAC
+TAGGCTGAAAGCACCTTGTTCAAAGTAAAACTTGGTTTTACCTTTTAGCTCTTTTACTGTCTTAATTGTG
+CACGTCATTTTTTCTGATAGTTGGCTCCATGAATCAGAATTTTTTTCATACTTTTTTTGAAGTTTATTAA
+AGTGCTTATCGTCAAGGATCACTTTCAATTGTTCAAAATTAGCTGCAACAATCTCTTCACAAGCTTTTGT
+CGCAAAATTTTCTTTTGATAATCCACTTAATTCTTTTGCTGTAAGCGAGTTATCGCTACATGCAAACAAA
+GCTATGCTGAGTAATGGAACGGTTAAAAATATCTTGTTTTTCATATTTACTCCTTAAATCATTTAGCATC
+ACTATGGTTTGTATTTGATACAGCCCTAGCGTACTTGTTGGTTATTTTAAAACTGGGTATAGAATATAGG
+TAGGATGAAATGGAGGTAGATACGTAATTTTTTATGAATAATGCAATCCTAATAAATAAAAACAAATTTT
+AATAATAGTTTGAATACCATAGGTTTTTAGGTAACTATACGTTCATAGGTATAGGAAAATAAAAATTAAG
+TTTTAGGTTAATACATGATGTGTTCTATTACAGCCCTAACGCACTTGTTGGTGATTTTTAAAGCTGTTTG
+TAGAATATAGAAAGGATGAAATTGAGATAGATACGTATTTTATTATTAATAATGCAATACGAATAAATAC
+ATAATAAAAATTTAAATAATTGTCTGAATATTATAGGTTTTTACGTAACTATACGTTCATATATATAGGG
+AAATAAAACTCAAGTTTTATATTAATACATGAAGTCTACTATTAATGAAAAAGCACCAGTAACAGAGTTA
+ATTGTTGAATGGAAGAAAGGCAGTAGTACTTCATTCAATGAATTATTCGAAATCTGTTATCAGCATTTTA
+AACATGAAGTTAGAAAACAAAAATTAAAAAAAACAAGTAATATTAAGCAATTAGATTTTTGTATTCAAAC
+AACTACTTCAATTGTTCATGACGCTTATCTAAAATTATCCGCTCATAGAGAACAAACAGTCTGCAATCGT
+AAAGATTTATATGTATTAATTTCTCAAGTCGTTAAATCTATTCTTTACGATCAGTATCGAAAAGCCGCTT
+CACAAAAAAGAAATTCAAGTAACAATTTACCACCTGAAAATCTTGAAGGAGCATCTTCAGAATTATTAGC
+AAAATTAGTATTAGCTGATAAGTCCTTATCAAAAGAAAAATCGCGCTGTAATAACGTCTTAAATCTTAGT
+CTGTTTGCTGCATTACCGGTAGAAGAAATAGCATCCTTATTAAATATATCTGTTCGTACTGTTCATAATG
+ATTTGAACTTTGCGAAAGCCTGGTATTTAGATGAATTGAGCGCTTAGGCTATTATGAACGACTTATATGC
+ATTATTTCAAAAGCTTGCCCTTATTGAGAAACCTTTACAGTCAAACTGCTTTAGTCAACTCGAGAATGAA
+TCTCCTAAAAAAGCCCAACAGTTAGCACAATTATTAAAGCAACGGAATGTGTCAACAGGCGTTTTGATTG
+AAAAAATATTTTCTCCTTTAACCTTTTTAGACAAGCCAGAACTGAGGTTAGGTAGGATAATTGATAATAA
+ATACAAAATCGTTGAGCTAATTGGTCAAGGTGGTATGAGTGATGTGTATAAAGCCATAAGGTGTGATGGG
+TTAATAGAACATATCGTAGCGGTTAAATATTTTTCGCTTGCCGACACCTTTGAAACAGCCTTACAAATGA
+TAAAAAAAGAAGCACAAATATTGGCTCAACTAGACCATCATTACATCGCTAGCTTCATAGATATTGGTTA
+TGACGATAATGGCGAACCTAATATCATGATGGAATATGTGCAAGGTCAAACGCTTTTCGCATTTTTAAAA
+ACAAAACCTGATGAGACGGTTTTATCTCAGGTTTATGCCACATTAGACGAGGCGAAAGGGTACGTAGTAA
+AACAAGGCGTAACTCATGGCGATATCAGTTTAAACAACGTATTAGTCGATAAAAATGGCAATGCCAATAT
+TATTGATTTTGATATAGCTCAGTATAAAACTCAGTAATAAAATTAATTTATTCTAATAATTAATAGATAG
+GTACCTGTATGATTAGTGAAATGTTAGTTAGAACATTTTTTGATAATAATTCTCTTAAATGTTCAACCTC
+CGCTTTAGATTACGGTATTGCCAGCCAAAAAGACGTGTTTTTGCCTGTGGTTTTGGCTTATATAAAGTTT
+GCATTAAAAGACACCTCGTTTGAAAATTCTTGCTTAGTCTGTACGTTATCAAAAACAACAGAATCATTGA
+CCTACTTAAAAGTAGATAAATTCGACTTGTTAGATGAAAGACTTGCTCATCATGTACTTAAGGTATTGGG
+TGGCTATCAATCTTTACAATGGTTTGAAAGTCAATTGGATGGAGATATTGATATTACACTTGTTGTTGAA
+TATTTTCGAGAACACTTAAAAATAGTACCTGAAGGTGAAGAGTTAAATGACGGGGCTTATTTAGATGAAT
+TGTTTTCTGTGGTTTTATCAAAAAACATTGATAAAAATCGCTTAGTTAAAGATCTAGAACAATTTATTGC
+TAATCGAGATGCTGAACTAAAGGAATCTGAACACAATATTGATGCACCATCCCCGGTAACAGAAAACACG
+ATAAACGAGCAGCAGACAGCGTTTATACTTGAAAAAGATTATATCTCTTTAGATCGTAAGCTTAAAAATT
+TCTTCAATGAAATGACATTCATTGCTTGCGCGAAATACTTGTCTTCATCACCAGAAGCTAAAATACAAGA
+AATTAATACCAATAATTTACCTACAATAGACACTGAAATATTGTTATCAGCCATCATAGGCACGCCAGAA
+TTACTTAAGGTACTTGCTGACGAGTTTGATTGTCAGCCTTCTCAAATTGTTATGCCATCTGTCATTTATA
+AAAACCGTGAATTACTTAAAGATTCAGTAGGCACGCGTACCCTGCAAGATAGTGCAAATAATACAAAAAG
+TTGGTATCAGCTTGCAGAAAAGTACACAACTAAACTTGATATAAAAACCGATATTAAAAACTGTTTAAGC
+ATAGCTTTTAATGAAAAAAAATTGAACCTACTCACATTTGTTAAAGCTTTATTAGATCTAAAAAGTGAGA
+GTATAGAGAGCTTATCACGCTCAAATAAGTTAGTTAATCACACAATAAAATCAATGTTTGTTCAACAAAA
+TTTAACCGAGTATCTAAACAGTAAAATTACCGGTCAACAACAAGCGATAGAACATTTAGCTAACGGCTAT
+TTAACCTCATGTATAAGCAAGGTAAATGGCCCACGCTTAATTTATACATTTGCAGGGCCATCAGGTGTAG
+GTAAAACCTTTTTAGCTAATGTTTTCAGTGATTACTTAAATGAATGTGAGCATTCTGGCTATGCTATTAG
+TACATTCAATATGGAACAGTTTAATAATGAAAAAAATAGCGCAAGATTATTTGGCTCTGGCTCTGAATAC
+ATAGATTCAGGCGTTGGTGTATTAACCGGCACGGTAAAAGCACAACCAAGGCATATCTTATTATTCGATG
+AAATAGAAAAAGCGCATTCAAATGTTATTCAATCGCTTCTTACACTATTAGATAGTGGCGTTGCTATTGA
+CCAAACGCTTACTTTACCCGTTGATTTTACCCAATGTATTGTTATTTTTACCACTAACCTTGGCCAAGAT
+GTCTTAGCTAAAAATGCACAAAATCATCAGGTAAATATATTTGATGTACTAAGAAATGCTGAAAACCCAG
+CGACCAAAACTAAATTATCAATTGAATTCATTAACCGTTTATCAAAAGGTTATTCAATTCCATTTTCCAC
+TTTAAAAACAAACCATTTGATTTCGCTTGCTGAAAAAGCGTTGAATAATAAAAGTGAGAATATCGCAGGT
+GTACAATTTAGTTGGCCGACAAGTTTTTCTTCATTTTTGTTAAAGCGTTTATCCCCAGAAGTTACCGTAA
+GGCAATTAACAACGTGTGTAGCTAAACTTAAATCAGAAATTTTGACCAAGTCAGCTCCAAATGTAGGTGA
+GCATACAACAGCACTAAAATATATTATCAATGTTGAAGACAATGAAGAGTCGCTAGTAGCCCAAAGTATA
+TTACTTTTTGATAATGACAATCGGCTGCAAAATGAATTGTCAATCTCACATTCAGACAAGAATATTCATG
+TAATGAATAATTCTGACGAAATTGCGCAAATGTTAAAGCTTCATCGACCTGACGCTTTTTTAATTGATAC
+TGAATCAGTTGATCATGCTGTTGAGTCGTTAAATGACATCATTAATAAAGTTCATGCTGTTAACTCTATT
+ATTCCCTTGTTTTCATACCGAATTATCGGAGAGAGTAATATTGACTCAGTACCTCGAGATCAAAACATAA
+GGGAGCACTTTGAACTAGCACTAAATCATTTAGATACTACTTTTTACGAAATGTTAGAAAGAATTAACTA
+TTATTTAACCACTGAAAAATCATTGTCTAGCATGTTAAGTAGAAACGAAAAACTAAACTACCAATGTAAA
+ATAACAAATCAGCAGTTAGAAAACGATGAGCAAGAGCAAGTTGGTAAAATAGAAAACTTTGATGTTTCAT
+TTCATCAATTGTCAGTTAATCAAGTTATTGAATCTAAAGATATACAAGAAACTAGCTTCTTTAATCAGAG
+TTTACCTACAGAAAAACTTGATGATGTTATTGGTTTGCAGCGAGCTAAAAATCGACTGTTAGATGTAATT
+GAATGGATGAAATTTCCTGATAAGTTACAAAACTTCGACGTAAAAATACCAACAGGATTTTTATTTGCAG
+GTCCGCCGGGTACGGGAAAAACCTTTTTAGCAAAAGCTGTTGCTGGCGAATGTGGCTTACCTTTTTTCAG
+TGTTTCTGCGTCTGAACTTTCATCAACAATAATTGGAGGTTCATCTGAAAAAATAATGGCGTTATTTTCA
+GTTGCTAGAAAATATGCACCATCAATAGTTTTTATTGATGAGATTGACGCAATAGCTTCACAAAGATCAG
+AAGACAGTCAAGGTAACTCACGAGAACGTAATGCAATAGTAAATACACTGTTAACTGAAATGGATGGTTT
+TTCATCTTCTGAATCACCTGTCTTTGTAATGGCGGCAACCAATTACCCACAATTATTAGACAAAGCCATT
+TTGCGACCAGGGCGCTTTGACGAAACGATTTTTTGTGATTTACCCAACAGTGAAGCGCGCACCATATTTT
+TTGAAAAATTCGCCCAAAAACAGAACCTGCAATGGCAACAATCAGACTTAACCGCGCTTGTATCATCTTC
+GCAAGGTATGTCGTCGGCTGAAATAGACCAAGTATTGCGAGAAGCCATATATCAAGCCGTAGGTACCGAG
+AAACCGTTAACCATTGAGCATATTAAGCAAACCATAGTAAGAGTTGTATATGGCTCTCCGTCTGAAAATA
+TTAAATTAGGTAAAGAAGAAAAACGCCGAACAGCTTTTCACGAAGCCGCGCATTTGCTCACTTATAAACT
+GCTATTTCCGAATCAAATAATTGATTTTGCAACCATAGAACCAAGAAACCAATCACTCGGTTTTGTCGCT
+ACGCGTGCTTCTGAAGAATACGAAAGCTATTCGAAAACCCGAGTAATGAATAAATTACAAGTTTTACTTG
+CTGGCCGTGTGGCAGAAAAGCTTTGCACTAATAATGCTGATGAAATTAGCACGGGCGCATCAAACGATAT
+TGAAAAAGCGACACAACTTGCCATGCATGCTATTTACGATGGCGGTATAGAAGAAAGTGTAGGCCCCGTA
+AATGTGGGCATATTAACCAAATTTGAAGAAAGCGAGTTGCTAGCAAAGGCACAAAAAGCTGTTCAGCAAT
+GGTTAATTACAGCAGAGCAAAGTGTAGAAAAATTATTAAATGATAATTGCCACCAACTTGAGTTAGTTGC
+TAATACATTATTAGAGAAAGAATCTCTGTTGAGTGACGAAATTAATACACTATTTATTCAGTAGCATTAC
+AGTATGTTATTTGAAATAAATACGATAAATGGAATGAAGTATAAAGATGCTTGAATGTTTTATAAGTTAT
+AAGGTAAAGGCCGATGATAATGTCGCCCTTCAGTTATCTCGTTTTTTGCAAGACAATGATTTTAAAGTTT
+TTGTTGATAAAAAATCATTACTGCCCGGACAAAATTGGGTCGATGAATTACAACACTCGGTTACTCAATC
+CGATTATGTTTTTGCAATTTTTACTCAAGATTACATTGCTAGAGTGGTTGAAGGTAATTGTAATGGCGAT
+AATTTTATTATTGAAGAGCTGAACTGGGCACTTAAAGATAATAAACTTATTCCTATTGGTATAGGTGTAA
+CAGTAGAAGAAATAAAAACGTGTTTTGACTTAGTACCTTCCTTGAAACCCATACAATTCCAAATGTTTCC
+TACAGACTTATCAGAACAATGCTTTCATATAATATTAAATAAACTGTATAAACGTATTTATTCAAAAGAT
+TCAAAAGCAAAAAGTATTTTACCCGTATCGCACTCTGTTAACGTGTCTGGTACAGCATTGTCGAGCGAAG
+ATGCATATTTAAAATTAGACATGCCTTGGAACGATAGTGATGCAATTGAATATAAAAACACATTAAAGCG
+TAAGGTGTTAAAAAGCGCGATGGACTATGTTGTGTTGGCTAAATTTCATATAAAAGGCCGGTTTGGATTA
+AAAATATCAACTGAAATTGCTTATCATCATTTTGAAAATGAAGCTAGAAACAATTGTAGAGAAGCTTTTT
+TTGAATTAGGGCAAATTTATGAAGCCGATGATAATCAATATGGTTGCGATGAAGATAAAGCCACCGAATA
+TTATACTAAAGCACATGAGCTAGGTGACATGCGGGCTACATATCACCTAGGCTTGTTATTCGACGATAAT
+ATTGAAAATAAAAACTGCCCAACCCAGTTTTTAAAAGAAAAGTACGGCATAGAACATTCAAATAAGTTTG
+TCACCGAAATCTCACAAAAAATAAAATATTACAATGAGTTAACTACGGCTGAAAAATATGTATTTTGTTT
+AACACAAATTTCAGTAAACAAAAATACCGAACAGGCTATTAAACAAATAGAAAAATTGGCTGTTTTAGGA
+TATTTGCCTGCTATTTATTGGTTAGCTTGTAAGCATTTCGACTATGACATAGAAGATTATCAGACAATCA
+ATAGCATACCTGCACTAGATATACGAGAAAGCTTGAACTACCTACAGGCGGGTGAAGAACAAGGGTGTTG
+TCGGTCAAGAAAACGCCTTGCCAATTGGCATTTATTCTTCGAGGGAACAAAGGGAGGATTCACTGCTAAT
+CATGAATTTGGAATAAGGAAACATCAAGAAAACATAGCATTAAATTATTTTGATAGTGCTTATGATTTGA
+TACGTTTGTTAAGTAAATATGACTATTATAGGACCCTAAAATTTAATCCTTCACATTTCTCTATTGATGA
+AGGTCATTTATCAATAGAGGAACAGATATCAATGCTTGAATGTGGCGCTGCTTTTGGCAACGCTAAGTGC
+CGCCGTAAATTGGTCACTTTATACAGCAAGAGCAATAATCCCGATATGATTCCTTTGATGATAGAAGATA
+TAGGTAAAGGGGATCTTTCAATAATTGATGAATATATTGATAATAACATTTATAGCTTTCATTTTGATGA
+AGCTGATTATCAAAAATTTTACGCATTATTGTTTATGTATTATAAAGATTTACCTGAAAAGTCTTTTAAA
+AAGTCACTGATGGACGTGCCATTCATGATGTTTTCATTGTTTCATAATAAGTTGGATGATGCATTAAGGA
+TAATAAAAGTTGACGCGGTGGTGGATTACGCTTACGTAGTATCTATTATTTTAAATGACAAGCATATTGA
+CGCTAGGGAAGAGCTTTCCTTCCAAATTTTAAAATATGGTGCTAAGAATGGATGTGAGAAAAGTAATGAC
+TGGTTATTGATGATAGTTTTAAATGTTGGCGATGTGAAACCAATGTGCAGACCCCAATTTTTAAATGAAA
+ACCTCAATGATGTATTTTGGCGTGAGTTTCTACAAAGTAATCTAAATAAAAACAGGGAGGTAAAAGGTCA
+GTATACATTTACTAATGAAACTGGAGAATCAGATAGTTGCACATTGTCTTCAAGTTTTATTAAAAGCATT
+CTTGAATTATATACCTTTGCTATAAAATGTGAAGAAAGTCTTCTTACATTAGATCCTAACAGTAGGGAAT
+TATTAGATTTATACAGAGAATTAACCGTTGGAAAGTTCGCCAATTTTACAAGCGGACCTCTACCTTTTAA
+CAAGGAGTATAAAGATTTATATAATTTAAAAACTGCTTTTATTAATAAACTATTCCGTGATGTGAAAAAT
+ATGGATGATATGACTGCGATGTCTGCTTTATGTATTCATCTCACCTCTACAATAAAAAGGCATAAAGATT
+TAGAACTAAGTCAGAAATTATTCCAATGGTGTTTGCTACGGCTGAAACTCTTTATAGAGAAAACATCTTT
+TTATCATTCATCGAGCACAACTGGTAGACCCTCCAGGAAGTTATATGTACCCCATGGAATCACTTTCAAG
+GAGGACTTTACGTATGCCTACGAAGCCTTTTTTTCAGATGGTGTTCAAAAGGCGATGATAAATTATGATT
+CAATTACAATAGATGACAAAAAACAGTTTCAATATGATGAGAACCAAAGATTTGACTTTGATGAAGTCGC
+ATTTGATTTCTACAGACAGCAGCTCTGTATTCTTTCAGATAAATTAGAATTGTATCAAAGTAACTATGCT
+CATTCGATTAATCAGGCACGACTAAATGATTACTTAAATGATTTAGACAATATTTATGAGGATGACAGCT
+ATTGGTTAGATTTGTAATGTGATTTATTCAAGTAGAAACAGTGAATATAGCAGAAGTAATGAATCAGGTT
+ATATCCTATCTTTTAGATTAAACGGGCATCCCTATAATAATTTTAAAAGGGATGCTAAATAACAATAAAT
+GGAATTTTCATATGTTTAACTCAAAAACGTTTAGATTATTTATAAGCTCAACTTTTAGTGACTTTAAAAG
+AGAAAGGGAGATACTACAAAGTAACGTCTTCCCGCATATAAAAGAATATGCTGCTCAGAATGTTTCTCCT
+TTCATAGTAGGTATGTTTCAATTAAAAATCTATATGTAAATATTCTCCAAAGCTGTGAAATGTAAGTTTA
+GACAGCAGGTTTGACTTATATATTCGATATAAATTTACAAGAGGATCCACGCTTGACATTAAATTGACAC
+GAAATTGACATTTTAAAACATAAGCGGCACAATCATGCTATTGAAAAATAAAGTTATTTTTATAAGGATG
+TTAAATGGAAAAGCGTTTTGAGTCTTTGCTTTGGAGTAGCAGATTACTTCTACTTTTTGGTGTTGTTTGT
+TGTGTGATCACAGCGGCAACTTTAATCTTATTAGGTTGTGTCGAGGTGTTTCACTTATTACAAGGAATGT
+TCTCCTACCTAATTACTCATAGTTCAGATGTTTCCCGAGATAATCTAGTACTCATGGTGATCGAGATCCT
+TGATACATTCTTACTTTCTTCTATCCTCTTTATCTTTGCCTTTGGTTTGTATGAACTATTTATCAGTTCT
+ATCGAAGAGTCTAATAAACACCAGTCAAAGGCCTTTCAAATTAGTAGTATTGATGAGCTAAAAGCAAAAT
+TGGGTAAGGTTATTGTGATGATTTTAGTCATAAAGCTATTCTCATATCTTGTTGAAATCAAGCCTCAAAA
+TATTGTTGAAATTTTATATATGGCCATCATAGTTCTACTAGTATCAGTTAGCCTTTGGCTTGGGCACGCC
+AAAAAATAAGTATCTGAACTATCCCCCACTCTAAGTACACCCGAAATTAGAGATAATCACAATGAATCTA
+AAAAAATTACTTAACACTTTTTTTGAATATCGCGAAGTACAATGCTCGGAAATGCTAATGGATAATTCTA
+TGTTAGAGCAATCTGATGTAGTTCTGCCGTTGGTTTTACTTTATATCAAGTTGGCTATCAAAAACACCAA
+GCTTGAAGGTAAAGTATTGAAATGTCAGTTAGTTAAGCAAACAGAATCATTGTGTTATTTGGCCGCAGAA
+AATATTGAATTTATCGATGAATATATTGCGCTAAATATTATTGAAGAATTGGGAGGTTATAATGCAATTG
+AGCAGATTGAAGATAACCGTCCCTGTTTTGTAGAGATAGAGTCTTTAGTAACAATGTTTCGTAAGTATTT
+GCAAAATATACCAGAAAGACAAAGTTTAGACGATAATGCAGAGTTTTATCAGCATTATTTGCAAGTTTTC
+AAGCTGGAGTTAGATGAAGACTTTATTGAAACACAAATAGAAGTAGCAGAAAGTTATTGGTATAAGGATA
+ATCTATCAGTAAATGGCGACATAGAAGGTGGTGAAGCGCTTAAACGACAACCGTTTAAGCTGAAAGAGCA
+GTATGTAAGGCTAAAATCATCTACGCAGAATTTTTTTGAAGAACTGTCAGTTTTAGCTTGTTCAACCTAC
+CTATCCGTACATCCATCAGTTGAAGTACAAAATATTAAGGTAACAGATCTACCTGAAATTGACTGTGAAC
+TGGTGCTTTCTGCACTTATTGGTACTCCAAGCTTTTTGGCAGCCTTGGCAAGCCAATTTCAGTGCCAGCC
+AAGTCAAGTGTTAATGCCTGACGATGTTTACCATGCGCGGAAAAATCTAAAACATAAGGCTGTTACCCGA
+AGTTTTTCGGTAAACAATGACACGACTAAAAACTGGTATCAAATAACAAAAAGCTTTGCTTCTAAACTTG
+TACTCAATGAAAACTTAAAATCTTGCTGTGATTTTTCTTTTATTGATAACGAGTTTAATGACTCATTATT
+TATTGAAGCATTATTAAAATGTAAACATCACATTATTGCGGAACTTGCGGTGTTAAATCAATGCAGCAAT
+CGTATTAGTAAAGCAATCAAAGTTGAACAACAACTCAAACTTGACTTAAACAAACAAGTTATAGGCCAGC
+GAGAGGCTATTGAAAGTTTAACGAAAGGATACCTCACCTCCAACATTGCTTTAAGTGAAGGACCAAGGCT
+GATATTTACCTTCGCAGGGCCATCAGGTGTAGGTAAAACCTATCTCTCTTCTATTTTTTGTGATTTGCTA
+AATCAATATGAACAATCTGGATATGCTTTTACTACCTTCAATATGGAGCAGTATGCAGACAAGCAAGATG
+GGATGAAATTGTTTGGTAGCGGTTTACAATACAATGAGGCTAACCTTGGCGTTTTAACAAGTGCCGTAAG
+AGCACAACCAAGGCAGGTTTTACTTTTTGATGAAATAGAAAAAGCCCATTCAAATGTTACTCAATCACTA
+CTTAGTATTTTGGATAAAGGCATAGCCCAAGATCAAACCAGTCAAGAATTTATCAGCTTTGACCAGTGTA
+TTGTTATTTTTACAACAAACCTCGGTCAGGAAGTACTAGCAAATAATCATCAAAAACATCAACTGAATAT
+TTTTGATGTATTACGGCATGCAGAAAATCCGGCAACTAAAACCAAGCTCTCGGTTGAATTAATTAATAGG
+CTAGCTAAAGGCTATTCAGTAGCATTTTCTCCTTTACAGATTAATCATTTTGTTTATTTAGCAGAAAAAG
+AACTCAACAAAATCAATGACTACCAAGAGATGCTTGATTTTAAATGGCCAGAAAACTTTGCCTCATTTTT
+GTTGCAATCTTTGGCTCCTGAAATAACGGCAAGAAAATTAACAAGTTGCTTGGCCAAGCTCAAGGCTGAC
+ATTTTAGTTAAAGCAAGTAGCCTAATTACTGAAGATATGTCGCCAATTTCTTGTGCTGTCAGTGTAACTG
+AAAATATGCCAAATATTGATGTAAAAAAATTAGTGTTATTCGACAATGACACTAGACTTCAAGCCCAACT
+AGCACAGTCTGAATTTTCACTCTCAGCTAGCATTGTTGATAGTTTTGAAGATATAAGAGCCATGCTGGAG
+CAACATCGACCTGATGCCTTTTTAGTTGATATAGAATCGATTGCCAATGGTCAATTGTCTTTAAATGAAA
+TCACAGAGCACGTTCATTGCATTAACAGTCGCATACCAATATTCAGCTACCGCGTGGTAGATATACAAAT
+AGACAACCTGAAAGAACAAACACTAAATCATAATGTAAGAGAGCATTTTGAATTGGATTTAGCCACATTT
+TCTCTGTCGTTTCCAGCCATGCTTAAACGAATTAACTATTTCCTTACTATGGAAAAAACTCTATTACGTA
+TGACAACGCGTAATGAGACGCTAGAGTATCAATGTCGAGTAGAGCACAATAACAAGGTACTCGATGTTTC
+ATTTACCAACCTATCTTATCGTCAGGTTATACAATCCAAAGACTTGCAAGAAACCAGTTTATTTAATCAT
+AGCCTGCCTGATAATTCACTTGATGATGTTATCGGCTTAGAAAGAGCTAAACGTCGCCTTATTGAGGTAG
+TTAGCTGGTTAAAGGCTCCGGAAAAACTGCTAAATTTTGGTATAAAAATACCGACAGGTTTTTTATTTTC
+TGGCCCTCCCGGAACGGGAAAAACCCTGTTAGCAAAAGCTGTTGCAGGGGAGTGTGAGTTGCCTTTTTTT
+AGTGTTGCGGCTTCGGAGCTGTCAACGCCTCATAGCGGCGGTACAACGGAAAACATCAAACAATTATTTG
+CCACAGCGCGAAAATATGCACCCTCAATTATTTTTATTGATGAAATAGATGCTATCGCCGCACAAAGAAC
+CGATAATTCTGATGGCAGTTCAAGAGACAAAAATCTAACGGTTAATGCGTTACTTACTGAAATGGATGGT
+TTTTCAATCGCTGAAGTTCCTGTATTTGTTATGGCAGCTACTAATCATCCGCAGTTGCTTGATAGCGCTA
+TTACTCGTCCGGGTCGATTTGATGAAACAATTTATTGTGACTTACCCAATAAAAATGCCCGACTGATCTT
+TTTTAAGCGTTTTGCCAGCAAACATAAACTGAATTGGCAAGAAACAGAGCTACAACAATTAGTTTCGTCT
+GCACAAGGCATGTCATCAGCTGAAATAGATCAAGTGCTGCGTGAGTCGATTTATCAAGCCGTAGGCGAGA
+ACCAACAATTAACCACTGAGCATATTAAACAAACCATGATCCGCATTGTTTACGGCGCTCCTTCTGACCA
+TATTTTCTTAGGGGCAGAAGAAAAACGTCGTACTGCCTATCATGAAGCAGCACATTTATTAGCGTACAAA
+TTACTCTTTCCTAAGCAGCCGATAGATTTTATTACCATCGAACCAAGAAACCAGGCGCTAGGTTTTGTTG
+CCACCCGTGCCTCAGAAGAATATGAAAGTTATTCAAAACGTAGGGTGATGCATAAACTGCAAGTATTGTT
+AGCGGGTAGGGTGGCTGAAAAACTTTGTACAGGAGACTGTGAAGAAGTCAGTACCGGGGCTTCAAACGAT
+ATAGAAAAAGCGACTCAGCTTGCCATGCATGCTATTTATGAAGGGGGCATTGAACCAACCGTTGGGCCAG
+TTAATATTGCCATGCTCACTAAGTTTGAAGAAAGTGACTTATTAGCTAATGCTCAACAGGCCGTTAAACA
+ATGGCTAGACCAATCTGAGCAGCAGGTAGAGCAATTGCTAAAAGATCATTATCAACAGCTAACATTGGTG
+GCTGAAACCTTACTTGATAAAGAGTCATTATTAGGTGAGGAGATTAACCTCATATTTGATAGATAATGAG
+CATTCGACTTCCCTGATTTTCACATGATAAAGAATCTAAAAAATTTAATGAAAAGGGTAAACCAAAAACA
+AGTTCCGAAATTAAGAAAAAAAGAAACGCTATTAATAGAGTTAGCAAAATAAGCCATGTTAGAAAATTCA
+AATTGGAGCTACTTTGAATCGCTCAGTGACTAACAACATAAAAAATAACTAGAAATTTGTGATAAGGATA
+TTGAAAATGGTTAAAGAAGTTAATAGCAATCGTGAAATTAGAGTATTTATATCTTCAACGTTCAATGACA
+TGAATGAAGAAAGGGAATATTTAATTAAAAATGTATTTCCTCAAATAAAAGATGAATGTTTAAAGCGAAA
+CGTTGGTTTCACCGAAATTGACTTAAGATGGGGAATAACGGAAGAAGAGTCGAAAGTCGGTCAGGCAGTG
+AATATTTGCCTTGAAGAAATTGAACGGTGTAAAAAGTATCCACCTTTTTTCATCGGGATGTTAGGTGAAC
+GTTACGGCTGGGTTCCAGAGCAAGAAGATTTAGAACCCTTACTTTCAAATAAAGAACAACAGAACATTTC
+TAATGTATTAGGTAATAAAAATATTAGCGTTACTGAAATGGAGTTTCGTTATGGGTTATTACTAAGTGAA
+CAAAGCAAGCTACAAACTCTTTTATATTTTCGTTCACCAGAATTAACTCAAAGTCTTTTTCTAAGATCAC
+CTGATTTGAATAAAGCACTATTTTATGACGACAGTGGCGACTTATTACAGAAATTCAAACAAGAGTTATT
+TGAGACCAAAAAAGACAGTGTTGTTATAGATGGTTACCAGTCTGTCGAAGAGTTTGGAAACTCGGTAAAA
+CAGCAGCTACTTAAAGCACTAGACGATAGGTTCCCTAATACTGAGCTCGTTGAAGAATCAATAGCTCGTA
+ATAATCAGGTTTTTGCATATCAAAAGCTTAATAACTTCGTTCCACGACAGCTAGAAAGAGCCAAGGTGTT
+AACACATTGCAAAAACAGGCTAGATGAGGAAGAGCTTCGTTTATGTGTGGTTCAAGGAGAGTCAGGAACG
+GGTAAAAGTACATTAATGGCCGATCTAGTTAGATACCTACCACAGCAAATATCAGACGCATTAGTTTTTG
+AGCATTATTTGGGTAATGACAATTGCATAAACTTGACACAATGGAGAAAAAATCTTCTTGTTGAATTATC
+CTCTCACCTAAATGTGGAGAATGATACTAAAGAGGGCTATTCAAATGAAGAGCTTTGGTTTTACCTGTCT
+ACAAAGTTAAACGAAGTTTCATACAGTCGAGATGAAGCGCCTATTATTCTGATTCTTGATGCTGTAAATC
+AATTAGACGATCCCCAAGAGGCAATAAAAATAATACAGGGGTTAAAATTTTCAAAAAATATCATTTTGAT
+CATAAGCGCTACACTAGAGTTAGCGTTCGACGATACAAGTTTTGAGGTTTTTCAATGTGGAAAGTTATCT
+CTAGAAGAAAAAGTCGGCATCATAAAAAATTATTCGACTAACTATAGAAAGTATCATTCTGCAGATAATT
+ATGAGCAAATAGTAAACTCTGATGCTACTGATTTACCTTTGTATTTAAATATAATTCTCGAAGAGTTAAG
+GTTAAGGTCTAGTCATCATCGACTAGAGCTAGATATTGCAAATATCCTCGCTCATAAAGAAGTCCAGTCG
+CTATTTCAACATATATTGCAGGCGCTTGATGGAGAGTTTTCGGACGATAAACATCCCAATATTATTTCTA
+ATTTAATGGCTTTATTAGCAGCCTCTCATAACGGATTAGATGAAACAGTAATAGGTGCTTTACTGGCTGA
+TAAAAGTGACGTTGCAAACAGCCATAGTAAATTACACCAAATTTCGCGTCACTATTTAAGTCGAGTTTTA
+AGCAGTGTAAGACCTTATTTATTCCGCTCTTTAGGTAAGGAAAAAATAATGCACAACGCACTTATTAGCG
+CTTCTTTATCAATGGTTGATGAAATGAAAGTTCGACAGACACTGATTGATTTTTGTTCATCAAATAGATC
+AGAAGATGTTACAGAGCGAATTTTTCAAAAGCTGCGGTTAATAGAGCTGAAGAAAAATGATGAATTAGAT
+ATTTTTGAGCTCTTTGGCAATGATGTGACTGAGATCTCAAACCTTATCAAATGTTATCAACATAGCACTG
+CTGTTTTTAAAGAGCTATTAACGGCTTTTGATAAAGACTCTAACGGGCATGCTGATTCATCAAAATATTT
+TATTCAAAACGTTCGCTTTGAAGAGTTAATGACAGACATTCTACCAACAGCTTTTAAATCTATGATAGAT
+TATATTGCCTACAATAGAATGACTTGGATAGCTACAATGCTCACTCGGCGACTACTCGCTGAGCTATCAA
+AGGTATCAGATACTTCTGCTGCTTTAATGTTTGAATATCAGTTGATATTTGTAGAAAATGAACTTTTATT
+TGGCGACATTCAAAATGCTGTTCAAGTAGCTAATTTTTTATTGGAGCGAGTTAATCAGTTACCTGATTCT
+CAGCGCCTTATGGAAAATAAATTATATACGCTTGCTGCTTCAATAAATACAAAACAGGAAAGGTACGAGC
+AATCGTACCTTTTGTGCATTAAAGCTATTGCTTCTATAAGAAGTCTTAATGGCCAGGACATAGAAGAAGA
+AAATGCTACTTTACAATTGGCTATTGCCATATTCAAAATAATACAATCTAAGCAATCAAGGCCTAGAACA
+ACTATTTGGGGACTTGAGGATCTTAAGCTCACCACATTATGTGGCACAGAACTATCTGACAGTGAGTTAT
+CCATTCATTTATTTAATGTAGCTATTGAGAAGTTATTGAAATCTTATGGTGAAAATCATGCGTACTTTAT
+TCGGCCTCTATTTTACCTAGCGTGTCTACATATAGCATTAAATGATGATAAGAAAGCCGGTGAGTATCTG
+AACAAAAGCTGGAAAATAATGCTAGCGCAGCTTCCTCCTGGCAATCAGACCTTTATTGAGCTTATTGACT
+TGTTCACCTCCGTAGCTGCAAGTTCTAATTTATATCCAGCATTTAAATCTCAATGTCATAAATTATTGGA
+AGATTGGCAACAGCAACTTAGAAGTGACCATCCAACTATTGTCAAAGTTAAGACGCTACTAAGTAACTCT
+GAGACGAAAGATAAACGGTATATTATTGAGCAGTTCCCTAAAGACTTTGAATTTCTAAAAGCTCTTCATT
+ATGCTGGTAAACATATTCAAGATACGCTTATGTACGATTTAGGTACATCGAATGATAATAAGCTTTCTAC
+TTGGCTTTATACTGGAAAAGAGTGTATATCGCCGGCCCACTTAGGGTTCAGATTGGGAACAAAACTTTAT
+TTTGTGTTATTGGATCTTGTTGATACAGAGACTCCCTATGGCAACTATCAACATTTTAGTGGGTTTTGTG
+AAAAAAACGGCTTAATCCCTTGTTTGATGAAAATGAAAAAAGAAGCTGAACACTACATACCTATATATAG
+TGGCAGTGGATTAAGAAATGAAATTTCAATGGAGATAGTTGATCGATGTATCGAAGAGCCTTTGCCTTCT
+TCTGTTATGACTGCTTGGGAAAATTATGACTTTGCAATTCAAGTCGTGCGAAGTTATCTTGAACAGAAAA
+ATTACAACATTTTATCTTATTCCCACGATCCTAACATAATACCATCTATTAACTTTTTAAATGAGGGGAA
+TACTGCCGTCGTGAAAGTGACTGCAACTTTTCAATCTGAAAATGGCCAACAAGAGTCGATTAGTTGCGGT
+TACTTTTCTGAAAATGACGTATTGTCGACTCTATCTGGCGGTGTATTTGAAGCCAAAGTACACGTTTACA
+ATGGCAACGATAAAAAACTCCCTCCAATTAGAGGTGAAGCATTAGGTATAGATTTTGAAGGGATAGAGCC
+GCTAGTTATAGATGCTCAGTAGCAATAATCTAGGATGGTGTTTTGAGTCTGTAACTAAACCTGTTACAGG
+GTCACTATAAATTAATTAATGCAGGTAAACCCCCGGCTCTGCCGGGGAGACTCACATAGGTTCTACCTAT
+ACCGCGGTATAGGTATCCTTTAATCTCGACCAAGAGAAAGAAGGAAAACCTATGCGAGATTATAGGAGTT
+TGTCCCATACAGGATGGGATTGTAAATACCATATTGTATTTATACCTACAAAAAGACGCAAAATGATATT
+TGGTTCAATCAGAAAACATTTAGGGGAAGTGTTCCATGAGTTGGCTCGTCAAAAATGCGTGATTATTGAG
+GAGGGACACTTAATGCCAGATCATGTTCATATGTGCTTGAGTATTCCACCGAAGTTAGCAGTTTCCAATG
+TTGTTGGTTTTATAAAGGGAAAAAGTGCGATCTCAATAGCGAGAACATTTAAAGGAAAGCAAAGAAACTT
+TACTGGTGAAGCATTTTGGGCTAGAGGATATTTTGTATCCACGGTTGGGCTTGATGAAAATATGGTGAGG
+GAATATATCCGTAATCAAGAAAAACAGGACGTAGAGCGGGATCAGCTGAAGTTGGGGGGTTAATGCGCCT
+CGGGCGCTTACTTTAAGCCTTCTAGGCTGTCATCTAATAAGCCTCCGGCTCTGCCGGAGGTCATTTAACT
+AAAATTATTAGTCCCAAATAAATTAGACTTGTCTAAATTCAATAAGCGCCCCTTAATATTGTTTGGCCGC
+TTCTAGCTTATTTTTTAATTAGCACCTCTCCTAAGTAAGTCCAATAATACTATTGAACTTTGCATAGAAT
+CTCTTTGATAATTAAAATTTTAAATAGTTATTTTTTATTTTTTAAATCACTTAATGACTCAAAGTGATTC
+CACTCTGCATGCTCTTGCATTGCTTCTTTTGCTAATTCAATTAGCAGATTTTCAATCGTTTCATTGTCCA
+TATCTTCTGACGGTTGTTCTAAACCTATTTCAATTTTAGATAAAGCATCTTTGTATGCTGAATATAAGTC
+AGAACAATTACTTGGGTCAGTGTTTTTAATTTTCTTATTTAAAAATTTTAGCTCTTCAAGTACTTGATTA
+TACTTTGAGCAAGGCTGAATATTTGAGTTTGTAATCTCTTGCGTTATAAGTTGATCAGCTCTTTTGTATA
+ATTGAAGTAAATTTAAATAACCGTTGGCTGTATGTCCGTAGTTTGCGAGTTCATTCCATAAGGCAGTGAC
+AGCTGTTAGTAGTAATGAAAATTGAATGCCAAACATTACCCAGTTTGATGTTGATAAATCGCCATTTTTA
+ATAGTGTCATTTTGCAATAAAATAATTTGTGCTGCCCACATGCTAATAACAGATAAACAAGTAATCCAAA
+ACAAAATGGTAGTCCACTTTGTTAGCGTTACTTCAGCTCTGGCAGGTCGCTTATAAAAAAATGTTTTTAA
+TTTTGTCTTTATATTATTGGGATTAACTGAGCTTAATAACTTACTTATGGTGCTGCTATTAGGCTGTTCA
+GTATTTTTTGATAGGTCTAGCCTCGCTTGTAAAAAGCCAATTTGTCCATTTAACCAGTGTTTACTTACAC
+TGTTTAGCTGTTGTTGTATTGGATTTTTCCACCAGTGTAATTCTGTTACTTCGATTGCATGATTTAAAAT
+AGGTAACTTTTTTCGGTATCTTCTTGGTATGAGTGGAGAACTAGTAGGTGCGATGTTCGCAAGATTCAAA
+AAGCCTCGCAGCCTCATGCTTTCAGCTATTCCTCTTGCGATTTGAAAGTGCCATTTGGATTGTTTTTTAT
+TCGCAGCTCTCTTTATCAATAGACCGGTAATTATGGCAATAATAATCATTGAATTTAATATCAAGCCCAA
+TGGCTTATCTAAAAAAGCAGATGTTAGCTCGTAACTAACAAAGCCTGATAATGCAAAAAATACAAACCAA
+AGTGTGATGCTTCTATAGTTAGTTTGGAGGTTTTCAGCCGTTTTATCTGCGCTTTTAAATGTGGAAAATG
+ATTCACCAAGACTAATTTGTTGTACTTCGAGTTCTTCTTCATCTTTAGGATTAACAGATGAAATATCAAA
+ACTAGAGAGTTCTTGGTTATTATATTTGTTTAGTTGTAGGATTAATTCAACAAACTCCTCGGTCAAGAAT
+GTTTGATTGAGATTTGTTGATGACGAAATGTTCCCTTGAGCTATATTATGAGAAACATATAATTTACAGT
+CTTGGTGTTCAGTAGGAAAAACAGCTTTACCCATTGACTTGTCAACACGCGTTAATTCAATATTATCAGC
+AGTTTTTTGCGTAATTTCCTTTCTTATTACAGGTATGTGGTGAACAACGCCTCCTAGTTGCCCATCAAAG
+TCGCTAAAATGGGATAATGCCTTATTTTCAGCGCCCTCTGGCCACTTAGCGTTAACTCCACATTTTATTT
+TAACGACATCACCTGTGCCGCCCAAACCATCAGACTTTTCATCATCCCACAGAGCTAATAAGACATTACT
+ATATTTAGCAATAAATACACCTAAATTTAAATATAATGAGTTTCTCCATTCGCCGTAATTCATATCGGTT
+AATGCAAAATTATATTGTTCTTGCGTTAAACCGTGTCTGAGTAATATTTGATTGTTTTTATAGTCATCTA
+AAGTTTTTTCAAACTCTTTAACTGTAAATAGGCTATCTTCTGAAAAATCTTTAGTAAAAGCACTTTGTTC
+CATAGGTAGACATGGAATGATTCTAAAAGATTCTTTCGGCCATTCTTTATCATGCCAGAGTTCTTCTGCT
+GCCTGAATGGCTAGTAAATCCGCGCCATCAGCCATGCCTGACATGATCCAAATAGGAGTATTATTGGAAT
+CATTCTTTGGATCATTAAACTGATCTCGCCAATGTGTTAACGCGGCCTTTATTTGTTCTTTAATAGGCTC
+AAGGTTGACATGTGAAGTTTTATTGCTTTTAAGGCATAGCAGGTCTCTGTGCCCTGTTATACCAATAATG
+AAGGGTAATTTATTACTGTAATTTTTATTCAGTGTCATCTTGAGCCTTTAATGGTATTTATTATTAAGTT
+TGCTTACTTTGAGTAATGAGCATTATTGTCGTAAACGTGAAAAATGATGCCTATAAGGCATAAACTTGGA
+AATATATAAGTAAAAAAGGGAAAGGTATGTGAAACAAATAACCCTAGACCAATGCTTGAGTACTTGAACC
+AAGTAAATATCACAGCGCCAATTGCACTTAAGATAAGTGATGTGATCGCTATGACTAAAATTAAATCCAT
+TGTTGGGTAAGGTTCATTTGGAAAAATGTCGTTGTGTAGCCAACCATGGAGAAACTTGATTAGAATAGCC
+AAAGGTATTCCCATATAAAATGCTTCTATAAACTCTACTCGCATACAACTTCCCTATGTGGTTAATTTTG
+TTCTTTTAATGCGTATAAGCTACGGGTTAAGCTGTTGCCAAAGCCTCAGCTTATCAATTTTTTGTTGTTG
+GGTTACTTTATTCCACAGTTGATGGTAGTTAAATAAAACACGGTCAATACTACCAACAATTTGTTCTCTT
+TCTATAGTGCCAAAATAACGTGAGTCGTGGCTCAGGTTACGGTTGTCTCCAATCATGAAGTACTTACCAA
+TTGGAACAGTGAATTGAGGACTATTTGTGACTAAGCTACTTTTAATATAATCAGGTAAGTCACTAGTAAA
+AATAATATTATAATTTTTCGTTTTTGAAGCAGATATATTGTTAGTTTCTTGGTATGCACTAAATGAATAC
+TTACTTGAATAGGGCAGTTCTTTGTTTTTGATAACGTCCATTGTCGTGGCTTTCAAGGGGAGTATGCTGC
+CATTGATATAAAAATTATTGTCAATAATTTGTACTGTGTCACCGGGTATTGCCATTACTCGTTTAACAAA
+TAATGACCCTTTATTGTCAAAAGCGACAATATCACCACGTTGTGGATTATTTATCGGGAATATATTTTTA
+CCCCAATAAGGAATTTTAATATCAAAAGCGAGTTTGTTTACTAAGACATAATCACCTTCAATTAGGTTGG
+GGTTCATTGACGCAGACGGAATGTAATTCCAATTAATAAACGTACTTCGAATAAAAAATAACGCTAATAA
+AAACCAAATAAAGCCCATGTTACTGTGATAGAAACGTACCAGTAAATTTATAGCGTTATTTGGCGTCAAA
+TTAACATTCATTATACGCATAAAGGTTGTGTGTCATTCGTCGTTGAATCGCTAAAATTAGCGATATCAAA
+ATCGACGATGTTGGCGTTACCATTAATATCTACCAGTACATTGTTTTTACTTAAATCACCATGTTCAACA
+CCTTTGCTTTTTGCATGTTCAATGGCCGCTTTTAAGCTAGTGTTAACCTGTTCTTTGGCTTCCTCACTTG
+GCGAAGTATTAAGGAACTCATATAAAGTAATACCGTCAATGTATTCCATCATAATGTTAGGCTCTTGATG
+ATTATCATGGCTAATATCTATAAAACTCGCAATGTGATGGTGGTCTAAATCAGCGAGTATTTGTGCCTCT
+TTTTTTATCATCTTTAGTGCTGTGTTGTTTGAGTCAGCCAAGGCAAAATATTTTACGGCTATGGTGTGGT
+TAATTAAGCCATCTGTTCTTTCCGCTAGGTAAACATCACTCATACCACCTTGTCCGAGCAGTTTTGTAAT
+TTTATATTTGTTGTTTATTAAGCGTCCGATACGAATACTTGTATCTTCGTTATTAATGATTCCTAAATGT
+AAGTATTCGAGCATCTCGTTAACTGAAGTACCACGGTAATCTAATAAGCGGGATAACTCGGTTGCTACTG
+TTGGATTTTGTTGGTGCAGTTGTGTCATTTTCTGCGCTAATAATTCTTTTGGCAAACTAGAATATTCTGT
+AAATAATTTATAAAGCAAAGACATAGGTTAAAACCCGTTGAAGTGGCTATGATACCAAGCATGCGCAAAT
+TTGAGTTCATTTTGTACTGTACGCAGAGATATATTGTACATATCAGCAATTTTCTTTGCATTTAATCCAG
+CAAAAACATTGAGCTGAAGAAGTTCTGCTGCCCGGGGTTTCTCCTGTACCAGCGCATTATAAACGCGTTC
+CAAGTCACACATTGTTTCTGCAATATTACAGTCGTATTCAGGCTGTTTTTCTTCCTGAGGTAGGGTGTTT
+TTCTGCGCATTTTTACTGCGAGATTGATCCTTCATTATTGAATAAACAACCTTGCCAATAAGTCGATAAA
+AATCTGCTCTGTTATCAAGTTTTGCACTGGTCACTTTGCCTAACCGAGGATAGAGGTGATTGATAATATC
+AGTGGTTGAATCAATACAAACAGAGACTTGATTGACATTAGTTTGTTGGTTATTTAGGTTTTGAATTTTG
+CTCTTGCGTATTTGATGTCGAAACTGTTGGTAGCATTGAATAAACAATTCATCGTATGCAGTTTCATCGC
+CATTTTGCCATTGAGTGAGTAGTTCAGTTACCGGCACGTCTGATAAATATTTTATGTCCATATATCTGTT
+TTTATTTGAGTTGTTATAAATATGCTAACACGTGACATTTAATGCTTCTAGTTTAATGGACGTTTATTTA
+ACAAAAAATAAACATTATATTTTTTTCGTTTTTAGTTCATTACAACGTGTCTTTTCGTTTTAAAAATAAG
+AGTCTAAGGTGGCATCATAATTTTTGAGAAGGTAATCTGTAAATATGGAAAATCAACAAATCGTGAGCTA
+CAAAAAAACTAATGCGTTAAGCCATTTTCAAGGGATGAACAAACTAGGAACCACTTTTTTCATACTTTTT
+ATCGTAGGATCTTTCTTACCTTTGGCCGATTTAGGCGGTTGGTCTAATGAAACATTAAGTTTATACAATC
+TTGCCAACCCAATGGTGTTGTTGATTATTGCAGCCATTGGTGTGCTTGTTAACTTAACTGGCTTTAGCCG
+CACAGCTTCACGATGGGTATCTTTAGTTTTTGTGGCTCTTGTTGTTGGTTGGTTTTTAACTCAGCTTTAC
+GATATTTATGACTTGGCAAAATCAGCAAGAGAAATAAGAGGGCGTGACTTTGAGTTCAAACACTTTGTAC
+GTTCAATAAAAGGTATGGTTCAAGGTTTGCCTATCAACAGTGCTGACGATTTAATATCACTGGCAAGTAT
+ATTATTAACAGTCGCGTTTGTCGGTATTAGCGGCTGTGTTTTTTCTCCTCGATATAAAGAGAATAAACAG
+TTAAAAGCTGCCATAACCGGCCAGCCAATTGATGAAAGCCAAGACGAAGTAACAAACATTCAAGCCAAGC
+TAGAAAGTAATAAAAAACCTTCCCTTGTAAACAGTGTTAAAGCGTTTGTTGTGTCGGTAATTACCAAGGC
+TATTGGAGCAATCAAATATATCTATCAAATCATCAAACCTTTGGTAAATGCACTGCTAGATAAAGCGGCA
+GATATTATTTGCCAGCAACAACCCAATCTCAAACGTGAACAAGTGAAAGTAGCAGTGTTCTCGGTATCGG
+TTGTGTTGCTTTATCTACTTATTTTTTAACCCTCGCATCAGCTTATTACGAAAACAACATATTTTAAAAG
+GATAAATTATTATGAAAAAAACAATAATCATCTCGATTTTAGCTAGCTTAGCCTTAACGGCTTGTGGCGA
+CCCAAAAGATGAAGCCAGTGAAATTGCACAACAAGCGTGTATCGCAGATAAAAATAGTGATTTAGGTGGT
+TTACGTGACTAGATGAATGAAGAAATGTTCGAAATTAACAAAGTCATGCATGAAAGTGCTGACCCGCAAA
+TGAAACGTATTTTAAAAATGCTTAATTGTGATTTAAAAAAACTGAAATATTAGAAGATGGAGGTTTTGTC
+GTTAGTTTTAAAAAACACAATAGTTATGAAATTAAAGAGGTTGATGGTGATTTAAAAGTTGTCGGTGAAC
+AATATTTTTAGATTTATTAAACTAATTTTTATTTTTCAAGTTTTTAACAGTGTTACTGTATCTATCTAAT
+AAAGATATGGAATTTATACTTAAAGGATTTAATATGCTCAAACACTTTGTGCGCTCAGCACTATTCATCA
+TTGTTGTAACTATCCCAGCTATAGCCTCTGCTGCTGAAGACCTAGATTTAAATAAGGAGCATGTGTATTT
+TCAAAGTGGATTCCATGAAAAGCCTTATTTATTAGAACAAATGCTTTATTCTGATGGCAACCGTTGGAAT
+TTTAATCAAGAATTAGGAACGCCCGTTACCATAACTTATGGTTTTACAGGCGACGAAATGGGCTATGTTT
+TTCCAGATGACATTCAGCGTGATTTTTATCAGTATGAAAAAGATGTCATTGTTGATGTTCTTACACACAT
+CAGCGAAGTTTCTGGAATTACTTTTGAAGAAAAATTTACTCGAGAAAATTCGGATTTTGTTTTTCGAATT
+GGAGCTTACACTGGGTCTGGTAGTAATGTTCCGCCAATAGATGAAGCTGATTACATACGTTATAGTTATA
+GGCGAACCGTAACGTTTAGCCAGTCTCATGCATTACACTATTTAAATCCTAATCATGATTTTTATTTAAG
+AGTTAAAAATGACGATATTGACTATAAGCATGATTTTGCTCGATCTAAAGCGGTTATACTCCGCGATATA
+AGCAGAATTATCGGTTTAACGAGATGGAATGATGGTCAAGAGAATAATAATGACTTTTATTCAGTGATGG
+CACCAAAAGCAACAGGTTTATCTTCTGAAACTTTTGCACCAACAACTTTAAAAAAGTATGACATTGTTAT
+GCTACAGCACCTTTATGGTAAACCTTTCAAAGTAGAAACTGATCCGAATATGACATACAACTATGATGAT
+AGTTATGATTTTCATCAAATGATTGTTGATAAGGATGGTGAAGATACCATCAGTGTGGTGAACTCTCAAC
+GTAGTAATATTATAGATCTACACCCTGGCGCTTTTAGTTCCATAGCGTCTAGGCCAACTGGTTTCTTTGA
+CCCTGATACTGAAAGTGAACACTTAAACCGCAGTTACAATAACCTATCCATAGATTATGGTACTCGTATT
+GAAAACGCAGAAGGCGGTAGCAATAATGATGTACTCATTGGTAATTATACGGCAAACAAGTTAAATGGAA
+ATGCAGGGGATGATAAAATTCAAGGTTATGGTGGTAACGACTTGATAGATGGTGGAGCAGGCATTGACAC
+TGCTGTCTACGCAAATGAGAAAGTGCAATATGAAATCGAATATGTTGGAAATAGTGTAACTGTTTTAACT
+TTACCAAGTGGCAACGAAGGTTTAGACACCTTAACTAATATTGAATTCATTCAATTTTCAGATGAAACCA
+TAGCCATTAATCAAGCTCCTGTGATTACTTTAGGAGAAATTATTACCGTAAAAGAAACAGACCATGTGAC
+TATTATAGCTGGAGTTTTAGACCATGAAGGTGATGAACTTACTTATACTTGGACTCAACTTAATGGTACA
+GATGTTGAGCTAACAAACACCGATACAGCAACTATTATATTTACTACTCCAAATGTAGATAGAGAAGAAA
+CAATCACTTTACAGTTAGAAGTTTCAGATGGTTTAAATACAGTAACCAGTTCTATCGCAGTAGTAGTTAC
+TCCTAATACCGCACCAGTTATTACGGATATTACGGTAGACCAAGCAGTCGATGAGCGCACTACTGTGACA
+CTAGCTATTAACGCTACAGATGCCGATAACGATACGCTTATTTATCGTTGGGTTGTGAATGGTGCAACAG
+TAACACTAATAGGTTCAACTACTAATACTGTTACATTTACAGCTCCAAGCGTTACAAGCACAACAACACT
+AACCGTTGAAGTATTTGTTACAGACGGGATTGATGAAGTTAGTAGTGATACACGAACTGTAACGGTTAAT
+AATGTTGATACAGCACCTGAGCCAGAAGTTTCGCCCACTATAGAAAAAAGTAGTGGTGGCTCTTTTGGGT
+ACTTTATTTTGCTAATTGCAGGTTTAAGATTATTTAGAAAGTAAGTTATAAAATACCAACAACCAGTGAG
+ATTAACTGGTTGTTGGTATGATTAAAGAATGGTTTTTTTTTAAACAGAAAGTTGAATAAGTTTAATCATT
+TTATCTCCGTATTAAGTCTTCTTGGAGTACTCAGAGGTAAATACGCAAAGCAACAGAATTATTCTAACCT
+AGCCATACAAGAAAAATTAATATCAATAAATACGCTTTATAATTTTTTTTTGCAGAAAAATAGCGAGTAT
+TCTTAATCAAACCAACTGGCTTAACTTCGCTGAAAGCGGCCAAAAAATTAACAAAGCCTTTAATAATAAA
+GCTCTCCGGTGGGATTGGTGTAAGTATGCTTAGCTGCCCGAAAAACTTGGTAGATTCGGAGCGTATTCTT
+ACGCAACTTCGTACTGAAAGTTATGATGTAACTAATAGCTACGATGATGGAGAACAAGCCATCGTAAATA
+CCTGTGGTTTTATTGACTCGGCAGTATAAGAATCTTTAGATACCATCGGCGAGCCGTTAGCTGCAGATGG
+TAAAGTGTTGGTTACTGGTCCTCATGCTTATGATGAAGTATTAAGCCAAGTACATCAGCATGTAGCTAAA
+CCTAAACCTAAACCTAATCCATTTATTGATTTAGTACCTCCACAAGGTGTCAAATTAACGCCTAAACATT
+ATGCTTATTTAAAAATATCTGAAGGCTGTAATCATCGTTGTACTTTCTGCATTATTCCATCAATGCGTGG
+TGATTTAGACTCACGTCCAGTGGGTGATGTGTTAGATGAGGCACAGCGTTTAGTAAAAGCTGGCGTTAAA
+GAGTTATTAGTTATCTCACAAGATACCTCTGCTTACGGTGTGGATGTTAAACACAAAACAGGTTTCTGGG
+ATGGCATGCCCGTTAAAACACATATGCAGCAGTTATGTGAAGAATTAGCAAAGCAGGGCGTTTGGATTAG
+TCTTCATTATGTTTATCCGTATCCGCATGTTGATAAAATCATTCCATTAATGGCTGAAGGTAAAATACTG
+CTGTATTTAGATATTCCTTTTCAACATGCTAACAAACGTATCTTAAAATTAATGAAACGTCCTGGCAGCT
+CAGACCAAGTTGGTTGTTTTAAATATTCACCCGTTGAAGGTGCTACCGCTAATGCGTTACCTGATCATGT
+TTCAGATGAAGTAATGGAAGACCGTCTGCAACGTTTTATGGCAGTGCAAGCGAAAATCAGTAGCGATAAA
+TTACAAGCACGCATTGGTCAAGAATACCTTATTCTTGTTGATGAGGTGAATGGTTTGGTATTGTAGGCCG
+TTCATATATGGATGCACCAGAAGTTGACGGTAAAGTTTATTTGTCAGATGATTATGATGCCAAATCAGGC
+GACCGTATTTGGCTACAAATCATTCATGCAGACGAACATGATGTTTGGGTCGTTCGCGTAGAAGATTAAT
+TTTATAAAATTTTAGGCTACAAAAACACTGTCTGAGAAATCAGACAGTGTTCAATGTTTAATGACTTGAA
+AGTTGAGCGTGTAAAGCATGCTTATATGCTGCTATTCCTGGCAACAAAGGCACAATCAATGTTGCGATAA
+ATATCATGGAGATTAACCACATCAATTCCATGGTAAAAATATCATCACTTAAAAACAAACCAAATTCAGC
+AGCCAACCATGCCTCAAGACTATAAAGTGCGAGTGTTAGTACTACTATTGACATGATGATTGCTAGGCTT
+ACTAAAATAACGGCTTCTAACAAAATTAGCAGTAATAGGGTAACAGGACTAGCCCCTAACATGCGTAATA
+CTGCTATTTCTGTTTGACGCTCGTTCATTGAGGCCAACAACATAGTTGTGAGTCCAAACAAGGATGAAAT
+AAGCACTAGCACCGCTATGGCGCGCAGCAAATTTTCAACGGTTGCCATCAAACTCCACAGCTCTGTCATG
+GCAACACCAGGCAAAACTGCCATTAATCTATCTGTTGGATAGTTATTAATCTCTCGCTGTAATCCAAATG
+TTGATAATTTACTTTTTAGCTTAAGCATAACAGCCGTAATACTTTTAGGTACGGGTGGTGTTTTTTCTGG
+ATTTATTAGCCATTTTTTTAATGCTGATGGCGGTAAGTGGATCGCTTCAATGGCACCTAAACTTACGTGA
+ACACTTTTATCAACGGGCGTGCCAGTGCTTGCTAAAATACCACTTACTACAAAAGCTGTTTGCTCGTGTT
+TGGTAAAGCTTGTATTGCCAATACCATGAGCAATAATTATTTCATCGCCCAAATTATAATTAAGTTCTTT
+TGCAACATCGGCACCGATAACTACGTCAAATAAGGATGAGAATTTACCGCCATGTTCAAATTTTAAGGAC
+TGTTTTTTACCATAGCGATAGTGAGTAAAATAGCTGTTATTCGTGCCAATAACACGAAAACCACGATGAG
+AATCGCCAAGAGAAATAGGGATAGCCCAGTCAACTAGTTGTCGCTTTTCGAGCATGGTAAAGCTCGTGTA
+CTTAATGTTATTGGCAGGGCTGCCCATTCTAAAAATAGAATATAACAATAAGTTTAATTGACCGCTAGGC
+GCGCCGACAATCAAATCTACGCCTGATATAGTACGATTAAAACTTTCTTTTGCTTGCAGGCGAATATGTT
+CGATACTTAGCAATACTACAATGCTGATGGTTAATGATATGAAGGTCAAGATGGCCGTTTTTTTTCGGCT
+TAATAAGCTGTGCCAGGCAACAGAAAGTAATATCATAATGACATGGTTTCCTCAGTTTTACTCAATGTAG
+TAATGTCGAGGTTACTATCAAAATGATGCAACAAGGAGGCATCATGACTGACAAAAATAAGCGTGATTTT
+AGTGTTGTCACAGATCTGCATAAGTAAGTCCATAAATGCATTTTTTGCCGATGCATCGAGTGCCGAGGTA
+GGTTCATCAACTAATAATAATCGTGGATGATTAATCAGAGCGCGGGCAATTGCGACGCGTTGCTGCTGTC
+CAACACTCAATTGGTTAACTTGTCTGTGCATAATATTACTGGGTAACTGCAATGCGTTAAGCAATGTTTG
+CACGTCAGAATTCACATCAGGCCTTGAATTTTTGGCGAAGTAGGCTGCGAGCTGAATGTTTTTAAGCACC
+GATAGATACGGGATAAGATTAAATTTTTGAGATACCACGCCAATATTTTTTGCTCTAAATAAGTCCCGCT
+GGCTGTTTGATAACGCACTGATATTATGATCGAATAGACTAACGCTGCCTGACGTTGGTAGTAAAATTCC
+ACACAATAAATTTAAAAGCGTGGTTTTCCCGGAACCAGAACTTCCATGTAAGAATACACGTTCAGTGATA
+TCGACTTGCCATTGAGCAATAGATAACCCAGCATAACTGGCAGGGGTATCTTTATAATAGTGGTGTATAT
+TTTGTAAGTTGATAGCAAGTGTTGACAAATCTTATTCACCTTCGATAATCACAGCATAGGTATTCCTATC
+CGCTTCTGTTTTATGTTATGTTATAACATTGATGGCTAAGGTGGAAAGAAAATTTGTGATTTGGATAAAA
+TGAATAGCCGATGTGTTTTATGCTCAATAATCCTTGTGCTAGTGGTATTAACATTTAGTTTAACGGTAAG
+AGCACAGGTTGAGTATACCGACATAGAATGGACCGAATTAATCCCGGCTGATGATTTAGCGGTATTACTT
+AATCCGCCAGACTTTTTGTTTGATATAGAAGATCAATCAGAAAACGATAATATGGAGTCATTAAAAGGGG
+TTAGTTCAACCGATGCAGCAGCAAAAAGGTATCAACAGGCGCTAGAATCAACAAGGATTGTAGAGACATT
+TGATGGTAAAAGCATTCGACTTCCAGGTTTTGTCGTGCCTCTAGAAACAGATGAAAAACAACGGGTAACG
+CAATTCTTTATTGTTCCCTACTTTGGAGCATGCTTACATATGCCACCACCGCCGCCAAATCAAATTATCT
+TCGTAAAATCGTCGGCGGGCATTGAAGTAACCTCTTTATACGACGCGTTTTGGTTTCAAGGGGTTTTAAG
+TATTGATACAACAGATAGCCTCCTAGGAAAATCAACATATAGTTTGCAGCTTAATAAGGCTTATATTTAC
+GAAGATTAAGGGTACGTAAATTTTAGATATTCACTATTATCACTAGCGATAACGGCTTGCCACTTAATTA
+CTAATTCATTAGATCAATCTCTCATTAGAGCAATGCAATACAATTAACCTTCAAGGTTCTCTCAAAAATA
+AAATAACTAGATCGGTTTAGTGTTATAATATCACAATAATGCTTTATTAAATAATTGTGATGTTATAACA
+TAATAGCTTAATGTCTGGATGGTTCTTCTAGTCAATTTTAATGATTTACCCAAGCTACTTGAATATGCGT
+GTTTCAGGACACCTGAGCGATTCATGATCAAGACGTCTCATTTTATTAAGGGTTATTTTCTTAAAAAAGG
+AGACAACGAAGAGCATGGCTTGCTCAGACGTCCCCGCAGGGCTGGTTTTTAAACGCTTTTTGCTGCGTTA
+TTGATTTTGACAATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTAAAGACGTTTCTAATTCCAGCT
+GAAACCTGCATCTTCATGTAGTTTGGGTATAAAAACAGAGAGTGCTCTCATGCTTCACAAAAATAAGTTA
+CCGGTTACTGTTCTATCGGGTTTTCTCGGTGCCGGAAAAACCACAGTACTAAGCCATATTTTGAATAATC
+GTCAAGGTAAAAAAGTGGCTGTCATCGTTAATGATATGAGTGAAGTCAATATCGATTCAGCTACGGTTGC
+TAACGAAGTATCTCTCAACCGCAGCGATGAAAAGCTTGTTGAAATGAGTAATGGCTGTATCTGTTGTACA
+TTGCGTGAAGATCTTCTCTTAGAGGTTACGAAATTAGCACAAGATGGACGATTTGATTACTTGGTTATTG
+AATCTACGGGTATTTCTGAGCCATTGCCGATAGCCGAAACCTTTACTTTTTCCGACGAGGACGGTATTTC
+ATTATCAGATGTGGCAACACTGGATACTATGGTTACGGTTGTTGATGCGGTAAATTTTTTAAAGGATTAC
+GAAGAGGCATCTTCTTTACAAGAAGTAGGAGAGTCGTTAGGGGAAGAAGACGAACGTAGTGTCTCTGATC
+TACTCGTTGACCAAGTTGAATTTGCCGATGTCATCTTGATTAGCAAAACCGACTTGGTTGATATTTCTGA
+TATTGATCGCCTAATAGCAATACTGAAAACGCTTAATACCCATGCCCGAATCAGCCCTATTACTCAAGGT
+CAAGTCGATATTGATGCAGTGCTGAGTACTGGTTTGTTCGATTTTGAACGCGCCCAGAGCGCGCCAGGGT
+GGTTGAAGGAGATGCGAGGTGAACACATTCCTGAAACCGAAGAATATGGTATTAGTAGCTTTAGTTTTCT
+TGCTCGCCGTCCGTTTCATCCTGAGAAATTTTATCACTTTCTTCATGACACTGAAAAATTTGGTAAATTA
+ATTCGTTCCAAAGGGTATTTTTGGTTGGCCACTCGTCCCCAATTTTCAGGTCAATGGAATCAGGCAGGTG
+GCATTGCTCATTATGGTTTTGCTGCTATGTTCTGGAAATCGGTGCCCAAAAAAGATTGGCCTATCGATGA
+GGAGTCATTGAACGCTATAGAGAAGCAGTGGGTTGAGCCATTTGGTGATATGCGTCAAGAATTAGTGTTC
+ATTGGTCAGCAACTAGATCAAGGGGCTATGACTAATGCACTCAATGAATGCCTGTTGACAGATGATGAAT
+TACTAAAAGGGAAAAATTACTGGGCAACATTAAGTGATCCGTTTCCAGAGTGGAGTGAAAGCGCGTGAAT
+ACAATAAATACTATTAATGAAAGTCAATCAACAAGTCTACTCTTACCTGAAACACTGACAAAACGTGCCA
+GTGAAAGTGACTCGCCTGAGTCATTTACCGATATTTATCGAGATGACACCAATATTGCAATTTGGCAACG
+TAAATTGTCTGACAAACTAGTACTGGCTGTGGATGAGATTTTAAAAACGGGTGTAAGAGTAAAAATTGCA
+GAGGCAGTTAGCGTAAAAACTGTCCATGCTACGCTTTGTAATGCGTTAGGTGAGACGATCGCTGTGAGGA
+GGTTGAGCGATGACATAACACTATTGGTTGATATGTTTTGCTGTTTGTTTGATCTCAAAGAGGTTGGATT
+ACGATTAACGGCACTCGACCGTGCTATGTGCCCCAGATTTCACTTTGATCGAATTCCGTGTCGACTGGTA
+ACAACATATCATGGAATTGCCACAGAGTGGCTTCCTCATCAGTTGGTTGACCGCAATAAATTAGGTGCGG
+GAAACCAAGGTAAATCAGATGAACAATCAGGTCTTTTTGATAGCTCTGATGATATTCGTCAACTGAGCGA
+AGGTGATGTCGCCTTACTCAAAGGTGAGTTTTGGCATGATAATGAAGGTGCCGGTTTAGTACATCGCTCA
+CCCGTTCAGCCAGAAGGTTTACTAAATGAACGTCGTTTATTATTAACGCTTGATTTTATTAACGATTAAA
+CATTGTTAGTGAAGGGAAATTTAAAAGTGAAAGTACAAAAGTTAGTATCATTTTTGTTAAATATAATACT
+ATTAAATGTCTTTTTATTAGGTCAAAACGTTCATGCAAAAAATAAGCACGAACAAGGCACTAGCTTAAAT
+GCCCATGTACATGGTTTATCTGAAATGACGATGGCGATTGAAGGAGGAATACTGGATATTCAGTTGATTT
+CTCCAACGGTCAATCTCTTTGGTTTTGAGCATAAAGCAAGCAACAAAGAAGAGATTACGATTGTTAATAA
+TGCTAAAGCACTATTGAGTAATGCCGCAGCACTTTTTTCTTTCTCAGGTGGTGGTTGTACGCTCATTAAT
+ACTGCGATTGATGTATCAGGTTTAATAAAACTTGATGAAAATAAGCATGAACATCAGCCGAAATACAACA
+AAAAAGCACATGATGCTCACAGCGATCAAGATACAAGTCATGAAAATCACAGCCAAGTAGTTGCAAATTA
+TCGCTATCACTGTGAAGAAAAATCAACGTTATCAGCTATTACTGTACTTGCTTTTGAACAGTTTTCAGGA
+ATTCAGAAAATTCGTGCGATGTGGATAACAGATACAAAACAAGGTGTCGTGACACTGAGTGCTGAACGTA
+AAATAATGCGTTTATGATTATTAAAAAACAGATTATAAAAAAGACCTATAGTGGTCAGGAAGTTAAAAGA
+TGATAAAAATAGAAAATGTTACTGATAAAATGGCAATTACGCTATCAATTGCTTGCGCTATTCATTGTTT
+AGCTTTGCCTTTACTATTGCTATTACTGCCAAGTTTTATGGTATTACAACTCAACAATGAAGCGTTTCAT
+ACTTGGATGGTAATAATTGTTCTTCCGACAAGTGTTTACGCACTATTTATGGGGTGTAAGCAGCATAAAC
+GTTATAGATTACTATTTATTGGCTTTTTGGGATTAATTTTATTAGTTCTCGCAGTATGGATAGGTAACGA
+ATTTTGGGAAAAGGCACTTACCCTAGTGGGATCGACGGTTATTGCAGGCGGTCATTATTGGAATTACCGC
+TTGTGTCAGCAACACACCCTTTGTCACCGCTGTGAAGATTAAATAATATAAACTAAATTTTTCATCGTGA
+TGGTCAGAATTTAGAGCAACATAGTGCTAATTTTACCCCTTTCAATTCCCATAATTTAAAGCACAAGTCT
+AGATAAGCGGTGAATGAGAATAAATATGATAGGGATGAGTCGGGTTGTTTGAGTGTTCAGGGGACATAAC
+AATCAATACATAGTAGGCAGGGTCTAGTCGAGCTTGAAGAAATGAATTTTATATTGAGGTAAGGTTGAAT
+ACCTTAAAGAAGTTCTCTTGGTAAGCTCGAGATAACCTTAGTTCAGTTCCTGATCTTAGCTGTAAGGTAT
+GATCACCTTTGCTAATGGGAGTCACTTGAATAACTTCATTAATATTGATCACGTGCGAACGGTGTATGCG
+TACAAAAATAGTGGGGTCTAACTGACTCTGTACGCCAGTTAATGTTTGTCTGGCAATAAATGCCGTTCTT
+TCAAGGCAAATTTTTACATAGTTACCCGAAGATTCAATCCATTGAACTTCATCTGCTTTCGCTACTTCAA
+TTGAGCCTTCAGCTTTAAATAGTAAAGTTTTTGGGTAGTGCTGGTCTGTTCGGTAATCTTGCACAAGCTT
+TGGAATATCAAATTTTTGTGTTGTTCCAGAAAATTCACGAAAGCGATTAAGTGTTTTAGCTAACCTAGCT
+TTGTCATAGGGTTTAAGGAGATAGTCAACCGCATTTAACTCAAATGCACTTATCGCATATTCATTAAAAC
+CAGTCACAAATACAATGGAAACTTCTTTGTTAAACTCTAAATTACTGGCGACAGAAATGCCATCCAGTTT
+GGGCATTTGAATATCTAAAAAGACCAATGATGGGGTAAACTTATCAATGCACTCTAGTGCTTCCACGCCA
+TTTCTTGCTTCTGCAACGACGTCAAAATCACTGTGTTCTTTTAGAAAGTGAATAAGCTTTTGACGTGCAG
+CAGGTTCATCATCTACAACAAGTACCTTGTACGAGCTAGAGACTTGAGCGAGTTCTGACATGTTATTAAC
+CTATAAAAAGAGTAGGGCATTTATATCCTATCCTAACAAAGACAATTACTTTTAGCAGTGTTTTTAATAT
+GCCTGTTAGATAAGCTATGTCGGGTTTATTGCATAGGTAAAGTCAGTGTTAATATAATGGAGTTGTTACC
+TTGTTGAACAAGTGAAACGTTTGCCGAATCACCATATAACAGTTCGAGTCTTTCTTTGGTATTTTGTAAA
+CCAATACCAAAAGAAGGTTGTTGGTTTTCATATTCGAGTAATGGATTCATAATAGTAATACAAAGCATCC
+CATCTTCACTATAGGCTTTAAGGTGAACTCCGCCCATATCATCAGAAGGCTCAATACCATATTTCACGGC
+ATTTTCGAGTAATGGCTGTAGTAACATTGCAGGGATCAAAACGGATTCTACTTGTGGTTCAATTTCTATT
+TTTGTAGATAATCTATCACCAAAGCGTAACTGAGCTATTTCTAAAAATGAAGTCATAGCCTGTAACTCTT
+CATTAAAGGTTACCCAAGGCTTTTGTTCTGCAGCTAATGAATAACGCAGTAGATTTCCTAAACGCATAAT
+AATTGAATCGGCTTTATCAACATCTTGATACATAGTGCTAGAAATAAGATTCAAGGTGTTAAACAAAAAA
+TGAGGCTGTAATTGATTCCTTAAAACAGCTATTTGTGCGGTGAGTAATTGCTCGTTGAGTTTTGCAGCGT
+GAATTTGTTCTTTTTGGTATGTTTCAAAATAAACTTTAGTGTAAGCGCCGAATACGATGGCACAATAGAA
+GCCTATCGTTTTAGGGTATTCATAGATATACCTTGTAAGTAAATCACCGTTATCCCAAAGCCTACCCTCA
+ATTAATAAATAGGCTAAATGCCTTGTTCCGATCATTAGTGAGATAAAAAGGAAGGTAAATGGGATATACA
+AAATCGCCACTTTTAGCATTGATTTATATCTATGCGTTTCATCTAGTGACCACTTTTTACAGCAAAAAAT
+AATGATTGGACAAACTAGGCCATAACAATAAACAGCGCTGTACTCTAAAAGCCAAGGTTCCCATGATAGC
+GACTCTTTACGATCGGCTATTGCGGTTTGTGTGATAAAAAAAGCGACGATAGAAAGTGAAACAAGCCCTA
+TCAGAATCTGCTTAGCGGTAATGGTGGAATAAAAATGTAGCAGAGCTTTCAGAGTTTGCATATTTTACAA
+TGACTCGGCTGAGTAGTTAATTAAAATAATACACCATTTATTAATGGCATGTTTCCTTGTTAACACGTCC
+AAAGACCCACTTGTCCCTTAGTCATTTATTTTTTAGCTCTGTTTTTCTATTCTCAGCATAAATGAGCAGA
+GGATAAAATCAAAATGACAACACAAGTACTAAATAAACACCTGGAAAATAATCTCGGAAGCCGACTGTAT
+TTTTTAGATTGGATCAGAATACTAGCCTTCGCATTTTTGGTTTTCTATCACAGCGCATTAATGTTTGTTG
+ATTGGGGTTTTCATATTGAAAGTGGCTATAACAGCACTTTTTTGAAAACTATCATGATACTTAGCTCTAA
+ATGGCGACTTGATATTCTGTTTCTTGTTTCAGGTGTGGCAATCAGTTATATGATAACTAAAATGCCACTT
+AAGTCTTTTACCTGGCAAAGAATTGTTAAGTTATATCTACCACTTCTCTTTGCTATTGCTATTGTTGTAG
+CCCCACAATCGTATTATGAAGCGATTCAAAAAGGTGTTTTTGAGGGAAACTTCTGGCAGTTTTGGAGTTC
+ACATTATTTTACCTTCGCATGGGATAAGCGTATGAACGCTCCATTTCCAACGTATAATCACATGTGGTAT
+GTGTTGTACTTGTTCCACTATACCGTTTTGTTGTTACCTCTTTGTGCCTTTATTAATAGTGAAAAAGGTA
+TAGTAATACTGCAAAAAATTGAAAAATTCCTTACCAAAAGTTCGCGTATTATCTGGTTACCACTAACCAT
+TTATTTTGTTATTTTCTTCGCCTTCAATAACCATGAAGTCACTCATACTTTCTACGATGATTGGTATGGG
+CACGCAATCTTTCTTTTTGCCGTGCTCATGGGATTAATTTTTGTCCGAATGCCGAAAATATGGCTATCTT
+TTCAAGAGAATCGTTTTATATCTTTAGCAATAGGCCTAGCGAGTTATTCTGTTTTATTAACACTCTTCCT
+TTTACCTAATGAGATGTTTCCATTCGATACTGGTTTAGTTTGGGGGATAGTTGAAATATTAGTTAAATGG
+TCTTGGATAGCGTTAATTATTGGTTTTGCTAGAAAGTACCTGAACTATACCAATAGCTCCCTTAAGTATT
+GTAATAGCATTGTTTATCCATTTTTTATTTTGCATCAAACCGTCATCATTATTTTTGGTTTCTACGTGAT
+CGATTGGGGCATGTCTGGAACTCTTGAGTTTTTGACCATAGTGGTGGGTACCTTTGTTATTTGCGCCTTA
+CTCTATGAGCTACTTATTAAAAGGGTCAATATTTTAAGGTTATTATTTGGTATGTCATGGCAGAATAAAG
+AATCAATAGTTGATGATTTTTGCTCTAAATCGATTGTTATAAACAATGACAAAATAAGCTAAGTCGAGAG
+CCATATAGGGAATAATGCTAACGTTATAAGGTCGCTTGGAGATTATTCACCCTGTCATCCAAATACAATG
+CTTTGATGACAGTATAAATAAAAAGCCCCTTGCAGGATTGATAATATATTTTCAATACCTTAGTCATTGA
+GCTGCTCAAGTTAAGTAATATGTGCGTATCACTTTTGAATCAAGTAGGTGCTTAGGCAACTATAATATCA
+ATGGTAACGGGTATATAACTCACAGATAGTCCAAATTTAATCATTAACTCTTTAAGGTATTGTCATGCTA
+ATACAATTTAAAAAGGTGAGAAATGCGCTTATTAGAGATGGTAAGTTTGGTAAGTATTGTCTTTATGCCA
+TTGGTGAGATTTTTTTAGTCGTTACTGGAATTCTCATTGCCCTTCAGGTTAATAATTATGATTTAGCACA
+GCAAAAAAAAGCAATCGAACATCACTATTTGTTAACTATTAAACTCCAATTATCCGCAGATAAAGAAAAA
+CTTTCAGCAGAAATATATGGTATGAATGAGCGAATAGATGATTATCTAGTTGGGATGAAATTAATCAATG
+AAAATGATCAGGAAAATCTTGAGGTCCTAGCAAGTAAAGTTATTCGCTTGCTCGAATATGGAGATTTTAG
+GCGACAAAGCAGTGTCTTTCAAACGTTAGTTTATAGTGGTGAAATCAAATACGTTAATAGCAAAGAAATC
+ATTGAAAATCTGCAAGAAATTGAACGTACTTATGAAATTACAGAACGACTTGAAAATACTCAGGCTAATC
+TTGTGATGATTCATGCAGCACCAGCAGTTAATAAGAGTATGGATTTTGAATCTGGAAAGATAATCGCCCC
+AGATGTAGTGTTTACCACGATGTTCAAAAATAATTTCTCTATTGCTATTCGCCTGGCGCAAGAGAAAAAA
+AGTGAATTTGAGCATGCGTTATCAGTGATTGATAACACCATTAAAATGATTGATTCACAAATAAATAAAA
+ATGAGCATAATTAACTTCTGAGCTATTCGGAGGTGGTTACTTTTATATCATTTAGTTATAATTTTCAACG
+TGATGGTTCGATATCAACGGCGTAAAAGATGTTAAATTTAGCAGTATTTTACATGGGACTCATACCTTAA
+TTGATTAACCCTAAAGCAATTATTTACCAGTAAACCTTGTATTCACTATTTTTATCCTCATTTTCAAAGT
+ATCTAATGTATTTAGTTTTATCCGCAATAATATTTTGTAGTACGGTTTTTGTGCTAGTTCAACTTGGTCA
+ATATTCAGTTCTATTGTTAGAACTCAGTTAGACAATGAAAAGTAAAAGATTGGATAAAACTTATTTTAGT
+TTCGTTATTGCTTTAAATGGCAGCGAGCTTAATCGATTTAATCTAGGTTATAAATATGACGTTAAATGAA
+AGCATACCCGCAATAAGAGCACGGGTAAAGTTAAGTATAAAAGAAGATATTCCGGCAGAAATCATCAGTT
+TTACTGGTCTTGTTGATGATAAAGAACATATTGCCATAGTATTTAAAAGCGCAGACAAACAGCAGAAATC
+TCCTTTAGTAAGAGTTCATTCTGAATGTTTGACGGGCGATCTATTCCATTCTTCTCGATGTGATTGCGGT
+GAACAGTTAGACGAATCAATCAACATAATGAAAGATAATGGCGGGATAATTTTATACCTGAGACAAGAAG
+GGAGAGGCATAGGTTTATATAACAAACTAGATGCATATCTTTTTCAAGAGCAGGGGATTGATACTTATGA
+GGCGAATAGAAAACTAGGCTTCAATGACGATGATAGAAACTATGATGACGCAATAAATATGCTCAAAGCA
+CTGAATGTTTCGAGTCTACATCTATTAACGAATAATCCATTAAAGATAGACGCTATTGGCAAAGAAATAT
+TGATTGAGTCGATTCAAAATACCAAAACTTATTTAAAAAAAGATAATAAAAATTATCTTTTAGCTAAATA
+TGAATTATCAGATCATCAATTAGAATCGTCATTAATTTAAGGGGTTATCAAAGGTTAAGTTGTACCTATT
+AGAGTAGAGGTCTACTAAAATTATTTTTGGTGATGGATAAATAGTAAATTTACCTACTGGAACCCCTTCG
+GATGCGAATGTATTGGTGTTATTTACTGCTTTATTGGCAGATAACTAGTTTTAATTTTCAGTCATTGAGC
+CAAACCAATACGGCAAAAGAGTTTGGGGATTAAAAGCGGAAGAGGATGATGTTTAGTCAGATGTCAGTTT
+TTGTTATCCAAAGAATTTCAATGCTAAATATTTTTAAGGCTTTGCGCATATTGATTAAGCGATTGCTTCG
+ATAATTGAGCTAAATCTTTAATCATAAGTAACTGTGAAGAGGTCAGTTTATTATCTTCAGTGTTGATTTC
+AAGTGTGTGACAAAGTTGGTATAACCGAACCAAACCTAAACCGATGGCAGCGCCTTTAAGTTTATGTAAT
+TTTGCGTGTTGATCAATGGCCGATAAACTTGAAAAATTACTATATTCGTTATCTATTTGTTGACAAAATA
+ACCGAGTAAGTTGTATTACTTTATCACTGCCCAAGTACTCAATATCTTGGTTGGGAATATCGGCATCAAA
+TAATAAAAATTCACTAAGCTCCTGACTTTCAACTAGAGAGTCCTTATTCGTTGAAGCAATGACTACGGCT
+TCAGGCATTTCAACTTTTAGTTCAAGACAAGGTTCCGTTTCTTGCTCAGCCCCACCTTCGACTTCCTGAT
+TAACGAATCCTCTAACATTAAACATTACTTTGGCAATACTTGGTTTTAATTTTTTCATTTGCACGGGTTT
+GGCAACAAAACCATCAAAGCCTGACTTTATAAATTTAGCTATATCTTCATTAAAAACATGAGCTGACACT
+GCAATAGTTTTGAAAGGAGTCTGCTTTTCTTTCGCAATAACCTTGAGTTGTTGAGATAAAGTCACGCCAT
+CAATATCAGGTAGATTGATATCGAGTAAGGCTAAATCAAATCGATTGTTGTGCATACATTTCAGCGCGCT
+AGCACCATCTTTGGCGGCTGTTACTTTATGACCCAGTTTTTCAACCAAGGCACAGGCGACATCAAGGTTT
+ATTTCATTATCCTCGACAATAAGCACCTGATAATATTGAGATAACGCTTGTGGTGGCAAAAATAGTACTT
+GCTGTGCGCTAATCGCTTCTGCTGAAGCTCGAGCTAATGGAATCGTAAAGGCAAAACAACTGCCACGATT
+TTCTTCACTTTCAAGAGATAAAGTGCCTTGCATTGCACTGACAAGTCGCTGGCATATTGCTAGACCCAAG
+CCTGTGCCGACAGCACTTTGAAGATTATCTACCTGAGTAAACGCCTGAAAAACGTCAGCTTGCTTGTCTT
+TAGCAATACCGCAGCCGGTATCAGTCACTGAAAATGTTACCTCTGAATCTCCAGAACTACTTTCATCATT
+AACGCCTATTGATAAAACAATACTGCCCCGTTGAGTAAACTTAATGGCATTGTTAATCAAGTTTATTAAT
+ATTTGTCGTAACTTACCTAAATCAGCAACGCGCCAGTTTTCAATATTTCCTTTTTTTTCAAAGTGCAGCT
+GCAATGATTTATTCTGCGCTCTTGCTCGCATTAAATGCACGACATCTTCCCCTAGCTTGCCTAAATCAAT
+GGCACGGTAAGAAAGCGCTATATGGCCTGCTTCAATTTTTGAATAATCAAGAATATCATTCAGAATATCT
+AATAAACTTTCGCCTGAATATAAAATAGTTTGAGCATACTTTTGCTGCTCTGACGTGAGCTTGGTATCGG
+TTAACAACTCTAATGTGCCGATCATGCCATTCATTGGCGTACGTATTTCATGACTCATGCTCGCTAAAAA
+TACCGATTTAGCTCTATTAGCTTCGTCTGCTTGCTGCTTTGCTAAGGCGTGCGCTTTAGATTCACTGTTT
+AGCTTCTCATTGGTAAACCTTAACTCTTGCGTTCTAATATTTATCAATTGCTCAAGGTTTTCTTTATGCA
+AACGTAATTCTTGCTCTGTTTGAAGCTGCTCATACTCAAGCTGTTGCTTTTTAATCGCATGCTCTCGAAA
+AACATCGAGCGCTTCAGCTAAATGTTTTAACTCTTCATCATTTGATGACTCGACCGTAATCTCTAAATCA
+CCAGCGGCTAATCTTTCTATTGCGTCGGTATGCTTTTGCAGCTTAAAAACAATACCTTGATAAACCACCT
+TCCACATCACAAAGACAATGACAATAAGGGATAATAAGGTGGTAATTAAAAATACGTTCTGGGACCAAGA
+AACCAATTTTTGATGTTGTTGACTGGTTTTTTTGGCTAACTCACCTTGCTTTTCAACCAGTGACAATATT
+CCTTGGTTTAATTGCGTTAATTGATTAGAAATATGTTGGTGAAGTAAGCTTTGTTTTTGATCCAATTCAA
+TGGCTCTTTGTTGATTATCAAGCAAGTTATCAAATAAATTAAGCTTAATAAGTGCGATATTGGCCAAGTT
+AGCTCTGTAGGGATCAGTAATTGAATCCACTAAGTTTGATATCAGCAACACTAGTCTGTTTTTATTGTGG
+GTTAGCTCATTAAGCGGCTGGTACTGTTGTGTGGTAATAACCAAGTTAGCAATTTGCTCTAACTCCAAAG
+CATTTCGCTCTAACGCGGCCATTTTATCAAGTAAATTAAGGTCTTCATCAATGATTAAATCAATATCTTG
+TTTTGCTTGTAGCAGATTACTTTTCTGCTCAATTAAATCATAAAGCCCTGATAAACGAACTAACGCAAAG
+GTACTCGCATTAGCTACCTGTGATTGAGATAAAACAGAAATCTCATGAACCGATGCTTTCACCACAGTAA
+AGGCTTGATCACGTTGTTGTTGATTGGTGATTTTATTTTTGGCATAGAGATCAAGTTGCTCAATGCCTTG
+GTTAATATCTTTCTTTAAACTAATTAACGAAGGTAAATTTTTCTTGTTGAGATTGAGTAACTCAAGAGCA
+ATAAATTTATCTTCAACCGCCAAATGTAGCAATGTTAATGTCTGACTGATTTCCTGACGCTGTTCTTCAT
+CGGTGACATTTTTTAATAACGTCGTCTTATGGGTGATTTGCAAACTAAGGTTCGCTAATTCTCTTGCACT
+TGAAAGGGTAGGTAAGGTTTGTTGAGTAATAATATCACCAGTGCTGGCAATAAGGCTGAGACCATTCCAA
+GCGACAATACTCACAAACAGCAGTAAACCCGCAACAAAGCTAAAGGCAAATAATAGTTTGTTACCTATAC
+TTCGACGAAAGTGCAATGTAATATCCTCTTTTACACGGCCCGTGTATTAATTTTAAATAGAGTTTTTTGT
+GAAAATACTTTTAGTGCTACTACTCAACATTGTTTATTGTTTGTTTTTCTTATCAACAGCAGTCGCAGCT
+AATCAAGACCAGTTAAATAACAATCGTGCAACGAGTACAATAGCAGTAAGCGAGCTATCAACAAGTAAAG
+TATCCACAGGAAAAATTAAATTATGTGCGGTCTACCCTCATCTAAAAGATTCTTATTGGCTTAGCATCAA
+TTTTGGCATGACTGAACAGGCAAAACAAAGATCAATTGAATTAAAAGTCCTAGATGCCGGAGGCTACCAG
+AATAAGGATGAACAGTTAAGACAAATTGAACAATGTATTCATTGGCAAGCAAGCGCAATATTAGTAGGCT
+CGGTTAATTTTGAGGCATTAAATCAAAAACTTGCACAAGTTAACAAGCATACGCCAGTTTTTGCCTTAGT
+AAATGAAATAGCCACGAACAATATTAGTGGCAGAACGGGTGTCTCTTGGTATCAAATGGGTTATCAGTTG
+GGAGAATATCTGGTTAAGCACCATCAAAATAATTTCAATACTACACCAGCAACACTTGCTTGGTTTCCTG
+GCCCTAAAAGGGGAGGGGGCAGTTTACAATCTACCAAAGGTTTACAAGCCGCACTTGTGAATAGTCCTAT
+TGAAATAATCGCTATCGAGCACGGCTTAAATGAGAAGATAACTCAGTTTTCTTTGCTCAAAGACACCTTG
+AAAAAATATAATAACATCGATTATTTAGCGGGCAATGCTGTGATGGCTGAAATGGCAATAAATGAGGTCG
+GAAGGTTACCTAAAGAACAACAACCTGAGATCCTAAGTCATTACCTTAGCCATGGCGTTTATCGTGGTAT
+TAAGCGTCATAAAATATTAATGGCCAATTCAGATCAAATGGTACTGCAAGGTAAAATGGCCATTAACCAA
+GCCGTTGATTACCTAAAAATAGGGAAGGTGAAAACTTTGCAGGCACCTACAATTATCACGATAGATCAAG
+CGACTATAAAAAAACTAAAGACTGAATTGTCATTGTCACCAAGTAACTTTAAGCCTATTTATAGTATTAA
+AGCTACTGAAGTAAAATAAGCGCTAGTAGTATTTAAGCTTGATCATTGATGACATCAATTATTTGTTAAG
+CTAGGTAATATCAGCGGCGAATAAATACCCTTCACCATGAATCGTCGTGAAAATCTGTGGCTCTTTCGGA
+TTATCTTCTATTTTGTGACGTAAACGACGAACCAGCACATCGATGGTTCTATCATTGGGTGCATCAACTC
+TATGCTCAATTAAATTAAGTAATCGATCACGGCTGAGTACTCGGCTAGGGTTAGCGACAAAAGCCACTAA
+AATATCGTATTCAGCTTTAGTTAGTTTTATTGGAATATTATTTTTGAGCAACTTTCGTTTTGGAATATCA
+AAGCTGCATTGACCAAAATGAAATAAATCGTCATCTTCCTCATCTTCTGTAGCTATAACAGATTTTTGCT
+CGGTTAATGATATGCGCCATAGAATGTTTTTAACGCGAACTAACAGCTCTCTTAGCTCGAAAGGCTTAGT
+AACATAATCATCAGCGCCCATTTCTAAACCAATAATTTTATCGATAGAGTCAGTTCTCCCGGTCACAAGC
+ACAATGCCAATGTTCGAATGGCTGCGCAGGTTTCGAGTGATCATCAAGCCATCTTCATCAGGCAAGTTAA
+TGTCTAACATGACTAAATCAATGTGATGATTTTCCAATACCACCATCATTTGGCTTTTATTTTCCGCTTC
+ACTAACTCGATAACCAGCATGTTGGAAATAACCCACCAGTTTGGCTCGTGTTATCGCTTCATCTTCTACC
+ACTAAAATATGTTTATCGTTCAAGCTTTATTCCTATCCTACTGTTATCAGAAGTAAACCAACACCACCAA
+GTAACAGACTATCAATAAGTCATACCAAATCAAATAATTTTCGCTGAGTGAGAATAACTTAATTGAATTG
+GTATTTATGCATTTTTACATATTGTGTTCATTTAACCACACAATGCTGTTCATAACTGAGCGATACAATA
+ACGCCATCAAAAATAGTTTATCTGATTTATATCAATTTTGGAGTTCTAAGTTATGAATAAAGTAATAAAA
+ACAGCAAACCGCGTACTAATTGGCACAATGTTACTATCTTGCCCTTTTTTAGCAAGTAGCGAACAAAGTA
+AAGAAGAACTATTTAATGGCACTTTCAGTGGTTCACTAGAAATGGCAACCGATTACGTATTTCGTGGTGA
+ATCGGAAACAGGTGATGGCGATATTCCAGCCATTAAAGGTAGCTTTACCTGGACTCATGAAAATGGTGTT
+TATGCGGGCGTATTTGGCGCAACCAATAAGTTTGAATCTACCCCTGACATTAGAGCCGTACTAGCGCCGT
+ATATTGGCAAATTTGGTACTTTTGGCGACAGTGATATTAGTTACAATATTTTTGTCTTTCATTATACCTA
+TCCGGGCGTAGAAGACATGGACTATACCGAACTTTGGATGAAGGTTGCTAAAGACTTTGGTCCTGTAAAA
+ATAGAACTTGAAGTAACTCCAACCCTAAATGATTGGTTTGGTGTTGATGGCTGGAGCGGTATTAACTACG
+CTGTTCACCCGAGCAAAACGTTTGATAATGGTATTAAACTTTCTGGCTCTATTGGTTATCAAGAACTATC
+AGGAGAAGGTGCTGAAGGTTGGGCTCATTGGAACTTAGGTATAAGTAAAAACGTTTATGGCCTTAATGTT
+GATGTGCGTTATCACGACTCAGATGTTGATAGCTCACATAAAGTTTATGGCTCTGAACAAGGCCAAAAAA
+TCTTTGATGAACGCTTTGTTTTTAGTGTTAGCAAAAGCTTTTAGTCACCTACTTTAACAAAGCAGGTCTA
+AGCTACCTAGTTTAGACGGTTTAGTGTTTAAGTAATAAATAAAAGACAGAAGAGCAGCGAAGCTTAACAG
+TTTTGCTGTTTTTGTCATTTTACGGTTATAAAAATTATCAGTACTTAAAGCTCTTCAGTTGCTTAGCTTA
+TGTCTCTTCAAGTCGCTCGAATATAAACATTTCTGTTCATATCTTTTCACAACTTCACGCAAGCTGTCAT
+TTCCTAGTTCATGGTCATTCACATTCTTCAACTATAATTAGCTCATCAAAAAACTTTGAATGAAACGATA
+AGTCATTCAAAAAACATCCCAGATATTGATTAAGCGAGGAGTTTCGACATGACCACGGAACAAATAAACA
+AAGAAACAGGTGAAAAGAAAAAGCGTAAAGAACTTAAGGCATTAGGATTCATTATTGTAGTGCTATTTCC
+CGTACTCAGCGTATTCGCTATTGGTGGTTACGGCCTAATTATTTGGTTAATTCAGGCATTTGGCGGCGTA
+ATTCCTCATTAGGAAAGCCACTAGCATTCTCTCAAACAAAGTAAAAAATTAAGAATAACGAGGATTATCA
+ACATGAAATGGCTCAAAAACCTTTGGCAAACACTTAATACGCCAGCCAAATACTTAACCTTAGGCTCCAT
+CAGTTTAACAGCTTTCATTATGGGCGTTGTTTTTTGGGGTGGATTCAACACCGCTTTAGAGGCAACCAAT
+ACTGAAGAATTCTGTATTGGTTGTCATAGTATGGAAAGTAAACCTTATCAAGAATTACAAAAAACAGTGC
+ATTGGTCTAATCACTCTGGCGTACGTGCCACTTGCCCAGACTGTCATGTTCCACATAGCTGGGGTCGTAA
+AATTGCTAGAAAAATGGAAGCATCCAGTGATGTTTGGGGTTGGGTTTTTAACACCGTTAACACCAGTGAA
+AAATTCGAAGATAAACGTTTAGAAATGGCGTCACGTGAATGGGCTCGCTTCGAGAGAGATGACTCGTTGG
+CTTGTAAGAATTGTCACAACTATGACTCGATGAAATGGGACACCATGTCTAAGTTGGCGCAAAAACAAAT
+GAAGCGTGCCGCCGAAAAAGATCAAAGCTGTGTTGATTGCCACAAAGGGATCGCACACATATTACCCGAT
+ATGGGAACCGCAAGAGCACCGCAGTTAATTGCTGAAGTAGGCACTGGACCAAGTAAATTCACCAATGAAC
+AATACTACTTCAGTGCATTGACCAAGCCACTATTTTTTAGCGCTAAAGGTGATGTAGAAGCAGGCACGTT
+AAATGTCGCAACCAAGGTTAAAATATTAGAGAGCAAAGAGAACAGAGTTAAAGTTTCAATTAGTGGTTGG
+CGTAAACAAATTGGTGCTGGCCGAGTTATTTATTATGACTTTGGTATCAATATGTTAACAGCACAATTAT
+CAAAAGAAGCGGCAAAAACTGAAGGTGTCATCAATGGCTTTGAAGAAAAAGAAGACGAGATGACCGGTTT
+GAAATGGCAACGTGTTGAAACAACATTATGGACTGATGCTGAATACCTAATTACCGAGCAACAGCCACTT
+TGGGATTATGCTCGTACAACCTTTAGAAGCAGCTGTAGTGTTTGCCACACGCAACCAGACGAAGCTCACT
+TTGACGCAAATACTTGGCCAGGCATGTTCCAAGGCATGATAGCTTTTGTCAACATGGACCAAGATACCCA
+AGCATTAGTACAAAAATATCTACAACAACATTCATCAACTTTTGTTAAAAAAGAACATTAATCGGAGCTA
+AGTATCATGAAAAGAAGAAATTTTTTAAAAGGCATTTTAGCGACATCATTTACCGTAATTAGCACTGCTT
+CGGTTTTGACACCATTGACCGCTTTAGCAAAAATAGGAGCTAAAAACCGTGACGATTGGCTAACAACAGG
+TTCTCATTTTGGTGCCTTTAAAATGAAACGTAAAAATGGTGTTATTGATCAAGTAAAACCATTTGATTTA
+GATAAATATCCAACCGATATGATCAACGGAATTAAAGGCTTAGTTTATAATCCATCACGTATTCGCTACC
+CTATGGTTCGCTTAGACTTTTTATTAAAAGGTCATAAAAGTGATACCAGTCAACGCGGTGATTTTCGTTT
+TGTTAGAGTCACTTGGGATCAAGCATTAACCTTGTTTAAACAATCACTTGATGAAATACAAACAAATTAT
+GGCCCCTCTGGTTTACACGCAGGACAAACAGGCTGGCGTGCCACCGGGCAGTTACACTCTTGTACTAGCC
+ACATGCAACGAGCTGTTGGTATGCACGGTAATTTTGTTAAAAAAATTGGGGATTACTCCACGGGTGCAGG
+TCAAACAATTTTACCTTATGTTTTAGGCTCAACCGAAGTTTATGCCCAAGGCACATCATGGCCATTAATT
+TTAGATAATGCTAAGACAATCGTATTATGGGCAAACGACCCTTATAAAAACTTACAAGTTGGCTGGAATG
+CTGAAACCCATGAAAGTTTTGAATATCTTGCTCAGCTAAAAGAAAAAGTAAAAAAAGGTGAGATCCGCGT
+GATCAGCATAGATCCCGTGGCATCAAAAACTCAAGATTACTTAGGTTGTGAAAAAATATATGTAAATCCA
+CAAACAGATGTAGCCTTAATGCTCGCTATTGCGTATGAGCTTTACACCAACGACTTACATGACAAAGATT
+TCATAAAAGGTTACAGCTTAGGTTTTGAGCGCTTTGTGCCGTATTTAACGGGCGAAGAAGATGGCATTGC
+TAAAACAGTCGAATGGGCAGAAAAAATTACGGCTGTACCTGCCGACGTAATTAAAGAACTCGCTAAAACC
+ATGGTCGCTGGTCGTACACAATTATTAATGGGTTGGTGTATTCAGCGTCAGCAACATGGTGAACAACCTT
+ATTGGATGGCTGCTGTATTAGCGACCATGATAGGTCAAATTGGTTTACCTGGTGGTGGAATTAGTTATGG
+TCATCATTATTCTGGTATTGGTGTACCTTCTTCTGGCGCTGCAGCACCGGGTGCCTTTCCTCGCAATGTA
+GATGAAGGTCAAAAGCCGATATTTGACAGCACTGATTTTAAAGGCGCTAGTAGTACTATTCCTGTTGCCC
+GTTGGATAGATGCGATTTTAGAGCCGGGCAAAGTGATTGATGCCAATGGCGCTAAAGTGACTTACCCTGA
+TATTAAAATGATGATTTTCTCAGGGAACAATCCTTGGAACCATCATCAAGATAGAAACCGTATGAAAAAA
+GCATTTCATAAACTGGAATGTGTGGTCAGTATCGATATCAACTGGACGGCAACCTGTCGTTTCTCAGATA
+TTGTACTGCCAGCCTGTACTACCATGGAAAGAAACGATATCGATATTTATGGTAGTTATGCCAATCGTGG
+CTTGCTTGCTATGCAAAAAATGGTTGAACCATTATTTGATAGCTTATCTGACTATGAAATATTCACTCGC
+TTTGCCAAAGTGTTAGGCAAAGAAAAAGAATATACCCGCGGTATGAATGAGTTTGATTGGCTAACAAAAT
+TATATAATGATTGTAAAAAAGCCAATGACGGTAAGTTTGTTATGCCTGAATTTGAGCAATTTTGGCAAGA
+TGGATATGTACACTTTGGTGAAGGTAAGCCGTGGACTCGACATGCTGCTTTTAGAGAAGATCCTGAAATA
+AATCCGTTAGGCACGCCTTCTGGCATGATTGAAATACACAGTAGAAAAATAGAACGTTATCAATATGATG
+ATTGTAAAGGCCACCCAACATGGATGGAAAAATCAGAACGCAGTCACGGTGGTCCTGGCTCAGATAAACA
+CCCTATTTGGATGCAGTCTTGTCACCCAGACAAACGTTTGCATTCACAAATGTGTGAATCAAAAGAATAT
+CGAGATACTTACACGGTACAAGACAGAGAGCCGGTTTATTTAAATCCAGCAGATGCTAAGCACCGTGGCA
+TTAAAAATGGCGATGTGGTGAGAGTATTTAACGATCGAGGCCAATTACTTGCTGGCGCAGTGGTAAGTGC
+TAACTTCCCTGAAGGTGTTATTCGGATTCATGAGGGCGCTTGGTATGGACCCGTTGGCGATGATGGTAGT
+ATTACGGGTGGCGCAAAAGTGGGAGCGATTTGTAGTTATGGCGATCCTAATACTTTAACGCAAGATATTG
+GCTCATCTAAATTAGCTCAAGCTTGTTCAGCCTATACTTGTTTAGTAGATTATGAAAAGTTTAGCGGTAA
+ATTGCCGCCAGTAACCTCATTTCAAGGACCATTGGAGATCGGCGCATGAGTCATGTAAGCCAAGAAACAG
+CACAAGAAATTTCTGAAGAAAGAGAAGCAAGAGCGATAGTGTATAACTTTCTCTCCTCACTCTTTGCTAA
+AGAAGTCACTAGTGACTTAGTGGCACAATTAACATCAGCTCAAGGGCAAAGTTTTTTAAAATCACTTGCG
+CTTGATCCAAGCTTGTCTGCATCGGTAAATGAGATTAATACTAAATTAGTCAAGCTGAACAGTAAGGAAT
+CATTACTTGAATTGGCTGCTGACTTTTGTGGTTTGTTCTTAGTCGATGGTAGAACGAGCGTGTCGCCATA
+TGCAGGTCAATACCTTAGCGTCGAGCAAGGTGGAGAACCAAGTGAAAAACTAAGCAATGCCGCTATAAAT
+GAGTCAGGTTCAAAAAGTAAAAAAAATAAAGCTCAACTGTTTGGTGAACTTCATCAGCAAATGACCGAAT
+TTCTAACGGACAACAAATTACAAATACACAGTGATTTTCCAGAACCCGGCGATCATATTGCAGTTATCTT
+GGCTTATATTGCTCATCTGTGTGTTACCAGTGGGTCTGAACAACAACTTAATTTCATTAATAGTTATTTA
+ATGACTTGGCTAAGTGACTTTACTCAACAAGTGAATAAGCATGATCATGGTCAGTTTTATTGTTTCGTAG
+CTGATTTAACGTTTGAGTGGCTAAAAGTCGATACAGAATTTTTGCTAAGCGACTAGAAGATTAATCGTTT
+ACAGTGCTTAGCAAATTGGCAGAATATCTTACTTTATAAGGGAATAGCGTGTGCTTTCCCTTATTTTTAT
+ATGCTATTCATGCGTGCAAGTTTTAGTAGAAAGGTCATTATTGCCTTTGTTCGTACGATTTAAACAGTGG
+TCTAGCACCGTCTTTAAAATATAGCGTTTATAACAATACTCGCTCCTTATTATCAAATACTACGCTTACA
+AAGAATCCCCTCCCGCGATTACAAAAAAATAGTTGAATTTTTACAGGATAATAATGTCTCAAATTCAACT
+AAATAATTTTATCTTAATTATAACGTAAAACAATGTTAATATTATGTAAATATACTGATGGCATTCTATT
+GTTAATAATAAAAATATTGATATTATTCAATAGGAAAAAATAGAGTGTAGATGTAACAACCAACAACTAA
+ACCGTTAAGTCATTTATGTGTTTTTAATATGATATTTAGCTAGGTTTACGAGTGGAATTCTTGCTTTATC
+GGCTTACTCTGTAAGAGCCTGATAACTATTCGGTGTCACCAGTACCTTTTTGCCTAACCGGTAATATATT
+TTGGAATAAACTTAATGAAATTTAATACCTTTGTGATCGCGTTTGTTAGCTCAGCTATCACTCTTTATAG
+CCAAACCAGTTCGGGAGCACCTTCCTCGGATTCAGGTGATCACATAAAGAGAACTGCAACGCAACGAATT
+ATCAATGGTGTAGCAGCTAAAAAAGACGATTACCCGTTTATTACTGGCTTAATTGCTTCATCGACTAAAG
+AAGGCGGAGAAATATCACCTTTTTGTGGTGCTTCTTTTATAGGTGGTCACTATATATTAACCGCATCACA
+TTGTGTTGATGGATCTACCGCTTCAGACATCGATGTGGTTGTTGGTGAACACAATCTTAAAGATCGCACT
+ACCGGAGTTCGTTATAAAGTCGCGCAAATTTATATGCATGAAGACTATGACTCTGTTGCTACCAACAATG
+ATATCGCAATACTTGAATTAGAAACGGCTATTACCAATGTTACGCCGATTAAACCCTTAACAGTAGAACT
+TGAATCCTTATTGAAAACAGGCGATCTATTAACGGTGATGGGCTGGGGGAACTTGTCAGTTGATGATCAG
+TCTTTTCCTACTGTTTTGCATAAGGTAGACGTTGCGTTATTCGACCGAGATAAGTGTAATGCTGCATATG
+GCGGGGGGCTTACCGAACAAATGCTTTGTGCTGGTTTTGAGTTGGGCGGTAAAGATTCATGTCAAGGTGA
+CAGTGGTGGTCCGTTAGTGATAAATAAAAACGGAGAGTGGTATCAAGCTGGTGTCGTTAGTTTTGGTGAA
+GGATGTGCTGTAGCTGGTTTTCCAGGGGTGTATGCGCGTGTTTCAAAGTTCCTTGATTGGATAAAAGAAA
+AGAAAGCTGGCGTATCATACCAACAAAAACCTAATCCGGGTTATGTTGAAAATGGTTATGAAGACATTGC
+TACCTTGAAATTTAAGAATTTAAGCGCAACAGAATATACGATTACAGATATTAAGTTCACCGATTTAAAC
+AAGGTTTCGCAGCCTACAGTTGAGACGAACAATTGTAATAGTGCAGCACTAAAGCAAAATGAGAGCTGTG
+AGTTTACCGTTAAAGTGACAAGCACTGAATTAGGCGAAGGGGGTTTTAATATCAGCGTTAGTACTACTCA
+TCCAGAGAATAGCTTAGCAGAGCAATTCTTTGCTATTAATGCCCTTGAAAAAACAAGTTTAGACATGAAA
+ACTTTACTCGATATTAATAATGACGATATTGAATGGTATTCTGGCGGTGATGCAGTTTGGCAAGCACAAA
+CGACTCAAGTACTCAGAGGTGATAATGCCGTCGAATCGGGCGATATTATCAATTCACAGAATTCAGTCTT
+ACTAGCGATTATTAAAAATCCTGAAGTTAACGATTTTTCGTTTAACTATATAGTACAAGCTGAAGAAGGC
+TATGATGGTCTAAAAATAGCGCTTAATGGTCGTAAAACAGAGTTTTTCGCAACGGGTGTAACACAAACCA
+TATTTAAAGAAGAAAAAGTTGTTTTAACCCCTGGTACTGATCGAATTGCTTTTATCTTTTCAAAAGATGA
+GACGGATGATGATGCTGAGGTAGGTTTTAATAAAGCCTATATTGATCTTGTACAAAATAGTACAACGAAC
+ACTGCTCCTGTTATTAACTTATCTAAGAGCATTTATGCAGTAAAAGTTCAGAAGGAAGTGTCATTAGATG
+CGTCTAAAAGTGCAGATGAGGAGGGTGATACTCTTCATTTTAAATGGGAGTTAGTTGGCGATAAACTCGG
+CTCTGTGCTTAATAATGCTACTTCAGCTCAAGCAACGTTTGTTGCAGGTGATAAAGCAGGTAACGTTACC
+TTTAAAGTAATCGTTACGGACCAGCAGGGTGCTACTTCAAGTAAAGTGGGAAGTGTAACCATCACTAAAG
+ATACTACCGAGACTAAAGATACTGTAGAGGCCAAAAAGAGCGGCGGTGCAGGAGCTTTTATACTGCTATT
+CTCGTTGTTATTTTTATCACTAAGAAGTCGTAAGTAATAATATTTTGTTAGAGTGGGCACTGTTCGTTCC
+CCACTCATTTATCTTTTTATTAAGGAAATTTATGAGTAAATCAATAAAGTCTACTCAGAGCATGCTGCTA
+TTATTGCTTGCTATGACAACATCAGCTTGCTCAGCTATATCAGCAGAAGAAAAGAAAGATAACGTGGCCA
+CACAAGCTAACTCTCTTGAAGTTATTTATGGTTTTGATATCAAAGCTGATGGTTTATGGTTTTTAGTGAA
+GTCTAATGGCTGTACTAGCGAGAAAAATTTTAACTTACGATTAAAGCGCCTAGATAATGATACCGCAGAA
+GCCAGTCTCTTCCGCACAAAACGCGATTTATGCCGAGGTTTACCTAGGTTGGTAAGTATTGAAATGCCAA
+TCAATGATAGCAATATTACTGGTAGCCAGTTTACAGCGAGCAATCCTTTTTCAGTTAAACCCGTAAGTAA
+AAAGAAAAAGATGTAGTTCACATAGTTGAAGTTCCCTTACTGGCTAACGACTGCAAGTCACTAGGGAACC
+AATAGCTGTGATGATTTGATAACCTATCCAATTTAGAAACTAATTGATAACACAGATGACCATGAGGTTT
+AGGACTTTGTTTTAGATACCTAGGTGTCTTAGTAAAGTTATCAATAAAATCAAGAAAACGTCGGCTAGTA
+GTATTTTTTTGTTGTTATTGGAAATAATCATTTTTAAGCCCATACTCTATGGAACAGACAATTCAATAGG
+AAGTAATATGGATATAGAGCAAAAAGATAAAGGAGTGATAGCAGTACTCCTCAAACGTTTTGAACATGAA
+CGCTACCCAAGAATTAAACAGCTCGAAGAGAAAGTTGGTAACGGTGCTGTACTCGAACAACATGATCTAA
+CCTACCTAGAGCAGGTCTTAATGGACACCCACCAAGTTATCGCCATTGTAACTCGACACCCTGAATATGG
+GGCGTTGGCTAAAGAGACTCTACTGATGTACGAAGAAATCATGACTAAATCTCAATTAAATAGTAACAAA
+GTTTCATCAAATTAGAGCATTGCTGAAATCCCTTCAGTTTTTAAATTTATAGTAGTGCACTCGGCTATTT
+GTGGGCGAATACGCCTAAACTAGTTAGTAACGTTCATTAGTTAAATGATTTTTAAGCTAAATATGGCGCT
+CAATTTTGAGTGTCAGTTTAGCGTCTTAATCGTTGACTGTGCAGCCAAATGTTTTTCCTCCTGTCACATT
+CCAATTAATTTGTGCCTTTCAAACTCATTACATCGAAATATAGCTGTTGTTAATTTTATTTCTTAAATCA
+AATATCAATAAATAGGATTCGTTGGATGAATTATTAGTTATTAATTCATCCAACGAGACCATAAATTTAT
+CACTGATTTGGGTCTAATAATACTTCTTCTATTTACTTCTTAATTGCAGTTTACTTTAACAAGCTAGGTT
+GAATAAATATTTAGATGCTTGTAATTATGGTCTAGATGATAGAGAGTAGAGTTTATTATCAGCTTGATAA
+ACAAGGTAAATGATAGGTTATATTATGAAACATGATGTAGTTTTACTGGCAGTTTTAATATTAGTTATAA
+GCTTATCAAGTAAGCCGATTTTGGCTCAGACATTCACTTTTTCCCAAGCATGGAAAACTGTACTGCAAGA
+AAGTGACGCACTCGCGGCAGAAAAACAAAATATTGAACGATCTCAATATTTACAGGAAGCCGCAAGTGAC
+CTGTTATTACCCAGTATTTCTATAGGGGCAAACTACACGCGTTTAGACCATGCCGTTAGAGTTAGACCTT
+CTGAAGTGATAGCGAGCATGCCTATTGATAGTATCAATGAAGCCTTTGGTATCACGACAGATAACTTAGA
+TAGCTTTTTTACTTCGACTTTATCTGAACGTGATATTTTCACTAGTTCAATCCGTGCTTTATGGCCTGTT
+TACACAGGAGGACGTGTCAGTGCTGTTCAAGGAATTGCTAAAGCCCAAAATGATGAAGCAAGTCATTTAC
+TGACGATGAAACAGCTAGAAAAATTTGAAGACTTAGTGAAGTATTATTTTGCAGTAGTACTTTCTGAGCA
+AGTACTTCAAACGAGAATAGATGTAGAGCAAGGTTTAAAGACGCACTATGAAAATGCTGTAAAACTAGAA
+GAACAAGGGCAAATAAATAAACTAGAACGTTTACAAGCACAGGTTTCATTAGATAAATCACAAGTAGAGC
+GAAAAAAATCACTTCGAGATGCTGAAATCGCACAAATCGCCTTAGGTCGATTACTTAAAACCCGAGCAAA
+AATCACGCCTACAACGACACTATTCATTAATGAATCATTACCTCAAATGTCTAACTATTTAGATAAATCA
+CTAGCTGATTTCCCAGCACTAAAAATGCTTGATTCTAAAGAGAAACAAGCAGTCGGATTAATCGAGATAG
+AGAAAGGTAAATATTATCCGGAAGTTTATCTTTATGGAAACTATAACTTGTATGAGGAAGATAACTTAGC
+TTCTCAAATCGCACCTGATTGGGAAATCGGGGTTGGGGTCAAGATCCCTATTCTCGATACCTCTGGTCGT
+TCAGGAAAAATGAAAGCAGCGCATAGTTCAGTAATGCAAATAAAATATCTTAAAGCACAAGCCGTACAAG
+ATTTATCTGTTTTGGTGGAAAAAGCCTACCGAGAAGCAAATCAATCTCTAGAAGAATATCAAGGTCTTGC
+ATCAAGTTTAGCCTTAGCAAATGAAAACTTAAGGTTACGCACTAAAGCCTTTAAACAGGGGGTATCAACA
+TCAATAGATGTCGTGGATGCAGAATTATTTGTTGCGAGTATAAGAACCCAACGCTTTGTTGCCGCGTATC
+AATACATGTTATCTCTTTCTAAGCTACTCGCATTAAGCGTAGACATTCATAACTTTAAACATTATCAATC
+TTATCAAGGTATAGAGGTTAAATAGTGATGCACAATTTGAAAAAAACAAGCAGAACTTGGCCAATAATTT
+TAATGATAATCGCTTTAGTGATTTGGCTGATTTATACTTTTTATCAAGCTTATCAGCCACTCCCTGAAAG
+AATACAAGGTCAGATTGAGGCGCAAAACTTTAGTATATCTTCGAAAATACCTGGTCGAATAGAGCAAGTA
+CTTGTCAGAAAAGGGGATAAAGTATCAAGGGGACAGATGATATTCACCCTGTTAAGTCCTGAGATACAAG
+CAAAACTTCAACAAGCAAAAGCAGGTGAAAAAGCAGCTGGGGCATTAGCTGAACAAGCGGAAAAAGGTGC
+AAGAATTCAGGAGATAGCCGCAGCTAAAACTCAGTGGGAAAAAGCAAAAGCAGCGAATGAGTTAATGGAA
+AAAACCTATAACCGAGTCAATAACTTATTTAACGATGGTATTGTCGCCGAGCAAAAGCGTGATGAAGTTT
+ATACGCAATGGCAAGCGGCAAAATATAATGAAGGCTCCGCTTATCAAATGTATGCCCTAACTAAAGAAGG
+CGCACGCGACGAAGTAAAAAGAGCGGCAAAAGAAAAAGAGAATATGGCCGCTGGTGCTGTAGCCGAAGTT
+GAGGCTTACATTGCAGATACTAAAATAGAAAGCTGGCATAACGGTGAAGTCAGTCAGGTATTACTTCAAG
+AAGGAGAATTAGCCCCTCAAGGTTTTCCTGTCGTTACTATTGTAGATATAAATGACGCATGGGCCATTTT
+TCATATTAGAGAAGATAAATTGAAAGACTTCCCTAAAGGGCAAAAAATAGAAGTGGCCATTCCAGCGCTA
+GGCGAGGGGAATTTTACTTTTGAAATATCGCATATTTCTGTTATGGGTGACTTTGCTACTTGGCGAGCAA
+CAGATAGCGCTCAAGGCTTTGATATGAGAACGTTTGAAGTTGAAGCGAGACCACTTGAGCACATTCCTTT
+GTTAAGAGTCGGTATGACTGTATTACTAACCAGTGTGACTAAATAGTAACGTGAAGCTATTACAAACCAT
+TAAAAATGAATGGCAATTAATTTGTCATGATGCTTGGTTAAAAGCATTGCTTTTTTGGTTGCCAGTAATA
+CTTGCTATCGCGATATGGGGCGTATTCTCTGCAGGTATTGCGCGCGATTTACCTATTGGTGTAGTAGATC
+ATGACAACAGTTCAGTATCACGTTCGCTCATACGATATTATAATGCCAGTCCTACCTTAGCCGTAGTAAA
+GCATTTTAACTCCATGGAGCATGCCAATGCAGCCCTTAGAGAAGGGAGTATCTATGCGTTAGTCATTATT
+CCAAATTCCTTAGAAAAAAACACCTTGTTGGGCAAAATGCCTCAAGTGACAGCCTTTTATAATAGTCAGT
+TCATTTTGATTGGTAAGTTAATTAATTCGGCCATGCTAAGTGCTCATGGCACTTATGTCGCCCAAATAGA
+AACCTTTAAAAACTTAGCAAATACGCGTGGCAACGTAAAACAAGCGATAGGGGAAGCACTACCTATTTCG
+TCACAAATATCGCCATTATTTAATGCTAATACGCATTATGGTCAATTTCTTGTTACTGCGGTTATTCCTG
+CTATGTGGCAAATTATTATTATTGCGACTATCGTACTTGTCTGGGCAAGACCTCTGCAAAATTCTTCATT
+AGAACAATGGCTTGCTCATCTTAATTTTAATGAAGAACTGAAAAGGTTAATCCCGTATATTTTAATTTTT
+TGGATGCAGGGTATTATATATCTCAGTGTGTTTTACGGCACACTTCAGTGGCCCATGCATGGAAGTTGGC
+TTTTATTGATATTAGCTCAATTTTTCTTGGTCCTAGCCTGCGCAAGTGTTGCGACGTTATTTTTCTTTAT
+TACCCTTGATGTCACACGTGCCATGAGTTTGGTGGCGGGATTCGCAGCCCCTGCATTTGCTTTTATGGGC
+GTCACATTTCCAACAACCGATATGCCTTTATTAGCGCAACTGTGGCGGGCCTTATTACCTATTAGTCATT
+ATATAACCGTACAAATTCAGCAGGTGAATTATGCAACAACCCTTAATCATAGTATTGGAAGCTTTGTTGC
+TTTAATCACTTTTGTGAGTGGCTTGTATATTGCAAAATTACTGGTTGAGAAACGCCAACGCTTAAATAGT
+TTACATGAAGCAAAGAAAGAAATTATCGAAAAAGGTTGTAATTTATGACTTGGAAACGATTAATAAGTTG
+CGAATTTTACGCTATCTTCACTAATATTCCTTTACTCGTTACCGTATTTGGCGGCGTGATCATTTATTCA
+TTTCTCTACCCTTTGCCTTATATTAACCAAACGCCACAAGAACAAAGTATTGCTGTGATTAATTTGGATG
+ATAGCCAATTAAGTCGCACTATTGAGCGCATGGCTAATGCTACACCACAAGTTAATATTACCCAGCAAGT
+CTATAGTATTGAAGAAGCGAAGGCCTTGCTCATTGAGGGACATATAACGGGGTTTCTTCTGATCCCGCAA
+CATTTTTATCGTGATTTACTTCTTGAGAAAAGCCCACATTTACTTTTTGCAGGCAACGCTTCGTATTTTT
+TAGTTTATGGTACTGTCATTGAAGGGCTGGTTCGTTCAACATCAACGTTAGCAGCTGAAGTTAAAGTAAG
+TCGAATGGTGATGCGAGGAGATAATATTGCTTTAGCTTCTTCACAGTATTCCGCAATTGGTTTGAATCTT
+AAACCCACTTTTAACGCTAGTTTAGGGTATTTAAACTATATTGTTCCAGCTGTATTTGTCTTAATTTTAC
+ATCAAACCTTGCTTATTGCTTTGGGCCTACTCACTGCTGGACAGTATGAAAATAAAGTGAAATCACAACC
+AATTTCAAAATTACAATCAAGTTACTGGCTTATTTATCCTGTTTGGCGAGTTTTGCTTGTTCGCTCATTA
+TTGATGTTGACTATTTATTTAGTGTTGTTCAGCTTTTATTTTGGGTACAGTTTTGAAAGTTATGGTATCA
+ATCGCTTAGCCACCATTCCTGATTTGATGACACTGGCTTTTCCTTTTTTACTTTCTGTGATTTTTTTAGG
+TACTGTCGTTGGTTTATTAATACCAAGAAAGGAGCTAGCAACGCTTGTTGTATTATTAAGCTCGCTTCCT
+TTAGTATTCTCAGCTGGTTTTATATGGCCTACATCCAACATGCCTACAGTGATTAATATCATTACTCAAT
+TCTTTCCATCAACGCCAGCAATTAATGGTTTTTTGCGGTTAAATCAGATGGGAGATAGCATTGATAATTT
+AGTACAAATTCAAATGCAGCTTTGGTCATTAACATTATTGTATGCCATGATTGCTGGTGTATTGATGACT
+AAAAAGCAAGGTGAACTCAATAGAATGATTAAATCGAGTTGATGATAGAAAGGCTAATCTTCATTAACTG
+AGCAGTACAACCTTTGCACTACCCGCGTTAACGGATGGTCAACTATCTTCTGTTACTGTGTTAATTTCAG
+TTAGAATCATTCGGTTTAGTAATCATAATTTTGAGCGCATACTTGAAGCGTTAATGTTGTTTCTCGATGT
+TTTAGCCTAGCGTGCTAATGACTGCTTTGATTCCAACTAATAACATCTGAACGCCTATGACAGCTAAAAT
+TAACCCCATCAATCGAGTAACAATACTCAAGCCACTTTTACCTATAGCGGCTAAAATACGCGAACTAAAG
+ATAAAACAAATAAAGGTAATTAGGCATAAAGCTGCAAATACTGAGAGGGTGATTATTATTTCCATCCATC
+CGTTAGATGATGAATAATTCATTGCTGTGGCAATGGTGCCTGGTCCTGCAAGAAGTGGCACAGCCAATGG
+AGACACTGCTACATCAGAATCAGAGCTATCATCACCTTGGGTATGATGAAGCTTAGAACCGGAACCTTGA
+AGCATATGGTAACCGACAATAAAGACTAATATACCACCGGTTATTCGCAGCGCTGGGAGCGTTATACCAA
+ATAAGTGAAAGATTGATTTACCTAAAATTGCAAAGCTAGCAATAACTATAAAGGTAATAATTAAGGCCTT
+AGCTGCAATTTTTCTCTGTTCAAGCTTATTTTTATCTCCGGTTAATCCTGCGAAAACTGCGGTGTTGGCG
+ATAGGGTTCATTATGGCAAAAAAAGCCATGAAAACGGTTAATGCATGTTCCATTAATAAATTCATTTTAT
+CTCATTTTTTTGATATGTATTCTCGCGCTTGAATAATAGAACTGCATTAATCAGCCATATGACTACTTTG
+TTATTTTTAATAGTGTTGGCAGTCTAATAGTAATTAAGTGTTTAACTCTAATACTTCCAATTTTGTTTTA
+ATAAAGTCACTGTGCGGTACATGTAGTAAATCTGAAATTTGGCGAATGGAATGTTCTTCATAAATACTGA
+TTTTTTGATCGGCTAATGCTACCTCCCAAAGAGTCTTCACCAGTTGAACGCGTTGTTGGCCACTATAATT
+TTCATTAATTAACTTAACAAACGGGTAAAGCGAGGTAACATCTTCACCGTGGGCGGTTGCATGCTCAACC
+AGTGAATCAAGCTTTTGTCCTGATAAATTAAAGGATTTTCCGAGTGCGACTTTAATTGCCTGTTGTTCAA
+TAGATGATTTCTCTAAACTTGCTCTATTAACTTCGATGAGTAATATAGCAGCGGCTAACTGAATTTTATC
+TTGTGTATCTTCTTGGTCATTAATTTTTAGCTCTTGGCTAAAGAAGTTTTTAAGTTTTGTTAACATGTTT
+ATTCCTTATTTTTTGGCAGTATGAGCGAGGCGCCTAGCCCTTTCAATTTATCGGTTTAAAAGTACTAACG
+ATAATGCCTTATAACGGTAAATGGGCACTTCAGTCTGATTACTAGTATACCTAATTGCATTATCAGCGAT
+ATTTTCAATAGCTTAAAATAGTAAATCACTATGATGGATGGCTAACACTTCGACATCGTTCTAATCTAAC
+ATCACAGTGATTATTATGTTTATTTAGGCGTAACAGCAAATTCAATTCTGTTACCACTTGGCTCTCTTAT
+CATCATATGAATAGTTGGACCATCACCGTTAGGCTCAGGTGAAAATTCAATAATGACACCATCTGTCTTT
+TTACAACGTTCATATAGCGTATTTAAATCTTCTATACTGGCAACACTTAAGGCTAAATGGTGCAGACCAA
+CGTTATTTTTCCTGTCAAAGGCGATACTTTCTTCTGGCTGTGTTACTTGCCAGAGTGTCAAAAATAGTTT
+GCCATCAGTGACAAATTTTGACGGATAATCATCATAACCACCAACGACTTTCCAACCCAATGTCTCTGTA
+AAAAACTGTGTAGATTTTTCTAAATTGGAGACCGTTAAACCTAAATGGTTTATGCCTTGGGTTATTGGGT
+TATCAAGTTTGTTTATCGCCGAGTTAGCCACTGCGTTATTAGTAGTAATAAGTGATGTGATAAAAAATAA
+CGCTATAAAACTTTTATTCATATTGAATTCCATTAATACACTGTATTTCAATAGACCGTTGATAACGTCA
+GTTGTTTCAAAAATTTATTATTAATAAATTATAAAACGATTTTTTTAAAAGTAACTTTTAAAATGGTAAC
+AATGTGTTTGTAGAATGTTTTACTTAGAGAACATCGCTAGCTTCTATCTAATAACAGCACCTTTTCATAT
+CATAAAGTATTGACTGTTTTAGCAACGAGTTAGTAGATAGGGGACGTTGAATGGCTAAATAATAATTTAG
+TCTGGGATGTTTAAGGCATCAATACAGGTATAATCCGACTAGTAAGCCTGTTAGGGTTTTAGTTACACAA
+ATTTATATTAATTAAATGAGAAAAATAATGTTTAGTACCGTTTTTGTTGCAGGATATGGAAATTCGACAG
+AGGGACATTGGCAGAATTCATGGTGCAAAATAACAAAAAATAGTTATTGGGTTGAACAAGAGGATTGGAA
+CAATCCAAATTGTGTTGATTGGATAGAAAGTCTTAATGCGCTTGTTCAATCTATAGATGGGCCTATTCTC
+TTAGTGAGCCATAGTTTGGGTGGCAGCACCATTGTAGAATGGAGTAAAAAGTACTCTGCCAATATAATTG
+GTGCATTTATGGTAGCGGTACCAGATGTACAGTGTGAGCACTTTCCAAAGGAGATATCAGGCTATCAATT
+ACCTCCATTAGAGAAGTTACCCTTTCCTAGTATGCTTTTGGCAAGTACAAATGACCCATACTCGACACTT
+GATAGATCTAAGTACTTTGTTGATATTTGGGGGAGCGATTTAACTATTGTTGGTGATTTGAAGCATGTTA
+ATGCAGATTCAAATATTGGTGAGTGGTCATATGGCTTAAATCTCCTTAACAAATTTATTACCTCGATAGA
+CTCTAAAATCGATTAGAAATAAGCAATAGATAGTTGGCTCTTATGCCTTAGTTGCTCGATAAAGCTGGAG
+TCAGGTGATTTTCACTAAAATTTAGAGAACGCTAAAATTAATATTTATGTAGGTTTTGTTAATTTGAGTA
+ATAAAATTAACAAAACCCTATCGGCATTGAAATAACTTTAATCCTTGATGATATATCTAACCGAATGCTC
+TTACCTTCGAGGTATTTATAGTCGACTTGGTTAGTGATTCAGTTTTTTCATTATTGACTTTAAATTGCTC
+TGATAACGTAAACATTGCCGGGCTTAACAACAAAATTGTGGCAATAGAGAATACTGAACCAAAACTTAAA
+CTAATGACCATCGGCACTAAATATAATGCCTGTGTTGATGTTTCAAACAGCATAGGAAATAAACCCGCTG
+CAGTGGTTACTGCTGTTAGTACCACAGGGCGAAAGCGATTCAAAGCAGCTTCAATTACCGCCTCTTTATG
+ACCCATACCTTCCTTTCTCAAGGCTTTAACTTTAAGCAACATAACGAATGAGCCATTAATAACTAAACCA
+GAAAGCGCAATCATGCCAAATAAGCTCATCACGCTAAACGAATAACCCATCACAATATGCCCTAACATAG
+CGGCTGCCAAACAAAAGGGAATAATAAGTAGTACTAAAATAGCGTCCAGATAGCTGCGAAATATTATCGC
+TAACATGGCAAAAATAAGCGCGAATGCTAGGCCTATGCCTTTTATTATTTCCGCATTAACTTTAGATTCA
+ATTCGAGCCTCACCGCCAAGTTCTACCTCAAGCTCTGGGTATTTAGCGCTTAAATTGCTCAGTAAGTCTT
+CTTCAATCGTTTTGAGTATCAACGAGGCACTGGCTACTTGTCGTAATATACTGGCGGTAACTTCCACTAA
+CTGAATGCCGTCAACACGGTTAATGCTTGTGGCTGCTTTAGTGGTGGTAATACTGGCAACTTGGCTTAAT
+TCTACACTGTCGCCATTAGGCGCCGTAATGATTAATCGGTTGAGTTGATTGGCATAATACTGCTGACTTC
+TTTGCATCATCACTCTTACTTTTACTTCGTCGCCCGCCACTATTTGTCGAATGGCTTCGCCACCAAAAAA
+GCGTAAACGAATCAATTCACCTAAATTGTCACTGTTAAAACCAAGACTTTTTCCTAACGGTGTTGGCGTA
+AGGTTGTATTGGAGTTTGCCATCCATCAAAGCGCTATCAATGTCAGTTACGCCTGATATTCTATTGAGTC
+CGTTCATTAACTCCTTGGCAGCAAGGGTTAATATATCAGCATCTTTATGGCCCAATTCTATTACCAGTTC
+TTTGCCGCCACCTGGACCAACTTGATAATCAAAGAAAATTGATTTAACGCCAGGTACTTCACCAATATTT
+ATCCGCCAAGCATCGACAAACTCTTTAGCGGTAAAGTTGCGTTGATCATCTGTAACAATCATAAAAGTTG
+ACGAACCACTGCTTGAGCCAATATCTTGCATGCGAAACTTATAATCGTCTTGCCCGTTTAAGCTCTCAAT
+AGCTTTTATACCTGCCGCTTCAATATAATTAATAATGTCGATTTTATTTTTTAACGGCGCGCCCGTTGGA
+AATTCAACCTCGGCATCTATTCGTGTAGATTCAATTTTAGGCACAAAGCTTGAATCAACTCGGCCACTAT
+AAACCCACGAGAAAACCAGTGTAGCCAGTGATAAGAAGATGATAATTATCGTAACAGGGTTATTACAACT
+GGTTCTTAACCACTTAGCATAAATGGCTGTTTTAAGGTGATCGAAACGCTTAAAGCAATGAGCTTGAACG
+TTAGATATAACGCGAAAACGCATTGGCTTGTCAATATGTCGTAAATGAAGGGGTAGAATCAATAAGGCTT
+CGATAAGCGAGACAGTAAAAATGGCGAAAATGAGTAAGGTCATGGGTTTATACATAACACCAAGTTCACC
+CGGTACATACAGCAAAGGGATAAACGCAATAATGTTAGTTGTCACTGAAAATACCACAGGTAAAGTCATC
+TCTTTCACACCATCTTTAAGAGCAATATTCATCGTAATACCTTGCTGTATTTTCAGGTAAATGTTTTCAG
+CAACAATTACCGCATCATCAACCAGTATTCCTAAGGTAATGATAAAAGCAAAGAGGGTGATCATATTGAT
+AGGAATATCCAGTAATGGCATAAGTCCTAAGGTGCCGATAATCGAAATAGGTATGCCCATGCTTACCCAA
+AAAGCTAATCTTAAATCAAGAAAAATGGATAGCACTAAGATAACCAACAACATGCCAATAAGACCGTTAC
+TAATTAACAAGTTAATACGTTGACTAAAAGGATCCGACTGATCTTGCAGTATGGTTAACGTTAATCCTGC
+GGGTATTTCTGATTGATAGTCCGTAATAAATGCGTTAATTTCTTTACTTATCTCTATTGGTTTACTGTTT
+TTATTTTGATAAACCTTTAGCTCTAATCCTGCGTCACTATTGACTTTAAACGGTCTTATTTGCCCTTGAA
+AGCTATCGCTAATGGTTGCAATGTCAGCGAGTGTCACGCTATTGCCACTGTCGTCAGTAATGATAGTTAT
+GTCTGAAAACTGCTCGGATAATTCTTTTCGACCCAAGGTTCGAATTAAAATTTCACCACCTTGCGTATTA
+ATACTTCCAGCAGGTACATCGGTCACCGATGTTTTCACTTTAGATAAAACTTGCGCTAAAGTGAGCTGAT
+ATTGACGTAATTTTACTTGATTAAGTTCAATGACTATTTCAGGGGAACGTGCACCTTGGATGTCAATTTT
+TGCTAAATCAAGTGCGTCTAACATCGCTTGTTTTAGTTGTGAGGCTTCACGGTAGAGCAGCAATTCTGAT
+ACATTACCATGCAGTCCAATTTCAACAATACTGTCAAGCTCCTCAACAAAGGTAATCGTTGGATTTTCCA
+TTTCAACGGGGAAGCTATTTATGCCCTCGATACTGTTTTTAACTTGCGACAATATAGTGTCAGGGTTAAC
+GCCTTCAATTAACTCTACTATGATTTCAGCTGAGCCTTCGTAGGCATTGGCGCTTATTCGGTCAATATTA
+GGATTGTCTCTTAACTGATGTTCAATGCTTAAAATGATACCTTGTTCGATATCTTTTGGCGTGGCACCCG
+GGTAACTTGTTTCGATTAAAATTTCATTAATCTGAAACGAAGGGCTACTCTCTTGGTTAATACTATTAAA
+CGACAGTAAGCCAAGAATAATAATCGAAAAGGTTAATAAGCTTGAGGCTATAGGGTTATCAATCATCCAA
+AGTGAAGGAGCTGACAGTATGCTTTTATTTGACGTTATGCTCTTGCTTTTCATTAAGCTCTTTGCTGTCA
+TTACAAAACTCCCGTCACGATATTTGCTAGCATGCCTTCTTGTGCACCTGCAATTGCACTGGTAACGATT
+GATTCACCTTTGGCTATATTGTTATTAATAATGGCATAGCTCTCGTTTTGCCAAATAATTTTTGCAGCTT
+TTGCCGATAGTTTATTGTCTTCGTTTACAACCCAGAAAACACTATCGTCAATCGCGCTAAGCGGTATTTT
+TAACGTGTTTTTTTGTGGTGTTAATGTTAAGTCGGCAGTAATGAACTCTCCCAAGATGAAGGGTTTTTCT
+GGGTTTATTATGCTCAGGTAAACTTGTTGCAATTGGCTATTATCATGCAAGTTAGGCGATAATTGTGATA
+CCAATGCTTGATGACTGTTATTACTCTCAGCTGAAATATTAACGACTTGGTTTATGCTTAACACTGTCGC
+GATATCTCTGGGAACAGCGAGTGAAACCCGTAATATTGAAAGTTGCGCCAATTCTCCCAAATTATCGCCT
+TTGTTAACAAAACTTCCTTGATAAATCGTTTTCGTTAATACGGTATAGTTTTCACTGCTGACGACAACAC
+ACCTTTGCAGATTTTTTTTAGCAAGATTCACATTGCTTTGTGCGATAGTAACATTTGCTTTTGCTGTTTC
+TAATTGTGGTTGACGCAACATCAGTGACTTTTGCAAAATGATGTTTTCACCACTGAAATCAGCACTAATT
+TGCTGATACTCTCTTTCTGCAACCTTTTGCTCACCAAGTTCTAACTGTAAGTTCGCTTGAGCGATTTTTA
+ATTCGCTGTTCCGTTGCTTTAACTTATGTCGATAGTCACTGCCATCTATTTGATAAATTATTTCGCCTTT
+TAAAAGGTGGGCTCCCTCAATAAATGCTTTATTAATATACGTTATTTCTCCTTCAACTTGAGCCGTCAAT
+GATAATAGGTGAGGCGACTCAATTTTTCCAAAAGCTTGATAACTTGGCGTAAATACTTGTGGTAAAACAT
+CAATAACACTTACCGATAATACCTTTTCCGTTTGTGCGGACAACTCTTGGGTTGGTGATGTTGCTAAAAT
+AGCGGCAGAGCTAATAACTGCGACCAAGGCGATGATTGCCGTCCATGGCTTAAAAATGAAATGTTGCATG
+CTGTGTCCAATGTATTGTGGCGGATAGCTTGATTGAAAGGATAAATATTATAGTGCTGCACAGGTCTAAT
+TTATGTCACTAACAACTATGCGCGTTAACGCTAATGATAGGAGATATATAGGCATCATCGTTTACTGTAC
+TGATGCTGAAACGGTTAGATAATTTGTTAGCTAAATTGATAATTTACTTCCAATAAAATAGTCTTAGGAA
+ATTGATGTCTTATTGTCTTCGGTGCTACTTTAAATCTGAGTTTTGAAAGTAATACTTTAACGCTTTTATT
+AATGTAACGACTCTTGCAAGACTTAACTATTTTAGATTCCGATACCCGCCCATCGGCATCAATAATAAAG
+CTGATGCTCACTCTTCCTTGGTGTCTTCTAATTTTAGCTTCTTTAGGATATCGCTTGTGTTTAGCAATAT
+AATCACGCACTTGCGTCATGTATAACTGCAAAGCTGATTCCACGCCAGTACTTGGCTTCCTTTCAACACT
+ATTGGTACTTTTAACGAGAGAGGGGGGATGCGATAACTCGCTACTATTTTCAATCGTTGTAGCTTCGTTA
+TTTTTTTCGACATCATTTTCATTAGGTTTTGTATTGTTATTATTCTTCGCCAGCTCTATCTCGACCTTTT
+TTACAGGTACAGGTTTTTGTACCGATACGGAAACTAAGTGTTTCACCTGTTTTTTAATTGTGGCCACAGC
+TTTAAGTACAGGCGTTTTATGAATTGGCTCTGGGGGTTTGTGCAACACTTCGGGTGATGGGCTTTGTTGA
+TTGTTTTTTGTGTTTTTATTTGCCAGCGGACTTGCAAAGGTCAATTTCATATCAACTACTTGCAAGCTTT
+GATGATTTTTTCTACCGCCTCTTTCTATTTCTTCGCAAAAAATCACGTTAAAATACAGCGCACAAGTTAA
+TCCTGTCACTATTGTCGCGATAGGCTTTGCTTGCCAGTTCATGACTCATCCTGTTTTTTCGGCAGCGATA
+GCTGTGTGACTAGTTTGATGTTTTTAACTCCCGCTTTACTGAGCTCTTTGGCTGTTTTTTCTAACATTCC
+TGTCGTTATCTCACTGTCTGCCAATAATGAAAGCTCTTCTATATCGTTGAACTTTGTCGCTAAAGTTTTG
+ATGTCCATGGTGTTTTTTTGATAAGTTAATTCACCGTCTTTACTGACAAAAAGCCACTTATCTTGTGAAC
+TGTTTTGGTGCTCTAATGGATTTTCCTTTGACTGGTTGGGGAGCGTAATCCCAGTAATGGGCGTCGCAAT
+ATGCGCAGATACCATAAAAAATATCAGCAATAAGAATATAATGTTGATCAGCGGTAACATCGGTTCTATT
+ACCGGATTCCCTATTACTGTTTTAGTTAACTTCATAGCCAATAAATTCACTGTTAATTTTTCTTATACCT
+AAATTAGATAAGCTTTCTTTGACGTTAATAAACGTTTGCAGTTTTATATTCGCGGCTGGCTTCAGTAACA
+CTTTATAAACCTTATTTTTCTGCAAATATGACGCTAGTTGTAAAAAGGTCATCGCACTACGATTAACGCG
+ATAGCTTATAGCCGTTGCATCTTCATTCTTGATGATGTCAATACTTACACTATCCTGTGCTGCGGTAGAT
+GCTTGTCCCATCGTGCCTAAGGGAATGCTCTGTTTTTGTAGTTGCATAAACTGACTGACTAACATAAAGA
+AAATCAGTAAAATAAATACCACATCAATCAATGGTGTTAAGCTGACTATGGGCGATATTTTAGGTTTTAC
+TGATAGTTTCATACGCTTATGCTTACCATTGTGTTCTGATTGATATTTCTGTTAATACCGTTTCAATTTG
+ACGTTGTGCCTTAGCTAGCATGCGCTCATAAAGATGCCAAAGTGATAGCGCCGGTAATGCCACAATGAGT
+CCTGCTGCAGTTGTTAACAGGGCTTGAGATATACCAGCAGATAGAATGCTTGGGTCAATTTGCATACCTG
+AGTTTTTCATCTGGTCAAAAGCATTTATCATCCCTAAAACTGTACCTAAAAGGCCAAGTAACGGAGCTGT
+CATGCTGATAACTTCGAGGGTTTTTAATCCGCCACGCATTTCTTCAATTTTATTGGTAGCGTATTGTTCC
+ATCACTACTTCAAAGTCATCTTTATTTTGATGAGCTTTTGACTGAGCAAGCCCATGATTTGTAATTTGGT
+TAAGTAAATAAGTGTCACTGTGCTTTTTTCGATAACTGGCCGACAGTGCATTGTTAGTCAATTTTTCTAA
+CCATAGCGCATAAAAGCGATTATTAGCGACACCAAACCAGATGAACTGTGCAAGTTTATAACTCGCGATT
+GACACTGAAATAATGGACAGTGCGATTAATACCCATAAGCTCCAGCCTCCTTGTTCTAACCATTGAGGGA
+CCATTTTATCTCCTGAAATATTTGCTATTTTTTGAGTTTTTCGTTCACACAATATTTATTGTGAGCAAAA
+TTACGTTCTGTTGCTAAAGTAAACTAAAAGGGGTGAGCTAGGTGATATCCTTGACCATAAACAGTGTCGA
+TTATTGGTTGGCGAAAAGGTTTTTCCATTGCCATGCGTAAACGATAAATATGTGTCCTAAGAGGAGAGCT
+TGCGGGAGACTCTTCACCCCATATCTCTTGTTCAAGCATTTGTCGTGATACGGTATTGGGATAATGCTGC
+ACTAACACCTTTAAGATATTCATCTGTAGAAAATGAAGTTTTACTGTGGTTTCATCGCAGGTGACAGTTC
+TTAAGTTATAGTCAATTTGAAGTTTAGCTACGGTTTGTTTACCAATATCTCTGCGAGGCCCACGAAGTGA
+CAACGCCTTAATACGACAATGCAGCTCTTCATAGGATATTGGTTTGTTTATAAAATCATCGGCACCAGCT
+TTAAATGCAGCAATTTTGTTCTGAGTGTCATGTTTTTCACCCAAGAATATAATGGGTGTGCTAACAAAAA
+GTTCGTTTCTGATCCTGTGACATAGAGTGAGAGAGTGTAGTTTAACAATCTCGTAACTAATGATAATAAC
+GTCATATTTATTTAATGATGCTAATTCAAAAGCAGAGATCCCATTGAAGGCATAGTCAAGTTCAGTGTTG
+TGTTCAGCTAAGAAGTTGCCAATAGATTCAGCGTATTGCATGTCGTTTTCAATTAATAGGATCATGGTTG
+AATCGTAAATGTAAATTGTTATCAATCGTAGTAGTGGCTGTACTTTACTTGGTTGAATGTCTACAAAATG
+TCAAGATGTATGGGGTCTGAGGATTGATCTTTGTGTGAAGTTGTTCATGCTATATTTCACTTTTTATGAG
+TCTTTTTGTTAGTCATATTTTATGAAAATAAAGAACAAACACCTTCGGAAATTGCATGTCTATTGCTCTT
+TAATTTGCTGTACTTTGCTATTAGTTTTTTCATTGACGGGAATTAGCTTGAATCATCGGGTGATGTTTGA
+AGCAGAGCCCAAACAAAGTACTAGTCAATATGTCATCGAGAAGGAGGATGTGCAAAGCATTCAACTTCTC
+TTACGCGAATTGCCTTTAGCTTTAAATACGAAAGAACTTGAGCAGTTGATATTGAACAAAGAGCTTTCTT
+TACCCAGTCCAGGTAAAAGACTTGAGTTATATATCGAAGACAAACAGTTATTTATCGAAAGGAGTGATTT
+TGGTTTAGTGAGTCAACTGAACGAGTTGCATCAAGGTCGCTATACTAGTATTCGCTGGAAAATAATTTCA
+GATGTTACTGCCGTTGTCTTCATTTTTATTGCCATTACGGGAGTTTGGTTGAGTCTGAGAGACCATAAAA
+AACGTCGAAATTATCTTTTATTTTTATCGTTAAGCCTAGCGACTTTTATATTATTAATGGAGTAAAAAAT
+TGAAATCAGCATTGACGTTCTGCATAACTTTATTGTGTGGAATAATTTTTATGAATAACTCTTCAGCCAA
+CACGGAAGCCTTATTCGCACAGAAGTTGTTTGTTCAAATTGAGCTAACTCCTTTTCTAACAAAACATCAG
+CCTCCTTATTTTGCGCTGTGGTTAAGTAATGATAAAAAGCAGCATAAAGCACTCGTTGTAATCAGAGAGA
+AGGTCAAATGGTTAAGGGATTTAAAAAAATTCTGGCGTGATATTGCGCGTGAAAATAGAAGTGAGAGTGA
+TGCTGTTACCAGTGCAACAAATATAAATAAGAAATTTAATTATAGCTATGAAATAGAAGGTATTTGGCAA
+TATATATCGCTAGAAGTTGTGCGTGAAAATGGCAGCAGAGAGTTAATATATTTTCCTCTATCCTCAAAGG
+ATGCATGTATTCAGGGAAAAGTAGAAATAGTCGTGCTTTGCGCTCAGTTAGCCATTAACGACTAGCAAAG
+AATTATTCACCAAATTGTAGTGAGTGAGTTAAGTTCTGCGGTGTAAAATCCTATGAATGTAAAATTTGTC
+AGAGCAGGGTGATAATTCAGTGATCCTGATTGCGTAATAATGACAGGAGTTATTAATTAAAGGAAACTCC
+TAATGAATAAAACTTTACTAGCAAGCGCTTTATTATCTACCTGTTTTTCACTACAAGCTCATGATATTTG
+GATAAAAGCAGATACTCATGAAATAAACAATGATGAACAGAGCGTTTTTGCATTAGACGTATCTCGCTCT
+GCTCAAGCCTACATTGCAGAAGCGAATCATGGTATTAAATCTCTTCAAATGAGTTCACCGAACGGGCAAT
+CTAAAAAAATTATTGCTGATTATTCAGGTAAGGTTAAAGAAGTTTTTGAAGTAGAGTTCAATGAAGCGGG
+TACTTATCACTTTGAAAGTCCAATGACACAAGTTTTTCTTTCTTTTTATTTTGATGAAGCAGGTAAAAAG
+CATAAAATTCGTATGCCAAAAACAGACTATCACACCTTACCTAAAGGCTCTAAACCTGAAAAAACAGTAG
+AAAAGCAAATTATCACCGAAACATACGTAAGCTATAACGGCTTTAGTGACGTAAAACAAACCAGTAAAGA
+TGGTTTGCAAATCGTATTAATGCAGCACCCTAACAAATTAAGGGCGGGTGAGCCATTAAGCTTTACCTTA
+ACTTATAATGGTCAACCTATCCCTGAAGCTGAAGTTGCGCTGAAAAGCCTGAATGAATTTTATTACCAAG
+ACAGTGATAAAATTGAAGTGGACATAACATCAAAAGACAAAGGTCAGGTAACGTTTAATCCTAAACATCC
+AGGACGTTATTTATTAGGTGTTGAATATGGTTTACCCTTAAAAAACAATGTAAAAGCAGACTTTAGATCT
+ATTGAAAAATTTTTAACTTTTGAAATTACTCAGTAAAAAGAACTAGAATTTTAAAATCGACGAGTGCAAC
+TGTTGTACTCGTCGTCGACTCTTCCAGTTATTCCAGCGCAGTTGTGACAATTGAGTTACAGGCTTTAGAT
+CATAATGATTCTTATTTGTAATATAAGGATTAAACCAAAATGAATACATCAAAAGTTTCAGTGGCAGTCT
+GCTTAGCCTTGAGTAGTCAATTAGCGATAGCAGAAGTCACAGACGAAGATAAATATTTACTTGATAGTAT
+CACCGTAATTGCCAGTGATACCGATATACAAGAGTCCGTACGATCTCCTCAAGCCATTACTGCAGTTGAT
+GCTAAAACGATTAGCAATATCAGCAGTAAAAACGTACCTGCCGCTATACAAATTTTACCTAATGTTGATG
+TATTGGGAGGGCCCACGCCAAGTAATGAGAATGTTTCTATTCGTGGTTTACCACAATCCCATGCCTATGT
+TGCTATTGATGGTATTTATCAAAGTAATTTCGCCACTAAGCGAGGTAGTTGGTACTTGAACCCTAATTTT
+ATAAAAAATATTAAGGTTACAGCGGGTCCAACCTCTGGCGCTGCTGCGGGTAAGATTACTATTGAAACAT
+TATCAGCCCTTGACCTATTGGCGGAAGGTGACACTTTTGGCACTAAGATTGATTTAGGTTATCGCAGTAA
+TAATGCACAACAAGATTATGGTTTATCACTTTTTGGTAAATCAGATACGCTTGACTATTTAGTGTCTGGT
+CAAACAAGCCAGCGAGACGCATATGAAATCGGTGGTGTTGGCGGGACTTATGACAAAACACGAGGGGATC
+AACAATCAGGTTTAATTAAAATTGGTAATCAGTTTAATGCCGACCAACGTTTAACCTTCACTGTAAACTA
+TGATGACAGCCGCACTTTTCAAGTGAGAAATGATGTTGGATATCGTGATACTAAATATGCCGGTAGTTCA
+CTAGTTTGGACCGACCAGGCAAGTGATAATGAATTACTCGATTTACAAGCATCTGTGTATTTCAATAATG
+TAGATTCATTCTCATGGGAAGAAGAAAGAGGTGATGTTGAGGGGACTCAGGATATACAAGATAAGAGTTT
+TGGCTACAGTATCGGCAATAATTCGCTAGTGGATTTTGGATTACTACATTATGGGACTTCAGGGCATTTT
+ACCACCCACACAGGCGCTATTCTCAAAACTGATACGCAGACAGGAGAGATCATTGAAGATGAAAGTGCCG
+GTAGTGAGGCTTCAAGCAATTCAATCAAGCTCGCCACCTGGATTAACATGCAATTGCCCGTCGGTGATTC
+GTTCGAAATTATTCCAGGCGTAAGATATGACTCTTTCTACATTGAATCCTCCAATGCGATTGGTTTAGAA
+GGCGAGGCTTTATTAAGAGATGGTCGTACTGAAAGTAGAGTCTCTAAGTCTTTGAATATGCTTTATCACT
+TTAATGATGAAATAAAATTCTTTGCCTCATATGCTGAAGCGTTGAATGCCCCAGGTAATGGCTCGTTATT
+TACGTCTGGCAGAGGTTTTAAACCAAACCCAGAGCTGAAATCGGAACGAGCGGATAACAAAGAGTTAGGT
+GTGGTTTTTGACTACCAGAGCATTTTTTCTGAAGGCGACTCTTGGGTTAGCAGAGTAAATATTTTTCAAA
+ATGATATCAAAGACTTTATTACCGATCTCTATAGTACTGAATGGCCCGACGGGGAGCGAGTAAATATCGG
+TCAAGCACAATTAAAAGGTTTTGAATTCAGTACAAATTATCACTTGGGAGATTGGGACTTATCAGCAAGT
+TATGGACAAACTCGAGGAATAGATAAAAACACCGGGTGGTATTTAACTGATATGCCATCCGATAAAATTA
+ACCTTATTAGTAATTATAACGTTAATGATGAGCTTGTTTTAGGTACGAGTGCGACCTTTGCTTTTACTCA
+TGATAAAACACCAACCCAGCAACTAGTCGCTGGTGGAGAAATTGAAGATATCCCATCAGAAGGTGTAGGA
+AGCTGGTTTACTATGGATATATTTTCAACTTATGAACCAAAGAAAATAAAAGGATTTAAAGTTAATTTAT
+CAATTACCAACCTTTTTGATCGTGGTTATGCACAGCGAATGGATTTTGAGAGAAATGGTGACCCTAAAAA
+TCCAATCGAGTTTTATGAAGAAGGTCGTAGTATCAACGTGAAAATGAGCTACGCATTTTAAGTGTCGAGG
+TAAACTAAGCAATACCGCTATCAACATAATGATTAGTAGCGGTAATTAATGTGAACTCTATGGTGCATAG
+CATCTTTAAATTAAATCCCTTCAATTGTTTTTTTGCATCAACTTAACTATTGAAATCATTTAATCAAAAA
+CTTGTAATAAGTGGACATTTATATGACGTGGCGAAGTCTATTATTACTGTCCTTTTATTTTTAATGTTCA
+GGTTGATTTTTGATGAGTAATGGTTCAAATATAAAGTTTTATGGCTTCATTGCTGTAAGTTTAATGATTT
+CTACTTCGTATGCAGACAATCCAATAACGGGAGCTCCTGATTGGTCTACTCCCAAACGGGGAGTTGTACA
+TGAAAGTAAAAAGACCGATCAAGATAATGATAAAGCGCTATTTAGTATTGTAGGAAGTGATCAGCATTAT
+ACTCAGCAACAAATTGATAATAAATTTAATGCACCTGATTGGTTTCCGAATAAGCACGAAAAGATGCCGA
+GCATCGTCAAAATGGGGAAAGCGCCTAACGTGTGGGCATGTGCTTTGTGTCACCTAGCTTCAGGGGGAGG
+ACATCCTGAATCTGCAAGTCTAGCTGGTCTTGATAGTATGTATTTACAACGGCAAATGAAAGCTTTTGCC
+GACGGCTCGAGACTCGATTATTCTGGAAACATGAATCGAATGGCCAAGACGTTAAATAATGCAGAAATTA
+AACAGGTTAGTGATTGGTTTTCAGCACTTCCACCCAAAAAAGTCACTACAGTTGTTGAAACTTCGCAGGT
+GCTTAAAACCTATATAGATGATACTCGCATGAGACTTGTTGCTCAGCCCTATGTTATGGAAGTAATAGGT
+GATCGTATCGTTGAAATTCCCGATCACCCCATAGAAGTGAATAAGCGTAACCCTGACAGCATTTTTGTTA
+GCTATGTCCCTCAAGGCAGCTTAGCAAGAGGTAAAGCCTTAGTCAGCGCAGGTAATGCTAAAACCCCGCC
+TTGCGCTAGTTGTCATGGGGTCGATTTGAGCGGTAGCGCTATTGCTCCCTCGATAATAGGTAACTTTGGT
+AGTTATACTGTTCGTCAATTACACGGATTTAAAGGTAAAACTAGAAATGGCGGGCAAGCAGTGATGATGC
+AAAGTGTAGTAAATGGCTTAACAGATGAAGATATTATTGATATTTCAGCTTATTTAACGTCTTTATCAGT
+TAACTAACATTGGCTAATGATCTCAAACTCAAATAAGCTGGAGTTGCTGTAATTTACTCAGCTAACTCCA
+GTATAATTCAGTTACTCTCAGTTAATATTGCCACCAACGGTCAAACCACTTGGCACAATAGTCGGTATTC
+CCTTGTAAAAGTCATCGGTATTAACTGTTTGCAAAAATGCTTCTATATCAGCAAAATCATCTTCGCCAAT
+TGTTACGTCTAGATCGCCTCTATTTTCATAATCAGCTATTGCATCAATCAATCTAGCACGTGAACCATCA
+TGCATGTATGGCGCTGTATAGGATATATTTCTCAAACTTGGTGTACGAACAATATCTGTTCCAATAATAG
+CCTCACCAAGATGCAATATGTTATCTGACAGCATTGGTCCTAAATGGCAACGAGCACAGCCTCCATCGAT
+AAACTTGTTGAGACCGATTATTTCTTGTTGGGTGAAAATTGATTGCTCTCCAGAAAGAAATCGATCAAAT
+CGTGTGTTTGGACTCGTTATTTTTCTTTCAAAAGTTGCTATGGCTTTTACTATGTTTTCACTGGATACAG
+CCTCTGTTACGCCGAAGGCTTGCTCAAATAAAGTCACATATTCAGGAATAAGTCGTAAGCGTTCAACAAT
+GTCGGCCATAATTTCTTTTTCATTATTATTATAGCCAAGCATTTCGACTGGATTTTTAATTGGCCCTAAG
+GATTGCTCTTCTAAAGTATCAGCTCTCAAGTCCCAAAAATATCCGCCAGAAACAAAGCTACTATCGCTTT
+CATTGTTTTTGATACCAGTATAAGCAACATTCATGATTGTAGGAGCATGAATGGACGTTACCTGAAAACC
+GTATCTTTGAGGTCCTAAGCCAATACCGTCGGAACCGATAGATAATATACGTCCATCAGCCCAACCAAAA
+TCAGGATGGTGACATGAGGCACATGATGTGTCTTTATCACCTGAGAGTATTGGATCCCAAAAAAGTAATT
+CACCTAGTCGTTCTTTGGTTTCACTGTAAGGGTTATTTGACGGGTAGATGGTTTTTGACGGTAAGGGAGT
+AAAAATTGTTGAATAATCTCTAGTTTGTGCATCATCTGCTATCCCGTCAGGATTTTCGCAGCCAAATAAA
+GTGACACAAGCCAACGTGATTAAATTAAAGTGTAATCGTTTCATATGAAACTACCTCATGATTGGTTTAA
+AACGCGTAGACTCTAGGGCAGAGTCAAGTTAGCGGTAAACAAAGGTTGTAAGTTTGTCAGGCTGTAGGTC
+TATGAAATGTCTTATATACCCGTTACCAATCAAGATGAATGTTTCAGAGTGCTTGAGCCATTTCAATTCA
+AGACGCTGTGATGAAATAATGGTTGTCCCTTATTAATCACAGCAACGATGAAGTGATGTTGTTCAAGCGT
+TTCTTAGCTGGGTTTAAAATGACTTTATTTTGCGTTAAATAATTAACCCGTAGAATGACTATGCTTAAAT
+TATTTACCTTGCCTAAAGTTATTTTAATTCCCACTTAAATTCTGCACTTTGAACTATAACGGGTATAAAT
+TAGGTATATGAGTATCAAATGTACGCATATTAGTAAGTTGATTAATCGGTATTGACGCGAGATGTTTTTG
+TGCTTACAAAAACGTATCGACTCGTAATGAAATAATTGCTAAATAAACCTGCCAAAATGCCAAGACAAAA
+TGCAATGGGAATAAATGTCACCTCTTTTGCGTACCAAAATACCAGCAAGTTCAAGCAACCAGAGAAATGA
+GCCGTTAATAAGTGCTTGCACCATTGAGCAATGACATTGGTAAATTTTTGGTGACCGTAGGTATAAATTC
+TATTGCCAAACCAAGTCGCAGAGGCGGCTAACCAAAATGATAATAATCTTGCTAACATTATATTGTCAGT
+GAGTTCGCTTAAAGATATAAAAAACAGGCTATCAACAATAAATCCCATACCACCAATAAGACAAAATTTT
+TTAAACTGCTCCATAACTTCCCACATCAATGACTATAACTATGAGCCAAGCTTATCCTGTGTAAGGTCTA
+AAAAGTGTCACTAACCTTGTTGAGATGATAGTGACTTTTTTTAGACTTCACTTGTTTTAAAGTAGCTCCA
+GAATAAATTTTGGAGAGAAAAATGCAACTTGTAAATAATGAGTCATCGACTAAAAATGAAATAACCCTAA
+GCATCATTGTGCCCGTTTACAATGAGCGAGAAATGCTACCAATATTTCACCATCACTTAGCAAAAGTACT
+TAGTACTCTCTCTGAAGACAGCGTTGAAGTTATTTATGTTAATGATGGGAGTTGTGACGATAGCTGGGAT
+GTTATGTTGGATTTAAATAGCCATTACGCCAATATCGAATGTATAAACCTAAGTCGAAATTTTGGCAAAG
+AAGCGGCCATGACTGCTGGTATAGATAATGCGAAAGGCCAAGCTGTTATATTGTTAGATGCTGATTTACA
+AGATCCGCCTGAGTTGATCCCTGACATGCTCACCGCTTGGCGTAAAGGTTTCGATGTCGTTAATATGAAA
+CGTAGTGCACGACTTGGCGAGTCCAAATTTAAATGTTGGTCAGCGCACGTTTATTACCGATTGCTTGATC
+ATTTATCAGAAGTACCTTTACAAAAAGATGTTGGCGACTTCAGGTTATTGAGCCGCAGAGTTATTGAAGA
+TATCAAAAAACTATCTGAACGAAGTCGGTATATGAAAGGCATTCTTTCTTGGCCAGGGTATAAACAAACC
+ACTATTAGTTTTGAGCGTCCAGAACGCGTAGCAGGGGAAACTAAATGGTCTTTTATTCAATTGGTTAAAT
+TAGGATTATCAGGTATCACCGCGTTTAGTGTTAAACCATTAAGAATATCAACTTGGGCCGGTGTATTGAT
+TTCAGCTTCTGCTTTTGGCTACGGACTTTGGATTTTGTTGAAAACCTTAGTCTTTGGTGAAGCCGTTGCT
+GGTTATCCTTCAATGATGTTAATACAATTATTTTTAGGTGGCGTACAGCTATTAGCGATTGGTGTTTTAG
+GCGAATATGTAGGACGCATATATGCTGAAGCCAAGGCTAGACCCATATATTTAATTATGGATAAAGAACG
+AAATACACTCGTCAGTTCGATGGTGGAAAAGCATGGTTGATTCAGAGAATCATAATAGTAATGTAACAAC
+GTCGTTGGTATTTTGGGCTGCAACATTAATTTTATCATTGATTGTCATTAGACTTGTCTCTTTAGGGCTA
+TTTCCACTTTATGATACGACTGAAGCGCGATACGGTGAAATGGCACGAATAATGTTCGAAACCAATAATT
+GGGTGACTCCTCAATTTGACTACAACATTCCTTTTTGGGGAAAACCCCCATTTCAAACATGGCTCAGTGC
+ATTAAGTTTTTCTTGGTTTGGCATTAGTGAGTTTAGTGCGCGTTTACCCCATTTTGCCTGTGGGTTAATC
+ACGGGTTATTTGGTTTATCGTTTTACTAAATCACTGACAAACAAAAACACGGCTGTTTTTTCTCTGCTGA
+TACTTACTTCAAGCCTTGGTTTTATTATCGCTATAGGCATGGTGATGACGGATAGCGCATTATTAATGTC
+ATACACCCTAGCTATGGTTGGCTATTGGCAATGCTATAGCCAAAAAGATAAAATTGTCTCTGGGCATTTA
+TTTTTTGTCGCTCTAGCATTAGGTATGCTAATTAAAGGTCCTGTTGTTGTGGTGCTGATTGGAATATCTT
+TGGTCAGTTGGAGCTTATGGCAAGGTTGTTTTAAGCTCGCAATCAAAAGCTTGCCTTGGTTAACCGGTAT
+GATGGTATTTTTGCTGTTGACCTTACCTTGGTACGTTTGGGCTGAGATACGCACGCCAGGATTTTTAGAG
+TATTTTATAATTGGCGAACATGTTCAGCGATTCCTTGTGTCAGGCTGGCAAGGTGATCTATACGGTACGG
+CGCATATTAAACCAAGAGGCATTATTTGGTTGTACTGGCTGGTTTGTGCTAGCCCATGGTCTTTTATCGT
+CATAGGGTTAATCATTAAAAGGTATCGTGGTGTCGAGTTACCTTCTAACAGGTTCCAGGCCTTAGGCATA
+AATAAATATCTAATTTGTTGGATGATATCGCCATTATTGTTGTTTACCTTAGCTGGTAATATTTTACCTA
+TTTATGTATTACCTGGGTTCAGCGCGCTAGCAGTGCTTGTTGCATTAAACTGTCGATTGACAAAAACTAG
+TAACTACTTAGCTTTAGTTTCTTTTGCCTTATTAGGTTTAGTCATCACGTTATTAAACCTTGGGGTTATT
+AACAAAAAGAGTGAGTCTGAACTACTTGGGGTTAATCGAACTTTTTCCCAATATACACCACTGTATTATT
+GGAACAAAAGACCTTTTAGTGCTCAATTTTACTCCAAAGGCCAAGCGCAATTACTTACAGATAAAGATGA
+GTTAATTAATTTGTTAACGTCGGACGAATCTTTTTTTATTGGGATAATACATAGTGATTTTGAAGTATTA
+AAACCTATTTTAGACCCTATCTGTGTTGGAACTAATCAAACAAAAAAACGTCTGTTATTAAAGTGCAATT
+AATAAAATAAATATAGTTAAGGATTATCGTTTGAAAATATTACTGGTAGAAGATTGTCAAAGTGTTGCTG
+AAGTTATTTTTGATTACTTTGAAGAATCAGATTTTGACCTCGATTATGCTGCTACTGGCAATTTGGGATT
+ATCCTTAGCACAATCTCAAAAGTTTGACTGTATTATTCTAGATATCATGTTACCAGGTCTTGATGGTATT
+AGTCTTTGTCAGCAACTTAGAGCTGAGGGCAATAACACGCCAATTATCATGTTAACTGCAAGAGATACTA
+ATGATGATATGTTACTAGGACTTCGCCAAGGAGCCGATGATTATATTGTAAAACCTTTCAATTTAGAATT
+ACTCGAAGCACGCATTCACAGTGTTACTCGTCGTCATTCAGGGTCAGGTTTTATCACACAAATGACTTGT
+GGCCCTATTACTCTCGATATAAATACCCATCAAGTATGGCGGGGTAAGCAAGAAATAAAATTAACCCCTA
+TTTGTTTTAAAATATTGAATCTGTTAGTTAAAAATTCACCCAATGTGGTTTCTCGTCAAGAAATAGAAGA
+AGTATTGTGGTCTGATGATTTACCCGACCAAGATATATTACGAAAACATGTCTATCAGCTTCGTCATAAG
+GTAGATAAGCCCTTTACAGACAATATTATAGAGACGGTACCTAAATTGGGCTATCGCTTGGTGCCAGCTT
+AATGAATAACGCTAAACCTATGAGTAGTAAAATTATACGAGTTTATTTATTAGGGGCGATGGTGCTGCTG
+GTTTTTTATGGGGCTATTTTTTACCATACTGTCCTATACACTGAAAATCAAAGTAGTGAGCGACGTTTAG
+CATTAATTTCACCTTACCATTTTAAGTTATTTGGCCAAGGTTTTGATGGTGAAATACAAATTGACCCCAT
+GCTAAAAATTTATGATCAATATGATATTTTGCCCTCATCAATAAAACGACGACTCAATAAAAACTGGCAG
+GGAAGTATCAGTTTTCATTTTGAAGATGACAGTGAATACAGTGTGTTTGCGCAACAAGTTATGACGAACA
+AAGGTTTGGCCATCGTTTATGCTTTGGAAGATGTTGATGCGATTGAGTGGGACGATACAGAGTTCGCTAT
+TTTTCAAACGGTGATATTTGGACTTGGCCTGCTCATCTATATTATCGCAGCACTCTTTATTATAAAAATG
+GCTAAACGTATTAGTACGCCATTTTCGACTTTGGCCAATAAATTAGAGAGTCATGATAACGAAAAATATA
+CACCATTATCAATTCAGGGCGAATTATCATTAGAGTTGGTGCAGATGCTGACTAGCATCAATAGTTATCG
+CAGCAGGATCCGAGATGCTTTTATGAGAGAGCAAGCTTTTACTCGCTACGTCAGTCATGAGTTACGTACG
+CCTATGACAGTTATCCGTGGTGGCATAAGCATTTTACGGCGATTAGACGATGAAAAAGTCAAAAAGCAGT
+CTAGCCGAATTGATAATGCGGTTATTGAAATGGAACAGTTAATCCACACTTTTTTGTTAATGGCGAGAAA
+TGAAGATAGCGATACCATCAATGTTGATATTTCTGATGAGTTTATTCAACAAATAGTACAAGACTTTGAA
+TCTACAATAAAAGCAAATCAGGTTAGTTTCCATCAAGAATTACAATGTAACTTTAGCCTAAATGTTCAAC
+CGCTATTATTTGCTGCAGTCATTAAAAACTTATTAAAAAATGCCATTAATTGTAGTGTTGAAGGTAACGT
+TAGTTTATTTATTTCACCACAACGAATTGATGTTATTGATAATGGTGTTGGGCTTGATGCAAAACCTCGA
+GGTTATGAAGGTTTTGGCATAGGTCTTAATATTGTTCGGGATATTTGCGAAAAATACCACTGGCAATTCA
+ATATCAAAAATAACCAAGGTGATGGTTGTACAGCCTCGGTTATTTTTAATCAAGAGTCTGCTGTAAGTGA
+ACTCTAACTACTTCTAACAACGATAAGAAATAGTAATGTGGCATCTATTTTTTACTCAATTATTTGTTAA
+GTCTATTACCTAGATTAACAATTATTAGATAGTCACTACCTTGGTAGGGTGCAATAATCAGGTTAAGCCT
+TAACTTAAGCCGATTTAAGAATTCATTCATGTGCATATTATTTATTGCTATCGAGCAACACCCAAAGTAT
+CCCTTGATTATTTGTGCTAATAGAGATGAGTTTCATCAACGTCCAACGCAGGCTATGCATGTCTGGCAAG
+AGTCCAATATCTTGGCAGGAAAAGATCTGCAAGCAGGCGGGACTTGGTTAGGTTTATCGTCAACGGGAAA
+ATTTGCCGCATTAACTAACTTTAGAAAACTCCCCTTAAGTGAGGCACCTAAAAAATCTAGGGGCGATCTT
+GTTTTACAGGCTTTAGCCGACACTAAAATAAACATGACAGCTGAGTTGGCTCAGCAAGCAAGCCAATATC
+ACGGCTTTAACCTCATCTATGGTTCTTTGAAGCAACTGTACTGTTATGACAGTGTAAATAATCAAAGTCA
+TCAGCTTAGTGATGGAGTGCATAGCATTTGTAATGGTGCGTTAGATGATATTTGGCCTAAAATGGCAAGA
+GGAGAAAAGCTGCTAAGTGAGACTATACGTTCACAAAAAAACTTATCCATTGAAGCCTTGTTTGATTTAA
+TGACCAATGACAAACAAGCTTTACCGCATTTATTGCCTGAAACAGGCCTTGATGAGGAATGGGAACAACT
+ACTCAGTGCCATTTTTATTAAATCACCTACCTATGGGACACGAACAACCACTATTATCACGCAAGATGTC
+GAAGGTAATGTTGAAACCTATGACCGTAGTTATGCGCCCTCTGGTGAGTGTATTACTAAGCAACAATTTA
+ATTTAGCAACGGTTTTTGATTAACTGATTCTTTATTATTGAATTAATAAAGTAGTGCTATGTTGTTGATA
+TTTTAAATGTGAAGTATTCAAAATACATCATGATTATTGATTGATAGGTGTTTACTCTCACTGAACTCTG
+AAAAATAAATAAGCTTATTCAGTGATCATTATTATATCAAAGGTAGACCTCGTGATAATGAATAATAATA
+GCTTTCTAATACAAGTAACCTTGCTGTATTTTTCAATAATAAAAGGGGTATAGACAAAATAACCCTCAAC
+GTTTATCCATGCACCCAGCGTATCTTCTCGTGATGAACTCAATGTAATTGATTGCTTAATGACCATTTAA
+ACAAAATAAACGAGTTTCCTATAGGAAACTTTATTCACTATTGTGGATTTTATTTCATTTAAAGTGTATT
+TTGTTGCGCTATCTCAACCTTTGTATCTTAGTAAACATGAATAATGAAAAGGTCAAATTTTTAGATATTT
+AAAAACCAGCTCAATAATCGATCAGATAGATAATCAATACAGCATTATTAATAGGTGCTAGATAGTAGTA
+AATATCTACAGTGAATTATTAATGCTTCAACAATTACATGGCAATGTTAACAAGGGAACGCTCATCATTA
+TTTGAGTTTTTCATACCTTCAAAAAAACAAAACATATGCCGCCTTTGCTTAGGAATTTTTTATGGAATTA
+CTTAAGGGTATTACCCTTCTTCTCGCTGCGTTAACCGCATTTTCTTTATTTAGTCGTTTTGCGCCCTACG
+GCACAAAAGCCATGGGCGGACTTGCCTCCGCGGCGGTTGCTAGTTTTCTCGTTGAAGCTATTCATGCCTA
+CATCTCAGGTGATTTTCTTGGAATTGATTTCCTAAGAGAAACTGGCCTCGCTGCGGGGTCTATGGGAGGG
+CCTGCTGCGGCAGCTCTTGTCGCATTAGCCTTAGGTGCTAATCCTGTTTTTGCCATCGTTGCTGCTATTG
+CCACTAAAGGAACCGGTATATTGGCTGGTTTTATTGCAGGCTATATTTGTTACTTTATTTCCAAAGTTAT
+TGAAAAACACCTTCCTGAGGGGATCGATGTTATCGTTGGCGCTTTAATTCTCGCACCGTGTGCTTATATC
+ATTGCTCATGCATCAGGGCCTGTCGTCGGTAGTATTATGGCCATTATAGGCTCAGCTATCACTGGGGCTA
+CTTCTGCATCGCCTTATGTTATGGGCTTTTTACTTGGTGGCTTAATCAAAATGATCTGTACTTCACCATT
+AAGCTCTATGGCACTTACTGCTATCCTAGGTTTGACGGGTCTTCCTATGGGAATAGCTGCAATTGCCTGT
+GTTGGCGGATCTTTCACTAATGGTATCTTAATGAAGAGACTCAAATTAGGCGATAGAAACAAAGTTATCG
+CTATTATGTTGGAGCCACTCACCCAAGCGGATATTGTCACAAGAAATGCCTTCAAGATTTATTCTTGTAA
+CTTTTTCGGCGGAGCCTTATCTGGTTTAGTTGCGGTTTATTTTAATATCATCAACGATGCTCCGGGAACT
+GCTGCTCCAATACCTGGTTTACTTGCTCCTTTTGCCTTTAATGAAGCGAGTACTGTATTAATGGCTGTTT
+TGGCTGCGTCTATTTGTGGTATTGCCGCAGGTTATGTTGGCAGTAGTATTCATCTAAAGTTAGATGAAAA
+ACGTGCCAATAAACTTAGCGGAGTTACTCCGGTAACTACTTAAATTGATTGATGTGGTAAAAGGCTGTTC
+ACAGCCTTTTATCACTAGTATAAAGTAGGTTATAAAAGCTAGAGATAACGCTTAAGCTTGCCTATTATGT
+TTCTGTCAATCCTCATGAACAATCTGCATGTCACTCATACCATTCAAAGAAAGCATAATAATAAAACCTA
+ACGTATTCATACATTTCATTTCAGTCTAGTAAATTGTGTTACAATTGGCGTTTACTTTTTTCAGTGTTGA
+TTTGGTTTGTTGTTTATTATGTTTTTTATCATAAAAACTAATGAGTTAAGCTAAATACAACTTCATTATA
+TCTACCATGAACGATAGCCAAACGATGCTCATATTATTGTGTAATGTAAATATTTATGCACCAAATCCCC
+TAGGTATTAAAGATGTTCTTATTGCAGGTAATAAAATTGCCGCAATTTATGATCATGGCCAAGGCGAAAT
+TACCATCCCAAAACAATGGCCCGTTAAGGTTATTAATTTTGATGGCGCTATTTTAACGCCTGGTTTTATT
+GATAGTCATGCTCACATTACCGGTGGCGGCGGAGAAGCAGGTTTTGCGACGCAAGTACCTCCTGTTGGTC
+TAACTGAATTTACTCATGCTGGTGTAACCACAGTGGTTGGTTTACTTGGCACTGATGATACTACCCGCAG
+TACCGAAAATTTATTAAGCCGAGTTTATGGCTTGCGTGAAGAAGGATTATCGGCTTATTGTTGGACTGGT
+GGCTACCACTTTCCTCTAACGACTATCACGGGTAGTGCAAAGTCAGATATTGCTTTTCTTGAACCCGTTA
+TTGGTATCGGAGAGTTTGCCATTAGTGATCATCGCTCTAGCCAACCAACGTTTGAAGAAGTGATTCGCTT
+AGCGAGTGAAACTCATGTAGCAGGCTTAATCACTGGAAAAGCGGGTGTTATTCATTTTCATTTAGGTGAT
+GGTGAAAGACGTTTAGAATTAATAGAACGCGCAATAAGAGAAACTGAACTTCCTGCACGAGTATTTAATC
+CAACGCATGTTAATCGTAACAAACCTTTGTTTGAAGATAGTTGTAAATTATTAAGTAAAGGTTGTCATAT
+TGACTTAACAGCATTTCCCGCAGGAACCGCTCAGCCAGGCTGGGAAGCTTGTGACGCAATTGAAATGGCT
+GTTGAAAGGCAATTACCCTTAGAACAAATAACCCTTAGCTCGGATGGCGGAGGTTGCTTACCTTGTTTTG
+ACCCACAAGGTGAATTACAACATATGGATTTTGGTCGAGCGAGTACATTAGGAGAAACATTGGTAGCAAC
+GTTAAATAAAGGTTTGTCACTTGAAACCGTTCTGCCTATGTTAACAAGCAATGTTGCTAATATTTTACGT
+TTTAAAAACAAAGGGCAAATCGCCGTTGGTTTTGATGCGGATTTATTGGTGATGAATGAAAAGTATGAAA
+TTACTGATGTCATGGCACAAGGTGTATGGCATAAGCAAAATAATCAAACAATGATTAAAGGTACATTCGA
+ATAGAGGTAAATATGTGTCCAGCAAAAACGACTGACGGTCAACAAAGGGGATTCGTAATCCCAATCGGGG
+GGGCAGAAGAACGCGTAAATGATCCTATTATTTTAAAGCGTTTTGTTGAGCTTTGTGGTGGAGAGAATGC
+TTATATAGTTATTATTCCAACCGCATCACAACTCGATGATACAGGGTCAAATTATGAAACTGTTTTTCAT
+GAATTAGGTGTGAAGAAAGCTGTTTCTTTGCCTATTAATGATCGTGAGCAGGCAAATAGTGAAGACTATC
+TAGCAGAATTAAACAATGCCACTGGCATTTTTATCACTGGTGGTAACCAATTACGCTTGTCTACTATTTT
+AGGTGGTACTCCGGTGGCTCAAAGCATTCGTAAACTTAATGCTGCAGGTGTTCATGTTGCCGGTACCTCT
+GCAGGAGCAGCTATTATGCCTGGCCATATGATTGCCGGCGGACGCACTGGGGCTTTACCCAATGAAGAAG
+GGGTTACTTTTGCACCAGGTATGGGATTGATTAATAAAGTCATAATTGATCAGCATTTTAGCCAACGAAA
+CCGATTAGGACGTTTGTTATCGGCCATCTCTTACAACCCATTTGCTTCAGGTCTTGGTATTTGTGAAAAT
+ACAGCTGCCTTTATTGATCCGTCAGGAACTTTGGAAGTCGTTGGTCACGGTAGCATTACTGTGGTTGACC
+CTTCAGATTTAACCCATAGTTCAATGGCTGATGCTAATAGAGGCGAAGCCATAACGTTAATTGGACTAAA
+GTTGCACGTGCTTAGCCCCGGCGCAACTTATTGTATCAACGAAAGAATAGCGAAACCTGCAACTTAGACC
+AGCAGGTAAATTATCCTTCTTTTTAAAGCCTGCCACCTTTTTAGTTGTCAGGCTTTTATTTTTATATTTC
+ATCCATTTAACCGTACCCCCAACGTTTTCATATTCCCTCTAAAAATATTATTTAGCAAGTAGTTTGCGCT
+TCAATAAAACCGTGTTATCTTTTCTAAACGACGTTTTATGTAGTTGTAATCGTAGTCTAGTTGTTATTGG
+ATAATATAAAGTTCTCGTCAGAGTAATAAAGGAAATCACTATGAAAATACAATCTTCCAACGTGTATGTT
+GGCCCTAATGTTTATGCTCATTTTCCTGTGATTCGCCATATAGTAGATATCGGCATTTTGGAAAAATATC
+CCTCAGTTAGACTGGGTAATGAATTTATTCAAGGATTACTCACTCACCTGCCAAGTTTAGACCAGCATGG
+TTGCTCTTATGGAGAACCTGGTGGTTTTATCAGACGCTTAAAAGAAGATGACGGTACCTGGATTGCTCAT
+ATTTGGGAGCATGTTACCCTCGAATTACAATGTATTGCAGGCACAGAAGTCACGTTTGGTAAAACACGTG
+GCACAGGTAAAGTCGCTGAATACAACATGGTTTTCCAGTACAAACAACGTGATGTCGGCCTTGAAGCAGC
+GATATTGGCGAGAAATCTATTAATTTCATTAATGCCCGTTGCTATTCAAGTTGAGTTACAAACCAAAATT
+GAAGACGACTTTGATTTTCAGCAAGAGTTAGCTGATTTTATTCGTTTTGCTCAACGTAAAGAGTTTGGCC
+CTAGTACCCAATCATTAGTTGATGCTGCAGAAGAGCGTGATATTCCTTGGTTACGTTTAAACGAGTACAG
+CCTAGTTCAATTTGGTCATGGTAAATATCAAAAGCGAATTCAGGCAACCATCACCAGTGAAACTAAGCAT
+ATTGCTGTTGAGATTTCTTGTGATAAAGAAGACACCCATAATTTACTAAATGATCTCGGCTTACCGGTTC
+CTCAGCAACGTATGGTGTATTCAGATACGCAAGCGGTAAGAATGGCAAAACGCATTGGCTATCCAGTGGT
+ATTAAAGCCGTTAAATGCGAATCATGGTCGTGGTGTTTCTATTGATTTAAACACGGAAGAGCAAGTCATT
+ACCGCTTTTGCCTTTGCCAAAGAACAGGGTACCAGTAGGGCCGTTTTAGTTGAATCTTTCTTAACAGGAT
+TAGACCATCGCATGCTGGTTATTAACGGCGAATTAGTTGCTGTTGCGAAACGTGTACCTGGTCATATAAT
+TGGTGATGGCGTTAATAATATCAGTCAGTTGATTGATATTGTCAATGAAGACCCTCGCCGAGGCGTTGGT
+CATGAAAAAGTACTGACCCAGTTAGAATTAGACACCCAAGCCGAACGGTTATTAGAAGAAGCCGATTATA
+CACAAGGCACTGTGTTACCCAAAGGTGAAATATTTTACTTACGTTCAACCGCTAATTTGTCGACTGGCGG
+TACCGCTATTGATATGACTGATGTGGTTCATCCTGACAATAAGACCATGGCTGAACGTGCAGTAAAAGCT
+GTTGGTCTAGATATCGGCGGGGTTGACTTTTTAACGTCTGATATCACTCAATCTTACAAAGATATTGGTG
+GCGGTATTGTTGAAGTTAATGCTGCACCTGGCTTTAGAATGCATGTAGCGCCAAGTGAAGGCAAACCAAG
+AGATGTGGCTGGAAAAGTCATTGATATGTTGTTCCCGCCATCGATACCTAAGCGCATTCCTATTGCCGGA
+ATTACCGGTACAAATGGTAAAACGACAACTTCTAGAATGTTAGCTCATATCTTAAAAAGTGCTGGGCATG
+TGGTCGGTATGACGTCTACCGATGGCGTTTATGTTGATGGTCAATTATCTGTTAAAGGTGACATGACTGG
+TCCTGTTTCATCTCAGATTGTTTTACGCGATCCCTCGGTAGATATTGCCGTGTTAGAAACAGCACGTGGG
+GGTATTGCTCGTTCAGGTCTTGGTTACAATGAATGTGATGTAGCAGCTTGTATTAATGTTCAAGAAGATC
+ATTTAGGCCTTAGAGGCATAGATACGCTTGATCAACTTGCTGAAGTTAAACGTATTGTTGTTGAAGTAGC
+CAAAGATAGTGTTGTTCTTAATGCTGATGACCCTCAGTGTTTAAAAATGGCTGAACATACCAAAGCTAAA
+CACTTATGCTATGTCACTATGAACACCGGCCATAGTTTAGTCCGCGAGCATATTCGTGCAGGCGGTCGTG
+CGGTAGTATTAGAAAAAGGTATCAACGGTGACATGATCACCATTTTTGATAACGGCACTCATATTCCCTT
+ACTTTGGACCCATTTAATTCCTGCGACCTTGGAAGGTAAAGCACTGCACAATGTGCAAAACGCTATGTTT
+GCTGCAGCCTTAGCTTATTGTTTAGATAAACCGCTCGAGGCAATTCAACAAGGTTTAAGAACCTTTACCA
+CGACCTTTTATCAAGCACCCGGAAGAATGAATGTTTTTGATGAACATCACTTTAGAGTAATACTTGATTA
+TGCTCATAATGCAGATGGTGTGCGTTGCATGAGTGAACTGGCGAGTAAGTTAGAAGTTAAAGGTAAGCGT
+ATTACTGTGCTGGCAGGCCCAGGTGATCGTCGTGATGAAGATATAGTGAATATTGCTAAAGCGGCAGCTG
+GGCATTTCGATATCTACATTTGTAAGGCCGATGATAATCGACGTGGTCGAGGAGTCAATGAAGTTCCAGA
+ACTCTTAGCGTCGTCATTAAGAGCTGAAGGAATTGATGAATCACAAATATATTGTATTTCAGATGAAGTA
+GAGGCAATAAACAAAGGGCTTGAACTCGCAAATACTGATGACTTATTGATGATCTTTGGTGATGCTATTA
+CACGCTGTTGGAAACAAATTATTAATTTCAATAGTGGTCACGAGCCTGAGCAAGAAGCAGAAAAAACAGC
+CGTTCAAACCGTTGTTTCTATGCTAGAAACCAGCGAGCCAGATACTTTTGTTTTGGAAAGCGGTATGAAA
+ATTGTTACCGATGAACGAGGTGTTCGTGTGGTATCTGAACACGACGAAGATAGTGATTAATCGTTCGATT
+TCTCATTGATAAACACAGTTCCAAAAGCGAAGTAATATATGCTAAAAGAAAATATAACACTGAGCTTAGA
+TGATAATCGTCGGCTGACGGGTAGAAATTTATTATCCGATCAGCCTGGCGCAATCATTGATGCTTTTGTA
+TCAGGTATTGATAAAATTACCGTGGTAAATGTTTGGTCAAAGTATGCTCAACAGTTACTCAACGCCGTTA
+ACTGGTTAGAGGATAAAACTTTCTCTCGAATTTTCGAAGATGGAATATCTATTGCCATTAGCGCACCCTT
+AGATGCACTTTATGCTGCGTGTGATTTGAATGAGTTAGCATGGCAGCTTACCTGTAATGAATTAACTCAA
+ACACCCAATGAAGAATCAATTTCAGCAGCAATAAGTCGTTTAAACCAAGTGATAGCTGAGGAAGTCAATC
+CAGAGTTACTTGAGTTAATTAAGCAGTCAACGTCTAAAAATATTGTCTATTTGGTTGATGATGATGAATT
+TTCATTGGGTTATGGTACTACGGCACAAAGTTGGCCAATATCAGCATTGCCTGAGGTATCAACTATAAAC
+TGGTCACAATACAAATCGATTCCACTGGCTTATGTAACAGGCACTAATGGCAAATCGACCAGTGTTCGCA
+TTATGTCGCAAATTATCAAACAAGCGGGTAAATGTTGTGGTGTTACCTCAACCGATTTTATCCGGGTAGG
+CGATAATATTATTGATCATGGCGACTATTCTGGTCCGGGAGGTGCAAGAATGTTATTACGACACCCTGAT
+ACAGAAACCGCTATTTTAGAAGTTGCTCGGGGTGGAATTTTACGTAGAGGATTACCGATAGATAATGTAG
+ATGCAGCATTGATCACTAATATTGCCGAGGATCACCTAGGGCAATATGGTATTAATACTGTTTCAGCATT
+GGCTCAAGCTAAAGCTGTTGTTGCTAAAGGGTTGTTACCTAACTTAGAAGATAAAGGGCAGGAGCATAAT
+AGGCAAGATAAGGGCAGGTTGGTGCTCAATGCAGATGATGAAAATTTAGTTGTTTTAGCGCCTGAAATAC
+CCGTTACTAAGTCATGGTTTTCCTTACATGAAGATAATGCGACATTACAGCAACATAAACAAAAAGGTGG
+CGCTGTTTGTTTTGTTAGAGAACAACACTTGGTTTATTCAGTCGGTAATGAAGAGTCGGTAATCATTGCG
+GTTAATGACATTCCTATGACGCTAAACGGTGCGGCTTTGCACAATATTCAAAATGCCCTTGGCGCTATCG
+CGTTAGCTAAATGTCTCAATGTTGAGAATGAGGCTATTAAAATAGCGCTATCAAATTTTGCCAGCAATGT
+TGAGGATAATCCCGGCAGAGGTAATCATTTTACTGTTAAAAGTGCAGAAGTGATTATGGACTTTGCACAT
+AATGTTCATAGCATGGAAGCGATGGCTGTAACCACGGCGAACATGAAAGCACAGCGTAAATTTTTAATGC
+TAAGTCATGCGGGAGATCGAACTGACAATGAGATCATCAATATGACTAAAACGGCATTAAAAATGAAACC
+TGATTTCATCGTTGCTGCGGAGTTAGTTCCTTATTTACGAGGGAGAACATTGGGAGAAATACCTCAGCTT
+ATTGTAGATACGGCGCTTGCTTATGGCATGAAAAGAAGTGACATTTATATTGCAGATAGTCCTTTTAAAG
+GCGCAAACTATATTGTAGAACAGTTACGAGAAAAGGATTTAGCATTACTGATGGTTTTATCAGAGAGAGA
+AGAGATAATCGAGCTTTTGCTTGATAAAGCTTTTTTTAGATAGGGAAACTCTGTATCAGTCACAAATAAG
+CCCCCTATATTAAGGGGGGCTTATTTGACATCAAATGACTAAACGTTTACTGCGTCTTTCAATGCTTTAC
+CCGCTTTAAAAGCAGGTACTTTCGCCGCAGAAATTTGGATCTCTGCACCTGTTTGAGGATTGCGACCTGT
+ACGAGCAGCACGGTCATTTACTTTGTAAGTACCAAAACCCACTAATGCGACATCACCGCCATTAGCTAAT
+TCAGTTGTTACAGAACCAATTAAACTATCTAAAGCACGGCCAGCTGAAGCTTTTGAAATGTCTGCGCCTT
+CAGCGATTTTCTCTACCAATTCACTTTTGTTCATTATTATTATTCCTTAATTATGGTTGTCACTAACATA
+CTAAAAAATAACTGTGAATTGAGCAATAGAAATCGTAAATTTTGTGCGAAATGTCGACATTTTATTTGTT
+TTACGGTTAGTTAAAGCAATATGTATACTAATTTTCAAGCAATATGCTTATCTCAGAGTGCATGAACAAT
+CATTGTTTTCTCGATAAATAGTTAACTTTTTCTATACTAAGTCTTTAGGCATAACATTTCATCGAGATAA
+AATGTTATGTCGCCTGATTTCAATTTATCAGCACCTCAAAAGTAGAGCGATTAATACTTTATCGTTTTAT
+GATATTTAAACTTTTGAAAATAATGGTAATTTACGGGATAAAATGATTAGATAGTGACTATTTTCCATAT
+CCAAACCCGTGTTTGAATAAGTATATTAAATGAGTTTTATTATGACCTTTGGGCAAAAGTTTTCTTTATT
+AAATAAGCGTATTAAAGCCATCATTTATAGTGGCATTGTGGTGTTCCTATATGCCATAAGTGGCTTTTTT
+ATCTTACCTCTTATAGTAAAACCACTCATCATTGACACAGTGACAGAAAAATTAGAACGACAAGCGCAAT
+TAGACGTTATCGAATTTAACCCGTTCACTTTATCAATTACCTTAAAAGGTTTCAGTATTAGCGGTAAGCA
+TACCGATAAACTACTTGATTTCGATTTGTTAACGGTAAATTTACAAGCCTTTCCGCTTTTACAAAAAACG
+ATTTCTTTTGACGAAATAATTATTAATAAACCCGAAGTTAGCGTAATCATACTTGCTAATGGTGAATTCA
+ACTTTCAAGATATTATCCTTAAAAATACCGCTCTCGATAGTGAAGTTGACAGTGAAAATACGAATGAAGC
+TGCTTGGATTTTATCAATAGATAAGTTTCGTCATAATGAAGGGATTATCAACTTCAGTGATCAGAATAGA
+GAAACAGCTTACCACCATACAATTAAAGAAATTAATGTTGCGTTGGATAATTTCTCCACTAAAGCGGGTG
+ACAATAATATGCACCTTGTTAAAGCTAAAACATCACAAGGTACTGAGCTCAACTGGCACGGAAAATTTAG
+TTTATCTCCGCTTAAGTCTTCAGGTGATATTAGTTTTGTCAGTCCATTAAAGATTGTCTCAGACTATTTG
+CAGCAAAGAATATTATTCAATATTACTGAAGGGTCATTGAAGGTTAATAGTCATTATGATTTTAACTTTG
+CAGGTGAACAGCCACAATTTATTATCAATAATTTAATGGCTTCAATTTCAGCATTAGAAATCCGCAGTAG
+AGATGACAACAAAAAAATAATTACCTCGGATGAACTAAGTGTAGACCTTGAGCAATTGAGTTCATCGGAT
+AAAAAAATAGTAATTAATAGTATTTCTAACACAGGCAGTTTTATTGCGGTGAACCGGAACAAGTTATCGC
+AGTTTGATATAGAAAAATTATTTATACTACAGCAGCTAAATCAATCAGTTAGTACTGATGAAACTGAAGT
+TTCAACGGAAAGTTCGACTGAAAAAGATGAAGCCGTAAAACATAAGGATAATAAGCGTGAGAACTGGGAT
+CTAGAAATAAAGGCCATCAGTACAAGTAATAATAATATTGTCATTAACGATAGTTCAGTATCACCCATAG
+CAATTCATGACGTCACAATAAAGTCATTAACAATTGAACATTTAAAACCTTTTACCGACGAATTAGCACT
+ATTATCCTCAACTATAGGCTTGAACACTCAAGGTATTATTAACCTGAAGGGCACAATAAAACCTGAATCT
+AAACAGTTGTCCCTAGCCCTTGATACCGAGCAAATATCGCTAAAAGATTTCCAGCCTTATATTAACTCTG
+TTGCTAACATGAAAATACTTAATGGTGAGTTAGCGACAAACTTAATGATAGATATTGACGCTGCTAAGGT
+TACTCCTTTATTGAATATTAAGGGTGATATTAAAGTAAGTTCGCTAAATGTCATTGAGACAACATTAAAT
+GAAGAGTTTTTAAGTTGGGAAAATTTAACTTTAAACGATATGCAATTTAGTTACCCAGCGCAACGTTTGA
+ACTTGTCTGCGATTAATATTAATGAACCTTTTCTACGTCTAGTTATTAATGAAGGTAGTACTACCAATAT
+TCAACAATTGATGAAAGTGGAACAAGCAGATGCGTCAGATTCAGAGACGAAAAACAGTAAGTCTGAGGTT
+AACAATGAAGTCAGCTCAGCAGAGCAAAGTTTTACAGCAGATATTAATGAAATCAATATAACTAATGGGA
+AATTGGATTTCTCAGATAGCTCACTAACTCCTAAATTCAGTGCTGGAATTTATAGTCTAAATGGCGATAT
+CACAGGATTATCTTCCAATGAAGACAGCAGAGCAAAAATAGATTTAAAAGGTAAAGTCGATAAATATGCG
+CCTGTTATTATCAAAGGTTCCGTGAACCCGCTAAGTCATGATGCCTTCACTGATATTGACATGTTATTTA
+ATGGAATCGAGTTAACGACATTTACACCTTATAGTGGGAAATTTGCTGGCTATGCAATAGATAAAGGCAA
+ACTGAGTTTAGGGTTAAATTATAAATTGTCTAATAATAAGCTGGTTGCTGAAAATAATGTAACGTTAGAT
+CAGCTCACTTTAGGTGAGGTTGTTAACAGCGAAGAAGCCACCAGCTTACCGATAAAATTTGCATTATCTC
+TGCTAAAAGATAGCGATGGGGTAATAGAATTTAACTTGCCTATTCGAGGTGACATCGATAACCCAGATTT
+TAAATATTCAAGTTTGGTTTGGGGTGCATTGGGGAATTTGATTACCGGTATTATAAGCTCTCCTTTTAAA
+GCGTTAGCAAGCTTGGTTGAGGGAGATAATGACAATTTAGATCATGTAATTTTTACCGCAAATAGTTTTG
+AACTTAATGAGGCGGAGCAGGGCAAACTTAATTCACTCGCCAAAGCATTATTACAGCGACCTTCTTTATA
+CATAGAAATAAGAGGATTAAGTTCAAACTTAATTGATCATGACGAAATGGCGTATGCAAAAATATTAAAA
+CAATTGCAAATTGCGCCTAAAACCTTATCGGGCGTGCTCAGCGAAGATGAGAAAACATCGTTAGTTACTT
+ATTACCATTCGTTGAATAAACAAACAGCGCAAGAAAATCCGAAAGAAGAACCTTCAAATCAAGTAGACGT
+TGCTCCTACGTTAACTAAAGAAGATCAGGAACTAGCTAAAGAGAAACTCTTTAATGAGGCGATTAAGTTT
+ATGCTTGCTGAAACACCGATAACAGACGCAGAATATTTAATGCTGGCAAAACAACGCGCATTACAAATTC
+AAAAGCACCTGATTGAAACGGCTCAAGTGCCAACTGTTAATGTGTTCTTACTCGACAGTAGTATTGAAAT
+CGAAAACAAGCTTGCCAATATTGAGAAATCAGAAATAACGCTACCCCTTAGTCTAAAAGCCAAATAGCGC
+TCATTGGTTAAATGGATTACCGATGCCTCTAAGAATAAGAGGCATTTTTATTTAGTCGAAGAAAAGTCTT
+TGATGTTTAACTGATGCTTTTGCAGTTTTCTGTATAAGGTTCTAACGCTAACTTCTAAGTTATCAGCGAT
+GGTTTTGGGTTGGTTACCATATTGGTTAAGCAATTTGGTTATGTGCTCTTTTTCGTTTGATAGCAGATTG
+CTTGAGTGAGTTTCTATCTCGTTTAAACCGACAAGATTTTTGGGTAAGTGTTCAATGCTTATTAAGTCAT
+CATCACTTAATAAGGCACTTCGTTGCACTATGTTTTTAAGCTCTCTGACATTACCTGGGTAATGATAATG
+AGATAATGCGACTAGGGCTTCAGAGGTAAACTTTTTCGAGGAAAATTCACTTTTTGATAATAAATGCTCT
+GCTAATAACGAAACATCAGACTTTCTTTGTCTTAGTGTTGGCAAACTAATGGGAAAAGCGGCAATCCGGT
+AATATAAATCTTCTCTAAATTCACCGTCTTCAACCATCTTTTCTAAATTCTTATGACTGGCACAAATTAG
+CCGAAAGTTGGCCATTTGCTTTTCAACACTACCGACACGTCGATAATGACCTGTTTCAAGTAATCGTAAT
+AATTTTACTTGCAAATTCAGTGGCACGTCGCCTATTTCATCTAAAAATAAGGTGCCACCATTTGCCATAC
+ACACTAAACCTTTTTTACTGGTGTTTGCGCCCGTAAACGCGCCTTTTTCATGGCCAAATAACTCTGATTC
+AAATAAGGATTCGTTGAGCCCGGTACATTCAACTTCTATAAAAGGCTGATCAGCTCGCTTACTTGCTTGA
+TGTATTGATAAAGCCGCGAGTTCTTTACCTGTTCCGGTCTCACCTTGTAATAATATGCTGATATTACTTT
+TTGCACTACGCGTGATCATTTTGAGGAGCTCTTGAAACGGCTCACTTTTACCAATTAATTTTAGATCGCT
+ACTAACACTACTTGCAAAATCGACCTTTTCTAGTATTTCTAAAAAGCCAATGGTCATGCCGTTGTTGTCT
+TTAACAGGTTTCATCAGAATATTACAATAAATATCACCAGAGCCTGTTTTATGAATGTGCAAAGCAGAGC
+TGTTTTTCCCTGTTTCTTTACATGATGAAAGGGGACAGGCTTCGCCTTTTTGGTCACAAGGTTTAGTGAA
+ATTATGTGATACCCCGTAACACTTACTTTTCCCTAGCATTACTTCTGTCGTATAGGTATCACGATAAGCC
+TGATTAACTGCTTCAATTGAGTAATCATGGGTAATGAATATTGCTGGTTTCTCTACAGCTTCGATAATTG
+CTTGAATAGTTTGGTGTACCACTTGCTGTGAACCCTTTGGTTTTTACGTCATAATTGACGCTGGCTGTCA
+TTATTTAATGTCATTTATGTCTCAAATGAAAGTCATTTTGAATTTATTATTGTATCTAACCTATATTGCG
+TTATTTTTCAGTTAGTTAGGTTTTTGTTTTTTATGGCGTACTTATTGCTAAATACTCATTGAGTAATAAG
+TAGAGCTAATTGTATAACTGCCGGTGAAACAACGAGGTTAAACCGCCAGCTGTTTAATCGTTCTCCATCT
+GCTTGTGATTAAAACTACCGTGGTTATAACGATCAGCTATATTTACTTTAATCCGGTGTCATTCTAGAAA
+ATTGAACGCTAGTTGAATGCACATCAGCACAACTTTTTAATAACAAAAGCACAGAAGTGAGAGTAATTAA
+CATGATAAGTGAAGCTTTAGTTGAATTATCGCGATGGCAGTTTGCTGTTACCGCACTATTCCATTTTTTG
+TTTGTTCCCTTAACCATCGGTTTAACATGGATTTTATTTATCATGGAAGCTGTTTATGTCATGACAGGGC
+GTGAAATTTATCGCGATATGACAAAGTTTTGGGGCAAGCTATTTGGTATCAATTTTGCGATTGGTGTGGC
+TACCGGTCTAACGATGGAGTTTGAGTTTGGTACTAATTGGTCATACTACTCTCATTATGTCGGCGATGTG
+TTCGGCGCACCGTTAGCAATTGAAGGGCTAATGGCCTTTTTTCTTGAATCTACTTTTGTCGGAATGTTCT
+TTTTAGGTTGGGATAGATTAAGTAAACGTCAGCATTTAATGGGCACATTTCTTATGGCGTTAGGTACCAA
+TTTTTCTGCGTTATGGATTTTGATTGCCAATGGTTGGATGCAAAACCCCGTGGGAAGTGAATTTAACTAC
+ATGACAATGCGTATGGAGCTAGTGAGCTTTAGCGAAATTATTTTCAATCCGGTTGCTCAAGTTAAATTTA
+TTCACACTGTAGCGGGCGGCTACGTTGCTGGTTCAATGTTTGTGTTGAGCATTAGCAGTTATTACTTACT
+TAAAGGCAGAGATATTGCGTTCGCAAAACGTTCTTTTTCAGTTGCCGCAGGATTTGGTCTAGCAGCGATA
+TTTTCCGTTATTTTATTGGGTGATGAATCAGGCTATGAGGTAGGTGAAGTACAAAGAGTTAAACTTGCTG
+CTATTGAAGCGGAATATCATACCGAGCCAGCACCTGCTGCATTTACCTTAATCGGCATACCAGATGATGA
+AGCAATGGAAACCCATTATGCAGTAAAAATCCCCTATGCGTTGGGCCTTATTGCCACGCGCTCTTTAGAC
+GAAAAAGTGACTGGTTTACGAGACTTACAAAAAGCGCATGAACCGCGTATTCGTAATGGCATGATCGCTT
+ACAAGTACTTAGTTAAGCTACGTAATGGTGAAGACACGCCTGAAAACCTTGCTAAATTTAATGAAACTAA
+ACATGACCTTGGCTACGGTTTACTACTTAAGCGTTATACCGATAAGGTAGTCGATGCGACCGAAGCACAA
+ATACAAATGGCTGTTAAAGATTCTACGCCACCGGTAGCGCCTGTTTTTTGGGCATTTCGCATGATGGTTG
+CTTCCGGCTTTATTATGTTACTGCTATTTTGTTTAGCATTTTATTTTAATGCGCGACGTCAAATCGAACA
+AAAACGTTGGTTACTAAAATCAATACTTTATGCATTACCGCTACCCTGGATAGCGATAGAAACGGGTTGG
+TTTGTTGCTGAATTTGGACGTCAGCCTTGGGCAATTAGTGAAATTTTACCGACCTTCTTATCTACTTCAT
+CGTTAGCGGCAAGCGATGTGCTGTTTTCTCTCATTGCCTTCATTGTTGTTTACAGCATTTTATTTGTTAT
+CGAAATGTACTTGATGATTAAGTTTGCGCGTTTGGGTCCCAGTGCTTTACACACTGGACGTTATCATTTT
+GAACAAGCACCAGAGTTAACGTCTGGTCTTCGCAGCCAGAATTCTTAAGGAGAAAGATGTGTTTGATTAC
+GAAACATTAAAATTTATATGGTGGTGTCTTATCGGTTTTCTTTTCATCGGTTTTGCAATCACCGATGGTA
+TGGATATGGGCGTAGGTGGTTTGTTACCCTTTGTTGCTAAAAAAGATGTCGAGAGTCGAGTGGTTATCAA
+TACGGTTGGTGCGCACTGGGATGGCAACCAAGTTTGGTTTATTACCGCAGGCGCTTCTTTGTTTGCGGCG
+TGGCCTTTAGTGTATGCAACGGCATTTAGCGGTTTTTATTTTGCCATGATGTTAACACTCTTTAGTTTGT
+TTTTACGTCCTCTTGCCTTTGATTACCGTAGTAAAATTGACTCATTAAAGTGGCGAACTAACTGGGACAA
+AGCATTATTTGTTGGCTCTATGGTGCCACCCTTAGTGTTCGGTGTTGCCTTTGGTAATTTATTACAAGGT
+GTACCTTTTGGCTTTGATTCGCTCATGCGGGTAACGTATACCGGTTCATTTTTTGCTTTATTTACCCCTT
+TTACGTTATTAACGGGTGTAGTGAGCGTAGCCATGATGTTGCTGCATGGTTCAACGTGGTTAGTCATGAG
+AACAGATGCTGATGTTGCTCAGCGTTCAGCCAATATTGGTCGTGTGGTTGCCGTCGTATTATCGCTTTCT
+TTTGCATTGGGAGGGGTGATGATTTGGCAAAATATTGATGGTTACTTGGTTGTTAGTACTATCGATACCA
+TGGGACAAGCACAGCCAACAATAAAAGAAGTGACAACAGGTTCAGGGGCTTGGCTCAATAATTATAAAGA
+GACTCCATTGTTATGGCTAGTACCTGCTGTTGGGGTAGTTGCACCACTTTTTGTGGCACTTTTGTTGAGC
+ATAAAAAGTAAGAGTACCTCAGTAAAAGTATTTGCTTTTATCGGGAGTTCTTTAACTATTATCAGTATTA
+TTTTAACCGCTGGCGTTGCTATGTTTCCATTTGTTATGCCATCGAGCAGTGTTCCAAATCACAGTTTATT
+GATGTGGGATACTGTCTCTAGTGAAGGAACGTTAGGGTTAATGTTCATGGTCGTTGCCTTTTTTATCCCT
+ATCATTATCGGTTATACCCTTTGGTGTTACAAAAAAATGTGGCGTACGGTTACCATCGCTGAAATTGAGC
+AGAATAATCACACCGCCTATTAATCTGGTGGGCATGAAACTAAACAAAAGCAGAGGAAAACATTATGTGG
+TATTTCAGTTGGATTTTAGGCGTATTACTGGCGGTGTCATTGGGCATCATTAATGTGATGTGGTATGAAA
+TGGAGCAGCATGTAGATAATGTTGCTAAAGACCAAGACACTGACGATCAAGCGTAAAAGAAAATGAGTGC
+GTAGCATTAAAAATGAGCCGGTAATAAGTTGGTAGAAATGACAGAGAAAAATGAACAACAAAAAAAGCAA
+GTTAACGACTGGCTCAAATATCAGAAAAAATACGCTCACGGTAAGTTAAGTCGCGCTATTGCCTTAGGAT
+CATTAAATGGATTATTAATGATAATACAAACAGCAATGCTGGCTTACCTTATTGATTTAGTGATATTTCC
+GAGTGAAGATCTGAGTTTAACGAATAGCTTAAGCAACAGTGTAACCACAGAGAGTATTCTTTTTTCAGAG
+ACCACTCTAATAAGCATGGCATTAGTCGCCGTTATTTTTTGTCGTGCGGCATTAGGGTATTTTAGTGAAT
+GTTATAGTCGTCGTGGTGCTATGGATATTAAAGCCAATATTCGTTCACGATTGCTCAATCGCTTATTTCA
+GTTCGGTCCTGCTTATACGCAAACTAAAGGCAGTGCCAAGTTAAGTCACTTATTGCATCAAGGTATTGAT
+TCATTGGAGGATTACTTTGCGGGTTATCTTCCGGTAATTGCTTACTGCGCGGTTATACCTCTAGCAATAC
+TTATCGCTGTATTTCCCATTGATTGGCAATCAGGATTAATTTTGTTAATTACTGCGCCCATGGTGCCATT
+TTTCATGATACTCATTGGTCATAAGGCACAGCGTTTAAATCAAGAACATTGGGCTAAGTTACAAAGGATG
+AGCAGTCACTTTCTCGATATTATTCAAGGATTAACACAACTTAAAATATTCAACGCTTCACGTAGAGAAA
+TCGCTGCCGTAAAAAAAATCAGTGATGACTATGGTGATGAAACTATGGGCATTTTAAAAATTGCTTTTCT
+GTCATCATTTGTTTTAGAGTTTTTAGCCTCTATTTCAATCGCATTAGTGGCGGTGGTACTCGGCTTTCGT
+TTGTATTATGGCGATGTTGATTACGTTTTTGCGCTATGGGTTCTATTACTCGCACCTGAATTTTATCTGC
+CTTTTAGACAACTCGGGACCCAGTATCATGCAAAGATGGCTGGCGTCACAGCAGCAGAAGACTTGGTTGA
+AGTACTGAGTCAGCCACAAGTACATTATTCGCTGGAAGAAAAATTTACAGCACCATTCTCTATCAGCCTT
+GTGCAGGCAGAGTTTGCTTACCCTGACCGCAGTAATGCTTTAACTCAAGTAAATATTGAATTCTCATCTC
+AGGGTTTATATGCCGTCATAGGTGAAAGTGGCTCTGGCAAGTCAACCTTGATAGATATGGTGTTAGGATT
+TGTTCAACCAGATTCTGGGCAGGTAGTCGTCAACAATCAGCCGTTAACTGCTGCTAATCGTGATCACTGG
+TTGAAACATTGCGGATGGATTTCCCAACAAGCACAAGTATTTTATGGCTCATTAGCTTTTAATATTGCCT
+TATCTGATAATTATCAAGATGACTTAGTGATCGAAGCACTAGAAAAGGCAGGATTAGCCAGCTTTGTGCA
+AACCCTTGAACAAGGTATTGAGAGTGAAATTGGCGAAGACGGAGCAGGGCTCTCAGGTGGACAAGCACAA
+CGTTTAGCGCTTGCGCGAGTATTCTATCATCAACCTGATGTTTTGATACTAGATGAACCAACAAGCCACC
+TTGATCAACAAACGGAACAAATCATCACCTCTTCAATCAATGCCTATGCTGAAAATCATATTGTCATCGT
+TATTGCCCATCGTTTACATACTGTTATCGACGCAAAAAAAATCATTGTGCTTGAGCAAGGGAAAGTCATC
+GAAACGGGCACACATCAAGAGCTGTTAAGTCATGATGGCTATTACGCGCAGCAGGTGAATGTATGAAGGT
+CTTTATACGCTTAATTTGCTTACTTAAACCGCAGTTGCCGTTAATGTTACTTGGCGCATTATTGTCAGTC
+ATTACCGTGTTAGCCAATATTAGTTTACTGGCAGTGTCAGGCTGGTTTATTACCTTGATGGCCATTGCCG
+GAACAACAGGTATCACGGTCAATTACTTTACCCCTGCGGCAATTATTCGTTTTTTAGCCATAGTGCGCAC
+CGCGGGTCGCTACGCAGAACGGATGTTAACGCATCGAGCAACGTTTAATGCACTGGCACATTTACGCCAT
+TACTTCTATCAACAGCTAGAGCCGCTACTACCTTATTACCGGATTAATTTACGCTCGGGTGATTTGTTAG
+CAAGGTTGCAGCAAGATATAGATAATCTTGATAATTTCTATTTACGGGTACTGCTACCTATTGTGGTTGC
+CCTAATATCAGTCCCTATTGTTTGTTATGCACTTGCTATTTTCTCACCCACTATTGCTTGGGTCATGCTA
+GCGGCATTTTTGATTGTCGGACTTGTTTTCCCGGTGATCAGTTATTTAGCGTCAACAATACTCTCGCAAG
+AAAAATCTCACCTAGAAAGTCATCTCACTGAAGAGTTAGTTAATGGTATTGGCGCGATTAAAACGCTATT
+GGTGTACCAAGTAAGCATCAGTTATCAGCGCTCAATAGCAAACATTACCAAACAATATTATGGTGTGCGT
+TATCGCTTAGTTAAAATTAATGCCAGATTGACAGCGATAATTTTTCTACTTATTCATTTATCAGCGTTAG
+CGTGCTTATTACTGTTATTACCACAGTTATCAACGGGCGAAGTTGACAGTAAGTCTTTAGTCGCGGTTAT
+TTTATTGGTATTGGTGAGCTTTGAAACCGTGAGTAGCATGCCATTGGCATTGCAGTTGTTACCGCAAAGC
+CTAGCCAGCGCGGCAAGATTATTCGCTATTATCGATAAAGAAATACCTGTAGATATTGGCGTTGAGAGAG
+TGAAACATGGTGATATTCATTTTGAGAACTTCACTTTTAGTTATCCAGAGAAAAAAACGCCTAGTTTAAT
+TGATATAAACTTATCAATAAAAGCCGGCGAAAAAGTTGCAATTATTGGTGCAAGTGGGGCAGGGAAGTCA
+ACATTAGTTAATTTACTGATGGGCTTTTGGCCGACGGGCCAGGCTCTTTCATCAATAAATGCTTCTTTTA
+ATTCTTTAACGAACCCCTCATCAAATGCCACCGAAAGTAAAAATAACAAAGGCAGGATTACTATTGCCGA
+TTGTGATTTGAGCTTGATAGAACATGAGTCTCTGCGCCAACATATTGCCTTGATGAGCCAGCAAGGGCAT
+ATCTTTGAGGCAAGTATTGCGGATAATTTACGTTTAGCTAAACACGATGCTACGCATGAAGAAATGCGTA
+AAGTCTGTCAATTAGTTAACATAATTGATTTTATTGAGGGCTTACCCAAAGGTTTAGATACTTGGTTAGG
+AACCAGTGGTGCAGGGTTGTCAGGTGGTCAAGCTCAGCGATTACAAATTGCCCAATTACTACTGCGCTCT
+GCCAGTGTGCTGATTTTAGATGAACCAACAAAAGGGTTAGACCGTCATAATGAAGAACAGATTATGCGTA
+ATATATTAGCCCATGTGAAGCAACAGCAACAAAGCTTACTGGTGATCACTCACAAACCTTTGATGTTAGA
+AAAAATGGATAAAATAATCGTCATGCAGCAAGGAGAAATTGTTGCTCAGGGCAGCCACAGTCAACTGGTT
+AACAATAACGATTATTATCAAAAACTACTAAATTATTTTTAAACACAACTTACATAACTATGGAGAAGTA
+AATGAAATCAATGAGCATTAAGGTGTTTTTAGTCAGCACATTATCAATATTACCATTGCTGGCAAGTGCC
+GGAGAGATAGCGGCTAGCTCAGATACTTTAGAAGCACGTTCGTTAGTAAAATCGTTCGGCAGTGATTTAA
+AGCACGTATTAAAAACGTCTATGAAATCAGGTGGCCCTATAAAAGCATTAGCGCAGTGTAATATTCAAGC
+GGGTCCAATTGCCGAAAAGAATTCTTCTTCATCAGGTTGGGACATCGGCAGGACTTCATTGAAAGTTCGA
+AACGAAAAAAATACCCCTGATGAGTGGGAGATGAAAACGCTGCGTCAATTTGAACAACGTAAGGCTGCAG
+GCGAAAATTTAAAAACTATGGAATACGCTGAAACGGTAAAAGAAGGCGACAAATTAGTCTACCGCTATAT
+GAAGCCAATACCTACTGCTGGCTTATGTGTAACTTGTCATGGGAGCGATGTGGCTGAAGAAATTACTACG
+AAGGTGAAATCCTTATATCCTAACGATCAGGCGACAGGATTTAAGGTTGGTGATATTCGAGGGGCTTTCA
+CCTTACAAAAAATAATGAATTAATCATTTGTTTAAAATCAGATTATGCTCAGCAGTCCTTAGTGAGTATT
+AGAAGCTTAAAGGCGTTTCTAATACTCGCTGAGCACTAAATATAGAGTTTTTAACTAACGTACAAATAAG
+CCATTATTTCAATAAATACAGCATTGAAGTTTTTAATTTCATCGGTTTAACGGGTTTATTTAATAATAAA
+ATTTCACTATCTTTGACTTCTTTTTTCAGCTGTTTACTGTAATTAGCGGTGATCATCATCACGGGTAATG
+GTTTATCTCGACTTTGGTTAATTTCTTTTGCTACATCGAAGCCATTTACGCCGTCATCCAGGTGATAATC
+GACGATTAATATATCAGCATGATCATGACTGATATCCACTTGTTGTTGCAAGTCCTCAAGGCTAGTGGCA
+GTTATTACCACACACTCCCAACCCTCTAAAAGTTGTGACATACCAGCACAAACACTTGCATCATTATCAA
+TAAGCCAGATTTTACTTTTCGCTAACACTGGAGTATCCATAATATAATTAAGCGGGTCACTTGATTGAGG
+TAAATCACTTATCTTTCCAAGCGGTACTTTTACTGAAAACACCGAACCTTTACCTAAGGCAGAGTTAACA
+TTAATGGGATGTTCGAGTACTTTAGAAATTTTATCGACTATGGCTAACCCTAAACCAAGGCCATTACGAA
+ACGCCGTTTGAGAAGCTTTAAGACGTTTGAACTCTTTAAATATTTCTTTAATTTGGTCTTGAGCAATGCC
+AGTACCATTGTCCCATACTTCGATAGATACATGGTTACCTTGACGTCTACAGCCCAATAATACTTTACCG
+TTGTTGGTATATCTAAAGGCGTTTGATAGGAAATTACGCAGTATACGGGCAAGTAAAACACTGTCGCTGT
+TTACGACAACATCGCTGCTGACATAGTGCAATTCTACCTGAAATTGACCACTGATTTGTTGGTACTCACT
+CACAAGATTGTTGAGTAACTCTGACAATTTAAATGAGCTTTTATCAGCTTTAACCACACCAGCATCAAGT
+TTTGAAATATCAACCAATGTTGAGATTAAATTCTCTAGATCGTCTAATGAATTAGCGACTGAGTTAAGCT
+GATTTTTAGTCTTATCTTCTAAAGGACGCTCCATTAATGAACTGGTAAACAATTGCGCAGCATTTAACGG
+TTGTAATAAATCATGACTCACAGCGGCAAGAAATTTTGTTTTTGAAACGTTGGCAAACTCTGCTTCGCTT
+TTGGCTTTGACAAGATTGGATTGCGCCTGGCGTCGATCTTCTACTTCCACTTGCAGCTTGTCATTTAAAT
+TTTGTAATTGAGAGGTTCGCTCTTGTACCCTAACTTCCAGTTGGTCATGAGCTTTTTGTAGGGCTAAGGC
+ATTCTTTCTTCGTTCGGTGATATCACGAATGAGTACGAAAAATCCAAGGACATCGCCGTTAACATCACGA
+TTAGGCACATAAGATTTTAATAAATAGCTCGATTCACCAAATTTATTTTTTTCATCAATGGTAAAACTAA
+CACTTTCACCTTCCAAAGCGCGATCAACGTAACGTCTTATTTTAGTAAAGTTTGAATGGACACGACTTTG
+TTCTAACTCTAAGCCATTAAGGCCACCCTGTGGCCAACCATACCAGTCAACGTACACTTGATTGGTAAAC
+TGATACTTTAGATCCTTACCGACATAAGCAATCATAGCGGGTACGTTATCCGTGATTAATCGTAACCAAC
+TTTCACTTTTTCTTAAGGATTCCGCGTAACGATGACGTTCGGTAATATCGCTATAGGTCTTAATGGTTTT
+TCCGTTTTTAAGTCGGTGACTTTTTATTTCTAATACGGTTCCGTTAATCAATGTTTGGGTGTAAGAATAG
+TTATTGGTACTTGATTTTTGTGCTAAATCGAGTTCCGTTAAATGTTGCATATTATCAGTGGTGGGCGTTC
+CTCGTAACAGGTGAGGGGATAATTGACTGATCTGGGCAAAACGCGTATTCCATACTTCGATTTTGTTATG
+ACTGCTGATCAACACAACACCTTGAGAAATGTTATCAATCAAGTTTTGTAGTAACAGCGACTTTTGCGCC
+ATGCCTCTTTCATAACGGGCACTTTCGGCCGTTTTCACTGCGGTAATGTCGGTATAGAGCATTACCCAAC
+CACCTTCGCTGGTTTGGTGTTCGTTTAATTGAAACCATCGACCATCTGATAATTGATATACCGGGCTGGC
+AAACGCATCACCTGGAGAAGCTCGTTGAATAATACCGCGGGTTTTCGCTAAATCTTTTAAATCTTTGAGA
+TTGACGCCTTCTGTAATGGGTAAACCTGAGTCGAGCCAAAAATTGGCGAAGTTACTGTTTTGTAGAATAA
+TTCGACCTTTACTGTCGAGTAAAACAAAGGCTTCTGAAATACTTTCTATTGCATCAATGAAACGTTGTTT
+GAACAGATTAGCTTGAGCATTTGCTTGTTTTAATGCGTGATTACTTCGCTCAAGTTTTGCCAGTGTTTCA
+TTTAAGGTTTGCGTTTTTTCTCTTACTTGTTCAGCCAGGTGCACCGAATGTTCAAAGGCAGTATAAGGCG
+CATACTGATTTTCTCCGCTGTCTTCTACCCGTTGCATCAAAGCGTCGTTGATTTTCTTTAACTTGGTATT
+TTGCTTTTTTAATTCAGCTAACTCTTCTTCTAGGGATTGATCACTCATTAATACCTCCCGCGATGTAAAC
+ACCGGTAAAGGTTTGATTTAAATGGGTGCCATTAATGTGTTCACCATAGGTATTAAATCCAGCAATGTTG
+TACTTAGCATTTAATTTTTTTACTTTATTTTCTAAGCCTTTTTGTTCGATTTCTAAGCGTCTTAAAAAAC
+AATCGCAAGCGAGTACTAATTCTGGTTTTCCGTAACGGTGTGAAATCTCATCTAACTTTTGAGTCACGGG
+ATCAAATATGTCACCCATTTCTACCGCAGTGAGTACAATGCCAACATCTACAGCGCAGTAGAATGTGAGG
+CTTAAGTCAGCTTCATTCACTTTTTGAATGGAACGAATATAGTATTGACCGCCGACTTTTACGGCTAAAG
+GATTGAGCGAAAACACTTCAGGACTCAAATCCTTTAAATCCATATTTAATAACTTTGCATACTCAAGCGC
+AGCAGGTTCAGCATTTAATTCATAGACCGTTCTACTATCAGCATCTGCGCTTGTCACCACTAATTTTTCC
+GTCGGTAGTGCTATATGATGACAATTAAAAACCTCGAAAGATAACGTGGTGTTGACCATAATGACAATAG
+CGGCATTTTGATAAAAATTACCTTGATAATAGACATGGGTTTTCGCTAAGTTAATATCATCTCCAGCAGA
+GCCGCCAAAGTGTGGAATACCTCGGGTCGCAGAGTTTAGGGTAACCAGGAATTGTTCTTCGTTTGAGGAA
+AGCCCATCGAGTAAGGTAAGTAAAAAACTGTTGTTTTTAATTGCGGTTAAATCTCGTGATTGACAATCTT
+CTACTAACTCATTTATGGTTGATTGTGCATTGATCGTATCGAACTTTTCCATCGACTCGATAAGTTGGGC
+ACTAATAGCAAAGTAGTCACTAGAAAAGCCTATGGCAACAATAGAATGTTGCTCGTACCCTTGCTGTGTT
+ACTTCTCCTGCCGTAGTACAACCCACAATTTTAGTTTCTTTGAAGGTATCTTCCATCGTTTTTGCAAGTG
+TATCGAGCGCATAAGTTGAGGAGCAATAAAACAGCACAAAGCAGATATTGTCTTGATTAAGTTGTTGGTA
+CAATTCCTGGCTTGCAAGGAAGGGATCAGTGGCATTACTGACCGCGGTAATTGTTTTAATTGTACTCATA
+TAATTCCTATTGGCAGCCTAGGGGGTGCTGACCTTTCGCGGTTAAGTTTTGTTCGAGGTAAAAGCATTTT
+AATCACGGCGAGTAGTGTGTAGCCTAGTCATTCTACGCAAACATTACTCAACAAAGAATAAAACGCTTTT
+AGCCGAACCCTTCGGGCAGCGTTTGTTGGTCATTTTTACGGCGTTATCGTCTTTTTATGTAGATAAACTA
+CATTACAAAGACTCTGCCTTGTATAAACACCAAACAAAAAGCTGCAAAAGTAATCTCAAAAGATCAGCAG
+CCCCTAATGCTACCTGATACATTTTTAAAATGAATGAAATATAGAATAACCATATTTACCCTAATTTGCA
+TGTGCTAACTTTGCTATTAACACGCTAACTTATAAGTAATTTTCTACACATTGTCTGAAAAAATATTATT
+GAATACTCTTGATCGCATTACTTTCATTAAAGCTGATTTATAAAATCAGTATTGGGTGTTACGACGACCG
+CTTTTCTTTTTTTCGAATACTTATCTACGACACACTCATTTGGGTCTTTGATGGTAACTAAGCATTCCAA
+GCATTGAATACACTCACCATAGTCAATAGAACCGTCTTTATTGATGGCATCAATACCACACTTTTTATTA
+CGGCATAGTTGACAAGGTGTACCACACTCTTGACGTCGTGTTAGCCATTTGAAAAGTGGGTATCGGCCAA
+TAACCGCAAGTCCTGCACCTAACGGGCACAAATAACGACAGTAAACTTTGTGAATCTTTAGGCTAAGCGC
+AAGCAGTAATACGACATACAAGACAAACGGCCAATAACGCACGAAATTGAGCGTGATACTGGTTTTGAAG
+GGTTCAATTTCTGCGAGCTGCTCTGCAAGTGTGAGTGAATAAAATGAACTACCAACCAGTAAAACTAGCA
+CCACATATTTTATTTTTTGTGCATTTTTATGGTGTTGAGGTTTTATTTTGATTTGTTTTATTTTGAGTTT
+ACTCGCCACTAACGCGGCAAACTCTTGTAATGCACCAAAGGGACACAGCCAACCACAGAACAAACCTCTT
+CCCCAGAGGAAAAGGCTAATAAAGACAAATACCCATAAGATAAAAATTATCGGGTCAAGTAGGAATACAT
+TGATATTAAAACCTTGCCAGATTGATAAGAACAAGGTGTAAATATTGACCACTGATAATTGGCCTTGCGC
+ATAAAATCCTATAAAAGCAATGACAAAGATTAATGAGGCAAATCGAATTCTGTGAGTGGTTTTAGCATTT
+TTGGCGAGTGTTTCTTGTTTGATAAATACCCAAACCAAAAAGATAAGGTAAATGCTAAGTATAATGATAT
+CAGTGCTACGACTTATCCAAATTTTCAACCACAAAGGCCTATTTTCTTCCAAGTTAATCTCGGGCTCTTT
+ATGAATAAATAAACTGTCAGGTAAGGTGTTATTGATAGTAAAACTGTGTTGTTGCTTAGATAAAAACGAT
+TTGTTGTAACTCAGCATTAACGATAAAGAAAATTCTTTGTTTAACTCAAAACCCGATTGAGACTTTATTC
+TAAACACCTTAATTTCATTGAAGTCAGGCACGGCGAGCGAAAATGACGGATCGTAGAAACTGTAAAAGTC
+GATATCTCGAATATCAACTGGCAGAGTCGCTTGTTGTGCACTTAAACGGTTAGGCACTGTTTGTGGGATA
+AAGTCTTCACTAACAAAATGATATTCACCGCCACTAAACATCATTAAGGCGTGTTCACCGGGTTTTAAAC
+TCTCGAGCAAACGCTGGTATTCTTGTTCACCTAATAAATTTTTACCAATGATAGGAATATTGACGAAGGC
+AAAGTATAAGTCGATAAACTCATCTCCTTCTTCACTAATTTGGTTAATTTCATCGGCTAAATTTGTCGGT
+GATGTTTTGGTCATTGTGAGTGCTTGCTCACGGGTAAGCTGCCAATGTTTAATGAGATTTTTGTTAACGA
+GTTCTTCAAACGTAAGTGTTTGATAGTAGTCGGGGTTGATGCTGGTTTGTGATGGCGCCACAAAGCCGGA
+TAATCTTTCACGTGCGACTTTAAGTGCTGAAGCGGTAATGGTGTCGTTGATTACTAGTACTGATATTGTT
+GCGCGTGTGACGCCGTCAATATAGGTTGCATCAAGAGACGTTTTAGCGCGAGCGTTAACAATAAATCGTT
+CCTTAATTGAATGCCCTTGATATTGTTTGATGAATTTAAACATAGGCTGTTCGCCTAAACCGTGCAAAAA
+AATCGGTTCATTGTGGGCGAGTATTTTTAAACCAGTAAAAACGCCTTGGGTATCAATACCGATTAACAGG
+TTAATTGTTTGACCAGAAAATCCAATGAAATTGACAAAATCATCTGATTCAAAAACATAACCCAGTAGTT
+CATTCAATTGATAAACAGGAGTTACGGCAATTTTTTTATCTATAGGGCCTACACGTGTGGCACTAGGAAA
+GAGTTGAGCTACTTCATCGGAGATTGCGGTGACATTGGCATGAGTGGTTGTATTAAGAGCAACAGAATAA
+AAGGAGGTTGTTAACATTAAAAGTAGGCTAAGGAGAAGCCATGTTTTTAGGTTTTTTAATTGTTTAAAAG
+GCATGTTAACACCTGAATAAATTGTCGTGAGCTGTATAAAAAAAATGAGTGTCGCTTACTTTATAAAGGG
+ACACTCATTAACCTGGGACTTAAAAATTAAAATAGACGCTTAAAAGAAACCTAAAGGACTTGTGCTATAG
+CTTACTAATAAGTTCTTAGTTTGCTGATAATGATCAAGCATCATCTTGTGAGTTTCGCGACCAATACCTG
+ATTTCTTATAACCACCAAAGGCAGCATGAGCAGGATATAAATGGTAACAGTTAGTCCACACTCGTCCTGA
+TTCAATGCCACGACCCATGCGATGAGCAAGGTTAGCATCACGCGTCCAAACACCAGCACCTAAACCAAAA
+GCAGTATCGTTAGCTATTTGTAGGGCTTCTTCAGCATCTTTAAAGGTAGTAACAGAGATAACCGGTCCAA
+AAATTTCTTCTTGGAAAACTCGCATTGAGTTATTACCTTTCAAAATAGTTGGTTGGATGTAGTAACCCGT
+TTCAAGTGAACCTTCCAAGCTTTCAGCGCTACCGCCAGAAAGTACAACAGCACCTTCGTCTTTACCTATT
+TGTAGGTAACCTTGGATTTTATCATACTGTTCTTTAGACGCTTGTGCACCAACCATAGTGTTAACATCAA
+GTGGGTTACCACGAACGATATTTTTGGTTTTCTCAAGCACTTTTTCCATAAACACATCAAAAATATCTTC
+TTGTACTAGTGCACGAGAAGGACATGTACATACCTCACCTTGGTTAAAGAAACCTAAAGCAAAACCTTCA
+GCACATTTATCAAGGTAGTCATCTTCAAATTGAGTGATATCACTAAAGAAAATGTTTGGTGATTTACCAC
+CAAGCTCTACTGTAGAAGGGATTAAGTTTTCAGCAGCACATTTCAATATATGTTGGCCAACAGGTGTTGA
+ACCAGTAAAGGCAATTTTACCAATACGCGTACTAGTTGCTAGTGCTTCACCAGCTTCTTTACCGTAACCA
+TTAACAATGTTTAAAACACCATCAGGTAATAAGTCAGCGATCAACTCCATAAATACAAGAATACTTGCAG
+GTGTTTGCTCAGCTGGTTTAAGAATAATACAGTTACCAGCAGCAAGTGCTGGAGCTAATTTCCATGCAGC
+CATTAGCATAGGAAAGTTCCACGGAATTATTTGACCAACAACACCGATAGGCTCATGGAAGTGATACGCA
+ACAGTATCGTCATCTATTTGTGAAAGAGTGCCTTCTTGAGCACGGATACAACCAGCATAATAGCGGAAAT
+GATCAACCGTTAATGGAATATCAGCGTTGAGTGTTTCACGTACTGGTTTACCATTATCCCAAGTTTCAGC
+TACTGCTATTAACTCAAGGTTTGCTTCAATACGGTCAGCAATTTTTAATAAAATGTTTGAACGATCTTGT
+ACTGAGGTTTTTCCCCATGCCGTTTTTGCAGCATGAGCAGCATCAAGTGCTAACTCAATATCTTCAGCGC
+TTGAACGTGGTATTTCACAAATTGCTTCGCCGGTTACAGGGGTGGTATTGGTAAAATAATTTCCCTTTAC
+TGGAGCAACCCATTTACCGCCGATAAAATTTTCATATTTAGGTTTAAAAGAAACGACAGAACCTTCACTG
+CCTGGGTTTGCATAGATCATATATCACCTCGTATCTAGACCAGCCAGAGTAAAACTCTTTTCCGTGGCCC
+TGTTTATATTTACTTTGATACTTATCAAATTGATAACTACCAAAGCGTTCTTTCATGTATCCATATTAGT
+AGCAGTACGGCAAGTACACTATTCTCCCTTTGCATAGAAAACATCATACTTTAGAATGAGTTGATTTAAA
+TTCTGTTGAAGTGTTGTTTTAACCAATTGAAAGTATAGGTTTTTAAAACAAAAAAGGCTTTTGAATAAAT
+TCAAAAGCCTTTTGATAAGATTGTTTACATTATTTAGGTAATTTAAACGTCCACACACTACCACCTTGGT
+TTAAGTGCTTGATACGCTTAGCAACATCACCGCCCCATAAAGGTACAGCGCCACCCCAACCAGATAAAAC
+TGAAAGGTATTGTTCGCCATCCATTTCCCAGGTGATCGGTGAACCAACAATGCCTGATCCGGTATTAAAC
+TTATATTTAACTTCACCCGTCTTAGCGTCAAGACCTAATAAGTATCCTTCAGGGTTACCGGTAAATACTA
+AGTTACCAGCAGTAGCCAATACGCCACCCCATAATGGAGCATAGTTATTATAGCGCCATACAACTTCACC
+TGTTTTAGGGTCGATTGCTTTTAATACACCAATATAGTCTTTATTAATCGCTTTTATAGTAAAGCCAGCA
+CCTAGATAGGCAGCGCCTTTTTTATAAGCGGTCGGCTCATTCCAAATATCCATTTCCCATTCGTTAGATG
+GTACATAGAATAACTCAGTGTCTTGACTGTAAGCCATTGGCATCCAGTTTTTACCACCTAAGAAAGCAGG
+GGCGGCAACAACTGTGCTACCTTTATTACCATCTTTTGACTTGCTTGGATCCGTAGGTCTATTACTGTCG
+ATATAAATAGGGCGACCGTTTTTATCAAGTCCTGAAGCCCATGTTTGTTTATCAACAAATGGGAAACCTC
+GAATGAAATCACCATTTTCACGATTAAGTACATAGAAGAAACCGTTTCTGTCAGCCGTTGCTGCAGCTTT
+AACGGTTTTACCATTTTGTTTATAGTCGAAAGAAATCAGCTCGTTAACACCATCAAAATCCCAACCATCA
+TGTGGCGTGGTTTGGAAATGCCAAACAATTTTACCAGTATCAGGATCAATAGCTAAACGTGATGATGAGA
+AAAGGTTATCACCTGGACGTAAATGAGAGTTCCATGGTGCAGGGTTACCAGTACCAAAGAATAATAAATC
+AACATCGGCATCATAAGTACCGCCTAACCAAGGCGCCGCTCCGCCTGACTTCCAAAGTTCTGCTGGCCAT
+GTTTGTCCTGGTTTGCCACCAGAAATACCATTATCAACTTTTTTGCCATTTTTCCAGATGTAGCCCATAT
+GGCCTTCAACTGTTGGGCGTTCCCAAACTAGTTTGCCATTGGTAGCATCATAAGCTCTTACTTTACCTAC
+TACACCAAATTCACCACCGGCAACACCTGTGATGACTTTACCTTTAACAATAATAGGAGCAGCTGTAATT
+GAATAACCGGCTTTATAATCTTCTACTTTCTTTTTCCAAACGACTTTACCTGTGTCTTTATGAAGCGCGA
+CTAGTTTTGCATCAAGCGTAGCAAAAATAACTAGGTCGCCGTATAACGCGGCACCACGGTTGATAACATC
+ACAACAAGGCATAATACCATCAGGTAATCTTGCATCATATTGCCAAAGTTCGTCACCAGTATGAACGTCT
+ATAGCATACACACGAGAGTAGGAGCCAGTAATATACATGACGCCATCTTTGACCATAGGCTGAGATTCTT
+GACCACGCTGTTTTTCGCCGCCTAATGAGAATGACCACACTGGACGCATTTCTTTAACTGTGTCGATATT
+TATTTTATCAAGAGGGCTGTAACGTTGTCCTCTTAGACCAAGTCCATAGGACACAACATCATCAGTTGTC
+ATTTGGTCATTGGCAATATCTTTATCGGTTACTTCAGCACTTGCTATGCCGGTTAACGCTAAAGAAACTG
+CCATGGATAATGACAATACCTTTGTTTTACATGTTGTTATCATTGTTATTTCCTCTCGGGTTGTAAATTT
+GGTTAAAGATATTCTTCTCTATTTACCCACGCTACCTGAAACACTAATATTCATGTAGTTTGGCTATACC
+TTCCTGCATAACGTCAATGAATTTACATGTCGTCTCGCGACATCAGTAAAACAATTAAGCAGGCTATAAC
+GATATTAAAACGTCTCTATTTACTTCTCTATTACACGGCAGTAGCGTTTTTTTCATCATTTAGTATGATG
+AAAAAGGATGAGTTTGAACGCTGTTCATTACTACTCGCTATTTATCACTCACTGAGTACAGGTTAGGAGT
+TTGGTAAACAGCGTGGTGTTGATCAAATATTTTCTTCATTTGTCCTTGGCTTACCATAGCCTCGACAATA
+TCAGCAATGGCGTAACCTAATTGGCGATAGTCACTCTTGACCGCCATGCCTATATCCCATTGTTGTTTAC
+CTAACATTGGAAAAGCATTCGTTGCTAACTGATAAGTAGAAGAATCAAGCTGATGTTGGTAATGACTCAC
+CTGACTGCGAAGTCCCATGACAGCATCAATTTTCTGTTCAGACATTGCTGAAATAGCTAAGGCTAATGAA
+GGGAACTGTTTGGTTTTATTGCGCATTCGACCATTGAAGACCGATAGAAGATAAAATTGTGGAATGGAGT
+CTACTTCGACACCAATGTCATGATATTGAAAGACGGCCATGGTGCTAACATCGTCGATTTTTTTAGCATT
+AAAAACGATTTTCCATGACTCGGTATGGTAGGGAGCGAACATGTGTACCTGTTCATGTACTCGTTCACCA
+ATATCGTCACGCAGCTCAGAATATGCTTTATCGTAGGGAACTCTAAGCATTAAATCTGCAACACTGCGTT
+TAAGGAAATGTCCTTTCCATAAATTATTGCGTAAGTCATCCTCAACATTTTCATCAGCGGTTACCCACCT
+AAAATGAAGTGTTACGCCTAACTGTTTGGCAATATGTTTGGCGACTTCAATATCAATGCCCTTTGCTTCT
+CCGTTTTCTTGGTATGAAAACGGGATGAAATCGCTATAAACAGCAACGGTGATTTCATTGCTTTCAATAA
+TATCATCATAAGATCGCGCAAAAGTTGTTGAGCAAAATAGACTACAACAACTTAACCACAAAAATAGATA
+ATAAAATTTATTCTTCATCACTTACTGACTCTAACCAAGTACGAATAGACCATAGTGCTTCTTGATTTAA
+ATGCTCTGTCATTTTCGGCATGTAAACAGCACCATTACGCACCGCGCCATTTTGTACACGATAAATAAAC
+CACTCATCGCCATCAAAATCTGCTGGTAATTGACGTAAATCAGGAGCAATACCGCCAGATATTCCGCCTA
+AACCATGACAGCGAGCGCAATTTTGGTTATAGGCTGATGCTCCAACGCGTAAAATTTCTGTCATTACTTC
+GCCATCTTTTGTGCGGTAAGGGTTAGTGTCTTCCCATTCTTCGCCTAAGGTCGGTAATGTTGAGGTGTTT
+ATTGCTTGTGGGGTCACAGGGCCGTGAGCCGCTACGCCAAATGAACATATTGATATGAATGCAATTAAAT
+GGCTGCGGCCTAAGTTAAGTTTTATCATCGCTGTGTACCTTCTTTCACGTGAAAATTGTGGTGTTTAATT
+CTGATAGAACCATCTTAACGAGGTTAGGGCGCTTCAAGAATTGTACTTTAGCGCGGTTAAGCCTCATCCT
+TTAGTATGAATTTAAGGATAGAAAACTGCATAATTTATTTTATTTTGTTATATATCAATTCATTATGGTG
+TTTTATTGGAATACTTAGCTTTTTAACTTTATGAGATTTTTCTATATGCTTATAAAGATAGAAGTATTTT
+AAGAATGCATGAATGCATGAATCAGTGTGAAGTGGTTAGCTACACATCAGTTGAATGATAGTTATTGAAT
+TTTATTAATTGGGGTTGCCATGTTTATTGTGACAAGAGTAAGGTTTAAAAAGTATCTAGTGAAAAGGATA
+GCTAGCTGCATAGGGCTCTTGTGTTTTTATTGTACTAATGCAATCTCAAGTACTGAGGCAATATCAAGTC
+CAATTACCCTTGATATCAGTTATGTGAAATTAGCGCAGCAACAAGCTCCTGGTGTATCTACTCTTTTTAA
+AAAGCCAGAAGATAGTGGTTATATGGGCGCTAAGCTTGCGATCAGTGACTCTAATACGACCGGAAAATTT
+TTACAGCAGCACTTTACGCTAAACTATTTTATAGCGACTAAAACAACGCAATTTTTAGATTATCTAGAGA
+AAGAATACCAACAGGGCCGACGCATTTTTATTCTTCAAGCGCCGTCAGCACAACTGGTTCAAGTAGATCA
+CTGGGCCAAAAAAAAACCAGTGTTGCTGTTTAATGTTAGTGAATCTGCTGATGAACTTCGCAATAGCCAG
+TGTTTACCTTCCGTGTTTCATACCATACCCAGTAATGCAATGAAGTCTGATGCCCTTGCTCAGTGGTTAC
+TTTATCGTAGGATGAATAAAGTATTATTAATACAAGGGAGTAAAGCCGAAGATATTCAGCTGGCCACTTC
+GTTTAAACGGGCGGCGAAACGTTTTGGTTTGAAAATTATAGATGAGAAACAGTGGGATTTTAATACCGAT
+CTAAGACGTAGTGCACAACAAGAAATTCCTTTGTTCACTCAAACCGTACAAGATTATGATGTTGTTTATG
+TTGCTGACAAGTCAAAAGCGTTTGCTGAATTTTTACCCTTTAATACTTATTTACCTCGACCTGTTATAGG
+CTCGGCTGGTTTAGAAGCCTTGGCATGGCATAGTGCGATTGAGCAGTGGGGCGCTACTCAATTGCAAAAT
+CGTTTTATAGAAATGGCTGATAGGAAAATGAACGAAGTAGACTTTGCCGGTTATCTTGCCGTGCGCAGTG
+TTGCTCAATCAGTGCACAAACTTCATTCAAACACCAGTGACAAGCTCATCGAATATATTAACTCGACGGA
+TTTTGAATTGGCCGCGTACAAAGGGCGAAAGCTTAGTTTTCGTGCTTGGAGTCGACAATTAAGAATGCCG
+CTGGCCTTGGTTCATCCTCACGCTTTGGTATCGCAGTCACCACAGCCAGGCATGCTTCATCCCATAACCG
+AACTTGATACCCTTGGTTTTGATGCACAAGAATCTCAATGCGAATTATCACGGTAAATATTCACGGTAAA
+TTTTTAAGGTAACTTATGAAAAAGACACTTTATTTTAGAGAAAATTTTAGAAAACTATTTAGATTATCGT
+TAGTAGCTGTTTTGTTTAACGCTACCGCTGGTTATGCCACTGAATTTGCTTATGTCACCAATGAAAAAGA
+TGACAATATTTCGGTTATCGATTTAAGCCTTAATAAAGTCATAAAAACAATCGCGATAGGCGAACGACCT
+CGAGGCATCATTTTCAATAAGGAACAATCACTTGCTTATATTTGTGCGAGTGAGTCAGATAGGATTCAAA
+TACTCGATGTAGCAACAGACCAGATTATCGGTGAGCTACCTTCAGGTGAAGATCCTGAAACGATTGCATT
+ACACCCAAATGGCAAAATTATTTATACCTCTAATGAAGATGATGCCTTGCTTACAGTGATTGATATTGAC
+TCTGCGGCTGTTATCGCACAGATAGATGTAGGGGTTGAACCTGAAGGTTTAGCGGTAAGTCCCGATGGAA
+AAATTGTCGTGGTAACCTCGGAAACGACCAACATGGTGCATTGGATTGACACCAAAACCCATGAAAATTT
+TGCTAATACGTTAGTGAGTGCACGGCCAAGGTCGGCAAAGTTTACCGACGATAATAAATATTTATGGGTG
+AGCTCTGAAATTGGCGGCACTGTGGTGATACTTGATGTTGCCACGCAAAAAATCATTAAGGAATTTACCT
+TTGATATACGAGGTATTCATCATGACCGTGTGCAACCTGTTGGCATCGAATTAACAAAGGATGGACGATA
+TGCGTTCGTGGCCTTGGGACCAGCAAATCATGTCGCGGTTATTGATCGTAAAAAAATGGAAGTTGAGGAA
+TATTTATTAGTTGGCCGTAGGGTGTGGCAACTTGCTTTTAATCAGGATGAAAGCAAGTTATTAACCACCA
+ATGGTATTAGTGGTGATGTATCAGTGATTGATGTAAAACGCATGAAAGTTACAAAATCAATTAAAGTAGG
+ACGTTATCCATGGGGCGTAGTGATACGAAATGTGCCATGAGTATCGTCACAAAGGGTCTCAGTTTTTATT
+ACGGTAAAAAGCCTGCAGTCGATGGTTTAGACCTCAGTATTACCAGTGGTTTTAATGTATTACTTGGTCC
+CAATGGCGCAGGTAAAAGTACTTTGTTCTCCATGTTAACGGGCCTTTATCAGGCGGCATCAGGGGATATT
+AAAATCAATGGTTATGACTATAAACATCATAAGTTGAACATTATGCAATCAATGGGCGTGGTTTTTCAGC
+AAAGTACGTTAGATTTAGATTTATCGGTTAAGCAGAACTTAACCTATTATGCTGCGCTACATGGCATTTC
+ATCAGCACAAGCGCTCGACAATATCAGTGAGATTTTGTCCCAACTGCAATTAACAAAGCGACTCGATGAT
+AAAGTCAGATCATTGAATGGCGGACATCGCCGTCGTGTTGAAATTGCTCGAGCATTAATTCATCAACCCA
+AAGTATTATTGCTTGATGAGGCAACGGTTGGTTTAGATATTGATAGCAGAAAAATGATCACAGAGTACGT
+TGGTTCGCTTAGTCAAAAATTAGGTATTTGTGTGTTGTGGGCAACGCATTTAATCGATGAAATATCAGCA
+GGTGATCAATTAATTATTATTGATGAAGGAAAAATTAAAGCACAGGGTATTAGTGGAGAATTATGTAAAA
+AGCATAATGTCACCGATGTATACCAGCTTTATCGCTCGTTAACGGCTAACGCGGAGCTCACTTGATGAAT
+AATCGTTATCTTTATTGTTTTAATGGCATCGTTAAGCGTGAAGTTTTACGTTTTTTCCAACAACGTTCGC
+GTTTATTAAGTGCCTTAGTCAGGCCACTACTTTGGTTGGTTGTGTTTGCTGCCGGTTTTAGAGCCGCATT
+AGGTGTTTCTATTATGGAGCCCTACGGTACTTATATTACCTATCAGCAATATATTACCCCAGGGCTTTGT
+TGCATGATCATTTTATTCAATGGCATGCAAAGCTCGCTCTCTATGGTTTATGACCGTGAAATGGGCAGTA
+TGAAAGTTCTATTGATGAGCCCGCTACCGCGACCTTTTTTATTATGTTGTAAATTAATTGCTAGTGCGTT
+GCTGTCACTTTTACAGGTAGTCATATTTTTACTTTTCGCTCGGCTAGTTGACGTTGATATCCCGCTAATG
+GGTTATGTTAGTTCAATACCTGCAATTTTCTTAATTGCCTTTTTCCTTGGTGCGTTAGGGTTAATGTTAT
+CTAATCTTATTAAACAATTAGAAAACTTTGCCGGTGTGATGAACTTTGTTATTTTCCCAATGTTCTTTCT
+TTCAAGTGCCTTATATCCGCTGTGGAAAATGCAAGAAGCTAGTCTGTGGTTATATTGGCTTTGTCAGTTT
+AATCCCTTTACCTCATGTGTTGAGCTATTACGATTTGCGCTTTATGGACAAATGAATCTTGCTGCACTGA
+CGACAGTGTTAATCGCCACAAGCATAGCGTCGTTTTTTGCTCTGATGAGTTTCAAACCGTTACATGGTCG
+TAAATAGCATTAAACGACTACTTTCCCCCCTTAAGGTAAAATTATTAACCTTAAGGGCACAGCCATTTTA
+TTAAGTTGGTGATGTTATTGTCTGTAGATTAAGTCACATTTTTTATTTAAGTGAGGAATTAATTTAATTC
+GTTCTAATAATGTTTATTTAATAACAAAATAGTCTTATATTTACCTTAATTACAGCTGTTTATTTACACA
+ATTATTCGTGATTTCTTCTTTCTACAACAAAGCGTACAAATTGCCTCCTTTCACACATCAACCACTTTAA
+GCTTTGTTTTTAACTCATTGATCTATCAATAACAATCAAGTAATCTCACTACATTATATAATTATGGACG
+ATTTTTCCCATCTTGTAGAAAGAAGGAATTTTGTCTCATAATAACTGTTAGCAATATTAAAGAGTCTGTA
+TGCAAATTAAATTTAAAGTGGCCAAATACGAAGATTCAGAAACCATAGGATCTTTGGTTGTTGACCTTAC
+AAATGAAATTTGTGAATTAACAAAAGCTCAGCATTTTGATATTAATCTTAATAGTACAATTGAGCGTTGC
+CGTGAATTAATTAGTGATGGTCATTACGCTGCCATTATTGGTGAATATCAAAATAAGCCTGTTGCGGTTG
+TTACTTTTACAGAAACATATGCTTTATATGCTGGTGGTAAAATTGGTGTAATTCAAGAATTTTATGTTTC
+ACCTGAACTTAGAGCTTCAGGTGTTGGTTCTACATTAATCGAACAAGTTAAAAAATACGGAAAGCAGCAC
+GATTGGTCATGCATTGAATTATGCACACCACCTCTACCTGAATTTGAAAGAACATTAAATTTCTATCAAA
+AAAATGGTTTAATTCCTGTTGGTGGTCGTAAAATGAGACAAGCACTGGCGTAAAATAAAATGTGTCCGTT
+TTATCGGGGGAAGATCACTTTTATGCATGGCGACGACGTCCACGTTCAATGCGTGCTATTAATGATGCGG
+ATTTACTTTTAAATATCAAACAAGTCTTTAATAACAATCATCAAACCTACGGCAGCCCACGCGTATTTCA
+TGCATTAAAGCGTGAAGGTATTACAACGAGTGAGAAGCGTGTTGCACGGTTGATGCGAGAAAATGGCTTA
+CGCGCTAGAGCGCTCAAGACTTATAGCAGGCCAGCTAAGGTGAAGTTCTTTTATAAAGCGATCAAAAACA
+ATCGTAAAAACATAAGTAAGCCTGATGCTATCAATCAGCAATGGTCGGGAGATATTACGTACCTGAAAGT
+AGGATCGCGCTGGTATTACTTAGCCGTTGTATTAGATTTATTTTCACGTCGTATCATTGGTTGGGCTTTT
+GGTCAGAACAAATCAACAGCGCTGACACTGAAAGCGCTGCAGCTAGCAATAAAGAAGCGTAAACCGACAC
+AACCCTTGTTATTTCATACTGACAGAGGCGCTGAATATCGAGCACATGTAGTGCAGCAGTTCTTAGTTAA
+ACATAACATTACGGCGAGTATGAACCGTCCAGGTTGTTGTACTGATAATGCTGAAGTTGAATCATTTTTT
+CATTCATTAAAAGCTGATTTAATCAGAGGGAATGTCTTCGCGACTACTGATAAATTACATTCAAAATTAA
+AAGGTTACATGAACTATTTTTACAATAGACAACGATTGCATTCAAGTTTAGGATATAAAACACCTGCTGA
+GTTTGAATTGGCGGTGAATTAAAGTGGATGGTGTCCACTTTATCGGGGGAAGATCACAATTACAGTTGGT
+TTTTGCTCCTACGTCGCTTATTTTAACCAACTGCAATTTGCCCATTATTTGGGCGTTATATTTATCTCGA
+GGTTAGTGCTTAATAATGGATGATGAGTCTAATAATAAAATGAGTTATAAGCAGTCCGCATTTCTATGGT
+GGTCTGTGTTTTGGAGAAGCATTTTAATTGGAGTATTTCCATTAATTTTCATAAATCTGTTACTTGTTAA
+AGGATTTGGTATTACAGATTCATATGCAACTTTGTTAATTAATTTGCTCTGGATTCCAGTCACTATTGGT
+ATTCAATGCAGGGTGATTAATAGCAAAAAATTTAATACATTTAGCATTAGCGTTTCTAATAAAATAGATA
+GCTAAAAATAAATATAACAAGCTAATAAATAAGGACAAAAAACAGTTGGCTGTTTTCGTTCCTCAATATT
+TTAGCCAACAATTTTTTGCCCATTATTAGGGCGTTAGGCTCTTTATATAACTAGGGTGTAATTTGAAATA
+TCTCATTCTTAATTTTTTGTTATTTCTAATCGGTGTTGCTGGTTTGATGGTCATTAATGTCAATATCTTT
+GAACTAGGAGATTCTAAATTCGATAAAGGTCTTGGAACATCTCTAGGGTTCTATTTTCCTATCTGGTTTG
+TATTCTATCTGCCTCATATCATTACTTGCATGCTAATCCTCAATTTAAAAATTGTATCGACAAGAGTGCA
+AGCTATTACCTTGCTTTGTTTTACTCTTATGATTTTATTGGTTGTAGAAATATCGTTTTTACTTAATGTT
+AAACTTGGAGCAATATTTGTAGAGTGGGTAGTGATTTTACTATGCGCTTGCTTTGCTCGTCGTTGGCTAT
+CAAGAACAGAGTCAAAATAGCCTAACAAGCTGTTAAACAAGGACAAAAAACAGTTGGCTTTTGCTCCTTC
+GTCGCTAATTTTAGCCAACAATTTTATTGCCTGTTAACTGGGCGTTATGTGTAAAGGATTATGATGAGTA
+GTTGGCAACATCCTAAGAATAATGGATTGGATGACATAGAATATAATTTCGGCTTGAAAGGCGATGAAGC
+TAAAGAGCTAAGCTTCTTATTAAATGAGGCGTGCCACGTTTATCATTACCATGCTGAGGGATTATGGGTT
+TCAGATGATAAAGATTCATATTCCAAAGGGTTGTTAAAATTTATGGATAAAAATCCAGAATTGGAATCAC
+GCTTAATTCGGAGTAATGAAAGAGTTATTAAAATGATAACTTTCAGGGCTTTAGAGTTAAAGTAGTTTAC
+ACATAACAAGCTGTTAAACAAGGACAATGAAGTTCCTCCGTTTTAGTGGACACCTTCATAGTTAGAATAT
+GTCTAATAATGTAAGTCGAATTAATTAAAAAAAAGCCACATATAATGTGGCTAAAATAAAAACAAATAAA
+ATGTGAGTAAGTTAAATCTGAGCTTTAGTGATCGTGCTCCTCTTCACCAGCAACACCTAACCACGCTGCT
+TTACCAGGTGTGAATGTTAAATCAAAGTGCCCAACTACGACACCTTCATGTAAATCAATTTCAGTAACTT
+CTTGCTCATGAACGATATAAATAATCTCGTGGGCTTTTGAAGAAATAATGAGTGGTTTTGAATCTTCCGC
+TAGGGCACTAAATACTTTAATACGACTATCTAATTGCCAATTATTTTCTGCTGAAAATACGTTTAATTGT
+CCCGTATTATCGAGAATAAGCATATGCTCGTTATGACCATCAAAGCCATAGGTTACGGAAGTAAGTGCTT
+CTTCTTTTTGCCAATTAAACGGGCTGATTTGCTGCGTTATTAAATCAACTAAAAAGAAACTACCACGTGC
+ATTACCAATCATCACATTATTTTCTGAACTGCCCTTTAGTGAACCTATGCGAAGACCTTCTGACATGTCT
+GCAGGGTTAACAATCTTTTGTGCCGTAAATACACTACCTTGCTGCTCTATAGCTAAAATTCCATCACTAC
+AGGCAAAAGCAATATGGGTATCTGTTTGAAAGCTACCATGTAAGTCAGGGCATTTAACATCAAATAGTTG
+TTCTTGGTGAAAGTGGTCATCATGTACTTCAAGCAGTGCTACCTGATCAGGCAAACTACCTTCCGCATCA
+ATTTCTCGATGAGTAGCTAATACAAATTCACCGCGGATCTCAGCAGTTCCATGCATATAAGTTTCAAAGT
+GATGCTCTGCAATCGTTTTTTCTGCCGCAATACTCTCGTCACTTAACAAACTTAATGATGCATTAGCACC
+TGTATCTTTGTTGCCATCAAAAAATATTGCTACTTGTTCACCACGTGGGACAAAGTGAGTTGGTTTTACA
+CTATTTAACGTAAAGCTTGTAAGCTCAGGTGCATCGGCATGTTGATCAAAGTGATCACCATGTGCTTCTT
+GCCATAAGCCGCCATCAATAAATTCAACCGTATCAAACGAGCGCTGCACTGCTACCGCATAACGGTTTTC
+AGGGCTTGCGTATAAATATTCAGCTGGGTTGGTAATCGAAATAGATTCAACTAAGGCATTATTTTCAAGA
+TCAAAAATATGTACTACAGCTTGTTCACTATCCGCAATAGCTAAGCGACCTTTACCTAACTCCTCTTCGT
+GATTGTCATGGTCATTATCGATAGGTGTTGGCGTTTTTTCTATTTCGGTAATAGTAGTTTCACTGCCACC
+ACAACCAACAAGTGCTGTCGCAGCACAGGCCAATAATAAGCTTTTTAACGAGATGATTTTCATGAATGTC
+CTTTAAAATATAGAGTGATGCGCCCCTCTATTGAAAGGCGCTAAATTTAAATTGAATGTAGGATTGAATT
+GATTTGCTGATTTAAAATGAACCGCGTAAACCCAGCGCCACTGAACGTCCTGCTAGCGGTGTTAAATCCT
+TTAAGAATGATGTGTGCACTTGTGCGTATTCATCTGTTAAGTTTATTGCTTTTAGATACACAGCTAAGTC
+ATGCTGTCCTAAAGAAAAGTGATAGTTAACGTTGGCATCAACCATGACATAGCTGTCTGTTGAGGTTTCT
+AGTTCGGCAGTATGCGTTTGTTCAAAATAGTGGCTGACAAATAAGTCGGCAGAAATACTTTCGCCTTGAT
+AACTTAATTCGGTCGCAATACGGGCAGGTGGTGTTCTAGGTAATTCTCCCCCCTCATCTAAACGTGCACG
+AAGCACATCACCTTGTACTCGCCAAGTAAACTCATCAGTCACTTGCCAAACAAGCTGTGCTTCAAATCCA
+TATAAGGATACATCTTGAGCGGTAAAGGTATAAAGCGGTAACGTATGGGCTTCTTCTACTTCGCCGCCGT
+GTCCGTGTCCGCTGTGATCATGACCATCACCAGCCGAGAAACCAGTCGCTTGCTCATAGTAGTAATCATC
+TATTTGGTTATAAAAAACATTAAAGATGAAACCGAAGTCACCTTTAAACTTACGTAAACTTAGATCAATA
+TTATTGGCGGTTTCCATGACAATATCATGATCAGTCAAACCAAAGTGAGCAGCTTCGCCGTGGTCATCAT
+GTAATGCAAACAAAGCACCTACTTCATATGAACCGGTACCAATATGAGGACCAAAAGATAATAGTTCCGC
+AGCAGATGGAGCACGTTCTGAATGAGATAATGATAAACCTACATTATAACCATCGATGAAATCCCACACT
+AGACCAGCAGAAAGACTAATCGGAGTAAAAACATGTTCGACATTAAAATTGCGGGTATAACCTTGTGTTT
+CATGAGCCCCATGATCATGCGAGTCGTGTCCTGCATCATCGTCTGCGCCGTGATCATCATGAGCAGACTT
+AACGAGTTCAAGTTCTGGCAAACGAACTTTAGCCGCGGTCACTTCAGTACGTTCAATACGCGCACCAAGT
+TGTACTAAAAAGTCACCAAAATGACGTTCTTCTATCCAGGCTAAGCCGAGTGAATTTGTTTCTGATGGGG
+GTGTAAATGCCTCTTCGCCAACTGCAGTAAAATCACTTTGTTTATAGTGAAGACTTAAGCCACCACGCCA
+ATCCAAGAAGTCTTGATGCAATAGTTCAACTCTCGCTTCTATCGACTCGTTATCAAAGGTAGTGCCGACC
+AAACCCAACTCTACTTCTGTATGACGATAATCAGTATAACCAATCTTGGTATTAAGTGATTTTATCACAT
+TATTATCAAAACTAAGTTCACTTAATAGTTGAAAGCGATTTTGGGTTAAGTCGGCAGAAACTTCTATGTC
+TTCATCGCCATGACTATGGCCTGGTATACCGTATTCTTGTTCTAAATTCTGATAAGACAATCCAACAAAG
+CCGTTATCTAATAAATAACTGGTACCTAAGGTGAAGCCACTTGATTCCGCTGCTGAATTAGCTACTTCGT
+CAACACCATCTTTTTCAGGTATTTGATAGTTCTCGCTGTCGCGATAAAAGCCATCTGCATGTACCGCAAT
+ATTACCGGTACCACTGGTAAACGAGCCAGACGCTAATGTCTGCTCATTATTACTATTGTATTCTGTTAAC
+CATTCACCTGAAGTCTCTGTACTTTTAGGAATACTCTCATTAACAATATTCACTACACCACCAATAGCAC
+CACTACCATAAAACAAGGTTGCTGGGCCGCGTAGAACTTCAATACGCTCACTGGTTGATGTTTCAGTAGA
+AACAGCATGATCGGGACCAACACGTGAAGCATCGCCAGCATCTAAACCATTTTGTGTAATTAATACTCGT
+GGTCCGTCTAAACCTCGAATAATGGGGGTACTGGCTACACCACCATGAAAACTACTATGAACTCCCACTT
+CTTTGTTTAACGTATCACCCAAGGTATTCGCTTGGCGCATACGTAAGCTTTCACCGTGTAATACAGTGAT
+AGGTAATGCTGATTCGATATTTGAGCTATGAAAAGGAGTAGCACTAACATCAATAATTTCTAGTGCTGAT
+TTATCTAATTGTACCGTGAGTTCGGGATTCTGATTTTTAGCTAAGTCGACTTGAATATTTTTATGTACGT
+AAGCGCTGGCAACGACATGTAATTCATACTTTCCTAGCTCAACCGTTAGGTTAAACCTACCGGTATTATC
+AGTGCTAGTCACAATGTTGGTGCCCATAACTTTAACCGTGGCACCGCTAATAATCTTGCCTTCTTCGTTG
+GTAATCAAACCTGTTATTTGCTCAGCAAGTACTTGAGTACTTGAAGTAGCTAAGGCAAATGCACTTGCCA
+GTAATGTAAACTTATTCATGTTGAGACTAGATTCCAATGTGATAATGTAACAATTTCAATAATGTTATAT
+TATCACATTATAAAAAGCAACAAGTGTAAACGTCTTATATATTTAATGTAACTTTATGGCTGTTTTTTTA
+TTAAAAGGTGTTACCTGTAACAATTAAAAATTGCGATATTAAACCTCAAAATGCAACCGATGTAGACGTA
+CTATTACGGTTTAGTTATTGATTGAACCATCAGTGGGCTGATGTTAATTTTGTTAGGTTTATTTTCTTAT
+CAGGTGATCGTAGGTAAGGGGAGGGGTGAGCAATATAACTCACGCTCTATGTCTCTTTTTATCTATAAGT
+GGAAGCTAGAAGTAGGAGCTATAAGTGATAACATCTAAGCTTATCTCGTTACGCTGAAAGTATCTGTCTG
+TTAATTCAAACTCAATTCAGTCACTAAGCTTTATCAGCACATACACTTTTCTAGTGTAAAAAAGTCGCCT
+CGACAGGGCGACTTTTTCACTGGAAGCTTTATTCTGAAATAAAGCTATATCAAGGAAGGTATAAACAAAA
+AATCATTAAACAACTATGGCTTTTTAATTACCCATCCCTGAATATTTTACTCCTGAAAGTAGTGCTATTT
+CCCTATGCCAAGTAGCTAGGTCATTACTATTAAATTGTTCAAAAGAATCGTGACCACAAGCCCTCGCCAT
+TACTGACATTAATTCAGTAGATGCTTCAAAAAAGTTTTTGAGCTGAACAGAAGATTTTTCTATATTTAAG
+CGTTGACGTAAATCTTTATTCTGCGTTGCAATACCCGCTGGGCAGTTATTCGTATTACATATTCTTGCGG
+CTACACAGCCTATTGCTTGCATAGCACTGTTCGAAACGGCAACACCATCAGCACCCAAAGCTAACGCTTT
+AACGAAGTCTATTGGCACTCGTAATCCACCTGTAATAATTAGCGTGACTCGACCATTAGCGCCTTGCTCA
+TCTAGATACTTTCTAGCACGAGCAAGTGCAGGAATAGTGGGTACACTAATGTGATCTCTAAATATTTCAG
+GAGCAGCACCTGTGCCGCCGCCTCGACCATCTAAAATAATGTAATCGGCACTAGCATCTAATGCGAATTG
+AATATCTTCTTCGATATGATTGGCACTGAGTTTAAATCCAATGGGAATACCTCCTGTGACTTCACGTACG
+CGGTTAGCAAATTTTTTAAAATCTTCTACTGTGATTAAATCTTTAAACGTTGGAGGTGATATAGCGGAAG
+TACCTGCTTCTATACCTCGCACTTTGGCAATCTTCCCTATATTTTTGATACCGGGTAAATGACCACCTGT
+ACCCGTTTTTGCCCCTTGACCACCCTTAAAATGGAACGCTTGAACATTCTTGAGTTTAGACTCGTCATAG
+CCAAACTGAGCACTTGCCAGCTCATAAAAATACTTTGAGTTAGCCGCCTGTTCTTCAGGTAACATGCCTC
+CTTCGCCAGAACAAATACCTGTTCCTGCAAGTTCGGCGCCTGTTGCTAGGGCAATTTTGGCTTCTTCAGA
+TAAAGCCCCAAAACTCATATCCGAAACAAACAGTGGAATACGGAGTTTAAGTGGTTTTTTCGCTTTAGGG
+CCAATCACTAACTCTGTATTCACCACTACATCTTCCATCAGCGGTTTGGTGGCCATCTGTGCAACCATTA
+CCTGCAGATCATCCCAGTGAGGTAGTTGATAACGTGGCACACCCATAGAGGTCATGGGACCATGATGTCC
+TAATTTAGATAAACCCTCTCGAGCCAATTGATGAATAAATTCAACGGTTGGCTCTTCCTTAGTTGCGTTA
+GCGGTAGGCATATTACTTACATCAACTGCTTGAATTTGCACGCCAGGTCCTTCTTTGCCCACTTGGTCTT
+TATCAAATTGTTTATGACTACCATCACAAAAAGGGCTATTGGCGGTATGCTTACATTGGCATAAATAGGC
+ATCACCGCTTTCTTGGGCGGAAAAAGGCTTAGGTTTAAAATCTGTACCTGCATGAGAACCGTCACAGAAT
+GGCTGGTTATTTGACCGGCCACAGGTACAAAAATAATATTCCTCATCCTGATTTAGACTCACTTTCTTTG
+GTGCTATCGCTGCAATTATAGGTTTAGTCATTTTAGTTTCCTTTTACTGCCTGTTATATAGTTCTATAGT
+TCTACTTAATTCCAATCCATCTTTTCTGTATTACCATCCCATATGGTAATAAGCCCAGATGCGCTCAATA
+TTCATTGGCAACCATTGTTCGTAGTACTGCCAGTGCTCATACTTAGGTAGTTTTACTTGTTTCCTCAATG
+CATCGGGGCTGTGAACTCCTTCATCCATTTTTAGTTTAACTGCGGCCATTAAATCTTCGATGTAGACTCG
+TTGCTCTTTTATAACAGAGGCGGGGTCAATGGCCGGTTGATTCTCCGGACCATGAGCAGAAATAACGTAA
+TCAACATCCATTAATTCAATTTCTTTTAAAGAACGAACCCACTCATCAGGCCAAAAGTCTGGCATGCCTC
+TAAAAGCAACTCGACGAGGTGTGACTATATCAACAACAAAGAGAATTTTTTCTTTAGGGAATCGCATCAC
+AACAAGGCTATCACCGTGGTTTGGCCCAAAGTACGATAGTTCTAATGTTCGGTTACCTAGGGTCAAGGTG
+TAGGTATCTTCAAAAACAATGTCAGGTATTGGCAATACAGGACTTGGATGGTCTTTAAGCTGCTTTAATA
+GATTTTTATGGCCAATAAATTTCGCACCTTCAGCTTTAAATATATTACCGCCGGAAATATGGTCATGATG
+GTTATGACTATAAACAACATATTTAACGGGTTTATCCGTTATTTTTCTAATTTCACTTTGTAGTAGCTTC
+GCTGCTTTTGGGTTAAGGGGATCTGAAACAATTACACCGTCATCAGTGACGACAAAAAAATTACGATAAA
+CCCACCAACGAAATACATAAATTCCGTTACCAACATGTTTAACACTGTGGCCAAAAGTTTTCCCACCCAT
+AGGCTCCTGAGTTGGAAATTCTGGCGATGCTATTGCTAATGATGAAATGAACAATCCCAATATTAAGGTG
+ATTGTTTGTATTGTTGTTTTCATAAGCTACTCCTTTTAAAATAAATGTAGATGATTATTTGTCCCACCAC
+TCGTTTTGAATCTGAGCAAGGGTGTAACTTTTTCGCTGTTGCATTCTTAAATAGTAGCTAGCTATCTGTG
+GAAAACTATTATTGTTTAACCATTTACTGTAGCCCAACAAATCTAGTCTTGAGAGTATCACCGTCCAAAT
+TACATCAGCTAAGGTGTAGGTATTGCCTATTAGAAATTCATTATCTTGTAAGAGTTTTTCAACAAATGTA
+ATGGCTTCCAATGCACTTTGTTCAATATTTTCGATATGTGTATTATCAACCCGAAACGTTTTGCTCTTTT
+GTGAACGCTCAGCACAAACAAGGTAATTATCGCTAAGTTCAGGGAGTTGTTTAGACATTAAAAGTGATTT
+TGTAACTCGAGCATTCAATATCTTTTCAGATTTTTCCATTGAAGGGTGACGTGCGTAACTGAGAATTTGA
+AGATCAATATCATCTGCCAAGTCAATTAATCTCTCCATTAACTGAAGATCGTTTTCATCTTGAGGCAACA
+AGACGTTACCTTCAGAAACAGAAGCGACAAACCGAATGATATGAGCAGAGTCAGTCAATACTTTTGTTGT
+GCCGTTTCGAAACTCCAACGTGGGAATGACTCCCTTTGGGTTTAGTTTCAAATACCATGGGTCTAGTTGG
+TCTTGCTTTTGTACAATGTCGATAACCCGTCCCGACCAAGCAAGTCCTTTTTCTTCAAGTACTAGTCGAA
+CCTTCATTGAACACACGGATAAAGGATGATGATAAAGCATGAATGAGGTCATAATGTTAATTCCTATTGA
+TTCGAAAGTTGAGCAGATAACGTTAAATTATTTCTTATATGCGCGGTTTTATTGGCATCATGCGCGGCAG
+AACATCAGCTTCAGGCTTATCTAGAAATCGATGTTTTAGTGCCCCTGTAATATGGGCAAATAATGCAGCC
+ATTAGGGTATATACCAGTAGAAAATGCGCTTGTTTAGCCAATAGGGCCATTTCTGTATTTTTACCAAACA
+AAACAGGTAGGTCGATTAAGCCGAATAAGCTAACAGGGTAACCAAATAAATTTGTCATGGCATAGCCGCT
+AAACGGAATGGCCAACATTAATAAGTATAATGAGCCTGTTATTGTTTTTGAGAGTAATTTCTCCCAACTC
+GCCAATACGTCTGGCAATTTTGGTGAGTTATTAAGTCGACTCCAAATCACACGGAGAATCGCGAACTGCA
+TGAAGATAACGCCAAAAGATTTATGCATACCCACGAGTAGCATTTTGTTGGGATCCGCTTTATCTAATCC
+TGCCATGTAAGTACCCACTGCAATGAGTACTATTATCATCAGGGCCATTACCCAGTGCAAAAACTTAGCA
+AACTTGCCATAGCTTTGTTCTTTCATATTTTCAGTATTCATAAGTCACCTTTCAGATTCATTGTTGGCAA
+CTAATGCCATGTATAATCACTTATGTATAGCTTATTGTATTTTTATGGGTTGATATACGTGCTATTAGTC
+AACTTATTGTTCACTCACAGGTATTAATGTGAATATTTTAACACTGATGGAAACTGGAAGCTTTACTGCG
+GCGGCTGATAAACTTGGACTTTCCAAATCATTTATCAGCAAAAAAAATTGGTTTTTAGAGGAAGATCTGG
+GAACTCGGCTACTTTACCGCACCACGCGAAAATTGAGTTTTTCTGACGAAGGGAGCCAATTCTATAAGCA
+CTGTAAGGTAATCATGGCTGAAGCTGAAAATGCTCGTGCCGAAGTCATGGACAGCCAAGGAGCGCCAAGG
+GGGAACATTCGTATAACAATGCCTCAAAGTCTTATCATTTCTGGTTTTGGCCAATTGTTGATAGATTTTC
+AACTTCAATATCCAGAAATAGACCTTGAAGTAATAGCCAGTGGGCGTATTGAAGATTTGGTGGAAGAGGG
+GATAAATATTGCACTCAGAGTGGGGCAACTGGAAGACTCAAGCCTTATATCCGCTAAATCGAAACCTCTT
+TCGAAGAATTAGAATGTTGATTGATTATTTATCTGAGCGGTTATTTGTTTAGTATTGAATGTTTAAATGG
+TTTGTATTTATATTTGTGAAACGTCAGACATTGGTTATTTTAAATAATTAAGAGGCGCTGATTTTTCAAT
+AGCGACCCCTTTTCATTAATAAGTATCTAAACACTCTTTACTCATTGCTTAACATCAGACTTAATTGTTT
+TCAAAATATCTACAAAACGGGTAAGGGAAGGTGTCCAAGTTGACTGCTTAGCTGTAACAAAATAGGTATC
+TATATTAGCGATAGACGAGGGCAGATTGAGATAACCAATGTCGAACCGATGGCGATGAGCCTCCACTGTG
+GACAAGGGCATAATTGAATAACCCATACCTGATGCCACACAACCTAATATGCCATCTATGCTACCGAATT
+CAAAAATACGCGTTGCATTGACTCCACAAGTTGAAAGTAATTGCTCAATACGTTGGCGGTAGCTACACCC
+CTGACGAAACGCGAGAAAAGTTGTTTCTAAGAATTGTTCAGCGGTGGGGAATTTTTGTAATGTTTTAGGG
+CCGACAAGTACCAATTCTTCAGAGAATGCTTTTATAACTTGCAAGCGCTTGTGCTTTGGTTTTCCAGCAA
+TAAAAACACCATCTACATCACCTTCTATTAACTGAGTTAGCAGTTGGGCTGTTGGAGCTGTTTCAACGGT
+AATATCTATTTGAGCATAACGGGCATGAAAGGCAGCTAATACAGGGGGTAGACGTAATGCTGTTGTTGTC
+TCCATTGCGCCAATTCGCAGTCGACTAGGTATAGACTCATCACCTTTAAATAACCCTAAAACATCATCAT
+GAGATTTGAGTATTTGTTTTGCATAAGTGACCACATCTCTACCTGCTGTAGTCAAACGAGCACCACCTTT
+ACGGTGAAATAGTAGAGCACCTAACTCTTCCTCTAGCTTCTTGATATGGGCTGTTACGTTCGATTGAACA
+GTGTGTTGACGCTCTGCTGCGGCAACAAAACTTCCAGTCTCTGCTACATCCATGAAAAGGCGAAGTGATT
+TTATTTGCATCTTATTTTTCTTTATTAACTTTATCTATCACAATATATGATACTTGAGTTCATTACAAAT
+CACTTTTAATGGTGTGCATTGGCGTAATACAATAACGTGGTAAGAGTCGCCAAATTGAGCGAAATAAAGT
+GCAGTAAGTTGTTTTACTGTAACTTTTAATTAGCACAGTAAATTGCACCTATCATAGTGAGTTATAAAAA
+TGATTAAAAAAGAAGACCATCCTGCAATAGTTGTTGGCATTATGGCAACGCTTGCAGGGATTGGCATAGC
+CCGCTTTGCTTACACCCCTTTATTGCCCGAGTTAGTACAACAAGGCTGGTTCAGTGGAGGTCAAGCTGCT
+TATTTGGGGGCTGCAAATTTGTTAGGTTATTTGATTGGTGCTCTCTCTGCTTTTCGACTATCAGAATCGT
+TTGATCCTTCATCAGTGATAAGGCTTTGTTTAGTTAGCATCTGTTTGAGTTTCATTTTTTGTGCTCAGCC
+AAATAGTTTCGAATGGTTTTTTATTTGGCGATTTATAGCTGGGATAGCTGGCGCTATTCTTATGGTTGTT
+GGCCCAGCAGAAGCTCTGGCTTGTACACCTCTTTCTCGCCGTACAAGTGTAGGTACCTTAGTTTTTATTG
+GCATTGGATTAGGCGCTGTAATATCAGCGATAACTGTGCCTTTGCTCTTACAGATTAATTTATTTATTAC
+ATGGATTTCTCTTGGAGGTATCATAATTTTTATTGGCATACTCTGTCATTTTGCCCTTAAAAAGCTGCCT
+AATAAAGCATTTCAAAAAGAGGTAACTTCTGAACAAACCACCGATAACCATAAAACTAAAACTATCGTAT
+TTTTGCTGGTAGCTGCTTACGCGCTTGATGCCGTAGGCTTTATCCCACACACAGTATTTTGGGCTGACTA
+TCTAGCACGAGAGTTAGGATTAGGAATTAATATTGCGTCTACACAATGGTTAGTTTTTGGCATAGGCGCA
+ATGTTAGGCCCCATTTTTGTTGGCATTACTGCGCATAAAGTCGGACTAAGCTATGCACTTCTCATTGCTT
+TTTTGTTTAAAGCAGTTGCCGTATTCCTTCCCACTTTATCAGATAGTTTAATTATCTTAACAATATCCTC
+TTTTATTGTTGGCGCTTTGGTTCCAGGAGTTGTTGCACTTGCCTCAGGTCGAATAGCCGAATTAGTTGGA
+GCGCGAAAACACAAACAATTTTGGGGATTAGCTACGGCTACTTTCGCTATAGCGCAAGCGATTTCAGGCT
+ATGGAATGTCTTTAATTTATAACCTTTGGGAAAGTTATATTTATCTATTTTACATAGGCAGCACAGCGAT
+AGTTTGTGGTTTTTTTCTTCTCTTTATAGGAGAAATAGTCATCGCAACAAACAAATCAAAACAAAATAAA
+TCCACAACACTTAATGAGATGAAACTATGATGAAATTATATCTAAATGCAACCTCGCCATACGCTCGTAT
+GGTGCGCATTATTATGTTAGAAAAACAATTAGAAGGTAACGTTGAACTGTGTTGGTGCGATCCTTGGAGT
+GATGATGAAGCGCTCCTTAGGGAAAATCCTATTGGGCGAATACCAACATTAGTGACTGATGTTGGTATGG
+CAATATCTGAATCTCTTCTCATTGCGCTTTATTTAGATGAACAATGTTCAGTTCGACCGCTCATTACAGC
+TGATCGTAAAGAGGAGACTCTTCATGTTGCGGGTTTAGGTGTTGGGTTAATGGATGCTGCTTTTTCTACG
+GTAATTTCAGCTAAGTACTTAAATAACGAGGCCAATGATTCTGTTTTAAGTCAACGAGGTTTAAGAGAAA
+TTCAACGAACTCTTGAACATTTAGAAAACAATGTAGAGTGTTATATATCATTTGAAACCATTTCTATTGG
+TGATATTGCTGTTGCCGTAGCCTTAGATTACCTAGCGTTTAGATTACCAGAACTTGGAATATCCAATAGC
+TATACAAAGTTAGAGGACTGGCGTAGTAACATCAGTAAACGTTTAAGCTTTAAAGAAACAGCATTTGAAT
+AAAAAGCGCTTATTAGGCTGAATAGATTCCTTAATACATTAACCACTTAGCCCAATACTTTTAACTCATT
+GATCTATCTATAACAATCGAGTAATCTCAGTCCATTATAAAATTATGGACGATTTTTCCCATCTTGTAGA
+AAGAAGGGATTTTTCCTCATAATAAGCTGTTATAGGTTTCATAAGGATTGTGTAAATTGAAAATATTTTT
+TCCAATTTTAATCGTGTTTTTTTTGTTTTTTTCCTCTGATAGTTTAGCTAAAGAGGGGTATAACAGTGAA
+TCTAAAAAATACGCGGTTAACAAATCGAAAAAGAAGCCGAAGCTTAAATGTGATGGTAGGCAACATTGTT
+CTCAAATGAGATCATTTGAAGAAGCTAAGTACTTTATAAAACATTGTCCTAATACAAAAATGGATGGTGA
+TAATGATGGCATTCCATGTGAAGGGTACAAAAAAAGATAGGTGTTAAAACGAACGGCTAATAGTTGGCTT
+AGCTTCGTTCCTCACAGATTATAGCCAACTATTACTCACCGCTTATGGCGGCGTTAGGAATATTTCAAAG
+GATTGGAATTAAATGAAAATTTTAAGTATTGCATTAATATGTTTCTTTCTATTATCTTGTTCTTCTACAA
+AAGTTCATCTTTACTCTCGTTATTTGTCTGAACAACAAACAGATAAAATAACTAAAACCCTTGAAGAACA
+TGACTTTGAAGTTATAGCTAACACATTAGCTTTTCCTGATGATGTTCAACAATCGACATTACTTTATTCT
+CCGTTTGTAAAAGGGGAAGATAATTTAAATATACTAATCGATTCGCTAGAAAATTTAGGTTGGAGACTCC
+CAATAGTAAAACCTCTCTTTGCGGGTAATCATTACTATACAAAAAATAGTGTTGGCTTGCTTCTTCTTCC
+TGATGGACTAAAGCAAAGTGACAAATTACTATCTCAAGATCTTGTAAATGATTATGAAGCAGAAAAATGC
+GAAATATCAGTTAAGCTTCGTTTAAATAGAGATGAGACATACCAATTGTCATATTCAGATGTTCCTTTCA
+GTCAACCAGAGCACTTAACAGGGAAATGGCATATACCAAGTTATCCGTATATTAAATTAGTATCTGCAAA
+TAAAATGTGGTCATTTTATTTTGAAATACAAAAAAAAACAGACATAGATTTAGTAAGTAAAGTAGAGATA
+ATAGAATTAAAACCAGTAGATAAACATCATGTATTTCCTTATTGTAGTTTTACTTATGGGGTTAGAATTT
+GAACGGTGTAATATAGGTCTAATAAGCAGTTCAAGCAGGAACTTCAACAGTTGGCTATGGTTCGCTTCAC
+ATTTTAGCCAACGTTTTTTATCCGCTTATCGCGGCGTTATGTATTTCAAAAAGGATGCAGTTCATGTCTG
+GTAATTATCCAAGTAGAATAAAGAGTCTACCGTTATATGATGGTAGGTTTGATGCTTATAAACTGGAAGC
+AAAAGAGAGTGAAGTCTTATTTGCTTCGTACCCAGCAGGAACATCAATTCCATCGCATACTAATGGTACT
+GATAATCATGGGGTTATTACTCGCGGTGAATTACTATTAACAATGAATGGTACAACGACGCATGTGGCAA
+CAGGAGATTGGTATCATGTGCCTGCACATGTAGAGCACTCAGCTCATTTTGACGTTGATACTGATGAAAT
+CGAATTTTGGTTTAAAGACAACACATAAAAATATTTAAACCTTGAACAGAGATTAAATTTATTATTATCA
+TCTCGGAATAGTTATAGTAATAGTCGATTTTTTAGTGAGTTAATTATCGTGCGAATAAAGTATCCCTTAG
+CAATATTCTTTCTATTATGGTGTGCAATGACTATTGCAGCGCCGACTTCCGATTGGAAAAAAATTGTTCG
+CGATACTCCTTATTCTTTTAGTAAAGGGGCGTCCAAAAACTTAGCAGAATTACGCCGCTGGGTATTACTG
+TCGAATGGTTATTGCGAATTCCCTGACAGACATGTGTTTTTTGATCAACGGGGTCAATTCTTAACCTGGA
+TGGATAATGAAGATACGGGCATAGCGACACAGGAAAAGTTAAATAAAATTCGTCTGCAATTACATCAAAA
+TAAAAAGGTTAACCGCTGGATTGAAGGGAGCATGTCTACCATAGGTTATCCCTTTGCGCTGAGTTGTGAT
+CAGCCATGGGTTGATATTCGTGCGGCTATTGACCGAGTAAAAGGCATAACGCCGGACTCGAAAGTATGGG
+GCACTTGGGACGGTGTTAAGGCCGGTACAGAGTCCAATCCTATTAGCTTAGAGGCATTGGTCGGATTAAT
+GTTTCAACACCGAAATTCACAGTTAGTTAAGCCAATAGATACCTTGTCATTAAGGTTGTTTGTCGCCCAG
+TTGATTATTGAAAGTGGTGCAAAAAAACATGTTCGTTCAAGCGACAATGCTTTGGGGATGCTGCAGTTAA
+AACCTGAGGTTTTGAATGATTGTGGTATTGAAAAGCGCTTCTATCAACATCGTATGGCACAGGTAGATTG
+CGCTGTACGGTTATACGTGATGATTAGCAGAAACCTTCAGCCAGTATTTTCCTCGGTATTTGGGCATCTT
+GAGAAGGCAAAACAACAAGCACTTTTCGATATACTTTTAGTTCAATCTTACCACTCAGGGATTGGCGCTA
+TGACAAAATTACTCACGGACACTGAAATGGGAAAAGCTGCCCAATACTTTGCTGAACATGAGCAACAATT
+CTCTGCCGAAGATATTGCTACTGGCATGATATTTCATAACTTGGGGCGCCAACCTTGGGGTTGGGAGTCA
+CTCTATTATGTACTGGATATTATGATCGTGTCTAAGTCTTTATCCGCACACGATACTTAATGCCTGGTTC
+ATCTTCATTTCCTACTTTATTCAGATGAAAATTGAGCTAAACCTTCTAAAATAGGGCAGTCAGGGTTATC
+GTCACCATCACATTTATCCGCTAGTTTTTGTAATATTTCTCTCATTTGCTCTAGCTCCAATATTTTTTCA
+TTTATCTCCTGTAAATGACTCAGCGCTAGTTGCTTCACGTGTCGACTTTCTCTATCAGTATCGAGCCAGA
+ACTTGAGCAGTGACTGAATTTCAGTCATGGAGAAGCCTAAGTTTCTCGAACGACGGATAAATCCCAGTTG
+TTGTATGTGCGCTTGATTGTATAGTCGATAACCTGCATCTGTACGACTCGCTTTTTTCAACACGCCAATC
+TCTTCATAGTATCGGATCATTTTGGCCGACACTCCCGTTAAACCGGAGGCTTTGCCTATGGTGACAAGTT
+TATCCATGTTATTTCTCCTTAAGTGTCCAGCGTTGCAATAACAATGCGTTACTGACAACAAATAAGCTAC
+TAAATGCCATTGCAGCTCCGGCAATAATGGGGTCAAGATAACCAAAGGCTGCTAGTGGAATTCCCACTGC
+ATTAAAGATGAAGGCCCAAAAAAGGTTTTGCTGTATTTTACGATAAGTCAGTCTTGCAATGATCAATGCC
+GTGGGTACTAGGCTTGGCTTACTGCGCATTAAAGTGAAAGACGCAGCGCTAACCGCAACATCAGTACCCG
+ATGCCATTGCCATGCCCAAATCTGCTTGTGCTAGTGCTGGCGCATCATTAATGCCATCACCAACCATAGC
+AACCTGATAACCTTGCTCTTGATATTGAATAATATATTTTGCTTTATCTGCTGGCAGTACCTCAGCTTTA
+AAATCGTCTAACTGTAATTCTGTCGCCACCGATGTTGCACTCGCTTGATTGTCACCGGTAAGCATAGCAA
+CCTTTATACCTTGTTGTTGCAATAGCTTCACAGCTTGCAGCGCATCAGATTTTAATTTATCACTAAAACA
+AAATAGCCCAAGTAATGTTATTTGATCTTGTTGCTGACAAGCCAACCAAGAAACAGAAGCTCCCGCTATT
+TTTATTTGTTCGGTTGGCAGTGTTACGCCTACCTCTTGCATCCAATGACTACTGCCCATCAATACTAAAT
+TGTCAGCAATGTTGCCTTTGACACCATAACCCGCGACAACCTGAAATTCATTGACAGGTAATGCTTGTGT
+CCCTTTGGTTAATGCCTTTTCAACCACTGCCTTGCCTAATGGGTGCTCACTATTTATTTGTAAGGAATAG
+GCCAACTGCAATACTGTTTCTTCACTGCCACTGATGACCGTCATTTCATTTACAACAGGTTTGCCTTGGG
+TCAAGGTACCTGTTTTATCAAATACCACTAAATCGATTTTTTTTGCCTGCTCTAATGCCACTGCATCTTT
+AACCAATACGCCTAATCTGGCAGCGGTTCCTGTGCCTGCCATTATGGCTGCAGGAGTTGCTAAACCAAGT
+GCACATGGACAGGCAATAACTAAAACGGCTACTGCATTGAGAATGCCATTGGTCCAGTCATCAAATACTA
+AACCTGTCACCAATAAGGTGGTAAGTGCGACCAATAACACCACAGGAATAAAGATACTGCTGACTTTATC
+TACTATTGCCTGTACGGGGGCTTTAGCACCTTGGGCTTGCTCAACTAATTCAATGATTTTAGATAAGGTA
+GATTCGGTACCAACATTAGTGGCACGGATCTCTAAAATACCGTCCAAGTTAAGTGAGCCACCCGTGACAA
+TATCCCCTTCTTTTTTACTTAACGGAATCGATTCTCCACTAATTAACGCTTCATCCAGATGACTTTGCCC
+CTGTAAAATCTCACCGTCAACAGGGACGCTTTCGCCCGGTATTACTTTAACTTTTTCACCTGATTGCACT
+GATGAAGCGGCCACTTTTTGCCATTTACCTAAGCGTTGCACTGTCGCCTCAACAGGTTTCAAATTTTCCA
+ATGCTCTAAGTGCATCAGTTGTTCGGCGTTTTGCTTTGTGTTCTAAATATTTACCCAGCAGAACCAAGGT
+TATTACTGCGCTACTGCTTTCAAAATACAAGTGCGGCATGCCATGAGCGCTATCAAAGCTCCACCACAAA
+TACAAAGATAGTCCGTAGGCTGCACTGGTACCGATGGAGACAAGAAGATCCATGTTGCCCATACCCGCTT
+TTAATGCCCCCCAGCCTGCACGATAAAAACGAGCGCCAAAATAGAACTGAACTGGCGTAGCTAACAACCA
+TTGCCAAACAGGCGGTAACATCCATTGTTGCGCAAACAACATGCCTAACATGGGTAACACCAATGGCAAG
+GTAAGTAGGCCTGCTCCCAACACGGGCCACCATGCTTTAGTATAAAAAGGCTGATGTTGACTGGTTATTT
+TTATCACGCTGTCATTGTTCAACGGGATAAAAAGGTAACCGGCTTGTGTCACGGCTTGGGCTAGTTGTTC
+ATCGGTTACAAAGGATAAAGTTTTTACTTGTACGTGCTCTGTGGCTAAATTTACCGATGCACTGACCATA
+CCGGTTACTTTTAGCAATGCCTGTTCGACCCGCTTCACACAAGAGGAGCAACTCATCTTTCCAATACCAA
+ATTGCTTTACCTTTACTGGCACTTGATAACCCGCCTCAATAACAGCCGTAATTAATTCACTATGACTGGC
+AGTACCTTGAATAGTTGCCGTATCTGTAGCTAGGTTGACTGTAACATCTGTCACGCCAATCACTTTGTGT
+AACGCCTTTTCAACACGACCTACACATGAAGCACAGGTCATACCGTCAATTTTGAATTGTGTAGTTGTAT
+TCATAAGCTTCTCATCTTAATTGAATTGTAGAACTAAGCTGAGGATAAAGCTTACCACGGTAGTAAGGTC
+AACCGTTTTGGGAGAAAAGATGTTTTCAATGAAAATTGACAGTATGACGTGCAATCACAGTACTCGAATA
+GGGGGGGAAATCATTATTGTGAAGGTTTTGTCAGATCAGCGACTCGTTGGTTTTCAAGCCGCTCTCTATT
+TACGTAAGGTTGTGCAATTAACAACTCGCTATTCTTGATGTGTATTTGATGCCTACCTCCAGCTTTATTG
+ATGTTTATATGACATCGATTTGGTTTGTGAATACAAGTGTTTTTTTTATCTTATTGATATATAGGTATTT
+ATTTTATTGGCTCTGTTTTTGCTATATAAGAAACATTAAACAAAAACTTAAGTTATAGGATACTTATATG
+AAAACAATAAAATCAATGCTTCTTATCCCAATGTTGCTAGTAAGTAGTTACTCAAATGCTGATGAAGTTG
+TGCAAAGCGTACCTGATAATAGTGTCGGTCAAGTTATTGGGGGTTGGAGTTCTGTTTTAATTGGTGGGGT
+TTTAGGCGGACCTGTAGGTGCTATTGCAGGCGGCTTAGTCGGTGCTTGGGCAGGTGGTGGCGTGCAAAAA
+TTATCAGGTACTAGCGGTAACTCTTACGTAGTGAAGCAAGAAAATGATGAAGAGGTGTTAATTCGCTCGC
+CAAATTATACTTTTCAAGTGGGCGATAAAGTCAAAATAGTAGGACTTAGAGCTATACCGATTGAAACTAA
+TGAATAGTACAGCTTCGTTATTTTTGATGAGTAATAAATTTTCAGTGAAAGTCTCAAACTAAACTCAAGC
+TAAACCAAAGGACGTTAAATGACTAATATTCTACTTTTTGATGAAATTAACAAGGTAGCTGTAACGAATC
+ATGCTTCAGAAAAGAAGTTGCCTGGTGATTTAGCAATGTGGATTTTCATTGTTATGGAACTTACTGTTTT
+TGCTATATTTTTCATTACTTTTGCCGTTACGCAGCGGATACAAAGTGAAATGTTTATTGAGGGCAGAGCC
+ACACTTAATGCTTCCATCGGACTATCTTGCACCTTAGCTTTAATTGTTAGCAGTTATTATGTTGCCTTAG
+CTGTTGAAGCAGTGAAGAAAGGTAAGAATTTTGTGGCAAGTCGAAGACTGATACTTGCTCTACTTAGTGC
+TACCGTATATTTGGTCTTAAAGCTGAGTGAATATACAACCTTGGTTGGGCTTGGTTATGACCTATCAACG
+AACACCTTTTATACCCTTTACTTTTTCATTACTGGCTTTCACTTTATGCATGTCTTATTAGGAATGATTA
+TTTTGGCTTATATGGGACTTAAAGCACGCAAAGATTCTTATATTCCGACGGATAGTAATGGTTTTGAAGC
+AGGAGCTTCGTACTGGCATATGGTTGATCTTGTTTGGATTATTGTTTTTTTTCTTATTTACATCATTCAC
+TAGGATAAATTATGAATCGCTTAATTAATAATGTGCATTTTTCAGCAATTATTCTGATAGTACTAACACT
+GGTTAGTACTTTATTGGCACAATCAAATAGTCAGACAAATCTAGTTGCGATATTAGTTACCCTGTCAGTA
+GTGATAAAAGGCCAGCAGATCGTCGATGTTTTTATGGAGCTAAAGAGGGCACAAGCTAAATGGCGCTGGC
+TTTTGTTAAGTTACGCTATTTTAGTCCCTACGATATTAGCTATCATTATATATATCTAATCACGCTATAA
+TCATTGAATTACTAATGATTTATTCTTTTTCCCCACGTTGGAATATTGCTTGTGCTTGAAAAAACGTTAC
+TAAAAATTGCTTTAGATCTGAGTTTAAGTTTACCTAAAAAAGCCCATTATCAGCGTTTAATGCTGGCCGT
+TAATGAAGTAATGCCTTGTGATGCAGTAGCCTTATTGGTATTACAAGATGATTATTTGGTTCCTGTCGCG
+GTTGACGGTTTGTCACCCGAAGTACTGGGAATGCGCTTTTCTCCTGAAGAACACCCAAGATTAAAAGCTA
+TCTTATCTTCGCGTAAACCCATTCGTTTTGATGCTGACTCAAGTTACCCTGACCCTTATGATGGTCTGCT
+ATCGATAGACCCCAAACGTGTACTTGATGTACACGATTGTATGGGCTGCTGTTTATATGTTGAGGAAAAC
+CTTGTTGGCGTGCTCACGCTGGATGCGTTACAAGTTGGTGCCTTTAGTAATGTCGATGATATTACCGTTG
+CGACTTTAGCTGCACTTGCAGCAGCAACGATACGTAATGCTAACTGTATCGCTGTGTTAGAGAAAAGAAA
+TGAGAAAGCATTGTGTTTAACTAATGAATTGGTGAAAGACGCTCATAAAGCCAAAGGTGACGATTTTGTT
+GGTGAAAGCCCGAAGATGTTGGAATTAAAAAATGAGATCAAGGTAGTCGCCAATTCAGAGCTTTCGGTAT
+TAATTACCGGAGAAACTGGCGTGGGTAAAGAGGTTGTCGCACGTACTGTTCATGCGCAATCACGTCGAAG
+TGAAGAAGCAATCGTACAAATAAATTGTGCGGCTTTGTCAGAAAATATCGCGGAAAGTGAATTATTTGGT
+CATGTGAAAGGCTCGTTTACTGGCGCCAATAAAGATCGCATGGGTAAGTTTGAGCTCGCCAATCACGGTA
+CATTATTCTTAGACGAAATAGGTGAACTGTCTTTAAATCTTCAAGCAAAACTATTAAGAGCTATTCAAGA
+GGGCGAGATCCAGCGGGTTGGAGCGGATAAAAATTTCTATGTTGATGTGCGAATTATTGCTGCCACTAAT
+CGAGATTTATCCAAAGAAGTTGCCCAAGGACGATTCAGAGAAGATCTTTATCACAGGTTAAGTGTATTTC
+CGCTTAATGTACCGTCTTTACGTGAACGAATTGATGATATTCCACAGTTGAGTGGCTTTATCTTAAATAA
+TATTAAAGGAAAAATTGGCACCAACAATGTCAGAGTGAGTAAAACGGCTATGCACCAACTCATGCAATAC
+GATTGGCCAGGCAATGTCAGAGAACTGCAACACGTGCTTATGCGTGCAGCATTGAGAGCTGCAGCCAGCG
+CAGAAGGAAAAGTAGCAGTGATAGAACTTAAACATTTAGGTTCAGATTTTGTTGCGGATAGCGCTGTTGA
+AAGTGGCAGTATTACTCCAGTAATTTCTACTGACAATAAATCATTTAACGAAATACTATCGGATTTTCAA
+CGTCAGTTGATCACACAAGCAATGGAAGATAATGATCATGTGTGGGCAAAAGCTGCACGTCAACTGCAAC
+TTGATAGAGGCAATTTATATCGTCAAGCGAAACGTCTAGGGTTAACCTAAGTTTTATAATGAACGGCATG
+AAGCCAATAGTTTATTATTGGCTTCATTTTTTTAGGCTGCTTATTTCAAGAGCTCACCTATTTAAAGAAG
+TTAGTTATTTTAAACTGGCAAAATAGACAGAAAGATTCTCTATATCACTATCAGATAATGCACCAGCCAT
+GCCTTGCATCACCGCCGCCTGACCACCATTTCTCTTCTTAGAACGATAAGCTTTTAAAGAACTAACCAAA
+TACTGCTGGTTCTGTCCAGCCAGGTTTGGGTAAGTGGGAATTATTGCTTTGCCCTTTGCACCGTGACAGC
+CTGCACACATACCTGATTTGGCTTTACCAGCTGCAATATCTCCAGCGAAACTGCTAAAAGACAATGTAAC
+TAGTGCAAGTGTTACTGAACTCAATAGTAATTTTTTCATAATTTTCCTTAGATTAATGTTAGACCTAGTC
+AAATAATAGCAACCACTGTGCCATATTATATCTACTTGTTTTTATAAGATTTTTTAAATTTTTTGATTTG
+TTTAATTTAGTTTGATGTCATAAAGACTCGGTATCTTGAGTTATATGGACACGTTTGTTCTATATTATTA
+TTACTGTTTTATTTATCTTAATGATTTATAAGCTTTTATTATTATGGCATGCCTTCTGCAGTACCATTAC
+TGCAATATGTGTTACATGAGTGGAGTCAACATTGTTGATATACCCAAGCGACCTGAAGATGCAGGTTTCA
+GCTGGAATTATAAATGCCTTTGGGCAAGGCATTGATTGAAGAGAATAGTTATTCTATTGTCGAAATCAAT
+AACGTAGCGTAAAGCGTTTATAAACCAGCCCTGCGGGGACGCTTGAGCAAAACATGTTCTTCGTTGCCTC
+TTGTTTTAAGGGAATAACCCTTAATAAAAAGAGGCGCCTTGACCATGAGTTCCTCAAGCGTCCTGAAACA
+CGCCTCTTCAAGTGGCTTGGGTATAAGTGAAAATCACCATGAATTAACCCACATATTTCATTATTTAAAA
+AATACCAATTCTTCAAGTTGCTGAGGCAACCCTGAGAATATGCTAACTGTACCAAGGAGGTACTTATGAA
+AACCCTAACTACAGATGTTGCTATTATCGGTGCAGGTCCCGTTGGTTTATTTCAGATATTCGAGCTTGGC
+TTACAAGGATTAAGTACTGTTGTAATTGATAGTTTGCCGGAGATAGGGGGTCAATGCAGTGAGCTATACC
+CAGATAAACCTATCTACGATATTCCTGCCTTGCCTAACGCAAAAGCAAGTGAAGTGATAGATAACCTTTG
+GCAACAGGCTGCAATTTTTGACCCTACATTTTTATTGGCTGAACGGGTAGAGCATATCGAGAAAGTCTCA
+GAGCATTCTTTCATCGTCACGACTCATAAACAGACACAAATTCATTGCCGCGCAGTCGTTATTGCGGCGG
+GTAATGGCGCTTTTTCACCTGTTAAATTAAAACTGCCGTTAATCGATAAATTTGAAGATACACAACTGTT
+TTACCGTATTAGTAATATTGAACATTTCAGAGATAAGAATGTGGTTGTGCTAGGCGGTGGTGATTCTGCT
+TTGGATTGGAGCTTAACGCTGCAAAAAACAGCTAAGAGTGTGCTTCTTATTCATCGAAGTAGTAATTTTA
+AAGCAGCAAAAAGCAGCGTTAATAAAATGTATGAGTTATGTGAGCAACTAAAAATGCAGTTTTTATGTGG
+CCAAGTGAGCAGTTTTCAAGAAAAAGAAAATAAGCTAACAGGACTGACTATTACCTCAAAAGATGGCGTT
+AACCGCAGAGTGGAACTTGATGAACTCGTCGTTCTTTTTGGGATGTCACCCAAACTTGGACCAATAGATA
+ATTGGCAACTTGAAATGCATCAACACCAAATAAAAGTAGATACGCAATCATTTCAAACATCAGTAACTGG
+CATTTATGCCGTGGGCGATATTAATTATTACCCCGGTAAAAGAAAACTTATTCTAAGCGGCTTTCATGAG
+GCAGCGTTAGCAGCCTTTTCTATTGCCGAAACCGTTTTAGAGAAAGACCGTATTCCCACGTTATACACAA
+CGACGAGTCCGGTAGTACATCAACGATTGGGAGTAGAACACTCACTGGAAGCGATGTTGAGTTAGTCATT
+GATTACCGTCAGATAGCATAAATGCAGATCAGATGGTCTCAGTGCTCATCTTTTCAAATCAAATCAAATC
+AAACTTAACTAAATTAACTAAATTAACTAAAACCAGATAAATAGCTAAAAATAACTTACTTAACCGTTCA
+ACCAAATAATAGGAAAACATCATGTTTAATATTTTCAAGACTAACAAAGCGCAAACTAACGATAACGTAT
+CCGCACAATCAAACGAACACGATAATGCTGTAAAAAATAACTCAACTGAAGAGGAAGAGAATAAAAAAGT
+GCATGGCGAAGATGGCGTATGTTGTGGTGGTTGTGGAGGAGAATAGTGCAGAGTCATCGATAACAATAGA
+CGAAATTAACGGCTGATTACGCTTGAGCTGACATTGCTTAAATAGATATTCAATTAATAAAGGTATAAAC
+ATAGAGGAGTAAATCACTCATACTTTAGCATGACAATGATTAAGTTGGTGTTTTTTAACTTGTTGTAATG
+TAAGTCTTTATTGTGTAGTGGTTGCTTTGTAATTGACTTCACTCTGATTGATTTTTGACGAAGACTGCAC
+CATCATCAGCGTTAATTATGATCTCAGGAATGTTTATGAAAAGCGTCTCAGCCTGTCTAAGCTTTTTTAT
+TATCTTGCCCGTATTAGGACAAGATATAAATGATATGGAAAAAATTAATGTTTATGGTCAAACGCCACTG
+TCGAGTACTGTCGTCAGTGATCACAGTGCTTTTGGCAGTGTTCAAACGATAGATGCGCAAGCGCTTGTTC
+AATCGCAAGCTATCTCTTTAGCCGAACATATGAAGAATCAGCTGACGAGTTTGCATATAAATGACGTGCA
+AAATAATCCATTTCAGCCTGATGTTCAATACAGAGGGTTTACCGCTTCACCGCTATTAGGCTTACCTCAG
+GGCATCTCTGTTTATTTAAATGGCGTACGATTTAATGAACCCTTTGGTGATACCGTAAATTGGGATTTAA
+TACCTCTTGCGGCGCTTGACACTGTTTCTTTATATTCTGGTTCAAACCCTGCTTTTGGCCAAAACACCTT
+AGGCGGTGCGCTCGCGTTACAGACAAAAAATGGCTTTAGCTATACACAAAATGAGCTTGAGGCTCGTTTT
+GGTAGCTTTGGACAACAACAATATACGGTGCAATCTGGCGGTAATAAGGGCAATTGGGGTTATTATTTTG
+TTGCCAACAAGTATCAAGAGGATGGTTGGCGAGATCATTCTGCAAGTGAATTACAACAGATGCTTGCAAC
+CCTTACTTATGCGAGTGAACGTCGTACCATCGATTTTATTGTTTCTGCCAATAATAACGAAATGCTTGGT
+AATGGCGCAGTGCCAGAAAAACTTGCTGGATTAGCGGGTAGAAGCGCTATTTATACCCAGCCAGATAAAA
+CCGACACGAGTTTTCAACAGTTCATTGTTAAGGCCGACAATGTTATTAACGATCAAATGTCATGGCAGGC
+AAATGTTTATTATCGCCAAAACGAAATTAACAGCTTAAATGGTGATGACAGTGATTATGAAGAGTGTGAG
+TCTGGCTCGCTTTATAGCTTGTGTGAAGAGGGGGAAGATGACTCTTTAGAGCGAGTTCATTTTGTTGGTT
+ATGATGAAGATACTTGGTTAAGCGAACTAAGTGATATTGATGCAGACGATATAGATGGTACTTTGAATAC
+AGGTTTAACGGATAATGAAAGTTATGGTGCTGCGCTGCAATGGGTTGGATTAAGTCATTTTGATGCTTCT
+GAATCTTTCTACGCTGTTGATAATGAATTTATTTTTGGCTTGGGTGTAGATCAAGCTCAAATTAGTTTCA
+ACAGCGATACCCAATTTGGCATACTTAATAATGAAACAGTAGATGATGACCGTTCGGTAACCGGTATTGG
+TTTGTATGATAGTGAATCACGTGTAAGTTTAAAGGTGAAAACTCAACAGCAATATCTTTACTTTTTAAAT
+GCGATGACATTCGGGGGGAATTTTACCCTTAACCTCGCTGGTCGTTACAATTACGCCGATGTGAGCATGA
+AGGATCAAATTGAGACTGGCAAAGGCTCACTAAACGGTGAGCATGTTTTTCATCGTTTTAATCCGGCAAT
+TTCTGTTAACTATCAGCTTAATCAAGAGTACTCGGTTAAATTAAGTTACAGTGAATCTTCACGTACACCT
+AGCCCTGCTGAATTGAGTTGTGCGGATGAAGAAGACCCGTGTAAATTACCCAATGCTTTTGTTGCCGATC
+CGCCTCTTGAGCAAGTTGTTGCCAAAACAACAGAAGCGTCTTTACATTACGATAATACCAATTTTTCAGC
+GCTAGCCACGGTTTTTTCAACCTTGAGTTATCAAGATATTATCTTCCAACAGGCGGGTGAAAAGTCTAAT
+GAAGGTTACTTTATCAACCTTGATAAAACTCAGCGCCAAGGAGTAGAGCTTGCGTTTTCCACCCAAGTTG
+GCGATGTTGATTTTAGTGCTAGTTATAACTATTTAAAAGCAACGTTTGAATCTCCCTTTGTCTCTTTTAG
+TCCTGTTAATCCTTTAGGACCGAACAGACAAGTTAATCCAGGTGATGAAATACCAGGACAACCTCAAAAC
+CAGTTTAAATTCCATATAAATTGGCTGTTCAACGACCAGATAAATGTCGGCACAGAATTTTTATATGCCT
+CTTCATCCTATTATCGAGGTGATGAAGCAAACGATAATAAGAAAATACCGGGTTATGCAGTAACCAATAT
+TTATCTGAATTATCAAATCAATGAGCGACTACGTTTATCTGCGAAAGTGGATAATTTATTTGACCGTCAT
+TTTGATACGTTTGGAACCTATGGCGAAGCCGATGAAGTGCTAGGCGAACTATACCCAGATACGGAATTTG
+ATGAATACTTTGTCGGACCATCAAGACCACGTGCTATCAGCGTCAGTATTAACTATCAGTTCTAAATTTA
+TTTGAATCGGTAGAATACTGGCGTACTCACTAAAAGACGAGCTTTGTCATACTAAAGGAGGAAAGCATTG
+TTGCAGCAGTGAGAATAGGATTAGGGTATGTATTTTATCTCTTATAAGATCAAATCGATGTACAAAAACT
+CTTATCCTGCTTACCTTTCTTATTGCGCCTTATCACTAACTAGCTTGAGTGGGATAGCGCTGGCAGATGA
+TGATATAAAAATCGAGCAAAACAATTCATCTCATACCGAGGTTATTGTCATTACCGGCAGTCGACAAGCC
+TCTGACTTGTTGAGTTTTGCCGGCAATGTCGATCGCATTTCCACTGAAGATATCGACATTGTTAGCGCTG
+TTCACCCTAGCGACATTCTTAATCGTGCAACTGGCGTTCATATTCAAACTAATAATGGCATGGAATCATT
+GCCTTCAATGCGCTCTCCTGTGCTAACAGGACCGGGAGCTGCTGGCGCCTTTTTGTTCCTCGAAGATGGT
+ATTGCTACGCGATCTGCTGGTTTTGCCAATAATAATGGTCTATCAGAGCTGAACCTTGCGCAAGCCAGTG
+AAATAGAAGTTATCAGAGGACCCGCTAGTGCTGTCTATGGCTCTAATGCCGTGCATGGTGTGATTAATGT
+CTTAACAAAAGCCCCGAGTGATGAAGGGGACGTTTCATTACTATTTGGTCCGAATGAACGCGTTCAACTT
+CAAGGCACGCTAGGTCGGGAAATGGATCAGCAAGGTGTCAGTGGTAATTTTCAAGTTATTGACGAAGAGG
+GCTATCGAGATGATAGTGGCTTTACTTCATTTAAGGTCAATGGCAGACATGATTATGAAGAAGGTGTTGA
+TAAAATTAGCACGCTTATTTCAGGTTTTGTACTAGATCAAGATACCGCTGGTTTTATCTCTTCAGGTGAC
+AATGGAAGTGATTGTTATAGTTCTGACTATGCAGATGGAAACCTTTATCAAGACCGTAATGCAATGGAAA
+AAAATTGTGATGATGATGCATATCGTAAGTGGTCATCATTACGTATTGCTACTAACTGGCAACGTCTATT
+AAGTGCTAAAACTCACTTCAGTATTACCCCATACTTTCGGGTCAATCAAATGGAATTTCGCCAACACTAC
+TTGCCGTCAAAAGCGATAGAAGAAAATAGTCATTACAGTGTCGGAGTTACCAGTAATTATTATTGGCAAC
+TAGAAGCTAACCTAGCGTTAGTCATGGGTATTGATGCTGAGTGGACTGAGGGAGAGCTGACCCAAACGCA
+ACAAAAGCCAGATACCTTTAGTTTTGGTAAAGCACGACAACAAGGCACACATTATGATTATGAGGTTGAG
+GCTTCAACGATAGCGCCCTATATTCAAGCAGACTGGCAAGTGAACGATATTTTAAAGTTCACCGGTAGTA
+TCCGTTTTGATGCCACCGAGTATCGTTACAATAATCTCATTGCTGACGGCACCACTAAAGCTGATGGTAG
+CAGTTGTGTTAATAACTCAGGCGAAGCGACCCCTTGTTTGTATCTTAGACCGAGTGATAGCGATGATCAC
+TTTAATAATACTAGTACCAAGCTTGGCTTTAATTATCAATTTGCTGATGATACCGCGTTGTTTGGCGCTT
+GGTCGCAAGGATTTAGGGCGCCACAAACGACAGACTTGTATCGATTACAAAATCAACAAGTGGTAGGAGA
+AATAGACTCAGAGGAAATTAGCAGTACTGAGATAGGTGTACGTGGCGTAACTGACAAATTTCATTATGAA
+GCTGTTATTTATACCATGACTAAAAATAACGTTTTCTTCCGCGATGCTAGTGGCCTCAATGTTACCGATG
+GTAAAACTTCACATCAAGGTCTTGAACTCGGCGTTAACTATGACTTTACCGAAAACATCAATCTGGCTAT
+TAATTACAGCTATGGCGAGCATGAATACGAATTCGACCGTCCAAGCAGTGGCGTGGTAAAAGGTAATGAG
+ATTGATACCGCACCTAAAAACCTTGCCAATACACGATTACGCTGGTTACCAACGACGAACACAACCCTTG
+AACTAGAATGGTTACATATGGGGGACTACTTCTTAGACCCAGCTAATGAGCATAAGTATAAAGGGCATAA
+CTTGTGGCAACTTCGTGGTGCTGTTCAAATAAATCGTCATGTTAATTTGTTTGCCCGTATTGAGAACCTA
+ACCGATGAGAAATACGCTAGTCGTGCTGATTATGCGTTTGGCTCTTATCGCTTCTTTGGTGGTCAACCGC
+GCGCTATTCATTTTGGTGTTAGTGCCAACTTTTAGTCCAGACTAAGACTAGAATTAATATTGAATCGATA
+GAAAAGGAAAAAAGATGAGTAAATGGTTTATTGGCTTGATGGTATGTTTTTTCTTATCTTCTTATGTCGT
+TGCCCAACCTGAGGTACGTGTTGGTGTTTTAAAGTTCGGCACGGTTAACTGGGAAATTGATGTGATTAAA
+CATCATCAACTCGATAAGAAGTTTCAGTTTGATTTAACCGTAATGGCATTAGCCAGTAAAAATGCCTCTG
+CGGTTGCCTTACAAAGTAAGGCGGTTGATATTATCCTCAGTGATTGGCTTTGGGTGAACCGTCAGCGTTT
+TGAACAGAGAATGTATACCATGTACCCAACCTCAATGGCGACTGGAGGACTTTATGTTTCTGCTAATTCT
+GCAGTTAAATCTTTGGCCGACCTTAAAGGAAAAAAAGTAGGTATTGCTGGCGGAGCTGTTGATAAAAGTT
+GGTTGTTATTGCAAGCCTACAGTCAAAAAAAATATGGACTTGATTTAAAGAAGCAAGCTGAACCTACTTT
+TGCCGTGCCACCTTTGTTAAATAGACTAATGCTACGCGGTGATTTAGACGCCGCAATTAACTTTTGGCAC
+TATGGCGCTAGACTGAAAGCGGCAGGTTATGAGACCTTAGTGACTGTGCCTCAAATGCTTGCGGAACTTG
+GAATTGAAACTAAAATACCTTTGTTAGGTTGGGTATTTGATCAAACATGGGCAAATGAACATCCCGAGGC
+GATAACACGATTTTTGCAAGCGTCACTAGAAGCCAAGCAAATATTATTATCATCTGATAAAGAGTGGCAA
+CGTATTCGTCCCTTGATTAAAGCTGAAAATGAAGACGTATTTACCCTATTGAAAAAAGATTATCGCGCAG
+GTTTGTTACGTGAATTTGGTGACAAAGAAATAGCGGCGAGTCAGCAGGTTTTTGAGATATTAGCAGAGCA
+GGGCGGCAGTACTTTGGTTGGTAAAGCGACGGCATTAAGCGAGGGAACTTTCTGGCGAAACAATACGCTG
+GATAAAACGAGTCGTGCTAAGAGTATTCAATGAAACTCTTTTTCAACAAAAATGTTGCAACACCAAAAAG
+CTTTTTTAAAAATATCCCTTTACACAAAGGCGCTTTGACCATGAGATTTTCAAGGGAGTTGTTTTCATTT
+TTATTATTGCGGCTCGGCGTTATTATTGTAATCTCTGCATTATGGCAGGGCTTGGCATGGGTAATTGCTA
+GCCCAGATTTTCCTTCACTATTTGCCGTGATTAACAGTGTACAGTTTCACCTCAATGAAGGTGAGATGGT
+GACTAATATTTTGATTACGCTTAGACGTGTATTACTGAGCTTTATTATTGCGATGCTGTTAGGCGGCATT
+ATTGGAATAATGATGGGGGTTAATGCTCGGATTAATAAACTAAGCGATTCGCTGCTTATTATCATGCTTA
+ATATTCCAGCCTTGGTGACTATTTTACTTTGTTATATCTGGTTTGGTTTAGTTGAATCTGCGGCCATTGC
+TGCAGTGGTTATTAATAAGATCCCTACGGTAGTTGTGATGATACGAGAAGGAGCGCGAGCGGTCGATAAA
+GACTTATTGGCGGTTGCTAAAATTTACCAACTGTCAGCCAGTAAAACCTTTTTTAATGTATTTTTACCGC
+AACTTTATCCCTTTATCATTGCTTCTGCCCGCTCAGGGTTATCTTTAATTTGGAAAATAGTATTAGTGGT
+TGAGTTGCTAGGGCGAAGTGATGGCGTCGGCTTTGCACTGAATACCTTGTTTCAATTTTTTGATATTGCA
+GGAATTCTTGCCTATACCCTTGTCTTTGTTGTGATTATTTTACTCATTGAAGCGCTGATTTTTAAACCCT
+TTGATAAACTTGTTGCCAGAGGAACCCGTTTTGATTGAACTCAATGTCGCTATAAAAAATAAGTATTATG
+CAAACAGTGACCAAGCGGTATTAGCGCAATTGGATTTTACTGTGAAGCCTGGAGAGTTTGTTGCCCTCAT
+AGGCCCGTCGGGTTGTGGAAAGTCGACCTTACTCAATATGATTAGTGGTCTTGAAAATTGTTCGGGCCAG
+CACATCTCTTATAATGAGAACGCTTATAATGAGAACGCTTATAATGAACGGGCTTTGCAAGAAGAGGGTG
+AAAGTAATAAAGCGTTACATCAACTCGGCTATATTTTTCAACAGCCCAGGTTAATGCCTTGGCTTACCGT
+TCGAGAGAATATTGAGCTGATATTACAACCGAACCAGTTTCACAAAATTGATGATTTATTAGCGCAAGTT
+GGTTTAGCAAATGAAGGGGAGTATTTTCCAAGTCAACTTTCTGGTGGCATGCAACGACGGGTAAGCATCG
+CGCGTGCTTTTGCAATAAATCCACAGTTGCTGTTATTAGATGAGCCTTTTAATTCTCTTGATGCGCCTAC
+TGCAGCACGATTACGACAACTGTTAATTGATTTGTGCGAACAAAGAGGTACTACCGTTGTGTTTGTAACC
+CATGATTTGCAAGAAGCTGTTTATTTAGCTGACCGCATTATTTTTATGAGTGACTCTCCTAGTACCATAG
+TTCATCAGAGCATTGTTGATTTGCCTAGGCCGCGTAAAGAGTCTGGGGTGTCTGAGTTAGCATGGCAAGC
+AAAGCTTTTATCTAAGTACCCAGGCTTACTTGCGGGGCAAATTGACTAACGCGCGATATTTATTTGCGTG
+AGGCAATAATAAGATCAATTTAAAAGGATGAACAATCAGTGCTGTAAATATTGTCGACTCTGTTATTACT
+TTTACTTACCTTTACTTACCTTTACTTAGTTTTTCATAGTAACAAATATTAATATCTTAATTAAATAAAG
+TCAGCCTTGTCGTCATATTGCTCATTTATTTGTCTTTTAGTTCCCGCTTAGAGCTCTATTACTCCCTCAA
+ATTAGTCCGTTTATTCCAACTAACAAAAGCAATTACTCACTTCTCATCCTTGCTCCCCCTAAAGTAGTAA
+GCCTTTTGTATGCGACTAAATAACAAGCTATTTGGGTAAGTTGACTCATTCTCTTTCTATTGGATGGTTT
+TATCATGGATGTACTAAATAATAACGATAAAACGGGAAGCATGAAAATGACTAAACTATTTAAATTAAGC
+TTAATTACAGCAACAATGACTATGGCAGCATTCAACGCAAATGCAGCAGTTGAAATTTACGAAAAAGATG
+GCATGTCATTTAGTGCTGATGGCTTAGTCAATGTCTTTTATTCTAACAGCTCAATTGATTCAACCAATGC
+TGCTGGCATGGAAGAAGATCGTACTCAATCGCGTGTTCGCACAGGCTTCCTACCAAGTAATATTGGTTTT
+AATTTTGCTAAGCAATTATCAGATGTGAAAATTGGTATGCGCTCTTCATTTTGGGTTTCTCTAAGTGATA
+GCGATAATAATCGTGATGCATCGCCAGCTGATTTGGGCACAGGTTCACTAATTGATGTGCGTCAATTCTA
+TGCAACGGTAAGTGGTAGCTGGGGTGAAGTTTTACTTGGTAAAGATTTTGGTCTCTATAACCGTGCTAAT
+ATTTTAGGTGATGAACTGTTACTTGGTTTTGGTCAAACGTCTGACTTTTTTGGTTTAGTTGATGGCGGTA
+ATGTGTCTTTCGGTAACATTGCTACGGGTTACACTTACCCAATGCCAAAAGCACAAATGACTTATAGAAC
+ACCTGAAATGAACGGCTTTAAATTAGCGGTAGGTATTATGGACCCTAATAAAACAGCGGGAGACTCATCT
+GAAGAATTACCGCGTTTTGAAGCTGAATTAATGTACAACACAAGCTTTAATGAAAACAGTTCAATGAAAG
+CCTGGGTTAGTGGTGTAGCGCAAACTAGTGAAATAAATGATGTTGAACAAAATCAATCAGGTATTGGCTA
+CGGCGTTAACGTTATGTTTTCAGGCTTATCATTAACTGCTTCTGGTTATAGTTCAAAAGGTTTAGGTCAT
+GTTGCAGGTTTAGATCATATTGTTGGGGTTGATACGATTGAATCTGATGGTTATCTAGTACAAGCAGCCT
+ACACAATGGATGATAACCGTTTTGTATTAACTTACGGTGAATCTGAAACAACAAATGCTGGTAATGTTGA
+GGTTGTTGGCATTGTTGGTGATGCGGTACATAGTAATACCGGTGTGGCTTATTTTAGAACGATTGTTCCT
+GGTGTAACAGCGGTATTTGAATATAACAATACCGAAGTTGATGCAACTAACTCACTGATAGCAGAAGATA
+ATAACACCTTCTCAATTGGCGCAGTGGTAACTTTCTAACGCGCAGTTCATCATGCTTCCTCGTTAGTGTG
+TGGGGAAGGTGATGAATATTAATTTACACCCAAGCGTTATGGTTAAGCAGATTTTAGCTATAATTAGCAA
+CAGGCACCTTTAAATGGCTTGGGTGTTTATTGATCTATTGTTGGGTAAGTGTTGCACTAAAAGATGAGTT
+ACCTACAACTAACGTAGGGTTAACTAAGTACTTGTAACATGTTAAGTTTAAATAGTTAATTTAATCGCAT
+GGTAGTTAGCCTTATGTATAAAATTTTAGTCGCAGACGATCATCCGTTGTTTAGAGATGCCATTGTAAAT
+ATTATCGGCATAAAGTATCCCGGTTCAACCACCTATGAAACTGAGGATGTAGAATCGACACTCGCTTTCG
+TTAAAGATAATGATGAGATTGACTTAATATTGTTAGACTTGAATATGCCTGGTATGTCAAACCTCAGCGG
+TTTGCTAGATCTACGTAATCAATGCCCGACAACGCCTGTTGTTATTGTTTCAGCAGAGCAAGAGAAACAA
+AAAATTCTACAAACCCTTTCTTATGGTGCGGTTGGTTTTATAGCCAAATCATCTTCGAAAGATGTTATTG
+GCGATGCACTAGACAGTATCTTTCAAGGCAACGTATATTTACCATCAGATATTATGCGCTCGCCAACGAA
+CTCAACAGTGACTAAAAATGAGTTTCAAGCCTTACCTGAAAGTATTTCCTTATTGACTCGGCGTGAATTG
+ATTGTGTTACAACACTTAACTAAAGGTGAAGCTAACAAACAAATTGCCTTTAATTTACATATTTCTGAAA
+CAACCGTTAAATCACATGTTTCATCCATTCTTAAAAAGCTAGGTGCATCTAATCGAGTGAAAGTAGTACT
+CGGCTGTAGCGATATCGATTTTAATCAATATTTAAAGCGTTAGTTTTATTTTCCTTCCAATAATTGAGGA
+CGTAAGTACCTCAATTATTCTATGTCATAAATATAAGTTTCGGTGCTTTGATAAATCGACAAAGCAATTT
+CTATCTCCATTTCTAAATATTCAATTGAAATCTCCAGTTTTACACGCCAAAGGATTAGCAGGGCAGCGCT
+TTAATATTTTGGCGTAGATGAAAAAATAATCAATTAGTTGTGTCAAATTGATTATGTAAGTCTATTATAA
+AAGTAAAGGAATTCTTGGATTTAGCTTAATATGAAATCAAGCAAAGCTGAAAAGGAACTAACTCATCAAT
+ATGTTCTTAATGATTCACTTCACCAATTATTTGATGCTGTAAATATTGTTTCCGTACAGGGATATGATGA
+ACAGCGTCGGGTAATTTATTGGAATGTCGGAAGTGAATTACTTTATGGTTACACCCAAAAAGAAGCACTA
+GGGCAAAAATTAGAAGATTTAATTATCCCTAAGCCCATGCGTGAGATAGTTATTGGTGCGCACAGTGATT
+GGATCAAAAAAGGCATTGAAATCCCTGCTTCAGAAATTACCCTATGTCATAAAAATGGTAATGATGTAAA
+TGTTTTTTCAAGTCATGCGCTATTTACTAATCAATATAATAAAAAGCAAATGTATTGTATTGACGTCAAT
+TTAGCTGATGTGAAACATGCCCAATCCCAAGCACTATTTAAAGAGCATATGCTTGAGACAATCTTTAATG
+CAATACCTGATTTATTTTTCTTGATGGAAGTAGATGGGATGATTGTTGATTATCATACGGGTGACCAAAA
+GAATCTCTACGTTGCGCCACACCAGTTTATTGGTAAGCGTATGACAGATTTATTACCTCAGGAGGTCGTC
+AGTAAATTTCAAACCCATGTTGATAAAATATTACAGCAAGAGGGGATGATAACCTTTGAATATGAGTTAA
+CTATGCCGCATGGATTGGTGCATTTTGAGGCAAGAATGAGTTATTTGCCTGAGTATAATCAAATAGTACT
+CATCATTCGTGATATTAGTGAACAATATAAATCTGCCGAAATAATACGGCATCAGGCTTATTTTGATACA
+TTAACCTCATTACCCAATCGTTTCTTAGCACTCGACCGTTTATCTCAAATGCTTACTGAAGCTGAAAGGA
+ATAATGAAAAAATCGCAGTGCTTTTTCTTGATTTAGATGACTTTAAGAAAATTAATGATTCATTGGGTCA
+TGAGATAGGCGATAAAGTACTCATACAATCAGCCCATAGATTAAAGCAAGTATTAAGAGAAGGAGATACT
+GTAGGGCGCTTGGGTGGTGATGAGTTTATTGTGCTATTACGCGGTGTAACTGAAAATCATGATGCGTTAG
+TTATTACTGAAAATTTACTTAAAAGTTTTAGGGAACCCTTTGTAATAGATGGTAGAGAATTAATGCTGAC
+CTTGAGTATTGGTGTTGCCATTTCACCTGAAAATGGCCGTTGTGCTTCTGATTTGTTGAGAAATGCAGAT
+ACCGCTATGTATAAAGCAAAAGATTTAGGACGAAATACTTATTCGTTTTTTTCTAAGAAAATGAATACCA
+TGATGCTCCGTCGTTTTGAAGTTGAAGAACAAATGCATGGGGCCTTGGAGCGTAATGAATTTGAATTATA
+TTACCAACCTCAATTTGACGTTAAAAAACAAAAGATCACGGGGGTGGAAGCGTTGTTGCGGTGGCACAAT
+TCAGTACTAGGTAATGTAACGCCGGATGAGTTTATTCCCATTGCAGAACACACTGGGCTTATTATTCCTA
+TTGGGCGATTTGTTATTAAGCAAGCCCTCGGTTTTTTAAATAAATGGCAAAATATTCATCAGCAAAAATT
+CACAATGGCAGTTAATTTATCTCCTTGCCAATTCAGAGATTCAACATTACTTGGCTTTATCAAGGATTCA
+CTGAGTGAAACAAATGTTATTGCTGAACATCTGGAGCTTGAAATTACAGAGGGAGTATTAATGAGTGGGC
+AATCTCATATTCATGATGCGTTAGTTGAAATTAGTGAGTTGGGTATAAAACTATCAATGGATGATTTTGG
+TACAGGGTATTCATCCTTAAGCTATTTAAGACAATATGCTTTTGATGTACTGAAAATAGATCAGAGCTTT
+ATTCGTGGTATACCGCTAAATAAGGCTGATTGTGAGTTAGTTAATACAATCATAGCAATGGCACATAGTT
+TAGGGCTGACAGTGGTTGCTGAAGGTGTTGAAACGAAGGAGCAACTCACGTTATTAGAGGAATTGGGATG
+TGACTTAGTGCAAGGGTATTATTTTAGTAAACCGATACCAGCGAAGCAGCTTCTTGATTTTTCAGTCCAC
+TATAAATAATGCCTTAATGCCTTAATGCCTTAATGCCTTAATGCCTTAATATCTTGGTTAATCCTTGTTT
+AGGATAGTAATTGAACCGTCAAGATGTACATCTCTTTGCGGGAAGGCAACAATAATATTATGCTCTTCAA
+ATAGTTCATCTAATCTAAAACGAATGTTACTTCTCATCACTCTCAACCCCCCTTCAACATTTGACTTCAT
+CCAAAAATTCACTTCAAATATTAAGGCGTTATCACCAAAATCTTCAAAGACAACCAGAGGTTTTGGATCA
+GTTAATATTCGTGACTGCTCTGTTGTTGCCTGCAAAATAAGTTCAGACACTTTTTTTGCTGACGTGCCAT
+AAGCGACCCCAACTCTTACCGTTGATCTCATTAAACTATCGACAAGCGTCCAGTTAATCACCGTATTTTC
+AATTAACTTACTATTTGGTATTAATAAATGTACGCCATCAACACGCTTTATCCGTGTTGACCGCGTGTTA
+ATTTGCTCAACGATACCCTTTGCATCTTCAACTTCGAGAAAGTCACCTATGCGAATAGGGCGCTCCCACA
+TTAGTATCCAACCGCTAATAAAGTTATTTATAATGTTTTGTGCACCAAAACCGAAACCAATGGCGATAGC
+CCCCGATAAGAATGCAAAAGCAGTGATGGGCACATTGATAACGTCTAGCGTGGTGATCACTATGATCGTT
+ATTGCCACAACATAGAATACTCGTTGCAGTAAATGAATAATATTAGGATCGGTATTTTTGGTTGTTAAGC
+GGTGAGTAATTATTTTTACCGACCATTTTGTCAAGAAAAAACCAATAATCAAAAAAGTGGGGACCAGCAA
+AATGTCACCAATAGTAATAGGTTGCTCTGCAATTGAAGCGATAGAAATGTTTAAAAAACTTACCAGTTGT
+TCATATGTCATCAGACACTCCTTATAGAATAATGATCAAAATGGGTAAAAAAACTAAGAACTACTTTGTA
+TGGCTAACAAATAATTACACTTATGAGTGTTGAGTAACGTAGGTGAATTGAGTACGCCGACCTTAAATTT
+TGGTTTGTTCATACACTGTCTAGTCTTGCCTATTTGCATAGGTAACATTCTCTACAGATAATACCATCAA
+TGGGGTAAGCTTAGCATTTAATGAAAAAAACTCAAAAAATACAGTTTTAACAGTGGCTTGGAGGTTAACC
+TTAAATATCATGTTTAGCCCCTTTAGATTTATTTTATGGGTATGTTAAAACCTTCAAAAAAAATAATTTT
+TTGTAGGGGGACTGACTGAATAAATAAAAGAAAATTGAGTTATTTATTGGCAGGATTTACAGTGAGAGCT
+TTAAGACTTGCTAATTTTCAAGCTTGGGACAATGGCTATGATATCGATTTAAGTTATGTGAAAGTTATCA
+ATAATTTCTAGTAAATATTAATAACTTTCAACCTTTATCAATTAACGTCAAAACATTAAGATATTTTAAA
+TATCGTCGATATATCTTGTAATGTTACAGCTAATATCGCTTGTTCTCTGGCTGTAGTGGTAATTTGAGTT
+GAACCTGTAGCCGATTCCATTGATTTATGTTCAATTGTCACAACATTTTTAGCGACATCTTGAGTAACCA
+TTGCTTGCTCTTCTACCGCAACAGCAACTTGCTCGGTCATCGCAAAAATGGTACTGACTGAATGGGTGAT
+AGCGCCTAATGTTTGTTCAACATTTTTAGAATTTTCCACTGCACTCACTGCCATTTTCTGACTTTTTTCT
+ATCACACTATAGGCTGAGTTAGCATCTGATTGTAGCGCCGATATAAAACCTTCTATTTCACTGGTCGATT
+GTTGAGTTCTTTGTGCTAAAGTTCTCACTTCATCAGCAACAACTGCAAATCCACGCCCTTGTTCTCCGGC
+TCTTGCTGCTTCAATAGCTGCATTTAAGGCTAGTAAATTAGTTTGTTCCGCGACTGATTTAATCACATCA
+ACCACACTAGTTATATTGTTACTACTTTCGTGAAGGCTTGTTATTCTCAACGCTAAATTATTTATTTCTT
+CAGCAAGAAGTTCAATTGAGTGGTAAGACTCTTGCACAACACCCGCGCCACCTTGTGCTTGCTCATCCGC
+TTCTTTTGCTGAATCAGCCGCTAGTTGAGTATTTCCTGCAACTTCTTTAACCGTTGCTGATAACTCTTCT
+ATCGCAGTAGCAATAAGCGTAATCTCATCTTGTTGCTCAACTAAAGAACGTGAGTTATGTTCACATGTTT
+GTGATGTTTCTTCTGAAGCGGCTGCAAGCATTGTACTTGAAGTAGAAATTTCACTCATGGCACCAGCAAA
+CTTCTCAAGCGTTAAATTTAATGCCGTAGAAATGAGCCCTAACTCGCTCTTACCGGTAAATTTGGCTCTA
+ACGGTTAAATCATTTCCATCACTGACTTTTGACATAACGCAAGTAAGATCTGTCACTTGATTATGTAGTT
+CTTTCAAAATATAGAAGCTAAAAATAGCAACTAACAAAAGAATCATTAATGAAGATATTAGGTAATAAAT
+TAACGAGTTGAATGCGTTACCTTGGGTTTCTTTGGTGAGTAATAATAATGAACGTGTTAATTCATCTTCA
+ATCTCTTTTAACACGCCAATTCTTTTAGTTGCTTGTTCAAACCAAAAAGAAGCGTCTACATTAAGGTTTT
+CTGAAGTAGCATTATCTATCGCTATTTTTCTTAGCTTTATCACTTCTTTAATTGAAGGGGCATTTTGTTT
+TTGACTAAAATAATTTTTATTTTCGTTACTCGCGAAGGCATTAAAGCTATAAAAATACGTATTTTGCTCA
+GAAAGAAACCGAATGAATTTCTGGTACATACCTGGATTAAACTTACCTGAAGCAAAAGTACCCGTTAATA
+CGGCTCTCTCAATACCGGCTCTTTCTTTACCTTGAAGGAAGTTATAATAGGCAACCGTTTCTTTTGTGAT
+TTTGGCATCAGTAGAAATCGAAGAAATGATTGTTGAAACACTCAACAGTAATTCATTGGTTTTGGTATAG
+AAGGCTAATGCATCTGAGATAGGGATTGATAAACTGTCAACATTACTTCTAATTTGATTGAGCATATTTA
+AACGCTGATTAATATTGTCATTTAATTGTTGAACCTGCTTATTATCAAATTGATTATTTTGCCAGTAATC
+TAATCGTTTCCCCGCAATACTGGAGGTATTTTGTCTCTGGCTTGGTAATTTATAGGCGAACTTCACTCCT
+TTTGAGCCAAGGAAACCCGCTGTCATTCCTCTTTCTTTTTGTAGCTCATGAACTAGTTCACTATACACAG
+AAGACAGTTTTGTGTACTTGCTCAGCTGTTCCATTTCATTATTGGTCGAAAGGGAAGACACAATGGCATT
+TAATCCGATCCCTAAAAACCCCAATAGAGGAAAAAATAATAAAATAAAAATTTTCTTATTAAAGGATATA
+TCTATAAGTCTCATTAGAGCCTGCTATGAATGTTTCATGTTATTTATGAAAGTAAAGTTTACGGAATAGA
+ATCATAAAAACAATAAAAATCGCAAAAAACGCAACAAACCTTTACTACGTTTGATATGGATCACATTTCA
+TCACATAAAGGGTAAAAAACTATATAAAAGCTTAAGGGCTTCTTATATGTTAGCGAATAATTATTATGCA
+TCAACTATCAATTAAGTTATCTACATGTCATCGAAAAAATCAGTAAAAAGCTACTTAACACCTAAAGAAG
+TCGCTGAATTACTTATGGTTTCTACTGCCGCGGTACGTTTGTGGGCAGAAAAAGGGAACTTAAAAGCAAG
+AGTCACTGCTGGCGGGCATCGTCGCTTCAAACTTGATGATATAAAAGAATTTGCGGCTAAAAGAAACATA
+GAACTTAATGTAAAAATGAGTGAAAACCCTAAAGTGTTGATTGTCGATGATGATATTCATTTTGCTGAAT
+TTCTAAAGGCGCTTCTCAAAATAGAGATTGAAAATGTTGAAGTCGAAATTAGTTTAGATGGTTTCGATGC
+AGCGAACAAACTTCACGATTTTACTCCGAATATACTGTTGTTGGATCTTAAAATGCATGGTCTCGATGGT
+TTTCAAGTTTGCCAAGCGGTAAAGGAAAATCCTCTTCAAAATCATATTAGGGTGATTACCATTTCTGGAA
+ATACTAGTGAAAGTGATGCTGAAAAGCTTAAAAATATTGGTGCAGAAACTTGTTTAAATAAACCGATAGA
+TATTCCTGTTTTACTAAAACAATTGGCTTTAAATTAATCGGTTTTATGAACATAAGTGCTTTGTGGTGAT
+GGAAAATATATCAAAGAAGTCATAACTTTTAGATGTTTTGAGAAAAAGTAAAGGAGTACAAGTGAAACAA
+AAATTAAACTTAATTATGTTTGCAAGTATATTTAGCCTCGCTGTACTCGGGGGGATTTCATATTTACCTT
+TATTTGAATTCTTCTTAAGTATTGATGAAGGCTTTATTCCAATGGCCCCGTCAACTTCTGCTTTACTTTT
+AGTGACTTTTTTAGCTTTGTTTATTTGGGTTAACTGTACTCGTCAATTTTATCGTTATAAAAAGTCTATT
+GGCTTAATGTTATTAATAGTTTCGCTCTTTGGGCTGTTAGAAATTGTTGAATATTTCACTGGCGTTGAGC
+TTAATTTTGAGAGTTATATAGTGCCGAATTATGGCGATTTAAATGGTGTTCCCATCGCCAGAATGTCTCC
+AGTAACAGGGCTGTGCTTTTTTCTCACCAGTTGTGTTTTATTCATACTATTAAATCACAATAAAAAGAGT
+GACGTCAGCCATTTTATTGGTCTAATAAAAAATTCTTTCACAACAATACTATCGTTAATTTCCTTATTAT
+TTATAGTTACTTACCTTTATCGTTCACCTATTTTTTATAATACACAAGATATAATACCTATGGCTTTATC
+CACCAGTTTAGGTTTTTTATCTGTGTCTGGAGTACTCATAGTAAATGATAATAAAAATTATTTTATGAAA
+ACATTTACTCACTTGTCACCCTCTACCGCTTTGATTCGTTTTATTACTCCTTTTACGGTATTCAGTGTTT
+TTATAACAGGACTCGTTCAGCACTTTATGTTTGCAGTCAGTTCAGTAAATAATTCTATTTTTTTATCGAC
+GACCATTCTTATATTATTTGCGGTAATTTGTGGTTTTATAGCCATGCTGGTCACTAAAAAATTGATGTCT
+TTTCAAGATGAAAGTAATAAAAATCTACATCAATATAAATCTATGGTGACTTTATCTTCAGGCATGCAAG
+CGTTGCTTGATGATAAATTTGTTTATTTAGCGGTGAACCAAGCTTATGCAGAAAAACTTAATTTAACCAT
+TGATCAGGTTATAGGTAAGCATCCTCGTGATATTTATAGTAAAGGTTATTTTGAGTCAGAGCTTAAAATT
+TACAGTGAGCGTTGTTTAGCAGGAGAAATTATTAAGTTAGAAAAGTGGATGAGATCCTCTTCGGGTCAGG
+CATGGTTTATCGATATAGAAATGTCGCCCTATTATCAAAATGACGGTAATATTTATGGTGTTATGGTAAA
+TGCGCGTGATATTACCGAACTAAAGCACTATCAAGACAACCTCGAGAAATCAAAGCTTGTTATTGAAAAT
+AGTAGAGTTATTGCTTTTCGCTGGAAGCCCGACTGCTCAGTAGAACATGTATCAAGCAATGTTGATTTAT
+TGGGGGTTAAGGCAAGTGATTTACTCTCGGGGAAAACTAAATATACCGATATGGTGCATCCGCAAGATTT
+AGCTCGTGTGATGCAAGAAGTTAGGTCTTTTACTGAAAAAGGTGTAAAACAATTTATTCATGAATACCGT
+ATTGTTTCTCCTTCAGGAGCAATGTATTGGGTTGAAGATAGAACAACCATTGAACGAGGTGAAGATAATA
+ACGTTGCTTTTTATCAAGGTATTGTTATTGATATAACAGAAAAAAAACAAGTAGAACTTAAATTAAAGCA
+ATCTAATGCAATCATACAAAATGTTATTAATTCAACACCAGATTTAATTTTTGCTAAGAATACAGAACAT
+CAATATATATTAGCGAATAATGCTTTTGCCCACTCTTTAAAGCAATCATCGCAGTCATTAATTGGAAAAA
+CGGATCAACAGTTTAATTATACCGACGAGCAAATAAATAACTTCAAAATGCAAGATGAGAAAGTCTTGCA
+TGGGAGCTGTGTTATTACGCCAAGCCGTCGACCGCTTGATGGCAATAAAGTACTTGAGACCTCAAAGTTT
+CCCTTAAGAAATGAAAATGGTGATATTGGTGGAGTGATAGGGATTGGTCATGATGTGACTGAACATATTG
+CTAATCTTGCTAAAATATCTAAACAACAAAAGGAGTTATCGCAAACACTTGACGCTATATTTGATGCGGT
+TATTACCATTGATGAATCAGGTTTAATACTAAGTTGTAATAGGGCGACAGAACTCATGTTTGGTTATGCA
+GCAGAGGAATTAGTTGGCAACAATGTTAGTTTACTTATGCCTGAAAAGTTAGCTGCCCAACATGATGAAT
+ACATTAATAATTACTTGTTAACCGGTGAAAATAAAATAATAGGAAGAGGTCGAGAGCTTGTAGGTAAAAA
+TAAAGATCAGAAGGCATTTCCTTTACATTTAACCATTGCTGAGCTCCCTAAAAATAAAGATGAGCGAAAA
+CGATTTGTCGGGGTTTGTCATGATTTATCAAAGACGAAACAGCATGAAAAACTGCTAAATAGAACTCAAA
+AGATGGAAGCGCTTGGGCAACTTACCGGTGGTATTGCTCATGATTATAACAATATGCTCGGCGTTATTAT
+TGGCTATAGTGATATTTTAAAAACCCAGCTAAAAGATCAACCTGGATTGCTTAATTTTGTTGAACAAATC
+CATCAAGCGGGCGATAGAGGAGCCCAACTCACCCGTAAATTACTTTCTTTCTCTCGTCAAACACCTGATG
+CGAGTCAAGAGTCAGACATCAATCGGCTTATTAAAAATAATAAAGACGTACTGCGCAAGACTCTATTGTC
+GGTTGATTTAAGGCTCAACCTTGATGATGCAATTCACAAGATTAATATTGATCGGAACTCTTTTGAAGAT
+GCACTATTAAATATGGCAATTAATGCAATGCATGCCATGCCCCATGGTGGAGTATTGAACTTATCCACTT
+GTGAAGTAGAGTTATCAAAAGAACAAGCAGCTAACTTTAATATTGAACAGGGGAAGTACGTACAGTTATC
+GATTGAAGATAATGGTGAAGGGATGAGTAAAGCGATACAAGATAAAATTTTTGAACCTTTCTTTTCTACC
+AAAGGAGATCAGGGCTCAGGGCTTGGTCTTGCACAAGTCTATGGATTCATTAAATCCTCTATGGGCGCTA
+TTAATGTGTATTCAGAGCTAGGATCAGGAACAAGGTTTTCACTTTATTTACCCATACCTAAACAAGATTA
+TAAAGCAGAAAATAAAGTAGAAGATAAAGAAGAGCAATCTAGTGTTTTTGGCAATGAAACCATTCTTGTT
+GTCGACGATGAACCTCAACTTCGTGCTTTAGCTCAAACAATTTTAGCCGCCAAAGGTTACCGAGTGTTAA
+CCGCAACAAATGGTATAGAGGCGTTAGCTGTATTAGAAGAAAATTCAATAGACTTGATGTTTTCAGACAT
+TATTATGCCTAAAATGAACGGTTATATTTTGGTTGAAAAAGCGCAAAAACTGTATCCAGAATTGAAGATA
+TTATTAGCGAGTGGCTTTCAAGGTAATCAAATTGATAACAACATCATTTTGGATGAACCTATCATAGCTA
+AGCCTTACGAGAACAAATGTTTACTTCGTATCATCAGGGAGTGCCTAGATAAACAAGATGCCAAGACTAT
+TCAAGGGAGTAATCAAAATAACAACCTAATCGTCCCCAAAAGCTCACCAATAAAAAGAATAATATGGACG
+AATGAAATGAGCATTGATGATGGCGGCGAACTCGATGAAGACCATAAGTTTATGTTTTCTTTACTCAATC
+GTTGTCAAGAATTGTTAGAAGAGCAAGATGATCACCAATCTGCACAAGCAATTATTACTGAGATAGTGCA
+ATACACTCAAGACCATTTTGTTAACGAAGAATTATTGATGAATAACATCAACTATCCCTATGCTAAAAAT
+CATTGTGATGTTCACCGCATGATTGCTAAACAATTAAGCAAAAAGGTTTTGGTCTGTTCAGACAAAGAAA
+TTCTAAGGTGGCTAATTACCGATATGAGCACTTGGCTAGTTGAACATATCATGGAAATGGATAAACCTTT
+GCATAAGTATATTTTGAAACACAAAGAGCAAGTAGGCAGCGGTTTAAAAGGAAATACCGAGGGTTATATG
+TATGATGAATAGAGTTTTTATAGTCGATGATGATACCTTAACGTGCAATTTACTTAAAACTATCGTTGAG
+CCTATTTTTGGAAATGTTGAAGCATTTCAGCATCCACGCGCATTTTTAACGTTAAGCTTGAACAAGCAAG
+ATATTATTATATTAGACTTAATGATGCCTGATATGGATGGCATTGAAGTGATTCGTCACTTAGCAGAGCA
+TAAATCACCGGCAAGTTTGATTTTAATCAGTGGTTACGATAGTGGTGTATTGCACTCGGCTGAAACATTA
+GCGCTAAGTTGTGGCCTGAATGTTATTAACACTTTTACCAAACCAATTAATACCGAGGTATTGACGTGCT
+TTTTGACCTCTCTGTCGAATAGGCAGGCACAAAGAGAACTTGTTAGCTTCAATAATGATAAAGCAAATCA
+AGGTAAGTTTGACTTCATTCCAACGGAACAAGACTTACGTGAAGCGATTGATAAAAAACAGCTAATATTA
+TATTACCAGCCACAAATTAATATGAAAACCGAATGTCTCCATGGCGCAGAAGTACTTGTGCGTTGGTTAC
+ACCCTGAGTTTGGATTGATTTACCCTGATAAATTCATTGCACTCGCAGAGCAAACAGGCTTAATTGAACA
+GCTTTCTGAAGAAGTAATCCATTTAGCGATCAAACAAAGTGTCCATTGGCAAAAACTAAATAGAGCGACT
+CGATTATCTATTAATATATCTGCACAAAACATCACCAGCTTGAAACTGCCTGAGCAGCTAAGAATGCTGG
+TTAAAAAGTATGAAATTGACCCTTCTATGATCGTTTTAGAATTAACAGAGAGTGCATTAATGGATAGTGA
+AGTGACTTCATTAGATATTTTTACTCGTTTTAGATTAAAGGGCTTTCAACTATCCATTGATGATTTTGGT
+ACGGGATACTCATCATTATCGCAGTTACACAAAATACCTTTTACCGAATTAAAAATTGACCAATCGTTCG
+TTACTAATATGAAGCAAGAAAAGGAAAGCATGGCAATTGTCGAAACCTGCATTATGTTAGCGCATAAGCT
+TAATATGGAAGCGGTTGCTGAAGGTATTGAAGATAAAGAAACATGGGATTTATTATCGGCCGAAGGGTGT
+GACATAGCTCAAGGGTACTATATCGCCAGACCTATGCCTGCGGATCAATTTGATAAATGGCAGTTTAACG
+AATAATTAGTTTGATATGCCCACTACGTTAATTCTTCGATTTTTGTAGTGAGCATCGTCAATATTTACCT
+GCCATGTCTAGTGATCAGTTGGCTCATCTTTAGGGAGATACTTATAACCATTGAACATCGCAGAAACAAT
+AGCGCTTCGTTCTCGTCTTTCAGCAACAATGACTCCGATAATATGCAATGGAATGAGAAATAAAAGACAG
+TAAAAAGAATACACATGCGCGGTAATAAAGGGTTTTCGAAAATCTCTCATTGCTTGATAAGAGGCTTCAT
+CGATATTTTCTTTTGAATAAGGTTTTATCACCGCTAAATTGTCTTTATCAATAGCTATGCTCTGGATGAA
+ATAGTTACCAAAGGGGGGATAATAAATATCAGTACCGGCGATGACAAGGCCTGAAATCATTTGAACACTC
+ATGAATGATAACAGCGCTAATACCATCAGTTTACCTGCTGGGTTATGCCCCTTGTACGTTAATCTTTTTT
+GTTGGGTAAACTCAATTAACTCCTCAGTAAAACCTTTGTTAAAAGGTAACATCTTGCCCCATTTTTCATA
+TGTTTTACCTATAAAAGCAATGATTAAACGGAAAATTAAATTTGTAGCAAAAACATAACCAACAATCACG
+TGTATTGTTTTTAATAATATTTTTCCGTCAGTGCTTACACCAAAAAGTTTGCCATTTAATATGACAACAC
+CGATAACAATCAGCAATAAAATGGCAATAACATTTATCCAATGAAAAAGTCTAATTTTACCACTCCATAC
+GAAAACCTGTTCTCTTTTGATATTCATATCGACCTCTCTTTTATTTTATACAGGATTAAAAGTGTGCACT
+TTCTATAACGGGTGTAAGCCAATACTTTAACTTGGCTGGTTGGCAAATAGGATTGAGACTTGCCTTAAGT
+TGTTTAATATCTGTTAAAGGTATCAGCACCTCTATTTGATAAAAAGCTCTATACCCTTCGACTTGTTCAG
+CGATATCAAATTGACTATGTTCTTTGCTGTAGCCACTTATTGTTTTTAAATTAAATCCGGTAATGCTTGA
+AAAGGTGATTAATTTATCAACGACATCATCTTTTAAATCCGTTGGTACATTTAAGGTAAATATTACTTGT
+TCAGGCATTTCGTTTCTCCAGCCAGCAGTAAAATAGTGGTAATAGATATAGGGTGGTGACGGTTGATGTT
+ATTAAGCCGCCGATAACAACAATCGCTAATGGTTTTTGAATTTCTGCGCCAGGACCCGTTGCAAAAACTA
+AGGGTAATAAACCAAACATTGCTGTGGTTGCGGTCATTAAAACAGGTCTAAGTCGGCGCTTTGCTCCGTC
+AATAATCCGGTTATGCAAACTCTCGGCAAACTGTTTGGTTTGTTCAAAATAACTTATCATCACAATACCG
+TTTAGTACCGCAATACCGAGCAATGCAATAAAACCAACGGAAGCAGGTACGGATAAATATTCGTTACTCA
+CATATAACGCAATAACGCCTCCCATTAAGGCAAAAGGGATATTGGCAATAATCAGGCTCGATTTAGAAAG
+AGAATTAAAGGTGGTGAACAATATTATAAAGATCAAAATAAGCGCGATAGGAATTAATAATAATAAATTT
+TTTGTCGCGCGTTGCTGACTTTCAAACTCACCGCCAAAGGTTAAAGTATAGCCACTAGGCAGTGTTATTT
+CATTCTGGATTTTCATGTTTAACTCATCAACAAAGCTAACAACGTCTCTGTTAACAACATTTGCACTTAC
+CGAGGAAAATCGGTTGCCTTTTTCTCTTTCAATTAATAGTGGACCATTTTTCATGCTGATATTGGCAACT
+TGTTCAAGGGGGAGTAAAACGTTACTAGGCATTAAAATTAGCTTTTGTTTTAGTGCATGAATGGACGATA
+TTTCATCAGCAGTAGATGATGTTTCTTTTGCGCGATTAAATACGATAGGAATCGCATGATTTCCATCAAG
+TAAGGATGAAATTTGCAATCCTTCTAATTGATATTTCAAGTAATGACTTAAGGCTTGGGTGGATAAACCG
+AACTGACTTGCTACTTCAGGAATAAGTTTAATATTTACGTATTTCCCCCCTTCAATTAAGGCCATTTGCA
+CATCTGAAGCGCCTTGGATTTTATTTGCCAACCCTGATATTTCTTCAGCAAGGGAGGTCAGTATGGCAAT
+GTCATTGCCAAAGACTTTGATAGAAATATCTCCAGTACCACCGGTTAGCATTTCTGATACGCGCATTTGA
+ATTGGCTGAGTGAAACCTATATTCATGCCGGGATAATTGGTCAGTGTATTGCGAATATCCTCAATAAGCT
+CGGATTTAGTGTTAAACCGCCATGTTGACTTTGGTGCTAACTCCATAAATACATCGGTCTCGTTTAACCC
+CATTGGATCTAGGCCTAGCTCGTCTGAACCTGTGCGAGCGACAATCTGTATTATTTCAGGCGTACTTTTT
+AAAAGCGTTTTCTCAATTTGTTCATCTATATCAACAGATGAAGACAAAGAGATACTAGGAGATTTTTCGA
+GTTGAACTATGATGTCGCCCTCATCAAGTACCGGCATAAAGCTTTTACCTAAGCCTTGAAAAAGAATAAT
+GCTAATGATGAAAGTACTTACCGATAACACAAGGATGGCTGCTGGCTTGTTGATGGTTTTACGAAGTGTT
+TTTGAATAAAAATGCTGCAGTAAAGTGACTATTTTGGGTTGTTTAACCGGCTCATTTTTTAATAATAAAG
+ACGCCAGTATTGGAATAATAGTTAAGGATAGAAGTAGGGCGCTTAACATGGCAAATACAATCGTCAAGGC
+GACAGGGGTGAATAATTTTCCCTCTAAGCCAGAAAGCATCAGTAAAGGTGAAAAGACTATAATGATAATA
+ATGGTGCCAGAAAATACCGGGGTTGCGACTTCTTTGCATGCACGATATATGACATGTAATCGAGGTAAAT
+GTTGATTACTTGAGAGTCGATTTACAATGTTTTCAACGATCACTACAGAAGAGTCGACTAACATGCCTAT
+AGCGATTACTAGCCCGCCTAAACTCATCAAATTAGCGGATAAATCAAATTCTTTCATCAGTATAAAGGTC
+ATTAATGCTGACATTGGTAAAGAAAGTGCAACGACTAATGATGAGCGAATATCACCTAAAAAAATGGCAA
+GCAATACGATGACCAATATAACGGCTTGGCTTAATGCATTGGTAATGGTATTAATTGCGGTATTGATAAG
+ATTAGATCTGTCATAGAAAACGTTGATCTTTGTTCCTGTAGGTAAAGATGCCTCAATCGTTTGCAGCTTA
+CTTTTTACATTCTCAACTACCTTAGCGGTATTACTGTTTTTTAACGCAATAATTAAACCTTGGACTGCTT
+CTTCACCATTCTTAGAAACGCCACCATAACGCGTTAAACTACCTATCGATACCGTCGCTATATTGTGTAA
+TTTAATGACCTTATTATTAGTTGTTTTTATCACTGCATTTTTTAATGAATCAATGTTTTCAAATTTACCT
+TCGGTTCTAAGTATTAAGGTATCATTACCTTTTACCAGACGACCAACGCCGCCATTTTGGTTTGTGGCTG
+TTATAGCCGTTTCTAACTCGTTAAAAGAAATGTTGTATTGTTGCATTAGCAATATGTCAGGTGTTATTTC
+ATAAGCTTTAACATAGCCGCCTAAACTATTTACATCTGCGACACCTGAAACCGTTCGTAATAATGGGCGA
+ATATGCCAATCTAATAGTTCTCTTCTTTGTGTAAGTGACAAAGTAGGGTTCTCTACAGTAAACATAAACA
+CTTCACTTAATGGTGTGCTCATTGGCGCCATACCGCCACTTATGTTTGAAGGTAGGGAAGGGAGAATATT
+TACCAAACGCTCATTTACCTGTTGTCTTGCCCAATAAATGTCAGTTCCCTCTTCAAAATCAATCGTGATG
+TCCGTGATTGCATATTTTGTTGTTGAACGAAGCATTTCTTGTGATGGTATACCGAGTAATTCTGTTTCAA
+TCACTCGTGTTACTTGAGATTCAATTTCTAAGGCATTCATTCCTGGTAACTTAAGCACAATTTTAACTTG
+TGTAGGTGATATCTCTGGAAAGGCATCTATAGGTATACTTAACCAAGACTTAGCACCAACCAATAGAGTA
+ATTACCACAAAGATACAGACAAACAAGCGTTGAGTGAGAGAAAATTTAATAAGGAAGTTCAGCATTTATT
+CAGCCCCTAACTCAAGTAATTTTCCCTGAAGGATACTTACGGAACTAACAAGTGCTTTCTTATTACTGAT
+ATCCTCTTTAGCGGTAACGTAATACTCGTTATTGTTTGATCCAACAATAACGATAGAAGTAAGTGAGATT
+TTATCTTTAGATTTTATGGCAATATAGTCTTTGTCATTGAGCTCAAAAAGTGATTTTTTAGGGACTTTAT
+AACCAACAAAATTGAGTATGGGGGTCAGCTTTACCGATTGACCCAATGTTAATTTACACTGTTCAGACTT
+CGGGGAAGCCCATACTGTTTGGTGATACTTATCGACAATACTTTCAAAGCTGTTAATTTCAAGCTCACAA
+GTCGATGACATAATAAAATGGGATAAGTTGGCAGAGTAGGACAAAGGTGTGGTGATCTTTACTTTTACCG
+AATTAGTACTTATAACATCAAAAGCGAGATCTCCTGCTGACTTTATATTCTGAAAGCTAGGTATTTTCAC
+TATGCCATTTTTAGGGCTAATAAGGGTGATTTTTTCATTTTTATCAATATGTAAAAAAGACATTTGATGT
+TGGAAATGTTCAAAATTTAATTTAGCTTTGAAATAGCTTTTGGTAATTTCAATCCATTGGGTGCTTTTTA
+TGGTTTTATTCTCAAAATAAGCTTTATTGGTTTGAAAATGATTTTCTGACGCTTCCAGTATTATTTTAGC
+TGACTCAAACTCGTCGAGAAAGTGATGGACATCATATCCTTCTACAGTAGCAATGGTTGCACCGAGTTCT
+ACATAACTGCCATTTTTTATATGGTAAGTAACTTTTTGAACATCAAACGGTAGTACAACAGAATAGTTCT
+CCCCAGGTTTGTAGGTTACTTCTCCAATTAAATTTTGACCGACTTTCAATGTTTCTTTTTCTATTGTTGA
+AAATTTAATTTCAAAATCACCCAGTACAGATAGCTCAATAATTTCCTTTTTCTCAAAAGCGAATACTGAT
+GGTATTTGACATAGTGCAATAAAAAACAAAGTTAATAATACAAAGTTGTTAGTAAAAACATTTGGTGTTT
+TTTTTAACTGTAAAAACGGCATATAATAAGTTCAGTGGTAATTAAATTTTGTAGAGTAATTATTACTAAA
+TTGAAATGCCAGGTCATTGGGCATAGGTCGTAATCTAATGAATTTATACTTATTCTTACGTATGGTACAT
+ATGTCCATTGATTTCTCAATGGTCTGATTTAAAAGAGGTTTTATGAAGGACAAAGTTATACTGTTGGTTT
+TGATAATAATAATGTTATTAAATTTTTCTGATGTGATCACCGATATATCGTTAGGCGTACCCAATTGGCA
+TATTGTCTCTGAAAGCCTCATTGTTCTTGTTTCAGGTTTTGGTGCACTGTTTTTAATAAGGGATATGCGT
+GCTCGAACATTAAATACTATTCGATTAAAACAAGAGTTAGTATTTTCAGATAATAAATTGAGAGATATCT
+CTGAAGAGATGAGAAGCGCTCGTCATGAATATAGCAATGTTATTCATACACAGTTTGAACAATGGGTCTT
+AACGCCTAGTGAGCAAGACGTTGCCATGTTATTACTGAAGGGACTCAGTTTTAAAGAAATAAGTGGCGTT
+AGGAATACCAAAGAAAAGACGGTTAGACAACAAGCCTCTGTTATCTATAGTAAAGCAAATGTAGAAGGGC
+GACATGAGTTTGCTGCATGGTTTTTAGAAGACTTTATGGGCTAGATTAATGGCTTTTATTATTGGTTGGC
+TACGCGGAATAGCACATAATTTGAAGTATTGTTCGTTTTGTTAGAGACGTTGAATGAGACCCTATAGGCT
+ACTATACCCGTTACCAATCAAGATGCAGGTTTCAGAGTGCTTGAGCAATTTCAATTCAAGGCGCTGTGAC
+TGATAATGGTTGTTCCATTATCAGTCACTGCAACGATGAAGTGATATGGCTCAAGCGCTTCTTCGATGGG
+TTTAAAATCACTTTATGCCGTGTTAAATAACTTAACCATAGACTGACTATGCTTAAATTATTTTCCTTGC
+CTAAAATGATTTTAAATCCCACTGAAATCCTGCACTTTGAATGGTAATGGGTATATAACCAGTCACTTGA
+ATTGATTGCGCTATTCAATGTAAGCTAAAGTTATGTATGATAATGTGTATAAAAACGATGTTGAATTCTC
+ATGTTTTCTGGTTTAACGCTCAGTTAAGTTCATTGTTTTTAGCTGCCTAAAGAGGCGTAGTGATCACACT
+TGTTTTAATGTTTAACTTTCGAATTCAGCTTCAGATTTAGTATTAAGTAATCAAACGGAATAATTTACAT
+AAATAGGAATGTCATGACTCTAACTAATGAAAATCAGCCTTATGTGTTAGTAAACACCAATAATCATGTG
+CTTTGGTTATCTATGAATCGTCCGAAAGAAAGAAATCCATTATCTTCAGCTATGTTACGGGCGTTATATG
+GGCGTATAAGAGAAGCGAGTGAGAATGATGACATTCGGGTCATTGTGATTACAGGCGAAGGTGGGGTTTT
+TTCAGCGGGTCATGATTTAAAAGAAATGTCAGGCAGAAAAGAGCACTGTGAACCTGATAATGAAAAACGC
+GTTAAAGCCGTTTTAGATGACTGCACACAATTGATGATGTCACTCATTAAATCTCCTAAAGCAATTATTG
+CTTGTGTACAAGGCACGGCAAGTGCTGCTGGGTGTCAGTTAGTGTCTATGTGTGATTTAGCGGTTACTCA
+AGACCAAGCTAAATTTTGTGCACCTGGGGTAAATATAGGAACATTCTGTACCACTCCACTGGTAGGCATT
+GGTCGTAATATGCATCGTAAGCATGCCATGGAAATAGCATTAACAGGTGATATGTTTAGTGCAGAGGATG
+CCATGCGTTTCGGCTTGGTCAATAAAGTAGTAAAAATAGAAGACTTAAAAAACGAAACTGAAAAGTTAGC
+GAATAAGATAGCTCAAAAGTCAGCGGTTGGAATTCATTCAGGTAAACTTGCCTTCTATCAGCAAATAGAA
+GAGTCAATTGAAGATGCTTACACTTCAGCAAGTCAAGCTATGTTGCAGGCTATGTTGTCTGATGAATGTG
+AAGAAGGTGTCAGTGCATTTTTTGATAAAAGAGCACCGCAATGGCAAGGACTTTAATGTGAGTACTGAAC
+TTATTCATGATAGGTATGATCTTGAAGACCATAAAATTGTTGAAACGTTAAAAAAGGTTAAAACGATTGC
+CTTAATTGGTGCCAGTTCAAAACCAGAACGCGACAGTTATAAGGTGATGTCTTTTTTGATAAATGAAGGT
+TATCAAGTTTTCCCTATCAACCCACTTCTTTCGGGAACAACAATCATGGAGCAAAAGGTTTATGGTTGTT
+TAGGCGAGGTACCATCACCTATTGATATGCTTGATGTATTCCGCCAATCGAAATATCTGTACGATATAGT
+TGTTGAGGCTACACAAGCCAATATAACCACTATATGGACTCAACTGGGGGTGACTGAGGCAAGTGCTGAG
+CTATTGGCGATAAAAAGCGGTATCACCATGATTGTAAATCGCTGCCCAGCCATAGAAATACCTCGATTAA
+AGCTTTCCCTTGATACCGATTGAAATAGCCCAGATAAACTCATACCTTGGCATAGAAAGTAAAAAACAGA
+ACACCTAACGCTATGAAGAGATTAGTTGTTCTGAGTGTTTATTGCTTTCGCTCAATTGCTGCATACCTGT
+GTTATAAAATTGTATGTTATTACGACCCGCTATTTTTGCCTGATATAACGCAAGGTCTGCGGCTTTTAAC
+AGTTGAGTTGGAATACAGCCATCTTGAGGTGCGAGACAAACACCCAAACTACAGGTGATAGAAAAAGTAT
+GCTCGCCTACATCTATTGGCTCTGATAAAGTCTTAAGAATATTTGCTGCCACTCGTTGAGCATCAGAGAC
+TTTACTAACATCCTGTAACAGTATAATAAACTCATCGCCTCCAAAACGAGAGACGGTATCTTCTTTACGA
+GTAGACAATAGTAATTTGCGTGCGACTTCTTTTAATATTAAATCACCGACGTCATGACCATAGGTATCAT
+TGATATCTTTGAAATGGTCAAGATCAAGCATAATAATTCCAATACCATTTCTATTTTGATAGCTGATTAT
+TTGAATCGCTTGGTTAAGGCGATCATCAAACAAACGGCGATTAGCTAAACCCGTTAAGGGATCTCTGAGG
+GCTAATTCTTCCATTTTTAAATGCTTGGATTTATGTTCAGTTATATCCTGACTAACACTAACAAACTGAC
+TTATTTCTCCATTCTCATTCCTAATGGGTGAAATTGACATCATCGACCAATAAAATTCACCGTTTTTGGT
+ACAGTTATAGGTTTCTCCATGCCAATCATCACCGGCAAGAATTGTTTTCCACAATTCGGTATGTAGTTCT
+GTTCGTGTCTTCGCGGTACTAATTAAGCTTGGTGTCTGACCAATAACTTCTTGTTCACTGTAACCAGTTA
+CCACGCAAAACCGAGGATTAACGTATTCAATAATACCGTTTTTATCAGTGATAATAATTGAGCTGGCGCT
+ATGTTTTACTGCACTGTTTAATGTTCTTAGTTCTACTTCTTTCAGCTTTCGTTCGGTAATATCAGTAATA
+TAAGTAAAAAAACCGTTACCATCGGCCATAACTGTCGCCTTGTATCGAATAAATACATGATGGCCATTTT
+TGTGCATTAGGGTTAACTCGGCGGCTAGGTGCGAGTGAGAACGCGCCATAATCAACTGTTGACGTAATTG
+CTTACGGGATTCAGAGGTGACGAAGACTAATACTGATTTTCCCTGCATTTCAGTTAATGAATAACCGGCT
+AGTTGGCAAATAGCGGTATTAGAAAAGTTGATATCTAATTGTGGTGTAAGAATTAAAAATCCTTCAGAGG
+TTGTTTCTATAAATGAGCGGAATTTTTGTTCGCTTTCTAAAAGGGCTTTTTCGGCCTGACGCTGATCGGT
+AATATCATGGATAATTGAATAAAGTACCTTACGGCCAGCCATTATTATAGGGCCTGAATAGACACAAACA
+TCCTTTATTTCGCCGTTTTTAAGCTGATGTCTAAAATTAAAATAGTCACGCTTTTCGGTTAGTGCTAGTT
+CTATTTCCGCTTCTATTTTGTCAACTGACAGTATATTGATATCGCTGATAGATAAGTTCTTAAATTCTTG
+TTCGTTATAGCCGTAGAATATTTCAGCAGCACCATTTGCTTTGATGATTTTTTGAGTATTGGGATCTATC
+AGTAACTCAATCGCCTTGTTTTTATCGAACAACTGGTAGTATTTTTCTGAGGATTCACGTAACTGCTGCT
+CTGCTAGTTTACGTTCAGTTATATCAAGCAGATAACCTTTAGCGAGAGTTGGCAATCCTGTATCATCTGT
+TTTCAATATCGTTTTTTCATAGACCCAACGAATATCACCACCTTTGGTAAATATTCGATAGTCCTGTTCA
+AAATAAACGATATCGTTCTTTAAAAAAGCGACCATTTCTTTGACAATACGATCTAAATCTTCAGGGTGGA
+CAATGTCAGTAAATGTTAGCTTTTTTGATAAGAACTCCGCTGGTTCATAGCCAAATTGATGAACATTATT
+CGTTATTTTTACCACCAGGCCAACCCGGGCGTAAGTTGCCAGGTAAACAAAATAACAGGTCCTTGTTCAA
+ATAGTTCCTCATCAGAAAATTCCAAAGTATTTCTCCCCTTAGATACAACAATAATGAGCTTTATTATTAT
+GAATTAAGTTTCACATTGTCATGTTGACCTTGATCAACCGCATAACTATAAAAAGCCAACAAAAGAGCAA
+CGTCTTCTAAATTATTATCGCCAATTTTCTATCAAAACGATCGCGATTGAGGAAGTGTACAGATACAAGA
+ACGACTGTTTTCAGCACGAGGAAATATCACTGGGTGTTTTGGAATTGAAAACTAAGTGGAACTGGTTATG
+ATGGGGTATGAAAATTGAAAGACATAGAAAACATTAGCAATCAAATATAGGTTTTTGATTGCTAAGAGAA
+CTGTATTTAAGTTATCTATAAGATTGGTTTTTGAGCATTATTGAGCCTCTACATTACTGCAACAATGCTG
+TGGAAACTATCCGTCTTAGCTAACGTTATTCAACTTGGCTAAAAACCATATTGGTATAATCAACCATACC
+AATAATGTTTTTATTTTCAATAACGGGTGCAAGGTGAATACTTAAGCGCTCAAATAATCGTGCGCAATAT
+CTTACATCCATGTCAGGTAATACACTGACCAATGGTTTTGTCATTATTTCATATAAGTTCACGCGATCTG
+GAGAACGATCTTTTGCCAGTACTTCTTTGGCAATATCAGCAAGCATAACTAAACCGTATTCATCTTGTTC
+ATTACGTTTATTAATAATTAGCGCACTAATATTGTGCTCTTTGGCTAATTTAATGCCTTCAGCAACGGTC
+ATCATCCCATCAGCAAATTGATAGTTGTTGGTGGTCATTACATCTTTAACTTGTACAAACTTATGGCTCA
+TAACTCTTCCTCAATTTTACCTTTTAAGCGCTCCACCTGATGAGCTACTCCTACTGCATCTTCGACATTT
+AATTGAATAGCAATACCTTTACCTGGATCTTCATCAAAACCAGCAATATTACTAATTCGCTCAAGAATTT
+TTCTCGCTAAGTGCTGTTCAACAACAAAAAGCAATACATCTCTTTGTGTCTCAAGTTGCATGCCAAAAAA
+AGTGCGCTGGCGTTTAACACCTTCGCCTCGGGCATTGTTTATTATGGTTGCGCCTGTTGCGCCGGCCATT
+CTTGCACCTTTCATAACGTCGTCTGTTACAGCGTCGTCAACAAAGGCAACAATTAGTTTGAATTGCATAT
+GATCACCTGTTTTATTTATCTTTTAGACTCTGTTAAGGAGCCTCGTTATTTCTGTTTAAATTACGTTTCT
+CTTCTTTAATTCTTTTTCTTTTTTCTAATTTTTTATTCGTCCGATGTGTTTTGGCTTCAGTAAGCTGCGC
+ATAAGCCATTACGGCAATGATTGGACATAAACTAGCGAAAGCGATTAAACCAAATCCGTCAATCAAAGGA
+CTACGTCCCGGAATAGTACTGGCTAAACCTAACCCCAAAGCAGCTACCAAAGGAACGGTTACGGTTGAGG
+TTGTTACACCACCTGAATCATATGCCAATGGCACTATAAGTTTAGGACAATAAAAAGTTTGAATGACCAC
+GACAATATAGCCGGCAATAATATAATAATGAATAGGATGACCAACGACGATGCGGTAGCTCCCTAAAGCG
+ATACCAAAAGCAACGCCAATAGCCACTGAAATTCTCAGGCTATTCGCATTAATCGCTCCACCGGAAACTT
+CTTCTGCTTTAAGGGCTACGGCGATAAGTGAGGGCTCTGCAATGGTAGTACTAAAACCAATAGCTGCGGC
+AAAAATATAAACCCACTTATAATCTGTCCAATGAATGCTGGTTAACACTTGCTCGCCAGCATGAATAAAC
+TCTGGTGCGGTTAGCTGTTCTGCCATCATTTTTCCGAGCGGAAATAAGGCTTTTTCTAAACCAAGCAAAA
+ACAACGCTAAACCAATAAGTACATAGATAAAACCGAAACCTACTTGTTTAATGTGCGGAATAGGTTTGCG
+AATAACCAGCAACTGAAAGCCTAAAATTATCGACAGAATAGGTAATACATCAATAACAGTATTTTTTAAG
+GTGGTCAAAAATTCAAATAATAAATCCATTAACTGATCACCATGCCGTAAATCATCACAAAAATCATTGG
+TGTTAATGAGGCAAAAGCAATTAAACCAAAGCCATCAATCATCGGGTTTCTACCTTTTATTGCTGAGGCT
+AAACCAACACCTAATGCTGTTACTAAGGGGACGGTAATCGTTGACGTAGTAACACCGCCAGAATCGTAGG
+CAATACCAATAATCCAGCTAGGAGCAATTAACGTCATCAATACCACAACAACATAACCGCCCAAAATTAA
+ATATTGTATAGGCCAACCACGAATTATGCGTAATACACCAATAACAATGGCAAAACCAACAGCAAAGGCA
+ACGGTAAAACGTAAACCATTGGCATAAGAAAGTTGTGACTCTAACGTATCAGCAATAATTCCACCGGATG
+CTGCAACAATTGCTGCTTCTTTAGCTACGGCGATTAAGGAAGGCTCAGCCACAGTGGTGCCAAATCCTAA
+ACAAAAGGCAAAAGTCAGTAACCAGCTAATGCTGCCTTTTTTGGCGAATGCTTGCGCCATCGATTCACCA
+ATGGGGAATAAGCCCATTTCTAAACCGTAAATAAAGAAGGTTAATCCGAGAACGACTAATGCGAGACCAA
+CTAAAATATCGCCAATATTAGGCATGGGTTGTTGCAGCACAGCAAATTGAAAAAATGCAATAACGAGGAT
+AATAGGTAACAAGTCTTTACAACTACCTAATAATGCTTTTAGAAAAACGATAAACTGATGATTCATAAAT
+AATAAATTAATGGGGATTACCTGATATTATAAAATTAATTAAAACAATTACTTTGATTCAACACAAGGTA
+ATTGTTTAATTAACATTAAAAGTAGGTGTTTTTTGGGCTTTACTGCCAGTCACTGATTTAATGCACTTAC
+AATTGGGCTAAAACACTGTAATTGCACCATCTTATGACGACTAATTTTAAGGAGAGGGAAAGAGTAATCG
+TTGAGATAATCTATATGTCATCCAAAATACTCTGATAAATATTATTTAAAAATTAAAAAACTTCATCCAG
+TTTTTTACCTAATGAAATTTTTCCCATTTATTTGATTTAGATTGGGATAATAGGCAGATTTATCCTTGCG
+GTATTATTTATCGCTGGTTATTATTTTTACTCTTCCCATAATCATAAAGGAATAAAATGAAAGAGAATTA
+TTTTAAAAAGTACCCAAACAAAGACGGATTTTTTAATGAATATGGCGGTGCATTTATTCCCCCAAATTTA
+GAAGAAGAAATGAAAAAAATTAATGATGCTTACTTTGCTATTAGTAAGTCCCATAAATTTATTTCAGAGC
+TTCGTGATATTAGAAAATATTATCAAGGTCGTCCGACTCCTGTTTATCATTGCCAACGCTTATCAGAAAA
+ATATGGTGGCCAAATTTATTTAAAAAGAGAAGATTTAAACCATACTGGTGCTCATAAGTTAAATCATTGT
+ATGGGTGAAGCATTGCTCGCTAAACACTTAGGTAAAAAGAAACTAATTGCTGAAACGGGCGCAGGACAAC
+ATGGTGTTGCCTTGGCTACCGCAGCGGCTTATTTTGGCTTAGAGTGCGAAATACATATGGGCGAAGTTGA
+TATAAAAAAAGAGTACCCTAATGTACTGCGCATGAAAGTATTAGGGGCAACTGTTATCCCCGTAACGCAT
+GGTTTGAAAACTTTAAAAGAAGCGGTAGATAGTGCTTTTGAAGCGTACCTTAAAGATCCTATTTCAACCA
+TTTATTGCATCGGTTCAGTTGTGGGTCCACATCCATTTCCAATGATAGTACGTGATTTTCAACGTGTTAT
+TGGCATTGAAGCGCGGGAACAATTTTTAGATATGACAGGTGAGTTACCTGACAGCGTTGTTGCTTGTATT
+GGTGGTGGTAGTAATGCAATGGGAATATTTTCTTCTTTTTTAGAAGATGATGAGACTCAATTGTTTGGTA
+TTGAACCTGCAGGGAAATCTTTTAAAACGGGAGAACATGCCGCCACTATGACTCTCGGTAAGCCTGGTCT
+CATCCATGGGTTTAAATGTTATATCTTACAGGATGAAAATGGTGAGCCAGCACCAGTGCATTCAATTGCC
+AGTGGACTTGATTACCCAGGCGTTGGTCCAGAGCACAGTATGTTGAAGGATATGAATAAAGTGACCTACG
+ACAGTATTACCGATAAAGAGTGTATTGATGCATTTTATGAATTGAGTCGATTAGAAGGAATTATTCCCGC
+TTTAGAAAGTGCCCATGCGGTTGCTTACGCCATGAAGCTTGCACAGAAATTCCCTGAAAAATCTGTACTC
+GTTAATCTAAGTGGTCGAGGAGATAAAGATCTCGATTACGTTGTTGATACCTTTGGTTTACCTGAATAAA
+GTATTAGTTATCAAAAACAGGTAATAATTTTATTGTTGCCTGTTTAGCTAATTTACTGTTTCAAATTCTT
+CAAAATTTCACATTCCCCAACAATATCATTTGAACAAGATTTTGCTAACGTATGCAACGTTTTCTCTAAT
+AATGATAATTCGTTTATCGTCTCACGAACATTCTCCAATTGCTGCTTAATAAGTAGGTCTACTTCACTGC
+ACGAGGATGAGGTGTCTGTTTGTACTTGTATTAAAATTTTTATTTTCTCAAGAGGAATTTGTAGCTCTCG
+ACATCGGCGAATAAAAATCAAATTATCGACATCGCTAGAACGGTACTCTCGATAGCCATTGCTATTTCGC
+GATGCTTTAGGCAGTAAACCAACGTCTTCATAATATCGAATGGTTTTGCTGAGCACATTGGTTAATTTAG
+ATAGCTGATTTATTTTCATTACGCTTGACCTTACTCCAACAGTAAGGTTTATCATGACGTAATTAAATAC
+CTTATTCAAGAATAAAGAAGCTTATTATGTCGAGTTGTTGTGCTGCAGAAGCAAAGAATGCCAGTGAAAG
+AAAACTACTCTGGATTGTACTCATCCTTAATTTTAGTATGTTTGTTATCGAATTTATTGCCGGCTGGTTA
+GCCAATTCTAGTGGATTGCTTGCAGATTCTTTAGATATGCTTGCCGATGCTGCAGTGTACTCACTTAGCC
+TTTATGCGGTTGGTAAAAGTTTGTTGTATAAAGGTCGTGCGGCTTTGGCAAATGGCTATTTGCAGTTATC
+GCTTGGTTTACTCGTATTAGTCGATGTCGCCAGACGCATCTGGCTTGGCAGTGAGCCTCAATCTGAGTTG
+ATGCTTTCGATTGGTTTCATGGCCTTAATTGTTAACATGATTTGTTTTGTCCTCTTATACCAGTTCAGAC
+AAGGTGATGTGAACCTTAAAGCAAGCTGGATTTGCTCACGTAACGATATGTTGGCCAATATAGGGATAAT
+AATCTCAGCCGTTTTAGTCGGTCAATTCGATGCAGCATGGCCTGATTGGGTAATAGGCAGTGTCATTGCT
+GGTATCGTCATTCATTCTAGTCTCGCTATTATTAATGAAGCGAAAGTATCAATTCAAAGCGATGCAGTAG
+CTGATAAAAACCGTACTTAATGAGTGCATTACCCAAGAATTTTCAGCCATATTTTTATCGTTATCAAGTC
+GGTCTAACCGGTTTAGTTTAGGACTTCGTCCGCCAAAAACGTACGTTATAACCTTTTAAAACTCCGTAGG
+TAGTTGACAAAATACCTTCAATATCATTATCAAAAAATAGGAAATACAGATGCATTATTTTAGTAATGTG
+CCTCATAAGACAGTAAACATGTCGTGGTTATCTTCAGCGAAGGTATTTTACCTTCAATTATTTATTCTGC
+TTTGTTGGGCATTTAGTCCTTTGGTGCACAGTAAAAATGAAGTAAAAACACCTGAACAGCAACACTTAAC
+ATTGTCTTCGGCGATCAAACGAACGCTTAAAGATAACCCTTCACTTAAGGTATTTAAATTTCGTCAGAAC
+GCTCTTGAGGGCCAATTACAAATTCAGGGTTTAAGTCCGGCTTATGAAGTCGGTTTTGAAATGGAAAATT
+TCGCCGGTACGGATGATGTAGGTGTCTTCAAAAGTACAGAATTCACTCTTTCACTTTCTTCAATTTTAGA
+ATTAGGGGATAAAAGAAAAGCGCGTGCCGATGTGATTAATAGCCGTAGCTCACAAATTGCGGCGATGCGT
+AAAATTGAAGCGCTAAATGTGCTAGGTGAAGTGACTCGTCGGTACATTGACATCATTGCGGCACAAGAGC
+GTTTGTTATTAGCTAAAGAGGCGACATTACTCGCTGAGGAGACGTTAACCGAAGTTGAAAAACGCTCAAA
+AGCGGGAGTAGCACCTAAAGCAGAGATAAAACGAGCACTAGCCGCAGTAGGCAATGCCAGACTTACCACC
+TCATCTGAGCAACAACAGCTGGACTACGCAAGAGTTGCGCTCGCTATGATGTGGAATGAAACGACACCAT
+CATTTACGGGTGTTGAAGGACGCTTATATCAGTTTTCAACGGATATTGAATTTAAAGAGTTACTGGAAAA
+AGTTAAACAAAACCCTGAAATTTTAATTTATGCCACTGAAGAACGATTAAAAGAAGCTCAGTTAAGATTA
+GCCCGTACAGAGTCCAGTGCAGATATAAAATGGTCGGTCGGTATCAAACAAATACAAGCGCTAAATGATA
+CTGCACTAACCGCCGGTTTTAGCATGCCGTTATTTTCTTCAAAACGAAATGTCGGTGCCATTAGTTCAGC
+ACAAGCAGCACGTGACGAAGTAGTTGTTAAAAGGAAAGCGACCATGCTGGCTTTACATCATCAGCTATAT
+CGAGCTTATGCGAACAGGAAACAGGCTATTTTTACTGCGAAAAATTTAAAAGAGAGCATCATACCTACAT
+TAACAGAAGCGTTAAATGAGACCCAGGTAGCATACCAACGTGGCCGTTACAGTTATTTGGATTATTTAAG
+TGCAAGGCAGGAATTGCTCTTTGCTCGTCGCGCCATGATTGAATCAGCAGCAGCCGCTTTACGTTATGGC
+ACACAAATAGAACAACTTATCGCTGAGCCATTGTCTGCGACACAGAGCAATCATGCGCAACCAAATAACT
+TCATCAATCAAAAAGCATTTTAAGGTATTTTCCATGGCAACTTTTCAAAGAGAAACTAGTCACCAACTAA
+AAGGTCACAAAAAAGTGATTAAAAATAGAGTCAATCCCAGTGTTTTATTCTTATTAGTAACGGCGTTAGC
+CAGCATAGCCATCAGCAACAATGCAATGTCAGCAGATACGCATGGTCATAAAGATGAGCACACGGATGAG
+CATAAAAGCGAACACAAAGATGAACATGGTGAAGAAGAAGGGCATATTGAAATTACAAAAGTTAATGCGC
+AAAAAGCAGGTATCATCAACGCTACAGCAGGTACAGGGCAAATAAAACAAACGACCACTGTCTATGGTAA
+AGCGGTGATTGACTCAAGTGCAATAAGTCAGGTGCGCGCACGTTTTCCTGGGCTGATCACTAAATTAACC
+GTTAACGTTGGCGATAATGTTACGACGGGTGAAAACATTGCTCAAGTAGAATCAAGCGATAGTTTAACGC
+GTTATAACATTACCGCGCCTATTTCAGGTGTGATAACCAAACGTCACGCTAACCCCGGCGACTTGACCAA
+TCAACAACCGCTATTAACTGTCGAAAACTATAAGCAGTTATGGGTTCAGTACAAGATATTCCCAAGTCAA
+CGACAAGCAATTCACACCGGTCAACAAGTCACTATTTCATCAACAGCTGCCACAACTCAATCGAGCATCA
+TGCATTTAATGGCCAATAAAAATCAGCCATTTATCATCGCAAGAGTGCCATTAGATAATAGCAAAGGTTC
+ATGGGCTCCAGGACAATTGTTAACGGGCAGTGTAGTAACTCATCAAGTGGATGTTAACTTAGTTATCGAT
+AATCGTGCCTTTCAATCCGTTGAAGGAAAAAACATTATTTTTGTAACAAATAAAGGGGGATATGAAACGC
+GTGAACTAACACTTGGCCAAACTGATGGACAATTTAGTCAAGTTATCTCAGGTTTAAAAGCGGGTGAGCA
+ATATGCGCTGATCAATAGCTACTTGCTAAAAGCCGATTTAGGTAAAGCTGGCGCAGCGCACGCTCACTAA
+GGAGATAAACATGATTGAATCAATATTACGTTTCTCCATCGCGCGTCGTTGGCTGATGATGACCATGATA
+TTTGTACTCATCGGTCTTGGTTATTGGAGTTATCAAAAACTTCCCATAGACGCAGTGCCTGACATTACTA
+ATGTGCAAGTGCAAATTAATACCCGTGCGCCAGGTTATTCACCACTTGAAACGGAGCAGCGCATTACTTT
+TCCGGTCGAAACGGCGCTTACTGGTATTCCTAATTTGTCATACACGCGCTCCATCTCACGTTATGGATTA
+TCGCAGGTCACGGTGGTTTTTAGTGAAGATACCGATTTATATTTTGCCCGTAATTTGATTAACGAAAAGT
+TAAGCGCCATTAAAAATAAAATTCCCGCAGGTCTAGAGCCTGAAATGGGGCCGATATCAACGGGATTGGG
+AGAAATTTTCATGTATAGCGTGGTGGCATCACCACAGGCAGTAAAAGCAGACGGTTTATCCTATGACGCA
+ACGGCTTTGCGGGAAATTCAAGATTGGATTATTAAACCTCAACTTGCATTGGTGCCCGGCGTTACAGAAA
+TAAATACGATAGGAGGGTATGACAAACAATACCATATCACGCCATTGCCTAAAAAAATGCTCGAATTTTC
+AATCTCCTTTAACGATATCAATGTTGCCTTAAGTAATAATAATAGCAATCGAGGGGCAGGTTACATAGAA
+CAAAATGGTCAGCAACTTACGGTTAGATCGCCGGGTCAACTCGCCAATATCAACGATATAGAACAAGTGA
+TTGTTAAAGTCATTGATGATACACCAGTGCAAATATCAGATATTGCCCAAGTTGCTATCGGTAAATCACT
+TCGCACGGGTGCTGCAACATCTGCTGGTAAAGAAATAGTACTCGGCAGTGCCATGATGTTGGTGGGTGAG
+AACTCTCGGGTAGTTGCCTTAGCGGTAGCTAAAAAGCTTGAGAAAATAAAATTGTCACTACCAAAAGGCG
+TTATCGTTGAGTCGGTATATGACCGAACAACACTGGTTGATAAAGCCATGTACACAGTACAAAAAAACTT
+AGTTGAAGGGGCTTTACTGGTCATCATTGTGCTCTTTCTTTTACTAGGCAATGTTCGAGCAGCATTAATT
+ACTGCAGCAGTAATTCCCTTAGCTATGTTAGCAACGATCACTGGTATGGTGAAAACAGGTGTTTCAGCCA
+ACTTAATGAGTCTTGGCGCACTTGATTTTGGTTTAATTGTTGATGGTGCAGTGATCATTGTTGAAAACTC
+CATTAGACGGTTAAGCGATGCGCAAAAACTCCAAGGCGGTATTCTTTCTCGAAAAGATCGGTTACATGTC
+GTTTATTCGGCAACGAATGAAGTGATCAGACCAAGCTTATTTGGCGTCTTCATTATTACCATTGTTTATA
+TTCCGTTATTTAGTTTAACGGGTGTTGAAGGGAAGATGTTCCACCCTATGGCGGCAACTGTAGTGATGGC
+ATTGATAGCCGCACTTGTTTTATCTTTAACCCTTGTGCCTGCTGCCGTTGCTTTATTTATGAAGGGTAAA
+ATTAGTGAGAAAGAAAGCCCAGTGATCAGTGCCGCTAAAAGTGTGTACAAGCCACTTCTTATTGGTGCAA
+TGAAGCTACGTTGGATAATTTTACTGGCGTGTGCTGCTTTGGTCGCTTTTTCAATTTGGTTAGCGACCAC
+ACTGGGCTCTGAATTCATTCCGCAGCTCAATGAGGAAGACTTACTGTTGCAAGCAATCCGCATTCCAGGT
+ACGAGTTTGAGCCAATCGATTGAAATGCAAAAAGCACTGGAATTAAAAATACAGCAATACCCTCAAGTCA
+AAAATGTATTCTCTAGAATTGGTACGCCAGAAGTAGCTAATGATCCTATGCCACCTAATATTGCTGATAC
+TTATGTAATGCTAATACCTCGGAGCCAATGGCCTGATCCGAAGTTAAGTCATGGTGAATTGGCTGCACAA
+ATTGTTGTGTCAGTTTCTGGCCAACCGGGAAACAATTTTGAGCTAACCCAGCCCATTGAAATGCGTTTTA
+ATGAACTGATTTCTGGCGTTAGGGCAGATCTTGGCATCAAAGTTATTGGTGATGATCTAAACCAGCTACT
+TAAATCAGCGAATGCCATTCGAGAAGTGATAGAAAAAATTGAAGGCGCTAGCGATATTCAAGTTGAGCAG
+GTAACGGGATTGCCAATGTTATCGATACACCCAAAAAGGGTTGAACTTGCGCGCTATGGTCTTAATGTCT
+CACAACTGCAATATGCTTTATCTACAGCTATTGGTGGCGAGAAAGCAGGGGTGATTTATGAGGGGGACCG
+CCGTTTTGATATCGTGGTAAGACTGCCAGAGCAAGTTAGACAAAATGTTAATCGGTTAAGCGAGTTGCCA
+ATTGCTCTGCCTAATGGGAATTATGTTCCATTGTCTGAAGTGGCTATATTGGAGCTAGCGCCTGCACCTA
+ATCAAATTAGTCGAGAAAATGGTAAACGACGTATCGTGGTAACCGCCAATGTACGTGGTACTGATTTAGG
+CTCGTTTGTTAAAAATGCCAAGCAACAAATCCAAGATAATGTTGAGATACCTGCTGGTTATTGGCTTGAG
+TACGGTGGCGCTTTTGAACAGTTAGAATCGGCAAGTAAACGCTTAACCATTGTTGTTCCGCTCACCTTAG
+CATTGATTTTAGGGCTGTTAATCATGGCATTTGGCAATCTAAAAGATGCTTTGATTATATTTACAGGTGT
+CCCATTAGCGCTTACTGGGGGTGTTCTTGCTTTGTGGTTTCGTGGTATGCCCTTATCTATTTCAGCAGGT
+GTAGGTTTCATTGCGCTTTCTGGTGTGGCCGTGCTCAATGGTTTAGTCATGCTCTCCTTTATTCGTGATT
+TATGTAAAGAACGCGGAGAACTTATGTCTAGAATTATTGATGGCGCTATGATCAGATTAAGACCTGTTTT
+GATGACGGCTTTAGTCGCTGGACTAGGTTTTGTTCCTATGGCGCTTAATATAGGTACGGGTGCAGAAGTA
+CAGCGACCATTAGCCACCGTAGTGATTGGTGGAATTATCTCGTCTACTTTGCTTACTTTATTTGTATTGC
+CAATACTTTATCGGATTGCGCATCAAAGTGACTTCAAGCGGGCTTAGTAAAAGGAGCAGTAAGCTGTTAG
+ATAACAGCTTACTGCTCCTCTCTACGTAGGATGAATATGAATTAGCTGTTATAGAAAACAGGTAAAGAAA
+TAAACGTTTTAGTCTAGATACAGTCATCTTGTTGTGGGGGTATAGATGATTAATTTAAAGAATATTTGTT
+AATGCTATGCCAATACCGAAACGTTTTTGATTAACATTGTAGTCAATCAAACTCTCACCATAGCCACTAC
+TAAATTGAGCGTAACCTTTTAATTTTCCCCACAGTGGAAAGGTAGCACCGACTTCAACAAAGCCATTATG
+CGTGGCGAAATTCTCACGGCCTTTAAAAGATAATTCAAAATCTTTACTGTATTTGTATACCATGCCTAAT
+TCAAAGTGACCCATGTAATCTAAAATATCGGGATTGTCATCCCCTTGGCCAGCCGAAGGAGAAGACTTCT
+CTCCTTCAGGTATGCGATACCAAGGACGAAAAGATAGGGCGAAGTTACGTTTTTCATACAGGTAGTTAAT
+ATAAACACGATTCCAACTTCTGGAAAGCAACTGTGAACGGCCATTTGATTGATGCTCGAAACCGGTAATT
+AAGGCTGAGTTTCCTCCCCAAGGATGATAATTTAGCGGCGTAATATAGAAGAATTCAGGTTGATAATTGG
+TTTCTCTAAACGGTTTAGAAATTTCATCTGCGTAAATTTGCCACCATGACTTTAAGGTAAAACCAAAAAA
+TAATTGGTCACCTTCATTCAACCAATACCCAGTCAGCAGGGGAATCTTTAGGCTTATTTGAAACTTGGCC
+TCAGCATCTTTTAAATTATCGGCCCATAATGGAACGTCTTGATAAGCTTGACGATTAATTTCATCAACAT
+AAGAAAAAGGCAAGATGTAATTCATTTTATGAGGTGTAAGCACATAAGGATCCGCAGCGGTTCTTTTTTC
+TTTAATTATTCTATGGGAAAGCGCACCCAGTTCAATGTCCTGGCCTTCGCCATCTTGGAGAATGATACGT
+GCTATCTGTTCTTCGCATTGTTTTTCTATTTGCGCTAGCGTAGCCTTTTTATTGGCACTTTTATTGGCAC
+TTTTAATGGCAGTAAATAAACATTCTTCAAAGGCTGTTTCGTGAGGAGTTCTGTCGACGCTGTTGTCATC
+ACTTTCAGGTGTAAAAGCTCGTGTGCTCATCGAAAGTGACAATAAAAGTAGGTAAAACCCAATTAAAAAT
+ACTGATCTCATAATAGTCGATAACTTGAACTAAAAATTTGTCTCGATTATAGCTTATTGTGTTACAAATC
+AATAGCGCTTCAACGTCGTAAGTTCACAAGAGTGACCCAGTAAGTCATCAAACTATTAACATTTTATTCA
+CTTATTTCAAAGCCCCCTCTAAATATGTCTAATTATGTCAGGTAATTTCAAAGCATTTCGCTCTGGTCAT
+TGGTCGTGTATTTATCTCGATTAACCGCAACCGTCCTTTCTTTATTACTGAGGACTTGTATCTTGATTGT
+TAAATAATGTAACCCAACGTTGGTATCACAATGAAACTCACCAAGAGCGCCTTAACTAGCCCAGCAGCCG
+TTGCTGTAGTTGTTGCCCTAACTCTGCTAGTCGGCATGCTCAGTTTATTTAAGTTACCCGTTCAGCTTTT
+TCCTGATATTGAACGTCCACAAATAGCGGTACAAACCTTTTGGCGATCGGCATCACCTAAAGAAATTGAA
+TCTGAAATCATTGAACCCCAAGAGCAAGTATTGCGAGGTATCCCTGGTATAGAGTCAATGAATGCTTTTG
+CCAATAGAGGAAGTGCTTACATAAACTTGTCGTTTGGTGTTGGCACTAATATGGAGCAAACCTTAATTGA
+AGTGATAAGTCGAATGACTCGTGTGGCCAATTTGCCACGTGATGCCAGACCGCCACGAATAATGCTTGGC
+GGTTTTGGGGGCAATACTCCCGCGCTAACCTATTTCTTTTTACAAGCTTTACCGGGCAATACTCAAGATA
+TTAACCAATATATCGACTTTACTAATGATGTTATTAGGCCGCGCCTTGAAGCGGTTGAAGGGGTTGCTGG
+CGTGCAAACCTTTATGGAGCAAAATAGGGAAGAGCTACAGATCCGATATGACCCTATTAAAGCGGCAGAA
+TATGGTATCGAAATTCCAGAATTAATCGCTTTAGTTTCGGCAAGTGATGACATTTCAGGTGGTTTTGTCG
+ATGTTGGCAGACGTCAATATACCTTGCGATATAGCGGTAAATACAGTGTTGATGAATTATCACAATTAAT
+GCTTGAGTCACGTGGTGGTCGTAATATTCGTTTAAGTGATATTGCTACTGTTGAGGTGCGTCGTAACGAT
+AGACAAGGACTGGCAGTTCAAAATGGTAATCCTGCTTTTTCAATGCGCATAGACAGAGCCAATGGCGCTA
+ATGTATTAGAAACGCTAAATCGCGTTAAAACAGAAGTGGCATTACTTAATAATGAATTACTCGCGGATAA
+AAAATTAGTGATGGTGCAATCTTTTGATGCCTCGGTCTTTATTTATCGCGCCATTAATTTAGTGACTAGT
+AATCTATTTGTCGGAATTGTTTTATCGTTATCGGTTTTATGGTTCTTTATTCGTCGAGCCCGCGCTACGT
+TCATTATTGCTACCGCTATCCCGGTAAGCTTGTTAAGTACTTTTATCGTCTTGGAAATAACGGGGCGGTC
+GCTCAATGTTATCTCATTAGCGGGTTTAGCTTTTGCAGTAGGCATGGTGCTTGATGCCGCCATTGTGGTG
+TTAGAAAATATTTTACGAATGCGTGATAAAGGCTTAGATGAACATGATAGTGCGGAGCAAGGTGCAGGGC
+AGGTGTGGGGCGCTTTACTTGCTTCTACTGCGACAACCGTTGCTATATTTCTACCAGTATTTTTCTTAAA
+AGATATTGAAGGGCAACTCTTTGGTGATTTAGCGTTAACTATTGCCATTGCGGTGTCGGTGTCACTTATC
+GTTGCCGTAGTGCTGCTACCTGTTTTAGCAAAATATTTTCTCAAACAACAAGAAGTGAACGATCCGAATA
+AAAAACTGTGGCAGAGAATTACCCGTTTTGTGATGAACAGCACCAGTAGTCGAGCTAAGCGCTTGTCACT
+CGCTGCAAGTCTTTTAATATTACCGGTTGTCATATCTATTATTGCCATACCAAAACTTGATTATTTACCA
+CCAGTAAAGCGCGATGCTATTGATGCGAACTTGCAATTTCCGCCCGGTGCAAATGTCAAAACTATAGAGA
+AGGAAATTATCCAACCAATTGTCGAGCGATTAAAACCATATATGGATGGCACTAAAGAACCAGCATTGAA
+AAACTATTATATTTTTGGTGGACCCTTTGGTGGCAGTTTAGGCGTTAGGGTAAAAGATCAAGACCGAGTT
+GATGAGCTACTTGACATTGTTCAGAATGAAATACTTATTGACCTACCCGATACACGAGCGTTTGCGAGAC
+AAGGTAACTTGTTCGGTGGTTTTGGTGGCGGTAGACAAGTACAGGTACATCTGCAATCTAAAGATACCAA
+AGCACTGCAAGAAGTAGCTCGCCAAGGTATGGATTGGATAAAAGAAGCGATTGAAGGGGCGAATGTTAAC
+GCCAACCCTGGTCTTGCTATGTCAGAGCCAGAGATTAACTTAAGCCCGAACGATCGTAATATTTTAGAGC
+AAGGCTGGAACCGTCGAGATGTAGGTCGCGTGGTGAGAACCTTGGGTGATGGTCTGTATGTTGGTGAGTA
+TTTTAATGGCAGTAAACGGTTGAACATGATTTTACGTGCCGATGGCTGGGATGATCCCGATAACTTGGGA
+GATGTGCCTGTTGTTACAGGAAATGGCAGCGTTACACCGTTATCAAACTTAGTCGATATACAACGTACAG
+TTGGACCAAGCCGATTAACGCGTATTGATGGACAACGTACCATTAGTTTGAATGTTAACCCGCCTAAAGG
+TTGGTCGCTGGAAGAAACGATATCAGCATTAAAGTTACAGGTAGAGCCAAAGTTACGAAATATCATGCCA
+AATGATGGCAATATTCAATATGGTGGCAGTGCTGACCAGTTAGATAAAGCGATTAGTGTTATGGCAGAGA
+ACTTTGCTTTTGCTTTAGTTATTCTGTTTCTATTAATGGCTGCCTTATTCAAGTCCATCAAGGATAGTTT
+ACTGGTTGTTATTACCATTCCTTTAGCCACGGTTGGTGGTATTTTAGCGCTACAACTACTTAACCTCACT
+GTTTTTCAACCACTCGATTTACTGACTATGATAGGTTTTATCATTTTACTGGGATTAGTGGTTAATAACG
+CCATTTTATTAGTACATCAAACACGTTTAGGCCAACAAGATGGTCTTGAACGGACACAAGCTATTGAGGA
+AGCGTTGACCTTACGTTTACGGCCTATTTTTATGAGCACAGCAACCAGCTTTTTTGGCATGTTACCACTG
+TTACTTATGCCTGGCGCTGGCAGTGTTATATATCGCGGTTTAGCCGCGGTTATCGTCGGTGGTTTAGCCT
+TTAGTACAATATTTACCATCGTTTTACTGCCATGTTTGTTAAGACTCTCTAAGCATGATTTTTTCTTAAG
+TCGGAGTAAAAATCAGAGTAAACAAAGTGCAGTACAACAATTACCAAACGCTAGCGTTAACCCGTAACGA
+CAACTCAAGAGATTAAGGAACAAATCATGAATAATTTAATGCTAACCAATGTTGTACCACCAAAAATGGC
+ACTGTTGAGAAATAAGTCGAGCAATAAGTCGATTAAAGGAAACCTTTTCAGTTCAGCATTCATAACTTTT
+ACGTTTATCTCAGTCATTGGTTTACTTAACTTTTGCCAAGAAGCCAATGCGGCAGAAACGCCAGAAAAGC
+CAGCACACTTGGTCAGTGTTGAGTCCGTTAAAAAAGAACAGGTGAACCCAAGTATTTGGTTGCCTGCCAA
+TGTTATCAGCCGTAAAAATGCACCAATATCTGCGGAACAAACCGGACAATTGTTGTGGATTGAAGATGTT
+GGTAGCCAAGTTAAAAAAGGCCAGCTGTTAGCACAAATTGACGATCGCCATTTGAAGTTGCAATTGGCCG
+GTCAACAAGCTCAAGTGAATCAACATCAAGCTGATGTTGACTATCTCACCGGGCAAAAGGCACGTTTTCT
+AAAGTTGCGCGAAAAAAACAATTCAGCGTTAAGTGAACTTGAACGGGTTAATAAAGATTTAACCATTGCT
+ATTAATGAAGTTGCTGCGTTGAATATATCAGTGGAGCAAACCTTACTTTCCTTAGAGAAAACCACTATTA
+GAGCGCCGTTTACTGGAAATATTAGTCAACGTTTTGCCCATGTTGGTGAGCTAATCTCTGTTGGCCGTCC
+GTTAGTGCAACTCATTGATACTAAGAATCTTGATATTAAAATTGCTGCGCCAATTTCAATCGCACCATTT
+TTACAACGAGGCAGTAAGGTGATGGTCAAATGGAATCAAACCTTGATTGAACTACCTGTACGTACATGGA
+GCCAAGCGGGCGATCAAGCTTCCCGTACTTTTGATGTCAGGCTAGCTGCTGATGGCATAGCGATGTTAGC
+AGGTACCGCTGTTACTGTCTCTTTACCTAAACAAGCACCAAGAGAAGCTATTTTAGTGCCACGTGATGCT
+TTGATGCTGCGAGAAAATGAAACTTATGTATTAACTATCGATGCTGATCAACAAGCACAGAAAGTTGCTG
+TGCTTGTTGGACAAGGTGTAAAGAGTTGGGTTTCAGTAACGGGCGCTTTATCGGTAAATGATAGTGTGGT
+CGTTCGTGGCGGAGAGCGTTTACAAAGCGGTGAGAAAGTACGATTTATGAAAGATAAAAATCATGAGGTC
+ATTGCTAAAGTTAATTAACAGCCAGAATAACGGGTACATAAATAGTTATTATTCTAGCTAAATTAACAGA
+GGAACTATGGTTATAAAATATAAAAGTATTCACTAGTTTTGCTTACACTTTCATGTATGAGCTCAGCCGA
+CTCGTGTGGCCACTTGTCGGCTTTTTTGTACCTACTTTGCTCCTACTTTTTACCTAGTAAAGTAAATATC
+TTTTTGGCAATATCAGTATTATCTATTTGCCCCTTAAATTGCTCACTTCCTTTACCAAAGGCATAGACGG
+GTACATCCACTGCGGTATGTGTACCCGAATGACTAATTGAACCCCAGCCAGTGTTTGTCTTTATGTCTAT
+GATTTTTTTAATTGCTATCAAAATAGGTCCTTCAGCTTTAGGTGCCCATTTTTTTTGTTTTTGTTCTGCT
+GATAACTGTTGGTATATTTTTATACCCTCTTTTTTTGACTGTAATAACAACGCCATATCATCAGAAGATA
+TCTCAAACTTTAATACCTCATTGACCTGTTGCAGAGTCAGGTTGTTGTTAGCAAAGGTTTTGGCAAACGT
+TTCAGGAGAAAGGGGCAGTGTTCGTAGTATCTCAGGTTGCCATAAATATTTACTGTGTATGTCTTTGTTA
+GACATAGCTGTTTTTCTTCCAATACTGAGGCCTCCTGTACTATGATCTGCTGTAAGTACAACTAAGGTAT
+CTGGATTTTTAGCGACATACTCTTCTAGAAAAGCGATTGTTTTTGCAAGGTCGTCCATTTCAGCCATAGC
+CGCGCCAATATCTCGTCCATGTCCACCCCAATCGATTTGACTGGCTTCAACTAACATAAAGTAACCATTG
+GGATTTTTAAGCTGTTTTGTAGCTGCCTTTGTCATTAACGACAAACGATGTTTTTCTTTATCGTCTAGGG
+CCCAAGGTAAACCGCTATCGCCAAAAAGACCGAGTACCGGTTTATTTAATTTCAGTGTTGATAATTGTTT
+ATAATCATCTATATATTGAAAACCAGCTGCTTTAAATTCGTTGACTAAATTACGGTCTTCTCGAATAAAG
+TATTTCCAGCCGCCACCAAAATAAACATCGGCTTTTATGCCATTGTCGATATAACTATCAGCAATAGCGT
+TATAGTTATTTCTGTTTTCATTATGAGAAAGATAAGAGGCAGGAGTTGCATGATTTATCTGAGAAGTAAC
+AACGACACCTGTTTTTTTACCTTGCTGTTTGGCCCACTCTAAAACAGTCAAAAGCGACTTTTTATTAGTA
+TCAACAGATATCGCATCATTATAAGTTTTTACACCTGTCGCTAGCGCTGTTGCAGCAGCAGCTGAATCAG
+TGATGTACCCAGACATTTTTGCTGGGTAGGTACTACTTGAGCCGACATAATGTTTATCAAATACACTTTG
+TTCAATTTCAGCTGTTGTCGGGTCATCATTGAAATAACGATAAGCAGTGGTATAAGCTGGTCCCATACCA
+TCGCCTACGATCATGATGATATTTTTAGGGCTGCTTTGTGAATTTGGGGCTACTGAGTTATCAGATGAAA
+TATCACTAGACTGTTCAGTGGTAGTACAAGCACCCAATGTGAGGGTGACAAAAACGGCGGAAAGTAGTTT
+TTTCATTATGTTGGTTCTTTGTGGTTAAATATAATGGGATTAATTCTTTGTGGTTAGTTCAAGCCAGACC
+AAGCGGTGATCGGATGACGCTTTTCTATCTTTTATCAACCGGTAGCTTTCGTCGGTTTCTGCAGGCCAAA
+AGATACCAGAATTGTTAATATTTAACCCGCTAACTGAGGGTAAGACATAATCAACTCTCATGCGCCAAAA
+AGCCGTATGGTACTTACCATGAGCATTTTCAGGACTATGCTTTTCGCCTGCTTGACTTTGCGGCATAGCA
+TCTTGAATTTTATCATCGTTTAATAACGATGAAATACCGGCTTTAATCGCATTACCATCCACAGTCGTTG
+CGTTTAAGTCGCCAAGAATAACAAAGGATTGCTTGGCTTTAATGCCACCCTTATTACCTTTGTCATCGTA
+AATGTAGCTCGATTTCCCAGGGGATATATAGTCTTGCCAAAAACGTATTTCATCATGATTACGTTTACCG
+TTTCTATCTTCTGGACCATCAAATACCGGTGGTGTTGGATGGCTTGCCAGTATGTGAATGGTTTTACCGT
+TGACCTCTACGGGCACGTCCCAATGGGACTTTGATGAAAGTCTAAGCTTTTGCCAAACCTGTTGGCTGTA
+CCAGGCTTTATTTGATTCAGGATCTATAGGCATTAATGCATTTGGCATGTCATGCCATTTAAAGTGTTGG
+AAAGTTCTGATTTGATCAACGTTTATTGGGTATTTTGATAAAAGAGCCATACCAAAATGACCTGGGAAGT
+AACCAAAACCATAACCATCGCCGGGCAATTTTCCTTTTTCACCGTTACCATCGATGTCCATACCAGAATT
+TACTCCGGTATTAACAGAGCCTTGGTAATAGTATGGAAAATCAATAGCCGTTTTACCGTTTTGATTTTTA
+TTTAAATAGTGACTGATAAAGGCTTTTAAGTCCTGGTGATCATTATTTTGATTATCAAATTCATTTAATA
+AAATAATATCAGGGTTAACCGTTTGAATGATCTCAGCAATATTTTTTATCTGTTGATGATCACTAGCTAA
+AGCTTTGGTAAGTGTTTTTCCGGAGATATTGGGTGCTTCACCACGTTTATGGGCAACGTAATTTAACGCC
+TCCATACTAACATTGAAGGTCGCAATTTTTAATGTCGTTTCTTGTGCAATAGTCATAGTGGGGAACACCC
+AGGCAATTAAGGCAATGATTGAATATTTTTTCATAATAGATTTTCTTTACGTCAATGAATTAAATTAAGC
+CGCAACCACGTAAAATAATGTCTGACAAAAATGCGATAACTTTTTCAACATCATCATCTTCGAAATCAGC
+TTGATTCATTATGGTTAATATTTGGGTGTCAAAATCAGCGTAATGCTGGGTAGAAGACCAAATAAGGAAA
+ATAAGATGAACGGGATCAACATTAACCATCTCACCGTTGTCTATCCACTGTTGAAATAACTTAGCTTTTT
+CTCTTACCCATTGGCGTTGGTATGTTCGAGCATAATCTTTCAGGTGTTGCGCGCCTTGGATAACTTCCAT
+GGCATATATCTTTGATGCTTCAGGGTGTTTAAATGACATTCTTACCTTGGCGGCGATAAATTTTTCTATG
+GCAACTTTAGGTCCTTCGTTTTGCTCAATATCTCCAATACCTTCGTCCCACATTTGAAGTGTATTTTCTA
+GTACAGCATGATAAATATTCTCTTTGTTTTTGAAATAATAGAGGACATTTGCCTTGGGTAGCTCAGCTCT
+ATCAGCAATAGACTGAACTGTTGCACCCCTATAGCCTTGCAGTACAAACTCTGTTCTGGCTGCCGATAGA
+ATCTTAACTTGACTCTTTACTCGAATATTACCTGTTTTTTTTATTAGATTAGCACTAGTCATTCTTTAGG
+CTCGGTGTTCGTTAGTATTTTTATGATTGTTTTTATGTGAATTTTTACGTTTTGTATTGGTAGAAATTAC
+ACATTACTTAAATTGTTATTAGTCAATTTTCTCGTCTTTTTAGAAAAATTACTCATATTATGTTTATTAA
+CAATATCTACAGTGAATGTAATTTATTAAACTAAAAAAGTACATCATATCGTTGTTTGATTACAATTTTA
+TTATGAGATGGCTAAAAATTAATGTTTTATAAATATTTTTATAAAATTTTTTTATTACTTCAAATATTAT
+CAAGTGAACTGCTTTTATTCGTTTACTTTAAGTTATTGTTTTTACTGTAACTGGATTGCTTATGATTATT
+TATCTGACCGTTTGGAAAGTTTTTATAACCAAATGTAATTAAACTTGTCTCTTTTCATAACAATATTTTA
+TATAAAAAAGTTATTTATTTTATCTTCTACAAACCTACAACTGAAATAACTCGTTACTCTTTGTTTTTAA
+AGGGTTTGTAATTTACTTGTTGTTTTATTCTTACTGGTCTTACATCTCTATACATTTACATTCTTATCAA
+TATGTAAATATTTGTAATGAAACTGACATAAAAGTCTGCTAATTTCAATATAAATAAAAACAGAGCAAAT
+GGTTAACTTTTTATCATTTGTTTCCATAAGAAAAATAATTATTTAATAACATAACTTAGGAATAACAGAT
+GAAAACTCATCGTATCTCACGCATTACTGGCGCGTTAATACTTGCGCTTGGACTCTCTACGGCGGCTATG
+GCTAATGTTACCACCTCTGCAATAAAAGGACGGGTTGCAGGGCCAAGTGGTAATCCTGCGGCTGGATCAA
+TCATAACTATTGTTCACGTACCATCTGGTACTACCAAAACGGCAACAGTTAATGAAGCAGGCCTTTTCGT
+TGCCAAAGGCTTACGTGTAGGTGGACCTTACCGAGTTGTTGTTGATTCAAATAAATTTGAGGATACAACT
+GTAAAAGATATTTATTTAACATTAGGTGAAACATACCCGTTAAGTGTGGCTTTAAACTCAGAAAGCGCAT
+TAGAAACCATTGTTGTTACTGGTCGTTCTATCAGTATGCAGTCAGGTGGTACAGGACCAGCAGCTCATTT
+TAATTCTGACGACTTAAAATATGCCCCGTCAATAAATCGTGATCTGAAAGATATTGTACGTATTGACCCA
+CGTATTTATATTGATGAAAGTCGCAGCGATGCTATTCAGTGTGGTGGTGGTAACCCAAGATTTAACAGTT
+TAACTGTTGATGGCGTTCGTATGAATGATAGCTTTGGTTTAAATGATAATGGTTATCCGACTACACGTAT
+TCCTTTTTCATATGATTCAATTGATCAAGTCTCGGTTGAACTCGCCCCATTTGACGTAAAGTATGGTGGT
+TTCACCTCTTGTAACATTAACGCGGTAACAAAATCAGGCACAAATGAAGTGCATGGCAGTGTCTTTTACG
+ATTACAGCAATGATTCATTGAAAGGTGACAGCATTGAAGGTGAAGACCAAGACAATGGTGATTACGATGA
+TAAGCGCTATGGTTTTAATGTTGGTTTACCGTTAATTGAAGATACGTTATTTTTATATACCTCTTATGAA
+AAATTAGATGGTGTGCAATTATTTGAATATTCGCCAATGACTGGAAGCGATCCTCAAGTTACACAAGCGG
+ATATTGATCGTGTAAACCAAATATCGATAGATAAATATGGTTATAACGCGGGTGGCACTCCAGCAAGTAA
+AGCGGTTGATGATGAAAAAATTCTTGTTAAATTAGATTGGAATATTAATGAAGATCATCGTGCTAGTTTT
+GTGTACAACTACAATGATGGTTTTAAATTAGACCAATCTGATGAATGGGGTATGACGTTAGACAATCATT
+TTTATGAGTCAGGCGCAGAATTAAATTCATTCGTAGGCTCACTGAACTCTGATTGGACAGATAATTTCTC
+TACTGAAGTAAGAGTAGGCCACACAGAACTCGAAAATAGACAAGAATCCTTAGATGCGGATAGCGGTTTT
+GGTGAAGTGCAAATTCGTCACAATGGCACAACTATCTTTTTAGGTCCGGATGATTCACGCCAATCGAACG
+AAATGAACTGGGAAACAACTACATTTAAGCTTGCTGGTAGTTACTATTTAGATGAACACACCATTACTGC
+TGGTTATGAGTATGAAAGTTTAACTGCATTTAATTTATTTATGCAACACACCGTAGGTGAGTATCGTTTT
+GGTTCTATAGATGAATATGAGAATGGTTTAGCGGATCGTGTTTACTACAATAACTCTGCTGGTACTAATG
+TGCCAAGTGATGCTAGCCAAGAATTCACTTATGGTTTGCATACTTTCTATATTCAAGATGAATACACATT
+ACCTGATATTGATATGACATTAACGGTAGGTTTACGTTATGACCGTTATACCAGTAGCGATAACCCGCGC
+TATAACGCTCAATTTGAAGAACGTTATGGTATCAGAAATGACAAAAATATGGATGGTATTGACTTAATCC
+AACCCCGCGTAGGTTTTAACTGGGCGGTTCAAGATAATTTAGAAGTTAGAGGTGGTTTCGGTCTTTATTC
+TGGCGGTAACCCTAACGTTTGGTTGTCTAACTCATATTCAAACGATGGTTTAGTGAATATTAGTGAACGT
+GCCAAGTATCACAAAGATAGTATTGCAATGGTTGGTGAGCAATTTGATTTGTTTAATACACCATCTTCGG
+ACCCTCGAGGCCCAGGTTTTGGTGTACCACAAGTGATGGTAGATTCAATTCAAGATCTAGACGAACTAAG
+TGGTAATGCTTCTGTTAATGCGACTGACCCAAATTTTGAAATTCCATCAGAGTGGAAATATGCATTAGGT
+GCTACTTACACTACTGATAATGATTATATTGTTTCGGCAGATATCCTACATAACCGTAAGCAAGATTCAG
+CGACTATTCTTGACTATAATTTAGAATACGGCGATAAAACATTCGATGGCCGTCCTACCTATAAGGAAGT
+AACTCATCCTGATGGTGTTAAAAATGTGTCTAATGAATATGTATTAACGAATACTAAGAGTGATGGTAGT
+TCTACAATTATTTCATTAGCGTTAAGCAAAAGTTTTGATTTTGGTTTAGATGCTTCATTTGGTTATTCTT
+ACACCAAGTCTGAAGATGCTAACCCAATGACTAGTGCGGTTGCAGGATCTAACTACGGAAACTTAGCGAC
+AACGGATGCACTTAATCCGCCAATTACCACATCTAATTATGAGATACCGCATCGTTTCACCATGAATATT
+AGTTATGGTGTTGAGCTCATTGGTGGGCTTGAAACACGCTTTAGCTTATTTGGTCAAGCAAGTGAAGGGC
+AAGCTTATTCATTTACTTATGATGATTCAGATGGTGCTTTTGGCGACAATAACTGGAGTGGCGACCGACA
+GTTAGTTTATATTCCAACCGTTGATGATGCTAATGTTGTTTATGGACCTGATTTTGATAAAGCAGCATTT
+GACGCTTTTGTTAGCGCTGAAGGGCTTGCACGTGGTCAAACTACTGGTCGAAACGCACAAAATGCTGACT
+GGTATGTAAGCTTTGATATTAAAATTAACCAAGAAATCCCTGGTTTAATTGAAGGACATCGAGGCAATGC
+ATTCTTTATCATTAAAAACGTAGGTAATATGATAAATGATGATTGGGGTGTGATGAAGCAAGGTGAGTTT
+GTTGGTAATCGCATGGTTGAAATGTCGGTTCAAGATGATGGTAAATACCTTTATGAGGGCTTCAATAGTG
+GTAATGAAGATCAAAACTTTTACAAAGATGCTTCCGTTTGGGAAATGCGCGTAGGGGTAAGTTACGACTT
+TTAATGACTTAATTATTAAGTGTGTTAGCTGACATGAGCTAACGCTATTTGGTCAATCAAAAGTAAAGCC
+ATACTGAAAAGTATGGCTTTTTTTTTGCTAACAGTATGCCAGTGTATTTTATCTCATATATAACTTGACC
+ATATGGTCAGCAATGGTATATTAATATAATAAATACAGTAAATTATCTAAAGGCATGTAAATATGGATAA
+AAATAAAATAGAGCGTTTTGATGAGCTACTATCAGCGGCAAAAGAAGCTTACCAACGCGCTTATGCTCCT
+TACAGTAAATTTCATGTTGGGGCGTCAGCACTGACTACGGATGGAGACATCGTGAACGGCTGTAATGTGG
+AAAATGCCTCTTATGGTTTGACCATTTGCGCCGAACGTAACTGTATTAGTCATGCTGTCGTTCAGGGTAA
+GCAGATGTTTAAGTTCATCATGATTTACACAGAACAAGACAAGCTGACTCCTCCGTGCGGTGCATGTCGG
+CAAGTGATTGCTGAATTTTTCGAGCAATCAGCGCTAGTGGTTGCAGTAAACCACAAAAATGACCGAAAAA
+TCTGGACGGTACAACAATTATTACCAGATGCATTCACCCCAAAAGATTTATTAGACTTATAAGGATTTAA
+TTCATGTCTGTAACCGCTAAAATCATCCCTCAAGAGATTATTCGACTGAAACGTGATGGTAAAATATTAG
+ATGAACAAGCGATAAATGGCTTTGTTTCAGGCCTTGTTGATGGCAACTTTTCAGATAGCCAAGTTGGCGC
+TATGGCCATGGCTATTTTTCAACAGGGTATGTCGATTGATGAAAGAGTCAATTTTACCAAGGCTATGATG
+CGCTCAGGAGAGGTTCTTAGCTGGGAAGGTTTTGATGGTCCTATTGTTGATAAGCATTCAACGGGTGGTG
+TCGGTGATAAAGTTAGCTTTATGTTAGCTGCTATCGTTGCTGCTTGCGGCGGTTATGTTCCTATGATTTC
+AGGGCGTGGTTTGGGCCATACTGGTGGTACCGCAGATAAACTTGAAAGTATTGCTGGTTTTAATGTACAA
+CCCAGTATTAGTGAATTTAAACGTATTGTTAAAGACGTTGGTGTTGCCATTATTTCACAAACCGATAATT
+TAGCACCCGCCGATAAACGTTTGTATTCTATTCGTGATGTGACCGCTACAGTTGAATCTATTCCATTGAT
+CACCGCTTCTATCTTATCGAAGAAGCTTGCCGCAGGACTTGATGTCTTAGTGATGGATGTCAAGGTTGGC
+AATGGTGCCATGATGAATAATTTAGATGATGCTAAAGCACTTGCACAAAGCATTACCAGTGTTGCTAACG
+GAGCGGGCGTTAAAACACAGGCTATTATTACCGATATGAATCAAGTCTTGGGTACTAGTGCCGGTAACGC
+CATAGAAATGTATGAAACAGTTAAATACTTAACCGGTAAACAACGAGAGCCGCGCTTACATAAAATTGTG
+CAAGCACTTGCTAGTGCAATGCTTATTAATACAAATCTAGCGAGTAGTGAAAAAGATGCCCGTGAGAAAA
+TTGATAAGGTATTAAATTCAGGCTTAGCGGCTGAAAAATTTGATCGCATGGTATCCGCGTTAGGTGGACC
+GAAAAACTTTATAGAAAAGCCTTGGGACTCAATGAAAAAGGCAAATGTTATTACTGAGGTGCGAGCATTA
+CAGCATGGTTACATTGCGCAGACGGACACTCGTGCTATTGGCATGTCGGTGGTTGGTTTAGGTGGAGGGA
+GAACGGCACCTACACAACAGGTAGATCACAGTGTTGGTTTTGATCGGATATTACCACTGGGTGTACAAGT
+GAATCGTGGCGAAGTGATTGCACGTTTACATGCTAAAGATGAAGACTCAGCCAATAGAGCCATTGAGCAA
+TTTAATAATGCGATTACTTACTCTGAAGAGAGCCCTGAGCTACCACCGGTAATCTACTAACGAATAAATA
+ACCTTAGCAGCTAATATAGATTGCTAAGGTTAGTAACCGGCTGCTTTATAGCCAGACGAGTTGCTTAAAA
+TGAGCACGACAAAGGGGCTCATAACGTTCATTGCCACCAACCTCTACTTGCTCACCATTTTGTACCGCTT
+TACCGTTAGCATCTTGTCTGATGACAAAGTTAGCTTTTCGCCCACAGTGACATATCGTTTTTAATTCAAC
+CAATTTGTCAGCCCAAGCGAGCAAAGCGGCACTACCTGAGAAGGTTTGTCCTAAAAAGTCAGTGCGTATG
+CCATAAGCCAATACAGGAATATGCAATAGGTCGACAATATCAGTAAGCTGTTTAACTTGTTCAGTTGACA
+AAAACTGTGCTTCGTCTATTAGTACACAATCAATTTTTTCAGCTTGATGTTTCTGGTCAACGTCTTTAAA
+TAGATTGATCTTTTCGTCGAATAAAAAAGCGTCTGCATCAATACCTAATCGTGAAGCAACCTTGCCTTTT
+GCAAATCTATCATCAATTTTCGCAGTATAAATAGCGGTGACTAAGCCACGTTCTTGATAGTTATAAGATG
+ATTGTAAAAGGTGAGTTGATTTTCCCGCATTCATCGATGAGTAATAAAAATAAAGTTGTGCCATTTTTAG
+TTATTTCTTTTTATGTAGTAAATACCTGAGCATTGAAAATTAATGTTTCAACGTTCAGGTATTGTTGTAA
+TGGGATTTAGTTGCCTGATAATAGCAGCAATAACTTAGCTGTGATTTAGGGGGGACTTAGTAGTTACTTG
+ATGACTTAGTATTACTTTTATGTCCAAGTGTATCTAATAAGCTGATAAGTAAGCTACTAGCACCAAATCT
+AAAGTGATTAGCATCTGCCCACTCATTACCTAATATATTATCTGCTAAATCAAGATAAATAGCGGCATCA
+TCGGCATTTCTAACGCCTCCTGCAGGTTTAAATCCCACCGCAGTATTTTTATTTTTTATCACGGTTAACA
+TAACTTTAGCCGCTTCAGGTGTGGCATTAATGGCTACTTTACCTGTCGATGTTTTAATAAAGTCGGCGCC
+AGCGTTGATAGCAATTTCACTCGCTTTTCGTATCAATTCTTCAGATTTAAGCTCACCTGTTTCAATGATG
+ACTTTAAGCTTAGCATTGCCGCTACAGGCTTGTTTACATACCTTTACCATATCAAAACCAATTGTCTCAT
+TACCCTGTATTAACGCACGGTAAGGAAAGACTAAATCGACTTCATCAGCGCCATAAGCGACAGCAGCTCT
+TGTTTCTGCCAACGCAATATCAAGATCGTCATTGCCCTGTGGAAAATTAGTGACGGTTGCTATTTTTATG
+TGAGGTGTTTGTTGCGCTTTTAACGCCTTCTTAGCCACAGGAATAAAGCGTGGGAAAATACAAATAGCGG
+CCGTTTCGCCGGCAGGTGATTTAGCTTGACGACAAAGGTCAATAATTTCTTGGTCAGTCTCCGTGTTGGT
+AAGACTCGTTAAATCCATTAGTGACAGTGCACGTTGGGCTACTGCTTTAATATCAGACATAATGTATTGT
+TCCTGTGTTAAATTCTCGTGTATCGTTTTTGTGTATATATTTCCTATAAGGAAATAAATATACCAGCAAT
+TGCTGCGCTCATTAGATTGGCTAAAGTAGCTGCAATCATGGCTCGCATGCCTAATCTGGCAATGTCATGT
+CGACGGCTCGGCGCCATCGAACCAATGCCACCAAGTAAAATGGCTATTGATGATAAATTAGCAAAACCAC
+ATAATGCGAAAGTCACAATGGCTTGAGTTGCAGGGCTTAAGGTATCTTTGATTTCAACAAAATTAACATA
+GGCAAAGAATTCATTGACGACAACTTTTTGCCCAATAAAACTACCTGCTTGCAGCATTTCATTGACCGGA
+ACACCAATAACATAAGCAAACGGTGCAAAAAGGTAACCCAAGAAAAATTCTATGGTGATATCTTCATAAC
+CGAATAAGCCAAAAACACCGCCAATTAGCGAATTTAACAATGCTATTAAGGCAATGAAGGCAAGTAACAT
+TGCACCGACATTTACTGCCAATTTAAGACCTGACGCTGCACCAGAAGCGGCGGCATCAATTACATTTGTT
+GGTTTTTCATTTTCGTCATCATAATCGACAGACTCGGTAACTATTTTATCGTGTTCAGTTTCAGGGCAAA
+TGATTTTAGCCATTAATAGTCCACCTGGGGCGGCCATAAATGAAGCGGCAATTAGATATTTTAGTTCAAT
+ACCTAGGCCAGCGTATCCTGCTAAAATAGAACCTGCAACGGATGCTAGGCCACCAACCATGATGGCAAAT
+AGCTCTGATTGGGTCATTTTTGCAATATAGGGACGAATAATAAGAGGGGCTTCGGTTTGACCGACAAATA
+TGTTGGCCGTAGCTGAAAGTGACTCAGGTTTGCTTGTCTTTAAAAGCTTTTGTAATGCGCCGCCGATGAT
+TTTAATTACCCATTGCATTATGCCAAGGTAATAAAGCACAGCAATTAAAGACGAAAAGAAAATAATATTA
+GGCAATACTCTGATGGCAAAGACAAAACCTACACCATTGTCAAACATAGCATCGGTACCTAAACCACCAA
+AAAGAAAGTTAATGCCTACTTTTGCACTATCAATAACACTTTGCACGCCATTAGTCATAGACAGCAAAAC
+ATCTTTACCAAAGGGAACATATAACACAAAAGCGCCAAGCAGCACTTGTAGTGCAAAAGCTAAACCGACT
+GTGCGAATATTTATTGATTTTTTTCCACTTGATAACGCGTAGGCGATAGCTAACAAAACGAAAATTCCTA
+GCACACCTCTTAGAGCACCTAATTCCATGAATACCTCTTATATTTTATTATTATATTTATTGTTGTGGGG
+GTAATTGTGAAAGTTGTCGAATTTTTGCTTTGATCACCTCAATTGCCATTCTATTTTTACCTCCTCGGGT
+AATAACAATATCAGCCCAAGCTTTAGAGGGTTCAATAAATTGATAATACATTGGCCTAACCGTTGCTAAA
+TATTGGTTAGTGACCGATTCAATACTGCGGTTACGTTCAACTAAATCTCGCTTAATTCTTCTAATGAGAC
+ATATGTCTAATGGTGTATCCATGTAGACCTTAATGTCAAAACACTCTCTTAATTCCTTGTTAGATAAAAG
+TAATATACCTTCAACTAGAATTATTTTAGTGGGTAAAAACTTTTTACTCTCATCGAGCCGGGTATGAGTT
+TTGTAACAATAAACAGGACTATTAATCATCTGATTTTCAGTGAGTTTTTTTAAGTGCTCTGATAAAAGTT
+CGTGTTCAAATGCACTGGGATGATCATAGTTAGTTTGCTCACGCTCTTGCATGGACAAATGAGATTGGTC
+ACGATAATAAGCATCTTCATAAATAATAGAAATACCACTGTCACCAAGCTCATCAATAAGCTCATCATGT
+ATTGTTTTGGCAAAAAGAGTCTTGCCTGAGGCCGAAGGGCCAGCGATAGCAATAATTGTTGGTTTAATTG
+GTTTCAATGTTCAGCCTGTAGTTAAAGCAAATATCAATAATTAAGAATTTTTTACTATCTTGAGCTTTGT
+TAGTAATTGGCGCAAGATATTCTCTATAGTTTAGATAAATAATCAGCGACAAGATAAAGCTCTATTTACC
+CTTAATTGTAAAGATGATAAATTAACACAACTTGACCAGTTGGTCATAGTTTTTGACAAATTATTTTAAT
+CATTGTGATTAAATGTAAAAAGGAAACATTATGGCTCGTGCAATAATTATAGTTATTGATAGCTTGGGTA
+TCGGTTATTCTCCAGATGCTGTTGATTTTGGTGATGTGGGCGCAAATACGTTTGCTAACCTAGCTCGTGC
+TTATTATGAAGAAACAGGTAAAGAGATTTTCTTACCCAACTTATCGGCACTTGGAATGATAAAGGCTTGT
+GAACAAGCATCTAATCAAACATTTCCTTATCAGGGTCAAGAACCAAGTAAAGGTGCTTATGGTTTTGCAC
+AAGAAATAAGTACTGGTAAAGATACGCCCAGTGGTCACTGGGAGATGGCAGGCGTACCTGTACTTTTTGA
+TTGGGGATATTTTACCGATAAAAACAGTAGCTTTCCCACATCATTAATTGACGATATTAATCGTGAAACG
+GGTTTTGATGGCATATTAGGCAATTGTCATGCTTCAGGTACCGAAATTCTTACCCGTTTAGGACAAGAGC
+ATATTGAAACAGGTTTACCGATTTGTTATACCTCGGCCGATAGCGTTTTTCAAATAGCTGCGCATGAAGA
+ACATTTTGGTTTAGATAACCTCTATAAATACTGTGAAACGGTTCGAGAGTTACTTGGTGATTTAAATATA
+GGACGTGTTATTGCTAGACCCTTTGTAGGAGATAGTGCTGATAACTTTGCTAGAACAGGTAACCGTAGAG
+ATTACTCAGTGTTACCGCCAGCTCCTACGGTACTTGATAAAATATCACAGGAAGGAACTCATGTTATCAG
+TGTTGGTAAAATTGCTGATATTTTCGCTCATCAAGGCATTGATGAAAAAACAAAAGCGACTGGGCTCAAT
+GCACTTTTTGATGCCACTTTGGATCATATTAATACCGCACAAGACAATTCACTCATTTTCACTAATTTGG
+TTAATTTTGATCAAGATTTTGGTCATAGACGCGATGCTATCGGTTATGCAAAAGAGCTTGAAGCACTAGA
+TGTTCGTATACCTGAGCTCTTTCATGCGATGTCTGCGGAGGATGTACTATTCTTAACCGCTGATCATGGT
+TGTGATCCAACATGGCCTGGTACTGAGCATACTCGAGAGTATGTACCTATTATTGCTTATCATCATCAGA
+TTGACTCTGTAAACCTTGGTAACCGTAAGACGTTCGCTGATTTAGGACAAAGTGTCGCCGAGTTATTTAA
+CGTAGAAGCAATGGACTACGGCACAAGCTTTCTGTCAGAGATATACAGTAAGTAATAAAACAATAAAGTT
+ATAAGTACAGTGAATGGTAGGGGGAAGTTCTACCGCAATTAATTCAATAACCTGTATAAGTTCTACTACA
+CTATAAAACATAATAAAAACAAAAGATAAAAAGCATAAAACATAATAAATAACAAAAACAGTTCTGGGAG
+TAAACAAATGAAAATATTTAAAAAAAGCGTATTGTCACTTTGTGTGCAGGCGTCAATCATTGCGAGCGTT
+ACTGGTTTCTCTGCTAGTGCCCTAGCAGCAGAAGAAGTGGATAAGAATAAGCTAGAAGTCATTGAGGTTA
+CTGCACGTAAACGTGTTGAAAATGTTCAAGAAGTTCCGGTTTCTGTCTCTTCTTTACAAGGTGAAAATCT
+TGATGCTTACAGCTCTGGGGGGATGGATATTCGCTTTATGAGTGCTCGTATTCCAAGTCTTGCGGTAGAG
+TCCTCATATGGACGAAGCTTTCCCCGATTTTATATTCGTGGTTTAGGTAATACTGATTTTGACTTAAATG
+CTTCACAGCCTGTTTCCTATGTCGTGGATGATGTTGTTCAAGAAAATCCAATTTTAAAAGGTTTTCCTGT
+CTTTGATGTAGAAAGAGTCGAAGTGCTTCGTGGGCCTCAAGGAACGTTGTTTGGACGTAATACGCCAGCT
+GGCTTAGTTAAGTTTGATTCAATGAAGCCAACACAGTCTTTTGATGGTTATGCTGCAATTTCTTATGGTA
+CTCGTGGCGCAATTGATTCATCAGGCGCAATTGGTGGTGGTTTAACTGATAATTTATCAGTTCGGGTGTC
+TGCTCTGCATCAATCAAAGGGTGACTATATCGATAATAGAGCAGTTGGCTTTGAGAAAAAAGACCAATTA
+GGTGGTTATGATGATAATGCTGCCCGTATTCAGTTTTTATATGAAGGTAGTGCTTTTAGCGCATTGTTTA
+ATTATCATTTTAGAGACCTTGATGGCTCGCCTATTGTTTTTCATCCCAATATTGCTACTCCTGGGACTAA
+TAATATTCGCGGTGACTTTGAAGCTGATGTCGTTTATCAAGATGCAGGTCAATTTGCAACTCAGGATGTA
+TCAACTCAAGGTAGTAGTTTAAAGCTTGAGTGGGATATTGATGATTACACTGTAACGTCTATCACGGCTT
+GGGAAAGCGCTGAGATATTTTCTAGAGCTGATGTTGATGGCGGCTATAACGGTTTTCCTCCTGCAGGTGA
+TGCCAATGCAGTATGGTGGGGGGCTCAAACAGCGGATGAAATTCCTGAGCATGATCAATATACGCAAGAG
+CTTCGTTTAGCTTCCAATTTTGCAGGTAAGCTTAATTATCAAGTGGGTCTTTTCTACTTTAGTGAAGAAT
+TAATTATTAATACTTATGATTATTTTACTCGAGATGGTACATCAACACCATCTGACCCAGCGCACGGCGC
+ACAGAACGGTGAATCAACACAGTATCAAGATACAACAGCTTGGGCAGTATTTGGCTCTGTTGATTACGAT
+TTCACAGAAGACTTAGCAATAACAGTAGGCCTTCGTTACTCTGACGATCAGAAAGACTTTACGGCTGAGT
+TATTAGATCATCCATTTATACCAGGAGCAGATGGCGGTAATTTCTCTGAGTCTGTTGATGTAAGCGATAG
+CCACGTAAGTTGGGATATTAGCGGTACTTATAAAATAAACAAAAATATAAATTGGTATGCTCGTGTCGCC
+AATAGCTTTAGAGCACCAAGCATTCAAGGTCGTGTGCTTTATGACCAAAATGTGAGTGTTGCTGATTCAG
+AAACGATTACATCGTATGAAACTGGATTAAAATCTGATGTTTTAGAAGGGAGAGGTAGAGTTAATGCATC
+CGTCTATTATTTTGATATGAATGATCAACAATTAACGGCAGTAGGTGGAACCTCGAATTCAAACACATTG
+TTAAATTCAAATGGTACTATCGGTTATGGTATTGAGCTAGATTCAGAATGGATTCTAACTGATAACATTA
+TTGCTACTTTCAACATCAGCTACAATAAAACAGAAATTGATGATGACGGTCTAGCCGTTGCGGCTTGTGG
+TTCTGGTACATGTACTGTAACTGATCCAACCTTCCAAGTTCCAGGCGATTTTGGCCCAACTACTATGGCG
+TATATTGACGGTAACAGCTTACCTAATGCACCTGAATGGATTTCAAACTTAACCTTAAGCTACGTAAAAG
+AGATTGGAGATGGAGAGTTTTTTGCGCATACTGATTTAACTTACCGTGGCAAAGTTGATTTCTTTTTATA
+TAGAGCCGAGGAGTTTGAAGGTGAAGCCTTAATAGAAGTTGGCGCACGTACTGGTTATAACTGGATTTCT
+GGTGATAATGAGTACGAAGTTTCAGCATTTGTGCGTAACCTTACCGATGAGGAAGTGATTATTGGTGGTG
+TTGATTTCAATAATAACTCAGGCATGGTTAACGAAGAGCGTTTTGTTGGCGCAGCATTTAAAGTGTCTTT
+CTTTTAGCGTTTAAATCTCATCATTTGAGAAATAAAAAAGGGTTAGCATTTTGCTAACCCTTTTCTTTAA
+CACAACGAAAACTGAATTTGAAAGCTATAGTACGCTTTCTAATGTAAGTTCCATCATATCTTTAAACGTA
+GTTTCTCTTTCTTCAGAAGTAGTTTTCTCACCTGTTTTTATATGATCACTAACGGTCAATACGGTAAGTG
+CTTTTTTACCATATTCAGCAGCAACACCATAAAGGCCGGCTGCTTCCATTTCTACCGCTAAAATTCCATA
+CTTTTCCATGGTTGCAAACTTTTCAGGTTGCGGCGTATAAAATAAATCAGCAGTAAAAATATTACCTACA
+TGTACAGGTTTACCGAGTTTTTCAGCGGTATCAACGACACTTTTTAATAAAGAGAAGTCGGCACAAGCAG
+CAAAATCTACATTGTGAAAACGTTGTCTGTTAACGTTTGAGTCTGTGCTCGCCGCCATACCAATAACAAT
+ATCACGAATCTTTATATCATCTCTTACTGCGCCACAAGAGCCGATGCGTATGATTTTTTCAACGCCATAA
+TCTTTATAAAGTTCAGTAGCGTAAATAGATATGCTTGGTACGCCCATACCTGAGCCCATTACAGAGACAC
+GCTTACCTTTATACGTACCTGTGTAACCAAGCATATTGCGTACTTGTGTAATGCATTTAGCATCGTCTAG
+AAAGTTATCGGCAATAAATTTTGCTCTAAGTGGATCGCCAGGCATTAGTACTGTTTCTGCAAATTCGCCG
+TCTTGTGCTTCGATATGTGGTGTTGGCATAAGAGTTATCCTTTTAAGGTTAAGTGTAACTCAGTAAGTTT
+CTAGCCAGAACAGAATCATTCATGCTGCTATCAAGGATTTTTTACTGATAAAGTTGATGTTAATTTTTAC
+TTAATTAAGTATTTATTTTACTGATTTTTACAGTACTGCGCAGTGTTTATTCATCTATAAACATTGCGCA
+GTTAATAATAATGCTAAGTGAAGTCCGGTTCAAGTAGACCCCATTATTTTAGCCTTATTTTAGTGTTTAT
+TGTTTAATGTTGAGCAGTGCTGTCTTTTCTTGCTCAGATAAAAAGCTCATTTGCACCGCATTTCGTTGTA
+ATTGGGTGATTTGATCTGTATTGAGTCCAAGTACTTCGCGTGCTACTTGAAATTCGCCAGCGAGCTCGAT
+ATTTTCAACGGCAGGGTCGTCAGTATTTAAGCAAACTGTAAGATCGTTTGCTAAAAATGTTTTTACTGGA
+TGTACTGCCAAATCTTTAATCGTTCCTGTTTGGTAGTTTGAAGTAAGGCAAGACTCTATGCTTATTTTAT
+TTTCTCGCATGTAGTCCATTAATTCTTGATCCTTAGCACAAGCCACACCATGACCAATGCGCGTTGCACC
+CAGTGTTTTTATAGCATGCCAAACACTTTCAGGCCCGGCGGCTTCACCGGCATGGACACTAACATTAAGG
+CCTGCATCGTTTACTTGTTTAAAGTGACTTTCAAAAAGGCTGCCTGGAAAATTGTACTCATCGCCCGCGA
+GGTCAACTGCAACTAAATCATCTTTATAAGCGAGCAGGGCATTGAGTTCACTTTGGCAGTGTTCAACACC
+AAAGGTACGACTTAAAATGCCCATTAAATTAATTTTAGTGGTAAATTTTTTTCTACCCTGATTTACCCCC
+TCAATAATTGCTTCTACCACACCCTCTATTGGTAAGTTGTGCGTCATGGCGATGTAATAGGGAGAAAACC
+TTAATTCAGCATAATCAATATTAGCGTTATAAGCATCTTCCACATTCTCAAAACCGATACGTACTACATC
+ATCTAGGGATTTTAGCACACCAACACCCCAATCAAGCTTTTTCAAAAAGGCAAGCAGGTCAGCTTCACTG
+TCAGTGATTTGCACGTGAGGGATAAATGCCTCAAAGTTGTCTTCAGGTAATTTAATATTATTTTGTTGTG
+CTAACTGCCAAATAGTTTTTGGGCGTATGTTTCCATCTAAATGACGATGTAAATCGACGAGGGGAAGTTG
+ATTATTAAACATGATAAAAGTTTGTCCTAGCAGTGAAAGTGTTGTGGATAAAGTTATGCCGTTGAATTTT
+GAACATTACCCACGTTACATTCTTATTAATTATAGACTTCATTAGTGTGTTCTAAAAGTTAAAGCTTAAC
+CTTTACTGATATAGGGCAATGGTCGCTTAAGTTTCGAGATAATTCTTTAGTGTATTTAGGTTTGAAAATA
+AGTTGTTCAAATGAAGATTCAATATACTTTTCTTTGGCCTTAGGGCTAAAAATAATATGGTCTATGTATT
+CTTTATAATAACCGCCCCAACAACCAGAATTAGCTGTCATGGTTGGTGTCCATAGCGTTTCTTTTCCATC
+ATCATTTAATGCTTGCCACAAACCCTTATCTTCAGAGTATTTTAAAGCGATATCTTGAGAAAAACGTCGA
+TTAAAGTCACCTAAAACAATATACGCAGCGTCTTGGCTTGCATGTAAATCAATCCATTGCTCTAACGGAG
+ATATTTGCTTACTAAGTTTGGTACAGGCCTCTTTACGTTTTTCTTCTTTAATTGATGTACTCGGCATTGC
+CTTAACACTACTGCTATCTAATGGCGCAGCAAAACAGCCAGATTTTAAATGTACGGCTAACAAATGCAAT
+GTCTTACCATTTTTTGTTAGCGTAATATCCATGCCATGGCGTACTTTACCGACATCTAAGGCTTTATATT
+CTTTAGCTTCAACAGTAAAGTGTTGTGATTTTTTAATAGCCACGCCAACACGTTGAACCCAGTCTTTGGT
+AGAAAAGTAATAATCATAATCATTGCCAAAAACTTTGCGTGCCCAATACTCACTCTCAACCTCTTGCAAA
+GCGATAACATCAGCATTCAATTGTTTGGCATACTTGGCTAATTTTTTGTAATCAGCGTCGGTACGATGGT
+TGTACTCATGAGAGCCTAGCCAAGCGATGTTCCATGAAGCAACTTTTATCTCTTCGGCCTGAGTTTTAAA
+ACTGCTGAACAGAATTAATAGCAGTCCGATTGTTGTTAATATTACGTTTTTCATCAATAATTCTCTTTTA
+AGTTCAACGTTTAGTTTGAATATGAACTATCAGCCAAACTTATAGTTATTGCTTTACTTAACCATTAGGT
+CAGGATTTATATTTTGCAACATTACACTATTTTTACGTTAAGGCACAACCTGTAGGTATAAAAAATTATT
+GCTGTGTATGCTTTCATTAATTTGAACAACCAATAGTGGGTAAGTCTGGATTAATCAGACCGTTTATAAT
+AAAGGGTCTATCAGGTGATTCCTTATTAAAGATAACTTGAGTGGCATCAAGATATTGAAAATCACCCGCA
+GCATTTAAATGCCATAGGTTGCTGTCTAACTTCTCAAAGCAGAACTCTCCGGTATCACCATGGCTAATGA
+GTATTGGTTTATTGATTCGTTTTGCTAGATCTTTAAACGCTTGGCGATACACAGCAAATGCGTCACAAGC
+TGTTAAGGATGAATTATCGCATGAGCCACTCTCTAATACTGACTGTTGATAAATGTCAGCTTGAAAACCG
+ATAATTATCGCATCAAAATCTTTTGCTTTTTCTTCAATGTTTTTTAACCAAGTAAGATTGTTTTTGTCTC
+GCTCATCAACTTTTTTGATAGCATTCTCTTGCTTTGATTTATCGATATTAGCCCTACCATTACTGGTTCC
+AACTATATGTAAAGTACTTATTGCTAGGCGGTCATTAATCCATAACTTATTTTCTATTTGTGTTTCTTGA
+CTAATAATTGAAGGTAAGTTTTTGGTTAACAATGGCGGCGTTTTAAACATCAATTCTATTAGGAAATCGA
+GTCTTTCTAATTCATTAAAGCTGTAAAGTAATGACGAACGATCACAGTCAGTCCAGTCATTATCTCCAGG
+GGTGTAGATAATTTTACCTGGATAGATTTGAGCTAACAGTGCTTTATGCTCTTTTAATAAGTCGTCAGTA
+CATGACTTACCACCACTTTTAAAGTCCCCAAGATGCATAACTACAGTAGGATTGGTTTCATTAATAAGAC
+TATATAGAATACCACCGGGCCCTTGCATCATTTGTTTCTCTTTATCGCTATAGGGTGTATCGGCCAGTAC
+AACCACTGTTTGTGCCCAAAGTGTTGAGCTAGTAGTCGAAAGCAATAAAAAGGTAATGTGTAAACAACGC
+TTTTTCCATAAGTAAATGCTGAAAGTCATCAGTAGCCTTTTAAAATTAAATTAAGAATAAAGGAAATAAA
+TCTAACCTAGCGAAGAATGGGAATTGATGCAAGTTATACCAATTTGTTTAAATTTATTCCTTACTCAGAG
+CTACATTAGCGAGCTTAGAGCAAGAAAAATTTGTTAAACATAGTTATTCTATATTTTATTCATTTTACGC
+TGTTATCAGTTTGCTAATTAGCTTCCAAAGGACGAGTTTAAAAGGCTTATATGTTGCGTTATTGATTTTG
+ACAAGGGAATAACCATTCTCTTCAATCTATGCCTTACCTTTAAGCCTTTTAATTCTCGCTGAGTGGGAAA
+TAACTTAATCAACTTGGTATTAGTTATCATAAAGTAAACGAACCAAGTGGTCAGGTTTTTATCTTGCTGC
+TGTTGAACAAAATCGAGAAAAGAGTAAAATCTCATTATTATCGGCAAAGAGAAGTAAAATTATGCAAGTA
+CTAGTTGTAGATTACACCGCAAAAGACGCGGCAGAAAAGTTTGTTCAAAGTTTACATGAAACTGGGTTTG
+CTGTGCTTGTTAATCATCCAATAAAACAAAGTTTAGTTGAATCAATTTACAAAAATTGGCAAGAATTTTT
+CTTAAGCGAAGAGAAACATGCATTTGCTTTTGATCCTGTAAAGCAAGATGGCTATTTCTCATCTGAGATA
+TCTGAAACGGCAAAAGGTCATAGTAAAAAAGATATAAAAGAGTATTTCCATGTTTACCCTTGGGGACGTA
+TTCCTGCACAGCTAAATGATGAAATCTTTGAATATTATCGTTTAGCATCAGAGCTTGCAGCGGAGTTACT
+TGACTGGGTAGAAGAGTACAGTCCAGCGGACATAGCAGATAAATATTCTGAAACTTTATCTAATATGATT
+AAAGAGACGCCAAATACATTGTTACGCATCTTACATTACCCACCACTGACGGGTAATGAAGAAGCTGGCG
+CTGTTAGAGCAGCTTCACATGAAGATATTAATTTATTGACTATATTGCCTGCAGCGAATGAACCAGGTCT
+ACAAGTTCAACGTCAAAATGGTGAATGGATTGATGTTCCTTCTGACTTTGGTAATCTAATAATTAATATT
+GGTGATATGTTACAAGAAACATCAGCTGGGTATTTTCCATCAACAAGTCATCGAGTTATCAACCCAACAG
+GTAAGGGCAGTGATAAGTCTAGAATTTCATTGCCTTTGTTTTTGCATCCACGTAGTGAAGTGGTGTTATC
+TGATAAACATACTCAAGCGAGTTATCTACTCGAACGTTTACGTGAGTTGGGTGTTAAAGTTTAACTAAAT
+ATGTGGTTAAGTTAATCCCCCTAGCCGACTTGTGTAACTCGTCGGCTTTTTTGTACCTGTCATTCAATAT
+TTGAGTGACTATGTTTAAATTATTTACCTTGCCTAAAGTGGTTTTAATTCCCACTGAAATTCTGCACTTT
+GATTGGTAACGGGTATATAATCGCTATATTCTAAATGTTTATTATAAAGAAATGTGACAAGGTCATGAGT
+ATGAAATTAAACTGCGATTTAGGTGAGAGTTTTGGTGCTTGGTCTATGGGACTCGATAATGAAGTTATGC
+CTCATATTGATCAGGCAAATATTGCCTGCGGCTTTCATGCTGGTGATCCTTTAGTGATGCAAAATACGTT
+GGCATTAGCCAAGCAATTCCAAGTCAGTATTGGTGCGCATCCTAGTTATCCTGATTTAGTTGGCTTTGGC
+CGTCGTACAATGGCTTGTTCGTCAGAAGAAATAATCGCGCTTATACATTATCAAGTGGCAGCACTTGACG
+GTATGGCAAGTGCTCAAGGGCTATCGCTAGATTATGTAAAACCCCACGGTGCACTCTATAACGACATGAT
+GAGAGAGCCTAAAGTGTTTGAAGCTATTTTAACTGCGCTTGCTCAATATCCAAAAACACTTGCGTTGATG
+TTACAAGCAACGGCAGATATTGAGTCTTATAGGGAGCAGGCAAATAAATTTGGTCTCGTTATTTATAGTG
+AAGCATTTGCAGATCGTTGTTATGACGATGAAGGTCGATTATTAGCACGTAGTCAATCGGGGGCAGTGTT
+AAATAAAGAAGCCATGCTTGCCCAAGTTAAACAATTATCACAGCAAGGCACCGTGACCACCATCTCAGGT
+AAAGTGCTCAAGCTTAGCGTAGATAGTTTATGTGTTCATGGTGATAATATTGCCGGTGTACAGGCTATTC
+GTGAAATTAAAGAGCTGCTGAGCTAATGTCAACGCTGATAAATGACAGTATTCGCCTTGAAATTGCCGGT
+GAAAATTCCTTGATGCTATATTTTTCAGATAAAGGACAAGAGTCGTCAATTATTACTCCAAGTATCAGCA
+GTAATGTTCACCAGGCAGAACAGCTTATTCGTCAAAATTTTTCAACTGAAATAATTGACCTCATTTCTTC
+ATACGCCTCCATTTTAGTGGTGTTTAACTTACTTGAAATAGATCACCACCATTTGCGCAATAAACTAAAA
+AGGTTATTGAAGCAATGCAGTAATGCAAGTAATAAGCAGGGTCGATTAGTTGAGTTACCCGCTTATTATT
+CGCTTGAATCAGGCATGGATTTACAACGCATTGCCAAGTATGCCAAATTGACTGTTGAACAGGTTATTAA
+CTTACATCAAGCGCAGGAATATCGAGTGTACGCTATAGGGTTTGCCCCTGGTTTTGCTTATTTAGGTGAA
+GTTGATAAGCGAATAGCCATGGCCAGATTAACTACGCCACGGCTAAAAGTGCCCAAAGGCGCCATTGCTA
+TAGCCGATAGACAAACTGCCGTTTATCCAGCGCAATCTCCAGGTGGTTGGAATCTCATTGGTTTATGCCC
+GATTGATATGTTTAACGCACAAGCAGAGCCTACGATGCCTGTAGAAGTCGGAGATAGGGTGAAATTTGTC
+GAGATAGATAAACAGCAGTACCTTGAGTTAGGTGGTAATTTACCCAATCAAGTGAGTTCAAATGACTGTA
+AGTAAGGATGCTTTAGGGTTTATCGTTACCAATGGCGGTGTCTTAAGTTTAATTCAAGATGCTGGGCGTT
+ATGGTGCCTTTAATTTAGGACTGACTAATGGCGGTCCTACAGACTCTTTAGCTTTTTATTGGGCCAATAA
+ATTATGTGGTAATACAATCAATTCAACGGCTATTGAAATTAGTCTGGGAGGCTTGGAGCTTATTGCGCAA
+GTTGATTGTGTTATTGCGATTACAGGCGCTCCGATGCCACTGACTATAAACGGTCAACCAAAGTCATGTT
+GGCGAAGTTTTCTGGTTAAAGCAGGAGATACTATTAGTTTAGGGTTCACCCCAATTGGTGTGCGTTGTTA
+TTTGGCAGTAGCGGGAGGCTTTACTATAAAGCCAAATTTTGGCAGTACAGCCACGGTTTGTCGAGAGTCG
+GTAGGTGGCATTAATGGTGATAAACTGGTCAAAAATGACGTATTACCTTGCCAAACCGTGTCTAAAACTG
+ATGATAGGTTAAAACCGCTAATGTTAGCCGAAAATGATCAACCACAATATACTAATGAAGTTCCATTACA
+TACGGTATTAGGTTACCAGCAAGCTCATTTTTCAAGTATAGAAAAAAGATTATTTTTCTCAAGTGAATAT
+CAAATTAGTCAACATTGGGATCGCATGGGATATCGTTTACAAGGTCGTGCGATAAGGGCTGATGTAGATG
+GTATTTTATCGGAAGGGATTTGTTATGGTGCTGTGCAAATACCAGCAGATGGTCAGCCAATAGTTTTACT
+TAATGATCGACAGACTATTGGTGGCTACCCTAAAATTGGTGCCGTTATCTCACAAGATTGCGCTAAACTT
+TCACAGTTACGCCAAGGTGATAAAGTACGCTTTGAGCCAATTTCTATGTCACAAGCAGATAATATGTTTC
+ATCTAAATTTGAGACGATTTTCACAAACAAAGCTTATTAATTATTCCTAACCTCAGCTTTATAATTAAAG
+TTGAGGTTAGGTAAATAAAGTTAATTACTACTCAACATCAAGTGGTGATATATAGCCATCAGGTTTTAAC
+GCTAAAACATCACAGTCTAATTGGTCAATAACATGTTCAGCAGTATTACCAATCAGTGCTGCAGAAATAC
+CAGTTCGACCGATAGTACCTAAAATAACTAATTCAGCATCAATCTTAAGGGCTGCTTGTTCAATGACCGC
+TTCAGGTAAGCCTTCCTCGACATAAGTATTACTTAATGGGATATCAAAGCTATTAGCATGCTTGCTCATA
+GCTTCTTTATGGTGTGCTTGCATAGCACTATTATATTCGCTAGCGTCAAACTCAGGGATTTCAATGGCAA
+TATTTACCGGAGTGCCTGGGAATGAATTAACTAAGTGCACATCTGCAGTGATTAATTGAGCAATATTTTT
+TGCTTGTGTAGTAATGGCTTCGTTTAAAGAGATATGCTCAGCTTCATCACTACCAACATTTACAGCGGCT
+AAAATATTACCTTGTTCAGGCCATTCATGTTCTTTAACAAGTAGTACAGGACATGGGCACTTTCTCAAAA
+TGTGCCAATCGGTTGGCGTGAATACTACAGATTTAAATTTATCATGTTGGTGGGTGCCTTTGACCACTAA
+ATCATACTTATGCTCAATGACTTGGTTGATAATGGCTTCAAAAGGGCGATTATGCCAAACAACTTTGCTG
+GTAATAGTTATTGGGCTATTACTTAGAGCAATGATGTCATCTAGCCATTTTTGTTTTTCTTTAATAACCA
+TTTGGCGCATGGTGTCGCGCTCGCCACTGGATAAGATGGTGGTCATCTCATAAGAAAAATCAAAAATACT
+AAAAAAAGCAGTAATATTTGTTTGCTGATCTGGAGCGGCAGTATTAATTCTTGATGCGAGATCAATGACT
+CTTTTAAGGGCTTTTTGTTCATCTGTTGTTGGATCTATCACAACAAGGATATTTTGGTACATGTCCATGG
+CAACCTCTGGCAAACTAAATAATAACGTTAGTTTATTTATAGCAAAGTTGACAAATTAATGCTTGTTTTA
+AATCAAGTTTATTTTGTTATAGGGTTATTATCTTTGGGGCGATAATAAACCTATAACAGGAAGGCAGATA
+GAACTATAGGGCAGCAGTATCACAAAGCTTGTCGATATCAATAATCGAAATTAATTTACCATCGACTTTA
+ATTAAGCCACTTTTATGGAAGCGATTTAATAAACGGCTAATCGTTTCAACAGTTAAGCCAATATAATTAC
+CGATATCACTTCGAGTCATTGTTAAGCGAAACTCTGTCGATGATAAACCACGTGCGTGGTATCGTTCACT
+TAAGCTCACCAAGAAAGTCGCAACACGTTGCTCTGCATTTTTTCTATTTAGCAGGGTTAACATTTCTTGA
+TCAGTTTTAATTTCATGACTCATTAATCGCAATACCTGCTTTTTAAGCTTAGGCATAGTATTAGATAATT
+CATCTAGATTTGTATAAGGAATTTCACAGACCATTGATGTTTCAAGTGCTTGGGCAAAACTAGGGTGTTG
+GCTTTCAGCAATCGCATCAAAGCCAAGTAAATCACCGGCTAAATGAAAACCAGTAATTTGTTCTTCGCCT
+TGTTCATTTACGGTAAAAGTTTTGAATGTACCTGAACGAATAGCATACAAGGCATGCATTTCTTGACCAT
+CATGGAAAATTTTATCGCCCTTGTGAATAGGCCGTTTGCGGTCAATAATACTGTCAAGAGAATCAAGTTC
+TTTATCATTTAAAGAGAAAGGTAAACATAGCTCACTAATGCTACAATTTTGACACTTGATATGTTGTATC
+GTTGGACAACTTTTATTTTGCATAATATTACTCTGTGACGTAGCTATTTACGCTACTTTAAGACAAGTAT
+ATGTTATTAGAACATTACTTGATATGCAACAACAAAACTGTAGATACCGTAGGTAATAAGAGAAATAGCC
+ATCATTTTTCGAAAGACTTTATTGACTAGTAGATTTTTTATGCTGTCGATACCTAGGGATAAAGCAATTA
+ATGCGGGTAAAGTACCTAGTCCGAAACAAAGCATAATAGCTGCACCAGTTAAAATACTACCACTGGCAAG
+TGCCCAAGTGAGTGTCGAATACACCAAACCACAAGGTAACCAACCCCACAAAGCCCCTAAACCTAACGCT
+TTTTTAGGAGTATCCACTGGGATGACATGTTTAGCTAAAGGAGATAAATAGCGCCATAAACCTTTGCCCA
+AAGATTCAATCTTATTTAACCATAAAAGCCACTGACCTATATAAAGGCCCAAAAGAATAAGAAAAAGTGC
+CGCAACTAGGCGTAACCCTGCAATAGGTAAACCTACATTTTTAGCGGCGATAGAGCCAGTAAAACCTACA
+ATTGCGCCAATTAGGCAATAACTAGCAATGCGCCCAACATGATATAAGAAGACTAGATTTAAACGGGAAG
+CTTGGGGCGAGCAACCTGATGGTGCTGAGGTTACGTTGACAGGAATGTCGCCTTGCAGGCTTTCTTTAGT
+GGTTGGCAAATTTGACGGTTTATTAATAGCAGAAGTCAGCAGGGTAGTTATACCACCACACATAGCTAAG
+CAATGACCAGAGCCAAGCAAACCAATGATAAAGGCAGAAAAAACATCTAAACTCATTGGTTATCTGAGCT
+TTGCTTAGTGTCTTCTATTTCTTTCTTTGGCTTTTCTTCGGTGACTTCATTTTGTTGTTCATCATCAAAA
+AGAATACTCATGCCTTGCTTTTCTAAGTCTTCAAATTGCTCAGTTTTAACTGCCCAGAAAAAGAGGTAAA
+TGCCCAAAGCAGTTAATAATATGGCTATAGGAATTAGGATATAAATAATACTCATATTTTACTCATGACT
+AAGTTGATTCGCGTGTTAAGTTTATCTCTAGGGCAGCACTTTGCTTTTAACTCATTGCCCCGCTGACTAT
+TTAGCTTATTTCTTAGCTTACTTTTTAAGTAAACGTAATGAATTAGTAATAACTAAAATAGAGCTAGCTG
+ACATGCCAATAACAGCCATGTAAGGCGTTATATAACCAGCCACAGCTAACGGTAATACAATAGCATTATA
+ACCAAAAGCCCATAAATAATTTTGTAAAATTATTCGACGAGTTCGGTGAGCGACTTTTATCAAAGTATCG
+ATGCTGTTCAGTTTATTATTGAGCAAAATAACATCTGCACCACTCTTAGTGATATCTGCGCCACAGCCCA
+TTGCGATAGAAATATGGGCAGCGCCAAATACTGGTGAATCGTTCACGCCATCACCCGCCATGGCTACTGT
+ATAACCTTGAGCTTGGACCTGTTTAATCTGTTCCATTTTATCTTGAGCACTCAGTCCACCCAATACAGTA
+TTTACGGGTAATGTTTGCGCAATAGTGTCACAAGCAATTTGACTATCGCCAGATAATAACAGCGTTTTAT
+TGTGATTATTAAGCTCAGAGATCACTTCAAAAGCCTCGTCACGAATCTTATCAATGAGATAAAATACGGC
+AATAATTTCTTTATTGGCTATTAAAATACAGCTAGCACCGTTTACATTAATCTTAAGTGACTTTGCTTGA
+CCGTCTTCTTCAGCAAGACTATTTTCCAACCAAGAGTATTTACCAATGGCATAATCAATAGTATTTATCG
+TACCGGTAACACCTTGTCCAGAATGCACTTTAACTTCTTGTGCAGTTAAGTTGTAATCTCTATGTTCGGC
+AAATGGTTTAGCAATAGGATGCTCTGAATGAGCTTCTAATGCTGCAGCTATGGCAAGAATCTGTCCTTGG
+TTGTAGCTTGAATCGTTATTGATTAACTCAACCCTATCAATAGTAAATTCACCTGTGGTTAAGGTGCCTG
+TTTTGTCAAAAGCAAAACAGTCAATTTTTGGCATGGTTTCCATAACATGACCACCTTTGATCATAATACC
+AGCTCGATTTAAATGAGTGGTTGCACAAGTTAAGGCGGTAGGTGTTGCTAATGAAAGTGCACAAGGGCAG
+GTCGCTACAAGGACAGAAAGGGTGATCCAAAAAGCTTCCTCTGGCATATGTTGCTGCCAATAAATAGCGG
+TTGCTATGGAAGTTAATAAAATAAGAGCGACAAAGTATTGGGCAATCTTATCTGACAATTTTGCTATTTT
+AGGTTTATGTGCTTGAGCTTCTTCACTTAAGCGGATCAGTTGGCTTAAAAATGATTGATTTGTTGCTTGT
+TTCACTTGCACGGTAATATTACCGTCACCATTGAGTGTCCCAGCAAAGACATTATCATTGATTGTTTTGC
+TAATAGGTACTTGTTCGCCAGAGAGCATGGCTTCATTGAGTTGGCTTAGCCCAGAAAGAATGACGCCATC
+AGCAGGTACCACTTCACCTGGTTTAATGATAACGAGGTCGCCTTGAATAAGTTGTTTCGCGGCAACTAAT
+ACTTCTCTAGTTTGTGACTCGTTGTTCTGTGTTTCTTTGACGATGTTATCGCTCGACACAATCACTTTAG
+TTGCAGTCATAGGCATTAATTTCAATAAATTGGCAGAGACTTGCGCCGCATGTGATCGGGCTCTAAATTC
+TAAAAATTTACCGATGAGCAGTAAAAAGGTGAACATGGAAACCGATTCAAAATACACCTCTCCTTGCTGA
+GTAATTGTTGCCCAGGCACTTGCACTAAAAGCTAAAAGGATAGCAATAGAAACGGGAACATCCATGGATA
+AGCGCTTTGCTTTGATCGCTTTTATTGCCCCTGTATAAAAGGGCAAGGCACCATAAAAAATAATAGGAAT
+TGTTAAGATGAAACTAACCCAGCGTAGATAAACTTTATTGTGTTCAGCCATTTCAGAGAAGGCACCAAAA
+TAAAGGCCAAAGGCTATCATCATTATTTGCATCATTAAGATGCCACTTATACCTAGACGTTTGATAAAAG
+CTTTGCTTTGTTTTTTATTTCTTAGTTCTGCTTCGTTGGCTTTAAAAGGCAGTGCTTGATAACCAATATG
+CTCAATAGCCTGTAATATTTCACTGAGTTTTAATGCATCATCTTGCCATCTAACTGTCGCTCGTTGGCTA
+GTCGCATTGACGTTTATCTTGACTAAACCTTTGAGCTTTTCCAATTGCATTTCGATAAGCCAAGCACAAG
+CAGCGCAACTAATACCATCAATCGTTAATATGGCTTCTTTGCAATCATTGTCTTGATAAATAAACTCGGT
+TTGTAAGATAGCTTCATCAAGTAATTTGTTTTTTTGTAATTGTTCAGGGACAAGAGATTGGCCTTTATGA
+GCCGGCTCTGTTCTTACTGCATAATATTTAGTTAGGCCATTATCAACGATAGTTTGAGCTACTGCCTGGC
+AACCAATGCAGCACATAGGTTGTTGAATTTGGCTGATTTCAACCGAGAGGTTAATTCCGTGGGGAACGGC
+TTCATTACAGTGAAAACATTGACTGGTCATGGCTACTTTCTTAGGGCTGGAGGCACTATGGTAACTTTTT
+AGATGTCACCATAGTGATTAGAATCGTGCTAACTTATTTAGCTCATCAACGCTATTTAACTTATTGGGCT
+TTTATCGGGTTAGGAATTAAATCGATAAAATCAGCTTGCGGTAAGCTAAGGGTATCTTGTATTTTCCAAT
+TGTTTTCAAAAGAAGTCAGGGTCAGTTTCCATTTGCCGCTAATATCTTTATCAAAATGGTGTCTGAAATA
+GCCATTACCATCTTGAGTTAACGCTAAATAAAAGTCTCTTTCTTCAAGGGTAGGATGAAAAAAACTGACA
+TTAAGTAGTGGGAAAACTTTTTCAATACCCGTTGGTTTAATTATTAACTCATTGTCTTTTAACTGAAGCG
+CAAATCGCATGCCCAATTTTTGGGCCATTTTTACTTTGCCCACTTCTAAATTGATGGATTTACCTTTTTT
+ATAATAATCACCAACGACTAACGTATCAGGGTTAGTATTAGCTATGATATACGTAGCAATACCAGCTACA
+ACAGCAGTAAAAGGAAGAATAAAAACTAACCAAGCCCAAGGCTCGCGGTACCAAGAATCTTTCATAAAAA
+AGTACTTACGTTAACGGTAGAATATGGGGCAGGATTATACCTTTTTTCTCAACAAGCATCTACTTTTGTG
+CTCTTTAAAAGACATAAAAAAACCCTTGGTTACAAAGTGTAACAAGGGTTTTATATTCATGTTGAGGGAT
+AGCTCAATCTGTCATGAATGACAAAGACCGAACTAAGCCGCTCAGTATCAGTATTATGGATTATTAATCT
+TGAGAAAGACTATAAACATAAGCACTAATTAGATGAACTTTTTCTTCACCAAGAATATCTTTCCATGGCG
+GCATAACACCAGCACGACCATTGCGGATAGACTCTTCAATTGCACGTTTTGAACCGCCATATAACCAAAC
+ATTATCTGTTAAGTTTGGCGCGCCCATAGGCATACCTAATGCTAAGCTACCTTGACCATCAGGACCATGA
+CAAGCAGCACATAAAGCAAATTTAGCTTTACCGGCTTTCGCTAATTCAGGATCTACTGAACGACCACTTA
+AGCTAATGACATAAGCTGCAACTTCTTTAACACCTTGGTCGCCGCCTAATGCGCCTTCCCAAGCCATCAT
+GCCTGAAGCAATACGACCATTCATAATAGTCTCTTTAATCACTGCAGGTGTGCCGCCATATAACCAGTCT
+TTATCAGTTAGGTTAGGGAAGCCGGTAGTACCGTGAGCATCAGAACCATGACACTGTGAACAGTTTTGGA
+TGAACAAACGCTGACCCACTTTTAATGCGTCGCCGTCAGTAGCCAAATCTTCAATGCTACGCGCAGCGTA
+AGCTTCAAAAATCGGACCAAATTTAGCATCAGCAGCGGCAACTTCACGGTCATATTGTACTAATACACCA
+GAGTCTTTATGCAAGTTCTCTATTGTTTTAGCTTTTGATTCCGCAAGGTTTAAAATGCCTTGGTTAGAGC
+TTTTCCAGCCTAAAACGCCAGTCCAGTTACCTAAGCCATAAAGTGCGATATAACCAAATGCCCAAACGAT
+AGTTAATAAGAAAAACGTGCTCCACCATTTTGGTAAAGGGTTGTTTAACTCTTCAATGCCGTCAAACGTA
+TGACCCATTGATTCGCCTTCTTCAACGCCTGCAAAGTTCTTTAAGCACATACGTAGTAGTAAAAAACACC
+CTACTAACGAGCCAAGGGTAAGAACCCAAACCCATATATTCCAGAAGCTAGACATTATTATTCGTCTCCT
+GTTTGCTTTCTTTATCGGGATGGCGCGTTTTATCTGCTGTATCTAATTTGTCTTCTTCAAAAATAGAGTT
+TGCGACATCATCAAATGAGTCTTTACGCTTTTTTGAATAGGACCATACAACGATGATAATAAACAACGCC
+AATATAAGGAGGGCAAAAAACCCTCTAAGTGTTCCGTAATCCATGATGCTCAGCTTACTTTAATGCGTGG
+CCAAGTGATTGCAAATACGCAATCAAGGCACTCATTTCAGTTTTACCTTTTACAGCATCTTTAGCGCCGT
+CAATTTCTGCTTGAGTATAAAGCGGAATTGCATTGCCGTTTTCGTCTTTATGACTACGGTTACGTGTTAA
+GAAGTTAAATGTTGCTAGCTTCTTACCCGTTAACTCACCATCAAGTGTGTCAGTATTCAACCAGCTATAT
+GCAGGCATGTTTGATTCTGGCACAACTGAACGAGGATCTGTTAAATGGGCAATATGCCAATCATCACTAT
+AACGACCGCCAACACGTGCTAGATCAGGACCAGTACGCTTAGAACCCCATAAAAATGGATGTTCCCAAAC
+ACTTTCGCCCGCAACACTGTAGTGACCGTAACGCTCTGTTTCAGCGCGAAATGGACGAATCATTTGACTG
+TGACAGTTACTACAACCTTCACGGATGTAGATATCACGACCTTCCATTTGCAGGGCAGTGTAAGGTTTTA
+AGTTATCAACTGGCGTCGCTAATTCTTTTTGGAAAAACAATGGCGTAATTTCTACTAAACCACCGATGCT
+GATAGCAAAGACAGTAAATAGGAAGAACAAGCCAACGTTCTTTTCAACTTTTTCATGTGAATTTTTCATA
+TGGCTCTCCTTAAGCTACTTCAAGAGGCTTAAGACTTCCGTCTTTAGCACCAATTGTTTTAAACATGTTG
+TAAGCCATTAATAAGAAACCAGTTACCACTAATACACCACCTAAGAAGCGGATGAAATAGAATGGGTAAG
+AAGCGGTTAAACTCTCAACAAAGCTGTATGTTAATGTACCGTCGCTATTCACAGCTCTCCACATTAACCC
+TTGCATTACACCTGAAATCCACATAGCTACGATATAAAGTACGATACCCGCAGTGTGCAACCAGAAATGA
+ATGTTGATAAGGCGCATGCTGTACATACGGCCTTGGTTAAACAAGATTGGGATTAAGTGGTACATAGCAC
+CAATTGAAACCATAGCAACCCAACCAAGAGCACCAGAATGTACGTGACCAACAGTCCAGTCAGTATAATG
+AGATAAGGCATTAACTGATTTTATTGCCATCATCGGGCCTTCAAAGGTAGACATACCGTAGAAAGATAAT
+GAAACAATTAAGAAGCGTAAAATAGGATCACTACGAAGTTTATGCCATGCGCCAGAAAGCGTCATGATAC
+CGTTGATCATACCACCCCATGAAGGAAGGAATAATACGATAGACATTACCATACCAACTGACTGAGCCCA
+ATCAGGAAGTGCAGTGTAATGTAAGTGATGAGGACCAGCCCAAATATATAAAGAAATTAATGCCCAAAAA
+TGAACAATAGATAAACGATAAGAATATACAGGACGTTCAGCTTGTTTTGGTACGAAGTAATACATCATAC
+CTAAGAAACCAGCAGTTAATAAGAAACCAACGGCATTATGTCCATACCACCACTGCATCATGGCATCAAT
+AGCGCCAGAATAGAGTGAGTATGATTTCATTGCCGAAACAGGTATAACCATTGAGTTACCGATATGCAAC
+ACAGCAACGGTAACGATAAAGCCGCCAAAGAACCAGTTAGCTACGTAAATATGCGAGGTTTTACGTTTAA
+CTAAGGTACCAAAGAAGACGATGGCGTACGAAACCCAAACAACAGCAATAAGAATGTCGATTGGCCATTC
+TAGCTCTGCGTACTCTTTAGTAGAGGTATAACCTAAAGGTAACGAGATAGCCGCTGCAACGATAACAGCT
+TGCCAACCCCAAAAGGTAAAGGCTGCTAATTTACCGCCAAATAGACGCGTTTGACAGGTACGTTGCACAA
+CGTAATAAGACGTGGCAAATAAAGCACTTGTACCAAAAGCAAAAATTACAGCATTAGTATGAAGTGGACG
+AAGACGGGAGTAGGTTAACCAAGGTGTATCAAAATTTAACGCAGGCCAAATTAATTGTGCCGCGATAAGT
+ACACCTACTAGTGTACCCACGATTCCCCAGATTACAGTCATTACAGTAAACTGACGTACAACATCGAAGT
+TGTAGTCTACTGCTGACGTATTACTTGTGGTCATGTTAAGGATTCCGCAGTGTTATTATTAATCAGAAAG
+TATTTCTTGCTGTAATACCTAAACATGAAAAGCCTTAGATATAGGACACAATTCATACTAACTCTGTGTG
+TTTGCTCTATGAGCTGTGATATATGTCACATCCGTGTAAGCAAATGTGTCTAAATCCCAGCAATTTTACC
+CTTTGGCAAGGATATAAATCAACAACTATGCGCGTTTAAATTTGATGTAGATCAATAAAAGAGAATTGCC
+CTTAAATTGCTTGTGGATATTAATTGAACAATAAAAGATAAAAGTAACTCAATGAGTTAGCAAAGATTTA
+TTAACTTTCACTTTTTATTCGTTGATAAATTTTAGCAGAGATAGAGGGCACCCCACTTAGAGACTTTTTG
+ACAGAATTAAATACCAGCGTTATTTAGCTTTTTTCACGATGAACGTTATTGATTTGAAAGTTGCTTCAAA
+TGATTTAGGGATAATAAGGATAATTGTTTACCATTGAGACTAATTAGCTGTTCATGTTGAAATTTTGACA
+ATAATCGGCTCAAAGTTTCACGACGCATACCTAAGAAACTGGCAATGTCTTGACGACTAATGGTTAACTC
+TATTTCTGTTTCATTGCCTGAATGTTTAGCATTGCGCTGACAAATATTAAGTAAAAATGCAGCGAGTAAA
+CAGTCAGCCGATTTTTTACCAGTGATCGCGTGAGCATTACGTTGTTGCTCATAGCTTTGTTTTGTGAGTA
+ATTGAATTAAGTTTTGCTGTAACTCTGGTGCTAATTGTGAACAGGCAGAAAGCGAATCTACATAAACCTC
+ACAAACTGAGTTATCACCTAAGGCAACAGCACTGTAGTTATAAACTTCTAAAAATAAAGCATCTTCACCT
+ATCAGTTCACCAGGAAACCTGAAACCAACAATTCTGTCAAGGCCGTCATCATTTTTCTGACACAACTTAA
+AAGTCCCTGAACATACTGCGAATATAGCGGTAAGTGGACTAGCTTGTTCAAACAATGCAACACCAGCCGA
+TTGATTTAGCGGCAGTGATGAACTTTGTTCAGTGCTAACTTCAACACGTCTAGTTAGATAGTTACTGGTT
+AAATCAATAGCCTGATTATCGGCGCCGATCGGCTGACAGATGGCTCGCATCGAGCAATTATCACAGTCAA
+CGTATCGCGGATGCTTATGCTGAGAAGTATTTTTCTTGGTCGTTTTACTAGATAGGGTCATTACTTACAA
+CGAGTATGTTTTATCAATTAAATTAACTAATGGCGTAAACTTTAAGGTGAATAAATTTTCAATAACAAGA
+CGTTTTATTGATATTAGTTAACTAAGACTTAGGGTAGCTAGTTTACTGGCGTTAGTGGATAATAACAACT
+TTGCAGCAAAAGGTAGGTTTTTCAGTGTCTAATAAGAGGTTTAATAACGTGTTAAAATGGCTTTCCCTTG
+TTGGTTGTTTATTCCTCATTAGTGCCTGTAAGCCAGTAAGTGAAAAAAGCTCTGTAAATAACGCTAGTGC
+CCTAGTTGCACTATGTATTGAAAGTCAGAGCCAGTGCGAAATCAATACCGAGTTTGCTCATTTTAAGGTT
+AAATTTTCTCAGCATCAGTTATCAGACAAGGTTATAACTGAACTACCCTTTTTTATTGAGCTGACACCAT
+TTTCTCAGCAAAGACCTTTGCAAAGTATTACCAAAGTATCTGCTTATCTGGAGGGTAGAGATATGTTTAT
+GGGTAAGGTACCGGTATTTTTTGAACCTACTGATGAAGGGAAAGTTTATTTAGCAGAAAGTTTATTGGCC
+AATTGCAGTGAAGAACAAATGGTGTGGCGTTTGTGGATAACGGTGGAATTGATAGATAAAAAGCAGACGT
+TTTTTGTCGACTTTACCAGTCAACGTTTTTAACGTTCATCTTATTTGGCAGATAAAAAGACAATAAAAAA
+GCGAGCCTGAGACTCGCTTTTTATATATTTATCAACTCGCTATACTTAGTTCAATGAAAGTAAGCAGTTG
+TTCTTAAATATTATTAGTTACATCGACAGAAAGCTTTAATCGCTGACCTGGCTGTAAATATTTCTTTCTA
+TCAAGATTATTCCAACGTTCAATATCACTAATTCGAACATTAAACTTATCGGCTATGCGAGCGAAAGAGT
+CGCCACGGCGTACTTTATAAGTAATATTTCGCATAATGGCGTTTTCGACATTATTACCGGTTTTACTGTT
+AGCAAAGTTCGACTTATTTGATTTAGTATCACTTTTTTGCCAAATCACTAACTTTTGACCGAGTTTTAAC
+GTGTCTCTTGGGGCAAAACCATTCCATTTAGCAATACTTTTGCTATTTACCTTATATTTACGTCCTATGT
+CCCATAAATTATCACCAGATTTAACGGTGTGAACGAGTTTTCGTCCCTTTTGTGGTCTATTTTGCTTTTT
+AGCAATACGTTGTTCTTGTGAGAAAACATAACTATCTAATGATTTAGCCGCAACAGGAATAAGCAAATGC
+TTTCCAGCACGTATCTGATTGCCTTTAATGTTATTCACTTGTTGTATCAAATCAACGCGGGTATTAAATT
+TATTAGCAATAAGTCCTAGGTTATCACCGCTTTTAATTTTATAACGTTGCCAAGCGAGTCGATCTTTCTT
+ACTCAGCTTACTCAGACCTAGTTCAAACTTTTCTACGGTGTGCGAAGGTAACAATAAACGGTGTGGGCCG
+TCAGGATCAGTAGCCCAGCGATTAAAACCAGGATTTAAACGCTGTAATTCAGCTAACGATAAGCCTGCTA
+ACGTTGCTGCCTTCGCTAAATCGAGCTGTGATTTAATATCTACTTGGCTCAAGACACTTTTATTATCGAT
+TGAATAAAGTGATAAATTAAAGTCTTCAGGGCGCTTTACAATATCAGCTAAGGCTAATAATTTTGGTACA
+TAAGCACGGGTTTCTTTTGGTAAATCAAGCGACCAAAAATCGGTCGGTTTACCTAGGCGTTTGTTCTTTC
+TTACGGCATTTCTAACACGACCTTCGCCAGAGTTATATGCCGCTAATGCGAGCATCCAATCGCCATCGAA
+AAACTTGTGCAAATATTTTAGGTATTTAATAGCACCTTCGGTTGAAGCAACGACATCACGTCTGCCGTCA
+TACCACCAGTTCTGCTTCATACCAAAACGTTCACCTGTACCCGGCACAAACTGCCACATGCCTGAAGCGC
+GACCATGCGAATAAGCAAAGGGGTCAAAAGCACTTTCTACAATAGGTAAGAAAGCCAGCTCAATTGGCAT
+ATCATTCTTTTCTAACTCTTGAACAATATAGTAGAGGAAAGGCTCGGCACGTTTAGCAACACGTTTAAGG
+TAACTAGGGTGCTTTACATACCAGTTTCTCTGAGAGACAAGACGTTTTTGATTCGGAATATCAAACGTTA
+ATTGGCTACGAATGCGTGGCCAAATATTATTCTCATCAATAGCTTTTTGATCTTTTAAGGTATTATTTAA
+AGAGAAGTCAACATCAGCAACAGGATGGATAACGTCAATGCTTTCATCTGCTAATAACGCTTGATTAATC
+TCAACTGGATGAGCAGTTTCAACTTGCGAATCTGAATTGTCAGTAATGGCATTACCATCACTTTGGGATA
+GGCTTTGACAGCCGGCTAAAAGAACTACAACGGGTAATAATAAATACTTCATGAATAACCAGTTAAAATC
+AGCAGGAATTAAAAATAATTGAGCAGATTAGCATGTTTAACACCAATCGGACTAATTTATTGGCTAGTTA
+GCAATAATGTAGCGGCTTAGAAGCAAGATATAGGTAAAAGAGAATAATCAGCCTAGGAAGTATGTTCAGG
+ATAATTTCTACTAACTTTATAATAACTTATACCTGTTTGGCGGTTCCAATTAGAATCAACAATGCCCATC
+TAAGCCTTATAAATTGACGGATTAAAAATTATCCTTCCAAGCCCTAATCGCTGAAAAAACCTCACTATCA
+TTAGGCTGATTTTGATTACTATAAGTTTGTGCAGCAAGTTTAATAGACTCTTCATGGCAACGTAGAAAAG
+GGTTTATCTGCAGTTCAAGCGCTATATTAGTTGGAATAGTTGCTTGGTTTTGTTGACGCTTCACTTTTAC
+TTGCTCTGCATAGTTATGCAGGTCAGTGTTATTAGGCTCTACTGCTAAAGCAAAGGCTAAGTTCGCTTGG
+GTATATTCATGGGCACAATAGATTAACGTATCAGTTGCTAAGTTCGCTAGCTTAGTCAGAGAGTGATGCA
+TTTGCTGAGGAGTCCCTTCAAACAAGCGACCACAACCACCTGAAAATAGGGTGTCACCACAGAAAACCAT
+TTTATCGTTATAGTAAGCAATGTGACCTTTAGTGTGACCCGGTAAATCGAGCACAGTAAATTGGCAATCA
+AGCTCCGTTAAGTCAACAGTATCGTTCTCTTTAAGTGTGATATCTAGTTGAGCAATCTTTTCAGTAGCGG
+GTCCATAAACAGTCACAGGCCACGCTTTATCTTTAGAGTATTCAAGGAGTTTTTCAATACCACCGACATG
+ATCGCTGTGATGATGGGTGATCAGAATGGCAGATAACGCCAAGTTATTTTCTTGCAGGTACTTTATACAC
+ACTACTGCATCACCTGGGTCGACCAGTGCAATTTTATCATTATTTTGACTAGAAATAGCCCAAATATAAT
+TATCATTAAACGCGTTAATTGCAGTAACAATTTGGTGAGAGTTAGTCATATGAGATTTTACCTGTAGTTT
+GATTTATACCCGTTGCCACTCAAGATGCTTGTTTAAGAGTGCTTTAAGCAGCGTTATTCATTTGAACAAG
+GGAATAACCATTGTTTAAAATAAATGCCTTGCCTAAATCATTTTTAACTCCCACTTAAATCATGCACTTT
+GAAAGGTAACGGGTATATACTTAATACCATTATACGCCTAAAAGAAGACTCTATGAAACCTGCGTTAGCT
+TTTCGACAGCCACATTACCCTAACTCATGGAAGGCATTGCCTAATGGAGAAGTCATTAAAAAGGCAATAG
+AGCAAGAACTTGCCCCTTGGTGGCAAAAGTTTTTTGGTTATCATTTAATTAAGCTTGGTGCATTAAGTAG
+TGAAATCGAGATACCTGACTGCACTATTAATCATCAAGTAAGTATTAGCATTAAGAATGGCTTGGCTAAT
+GTGGTTGGAGATATTGATGATTTACCTTTGCAGGAGCATAGTGTTGATGTTTGTTTGTTAAGCCATGCAT
+TGGAGTTCTCGCTTGACCCTCACCATGTGGTCCGTGAAGCTAATAGAGTGTTAATTCCCAATGGTTACTT
+AGTTTTAACGGGATTTAATCCACTAAGCCTTGTTGGCTTAAACCGTCTATTACCGTATAGACGTAGCAAA
+ACACCTTGGAATGAACATTTCTTTTCGCCAATGAGAATCAAAGATTGGCTACATTTAATGGGGTTTGAAA
+TTTTAGCTGATCAACGTTGTTTACATAGTAGTTTAACAGGGAAGGTGAGCACCGACAGCTTAGAACATAG
+ATGGCACAAGTTGGCAAAAAGTTACTTACCTGCCTTAGGCTCTGTTTATGTGATTGTCGCGAAAAAAAGA
+GTATTACCCTTAACACCAATTAAACCCAAATGGCAGATTCGATCTGGATTTCGTCCTGTAAAAGTCCCTA
+GTCTAAGCACACATCGAGAATTAGTGGATCACAAAAAAGGGCATCAGAAGAGATAATTCCCCCAAGAAAG
+ATAGTTTCTGTGAACTGACAACCTAACCTTTATTTTATCCTTATTAAAAGTAACCCAACTATGCAAAGTA
+ATGAACTAGAAAGCTATTTAGCTGAATTGTTAAAACCGCAACAAATAAAAGACTTCACTCCTAATGGCTT
+ACAAATTCAAGGTAGTGCTCACATTAGTAAAGTGATCACCGGGGTCACAGCTTCTAAGGCTTTAATTGAT
+AAAGCAATCGCAGAGCAAGCTGATGCCATACTGGTACATCACGGTTACTTTTGGAAAAATGAATCTTACG
+TTATTCGTGGCATGAAGCATGATCGAATCAAGGCACTATTGCTAAATGACATTAATTTATTTGCATATCA
+CTTACCCTTAGATATTCATCCGACGCTAGGTAACAACGCACAGTTAGCTAAGTTATTTAATATTGTCGAT
+GTAGAGCCGCTAGAAGTAGGTAATCCATTAAGCGTTGCTATGCAAGGGTGTTTCGAGCATCCATGTAGCG
+GTGAAGCATTTAGCCAGTTAATTAATAGTACGCTTGAGCGAGAATGTTTACATATTGCGGCACCGAGTAA
+TAAGCCAATAAAAACTATTGCTTGGTGTTCTGGCGGTGGTCAAGGTTATATTGAACTCGCTGCAGAGCAG
+GGCATAGATGCCTTTTTAACGGGTGAAGTATCAGAACAAACGACTCATATAGCCCATGAAATGGATATAC
+ATTTCTTTGCTGCTGGCCATCATGCCACTGAGCGTTATGGGATAAAAGCCTTAGGAGAGCATTTAGCTGA
+AAAGCACGGACTTGAAGTAATATTTGTTGATATCGATAACCCCGTTTAAAACTTAAGGTTTAAGCGGAGA
+CAGGTTACGTCGGTTTATTACTTGAATCTATTTTATCGATTCAAGTAACCTTCTTAATTTTATTTAGCTA
+AAGAGTGATTTAAACCATTGCACTATCAGCCCTAAACTCTCATACCAAGCAATAGTGGTTTGTTCTAACT
+TCTTACTCGTAGGTATGTAATGAACCCAGCTTTTACTACTGTCTGGATTTTTTACCCAATAGCCAGTCGG
+TGCAGCAATAGGGTATATTCCTTCTGCTTGGAAATAATTGATAGATCGCGGCATATGGTCAGCATTTGTC
+ACCAGTATCACTTGGGTGCCTTGTACTCGCGGCGCAATGAGTTGTGCTTCTTCTTCAGTATCCTTTGGAA
+AATTTTCAGTAATAATTTTTTGCGCCGGAACGCCTAAAAGTATCAATGATTGCTTTACCGTTTCCGCATT
+AGATACAGGATTATGTCCGCCATAACCTGAGGTGATTATTCTGGCTTCTGGATGTAGTTGATAAATACGT
+ACTGCTTCAACCATTCGTTGTAACGAACAAGTTTTTAGTTGGCTAGTTACCGGCAACTCAGCGTTGGTAT
+TATGGCCGCAACCTAATACCACAATGTAATCGACAGACACGTTTGTTTTAACATAAGGCGGGTAATCATT
+TTCAATAGCGGTCATAACCGTATCTGAAAAAGGTGCGAAGGCGCTGATAAGTAGAATGACTATAGCAGTT
+GATAGGCTCTTAATACTTTGTTTAGGCTTTTTACGATGAACAACGAGGGCAAAAATAAGTAATAACAGCA
+CTATATTGATGGGCATGCTCAATACAGTGATGATCTTTTTAAGAAGAAATAAATCCATATGATTCAGCTA
+AGTTACCTAGAGCATTGATATCTATTTACTATATCAAGTATTGCACTAGGCTGCTTAGCTAAATTAGACT
+TTGTTGTGAGAAAGCTAAGTTGTCTTAACTTAGTTTTTTATACTCTCTTTTTAATCCCAAGAATAAACCG
+AAACACATAACAATTAATAGTACGGTAAAAGGTAAACCGACTGTGATGGCTGCAGCTTGCAAAGCACCCA
+ATGCATCTTTGCCACCACCAAATAATAATGCAGCAGCAATAACACCTTCGATAGCTGCCCAGAATATTCT
+TTGTGGAACCGGCACATCTACTTTACCACCAGCGGTAATACTGTCTATGACTAAAGAGCCTGAATCTGAT
+GAAGTGACAAAGAAAATTAATACCAAGACAATCGCCAAGAACGAAGTAACATTGCTTAAAGGCAAGTTCT
+CTAACATTTGAAATAGTGCTAACGAGCTATCACCAATGCCTTGAGCTAATTGACCTACACCATTTTGTAC
+TTGTTCAAGACCCATGCCGCCAAAGGTTGCCATCCATACTGATGTAAGTAAAGTAGGAACAAATAATACT
+GCTAATATAAATTCACGAACCGTTCTGCCGCGCGAAATTCTTGCGATGAACATACCGACAAACGGTGACC
+AAGAAACCCACCAAGCCCAATAAAATACAGTCCAGCCATGGTAAAACGTTTCGTCTTCACGACCAATCCA
+GTTACTTAACGGAATAATATTTTCGGCATAGGCAAGCAGGGTTGTGCCAACACCATTAATAATCACTAAA
+GTAGAGCCCGTAATAATAACAAATAACATTAATACAACCGCAAGTGACATATTGATATTACTTAATAGTT
+TAACCCCACCATCTAAGCCTCGAGTCACTGAGAATATGGCGACCATGGTAACGCCAAATATAATGGCAAT
+CTGAGTGTTTATGGTATTGGGTATATCGAATAGGAAGCTTAAACCTCCAGCCGCTTGTTGTGCCCCAAAA
+CCTAAAGAAGTAGCGAGACCAAAAATAGTAGCTAATACCGCGGTAATATCAATGACATTGCCCGGCCAGC
+CCCAAACTCGCTCGCCTAACAATGGGTAAAAAGAAGAGCGGATGGTTAATGGCATGTTGCAGTTAAAAGT
+GAAGAAAGCTAAAGACAAGCCTACAACGGCATAGATGGCCCATGGGTGTAATCCCCAGTGATACATTGTT
+GCCGCCATCGCCATTTTAGCTGCCTCGGGAGTACCGGCAACCGTATTTAGGGGGGTGCCATACCAATTAG
+TGAAGTAACCAACAGGCTCTGCAACACTCCAAAACATTAAACCTATGCCCATTCCGGCAGAAAATAGCAT
+AGAAAACCAAGACAATTTGCTAAAGTCTGGTTTTGCTTCAGTACCACCGAGTCGGATTTTTCCAAAAGGT
+GAAACAACCAAGGCTAAACAAAAAAGGACAAAAAGGTTACCGCTGACAATGAATAGCCAGTCAAAATGGT
+CGATAGACCAACTTTTTGATGCATCGAAAGATTGTTTGGCTAATTCAGGGAATAGTAGGGTTAATAGAAC
+AAATACAACAATAAGTGTAGATGAGAAAAAGAACACAGGATTATGTAAGTCCATGCCCATTATTTCTACG
+TTATTCTCTCCAATCACGTGGTCAGATCGGTAAACTGACTTTTCAACAACAAGCTCCTTATCTTTATCTG
+TATCTTCTTTGTTTTTGCTCATTATGGCTTCCTGTAAGTAGTTTTGAATAAAACGGGCTTTGTATACACA
+TTGTTACTGTACAGTGTTTAGCGAATAATTTCCCCCTTTGCAGGGTTTAATCATTAAACAAACCAAAGAC
+CTAAGTGAGTAAAGTATAGCCTTGACTCTCGATTTTGCTTTTGTAAAGTAATTAGTTAGCAAGTTTTCTT
+ATGCTTGGTAGATAGATAATAGGCAGTAGACTACCTAGGACGATGCCGATCAAAGTGAATAATAAGGGCA
+AAAAACTTATAAAAACTGACTAATAGCCTGTTGCAATGTAAGGTTAAATCGGGTCTAATGATTTCGCATT
+GTGGTTTAGGGTCAATACTCTAAAATATAATGTACCAGAAGAGGTGCGAAACTTAGGTAGAAAACGAGAG
+GAACCACATTCCAAATACCGTTTTTGAGGGAAGTTATCGCCGAGAGTATTTAAAAGTGGATTTAGATACT
+CGGTCACTAAGGTTGAATCCTTATGGCTGTCACCTGACGTATTTGTTAAATGATACCTAACTAATTAGGT
+ATCATTAAGCATTAAATAATAGGTGGAGAGCTTCTGGCTGAAAAAGTTTCGTTTTTTTTGCAGTTTATTA
+GATATCCCTTTAAACGTGCAAAATACACCACTCGCTACCTACTCAGTCATGCTCTTCCAATAGTTAATTT
+ACTCAGCAAAGAGCTCAGTAAGTAACTAGTATTTTTATGGGAGAATTTTGTGAATTCAGTTCAATCTACA
+TCATCTTTAACTGTTGCCAAGTTCGGCGGTACTAGTGTTGCCGATTACCAAGCTATGCTTCGTTGCGCCA
+ATATTATTAAAAATGATAACAGCAATCGTCTAGTGGTTGTTTCAGCGAGTTCAGGCGTGACAAACCTGCT
+AGTTCGCTTAAGTCAGAAAAATGTATCTGTCATTGAGCAAAAGGATATTGTTGAAAATATCCGCGCTATT
+CAAGTCAATATTACTCAGCATTTATCAAGCGATGTTGAAGCACAGCTTAATCAAGAAATAAACAGCTTAC
+TTGATGAACTAACTCAACATGCACTAACGCAGTTATTACAATACTCGACTAAGACAGCAGATGCCATTCT
+TGCCTTTGGTGAGCAATTTAGCTCGCGAATTTTTGCTCAAGTTTTACAATCTGTTGATATTCCAGGTGAG
+TATTTCAATGTGCAACAAGTGATGAAAACCAATAGTTTATATGGCAAAGCGGTAGTAGATCTTAATCAAT
+TGAGTGAACAAAGCACACAACTGCTTGCCCCAAAACTGATTGACAAAGTGATTGTTACTCAGGGATTTAT
+TGGTCAAGATAGCCAAGGTCATACGACTACGCTAGGGCGAGGTGGATCCGATTATTCCGCAGCATTACTT
+GCTGAAGCTTTAAATGGCACTAATTTATCTATTTGGACGGATGTTGTAGGTATCTTTACTACCGACCCGC
+GTATTACTGACCAAGCGCGCGCGATTAAAGAAATTAGCTTTGGCGAAGCGGCCGAAATGGCCACCTTTGG
+CGCGAAAATATTACACCCCGCGACACTGATCCCTGCAATGCGCCGCAATATTCCAGTTTTTGTTGGTTCA
+AGTAAAGAGCCAGAAAAAGGTGGTACGCAAATTAAGCAAAAAGTTGATTCGAATCCCACTTATCGCTCCA
+TTGCATTAAGACGTGAACAAACGTTAGTGACGGTAAAAAGCCCGGCTATGTTACATGCTAGCGGATTCTT
+AGCAAAAGTGTTTGGCGTATTAGCGAAACATGAGTTAAGCATTGATTTGATCACTACCAGTGAAATTAGT
+GTCGCTTTAACTTTTGATAACCCAAGTGGTTCAACGCAATCGTTAATTACTAATGCCGTGGTGGCAGAAT
+TAGAGCAGTTATGTGAAGTTAGCGTTGAGCATGGTTTATCGCTAGTTGCTGTGATTGGGAATGGTTTAAC
+GTGTGCTAAAGGTATTGGTCAAAGCATTTTTGAAACGATTAATGATGTGAATATCCGTTTAATTTGTCAT
+GGCGCTAGTGCCAATAACTTATGCTTTTTAGTGAATGAAGATGAGGCAAATTATGTGGTTGAGAAATTAC
+ATAATACCTTATTCGCTTAAGCCTAGTTTTCTTAATAGATTGCTCAGGACACCTTGCTTGATACTTTCTA
+TCTGACGGTAATGTACTGTTAACGTCATTGTTAAATTAATAAATAAAGAAAGAATGATAAACGCTTCATT
+CTTTCTTTTCTTTCTCTGGGTTGTTTAGCGTTCAATCGCTGATATTAGCAATAAGCTGATCAAGTTCTTG
+ATTTAAGTTGAGTAATTTATCTGGTGTTAAACCTGTTACAGCAAACATTTTTCCAGGAATATGTTCTGCA
+CTTTGTTGTAATCCCATCCCTTTTTTAGTTAGTTTGATGATAACTACCCGCTCATCTGACGGTTGTCGAA
+CTCGAGCAAGTAACCCTTGTGCTTCCATTCTTTTAAGTAAAGGAGAGAGTGTGCCTGAATCTAAATCAAG
+TCGATTACCTAAGTCTTTAACTGAAATTCCTTCAGAGTTTTGCCATAGAACGAGCATAGCCAGATATTGT
+GGGTAGGTTAATGCCAATTCTTTTAAAACGGGCGCATAAAGTCGACACATAAGTTTATTTAAACTATAAA
+GTCGAAAACATAACTGTTTTTCTAGCAGTAAATTATCACTCATCTATTATACCAATAATTTTTCTATATC
+AGCGGTAATGGCTTCTGGTTTTGTTGTAGGTGCATAACGTTTAACGACTTCACCTTTACGATTTACTAAA
+AACTTTGTGAAATTCCACTTAATGGATTTAGAACCAAGAATGCCAGGAGCTTGTTGTTTTAGAAAACTAA
+AAAGAGGGTGGGCATTACTTCCGTTGACGTCGATTTTGTCAAATAAAGGGAATTTTATATTGAAGTGTAA
+ATCGCAAAATTGCTGTATTTCTTCGTTATTACCACTCTCTTGTTGCTTAAACTGATTACAAGGAAAGGCT
+AATACTTCAAAACCATTTGTTTGAAACGAATCATGTAGTGATTGTAAACCTTGATATTGTGGAGTGAAAC
+CACAGTTACTGGCGGTATTAACAATGAGTAATACTTTATCGGTAAATTGATTTAATTCGATCGTCTCTTC
+TTTATTATTCTTCACTGTAAACTGATAAATATTACTCATCTTAATTTTTCCTTTAAAGTAAATGTAAAGC
+TATCTGGGATAATTATACTGCCACCACTTAAGTGGCTTACAATTTGATTGTGCACAATCTATTTGTTCAT
+TGTAGTGTAAAATTGATGTGTTGAAAAGATGCTAGAGCAAAATAAAAAACTGAAGTAGACTGATCGCATT
+AAATTAATGACTTAAAAGGTTGGAACATGAAAGTAGCATTTATTGGTCTTGGCGTTATGGGTTACCCAAT
+GGCGGGACATTTGACTAAAGCAGGTCATCAGGTTTGTGTATATAACCGAAACAGGGATAAAGCCTTAGCT
+TGGCAAAAAGAGTTTGGTGGTGATATTGCAACAACACCTGCGCTAGCGGCTACTGGGTGTGACATTGTAT
+TTGCCTGTGTCGGTAATGATGATGACGTTAGACAAGTCTCATTAGGTGATGAAGGGATTTTCGCAGGTCT
+TTCTAAAGGAAGTATTTTTGTCGACCATACCACGGCATCTGCAGAGCTTGCTGTTGAGCTTGCTGCTGTT
+GCGGATAAAAATGGCCAATACTTTTTAGACGCACCTGTATCAGGTGGTCAAGCGGGTGCCGAAAATGGTG
+TGCTGACAGTTATGGTCGGTGGTGATGAGAGTATTTTTGCTAAAGCTGAGCCTGTTATGGCTGCATTTGC
+TCGCTTTAGTCAAATCATGGGTCCCGTTGGCTCAGGACAATTAGCTAAAATGGTTAATCAGATTTGTTTT
+GTCAATACAGTGCAAGGCTTAGCTGAAGGATTGAACTTTGCCCAAAAAGCAGGATTAGATACTGACAAAT
+TACTTGATACTATTGGGAAGGGCGCTGCAGGCTCTTGGCAAATGGATAATCGAGGTAAAACGATGTGTGC
+GCGCGAATTTGATTTTGGTTTTGCCGTTGATTGGGTAAGAAAAGATTTGGCTATCGCATTTGCAGAAGCT
+GAAAAATTAGGTGCTGATTTAACAGTAACTAAGCAACTTGATGGTTATTACCAAGAGATACAAGACAATG
+GCGGGAGCCGATGGGATACATCAAGCCTTATTTCTCGTTTTAAGAAGTAGTACTAAACCGACTAATTAAC
+TGTATTGCCCAAGCTACCTGAAACACATATCTTCAAGTGACTTGGGTATAACTTATTGAATTTTTTATCG
+AGGGAATGATGAAATTAAATTTATTTACTTTACCATTATTATGGTTACTTTCTGCTTGCGGCAGTGGTAG
+TGAAGGAGAAGCCAAAGCACAGGTAGTCCCAGATGCTAAAGCACCAGAGTCTGTTATTGTGTCTGAAAAC
+TTGGCAATTCCAGATAATAGATCACTCGACACGTATCAAATACTCGTTATTGGCAATAGCCACGTACAGT
+CAATACAAAAATTCTTGACCTTAATCTTTCAAAATGGTCTCAAAGAAAAAGAGATAAACATTGATAAGCG
+CGTAGGTGCTTTTCTAGATGTCATTGTTGATAAAGAAAGTTTGGTCGAATTAGTTGAGGCAAGGCCTTGG
+ACTCATATAATTTTGCAAGGACAAAAATATTCGCAGAGTCAATCAGTCCTTTATTCAACAGAAGCAACAA
+GAACATGGATTCAACGTGCTAAGAAGAAAGGAGCTACGCCAATACTCTATCCTGAACATCCGCAACGAGG
+AAACCTTCTCGAAGCGGATTATGTTCATAGTATACATGTTGATATTGCCGATGAAGAGTCTAGTTGCATT
+GCCCCTGTAGGATTAAGTTGGAATAAAGTGTTAGCTATTGAGCCTGATTTGGATCTTTATCAAGCGGATG
+GAAATCATGCTACGGAGTTAGGGGCTTTACTCAGCGCTTTGGTGTTGTATCAAGTCGTTAGTGGTCAAAC
+AGCAGATGCTTTACCTTATATTGCAGAGTTACCTGGAACTGAGTCTGAGCAGGCTTTACTCGGACAAATT
+GCTTCCCAGACTGTTGCAGAACATGTTACCTGTGTTTTTTAATCACGAGGGAAGTATGAAATTTACGCCG
+CGATTGATATTTTTATTGAGTAGCTGATTGCGATATTACTTTAGCAGGTACTTTAAGTAGATAGTCTAAA
+GGAGCAGTGTAGAGGGCGGTGATTTAGAGTTTTTTCTGAATTTTAGTAACGAGATAACTAGTATCGTTTA
+GCATATTTTTCCGATTGATATTAGTAGAGATTGCTTATATAAGGTAGCGCGTAGTTTAAACACCAGACTA
+TTAATCTGGTGTTTAAATCGAGAATCTAAAAGACTTTATTTATAAGTTAAAGACCATAGGTACTGTAGTT
+AACATCAATAAAACGATCATAAATATAGCTGCGATATTAAGCCAGAAACCTGCTCTGGCCATGTCGGCAA
+TACGTAATTCTCCGGAGCTAAATACGATAGCATTTGGCGGTGTTGCCACTGGCATCATAAAGGCACAACT
+AGCAGCTAATGCGGCAGGGATAACTAACATTAAAGGTCCATCAGTTAAGGTCACAGCTATTGGTCCTAAT
+AAAGGTAAGAAACTAGCAGCTGTTGCCGTATTACTTGTTACTTCAGTCAAGAATAATATAGTAATAGTAA
+CGACTAAAACGGCAGCAATAACAGGAATATTAGACGTTGCTTCAAGCTGTGTGGCTATGTAACCCGCTAG
+TCCTGATTTTTTGATTAAACTGGCTAAGGCTAATCCACCACCGAAAAGCAACAATACACCCCAAGGTAAC
+TTCTTAGTGTCTTCCCAAGCTAAAATACGGATATCTTTTTTCCGGTCAACAGGTACAACAAATAATAACA
+AAGCCACGAACATAGCGATGCCGGTATCCGATATAGCTAGCCCAGTCATTTTGGCTATTAATGGTCTAAA
+TATCCAACTGATAGCAGCAAAAGCAAAGAAAAACAGTACGAGTTTCTCGCCTTTGTTCATTTTCCCTAAT
+TCCTGAAGTTTCTCTTGGAACATACTGTTTGTATCAACTCGTTCCCCTTCATTAACTTGGTAACAAACCT
+TGGTAAGAATAAACCAACACAATACCAACAATACTGCACTTAACGGTACGCCGATAATCATCCATTGGGC
+AAAGCCGATTTCAATGTTGTAGCTATCAGCTAAATAAGCCGCCATCAGCGCATTAGGAGGAGTACCAATC
+AAGGTCGCTAAGCCACCAATACTTGCAGAAAAAGCAATAGCTAATAACATTGGTTTTGAAAAGTTTTCAG
+GGGTACTACCATTTTGCTTCTGCTTAACCATCTCGATAATAGATAAGGCGATAGGCAACATCATGACTGC
+GGTTGCTGTATTAGACATCCACATTGATAAGAAAGCAGTGACAAGCATTAACCCGCCAATTTGGTGGCTG
+GGTTTAGTGCTACATAACGACATTGCTTTTAAGGCAATTCGTTTATGTAAGTTCCATCGTTCCATCGCTA
+TGGAGATAAAAAATCCTCCAAGGAAAAGGAATATTAAAGGGTGTGCATAAGACGATGTTGTTACCTTAAT
+GGGTGCTATGCCAACAATTGGCGCAACGATTAAGGGTAAAAAAGCGGTAACTGAAACAGGGGTTGCTTCA
+GATATCCACCAAGTGGCCATCCACAATGCTAAACCTAGGGTGTGCCATGCATCTGCAGACATACCTTCAA
+AGGGAGAAGGAACTAATAAGGTGAACAGCATTAATGCTGGCCCTAATACGAGCATACGCAATGGCGTTGC
+TTTGTCTTGAATATCTGTCATAAATTTCCTCACAGTGTTGTTTTTTATAATAGTTCTAATTTATGTTTTG
+CAAAGACACTGCCATGTTTTCATCTTATTGTTAATAAAGGTAATTATACTTTTAACTCATTATATTAGCC
+TATGTTACGTATCGATATCCACCCATAAAAAAATGACTATGTGTGGAAAGCCGCCAATTAGCATACCGCA
+AGAAACTTGAAAGACTTATTGCTAATGGCCCTGTTCATTTTGGGGAGTAGTGGCTGATCGTCCTCCTTTA
+TCTCTTGGTTTTAAATACCTTATTTTTTCATTATGGGGGGATTTCTATATACGCTAGTAAGTCTTGGGGG
+TGATATCCCCCCCAAACATTGCCCCTGCGAAGTTTTTATTTTTAATGTAAGTAATTGTTATCTTATTATT
+TATTTTTATCTGGAGCTTTACAAATAAATTGGCGTGAACATTGCGATAACAAACTGTCGCCTTAACGTAA
+TCATCGTTGACGATTTATAAAGATAATAACTTCTTAAAATAAAGGGGAAATACATGAAACGTGTTCAAGT
+GAATAAAACAAGCAAACTATTTTTTTTAAACGTACTGTTATTAAGTTGTGCAAGCGCAAATGCAAGTGAT
+GTTGAGAGTTCATTCTATGGCTCGCTCCGTTTAGGTGCCGACTATGTTGATAGTGGTACTTCTGATGATG
+CTGCAAATGGTAGAGATTACTTAAGTCGGATTGGTGTTAAGGCTGAAGTTCAATTGGCTGACGGTTTAAC
+AGGTGTAGGTAAAGTTGAGTATGGTTTACGCGGGGATGATGGCGTTAATTTCAATCAAAACCAAAAAGCC
+GGAATGCGACAGATATATGTTGGCCTTAAAGGAAAGTTTGGTACTGTTACCTATGGCTCTCAAACCATTA
+TATGGCATCAGTATGTGCGCAGTGCTTATTTTTCTGATGGATTAGACTCATTACGTCAAGGCGCTATTCG
+TGATGATGATATGCTGCAATGGCAAAAAACTTACAATAATTGGAAATTTGGTGCAGCTATTCAAACAGAG
+AAGCAAGATGGTGATTCTATTGATCAATACCAAGTAGCAGCACAATATAAAAACCAAAAATTGAAACTTC
+AAGCAGCATTAGCAGCAGACCAACAGGGTGAAAATACCGGTAATTTATATGGCTTTCGTGCTTGGTATGA
+TATTTCAAAAGCGTTTACCGTATCAGCCTTTTATCATTTAGCTGAAGAAGATTTTGATCTTTATAAAGGT
+AACTCTTCTGGTAACGTGAGGTTAGTCTCAGCAGAAGAATCTGGTAAAGTAGGCGGCGTAACCGCATGTG
+TTGATGAAGATCGTTCAACTGTAGGTTTATATGGCAAGTGGCGTCAAGACAACAATCAAGTCCATGCTAG
+ATATGCGGTAAACTCTTGTGACATAAAAGGCGATGTTAGCTCTATTAAAGTTGAATATATTCGTTACTTC
+TCTAAGAAGTTTCGCATGTGGGCATCATTTGAGCAGTTAGATAATGATACAACACGTTTACCTTCAACAG
+GAGAAGACATGTCGGAAGCACAAGTAGGTGTAAGATTCGATTTTTAACAACCTAATTGAGTGAAACCAAA
+TACAATATTTGATATGGAACCAAGTGTTTGTTGCATATCAAATAGCTGATGTATATACCCGTTCCATTTG
+AAGATGCTCGTTTCAGGAAGCCTAAGCAAAGGGCTGGTTTAGAAACGCTTTATGCTGGGTTATTGATTTC
+GACAATAGAATAACTATTCTCTTTAATCAATGCCTTGCCTAAAAGCATTTATAATTCCAGCTGAAACCTG
+CATCTTCAGGTAGTTTGGGTATAATACCTGATAAAATTAATGAAACTGCTATTAGTTTATTCATAAGGTA
+AAATTGTGGTCTATCAAGGACAATCAGAGCGTAAAAATTATATTGTCGCCACTGTTGCAGTGATTGGCCT
+AATCCTGACTATTGAACTGACCCAAATGATAGGTATGAGCAATGCCTATCAACAAATGCACCAACAATCG
+AGTCAGCAGTTATCTAATTTAGTGGGTTACATTGACAATATTCTCGGTCGCTTTGACAGAATCCCCAAAG
+TGTTATCGAAACACCCCTTACTGTCGCAAGCCTTAATCTCACCTAACGAACAATCAAAAATAACCAAACT
+CAATCAGTTATTAGCAGATATTAGAACGATGACTCAGGCGTCAGATATTTACCTTATTGATAAAAAGGGT
+ATTACTATTGGGGCCAGCAATTGGCAATTGCCTAATTCATTTGTTGGTATGAACTTTATGTTTAGACCCT
+ATTTTCAAGATGCGCTAAAAGGTAAACTTTCCCATTACTATGCTGTAGGGTTAAGTAGTGGTAAGCGGGG
+CTTTTATTATGCTTACCCTGTGGTAGTTGATGGTGTTATTGCCGGTGTTATTGCTTTAAAAATAAGTATT
+GCAGATATTGAAGAACAGTATAAAAAAACGGTATTAAATGATAGCTTTAACTTCTTAATCGTTGCACCCC
+ATGATGTGGTCTTCATTTCAGATAGACCAGAATGGCGGTTAAAAACTATTGGTAACTTATCTAAAGCAAA
+ACAGCTTAATTTAATTGCAGAAAAACGTTATACCGATAAAGAGATATCCTCACTTAACGTGGAAGATATC
+TCAAATCACTATCTTCCAAATGACCTTGGCAGCGAGTTATTAGAAGTTACTTCAAATACAGGGTCTGAAG
+AAGTTTTTGCGCTGAATAAACTGATGAAAACGGCTAATTGGCAAGTTCATTTGTGGAGCTCTGTAGCACC
+AATGAAAAAGCAGCAAAACTTATTAATCATCCTCAGTGCTAGTGGTTATTTATTGATGGTGTTTTTGCTG
+TTATTTACTAATGAACGACTTAAAAATGCGCGAAGACTTAAGCAATCTCAACAGTTATTAGAAAAAAAAG
+TTAAAGAACGTACGTCTGACTTAAGTGCGAGTAACGTAAAATTACATGAGGAAATAGCGCAACGTCAGCA
+AGCACAAACTCAAATGAATAAAATGCGGGATGAACTAATTCAATCAGAAAAGCTGGCGCTCATAGGTAGT
+ATGTCAGCGAGTATTAACCATGAAATCAATCAACCGTTAACAGCCTTACGAAGCTATTCAGAAAATGCGT
+TGGCGTATCAAGAACGTAGTATGACAGACAAAGTAAAAAACAACCTGTCACTCATTATTGGTTTAGTGGA
+TCGACTCAGTGATATTGTCAGTCAATTTAATAGCTTCTCTAAAAAAAGCACCGGTGTTGCGACTGCCGTT
+GATGTTCAAATGAGTCTGATGGCGGCGATGAGTATTGTAAAACACCAAGCTAAAGCCGCTAGAGTAGAAT
+TTACTAGTAAACCTTGCTTAGAAACTGTACATGTTTATGGTGATGCTATTCGGTTTGAACAAGTGCTGGT
+TAACTTATTAAGTAATGCCATACAAGCGCTTAGTGAACAAGAACACAAACAAATAATTATTTCTGTGTCT
+GACGTTAAAGAACACGTTATCATTGAAATACGAGACAACGGACCCGGTATTTTAGTTGATAATATCGACA
+GAGTTTTTGAAGCCTTTTTCACCACGAAAGAAAACTTTGGCTTAGGTTTAGGTTTATCTATCTCGCACCG
+AATTATTGAGTCAATGCAAGGTCAACTTAACGTAAGTAACCACCCAGATGGCGGCGCTATCTTTACCATT
+AGCTTGCCTGTAAACAGGTAATATCATTCCGCTTAATTAAATGATTAAAAATTGTGTAGGGAAAATTGGT
+GAGAACAAGGCGTTTGATTGAGCAATAGCTGGCTATTGGGATTGAAAACAACGCAGTTATCGTCAGTTTT
+AACCAGAAAGATTGATCAGATAGTTATGCGGATTGGTATAACGTAAGGAAATTAATATGGAAACGGAAAA
+ATTGGGTGTTGTCTTTGTTATCGATGATGAAGAACATATTCGAAGCGCTATTGAGCAAACATTCGAATTA
+AGAAATTTTGAAGTGCAAACCTTTTCACAAGCGCATCAATTACTTAATCAGCTAAGTGATACTTGGCCTG
+GCGTGGTTATTAGTGATATTAATATGCCTAAAATGGATGGACATCAGTTGATGGCTGAGGTCAAAAATAT
+TGACTCAGAGTTATCCACGATTTTACTCACCGGTTTTGGTGATATTTCAATGGCAGTAAAAGCAATGCGC
+AATGGTGCTTACGACTTTATTGAAAAGCCATTTAATAATGATGACCTAGTTGATACGGTTAAAAGAGCGC
+TAGATAAACGCTCTTTAGTGCTTGAAAATAGGCAACTCAAAAAAGAAATAGAAACACATTGTTTACCAGG
+TCCCAGAATATTAGGGAATTCGCCTAACATTGTGCAAATGCGCAATATACTCAATCAAGTGATGGATGCA
+CCTGCAGATATAATGATCGATGGTGAAACCGGTACTGGAAAAGAGTTAGTCGCTCGTTATTTACACGACC
+ATAGTATTCGAAGAGATAGTAATTTTGTTGCACTTAACTGTGGTGCAATCCCAGAAAATATTATTGAAAG
+TGAGCTATTTGGTGCGGAGAAGGGCGCTTATACGGGCGCTGATAAAAAACGCATTGGTAAGTTTGAATAC
+GCTAACGGTGGTACCTTGTTTCTTGATGAAATAGAAAGTACTCCAATGGCCTTACAAGTCAAACTCTTAA
+GAGTATTAGAAGAAAGAAAAGTGGTTCGTTTAGGTGCTAACGAAGGTGTTGAGCTTGATGTCAGAGTGAT
+TGCTGCGACCAAGGTAGATTTATTAGAGTTATGCGAGCAAGGTTTGTTTCGTGAAGATCTATATTACCGT
+TTGAATTTAGTAAAAGTAGATATTCCTCCCTTGAGAGAACGTATTGAAGATGTGCCTTTGCTTTTTTTAC
+ACTTTGCTAGAATAGCTTCAGCGCGTTATAAAAAAGAATTAATTCCATTATCACAAGAGCATAAAGCACA
+ACTGTTAAGTTATGGCTGGCCTGGCAATGTAAGAGAATTACGTAACTTGGCTGAGCGTTACATTTTATTG
+GGTGAGGCGGCAGCGTTTAATCTTAAAAAGAATACCAGCGCTAATTCAATGAACAGCAGTATGGGCTTGA
+CTCAACGGGTTGAATTTTTTGAGAAGTTTCTTATCGAGGAAGCGTTGGCAAGTAATGAAGGCTGTATTAA
+AGACACCATGGAAGAGCTCAATTTAGCCAGAAAAACACTCTACGATAAAATGAAAAAATATGAATTAGAG
+CGAACAACTTACCAATAAACTGGGTTAATAATTCAGTTAATCATTTTAGTAAATAGTTCAGTTGATAGCT
+AAGGTTAACTGTTCTGAGCAGCTTTTGATTATTCTGCTCGAGTCATAGCAGAATAATCAATAGTAATAGT
+TACTTTGAAAGAGAGTTACCCTTGCAAGAATTCATACAAGGCTTTTAATACCGACATTTTTGCTTTATCA
+GTTTCATGCTCATGGGCTAGATTTTCAATCTTCATCATGAACTCATCAAGTGATAAAATACCTTTCCCGC
+CATATTGCAGTTTGTTCTGACAATACTGCTGCCATTTCTGTTGTTCTTCTGTAGATAGCGTGTACGGGTA
+GTTTCTTGCTCGATAGCGAAACAGTAATACACTTAAACGCTCATCTTGAAATTGAAATGGATGATTAGCT
+AGTTGCTCAGGTGATAGACCACGTAAAATATCCATTTGCGCTTTATCACTATGACTAAAGAAACTGCCAC
+CATATAACGCTTGCTCTGCATCTACGTCATCATTATCAAAGTCTGATGTGGCAAAAACATCGCTTAATTT
+ATCTCTTAGTTCAGCATGCTTTCTCAATAGAGCTAAATTATCTAAGCAAACATCGCGCGGTATTGCTAAG
+CGCTCTGCGTTTTCTGGTAGTAACGTTTTAGCTGGCGCTATAACAGGGCATTTATTGACATGAATAAGTT
+TTACTGGAATTGGTAGTTCATCTGGCGCTAAATCGTCATAACGGGTATATAAACGCGCTTTAATCTCTTC
+ACTGCTAAGCGTTAATAAAGGTGATATATCTCGTGCTAAATCGACACAGATCACCGCGTTTTTATTAACT
+GGGTGGTAACTTACTGGCGCAAACCAACTGGTGCAGCCATGAGCTGATGATACTTTGCTCGAAGTATGCA
+CAATAGGTGTCATCTCTGCGGTATTGATCAAATCTTTCACTTGATTTTTATTCTTCAAGTTAAAGATAAA
+ATCATAAAGTTTTGGTTGTTTTTCTTTGATCAATTTAGCCATTGCTATGGTGGCGTAAACATCACTCATC
+GCATCATGGGCCGCTTCATGACTGATGTCATTTGCTGCCGTTAATAGCTCTAAACGGAAACTGATGACTT
+CTTCACCATCGCGCTTAACGGTTGGCCAATTAATGCCTTCAGGACGAAGTGCATAACAAGCACGAACCAT
+ATCTATAATATCCCAGCGACTATTTCCATTTTGCCATTCACGTGCATAAGGGTCATAAAAGTTACGATAA
+AGCAGATAACGAGTCACCTCATCATCAAAGCGAATACTGTTATAGCCAGCAACACAGGTATTGGGCTGAG
+TAAATAAAGTATGAATACGTGCAGCAAATTCAGCCTCAGACAAGCCTTCACGTTGCGCTTTTTGTGGCGT
+GATACCTGTAACTAAACAGGCTTCAGGATGTGGTAAGTAATCAACGGGCGGCGTGCAATAAAACATTTCA
+GGCTCGCCAATGATATTTAAATCGAGATCAGTACGAATGCCGGCGAATTGAGACGGTTTATCAAATTTTG
+GGTTTATTCCCCAAGTTTCATAATCGTGCCAAAGGATTGATGGTTGTTCTGTGTTGTTCTGAGATGTTCT
+GTCTTGCATGTTTATCTCTTTATTCTCAAGGGTTACACCGAGTTTGCTGTTTCAGTGTGTTTATATTTGT
+TTCACTGTGATAAAATTTTTAGTGCACTAAATTGTGCATCAAATAACTTTACTTTGTGACCAAATATAAT
+TATGGCTTTGTCCGATACCAAACTACGAAAAATAAAAGCACCATATAATGGAGAGGCAGAACTAGCCGAT
+AGAGATGGTTTATCTGTAAGAGTCAGTCCTAAAGCACTAATAACTTTCAATTATCGCTTTAGATGGGAAG
+GTAAGCAACAAAGAATTAAACTTGGTCGATATCCAGGCTTGAAACTAATTGATGCAAGAAAAAAAGTTAA
+TGAATATCGGCATAATTTAGATGAAGGTCTAGACCCAAGGGTGGTTCAGAATGAAAGTCGGAGCCACAAT
+TTATTTGGTGATATGTGTGAAGCATTCATGACTAAGTATGTTATGACAGAATTACGGCCTAAAACACAAA
+CATTATATAAATCTACTTTTAATAAATATGTCACACCTTATAAAAACATTGATATTGAACGATATAAATA
+TACCGATTGGATCGCTTACTTTGATTGGGTTAAAAAGGAGTCCAGCTCAGCTAATGCAGGTAGTGTTTTA
+AAACGATTTAAAGCTGTAGCGAATTGGGCGAAAGCTAGAGGTCAAATCAAACATTCTCATTTAATTGATA
+TCCCGATAAAAGCAATTGGTAGTCATCAACAAAAAAGAGAACGTTGCTTAGAGTGGGATGAGGTCATTGG
+CTTATGGCGACAAATAGAATCAAGCAAATCAACACCGCAATGTAAAACCTGTATCCAACTTCTTTTATTA
+ACGGGTGCAAGAAATGCTGAAATCCGTGAAGCGAGAAGGGATGAGTTTGATTTAGATAAAAACATTTGGC
+TTTTACCTCCAGAAAGATCAAAGACTAAAAAACAAGTTCGTCGCCCATTGAGTACTGGAGTAATTGAGCT
+AATTAATAAGCTCGATCTTATATACGGCCAAGACCGAGAATATTTAATCGCTGGCGATATAAAAGGTAAG
+CCGTTAACTACGCACGCTGTGAATCGTTTTGTGCAACGCATGAATAATCATTTGAAATATCCACATTTTG
+TACCTCATGACTTTCGCCGTACGATAGTCACTAGATTAAGTGAACATAAAGTTGAATTACATGTTACTGA
+AAAAATGCTAGGTCATGAATTAGGAGGGATTTTAACTCGTTACAATAAACATGATTGGATTGATGAGCAA
+CGCGAAGCTTATGAATTATATTGGCAGAAAGTCACACTATTGTTAAAAAACTAAATTCAGACGGTATTAC
+GTATGTATAAAAATATCAAAAAAGAGCACTTAATAAATTGTGAAAATGCACCTCTTTCAAGTAATGGCTC
+GGGCGACCCTAGTGTCAGAGATTATTTAAATGAGGTTGGAAAAGAAGTTATTAGATTAACAAGTCTTGGT
+ATTAAGTTAGTAAATGATTTTGATTATATGGATGTACTAAATGATGTTCCTCCTCAGTCAGTTCCAACAT
+CATTAGGGTTAGTTAATAATGTTTTGAACATAGTGAAAGATAACAATAATATCAAAGACTCTTTATTTAC
+AAAGCTGACACTTGGTATAACTTCCCCTGCTCATAACTTAGATAGCGTACTTCAAAACTTAGTTGTTCTT
+AAAAATACAGATGAACTTTTCTGTATGAGTTTTCATCACTTAGGTCACGCAATTGGCTTATATAACAAAG
+AAGTTTTACAGGAAACCTACTATAGAACAGGTAAAAAGCAAGTTGAGTCTGGTGTTCTATCAAATCAACA
+ATATATGAAAGATCACTGGGCAGCTTTTAAAGTTACAAGTATTATTTTACGAGAATTTTACAGTAAGCTC
+GAAAATCGAGGTTATAAGCCAAACCTAGTCATTGATAAAATAGAGATACTTTGTTTAGAAAATGGAATTA
+TGTATCCAGAGAGTAGAGAAGGTAAAAAGTTTACTAGAGTGATTAAGGTAGTATTGAAAGGGATATTTAA
+AGGTGAAAGCATCAAAGGGCCAGCTAAAAAAGCTTATCGAAGCTTAAGTATTAGTGACTTCTCACTTAAT
+TATACAAAATATCTTAAACCATATATAAATACCCCATGACCCCCTCATGGGTTATTAACTCCACTTCAAT
+TGTAAATAATTCCTCTCGTATTCCCACTTAAACGAGAGACAGCATGATTGAACAATTACAAACACCATCC
+CAAGATTATGTGGTTAGAGAGAAAACTCTCGAAGCACAAACAATACCTACAGACTATCTCATAAGAGAAA
+AAGAGCGCGAAGCACTGACAACTTTGGGAAGAACTCAAGCTTGGGTATTAGAGCAGCAAGGTCTATTTCC
+AAAACGTCGAAAACTTTATGCTGGCGGAAATATAAATGTTTGGTTGATGAGCGAGATTTCAGAGTGGATT
+CAATCAAGAGAATCTGTGCAATGAAATATGATAAAGCTCCAATAGAGCAATATATTGAGGATAAATGTAT
+TTTAGGCAAACCTGAGCTGCAAACTTTAGTCAAAAAATCTAAACCAACACTCCACCGTTGGATCAGAGAA
+GGGAAGTTCCCAAAACCAAGCCTTATTCAAGGCGGTAGATCTTATTGGTACTTTTCAGATTATCAAAAGT
+GGCTCAAATCTATAACAATACAAAAGTGATTAATAAAGCAGGCGCAGCCTGTTTTTTTATATTCATAAAT
+GAGCCACTTTGAGCCAATAATTAGCTTTCTTTATAGATGGTTTAATCGGTTTTATCCCTTAAAAAACATG
+ATGTACAGGCAGGTTGTTGTATTTATCTAAAGCGGTATTTAAATAATATATACGCCAACTTATTTCCAAA
+TACAAGCACTTATTAAATCATCACGATAGTTAATTCAGATAATGACAAGTAATCATAAATTAAATCAATT
+TAAATATAAAAGTCATGGCTATAATATTTACTCATTTAAAGAGAGTGGTTATAACAGCAAAGCCTTAAAT
+AATATATTTAAACTATGTGAATCTATGCTTTTTGCTTATTCAAAAGTATTTCTCTTTAGAATAGATTTCC
+ATGTAAATGAACACTCACCTAATAATCAGTTAGTTTCTAACTTCCTGGCTAACTATATAAAGCATTTAGA
+AAAGATATATCAGTGCAAAGCTAGTTATATTTGCGTTAGAGAACAAAACATATCTGCAAAACAGCATTAT
+CATTTAGCATTTATCTTAAGTGGTCATAAAGTTTGCTACCCAGATAAAATAACTAAAGATTGTGCATCAG
+CTTGGAAAAGGCATAGTTCAGGTTCAGTACACTTTCCAAAAAAGTGTTATTACATGATTAAACGTGGTGA
+TAAAAGAAGCATTAATCCATGCATATATCGCCTTAGCTACTTTGTGAAAAACCATTCTAAAAATCTAAAC
+GGCACGGCTAAAAGCTATTTAATGAGTCGTATTAAAAATGCGAAGCTTTTACCTGAGTGTGATTACTTAT
+TTGTAGAACCTGAGGTTACCTTAAAAAATAATCAAGATAGAAATAACGGCTTAGTTAATGAGGGGAGCGA
+AGTTGATGACAGTTTAACTGCAATACGGCGAGGACAACCAAAAAGTAATATAGCGCCTGTAATCGTATCT
+GATGAATTTGTGCAACGTTATCAAATTAAAGCTTTAGTAAATGAAATAATAAATGAAGACTTTGATATAA
+CCATAATTATATTCAAACCGCCGTAAACACTGGTTTGCTTTTTTATTATGTCTAATTTACTAGGAGTTAT
+TATGCCCAGAGGTGGGAAACGTGAAGGTGCTGGCGCTCCTAAAGGTAATCAAAATGCTTTAAAGCACGGT
+GGTCGTGCAAAGGTATTATATGGGGTATCGCTTGATCAAGAGTTACGAAGATTTGAGTACCGTGCTTTAT
+GTATGGAGCAGTTGGAGGCAATTAAAAGACAAGATGAATATTGGGGCTCTACTTCAATATTATATTTGAA
+ACATAAAGAAAGATATAAAGGTGCCATATTTTTCCAAGAAAACTTAAACAAAAGTAAGGCTTATTACAAT
+TTAGGGCACAAGGTACTGATGGCATACGCATCAAGTATATTGAAATAGAGTCTTGAAATTTATAATGCTA
+ACCAAACAATCAAAACATTTTAATTCTAATTTTTTCAATCAGTTAAGTCTTGTTGGTTTTTGTGATCAGT
+TTTATATGTTTGATCACGTTGATCAACTCTAAATAATAATGAGGTATATATGGATAAGTGGGGCAGTATA
+TTGAGTACTTGGAATAGAGTTTGTGTTCCAGAGCTAAAGTTAGAACCGTATAACGCTAAAACAGTTTTTG
+ATAAAGGTGTTTGGTTTGATTTAAAAAACAATAAGAAGCAAATGAACTTTAATTCAGGACCTATTGACGA
+AACAGTTTGCTCTTTATTGAGCTTAAAAGGCCTCGAACAAGAGTTTATGATAGCTTTTAAACTCCTATGT
+TTTGTGAAAATGTACGACTCACCTGCTGCTACTAAAACACATGAAATAGTAACAAAAGTACTATCTAAAA
+AAGGAGTACCTATTGTGGGTGAGTGGAGAAGGAACGCTCGTTGTGTTTTACCAATTGCATTTCATGGATG
+GGACTATGGTGTATTAGCTCCTTATAGGTTGAATGAAATACGAGATGTTGCGGTACTTGTAGAACAAGCT
+GCAAAGTTGTGGTCTGGCTTAGCGAATACGCTTTCATTGTTGGATCCACCTCTATTGTTAACAGATAATA
+CGGATGTAAATGTATCATTATCTAATACTAGAAATGGACAATGCCCATTGAGATGTTATTTTCCTGCTTT
+ATAGGACAATAACATCGAAATAACTGACTAATTAAACATGAGGATTAGCTAATTTTTCTGTGGCGCTATG
+GGGCACAAAGCGACTTAGAGTATTTACCTTGATTCCGTTGAAAATCATTCCCGCTAAAATCAGAATGATA
+AAACATAAGCAATTTAAATACGCTTGTCGACACTGTGAGCATGAAGCGCTGACTAGTAAAATAATAACTG
+TACCTAAACTAGCCCAGCTTATTCCTGGTAGCATGGCTAGTTCCGAAACCTTGTCGGCTGTTGTTACCGC
+CAAATACTGTGATGCACTACCACTTTATCACTTAGTTGATATCTTTGAACGCGGCTGTTTAATCATCTCC
+AGAGGAACGCTAGCCAACTGGTGCATTAAGGCCGGCATACTCATTAAGACATTAGTGAAAGCAATGCAGC
+GCCACTTGCTTAGTGTGCATAATTTATTCGCGGATGAAAGGCGTGTACAAGTCTTAGATGAAGGTGAAAA
+TCCAAGAAATTCACAAATGAGGGTCTATCGTAGTAATGAAGTAAGCAAACAAGTAGTGGTTATTTACGAC
+TATCAAGCGGGTCGTAGTTGTGCTCGTACAGAAGACCTTCTCGCAGGTTATCAAGGATATTTACAGTGTT
+TATGAAGGTATTGAAAGCGTTATTCCTGTGGGCTGTTGGGCGCACGCCAGGCGTAAATATGATGAAGAAT
+TAAAAGCAATGTCGAAAATAAAGGCCGTGCGCATATAGCCATTAGCTTTATCAGTCAATTATATAAAATA
+GAAACTCATGCGAAAAACAACAAGTTATCCCCACAAGCGCGGCATCAACTATGGCAAGAAAAAGCACTGT
+CGATATTAACACAATTCAAAAAGTGACTTGATGAAGCCACTGATAAAGTGACCGCGGGAAGTTATATTGG
+CAAAGCGATAAATATAACTTCAACCAGTGGCATAAACTTATTAGGTACGTTGAAGATGGTCACTTAGGCA
+TTGATAAAAACATCACTGAACGAGATGTCCGGCCGTTTACTACGGGCAGAAATTATGTGCAGTTCCCCGT
+TAAGTTGCTTTGCATAACTATCTTTAATCCTATGATAAACCAAGGTATTCACTAAAAATGGTATCAACAT
+AATACGGGATATTCTTGCTAAAAGGAGTTATCCCATGCTGAAATCATACATTCATACATTCAAACATCAC
+AAGTTGTATTAGCTAAAAAATATATTAGAAACAAGTATGTACACTTACATTCGCTATTTAGAGAATAATG
+GTTGTCTGACCATAACGGCTCATGATTATTTTGGTGCTGTTATACATTTTGCCTAATGGCGATGTCAGCA
+AGCTCGTTCATGTACTGATGTCACGATTCAAGATAAAGTAAAACTTCTCGATGTACACCTACCAAATTGT
+ACGTATCTTGAAATTTATCCAAAGAATAAAAAGACCAATGCGGCTGCATTAACACATTGGTTTAGAGAAG
+TAGCTTAATATAGTAAAGCTGAGTCATATTTCAATGTTTAAAGCAAATTAATTGCGGCATTTAGGCGCTA
+TCTTCAAGATGTTGTAGGTTTATCCCTCTCCCTTAATGTTTGGTCTGCTTAAAACATAGTGTTTAATGTT
+TTGTATTTAACCTTTGTTCATTTTAGTTTTTAATATAAATATATTCAGTAGCGGAGGTTAATTATGCAAG
+AACATCAGGAATTAGGTTTACAAGATAACCAATTAGTTAGAAGTTTTTCGTATATCAATGGTCGTTGGCA
+TAGTAGTGATTCATACATTTCAGTGACAAACCCAGCCAATGGCAAGGTGATTGCTCAAGTGAGCAATGCA
+GGTGTTGTTGAAACCGAACTTGCAGTAAAAGCCGCAAAAGATGCTTTAAAAATGTGGTCAGCTAAATCTG
+CTAATGAACGAGCTACGTTAATGAGAAACTGGTTTAACTTGATTATGGAAAATCAAGATGATTTAGGACG
+CATTTTAACTTTAGAGCAAGGTAAACCTCTTGCTGAAGCTAAAGGCGAAATTGGTTACGGTGCAGCGTTT
+ATTGAATGGTTTGCTGAAGAAGGTAAACGCGTTTATGGCGATACTATTCCAGCTCCATCGGGTGACAAAC
+GTATTATTGTTATTAAACAACCAGTAGGTGTTGTTGCGTCTGTTACCCCGTGGAACTTTCCAAATGCAAT
+GATTGCACGTAAAGCTGCAGCTGCATTATCGGCGGGTTGTACTTTTGTTGTTCGTCCTGCAACACAAACG
+CCACTTTCTGCCTTAGCAATGGCTGAGCTTGCAGAGCGTGCTGGTATTCCAGCAGGTGTTTTTAATGTGG
+TAGTTGGTGAAGATGCTCACGGTATAGGTAAAGTATTAACCCAACACCCTGATATTGCTAAGTTCACTTT
+TACGGGCTCAACCCCTGTGGGTAAAGCGTTGATCAGTCAATGTGCTACATCAGTGAAAAAAGTTTCAATG
+GAACTTGGTGGTAATGCACCTTTTATTGTATTTGATGACGCTGATATTGATGCGGCTGTACAGGGCGCCT
+TAGTTTCAAAATACCGTAATGCAGGTCAAACATGTGTTTGTACTAATCGTATTTTTGTACAAAAAGGTGT
+TATTGAACAATTTACTAAAAAATTCACGTCTGCAGTTGCGGCATTAGCAATAGGTGATGGTTTAACTGAT
+GGCGTTAGTATTGGTCCTATGATCTCAAGTGATGCGGTCTGCGATGTTGAACTTTTAGTGAAAGACTCAA
+TTACTGCAGGTGCAATATTAGCTTTAGGTGGTGAGCGAGACCAAGCAGGTGATGCTTTTTATCAACCGAC
+TATTTTAACCAATGTTACAAATGATATGCCTATTGCCAAAAATGAAATTTTTGGTCCTGTTACCCCGATT
+ATTTCTTTTGAAGATGAAGATGAAGTTATCGCTATGGCAAATGATACTGAATATGGCTTAGCCTCTTATT
+TTTATGCGAGAGATATTGGCCGAATTTGGCGGGTTGCAGAGGGGTTAGAGTATGGCATGGTAGGTATTAA
+CGAAGGCATGATTTCAAATGCGGCAGCACCTTTTGGCGGCGTTAAGCAATCAGGTAACGGCCGTGAAGGC
+TCAAAATATGGCTTAGATGATTATTTAGAAATCAAATACTTGTGCATGGGTGGCTTAGGTAAATAGCCAT
+TGTATATCAACGTATTTTGATAAAATTTTAAATATAAATAACTAGGTTATTAAAATGAAAAATGCAAAAT
+TACAAACGAGAAAAACTAAAGTAATCGCACGTGGACAAGGTAATGTTTATCCCGTTTATGTTGATCATGC
+AAAAAATGCAGAAATTTGGGATGTAGAAGGTAAGCGTTATGTTGATTTTGGTACAGGAATTGCAGTATGT
+AATACTGGTCATAGCCACCCTAAAGTGATTGACGCTGTTAAAACACAAATTGATAAGTTTAGTCATACTT
+GCGTAATGGTTAACCCTTATGAAGTTGCTGTTGAATTAGCTGAAAAGCTTACGTCTATTGCTCCGGGTGA
+TTCAGAAAAGAAAGCTATTTTTGTTTCTACTGGCGCTGAAGCCGTAGAGAACTGCGTAAAAATTGCTCGT
+GCACATACAGGCCGTCGTGGTGTTATTGCCTTTAATGGTGGTTTCCATGGACGTACTAATTTAACGATGG
+CATTAACCGGTAAAATTACACCTTATAAAAATTTATTTGGACCATTTCCTGGTGATATTTTTCACGCACC
+GTTTCCTATTGAATGTCATGATATCTCTGTTCAAGACTCACTAAAATCTGTTGAAAATTTATTTAAAGTT
+GATATTGCACCGACTGATGTAGCGGCAATTATTATCGAACCTGTTCAAGGTGAGGGTGGTTTTTATTCGG
+CACCAACAGAGTTTTTAGTTGCTTTGCGTAACATTTGTGACGAGCATGGCATTGTTTTAATTGCCGATGA
+AATTCAATCTGGTTTTGGCCGTACCGGTAAAATGTTCAATATGGAATATTCTAATGTTGAAGCTGATTTA
+ATGACTATGGCAAAGGGGATTGCAGGTGGTTTCCCAATTGCTGCAGTTGTGGGTAAAAGTGAAATAATGG
+ATGCTCCATTACCGGGTGGCCTAGGTGGAACTTACGGTGGCTCTCCTGTTGCTTGTGCTGCTGCCTAGCG
+GTATTAGAAATCATTGAAGAGGAAGACTTAGTTCAGCGCTCAAACGAGATTGGTGCTATCTTTAATGAAA
+GGTTAACCGAGTTAAAAAATCAATATCCTGATCTTATTTTTGATGTGAGAAATAAGGGCGCGATGATCGC
+AATAGAGTTAATCTCTAATGGTGATTTAGGCCAACCGAACACGACATTAACTCAAGCGATTATTGCTAAT
+GCTGCAAAATATGGTTTAGTACTATTAGCCTGTGGTTTTTATGGTAATGTTATTCGCTTTTTACCTGCGC
+TAACAACAAGCAATGAATTAGTTGAAGAAGGCTTAACAAAGTTCACTGAACTTTTTAATGAACTTGCTAA
+ATAACATTTAACTTTCGCCTTTCCTGCCGCCCTTTTTACGCCTAATTAAGAACAACCTATCTAGGCAGGT
+TAGGTTTTTTATACATATAATGAAGAAGTCATTCACCAATAGAAAGATTGGCTTCTTATTACACAAAATT
+GATTACTTGCATTAATAGCTTGCAGTATTCTTGTAATAAGTAGGGGAAAATGATGAATTCAATAATATAT
+CCAACAACAAATTTTAAACACACAGCAACATTAATTATAGAACGTGGCGATGGTGCTTATGTGTATGACA
+GTAATGGTAAACAATACTTAGAAGCATTAGCGGGCTTATGGTGCACATCATTAGGTTATAACAATCATGA
+ATTAATCGAAACGGCCAGTGAACAAATGAGCAAGTTGTCCTTTTCTCATATGTTTGGCGGAAAAACGCAT
+CAAGTTGGCATTGACTTGGCAGAAAAACTGTCAGCTATGGTGCCAGTAGAAAATGCTAAGATATTTTTTG
+GTAATTCAGGCAGCGATGCCAATGATACTCATATAAAGATGTTACGTTATTATTTTAATGCTATTGGTAA
+ACCACAAAAATATAAAATTATTGCGCGCGAACGCTCTTATCATGGCGTCACGGTAGCATCAGCCTCTTTA
+ACGGGGTTAAAACCTAATCATACCCATTTTAATCTCCCTTTTGATGCTCTTGGTGTATTGCGCACCGATG
+CACCACATTATTATCGCAATGCACTGCCTAATGAAAGCGAAGCTCAATTTATTGATCGTATTGTTAATAA
+CCTAGAGCAGTTAATACTACTAGAAGGTGCAGACACTATTGCTGCATTTATTGTTGAACCAATCACTGGT
+GCAAGTGGTGTAATCGTGCCACCAGAAGGGTATTACCAGAAAGTTCAAGCGGTTTTACAAAAGTATGACA
+TTCTATTGTGGGCTGATGAGGTAATCACGGCATTTGGCCGAACAGGTAATGACTTTGGCTGTAAAACAGT
+TGGTATTGAAAAACCAGCCATGATGACCTTAGCTAAACAGTTATCTTCTGCTTATATGCCTATTAGCGCT
+TCGGTGATCCGTGGCGATATGTATGATGCAATGGTAGAACAAAGTGCTCAGGTAGGGGTTTTTGGTCATG
+GCTATACTTATTCAGGGCATCCTGTCTCTTGCGCTGTAGCCTTAAAAACACTCGAGATTTATCAGCGAGA
+AAATATTTTTGACCATGCGGCAAAAATTGGTGCTTACATGCAAAAACGCTTACATGAATTTATCCATCAC
+CCATTAGTGGGTGAAGTACGTGGCAAAGGCATGATTGGTGCAATTGAGCTTGTGGCAAATAAAAAAACAG
+GACAAGCTTTTCCTGATGGAACGGTAGGAAATTTCGCAATGCAGGCCTGTCAGAATAACGGCATGATATG
+TAGAGCGGTAGCGGGATCATCACTGGCTTTTTGTCCACCTTTAATTGTTAATAAATCTCAAATTGATGAA
+ATGATTGAAAAAACTGCTAAGTCTTTAGATCAAACACTTGATTTTGTTGTTCGAGAAGGCCTCTTGGTAC
+GTTAATAAAATAAGTTATTCAGTTCTGTGCGTTAGATTTTTCTAGCGCATTATTTTATGAATATTGCTAT
+GAATCAATTTACAGATGAAGATAAAAACAATTAAGGCTCATTGATCACCGACCCCTCTTTTAGCAAACAA
+TATAGGCATTTAAATAAACATCCGTATTTTAGTCAAAATTATGCTGATTTACATGCTCGTCCATTTCCTA
+ATTCAGTATTACCTTTGCGTGTATCACAATTATGTTTTTACACCAATATGGCGATAGCCATGTAGCTGAA
+CTGATTCACTTACAAGAAGTTTGTCAACGATATAGTGTAAGTCTACCTGCCAATGATTCAGTTTGTTTTT
+ACCAAAAAATTGGCGAGTTTGAAATTCGATGGGAGCGTCATATTGAGTTTAGTAGCTATACTTGAGTAAT
+GCATTGATAAATTTATTACTAAGCTCATCAATGCATTTGCGTCATTTTTAGGAGAGTAAGTGACAATTTC
+CTTAAATTATTTATTTACATAATAAGGTTGATGTAAACCTTATTATGTAAAATAAAATGTCACCGTTTAA
+TAGAGATAGTGCTTAAAAACTTCTAGAGATAGTTAGTTGGACAGTATCATCATTTCGGAATGCACCAGTA
+TCTACTTCATCACCTGACTCCATTGAAGTGGCAATGTATGCTGCGCTTAGATCTAATCCGTAAACTTGTC
+CTGAAAGGCCGATTGAGTAGTCTTTATAATCATTAAAATCGCGAATACCATCCCAATACTCCCCATACGT
+ATAGCCTGCATGTAAATCTAAACTTATATCTTCAGTAATAGGATAACTATAATCAACTGATAAATATTGA
+GCTGATTCACCAGAGTTTACCCAATCATTAGATACAGCATAGAGTAATGAGATTCCTTTATAATGAAGCC
+CTAGGTCAAGTTCCAAATAATCAATGTCCACCCCATTATAACCAGGATATTGGAAGTAAAACAAAGTAGC
+GTCATAAGTTATTTGATCATTGATATTACCGCCATATCCCACATAGTAATCAACTTCTAAACTTGCATTT
+TCAGTTGGACCAAAATCTACATTACTACCCCAAACGCCTACAAAAACGCCATTCTCAAAAGCAAGATCTA
+TACTTCCTTGAACAGCTGCGTCTCCTGCTGTTTGAGAAAGACCACGAAAGCGGTAATCGTTAGTGAAAGA
+AATAGTGCTTGATAACTCTTCGGCTTGTGAAGCAAATGTTGTTAGTGCCAATACAGAGATGCTTATCATT
+TTTTTCATATATTTCATGATTTATCCTTTAGTTTTATATTGTTATAGTTTTTGTGTTTTTGGGAAAAAGA
+GGAACATGATTTGTTGCTTTAACAAATCATGTTTTAGTCATAATGAGTGCTCTAACTTTCTTTGATATCC
+ATTTTAAGTTTCTGACCTTTTGTAATTAAGTAGGCTAAGTAGCACAAACCAATCGCAAGCCAGATACAAC
+CAAGCATTACAGCATTACTATCTAGGCTAATTAGTAGCTTCATTACTGCAATAGTACCTATTGAAGGGAA
+TACAATATGGATAAGGGTTGCACCTAGCGTTCTCTCATTTTTTTCTAATTTAAAGAACTCACTGAATGCA
+CTCATGTTAACGAAGATAAAAGCGATGAAAGCACCAAAGTTAATGAAAGATGTTGAAGTTGCAACATCCA
+TTTTTAACGCGAGTAACCCGATGAAACCAACCATTAAAATTGTCATATAAGGTGTTTTAAATGTAGCGTG
+TAACTTGCCGAATATACCTTTAGGTAATACGCCATCTCTACCCATTACATACATTAAACGTGATGCACTA
+GCTTGAGCACTTACACCTGACGTAAATTGAGCGATAATAAGAGTTGCAACAAAAATAGAAGAAAAAATCA
+CGCCGCCAACTTGCTTAGCAATATCTGCTGCTGCGGACTCTGCTGCGAAAACGCTTATATCAGGGAAGGC
+ACTATTAAGTATATAAGAAGATGCTACAAAGATAATTCCACCAATTAAGGTAACTAACATGATTGCTTTT
+GGCACATTCTTTTTCGGGTTTTCAGTTTCTTCAGCCATGGTTGATACAGCATCAAAACCTAGGAATGAAT
+AACAGGCAATAGCTGCACCAGAAAATATAAGGGAGAAGTTACCACCAGTAAAACTGTCTGTACTTGGGGC
+TGCAATAACACCACCTGAAGCATTTATGTACATCACCGCTAACGCACAAAAAGCAACGATAACTACGATC
+TGAAGTAGCATTAGCACAAGGTTGACCTTTTTGGCTACATTGACACCAATTAGATTGAGTACAGAGGTAA
+CGACTATGAATGAAAGAATCCAAAACCATTCAGGAATGCCTGGAGCCATCGCTTCTAGATAAATACCACC
+TATTAGCCAGATAACCATTGGTAGAAATAGATAGTCGAGCAATATAGTCCAACCGACAAGAAAACCAATT
+CTGTCACCAAAGACTTTGGTAACATAGGTGTAAGACGAGCCTGCTGAGGGGTATTTATGTGCCATTAGGG
+CATAACTTCCAGCCGTAAATAACATCGCGATTAATGCAAATAAATATGAGCTGGCAACATTTCCTCCTGA
+TTCTTCATAGAGTACGCCATAGGTACCAAAGACAATCATGGGGGTCATATATGCCAAACCAAATAGTACT
+AAACCAAACAGGCTTAGAGATTTTGTGAGTTGTAATTTATCTTCTTTCATAGTGGATGTGCCTCTACAGT
+AAATTAATATAGTTATAGTTATTTCTAGATTGTTCTATTTCATTTAGATCTATTGTTATTGTTGTTATTT
+CTTGGTTTGAACTTAGTTTTTTAATTATTTCTCCTGTAGGAGATACGACAAGGCTTTCGCCAACAAAGTC
+GCCCCCATGACCCGAGCCAACACGGTTACATGTAATAACAAAGCATTGATTTTCTATGGCTCTGGCTTGA
+GTAAGTACATAATGAACATTTCCATATGGATGCATATTTCCATTAGGCATAAATATGACCTCGGCTCCTT
+GTTTTGATAGCGCCCGTGATCCTTCAGGAAACTCAAGTTCAAAACAAATTTGAGCACCGTAATTTGTTCC
+ATTAATATCAATAATTGAGTGATGGCTACCGCTTGAAAATATCCCTACATCATCAAGCCAAAGTTTAGAT
+TTTCTGTGGTTATGTATAACTTTTGAATTTTTTATAAAAAAGCATGAGTTATAGAAGTTTTGGTTGTGTT
+TTTCTATGTGCCCAATGATTATTGTTGCTTGTGTATTTCTACTTGCTGAAAGTATTTCCTGGAAGTACGT
+TTCAGACTCTTTCCATAGAGCGTCAATGTTTTGGTTTGTAGGAAACCCAGTGAGAGATAGCTCTGGGAAT
+ATCATAAAGTCTTGACAAATTTTATTGTCATTTATCGATTCTATGATTGCTTTTGAGTTTATCGATATAT
+CATAATCGATGATTTTTATTTGATTAATTATTATTTGCATATAAAGCTCTGTATGTTTTATTAGATACTT
+TTTAATTTATCTTTATTGGCCTTGTCCATTAAATATAGTTTGAGGAAGAAGAGGTTTGTATCGTTCAGTT
+ATGCAATGGACTAGGTATTTATACCTACGTAATAGGTGTTGATACCTATTGTTGAAGAGGTTTTTTATAG
+GTGGAAATGTAATGTTACATCCACTAGTATTAAAAAAGAGTTACCTAAGAAGAGTAGAACAATATTTAAG
+GATATTAATTTTGTCATTAACTCGAAGGAAGTATTTAAAATTATTTACAGCGATATCAGCATTAGGCATT
+TCCCCATTGAGTTTTGGGCTCCTTATCTCAAATAAAAATATTGAGCATGTCCTGCGGTACATGTGTTGGG
+AAGGTTACAATAACCCACGAGTTATAACTCCTTTTGAAAAACAGCATAACGTGCAACTCGACATTGAGCT
+TATTGTCGACAGTCCTACAGGATTTTCTTCATTAATATCGGAAAAATATAATAGTTTCGATGTCGTATCG
+ATTGATTCTCCATGGGCCAGACTGATGGAGGAGAATGATCTATGTCATTTATTAGATTTCGACGAATTTA
+AGGAGGAATATGGAAACTTATATACCCAATTTTATGACCGCTTTATGTCACCAATTTCAAATGGGAAAAT
+ATCAGGAATACCCACTAGATGGGGTTGGATAGGCCCAACTATAAATACCGCATATACTAATGAAAAGGAG
+TTTGAATCATATGCTCCTTTTTTTGATCGTAAGTACCACGGAAAAATCGGTATAATGGATTGGGGAGATT
+GGCCAATAATGCCTATTGCCCTCTATGCTGGCATTGATCCTTATAAAAAACTTGATTCACATGAACTTGA
+TGAAATAAGGAAGGTTGTTAGAGCTTTATTTAAAAATAATCCTGTGTTTATTCGTGACTTGAGCCTTGCA
+CAAAAAGCACTATTAGATGGCTCTATTAAATCTATGATTGGAACGGGTACCTACTTATCTTTATCGTTGA
+GAAAAGCAGGTTTTTTGCAGATAAAAACCGTTGTGCCTGAGCCGATTAATGGTCTGAAGCAAAGTATAAT
+ATGGGTTGAAAAAACAGTGGTGATGGCAAAAAACAATAATATTGAACTGTCTAAAAAGCTATTAAAACAC
+CTCGTATCAACTAAGGCTGCATTAGACATTTCTTTGACGGATTATGCATGTAATTTGTCAACCAATCGTC
+TAGTTGAGGATCTTTACTCTGAAAAGCAGCGTGAAATCTTTCAATTAGATGAAGTAAAAAGAGTGTGGAA
+TAAAAGCGTTTTTCATGAGTTATCTCCGAGTATCGGAACTCTTCTTGCTCTGTGGCAAGAGGAATTATTT
+ATGTCCGATTTACTCTGAACTTAGATATGTGAGTTGCTATGTTTAATAATAAACAAAAACAGTTAGTAAT
+AATACTTATTAGCTTGTTGTTAACTTTTACCTCACAGGCTTCCTTAGCGAGTGATACAACCATTTTAAAT
+GAAATTATAAATCCACAATTAATTCACATTTATGAGTGGGAAACATTGTCAGTTTATGAAAAAGAGAATG
+TTTCACAAAAACCTGCTAACTGGGATAGTGCAGAGTCATTTTACGGAAGCACGAGACTGTCATTACTCGG
+TGAGGAGCGATTTTATAGAGCAAAGTTTACCATTGGATGGCACCATAGAACACGCAACCTAGCCATTTCA
+GTAGGACCATTAAAGGGCACCGATGAGGTCTATATAAATGGGTTTAGAGTAGATGATTCAGGGAGTGGTG
+ATTATGACTTGTTTTTTCAAAATTCATATCGGGTTTACCGATTACCAAGAAATAAAACGTGGTTTAGTTG
+GTTTAATTACACAAAGGAAAATGAATTACTTATAAAACTATCTTCAAGTAAAAGAGGGCAAGTTCTTGAC
+TCTGATTATGTTGAAATTGGCGATTATGAAACCTTAGCACTCAAATCAAGAGACTTTGACTCTACAATAA
+AAACAAGCCAAGGGTCGGCAATTGCTCTTCTGTTTATGCTTATATTATTTATTATATTTCTTCATGTTAA
+TCAATATAATAAAAAATCAAACACACTATTTGGCTTCTTTATTTTTTATCTCTCTCTATCTATAGCATCA
+ACTTCCTTATTTTTAAATGGACCTGAGTATGACGGAGAACTTCTCTTGTCGCTGAGTGCTTGTTTAGACT
+TAGTATCACTTGTTGTTTTTATAAAAATTGTGTCAGATAAGTTCGATTTGAATATTTCTCACTATAAAAG
+AAATGAAAAAAGCATAAAAATATTTGGAACTGTTTCCGTATTATGCATTTTGATTTTCTCAGATATTTTT
+TTCGCTCAGAAATGGTTTAATTTAATTATTTATATTGTGATGTTGTTAGTTGTTATATCAACTATTCATC
+AGCTCGTTATAGGCCGTAACATAGGGGGGGCTAATTACTCTATTGTATCAGCATTAATGATAATGTTTTT
+GGGAGTGGCTTTTAACGGTTTGTGGGGCGGTAATTCATGGCCGATATCGCCTTATCATATAGGTGCCATT
+CTATCTTCAATATTTTTATTATATTCAATAGCCCAAGACTTTAAGAAAATGACATTGTCGATGCATGCTA
+TGTCTAGTCGTCTGGTCAATATTCGAGAAATAGAGCGAGCAAGGTTAACGCGAGATATACATGATGGTGT
+TGGTCAAGGATTGGCTACAATTAGACTTTTCATTACGATGAATATCAATAATTTTGAACCTCAACTTGGT
+ATTTCCCTAAAAAATGAGGTGGATCAAACCTCTAATACACTGAAATCGGTTATTCGAAACCTCAAACCAA
+TTGAGATGGATGATGGCAATCCTAGCGAAGCTATCATTGAACTAGCACGTCATCTCTGTGAAATTGCGCA
+AATAGAAATGAAAGTAATTCATTCTGATAAGGCTGATATGAACACTGAAAATGCATATCAATTATATCGT
+ATCGGACAGGAGGCACTTAATAACTCAATTAAGCACAGTTGCTGTACTTTAATTACAATAGATATTCAAA
+GGGATAGAGACCGCTTGATAATGTCTATTTCGGATAATGGTAAAGGCATAAAAAAACAGGTGGAAAACTT
+AGGGTATGGTTTGAGCTCTATGCAAGAAAGAGCTTTACTAATTGGTGGTCAGTTGCGTATTAACAACGCA
+ATTGATAGTGGTGTGCAGGTATTTTTGGAGGTACCAATTAATGATTAAGGCAGTTATCGTAGATGACCAC
+CCTTTGTTCCGACAAGGTATAAGGTTATTACTTGAAAGCTCGGGGAACGTGGAGGTTATTGGGGATGCAA
+GTAATGCTATTGAAGGTGAGCGCCTTATTATGGGAAAACTACCTGATGTCGCTGTTTTGGATATTGGTTT
+AGTAGGAGAAAGTGGGTTACAACTTGCAGAAAAATTACGGGCAAGAGGATACAAAAATGCAATTGTCATG
+GTTACCATGCACACCGAAGTTTCTATTTTTAAGCGTGCAGCTGCTATTGCGAAAGTTGAAGGGTATGTAC
+TTAAGTTGGATGCAGCAGAGGACTTGGAAAATGCCGTTTATAGAGCTTGTAATGGACAGAAGTTTGTAAG
+CCCTAGTTTGGCCCAAGAAATGGCATGGATGGAGGATGACAGCCAAAAAACGGACAGTCTACTTACAAAA
+AGAGAAGAAGAGGTACTTATTCTTATCGCAGATGGGCTTGGAAGTGATGCCATTGCTTTGCGCTTAGATC
+TGAGCAAACGAACAATTGACTCACATAGAGCGAATATTAGGAAGAAATTAGGACTAACTAATTCGGTTGA
+ATTAACTCGTTATGCAATCGAACAAGGCTTGATTTAAATGTAGATACTACACTAAAAGATGTTCCCGTTG
+GTGATGGCGCTTTTTGGTTATCAGCGTTTATAACGAAGAGGGTTATTTTCAGCAAAACGAATCTGACAAA
+CATGTCATTAATAGTTGCAAGGCAAAAGTTGTCGAAGATGGCGCAGTCACGATTCATTTTGGCGGTGATA
+AATCACAATCTAATTTCTTACCAATTATGAAGAACTGGAACTATATGCTTCGAATTTATCTACCAGAAAG
+CTCATACCTTGAAGGTATTTGGGGGCGATATTCGTACAAAATGAGTGCATGTCTACACATTATAGTATTG
+ACTGTTATGTAGACAATTGAAGTTATAATGGGGCACAAACCGAGATAGAATTAATGCTCACGATATGAGC
+GTTTTTGATGTCTCTTATATCTTAAATAATGGCTGTTTATCCGATGTTTTGGGCATTAACATCAATAGCT
+TCTTGGGCTGTTGAAAGTGTGCAATATATAGAACGACCTTTATCCTGACAAACAACTAAGTACCAATATG
+GTCATTTGATCATTTGTTTTTAAGAAGTGAAATTATTACATTATTTTCACTAAGTTCTATTAAATGTCTA
+AAACTACAGTTTCGTTTGGTACACTGCTACATAATAGAGTATTGTTCCGATTAATCGATTTAGTTCCAAT
+AATTTTAGCAGTTGAGCCACTAATAATATTACAAGTGCATGTACTGCATATTCCTGCTCTGCAATGAGAA
+GAAATTATAGCTCCATTTGCCTCTGCAAACTCAAGTAGAGTTCCATCTTCTGGTTTCCAATATTTAGTAA
+CATTACTTCGAGCAAGCGTTACTTTGATTGGGTCACATTTTTTAATTTCACGAAATTTATTTTCAGTGAC
+TGGTGTAAAGAAAGTATCTACGAATAATCGAGATTTATCATTAAACATATTTGAAATATCCTTTGTAAAC
+TGTTCGGACCCACAAATATGCAGGTCACTTCCTGCTAGTTTAATTTCTCTCGAAATTGCCTGTAGATTTG
+GTCGTCCGGCTACAAATGTACTTGTTGAATGTTTTTCTTTAGTTAGATAAAGGCTGACTTTTATATGTGG
+CAACTGTTCACTTAGTTTGATTACTTCATCCCATAAGGCAAGATCTCGTTTTGTTCGTGCAACATGAATT
+AGCTGAATCGATTTGTCGTAGCTCATATCAATTAATCCTTGCAGTTTTGATACTGAAGCAGTTATTCCAA
+TACCTGCACTGAGTAAAAAGATAGAATTACTCGACTGTCTGATTGTTACATTACCGAATGGTCCAGACAT
+TTGCACTTTTTCGTCAGGTAGTAAGTTGTGTATTGCCTGAGAGCCAAGTCCGTTATCACGTTTCACAGTG
+ATTCTAAAGCTATCCTCTTTAATTTTAGAAACTGTATAACAACGCCACACATTGCTGTTCGAAAGACCAT
+GTAAGTGTATATATTGGCCGGGTTTATAGGCACTGAAAGTACCTAGCTTCATAAATGGGTCGTTCATCCA
+AATCGAACAAATATCTTCAGTTTCGTGAATAATTTTTTTCACTGTGATTTGACGAGGCCAGTTGGATGAT
+TTGGAAGACGCTGTTTGAAAAATAGAGGCTGTTAGTTCACTATCATTCATATTGGAGCCGATTCTTATTT
+TGTTGTTTATCTTTATTTCGCCACCATTAGAGACAGTGGCATAGACGCCACAGAATAAATGACCAAAATA
+ACGTGACAACAAAGCGGGCATATTCAGGTCATTTTTTCCTGTATTTAGATCAACAGAAGTGCTGCTACAT
+CTATCAATCGGTCTAATTATGTTAAGTTCGCAGTTCTCTATTAATAACTTTTTACCAAGCCAGTTGAATT
+CTGACCACGGCTCAGAACGAATATATAAATTGGCACGAAACCTCAGAGGATCAATGACTTGTCCTAATCT
+TCTTGATATTTCTTCTACCGTCGATATATTGATTATAGAGATTGAAGCATCTTTATGATCCCAGTAACCT
+TGTCCTGATGTTGTGCGATGAATAGTAGTGTTATTTCCAAAAGTCTCACTTAGAAGTTCTGATGATTCTC
+CACCAGCTTCAATCCGTAATGCTTTTCCTAAAGGCGTGATGAGTTGCAATTTATCTTCATCTCGTTCGAG
+TTTAAACATTGATAAATCTGGGCGAATTTTCATTCTTTGAAAAGCTTGGGAAGGAGACCAAAAGCCGTTT
+TCATTTACTTTAATTTGACCACTACTCAAAGCATACTTTCGGTCTTCTGGAAGTCCTTTATTCTTACGCA
+ATCTGACGGAACTCAACTTTTCTCCAGAGAATCCTTTTACAGGGTATTGATATATGGATGTTATTTTATT
+CATGAGAAAACTCCTTCAGTGATAAGAATAAGGGGTAAGTATCTGTCGGCAAGTTGTATTTATTAGGCCA
+GAAATACCTGCTGCAGCTGAAGGCGTGGGGTACTTTCACTACTGAGATCACGTTTTTGTTGGATTCGTAA
+TAGCCAAGAAAGCTTAAAATTTAATTAATGATCTTGGCTATTTTAAATGACCTGTTTTTTAATTTACTGT
+AGTAATTTGGTCCATACCTTATCCACTAACTTTTGTGCTGCAGGCGAACAAGCGCGGGTAAACTTAATGA
+AAGCTGTTGGGAATATTTCAGGTGAATTTTCCTTTTTATGTATTGCTTTACTCTCATCAATGGCTACTGC
+AGAGGAATGTGCATAATAATTGTACTCAATTGTGGCATTGTCTTTCTCACTCATCCAGTTAATGAAGGTT
+TTAGCATTATCTGAATTACGTGAATTCCTAGGAACTACCATAGAGTCCAACCAACCCACTAAGCCTTCTT
+TAGGTTGCGCGTATTCAATTGGTGCGTTGTTATTTTTACGTGCACGCATTGAATCGCCATCCCACCAATT
+GTGCATTACGACCTCTCCGCTGGAGATGCGTGAGCTGATGTTATCTGAGCTGTAAACGGCCACATATTCT
+TTCTGTTTTTTTAACAGCTGATACACTTTTTTCATATCCGTTCTCTTTTCAGTACAAAAATCTATGTCTA
+AGTACAGTTGAGCTGCAGGAATTATTTCATCTGGAGTACTAAATACAGCTACATTTCCCGCTGCGGCGCC
+TGTAGGCTCAAAAAATTCTTTCCAAGAATTTGCCGGGCCTTTATATTTATCACGATTAACTGTATAGCCC
+GCGGTACCGTAAACAAAGGGAATAGAATACTCTGAACTTTTATCCCACCACTTATTCTTCCACCTATCAT
+CAACTTGTTTGAATGCCGTCATATTTTTGGCATCAATGTTTTTCAATAAACCTTCTTGAATCATTATTTT
+AACGAAATGTTGGCTAGGGAAAACAACATCATAATCACTGCTGCCAGATTTAAGCTTTGCCAGTAAATCT
+TCATTCGAAGTATAGCTGTCCAAAGTAATTTCGATGCCAGTTTCTTTTTGAAAGTTCTCGATCAACACTG
+GATCTATCGACTCTGCCCAAGTGTAAACATTAAGTTGGTTATTCTCTGCGTTTGCTCCTGTCGTCAGAGA
+AATACTCAAAGCTAATAAACTGACTTTTGTAATATATTTCATAGATTTATTCCTTTTATTTTAATTAATT
+ATGTAGGTATTCTAATTATACGTAACTACTTTACTTATCTACTCCGTTTTGCAATTAACCAACAAGGAGT
+GGCTATCAGCAAAGATGCCACCATGATGAGTGTCGATATAGCATTGAGTTCTGGCGATACTCCCTGCTTT
+ACCAGTGAAAAAATATAAACAGGTAATGTTGTCGCACCACCTCCTGAGACGATATTACTGGTGATGAAAT
+CATCCATCGAAATAACAAAGCTGAGCATTGACCCAGCAAAAATACCGGGAGCAATTAAAGGTAAAGTAAT
+ACGACGAAATGTGACCAAAGGTGTCGCGTATAAATCTTGTGCTGCCTGCTCTAAATTGTTGTCCATTCCC
+TGTAACCTGGCGCGTATAGGTAAAAAAGCGAAAGGAATACAAAAGGCGCTATGCGCTAAGATCAGTTTTA
+ACATGCCGCTTTGAATACCCAGTTGAGAAAACAAAATTAAAATTGCTACAGCAAAAACTATCTCAGGCAA
+CATCAAAGGCAGATTGACGACCCCTTGCGATAATTTAGCGTGTTTTACGTTCTGGCCTCGTTCTAATACG
+AGTGCAGCGGAGACCGCTATTACAGTCGCAATCAAAGTGGCGAATAACGCCACGGTCAATGAGACTCGCA
+ACGAATTGAGTAACCCTTCATTTTGCAGCGCACTGGCGTACCACTGCCATGAGAATCCTTGCCACACTGA
+GACAATACGATTGCTATTGAATGAATAGGCAATAATCACCAGTATCGGAAAATAGAGAAAAGTAAAAAAG
+AGTACACCTACAGCGCCAAAACCTGGATAGTGTTTAGCGTCTCGATTAGGCTTAAACATAGCTAAAATAT
+TCATGATAACTCCCTCAACTTACTTGCTCGATGCGCTTGAAACATTAAAAAAAATAAGACAATACACAGT
+AGTAATACCGTTAAGCTGGCACCGAAAGACCAGTTTCTCGCTACGCCAAATTGGTTTTGAATCAGATTAC
+CTAGCATCATTGTCTTACCACCGCCTAGTAGCATTGGTTCAAGTACTGTGCCTAGACAAGGCACTAGCAC
+TAAGATAAATCCAGCGACTATGCCAGGTTTGCACAGTGGCAGAATAATTCTTCTTAGGGTGTTCATCCTG
+CTGCTATAAAGGTCACTCGCAGCCTCAATCAAACGGGTATCTAACTTTTCGATGCTGGCATAGATTGGCA
+AAATCATCAGCGGGATATAGGTGTATACCATCCCCACCATCATCGCAGCGTTGTTGTAGAGTAAACTGTC
+GATATCACCAACCAAGCCAAAGAAACGCAAGCTGCTTTCCAGTACGCCATCATTGCTCAAAATGAGTACC
+CAAGCGTATACACGTACTACCATGCTGACCCAAAATGGCAAGGTGACCAAATAGAGCAATAAAGTTTTCA
+TGTTGTTGCTCTGGCGCGAAATATAGTAGGCAACAGGGAAACTAACTAACAGGCAGATCACGGCTGTTGC
+ACCAGAGAGAAATAACGTTCTAGCGATAATTTTAAGGTACTGAAAGTTCAATACTAAATTATCATCCCAA
+TCTGCTGTATAAAGAATTTGACTGTATGATTGCAGTGAGAAGATTGCTTTATATCCGCCATAGGCGTCAG
+AAGTCATGAATGAAACATAAAAAATTATTAACAGCGGTAACACCATCAATAGTGACATAACTAGGTAGGC
+AGGGAGTAGGCCCCAAAAGTTCCAACTTAGTTTTTTCATTGGCTTAACACCCTTACAGACGCTTTGCTAA
+AGCCAATGGCTACTTGTTGATCAAGGTTATATTCAGTATCGTTACTAATAGTATTACGTTTAGAAATTCG
+TAATTCTGTGGCATTCTCAGTGCGTACCTTATAGTGGGTATAACCACCCATATAGGTTCGGTGTACTATC
+TTGCCTTGTAAATTCACCTCTAATCCAGGGGTGTTGATTGAAATCTTTTCAGGACGCAAGGACATCGTAG
+CTTCTTGTCCTTGACTAAAGCCCTTATTAGGCACATTCAACTCAATGCCGAGAGGGTTTGTAACTGATAC
+CGTTGCTTTGTCATGACTGTTAATAGTGACAGGCATAAAATTGGTTTCGCCAATAAAATCTGCAACAAAC
+TTATTATTCGGATTTTCGTAAATCTCATTAGGACTGCTTATTTGCTGAACAGTGCCTTCAGCTAACACAC
+AGATTCTGTCCGACATCGCCAACGCTTCTTCCTGATCGTGGGTGACGAAAATAAAGGTAATCCCTGTATC
+GCGCTGTAGTTGCTGTAACTCATCGCGCATTGATTGGCGTAACTTTAAATCCAGAGCTGATAAGGGTTCA
+TCTAAAAGTAGTACTTCTGGCTTAGGTGCAAGCGCACGAGCCAATGCGATTCGCTGTTGTTGTCCTCCCG
+AAAGTGCCGAAGGCATACGTGATGCAAATGACCGCATGTGAACTAACTCAAGCATTTCATCTACCCGAGC
+TGCGATCTTTTCTTTACTCCATTTAAGCATCTGCAAACCGAAGCCAATATTTTGCGCTAAAGTCATATGT
+GGAAATAGTGCGTAATTTTGGAACACCGTATTAACACGACGTTGATGGGCCGGCAGCGATTGAATATCTG
+TGCCGTGCAGTTTAATTACCCCGCCACTTGGTATCTCAAAACCAGCAATCATTCTCAATAAGGTTGTTTT
+ACCACAACCACTAGGGCCGAGTAAGGTGAAAAATTCATTGTCTTGTATGTCAAAAGAGATATCTTTTATC
+GCGCGGTAATCGCCGTAAAATTTACTGACATTTTTTATACTTATAGCGTGACTCATAGATTATGATTCCT
+GTGTTTTACTTGAAAAAGCGACGGTAACTTTGTTTTAAACCCTAAGCTGTTCACTTTTGATACATTAAGA
+CAGTAAGATTCCATGTAGTATTAGTAAAATATTAATTTATGTGTTTTGGTATAATAAAAATGTATGCAGG
+AACGAGCCGGTACTTAAGGAAGTTCTGTTGAAATATTTTTCAGATTTAGGTGTACGCTGAATGGAATAGC
+TACCTATATTTTCTGATTCAAATCATATTGGTTTACAAAAAGTACTAGAAGAGAGCTTTGGAACATATAA
+ATTGAGTCGAAGAGGGATAGGTTTACCCATTGCATTAGACATCACAACTGATAGGGTTTACGTCAATAAA
+CAGCACTAAAACTTATAGATAAGTTACCCTATTTAGACTATATCATTACTGTCTGAGGTTATAAGATTGA
+TACGTTTAGGACGTAAATACATCATAAAAATCACTGTTCCAATTATTGGAAGAAAGAATAGCTCTAAGGT
+AAGTAATGATGGAATCGATTGGTATTTATATAAATGCCGACATTTAGTTGAGAAGTTTCTTATTCGACTT
+AAGCCATAGCGAGATATAGCGACAAGATATCATTAAAAAGAAACTATGAAGTTACACTCGCATTGGCATG
+ATGGATGCCAATGGAGTGCTAAAATTATGAACTTGAAAGATTAACCGACTTTAATGATATTAAATCGAAA
+TTTTTACTGACTATTCTCTGTGCAATCAGGTATTAACCCTTAAGAACATCTTCCATACTTTCAGGTTGAA
+ATAGATCCTTTTTCATATATAACTTGACCCAGAGCGCTGCTATGACAGAGACCACAGCCAATACCGCTCC
+TGCCGTAAGGAATACCTGTTGGGTTAGTTCCGGAGACGGTGAGTTGTAGTAAGCGGCGTAGCCCATACCA
+ATAATACCAAGGACTTGCGGTATAGGGTAAAAAGGAGTTTTGAAAGGGCGATTTGCGTCAGGCATCCGTT
+TTCTTAGAACGATAACATCGATGTGGCTAATAATATAGGCCAGTAACCAACAGGTTGACGCGGCGATTAG
+TAGTATCACAACGGTATCAGGTTTGTCACCCAAGATGATCAAAGGAGCACCTATGATGGCGGCCATGAAT
+AATATTGCAATAGCTGGGGTATTAAAACGGCTATCTAGACGCTTAAATATTGGGAATGCCTGCTTGTTTT
+TCGCCATACCGTACAACATACGTGGTACTGAAGCCAGAGTGGTATTCACTGTACTACAGGTAGCAGTGAT
+AGCAACGATGGCTAGAACTTCCAGACCAGAATCACCAAACACGGCGACGGCATAATCTAGATGAGGGAGT
+GACGAGCTAGCCATCTGCTCAAGTGGCATGTAGAAGAAGGCACCAATACAAAACAGTAGGTAGACTCCAA
+GAATAGTAAATAGTCCATAAAACATGGCTTTAGGGATGTTTTTTTCAGGATTTTTAGTTTCTTCAACGAG
+TGGGCAAACGAACTCTGCACCGACAAATAACCAGATAGCTAAGGCAATCAGAGAGAATACCTCAGTGCCA
+ATAGGATTCCAATCGGAGAACAAGTCTAGGTTGCTCAGCTGTGGTTCATTGGTGCCCAAGATAGCAGCAG
+CCCCAAGTACCGAGATAGACACAACCATGGTAAAAGCAAGCACCGTCTGTAACTTGGCGAAGATATCAAC
+ACCGACGATATTGAGCACGGCGAATATCCCGAGGATGAGCAAGCCCAGCGCCATCGGCGATAAGAAGTTA
+GGGAATATTTCTGACAGGATAAGTCCTATCAATTGAAGTTCTGCCGCTACTGCAAACATGGCGACCACGA
+CATATCCTGAAAATGTAGCAACAATCGCAGGGAATTGTCCAATAGCTACTTGGGTATAGGTACTAAGGGT
+ACCAGCACGTGGCATCATTAAGGAAAGTTCAGCAAAACTGAAGGCTGCGAACAGCGCCAATACGAAGGCG
+ATTGCCATGGCGATAAAAAAACCAATGCCTGCAATGCCGAGACCTTGCAATGCTAAAACCATTACCCCTT
+GAGTGACTACCAAACCGATAGCTACAGATAGCAGGGAACGGAGACCTAGAACGCGTTTAAGATGGCCGGT
+CCCACCGGAGGATTTGTTGAGGGCATTAGTGTCCTCTGCTGTTTCTGCTAGTATTTTCGTTGCGGTGCTC
+ATTATGTTTTCCTTATTATATTAGGGTTATGCAATGTCAAAACAGTCCCTTGTAATATAGTTTTTATTAT
+TACTAATTATGTCTTTTCAATTAAAGTCAACTAAACCCAGTAAAACTGGGATAGTTGCCTCTATCGATCA
+TATTTGATCTACAATGCTATTTAGAAGGTTCGAGAAACAGTGAATAAAACCGTATCATCATTGCTGAATT
+CGCCATGAGAAATTTCTTCAGCCTTAGTATCCATCGTGTTCATTAAGTAGGCAATAGACACATCTATGCC
+TGCAAAACTTGAAGAAAGACCAATTGAATAATCCTGATAATCATTGAAATCTCGTATCCCGTCCCAATAA
+TCGCCAAAAGAGTATCCAGCATGAAGATCTAAATTAATATCTTCAGTGATTGCCAAACTATAATCTAAGG
+CTACGTTATGTGCAGACTCTGAAGAATTTAAATAATCATTTGATACATTATATAAGAGTGAGATATCTTT
+ATAATGAAGACCAAAGTCGACTTCAAAAAAATCTATATCAGCTGCGCCATATCCTGGGTATTGAAAGTAG
+AATAATGTTGCGTCATAAACCAACTCCTCGGTAATACTTCCAGCATAACCAACGTAATAATCCACTTCAA
+GGTTGGCTTCATCCCCAAAGTCGACATTACTCCCCCAAACGCCGGCATATACACCATTTTCAAACGAGAC
+GTCGAGGCTCCCTTGTACAGCAGCATCACCTGCCGTTTGGGAGATGCCACGAAACCGATAATCGTTAGTG
+AATGAAACCGAACCAGAAACTTCGGCAGCAATTGTGTTAATGCTAAAAGCACTAATCAAGGAAGTGAACA
+GAGCTATTTTTATCATGTTATATTACTCTTTTATTATGAATGTAAAGCGTTCTTAATTCTTATTGGTTTA
+ACAAAAAATCTAGACGCACAACCTGCTTAGCAGTTATTACAACCTACGCTTTGAAGGCAGATAGATAAAA
+TAGTATTAAAGTGTTTTTTAGATAGAAAATAGTTATACAAAGTTAATACGTAGGTTCGAGACTCTTTTGC
+TGCAGACTCTGTTGTATATTCTTAAAAGAAAATGTTGATGGAACTTATTATCAAGTTACGGATAGACCCC
+TAAACTTGTGCCCATTGAATTACATTTTTATAATAGTTAATTCATTAACCACGTTCTTGTCGTTTTATTT
+CGGTGGTAATACTGGGCATTTTAAATCAGTGCAGAATAGCTGTATTTGCTTTTCTTTATATTTTTCCCGG
+CCAATAAAAACTTATTTAAAAGGATGTGGCTTTTGTATGAATAAAACACATGCATAAGGCAATAAAATGT
+TATTGGTAGTTTTAGCCTGAGAAGATTAACTTAGTTATTATTTTTTATCTTATAGGCATGAAATAAAAAA
+CAATAAAATCAATGGGTGATTATTTTTTAATATAAGTAACGTACATGCGTAGTATTAGGATGTGTAGTTT
+ACAATCAACAATTAAAAGAGAATACAATGAGCGATTTATTTAGACAAAATATTATAGTTGAGAATAGGCG
+CGTAAGGCTTGTACCTTTTACTCATGAAAGTAGTGCAGGGCTTGTCGATATTGTATACGACGAAGAAACG
+TGGCTGCACATGCCTAATAATATTAAGAATAGAAAAGACTTTGAAAATTATATAAATGAAACTGTATCAG
+AACGTGAAAAGGATATTTCTTATCCATTTATTATTATTGATAAAGCTTCAGGAAAAATTGCAGGCAGTAC
+ACGCCTTGCATTATTCGATTATGATGTAATGTCTCTTGAAATGGGGTGGACTTGGTTCTGCTCAGAATTT
+AGAGGGACTGGCCTAAATAAAGCCTGTAAACATGCGCTTTTAAATTATCTTTTTAGTGAATTAGGATTTG
+AGCGCATTACCTTTTGTGTTGAATCAACCAATACCCGCTCAAGAAAAGCCGTTCTAAAGCTTGGTGCAAC
+CGAGGAAGGTACTATGGGAAAGTGTTTTCGTCACGAGGATGGTAACTTGTATGACTATGTTATGTTTAGT
+CTTTTAAAAGATGAATGGCCTAAAATTAACAGGGAAATATTCTCTGAATTCAATACATTTTAATTTTTCA
+CTATTAGCACTCTTTAGGTGTAACTTTACTAAAGCGTGATAACTTGTTTGGTTATCGCGCTTTATTTGCA
+TACGTCACTCATCATATTTATTTGATTACTATTTATCAAATCTATTGATTGGAGTTACTGGTTGAATGTT
+GAAATTAGTACTATGCCCAGGTTTAATTTTATAGAAAATGACGCGATAAAAGCAAAATAGACTTATCAAC
+AAGCATAAAGTTGCAAGCGTTAAATAAAAACCGGCTAAACCAAAGATATCCATAATAAAGGAAACAAAGA
+GGGGACCAAGTGTTGCACCTAACCCTTTAATAATTAATAAACCACCACTTGCAGACATTACTTGGGATTC
+ATTGAGAAAGTCGTTTGCTAAAGCATTAAATAATGAATAAAGTGTCAGACTTAGCCCCCCAAATACGAAA
+GCTAGCATGACTAAAAGGGAGTAATATTTTACAGTCATCTGCATACTAATTATAGCCACTATTGCTGCAG
+ATAAGGCCACAATAGCAGTCACTACACGTCGATCAGTTACATCTGATAACTTGCCCAGAGGCCATTGTAG
+CAACACACCACCCATCAAAATAGCAGCAATATAATAGGATATTTCAACAATAGACATTCCTAGTTTGCTA
+GCAAACACCGCCCCCATCCCTAACGTAATGGCGTTAACCATACCAGTAATGAATATGCCAACAGTCCCCG
+CGGGTGTCAGTTTAAAAAGCTGCATTAAACTAATTGACTGACATTCCGTTATTTTAGGTGCCGTGATACT
+ACTCATTAATATAGGAATTGCAGCAATACTGACAATAACAGAAATCAATGAGTATAATACAAATGACTGA
+GGTTCACTCACCGACAGCATGAGTTGTCCGCTAGTCATGCCTAAGTTAATGACCATCATATAAATGGAAA
+TTAAACTTCCTCGGTTTTGGTTATTAGCCGATTGATTTAACCAACTTTCAGAGACTACCCAAATACCTGA
+GACCGCAAGACCGGTTAAAAACCTCAGTATTGTCCACGAGATAACGTGAATATTTAACGAGTGCAATAAA
+ATAGTAATAGAGAGTAACGCGGTCAAGGCCGCGAAAACTCGAACATGACCTACATGGTTAATCGCTTTAA
+TGGTGTTAGCTGAGCCCACCATAAAACCAAAGAAATATGCCGACATAATAAAGCCAATTTGCTGATTAGA
+AAACCCCTCAATCGAGGCTCTAATTCCTAATAAAGAGTTTTGTGAGCCTACTGCTATGCCAATCAACCCG
+ACACCAAAGAGTAAGCTCCATACCGAGCGCAAATTAACTTTCATTATATTTCAATACACTTATTATTATT
+ATGATGGCGATAATGCTGTGATCAGTTTATCCATAAAACTTTCCATAGCGAGTACCTGTGCTACCTCAAT
+AAATTCATTAGGTTTATGTGCTTGCTCAATGCTGCCAGGGCCACATACCACTGTTGGTATATGTAGAGCA
+TTGGTAAATAATCCGCCTTCAGTACCAAAGGTTATCTTTTTCAAGCCTTTAACTTCCGTTAGCGTTTGCA
+CAAACTCAACGACTTCTTTCTCTTCTTCAGTAAACATACCGGGATAACCAGAAAGCGGTGACATTTCAAT
+GCTACAGTTAGCATCAACTGCTTTCATTTTTGGCTCAAGTACGTCTTTAGCATAAGCCATTACTTTATCT
+AGTAAAGGTTGAGGGTCTTGTCCCGGAATATTACGTATTTCAAAATCAAACTGGCAATGTTTAGGAACAA
+TATTTAACGCCACGCCACCTTCGACTTTTCCGGTATGCAACGTAGTGTAAGTTACATCAAAGCCTTCTTC
+AAAAGGTCCATTTTCTGCTAACTCACGTGCTAACTCTCGAATGAAAAGTATTAGATCTGCGGCAAAATCA
+ATGGCATTAACACCTAAGTGCGGCAAACTAGAGTGTGCCTCTAAGCCACTAACTGTTATACGTTGTGCTA
+ATTTACCTTTATGTGCATTAACGACTTGCAAGCTCGTAGGCTCGCCAACAATACACATCGCTGGTTTAAT
+TGGCATGCCTGACATCATCTCTACTAAACGCCTAGCACCTACACAGCCAATTTCTTCATCATAAGAAAAC
+GCTAAATGTACTGGGGTTTCAAGTTTTGCTGCAATCATTTCAGGCAAATAACTTAAAACAATTGCAATAA
+AGCCTTTCATATCACATGTACCGCGGCCAAATAACATACCGTCTTTGTGCGTTACGCAAAAAGGGTCGGT
+ATCCCATGCTTGGCCAGTCACAGGTACAACATCAGTATGACCTGACAGCATTACCCCTGATTTATCTTGT
+GGGCCGATAGTTGCGTATAGGTTAGCTTTGGTTTTTTCTTCATTAAAAGCTAACTGTGAGCTGATACCGT
+ATTCACTTAAATAATTTTGTATATACTCAATCAAGTCTAAGTTTGATTTATAACTGGTAGTATCAAAACT
+AATTAATTTTTCTATTAACGCCAAACTTTTTGGCGTTTGAAGTTGAGTAATATTCATTAAGGATCTCCAG
+GAACACCATAAGATTCAGATTCAGCAGGATCCACAGCACGGGTAATATAAGCTTGCATCTGTGGATGATA
+CACATTCCATGTATCACGTAGTTTGCTAATTGCTTGGTCAGGTTTATCTTCCCAATCAACGCGTAAGTCA
+ATTACTGGCCAGTTTGCTTTGTCCGCTACTTTCATGCCTGCTGAATGTATAGGCCCGGCTTCACCGCCAG
+CAGCTAAACCCGCTTCAAGTGCGGCAAGTAACCGCTCAGCAAATTCACCTTGAGTCTGTTCAAAAGCAGA
+TACCATCGCTTGTGGTATTGCTGTGCTTTGAAGCATATTACCCATGGCGGCACAGTTAATACCTTCAGCA
+GTAGCATGTATTCCCAGTGACTCATCACCAGTGAATACCGCTGTTTTACCATCAAGGTTAACTAAACCCA
+ATTGACGCCATTGAATATTTGGCGTGTCAGCAACAATTTTAGCCATCAATTCTTTAGGACTCAAGCCGGA
+CTGAGCCATTGTTAACATCTGTGGGCCTAGATCAGGATCGGTAATGTTTTGACTTTGTGCTGCGCCTACG
+CCTGCAGCTACAAATGAACATCTACTGGCAACGCAAATACTCGAAGACGTGACCACTGTACCAACACGTT
+TAGTGGTTGGACAAACGGCAATTAGTGAAAATGTCATGACATTATCTCCATAAAATTAAGTGAATATTTA
+GTTATGTTGATTATTCAGGAATAACAGCAATAACGTCAATTTCCATCAACCACTCAGGTTGAGCCAAGCC
+TGAAATAACCAAGCCTGTTGAAATAGGATAAACACCTTTAAACCATTTTCCTACTTCTTGGTAAACTGGC
+TCACGATAACGTGGGTCAGTAATATAAGTAGTGGTTTTAACGACATGACTTAGCTCTGAACCAGCTTCTT
+CAAGTAACTGTTTAACATTTTTCATTGCTTGTTTAGCTTGTTCTCCCGGGTCACCGAGTCCAACTAAATT
+ACCATTAAAATCTGTTCCGATTTGACCACGAACATAGATAGTATTTCCGGCTTTAACTGCCTGACAAAGA
+TCATTATCTAAAGTTTGATTTGGGTATGTCTCTTTAGTATTAAACATACGGATTCTTTCATGTGTAACCA
+TTATATTTTCCTCTTTAAGTTATCGGCAGTGGTACCTAAAAAAGCCCCATGTCCGCCAGCTATATTTGTT
+TTCTTTAGTTTGTTTGATTGAAGTGATTCACTTAAGCCAGCCGCTTGACGCACAAGATCTATAGGCCCGT
+CAAAATCAAAATGATGATATACCGATGCTAAATGGGCAAAACGCGGTGATTGAGCGAATTCTTGAAACGT
+TAAGCGATGACCAGCGTAATCGGAATTACATAAATCACGAGAATAGGCGAGTAATTTACGTCGATCTTCA
+GCAGACCATTGATCATTTAGACTATAAAATTTATCTAGCCATGGCTTAATTTCTTTATGATTAAATGTGT
+CAAAACTTGGAGTTAAACATACCTGTCCACCACCTAATTCACGGGCAATATTGACCATTTCATAAAGTTG
+AGAACAAGCAAAAACTCGACCAGCATAAAGCAAGGATTGGTTTGGCATGGTTAAGCCTCCTGGGCTTTCT
+TCAGCCATCGCTATTGACGATATCAAATGGGCGTCAATACCCTCTCTATAACAGGCCAATTTGGCTAAAC
+GTTCTTGTACTGCAGGTTGATTGTCTGTACCCGTTTGTTGAACATTAAGTATTGATGCACCTATTAATAA
+TTCAGCGACTTTCAAGTTACGTTGTATATAAGCAAAAGCTGAATAGCGGTGTAGAGTTGAGCGGATAAAC
+ATTGCTGCTTTAGTATTACGATAAAACAGGACGTTTTCCCATGGGATTTCAACATCATTAAAAACAACTA
+ACGCTTCAACTTCATCAAATTTTGTTGCAATTGGATAATCCAAAGGATTTTTACCGGCAAAACCATCTCG
+GCAAATAATTTTGATACCTGCAGAGCCTAAATCGCAAATAAAGCCTACGGCATAATCTGAAAATTTTGTA
+TCGGCTGTCCAGTTAGCTATTGTGGGCTTGGTAAAAGCTTGGTTTGCATAAGCTGCAGCCGTTTCAAATT
+TAGCCCCTCGAACAACAATACCTCGGTCAGTTTCTCGCACCACATGTAATAACATGTCTGGATCTTGTGC
+TTGTGGGGGTTTAGAACGATCACCCTTTGGGTCTGTATTAGCAGTTACGTGGAAAGGGTCATTGATGACA
+ATATTATCGATATGATTTTTGATGTTATCTGCAAACTCAGGGTTTACTTCATTTAAAGCAGTTTGCGCAT
+CATACAATGACCACATTTCGCCAGCAGTTTCATCACCCACACGGGTAACAACACCACCAATTTCATTCAT
+CATCACTTCAGTGGCATTTTTCTTATTCCACCAGTCTTGTTGGCTGCGAGGTAACTTTAAAGCTATTGCA
+CACTCTTCGCTATTATCTGCTTTATAGGTCATCACATCTTTTGTTGAAGCGCTATGCTGCATGTCATAAA
+TTTTCGATCTAACATCTATAATTGGTTTAAAAGCAGGATGAGTAGCAACATCTTTAACCTTATCACCTTC
+GATATAAACTTCACGGCCATCTTTAATCGATTCACGGTACTCTTCACCAGTTCTAATCATGTTTGTGTTC
+CCGTTTAACCTTGTGACTGCTTTTTAATAATTAAATTGAATTTTTATGTCATATCGATATTTTATAGCTA
+TTTAAAAATAAATAAAATTTTTAAAATGTATTGATAAGATAAATTTTATCTATACAAATCCATGCTAAAA
+GACCTTTATATATAGCTATTTTATTGTGACGTTTTTGACTACCAATCTGAAAAGTTGATGATTTTAAATA
+TTTTATTAATGTCGATATTGGATAAGTTTTTTTTATTTAATCATTAAGTTTATAATATTTTACCAATACA
+GTTTTTATTAATATGCTTCATTGGCAATCTGAAAAGGGCGATAGAAAACCTTTAAAAAACTTGATAAGTC
+AGGCGGAAGATTGCAAGCCAGACAGGACATTTTGGCCCTCTTACCGAGCGTAATACTGTTAGGTGGATAA
+AGGTGTGAATGTAACGATGTGAAAATACTAAAGTAACCTAATAAGTCATTTAGTGTTACTCCCAATTGAC
+ATCTGGCTCAACAGTCCACTCAATGTGGAAAACATTTTGGCTTAACCATCAGCCCCTGATAAAGAAATAA
+TAAGGAAAAAAAATGACAATTGAAAAAATAGATACGCTTGTTATAGGTGCTGGTCAGGCCGGTGTGGCGA
+TGAGTGAACATTTAAGCAAGCAGGATGTACCACATCTTGTACTAGAGCGTAACCGTATTGCTGAGCAGTG
+GCGCACAGGTCGTTGGGATTCATTAGTAGCTAATGGTCCAGCTTGGCACGATCGTTTTCCAGGTTTGGAG
+TTTGAAGAACATGATCCAGACTCTTTTGTACCGAAAGAAAAAATTGCGGATTATCTTGTTGATTACGCCA
+AAAAGTTTGATGCCCCTATCCGTACTGGTATAGAGGTTAAAAATGTAGAGCGTAATACTAACGGTCAAGG
+CTTTATCATTGAAACTTCTCAAGGCACTATAGAAGCTAAGCGCGTTGTTTCTGCAACAGGACCTTTCCAA
+GTACCTGTTATTCCACCTATCGCTAAAAACGAAAAAATTACCCAGATCCATTCTGCAGACTATCGTAACC
+CTGAGCAGTTAGAAGACGGTGCAGTATTAGTTGTAGGTGCTGGCTCGTCAGGTGTACAGATTGCTGATGA
+ACTTCAGCGCTCAGGTCGAAAAGTATTCTTATCAACTGGGCCACATGATCGTCCACCACGTTCATACCGT
+AATCGCGACTTCTGTTGGTGGTTAGGTGTCTTAGGTGAGTGGGATCGTGAGTCTCTAGAACCAGGAACAG
+AGCATGTTACTATCGCGGTAACGGGGGCTCATGGTGGTAACGGTACAGTTGATTTTCGTGCACTTGCACA
+TCAAGGGATCACGCTACTTGGTATGACCAAAGAATTCAATAATGGCAAAGTGACATTCCAAAAAGATCTT
+AATACTAATGTTGAACGCGGCAATAAAAACTACATGGATTTCCTTGATTCGGCTGATGCCTACATCGAGC
+GTAATGGTTTAGATCTTCCAGAAGAACCAACCGCAAGAGACGTGTTATCAGATCCTGAGTGTATGACTAA
+TCCAATTCTTGAGCTTGATTTAGCTAAAGAAGGAATTACTTCAATTGTTTGGGCAACGGGCTTTGCCTTA
+GATTACAGCTGGTTAAATGTTGATGCATTTGATGAAAATGGTAAGCCAGCACATCAACGTGGTGTTTCAA
+CTGAACCGGGTGTTTATTTCGTCGGTCAAGCATGGTTGTCACGTCGTGGTTCTGCTTTCATCTGGGGTGT
+TTGGCACGATGCTAAGCATATCGCTGGGCATATTAGCACGCAACGTACATACTCTGCTTATCAAGACGCT
+TCACAACGTTAATAAGAACATAAGTAAGTAACAACTAAAAGGGTAGGCCAACTGGTTTACCCTTTTTTAT
+AGCAATAAAACTACTCCTTTTGAAAGTTCACTTTAACAATGATAAAAAATACGGCAAAGTTCCAAGCCAC
+CTTGAATTTCAACATAAGGCTTACAGTGATTTTTACTAATCTGTATCGTCATTAATATCTGAATTACTTT
+AAATCCTTCATTAAGCGCTTATGCACTAAGCGTGTGACAACAAAAACAATACCAATAACAATAGGTACCG
+CAAAGCCACTCACTAGTTCATGGTTATAGTCAATACCTAGTGTTGGTAAAGACGTTAACATGGTTTCAAA
+TAATTGCATGCCGTAATAACTTATCGCGGCAACTGATAAGCCTTCAACCGTTTGTTGCAGTCGCATTTGC
+ACATGTGCACGGTGGTTCATTGACTTTAATAAGGTTTGATTTTGCTCTTGTAATACCATATCAACGCGTG
+TGCGCAATAACTCACTAGCGCGGGTGACTCTTCTAGAAATATCTTCTAAGTGGTTCGAAGCCGTTTGGCA
+GGTTTTAACTGCAGGTGTAATCCTACGCATTAAAAATTCTTGCAAGGTTATATATCCCGGTATTTCTTCT
+TCTTTTAGCTCTTCCATCCGTTGTAATGCTACATCGTAATAAGCATTAGTAGCAGAGAAGCGGTAAGTAC
+TTTGACTACGATAGTCTTCCACTTTCGCTGCTATTTTAGATACTTGTGTAAGTAGCTCCCTATCGCTTTT
+ATCAGTACCCAAAGCTATATAGGTGGTAACTTGTTGCAGTTGTAAATCTAATTGATTAAGTTCACTATTA
+ATAACTCGAGCTAGTGGTAAACCAAGTGTTGCCATCAACCGGTATGTATCAAGCTGTAATAATTGTTGTG
+TTAAGCGACCTAGCTGCGCAGCTGATAAGTCTTGTTGGTATATCAGAAAACGACCAAAACCGTCGTTATG
+TAATTTAAATGAGCTCCACACTTTCGCCTGTGAATTTACGGGAGCGCTCGCTATCAAAGACATATTGTCA
+AAATATTTTTCAACTTTGTGTGTTATCTCTTGATCAATATTTTCAGGTTCAATAATCAAATGCACAGCAG
+CTATTACTTGACCTGGCATTTTTTCGAGCCAATTACTGGGAACATAATCGATAGCATTTTTAATGAAAGG
+TTGATCCGTTAACGGAGCTTGGTGAATAAAAGTATAAGTGGAATACTCCAAATGACGCTCCCAACGAAGG
+CTAAATAAACCAAAATCTTGATAAAAACACGGCATTGATTTCGCTGGAGAATTTACTTGAAATTTATTAC
+ATAACAGTGAAATAAATTCATGCTCTTCTTGCTTTAATTTCCCTTGGTGTTGAATTGCTATATGCGTAAG
+TTGAGCAGGGGAAGATATTGACGGAAAAGGCCTATTGTGCAATTCGTTATAAAGCTTTTCACGTAATGGA
+TGAGTAGCTATTTTGCTCAATAAAGATGAAGGTAGTACATCACTTTCAGATAATTCATTAGATATTAATT
+TAGTTAACAACGCACGACTCTCCATTCTATTTATATTTCTGTTTTATTTGATATATCTGATTTTTCACAG
+GCTATGTGCGTGGTGAAATTATTAGACACTTTAAAAAATTCTTTTGAAAAATACAAAATATCTATACTTC
+AATGTACAAGCTTTGAAAGCAAACTTACCTAGCTCATGTTAGCCTTAATATTTATTCTTAAGTGAATATA
+ATAGAGGAAGAGGTTTTAGCATTTTAGTCGATTTAGCTCTAATTCTATCCGTTCAACTACTCCTTTAGAG
+TAAGCACTATTTTCTTGTAATCGTTGTCCTAATTCAGCCAATCCTGTACTACTATCAGATACAGAAACTA
+ATCGAATGTTTATATCCTCAGCAACTTGGCTTTGCTCTTCGGCCGCTGTTGCTACTTGTTCTGTACTTTC
+ACTCATGAGCTTTATACTTTCCAATGTTTGGGAAAGTTGTTCAAAGCTAAGACTTGTTTTATCAACAGTA
+CTGGTAATCGATTCCTTGTTTGCATCGAGTGTTTCAACGGCTTTATCGACATCCGACTGTAAGTTTCCAA
+TTAAATTACTGATATCCTGAGTCGATGTTTGAGTTCGTGCGGCTAAATTTCTAACCTCATCGGCAACAAC
+AGCGAAGCCTCTGCCTTGTTCTCCTGCTCTTGCTGCCTCTATCGCTGCATTTAATGCGAGTAGATTGGTT
+TGATCAGCAATAGATCTAATTGTTTCAACAATACCTGTTATATCTGAACTGTGAGCGGCAACTTGTGACA
+TTTGCTTACTCGTTAATGAGATGTTTTGTTCAAGCTCCTGAACATTCTGAACACTAGCTTCTAAAATATT
+CTGAGTTTCTTGTAGAAGTGAGTTGGCATGCTTTCCACCATTTGCTGTTTCTACAGCAAGCTTTGCAACT
+TCACCTGACGTGGTGGCCATTTCAGTCATCGCAGTAGCAATACTATCTAAATTAAGTTGTTGCTCTTGCG
+TGTCACTTTCAACTTCATGAGCAATGTTTTCTAGCTCACCAAACTTATCGACTAATTCATTGGAGAACTT
+TTTAGATGAGCTAATCATTTCAGCTAACTTTTTGATAAAATTATTGAACCCAGCTGCCAAGAGTATTAAT
+TCTTCATGACTTTCAACCGTTACATTTTGGGTCAGATCGCCTTCACGCTCTGCCAACTCTTGAATCGAAA
+AAGAAAGTAATTTGATAGGTGAGGTTATTGATCTCGCAAGCCAGATAGCAAAAAATAATGCGCATAATAA
+GAACAAGAGTGAAAAGAATAGAAGCTCAGTGAGTGCTTTATTATAGGACTCATTCGCTTTCTCTGTCATT
+TCTAACACTGAGGCTAATGCTATTTTTTCAGGAACAGAAATAAGAAGAGTCCATGTCACATTTGCTTCAC
+TAATAAAAACAGGCACTTTAACATGCCAGTCAGAGCCAGAGATAATTGAGTTCTTGGGAGCTCTTAATAT
+CGCTGAAAGTTCTGAATTAGCATCACTAGCTTTTTTAGACAATTTATCAGGGTAAAGGCTTGAAGCAATA
+ATCATATTTTTTTGACTGAATAAACTGATAGATACATTGCCTTCAAATAACGATTTTGCTTGTTCTATAA
+TCCATTTTTGTACGACAGGTAAATTAATATCAACACCGACTAACCCCCTAAATTGGTTTGATACAATGAT
+TGGTGCAGATAGTGTCGTCATTAACTCTTCCCGTCCAGGCTCTATCTCATACATATAAGGGTCAAGCGCA
+CAAGGTTTTAGTGAATCTTTACTGCATAAGTAATACTCTGATTTACGAATACCATTGTCGTCTTTTTCAC
+TGTTATATTTATCTGCTGAATTATCTGTCGAGTAAAAGCTTGCTTGCCCATTCTCTTTTATCCAATAGAC
+TTCTAAGCTCCCTGTTGGTGTTGAGTGTTGTCCAAAATTAACAAAAGTGCTATCAAGTCCATCATAACCA
+TCAATTTCAAAGTGAGTGTAAATCGAACTAATAGTCGGCGTTGCTTCTAAGGTATAACGATTTAAATTAC
+TTACTACATCTCTGTTGAAAGGTGTACTTGGTTGAGCTGTTTTAGATAAGGTTTCAGCTAAAACTAGCAC
+GGGTGCAAAGCTTTGTTTGAGCAGTTTGCTGATACGTTCACTGGATAAATTTCCTGCGTCATTCATGGAT
+TTAAGAACAGAGCTTTGTATTAATTTTTTAGTTGACGATATTTGCTCATCAGATAAAGCTGATAATGTGT
+GAGAGGTCAGCACTGCAAAGCCAAAAGTACATAGCAAAACAATACTAATAAATAATACAGTGACTTTTTT
+TTGAATTGAATGTCTTTTACTTAACAGCATGATGACTATTCCTTTTTTTATATGAAAAAATTTATCGATA
+ATTTATGTATTTGCGCTCAGGCGAATTTACTTGAAATACATTAGGTAACAGTGATGGGAGAGTATTATTG
+TGCAATCTGTTATTAAGCTCTCACGAATGTGTGAGTAGCCATCTTACCCAATAAATATAAAGGTCGCACA
+GCGCTTTCAAATAATTCATTAGAGATTGTTTTATTTAACAACTACTACTCTCCAGTCTACTTATGTTTTG
+CCAAGGTTATTATTACTGCATGTAATTATCAGGGAAGGGGAGCGCTGCAACACCAGAATCTACCGCCGCC
+TTTGCTACGGCTAAAGCAACAGCAGGCAATAAACGCGAATCCATTGGCTTGGGAATAATATAGTCTCGAC
+CAAAAGTTAACTCAGTTTCACCTGATGCAATTAACACTTCATTTGGTACTTCTTCTTTGGCTATTGCTCT
+AATAGCATGTACAGCTGCAACTTTCATTTCATCGTTGATAGTACGGGCACGAACATCTAAAGCACCACGG
+AAGATAAAAGGAAAACAAAGCACATTATTAACTTGGTTAGGATAATCAGACCGACCTGTAGCGATAATTG
+CATCAGCACGGGCGGCTAACGCCAATTCAGGTTTAATTTCAGGATCTGGATTTGAACAAGCAAAAATAAT
+TGGGTTCGGCGCCATTAATTTAACTTGTTCTTGACTCAACAAATTAGGACCAGACACACCAACAAACACA
+TCAGCGCCTTCAATGGCGTCATCTAAAGTACGCTTGTCAGTATTATTTGCAAAAAGTTTTTTATATTCAT
+TTAAGTCATCACGACGAGTATGTACTATGCCTTTAGTATCAAGCATATAGATTTTTTCACGCTGAGCACC
+ACATTTGATCAATAGTTCCATACAGGCAATTGCAGCAGCACCGGCCCCTAAACAAACAATTTTAGCCAAT
+TTAATATCTTTGCCTTGAATATCTAATGCGTTGATCATAGCCGCAGCGGTAACAATGGCAGTACCATGTT
+GATCATCATGAAATACAGGGATTTTACAACGTTCAATTAGGGCTTTCTCAATAGCAAAACACTCTGGGGC
+TTTAATGTCTTCAAGATTTATACCTCCAAAACTATCGGCAATATTCGAAACTGTATTTACAAACTCTTCA
+ACGGTTTTGTGTTTTACTTCAATATCAAACGAGTCGATATTTGCAAAGCGTTTAAATAATAATGACTTAC
+CTTCCATTACGGGCTTAGATGCCATAGGGCCTAAATTACCTAAACCTAAAATAGCAGTACCGTTAGTGAT
+AACGGCAACAGTATTCCCTTTTGCAGTGTACTTATAGACATCATCAGGGTTAGCGGCTATTTCTCTTACT
+GGTTCAGCAACACCTGGGCTATAAGCTAGTGACAGATCATCACTCGTTTCAGCAGCTGTGGTTAATGCAA
+CACTAATTTTACCCGGAGTAGGTAAAGCATGGTAATCAAGCGCTCGTTGTCGAAAATTTGTCATGGTAGA
+TCCCAAATGTGTTTGTATATTGTTTGAAATGAATATTCAGAAAAAATTCAATCGTTATTTTTATTATATT
+TATCTATGACTATGCACTTGGCTCAGGTCAGTTTTACAAGTTTATTTGTATTTTTAACAATCAGTTAGGT
+ACCTTTTCTCGATAAATGATCAACTAAAAACGTTTCACAAGTGGAGCATAGTCGACATCGTAGTGAAGTA
+AGCTTTATGCTGAATGTTATTTCATGAATAGTGGCTTATTGTCTAAAAAATAAAGCCACATATTAAGTTG
+TCATTGAGTGAGTTTGAGATGCTGATGGTTTAGTAAAATGTCGTTCTTAGGTAGGTATCAGGTTGGTTAC
+TCTAATACACCATTACTAGAGCTCTATTCATATTAGAATAGCTTTAATTAGAATTACTCCTACTTCCCCT
+AGTAGATTACAACCATTTATAAGTATACCAAGATCATCATATTACTATTTTTTATCGGAAGAAAATTGTC
+GTCTAGGCTGAGTCATATTTTCAGGGTTAAGAATATCAGCAAGTTGCTTCTCAGTTAATAAACCATCTCG
+TTTAATCAAATTGATAATATTCTCCCCTGTTGCTAATGCCTCTTTTGCAATACGGGTCGATACTTCATAA
+CCCAAATAAGGATTGATAGCGGTAACAATACCAATACTGTTATAAACCATTGATTTACAATGCTCTTCGT
+TAGCAGTGATACCTGAAATACAGCGAGTGGCAAGAGCATTAAAAGCGTTGGTTAAGAATTTGATGGATCT
+TAATAGATTAAAAGCAATTACAGGCTCCATAACGTTTAACTGCAGTTGACCGGCTTCTGCTGCCATAGTT
+ATAGCCAAGTCATTGCCTATAACTTCATAAGCGACTTGATTTACTACTTCAGGGATAACAGGGTTTACCT
+TGCCTGGCATGATTGATGAGCCTGGTTGCATAGCTGGCAGGTTAATCTCATTCAAGCCAGCTCTAGGACC
+GCTGCTCATTAAACGTAGATCATTACACATTTTTGAAACTTTTATGGCAGTTCTTTTTAGCATACTTGAT
+AGGGTAATAAATGCCCCCATATCACTTGTGGCTTCAATTAAGTTGGTTGCTCTAATGAAATGTATGTCGG
+CAATCCAGCATAACTCTTCAATAACTAAGCTTGAATATTCAGGGTCAGTATTAATTCCTGTACCTATCGC
+TGTAGCGCCTAAATTGATTTCTCTAAAGTTATCAGTAACCGCCTTTAACATATCCAAATCTTCTTTCAGT
+GTGGCGTAGTATGCTTCAAACTCTTGGCCCAAAGTCATAGGTACGGCATCTTGTAATTGCGTTCGACCCA
+TTTTAATCACACTGGAAAATTCTACGGCTTTTTGCTTGCACTGATAACCCAATAAAGCTATAGACTCGTA
+AAGCTCAGGTGTCGACATAATTAATGCCAAACGTAAGGCTGTTGGATAAACATCATTGGTAGATTGTGAC
+AAATTAACATGGTTATTTGGACTAATTATGTCGTAACAGCCCTTTTCATGGCCAAGAATTTCTAATGCTC
+TATTTGCTATAACTTCATTGGCGTTCATGTTGGTTGAAGTACCAGCTCCTCCTTGGATCATATCGACCAC
+AAATTGATTATCAAATTTACCACTGATAACTTCGTCACAGGCCTGTGTTATAGCTTCTGCTTTGTTATTT
+TCAAGTAAGTTTAATTTTTTATTAGCCAAAGCGCAGGCCTTTTTTACCATAGCTAAGGCTTTAACTAGGG
+CGGGAAAGTCACCTACACAAATAGAGGTAATATTAAAGTTTTCCGTTGCCCGTAATGTTTGTACACCATA
+ATAGACATCAACAGGCAAACTTCTTTCACCTAGTAAATCTTTTTCTATTCGTTCTTTTGGCGCAGTTATA
+GTTTGAGCTTTAGTAACCTGTTTCTTAGACATCAATCAATTCCTTACAAAATGACGTTTACAAATAAAAT
+GAATACTCCGCCGTCAAACACGAGGTATAAGTGATGGAAACTAACTTAGCAACCAATGTCTAATGCATGA
+CGAAGGGCTTATTTATTCAAAAAATTCGGTTTCATTAAAAATAATTGCTAATAGATAGGTAACATCTATA
+GTGATTCTGAATATAAATACAGCTCTTGGCAGCATAATAATCAGTACACCTTGTGAGCTCTCTCAACTAA
+TAGCAACCGCTGATAAAGTTTGAAAACCTATCGTTCGTTTAAGTTACCGATTGCTATTATTCAAATTACT
+CATTTACTTTTAGTAAAATAACTATTATTCAGAAAATTTTATCCAAGTGGTTTTAGTTTCTGTATATTTA
+TCAAAGGCATGAATTGATAAATCTCGTCCAATACCCGATTGTTTGTAGCCACCAAAAGGTGTCATTGGGC
+TTAAAGCATCTACAGTATTTACTGAAATAGTACCGGCTTTAATCTTGCGGGCAACTCGATGAGCTCGGCT
+CAAATTATCCGTCCAAATGGAAGCTGCCAAACCATATGGTGTATCATTGGCAATAGCTATAGCTTCAGCT
+TCGGTATCGAAGCTGATCACTGACAGTACAGGACCAAAAACTTCATCTTGTGCAATTGACATGCTGTTAT
+CGACGTTATCAAAAATAGTTGGTTCAATATATAAAGACGATCCATCAATTGTTACTCGTTTACCACCAGT
+AACTAATGTTGCACCTTCTTGCTGAGCTTTTTCAATTTTTGAGAAGATTCGGCTCGCTTGTAAATCACTA
+ACAATAGGACCCATAGTGGTATTAGTATTAAGCGGATGACCCATAATAACTTGCTTGGCACGGGTTATCA
+TTTTTTCTACAAAGACATCTTTAATTGAGCTTTCAACTAACAATCTAGAATTAGCAGAACAAACTTCACC
+TTGGTTAAAGAAAATCCCCATGGCTGCGCCATCAGCAGCTTTGTCTAAATCTTCGCAATCAGCAAAAACA
+AGGTTAGGGCTTTTACCGCCAGTTTCTAACCAAACGCTTTTCATGTTTGATTGTGCGCTGTACTGTAAAA
+ATAGTTTACCTATTCCTGTTGAGCCAGTAAAAGTAAGAACATCAATATCTTCATGTAAACCTAAGGCTTT
+ACCTACAACTGCGCCGTGACCCGTTACTACATTAAACACGCCTGCAGGTACACCTGCTTCAATAGCAAGT
+TCAGCTAAACGCAGTACAGAGTGTGGTGACTGTTCTGCTGGTTTTACGATGACGCTATTACCCGCAGCAA
+GTGCAGGTCCTAACTTCCAAATAGCTAAATCAAGAGGAAAGTTCCATGGAACAATAGCAGCAACAACACC
+TATTGCTTCTTTTGTAATCGTGGCAAGTGAGCCTGGACCTGTTGGTGCTATTTCATCATTAATTTTATCT
+GCTGCTTCACCATACCAAGCTAGAATAGCCGATGCGCCACCGATATCGATATTAAGCGCATCCATCACTG
+GTTTGCCCATATCTAATGTTTCAAGCAGAGCAAGTTCTTCTTTATTATCTTGGATGAGTTGCGCTAATTT
+TAAGATAACCGCTTTACGCTCTGAAGGTGATTTATCAGCCCAAACACCTGATTCAAAAGTTTCTCTTGCG
+CAAGCTACCGCACTATCTACATCTTGTGAATTGCAAGCTGTGACAGATGCAAGTACTTCCTCTGTCGCTG
+GATTAATTACTTGATAGCTTTCATTTGACGTGCTATCAGTAAAAGTACCATTGATAAAGGCCTGGTTACG
+AAATTTAATATTTTGCGATAATTTTTGCCAATAGGCTGAATTTAAGTTTTCCATGAGCTAATCCTAACAT
+TGAGGCGCAGAACAGGTTTTACATATGCCAGTTCTGTCACCATAATTCTCCAATTACTGTTCATTAAGTA
+CAGTAAACAAACCTACCCGTGCCATAAACCTTCTTTAACCAGATCATCTTGTACATCAATAATTGCTTTG
+TGAAGTGTACTAACAATGAAGTCAACTTCAGCAACAGAAAGCGTTAATGGTGGCGATAGAATATTTTTAT
+GCGCTAATGGACGAACAAGTAAGCCAACTGCTTGACACTTATCTGCAATACGATTACCAATAGCAATGTT
+CGGGTCTAATAGCTCTTTAGTCTCTTTATTGGCAACACTTTCAATACACATCATAAAGTGACTACCACGC
+ACATCACCGACCAATGGTAAGTTAGAAAGTTTTTCAATTAGCTGGTTCTCAAAGTATTTACCTACTTCAC
+GTACATGGCCACATAAGTCCATGCGCTCCATAATTTCAATATTTTTAAGACCTACAGCACAACTTACTGG
+ATGTCCTGAATAAGTAAAACCATGAGTAAAGCTTGCGCCCTCAGCCTGAGGCACACTAATAACGTCATAA
+ATTTCGTCTGAGATCATATTTGCTGATAGTGGGATATAGCCTGAAGTCAGTCCTTTAGCACACGTTATAA
+TATCAGGGGTAAAACCAAATATTTTTTCAGAAGAGAACATTTCACCTAAACGACCAAACGCTGTAACGAC
+TTCATCTGATAAGATGAATACACCATATTTCTTGCATACAGCGGCAACTCGTTGATGGTAACCTTCTGGT
+GGAACTAGAACACCACCTGCTCCAGCAATTGGCTCAGCGACAAACATGGCGACATTTTCAGGCCCAATGC
+TTAATATCTTTTGCTCTACTTCGTTAACAAGGAAGTCACAGTACTCTGGTACTGTCATGCCTGCTGGGCG
+ACGATAAACATTCGGTGCAGAAACTCGATGTACAAGATCTGGTGCTAAATCAAAGCCAATATGATCGTAT
+TCAACACCTGTTAAGGTCATCGACAAATATGTACTACCGTGATAACCATCTGTTCTGGTAATAATTTGTT
+TCTTGTTTGGTTTACCAATGCGATTAAAGTAAAAGTGGACCATACGTACTGCAGTGTCATTTGACATTGA
+GCCGCCAGTACCATAAAAAACATGGCTTAATGATTTTGGTGCTAAACTAGCCAGCTTTGTTGATAATTCA
+ACAGCAGGCGGTGTTGTTAAATGACCAAAAGAAGAATAATAAGGAATACGACGAGTTTGATCTAACATCG
+CTTGGCCCATTTCTTCATTGCCATAACCAATGTTTACGCACCATAAACCTGCAATACCATCAAGATATTT
+ACGGCCATCAGTATCAAAAACATAAGCACCTTCAGATTCCGCCATTATTAGCGAACCTTCTTTTTTAAAA
+GAAGAAAAATCAGTAAATGGGTGCATATTATGCTTAAGATCGTTATTCCATAACTCTTTAGTGTTGTATT
+TAGAAAAGTCTTTCATGGCTTCACCTGTTAAAATTGTTATATACCTAATGGTAGTTGAATTGAAATTACC
+CTTTATTTATGTCTTTTTTAATTGCATTTGTAAAATAGTATTTTTTACAGGATTAGATAAGTAAAAGTTA
+TGCTGTTGTGTTTTATCACTTCAGAACTTAATTTGTTCTATTGCATAACAATAAGCTATGCTATCAGTGA
+TGGACATAAATTTTATTTACTGGTAGATTTTAAAACATGACTAATTACACCTTAAAGCAACTCAGGTACT
+TTGTTGCCGTAGCCGATTCTGGCAACGTCACAGAAGCAAGTGAGAATCTATTTATATCGCAACCTGCGAT
+ATCAAATGCAATTTCTCAACTTGAAGAAACGTTAAATACCCAACTTTTAATTAGACATCATGCTAAAGGT
+GTCTCTTTAACGCCTGCAGGTGAAGAGATGGTATCTCATTGTCGTAACTTGTTATCCCATGCTGAAGAAA
+TTAATGCTCAAATGACTCAGCATAGTACCTTAATTTCAGGCACGATAAATGTTGGCTGCTACGCAAGTTT
+AGGCCCTATTTATGCCCCTAAGTTAATTCAAGGATTTACTACACTCTATCCTGATATTAACTTCAAATTA
+TTTGAAGGGAATATTGAAGAGATAAATGAGGCACTTATTTCGGGTAAAATTGAAATGGCCTTGATGTATG
+ACTTAAATAATAATGGTCAAATTGAATCAACTGAGCTAGCTAAAATCAGCCCACATGTCTTGTTATCAAT
+TAAGCATCCGTTGGCTAAAAGAAAAAAAATTAATTTAATGACGTTACAAGATGAACCTTTGATTTTATTA
+GATCTACCCAATTCAAGTAAATATTTTCAATCATTATTTGAGCAATATGACAAACATCCTTTTATTAAAC
+ATCGCACTAAGAGTATAGAAATGCTTCGTAGTCTAGTTGCTAATGGCGAAGGTTACGCTTTAATGAACGC
+AAAAGTAAAATCAACCACTTGTTTCGACGGCTCTGAATTAATTAGTGTTCCATTGGCTGATTATGCCAAG
+CCCCTTTCGGTAGTTATCTCTAAAGTTTCAGGGATAAAACTCCCAAAAAGGTGTGAGGCTTTTTTAGAGT
+TTTGCATCAAAAATTTTAATGTTGATAATAACTAATAAGAACGGTGCTAAAAATAACGACTTGCTAAATA
+CCCCTCAACTTCAGCACACTTGAAAGGTGTATCAACCTTATGAATATCAACCAATTTATTATGTTTTTAT
+AAAATGAGAATAGAAAAATGATCGCTAATTCAAAAGTTAAATCTATTGAACAAATTATTTCAGAAATAGT
+TGAGAAAAAAGTGGGGCTACCTGGTGCTTTATTACCAATCTTGCATGATATTCAACATCACTTTGATTAT
+ATTCCTAAAAAAGCTATCGCTATAGTTGCTCAAGGTTTACAGCAAACTGAAGCTGAAATTTATGGTGTGA
+TAACTTTCTATGCTCATTTCCAGTTAAACAAGCCCGGTCGGCATATTATTGAAATTTGTCGTGGTGAAGC
+GTGTCAGGCAATGGGCTCAAAAGCACTAGAAAAGGCTATAAAAAGCCAGTTAGCAGTAGACTTTGGCCAA
+ACCACCGTCGATAAAAATTTTACGCTAGAACCTGTGTACTGTTTAGGCAACTGTGCTTGCTCTCCTTCGA
+TTAAAGTGGCTGATAACGTTTATGGCCGTATGAATAGTGAAAAATTTGCCAAGTTAAGCGAGCAACTCTC
+ACTTTATAAAATATCATTAGGTGAGGAGCTTTAGCATGACCACTACCCTATATTTACCTATGGATACGAC
+CGCACTATCTATGGGAGCCGACGATGTAGCCAAGGCGCTTGAATTTCAAACTTCAGTAAATGAGCAAACT
+ATAAACCTTATTCGTAATGGCTCTCGTGGCATGTTTTATTTGGAACCCTTGCTAGAAGTAGAAACAGAGC
+AAGGGCGTGTTGCTTATGGACCCGTATCAATAGACGATATTGAATCATTACTTGCTCAAGGTATGCTAAA
+TGGTGAGTCAACACATCCACTTTATTTAGGCTTCACAGAGAATATTCCCTATTTAGCTAAACAACAACGG
+TTAACCTTTCAACGTGCGGGTATTATTGACCCGCTTAGCATAGAAGATTATATCAAACATCAAGGATTTA
+TTGGCTTATCTAACGCTCTTAAACTTAGTGCTCAGGGTATTGTCGATGAAATGAAGATATCTGGATTACG
+TGGTCGAGGCGGAGCCGCATTTCCAACAGGCATAAAATGGCAAACAGTACTTGATGCTAAAGTAACTTCT
+TCAGACCAAAAAAAGTACATCGTTTGTAATGCCGATGAAGGTGATTCAGGAACTTATTCTGACCGCCTAA
+TAATGGAAGCCGATCCTTTTAGTTTAATCGAAGGCATGATCATTGCCGGAATAGCAGTAGGTGCAACGCA
+AGGATATATATATCTTCGTTCAGAATACCCGCAAGCACAGAAAATACTTGAACAAGCCATCGCTAATGCT
+TATCAAGATAATTACTTAGGTGACGCTATTCAAGGTACTCAACATCAATTTGACTTAGAAGTTAGAATAG
+GAGCAGGTGCTTATATTTGTGGTGAAGAAACCTCTTTACTGGAAAGCCTTGAAGGAAAACGTGGTTTAGT
+AAGAGCAAAACCTCCTTTGCCTGCTATTACAGGTTTATTTGGTCAACCAACTACTGTGAATAATGTTATC
+AGTTTAGCTACAGTACCAACGATTCTAGCCAAAGGAGCGCAATACTATCAGGATTATGGTGTTGGCAGAT
+CGCGCGGAACCCTACCTTTTCAGTTAGCGGGTAATATCAAACAAGGCGGCTTAGTCGAACTTGCCTTTGG
+TACCACCTTGGCCGATCTTGTTAATGATTTTGGTGCTGGAACCTATACTGGTGAAACAATGAAAGCCATT
+CAAGTTGGTGGTCCCTTAGGTGCTTACTTGCCCAAATATCAATGGCAGACTCCTCTCGATTATGAAGCCT
+TTTCATCAATTGGTGCTGTATTAGGCCATGGCGGTATCGTTGTCTTTGATGACAGTGTCAGTATGACTGA
+ACAAGCACGTTTTGCTATGGAATTTTGTGGTGTGGAATCTTGCGGAAAGTGTACTCCGTGCCGTATAGGG
+TCAACAAGAGGCGTTGAAGTTATTGATAAAATGATAACAGCTCATGAACACGATGAACCAATCGAAGCAC
+TCAACGAATTATTAGTAGATTTATGCGATACCATGGTTGATGGCTCCCTATGTGCTATGGGAGGCATGAC
+ACCCATTCCTGTTCGTAGCGTTATGCAGCATTTTAGCGATGACTTCATCACTGACGCTACAGTTGCGGAA
+GTTAACAAAACGATGGGTAAGGAGCAATAACAATGGTTGATATTTATGATCCAAAGGCTGCACAGAATCA
+GTCAACTCGCAGCCAAAATATAATCGATTTTGGTACACCCGAGGTATACTCCGATGTGCAAGTCACGTTA
+ACTATTGATGGCCAGGAAATTTCAGTACCTAAAGGCACTTCTGTGCTACGCGCTGCAGCAATGCTTAATA
+TTACCATTCCCAAATTATGTGCCTCAGATAACTTAGAGTCATTTGGTTCTTGTCGTTTATGTGCTGTAGA
+AATTGAAGGTCGCCGAGGTATGCCAGCCTCCTGTACTACGCCAGTAGAGCACGATATGCAGGTCAGTACC
+CAAAATAAAAAAATAGCCCGTTTACGTAAAAATATTATGGAGCTATATATTTCCGATCATCCACTTGATT
+GCTTAACCTGCCCGAGTAATGGCGATTGTGAACTGCAAGATATGGCCGGTGCAGTAGGTTTAAGAGAAGT
+GCGCTATGGTTTTGACGGCGAGAATCACCTTGATGTTGCTAAAGACACGTCTAATCCCTATTTCACCTTT
+GAACCGAGTAAATGTATTGTTTGTTCACGATGTGTCCGTGCCTGTGAAGAAGTACAAGGTACCTTTGCAC
+TAACCATTGATGGTCGCGGTTTCGATTCTAAGGTCTCTACCGGTCTTGATAATGACTTTTTAAGTTCTGA
+CTGTGTCTCTTGTGGCGCTTGTGTTCAAGCATGCCCGACTTCAACACTAATGGAAAAAAGTGTTATTGAC
+CAAGGTCAGCCTGAACATAGTGTTACAACCACATGCGCATACTGCGGTGTTGGTTGTTCATTCGAAGCGC
+ATATGAAAGGTGAAGAAGTAATACGTATGGTACCAGCAAAAGATGGGCAAGCTAACCATGGTCATTCATG
+TGTTAAAGGACGCTTTGCTTTTGGTTATGCTACCCATCAAGATCGTATTACTAGTCCAATGGTGCGAGAC
+TCTATAGACCAACCTTGGCAGGAAGTCAGCTGGGATGAAGCCATTAGTTTTGCCGCGAAAAGGCTCAAAG
+AGATACAGAAAAAACACGGTAAAGATAGTATTGGCGGCATAACTTCTTCACGCTGTACCAATGAAGAAAC
+CTACTTAGTACAGAAACTTATTCGAGCGGCTTTTGGTAATAACAATACTGACACATGTGCCAGAGTATGT
+CATTCGCCTACTGGTTATGGCTTAAAGGCAACTTTAGGTGAGTCTGCAGGCACTCAAACGTTTGACTCAG
+TGATGGAAGCCGATACTATCATTGTTATTGGCGCTAACCCAACCGATGCTCACCCTGTTTTTGGTTCACT
+ATTGAAAAAGCGTTTACGCCAAGGAGCTCATTTAATTATTGCCGACCCAAGAAAAATTGATTTAGGTAAT
+AGCCCACACGTCAAATTAGATCATCATTTACCTTTACGCCCAGGTACTAATGTTGCGTTCATTAATGCAA
+TGGCCCATGTTATTGTCAATGAAGGACTTGAAGATAAAGCCTTTATTGCAGAGCGATGTGAAACACAAGC
+ATATCAGCAATGGTATAGTTTTATTAGCGATGTACGTCACTCGCCTGAAAACACCGAAACAATTACTGGA
+GTTGATGCTGACCAATTACGTCAAGCGGCTCGTTTGTATGCCAAGGTTGATAACGGCGCCATTTATTATG
+GCTTAGGGGTTACTGAGCACTCTCAAGGCTCAAGCATGGTAATGGGGATTGCTAATTTAGCTCTATTGAC
+CGGAAATATTGGCCGAGAAGGTGTAGGCGTTAATCCACTCAGAGGCCAAAATAATGTCCAAGGATCGTGT
+GATATGGGGTCTTTCCCTCATGAATTACCCGGTTACCAGCATGTTAGTAATGATGCTTTGAGATCTAAAT
+TTGAACAACACTGGCAAGTAGATATTGATAATGAGCCAGGGTTGCGTATACCAAATATGTTTGATGCCGC
+CATTGATGGCAGCTTTAAAGGGATGTATTGTCAAGGTGAAGATATTGCTCAATCAGATCCAAATACCCAT
+CATGTTGAGGCTGCGTTAACATCATTAGAATGTTTGATTGTTCAAGATATCTTTTTAAATGAAACAGCCA
+AATTTGCTCATGTATTTCTACCTGGTTCATCATTTTTAGAGAAAGACGGTACGTTTACTAATGCTGAACG
+CCGCATTAATCGTGTCAGAAAGGTGATGGCACCACTTGCAGAAAAAGCTGATTGGCAAGCAACAATGGCT
+TTATCTAATGCATTAGGCTATCCAATGAACTATCAGCATCCAAGTGAAATAATGGATGAAATAGCTCAGC
+TAACACCGACATTTTCAGGTGTCAGCTACCAGAAGCTTGATGAGTTGGGTAGCATACAGTGGCCTTGCAA
+TGATAGTAATCCATTGGGTACACCAACAATGCATATTGATGATTTTCCTATTGGAAAAGCGACCTTTGCG
+CTTACTGAATATGTTGCCACTGATGAGCGGGCAAGCCGCAAGTTTCCATTGTTACTAACTACCGGTCGAA
+TTTTATCTCAGTATAATGTTGGTGCACAAACTCGTCGTACTGAAAATCAGGTGTGGCACGATAAAGATCA
+ATTAGAAATTCATCCTCACGACGCCCAAGAACGAGGTATTCAAGGAGGTGATAGTTTAGGTATTAGCAGT
+CGTGCTGGGAATACAGTACTAACAGCTAAAATTACAGAGCGTATGCAGCCGGGTGTTGTTTACACAACAT
+TTCACCATCCAGAAAGTGGTGCAAATGTAGTAACTACCGATAATTCAGATTGGGCGACCAATTGTCCTGA
+ATACAAGGTAACAGCGGTGCAGGTTGAAAAAGTATCTTCTCCTTCAAACTGGCAGTTACGAAATAAAGAA
+TTTTCCATCAAACAAAACGAATTTCTACCTAAAAAAAGATCGGATGAAGCTCGTGTTAAGCTCTAAGAGT
+TTAGTGGATATGCAAGGGTTTATTAAAACCCAAGAAACAACTCTGCTTCTTGGTATAAAAGAGGTTACCC
+GAGAAATAAGAACTGATGACAGTTTGAATATAGTAAAAGAGAATGATTGGGTCATTGAAGAGCAAGCCAT
+TGCCATTATATACAATGGTATTTCACATGCGGTGATGATGGCCACACCTTGTGACTTATTCGACTTTGTT
+ATTGGTTTTAGCTTATCGGAAAGTATTATCGAAAAACCTAAAGATATATTAGATTATGACATTAAGTACA
+CAGAACAAGGAATAGAAGTTGAACTAAACATTAGTTCTCGTCTTTTCTCGGCGCTTAAACATAAACGTCG
+CAGTTTACTTGGTAATAGTGGCTGCGGATTATGTGGGGTAGAGTCACTTGAGCAAACGATAAAAAATCGG
+AAAGAATTAACTATAAGTAAAAGAATAGGTTTTAAGGTAATTCAGTGTGCGCTAACTCAATTTGGTCAAC
+AGCAAACATTAAATCAAAAAACAGGTTCAGTACATGCTGCTGCGTATTGCTCAAAATATACTGGAAATAT
+TATCGCTATTAGAGAAGATGTAGGGCGTCATAATGCACTAGATAAACTTTTAGGAGCTTTGGCCAATAAA
+AATCTAGAAAATAGTGAATATGAGCAAGGGTTTATTCTAGTATCAAGCCGAGCAAGCTACGAAATGGTTG
+ATAAAACTATTGCTTCAGGTCTTAATCATTTAGTCAGTATTTCTGCCGCAACAAGCAAAGCGATAACATG
+GGCTCAGCAACATAATTTGCACTTAATTGGCTTTGCTAGCCCACAAAGACAAGTTACTTATACTAAATAT
+TAACTTAACACATAAAATAATAAAGAAGATAAAATCATGACAACAACATTAACCAGTGTTATTAAAATGT
+GTAACCAAATTTCTGACAATATCGGTTTACACTTAACCTCAGAACAAGCTGTTTATAAGGTAGTTAATCA
+CCTTCAGTTATTTTGGGCAAAGTCGATGAAAGATGACTTAATTACCTATTTTCAAAATGATGGGACGTTA
+CTCAACGAAACATCTAAAAAAGCTGCAGCTCAAATAACTAATCTTCAATCAAGTTATTCGGATTAATTAT
+TAATAGCCATAATCAGCTTAATTATCTTCACTGATAAAGTAAAAAAGTACACTTACACCATTTAAGTGAA
+ATATTTAGAAATTATTACCCTTGTAAAGTAATTAAATAACTATTTAAAAGTTTCAAACGGATACTTTTAA
+TAAAACAGGTATTATCATGACCCATAAAGTAAAAATTCACAGACTATCAGATCTCAGTGCGGAACAAAGA
+AATAAACTATTACAACGCACAGAATCTAACTTAGATAACTTTATCGATATTGTTAAGCCTATAATAGAAA
+ATGTAAAATTGAATGGTGACAAAGCTTTATCCGAGTATGCTAAAAAGTTCGATAAAGCAGAGGTAAGCAC
+TGATCAAATTCAAGTAACACAAGCTGAATTCGACGAAGCATTCACACTAGTTGATGAAGAAGTTATTCAA
+ACTCTCAGCTATTCTATTGATAATATTAAAAAGTTTCATGAAGCCCAAATGCCTGAAGAAATGTGGATGA
+AACAAATAAGACCCGGCTGCTACGCAGGCGACCGTTTTACACCTATTAATGCTGTTGCATGCTATATCCC
+TAGAGGTAAAGGATCTTTTCCAAGTGTTGCAATAATGACTGCTGTTCCTGCAATTGTTGCCGGAGTACCG
+ACTGCAATTATAATTACTCCTCCAGGTACTGATGGGAAAGTAGATGCTGCTACATTGGTTGTTGCTAAAC
+TAGTAGGCATTGATAAAGTATTTAAATGTGGTGGTGCACAAGGCATTGCCGCAGTAGCTTACGGTACAAA
+TACCGTTCCTAAATGTGACAAAGTTGTTGGCCCAGGTAGCCCATTTGTCGTTGCCGCCAAAAAACTACTC
+GCTGATATTATTCACCCAGGTACTCCTGCAGGACCTAGTGAAGCTATTGTATTAGCAGACGATACGGCCA
+ATCCGAAATTAGCCGCTTTAGATTTACTTGTTGAAGCGGAGCATGGCCCTGATTCATCGGCCTTCTTGGT
+AACAAATAGTAAAGAACTAGCCGAGCAAGCTCAAGTAGCGATAAATGAATATTGGCAACATATGGATAGA
+TTGCGTGTTGATTTTTCGTCAACTGTTTTAAGTGGTGATAATGGCGGCATCGTGCTTACTTCAACATTTG
+AAGAAGCGGTAGACTTTTGTAATGATTATGCTGCTGAACATTTGTTGATATTGAGTAAAAGTCCTTTTGA
+TCACTTAGGAAAAATAATCAATGCAGGTGAAATTTTGCTTGGCGAAAACACGCCTATTTCAATTGCCAAT
+TATACTTTAGGGCCTAACGCTGTTTTACCAACATCAATGGCAGCAAAAACAGCCTCACCACTATCAGTGT
+TTGATTATTTGAAAAGCTGTTCAATTGGATACTTAACAAGAGAAGGCTATGAAGAATTAGCACCGCATAC
+ATATAGATTCGCCAAGTATGAAGGTTTTGATGCACACGCCAATGCCGTGTCTCATCTAAGAGACGAAGCC
+ATTAAAAGTGAAAAAAAAATTAAGTGACCTGAGAATTGCTTAAAAAGAGTATTTGTTTAAACAGCTATAA
+AGAAAATTCTCTTAGCGATAACTTAATGCGTCGCTTTTATTTTTAGGCGAACAGCCACTATTCCAGATAT
+TAGATTCAACATAAATCCAGTTTCAATTCTATGTTGACTATCTTCTATTTATAGTGGTTAAGTTCTTTTG
+GCCACTAAATTATAGTTTATAACTCGCTCAGGGGGCGTAAGCGCCACAGATTCCTGTTGCGCTAACCATT
+TAATCAAGTTTCTGTACTTTCTGAAATAGACAATGCATCTTCTATTTCAACCCCTAAATATTCAATTGTA
+CTTTGTAGTTTTGAATGACCAAGTAATAACTGGATAGCCCTTAAATTCTTTGTTTTTGCATAGATTAAGG
+ATGCCTTGGTACGTCTAAGCGAGTGCGTTCCATATTGGGTGATATCTAACCCTAGAGTGGATACCCATTT
+TTTGACTATATTGGCATAGTAGTGATAGCAAATATGTTGGCCTAGTTTTCTTGGGCTAGGAAATAGAAAG
+TCCGAGGATGATAGTCTTTTTAAATAAACCCACTGGCTCAAACACTGTTGAGTCTTTGGTGTTATTTCAA
+ATTGAACTTCTTTGTGAGTTTTTTGTTGTTCAATCATTGCTCGAGATTGAATTAGTGAGGCTGATGAAAT
+ATCGCGAACTTTTAAGCTTATTAAATCACAAGATCTAAGTTTACTATCAATAGCCAAATTAAATAGAGCT
+AGCTGCTCTAATTGATTTTCAATTTCTAACCTTATTCGAATACGCCAAATCTCTTCAAGTTTAAATGCTT
+TTTTCTGGCCCACACGTTTATCTTTATTCCAAGCTGTCATGGTTAACTCCCAACTTTAAAGTGCTGAGCT
+AATATTAAAGACTAAAGGTGAGGGTTTATAAATATAGGGTAATTAAAAGTTCTATTGTTGACTATAGGGT
+AACTTGGGGTAAGTTCACCTCGATAAGGAAAACAAAGCACCTTAATCAGCTCATGATTGAATATCGTAAA
+AAGGTAGGTCACAAATCGTTTTATCATTTTAACAAGAAGATTGTGACCTGATATAGCTAACCGTTAACAG
+CATCTTTTAATGCTTTGCCAGCTTTAAAAGCAGGTACTTTTGCAGCTGAAATTTGGATCTCTGCACCTGT
+TTGAGGGTTGCGACCAGTACGAGCAGCACGGTCATTAACTTTGTAAGTACCAAAACCAACTAATGCGACA
+TCACCGCCACTAGCTAATTCAGTGGTTACAGAGTCAATTAAACTATCTAATGCACGACCAGCCGAAGCTT
+TAGTAATGTCTGCACCTTCAGAAATTTTTGCTATCAATTCACTTTTGTTCATTTTTAACCCTTAATTATT
+ATTGTCATCAACATACTAAGAAATATCAGTGAATTGAGCAACAGGAATCGTTACTTGAAGCACTAGTAGC
+GATCATCTTTATCTCGGAAAGGGGCACTTAGCGCCATAGATTTTATGGCAAGTTTATGCTTTAGAGACAT
+TAACCACTTGCCGATACATATCCTAATGCGTATTACCCTAAAATCTAAGTAACCCGCGATAGAAGTCCAT
+ATATTTACTGCTTTCTCACTCATCCAGTTTTACCTTTGTTTGTCAAAGTGTTATTGACACTGTCATTAAC
+ATGGCTGCACAGTAACACTCAATATTAATATGATATGATTTCGATTAGCTCTTTGAAAAGTGATTTTTGA
+AGGAATATTAACTATATTTATACAAGAATTACCATAGTAAATAAGAGCTAGGAGGAAATATGAACTCATT
+TGACGTAGCAATAAAATTCTTCGAAGCATGTGAAGCTCCACTCGGATGGGAAGGGTGCAAGCAGTATGTA
+CAAGAAGGTGCCTTATTCTCAGCTCAAAGCGAACCACTTGCCGAAATCAACTCTGTCCATGCGTACTGTG
+ATTGGATGCACGGATTTGGTACGGTTATATCTCCTGAAGGTTCGTATGAACTACATTCATCAAGCTACAA
+TGAAAGTTCAAATACAGCAATATTCTTCGCTACGTATCATGGTAAGCATACTGGTGAAGGTGGACCTGTG
+CCACCAACGAACAAAGAAACTCATACACATTATGTCTACATTATAAAAATGGGCGACGATTCGAAAGTCT
+TAGAAATGACTAAAGTTTGGAATGCTCCTTGGGCAATGAAAGAGCTTGGATGGATGTAGCGAGTTCATAG
+CAGATAACATACAGGTCACAAAGGAAACAGAGTGAACGGCCAGCTTTCTGCTACTACTATCAAAGACGTT
+AGGCTGTTTTTTGGCATAGTGACAGCTTCATTTATCAATCTATGCCTCTAAACTCAGTAGGAGAAAAATT
+ATGAAGAATCAAAACGTGTTGATTATTATCATATCTATCTGTTTAAGTTCATCATTTTATGTTGGCGCAA
+ATCAAGGTGGGGGAAAGCACTTGGTTCTCAATTTAGTTGGCTCTGGAGACATGTATGAGAGCTTAGTTCC
+TGACATTGATGGTGACAATCTAGATGATCCGGCAATCTGTTTCGATGTCGAATTGGTTAACCTGAAAAAT
+CAACAAGTCATTGGAACAGCCACAGACTGTCTATCCAATATAACACCAATTGGTAGTGGCCTCGCTTTAG
+TTGGCACAAGTTATTTCTATATGCCAAATGGAACTCTAATTACTCGTGGCAGTACGACAGTACAACCTGT
+ATTACATCCGACAGTGACACCTGACGGGCAAAACATTACTCACATTACAGGAGCATCTATCGGTGGAAAT
+TCCATTATTGGTAGTACAGGCCGGTTCAAAAATGCGACTGGTACTGCGCGCTTGTCAGGTATGGTGGACA
+TGACGAACTTTACTGGAACTGTCGGTGATCCAATCGTGTTCGACTGTCTATTTATCATTGATCTAGATTG
+AACAGCATATGCAAAACTGGTGACACAATATTAGGTTTACTTAATGCTTAACCAGAGATTCAACATAGAC
+TGCCAAACTCTTTACTTTTCTGTATAGATCGTTTCGAGTTTGGCAACCCGTTAAACTTAGCGTTGTGTTA
+AGGAGCAAAATAGACACTGCATTATGACGCTATTGCGGGGTGAGTTTATCCGTCGCTTTTTACTGTATGT
+TTCACCCAATGGTTTTCACCGTGTTCGGCACTATGGCTTGATTGGTAAAGGGTATAATTCTTATCAAGAA
+TAATTATCGAGGTAATTTAACAACAAAGATGCTTAAGCGGTTAATCTCCGTTGGTCCTCGTATTCATCAA
+AGGGAAAAATAAAGCTACTGCCTTCCCCTTTGTCGATGACTGGCTGTTTTTCTAATGCCTGTTTGATTAC
+TCCAAGCTCATTTGAATCGACCAACATTAAATACTTACCGATTGCTAAATCTTCATTGAATCGGAAAATC
+TTATAATTAACATGGAGTAAACCAACGAGTGCACCAATAATACTACTTATCATCAATGAGCCAAATAAGG
+TGAGTGCTACCGCCGCTTGTTTGGTCAGTTCACTTACATCCCAAAAGGGCATATTAACGACCAGAATAGC
+GCAACCGGTTATCCCCATAGCTATCCCCAACAATGCGCCGTGCTCTAAACCACGCACTAGATCTGATTTT
+TCTATAATGCTTCCCTCATGCAAGTTATGTTGTTTAATACCTTTTCTATCATTACAGATCACATGAATAT
+TATTTTCATTGATATGTAGTTGATCATGTAATATGGATGCCGCCTTATCTACATCCTCCAAAGACTCTGC
+TAGAAAGTACTCGCGTCTCATGTCATATCTCCTATTCCACTCAAAGAACTCGCTTAGACTACTTTTTTCT
+ACCTGTAAACAGCGTGATTTTTAATTTACACAAATAAGCGTAGTACTCACTTATCGAGAAAACGAGTGAT
+TTACATTCTTAATGTGGTTTTCTTTGTAACGCTATATAAACAAATACATAACTTGACACAAAATTCACTC
+TATAATTTGATATCCAGCTAGCTATATCTCGTTCTGGGGGCGAATGTGTGGTCCGCCTCAATATTGCAAG
+TATAATATCGATAACGTAGTTGGTTTGCGCTAATGTATTCGGTGTCTTTTTGGGTTACCAATATATTAGC
+GCCAGCTCCACGATGAGATCCGCGCTAGATTGTCCTCAAAAGCACCATAGCATACTTAAAAAGTTGCTGT
+TCCGCCCCACAGGTTTTCAATCCAGTGGTCTAACCGTTGTGTCATCTTTATCATCATTTGCAAATCAGGC
+TTGCACCGTGAACGAATAACTCACGTAAGCCTTTATTCCCTCGTTTGCTTATACCGAGTAATGTTAGCTT
+TCCTCCCGTTGAAAACTGACGAGGCACTAAGTCAATCCAGGCGGCTAAGTGCTTTCCATTCTTGAAATCA
+GCAACATTACCAGACAATATGAACTATTCTTTGTTAAAGTCGAAGTTATTCGAAATTAATTCATAATTTC
+AAAATAGCTAAACAGTTTATTTAATACTACGCTTTAAGGTGAAATTGATATCAGATATCTTTTTTAAACG
+GAGCAATTTATCATGAAAAGAGTTGTGCCCGCTAAAATCCATCGGAAAATAAATATCGCTATATCTCATA
+TTCATGAAGATCATGATTTGTTGTTTACTTATATTGAAAAGTTAAGATATATAGCCCTACATCCTGAAAG
+TCATTTGCATGTCATCAATATCCTAGAAAGATTTATTAGCCAATTCTTAGAACATGTGATTAAGGAGGAG
+CAGTTATTACGTCAATATCTCCCTGTCCAGATAGTAGATCAACATATAGAGCAGCACCAAAGTGAGCTTG
+CGCTTTTAGATGAAAACTTAGCTCGATTGAAAAAAGAATTATCACTACATAATATTCAACATGTAGTAAC
+ACAATTAAACCGAGAATTTGAAAAGCATACTAATCAATACGATACTGCAATTTTAAAAAAATTACAGTTA
+CTAAAAGATTAGAAACACCTTAGTTGGATTAGTCAGCATTAGATCTTACAAATTTAAAGTTAGGGTATAA
+CCTAAACTAAAATTTTTTGAATTATGTCAGAATTTATAGAACAGGCGGCTCCTCCAAGTTGCCGTTTATA
+AATTAAACGCCACCGTCTATAAAGAGCTTACAGGAGGCACTAACCACCAATCCTGATTATGACCCCCTGG
+ACTGGCGAGTTAGCCGCCACAGCGGTCGTTCACATAATTGCTTTGGCATGACTTCAAAGTGCTAGAAGCA
+GCTAATCGCTAACGTTCTAATTAACCTGCACTGCCACTTCAGCTGTCCGTTTTTAATGATTGTTAGGCGT
+CCGAACCATTCTGAGATTATTTCCTGATGCTCCCATGCTCATCATTTTGATTTTAGATAACTCATCGTTT
+TCTTCTCACAATGCTAACCGTAATAATAGCTGAAAGAAAAAGTGCAAACGCTGATGGCTCGGGTATTGGA
+TTAGGGTTAGGATCTGGAACCATGAATGCTCCCGACCCCACAACGTTAGCTGCAAAAGAGCCACCAAAGG
+TATCGTCAGGTAAGAAGGTGTCAATTCTATTAGCATCGTTTAACATGTCATCCAAATTACTGTATGTCAC
+ATAAGCAGATGAGATGCTGGTTTCTTCCTCTACGTTGAAAAGACTCCAAAATAGATTACCATCTGAACCC
+GACCCCACAACGTTAGCTGCAAAAGAACCACCAAAGGTATCGTCAGGTAAGAAGGTGTCAATTCTATTAG
+CATCGTTTAACATGTCATGCAAATTACTGTATGTCACATAAGCAGCTGAGATGCTAGTTTCTTCCTCAAC
+GTTGAAAAGACTCCAAAATAGATTACCATCTGAACCCGACCCTACAACGTTAGCTGCAAAAGAACCACCA
+AAGGTATCGTCAGGTAAGAAGGTGTCAACTCTATTAGCATCGTTTAACATGTCATCCAAATTACTGTATG
+TCACATAAGCAGATGAGATGCTGGTTTCTTCCTCTACGTTGAAAAGACTCCAAAATAGATTACCATCTGA
+ACCCGACCCCACAACGTTAGCTGCAAAAGAACCACCAAAGGTATCGTCAGGTAAGAAGGTGTCAATTCTA
+TTAGCATCGTTTAACATGTCATCCAAATTACTGTATGTCACATAAGCAGATGAGATGCTGGTTTCTTCCT
+CAACGTTGAAAAGGCTCCAGTACATTACCCCTGCACTTGCATAATTAACCAAACTACTTGCAAACAAAAT
+GACACCTACCATAGCAATTCTTAATATCTTGAATTTCATATAATGTCCCTTTTTTCTCACTTATTTTGAA
+TTATGAACGTAACGTCTAATAACTACATTCCATAGTTGACGGTATACAGGATGCATCAATCAGACCGAAA
+GCATAAAGTGCCGATTAATTAATCGGTTGTGTTTTTATTATGAGTAAGTGATTATTTTTATGTAAAATAA
+TATGACACTTTTATTGACGAATTTATTTGAAATAGATAACAAAAAACTATAATTTGTGATTCTTCTAATC
+TGGACTAGAAAGCTATGAGTACATTAAAAATCTGAATTGTCGGCTTTCGTATCTTAGTTAACATTTAGCC
+AGTGACTTCTTCAACTAGCCAAAAGCTGACATTAAGCTTTTGCAAATTCAGGAGCATATTCAGGAGCATA
+TTCAGGAGCATATTCAGGGTGATATTAGCCAAGTTTTTCGCTCACTTGTGGGGCTTGTTTAAGCTCATTG
+CTGTCGTTGATATTCGATTTTTGATCGTTATCAATTAAGAGTATTCTTATATATTTTTCCATCTTTCATA
+ATTAAATCAAAATTATCCTTTGGATTCGAAACTAAATTAAGGTTTTTCAACGGATTACCATCAACTAAAA
+TTAAGTCTGCATAAGCACCTACTTTAATGACTCCCAATGCACCTTGAGGATAAGGGCTGCGTTGGCCTGA
+TAAAGCTAATAATTCCCCAGCCGTTGACGTAGCCTGACGTAATGCTTCAACAGGTGAATGCCATTTTGAT
+AATTTGGCTAACTGTTTTCCTTGCTTCTCTGCAAGTAAAGGGTCAAATAGTGTATCTGTGCCGAACACTG
+TTTTAACGCCCACTTTCTTAGCCAAACGATAAACACGATCAGTACCTTTAGTGACTTCGACATATTTCTG
+ACGACTAAATGATCCTTCTGGAAATGCGATGGCATCTTCGTCATCCAATATAGGTTGAATGCTAAGGTAA
+GCCCCTTTTTTCTTCATCAAACGTAGCGTTTTTTCACTCAATAAGTGACCGTGCTCTATACTTATTACAC
+CAGCCTCTAAAGCTCGTTGAGTAGCAGCATCGGTAAATGTGTGTGTGGCCACATACGTATTCCAATCAGA
+AGCGGCAGCTACTGCGGCTTTAGTCTCCTCTAACGTAAATTGAGTAACATCAAGGGGATCGAACGAAGAT
+GAGACTCCACCACCTGAATTAATTTTGATTTGTGTCGCACCCATTCGAAGTGCCTCTCGAGTACGTTTTA
+ATACTTCAGGAACGCCATCTGCCACCATTACATGGCCGATTGACTCCATATACACCAGCGGGGCATTAGT
+TTCAGCAGGTACTGCCGTACCTGGTCTAAAGTCTGTATGCCCAGAAGTTTGACTTATTGCCGGCCCAGAC
+GGAAAGATACGAGGGCCGTTATAGACCCCTTCATCAGTCAGTTTAGCTAAAGAAAAAACATTACCGCCAA
+CATCTCTCACCGTAGTAAAGCCACGTAAAAGTGCTTTTTCATTTGCTTTTGCACCAATCAGCAAATGATA
+TGCGTGGTCAAGGGTAAGGCCTTTTTGCATAGGAATACTGGAGTAGGCGGAATGCCAATGCATATCAATC
+AATCCAGGTATTAACGTTCGGCCTTTACCATCAATTTGAGTTGCCTCGGGAGCATTAATATTTTTCTGGG
+TGATTTCCTTGATAATATTATTTTCGATTAGTACATTGGCATTCATCATGCGCTTTTCATTCATACCATC
+AAAGACATGAACGTTTTTGAGTAATATAGTAGATTGCTTTTCACTTGCAGAAATGGGCGTTATCACTCCC
+ATTAACAATAAAAAACTCATCGTAATTATTATGTTTCTTTTCATTTTTTATGCCTTTCTGATGAAGTTAT
+TTATGAGATATTTTAAAACCTGTTGATATAGCTATTATTCAAACATAACGGGTCATTATTTTACAATTTA
+AATAGTTGCCGAATAATACATATTATTCGGCAACCATGATTCCGATATTAGCAGGTTAGCAATCAGAAGC
+TTGCTAATATTTTATTCAGATTGATACACAGTTTCACCATAGCTAATCGTTTGTAATATCTTTAATTTAC
+CAAGGTTTACCTTCTCTATTTTGAGCGGGTTTTTATCTAAAATAACAAAATCAGCTTGTTTACCGACCGT
+TATCGTACCTTTATTTTTTTCTTCAAAATGTTGGTAAGCAGCCCAGTCCGTTAAAGCTTTTAAAGCAATA
+TAAGGTGATACTCGTTCACTTGGCCCTAATATTACACCTGAGCGAGTTGTTCTATTCACAGTTGCATCTA
+AAACTCGTAATGAACTTGGTTTCGTCACAGGAGAATCATGATGAGATGTAAACTTTAAACCTGCCTCAAG
+TACAGATTTAGTAGGTGATATAAAATCAGCCCTCGGATGTCCTAAAACAGATTCAACATGCCAATCACCC
+CAGTAAAAGGTATGCATAGGGAACAGTGATGGAAAGATTTTTAGTTTTACTAAACTTTGAATTTGATCAG
+CTCTTAATGTTTGACCGTGTATAAGCACTGGACGACGATCTTCGTTACCGTGCTGCTTAGCGGCAATATT
+AATGGCATACACCAGTTGATCAATTGCTTTATCACCATTTGCATGGGTAATAATTTGCCAATTATTTTCA
+AAAGCATCCGATAAATATTTTGCCGCTTCATCGTTAGTTATTACTCCATAACCGGCATAATGTGCATTTT
+GTCCAAAAGGAGGAGCATGGTAAGGCTCTGACAACCATGCGGTCTTACCTTGTGGCGAACCATCTAATGT
+TAACTTTGCACCAGCAATTCTATATTTATTGGTATATTGCGCACTATTATATTGAGTTGTTAATGATTTA
+CGGTTAACAATAATATCGGGATAAGAAACAACATCAATTAATAACTTATTGGCTTGTGAAGCTCTTGCCA
+TGGTTGCACTTTCATCAGCCATGCTACGTCCATCTTGGGCTGTTGTATAACCGAATGAAGCATATGACAG
+CTGACCAGCAATAAATGATTTATCTTTTAGTTCTTGTGTCATTTTACCCAGAATAGGATAAAAACTATTG
+AAAAAAGCATTTTCTTCTAATACGCCATTAGGCGTTCCATCTGGGTTTCTGCGATAAACACCGCCTTGGG
+GATCTTTAGAAGCCGCAGTTAATCCTAATAACTCGATAGCTTTTGAGTTCATGGCCCCAAAATGGCCTGA
+TTGATGTATTAATAAAATAGGAATTTCTGTACTTATTTTATCTAACACTTCAGCGCTCGGATGTGCTTTT
+TCTGCTAATTGCCCATCGTCATAACCTAATCCCATAATCCAACCTAATGAATTTATGACTTCTTGATTGT
+TTGAATCATTCGACCATGCTGTCATTATATCAACAATATCAGCATGGCTTTGCGCTCCGCCATCAGGTGC
+AGGTAATAAATTAGCTAAAAGACTTTGTAATCCGGTATTTACTACATGCCCATGGCCATCAATAAAACCA
+GGTAACATCGTTTTACCTTGTAAATTTACATGGTTAAGTGTGTTTTTTGTAAAGTTCAAAGCCTTAGATT
+TATCACCTGTAAAGACAATACGACCTTCACTTTCAACAACGGCTTCAACATAGTGTGGACTATCGCCTAC
+CATTGTTAAAATATCGCCACCATAATAAATCGAACTAATTGATTGGCTAGTTTGTGTCTTTGGAAGTGTC
+TCTTTACTCTCATCTACAGAGCAAGAGAACATAAAAACAGCTAGAAATAAGGTATAAAATATCTTATTAA
+TTTTTTGTGAAAGTTTCATTCGTGAATTCCTTTATTGTTTTTCCTATAAGGATATTTTTAAAAATATGCC
+TTACTTTATTTGTAAGCCTTCTAAATATTGCTGACTTAATCTTCTTACTCCTATAACTTCCCAAACTTTT
+TTTGCATAGATAAAATCAATAGTAAATATACCTACCTTTTCATAATATATTCTTTCGATACGAATGTTAA
+TGAATTGTATAACCTTGATTACAATAAATTAAAAAACACTGATTAGGCTTTTATGTTAAATTAAAATTAA
+TTCTATCTAAAATTAGGAGGTTAGCGTAGTTATTGGATCATCATTAGGCTTGAGTTAGGTAATGAGGTTA
+GTTACTATCTTTTGATACTAGGTGTAGGGAATATTGAAAACCAAGCGCTGGCGAAAGCAAACTACAATGT
+GATTTTAGGATCAGAGCATGCATATTGTGAGGCGTGAAAATAAGTAAGACGCATCGAGATTAGTTGTACC
+TTCTCTATAAGAAACGTGTCAAATAGCAAGGTGTAAAGTCGTTGTTGATGTATTGCAAGATAAATTAAAA
+TCAAAAAATGGATAGAATAGTCAGTAAATCAAACGTTATTATTATCGCTACTGTTTCATGCAGTCACTAG
+AAGTTAAGATGACTGTAACGGTTATAATTAAATAGTTTTTATCGTCTAAATTATATAAACCTTCAAGGAT
+ATGAATATGTTTTCCTCTTTCACAACTAAGTCTGTACTAAATAAAACATACAAGTTAATGCTCTTAAGTT
+ATATCAGTTGTACTTCTGTACTTTATAGTGCCTTTTCTTATTCTGCGGTGGTTGAAGAGCAAGATAAAGA
+ATCTCTGGCAAAAGAATTAAGTAATCCTGTAGCCGCCTTAATTAGCATGCCACTTCAATTAAATTATGAT
+GAGAACATAGGCATTGATGACAAGGGCAGCCGCACAACTCTTAATATTCAGCCTGTTGTGCCATTTTCAA
+TACATGATGATTGGAATATTATTTCACGTACTATTTTACCTGTGATTGAACAAAGTGATATTTACTCTGG
+AGCAGGTAGTCAATCTGGCATTGGAGATATTGTACAAAGCGTTTTCTTTTCACCTAAAGCTTTGACAAGT
+AATGGTTGGGTTTGGGGGGCTGGTCCTGTTTTACTACTACCCACAGGCTCTGATGATTTGTTAACCGCGG
+ATAAATTTGGTTTAGGCCCTACTGCTGTTGTATTAAAGCAACAAGGTCCTTGGACTTATGGGGCCCTAGG
+TAACCATATCTGGTCTGTTGGAGGCTCTGATAATAAGGCTGATGTGAACGCTACTTTCTTTCAACCGTTC
+TTGAGTTACACAACTCCTACCGCAACAACCTTCGCTTTAAATACTGAGTCGACTTATGACTGGGAATCAA
+AGCAACTAGCCCTACCAATTAACATGACCATCACCAAAGTGATTTCATTAGGAGATCAATTAATCAGTGT
+TGGTGGTGGTGTCCGGTATTGGGCAAAGAGCACAGACAATGGTCCAGAAGGTGTTGGCTTTCGATTAATT
+TTCACTATGTTATTTCCGAAATAAGGTATTAGTAATAAAAACTATATAGCCTACTGTTATGGAATATTAA
+TGATTACCGAAATGTAGCTATAACTTGTCGTCTCTACAAGGTGACTTACTTTAATATAAGAAGGATTCTC
+AAATGTCGATTAAGCACTATATTTATGGGGTCAGTTTGTCATTATGTTTATTTGCTGCCAACACATATGC
+TGAAACAAATAATAAACCTGTTACTAACAACATTTACTATGGTGGAGACATTATCACTATGGAGGGTAAA
+CAGCTTAATTACGCAGAGGCGGTCGTTACCCATCAAGATAAAATAGTCTATGTTGGTGATAAAGAAAAGG
+CACTCACTTATGCCAATGACACCAGTAAGGTTATCGATTTAAAAGGGAAAACTATGATGCCAGGGTTTGT
+TGAACCCCATGTTCACCCTCTTATTGCATCAATCATGTTACCTAACGAGATTATTGCTCCCTATGACTGG
+GTACTGCCACATACTGTTAAGAAAGGGGTTCAAGATCATGATTCATATTTAAAAGCAGTAACTAAGTCAG
+TAAATGAGAATGCCAACAAAGACGAGGTTTATTTTATTTGGGGTTATCACCAACTCTGGCACGGTGAGCT
+TAATCGCGACATACTGAATAATATTTCAAAAGACAAACCCATTGCGATAATTCATCGCTCCTTCCACGAA
+ATTTTTCTTAACGATGCAGCCATTAGCAAACTTGGTATCAAAAAAAGTGATTTTGCCAATAATCCCCAAG
+TATATTGGGAGAAAGGACATTTCTATGAAGGCGGATGGTTTGCACTTGTCCCTATGATGGCATCTGAACT
+ATTAGCGCCAAAAAAATACCTTCAGGGGCTAGCAATGATGAGTGAGCTAGTTGAAAAAAATGGTATTACA
+ACTATTGGAGAGCCTGGCTTTCCCAGTTCAAGTTTTGATACAGAATACACCCTTTTAAAGCAAGAAATGG
+ATACCAAGCCTCCCTTTGATATCTTCTTAATTCCCAATGGTACTCAGCTTTATGGAATGAAAGGAAGCAA
+TGAAAATGCGCTTACTTTTATGAATTCACTGCCCGAAAAATACAATACGAGCAACATTCAATTTTTACCT
+AAACAAGTGAAATTATTTGCGGATGGCGCCATTTACTCTCAATTAATGCAAATGAAAGATGGTTACATCG
+ATGGTCATAAAGGTGAATGGATCACACCATTAGCTTTATTTCAGCAACAGCTCGATTTTTATTGGGATCG
+TGATTTTAAAATCCATACTCATGCTAATGGAGACCTAGGCATACAAGAGGTAATGGGGTTTGTGTCAAAA
+GCACAAAAGAGAACGCCAAGAAAAGACCATCGATTCACCTTGCATCACATGGGCTACTTTGACGACACTC
+AAGCTCAACAAGTAGCAGACTTACAAATAGATGCCTCTGTTAACCCTTATTATTTATGGGCATTAGCAGA
+CAAATATGCTGAACATGGACTCGGCAAAGAACGTGGTGAAAATTTAGTGAGAATGAAATCATTAACCGAT
+AGAGGTGTTCATTTATCTTTTCATTCAGATTTTTCTATGGCTCCTATGGAGCCCTTAACATTGGCTTGGA
+CAGCGGTAAATCGCATTACCTCTCAAGGAAGTAAGTTCTCTCAAGCACAACGACTTGATATGTATACCGC
+CATGAAAGCTATTACCATTGGTGCCGCTCGGGTGCTAAGTCAAGAACATAAGATAGGTTCAATTAAGAAA
+GGTAAAACTGCAAACTTCACAATTCTTGCAGAAAACCCTTTTAAAGTAGAGCCCATAGCCCTCAAAGATA
+TCGACATCATCACCACGGTATTTAGGGGAACCCTCTCTAAGCCTTTACACTAGTAATACTACAACTTGCA
+GTATTCAATAAAGACAAACGTGCTTCAGTGAGTGCGCTTGCCTTTAGTGTTACTTCATCATTTTAGTATG
+GACTAGTAATAAAATCGCTATTGAGTTTGGTCACTCCGCAGCTGAATAGCCTATTCAGCTGCACATCAAT
+TATTATCACACTGCCTGTTTAAAAATAACGTCTTCAGGTTTATTAAATTGTTGTTGTAATGCAGTCCAAG
+CTTGTTTGGTTTGCTCAACGTTATTTTCTTTCACATGACCATAACCACGCATTTTTTGTGCAGTTTGTGC
+CATTTCAACAGCGGTATCATAGTTCTTATCATTAAGTTTACTAAGTAAACCTTCAATCATAGTCTCATAT
+TCGCTGATTAATTGACGCTCCATTTTTCGCTCTTCGGTATAGCCAAATATATCGAAAGTACCACCACGTA
+AACCTTTAAATTTAGCCAGTAAGCCAAAAGCGCTCATCATGTAACTACCAAATTCTTTCTTCTTTAAATG
+ACCGGTAATAGGGTCACGTTTAGAGAAAAGAGGTGGAGCTAAATTAAACTTAACGTTAATGTCTCCTTCA
+AATTGATTTTTAAGTTGCTCAGCAAATCCCCCATTCGTGTATAAGCGGGCGACTTCGTATTCATCTTTAT
+AAGCCATTAATCGAGAGAAACCACGGGCAACGGCCTTAGATAACTCACCGCTATTCTTTTGTGCTTTGTC
+GGCTGCAATCACTTTATCTACTAAGCTAATATAGCGTTGTGAATAAGATGCGTCTTGATAGTCGGTTAGC
+AAATTAACACGATGCGCTTTTATTTCGTTGATATCTTCTAGCGGAATAAATTCACTTGCAATTTTACCTG
+CCTTGGTTAATAACTCGGTAATTTTTTCCGGATTATTCGCTAATAAACGTCCGATATTAAATGCATTGAG
+ATTAAGTTGAATGGCAATACCATTTAAATGTACCGCTTTTTCAATAGCAGGGGCTGATACTGGAATTAAA
+CCTTTCTGGAAAGCGTAACCAACCATCATCATGTTGGTCGCGATAGTGTCTCCTAATATATTGAAGGCAA
+TATCTGTGGCATTAATTCCGTTATAGTTCTCTACACCTGAAATGTCTTTTAAGGTTTTCTCTGCTAACTG
+GCTATTAAAATCAATATCTGGCATGAATTGGAACTGAACCGTAGGATTCACGTTGCTATTGGCAAGTATT
+ATCGTGCGGCTTTTATCAATACTTTGAATCGCATCTTGACCTGTAGTGGCCAGTAAATCACAACCAATGA
+CTAGATTTGATTCACATTTACCGATACGTTGTGCATTGAGATCTTCTATGTTGTCAGCAATTTTTAAATG
+ACTGTAAACAGCGCCACCTTTTTGCGCTAAACCAGTCATATCGTAAACGGATGCCGCACGGCCTTCCATA
+TGTGCAGCCATTGATAAAATAGCGCCAATGGTAATAACACCAGTACCGCCAATACCTGTTACCATAACGT
+TATAGGCTTGTTCTAGCGGGTTAATGCTAGGTGTTGGTAAGTGAGTAAATAATTCATCACTGATGGTGAT
+ACCTTGAGGTTTTCTTGGTGCACCGCCATATACAGTGACAAATGATGGACAAAATCCTTCAGTACAAGTG
+AAATCCTTATTACAATTAGATTGGTCAATTTTACGCTTGCGTCCTAACTCTGTTTCGTTAGGTAATATAC
+TGATACAACTAGATTTTACAGAACAGTCACCACAGCCTTCACAGACGGCACTATTAATAAATGAACGTTT
+AGCAATATCTTCCATTAAACCACGTTTTCGACGACGACGTTTTTCGGTTGCACACGTTTGTTCGTAGATA
+ATAATCGATGTTCCTTCAATCTCTCGAAATTCAAGCTGTACTTCACTCAGTAAACTACGATGCTTAATCT
+CTACATTTTTAGGAATTTCACAATCAGCTTTATGTACTTCTGGCTTATCGGTAACGATGACAACTTTTTT
+TGCACCTTCAGCTAATGTCTGTTTTGCTATGCTAGCAACGGTGTTAGGGCCATCGTGAGGTTGGCCACCA
+GTCATTGCAACGGCATCGTTGTAAAGAATTTTATAGGTGATGTTAACATTAGAGGCTACTGCACCACGTA
+TGGCTAATAATCCCGAATGATAGTAGGTACCATCACCTAGATTTTGAAATATATGTTTGGTTTTAGTAAA
+TTGAGACAAACCATACCAACTAGCGCCTTCACCACCCATATGCGCGCTAGAAAGTGTGTTTGGATCAGTC
+CAAAGTACCATGGCATGACAGCCGATCCCTGACATGGCTTTACTACCTTCTGGCAGTTTAGTTGAACGAC
+TATGCGGGCAGCCAGAACAAAAATAAGGCGAACGAGCTGTTGCAGGGTTCATACTTGGTGCTTGACCAAG
+TGAAATTTGTAAATTTTTACTAATGGCCTCAACTTTATCCGTGATCATGCCTAATTCAGTCATGCGATCG
+GCAATAGATAATGCTAATGAAATTGGCTCTAATTGCACATCACCGGGTAATAATTGGTTACCTGATAAAT
+CTTGTTTTCCGACAACACTCGGTCTGTTTTCAAAGTTATAAAGAATCGATGTTGCCTGAGCTTCCATAAC
+CGCTTTTTTTTCTTCGATAAAGAAAAGCTGTTGATGATTTTCAGCAAATTGAGTGAAACCCTGCGGTTCT
+AACGGGTAAATCATGCCCACTTTATAAATACTTAAGCCTAAATCTTCCGCCTGAATTTTTGATAAACCTA
+ATAGTTCAATGGCACGTAATACGTCCATGTAAGATTTACCCGCAGTAACAAGTCCTAGCTTTTTAGTCGT
+CGCCGCGAAAGGGGTTTTATCGATTCTATTGGCATAAGCAAAGGCTTTGGCCATCGGTAATTTATAACGA
+GCAACGTCCATTTCATCTAACATAGGAGAATAAACGCGAGGTTTGTAATGCACACCTCTATCAGGTGTAT
+CGACACCTTCTGGTGTGACAAAGTTATAACTGTCAATATCAATATCAATGGTAGCTGTTTGTTCTACCGT
+TTCATTGACTGATTTAAAGCCACACCATAAGCCGGTATAACGAGATAAGGCCCAGCCAAATAAACCAAAT
+TCAAAAAACTCGGCAACATTTGAAGGATAAATAACAGGAATAGAACCTGCCATCATTGCTAATTCTGATT
+GGTTAGCAACAGTAGATGACTTGCCTGGTGAATCATCTCCAGCAACCAGTAATACACCGCCATTTTTATG
+CGTACCAGAAAAATTACCGTGTTTAAAAACATCACCACAACGGTCAGTACCAGGACCTTTGCCGTACCAA
+AGAGAGAAAACGCCATCTACAGTAGTATCGTTTTCGAAGTTATCGAGTTGCTGAGTCCCCCAAATTGCTG
+TGGCAGCTAGATCTTCATTGAGGCCCGGTTGGAAAACAATATTATATTTATCCAATAATTTTTTGCTTGA
+ATATAGCTGAGCATCAAAATTTCCTAGAGGTGAACCTCTATAACCTGAGATAAAGCCCGCGGTATTTAAG
+CCACTTTTTTTATCGAGCTCTTTCTGTAGTGTGGGTAATTTGATTAATGCTTGTGTCCCCGAAATCAGAA
+TACGACCTTTGTTAATGATAAACTTATCGGTTAGCTTGACATCTTTCATTTTTTTGCCTTTAAAATTATT
+GTTTAATGATAATATTATTATTAGCGTACAGCGTTAATTTGCTACTTGTGTCTTAATCTAGGATTGCGCC
+TTCGGAAGCTGTTTTAACGTGTTTGCGGTATCTCTCCATAAAACCAAAAGCGACAGGTTTAATGGTAGGA
+GCCCAGTTTTGTTTACGTTTTTCAATTTCTTCATCTGAAACATCACAGTGAATAGAACGATTTTTTATAT
+CAACTGTAATTATGTCACCGTCTTCAATAAAAGCGATAAATCCACCGTTAGACGCTTCAGGAGTTATGTG
+ACCTACACAAGGCCCAGACGTTGCACCTGAGAATCGGCCGTCGGTAATTAATGACGCGCTACTTAGTCCG
+GCCACTTTAAGTGCTAAAGTCGCTCCTAACATTTCTGGCATGCCCGGTGCACCTTTTGGTCCCATGTAAC
+GTAATACGATGACTTGACCTTCTTTCAACTTACCGTCTTGGATCATGTTAATGGCATCATCTTCACTGTC
+AAAACATATTGCTGGACCAGAGGTGTACATTAATTCAGGTTTAACACCTGCCTGTTTAATGACACAACCT
+TCAGGTGCTAAATTTCCGCGTAACACGGTAATGCCTGGCTCTTGACGATTAGGTTTCGAGCGCTCAGGAA
+TAACTTTTGGGTTAAGTATGGTCGCATTATCAATGGTTGCTTGAAGCGGTAGACCGGTAACCGTGAGACA
+GCTTGTATCTAAATCGCTTTGCATCACTTTCATTACTGCTGGCATTCCGCCTGCAGCCCATAAGTCTTGT
+ACGCCGTAAGGGCCATTTGGACTAATCGCTAAAAGTGTTGGTATATGATCAACGGTTTCAAACGCTTTTA
+TGTCCATCTCTATACCCGCGGAATGCGCAATTGCGGGTAAATGAAGTGCTGCATTAGTTGAACCGCCAAT
+GGCCATATTCATGACTAAAGCGTTATTAAATGCCTCTTTTGTCATGATCTGTCTTGCCGTGATACCTTCC
+TTAAACAAATGAACAATATGTTCACCGGTTGCACGTGCTGCCGCTAATTTATCTGAATGCCATGCAGGGA
+TATTAGCGCTGCCCGGTAAACATATACCTAAAGCTTCGGCTAAACATTGGAAAGTATTGGCGGTTCCCAT
+AAACTCACAAGCACCACAACTCGCACAATTAAAGGTTTCTTTAAACTCTAATGGGCTATTAAAATAGTTA
+CCATGATCTATGTTGCCATTGAATGTAGGGGTATTTCGAATATTCATTTGCCCAGGGCCACCGGCTAAAA
+ATAATGACGGCAAATCTAAACGACCCATAGCCATCATCATGCCAGGGTTGATTTTGTCACAACCCGCGAT
+AAAAACTACGGCATCAAAAGCCTGAGAGCGGACATGGGTTTCTACAATATCAGCAATTAGATCGCGTTGC
+GCTAAAACGTAGCGCATACCATCATGCGCCATGGCGATACCATCACAAGGTGCAGGTACATTAAATTCAG
+CAAACTCACCCCCAGCGGCAATAATTCCTTGTTTTACCTTTGCACCTAGTCCTGCTAAGTGGGCATGACC
+GGTAGTTAATTCACTGTGTGAGTTAGCGATAGCGATAAGAGGGCGCTTTTTAATGCGTTCCATATCTTGC
+CCAGCGCCTTTAATAAGGCCTGCACGCATTTCGTTAAGGATATTACTTGAACTTTTATAAATAACGTCAC
+TATTCTTTTTGCTAGTCATGAGGGTCCTATTAAAATTATTATTTGGATTAAGTTTAATTTAATATCTTTT
+TATGTTGAAGAACGTAACTTACGTAACAATTAGTAAGAATCTTGTAACAACTCGCATTATATAAGGGGAG
+TGATAAGCTAAGCAGGGAGGATATGCTGATAAGAGAAAGCAGCACATCCAATAATGGTCATTGTGGCAAC
+AAAAAATACCGTAAGGGTAAGTACAAAATATCTTTATAAGCGTAATTATGTGCCATACCCGTAATGGTTA
+AAATAACAAGGCTGTGCGGCTAAAAATAGATAGCCGCACAGCCAATAATGACCAATGTTGCAGCCACAGG
+GATCATCACCGTAAGGACAAAAATATCTTTATAAGCTTGCTTATGTGTCATACCGGTAATGGTTAACATC
+GCAACTACAGCACCACAATGTGGTAGCGAATCCACTCCTCCGCTAGCAATCGTGGCTATGCGATGCAATA
+TGTCGACAGGGATACCCATCTCTAAATAGGCAGGCGCCATGGTTTGTAAGAATATTTGTAACCCACCTGT
+AGATGAGCCAACAACGGCAGAGCTTAAACTTACTGAAACAAACATAGACATCAACGGAGGAAGATCAATT
+GTCAGTAAATACTGGACAAAATCACCAAAGCCTTGTGTTTGAGTAACAACGCCACCAAAACCAATAACCG
+CTGCGGTATTTATTAAGGGTAAAATTGAATCTTGAGTACCATCGCCTAGTACTTTTAAAGCTTGAGTTCG
+TACTGATTTGAAAATAATTAAACCAACAAGACTACCAATAAACAGTGAAATACTTGGCCATAAAATAAGT
+TGCGTGGTTGCAAATTTAATCAGTTGATTAAAGGTGTCATGACCTAGAGTAAGTTCTGTACCGTATATAG
+CGATTAATATACGCGGAGCAAGGATGCTAACGATGACAAAAAATAAAGGTATGAGAGCTAATGTCCAATG
+GGGTAAGTCTTCGGAATTTATCTCTTTAGCTTTATTGGCTGGTGAGTTATTACGCGATTGGTTATCAATG
+AATACTTCATTATTAGCCTGCGCAATTTTACGCTGTTTTTCCAAATACCACATACCAGCGCCGAACATAA
+TAATAGTGGCAATGATACCAAGCAATGGTGCGGCAAATAAATCAGTGCCTAAAGCCGAAGAGGCGATAAC
+ATTTTGTATTGACGGAGTACCGGGTAAAGCCGTTAGGGTAAAAGTACCACTACCTAATGCGATAGCGCCA
+ACAAGTAACCTTTTAGGAATATTTGCTTGTTCTATTAATTTTAAACCTAATGGGTAAATAGCAAAAATAA
+CTACAAATACCACTACACCACTATAGGTGAGTAAGGCGCAAGCTAAAGTAACAATCCAAAGGGTACGTTG
+TGCGCCTAGTTTTTCAGCTAAGGCGAAAGCAATGCTCGCGGCAGCTTTGCTTTCTCCCATGACTCGACCA
+AACATGGCCCCACAAGCAAATAAAAGAAAAAATTTGCCTGCAAAACTAAAAGCGCCGAGTTTACCAAAAG
+TAAAGTATTGATTTAAGCTATCAGCTAAAGCAATCGGGTTGGTGACAATAACTACTAGTGAAGCAAGTAA
+TGCTGAAAAAACAATATTTCCACCACGTAAAGCAAGAACAATGAGTAAAAATAATGCACCAAACAAACCT
+AAATTTTCTATCATGAATTAACCTTTTTATTCTAATTATATTTATGATGTCTTATAGCTTAATTGACTGA
+GGTTAAAAGTATCCTACCTTCCATTTGAGCTAAAATATTTCCAATAGCACAGGCTGCCATAGCTCCACGA
+CACTGGCTTGTGGCACTACCAATATGGGGAGTCAGTGTTACATTAGGTAATGTTAATAATTGGTCATGTA
+TTTCTGGTTCGTGTTCAAAAACATCTAATCCCGCGGCAAATAAATGACCCTTTTTCATGGCACCCACAAG
+TGCTGATTCATCAATTAAAGGTCCACGCCCGGTGTTAACCAAAATGGCGTCTGGTCTCATTGTTGCTATA
+GTATCTGCATTAATGAGGTGATGCGTATTTTCGTTAAGCGGGCAATTGATAGAAATAATATCAGACGCTG
+CTAACATGTCTGTTAAGTTCTCAAAGTAGACGGCTTCTAGCGAGACTTCAGCATCTATTTTACGACGTGG
+TCCGTGATAGAATATTTCCATATTGAAAGCCTTGGCACGACGGGCTACCGCTTGACCGATTTCACCAAAA
+CCAATGATACCAAGTTTAGCACCGTGCACTGTCTTACCTAAGCAACCAATAGGGTTGGTGGCTGACCATT
+GCCCATTACGAAGAAATTTTTCATTGGCAGTTAACTGACGGCTCGCGGCTAAAATTAATGAAAAAGCTAA
+ATCGGCAGTATCTTCGGTAACAACAGGGGTATTTGTAACGGCAATACCCTTTGCGGTAGCGGCAGCTAAA
+TCAATATTGTCATAACCAACGCCAATGTTAGCGATAAGTTTGATTGATTCAGGAAGTTGGGTGATAAAGT
+TATGATCTAAAGCATCGAGTGACGTTGAACAAATTACTTGCGCCTGTGCAAAAACGCTGAAATCGCCTTC
+AAAAAGTCGAGTTTCAATACTTTCTCCATTTGCCTTTAATTCAGGAAAAGGTAGTGGCCGGGTCATTACT
+AAAATTGGTTTCATTATAAAGCCTCTTTAATTTATTTTTTAAACACTTGATTAGGTTAAGTACATATATT
+GAATAAGTGCGTTAGATATTCTGGTTAATATTAAAGGATGACAACGACAATACTACACCCCTATATGGGG
+GGGTTGTCTGATTATGGTGCTAAGATATTATTGGTTCCATAATTCTACTGTGCGAATGACCAAATGATTA
+CTAAATGTTTTAATATTGAAAACTTACACCAATTAGCTAAAAAAAGACTTCCTAAAGCTATTTTTGACTA
+TATGGCTGGAGGGTCTGATGATGAGAAAGCGCTCGCAAATAATACCTCAGCTTTTGACCGATATCAGTTA
+ATACCTAATGTGCTCAGAGATGTTAGAGATATAAATATCAAAAGTAAGGTCTTTGGTTGTGAAATTGAGA
+TGCCTTTTTATATTTCACCGATAGGGCAGTCTCGATTTTTTCACCCTGATTCTGATATTGCTGGCGTTAA
+GGCAGCGGCTAAAATGAAAACGCTATTTACCTTGTCAACTTTTTCAGGGAAGCCGTTAGAAGAGGTTGCG
+CAGGCTACAACGTCAGATAAAGCATTTCAAGTTTATGTATTAACAGATAAAGAACAAAATAAGCGTTTAC
+TCGATCGCTGTAAAAAAGCAGGTTATAAAGCTTTGGTATTAACAGTAGATACCATAGTGGCAGGAAATAG
+AGAGCGAGATTTAGTGAATGGTTTAACTATTCCTCCTAAACTCAGTTTGTCGAGCGCAGTAGATTTTGCT
+TGTAAACCACGCTGGGTTTTCAATTATGTAACAGATAAAGGGCGTGATTTAGCCAATTTAGAAAGTGTCC
+CTCCGATGAAAGATACTGCCCAATTTCTTCAGTACATGAAAGGGCTCCTTGAGCCAAACCTAACATGGCA
+ACATGCCAAAGATATGATTGAATACTGGGGGGGGAAGTTCGCTATTAAAGGTATTATTTCAGTTGATGAT
+GCAAAACGAGCCGTTGAAATTGGCGCAACCAGTATTATTATATCAAACCATGGTGGCAGACAACTAGACT
+CTGCGCCAGCACCTATTGATATCATTCAAGAAATAAGAGCCGCCGTTGGTGATGACATTGAAATTATTGT
+TGATGGTGGTATTCGTCGAGGTTCCGATATTATCAAAGCGATAGCGTTAGGCGCAAATGTATGTTCTATT
+GGACGTGCTTATGTTTACGGCTTAGCTGCAGGTGGACAAGCAGGTGTTGAGCATGCCATCACCTTGTTAA
+AATCTGAGGTTGAACGGGACATGGCCTTACTCGGTTGTACTGAATTATCTCAGTTAAATCCAAGCATGAT
+CCGGGATCGACTTAGCTAAAAAATGTATTGTTTCTCCAGTAGAACTAACGGATATATAGTGTTTGAAATG
+GGGGGCATGAATGACTACAACTGAAAAATATAACCTAGAGTAATGATGATGGATAGTGTGTTATTTAATG
+ATTTTAGCGCTATTCAAAATGAGGGCGATCTACTCTTATTAATGGACAATGTTGTGGAGTCATTGGGACT
+TGATGGTTTTTTATTTGCTTATGCCATTAATGGTTGGTTACCTTCAGGAGAGCCTGGAGAAATACAACGT
+TGGCTATCGAAAGGCATAGATAAAAAATCACTTAAAGCATGGTTAGCGCCTTTTGACAGGGCAAGCCGCA
+AAGACAGCGATGTTAATCGGCGGTTTGACCCCATTCGCCGATTTATGGTACAGCAAACTATACCGCACCA
+GTTTTTATTAACGGATATTATAAAAGAAAACAAAAACGAATATACCTTGGTAGAAAAAAGGTGGATAAAT
+TCATTAATTAAAAATAATGTTGTAAATCTTATTTCTATTCCTGTGCAATTACCTCCTTCTGAATATTGGA
+GCCTTTCTTTTTTCTCGAAGAATACTCGGTATCAACTTGAATCAAGCGATAAGGCTCGGTTAATGCTTTT
+TGCTCATCAATTGGTTTATCACTGTATTGATAATTTACAGTGGCGAGAAGATGGCATGAAATATTCTATT
+GTAAAACTAACGGCAAGAGAAAAAGATTGCTTATACTGGTCGGCACAAGGTAAAACTGCGAATGAGATTG
+CGGATATTTTAGGATTAAAAACTGAAACAATCAGAAAATATATTAAAAATGTTATGAAGCGTTTAAATGC
+ACGTAGTAAAACTCAAGCAGTAGTCAAAGCGATAGAGTTTGGTTTGCTTGATATAGGTATATCCCACCCA
+AAAACCGATAATAGATAACGGAAACATTTAAGAGTTGATGATTCATTTTGAATATGAAGAAACAAGCGGC
+TCGTGAGTTAAAATGTTTTCGAACTGATTAATCATTTCTTTTATATTAGGAATTATTAGTTGAGTGTATT
+TGAAACTGATCATTCCCTCCTCTTCCATCTTCTTTAGCTCTCGGCTAATACTTTGCCTAGTTGCACCTAT
+CATAAGCCCTAATGATTCTTGAGATACATTTTTAATTATAATATGACCATCAGGGTTCGACTCACCATTA
+CTAAGCGCTAATTTGATTAAAAGTTTTGCAAGCCTTTGATATAAAGGTAATAAGTATGCATCCTCCATCA
+TTTCAAATGCCATTTGTAGGCGGTTGCACAAGAATTTATTTAACGACATCAAAATTTGAGGGTGTTTCAA
+ACAAATGGTATCAAAATCACTACTGTTGATAACATTTACCGTGACATCTTTAATCGCTATTGCATAATTA
+ATTCTTTTTTGACCTGTAATTAGCCCCATTTCACCAAAACAGTCATTTGCATGTAAACTTGAAATAATCA
+ATTCATTGCCTTCTAAAGAGTAATTACAAACTTTAATCTCTCCCGACACTACTTGAAAACATTTATTCGA
+ATCATCACCCGCAGAATAGATAAATTCGTTAGTTTTATATGATTTCAATGTTAAAGTTTGCTGAATCTCC
+TCAAGGGCTATTGGAGGTAGGTTTTTACGCCAATTATGTAAATCAGGAATAACAAGCATTGATTGATACC
+TTTGGAATATATTAAGAAAATGTCATTTGTAGAATTATAAGGTTATTTTGGGCAAAATATCATATTAGTG
+TGTAATCCGAACTATTTCTATGGGGTAAGAAATAGTTCGGACTATTTATAATGTCTTTTTTCATTGGCTT
+TAGCTACATTCACAAATGAAACAGCTTACAGCCTATTGATATATATTAATAAGATAAAGCGATTTTACGG
+GCAAAAGATTCCATTGAAATTTCGGCAAACCCGGTAGCAAACCAAGCGACTACCACATCTTTTTCAGGTG
+AAACATAGATACCTTGTCCATTCATGCCACCTTTATAGAAATCGCCATCGGAAAATACAGCATCCCATTG
+ATAACTATTAAATAAAGGTTTTTCTCCAAACCTTTTAGTTAGCATGTTAGCTACACTAGGATCTTTTATA
+TAATTTTCTGCTTTGCCACCTTGTTGTATCTTGATTATAGCGCTTTTAGATACCACCTGCTCAGAAGCCG
+TTTTACTCCAGCTTGGCGTATACAGTAAGCCAAATCGAGCCATGTCGACCAATCTTGAGCTAATGAGCCC
+ATGAATGATTGCATTCCCTTGAGGGGATAGCGCTATTGTTGCATCTCCTGTCATCCCAGCAAGGCTCCAA
+ATACGTTCAGAGATTAAATCAACTATTTTTCTGCCTGTAACCGCCTCAATTAACAACCCTAACATTTGTG
+TGTTAGCAGATGAATATTCGAATGCCTGACCGGGCTCTTTTAACGCTTTTATAGAAAATAATGCTTGGTT
+GTGTGTTTGTTTAATACCTTTACTATTAGGAGCACCCAATTCAGCCGCAAAAAATTGCATGATACTTGAG
+TTGGGGTTTTTACGATTTTTATAGCTTTCTGCTAAATCTAAACCAGTTTGCATGTTTAGAATGTCAATAA
+TCTTAATATTTTCCCAAGCGGTTCCTACTGTTTTTTTCATATAAGTTGAAAGCGGCTTACTAACGTCTAT
+TTTTCCTTCCTCTTCTAGTTGAGCAATCAGTAAACTAGCGACAGGTTTAGCATTAGACATCCATACATGG
+TTATCGTTTTTTCGCATGCCAGAGTATTGCTCAAAAACTACTTTTCCCTTGTGTAAAACCATGACACCTT
+GTACGGGTGATGCTTTATCATTAATCATACTTTCTAACGTTAAGCTTTTACCCTCTTTGTTTGGTAGGGT
+GATTTGGCCAACTTTTTTATCTGTTTTTTGCTCTAGTAAGCTAACTTTACCCTCTCTATAAATAATTGCT
+TGCGGTAAAAATTCACCCAGATGAAGGTAAGAATAGGCTCCTGTTTCCGTAGGAACTAGGAATTTTGGTA
+AACTCCATTCGTTGTGTAGGGCATAGGCCTTTTCTGCTGAATAGCCATGCTTAAGTTCAGTGACAAATTC
+TGTTGCATGAAGTGGAGCAGAAAGTGAAATATAAACTGTTATAACGGACATCAAAGCACACTTAATTATT
+GAATTTTTATGTTTAGTATTTTGCAAAGCAGGCCTACCTTTATTTTATTAAGTTAATTTTGATTGTCCCA
+TAAAAGCTCAAATAAGATTGTTAATTGAATAACAATTGAATATCAGTGACATTCACAAACTTAACTTATC
+CCACAAAATACATGTAATAAAACGATAAGTTTAATTTTTATCCCACCCTATACTCCAGGTCTTAAAGTGA
+TTTTTTAACTTTAGTTAAAGGTAATGTTTTGTGTTTTCGTTCACCTTTAATAAATATTACCTTTATTAAG
+TGTAATAAAGTGCGAGTGATTGTTACCTAGTTAACAATCATAATTATATTGCCGTGCTAAGTTAATTTTA
+GTTCACTATTTTCAATTTTTATTTCTGTCAACACAATGTTAGTCATTGTTGGCTCATATGAAATGGGAAT
+ATGAATATATAGCCATGATGCTCCTAGTCATTCCGGTTATTGTTACAGACAAATTACCATTGCAACTTAT
+TCAATTTAGAAAACAATATTATAAAAAATCATTAATGATTTAATTAAAAAAATGGGGAATACTATGAAAA
+ACAATACAATAAAGCTTTCATTGCTTAGCGCTGCGGTATTAGTGGCGTTGCAATCTCAAAGTGCCTTCGC
+ACAAGAAGAAGTTGTAGAACAAGAAGAAGTTGTAGAGCAAGTAAAAAAGAAGCAAAAAGTAGAAACAATC
+ACGATAACATCGCAAAAAAGAATCGAGCGGTTAATTGATGTGCCTATTTCTGTTACCAATGTTGGTCATG
+AAGAGCTAAAACAACGTGGTGTTAAAAAACTTCAAGACGTTAGTGAAATAGCGCCTAATATCAGCATGAC
+CGGCGGAAAAAACTTTAACGCAAAAATCACAATTCGTGGTGTTGGTGCTAATAGTAGAAACATCGGTTTC
+GACAGCCGTGTTGGTGTTTATATTGATGGCGTTTATTTAGGTCAATCACCAGCAGTTAACCAAGGCTTGG
+TTGATTTAGAACGCGTTGAAGTATTACGTGGTCCTCAGGGAACATTATTTGGTAAAAATACCATTGCTGG
+CGCCATTAACTTGATTTCTCAAGAGCCTACCGATGAATTTGAAGGCTCTGTCAATATTAATGCAGGCAGC
+AATAATCTACGTGAATATAACCTGAAATTGAATCTGCCGCTTAGTGATACAACCGCAGCCAAAGTATTCT
+TAAATAAGTCAGAAGAAGACGGCTATATGAAGAATACTTACCTTAATACTAAGCCAGGCGGACAAGACAG
+CTTAGCTGGTCGCGTTAACCTTATTTCTGAATTATCAGATAACTTACGGTTAAGTTTCAGTGGCGATTAC
+TCAAAACAAGACCTTACAGCTTTTTCAGACATGGGCATGACACCTATCTTTGGTGGTACAGGTCACCCTT
+TTGATGGCATGCTTGAAGCTATTTATGGCGATGTGTTAGGTGGTACGGCAGATAGTAAGTATGAAAATTA
+TCAAGATAGAGATGTTTTTGAAGACATCACCATTTGGGGGAGCTCGTTAACCTTAGATTATGATATGGAT
+AATGACTTTGCATTTAAATCAATCACCGCCTACCGTGATACGAATATAGATACAGCGATAGACTCTGATC
+ATTCATATGTAGATTGGTTGCATACGCCTTATACCGATGCTTATCAACAAACGAGCCAAGAATTTCAGTT
+GATTTCACCAGACGGTAGAGACTTTAAATATATTTTGGGTGCGTATTTATTTAGTTTAGACAGTACTACT
+GTTCGTGCTGCGATTGGCGGTCCGGAAATCGCTTGGGCTGGTATTGACCCAAGTTCTCCTGTCGTTTCTA
+TTGATGGTAAAGTCGACACAAGTAGTTACGCACTTTTTTCTAACGGCAGTTATGATCTAAGCGAAGACTT
+AGTATTAGGTTTTGGTGTGCGTTACTCATCAGAAACGAAAGCAGTTGACTGGTCAATTGATGGTGATAAT
+TCTGGCGGTTTTAAAATGGGAACAGCCCATTTAGTTGATGAACGTACTGATACTCATTTATCTCCGTCAT
+TGAATATTAATTATTCATTGTCAGAAAATAGCCAAACTTATGCACGTGTATCGACGGGCTTTAAAAGTGG
+TGGTTATAACTTAGATTTCGTGTCAAATGAAGTCATAGAAGACGGTATTGATTTTGATAAAGAAACGGTA
+ACGAGCTATGAGCTGGGTTATAAAGCGGAATTAATGGATTACAGTTTACGATTAAATGCGTCATTATTTT
+ATGCAGCCTATGAAGATTACCAAGTAAACCAATATATTGAATTAGTTGGCGGTACTACTGCATTAAGTAT
+TACCAATGCAGCAGAAGTACTTACACAAGGTTTTGAGCTTGAAGTTGACTACCAAATGACTGACAATTTC
+AACATTAGCGGTTCATTAGGTTTGCTTGATGCGACATTTGACAGCTTTATTGGTGGTGGCGCAAATGGAT
+CAGATGCATCAGGTAATCAATTGCCGAATGCACCAAAAGTTGCAGCATCGCTTAGCCTTCAATATTATCA
+AGAAGTTGCAGCATTATCGTCAAGCATTATGTACCGTGTTGATTACAACTACACGGGCGAGCAATATTTC
+TTAGTGAACAATGATGACGGTTATACTGTTCCAAGTACAGGCGAAACTGTTGACTTTGATAAAGCTGAAA
+GTTTTAGTATGGTTAATGCGCGCATTAGTTTACTGACCGACAGTGGTGATTGGGAAGTATCACTTTGGGG
+CAGAAACCTAACGGATAGCGATCACTTAACAAATAGTTTTAAAGAATTCTTTGGTGGTATCATTGGCGCC
+TACGCAAAACCTAGAACTTATGGTATTGAGGCCAAGTTTAATTTCTAAACCGAGCAAACTTTCCACTGAA
+TAAACTTTTAGTAGTGATAGTTTTCAAAACTATCACTACTTCTTACCTAAAAACTTAACGTTATTACTTA
+ATTATTTAGTGACGCTGACTTACGTGTCGGCTCACGTTTAATCTAAATATCCATAATTACTATAGGAAAA
+CACCTACTTTTTATTGATTGAAGCGCTATTTAATTTTTCTATCTCACTCTGGGGGCGTTAGCGTCTTAGG
+GTTTTTATTCTATTTTAGATGAAAGTTTACAATTTGAAAAAAGTCAATCTCGTACAGGTGATATGACACT
+TTCAGAATATTATGAAGTGTATTGAGCTGTCATCCATTATTAAACTCAACAATATTGTTCCAATATAACC
+TTCCGCTTTGATATCGTGCATCAAAAAGTGCATCAAATAATTACGGGTCTTTTTTTTATTGAATAAAAAC
+AGCTGGATATGTGTTTTTGCAATTAATCGTGCCAAAGGATCGTGGGTTGTGTATTTATGTCCATAATGTT
+CAGATTACTTATATATTTGTATGATTAGTCTAGCTTTCTATTGGATAATTATAGCCTATATTGTTCTGTG
+AAATAAGTACATGCATTGGTCAACTGTTAGAAGTTGATTAAGATGATGAGTGAATACCCCTCTAATCTAA
+CAAAACTTAGTCGCCATAGAGACTTTTAAATAAAAAGACGAGAACATAGGTCAAAACAGATCAGTCAATA
+GAACATAACCAAAATTGATAAAAAATGGGAAAATAATGAATAATATAGGTTTTGGTGACAAAGACTTCAG
+CTTTGCTGTTTATATAGCAAATAAACCTAACATGCTTGAATATCAAAGTTTGTGTGAAGTTACCTCACTT
+GTTGAAGGTGAGATTAACGTGATTAACCAAGCGTGTGGTAATGGCTGGCGAAAAGTTTTTAATGTATATG
+CTAAGTTACTTTACGCTTTAGATAAAAAACATTTCGACTATTCAGAAAACACACCTACTTGGCAAAATTA
+TCGAGATAAATATTTATTACAATCACAAAGTAAAACAGCCTTGTTATTCTCACCGCCGCAATTAATGTCG
+AATATAGAAATGCCAAATAAAAAAATAGTGCATATTGTTTGTGGTAAAGGCCACGCTAAAGCATTAATCA
+ATAGCAGTAACCTCGTTGCTAATTTAATTTGGCTAGATGATGAATTTGCTATCGATAAAGAAAACAGACT
+TATCGTCTGTCCATATTTTGATTATCGCCAACTGAGTAATATCAAAATTGAACGCTTGGCCGGATTATTA
+AGTGACTTAGGTGGGATCAGAGAAGGCATTGAGTAGAAAATACAGATTGATTAAAAGTAAATATGGTCAT
+TATGAGTAGTGAATCAGCGAATATTCTTTCCTGGCAAATAGAATAGAGGTCAAAGATTTAGTTATTTGAT
+GAACTTTATAACCTTGTCAATCCAATAATCACCTAATCCTGAATTAAGATAAAGATTATGGAAGAGTTTC
+TCGCCAGATCGGATTTTTTTTCTGAACTATTTTTTATGTACATCACGGGTAAAAAATTAAACAGTCGTCA
+TTCCCGAAGTTTTTGATCAGGAATCCATTCTTTATTCACATAATTTAAATATTTTTACCTTCTCAGTGAA
+GTGAAGCGAGGGTATTCTCAGGGGTAGTTATATTATTCTCATTTTTTAATTATTTTAGGCTTGTTTTACG
+AACTAAATCTACCAAGCCTTCATCTCAGCCTAAGAAGCCAAAATAAAAGGTAACTGAGCTACTTCCCCCC
+TTTAATTCTGTTACGATTATTCGTATAATGCGGAAAATTTTTTGTTGTTCGTTGAGTCTATACGGTCAAC
+ATATGCCAATCGGATATGGTGAAAAGTGTCAAAATCAGTAGAAAATACTCAAGCGATACCAAGTGATGTG
+AATGCACAATTGTTACAACAGCAATTACTTCAACAACAATTACTTCTACAAAACACTCAAAACCAAGATG
+ATGAAATTGACTTAGCCGAACTTTGGCGCGCAATTTGGGCAGGTAAATTTACCATTATCATTATAAGCAT
+GACATTTGCCATAGCTTCTGTTTTCTTTGCTCTATCTAAACCCAACATCTATAAAGCGTCTGCAATATTA
+GCCCCTGCATCAAGTAAAGGTGGTGCAGGTGGCCTTGGCGCACTTGCTGGACAATTTGGCGGTTTAGCTA
+GCATGGCTGGTATTAACCTTGGCGGTGGCGGTGGTGATAAAACTGCACTTGCACTGGAGATTATTAAATC
+TCGCTCGTTTATCGAAAACTTCATTACCAAGCATAATTTATTAGTACCGTTGATGGCATCAAAAAACTGG
+GATATGGAAAGTGATACCTTAATCTTAAATGAAGAGTTATATGATAAAGCTAATAACAAGTGGATACGAG
+CAGTAAAAGTTCCGAAGAAGCCAGAGCCCTCTCCATGGGAAGCATATAAGAAGTTGTCTGAATTATTAAC
+AGTTTCTCAAGACAAAGTTACATCAATGGTAAATATTGATATTGAATTTTATTCACCAAAAATAGCACAG
+CAATGGCTAACGTGGTTAATTCAAGATATTAATGAATTTATGCGTGAACAAGATCAAATTGAAGCGAAAG
+CATCGATAGATTATTTAACTAAACAGTTAGCTAATATTAAAGTTTCCACCATGGAAACGGTATTTTACCA
+GTTAATTGAAGAGCAAACTAAAAACATGATGCTGACGATGGTTAAAAAAGAATATATACTGAAAACCATA
+GATCCCGCTCAAGTACCTGATCTCAAAGATAAGCCAAAACGTGCATTAATAGCTGTTTTAGGTACTATGC
+TTGGTGGTATATTATCAGTATTGATTGTATTAATTCGCTACTTCGCAAAGAAGTAGTTGTGAAGGCACTG
+AAAATACAAAGTACAAATAGTCAGTACAGAGGAAACTTCTCCGTACTGACTAAAAACATCCAATAGTTAT
+TTCTCGAAGTTCTACCAACGATTAAATAGATAACAATATTTTACTGCAATAAGGCATAAATTCAAGTATA
+ATCTTGGCGTTAAAATTATTACATTTATAATGAACATGTTTACATTTTCATTTCTTGTATCTAATTCTAA
+TATTACCTTTAGGCTCTTCGAGAGCAAATTTAGCGAAAATCATCGGAATTTAATATGTACATCATTGCTA
+CAGCCGTTACTGCATTTTTCTTTGCATTCTTAGCCATTAAATTTTTCAATCCGGTAGCAATAGAAATTGG
+CTTAGTTGATAAACCTTGTGAGCGTAAACAGCACGCCGGACACATTCCCCTTATTGGCGGTATTTCAATC
+TTCTTAGCAGTACTTGCTGCCAGCCTTTTATGGTTACCTAATACCCTAGAACTTCGTATGTACCTTATTG
+CTTCAGCAATGATGGTGTTTATTGGCGCTCTCGATGACAAGTTTGATCTGCGCGTACGAGTACGTATTGT
+TGGACAAATTATAATTGCCAGTTTAATGATATACGGTGTTGGTGGCTATATTTCAAACTTAGGCAACTTA
+TTCGGCTTTGGTGATGTTACGTTAGGCCCAGTAGGAATTGTATTTACTTATGTAGGTATTATCGTAGTTA
+TAAATGCTTACAACATGATTGACGGTATTGATGGCCTGATTGGCAGTTTAAGTATTAATACTTTCACTTC
+AATTGCTATTTTATTTATCATGAGTGGTCAGACAAATTACCTAAGCTACCCTTTAATACTAGCGACTGCC
+ACTGTACCTTATTTAATGTATAACTTAGGTTTTTTTGAAAAGTTCTTTAATAAAGAATGCAAAAAAATAT
+TTATGGGTGACGCGGGCAGCATGTTTGTCGGCCTGAGTGTTATTTGGTTATTAACCATGGCTACTCAAGG
+TGAACAAGCTTCATTTCGCCCAGTAACCGCATTATGGATTTGTGCTATTCCCCTTATGGACATGCTAGCA
+ATTGTTGTTCGCAGATATAAAAACGGTAAATCACCGTTTAAACCAGACAGAGATCACTTACATCATATAG
+TACAGCGTGCTGGACTAAGCTCTAAGCAAGCTTTAGTTGCTATATCATCAGCTGCCGCTGCTATGTCGGT
+AATAGGTTTAGCTGGCGAATATTTTTCTATACCGGATGTTATTATGCTGACAGGTTTTATTGTTACCTTT
+GCTTGTTATGTAATGGTTATAAGAAGAATAACTAAATTTGAAAAAGTGCAATAGATAAACCTATTGGCAG
+AAAGATATCGAGGCACTGGCGAAGGCTGGCGTCTCTTTGGTTACAAAGGGTTGAGATAGTTTTTAGGCGA
+ACTAAAGTGTGTCTCAATCACGACAAAATTTGTCTCAGGTGATGAAATTATCTGAGTGTATCTGTTGAAA
+ATATTCAACAAAACTTAATTTAAATTACTCGAAAAAGATTGGATGTTTTATGTTAAATAACAAAGTAGTA
+TTAATTACCGGTGGCACAGGCTCTTTTGGTAAAAAATTTATTGAGACCATTTTAGACCGGTATCCTGATG
+TTAAAAAAATAATTATTTTTTCTCGAGATGAATTAAAGCAATCAATAATAAAGCAAAAATACCCTGAATA
+TGACTTTCCCCAGCTTCGCTTTTTCATTGGTGATGTACGTGACAGATCTCGGATCACGCAAGCTTGTGAG
+GGTGTAGACGTCATTATTCATGCTGCCGCTATTAAGCAAGTTGATACGGCTGAATATAACCCAACTGAAT
+GTATCCGTACAAATGTTGATGGTGCTGAAAACGTGATTCATGCGGCATTAGCGTGTGGAGTTAAAGATGT
+TGTTGCGTTATCAACCGATAAAGCATGTGCGCCTATTAATTTGTATGGCGCAACTAAGTTAGTATCAGAT
+AAGTTATTTGCCGCTGCTAATAATATACGCGGCTCTAAAGATATAAAATTTAGTGCAGTTCGATACGGTA
+ACGTTATGGGCTCACGTGGTTCAGTTATTCCTTTCTTTATAGACAAGAAAAAAGAAGGGATTTTACCTAT
+CACTCATATGGAAATGACACGCTTTAATATCTCATTGCAAGATGGTGTAAATATGGTGATGTACGCAATT
+GAACATCATTTGGGTGGTGAGATTTTCATTCCTAAAATACCTTCTTATAAAATAACAGATATCGCAACGG
+CAATAGCCCCTGATTGTGAAACTCGCGATGTTGGGATCCGTCCAGGTGAAAAACTTCATGAAGAAATGAT
+CACTGATACAGATTCTTTGAATACCATCGATCTTGGTAAGTATTATGCCATTTTACCTTCTGTTTCATTT
+ACACATTCGGTCGATGATTTTATTACGCATCATAAAGCAGTGAAAGTACCGTTTGGTTTTAAGTATAATT
+CTGGTACTAATACAGAATGGGAAACGGTCGAATCATTACGCAATTTAATTATTGAGCATGTTGATCCAAA
+CTTTACTGTATAAGTTACTAGAGCGTTGATAAGAGTATGATCCCTTACGGAAAGCAAGAAATTACACAGC
+AAGACATTGACGCTGTTGTTGATGTGTTAAAATCTGATTTTTTAACACAAGGCCCACAAGTGCCTTTATT
+TGAAGAATCAATAAAGAAAGCCGTGAATGCTGAATATGCTTTAGCGGTGAATTCTGCGACTTCAGCATTA
+CATATTGCCTGTTTAGCGTTAGGCGTTGGTTTAGGGGATGTTGTTTGGACTACTCCTATTACCTTTGTTG
+CCTCGGCAAATTGTGCCTTATATTGTGGTGCGAATATCGATTTTGTTGATATCAATAGTGATACATATAA
+CTTGTGCACCGATAAGCTTGAGCAGAAACTTATTCATGCTAAAGCTAATGATTTACTATTACCTAAAGTT
+GTAATTCCCGTTCACTTATGTGGGCAACCTTGTGAAATGGATAAAATTCATAAACTTGGTAAAGAATATG
+GTTTTTCGATCATCGAAGATGCATCACATGCTATTGGTGGCAAATATAAAAGTAATCCAATCGGTAATTG
+TGAATATAGCGACATTACCATTTTTAGTTTTCATCCGGTTAAAATAGTCACTACCGCTGAAGGTGGTGTT
+GCCACTACCAATAACCCAGCTTTAGCACAGAAAATGGAGTTATTAAGAAGCCATGGTATCACCCGTGATG
+CTTCGTTAATGACAGAGCAAAGTCATGGCGGTTGGTACTACGAACAGATAGCACTAGGTTTTAACTACCG
+CATGACAGAAATGCAAGCAGCATTAGGTGTAAGCCAAATGTCACGTTTGCACGACTTTGTTGCAACGCGT
+AACACGCTTGCCGCTAATTATGATCAACTACTTAAAGATCTTCCTTTAATTACACCTAAACAAAGTGATG
+ACTCATATTCAGGTCGTCATTTATATGTTATTCGATTGAAATTAAATGAAATAGCTTTATCACATAAAGA
+AGTTTTTGAACAATTACGTCTAAGAGGTATTGGGGTTAATTTGCATTATATACCCGTTCATACACAGCCG
+TATTATAAAGAGCTTGGTTTTGTCGAAGGTCAATTTATAGAGTCTGAAAATTATTATACTGACGCAATAA
+GTATTCCTTTGTTTCATACCATGACTCAAGAGCAACAAGATAAAGTTGTAGCAGTTTTGACCGTAGTACT
+TAATAAATTATTATGAAAATTGCAATAATACCTGCACGTGGTGGAAGTAAGCGTATACCACGAAAAAACA
+TCAAAAATTTTCACGGTAAGCCATTAATTGCTTATTCAATTGAAGCGGCATTAAAATCAGAATGTTTTGA
+TCGTGTCATTGTTTCAACTGACGATAGTGAGATTGCTGAAGTTGCCAAAAAATATGGTGCTGAGGTTCCA
+TTTTTGCGTCCAGAAAGTGTATCAGATGATTTTGCTACTACGATGGATGTTATTAAGCACTCAATTAATG
+AGCTTTCTTTGACTGATGATTGTCAGCTTTGTTGTTTATATGCGACAGCGCCTTTCGTGCAAGTTCACGA
+TCTGATTCAGGCTTCTAATATACTCTCTTCAATTAATATCGATTACGTTTTCAGTGCAACTGAATTTTCA
+TTTCCCATTCAAAGAGCAATCAAAATAGATGAGAATGGTTTATGTAATATGTTTAAACGTGAACATGAAA
+ATACTCGCTCTCAAGACTTGGAAAAAGCGTATCACGACGCAGGTCAATTCTATTTTGGGCATGTTTGTGC
+ATTCAAACAAAATAAACCATTCTTTCACAGCTCAAAATCAATGCCTTTTCTACTACCAACATACCGTGTA
+CAAGATATTGATACATTAGAAGACTGGAAGAGAGCAGAGTTGCTATTTGAAGTACTCATGCAGGAAAGTG
+ATGACTGATTGGTTTGTTATTAGGGCTGATGCTAGTAAAGAAATAGGCATTGGACACGTAATGCGCTGTT
+TAGCTTTAGCTGAATGGCTATATTTTAATAATGTTAGCTCATTGTTGCTAACTAAATTCCCTAATGAACT
+GATTGAACTGAAAATAAATCAGTTGAAAGGTAAGGTGATTTATTTACCTGAATCATCATCGCCACCTGAT
+AATAGCTATTTACATTCAAAATGGCTTGATGGTTCGGAAGATGATGACGCTAAATTATGCCGAGCTGCTA
+TTGAACAAGAAATACAAAAAATAGGTAAATCACCTTTATTCATACTTGTTGACCATTATGCTCTTGCTGC
+GCCATGGGAAAAACAATTATCACAATATGCTAAAACTTTAGTGGTAGATGATTTAAGTGATCGTCCGCAT
+GCATGCACTTGGTTAGTTGATCAAACTTTTGGTAAAACAGAAGTGGATTATCTATCACTGGTACCCGACG
+AGGCTCAATTATTGATCGGGCCACAATATGCTTTAATACGTAAAGAATTTACTGAAGCCCCAGCGTCATT
+TCAAAGAAGTTTGCCAAAAGCTGATATTAAGGTATTGCTGTCGCTAGGTGGTGTTGATAAGAATAACGTT
+ACATCGAGACTACTCTCATTTCTTGAAAATAGCAGGAACATATACAAGAAAAAAATAGTGATAACGGTCG
+TTACAAGTAACTCGAACCCTAATTTAGAATATTTGAAAGTAACAATTTCACATATGCACAACACTTCTTT
+ACTTGTCGATGTAAATAATATGGCAGAGCTAATGGCCAATCATGATGTATGTATCGGTGCAGCAGGCTCT
+ACTTCCTGGGAACGTTGTGTCATGTCGTTACCTACTTTATCGATCGTACTTGCAGAAAATCAAAAGACAA
+TTTCAAAAAATTTAGCAGAAGTTGGAGCTATATTAGATTTAGGATTAGTGGCGGATATAACTAGGGCACG
+TTTTTTTGAACTGTTTAATTCATTAATTAATAACGTAGAATTGTATAACTCGATTAGCAAAAAATCCAAA
+ACTTTATGTGATGGTCTAGGCTGTCAAAGAATTATAGAAGAAGTGATAAATTAAAGTGCTTAAAGTCTCT
+ATTATAGTAAGTAATAAAAATCATCCTGTTTATTCAGTTATGAAGGGATGGTGTGATAACCAATCTGACA
+TTGATATTGAAATAGTAAATAGTACTAAAGAGTTACGAAACTCAGGAGAGTTTTTGTTTCTCGTGTCCTG
+TACCGATATTATTAATCAAGAAATTCGTAGTCGATTTGATCACTGCTTAGTATTACATGCTAGTGACTTG
+CCGAAAGGCAGAGGATGGAGTCCTCATATTTGGGAAATAGTTTACTGCAATAACGTATTGACGCTAAGCT
+TACTCGAAGCTGAAGATAAGGTAGATTCTGGTCGTATTTGGTTGAAGACACAAATACACTTAGATGGAAC
+CGAGCTGTTTGATGAAATAAACCAAAAGCTATTTACTGCCGAAATTCAATTAATACAACAGGCAGTTTAT
+GGACACGACTCAATTACTCCTTATGAGCAAGACACGAAAGTAGAGTCTTATTACTTTCCTAAACGTCTAC
+CAGAAGATAGCAGGATAAACCCTAATGACTCGATAGCTAGTCAATTTAATTTGCTCAGAGTATGTGATAG
+TGAACGCTTTCCAGCATTTTTTGAATTAAATGGACAGCGTTATGCAATTAAATTAGAAAAGGTAAAACCA
+AGCAATGAAAAATAATAATAAATATATTGAAATAGCTGGCCAAAAGATAGGACCAGATTTTCCTCCTTAT
+ATTATTGCAGAATTATCGGCTAACCATAACGGCGATATTAATAGGGCATTTGAAATACTTGAAATGGCTA
+AAAAATGTGGTGCTGATGCTATTAAGCTGCAAACGTACACACAAGATACGTTAACCATAGATTGTGATAA
+ACCTGACTTCAAAATTGAAGGTGGTTTATGGAACGGTCGAACGCTTTATGATTTATATACCGAGGCACAT
+ATGCCGTGGGAATGGCATAAACCGTTATTTGCCAAAGCTAAAGAATTGGGTATAACTATTTTTAGCTCAC
+CCTTTGATACTACAGCCGTTGATTTGCTAGAAGAGCTTGGTGCCCCTGCATATAAAATAGCTTCGTTTGA
+AGCGATAGATTTACCTTTAATCGAGTATGTTGCTAAAACAGGTAAACCGATGATTATTTCAACCGGTATG
+GCCAATAAAGAAGAAATTCAAGAAGCAGTTACTACTGCAAAAAATGCAGGTTGTACGGAATTGGTAGTTC
+TGCATTGTGTTAGTGGCTATCCTGCTCCCGCGCAGGATTACAACTTGGCTACTATCCCTGATATGGCTGG
+ACGTTTTGATGTATTGACCGGATTGTCTGACCATACTATCGATAATACAACAGCAATAACGTCTGTTGTT
+TTAGGTGCATGTTTAATCGAAAAACATGTCACACTTGATAGAAATGGTGGTGGTCCTGATGACAGCTTTT
+CTCTCGAAAAACCTGAGTTAACGCAACTTTGTAAAGACAGTAGAACCGCATGGCAAGCTTTAGGTAAAAT
+TAATTATGAGCGAAAGGAAAGTGAAAAAGGTAACTTGGTTTTCAGGCGCTCTTTGTATGTTGTAAAGGAT
+ATTAAGGCGGGTGAGGAATTTACTCACGATAATGTTAAAAGTATTCGCCCCGGGTATGGATTACCACCTA
+AACACCTTTCTTCAGTAATTGGGAAGTTAGCAGTTAAACATTTAACGAAAGGCACTCCACTAAGCAATAT
+ATTTATAACCTAATGCCTAAGAAAATCAAAATAGTGAATAAACCGGTACCGGAAAGCCTGATCAACTCAT
+AGCATAAATGCTAAATATAGGGAATAAATATGTTCTAGCACTATTGCTAGTTAAATATTTTTCTGTCATT
+GATATTGGCCTATATGATCAACCATTAGCCGAAGTATTCAAAGTAGAACTTATAATGGATAAATAATGGA
+AATCGTTATTTTTAAATACTGTATTAATCCCTAACAAACAATACATTTTCTAATGGATAGGCTCTCTGTT
+CATTTGTTTAAGGGATAATAAGAAAGAGAAAGAGTTAGAGTAAAAATTAAATATAGATGTTTAATTTTCC
+ACCAATCATAAAAAGTCTCAGTTTTATCATTGAGTTAGTTAAGGTTTTTCATTATGAATGCATTGTATTG
+CTGTTGTATCACTGATGTTTGGATCGACGTATCTAAAAATCTCCAAATAGATTGTGATATAAACCCATCA
+TATTTTATAGCATGGGAAGAAGATATTAAGAAGTTAAATTCAGTTAATATTACTCCTGACACTTTTATAC
+AAACTGTTGAAGATGCCTGGAAAGGGATCGGTTTTCCTCGTAATGTACAACCTTATTCACTCGATGAAGA
+AACGATAAAAAAGTATTCATTTGAAATCAATAATGGTATTAGAATGATTGATCGCCTTGATCCTCTTGGA
+TCTCATTTCCCTTTTACCGACCGAAACTATTGGTTTATTTCCTTAATTGAAACTTGGGTTGGAATTATCG
+ACCATTATAATTTGGATTTAATAATATCTCCATCAGTGCCACATAGGGTATTTGATTATGCTCTATATAT
+AGCTTCTCACATCAGTAATTGTAAGTTTTTAATGTTTCAAATGACCCCTTTTGGAGATAAAAGTTTTATT
+ATTGATGATGTAAAATCTACTTCCAATTATATGAAGCAATTTATTAACTCTCAAATTGAGGATAAAGTTA
+AATGTGATGATACTTTGCCTAAAAGTATGAAAACTAAAATAGAATTGGTTAGAGGGAGTTATGATGACGC
+TATACCTGACTATATGGTTAAGCAGAATGAAAGAATAAAATCATTGAACTCAATACCTCATAAATTTTAC
+AGTACCTTTCGAAAAACACTTTTGATCTATAAAAGTTTCACAGTAGCCAATACATATAGAGTGAAAAGGT
+ATATGTCACCAGAAGATAGTACCTATAATCAAATTCAATTAAAGCTTGAAAAAATTCGGGGGGGGAAATA
+TAAAAAACAACTAAAAAAAGCTTATTTACAGAGGGTTAAACCATATAATGATAAATCCCCTTATATTTTA
+GTAGCATTGCACTACCAACCAGAGGAAACAAGTTGCCCAACGGGGGGGGCGTATGCAGAGCAGAGACAGA
+TAATTAAGAATTTAGCTGAAATTTTTCCAGAAAATGTAAATATTTTAGTTAAAGAGCATACGACTCAATT
+TCATCCTGATTTTGAAGGCGAAGCAGGACGAAGTCTAAGTTTTTATAAAGATATAGAAAAAATATCTAAT
+AGAGTTTTTTTTGTTTCACCAAGTCTTGATACATTTGAGCTGATAGATTTTGCATCTGCAACTATAACTA
+TAAGTGGAACAATAGGTTGGGAAAGTGTTTTAAGGGGAACTCCTACTCTTATTTTTGGTCGTGCTTGGTA
+TGAAGATATGCCAGGTATATTTAAAATAAAGTCTAAGAAAAACTTATTAGATGCTGTTACCAAGATTCTG
+GGAGGTTACGAGGTAAATGATGATAAGGTCTATAAATACCATTGTCTACTGGACAATTTATTAATTTCTT
+CTATTCATTATAAGGCTTTTGAAGGTAAAAATATATCATCTAAAGCTGAGTCAGTTGTTAATTTGACTCG
+TGGTATTTCACGTTTCTTAAAAAAACTTGTTCCTTAATTTCAATCAGATAGTTGGCCATATTGAACCTAT
+TTATTTATATTTTTTCAACAGGGATTAATAAATCATTACCACTTTTATTTATACCAATATTAACACTGTA
+TTTGTCTCCAGAAGATTACGGGATAGTTAGCTTGTATGTTGTTGCATATAACCTATTAATACCAATTTTA
+TCTATCGGCTTCCCAAACTATTTCTTTCGTTGGACTTTCGAAAACGAGAAAATGTTAACTGATGATGTAC
+ACAATCTTCTATCTATTGTTTTTCGTTGGTGTTTATTTGTTGGAATTTTGATTGCTGGAAGTTGTATTGT
+TTCATACTGGTACCTTGGTGGTGAATTTATTATTGCTGTGTTTTGTTTATACTTAGCGGCGGTTCTTGCG
+GTTTTATATCAAACTTATATGCAATGTTTACTTAGTAAAAGTAACAGTATTAATTATGCGGTCGTTGAAA
+TCACTTTTACTGTAATTTTATTCTCATCAACAATATTATGTTTGGTTTTTCTTGAGTTAGGTTGGATTTC
+TAGGATTATAGGATTATTATCGGCAAATCTAGCTTTTTCATACTGGTCATGGCGATATATATTTAAAAAA
+TTCTTGATTAATAATGGCTCTGAAGAAAAGTCTAGTTTGGAAGTTAAAATAAATAGAGAGCGTGACTTTT
+TATCTTTCGGTCTAGGGTTGATCCCCCATGTAATTATATCAACATTAATAACTGCTTCTGACCGACTAAT
+CATTTCAACTTTTATGACTTTAAGTGATGTTGGGGAGTTTGCAATAGCTCTTCAGTACAGTTCCATTTTA
+TCTATTTTGGGAATTGCCATATCTAAAGAATGGTCACGCGCATATTATAGTGACCCATTCGATTTAGGAA
+ATAGGACTAAGGCTACTATATATTCTTTATTACTTATAGCAGTTGCAATTGTTTTATATTTATTCACAGA
+TTTATTTTTTGAGTATTTTGTAGGAGAAAACTTTAAAAATGCATCAGTATATGTTGAATTGCTAATACTT
+TCCCAATTGTTCCACTGTTTATACATGATATTCTCAGTCCATTTAGGTTATTCAAAGAAAACAAAGATTC
+TATCTAAGATATCAATGGGATCATTAATGTTAAATGCTGTTATAAGTTTGATTTCTATACACTACTTTGG
+CATTTTCGGAGTGTTGTATGGAACTGTATTTGCAATGCTATTTAAGTTGATTGTCGCTACGTGGTTATCT
+TTTAAGGTAAAAAAATTAGACGTTTTAAGGAAATTAAATGAATCGTAAAGTAAATATTATTGAGCATGAG
+GGGTTTGTTGGTCAAGGCCTTTATCCATGGGATAGCTTAGATAAGGGATTGATAATTAAATACTTTTATG
+ATTTTGATGTTGATGCGGTTTTTGTTTGTTTAGATGAGCTAGAGTGTACTGACATATCGACTGAAAGTGT
+TTTTTTTACAGGTAGTTTTCAAAATTCATGTTTGAAAAAAATCCTAGAAGATAAAGCCTATTTTATTGAG
+AGTCAGGGGGCTACAATTATTCCAAGGTATGAGTTGTTGCTGGCTCATGAAAATAAAGGGTTTCAGTCAT
+TAATGAAAAAGCGGCTAGGGTGTGATGACTTAAATGAACAATACTTATCTTCTGATGCAGCCTCTTTTGA
+CAAAAACACTGTATATAAAGAGTCAGCAGGGGCAGGAAGTCACGGAGTTTTTATATCAAAGGATAGTAAA
+GGATTCTACAAAAAAAAACAAAAAGTTGAATTGATGAACTCCCAATTAAATCGTCTAATTAAATCGTCAA
+AACTTTGGATTAAACAAAATTTATTAAATGGTTGGCGTTTTAATACTTCGATGGCGAAGTATGCGTATAA
+CAGTACCCCATTAGTTTTACAAGATTTTGTTCCTGATTTGGAATGTGATTATAAGGTATTGATTTTTGGT
+GAACTTTTTTTTGTATTGAAAAGAGGTGTTAAAAAGGGTGATTTTAGAGCAAGTGGTTCCTCCTTATTTG
+AGGCTGTTTCAGAGTGTCCATTCGAAATACTGGATAAATCAAAAAATTTTTTTACATCGCTAAATACTCC
+GTATGCGTCTTTAGATATAGTTATATCTAAAGGAAAGGCATTTGTAATTGAGTTCCAGTGTGCACATTTT
+GGTCCATATACATATCAAACAGCACAGGTTGTCTATAAGGAGTGCGAAGGAGGCTGGAAGACCTTACCTT
+GGGTAAGTAGACCGTTGGAGTGGATATATGCTAAATCAGTATGTGATTTTTTATAATATCATTAGTTTGA
+GTTATCGTGTGTAAAGTTAATTAAATAAGTTAGCTTGGGGGAAGTTATGGAATTTCAAATCCTAGTGTCT
+ACTGTACGAGACAGGATTCAAGGTGTTCAAAAAATAATTGACAGTTTAAATGGAATTGAATGTGTCTCTT
+TTATTGTTGTTCAACAGCTTTTAGATCTCGGAGATACTCCTGAGTTAGTTGAGCAACGAAACAATTTATT
+AAAAATTAACCAATCCAAATTAAAGGTTATTGTTGATGATGGTATAGGGTTGACGAGAAGTAGAAATATC
+GCTATAAAGCACTCAACGTCAAAATATTTGATAATTGCAGATGATGACATCTATTATGATAAAAACTGTT
+TTTTGAATCTACTTTCTTTTATTGAAAGGAATCCTGATTCAGATGTAATTATCTCTAGGGTAAGAAGCCC
+TGGAGGAAAACCGCATAAAAAGTACTCAAACAAACAAGAGTTACTATCAAAAATTGCTGCTATATCGGTA
+AGCTCTGTTGAGATAATACTTAAAAGAGAAAAAGATTCAGATCTTAGTTATAGATTTGATGAGTCTTTTG
+GTTTAGGCACGAACCTTCCTGCTTGCGAAGAGTTATTATTTATTTCAGCCCTTTTAGATTTAAAAAAGAA
+AATAGTGTATTTCCCCGAGTATCTAGTTGTTCACCCTGAGGATTCATCAGGCAAGCTTATGGTAAATGAT
+AAGGAATTAGCAGCACGTGGTGCAGCTTTTAATAAGGTATTTCATTTTGGTTTTGTTTTTGTACTCGCAT
+TTTGGGTTAAAAATTTCTTGTTTAAAAATAAAAAGAACAAATTTAAAAAATTGGTAAGTTTATATAATGG
+ATTCATAAATGTTAGAAAAGATTAAGCTAGCTAACATTATTGATTTTCTTTTTTTTATTTTATTTATAAT
+AGCTCCTTTTATAAGTTTTTTAGCATTTAGATTTCCTTTTATATCAGCAGTAAAAGAAGTAACGCAAGTT
+ACAATTATTGTTTCTTTATTGTTACTAATTGTTAAAAGTGGTCGTATTTATAAGTGGGGGGCAGTATTAG
+CTCTTGCATTTATTTATATATCATTTCATTTTTACAACCTGCTATCCTCTTCTTTGATATTAGATGGTGC
+TAGGTATCAATTAGGTTATATGTTAATAGCATTACTTTTATATAATGCAAGGCATATGTACACTATAAAT
+GTCACTACTCTCATCAAAATAATTACTATTCAAGTCTTTTTGTTTGCCATAGTAGGTGTGGTTGAGTTTT
+TTGATGAAAGGGTTATCACATTATTTTATGGAATTGAGAAACAATTAATAGGTAATAACCAACTAGCTGT
+TGGTAGTAGGTTGATCTCCTTAGCTTTAAATCCCATTAATTTTGGTGTTCTATGTTGCTTAGGTTTAATT
+ACTCTCAATTACATGAATGAAACCCATAAAGTGAATAAACAAATATTTTTTTTGTTAATTAGTTTGTATT
+TTTTTTGTTGTGCCCTTACTTTGAGCCGTTTGTCAATAATATGCTTTATTTTGGTTTTTTTACTTTTGCT
+TATTAATCGATTTAATTATTTTAAAAATTATTTTATTTTTTTTATACTCGTGATCTCAGTAATATTTACA
+ATTTATATCGATGAAATACTTTACTCTTTTGGTTTTTTTCTTGATCGCGTATCTGGCTTATCCTCCTTGA
+GTGCTTTTACTGAAAACTCTAGAATTGAACATTGGAAAGTTGCAATTAACACCCTAAATAATCAAGGTGT
+GATTTTATTTGGTTTAGGGGTGGGTAGCTCAAATCCTACGCTAAGTATGGGCGGGATTTTAGTTGAGAAT
+ACATTAATATCTTTTATGATTGATTTTGGTGTTATTGGTTTGCTTTTATTGGTAATGATTATTTTATTTT
+CTTTAGTTAGGTTGAAAAAGAATATAACTGTATACCGAATATCTATTCCTGAAAATAAATTCATCTTTTT
+TTCTATTTTATCTATGTTATTTATGTCGTTAGGGAATGATTTACATCGTAACTTCCCTTTTTCATTATAC
+TTTTGGATGTTTTTATATTTTCCATTTTCCTTTTATCAAAAGAGAACTTTATGATTTCTTATATTGTGTA
+TAATTATTTTTCTTATAGTGGAGCAGCCTCCCAAGCAAAAAAACTCGCATCATCTTTGGGTCGTCATAAC
+ATCATATTTTTTAACGTAATCACTAATTCTAAATTTAAGTTTAGTAAAATTCATGTAAAGGATGACCGTT
+TAAATTTTTCAGTAATAAATATTAGGGGGGGAGGAATAATAAGGCTGTTACAGTTTATATACTTTTTTCT
+TCGTTACAAAGTCAAATTGGTTCATTTACATGGATTTCATAGGGATGCATTAATATCCGCATATTTATTG
+AAAAAGAAGATACTATTAAAGTCGACATTAGACGGGAAAGATGATTTCGACACACTTTTGAATGGTAAAT
+CTAAATTTATCAATCGCTTTCTTTTATCAAAGATTACTTTTAATAATTCTCTAACTACACAAATACATAA
+TAAAAATATCCAGCATAGTTTAACTGTTCCTATTGATAAAATACCTAATGGGATACATTGTCCAACCTCA
+AACGAACTAATGGAAGAAAAGCAACGAATAATCATTATTGTTGGTGCTGTAATACCAAGAAAAAACACAC
+TTTTAGGTATTCAGTTTTTTAAGGATGTTTTTTTATCTCGGGGCTATAAATTATTTATTATTGGACCATT
+AAATACTCAGAATTCAGAAGGGGATGAATTTTACTCTAGGGAATGTATGGAAAGTATTAACAATTGCGAG
+CATATTTCTTTTCTAGGAAATTTAACAACCGAACAGTTAAATGTAATATATAAAATTTCAAGGTTTATTA
+TTTTTCTTTCAAAAAGTGAAGGGATGCCAAATGTCCTACTCGAAGCAATATCATTTAATATAACTCCAAT
+TGTTCGAGATGATGACCTTTTATCAAAAAGTTTATTACCTAAAGATACTAACGAATTTGATATCAGCTTT
+TATTATGAGAATATTGAATCAGCTGAAATCAATGCCTTGAAATTGATTGAAAGTCAGACATTAATCTTAC
+ACAGTAAAACGTATAATATTAAAGTTATTGCAAATAAATATAATGAAGTTTATTTGAAATATTTTGATCT
+GTAAGACTAACTCTAATTAACTATCGTACAAATTGGAAATATAAATGAATATAAATGAACCTTCTGTATC
+TATTATCATGGCAACATATAATTCAGAAAAGTTTCTTCGGGAAACCTTAGACTCTATTTGCTGTCAAACA
+TACGGTAATTGGGAGTTAATAATAACGGATGATTCATCTACCGATAATACAAGTGATATTTTAAGAGATT
+ATTCTGAAAGGTATAATAATATTTTTTACAGTATTAATGAAGTTAATCAAGGAGCGGCTATTAGCCGTAA
+TAAATGTATTTCACAAGCTAAGGGGATGTATATTGCTTTTATTGACTCTGATGATCTTTGGGCACACAAC
+AAGTTAGAAAAGCACATACACTTCATTGCGGAGCATAACAGTGCAATTTCATTTACTTCTTATGAGCTTA
+TGAACGAAAATGGAATTCCTTTAGGCAAGTATGTCGATGCCAATATACCCCCAGTATTAACGTATAACGA
+TATGTTGCGTAAGAAAGCCACTATTGGCTGTTCTACAGTTATTCTATCTTCTAAGTTAGTAGGTGAATTT
+AAAATGCCTCTTCTTCGGACTGGTCAGGATTATGCCACTTGGTTGTTATTACTTAAAAAAGTTGAGGTTG
+CACACCACTTCCCTAAAGTTTTAACTAAATATCGCGTTTGTAAAAACTCTATCTCTAGAAATAAATTCAA
+GAAAGCTAAAAGGCAGTGGCAAATTTATAGAGAAGTTGAAAAATTACCATTTTATGAGTCTATTGTTTGT
+TTTTGTTTTTATGCATGGCGAGCAGTGTTTCGTAAATAAATTTAATTAATAATAAATTTATCCGTTGCTG
+ATGTAGAAATTAAATATTATTTATTGAATAAGAAATTAAGCCTAAAAGCTACGCTTGATAAAGTTGCTGC
+TTATGGGGATGCTGATTATGTAATAATAGCAACATCTACCGATTATGACCCTGAAACGAATTATTTTAAT
+ACCTCATCTGTAGAAACTGTAATTAAAGACGTAATAGAGATCAATCCTTCAGCAGTAATGGTTATAAAGT
+CAACAGTGCCTTTTGGTTATACAGAACGTATTAAAGAAGAGCTGGGTTGTAATAACCTAATGTTTCCCCT
+TAATTTTTACGTGAAGATAAGGCGCTTTATGATAATTTACATCCTTCAAGAATAATCGTCGATGAGCAGT
+CAGAGCGAGCTGAAGTGTTTGCTAATCTATTCGCAAAAGGTGTAATAAAGCAAGATATAGATATTTTGTT
+CACTGATTCAACAGAAGATGAAGCTGTTAAATTATTTTCAAATACCTATTTAGCTATATGTGTTGCGTAC
+TTTAATGAGTTAGATACTTATGCTGAAGCACATGGATTGGATAGCAGGCATATTATTGAAGGTGTAGGGT
+TAGATCTCTGTATTGGTGGTCATTATAATAACCCTTCTTTTGGTTACGGCGGCTATTGTTTACCTAAAGA
+TACTAAGCAATTACGTGCTAACTATAAAGATGTTCCTAACTCATTGATTTGCGCCATTGTTGATGCTAAT
+ACTACCCGTAAAGATCATGTGGCGTCTTCTATCGTTAAACGAAATACTAAAATTGTTGGTGTGTACCGTT
+TAATTTTGAAAAGCGGTTCAGACAACTTCCGAGCATCTAGTATTCAAGGCATCATGAAACGCATTAAAGC
+CAAGGGTATTGAAGTTGTTGTTTATGAGCCTGAATTGAATGAGGCTGAATTTTTTCATTCTCGTGTGATT
+ACTGATTTGGCTGAGTTTAAAAAAACATCTGATGTAATTGTATCTAATCGTATGGCTGATGAACTAAGTG
+ATGTAGCTGATAAAGTTTATACACGTGATTTGTTCGGTAGTGATTAGAATCTCATAATATATTTTAATAT
+GGAAAGTTAATGAATAACAAAATAACAAAAGCAGTTATCCCCGTAGCAGGTTTAGGTACACGTATGTTAC
+CAGCCACAAAAGCTATCCCTAAAGAAATGTTACCGATCGTCGATAAACCTATGATCCAATACATAGTAGA
+TGAATGTGTGGCCGCAGGTATTAAAGAGATAGTCTTAGTAACGCATTCTTCAAAAAATGCCATTGAGAAT
+CACTTTGATAAGTCATTTGAGCTTGAAACAACGCTTGAAAAACGTGTCAAACGCCAAATATTAGATGAAA
+TACAAGCTATTTGCCCTAAAGGCGTTACTATCATGCATGTACGCCAAGGTGAAGCTAAGGGCTTAGGTCA
+TGCTGTTTTAAAAGCACGTCCGATTATTGGTGAGTCACCATTTGTTGTAGTTTTACCTGACGTGATTTTA
+GATGATGCTAGTAGCGATTTAAAAACTGAAAATTTAGCAGCGATGCTTACTCGTTATTATGAGGTTGGGC
+ACAGTCAAATTATGGTTGAGCCTGTTCCTATAAATATGGTTAGTAATTATGGTGTGGCCGATTGTAAAGG
+TCATGAACTTGTAGCGGGTGAGTCTAAAGCTATGACTGCAGTTGTTGAGAAACCTCCAGTTGATGAAGCA
+CCTTCCAATTTAGCTGTGGTTGGCCGTTATGTGCTATCAGAGAAAATTTGGGATATGCTTGAATTTACGC
+CTCCTGGTGCAGGAGACGAAATCCAGCTTACAGATGCAATTGCTAGTTTAATGAAAATTGAAACAGTTGA
+GGCTTTTCATATGACAGGTAAGTCACATGATTGCGGTTCTAAGTTGGGTTATATGAAAGCTAATGTTGAG
+TACGGTTTACGTCATCCCGAGTTGGCTGATGATTTTAAAGCGTATTTGCAGGAAATTGTTAATAGTTAAA
+GAGCTTTTGATTCCGACTTCAGTAACTGCCGGAATGAGTATAGGGTTATGTCCTTTTATCACCGAGGAGG
+AAGAGGTCTGGCTGTATCGAGAAGACAGTAGAATTTAAGTGATGAGATAAGGCTATGGATTCCCGATCAG
+ATACTTCGGGAATGACGACTACCGAGTGCAGCTAGTATTTGTTACAGGCTCGTTACTGCAATTAATATAT
+ATCTTATAAATAACTTGAGTTAACTTACTAACACTTTATTATTACTATTTAATAATAGGGTGTAGTCTAC
+TTTTCGATATAAGTTCAGAGACAATCCTAGTAAACATCAAGCTAACAAAAGAATACTTCAAATAATATGG
+ATATTAAAAAATTAAGCTCTCTTGCCCATTGCGCTAAAACGCGTTCAATTGTTTCATTGTTCGATCAAAA
+AGAACGTGCCAATGACTTTTCTTTATCAACATCTCATTTATATTTAGATTACTCCAAGCAAAATATCACT
+GATGTTGAACTAGAGCAATTAATTGAAATAGCTGAAGATGTTGGTCTATCAGAAAGTATTACCGGGCAAT
+TTAATGGCGATAAGATTAATAATACAGAAGGGCGTTCTGTATTGCATACAATATTAAGAGCTCCACAGGT
+AATTAAGCAACAGATACTCGGTGATACACTTGCTAATGAGGTTGAAGCAGCTGAACTGCAAATGGCCAAA
+GTAGTTAATGATGTACAAAAAGGTATTCTTACTAGTCATACGGGGCAGCGCTTTACCGATGTTTTAGCTA
+TTGGTATTGGTGGCTCATATTATGGCGTGAAAGTAAGTTTATCAGCCTTAGAGCATTACCGTGATTTAGC
+TTTATCTGTTCATGTAATAGCAAATGTTGATGGCGGAGCACTTGAAGAAAAACTTAAAACATTAAATTTT
+GAAACAACCCTCGTTGTCGTGATTTCGAAAACCTTTACCACGCAAGAAACCATGCTAAATGCAAAAGCTG
+TCAAGCAATGGATGTTATCTTGTGCGTCTGTAAAAGATCTAGAGCTTAATAATGTACCTTTAATCATTGA
+GAAACAATGGTTTGCAGTGAGTAGTAATATTGAAGCAGCGAAAGAATTTGGAATTAATATAAAACATATT
+CTGCCGATGTGGGATTGGGTGGGAGGACGCTTTTCCATTTGGTCAACGGTAGGGTTACCCCTTGCTCTTG
+CCATTGGTAATGATAACTTTAATAAATTGAAACAAGGTGCATACGAGATGGATGTGCACTTTAAATCAAC
+TGACTTTAAAAACAATATGCCGGTTATTATGGCATTGCTTGGCATTTGGAATCGTAATGCACTTGAGTAC
+CCGACTTTAGCCATTTTACCTTATGCCCATTCGTTAAGAGCTTTACCTGGCTATTTACAACAAACAGACA
+TGGAAAGTAATGGTAAGTCGGTATCAAAATCAGGAGATAAACTTTCTTGGTTAACGGCGCCTGTTGTTTT
+TGGTCAAGAGGGCACTAACGGCCAGCATGCTTTCATGCAGTTAATGCATCAAAGTGATGACATCATTCCA
+ACAGATTTTATTGTTGCCTTAAAAGGTCGAAGCCAATATACCGAAAATCATAAAGTACTTGTTGCCAATT
+GTTTTGCGCAAAGTGAAGCCTTAATGCAGGGAAAAACATTAACACAAGTAGAAAGTGAGCTAGAGATGAG
+TGCTTTATCTACCGCTGAAATATCACTCATTGCTCCGCATAAAACCATGAAAGGTAATACTCCAAGTAAT
+ACGCTGGTTATGGACTTATTAACTCCTGAAACCATCGGTTCTCTGCTCGCGCTATACGAACATAAAATAT
+TTGTTCAAGGGGTTTTATGGCAAGTGAATTCCTTTGACCAATGGGGCGTTGAATTAGGAAAGCAGTTAGG
+AACCCGAATCTTATCTGCTATAGATGGGGCTGAAGATGATTTACTCTCTGCTTCTAGCCAGAGTTTAATT
+GCCCGATTTAGAGCTCGTTCAAACGTTACTCCTTCGGTGTAGTATAAACTCAGTAGTAATTAGAGGCGAA
+TATCATGGATTCCCGATCAGATACTTCGGGAATGACGGATTATCATTTGGAATGACGACGTTGAGAACTA
+AGGCTGGAATGCCTTTATTTTCGTTATATCCTGCTTGATCACAAACTCATTAAAACATTCAGCTAATTTA
+TCTGTTTCCTCTAAAACTTTTAACCAATACTTAATCCTTGTTGGTGCATCAAGTTTGGTAAAGTCGGTTC
+TATCGGGGATTTTCCCATAAGGTAGAGATTGTATAAACTTCTCTGAGGGCGCTAATAAAACTGTGTTTTC
+ATAACTACTGGCTAATACTTTTCTGCTTGAACTTTTATCAAACCATCCTGCTTTAGGCTCGGAGCTAAAA
+TGTGGATAAAGCGTAAGTTCGTGCCTTGATTCTGTAGTGCCATTTTCTGGGCTGCGTTTACTGGTTCTTT
+GTTTGTCAGATCTGTTGCTGCTTAATGAAAAGTCAAAATGATAATCAATTATACCGCCATCTCGGTAGGT
+ACCATTTTTTGAACCCTTAATATCCTTTATACCTGACATCACCATAGGAATTGAACCTGAAGCCAGTAAG
+GCACTTTTAATATTGTCAGGAGTTAGCGTTTCGTACACGTTGCTGAAATTATACGGATCCTTGATGATCA
+AATTACTGTTTGGGTGTTGAAAAATATAGCGTTGATATTGCTTGCCGAGCAGCCTTCTATCAATTTTATT
+CAGCAGCATGCTATTAATTAAACCAGCACCCTGCATAATTTTATTATCAAAGGAAGTTAAGCCATTACAT
+TTAGCGACTAGAAAATGAGCCTTGAACACATTATTGTTGATGATCTCATTAGTGCCATTTTCAGCAAATA
+GTTGGTCAACAATAAAAACAGCTTGCTTAGATATCTCTTGTGGACTCGGTTTGGCTGAGTAAACCGTATT
+TGCATAGGTATAAGCTAAGCGTTCAATAGCTTGTACTGGATCATTTTGTGTTAATGCTGCAGCGCGAAAG
+GCGCCAGCACTTGAACCGATTAAATTAAGCTCTGCACTTCTATTTTTGAAAAAATCCCCAAAGAGGTATT
+TATCTAGACCAAATAAGATAAACCATTTTGGCCCGCCACTCGCGCCAAGAAAGTTAGTAAATAGCTCTTG
+TTTAAAGCCTTGCTCTTGGATAGTTTTTAAAGCGTTTTTCCCTGCGTATATCTCTAGCATGACTGCATTA
+ATCTCATGTTTAAATAGTAGTATTTATTGGTATGTTTAGTTTAATTGGTAATCTGACGCGCCATGTGCAT
+TAAACAGAGATTGATAAAGTCTTGTGGCGTAATCATCGGTCATGCCAGCAATATAATCGGCTATTATTCG
+TTGTGAGTTTGTTTTGTTATCTATTGCTTGTTGCCAGCGTTTAGCGCTATTACTGGGGAGTAAACGGTTA
+GGATCGGATGATAAGGCTTCAAAAAGCTCCATCACTATTTGTTGTCCTCTATATTCCAACCGCTGAAGAC
+TGGTCAATTTAATGACATAAAAGTAAACGAAATCTTTAAATATCTTCAGTGCTTCTGCTGTGGATGCAGA
+TAAGGTTGCATTATAACGGAGTAGTGGCTCTGAAAAATTTATATCATCTTGCTCATTTAAATCAGTTAAT
+TTAATCGCAGTAATTAAGTAGTTAACTAAGCCGCCAATAGCGTCTTTTTGCAAGTGATGGTGATCACTGA
+ATAGTTTATCTGTTAAGGTCATGCTGTATTCTTGCAACCAAACATCGTCTATTTGTTGTAACTTTTTTAT
+TACTTCTCGGTCAAAATCATCACGGTTAACCACTTTGGTGACTATGGCGTCTTCGAGATCATGAATACCA
+TAGGCAATATCATCGGCTAACTCCATGATAGAGCAGTCGAGTGACTTGAAGCGGGTTTTATGATGGGTGT
+TTTTGTCTTGCAAGCGTAAGTTTTGGCTGCCTATACTGTGGCAACTCATGCTTTGAAATAAAGTCCTATC
+AGCTTGTGATAAGGGTTCAAGTATCCAGTCAATAATATCTTGATCGTCCCTATATAAGCCTTTAGCGGGA
+TGCCACTCATTGGCTTTAAGTTGTCGAAAGTTTCCAACACGGGTTGGCTTTATCTCTTTGCTAAGCGTTT
+CTAGTAATTGCGGGTACTTCATTAAACCAAGGAGTGTCCTTCGGGTTAAATTCATACCAAAGTGTTCACT
+AAATGTCTCTAAGCGCGCCACAATCCGAAGTGTTTGGCCGTTACCCTCAAAACCACCATGATCTCGCATC
+ATATAATTTAATGCTATTTCCCCACCATGGCCAAACGGAGGATGACCGATATCATGGGCTAAGCAAATGG
+TTTCTATTAAGCTATCGCTAGTAGGAAAAAGGGCATTACAGAGTTCGGGAAATTTATAGCGCAGTTGTGC
+GGTAATGCCGGAGCCTATTTGTGCTGCTTCTAATGAATGGGTTAAGCGAGTACGGTAAAAATCACTTTGT
+CCGCTACCCATCACTTGGGTTTTAGACTGCAAGCGACGAAAAGAGGCAGAGTGCATTACTCGAGCACGAT
+CTCGCTGGAAAGGGTCACGGTGATCTTGCTGCCTGTTTGTCACTTTTTTAAGTCGTCTTGCTAACCAAAC
+ATCACTCATAGCGTTCCTTATCTTAATTTAACTGCTTAGCCTTTACCTTGGCTTTAGTATTCGTACTAGT
+TTTTACACTAGCACTAGTTTTATAAGTTACACCAATTAGTTAGCTATTGGTAGTTAGGTATTAGTAGTTA
+AGCATTAGCAATAAATATGGCACGTTTAGGGGCAGGGTAACCTTCAATGGTCTTGCTGCTATCATTTGGA
+TCAAGAAAGTCTTGCAACGACTCGGTATCAATCCACTCGGTTTTTCGTTGCTCATCTAATGCCGTAATAT
+CAGTATTTACCACGCGAACATTATTAAAGCCGCATCGTTCTAACCAAGCACACATGGCTTTTTCACTGGG
+TAAAAACCAAACGTTGCGCATTTTTGCGTAACGTTCACCTGGCACTAATACTGTATTCTCATCGCCATCG
+ACAATGAGTGTTTCTAAAACTAATTCACCACCTTTAACTAATTGTGCTTTTAATTGATAAAGAAAGTCGA
+TTGGCGATCTACGGTGATAAAGCACACCCATAGCGAATACTGTATCAAACGCTTTTAGCTCAGGTAGTTG
+TTCAACACCTAGGGGAAGTAAATGCACGGGGCTATCGTCAATAAAGTGTTTTATGGCATTAAACTGCATT
+AAAAATAGCTGAGTTGGGTCTATACCAACAACAAATTTAGCTCCTGCGCCGCGCATTCGCCATAAATGAT
+AACCGCTTCCGCAGCCGATATCTAAAACATACTTACCCGATAAATCACTAATATGCTCAGCTAAACGATC
+CCATTTAAAGTCACTCCGCCACTCAGTATCAATGTGTAAACCATGAATATGATAGGGACCTTTACGCCAA
+GGTTTAAACTTTTTCATTAAATTTTCAAGGCGCTTAAATTGTCCCTGATCTAAATCACCTGATTCGCCCA
+CTTTAACGGTATTTGTTATATCAATCGCTGAATTAGCATCTACTACCGGTAATGCATCAAGTGTTTTCTG
+CCAATGCTTGAATTCACCATGTAGCTCACTTTCGTGCCAATGGCTCAATTGTGCAGGTAAGGTGTTTAGC
+CAATGGCCTAAACGATTGGTAGCAATTTTTTGGTAAAATTCGTTGAACTGTTTCATAGGATTCTAATTAG
+TCGTTTTAATGGGCGTACTTTATATTTTGTTAGTAATTATACCAATTGCACTAAATAAGTGATCATTTTC
+AGGTGGTTTAAATATCCAATAATAGCGTTACTTTCAATCCCAATAGCCAGCTATTGCTCAATCAAGCGCC
+TTGTTCTTGAAAATTTATCCTCACTGAATTCTGTAACCTTATTTAATACAAATGGTATTAATTGAGGGTA
+ACTACTTAATCACACTCAATTTTAAGGCATATGTTTAAATACATTTTTTGATAGTTTTACTTTATTGCAA
+TAAGTGAGGTGAAGTTAAAACACTGAAACCATAATGAAACATGTTGAAAACCAGCTTGTGTTAACCGTTC
+TTTATGTACATCAAGTGAATCGGTCAACATGACTTTTTCCAATGCGCTACGCTTTTGAGCAACTTCCAAT
+TCACTGTAGCCATTATCACGTTTGAAGTTATGGTGTAAGTTAATTAATACATCATCAATCACGTTATCAT
+CACTGGATATTTTTTCAGACAAAACCAATAAACCACCGGGCTTTAAACCTTGGGCTATTTTACTCAGTAA
+TGCTTGACGCTGTGATTTTTCAATAAATTGCAAAGTGAAATTTAGTACTACCATAGAGGCATTTTCTATG
+TCGATATCTTGAATGTTACCTTCAATAATCGTCACGGGCGTATCTCCTTTGAACGCATCCACATGCATTT
+TACAACGCTTTACCATATCGATAGAATTATCCACACCGATGATTTTACAATTGTTAGCGGTAATTCCTTT
+TCGCATAGCAAGCGTTGCGGCACCTAAAGAGCAACCTAGATCATAGATGTTGCTATCATCTTGAGTAAAG
+CGTTCACTAAGACGACCTATAGTGTCGATAATAGTTTTATAGCCGGGCACAGAGCGAGATATCATGTCGG
+GGAAAACTTCAACGACTTGTGCATCAAAGGTAAAGTTTTTTACTTGATTATGCGCTTGTGAGTAAATTAA
+ATCGGTATCAGAATCATGCATTTTCTTTGTTCTATTCACTATTATGTTAAGTTAGGATATATAATGGCTT
+ATTTTAACCGATCTTATTAGCAACGCTATATTTATAGGGTGTTTTTTTGAATTTTTTTTATAAACTGACC
+AGTTACATTATTTTAATTACTTTGTTTGTAGTTATTTTCAGCCAAACAGTGTTTGCAGAAAAGGCTGACA
+TAACAGTTAAGCAACCATTAACCATTGCTATTAATGAAACTTCTTTCCCATATCACTCTATTGACGAGCA
+AGGTAATGCTATTGGTTTAATGGCAGATATGTGGCGTTTATGGGCTAAAAAGCAACAAATTGAAGTACAG
+TTTATTGTGCTACCTTGGCTAGAGACACTAAGTGAAGTAGCTAAAGGAAATATTGATATTCATGGTGGCT
+TATCAATTGTTGATTCCAGGCGAGAAACGCTACAGTTTTCCCAACCACTCTTTTCTATTTATACCCACCT
+TTACGTAAATCAACAACTCAGTAATGTTAACAACCTAGCAGATTTAAAACCCTACAGCATTGGGGTAGTG
+AAAGGCTCAGCTCATATTGAGAACCTGCAAAAGTATCATCCTGAGTTTGCTTTGAAAACGTATGATAATC
+GGCATGACCTATACAGAGGAGCCCTAAATAACGAAATTTTAGTGTTTACAGGTTTAGAAAAACTATCTGA
+TAATTTTCCTGATTACGATACTTTAAGGCAGCGTTTCCCTCCTCATAAGGTTTTACGATATCAGCAAGGT
+GATTATGGGGTAGCGGTGGCTAAGGGGAATAATTCGCTACTTAATTTAATTGAACAAGGGTTTGCACAAG
+TATCAAGAGAAGAGCGAGCAGCCATTGAGCGAAAATGGCTAGGTTTGACTAAGCAAAAAGACAGTTTATT
+GGTCGCCTTTTCATCACATTACCCTCCTTATATGGGGGTTAGCCCTTCAGGTGAACCGCAAGGATTATTG
+ATTGAGGTCTGGCGCTTATGGTCTAAAAAAGTAGGGATTAATGTTGAGTTTGTTCCCCGTGATATGACTG
+AAGGGTTAGATCTTATAACAGAGCAAAAAGCCGACATACTCTTGGCTTACCCTGATCATGTTAAAACATC
+TAATGATATAGCTTTTGCCAATCCAATTTACTCTTCTACAGTGGAAGTTTTTCTCAATAATAGAATTAAA
+GACGTTAAAGGTAAGCCATTTGAGTCATTAGAGCAATTTAATCAACAGTTCAACGGCGGTGTCATTGGTA
+TTTGGCAAGACTCTACTTTTAAAGACCAATTGTTAGCACAATACCCACAGTTGAATGTTCGCTATTTTAG
+TAGCTTGATTACGATGTTGGATGCTGCTGAGCGAGATGAAATATCAGGCATCGTCGGATTAGTTGATTTA
+ATTAGTGCAAGGTTAGTGCAAAGTAACTTGCAAACACTTTTTTATCGCTTAGATAGTCCTGTCATTACTT
+TAAAACTATCGCCTGTTATTCATCATAAAAATAATAAACTTGTGGAAATCGTTAATAGAGGATTTAACGA
+GTTAGATATTAATAGCCTTATTAAAATTGAAGATAGGTGGTTGAACGGTAACGCGGGAGAACACTATTAT
+AAAAAACAAGCACAAAAAATTATGTTAAGTGATGCCGATAAAGCCTTCTTAGCATCCCACGGAAAAATTA
+ACTTAGGTATCATTAAGAATTTATCGCCGATTGAGTTTATTGACGAGCAAGGTAAATTTTCAGGTATTAA
+TCGTGATATTACGCATTTAATTAGTGATAGCACTGGTATTAAGTTCAACTACCTGCCTTTTGATAGTTGG
+CAACAGTTATATAAAGCATTATTAGATAATAAAATAGATATGCTTGGCAGTATTACGCCAACAGTAGAGC
+GTGAAAAACTGCTGATATTCACTGATAGTTATTGGCAAATGCCATGGGTAATGGTACATCCACAATATTA
+TGGTAGAAAATCCAAACTTGAAGATTTTTATGGTAAACAAGTCGCTATCGTCAAAGGCTATTATTTAATT
+GCCAAGCTAAGAAAAATACACCCCTTAATCACTTTTAAATTAGTGGATAACCGAGAGCAAGCACTTGTTG
+CGCTACAACAGGAACGAGTTGATGGTTTCATCACGACTATGGCCTCGGCGACACAATTATTGAAGCAGGA
+AAACATCGTCACTTTGATGATATCAATGATGGAAGATGTCAGCTTAGAGAAAAGTCATTTTGGAATAAAC
+AAGCAGTTGCCGCTATTAAAAGGAATAATTAATAAGGGGCTGTTATCGATCACTGAAAAAGAGAAACAAG
+CCATTTACGATAATTGGTTTTCCTTAGCAATAAATACTGGGCTTGATAAAAATGTGGTCTTACAGGTTGG
+GGCTCAAATTGGTGTCATCATTTTATTGGTGCTCGGTGTTATTGTCATGTGGAATAGACGATTACAAGTT
+GAAATAAAACACCGAGAGCAGCTTGAAAAAATTATGAAACATATGGCAACACATGATGAACTAACCGGGC
+TTGCTAACCGGGTATTGTTAAAAGATAGATTAAGTACAGCGATAGCGTTCCATCAACGACAATCCCTTAA
+AATGGCAGTATTATTCATTGATTTAGATGGTTTTAAAAATATCAACGATACTCATGGGCATGGTGTCGGA
+GATGAATTGTTGCAACAAGTAGCTCTTCGTTTACAGGGGTGTGTAAGAAGTTCAGATACGGTAGTACGTT
+TTGGCGGTGATGAGTTTGTTTTACTACTTACCGGTCTAAATAGTCCTAATGAAGCGGCCTATGTCGCCGA
+AAAAGTATTAAGGATGATGCAAAAAGAGTTTGAACTATCGAAAACCAATGCCTTTATTGGCTGTAGTATT
+GGTATAGCTATGTATCCAAATGATGGTGATAACGACACCGACTTACTTAAAATTGCTGATACCATGATGT
+ACAAGGTAAAAGCTGCCGGTAAAAATCATTATATTTTTAACTAAAACCCACTTGTAGTGCTTTAATTTAC
+CCATCCGCTTGTTCTGGGGTGACATTAATAATCTTTGCTTTATAATATGCCCAAAATTATCGTAACAAAC
+GTAAAGTAGCGTTTGTTAATAAGTTTAATAGAATTGGTATAAGGCAAAAATACATGCGTAGTCTTTATTG
+TGGTGAGGTGAACGAATCTCACATTGGACAAGAAATAACTTTATGTGGTTGGGTTAACAAACGTCGTGAT
+TTAGGCGCCGTGATCTTTTTAGATTTACGTGACCGTGAAGGTCTTGTTCAAGTTGTTTATGATCCTGATT
+TACCTGAGGTGATTAAAAAAGCCAACACCTTACGTAATGAATTTTGTGTACAAATTAAAGGTAAAGTTCG
+CGCTCGTCCTGAAGGCCAAGTAAATAAAGGCATGAAAACGGGTGGTATTGAAGTACTTGGTCTAGAACTT
+ACCATTCTAAATAAGTCAGCGCCATTGCCTTTAGACTCTAATCAAGTCAACTCAGAAGAACTTCGCCTTA
+AATACCGTTATTTAGATTTACGCCGTGTTGAAATGACTGAACGTTTACGTTTCCGCGCTAAAGTAACTTC
+TGCAGTGCGTAGTTCACTTGAGTCTCAAGGTTTTTTAGATATTGAAACACCGATACTAACAGCGGCTACT
+CCTGAAGGTGCACGTGACTATTTAGTTCCTAGTCGTACTCATAAAGGTCAATTTTTCGCTTTGCCACAAT
+CACCACAATTGTTTAAACAATTATTGATGATGTCGGGTATGGAACGTTACTATCAAATAGTTAAATGTTT
+CCGTGATGAAGATTTACGTGCTGATAGACAGCCTGAATTCACACAAATAGATATTGAGACCTCGTTCATG
+AGTAGTGATCAGGTAATGGAAGTAACGGAAAAAATGATCCGTGAATTATTCCAAGAGTTGCTTGATGTTG
+ACTTAGGTGAGTTCCCGCGTATGCCTTACTCTGAGGCAATGACACGTTTTGGTAGTGATAAGCCAGACTT
+ACGTAACCCATTAGAGTTAATTGATGTTGATGATATTTTAAAAGATGTTGAATTTAAAGTATTTTCAGGA
+CCAGCGAACGATGAAAATGGCCGTGTTGCAGTAATTTGTTTGCCTCAAGGTGCAGCTAAATTCTCACGTA
+AGGGCCTTGATGAATTAACCAAATTTGTTGGCATTTACGGCGCTAAAGGTATGCCTTGGTTAAAAGTGAA
+TGATATTGATGCGGCTCTTTCAACAGGTGTTGAAGGTTTGCAGTCACCCATCTTAAAATTCTTATCAAGT
+GATGAAGCTATCGCTTTATTAAAACGTACAAATGCGAAAACAGGCGATATTATTTTCTTTGGTGCAGACC
+AATATAATGTTGTAACTGAATCTTTAGGTGCACTTCGCCTTAAATTAGGTGAAGAACTTGATTTACTTCA
+AGGTGAATGGAAACCTCTTTGGGTAGTTGATTTCCCAATGTTTGAAGAAGTAGATGGCCATATGCATGCT
+ATTCATCATCCGTTTACTGCACCGACTAATTTAACCGCTGAGCAGTTAGAAGCAAATCCTGTTGGCGCTT
+TATCAGATGCTTATGACATGGTCTTAAATGGCTGTGAACTTGGTGGTGGCTCTGTACGTATTCACAATCA
+AGATATGCAAGCAGCAGTATTTAGAATTTTAGGCATTAGTGATGAAGAAGCAGAAGAGAAATTTGGCTTC
+TTACTTGAAGCGCTACAATATGGTGCGCCGCCACATGCTGGTTTAGCCTTTGGCCTAGACAGATTAGTGA
+TGTTAATGACAGGTGCAAGTTCAATCCGTGACGTAATGGCTTTCCCAAAAACCAATACAGCGGCTTGTCC
+ATTAACTAACGCACCGGGTAAAGCTAACCCTGAACAGTTAAGAGAATTAGGCGTTGCTGTTCTTGAAGTA
+AAGAAAGCTGAAGAGAACAAAGACGAAGAACAAGCATAATTAGGTAACCGTTTATCAATAGATAAATGAT
+AACTACTGTTTGTTATGATTACTGTATATCAGTAATGTTAATGCAGCTATAACGTATGTTTTAGCTGCAT
+TTTTTATGGCATTAATATAACTTACCTCTATTGAAGAATAAGATATCAATCAAAAGGCTCGCTGTTGACA
+ATAATATTAGGAATTGATCCTGGTTCACGCTTTACTGGTTACGGCGTTATCAAACAAGAAAAGCAACGTT
+TTACCTACCTTGGTAGTGGTTGCATTAAAGCGATGAGTCAAGGTGAAGATTTAGCTTCACGTTTGCAAAC
+AATTTTTGCTGGCGTATCTGAGTTAATTATTCAATTCAAGCCAGATATGTTTGCCATTGAACAAGTTTTC
+ATGGGGGTGAATCCTGGCGGAGCTTTGAAACTGGGCCAAGCACGGGGTGCAGCTATTGTTGCGGCAACCA
+ATTCAGGGTTAACCATCGCAGAGTATTCAGCAAGACAAATTAAGCAAGCTGTTGTAGGTACAGGCGCAGC
+AGATAAAAACCAAGTACAGCATATGGTAAAAAGTATTTTAAAGTTACCAGGTACTCCTCAGGCAGATGCT
+GCCGATGCCTTAGCGGTAGCACTATGTCATGGTCATAGTCATACCAGTGCCGCCATATTAGCCGGTCAAG
+CTACAAAAATCGTTAGAGGGCGTTTACGCTAACCCGCTTTTCTATAAATCCCCATCAGCATAGCCGTCAT
+TCCCGAAGTTTCTGATCGGGAATCCAGAAAGATTAGTTCTCAGTCGTGTTTTTGTCTGTGAAGCTAAGCC
+TCTGTGTTCTTCGTTGTGAGTTATTTCGTTTTAAATATTAGGCAACGTCAGCAAAATTCAACTAGGTCAC
+TTTACTGTATAAATATATAGTGGTAGTATCTGATTCATTAATAATAGCCTTTGGTACTTGTTGTGATTGG
+TCGTTTACGTGGCATGCTTGTGGAAAAAAACTCTCCTGAAATATTAATTGAATGTGCTGGCGTGGGCTAT
+GAAGTCACCATGCCAATGACGAGTATTTATGCCTTACCTGAGCTTGAACAGCAGGCAACTATTTATACTC
+ACTTTGTTGTACGTGAAGATGCTCAATTGCTTTATGGCTTCGCCAATAAAGTAGAACGTAAGTTATTCCG
+GTTATTAATTAAAGTTAATGGTGTAGGTCCTAAATTAGCGTTAGCTATTTTATCAAACATGTCTGCTGAT
+CAATTTGTTAGTTGTGTTCGTCACGATGATATTAGCGCCATTGTAAAAATCCCGGGTGTTGGTAAAAAGA
+CAGCAGAGCGTTTGCTTATTGAAATGCGTGATCGTTTGAAAGATTGGCAAGCACAACAAATACACTTAGT
+TAGTGATGATGGCGTGATACCAGAACAACTCTCTGCTGAATTGAGCCAAGAAACTACTTTTGTTAATGAT
+AATAAAGGCGATGCTATTAACGCTTTACTTTCACTTGGCTATAAACAAGTACAGGCAGATAAAGCGGTTA
+AATCCGTATATAATCGCGGTATGTCTAGCGAAAACATTATTCGCGATGCATTAAAATCAATGATATAGCC
+AACGGATTAATCACATTTTGAACTTAGGTAACCTATGATAGAAGCAGATCGCTTAATTGAACCAATTGCT
+TCAGTAGAAGATGAAAGGGTAGATCGTGCTATTCGTCCTAAAATGCTACAAGATTATACGGGGCAACAGC
+ATGTTAAAGCGCAAATGGAAATATTTATTCCAGCCGCAAAAAATCGTGGCGAACCTTTAGATCACTTACT
+CATTTTTGGCCCTCCAGGTCTTGGTAAAACCACTTTAGCTAATATTGTTGCCAATGAAATGGGCGTAAAT
+ATTCGCACTACTTCAGGACCGGTATTAGAGAAAGCCGGCGATTTAGCGGCGCTGCTAACTAATTTAGAAG
+AAAACGATATTCTTTTTATTGATGAGATACATCGTTTAAGTGCTGTGGTTGAAGAAATACTTTATCCTGC
+AATGGAAGATTATCAATTAGATATTATGATTGGTGAAGGACCGGCAGCGCGTTCAATCAAGTTAGACTTA
+CCCCCATTTACACTTATTGGCGCTACCACACGAGCAGGTGCATTAACGTCACCCTTACGTGACCGATTTG
+GTATTGTTCAACGGTTAGAGTTTTATAATGTTGCAGACTTATCAACTATTGTCAGCCGTTCGGCACATTT
+TTTGAACTTAACAATAGATGAGGAGGGGGCATTTGAAGTTGCACGCCGCTCTCGCGGCACGCCACGTATT
+GCTAATCGTTTATTACGCCGAGTACGTGATTATGCCGATATAAAATCGCACGGGGTGGTTAATCAACAAA
+CTGCCGCTGCTGCGTTAGACATGTTAGAAGTTGACAGTGAAGGCTTTGATATTATGGACAGGAAGCTATT
+ACATGCCATTATTGATAAATTTATGGGTGGACCTGTTGGCTTGGACAATGTTGCTGCAGCCATTGGTGAA
+GAACGAGAAACTATAGAAGATGTAATAGAGCCTTTTTTAATCCAACAAGGCTTTTTGCAACGTACTCCGC
+GTGGCAGAATAGCAACAGATAGAGCTTACCAACATTTTGGTATCACTAAAGATCAAACTAAAGACTAAGC
+CCCATAGTTTTTGCTCTTCCTTATAAGTTGTTATTTTATCCGTCAGTGTCTATGCTGGCGGAGACTACTT
+CGACTCCCCTTCAAAACTCCGTAACCGCTTTCTCATTAACAAACTTCCCTTAATAAGAAGAACTTTCCCA
+TGAATGGGAAAGCAAAAAAGCTGTATTTTCCCATTCATGGAACATTAGTTTGTATAAAACCTTTAACATG
+TAAATTTAAGTGATACTTATCAAGTGGTTATTAATTGTGGTATAGAGGCTGCAGTAAGTCTTAGTAAGAA
+GATTTGTTGGAGAATTACCCTTGGATATCGCCGTTAAAAAACAAAAGAAAACCTTACTTAAAAGAGTGTG
+GCCGTTGGCTCTAGTCATAGCCATTCTCGCTATAGCCTTAAACTATAGTGCCTTTTTGCTACAAGCAGAC
+TACGTTATTGATGATGATACCTTGGTATATGGCGAAGTTAAGCAGGGACCGTTCTCTATTTCAGTTCGAG
+GTGCTGGTTTACTGGTGCCAGATAAAATTAAATGGTTAGCAGCAAGTGTTGACGGCCATGTTGAACGTGT
+TGTTGTAAAACCAGGGAAATCGGTGAAAAAAGGAGAGCTAATTATTGAGCTTAGTAATCCAAGATTAAAA
+CAATTGCAGGAAGAAACTAAGTGGGAGCTTGAAGCTATTATTGCAGAAAGCAAAGCGAGTCAGGCTGAGC
+AAAAGTCGGGATTACTTTTTCAAAAAGCACGCATGCTTGATGCCAAGCTAAACTATCAGAGTAGTAAGTT
+AAAGCTCGATGCCCAACGCGAGTTATTTAACAATAAAACCGGCGCGGTTTCAAAAATTGATTATGAAAAA
+ACTAAGTTAGAAACCCAACAGTTTAATCAACGCTGGAAAATTCAAGAAGAAGTGCTGGTTAGCATGACCG
+ACAATATTGTTGTTCAAGACAATGCCCATAATTCACGTATCAATAAAATGCGCAAAACACTTGAGCGAGC
+TGAACAACAGGTTAAAGACCTGATGATTTATGCCAGTCTAGATAGTGTTGTTCAAGATGTCTCTGTTGAA
+CCAGGGCAGCGCGTAAATATGGGCAGCAATTTAGCTAAACTTGCTCAACAAGACTCACTTATTGCCGAAT
+TACAAGTTGCAGAACTATTAATTGGCGAAGTCAGTATCGGCCAGCTAGTCACTATTGATACACGTAATAA
+CACAGTAAGTGGCATTGTTGCTCGCGTAGACCCCGCCGTTGTTAATGGCAATGTACAAGTAGATGTAACC
+TTCACAGAAGCATTACCCAGTGACGCAAGACCCGATTTGAGTGTCGATGGTGAAATCATGATCACAGATA
+TTGCCGATACCTTGTATGTGAGTCGTCCTATCTTTTCGCAAAGGCAATCTAACACAACCATTTACAAGTT
+AAATCAAGATGGCAACTTAGCACAGCGTACACAGGTTAAATTAGGTAAAGGCTCTATAAACCAAATACAA
+GTAATTGAAGGGTTAGCTGTTGGAGACAGAGTGATCATTTCAGATTCAAGTAGTTGGCAAAAATATAAAA
+AAGTTAGAATTAACTAATACTAAGCTATAAAAACACTTACCGAACAATATACCCGTTCCACTTGAAGATG
+CATGATTCAGCTGGAATTATAAACGCCTTTAGGCAAGGTATTGATTGAAGAGAATGGTTGTTTCCTTGTC
+AAAATCAATAACGTAGCATAAAGCGTTTATAAACCAGCCCCTTGGGGGAAGGCTGAGCAAATCATACTCA
+GCGTTACTTTTCTTTTTAAGGGAATAACCCTTAATAAAAAAATGTGCCTTGATTATGAATCGCTCAGACT
+TCCTGAAACGAGCATCTTCAAGTGGAGCGGGTATATATGATAAATAACAGATCATAAGGACAGATTATGA
+GTAATACATTAATTAAATTAGAAAACATTCAAAAAGTATTTTTTACCGATGAAGTAGAAACCCATGCGTT
+AGCAGACATAACGTTAACTATTAATAAAGGTGAATATGTCTCAATTTCAGGACCTTCTGGTTGTGGAAAA
+TCTACTTTGCTTTCGTTATTAGGCTTATTAGATGCTAGCACTGAAGGCTTGTACCAGTTGGCTGAACATG
+ATGTTTCTAATATATCTAAAAAAGAGCGTGCCCGAATTCGTAATATGGAAATTGGCTTTATATTTCAATC
+TTTCAACTTGATCAGTGACCTTGATGTTGAAGAGAATGTTGAATTGCCACTTACTTATCGTAAAGATCTA
+AGCAAAGACCAGCGTAAGGCAATGGTTAAGGAAGCATTAGAAAAAGTGAATATGTCGCACAGATCTAAGC
+ATTTTCCTTCGCAACTTTCTGGTGGCCAACAGCAACGTATCGCGGTAGCACGCGCCATCGTTGGGAAACC
+TTCAATTATCCTTGCTGATGAACCTACCGGAAATTTAGATTCGAAAAATGCTGAAGCAGTAATGGAACTT
+TTAGACTTATTACATGCAGAAGGTGCCACTATCTGTATGGTGACACATGATCCTCGCTCAGCGCAGCGAG
+CTTCTCGTAATATTGATATTTTAGATGGACAGGTGATTAGTGATAACTCGTTAACCAAAGAAAATAAATC
+AAATGACACTGTAGCAGCTTAGGGAGAATGATTATGATATGGCAAGATTTTAAATATGCGATCAGGTTGT
+TATCAAAAAAGCCTGGCTTTACTGCGCTTACTACTTTAGTGATGGCAACAGGCATAGGTTTGAGTGTTTA
+TATGTTCTCGTTTTTTCACACTATTTTGTTTAAAGACTTAGACTTTCAAGATGGGGCCTCTCTCGTCATG
+GTCAGTGGCTCTATAAATGGCAAAGAAGATGCTTATAGAATTAATGCCTTAGATTATGCTGAAATCAAAA
+GTAGCGTAAAGGGTTTAAAAGAGTACGGTGGTTATAACAACGCTAATGTTGTTGTTTCAGCAACTGAAGG
+GGCGATAAGATTTCCGGCGATAATGGCACAAGCGAATATATTTCAACTGACTCGCACAAAGCCTATTTTA
+GGACGAGAATTTAGGGCTGAAGATGAAAAATCTGGCTCTGAAAAGGTTGTTGTTATTGGTTATGATCTTT
+GGCAAAACCAGTTCAGCGGCGAAAATGATGTACTCAAACAAAACATGCGCATTAATGGTGAAAAACACAA
+CGTGGTGGGTGTGATGCCACAAGGATATTTGTTCCCTCGAAATGCCCAGATATGGTTACCTTTACAAATT
+GATCCTAAACAATTAGTCCGAGAAAATAGCACAACATTACATGGTTTAGCACACTTAGAAGATGGCGTGA
+CTATGGCTGAGGTAAATCGTGAACTAAGCGTTGTTATGAAACGAATTGAGAATCAACACCCACAAACAAA
+TACTGGTATTAGTGCTCATGTCACATCAATTCCGGGTGTTGGTGGCGCTGATGGTGCTCCGGTCATTTAT
+ACCATGCATACTGTTGCCTTGTTAATTTTGCTGTTGGCGTCGATAAATGTTGGAAATTTATTATTATCGC
+GCGCATTAGAGCGTGGGAAAGAAACAGCAATTAGAGTCGCGTTAGGCGCACCTAGGTCACGATTAATTAT
+TCAGATGTTATGGGAAAGTACCATAATTTGCACGCTTGGCGGAATGATAGGTTTTTTAGTTATGGCCTGG
+GGCTTGGAGATTACAGAGCCAATTGTAGCTACTTTTTTTGCAGACCCATTAGCATTTTGGTGGGACTTTG
+GCATTGATACTTATACGGTAACACTGTTTTTAACCATCCTTATTAGCACTATTTTTGTCACCGGATTTTT
+GCCTGCTTGGAGAAGTACAGGGGGTGACTTTAATGCCGTACTACGAGATGGTACTCGAGGCGCACAAGGG
+AAGAAGGCAGGTCGCCTGAATCGTTTTCTGGTTATTAGTGAAATATTTATTTCTATGACGGTATTAATAT
+CCTCTGCCGTTATGGTGCAATCTGCTTATGAGCAAACCAATAGTGATATGGGGGCTGATACCGAAAATAG
+TTTAGTGGCAAGTGTTTTATTACCTGCAGCGAATTATGATACGGATGCTAAAAAGGCACACTTTGCCAAA
+ACGTTGCAATCACGTTTAGAAAACAGTGCTTCAATTGAAGCGGTAATGTTAGCAACGTCGTTACCAGGGC
+ACTATAGTTCAATCTCGAAAGTCATTATAGAAGGTAAAGAATATAGCAAGGATAGTAACAATAGTTATCC
+GAGTGCTAATGACATTGCCACTATGCCAGGCTCTTTGGCAAAGCTGGGCGTTGAATTACGCCAAGGGCGT
+TATTTTAACAATAGTGATGATGGTTTGGCTAAAGCGACAGCTTTGGTTTCAGAAAGCTTTGCCAAGCGCC
+ATTTTCCTGAGCAGGGTGCTTTGGGGAAAAGGTTTCGTTTAGCGAAGACAACGCAAGACAACATTGAATG
+GGTGACTATTGTCGGCATAGTTGAGCATACGATTCAAGGTAACAGAGACGGCGATGCAGCAAGTATGCCT
+GCAATCTATAGACCGTTAACTCAAGCACCACGAAATCAGCTTACTATTGCAATGCAATTAAGTTCAAAAG
+GAAGCCTTGCGGTACAGCATTTGCGTAAGACTTTACAAGGTATTGATAGTGAACTAGCTTCATACCGTAT
+TGAAACTTATCAAGCAAGTAACGATAGAATTACAGCGCCGGTAGTTTTTATCAGTAGTTTAACGGCAATA
+TTTGCTATCGCAGGTGTGGTGCTAGCAGCAAGTGGTATTTATGGTGTTATGGCAAATATGATAAGCCAAC
+GAACGCAGGAAATAGGCATTAAACGTGCGTTAGGTGCTGATGAGCAAAGAATCAGCAGAGAGTTTGTCTT
+TGCTGGTGTGAAATTATTACTTTGGGGTGGTATACCCGGTATTGTAGCCGGAGGTTTTATGGGCTTTGCT
+ATGGCGCAAATGTTTGGTACTTCATATTCGTCACTAGTATTAATAGTAATTATTATGGTGAGCATAGTGG
+TTGCTACTGTGCTGATAGCGACTTACTTACCAACAAAAAATGCGTTAAGGTTAGAGCCAAGCCAAGCATT
+ACACTATGAATAATGGTAGATAGCACCTACTTTGAAAATTAAGCAGCTAAGAGTATATATTAACTGCTTA
+ATTATATTTTTTTAGTGTTGTTATTTATGTAAGACCATGGGATTTAAAAGAAAGAAACGATGAATAAAAA
+CATTCTATTAGTCGATGACGACCTAGATATTCTGTCAGCCTTAAAGATTTTACTGGTACCGGAAGGTTAT
+GGCGTGAACCTTTGTCAAACACCAAGCTCAGCTTTAGCTGCGATTAAAAAAACGCAATTTGATTTAGTAT
+TAATGGACTTAAATTACTCTCTTGATACCACCTCTGGGGAAGAGGGACTGACACTCATTGCGGACATTAG
+AAAACTTGAAGACGACTTACCTATAGTGGTTATGACTGGCTGGGCAACAGTTGAGGTAGCAGTAAGTACT
+ATGCAAAATGGTGCAAATGACTTTGTTCAAAAGCCTTGGGATATTGAACGTCTTATCAGTATTATCAATA
+ATCAATTGAAATTAGCGAGTAGCGAAAAGAACTCGCAAAGACTCACTCAACAAAATCAACTATTGCAGCA
+ACGCCTTGATAGTGAATTTAAAGGTGAAATCATAAGCCAGTCACCAGTTATGCAAAAAGCATTAGTTTTG
+ATTGAGCAAGTAGCACAAAGTCATGCCTGTATTTTGCTGACAGGGGAAAATGGTACCGGCAAAAGTATGT
+TTGCCCGTTATATCCATCAACACTCAAATCGAAAAGACGCAAACCAAATTTCGGTCAATATGGGGGCAGT
+GAGTGAAACCTTATTTGAAAGTGAGATGTTTGGCCACGTAAAAGGGGCATTTACTGACGCTAAATCGACA
+CGCATTGGTCGCTTTGAATTGGCTGATGGTGGCAGCTTATTTTTAGATGAGATAGCCAATACTCCCTATT
+CACAACAAGCTAAATTATTACGTGTTTTAGAAGATCAGCAGTTTGAGAAAGTGGGAGCGAGTAAAACCCA
+GTCGGTCGATGTGCGTTTAATTTGTGCGACTAACGCTAACTTGAATCAAATGGTAGCAGCGGGAGAGTTT
+CGTAAAGATTTATTATATCGTATTAATACTATTGCCATTGAAATTCCAGCATTAAGACACCGAAAGGAAG
+ATATTGTTTTGCTTGCTGATGCTTTCTTAACTCAATGGGCAAATAAGTACGGCAGAAATAAGTTGGTTTT
+AGATGAACAGGCGAAAAATGCCTTAGTTAGTTATGATTGGCCAGGGAATATCAGGGAGTTAAACCATGTG
+CTCGAACGAGCACAGATATTATGCCAAGGTGTTTTTATCAATGTAAATGACTTGGGCTTATCAGTTAATA
+CTACGCAAACTGATACCGCTAAGGTAGATGTTAAGCAGGGAGAGTTTACAGAAAAGCAAACCCTAGATAG
+TTTAGCTGATTTAGAATTAACCATAATTGATCAAAGATTGAAGCACTTTGATGGTAATGTACTTAAAGCA
+GCTAAATCACTGGGCTTAAGCCGTAGTGCTCTTTATCGACGATTAGATAAAATTTAAATCAGCTGCTATA
+AAAGTCAGTAGCAGGCAAAGTAGTCGAGTGTAACAAAGACAATATGAAACAGAATCAACAAAATAAGAAA
+TCATTTGAAGTACAGCTAACTCAGCTATTCTTATTTACCTCTTTGCCGCTATTTTTCTTGCTAATTGGGG
+TGATGATATATGCGAATATATCGCTATATTTGATTTTATTAACCATGCTTATTAGTAGTTTAGTGATTGT
+TTATAGTCACAGTAAACTTCACCAAAAGTCAGCTTATCAATTTCGAAGTTTAAGTAATTTACTCGATGCT
+ATGGTACAAGGCGATTATAGTCTGAGAGCCCGTATTAGTGATGGTGATGAAGCATTAAATGAATTAGTTG
+ATTCGATAAATAGCCTTAGTTTACGCCTTAATAAGCAAAGAATTGAGACGACAGAAAGTCAATTGTTACT
+AACTACTGTAATTAACCATATTGATGTCGCTATTCTCGCTTTAAATGAGAATAATGAATTGGTCTTGACT
+AACCCCGCCGCAAAAAAATTATTGCAAATACCTGCCGAGCAGCAAGAATTTGACTTAATTGAATCATTCT
+CACAATTTAGTCAAATCGCAGCAATGAACAGTGGTAATAGCCAAGTAATGTCGCTTTATTTTGCTAATCA
+GCAAGGTAAGTTTAATGTTCACCTTGAAGAATATCGCGAAAATGGCAAACCACAAAAGTTAGTGTTTATT
+ACTGATGTTAGCACTATGCTTCGTAGTGAAGAGCGAAATGCATGGCAAGCGTTAGTGCGGGTTATTAGTC
+ATGAAATAAACAACTCTTTATCTCCTATCGCTTCAATAAGCCAAAGCTTAAGGCGCTTACTTGCCCGACA
+AGAGAAACTTGAAAACCATAAAGAATATCTGGTTGAAGGCTTATCTATCATTTCACAACGCAGTAATAGC
+TTAACTGAGTTTGTTAATAGTTATAAGCAAATAGCCAGTTTACCTGAGCCAAAAAAACAGCCAAGTTCGG
+TACTGGAATTAGTTAATAAGACGGTAGCCTTATACCCGGATGAATGCATTGAAGTACAAAACATAGACGA
+CATCACTTTAGTTCTTGATGCAGTGCAATTTGAACAAGTGCTTATTAACTTGGTTAAAAATGCCGTAGAA
+GCGGTAAAAAGTGCTGGTGAAGCAGGTAAGGTTGCAATTAGCGGGCAAGTTAATGGAAAGGTATTTAGTT
+TGTCATTAGCGGACGATGGCACAGGTGTAAGCAATCTAGAGAATTTGTTTGTGCCTTTTTATAGCACAAA
+AAGTAAAGGCTCAGGCATAGGTTTAGTCTTATGCCGACAAATTATTGAAGCACATGGCGGCAAGATAACC
+TTAACAAATAGACTAGGTGTCAGTGGTTGCATAGCAACCATAGAGTTACCCCTGTGATACATGTCTTATT
+GTCTTAATGTCTTATTTATTAGTATTAACTATAGTGTGAACTCTTAACTCTTTATTTTGGCTGACCGGTC
+AGTTCATCGAAAGACTTAACGATGCGGACGACTTTTCCATGCTTTTATAGTTTGGTAACGCCAAAACGAA
+TGTATAACGAAGTAACCTAAGATAGAAAAAATAACAGCAAGTACACCGCAGCCAACTAAAAATGCAGGAC
+CTATGGTTGATAAGCTATCGAGTACCCATTGCCAACTTGCTTGAAAGGCAAAATCTTCTTCAGGGACTGC
+TAATACCCATGTGCCAACCAAATAACAGGCGTAAAATATGAAAGGCATGGTCAGCGGATTTGTTATCCAA
+ACCAATGCAATTGATAGCGGTAGGTTTGCATGTACTATAATGGCAATACCGGCCGACAAAACCATTTGAA
+ATGGCACCGGAATAAAAGCAAAAAATAAACCAACAGCAAAAGCTTTAGCGACAGAGTGACGATTTAAGTG
+CCAAAGGTTGGGATTGTGTAGTAAATCGCCAAAAACTTTCAGATATTTGTTTTCTTTTATCGTTTGATGA
+TCTGGCATCATACGTTTTATGGTTTTTTTGGGCATATACTTCTACAGGTGCCTTAGCTAAAAATTAGTGT
+GATGAATAATTTACTTAGCAACATATATATTAAGTAAATATATATGTTGCTAAGTAAAGCAATCGTAAAT
+GCCAATAAGGCGTTCGTTCGATAATTTAACCACTAAACATAAAAGGATTTATATCACTATGGATTGGTGG
+TTACTGACATTTTTTCTTGGTGCTATATTGTCCCTATTTTTGCAGGAAGTGCCAGCGCTTTTTCAGCTAT
+TTTTACTTCTTTGTCTCGCTATTGGCTTTTATTCCCATAAAAAACTACGTTATAGCTCAGGATTATGGTT
+TGGCGCTTTATGGATTTTAGCTCAAGCTTACCTCTATCATAACCTGTTACCGCCACCTCTTATTGAACTA
+ATGGAAAATAAACAAGCATTTTTTATTGAAGGTGAGGTACTTAGTATCCAAGTTAAGCCACCGATCATGT
+TGAGCGAACATATAAAGGAAAGCGCTGTTCAACAGAAAGCTAATTCCACTAAACGCTTTAATTTTCTCGT
+TAATAAGATAAATCAACAGCTACTTGAATCCCCAATTACTATTAGGCTAAGTTGGCAAAAGTCGACTATT
+GACCTTGCTCAAGGTCAAAGGCTCTCTCTTAACGTTAAAGTAAAGCCAGCCCATGGATTAGCAAATATAG
+GCACGTTTAATTATTTAAGTTGGCTCAAAGCACATAACATCGTCGCAACAGGCTATGTGGTTAATCCGAG
+AAAGAAGAAAAATTCAAATTATCAAGAAGCGGAAGACTTAAAAAGCTTAAAAGCGAATAAATTGCTAATG
+GCAAATATCACAATGAGGCAAGCACTATTTGAGCACTATCAAAGCCTTACTCCAAATCATAAGCTTACCC
+CCATTTTATTGGCATTAGCCTTTGGGGAGCGTAGTTCACTTAATACCGAGCTTTGGCAGACACTACAAGT
+GACAGGTACTAGTCACCTTATTGCTATTTCGGGTTTACATATAGGGTTACTTGCTGGTAGTGCGTTTTTT
+ATTGTGATGTTTTTTTTTCAATATATCCCATTGAGAAATCCTTGCTGGCAGCACATTAACAGCCGTTATA
+TTGCTATTGCTGTGAGTTTGTTACTTGCAACTGCGTATGCATATTTAGCGGGTTTCTCTCTTCCAACCCA
+ACGTGCTTTGGTGATGTTAAACTTGTACTGGTTAAGTCGCGTTGTTGGCATAAAATTCTCTGCGAAACGT
+TTAATTTTAGTGACAATCTTTATTTTGTTGATTATCACTCCTTTTAGCTTATTAACCGCTAGCTTTTGGT
+TATCTGTTTATGCTGTGGCTATTATCTTTGTATCACTATGGCGATTTAAAGCATGGATGAATAAGGGTCC
+ATATCTTTGGCGTTTCTTCAAAACGCTATTTATTATTCAAGTAGCACTTACCGTGATGTTAATGCCGATA
+ACTGCATTATTTTTCCAAAAGATATCCTTAGTTAGTTTATTTGCTAATATCATTGCTGTGCCTTGGATGA
+GTGCTTTTAGCATACCTACAGCACTCATGTCAGTGGTCTTGATACCGATAAGTGAGTCATTAGCGCAATG
+GTTTATGATGTTATCTCTGCAATCGTTAACCTGGTTGTGGTTTTACCTTGATTTACTTAGTGAGCTACCT
+AATGCAATTATTTCACTTTCATTCGTTCAACAAATGATTGTACTGTTAGTGGGTAATGCTGCTTTTTCAA
+TACTTTACCTGTCGCCATGCCTCTGGACTAGGGGGGGTAAACAAATCACTTTTGTTTTGCTAGCCCTCAG
+CGCGATTGTGTTTAGTTATCATGAGCCAATTATGTCCTCTTTAAATACTTACGCTTGGTCAAAAGAGGTA
+AAAACGCCTAAGGATGCCATTAATTTCCAAGCTGAGTCTGGCTTTAGCTCATGGGAAGTGATTTTTTTTG
+ATGTTGGTCAGGGAACATCGGTGTTAATTAAACGAGATGACCAGGCCATTTTATATGATACCGGAGCAGC
+TTACCCCAGTGGTTTTACTATGAGTGATGCGGTGATACTGCCATTTTTACAATACTCAGCCATTGAGAAG
+CTAGATAAAGTAATATTAAGTCACAGTGATAATGACCATGTTGGCGGCCTTAGGACCCTGATAGAGCATA
+TATCGATTGATGAAATAATCAGTAATGATAAAACACTCTTTAATTCTAAGGCCTTATCACTTAATGCTCT
+CTCAACTACTACGAATTTAGGCCCTAGTAATAGGCGACTTACTGACTGTCAGCCACGTAATAGTTTTTCT
+TGGCAAGGGTTAAGGTTTGACATCTTATGGCCTTTAGCTTGGGATCCTTCCAATGAAAGTGTTAATAGGG
+GCAAGCAAAAAAATGATGACTCTTGTGTTATCTTAATTAGTGATCAATTGGGAACTACACTGCTTTTAAC
+CGGAGACATTTCCTCGAAAGTAGAGCAGAAGTTACTAAAATTTTATCCCCAGCTTAATGCTGATATTTTA
+CAAGTACCTCATCACGGTTCTAAAACATCATCAAGTCAGGCATTTCTTAGTCAATTATCACCTGACGTTG
+CGTTAGTTAGTGCAGGTTATTTAAATCGTTGGCATATGCCCGTCGCTATTGTTCGTCAGCGTTACCATGA
+TAGTAAAATTCAATTGTTAAATAGTGCGGAGCTGGGGCAAATCATCATAACCGTTGATGAAGAGGGAATG
+AGCACACAAAGCTTTACTGAAGATTTACGCCCGTTCTGGTTTAGTCATTAATAGCACTCAGACCTTTTCT
+TTAGGGGAAAATTTGTCGATGAAAATTTTTCAATTTTAGATCTTTGGAATTTGTTCGTAGTAAAGAAAAT
+TCAGATTATCTAACGATATCAGCACTAAATTATTCATTGTTCTTGCTGTTGAACTTATTCTATACCCGTT
+ATCAATCAAGATGCATGTTTCAGAGTGCTTGAGCAATTTCAATTCAAGGCGCTGTGATGAAATAATAGTT
+ATTCAGGAGAATATGCTCCTGCATTCTCTAATAGGCTACATCCATGTAGCGTCCTTATAAATCACAGCAA
+CGATGAGGTGATGTTGTTCAAGCGCTTCTTCGATGGGTTTAAAATGACGTTATACCGCGTTAAATAATCA
+AACCATAGAATGACTATGTTTACATTATTTGCCTTGCCTAAAGTCATTTTAATTCCCACTGAAAACCTGC
+ACTTTGAATGGTAACGGGTATAATTATAGTTTTTGTTGGTTGTATCGCTAATTCACGGTAAAATGCAATT
+TCGATAATGTAAGCATGATAAAAGTAACTATGATTAACGTAAGTATTGTTAATGTTTTATCAACGTTTCG
+TTTAGGCAATTAAAATACTTGAGTAATCTTAACTAATGGCATCATCTCCAAAAACGAACGCCTTATCTTC
+TTCCGACTCAGCCAATGCAACCACATGGCAAAACTTTAAACGACTGGTTAGTTATGCGAAACCTTATAAG
+CTCGGCTTTGTCGCCGCAATCATTGGTATGCTTGGTTATGCAGCTATCGATGTATATTTTCTATCACAGT
+TAAAACCGCTTGTTGATGAAGGTCTCTCTGGGGCTAATGCTAACTTTATGAAGTGGGCGCCATTGTTTAT
+TATTGTGGCCTTTACTGTTCGCGGTATAGCTCACTTTATTGCTAATTATTGCCTAGCTTGGGTCGGCAAT
+AATGTCGTTGCTGATTTAAGACAAAAACTTTTTGAACATATCATGTCAATGCCCGTGGCTTTTCATGATC
+AAACATCTACCGGTTCACTTATTTCAAAAATAACCTTTGATACCGAGCAAGTATTAAATTCGGTGAGTAA
+ATCTATTTTAACCATAGTGCAGCAAAGCGCCTTTATTATTGGTTTACTTGGGTTGATGTTTTATTACAGC
+TGGCAGTTATCATTAATCTTTCTATTGATCACGCCTATTATTGCTGTGATTGTCAGTGTGGTATCAAAGC
+GCTTTAGAAAAGTGAGTAAAAATATTCAAGGGGCGATGGGAGAGGTTACCACAGCGGCAGAACAAACCTT
+TAATGGCCACAAAGTGGTATTAACGTTTGGTGGTCAACAACGAGAGTTCTCACGTTTTGCCAAAATAAAT
+AAACATAACCGTCAGCAGCGCATGAAAATGCGGGCAACAAAATCAGCCAGCGTACCCATTATTCAAGTAA
+TAGCCTCATTTGCTTTAGCTTTTGTTTTCTATGCCATTACTTCAGATAGTTTACGCGACAGTATCTCTCC
+AGGTACTTTTGTCAGTATTATCACGTATATGACCATGTTGCTAAGACCTCTGAAAATGCTAACTAATGTC
+AATAGTGAATTTCAACAAGGCATGGCGGCTTGCACCAGTATCTTTTCGATACTCGATCATGAAAAAGAAA
+AAGATAATGGTGACAAACAACTTGAAAGAGCTTCAGGAACTTTGTCCTTCAAACATGTTGATTTTTCTTA
+TAAAAACACCAACACCATGACAACAAGCGATAAAGAACAAGACACTAAACTTGCGTTAAACGATATTACT
+TTTGACTTAGCGCCTGGTGAAACCTTAGCGTTAGTTGGACGTTCAGGCAGCGGTAAATCAACGGCCAGTT
+CATTATTATTACGCTTTTATGATGCCACACGCGGTGAGATATTAATTGATGATACTAATATCGAACAATT
+TCAGTTAAAAGATTTACGTAAACAGTTTTCTTATGTATCTCAACAAGTCGTATTGTTTAATGATACTTTA
+GCCAATAATATTGCTTATGGTAAACCTGAAGCGACTGAAGCTGAAATTATCGAAGCAGCTAAAAGTGCGC
+ATGTGATGGAGTTTGCAGAACACATGGAGCAAGGGCTTGAAACTAATATTGGTGAAAACGGTGCTTTACT
+TTCAGGCGGTCAACGTCAACGTGTCGCTATTGCGCGCGCTTTATTGTGTGATACGCCATTCTTAATTTTA
+GATGAAGCAACCAGTGCGTTAGATACAGAGTCGGAACGTCATATTCAAGATGCGCTACAAACATTACAGC
+AAAATCGTACTTCAATTGTTATTGCCCATCGATTATCGACTATTGAAAATGCAGACAAAATAATAGTTAT
+GGAGCAAGGTAAAATTGTCGAGCAAGGTAACCACCAAAGTTTACTTGCCAAACAAGGTGCTTATGCCCAG
+TTGCATAGTTTCCAATTTGAATAAGGAAGAGGTGGTATGCGCTTAATTGAGAAAGTTTGGTTTAATGACC
+ATCCGGCTAAATGGCTGTTAGTACCAATGTTACTGCCTTTATCTGCGTTATTTTGGCTGATCAGTACATT
+AAGACGTCTCAGCTATAAAATTGGCTTATCAAGATCATGTCAGTTAAGTAAGCCTGTTATTGTTGTGGGT
+AACATCGGTGTTGGCGGCAATGGTAAAACGCCGATAGTTTTATATTTGGTTGAACTGACTCGTTTACTCG
+GTTTAACGCCAGGCGTCATTTCTCGAGGTTATGGCGGTAAAGCGCCTCACTATCCTTATTTGCTTGATGA
+AAAGTCTACCTCTATAGAAGCCGGTGATGAGCCTATACTTATTCAGCAACGTTGTCAGGTTCCTATTGCT
+GTCGGTAGTGATCGTATAGCGAGTGCGAAGTTACTTATTGCTCAAGGCTGCGATATTATTATTAGTGATG
+ATGGGTTACAACATTATCGTTTAGCCCGTGATTTAGAGCTAGTGGTTGTCGATGGCAAACGTTTATTTGG
+TAATGGTTTATTATTACCTGCGGGCCCATTGAGAGAAGGGCTGTGGCGTTTACCTAAAAGTGATTTAGTT
+ATTTATAATGGTAAAAATGATCAGGATTACCAGGAAAAGAATTATCCGTGTATGCACATGACATTGGCAG
+CAACAGAGCTGTGTAACCTACTTACCGGTGAGCGCATCTATTTAACGGATTTTATTAGATTAAATGATTC
+GGTTAATGCCATTGCAGGCATTGGCGCGCCACAGCGATTTTTCGATACACTAAAAGAGCATCAATTTAAG
+GTCATTAATCAGCAAAGTTTTGTTGATCATCATGCTTTTGTCCTTGCTGACTTCAACGAATTTGATGATA
+ATATACCATTATTAATGACTGAAAAAGATGCCGTTAAGTGCCATGATTTTTGTAAAGAAAACTGGTGGTA
+TTTACCCGTGGATGCCACTTTTAGTGACGCAGATAGACAGTTAATCATCGATAGAACTCAAATCGCAGTA
+CAATCAGTTATACAGTAAACAATATAAGTGGCAATACATTCACTAATACATTCGGTAAATGAAAATATTG
+CTCATCGATTAAATATTAACCAGAGAGAAGTTAACATGGCTTTTGATACAAAATTAATGGAAATCCTTGC
+CTGCCCAGTATGTAAAGGTAAGTTAGATTATGATAAAGCAGCGCAAGAGCTTATTTGCCACTTTGACCGT
+TTAGCTTATAGCATAGAAAAAGACATTCCCGTATTACTAGAAAATGAAGCGCGTGAAATTAATGCTAACC
+AGTCTACTGAGCAGGATGGTTAATCATGACTGCTAGTGACCCTTCAGTATTGAGTAAACCAGCTACTGGT
+GATACCAGCTTTGTTGTTGTTATCCCTGCTAGATATCAATCATCTCGTTTGCCAGGTAAGGTGTTAGCCG
+ACATCGATGGCAAACCGATGATCCAATGGGTTGTTGAAAAGGCGCAATTAAGTGGTGCTCGCCAAGTCAT
+TGTTGCGACAGACAATGATGAAGTTGCTGCAGTAGTAAACAGTTTTGGCGCTGAAGTGTGTAAAACACGT
+GCGGATCATCAATCGGGCACTGAACGTCTTGCAGAAGTCATGGAAAAATATCAATTCAGTGACGATGAAA
+TCATTGTTAATGTACAAGGTGATGAACCTTTTATTCCGCCAGACAATATCGCACAAGTAGCGAATAATCT
+AGCTAACCAGCAACAAAGTAGTCATGTAGCACGCATGTCGACCTTGGCTATTAATATTGACTCTGTAGAT
+GAAGCGTTTAATCCTAATGCCGTTAAAGTAATACTTGATAAAGATGGTTATGCCTTATATTTCTCTAGAG
+CAACTATTCCTTATGATAGAGAGCGTTTTTTAAATTCAGATGCTACTACAGAAGAAAATATTCGCGCAAT
+AGGTGATTTTTACTTAAGACACGTCGGCATTTATGCTTATCGCGCTGGCTTCATTAAAGATTATGTCAAT
+TGGCCCACAAGTGAATTAGAACAAGTTGAAGCGCTAGAGCAGCTAAGAGTTTTATATCAAGGAGAGAGAA
+TTCACGTCGCGGTCGCAAATAGCCACGTACCTGTTGAAGGTGTTGATACTCCAGAAGATTTAGCCAAAGC
+AAGAGCATACGCGACTAGCTTAGTGTAGTTTCATATTCTGTCTACTTCTTAGTAGTAAAAATAAACCTGT
+GAGGCAATACTGTCTGACAGGTTTACTTTTATTGATATGATTAAACTTTGAATGTTTAGCCATTTGCTAC
+AGCAAGTTCATCATGAGTGTTTTGTAAAAAACAGGCACTAAAATCTACTAAATCATGAATAGAGCTCGGT
+AGTTGCTCAATATCAATGGCATCAATTAAGTTTTTTACTTCTAATCCCAGTTCAGTATCACCTTCAATTT
+TTAAACGACGTTGAAAAAATAAGGTATCAGGGTCTTGTTTACGCCCTGCAATGAGCACCAAGTCATCACC
+GTTAGCACTAAAACTGACATCTTCAGCAATATTATCTTTAGGCGAGGCCATGATTAATTGGTCTTGATCA
+AAACTTAACCACCAATTTAGTTGTAAATCCAGGATGGAAATCTTTAGCCATTTGTCTTGTAAAAACTCAA
+AGTCACCGTCGGTAATAGCTTCACTAAAAATAGAATGTAGTGCTGGAATAAGTACAGACTTTTGCGCGCT
+AAACGGTACAAAACGTAAACTTGGCTGCAATATTTTTGGCATTACCTTGATCAATTTCTCCTTTAATCGT
+AACGGTATTTGTTTCTCAACTAACGATAAAGAGGGAATAATACTGGCCGTTATCGATTGTGTAAAGGGTA
+ATAATGAAGGGATTTTTAGCACTTTTATTTACTCTGATGCTGCTTATTGACTAGCAAGCATTCTAGCAAG
+GCTAAAAAATAAATTAATATTGCAGATCAAGTTTTCTTTAATACACATCAATAAATCAGAATGATGAACA
+ACATACACTGCTGAAAATTTTTATGTCTAATAATGATGACAATTGGGAGTTGATGTGGAGTTACTTTGTC
+CTGCTGGTAATTTACCCGCGCTAAAAACAGCAATAGATAATGGCGCCGATGCGGTTTATATCGGGTTAAA
+AGATGATACCAATGCCCGCCACTTTGCTGGTCTTAACTTTAATGATGGTAAATTAGCCAAAGCTGCTGAT
+TATGTACATCAGCGAGGTAAAAAGCTGCATGTAGCCATCAATACCTTCGCCCATGCCGGCGGTGAAGAAC
+GTTGGCAAAAAGCCGTTGATAATGCGGTTGCCATAGGCACAGATGCTTTAATTATCGCCGATTTAGGTGT
+GCTAGATTACGCCGCAACAAAATACCCTGATGTTGAACGTCATGTATCAGTACAAGCCTCAACCACAAAT
+CTTGAAGCGATAAAGTTTTTTAAAAACAACTTTGATGTTCAGCGAGTTGTGCTGCCGCGCGTATTGTCTG
+TGCAACAAGTTAGACAGTTAGCTAAAAGTAGTCCGGTACCATTAGAAGTCTTTGCTTTTGGTAGTCTATG
+TATCATGGCGGAAGGGCGCTGTTACTTATCTTCTTATATGACGGGAGAGTCTCCTAATACGGTAGGCGCG
+TGCTCACCGGCGAAATATGTTAGATGGCAAGAAACAGATAAAGGCTTAGAATCTCGCTTAAATGGTGTCC
+TTATAGACCGTTACCAAGAAGACGAAAATGCAGGTTATCCGACACTATGTAAAGGTCGCTTTGAAGTTGA
+TAATAATGTTTATCATGCCTTAGAAGAGCCTACCAGCCTGAATACGTTAGAGCTTATTCCTGACCTAATT
+GCCATGGGCATAGTCTCGGTAAAAATTGAAGGCAGACAACGTAGCCCCGCTTATGTCGAGCAAGTAGCTA
+AAACGTGGCGAATGGCGTTAGACAGATATCAGCAGAACCCAGAGAACTTTACTGTTGAAGGTGCTTGGAT
+GAATACCCTAGCTAATTTGTCTGAAGGTTCACAAACCACGTTAGGTGCATATCACAGAAAGTGGCAATAA
+TTGTCACTCATCTTAAAACTTAAAAACTATAAAATTAGCGATAGCGATAAAATTTAGGAAAAATCATGAA
+ATTCTCTTTAGGACCTAGCCTATTCTTTTGGCCGAAAAATGAGGTGGTAGACTTCTACCAACAAGCGAAA
+GAATCGAGTGCTGATGTCATTTATTTGGGCGAAACGGTTTGTTCAAAAAGGCGTGAACTTCGCGCTAAAG
+ATTGGCTTGGCTTAGCGCAAGACGTTGCCCAAGATACTAATAAACAGGTGGTTGTTTCAACAATGACTTT
+GCTTGAGTCACCTGCTGAAATACAAGTGTTAAAGCGCTTGTGTGATAACGGTGAATTTCTGGTAGAAGCC
+AATGATTTAAGCGCAGTGCAAATTATGCATGAGCTTAAAATGCCGTTTGTCGCAGGGCCTGCGATTAATT
+GTTATAACTTATCAACCCTTAAAGTCTTGTTAAAACAAGGTATGACGCGCTGGTTAATGCCTGTTGAACT
+CAGTGGTGATTGGTTAAAAATACTATTAGAACAAGCGACAGAGGCAGGTATTCGACAGCAGTTCGAATGT
+GAAGTCTTTTCATGGGGTTACCTACCGTTAGCCTATTCTGCCCGTTGCTTTACCGCTCGCTCTGAAGATA
+AAGCAAAAGATGATTGTGAGTATTGTTGCATTAAGTACCCGGAAGGTCGCCGAATGAATAGTCGCGAAGG
+AGAACGAGTATTTGTGCTAAATGGTATTCAAACTTTGTCTGGTTACCAGTATAATCTCATCAATGAAATG
+CCAGCCCTTGATGCAATGGGGGTTGATATTGCCCGCATTAGTGCAGATAGCACAGAAGCTTTTACCCAAC
+TTGATAACTTTAGAGAGCAACTTGTTAACCCAACGAGAAAAGAACTCGACGGTGTCACAGAATGTAATGG
+TTTTTGGCATAAGATTGCAGGCATGTCCGTAGCTTAAAATTAGCGAGAGTTAAATTAGCTGCAATAATTA
+AATGAGAATAATGAGAACACTATGTATACCTTAAACTTGAACCAAATGACTCAGCAAGAATTCTTAGACG
+AATACTGGCAAAAGAAACCTGTAGTAATACGGCAGGGATTTAAAGACTTTGTTGACCCTATTGCTCCTGA
+CGAATTGGCAGGTCTAGCGATGGAGGAGCAAATAGAGTCTCGTTTGGTTCATAAACAAGATGGACAATGG
+CAAGCTGCTTTTGGCCCATTTGAAAGTTATGAACATTTAGGCACTGAGAACTGGTCTCTTGTAGTACAAG
+CCCTTGATAACTTCTCTGAAGAGTCGGCAGGAATTATTGAAGCATTCCGATTTATTCCTCACTGGCGTTT
+AGATGACTTAATGGCAAGTTTTGCTATGCCCGGTGGCAGTGTTGGTCCACACATAGATAACTACGATACT
+TTCATTTGCCAAGGCTCAGGTAAACGTCATTGGCGAGTTGGAGATAGCGGTGAGCACGTAGAATTTGCAG
+CCCACGAAGCGTTATTACATGTCGAGGCATTTGAGGCTATCATCGATGTAGAACTCGACGCTGGAGATAT
+CTTGTATATTCCACCTGGATTCCCCCATGAAGGTATATCCCTTGACACCTCAATGAGCTTTTCTGTCGGT
+TTTCGAGGTAATTCAGCGGTAAGTGTACTTAGTGCTTTTGCTGATCATTTAATTGATAATGAAAAAGGTA
+GCCAGTTATTAACCGATCCTAATAGGCTGGTTACTAGTAATAGTGGCGAGGTAAGCAACAACGATTACGC
+GAGTATTAAGTTGCAAGTTCAGAATCTACTTGATGATGACATTAACTTTAAAAAATTCACGGGGCAGTTT
+TTAACTACCGCGAAACATGATCTAGATATTTTAATACCGGATGAACCGTTTGAGCTTACTGAAGTGAGTA
+ACTTGCTTAACAGTCATGCTATCAAACGTCTAGGCGGCTTACGTGCTTTTTACTTCGAAGATACTATTGA
+ACAGGGTTTGTGTTATATCAATGGTAGTGAATTGGCTTTTTCAGCAGAAATTGCTAATGGTGTGAAACTA
+CTTTGTGACAAAGTGATGTTGTTACCTGACGATCTTAGTGACTGGAGCCATAATGCTGCTTTTGTTGAGT
+TAACGACAGAGTTACTGAACCAAGGTTATTGGTATTTAGCTGAAGCAGAGTAGCTAACTTGGCTTTAGTC
+AATTTTCCTTCTGAAAATGGCACTTATCTGTTTATGTTATAGCTATGTTATTTTTAAATATACAGGGTTC
+AACCGGCATTTAGGAACGCCTTTATTTAAGGAATTGATTAAAGATAATAGTTATTCAGAATAGTATGTAA
+AAACTTACGCTAATCAACTAAAGCGATATTGCGTTATTGTTGAACAATAACGCAATATAAAGCGCTTCTA
+CACTAAACTTGTAGTGATACCTCCCCAAAAAAGTGACCAGTATAAAACTTATAGTTTGCTAAGTTCACCG
+CAAACATTAAGACTAAATTAATATAGCTACATCATCTACAGGTCACAAATATCCCATAAACGCGGATTGA
+CATTAATTGAACTGAGATTGAGCAAGGAAAAGCATTCGTCAAGTATCGATAACTGACAAAATTTAACCTG
+CAGTTTTAGCTCATCGGATCCCACGGCAGCGCTAACCAGAAAACTCCATACTTATGTCTTTATTTCTCGC
+TATAACATGAAAAATTTAGTATTCACATCTGTCCAATCAGGAAATCAAGCTCAAGTAAAAAATGAATGTC
+CCAAACAGAGTCTGGCGAGTGAAATAGAACTTTTTAGTGCACTTCTTACAAAAAAAAGGTAATTAAAGTT
+AGTTTTAGGTAAATTAAATGTTAATTGCTTCGTATTTAATACATTCACTAACCCTATTTTAGTGTGTATA
+TTACTACGAACAATAGGATATTGGTGGCTATAAAGTCACTAGCACAAGGATAACAATGAGAAAGAATAAT
+TATACTTTAATTGCAGCGTTAGTTGCCGCAACATTAGGCGTTAGTACTCTTAGTGGTTGTAACACTATGG
+AGTCTACTGCTAACACTCAATCGGTATTAGTGAATCAAGAAACCGTGGTTAAAAGTCAAAATGATCAACG
+CCAATACCGTTATGTCGAACTTGATAATGGTTTAAAAGTGATACTCGTTTCTGACAGTAGCGCTGATAAA
+TCTGCTGCTTCAATGGATGTACATATAGGTCATATGGCCGATCCTAAAGACCGTGAAGGTCTTGCCCATT
+TCTTAGAACATATGTTGTTTTTAGGGACTGATAAATACCCTAAAGTGGGTGAATACAATGAATATTTAAA
+AGCGAACGGCGGTTGGTCAAATGCTGGCACAGGTCAAGAACACACCAATTATTTTTTTCAAGTAAATCAA
+GACTCATTAGAAGAAGCGACTGATCGTTTTGCGCAATTTTTTATTTCACCTAGTTTAGATTTACAATACG
+TAGACCGCGAAAAAAATGCGGTTAACTCTGAATACAGCATGAAAATTAAAGATGATGCCCGCCGTATTAG
+AGAAGTATTGAAAGACACACGAAACCCTGAGCATCCATCAAGCCAATTTTCGGTCGGTAATTTAGATACA
+TTAGCGGACCGCGAAAATGATGTGCTTATTGATGACTTAAAAGCACTTTATAAAGAGAATTATAGTGCTA
+GCCGTATGTCACTGTCATTGGTAGGTCGTGAAGACCTAGACACCTTAGAGAAATGGGCACGTGAAAAATT
+CACAGCCATTCCAAATAATGGTTCAAAATCTACTCCTGTTAAGGTTAAGCCCTATTTACCTGAGCAGTTA
+GGCGTAAAAATCAATATAGAGCCAATGAAAGATATAAGAAAGCTAACGTTGGCATTTCCTGTTAACAAGT
+CAACTCAGTATTTTGAAGAAAAACCACTTATTATTATCTCATCTTTATTAGGTCAAGAAGGCAAAGGCAG
+CTTATATAGCCATCTAAAAAACCAGGGATTAATAGAATCTTTAGGTACTAGCGCTTATGGTCCAGATGAT
+TTTGAGCGTTTTACTGTAAGAATTACACTGACACCTAAAGGTTTAGCTGATTATCAACAAGTCACTGAAG
+CGGTATTTGCATATTTACAATTGTTGTCAAATAAGCAATACAACCAGCAGTACTTTACAGAACAAGCGGC
+TATCTCAAAAAATAGTTTTGATTTTTTAGAAAAACAGGGGGCAGCAGATACCGCTAGCAACCTTTCAAGA
+CAGTTACAGTATTTTTCACCAAAAAACATTCTCAATGAAGGCTATTTGTATAGTGATTATTCTCACCAAT
+TGATCACTGAATACTTGGCGCAGATAACACCTGAAAAAATGCGATTAGTGTTAATTGCTAAAGGTTTAAC
+AACAGATCAAGTGCAACCTGAATACAATACGCCTTATGCAATGACTAAAATCAATGCAGAAGAGATGAGT
+CGTTATCAATCACCTAAAACCATTGATGCATTTTCGTTGCCAGCACCTAACCCATTTATTGCTACGAACC
+TAACAATGAAAAAATTAGAGTCAGATGCGAGCAAGCCAGTCGTTGCTTTTGAGAAATCAGGCTTTACTTT
+ATGGCACAAGCAAGACACTGAGTTTAGAGTGCCTAAAGCATCTGTTAATGTACAAATTTACTCTGACCAA
+GCAGGAAAAAGTGCGTTATCACGCGCTCAAAACTATCTTTACAGTGCGTTATTAAAAGACAGTTTAAATG
+AGTTTGGTTATCCCGCCAAAGAAGCTGAATTATACTATAACGTTTGGTCTACCAGTGCAGGAATAGGCTT
+TGGCGTAAATGGCTATGATGAAAAACAAGCCATGCTGTTAAGTACAATCAATAAACGCGTTCGACATTTG
+GATATAGATGAAGCGGCTTTTAATTTACACAAAGAGCGCTTAGTACGTAAATGGAACAATGCTAAATTTG
+ACCGTCCATATAGCCAAGCACGTTCAGCATTGAGCCAAATGCAAAGTACTAAAAGCTATTCAGCAAAAGC
+ATTAGCCAGTGCACTTTCAACAGTAACAACAAAACAGTTAGCGCAATATATTAACGATTTTCATAAGGCG
+ATTGAAGTCGAAGTATTGGTACACGGTAATATGCTTAAAGCAGAGTCGGTACAATTGGGCAAAAGCCTTT
+ATGCGCTAAATATGACCGACTCTATAGCTAAAGAACGTGCTAATAAAGTTGTTAAGTTAAACAACACGAG
+TCATGCGTTAGTTCAAGAATTAGTGGTAGATCATAACGATTCGACCATTGTTGAAAGTTACATTAGTAAT
+GATGATTCATTCGCTAATCGAGCTAAATATGGCTTATTTGGTAGCATGATAAACGCTCCTTTCTTTAAAT
+CTATCCGTACCGATCAACAACTTGGCTATATTGTTAGTGGCCGAAATACCAAGTTAGAAAATTTACCTGG
+ATTGTCATTTTTAATTCAATCGCCCAAAGCAGGACCGGTAGAATTAAAACGTCGGATCGATCAATTCATG
+ACTGATTTTAAAGGGACATTAAATGAGATGACCGCTGAAAAATTTAATGAATACAAGCAAGGGCTCATTA
+AAGATTTACAAGCTAAAGATAAGAACTTAAATGAGCGCACACGGTATTACTGGTCAGAAATCAATGAAAA
+AATGTTTGATTTTAATAGCAAAGAAATAATTGTTGCTGAAGTTGAAAAGTTAACACATGACGATATGAAA
+GTGTTTTTCTCTTCAATAATAGAAACAACTCAACCTATTATTGTGCGAAGCTTTGGTACTGCCCATCAAG
+GTGATGACGATTACAAGCAAGCCTTGCACGATAATAGTATTTGTCGTACTGAGCAGTGCTTTACTAACGA
+ACTTACTAAGGTTGTGAGATAACTATTATTGACTAATATAGTGGTGTTGTTTATCTAATTGATCAAAGGC
+TTTTGAATGAACTCAGAAGCCTTTTTTACAACTATCAATCGTCTTATCGACAGAGCTAACTAACCAGGGT
+TATTGTTATTTAGCTGACACAGAATAGTTAGTTAACAATAATAATTAACTGACCTTAGCTTAATGTAAAA
+TTTTAAAGAGTATTACTCTACTTTCAAGCGGTTTCATTATTCACTGATGACACTCGCAGATATCTAGTGA
+TATCAACCTCATCAATTTGTTCGCTGTTCATGTACTTATTGGCATAAGTTAAATAAGTGCCAGAGGTTAA
+AAATAGCTCGAATAAATCAATGTCAATATGTTGATCAATGGCGAATTTATGCAAAATATTAACTGATACA
+CTTAAGGGTTTTGCTTTTTTATAGGGCCTATCAGCAGCCGTTAATGCCTCAAAAATATCAGCAATCACTA
+ATACTCGTTCAGGGATAGTTAATTGGTCAGCCGTTAACTGTCTTGGATAACCCGTGCCAATAAGGGTTTC
+ATGATGTGTTGAAGCAAATCGTGGAACATTAGCAAGCTCAGGAGGAAAAGGCAGTTGTTCTAACATTTTG
+ATCGTACCTATAATGTGCTCATTGATAATATATCGGTCTTCTGCTGTTAATGTGCCACGAGAAACAGATA
+AGTTATATAACTCACCTAAATTAGCAATATGTTCAGGTGCAGACATTTTTATAGCGAGTTTTTCATCGAA
+TTCTACTGGATTAGTTCGTCTAAAAATATGTTCTGCTTTGTCGGTCAATAACTGTTCAGTTACGGGAAAT
+CTCTGTGATTGCGCATCTGTCGGTTGGTGGAGACCTTGCTGTTGGTTTTGTTTTGCTAAATGTAACTCTT
+CTACTGGCGATAAACCTAAAGTATCATCAAAGTGACGTTGCCAAGTTTGTTGAGCAATGAGGTGTAATTG
+CTCAATTTTATCCTCAGCCATAAACTCACTCCCTACATTCGCATTGGCTACAAAAGCAAAGTCTTGTGTT
+AATTGCCTTTGTTGCTCTATCAGTAACTGATGTAGTTGTTTTTGTTGTTCAGGTTTTTCTATTAAAGCCT
+GATAATAATTCACTTCAGCATCTCGCCATAGCACTTCAAAGCGCATTCTTACTTCATGAATACGGTTATA
+TATGCTTTCAAGTTTACTGCCTTTATCAACGATATGTTCAGGGGTAATAATTTTTCCGCAATCGTGTAAC
+CAAGCAGAAATTTTGAACTCACGGTATTCATCATTGGACTTAAACGAAAAATCTTTAAAGGTACTATTAT
+CTTTAACAACTTCATTCACTAACATTAGGCCTAATTCAGGAACTCTATTGCAGTGACCACCGGTATATGC
+CGATTTATCATCGATAGTTTGTGCGATAAGTTGTATGAAAGAGTCCATCAATTCTTGCTGTTTTAGCTCA
+TGGTCTTTAATCGCAACAGACATTTCGACTAATGAATAGGCAAGCTCATCAATTTCTTTAATATTACTTT
+TAACTAAATTGACTTCTTCATATTTTCTGTTTTTAATTTTCTCATTCTCTAATGCAAGTAACTTAATAGG
+TTTTACTATTGGGCTGGAAAAATCCAACTCACAGGCAGCACCAGTAATAAACAAATTGTTGTGATGATGA
+TTGATAATTTTACCTTTGCAGCACTGGGAGCCAAAATAGTTTCACGCGGTACTATTATGGCTAAAAACTC
+TGTTTCGTTAAAATTAGTAGGAGTTAAGTAGATAAAACTCTCGATATTATTTATCACTGATGGCACCAGT
+TGCCCATGACGAAGGGTATTATCGGCTAACGATATTAATTCCGCATAAGGGACTACTCCTTGTTTGCTTT
+GTGCCTTACTTTGAGTAAACCACTTTGCTTTAAGTGCACTTTTTTGTTTTTCCGAAATATTATCTATAGC
+TAGATTAATAATGGTCATTAACTCGGTTTGTGAATCATGTAGCATAAAATGTAAAGAGTCGTTTAGGTCT
+GCTGGAGCAAAACTTACCTCGGAGTGATATTGAATGTTTTTAATAAAAAATTGCTGTTGGATATAACGAA
+AAATAACTTCGTTGTCAAAACCAGCAAAGATCTCGCCCTGTGCCACCGCTTTTAACATCGCTTTACTCGA
+AGGGTATTCAATAATATTAATACTTGGAAAGTGTTGTTTAAGGAGCTTGGTGTTTGACCAGCCTTGAGTG
+ATTGCTAACTCTTTGCCTTGTAATTGACCTAGATTACTTATTTTAGTTACATTTTTCTGAGTGATGATAG
+TAAAGGGCAAGTTAATAAATTTTTCTGAAAATATTCCTCTCTGATTATTTTCTTCTGTTTTAAATACTGG
+TTGGAGTATATCGATGCTGTTGCTTTCAAATTCTTTAACTAACTCAAACCATGTTAAACCATTGGTATAT
+TCAAACGTTAAGCCTGTCATCTGAGAAACTAAAGACAGTATTTCGATGCTATAACCTTTTGGTTGCCCTG
+ATATTGAAAAATCAATAGGGGCCCAGTCAGTTTCATTAGATACTTTTAGCGGTGGAGTGTTTGCGATTAG
+TTGCTTTTGTTTATTGGACAGTGCGATTTTATTGACTTTTATCTTAGCAATCTTAGGTGCATTACCTTGG
+TTACTTGAGATTATCTCCCCTGATTTTTGAAATAAATAGACTTCTTTTTCTACATTACCGTTATGTGCCG
+AACCTTGGTTGGTTAGGTATTGATCAATAGAAGATAATGCAATATCCACCGCAAGGACAGCATCAGAGCC
+AGGGATTTTAGCTGAATAGGTTTGCCCTGGGGCTTGCAAATTTTGGAACATATAGGGATCAGTTTTATGA
+ACTTCTCCCATTTTAGCGTTTAAATACCATAGCCGAACACTAGCGTCATAATCGGTGTTTTCTTCACGGA
+TTATCCGTACAGTAAAGTCTGCATTAAGATAACTAAAAACGCGTTTTCTTTTGCTCGCTTCGCCAGTAAC
+TTCAATGGTAAGCCAGCGATCTGAAATTGAAGCATCGACTTGTGCACGAATTGCTGGACTCGCGTCTAAA
+TTGATTAACTCGTAGAGATCACCATTTCCAAAACCTATATATACTGCATAAAAGTCACTACTAGACTTGA
+GCACTTCTGAAAAAACAGGCCCGACAGAATTACTTACCTTATTACCCTCAACAAGGTCTCCAAATTTGGC
+GAACATGCGAGTAATATTTTGAGCTCTTTTATCGAGTGATTGTAAATGCTCTTGTGTTTTTTGACTCGAT
+AAAGAAAATAGTTGGCTAGCGGATTCAGTAGCCATATTTTTACTGAAGTGATATTGCAAACTGATGGCAA
+TAACGGCAGTAACAACCGTAGCTAAAATGAAAATACTTACTACGGTAAATCGAATAGTGTGCTGTGATAG
+CTTTGGCAAAAATTTCAATATGCTAAGTCCCTTCAACAAAATTATATTTGATAATAACAGCTTAACTTAT
+TTTCAATTTTTTTTTATATTTAATATGAGCTGTTTATTTTACATTTTTACAACTAAATGTTATTAGTTAT
+TGCTTGTTGATAAGCAATGCGGATAATAGCGGCTTATTTTCATTGACAGTAAGGCCTTGCTTGCCAATAT
+GCGCTTAGATAAATTTATTTGTAAAAGTACTGAACTCACCCGAACCGAAGCTAAAAAAGTGCTTAAAAGC
+GGTGAGGTACGTGTTAATAATGAAGTCGCTAAAAATGCGGCAATGCAAGTACATGAAAACAATCTTATTA
+CTATTGATGGTCAACAACTTAGCGCGCGTGGCTCTCGCTATTATATTTTACATAAGATAGTAGACACCAT
+TTGTTCAAATGTTGATGAAATCTACCCGTCGGTATTACATTCTCTTGAGGTAGATAAAGCCTTCGATTTG
+CATATTGCTGGCCGATTAGATGCTGATACCACAGGTTTGGTCTTGATCACCGATGATGGTCGCTGGTCGC
+ATAACGTTATTTCGCCGAAAAAGCAGTGCCAGAAAACATACCGTGTATGGCTACGCAGCGAAATTGACGA
+TGATAAGTTATCTGCATTAGTCGCTAGGTTTGACAGTGGACTTCAGCTACAAGGAGAAGACTCACTTACT
+CGACCTGCAATATTAACGCGGGTAGAAATAGATAATTTGGTTGATGAAGCGTCTTATCGAAGTGAAGTTC
+TACTTACTATCACCGAAGGGAAATATCATCAAGTTAAACGTATGTTTGCAGCGGTAGGTAATAGGGTAGT
+GGGCTTACATAGAGAACAGATAGGAAAAATAACCTTGGGTGATTTAGCCCCAGGTGAGTGGCGTGAATTA
+ACTGAAGATGAAATAACTCAATTTTCATAGCTTTGCTGGACTACTTTCGAATTAGAGCAGTTCATACAGT
+CATATCGCCAGTATTTGATAAAATACTGGCGTATCAGCTACAAAATCACTGGTAGCGACAGGTCTACTTT
+TTATTTAACTCATTAAATTTAGCCATCTGTTCATCAGTTGCTGGCAATTGATGTTTTTCTTTCCATTCAC
+TGTAAGGCATACCGTAAACCTGTTCACGGGCAGCATCTATATCAACGTCAACACCTAACTTTTCTGCTTC
+ACTCACTGTCCATTTACTAAAACAATTACGGCAAAAACCAGCTAAATTCATTAATTCTATATTTTGTACG
+TCTTTGCGTGAGTCTAAGTGTGCCAGTAAACGACGAAAAACTGCTGCTTGAATTTCTATTTCTTTATCCA
+TTTTGTTAACCTTTACTGTGATTGTTTGTTGATAATACTTTATCTTTTTTTATCTTAAGCTTTGATACTT
+TATTTTTTCGACTGACTAACCGCTTCATCAGCAGGTTTTGTCGGATCAAAACGTCTAATTTGCACTATCA
+TGCCTATGTGTGGGTGGTCAAAATAATGAATCTCTCCGGTGATCACACGGCGATCTTGTTTAAAGGAAAT
+TACCTTATTACGACTTGATGTTGTATTTTGTTTATTTGCTAATTTTTGCTTCGCCGTTAATATCGATGAG
+TTATTAGATGAGTCAATAATATTTAACTCGGTATCGATATACAGGTAATGATCTAAGTGCACATTGAAAA
+GCCCATCTATTGACCAAGGCTGAATAGGTGGTGTGGTTTGCTTTTGATTTTCTGTGGTACTATTTACACT
+TAATGGTACTGTTTCTTCCATAATATCAGATGACAGCTCAGCAACCATATTTTTGATATTCTCTTCGTTA
+TTAACGGACTCATTGCTGTTATCGACATTTGTGCTGGCAAAGTTACTTTTTTGATTGTCTACTAACGAAA
+GTTGCTGAAATAGAGTGTCAAGCTGTTGCTGTCTTGCTTGTTGGCGTAATTCTTCTGCTATCGTTAACTC
+ACTGAACGCTGCTGAATTCTCTATCACATTGTTTGTAACATTATCAGGTGTCATGGACGAGGTAGCGTTT
+GTAGTTGCTTGTGCAGCTTCATTGCCAGCTAAATTAATTTGACTACGAATCAGCTCTTCAGCTTGTTTTC
+TTTGTTCTAAAATTACCTGTATTTCAAGTGCCTGTTGCTCAGACACTTGTTGAGCTACTGCTTGTTGGTA
+GCGTAAATCTAAATGCTCACCAGCATATAACTTCATCGCTTTTGATTTTCTTTTACTTTCACCCATTTGT
+CGCCAGCCGAGATGCAATAATGGCGCGTAATTACGTGATCGTTTGATACGGTTAGCAATAGATTTCAAAC
+GAAGAGAATCCTGGCCAATTAAGTAAGGAGTATCACTTGCCCAGGTGATTTCACCATTTTCATCATCGCG
+CCATTGTTCAAGCCCATTGATGGTGTTTGTTAGTTTATCTACGGGGAAACCATCGATGCTAAAGCTTTCA
+AATTGCTCTGAAGTTAAGTGCTGTTGGAAAAATTCAGCAGGGATCACACATAACGGCATTTGGCGATTAA
+TCGGATATTGGTTATAAACCGGTACATCAACCGCGACATACTGTGGTTGCTCGCCTTGCTCCGTTAAATC
+ATCTTTGGCTAAAACTCCAGAGGTGTCATTAGTGACTTCAGGAAGCACAGTTACCGACATCTTAGCTGAA
+GGCATTACACCTTCATTCGCATCAAGCTGAGCCTTATTGATATCTTGACCATTTTTGCTTTCTGATAGAA
+GAGCTGCAGCTTCAGTATCAATACTTTCAGGCCAAAGGTTGTATGGCGTAATAGCTATGTCATACGGTAA
+TTTTGTTTGTTGTTGTTCACAAATGGGCAGTAATTTTTTTAATGAGGCTATATTCGGTTGTAAATAAGGT
+GCTATTAAGTCAATAGCATTTCTTTTTTTACTCGTGAGATCATTCGGGGAAAACTTTTCGGTATTTTTTG
+AGTTATCTGTAACTTGTTTAAAAATAATAACTTCAATTTCAAACCAACGTGCTTCTTCAACTGCCGAGAC
+TTTAGCGCTGTTGGTAGCCAAAGCATTACAACTTGTTAATAAGCATAATGAGGTTAATGCAGGGGTAAGA
+ATTGAATGGTATTTCATTAAAAATCCGTATGTTAAGACAAAAGTGTATCAGTTGAGCTAACTTAATTTTA
+TTTTATTTTTACGTTCATATATACCAATCAAATTAACTAAGTGATCTATTTAAATGGTCTAAATATCCCA
+TAACAGTGTTGCTTTCAATCCCAATAGCCAGCTATTGCTCAATCAAACGCCTTGTTCTTGAAAATTTATT
+CTAATTAAAATTTGAACTATTAATCAATCTAATAGGTATTGCTTAGAGGCTTGAGCAAAGTAAGTTTAGC
+GAAAACGTTACTTGCCCAAGTTTACCATTATACCCGTTCCCATTAAAAGCACTCTAAAAACATGTACCTT
+GTTTGGTAGTGAAAATCTGAGTCATTATTTAGCTAAGTCATTTAAGATATTAGAAATTAAGGTAAAGCGT
+TTTTGAGTATCATCGTTGGCTTTTACAAACTTCAATTTGCTTGCTCCAGCCATGCTATACACTGCTGGAT
+TTTTTTGAATTAAACCAATAATTAGCATAGGGTCAACGCTGGTATCATTACTAAATTCAATCGAGCCACC
+TGTGGCACTCGCCTCAATTCGCGAAATACCAATAGTCTGCGCTTTAAGGCGTAGCTTGGCAATTTGGACT
+AAATTTTTACTTGGTTGAGGCAATAAACCAAAACGGTCAATGAGCTCAACTTGAATATCATCTAGCTCAT
+TTTTGTTTTTACAGCTAGCAATACGTTTATATAAACTTAAACGTAAGCTAACGTCAAAAATGTAATCATC
+AGGTAGCAGCGCTGGTACACGTAACTCAATCTCAGTCTGCGTAGACATTACTTGGTCTAATGATAGTTGT
+TTACCTTCTTTAAGTGCTGCAACGGCTTGATCGAGCATTTCCATATACAAACTAAAGCCAACTTGGCACA
+TTGAGCCACTCTGGTCTTCACCTAATAACTCACCCGCGCCACGAATTTCTAAATCGTGAGTTGCTAAAGT
+AAAACCTGCGCCTAAATCTTCCAGAGAGGCGATAGCCTCTAAGCGTTTTTTAGCATCTTTAGTAATGCGT
+TTTTCATGCGGCGTTAACAGATAGGCATAAGCTTGATGATGCGAGCGACCTACACGGCCACGCAGTTGGT
+GTAATTGTGCTAAACCAAGATGATCTGCTCTGTCCATAATGATGGTATTGGCACTGGGTACATCGATACC
+CGTTTCAATAATTGTGGTACAAACAATGACGTTAAAGCGTTGATGATAAAAATCACTCATGATGCGTTCA
+AGCTCACGCTCACGCATTTGTCCATGGGCCGTGACGACACGAGCCTCAGGCACTAATTTTTGGATGTCTG
+CTGCAGTTTTATCAATAGTATCAACATGGTTATGCAGATAATACACCTGACCACCGCGTGAGGTTTCACG
+TAATACAGCTTCCCGAATTAATGCTTCATCGTGTTCTCGTACAAAGGTTTTTACCGCTAAACGTTTAGCG
+GGTGGCGTGGCAATAATAGACAAGTCACGCATTCCACCCATGGCCATATTTAAGGTACGAGGAATAGGGG
+TTGCCGTTAGTGTTAAAATATCAACGTTACTGCGTAGCTGTTTGATTTTTTCTTTTTGTTTAACACCAAA
+TCGATGTTCTTCATCGACTACCAGTAACCCTAAATCTTTATATTTAATGCTGTTTTGAAGTAATTTATGG
+GTACCGATTAGAATGTCGACTTGACCAGACTCAACTCTCGCAATCACTTCTTTTTGTTCTTTAGGTGTTT
+TAAACCGTGATAATACTTCAGTGACTACCGGCCAATTAGCAAATCTATCTCTAAAGTTTTCATAATGTTG
+TTGAGCGAGTAATGTGGTGGGGACAAGTATTGCGACTTGTTTACCATCATTAACTGCCACAAAGGCTGCA
+CGCATAGCGACTTCTGTTTTACCAAAACCAACATCACCACACACAAGCCTGTCCATGGTTTTTGGCGACA
+ACATATCGCTTACTACGGCATTAATGGCTTGTTTTTGGTCGAAGGTTTCTTCAAAACCAAAACTGTCACT
+AAAAGCTTGGTAGTCTTGTTTATCACGTTTAAAACTATAACCATGGTTGCTGGCACGTTTTGCGTAAATA
+TCGAGTAATTCGGCGGCAACGTCACGGACTTTCTCTGCTGCTTTCTGCTTAGCTTTACTCCAAGTATCAT
+TACCTAGCTTATGCAGTGGCGCATGGTCACTATCAGCACCTGAATATCTACCAATTAAGTGTAAAGAGCT
+AACAGGGACATAAAGTTTGGCTTCGTTAGCATAACTAAGCACCAGAAATTCGGTAACTATGCCGCCATTT
+TCAATGGTCTGTAGACCTAAATATCGGCCAATGCCATGTTCAATATGGACCACAGGTTGGCCAATGGTTA
+ACTCAGCAAGGTTTTTAAATAACGCATCAGCTTGTAAATCTTGCGCTTTGGTACGTCTTCTAGCTTGAGA
+TACATGATCGCCTAATAACTCGGCTTCAGTAACTAGGGCAATCGCATTTTTCTGACTATTACCTTTCGCT
+TGGAAGGCAAAACCCTGAGTTAAACTATTAACGGTAATACCAAGGGTATCCGTTGCGTTAATAAAGTCGT
+CAATGTTATCAAACTGAGCAGGTCTAATATTGTCACGCTCAAGTAACTCAAGCACACTTTCTCGGCGACC
+TTGGCTTTGCGCAACAAAAAGCACTTTGTTGGGCGTCTCTTTACTGGCGATGAATTGGTTGATTAATTCG
+AACGGCTGCTTCAGTTTATGATTAATCGTTAAATCAGGCAGCGGTTTAACATCAAAACATATTTCGCTAC
+TTTTGCTTTTTACTTCAGCACTTGTCTCAGCATCGACTTCAGCAGTAACAAGGTCTTCGCTAGCCTGATT
+GTCACTACGTTGAGTTTTAATCGTCTCTATTTTCGTTTGCTTAGCAATGGTGATGCGATCAAAAGGTTTT
+AACGCGCTATAAAGCGTATCAGCGGTTAAAAATAGCTGTTCTGGCGGTAATAAAGGCCGAGTAGGGTCGT
+AACGTCTATTTTCATAACGGTACTCTATATCGAGCCAGTATTGCGTTAAAGAGTGCTCAATATCTCCGCT
+AATAACGACCAGAGTATTATCAGTTAAATAATCACAAAGAGTATTACTTAAGGTTGCACCTTCTTTTTCA
+GTGTCCTGTTTATTATCAAAAAACAGTGGTAGGTAATACTCGATGCCAGGCGGCAAAATGCCATTACTGA
+CTTTGTGATAAACAGACTCTTTATGAATATTGCCCTGAAATTGTTCACGAAATTGACTACGAAATAAGCT
+GATACCCGCTTCATCGATGGGGAACTCGTGCGCGGGCAATAAATTAATTTCATCAATCTTCTCTTTTGAA
+CGCTGACTTTCTGGATCAAAGAGTCTAATTTCATCAATTTCATCATCAAAGAAATCTAAACGAAATGGCT
+TATTACTTCCCATAGGGAAAAGATCTAAAATAGCGCCTCGAGCAGAAAACTCTCCATGCTCTAATACTTG
+ATCAACATTACGATAGCCACTTGCTTCCAGGGCTTGTCGCATTTGATGTAAATCTCTCTTATCGCCTTGT
+TTTATTATTAAGCTGTTCGCTTCAATATATTGTTTAGGAGCAAGCTTTTGTACTAGAGTGGTTACCGGCA
+CAATAATTATGCCAGACTCCATACGTGATAATTGGTACAAGGTAGCAAGACGCTGAGAGATAATATCTTG
+GTGAGGTGAAAAATTATCGTACGGTAGTGTTTCCCAGTCAGGAAATAAGCAGATATTAGCCTTATTTTGG
+CTATCGCTCTTAGCTAAACTTAGTAACTCTTGCTCAATTTTAAGCGCTTGAGGAGTATTACTTGTTATCA
+ATAATATAGGCGTTTGCGCTGTTTTTGCTGCTTGATAAAGAGCAAAGCTACTGCTGCTGCCATGTAAATT
+ATGCCAACTCTTCTTATCGGGATTTTTACCTCGGCGCTTGGCCAATACCGGGGTTAACAGGCTGCTTGCT
+TTGCTCATGATTTCCTTACAGTAATTAATAGACGATAAAATAATGACAGCTATTCTAATTAAGCTATGAC
+CAAAGCGCTAGTAGATACGTATTTTTGTTTTGTTTGTTGGAAAATAGTTGAATTTAGGGTTAAATACTAG
+ATAGTTAACCTCAACGTTGTTTGATGAGCAGTTAAAAGTTTAAACAAAGTTCAGGTTTGTTAACAAAATT
+CAATTTATTTAGGGATATTTTTCATGGTTAAAACCACTGAGAGTAAATTAAAACGCTTATTTTTTACCGT
+CAGTTTAGCGGTTGTTTTGTCTGCTTGCCAAGCTTTACCACTAAACCAATCGCAAGCGATAGTACATGAT
+GAATATGTGAGCTCAGGTGACTTGTTACCCATTGAAGCTATTACCACTATTGACGGTGAAGAACTGGACT
+TACAGCAATTAGGAAAACGTAAATTAGTTATTTTATTTGCCACTTGGTGTCATGATTCTAATCGTTTACT
+TAAAGCATTAAACAGTTCCCCTTTACTTGAAATGGAAGGTATTGAAATAGTTGCTATTGCTCGAGAAGAA
+GATCTCGAGACAGTTACTGCTTGGCGTGATAAGCGTGGTATTAAGGTCGCATTAGCGGTTGATAATGACC
+GTAGTATATACAGACGTTTTGCGTCGGGTGGTATTCCACGTTTGATCACCATAGGTGAAAATAACAAAAT
+TATCAAAATGAACTTAGCCGAAGGTGAACAACAACTTGCAAAAATTGTTTGGCAATAGAATCATTTGGCA
+AAACTTAGACATAATATAAATCATTGTTAGCTTATAACGAGCAAGCCATTAATAATTTGAATGCTTAAGG
+TGTATTTTGACAAAAGTGAGTTATCGATCTAAACCTAGTAATGACTGTCCAGTTGCTACTAGGTTTTTTA
+TTAGACACTATTCAGTTGCTTTTTTAATGGATAATACCATTTACATTAAGTTAGTGAACAACATTCAATG
+AGGATACTTCTTCAAGTTCAAGGCGCGTGATTGAGCAATAGCTGGCTATTGGGATGGAGCGCAACGCAGA
+AATTGTAGAGTTAGATCATTTGAAGGTGGGCAATTAATTAGTGTAATTGGTATAACTTTACAAGGAATTA
+AAGATGAATATTCAGCCAAAACACCTCAACAAAACCCTTTCAGTCTTAACTTTAGGTATTATTTTACTTG
+TTAACTCTTCATTAGGTCTTGCTAAAGAAACTAATGTTACTCAGGCTGCACAAGGACAAAGTGCACAATC
+AGTAAAATCACAAGTTGTTAACTTGAATAAATCAACCTTTGAACAGTTGGTGACATTAAAGGGCGTCGGG
+AATACTAAAGCTCAAGCCATTATTGTTTATCGTCAACAAGTTGGTGCCTTCAAATCGGTCAATGAGCTAA
+CTAAGGTTAGTGGTATTGGTGAAAAGATTGTGAGTGATAATAAGGCGAGGTTAAGTATTTAGGCTTGGTA
+TAAGCTCAGATCCATTATTTAAAAAGTCAGCGCAATGCTGACTTTTTTTTTAATTTTGCATTTTCGAGCA
+TGACCATTCATAAAATGTAGCCGAAATATCCTAATAATTAGATTAACTCCAGCCCCCTATATTACTTTTG
+GTTATATTGAATACGTTTCTTATATGGAAAATATATCTATTTATGGCATTATAAGGATATTAATTTTTCA
+TAAAGTTTGTATTAGCAATGAATTTAACCCATTTAAAAACACTTGAAGCTGAATCTATCCATATTTTTCG
+TGAGGTAGCGGCTGAATTTGATAATCCCGTGATGCTGTATTCTGTCGGTAAAGACTCGGCAGTATTACTA
+CATTTAGCTCGAAAAGCCTTTGCGCCAGGTAAAATTCCTTTCCCGTTATTACATGTTGATACTAATTGGA
+AATTTAAAGAGATGATTGCCTTTCGTGATCAAATGGCGAAAGACTATGATTTTGAGTTGCTAGTGCACAA
+AAATCCAGAAGGTATTGAAATGGGCATGGGCCCATTTACCCACGGTAGTGCGACGCATACTGATGTGATG
+AAAACTCAGGGCTTAAAACAAGCGCTTAACAAGTACGGTTTTGATGCTGCTTTTGGTGGCGCACGTCGTG
+ATGAAGAAAAATCACGAGCGAAAGAGCGTGTGTATTCATTCCGTGATGAAAATCATCGTTGGGATCCGAA
+AAGCCAACGTCCAGAATTATGGAATATCTACAACGGTAAAGTAAATAAAGGCGAAAGCATCCGTGTTTTC
+CCATTATCTAACTGGACTGAACTTGATATCTGGCAGTACATCTACTTAGAAAGTATTCCAATTGTGCCGC
+TTTATTTAGCTGAGAAGCGTCCTGTTGTTGAGCGTGATGGTACCTTAATCATGGTTGATGACGACCGTAT
+GCCAATTGGTGAAGATGAAGAAGTTCAAATGAAGAGTGTTCGTTTTAGAACATTAGGCTGTTACCCATTA
+ACAGGCGCAGTTGAGTCAACGGCTAATACCTTACCTGAAATTATTCAAGAAATGCTATTAACGAAAACCT
+CTGAACGTCAAGGGCGCGTGATAGATCACGATAGCGCTGGTTCAATGGAAAAGAAAAAAATGGAAGGCTA
+TTTCTAAGCCGCATTTACTTTATAGCACTTTTATTGATGAACAATTTTGGAAGGAAAAACTTATGAGTCA
+CCAATCAGACTTAATTGAAGAAGATATTCAAGCTTATTTAAAGCAACATGAAAACAAAGAATTAGTACGT
+TTCTTAACGTGCGGTAGCGTAGATGATGGAAAAAGTACCTTAATTGGGCGTTTATTGCATGACTCAAAAA
+TGATTTTTGAAGATCAACTTGCTGCTATAGAAAAAGACTCTAAAAAATCAGGTACTACCGGCGAAGCAAT
+AGATTTAGCACTGTTAGTTGATGGCTTACAGTCTGAACGTGAGCAAGGCATCACTATTGATGTTGCTTAT
+CGTTATTTCTCAACCGACAAGCGTAAGTTTATTATCGCTGACACCCCAGGCCATGAACAGTATACCCGTA
+ACATGGCTACAGGTGCTTCAACCTGTGATATTGCGATTATATTAATTGATGCGCGCTATGGCGTACAAAC
+ACAAACCCGTCGTCATTCATTTATTTGTTCGTTGTTGGGTATCAAGCACATTGTTGTTGCGGTAAACAAA
+ATGGATTTGGTTGACTATTCTCAGGAACGCTACCAAGAAATCAAAAAAGAGTACCGTGAATTCACTGAAT
+CATTAGAGTTCTCTGATGTGCGTTTTGTGCCACTGTCAGCACTTAATGGCGATAACGTGGTAGACGAAAG
+CGTAAACATGCCTTGGTATCCAGGCGCTACGTTAATGAAGCTACTTAATACTATTGATGTGAAGACGCAA
+GAGCAATTCACCCAACTGCGTTTTCAAGTGCAATATGTTAACCGACCTAATCTAGATTTCCGTGGTTTTG
+CCGGCACACTTGCTTCAGGTCACGTACTCGTTGGCGATACTATTGTTGCATTGCCATCAGGTAAAGAGAG
+TGTAGTAAAAGAAATCGTCACTTACGATGGTAATTTAGAGCGCGCTGATAAAGGTATGGCCGTAACGCTA
+ACCCTTGAAGATGAAATTGATATTAGCCGCGGCGAAATTATTGTTAAAAAGGGTAGCTTACCGATATCAG
+CTAAAGAATTCAGTGCAACGGTAGTTTGGATGCATGAAAATGAACTTGAGCCTGGTCGTGAGTATTTTAT
+CAAGCACGGCAGCAAAATGACTACAGGTCATGCACAAAACATTGTTAGCAAGTATGACGTTAACACTATG
+GAAAGTTTATCTAGCTCACAACTAGCGATTAATGACATCGGTATTGTTAATTTTGTTGCTGGCGAAACCT
+TACATTTCGATGCTTACGAAGATAATCAAGGCACTGGTGCTTTCATTATTATTGATAGATTAAGTAATGT
+TACGGTTGGTGCGGGCATGATAAACCATGCTATCGATGAAAAAGCACAGGAGTATTCAGCGTTTGAATTA
+GAGTTGAATGCCTTAGTTCGCAAGCAGTTTCCACACTGGGGTGCGCGCGACATTACTAAATAGCTATTTA
+ATAGTTACTAACCATTCTCCTTGTTGCTGTAGCGTCCAATTTATGCGTCAAAAGTACTCATTGACTAACG
+TCAACTCCGTGCTTTTTTCTTTAACTTGAACACTTCAGTTTAAAGGTGAATGATTAGTTTCATCAATTGA
+TGAACCATGCTCTTAATTGATATGAACCCAGGACAATATGCATCCTGCATTGTCTAATAAGTAACATCCT
+GTCACGTCCGATTAAATACCTCGGAAATGACGTACATACTCCCTTAGGACGCAAAACTAAATGGCAATAG
+AGCAGTGGTTGATGATAGGTGTGTTTGTTGCCACTTTTATCAGCTTAGTTAAATACAGCCACGTACCAGA
+GCGGGTTTTCTCTGTGACGATATTGTTGTGTTTGGCACTGTCGTTTGTCAGTGTTGATGACATTTTAACG
+AATGCCGTTAACCCAGGTCTTGTCACCCTTGTTTTACTTGTGCTGTGTTCTTTCGCTTTTGAACGAACCA
+GTATTTTAAGGCGCTTATCAGCCGGTGTTTTTAATGGCTCAAAAGTAAAGTCGACCTTACGATTATTACT
+TGGTACTGCTTTAGCCTCAGCGCTTATGAGCAACACTGCGGTGGTCGCAACACTCATCAATACCGTGAAA
+AAAAACAAACTCATTAATCCCGGTAAGCTTTTATTACCGCTGTCATTTGCCGCTATTTTAGGGGGAACAT
+TGACGTTAGTGGGTACCTCTACCAATCTTATTGTAAACAGCTTATTGATTAAGCAAGGTCATGATGGTTT
+TGGCTTTTTTGATTTCACCTTAATTGGTTTATCGGCTTTTGTTTTATGTTTATTTGTTATTTTAGTGCGC
+AGTCGTACCTTACCAGACTTAGATGACGATGATTTAGCGACCAATGAGTATTTGCTCGAAGCCGAAGTAG
+CTACAGCTTCTACCTTAATTGGTAAAAGTATTGAAGAAAATGGCTTGAGAAATTTGAACTCTTTATTTCT
+TGTTGAAATAGTACGTCAAGGTAGATTAATTTCACCAGTTTGCCCTGAAGAATGCCTCCAAGCACAAGAT
+AAGCTTATTTTTAGTGGTGATATCTCCAAAGTGCTAACATTACAACAGTTTGATGGTTTGAATTTGTATG
+CAGAGCAAGATGATTTATTACGTGATAATTTAACGGAAGTGCTGGTAAAAGCGGATTCAACTATTGCAGG
+AAAAACCTTAAAAAAAGCCGGGTTTCGTGCGCGTTTTGATGCTGCTGTTGTGGCGGTTCGCCGAGAAGGT
+GGCGCACTATCAGGAAAATTAGGCGATATCGTACTACAGCCTGGAGATTTTCTGGTGTTAGCGGTAGGGC
+AAGACTTTGCCACTAGACCTAACTTGTCAAAAAACTTTTACATCTTATCAGGCCATCAGGCTGAGAATAT
+GCTCAATGGTTGGCGTGATTACACCACTGTTTGGGGCTTTATCGCCAGTATTTTAGTGTCCGTTTTTACG
+CCACTGCCTTTACTGAGCTGCTTATTTATCTATTTGGCATTTTTAATTTTCAGTGATTCACTATCAGTTA
+ATGAAATAAAACGCCGCTTTCCTTTAGAAATTTGGATGATCGTATTAGGTGCCTTAACATTGGCTTCAGC
+CATTGAAAATACCGGCATTGCTGTTATGTTGGCGCAAAATATTGAAGGTTTCTTACACGGTCAAAGTATC
+TATATCGCTTTTGTTAGTATCTTTCTTTTAACGCTGATAATGACTGAGCTGATCACCAATAGCGCTGCGG
+CAGCCTTAGCCTTTCCTATTGCTTATAATATTGCCTTAGGCCTTGGCGTAGACCCTACGCCTTTTGTGAT
+GGCGGTTGCTTTTGCTGCAAGCGGCAGCTTTATCAGTCCTTATGGTTACCAAACCAATGTGATGGTGTAT
+AACGCGGGTAATTACCAGTTAAAGGACTTTGTCCGTTTTGGTTTACCTATTTCACTGATTTATAGCGCAA
+CGGTAATTTTGGTTATTCCCATTGTTTATCCGTTTTAATTTTCCTGTTAACTTGGTCGTTAAGTAATTTG
+CATAATCTGATTTATGTAACCCAATTAGTGACCTTGATTACACTTCAATAAAGAGCTTATCTAGCATGAC
+AACAACAAACATGAAAACAGAAAATACTGTGTGGCATAACCAACAAATCAGCAAAGAACAACGCGCTACG
+CTAAAACAGCAAAAACCAGCGTTACTTTGGTATACCGGTTTAAGTGGCTCGGGTAAATCTACCGTAGCCA
+ATGCGGTGGATGCGCTGTTGTTTAAGCTAGGTTGTCATAGTTATTTACTTGATGGTGATAATGTACGTCA
+TGGTCTTAATGGTGACTTAGGTTTTAGTGATGAAGCGCGAATTGAAAATATTCGTCGTATTTCAGAAGTT
+GCTAAATTATTCCTTGATGCCGGCCTAATCGTGTCAACGGCCTTTATTTCTCCTTTTGCTAGTGATAGAG
+CGTTAGCCAAAGCTAAGCTTGAAGACGGCGAATTTATTGAAGTCTTTATCGATACCCCAATCAGTGTGTG
+TGAACAGCGTGATCCTAAAGGGTTATACAAAAAAGCAAGAGCAGGTGAGATAAAAGACTTTACCGGTATT
+GACTCAACTTATGATGTACCCACTGCGCCGCAAATTCATGTTAAAACGGCAGAGCAATCTGTTGAGCAAT
+GTGCAGAGCAAATTGTAAGTCATTTAATTGAGCAGGGCTTTATCAGTGAAATGACGCTAAGCTAAGAGCC
+AGTTAACGTTCAACTAATACCAATTCCATTAAATTTATTCCCATCTCAGAGCTATGTCAGAGGAGCTATA
+ACAATCAAATTTTGTGCAGATATAGTCATTCTATATCTAACAAATTTTCGCAGTTATTGCTTTTCTGACA
+AGCTCCCTAGGGCGAGTTTAAAAGGCTTACATACTGTGTTATTGATTTTGACAAGGGAACAACCATTCTC
+TTCAATCAATGCCTTGCCTCTAAGCCTTTTAATTCTCGCTGAGTGGGAAATAACTTAATGGACTTGGTAT
+AACTATCAATTATAAAAGTCAGGAATATTTCCACTATGCATTATGATGTATTTAACGGCGATGCCGACGG
+CATTATTGCTTTACTACAATTACGCTTAGCCGCACCTAAAGAATCAGTGCTTATTACAGGGGTTAAGCGC
+GATATTAGCCTACTTAAACAAGTTGATATCACCAAAGCGACTTCAGTAACCGTGTTAGATATTTCTTTGG
+AAAAGAATAATCAAGCGTTACAAGGGCTACTCGATAGCCAAATTGACGTGTTTTATATTGACCACCATAG
+AACAGGTGACATTCCAAAATCGAATAAATTAATAACATTACTTAATACCGATGCGAATACTTGCACTAGT
+TTGTTGGTAAATGATTTTTTGAAGGGCCAATATAGCTATTGGGCAGTTGCCGCAGCTTTTGGCGATAATA
+TGCATGCTAGTGCCAGCGATTTAGCACAGAAAGTTGGTTTATCTAAACATCAGCAGAATCAGCTTAATGA
+GTTAGGTACATATATTAATTATAATGGCTATGGACAGGAATTAAGTGACTTACACTTTCATCCTGCAGCG
+CTATATCAGGCATTACTAGAATATCCCGACCCTTTCGTATTAATTAATCAAGAAGATTCTATTTTTAATC
+AGCTGAAGACTGCATATTTAGCCGATATGGCGAAAGCGTGTGCTGCAGATGTCTTGAGTGATAGTGACGT
+AGTTAAAACGATAGTGCTCGAAGATGCACCTTGGTCTCGCAGAGTAAGCGGTGTTTTTGGTAATGAATTA
+GCAAACCAAGCACCAGATAAAGCGCATATTGTTATCACGCTTAATCCAATTGACATTGATCTTCAATCGA
+AAAATGAAGGTCAAAAGGAACAAAGTTATACTTTAAGTTTGCGCGCTCCGCTAAATAATAAACAGGGCGC
+TGGTGATATCTGTGCTCAGTTTCCAACCGGCGGTGGTAGAGCAGCTGCGGCAGGCGTTAATGCTTTACCT
+AAGAGTAGAGTAGATGAATTTATAAAGCACGTTGAAAGCTATTATCGAGGCTAGTATAAAAAATTAACAG
+TAGAGCCCACTAACAAAAATAGAAATTAGTATCAAAGTCAAAAACTAAGCGCTAAAATAGTTGGTATCAC
+GTTGAATTGTTTTAGTCTATTTTAACGATCTAGTTCAATAGACGATTTCAGTTAGTAATCGAAAAGAGTA
+AGGATATATGAGTTTATTAATCACAGGCGGTACTGGTTATATTGGTAGCCACACCGTTGTTGAATTATTG
+CAAAGTACCAAAGAACAAGAGATTGTTATTGTTGATAATTTATCTAATTCGTCAACTAAAGTACTGGAAC
+GGATTAAACAAATCACGAATAAAACCGTCACCTTTATTAAAGCGGATGTTTGTGATGAAAACGCGCTAGA
+ACAGGTTTTTAATGAACATAAGATAGAAGCGGTAATTCATTTTGCTGGATTAAAAGCGGTTGGCGAGTCG
+AATGAAATCCCATTAGCGTATTATCAAAATAATGTTTCAGGTACGATTACGTTATTGCGAGTCATGGCAA
+AATATCAGGTTAAGAATTTAGTTTTTAGTTCTTCAGCCACTGTTTATGGGAATAACGTATCACCATTAAA
+CGAAACCATGGCTACTTCAGCAACTAATCCTTACGGTCAAACCAAGCTGATGGTTGAACATGTTCTATTT
+GATTTAGCCAAAAGTGATGCATCTTGGTCCATTGCTTGTTTACGTTACTTTAATCCTATTGGCGCGCACC
+AATCAGGACTAATTGGCGAAAACCCTAATGGCATTCCTAATAATTTATTACCTTATGTAGCACAAGTCGC
+AGTAGGGCGCTTAGAGCAGTTGCAAATTTTTGGCGATGATTATGATACGCAAGATGGCACCGGTGTACGC
+GACTATATTCATGTGGTTGACTTAGCACAAGGCCATGTAAAAGCATTAGAAAGTCTCGGTCATGCTAAAG
+GCACAGTTAAAGGTTGTCAGGCAATTAACTTAGGTACCGGTAATGGTACGTCGGTACTAGAGATAGTTAA
+TACTTTTAAAGACATCAGTAAGCAAGATATTCCTTATCAAGTAGTGCCACGCAGAGCTGGAGATTTAGCG
+ACTGTGTATGCTGATGCTTCTTTAGCAAATGAACTATTAGATTGGCAAGCTAAGCTCGATTTAACTGCCA
+TGATCCAAGATACTTGGCGTTGGCAGTCTGAAAACCCGAATGGTTTTTAAAAGAAACTAGTACTAAGCGT
+ATTACCTAATACATAAAAAAGACTAATGGTTTACACCTTTAGTCTTTTTTTCCATTTTTAGCGCTCATTA
+TTATATGATGAAATTGTCTTTTTAGTCATCAACACATAACAACTGCTAAAGAGCAATCCACCTACAGCTC
+CCCATAAATGTGCATCGACTGCTACATTGGCATCAATTAGCGACGATACTTGCTCGCTTGCTCCGTAAAA
+TTGTTCATGTGCTATTTTTAGCCATACTCCGACAAATAATAAGTAACCAGTTTTATCTTTATGACGAATG
+TCCATGATGGCGCCAAAAACGAAAATTCCGTGTAAAACGCCTGAAAGACCAACATATTGACGAATTTCAG
+GAGAGAAAAAATACATACCGGCACTGCAGGTCAAGGCTGATGTGATAAAGAGTAAACTGTAGCTTTTTAC
+ATTATAAAAATGACCATGCAATGCCCACAGAAGGGCTAATGCGGCTAAATTTAATAATAGATGAAACCCA
+TTGGTGTGAAAAAAGTGTCCAGTGAATGTACGCCATAACTCACCTTGGCTAATTAATTGATATTGATAAA
+CGAAAAGCTCACTAACCGCATCATTAAAAAAATAGGCGAGAATAGCGAGGATAGCGATGATCGTAACGAG
+CATGCTGTGTTGTTTTTTTAGAGGAAGATTTTTAAATGTTAATGTCATGCGCTTAAATACTAGTCATTGA
+ATGTCAGTCGTTAAAAGTTATCAGTTAGTGATTTATAAAGTATTTATATATCACTAATAAAGTATACAAT
+GACTGCTTTATTAATTGCGCTTTATTTTACTCCTATATGTCTAGAACACTTTGCCTTGGTTGTCAGCGGC
+CCCAAAAAGCTTGTATCTGTACTTTTATCGCAGATATACCGAATGATATTCATGTCGTTGTACTACAACA
+TCCTAGTGAAGTATCACAAACAAAAGGCACTGTTGCCTTATTAGCAAAATCATTACAATCTTGCCAAGTT
+ATCGTCGGTGAGAATTTTGATGAGGAAGCTTGCTTCTTAAAATTAATGGAGCAATATCAGCTCGTTTTAC
+TTTATCCAGGTGAAAAAGCACAAACTCTTAATCAAAACTTTGTCGCGCAATTGACTCATCTCGATAAAAG
+TAATGAAAATATAGAAGACGCGACTCAATTCAAAACCAAACTTGATGCCAAACCTCTTGGTTTAATTATT
+CTTGATGGTACCTGGAAAAAAGCCTATCGCATGTTTATGCTATCAACAAAATTACAACAATTACCGCAAG
+TATGCCTACCCGATTATTTAGCTAATGCGGGTCAATACCTTATTCGAAAAGTAGCGAAAAAAAATGCCTT
+ATCTAGTTTAGAAGCAAGCTGTTATGCTTTAGCCCTTTTGGAGCAGAGTACAGAACAGGTTTATGACTCA
+GCAGCGCAAGATTATGATGCTGAGCCGATTACGCCCGAACATGCAGGTAAATACCAACCGTTACTTGAAA
+AATTTAAACAATTTAACCAATTCCAATTATCTTTTAGACCTGCGAACAAAGCCCTTAAGGAAACTTGATG
+ATTCATCATTCATTTTTATTACGATTTTCTACACTTGCATTTGTTGTTACTCACCTTTTAATAAGTCAGA
+CAGCGCTGGCGAAACGTGAAATCCGTGAACCCGAAGCTGCAACGGGCTTTAATCAAAAGAAAGCTGTTTT
+TGCTAAGCAATATATGGTGGTTGCTGCCAATCCTTATGCAAGTAAAGCAGGATTAGCAATGCTTGATAAA
+GGCGGTAGTGCTGTTGATGCGGCTATTGCCGCTCAACTTGTACTTAGCTTAGTTGAACCGCAATCCTCGG
+GTCTTGGTGGTGGTACCTTTATGCTGCATTGGCACAATAAAAACCAAAAACTAACGACTTTTGATGGCAG
+AGAAACTGCGCCACAAAACGCGACAAGTGAATTGTTTTTAGATAAAAATGGCAAGCCACTTAAGTGGTCT
+GATGCCGTTGTAGGTGGTAAGTCTGTTGGTGTCCCAGGATTACTTGCGGCGCTTAATAAAGCACATCAAC
+AATTTGGTGTGTTGCCATGGAAAGCATTATTTCAGCCAGCGATTGAGTTAGCTGAAAATGGCTTTATTGT
+ATCGCCGCGTTTAGAACAATTACTAGGTATGAATTTCAATCCAGGCATTCATATTTTACCTGAGATTAAG
+AACTATTTTTCACCTAATGGTATTGGTATAAAAGCGGGTGATACCCTAAAAAACCCCAAGTTGGCTAAAG
+CGCTTCATAGTATTGCTAACGAAGGGGTTGAGGTGTTCTACCAAGGTTGGATAGCCAAGAAAATAGTTGC
+AAAGGTGAAAAATTCAGTTGTTTCACCTGGGTTATTAAGTCTGGATGATATGAAAAATTATCAAGCAATA
+GAACGCGCTTCTGTTTGTGGTCCTTACCATCAATATAAGATATGTGGCATGGCACCGCCAAGCTCGGGCG
+GTATCAGCGTTATTCAGATTTTAGCGCAACTACAATCATTTGAACTTGCCCAATACCCGCCAAATTCTTT
+ACATGCGATACACCTATTAACACAAAGTTCACGATTAGCCTTTGCAGATAGAAATAAATACATTGCCGAT
+AGTGATTTTGTCAGCGTACCCGTTAAAGGATTATTAGCTGAAGATTACATCGCTAAACGTGCGGCTTTAA
+TTGATGAAAAAAGAGATATGGGTCAGGCAATCGCAGGCAATCCACAAAACAGTTTAGTGTTAGCGAATGA
+TAACGCAATTGAAAGACCATCAACCACTCATTTGGTGGTTGTTGATAAACAAGGTAATGCCATATCAATG
+ACCAGTAGTATTGAAAATGGTTTTGGCTCAGCTCTAATGGTGCAAGGCTTTATTTTAAATAATCAATTAA
+CTGATTTTTCATTGGCGCCAAAGCGTGATGGGAAATGGGTAGCCAATCGTGTAGAACCATTAAAAAGGCC
+CCGTAGCTCCATGGCACCGATGATGGTTTTTAATGAAGATAATTCATTACGTTTGATACTTGGTGCGCCC
+GGGGGTAGTCGTATTATTAATTATGTAGCGCAAACTATTATCGGTGTACTCGATTGGCAACTGAATGTAC
+AACAAGCTGTTAATTTGCCCAAAGTAACCAACCGAAATTACGTCACTACGTTGGAGTTAGATACTGATGT
+TGCTAAACTAAAACCTGCGCTTGAAGCGAGAGGACATACGGTGAAAATTCGAGCCTTAAATAGTGGTTTA
+CATGCAATTGAAGTCACTAATAGTGGGCTTGTTGGCGGAGCTGATCCACGTCGAGAAGGATTAGCGCTAG
+GGCGTTAAATTCTTATAAACTCACTCTACTTGAAAGCCTAAAAGGCATCATCAAGTAGAGTGAGTTTATT
+TGTGTAGGCTAAGTATGCACATTCCAATAACATCGTTGTTTGCAATCCCAATAGCCAGCTATTACCCAAT
+CAATCGCCTTGATCTTGAAAATTTATCCTCGTTGCTTATGTTGCACTGAAGTTGAACCATTAATTAATCT
+GATTGGTATTACTCGTCAATTAATCGCCATTATCTATTCCAACTCCAATTTACTCTCTCTGATATACACC
+AATTCTGCATAAACATATTTGCAAAATAATTATCCATTTATTTTGGTGTGATAATTGCTTAACTCTATTT
+ATTAGTAGTCCCGCTAATACCGACTAAAAACCGACAAAATGTTGGCAGGAGTGTAAAATAGTGAGCTCGA
+ACAAACTTCCGTACATCGCTCAAGTGTTATGTGTTTTTATTGTTATGTTGGCAAGTAAAAGCCACGCATT
+AGAAAGCTCAGTGCAACTTCATAAAGTTGATCAAGATAAAAGCTATGGGTATAGCCTTTCAATAGGTGAT
+GAGTTCTTTAATCAAAAAGCGTTTAATTGGCAGGTCAGTTATAATCGCCTTGAAAACGTAGCGATTAGCG
+ATTTGGATGAAATAAGTAAAGAGTGGGATAAAGCAGGTTTTGACTTCACCATTCAAACAGTAGACTTATC
+TTTAGGTTATCGTTATTACCCTCAATCTTATGATAAATTTATCAGTAGCCTTATGCTTGAATTTCAATTG
+GGCGCATCCATTAACCTCAGCGAAAATAAACTAATTCCTAATCCTGATCTTAATGTAGATGATATTTACT
+TTGCAGAGCAAGGGGATATCAATCCTGTTATGTCCATTTCCCTTCAAAAAAGCTTCACCAAAAACTCAGC
+TATGCATATAGGTTTCAAACATTATCCTAGCTATTCTGATTTTGGCAGTATTAGCACTGTATTTATCGGC
+TTTAATTATCGCTTTGGTCGCCAAGTTGGTTACTAACGTTACGTGTTAGTAACACTTTAATTATTCAAGT
+TAGATGTACATTGGCCGTTATAAAGAAGACCTGTAAACGGATTGTTGCAGTTAAACTTATTCTATCCCTT
+TATGTCTTATAACTTTACTGAAGTTATAAGACATAAATATCTGGTTTTAATTCCAGATAATACTCTCCGT
+GGAGAAACGTGTGTTGAAGTATAAAATATGGTGCTTTAAATTTTTAAGCATACTTACCCTTGTCATTAGT
+AGCAGTGCTTTTGCCGTAGATACAGACGGTGATGGCTATGATGATGCCGTCGATTTATTCCCTACCGATC
+CACTTGAATGGATTGACACCGATCTTGATGGCACAGGTAATAATAGTGACCCCGATATTGATGGCGATGG
+TTTACTTAATGGTGATAGTTCACCTTTCGGTAACGATAACAATGATGATGGCGATTTAGCCATTAACCTT
+TATGACCCTTTACCTAAAGACCCTAGTGAATGGCTTGATACTGATAACGACGGTCTAGGCAACAACACTG
+ACACCGATGATGATAACGATGGTGTACCAGATCTTCTTGATGTATTTCCACTTAATTTACAAGAAAGCTT
+GGATTCTGATCTTGATGGCGTAGGCAATAATGCTGATGCTGATGATGATGGTGATGGCGTACTTGATGTT
+TATGATCAATTCCCTTTAGATCCACTCGAAACTGTAGATACCGACCTTGATGGTATTGGTAATAATGCTG
+ATATAGATGATGACGGTGATGGTGTCAATGATGGCAGCGATGCTTTCCCTTTAGATTTTAATGTTAATGC
+TGATTTAGATGCAGATGGAATTGGCAATGCACAAGACCCTGATATCGATGGTGATGGTATTGTAAATACT
+CTTGATGTTTTCCGTTATGATTATAGTGAATGGTATGACACCGATGGGGACATGATAGGTAATAATAAGG
+ATACCGATGATGATAACGATGGCGTATTAGATACCCTTGACGACATGCCTCTTGACCCATTAGAAATACT
+AGATACCGATAATGATGGCATAGGCAATAATGCCGATGATGATGACGATGGTGATGGTGTTCAAGACAGT
+ATTGATATTTTTCCATTAGATAGCGCGGAACATCTTGATTTAGATACTGATGGTATTGGAGATAATAGCG
+ATCCTGATATTGATGGCGATGGTGAACTAAATACCAACGATGCTTTTCCTTTTCTTGCTAGCGAGCAAAA
+AGATACTGACGGAGATGGTTTAGGGGATAAAAGTGATAATGATATTGATGGTGATGGCGTAACCAATGGC
+CCATTCACCTCAGGTAATTACAATGACCCATCAGACACAGTTTTTACTGGTAATGATTTTTTTCCGTTTA
+CGGCTTCAGAGTATATTGATACGGATGGTAATGGCGTAGGTAATACGGCTGATCTCGATGATGACGGTGA
+TGGTGTTTTAGATACAGATGATGTATTTCCTTTAGATAATACAGAACAAAAAGATCTTGATGGCGATGGC
+ATTGGTGATAAAGGCGATCCAGATATTGATGGTGACGGGGTGACGAATGGGAATTTTTCTTCTGGTAATT
+ATAGTGACCTTTCAGATCCTGTTTATAGCGGAAATGATGCTTTCCCATTTATAATGTTAGCAACAACCGA
+TACCGATGGTGATCGTCTTCCTAACGAAGGTGGCGATACGCCTGATGATGATGATGATGGGGATGTTGAT
+ATCGGCGGCCTACCTGATGCAACAGATGCTTTTCCATTAGATCCTACTGAGTGGTTAGATTCTGATGGGG
+ATGGCCTTGGCAATAATGCTGATAGTGATGATGATAATGATGGCATTTCTGATAACGAAGATGATTTCCC
+TCTAGATGCCTCTGAATATTTAAATACTGATGCTAGCCACCCAACCAATAGTGATTCAATCGGTAACAAT
+GCTGACACCGATGATGATGGTGATGGCGTTTTAGATTGCACAGGAAATGGTTTACTTTGTGATGCTTACC
+CGCTAAATGCTAATGAGCAATATGATAACGATGGTGATGGCGTTGGCGATAATGCTGACAGTGATGATGA
+TAACGATGGTTTTACTGATGCGATAGATGCCCTCCCTCTAAACCCTCTAGAATGGTTTGATACTGACCGA
+GATGGTACGGGTAATAATGCCGATACCGATGATGATGATGATGGACGCTCAGATAGTATTGATTTATTTC
+CTCTTGATAAAACTGAATGGCTTGATGCTGATAATGACGGCTTAGGTGATAACAGCGATAGTGATGATGA
+CAATGATGGCGTCAGAGATATTGAAGATGCATTTCCTAATAACCCTGTTGAAAGTACTGATACCGACGGT
+GATGGTTTAGGTAATGTTTTTGATAGCAACGATGATGGTGATGACTTTTTAGATTTTGAAGATCAGCTAC
+CACTAGATGCCACTGAGCATATCGATACCGATGGTGATTCAATTGGTAATAATGCTGATTTAGATGATGA
+TGGCGATGGTATGAGTGATGAATTCGAACTATTGCATAATTTTGACCCGCTTAATGATGAAGATGGACTA
+TACGATACTGACTCTGATGGTGTTACCAACGCAGCAGAAGCCTTAGCTGGAAATAATCCATTACTAGACG
+ACTATGCGCCTATTATTACGCCGCCACAGGCTGTACATATATATGCCGATCATACGTTTACTAAATTGGA
+ATTAAGTAAGTTAATTCAAATGACCAAAGTTTCAGTTACTGATGGAAAAGATGGTATTAATTGTTGTAAT
+TTAACAGCCTTAGGCTTTGAAACCGGTGCTAAAAATATCACCTCTGGTTTATACCCGATAAAATGGCGAG
+CTGTTGACAATGCAGGTAATAGTGCGACAACAAATCAAGTACTTAATGTTCATCCGTTAGTGAACTTTTC
+TTCTGCACAAATTGTTGCTGAAGGTGGGATTGCTAGGGTAGAAGTTGTGTTATCCGGTGAAGCACCTGCT
+TATCCAGTGACATTACCCCTGACAATCACAGGTACTGTCGATAATGCGGACTACAATATTGCCGATAACA
+AAATAGTAATCGCACAGGGTACTGCAGGTTTTATCGATATCAATGTGAATAATGATTTTCAAGTAGAGGG
+TGATGAACAACTCATTCTTAGCTTTGAACAAGGCGTAAATGCCGGTGTTCATGCTGAACATATCATCACA
+GTTACCGAAGGTAATGTTGCGCCAACTATTAATCTAGCAATTTGGCAAAAAGGCATACAAGTACCTAGCG
+TTGCTAGTAATGATGGTGCAGTGACGGTCGTTTTGAGTATTAAAGACTCTAATGTTCAAGATACTCATCA
+AATTGACTGGCAAATTCCCGACTACTTGAATGCTGTGCTTTCAACAGATAAATTACAATTTGTCTTTCCA
+GTTGAAAGTTTGAGCCTACCGAAAGAAAACAAGGGCCTGATTCATCTTAGCGTCACGGTAACTGACAGCG
+GTAATAGTACCAATAGTGGTACTGAAGAGTTGTCACAAACTAAGCAGATTTCTTTAGTTTTATTGGCGAC
+TCAACAAACATTACGTGGCCTAGATAGCGATAGAGACGGCTTAAGTGATTTGGTTGAAGGTTTTAGTGAT
+GACGACTCAGACGGTTTGCCTGCTTACATGGATAATTCAACCATCCCTTATTTACAGCCACTACATATTA
+ATGCGGCTTTAGTAAAATTAGCTGAAACTGAACCTGGGTTACACTTAAAGCTAGGTAAGTTTGCGCTGTT
+ACAAACGTCTGATGGTATAGCGCTTTCGCAACAAGAAATCTTGGCTACAGGGTTGATTGAAGAAGACAGT
+TTAAAGAACTCTTTAGGTTATTTTGATTTTGAAATACACAATATTACCCCTTTTGGTCGCTCTGTTGCCA
+TTGTGTTGCCTTTGTCTACTGCTATCGTTGAATACTCTGTTTATCGTAAGGTAAATTCAGAAAATCAATG
+GGCAGATTTTGCTGAAGATAGTAACAATGTACTTTCCACCAGTGCGGCAGTTAATGGCGTTTGTCCGCCA
+CCGCACAGTGAGCTTTATCGAGCGGGCCTCAATGTGGGTGATACCTGTTTAAAGTTATATATTGAAGATG
+GTGGCGCAAATGATGCAGATGGCATTGCTAACGGGGTCATTGATGATCCTGGCGGTATAGCAGTTGACGT
+TCCCCCTGAAAAATCAAGCAGTGGTAGTTTGTCGTTTTTCGCTTTGTTCGCACTATTTTTAGTAGTTTTA
+TCTCGATTAATGCGCTCAGAATATTTAGCTAAAGAATAGTTATAAGAAAATTAAAACGCGAACTAAGCAG
+CAATGCTTATCTTGAATTATTTATACCCGTTGCCATTCAAAGTACGTGATTTCAGTGGGAGATAAAAGTA
+CTTTAAGCAAGGTTTTCATTTGAACAATGGTACATCCCTTGTTCGAATGAATAGCACCGCTTAAATCGCT
+TTTAGCCCCATCAAAGAAGCGCTTGAACAGCATCACTACGGCGTAGCACCTTTTTGTAAGGGAATAACCA
+TTACTACAAAGGCGCACCTTGTATTGAAATTGCCCAAGCACTCTGAAACATGCATCTTGATTGGTAACGA
+GTATATGCTCTCATTATGAGGGCCTTTTTAATTTGTGATATAGGCTAACTATGGTTAACTTACGATAACT
+TGAGTTAATTCACCCTAATTTAGGGTAGATTATCGATAAATCATGTTTTTGGTTGAATCCTTGGCATATT
+CTTGCTCAAATGGCGCCCCAGAGTCATAAATAATTAACATTGGTTACTTAGTTCGCATCTTTCCTCATTA
+CATCGATGGAATTAAAAGTGTATTACAACAGATAACCTAGACATAATAAGCAACAGTCACATAAATGAAA
+TATTCCCGCGTCTTTATTAATAGCTTAGCTTATGAACTGGCCCCTGAAGTGGTAACCAGTGCAGAGCTTG
+AATCTCGTTTGACCCCGTTATATCAAAAGTTTCGTATTCCAAAGGGGCAACTCACTGCGTTAACTGGAAT
+CGAGGAACGTCGTTGGTGGCCGACAGATCATATGCTTTCAGATGGCGCTATTGTTGCGGCCCAAAAAGCT
+ATGAACGAAACAGGCATAGCAGCAGCGGATATAGGCGCAGTTGTTTATACTGGTGTATGTCGTGATCAAC
+ATGAGCCGGCTACTGCTTGTCGAATAGCCGCTAAGCTTGGTGTGTTAAAAGACACGGCAATTTACGATAT
+CAGTAATGCCTGTTTAGGCGTTTTATCGGGTATTTTAGATATTGCTAATCGCATTGAACTTGGACAAATT
+AAAGCGGGTCTTGTTGTTTCGTGTGAATCAGCACGCCATATTGTTGATGTAACTATTGATGACATGCTTG
+CCGATCCAACAATGCAAAATTATGCTCGCTCTTTAGCAACGCTAACGGGTGGTTCAGGTGCTGTTGCGGT
+GTTACTTACCGATGGTAGTTTAAACCTTGATACTGACCGTAATCATCAATTATTAGGCGCAAGTCACTTA
+TCAGCACCCGAACATAATAATTTATGTCAATGGGGCTTAAAAGAAGTGGGTCCACAACTTTTCCGTGAAT
+TTATGCGCACTGACGCAGTAAGTTTACTTAAAGAAGGTGTTTCTTTAGCAAAAGATACTTGGGAACATTT
+TTTAGAACAACGTCAATGGGTTGAAGGACAAGTTGATAAAGTTATTTGTCATCAAGTGGGCGCAGCTAAT
+CAAAAACAAGTGTTGACCGCTTTATGCATTAACCCTGAAAAAGAATTTCCAACGTTTAAGCTACTCGGCA
+ATATGGGTACGGTTTCTTTGCCGGTAACGGCAGCGATGGCTCATGATCAAGGCTTCTTGCAAAAAGGTGA
+TAATGTCAGCTTTTTAGGAATAGGCAGTGGCTTGAATTGTATGATGTTGGGGCTTAAGTGGTAACTATGT
+CAGATACTATGTCAAAAAGTATGTTAGAAAATAAGTTAACAAAACTATTCCCCTTTACCCGCAATTTTAT
+TAATCGTAATGGCCATCAATACCATTATGTTAATGAAGGGCAGGGCTCTCCGGTTGTTATGGTTCATGGC
+AATCCAAGTTGGTCTTTTTATTACCGTAATTTAGTCAGCCAATTAAGCAAGAGTCATCAATGTATTGTGC
+CAGATCATATTGGTTGTGGTTTGTCTGATAAACCCGACGATGACGGTTATGATTACACCCTAGCGAATCG
+CATAGATGACCTAGAAGCATTACTTGAACATTTAGATGTAAAAGAAAATATTACCCTAGTGGTACATGAT
+TGGGGCGGAATGATTGGTATGGGTTATGCTGCGCGTCACCCTGAACGAATCAAACGTCTGGTAATCTTAA
+ACACTGGCGCTTTTCATTTACCTAAAGCAAAAAAACTGCCGCCTGCTTTGTGGTTAGGCCGAAATACTTT
+TGTGGGCGCTGCATTAGTGAGAGGGTTTAATGCCTTTTCAAGTGTTGCTTCCTATATTGGTGTAAAACGA
+AAGCCAATGTCTAAAGAAGTAAGAGAAGCTTACGTAGCACCTTTTAATTCATGGACAAATCGTATTTCAA
+CGTTACGCTTTATTCAAGATATTCCGTTAAAAATAGGCGATAGGAATTATCAGTTAGTTTCTGACATTAG
+CGACAATTTAGCGCAGTTTAAGAAAATACCTATGCTAATTTGTTGGGGCCTAAAAGACTTCGTTTTTGAT
+AGACACTTTTTAGATGAATGGCAACACCGTTTTCCAGATGCACAAGTACATGCTTTTGATGATTGTGGTC
+ATTACATCCTAGAAGATGCCAGCGATGAAGTGGTTCCGTTAATAGAGAACTTCTTAAAAACAAGCGAAAC
+CAAATTAGCTTAGAATTAACAGGACTTATTTAATAGGTAAAGTGTAAATGACAGAGACCATGGATAAGTC
+CAATCAAGCTAATTTATGTCGCCATCTCGCACATGCAGCAATAGCAACGCCCAACGCGTTAGCTGTTGCC
+GTACAAAAAAACCAACGAGGCAAGCTTACTTATCAAGAAATTGATTTTGTCTCTTTACACCAACGCAGTG
+ATGAAATTGCGTATGCGTTAAATGCTTATGGTCTAAAGTCAGGCATGAAAGCGGTGTTGATGGTGACCCC
+AAGTATTGATTTTTTTGCCTTAACGTTTGCGTTATTTAAAGCAGGTATTGTTCCTATTTTAGTTGACCCA
+GGCATGGGCATTAAGAACCTAAAACAATGTTTTGTTGAATCTGCACCTGATGCTTTTATTGGCATCCCGA
+AAGCCCACATCGCCAGAGTATTATTTGGCTGGGGGAAAGCTAGCGTTAAAAAACTATTAACAGTTACTGA
+TGTTAATTCTGGCGTTGGCGCAAATGTATTCGCTTCCCTTATCGGTGGCATGAGTTTAACCAAATTACTC
+ACTCGTTATCCAATACAAAACAAAGATTTACCAAAAGAAAATAGTTCATTTGACATGGTAAAACTTAGCG
+ATGATGCTATGTCGGCTATTCTTTTTACCAGTGGTAGTACGGGTACACCTAAAGGCGTGGTCTACAGCCA
+TAAAATGTTTGAAGCACAAATTACCGCGCTAAAAGAAGATTATGCCATCAAACCAGGCGAGCGTGATTTA
+GCAACCTTTCCATTGTTCTCATTATTTGGCCCAGCATTAGGTATGGCCTCCATTGTGCCTGATATGGATG
+CGAGTAAACCGATAAAGGCAAACCCTGCTTTTATCTTTGCAGCCATTGAAAAATATCAATGCACTAACTT
+ATTTGCTAATCCTGCACTGATAGAAGTATTAGGGCAGGCGGGAACAACCAATGTTTCAGCTGCTAAAGCA
+GACACTGAGTCAGTTAATAAACCTATTATTAAATTAAATAGCTTAAAAAGAGTGATTTCTGCGGGCGCAC
+CAGCGACCCTGACCTCTATAGAGCGGTTTACCCAACTACTAAGCGACAATGTGCCTGTGTTAACGTCATA
+TGGTGCTACCGAATCGCTACCACTGACTAAAATAGCCAGCGTAGATTTACTTGCAACGAGCCATATAACC
+GACAATGGTGGCGGTATTTGTGTCGGTACCGCCGTAAATGGCGTTGAAATTAGTATTATCGAGATCACTG
+AGAAGCCCATTGAAATATGGCATGACGACTTAGTCTTGCCTGCCAATACCATTGGTGAGATCGTCGTTAA
+AGGCGATATGGTTAGCCATCAATATTATAATCGGGCATCGGCAACTGAGCAGGCGAAAATTCTTGATGCT
+GATCCTAACGCTACATGTTCAAAGCGTGATGTAGTACGACATCGTATGGGGGATTTGGGTTATCTTGATG
+ATGCAGGGGCGTTATGGATGTGTGGACGTAAAGCGCATCGTGTTGAGACCGATAAAAAGGTTTTATTTTC
+TATCCCTTGTGAGCGAATATTTAATACCCATCATTCAGTAAAACGCACCGCTTTAGTGGGGGTGAAAATT
+AACCATAAAAGTGTGCCGTTACTGTGTGTTGAGTTAACGGATGAAGCTAAAAACAAGAAAGATTTTAATG
+AGGCAATCCTCTTCTCTGCGTTAAAAGTAGCTGCACTTGCTCATAAACAAACATCTGCGATATCACACTT
+TTTAATCCATGAAAAATTCCCGGTGGATATTCGTCATAATGCTAAAATATTTCGTGAAAAGCTTGCCGTG
+TGGGCACAAGATGAATTTAACTAATTTAGCGTATAAATAGAGCTCCCCATGATTGAACATTCCCAAAACA
+ACGCTACTAGTCATTCCAAAGGCAAAAGTAATAGCGATAATAGCATCGATGTTACCTCCCGTTTTAACGA
+GGCTGTGCAACAACCACTTAGCGAGCTAGCAGGGCAAACTAACCATGTATTTGTTACCGGAGCTGGCGGT
+TTTTTGGGTACAGCTATCTGTCGATTACTGCGCTTAGCTAATATTAAAGTGACGGGTTTTGCTCGGGGAC
+ATTATCCTGAACTTAGCCAAATGGGCGTTAATATGGTGCAAGGCGATATAACTGACTTTGCTCTTCTCAA
+AGAGACAATGCATTCATGCGATTTGGTATTTCATGTAGCAGCCAAAGCAGGCGTTTGGGGCAGTAAAGAC
+GATTACTTTAAACCGAATGTACAAGGTGCTAAGAATATTATCCAAGCCTGTCAAGAACTTGCCATTACTC
+GCTTGGTTTATACCAGCACCCCGAGTGTCACTTTTGCTGGTGTTGATGAGGCTGGTATTGATGAATCTCA
+GCCCTATGCTGATAACTTTTTAAATTTTTATGGTGAGTCTAAAGCGTTAGCAGAGCAACTAGTATTAAAT
+GCCTCACAAGACTTGAAGAAAAGTGGCAATCAAAGCACTACACAAGCTACTCTCCAAGGCGACAATCAAA
+ACTCATATCAAAAGAATGTCTTAAAAACAGTAGCGTTACGTCCCCACTTAATTTGGGGACCAAACGATCC
+CCATCTTGTACCTCGAGTATTAGAACGTGCCCGAGCAGGCAAGTTAAAACTTGTTGGAAAAGAAGATAAA
+CTCGTCGATACCATCTTTGTTGATAATGCTGCTTATGCGCATATATTAGCGGCAGTCGCGTTAAACAAAG
+CTAATGCGACTTGTATTGGTAAGGCCTATTTTATTAGCAATGATCAGCCAATTACTATGGCTGCCATGCT
+TAATAACATTCTTGATTGTGTTGATTTACCACCCGTAACAAAAAGAGTACCCAGTACCGTCGCGTATATT
+GTTGGTGCGACGTTGGAGTGGTTTTATAAAATATTGAATATAAAAAAAGAGCCAGTAATGACACGCTTTG
+TTGCCAGACAACTTTCGACTAGTCATTACTTTGATATAAGTGCTGCCAAAAAAGATTTAGGCTACACACC
+GCTGATATCAATAGAAGAAGGCATGAAACAACTTAAACTATCATTAGTAGTCAGTAGCTAAAGAGGCGTT
+AGCTATTTTCGAGCTACTTTGAAGAAAACATATGGAATTAAAATGAGTAAAATTTACCATCACCCCGTAC
+AAATATATTATGAAGATACCGACCATTCTGGCGTGGTATATCACCCTAATTTCCTCAAGTATTTTGAACG
+TGCGCGTGAACATGTGATTGATAGTGATAAATTGGCAACATTATGGCAAGAAAAAGGCTTAGGTTTTGCC
+GTATATAAAGCCAACTTAACTTTTCAAGATGGTGTTGAATTTGCTGAAATTTGTGACGTACGTACCAGTT
+ACCAATTTGAAGGGAAGTATAAAACGTTATGGCGACAAGAGTTATGGCGTCCCAATGCGAGCAAACCTGC
+GGTGATTGGCGATATTGAAATGGTTTGCTTGGATAAACAAAAGCGCTTGCAACCTATTCCCGATGAAATT
+CTTGCTCCCTTAACTGCTGGTTAAGTTGCAAGGTCGAGTTCATGATAAATTCAAGATGAGCCACTAAAGA
+ATAGTAGTAGCTCAATTAAATTTACAAACCACCAGCCAAGTCTAAATAATTACCGGTAGAAAAAGAAGAT
+TTCTCGCTCGCCAACCAGTAAATAGCCTCAGCCACTTCTTCAGGCTGTCCACCTCTTTGTAATGGAATAA
+TTTCTTTTAACCGCTCAATGCGCTCAGGCTCTCCGCCGTCGGCATGCATATCGGTATAAATTAGTCCTGG
+GCGTACACAGTTTACACGTATGCCTTCTGCAGCAACCTCAAGTGATAAACCTTTAGTTAAGGTATCTATG
+GCTCCTTTTGAAGCAGCATAATCGATGTACTCGTTGGGTGAGCCAGAGCGAGCTGCGCCAGAAGATACAT
+TGACAATAACACCACCTAAACCGTCGTGGCGAGTTGACATACGTTTAACCGCTTCGCGACAACACAAAAA
+ATAGCTCGTGACATTATTGGTTAGTATCGAATTAATACGTTCAGCTGTCATATCCTCTAATCGAGATTGT
+TTTTTCAAAATGCCTGCATTATTTACTAAAACAGTGACTGTGCCTAACGCTTTGTCTACGGTGGAAAATA
+AGCGCTCTACATCACTCTCACAGGACACATCCGCTTGTACGGTAATGCAGAGACCTCCTTCAGCCCTAAT
+TGACTTAGCCAGTTTATTCGCTGAGTTTTCATCAGATTTGTAGTTAATACAAACGGCATAACCGTGACTT
+GAAAAAAGCTTTGCTGTTGCGGCGCCAATGCCTCGCCCAGCACCGGTAATAATTGCTACTTTTGGTTTGA
+TCATTCCGTGTCCTTTAAAAGTGTACTTGTTAACAATTCCAGCTAAATAATTGCTATACCATCTACTTTA
+CTCATCATATGCCAACTGCGCTGTATTGTCGACAATCTAACGTAATATTATATTAATAACTTGATTAAAA
+AGTATGTTGATGTATTATTGTCGACAATTTGTATTCTGGAGATTAGTATGTGGTATAACATTTTTGGTAC
+AATAAATACGCTGTTTATTTTTGTGAGCTTATACGGTGTCTATTTACAGCTAAGTAAACTGTGGTTAAGA
+AAAGAAAACGGTAAGGAAAAGGTGACTGATGTATTATCACAAAACCAATTCACCATGAGTTTTTTGGCTT
+ATTTTTCATTCTTTGTATATGGTTATAGTATTGATATATTTAATCATTATATTGTTTGGCCAAGGCTGAT
+TGCTTCAATTTTGGTGATATTGATATTGGTTGAAATGTGGAAAGACAGAAAGTCTAAGGCCTCGGTTACC
+AGCCTAGTATTGGTGAGTGTGAGTTTTACTTTAGGAATAATAGGTTTAGCTCTTAATGAGAGCTTTGCTG
+ATCACAGTAAACAAGTGTCGACAATTCTTATTATGATCATTACCTTGTTACTTGCCCAAGGATACACTCA
+CCAAATTAAATTAATCATTAGTTCAGGTAAAACTGGAGCTATTGATATTCGTATGAGCCAATTCATTTTA
+ATGATGGATATTTCTACCATTGCTTTTGCAATGACAATGGGCCTTGCTCAAGGTTGGCCGTTAATCGTTT
+TAGCTACTGTTAGCGCTATAACAAAACTTATTATTATGTACTTATTTCACTGGGCAAGAGTGAGCCCAGT
+AGCGAAAAACCGGAGTGAATACGGTTAATACGAGTGGTATAACTCAAATGTAATGCGGAATTCTGCCACG
+GTTAGAATTTCCGCGTTAGCAATTCACTCCATAATTAGTTAAAACATTACTCTTTTACCATTCTCTCCAT
+TCTTCTGTGATATCCCCTGAAAACACTACATTTGCGGCAGACATTACTTTTTTAATGAACTCACAGATAT
+CCTCACGCTGATCTGTTTCTATTAAACAGTCACCACATTGATGATTTAATGAGTTTAGAGACAGAACTAC
+TGTTTTAACATGTTCTTTTGAGCTTTCTAAGGTCTGTGCTTCAGACGCCATAGAAGACATGAATTCTAAT
+AGGCCTGTTATACAAAGCTTCACATCCTCTGAGGTATAATCAGCGTCACCTTCATCTTCGCCCTCAATAA
+AATCTAACATGTCATACTGAATACTTTTAAGTAAACTTTTCATCTAACTCTCTGTGCTCCTGAACTTTAC
+TCTTGAAGTAAAACGGCTATATAAATCTGTAATAAGGGAATGAGTAATTGTTTGCTAAAATTAACACTAG
+GCGGGGGTTACCAATAATAAGTGCCCCGAGTTTCACCGTTACCATCTATTTTGCTATAACTTAATTAGCG
+AAATATCTACTTAATAGGCGCAACACCTGCAACTTCTAACACTGTTTTTGCGTCTGCTCGCTCAATAATT
+TTTAATAAGGTTGTTTGAATCGTTTCGTCTTTTCTTGCATCGTCTTTACTGGAAAATGTTTGCTCTTGGG
+CCGATGCGCCTTCTTCTTGGATAAAACCTACAACAACTTGGGTTGCGCAGTTCACTGATTCACCAAAATA
+AGCGAGTGAAATTTGAGGATACCCCTGAAATCCCTTTTTAACTCTCTTTGCTATACGTTTTGTCGATTTA
+TCTAAATTCATAATAGGCTCTCAGAAAAATATAACACCTCAATTAGAGGCAAAATAATGGCGGCTAAAAA
+ACATGTTAAATGAAGGTAGCCAACTGTTTTGTATTTGTTTAATGATATTTTATATGAATTAATTACAACA
+CGCCCTTTTTTCTTGAATTGGAGGGCATTTAATGGTTCCAAATGAACAATAAACACAACAATCTCCGGGG
+AGAGGTTTAATAATAATGTGACATGAAGTGCATTTATAAAAATACTGACACGCATTGGTAAGCATGATTT
+CTTTTTTATTAAAACCACATTCAGGACAAGTAATAACTGACTCTAGAATTATATTGTTCATTAAATTCTC
+AATTTTATCGGGTTATATAATCCATTATCTGCAGGTTTTATTATGTCTATTTCATGACACTAACCGAGTT
+TACGTTGTGATTCAATATTTTGATCAAACAGCTTGATTAGTTTTACGTTATAATCCCCGTAAGATTTTTA
+TGAACAATATAAAGTAAGGTAAATCATGAATACAAAAATATACAAGCACGTGCACTCGTTAGCTAAAGAC
+TTAATGCAAGCGGTTCATAGAAAAAATCAAATTCGCTTCGATGAATGTTACGTTGAATTAAAAAAAGTAT
+GTGAAGATAATGAAAGTACCGATAAAGACCATCCGGTGCAGTGGGAAACACTTGCTGATTTTACTGATGA
+TCTTGAATTAGCTATTTCGATTTATGACAAAGCACTACTAAAAGCTGAAGCGATTAATTCCAAAGATTTT
+CTCTCATCAATCGCTTTTGCCATTGCGTCATTGCAAGTAGAGTTAGGTGATAAAACAAGCGCTATTGAAC
+ATCTAAAGAATGCTAAAATCAACAGTAATAAAATTGCTGATAAAGATTTAAAAGCAGAAATCGAAGCCTT
+ATTAGAAGAGTTAGGTGGAGTCGCTGAAGTTGTAGAAGTACCAGAAGTACCAAAAGTTGTTGAAGTAGCA
+AAAAAATTGAAAGAATGGAAAGATTTATAACAGTTAAACCATGAACTTTATTAATTTATTTTAAGGTTTA
+CTTTAAGCCTTGTTAAGCCCTACATAGTATGACGTAGGGCTTATAACCATTACATTTTTGCTAAAATATC
+CTGTCAGTAAAAGTACTGCTCATCTGAAATAGAAGATTTACTATTTTCTTCGTTTCAGTGAGTGAAACGA
+AGAAAAATAGCAACAAAGGTTCAGCAACTATGGAGCACCTTTATTATGCTTGAAGTGCGATAGATGCCAT
+TTTCATTGTGCTTTCAAATGACTCTGCACCCGCAATAAATAAACCATTATGGCAAAACATAGCGTCATCA
+ATGCCAGTAACTTCTTTAAGCGCATCATCAGACAAACCAGCCCATTGTTTAGGTAGTGGTTTTCTGTCTT
+CGAATGAACCAGGTTCAACAGGTACGGTTTGAATTCGCCATTGGCCAGAAGGTGATGGGTAAACCATATA
+TAACGCCTCTTCAGATAATGCATGAACTGTTCTTTTCCACGGAGTATACTTTTCTAACACTATGACTCTT
+GAGTCTTCTGCATTATCAATAGCTTTAGCGACAATGTCTTTAGCATTAATGCCGCCACTAGCAGAAGCTA
+TGAATCGTGTTAATACGCGTGATGCAAAATCAACGGCTTCATCAAAACAAGTATCAAAGTGGCTATCTTC
+TTGCCACGTTGGGTTAAACATTGAAATAGTTTGGCTAAGGCTGATACCTTGAGCAACACCTTCAACATGA
+CCACAGTCAATAGCATCAATCGTTGATACTAGACCAGCATCCACACTATTAGCTACTTCTTGGTTACCTT
+GGCATATTGCTAGGCCATATTTCTGCCAAATTAAACCAAATGAGGAATAAGGAATACCATTTTCGCGCTC
+GCCAGCACCGCCTCGTTGATGATGATCAAAACGGCCAGCATCGGCATCATATTCACCACCTACATCTATC
+ACAATATCTGCCTTACCAATAACCTCTAAATCACGCGTACGTATGAGCTTAAAAGAAGGAAAAATATTCT
+TAAGTGCAGCGATACTGAAAACATCATCTGCATGAAAATTACCATTGTGAGTTGCTATTACTTTATCAGT
+CATTTTTTTTGTCATTTTAGAAAAGGATAAGAAGGGGCGTTCATGAACTGTTACTGTTGGAACTTCCCCG
+TTTGGTATTTCTCTGATTTGGAGAATTTTTACTTAGTAAAAATTATAGGGCGGATTCTATACGAAGACAG
+CTAACAAAAACAGATGATTTTAATAACTAAACTATCGAATAAAACGCCAATACATGATTTGATTATTTTT
+TCTATGGGCGATTAAGCGTTACATAGTGTGAAGTAGGGCTGTAACCATCGCCACCCATTTTACCAACTGA
+GTCAATTAACGCTTGGTTAATGCCTTCATCAGTGTAGAGATCATCCCTTACGTACACAGACTTCACATCT
+AAAAGTACAATGGTGCCTCCTGCAGGTAAATCACCAACAGAAATAATTTCTCGTAAAGTACATTCGTATC
+GAATGGGTGATTCAGCAACCGAAAAAGCACCGACATTACAGCTGCTGGTTTTTTTAACCTGTGCTAAGTC
+AAACTCACTTTCATCAATGGCAATGCCGGCACTGGTTGCATTCATTTTTTCCAATAAATGAGAATTAACA
+ATGTTAACCACACATTCACTGGTTTCTTTTAAATTTTGCAAAGTGTCTTTATCAATGCCGCTTCGTTGAG
+TCACCTGTGTATAAAGAAGTACCGGAGGATTGCAGCTTGCCACAGTAAAAAAAGAGTAGGGTGCAAGGTT
+ATCAATCCCGTCCTTTGAACGCGTACTTATCCAAGCAATAGGTCTTGGGGTCACACCGCCATTTAAAAGG
+CGGTACTTTTCTTGAACGCCTAGTTCTGAAATATCAAAATTCATCGATTACCCATTTTTTCATTTAAAAG
+TTATATATACCCAAACTACCTGAAGATGCAGGTTTCAGCTGGAATTAGAAATGCCTTTAAGCAAGTCATT
+GATTGAAGAGAATAGTTATTCTATTGTCGAAATCAATAACGCAGCATAAAGCGTTTCTAAACCAGCCCTG
+CGGGGACGTATGAGCAAACCATGTTCTTCGCTGCCTCCTTTTTTAAGGACGCTACATGGATGTAGCTTAT
+TAGAGAATGCAGGAGCATATTCTCCCGAATAACCCTTAATAAAAAGAGGCGCCTTGATCATGAATCGCTC
+AAGCGTCCTGAAACACGCATCTTCAAGTGGTTTGGGTATAAAAGCCATACAAAACTATAACTACCACTGT
+TACCTAAAATGCAAAGTTCAGCTTGTATTAGCACCGATTTTAGGCAAGGTAATAATTGTTTTTTTTGGGC
+AGTTGACACTGACTGTTGAGATCTATTGAACCAGTAAATATAGTCCAACCACTAAACCGAAATACATCAT
+TAATGAAAAGACACTACCAACAATATTTAACGCAGTTGAGATACCAAAAAATTTGAAACTCAACACGCAA
+GATAGCGCTTTTGGACGTGATTGAAATGAATGAAAGTATTTAAATTCGGTTAACTTATTCGCTAATGCTT
+GATTACCTTTAATCTCATTATCAATTGTTTTGTCATAAGCAAAAGCAATCAAATAAAACAAGACTAAAAA
+GGCTAAAATGGATTCCATAATTAAAGTTCCTGATGTGTATAATGCCCAAATAAGGGGCTAAGTAATAGTG
+AGCTAAAATGTGAAGCGCTAAGATAACTTATAGTCACACTAAAAACGGTTTAATAGATTTACTTTCTATT
+CTATGTGAAATAAGTTGCTATTGGTTATTGAAAAATGTGTTCATTAAAGAGCAGTTGTTTTATCGCACAA
+ATAGAGGCTACTAATCTCATCGCTTGATCAATTGCTGCATCTTTTTGTGAATCAGCCTTAAGGCTGCTTA
+TATGGCTGTTGAAGCAGACAAAACCATTATTGATTAGTGATATGGCGATACAGGCATAATGGTAACCTTG
+TGAGTTTTCAATATTAAGATCTTGAAAGGGTCTCATCTTGAGTGAATCTAGAGTTCCCCCTGCTTTCAAT
+GGGTGAGCATTTCTACTCATGAAGTAAGGGTTTGTCACCGCCATTCGACTACTTGCACTAAGAACAACCT
+TTTTATCTGAATCGGATAGCTCACCAACTTCAGATTTAATAAAATTTGTTAGGTCTTTAGATTGACTAGC
+AATAGCTGTTGCCCATGCGACTATTTTTATATTCTCCTCAGAGAGGTGATTTTCTTGTGTAAACGTTGTT
+TTGAACAGATCGACTTGTTCTTTGAGTTCAGGTATGAGGGCTAATGATTTTTCAATATTCATTAATATTC
+CTAAAGTTTTTATATTTCAATTAAATAAGTCTCACGCATATTGCATATATTCCTTTTGGAATACCGACAT
+AATGATGGAAAATTCTCGAGAAGCTAAGTGGAAGCTGAGTTTACCTGATGCACTGATATCTATACCGACT
+AACCAAGCTGTTATGTGTTAACTAGACAGATTTATCATAAGCCATCGAAAGCCATTTAATGACTTCAGCA
+TCAATATCAGCAATAGTTTGTAGTTGTATTCTATGAGTGCACATAGTGCCAAAGGGGCCAGAATTTTCAA
+GACGCCCTTGGACATCGACATCTTTTAGTTTTAAGCCTAAGTCTATTCTTGTCTTGGTTGCTGGTTTTAT
+TAAGGCAAATTGTTTTTTTCTAATTAAACTCACACTGCCTTTTTTGGGTGTAATTATAACATCGCTACCA
+AGTTTTACGATGGTAGAAATCAGCAGTTCATAAATTGGTGTCAGTGACTCTTTGCCAATATACTGATTTA
+CTAATAAATCTTCAGAAGATTCATTTTTATCCTTTGATAAAGTGACTATTGTGTTGGCAAACCCATGTGT
+TAATCCGAATTCAGTTTTCAAAAAACTCACCGCCATTGAATGTTTTTCGATGTTTTTTTTATGCAAGATT
+TTAAGCCATTCGTCTAACTTCCTGCCTGTTTTCTCAGGCATATTATTAATCATTGTTTGAAGTGCTTTAT
+CCATCTTCTTCACCTTTTGATTCGAAGCATAATACCCGTTTAATGGGCTTGTTGAGCTAGGACACAATTT
+ACTAAAGTCAAAATACCTTATTGTTCACTTACACTAATACTTGTCGTGTGTTCTTGATGTAGTGATGAAT
+ATGACGCTCAATTTTAGTGTCAATCATCTCTTCTGGTCGACAACCATTGGGGCAGGGCATATTCGGTGTT
+GTGCCAAACACTCGACAGATCAACGGACGTTCATCATAAACCTTACAACCATTAGGGCCCAAGTGAACGC
+AATTATACTGATCTAATGCGGCTTCATGTTCAGCGTCAGTTTTCACTGGCAGGCGAGACATTTCTTCTGA
+AGACGTTGTTACCGGTCCGCAACAATCGTGACAGCCGGGCGTACATTTAAATGTCGGAATACGCTCACGC
+AGACGGTCGACTATCTCTTTATTATTGTTCATTAATACCTGATTCTTTTGTGCAGTTCCTGACAATTATA
+GTTCTATATCTAGTCTAATAGAAGCTGACATTGCCTTTAAATTGAGTGTGGTTGTTATGAGTCTGTACTC
+TTTGACTTATTTGATTCTCGCCACCACAAAGAGCGAATCATCTTCTTTAAATTCTTGATAACTCAGCGTA
+GAAAGTATGTCATATGATTTTGAAATAATACTGATTAGTTCGTCTCGATGATAGTAAGTAAATAACAAAC
+CATTCATTTCTTCATCTTCGTCGCCGAGCCAAAATGAATGGGCTATAAGACCATTAGTAGATAAACATTT
+TGTTTGTTGTAAAAGAGACTCTTTTAGTTCTTCTTTGGTCAAATGATGAAGTACTTTATTTGAATAAATA
+CAATCATATAGTTCATTCAATTCAAGGTTTTTCGCATTGAGCTTTGAAAAAGGTACTTCAGGATGTTTTT
+CTTTACAAATGTTCAAGAAGGCATCTGATAAATCAGATCCTGTAATTGAATAGACTCTCTTCAAATACTC
+AATATCCAACCCACCACCTGAGCCTAACTCAAGTAATGTCGAGCCAACTGGCAATGACTTGCTCAGAAGT
+TTATAGATATTAGTTCCATCATAACCGTTACACATTTTAATGTACTGTTTGACATTTACTGGGTTATCAT
+AAAAATTCATGAAGCCTCCTGTACTTATAAAGCGTAGCGATCTAGCTTATGGACAAAGTTTAATTGGCTA
+GAGTAAGTGACGAAGGAAAAAGCCAACGGTATTTTGTGCTAGTTTATTAGTTTGTCGTTACGTAAGTGAT
+TTGTTATTTTTACTATTAATAGGTCAATGACTTAATCGCATCAGAGACTGTCAGAAAATGAATTTTAGTG
+AGGCAAAGACTAGCCTTTTTAAACTCATGAGCGCGTATTAAATTCGTCACTTCGTTTGCAACTAATATCC
+GCTTTGTTTTGATTAACTCTAACTTGCCTGACGTTAATTCGATGACATAGCTATTGCCAAAAGAGTCAAT
+AACATAATCGTCATCACAAAGCAGTAATTCACGGCATTCAGAAATGAAATCTTGCTCAGAACCCAAGTAA
+ATCAACTCGTCATCGCCATCTAACTTTAGTGTGCATGGCCACGAAATCATAAGAATTCCCTCGATAAATA
+TAATGCCCAAGAGAGGGCTTATAATAGTTGGCTACAATGTAAACTAAGTGGAACGTAACCAACAGCTACG
+TATTTTTACTTATCTTTTGTAAGGTTTATTTATGACTACCATCACACAATGGTTGTGATGCCGTGAGCTT
+ACAACCACAAAAAAATAATTTTTTAGACTCTGTTGCGGTAAATCTTACCGGCGAGAATTCAGAGCCTTTA
+TGAGAACCATCACAAAATGGTTGTTTCTCACTCTTACCACAAGAACACCAAGAATATTTTTTACCTTCTT
+CAACTTCTACTGCAAAGGGCGTGTTAGATGCTCGTACTGGTTTAGTCATGATAATTCTCCATAATTTAAT
+GTAAACATAGACACAATGACTCCCCACGAGGTGCTAGCCTCTGAACGTGGGTTAGTTTTACAAACCAGAG
+CCATAATATATGTGTCAACAATATAAAGCAGAGGCTAGCATGATAAAACATAACATACTTTTCATTGGCT
+TAGATACCCACAAAACATTTACTGAAGTTGCCTACATTGAAGGCCAACGTGGCGCTAAATCAATTCACTT
+AGGTAAAATCCTCAGTAATAAAGCCGCATTTAAAAAGCTCGCTCGACAGTTACAATCAAAATACCCCGAC
+GCTACGCTTCATTTTGTTTACGAAGCAGGCCCTTGCGGCTATTGGATTTACCGTTTACTGACCAGCCTTC
+ATCATTGCTGTTATGTTATTGCCCCTTCTCTTATTCCAAAAAAAACAGGAGAGCGTATTAAAACCGATAA
+ACGTGATGCGCTCAAACTCGCTAAATTACTTAAATCAGAAGATCTAACTACTATCTATGTGCCTGAGCCA
+GAAGATGAAGCCGTGCGAGATTTATCCCGCTCGCGTGAGACGGGCATGAAAGATTTGAAAGATGCTAAAT
+ACCAACTTAAAGCCTTATTGCTGCGTAACAACATTAACAGCAAAGTGAAAGATAACTGGTCATTACAACA
+TTTACGTTGGCTTGCTGAATTAGTATTACCTCATCCTTGTCAGCAAATTGTTTTACAAGAAGCCGTTTCA
+ACTATCACCGAACGATTAAAGCGTCTAAAAAGGCTTGATAATGAATTAACCCATCAAGTAAAAAGTTGGC
+GATATTATCCTGTAGTCAAAGCGATACAAGCTATGCGTGGTGTGAGGTTACTCGTGGCAACAGGTGTTAT
+CGCAGAGCTGGGTGATTTATCACGATTCGATCATCCCAGAAAACTAATGAGTTACCTTGGTCTTGTGCCA
+AGTGAACATTCAAGTGGCGGTAAACGCCGACTAGGTGCTATTACCAAATGTGGTAACAGCCGTGCAAGAC
+GACTACTGGTCGAAGGTGCACACTCGTATAAACACAACGCCAATATTTCAAAAGAAATGCAACTAAGGCA
+AGAAGGATTAAGCAAAGAGATCATCGATATGGCATGGCAAGCACAATTAAGGTTATGTCGACGGTACAGT
+CGCCTTATGCATAAAGGTAAACATCGTAATGTGGTTGTGACAGCAATTGCTAGAGAAATGATTGCTTATA
+TTTGGGCAATATCCAGAGAAATAGTATTACCCGTTGTCGATGTAAAATTACGCATGGCGAGAATGCCTGC
+GTGAAAAAAAGTTTCGAGTTAGCGCATGGGATCAAGCATCGGGTGTGGCACAACCACCGACGGCGTTAGG
+ATGGTAATAGCCTAACGGCTATTGAACCGCGAAGATAGACTGAAGACAGGTGCCACGACGAAATGAGTAA
+GGTAGGCGCTGCTAACTAATCGTTAGTAACCCACGAATATCAGCATGATAACCGACGAAATTACTTGCTT
+CATTCTATGCGTTAACTCACTTATTTTAAAAGTGAATAGAAAAGGCTCTTATATTAATGAGCAAGGATCA
+GTGTATTTAACTTGACGTGGGGAGTCATACCAACGCCGCAGTATGCGGTATTTAATTGTTTGATAAAATG
+GTGAAACAAAGTGGAGCCGAGAAATCTGCTACGAATCCAACTAAATAGCCTTGTTAACTAGTCGTCCTGC
+TCTACGTAGATTATATCTTCTACTTTAAAGCCACGTTCTTTTGACATAGTGATAAATTTATCAAGCACCT
+CAGCTTCAACAGTAGGCGTTCTTGATAAAAGCCAGAGATAATCAGAGTTTGGTCCTGAAATAAAAGCATA
+TTGATAGTGTTCATGATCTAACTCAAAAATAACATAAGAGCCGTAAAAGGGCCCAAAAAATGATACTTTT
+AAATATCCCTCGGTGTTTTCATTGATAAAATAAGCCTTTCCTTCGGCTTCTTGCCACTCATTATCCGACG
+CGGAAAACCCACTGTTGAGAACTGAAACACCACCATCATTTTTTAAGCTATATTCAGCGGTAACTTGACT
+CAATCCTCTTTCAAAAGAATGGTCAAGCCGAGCGATTTCATACCATTTACCCAAATAATTATTTAATTCA
+AAGTCTGATACTGGCTTGACCAATTTAGGCATGCCTAAGCAGCTACTAAGAAGAAAAACGCCTATAATTA
+TTAGTGCTCTATACAATCGAAGCTCCATGGATATGTAACGCCCATTTAAGGTAGTGATAACAGTTGGCTA
+AATATTAAACGGATCTAAAGCAGCCAACTGTATTCTATCTCGGTTGAACAACAGGTTATGCGCTGTCGGC
+ACCCTCAGTAGGCTGAGATTCCTGCGGTTGTTCATTGTCCACACCTGCTTTTTTCAAGCGTTTCTCTTCT
+TTCTTTTTCTTTTTAGCTATTTCTTTCTGGCGTTTTTCGAAAGAGTAATTTTGCTTAGCCACTAGTATTC
+TCCTAACTTAACTTAACTTAACTTCAAGACTTAAGCCTTAGAATACGGTATTTCCCAGCAGAATGCGCTA
+CTCATTGCATCAACAGTACCCGTAACTGCTTCAGAATAGGAACAATAAGGCGTGCACAGAGCACTTAAGG
+CAAATAACATTTTACTAAGAGGTAAATAATAGAGTGAGTAAAACTGTGTAGTGAAATAGAATGTAGCCAA
+CAATTTCCTGTTGTGTTGAACTACTGGTTATGTGAATTAACTTCTTTTATTCAATGATTTGAACATTTTT
+TTAAGGACGGAATAAACAAGTAATAATGTACCTATAATTATTGTTAAAACACCCAGAGGCAAAAATAAAC
+TTTCATGAAGAACAAGATTTTCGTCAAGGTATTGATAAAACGTGTTTTCTACAGTTAGAAAGACAATGCC
+TATAAATATAAAGAATAAACCTAGGGTTACGGTGGTATTTTTAAAGCTAAGATTCATTAGTTTATCCATA
+AAATTATTGCATTGTAAGCGTTGGCTGTGATTTGCAAAGAACGAAAACAAGCAATTGTATTTGGTTTCGT
+TTAAAGCGTTATAGGGAGTAAGTCATTATAATTTGGTAAATTTCGCATAATCAGTCGTGATTTTCGTTCC
+ACTTTCCACTCTGGTAATTATTGCCTTATCAATAAAAACAACTGAATGCTCTAAGTAAATCTTGACACTC
+CCGCTAGCAATTGACGGTGTTTTTGTTTCCCATTTGGAATCAATTAAGACTTCAAAAATCACCTTGTTCG
+GCAAAAATATTTCAACATTACTACTGTAAACTTGAGAGTCCTTATTAGCGGATACTTGCATTTTTTGTGA
+TTTAATTATTACTTCTGAGGCTATGGATGATGGTGTTAGGAAAAAAACACTACTCAATATAGCTACTACG
+AAAGAAATAATGACCACTATTTTTGTTGTTTCGTTAGGGGATTTGTTCGATTGGTTTTTAATTAGCGATA
+CTTCAGTTTCAAAAAGCTTACTTACATCTAATTCAAAGCAAGATGCTAATGATTTTATTGTTTCTAAAGA
+ACCCGAACCGTTATTTTCAACTCTTTGTATTGTCCTCAAACTAACTGCACTCGCATCAGCTAAATGTTGT
+TGACTCCAAGCTCTTATTTTTCGCTCATGTATAATTTTATCAGCCTTTATCTTCATTTCCATTTTACTTT
+CTCTCAAGAATATATTGAAACGATATCTTGTTAAGAAATTCCTTTTTTGTATACGACATGTTTACGTCAA
+TTTAACGACAGATGCCTGCCATATTGCTAATACCTTGATAACCGAATAAAAAACAACAGGTCAAATGTGT
+AGTATGCAATACTAAGAAACCTGTTTCGCGTCAGGTTGAATTATTTGTTATGTTGCTATTTTCGAGTCTT
+AAGTAATATTAAATGAAATGCAAAATTTAATAGAAATACAACAAAATATAAACTGAGCATTAACTCATGG
+AATATAAAATTAATAATGAATTCTGGCGTAAAAAATAACGTTATAGAACCACCTTCATTAAGTTCAAATC
+CAATTTCAATAAAAAACATTAACACCGTTAATGGCACTATAAAATAAAGAGTATTCTTAATAGAAAGTAT
+TAATATCCTATAATAATCATCCACTTTTAGAGGACTCACCGATAATAATTCCTTTGTGTAAAGTTGAACG
+ACTGTTTTATTTTAAAACTAACGTCCTACTAAGAGCCGGCAGTCCCGTTTTATTATCTTGTCATATGAAA
+ATTAAGTACCAGAACAAGTACAAGCTAAATCGCCATTTTTTTGGAACCATTCACTATACACGCCACGAAC
+ACATTCTCTTTGAACCTGAGAGCAGTCTTGGCTATTAACGCCGCTACCTCCAGGAGAATAAGTACAGGCT
+GATATAAATAAACCGAGAACTAAACCGAAAATTTTCATAGAAACTCCATTTCATAGAATGCCCGCTAAAG
+GGCAAATAATTGTCCACTAAAGTGGCATAAGATCACGGTGTAAACTGCGAACTTTTTTTGTCCCGTTTGA
+ATTGTTTTTCATAACGTTGCTTTAACTGACATTGCTAGTTTTTCAATGCCATGAGATGGAATCCATCTTT
+TGAATTCAACGAAGCCATGTTTCTTGTATAAATTGATTGCTGGAGTATTTACAACGGCCGTTTCAACAAT
+GGCTTCTGAAAAATAAAATTTATCTAGAATATAGGTTATTAATTTGTTTGCGATACCTTTCCTAAAATAA
+TTAGGGTCAACAGTTAAACTATTAATATCTAACTGTTTGTTTTCTAGAACAATCTCTATAACTGCAGCGA
+GACATTCATTCTCACTAAAGCCATAGAATAATGTTTTTGAATTTTCTATATCTTTAGCACTTCTCAATAG
+AGGAGGAAAATTGAGAGTACCTATAAGTTGAGCTTCAATTTTATAAGAATTCTGAAATACAGTGAAAATT
+TGGTTTGCAACCTCTTCATTCAAATTATCAAGTTTATTAATCATGCTATGCCTATCATAAAAATTTATAT
+TACTCTGTAAACCCTAATCTAGCTCAATAACATTATTGACTAAAACGATTGACGCATGAGCAACAGTTAA
+CTGTGATTTTTCGTTTAATGCTCTAGTTATATCTTTACTACATCGTTAATTCTTAGCAATTTTTACGCTC
+TTTCATACTCTTTGAATATCTATTTTTAGTATTAGTTCATTTTACATATTATGTATAAATCACCAAAGCG
+ATTAATTTATCTTCCTTTCAATTTTACAATTAGGATCAACCTTTTTAATGTCGCAAAACGGTTTTTCTTT
+TTCGATTGTGACTGCCCCAGAATCATTAGCAAAACGAACAGATGAGCAAGAGCACAATAATAAAAATAAT
+ATTATAACGATGAATTTAAGCACAAATCTATCCTTAAAAATGACACATTATTGAGAGGCTAAAATTTTGT
+ACACTATTAGAGTAAAAACAACCAACTGTATTTTTCAGTGCGATGAGCATGTTAGCTCTGCGCTGAAAAG
+GACTCATGATATGTAACAACGCCTGTCGGGTAAGAACCTTTAAGTAATGTTGCTTGAAAATATTCGGGTG
+GAACATCAGGGAGCACTAAGCCACCTATGGGCTCAAAACCAAATCGACGATAGTAATTGGGATCACCAAG
+TAGTACACAACCATTAGCGTTGAGATTATTCAATTCTCTAAGAGCTGCATGCATTAGCTTAGAGCCTATT
+CCCTTATTTTGGTCAGTTGGAACAACAGAAATTGGTCCCAAACCATACCAATCTTTTGAACCATCCGAGA
+TAGTAACTGGCGACAAAGCAACATGGCCAATTATTTTAGATGAGTCTTCAGCAATAAGTGAAACTGATAA
+CGCTCCGGAATCTCTCAATGCATCTACAATAAATTGCTCCGTGTGGTCTGTATGTGGTGCATCAAGGAAT
+GCAGCAATAGTAATTGCATGAATACTTTGAATATCGCGAGTTTTTTCTAGTCGAATATTAATACACACTG
+AAACATCTCCAAGTAGGGTTAACCCTGATTTAAGGGGCTTATAATAGTTTGCTAAAATGTGAAACGAAGT
+AGAACACGGCCAATTGTTACTTACCCTTGTTTATTTAGTTGTCATGTCGTTGCTTAGTGAAATTCATCAT
+TACTTTTTACCCAGCGATATATTGGATATGCAGCGAGTAAAGAAATAATAGTTAAAATAATAGATTTACC
+GAAATCAACTTGTTTCAGCTCCCCTATGAGATAGAAAAATGTAATTTCAAATAATGCAAAAAATATCCAT
+ACTGCCCAAAATGCTTTTTGTTTACTCATACCTAAGGATCCTTCCTGCTAAATAACGCTTTCATATTCGG
+AAAAACAATCAACTGTTATTTGTCCTAATTAATTTTATTGTTATGATTTTTTATAGCGGTTGAAAAAAAG
+ACATCGCTTATTTCGACTATAGCATTAGAACCACGTAATGCTTTTTCAAGATCCAATGTAATGAACTCGC
+TAAATTTACTGTTAAATTCTATTGAATCTTTTTTAAAGTCAGCCTTTAAATAAGACATAAACTCTCTGCA
+CTCAACACTATTTTTTTGTTGTATACGCGCACACGTTTTTCCATGTTTAGCCACTAATTCAAATCTATCA
+ACGAGTGAATCAAATGTCATATCTCCAGTGTTCGCGTGTAAATCACTACAAAATAGTATTGATATTAATG
+ATAAAATTACGTATTGCATTAAATAACTGTCCACCAAAGTGGAACAAAATCTGAGTAAAAACAGTCAACT
+GTATTTTTCCGTTTGAAGTTATTGCTATCGCCCTACATGCTCTACTTTTTAGTAAGTAATTTATAGAATG
+AAAAATCTAAAACTGATGCAATCGCAGATACTAATAGCCAATGAAAAAAATAGCCTACAATATTTAAAGC
+ATCAGGCTCACATTGTGTTTTTAGGATTTCACAGTAAGTGAAGTCAACTATAAAAGTAGAAAATGCGGAT
+AAGCCAATAATAATTGATAGTGCAAAGGGCCACTTGACCTTAAATAACCGAATAAATCCAACAATGATAA
+TTATAGGCAGACCTAACGATAAAAATAAATCCATTTATCTCTCCTTGAACCACGATATGCATGACAGCTA
+ACAGTTTATTATGAGATGAAAATACTTCTGTTCATAATATGGGGCGAACGGCGTGCGAAGTCCGTTATCA
+AATTTACTCTAAAATAGGTTATTTGATAATAAAAAATCCGCACTTCAAAGTACAAATTGAAGTGCGGATT
+ATTAATTATTATGCAGAGCGTTTGACGCTCTTATTCTCTAGGCTTTCTTAGTTTTTATATAGTCATTAAC
+TAGGTCAGTTAAGACGTTAAGCGGTACTGGACCATTTTTTAAAACTACGTCATGAAATTCACGAATATCA
+AATTTATCACCTAATTGAACTCGAGCATTTTCACGTAATTCAATGATTTTATTCATACCAATTTTGTAAG
+CTGTCGCTTGTGATGGCATAACTACATGGCGTTCGACCATTTTAACGGCATCAGATAGGGCATTAGGCGT
+GTTTGTAGCGTAGTACTCTATACCTTGTTCACGTGTCCATTGTTTAGTGTGAATACCCGTATCAACCACT
+AAGCGACATGCTCGCCATAATTCCATGGCTAAACGACCAAAGTCAGAATAAGGGTCTTGGTATAAACCTA
+TTTCTTTTGGGATCATTTCTGAATAAAGTCCCCAGCCTTCTGTATGAGCTGTATAGCCACCAAATTTACG
+GAACATTGGAATGCCTGTTAATTCTTGTTTGATTGCTAATTGCATATGATGGCCCGGAATACCTTCATGA
+TATGCTAACGCAGCCATTTGATAAGTCGGCATAGCTTCCATGTCGTAAAGATTGGCGTAATAAATCCCTG
+GACGGGATCCATCCGGAGCAGGGCGTTCATAAAACGCTTTACCAGCAGATTTTTCTCTAAACCCTTCAAC
+GGCTTTAACTTTTAACGCTGCTTTGGGTTTGGTTAAAAATAAGCTATCTAAGCGGCTTTGCATATCGTCA
+ATAAGAGCGACTGCTTCTGCTATATAACGCTGTTTTCCTTCGTCGCTAGCTGGATAGTAAAACTGCTGGT
+CGGTACGCATGAAATCGAAAAACTCGTTCAGACTGCCATCAAAGCCAACTTGCTTCATAATCACACGCAT
+TTCATTATGAATACGTGATACTTCACTTAAACCAATAGTATGAATTTGCTCTGAAGTTAAGTCAGTTGTG
+GTAGTGCGCTTTAAAGCATTCTTGTAAAAGGCTTCACCGTCAGGAAATTTCCAAGCACCGTCACGGGTGT
+CGGCTTTTTTCTCAAGCGTTGCTAAGTAAGTAATTAGTTGTTCGTAACCTGGTTTTAAGTTATCAATTAA
+TGCTATTTTTACGTCAGTAATTAAGGTTGCTTTCTCGTCATCACTAATGTTTAGTTTATTAATCTTTCGA
+GTGAAATCGGCAAATATTGTGCTGTTAGCTTCGTCATCAAACGGGGCGCCAACAAGAATGTTTTTTGAGT
+CTCTAATAACATGTGGGAAGACAAATTTTGGGGCAATAATACCTTTTGCTTCACGCAATTTAAGCTGTTC
+AACAAGCTGCTCTAGCAATTTTTGAGCACCACGAACACGAGCGATATAATCTTGTGCTTCTTTAACGTTA
+ATGATTGAGTGCTGGTTAATTAAAAAAGCAGGTATTTGTGAATGGGTGCCATGCATTTGATTAACAGGGT
+AACTATGAAAGCGCCATTTATAATCTGCGATCTGGTTTTCTAGATTTTGAATGAATAAGTTTAGGCTTAT
+TTTAGTTTGTATATCAAGCGTGGTAACGTCAATAGCTTGAACTCGTACAAGGTTTGCTTTAGCGATTGCT
+AACTCATTTGCTGCGTTTGATTCTGAAAGGTCGTTCCATTTATCGTAATCTGTTTTAATGCCTAAAGAGG
+TTTGTCTCACGGGGTCGCGGTTAACCCCTTCTTTAAAAATAGTGTCAAATAACGCATTGGCCTGTTCTGA
+GGCTGATGATGCTTTAACTGTGTTTACCTTAACAGGGGCAGCTGTTTGTTCGTTATTTTGAGGAGAAACT
+TTGTCTTCTGAACAAGCACTGAGTAAAGCTGTGGCAACAGCGATAACTAACAGGGATTTTTTAAATGTCA
+TTCTATTCTTATCTCACTTATATGATATGCATTATCATTAGTGTGCCTTAATGCATGTGGCTAATTCAAT
+GAAAGCTCGACAGAATGCTATAAAATTAAGACCAACAGGTGTTGCCAACCGAACAAAAGAAGTAAACTTA
+GCAGTAACATTATGTACATGGAAACCCCGTAAATGAAATTTACCGTTGGCTTTAGAAAAGTTAAGCATGA
+AGACATAGATTTTTTGTTGGAGTTACGTAGAAAAACGATGACCCAACATTTGTTAGCGGCAGGTATTCGT
+ATGACGGATGAGCAACATTTGGTTCGAATAAAAGAGCACTTTTATGAAAGCCATATTATTTTAGCAGACC
+GTAAACCTATAGGGCTGGTGAAAATGGGCGTGTTATCGCTTAATAATACCGGTAAAAGTTTGCATATTAG
+ACAGATACAAATTATGCCAAAGTATCAGGGCAAGGGCATTGGCAGTAAGGTACTTACGGTGGTGAAAAAG
+CGTGCGTTACAATTGTGCTTACCGATCACCTTAAATGTTTTATTGAAAAATCCAGCTCGGGGTTTGTACT
+TGCGTCATGGTTTTCAAGTTGAGAAGAAAACCCGTTTAGAATTTCTATTACGTTGCCCATTAGAAGTGAT
+TGCCGCATAGCTTGTTGAGTCAAGCGAATAGCGACAATCATTATCATCGAATTTAGTAAGTAAACTTACC
+TAGAACTGTACCTAGTAAATAAGTCCGCTACGTTTTACTTTATTCGGGTCAATACGTGATGGCGTAATAG
+ATCCATCAACCAAAGGCGTTGTTGCTATTGCCAACATTTTAACCACTTGTAACATTGAGGGTAAATTCAA
+GCTATTAATATCATCTGTGACTTGATGATAATGTTGGTCTTTATCAAGCTGCGTACTACTAAAGCTATGG
+GCAGGGACTCCTAACCTAGCTAATGTTGCATTATCTGAACGATAGAATAAGTTTTGCTTAGGGTAAGGGT
+CAGCATAAACTTTCAGGTTTTGTGGTGCTAATGCTTGGTTTAGTTGTTCACCTAGGTTTGAGCGATCCAT
+ACCTGTCATCCAAACGGTGCCATCTCCAAATACAGCCGGTTTACCGACCATTTCAATGTTAATCATGGCT
+GTTATTGTCGTTGGTTCTAGGTTTGTAGAAAAGTGTTTTGAGCCAAAACCTCCAATCTCTTCGGCGCTAA
+ACGCGGCAAACATTAAGGTTCTTTCGTTATTGCCCAATTTAGCAAAGTGATTCGCTAAATTGATAATGGC
+AGACACACCAGAAGCATCATCATCGGCACCATTAAAAATATCACTACTTTGTTGTGCATTACTGTTAGGT
+GCGCCATCAATACTAGGTTTAACGCCTAAGTGATCATAATGAGCTGAGTAAAGTACAATTTCGTTAGCTT
+TGCTTTTACCAGGTAAAATACCGACGACATTACTTAAAGCGCTAGTGCTAACCTTGGCATTGCCTTTGAC
+GTTAAATTGTATCACTTTACTAATATCGGTTAACGCAATAACGATAACACCACCTTGCTCAGTGGCGCTT
+TCATCAACGAGTTTAGTTAACCCTTGAGCAAAGTAACTTTGATAGCGTTTAAAGCTCTCTTCATGTTTTG
+GGTGAAGTAATACCAGATGCTGACCACCTTGTTTATTTAACTCACTTAGTGATTTTCGCATGTTGTCGTC
+TTCACCAACCATTACAATATTTACGGGAAGATTATTTTTTACAACGTTACTGTTCCAATCAAAATCTGTT
+GCTGTTGTGGCCATCGATAATGATTCGCTATCAAAGGCTTGGCCATTAATTTCAACCGTAAGCATATTTG
+GCGTGATTCGCTGCACTAAGTATTGCTGTTTAAAATTTAGATCGCTTGGTGCTGGCGTAAGACCTACTTC
+GTTAAAACGCTTAGCAATAAAGTCGGCGGCTTGACGGATATTAGGCGTAAAGTTATTTCTACCTTGAAGA
+TTATTACTAGCTAAGTAACTAACATCTTTAGTAATTTGCTCTAAAGTAATGGTGTCATCTACAGTGACAG
+AGGCACTTTCCTCCGTTTTTTCATCAAACCCTAAATGCATATTACTACAACCGGTTAATGATAAACTGGC
+TAGTGACAGCAGTGTTATAGAAGTAGCTAAGACTACTGGCTTTAAACGTTTGTTAGTCATATTTTTAGTT
+GTTGTTAATGTCATAAAGGGCCGTCTCTTACTTGAGTTTTATTGTTTCAATCAATAGGGTTTCTTCACCT
+GAAGTTAACCATAATTGACCATCTTGAATGCTGCATTGAAATTCCATATTACGGCTGAGAAGCTTTACTA
+ATGCTTCGCAGGTACTTGGCTCGAACTGCTCTATGGCTAAACGCTCAAATTTATTCAGGTTTTGCTCAGC
+TTGTGACCACCAGGTATTTACGCTGCTGCCATAACAGTATAATTTTACTGCTTTTGCTTGGTTACAGGCT
+TTTTTAAGGCGCTTTTCATCTAGCTGTCCAAGTTCAATCCACAGGTTAATTTCATCACTGTAATTTATTT
+GCCAAAGGGCAGCCTCGGTTTCATCACTAACGCCTTTACCAAACTGTAAATCTTCGTGGGCATTGAGGAT
+GTAGGCAATTAGACGCACCATTAATCGTTGTGGTGTTTCTGAAGGGTGTTGAGCAAGGGTAAGTTGCAAG
+CTGTCGTAATAATTACGATCCATATCGGCGAGTTCGATATTAGCTTTGTATATAGTTGCTTTAAGGGCCA
+TGTGTGCTTTGAGGTAATAAATAATGGCGGTATCATAACAGTATGGAGCTAACTTGCAAAAACTTGCCAA
+GATAAAGTAATCCGTTTGGGTTTACGATGAACGTAAAACAGGCAGTATTTATCAAATGAATAACTAGGAT
+AATGTTAATTAATTCTACTTATGGTGAGATTTAAAGCATGATAAAGTCACAGAAATAATTATATAGCCGT
+TATCAACCAAGATGCATGTTTCTGAGTGCTTGGGTAATTACAATTCAAGCCGCTGTGATGGTAATAGGTA
+TACTTTTTAATCATTTATTCTTTAAGAGGCTCACATGACAATTCAATCTTTTTTTCCGCCACAGCGCACT
+TTGATGGGACCGGGTCCATCAGATGTTAGCCCACGTGTTTTATCTGCCTTAGCAAGACCTACCATTGGGC
+ATCTTGACCCTTGTTTTGTTGCCATGATGGATGAAGTAAAAGAATTACTTCAATATGCATTTCAAACGAC
+AAACAAGTTTACTATGGCCGTATCGGCTCCTGGCTCTGCGGGTATGGAAGCTTGTTTTGTAAATTTAATT
+ACCCCTGATGATACCGTAGTTGTTTGTGTTAATGGTGTATTTGGCATGCGTATGATTGAAAATGTTAATC
+GTATTGGTGCTAAATTAGTGGTTGTTGAAGGTGAATGGGGCAGAGCAGTTGACCCGCAAGCATTAGAGGC
+TTCACTGAAAGAAAACCCACAAGCAAATTTTGTTGCGTTTGTTCATGCTGAAACGTCTACAGGAGCATTA
+TCTGATGCCAAAACATTGTGTGCTATCGCTAAAAATCATGATTGTTTAACTATTGTTGATGCCGTGACGT
+CTTTAGGTGGTGTTGAGTTACGTGTTGATGAGTGGCAAATTGATGCAGTGTATTCAGGCAGTCAAAAATG
+TTTATCTTGTGTCCCTGGTTTATCACCAGTAAGTTTTAGTGATAGAGCTGCAGAGGTGATTCAAAATCGT
+GGCATAGCGGTCCAAAGTTGGTTTCTTGATCAATCACTTGTTATGGGGTATTGGTCGGGAGAAGGAAAGC
+GCAGTTATCATCATACTGCTCCTGTTAATTCTTTATATGCATTACATGAATCGTTAGTAATGCTACAAAA
+TGAAGGTCTAGAAAATAGCTGGGCTCGACATAAAACCATGCACGATAAATTAAGTACAGGGTTAGCTGAG
+TTAGGTTTAGACTTTATTGTGCCAGCAGATGAACGATTACCACAGTTAAATGCAGTCTATATTCCAGAGG
+GTATTGATGACGCTAAAGTAAGAAATTTTTTACTGAATGAATATAACCTAGAGATTGGCGCGGGTTTAGG
+TGCTTTTGCTGGTAAAGCATGGCGTATAGGTTTAATGGGCTATGCTGCACGCAATGAAAATGTCACCTTA
+TGCTTAGCAGCGTTAAAAGAAGCTTTAAAGCAATAGTGATAATAGTAGCTTTAGTGATTAAGTTGAGTTG
+AAAGAGATAAGTTAAAATAAACAACGCTAATCAAAGCAGTAAAATGAGAAAGCCCTGTACTGATTTTATC
+GGTACAGGGCTTTTTTAGTTAATATTAGTCGTTCAATCATTATGTATTATTAATACATAAGTGCTGCATT
+GTTAACTAACTTTACCAGCTACCGCTATTTTCCATACTTAACCATGGCTCTTGTGGCTCTAGGGAACCAT
+CTTTTTGTAATAACTCTATCGAGATGCCATCAGGTGAGTTAACAAAAGCCATGTGACCACAGCGAGGCGG
+TCTGTTAATTGTTATGCCGCCGTCTTGTAATGTTTGACACGTTTGATAAATGTTATCAACTTCAAAGGCT
+AAATGACCGAAGCTACGCCCTGCAGTATAATCTTCAGTAGAACCCCAGTTGTAAGTCAACTCAACTTCCG
+GGCCGCCAATCTCGGTAGCTAAATAAACCAAGGTAAATTTACCTGCAGGTACTTCAATACGTTTTGTTTC
+AATTAAGCCAAGTTTATTGATGTAGAAATCAAGCGATTGGTCCAAATCACGTACACGTACCATGGTATGT
+AAAAACTTCATAAGGCTCTCTTTTTCTTTGTTTATGGTTAAGGGGGATAAAATAGGCTGAACTACATTGC
+GATCAGGTTGGAGTTTATTCATACATTGTATTCGCTAGTTTATGTGTAAAACTAATAAATATTCAGTAAT
+ACAAACGCCACATTGAGCTTTTAACAGACCTTAAGCTTTTGAATTGGTTACGTCAACCTAGCGTGCTTAT
+TAGCGTTTATCTGTCTTTAACATTAAATAAGCGACTACTTTTTTGCGTAATCAGTACTCTTGTACAATAA
+TTAACCCCTCATGAAAGAAATTAAGTCTTGGGTTGTATGTTTTCCTTGTTTTCTTTTTGAAATTTAATTT
+GAGGAAATAAAAATGAAAAGTATATTTTTAACAATTATTATTGTGATGATTAGCTTTAACGTTTATGCCG
+AAGACAAACCTTATACTCTGGGGACTGTCTGGGAGGTCTCCTATATAAAAGTTAATGACGGTAAACTTGA
+AGATTACTTAAAAAACCTTAACAGTGGTTATTACCCGATTTATGAAGAATTCAAGAAGAAGGGCTGGATA
+ACATCATACAAAGCAATCAGCTTCAATCGTAACAACCCCGACGATTGGAATTTAATGTTATTAACGGAAT
+ATCCAAACTGGGCAACCTTTGATAGAAAAGAAGCAGAATGGGAAGCTGTCGTTGATGAAGTTTTTAAAAA
+TAAGGAAGCCCAAGAAGAAAGTGATGAAGATAGAGAGAATATTAGAGTTTTATGGGGCTCTAAAGTGGGA
+AGAGAAATGATACCTGTAATCTAAATGGTCTATATAAAACAGATCGAATTAATATTATTCCAAGAGACTT
+GTCGCGCCAATCTTATAACATGAGTTGGCGCTTTTTTATTGAATTTTAGATGCTAGGTTTTAACGCAACC
+AATAGGTAAAATTAATCACCGACTTTATCTTTAAACTCACATAAATCTTCAATGATACAAGAGCCACACT
+TTGGTTTTTTGGCTGTGCAGGTGTAACGTCCATGCAATATGAACCAATGGTGTAAGTTAAACATAAACTC
+TGTTTTTTTTGGTGTTAGTTTTATGATATTTGCTTCAACCTGATCTACGGTTTTACCTGGGGCATATTTA
+GTTCGGTTAGCAAGCCTGTATATATGAGTATCTACCGCTAAAAAGTAGTTACCTTCATTATCTTTTAGCC
+AGCCAAAAGCAGTGTTCAAAACCACATTAGCCGTTTTACGTCCAACGCCGGGCAGTGCTTCTAGTGCAGC
+TCTATTTTCTGGTACTTCACCACCATGTAAATCGACCAACATTTGACACGTTTTAATGGTGTTTTGTGCC
+TTGGTATTAAATAAACCAATAGTCTTTATGTAGCTTTTTAACCCATCGAGGCCAAGATCTAAAATGGCTT
+GAGGCGTATTGGCAACAGGGTAAAGTTTGGCAGTCGCTTTATTAACCCCAACATCAGTTGATTGGGCTGA
+GAGTAGAACGGCAATGAGCAATTCAAACGGGCTAGAAAAGTTTAGTTCTGTGGTTGGCTCTGGATTCTCG
+TCTCGCAGCCGAGTTAACATTTCTATGCGTTTTTCTTTATTCATGGCCTGACTCTTTTATTTTATCTTAT
+ATGCAAAGCTCTAGATATAAGGTCTAATATGTGAGCCATATCGAAGCTTAAACTTTAGAGTTATTTTATT
+GTTAACGTATATATCGTTATTAATCTTTAATAATGTTTAAGATTAAGAGTCAAAATTTACTCGAACTCTC
+TCTATTACTTGTTCAGTATCAACTACTTTTTTGGATTTTATATGGCTATCAATAGCATTTTTAAGTGCAA
+TTAAAATCCCCATGGCGATAAAGGCGCCGGGGGGTAAAATAGCTAATAAAAATTGACTATCGAGTTGCAT
+TACTTCAATTCGAAGGACACTAGCCCAGTCGCCAAGTAATAAATTTGCACCATCAAAAAGTGTTCCTTGC
+CCAAGGATTTCTCTTATTACACCGAGTAAAATTAAGATAATGGCAAAGCCTGATCCCATCATTAACCCAT
+CAAAGGCTGATTGTTTGATTGGGTTTTTTGATGCGTAGGCTTCAGCTCGACCAATAATGGCGCAGTTAGT
+CACGATTAACGGGAGAAATATCCCTAATGATTGATAGATGCCGTAAGTAAAGGCATTCATTAGCAATTGT
+ACGCAAGTTACAAAGGCAGCAATAATCAAAACAAAAATGGGTATACGAATTTCTTTAGGTACCCAGTGAC
+GTATTGCTGACACGGTAATATTGGAACAGATGAGTACTAACATGGTGGCAAGGCCAAGACCTAATGCATT
+GGTCACGGTTGATGTTACGGCCAGTAGAGGACATAAACCAAGCAGTTGCACTAAGCCAGGGTTGTTCTTC
+CATAAACCTTGTATGGCTAGTTCTTTATACTCTGCCTTACGTTCAGCTTTAAGTACTGCCGCAGCTTCTT
+GCTCATCAGTGTTGTCAGTAATATCAGCGTCATTACTATTTGGTGGTGCTATTTCATTGCTCATTAGCAG
+CCTCGCTAATTGGTGATATTGATTTAGTTGTTGATAAGGCTTCGCCACAGGCATTTGGACGAGGTATTAA
+ACTGCCTTTGTGTTGGTTAAAGTAATTTAGCGTGCTTTTAACGCCTTTTACTACTGCACGCGGCGTAATG
+GTCGCCCCAGTAAATTGATCAAACATGCCGTTATCTTTAGTAACTGCCCAGCGACTATCATCTTCTGAAA
+GTATTCGTTTGCCGGTAAAGCTCTTGATCCAATCACTTTTTCTAATTTCTATTTTATCACCTAAACCTGG
+GGTTTCTTGGTGCTTGAGCACTCGAACACCACTGACTGAGCCGTCATTGTTAATAGCCATAATAAAATCA
+ATATTACCATTATAGCCTTGTGGCGCGGTACTGGTTATAGCAACGGCAACAACTTGTCCTGCTTTTCTCG
+CAATATAGGCGGTTTTAACTTTATTTGAGCCGAGTTCAGGCGCACTCATCATAATGCAATCATTGGCGAT
+GTCGTTGTCATAACGACTTGGTTCAATAATGCTATGCAATGTTCTTAATAGCTGTTGTTGTTCCTGAACT
+TTAATGCGATCTTTAGTCAGTTCACTGACTAAACTAACAGCTAAAGTACAAGCAATAGCAAAGAGCGCAA
+GAATTTTGGTGTTTTTAGAGATGGCAATAGTCAGTGGTGACTTTACCGAATTATCTACGCTAGTTTTATC
+ATTATTATTTTCTGAACTTTCAGGCTCAGATTTCCCTTGTGACGAGTCAGTTTTATCAGACATCACTTAT
+CTCCCTTCAAATGACCATAGGTGCGAGGACGAGTGTACTGATCTATCAAGGGGGCAGACATATTACAAAG
+TAAAATAGCAAAAGCAACACCATCAGGATAACCACCTGAAGTGCGGATTAAATAAACCAATAAGCCAGCA
+AGTAGACCTACAATGATACGTCCTTTATTACTGGTAGCACCGGTAACAGGGTCTGTCAGAATAAAAAATG
+CACCTAGCATGGTTGCACCAGAAAACCAGTGGAACATAGTAGAAGCGCTGCTGTCTGGGCTGATGCTATA
+GCCGATAAAAGAGCAGATAAATAAGCTTAATAAAAAGCTTATCGGGGTCTGCCAAGCAATAGCTTTTCTT
+GAAATAAGAAATAGTCCACCTAACAGAAATCCAGCATTTACCCACTCCCAACCTAGGGCAAGGTTTTCAC
+CAAAAATCGGATTTTTAATGCTTTCAAGGACAGTTAAGCCTAGACCTGTGTTAGTTTTTAACGTATCAAG
+CGGTGTTGCCATCGTAATACCGTCAATGCTGGTGCGTACTTGTTCTACTGAATAACCTTCAACGGTAAAC
+CCCGTTAATATTGTTGTTAATGTATTAGTAAAGTTTAGATCCACAGCTACTAATGTAAGTGGCGGTTGCC
+AGAGTGTCATTTGTAAAGGGAAAGATACTAATAACATGACATACCCAGCCATGGCAGGGTTAAATGGGTT
+ATGGCCAAGTCCGCCGTAAAGCTGCTTAACAATGACAATAGCAAACATTGTTCCAATAACGGTGATCCAC
+CACGGCGCTAATGCCGGTAAACAGATGCCGAGTAACAAAGCTGTTAAGAGTGCACTACCATCAAATAATT
+CATGGGAAATAGGCTTTTTACGCAATGACAGTACGGTAAATTCACAAATAATCGCGGTTGTCATAGCTAA
+GCCAATGTGAATTAAATTTCCCCAACCAAAAAAGTACCACTGGGCTAAAACGCCAGGTAGGGTCGCGTAT
+ATCACCAAACGCATTAAGTTAGGTGTTTTCGTGTGGTTATGGTTATGTGGTGAACTTGCTATCCAAAATG
+CCATTAATTATGTCGACTCGTCGGGTTGTTTCGCTGATAAATTTCAATTCGAGTTTGTTTGTCTTTACTC
+ATGCCTTATACACCATCTTGGTCATTTTCTTCAACTGTACTGGCTTCTTTTAGTTTTTTCTTCGCTTTAG
+CTTTAGCAATGGCAGCTGCAATTTTTGCTTTTTTATCGATTGCGGCAACAGGTTTACTTTCACTTTCAGC
+AGTATTCTCTTGTTCAATTTTTTCTGGCTTTGAGGGCTTACTATCTGTTTTTATTGAGTTGTCCGTAGAA
+GTAAGAACGCTTGTTTCGTTAACTTCTACTTTCTTTTCGATAATAGTCTCTACGTTAGCTTTTGCTATCG
+CTTTATTTTTTGCCTTAGCAATGGCGGCAGCTATTTTAGCTTTTTTATCATCCGAACCTGCTGTCTGTTC
+AGGTGGACTATTTTTGGTATCTTTTTCTAAGTCAGTAACCTCAGCAGCTTTACTGAGTTTTTTTGCCTTG
+GCCTTAGCAATGGCGGCAGCTATTTTTGTTTTTTTATCATCAGTGCTTACTGTCTTTTCAGGTGAAGTAT
+CTTCAGTCATTTTTTCTGAGTCAGAAGCATCAGCAGATTTATTGAGCTTCTTAGCCTTGGCCTTAGCAAT
+AGCGGCAGCTATTTTTGATTTTTTATCATCAGTGCCAACTTGCTCAGTTGAAGCAGGCTTTTCTTCTACT
+GCACTATCTACAATACTATCACTACCTGACTGTTTCTGAGTGGCTTCTTCTTTAAGCTTCTTCTTAGCTT
+TAGCTCTGGCAATAGCAGCGGCGACTTGAGATTTTTGATCATCAGCGGAATCTGCAGGCAAATCCTTTTG
+TGAGTTAGATGTGCTTACTTGGCTTTGATCTTTTGAGGCTTTCTTCGCTTTCACACGCGCTAGTGCTGCA
+GCAACCGCAGATTTAGCTCCGGTGGCTTCTGGTGTTGCTTTGTTCATAGCTGCTTTACGTGCAGCGGCTG
+CTTTTTTATGTTTTTCTTGTCGAGCTACTTTTTCTTTTTCTAAGCGTAATTTACGTGCTTCAAAACGAAT
+CTTAGCTTTTTCTGCTTTTAAGTCTAATTGTTGCTGCTCACGTATTTCAGCTTTAGCAATACGATAGTAA
+TGCACCAGAGGAATTTGACTTGGACAAACATAGGCGCAGGCACCACAATCGATACAATCACGTAAATTAA
+GTTTCTCTAATTGTGAATAATCTTTAGCTTTTGCGCTCCATTGCAACTCTTGCGGAAGTAATTGGCTTGG
+ACATACATCGCTACATTGACCACAACGAATACATTCAACCTCGTTACTTTCCTTTTCAAAAGCACTCGGC
+ATTTCTTTTTTGCTGGGTACTAAAATACAGTTACTGGTTTTAACAATAGGGACAAGCTCACTTGATACAC
+TAAAGCCCATCATAGGACCGCCCATGATCACTGGTTGCTTTTGATTCTCAATACCTTCAACACTACATTG
+CTCAAGCAAGAAATTAATTGGAGTACCAAGTAATGCCCAAACATTTTGCGGTTTATTTAATGCTTGCCCA
+GTTACCGTAACAACACGACGAATAAGGGGAGTGTCATGCCTAACCGCTTCATTAATAGCAAAACACGTAG
+CAATGTTTTGCATCACAATGCCATCATGTATGGGCAGTCGACCTGATTTGACCTCTTGACCTGTTAGAAT
+TTGAACCAGTTGCTTTTCACCACCCGTAGGGTACTTTGTAGGCACGATGCAAACTTTGATTTTCTCAATA
+GCAGCGGTGGCTTTTTGTAGCGCTTTAATAGCCTTGGGTTTGTTGGCTTCTATGCCAATTAAAATAACGG
+TAGGGGTCAACAGTCTATCAAGAATTTTTATGCCGTCTACAATGGCGTTACTTTGTTCCATCATTAATAA
+ATCATCAGCGGTGATGTAGGGCTCACATTCTGCGCCGTTAATGATAAGAAATTTAATATCGGGCTTGCTG
+CTTACTTTTATATGGGTAGGAAAACCAGCACCACCCATGCCAGCAATACCAGCATTAGCAATTTTTTTAA
+CTATTTCATGGTTAGATAGCTGTTCTAAATCTTCACAAACGTTTCTTTTACGCCAAGTGTCTTCGCCATC
+TACGTCAAGAAATACGCACAATTGACTTAAGCCAGATGGGTGAGCTATTACCGACATTTTGATTGCACTG
+ATTGTCCCACTGGTAGGTGCGTGAATTGGCACTACCATAGGATTAGTACTTAACGTTAGCGCTTGCCCTT
+TTAGTACATGTTCACCGATGCTAACGAGTAAATCACCTTCTCGGCCGATATGCTGTTGCAGTGGAATAAT
+TAACTGTTTTGGTAAAGCAAGATGCTTGATTGGCTTATTCGACGTTAGAAACTTTTGTTCAGGGGGATGA
+ATACCACCATGAAAATCCCAAAAATTTCCACGCGTGATACGCTCTATTACTGATTCCACCATATTCTCCT
+AATCCAGTTGCTTTACTGGAATACTGGTTAAATCCCATTGCCAATTATGAATAGTATCTGGCAATTCACG
+CATTTCAATACAATCTACAGGGCAGGGAGCAACACATAAGTCACAACCGGTACACTCATCTATGATAATG
+GTATGCATTTGTTTTGCTGCGCCTATAATGGCGTCAACCGGACAAGCCTGTATACACTTAGTGCAACCGA
+TACAATCTTCTTCAATAACAAAAGCAACTTTAGGTCGGTTACTTTTTGGAGCATCACCGCTAACATGACT
+ATCATCAATAGGTTGAACTTCAACGCCCATTAAGTCTGCTATTTTCTTGATAGTGTCTTCACCACCAGGT
+GCACATTTATTAATAGCCTCACCATCAGCAACGGCTTGCGCGTATGGCTTACAACCAGGGTAGCCACATT
+GGCCACATTGAGTTTGAGGAAGTAGTGCATCAAGCTGATCAACTATGGGGTCGGCATCAACTTTAAAACG
+TACGGAGGCAAAACCTAATAGGGCACCAAAAACGGCAGCAATACTACCTAAAACAAGGATGGCAATAAGG
+ATGTTCATGTTAAATTTTCACCAAACCGGTAAAACCAAGGAATGCTAATGACATTAAACCTGCGGTTATC
+ATTGCAATAGCAGTACCTTTAAAAGGTGCAGGTACATCGGCATTGGCTAACTTTTCACGCATGGCAGAAA
+ACATAATTAATACCAATGAAAAACCTAGCGCAGCACCAAAGCCATAAATAATTGATTCAAAAAAGCCGTG
+TTGTAACCTTAAATTCAGCAAGGCAACACCCAAGACCGCACAGTTTGTGGTGATCAAGGGTAAGAAAATA
+CCTAATAAGCGATAAAGGCTAGCACTGGTTTTATGAACAACCATTTCAGTAAATTGTACGACGACGGCTA
+TCACCAATATAAAACTCATGGTGGTTAGGTATTCAAGGTTTAGTGGTACAAGCAGATATGTGGTAACTAA
+ATAACTCAGTAGAGAGGCTAAAGTCATGACGAAAACAGTGGCGAATGACATGCCTATAGCTGTTTCAGTA
+CGTGACGAAACACCCATAAAAGGGCATAGGCCAAGAAATTGTACTAAAACAAAGTTGTTTACGAGTACAG
+TGCCAACGAGAAGTAACAGATAATCAGTCATTTACTTTAAAGGTCATTAGGTTATTTACGATAATTATGC
+CGCTATTATCCGTGTTTTTAGTTTATATAACAACACACCGGCAGTAAGGGTATTACGCTTTTATTCATTT
+TCTTTGCTTTGAAATAACAAATGTTACTTCTGTAAAAAAGCCGAATGCTTATGATACATTCGGCTTCAAG
+CAATACAAAGGGGTAAGACTAATTATAATTGTGCAGGTTTTCCAACATAATAGCCCTGACAACCATCGAT
+AAAGAGTTTTTCTAATGTGTGCTTTTCTTCTTGGCTTTCGACACTTTCAGCTAATACGCTAATGCCAAGT
+CTGTGAGCTAAATCTACCATTAAGCGTAAGAAGTATTGATTGTTCTTATCATCGTCAATATCACGAGTAT
+AAGAACTATCCATTTTAATGTAGTCAGGTGTTAAATCTCTGAAGAACTTAAATGAAGTCAAGCCTACACC
+AAATCGCTCTACAGTCACTCTTGAGCCTACACGGTGTAGCATGTCAACTAGGCGTTTAGCCGTTTTAATA
+TTTTGTTGAAGACCTAGTTCTGATATTTCAAACACTAATCGAGAGGCTGCACTTGGTTCGCGCAATAACT
+TACGCTCTAGCCAGATCATAAAGTGCTCATTGTTAATACTCCGAGGACTAATATTAATACCATAGCTACT
+GTCGAGCATATTTTTGCTGGTTATCTCTTTAATGGCCGTGTCTATGATAAGTCGGTCTACATCGGTTATC
+TTGTCTAGTTTTTCTGCCATAGCAATAAATGTTGCTGTAGGTAACATGTTATTGTTAGCGTTAAGGAAAC
+GCGCTAATATTTCTCCATAAACGCGAGTATTACGACCACTTGGTTGGATTGGCTGTAATAATAAGCTGAT
+GCGACCAGCACCTAATACACTATCTATCTCTTGTCGCCAGTTTTGATTGCCATAGTTTGCGCTGCTATCA
+TTTAAAATATCAATATCTTTTTGCGAATACCATGAATTTACTTTTTGTGTTTGAGCAACACTGACTCCGG
+TATCGGCTAGCGCTAATAATTCACCTAATGGCTTGGATTTATCAAAATAGACTAAGCCTGTGAAGGCTAC
+AGAATCTAATTCATTGACTTGCTGATAGTCATTAAACTTAATTGTTAACTCACTGGCATAGTCTTCAGCT
+AGCTTTAGCTTCACGTTAGGTAATATAGTGGCAAAATCGGAACTGTTGAGACGAAAAATCTTCCCCGTAG
+GTCTTGAAATCAAAGCCGTTTTTATTATCTCGGCCACTCTTACAATATAATTGTCACCTGAGCTATAACC
+GTGGATTTGATTAATGGTCTGTAACTCAGAGCAACGAGTAATTAGAAGAACACCAAAATTAACCGGGCTG
+TCATTTACAATTTCGTTTTCATAAAATTGGACAAATCGATTTCGATTTTCAATGCCCGTTAAGCTGTCTA
+CATGGGCTTCTATTTCTAGATTGGTTGTATTATTAAATTGCTCTGTCATCATTGTCTTGATTTCGGCAAT
+ACCTTCTTCTAAAGCAGGAATCTCAAGTAGTTGTTGATTATCCTGTTCCTTGGTAATGAAATCGGCATTA
+TTAATTTTTGCTAGTTCATTACCAATTTGCTTGCTGATCACACTAAAAATAGTTAATTGTAATTTATAAT
+TCAATCTTGCTGAAATAAAAACAAATATAATTGATAACGCAATAACACCGATAAACAGTTGCGTTAAAAA
+ATTAATTATTCCGATAAAATCTAATTGGTATTGAACTTGTAAATTAAGCTCACTTACCGAGACTGTTTTA
+CGTTGTGCTAAAAAAGAATCGAGAGGATGAATATAATTATTTTGATAATTAACGAGTATTAGAGAATCAC
+GTTTAATAATTAAGGTTTGGTAATCGTCACTGGCCTTTAAAACAGCCGACAACGTAGTAGCGATCTCTTG
+TGCAGGAATATCATCGGCAACAAATTGTTGACTAATAGTTTGAATGGTTTTTTGTTGCGATAGCGTTTGC
+TGATTCACATAAGTGGAAAGCAAGAAAAATGCAATGCCACCTAAAGCGACTATGAAAACTAACGCAAACA
+ATATATTTTTGATAAATAACTTAGAAAACTTATACATAATGAAATTAAATGCTCCGTTAGAAATCTATCG
+AGGGTAATAGATATACTGTAGAAATCAGTGCTATTTTTTTATATGAAATGATAGTCATATTTATAGCTGC
+ATTATAAGGGCAATACTAACATATTGTAAAATATAAATTAATTTTAGCAAATATTTCCTCGATATTGATA
+AGACAGATTTTGCACAATAATCTACTTTTCTAGTGGATAATGCTTAATCCCTCTTGCGCTTGTTGTCGAG
+CCACTATATAATTTGCCGCAATAGAGCTTAATAAGATGTCACTGAATAAATTAACATGTTTTATGTTGTT
+TATATTCTTATTAATATTATTAGTAGTTTAGCTATTAATAACCAGATTAAATCGTTTTTTGTTTAATCTA
+GGGGGAAAACAGTGAAATAAGCCCCTGATTTGGGGTTTTTTTGTTTTTTTACGCGGATAAATTACGTAAT
+TATAGACAAATACAGTAAAAATCTCGTTGGGCTATGTGCCCTTTTTTTATATCTAAAATTTATACTATGC
+TGCTTATGTATTTATCATGAGAGCAGAGTAACAGGAGAAAACGCTTGGCTAAATTTGAGCAAAAACTAAC
+TGACTTATTAAGACCTGCAGTTGAAGAAACTGGCAAAACTTTGCATGGCATTGAATATATCAGTGCAGGC
+AACAACTCAGTTTTACGTTTGTTTATTGACCATGAAAATGGCATTAATGTTGACGATTGTGCGGAAGTAA
+GCCGTCAAGTTGGTGCAATATTAGATGTAGAAGATCCTATTAGTAGTGAATACAGCTTAGAAGTTTCATC
+ACCAGGTGTTGATCGACCATTATTTGAATTAGCACATTTTCAAGAAGTCATTGGTGAAACTATTAATGTA
+AAAATTTCGATGCCTTTAAATGGTCGTCGAAAGTTCAAAGGGCCATTAGTTGCCATTGAAAACGATACCT
+TAATAGTAGAAGTTGATAGCATCGATTACGAATTAGCTATCAGCAACATAGATAAAGCGAATCTTGTCGC
+AAAGTTTTAAACCTTGAATAGATCAAAAACAGTTAACATAAATTAAAGGCTAAGTAGCATGAGTAAGGAA
+ATATTACTGGTTGTTGATGCGGTTTCTAATGAAAAAGCATTACCACGAGAAAGCATTTTTGAAGCAATGG
+AAACTGCTTTAGAAACAGCTACCAAGAAAAAATACGAAGGAGACATCATTGTACGTGTCAGCATTGACCG
+TATAAGTGGTGAATTTGATACTTTTCGTCGTTGGTTGATCATTGAAGATGGCGAACCGATGGAAAACCCA
+TACGCAGAAATTGGTTTAGCAGCAGCGCAATATGATGCTCCTGAATTGAACGTAGGCGATTATTCTGAAG
+ATCAAATTGAGTCAGTTAAATTTGACCGTGTAACTACGCAAACAGCTAAACAAGTTATCGTTCAAAAGAT
+ACGTGAAGCTGAACGTGCTTTAGTGACTGAAGCTTATCAAGAGCACTTAGGTGAGATTGTTACCGGTGTT
+GTTAAAAAAGCAAGTCGTGAGAGTGTTATTGTTGATTTAGGTAATAATGCTGAAGCCGTTATTTACCGTG
+ATGACATGTTACCACGCGAAACATTTCGTCCGGGTGACCGTGTACGTGGTTTGTTGTATGAAATCAAACC
+AGAAGCACGTGGCGCGCAATTATTTTTAAGCCGTACTAAACCTGAAATGCTCATTGAGCTTTTCCGTGTT
+GAAGTGCCTGAAATTGGCGAAGAGATGTTAGAAATTAAGGGCGCAGCTCGTGACCCTGGTTCTCGCGCTA
+AAATTGCCGTTAAAAGTAATGATAAGCGTATAGACCCTGTTGGTGCTTGCGTTGGTATGCGTGGTTCACG
+TGTACAAGCTGTTTCTGGCGAGTTAGGTGGAGAGCGTGTTGATATCGTATTATATGATGACAACGTTGCT
+CAATATGTAATTAACGCTATGTCACCTGCTGAAGTCGCTTCAATTATTGTTGATGAAGACAAAGGCACTA
+TGGATATTGCCGTTGAAGAAGCTAATTTAGCTATGGCGATTGGCCGTAGTGGTCAAAACATTCGTTTAGC
+TAGCCAGTTAACTGGTTGGGAACTCAATGTAATGACTGTTGCTGACATGAAAGAGAAGCATCAGGCAGAA
+AACGATAAAGTATTAAACTTGTTTATTGATAAGTTAGATCTTGATGAAGATTTTGCCACATTACTAGCAG
+AAGAAGGCTTCACTTCATTAGAAGAGATTGCTTATGTTCCTACCGCTGAAATGCTAGATATTGATGGTCT
+TGATGAAGAGATCATTGAAGCGCTTCGTGAACGTGCTAAAGAAGCATTAACGACACAAGCGTTAGCTAGC
+GAAGAAACTTTAGAGGGGTCTGAGCCAGCTCAAGACTTACTTGACCTTGACGGTTTAGAGCGTCATTTAG
+CATTTGTTTTAGCAAGTCGTGGTGTTCGCACACTCGAAGACTTAGCTGAACAGGGTATCGATGAAATAAG
+CGATATTGAAGAATTAGATGAAACCAAAGCGGGTGAGCTAATCATGGCTGCGCGTAACATTTGTTGGTTT
+AACGAAGAATAATAACACCGGAGAATAATATAGATGGCAGATATAACTGTAGCAGAACTTGCCAAAGAAA
+TCGGAACACCGGTGGATCGCTTAGTCACTCAATTAGCTGACTCAGGCGTGAATAAATCGGCTACCGATGC
+TATTTCGCAAGATGAAAAAGAAGCCTTATTAGGCCACCTTAAAAAACAACATGGTGATGAGTCGGAAGCA
+AAACCGAACAAACTCACTTTAAACCGTAAAACTAAGTCTACTTTGACCATGGGTCACGGAAGTAAAGCTA
+AGTCGGTTAATGTTGAAGTTCGCAAAAAACGTACTTACGTGAAGCGTAGTGAAGTTGAAGATGAAAAATT
+AGCTGAAGAAGCAGCGAAAGCTGAAGCTGAAGCAGCCATTTTAGCTGAAGCAGATGCCAAAGCGAAAGCA
+GAAGCAGCAGCGAAAGAAGCCGAAAATGAGAAAGGCGTTGCAGCAGCTAAAGCTGAAGTTGAAGCTGAGC
+GTAAAGCTGAAGCTAAAATTGAAGCGGCAGCTAAAGCAAAAATTGCGGCTGTAGAAAAAGCTAAAAATGT
+TGAACAAGCACCAGAAAAGGTAGCTGAGACAGAAGAAGCTAAAAAACTTCGTTTAGCACAAGAAAAAGAA
+ACGCTAGCGAAAGTTGAAGCAGAAGCGGCAGCAGCGGCCGAAGCAGCTAAAAAGCTTGCTGAAGAAAATG
+AAGGTCGTTGGAAAGAACAAGAAGCTGAACGTAAAGCAAAAGAAAAAGAAGTTGTACATTTAACGTCTTC
+TGTCTACGCACAAGAAGCGGAAGATAAAAGTGACTCTGCTGATGAAAGTGGCCGTCGACGTAAGAAGAAA
+AAAGCGCCAGATCGTAATGCTCGTGGTCGTAATAGTGGCCGTGGTAAAGGTAAAACTTTGTCTTCACCAC
+AAAGTTTAAAACATGGTTTTACAAAACCTGTTGAAACTAAATTACAAGATATTCGTATCGGTGAAACAAT
+TTCTGTTGCTGAATTAGCAAATAAAATGTCTAAGAAAGGCGCTGAAGTTGTTAAAGCAATGTTTAAATTG
+GGTGCTATGGCAACCATTAACCAAGTAATTGACCAAGAAACTGCAGCACTTGTTGCTGAAGATATGGGTT
+TTGAAGTTGTACTTGTTAAAGAAAATGCTTTAGAAGAAGCAGTACTTGCTGACCGTAATGATACTGGTGA
+AGAGATTACTCGTGCACCTGTTGTTACTATTATGGGTCATGTTGATCATGGTAAAACATCACTACTTGAT
+CACATTCGTGAAGCAAAAGTAGCTGACGGCGAAGCGGGTGGTATTACTCAGCATATTGGTGCTTATCACG
+TAGAAACTGGTCATGGTATGATCACTTTCTTGGATACTCCAGGTCATGCTGCCTTTACTGCTATGCGTTC
+TCGTGGTGCAAAAGCGACAGATATCGTAGTGATTGTTGTTGCTGCAGATGATGGTGTTATGCCACAGACA
+ATTGAAGCAATTCAACATGCTCAAGCCTCTGAAGCGCCTATTATCATTGCCGTTAACAAAATGGATAAAG
+AGTCTGCTGATCCAGATCGTGTTAAAAGTGAATTATCACAACACGGCGTTCTTTCAGAAGAGTGGGGCGG
+TGAGGTTCAATTCTGTCATGTATCAGCTAAGACTGGTCTAGGTATTGACGAATTACTTGATTCTATATTG
+TTACAATCTGAAGTATTAGAGCTAACTGCTGTTGTAGATAAAATGGCAAATGGTGTTGTGGTTGAATCTA
+AATTAGATAAAGGCCGTGGCCCAGTAGCAACTGTATTGGTACAAGAAGGTACATTGAAGCAAGGTGATAT
+TGTACTTTGTGGTTTAGAATATGGCCGTGTTCGTGCAATGCGCGATGAAAATGGCAAAACTATTCAATCA
+GCAGGTCCATCTATCCCAGTTGAAATTATCGGATTAAGTGGTGTTCCAATTTCAGGTGATGAAGCGACTG
+TTGTAAAAGATGAAAAGAAAGCGCGCGAAGTTGCTTTGTTCCGTCAAGGTAAATTCCGCGATGTGAAACT
+TGCTCGTCAACAGAAAGCTAAACTTGAAAATATGTTTGCTAGTATGGCTGAAGGCGATATTTCAGAAGTT
+AATGTTGTCATTAAGTCAGATGTTCAAGGTTCACTTGAAGCAATCAGTGATTCACTTCTTAAGTTATCTA
+CTGACGAAGTTAAAGTTAAAATCATCGGTTCTGGCGTAGGTGCTATCACTGAAACAGATGCTACATTAGC
+TGCTGCATCTAATGCTATTGTTGTTGGTTTCAACGTTCGTGCCGATGCTTCTGCGCGTAAAGTGATTGAA
+TCAGAAAACATCGATTTACGTTACTACAGTGTTATCTACGCATTAATCGAAGAAGTTAAGCAAGCGATGA
+GCGGCATGTTAGCGCCAGAGTTCAAGCAAGAAATCATTGGTCTAGCACAAGTACGTGACGTGTTTAAATC
+GCCTAAAATCGGTGCTATTGCCGGTTGTATGGTTACTGAAGGTGTTATTAAACGTAGCGCTCCAATTCGT
+GTATTACGTGAAAACGTTGTTATATACGAAGGTGAACTTGAATCATTACGTCGCTTTAAAGATGACGTAC
+AAGAAGTTCGTAACGGTACTGAGTGTGGTATCGGTGTTAAGAACTACAATGATGTACGTGTTGGTGATCA
+AATTGAAGTCTTTGAAACCATCGAAATTAAGCGTTCGTTATAACTAGTATCTCATTGCTAGTAGGCACAA
+TTATTGCGTTGGAAGTACTTATTGACATGCGTCAACTTCGTGCTTCCGCCTTATATTTGAACCAACTAGC
+TTCGAGCTAATAGTAAACTATTTTTCAAAAGGGGCTTATGCCCCTTTTGTGTTAATTATTGATAATTGAA
+AGCTGTTAGTAATAACAGTTTCATAGGAGTATACGATGGCTAGAGAATATGCCCGTACTGACCGTGTTGG
+TCAGCAAATCCAAAAAGAAATCGCGACTATTTTAATGCGCGAAATTAAAGATCCTCGTTTAAGTATGACG
+ACTGTTTCAGCTGTCGAAGTTACTCGTGATTTAGCTTACGCTAAAATATTTGTTACTTTTTTTAATGATA
+ATCAAGATGAAATAAAAGCCTCGTTAGAAGTATTAGCTGAAGCTGAAGGTTATATTCGTTCATTGTTAGG
+TAAACGTCTACGTGCTCGTATTATGCCGCATCTTCGCTTTGTTTATGATAGTTCAATGAGTGAAGGTGTT
+CGCATGAGCGCCTTAGTTGACCAAGCTGTCGCTAGTGATAAAAATGGCGACGCAGAAGTTGATGATACTC
+AGGTTGACGATGAACCAAGTGTTGATAGTGAGAAAGGCGAATAAGTAATGGCAAAACGTAGAAAAGGCCG
+TCAGGTCAATGGTGTTTTGTTATTAGATAAGCCCCATGGACTGTCATCAAACCATGCTTTACAAACAGTT
+AAGCGAATTTACTTTGCCCAGAAAGCAGGTCATACGGGTGCATTAGACCCATTAGCAACGGGTATGTTAC
+CAATTTGTCTAGGTGAGGGAACTAAGTTCTCACAGTACTTACTTGATACAGATAAAACCTATCAAGTAAC
+CGCCAAGCTGGGTATTCGTACTACGACAAGTGATGCTGGTGGTGAAGTTGTCAGTGAAAAAACAGTTGAC
+GTTTCAAGTGAGCAGTTAGCGAAAGCTTTAGACAGTTTTCGTGGTACAACTAAACAAGTTCCGTCTATGT
+ATTCTGCACTAAAACATCAAGGTCAGCCTTTATATAAATATGCTAGAGAAGGTATTGAAGTACCGCGCGA
+AGCACGTGATATCACGGTATTTAATCTTGAGTTATTACGTTTTGAACATGATGAAGTTGAACTAAATATT
+CATGTTTCTAAAGGGACTTATATCCGAACTATCGTTGATGATTTAGGGGAATTATTAGGTTGTGGTGCTC
+ATGTGGCTCACCTTAGACGTTCTGCTGTAGGTAATTATCCGGTAGAAAAAATGATAACACTGCCTGAGCT
+TGAAGCCTTACTTGAACAAGCTAATGCGGATGAAATAACGCCCTCGGATGTTCTTGACCCATTGTTGTTG
+CCTATGAATAGTGCTGTCGATGGTATGCATTGTGTCTATGTTGATGATATGTCAGCCAATTTCCTACGTC
+ACGGTAACCCAGTACAAGCTTATAACCAGCCTGAAGCAGGCAGTGTTCAAGTGTACCTTGGCGAAGATGA
+AAATGATGCTGACGCTGAATTTATTGGCGTAGGTTTTATCAATGATGATGGTTTAGTTGCACCTAAACGT
+ATCGTTGTTCTAGAACAGTACTAGCGAGTTAGATTGTTATATCGCCATCGTAACTGAAGATCCAGAATTC
+AGTTGGAACGGTTATTAGGGGGCAGGTGAATTAATAAAGCTCTGGATTGAACTAATCACTTGCTTTTTAG
+TTATTGGCTGCTAGAATACGCGCTCTTTCGTCATCAAGGCTAAATTAGTGTTTGGCTTGATGCGTATTTC
+AATCACTCTTAACTCAATTAATATTGAGGGTAGGGTTAACACACTAAGGATTTTATAATGTCTTTAAATG
+CTACAGAAAAAGCTGCAATCGTTGCAGAATATGCTCAATCAGAAGGTGATACTGGTTCTCCAGAAGTTCA
+AGTTGCTTTGTTAACTACACAAATCAACCACTTACAAGGTCACTTTAAAGCGCACATCCATGATCACCAT
+TCACGTCGTGGTTTATTACGCATGGTTGCACAACGTCGTAAATTACTTGATTACTTAAAAGGTAAAAACG
+TTGACCGTTACGGCGCGTTAATCGGTAAATTAGGTCTACGTCGTTAATAGCAATTTGCTAACGACTGTAA
+CTTAAACGACTAAAAGGAGCCCATTGGCTCCTTTTTTGTTTTCTGCGGTTTACACTTTTACGAATAGTTA
+CTAAAAGGGTGCATAAATTTGTGCTTTAAAGTAATAATTGCCCTTAGAAGCTAGCATTCACACGCTCAGT
+TAGTATAATGACCGTGAAAATTTACATTTACTGATTTTTGAATAAATTAAAAACGGTATGTATATCTTTT
+CAAACACAAACCAATCCAAACTGTATAATTTTTTGTTCCACTTAGTTGGGCATGCTATTCGTAGCTTTGA
+CCAAGATACTCAGTGAATAAATAATTGTACAGATTGGTAAATATTATTAATAAAGACAAATTTAAGGAAA
+TTAATTAGATGTTAAATCCAATTACTAAAAAATTTCAACTTGGTAAACATACAGTAACACTTGAAACAGG
+TGCAATTGCACGTCAAGCATCAGCTGCAGTTATGGCAAGCATGGACGATACCTGTGTACTTGTTTCAGTT
+GTAGGTAAAAAAGAAGCGAAACCAGGACAAGATTTCTTCCCATTAACAGTGAACTACCAAGAGCGTGCTT
+ACGCTGCTGGTAAAATTCCTGGAAGTTTCTTTAAACGTGAAGGCCGTCCTTCAGAAGAAGAAACACTTAT
+TGCACGTCTAATTGACCGTCCAATTCGTCCATTATTCCCAGAAGGTTTCACTAACGAAGTACAAGTTATT
+ATCACTGTTGTTTCAGTTAACCCTGAAATTGCACCTGATATTATTTCTTTAATTGGTACTTCTGCAGCAT
+TAGCTATTTCAGGTCTTCCATTTAGTGGTCCTGTTGGCGCAGCACGCGTTGGTTATACTGACGGTCAATA
+CATTCTTAACCCGCTTCAATCTGAATTACCAACAAGTCAATTAGACCTAGTTGTATCAGGTACTGATTCA
+GCGGTATTAATGGTTGAATCTGAAGCTGACGTATTGTCTGAAGAAGTAATGCTTGGTGCTGTTGTATATG
+GCCATGAGCAAATGCAAGTAGCTGTTTCAGCAATCAAAGAATTTAAAGCAGAAGTTAACACTCCTTCATG
+GGATTGGGTTGCTCCTGTTAAAAATGCTGAATTATTAGCTAAAATTGCTGAACTTAGTGAAGCACAAGTT
+AACGAAGCATACCAAATTACTGAAAAAGCTGTTCGTTACGAGAAAATTAAAGAAATCCGTAGCTCAGTAC
+TTGAAGCGTTATTAGCAGAAAATGCTGATGTTGACGTTCAAGAAGCTAAAGATTTGTTCCATGATTTAGA
+AAAAACTGTGGTACGTGGCCGTATTACTGATGGCAACCCTCGTATCGATGGTCGTGATCCTGAATCAATT
+CGTGCTTTAGACGTGATGACAGGTGTATTACCAAGAACTCATGGTTCTGCAGTATTTACACGTGGTGAAA
+CTCAAGCATTAGTTACAGCTACGCTTGGTACTCAACGTGATGCACAACGTCTTGATACGTTAATGGGTGA
+TAAGACTGACCCATTCATGCTTCATTACAACTTCCCTCCTTATTGTGTAGGTGAGACTGGATTTGTTGGT
+AGCCCGAAGCGTCGTGAAATTGGCCATGGCCGTTTAGCGAAACGTGGTATGTTGGCAGTTATGCCTTCAC
+TTGAAGAATTCCCGTATGCAGTACGTGTTGTTTCTGAAATCACTGAATCAAATGGTTCATCTTCAATGGC
+TTCAGTATGTGGTACTTCATTAGCACTTATGGATGCTGGTGTTCCAATTAAAGCATCTGTTGCTGGTATC
+GCAATGGGTCTTGTTAAAGAAGGCGAAAAATTCGTTGTTCTTTCTGACATCTTAGGTGATGAAGATCACT
+TAGGTGACATGGACTTTAAAGTAGCGGGTACCACTGGTGGTATTACTGCACTTCAAATGGACATTAAAAT
+TGAAGGTATTACTCAAGAAATTATGCAGATTGCTTTAAACCAAGCAAAAGCTGCACGTACTCACATTTTA
+TCTGTAATGGATGAAGCTATTGGTGGACACAGAGATGATATCTCTGAATTCGCTCCTCGCATTCATACAA
+TGAAAGTTAGCCAAGATAAGATTCGTGACATCATTGGTAAAGGCGGCGCAACTATTCGTCAACTTACTGA
+AGAAACGGGTACTACTATTGAAATCGAAGATGACGGCACAGTTAAAATTGCTGCAACTTCTGGTGAGCAA
+GCTGAAGATGCAATCAACCGCATTAAAGCACTAACTGCTGAAATTGAAGTAGGTACACTTTACACAGGTA
+AAGTTGTTCGTATCGTTGATTTTGGTGCGTTCGTTAATGTTCTTCCAGGTAAAGATGGTTTAGTACATAT
+TTCACAAATCTCTGAAGAGCGCGTTAATAACGTAAGTGAAGTATTAACTGAAGGTCAAGAAGTGAAAGTT
+AAAGTACTTGAAGTTGACCGTCAAGGCCGTGTACGTTTAAGTATCAAAGAAGCTATGGAAAAACCAGCTG
+CAGAAGCAACACCAGCTGCTGAGTAATTATGTAAAGTAATAGTTTAGTAAAAAACTTTTACATTTCATTA
+AGTAAAAAGGAGCCACATGGCTCCTTTTTTGTTTATAATGAAATGATTCCAGTTGTTAGTTATTTATTTA
+TAAGGCATTTTTGTGCATTCTTTTATCAAAACAATTATTCTAATTTTACTCTTAAGTAGTACGCTGTTGA
+CACAAGGCTGTGCTTCAAGTCAGGGGGAGAATAACAATAATATTTCTTCATCAATAATGAATAATATTGT
+AATTGCTGAACCCCTTAGTATTAACTATAAGAGTGAAATCGCGATTGCACGTTTAACTGAAGTGATAAAT
+AGAGCGAAAATATCTGACGTTCAAAGAGCACAGTTATTTTATGACCGTGGTGTTTTATACGACAGTGTTG
+GTTTACGATCATTAGCAAGATTTGACTTTTCTCATGCATTGCAATTAAAACCCGACTTAATTGATGCTTA
+TAATTTTTTAGGTATTCATTACACACAATTGCAAGAGTTTGCTCAAGCCTATGAGAAATTTGATTCGGCA
+TTAGATCTAGCACCTGATCATGAGTATGCGTATCTTAATAGAGGTATAGCGCTTTATTATGGCTCTAGAC
+CTGAACTTGCCAGTATTGACTTTAAAGCCTTTCATCAAAAGCAGCAAGATGATCCATACCGCTTGTTGTG
+GTTGTATTTAACTGAGTATGAGGTAGATCCACTTGCGGCAAAATACTCGTTGAAACAACGTTCAGAATTA
+GTTGATGAACGTACTTGGGCTAAACAGGTTGTTTACCTGTATCTAGGCGAAATTTCACAAGGAGATTTTG
+TTAAAAACTTAACAAAAGATATAAGATCAAATAAAGAGCTGACCGAACGTTTATGCGAGGCCTATTTCTA
+TTTAGGTAAATATAACCAAACCTTAGGTTATCGTGGAAGTGCAGCTAATTACTTTAAGCTGGCATTAAGT
+ACTAATGTTTACGAATTTGTTGAGCATAGATACGCGAAGCTTGAACTAGATTTAATGCGCACTAAAAAAG
+TCGCTGAAAGTCAGCCTTAACAATCTAGCCTGATTAACTCAGGCTAAATTATTTAGCTACCAAAATGCAT
+ATTAGTAAAATTTTCCTTTTAATATTAGTAATGAGCTTGACGATGTCTTTGTCATCAAGCTCATTTTTTT
+TGTCTTCGTATTTAACTGAGCAGTTGTCGAGTAATCATTATCGAATAGGTCAAATAACTTATGCCCTTAA
+ACATAATCACATTACCGCGTTAACCATTGAAGAACGTAAAACTGAGCTAGGCAGTACTCATTGGCTTACC
+CTTAATCGAGAGTTAGCAAAAAATAAAAAAATAGCAGCATTAAAGCTTGGTAACTGGTATCAACAAGCAG
+CAAAGCAAAAATCAAATACGAAATCGATTAGTAAAGCTATTATGTGGTTTGAACAAGCTATTCGCTTAGG
+CTCAAAACAAGCAATTTTTAACCTAACACAACTGTATTATCGACAAGGGAAAACTGTAACAGCAGAAATG
+ACATTAAGAGCTTTACCTGATGTATTACCCGATAATGAGTTAGCCGTCGCCGTGCTTTTGTTACGGATTA
+CTATGGCTATTGAATTAGGGGATGTTACACGGGTTAAATCGTTATTAAAATCTGATTTATTGAAGTTATA
+TGGTAATGCTCAAACTAAGCGTTTATTAACTGATATAGATAGATATTCAGTAATAGATGACAGTTCAGTA
+TTAACAAGTACGACTAATAATAAAATTGATCTGAATATAGAAAATTCAAAAAATTGCATTACTAGTTTAC
+AACTTTTTGCTACTAGCCTAAGTCATTTAAAGCACCTTGAAATGCTGATTAAAGGTTTTAAAGAACAGCA
+AAAATTAGCAGAATATATATGTCTTCCGACACCCCGATATATTAGTATCAAAAATCTTGATTGTGAGGCC
+CAAGCGCAACACGCTATCTCCTGTGATGAATTACGCTGGGAAAGTGTGGCGAAAGAAGTTAATACTCGAC
+ATATCGGGTTAATGTTAAAAGATGGAGGGGCTAACGTACACTTAGGTATATTATATTTTGATGTTAACGA
+TAATACTGATGTATTTAGCCATGAAGTAAGCCACTTGCTCGGATTTGTTGATGAATACCCTTTAATTAAA
+GGTCACGCTAAATGCCAAGGAATACAGCAAAAACCTTTTGCGCATAATATGGCGGTATTAAACAGGTATT
+ATCATGGTGAACAGCAAGAATTAAGAGCAAGTATATTAATAAATATTCCATGGGCTCACAGCATTAACGC
+TAGCACGCCTATTTTGGAAGAAATACGAACTGGTTCAAGTAAAAAGCAACATTGGCGTTTAGGTACACCG
+AAAGGTTATGCCAATCAAATAGGTGTTCATATTTCTGAAAGTTGTCAGAAATCTGCTTCAATCGAAAGCT
+TACTCGATAACTCAATCGCTAATTTCGCATCAAGTAATATCGAGTCAGCTTACGCTTCTTTTAAGCCATT
+AAGTAGACATACCCAACTGAGATATTTTAACGATGATTTTCCTGAAGAATACCTTGGTCTACTAAATACC
+AAGCCATACGATTTTTTGATGCCAAGTTTTCATTACAACATAGCGTTGGCTTTATACAAACAAGGTCAAC
+TTGCTAGTGTAAAATATTGGGTCGAGCAAGCGGCAAAATGGGAAGACGACCCGGTTAGAAAAGTCTATAT
+ATTGGAGGGAGCGTTTTAAGTATTAGTTTCAAGACAATTTGACACTATCGGTGCTTCTTTATTACCACAA
+CTTTATTAGCCTGATTTCCCTTATCTATAACAGCAATAACTTTACTTTCGGAATGATCGTTCTGTGTGTA
+TGGCATTCTTTTTTTACGGGTAACATCTAAATAGATTAAAGAGTTTTTCTTAGCTTCTTTTTTGAGTTTA
+GCTTCAGTTATTGGCCAATGGGTAAAATTTTCTGTATACCGGATTTCTTGAGCTGCTCTTTTACATTTTT
+GTCTGAGGTTATAGTTTAAATTTGCGTTTATTTCTTGATCGTATTTGGTCTTTTCTTGTTTGGGCGTTAT
+AGTTTTATTTGAATTTAAAAATTTTTTGAGACTGGCTTTGAGTTGGTAAAAGTAGGCGAAGAAACTCATT
+TTAGAAACCCTTCATAGAGGACACCCTATTAGTTATAGTCTAAATTCAACCCTTTACCCAGCACAGTTCA
+GGTTTATTTTTCCTCTCTAAGTCAGGGGATATAATTACTCTTAAACTAAGTGCTTAAATTCCTGAGGGAA
+ATTGAGTTATAATATCCGTGTATTTATTAACTTACTTTTCAGCAGCTTCACGCTTAGCATGAGCCTTTTA
+TGAACATTTTTTCACCCCACTTATTTCGTCAACAATTTCCGCTGATAGAAAGTCATGATCAATCATTAAT
+TGAAAAAGATGATTTAATGCCATCTTTGATTTACTTCGATAATGCGGCGACTACGCAAAAACCAAGACAA
+GTAATCGATTGTCAGCAACATTATTACCGTAATTTTAATGCTAATGTTCACAGAGCTTCTCATCAGCTAA
+GTAGCAAAGCAACGTTTGCTTTTGAAAAAGCCCGTAGCTTGGTTCAAGGATTCATCGGGGCTAAAAGTGT
+TAAAGAAGTTATCTGGACGAAAGGTGCAACTGAAAGCATAAATGTCGTCGTACAAAGTTTAGCGAGAAAT
+ATTTTAATACCTGGAGACGAGATAGCTATTTGCGTTAGCGAACATCACGCAAACATTGTACCTTGGCAAA
+TTGTTGCAGAACAAACAGGCGCTGTAATCAAAGTCATACCTATCACTGAATCTGGATATATCGATGTTGA
+TGAAATAGATAATATTATCAGTGATAAAACCAAATTTGTAGCCTGCGCCCATATCTCTAATGTGTTGGGG
+CGAATAAATCCTATTGAACAAGTGATAGTTAAAGCAAAATCTGTTGGCGCCATTACTGTGATAGATGGTA
+CCCAGGCTGTAGCTCATTTTTCTGTAAACGTACAGTCACTCGATTGTGATTTCTATGTTTTCTCAGCGCA
+TAAAATGTACGGTCCAACAGGTATTGGTGTACTTTATGGTAAAAAGAAGCACCTAGAAAGCATGGCTCCC
+TATCAAGGGGGAGGGGAAATGATTAAAACGGTGAGTTTTACTCAAGGAACAACATTTAACTCATTGCCCT
+TTAAGTTTGAAGCGGGCACTCCAAATATTGCAGGTGTCATTGCTTTTGCTGAGAGTATTAAGTTTCTTGG
+CCCTTTGTTAACTGATGTTAGTAATAGCTATGGCTTATTTGAACAAAAGCTGGTTAATTATTGTTATCAA
+GCGTTAGATAAAATTGCGCAAGTTAACTTTATAGTTGAAGGGACCCCTGATATTGGCGTTATCGCTTTTA
+CCTTAACAGGGCACCATAATCATGATATCGCCATGTCTCTCGATACGCATGGTATTGCTATTCGCTCAGG
+CCACCATTGTGCAATGCCGTTAATGGCTTATTTGAAAATTGATGGTTGCTTAAGAGTCTCACTCGCTCCC
+TACAATACTGTCACAGAAATTGACTATTTCATTGATTGTTTAAAAAACATATTATTGGAAGAAACTATCG
+AACAATCAAACTCACGAGTGAAAGAAGATGTATTACTAGACTCACCCGTGAAAGAGATAGATGAAATTAT
+TACTCTTTTTTCAAGAACAAAAGGCTGGGATACCCGACATAGAGAAATTATGTTGCTAGGTAAAAATCTT
+CCACGTTTAGATAAAGCATCACGTGATGACAATACATTGATAGCAGGTTGTGAAAGCCTTGCTTGGATTA
+AAGCTGAACACAGCGCTCAAGGTTTGTATTCGTTTACTGCAGATAGTGATGCAAAAATAATTCGTGGTTT
+ATTAGTGATTGTACTCGCTGCTTTTAATCATCAAACGGCGCAAGAAATACACCAATTTAATATTAATGAT
+TATTTTGAAAAATTAGGTTTAATGCAACACTTAAGCCCTTCACGCGGTAATGGTGTATTGGCTATCGTTG
+AAAAAATTAAAGCAATGGCACAGCAATAAGTAAACAGTGTAGATACCTGTTTACATATTGAGTCTTTTTA
+ATGTTATTTTTGATGTTTTATTAATAGTTTGTCAATGGCTCTACCCACGGCAAAAAAAGCAAAGGTGGCT
+GTGACATGGGTTGTTGCACCAAAACCACTTTGGCAATCTAAACGCGTAGCACCTTGCTCGCCATTACTCT
+TATCAGGTTTAGCCAAGCAAACTTCACCTTGTTTACCATCAGCAGGGTAGCGTAATTGTTCTGTTGAATA
+TACGGCATCGATTGAGAACTTTCGTTTACCTGCTGTTTTAAGATCAGCACGCGGAAAGTTAAACTCTCGA
+CGTAGCTGATTTTTTACTTTAGCAAGTAACGGGTCTTGATAAGTCTTGCTCAAGTCTGTGATTTCAATTT
+TGCTTGGATCCACCTGTCCACCGGCACCACCAATGGTGATAATCGGTAATTTACTACCTCTGCAATAAGC
+AATAAGGCGTGTTTTAATGTCTACAGAATCAATGGCATCAATGACATAATCAAAATCTTTGGTAATTAAA
+CTAGAGAGATTTTCTACCGTTACAAAGTCTTCAATGATATTAACTTGGCACTCAGGGTTGATTTGTTTGA
+TGCGCTCAGCCATAACATCAACTTTACTTTGTCCAACAGTGTCAGTTAATGCATGGATCTGACGATTAAT
+ATTCGTGGTGCATATATCATCTAAATCTATTAAGGTTATTTTTCCAATACCATTGCGGGCTAGGGCTTCA
+GCTACCCAAGATCCAACACCACCAATGCCAATAACACAAAAATTTGCTTGTTGTAAAACATTCGCGCCAT
+GTTCGCCATATAAACGGCTAATGCCACCAAAACGTAAAGAATAGTCAGACATAATGAATTTAAAGAGTCT
+TATTGAGTAATTAAGAAGGGGAAGGTTGTTATTATAACGCCTAGTTCCTGTGAGTTAAATATAATTCTAT
+ATCAAAAATTGAACGACAATCTATCGTGATGAGGGTATTTAAAAGTGATTAAAGTATTTCTTATGTGAAT
+AACAACTATAGGCAAGTAATATGGTGATTGGTTGTTTTTCTCGATAAAAAAGCACAAAAAAGGCAGCGAA
+AGCTGCCTTTTTTATCAATTCATTGATGCTTAAATAAGCATTAAATCATTATCTTTTATTTAATGGTACG
+AATTCACGGTTAATTTCACCCGTGTATTTCTGACGAGGACGACCGATTTTTTGACCCGGCTGAGACAACA
+TTTCATCCCAGTGAGCAATCCAACCTACCGTTCTAGACATAGCAAAAATCACGGTAAACATACTTGAAGG
+AATGCCAATTGCTTTTAAGATGATACCTGAGTAAAAATCAACATTCGGGTAAAGTTTTTTCTCAATAAAG
+TATGGGTCTTCAAGAGCAACTTTTTCTAATGCCATAGCGACATCAAGTAAAGGATCGCTGATACCAAGTT
+CATTCAATACTTCATGACAAGTTTCACGCATGACTGTTGCACGAGGATCGAAGTTTTTATAAACACGATG
+ACCAAAGCCCATTAAACGGAATGGGTCATTTTTATCTTTAGCTTTAGCTACATATTCAGCAACGTTTTCT
+AAGCTACCAATTTGTTCAAGCATAGTAAGACATGCTTCATTAGCGCCGCCATGTGCTGGGCCCCATAAAG
+ATGCAACACCAGCTGCTATACAAGCATAAGGGTTAGCACCAGAAGAACCGGCTAAACGAACAGTAGAAGT
+TGAAGCATTTTGTTCATGATCAGCATGTAAAGTAAAGATTCTGTCCATAGCATTAGCTACGGTAGGGCTT
+ACTATATATTCTTCAGCAGGTACTGAGAACATCATGTGAAGGAAGTTTTCAGCGTAAGAAAGCTCATTGC
+GTGGGTAAACAAATGGTTGACCAACACTATATTTATAAGCCATTGCAGCGATAGTAGGCATTTTAGCAAT
+CAATCTATGAGCACTACGTTTACGCTGTGCAGGGTCAGTGATATCTAAGTCACTGTGATAGAAAGATGAC
+ATTGCACCAACAACACCACAAAGCATAGCCATTGGATGTGCATCAGGTAAGAAACCATGGAAGAAATGAA
+CTAACTTCTCATGTACCATGGTATGTGTAGTGATGATTGACTTAAATTCTTCATACTCTGATTGAGTTGG
+CGCATCGCCATTCAATAAGATATAACAAACTTCAAGGTAATCAGCTTGTTTAGCTAAGCTATCAATAGGG
+TAACCGCGGTGTTGTAGAACACCTTTGCCGCCATCAATGTAGGTAATAGATGATTCACAAGAACCCGTTG
+CTAAAAAGCCCGGATCGTAGGTGAAATAGCCATGGCTACCTAAAGTTCTAATATCAATTACGTCAGTACC
+TGCAGTACCTTTTAAAACTGGAAATTCACCAATTTCTTTGCCATCAATACTCAGAGTGGCTTTTGATTCA
+GCCATAATGTTTTATCCCCTATCAATTATAATTTATGTACATTTACTGACATTCTACTAAGTTGTTTAAT
+ACAAAGATTAAAAAGCTAAGTGAATAAATCGTCAGTTTTTGTGACTTTTCTGGGTTTTTTAAACTGCCGA
+CATTCTACCCTGAAATGAATTTAAAATGTAAGAGTAATTATACTAAAGTTTAATGCAACGCAAATTACTG
+TTCAAAAAACGCCCCATATGTAACTTAGGATACGGTAAAATTGTAATTCGATCTTATCAACTATATAATC
+GCTGCGTTCTGTAGCTTTTTATGAAGTTACCTACTTTTTTTGCTTTTGTATTTGCTTTTGTAAAATTGAA
+TAATATTACAAAACCTAGCTAGAATCGCATAATGAAGTTAGTTAGACTTATGTCCGAATTGGTACATGAG
+TTTGTAAAGTTGTAAAAGTTACCGTTCACTTTCGGGAATTGCTTTTGTTTATATTGATTTTTAAGTTTCA
+ATTAAGATTTTAAGTCAGCTAAGTAAAGGCAGTTCATGAGTAACAATAATAAAAGTTGAAGGCTTTCGAG
+CTCTTTAGGCAACAATTGTGAAAAAACAACGTCCTGTAAACCTAGATTTAACTACGATAAAAATGCATCC
+AGCAGCTAATGCTTCAATTTTACACCGTGTATCTGGTGTAATTATGGTTTTTGCTATTGGTATTTTATTG
+TTTACCCTTTCAACCTCTCTTTCTTCTGCTGAAGGATTTGCCCAAATTCAAGGTTACCTTGATGGCTTTT
+TCTTTAAATTCATTATTTTCGGCTGTCTTTCTGCCTTGACCTTTCATGTTTTAGCGGGTGTTCGTCACTT
+GCTAATGGATCTAGGCCATTTTGAAGAACTAGCTTCAGGTAATGCCACTGCCAAATTAATCATGGTTATT
+TGGTTAGCAGTATCAGCAGTTATAGGAGTTTGGTTATGGTAAACGTCGTCACATCAGCGGGCCGAAATGG
+CGTGCATGATTTCATTCTTTTAAGAGCTAGTGCAATTATTCTTGTACTATATACTTTACTTCTCGCAGGT
+TTCTTCGTAGTAACACCTAGTGTTACTTATGATGTATGGCAAGGTTTCTTTGCTTGTATGAGTGTTAAAG
+TAGCAACAGTAATGGCGTTATTAGCATTACTTGTTCACGCTAAAATTGGCGTATGGCAAGTTCTTTCTGA
+TTATGTAAAACCTGCGTTCCTACGCGGTGCATTACAATTTATTTTTTCTGTTACTTTATTAGCCTACTTA
+ATGTTTGGCTCTTTAACTGTGTGGGGTGTATAAGTGAGCGTTCCAATTCGTGAATTTGACGCCATTGTTA
+TTGGCGCAGGCGGTGCAGGTATGCGCGCTGCATTAGCAATTTCAGAATCAGGCAAATCTTGTGCCTTGAT
+TTCTAAAGTATTTCCAACTCGATCTCATACTGTATCGGCTCAAGGTGGTATTACCGTAGCTTTAGGTAAT
+GCCCATGAAGATCACTGGGAACAACACATGTACGATACCGTTAAAGGTAGCGATTATATCGGTGACCAAG
+ACGCCATCGAATATATGTGTAAAACAGGCCCAGAGTCTATTATAGAATTAGAGAAAATGGGTTTACCGTT
+TTCTCGTACGGAAGAAGGTAAAATTTACCAACGTCCATTTGGTGGCCAGTCTAAAAACTTTGGTGGCGAA
+CAAGCCGCTCGTACTGCTGCCGCAGCTGACCGTACAGGTCATGCACTACTTCATTGTTTATATCAACAAA
+ACGTTAAAAACAAAACGAATGTTTACTCAGAATGGTATGCATTAGATTTGGTTAAAAACAGTGATGGTGC
+TGTCGTTGGTACAACTGCTATTTGCATTGAAACTGGCGAAATTGTTTACTTTAAAGCACGTGCTACTGTA
+CTTGCTACTGGTGGTGCTGGTCGTATATTTGCTTCTACAACCAATGCTCACATCAACACCGGTGATGGTG
+TTGGTATGTCTCTTCGTGCTGGCATTCAAATGCAAGACATGGAAATGTGGCAATTCCATCCAACCGGTAT
+AGCTGGTGCGGGTGTACTTGTTACTGAAGGTTGTCGTGGAGAAGGTGGTTACCTTCTGAATAAAGACGGC
+GAACGCTTCATGGAACGTTATGCACCAAATGCTAAAGATTTAGCAGGGCGTGATGTTGTTGCTCGTTCAA
+TGATGACAGAGATTCGTGAAGGTCGTGGTTGTGACGGTCCTTGGGGTCCACATATTAAGTTGAAGCTTGA
+TCATCTAGGCCGTGAAACGTTATATAAACGTTTACCTGGTGTTTGTGATTTATCTAAAACTTTTGCTCAT
+GTTGATCCAGCAGAAGAGCCTATTCCAGTTATACCTACATGTCACTACCAAATGGGTGGTGTACCTTGTA
+ATGTTAATGGTCAAGCCCTTAATATTGGCAGTGATGGCAAAGAAACTATCGTTGAAGGTTTATTCGCTGT
+TGGTGAAATCGCTTGTGTATCTGTACATGGTGCAAACCGCTTAGGCGGTAACTCACTACTTGATTTAGTA
+GTATTTGGTCGTGCAGCAGGTAACTTCTTAGGTACTTACTTAAACGAAACACAAACTGCAACAGAAGCAT
+CTGAATCTGATCTAGAAGCAGCGCTTGCACGTACTAATCGTTGGGAATCTTCTACTAAAGGTGAAGACCC
+TGTACAAATCCGTAAAGATTTACAGATGTGTATGCAAATGAACTTCTCAGTATTCCGTGAAGGCGAAGCC
+ATGGCGCAAGGCATGAAAGAGCTAACTGAAATACGTGAACGTTTAAGTGATGCTCGTTTAGATGATAAGT
+CATCAGAATTCAACACCCAACGTATTGAGTGTTTAGAATTAGATAACTTAATGGAAACAGCTTTTTGTTC
+TGCAAAAGCAGCAAACTTCCGAACAGAATCTCGTGGTGCTCATGCACGTCAAGATTTCACTGAACGTGAT
+GACGTAAATTGGTTATGTCACTCAGTCTACACACCAGAGACTGAAGAAATGACCAAACGTGATGTTAATA
+TGAAACCCGTTCACCGCGAAGCTTTCCCTCCGAAAGCACGTGTATATTAAGGAGCATTGTAATGAAACAG
+TTATTTTCGATTTACCGTTACAACCCTGATGTTGATAATGCGCCATACATGAAAGACTATGAGTTAGAAG
+TTCCAGAAGGTTCTGACTTAATGGTACTTGACGCTCTGATTCTTTTAAAAGAAACAGATTCAAGCTTATC
+TTTCCGTCGCTCGTGTCGTGAAGGTGTTTGTGGCTCTGATGGCTTGAACATGAATGGTAAAAATGGCTTA
+GCTTGTATTACGCCTTTATCAGAATTGAAAGCCGATAAGATCATTTTACGTCCATTACCAGGTTTACCGG
+TAGTACGTGATTTAATTATTGATATGACTCAATTTTATCAGCAATATGAAAAAATTAAGCCATACCTAAT
+TAATGATGCACAACCAGCAGCGCGTGAAAACATACAGACGATTGAAGAACGTGATAAATTAGACGGCCTT
+TACGAATGTATTTTATGTGCATGTTGTTCAACATCATGTCCATCTTTTTGGTGGAATCCTGATAAGTTCA
+TCGGCCCAGCAGGTTTATTACATGCGTATCGATTCTTAATCGATAGCCGTGATACTGCAACCGAAGAACG
+TTTAGATGGTTTACAAGATGCCTACAGCGTATTTCGTTGTCATGGCATCATGAACTGTGTTGATGTTTGT
+CCAAAAGGACTAAACCCAACAAAAGCGATTGGTCATATCAAATCAATGTTATTAAACCGAGCGGTTTAAT
+AAATACCAAACCTAGCTAAACAAAATTTAACTACTGCTTTAGTCTAGGTTTATTTAATTGGTTTTTATGA
+CAGAATAAGCAGAGTAGTTTCTTTATTGAGCGTTTTAATAGTTTCTTATAAAAGCGTCTTAGTAGGGGAT
+ACTCTGTATTTTTATAATAATTTTAAACATTGTAATAATTTTTATAAGTAGTTTGTTTTCTTTACTGCAA
+AAGTGTTGATTTATTCTATAAATAAATACTTCAATAATAAATTTAACAAAACGCATAAAATAATTATTAC
+GTATTTTTTTTTGCTACAGACAAGCAAAGGAACACGGCAATGCCAGAAGGTGTAATGAAGGCTTGGCTAG
+AGTCTTCCCACTTAAACGGTGGCAACATCGTTTATATTGAAGAATTGTACGAATCATACTTAGATAACTC
+CGCCTCTGTATCTGCAGAATGGCAAGGTATCTTTAGTCAACTCCCGAAAGTCGAAGGTAGTGAGGTTGAA
+TACCGCCACTCTGCCATCCGTGACGAATTTAGAGCCCTAGCAAAACAAGCCAATAAACAAGTAGTTGTTT
+CTAGTGGCAATGATGCTAAACAAGTCAAAGTTTTACAGCTTATCAACGCGTTTCGATTCCGCGGTCATCA
+GAATGCTAATTTAGATCCTTTGGGTTTATGGCAACGTGACAAAGTACGTGACTTGCAGCTTTCACATCAC
+GATTTATCTGAAAACGACTTCGATAAAGAATATAACGTTGGCTCTTTTGCCATCGGCCAAGACACCATGA
+AGTTAGGTGACTTATATAAAGCATTAAGAAACACTTATTGTGGTTCTATTGGTGCTGAATATATGCACAT
+GACGGCTACCGACGAAAAACGTTGGTTACAACAACGTCTTGAGTCTGTTCAGTCTAAAGCGGCACTTTCT
+GTTGATGAAAAAACTAAACTTCTTCAGGGCTTAATCGCTGCTGACGGCTTAGAGAAATACCTTGGAGCTA
+AGTTCCCAGGTGCAAAACGTTTCTCTCTGGAAGGTGGTGATTCACTTGTCCCAATGCTTAAAGAATTAAT
+CACTCGTGCTGGCGCTGCCGGTACTAAAGAAGTGGTTATGGGCATGGCTCATCGTGGACGTCTAAACGTA
+CTTGTTAATGTCATGGGTAAAAACCCGTCAAAATTATTTGATGAGTTCGCCGGTAAGCATGATGAAATAC
+TTAGCTCAGGTGATGTTAAATATCATCAAGGTTATTCTTCAGATTTCGTTACCCCGGGTGGTACCGTTCA
+TTTAGCGCTGGCATTTAACCCATCACATCTAGAAATCGTTAACCCAGTTGTTATTGGTTCAGTTCGCGCT
+CGTCTAGATAGACGTGACTGTGATCAAGGTGATTTAGTACTACCTATTACCATTCATGGTGATTCTGCGA
+TTGCAGGTCAAGGTGTTGTACAAGAAACCTTCAATATGTCACAAGCGCGCGCCTTTAAAGTAGGCGGCAC
+GGTACGTATTGTAGTCAACAACCAAGTAGGTTTTACCACCTCAGTTGCTGAAGATACTCGCTCTGGTGAG
+TACTGTACTGAAATTGCTAAAATGGTTCAGGCGCCAATTATCCATGTAAATGGTGATGATCCTGAAGCAG
+TTATCTTAGCAACGCAAATTGCACTTGATTACCGTAATGAATTTAAACGTGATGTTGTTATCGATTTAGT
+TTGTTACCGACGTCATGGACATAACGAAGCTGATGAGCCAAGTGCTACGCAGCCACTTATGTACAAAATT
+GTTAAAAAACATCCTACACCACGTCAATTATACGCAGATAAATTATCAGCGGAAGGTAGTTTAACTACTG
+CCAAAATTGATGAATTAACAGCCTACTACCGTAAGTTACTTGATGAAGGTCAATGTACGGTTGATCAATG
+GCGCCCAATGACTGAGCATTCAGTTGATTGGACTCCATACTTAGGCCATGAGTGGGATGATGACTACGAC
+AAAGAAATATCGCTTGAGAAATTAAAAGAACTAGCGGTTAAATTGTCAAGTTACCCAGAAAGTCATCCAG
+TGCATTCGCGTGTTAAAAAGATTTACGATGATCGCATGAAAATGGCAACAGGTGAGAAATTACTTGATTG
+GGGTATGGCTGAAAACTTAGCTTATGCATCCATTGTTGATCGTGGTGATCGTGTACGTATCACAGGTCAA
+GATTCTGGTCGTGGTACTTTCTTCCATCGCCATGCTGTATTGCATAATCAAGAAGACGGTAGTACCTATT
+TACCACTGCAAAATATCAGAGAAGGCCAAGGCCCATTTGATGTACATGATTCAGTGTTATCTGAAGTCTC
+AGTATTAGCCTTTGAATATGGCTATACCACTGCTGAGCCTGCAGGTTTAACCATTTGGGAAGCACAATTT
+GGTGATTTCGCTAACTGTGCGCAAGTGGTATTTGATCAATTCATTAGTTCAGGTGAGCAAAAGTGGGGCC
+GTTTATGTGGCTTAACTATGTTGTTACCACATGGCTATGAAGGTCAAGGGCCTGAGCATTCATCAGCTCG
+TTTAGAGCGCTTCTTACAACTTTGTGCTGATCACAATATGCAAGTATGTGTGCCATCAACACCTGCGCAA
+GTATTTAATATGCTGCGTCGTCAAGTGGTTCGTCCTATGCGTCGTCCTCTTGTGGTTATGTCACCTAAAT
+CATTGTTACGCCATCCATTAGCGGTTTCTTCATTAGAAGAAATGTCGACGGGTGTATTCCACAATGTTAT
+TGGTGAAATTGATGAGCTTGATGCAAAAGCGGTTGAGCGTGTTGTTTTCTGTAGTGGTAAGGTTTATTAC
+GAACTACTTGATCAACGTCGTAAAAATGAGCTAAATAATATTGCTATTGTTCGTATTGAGCAACTTTATC
+CGTTCCCTGAACAAGAGCTACAAGCTGTATTGAAAGAATACCAGCATGTGAAGCAATTTGTTTGGTGTCA
+GGAAGAGCCGCAAAACCAAGGTGCTTGGTATTGTTCGCAGCATAACTTTAGAGCAGCTATCCCTGAAGGT
+ACTACGTTGACTTATGCTGGGCGTAAGGCTTCTGCAGCTCCAGCTGTCGGCTATATGTCACTTCATGTTA
+AAGAACAGCAAGCGCTTGTTACTCAAGCATTAACAATAGATTAACTCTTTGGTGCGCTTACTCAAATAGT
+GAGCGCAAAGAAAGTTTGAAAGGATTAAAAAAATGACAACCGAAATCAAAGTTCCGGTATTACCTGAATC
+AGTTGCTGATGCAACAGTAGCAACTTGGCATGTACAAGTTGGTGAAAAATTTACTCGTGATCAAGTACTT
+GTAGATATTGAAACGGACAAAGTAGTATTAGAAGTTCCTGCAACTTGCGACGGTGTTATGACCGATATTA
+GCCAAGCTGACGGTGCTACTGTATTAGGCGACCAAGTGATTGGTAGCTTTTCAGAAGGCAGTGAAGCTGC
+TGCACCTGCACCCGTTGCAGCAGCAAGCGCTCCAGCGGCATCAGGAGCTGTTAAAGTAATCGATATCGTT
+GTACCTGTATTACCTGAATCAGTTGCCGATGCAACTGTTGCCACATGGCATGTAGCTGAAGGTGATACTG
+TATCAGTTGACCAAAACTTAGTTGATATTGAAACAGATAAAGTAGTACTAGAAGTTGTTGCTCAAGATAA
+TGGCGTAATTGGTAAAATTATCCATGTTGAAGGCGATACTGTTTTAGGCGCTCAAAAAATTGGCGAACTT
+AATGCCGGCGCAACTGCAGGTTCTGCTGCTACCGCTGCACCAATTGAAGATGCAGTAAGTTCAGATGATC
+TTGCTAGCCCTTCAGTACGTCGTTTAATGACTGAGAAAGGCTTAACGGCTGCCACCGTTGTTGGTACTGG
+TAAAGGTGGACGTATTTCAAAAGAAGACGTTGAAGCCGCTGCTAACAAACCTGCTGCTGCACCAAAAGCA
+GTAGCACCGGTAGCTGCACCAGTACAAGAACTTGGCGAACGTACACAAAAACGTGTGCCAATGACGCGTT
+TACGTAAAACGATTGCAACACGTTTATTAGAAGCTAAAAATTCTACTGCGATGTTAACTACGTTTAACGA
+AGTTAACATGAAGCCAATTATGGATTTACGTAAGCAATATAAAGACTTGTTTGAAAAAACTCATGACACT
+CGTCTTGGTTTTATGTCTTTTTACGTGAAAGCGGTAACTGAAGCATTAAAACGATTCCCAGCAGTAAATG
+CCTCAATTGACGGTGATGACATTGTTTATCATAACTTCTTTGATATCTCTATCGCTGTATCTACGCCACG
+TGGTTTAGTAACACCAGTATTACGCGATTCTGATCAACTAAGTATGGCTGGCATTGAGAATGGAATTCGT
+GAGTTAGCTATTAAAGGTCGTGACGGTAAATTGTCTATGGCTGATATGACTGGTGGTAACTTCACTATCA
+CAAACGGTGGTGTATTTGGTTCACTATTATCAACACCTATTCTTAACTTACCTCAAGCAGCGATTTTAGG
+TATGCATAAAATACAAGACCGCCCTATGGCAGTTGACGGTAAAGTAGAAATTTTACCTATGATGTATTTA
+GCATTATCTTATGATCACCGCTTAATTGACGGTAAAGAATCTGTTGGTTTCTTAGTAACAATCAAAGAAT
+TGTTAGAAGATCCAACACGTCTTCTTTTAGACGTATAAGTGTATATCTACCCGTACAAAATAATATAGTT
+AGTAGACTATAGTATTAGCTCTTTTGGCTACCGTCACTAGAGCTTTTGTACTATAATCGATAAACTTTCA
+CAGGCTGTTACTTAGTTTTACCTTTTTAAAATTAAAAGGTAGGGGTAAAAAACAGTCTTCATTTACAGAT
+AAATGGATAAAACACCATGAATTTGCATGAATACCAAGCGAAACAATTGTTCGCTGAATACGGTTTACCA
+GTTTCTGAAGGTTTCGCTTGCGATACACCTCAAGAAGCTGCCGAAGCGGCTGATAAAATTGGCGGCGATA
+TGTGGGTTGTTAAAACTCAAGTACACGCAGGCGGACGTGGTAAGGCTGGCGGTGTTAAGCTAGTTAAATC
+AAAAGAAGAAATCAAAGAGTTTGCTCAACACTGGTTAGGTAAGAACTTAGTTACTTACCAAACAGATGCA
+AACGGACAGCCAGTAGCTAAAATTTTAGTTGAAAGCTGTACTGATATCGCCAACGAATTATATCTTGGTG
+CTGTTGTTGATAGAGCTTCTCAAAGAGTTGTTTTCATGGCATCTACTGAAGGCGGTGTTGACATTGAAAA
+GATCGCAGAAGAGACTCCAGAATTAATTCACCAAGCTGAGATTGATCCACTAGTTGGCGCTCAACCTTAC
+CAAGCACGTGAATTAGGTTTTAAACTTGGTTTAAACCCTACGCAAATGAAGCAATTTGTTAAGATCTTTA
+TGGGTCTTGCTAAAATGTTTGAAGATTGTGATTTCGCCTTATTAGAAATCAACCCGTTAGTTATTACTGA
+CGAAGGCAACCTTCATTGTTTAGACGGCAAAATTGGTATCGATGGTAATGCTATTTACCGTCAACCTAAA
+ATGCGCGCTTTCCACGATCCATCTCAAGAAGATGAACGTGAAGCACATGCAGCACAATGGGAGCTTAACT
+ATGTAGCTCTTGATGGTACTGTTGGTTGTATGGTTAACGGTGCAGGCCTAGCAATGGGTACTATGGATAT
+CGTTAATTTACACGGCGGCAAGCCAGCTAACTTCCTAGATGTTGGCGGCGGAGCAAACAAAGAACGTGTT
+TCTGAAGCATTCAAAATCATCCTTTCTGACGATAACGTTAAAGCTGTTTTAGTTAACATCTTTGGTGGCA
+TTGTTCGTTGTGACATGATTGCTGAAGGTATTATTGGCGCTGTTAAAGAAGTAGGCGTTAAAGTACCAGT
+TGTTGTACGTTTAGAAGGTACTAATGCTGAATTAGGTCGTGAAGTTCTTAAAAACTCTGGCTTAGACATC
+ATTGCTGCTGAATCACTAACTGATGCAGCAACTAAAGTTGTAGCAGCTGCGGAGGGCAAATAATGTCTGT
+ATTAATTAATAAAGATACTAAAGTTATCTGTCAAGGTTTCACTGGTGGTCAAGGTACTTTCCATTCAGAA
+CAAGCTATTGATTACGGTACACAAATGGTTGGTGGCGTAAGCCCAGGTAAAGGCGGTCAAACGCATTTAG
+GCCTTCCAGTATTTAACACAGTACGTGATGCTGTAGAAGCAACTGGCGCAACAGCAACAGTTATCTACGT
+TCCAGCTCCATTCTGTAAAGATGCTATTTTAGAAGCTATCGATGCTGGCATCGAGCTTATCGTAACTATT
+ACTGAAGGTATTCCAACTTTAGATATGGTTGACGTTAAAGCTAAGCTTACTCAAACTGGCGTTCGTATGA
+TCGGTCCTAACTGTCCAGGTGTTATTACTCCTGGCGAAACTAAGATTGGTATCATGCCTGGTCACATCCA
+TTTACCAGGTAAAGTTGGTATTGTTTCACGTTCAGGTACGTTAACGTACGAAGCCGTTAAACAAACAACT
+GATGCTGGTTTTGGCCAATCTACTTGTGTAGGTATTGGTGGCGACCCTATCCCAGGTACTAACTTCATCG
+ACGTATTGGAAATGTTCCAAAACGATCCACAAACTGAAGCAATCGTAATGATTGGTGAAATTGGCGGAAC
+TGCTGAAGAAGAAGCTGCGGAATATATCAAAGCTAACGTTACTAAACCTGTAGTATCTTACATTGCTGGT
+GTTACTGCACCAGAAGGTAAGCGTATGGGTCACGCTGGCGCGATTATCGCCGGTGGTAAAGGTACAGCTG
+ATGAGAAATTTGCAGCACTAGAAGCGGCCGGTGTTAAAACTGTTCGTTCTTTAGCTGATATCGGCGTAGC
+ACTTAAAGAGAAAACAGGTTGGTAGGCTAACGCTTCTAATTTGTTAATCTAATAAAAACCCGCTATCTAG
+CGGGTTTTTTGTTAGTTTTAAATAAAATGTCTTGATTTTAACTGTTTACAAATTCCATCGAATCCCGGAA
+ATAATGAACCCCATGTAAGCCCCATCAGGTGTAGATCACGCATTGCTTTTTTTGCCTCGGAAGCATTAAT
+AGTTATTCTTTGGAGAAATTCACCTTTTTGCTTTTCATTGTTTTGAATAATACTTTCGATGTCATTTATA
+TTGCTATACATCGTAATTGCCTGTTGAGGGAGAACTCTCGGGTTATTAAACCCTGGCAATTCAAGAGTTT
+TTACCATTATATTTGGACTTCTTACATTTGCATTTTTACCAGCAATATTTGACCATTTCTTATCATCAAA
+TGTATAAATAGTTATTTTACCATCTTTTGTTAGTACATTTTCAAATGCAAAAAACGCCGCTACATATGGG
+CTTTTAGTCCAATCTAACAAGGGGGTTGGATATCCATGGTGTTGAGCCAAATTTAGCAAAGCTCCTAATG
+AATTATCGTTGTTAACATTGTATGGGTGACTAGAAATAGAGTTTATATGATGTTCAAACTCCTTCATTTC
+TTTGTCTAAATAAGAGACTAAATCAGCATATCCTGTTCTATGAAAAGATGTCTGAAGTGGCCAACTTTTG
+GATTGTCCTCGGTATAAGAAATCATCATTTTGTGATGATGCAAAATTTTTAAATTCTTCCCAAGTCATAT
+GTTTTGACGGAGCTGTACTTGACTTTTTAGCAGTTTTAATTAGTTTTAAACTTTCATTCCTTTCAACATG
+TGATTGGTATTTAAAATTTGTGTTAATCCTAAACTCTTTATCATTGATTAATTCCCCTATAAAAGTCGAT
+TTTTCAGGAAGTTCTGTGTCAGTTATTTCAAGTAATTTGGCTGTTTCTTCTCTGTTTAATTCATTTCCAT
+CTATATGGTGTATAGATTGAATACGAATTTCGCCTTGAACTTTAGATGAACTAGTTAATTGCCCCTCAAA
+TATTGACCACAGCCAAAAAGAATGCTCAATATTGTTAACCTCGATTGTTTCTAACTCAGATACTCTACCT
+AGTATTTTATCTCCATCCACATTAATATTTGCAATAACTCGAGAACCCGAATCTGACTTTCCTAGCCATT
+GACCTCTAAATAATTGATTCATCCCTTCATCTAATATATTCATGTATTTCATCTAGATAACTAATTTATT
+GTTAGCCTTATGATAGAGCAATTTCAATTATCTGAACACCATAACATGCTAACTCTTTATCTAGTTTATA
+AATTATTAAATTTGTATAACGTTGATCTTTTTGTCGCGGTGGCGACGACACCCAAAGGGGGCTAAACGCC
+GAACCCCCTTTGGAATCCCTCGGCGCTGCTAATCAAGTGCAATCATCCACTCAAGTCAATATTTTCGACG
+TGACAGCGCTGAACAGGCATCCATGCCCTACATCGCTTTGTTCATCATCAGGACAATATGCTCCTGCATT
+GTCTAATAAGCTGCATCCATGCAGCGTCACGATGAACATACGTGAATATTGCCTTTCATTGCGGCACTTG
+ATTCAAGCAGAATTAGTGCAATTTGATAGGTTAGGGGATTAACTTATTGGTTTTGTTCTTTTGACTGCCA
+AAAACTAAATATGGCAGTTTCGTTTACCTCTATTTCCAAATGCTCCAACTCCCATCTCAGCAAAGAAATA
+ATCTACTAGCAATTGCAAGCCTCGACCCGAGACAGGACGTCGAGGGCTGCTGTTGTTCATGGATGATAAA
+TCGGCAGGGTTCGTGGTTTGCGCTAGTGGGTTATTGAATGTTCTGCTGAGTTGGGGCTCCGTGGGTGTCC
+AGAGGGACGCCGGAGGCAGTGTCCCTTTGGGTGCTGTCGCCACCGCGACGCCAGACAGGGAAATAAACTC
+AAAGCTTTTTTTGGCATCCCGCGACGCTGCTAATCAAGTGTAATCCTCCATGAAAAGCAATATCTTCGAC
+GTAACTGCGATGTACGGGCATTAGGACAATATGCTCCTGCATTGTTTAATAAGCTGCATCCATGCAGCGT
+CATGATGAATATACGTGAATATAGCCTTTCATTTCGGGACTTGATTCAAGCAGACTTGGTGCGTGTTGTT
+AGGGCAGGTGATTGTGATGTTATGCCATTGGCATTCGAAGTCGTCATTCCCGAGGTGTCTTGTCGGGAAT
+CCATTTTACTAAGGTCTGGATCTTCGACTAAGGCACCACGAGGATTACACTAGTTAAGCAATCTACCAGC
+ACCAAATACTTCAATCCCATTTCAGCAATGAAATTACCAACTAGCAATGTCAGGCCTCGACACGAGACAT
+GGCGTTATAGGGATGTAATTTATTAGACAATGCAGGAGCATATTGTTCTGATGTCGAGCGCTGCCGTTGT
+TTAGGGATGAACTTTTTATAAACGTAGGCGGCAGGGTTCGTGGTTTGCACTAGTTTGTTGTTGAATTTTT
+TACTGAGCAGCGTACAGCTACCAAGGGAAAGGTAACTTAAAAGTTAATCTATCAGTTTCAATTCATTTTT
+ATATTGATGATTACAATGCACATAATGTTCAACTCCTTTTGCGATCATTTCTTTTACTTTCTCATCAAGT
+TGCTTCACTACTTTACCAGGTGAACCAATGACCAAACTACCATCGGGAATTGACATATTTTCAGTTACCA
+AAGTATTCGCGCCTATCAAGCAATTTTTGCCAATTTTGGCGCCATTTAATATCACAGCATTCATACCTAT
+TAAGCTGCCTTCATCTATAGTGCAGCCGTGTAGCATCGCTTTATGTCCTACAGTTACATTTTTAGATATA
+TTGATTGGAAATCCTTCGTCAACGTGTAATATGCAACCATCTTGAATATTAGAATTTTCACCAATGGTGA
+CTTTATCTAAATCAGCTCGAATTACCACGTTGAACCAAACGCTGGCATTTTCTGCTATGTCTACTTTGCC
+AATAACATTAGCGCTGGGCGCAATAAAACAACTAGCTGATATTTTGGGTGAATGTTTACCTAATTGAAAA
+ATCATGCAGTATTACCTTGGTTGAAAAACATTATTGTAACAAGTTAATAGCATTAGAGTGAATCAATGGG
+GTCACAGTAAAATTAATTAGTATGTATTTTACTTTTTGATTTAAAAATTCAACCTCATCTAACATTATGT
+TAACTTGACCTAAAATTATCCTAATTAACTATCCTATGTTGTTCACACAAGACCTTTTCCCATCTGCTAC
+CCCTTGGTTATTCTTAGTCATTACCTTGATAACAGCTTTTGTAAAACCTAAGTTATGGCCATTTGGCTTA
+CTCTGTACTTTAATTAGCGGGCTGTTTTATAACGCGATAGATTTGGTTGGTCTTGGTGTTGTTACGCTTT
+TATTGGCCATGTCTTACTATGCTAAAAAGATATCTACTAAGCCCTCAAGCAATCCCTCAAATAAGTTATG
+GAATCGAAGAATTAATACGGTCATTACGGCATTAGTTATTATTAGCTGTATTGCCTTAGCTGCGCACTTA
+TTGCCAGGATTTAATAATTTACAGGTGTTAAACGATGTGGAAAAAAGCATTAACAGTATGCCATTCACAC
+TGTACCTAAACTTTGATAAACCGATGATTCTATTTGTTCTTTTGATGCTGTCTCCAGCACTCTTAATAAG
+TCAAAAACCGATCACTCTCTCTAAGGCGCACAATAGCTTGCGGTTAAGTGCTCTAGTAGTGCTAGTTTTT
+ATTCTACTATTTAGCCTAGCCATTTTATTATCATTAATTAAATATGATCCTCAATTGCCAAGTTGGTGGT
+GGTTGTTCGCGTTAAATAATTTGTTATTAACGTGCATTATTGAAGAAGTGTTTTTTAGAGGATTCATTCA
+GCAAAAGTTAACAAAGCTAATAAACCCTTTAACGGGACTAATACTGACAAGCTTATTATTTGGTATTGCA
+CATTTTTCAGGTGGTTTTAATTATATGCTAGTTGCTACCTTGGCTGGTTTTTTGTATGGCTTGGTTTATC
+TAAATACAGGTAAAATTTGGTATGCGATTTTACTCCATTTTTGTTTTAATATGATTCACTTAGCGCTGTT
+TACTTATCCTTTACTCAAGGTTTAGTTAAGGTTTAGCTACTTTTTGTCTTTCTACCTTTTTTCAATGATT
+TTTTCTCTTATTTCGGCACTTGAGTCAAAAATACTTAGCGTTTGTTAATAGGCTAGGGCAATCAAACGAA
+TACAAAGCCAATCGTACTTTTGCTGTTGATGGGGATATTGGCTAAACCAAAAATATAATGTGAAATTTCA
+TGATTTAATTATTGATCCAAGTCAAATTTGTTTCATGCAATCGGCCTATCATATTTGTAGTAAATAAGAG
+TTTTAGATCAAATTTTTATAACTGATAGGAGAGTAATGATGAAAAAACTATTCAAGAGTATTCCCTTAGT
+TCTGATTTCTTTTTTGAGTGTTACATCTATGGCAGCGGTCTCAGACGAATTGCCAGATCGAGGTCCTATT
+CCTTTTGCTAACTATGATCAAGATGAAAATGGCTTTATCAGTGAGCAAGAGTTTACTCAAGTGAGAAGTG
+AGCGTATGGCAATGAAAGCAGCTCAAGGTCGTCCTATGAAAGGAGCTGGTAATTCGCCTTCATTTGAAGC
+CTTTGATAAGGATCACGATGGGCAGTTAACCCAAGAAGAGCTTATAGCGGGTCAGCAGGTACAAATGCAA
+AATCGCTCTGGAACTCAAGGTCAATCGTCTAAAATGGGACAGGGACGTAGTCAGGGAGCTGGTATGGGCA
+AAAATAGCAATATGCCCCATTTTTCTGAATTGGATATAAATGGTGATGGCATTATTTTAGAGCAAGAATT
+TTATAACGCCAGAGCAGCAAGAATAACAAAGCGTGCTGAGCAGGGCTATCCTATGCGAAACATTGCTAAT
+GCTCCAAGCTTCGCCGATATTGACACTGATGGTGATGCACAAGTATCTGCAACAGAGTTTGCTGAACATC
+AAGTTAAGCACAGACAACAAATGATGCAAAAGTAATGATTTGATTCAAGGGGATAAACATCCCCTTGAAT
+TTTTGTATTTAAATTATTTTTTGTATTCATGGTATTTACAATATTTTATGGTTATCTCAATTTTTCAATT
+TATCTTTAATTAATCTCATTGTGAATGGACGTCAATGTCTAGCATCACTATATGCATGATCCATGAAGAA
+CATACATGAATATAGCCTTCGTTCGTCTTTCTGCTGTCGTCACGGCGATTCCAATCAAATAACTAAACGT
+TAATCGCTAGAAATTAACAGCTATAAAAGCTAGCTTCAAGGTTTGCTCGTTGAGGTTTTAACTTCTTCCG
+TTATTGGTTTTTTATTTTGAAGTTTCACCAGTGATTGATAACCTTTAGCGGTAACATTATGACCTGCTAT
+GTAACAGTTGTAGCCAATGGTACAAAAGATACAAGGTAATAGTTTAAACGCTTTCTTTTCCATGCTAGTT
+CTCCATTTATACAATATCCTACTTATAAGACCGTGTTTCCCCAGTTAATATTTCTATGGTGTTACTTACA
+TGAAATAGCTATAGAGAAAACATAAGCAAGTAAAATTGATAATGGTATATTAATTTACGGTTATGTAGAG
+AAGTTGGAGAGTAAGTGAGATTACTGTTATGCCTTTGTTCTTTGCTTCTCAGCAGTTACAGCAGTAAATT
+GTTCGCCTTATCGGCAGACCATGCTGTACTCTCAAGTGTTCAATCTCAAAACAAATCAGTTATTCAATTA
+GCGACAAAACCTAAAAATAATCCCCTCAAATCGTCTTCAGATAAAACCTATGATTTTGCTTCTATTGAGT
+TATTGATAGAGCAAGAAGTAGGGCGAATTGTACTCAAACAAATCTATAAAAATATTGGCATTAACATTAC
+GATCAGTCCTTTACCGGGTAATCGGGCACAGCATTTTGCCAATACAGGTATTAATGATGGTGAGATCATG
+CGTATTTGGACTTATGGAGATGAAAACCCCAATACAATCAGAGTACCCACGCCGTACTATTACTTAGAAA
+CGATGCCGTTTGTTTTGAAAAGTTCTAAAATTTCTATCCTATTAAAGGAAGATTTAGCTAAGTATCGTTT
+AACTAAAATACGCGGTGTAAAACATACCAATAATATTACCAAAGGGCTTACTAATATTTACGAGATGAGC
+TCTACAGACGATATGTTTAAACTATTGCTGAGTGGAAAGGTTGATGTGTTGTTAACGAATACTCTCGATG
+GAAATCTAGCACTTGAAAGGCTTGGCTTAAGAAATGTCGCGAGCATGGAAAAGCCATTAGTACGTTTATC
+TTTATATCACTATATTCATAAAGATAACAAAGTATTGGTCCCTATTGTCGATAAAGAAATCCAACGGATG
+AAAAGTAATGGTGAGTTAGCCACTCTCATCCTACAAGCTGAAAAAAGCGTTTTTCAGCTTAATCAGTAAT
+TAAATTACCCCTTAGCATATACCTTGAGTGATGAAAGATAAAAGTGAACGTTCGTAGTCTTAAAAGATTA
+ATATCGTTTAATATAAAGAGCTAATAGGCGTTAATTATATTTTCTAATCTGCCATCGTTTTTCATTTCCA
+CTAAAATCCCCTCTATTTTTACCTTTAAAAGTTCGGGAAAATTAAGAGAAAAACATAAGTTAATATCATA
+ATCAGCAATAATATTGCCAATGTAGTGAAATTTAAAATTATCACGAGGTAATTTCATGTTTTTAAGGTGA
+TAATTTAGTCTTATATTCATTTCCGGAAAAGCAACTGCTCTGCCCATAGCGATGACTTTTATCGCTGCTT
+CATGGTCTTTCACATAGATAATATCAAACTTGTCTTGCTCAATATAAGCTGCCAAACCAGGGTAATTAAA
+ACCGCGAATTAACACTAGGCTCTTTCCAAATAGATCGCTGATTTCATTGTATTTATTAGGTTTTAAGGTC
+AAAAAACTGTGTTTTACTGTCATAATAGGCGTTTTAGACAGTGATAGAGATTGTAGCCCTGGCCAAGCAG
+CAGAGCCATAGGTTATCCATTTAACCTTTGGATTTTTCATGTACTTCATCATACGTTTGAAAGGCAAAAT
+ACTATGGGAAAAGTGAATGTTTTGTTTTTCTATCGCATTAATTACATCAGTAACTATGCCTACCTGTTCG
+CTATTTTTAGTCGATATTTGAATAGGCGATGAAGATTTATCTGCAATAAAGTAGGTTATTTTATTGTCTG
+CTATACTCGAAAAACTAGCTAATAATATAATGAAATAAAGGTTTATTTTCATAGGTTATGTGTTTAAATA
+TCACTGCGGTGTGAAGTGATAATGCCATATAAAATAAAGGCTTGCCATTTATTTTGTAAGTAAGTTAATG
+TTTTAATCGATTACATTTTATTTTAAATAATAAACATCTAGCCCATTAGGTAAAACGAATGATATAGATG
+ATAAAGCTAATCGGTTTGCTCAATTTTTTTTTGTATCTCTCTGCCTTCTTCAATTATCTTTTCTCGCATT
+TTAGCCAGTTTTTCCAACGCTAATTCTTTTTCTTCTGGACTCATATTTTCATTGTTAGCAATTTCTTCCA
+TCAGCGCTTCAAGTTCTTCAAGTTTTTCTCGGTCTATACCTAATCGTTTATCTAATATATTTTGCATTAT
+CTCACTGAAACGATTATCAACGACAACATCTTCTTTGGCATCGCCATCTTGAGTTGTGTTTAATGTTTCA
+CTTTTAGCTAAAAGTGACCTTGCCGATTCGGGTCTTAAATAAGTGGGCGCGATCTCTTTAATCTCATTAC
+CGTTCATCATGGCTAACGCTTTATCAGATAAAGTCAGGGTATCTTTTTCACCGGGAATAGGTTGAACGGC
+AGGGGTGGTGTTATCAAAACTGACTACTAATGCATTATTAGATTTTGCTTGCGCTACTTGTTGAGCGTAA
+TTGTTGTTGATCATCATATATAAGGCTTTTCTAGCTTAGTGTTTTCAATAACTTATTCTTAAGAACATTC
+ATAAGGCATAGTCTGTGCCACTTTTATAAATATTGCTTAGGTAACTATTTAGCTGGATAAAGCCAAATTT
+ATTGAGTTATACAGAGTAACTCTCTATATGTAGCAAGTTTTATTAACAATTATTTGAATTTAATATCGGT
+TAGGGTGACAAGTATTATCCGTTATGCGGCAGCTTATTGCCTCTTTGTTACAGCAAAGTGAGAGATATTC
+ATCAAAATATCATCTATTTATAAAGTATTCTTCTTGTGTTAATAACTTGTTATAGATAAAATTGCGTCCG
+ATTTAGGTATCAGTGTTGATTGGTACTACCATGCAAGGGATGCATAAAAGTTTTATTATTTTTTACTTCC
+TTTGTTTCATATTAAAAGGAAGTAAAATTGAAGTATTTAAACCTTGCCACGTCGCTTCTAGCTGTCGTGT
+TACTGAATGGTTGTTTAGAAGTTGAAGACAACAGTTCTGATGTCAAAGCGTTATTAGACCAAGCTGAAAA
+CTCAGTTAGCATCAAAGGTGTTGTTGTTGATGCGCTAGATTTTAAACCCATTGGTAATGCCATAATTACC
+GTAAAAGTTGGCTCTAAAGACGTCATTTCTAACTTTGAAGTTACCGATGGTGATTTTGAGTTAACAGGCT
+TACCTCGATCTTCAGATATAGATATCATTATCTCAAGTCCAGATGATAAATTCCTTTCGAGAACCTTTTT
+TACGCAAACTGCATTCGGAAGTAAAGATAGCATCGAAGATGTTGGTAACTTTGCTGTATCTGAGTCGGTA
+GATGTAGAAATTTCGGTTATTGATAATGAAACAGGCAATGCTCTATCTACATTAGAGTTTATTGCTTATT
+CTCACTCAGGTACTAATTCATCAGCATATAAATACCAGCATGTATCTTCATTTAATGTTGAAACGGGTAT
+ATATACCATTACCTTGCCAAAATTTATTAATACTAGTATTAGTGCTAATTTAGATTTTGATAAAGATGGT
+GAAGCTGATTACGTACCTGAGCTTACTAACTTTTTACACGGTCGTAATTTATATATAGGTTCAGCGAATA
+CAAAAGAATTTTCAAGAATACATATGAATGAAGTACCAGTGGCTTCAGATCTTGAAATTAGGCTTTCTTT
+GGTTGATGAAGCAGCAGAGCCATTGCTTGGTGCTACTTTTTATTTAGAAGATAGTGTTGTTGATAGCACA
+TATGATGAATCAACTAGCCAATATGTTATTACTACGCAAATAAAAGATACGGTAAGCTTTCAATTACCCG
+CATTCACAAGCAATGAAGTTAAATACCAAAGTAGTTCTTTTACCATAAGAAAGTTAGCTGAAGGTAATTT
+AAGTATTCTAAAAAATGGTAGTTCTAATAATTGTTGTTTCGTTATTCCAAGTGCAGCAGTGATTGATTTG
+GCACTTGCACCACAAGTGATTCTTGAAAGTGAAACACCACTTGAAGTTGTTCTTGCTGCTACTGAAGTTA
+ACTCAGTAGATTCTAGCTTTAGTGTATTCTACTCTCAGGCTATAACAGTTGAACTTGAAAATATATCATT
+AACAAATGACCAAGGGTTTACCGTATTAATGGGTAATGCAGATGCAAATGATCATGTATCTGAAGGTACA
+ACACTCATTACTGGTGGTCTATCTTTTCCTGTTACTTTTACATTGAGCTTGAACGATACTCGCTTAACCG
+TAATGCCAGTGAGTCCGTTGACGACGCCTGATTCATACCGCTATGATATTCAATCGGTAACGAATAAAGC
+GACTCTTGAACGTGCTGATATATATAACGATCAATTAACTTTTGAGATAAACTCCAATACTGATGAAGTT
+TTTACAATTGCTGATATTAAGCTCGACAATGGAAATTATACCACTAATGGTAGTGTTATAACGTCAAGTA
+ATTCAGCAGGAGATACTTCCTCTTCTTATAACTGGAATGATTCAGTTTATTTGTATTTTCCACTGAATAT
+TAATGCATTAGAGAAATTAACGTTACGTAAAACCTCTGTAATCAATGATGGCACTTCATCAGTAAGTTCC
+AATGACTTTCACGTGGTTAGCGATGGGCGAATAAACGCAACTGCTGTCGGTATTGCTAAGTTAGCAGCAA
+ATGAATCTGTAACACATAGGACAATTAACCGTTCTGTTATTTTGGGCTCAGATCAAACCGAAACTCAGAA
+GGTCTATCGATTGCATACTGGGGAGTATTTATCAGATAATACGGGCTCAGAATCTAACAGCATTAGTTTC
+GAATATTCATTGGAAACTAAAGCTGGTGAAGTGGCAACAGGGAATATTACTATCCCAGTACAGTAACTTT
+TATCAGGTAGTTTTACCCTATTAAGATAATTAAATAAAAGCCGCTTTCGCGGCTTTTTTTATAGATGGTT
+TTTAATGACAAAATCCTAGTTAGCAATTTTCTGCAAGCACTGAACAACCCATTGCTTCATTTGCATTTCA
+TTCAAGCCACCTGAAATACGATCAACTTCTTCACCCTGATGAAAAAAGACTAAGGTAGGTAAACTACGAA
+TATTCGCATCAGCAGAAATCTGTTGAACTTGCTCGGTATTCACTTTGGTAAACAGTAAAGAGGGTGATGA
+TTGCGCTACTTTACTGTAAACAGGCGCCATGTTTTGACAAGGGCCACACCAGCTGGCCCAAAAATCAACA
+ATCACAGGTAAATCATTACGTTCTATAAAAGGGTAGAAAGTATTAGCCGTTAATTCTGTTGGCTTGGGTG
+AATAAACCCCTTGTTGGCATTTACCACACTTGCCTTTGTTATAGTCTTTATCATCGGGGATGCGGTTGGT
+GGTGAAACAATTAGCACAAACAATATTCATAATATTCCAACATATAAATTTATATATTTTTAAGTTGGCT
+AATATTACCTGATTAGCTTTTAACAGTTAATAACTATCTTAAGTTAGCTAGTTCACTGTAACTATTGTGT
+TAAAAGCCATATTAGCAACTTAGTTAATTACTTAATGTGTTTTGGTATATTGTATGCAATAATTAATTTT
+ATTCAATATAACAATAATGAAAATGCTATGAATAAACTAACAATACTTCTTCTGACTCTCGCTATATCTG
+TTGTAATTACTGCGTGTAGTGTTAACGATGAGGCTGATACTACTAAGGTCATGCAGTCTGTCTTAGTACC
+AATAGTAAATCCAATGGTTGCTCAAGTATTAGCGACTGATATAGAGCAGTTATGGAGCCAAGATTTTAAT
+CATTATCAACAGGGATTACTAAAAGCTGTTGCGGATGAAATATCAATGGAAGCTTTAAAAGGAGACTTAA
+CTAATGATAAATTAGAGAAGCTTACTTTTTATCTTAGAATTTACAGTAGCTTTGGTGCAGATAAATATTG
+GACCGAAGAAACCGCAATATCTGTTAATAGCGCATTAGACAATTTATATAATATGCCTGGTTTTTTTGAG
+GTGAGTCAGACTACAGCACGCTTGCATGAAAATTACGCTGTTGCTTTGTATCGTTTATATTTTTTAGCAC
+CTTTACAACCATTTATAGTAGAGCAGGTAAAGCCGTTAAGTCAGTTAATTAACCTGTATGCTTCCGCTGA
+TCTTTCTAATACAACTACAGTGAACTCTGATAAAGACACAGCGATAGATTATGCACTGTGGGAAGTATTA
+CGTGCTGGCGCTATTTTACCCTACGAAGCCCGAAGAAAAAATACTGCTGAATTCATGAAAGGTGTACATG
+GTGAAGGTGAACTTCAACAGGCATTAATTCAATTTATCACTGCTAAAAATAGTACTTTAGTGGGGGATGA
+CTGGCCTAAGCAACACGCTCTTTGGGCATTGGCACAGTATTATAATTTATATACGAAAGAATATTGGAAT
+GACTACTATGAGCACTCAGCTGAGGATCAGAAACGTTTAGATGACGATAAATTAACCCTCAAGATTGAAG
+GTGAAATGGATACGCTTGATAACAGTGTATGGGCGGCGTTAACCAATGATAAAGCAACATCAGTAGAGCA
+AAATAAGACACTTTTTAGTGTGCCTTATGTCGTCAACACTTTTCGTGGAAAGTCTGAATGTGAAGAGGGT
+ACGCTAGTCGATCGCTGCATTTCCCCATCAATTGAACAAGCATTGCCTATTAACCATGAGTGCTCAAGTA
+AAATATATATTTTAGCCCAAGCCATGTCTTCAGCACAGTTAAGTGATGCTTGTCAGCAGTTAATCGCTCA
+AGAAAGTAATTTCCATGAAATATTAGCGACTAATAATCAGCCCGTTGCCAACGATTTTAACGATAAATTA
+CGAGTCGTTATTTTTGATAATCACGCAGAGTATAATAAATTCGGCCAGCTAATTTTTGATATTAATACCG
+ATAATGGTGGTATGTACATTGAGGGAACGACACAAGATCCTAACAATATTGCGACTTTTTACTCATTTGA
+ACATTTCTGGGTACGACCTGAATTTGCTGTTTGGAATTTAAACCATGAGTTTGTTCATTATTTAGATGGA
+CGCTTTGTTAAATACGATACTTTTAATCATTTTCCAAGTCATATGGTGTGGTGGTCTGAAGGACTCGCTG
+AATATGTTGCCAAGGAAGATAATAATCCAAAAACTTTCAAATTAGTCAATGACACAACTCCAGAAGACTG
+GCCCAGTTTAACGGATATTTTTAATACTGAATATAAAGACGGTACTGATAGGGTATATCGGTGGGGCTAT
+TTAGCTGTGCGCTTTATGAATGAAAAACATCAAAATGAATACAGGAAAATGGCGCACTACTTAAAAACAG
+ACTTTTTTGATGGTTATAAAAAATTAGTTGAGGAGTCAGGTAAAAAGTATGCAGCAGAGTTTACTCAATG
+GTTAGATGAACATAATGCTAACTATGTGGCGGAAGAAGATGTAAATAACCCACATAAACCACGTCAATTC
+TATCGTTATACGTATAAAGATTACTTACAGCCAAGTCATTTAACGGAAGATAAGCTGCATATGCACTGGC
+AGTATTGGCATGAAAATGCTTTAAAATCATTAGATAAAAAATTGGCTAATAAAAATACTGTGACTAAATA
+GAACATTGCTGATTTATTCGAGTAACCATTAATAATAACGCCTATTTTTAAAAACTTAACGTTATACTCA
+AGTTCGCTTAGTGCGAACATGAGCAGTCCATTGGGTAAATTGCGGCTGAGGATAATAAGATAATGATAAC
+ATCACTGAAACTTCTCCTAACGATTAAGTTAACTGTAGAATTTAACTCCTAACTTGCAAAGTCTGTGTTG
+CAAAATGATAATGTAATTATCAAAAATCAAATTTTAAATATCAAACTTCGATATTTAAAATAAAACATAT
+AAAAATCAAAGGTCAATTTATAAGAAATGTTGGCACTCTTGATGCAATCTACTTTAGTAGCAACGCAAAA
+GTGCGAAGCAACTGATTAAATTGAGGGTAGTCATATGTTGAACAATTGTAATATGAGTAATAGACGAATG
+ATTCTATCAGCAGAAATGCTAAATGTTTACCAACAAGATGCTGATAAAAATAGTAAAGATGATCGGCAGG
+GTAATGAGCAAAAAAGACAAAATTCCGAAAATTTATACGAGCATGATGATAACCCTATTTATGAATTGGG
+GTATAACTAAATAGCACTAAAAGTTGATGATTACAGCAAATAAAAGACTTGGTTATTTCAATAGTTCCAC
+TATGATTAAGCACTATTTTATTTGTAAACGGTGAGTTATTTACTCTCTGACAATCTCTAACTAAAGTAAT
+GAATAAAGGTAGTTGTCTTTATTTATTACTTTAGTGCGCCGATTACAATTCACCAATAAATTACTTTTTT
+AAGAGTCGAGTACAATTATTATGGCGCTCTTTTTATGGATGTCAGGCGCACTGGCTTCATTTTGCATTCT
+TGCTATAGGTGCACGTGAATTAAGTGGCGAGTTAACTATTGCTCAATCATTATGTATTCGCAGTGCTATT
+GGCTTGGTATTTCTCTCGGCTGTTTACTTTATTCGGTCACAAATTTTTAAAGATAAGCAGCAAAAATCAC
+TAGCAAGTCAGCCACGAGTTAATGTGATTAAACTTCATTTGTTTCGCAATGTTTTTCACTTTATTGCTCA
+ATATGGCTGGTTTTTTGGTATTGGCTTACTCCCGCTGGCGGAAGTTTTTGCCTTAGAGTTTACTGTGCCA
+ATATGGACGCTGTTAATTGCGAGTTTCTTTCTCGATGAAAAAGTAACAATGAATAAGTTGATCGCTATAT
+TTCTGGGTACCTTAGGTGTAATTGCCATAGTGCAACCGGGGTACGCTTTAATTGATTATGCCTCTATTAT
+TGTTTTGGGTTCAGCTATTTGTTTTGCCATATCGCATACTACAACAAAGTCATTGGCAAAAACTGAATCT
+CCGTTAACCATTTTACTCTTCATGTGCATTGTTCAATTACCTATTGGATTATTTTTGTCTTTATCAAGTT
+GGGTTTGGCCACAAGGTGAACAATGGCTTTGGCTTACTGTGATTGGATTGAGTGCGTTGTCGGCACATTA
+TTGTTTAGCAAAGGCAATGAAATATGCTGAAATAACGACCATTATCACCCTCGATTTTTTCAGGTTACCC
+CTAATAGCTATGGTAGGCGTGTTTTTTTATAACGAAGCGTTTGAGCTTCCGTTACTTATCGGTGGTGCTT
+TGATGTTGATTGGCAACCTTGTTGGCGTGCGAGGTTTAACCGCAAAAAGTATTAAGGTAAAGCAGAATAT
+CTAGCGCAAACTCTCTATGAGTTAAGCTGTTCATAATGAAAGAAAAAGAGCGGGATTGCTTTTGTCTTAT
+TTTACATCAATATTCAGAGTTGCTAGTTAAGCTAAAATCACAATTAAAGCATATTAATTAGTTGAGTTAT
+TGGTGGATATTGTGTCAGAGTCTTCGAGCGTATCAGGTTTGTCAGGTGAAAAAATCGTTAGTTACGGTTT
+GGTATTTTTCGCAAGTTTAGTGATCTTTTTCATCTCGCAAGTTATTCAGTTTTACCTTGGCGCGTATGAG
+CTTACTACCATGTACATTTCTTTTTGTGCCGGTTTTATTTTATTCATTCCTTTAGTGAGCCTTGTTCTAC
+ACCCTCTACTACTAAATAAAGAAGGTAAAAGTGATACTTTTCACTTTAGAACTTTGTTCGCAAATATCGG
+CTTAGTATGCGTGGTACAGTTTTTATGTTTTCTTATTTGGATGACTGATGCTATTGCTCTGTATAGCTTG
+TATGTAGATCAAAATTCATTCCTTTCAAAAGTCTTCGATATACAAACACAAGCGCGTGGTGATATGACTT
+TTGAATTTTATGCTTTTAACTTTGTGCTCGCCTGGTTATTTTCACTGTTATCTATGATTGTCGGCGTATT
+ACCTTGTTTGATTGCTCGTTTAGACAATCGTGGCGTAGTTGGAGATTTTGTTGCTTCTTTTGCCTTTGCT
+AAAGCGCATAAAGGCTTGATGTGTATGTATGCTTTGATAATTGCTAGCTCAGTGCTATTACCTTTGTTAT
+ATGCAAAGTATCTTTTCTTAGTCGTGTTCCCTAGCAGTTTAGTGTGGGTTTTTATTCAGCTAAACAAAAA
+ATATATACAGTCGTCAGTATCAAAATAAACACCACAAGAATAAGGTGAGCTGACAGCAAAAATAACAGTG
+CTATACAGTAATGACTCAGATGATAAAAGGGTCATCTATACCCGCTCAACTCATCGTGTTTCTATACGGA
+TATGCCCACTCGAGCAGGTGGTAATTATGCGGCGTGTTTCTTTCTAAAAGCGAAGGCTTTCTCACAAGCC
+GGTAACTCATAAAACAGTGGTGCGCCATTTATTCTGTTACCGTTATATGCTTTTGCTTCACTCAGACAAA
+CAGCTTCACTTTTTTTAAACTTTTGAATACATTCTTGATAAATTTCTTTTCTTCGGGGTGCTAGCGCAAT
+TTGTCTTGCGTCCTCGCAAGCTTGATCTAATTTTGCTTGTTCATCTTTATGTGCAAAGGCAGTGGCACTT
+AAGCTGTAGATGACAATAACCAGTATAAAAAAACGAAATAAATTACTTGGCATATTGAATTCCTTCTAAA
+AATTTTTATGTTTGAATCATTGTTGTTCAATAAAACCGCTAAGTCTACTATTAAAAATGTAATATAGTTT
+TAATAAAGATAAGCAAAAATTGGTTTTTTTGCAGAGGCTTATCTACAGTTATTAATAGTGTAACCGAGGT
+TTTTATATCAATGAAAAACTAAATAAAGATTTAGTTAAGGGTTAAAATGGAATCATTAAAAATACAAGAA
+TATATGAATCACTACCCAGTAACTTTTACCGAGACTATGTCTGTAGAAGAGGCCACATTACGCTTCTTAA
+AAACGAAGCAAATTGGCGGACCAGTAGTTGATCAAAACTATAAGGTACTTGGCTTTATTTCAGAAGGGGA
+TGTTTTAGAAAAAATGTTAGAAACCATCTATTTCAATGAAAATGTGGCGATTATTAAAAATATTATGAGT
+AGGGAGGTACTTTCAGTAAAACCCTACGACAGTATTATTGAGCTAGGGCAAACCATGCGAAAGGATAAAC
+CTAAAGTGTATCCGGTGATTGATGACGATGGTAATCTACTTGGTACTATCTCTCGTAATGAAGTTTTACA
+AGCTTGTTATAAACACGGTAAGGCAAGGACTTCTATTGAGAAGGAACATGCATCGGTGTGAGTAAATAGC
+CGTTAAAGTTTTTTCCTACTCTTGTTTTATCTTTTTAAAGGAGCTGTGAAGCTCCTTTTGTGCGTTTAAG
+AGACTATTTATAATACGTTACTCACTGCCATTTATAGTGTATTACTGTTAAAATATTTCTTTTGATTTTC
+TATCCGAGTTTGTTTTGTCTGTTTCGATTAAGTCTGTTATTACTTCATTTTCCCATTTACAAAAACTTTT
+TGAATTATTGCCACAAGCAAAAAAAAGCGATGCTGTACGCTTTAGAAAAAGGTTAATAAATCTGAAAAAA
+ACGATTACTAAAGAGGTTGGACAAAAATCACCGACTGAATTGGCGATGCTATCATTATCAGAAAAGCACA
+TTAAGTTGGTCGAACCGTTACAACAACATATCCTCAGATCTATTCAAGATAAACAACAAAAAATCAGAAG
+TTTACCTAAAATAACGTATCCCGAAGGTTTACCCATTTCAGAGAATGCTGCGCAAATTTCAGCAGCTATT
+GATGCTAATCAAGTGGTTATCATTGCGGGTGAAACAGGATCTGGAAAAACTACACAAATTCCCAAGATTT
+GTCTTGAACTTGGTCGAGGTGTGGATGGTCTTATTGGTCACACTCAACCTAGACGTATTGCCGCTAGAAC
+CGTTGCTAATCGTATTGCGGAAGAGTTAGGCACTAAGTTAGGTGAGCAAGTAGGTTATAAGGTTCGTTTT
+AATGACCAAGTCAGCGAGCAAAGTTATATCAAATTGATGACTGACGGTATTTTGCTGGCGGAAATGCAAA
+GGGATAGATTACTTCTTAAATACGACACAATTATCATCGATGAAGCCCATGAGCGTAGTTTAAATATCGA
+TTTTATTTTGGGCTATTTAAAGCAAATACTAATAAAACGACCTGATCTAAAGTTAATCATTACCTCAGCG
+ACCATTGACCCACAACGTTTTGCGAAACATTTCTCTAGTAAGAATGGCTTACCAGCACCTATTATTGAAG
+TATCAGGAAGAACATTCCCTGTTGAAATGCGCTATCGACCATTAAATGATCGTGCAGTGATTGATGATGA
+CGACCAATCACCGCAAGAAGTTGATATTATCAGTGGTATTTTGTCGGCGGTTGATGAGCTAAGTGACTGC
+GGTAATGGTGACATTCTGGTTTTCCTCAATGGTGAACGGGAAATACGCGATACTGCTGCTGCGCTAGTTA
+AAGCTAATTTACGTCATACTAATGTTTTGCCTCTGTATGCTCGTTTAACGGTTAGTGAGCAGAATCAAAT
+ATTTAAACCCCACAGTGGACGAAATATTGTATTGGCAACCAACGTTGCTGAAACGAGCTTAACAGTACCA
+GGTATCAAGTATGTGATTGATCCGGGAACGGCACGTATTTCACGTTACAGTTACCGAACTAAAGTACAAC
+GTTTGCCTATTGAACCAGTTTCACAGGCAAGTGCTAATCAACGCTCTGGCCGTTGTGGACGTGTTTCTGA
+AGGTATCTGTATTCGTTTATATTCAGAAGATGATTATAAAAGTCGTGCTGAATTTACAGACCCTGAAATT
+TTACGTACCAATTTAGCAACCGTCATATTGCAAATGCATGCGCTGGATTTAGGTGATATTGCTAATTTTC
+CGTTTGTTGAAGCCCCTGATAATCGTAATATCACTGACGGTGTTCGTTTATTGGAAGAAATTGCTGCGGT
+TGAAAGCATAGAAAACGCGGATAAAAACGCTAAGGGTAAAGCTTCGTCAACGGCGACACAGTTGACGAAA
+TCAGGCCGTCTATTAGCAAAGTTCCCTATAGATCCTCGTTTGGCAAAAATGGTCGTCTCTTCCATAGAAT
+TTGGTTGTATCGAACAAATACTGATTATTGTTAGTGCATTAAGTATTCAAGATCCACGAGAAAGACCGCA
+TGAGAAACAACAGCTGAGTGATGAAAAGCATAACCGATTTAAAGATAAGTCATCTGATTTTATAAGCTTA
+CTTAATCTTTGGCAGTATATTAACGAGCAGAAAAAAGACTTAACGCAAAATCAGTTTAGGAAGTTATGTC
+AGCGCGAGTTTCTTTCTTATGTTCGTTTACGTGAATGGCAAGATATTTTCAGTCAATTAAAACTAACGTT
+AAAAGAACAGCAAATAACGTTAACGTCGATTGATTATCAGTTTTCTATGCCGAATGTTCAGCAGGGTCAA
+GCAGCAAGCACAGCAGTAGATAAGACAAAAGAGACAGAGCAAGACTCAGCGTTAACTCCTGTACATCAAG
+CATTGTTGTCAGGTTTACTTAGTCATATCGGTCAACAGGATGAAAACCGCGAGTATAAAGGAGCTCGGGG
+AATGAAGTTTTTTATCTTTCCAGGCTCAGCGCTAACTAAAAAATCACCAAAATGGTTAATGTCTGCGGAG
+CTAGTAGAAACCAGTCGATTGTTTGCTCGTATGAATGCCAAGATTGACCCTTTGTGGCTGGAACCGCTTG
+CTCAGCATTTAGTTAAGCGAAATTACAGTGAACCTCATTGGGAGAAAAAACAAGGTGCTGTAATGGCCTT
+TGAGCAAGTAACATTGTATGGCTTAAGTATTGTTAGTAAACGTAAGATCAATTTTAATGTCATTGAACCG
+GTTACTTGTCGTGAAATATTTATTCGTGAAGCATTGGTCAATGGTGACTGCGTCATTAAAGAAAAGTTTT
+TAAGCAAAAACCAGCAATTGGTCGAAAGCATAGAAGAGCTTGAACAAAAAGCACGTCGCAGAGACTTTTT
+AATTGATGAACAGCATTTAGTTGATTTTTACAGTGATAAACTTCCTGATACTGTTAACTGTCAACGTAGC
+TTCCTCGCTTGGTGGAAAAAAGCTAAACGTGAGAACGAACAGTTATTAGATTTTAGCAAAGCCTTTTTAT
+TGAATGAGTCTTCGGATGAATTAAGTACTATTGAGTACCCTGACGTTTGGCAACAAGATAGTATTACCCT
+ACCGCTAACATATCATTTTAGTCCTGGTGATATTGATGATGGCATCAGTGTTGTATTGCCGATTGCCTTA
+TTAAATCAAGTGCAAGAGGTTGGGTTTGATTGGCTGATCCCTGCACTGCGAGATGAGCTTGCCATCGCAC
+TAATTAAAGCTTTGCCTAAAACATTAAGACGTAATTTTGTTCCCGCACCTAATTATGCACAAGCTTGTTT
+AGCAGCTATGCCTGCTGAGCAGGGACATTTACAAGATGCGCTAGCAAAACAATTGTTACGAATGACTGGG
+GTACGATTACCTGAAGATGCTTGGCAGGATATTACCTTACCAATTCACTTAACCATGAATTTTCAAGTAG
+TCGATGACAAAGGGAAGTTAATAAAGCAAGGCAGAGACCTCAACGAACTTAAAGCTGAACTGCAAGGTAA
+AGTAAAAGCATCGATTAAACAGGTTGCAGAAAAGGGCATTGAGCAAGCTGATTTAACGAAATGGGATTTT
+GGTTCACTACCTAAAGGTTATGAAAAGAAAGTTGCCAACATCACTATTAAGGCATTTCCTGCATTGGTTG
+ATCATAAAAATAGTGTTGCTATCGAGCTTTTTGAGCAAGAACAACATGCCCAAGAAGCTATGCTGAAAGG
+GATTAGCCGACTTATCTTATTGAATATCCCAACACCATTAAAATATTTACAGGAAAAACTACCGAATAAA
+GCCAAATTGGGTTTGTACTTTAATCCTTTTGGTTCAATCAATGAGTTATTACAAGACTGTATTCAAGGTG
+CTTGTTTGTCTTTGGTTCAACAATTTTCTCAACACCAAAATAATGGACTGCTTCCTAGGGAAGAAAAGCA
+ATTTGCGAAGTGTTGTGATTATGTTAGAGCTGAAATAGCCGATTGTGTGTTAACTGCAGCCATTAAAGTC
+GAGCGTGCATTAACGTTGCGTCATGAAGTGACTAAAAAAATGAAAGGCAGTGTGCCTTTAAATGTTATTC
+AATCTCATGGTGATATAAAACAACAATGCGAGCAGTTAGTATTCAAAGGGTTTGTAACTTACTCAGGTTT
+GAGCAAACTAGATGATATTATTCGATATTTACAAGGCATGTTACGCCGTTTAGAAAAACTGCCAAGTGAC
+CCTAATCAAGATAGATTAAAGCTTATTGAGGTATCTAAAGTTAACGATATGTATCAAGTGATTATGAGCA
+AGCAACGTAAGGATAAACCAGTAGACAATGAGTTACTGGCTACCCGATGGTTGATTGAAGAGCTAAGGAT
+TTCATTGTTTGCACAAAATTTAGGTACCTCAGCGCCAATATCAGTTAAGCGTATTTTAAATTATTTAAAA
+GGTTTTTCTTAACTGAGCGTATACTGAGATAAGGAGTTAAATTCTAGGTCACAAATTAAGCTAATAATCA
+GTTTGTTATTTAGGTTATTGATTTAAGCAAGCGCTTACTTCTTTATGGCTGCTAGTTGACAGGTCAGTCA
+TTGCTCAGTATAAATAAAAGAGTTAAACATATAAATCTGCTTAGGAGAGCTCATGAAAGATTTTGATGAT
+AAACGCGATTTTTACCGCATGATGTTAAACAGTGAGGTTATTGTTACCGTGATAGATGACGAAGTAAATA
+GTCAACTGTCGGCGACTTGTCGTGATTTAAGTGCGACGGGAATGGCGTTTGAAATTGAACATCCATTAGC
+AATATCGACCCATGTAAAAGTGAGAGTTGACTCTGCCAGCAGTCAAATACAAGCGCTTGATATTCGTGGT
+CGAGTAGTTCGTATTGAAGAAGAGAGTAAGAATTGCTATCTCATTGGTATAACCATTGAAGAAATAGATT
+AGCAAAATATTTATTGATATATACAAAAGCCAGAGTAAACTCTGGCTTTTTAGTGTTTGGCGTATGGTTC
+TAGGATTTTATTTAGGGTTAGATTAAACCCTAAAAACTATTAGGGCCTATTGATCTTTCGCGGTTAAATT
+TTGTTCGAGATAAAAGCGTTTTAATCGAGGCGAGTAGTGTGTAGCCTAGTCACTCTAAGCAAACACTACT
+CAACAAAGAGTAAAATGTTTTTAGCCGAATCCTTCGGACAGCGGTTTGTTGGCCATTTTTACGGCGTTAT
+CGCCTTTTTATGTGGAACAACCACATGACAAAGGCTCTGCCTTGTATAAATACCCAACAAATCGCAGTAA
+AAACAATCTCGAAAGTTCAACAGACCCTAGCATAATTCAGCTTAACTACTCAACTTGGCAAACTAAACCT
+TTCAAATAATAACCTTCAGGGTAATTAGAAGAAATAGGGTGATCTGCTGCTTGTTGTAAGCGCTCAACAA
+AATAAGCTTTTCTTTTGGCGTCCAATGCGGCATCAGCAACAACTTTTTGAAATAAGCTTGCTTCCATCAA
+ACCTGAGCAAGAAAAAGTCAATAATAAACCACCAGGGTTTAATAGCTGCATAGCGATCATGTTGATGTCT
+TTATAACCTCGACAGGCGCCAGTTAACTGCGCTTTTGACTCAACAAATTTAGGTGGGTCAAGAATGATCA
+TATCAAAGGTACGCTTTTCTTCACGGTATCTTCGTAATAATTTAAAGACATCTTCTTTAACGAAAGATAC
+ATTAGCATCCGATAGGCCATTTAAAGCGAGGTTACGTTCACCCATATCAAGAGCATCTTGTGATACATCG
+ACATTAATCACTTCTTTGGCATTGTTTGCCGCACAGTGTAGTGCGAATGTACTGGTATAAGAAAAGCAAT
+TTAAAACAGTCTTGTCTTTTGCGAATTTACCTGCAGCAAGTCTAGAGTCACGTTGGTCAAGATAAAACCC
+TGTTTTATGACCTGTAGCGATATCTACATGAATTTTGATGCCGTGTTCTTCAATGATACATTCAGTTGAG
+TCTTGAGGCTCTGTTAACCAGCCAGTTACCGGCTCTAAACCTTCTTTTTTACGCACATCAACATCTGAGC
+GCTCATAGATATGACAACCAGGGTAAAGTTCGGTTAAACAGTTAACAATGGTGTATCTATGAAAGTCCGC
+GCCGGCGCTAAGTAACTGACAAACAATGAAGTTATCATATTTATCAATAGTTACGCCGGGTAAACCATCA
+GATTCACCAGCAATTAATCGATAACCGGTTAATTTTCCTTGGCTAATAAACCAATCACGTCTTGCTTGAG
+CACTTTGTAATTTAGCAAAGAAAAAATCACGATCAATTTCTTCATGCTCGTCAAAGCTCCAAACTCTAAT
+TCTTATTTGAGATTCAGGTGAATAGGCACCTTTAGCTAACCAATTACCTTTACTATCGAATACATCAACA
+GTATCCCCAAGCATCGGGTTACCTTTGATTTTGTTTACTGCTTTCGAAAAAATCCATGGGTGTTTACGTA
+ATAAAGATTTTTCACGACCAACATTTAAAGAAATTCTTGCTGACATAGGTCTATACTTACTTTTAATGAA
+TAAATAACGCTGTATAACACAAGGTCATTTATTCTGTGAAAGAGAAATTTGTGCCGATTTTAGTCAATGA
+CTGGCTAAGGTGCAAACTTTACTGATAATAATACTGATTTAAGAAGAGAAACATGTATGAATGTTAGCTA
+TATTGCGCATATTTCAGGAAGGGTACAAGGGGTTTATTTTAGAGCTTCATCTCAACAACAGGCCATTGAA
+TATAGCTTAAGTGGTTACGCACGTAATTTAGCGGATGGTGATGTAGAGGTGCTCCTCTGTGGTGATGAGG
+AGAATATAGAGAAAATGCTGCTTTGGTTGGCCCACGGGCCAGAACAAGCAAAGGTAACCGAGATTCAACA
+TGAGAAAGTACCTTGGCAGGAGCATCATTTTTTCTCTATAGGCTAAAGCTACTACTCAAGGTTATTATCT
+TTCTATTTACTAGGACTAACGCGTTATGGCTTTACAAAGCTAAAGCGCTTTAGTTTTTTACCCTCTCGTT
+CGATAACCTCATCGAACATGGCCAAAGGGCGCAGCCAAATATCTTCTCTATTATCCGCGGGGTGATAAAC
+CACCATATATTCTTCAGTTTCACTATGTCTAGCAATATGGAGTACTTGGTAGTAACTACCTTTGAAGTGT
+TGATAAGTGCCGATTTTTAACATTATTTCATCTTATTAGTTATACCAATCCCTAGAACTATTTAATTAAG
+CGGAATGGTATTAGTTGGAATGGGAAGTTTAAAAGGGGTCTTTTAATACTTTATCAATAAACCATTTACC
+ATCACGCTGGATAATGGCCAGGCGTTTAACGTCTTTCATACGATTGTTTTGATAATAGCCATCAAAGTAG
+ATGGTGATATTTGCATTGTCTTTAAATTGCTCACGTACTTTAACACCAGCACTATCTGGTTTTATTTCAA
+CTTTGTCGTAGGACATATTAAATAAGTGTCGAGCTACTGCTCCAGGCGAACGGTAATGAAGAATAAGACG
+TGCTAATTGAGGATTACAAACAGAGGCCGCTTTTTCAACGTTCTTTTCATTATAAAGGGCGTCAAAGAAG
+GCTATAGCAACTAGTTCTGGATCATCAACCGCGGTTATTTTCTTCGAATTATCTTCACCACAAGCTGTTA
+ATAAAGTGATTGAACATAATAACAGTGCTAAAAGACTGTTTTTTAAATAGGGCATGCAAGTAAATCAAAA
+AAGGTGGGGTTATTATTCAATAGTAGCGTAATTACTTTGCTAAAGTGAAGCTAAATATTAGCGCTAATTT
+TTAAAAAATAAAAGGCACCTAGGTGCCTTTTATAAAATAGAAGTATAAATTTATGTCAGTAACATATTAC
+TGAACAAGTTCTTTATCGCTAAAGGTTTCAGTAAAAAGTGCACTTGATAAGTAACGCTCAGCTGAACTCG
+GTAATATCACTACGATATTTTTACCTTTATTTTCAGGACGTTCAGCAAGACGTTTTGCTGCAATAACAGC
+TGCGCCAGATGAGATGCCAGCAAGAATACCTTCTTCTTTCATCAAACGGTGTGCCATAGCAAAAGCATCT
+TCATTTGAAACCAGTTCAACAGCATCGACCATATCAAGATCTAAATTGCCAGGAATAAAGCCAGCACCTA
+TACCTTGAATCTTATGAGGACCGGGTGTTAATTCTTCACCAGCAAGGGCTTGAGTAATCACTGGAGAGTC
+AGTAGGTTCAACGGCTACTGTGGTAATTGCTTTACCTTTAGTTAACTTAAGATAGCGACTTGTACCAGTA
+AGAGTGCCACCTGTTCCAACACCGGCAACAAAGATATCAACATTTCCATCGGTATCATTCCAGATTTCTG
+GACCAGTAGTTTCTTCATGAATTTTTGGGTTGGCAGGGTTATCAAATTGCCCTAATAATACATACTTTTC
+TGGATCTGAATCTTTAAGCTCTTGCGCTTTAGCAATAGCACCGCCCATACCTTTAGCACCATCGGTAAGT
+TCAACTTTTGCGCCTAACGCAGATAATAACTTACGACGTTCTAAGCTCATAGTGCTAGGCATAGTCAAGG
+TAATGCCGTAGCCACGTGCCGCAGCAACAAATGCTAATGCGATACCTGTATTACCACTTGTTGGTTCTAC
+AATTTCTTTTCCAGGGGTTAATAAACCTTTTTCTTCAGCATCCCAAACCATACTAGCGCCGATACGACAT
+TTAACACTGAAACTTGGATTTCTGGCTTCAATTTTGGCATAAACATTAGCGCCATTTTCAGAATCAATCA
+CGCGGTTTAATTTAACTAAAGGTGTATTACCTATAGCAGTGGTGTTGTCTTCGAATATTTTAGACATAGT
+GGTTCCTGTGAATTAGTTACTTTAATAGCTTAATGGTAGCTAGTTGTTATGAAAAAAGAAGTGATATTTT
+GTTATAACTTATACTGCTATATAGCAAAAAGGTATAGAAAGCTCATTTTCTGATATTACACAAATGTATC
+ATTAGTACTAGGTTCTTTTTGCTTTTAATTGTAAGGAACCTTGTTGGTCAAACAATGATAACTCTTCATT
+ATGAACTTGAAAGCGTTTAACTTTGCTAAGAGATTGTAACAAAATAGCTTCTTGCTCCATCAGTGAAGGA
+GAACACATTTTTCGAGTGGTTGCTATCGGGGAAATCTTCAAGGTGTTGTTTTGCGTGATATAGCTGGTTG
+AAATACTATTACATGATGCTGAGCCTGTTAGTTTATTTTCTTCAGTAAAGACTAATTGAGCCTTACTATT
+ACTAATAACAGGTTTACCGTGAATCGAACTAACAATCCAGCTTCCTGGTAATTTTTCTGGAGATGGCAGA
+GCAGAGGAAGTATTACAAGCGGTTAGTGTTGTCGACATAGCAACTAATAGTACAAGTTGTTTGATATATT
+TCATAGATATTCCTATATTGCGCTTTGATTCTTAAAATATCAAAACGCGTAAATTATTATATATCCGCTC
+CAGCTGAATCATGCATCTTCAAGTGGAACGGGTATAATGCCAGTGTTATGCAATTACATATAAAACTCAA
+GTGTGTAGTGAGTTATGCCCAGACATTAATTATTCTGAGTTGGATGTTATATAGTAATACAAAATACCTT
+TTATGAATCAGATGAAGTTGTTGGTCAATAAAAGTTGTTGGCGTATAATCTTACTTTTTGTTATCCCCGT
+TACCTATTAAGGAATAGACTTTGCCTTTCTCTCTAATCGATATTTTAGCTTTATCTGTTTTTATTGTTGC
+TTGGTATGGCTATACCGTATTTGCACGCAGAAAAGCGAAGACAACTGATTGCATTGCACGCTCATTACAT
+CAGCATAGAATTCATTGGATGTATGAGGTTATTTCGCGTGAAGTGAGGGTTTCAGAAGCCGCTTTACTCG
+CCAACTTAGAACGTAACATTGCTTTTTTTGCTTCGAGCACCTTGCTAATTCTGGCTGGTATTTTTACCTT
+GTTTGCAAAAGTAGAAACGTTAGAGATAGTTATTTCATCATTACCTTTTGCGGCTGAGGTAAATCACTTA
+GCGATACAGTTAAAACTCAGCTTATTAGCTTTTATTTTTGTACTTTCTTTTTTCCAATTTACGTGGTCGA
+TGCGCCAATACGGGTTTTTGAATGTAATGATAGGAGCCACGCCTTTTGATCTTTCAGGCACAAATGAGAA
+TTTAACGGCGTATGCGAAACAAATGGCTATTGTTCAAGATCAAGCTGCTCACTCTTATAACTACGGACTA
+AGATCTTATTACTTTGCTTTAGCTGCTATGTGTTGGTTTTTCCATCCCTTTTTATTGATATTTATGAGCT
+TGTGGGTTGTTTATACTTTATATACACGAGAGTTTAATTCTAAGGCTGTTAAAGCAATTACGGCCGCGCA
+GAGTTTGTTACATCAAGAACGCCAGTTAAAAAATGAGAAAACGCCGAGTGCCTAAACAATATCAAGAGTA
+TTCTATTGAAGATTTTGACAAATTTGATTGCTTAAAATTATCAAAACGTTTTTATTTAGTGTTGTTATTT
+GTCTTGCGAGGTTATTTAGTCTGGCTTATGTCGGTCACTAATATGAAAGATAGAGTGGCGACCATGCAAT
+GGATATACCCAGAAACAAACTTGTTTTTTTTGAGTTTAGCGTCAGGAGTTATTGGTTTATTTGTTGTGGT
+AATTATCAGCTTACGTCGGCCAAACTCAGCAAATTGGGTAAAAGTGATTTGGCCTTATTGTCGAACAATG
+TTGGTGATGGCGTTAATATTTGATTTTAGTATTAACCTTATTGGCTTTTTCTATTGGCAGTTAACTTCGA
+TGTTATGGTTAGTTTGCCAAGGACTGATAGTATCTGCGTTAATTGCCTTATGTTTTACCAGTAAGCGTAT
+GCAAATTAACTTAATCGAATTCCCCCAAGCGTTACCCGAAAAATAATGATCAAAGCTGAATTTAAGAAAT
+AATGTTAACCGTGAAAAATATTACAGAGAAGGCTCACCAGTGAACAATATAACCGATACTCAAGACTCAG
+AGAAAGATAAGCGATTAATCATTTTAGATACTGAAACTACAGGTATCAACCCGAGAGAGGGACATCGTAT
+TGTAGAAATTGGTTGTGTTGAGATGATCAATCGTCAATTAACGGGTCGAACATATCACGCCTACATAAAA
+CCTCTTGATCAACGTGGCCAAGTCTTTCAGATGGAGCAAGAGGTTATTAATATTCATGGTTTAACCAATG
+AATTTCTTGCAGACAAACCCATTTTTTCCCAAGTTGTACACGAGTTTATTGATTTTATTCGTGGTGCTGA
+GTTGGTTATACATAATTCCAAGTTCGATGTTGGCTTTATGGATCATGAGTTTTCTTTGTTTAATTCAATG
+GGACGCAGCCAAGATAAAGTACCGATGACTGAAGACATCTGTACTATTACCGATACCTTGAAAGTCTCAA
+AAGATGAACTGGGCTCTCCAAAAACATTAGATTACTTAGCGAGATTTTACCGAGTAGACAAGTTAGTAGA
+CCGGACATATCACGGGGCATTGATTGATGCCCAATTATTAGCGTATGTCTACATTGAGATGACGCGTAAG
+CAATCAAGTTTCAATTTGTCGTCAGGTGATGGCACTAATGCCGATGCTAATGCAATCAGAAGAGTATCCT
+CGACTCGTAATAAATTAAAGGTTATTGCTGCTTCGGCCGATGAATTAGTAGCACATACAGAGCGGGTAGC
+TGTAATCGGTAAAAAAGGAGGGGATCCACTTTGGAAATAAATAAGCATCATTGTTGCAACTTACCATTAA
+TCAAAGCATCAAAGCTGATTGTTTTTATGTTGTCGTTTATTGCAGCATCTAATGCTGGGGCATTTGTTAA
+TAGTGATATAGAAAGTAAGACTGAAAATAATAAGCTTAATAAAACTACTGTTGAATATTATCAAAAAGAT
+AATATAACTAATCAAATACCGTATTTTGATAATCGGTTTCGTCTTGATGCTGATTTAGAAGAAATAACGT
+TAATATTTTATCGGAAAAGCGGCAGTACCCCTATTATTCTCATCAGACCTGATGGTAGTAAAATCAGAGT
+TAACCAATTTGATCATGAGAAAGTTCAATGGTTTGATGACAGTACTTTTGACATGATTAAGATTAAAAAG
+CCCATGCCGGGTCCTTGGCAAGCAGTAGGTGATATTTTACCTAATAGTCAGATATTAGTAATCTCTGATG
+TAAAAATTGCCGTTGAGCCTTTACCAGACATAGCCTTTTCGGGTGAGACACTAAAAGTTGAAGGTAAACT
+ATTCAATGGCAATGATGCGATAGAAAGTCCACATTTTAAAAATGTTGTCAAATTAGATGTTAACTTTTAC
+AGCACCAATAATTCAAATCATGAAAACTTTGGCGCAGATGCGATTAAAGTAACGTCTTTTCGGGATGATG
+GTCATGGCTTAGATGAATATGCCAATGACAATACGTTTACAGGGGAGTTTATCCTAGACTTTGCCCCTGG
+AGAGTGGCAGCCCGTTTACTTGGTGAAATTGCCAATGACAACGCGTGAGCTAAGACAGACACCCATCTTA
+TTACATAAGATACCGGTTGAACTCAGTGTTGTTAAATCTGAAGACCCGGAAAAGCCTCATCAATTGCTCT
+TAGCTATAGATCCTAGCCATGTCGTTCCTAATAGTCTTGTGTTCCAAGGGAAGTTGACTTTTCCAGACCG
+ACAAACGGAAGCTTTTTCTATTATGGAAGAAACAGGGGAAAGCAGAACTGCCACTATTACTAATACAGAG
+CCAGGTATATACCGAGTAAATGTCAGTGCCTTTGGAAAAACCATTTCAGGACGAGAGTTTCGATTAGTCG
+TACCCGAGTTCAGTTTTAATGTAGAAGAAATTAACCAGTTGCTTAATACGGACCGTCAAGTGAATGTTGA
+TGGAACAGTTTCAATAATTGCAACTGCCGATGAACTACTTATTAAAGCCGAACAAGATAGAGCGGAGGCC
+TTGTTGGTGCAACAACAGGCGAAAGATGAAAAAGATCAAGAAACTATTATAATTATCGCCGCTGGTAATA
+GTGTCATTATCCTCATTGCTCTTGTTTTGTTTTTTACTTTACGACGCAAAAAAACAAAAAGTAAATAAAG
+TAATAGCCGCATGGCATTAAATTTGGCGGATATAGATAAAAATAAGCTTGGATTTTCATCATATTGCTCG
+TCAAATGCTCAAGCAGTAATTTTTATTAAAAAAGGGGTTGACTGCGCCGCGTCATAACCGTATTATCTCG
+CCGCATTCAACGACATGTTGTTGAAGCAATTAAAGGTCGCAATAGTTGAACTAGTTCAATTAATGTGATT
+TAGAACAAAAGATGCGGAGTGGTAGTTCAGTTGGTTAGAATACCGGCCTGTCACGCCGGGGGTCGCGGGT
+TCGAGTCCCGTCCACTCCGCCAATTTTGTTTGAAATCATCATAGTTGATGCGAAGAGAGCTTCGTTAAAT
+ACTCAGAGCAAAAAACAGCGGAGTGGTAGTTCAGTTGGTTAGAATACCGGCCTGTCACGCCGGGGGTCGC
+GGGTTCGAGTCCCGTCCACTCCGCCAATTTTGTTTAAAATCATCATAGTTGATGCGAAGAGAGCTTCGTT
+AAATACTCAGAGCAAAAAACAGCGGAGTGGTAGTTCAGTTGGTTAGAATACCGGCCTGTCACGCCGGGGG
+TCGCGGGTTCGAGTCCCGTCCACTCCGCCAATTTTGTTTGAAATCATCATAGTTGATGCGAAGAGAGCTT
+CGTTAAATACTCAGAGCAAAAAACAGCGGAGTGGTAGTTCAGTTGGTTAGAATACCGGCCTGTCACGCCG
+GGGGTCGCGGGTTCGAGTCCCGTCCACTCCGCCAATTTTGTTAAAATCATCATAGTTGATGCGGGTTGTA
+AGTCCTGCTAAAATTTACGCAGTAAAAAAGGTTATAATTATTGAACAAAGTTCATTGAGTATAACTTGCA
+AACAAAGATCGCGGAGTGGTAGTTCAGTTGGTTAGAATACCGGCCTGTCACGCCGGGGGTCGCGGGTTCG
+AGTCCCGTCCACTCCGCCAACTTTGTTCAAATCTATAAATATTTCATTTTAAATATAAAATCTCATATTT
+CTTCAATTATTTTGATATAACCTCCCTATTTTATTCCTTTAAACCCTTCAGTACATATAAAATTAATACT
+TAGCATCCCGCTATTTTACTAAATACTCTACTGCCATATCTCATAACGTTTTTGCTCTTCATCAATCACT
+TCTTATTTAAAAGTTATTAGTGCCGAACTCTGTGATTCTAATTAAGTAATTTATCTTTTTACTTTCTCTT
+ATAGTTGAAAGATAAATGCATCGTAACCAAATCAAACAACTTCCATTTAGCTAAAAATACTAAATTATTG
+GTCCTTTGCGTATGATTTACAGTAATTAAGTATCTTTTAGCTATTAACAAAACACAGATAGTATTAATTT
+ATTTATAATATATTCAATCACTTAAATAAAAACACAAAAAACGCTTGAATTAGTGGTATGACCAGTGCTT
+TAATCTACTTATATAATTATAAATAGAACATTAAAGTTGTGGAGTAAATAATGCTAAGTTATAAAGCACC
+GATAGCCGATATTAAATTTTTGATTGAAGATGTTTTCAATTATTATGATCATTATAAAAAATATGAAGAA
+TTTGAAGAAGCCAGTCCTGATTTAGTTGATGCAATTCTACAAGAGTGTGCAAAATTCTGTGAAAATGAAC
+TACTGCCTTTATACCAAAGTGGTGATAAAGAGGGTTGTCAGTTTGATAATGGCAAAGTAATTACACCAAA
+GGGCTTTAAAGAAGCTTATCAGCAATATGTTGATGGAGGATGGTCTTCATTATCACACCCATTAGAGCAT
+GGTGGCCAAGGGTTACCACCTTCATTAGGTTTAGTTCAATCAGAAATGACTGGTACAGCCAATTGGTCTT
+GGGCAATGTACCCAGGTCTTAGTCATGGGGCAATGAATACTATCGATGCACATGGTAATGATAAGCAAAA
+AGAGCTGTATTTAACGCGCTTAATTCAAGGTACTTGGACAGGTACTATGTGTTTAACTGAGCCTCAATGT
+GGTACTGATTTGGGACAAGTTAAAACGAAAGCAGAACCCAATGGCGATGGTACTTACAATATTACCGGTA
+CAAAAATATTTATTTCTGCGGGTGAGCATGACTTAACCGATAATATTATCCATATCGTATTAGCAAGATT
+ACCCGATGCACCAAAAGGTACACGTGGTATATCTTTATTTATCGTACCTAAAGTAAAAGCTAGTCAAGAT
+GGTACCTTAGGTGATTTTAATAATGTTACCTGTGGCTCGATAGAAGATAAAATGGGTATTAAAGCGTCTG
+CGACAGCGGTGCTTAATTTTGATAATGCAGTAGGTGAGCTGATAGGTCCAGAAAATAAAGGCTTAGAATG
+TATGTTCACCTTTATGAATACAGCACGACTTGGTACAGCGTTACAAGGCGTTTGTTCAGCAGAACTTGCT
+TTCCAAAACTCTTTGATTTATGCCAAAGAGCGTTTATCAATGCGCTCTTTAACTGGTAAAAAATTTCCTG
+AACAAGTTGCTGACCCAATTATTGTTCACCCAGATGTTCGTAAAATGTTGATGACTCAGAAAGCGATTTC
+AGAAGGCGGTAGGGCAATGATTTATTACACTGCCAAAATCGTTGATGATATTTCTATGGCAAAAACAGAA
+GAAGAGCGTCTAGCGGCAGATGATCGTTTAGGCTTTATAACTCCTATATTAAAAGCATTTCTAACTGAGC
+TTGGCTCTGAAAGTGCTAATCACGGTTTACAAATATTTGGTGGTCACGGTTATATAAAAGAGTGGGGCAT
+GGAGCAAATAGTGCGAGATGTAAGAATCTCTACACTGTATGAAGGAACTACAGGGATACAAGCACTAGAT
+TTATTAGGCCGCAAGATATTAATGACACGCGGTAAGTCTTTAAATGACTTCTCTAAAGAAGTGCTTGGTT
+TTTGTAAAGATAATAGCTTAATTTCGAGTAACCCACATAAACGTCAAATGAATCGCTTTATTTGGCCGTT
+AAGTAAGTCTATTGCTAATTGGCAGCAGTACTCAGTACGCCTAGGACTTAAAGCTAAGTCTGATAGAGAC
+ATTGTTGGCTCAGCTTCAGTTGATTTCCTAATGTATTCTGGTTATGTCGTTATGGGATATTTTTGGGCTC
+AAATGGCACAATCAGCCTATGAAAAATTAGCTGGTGATGTTGAAAACCGTGACTTTTATCGTGCGAAAAT
+TAAAACGGCTGAATTCTATTTTGAACGTATATTACCTAGAACAAAATCTTTAGCAAAAACTATGATGGTT
+GATCCAAAAAGCTTAATGCAACTGGACCAAGAGCTAATGTCTTTTCTTTAACATTAAAGAAAACTACTAA
+GCTTTACTATAAAAATGCACGGTTTTAACCGTGCATTTTTGTTTAACTAATTTTTCTTGTTTTAAGCTCG
+CTAATATAGCTCTAAGCTGACCAAGAACTTAATCCGTTTGTTATTCTTATTTTATTGACATAATCCAAGC
+AATTATTCTGCGTGTTGTTTGTTCAATTAACTCACTATCTATATTTATTTGCTTTGTAAGCTGACCATAT
+TGAAGTTGAGAGAATACGGTATACATTATTTTGGCATCAAGCTCAGGGTTAACTTTGTTGAAAAATTGGC
+ATAGCTGCTCGTAAGGTAATAGTTTTACTGACTCATGCTCTTTAACAAGCACACATAACTCAGGTGTTAC
+TTGAATCTCGGTTAGCATCAATTGTTCTACAGCCAATGATATAGCTTGATGTTTGATATTATCAATTAAA
+TGTTCAGAAGCCATTTCACTCAATTGTAAACACAACTTCTCTTTCACTATCGTTTTTCTCAACTCATTTT
+TTTCTATATCTGTAACCACGATAAAAGCTGCTTTTAAGAAAGTATCTGTGCGGGATAAAATACGTTCGGA
+GTTTAATCTAAAAGCTTGATGAATAAGCTCTTGAATGTCTTTAAAGTAATAGGTTGTTAATGATAGTTGT
+AAGTCCGCATTGCTAGCAATAGCTCTATGGGTAGTACCTTTAATGCCATTGAGCGCTAAAACCTCAATGG
+CTGCAATAAGAATCTTTTCACGGGTTACTTCGCCTTTAGAGCGGGGTTTTATTGGTGATTTATCGTTAAG
+TTCAGCCAGTTTTTGGGTGTTTATGTCTTCTACAGGCATCTTGTGCTCTATTTTTATTATTACATTGTTA
+ACCTTATCGTAACATTTTATTAACCCGTGGTAATAATGAAAATGAATTTATTTGCCGCTAACACAAGTTA
+AATTAATTAGTGCTAGAGGCAAGAATACTTATTAATTGTAGGAAATATCTGTTCAGTGAACTTGCTATGC
+AGAACCTGAAAATGCCGTCATGTCTTTACTATCAAAATCATCAACGGCAATTACCCACTGACGCCCAACC
+TCGGCCGTTGTTAATAATTCAGCCTCTACTTTTGAAATAATGTTATTAGTAAGTCCGAGCTCAGCTACTT
+TATCTAGGTGATAAAAAGGTAGTTTTTTATTTAATTCTCGGCATACTTTTTCATAAATAGGCTCGCAACT
+AATGATGTCTTCAAGTACTTGTTCTAACCTGCCAAAAATATTGTTGCCATCACGGGTTAGGTATTGTCCT
+TGACCTAATCGAGTACGTGCGGAGCCAGGGGTTTGTAATAATTGTGCAACTTTATGTGATGTTTCATCGT
+TAGGTTTTTTTAACCAAGTACCTAGAGGGAAGATGATCACGCGTAATAATTTTCCAACAATTTTGTTAGG
+AAAATTACTAATCAACTCATCAATAGCATGTTGGATATTGTAGAGACAATCCTCTACAGCCCATTGTACT
+AGAGGAAGGTCAGCAGTATTTCTTCCTTCATCATTATAGCGTTTCAAGGTCGCGCTCGCTAAATACAGTT
+GACTTAGTACATCACCTAACCTTGCTGAAATTCGCTCTTTACGTTTTAAATCTGCACCAAGTGATAACAT
+AGAAATATCTGAAAGCATGGCTAAATTGGCACTAAAACGTGTCAGTAATTGATAATAGCGGCGTGTCCCA
+TCATCATATGGACTGCCTAAGAAACGTGAACCGGTAATTGAGCACCATAAACTACGGCTAATGTTACTGA
+GACTAAAACCTATATGACCAAAAAGGGCATGGTCAAAATCATTGAGCGCTTGTTCATTATCACTATTATT
+TGCTGCTTCTAATTCTGCTAATACGTATGGGTGGCAACGAATAGCACCTTGACCATAAATTATCATACTG
+CGAGTAAGAATATTGGCTCCTTCAACCGTCACAGCAATAGGTGCGCCTTGATAACCACGCGCTAGGTAAT
+TATTCGGTCCCATACAAATACCTTTTCCGCCATGAATATCCATCGCATCAATAATAGAAGAGCGCATTTT
+TTCAGTAAGATGGTATTTAGCTATGGCTGAAATAACAGAAGGTTTTTCTCCCAAGTCGATGGCACCCGTT
+GACATCGTTGTGACAGCGTCCATTAAATAGGCATTAGCACCGATACGGGCAAGTGGCTCTTCAATACCCT
+CCATTTTACCTATTGGCATCTTAAACTGCCGTCTTATGCGGCTATATGCACCTGTAGCTAACGCTGCGGT
+TTTAACACCGCCCGTGCTATTAGAAGGCAATGTAATTGCGCGCCCAACAGATAAACACTCCACTAACATA
+CGCCAACCTTGTCCTGCCATGTCTGAACCACCGATTATAAAATCTAGTGGGACAAAAACATCTTTCCCTT
+GGGTTGGTCCATTTTGAAAAGGAACGTTTAGGGGAAAATGCCTACGACCAATCGTTATTCCTTCAATATC
+AGTTGGGATAAGTGCACAAGTAATACCTAAGTCTTCTTGCTCAGATAGAAGATTATCGGGGTCTTGTAAT
+TTAAAGGCTAATCCTAGCACTGTAGCGATAGGGGCAAGGGTGATGTAACGTTTATCCCACGTCAACTTCA
+TTCCTAAAACATCTTCTCCGTTAAATTGCCCATGACATATAACACCATAATCAGGGATAGATCCTGCATC
+GGATCCTGCCTCAGGACTTGTTAGCGCAAAACAAGGTATTTCTTCACCTTTCGCTAGGCGAGGTAAGTAG
+TAATCCTGCTGTTCTTTTGTACCGTATTCCTGTAATAATTCACCAGGACCTAAAGAGTTTGGAACACCGA
+CCGTGCTGGCAAGAACCGAGCTCACGCCGGTGAGTTTTTGTAATACTCTAGATTGAGCATAAGCTGAAAA
+TTCTAATCCACCATATTGTTTTTTAATAATCATGGCAAAAAATTTATTTTCTTTTAAGAACTGCCATATT
+TCTGGTGGAAGATCAGCAATTTCATGGGTAATATGCCAATCGTTAACCATGGCACAAACTTGTTCAACAG
+GCCCATCTAAGAAGGCTTTTTCTTGTGAACTCAGTCTAGGGCGAGGGTAATTGTGAAGTTTCAGCCAGTC
+AGGGTCACCACGAAATAAATCTGCATCGAACCAGGTGGTGCCAGCATCGATAGCTTCTTGTTCTGTCGAA
+GACATTTGCGGCATTATTTTTTTAAAAATAGCCAATAAAGGCATACTAATAAACTGCTGACGAATATTAT
+CAATATTTATCGGCAAGGCTATGACAGCAAAAAGTAACCAAGAAACTATGCCGATTATGTTAAATAAAGA
+CCCTAACGCCATTAGAGCGGCAAAACATAAGGTAAAACTTGATAATGATGCCCTTGTATAGCTCATAAAC
+CAAGTTAGGGTTAGCGCGACGATTAACCAAATAATAATATCCACAAGGATTTCCTTTTAGTGTATGTTTT
+ATGTGAAGAGAAATGAGAGAAAAAGTATTTGAATTTAAAATAATTTTTAGTCAATGATATACTCTATTTA
+TAGAATAAATTGTAGGTTTAGCCAAGCACAATCTACTTTATAAGTGCTTGGTTGTATTAAGAGGTTAAAA
+AATGTGTGAATTGTTAGCAATGAGTGCCAATGTACCAACTGATATCTGTTTCAGCTTTAGTGGTTTAATG
+CAACGTGGTGGTAATACTGGGCCTCATCGAGATGGCTGGGGTGTAACTTTTTATGAAGGTAAGGGCTGTC
+GTAGTTTTAAAGACCCTAAGCCAAGTGCACAATCTCCAATAGCTGAGCTTGTTACAAAATATCCAATGAA
+AAGTGAAGCGGTGATTTGTCATATTCGACAAGCTAATTCAGGTAAGGTTTGTCTTGAAAATACTCATCCA
+TTTGTTAGACAAATGTGGGGAAGAAACTGGACCTATGCACATAACGGTCAATTAAAAGACTTTGAGAATG
+AGCTGCCCATTGAATTTCATTTACCTATTGGTACAACCGATAGTGAACATGCCTTTTGTTGGATACTTGA
+CCAATTGCATCTTGAGTTTGGCGCCAAGCAAGTTGACGCAAAGTTATTGTTTGATTTTATAGCTTCATTG
+GCGGCAAAGATAGATAAGCTTGGCGTTGCGAATATCATTATCACTGATGGAGAATATTTATTCGCCTATT
+GCTCAAATAACTTACATTGGCTTACTCGCAGAGCGCCTTTTGGTCAAGCAAGCCTTATTGATGCTGAAAT
+GGCAGTCGACTTTCAAAAAGAAACTACCAGCAATGATGTTGTGACTGTGATTGCGACCAAACCACTGACG
+GATAATGAAACGTGGCACAAAATGTTGGCAGGACAATGGCAATTGTTTTGTTTAGGAAAACTGGTTGCGG
+GTGATCTTATTTGTCAAGAAAAAGCGTAAATAATAAAAAGAATGCTACGCAAATATAGGGTCAGTTGATC
+TTTCGAGATTGTTTTTGCAGTGATTTGTTGGGTATTTATACAAGGCAGAGCCTTTGTAATGTGGTTGTTC
+CACATAAAAAGGCAATAACGACGTAAAAATGACCAACAAACGCTGTCCGAAGGATTCGGCTAAAAGCGTC
+TTACTCTTTGTTGAGTAGAATTTGCTTAGAATGACTAGGCTACACACTACTCGCCGCGATTAAGACGCTT
+TTATCTCGAACAAAATTTAACCGCGAAAGATCAACAGACCCTAATGTTTAGCATTCTTTTAATTAACATC
+ATAAAAGCTCCAAGCGATAAAACGGCTTATCTTCTGTCCTTGAGCCATATCAATGACCTTAATTTGTTTA
+GCATCAGACTTCTTTAAGCTAAGTTTAAGCTTGGACAAATGATCTTTCTTGGAGACCAAACAGGTAAACC
+AAAGCACTTGCTTTTGATAAGCCTTACTTTCTTTAATCATCTTACCAATAAAAGCTAGCTCTCCACCTGG
+ACACCAAAGTTCAGCTTTTTGTCCACCAAAATTGAGTGTTTTATCTTGATTTTTTGAAGAATGATTACCT
+TTATTTAAATTCTTTATTTTACGTGCTGTGCCTTTACTGGCTTCAGCCAATGAACTGTGAAAGGGAGGAT
+TACATATGGTTAAATGATAGAACTCATCTTCAGCTATTATGCCGTTAAATATTTGATTACTGTTGGGTTG
+TAGTCGACAGTTAATATTTCTATTTAATGATTTATCAGATGAAATAATGTGTTTTGCTACTTTAATTGAA
+ATTGGATCAACATCAGAAGCGACAAAGTGCCAATCATATTCTCTTTGACCTAAAATCGGGTAAATACAAC
+TTGCCCCAGTACCTATGTCTAATACATTGATAGGTGTTTTATTTGGTAGTAAGGTCTTTGGAGTTGCAGC
+TAACAAATCTTGAAGGTGGTGGATATAATCGACTCTTCCAGGGATAGCTGGGCAAAGATAACCATCAGGT
+ATATCCCAAAATTTCACATGGTATTCGCTTTTTAATAAAGATAAGTTAAGCGCTTTTACAGCTTGGGGAT
+TAGCAAAGTCGATTGTATCTTGATTATTATATTGATTTTTTATAATAAATTGTAATAAACCAGGGTGAGC
+TTTAACTAAAGCCGTAAAATTATATCCCTGGTTATGGCGATTTTTTTTATGCAAAGTAGGACCGTTGTAA
+TGAAAGAATAATTTAAATAGAAGCTTGTTTAAATATTATTTGGCTTTTGGCCAACTTTAAAATAACCATT
+ACTGGTAAATTGCACCGCTTGTTGGCGTTTTTTACCTAACAATATAGGTCCATCATCCATGAACAAGAAG
+TTTTTCCAGCATCGTTGGAAGGTAAGCCAGCTTGTTTCAATGACGTTATCTCGAGAGCTACAGTAGTAAA
+CAACGGTATTTTGATCCCAGTCTAAATGGCTTTCTATTAGCTGTGGAAGTGCTTGGTCATTGCTATCCCA
+AATACCTTCCCATTTTCCTTGCTCTAACCAATTATTGTTATCTGAGGGCCAATCACCTTTTTTGAAAAAA
+TCAGGATGATCTACCTGACGAGAGATAAAGGTGTCCCATACAATATTTGCTCGTTCAATACTCATAGGTT
+TTATTTTGGCTAAATCATTTTCTGCAATAGGTAAACTTTTATGCTTGAAAATCCAGGCATTTTTTAAACT
+TTCTAACGGTAGGTAATTCATTAATATTGCTCAAAAAAGGAAACAGCTTAATTATACCCAGCAATAGCCA
+AATAAAAAAGCGATACATAGCCAAACAGTAAGGAGTTAGCGTTAATAGAGATAAAAGCCAGTTAATTACT
+CCGCTGTTTTCTATTTATGATGACTGTTCAGTAACATTGTTACTGCTGATATTTGCGATTCTATAGGCAT
+CAAATGCTGCGATAGCCCAGATGATTAAAAGTAAGTAACCAATAGTTGTCAGATTAGGGTTATCCAAAGC
+GCCTTGATTAATTAATGCTTGGCGAATGGCTGAAACCTCCATGGGAATTTCTCCTCGAATGATACTATCG
+ATCACTTGCTGAGTTTTATCATGTATATCTTTTACTAGGTCCAGTAACAAATAAGCAAAACTAACAATAA
+AAGCAATTGCTATTGCATATTTCTTTAAAACTAAATGGCCAATCCCTGGGAAAACGAGTAATGATAATAA
+GGTAACTTTGGTGGTTTGTTTCATGTTTTAATCGCAAATAATACTATCTAAGTGAGCAGTATCTTATCCT
+GAACGGTTAGTCTAATACATACTAACCGTAACTTTATAGAATATTGGCACTGGGTTTTAGCCGTTTAATA
+TGAATTTACAAGCAATAATCAAACGACCGTTTAAATAATAATAAAAACATGTATACTCGAATTGTTAAAA
+TAAATAATATTTTGTCTAACGATTATTTAAAATAAAATTAGTTAGTTACGATTTGAATGAAAGTGATTAC
+TATTGGGGTTCTTAGCTCATTGGTACATAAAATCTAAGTTAAAAAGATATATGTTAAATCCTAGTAACAT
+AAAATTAACGCTTGTTTAATTTTTGTTCAAATGGTAATTTTTAAAAATAAAAATAAAAATAAGAATAAAA
+AAGGATCAGTAATGCCATTAGCTGCCATTCGCCAGGATGATGAAGATGAACATCTGCCCGAAGCAAAAGT
+TGATCAACAAACTATATCACTCGCGGGATCTGAAGAAGCATTAGCAAGTGTGAATTCTTCTATCGCTGAA
+GATAAAGACGAAGAACCCTATTACCATTACACAGTCGATACTAAAGATCCTGATCCTTGGTTAATTGTGC
+ATCGAACCAAAATAATTATTTTTGTTATTTTGGCTACCGCAGCAGTAGCAGGTAGTATTTTTTACAAAGA
+CCTCAAATTAAATGAACAAACCAATGCAATGGTCGCTGAACCACAGTTAAATGATCTTTATTATGTCGAT
+TTCCGCGTCATCAAAGATAACCTTCGGCCAACCGAAAAATTCAGAATGGCGAAAGTTACCGATATTACTG
+GGGATGTGGTAACCATTAACTTTAGTAGTTATTTTTATCTTCAAGAACATGAATTGAATGAAGCTATTCG
+ATACGCACAGCTAAGATTCGAAAAGTTTTTCCAAGAGAAACGTCATAATTATACTAAGACTGAACTACAA
+GCGTTAGTTGGGTCTGGTGCCATTGTTTTAGCACGCAGACCTGTAGGTAACATGCTTGATGGTAATGTTG
+TTGTTCCTGACTCTCATTTTAAATCAAGCTCTGTCTTTATTCCGGGTAAAAAAGAAAACTTTGCTGGCCT
+AGAGTATTTAAAGTTCGCTAAAGATGGCAATAAAGCGGCACTTGCCTTAGAAAAATTTCAAAAATCAGCT
+GAATTAGGTTTTGCTCAAGGACAAGTGAGTCTTGCTCAAATGTACCTTAATGGTATTGCCGTAGAAAAAG
+ATCTTCAGGAATCACTGTTATGGTTTAAGAAAGGTGCCTTACAAGCTTATGAACCCGCAATATTAAAATA
+TGCGATTGTTTGTCAGCAAGTTGGAAGTTGTGTCGTTGGAGACTTTTACCAAGAACTTGTACAAACGGGT
+GTAAATATTGAGTTTACCAAGCAAGCCGATGTTAGAGCCACGACAAAAGCTTTTGAAAAAGCATTAGAAG
+AAGCTGAAGCTAAAACCTAACAATATTTATAGAATTGATTAAAGGCTTAAAATTTATTTTAAGCCTTTTT
+TATGCCCGAAGAATAAGAGGTAACTGCAACTCTGCTACTTTTCAAATACTCGACTAAAGGGGGGAAGTGA
+ATCGAGTAACTGTTTGCCATAACGCTTAGTTACTACGCGTTTATCCAACAAGGTAATAACCCCTTCATCC
+ATTTCATTTCGTAACAACCTACCACATGCTTGAACCAATTTTTTTGATGTGTCTGGTACTGATAGCGTCA
+TAAATGGATTACCTCCCTTGGCTGTAACATATTCGGCCTGTGCTTGTTCAACAGGAGAGGTAGGCACAGA
+AAAGGGGAGTTTAGTAATAATTAAGTTATTAAGATAATCGCCAGGTAAATCAAGTCCCTCGGAGAAACTT
+TGAGTGCCAAAAATAATACTTTCTTTGTTATCATCACAACGTTTTTTATGTAGCGCTATTATTTGTTGGC
+GTGATAATTCGCCTTGAACCATAATTTCAAGTTTATGATCTTCCCTCAATGCTAGTGCAACCTTATTCAT
+CTGCCAATAAGAAGAAAAGAGCACTAAACTTGCGTTGCCTTGTTTGAGATACTTTGGCAATTTAGCAATC
+ACTTCATCCGTAAATTCAGGAGCACTGGCTTCATTATCCATTTTTGCAATGACGAGTTGTGAATTGTTTT
+GATAATCAAAAGGCGAGTCGACTTGTTGATACTGACTACCATCATTATTTTTTAAACCTACTTGAAAACG
+AAAATGATCAAAGGAGTTTAATGCACGTAATGTCGCAGAGCAAAGGACAGCGCCTTCACATTGACTCCAC
+AACATATTCTCTAGGGTAAAACCAACTTCTATTGGCGATGCACTTAATAAGTAATCTTGACGTTTGAGGG
+TGATTTTTTCCAACCAACGTGCCATCGGCGCACCCTTATCACTATCTGATTTGGCATACATAAACCACAG
+TGATTGTAGATTCTCTAAACGCTGAAGCATAAAGCCAGCTTCTGCAAGTAATGGCTCAGCGACATACATT
+TGTGTATCGCCATCCTTTACCGCCTCAATGAGTCCGTTATAGAGTTTATTTAAATGTGATAACGATTTCT
+TACTTAGGCTTTGTAGATCTTCAGCCCAGTTCTTTAAGGTTTGAGGAATGATGCCATTTTCAAATCGATA
+AACTTGCTCATCATTTTTTGAATTTTTAGTAAAGTTATTATTTTGGGCGGATGATTCATTTTCCAAAAAA
+TATACATTCGCATTAGCTTCAATAAAATTAAGGACTTTTTGCATTTCCACTAATAAATCTTGGCAATCAT
+CTCCCAATTTCAATGCCGGAGAAATGGCATTTTTTGACTTAATCAATTTAGCCATTTTATCGCCGGTATC
+TCTGAGCTTAGTTAGCCATTCAATTGAACCTTTTAAGGTGATACTCGCACTTGAAAAATCGCGAGTGACT
+TTAGGTAGATGGTGTGCTTCGTCAATAATATAAAAAGTATCCTCAGGCGGTGAGAGTATTTTACCACCAC
+CGAGCTCTAAATCGGCTAATAACAAACTATGATTTACTACTAATACATGAGCTTGGTCCATGGTTTCACG
+TGCTTTGTGAAATGGGCAGTGGGTATGCTCAGATAAGTTTTTTAAACAGCTATGTTTATCACTTTGAACT
+TGATGCCAAATATGTTGAGGTAAATGTGTCTCCCAAGAATCTATATCGCCCAACCAACTGCCATCAAGTA
+ATGCTTTATGCATTTTATTGAGGGTTCTAATATCTTTAGCATCAGGCTTTTCGGCAAAGGTAAATCCCGC
+TTGTGCAGGTTCATTGCCAGAGCCGGTTGTAACAGCCAGCGTTAATTTTTGACGACAGACATAACGCTGT
+CTTCCCTTTGCCAGGGTAAAGTCGAAATTAAGACCGGCATACTTTTTTAGGAAAGGTAAATCTTTATCAA
+CTAACTGCTCTTGCAGTGCGACAGTAGCCGTTGAGATGCAGACCTTTTTATCACGAGCAAGCGCAAGTGG
+GATAGCTCCAAGACTATAAGCAAGTGATTTACCTGTTCCGGTACCCGCTTCAATGGTAATTATTTTTCTG
+TCTTTGCTGTATTCACCCGCTAAGGTTTTTGCGATTTCAGCGATAAGTAACGTTTGCTGCTTACGTGGAT
+TGAAATGCGTTAAATTCTCGCCTATGGCTTTATACGCCTGACGAATTGCTTGTTTTAACTTATCAGATAA
+CATTGTTGCTAGTTTCCAAAAAACAGGAGATCGGTTACACTGCTGTATATATTAACAGGTTTGGTCGTGT
+CGGACGAAAAATTTAACCATAAAATGACAAATTTAAAAACAGCAGGCATACAGAATGGTTTTTTATTGAC
+CCGACAGGTGCAAGATAAACGCACTGGGTTAGTAATAACCTTATGGCTGAAGACTGATGCCGGACCCGTT
+AAGTTAGAAGTAACTAATGAGTTAGCGGTATTCTTTGTCGAAGTAGAGCATCTAGAAACGGCTAAATCTA
+TCTTAGATGACCAACGAATATTACTTGAGAAGCATCAAGTTTTATCGTTAAAAACCTTTACTCAACGTGA
+TGTTGCTGCCTTGTATTTTTCGAGTATGCGAAGCTTCTATCGTGCTAGAGATGCTTTAAAGTCTCAAAAT
+ATAAAATGTTATGAAGATGATATTCGCCCTGATGATCGTTTTTTGATGGAGCGCCATATAACAGCAGATA
+TTGACTATCTTGGTAATCATCAGCTGTGCGGAGATTATCAACTCACCAAACAAGTTAAATGTAAGGGAGC
+AGCAATAGAGCAACAACATAGTTTAACTATGCTTTCTATCGATATAGAGTGCTCTATGCAAGGTGAGTTG
+TACTCTATTGGTTTGTATGCAAATAACAACCACACAGTCTTTAAACGTGTGTTAATGATTGGCGTATCTC
+AGCCAGATGCTGATAGCTATATTCATTGGCAAACGGATGAAAAACAATTATTACAGCAATTTATTCGAGA
+AGTTAACCTGTTCGATGCCGATATTCTTATTGGTTGGAATGTCATTAATTTTGATTTTATGCTTTTACAA
+AAACGATGTGACCTTCATGGCATTCCTTTTTCTATAGGCCGTGATAGGACCTGTCCTTACTGGCGTAAAA
+ATGCCAATAATACCGATCAGAACTTTATCGAAATAGCGGGTCGTGTAGTTCTTGATGGTATCGACTTATT
+AAAAACTGCCACTTACAACTTTTCTAGCTTCTCATTAGATAATGTCTCCCATAGCTTACTTGGTTTAGGA
+AAGAAGGTGGCAGATGTTGAAAACCGAGTGCAGGAAATTACCGATAATTTTAATCATAACAAATCTGCAT
+TAGCAGCATATAATCTTGAAGACTGTCGTTTAGTCTGGTTGATTTTTGAAAAAACTCGGTTACTTGATTT
+TGCTAAATTAAGAGCACAACTCACGGGTTTATCTATTGATAGAGTAGGTGGATCTGTTGCAGCCTTCACC
+AATCTGTATTTACCTAAGTTACACCGAAGTGGTTACATTGCGCCCAATATGGGCGATGGTGAATCTGGCT
+TAGTGTCTCCTGGTGGTTATGTCATGGACTCCAAACCGGGCTTATATAAAAATGTACTGGTGCTTGATTT
+TAAATCATTGTATCCGAGTATTATTCGTACTTTTAAAATAGACCCGATGGGACTTATTGAAGGACTTAAA
+GCGGTCAGTGAGCAAAAATCAGCACACAGTAAATCTGAAAAACTCAGTGATGATTGTTTTGATGATGTAA
+TTCGTGGTTTTGACGGCGCTTACTTTTCTCGAACGGAACATTTTTTACCAGATATCATCAAGTCACTTTG
+GTTAGAACGTGATAAAGCAAAATTGCAAAAGGATGCCGCTTTATCTCAAGCGATAAAGATAATTATGAGT
+AGCTTTTATGGTGTTTTGGGTTCAACAGGCTGTCGTTTTTTTGACCCTAGGTTATCAGGGTCAATTACCA
+AAAGAAGCCATGAAATTTTAAAAAAAACCAGTGTTTGGATTGAAAAGTTAGGGTATCAAGTCATTTACGG
+TGATACCGATTCTATTTTTGTTTCTATCGGCGCCGAGAAAACCAAAACTCAGGCAAAGCAGTTAGGTGCA
+GAGTTACGGTCATATATAAATGATAAGTGGCAAAATAGACTAAAGCGTGATTTTGACATTGAAAGCCAAT
+TAGATATTGAATTTGAAACGCATTTTACTAAATTTTTGATGCCAACCATACGTGGAATCCATACGGTAAA
+AGATCAAAAAAGTATTGGTACTAAAAAACGTTATGCCGGTGTTTCTGATGGTGAACTTGTATTTAAAGGC
+TTGGAAACTGTACGCAGTGACTGGACTGATTTAAGTAAAGATTTTCAGCAAGAGTTATACCGACTGATAT
+TTAATGATCAACCTATTGAGGGTTACATTAAAAAGATAGTTGATGAACTAAAACAAGGGCTTCATGATGA
+GAAGCTGATATATAAGAAAAAAATTAGACGAAAACTCAGTGATTATGTAAATACCCCACCGCACATCAAA
+GCAGCATTATTGGCTAATCAAAAGCTTAAAGAGCTAGGTGACAAGCCGACCTATAAACACCGCAGTTTAA
+TTCGATATGTTATTACACTTGATGGGGTTCAACCATTAGAATTTAATACCAGCAAACTAGATTATGATTT
+TTATGTAGAAAAGCAACTCAAACCGATAGCGGATGATATATTACCTTTTATTGGTAAAGATTTTGAGTCA
+ATTGCCGGCGATCAGATGGGCCTTTTTTAAAGGGTCACTAAACGCTAGCATCGCCATTAATATTAATGCA
+CATTAATTATGAAGCTAGTGTTTATTTTCAAATTTTTCTAACAATTCCTAGCCAGTTGAGTTGATTCAGG
+TTATAAATACATTATAAAGTTTTAGATGGCTAGATAGCTGAAAGTATTATGCATGCCCCTAAAGTTAAAT
+CTCTTTAATGGAAGTGAATATGAAACAAGATACTAAAATAGTAAATGCTGGACGTAGTGCTAAATGGACT
+AATGGGGTTGTTAACCCTGCGGTAACACGCGCATCTACCGTGGTATTTAATACTGTCGCAGAGATGAATA
+ATGCTGTGGCCAACCGACATAATCAAACCATGGTGTATGGTCGTCGAGGTACTACGACTTCTTTTGCTTT
+TAGCGATGCTATGACTGAGTTAGAAGGCGGAGCAGGTTGTGCTTTATATCCTTCAGGTACTGCAGCTATT
+ACCAATGCTATTTTAGCTTTCGTTAAGCAAGGTGACCACATCTTAATGGTTGATAGTGCTTATGAGCCTA
+CGCGTGATTATTGCGATAAAATATTAGCTAAAATGGGTGTTAGTACCACCTATTATGATCCTATGGTTGG
+TGCTGATATTGAAGCATTGATTCAAGATAACACCTGTCTAATTTTCTTAGAGTCACCAGGCTCTATTACC
+ATGGAAGTACAAGATGTTCCTACTATTAGCGCTATAGCACATAAGCATGATTGTATCGTTATGCTTGATA
+ATACTTGGGGCGCAGGTATTAACTTCAAGCCGTTTGATTATGGTGTTGATGTAAGTATACAAGCAGCAAC
+CAAATATATTGTTGGTCATTCTGATGTAATGTTAGGCACAGCGACAGCGGTAGAAAAATATTGGCCTCAA
+CTGAGAGATTACAGTTATTTGATGGGACAATGTACCTCTCCTGATGATCTATACCTAGCACTTCGGGGCA
+TTCGTACTCTTGGGATAAGATTAAAACAGCACCAAAAAAGTGCAACTAAGGTAGCTCAATGGTTACAAGA
+ACGTCCAGAGGTCGCTAAAATATTACACCCCGCGTTTGAGTCATGTCCAGGTCATGAATTTTTCAAACGA
+GATTTTGAAGGCTCTAATGGTTTATTTTCTTTTGTACTTAACTGCGGTAATAAAGAAGCATTAACAGCAT
+TTTTAGATGGTTTACATCATTTTAAAATGGGTTACTCATGGGGAGGTTTTGAAAGTTTAATTTTAGGTAT
+CACTAATGTAAACGCTATTCGAAGTGCGACTACATTTGATTGTGAGTTTCCGCTAATTAGACTACATATC
+GGTTTGGAAGATGTAGACGATTTAATTGAAGATTTATCGAAAGGATTTGAGCGTTTTAATCAAGTACTTG
+CCAATTCATAGAGTATAACGAGTACTATTGGCATACTGGAAAGATAGCTAAGACCGGTATTACGGTGCTT
+AGCTAGTTAAATTGAACATTACTTTTCAAGTAATGTTCAATATTTTATAAAAGCTGCAAAATATCAGACT
+TGTAGCCATGGCTGCAGTATTTGATAAGTTATATCTCAGGCGAAGAGAGCTTCACAACGTAAAATAAGCA
+GTCATTTATCGCCGTATTTTTATTGGTTGTCGCCTTAAATAAACGTAGATTATGAAGGCAGACTAATTGA
+TTTTCTCGAGCATAAAAGTATTGATCAAGCACGTTTTTACCACTTTTATCAATAAGCTGCAGATTATCAA
+GACCATTACCGTCAATCCAGCCGATCATGTCATCTTGATGAGCACTACCAAAGTTGAAGCATTCAATATT
+GTCTTTAAGTGTAACGCCACTATAACCTTCATCATGTTGAGCATAAGATAGTTTGATTTCTGGCTTTAAT
+TGCAATCTAAGTGGACGATAAATCACTTCTACTGGTTTTTCTTGATGGATATAACCAATATTCCCGCATT
+GGGCAACTTGACTAATACCTGAAAAGGCAATTTCATGTGCTTGCTCATCTTGGCAACCGCCACATTCAAT
+AGTGATAAAAGGGCAATCAAAATTTTGCTCCATTATCGACCCCATATTCAAATCAGATAAAATTAAGGTT
+TGACAAAAAAGTGATGCTAATGACAATGTTTCAGTAGTCACGACTGAGCTAACTGCAAACGTAGGACCAG
+AGCTTGAAGAGTTGTGAAGATCGATCACCATTTCAGGAGTAACTTCTCTGATCGCTTGTTCAATCAATGA
+TGCTCGTTGACAATAACCTGTTTGCCCAACATCTTGACATTCAAATGAACAATCCCTTCCGAAGCAACGA
+TTAATGTCGATGCCCCCCTTGATAAAGCGTTGGCTAAATAATGGTTTACTAGCAGCGGCTTCAACCGAAC
+AGATAATAAAACGTAAATTTGTTGTAGGTTTATCTTCCGGTAATACTTCCGTTAAGTAGCGATGCATAGC
+AATGATGCCAGAAGGCTCATTACCATGTAGTAAGGTAGTAAATACTCGACATTTTTGTTGATCCTTCCCT
+GATACATCAATAACCGTTGGACCTGTCATTGATAGCAGAAATTGTTCATAATCAGCATGTAAATCTTGCC
+ATGCCGGATCTTTTAAGTAGTTGATTTCGCTAAAATCTATATCCATGATGCTGCCTAAGTAATTTTTGTT
+TGATGTGCATATCCTCTGTGAGAGGTAAGGATGTCACACTTGCGGTAACTACCATGTTGATTAAGGTCAA
+TAAATTGTAGTAAAGAGGTGATTTATATTTATTTGGCGGTAAACTACTCGTATATTAACCAGAACCTATA
+AAGAGATATTACTATGAGTGAAGAAACCATATTTTCTAAAATTATTCGTCAAGAAATTCCAACACCCTTG
+TTATACCAAGATGAACTGGTAACTGCCTTTCGAGATGTTGCCCCCCGTGTTGATAGTCATATATTAATAG
+TACCTAATAAACACATAGCTACTATTAATGATGTCACCAGTGATGATGAATTAACCTTAGGGCGTATGAT
+TACTGTTGCTAAAAAGCTTGCCAAAGAAGAGGGGATTGATGAAAAGGGCTATCGCTTAGTTATCAATTGT
+AACAGTGATGGTGGGCAAGAAGTTTACCATATCCACATGCATCTATTAGGTGGCCAGCCTTTAGGACCAA
+TGCTGTGTTGCTAAGCTTATATCCTTAAATAGTGTTACTTAGCAGTGGCAAAAATCCATCTAAGATAGGT
+GATATTGGCGATTAATCGGTGATAGTCTACATAATAATCATTCGGTCAATCATTCAGTCAATCATTCGGT
+GCTATGTTGTCTTTGCAGCGAAAAAATCGGTTGTTTTATACAGTAAGTATGCGATAAGCCGCTAGATTAC
+TAAGGTCAAAGACAATGAAATCATTTTATTATTAGCGCATACTTCGTTATAGCATCAATTAAATGGTTAT
+TTTTGTGAATTGGAAAGAATTACTGGAAAATAGAAGTCGTCTATTTTGGCTAGCCCATACCGCGGGTTGG
+TTTGGCTTTGCTTTTGTGCATTATCTTGGCTCATTGCAACATGACTCGCGGGATATCTTCGTAGTAATTA
+TCTTTCTGAATGCTTATGCCGGTTGGTTGTTTACTGTACCGCTGCGTTATATTTATCGAAAAGCGTGGAA
+CTTTCCCCCGATTAAGATTGCTTTAGTAGTCATTCTTTCCTCTTATTTCACCGGTGTATTGTGGCAAATA
+GTTAAAAATATCAACTACTGGGAAATATATAAGCATGGTTATGAGCCAGAATTTTGGTTCATGTACACTC
+AAAATAGCTTAGGGTCTTTTTATATTATTTTAAGTTGGAGTGGTCTATATTTTGGTAGTAAATACTATCA
+AATGCTGCAGATAGAAAAACAAAATGTTTTAAAAGCAAATGCGGTTGCTCATCAAGCGCAGTTAAAAATG
+TTGCGCTATCAACTTAACCCGCACTTTCTATTTAATACCCTCAATGCTATTTCAACGCTTATTTTGATAG
+AAGAAAATAAAACGGCAAATACCATGGTAACTAAGCTCAGTGAGTTTTTACGGTATTCTCTTGATAAAGA
+CCCGATGAAGAAAGTAACCTTGGAATCTGAAATACAAGCGTTACAGTTGTACCTTGCTATCGAACAAGTC
+CGTTTTGAAGATAGGTTACAACTTGATTTTCAAATAAATGATAATTGTCAGCAAGCCTTAGTCCCCAGCA
+TGATTTTGCAGCCCTTAGCTGAAAATGCAATTAAACATGCGATTGCAGTACAAGAGCAGGGCGGTAGTAT
+TACTATTTCCGTTAATCGTTTTGCCGATGATTTATTGATAGAAGTTGCCGATAATGGCCCCGGTGCAGAT
+ATTATTAATGGAAACTTACATCGTGAAAGTGGTGTCGGTTTAGTTAATACGCGCGAACGTTTACAAGCTT
+TGTATAATGAAAAATTTTCGTTAGTTGTTTCCAATAACCAGCCGACTGGTGTTAAAGTAAATCTACGTAT
+GCCATTTCAGCTAAGCTAAAATTATGTTTTCTGATCTGAGCGTACCGTTACCATTTATGAGAACCAATTA
+ATTAGGGATTTTATATGTCACTATCAACCATTATCGTTGATGATGAACCGCTGGCTCGTAAAGGTTTAGC
+GATACGTTTACGAGCGCATGATGATATTAATGTTATTGAACAGTGCTGTAACGGTAGAGAAGCATTAGAG
+GCGATACGAGCTTACCAAGTTGACCTCATGTTTCTTGATATTCAAATGCCAGGACTTAATGGCTTTCAGG
+TAATAGAAAGTATTATTGAGCAAGGTTTAGCTATGCCTGTCGTTGTTTTTGTTACAGCCTTTGATCAATA
+CGCTTTAAAAGCTTTTGAAGTACACGCGCTGGATTACTTATTAAAACCAGCAGATGAAGAAAGGCTTGAG
+CAAACTATTGATAAAATACAACACTATTTTAAAAGCAGTGCAGATACGGCACATAAATCGAAACTGGTTC
+GATTAGTTAGTGACGTTACCGGTAATGATTATCAGAAAATATTAACCGAATTAGACAATGATCAAGAATT
+AACGTTATCTAGCTATTCAGATGTCTTAGCGATTAAAGATGCGGGCGAAGTGAATCGTGTCTCTGTAAAA
+GATATTCTTTGGATTGATGCCGCAGGTGATTATATGTGTGTACATACCTTAGAAACTAAGCAAAATACTA
+GACAAGAAAATACCTATATTCTCAGAAAAACAATGAAAGAATTAGAAGCCTGTTTAGACCCTAAGCAATT
+TATTCGTAATCATAGATCAACCATAGTTAATAAAAATATTATTGATAAATTTTGTAGCCAAGTAAATGGG
+GAATACTTTTTAGTATTGAAAAATGGTAAAGAGTTAAAAGTGAGTCGTAGTTATAAGGATAAAGTAAAAC
+AAGCAGTCAATAGTTAATAACTTTATTCATAAAGATTCTAAGCTAATAAAAAAGGCCATATGTTGATAAC
+ATATGGCCTTTTTAACATTAACTATCTGGGAGTTTCTTAAATAATGTTGAGATTACTTAAGGTGTCTTTT
+AGAAATAGTTAAAATTTTCAATGTATTTGAAGCACCAACGGTTTCCATCATATCACCATGGGTTAAAATA
+AGTTTATCACCTACTGCTAACTCAATCTTGCCACTTACCACTTTTAACATCTCATCAGATAAGTTGTCAT
+TGTTTACGTGAGTTGAATCAAATTCAATCGGATAAACACCACGGTATATTGCGGTTTTATTTAATGTTTT
+TGGATGGCGAGATAATGAGAATATCGGTAAACCTGAAGTGATACGTGACATTAACTTACTGGTTTGACCT
+GATTCGGTTAAAGATATAATCGCTTTAACACCCTCTAAATGGTTTGCAGCGTACATAGCAGATAGTGCAA
+TTGTTTCTGACACTTCACTAAAAGTCAGTTCCATTCTATGGTTTGAAATATTAACTGAACGATGCTGCTC
+CGCACCAACACAAACATTAGCCATTGCTGTTACTGTTTCAACAGGATACTTACCTGCAGCAGTTTCTGCT
+GATAACATTACCGCATCAGTACCATCTAATACGGCATTTGCTACATCCATAACTTCAGCACGTGTTGGCA
+TAGGTTGCTCAATCATGGTCTCCATCATTTGTGTTGCCGTGATTACTACACGATTTAATTGACGAGAGCG
+AGTGATAATATGCTTTTGCTTACCAACCAATGCCGCATCACCAATTTCAACGCCTAAATCACCACGGGCT
+ACCATAACAACATCTGAAGCTAAGATAATACCATCAAGAATTTTGTCATCATTAACGGCTTCAGCACGTT
+CAATTTTAGAAACCAAACGAGCATCACAGCCAGCTTCTTGCGCGAGTAAACGTGCTTCACGCATATCTGC
+TGCATCACGAGGAAATGAAACCGCTAGAAAATCAACATTGATCTTTGCTGCTAATTTAATGTCTTCTTTA
+TCTTTAGCGGTTAAGGCTGGTGCAGTTAAACCGCCACCTTGACGGTTAATACCTTTGTTATTTGATAAAG
+GGCCACCAACAGTAACTTCAGTGAATACCGAATTATCAGAGGTAGATAATACTTTTAATTGTACACGGCC
+ATCGTCAAGTAATAAAATGTCTCCAGTGTTAACATCTTGTACTAATTTTTTATAATCAATGCCCACTTTT
+TCTTGACAGCCTTCACCTTTTTCTAAGGTTGCATCTAATTCAAACTTATCACCAATGGCTAATTTAATTG
+GGCCATTTTTAAAGGTAGAAACACGAATCTTAGGGCCTTGTAAATCACCTAATATACCAACATAAACGCC
+TAATTCTTTTGCTATTGCTCTGACATTGTCGGCTCTATCTATATGATCTTGTGGAATACCGTGAGAGAAA
+TTAAGTCTAACTACGTTTACACCCGCAGCTAATACATTTTTTAAAATTTCACGATCGTCTGTTGCAGGAC
+CTAAGGTAGCAACAATTTTTGTTCTTCTAGGCATTTTAATCCTCTTATATTTTTAATTACGTTCTAAATA
+GGTTTATCGCTGGTGTTAATGATGATTGAAATACAGTGTCAATCATCAGCGACTAATCATTAATCTTTTC
+TCTCGAAGCGTGAACTCCTTAAACTATCTTTTACTTTTTTCAGGTTATCTCTAAATTTACTACCGCGACG
+TAGAGTGAAACCTGTCGCTAAAACATCAATTAAAGCTAATTGCGCAATGCGTGACGACATTGGCATATAA
+AGATCAGTATCTTCACTGACATCAACCGAAAGCACTATGCTACATTCTTTAGCAAGTGGGGTATCAGTGG
+TGGTAATCCCTATTACTGTGGCATCGTTTTCTTTCGCTAAACTGGCCACTTCAACAAGTGACTTTGTACG
+TCCTGTATGGGAAATCACGACAACTACATCCCCTTGGCGACTATTTATAGCACTCATACGTTGCATTAAT
+ATGTCATCGAAATAAACAACAGGGACATTGAAGCGAAAAAACTTATTTTGAGCATCATGAGCCACAATGG
+CAGATGCCCCTAAACCAAAAAACGAGATTTTATTGGCTTGGGTTAAAACATCGACAGAGCGATTGATATC
+ATTAGCATCTAAACTTTTACGTGCTAATTCAAGACTAGCCATAGTCGATTCAAATATCTTGGAGGTATAT
+TCATCAGCGGTATCATTTTCATCTACATGGCGATTAACATAAGGCGTACCATTGGCTAAGCTTTGTGCTA
+AATGTAATTTAAAGTCAGGATAACCCTTGGTGTCTAATCGACGGCAAAAACGGTTAACGGTTGGTTCACT
+AATATTGGCTTGCTTGGCAAGTGCCGCAATACTTGAGTGAATAACGGTATTTGGTGACGCTAAAATAACT
+TCTGCTACTTTGCGCTCAGATTTGCTGAGCATGTCTAGTTCGTTAGTGATCTTTTCTAATATATTCATTA
+TGGACTGATCCTAGAGCTTATTTATCTAAAGTTATAACGATATTTCAATGATAGCTTGCGTCAAATAATA
+GGCTATTTTGTCTATACTGTAATTTATTTTCTGCGTAAGGAACAGAAAAAATGAAATTTTATTTCATAAA
+TTAGTGTTTTGATCTGTAAATATCAGTAAATAAAAATGTAATTTTCTTTAAGTAATACTGCTATCACAGT
+AGCCTTAGGTGTTTTGGCGCTGGTAATTGCTATAATGCATTAAAAGACAAAGAAAGAGATATAATTTGAA
+TTTATGTAGTAAAATTACAAAAAGTTCTTTACTGTCGACTAAACAAGCGCTAAATTAGGCTTATATGTAG
+TTTAGTTACAACCAATTTTTACTGTTAGCTCATGTGTTTTGACGGATGAGTAAAAATATAAGTAACATTA
+AAGCAATAAATTTATATAAGAGAAATTCTATGAGTAATTTAGATTGTCAATCAGCAAGTGAAATTGTTAT
+TTTTGGTGCTATGGGTGACTTATCTTGCCGTAAGCTACTACCTGCATTATATCAATTAGAAGTATGCGGT
+TTAATCAATAAAGATAGTCGAATTGTTGGCGCAGCAAGACAAGACCATACACTTGAAGAATTTAAAAGTG
+TTGTTGTAGAAAACTTAAATAAGTATGTTAAAGAAACGATCGATGAAGCTGTGCTTACACGTTTTATTAA
+TCGCTTGGTTTATCAAGCACTAGAATTCAAAGATAGCAGTTCATTTAATAAATTAAATGACGCGCTAGCC
+GGTGGAAACGATACCCGTGTTTATTACTTTTCGACACCACCTGCTATATATGGAGATATTTGCAAGGGTT
+TACACCACGCGAACTTAATTACTGATGCTGATCGTGTTGTGATGGAGAAACCTATTGGTCACTCACTAGA
+GTCTTCTATTGAAATCAACAATCAAGTTTCTGAATATTTTAAAGAAAATCAAACTTACCGCATAGATCAC
+TATTTAGGTAAAGAAACAGTCTTAAACCTATTAGTATTACGCTTTGCCAACTCATTGTTCACGAATAACT
+GGGATCGAAATAGTATCGATCATGTGCAAATCACGGTAGCAGAAAGTGTTGGTATTGAAGGACGTTGGGG
+CTTTTATGACGAAGCAGGCCAACTTCGCGATATGGTACAGAATCATCTATTGCAAATACTATCTCTTTTG
+GCCATGGAACCACCAGCGGACCTAAGCGCTGAGAGTGTTCGTGCAGAAAAGCTGAAAGTTGTTAAAGCAT
+TAAAAGCGATAAATCGAGAAAATATTAAAGATAAAGCAATTCGCGGACAATATAGCGACGGTTTCTTAAA
+TGGTGTTTCAGTACCCGGATATTTAAATGAGGAAGGTGCTAACGCAAATAGTAATACCGAAACATTTGTC
+GCGATAAAAGCAGAGATAGATAACTGGCGCTGGAAAGGCGTACCATTTTACCTTCGTACCGGTAAACGTA
+TGCCGAAGAAGCATAGTGAAATAGTGGTACATTTTAAGCAGCAGCCACATAATATTTTCAAAGACAGCTA
+TAGCGATTTACCCGCTAATAAACTAACCATTCGCTTACAACCTGATGAAGGGGTTGAATTGCAAATGATG
+AATAAAATACCCGGTATTGCTTCACAGATGCGTATTCAAGAAAATAAATTAGATTTAAGTTTTTCTGATA
+CTTATAACGATGAGCGTGTTGTTGATGCTTATGAGCGCTTAATGTTAGAAGTGTTAAATGGCAATCAATC
+ATTATTTGTTAGTCGAGACGAAGTTGAAGCGGCTTGGATCTGGGCTGATAGCATTATTGAAGCTTGGAAG
+ACAACAAATGAAGCACCTAAACCTTATGCTGCAGGTTCATGGGGACCAGTCTCTTCTATATCGTTAATTG
+CGCGTGATGATCGCCAGTGGGTAGAATAGTTATGAATGAATTAACGGAATTTAACGCACGTAATGATTTA
+GATAATGAACTAGCAAGTACTGTAAGTGATATTTTAGCTAAAGCGATCAAGGAGAAGGGTAAAGCAAGCA
+TTGCTGTATCTGGGGGGTCTACGCCTAAAGGTTTCTTTAGTGTGCTATCACAAAGTGATATTGATTGGTC
+AAAGGTAACCATTACTTTGGCTGATGAGCGCTGGGTTCCTATCGATAGTGAGGCAAGTAATACCCGTTTA
+GTACATGAAAACCTACTACAAAACAAAGCTGAGAAAGCTAAGTTTTTTCATCTTAAACAAGGTGATGAGT
+TAACAGACGAAACCCTTGAAGATTTAAACGTGGCAGCAAGTAAAATATTATTACCACTGGATGTATTAAT
+TTTAGGAATGGGTGAAGACGGTCACACGGCTTCATTATTCCCATGTAGCGACCAAATCACTTCTGGTCTC
+GATGAGACGAATGATGCAGCACTACTGAAAGTTCAACCTAAAACGGCACCGCATCAACGTATCAGCTTTA
+CTTTTGCCAGTTTAATGACCAGCAAAAACATTTTCCTTCACTCTTGTGGCGAAGGAAAGAAGACGGTATT
+AACGCAAGTGTTAAATGGCGATGACCCGTTTGAAATGCCTATCAGAGCATTTTTACAACACCCTAGCTTA
+AACACTCAAATTTTTTGGGCACCATAACTCACTTGTCAAATAAGTTTAAGTACTAGACAAAATTTAAAAG
+TATATAAGTTGAGAGAATAAATGAAACAGCAAATAGTAGATATTACCGACAGAATTATAAAACGTAGTAC
+TAAAACTCGTGCTGCATATTTAGCAAAAATTGATGCCGCAAAATCAGACACAGTTCATCGTGCCGGTTTA
+TCATGTGGTAACTTAGCACACGGCTTTGCTGCTTGTGGAAAGGATGACAAGTCATCATTACGCGGCATAA
+ATCATTCAGATATCGCTATTGTTTCTGCTTACAACGATATGCTTAGTGCTCATCAGCCATATCAGACATA
+TCCAGACATAATTAAAGCGGCAGTTAAAGAAGCTGGTGGCGTTGCACAATTTGCTGCGGGTGTCCCTGCC
+ATGTGTGATGGTGTTACACAAGGCCAGCCGGGTATGGATTTAAGCTTGATGAGCCGTGATGTAATCGCAA
+TGTCAACGGCTGTTGGTTTATCTCATAATATGTTTGACGGTGCATTAATGTTAGGCATCTGCGATAAAAT
+AGTACCGGGCTTACTGATCGCAAGTATGACATTTGGTCATTTACCGACGGTATTTATCCCAGCAGGTCCT
+ATGCCTTCAGGTCTGCCAAACAAGGAAAAAGCTCGCGTTCGTCAGCAACATGCTAAAGGCGAAGTGGACG
+AAGTCGCATTGCTTGAGGCTGAATCTGCGTCATATCACTCTGCAGGTACTTGTACTTTCTTTGGCACCGC
+AAACTCCAATCAGTTAGTGGTTGAAGTCATGGGCTTACATTTACCTGGTGCATCTTTTATTGCCCCTAAT
+ACACAACTTCGTGAAGAATTAACAAAAGCTGCTGCTCGTCAAGCGACTCGTTTAACGCAACAATCGGGTA
+ACTATCTGCCGATTGGGAAAATGGTTGATGAACGCTCGGTAGTTAATGCTATTGTAGCGTTACTTGCGAC
+AGGCGGTTCAACTAACCTGACTATGCATATAATTGCTTTTGCTAAAGCGGCAGGCATTATTATTAACTTC
+CAAGACTTTAATGATCTTTCTGAAGCTGTTCCATTATTAACACGCATATACCCTAACGGCCATGCGGATA
+TAAACCAATTTCAAGAAGCTGGCGGCATGGCGTTATTATTCCGAGAACTTATTGAAGGTGGGCTAGTATA
+CGAAGATGTAGAAACTATCTGTGGTCGCGGTTTAACTCGATACACCAAAAAACCTGTTTTAGACAATGGT
+GAGCTTAAGTGGGTTGATTGCGTAGAAAAGTCACTTGATGATGAAATTATTGCAACCGTTGCTAAGCCAT
+TTAGTTCTCATGGTGGTTTACGAGTAATGAAAGGTAATTTAGGTGTTTCGGTTATTAAAACGTCATCACT
+TCGAGAAGGTAGCTTTGTCATTAAAGCACCTGCTGTTGTTTTTGAAGACCAACATGAATTACAGACTGCA
+TTTGACGCAGGTGAGCTAGAAAAAGATTTTGTTGCCGTAGTAAGGTTCCAAGGCCCTAAAGCTCGTGGCA
+TGCCTGAATTACACAAATTAACGCCATTGTTAGGCGTACTTCAAGACAAAGGCTTTAAAGTTGCTCTCGT
+TACTGACGGACGTATGTCTGGCGCTTCAGGTAAGGTGCCTGCAGCCATTCATTTATGCCCTGAAGCACTC
+GATGGTGGTTTAATTGCTAAAGTTAAAAGTGGCGACATGATCAATGTAGATGGCGAAACTGGCGAACTTA
+CTCTATTAGTTGATGAAAAAGAATTAGCTTCACGTGAAGTTGCTCAGTTTCAAGTAAATGGTCATCATGA
+AGGTATGGGCCGTGAGCTATTTGGCTTTATGCGTCGTAATTTGAGTTCAGCTGAAACAGGTGCGTGTTCG
+TTATTCGATTCATAATCAATAAGAACAGATAACGACTAAGGAGTTGCATTTGACTCCTTTTTATAATTAA
+CCAGATAAAGAACTCAGCGACTATTTACCCTTTAGGTTAAGTATCGCCAAGAAAATAAAGAGGAATTATG
+ACAGTATCAAAAAATTGGCAAATTATGCCAAAGGACCTTTTCAACATGGGGCCTATTGTTCCTGTATTAG
+TAATCAACAACGTTGAAGAGGCGTTACCGATTGCGGAAGCATTATTGACTGCAGGCATTAAAGTATTAGA
+AGTAACTTTACGCACGTCGGCAGCACTTGAAGTGATCAGTGCTATTGCAAAGGAATTACCAGAAGCCATT
+GTGGGCTCAGGTACAGTTACCAACCGTCAGCAATTGCAGCAGTCTTATGATGCGGGTGCTAAATTTGCTA
+TCAGCCCAGGTTTAACAAAAGATTTATTACAAGCGGGTAATGAGGGTAAAATTGCGTTAATTCCAGGTAT
+ATCTTCTATTTCTGAGCTTATGGACGGTGCAGATTATGGTTATGACCATTTGAAATTTTTCCCTGCAGAA
+GCTTCGGGTGGCGTTAATGCTATTAAATCAATTGGTGGGCCTTTCCCTGATATTCGTTTTTGCCCTACAG
+GCGGTATAAACCTAGGTAATGTGCGTGATTATTTGGCTTTACCGAATGTTGTTTGTTGTGGTGGTTCATG
+GTTAGTTTCAAATAGTATTGTAGAAAACAAAAATTGGTCTGAAATCACCAAATTAGCTAACCAAGCATTA
+GCACATGTAAAATAGACCTTGTGATAATTTAACTTATTACTCGTTAATGAACATAAAAAAGGCCAGTCAT
+TAAAATAATGACTGGCCTTTTTTTGGTTATTATAGAACTAGCTATAAAGATGACAGTAATGTTTTTAGTG
+GTTGTTTTGTGCCATTTTTAAACGTTCAGCCATTGATAATGGTTGATCATTGCTTTTGTTGACTTCCACT
+GTTTTGACTTCCACTTTTTCAGGCTTCTTCGCTTTCTCTACTTTTTTGTCACCTTTGAAGACAGATTTCA
+TCATGTTCTTCATACTGTTGATACTTTCAGCAGCCATTCTATTACCAAGATCAACGTCAACTGTCATTCG
+ATTACCGTATTGGATATCAACGTCAGGTGGTGTTATTTTTTTATCTGGTACAGGTGTAGCTTTTACAGTT
+TCAATTGGTTGTTCTGCTTTGGCTTCTTCTATATCAACACGCTTATGAGGTGTTGCTAGCTTTTCTTGAG
+CCAGCTTAGATTTACTAATTTGTGCTTCATCACTTTCACTAGTGCTGATGTCTTGCATCGCTAGTGCACT
+TGGTTTACAAGAGGGCATAAAGATGTCATTAGAGCTCATTCTTCGATCAAAGTCGTCGACAACTTCAGTC
+ATTTCTTTTCCTGCTATATGCACAGCATCTTTAACTTGTGATAACTTTCGGTTTAAGCCTTTATGTTTTT
+TCTCAATATTATCAATAGCATCTTTGACATTATCATTTAAGTTTTGTGTTAAGGTTTTATAGTCTTCAAT
+TTGTTTTTCAAATTTACCTAGAGATGACTGACTATGGTTAATACTATCGTCAATTGAGGCCAACTTTGAT
+ACTAAGCGTTGCTTTTTAGCTATGAATTTGTCAGAAATTTCTTTTGGAATTAACGGAGCCTGCACTGTAA
+CTGGTAATATATCGGCAAACTCACTAATACAATTGACGGGTTTCCATTGAGTAAATGAAGGGTGCCAGCC
+ATATACATTTGGGTTACTCGCTAAATAATCTTTTGCCCCGTCTAAGTCGAATGGGGCAGTTACTTCGCCA
+TTATTTGAAAAAAACCATTTTTTCATCGTAAATACTCTTATCTGTGAACTTTAGTTTATATAATTAATAT
+GATGAACCACTTAGCGGGTAAGTAACCAACGAGTAGTGATTAATAATCCGTTTTAATTACGTTAGCTAGA
+TTTTTCTGTAAAGCCGCATATTGCTCTTCAATTGTCTTAACTACCGCTCTAACTTCTTCAGTTAAGTTAT
+GAGCAATTTGGCCATAATTATCTAACTCAGCATCTATTTCATATAAAGAATCTGAAGTGATTTTTATAGT
+CTTATCAATACGGTCTAATGTTGTAATTAATTCTTTTTCTTCTCCAATTAAACCATCAATCAGATCTTTT
+GGGATCTCTATTGGAGGAGGTGGTGGTGTCATTGATACTTCAAATTCATCAATACAACTAACAGGAACCC
+AATGCGTATATGAAGGATGCCAGGCATATAAATCAGGATTCTTTGAAACTAATTCATTTGATTCTTTTAA
+CTCTAAAGGACCTGTTACTTTACCATTGTCTGAAAAAAACCATTTTTTCATAATAATTATTACTCTCTTT
+TAAATCTATTACGTCACTATTAAATTAAGTAACGATAATGCCTGATCTTATTTATAAACAGCGAGTTTTC
+AACTACCCACCATTTAACGCCAGCCTAAGGCAACAGTCAAGCTATTTTGTTAATGATAAGTTATAGCCTT
+GTATAGCGTTTCCTGATCATAAGATAAATGATTTGTTATGCTGATGCGCTATTATAAATAGCATGATTTA
+AAATATGAATTAACAAAATTTTGTATGAATTATCTTACTCGGCCTTAATTAAGAGTCTTTATCAAAATCA
+GGTGAAATTCAGACAAAAAAAAGCCAGTTATAATTTTTATAACTGGCTTTTTAAGTTTAACGTACGTTTA
+TTCTATGGCTTAGTTGCCTGCGCACTACTACGATTTACCACATCAGCAATAATAGCTGTTCTACCTGACG
+ACTGATGAACATGTCGTTCACTGTCAGCCATAAAGTTTGTTGGTATATCTTTAATAGTCGTGATTGTTTC
+TGTTTTAGTCATTGGTGCTTTTGCATGGCCAGATAGACGGTTAGCTTTTTTAACTTGTCTTGCTAACTTT
+TTATCTTTAGGTGCGGCTTTCTTGACTGCAGAGGATGCTTTCTTAGCAGGCTTAGGAGCTACAACTTTAT
+CTTCTTGCGTTGCAATAACAGTTTCCGCAACTTCAACGCTTTTAGCAACTGGTGCAGTATCATTTACTGT
+TTCTTGCTTAACAGTTTCAATAGCTGGACTTGTAACATCCGTTTCAACTGGAGCGGCGGCATTCGCCTCT
+TTTACTTCAGGAGATTCTTCTGTCGTTACAACAACGTCTTGTTTTTGCTCTAACGGCAACTCTTGCTGAA
+CTTCAGTCACTTGCTCAGCAACATCTGCTGTGGAAACTTCTTCTTCAGTTTTCGTTGTATCAAGCTCTTT
+GGTGTCATTTAACGGCACATCAATAACCGTTTCAACTGCTTCAGTTTCAACTGCTTTAGTTTCAACAGGT
+GCTGCTGCAATTGTTTCAACCGCAACTTCTTCAGTTGAAGTAACCACTACTTCTTGTTCAGTAACAGAAG
+TTGCAGGATAACGTGCTTCTACTGACTCATCGGTAGTTATATTTTCAGTCGTTAATGCCTGATCCTGTTG
+TGTAGCTTCAGAATTATTTTCAGCATTGTTACGACGACGACGTTGACCATTTGCTCTTAAGTGTCTTGGA
+GAACGTCTATTACGTGGTTTATCATCGTTAGTTGCTACAACCTCTACATTCTCAACAGCAGGAGTATTAA
+CCTGTTCAATTTCAGGGGTACTAACTACAGCTAATTTTTCAGTTGTTTCGATGACTTTATCTGTCGGTGT
+TACACGTATTTTTTTACGATTGTTCCTACGTTGACGACGTTCAGTATTCTTCTCTTCTTTAACAACTTTT
+TCTTTATCAACAGCGATAGTTTTACGAGGCTGTCTCTTAGGTTTATTGACTTCTTCATCGCGACTAGGAC
+GAGTATCTCTTGCTTCATTTTCTTTTTGAATAGGACGATTAGTAGCATCTTCGCCATTACGATCGTTACG
+GTTACGGTTATTGCCACGATTGTTGCGACGCTTAGCTTGCTGGTTTCCACGTCTTTCTTGTGGTTTTTTA
+GGTTGTTGAGTAGTACTTACTTCTTTAACTTCTTCAACCACTTCTTCAGCAACAAAGAGGCTCTTTAACC
+AACCAAAGAATCCACTAGGTTTCGTTTGTTTGGATACCGTAGTTATTTCCGCTTTTACTGGCGACTCATC
+GGCTTTAGGAGCACGTGTTGGTGAAGTCATACCTTGAATCAAAGGTTCATCACGTTTAGCCGCAACTTTA
+TCAAACTTAGGCATTTTAGCTTCTTCAAGTTCAGCTTTCTTTACCGGTAATTCATAACTTGCTTCTACGA
+TAGTTTCATCATTTTTAACACGCAGAACTTCGTATTGCGGAGTATCCATATGTGGATTAGGAATGATCAA
+AACTCTTACATTATGATGTTTTTCAACATGCATCACTGAGCGACGTTTCTCATTTAATAAGTAGGTTGCA
+ACAGGTACAGGTACTTGTGCTTGTACATGTAACGTATTTTCCTTTATCGCTTCTTCTTCCATTAATCGTA
+ATATAGATAACGCTAAAGATTCAACACCACGAACATGACCTGTACCACTACAACGAGGACATACACCTTG
+GCTTGTTTCACCAATTGAAGGACGTAAACGTTGGCGAGACATCTCTAATAAACCAAAGCGAGAGATTTTA
+CCAAGCTGAATACGTGCTCTATCTTGATGAACTGAATCACGCATTCTATTTTCTACTTCACGTTGATGAC
+GAACAGGTGTCATATCGATAAAGTCAATAACAACCAAGCCACCTAAATCACGTAAGCGAAGTTGACGAGC
+AATCTCTTCAGCAGCTTCTAAATTGGTATTAAAGGCAGTTTCTTCAATGTCACTACCTTTAGTTGCACGT
+GCTGAGTTAATATCTATAGAAGTCATTGCTTCAGTAGGGTCAATAACAATTGATCCGCCAGAAGGTAAGC
+GTACTTCACGTTGGAAGGCCGTTTCTATTTGAGTTTCAATTTGATAATGCGTAAATAAAGGTACATCACT
+GGTATATAGCTTTATTTTATTTAAGAAGTCAGGACGAACGACCTCAATGTGTTTTTTAACACTTTCAAAC
+GTTTTAGGACGATCAATTAATACTTCACCAATATCACGACGTAAATAGTCACGAATAGCACGTAAAATCA
+GGTTGGTTTCTTGATGAATTAAGAAAGGAGCAGGGCGACTTTTGCCTGCATCACTAATCGCTTGCCAGTG
+ATGTAAAAGGACACTAAGATCCCATTTTAATTCTTCGTAATCTTTACCTACGCCAGCAGTTCTTACAATT
+AAGCCCATGCCTTTAGGTAAATCTAGTTTGCTCAACGAAGCTTTTAACTCGGTGCGTTCATCACCTTCAA
+TACGACGTGAAATACCACCAGCACGTGGGTTGTTTGGCATTAATACTAAATAACTACCAGCAAGACTAAT
+AAAGGTAGTAAGAGCCGCGCCTTTTTGGCCACGTTCTTCTTTATCTATCTGAACGATAACTTCTTGGCCT
+TCGTGTAATACTTCTTTAATGTTAGGGCGGCCTTGAAATGTATAGCCTTTAGGGAAGTATTCACGTGCGA
+TTTCTTTCATTGGTAAGAAACCATGGCGATCGGCACCATAATCAACAAAAGCAGCTTCTAGAGAAGGCTC
+AATACGTGTGATTTTAGCTTTATAGATATTAGATTTTTTTTGTTCGTGACCTGGACTTTCAATATCTAAA
+TCGTAAAGTTTTTGGCCATCTACTAGTGCTACGCGCAATTCTTCTGATTGGGTAGCGTTAATTAACATAC
+GTTTCATAGTTTGTCGGACTCATTTTTAGTCACAACACACCATTTGCTTAGGACACAAAGCAATCTGTTT
+TTCTGGTAACAGCAATTTGTCAACCTCACGGTTGTCACGGTTAACCTGTCATAAAACCAGGTTAAGCTGT
+TATAAATTCTGATTGTTTTTTATATCACCGCCTTTTACTTAAATAGGCAATGCTAATTTATTTCTTTATG
+TGCTCAGCCTGTGTGCTGTGCAAAATACCAGCGCATTTGCTCTGGTATTATTTTATAATAATTGCTTTAT
+GGTGCTGGGCTAATAACAAATTAAAATCAAAATGTTAAAACTGTTTATGCTTCGTTGACAATCTACAACG
+GGTAAATTATCAAAAGTGATACTTTACTGTGTCAATTAATGCAATAGGCCGTACTATCAATATGTCTTTT
+TTCTATTTTTTTAACGCTTCATAGGTGCAGTTAATAAAATGAATTTTCGCATATAGATGTGGCCGCAGTT
+TGCCTCTTACGTCTCTCTTTAAAGCTTCTAAGGTTAAATTGTTACGTTGATTAGCCTTGTATGATTCTTT
+CATATGGCTACTTAATCCGCTGTTAGCGTTAAATATCAACTAATAACCCTTTTATTATCCCACTATCCTT
+AGTGTTTAGCCAACAAAAAAGGGAGTTAATTACATTATTAGCTAAATAAAGTGTGTTAAACTGCAGCCAT
+GAAAGAAACTAAGACTCAAAAAGCCAATCACGTGCCTAAAATTAAATTAAAGACCAAACATCACTCAGTT
+GTAAAAAAGCCCCAACAGAAAAAAATCACGCCTGAAAAACCCGTTCAAGAGAAAATCGCTCCTGAGCCTG
+AAAAGCCAAAAGTACGCTTTATTACCATAGATAGTGAAGATGCAGGGCAGCGTATTGATAATTTTTTATT
+AAGAACACTTAAGGGAGTTCCTAAAAGTCACCTTTATCGTTTAATGCGTAAAGGCGAGATAAGAGTTAAT
+AAAAAACGGATCAAACCTGTTTATAAATTACTTATCGATGATGAAGTACGTATTGCTCCTATTAGAGTTT
+CAGAAGAAAAAGATGCAGTGTCAACGGGATTACACATAGTAGCTAATCTAGAAAAACAAATTCTTTTTGA
+AGATGACCGATTAATTGTTATCAATAAACCATCAGGTATGGCTGTACATGGTGGTAGCGGCTTAAGCTTT
+GGATTGATTGAAGCGCTACGTGCGTTAAGACCAGAAGCGCGAATGTTAGAACTCGTCCATAGATTAGACA
+GAGATACCTCTGGTTGCTTAATGGTCGCCAAGAAGCGTTCGACCTTGCGTCATTTGCATGAACAGTTTCG
+TGATAAAAATGTACAAAAGTTTTATCATGCGTTAGTGAAAGGTCACTGGCCGACTAAGTTAACTCGCGTT
+ACTGATGCACTAAAGAAAAATGATTTGAAATCAGGCGAACGAGTGGTAGTTGTCGATAACCAACTAGGAA
+AAGAGTCTGAAACACGTTTTAGAGTGTTGGAACGTTATCGTGGTGCAACACTGGTGAGAGCTTTTCCTGT
+AACGGGAAGAACACATCAAATACGAGTTCACTGTCAAACGAGTGGTCACTCTATTGCTATGGACGCAAAA
+TATGGTCATGAAGAGTTTGACGAGCAAATGAAAAGCAAAGGGTTGAAACGCCTTTTCTTACATGCAGCGA
+GTATTGAATTTACTCATCCAAACACGGAGCAGCGATTAAAAATTGAAGCACCGCTTGAAGCTAGTTTAGA
+GAAACTATTGTCTAAGTTAGTTAAAGAGTAATCCATATGGCGATGTACAAATTAGTTATCTTTGATTGGG
+ATGGCACTTTGATGGATTCTATTGCTCGTATTGTGTCATCAATGCAAGCGGCAGCCGATCACTGTCAGTT
+AACCATACCTACAGTCAAGGGTGTAAAAGATATCATTGGCCTAAGTTTACCTAAAGCTCTTGATATCTTA
+TTCCCGGGGGCTTCTCAAAGCCAAACTACAGCATTGCTTGAGCAATATAAATTTCAATATGTTGAAGGTG
+ATAATACTCCAGCACCTTTATTTGAAGATGCTCTATCGTTATTAAAAGCACTTAAGGATAATAATAGATT
+GTTAGCTGTGGCAACAGGTAAAGGCCGTGATGGTTTACAACGAGTCTTTTCGGCTACCCAAACTGAACAT
+TTCTTTCATGCGTCACGCTGTGCAGATGAGGCACTTTCTAAACCTGACCCACAGATGTTATTGAGTTTAT
+TAGCAGAGCTGAGTGTTGAGCCAGAGCAAGCGGTTATGATTGGAGATACTAATCATGATATGCAAATGGC
+TCAAGCAGCGGGTATTGATAGAATAGGCATTACCTTAGGTGTGCATGATCGAGAGATATTAAACCACTAT
+CAACCAATAGCCGTTGTTGACTCCCTTATCGAGTTACAACAGTTATTATTACCAGTAGTAGAACACTGAT
+AGTGCTTTAACAATTTTAAAAGAGGTAAGTGCCCGTATATTAATAGGTGGGCACTTACCTTTGTGATTCA
+GTTAAACAGTCAGTTTGCTTTGCTCAGCTAGTACATCGATACCATGTTGCTTTAATAGCCCCACGAGCTT
+GATCAAAGGTAACCCTATTAAGGTATTTGGATCATCACCTTCAAGTTTGCTAAATAAGCAAATACCTAAA
+CCTTCACTTTTAAAACTACCAGCACAATTATAAGGTTGTTCAGCATTAAGATAGTTTGCTATATCTTTTT
+GGCTCAGCTGATTAAAATGCACGATAAAAGGTTCCACTAAAGCAATAGTTTTATCTTTTTCACTGTCATA
+AACACATAGGCCGGTATAGAACGTAATACTTTTACCACTAAATTTATTTAACTGAACAACAGCATTGTCA
+AAATTATGAGGTTTACCTAAAATTTCTTCTTCGCATACTGCTACTTGATCCGATCCTATAATTAAAGCGT
+TTGGATATTCTGAACTAACTGCTTTTGCTTTCTCTATTGCGAGGCGTTCAACTAAAGCTTGGGGAGATTC
+ATTTTTTTGTTCGGTCTCATCAACATTAGGTTTTGCACAGTGAAAAGGTAGTTGGAGTTTTTCTAAAATA
+GTTTTACGAAACGGAGAAGTAGAGCCAAGCACTAAGGTTTTCATATTTATCCTTTTAAATATATTCTTTT
+ACTAAAGAGTTTAAGACACATTGAACTAAGTTATTGAGTATTGAGTGAGACCTAAAAGACTTAGAAGAAG
+GTATTGGTTGAATAGAATAGTTATAGTATTCTATTCAACATTAATAGCGCAGCATATAAACCTTTTTACT
+TACTTAGGTAATAGCCGCTTATAGAGCTCAGTGTAAACTGATAGCATCACAAAATGAATGAAGTAATAAC
+TATGCTTAACGTTGTTGCTTATTATAAGCTAGTTACCCAATTGCTAAGTCGAACTATAAATTAATCTGTT
+TAGGCTAACTTGCGGTATTGTATATTTACATAGCGATTGTTGTCGAAACAAACAATTATTATACAATTAT
+TGCTAATATTGAGTCTATCTTGAGCTTTTAAACAAAATAGTGCAATTTTCTTTTGACACTTGCCTGTAGG
+GACTATAATATGCGCGCCTTATGCAGAATCTTAAACTTCCAATAACAATTAGTCCATCCCGTAGCGCGCA
+ACGTAGACTCGTGTGCAAAGGTGTATTTAAATTAGCGGATATGACGAGACTGCTTGCAGAATGCGAAAGC
+GGAAGCGAGCATGTTCAAGTAAGTGTTAAGTTTGATGTGGATGAACGTGGTTTGACAGTAATGTCAGGTA
+CGGGATCGGCATTAGTTGCATTAACTTGTCAGCGGTGTAACGAAAATTTTGATCAGTCACTTGAAGTAGA
+GTTTACTTTTAGTCCTGCCAAAAATGAGGAAGCTGCTGAAAAAATCCCGTCATATTATGACGTAGTAGAA
+TTAGATGAAAATGGTGAAGTAAACTTACGCGAATTAGTGGAAGAAGAGTTAATGCTCATGATCCCATTAA
+TTCCACGGCACAACATTCAAGATTGTTCAGCTGATGCTGATTCAGTTTGGGGTGAGTTGCCAGAAGAGCT
+TGAGAAGCCAAATCCATTTGATGTATTAAAACAATTCAAGTAGTTAATAAGCATACAGCTATTTAACTAA
+TAACCGATTTAGGAGTAACTCATGGCAGTACAAAAAAGCAAAAAGTCTCGTTCAAGACGTGGCATGCGCC
+GTTCACATGATGCAGTAACACCGGAAAACTTATCAGTAGATCCAGTATCAGGTGAAACGCATCGTCGTCA
+CCACATAACTGCTGATGGCTTTTACAAAGGCGTTAAAGTAATCGCTGTTTAAGCGATTACTTCGTTAAAG
+TAAAGTATTAGGCTTACTTAGTTTGAGCTTAAATACAGATCTAACCATCGCGTTAGATGTTATGGGGGGC
+GACCAAGGCCCCCTTATAACAATTTCTTCAGCAATCACGGCTATAAGTCATCAGCCAAATTTGCACCTCA
+TTCTTTGTGGTGATGAAATCATCATTACAGAAACTCTTGCTCATTTTGAAATCACTAAAGAAAATTTAGC
+TACTCATAAACAGTTAAGTATTTTCCCGACCTCTCAAGTTGTTTTAATGTCGGATAAGCCCATTGTTGCA
+CTCAGAACCAAAAAAGACTCATCAATGCGAAAAGCACTTGATCTGGTTCATGAAGGCCGTGCACAGGCTT
+GTGTAAGTGCCGGTAACACCGGGGCCTTATTTTCGATGGCACATTTTGTATTAAAAAATATACCGGGAGT
+AGAGCGCCCAGCACTTATTTCATCATTACCTACCCATGATAAAGATAAACATGTTTTTATGCTTGATTTG
+GGCGCCAATGTGTTTTGTGATTCCCATGTATTATACCAATTCGGTGTGATGGGTTCAGTCATGGCTGAGC
+AAGTGGATGGTATTAATAAACCACGCGTTGCTTTACTTAATATGGGTGAAGAAGCAATTAAAGGTAGTGA
+CCATATAAAACTTGCAGCACTTGAATTAACCGAGAATAAAGATATCAACTATGTAGGCTTCATTGAAGGT
+AGCGATATTTTTTCCAATAAAGCCGATGTTATTGTTTGTGATGGTTTTGTTGGTAATGTTGCATTAAAAA
+CCTGTGAAGGTGTTGCCCGGTTAGTTTATGAGAAATCGAAAACTGCTTTTAGTGCTAGCTTAGTGGCTAA
+ATTATTTGGCTCATTACTTAAACCAAGCTTTAAAAAACTGTTTAAAACCATGAACCCCGACCAGTACAAT
+GGCGCAAGTTTGATAGGATTACGCGGTATAGTAGTTAAGAGTCATGGTAATGCCAATTCAAGTGCTTTTT
+TATCCGCAATAGAAGAAGCAGTAAAAGAAGTTGAAAGGCAAGTTCCTGAGAAAATTAAAACCTCATTAGA
+ACACGGCTTTACTTGTCGCTAACCATGCTTTATTTAGTAAATATTAATTTTACTAAAATATCTTTTTCTA
+AACTAATAATACTAAAATCAACGTGTTTAACCTGAACTCAGTTTAAGAGTTCGTTAATGTATTGAATTAT
+AATGCTTAAGTTGCTTTAATATTGCTAACTTGACATTTTTTCTTAATTCAAGGCAAATTCACGTGTTAAT
+AGCTCGCCTATTACAAGTGAATTTAACGAAGAAGTCAGTAAAGTAGCTGCTAAAGAAATCTATATTAAGT
+AGCGTTCAGGTTATTTATTAACAAAAAATTTAAATAGAGTATCAATATGCAAAATAAATTAGCATTCGTT
+TTTCCAGGACAGGGCTCACAAACTGTTGCCATGCTCAGTGACTTTGCAGAAAACAGTATCGTACAAGCAA
+CCTTTGAAGAAGCCTCTAAAGCCTTAGGTTATGACTTATGGCAATTAGTTAACGAAGGTCCAGCAGAAAA
+ACTAAATCAAACTAACTTTACTCAACCAGCATTGTTAACGGCTAGTGTTGCTTTATGGCGTGTTTGGCAA
+GCAGAGTCGACTGTGACCCCTGATATTATGGCTGGCCACAGTTTAGGTGAATATTCAGCACTAGTGTGTG
+CCGGTGTGTTTTCCCTAAGTGACGCGGTAGTATTAGTTGAAAAACGTGGTGAATTCATGCAAGCCTGTGT
+TCCGGCAGGTGTTGGCGCCATGGCAGCTGTTATTGGCTTAGCTGATGAAGATATTATTAATGCCTGTAAT
+GAAGCAATGGAAACGCAAGTTGTTTCAGCGGTTAATTTTAATTCTCCAGGTCAGGTTGTTATTGCGGGTC
+ATAAAGAAGCTGTTGAGCGTGCTGGAGTGCTTTGTAAAGCCGCAGGGGCAAAACGTGTTTTACCATTGCC
+AGTGAGCGTACCATCACATTGTGCTTTAATGAGTGATGCTGCAGCTAAATTGGCTATAGAGCTGGAGTGT
+ATCACTTTTAACCAGCCGAAAATTGCCGTTGTAAATAATGTGGATGTCGCTGAAGAGATCGCAGGTGAAG
+CAATAAAAGCTGCATTAGTTAAGCAATTATATTCGCCTGTACGTTGGAGCGAAACTATTAGTTTGCTAGC
+AAATGACGGTATAGAAAAAGTGGTTGAAGTAGGTCCAGGTAAAGTATTACAAGGCTTGAATAAGCGTATA
+AATAAATCACTACGCAGTGTTAGTTTCAATACAATGGATTCATTGCAGCAAGCAAAAGATTTAGTGACTA
+GTGAAATCTAACCGTTGTTAAGTAAACGATTATATTTTAGTAAGATGAAATAATTTAATATAAATGATTC
+GTTACCTTATTGAACAAGGTAACGTTATAAAATAAAAAGAGCAGGTAAGAATATGTTTTCTTTAGAAGGT
+AAAGTCGCTTTAGTTACTGGCGCAAGTCGTGGTATTGGTAAAGCAATAGCTACACAATTACAGTCATTGG
+GTGCAACGGTAATTGGTACCGCGACATCAGAAAATGGTGCTAATAACATAACTAAGTATTTAACTGCTGA
+TAACGGTAGTGGTATGGGGTTGGTGCTAAACGTGACAAGTGATGAATCTATCGCTGAAATGTTTGTAGCT
+ATTAAAGAAGCACATGGTTCCATGATATTTCTAGTAAATAATGCTGGTATCACCCGTGATAATTTATTTA
+TGCGTATGAAAGATGATGAGTGGTCAGACATTATTGAAACTAACTTAACGTCTGTTTTTAAAGTAAGCAA
+AGCTGCTATTCGTCCTATGATGAAGAAACGTACAGGCCGTATCATCAATATTGGCTCTGTTGTAGGTACC
+ATGGGTAATGCTGGCCAAGTTAACTATGCAACAGCTAAAGCGGGTTTATTAGGTTTCACTAAGGCCTTAG
+CACGTGAAGTTGCTTCTCGTGGTATTACTGTAAATACTGTTTCACCTGGCTTTATCGATACAGATATGAC
+ACAAACGTTAACAGATGAACAAAAAGAAGGTATATTTTCACAGGTTCCTGCGAATCGTTTAGGTAAACCA
+GAAGAAATTGCTAGTACTGTCGCTTTTTTAGCATCAGATGCCGCAGCTTATGTTACGGGTGAGACAATCC
+ACGTTAATGGTGGCATGTATATGGTGTAAGCCTTGATTTTTAAGGCTTACATTGTTTTTTAATCATATTT
+TTCAATACTTCAACAGGTTAGACCAGCTTAAAAAAGTGAATTAGTTGCTTGCAAGGCAAGCTGTTGACGA
+ATACACTACACGCAATTTGAAAAAATGCACTTTCAGTAAAGGAAATAAAATGAGTAATATCGAAGAACGC
+GTAAAAAAAATCACAGTTGAACAGTTAGGTGTTAGTGAAGCAGAAGTAAAAATTGATTCATCATTTGTTG
+ATGACTTAGGTGCTGACTCATTAGACACTGTTGAATTAGTTATGGCGTTAGAAGAAGAATTTGATACTGA
+AATTCCTGACGAAGAAGCTGAAAAAATCACAACAGTTCAAGCAGCAATCGATTACGTTACTGCTAACCAG
+TAATTGTTAATAAGTTCGATATTATCGAGCTTAGTAAAATAATAAAAGCGGTATACTTAATTGTAAGTGA
+CCGCTTTTTTTTTATCTATAAGATGACGATATTATTCAATAGAAGACTATCATTGAGTAATACCTTCATA
+TTAATTTACTGGCCAGCTTAGAGCTGTATTAGCGAGCTTAAAACAAGAAAAATGAGTTAACTTATAGTAA
+GTCTATACTTCATTTGTTTTGTGATGTTATCAGTTCGCTAATGAGCTTCCGAAGGACAAGTTTAAAAGGC
+TTGCATGCGACGTTATTGATTTTGACAAGGGAATAACTATTCTCTTCAATCAATGCCTTACCTCTAAGCC
+TTTTAATTCTCGCTAAGTGATCAATAAATTAGTACGATTGGTATAATACATTTAATTTTTCGGAGGCCGC
+TCTGTTATGAGACGTGTAGTAGTAACTGGCATTGGCATGCTTAGCCCATTAGCCAACACCGCAGAAGAAA
+CATGGCAAAACCTGCTACTTGGTAAAAGTGGTATAGGTAATATTGATCATTTTGATACCACAGATTACCC
+CACTAAATTTGCTGGTTTAGTAAAAGACTTTGATGCCCAGAATTATATGGAACGAAAAGAAGCCAAAAAA
+ATGGATCTTTTTATTCAATATGGTATTGCAGCGGGCGTACAAGCTTTTAAAGACTCAGGTCTTGAAGTTA
+CTGAGCAAAATGCACCACGTATTGGTGTTGCTATTGGCTCTGGCATTGGCGGTTTAGGCTTAATTGAACA
+AAATCATAACAAGCTAATCAAAGCCGAAGGTAATCCTCGTAAGTTATCGCCATTTTTTGTGCCTTCAACC
+ATTATCAATATGATTGCGGGTCACTTATCAATAATGTTTGGCCTGCAAGGTCCTAATATTGCCATAACTA
+CAGCGTGTACGAGTGGCGTGCATAATATTGGCCATGCTGCCCGTATGATTGCTTACGGAGATGCCGACGC
+AGTTGTTGCCGGAGGTGCTGAAAAAGCGTCCACAACACTAGGCATGGGCGGCTTTGGTGCTGCTCGCGCT
+TTATCTCGTCGAAATGATGACCCTGAAGCGGCATCTCGTCCTTGGGACAAAGATCGTGATGGTTTTGTTC
+TTGGTGATGGTGCTGGTGTTATCGTTGTTGAAGAATATGAACATGCAAAAGCCCGTGGCGCAAAAATTTA
+TGCTGAGCTAGTTGGTTTTGGTATGAGCGGTGATGCTTACCATATGACTTCACCACCTGAAAATGGTGAT
+GGCGCAGCGCGTGCTATGCAAAATGCTATTAATGATGCGAAAGTAGATATTAGTAGAATTGGTTACATTA
+ATGCCCACGGTACTTCTACACAAGCCGGTGATATGGCTGAAACTAATGCGGTTAAGACTGTATTTGGTGC
+TGGTGCAAAGAATGTAATGATGGGTTCTACCAAGTCTATGACTGGACATTTGTTAGGCGCTGCAGGAGCT
+ATTGAAGCTATTTTCAGTATCCAAGCACTAGTGAATAAGCAAGTTCCACCGACGATAAATTTAGATAACC
+CTGATGAAGGTTGTGATCTAGATTATATTGCTGGTGCAGCACGTGATGTTGAACTTGAATATGTACTTTG
+TAATTCGTTTGGTTTTGGTGGTACTAACGGCTCATTAATCTTTAAGAAGATTTAGTTTGTTCTAGTTTAC
+TTTTGATTAGTTATTCACAATTAATGTAAACCACTTGAAAAGTAATGAGTAAGCCTGAATACTAACCTCT
+ATGCGGAGGAAGTCTTCAGGCTTTTTTATGTCAATAATTAATGTAGCGACACTCAATGAAATATTGCTCT
+ATAAATGGTCAACAACAAACAGATATAGCGGTAACTGATAGGGGACTTGCTTACGGTGATGGGCTATTTA
+CCACAGCTAAAATTGTTAATGGCACAGTGGTATTATTAGAAAAGCATATCGAGCGATTAACTCATGGCTG
+TCAGCAATTAAAACTGCAGCTACCTTCAAACATAAGTTTAAGAGAACAATTGGCATCGGTCGTCCAAGGA
+TATTCGCTAGCGGTACTTAAAGTAATGATAACTGCAGGTAGTGGTGGCAGAGGTTACTCTAGAGTCGGAC
+TCAGTGATAATGCTGCAAACATAATCATCATGATATCTGATTTTCCAAGTCATTATGAAACGCTCGCTCA
+ACAAGGAATCAATGTAGGAGATAGTAAATATCAGATTGCGACTAGCTCAATGCTTGGGGGGATTAAACAT
+CTCAATAGACTTGAGCAGGTATTATTAAGAACTGAAGTTGATGAGCGCAGCGAGGATGATCTTATTGTGA
+CTAATTGCCAAGGCGATGTTATTGAGGCGACCAGCTCAAATCTATTCTATTGGTTGAATGAACAGTTATG
+CACCCCTGAAATATCAACCTCAGGAGTTGATGGTATTATGAGACAGGTGCTTATAGCCAAAAACACAGAA
+ATAAAAGTATGTAAAACCTCATTCGAAGAACTTAAATACGCACAAGCTATGTTTATCTCTAATTCTTTGA
+TGGGCATAATGCCGGTAAAAACGTACAATAATCGCCTACTTGACGTTGATGTTGTATTGAAGCTTCAAAG
+ACGAATGAAAGGATTTATTTAAATGATTTTTTTGTCGTTTTCTTGTCAAATTAACTAAGGACAAAGCGTG
+CTCAAAAAACTTATTATTATTACTTTGTTGGCATTACTTGGTGCAGTAGCCACCTTAAGCTATCAATTTG
+ATCAGGCGTTACATACCCCTTTAACAATAGAAAAAAATACTTATTTAAAAGTAATGCCTGGCAGCTCTGT
+TAGCTCATTCGCCAAAAAATTAGCACAAAAACAATGGATACCAACCCGTTTTTGGCTGAGAAATTATGGT
+CGTCTATTTCCACAAAAAGCAAATATTAAAGCGGGTACCTACTTAATAACCAAAGGTACAACCTTAGCGC
+AATTATTAGTCCAGCTCGTTGGTGGAAAAGAGCACCAATTCTCTGTCACCTTTATTGAAGGGACACTTTT
+TAAAGATGTATTAGTTATACTTGCAGGGCATCCTTATATTAAACAAACAATTGATGATAAATCGATTAGT
+GAAATAGCGGTAAAACTCGGCATTGACTCAATAAATCCTGAAGGGTGGTTATTTCCTGATACTTATGCAT
+TCACAGCTGATACGAAAGATATAACACTGCTTCAACGTGCTAACGTCAATATGCAGACGCAATTGAGTGC
+ATTATGGCAGAGCAGAGCGGAAAACTTACCTTACAAAACACCTTATCAAGCATTGATTATGGCCTCGATC
+ATAGAAAAGGAAACAAGTTATATTGCCGAACAACCCATAATATCATCGGTTTTCGTTAATCGCTTACGAA
+AAAATATGCGTTTACAAACCGATCCTACGGTTATTTATGGTTTAGGTGATCGCTATGCGGGAGATATAAC
+CCGTGCACACCTGCGCGAAAAAACGGCTTACAATACTTATAGAATTAATGGTTTACCGCCAACGCCTATC
+GCAATGGCGGGTTTGTCAGCCCTACAAGCTACATTAAATCCAGTAGCGAGTGATTATTTTTACTTTGTTA
+GTGGTGGTGATGGCAAACATGTTTTTAGTAAAACGCTAGCTGAACATAATTTTGCCGTTAAACGTTACTT
+AAAAGAGCAAAGAAAAAATAAATCAAAGTAAACATATGACTGAATAATATAAACTATATAATTGATTACA
+CTCATCGATACAACTGTCAAAAGGTAAAAGCTCAGGTATGTCTACAGGAAAATTTATTGTCATTGAAGGC
+ATGGAAGGTGCTGGTAAGTCCTCGGCTATTGCAGTCATTGAAAGTACCCTAAATAAACATGGTATTGAGT
+ATATTAATACCAGAGAGCCCGGTGGAACCCCTTTAGCTGAATCCTTACGTGATATGGTTAAATCGGTAGA
+TCATCAAGAAAAACTTACTGTGGAAACAGAGTTACTCCTTATGTATGCCAGTCGCAGTCAATTACTTGCC
+AATAAAATATTACCTGCTCTAGCTGCTGGAAAGTGGGTGATAGGCGACCGTCATGATTTAAGCTCGCGCG
+CTTATCAAGGGGGAGGTCGAGGGTTTGACGAAACGATAATGAATACCATCAGTGATATCACGTTAAAAGG
+CTTTCGTCCTGATATTACCCTTTATTTAGACATAGACCCGCATATTGGCTTATCTCGTGCGAAAGCAAGG
+GGTGATCTAGATCGCATTGAATTAGAAAAAATGGAATTTTTTATTCGTGTTCATAATAAGTATCGAGAAC
+TCGCCGAACAAGATGACTCCATTATTACCGTTGATGCAGCACAAGCAATGTTAAAAGTGCATCAAGACGT
+AGAAAAAGCTGTTATTGGCTTTATTACTAACACGGATAAAGGTTAGAGAAGGAATATGCTACAAATTTGC
+CACGAAAAGCAAGTGCAATTGAGCCGACAATACCAACAAGATACCTTAGCACATGCCATTATCATTCAAG
+GTATAGAAGGTGCTGGGCAAGGTGCATTGGCAAAGTGGTTAATTGAGTTGTTAATATGTCAAAATCCGTT
+ATCAACAACTAATGCTGCTGGAACTGAAACCATCAGTGAAGCCTGTGGTCAATGTAAGGCCTGCCTGCTT
+AAGAAAAGTGATAACTATCCAGACCACTTATTGTTGAAGAGCGAGAATAAAACTTTAGGGGTTGACGACA
+TTCGTCGTGGCAATGCATTTCTAGAAAAGACTGCCCACCTAGGCAAGGTGAAAACGATATTGATACCACA
+AGCTCAGGTAATGACTATTGCTGCAGCTAATGCATTACTAAAAACATTAGAGGAGCCAAGTGCCAATAGT
+TATATTGTATTAATTACAGACGATCTTGATAGCTTATTACCGACAATAATAAGTCGGTGTGCTGTTTATG
+CCATTAGACCTATGATAGGCGAGGCCTTGTTGGCACAACTCAAGGTATCGAACCTTGGCGATGTTCAACT
+ATCAAGTAGTGCTCCTTTGACTAATAAAGCTAATGACACTGCTTATATTAATTTATCTCATTTACCTGAA
+TTAACCGATAAAATTGTTCATCAAGAATTTCAGGTTTTTAATCAATATTTATTAGATTATTTACTACATG
+GTCAAAGTGAAGAAAAGTTATTGAGTCAGATTGTTGATAATAAGTACAGTTTACGTTGGTTAGAAAAAAT
+AACCTGTAATCTAATGAGAGAATATTACCTTGTTAATGCAACGGATCAGACCTTATTGCTTATTAAACAG
+AAAATTTCAGTGCAAGTGCTTAATCAAATATATCAAGCTATCATCACTAGTAATAAACTGATAAAATCTT
+ATCTTCAAGCTAATCGACAATTCGTCGGTGAACAGTTACTTATGACGATAAATGATATCGTTAGACCATA
+GATATAGGAGAGCAACTTGGTTCCATTAAACGTAGAGTTTTATTCCGACCGTGATTTATATCTTGGCTTT
+ATGCCCTTTCTTAATGAGGGTGGTATTTTTGTACGTACACCGCGTCAGTACGACTTAGGCGATGAAGTTG
+AATTACATATATTATTGCCAGATGCACTAGAAGAGTCCATCGTTCAAGGTGAAGTTTGTTGGCTGACTCC
+CGTTGGCGCACAAAATGGTACACCTCCCGGTGTTGGTATTACTTTTGTTAAAGATCCGGAAAAAGTTCGT
+CATCAAATTGAGCAAATAATTGCTCGACATTTAAATTCTTCAGAGCCAACACTAACTATGTAGTTTGGTT
+TCTTATCACAACTTAGTAAGTGACAAACGTTCATTATTAAAAAACTATTTTAAAAGCACAGGAGCTCCTC
+GTTGTTTATAGATTCTCATTGTCATTTAGATCGACTTAACTTATCTCTACATGATAATAATTTGGATAAT
+GTTATTGAGGCGGCGACAGCAGCTAAGGTAACTAAACTACTATGCGTGAGCGTTACATTAGCTGACTTTC
+CTGAAATGGCAGCCAAAACAGCTCATTATGACAATGTATATCTTACTTGTGGTGCTCATCCTTTAAATCA
+AAAAGATGCAATTATACCTGAGCAGCTATTAGCATTAAGCCAAGATGACCGTGTTATAGCGATTGGTGAA
+ACGGGGTTAGATTATCACTACGCACCTGAAACAAAAGCGCTACAGCTTGATTCATTTAAAAAGCATATTC
+ACGTAGCCAAAGAATTAAATAAACCACTGATTATTCATACTCGTGAGGCACAGCAAGATACTTTAGCGTT
+ACTTCGTAGTGAAGGGGCAGATCAGGTAGGCGGTATACTGCATTGTTTTACAGAAAACTGGGAGATGGCT
+GAGCAAGCAATTAAAATGGGTTTTTACATCTCTTTTTCAGGTATCGTTACCTTTAAAAATGCCACTGCAT
+TAAGAGAAGTCGCTGCTTTAGTACCTGATGATAAATTTTTGATTGAAACTGATGCGCCGTATCTTGCGCC
+TGTTCCTCATCGTGGTAAAGAAAATCAACCCGCATATGTTGTAGAAGTTGCCAAACATCTGGCAAGTATT
+CGAGGTCAATCTGTTGAAGAAATAGCTAAACTCTCAACGGATAACTTCAACCGTCTTTTTAAGTTATAAA
+TGACTCTTGTTTTGATTAAATCTAAATAAATATTAATAAATTGAATAAAAAAAAGCCCAAACAATCGTTT
+GGGCTCAAAGATTGGCTCAGGGGTTTGAGCCGTGCGCTAATGAACCATTATCTGGTCATTAAGATAAAAA
+CAAAAATAAACTAGGTTTGTAACACAATTAACTAACATCTTAGCAACAAAAACCTTACGTCATGCCAAGC
+TTGTGTAATTAAGTTTAGTGTAAGTTTTTTAAATTGCTAATCTTTTTTTGTTTATTTATATTTACCTTTT
+AAGACAATGCCTTAGCTTGCTTGTAGTGTGACTTTTATTTCTTTTATACTAGTAATTGTCATGGTGATTA
+TACTGGTTTCCCACCAATATCGCATTGGCTTTGCACTGTTTCTGACCTAACTGGTTTAATCACGTAAATT
+GCTATGATATGTCCCTATTTATCGCATGTTTTTAGGCAATAAAGCGAGGCTTTCCTCAGCAAAACCTACC
+CCAGCCTCAGTATAAAAGTTAAAGACTTTATCAATGCCGAATGCTTCTAGTTGTTTGCGTTCATCATCGT
+AGCGGGCTACCGCGGCAATTTTTCCTTTATAATTTGCTGCCGTTAGCTGTTTAGTAATATTAATAATATC
+TTGTACTGAAGGTAACGCGAGTAACACAAGTTCGAGTTGTGATAGATCGATACTTTCCCAAAAATAGATA
+TCTTCAGCATCACCGTAATAGGCTTGCATTCCTTTACTATTTAACCACGTTATTTTTTCCTTATCAGCAT
+CTAAGCCCCATGCAGGACTAGTACCGTGACTATTAATTGCTTGATAAGCCCCCATTCCAACACGACCCAT
+ACCGATGATAACAATAGGGCGCTGGCACGGTTGAGAAAAATTATCTTCTTCAAGTTTGGTTTGTCGTTCA
+AAACGCGATAAAAATCCTCTGTGTTCGGTAAAAATCGTATGGGCGAACCGATAAATTATATTGGTTAAAA
+TAAAGGATATAGCCATGCTTAATGCAAGGATCACCAGCCAATCATTACTTAGCCATCCAGAAGATACGCT
+TAACGCGCCAACAATTAAACCAAATTCACTAAAGTTACTCAAAGATAGCGCGCTTAAGAATGCAGTACGA
+CAACGTATTTTTAATAGGGTAAAAATACCGTAGAACATCAAAAACTTAATAGGAACCAATAATATTAATA
+GTGTCGCTAAACCTAACATCTCTAATGTCGGTATCGCCGTAAAACCAATAGAAAGAAAGAAGCCAATTAA
+AAATATATCTTTAAAGTTCATTAATGCTTTATTAATTTCAGTCGCTTTAATATGTGAAGCTAAGAACATA
+CCAACAAGCAATGCACCTAAGTCACCTTTAATATTGACCAACTCAAATAACTCATAACTACCTAGTGCGA
+GAAAGAAACCCATTAATGTAATTAGTTCACCATGGCCAACATGATTAATAACTCTATTAATTAAGGGTTT
+AATTAAAAATAAACCAAGTAACGAAAAGGCCCAAACCGAGGGTATCTTACCTGTGGCAAAAACTAAAAAA
+GCAACAGCAATGATATCTTGAATGACCAGAATACTGATGGCTAACTTACCATGGCGAGTACGCATCTCTC
+CATTTTCTTCTAATAGTTTTATTACACAAACAGTACTACTAAAACTCAAAGCAAAAGCGATCAATGCAGC
+GGTCATTAAGTCTAAATCACTGAAGTAATTCACCGACATTAACGCGAGTAATTTAACAAAAGTTATGGTG
+ACAACAATCCAAAGTAAGGTATGTAAAGAGCAACCTAACCAAACTTCCGTTTTGAATAGGTTTTTTACGT
+TAAGCTTCAAACCTATGGTAAACAACATGATGGTAATACCTAAGTCACTTAATACGCTTAAGCTTTCATC
+GGCTTGATAACCTGCAATGTTTAGGATAAACCCCGCGGCAAGGAAACCGATAGAGGGGGGCAGAGAGATG
+GTTTTTGCCGCCAAGCCGCAGATGAAAGCGAAAAGTATCCAGATAAAGTCCATAGTATTGCTCTAGTTTT
+CGTTGATTTACTAAACAGAAATGTTTTGGGTATTATTGAAATTATGCAGGTATATATTTTGATAACTATA
+AATCAGCAGATGTTAATTTTCTCAGTGAACACCTTAGAAAGTATTCATCGTATTACAGCTAAGTTTACCC
+TAAAAACAACCTGTTAGACTAGCTTGATTTAACTATTCGTGGCGATTTAGTCGATACCTGTGACCAATCA
+ATATGCATGTTTCAGAGTGCATGGGCAATTTCAATACGAGGCGCGCCTTTGTAGTATTGGTTATTCAGGA
+GAATATGCTCCTGCATTCTCTAATATGCTACATCCATGTAGCGTCCTTACAAAAAGGTGCAACGATGTAG
+TGATGTTGCTCAAGCGCTTCTTCTATGGGGCTAAAAGTGATTTATGCGGCGTTATTCATTTGAACAAGGG
+AGTAACCATTGTTTAAAATAAATGCCTTGCCTAAAGCACTTTTAACTCCCACTGAAATCATGCACTTTGA
+ATGGTAACGGGTATATATTACTTTTGTAACCATTTATCAATTTCGCTATACATAAAATCACGGATGATAG
+GTTGTGCTTTTGCATTGGGGTGTAAGTTATCATTGAGCATTAGCGAAGAATCAATGGCAACATCTGTCAT
+AAAGTAAGCCATAAGATGGGCGCCCGTTTGATCGGTCACTTTGGTATAGCTATCAGTAAACATTTTACGG
+TATCTTTGGCCCAAGTTCGGGGGGATTTGAATTTCCATTAAAGCGACTTTCGCGCCATATTGTTGACTCT
+TGGTCACCAGCTCAGTTAAATGTTTTTGCAATAACTTCACTGGAAAACCTCTGATACCATCATTACCACC
+CAATTCAATTAGCACATGGCTAGGCTGGTGAGCGTCAAGCCAAGCATCAATTTTTAATAAGGCATTATCC
+GTAGTTTGACCACTGATCGCTGTATTTATGATGGTGACAGGTTTATTATCTTCTCTATATTTATTTTGTA
+ACAAATGAACCCATGCTTGTGCTTGCTCAAGTCCATAGCCAGCGCTTAAGCTGTCACCAATAAGTAAAAT
+TTTATCATTTGCCATGCTGGTAAATGATAGGTTTGTCAAAATTAAAATAATAATAGATTTTAGGATAAAA
+CGAGTCATGTCAGTACTTTCTCAGTTAAATGTTATTCAAGTGTCAGGGCTTACTAAGCGTGTTAGTACAC
+TTGAAGGAAGCCTTACTATCCTTAGCGATATAAACTTTTCTGTCAAGTCGGGAGAATCAGTAGCTATTGT
+TGGTGCTTCAGGTTCAGGTAAATCTACGTTATTAAGTTTATTAGCTGGATTAGATGTTGCGAGTCAAGGT
+GATGTGCACCTCGATGGCGAAGCCTTAAGCACACTTGATGAAGAAGCGCGTGCTCAGGTAAGAGCAGAAA
+AAATTGGCTTTGTTTTTCAATCATTTATGTTAGTGCAAAGTTTAACCGCACTTGAAAATGTAATGTTGCC
+AGCAGAGCTCGCAGGCGATCATGATGCTAAAGCCCAAGCAATTGAGTTATTGGATAAAGTAGGACTGTCA
+CATAGGCTTGAGCATTACCCATCTCAACTATCAGGAGGTGAGCAGCAGAGAGTTGCAATTGCGAGAGCAT
+TCATTGGCTCACCTAAGATACTTTTCGCTGATGAGCCTTCAGCGAATCTCGATAGTAAAAATGGACATCT
+GATTGAAACATTATTATTTGATTTAAATAAACAAAATGGAACTACGTTAGTACTAGTGACTCACGACGAA
+CAGTTAGCGAAGCAATGCCAGCGCATTATACATATTGAAGGTGGTCAATTGGAAAAAATTAGTGAAGGAG
+CAGCTGTCAATGTGGGTTAAATTGGCTTTTAAGTTATTCTCACGAGAGTTCAGGCGTGGTGAATTAACTA
+TCATCTTTGCAGCAATAGCGTTGGCAGTACTTACCGTTTTTAGTTTGTCTGCAATTACAGAACGAATTGG
+TTTAAATATCGCACAAAAAAGTAGTGACTTTATTGCCGCCGATCGCCGTTTGTCTAGCAATCACGCTTTT
+GATCCACAACTACTAACAAAAGCAAACGAACTTGGGCTAAAAACGGCAAAGGTACTCTATTTTGACTCCA
+TGCTGTTTGCTAATGATGAATTGGTATTAGGCTCAGTAAAAGCGGGTTCTAATGCTTACCCTCTCAAAGG
+TAAGCTTACTATTAAGGACAACTTAACCAGCCAAGCATATGAAGTTGCTACTGGTCCTAAGGCGGGGTCA
+ATTTGGCTTAGCGAAGGTTTATTTTATACGCTTAATGTAAAGGTCGGCGATAATGTTGAATTAGGTGCGG
+GGATTTTTAACGTCAGTAAAGTGTTAGTGAAAGAGCCTGATGCGCCATTTTTCTCTTTATCTGGTAATAA
+ACGCGTACTATTAAGCTATGAAGATATTCCTGTCACCAAAGCTGTTCAAGCGGGCAGCAGGGTATTTCAT
+CGCCTACTTTTTGCTGGAAATGAACAACAGCTGAGTAATTACTATGCTTGGCTTAAGCCACAACTTAAAA
+GTAATCAAAACTGGGAAGGGATTAAAGATAGACAATCCCCTTTGGGAAACAATTTAGACCGAGCAGAGCG
+ATTTCTATTACTCGCAGGTTTATTTGGCATTATGTTAGCTGCCGTTGCGATGGCAGTTTCAGCGAAACGT
+TATTGTGAACGACAATATGATCCCGTTGCTATGATGAAAACGCTCGGGGGTAGTCGTAAAGTTATTCGTA
+ATATATTTCTTTTGCACCTTAGTTTAGTGACCGGCTTTTCTATTATCGCCGGTTTACTGTTAGGCTTTAT
+TCTGCAAACCATTGGTGCTGATTATTTAGCAAACTTCATGGGCACTGAGCTACCACAAGCAGGCATGCGT
+CCTTGGTTATTATCTGGTTTTATTGGGCTAATTTGCGCGTTAATGTTTTCCCTTAAACCCTTACTCGATT
+TATTTGATATTCCTCCACTGCGTGTCTTACGTCGAAACTTAGGTGATACCCTCGCACTGAGTCGACTTCA
+TCTTTTCCTCTCGTTTATGACTATTTTTGTTTTAATGTGGTTATTTAGTGGTGAGATCGTTACCACCTTA
+ATTTTATTTGCCTCTACTTTATTAGTGATTGCTGTTTTATTTGGTATATCTCGATTATTATTTGCTGCTG
+GGCGCAGTTTAGGGCTTAGACCTGGCTCTAGTTGGTCATTAGCGATAGCGACATTACAAAAAAGAGCCAA
+TGCTAATGCGATTCAACTGATCAGTTTCGCGTTAGCAATTAAGTTAATGCTATTTTTGGTTGTTTTAAAA
+AATGACATCATTACAGACTGGCAAATGCAAGTTCCACCTAATGCTCCTAATATGTTTATCATTAATATTA
+GTGAGCAAGAAGTCGATCCAATTACGCAGTTTTTTACCGATAACAACATTGCCCATGAAGCGTTTTATCC
+TGTTTTTAGCGGACGAGTTGATGCGGTTAATGGTGAAGAGTTTGCTCGAAGCGTCTCAAAGCAAGAAGGC
+GAAGAAAAAGATGAAGACGCGAGAGAAGGGGTCAACAGAGAGCCTAACTTAACTTGGTTAGAGTCTTTAC
+CAGAAGGTAATGAAATAACGGAAGGAAAATGGTTCACGAATGGAGATACTGGTGATGAGATTGAAGTGTC
+CGTTTTTGATGGTTGGCAAGAAACGCTCGGGCTAAAGCTGGGCGATACCATCACTCTATTAGTTAATGAA
+CAACCAATAGAGGCCAAGGTTACTAGTTTTAGAAGTGTTGACTGGGGATCACTAAAACCTAATTTTGTTA
+TGATTTTAAGCCCGAATATGGCTGGTAATATACCAGTAACCTACTTTAGTGCTGCGAAATTGGAAGATAA
+ACATACCAAGGATATTAGCCATTTATTACAACGTTACCCAACGATAAGTATGATTGATATCAAATCTCAA
+ATAGAGCAAGCCCAATCGATTATTGCGCAAGTCTCCTTAGCGATAGGCTTTGTTTTATCAATTGTATTGA
+TAAGTGGTGCTTTAGTGCTTGTTTCACAGGTGCAAGCAAGTTTGGCAGAACGTATGCAAGAAGTGGTGAT
+ATTACGAACCCTAGGAGCTAAAGGCCGACTGATCAAACTTGCAACGCTTTATGAATTCATGCTATTGGGA
+GCTATCGCTGGCCTAGTTGCGGCAATAGTAAGTGATGTGGCTTTACTGGTCATTCAACAACAACTCTTTA
+ATGTTGAAGGCCGAATGCATCCATATATTTGGTTATTAGGACCGTTAAGTGGCGCTATTTTTGTTTCTGC
+TATTGGTTATTTTATGGTGGCAAGAACTATGAGACAAAATACCCAAGGCCTATTAAGAAAGATTGCTTAA
+CCTAAGTAATAAGTGCTCTGAGCTGATTGCTGAGGGCACTAATAGCTATCTGATAATAGTGATTTAATGT
+GAGTACATAACTAATTGATTACTTGGACTTAAGCATAAGGTATATTGAAACGATAAATAGTTAAGGAATA
+ATTTTCATGGTTTCAAGTTCAAATAATAGCTCTATTGCGAAAGCATTTGTAACAGTCGCCGCTATTTTTA
+TCATTTTTGCGGGTATTAAAACCGCGGCTAATATTTTAGTGCCGTTTTTACTTTCAGTATTTATCGCCAT
+CATCTGTAACCCATTAATCAATAAAGCCAGTGAGTATAAAATACCAAAGGCTGTTTCTGTCATTTTTGTT
+ATAGTTGTCTTTGTTACTATGGCTGTGTTTTTAACGGGATTAGTGGGCAGCTCTTTAAATGAGCTTTCTC
+AGCAGATACCTCAGTACCGAATACAACTCAAAGAACAATTTACTTGGTTAACAAGTTTCCTTAATAGTCA
+TGACATCCAACTTTCTTCATCGATAGTGACTGAATATTTTGACCCTGCTGCAGCGATGGGGTTAGCGGCT
+GATATGTTATCCAGTTTTGGCTCTGTGATGACAAACTTGTTTTTGATTATTTTAACTGTTGTTTTCATGT
+TGTTTGAATCATCGACGATTCCACATAAATTACATTTAGCATTAGATGATCCTCAAATGCGTTTAAATCA
+AATTGAACGGTTTTTATCTTCGGTGAATCAGTATATAGCCATTAAAACACTGGTTAGTATTGCCACGGGT
+TGTATTGTGTCACTGATGTTATGGATCTTTGGTTTAGACTTCTTTTTACTCTGGGGTGTATTAGCGTTTC
+TGCTTAATTATATACCAAATATCGGTTCTATTATTGCCGCAGTGCCACCAATGACGCTCGCTATCTTACA
+ATTAAGCATAGGGGAGGCCGGCGCTATCGGTTTAGGTTTTGTTTTAATAAATATGGTAATGGGTAATATT
+ATTGAGCCTAGGTATCTAGGTAAAGGTCTAGGGCTATCGACTTTAGTTGTTTTCTTATCTCTAATTTTTT
+GGGGATGGTTGCTTGGTACTGTAGGTATGCTATTAAGTGTGCCACTGACCATGATATTAAAGATAGGGTT
+AGAAAGCTCACCAGAAGGTCGTTGGTTGGCTGTCATGCTAAGTGATGAAGTTGAACTGGTCGATAAAACC
+GAGCAAGCTTTACTTGATTGAGAGCTTGATTAAAAGCTTGATTAAGATGTTGCTCGGCTAACTTTCTAAA
+GAGTGGGATTAGTCGTTATAATTTTACTGAGTTCGGTGATTCTGTTCTGGCTTGATTGTACATAACAAGT
+TTTATAGACCAAGTCTGCACCTCTTTCGGGTGATATTACGAAATATTGCCCATTGGCTATTTCATAAAAA
+CAATAAAAACAATAAAAACAATAAAAATAATAAAAATAATAAATGTTTAATGTAAAATACCGATGAACCA
+CTATAGTTAGGGAATAACTTTGTCATTTATGTAAAACAAGGGAATGTATATGTTTATTACATCGATAAGA
+CTATTTTTACTCACCAGTATGCTGTTAGGTGCGGTTGCTTGTAATAGCGACAAAAAGTTTAAAGAGCCTG
+ATCAATCTGTGGCAGTTGCTAATTTAGCTCCGAGTGTTGCCATAAATAGTGAGTTAGAAGTTGTTGAAGG
+ACAAACTTTATTTTTGGATGGCAGTGAAAGTACAGATCCTGAAAATGAAGCTTTGACTTATCAATGGTCA
+CAGATTTCAGGTGTGTCTATAGCGCTTATAGGTAGTGATAATGCCGAGAGCAGTTTTATTGCTACTGAAG
+TAGATAAAGATGAAACTTTAGGGATACAGCTAACAGCGACTGATCCACAAGGTAATTCATCAATGGCTTT
+ATTTGAAGTAACTATTAAAAATAGGATTGAGATCAGCGAAATTGCATTTGTAGATAACAATCTATCTGAA
+TGTGTGAAAGCCTTGAACGTAAAGTATGCTGACCAAATTACCGAACTAATTTGTATTGATAAAGGAATTG
+TTGATGCTAATGAAGTTGCAATGTTAGAAAATTTAGTACTATTAAATTTAACTAATAATGAACTAAAAAC
+GATTGATATAAGCAAAAACAAGGCATTACGTCATCTTTGGTTGGGTCACAATGGATTGTCTGTAATCGAT
+GTCACACATAATAAGCTTTTAGAGATTATTTGGTTGTATTTTACTGAGATAAGTGAAATTGATGTATCAC
+AAAATCAGCTGTTAACGTCGCTTATTTTAAGTGGTAAAAATCTCACGTCATTAAACGTAGAAAAAAATGT
+AGAACTAGTTGATTTATACATAAGCTTTACATCAATTAGTACTTTAGATCTAAATAACAATGAAAAATTA
+GTCAGCTTAAGAGCGGAAGATACACCATTAACTTCTATTGATATATCAAATAATAAATTGTTAGAGGCGT
+TTTATACTAGCATTAATGAATTAACATTCCTCGACCTGAGTCAAAATGTGAAATTAAAAGAATTGCACTT
+ATGGAAAAACAAGCTAGCTTCTATAGACGTTTCCGCAAATGTAGAACTGACTTATTTACTTATATCGGAT
+AACCAATTATCTTCGATTGATATTTATCAAAATACAAAATTGACATTTTTGACGCTATCAAAAAATATGC
+TGTCAACAGTTAATGTTTCTCAAAATACAGAGTTAACGACTTTAGATTTATGGCGGAATAATTTTACCAA
+TTTAGATGTTAGTATGAACACTAAATTAAGCAAATTAGTCATACGTGAAAACCCCTTTTTTAGTTGTACA
+AATATTGAGATTATAACCGAACAACTTCCTGGAATTGAGTTTTTATATGATACAAATTGTCAGAATCCAT
+AACTAGTCAATGCACTGACACTAGTTTATGCAATATTGTAGGTTGCAGGTTTTGTTATTTGCTCAATGTC
+TATCATTGCGGCGGTAACAAAAAAGGATACTGATCATTTTACAATTAAGTAAAGGAGAAACTATAGCTAT
+AGCCTTTCGACTTTAGGCGTTTCCTTATTACTGTTTTTGGGGCTGGTTATTGAGAGTGTGTTATTAACGT
+GCCACTGACCATGATATTAAAGATAGGGTTAGAAAGCTCACCAGAAGGTCGTTGGTTGGCTGTCATGCTA
+AGTGATGAAGTTGAACTGGTCGATAAAACCGAGCAAGCTTTACTTGATTGAGAGCTTGATTAAAAGCTTG
+ATTAAGATGTTGCTCGGCTAACTTTCTAAAGAGTGGGATTAGTCGTTATAATTTTACTGAGTTCGGTGAT
+TCTGTTCTGGCTTGATTGTACATAACAAGTTTTATAGACCAAGTCCGCACCTCTTTCGGGCGATACTGCT
+AGGTATTGCCAACGACAATCATTTTCCCTATAAGTAATAAAGTTATTTTGCGAACGCTTAAACATTTTTA
+AGGCAGAGTAACGGCCATTTACTAAGGCTTTCTCTTCTAAATTAAAGGTATGTAAATTTACCCAAGTTTG
+TAACTCTCGATCGACAAGGGATATCACACCATCTAAACACCTAGACATTGGAGCAGAAGATATTTTCTCA
+GCATTTTGTTGCTGACACTCTTCAATGTTTTTGGCCGCATGAACAGGGTTAATCATCAATAAAGGACATA
+AAAATGTGGATGCTAAAAGTATTTTATTACGGATCATTTTTCAGTTGTAAGCTCTAGTTGATATGAGTTT
+AATTACGCTAATGTTTACTCGTTATCTTACAAGTGAACGAGTAAACATTAGGGCTGAGTTTAGTTGTTTA
+TTTTATTTATTAAGCAGGTAATACTTTTTTATAAGGTTTAACCGTTACTTTTTTATAAACACCAGCACTG
+ATATAAGGATCTTCATCTGCCCATGTTTGTGCGGCAGCTAAGCTATCAAATTCTGCAACAATTAATGAAC
+CAGTAAATCCAGCCTCACCAGGTTCTTCACTATCAATAGCTGGACATGGACCCGCTAGTAACAGTTTTCC
+TTGCGCTTGTAAGTCTTTTAAACGTCCAATATGCTTGTCGCGAACAGATAGGCGTAAGCTGAGTGAGTTT
+TCAACATCTTCACTGTATATAACATAAAACATGGAATGGTTTCCTTTAAACAATAGGTTAGTTAGCCCGT
+TTTAAATAGAGCTGTTAAGTAGATTCTTTAGTTTTTTCATTGTTAATGGTATCGGTATCATTTATCTCTT
+CTTCTACCTCTAAGTACTTGTATAGAAATAAAATAGAAGTGATAGAGAAAAGAAACATTAAGCCGGTTAG
+ACCAAAGACTTTAAAGTTTACCCAAGTATCAAGGTCGTAATTAAAGGCTATATAATAATTTAGTCCCGAG
+CAAAATAGAAAGAATAAAGCCCAAGCGAGGTTTAATCTTGACCAAATGTTTTCTGGTAGTGATAACGACT
+CAGCTAAAAATTCTTTAATAATATTTTTGTTGAAAAAGGTATTACTCACTAATAATGCAGCAGCGAAAAA
+AGCATTAATAATGGTTACTTTCCATTTGAGAAAAGCATCATTTTGCAAGTATATTGTTAGGCCGCCAAAA
+ACAACAATCAAACCAAAAATTATCCATTGTTTAGCGGGAATTTTTTCTTTCTTGATTTTATAGTAAAAAA
+TTTGCACGAAAGCGGCGACAATTAAACTGCCAGTAGCCCAGTAAATTCCGGCGATTGAATTAATGATAAA
+GAAAATTAGAAGAGGAAAGTATTCAATAAACAGTTGCATATAATACCGAAATTAAAGATGGACTTAGAGC
+GATATTAAAAAGTATCGCCTACGAATAACGTGATTTTAACGAATGCGAGTTTAATAGCCAAGCTTATATT
+TGTTTAATACCTAACTATAAAGACTTTATTTTGCCATTGTCATTGATCTTTATCAACGAAGCGGCTTTGG
+GGAATTGTACTTTGGTCAATAGCAGGGTACTTTAGCATCAAGTTTAATAACCACAGATAATCGTCTCCCA
+TGGCAACTGACAAATTATTTTATCAAGAACAAAGCAATGAAGTATCATTATTTAACTATGCTTTTGAACA
+TCAACTTCCTGTATTGATCAAGGGGCCAACAGGCTGTGGTAAAACACGTTTTGTTGCCCATATGGCCGAA
+AAACTTAATAAGCCTTTATATACAGTGGCTTGTCATGATGATCTCACTGCAGCAGACTTAGTCGGTCGAC
+ATTTAATTGGTCCTAATGGCACGTATTGGCAAGATGGTCCATTAACACGTGCGGTACGTGAAGGTGGCAT
+TTGTTATTTAGATGAAGTGGTTGAAGCACGTAAAGATACTACGGTCGTTTTGCATCCTTTAGCTGATGAC
+CGCCGGATATTACCTTTAGAACGTACCGGAGAGCTGCTCGAAGCTGCTCCAGGTTTTATGTTGGTGGTTT
+CTTATAACCCCGGCTATCAAAATTTATTAAAAGGTATGAAGGCAAGTACTAGACAACGTTTTGTCGCTTT
+ACGTTTTGAATATCCTAGTGCAGAGCTTGAACAGCAAATACTGATAAAAGAAGCTGGCGCTGACCCTCAT
+CTAGCCTTTAAATTAGTTGAGCTAGCTGGTGCGTTACGCCGACTAGAACAAAATGATTTAGATGAAGTCG
+CTTCAACCCGATTGTTGATTTATGCAGCCAGAATGATGAGCTCTGGTATGAACCCGTTGGATGTTTGTCG
+CTGTTGTTTGGCTGAGCCATTAACGGATGATCCTCTAACGGTGCAAGCTTTGATGGATGTCGCCAGAATT
+TACTTTGACTAGTTATCTAGAGATTATATGACCAATCCATCAATAGCGATTGAACTCCCTGATAAAAAAC
+TGCCTGGTGATTTAGCCATGTGGTTTTTCATTTTGGCTGAGTTAACTGTATTTGCCATTTTTTTTATTGG
+TTTTTCCGTCAGTGAACAGTTAAACGGAGAAATGTTTAGCCAAGGTAAAGCGCAGTTACATCAAACGGCA
+GGTTTAATTAATACCATTGCGTTAATCACCAGTAGTTTTTTTGTTGCGATCGCATTGACTAAAATACATA
+AAGCGCAAGCTAAACAAGCGGTACTTTTATTATTAACAGCTAAAGCTTTTGCTATCATTTATATTTCGGT
+CAAAATTTGGGAATACCTTTCATTATTTGAGCAAGGTATAACGATTGAAACGAATACCTTTTTCACCTTA
+TATTTTTTAATTACTGCTTTTCATTTAATGCATGTTTTATTGGGCATGGTTATCCTCGCCTTCATTGCTT
+ACAGCGCTTGGCAGGGTAAGTATCAAAATAATGAGATTTCTGGCTTTGAAGCCGGTACGAGCTATTGGCA
+TATGGTGGATTTATTGTGGATTATTTTATTTCCGTTGATATATGTTATTTAGTTGAATCTGATTATCAAC
+ATAACTTAATTTATGCCTAAGGGTAATGTAGTGCAAAATAATAAAACCGTTAATATAGCCGCGGCAACAA
+AGAGTTGGCTTTTACTTATTGCATTAAGTGTTATTGCCATTTATTTACCAGAATTTATTGATCATAGAAG
+CTTTTATACAATTGCAGCGTTAGTGATTGTCGTAATAAAAGGTCAACAAATTGTAGATATATTCATGGAG
+CTTAATAACGCTCCTAAGTTTTGGCGTTTACTCTTCTTAAGCTATATTACGCTGCTACCTTTAATTATTT
+CTGTCATCTATTTAACTTAATTAAAGCTTATGGGTTTATTTAATTTCATTCGATCATAAGATCAAGGATG
+GGAGTATGATTAATCGAGGTCCTAGCCCAAGTGGAAACTTCGCGGTAATTTGTCAATCTTTATACTTAGC
+AAATTTACTGTTATTACCCGGCATATTTTTTTTAGTCTTACTTTACTATTACCTTCAATATCAGCAACAT
+AAACTTCAGGATGGTGTTGTCGAAGTCCAAGTTGATAATAATAAAATAAGAATTCGAAATCTCGGTATCG
+GTAAAGTTCACCTAATAAGAAGTCTACAGCTGTCTGTTCTAGCGGGAATTTTACTTGCGCTAGTACCGTT
+AATTGTGATTTATTTTTCCTCACAACTAAAATCATCGATCATGGTGGGATTAATTTATTTTATTACTTTG
+CATACCGGGTTTATTTTGATCGGCATGTTAAACTTATCTCGTGCAATGGCGAAAAAACTGCCTCTTTTTT
+AATTCCTCGTTATTCGCTTATCCCCACAAACCTTACTTTATCGTTACGCTCAAAAAAGAGCGTATTGAAA
+TCCGAAAAAAGTTTAGAGCTACCTTACTTGGCTACACGCAGATAAAAATATCCGATAGTGTGCAAGACCA
+CTTCTTTTCACTGACCCCATTTTAAATTTTGATAAAGCAAAATAACTTTCTGTTGACCCATATCACGGCA
+AAGAGCCATTTTATTGATACAATATAACTACTATTTATTTAAATGAATGTATTACGGTTATGGAAGAGTG
+GGTTGGTGGACTTTGGCATAAATATATTACTCGTAAAGCAAACCCCGAGTTTGATGACGCACGCGTAAAT
+TTCGATCAAGTAAGTAAATCAGTCTCGATGGTGTTTCGCGCACTAGGTGGTGATGTTGTTAAACGTGTCG
+AAGCGGCTACAGGAAGAGAGTATTTAACGCGTAAAAGCTTTTTGCAAAAAATATCGGGTGATAACCAACT
+GGTAAGTCTTGCTTGGCAAGATGAAGAAAGCCTACGCTTACCTGAGTCATTAGCAGTATTTAATGAAAAA
+GCACTTAATTATGATCTTTATATTTGGTTAGCTGTTCTAGCTGCCCATCATAGTGGCAGTTTTCGTCATT
+GGGCTAAAGACAATCAAGCATTAGTCGTCGCCGTATTAGAAAAATTCCCCGCGCTACATAATCGATATCG
+CCGTTTAGCCAAAGCATTTGTTGATATGCGTCCATCGCTAGATCAAATGCCCGCGGTAGAAAGAACGATG
+GAGCAATCAATCAGGGATGCCATCCTAATTCCTGGTTCCGTTAACGAATTCCCAGTGGTAAATTTTGCCC
+CACAAGCGGTATATTTGTGGCTTTATCCTTCTGCTAGTAGTGATGATGTACTTATGGCAGATATTGATGA
+AGATGAGCTATCAGATGAAAACGAAGATCAAGATGGGGAGAAGAAATCAGCTAAAAAAGCGCAGAGTTCA
+AGGAAAAAAGCCGAACGTGTAGATTCTGATGATAGTCGCGGTGGTATGATGATCTTTCGTCTTGAAAGCT
+TGTTCTCTTGGAGCGAGTTTTCAAAAATGGATCGTGGTAAAGATGACAGTGATGAAGATGAAGAAGATTA
+TCAAAGCACTATTGATGATTTAGATAAAATTACCTTAACCAAGAAACAAGAACATCAAAAAAGTGGTCAG
+ATAAAAATAGATTTAGACTTACCTTCGGCATCTGAAGATGATATTCCGCTAGGTGAGGGCATAAAGTTAC
+CGGAATGGAATTATAAAACGCAAACGTTGCAAGAAGATCGTTGTTTATTGCAACCTATGTTACCTCGTGA
+TGCCACGCCAACAAAATTACCAGTGAAATTGCAAAAAACCGCAAGAATGATTCAAGCACAGTTTGAACAG
+TTACGCAGTGTTAAATATTGGTTAAAAGCTCAACCTCAAGGCGAAGAGCTTGATTTAAATGCTTGGCTCG
+ATTTTCATGTTGAGAGTAAAACGGCAGCGACAGCGGAAAAAGGATTATTTCAATCATATAGAGGCAATAA
+TCGTGATTTGTCTTGTTTATTATTAGCCGATTTATCAATGTCGACAGATTCCCATTTAGATAATGACAAT
+CGTGTTATTGACGTAGTACAAGACAGCCTATTGCTTTTTGGTGAAGCATTACAGTCGGTTGGTGATAATT
+TTGCTATGTATGGATTTTCTTCAGTAAAACGAAGCAATATTCGCTTCACTATGTTGAAAAACTTTAATGA
+AAAATATAATGACCATGTAAGAGGACGCATACAAGCGATTACGCCTGGGTTTTACACCAGAATGGGCGCG
+GCAATTCGTCAAGCGACAAAGGTTATTAGTGAACAAAAAACGGCAGACAAACTTTTGCTTATTTTAACTG
+ATGGTAAACCCAATGATATCGACCACTATGAAGGTCGCTTTGGCATTGAAGATACTCATCAAGCAATTAA
+CGAAGCAAAACGACTAGGTATCAAACCTTTTTGTATAACGATTGATGTTGATGCACAAGAATACTTACCT
+TATTTATTTGGTAATGACGGTTTTACACAAATATTAAGACCAGCTCAATTGCCATTACGTTTACCGCAAT
+TGTATCATCAGTTGACCTCACAGTAGCTGTGCACAAATGAATATTAAAAGGGAACTCGTATGAGCCAAAC
+AACTAAAACGTGTTTGTTTTGTCAAACTGAAAATACCTGTGAAGGTGAAAAAAATCAATGTCAGCATTGT
+GGTATGGAATTGCCCGATAAACACCCAAATGATAGAAATACAGGGGTAAGGTTTTTTTTTAAAGCTTTCT
+GGCTTATCGCGTTATTCTGTATTGTGATGGTCTTTTATTTACCACGCTAAAATGTTTATAGACTGGTTTT
+AGTGTTAAAGAAGCCCAATCGATGACATGTTAAAAAGCGTAAGTAAAATTATTTTCTTACGCTTTTTTCT
+TATATAAAAAAACAGCCTTTTCACTACGACACCTAAAGTCGAACGTGCTGAGAGATAACATGGTAAAACT
+TAGCCTCAGTGATGCTATTTTATTGCAATACATAATGGATTGAAGTTGCTTGGGCTAGTCAAGGCTATGT
+AAACGTATTGTGCATGCCACAGAATGGTTGCATAGTAAGTTTGTCTAGTATCTTATTTACAGTGACTAAA
+ATTTTTTATAGGGAGCTTTAAGACAATAAGTCGGATGGTATATTAGTGGCTTTTTTCGTTATCACCAGAG
+CTAAGCCACGGGTGATGAAAGTATTAGTATGAGGAGTTAGTACTATTCTTCTATTAACAAGGTAATATCA
+GTTACAGGTACGCAGCAGCAAGGTAAAATTTCATTGTCACCGACATAAGCTAAAGGCTCACCTAACGGGT
+AGTTAATTTCACCTTCTACTAACGTAACTCTGCATGCACCACAAAATCCATCACGACAATGGTAATGCAC
+TTCTACATTGGACGACTCTAAACAATCAAGTAACGTTTGTTCATTATTATCATAATGAACAACCTTACTT
+TGAACGTTAATTTTTAGCTGCAATCTGACGGTATCCTTCACATCTTGATTCGTATTTTCTACTTTTATAC
+ACTTTGAAAGCACTCAATTAAGGCAAGTGCCATCAGTATACTTGCCTACAAATCAAAATCGTCAAAGTCA
+TCTGCATCAACGGAAGAATCTACTTGGCCGACTAAATAACTCGATATTTCAGTCTCTTGTGGCGCAACCT
+GCACGTTATCGCTGACAAGATAAGCATTCATCCATGGTAACGGGTTACTCTTAATGTCAAAAGGTGCACC
+AAAACCGATGGCGGTTAAACGCTGATTAGAAATATATTCAATATATTGATTTAAAATATCGGCATTCAGT
+CCAATCATTGAGCCATCTTTAAATAAATACTGGGCCCATTCTTTTTCCTGCTCGACAACATCTAAGAAGA
+TTTGTAAACCTTCATCACGAAGTTCTTCACTAATAATCTTCATTTCAGGATCATCTTTACCTGATCTCCA
+ATTATTAAGAATATGTTGAGTACCCGTTAAATGAAGTGCTTCATCGCGTGCAATCAATTTTATAATTTTG
+GCATTGCCTTCAAGTAATTCACGTTCTGCAAAAGCAAATGAGCAAGCAAAACTTACATAAAATCGAATAG
+CTTCTAATGCATTAACAGAACAAACAGCAAGGAATAAACGTTCTTTAAGTTTTCTGGTTGATACTTCAAC
+TGTTTTACCTTCAACTTCATAAGTTCCTTCACCTTGTGATTGAAGTAACTGAGTGGTCAGAATGACGTCA
+TCAAAAAACTTAGCAATACTTGAAGCACGTTTTAAAATGGCTGGATTAACGATTATATCGTCAAATATTT
+CACCTGGTTCAGTAAATAAGTTACGAAGAATATGGGTGTAAGAACGTGAATGAATGGTTTCACTAAAAGC
+CCATGTTTCTACCCAAGTTTCTACTTCAGGTAAAGAAACCAAAGGAAGTAATACTGCATTAACAGAACGT
+GCAGCCATTGAATCTAAAAGTGTTTGGTACTTTAAGTTAGAAATAAATATGTGCTTTTCTGAATCGGTAA
+GGCTCTGCCAATCAGCTCTATCTTTAGATACATCTACTTCTTCTGGACGCCAAAAAAATGATAATTGCTT
+TTCAATTAATTTTTCAAAAGCAATATAACGTTGCTGATCGTAGCGAGAAACGTTAACGCTATTACCTAAA
+AACATTGGCTCTAAAAGTGCATTGTTAGGTACTTGATTAAACGTGGTATACGTCATGTTTTTATTCCTTT
+GGGACTACAGTGCTGTAGTAGCAAAAGCCTAGTACATTGCTAGGCTTTATATAGTAAGTTTGAGATATAA
+GAGGGTTAAGTAAAAAGATTAAATTTTACAAGCTCCGCCAGCACAACTATCGTCTTCAATTTCAATATCA
+TCGCTCGCACCATCACGGGTGTTATGGTAATAAAGTGTTTTAACACCCAGTTTATAGGCCGTTAGTATAT
+CTTTTAAGATTTGTTTAACGGGGACTTTACCGCCTTCAAATTTATTCGGATCATAATTAGTATTTGCTGA
+TATCGCTTGGTCGACAAACTTTTGCATAATACCAACCAATTCTAAATAGCCTTGGTTATCTGGAATATTC
+CAGAGTAACTCATAATTGCCTTTTAGTTTTTCATACTCAGGAACAACTTGTTTCAATACACCATCTTTAC
+TGGCTTTAATGCTTATTAAACCACGAGGTGGCTCAATACCATTAGTTGCGTTAGATATCTGTGAAGATGT
+TTCAGATGGCATTAATGCAGAAACTGTTGAGTTTCTTACACCATGCTTTTTAATACTTTCACGTAAACTT
+TCCCAATCTAAATGAAGTGGTTCACCGGTAATGTCATCGATTGTCTTTTTATAAGTATCAATCGGTAAAA
+TTCCTTTAGATAAGAGTGTTTCATCAAATTTAGGACATGCACCTTGCTCTTTCGCTAATTCATTTGTCGC
+TTTGAGTAAGTAAAACTGAATAGCTTCAAAAGTGCGGTGAGTTAAGTTATTTGCACTACCGTTTGAGTAG
+TAAAGTCCGTTTTTAGCAAGATAGTATGCATAGTTAATAACACCTATACCTAATGTTCTTCTCGCCATGC
+TAGCACTTTGTGCTGCAGCAATAGGGTAGTCTTGATAATCTAATAAACTATCTAAAGCGCGAACAGCGAG
+ATCTGCTAATCCCTCTAGTTCATCTAATGAGTCGATAGCACCTAAGTTAAATGCAGAAAGTGTACAAAGC
+GCAATTTCCCCATTCTCATCATTAATATCATTCATTGGCTTAGTTGGCAGGGCAATTTCTAAACACAAAT
+TACTCTGACGAATAGCCGCTTTACTTGAATCAAATGGACTATGAGTATTACAGTGATCTACGTTTTGTAA
+GTAGATACGGCCGGTGCTTGCGCGTTCTTGTGCAAACAGCGTGAATAACTCGATAGCTTTAATACGTTTT
+TTGCGAATTGAATCATCGTTTTCATACTGTACGTATAAACGCTCAAACTTTTCTTGGTCTTCAAAGAAAG
+CATCATATAGTCCCGGAACATCACTAGGACTGAATAAGGTAATAGAGCCACCTTTAATTAAACGTTGGTA
+CATCAGCTTGTTAAATTGCACACCATAATCTAAATGACGCACACGGTTTTCTTCAACACCACGGTTATTT
+TTAAGTACCAGTAAGCTTTCTACTTCAAGATGCCATAAAGGATAAAACAATGTAGCAGCACCGCCGCGAA
+CACCACCTTGTGAACAACTTTTAACTGCTGTTTGGAAATGCTTAAAGAATGGGATACAACCAGTATGAAA
+TGCTTCACCATTTCTTATCGTGCTACCTAAAGCACGAATACGACCAGCATTGACACCAATACCAGCACGT
+TGAGATACATATTTAACAATAGCGCTTGATGTAGCATTAATTGAATCTAAACTATCGCCACACTCAATCA
+ATACACAAGATGAGAATTGACGTGTTGGTGTACGAACACCGGCCATGATTGGAGTAGGCAATGATATTTT
+AAAGCGAGAGATAGCGTGATAAAAATCTTCTACGTAACGTAAGCGAGATTCAACAGGGTATTTAGCAAAC
+AAACATGCCGAAACTAAAATATAGAGGAATTGAGCACTTTCGTAAATTTCACCGCTAACACGGTTTTGTA
+CTAAATACTTACCTTCAAGCTGCTTCATGGCAGCATAGCTGAAGTTTAGATCACGGCTATGGTCCATAAA
+GCTGGACATGTGCTCAAAGTCATCTTTAGTATAATCAGCTAACAAATGCTGATCATATTTACCCGCTTCA
+ACTAATTTCACTACGTGATCATAAAGGGCCGGTGGCTCAAATTGTCCGTAGGCTTTTTTACGTAAATGAA
+ATACTGCTAAACGAGCTGCCAAGTATTGATAATCTGGAGTCTCTTCAGATATCAAATCAGCAGCTGATTT
+AATAATAGTTTCATGAATATCTTCAGTTTTGATCCCGTCATAAAACTGAATGTGAGATTTTAATTCAACT
+TGAGAAACAGAAACTTGTTCTAAGCCATCCGCGGCCCAAGCAATGACACGGTGAATTTTTTCTAAATCAA
+TGGTTTCTTTCTCACCATTTCGTTTAGTTACAAAGAGGTTGTTATTCATGAAATACCTGTAAAGCGATTA
+TTGTTATTGTTTTTTATTCCTAATAAAAGGATCTAAAACGTCCCTAATAAAAAATCCCACATACGTATTA
+GAAATAAATAACTTAATACGTAGTATTAAAAATAACAACTGAGCATCAAATGCACAATATCTAGGGTTTT
+TTATAATTCTAGACACAAGATAGTGAGGTTTGACCTGTTTTGCAAGTGATAAAATGAGTTGATCTTTGTG
+ATTATTTTTGCCTTAATTTAAGGGTTAGTGATGACTAACCTAGTAAGACAATTTGATTTTGGAATTTACT
+AAAAGCAACGATTATTTTACTTTTTTTAAGATAAATTATTTTTATAAATTATTTTTGGTCAATATTTATG
+TTCGCTATAATAAATTAATATAAATAAAATAAAATGTATATTTTACAAGTGGTTATGGTTTTAAGTTAAG
+CGCAGATTAATGTTTAAACAACTTGATTGTTTATACAACAATTATTCTGCAGGTACCTGAAGCATCGAAT
+TTACCAAGTTTTTGAACTTTATGAACAGCTAGGGTCGTTATTTTTAAAGCTTACGACAGCACAATATATA
+ATTAACAGCCAGTGAATAGTTGAATTTATGGTTTCCTGTAGTTGGATTGGGCTGAATTGAGCTTAATTGA
+GCTAGATTGTAAAGGATACCACTGTCATCAATGCACTTTAATCTGTGTTCTTCTGCTGCGAGTATTGCAA
+GTAAATAAGATTTTACGCTTTTATTGAGCGTTAAAAAGAAAATCAAGTATCTCGGTTTAACTAAGGTAGA
+AAATGCTTGAATTATTGGGGCAGGGTCAGAATGGCTTCATTAGATCCTCAGACATAAAAAAACCATTCAA
+TGCAGTGAATGGTTTGTAGTATTAAATAGTCTTAATTGCTATTACATTATCCAAAACTGAATAATATAAA
+TCAGACTTGCTATCTTGAACTTGAATTTTATATTCAAATCTACTGATATCATATTGTGATCTCCTATTTA
+CTTCAAAGTTAAAATTCTGAAATAATCGAAAGAAAGACGACTCATAAAAGTTGAATCAGTAACCCTAAAA
+ATATATAGTGGCTTTGCAAACATTTGTCATCTTTCGATTTACTTCGGTTATGCTGACTTTAGAAACCTTA
+AGCGCGTCAGAAACGCTTAAGGTTTTTTTGTGCCTAAATATCCAGCTACGTCCTTAATTGATAAGAGAAT
+AGTGAGGTGTGACTTGTTTTGCAAGTGATAAAATGAGTTGATCTTTGTGATTGTTTTTGCCTTAATTTAA
+GGGTTAGTGATGACTAACCTAGTAAGGCAATTTTATTTTGGAATTTACTAAAAGCAATGATTTCTTTACT
+TTTTTTACGATAAATTATTTTTATAAATTATTTTTGCTCAATATTTATGTTCGCTATAATAAATTAATAT
+AAACAAAATAAAATACATATTTTACAGTTGGTTATGATTTAAAGCTAAGCGCAGATTGTTGTATAAACAA
+CTTGATTGTTTATACAACAATTATTCTGCAGGTACCTGAAACATCGAATTTACCAAGTTTTTGAACTTAA
+TGAACAGCTAGGGTCGTTATTTTTAAAGCTTACGACAACACAATATATAATTAACATCCAGTGAGTCATT
+GAGCTTATGGTTTCCTGTAATGGGATTGTAATGGATACCACTGGCATCAATACACTTTAATCCGTGTTCT
+TCTGCCCAACCAATAAGTTGTGAAGGTCGAATAAACTTATCATGGTCATGAGTCCCATCAGGAACAATTT
+TGAGAAGTTTCTCTGCTGCAAGTATGGCAAGTAAATAAGATTTGATACTTTTATTGAGCGTTGAAAAGAA
+AATCAAGCCTCCTGGTTTAACCAAGGTAGAACATGCTTGAATCACCGAAGCAGGGTCAGGAACATGTTCT
+AACATTTCCATACAAGTAACGACATCAAAAGTACCTGGATTTTCCAGTGCTTTTTCTTCGGCAGTTATTT
+TTTGATAATTAATGGATACGCCAGTTTCTAACGCATGCAATTTTGCAACATTGAGTGGTTCGGTGCCCAT
+ATCAATACCCGTTACGTTGGCACCTAGTTTTGCTAGTGATTCTGATAAAATACCGCCACCACAACCAACA
+TCAATAATTTGCATATCATAAAAGCCATTCTTCGAATCAATACCTTCAACCTGAAGCGCAATATGCTGAC
+TTATAAATTGGACTCTTAATGGGTTAATTTGATGTAGAGGTTTAAAGTCACCGGTTAAATCCCACCATTG
+GCTAGCAACTTGTTCGAACTTTGCAATTTCATCTTCATTTACGTTAAGGGGTTGGCTTGACATACATTCA
+CTACTTTAAATTGACTTTCAATCATTCGATTCTAAACGAAAGTCATTTTTAAGCAAAGGGGATAGATCAA
+ATCTACGCTTTTTAGGTGCTTTTTTAAGCTGATTATTACCCCTAAAAAAACCTTTAAATAAAGCTGTATG
+GCATCAACAATTTTTATGCTAGTATGCTGCGTTGATTACTATTATTAGTGTCTATTAGATAACAATAAAA
+TCTTTAAAATACCGTTTATTTACTACTAGAAATTAGCCTCGCTATATTGCTAGTATTATTAAGCAAAAGA
+ATTAGTTAAGGGATACCATCGATTTATGTCCGATCTGGCCAAACAAATAGTTCCAGTTAATATTGAAGAT
+GAACTAAAAACCTCCTATTTAGATTATGCCATGAGTGTAATAGTTGGGCGCGCATTGCCTGACGTTCGTG
+ATGGCTTAAAACCTGTACATCGTCGGGTGTTATTCGCCATGGATGTATTAGGTAATGATTGGAATAAAGC
+CTATAAAAAATCAGCCCGTGTGGTTGGTGATGTAATAGGTAAGTATCACCCTCATGGTGATACTGCAGTT
+TACGATACAATAGTTCGTATGGCACAGCCATTCTCCTTACGTTACATGCTTGTCGATGGACAAGGTAACT
+TCGGCTCTGTTGATGGTGATAGCGCAGCTGCAATGCGTTATACCGAAATTAGAATGTCTAAAATTGCACA
+TTCTATTCTAGCCGATTTAGATAAAGAAACCGTTGATTTTGTACCTAACTATGATGGTACAGAACATATA
+CCAGCGGTTATGCCTACCCGTGTACCTAACTTACTCGTTAATGGTACTTCAGGTATTGCTGTTGGTATGG
+CAACCAATATTCCTCCGCATAATTTAACTGAAGTTATCAATGCTTGTTTAGCACTTATTGATAACAGTGA
+ATTAACGTTTGAAGAAATTTTAGAACATATCCCTGGTCCTGACTTTCCAACAGCAGGTATTATTAGTGGT
+CGTGCAGGTATCGAAGAAGCATACCGAACCGGTCGCGGTAAAATAAAAATTCGTGCACGTGCAAGTATTG
+ATGTTCATGAAACCACGGGTAAAGAAACAATAATTGTTCACGAACTACCTTATCAAGTAAACAAAGCACG
+CTTAATTGAAAAAATGGCTGAGCTTGTTAAAGATAAACGTCTTGAAGGTATTTCTGCTTTACGTGATGAG
+TCTGATAAAGACGGCATGCGTATGGTTATTGAAATCAAACGCGGTGAAGTAGGTGAAGTTGTTTTAAATA
+ACTTATACAAACTGACGCAAATGCAGGTTTCTTTCGGTTTAAATATGGTGGCATTAACCAATGGCCAACC
+GAAAATATTTAATATCAAAGAGATGTTAGAAGCATTTGTTTTGCATCGCCGTGAAGTTGTTACTCGTCGT
+ACTATTTTCGAATTAAGAAAAGCACGTGACCGTGCTCATATCTTAGAAGGTTTATCCATTGCATTAGCAA
+ATATAGACCCTATCATCGAAATGATTAAAAATTCGAATAACAGAAAAGAATCTGAAGAAAAGCTTATTTC
+CCAAGGTTGGGAACTCGGTAATGTTGCTAACATGCTCAGCGAAGCGGGTAATGATGCAGCACGTCCTGAG
+TGGTTAGAACCTGAATATGGTATTCGTGATGGTTTATATTACTTAACCGCCGAACAAGCAAAAGCAATCG
+TCGACCTACAGTTATATAAACTATCTGGCATGGAACACGATAAAATTCTAAGCGAGTACAAAGCGTTATT
+AGACCTTATTGCAGAATTAATGCATATTTTGGCTACACCTGCTCGTTTAATGGAAGTGATTTGTGAAGAA
+CTTGTTGCTATTCGTGATGAGTTTGGTGATGAACGTAGAACTGAAATTACTAACGCTTCACATGATTTGT
+CTTTAGAAGACTTAATCACTGAAGAAGATGTTGTAGTGACACTTTCACATGAAGGTTATGTTAAGTATCA
+AGTCTTAAGTGATTACGAAGCTCAGCGTCGCGGTGGTAAAGGTAAAGCAGCGACTAAGATGAAAGAAGAA
+GACTTCATCGAACGTTTACTCGTGGCTAATACACATGACACTATTTTATGTTTCTCAGACCGTGGTAAAT
+TATATTGGTTGAAAGTTTTCCAATTACCATTAGCAAGTCGTACCGCAAGAGGTAGACCTATTGTAAACAT
+CTTGCCATTAGAAAGTGATGAACGTATCACTGCTATCTTACCAGTACGTGATTATGCCGATGATAAATAT
+ATCGTTATGGCAACAGCTTCTGGTACGGTGAAGAAAACGCGTTTAGATGCCTACTCTAATCAACGTGCTA
+ACGGTATTATTGCCTTAAACCTTCGTGATGATGATACCTTAATCGGTGTTGATATTACCGACGGTACTAA
+CGATGTTATGTTGTTCTCGGATGCGGGTAAAGTTGTCCGCTTTAACGAAAAAGTACGTGATAGCGAAACA
+GGTGAAATAAAACTTGATCCAGAAACGGGTGAACAACGATGGGCGTTAAAACCAATCGGTCGTACCGGTA
+CTGGTGTACGTGGTATCAAGCTTGAAGGTGAGCAAAAAGTTGTTTCGCTTATTATACCTAAGAATGATGG
+TCCAATCTTAACCATTACTGAAAATGGTTTTGGTAAGCGTACTGATTTAGCTGAATATCCAGCTAAGAGT
+AGAGCAACGAAAGGTGTTGTTTCTATTAAAGTTAGTGAACGAAATGGTAAGGTTGTTGGTGCAGTTCAAG
+TAGAAGATCTTGATGAGATAATGCTAATTACTGACAGTGGTACTCTAGTTCGTACTCGTGTCAATGAAGT
+GAGCGTTATTGGTCGTAATACTCAAGGTGTACGTTTGATACGTACTGCTGATGATGAACATGTGGTAGCA
+CTACAACGTATTGATGAAATTGAAGAGCCAGCAGAGCTTGAAGAAGTTGCTGAGGGTGATGAAGTCATTG
+AAACAAGTGTGGAGCCCAGCTCTGAAGATAATCCAGAGCATAGCGCTCAACAGGATGTTGCTGATACCTC
+ACAAGACGACAATCAAGAGTAATTGTCGCATCAACACTAAAAAGGCGGCTAATAACCGCCTTTTTTAATG
+TGTTTTTATAAGCAAATAAATATTTCAAATCGTAGTTAATAAAGTAGGAAAGATAATGTCAGAAGTTTTT
+AATTTTTGTGCTGGTCCAGCTATGTTGCCGACACCTGTGATGGCAAAAGCACAACATGAGTTTTTAAATT
+GGCAAGGTACGGGTAGCTCTGTGATGGAATTAAGCCATCGTAGTGGTATTTACATTGCAATGGCTGAAAA
+AGCAGAAGCTGATTTACGTGAGCTTATGTCTATTCCTGATAATTATAAAGTTTTGTTTTGTCATGGTGGC
+GGACGTGGACAGTTTTCTGCTGTTCCATTGAATTTATTACCCACAGGACAAACTGCTGATTACATTGTTG
+ATGGCTCATGGTCTAAAGCAGCAGCAGCCGAAGCAAAAAACTTTGGTGATATTAATGTTATTAACATCAC
+CAAAGAAGATAATGGCAATATTAGTGTCCTTAACCCAACAGAATGGCCAATAAGTCCCAACGCGGCTTAT
+GTTCATTATTGCCCTAATGAAACCGTTAACGGTATCGAAATTAATGAAATACCAGAAACTAATGGTGTGC
+CTTTAGTTGCTGATATGTCATCAACTATTTTATCCCATGAAGTCGACGTCAGTAAATTTGGCTTAATCTA
+TGCTGGTGCTCAAAAAAATATCGGCCCATCAGGCTTAACCATTGTTATTGTTCGTGAAGACTTACTGGGT
+CATGCTCAAATAGCCACACCCTGTATTATGAATTACAAATTGGCTGCAGATAATGACTCAATGTATAATA
+CTCCTCCAACGTATGCTTGGTATCTTGCGGGTTTAGTATTCCAGTGGCTTAAAGATTTAGGTGGCGTAAA
+AGCTATTGCTAAAATTAATCAAACTAAAGCGGCGTTATTGTATCAAGCTATTGATGATAGTGACTTCTAT
+CAAAATACTATTGATACCAAATATCGTAGCAAGATGAATATTCCTTTTTGGTTAAAAGATGAAAGCTTAA
+ATGATAAGTTTTTAAGTGAGTCTGAGGCTGCTGGTTTAACTGCACTCAAGGGCCATAGAATTGTAGGTGG
+CATGCGCGCAAGTATTTATAATGCAATGCCTATTGAAGGTGTACAAGCGCTTGTAGACTTTATGCAACAG
+TTTGAAAAGAGGAATAGATAAAGTGGAACAGTTAACATTAAATCCAATAGGTAAAATTAATGGAGAAATA
+TTTTTACCTGGTTCTAAAAGTTTATCTAACCGTGCCTTGTTAATTGCGGCGTTAGCTAATGGTGTTACAA
+AAATCACTAATTTATTAGTGAGTGATGACATCAACCATATGCTAAATGCGTTAAAAAGCCTTGGTATTGA
+ATATACGTTAAGCGATTGTGGTACTGAGTGTACTGTTATCGGAAATGGTGGCTTTTTCAATGCTAAAAAA
+CCATTGGAACTGTACTTAGGTAACGCAGGTACGGCGATGCGCCCATTGTGTGCTGCACTTGCGGCAAGCG
+AAGGTGAGTTTATCTTAACCGGTGAACCAAGAATGAAAGAGCGGCCGATTGGTCATTTAGTTGATGCTTT
+AGCACAACTTGATGCCGATATAGAATACTTGGAAAATAAAGATTACCCACCTGTAAAAATTAAAGGTAAA
+GCGTTAACTGGCAATACAGTGACCATTGATGGTTCTATATCGAGTCAGTTTTTAACTGCTATCTTGATGA
+TTGCACCTTTACTAGAAACCAATACCACAATAGAAATTGATGGTGAGTTAGTTTCCAAACCCTACATTGA
+TATTACGCTTGATATTATGCGTAGATTTAATGTCAGTGTTCAAAATAATGACTACAAGTCTTTCATCGTT
+AACGGTAAGCAGTCATATCAAGCGCTAGATAAATATATGGTGGAAGGTGATGCATCTTCTGCGTCATATT
+TCTTAGCAGCTGGCGCTATAAAAGGTGGTGAAGTTACTGTTCATGGTATTGGTAAGCTCAGTGTCCAGGG
+CGACAAACATTTTGCCGATGTTCTTGAAAAAATGGGTGCAGAAATTCATTGGAAGGATGAGTCAATCACT
+GTTATCGGTAAGCCGTTGACAGCAGTAGATATGGATATGAATCATATTCCTGATGCGGCAATGACTATTG
+CTACCACCGCACTTTTTGCGACAGGTACTACAACCATTAGAAATATATATAACTGGCGTGTAAAAGAAAC
+AGACCGATTAAACGCAATGGCGACGGAACTAAGAAAGGTTGGAGCTGAGGTTGTTGAAGGCAAAGATTAT
+ATTTCAATTACTCCACCAAAATCACTGAAACATGCAGAAATTGATACCTATAATGATCATAGAGTTGCTA
+TGTGTTTCTCTCTTGTTGCTTTGAGTGATACCCCCGTTACTATTAATGATCCTAAGTGTACGGCGAAAAC
+ATTCCCAGACTATTTTGACAAGCTAGCACAAGTTTCTTGTTAATAATGTTATAGAAAAACATTTTTGCGC
+GATATTATACCAAACAGATTAATTAATTAGTCAGCTTAGAGCTACAATAGCGAGCTTAAAACAAGTAAAA
+TGAGTTAAACATAGTTAGTTCTATATTTCATTCATTTTATGATGTTATTAGTTTGCTAATGAGCTCCCAA
+AGGGCGAGTACCTAATAAAAGGTAAAGGCTTACATGCGGCGTTATTGATTTTGACAAGGGATAACCATTC
+TCTTCAAGTAATGCCTTGCCTCTAAGCCTTTTAATTCTCGCTAAGTGATCAATAAATTAGTCCGATTGGT
+ATTACTCTATAAATCCCGTATAATTGCGCCGATTTTCGATGTTAGGAGAAAAAAGTATGCAGGAAAGCAC
+ACCAGTTATAACCATTGATGGCCCAAGTGGGGCTGGTAAAGGAACCGTTGCAAGGATAGTTGCGGACCAA
+TTAGGTTGGCACCTTCTTGACAGTGGGGCTATTTACCGCGTCTTAGCTGTTGCCATTCAACATCACCAAC
+TTTCATTAGATGATGAAGAGCCTCTTATCCCTATGGCTGCACATTTAGATGTTCAATTTGAAATTAATAG
+TCAAGGTGAAGCTAAAGTTATTTTAGAAGGTGAAAATGTTACTGAAATTATTCGTACTGAAGAAGTTGGC
+GGATTAGCATCGAAAGTAGCAGCATTTCCACGTGTTAGAGAAGCGCTATTACGAAGACAACGTGCATTTA
+GCGTTAGCCCTGGCTTAATTGCAGATGGTCGCGACATGGGAACCGTTGTTTTTCCGAAAGCTCCAGTAAA
+AATATTTTTAACTGCTAGTGCTGAAGAACGAGCTGACCGAAGATTTAATCAGTTGAAAGAAAAAGGAATT
+GATGTTAACATCGGGCGCCTTTTGGATGACATACGTCAACGAGATGAGCGAGATCAAAACCGCAAGGTAG
+CTCCTCTTATCCCGGCAGAAGGAGCGTTAACTATTGATTCTACTGATATTTCTATTACAGAAGTCGTCAA
+TAAAATCCTTATGTTTGCCAATGGCAAATTAACGTAAAACACATACCTTTAAGTTAGCTAAATTTGTAAT
+AACTGCTAGCATTAAAGAACTTTTAATAGAAAGCCTACTGTATGGATGCACTGGGCATACTTAACCACCC
+CATGAAACAATGACGTTGAATGGATTAATAGCTGAGTTTATAACAAGTTATGACTGAAAATTTTGCGCAA
+CTTTTTGAAGAAAGTTTAAAAGAAATCGAAACACGTCCTGGATCAATCATCCGTGGAACAATCGTAGCCG
+TTAACAAAGACAATGTAATTGTTGATGCTGGCTTAAAATCTGAGAGTGTTATCTCAATTGATCAATTTAA
+AAACGCTGCTGGTGAAGTTGAAGTAGTTGTTGGCGATGAAATTGATGTAGCCTTAGATGCAACAGATGAT
+GGTTTCGGTGAAACTATTCTTTCTCGTGAAAAAGCAAAACGTCACGAAGCATGGCAAGTGCTTGAAAAAG
+CATATGAAGAAAAAGAAACTGTTATCGGTGTTATCAACGGTAAAGTTAAAGGTGGTTTCACTGTTGAAGT
+TAGCGATATCCGTGCTTTCTTACCAGGTTCATTAGTAGATGTTCGTCCAGTACGTGACACTGCTCACCTT
+GAAGGCAAGCCTCTAGAATTTAAAGTTATTAAGCTTGATCAAAAGCGTAATAACGTAGTTGTTTCACGTC
+GTGCTGTAATCGAAGCTGAAGGCAGTGCAGAACGTGATGAATTACTTGAGTCATTAGCAGAAGGCCAAGA
+AGTTAAAGGTATCGTTAAGAACCTTACTGACTACGGCGCATTTGTTGACTTAGGCGGCATTGATGGTTTA
+TTACATATCACAGATATGGCTTGGAAACGCGTTAAGCACCCAAGTGAAATCGTAAATGTTGGTGATGAAA
+TACAAGTTAAAGTATTGAAATTCGACCGTGAGCGCACTCGTGTATCTCTAGGTATGAAGCAGTTAGGCGA
+AGATCCATGGGTAGCAATTGCTAACCGTTACCCAGAAGGTTCTAAACTTTCTGGTCGCGTAACTAACTTA
+ACTGACTACGGTTGTTTCGTTGAAATCCAAGAAGGCGTTGAAGGTTTAGTTCACGTTTCTGAAATGGATT
+GGACTAACAAAAACATCCACCCATCTAAAGTTGTTAACTTAGGTGACACAGTAGAAGTTCTAGTATTAGA
+AATTGACGAAGAACGTCGTCGTATTTCTTTAGGTCTTAAACAGTGTATTGCTAACCCTTGGGAAGAGTTT
+GCTAAAAACTTCAACAAAGGCGACAAAGTATCAGGTAAGATCAAGTCAATTACTGACTTCGGTATCTTCA
+TCGGTCTTGACGGCGGCATTGATGGTTTAGTTCACTTATCTGATATTTCATGGGCTGGCGGTGAAGAAGC
+TGTTCGTGATTATAAGAAAGGCGATGAAATCGACGCTATCGTTCTTCAAGTTGACCCTGAACGTGAGCGT
+ATCTCGTTAGGCGTTAAACAAGCTGAAGACGACCCGTTCAATATGTATCTTGCAGATAAGAAAAAAGGTG
+CTATTGTTACTGGTAAGGTAACTGAAGTTGATGCTAAAGGCGCAACTATCTTGTTAGCTGAAAGTGTTGA
+AGGTTACCTACGTGTTAGCGACATTTCTGTAGAGCGTATCGAAGATGCATCTACAGTATTAAAAGTTGGT
+GACGACGTTGAAGCTAGATTTATGGGTGTGGATCGTAAGAACCGTACTATTAGTCTATCTATCAAAGCAA
+AAGATCAAGCTGATGAACGTGAAGCAATGGATAACCTAAACCAAGTAGAAGAAACTGGTTTAAGTGCTAT
+GGCTGCTGCGTTTAAAAACGCTAAAAACTAATATTCCTTAACCGGATATAGTTTTACTTTGCAATGGTGC
+TGTAATTACTACAGCAGGTGAAAAGAGTATTTATCACTATCGTGGTGATACTCTTTTCTTATTTTTAACG
+CCATTGGCGGAGCCAATTTTTACTATAATTTTTATACTAATTAGTAATAATTGCGCGGTGCTAGGTAAAT
+ACTGAGAGGTCAGAATGACTAAGTCAGAACTTATTGAAAAATTAGCCGATAAATTAAGTCATTTATCCGC
+TAAAGAAGTGGAAAAATCTATAAAAGAAATTTTAGAATTGATGGCGCAGTCCTTGTCAAAAGGAGAGCGT
+ATTGAAATTCGAGGTTTTGGAAGTTTTTCATTGCATTATCGTGCTCCACGAGTTGGCAGAAATCCAAAAA
+CTGGTGAATCGGTTGAGTTAAGCGGTAAATACGTTCCTCACTTTAAACCAGGCAAGGAGTTACGTGAAAG
+AGTTAATCTTTCTGTAGCATAAATTGCAAAGCTAACTAAAAAATTAGATAATAAACGGCATGTTAACCAT
+GCCGTTTTTTTTGGGCAGAATTTGATAAGGCTGATGAAAGTGCGATTATATCTAACACTCTTTTTAATTT
+TAGTTTTACTTGCCGTAGCGTTTATTTTCGGTAGCCAAAACGATCAATTACTTACATTAAACTATTTGGT
+TGCGCGTACAGAAATAACTGTAGCTGCCGCCGTAAGTTTATTTACCGGATTAGGTTTTGCATTAGGCCTG
+CTTGTTACTATTCTTTGGCGTATAGTACGAAAAAGTAAAAAGGCACTCGCGAAAAATAAATCCCAGGAAA
+AGTAGATAATACTATTTGTCCTAATCCTCTTTATAACTTGTCTCAAGAGCGCTAATGATTGAATTACTCT
+TTTTATTATTACCCGTTGCCATGGCCTATGGCTGGTTTATGGGCCGTAATAGCATCAAACAAAACCAACA
+AATTGCAAAACAAGATTTATCGATAAAATACTCAACAGGGTTGAATTATTTATTATCTAATCAACAAGAT
+AAGGCTATCGATTCACTGCTTGATGCTTTAAAAGTTGAGGACGATAGTGTTGAAGCCCATTTCGCTATGG
+CCAATTTATTCCGTAAACGTGGCGAATTAGACCGTGCATTAAAAGTTCATGAACATCTTGTTAGACTTAA
+TCACTTGCCTACTAAAGATAAGCAGCAAGCGGTCTTTGAGTTAGGAAAAGACTTTTTAAGCGCAGGTTTA
+TATGACCGTGCTGAAACCATGTTTATTAAATTATTAAAGTCAAAGGACTACGGTCTAAAATCTTTAACCT
+ATTTATTAAAAATATTTCAATCCACTAAAGATTGGCAGCAGGGCATAGATAGACAAAAGTTAATTGTTAA
+ATATAACGATAAACGTTCACTGCATACGTTAGCTAATTTTTATTGTGAATTAGCAACAACGGCTTTTGAA
+AAAGATCAATTTATTGAGGTGATTGAATTACTAGAGCAAGCACTTTTACTCGATCCCAATTCATGCCGCG
+CTAATTGGTTGATGGCAAAGATTTATGAAAACCACGAGCAATGTGAGTTAGCGGCTAAGTGTTACCAAGC
+CATCTATCATCAAGATAATGAGTTCTTTCCTGATGTTATTGACCCTATGTTAGCTTGTTATACTCGATTA
+GATGCACTGGATGAATTCTATAGTTTTATTAAAAAGGTTTATGACGAGACAGCTAGCTCTAGTGCCTTAA
+TTTGTTATCTTAGCCATGTTGAAAATAAACACGGTAAGAAGAAGGCACTAGATTTTATTCTGTCAGCATT
+AAAGCGTAGACCGACTATTCGTGGCTTCGAACACTTTGTAAATATGCAAATGACTCCCTCTAATACTGAT
+GTTAGCAATACTAGTTTAGATTTAATTAAAGAATTAATTAGTGAATATTTAAAAGTTAAGCATAGATACA
+GTTGTCGTACTTGTGGTTTTGACAGTTCAACCCATTATTGGTCATGCCCATCATGTCACGAGTGGGAACA
+GCTTAAACCAGTGCGTGGTCTCGAAGGCGAATAAAAATTAGCTTCTTTGCTACTTTCATCAATATTTTTT
+GTCAACCGTACTCACTGACTACCGTCAGCTCCGTGCGCTTTCCTCAATATTGAAGAAACTAGCTGTGAAT
+CTAGCATTTATTAATTTAACTTGAACAGTAATAGCGATTTAAATCGCGAGAAAGAATTGAGAATAGGAAA
+AACCATGAACGATCCAAAAGTAGTTGTCGCCTTAGACTTTGATAGAAAACAAGATGCCTTATCTTTTGTT
+GATAAGATTCAGCCTACAGATGCCCGCTTGAAAGTTGGCAAAGAAATGTTTACTTATTTCGGCCCTGAAT
+TTGTTAAGCAATTAACAGGTAAGGGATTTGATGTTTTTCTTGATCTTAAATTTCATGATATCCCTAACAC
+GGTAGCAAAAGCGGTTACGGCTGCGGCAGACTTAGGTGTATGGATGGTGAATGTTCATGCCAGTGGTGGT
+AGTCAGATGATGACTAAAGCAAAACAAGCATTAGATAATTATGGCAACGATGCGCCATTATTAATAGCGG
+TAACCGTACTTACAAGTATGGGTCAAGAAGACCTTCATGGCTTAGGTATTAATAAAACACCAGCAGAGCA
+AGTTAACTTTTTAGCTAACTTAACAAAACAAAGCGGCTTAGATGGCGTTGTTTGTTCAGCTTGGGAAGCA
+GAGCAATTAAAGGCTGACTTGGGTAAAGAGTTTAAACTGATTACGCCAGGAATTAGACCTGCGGGCTCAG
+CACAAGACGATCAACAACGTATTATGACTCCAAAACAGGCAATTGATGTTGGCGTAGACTATTTGGTGAT
+CGGACGTCCAATTACCAAAGCTGTTGATCCTCAATTAGTATTACAACAAATTAACGGTACCATCCGCTAA
+GTCATTAATAAATTAGTCCGATTGGTATCATTGAATTTTTACTATCGCGTAAACAAAAAAAGCTAGGTCA
+ATGACCTAGCTTTTTTATTTATATAGATTTGATTTATATAAAATATTACTTATTTTTCATATTGGCTGAT
+GAAAGCAACAAGATCTAATACCTTGTTTGAATAACCAATTTCATTATCATACCAAGAAACAACTTTAACG
+AAAGTATCAGTTAACGCAATACCCGCTTTCGCATCAAAAACTGAAGTACAAGTTTCACCAATGAAGTCGT
+TAGAAACAACAGCATCTTCAGTGTAACCTAAAATACCGTTCAACTCGCCTTCGGCGGCAGCACTCATCGC
+TTGACAAATTTCAGCGTAAGTTGCTGGTTTTATCAGGTTAACAGTTAAATCAACGACAGAAACGTCAGGC
+GTTGGAACTCGAAATGCCATGCCAGTTAATTTACCATTTAACGCTGGAATTACTTTACCTACCGCTTTAG
+CAGCACCAGTAGTTGAAGGTATAATGTTCTGTCCTGCACCACGACCACCGCGCCAGTCTTTAGTTGATGG
+GCTATCAACAGTTTTCTGAGTGGCTGTTGTCGCATGTACAGTAGTCATTAAACCATCTTGGATGCCCCAA
+TTGTCATTTAAGACCTTAGCAATAGGTGCTAAACAGTTGGTAGTACATGAAGCATTAGAAACTATTTCTT
+GGCCTTTATATTCGTTTAAGTTGACACCACAAACAAACATAGGGGTATCATCTTTTGAAGGTGCACTTAA
+AACAACTTGCTTAGCGCCGGCTGTAATATGTTTACGTGCAGTCTCATCAGTTAGGAATAAACCGGTAGCT
+TCAACAACAACATCTACATCGATATCATTCCATTGTAAATTTTCAGGGTTACGTTCTGCAGTAACACGAA
+CTGGATTACCGTTAACAATTAATTTCCCGTCAACAACATCAACAGTACCTTTAAAACGGCCATGTGTTGA
+ATCATACTTCAACATATACGCCATGTATTCAATGTCCATTAAATCGTTGATACCAACAACTTCAATATCA
+TCACGCTCTACAGCAGCTCTGAATACAAAACGACCAATACGGCCAAAACCATTTATGCCAACTTTAATTT
+TCATGGTGAACCTCTCAAATTCAATATGTAGTAAAATTACACCATTTTGAGATTAATACAAGGAAAAGAT
+GCTATTTATGACGGGTAATTTCAATTTTATGGTAATATTTTGACTAAATTACGAAAATACTATTATTGAG
+CTTATTTATTTATTCATTTTGTACAATACTTTTCAAAATAGATGGTAGAATGCGAAAAATTTTGAAGAAT
+AGCCGATTAATTTAAGCTATTGACCTTATTTGATACAGGATAAACATTTATGACACAAGATAAAGTGTTG
+TGTGACATTGGCTTTATTGGCCTGGGCGTTATGGGTAAAAACCTGGTGCTTAATTTAGCTGATAATGGCT
+TTAATATTGCGGCATTCGATTTAAGTGATGAAAAAGTTCAAGCGGTCATTGCTCAAGATGAAGCTGAAAA
+TGCTACAGATACTCCACGTGTTTATGGATGTTCTTCTTATACTGAATTATTGTCACAACTTAAAGCACCA
+CACTTAATTGTGTTAAGTGTTCCTGCAGGAGCACCGGTTGATCAAGTATGTGAAAACCTTATTGGCGCAG
+GCATTCAACCGGATGACATTATCATTGATACAGGTAACAGTCTTTGGACCGATACCGTTGCTAGAGAAAA
+GAAGTACAAGAGTAACTTCTTATTGTTTTCTTCTGCAGTATCAGGGGGCGAAGTTGGCGCTCGTTTTGGG
+CCATCTTTAATGCCAAGTGGGTCTCCTTATGCGTGGGCTAGAGTTAAACCTATTTGGGAAGCTATTGCCG
+CTAAAGTTGATGCTGAAACAGGTAAACCGATAGACCGTACTAAGCCAGGACAAGTTATCACTGAAGGCGA
+GCCTTGTGCTGCTTATATTGGACCAGCGGGAGCCGGTCATTATGTCAAGATGGTCCATAACGGTATTGAA
+TATGCAGACATGCAAATTATCTGTGAAGCTTATCATGTATTAAAATCCGGGCTGAATTTAACCTGTGATG
+AAATTGCGGATATTTTTGCTCAGTGGAATGACGGCCCATTAGACAGTTATTTGATGGAAATATCAGTTGA
+AGTATTACGTCACAAATCCACTGATACCAATACGCCACTTGTTGAGTTGATTTTAGATAAAGCAGGGCAA
+AAAGGTACCGGACTTTGGACTGCAATGAGCAGTTTAGAAGTGGGCTGCCCAGCTCCTACTATTGCTCAAG
+CGGTATATGCACGTTCTATTTCTTCATTTAAAGAGTTGAGAACTCAAGCCTCTTCTTTATTGGAAGGACC
+TCAGCTAGCACCTTTATCTGCAGCTGAGCAACAACAAGTTATTGAACAATTACATGATGCAATGTACTGC
+GCTAAAATTTGTGCTTACGCACAAGGTTTCCAGCTAATGAAACTTGCCGCTAAAGAACATGGTTGGGTAT
+TAGATTTTGCAAGTATTGCAAAAATTTGGCGCGCCGGTTGTATTATTAGAGCTGCATTCTTACAATCAAT
+AACGAATGCATATGAGCGTAATGAAAACTTAGATAACTTACTGTTAGATGACTTTTTCGTTAAGGAACTT
+AATAAGCGTCAACTCAATTGGCGCAAGGCTATTTGTCATGCAACAATGCAGGGTGTGCCTATTGGTGCAC
+TGTCTTCATCACTTGCTTATTATGATTCTATGCGCAGTGAAACATTACCTGCTAATCTATTACAAGGCCA
+ACGAGATTTTTTTGGTGCTCACACTTTTGAACGCATAGACAAAACCGCTGGCAAAAAATATCATGTTCAG
+TGGTCAACAAAGGGCAAAGAAACCATCTTAGTTGATGGTTAAACGTAACGACCATGAAAAATAATGATGA
+ATATAAAGATAAGTTAACCGATGCTGCTTTTAAAGTATGTCGGTTAGCGGCTACAGAACAGCCCTTCAGT
+GGTATTTATAACGATCACTGGCAACAGGGCTTATATCATTGTGCCTGCTGTGAACAACCTTTGTTTAGCA
+GCTACAGTAAATTTGATGCTGGATGTGGTTGGCCTAGTTTTTTTGCTGCAATTGAAACTAAAGTCGCCTA
+TAAGTCAGATGAATCACACAGTATGCAACGTGTCGAGATCCAGTGTGATAATTGTCAATCTCACCTTGGC
+CATGTCTTTGATGATGGACCAAAACCAACAGGTAAACGCTATTGTGTTAATTCACTTAGCTTGAAGTTCT
+ACTCAGAATAAACCTCAATATCGAGTAAAGAATAAGTATAAGTGCTTATTCTTTACCTTTCTCTTATCTT
+GTTTTTATAAACCTTAGTAACTCGGGCTTGTAAATTTCCCAGCCTCAATTTTAGCTAAGGTAGTGCTCGC
+TACTTTATCAAGAAAATCGGCATCTAATTTGTTTGCTTGTTGATAACCCTTCAAACTTGTCTCGATCATG
+TCATCTGGTTTATCTAATAAAAGTTGATAAGTACGTAACCAAATATATGCCTGCTTATATTGTTTTTTCT
+GAGTGAAGATTGTTGTCAGTGTTTGTAAAACTTCAGGAGATAGCTCTGTGCCTGGTTGATGAAGCTCTAA
+AGCTCGATATAATAATCCTAATGTTTTTTTCGTATTACGTTTTATATAATATGTCGCTAAATGATACTGT
+GCAGTTGAATTTTCAAGAATAGCCGAGCCTTCTAATTGTAGAAACTCTTCTAAAGCCAGCTCGTTAGACT
+CCCTTGACCAATAATAATAGAGTAGGTGAGGGTGTTTAGAATTAGCACTTTGTTCAGACAGCAGCGATAA
+ATTGGCTTTAGCTTGTAATAAATTGTTTTTTCTAAGGGTTGTTTTTTCTTTTAATTTTATATGTTGGATC
+TGTGAAGCCAGTGACATGCATTTTATGTAACCTTCATACGCAATAAGTAAGTTATATTTATCGGCATCAA
+GATTTTTGTCTTTAACTCCAATTCTATTTAACGCGACTTCTATCCGTTGGCTCTTACACCAACTATCTTG
+ACCAAATTCATTACATATCTCTTCATTATCTTGGCAAAGTTGCGCTAAGTTAGCATTATCTCCACAACCA
+GTTAGAAATAGTGCTAATAAGGCTGTTCCACACTTCATGCCATAACGAGATTTTAGTTGCTTTATTTTTC
+GAAAATTAATCATGAAAATACCAAAAAGTTTTTTGTAGACTATAGAGAAATATTTCATACTGAATTACAA
+TACGCCTGTAAATATACTCTCCACTAGCTATTATCGCTTTTAGTACCCTGAGATAATAGCCTAATGTTCA
+ATTGACTGAAATAAAAGGTTTAAGTAATGACTTCTCATCTTGAGGAAAAGTATCAAGCAAGCTGGCAAGA
+ACGTCAAACGTTCGCTGAAAATATGCAACCAATTATTGGACAGCTTTTTCGCAACAAAGGCATTGAAATT
+TTAGTTTATGGTCGCCCATTATTAAATTCATCTTCTATTGATATCATTAAAGCGCATAAGTCTGTTGCTT
+TGCATGAAGAAAATAAATTGCGTTTACGTGAAAGTTACCCTTTTGTAGAAGCAATTAACAAAATGGATTT
+AGCCCCTGCACGCATCGATGTAGGTAAGTTAGCTTATAACTATTTATACCTTGGCCAAGCCAATGACCTT
+TCTATTGAACAATATTTAGATAAAGAATTATCAGCAGAGAGCCGCGAAAACTCAGATAAAAAAAGCCAAG
+ACGTAGTACTTTACGGCTTTGGTAGAATCGGTCGTCTTTTAGCGCGTTTATTAATAGAACGAGCTGGACC
+GAATGCTAAATTAAATCTTCGTGCTATCGTTTTACGTCCAAGTAAAGGCGGTGATGACCTAGAGAAACGC
+GCAAGTTTATTACGTCGTGATTCAGTTCATGGTGCTTTTAACGGCAGCATTTCTATCGATAAAGAAAACA
+ACGTAATTAAAGCTAACGGTGCTTTTATTAAAGTTATCTATGCAAAATCACCTGCTGAAGTAGATTACAC
+TGAGCATGGTATTAAGGATGCATTAGTTGTTGATAATACAGGTATCTGGACTGACGAAGATGGTTTAGGT
+CAGCATTTACAATCAAAAGGTGTTGCTAAAGTATTATTAACTGCTCCTGCTAAAGGCGATATCAAAAATA
+TCGTTTATGGTGTTAACCAAGACATGATTTTAGCCACTGATAAAATCATCTCTGCAGCTAGCTGTACTAC
+CAATGCGATTACGCCGGTATTAAAAGCGCTTAATGATGAATATGGTATTCGCAATGGACATGTTGAAACG
+ATTCACTCATACACTAATGATCAAAACTTAATTGATAATTACCATCCAGCGCCTCGTCGCGGACGTAGTG
+CTCCATTGAATATGGTTATCAGTACTACCGGTGCTGCAAAAGCAGTTGCTAAAGCATTACCTGAGCTTAA
+AGGCTTATTAACAGGTAACGCTATTCGTGTTCCAACGCCAAATGTTTCAATGGCTATCATGAACTTGAAT
+TTGAAAAAATCTACTGATAAAGAAACATTGAATGATTATTTACGTAATATTTCATTGAACTCTCCTTTGC
+AAAATCAAATTGATTACACTGCTTCAACTGAAATCGTTTCTACTGATTTAGTGGGTTCACGTTACGCAGG
+TGTTGTTGATTCACAAGCAACAATTGTTGATGGTGATCGCGCAGTATTATACGTTTGGTATGACAACGAG
+TTTGGTTATAGCTGTCAAGTTGTTCAAGTTATGCTTGAAATGGCTGGAATTACGGTTCCTAGCTTACCGT
+TAAAATAAAGTTCGTTTAATTTAACGAAACGAATTAAAAAAGCGCATATTACTTAGTAATATGCGCTTTT
+TTGTTTTTTAGATGGAAATTAAAAACTCTAGCACTTATTATTCTTTTTATTGAATGCTTAAAGTATTAGT
+GTTTACAGACTTAAGTTATTAATCATTTTGCCGATAAAGCTACATTGAAATTGGTATCACACGAAGAGTG
+AAGTTTATGTCAGTTAGTTTAGAACAAAATAGTTCTGTAGCAGCGAAAGCAACGTCTGGAGCAGAATTTC
+TCAGCGCAGCTGTATCTAAAAGTCAGCAAGAGTTAGAAGGGCAAATGGCACTACAGCTTATTCAATCGGC
+AAATCCTACTAACTTACCTACACCTACAGGTAACAGTGGTTTTCAAGTTAATATTAAGGTGTAAAGTCTC
+GGTATACCGTTATCAGGGGATTTAGTTAACGGTTAAATACAGCGAGCAGGTTTTGGTAAACCAGCGTATT
+TAGTTGCTTGTTTCGCGGGGCCTTCTGGAAATAACTTGTATAAATAACGACTGCTAGCTTTAGCTTCACC
+AAATTCGGCTTTCATTGCTTTAGTCAATGCACGGATAGCAGGCGAAGTGTTATAAGTTAGGTAAAACTGT
+CTAACAAAGTTTATAACTTCCCAATGTGCCTCTGTCAGTTCAAATTCATCATTTTTTGCCATGACTAACG
+CTAAATCTTTCTGCCACAACAGGTGATCAAGTAAATAACCTTGCTTGTCTGTCGGGATTATAGTGTTTTC
+AAAAGTTAATATTATTGCCATGTGATCACTTTATTATGGGTAAAGGTAAGTTCAACTAAATCCACCATCT
+CGATATGCTTTACCTCTGCCATCGTTTCAATCGCTCTAGCCTGTGCATGATTCGTAATAACTTTGATGGT
+GATCGTACTATCAGCTCGCTTGATTAAACTACTCATCAAAGAATGTTTAAGGTTATAACAACCATCATCC
+ATCAATACGATAGAGTCTTGTTGATCAAGCACACTTAAGCATTGTGCGAAGTCATTGGTGGTAAAAGCTG
+ATTTCCTTACTAAATGTAATGTGCTCATATTAATTTTCCTTAAAACCTAAGTACATGTTGGTGACGATTA
+AGTGCTTTACCAAACTCAACACTCGCTAATACTTGCACATCATCAATATGAAATGCCTCGTCAAGCTGTC
+TATTCACTAACGACTGTTGGCATACGTAGATGTCTTCAATGTCGTAGAATTCAAACGCTGAAAATGTTTT
+TAAATAGTCTTTAATAGACACCAAACTAGCATCTTGATTCGCAATTAATTGATAAACACCATCACCTTGG
+AAAAATAGCGAGACCTTCTGCTCAAATGAGCCAAAGATTAACGCAACATCAAGGGCATCTTTACCATAGT
+TACTACTAAATGGGGCTTTGCTATTTATAATTGCCAGGCCATTTACTTCCGACAAATTACTATCTTCTTG
+TTGATCTGATGATGTCATTAAAACTGTACCAAGCGTGTTGCTTTTGTAGTTAACTCAACCAATTCACCTA
+AACCGGATACGGTAAATGCTTCGTTTATTTGTTCGTTATCTATTGAATCACAGGCTATACCGCGCATTTC
+AGCGGCAGTAATACAAATGTGCAGGGGTAATTGATACTGTTGATTTAATCGCTGCCAGTGCGCTATTGCT
+TGATATTCATCACTGGCAATACTAATGTTTTCATTCGCATGCATTGCACCATCTTGGTAAAAGAAGACAC
+CAATAACATTAATACCAGCGGCTAATGCTGTTTCAACATACGTTAATGCTGTGATGGTTAAATGGCTATA
+AGGGGGAGTAGTTACTACTACAGCAAGAGTTTTCACAACACATCCAAATTTTAAAAAGGCAATAAAGGGC
+TATAAAAGGTTAAAAAAAAGCCCCGCAATCGCGAGGCTTTTATTATAAAACATTATAAATGATTATAATG
+TTTTTTAGCGTAAATTTTTAATATTTACTAATCATCGCTGCCGAATACGCCAAGTAACGATAATAAATGC
+ACAAAAATGTTGTATATGTTTAAGTACAAAGAAACCGTAGCGCGAATGTAGTTACGTTCGCCACCATTAA
+TTATACGGCTTGTATCATACAAAATTAAACCAGACATAATCATGATAACTGCAGCACTTACCGCTAATGA
+AAGAGCAGGGATTTGAAAGAAGATGTTAGCAAGACTTGCAACAACAACAACAATCAAACCTACCATTAAA
+AAGCCACCCATAAATGAGAAGTCTTTTTTACTCGTAAGCGCATAACCTGACAGTGCGAAAAATATTAATG
+CGGTTCCACCAAGTGCTTGCATTATCATTGCCGGACCACCATCCATTGCAGCGTATGCGCTAAGCATAGG
+ACCCAATGATGCGCCCATTAAACCAGTAAAAGCAAAAATCCAATAAACACCACTAGCAGAATCAGCTTTT
+TTGTTTACTACAAACATTAAACCGAACGCGACTAGCATCATAACAAGTGCAACACCGTGTGATAGGTTCA
+TTGCCATTGAAACGCCAGCTGTTACGGCACTAAATGCAAGTGTCATTGATAACAGCATGTAAGTATTTCT
+CAATACTTTATTAATTTCTATCGCCGAACTTTTACTCGCCGTTTGAAAACTCATATTAGATTGCATAAAA
+CTTCCTTAAGAATGTAATTCTATTTACTTGTTATAAACTAAGATAAGGTCATTTTAGATAAGTTCAAGTC
+TTTCTTACTTTTCATACATAACTGACTTACGCTAACTTAGTTCCTTATGACATATTATGGCATGGTGATT
+TTTAAAATACTACGTTTAGCTTTGTTTAAAAGGGGCTATTATTTGTTATCTTTTGTAACAAGCAATTAAA
+ATAGTTTTTCCTATTTACCATGTAGAGTAGCAAAAGAGCGTTAAGTCAGTAATGAAATTATAAGTATTAA
+CAACACTTTAACTCTAGTACTCTGCATGTTTATACTTTCTTACTTTACATAGTACAGCCATCAGCCTGAT
+CGTTTGTAAAAATATGCGGTTTATCATTTACAAGAGTTTAAAGGCATTCTTTCTAAAACAACTGTTTGAA
+TGATCGTTGATTAAACCTGTTGCTTGTAAGTGTGAGTACAGTGTCGTTGGACCGAGAAACTTAAAGCCAC
+GTTTTTTTAAATCTTTAGCTAACGCATCACTAATAGGCGAAGTAGCGACATAATCTTTAATCGTATCAAG
+GTTATTTACAATAGTCTCGTTGTTTACGTATGACCAAATAAACTTGGTGAAACTACCAAATTCATTCTGT
+ATTTCAATAAATCTATTCGCATTATTAATCGCTGCTTCAATTTTACGTCGGTAACGTACTATTGAAGCAT
+CTTGCATTAAGCGCTCTACATCATCATCAGTGAACTTTGCTACCTTGGTTACCTCAAAGTCTGCAAACAA
+CTTACGATAACCCTCACGCTTCTTTAAGATGGTATACCAGCTTAAACCAGCCTGCGCTGATTCTAATACC
+AATGATTCAAACATCTTTTTGTCTTCATATACTGGCACACCCCATTCTTCATCATGGTATTTAACATAAT
+CTAACTTTGATGTGTCTAACCAGGGGCAACGGCAGGTGTTTTTTTCTGACATGGTGTCATTCCTTCTTCT
+AACTTTTATAAATTGCTGAAAAACAAAGCAAGCTGACTGTTTTTTTAGCAAACAAACTGAAAACAAGCAT
+AAAAGCTAAAATAGTGCTTTACAACTTATTAGAGAGACTTTAGTATTCGCCTCGTTCTCAAGCAAGCATT
+GTTTTACAAGCTTATTTGTTAACTTCAGGTGAGATGGCTGAGTGGTCGAAAGCACCGGTCTTGAAAACCG
+GCAAGGGTTTGTAGCCCTTCTAGAGTTCAAATCTCTATCTCACCGCCACATTAAGAAAAACTGCTAATTG
+AAAAATTAGCGGTTTTTTGCTTTTAATTATTTTAAAAGCAAATTAAAGGATGTAGTTTATCTCCTTTATA
+CTTGAAAACTTCAGGTGAGATGGCTGAGTGGTCGAAAGCACCGGTCTTGAAAACCGGCAAGGGTTTGTAG
+CCCTTCTAGAGTTCAAATCTCTATCTCACCGCCACATTTTAAAGGGCTGCCGTAAGGCGGCCCTTTCTCG
+TTTTTAGGCTGAAAAGTATCGAGGGTAACTGAAAGGTAACTCAATTGCTAATTTCGACTTTTGACAGTGG
+GAACAATGTGAGTTTTTCTGTCGTAATCAGCAGTTTGTTTTATAGTTGTATGGCCAGCAGCGTTTCTTTT
+TTCTTCTAAATTGCCTTCAAAATCGCTTATCCCTTTGGCTTTTAGATCGTGAAAGGTGAAATCCATTAAA
+TAACCAGTTGATTTTCTTGCGCGTTCCATCGTTGATACCCAACGATCACGAAAACCATTAGTACCATAAC
+CTGAACCGTTAAACTGATGAATGACATACATTGAACTAATTGATGGGTTCACTTTGTTTGCGTGAGAAAT
+AGCTTTTTTGAGACGTGGAGACCATTCTTTTATTTGTTTCTTGCCAGTTTTACCTTGTTTGATATAAATA
+CCGTCAGCAATAAGTTGTTCTTTTCGTAATCTCTCAACGTCACCACGCCTAGCCATACAAAGGTAAGATA
+TTTCAGCAGCGGCATAGATGACGGGACAAGCGTGATTTAGCAACGCTTGATATTCTACATCTGTGACGTA
+ACGGTCACGCGCTTTTTCGGTAAACTTCTTTACACCGACACAAGGATTCACCTTTATTTTTCCGCGTTCA
+TACGCCCATGAAAATATGGATTGTAATGCAGATTTGTGACGGTTTGCTTGACTAATCCCAGACTTAACAG
+CTTTCTTATCCATGAACATGCGTACATGCTTAGGTTCAACCTTGTTGATGTCCATCTTGCCAAAAGCTAT
+CAACAAATCCTTTTTGTAACCTAGATAATCCTTTTGAGTACGGGGTGCTTTGTCGATGAATGATGCGCTG
+AGAAAGAACTTTTCAAACAAACTAGCAACCGAATTGAAATTATCCAATGATGCACATTCTTTTTCGTATA
+ACATCCAAACAAGCGACTTAGCAACGTCCAATCCACACAAACGAATTTTCCCGCCAGATTTTGGTTGAAA
+TACATATGCCACTTTTGTTTTATAAACCCGAGGTGGCATCCATTTTTCTTCAGCTTTGCGTTGTTGAGTC
+ACAGTCTACACCTTAAAAATCTAGGTCAAATCCGTCATCTTTAGTTATTCGGTTCTGTCCTGCTTGCTCT
+ATCCATTTGTTAGTTGTACGTACTTGGCCGTCCTTACCCTCAACATAGTAAATTTTATGCTTTCTGAGAC
+ATTTTGCGACATCCGAAGGCTGAACATAACCAGTCAATTGCCTAAGATCTTCTTTATCCAATATAGACAA
+CATCAGTGATGTCTCCTTTTATCAATTGGTTCAAACAACGATATTTATGACTATAGGTTTGCGTTAAGTT
+AAGAGCTAATGTTTGATGGCTCATATTCATTACCTTTAATTAATTGGATGAATAACTTCTATTGAGGTTT
+TATACTCAATCCGTAATAGCATAGTGCTAATTTTTTCTTACGATTAGTTACTCGATTTAAAGTAAATATA
+ATGCATTACAATACTTCACACAAGGCCTGATATCTCTACACCCCTTTGTCTTAGCGGGCTGCGCACCATT
+AAGGCCTGCGGCGCAGTGCTTTTCATTTGTGCAGAAAATCTAGTTTTTTTTAAATGACAGGACTCTAGGA
+ATGTTTTTCTTTAATAAATGCTGTTTAAATGTACAAATTGCGTATTACCACGATATAGATCGGTATAAGG
+TGATAGCTGATGCCTGTTAATATGAATATACTTAGGATGAAGTAACTGATGCCTTCATGGATAATTACAT
+CAGTTATGCCACCTAATTACATCAGTTATGCCAGTCATTATCATCTAATACTGCCACCTAATAACATTGG
+CTGCGGCCAATGAATAACATAAGGTTTGCCACTAATAAATATGATCACTTTGTGCGCAAAGGGGAAGCTA
+TGAGTGAATTAACTGATACTTCGGCTACTTAGCCAAAAGCTGACATTAGATTTTGAGTCACTGACGGCAT
+CTCAGAGCGTTTTGCTGACATTAGACTGGTCATGTGTTTTTAGTTTTCTAACTCGTTAAGGGGCACTTAG
+CGCCATAGAGCTTATGATTTTTTTTCCGAATTAACAAGATCAATAAATGACAAGATGCCAATTTTAACAA
+AAGGCATTTAGTGGTGTTATGACAAGATTTATTTGAATCGAAGAAGAAAATAAAGCGTAGTTTTTCTGCT
+GCATAATATAGTCGCTTACATGAAGATGGTTAATATGTCTCTCCATTTGCTGTTATCCCTAGTTGTATTT
+TATTTAAGAACATTATTATAAATCAGGATGACTTGAATATCAGTATTGTTGACAACGTTATCATGTTGTT
+GCAATATGCCTGTAGTCAAAGTTAACTGTTGGAATAATATGAAAGTACAAATTAAGAGCATAACTCAATG
+GGGCGGGGTGCTTCTACTGAGCTTTTCCTCATGTTATGTCAATGCAAATAAGCTCATTAAGCCAAATATA
+CTTTTTATTGCGGTTGATGATTTAAAGCCGCTTATTCGTGATTATGGAACAGCTAAAGTTCAGACGCCTA
+ATATTGATAAATTGGCAAGTCAAAGTACTGTCTTTACCCGTGCTTATTCTCAATATCCGGTATGTGGGCC
+TTCTCGGATGAGCATTCTTACCGGATTGCGACCAGAATCAAATGGCATTATGAATTTGAAAGATAAGATT
+CGTGATGTTAACCCCAGCGTTATAACACTACCTCAATTTTTTAAAAATAATGGTTATGAAACAGCGGCAA
+CAGGGAAAATTTTTGATCCAAGGAACACCACGAGTCGCAGTGAAGAAGAAGTATTATCTTGGTCAATTCC
+CTATCAAAGGCCTAAACACGGATTAAAGGGAAAAACACGTTTAGCGGTTGAGTCTATTGATGAACCGGAT
+GAAAAATTTGTTGATGGCGGTATTCTTAAACGTGGCAAAAAGCTACTTAAACAAATGGCAAATAAAAACA
+AACCCTTCTTTTTAGCCGTTGGTTTTAAGAAGCCTCACTTACCATTTGTAGCACCAAAAAAATATTATGA
+TTTATATAGCAGAGAAAGTTTTGACTTAGCAAGTTACCAAAGTGCCCCAGAAGATGCTGATACAACTTAC
+TTATTTCATAAAAATCAAGAGTTAAGAGGGTATAAACCAACGCCTATTAAAGGTGGAGAAATAAAGCCTT
+ATCCAAAAGGTAAACTATCTTCTGCCCACCAAAAAGAGTTATTACATGGCTACTTTGCCTCGGTAAGCTT
+TATTGATAGCCTTGTTGGTGAATTACTCGAAGAGCTTGAAAAAACAGGTCAAGCTGAAAATACGGTAATT
+GTTTTTTGGGGGGACCACGGTTTTCATTTAGGTGATCATGGATTATGGGGGAAGCACACTACTATGGAGC
+AAGCTAACCATGTTCCATTAATTATTAAAATCCCAGGTAGTAAAGCTAATCGTTATGCTAAGCCTGTTGA
+ATTACTTGATGTTTTCCCTTCACTAACCGAAGCCGCAGGACTTTCAATACCGAATAACTTACAAGGAACA
+AGTTTAGTTTCTCTTGTAACAGGAAAGCTAAAATCAATTGATAAAGTCGCTATTAGCCAGTACAAGCGAA
+AAGGAGCGTATGGCTATTCAATGCGTACAGAGCAATATCGATATACCCAGTGGGTTACTCCAAGTGGTAA
+AGTCGTTTATCGTGACTTGTATGATCTTATTAACGACCCCCTAGAAACCAAAAACATCATTAATACACCA
+GAAGGTAAATTGTTAGAGGTTGAGTTGAACAAACAACTTCATACCAACAGTGCAGGTTTAAAAAGATTGA
+AATAATTGGGACTTGAAAAAATTAGTGTGAATGAAAAGCCATTATCTATTTTATAGATAATGGCTTTTCT
+TTATTTCAAATACAGATTACACACAACATGTTTGATAACGATGTTTTACTTCTCTATTTTGTGTTGACTT
+CCGTATGGCTCTCTATTGATATGATAACTGATTAACGAGCTAGCTCTAAGTCGCTTTATTGTTAATTTGT
+TCGGGGTGTAAGCCCTCAGTTCAAACGTCATACTTCATTAATTCAATTAGATGAAAGTCTTATTTAAGTA
+TTCGTTATCAGTTGTTTACGTGTATTTCGTCGCCTTGTTTCTGTTGTTTAATTGACCTTCTTTTCACTTG
+TACCATATATAACCTTTCATCATAAAAATAGATTTTAGATTATTATAGATGTAATAAAAGTGTATTAAAT
+TGTATTGACAACGATATCAATTGGTGTATTGTTAAGCTATCTAATAATAAAAATAATATTGCACAAAGTA
+ATTATTATGAATATAACTATGTCACTAAGAGAAAGGGTTTAAAGATGAAACGAACTTTTAATAAAACACT
+ATTAAGTGTAAGTATTCTCGCTATTCTTAGCGGAGCCACTATCGTTCAAGCGGCCGAAACTAGCACAACA
+GTTGAAGTTGAAAAGAAAGCGAGTGCTAAAAAAGCTAAAAAGAAAGATGACAAAGGAATTGAAGTCATTG
+AAGTTGTCGGTACCCGTGGCAGCTTAAAACGCTCTATGAATGCGAAGCGCTTTTCTGATCAAGTAATGGA
+TGGTGTTTCTGCTGAAGATATCGGTAAGCTACCTGATAATAATATTGCCGAAGCACTTTCTCGTGTTGTT
+GGTGTATCAATGTCCCGTGCTGATGGTGAAGGTGAGTTTGTAAGTATTCGCGGTATGGCGCCAGGGCTAA
+GCCAAGTTACTTTAAATGGTCAATCAATGGCCAATAGTAATAGTAAATCTATTACCAGTAATGGTGCATC
+AAGTCGTAGCTTTAATTTAAATAATATCGCCAGTGAAATGGTTGCGGGTATAGAAGTCTTTAAAAGCCCA
+ATTGCAAGTATGGTAGAAGGCTCTGTTGGTGGTACGGTTAATTTGAAAAGCCGTAGCCCTATTGATTCCG
+GTAATAAAGCAACCATAACAGCTCGTGCTGATTATAATGAAAATGCGGCTGCGGCAGGTGGCGGTTTAAA
+TTTATTCTTAAATGGCGTCAATGATGATGAAACCTTTGGTTCCTCTGTTGCTGTAAGTTATTTTGACAGA
+ACTACGCAGCGTAATAGTTTTGAAAGTCGCGGTTGGGCACTACAAAAAAAAGCGCCTTATGTAAACGAAT
+ATAACGAAGATGGTACGCTAAATAAAGCAGGTGTTAGTGATACACCTGTCTATCGTATTGAAGATATCCG
+TGCCAACTTTAGACACGATGAGCGAGAACGCATCAATGTTAATGCTAAAGCACAATGGCTAATTTCAGAT
+GAGTTAGATTTTAGTGTTGATGCTCTCTATAGCCGTCAGCAACGTAATTTTATTTCAACAAACTGGGATG
+TTGATTTTAGAGATAATGATAAACTGATTGTTGACATGGACAGTATTGTAATTGATGGCGAAAATGTTGT
+ATCACAAATTGCCAGCGCAAATGACAAGGCAGGTAAAAACTATAATCATGAACAAACAGGTTTTGATCGC
+TCTTATGATGATGAAACCATTGCGGTAAACTTTACACTTGATTACATGCTAAATGACAATTGGACCATAA
+CACCTAAAATTGGCTATAGCCAAGCGACAGGTTTACGTGATGATATTAATCCTTTATTCAGTACCAAAGT
+TCAAAATTTAGGATACAGTTTACCTAATGGTAGTTACATGCCAGAAATTATTTACCCAACTGACCCTGAT
+GAATTAGCGGCAATGAACCCTGAAAATCTCCAACTCGATGTAATGAACTATAAAAGTTTTGAAGTAGAAG
+ATCAGCAAGGTTACGTACAATTAGATTTATCTACTGATTTAGACAATGAATATATCAGCTCAATTGAATT
+TGGTGCTCGTTATAATGAAATTCAAAAAACTAACCAAGTATTTCAAGATAAAATCCAAGCTGATATTTTA
+GAGGCTAATGGTGGCACACAAATTATTTTATCAGATTATTCAAATTATACAGTAACGGATGGCATGTTAG
+ACAACGCCCCTGTAGATGCTTGGTATGTGCCTGACTTTGACAAAATCGATCAAGAGTTTGGCCACCTTGT
+TGAAAAGCTGGAAGTTCAAAGAGAAAATTATGAAATAACTGAAAGTGTTACTGCTGCTTATGTTCAAGCC
+AATATTGATACTGAACTCTTGACTATTCCTGTACGCGGTAATCTTGGGGTTAGGTATGTAGACACAAAGA
+TAGAGTCGACAGCTTATAAATTCTTAGCAGGTGAAGATCCAGCTTTAACTGAATCAGACAAAGATTATCA
+AGATGTACTGCCAAGTATTAATTTAGCCTTTAACCTTAAAGATGACTTAATTTTACGTACTGCTGCCGCT
+AAAGTAATGGCGCGGCCTAACCATGCTGACATTGCACCAGTATTTAGAGAAATACGTTCATGGGATGCAG
+AGGATGGCGGCAAGTATATCATCGGAAATCCAGACTTAGACCCATACCGTGCAAATCAGTTTGATTTAAG
+TGCTGAATGGTATTTTGACAGTGAAGGTTTATTATCTACAGGTATCTTTTATAAAGACATAGAATCCTTC
+ATTACCACTAGAACTGAATCAACAACATTGCCAGGTATTGGTGATGGTACACCATATGAAGTCACTCAAC
+CTATTAATGGTGAAGGTGGTGTTGTACAAGGTTTTGAAGTTAGTTTTCAACAAGCATTCTATATGTTACC
+AGAGCCGTTTGATGGCCTAGGTACCGCAATAAACTATACCTATAATGACAGTGAAACGGAATTAATTAAC
+AACGTTACTGGTGAGTTTATGAGCTTACCTGGCTTGTCACAAGATACAGCTAACTTTATGGTTTATTATG
+AAAAATATGGCTTTAGTACTCGTTTGGCATGGAACTATCGTAGCGAATACTTTAATCAGTTCTCTTGGTC
+TGAAGAGGCGCTGTATATAGAAGCTTATGATCAGTTAGATTTCCAATTGGGTTATGACTTTACTAAGAAA
+ATGTCTATTAATTTTGAAGCGAAAAATATTACAGATGAGACAGTATATGAGTATGTTGGTAACCCTTCTC
+GCGCATATGCGGTTCGTGATAACGGCAGAACATTTAGCTTAAGCTTTAAGTACGCACTTTAAGTTTCTAG
+TTTGAGTAGTATGACGTGAATCAGATAAATGGTTCTTCTCTTGTAGGAGCCTTTTTAAAATTAGAATTTT
+AGGAGAATAGTGATGAAGAAACTTAATTTAATTCCCTTTGCTTTGTTTTTAATCGTTAGCTTTAATAGCC
+AAGCAGGTAAACAAGAGTATTTTAATAAAATAGATATTGATCAAAACCAGGTGTTAGATAAATCTGAGTT
+TAGCAAACATATGAAGAAATACCTTGCTAAACAATCTATTACAGATAAAACAATACAAAATAAAAAAGTT
+AATAACGGCTTTAAACGTAAAGATAGTAACAGTGATGGTCAACTAAATTTTGCTGAATTTTCAAGTCAAA
+AATAATATTAATTTGTCCCGTCCTAAAGTAAGTTGGCGGTTTTAATAGAAGGTCAGTAGCTTTGCTCCTG
+GCCTTTTTTGTGCTCTTGGATTGGTAGTTTTATAGGGAAACTCAAATATGGCCTAATTTCATTGTTTTTT
+TTAGCTTGAAATGTGCTTTCAATAGCAAACCTATGACATGGTCTAATTGATAATACTACTACCCAGTTAA
+GACATAATTGGCTTAACTGGGATACAAATGAAAAACCGTAAAACATATTAAAAAGAATTCAAATTAGCTG
+TAACTGTACTCGTTAGAGAGCATAAAAACGCTTTAGCAGAAGCCGTTAGAAATTTAGACATTAGTGCTAG
+CTCAGGTAAAGTGCCTAGAAATGGACCTTGAGATATTAAAAAAACAGCTTATCTTATGACTCAGCCCCCA
+TCAAAATAGAAACACGAGAATTATCCTAAACTTTATTTTAATCTGGAAAGTAGTCGTTCACCTTTTGATA
+CGCTGACAATGGCAATGTGGTAACGAAAACCCAAGGCAGGATTGAGAGTTCATTCAGATCAAAGTGTTCA
+ATATGCGAGTTATCAATATAGGCGAGTATTCAGGTTACATAGCTTTATTGGTAATATGAGTAAGAAAGGT
+TGTTGCTGGGATAATTCGGTAGCTGATAGCTTCTATGGTACCCTAAAATTAGGGTTACAGAGTCTAAATG
+ATCTATTGCATAATACGTATGTTTAGCTGTTCTTTACCAAAGCTAATAATGAAGAGTTGAATATCAATGT
+GTGCTTTTAATAAGGCTAGTATTGTTAGCATGACTTCTTATATAACAAAAAGTGCCTATTAACATAAGTT
+AATAGGCATTTATTAACGTTTACTTATTAAGCTTATTCACCAGTAATAATTACATTATCAATATATGCAT
+TTTCACTATTTTTATTAGCCTTTAGCACCAATTTAATAACCAAATTATCAAGTCCTAACGCATCACTAGG
+TAAAGTAAATGAATAATCTTCCCATTCACTCACCGTTGTTTCACCCAAGGTAATAAACAAGCTACCACCA
+TCAATAGAATATTCAGCTTTCAATGATTCACCTGAATCTAGACCATTAGTTTTAACACTAAATGATAACG
+TTGCTGCAGAATAGGCTGCAGTAGAAATAGTGGTTTTCATTCGGCTGGTATTAGTAAGTTTTGCACCATA
+AGAGCCTTCAAAAGCAGATGATAAGGTAGCATCACCCGAAACACCTGATACAGCCCAATCACTCAGCGTT
+CCACTTTCAAAATCATCACTAAATATAATCTGTTCAACAATATCAGCAGGAACTAATGCAATTATTGCAT
+CAGCAACGGGTTCCAATGTAGTCCATTCATTGATTGATACATCATAGAATTTTTTAGTAGCATTTACTGC
+ATGAGGAATATTCCTATCATTTAGTACACCAACAAAATCTTTAACAAAAGCAATTTGACGGGCATTATCA
+TAATCATCACCTTTGTTATAATTACCTGCCATCCAAGCACCTTCCCAAATAGGGATACCTGTATCTACAC
+TCCAAGCTACAGCCGCATCAGCTCTCTCAGTCATTAACGTAATTTCAGCTGCACCACCATCCCAATAATA
+ATGAGGGTTAGTTGGATCTGTACTTGGACCTGAAGCATAACCTTCGTGGAATTCGCCAATTAAATAGTCA
+TTGCCAGCGGTTGGAATATCAAGTTGGTCCATACGGGTTGGATCTGAACGTTTATGAGCACTAAAGATCA
+CGATACGTTCATCATTTTTACCGCCAGTACCACGTATCGCGGTAACTGCTTGTTCATAGGCTTCATTTAA
+TTGGTTAATAGGCTCATCTGAAAGCGGACTACTCGCCGCAATTTCAACAATCAAATCAAACATTAATTCA
+TAAGGGTAATCTTTATAATGAACAGCGATATCTTCCCACCACTGTACCCAAGCAGCTTGAGTTGACTCGG
+TGGGGTTATCTTCAAAGGTATGTGATTGGTTGGCGATAATTGGAATCATCCCATTATCTAATGCATCTTG
+AATTTGTTCATCTAAAAATGTAAATACAGCTGTTGGTGAATCATTAGCAATACGCAAACGAATATGTTTG
+AAGCCTTTATCAGCAAACTCAACGGTAGCAACGGCAGTATAATCCTCTATCTTATTGGGCACTTCTGACC
+AAGTTGAATCTACCCCGGCTTTCATTAATTTCACCATATCTTGTGGTGTAATAGGTGTTTGTGAATTAAG
+CACTTCCCCGTGGCTTAACGTGCCATAACTGGCTAATAATACGAATGAAATTGCTTTTGTTGTTAAAGAT
+AGTTTTTTAGTGAATCTGCTTTTTTGTACGTTAGTCATAATCATACCTCTTTTGTTATTATTATAATTTT
+TATAGAGATATATCTAAAACTTTGTCCTAGTGATAAATATTCTCGCTATAAAAAGTACCATAATTGATAT
+CGTTGTCAACTTTATTGTAACGATAAATATAGCAAAACTTACAAGTTGTTCAGTTTTAATTAAATTTATT
+ATTTAATTTTTACCAGATTATAATTTTAATGGTAGCAAATACCACTTTAACGACTTGCCTAAGGTAAACG
+CTGACGGCATCAATGGTGCCAAAGAACAGTTACTTGAATTCAATTAACTTATATTGGCTATCTAGCGATA
+TTGTAGACAACACTTTTGGGTAATAGGATACTTCTGTGTTACAGCTGAAGAGTTAACGAAAAAGGTGATT
+ACGGAATATTTAGCCCATCATTTTGGTAAATAAAGTGACAGCTTAGAAGTGTAATAATTGTTTTAGCGGA
+AATGATAGGCTTTCAAACTGAAGTTTTAATTTGTTGTTTTTAGACGGTTTTTCTTTGTTTTATTTGGTTT
+AATTAATTCTATTTGATGATAAATCTATCCATAACTCTTTACGCATTAATGGCGTACTTGCTGGCATGAG
+TGGGTTATCTAAAGCAAAAACTTTTCGATTTTGTTTTTTTACTTTGTTAATAAGATGTCCATAATAAGTC
+GTAAATATCTTGTCAAAGCTACCATCTGTTAATGCTTTTTCTAAGCCAGATTTAATATCTGATGCTAAGT
+CATTATTGCCCTTTTGAACATAGAAATAATAAGCTGTAGGGTAATGAATCATGCTACTTTTTTCTATCAT
+GATATTAAGTGTAGGGTAGTTTTTTATTTCGTTAAACACTTGCAAAATGGAACGTGGAAAATAATCAAAT
+CGGTTTTTATCTAGCATTAACCATAGTCCGTTAAAACTGCTACCTGTTTCTACGTATATGTTATTTCTTT
+GCATTATTTCGGTATCACTCCAAAGGTGAAATAAACCAGGCGTTAATTTTTTAAAGTCGTCTAGCGTTGT
+TAAAGACTTAAAAATATCTTTATTTTTTGTATTTACCACCGGAATGCGCCAACCGTTAAGTCCTTTGAGT
+AAAGGAAATTCTATCGCTAAATGATTTTCTAAACGGTATGTTGTTGCACCAGCAAAAATAACATCAAACA
+ATTCATCTTGCTCCATATATGCAAAAGCACGATCTTTAGGGATTTTTTCAGTAAAAGGCACTAGTTGATA
+ATTTTTTTTTGAATTATAACTAAGTACATGTTGTAAGAGTTCAACGCTGTATTTGTTTTTACTACCAAAG
+TAATGAATGTCTTTAATTGGTTCCTTAGCGGTAGCAGAAATTGAAAATATGAGTAATACGTAGATAAAAC
+ACCGTATTTTTGAAGTCCTTTTCATATTACTCTCTTTATATATTGTGCCAATAAAAGTTAAATTGCTTTT
+ACTGGCACGTTAGTTATAAGGTTATTTCTAATAACAGCTTAATGCGATTTAGATTTTTTCTTACTTTTTT
+TATTTTTCTTTTTTACAGTATGGGCGTCAATATCGTCTTTCCAATTAGTGAGTTTAGCAAGCATTTCAGC
+TGTTTTTTCTGGCATTAATTTGGCTAAGTTGTTCGCCTCACTTTTATCATCTTTTAAGTTATATAATTCA
+ACTTTTCCTGTAGACCAAAAATCTAACAGCTTCCATTCGCCTTCAATTATTGCAGAGCTATTGGTATCAC
+CTGTTTTACTGGGGCGAGCTGCAGGAGAGTGCCAAAACATAGCTTTTCTAGGTGTTTCATCACTGTTTAA
+AGCGGCTAAGTAGCTTACACCATCTTGATGATCTTTTGGTGAAAGTGATAAGCCAGCCATTTGTAATATA
+GTCGGGTAATGATCTGTTCCGGTAACTTGTACTTGGCTAATTGAACCAGCTTTTACTTTTTCAGGCCATT
+TAACAATAAGTGGTACACGAGTGCCTCCATCATAAATCCAGCCTTTACCGTGGCGGTAGGGATTGTTGCT
+AGTAGCAAGCACACGGTTAGATTTTAAACCTCGGCTTGATAATCCACCGTGATCTGAAGTTAAAATAATA
+ATAGTATTATCTTCAAGTCCTAATCTTTTTAACTGCTGTTCAATACGCCCGACACTAATATCAACACTTT
+CAACCATCGCAGCGTAATCTGGATTGTTTTGAATGGTTTTATGATAGCCAGTGCTATCTTTAATTAAATC
+GGCATCACTCTTAGGACCCGCATTGGCAATACCTAGCTTTTTCATTTTAGTTTTATATTTTTTAACTAAA
+GCAGGCTTACCTTCAATAGGTGTATGAACAGCATAATGCGCTAAAACTAATAAAAATGGCTGATCTTTTT
+TCTGTTCAATAAACGTTAACGCTTCATCGGTTAGGCGATCCGTTAAGTATTCTTCTTCGGAGCCTTCTAC
+TTTAGCAAAACCTTTATTTTTTCCTGATTTACTCATTTTAGTGTAAGGAAAATAATAACTCGGTGGCGCG
+CCCCAATGACCAGCCATAATACTGCTATCAAAACCTTGCTTGGTTGGATCTCCGCCTTCTTTACCTAAAT
+GCCACTTACCGATATAACCCGTTTGATAACCAGCCTCTTTTAGATGTTCACCAAAAGTAACTGCAGATAA
+AGGTAAGTGATGTTTACCGACACGTTCACCTTGCGGTACACCATAGCGCGTAGGGTAACTACCACTAAAT
+ATTGCAACGCGAGAAGGCACACAGCGAGGGTGTGCGGCATAAGCGTTATCAAACTTCATGCCATCTGCGG
+CCAGCTGGTCTATGTTAGGTGTTTCGTAGAAGTTGCTACCGTAGGTGCTTAAATCTTGACGACCAAAATC
+ATCAACCAATAACATCACTACATTAGGTTTACTCGTGCTTTTATCAGGAGTAGCAACAGCTTGGCTACAG
+GTAAATAAACTCAGTCCTGAGAATAATAAAAATAATGAATTTTTCATAACATATTCCAATTTATATTGAT
+AAATAATAGTTAAATTAATAGCTAGTAGGAAGTTAACTGATGTTTATATGCAACAGCCACTTTTTGTTGG
+GCGCTACTATCCTTTAATAGCTAAGTAAAATTTGGCTCAATCAAATATTGCTAGAAAGAGCCAAACAGGT
+TGGGACTGGTAACTAAAATCAAAGGTTAAAATTGATAGTGAAAGTTTATTTTTTCACTGCCAATAGCAAG
+GGTAAACTCGCCCGCTTCAACAATACGCTTTAGCTCAGGGTTAACAAAAGTTAAGTCATCTTTACTGATA
+GTAAAGTTAACTTTTTTGCTCTGTCCTGCTTTTAAGTTGATTTTTTTAAAGGCTTTTAAACGTTTAACTG
+CTGGGCTAACAGAGGCGAATAAATCGCTAACATAAAGTTCTACTGATTCTTTGCCTTCAAATTTTCCTGT
+GTTGGTAACCTTTACCGAAATATTAAGTTTATTGTCACCTTTCAGCGTTTTACTGCTCAATTTAATATTT
+GAATAAGCAAAGTTGGTATAACTTAAACCATGCCCAAATGGCCATTGTGGTTTGTAACCGTTATAACTCA
+TGTCACCAGGGGTTAATTGTTGAATATCACTTAAATAAACACGGTCGTAATTAGCAAAATCACCAGTAAA
+CTGTGGGTAACTGTAAGGTAATTTACCATTAGGATTATAATCACCAAAAATAACGTCGCTAATAGCTTGT
+GCGCCTTGACTACCCGGTATATAAGCTTGCACTATTGCTTTTGTGGCGCCAACAATGTCTTTGATAATAC
+GTGGACGCCCTTCGGCTAAAACAACTATGACGGGTTTACCTGTTGATAAAGCTGCTTGTGCTAAAGCCAT
+CTGATTTTTTGCTAGGTTTAAGTCATCAAGTGCACCTGGAGATTCAGCATAGGCGTTTTCACCTAAGGCA
+AGTACAATGTAATCTGCTTTTTTCGCTTTTTTAATTAAACCATTAACGTCATAATTTTTCTCGTTATTAA
+AACCAGCGTAGGTGTGAGTGATTAAGTTCTTTTTACCAACAGCTCTTTGAAAAGCATCTAAAATAGTTTT
+TTCATTTTCGGGATAGTTAGCCTCAACATCACCTTGCCATGAGTATGACCAGCTACCATTTAATGGCGCA
+TGAGAATTTCCTGTAGGGCCGGCTAATAATATTTTAGCGTTTTTAGGTAAAGGTAAAATATCATTGTCAT
+TCTTTAATAACGTAATAGATTCACGTGCCGCTTTTAGTGCTAAGTTTTTATACTCAGCTTTACCAAAGTT
+TTGGGCTGCCTCAGATTCGTGGTAGGCGTTATCAAATAAACCTAATTGATATTTAAGCTTTAAAATAATA
+CTTACAGACTTATCAATACGTTCTTCTGATATATCACCAGATTTTACTAAATCGACTAATAGCTCATAGA
+ATGAAAAATCTTTTGGCACCATACTCATATCAATACCCGCATCAACAGCTTGTTTAACTGCTTCGCGTGG
+TGATTCAGCGACCATGTGGCGAGTATGCAAACGAATAACATCTTCCCAGTCTGTAACCACTAAGCCTTTA
+AAGCCAAGCTCGCCTCTCAGAAGATCTGTTAATAGACGCTTGCTGCCGTGAACAGGAATACCATTTACTG
+AGGCTGAATTGATCATTATTGATGATGAGCCTGCATTAACAGCGGCTTTAAATTGAGGTAAATATTTTTC
+CCACAAAACAATATCAGGAATATAAGCAGGTGTTCTATCTTTGCCATTAGCGGGATCAGAATAACCAATA
+AAGTGTTTCATGGTAGAAGCGACTGCGGTGGTATTTTCAAGCCCATCTTCTTCATATGCCTGAATTACAC
+CAACACCCATTTGAGTCGTTAGGTAAGTATCTTCACCATAGGTTTCAGAAAAACGAGACCAAATTGGATT
+AACACCTAAATCAAGTACTGGATCAAAATTCCAACGAACGCCTGTGGCACGTAGTTCTTTACCTGTCGCT
+TTAGCGGTAGCTTTAGCCAGTTTAAGATTACGAGTAGCGGCTAGCCCAATGTTATGAGGATAAAGGGTTG
+AGCCTTTAGTGTAAGTAACACCGTGAATTGCATCAACGCCATAAATTACTGGTATTTCATTAGGAGTCTG
+CAGTGCCTCATCTTGAATTTCTTTAATCAATCGATTCCATTGCTTTACCGTTAATGCTGTGGCTGTTGAG
+TTCAAAATTGATCCTACTTTGTAGGTATGAATAGCTTTTTTAAGTTTCTCTTTATCAATAACTAAACCAT
+CACCTGTTTCACGGCTACCTTTATCTAAAATTACCGCTAAAGTAATTTGGGTCATTTGGCCTACTTTTTC
+TTCAATAGTCATTTTTGAAAGCAGATGGGAGACTTCCTTGTCGATATCCTGATCGGAACGTTTTATAGGG
+GTTGCTAGCAGACTTTGGCTAATTAGTGTAAGTGAAGCTAGCAATAAAAATGGCTTTTTAAGCATTTCTA
+TACTCCGGTATAGGTTGATTCAAATAATATGATTGTTATAAGCATACACCGGCTGATAACGATGTCAATT
+ATGGATTTGTCGCTAATTGTCGCAAAATACATCAAGTATGTTTTTCACTTTGATTAGCGGTTAATGATTA
+AAGAGAGTGATTAACTTATCAGCAAACAACTTAGCGCCTTCAACACCTAAGTGCACTGGATCAGCGAGCT
+TGTCAGTGCGAAGATTATTAACTGAACTAATAGTATCACCATGAACTATATGTAGTTTATTCCTACCTGA
+TTGTTGCTTTTCTTTAACTAAATCAATGATGACGTTACGGTAGGCTTGAATAGATAATTTGCTATGTTTG
+GCTTTACTACGACGAGTAAACAGTGGAGTAATGCAATATAAGTCGGCTTTTGGATGTAAATTTAACGCTG
+TATCGATGACCTTACTGTATTTTTCTTTAAAAGTGGCTAAATCGGCATTAGGCGCATTCCAGTCATTGTA
+GCCAATTAGCAGACTTATTAATTTTACGTTATTAAAATCAGTTAACATTTGTGCCGTGGGTATGGAAATT
+TGCGCACCACCAACGGCTAAGTTAAACAATTCTAAATCAAGAGCTTGAGCAACTTGGTAAGGGTAGGTTA
+GGTAACTTGCTGAGCCTTGACCAACACCATGACTGATGGAGTCACCCATTACTATGTATTTAGCTTTACG
+TGGAGTGACAAGCGTTGTTAACTCACTGTCATAATCAAGGTCTAGTCCAATTAAAGCAAGGTTCGCTAAG
+CTGGGTAGTAATACTTTATATTCCGATAATTGATTAATGTTTTTTGATTGAAAAGTAACGTTAAAATTTT
+CTTTTTTAGGCGAAAACTTTACCGTTTTAATTAATTGCTCACCCAGACTAGTTACTTGATAAACAGCAAT
+GTCTGAGCCGCGATTAATTTTTGGCAGCGCTTTAAAAGTTAACACAACATTATTACTAGCGGTTGCAAAG
+TTAATAGCAATGCTAGCATTCGTTTGTGCTTTGTCACTGTTAAAGTTAGTGTCTTTTTTAGGTAGGGCAA
+GTACCGATTTTGCATGTCGCGTAAAGCTTACCTGCGGCTTGTTATCAATGTTAGTTTTATAGATATACGA
+TGTACCTAAGTATCGGATTTTATCACTATGTACATCAATACTTTTTAATTGACTCTCAGTAGCATAACTT
+CCTAGCGGGAAAGTACTTAATAACACTAATAATACTTTTAACTGTTTGAGTTTTTTCATGGCTTTTATCA
+TAGTATTTCTCATCTAAAAGATTCTGATAGTTTTTTCACTGGTTTTATAACCATAACGAACGGCCTTAGC
+GATAATTTTCATGCCTTTTTCAACCGCGAAAGGTTGATTATAAACGCGAATTTTACTCGTTATCCATTTA
+CCTTTTTTGTTTAAGTTACTAGTTTGGTAGCCAATAGATGAGCCTTGAGTATTGCCTTTAATGGCGATGA
+GGCCACTCTCATCTAAATAAATACTAGGCTTAGCTGTAATCGGTTGTTGACCGTTCGGCCAAAACTCATT
+AGCAAGCTCTATTTCTGGGCGATCACTTAAATCATCTACATGAGACTGCCATTCTTTTAATGCATTACGC
+ATAATGTTGAGCTGTTGTTGATATTCTACTTTTTCGGCTAAATTATTTACCTCTTCAGGATCGTTAATAA
+TGTCGTACAGCTCTTCACCTGGTCGATTGTTAAACCAGAAAGCTTGTTGCTTATTCATTCTACCCGCTTC
+AAATTCACGCCATAAATCTTGCATTAATATCATTTGATCGCGGTAAGCTAAATGGGTAGCGCCTGGTTTA
+TTGGGCAAATAGTTTTTAATGTATTTAAACTTATTATTACGCACAGCTCTTTCTCTAAAAGGAAACTCAT
+CCAGCCTGTCTTTAGACGCATAAATGTATTCGCGTTTAGCTATCTTGTTTGTGGCATTATTATTTGGGAT
+ACGCGCCTTACCTTGGATGTAGGCTGGTGTATTAATATTTGCCATAGCTAAAATTGATGGGGCAATATCA
+ACAAAACTTAATAGCTGGCTATCAATGCTGCCATTTACTGTTTTACTTGGACGATACTTGTCTGGCCAAT
+GAATGATCATGGGCACCTTTAAACCGCTGTCATACACTTCACGTTTACCTCGAGGAAGAGAGTCGCCATG
+ATCTGTTGTCCAAATAACGATGGTGTTATCGCTTAAGCCATCTTTTTTTAATTCTGCTAATAACTTACCT
+ACCTGGGTATCCATGGCATGAATATTATTATAATGCAGTGCTATACCCTCACGAATAAGTTGTGTATCAG
+GGTAATAAGCCGGAATAACTACCCGTTCAGGTGTAATCCAATTTTTAACTAAACCACTTTTTTTATTCTT
+CGTTGATTTTTTGGGAAACAACTGACTTTCATGAGTAATATCTAAATGATACATACCAAAGAAGGGTTGG
+TCTTTTTCTCGCCCTCGCCATGTTGGTTTTTTACCTTCGTAATTCCAGATGGTAAATGGACCTGTGTGCG
+GTGAAGTATTACTAAATTGATAATCTAGTTTTGATGAAACATAGGTGTAATAACCACTTTTTCGTAATAA
+CTCAGGAAAAGCTTTAACGTCAGGTGCGGGTACAGCTCTGTAATTTGATGCTTTAAACGAACGAGTTCTC
+ATATGCTGGCCACCAACCGTTATTTGATGAACCCCGGTAATCAGCGATGTTCTGCTAGGGGCACAAACAC
+CTGCGGTGGTAAAGGTATTAGGGTAACGAACGCTACTCTTTGCTAATTCGTCTAATACCGGCGTTTTAGC
+TACAGTATCACCAAATGCGCCTACTTTTGCGCTCATGTCTTCTGCGACAATTAATAGTATGTTGGGACGT
+TGTTCTTTTGCAAAACTTGTTACAGAGCTTAAAGCGAGTGCTAAACATAAAGCAACCTTTATAGAGTTAA
+ACTGTTTCATCATATTTCCTAATATTTGTCACAATCAAAAAGACCAACAATAATTGTTGGTCTTTATAAT
+TTAATACCAACTTAATTATTAATGTTTAGCTGATTTTTTCTTGTCATCTTTTTTATCTTTAATAGGCTTT
+ATTCGTAAGAACGTTCTTAAACCATCATCACCCTCTTTTTTCAACCAGTTATCTGGAAAGTCAGCTGTTT
+CGCCACGGTCACGTTCACGGTAAACCGCACCAGGAGTATACTTTTCAGTGTAAGGGATAACATTATCACC
+TTTTTTATTCACTAAAAGGTTGAATAAATCATGACGCATTTGCGCTATAAGTGGTTGATGTTTAGGTGTA
+TTGATTAAGTTGTTCATTTCTTTAGGATCATTTTTTAAGTCATAAAGCTCTTCAGTGTCCCAAACACCGT
+GATATTGAATTAGTTTGTAGTTGTCAGTACGCAAAGCAAAAGTAGTTGGGGTAGAAGGGTAGTTAAATTC
+CCAATAATATTCATATAAAAAGTTCTCACGCCATTGATTTACTTCTTTGTTTTTAGCAAGAGGTAACCAA
+CTGTCGCCATCAAAGTGAGCTGGTTTTTTAGCGCCTGCAATTTCTAATATTGTAGGGGCTATGTCTAGGT
+TAGCAACCATTTCGTCTACTACGGTGCCGGGTTTGAAATAACCGGGAGCATAAGCAAGTAACGGTACACG
+CATAGACTCTTCATAAGCATTACGCTTGTCAATTAAACCGTGTTCGCCAAACATAAAGCCGTTATCGCCC
+ATTAACATCACAATAGTATCATTTTCTAAGTTATTATCTTTTAGCCACTTTAATACACGACCTAAACTAT
+CATCCACGGCAGATAGTGCTCTATGGTATTGACGCTTATATTCTTGAACGTCCATTTCACTATGGTAAGG
+AAAGTCGACCCCATGCCAGCTATTACGTTGATTCTTCACCCACATAGGCTTGCCTGCATAGTTTTCTGGA
+GTATCGGCTTGGCTTTCAGGGACTTCAATTGCTACATCGCTATATTGATCTTTATGGCGTGGAGCAGGAT
+CAAAATTAGAATGTACTGCTTTATGAGATAAATACATAAAAAATGGTTTGTCTGAATCACGTTTGTCTAA
+CCAATCCACCGCGTAATCAGTCAACTCATCGGTAATATAGCCCTTTTGGTCAACTCTTTCGCCATTGATA
+TTAATTTTGTTTGTTCGACCTTTTTTATCTTTTTTGGGATAGTAATGTCCTTGACCCGCAAAACTTAACC
+AATGATCAAACCCCGGTTGAGGAGAGTCACCGTGACCACCCATATGCCATTTGCCGAAGAAACTTGTTTC
+ATAACCCACCTCTTGTAGATAGGAAGGGAAATATACAGAGCTTTCTTTTGCTGGGTTATTATTATCAACT
+ACTCCATGATTATGCATGTACTGACCAGTTAATATCGTTGCACGACTAGGTGAGCAAAGGGCGGTAGTAA
+CAAAAGCATTTTTGAAATAAACACCGCCAGCAGCAAGTTTATCCATATTTGGTGTATCAATACGCGGGTT
+TAAAAAGCCTACTTCATCATAGCGTTGGTCATCAGTTAAAATGTAGATGACATTTTTCTTTTGTTTTACT
+GTTTTGTTTACGGTTGCTGATAACGATGATACTGAAAAGCATAAACTTAAACTTAGCACTGTTATTTTTA
+ACGCATCTATTTTTGAAGACATGTTATCCCTTTTATTTTCATGTTTGGATGTGTGTTTATAGATATAAAT
+TAGCAGTAATTGATATCGTTATCAATAAAGATATAAATTTAAAATGTTTAAAGTTGTTTAAAGTTTCGTT
+ATTCACATGCTTCTTAAGGAGGTATTTTCACTTTAGCTAAATGATAGAGATAGTGCAATCTCTTTATATT
+CAAATACTTAACGTGTTTTTGTTGAGATATATATCAAGGTTTAATGTAGATAACTTTTATAAATTAAATT
+GACAACGTTATCAATTGATTGTAGCTTCAGCATGAATATAACCCTAACAAAAAATGGTAACTAATAATGA
+AAAACTATAAATGTACCTTTGCCCTTATGCTTATTTTCTGTTTGGGAGTACAAGGTTGTGGCTCTGAAGA
+GCAAGTAATAGAAGAACTACCAATACTTGAAATTCCAGTTGAGGATGCTCCAGTAGAGGATGTTCCAGTT
+GAGGAAATTCCAGTTGAGGAAGCTCCAGCTGAGGAAGTTCCAGTTGAGGAAGATCCAGTTGAGGAAGTTC
+CAGTTGAGGAAGCTCCAGCTGAGGAAGATGTTGAACTTTCTGCATTTGAACTAGCGATGGCAAAATGTAA
+TAACCCTTGGAATGAGCTAGGTGTAGCGTTAAATGATAATAGTGAGTTGCTAAATGACCCATTATTATCG
+ACATGTTATCGTGTGTCAGGGGTTGTTGATGGCTTAATTGATGACAATATTGACTTGTCAATTAATGGTG
+CTGAAACGCTAGCGGTGGCAAGTGAGGGGCAATTTGAATTTGTTACTCCTTTTATCAGTGATGAAACGTT
+TATATTGAGCGTAAAAACTGCAGCAACAAAACATCAATGTAATTTGATTAATAACAGCGGCACAATTAAT
+GATGAGCAAGCCAATAACCTTATTGTTCATTGTATAGCTACTACCAGCCAATGTGATAAAACCACAGAAA
+ATATTACTGATGATAAAAACTTCTCAGGTAATAATATTGAAGGAATTGAGAGTCTTGTTAGTGATATTGA
+ATGTGGTGTAGAACCATGGCGAGAAGCAGCTAACGAACGTATCAATAACATTCGTAAAACGTCAGGTACT
+ATTACTATTGTTGATAAAAATGGTGAGCCAGTAACTAACGCTAAAGTGAACTTAACCCTTAACCGTCATA
+ACTTTAAGTTTGGGGGAATTGCTCAGGCAAAATTATGGCATGGTGAAGCCGATGATGTTGCAGATCTATA
+TAAAGCGGCTTATTTAGATTTTGGTTTTAATAAAGGTGGTTTTCAAAACGCTTTAAAATATAAATTAAGA
+GCAGGTTTAGAGCCTTTAGTACCAGCTATGCTTACTTGGTTTAAAGCGCATGATATCCCTGTGCGTGGGC
+ATGCGTTGATCTGGCCAAAATGGACGAATATGGAAACAACAGTATCAGCACAAGATGCATTAGATATGGG
+CATTACCCAAGGAGATGTTGCGAACCTTCCCAGTGATGAACTGAAAATTTATGTTGATACCACGATTAGA
+AATTGGGCGAGTAAGTGGGATGTTGTTGAGTGGGATGTTGCTAACGAATTACGAGGTCACTACGATGTGC
+AAGATATTCTAGGCTATCAAGAAGAAGCACATTGGTACAAATTAGCTAAGGCCAATGTTCAAAATTCGGC
+GACATTATTTATTAATGATAATCGAATTATATCAGATAGCAGTGAAACTGTGGTTTCAGATAAAGTTGCA
+GGCTATAAAAGTAATGTTGAAAGTATTCTTGCAGACGATACGTTAAATGAAGGTCATGTTGAAGCGCTTG
+GATTTCAAAGTCGCTTTGGTTCGATGTTATCTGCGGATACTATTTATCAACGTTTATCCTATTTTGATGA
+CTTAAATCTGCCAATTTCAGCGACGGAATTTGAGATTAAAGATGACTTGATAACCACAGAGATTGACCGC
+GCTGTTTTAACTGAACGAGTGATGACTGTTTACTTTAGTAAAGAAAGTGTCAGTGATATTTTAGTCTGGA
+CATTTTTTGAAAGCTCTAGCCGAAGTGATGCTCGCCATTTAGTCGACTTAGAAGGCAATGCTAATTTACG
+AGGAAAAACGTGGTTGTATTTAGTTAAGAAACATTGGAATACCGATGTTACCACTTGGTTAGATAGGCAG
+GGGGAAACACAGCTAAACGGCTTTAAAGGTGAATATACTGCAACGGTATCTTTTACAAATTACCCTGATG
+AGCAGGTTGACTTCTCTTGGATTGATGGCACAAAGGGTAAAACAATTCAGTTACTTAATTACGCCAATGG
+TAGCGACAGTGCAACACCTGCTAGTTTCAGTATTGATAGTTTTGAAAATACTGAAGTAGAGGAAGGCGTT
+ATGTTTACTAGTACAGTACCGACCCTGTCAGGTGATGATAATATTGGCGCTATTACTTGGACTGTAACCG
+GTGATGATGCCAACTTATTTAACCTTAACTCTATAACTGGCGTTTTAAGCCTTACAGCACAAGACTTTGA
+ATCACCAGCTGATACTGATATTGATAATAACTATGCGGTTATTTTAACTGCGACGGATGCTGTTGGTAAT
+TTTGCAGAATTAGCTTTAGAGCTCGTTGTAACTGATAATCTTGCCGATAACCAAGTACTAGTAAACTTCA
+CTATTGATGAATTCATTACCACAACAATTGCTGAAAATGTAATTTATAGCAGTGAGCTGCCAAACCTTTC
+TGGTGATGAAGCAGTTGGTAGTGTTATTTGGACTGTTGAAGGCGATGATGCTAATTTATTTGTTGTCGAT
+TCATCGACAGGTGCATTAACTTTAGCGGCTCAAGATTTTGAAAATGCTAATGATTTAGCTGGAGATAATG
+ACTATCTAGTAACACTTGTCGCGACTGATTCAGAAGATAATTTCGCCCAACTAGCATTAGTTATTTCAGT
+AACCAATGTTGATGAAGTTGTTGTTTATTCACCACCTGAGATTAGTGGTGACAATGGTGATATTTCGAGT
+GTTATCAATGCTGGTGATTTAGTTTTTACTCGTCCAGCCCTGGCGACGGAAACGACACTTGATGGTGGCG
+CTGCCACAGTTGAAGGTAATAAATGGAAGTTATTCAATTGGAGTGAAGCCGAAGCTTACTGTAGTGATAT
+TGGTGCAAGATTACCAACTAAAACAGAGTTATCAGATAACTTATTAACGTTAGTTAATGATGCCGACTTG
+GTTAGCAATGGCAGTTTCTCCGCTACCGAGCATTGGCCTGTAAATAAAGGTTACTGGGCTAGCACTTTTC
+CTGAGGATGGTAAACATCACTTAATGAAAACAAGCATAGATCCGGCAAAAATGTCAGCTTTAGCTGATAC
+CAACCGTCAATATGTAACTTGTGTTAGATAAGTTTATTGTTGGTTAGTAATGCTTGTTCAGCTGTATTAG
+TTAGATAAATTAAAGCCGTATCATGTTGATACGGCTTTTTTATTGGAGATAAATATTCTTAAAAGGAAAG
+GGCTATCTCGTTAGTATTTTTATCAATGTTAATCGTATGCACAATATTACTGTCACCTTGGCTTACAGTA
+ACTTGATACTTGCCATGGAAAGCACTGACATCAATTTTTCCAGCGCTATTCGTTTGTTTAGTTTCATTTG
+TTTGCCAGTGGTTATTGATAAGATATAGCCAAATTTTACCATTAAGGGGCAAACTCATATCCCAGTTTAA
+TAGTCCTCTGGTTTCTTTTTCATTGGTAGTTGATTTATCATTAGCTGAAGAGCGACTTGTTAAATTATTT
+AATACCGTCCATGCAACGATGCCATCTACATTAGGGTGGGAGAAAAGCACTTGCATGTACTCTTCAGTCA
+TTTGAGCGCGCCTCAAGTGTGTTGGCTTGAAGTTGTAGCGTGGTGTATTTACTATTTCAAACTCAGTAGC
+AACGATAGGGAGGTTGAACTCATTAAATTGTTCAAGGCGCTGATAGACCATTTCAGGGGTAATGGAGTCA
+ACTCTAAATCGTGCTTGTACACCAATAGCTTCAATAGGACCGCCGTCAGCAATTATTTCTTTAATAATTT
+TTTTGTATTCTACAATCCGATCAATATTGGCTGGTGGGGCTGAAATAATTCTATTTTCATTAATAAATAA
+ACGAGCATCTTTATTTCTAACGTGTTTTTGTGCTTGCTTGAACCAATCAGCCATAATATCTCGACCTAAA
+AGGTTAGCAATTTCAAGATTGTCTAACGGTTCATTCATTACATCCCATTCGACAACATCCCAACGCTTTG
+CATAGTCATATAGTTGAGCTTCTATAAAGTTTTTTAACTGCTCAGGATTGTTCTTTAATTTTTTGGCGTC
+TTTGTGCATAAACTGCCAGCCAGGGTAAACAAGTACATGACCGCGAGCGCTGATATCGTGTTGTTTTGCC
+CAATCTATTATTGGTTCTACAGTATCCGCTAATCTTTCTTTATGTTTGTATTTTAGCCCGTTGTTGAAGC
+CAATTTGATTAATGAAGTTTGGTAATACCTCTGCTTGTTTCGCAAATTTCTTAGTAGAGATTACTCCACC
+GAAGTTGAATTTATGGTTAAGTTGCTTTAACTCGACCTTAGCATTAGGTAAAGGAATGCCATTCTTGTCC
+TTTACCTCAACAGTGATTTGGGACTTACGGTATTTATTAATTCGCTGCTGAGCGTCAATGCGCCATTGTT
+GCTCACTCGTTCCATTTTTTTGTAATTCAATTTCAGCAATTATTTTTTCAATGCCGGTAATATTAGTACC
+GTCGTAAGTTTCTGCAAGATTTGTTTGTGCGTGTAGCGATAGTGATAATAACCAAAAGGCAGCAGGTACA
+ATTATCGGTAATGTTTTTAGTGGATAGTTCATAGTACATTTACTTATTAAGTTTGGTATATGAAATTAAA
+ATAACACTGAAGAATAACAGAGGTAAGGAAAACCTTGTTTAAAAGTGTTTAAAAATTATAAAATATTTGG
+CTGTTATGGAATAAAACAGACAAATATTTTATTGAAAATCGAAATTTAAGAACAGGGACTGGTAGAGTTT
+CTAATAATTAATTCACAGTCGAACACAGTATCAAACTCTTCAAAAGGTTGTTTTTTAATTCTTTTAATAA
+GTTTTTTTACGACGGTATTAGCCATTTGATTTATTGGTTGTTTAACAGTGGTGATAGATGGCCATATTTG
+TTGAGATACAGGAGCGTCATCATAACCAACCACAGATAAATCGGCTGGAATGTTAATTTTCATTTGCGCC
+GCTACTTTAAGAATTGCCGCTGCCATATAATCATTACTGGCAAAAATAGCCGTAGGTCTACTTTCTTGAT
+TAAGTAGTTGTCTTGCGCAGCTTTCACCGGTTTCAAAAGTAAACATGCCCTGTTTTACATAATCTTCATC
+AAGTGTTAATCCCATATTTTCAAGTGCTCTTTGGTAGCCCTTATAACGTTTATGGGTGGCACCAAAGTCA
+GGGTGGCCTTTGATAAAACCAATTTTAGTATGACCAAGGGATATTAGATATTTGGTCATTTCAAAAGAAG
+CCTCTTCGTCATTACTCATAACATATGGAGAATCATGCTCACGTACAAAAGGGGAAATACGTGCAAACGG
+TATGTTTTTTTCATCAAGTAGAGCGATAAGCTCTTTATTATCACAAAGTGGATGAGTAAGAATAAAGCCA
+TCTTGAGTTGAGTATTGGGTTATCGACTCGACACTTTTAATTAAATCAGGGCTGTTGTGATCACAAGGGT
+GAATTTGTAAGTTATAACCTTGCTCAATACATTGGGAGAGGGCCCCGTTTTGTAATTCAAGGATATAGCC
+CGGATTAGGATTAGAGTAGAGTAGGGTGATAATAAAAGACTGTTGACCTCTAAGCCCTCTTGCTAATGGG
+TTACGCTTAAAATCTAATGCTTTAACTGCTGCATGTACCTTTTCTTGTAATACAGGTCTGACATTAGGTT
+CATCATTAAGCACCCTTGATACTGTTTTAACCGAAACTTCGGCAACAAGAGCAACATCTTTAATAGTAGC
+TTTAGCCAAGGTATTCCTTTAATTGTTATCAGCTATAATTTATTAAAATCATAGCATTAACCTTGAAGCC
+CCGCAATCTAAAGAAAACTGTTTTAGACACCGTTATCAATTTGATGTTACTATTGGTTGTGACAACGTTA
+TCAGTTTTATTTTAATCGTTGATATATTAATTGTGAGCTTTCAAATGAATTATAAACAAGAAAAGCGTAG
+GGCAGCTATTAAAAAAATTGCTTTTGTTGTTGGTGGGATAGCTATTGCACCAACATTAATCTCTCAATCA
+TTAGCAAAACCCTTTTTAGCCAGTAATCCCATTTTGCCCTTTCAAATATCTTTATCTCAATGGGCGTTTG
+AAAGTGAAATTTTTGGCAAAGGACGTGATAACTACAAATGGTTTAAAAAAATGTTAGAGGAGGATCCTCA
+GGCTGTTTTGCAAGGCTCTATGGATACAACTGACATTGTTGTTAAAGCACAGAAGCTTGGTTTACATGGC
+GTTGATTTAGTCACCTCGATGATTTATGGACATAGAAATAATACGAAGTGGTTACGTAACTTTAAGCAAA
+AAGGCAAAGACCATGATGTTTCATTTATTTGTTTAATGGCTGATACCGCTACAAAAATTGGGGCAAGTGA
+TTTATTAGCGCGCAAAAAAGCAGTAGATGATCACAAGCATTGGATAGAAGCGGCAGTAGAGTTAGGGTGT
+GAGCATATCAGAGTAAATCCTTTTGGTGATGGCACCTATTTACAGCAAATGAACCAATGTTCAGAGTCTT
+TATATGAATTAAGTGAGTTTGCTAGCAATGTTGGCATGCAACTTACCGTTGAAAATCATGGCCACCCTTC
+AAGTAATGGCGCATGGTTGAACATGTTAATAGAATTAACTAATCATAGTAATTTAGGTCTTTTTCTAGAT
+TTTGGTAATTTCTTTATGGGTGGTTTTAATGCTAAACCTAGACGCTGGTATGATTTAAAACAAGGTGTAA
+TCGACTTAGCTCCATTTACGGTTGGAATAAGCGGTAAAGCACGAAGTTTCTTACCTAATGGTGATATTGA
+AATGATTGATTATGATTGGAATATGGAGCAGGTATTGGCATCAGGCTTTAATGGTTGGGTTAGTGCTGAA
+TATGCTGGAAAAGAGTATTCAAATACTCAAGGAGCCCAAATGATTATTGATAAATTGAGAAAGCTTCAAG
+AAAAACATAAACAAAGTCGAACTAATTTAATGACTTAGTATTTAATTTTGATTTTTGTTGATAACGTTGT
+CAATAGTGTTCTATTATTTAAGTAGATTGTTAACCGAGATAAGGCTAGCAACTAAAAAGTCATCTTTGAA
+GTAGGAATGAGAGAGTAAACAATGAAAAATAAAATAATGAAGTTTGTTCAAAGTAGTATTCTACTGTTAT
+CAATAATTTTTTCTTATCAGGCGACAGCCGGATTAATAATGCGCGATCAAGGCATGGTATATGATGATGT
+TTTAAACATCACTTGGCTGCTTGATGCTAACTATGCCAAAACCAGTGGTGCAATTGACGCTGATTCAAGT
+GGTAAAATGACTTGGACAAATGCCAATGCTTGGGTCGACTCAATAAATGTGGGTGGTTTTTCTGATTGGC
+GCTTAGCTACAGTAGATACTGTTAATAGCGATAAATCAGAACTTGCCCATATGTTTATGGTTAATTTAAC
+TAATACCGATAGCTTAATAAATAAAAGCTTCTCTGATGTAAATACCGGCGAAAAATATAATTTTAGTAAC
+CTTTTTGGCAGTAGGTATTGGACTGACACATCGGTTAATGACACTAAAGCATGGTCTTTTAGTTTTAGTA
+ATGGCAGTGAAAATGGTAATAAATTAAAATCTGAGACTTTTAAAGCATGGGCAGTTAGAGAGGGTGATGT
+AATGTCATTTTCTGTGCCAGAGCCGACGAACATAGCAATATTTATTATAGGTATTATGGGCTTAATTCAT
+GTTAGGCGTATTAGTAAAAAATAAATATTAACGGTGTATTGATAAGGTCATTTTTTTATTTGGGTATGAT
+AACGTTATCAATACTGTGGAAGAATTACTTTATAATCATTACAAGGATTTTGGATTAAAAAGTGTTTAAT
+AAAATGCAGACAATAAGCATTAATAAAGATAGAGCAACAGCCATGATTAAAACGAATAAGATCATAAACC
+CATATATGAAAATTGCAATAGCACTCTCATCGGTACTTATAGCAACTGTTTCAAATCTGAGTTACGCCGA
+GCTACTTAACTCAAAAACACCTATTACGCCGCAAGAGATGGTTAAAAAAATGGGTTCAGGGGTCGACTCT
+ACTTGGTCTGAAGTGCCTAATAAAATAGCTGAATATACTACGGATGCTAGTGTTGCTTTTGCTAACAAGG
+GCTTTAAACATATACGTTTACGTCTTGCTCAAGATCCCGCGGCGGATACGTGGACGTATTTAGATGAACA
+AATTCAAGATGCTCTAGACAATGGCATGATCCCTATAATTGCTAATCAATCTCATGCCTTTGAAGACAAT
+CCTACAGCACAAACTCAAGCCGACTGGGTACAGTGGTGGCAAGATATGGCCGTACATTATAAGGATTACC
+CATACGAGCTAATGTTTGATTTGATCGTTGAAATAGCGGCGAGTAGCCCGTTATCAAATGAGCCTATTGA
+TCAATTAAATGAAGCTTATGAACAAGCAGTTACCGCTATACGTGGTGCTGGTGGCTACAATGATAAACGT
+ATCGTAATTTTTAGTGCACACAAGCGATCTGATGCAACAAGAATGAATCAGCTTGATATTCCAACGCAAG
+GTAATAACTTTCTAATTGGCGAGTTTCATGAAGGGTATGCGTCAGGACCAAGTACAGATTCAACTAATCC
+TCATTATTATTGGGATGGCGGAGAAGATGAAATTCAGTTAATGACTGACCGAGCTGATGCTGCTGTAGCT
+TGGAGTGAATCAACAGGTATACCCATATGGGAAGGTGCGTGGATGCCGGGTAACTATAACAAAGGTAATG
+ATTATGATATTGCTAGACAAATTAACTTTGTAGAAGATTTTGTTAAAGTGCTTAACGATAGAAATATTCC
+ACACGCGGTCAATGCGACCAAGAAGTTTTATGATGTTGCCACTAATCAATGGAATGAGTTAGAAGAAGTC
+GTTGATGCTATTATGATGCTTCGTCTTGGGCTTGAAGGTGAAGACCCTGACGTTGATAAGCAAGCGCCTG
+TATGGACAAACACTACTTTTACTTTACCTGATGCTGAACAAGGTGACATTTACAGTTATGACCTTTCAGT
+TGATGTTAGTGGACCCGAAGGTGGAGCCCTTATTTTTGCTAAAGTCTCAGGCTCTGATTGGTTAAATGTT
+AGTGAGTTAGGAGTGATTACTGGAACTCCTTTATCTACCGATACGGGTGAAAATATTTTTATTATGAGTA
+CATCTGATGGGATAAACAACTCAGCAGGTGCTGTTAATGCTAGTTTTATTATTGATGTGATTCCAACATC
+TGACCTAGAGCCAATAACTGCGCCAGAGCCGATAACTGAGCCAGAGCTAATAACTGAGCCAGAGCTAATA
+ACTGAGCCAGAGCCAATAACTGATCCAGAGCCAATACCTGAAATAGTATCAGAGCCTCAACCAGAAAGGC
+TTGAATCTTCATCTGCGGGTAGTCCAGGTTTATCTTTATTTGCAATACTTTTTGTTTATTTATTAAAAAG
+TATTATTACAAAAAAAACATATAGGAAAAATTCATTGTGAAAAAACAGTCATTAGTCGCAACTAGCCTCT
+TAGCCGCTTTTATAACAGGTGCTTGTACAGCCGATACAAATATCCAAGCAAAGCCAATTGTTAGCCAGGT
+CAAAGCAAAAAAACTTATTAAACCTAACGTATTATTTATCGCAGTAGATGATTTGCGTGTGCAATATGGA
+CCCTATGATTTTGACAAAGCTATAACTCCTAATATTGACCGTTTGGTCAATCAAGGGGTCGCCTTTACTC
+AGGCTTATAGCAATGTGCCTGTGTGTGGTGCCTCGCGCGCTTCGATGTTAACAGGTGTTCGTCCAACGAT
+TAATCGCTTTGTTGCTTTTGAAAGCGCTGATAAAGTGGCTCCTTGGGCACCATCTATTGCCAAAGTTTTT
+TCTGACAATGGTTATACAACCTACAGTTTGGGAAAAATATTTAATAACTTAACTGATCATGCAAATGATT
+GGAGTGAATTTCCTTGGCGCCCTGAAGGGGCTAAAAATGAAGATTCAACTAGCGGTAATAAAAAACAAGC
+AAGCTTATTATCACGGCATGATTATGTAACCTCAGATGGTGTTGCAATGGCTAAAAAAGGTATTAAAAAT
+CATCCCGCTTTTGAAAAAGCAGATGTCGTGGATGATGCTTATAAAAATGGCAAGATAGCAAAACGTGCCA
+TTAGTGATTTAAAACGATTGAAAAAAGCAGGGAAACCATTCTTTTTAGCCGTTGGTTTGAAAAAACCACA
+TTTACCTTTTAATGCGCCAAGTAAATATTGGGACCTGTATGATGAAAGCACAATTGAACTTACGAAAATA
+CCCTTAAAAGCTAAGGATTCTCCAAGTCAATCCGATCATAATTGGAATGAGCTAAGAAACTATGGCCATG
+ATGGGGCTATGCCAAAAAAGGGCAAAATGTCTGATGAAATGGCACGAAAACTTATCCATGGTTATCATGC
+CGCTACCAGCTATAGTGATGCATTAATTGGCAATATTTTAACTGAGTTGGAAAGTTTAGGTTTAGAAGAA
+AATACTATTGTTGTTTTATGGGGGGATCATGGCTGGAGCTTAGGTGAACATACTCATTGGGCTAAACACT
+CTTCTTATGATGTCACTAATCATATTCCATTAATTATCAAAGTGCCGGGCATGACTAATGGAGAATTTTC
+CAAAGGTTTAGTTGAGTCAGTAGATATATTTCCTACCTTAACCCAGTTGGCTGGATTACCTGCACCAAGT
+TCATTACAAGGTGACTCCCTTGTACCGATGTTGAAAAATCCACAGGCTACAGTCAATGACGCTGTTTATC
+CTCGATGGAAAAATGCTGACAGTATTCGTACCCCAAATTATATGTATACCGAATGGCGAAATAAGAAAAA
+TAACAAAGTGATAGCAAGAATGTTATTTGATCACCGTGTTGACCCTAGAGAGACAATTAACGTCGCTGAA
+AATTTTAAATATGCTCAAGTGGTAGTTGATTTACATAATCAGTTAGCTGCCCATATTGCGCAGGTTGAAA
+AATAATAAATATTTCTAAGGGTGATTTGATGACAAAAATAACAATCAAAGATGTAGCACTAAGGGCTGGG
+GTTTCTGTTAAAACTGTGTCACGAGTGATAAATAATGAAGTTAACGTTCGTGCCGAGATGCAAGAGAAAG
+TTAAAAAAGCGGTAAATGAATTAGGTTTTCGTAGAAACCCCTTAGCGAGGGCACTACGGAATCAACAGAC
+GTCTATTTTAAGTTTACTGTATTCAAATCCCAACCCTGGTTATATTCTAGAAGTACAAAACGGTATTCAA
+GCGCAATGTGATCTTGATAATTATAATTTGCAAATATTGCCTTGTGATCATAACGATGAACATTTTTTTG
+AAAAGATAGAATCGTTATTGCAACGTTCATCGACCGATGGGGTATTATTGATAGAGCCACTTTGTGATAT
+GCCAGAGGTCATTGATTTATTGGATAAATATAAATTACCTTATGCGCTGATATCTCCAGCAACTTCAAAG
+CCTAAAGCACCTTTTGCTCGCTCTAACGATGAGCAAGCCTCATATCAAATGACAGAATACTTGATATCTC
+AAGGGCATAAAGATATTGCTTTTATTATGGGTGACCCAAGCCATGGTGATAGTCATCAGCGGTTAAAAGG
+TTACCAAAATGCTTTAGCTGAATATAATATTTCAGTAGATGATACATTTTTTGAGCAAGGCTATTTTACT
+TTTGAATCAGGTGAAATATCAGCTAGACGATTATTGTCACTTAAAAATAGGCCTTCGGCCATTTTTGCTA
+GTAATGATTATATGGCTGCAGCGGTATTAAAAGTTGCCGCACAAAAGCAGATTAAAGTACCACAAGAGCT
+CTCTATTGTTGGTTATGATGACACCCCTGTATCAAAACAAATATGGCCTGCACTAACAACGGTTAGACAA
+CCAATACGAGATATATCTTCACACGCGACAAAAAAACTCATTGCTCAACTTAATAAATGCTCATTTGATG
+AGGTAAAAACCTTGTTTGAATGTCAACTAGTGGTGCGAGAGTCAACCAGTGTTTGGGCAAGTGATTAAGG
+TGTATGACGGTCGTATTAGTGTGTCTTTAATTGTTAAGTGGTCAGGCGGCCTCTGTTACCTATTGTTAGT
+TACGATGATACGCCAGTATTTTACAAGGAATTGAAAAAACGCCTTTATTACTCCGCGCATCAATAAATTT
+CAAATAAGAAGCAAAATTATGAAACGAATAAAACTACTTTCTATTTATACTGTGCTGATTTTATTAGGGT
+GCTCCTCTACTAATGAGTCGGTTAATCATTATGTCTATACCGAAGAGCCTACCGGTCGTCGATTAAAAGA
+TATCGTTGCTGATAAGTACCCAAGCAATGTTTATATTGGCGGAACCATTCAATACCGAGAATTGAATGGT
+GCTAAAGGGGAGTTATTGAATAATGAATTTAGCTATATAACCCCTGCGAATATTTACAAACAATCACACA
+TCCATTCAAAACCGAACAAGTGGAAATGGCAAGCGCCAGATGACTGGATTCAACAGGCTAAAAAAAATAA
+TCAACTAGTACGACTGCATGCTCCTATTAGTCCTCAAAGCTCAAAATGGGTTAGAGATGACGCTAGAACG
+GCACAAGAATTGGAGCTAATGTTGGTTGAATTTATGACCGCTTTAGCAAAACGTTATAATAATGAACCTC
+ATGTAAAATGGCTCGATGTGGTTAATGAAACTATTACCGAACAAGGTACATGGTTTGGTCCAAAACCTGG
+GGTGACTGCATGGGAAAACCCTTGGACTAAAATAGGTTTTATTACTGATATTTCGGATAAATTCCCTTTG
+CTTCAAAAGCTAGGTGTGCCGAAATACATTGTTCAGGCATTTGAAATTGCCAATGAACATGCCCCTAATT
+TAACCTTGGTGCTTAATCAACACCGAATGACCTCTCCAAAATCTATTGCATTAATGAAAGAGTTAGTCAT
+GTATTTACGAGATAGGAATCTACGTATTGATGCAATAGGCTGGCAGGCGCACCTTCGTGAAGAATATGTC
+GACTTTGCCAATATTGATAGCCAAGCAATTAAAAACCTGGATAACTTAATTAAATGGGCTCATCAGAATG
+ATTTTGAGTTTCATGTCACAGAAAATAATATTCATATTAAAAATAATAAACCTTATAAGGCAGATATAGT
+TGCTAAAGCTTTTGGAAACATCACTGAAACGTTACTTGAAAATCATCAAGCAGGAGTGGTGGGATGGAGT
+TTATGGACATTGGCTAATGCTCCTCATTTTAAAGCTAAAAATATAGAAATATTAGGTTTATGGGATGAGC
+AATTTAAGCCTCAAAAAGCTTATTATGAAGTGCAAAGAGTATTGGAAAATACTAAGTGATAAACGTTCAG
+GTTACTTAAGGCTACTTTAGTGATTTATGTTTGAGTATTGTTACAGCCTATTGTTAATTCAATAGGCTGT
+TTTCATTTTAGTTGTTCGTATACCAATTGCACTAACTAAGTGATCGTTTACAAATGGCTTAAATATCCAA
+TAACATCGTTACTTTCAATCCTAATAGCCAGCTATTGGGATTGAAAGCGCCTTGTTCTTTAAAATTTATT
+CTCATTAAATTATACAAGCTTAATCAAAATGGTATTACTGTTGATACTGCGCCATGTAAAACTGTACTTT
+TTTTATGTCTCCTAACTTTTGATAGTAACTGATCAAGGAGGATATAAGTTGTTGATCATTAGGGTTAACT
+CTTAGTGAGTTTTCTAAAACAACTACTGCCTTCTTTGTTTCATTGTTGGTATCTAAGGCAACCGCATAAA
+CATAATGATAATAGGGTAGGTTAGGGGATAATCCAGCCGCTATCTGCAGGTGCTTTATTGCCACAATCAT
+ATTTTTTTGCCTAACTTGCTGTAGGCCTAACGCAAATTGTGCCATAGCATTTTCGGGCATAACTTTTACT
+GCATTAAATAACAAGACTGTGGCTTGGCTATCTTTACCTGTTTGACGATACAAGTCAGCTAAGTTCACCA
+TGGCAGGTACAAACTTAGTATTTATGGATAACGCCTTTTTATAAAGCTGTTCAGCCTTAGATATTTGACC
+TTGTTTAGCATAAAATAGCGCTAAATTTTGGTGGCTATTAGCGGTATCATTATTAACAAGTTGACTGATA
+ATGTAATTATTTTGAGCATTAGCTAATTGCTGCGCTTGCACTTTAGGTAGTTGTTCTAAAGGCACTGCAG
+CTAAAACTCTGGCGACCTCCATTCTAATGGCTTTATTGCTATATGAATTACTCGTATCAAGCAATGACGC
+TAAATGTTGATATGCTTGTTCTGTTGGTAGCATTTCTATAATACCAAGTGCTGAACGCTGTATTTTACTG
+TCAGTATTTTTTAAAGAAGCAATCGCGGTGTTAAGGGTTTCTTGAGTAGGGTATTGCGTTAATAAACTTA
+GCGCGCTTGCTTTAACAATGCTCGCCTGTGTCGTATCGTGTGCTAATTTATTCAATAAATCATGACCGGT
+AGCCCACTGCTTTCTGCCGGCATAGAGTGTTTTAGCAAAATGGGTCATGCGTTTTTGACTTGTTGGATAC
+CAGCTCTCAACTTTTTTTACCGCCCAATCGATTGATTGCTCTTGATGGCAAGTATTACAAGCATTAGGCA
+AGCCAAGTTTTTTTGATAAATCAGGACGAGGAATACGCAAACTATGATCTCGCCTTGGGTCTACGCTCAT
+GTAGGTAGTTTCGGGCATGTGACAATTTACACATTGTGCGCCTGTATTAGTAATATCATGCTGATGATGT
+TTAGGTGTATCAAATACTTCGCGTTTATGACATTGAGTACAAACCGCATTGTCAGGAGCGCGTAACTTCA
+AGCTATGAGGTTCATGGCAATTACTACAGACTACGCCTTCGTGATACATTTTACTTTGAATAAAAGATCC
+ATATACATAGTCTTCATCTTGAATTTGACCATCACTATGATAAATATTTTCATCTAGTAATTGTAGATGA
+TGGCTTTCATCAAATTTTTTACCTAAATAGTTTTCTGTCAGTGCACTGCGTCTGCTGTGACAGTGTGCAC
+AGGTATCAAGTTGTAAACTCTTCTCATGGTCTTTGTTAGGTGTGAATTGTGCAGTATTTCTGTCAGGAAT
+TATTTGCCATAACCCTTTAGGCGCTAGGTTAATTAAACCATTATTCTGTTTTATACTAGCACCATTTTTT
+GCCCACATTTGGTGGTCTTTACCTGCACCATGACAAGACTCACAAGCAACATCAATATCGGTCCAAGTAC
+TATTGTAAATTAACTTCTCATCATCAAAGTTTTTTTCAAAGCCAGTAGAGTGGCATTCAGCGCAGCGACT
+GTTCCAGTTAAAATAACTACCTGTCCAATGTAACATATCATCAAAGGGGATCTCCCCTTGGTCGGCTTGT
+AGGTGGTACCAACGTTGGCCGCCTTCAGTTTTTGGGCGGCTATCCCAAGCGATTGATAAAGCTTGTAACC
+TTCCTTGCCCAAAGTCTACTAGATACTGCTGTAATGGAGTAAAACCAAAGGTATATAAGATTTTATATTC
+AGTTAGTACACCTTTTTTATTTTGGGTTTTGACAAAGTACTGTTCATTTTGGCGATAAAATTCAGCGGTG
+GTGTTGTGAAACGAAAACTTCGTCTGATCAAAATCTCCCAGTACAGTGTTTTTATTCACTGGCTGCATAG
+CCAAGTCATGGTGAGAGTTTTTCCAATCGTTAAACTGCTGCTGATGGCAATTAGCACAGGCAGCTTTGCC
+AATAAATTTTTCAGAGGGGACTGGATCGTTGTTCGCAAAAGAATGGGGGGCGAATGAACTCAAAAAGAAC
+AAAATAGTGATTGAAAAAATCTGCATAACACTCTCAAGGTAAGTGTAAAGAAAAGGACAGTGATAGCACT
+ATATCACTGTCTTTGCATGGACAATAAGATCGTATTGATTTTCCTATTGATAAGAAAAACTAGTACTCGT
+TTTAATATCATTTACCGAGCTGCCGATATGTACAGAGAATTGACCTTGCTCTGCTAGCCAGTTTTTAGTG
+TTTACATCCCAAAAAGATAAATCGCGTTGGGTTAAAGTAAGCATAACTGTTTGACTTTCACCGGGTTGTA
+AGAATACTTTTTCAAAGCCTTTTAGTTCTTTTACTGGGCGAGGAACACTCGATTCTTCATCATGTAGGTA
+TAATTGAACAACTTCTGCTCCAGCCACTTTACCGGTATTGGTTATTTTTACGCTTGCTGTAATGGTTTCA
+CCCGCAGAAATGACATCTTTGTTAAGGGAGATGTCACCAAAAGAAAAATGGGTATAACTTAGGCCATGGC
+CAAAAGGAAACAATGGTTCAATGTTTTGCTGTTCAAACCAACGGTAACCAATAAAGACACCTTCAGGATA
+TGTAGAGGTTTTTTCATTGTAATCATTAAGTACGATTGGTGCTGTATCGGTTAATTTTTTTGGCAATGTT
+ATTGGCATTTTTCCTGATGGATTAACATCGCCAAACAATATGTCAGCATAACTATGTCCAGCTTCCATGC
+CGCCATACCAGCCCCAAACAATAGCATTGGCTTGTTCTGCCCATGGCATTTCAACCGCTGAGCCACCGAT
+AACAAAGACCACTGTTGTTGAGTTTACCGCAATTAAATCACTGATAATATCATCTTGGTTATTCGGTAAT
+ACCATATTTGACCTATCTTTCGATTCACGATCATCAGCATGGCTTAAGCCTGCATAATAGATTACAGCAT
+CGGCATTTTTTGCTGCTGCTAAATATTCATCTTTAGTGCTAAATGGACTACCTGGAGCATTCCAGCCTAA
+CACAACGTTATCAGCACCATCATATCCAAGAGTAAAAACATATTTTTTGCCTTGTTTTAACGTTAACTTG
+TGTTGGTAAGTCTTGTCACCGCTTAAGGTAGTATTGATCACTTCTTTACCATTAATCACTAAGTTAACAT
+TGCCTTTACCACCTAGCTTCAACACATGTTCACCGCTGGCTAGCGGCATAATGTCAGCTTTTAAATTTAT
+ATGTTGAATAACATCACCTAGCGGCGAGTTATAACTAGATTCAGGTAACCAGCCATAATGTGCAGCTTTT
+TTATTGCGATCTTTGGTTTTATATTCAATTAATCGCCAAGCGGGTGTGCCCGTGCCACGATTATTGGTTT
+TAACAAAATCTTCAGCAATAGGTTGCACACCACTTTGACTGCGGGCGCGCATAAACTGTATTTCAACATT
+ATCACCAAGCTTATCTTTAAGACCTTGTAGAGGTGTTATTTCCCAAAGGGATTTTACTTGCGATGAACCG
+CCACCACTGCCATGTTTTTTATCGGCATTAGGACCTAATACTAAGATATTTTTTACTTTATTTTTATCTA
+AAGGTAATACCGTGTTTGTGTGATTAGCACTAGCAACACTTTCATTTTTAAGTAACACCACACCCTGTGT
+TGCTATTTGTCGAGAAAAATCTCTGTGCTCTTGGGTATTACGTTGGCCAGAAAAACGTTGTTTGTCCATC
+ATGCCAATGCTTAATTGTACACGTAATATACGGCGCACTTTATCGTCAAGTACAGCTACGGGCACTTTGC
+CTGATTGGATCATCTTTAATAAAGGCTTAGCTAAAAAATAATCATCGTAACTCTTAGCGCGGGTGCCCAT
+CTCTAGATCAAGGCCATTCATGGCAGCGTCATAGGTATTAATATCAACATCCCAGTCAGTCATTAACAAA
+CCTTGGTAGCCCCATTCACCTTTTAGTATATCCATAATTAAATGTTTATTTTGATTGGCATTAGTACCAT
+AAACATTATTGTATGACCCCATCATAGCGTAGGTATTACCCTCTTTTACTGCTGCTTCAAATGCTGGCAG
+GTAAACTTCACGTAAGGTACGTTCATCGGGCGTTGCATCAACACCATGACGATTTAGCTCTTGGGTATTA
+AGTGCAAAATGTTTTACTGTTGCAGCGACATCATTCGCTTGTATTGCAATAATTTCAGGCACCACTAATT
+TAGCGGCAAGAAAAGGGTCTTCACCTAAGTACTCAAAATTTCTACCATATAAAGGCAGACGAGCAAGGTT
+AACGCCAGGCCCTAAAATAACATCTTTATTTCGATGACGAGCTTCACTACCTAAAACATTACCATGCAGT
+GTAGCCATTTGCGGATCCCAACTAGCAGCAACTGCAGTCAGGGGAGGGAGGTAAGTCGCTTGGTCATCGT
+CCCAGCCTGCTGGTTTCCAACTGTCGCGAGATATCTGTCGGCGAACTCCATGAGGCCCATCACTCATTTC
+CATACTATGAATACCTAGACGTTCAACCGCAGCATTAGCGAACTTAGTATTAGCATGTACGAGTGATATT
+TTTTCTTCTAAGGTCAGTTGAGCTAATAAACTCTCAATATCTTGCTCTTTATTTTTGTGACGAAGGGCTT
+TTGAGTCCAGATTTTCACTCAATGTTTTAGAGGTTAAGTTGGCTTCAACATCTTGTTGAACACAGCCTAC
+ATTGCTTACTGATATTGCAAGTAAAGAAAAGTAAATAGGAATACTTTTAAGTTTAGAATAATTCATTTTA
+TGGACCCTTAATGCTTTGTTATCTTTATATTGCTTTATCATTAAACAAAATGATATCGTTGTCAATGATG
+GTTGTGTCGATTAATAATTAAATTGTAATAACTTGTCGTGAAGGAGACGTATGCGACATTTATGATGATA
+TAGAGACAACTTTTTTTACTCTCACTAGTTATTCTCCTTTGAGTGAATATCAAGGTGAAATATGACTTTA
+TAAAAAGTAGAAGAATAGAGTAAGGAGTATTGTTTGTTATATATCGAGGCCTGTGACAGGGGTGTTTTTT
+ATTTAAGCAAAATATACGTATTCTAAATAAAATAGTTAAGTAGGTTTTAAAATGAAAAATTTTCTTATGA
+AAAAAATTATATACAGTGGAGTCCTTTCCATCCATTTTATTCTGGCTTTCGTTGTCAATTCTGTCGGTGC
+AGCACAATTAAAGAAAAGTAGTACACTATCGATGAATGTACTCTTTATCACTATTGATGACTTAAATAAC
+GATTTAGGTGCTTATGGCCATCATTTGGTAAAAAGCCCAAATATTGATGCTTTAGCAAAGAAAGGCATTC
+GTTTTGATAAAGCCTATAGCCAATCCCCAATGTGCACGCCAAGTCGCTCTAGTTTTATGACTGGTTTGTA
+TCCAGACCAAACGGGCATTATTGCCCATGGTTCACATACTCAAATGACAGCACATTTTCGTGAGCATATT
+CCCAAAGTAACTACTTTACCGCAGTTATTTAAAAATAATGGGTACTTTTCTGGCCGTGTAGGTAAAATTT
+ATCATCAAGGAGTGCCTAATCAAATAGGTACTTCGGGGGCCGATGATGCTGCTTCTTGGCACGAAACAGT
+CAACCCTATTGGTTTGGATAAAGACGTTGAGGATAAGATTATTGCTTTTAATGAAAAAGCACTAGTACGA
+CAATCATTTGGTGGGGTATTAAGCTTTTTAGCTATTGGGGATGATGACAAAGCACATACCGATGGTAAAG
+TTGCCACAGAAACGATCAACATGATAAAAGACCATCATCCAGATAAAACGGGTAAGCCATTTTTCATTGG
+TGCGGGATTTTATCGACCTCATACTCCCTTTGTTGCGCCTAAAAAATATTTTGATTTATATCCACTAGAG
+AAAATAAAACCCTATATTGCTCCGAAAAATGACCGTAAAGATATTCCTGATATTGCTCTTCAAGATAGAG
+AAGGGCAGGTAGGGCTAACTCTGAACCAACGCAAACAAATTATCCAAGGTTACTATGCTGCGGTTTCTTA
+CGTTGACGCACAAGTAGGACGAGTGCTTGATGCTTTAAAGCAACAAGATTTAAGTGATAATACTATTGTG
+GTTTTTCTATCGGACCACGGTTATGAACTAGGTCAGCACGGTTTATGGCAAAAGGGTAGTTTGTTTGAGG
+GATCGGCTCGCGCTCCGTTAATCATTTATGCACCAAATGTTAAGGATAATGGTCGCGTGGTAACATCTCC
+TGTTGAGTTAGTTGATATTTATCCAACACTAGCAAAGCTTACCGGATTAGTGGCCCCTGAGTATTTGGCA
+GGAAAAGATTTAACCCCCGCGCTTAATGATGTTGATTTTCAAGTGAGAAAGGGCGCTTATTCCGCTATTT
+TAAATCGCAACAAAGGGGATAATAATCAATTTGCTTTTACAAAAATACGGGGACACTCAATTCGCACCAA
+TCGATATCGTTATACCGAGTGGGGGGAAGGGTATTTTGGCGCAGAGCTTTATGACCATAAAAATGATCCT
+CAAGAGCTTAAAAATTTGGCTGATAAAGTATCGTTAGAAAGCGTCAGAATCAAAATGAAGTGGCTTCTCA
+ATGATGCCATGGATGATGCACAAAAACGCATTAAATCAATTGAATAGAGTTTTAGTTGATTTGGTTGCGG
+TATATTGAATAAGGTTTATTAACTAAAAACGCCTCAGTTACACTCATGTAGCTGAGGCGTTTTGCTTACC
+ACTATAATAATTGGCGGTTAGTTGTACCTAAAATTTATTACGCATTGTGAATACTCTTAAAAAGCATAGG
+AGTAATAAACTGAAACTAATTGAACCTCCCTCAGAGTTGTCCTCTTCAGTTTTTGGCGTTGGCTCAGGTT
+CTGGCTTGGTGCTGACTATTATTGTAAAAGTATTATTTATTACTTGAGCTGTATCACTATCACTATCGGT
+GACGCTAAGGATAAAAATATTCTCACCTATATCATTACCGCTAGGTGTACCAGTGATATCTCCTGCTTCA
+GAAAGCGTTAACCATTGTGGCCCTGACACTTTAGCAAAAACTAAGATATCCCCGTCAAGGTCGTTGGTAA
+AAGTCATTATATTATTGGTATAAGCTTGCTCTTGTGTTGCTAGCTCAAGTGCTATATTTTCATTTGACCA
+AGTTGGGGCGTTATTTATTGGCTCAACGGCAATTTCTGCTGTTACGGTAATAATTAATTCGTTGTTGATA
+AATTCATTTGAATTGTTTGTGCCATCGGTAACACTCACTATAACGTTATTTTCACCAATATCTGAATTTG
+TTGCTGTACCCGTTACTTCGCCAGCATCAGAAAGAGACAACCAGTCGGGACCTGATACTTTGGCAAAAAT
+TAATGCATCGTTATCTGCATCGGTTGCCAAGGCTAAAATATTACTGTTATAACTGATGTTTTCTGTTGCT
+TGTTGCAGTATGTTTTGAATGTTATTCCAAACAGGAGCTGCATTAGTAGGTGCATCACTAATAACGTTAA
+TGGTTAGGTTTAATGCTGTTGTTGCACTTGCTTGTCCAGTGTTATCACTCACTTTTATTGCAAAAGTATT
+CTCACCAATATCATCGGCTGTCGGTGTACCTTCAATTTTTCCGTTTGACCATAACATTAACCAAGATGGT
+CCTGATGTTTTATAAAATGAAAGCTTATCATTATCATCATCACTAACGGCATCGGCTAGGCTGTTACTAT
+AGTATTGTAAGATATTAGCATCATCTTTGGTGATATTTGTATCAGCCACATTAATGACGGCATTACTGGT
+GGTAATTATTAATTCAGGTGCTTTATTGCCTTCTTTAGAACTGAATTTATTTAATGACGTTAAACTATTC
+GTTAATGCAAATGACAGTAGCGAGTCGCTTTTTAATAGACTAGCCGTAACATTTATTTCTAACCAAGCAT
+TTTTATCGGCACTTGCACTATTAATGAATTCTCCTAACGTAGGCATAGTATTCCATGTTAATTCATACTC
+ATCCCATTCATTATTTATTTTATGGGCGCTGACTGTGTCGGTAACTGATTCTGAATAAACCTTTAAAGTA
+ACTGACTCTATACTGCCTTTTACTTGATTGGTGTTAAATTTAATATGAGGTCTTGATTGGTCTCCCTCAC
+TATTATTTATATTTATTTGACTGGCTGTTGGTTGTCCTTTGCCATTAGGGTTTGCTTCTTTAGTAAAGTG
+ATCGTCAGTTGCCGTTAATGTTAACGTTTGTTGATAATTACTGGGTAGCTCAATAGCCGTTTCACCAATT
+ACCGTAATGCTGTAGGCAGGAAGCTTAAGCAATGTAGGTAAGCTATTAACCATACCACCGGAAAGCACCT
+CTTCTGAGTGAATAAATGTTTGTGGTTTTGTCCAATATTGGCGAACGGATTTATTGCTTGTTGTTAAGTT
+TTCAGTGTTAACTGTGTAGCTTACTGACGAGGTATTTATTAACAAATAACGCTGCTCTTCATTAGCGCTG
+TTACTACCTTGCCAGCCGTAAATAGCATCATAGTCAGCATAACCTGTTGGTGAAACGGTTGGAGTGTCTG
+ATAAGTTTATTTTGGCGATAGTGTCCATGCCTTTTAACACGCTGCCAAATGCTCTCATGGCAATGCCACC
+TGCAGATAAACTGTATTTTTGTGAAGATAAGTCGCCTTGACCATGATCTATGGTTAAACCACTAAAAGTA
+TTGCCTAAGTAATGAGAGCCTGATTTTGCACCAGTTATCAGGTTATGTAATAAAGCAATCTCTACTCGTC
+CGTCGGTTAAAAAACTTTGTAGTTGATTAGCATTAAAAAGTGCATGGGCCCATGTGTTTCGAGTAGGGCC
+TGTTCCATCTTTCATATTAAATTCGGTGATCCAAATTTTTTTGTCACTAGGTAAATTGTTTAAAGAGGTG
+TAACCATGCCACGCTTCAAAAGGCTGAGCTAACATAATATCAACACCACTATTGGTGATAAATTGTTGCC
+ATTGTTGGTTTTGCTCTTCATTGGTACCGAAGTAACTAGTACTTTTGTCTGCGGGTAATACCGGATTTAG
+CTCACTTCGTGTATAGGTGTGAATGATGATGGCATCGCACTTTGTACATTGTGATATTTTTTCATTCCAC
+TCTAATGAGCGTGGATCTTTTTTCATGGTACTGACATAAGCAATCTCTACATGAGGATAAATCGCTTTAA
+TGGCATCAGTCCAGATATCTGCTTTGCTGACGTAGTCTTGACCACTTGGAAACATATCTACATAGGCTTC
+ATCTTTTAAAAAGAACTCATTGCCTAATTCTATACGGTTTATTGGAAGACTTTTGGCAGTAGCATCTGCA
+AGACCGTCAAGGGTATGCTGTAGATCTCTCGTTAATAGGTTAACGACAAAAATTGGCTCAAACCCTGCGT
+TTTGATACCCGGTTTTAAAATTACTAATTTTGTAGTCATAACTTCCTAAACTTTCTTCACCTGAAGAATT
+TATTTTTATTTGATTGCCTGTGGGCCAATCAAAGTTATTAGCAATGGTGCCGCCGGGGTAACGTATTATG
+GAAGTGCCTGTGTTCTTGTAAAGTTGTGTTAGTTCTGTGCGATCCCACGGATTTGTGCTCATCGCTGACA
+TCATGTTGGCATTATAACCGATAAAGTCTGGCTTCAAAGCACTTGGTTCAGCAATGGTTAACTCAATCAC
+TTCTGCCGCATTGGCTATTGGTGTAAATGTTAATGCAGTGCAAAGGAGCAGAAATACATTGTTAGATAGT
+TTTGTAATGGCTAATTTATTTTTCATAACATTGAGTACTTAATAGGGTTTATTTTTAAATAGGATGGAAA
+ACAAAAAGGGCGCTGTATAAATACAAGCGCCCTTTGTTTATTTGGTCTTTAGGATGAAGTTATTATTTTT
+TAGTTAATAATCTTCGAGTAAATAGACCTACCATTAGGAATAAACCAGCAAATGAGAAACTACCCCCTTT
+ACTTTCAACTTCTTCGATAACCACTTCTGGTGCGGTTACTGTCAGGTTTTGTGTTATTTCACTGCTGTTA
+CCAGCAGAATTGGTGGCTTTCCAAGTAATAGTGTAAGTTTTACCTGGCTGATAAACAGTATCTTTAAAAC
+CTGTAGTTGCGGTAATAGCACCATCTTTTTCATCAATGGCAACAGGAGCATCGGTTAAATCACTTAGTAT
+AATAACAGCATCAACACTGGTTTTATGGAAGGTCAGCTCAGGTAAAGCACCTGAGAAAACAGGTACAGCA
+TCACTAACTACAGTTACTTCTCTTGTTACTTCTTCAGCACTATTTCCCGCAGCATCACTAATATTGTAAG
+TTAAGGTATAAGAGCCAGTTGTAGACACATCAACACTACCAGTTACAACGATGTTTACGCTTATATCTCC
+ATCTCTTTCATCTTCTGCCAACGCGCCAGCATCGGTATATTCTTCACCCTCAACCACTATTATATTGGTC
+TCACCTACTAAGGTAATAACAGGTGCAGTAGCATCAGTGCTTCCTACGGTAACATCTCTAGTTAGCGTCG
+CAATATTCCCTGCAGCATCGCTAACAGTGTAAGTGATAACATAAGTACCAATAACAGCGGTATCTACACT
+GCCTGTGGAGGTGATATTTGCAGTGATGTCACCATCAGTCTCATCTAGTGCGGTTGCACCAGCATCAGTG
+TAGCTTCCACCTTCAATAACACTAAAAGAGGCGTCACCAATTAAGCTAATAATAGGAGCGGAAGTGTCAA
+TAACTTCTTCACTTACTATGCTGACAACTCGTGTCAATGTAATCGCTGCGTTTGCTTCAGCATCCATCAC
+ATCGTAGCTTAAGGTATAGTCACCCAAGGTTGAAGTATCAACGCTACCGCTAACACTAATGTTGGCAGTA
+ATATCTCCATCAGTATCATCTAATGCCGTTGCGCCTAATTCATTATATTCTCCACCTATCTGAATACTGA
+TGTTACTACCAGATAAAGTTAAAACTGGTGCAGTTCTATCTTCAAAGTAATCTAAAATACCATCGGTATC
+TACATCAGCTGTATCAGCAACACCATCGTGATCAATATCAGGTGCATCAAAGCTACCAATAGCATTTAAT
+GGTTCTAAATCTTCACCGTCAAGCAAGCCATCATTATCGTCATCGTTATCATTAAAGTCAGGAATACCAT
+CGCTGTCTGAATCTCTGCCTGCTGCTAATAATGCATCGGTATTCTGATCAGCGAATAAAGTTATACCATC
+AATCCAAAGATTGCCTAGGTTTTCAATAGTAGGCTTTAAGAGGATAAGTTCTACTTCGTTGGCCGTTTGA
+GTGTCACTAAGGTTTTTATCTAGTTGGAAGTACTGCCACTCGGTAGATAAATCAGTATCTGTCAGTGTTA
+AATTAACAAATACATCTGAGTCATCAGCATTTGCTTTAATCAATCTGGCTTTAACAAAAAATGCTTCACC
+AGTCGCAGCAAAACCTGCTACATCGGTTTTAGCCCAAAACCCTAACGAAACCTGCTCAGTTGCATCAATA
+GTTACAATATTGGCTTTGCTGGTTGCAGCATTGTTTACTTTGTAAGAAGTCTCTCCAATTTTTGCATCTT
+TTGAGGAAACAAATTTCACTACACTCCAGTTATCTTGTTCGGCATCAAGCAGTTCTAGCGTAGTTGTTGA
+TGAGGCTAAAGCATTGATTAGGGGGGCAGTAGTATCGTCATAACCATCGTTATTTAAATCAGTTGCTGGA
+GTGGTACTATATGGATGAGTATCAGCACTGTTGATGATACCATCACCGTCAAAGTCATCACCTGGCTTAG
+ATTCAGTGAAATATGCTTGTGTTGGATGGGCATCAGCATCGTTCATTAAACCATCGTCATCAGTATCGGT
+AATAACATTAAATTGCATTGTGGCTTTGTCGGTATCACTAAACAAACTAACATTATCAATTAAAATAACA
+TCGCCAGCTTTGGCAGGTTGAATTTGTAATTTAATAATATCATTGTATTTGCCATCGGTTAAAGCTATGC
+GAGTGCCGGTAGTTAAACCACCTAAGGCAATCGCTTCATCGGCTTCAGCTTGTATGTCGGCAAAAACAAA
+GGTACGAGAGATAGGAGTCCACTCGCTTGCATTGATGATGGTTACATCATCTGCTAAATCAGGATCATCT
+TGGTTATCGACTAGTATAGGAGCGAGGAACTTATCAGATGTAGGTGCTCCTTTGCCGTTTAAACTGCCGT
+CTTCAGCTTTTAAAGTCAGTTTTATTTTGAGTGGTGCAGTATGGTCAGATACGGTAACCGCTTTTGCCCA
+GAATCTCAGTGTGATTGAAGAGAAGCCATCCCCAGTCATGTCTGGAGCACTTAAGCCTTTGTTATTTTTT
+GTTGTTGTCATTTCAATGGCTTTTGAACCATCAAAACTATTATCTACTGATGTATATGAAGCATCAGCTG
+AAACTTTAGCCCAGAAGTTAGCGCCAGCCTCAAAATCACTGTTAATGACTCTGTTGATGGTGATTTGTTG
+TAAGTCAGTATCACAAGGAGCACCATCTTGTAGATTCGTTACGCCATCGTTATCAAAATCATCACCGGCA
+GTGTAATCACAGGCGGCATAAGCACCTGAGCTTAATGATAACATTACCGCTGCAGCGACTGTTTTTAATG
+TATAGCTTTGAATACTATTGATATTGCTGCTTCTACTTTTCAGATATGACATAACTTAACCCCATAAAAC
+TATTGTTTGAATTATAATACTGAAACAAAGCTTATTTAAGTATAAATCGTAAATAAACTATATTTCATTT
+TTAAAGTAATACAATTTTTAACACTTATTGACAACGATATCAATTCTTTTTGTCTTAGGATTGATAGCTT
+TTTCAGTGTTATTTAATAACTCGTTGTTTTATAGGGTTAAATATTTTAAAGGTGTTAGTTGTGTAGTTTT
+ATTAAGCTTTGATATCGTTGTACTCGCTTGTTATTAGGTATAAACAAGGTAGCACTAATAAACAAATAAA
+GGTTGTGAATAAAATGCCAAAGCCAAGTGATACAGCCATAGGTACAATAAATTGAGCTTGGCGTGATGTT
+TCAAAAACCATGGGGGCTAAACCGCCAAAAGTGGTCAGTGTGGTTAGTAGTATTGGACGAAAGCGACGCA
+TGCCAGCATTAATAATTGCTTGTTTAGGTTTGTGCCCTTGTGTTACTTGTTTATTGGCGTATTCCACCAT
+TATTAGGCTGTCGTTGATTACCACACCAGCAAGGGCAAGCATGCCCATTAAACTCACAATGCTTAAGCCA
+AAACCTAACAGTAAATGACCTAAAATAGCACCCACAGCGCCAAAAGGAATAATGGCCATAATGAGTAAAG
+GTTGCAGGTAACTTTTAAAAGCAATGGCTAATAATATATAAATACCAGTAAGCGCAAAAAGGGTACCTAA
+CTCAAGCTTAGAAACACTTTGCGCTATCTCTTTTTGATCACCACTCATTGAAACTTTTAATCCAGCAAAC
+TGGCGAGTAAGTCTAAGAGTGAGTTGCTGATGAATAAAATCATTAACTTGTGGGGTTTTAGTTTCATCTT
+CTACTTCAATATAAAGCTGTTCTATACGTTGATTTTTATAGCGTTTAATTGTGGCCGGGCTGTAAGTTTT
+ACTGATGTTTGCTATTTCATTTAAGGGGACAAAGCCGCCATCGCCCGTACTAATCAGTAGGTTTTCAATA
+TCACCAGAACTTTGCCTTTCTCTTAATGGTAGCCGTACTAATACAGTGACTTCGTTTTGTCCTCTGTGCT
+GGCGGGTAACTCGTGCACCATACAGTGAAGAACGTAATTGTTTAGCAACATCACTTCCATTAAACCCTAA
+GCTTTGACCATTTTCATTTAAGGTTAATGACCATTGTGGGTTACCTTGCTCCATTGAGTTGGTAATACTG
+GTAATGTATTGTCCACTTTGCTGGTCACTTTGAAGGTAGTTTTGCGCTGCGATAGCTGCATTACTTAATA
+CGTTAGTATCATTGTGTCTAAGCTCAAGAGTGATAGAAGCTTCAATTTGGCTGTTACTATTTTTTCGGGC
+ACTTCCAAAACGCAGCTTGCCTAAATTGTTTAAAGATTGCTTGCCTAATAATTTTGATTGCTCTCGCCAT
+AGGCTTTTTATATCAACTGAGCTAATTTCACGCTCTTCACTGTCAACGAGTAATAAACCTACTTCTAAGG
+TGTTTTCAAAAATTTCACTTCTAATACTAATAACTGCCTGCTCAATTTCGTTTTTTGAGAGCATCTCTTT
+AGCATTACTTTCAAGCTTGTCTTTTACTTTATTCATTTGCATTAAAGTAAAATCTTCAGGTAATACTATA
+CTCGCTTTTACCCAACGGCCCTCCATTTTTGGCATTAAACTAAAGCCCATTTTTCCACTAAAGGCATAAC
+CTAAAACCCATAATAAAATTAGCGAAGCAATAGATAATGTTAGAGCCGGCCATGAGAGGCATTTTTTCAA
+TACCGATAAATACGGGTGTTGAATAAAGCTCTCTAAGGCTTTGTCAAAATTTTGTTGAGCCTTTTGCATG
+GCAAAACTAAAATAATAGGCTGATTTACTGAGTATATTATTACCTGGGGTTTTAGTTGTTTTTTGGTTAA
+TTCTTGCCAAGTGTGCAGGTAATATAAATAAGGCTTCAAGCCATGAAATAACAAAGCATAGAATAACAAC
+CACAGGTATTGCACCAAACATCAACTTCATAAAACCGGGTAAAAAGAGCAGAGGGATAAATGCGATGATG
+TTGGTTAATATTGCAAAGGTTAACGGTTTGGCAACTTCTTGTGCGCCAAGCTGCGCTGCACTTGAAAATG
+GCATGCCTTCTTGCATGTGCGTATAAATATTTTCCCCTGCAATAATGGCATCATCAACCACAATACCAAG
+AGCAATAATAAAGCCAAACATAGACACCATATTGATGGAAATACCAAAGCTTGGTAAAAAAAGAATAGCG
+CCTAAGAAAGCACTTGGAATACCGGCAACTACCCAAAAAGCTAAACGAAAATCAAGAAATAAACTCATAA
+AAAATAATACGAGCAGTAAGCCAAAAAATGCATTTTTTAGTAATAAACTAAGTCGTTTTTGGTAGTTTTT
+TGCATCGTCATCAATAATAGTTAGCCCTGCTGTAGGGGGAAGCAAGGCTTCTAACTCTGGCCACATAGCC
+TCTATTGCTTTACCTATTTTGTCGGGAGATTGCTCACCTACTCGGTAAATGCGTAAACTTGCGGCCAACT
+GACCATCAAAGGTGATCATTGATTTAGAATCAGCAAAGCCTTCTGTTATCTTAGCGACATCCTTCAGTTG
+TAATGCTCCGCCATTTTTGTCAGGCATTATGCTTAGTTGAGCAAATTCATCCGCCCAAAGCAGACGCTCA
+TCTACTTTAACTAATATATTTCCGCTATTAGATTTAATAGTACCAGTGGATTGTTCTTTGGTTAACAAAC
+TTATTTTTTTCGCTATTGTTGATAAATCAGTTTGTAAGCTGTTGAGCATATGTTGAGAAATATCAATATG
+TATTTCTTCTTTTGCAGTACCATGTAAAGTGACTTTAGATATATCAACAGACTGTAAAATACGATCGCGT
+ATTTCTTCACTGAGTCGCTTTATACCTATTGCATCTAAATCACCATGCACGACTATTTCCATTACATCTC
+TGACTTTACTGGCAAGAAATATTCTGGGTTTATCCATTTCAGTCGGGAATGTGTTAATACGGGTGATTGC
+TTGTTGAACATCTTGAAATATCTTTTGGGCATTATCTGAGCCCTCTAGTTCAGCGCGTATGAATAAACGG
+CCTGTTCGGATAATTGTTTTTACTTCTTTAATGCCCTCTAATGGTGTGATGATTGCTTCAATGGGCAGGG
+CAATTGCTGATTCTATTTCATCTGGAGAGGCTCCTGGATAATTTATAACAATACCTACTCGGTCTAGGGT
+GACGTCAGGCATATATTCTTTGCGTATTATAAACGACATTACTAAGCCGCCGACAATAAGCAATAACATG
+AGTAAATTTGGCGCAATGCCGTGGTTAATCATCCATGCAATTGAATTGTATTTTTGAGCTGCTTTTTTAT
+CGGTAGCTGACTCTTTAGTGATAGATTTAAACATTGTCTTTATCCTTTAGAGATAAACTCTTTAAAGAAC
+GCTTTTTCACCTTCATACCACTGACCGCGATCGACAGCTTATCGATAAGTGCATGATCACCTTCGAAGAA
+ATTCCCTCTGACAAATAAGTACTTTTTACCCTGAAATACCACCTCAACTTTACGTTGTTGCAAGGTGTTT
+TTTTGATCAACCACCCAAATGTAGTCATTAGCTATTAACCAATGAGGTTTGATTTGTACTGTGTTTTCTA
+ATGGTTTGCCATGAAGCGATAAAAACAAAAAATCATTGATGAAAATAAGGTTAGGTGAATTGTTTGATGT
+TGCTTGTGTTTCAGTCCCAAGTGTCGCCTTTATAAGTGCCCTTTTTTTTAGCAATAAAGGGTCATCAATA
+CTAACCAGCAGTTGTACTTGTCTATCACGACTATCTAGTGACGTTAAGCTAGTCAGAATGTTACCTAAGC
+GAGTATGTTTTATATTTCTGTTTTGTTGATGCGTTAACAAAACGGGTTGTTTCTTGTCTAAAATAGTGAA
+AAATTGACGTGGTATTTTTACTTCTAGCCAAAACTGTTCAATATTTAAAATCTGATAAAGTGAGCTGTTG
+GCGTTGATGCTTGCGCCTAAGCTTATATTTCGTTTCTGAATTTTTCCGGTGAAAGGCATGGTTATTTCTG
+TTTTTGCTAAATCAGCTTTTGCTTTATCAACACTTGCTTGATTACTCATCACTTTTGCTATGGCACTAGC
+AATTTGGGGTTCTCTTAATACGAGAGATTTTTCCTGTTCCGTTTGCATGTCGTCAGGCATAAAGGCAAAC
+GCTTCTAGGGCAAGAACTTGGTTTCCCTTTTCAATGCTAAGTGTTGATTGCGCTTGTATTAAGGCCGATT
+TTTTATTAATAAGTGCATATTGGAAGTTTTCACTATTGAGTGTTAAAAGTGTTTCTCCCTGGTGAATTAA
+TGCCCCTGGAATAGCATCAGGGTTTACTTTATTGATAACTCCTGAGACTTCAGCTTTAAGATTTAATGTT
+TGAGCCGGTTTTACCACGCCTGTTGCTTGCCATGTTGGGGTATGTGTTTCGACTGTTATTAATTGAGTAT
+TTACAATGCGTATTTTTTTTTGATTTTTTGATTTTGTTACATCATTTAGATTTTTTTTCTCACTAACCTT
+AGTACTTAATAATAAATTTGATTTTCCTGAATGATAAATAAAATAGCTGCCAAGCACAGCAATAATTAAA
+ATAATAATCGGTAAGGTACTTTTCATTAAGGAGCGTTGCTTTAGTAGGTTTAGTTGACTTGAGGTGTTTT
+TGTTATTTGTGCTGCTAAATTTAGTCATGATGACTACTTCCTTCTTTTTGCTCTAGTGATATAAAATCAC
+CATGACTAATTGCGCTATACAAGGATAAGCGAGATTCAAGCTGTGCATGCTTACTATCAATAAGCTGACG
+CTCAAGTTTTAGTGTACTGTCCTGTGCTTGTAGTAACTGTAGGTATTGTGCTTGCCCATTAAGGTAATAT
+CTCTTTTTAAGTTGTTGAATTTTTTTAGCAAGTTCAAGCTGCAAAGCCAAACTAATGGTTATCTGCTGAT
+ATTCATTAGCGATAATTAATGCTTCTTCAACCTCAAAAATTGCTTGTTGCCATTTTTGTAAATAGTCATA
+TTGCAAAGCTTTAAGGTTATACTTCTTTTGTTTTACGGTTTGTTTTCGTTGTCCATAATCAATAATGGGC
+ATGATTAAACCTGCACTAAGGTCACCAAGCCAATCGCTAAATATACTTTTTGCGTTTTGATTTGTTGAAG
+AGTAAGAGGCTCTTAAGGTTAATTGTGGGAACTGCTCAGCAACTGCAATAGCAACTTCGGCATCAGCTGC
+TTGTAATTTTGCATAAGATTTTTGAATGTCGGGTCGGTATTTTAATGCTTTTAGTTCAATACCTGATACA
+GGGATGGACAGAAGGGTGGGTAACTTTCCTTGAGGACTTTTTGGTAATTGATTAGCTAAAGTACCTGACC
+ACAAAGCGAGTTTTTGTTTTTGTAATGCTGACTTTGCTATTGCTTTATTTGTTAGCGTTGTTAATGATTC
+CAATAAACCTTGTTGTTGCCAAGCATCACTTCTCCCGGTTTTCCCAAGCGCTACGCGACGCTGTATTATC
+TTTAAACCCTGTTCTGTTCGTTTGCTCTGCTGTGTTAACAATTTTATTTTTTCAGTTTCTACCATCCAAC
+CAACCCAAGCACTGCTTACATTAGCGGCAATTAAGTTTGCTTTAATACTAATATCGTTTTTGCTCGCTGA
+ATTCTCCCATAATGCTTTATCTTCACCCGCATTAAGTTTTCCCCATAAGTCTATTTCCCAACTAGCACTT
+AATCCCACCACTTGATAGTTATCATTTTGAGTAGTGTTTAAATTTTTATTGCGCTTTACTTTCGATGATA
+GTGATAAATTTAGATCTGGATTATTACTCGCTTTGACAATATTTAATTTTGCTTGTGTTTGATTTAGTCT
+ACTAAAAGTTGCTTGTAAACTAGGGTTGTTTTTAAAGCTTGTTTCAACCCAATAAGTTAGTTGAGGTTCG
+TTAAAATTTGTCCACCAATCTTTATTCCGCGGGGATTTTATTACTGTGTTTGGTGTTGCGTCTTCAACGT
+TATTTGATAGTTTTTCTACTGGGTGCTCTGTAAGTTCTGCTCCTTGATACACAGCACAGCTTGGTAGGGA
+TAAACTCAGGAGTAAAAAGAGGCTTTTTATGGGAAAGCTTATTCTTGTTAAGTGAAGCATTAGCGTATCG
+GCTATTATTGTTTAGAGCAGGTAAGATTATTTAAACAAATATTTTTAACTACGTTGGAATATGTGTTATC
+AAGTTGTCTCAGGTTTGGGGTTTGCGACAACTTGATACAATTTTTTTTAAAAATCTTATAAACTAATCGA
+TATAGTGCTAGTTAAGTATCGTTTAAATAGCGTTTAGTTTTAAAAGAGGTAGCAATGACACATATTTTAA
+TTGTTGATGATAATCCTGATATTAGGCAGCCTTTGGCTCGTTATTTAGGTGACCATGGCATGAGAGTGAC
+CAGCGTTGATGGCGGTAAAGCAATGCGTGAAACATTGAAAAACAGTGTTATCGATCTAATTTTGCTTGAT
+ATTATGATGCCAGGTGAAGATGGATTATCTTTGTGTCGTTTTGTTCAAAGTAATTTAAAAATTCCGGTGA
+TTTTACTTACAGCATTAACGGAAGATACCGACAGAGTGGTTGGACTAGAAATGGGCGCAGATGATTATGT
+TGCAAAACCTTTTAATCCAAGAGTATTACTTGCCAAAATTAAAGCGGTATTACGTCGTAGTCAAAGTTTC
+CCCGTACAAGTTGAGCAGGTTAAATCAGACATCCTTATTTTTGACGATTGGCGTTTAGACATTAATCAAC
+GTGAGCTGATAAATAAAAGTGACGTTACTATAGCCCTAAGTGCCGCTGAATATCGCTTACTTAAAGCTTT
+TTTATTACGTCCACAAGCGGTATTAACAAGAGATCAATTGCTTGACCTTACTCATGGTAGGGAAGCTAAA
+GCTTTTGATCGAAGTATCGATAATTTGATTAGCCGCCTAAGACGTAAAGTTGAAGTAGATCCAAGTTCAC
+CAAAGTTAATTAAAACTGTATGGGGTGGTGGTTATTCGTTGTCTGTTCCAGTGGTGCATCAATAAAATGT
+TAACCATTGTTAAATCATGGTTACCTAAAAGGCTCACCGGACAGCTGATTTTATTATTGCTTTCAACACT
+CACTTTTTCTCAATTATTTACCTTGTTTTTCTTCCTGTCTGAGTCTGATTATATTGCGGAACAAATTGAA
+ACAAAGCAATTAATACGTAGAGCAGCACAAGCGTCAAATGTATTAGCAACCGTGCCTGAGAAACATCATA
+AAGCGATGTTAAAAGCAATGAGTGTGCACCGGGTTAAATTTTATATCAGTCAATCAGCAGAAACCGATAA
+CACAGCGTCTTTTAATGAAAAGTCATTTTTAGCTGAGCGGCTATTATTAAGGAAAATGCTAAATAAAGAA
+TATGGCAAAGTATATGTATATCAAGACTTAGCCAGTAGTAGTCGCATTGCTACTTTACTTGAATACCTTT
+ATCAAAAACTCAAAGAGCCTACTAAAGCTGGTAATAAAAAACCCAAACGATTAAAACTTTTTACAACAGC
+TATCGAGTTAAAAAATAAGCAATGGCTGATGATGAGTGTGTATAGCCGAGATCCTTTTCCTCTTTGGGCG
+AAAACAACACTGATATCACTGTTAATAATGTCCTTAGTGTTAATTGTTATCGTAGTATTTTCTGTTAAGC
+GAATTATTAGGCCATTAAATGAGTTGGCCGATAATGCAAAAAAACTTGGCTTAGGGGAAAGTATTCAACC
+GATAAAGGAGCAAGGTCCTGAAGATGTTCAACACGCGGTAAAAGCTTTTAATCAAATGCTGTTACGCTTA
+AATAAAATGGTGACACATAGAGCGAGATCCTTAGCTGCTATGTCTCATGATTTAAGAACCCCCTTAACGT
+CTATGCGCTTGCATGCAGAATTTATTAGCGATGAAGTTACTCAAGATAAAATTATTGAAAAACTTGATGA
+AATGGAGCACATCACTAAGGCAACGATTTCGTTTGCTAAACAAGACTCATGGCTTGAAAAATCACGTAAG
+GTGGATATATGCGCTCTAATAGAGAGTTTATGCTTAGATCTATCTGATATTGGTTTAAATGTGACTTGTG
+ATATCACTGATAAAATTAATTACTCTTGTCGGCCCGTTGCGCTAAAACGAGCTTTTAGTAACTTAATTGA
+AAACGGTGTTAAGTACGGGAAATGTGTACATGTATCGATTTTTGAAAACAATAAATCTATCAATATAATC
+ATTGCCGATCAAGGGCAGGGGATCCCTGAAGCTGAACAACAGCGTATGTTTGAAGCATTTGAACGTTTGG
+ATGACTCTAGAAACCAAAAGTCTGGTGGCATGGGATTAGGTATGACTATCGCCTTAACAGCAATACAAGA
+TCATGGCGGTGAAATTAAGCTGAAAAATAGAGTAGAAAAAGGTTTAGACGTGATTGTTAAGCTGCCGCTG
+AATTAAAAAGTTGGTTATTTGGAGGGGGTTTTCAAATATAAAGACATTGCTTTTGTTTTGTCTTGACATC
+GATGTCAGTAAGTTTTATCTTCAATAACATATTATCAATAAAACATAGCGAATATTCCTATTAAGAGTTA
+ATCCTTATTATAGATATTTGTTAAATTTACATATCAAACTATTAAAAATATAATAGATTAAGGGGAATAA
+AGATGGCGGTTAGTGGTTCGGCAGACTTGTCACAGTTTAAAGCGCAAAGTGACTCAGGACAGAGTTATAA
+TTTCACATTAGTCGTGTTGACATCGTTATTTTTCATGTGGGGGTTTATTGCCTGTTTGAATGATATATTG
+ATCCCACATTTAAAAAATGTCTTCTCATTGAACTATACCCAAGCAATGTTAATTCAGTTTTGCTTTTTTA
+GCGCATATTTTATTGTTTCAATGCCAGCCGCTGCCTTGATCAAGAAGGTGGGTTACAAATTTGGTATTGT
+TTCAGGATTATCTATTGCAGGAATTGGCTGCGTATTATTTTATCCAGCGGCAGGAGCTCAGTCATACCCT
+TTGTTTTTGTTTGCTTTGTTTGTACTTGCTTCGGGTATTACTTGCCTGCAAGTGTCAGCAAACCCTTATG
+TTGCTAGCCTTGGTCGTGCCGAAACTGCATCGAGTCGTTTAAATTTAACTCAAGCTTTTAATTCGTTAGG
+TACAACGGTAGCGCCATTTTTTGGTGGGTTATTTATATTATCTGCTGTTTCTTTAGGTGCGGAACAAATT
+GCACAACTTTCTGTAGCAGAGCAAGCCGCTGCAAAATTACAAGAAGCACAAGCAGTACAAATACCCTATT
+TAGTCTTAGCTGGTATTTTATTTGGTCTTGCGGCTATCTTTACTTTCTTAAAATTACCAAAAATAGAATC
+TATTGAAACGGATGATAGCTGTGCTGATGCGGTTAGCTTGAAGGAACAGCCTTCTGCGTGGAAAACACCA
+CACCTTATGTTGGGCGCTTTAGGGATATTTGTTTATGTAGGAGCCGAAGTTTCTATTGGTAGCTTTTTGA
+TCTCATTTTTAGGTGAAGATAATATTGCGGGTTTAGCTGAAGCACAAGCAGCTAATTATATTGCTTATTA
+TTGGGGAGGGGCTATGGTAGGGCGCTTTATTGGTGCAGCCTTAATGCGTTTTGTTGCTGCTAATAAAATT
+CTAACTGTCAATGCTATTAGTGCAGTAATTCTTCTTATTGTGGCAATAACATCATCAGGTCAAGTCGCTA
+TGTGGGCAATTTTATCGGTGGGTTTATGTAACTCTATTATGTTTCCTACTATTTTTACCCTAGCGGTAAA
+TAGGTTAGGTAAAGCTACAGGGCAAGGCTCTGGTATTTTATGTTTATCTATTGCTGGTGGCGCTTTAATT
+CCACTACTTCAAGGTGTATTAGCTGATGCTATTGGTATTCAAATGGCATTTGTTCTTCCTGTTATGTGTT
+ACTTATACATCATGTTTTATGGTGTAAAGGGATCTCGGATTGGTTTGCAATAAAGCTTTACAATTTCGGC
+AATAAATTGTTTAGGGGGATCCCCCTAAACATCAGCCAAGCGTAAGTTTACCCGCTAAATGGCTTAACTC
+GTTTTATTTCTCGGACAAATTATGAATAACCTTAATAAAAATGGCATCAACTTGGTTGCTGATATCGGGG
+GCACAAACATTCGATTAGCCATTGCTTCACCTTCGGATGTCATTACGGATATAGCTACTTATCAATGTGC
+GAAGTTTGCTAATTTAATTGATGTCATCCGGCTGTATATAATGGAAAAGCAACTTGAGGGTAAAACTATC
+AATGCTTGTTTAGCCATTGCCTGTCCGGTAGATGATGATTACATTTCCATGACCAATTTACCTTGGCAGT
+TCTCTCAAAAAGATTTAAAAGAACAATTAAAATTAAATACCTTAACCTTGATAAACGATTACACCGCCAT
+TGCTCTGGCTATTCCTTATCTTAGCGATTCTCAAAAAGTGAAAATAGGGGCTGGTGAGGCGGTTAGTAAT
+AAAGCTATCTCTGTATGCGGTCCTGGAACTGGCTTAGGTGTAGCTACTTTAGTGCCATTAGATAATAAAT
+GGCACTGTATTAGTGGTGAAGGAGGACATGTCGATTTTGCCCCTGTTGATGAGTTGGAAGTAAAAGTTTT
+TTCTTATATTTATGCTTATAAAAAACGGGTTTCTTATGAACAATTATTATCTGGTTATGGCTTAGAACAG
+ATATATCAAGCGCTTGTTAAGATAACTAATGAAGGCAAAAGTAATAATTTTGTGGCCGGTGACCTTTCGG
+CTGAAATTATAAGTACTAATGCGATTAATGGTGACTGTATTTTATGCAAACAAGCATTAGAATTTTTTTG
+TAAAGTATTAGGAAGTTTTGCTGGTAATTTAGCACTAACGGCTAATAGTTTAGGTGGCGTATATATTGCT
+GGTGGTATTGTGCCTAGGTTTATCGACTTTATTGAAAAGAGTGGCTTTAGAGAACGTTTTGAAACAAAAG
+GGCGGTTATCCTCATTAACCCAACAAACGCCGACTTATGTGATAACTGAAACTCAACCTGGCCTTTTAGG
+AGCCGCAGCATATTTGAACCAACTTTAGTGTAAAGAAGGGTAAATCAACTTGTACTTAAAATAGCTTTTC
+ATCATGATAAGTGTCGAAGGTTTGAAGAAACACAACGGCTAATAAGGTAATGAAAATGGCTACTACTAGT
+ATGATCGCGGTTAATAGGTTTGGTTATGGTGCCAAACCGAATGAATTAATTTTAGTGGCCCAGTCGCCAA
+AAGAATGGTTGATTAAACAACTATCTCAATCTCCTCCAGTAGCATTTAATTATTCCTTACCAAGCTCTAG
+TGATATTTTCATCCAATTACATGGTTATCGTAAAAACAAGAAAGTCGCTAAAAAAATAGCCCAAGAACTT
+GCTGGGAAGGATTTTGATAAACAAATGTCCATGGAAGGTGTTGTTACTAAGAAAGCTAGAAATCCAGCTC
+ATAAATTGTTAAACCAACTCTCATCAGATGCAATTGACCAAGCGATTCGATCTGATCATAGCCTTAATTG
+GCGTTTGCTCGATTTTTTCTCTAACCATTTTAGTGTCAGCGCTTCAGGTCCTGTAATGACAGCTATTGCA
+CCAACATTAGAACGAGAAGCTATTGCGCCGAACTTACTGGGTAACTTTGAAGATTTGTTGCTAAGTGTAT
+GCCAACATCCAGCCATGTTAATTTATTTGAATAATGAAAGATCGTTTGGTACCAACTCTCAAATTAATAA
+AAATGGCAGAGGCAAGAAAAAGGTAGGTCTTAATGAAAATTTAGCCCGTGAAATTCTTGAACTCCACACA
+TTAGGTGTTAATGGTGGTTATCAGCAACAAGATGTTACTGCCCTAGCAAAGGGTATTACCGGTTGGAGTG
+TTGCTAGAATCGGGCGTGATGAAGGTAGCGGTTTTTTATATCGAGCTAATGGTCATGAACCAGGAAGTTT
+TACCTTGCTTGGTAAAAGCTATAAAAAGAGCAGGAAAAACGCGAAACAAGGTGAAATGATGTTACGAGAT
+TTAGCTAATCATCCAGCCACTGCTCGACATATTAGTTTTAAATTAGCGTATCATTTCATTTCTGAACAAC
+CTCCAGAATCATTAATTAATAAAATGGTCAAACGTTGGCTTGCAACAAAAGGCAATATTAGGGAGGTAAT
+GATTACGTTAATTAATGCTGAAGAGTCATGGCATGCCGATAGTCAAAAATTTAAAACCCCAAGAGAGTTT
+GTTATCTCATCGCTAAGATCCATAGGGGATAATAAAAAGTTGAATCTACGTCAGTTGATGAAATCGTTAT
+CAGCATTAGGACAAAAGCCCTTTAGTGCAGGATCTCCCGCAGGCTTTAGTGACAGTGGTAATGATTGGAA
+TGGTGGCAGTGCCATAATGGCTAGAATTAATTGGTCAGCAGCACTATCTTCCAAATTATCTTTTAAACAC
+ACAGTAAATGTGGAGACTATAATGAGCAATTCTTTTGGTAAAAACATCAGCGAATTGTCGTATAACACAA
+TATTGCGTGCAGAAAGTAAAGAGCAAGCAATGACCTTGCTTTTGATGAGCCCAGAGTTTCAAAGGAGATA
+GTCATGCAACGTCGTCAATTTATCAAATCTATGGCTGCCACTTTAGTTCTATTTAAAACACCAAATGCTG
+TTGCTAAGGCATTATCTGCTACTTCACCGAAATCCGGGAATAAAAAAATTATTTGGGTTGTATTAAGGGG
+GGCGATGGATTCATTACATACCCTAGTGCCCACTTTTGATACTGAATTATCGGTATTAAGACCCAAATTG
+CTCGCGAGTATTAAAGATGATTTATTGATGTTAGATAATGGTTTTGCGCTACATCCAAGTTTAAGTAACC
+TGCACCAGTGGTATAAAAAGGGTGAGTTACTGCCGATTACCGCGGTTTCTTCGGGGTATGCCAAGCGCTC
+TCATTTTGATGGACAAGATTATTTAGAATCAGGCTTGACTAATATTGACCATGATACTGGCTGGTTAGGC
+CGAGCCGTTAATATGAAGGAAAAGCAAGCGTTGGCTATAGCTAATTCAACGCCAATTAGCTTGAGAAGCA
+GCGAAGCGAGTACTTGGTATCCGTCTCAGTTAAAAGAGGCGGATGAGGATGTGTATCAAGCCTTAATGAA
+AATGTATCAAAATGATGAGTTATTAATTAATAGGCTTGAAGATGGTTTAGCAGTAAAAGAGATGGCCGAT
+ACCATGGTAGGTGACAGAGCACTTAACATTAAGAAAAAAGGACAATTCATTGAGTTATCCAAATCCTGTG
+CAAATTTAATGATGGGCAATAATGGTGTAGATTGTGCGATGTTAGAATTGGGAGGCTGGGATACACATAA
+TAACCAAGCAACCCGTTTGTCTCGGCAACTTAAAGCGCTTGATCAAGGATTAAAAGCTTTAAAAGACGGA
+TTAAAAGATCAGTGGCAAGATACCGTTGTTGTTGTTGCGACAGAATTTGGCAGAACAGTAAAAGAAAATG
+GAACAGGTGGAACGGATCACGGAACAGCAAGCGCAATGTTTATTGCTGGTGGCTCAGTTAATGGTGGTAA
+AGTCTTGGGAAATTGGCCTGGACTGAAAAATAACCAACTATTTGAGCAACGTGATTTAATGCCAACTAGC
+AATACCTTCTCTTGGCTAGCAACAGTTGTGTCCCAACAATGGTCGTTGAGTGACAATCAGTTAAAAGCTG
+TATTTCCTCACGTTGACAAAAGAACTGTTAAGTTGTTTGTGGGCTAAACCTCACTGTAATGGTCAAATGA
+TTTTGGCCACTAATTTATAGATTGTAAGGCGGTATGGGGGCGTAAGCGCCACAGGTTCCTGTTGCGCTAA
+CCATTTAATCAAGTTTCTGTACTTTCTGAAATAGACAATGCATCTTCTATTTCAACCCCTAAATATTCAA
+TTGTACTTTGTAGTTTTGAGTGACCAAGTAATAACTGGATAGCCCTTAAATTCTTTGTCATTGCATAGAT
+TAAGGATGCCTTGGTACGTCTAAGCGAGTGCGTTCCATATTGGGTGATATCTAACCCTAGAGTGGATACC
+CATTTTTTGACTATATTGGCATAGTAGTGATAGCAAATATGTTGACCTAGTTTTCTTGAACTAGGGAATA
+TAAAGTCAGAGGAAGATAGTTTTTAAATATACCCACTGACTCAAGCATTGTTGAGTCTTTGGCGTTATTT
+CAAATTGAACTTCTTTATGAGTTTTTTGTTGCTCAATCATCGCACGAGATTGAATTAATGAGGCTGATGA
+AATATCACGAACTTTTAAACTTATTAAATCACAAGATCTAAGTTTGCTATCAATAGCCAAATTTCTTCAA
+GTTTAAATGCTTTTTTCTGGCCCACATGTTTACCTTTATTCCAAGCTGTCATGATTAACTCCCGACTTTA
+ACTGCTGAGTTATTATTAAAGACTAAAGGTGTGGGATTATAAATATGGGTAATTACAAATTTGATTGATG
+AATTTTGGTCAACATGTTTTGTGTTAAATTTATATTGGGGCACATAACGAGATAGTAGCTGCCTAAATAA
+CAGGTAGTGTTCTGAAACGAAATTCCACTGGCAAGTATGAGCTTGCAGGCGACATCGAACCACGAATCCT
+GATGATTACCCCTCTTAGCCACCGTTGCGGCCATTGGAACTTAATTAAATGAACCTTAACGTTATGGAAT
+TAATGGGGCTTTTATCGCTCTTCCTCTCGACAGTAAACTAACCATCAAAACCTACTCGTTTGTATAAATA
+ATTGACATTATCTGCATTATATTAGAATGTTATCTCTTTCTTTCGATTGCAAATATAGGGACGTAGTGTG
+AGATTTCTATCGAGGTTAATAAATACCAGTCGATTATCAAGAGTATTATTGATTCGAATATTGTTATTTA
+GTGGATTATTTACCGTAATAATTACCGCTATCCAGTTGTCATTAAATCATCAAAAATATACAGATGAATT
+ACAACAAAAATCTCAAGAATTGATTGAATTAAGTACACCTTCTTTGACTCTAGCTCTCTGGGATTTAATG
+GAAAATAGCGCTCTTGTTTTTAGTGAAGGGATGATGCGGTCAGGATATTATAAATCTATATTGATCAAGA
+ATGAGACAAAGAAGGATATCGCCTTTTTAGGTCAAATAGACAAAAATGCTGATAAACAGACGTTCAACTT
+AATAGCTGAAGTAGAGAAAAGGCCTGTAATAATAGGCACTATTGAGTATCAAATTGATACTGATCAAGTA
+AAACAAAAAACCATTGATGAGTTCATTATCATTCTTATCTCTCAGTTTATTAAGACCTTTTTTGTTTCCA
+TTTTTATCCTTTTCATCATCCATAAATTGGTAATTCGTCATTTGAATGACATATCTAACTGGCTAGAGAG
+TTTTAAGCCAGAATCATCATTCAGTCCGCTTACTTTGGTGGCTGACAAAGATAGTAGTAACGAGATGGTT
+AAGCTTAAATCAGCTATTAGTGAGATGGGGCAACAGGTGCATAAGCACACCACAGGATTAGAAAAGATTG
+TAACTGAGCGTACAGCTGAATTAGAAAAACTTGCTTATACTGACAGCCTAACAGGTGTTGCTAATAGATG
+TGCTTTCCTCCAAGTATCAAATGAAGAACTAAGTCGATCACGGCGGTTATCTTATGATGTCTGTGTGATG
+ATGTTAGATTTAGACCATTTTAAAGTAATCAACGATACCTATGGTCACGATGCTGGAGATAAAGTGCTTA
+AACAAGTATCCGAAGCAATGAATAATTGCTTGCGAAAAGAAGACACATTAGGGCGAATAGGTGGTGAAGA
+GTTTGCCATCATTGCGCCTGGTGTTGATAAGGGAGGAATGCACAAGCTAGCTTCACGATTACAACAATCT
+ATCGCATTACTTGATTTTTCATTTCTACCTGAAAATAAAAATATTACCGTAAGTATTGGTTATACCAAAG
+TCAGTAATGATGAAGACTTTAAAGAAGCTTTAAAAAGAGCTGATAAGTATTTATATTCCGCAAAAAATTC
+TGGCCGCAATACCTTCATAACAGATAAGGGGTTTGTACCTAGCATTGTGAGTTAAGTTTTGAGGATAAAA
+TGCCTTTCAGACTATCTGAAGATCGTTCAAAATTGCCGTTAAGAATCTATTTCCTATGGCAGCTTTGAGC
+ATGAAGCCGACTTTAGGAACATTAGCCAGTTTACTTCCCCTTTGCGCACCAAGTGAACATTAGCAACAAT
+ATTTAATGGTGCTAAAAAACTACGTCGTTTGAGGGATTTGGTTTAACCGTCATTTTTGCCACAGCCTGTG
+TGAAAACTATTTTTAACTTAAGTAATAGAATAATCCCAACGAGAAAATGCGCTGTAGATTAAATTCTGTA
+GTACGTTTGATAACAAACCACCTGTTAATTTACGTAGCGTCGCATAAAAAATTTACGCTAGGATTTTTCA
+CACAGCCTATGGCAATAGTGGACGCACAATAATTCTATCTTGCTTGGTTAAAGCTATTTAGAACATTGGT
+ACTTGTTAGCAAGAACCCTCATCGCCGGCTTCAACTCAACAGCCTTTTTCACCTGAACGCAGCCTTTGTC
+TTTGTTGCCCATTTCCCAGAGAGTCTTCCCATACTGAAAATGATATTTCGGTTTATTGGGAACTAAGCCT
+ATTGCAGCCTCGTAGAGCTTTAGCATTTCATTATTCTCTTCTGGCCGTTGTCGATGAGCAAGCACTTCTG
+CTAGACGGATTATTGCCGATGCGTTTTCCGGTGCCAGGTCAATTGCTTTTCGAAACAATGCCAGTTTTTC
+TTCAGCACTATCATCTGTTACCAACTCTCGGCCTAACTCAGTCAGAATTTGCGAATGAAATGCATCGTCT
+TGCAGTTCCAGATTGAGTTGTTTGGCTTCTTTATATTTGGAAAGAGCCGTTGACGGATCTTTTTTCAACG
+CGTGCTGGATAGCCTGATTCAGTTTCACGACGCCTAAATTGGGTGCCAATTGATCCGCTTTTTTTAGGTG
+TAACGATGCTTTTTCATGTTCCAGCTGTTTAGTCGCAATGGCCGCCAGCAGCAGTTCATTGTAAGCCGAT
+TGCAACCTATCTGCTCCCGGCTGCATATTGTTGATGACCTCGATTGCCTTTTTGTACTCCGCCTTTCGGT
+AGTAATCGACAGCTACGATATACGGATCTTTAAGCAACAGAATTTTCTCTGCTGACTTTGCTATCAGCTT
+TTCAACGTCCTTATCCCCTAAGGGTTGTTCTATGTGGATGTATGGCGCTCCCGGCAACCTTAATCTAATC
+TGATAGCTGTCACCAAGCTTGATGATTTCGCCTTTGATAAACGGAGAGGGTAAGGCCAGGGCCTCCCGGA
+TAATTTGCTCAATGGTGGCTAAACTAAAGCCAACGCCGGGCATTTCGATATTTATCTGTTTAGGCGTGGC
+TTGTATCGCTTTAGTTTCTTTGGTTGAGGCGGCATTTCGCTGAATAGTTCTAATGGAATCAATTAACCAT
+TGTGCGGCCACTCCACCGTTTAAGCCGGATTCTTCTAAATGCAGTGGCACTGATATAGGTTCAAGCACAA
+CGCTGTCTCTGAAAAACTGCCGACCGAGGATTAACAAGAGACCGAAAAAAACAATTAAAACCAATGCACT
+AGTAGCAAACTCACGGGCAGCATTTATCTTCGCGGGTAGCTTTGAAATAACGTTGCGTAGTCCAAGATGG
+CGCATATAGTCCCTTCCTTAGTGTTGTTCGGGCACATTTGACCTGTCTTGGCCCGCGCACACGGAGTGTT
+CAAATAATACTAACAAATCTCATTATTGTGCAATACTTAATCTATGCGATGTCAGATTCAAATCGAAACT
+AAGCTGGGGCGACGCAGAAATATCATCTAGTGAACTAAGGAACTGCCATGAAATGGAATTATTTGTTTAG
+CTCTATCGCGCTCACCTTATTTTCTTCAGCACACGCGATGGACTGTGAGCCCGTACCGCAATACGAGCAA
+ATCAAACCCTCTGACAACCGTTGTATTGAAGCTGCAAGCTCGAGAATGAAAAGCGCCAACTACCAAGTCG
+ATCTCAGCTTGTTGCGACTTGACCTGCTGATTGAGCATGACCCTTCAAACCAAGACATTGTGCTGACGCA
+CATCTATCACGACTACTGCCAAATCGTAGACGCATCGGTACCACTGCTGACCGAACCAGATCAAATAGAA
+CACTTGGAAAAAGCTAAGCTGACCCTGTTCGATAAGATTGAAGACTTTGATATCGCCTTTGATACGCGAA
+AAGAAGTGCTCGTCCGCAATATTGAAGTGCAACCACCAAAAGTCCTGGTTGCCTGGGTAAACGGGCCCCA
+ATCACTATTCCAAGTCGATGGAGGAGGGCAAAAGGAGCCCAGTGCAGGTGCTGAATTTTCTCAACTGCCT
+CTCCTGCAAGACCCGCCTTACATCATCACCAATAGCCGCAAGTATTTTACGATTGTTTATTCAACACCGG
+ATTTTGCTGAAGCCAAAAGAAAAGCTAAGCGGCTTAAGAGGAAATTCCCTGAGTTGGACTTCGTGGTGTA
+TGACAAATACCCAGACAATGCCAATTACGGCATTATGATGGCCACATGGACTTCGAAGGAAATCGCGAAC
+CGAGCAGCAAAATTTGCGAAAGAGCATATCCGGAATGATTCTTTTGTTTGGCATTGTCGAGGTACTGACG
+GGATGACCTGCTGAAACTATGAATGCGCCGGTTATGTTTAACTTCGTTGTGACATAACCGGCTTATCGTG
+CTCCTCCAACACGTAAACGGCATTGTTTATGGAGTGAAGCATTGAGGTGAACCAGTGGAACTGTCGAGTT
+GAAAGGGAATGCTGAGACTATGGTAATCTTCACATATAGGCAATGAAACTGGTGCTTTAATAAGCTGAAA
+TACTAGCAGTATTGTTGGCATATTTGCTTAAAAAGACATGGTACATAGCCTTGCGTTCTTTGTGCATTAC
+CATTCGCAGCAATTCTAAAAGACATGTAAGTCACAATACATATTTTTATCTAAAGTAGCAAAATACAACG
+AAAAACTTAAGTGATTTTTGTCCAATAGCAAGTTTCAGCGTGAAGCTCTGAACGGCTATATAGTGTCGTG
+AACAGCCGGCCAATACCAACCTTGCGAGATAGCTCAGAATAATTCTTATCTCTGCTATCTCAGAATAGTG
+ACCATAAATCAGGGCTGTTTTAGCAGTCAGATTTAGACCGCTCCGGCGCAACAGAGGAAGGTAATAATTG
+GCTGTTTCATTATAAATAGTAATGATTCGCATAGAAATTAAAGCAAACACTCTAAGGCGTACCTAAGACA
+TCGAAAGTAAAGCGGTAACCATCGAAATGATATCGTATCAATATTCGTATGAAATAGGCACATGATCTGA
+ACATCCTAATTATGGTTCTATTCAGACTAAAAGGACTATATCGTATCTAAGTGAACATAAGCTTGGGGTA
+GTTTGAGCAATGAATTAGGTCAGTTTTGTGGCAAGAGTGATCTATGTTTGTATATATTATCTAAATATAC
+GTTTTATAACTAACGGACAAACGCAAACATAATCCTTTTCACCCCCCCCTATTTATATATTAGTTATCTA
+ATGAATTCATTTTTATCATGAGGAGTCAATAACGACATTTTAGAAATAATTAGGAGATTGCGGAGTTTAA
+CCTTGCGAGATTATTTTTAAGCTGCCAATCAATTTGAGAACTGTTCACATTGCTGCCTTCTAGTTTGATA
+TTTATAACAATATTCAAAGCCTTGCGCATTCCGCTATCGCATTTATTTAGCGAGAAATGAAGAGGTTGCA
+CACATTACAAAACAAAAGCATGCTAGCAAGGATAAGCAAGTTTTAGTTATGTTTGCATGGTCTATTATAG
+GAACATACTAGGGGGGATAATCTTAATTACAAAAGCAGTTACGTAAAACTAAGGAAGTCCAGAAAAACTT
+TTTGAATAAAAAAGGTAACTATCCAAAGAGACGCACTTATAGTACGTTAGATAAAAACAAGATAGTAACT
+TATTTTATGTAAGCCAGAAACACTTGAAATTTATAGCTTTAGCGTAGTTAACCGTCAGCCATAAAAGGAC
+TATAAGCATGAATATAATCAGGAATATTTCGTTAGTATGTTTTTTTGTCTTTTTTCTTCCTAAAATTTGT
+TTGGCGGCCCAACAAGCGACCATTCACAAACTCATCGGTTTAGACCTTGGTTATGGAACTTTTTCGTTTG
+CTGAAAAAATAGACCAAAAAATTGTTTACCCCGTTGCAAACTTAACGACAGCACTTGCTTATAAACGCTT
+TATCGGTGTTATTAACATTTCAGGTTCAATTGATGACGCTATCATATCTGAAGAATCGGAAACGGGCTCT
+GCAAGTAGAACCGATATCGATTTCACAACCGGTTATCAATTCAGCAAACGATTCAGTGGTTTTATAGGCT
+ATAAGAATGGAGAAACTAAATACAATTGGCGTAGCCGTCCTAAGGATGACTCAATTATTTTGGCACCAAT
+AAGCCTAGCAAAAGAATCGTACAAACAGTCAGGGCCTTATGTTGGTGCCAGTATAAACTGGAAGTTTGAA
+CAAGCAGGAAAGCTCTCTATATCGGTTGCATACTCTAAACTTAATGCAAACAATCGCTTCTTTTCTGATG
+GAGATGGCTTAGAAGAGGGGGAAACAAAAGAATTTGATGATATTAATGGCAAGACCAGTAACAAAAGTAC
+TGGATATTCATATTCGTTAAATTGGACAATGCCATTAAAAGGAAACCTGCTCTTTAAAACGCGTTTTAAA
+ACTAATAGTTATACTCAAGATATTAAATTTGAAGGAGAAACCTACAAGGGCATTCGAGAAAAATCTTCAA
+TTTTATCTGTAGGATTAAGTGGGATATTTTAAAAGTTAGGGATGTCGGGGACCTCTTCATTAGCAGGAGG
+ACTAAAATAGAATTTTTCTGTAAGAGAAGAATGTTCCCACGGAAGCTGTTTGTTATTTGTTTTTGATAAA
+ACCTGTTGCCGTACTTTTTTAAATAGCTCTTCAGCGGTTTCAGACTTACCAATATAACTAAGTAAAGCTG
+AAGTATAAGTACCATTTTTTCCGCTACCGTCAAAAGCCGCTTTACCTGGTTCCGTAGCGTAAGCAATTAA
+GGTTCCTGCTGGGGCTTTTACTGCGGCTAAACCATTATGTTCAGCTATGTTACCTTCAATCACTGCACTA
+CGAACAACGCCTTCATTATTCAGTAAAACTTTAAATGGATTATTACGGCAAGCATCTAAAATAATTATAT
+GTTGATGACTTTTCGATTTTTTCAACTCACTCAAAACTTTATTCGTTGAAAGTGCCTTTGAAGTGAGTGT
+ATCAAAAGAGGCAATATTTGAATTTACGGGTAACAGATAGTTGATATTATTTGCTTGTACACCATGACCG
+GAAAAGTAAAAGAGGCTTATGGCATTATCCTCTTTTATCGACTCATAAAAATGTTCGAGTGCTTCTTGCA
+TCTGTTGAGGGTTTTGATCGTGCAGTTCTGTAACATCATATCGAAGCGACCTTAACTTTTTTGCCATGGC
+TTTTGCGTCGTTAATGGGATTTTTAAGAGGTGTATATTGATAATTAGCATTACCAATAATTAGAGCGTAC
+CTTGGTACCGCTTCTTCAAAGGTAAACGCGGGTGATATAGCCAAAGACCATAAGATAATAACTGAACAGC
+ATATATATGTTTTTTTCATTGGCTTGTTAACCGCTCAGTCAGCGCTTGTGCAAAAGACCTTAAAACATAA
+TAAATTATAATGACTGACATATGTCGCTTTTTGGACTTATAAAAAACGATTCTATTTTTTTATAAACGAA
+ATCATTATTCCATTGTTTTCGAAGCGAGCACACATGTGGAGCATATGAGTTAAAAAATCCCGTAACATCA
+GCGGTAAAAAAGCTCCTGATAATATTTGCATCACAAAGCTCTCGTTCGGCGCAAATCGCTATTTCTTCAT
+AAAAAGAAAAGGATATTTCAAGATTTTGTCTATTTAAAGCGGGGCTTACCATTGTTAATATATGCGAGCG
+ATAGCGCGTATCTCGTTCGGTGTCACTTAAGTGTTCATCCTTCAAAATTGCTATCAGGGTCTCTTCATTG
+TCAGCTAGAAGCTGATTTAATGCTAATTTCGATTTTGAAACATAGCCACTTCTATAACTCTCAACATAAG
+CTAGAGATCGTTCAACCCTGACGGTTGATTTATGATCTAGATATTCCCAGACACCGTAAAAACCAGCCGT
+TAACACCGTTGCAATGGTTAACCATGAACTAATTGCTTCAGCAAATTCCTTGTTAATCTTTGTTTTCATC
+TTCATCTTCATTTTTCACACACTGACTCAACTTAGGATTGATAAGACAAGGATTAAAACCCTTTTCATCA
+CTCGTTTTGTCCTCAACAGGCACTGCTTCTTTTTCATTTGTAGATTGACTATCTTTGATGGGGGTATTTC
+CGCAGCCGGATGCGTAAACAACAAGAAGTAAAACACTTAAGAATTTAATAGACTGCATAGCTATTCCCTA
+TAGTGGCATGCAACATTGACATTTAATATTAGCTCATTTTTGAACAATCATACAATGGTGTGAAATAAAA
+AAAGATTAATCTACAAAAGTTATTCTTTATTAATGCCAAAATGGGAATTTCAGGACTTAAAAAACCTTAG
+TATCAACTTTTAAGTGTGAACTTCTTAGACTTTGCTAGACACAAAATGAGTTACATAGTCTGGGCAGTTG
+GTGCAGGGAGCATGCTTGAACCACACGAAATACCACAAAAAAACCTAACAAACGCATGCGGCCGGACAAA
+TTTCTGCGAGGCCTCAGACGATTAAGGAAAATCAAATGTCATTAACCGAAGGTTCTAACAAAACTGTTGA
+ATTCCTAGCAAAATAAGGAGTGGCTGAATTGAAAATAACACTTGCCAAATACAAAGGTGATGGCTTGAAT
+ACAAATCTGTAGCCAAAATTAGTTGAGTACTACAGTTACGGTTACTGCTGTAGATCCTGAAAACGGTTTT
+AAGGTGGTGCATGAAAAGGTTGCAGATATTTCATCTACTACCCTCCATATAAACAAGTTTTCAAAATCCG
+AGTTGAAACAACATTCAGATCACTAAAAAACTTTTTGTATAAAAACATAGGCAGCTTCTTATCAATGTAG
+TAGCTAAACCCATACCTGGTTATAAAGATCGTTATGAGAAAGATGAAGAATTTAAAAATTGATCATTAAA
+CCCGGAGATGCTTTTGATAGGACAGTTGCGCTCAAACCAAAATAAGTGTTTGATTAAGTAACAGCGCTTA
+GTATCAAATTTTAAGTGGGACAAAAGTATTTTTTCGATACAAAAACTAATCCGAATCAGTATTTTTACCC
+CTGTGCTTAATGCCGTCTAAGTGGCAAAAGTGATCATGTCTAGATAGTGCGCAATATAGTCCTTTTAGTC
+TGAATAAGACCATAATTAGGGTGTTCAGATCATGTGCCTATTTCATACGAATATTGTGCGCAAATTATCT
+TGATGATTTCCTCATTGCTTTCGATGTTTTAGGTAACCCTAAGAATCGAGATAATTCAGCGTTAGCTTCT
+ATTGTTGCAGACAGTGACATTGTGCTTGTACAAGAGTTAGTTGCTTCACCATCTTAAGGTTTATATCCCG
+ACGGTACTCCCTATAAGTCAGACCCTGAGGCATTAGCTTTTTTCAAAGAAATGGCCGGTAGAGGATTTAC
+TTATGTTCTCTCAGAAGAAGACACTGGGACTGGTGATAAAATTCATAAGGCATCGTCAGCCACTAAATGG
+TGGGTAGCCTTTTATAAAGAACATAAAGTATCTATCTCTCATGAGCTAGTTAAGGATGGTATCAGTGGTT
+TTCTTGCCAATGACCGTTCGAATCGATGAGATGGGTATGGATTTTGTTTTAATCTCAGTTCATTTAAAAC
+CAGGGGCAGGACCAAGTAATAGAGCTAGAAGAAAACATGAATCAGAATCTATTTATTCATGGGTTGGTAA
+GAATGATAATAAGGAAAAAGACTTTATTATTATTGGCGATATGAACCTATACTCATGTGATGTGCTAACA
+ACAATGAATATTGGTGAATTTAAGACCTTAAACTCTAGCTGCCTGAATACAAATACCAATGTAAACGGAC
+CAGAGCCTTTGACCACGCACTCTATCGAAAGAGATTTACAACTGAAATTGATTTAGAGTACGGATTTACA
+GTCACTAATTTGATAACAGCAATGAAGGCACCTTGGTATGAAGACTTAACTCATGAATATCCTGGTGAGC
+CATATAAACATAACCCATTCAGGGCGCGTTTTTCAGATCATCATCCGGAGAGTTTTAAGCTAAATTCCAC
+AACAGATGACGATTAGTTTTTACTCTTGAGTGATTATCAATTAAAGCAACGACAGGGAATTAGTTACATG
+TATGATAAATACTTTACATCTGAAGATGATGCTACAAATGCAAGTCACCTATTATCAAAAGAGTTACCCA
+CATATCGGAAAGCCTACAGTGACCGTACTGCTTGGATAATGTCAGTAATGTCTGAGTTAGCTTATATAAA
+ATTCAATTCGTTATTCCCCGAAAGTGGTTCAACTGACTTTATAAAAGAGCATTTCATTAAAAAAGTTAAC
+TCTCTCGTCGGTGAAGAAAAATCGAAAATAGTTACAACATTAATTAATAAAATTAATTATAACCCTACAG
+TAGAAAAAGCAAAACTAGAGAGCAACTTAGACGAATTTCAATTCAAACTTTTAAAAACTTTTGATGATAA
+AGGAACTCAAGCCATTCTTGTTGATGCTGGCACGTATATCATTTTGAGCTTTAGGGGAACTGAAGCTGAT
+AGTCTAAGTGATATTAAAGCAGATGCTAAAGCTAATCTAGCCAAGTGCTCAGTATCTGAAGGTCAAATTC
+ATACAGGGTTTAGAGATTCATTCAACTATATTCGTCGTGATGTTGAAGAAGAAATCAATAAAGAGGAATA
+CTCAAACAAACCATTATTTATTACTGGCCATAGTTTAGGTGGCGCGCTAGCAACAGTCGCGACTAAATTT
+TTAACGCACAAAGGGGGGATTGCTGCATGTTACACTTTTGGCTCACCTCGTGTAGGCAATGATGACTGGG
+TTAATAACATTAAGTCACCAATTCATCGAATAGTAAACGCGGCTGATTCTGTCACAATGTTGCCTCCGGG
+TGATGTACCCATTTCAGCCCTTAGTTTTTGTCTTAGGTTTATTCCTAGTATTGGTGAGCCAGCTTCAAAG
+TACCTATCTGAAAAATTTGGCAGATACATGCATGCTGGGAATATGCGATATCTAACGAACTGTAAACCAG
+GGGACTTTAATGATGTTAGAGTACTATATTCCGTGAGTTTTACTTATCGAATAAAAGCGCTAATTGTTAA
+GTCACTACCATTTGGTAAATTACTTTCTGACCATTCGATTAGTAACTACAGTAAGAAACTGATGATCATT
+GCTATTAATCGCAACAAATAAAAGTACCAAGTCAATTTCAAATGATAAGACATGTGCATCCATGATTTTA
+TCTACAAACTGATTTACTCCAAAAGGCAACTTGAATTATTCAAGCAATGGGATAATCAAGATCCAATTTC
+TGCACAAGAAAGGGCACATAACTTGCGAGTTATTAAAGCGCAAGGCTTTGGACTAAATCAATAAGACAAT
+AGAGATAAGCTCAAAGCTGCCGTTGGTATTTGATTTCTAAACTGCAATTTTGAGCCAAAAACGGTATTAA
+ATTATGAGTCAAAAACACCTAAGCTGACGGCAATTAAGATACGATTGATCTTGCCCCATAAAAATGGACA
+CTAATTAAGAATATTTCCTTCAGCTTCAAAGTCCGAAGGGTTTTTATACTTTAGATAGCTGTGAAGCCTC
+CTTTTATTATAGAAGCATTCAATATAATCAAACACATCTATTTGCGCTTCTTGTCTTGTTCTGTAGTTGT
+ACCGACGAATCCGTTCTCTTTTAAGTGACCCGAAAAAACTTTCTACAACAGCATTGTCATAGCAGTTTCC
+TCTAGCGCTCATGCTGCATAGGATGCCATTTTCGTTTAACATCTGCTGATAGTCATCGCTGATGTATTGA
+GATCCTCTATCAGAATGAATGATGAGGCCATCACTCGGATTTCTTGCTGCCACAGCCATGCCTAACGCGT
+TCATTGCAATGTGACGGTCCATATTTTTATCCATTGACCACCCAATAATTTTACGTGAGTACAAGTCCAT
+TACGACGGCTAAATAAACAAAACCTTGTTTCGTTTGTATATAAGTTATGTCTGATGACCAAACTTGATTT
+ACCGGCTTTGAAACAAAGTTTGGTGTAGCAAATTTGGCGCAGGCTCAACGTATGGATTAGACTTAGCTGA
+ACGTCTAAATACACGCTTAGGACGGCCTTTTAATTGCAAAACACGCATTAACCTAGCCACTCTGTTTTTA
+CCACAAGCTTGCCCGTCAGCGTTAAGCGCAGCCCTGATTTTTGGAGCTCCATATACACATCTGCTTTGCT
+CAAATACTTTTGATATCTGCTCTGTTAACTGAATATTTTCTTGCTTGGTTTTACATAGTGGCCGACTTAG
+CCAGGCGTAATAACCACTACGTGAAATATCCAATAGAGCACACATCATTTTTACGGGATAACTGTTGCGG
+TGCCGCTTAATACAACAAAACTTTAACCGGACTCCTTGGCGAAGAACACCACCGCATCTTTTAAAAAATC
+ACGCTCTTTTTTTACTTTAGCCAGCTCTTGCTTCAACTTAGTTAATTCATTATTGCTAGTTTGTTTATTC
+CCTTTGAAAGCATCATCACCTTGCAAGCGAAACTCATCACGCCAACGACTTAGTTGCCTAAAACTGATCC
+CGAGTCCTTCGCAAACACTATTAGCAGTAACACCGTCTTCAGAAGCTTTGAGTAACGCCATACGTTTAAA
+CTCAGCAGGGTATCTTTGATAACTTTTGGATTTTGTCATGAAACACCTCCTGTTGTATCTCTACAACAAT
+TATAGTGTGTCCACGAAAATGGGGTAAGACTACAGAGCGGACGTTCTCAAAATCGGTTTTGAGACTAATT
+TCATTATCAAAAAACAAAATACAGTAATAGAACGAGAACAATATCTTTGACTGCTTCAACTCATTCCTGC
+CGTTCGTCTTCTCTATCTGAACGTTTATTTTTGGCTATATTACGAAATCGTGGCCGATATGCCTTAACAA
+CTTCTCTTAGTCGTTTCTAATTCAATTGGATCGCATGAGACCGAAGATTCCCGGTGCTGCTTACAAGGTT
+TTTATCCAAAGATTGTCGCGCGGGATCTGTATTTATTATTGAATATAACAATGAGGTATAGCTTTATTAA
+CGCAGAGTAATTTTAGGTTGTAACTCGACGCTACCGTCAAAATCAACGGCCATCAGTTCTTTATGGTTTC
+GTAGTACAGCGAGCACATCGCCACGGTAGACATTACGCACAAACAGAAGCCTCGCTCCACAGCGCTGTAA
+ATGGTCGACCTCGAAATGCTGGACAAAAGAGAGGCCATTGTACATTTCGTTTGATGTGGCGCGCCCACGA
+CGTTCGTATGATGATGACATATATAGATCTCCCAGTAATGATAGGCGTATGGCATGAAAAAAGACTGTCA
+ATGTTAAAAGTACTAAAAATTATAGGTTCGATGGACGGAAAAGACTAGTCCGATGAGCTAAGCAATTATT
+ATGAATATGTGTATAGTCATATGTTTCGACCTATTGGCACTCTATCGCTCGTTTTTATTGTTATTCCTAA
+TCACCAAAAAATCTCAGCCATTTTTAAATGACATTAAAAGATAATTATAATTTAAATTTTTTATTCCGCT
+TTACTCATTAAGCCATGCCAATGCTATTATGTGAACGACAGCAAAGTTGGCTGAGTTACCAGCCAGACAG
+ATCGACTTATTGGTAAAAGTTATCATCAAAAATACATATTTTCATCTGAGGGGAACGTCCGCTATCAGGA
+AACTGTTAACGTAATATGCTTGTTCAACCGTGTCCGTTTTAGAACAAAACAAACAAAAACTTTCAGTATA
+AACTTCCAAAGGCTAACTTTCGCAGTGGCATAAGAAAGCCTTAGAAAATCATCATAAAATTATTGTAGGT
+TTATGTCTTCTGCGAGAACAAAGGATAACTGTAAAATAAAATAGAGCTGAATATTTATTCTTATAGTTTT
+TAATTATCTTGATCTTGTCACCATGATGAAATAGGTTATTTGTTTTATAGCAACAATAAGGATGATTGAC
+AGTGCGTTTATTCCCCCACTTTTTATTTCTACTTGTATCGTTTTCTTCAATTGCAAATGATGATTTTGAC
+AAAGGAAAAGAAGCATATAAAAATAATAATTACCCCCAAGCTATTACTCTCTTTAATAAAGCTGCTGGCC
+AAGGGAGTGCAAAGGCTCAAAGCTATCTTGGTTATATGTATACGAAAGGAAAAGGAGTCAAACAAGATTA
+CACCAAAGCCGTTGACTGGTATCGAAAAGCCGCTGAACAAGGTAATGCTAGGGATCAATATAGCCTAGCC
+ATCATTTATGAAAAAGGGAGAGGAGTTGCTCAGGATTATAACCAAGCTATTGAGTGGCACACTAAGGCAG
+CCGAACAAGGCAATCCTAGATCTCAATATCACCTTGCGCTTATATATTATAATGGTAAAGGTGTTACACA
+AGATTATAAACAAGCGTTAAAATGGTATTCCAAAGCCGCTGAAGACGGTAATGCAGGGGTTCAGTATAGT
+CTTGGAGTAATGTATGAAAATGGGCAGGGAGTTGCTCAGGATTACAAGCAAGCATTTGATTGGTACAGCA
+AAGCAGCAGAACAAGGTGATGCAAAGGCTCAGTATAACCTTGGACTTTTGTATGCCGATGGCAAAGGTAT
+TACAGCGGATAAAGAAAAGGCCATTCTCTGGTCTAAAAAAGCGGAAGAACAAGGCTATTCAGGCAAGTCA
+TTACCGTGAAGTTCAATCAACATTACATGTTTTCAATCGGTACAATGTTAATTCATCTTTGTTTTTTTTT
+GAGAGTTCAGTAAAATAGTTAGTCTTTAACAGTTATGTATAGGTTAGTGATGAAACGCGTTGTTTTATAT
+ATTTCAGATAAATGTCCCCATTGCCGTGAAGCTCAAAAATACTTGGATGATAATGGCATTAAATACAGAT
+TAACAAATGCGAAAATGCAGCGCGGTAGAAAAGAGCTTGACGCTATAGGGGCTCGCTCTGTGCCAGCCCT
+TAAAATTGGTACTAAAGTAATGATTGGCTGGAATCAAAAACATTTTATAGAACTCTATGCCGCAGATTAA
+GAAGCATGATTATCTAATGGATTAACCAATGGGCATAGAGTTATTGATTACTCTATTTCGAGTGGGACGG
+GTATAGAGGAGCAGAGCATCATATAATCCGCCCCTTAGCTTTATAACTCCATAATATTTTTATCAATCAG
+TACAAGTATTGTTGCTCAGCTTTCACTAGGTAGTTCATACGTTCGCTGTGTCAACGTGTCGTGTGAGAGC
+TTCTGGTTTGATTAAAAATATGAAGTTCAGGGTTTTGCACGAAACCTTTTTGTAGAGCTCAAATTTTTAT
+CTCACCGCCACATTCTAAGAAACCACAACTTTAACGAGTCGTGGTTTTTTTTCGTTGATAATTTTATAAT
+TTGATGCTTTGAATGGTAACGGGAATAAGAAGTTTTAATGTATAATATTCGGTACATGCACTCATAATTG
+ATTATTTAACGCGGAACTTTACATGAACCTAGAACAAATTTTATTGGCAATAAGTAATCCAAATGACAAT
+GAATTAACTATTGCAGGTCTAGAGGCTGCGAAAGTAAATTGGTCAGTATTTTATCCTGAGTTAGAACGGC
+TAATGGATCAATTTATCGCAGATGATACATCATTAACAGATGAACAAGAGGCTATTGTATTTTTCGGTAC
+TTTATTATTAGCGGAATTAAAGTATTCTCCAGCGTTAGCAAAGTGTTTACAGTTATTTGCCCGCAGTGAC
+ACATATTTAACACCCATTGAAGCAATATTTGGTGATGCTCTCACTGAATTAACGGCAACCTTATTTTTTA
+ATGTGGCCGATGGTAGTACACAAACATTGTCTGATTATATTGTTGATGGCCATCAAGCTATGTATTGTAA
+AGCATCTGCTATTGAAGCTGTATTTGCTCAATACGAAGTAGGGGTTATTGATAAGACTGAATTAGTTGAA
+CATGTAACGCGATGGTTAGCTGCATTTTTGGCTCTTCCGAGTTCAAATAATAGCTTTTTAATTAGTGTAT
+TAGCAGACTCTTGCATTAAATATCAACTTGATGACTTTAAACCTCAGTTTATTGACTTATGTGACAACGA
+TTTATTTGATGAAGATCGCTTCAAACAATGTGAAGTAAAAGCATGGGATAAGGCTAATGCAGCTAAGCTG
+ATTGAGTCTGGCAACATTCAAACGAAATTTAATGTTGTTGATACCTTAAATGCTTGGATTGTTGATGATT
+CGAACAATGAAGTAGCTGACAATATGTCAAACGAAGACTCTGATGCATTTGAATCGTTAATGGGTGAAGA
+CGGTTTATTGGCTGATATCCTATACGACGAAAATACAATTTTAGAGAACAGTGTGCCGGTTAGTTCATTA
+CCTACAGCTGGGCGCAATGATCCTTGTCCTTGTGGCAGTGGAAAGAAATATAAGAAGTGTTGTTTAAGGT
+AGGCCTGTAAACTGGAATAGCTCATTGAGCGTTACTTGTGAAGCATAATGACATTTCAAATACACTTCAC
+ATTGGTCATTTATTTACTGTAATAGCAAATTGATTGCATAAAATCAGTGCCCACACTCGTCTCATTCCTC
+ACACCATATTAAAAAAAGCCGCTAATCGAAAGATTAGCGGCTTTTTACTTTCTAGCATTTAAAAACATTA
+AGTTAAGGGTTATTAGAGCAACACACTCTAAGTAGATTCTACGTTTTATCTCTGCCTATATAGAGTAAAA
+CTAAACATTGATAAGTTGCTGTTTTTACTAGTTAGATCTATTGCCTTCATTCTTTTGGTTTGTTCATTTT
+ATTGCAATGCCGTGTAATGTTTTTTGTTTAGTGAATAAAGTAATATCGCCATTAAGTTTTATTATCGGTG
+ATAAGGGAATGTGTTAAATGGATTTATCAATTTACTTCAACATGATATTTAGTGCCGCTTGGTATTTAAT
+ACCGATCTTCATATTTGCTATCGTCATAAAGTCTGCATGGTTTAAAGGCATATTGGGCGAGTGGCAAGTA
+AACTTGCTCATCAAATTTTTCTTGAACAAAAATGATTACCACCTGATTAAAAACGTAACATTACCAACAT
+TCACTGATGGTGAAGAGCAGGGGACAACTCAGATCGATCAAATTATCGTGTCAAAATATGGCATTTTTGT
+GGTTGAAACCAAAAATATGAAAGGTTGGATATTTGGTAGTGAAAATCAGAAGCAATGGACGCAACAAATC
+TTTAAGCACAAATCAAAGTTTCAGAACCCACTTCATCAAAACTATAAGCATGTCAAAACGTTAGAAGATC
+TTCTCCTAACAGGGAGTAACGCAAAGAATGATTGTATATTTTCAGTCATTATCTTTATTGGTGATAGTAC
+TTTTAAAACTAAAATGCCAGAAAACGTGAGGTTTGCGCGAGGTGGAATTGAATTTATTAAAAGTAAAGCA
+GATGTCATTTTTGATCGCGATGAAGTAATTAACAATATCGATAAAATCGAAAACGGTAGGTTGGAACGTA
+GCTTCAAAACTAACCGACAACACGTTAAACATGTAAAAGAAATAGTGCATAAAAAAACTGATACAAAATC
+GTGCTCTAGGTGCGGTTCTGAAATGGTATTACGTAAAGCCAGCAAAGGTAAGAATGCAGGTAATGAGTTT
+TGGGGATGCCGTTCGTTTCCTAGGTGCAGGAATGTAATAACTGCTTGCTAAATTTCAAACAAAATATAAC
+CATAAAATTAGGGATGACCAATGAAGATTAGCTTTATTGATATACAAAATTTCAGAAAGTTACAAAGCTG
+TAGAATTAACTTATCAGATAAAGAAACTCTTCTTGTCGGGGCTAATAACAGTGGTAAAACATCAGCAACG
+GATGTATTGATTACATTTTTAGACCAGAAAGTTAAAAGACCTTTTTCGGTAACTGATTTTACACTTAGCA
+ATTGGAAACCCCTCAATGAATATGCAATGTCATGGACTAAAGATATTGACAGTATTCAAGGCACTTCTAT
+AGAAGAATGGCAAAAGTTGTGCCCATCTATTGATATCTGGCTTGATGCTAGTATTAATGAGGTAGAAAAG
+GTAGCGCATCTAATACCTACACTAAAATGGAGTGGTGAACCGTTGGGTGTGCGTTTAGTTTTACAGCCTA
+AAAATTTAGATGAGCTAAAAGCTCATTTTGTCAGTGAGTATACAGCAGCAAATAATATTAAGAGTATTTC
+CCCTAAGGGTACACTGTCACTCTGGCCAAGAGATATTAAGGATTATTTAAGTAAGGGAAAATTAAATACT
+CAATTTGAAGTTAAAGCCTACATTTTAGACCCTGAGAAAAGTAATTCGCCACAAAAACTAAGAAAAGAAC
+AGTCTTCAATGGAATTCTACCCATTTGATGGAATATTTAAAGTTGATGTCATAGAAGCGCAAAGGGGGTT
+TTCCGATCCTAATTCGTCGGAAATCAAACAAAGTAATGGTGGTTTATCAGGACAATTAAACCAATATTAC
+AATCGTCATTTAAATCCTACAGATTTGCCAGATGTAGCTGATTTAGAAGCCTTAGAAACAATAGATAATG
+CCAAAGAACTATTTGATATCAGGCTAAACAAATCCTTTAAAGAAGCTTTAGGTGAAATAAAAACCTTGGG
+ATATCCAGGATTTAATGATCCAGATATTAAGCTTTCGAGTCGAATTAACCCCATTGATAGTTTAGATCAT
+GATGCAGCTATTATTTTTGATACTCAAAAACGTGGCTTTACTGGTTTAGATAACTTTTCTCTACCTGAAA
+AATATAATGGCTTAGGGTATAAAAACCTTATTTTTATTGTATTTAAATTAATTTCATTTAGAGATCAATG
+GCTTCGAAAAGGAAAAGCCCAAAAAAGACGAAATGCAGACGATATTGCAATAGAGCCTATTCATTTAGTA
+CTTATAGAAGAACCAGAAGCGCATTTACATGCACAAGTACAACAAGTTTTTATACGTAAAGCATATGACG
+TTTTACGTTTGGACGTTAGTAATAAATTAACTACTCAAATGATTGTTAGCAGCCATTCAAGCTATATCGC
+GCATGAAGCGGGATTTGAGAAATTAAGATACTTTAAAAGAAAGCCTGCACTAGGTTTAGATCAAGTAGCT
+ACTGCTGAAGTTGTTGACTTATCAACTGTATTTAAAAGTAATTCCAATAAAACAGATGATGTAACTGTCA
+CAGCAAAATTTGTAGCTAGATATTTAAAAACAATTCATTGTGATTTGTTTTTTGCAAATGGCATCATTAT
+GGTTGAAGGGGCGGCAGAACGAATGTTGATCCCACACTTTATTCGAACACACTATAATGATTCATTAAAT
+CAAAATTACATTTCCATACTTGAAGTCGGTGGAGCTCATGCGCAAAGGCTTAGACCTCTGATTGATGCTT
+TATCATTACCTACTCTAGTTATCACCGATACTGATGCTACCAAATCAAAAGATAGCAATGAAAAAATTAG
+ACCTGAAAAAGGCAAAAATTACGGTTTTGGTAGCGACACATTGAAGGAGTGGTTTGATTTAAAATCCAAA
+ACTTTAGATGAAGTAGTAGAGCTTGATGAAAAGCATAAAGTTCAAGGTATGGCTAGAGCAGCTTATCAGT
+GTGGTATTGCTGTTAATTATGGAGAAGGTGCTAAAGTAGCTGAAGTAATACCTTATACATTTGAAGATGC
+TCTCGTGCTCTCTAATATTGAGTTGTTTAAAAGTTTATCAAATTCAACAGGTATGGTGAAAAAAATGCAC
+CTAGCATTGGGTAAACCAACCTTAGATGAATGCTGTGATCAGCTGTACACAGAGCTGAAAGGAATTAAAG
+CTCAAATGGCATTGGATTTACTTTTTGATGTTGAACCTAAAGAATTATGTATCCCTGAATACATTAAAGA
+AGGTTTTGAATGGCTTGAAAAAGAACTGAAAAACAATGCGCTAGATTTCATCGAGGCTAAAGTTAACACT
+GCTGTAGAAGATAAGGCAGTAGGTTGATATGAGAAATCCAAATATTGAATTAGTTGGTGTCGATAAAGAA
+ATTTATAGTTATCTTAATTTATATAATCCAAAGAGTTTTTTGTTGTTTGCTGGAGCTGGCTCAGGGAAAA
+CTCGAACATTAGTTAATGTATTACAAGAAATTAAAAATAATAATTTACAAACTTTAATTGAAAATGGCCA
+AAAAGTTGCAGTTATTACATATACAAATGCTGCATCAAACGAAATACAACATCGCCTTGAGTATGACCCC
+ATATTTACAGTATCAACAATACATAGTTTTATCTGGGAATTAATAAAGCCGTTCACTTCTGATATTAAAG
+ATTTTATTAAAGTTAAATTAAGAAGTGATATAGATGTTTTAACAACTAAAATTAGTAAAGCTAGGGATAA
+GAATGGTAAAACAGCATTAGCGAATGCACGTAGCCTAAAGTCCAAACAAAAGCGGTTAGACGGGTTAGCA
+GAGGTGGAGAGTTTTACTTATAGCCCAACTAGTAACAAAACCAGCAAAGGGACACTTAATCATTCAGAAG
+TAATTATTATAGGTTCTATTTTTATAGCTGATCAAAAATTAATGCAATCGGTCCTTATTAATAGATATCC
+AATTTTATTAATAGATGAAAGTCAAGATACGAATAAAGTACTATTAGAAGCTTTTATTTCAGTGCAGGAA
+AATAACAAGAACAAGTTCTCGCTCGGCCTCTTTGGCGATATGATGCAACGTATTTATAGCGGAGGGAAAA
+ATGACTTAACTACTTCGCTTCCACCCGATTGGGAAACACCGGCAAAAATAATTAATTATCGATGCCCGAA
+AAGAGTTATCACTTTAATTAACAATATTCGTAAAGGTGATGACCAAAATGTACAAGTGCCAAAAGAAGAT
+GCTATTGACGGTTTTGTTAGGCTGTTTATCGTAGATTCCAACACAACGGATAAACTGGAGTTAGAAAATA
+AAATTCGTTTCCAAATGGCTATGCTTACACATGATGAAGATTGGAATATTGCAGAAGAAGTTAAAACACT
+AACGCTTGAACATGATATGGCTGCCAGCAGAGGGGGATTTGACGAGTTTTTGCTACCTTTGTCTTCAGTT
+AGTAGTTTAAGAGACGCAGCACTAAATGGTACGAGCAAGAATATAAACTTCATTACTTCAACCTTACTAC
+CATTTATTGATGCAGTAGAAAAAGATGATTCCTTTGAAGTTGCTCGAATAATCAAAAGTGGTTCATTATT
+AATAAGTGATTCCAATCAATCTTTCTTATTAAATCCTATAGGAACTTTAAAAGATATTGATTCAAATGTT
+GTTGAATTTAAGAAAATTTTAGTAAATGGAAAAGTTACGCTACATAATGTTTTATCTACAATTCAGAAGT
+TTGAATTACTTTCTTTACCTGACGAATTACTTGTCTACTTAAGTGATATTGAACAAGGTGAACCTAATGA
+GCCTGAAAGCGATACTAAGTTGCTTTCAGATGTTGATAAAGCTTGGGGTTTAGCGCTTAATTCTAGCATT
+GGTCATGTGAAAAACTATGCTAAATACGTTAATGAAACATTGGGATACGCAACCCATCAAGGAGTTAAGG
+GGCTAGAATACAAAAGGGTAATGGCCGTTTTAGATGATAAATTCAAAGGTTTTCTATTTGATTATGAAAA
+ATTATTTGGAGCAAAAGACTTAACTAAAAAAGACATTGAAAATGAGGATTTAGGTAAAGATTCTGCTTTA
+TCTCGAACTCGTAGATTGTTCTACGTTATTTGTAGTCGTGCAGAACAAAGCTTAGCTGTAGTTGCATACT
+CTAATGATCCTATTGCTATAGAAAAAACTGCAATTGAATCAGAGTGGTTTAGTAAAGACGAAATAGTATT
+AATCTGATGATGATGTGGATGTAAGTAAACTTGGAAAGGTAGATAAGCACATATAGTGAGGATATCATAA
+TATCCTTACTATGATATTTTAGAGTTTGAACTTCATTTGGGTGATGTATTTACTGTAATAGCAAATTGAT
+TGCATAAAACCATTGCCCACACTCGTCCCATTCCTCCCGCCACATTATAAAAACCGTAACTTTAACGAGG
+TACGGTTTTTCTGTTTGATGGTATAGTTTGTATCAATATTTTATTCATACAGTCTTTTAAAGCCTAAACA
+TTATCTTTATAGTAGATCTCAGCTATACAAGGATAGTTATATATATGAAAGATAGAGAAAAAAAATGCGT
+GACAAATGGGTATAACCGTAAAGGGATTATCGGTATTTCCATTATATTGCTTTGCATTACGGTAGGCGTA
+TTGCTGCAAGAGCCGATAGCTCAGTCACTTGAATATCATGACTTTGCTGACAATCGTAGCTTCTTATCTA
+TTCCTAATTTTTACAATGTGCTTTCTAATATACCCTTTATTATCGTTGGATTCATGGGGATTCACAGTCT
+ATTTATCTCTAATAAAATAACGAAATTAGATGAACTAAAAGTCGGTTATTGTTTCTTATTTCTCGGTCTG
+TTACTGATTGGGTTTGGCTCGGGTTATTATCATCTTTGGCCAAGTAACCACACATTGGTATGGGACAGAT
+TACCCATGACATTGGCCTTTATGGCATTAATTGCGATTATTATTGCGGAATACCTTTCCGTTGAACTAGG
+TAAACGTCTGCTATATCCCTTACTCATAATCGGGGGCGCATCGGTACTTTATTGGGATTACACCGAAAGC
+AATGGTGCGGGCGATTTACGATATTACATCTTAGTTCAGTTTTTACCATTAATTGCGGTACCACTAATTT
+TGCTATTTATGAAACCGGCATTTAGTTATGGCAATAGATATTGGTGGCTTTTCTTAACCTATATTTTAGC
+CAAACTATTTGAGCACTTTGACACATATATTTTTGAAGTATTAACAGCGATAAGTGGTCATACATTAAAA
+CATTTGATTGCAGCATTAGGCATGCTGTTATTATTGAATGGGTACAAAAGGCGGAAGAAAATTGAAGTTA
+ATGACAGATGACAAATGAAGTCGGTTCTTTCGCGCATAAACCTTTAGTTGGTTATATCATCGGATTTTCC
+AATACGTATTCATATTAAGAAGCAGAGCACATGACCGCTGTAAAATATCCGCCTAATGTTGGCGAAAATG
+ATTGTGTGATCCTATTTGACGGTGTCTGTAAACTTTGTGATTTTTGGACTCAATTTATTGTTAAGGTTGA
+TACACAACAGCGCTTTAAATTATGCAGCGTTCAATCACCAGAAGGGCAGAGCATATTAAATTATTTTAAA
+ATGCCAACTGATCATTTTGATACCATGCTATTGGTAGAAGGTAACCAATGCTTTGATAAGAGTGATGCTT
+TTTTAAATACGATGAGCAAACTTAGCTACCCATGGCGTTTATTCACCGCATTCAAGATACTCCCGAAAGG
+TATTAGAAATTGGCTCTATGATCGTATTGCTCGAAATAGATATTATTTATTTGGGCGGTACGACAGCTGT
+ATGTTGCCAAGTAAAGAAAATGAAAATAGATTTCTTAAGGGTGATGTTGGTGAGTAGCAAGTTAACTTAT
+CATTAAGTTTTTCTTAAAAAAAATCTCACAATTGATGAGTTGTACCTAGAACCAATAACTTAATCCCAAC
+ATAATCAGTAATGCACCTAAGTATTTACTGATTATTTCTCCTTTTGGCATAACTTTTTCTACAACAACTA
+TCAGCGTTAAAATAAGTATCCATTTTAGATTCATTACCCCACTTACAAATAATATTGTCATTAAAAACCA
+ACAACAGCCTACGCAATAGCTGCCGTGTTTTAGGCCTAAGAGTAATGCACCTTTAAAACCTTCTTGCCAA
+CCTTTACTCAGCATAGACAATGGTGATCTACACAGATTTAAACAGTTTTGTTTGAATGAAGAAAATTGAT
+AGACACCAGCAATGATTAAAATTGACGCACTAAAGCTTAGGTTTACACTATCCATCATGGGTGTCAGTAG
+ATTTAAATGGTGGAGAAAATACTGCAAAAAGGTAATAACTACACTGTATAAGCACCATGTTATGAGATAG
+CCGAAGGTAAAAATAATGGTTGGTGTGTAGGTTTGATTTGACGAAATTCGTTGTCGGTTTAGTTTATCAA
+CCAATAATATTACTGGAATTGCCGATGGCAGCATCATTCCTGCCATCATAATAGCCCACATGATAAACAG
+CATGAATACATCAGCCACAGACCAACTTGCTACTGGATCCATATTCATAGTCATATCATAAAGCATGTAA
+TGCCAACTCAAATAAATGAGTAGGCACACACTAATCATGATAAAAGTTCGATTTATTAATACCATTTTGT
+TATCAGGCATTGATGCATCTTTAGTTAAGCATTTGGCCAATTAACAACAGCATTTGCAGCAAAGGTATCA
+CTGTAACTAAAAGCCATATTGCCATGGTTAATTTTCATTAATTTGGTTTTTCCGGCAAAACCATCGTTCC
+ACATAAAACCACCTTTAGGGAAGGAAATATGCACTTCATTAATCTCGCCAGTAACGGGGTTAATGTGTGG
+CTCTTGTTCAACCTCAATAATCCCCTCTATTGTTACCGTTGATGTATAGTCTTGCCTATTTAACTTAATA
+TCAGCCATTATTGGTCCATCAAATTCACTAAACAAAGTACCTAGTACCTCAACAGGCATGCCACCTGCTT
+GTCCTGACATTATGGTAGCAAGCGCACCGACTTGTTCTTCGTTAGCACTGTTATCGATAAAAAGAGCTCC
+TTTGCCATTACCTTCATGCATAGCACTTGGCCAAGCGGCAGCAAACACCATTTTCAAACCACTTAAGTCT
+AAATCGTTGAAGTGACCCTTAAGTATTTCAAAGCCTAGTATTGCTTCACAGCCACCATCCTTACTGGTTG
+GGAAACCGCCAAACTGACAGCCACATCCGTGACTACAACTACAATTTTCAATTTGATTCATTGATAATGC
+CCAAGAATGTTGATTACTCATAATATAACTCCTCTTTTTTGGGTGGTTAAATTATAGGCTAAATCTTGTT
+GTTTTTCCTTTTTGAGAGCAAAACATATTTCGATTTGAGTTATGACATTGTTGTGTACATTGTTATGTTT
+ATTGTTATGTTTATCTTTCGCTGCTTACGCTAGCCAATTATACTATTAACCATTGCATACCAGTAAGGCT
+CAGCACATTGCACTTTAAGAACTATACCCAAACCACTTCAAGATTCTAGTTTCAGCTGAATCCTGCATAT
+TGAAGTAGCTTGGGTATAAATGTAGGTTATGAGCTACCCATCTTCAAATTTGGCGAACAAGTCTTTCAAC
+ACTAACCAAAAGCGGAACAATGCAAAAAAAATGAAAATATTTTTACTAACACATGAACGTGAATTGCATA
+GAGGCACCAATACTGGCTCTCTTGCTATAGACGATTCTAATGAAATTGTTGAACGGTTACTTTGGGAAAG
+AGTAAATCCCAATAAAGAACTTACTCGGTTAATAGAAAATAATGAGGCGGTATTATTATATTCTATGGGT
+GAATCATCAGAAACTGAATCGTTGGCAGTCATTGAAGAATATGAAAACATCATTATTATTGATGGTACAT
+GGCAGGAATCAAAAAAAATATTCAACCAAAGTGCTTATTTAAAAAATGCTCCGCAATTCACTTTGAAAAC
+GGAAAATGATTCATTATACAGACTCAGGGCTAATCAGCCTAAAGGTGGTCTATGCACCATCGAATGTATA
+ATCGAAGTCTTGAAAATTAAAGGTCAAAATAAAATGGCCTCAGAATTATCATTAAAATTTGACCAATTTA
+ATGGTTAAAACCAAACAATAAAATAACAAAACAATTCAACAGAAGATTACCGTTGCTCGCGTTTTACTTT
+ATTTTTAGCCAACTACTCCCTAGCTCGTTATAGATAAAAAACATCATATAATCAGCTCTTTTAGGAAGCA
+TAAACAATATTGCTGAATAACGTCAGCATTCACCGTATAATTGCACCATTATCGTTAGCGGTATTTAATC
+TAAGGTATTTAAATCCAGTATGGCAGAGCAAAGCAATCATCTCGAACTAACCGTTACGCAAATTCCTCTC
+ACAGAAAATAGTACGCTTGTTTCAAAAAAATCAGACTCAATAAAAGAGGGCAAAGCGGTTACTCATCAAA
+GCAGTCAGAAAACTGATAACACCTCGCCTAAGATTGTACTTGCGACACTCAACGCAAGGTACTTTCACAC
+CAGTTTTGGTTTACGTTACCTTTACGCGAACTTAAGAGAGTTACAGGAATTTTGTGAAATAAAAGAGTTT
+ATTATCCAAACTCGCGCCATTGATATCGTTGAACAAATATTAGAAAAAAAACCCGATATCGTTGGTTTTG
+GTGTTTATATTTGGAACATAATTGAAACTACTGATGTAGTTAACTTGTTAAAAGTGATCGCACCAGAAAT
+TAAGGTTGTTTTGGGCGGCCCAGAAGTGAGCTATGAAACTGAGCAACAAGGGATAGTTGCCTGTGCAGAT
+TATGTCTTAACGGGACCAGCAGATATTAGTTTTTACCAACTGTGTAAAGACATTATCAACGAAACGCCAC
+CTGATAAAAAAGTGCTTAATTCGAAACCTGTTCCGCTAGAAGAAATAGCATTGCCGTATGAGTATTATAC
+CGATGAAGATCTAAAGCATCGACTGCTATATGTTGAAGCGTCTCGCGGTTGCCCGTTTAAATGTGAATTT
+TGTTTATCTTCTTTAGATAAATCGTCCACGCCATTTGAGTTGACGGCCTTTCTTGAGCAAATGGAAATCC
+TTTATCAACGTGGTGCCAGAAATTTCAAGTTTATTGATAGAACCTTTAATTTAAACATTAATACCACTAT
+GCAAATTATGCAGTTTTTCTTAGACAGAATGACTGAGGATCTCTATCTACATTTTGAAGTGGTACCCGAT
+CACCTTCCAAGAAAATTAAAAGAATTGTTAGCACAGTTTCCTGAGGGCAGTTTGCAATTTGAAATTGGCA
+TACAAACCTTTAATGTTGAGGTACAAGCGAATATTAGTCGTAAGCAAAACAACGCAAAATCAAAAGAGAA
+TTTATTGTGGTTAAGGGATAATACCTCCGCACATATTCATGCAGATCTCATCTTTGGTTTACCAGGTGAA
+ACTTTCGATACGTTTAAAGATAGTTTTAACCAACTCTATCATTGTCGTCCACATGAGATTCAAATGGGCA
+TTTTGAAACGCTTGAAAGGTAGTCCAATTATAAGGCACACAGAATCATTCGATTTGCGTTTTAATCCATT
+ACCGCCCTTTAATATTTTAAGTACAGACAGGGTGAGCTTTAGCACCATGCAACGTATTAACCGCTTTGCG
+CGATATTGGGATATGATTGGTAATTCAGGGCGTTTTAAATACGCTTTACCTCATATGTTGTCAGACGAAC
+CTTTTGATGATTTTATGGCGATTACCGAGTGGATTTTCAATAAAACAGGGCAAATTCATAAAATTAGTCT
+GAAGAAGTTATTTGAGCTGATTTCGCAATCGGTAGAAGCATTATTTCCTGAAAAGCATCACCTTGTTATT
+GAAAAAATTGAACTAGACTACGAGGCAACGAAATTAAAAAGTCTCTTTAATGGACTCAAGCTTTATGCGG
+GTGAACAGACTGAATCAATTACTAAAAACAAGTCATTAAAGCGACAACAACAGCATATGAGTTAATAGCA
+TAGATTTAAAAGCTTATGAAGCTAACAACTTTTATTAGCGTTAACCTTCCTGCTGTGAAGATGCTATCGC
+AAATTGTATTTGTAATAATCTATCTTGCCCAAATACCGTAGTATTTTCATAACTAAAACTAGGCACTCCC
+CATTTATCATGCTGGTATAAGGCGAGTAAGTTGTTTTGAGCCCAACTTTTCCAATGATTGTCGTCGAGGT
+ATTGTTTAGCTTCAAACCAGTTAAGGCCCGATTTTTCGACAATATGCTTTAATCCTGCATCAGTTTCTGA
+ACATATCCCTTTTGACCATACAGCTTGTGCGTAGGTTAATAAAAATTCAACACCTAACTGATTTGCGGTA
+GCGTATTCAAATAATGCATAACAGCGCTCTACACCTTGTCCTAATGGATCCGCTACCTTTCCAAAGGGTA
+TATCAAGAGCCGTGGCTTCACGGTTTACGTCTTGTAGAATGTACATACGTTTGGTTTTTGGTACTAACAT
+ACGTCGCATCACCATAGGTAATATTGGTTTCACCACAAGGGGAACTTGAAAATGAGCGGCTAAACGTTTT
+GCCCGTAACAAGCCAATATATGAATAAGGACTGCGTATTGACCAATATATAATTAAAGGCGATTTTTCAT
+CATTGGCAACAGGTAATGCATTGCCTGATTGTTGGATGTTATGGGTTTGGTCAAAAAGAACTTTTTGATC
+AACAGACAGCTGTAAATTATTTAAGCGTTTTTCTAAATACTGTAATCGATCAACTCCCCAGTACCACTCA
+CCGCCATAATGCAGCATAGCTGACTGATAATGACCATGTTGTTTTAACATTGCTTCGTTACTGTTTAAAT
+GTTGCTGATAACATTCGTTATGGTTTTGTATCACGGGATCAATCAAAGAGGCTAGCGTGCCATTGTCTCC
+TTGCCAATAGCTAGAAAATATTTCGAGTGCTTTGGTTAAATATTCCGGTTGAAGTTCATTATGGAGTAGC
+TGAGCTGTTGCAGTAAAGGTTTGTTGCTGGCTCACTTTAGGCGGTTGTTCTGGAAAGCTTAGCTTGTAGA
+GCTTTGCTAAAAACACACCATCTTGAAATGCATTGTTTGCCCATAGTTCTGGTGCGGGAAACATTTCTGT
+TTGCTTGTTAAGCACAGTTCTGAAATCGAACTCTATTTGATATCTGTGCTGTAACTCAGCAAGAGTTTGC
+AGTAATAAATAACTGTAAGGGTCATCTAAGGCAAGATAAACCGTTACCTGATGATTTAACTTGTTTTTAA
+TGCGTTTTTTATCAGCGTATTTACGTTTTAACTCGACGATAAAATCACTAAGCAGTGCTTGTATAAGATA
+AGGTTTTATTAGGTTGACCATAATTTAAGTTCACTTAGTTATTTTTTATAAAGTGTACACATAACTGACT
+AAAAGGTGAGCGAAGCTGAGCATGACATTTTATAGCGTTGCCTACAACCAGTGACGTGTAGAATCATTTA
+ATACTAGCTTCCTTTGTAAACAAGTTGCTTAATCCTTAATTACCCGATGAGTACCGGCATTTCTATCATG
+ATCTAAATACCAATTCACAGCGTATTAAACGTTAAGTAAATTTAATGAAATTTATTTAGTAATAAGAACA
+TGCTTGTTATTACATCATCAAAGAAGTAAGTTATTGAATGTAAGTGGTTTTAAGTCGAAATTTAAGTCGG
+TTTCAAAGAAAACAATTATTTAAAATATATTCATTGTTTTTTTTGATAATACTTTTTATTTCATCTGCTT
+CTACTACTATAAAGTGATGATATATAAAAATAATAAGTAAGTGTAAGGAACTAAATGGAATGAAATCTAC
+TTTTAACTTGTTGAATAATACCACCGCGTTAACACAACTCTCGCTCTCATCAGTATTTATCAATTTATTA
+TCGTTAGCGCTGCCTTTCACCATGCTACAAATTTACGATAGAATTTTACCTAACCAGAGTTACGGTACTG
+CAACCGTCCTGGTTATTGGGGTCGCCATAGCCATATTACTTGAGCTGTTTCTTCGGTACGCAAGAAGCTG
+GGTGCTTGCCTCTTCTGCGGCTAACTTTGAATTACAAACCACGATAAATGTTGTTAATAAGGTAATGGAA
+GCCGATCACCAACCTCTAGATAAAATGGGTAGTGGAAGCTTATTCAATAGCTTGTCGGGTATCGCAACAA
+TGAGAGATTTATATTCAGGGCAAGCTGCCGTTGCGATGATGGACTTTCCCTTTGTTCTAATTTTTCTCGG
+TTTAGTAGCTTATATTGGCGGACCTTTAGTTTTTATCCCCATCGTAGTTTGGTTTGTTGTTATTTCGTTG
+GTGTTACTGATAAGTAAAAACCTATCAAAAGTAACGGATGAATTATCGGCAACAGACAGCCAGCGTTCAT
+CAATCTTACTTCATGTATTATCAGGCCTTACGACAGTAAAAGCGTTAGCACTAGAGCAACGTTTATCGCG
+AGAATACCGTGAATTAAATTTTAAACGATTAGCAGAGCAAGAGAAAATAGATTGGTTATCAGCCAAACTG
+CAAGAATTAATTCAAGGTGCTTCCCAGGCAACAACGTTAATCTTAGTGTTACTGGGTTGTTTATCAGTAT
+TAAATGGTGATTTAACAACGGGTGGTTTAGCAGCCTGTTCAATTTTAGCGGGTAGGGCTGTTGCTCCCCT
+AAGTGCTATTGTCAGTCTTCGTTCTCGAATCGCGACAGCAAAAGTGGCCATGGCTAATGTGGATGAATTA
+TTGTCACTACCCAAAGAAGCATTTACTAGTGCCAAAATTTATAACGAAAAACTGCCATTAGGTCCTATAC
+AGTTTAAGGCGGTTAACTTTGAACACATGGGCGCAAAACTAACTCAACTATCATTAACTATCCAAACCGG
+TCAGCTTTGTACTATTCAATCTAATCCTCTAACGCATGCAAGCGCAGTACTGCAAACGTTAGGCTTATTT
+AAACATGTAAATGCTGGCAGTATTTCTATTGATGGTGTGGAGATAGCCGAACATGCAGCAAATGAATTTC
+GTCAATCGGTTTTGTATGTTCCACCTTGGCCAACGTTATTTGCAGGCAGCTTATTAGAAAATATGACCAT
+GTTTCAACCGCAATACGAAAGTTTAGCAATGCAATACGCTAACGTTTTAGGGTTAACAAATACCATCGCA
+CAATTACCTGCAGGCTATGCAACACAGGTAACAGAAGACAACAATAAGATGATTGGTAAAGGCGCTATAA
+AGTTAATGGCGATAATACGCGCCATGGTACAAAGTCCGTCTATTCTGTTGTTGGATGAACCCATGATTGC
+ACTTGATTCAGACTCCCAAGCAAGGTTGTTAACCTTACTTCGATCACTTAAAGGTGAGATGACCATGTTA
+GCGGTTTCCTACTTTGATGAATTATCGGAAATTAGCGATGTCACAATGACCCTGACAAATGAGGAAGGGG
+AAAATACGGTATTGTCTGAAAAAAGAGGGTCAACTCATGAATAATCATAATGACCTTAAAGTTGCATTAA
+TCGCACTATTGCAACAGTTAGGTTTGCACTCTCAAGCGAATAGCATTTCTGTAGACACGCGGCTAGATAA
+ATTAGATACCACTGAACTCTTAGATGTTTTAAGAAAATACAGTCTTAATTTTCATGTGCGGCCAATGAAC
+AAAAAGGATATAGACCATACGTTATTACCTTTTTTGGTTATTCCTCAAGAAGATGAGGCTTTTGTTTCAC
+GACGTAAAAATAATCAATATGAGCAGTTAACGAGTGAACAGTCTTGGCAACGGGTTTCTTTTAGGAAAGA
+TTTTGAGCAGGCAAAAGTCATTATTATAGAAAACCTGCCAACTAAGAAATCTTCAAGTAAAACCTTTTCA
+CAGCATTTATCAAAACAAAAGAAATGGTATAAACCAGTATTTTGGCTGAGTTTGTTATCAAGTTTAACGG
+GATTAGCAGTACCTTTATTTACTATGTCTGTTTATGACAGAGTCATTGGTGGACAAGCACCCGATGTACT
+ACCTCAAATAGCCTTAGGCGCCTTTATCGCCTTAGCCATATTAATTGGCAGTCGGCTTATTAGAGCCAAA
+ATAGTGGCCAGTGCTAGTAATAAGTTTGCGCGTGACTTATCAGATATAACCTTTAGTAGACTATTAAGAA
+TGCCGCTGATGGTATTGTCTCGCGTTGGTCTGTCAAATCACATCGCAAGAATGAGAAATGCGGAAAAAGT
+AAGAGGCATGGTTTCAGGACCCGGTGGTGCAGGGTTAATCGATTTACCCTTCACCATCATTGCTTTTTCA
+GCCATTGCCTTGTTAAGTGGCTGGTTAGTCTTAGTCCCTATTATTATGCTGTTTGTCTATTACTTAGTGA
+TGAAGTTACTGAATCGCTATACCGCACGTGTAGTGCCGACCATAAACAGTGAATATCAAAACTCTATTAA
+TGAGTTATCTAAAAATGTGTTGCAACTTAAAGCCAGTGGACAAACTGAAGCACGAAGAGTTGAGTTTTTT
+AGGCAGTGTCGAGAATCTTGTAGACAAAACTTCCTTTTCGCAAAACGTAACGGATTAAAAACGGCTACGG
+CTCATGCATTGAGTATGCTTACGGCGTTAGCGACTGTATTTACGGGGATCTTCTTAGTCTTAAATCAAAG
+CATTACCGCTGGTGCTTTAATCGCCTGTGTGATGTTGATTTGGCGAATTACCGGACCTGCTCAATTAGCT
+TTTTCATCAGGGCAAAAATTCACCATGATGAGTGGTGCTATTCAACAGTTCGATCGGTTCATGGGGGCAA
+GTCCAGAACAAAATGAATACCGAATGGAGCAACCCGACAGAGAAACTGCGCCGACGATTAAAATAAACCA
+AATAACCTTGAGATACAGTGCGAATCAAGAGCCCGTATTATCAGGTGTCTCGGCTGATATTGAATCAGGT
+GATTGCGTCGCCGTGATTGGCCCTAATGCCTGTGGCAAAACATCCTTGTTATTGTCTTTACTTGGCGTAG
+TTGAACCTCAGGCGGGTTTTATTATGGTGAATAATAAAAACTTAAAACAATATGACCCTGAAACCTTTAG
+AGAATACGCAGGATATTGCCCCGCAGAGCCTGATTTATTTCCAGGTACGTTAGCGGATAACTTGCGCATT
+GCAAAACCTGACGCGACTGATGAAGAATTAATTGCTGCATTAAAACATGCAGGAGGTGAATCATTATTTA
+TCGCGCTCAATTCAAATTTGAACATCATGTTAGAAAACAACGCGTCAAACATGCTTTCGGCCGTAGAAGG
+GAGTTATATAAACTTAGCGAGAGCATTTCTTAAAAAGTCTAACTTTATTATTTTAGATGAACCCTTAGCA
+AACAGAAACCCTCAAGCAAGAAAAGCCTTTAGCAATACGATTTTAGCTTTAAAAGGAAAGGCGACAATTG
+TCTTTAGTAGTCATGATCCAGAGTTAATCAAACTGGCAGATAAAGTGATTGTTTTAGATAAAGGTAGCGT
+TGTTTATGCAGGACCAATCCCTGAAAAAAATTCACAAGAAATGGAGTCATCAAATCATGAATAACCGCCA
+ACTTGCTAACCGTCAATGGCCCGAACATGAGTTTTCTGATGCTATTGAAGCCCCGATAGAACGAAAAGTG
+ATCAGAAATATAACCTATATGATTTTAGGCTCAATATTTTGTTTATTACTGTGGTCTATTTTTTCAAAAG
+TTGAGGAAATAGCGAAAGCACAAGGACAGGTTGTTCCTCTTGGACATCGACAAGTTATTCAAAGTCAGTT
+AGGCGGTACTATTAATGCGATTGTTGTCGAAGAAGGGGACGTGGTCAAAAAAGGCGATGTTTTAGTCAAT
+TTTATTGCTATTAATAGTCAATCTGCAAAAGAAGAGCTGGCAAGTAAATATGCTAATTTGATGATGAAAA
+AAGAAAGATTATCGGCTTTTAAAGAAAGACGAGAGGCCGATTTTAATGATTATAACGAAGTATATCCAAG
+GTTAGCACTTCAACAACGTCAAGCATTAGGTAGTATGAATAGTGAGCTTGTTGCTATTGAGTCATTATCA
+AAATCTGACGTGGCTAAATCTCAAGCAGAATATCATGCGATAGAAAAAGAAATTCCGGCATTAAAAGATC
+AAATTATTGCCTCTGAAAAAACATTAGCAATGATGACAACCCTTGCTAAAACGGGTGGTATCTCGCAGTT
+AAAGCTTTTAGAAACCCAACAAAAACTTGATTCATACCAACGTGAATTGAGTGTTTTAGAAGGGAAAGAG
+CAAGTGCTGTCTAAAAATATGTCTAATTTAAATGAGCAACTTAATAATAAGAAAGCGTCTCTCTTAAAAC
+TTGTAGGTGAAACATTAACAGAAACACAAGGTGAAATTCTTGCCGTTGAAGCAAGACAAAGATCATCAGA
+TTCAGATGTTTCACAAAGCACTGTTGTTGCGCCTGTTAATGGCATTATTCAGTCAATACCCAGTAGTAGC
+GTTGGCAGTGTTATTCCTCCTGGGGGGACAGTAGCAGTTATTGTCCCCGTTACAGAGAAAGCATTGCTGG
+AAGCTAAATTATCCCCAAGAGATATTGGTTTTGTTTCTATCGGTCAAAAGGCCAGAATTAAAATCGATGC
+CTTTGATTACAGTCGATATGGCGCTTTAGACGGTATAGTTAAAAAAATATCACCAAGTACAGATGCAGAT
+GAAAGAGGTGGTGTTTTTTATAAGGTGCAAATTGCCATTGATAAACCCTATTTTGGCAAAAATCCTGGTG
+ACTTAGAGTTAATTCCAGGCATGACAGGTGAGGCTGATATTGTTACGGGTGATAAAACAATATTTCAATA
+TTTATGGAAACCAGTATTTACTAACGTAACTAGTGCTTTTGGTGAAAGATAAGAGGCTTTACTATGACAA
+ACGATAAAGATAAATCAAATCCAAAAGATGAAGTTGGTAAAGAAGAAGCCAAAAAAGCGCGTGATTTAAA
+ACTATCTCAAGAAAAAGCTCTTAAAACGGATAAAGATGTAGAGCGTTTAAAAGCGAAAGAGTTTAAAAGC
+ACATCTACCTATCAAGGTGCTTCTAATGCTGATTTGGTTGCAGACAAGTCATCAATACTGATAGCTGAGA
+ATCAAAAAAATTCAGGGGTAGAGGCAAGTCCCGAAGAACATACGGATGACTCTGATTTATTAGCGAGCAA
+TTTAGAACAGAGCAGCTTAATCGATGATACAAGTAAATCTTTAAATGAAAACACCAGCGATTCGGTTACT
+AATCAAGATGAAACGTCAGAGCAAACCGAGGGTAATGCAAAAACACCTCAATTGACTCGAATAGGCAAAG
+GAGGTGGGGTAACAACACCAGAAGGTGCAACCGTTCATTTTTCCAGTGAATATAATGTGGGTTCGCAAGT
+AGGTAATGAAAATACAGCGAGCAATAATTCTATTAATGCTTTAAAAGAATCTGCAAATAAAATACCACCT
+CTGAATCAAACAATAACGCCAGAAGCACTAGCTAATGCTACTGAACAGTTAACTGATAAAGCTAAAGCTG
+GTGGTTCCACACAAGCGTTATCAAAAGAAATCCCGCAAATAGTTGCTGTGCAACCACCTGAACAAATCCA
+ACAAAAAGTTCCTGAGCCTCTACGCCAAGAGATACCGCTTTCTGCGGTTATTACACTTAATGAAATTACG
+CTAGATAACACCATCAATAAGGTAGAATCTTCAGCATTAGTTCAAATAACAGGTACGGTAGGTGGGGACG
+TAAAAGATAATGATTTAGTGACGTTAATCATTGGTAATCAAGTTTTTAACGGTGTGGTAGTTAATGGGAT
+ATTTCAAATAGCAGTATCAGGCTCTTCATTATTGAATGAAGATAAAGTTATTGCCGAATTGACCGTGAAT
+AATGCAGAAGGGCACTCTTTAACCGTATCGACAGAGCAGCATTATCTTGTGGATACTTCGATATTTGCAA
+AGGATGATCAAAGTACAGCAGTTGAAGATCAAGGGGCTTTGGCTACATCAGGCAATGTGTTAGGTAACGA
+TGACCAAGATAGCACTCATGTTACAACAACAGATTTTGTTGGTCGATTTGGTATATATCATTTTAAGACC
+GATGGTAGTTATACCTATGAATTAGATAATACGAAAGTACAAAGTTTTCGAGCAGGTGAACATCACGAAG
+ACTTTGCCTACTATGAAATTAAAGACAATGCAGGTAATACAACAACAGCTAAACTAACAACACTAATTGA
+AGGTACAAATGACAGAGGTATTATATTTGGTACTTCCACTGCTTCGCTTACTGAAGATAAAGACGTTCAC
+TCAGGACAACTTCGTGTTGATGGCGCGCTAACGGTAACTGATGTTGATGCGGGTGAGAATCAATTTTCCG
+CTGAAAATATACAAGGTCAATTCGGTTCCTTATCAATTAACAACTTAGGTCATTGGACTTATACTGCGGA
+TAACTCTCAGCCCACCATACAAGGCTTAAAAACCGGTGAGTCGGTAACCGATACAGTGCTTGTGCATTCG
+CTCGGTGGCACACAGCAAAAAGTCACCATCACTATTGACGGTACAGACGATAAAGCGGTAATTTCCGGGA
+CTTCGACAGCACAATTAACCGAAGATCAAGACGTTCACGCGGGTCAGCTACGTATCGATGGTGCGTTAAC
+CGTTACCGATCTAGACAATGGTCAAGCGCAGTTTAGTGCGGAGTCTTTACAAGGTCAATTCGGTTCCTTA
+TCCATTAACAATCTTGGTCATTGGATCTACACGGCAGATAATTCACAGCCGACTATTCAAGGCTTAAAAA
+CGGGTGAGTCAGTTACTGATACGGTATTAGTGCATTCAGTTGATGGCACTTCCCAACAAATATCAGTCAC
+CATTAATGGTACGGATGATAAGGCTGTTATTGCAGGCACTTCAACAGCAAGCCTGACTGAAGATAAAGAT
+GTTCAGTCAGGTCTGCTACGTGTTGATGGCGCACTTACTGTAACTGATGAAGATAACGGCCAAGCACAGT
+TTTCAGCAGAGTCACTGCAAGGTCAGTTTGGTACCTTATCCATTAACAATTTAGGACACTGGACTTATAC
+CGCGGATAACTCTCAGCCAACTATTCAAGGTCTCAAAACGGGTGAGTCGGTTACTGATAAGGTCTTGGTT
+CACTCCATTGATGGCACGGAACAACAGGTGACTGTCACCATTAATGGCACGGACGATACAGCCATTATTG
+GCGGTACTTCAACGGCTAGCGTTACTGAGGATATTAATGCTAATGCGGTAAATACGCTTAAAGGTCACAC
+GGCTATACATCATGGAATCGCAACACATGGTCAATTAACAGTAAGTGATTTTGACAAGGGAGAATCTCAT
+TTTGTTGGTCAGCAAACTGACCAGGCTCATGGAACTTTTATCTTAAATGAAAATGGTTTCTGGAACTATA
+CCGTTGATAATTCATCGAGTGCAGTTCAATCGATAGGATTAGGCCAAAGTATCACTGATACTATTTCTGT
+TAGCTCCGCGGATGGAACAACACATGATATTGTCGTAACAATACAAGGTACTAACGATGCACCAAAGGTA
+TCTGCTGAAGTTATACTGCAAACAGGGACAGAAGATACCAATATTATTCTTACTCAAACGCAATTATTAG
+CAAATTCAAGTGATATCGATAGCAATGATTTAAATCAATTACAGGTTGATTCCATCACTTCAAATCATGG
+CGTGGTGACTACAAATGCTGATGGTTCATTTACCTTTCATCCAGATCAAGATTACAACGGCCAAGTGCAT
+TTCACTTACGATGTAAAAGATTCTCATGGTGGTCTAACACATACAGGTGCAACAACTTCGTTAACAGCTA
+TTCAAGATAACGCAGTCATTACAGGACAAGACAGTGGAGATGTAAAAGAAGATATTAATGTAGGCCCTGT
+AGTAGCAGGCAATGCAAATATGATAGAAACGCATGGTCAAATGCATATTAGTGATCCTGATGCTGGAGAA
+AATCATTTTCATGTTAAGAACTATGGTTTTATTAATGATGCAGGGCACCCTGAACTTCATCCTATTGTCA
+GTGCGTTAGGCGGATATCTTAGTATAGGCTCAGATGGAACTTGGTTTTATAGAATTGATACAAGAAAAAG
+TGTTATACAAAACCTAGGTGAAGGCGAAAGTACAACTGACACAGTAACAGTCACATCGATAGATGGTACT
+AGTCATGTTGTAACTGTGACAATTCATGGAACAAACGACGCGCCTTTTTGTAGCTCAGAAGTTCAATTAA
+GCCCGGGTAGCGAAGACACTGTTATTAACTTATCTTCAGCGCAACTTTTAGCCAATGCCAGCGATATTGA
+TGCTAACGATTTAGGACAGTTGAGTGTCGAGAATTTAACTGCTGATCACGGCAGTATTGTTGATAACAAG
+GATGGTACCTTTAGTTTTAATCCTGATCAAGACTACAACGGTCAAGTGCATTTTACTTATGATGTGAAAG
+ATACCCATGGTGGTATTACGCGCACTGGAGCAAGTACAACTTTACAAGCCATTAATGATAATCCTGATGT
+AAAACCAATCACAGATAGTCTAACTGAAGGCACCGAACAGCAACACCAAGTGAACTTACTCGGTAATGCC
+ACCGACGTCGAGGGTGATACTCTCTCTATTAGTCAAGTCCAAATAACTTTTGAAGGGAGAACAGGCCCAT
+TACCAAAAGGTGTTAGCTTTGCAAGTGATGGCCATACTCTTGTTGTTGATAGTCAGAACCCTACCTTCCA
+GCATCTTAGCGAAGGGCAAAAAGCAGATATCGTTGTAAACTATATGGTCGATGATAACCATGGTGGTCAA
+ACTCCAGCGGTAGCCACTCTGACTATGATAGGCACAGATGACAAAGCAACGTTAGTTTCATCACATATCG
+ATATGACTGAAGGGGAGGCATTACATACTTATTACCAATTGGGTAGCAAGGTCCGCGGTACACTGAATTT
+AGTTGACGCTGATACTAATGATCATACACAGTTTACTTTTTCTAGTAACCAAGGAACTCAGGGCTATGGA
+GCGTTAACTATTTGGCCTGATGGGCATTATGAATATGATCTCGATATGGCGCGTAATCACCATTCAAATT
+ATAGAATAGATGCCCTTAAAGCAGGTGAAACCTTAACTGACCAACATGAAGTTAAAACCAGCGACGGTCA
+AACAAAATTGATTACCGTAACCATTCATGGCGAAAATGATAATGCTCGAATCGAAGTCAGCATGCCACAA
+GCCTTACCTGCGAGCCAGAATGTTACAGAAGAGCATTTTGTCCCTGCGAGTCAAACCCATTTATATGCGG
+GTGGAATGTTAAGAGTGGTCGATCCCGATCATGGTGATGCCGAACTACAGCCTGAAACAATAACTACCGC
+ACACCATGGTGAATTTAGTATAAACGCAAATGGTAGTTGGAGTTATAAGATTGATAATGCCATAGATTCA
+GTTCAACAATTAGGTGCTGGAGAGTCTTTTACAGAGACGCATACTGTACATTCTAAAGATGGTACTGCTA
+GCCAATTATTGACAGTCACGGTTCATGGTACTAACGATGCACCTAAAGTTTCCGCAGCAGTTCATCTAGC
+ACCTAGTACCGAAGATACTGACATACAATTGTCTTCAGTCGAATTACTCGCTAATGCGACTGACATTGAT
+CACAATGATGTCGGTCAATTAAGTATTGCCAATCTAGTCGCTGATCATGGCGTTATTATTGATAATAAAG
+ATGGTACTTTTAGCTTTAGTCCTGAAAAAGACTACAACGGTGAAGTCTTTTTCAGTTATGACGTCACAGA
+TGCACATGGCGGAGCCACTCAAGCGCTTGCAACGACTTCGTTAACAGCTGTTCAAGATAATGCAATTATC
+AGTGGCGTCGACACTGGCAGTGTGACTGAAAATACTGCAGGTAAAGATATGTCACCTGATCAGGCTCTTG
+CTGGTATGGGACATTTAACCGGCGCAATGTTATATGCTGATGGTAAGTTGAATATCTCTGACCCCGATAC
+AGGGGAAAATGAATTTGATACCAATCAAGGTGGTGGTCATGGATATGGGTATACCTATCACGGCACTTAT
+GGCCAACTTGTATTAAACGCGGATGGCGGATGGCACTATAACGTTAATGCAGGAAACCGACATAACGGCG
+CTATGCCTGGTACGGTGGGTACAGCTATTGATAAATTAGGTGATGGCGACTCACTTACCGATACGATTAC
+AGTTCGCGCTAAAGACGGAACCGAGCATGATATTTTTATCACTATTCATGGCAGTAACGACCGACCATAT
+TGCTCTTCAGAAGTTTCTTTACAAAGTGGCACTGAAGATATCGACCAAACGTTTACTCTTGCACAATTAT
+TAGCTAATACGGTTGATGTCGACAGTAATGATGCAGGTCAGCTCAGAATTGATAATTTACTGGTGGATCA
+TGGTTCCATTGTCGATAACAACGATGGCACTTATACACTTACTCAAGAACAAGACTACAACGGTGAAGTA
+CATTTTACGTATGACGTAAAAGATGCCCATGGTGGTGTGACACATACCGGTGCTAGCACAACACTCGCTG
+CCATTAATGATAATCCTGATGTTTTACCAATAACTGATAGCGTTAAAGAGGATGCTAGTAATCATCATAC
+CGTAGATTTATTACTGGGCGCTTCAGACAAAGAGGGTGACGCATTAAGTATTAATCAATTATCTTACTCT
+ATCGATGGTTCTTCTAGCTCTTCACAGTTACCTGCAGGATTATCGTTGTCTACAGATGGTCATACTATAA
+TTGTCGATGCAACTAACTCTGCTTATCAACATCTGGCCAATGGTCAGTCACAAACAATCACCATTGCTTA
+TCAAGTAAATGATGGACAAGGTGGTCATACTCAACAAACAGCCAATTTAACCATTGAAGGTACTGATGAT
+AAAGCCACACTGGTTTCTAATGTTATTCAATTAACCGAAACGCAAGCGCTAGATAGTCAATTTCATATTT
+ACAAAGGTAACCTTCAGCTTATTGATCCTGATAGCGGTGATAATACCCAGTTTACCTTTAGCGGTAAGTA
+TCTTGGGCTAGGCTACGAGCCAGGTCATTTTGATGTTTGGCCTGATGGCTCTTATCAATTTAGATTACAA
+GGCGCCAGTAATCGCCATGCGGATGATCTTATCAGTAGTTTGCATGCTGGCGAGTCAATGGAAATACCTT
+ACGAGGTTAAAACCAATGAGGGACAAAAAATAACAATTATGGTTAAGGTGATTGGCGAAGATAATCAAGC
+TAGGATTGAAGTCGGCCGATATTCTAGGTTTGATAATCATGCTTATGAAGACAATATTTCTCCAGGAAGT
+ACACCTAATCAAATATACAGTGGTGGTAATTTATATGTTATCGACCCTGATCATAGTCAAGCTGGTTTTA
+TTGCACAACATATCACTACTTCTGAAGGCGGGAGCTTTTTTATAAATCCCCGTGGTAATTGGGCGTACAC
+AATCGATAATGACAAAGTGCAACACTTGGGAGCTGGTGAAAGTTATCAAAAGACCTTCACCGTTGACTCT
+ATTGACGGTAGTGCGCAGAAAGATATTACTGTTACGGTTCATGGAACTAATGATGCGCCGGTAGTTTCAG
+CACAGGTTCAAATAGCACATGGTAGCGAAGACACCAATATACAACTCAATGCTATTGATCTACTCGCGAA
+TGCAACTGATGTTGATGACAATGATGCAGGTAAGTTGAATATTGCTAATTTAGTCGCAGATCATGGGACT
+ATTAGTGACAATAATAACGGTACATATACTTTTCATCCAGAGCAAGATTACAACGGTCAAGTTCATTTCA
+CTTATGATGTAAAAGACACCCATGGAGGTATTACGCATACTGGAGCAACAACAACATTAGCGGCTGTTAG
+AGATAGTGCAGTAATTACCGAGGTGAACACAGGTAGTATTGTTGAAGATGGCCCTAATAGCAGTGGTAAT
+GCAGGCATGGTAACCGAGCTTGCAAGTGGAACACTTAATGTGGTTGACCCTGATAGTGGTGAAAACTCAT
+TCCAATATAGTCAGTTCGGTGAAACTAAAGTTCAAGATTCTTTTGGTGGCGAACTGCGTATAGATAGCGG
+TGGAAACTGGGGTTATCATGTTGATAATGCTAGCTTGCAACAGTTAGCTGAAGGTCAAACAGAGGAGGTT
+ATTTATCGGGTACATAGCCGAGATGGTACTCCTTACGATCTTCACATCAATGTTATTGGTACAAATGACG
+CCCCAACAGTTAATCACGTAAACTTATCTAATGGCAGTGAGGATGTTAACTATCAAATGCAAGCCAATCA
+ATTTGGTTTTACCGATGTTGATTCAGGCGACACGCTTCATTCAATCACCCTTACGAATCTGCCAAGTGCG
+ACAGCAGGAATATTTGTGCTTGATGGTCATGATGTATCAGAGAACCAAGTAATAACCACTTCAGATATCA
+GTAAATTACAGTTTGTACCTACGAATGATTTTAATGGAGATTTGAATTTTTCTTACACTGTCAACGATGG
+ACATACTGATTCACAAGAGGCGACTAATACACTGCATATCAATCCAGTGAATGATGTTGCTACCATGGAT
+GGACAATCTCAGTCGAACATTTCAGCTGAAATTACGGAAGATTCTACCAACAATGTGATATCAGGCCACT
+TAACCTTGATTGACCCAGATGCCGGCGAAGATAAGTTTGCAGCCAATACGCAAATCTCTGGTCAGTATGG
+TCAGCTAACGCTTGATGAAAACGGCAGCTGGCATTACGCACTTAATAACGCTTCTTCGACAGTTAATGCT
+TTAGAAGCAGGGCAACAATTAACTGATACGCTAACGGTTATCTCACCCGATGGTAGTGCCAGCGAAACCA
+TTGCAATTACAATACAGGGTCACAGCGATACCCCGAGCTTGCAATTGCAAGAAGCTGGCGCAGTGCAAGG
+GTTAAATCTATTCGCAGGCATCCAAGGTAACGGTATCAGTCAGTTACAATACTCTACTGATGGCGTTAAT
+TTTAGCAGTCAAATTCCGCCAGGATTCAACTTAGCGGCTGATGGGCATACCTTAGAAGTGGATCCCGCTA
+ACGTAGCTTATGATCATCTTGCTAATGGCGTTCAACACAAGGTTTTGGTTAACTACCAACTGCAAGAAGG
+CACTGGCAGCAGTGCACATCAATCAAGCCAACAAGCACAGGTTGTTATAACGGGGACTAGCGATCGTCCA
+GCGATTCAGAGCTTTAGCGCAAACTCAGATCAATTTAGTGGGCCGGTGACTGGCAATTTACTTCAAGGGG
+CTACCGATGTAGACGATGGTGCGAAGCTCATTTTACAAGATTTACAGTTTAAAGATCCTAGTAGCCACCA
+TTATGTGACCGTCCATGCAGGACAAGATGTGAGCATCACAGGTGTTGGTCATATTGCCATTGCCCCTAAT
+GGGGATTATACGTTTATACCCGATCCCAGTTTCAATGGCGATACCCCAGGATTTATCTATCGTATCGTTG
+ATGTCCATGGCGACTATCACGACAATAGTCAAAGTAATTTAAATATTCATATTAATGTAAATCATCAACC
+TACCGTACAAACACTGACAACCAGCACTAATGAGGATACTGATTTGCAATTTAGTGCCGCAAGCTTCGAT
+TATCAAGACAGCGACAGTGATGCGCTTGATCATCTAACTATCACCAAAATCCCTGATGCCTCAAGCGGTG
+TTCTGCTCCTCAATGGTCACGTTGTCACTCAAGGACAAGCTATTACCGCAAACAATATTGATAAGCTTAT
+CTTTAAGCCCGCGTTAAACTTCAATGGAGATGCTCACTTTAGTTATGTTGCTAATGACGGGCATCAAGAC
+TCAATTAGTCACACTGCACTATTAAGTGTTACAGCAGTAAACGACTTGCCGACCCTGACAATTAACCAAA
+CAAATCACATTCAAGGTAACTTAGTCGCTACGGATGTCGATATTGGCGACTCACTTAGCTTCTCAGCACC
+GCAAACAACAGGGAGTTTTGGTCACTTGTCTATCGACCCTGATAGCGGTACCTACACCTACACCCAGCAT
+AATTCAGTAGCCCATATGAACTACAATTCAGCTACTTCAACTTATACTGGCGTCGACATCTTTGAAGTAC
+AGGTGAGCGATAACCATGGCGGTGTAGCGAGAAAATATATCAGCTTTAGTGCGCAAGCCACAGTGAGTAG
+CACTACGGCAGGCAACTTAGTGATTCGCAGCAGCGTGCCGCATCAACCAGTTGTAACAAATAGCTTGCCT
+GCAGGGCATACCGTTATTAATACGCCAACAAGCAATCATGTCAGTATCGATTTAAGTAGTGCGAGTGATT
+CAGGTAGTGCTAACAACGATGACTTAACCAATGACACCACACCAACTATCACTGGCCATACTGATATTCC
+CTTTTCTAAAGTGAGCATTTATGACGGTAATACCCCGGTAGGCCACGCATTATCTAATGCCAGCGGAGAT
+TTTAGTGTAACAGTATCGAACTTAGTTGAAGGTCTTCATAGTCTATCAGCAAAAGCCTTAGGGCCATCAT
+CTATACTGCCAGCTGTGTCATCAGTGCTTGATGTTCAAATTGATACCCAAGCAAGTGTAACGATTCAAAT
+TGATCCTATCACTAGCGACAATGTCATCAATGCACAAGAGAGCGGTACCGATATTAGCGTAACAGGTCAA
+GTAAGTGGTGATGTTCACCAAGGCGATATCATTAGCTTGGTCGTCGGGCAACATAGTTATGCCGCAACAG
+TTGATCATAGCGGACACTTTAGCGTAAACATCGCTGGTGCTGAGTTAGCCTCTGATTCATCAATAACGGC
+TAGCGTTGTAACGATCGACAATGCGGGTAATACTGCAAACGCTACGCAAGTTATGCATTATGACACCGAC
+ACAAAAGTAGGTATGCCAACCATTACCTTTGAGAGCGCTGGCAGCGACAACGCTTATAGTAAAGCAGAGA
+TTGCTCAAGGTCATGCGGGTACCGTTACCGCGACAGTTCATGCTTCAGCCGACGCAAAAGTAGGCGAACA
+CCTCAGTGTTAATGGCGTTGACCATGTACTAGATGCAAATAGCTTAGCTCACGGTATCGCCCTTGAAGTA
+GCACCTAGTGGCATTGTAAAAGCCATCATGACTGATGAGTACGGTAATAGTAACTCTGCTCTCAATATGG
+CAGCCAATGCTAAACCTGAGCCCATAGTCGTTACAGCACCACCTGGTAGTCATCATATTGGTGCTTCTTT
+AGGAATACCTACATTAATGCCAACACAAACGCCAGTTCCTGTCGCTGAGCAGGGCTGGAAAATACTGGTT
+AATGGCCACTATGAAACGAGCTATAGTAGTCAGTGGGGCACTTTATCGATAAATCCAAAGACTGGCCAAT
+TGAACTATCAAGAACATGCCAATACCCATAGCGGGCCACACGGCTCTGCATCAACGGTTGGCGTTCATGA
+AGACAGGTTTGAGGTAGCTCTGCAGGGCTCACATCATGATGATGTAATTATGCATGTTCAGGTAAACATA
+TTGAGTCGTGGCCCCGGTCACAGTGGTAAACTAACTTTAGGCTCAGAAGTGTTGGATATGACCGTGACCC
+CAACATTCAATCATCCAGCTCCTCCATCTCAGGTAGTTGATGCTCATGATGAGCCCCAAAGTGATTTCAT
+TGCTGATGTCAGCCTAGATCTAGATGCTATCGTCGTTGCTGATAATGTTGATTCTGATGTAACTGCTAAT
+AAAGACCATGAAGAACCATCGACAGTGAGTGCAACAGAACAAGCGCAAGCTGATCCAGTAGCAATTTTAC
+CAGTATCAGAAGCACCAGTGGCGGTCAGCATTGCCGTAACAAGTTCCCCTATCGATCACTACTTGCAGAT
+GATTGGAATTAGTCCTCAAGATATCGCACCAAAGGATGGAGCACCAACTATGAGCAACTTACCTGATATG
+CAAGTGTTGAGTAGTAATGAGGCTGATGCAGATATGGTAGATACCAATCAAGTTGATGCTTTTGATAGCC
+CACTTGATGACGATAAGCACCATCATGATTTAGCTGTATTAGATGACGATCTGAATGAACAGAGCTTGAA
+TGAGCCATTAATAGACCACGATGATGATAGTTTACACCAAGCATTAAACGACATGCATTCGCAATTTTAA
+CGCGGGAGATAAAGATGAATTTAATTAAAGTTACCACTATGGTTGCGTGGATAAGTCTAGCAGTCACCTT
+AAATGTAAAAGCGAAAGAGGGTCATGACATCGTTTATGGCAATGTGGCGTCAGTACTGATAACAACAGCG
+GATTCAAAAATATTGGAAGGCACTATTGTTGGTGGTGCTCTGGGTTTGGCCATAGGTGATAGTGCTCTTT
+ATACCTTAAATGGTGCAGCACTAGGGTTCGCTATTACCTCCATTATGGAGGGCGATCGACGTGTATTTTT
+ATATACTATCAATGTGGATGGAAATGAGCGAAAAATTGCGATGCAAGAAGGCGGTATTGGTGAAGGTCGT
+TGTGTCGCGATAGAAACTCAAGGTAAACACACCAATGTTCGTGGGGTGTCTTCAGCATTTTGCCAATACA
+AGGGTCATCAAGTTCTGACCTCAACCGAAGTTGTCACGCAGCAACAATTTCAAGCACAACAGTGCAAAGA
+GGCGAGAGAGTTAGTGTTAACGGCTAAGAATGATAAAGAAATAGATCATGCGCTTGTTAAAGTTCGTGCG
+TTATGCGAATAACAGCTTTTTGACCTATTAACTAACAAACGATTCAGTAATTATTTGGGAATATTATGAA
+ATATATAGTAAAACTAATCACCTTATCCATACTTTCACTCTCTTTATTCTCATGTTCTGGAACCATCAAC
+TCTGTGGATGGGAAAGGTGAAGGAATAGGGCATGTTTATATTGTGTCTGAAGCCATTGCCAAACGATTAA
+TGATGGCAGCTATGAAGTCACAATTTAATCCTAGTGACATTAAAGTGTTAGTGGCACCAAAGTTAGGTTT
+CAGTTCAAAAGTTCAATATGGTATTGATAAAGATACTGTTGAGCTAGTTGCGTTAAAAGCTAATGGGGTA
+AATAGAGAAGGTAATAACGTTAATGGTTATGTTTTCTCTGCAGAACATCACGGTACTGCACCTGCTGCTG
+GCAGTCCTACAATAGATAGGCTGTTAGCACATGTTGTAAAAGATGCCGAGGCATTAGGTAGCACGGCAAA
+GTTTAGCCAGTTAATTAATTGAATAGTTAATTGAATAATAGAGTGATATAAATATATGTAGTAAACAAAT
+TTATATCATTCAAATTGAATAAGTTTTTTAAGCGAAAAACTCCAAGATGTTTTTCATTGAACAAGCCACT
+TTTGAATATACTTCAATCAAGTTAAATCAGCTCTTAGCATTGAGCATATTAAAATCCCTCCTTAATATTG
+AGTCAAAAAATAATAATAACAGGTCTAAAAACTGCTCTTAAGACATCACTACCTTTCGGAATCTGCATAC
+TTTAGTCACACCATTATTGATAGAATACCTTCATTATATTTCAACTTTAATACGAGACAAAGTTAGACGC
+CTGTCTACGTGTTATCCCATAAAACAACTTACAAGGAAGCAATTTTTCATGTTTAACTCTATTCATCAAT
+TAAGAGGACTTCTCTTAATCACTCTTTTATGTTTCATCACAGCCTGTGGAAGCGATAGTGGTAGTAGCGC
+CCCCTCAGTTTCCGTATATGTAACCAACATTGATCTTAATGCAACTGATACTTCGTTTGCCGTTGGTGTT
+AGCCAACTGGTAGAAGGCGAAGCAACATTTTCGGATTCTGAAACACGTAGCGCTTCGAGCACAAGCTCCA
+CATGGTCTAGTGATGATGAAAGCATTGCTACTGTCGATTATTTTGGCGTTGTGACTGGAGTTGGTGAAGG
+GACAACAACAATTAATGCGCTTTATAATGGTGCGCAAAATGCTGAAGGTGAATTTGTTACGGGTATTATT
+GACATAACGATTACACCAGCGGAAGTTGTTGAAATTCAGCTCTATTCAGAAGTAAATACCGTAGTTCTTG
+GCGTAGATGTACAGTATCAAGTTTTTGCAACATATAGTGACGAGACTAATGATGAATTAGATAGTAATGA
+TATAGTTTGGGCAAGTAGTAATCCAACTGTTGCTGAAATCGATGGCCTGACAGGCATTGCTGAAACATTG
+TCTGCAGAGGAAACTACTATATCGGTTAATTTTCAAGGGTTGCAAAGTTCTTCATTATTAACGGTAACTA
+ATGCAACTTTAGTTAGTTTGACTGTCTCGCCAGAGATCCCAGGTGAAACTAGTGTTCCTGCTGGGTACAC
+ATTCAATTTTACCGCAGAAGGAACTTACTCTGACGATTCAACGGGTCCTATGACTGATAAAGTCACTTGG
+CTTGCCGTTAATCATACGTTTTTAGAAGCGATAGAGCCGAAAGGAACGTTCAGAGGCCTTTCTTCTGGAA
+ATGCTGGGGTAAGGGCCACATTTGGGACTATTATTGGTGAAATTCCTGTTACGGTTACATCCGAAATATT
+GTTAAGTGTCGACATAGAGCCAGATCAAGATTCATTTCCTATTGGTCTTCGTTCACAATTAACGGCAAGA
+GGCTATTTTAGCAGTAGCATCAATAAAGTCATCACGGATGAAGATAATATAAACTGGGAAAGTGATAACA
+CTGATTTTGCGACAGTTGATCCTGATGGTATGTTAACCGCTGTTGGCCTTGGTAAGGTAAATATTACCCT
+AAGTTATACAGATGCAGAGGGAGAATTTTTTTCAGATATACAACAATTTACTATTTCTGATGCTGAATTA
+GTCACGGCTACTATTACAACGGTACCAAATGATTTATACCTTGTTCCAGGCCAAACACATCAATACATTG
+CAATAGGGGAATATACTGATAGATCAAAACATATACTAAATAACCAAGAGGATATTTTTTGGTCTATAAG
+TGACTTGCTTGACAATTCAGACTCAGACTCTGCAGCTTCGATTCATCCTCAAACAGGACTGATTACAAAT
+CAATTTTACAATGGACTTAAGAAGACTGAACAGGTGTTTGTGAATGTAACTGTTGGTGGTCTTGGCGGTG
+AACATGACCCTGCATATGCTAACCTAGGTGCAGTGCAAGTATTGAGTTCCGATAATTTAAGTTTTACTGG
+AACATTCCTAGAGTTTGATGTAGAGCAATTACAGTTAACTATTACCAGTGAAGAAGTCAATATTGAAGAT
+GGTATGAGTGGCCCAGATAATCAATCTTTTATTATGCTAACTTACGACGAAGCTGAAAGTGTTTGTCAGG
+AACTAGTTTATAATAAACATACCAATTACCGTTTACCTACCTCTACAGAATTGACGAAACTATGGAACGA
+TAAAACTGCAGATCCTGCTGTCGACTATGAGTTTTATACCAAGTACAACTGGTCAGTTGGTGAAAATTAT
+TGGACATCAACAACAGAGGATTCAGGTACGACCTATAAGGTAATCGATTTAGGCATGGGTGTAGTGCAAT
+CATCATCAAGTGTTACGGATTATAATTATGTTAGTTGTGTAAGAAGTCCTGTTTCACCCTAATATCAAGA
+GTGGCTTACAGCTGATAATGTAAACTAGATTTCACTGACACAAAAGAAAGCCTCTACAGTAATGTAGGGG
+CTTTTTTATTATAAAGCGCTTGGTCATTTCTTATATTGAGATCAAAACAGGAGATGACTAAAGAAGATTA
+TTTCAATATTGTTCAATATCTTATAGACAAAGTGTTTTATTGATGTAATCTAAAATGACTATTCAATTTA
+ATAAGAATAAAAAATGCAAAGATTAAAAGAATCTCAAGAAGCACTCACTCTTATTTATAATGCATATAAT
+GAAGTAACACCCAATCCTCTCGCCCCATTAGATATTGATGATGAGGATGGTTTGAAGAAGTTACTTAATA
+CCGTAATGAATAGAGAGTCAATCTCACATATACAAAACAAAAAAACGCTGAAAGAAAGTACTGAATTACG
+AAGTTCTATCGCCGATGTATTATTGCTGCTTGATGGCTGCGATATTAAGGAAATTAAAGCGGCTATGAGA
+AAAGCAACGGCAGCCACTGCAGCAGCTACAGAAGCAGAAAAATAACTCATTAGCTTTTTATAGCTTATTC
+TCCTAAACCATCAATATTCAGCGCAAATTACCGATAAAGTAGTTCGCGCTGTATCTTCTGAATAGCTCAT
+TGCAAGTCACATTAATGAGTGAGCCTGTGCTAATTAGAAAATTGGTGTAAGATCTTCTTGTTGATTCATT
+GCTGATTTAAAGCCTACCCGAGCCATTAGTCTTTTTAAATAATCACGAGTATGCGGCCCGAAATTTTTAT
+CGTTATCTGTTTTGTGAGCGAGAAAAAGGGCATAACCAACACAAATATCAGCTATTGTAAATTTACCAGC
+ACAAAGGTAATCACTGGTTTCAAGTGCAACCTCAACGCTACTCAAACGTGATGACAACCATTTTTTATAA
+TCTTCGACGACTTGTGGTTGTAGACGTTCAGGCTTTTCATAACGGTCATATCTTAATATTAAGGCTTGCG
+GAAAAGTGAAGGTAGTATCACTTCGATGAATCCAATTAAGGTAATCACCGTATTCTGGGTGTTCAATGCT
+TAAACCTATTTCACTCGTCCCATATTTATCAACCAAATACTGACAGATAGCAGCAGACTCAGTCATAACT
+AAGTTCCTGTCGATGAAGGTCGGCACAGTACCCAATGGATTAATGTCTAAATAACCTGCATGGTTATATC
+TTGGCGGAAACTCCATATTAATCAGTTCATAGTCAAGCTGTAATTCTTCGAGAGCCCATAACGGCCTGAC
+AGAGCGAGAGTCGCGGCAGTGATATAATTTCATTGTAGTATGCCCATCATATTTAGTGATTAACACTGTA
+GCATAATCGTTCTATTCACGCGTAATTCCGATCACCTCAAATATAACTCAAGCTATAGATGATTAACTAA
+TAGCTGAATCACCGCTAGCAGAGCTGTAGCTTACAGTTTCTTACGTTTCCCCGACACTTACTAAACAATA
+AAGCAGATCTACTCGTTTAATTAGAAAGTATAATAGCGCCACGCTTTATCAATCCACATAATAAAAAGGT
+AGGCAATTATGCCGATAAAATTGAAAAGTATTCTTGGGCTCAGCTTTTTACTTGTTGGAGGGTGTAGTCA
+ACTTCATCATGTTCATATTGGTGATATAGATCAGTCTCAAGGTACGTTAACGCCATTCACAATTAAGGTG
+AATGAATTTGGTTTTGATGCAGCTAAAGCTGCAGAGATAGGGTCAGAGGTAGCAAAATCATCCTCAACTA
+GCGAAGACTTAGAATTAGTGGCTTTTATTTTGGCTATCAGTAATTTTGGTCCTAAAACGGGTAACCCTGT
+ATATAACGACGCTTATGCCGATGAAGTCCTCTCTGAGGTCATAAAGGCATGTCCAAGCAAAAAGTTAACT
+GGATTAACGTCAGTTCGCGAAGCAACCAACGTAGGGCCTGTAAGTGGCGAGGTTGTGCGCATCAACGGTT
+ACTGCATTAATACGACTCAGATTAACTAAATTTAGGAAAAAATCACATGTTAAAGAACACAATATTATTT
+TCAGTACTTGCAATGTCACTCACAGGCTGCGTTGGTTTAAATACAGTCTCTATGACACAAGTTCCAGCAC
+AAAGAGATAACGTAATAACTACCACGTCATCTAGCTGGAACTTCATAGGTATTAACTTTAGCAATGCTTT
+TGTTGATGAAGCAATTGATAAGCTTAAAGGCCAATGTCCAACAGGAAAAATCGAAGGGGTTTACACTAAA
+CACCAAACAACAGGTTATGTGCTTATGTTTAAAAGAGAAGTTGTTGTTTCTGCCTACTGTAATGAGGTGT
+AGCAATGAAAAAGCTATTTTTGTTACTTACAGTGGCGATGCTAAGTGCGTGCACTAGCAGTGTTCATATG
+TCACAAGTAGATGTTGGAAGTAATAGTGCTAACGACGTTGAGATTGGCAAGGTTATTGAAATTGAAAAAT
+CTCAAAAAAATATACTAGGTTTTGTTTACGATACTAACTATGTTGACCAAGCTTACAAAAACCTGTTAGT
+TGAATGTCCGAACGGAACTTCAATGATTAACGTTGAATATTTAACTAATCATGGTTTTCTTAGTTGGACA
+GATAAAATCCGTATTAAAGCGGTTTGTCTTTAAACAAACCTTTTTATAGTTTTAATAAAACCGCAGACTG
+CAATGTTTGCGGTTTTTTGTTTATATACTCTGGATTATCGTGGGGGAAATGCTTTTTTTCTACTGATTAT
+GATACGCAGTAGACTATCACCGATAACCAACAATACCGCGATACCAAAGAAACCATAGCTCCATAGTTGT
+TCTGGGCTTATGACTTCATTTAATAAAAATATTGCGACTAGCATCATCAATATGGGCTCGCCATAATTTA
+ACATACCAAAGATTGTAAATTTTAAACGTGTTGATGCGGAAACAAAAAACAGCATAGCAACAGTGCCCAA
+TAACCCTGAGCCTAATAACAATAGAATTCCCCAATCTAATGAAGGCAAAAAGGGCAGTTGCTGTTGGTGG
+GTAAAATACAGCAGCAATAAAGCCAACGGTGTGACAAAAATGTTCTCTGCAACAAAATTACTTGTTGTTG
+GTATTTTGCTTTTGCGGCGCAAGATAAAATACGGCGGATAAGCCAAACAAATAAGTAAAGTAACCCAAGA
+GAATGAGTGGCTTCTATATAACTCAACGCTCACTCCTATTAAGGCGGCGCCCACAGCGAGCCATAATAGG
+GGACTTAATTTTTCTTTAAAATAGAAGCGGCCGGTTAAACTAATGGTAATGGGTAATAAAAAGTAACCCA
+TCGCGATATTAATAGTTTCACCATTGACAGGGCCCCAAAAAAATATCCACCATTGTATTGCGATCAAGGG
+GGATGTTAAGCACAACAGCAACAACTCTTTTGGCTGTACAAATACGGCTTTAAGCGCGAACAGTTGTCGA
+GTCAAAACCAAAAATAGAAAACCAAAACCTAACTGTGATAACACACGAAAAGAAAACAGGGTATTACCAT
+CCACAGGCGCCAAAAACTGTATGTAATAAGGCAACAATGAGAATATAAGGATCGAACCAAACATCAGGAA
+GTAACCCTGTAGTTCTTGCTTATTGGCAGAGGTAGTAGGCATTTATTCTCGCTAAAATTTACGGGAGCTT
+GGTAAATCGTGAACAATGGGGGAGGAAGAGGCTGGTGTCAATGATAAAAGGGGGTAAATGAGCTTTAAAT
+ACAGTTAACGATGATTCAGATAATGATTGAGATAAATACTTATCACTGAACCACCGTTATCTTAATTAAT
+GTTAGATAGTATCTAACAAGATCCCAAGTGCTTTAGCAACACCTGCACCATAAGCTTGATCAGCTTTTAA
+ACAGTGTGAAATATGCCTTTTTTGGATATCAATACTCGCACCGCCAACGGATCTGGCGGTATTATCAAAT
+AAAGCCTGCTGTTGGCTGTTATCCATTAACCTGAATAAGTCACCCGGTTGTGAAAAATAATCTTCATCTT
+CTCGATGATTCCAATGGGCGGCAGCACCAGATAATTCCATAGGTGGTTCAGAAAAGTCTGGTTGTTCTTG
+CCATTCACCTTGAGTGTTTGGCTCATAACCTATAGTACTGCCATGGTTGCCATCAACTCGCATTGCTCCG
+TCTCGGTGATAGCTATGTACGGGACAACGTGGCGCATTAACCGGTATTTGTTGATGATTCACGCCCAAAC
+GATAACGTTGTGCATCACCATAAGAAAATAAGCGACCTTGCAACATTTTGTCAGGAGAAAAGCTTATGCC
+TGGTACTATACTCGCAGGGTTAAATGCGGACTGTTCTACTTCAGCGAAAAAATTCTCTGGATTTCGATTC
+AATTCCATTACGCCCACTTCTATAAGAGGATAATCTTTGTGTGGCCATACTTTCGTTAAATCAAAAGGGT
+TGTAAGGAGATTTTTCTGCTTGCTCTTCAGTCATAACTTGAATTTTTAAAGTCCAAGACGGGAAATCGCC
+CGATTCAAGCGAGTCATATAAATCAGCATGATGGCTTTCTCGGTTCTGACCAATAACGACTTCAGCTTCT
+TGGTCAGTTAAGTTTTGTATCCCTTGATTCGATTCAAAATGAAACTTAACCCATACGCGTTCATTGTCTG
+CGTTGATCATACTAAATGTATGGCTACCAAAGCCGTGCATATGTCGATAAGTTGCAGGTAGACCTCGATC
+ACTCATAACGATAGTGATTTGATGTAAAGCCTCTGGCAGCGAGGTCCAGAAATCCCAATTGTTTTGCGCG
+CTACGCATATTGGTACGAGGATCTCGTTTTACGGCATGGTTTAAATCGGGGAATTTTAACGGATCACGTA
+AAAAGAAAACTGGGGTGTTATTACCTACTAAGTCCCAATTACCTTCTTCAGTATAAAACTTTAACGCAAA
+CCCTCTGATATCACGCTCAGCATCGGCGGCACCTCGTTCACCTGCAACAGTGGTAAATCGAGCAAACATC
+TCGGTTTTTTTCCCTACTTCAGAGAAAATCTTTGCTCTTGTGTATTGTGTAATATCATGAGTAACAGTAA
+AAGTTCCGTATGCACCAGATCCTTTGGCATGCATACGTCTTTCTGGTATAACTTCACGATCAAAATGTGC
+TAGTTTCTCTAGAAACCAAACGTCTTGTAGTAATTGAGGTCCACGAGGACCGGCGGTCATAACATTTTGG
+TTGTTAGCTACGGGGCAGCCAGCATTGGTGGTAAGTTTCTTTTTCATCATATCTTCCTAATATCACGTGT
+TTAGAAACTTAATATTAGACCAAAAATAATAATCGATAAAATCGATTAAAATGATGATAATGATTGATTA
+AAGCTATTATAAAAATGTCGGATTGTAAAAAAGATTGCCTTCTTGAGATTAGTTGTCAATTGAGGAGCAA
+CTTAAACGTACATTGCACGCTGTTTTGCGTCTCTGCTTGTATCTGGGTCTTCGATGCATTCAACAGACTC
+AATGATTGCAAGATAATCAGTAGGTAATTTTGTTTCTTTTGCCCCAATAATAACGTGATTTAGGTACCAA
+GAATAAGGCTGTAACGAAGCGTCTATTTTGATTGCATAGTAGGTTAATGCCTCAAACACCTCACCGGAGT
+TACTTTGAACAAAGACAAATTTTTCATCGTATCCATCCCCTAAGCTTTCAGCTCTGTCTAAAGCGTCTTT
+TTCATTTTCGTCTATCTCAAACAGAGCCCCAATAACTATGTCTTCATGATTATTCGTTTCAAAAGAATCA
+CACTTGCCAGAATCATCATCACCACTCATATTAAAACGTAGTTGGTGCTTTTTAAGTGTCACTATTCCAA
+GTTTTTTGGAACTGGGTACCCGTTCTTTAAGCCTTAAAAGTGACATGTTTGAACCATATGCAAAGTATTT
+CACAAAACCTCCTGTGCAGTTAACGCCTCAATCAGAGGCTTAAAAGTGTTGGTTAAAATATGAAGTGAAG
+TGATCTTTCACCACTTTCGCAGCCAACGGTTACGTGTAGTTGAATATTTCTTGTTAGCTTAATTTATTCG
+CCGCATTGCCCTTGTTCATTCAACCAATAAACAGAATTACCAATAACAGCGATTGAACCAGAGATTATTG
+CACTTACAGGAAAAATAATCACTGATCCTAATATTTGCCCTAAGAGCTGAGCTTTACAATCATCCTTACT
+GGGGCATTCTAATTCACCAAACATTCCAGCATCTTCAATGGAAAGCACCACCTTTTTTTGAACTGCTTGG
+CATTTTTCATCAAACTTCTCAGTAAATGTTGGCATAACGGCACATGAGCAAAGAAATAGAGACAAAGAAG
+AAATTAATAAAACTTTAGATAAACGCATACTCTTCCATGATTATTAAGTTAACGCTAAAAATATGACGTT
+AAAATTGTTTGTTAAATGTGTAGTGAGACTGAGAAACTTTTCGCAGTCCCGCTTTAAATTCTTGTTATAT
+TAAATTTACGACTAACGCCATGCCTCCTCTATTTTGTCGCCACGTACTATCTGATAGATAGCTATATTAT
+TTTGGCTCAAAAGTTTTACAACATCTGGTATACATTGAATAGGTATTGCCACTTCATACCCAAACTCTAG
+GTGTAAAATTTTTTTTGAGTGATAATCACCGACAAATGAGGTAAGAATATCTAGGGCTCTTCCTTCCCAC
+TCTCCTAACTCAAAATAAACTTTATACATGTCTTCACTATAATCTCTTGGTGTGCCAATACTCATAGCTC
+GCCCTCAACTTCTGTTTCATCTTTATTCATCAAATACTTCCACTCGTATAACAAATTGTTATATAGACAT
+CTTAATAATCATCATCTGCTTAATACTAATTAATTTATTATATTTCAGTGGCTTAATATGTATGCATTAA
+CTTTATTTTGTAAGCCGAAGACATTACTCAAACTTATTAATAATACGAGAAAAAAGTAAATTAGAGAACA
+TCCATAATTTTGTATATGGCTGTGCATAGTACATTTTTATTCTCTTCATACAGGGCTTCAGCTTCTTCGA
+CTAATAACTGTTGTGATTCAAATTCCCCTTGAGAATCTAGATTATTCAACCAATTTCGAAGTAATCGTTC
+GTCTAACATCATCATAATTGAGGCTTGTTTAAATTGTTCATTATCGGCATGAGAAAATAAAGTTTTCTTT
+TTATTTTCGACTAATTGTTTTGCCTCACTGTTGTCCAGTGATGTAAATACCGTGTCCTGTAGAACGAGAC
+CAATTACGTTACTACTGATTGTTTTACCTCTTGTTTCTAGCTGTTTACCAAGTGTTAAGCAGGCATCTGC
+TTTCTCTGGTTCTTGTACTCCCTGTTTACACCATTGTAATACAGGTGAGTTATTCGGAGACTGAGCTGCA
+GCATTGCCTACTCCTGCTATCACGTTAGAATAAAAGTTATTTGAGATTGAGTCTTCCAATGCTTGTGCAT
+ATCGCAAAATACTCTCACCGTATCTTTCGTTAAATAATGTCGTTTTCTCCAACGAATTAATAGCACTTAT
+GACTCCCTCATCATCACTGTTAGCAGCGTAGAAGGATGCAATACTTAGCCAAATTGCCCCATTATTACTA
+TCGGAAGATATTAAATTATTAACGATATCAACAGTGCATCTTTTATCCGAAGCGTGCTTACATAAATTGA
+TTAAATTCAGAGAAACGAGAGGGTTACTTTGAAATTGGGTATGATAGTTAAGTAGCAAGTCTAATCTACT
+CATTCCCTTTGGTGGTGTTGAAAACAACGCATAATTTAACGGGGCTGCTTTAGAAAAATGGCCATCAAGA
+GACTGAAGATATTGTTCGCCCTCAAGCATGTGAGCTTCTTCATCAAAGGTAAAGTCAGCATCAAGAGATT
+GGAAATAGTGCTTAGCATCATCCAACCATGTTTTTTTATTGAAAGTAAAGTCTGGAAAGCACTCAAAAGT
+ATCCAAGTCAGCATCATTCTTAAAGACCGCACTAACGACTTGATCCGTTGTTACTATTAGTGTTTTCGGT
+AATGACTTATCACTTTGTTCAGTAGATTTTTTTGTTTCTTTTGTTATAAAGGCCTTATTTCCAGATAAGT
+AGCTATCTGAATTTAGATATATAATTACCAGACAAATAATAGAGGTCAAAGTGATAAGTATTTTTCTTCC
+AAACATTTCGTAAATCCATTTTATTGAAATGAGAGCATACCTAAGATAACAATAGGGTGTCCTCAAATAA
+CGATATAAATATATTAACCTTTTCAATCTGTTAAGGTCAACTAAGGGTGCAGAATAACAGATTAGTGTAA
+TGCCCACTTTTGTTTTGAAGAAGCCATGAGACGTGGTAACGTTAACCGGCATATTTGGTCAACTTTAAGA
+TACAAAAAGGTAACTTTTATTTGGGTATTACGGTTCATATTATGTCGGTGAAGAATATTCATTATTAGAA
+ATTTACATTATAAATTATATAATAAATACAGCATACTAAGCTTGTTATCGTTACGTACTTTATTTGAATT
+TTAGTATGATATCCTGACTTAATATAAGGGTGATGACCTAGATCGTTAGCGGTTAAGGTGTCTTTCAAAA
+GATGGGAGCGAAAAATCGAATTATCACTAATGCTTTTTATCGGTTTAACCGCAGTTGCCTTTATTGCTGG
+TTTTATCAGTTCCATTGCCGGGGCAGGTGGCGCCATTGTTTTACCTGTTTTATTATGGGCAGGTTTGCCT
+CCACTTAACGCCTTAGCAACCAATAAATTTCAAAGTGTCTTTGGTACATTATCTTCAACAATTAATTTCT
+TTCGCAAGGGATATATTGATTTGAAAGCCCTGAGGCCTGCACTGTGTTATGCCTTTGTTGGCTCTGTGAT
+AGGTACCTATTTAGTACAGCAAATATCAACTGACTATTTGTCAGTAATGATGCCGTATCTGCTTATTGTA
+TTAGCACTTTATATGATGTTCTCTCCAACCATTACTGATGAAGATTTACCACCGAAAATATCAGAGAAAG
+CTTTTGCCCCCTTTATCGGTGGTGGTATCGGACTTTATGGTGGTTTTTTTGGTCCAGGAATGGGGTCATT
+TTTCGCGGTTGCTTTTGCCTCTTTACGTGGTTTTAACATGCGAAAAGCAACTGCTTTTACTAAACCCTTA
+GTGTTAATTGTAAATACCACATCCATGATTATCTTTTTATGGGGCGGACATATTGTCTGGAGTTTAGCTA
+TTACGATGGCTGCTTCACAGGTAGTGGGTGCGCGACTGGGTTCGAATTTAGTGATTCATCGCGGCGTCGC
+TTTAATCAAACCCTTAATTGTGCTGATGACGCTGGCCATTGCCATTAAGTTGTTAGTTGAAAGAAGTAGC
+TGAGGCAATGCTTGGGGCAATAGTTGCGAGGGACTCAGCTTTATTAGTAATATTTATTAATGCTAGCGAG
+TTCTTATTTTTTTGAGTTTGATAAAAACATACTGACCGCATAGTCACAAATTTCATCAATTTTACTGTTA
+TCAGTATAGATACCATCAATAAATAGCTTCGCTATGCCGTGTACCGTGCCCCACAATACTTGTGATACCC
+GCAAGGCATTATCATCGACGTTAAATAGTCCTTTCTTTTGCCATTCTTGCGTCATTGCCACTTGAAATTG
+AAAACAAGGGTAGGCTGAGTCTCGAAGTTCCTGGGTGCTACTTTTGTCTTTCCAGATAGTACGTCCGAAC
+ATTAATTCATAAAGGTCAGGATTGTTATGAGCAAACTGAATGTAATCATGAATAAATCGATAAAAATGTT
+CTCTTATAGATAATTCTCCATCTTCATAACCACATTTGTTTATCTGATGTAATTGTTCAAAACCTTTTTC
+TGCCATGCCACAAAGCAGGGCATTTTTATCTTTAAAGTGATGATAGGGTGCAGTTCTGGAAACTCCCACG
+CGGGATGCAAGCTTACGTAACGATACTTCTTTTATGCCATTTTCTTGCAACATTTCTGTTGCAACAACCA
+GTAAAGTTTCGCGGAGATCACCGTGGTGATACGTTGATTTTTCATTAATATTATTCATAAGGCTAATTTA
+GCAATTATCCCTAAAACAAGCAATCTTGACACTGTCATATTTACGGTGTATCTTTTATTTATCTTAACTT
+GACAGTGTCAACTTTGGTTTAAGGGATTTATACACAAGATACCCGAAATAAATATTTTCGAGTGGCTTGG
+CTATATCTCCTCATTTGTTTAACTTAATCAGTGAAAGTCCTGAAATTTCACACTAGCTATATAAAGAGAG
+TAAGCGATGTCTGAGCAACAATTTTCAAAACTGTTTGAACCACTTGATCTTGGTTTCACCACACTAAAGA
+ACCGAGTTTTAATGGGATCAATGCACACGGGTTTAGAAGAGCACCCTGAAGGAACTAAGCGTATGGTTGC
+CTTTTATGGAGAACGCGCTAAAGGTGGGTGTGGTCTTATTGTAACCGGTGGTTATGGTCCAACTAAGCGC
+GGTGCTACTCACCACGACACTAAGATGATTGAAACAGCGGAAGATATTGCTAAACATAGAGTTATAACAG
+ATGAAGTTCATAAGTATGACAGTAAGATATGTATGCAGATATTACATACAGGTCGTTATGCTTTTAATAA
+AAAACCTATCGCGCCGTCAGCTATTCAAGCGCCAATTAACCCATTTAAACCTGAAGCAGCTACCGCTGAA
+ATGATAGAGGAAGAGCTAGTAGGATTTATTGATCTGGCTGTAAAAGCGCAAGAAGCTAATTACGATGGTG
+TTGAAGTAATGGGCTCAGAAGGTTACTTCATTAATCAATTTACCGCTCTAAGAACCAATCAACGTGATGA
+TGAGTGGGGTGGTGCTTTTGAAAACCGCATTAAGTTTGGTGTTGATGTGGTTCGTCGAATCCGCGAAGCA
+GTTGGCGAAAAATTTATCATAATATTCCGCTTATCTATGATGGATCTTGTTGAAGGCGGCAGTACTTTTG
+AAGAAGCGGTACAGTTTGGACAAGCCATTGAAAAAGCTGGTGCAACTATTATTAATACAGGTATCGGTTG
+GCATGAAGCGCGGATACCTACGATCCAAACTAAAGTGCCACGAGCAGCCTTTACTTGGGTAACGGCTAAA
+TATAAAGAACATTTTAACATCCCAGTAATCACTTCAAATCGAATTAATACCCCTGAAGTTGCCGAAGCTG
+TGTTGCAAAATGGTGATGCTGATATGATTTCAATGGCACGTCCTTTCCTAGCGGATGCTGAGTTTGTTAA
+CAAAGCAGCACAAGGTCGTAGCGATGAAATCAATACTTGTATCGGTTGTAACCAAGCCTGTTTAGATCAT
+GTGTTTTCGGGAGAAATGTCTAGTTGTTTAGTTAATCCTCGAGCTTGTTTTGAAACAGAAATTAATATAA
+TTCCAACAAAAACAGTGAAGAAAATAGCAGTCATTGGTGCAGGTCCAGCTGGTTTGTCTGCCTCTACCGC
+ACTTGCGGATGCAGGCCATGAGGTAACTCTTTTTGATGGTGCCAGTGAAGTAGGTGGTCAATTTAATATT
+GCCAAACAAGTGCCAGGTAAAGAAGAGTTTTCAGAAACTATTCGTTATTTTGCTCGCAAGCTTGAATTAA
+CAGGCGTCACAGTGAAGTTAAACACCAAAGTAACGGCAGCTGAATTAAACGATAGTGATTTTGATGAAGT
+CGTTATTGCGACAGGAATAAACCCACGTACACCGCCGATTGAAGGTATTGAGCATGCAAAAGTTCTAAAC
+TATATCGATGTGCTAAGACATAAAAAGAAGGTAGGCAAAAAAGTAGCTGTTATCGGCGCTGGTGGTATCG
+GTTTTGATGTTTCTGAGTACTTAGTGCATTCAGGTGAAGGGACCAGTCAGAATATTGAAGCTTATATGAA
+AGAATGGGGTGTTGATATGACTCTTCAAGCACGTGCAGGCATTGAGGGTGTTAAAGCTCAAGTATCAGCA
+CCGGCACGTGAAGTGTTTTTACTCCAACGTAAAGAATCTAAAGTAGGTGCTGGTTTAGGTAAAACGACTG
+GTTGGATCCATCGTACGGGTCTTAAAAACAAGCAAGTAAAAATGATTCCGTCTTGTCAGTATCACAAAAT
+TGATGATGCAGGTTTGCACTTGAGCATCGCCGGTGAAAAGCAGGTACTTAATGTTGATAATATCATTATT
+TGTGCGGGGCAAGATCCTGCCAGAGAATTAGTTGAGGGTTTAAATAAATCCTATCACTTAATTGGTGGTG
+CGGATGTAGCGGCAGAGCTTGATGCTAAGCGTGCTATTAAACAAGGACTGGAATTAGCAACTCAACTATA
+AGCGTTACAGAGGTATCTAAAATGGATCACTTGTTATCGTAGAATTTTTTGATAAGTGATCCTCGTTATA
+TCGAAGGTACTGGTGCTGAAACCCTAAAAACTAAGTTTATAGTTAAATTAGTAAACAAGTTTATTAATGT
+AAATTAACAAGAAGGTATAATCATGAATACTTATAAACATATTGAATTAGCAGTTTTAAATGGTTCAATG
+ACTGCACCATTGAATTTTGTTATTTTCACGGAAGAAAGCAGCAATGTAAATCCTACAACCCTAGATTCTG
+AACAGAGTGAGAAGCAGAGAGAAAGTGTGTAATTACTCATTTTAAATGAGAAATTACACACTTTGTGTTT
+CAGACTCTATTTAGAAAAGAAATGAATACAAATAACCAGCACCTACCGCCATTGATAATATTACCGTTAA
+AAAGGCAATTATCATTGGATTTTTGAATAACGATTTAAGCAATATAACTTCGGTTAAACTTGCTCCTGCA
+CTGCCAATAATTAATGCCATTACTGCACCAAGTCCCATGCCTTTTGCTGCTAATGCTGCACTTAAAGGTA
+TTACTGCTTCAGCTCTTATATAGAGTGGAATACCAATCACTGCTGCAATAGGCACTGCAAAGGGATTGCT
+CTCACTTGCTACGCTGGCAACAAATTCTGTTGGCATAAATCCGTAAATCATTGAACCTAATGCGATACCA
+CCTATTAAATAAGGCAATACTTTTTTAAAATCAGACCAGGTGCTGTGCCAAATCTTAGTCCATTTACTTA
+CCGTCTCGATATTATTACCACAGCTAGTTGCACAGCTTTTACTTTCAGGAGTAATGTAGGCTTCAGGTTT
+AATGTATCTTTCGAAACCAAATTTCTCTAACAAATAACCCGCAGCAATTGAAACACCCATTGCTATGGTA
+AAATAGAATGCCGTAACTTTTAAGCCAAAGGTAACGGCAAATAAACCAATGATAATTGGGTTAAGTAATG
+GGCTAGCAAATAAGAACACCATCATAGTGCCAAAGCCGGCTTTTGCTCTAAGTAATCCTTTTAAAAAAGG
+AATTGTTGAGCAGGAGCAAAAAGGCGTAATGGCACCAAGAAACCCGGCGACGATATAACCTTTGCCATTC
+TTACTACTTAAAATACTCTGAATTTTACTCGGCGGAATATATTCCTGAAGAACACCGACAATATAACTGA
+TCAGTAAAAACAGTACGGTTAGCTCTACGGCTAAAAAAGCAAACATGTTTAAGGTATCAAATACCATTTG
+TTGTGTAATTGTCATAATAAATGTTCTCGTAAGTTAATCAATTCGTTATTTCTAGATTCTTCGAATTATA
+AAGAAATAACTACCCGAGTCAATATATTTCTAGTAATATCGAATTATATAAGTGAAACACCAATTTAGTG
+AGAATGTTATGGATATAGATGTAATTGCCAAAGCCTTAAAAGAATTAGGCCATCCAACTCGATTAGCAAT
+ATTTAAACGCTTAGTAAAATCAGGTGAGCAAGGTATTGCTGTGGGTGAAGTGCAAGAAGAGTTACAGATA
+CCTGGTTCAACATTATCACATCACATCTCTAGTTTGGCTTCTGCAGGGTTGATTACACAGCGTCGTGAAG
+GACGGGTTCTTTATTGCGTCGTTGAATATGACAAATTGCTTTCTGTGATTGCATTTCTACAAGACGAATG
+TTGTATTGATGAGCAGTAACCCTCAAACGGTTGTCGATAGTATTGAACAGCTATCTGACTACTGTATCCC
+TTCCAGTTTTTTTCGTCGATTCATTGGTATACCAACAGCGATAAAAATCAGTGATTGTGGTGTAGTTATT
+GACGTTGAAGATAGTTTGACCACTATCAAGTGGGAAGAGCTTATCGTTCCTCCAACTTTTCATCTCAGCT
+TTTTTGGTCAAATAATTTCATTTAAAACAGAAAGCAAAAGCTATGTTTTCACCATGCTTGCCTATAAATC
+AAAGCGTAAGCACAAAAATAATTGTGAGCAACGTTGGGCAGCAGCCAATATTCATCGTGTTGAAACGTTA
+TTAACCGCCATAGAAAGATTTAAGACTAATCGATATATGCGTCGTTCAATAATTGAACGTATTCAATTAG
+CATCGAGGCAAGAATTAGTCCGTTGGTTGCCGTGGCTTAATTCAAACAGCTCAAGTAAATCAACGAGTTC
+ACTGACCAATGTTATTGAAATAACACAACGATTATCGTATTACCAACATTGGCAGCAGCAGGGAATAGCT
+GATTGTCGAGAAAGCTACATCAGTAAGCAACTTCAAACTCATGAAGCCTTTTTTGATAATGTCGAGTCTA
+ATCCATTAACACTGTGTCAGCGCAGAGCCTGTATTATCGATAATGACAATAATTTATTATTAGCTGGCGC
+GGGAACCGGAAAAACCAGTGTGATGATTGGTCGGACAGGTTATTTACTCAATAGCCTGCAAGCGAAGAGC
+GATGAAATATTATTGTTAGCCTATGGCCGAAAAGCAGCTAATGAAATGGATGAAAGAATTAGAGATAAGT
+TATCGACTGATAAAATCAGCGCGACTACTTTTCATCGTTTAGGCCTGAGTATTATCGCTCAGGTTGAAGG
+GGGAAAACCCAGTTTATCAGTATTAGCAGATGATGAAAAAGCAAAATCTAAATGGATTCAAAGTTATTTT
+GAAAGACTCATTAAAGAAGATAGGCAGTATCGCAAGCTCATCCTCGAGTATTTTGGCAAGTACTATTATG
+TTGAACGCAGTGCTTTTGACTTTAAAAGCAAAGGCGAGTACTACCAGTACTTAACGGACAATGATATTCG
+CAGTTTTAAAGGTGAGCAAGTCAAAAGCTTCGGGGAGCTTTATATTGCCAATAGCTTATTCTCTTATGGC
+ATAGAATATCAGTATGAAGCTAAATACGCTTACGATGTAAAATCAATCGAACGAAAACAATATCAGCCAG
+ACTTCTTTCTGCCTGAATTCAATGTCTATATTGAATATTATGGGATTGATGAGAACGAAGATACAGCGCC
+ATACATAGATAAAGATGAATACCATGAGGGTATTCAATGGAAACGTGATACTCATAATAAATTTAATACT
+GTGTGTCTTGAATTTACCTATGCGCAACATAAAACAGGTCAATTACTAAGTGCCTTAAAGGCATCATTGA
+TTGAACTAAAAAATCGTTCTGACTTATCACCCGCTGATTCCTTTCCTAGCGAAAAAACACCTAGCGAATT
+AATGTCTAGTGAACATATATCTGCTGAACTAAGACCAATTGAACTGATACCTAGCGACGTAATACTAGCC
+ACACTCAATGAGAGTGGCAGAATAACCGAGCTTGCTAAAACATTTACGCAATTAGTTGGGCTTTATAAAG
+CTGCTTGTCTAGATACAACTTTAGACTGCACCTTAGCGAGTAGTTTACAAAACAGTATTATCGCTAACTC
+GGTAGAGCCTAAACAAACAGAAAAAGCCTTAGCATTGCTCAAGCCTATTTTAAGCGCTTATGAACAACAC
+TTAGCACAGCACCATGAAATTGATTTTGAAGATATGATTAATAAAGCGTTAACCTATGTTCAAGCAGGTC
+AATTTAAGTCTCCCTGGCGTTATATCATGGTTGATGAATTTCAAGATATATCCGAGCCACGAGCACGTTT
+GGTAAAAGCGTTACGTGACAACAATAAAGAATGTTCTGTTTTTGCAGTAGGCGATGATTGGCAGGCTATA
+TACCGATTTAGTGGTGCTGATGTCACTTTAACGACTCAATTCTCTAATTACTTTGGATCAACAACTCAAT
+CAGAATTAGATCAAACTTTTCGATTTAACAACCAAATTGGCAAAGTTGCAACCGATTTTATTAGCAAAAA
+CCCAGCACAAATCACCAAAAAAATCACCTCGTTGAAACAAGTTAATGCACCTGCGGTGTCGTTGCTCAAA
+CGAGATAACAGTCAATTTCGCTCTCGAAAAACAGGACTGATCGATGAAATGGCTAATGGTGCAATCGACG
+ATGTTTTAGCGGCTATTTCAGCTAAAGTATGTAAGCCTGTTACCGTTTATTTATTAGCACGTTTTTGGTT
+TTTTTTACCAAGTAACATAGATCTTAACAGGTTAAATAATCAATATCCCTTACTGACCATTGATGCTCAA
+TCTTTCCATACTTCAAAAGGAAAAGAGGCCGATTATGTCATTATTGTTGGTCTGAAAAAGGGCGCTCATG
+GTTTTCCTTCTGAGAAAGTAACGCCTGCACTTAATGAAGCATTACTGGCGAAAAAAGAAAAATTTCCCTA
+TGCAGAAGAGCGAAGATTACTTTATGTAGCGCTCACCAGAGCGAAAGACAGGGTTTATATTATTGCAGAT
+ATGACCGAATCAAACCCCTTTGTTAAAGAACTTGTGAACGATCATCAAATTGAACTGAATGAATTTGAAT
+GTACAGCAACTCAATCATTGGTAGACGACTTACATTGTCTGGCTTGTAAAACAGGGCTATTAAAAAAACG
+TACCGGCCGTTTTGGTACCTTCTATGCCTGTTCTAATTCTCCTCGCTGTGAACATAAAGAAAAGCCTTGT
+GCTAAATGTGAAAGTCCAATGACACGCAAACGTTACCCAGGTTTTAAAACCTGCTTGAATGACTTATGCA
+AAAGCTTGATACCAACGTGCAGTTTATGTGATGCGGAAATGGTGTTACGTACGAGCAAAAAAGGCGAGTT
+TTGGGGCTGTCGAAATTATAAAGGAAACGATCCAATGAGTTGTAAGAATGGCGTAGATAATGCCAACGTT
+AACTGGCCTGAATTAGTTGTAGATTAGGGGCTGTTGATCTTTCACTGTTAAATTTTGTTCGCCTTTTTTA
+AAGAGAGTAAAGCGTTTTAATCGCGGCGAGTAGTGTGTAGCCTAGTCACTCTAAGCAAATACTACTCAAC
+AAAGAGTAAAACGCTTTTAGTCGAATCCTTCGGACAGCGTTTGTTGGTCATTTTTACGGCGTTATCGCCT
+TTTTATATGGAACAACCACATGACAAAGGCTCTGCCTTGTATAAATACCCAACAAATCACTGCAAAAATA
+ATCTCGAAAGATCAACAGACCCTAATCATAATCTACATTTAAGGATTTACCGGTAAGCCTTTTAATGTCG
+CTAATATGGAAATAACTTAGCAGATTTGGTATTTAGTTTTCTCTTGCTCTATAAAGCTCAGCTATAACAG
+CGTAGGATCAAACTACTTTAGATAAAAACTTAGGTTTGCATTTTTACCAATGGGTATTAAGTGCACTAAC
+ATAAAAAATTATGCAACTAACAGCAAAAGCATCACTCACTAACGCTTTACTTATTTCTATTTGTACACCT
+GACTTTAAAGGTGATGAAGCAACAGAATCACTGGCAGAGCTCGCGCGTTTAGTGACTACACTCGGTTTTA
+AAGTAGTCGGCACTCAGTCGCAAAAGCAGAGTTCGACTAAAAAAGTTAATGTACTAGGTTTAGGGAAACT
+GGCAGAAATAGCGCATCTCACGGGTAATCAAGGTGAGGTTGAAGACATGGAAGAAGTTGAAGACCTCTCT
+GTTGGCGAACAAACTGATGACGTTGAATTTATGGTTAATTCTTCAGATATCCCATCAGACAACCTTCCAT
+TTGCTTGTGCTGATGTGGTGGTATTTGATTGTGATTTAAGCCCATCTCAGCTGCGTAATGTCGAGAATCA
+ATTAGGCGTAGAGGTTTTTGACCGTACTGGCATTATTATTGAAATATTTAGTCGTCATGCCCGTACTAAA
+ACCGCGAAATTACAGGTTGAAATTGCCCGACTTAATTATGTAGCACCACGACTTCGTGAGACCTCATGTG
+GTGATAAAGAACGTCAAATGGGTAAAGGTGCTGGCGAAACTACGCTAGAACTGAACCGTCGTGCCGTGCG
+TGACCAATTAGCCGAACTTAAGCGAGAATTGGTGAGTGTTCAACATGAAATGAAAGGCCGACGTACCCAA
+CGTTCTGAGCTTTTTTGTGTTGCTTTGGTTGGTTATACCAACGCGGGCAAGTCATCAATGATGCGAGCTA
+TTACCGGCAGTGATGTTGAAGGTGAAAATAAACTTTTTGCGACGCTTGATACTACGGTTCGTGCTTTATT
+TCCTATCACTCAACCAAGAATATTAGTGTCGGACACTGTTGGTTTTATTAAAAAGCTACCACACGATCTA
+GTCGCCTCATTTCATTCAACCTTAGCAGAAGCGCAGGATGCATCATTACTGTTATATGTAGTCGATGCCT
+CTGATCCTTCGTTTCGTGCGCAACTCGATGTCGTACACGAAGTGCTGGACGAAGTTGGTGTTGAAGACAG
+TAAAAAGTTACTGGTACTAAACAAATCAGATCAACTTAGCATTGAGCAACAACAAGCATTGATGGAAGAG
+TTTCCTAATGCCATGATGACATCTGCGCGTAATCCGGCTGATGTGAGTAAATTGCATAAATATATCGTTG
+GTATTGCGCAGGAAGAGATGATTGAAGAAGAAATTATTGTTCCTTATACCGCTAACGGTATCATAGGTGA
+AATTCGATCGAGAATGAGTGTTACTAAAGAAGAGTATGAAAATAGTCATATTAAACTAACGGTGCGCTCA
+AACGCGATTGATTTAGCAAGGTTGAAAAAACGGATGTTGAGCTTATAGATTAACTCTGTTAAGCCTGTAA
+TTTGGGCGAAAATTGGCAACCAAGGTTTATGAGTATAATTATAGTTTCAGATGTTTTTGGTATCACACCC
+GCTTTATTAACACTAAAGGATAAACTCGGGGCAAATACGATTATTGATCCATACGAAGGAAAAAGTATGG
+ATTTTATCAATGAAGCTGAGGCATATTCATGTTTCATCACTACCGTTGGGCTTGATAGATACGTTTCAAA
+AGTAGTAGGAAGGGTAGAGTCTCTCGATAGTCAAACAACGCTTATTGGTTTCAGTGTAGGAGCTTCAGCA
+ATTTGGAGACTCTCTACCAATAAGGTGAATCATATAATTAAACAAGCGTTTTGCTTTTATGGTTCACAAA
+TACGCAATTACACTAATATAGAGCCTTGTTGTAAAATAAATTTAGTCTTTCCTAAAAATGAATCACATTT
+TGATGTTTCTAAGCTTAAAGAAGTGCTAACAACAAAACATAATGTAATAACAACACAAGTTGAATACTTA
+CATGGTTTTATGAATTATTATTCTAGCAATTTTAATCAAGTTGGCTATGAGCAACACGTCGCATTATTGT
+GTTCAAATACCAGTTAACACGTAAATAAAAAAGGACACGTAACCGTTGGCTGCGTTCCAGTTCGTTTTAC
+ATTTTAGCCAACAATTACTTAGCCTGTTATTTGGGCGTTTTCAAGGAGCTTGTATGATTTATTCAACGAC
+TGAGTCAATCCCAGGAAAAGAAATAGAAGAAATTGTCGGTGTCGTCACTGGTAATGTAGTTCAAGCGAAG
+CATATTGGACGGGACATAATGGCAGGCCTAAAAAGTATTGTCGGCGGTGAAATACGGGGTTATACAGAGA
+TGCTAACTGATGCGAGAGACATCGCCATTCAACGTCTAGTTGCGAATGCAGAAGAAAAGGGAGCGGATGC
+AGTTGTAGGTATTCGTTTTACAACAAGTGCAATAATGGATGGCTCATCTGAAATTATGGTTTTTGGAACA
+GCGGTTAAATTAAAAAAATAACCAGTAAATAAAGAAGAAAAGAAGACACGAAATGTTGAATCTTTAATTT
+ATAGTTAAAGTTGAGAAAGAGCTTTAATGTGCGCTAAACGGAAGCTAGAAGTTGCAATATAAATCTTCTG
+CTTAGCGCTGTTAAATTTTAAAACAAAATGTTGTTTTTCTATAAATTTGTTATGGCAAAGCTCAACATTA
+TTATTTAAAAATTATTTTTCTTAATCGGTATTCACCGGTTAACTCTCTAACTTCAGGGTATTTTGCTGAG
+GTTTCCTGAGAGATCTTTTGATTTTCTTCTCCCCATATTTTCATGAACTTATCATACTTAGCTTTATTAG
+GATCTAGATCTTTAGAGCTTTCAAAGGTGACTGTTAAAACCAAATTAAAATCTCCACTTTGTGGTAATTC
+ACTCGCCCATATATTCCAGTCTTTTATGTGTCCTAAATCCTTCTGAATTTTTACTGCTTTTATCCAGCTC
+TTTGTTAATCCAGCCAAATAAACATCTTCCATGTTGGGATCTACTTTAACTGTAGTGACAGAAAGGACTT
+CTTTACTTAAGTCATAATCTTTAAACATTTCTAATCGGTCCTGAGCAACAACATTTAGACTGACTAATAG
+CATTAATAAAATAATGTTAACTATTTTCATTGTGATTTCTCCGAAGGTTAGTTTCTTTAATACACAACTT
+AAATCGCATTAAACCCATGGAGTATAGGTCATTAAATATGCTTTTTCCGTTCAATAAAAGCACATGCGTA
+TTCACGCTGACTCTTTTAACTGCTGTATTGTTCAATTAATTACATGCAGTATCGATCTATAAAAATAGAG
+TAATGAGTAAATCTATATCACTAGATGGAACGTATTGGTACTCAGTAATATGTATGGCACGCATATTAAT
+TATGAAATTAAGTCATTGGAGCGGGATTCATTGCTCAGCTATTATGCTTACAATGAATTAGCACACAACA
+CTTAACATACTCAGTTAAAAGGATATTAAGAATGAACGTTAAAAAATCAATTGTCGCATTATCAGTAATT
+AGCCTGCTTTCAGCTTGTGCACAAAACCAACCTGTAGAAATGAATGTAGATGAAAATATTAACAGCAATA
+AAATAAAAATTACTGAAGCCAATTATGCTAAAGCTGAAACGGCTAGAAACTACAATAATTGGCTGAAATT
+TGGTGCTAATAATCATATTGCACACATGAAACAGTTACCGCCACGAGGCAAAGCTGCACCAACGGTACAA
+ATGAATGACGATACTCTGTATTCAGTAGTTATCACTGAGGCAGTTGATGGCAAAGTAAAATTCTCTATTC
+CAAAAAGTGATGTGTATATGGCCGTGCAAGTAGTTACCGAAGGTGGTCATGGCCAATACTATGTCGTGGG
+TGAAGGTGATTATAATGTGTCGATTGAAACGAAGTACGCTTTCTTAATCTATCGAACCGGCACTGAAAAA
+GGTTTAGATGCAGCACGTAGTGCACAGCAGTTGATCAAAGATGATTCCTTCAAATTTGGTACCTATCAGT
+TGCCTAATTACGACTTTGAAGAAGTTGAAGAGTGGACTGCACGTTTAACTAAAGAAACCAGTGGTTCAGC
+TTTTGAATATACCTTTCCACGTACTTCAAAAAATATCACAGACCTTCATCAGTGGAATTTAGAGAATGCG
+AATGGTTGGGGAGGCTCATCACCCGAAGTGAATGTAGCTAACAAATATACTAACTCGGTAATATTAAGTA
+GTGGGGAATGTCTATCTACCACTTTTGAAAACCCAGAATCCAAGTATTTTACCTCAATTACCGCTTATGA
+CAGCAGTCGTTACTTAATTGAAGGTGTAAAACATGTTAGTTCTCATACGTGGGAAGAAAACAAAGATGGT
+ACGGTAACTGTTTCATTTAACTGTGGCGACAATGCGGTAAATAATATCGACACCAAAGGCACAGACTTCA
+CCTTTACTATGCGTTACTACGGACTTAGCCAGAAAGTGATGGATGGTAAAATATCACCCGAGAAGACAGT
+GAAATAGCTCCGTCATTATTTGATAAATTAAATCGAGTCTGCTTTTGATAAAGAAGCAGACTTTTTTATT
+CGTTCTTAGTCAGTAAGCTTGCTGGTAACAGTGCTCTTTAGTTCTTAATTACTGGCTATATCCACTGAAC
+TACAACCTGAGAGTTAGGCTACATAAATATCAAAAAAGAAATAAAGTGTGGTAGCAACACTCGCCACAAT
+AACAAATCGTCTAACCTGTTTTTGAGGGAGTTGGCGAGATACATTCGCCGCAACATAGCCTCCCGCTAAG
+GTACCACATAATACAATAGAGCCTTCATACCAGGCAATGACATCATTATAAATAAACAGTACGATGGCAA
+TCAGTGACACTGTCGATGAGATTAATAACTTTAAACCATTCATGGTATTGATATTAGTATGACCAGCTAA
+TGCTAAATAGCTGAGCGTAATAATGCCTAGTCCAGCGTTGAAGAAACCACCATATGCCGACACACCTAAG
+AGTATAATTAACAGTAAGATCCCACCTATGGATGAGGCATAACGGTGATTGGATGCCATTTTTTTTAATC
+GAGCATTAATTTGTCCACCAAAGACAAACAGTAGGGTAGCAAATAATAGTAACCAAGGAATGGCTTCACG
+AAATACTGCTTCAGGCGTTTTCAGTAACAGCCATGCACCAGTAATACCGCCAATTAAGCTGATTATTATG
+ATTTGGGACAGTTCATCTTTATGAGTAGAAATTTCTTTTCGAAAAGCATAAGTACCACTCATATAACCTG
+CGCACGACGCAAAAGTATTGGTCGCACTTGCTAGTATAGGGGGAATGCCGACAAACATAAGTGCGGGGAA
+TGTAATGAAACTTCCGCCGCCTGCAATTGAGTTAATAACGCCGCCCAAAATACCTGCGAAGAAGAGAAAA
+ACCAGTTCAAACAACATCTTTAGTAACAAACCTTTGAGTATATCTATTGGCTAAACGATAACACATTTGC
+ATGGAGTCCAATAGCCACATGTAGACGCTATAACGCTGTAAAATCTAGAGAGCGTTATTCGTTAATGAAA
+CATAATCGTTAGATTAAACTATATATAAAAAATAGTGATTTCACTGTTTATAATGCGCTGATTTTGTGTG
+ATATTAGCGATAATCGAATGGTTTTATGGGGCAGGTATTACTGATACATGACCATAATAAGTTGTTGTAC
+ATTCAGGAGAGCAGTGCAATGTCTAAAATTATTTTACAAGGTCACATCGTTGTTCCTGATGTTGATTTAG
+CTAAAGTGCAAGAAGCGCTTATCACGCATCAAATGTTGACAAGGCAAGAGTCTGGTTGCTTAATTTTTGA
+CGTAACTAAAGATAGTATCAATAGTAATAAGTTTAATGTTTACGAAGAGTTTACTGACCAGCAAGCATTT
+GATAGCCATCAATTGAGAGTGAAAAATTCGAACTGGGGTAAAGTTACCATAAATCTGCAAAGACATTATC
+AAATTAGTCACTGTGTCTAAACGCGTTATCAGTCTCTTATTTGGCCGTTATGAACCTTTCAAGGGTTGGA
+GTTGAACAATGGATTTAGCATACTGGATAGATTTTATTGTTGTCTTTGCACTGGGCGTTATGCTTGTTCA
+AATATCTCACGGTAAATTTTTAGATACCGCAAAATTTAATCTCAATTTGAGTCCTAGTTTCTTGAAGATA
+ATTCGATACATGGGGTTATTTATTATTGTTTACAGCGTCTATGGTGTAATCATTGATTATGCTGTTACTC
+ATTAAACAGTGTGTTAGGCCTATAACAAACTAACTTATCAAAACAATAAGCCGTTTGACTTTATACTCTT
+CGCTTATTGTTGTTAAAATTTCCAGCCCATTTTTAGGGCATTATGTTTTCCTTTAACCTTTGCAGATTGA
+ATAAACACGATGATAACTCTTAGAGAATTCAAAGAAGAAAATACAGCACAACTTACACATATTTTGAATG
+AACCAGAAGTCGTTAAATACTTATCATCTAAAATACCAAAACCCGATACTCTACAAGATGCACAATGGTG
+GATTTCGACTGGAAGTAAATTTGGAATTGTTAAAGCAATAGAGTGTAATGGTTCTTTGATTGGGTGTATT
+GGAGCAGATAGAGGCGAGTTTGAATATCAGCGCTCTGCTGAAATAGGCTATTGGATTGCAAAAGATTACT
+GGAGACAGGGTGTCGCTACTCAAGCTATTAGCGAATTAATACCATTGATATTTACAACTACCGACATTGT
+TAGACTTTTTGCATCCGTCTTTTCAGAAAACACGGCTTCCATGCGCGTTTTAGATAAATGTGGTTTAAAA
+TTAGAGGCTATACACAAGAAAGCAATATATAAAGACGGTAAATTCTATGATAATCATATATTTAGTATAT
+TGAAAACATAATGATAAATTAAAAAAATGACTTGCCGTTTGTTCGGTTTCGAGAAAAAAGATATTCAATT
+ATTACGTAGCTCAGTAACTGGGCGCTATATATTAAGTAGGGTTTAATGAATAAAATCAATATTAGTGAAA
+AGTTTGGCCTGTTCAACGAAGTATGGACTCCAAAGGTTATCGCTGAATCAAATGGTCAATTAGTTAAAAT
+AGCCAAAGGTAGTGGCGAACTTGTCTGGCATAAACATGATAATGAAGATGAACTTTTTATTGTGTTTAGA
+GGGCAACTTACTTTGCAATTGAGAAGTGAGAATATTGTACTTAACGCCGGTGAAATGTATGTCGTTCCTA
+AAGGTGTTGAACATTGCCCTAAAGCACAGCCAGATACACATTTTATGATGGTTGAACCTTCATCTACTGC
+TCATACGGGCGAACATCATAGTGAAGTAACCGTATCGTCAGAAAAGCAAGAATGGATTTAGCCTATAACA
+GGGTAACTTTTAGTGCTAATTACTATCATTCGGTTCGCGATATTTAGGATAAATAAATGCAAATATTAAT
+AGGTGTGGTTCTAGTCGCAGTTAGCGTACTGCTATTTTATATAGATATACCATTGTTAGGCGCGATCTCA
+CTTTTTATTGGATTCGGTGTATTACGGGGTTATAAAAAGGGTAAAAGGTTTTATTTAATCGGTGGACGTT
+CAAGTGACAGTGACTGCTGTGGTTAAAACATAATAAGTAAATACACTTTTTCATCTGAACAAGGTAAACA
+AATTATTCAATGTTTGGATCATCAAGCGCATTGCGAATACGGAAGTGATAAAAGATAGTGCAAAAGCCTA
+ACAAGGGGTTATGTTAATTGTTTAAACAAGGACGTATCCAATAGAACTTGCTCGAACAGGGATCAGAGGC
+TGCGCAATCTTATCGTTTGATATCTCAGACTTGGGTAAAACTGAAAATGTAGAAATTATTAATTCAATAC
+CTAATACCATTTACATTAATTTAGTGATCAAAATTCAATGAGGATAAATCTTCAAGTTCAAGGCGCGTGA
+TTGAGCAATTGCTGGTTATTGGAATTGAGCGTAACGCAGAAAGTGTAGATATAGACCATTTGAATATGGG
+AAATTAATTAGTGTAATTGGTATAATAAGAGTATTGGTAAATATTCGCGTAGAATGCTGAAAAAATGGAA
+ATGGCTTCCTGTTTCTTCAGAGGTGAATTTTACTGTGGAAAAAAGAACGCTAAGACTTGATTTTTGTATG
+GGGGGAGAGTCAACTGAACAATCCCAAAAAGACTGTATACAACAAACAAAATTAGCCTGTAGCTAATTCA
+TACAACAAGGCGATTAAACGGTTTGTTAAAGGCAAATATGAATATTACTGATGTAGAAAGAGATGCGTTA
+TATAAGGTGATTCACTCACGTAGAGATGTGCGAAAGGACTTTATCCCAAAAACTATTCCTGATGAAGTAT
+TAGAACGTATCCTTAAGGCCGGACATCATGCGCCGAGTGTTGGTTTTATGCAGCCTTGGGACTTTATATT
+GGTTACTGAACAACAAACAAAAAATGCACTAAAAAAAGGTTATGAATCAGCCAGCGTTGAATCAGCTCAG
+AAATTTTCAGATGAAAAAAGAGCAGAATATCAAAGTTTCAAATTGGAAGGTATCTTAGAAGCACCATTAG
+GAATATGTGTTACCTGTGATCGAGAACGAAATGGACCTGTTGTCATAGGACGAACAATAAAACCTGAAAT
+GGATCTCTATAGCACAGTGTGTGCAATTCAAAATATTTGGCTAGCGGCAAGGGCTGAAAATATAGGTTTG
+GGCTGGGTGAGTATCATACATGATGATGTATTGAGAGAAACATTAGATATACCAGCCAACATCGAGATAA
+TTGCCTATTTATGTTTAGGGTATGTTTCAAACTTTAAAGATAAACCAGAATTAGAAACGTTTGGTTGGTT
+ACCCAGAGAAAACATTAGCCAACTTATCCATAAAGAAAAATGGTCTAAAAAGGCATAATGCTCCTAAAGG
+TTACTTAACTAACGACAACATCTCTTGTCTTGCTGCGGGATTTTCTCTCATTTCCCCTAACATTACTGAT
+GTTGTCATTGATGAGTTTTGTTTTTCTACACCACGCATCATCATGCATAAATGTTGTGCTTCAATAATCA
+CACCTACACCAATAGAACCGGTTATCTCTTGTATAGATAATGCGATTTCTCTGGCTAGGTTTTCTTGAAT
+TTGTAATCTCCTTGCATACATATCAACAATTCGGGCAAATTTTGATAGTCCTAAAACTTTACCACTAGGA
+AAATAAGCGATATGACATTTACCAATAAATGGCAGCATATGGTGTTCGCACATCGAGTATAATTCGATAT
+TTTTTACCACAACCATTTCATCTGCTTCAGACTCAAATAATGCTCCATTTACTACATCATTAATGTTTTG
+TTGATAACCTTGAGTTAAAAACTCCATCGCTTTTGCTGCGCGTTTAGGGGTATCAATTAGGCCTTCTCTG
+TTAATGTCTTCACCAATGGTTGCAATGATTTCTCGATAATTATTTTCTATGCTCACTTAGTTATTCCTAG
+TACTAATTAATGGTTATATACCCGTTACCAATCAAAGTGCCGAACTTGAGTGATAATTGAAATCGCTCAA
+GCACTCTGTAACATGCATCCTTATCGGTAATGGGTATCTGCCGCTTGGTAAGTTCTTTATAATAAACCAT
+TTGTTTTTAATATTGAGTCGTAAATACCATTGGTTTTTATTTTTGCTAACCCTTTATTAAAATCAGCAAT
+AATTCTGTTATTTTTAGGGTTACTTAATCCACTGGTAATATGTAATGTATTGCTCGATAGTGGGGACGAT
+GAAAATGAAACTTTATCTTTTAGTTCAGGCGCTTCATGTTTTATAAAAGCACGCGCTACTATTTCATCCT
+CTAACGTTAGATCTATACGGTTATGCACCAACTTTTTCAGATTATTAATAAATTTTGTTGTTTCAGGTTT
+CTTGAAATTCATCGCTTTCTTAAAATTATCACTGTAACCGTAGTCACGAATTACTCCGACGTTTTTTTTA
+TTTAAACTTTCTAAGCCATCGTACTCAAATGAATCGTCTACACGTTTGATAAATTTTATATTGTTAACGA
+GGTAATCATCGCTGTAATTTAAGAATGTAGTTCTCTTCTTCGTCCACCAAGTACCAACAAGAATATCAAC
+TTTGCCTTCTTTGACCGCTTTGATAGATCTTGTCCATGGCACGAATGTCATTTCTACTTCATGCCCTTGC
+TCTTTAAATGCAGCCCGTACTATTTGTAATGCAATGCCTTGGCCTGGTAAGTCAGGGGAAAGGAACGGTG
+GCCAAGAATCACCTGTGGCGGTTATTTTTTCAGCATATGCCATACCTGAAAAAGCAAGTGAAAGGGTAAA
+AACTGTAGATAGTAGACGTTTCATATTTAAAATCCTTTGTAGTTATAATTTATATTGTTTTAAAAAGTGA
+GTGTCAGTATTCATCGGCGCCAATAGGTCTCATCAGAAACCTTGTATTTGGGCTAACGATTCCATTTTCG
+TTTATTGACAATAAAACCACCGCCAACCGAATAGTAAATTTGGCTAAGTAATAATTCTTCACCGTTATAA
+GCTCTAAGCTCCATCGCATTAGCATGGTCAGGTAACGTTTGTGGACCATGAAAGGTAACGGCATTTTGAC
+GTGGAAAACTACTGTCGTGCACGCCGAGTAATGATAAACGCTGAGTGGTTTCAACCTGTAGTAGGAATGC
+ATCAATAATATCCGGATCAATGGTTTCCGGTTCGAACCCGGCTAATCCTAAGAGCACAGCTTTACAGCTA
+CCCTGACTGATATCAGTTTGTGCCAGAGAACCAAATAATTCAGTTTTTACATGACTGACACGGTCTAACA
+CCTTTTTTTGTTGAAGCAATTTGCTAAAACGAAAAGCAGCGCGCATTGGGCCAACAGTGTGAGAGCTGGA
+AGGATCAATTCCTATACTAACCATGTCAAAAGCACTTATCATAAAATTCTCTTGTCGCCTTGATTGAAGT
+CGGAACTGTGAATAGGAACCGTAAGTTTTAATGACGCGGCACTTGGTTTAATTGAGTGCCGCGCTAATAT
+TAAAGTGATGATTTATAGTTCAAAAAGATTGATTCTACGCATCATCATTTTGATTAAAACTTAACATCGA
+AGTTGTAACGCATTCCAACGGTTAGCTGGTCGCTATCGCTAACGGCTAGGTTAACGTCGTCATTGTCATA
+TTCGTTATGCTGGTATTCAATAAATAAGCGGAAATCTTTGCTGCCTTGCCATTCAAGCGTTGTATTAAAG
+CGTGCAACATCTTTTGAATTGACTTCAGCTTGCTCATCATCAAATTGTGATGCGCCAAACAATAACTTAT
+ATTCGCTATTGATTGCATAGGTCGCTACGACATCTATTGTCGTAATATCGCCATCCACTACATCGCGTGA
+AAAACCACCATAAGCGGCGGCAAAATACCAATCGCCAATACTTTTAGACGCTGTTACAGCAATGCTATTT
+TCATCGGCACCTGTAAAGTCTCTGGTTAGATAAGCAAAACCAAGCGTATAATCACTGCCTGTATAAATTG
+CACCAGCATTGAATAGTTCGCTGCCATCTATATCATCGTTTTCACCAGAGAATTGTGCTTCACCTCGTAC
+TTGCAAGTTACCAAAAGATTTACGATAAGAAACTAATTCCTGCTTACGGAATACACCGACATCATCATAA
+GCTAAGGGTGTATTAGTACGGTTAAATATATCAACCACTCCCATTACTGCATAACTAGTAGTGTCTTGTT
+TACCAATAGCAACTCGTCCAAAGTCACCTTTTATACCAACATAAGCTTTGCGGGCGTCACCGAAGTGAGC
+ATCGCCTTGGATTTGGACTTTAAATTCACCTCTGGTAAAGCCAATCATGCCATTACTCAATTTATGCTCA
+GCAGTAAAACCTATACGTGACAGTGCGTCGCCTACATCCCAGCTATCGTTGTCATCAGTACTAGTTACAC
+CAAAAGTAGGGCGCAACGTGCCATAGAAACTCATTTTTGTATTTGATTCTTGCTCTGCTGTGACTACTTT
+GCCTTGTTCTAGCTGCGCTAAGCGTGTTTTAATTTCATTAAACTGGCGTTGTAATTCAGCTTCAGTCACA
+TCTTCAGCAGCTTGTGCGGCGAAAATAGGTAACGCTAACGCTAAAGGAAGTAATACTGACTTTAATCTTG
+TGTGTTTCATGCTATACCCTTGTACTTATTGTGGAATTGTTATAATTATTCAAGAAGGTGAGGGCGGACT
+AAATGGGAATTTAATCACCAACCTTCCTGTTTTGCTTGGTGGTTTATACACCAGCGAACAAAACACTAAC
+GGTACGATGTAAACCCACGATAAATAACATGTGCAAAGTTGTAAACAAGGTATACCAAGGCATTTACAAG
+CCACCTTTGTGACTTGACGGGATGAAATTTATCGATAGACTGAGCTAAAATAATAATAAGAAGAATAATT
+AGGGGACACTAATAATGCTATCTGACACTAAGATTTTAATAGTTGATGATGATGAACTGACTCGTCAAGT
+TTTAAGTAGTTACTTTGAAAATGAAGGTTATGACGTTTCATGTGCAACGACTGCTGAAGAGGCCGAAGAG
+TTATTGATTCTCGGCACAGTAGATCTCATTTTGCTCGATATCCGAATGCCTGGTAAAGACGGCCTGACTT
+TAACCAGAGAGTTACGGGTAAATAACGAAGTTGGCATTATTTTAGTCACGGGCAGTCAGGACGAAGTTGA
+CCGTCTGATTGGGCTCGAATGTGGCGCAGATGAATATGTGACCAAACCTTTTAATCCTCGTGAAATATTG
+GCTAGGGCGAAAAACCTTATTCGACGTGTCAGACTGTGCCAAAAAGTAAAATCTGCAGATAATGATGACT
+ATATTTTAAAGGCATTTGATTGTTGGAAACTGAACCCAGTTAGACGTCAACTTATCGATGAAGAACAAAC
+AACAGTGCAATTAACTGAAGGTGAATTTCAATTACTAAAATGTCTGATGGACCATGTTGGCCAGATAATG
+ACCCGAGACCAAATTCTCGATCAAATACGTAACCGAGAATGGGTACCAACGGATCGCACGGTTGATGTCT
+TAATCGGTCGTTTGCGTCGCAAGCTTGGTGATGATTCTACCAATCCACGCTTAATTTTGACTGTGCATGG
+CGCAGGTTATTTATTCACGCCAAAACTTGTTGATGTCGTATGAAACCATCCTGGTTAGCTCATTGTTTTT
+TAATAATGATTGGTTTAATGATGGTGTTCCAATCACCCAAAGGTCAAACAAGAGAGCTAATCGCATGTGG
+CCATCCTTACTATCCACCTGTCTCTTGGGTTCAACAGGAACAGTTAGTTGGTGTTGCTCCCGCAGTAGTT
+AAGCTGATTTTCGCCGAACTTGGCTACCAAGTTAGGCTTGATACCTTAGGTAATTGGAAACGTTGTTTGT
+CGGAAGTTAAAACAGGACATGCTGATATTGTGGTAGCGGCCTATAGGATCGCCAGTCGCGAGCCTGATTT
+TGACTTCAGTGAACAACATATTGTTGACGATCCCATTGGTATTTATGTCAATCCGAACAAGAGTAAAATT
+TATCATTCACTCAATGATTTAAAAGGAAAAACCGTGGGCTTGCTATTTGGTGATAGTTTCGGTGATAGTT
+TAGATAAATTTATTGAAGAGCATAATCAGGTAGAGTACGTTTCAGAGGGCCAACAGAATTTAAAAAAATT
+AGCTCAAGGTAGAATTGATTTCATACCATTAGGCATTGTTAGCGGTAAATTACAAACTCAAAAATTTGGT
+TATACCAAACAAATTATCGCTGCACCGTTTAAGTTAAAAACCGAGTACTATTATTTGGCGATAGGCTCCC
+ATAGTGAACTTAGTCAACACCTACCTTACATTAATCAACGCTTAATTGAATTGCATCAAAGTGGTAAAAT
+ACAGCAGTTAGTCACTAAGTACAGTAAGACTTACCTTGAGTCATCAACTAAAGCGAATACCCCGTGAATT
+TTCCTAACATACTCGGCTTACGTCGTTTGATCCGTTACCCTAAAGATCACCCATTAAGTTATCGGATGAT
+GGTTTATACCACCCTCTATAGCTTTGTGTTTATTATGCTGTCGACCGCGGTACAAATTACCTTAGACTAC
+CGTCGAGAAATGCGTAATATCGATCAGCAGATCCAATTAATTAGTACTAGTTACATCGCCAGTTTGGCTC
+GTAGTATGTGGGATTTTGATCAAGCTCAGCTTGAACTACAACTTAAAGGTATTAAGGCGCTGCCAGATAT
+CGCTAGCCTTGAACTTAAAGATCATACGAATAAAACACTTATCCGTTTGCCTGAGCAAGTCGTTGAGGGC
+AAGGTAATGAAATCAAGCTTTGGACTCAGCATTCCTAACAAGCGGGTTGGCAATAATGATAGTCAAAATG
+AACAAAGTAATAGACGTCAATTAGGTACACTGATTATTGCCACCAACCTAGCCACCATACACGCTAGATT
+ATGGCAGACTGGTTTTAATATTTTATTAAACCAGACACTGCTGGTAGTCCTGATCATGTTAGTGATTATG
+TTCATTTTACAACGACTGATTACTAGGCATCTCGAAAGCATGGCGGGTTACAGTAAAGCTATCGGTGACG
+GTGACCTCGAAGCTCCGCTGACGTTAAGCCGCCGACAACCAAATTTTCCTGATGAATTGAACCAATTAGT
+TAATGCGCTTAATGATATGCGACTGGCGATTCGTCATGATATAAATCGACGAGAAGAAGAGAAGCAAGCA
+TTACGTTATAATCGCGATCAGCTGCAACAAATGGTCGAACGTCGAACCATGAGTTTACAACAAGCGAAGG
+AAATCGCCGAAGAAGCTAACAAGGCCAAATCACAGTTTTTAGCGACCATGAGTCATGAAATTCGCACGCC
+GATGAATGGTATGCTTGGCATGATTCAGCTACTGCAAAACAATGAACTTACCGATCCCCAATCTCATCGT
+GTGAAGATTTTGCATGATTCAACGGAAGCCTTGCTTGAAACCTTTGACCATGTATTGCAATTTGCTCAAC
+TGGAAGAGGGGGGATATGTCTGCTCTGAATCTTTTTTCTCTTTGGACGAGTTACTACATAATCTTATTAG
+CTTGATGCAACCTAAAGCGGATGAAAAACATCTGCAGTTGAAACTTGATACACCAGTCACGGGTGATTGT
+TACCATGACGCGGCAGGTAGCTTACGCCAAATATTAACTAATTTATTGGCTAATGCGATCAAATTTACTG
+ATCAAGGTGAAATATTGCTCCGTGTCTCTCACCTTGAACAAAGTGAGCATCAACATCGATTGCGTTTTTC
+AATACAAGATAGCGGCATTGGCATTGAACCGGCATTGCAGCAGCACATATTTGAACGTTTTACTCAGGCC
+GATGAGTCGATCACGCGTCGCTTTGGTGGAACGGGTTTAGGACTTTCGATTTGTCGTCAATTAAGTCAGG
+AAATGGGCGGACAGATTGGTGTAGAAAGTACCGTAGGTCAAGGAAGTACTTTTTGGGTTGAAGTAAAACT
+TAAAGTTGCTAAAGCGAGCGAATTTAAAGCTAAAGCAGTATTACCTGAATTGCCACTACTGAAAATTTTA
+TTAGTAGAAGATGTCGAAATTAATCAACAGGTAGTGCTGGGGTTACTCGAAAAACACCAAGTGATATTAG
+CTGATAATGGTCATGATGCCATTGGAACCGCCAATCGTGAGACTTTCGATATCATTTTGATGGATATGCA
+TTTACCAGGAATAAGCGGACTCGATATCAGTGCTAAAATACGTGAAAACGATAAATGCTGTAATTATAAA
+ACGCCGATAATAGCATTAACCGCGAGCGTTCGCCCCGACGATATTCAAGACTATTTTAATGCTGGATTAC
+AAGATGTTGTCGCTAAACCTGTGAAGCAACAGTTACTATTAGAGGCTATAGAGCGTGCACTCGATCCACA
+AAAACCCAAACTATCTAAAGTTATCCAACAGGTAGATACCACTAGTGACATGCCGTTACTTGATCTATCA
+ATGATCGAAACTCATCTACAGATCTTAGGTCCGGCTAAATTAGCAAAACTCATGGAAAGCTTTTGTAAAA
+CTCAACAGCAACTTTGGCCTGCATTGAAACAAAGCCTAGCGAGTGACGATCATTATGAAGTAGAACATCA
+AGCCCATGCACTCGCAGGTGCTTGTGATATGCTCGGTTTTGTCAAAGCCAGTAATCTATTGCGTCAACTA
+GAGCAGAACGCCAAAAAGGGTACCATTAAGCAAGTTTCACAACTGCTTTTACAACTCAACCCTATCATGG
+AACAGAGTTTAGCTAAGGCAGAAACCTACTGCAGTTAAACCACATAAAAACAAACTACCTCTTAAATTAA
+GATGAGGTTAATCTAGGTTGAAATTGGGTCTCACTATAATTTCAACCTAGTTTTTTATAGCTTAAACACT
+ATTACATCATAAATAAGACAACAAAAAGCCACATCTCCTTAATTGTCTATATCAGCTGCACGCCCCATAT
+CCATTTACTTCAAATCAAATTCTTCTATCAGTTTATCGTTCATGTAACACCGCTAACAATCCTGTTTACA
+TCTTTATACAAGTTGTTAATTCTGAGTTTACATCTAGCCTTTAGTGTTATCAGGGTGGTGAGAAACAGTT
+CAAATTTTTGAATTATTATTCACAACCGATAACTCAACAGGAGTAAATAATGACTGAAAAAAATATAATA
+AAACCCAGTTTATTTATGGCAATACTGCCGATAATATTGACACTGACAATTCTAGGCATTCAATTATTCT
+ATTACGGCGACTTTACGCCTCATATTCCTCTCGCTATTGGAATCGCGATTACAGCCACTTTGGGATGGTT
+TCGTGGTTATCGCTGGGATGATATGGAAAAAGGAGTGATGCACGTTATTCGTGTCGGGCTTCCATCAATT
+GCTATTCTAATGACCGTTGGTATGATCGTCGGCGTCTGGATTGCCTCAGGTACTGTACCAGCGCTAATAT
+ACTACGGATTAAAAGTATTGAATCCAGAAATATTTTTAGCTGCAGCCATGGTGTTATGTGCCGTAGTATC
+TGTATCTTTAGGAACATCTTGGGGTACAACAGGTACCGTAGGCCTTGCCTTGATGGGTATTGGTTCTGGC
+TTTGATGTCCCAATGTACTGGACTGCCGGGGCTGTAGTTTCCGGTGCTTTCTTTGGTGACAAAATATCAC
+CACTCTCTGATACTACCAATTTGGCACCTGCAGTAACGGGCGTCAATTTATTTGATCATATTCGTAATAT
+GTTACCAACAACGGTACCTGCAATGCTTATTGCTTTGGTCATCTATATATTCGTTGGATTTAATCTAATT
+GGTTCGAATGAAGTCGACTTCTCTAAAATAGAAGCTATTACTAATGGTCTAGAGAGCAATTTCAATATCA
+GCTTATTAGTGTTACTACCTCCATTACTGGTCATTGTGCTTGCCCTTAAAAAGATGCCTGCCTTACCTTC
+GTTGTTCGCTGGTGTATTGGCTGGTGCGTTACTCGCTATATTCGTTCAGGGCGCTTCATTGCATGAAATA
+TTTAACTTCATGCAATCAGGTTATAAAATTGAAACCGGTGTTTCTGAAATTGATGGCTTGCTAAATCGTG
+GTGGTGTTCAATCAATGACCTGGGTTATCACGTTAGTTGTCATTGCGTTAGGTTTTGGCGGCGTACTTGA
+ACGTACCAAATGTCTGGAAACTATTATTACGGCAATACTTAGCCGCGTTAAGTCATTTTTTGGCTTACAA
+GCATCAGCTACGGGTGCTGCAATAGCAACCAACCTTGTTGCTGGCGACCCTTACCTTTCCATTGCGTTAC
+CAGGAAGAATGTTTGCACCAGCTTATGTTGATAAAGGTTACTCGAAATTGAACTTATCACGTGCTGTTGA
+AGAAGGTGGAACCTTAATTTCTCCGCTAATACCTTGGAATGCTGGTGGTGCTTTTGTTATTACCGCACTA
+GGTTTGGGGATTGCTGAAGGTAACATTGAAAACCTACTTTATATTCCGTTAGCATTCGCCTGTTGGTTAT
+CTCCATTAATTGGTTTGACTTATGCCGCACTTGGACGTTTTTCACCAAAAATGTCAGCGGAAGAGTTAGA
+CCGATATCAACGTGAAGAAGAGGAAATATCTGAAAATAAAACTGTTGAAGTAAGGAAAGGGGCGAATATG
+TCCGCCAAACACGCTTAGCAGCATAATTAATTAAGTCACTGCTACGTAGAGTTCGTAATTTATTGTAGTA
+ATGGCGTTAATAGAACAATTACTGGCTTGTGATCAAGCCAGTATAAAAACAACCTAAAATAAAAACTACG
+GCATGTTTAGCCGCGGAGAAAGCAAAATGTTTTACAAAAATGATCAAATAGCCGGTTTCGATGACAGTAT
+TTGGCAAGCCATGGAGCAAGAAGACAAACGTCAACAAGATCACGTTGAATTAATTGCCTCAGAAAACTAT
+ACCAGTGCGCGCGTGATGCAAGCCCAAGGCAGTCAACTGACCAACAAATACGCCGAAGGTTATCCTGGTA
+AACGTTATTACGGCGGCTGTGAACACGTTGATGTGATTGAGCAACTGGCGATTGATCGTGCAAAAGAATT
+GTTCGGCGCTGATTACGCCAATGTACAACCCCATTCTGGCTCACAAGCCAATGCCGCAGTATTTATGGCC
+TTGCTTAAGCCCGGTGAAACGGTGCTCGGCATGAGCTTAGCGCACGGTGGTCATTTAACCCACGGCTCTA
+AAGTAAGCTTCTCTGGTAAAATTTATAACGCAGTGCAATACGGCTTAAATGAAGCAACCGGTGAAATTGA
+CTACGAAGAAGTCGAGCGTCTTGCAAAAGAGCATCAACCGAAAATGATTATTGCCGGTTTCTCAGCGTAT
+TCACGTGTGGTTGATTGGCAGCGTTTTCGTGACATTGCCGATAGCATTGGCGCGTGGTTATTTGTCGATA
+TGGCGCACGTAGCTGGTTTAGTGGCGGCAGGTCTTTATCCTAACCCGGTACCGATTGCGGATGTGGTGAC
+TACCACTACCCATAAAACCTTACGTGGTCCTCGTGGCGGTTTGATTTTAGCGAAACAAAATGACGAACTG
+GCTAAGAAATTAAATTCAGCGGTATTCCCTGCCGGTCAAGGTGGCCCGTTGATGCATGTTATCGCGGCCA
+AAGCGATTTGTTTCAAAGAAGCACTTGGCGAGGGTTATGTTGAGTATCAGCAACAGGTTATCGATAACGC
+CCGTGAAATGGCAAAAACATTCCAAACCCGTGGTTATAACGTAGTTTCTGGCGGTACGGACAATCATTTA
+TTTTTATTGGATTTAATCGATAAAGGTATTACCGGTAAAGACGCCGATGCTGCGCTTGGCCGCGCTAATA
+TCACGGTCAATAAAAACTCCGTGCCTAACGACCCACAATCACCATTTGTCACCAGTGGTCTGCGTATCGG
+CACACCAGCCATCACCAGTCGTGGTTTTGGACTTGAGGAAGCAGCAGCATTAACGGGTTGGATTTGTGAT
+GTGTTAGATGACATTAGCAATGAGCAAGTGATTGATGACGTGCGAAGTAAAGTGTTGGACTTATGTGAAA
+AAAATCCGGTCTACCGCTAGGTAACCCGACTGAGCGCTAAGCGGCTTAGCAGCGGCTTAGCTATCCTTGT
+TTAGCCAATAATACAATGTAGAAAAAAGGGTATACCATGCAACAATATTCAGGATTTGGTTTATTAAAAC
+ACTCGTTAACTTACCACGAGAATTGGCAACGGGTTTGGAGTAATCCTACCCCGAAAAAACACTATGATGT
+TGTTATCATAGGCGGTGGTGGACATGGTCTGGCAACGGCTTATTATTTAGCGAAAGAGCATGGCATCACT
+AACATTGCCGTGATTGAAAAAGGTTATTTAGGCGGCGGTAATACCGCGCGTAATACCACCATTGTGCGTT
+CAAACTATTTATGGGACGAAGCGTCTCACTTATATGAGCATTCCTTAAAATTATGGGAAGGCTTAGCACA
+AGAGCTGAACTATAACTTGATGTTTAGTCAACGCGGTGTATTAAACCTAGGCCATACCCTACAAGACATG
+CGTGATATTGAACGCCGCGTGAATGCTAACCGTCTTAACGGCATTGATGGTGAAGTCTTAACCACCGCAC
+AAGTACAAGAAATGGTGCCTATTTTAGATTGCTCAACCAATGCACGTTTTCCGGTGATGGGCGCTTCATG
+GCAAGCCCGTGCAGGTACGGCTCGTCACGACGCGGTTGCCTGGGGTTTTGCTCGCGCAGCCGATGCGTTA
+GGGGTTGATTTATTACAGCAAACGGAAGTCACTGGCATTCGCCGTAAAGATGGCGCAGTAGAGGGCGTTG
+AAACCAATCGCGGCTTTATTTCGGCCGGTAAAGTGGCATGTGTCGCTGCGGGTAACTCCAGTGTTATCGC
+CAAGATGGTGGGCATGGAATTACCGCTTGAATCTCATCCACTGCAAGCGATGGTATCAGAGCCATTAAAA
+CCAATTTTAAATACCGTGGTGATGTCCAATCATGTCCACGGGTATGTCAGTCAATCCGATAAAGGTGACT
+TGGTCATCGGCGCGGGTATTGATGGTTATACCGGTTATGGTCAGCGCGGCTCTTTTAATGTGGTTGAGCA
+TACTATTGCCGCCATTATCGAAATGTTTCCTATTTTCAGTCGTGTGCGTCTTAATCGCGCCTGGGGCGGC
+GTGGTTGATACGTGCCCAGATGCCTGTCCTATCATTTCGAAAACACACATCAAAGGACTGTATTTTAACT
+GTGGTTGGGGCACGGGTGGTTTTAAGGCTACGCCGGGCGCTGGGCATGTCTTTGCGCATACTATCGCCAA
+CGATGAGCCACACCCGTTAGCCAAACCCTTTAGTATCGACCGCTTTTCATCAGGCGAATTAATTGACGAA
+CACGGCGCTGCCGGTGTTGCGCACTAAGAGGAATTTATTATGTTACTTATCCACTGTCCTTATTGTGAAG
+AGCTGCGCGAAGAAGAAGAGTTTAGCCCTGCTGGGCAAGCTCATATCGTGCGCCCACTTCAACCCGAAGA
+AATTAGTGATGAGCAATGGGCACGTTACTTGTTTTTCCGTAAAAACCCGCGCGGTTTACATCACGAGATG
+TGGCTACATGCGGCCGGTTGTCGCAAATATTTCAACGCGACCCGAAACACCGTGACCTATGAAATCATGG
+AAACTTACAAAATGGGCCTAAAGCCCAGCGTCACCGCTAGTGAAGAGGGCCAATCATGAGCCAAGTTAAT
+CGAATCGCTGGAAGCAGCAAACGCATTAATCGCAACCGCACCTTAACCTTTAGCTTTAACGGCAAAGAAT
+ATACAGGTTTTGAAGGCGATACCGTCGCATCAGCCTTGTTAGCTAATGGTGTTGATGTCGTTGGGCGTAG
+TTTTAAGTACTCACGTCCTCGCGGTATTATTACCAGTGACTCGCAAGAGCCGAACGCCATTTTTCAAATT
+GGCTCGACGCAAGCGACCACTATTCCTAACCCACGCGCGACACAAACCGACTTGTACCAAGGATTAACCG
+CAAGCTCAACCAACGGTTGGCCTAATGTTGATTTCGATTTAATGGGCACCGTGGGCAAATTAGGTGGCTC
+GATGATGCCGCCCGGGTTTTATTACAAAACCTTTATGTTTCCACAATCGTTATGGATGTCATACGAGCAC
+TTAATTCGCAAAGGCGCTGGTTTAGGGGCAAGTCCTCAGCAAAATGACCCGGACAGTTATGACAAAATGC
+ACCATCATTGTGATGTGATGATTGTCGGTGGTGGTCCTGCGGGCTTAGCCGCAGCGTTATCTGCTGCGCA
+AACAGGCGCACGCGTTATCATCAGTGATGAGCAAAATGAATTTGGCGGCAGTTTATTATGCTCAACGCAG
+CAAATAGATGGCCAATTGCCGAGTCAATGGGTAGAAAAAACCGTGGCACAGCTTAGCGAGATGGATAACG
+TGATGTTACTTCCTCGCAGCACGGTGTTTGGTTATTACGACCATAACCTAGTGGGCATTAATGAACGTCG
+CACCGACCATTTAGGTGAGCATCAACTGCAAAGCACCCGTCAACGCGTGCATAAAGTGCGCGCTAAACAA
+GTGATTTTAGCCACCGGTGCTCATGAGCGTCCGCTTGTTTATGGTAACAATGACGTGCCAGGTTGTATGT
+TAGCCAATGCAATTTCTACCTACATTAATCGCTATGATGTAGTACCAGGCAAGCAATTGGTGTTAATGAC
+CACCAATGATAATGCCTACAAAACCGCGATTGATTGGCATCAAGCCGGTCGTAAAGTGGTCGCTATCGTT
+GATACGCGAAGCACCTCAAATGGCGACTTGGTCAATAAGGTCAAAAAACTGGGCATCGATATCATCTTTG
+GCCATGGCGTGATTGAAGTCAAAGGCAGCAAACGCGTCAAAGGCGTTGAGGTTGCGCCAATCAATGCGAG
+TAATCACAGTGTTACTGGTCCAGCGAAACATATTGTCTGTGATACGGTTGCCAGCTCAGGTGGTTGGAGC
+CCTGTTATTCATTTGTCATCACACACAGGCTCGCGTCCGGTGTGGAACGACGACATTGCGGGGTTTGTAC
+CCGGTGATACCGTGCAAAAGCAACACAGTTGCGGTGGACTGGAAGGCGTTTACGCGTTATCAAAAGTCAT
+CAGTGATGGTTTCACCACTGGCGCTGTCGCAGCAGAGGCCGCAGGCAAAGGTGATGGACGTTATGCGGGG
+AACTCGCCAACAACCAGCGACCCACAAGAAGATGCGTCCATGGCGCTGTTTCACATACCGCACAGTAAAA
+AAACCAGTCGCGCGCCAAAACAGTTTGTTGATTATCAAAATGATGTCACCGCCGCAGGTATTGAACTGGC
+AAACCGTGAAGGCTTTGAATCGATTGAGCATGTCAAACGCTACACCGCGTTAGGTTTTGGTACGGACCAA
+GGCAAGTTAGGTAATATCAACGGCATGGCAATTACCGCTAAATCGTTAGGTAAAACTATCCCTGAAACGG
+GCACCACTATCTTCCGCCCTATGTATACCCCCACCACGTTTGGCGCCTTAGCGGGTGCGGATGTGAAGCA
+CTTGTTCGACCCAGCACGTTTTAGCGCTATGCATAAATGGCATTTAGAAAATGGCGCTGAGTTTGAAGAT
+GTTGGCCAATGGAAACGCCCGTGGTACTTCCCACAGCCAGGCGAAACCATGCAGCAATCACTCGAGCGTG
+AATGTTTAGCAACACGTAACAGTGTCGGTATTTTAGATGCTTCGACCTTAGGTAAAATTGATATTCAAGG
+CAAAGATGCACGCGAATTTTTAAACCGCGTCTATACCAACCCATGGAGCAAGTTAGGCGTAGGCAAATGT
+CGCTACGGCGTTATGTGTAAAGAAGACGGTATGGTCTTTGATGATGGGGTTACCGTCTGTCTTGACGATA
+ATCGTTTTATCATGACCACCACCACTGGCGGGGCGGCGGGCGTATTGCAATGGTTAGAGCTATGGCATCA
+AACCGAGTGGCCTGAGCTGGAGGTGTATTTCTCAACCGTGACTGACCATTGGTCAACCATGACTATCTCA
+GGACCTAACTCTCGTAAAGTCTTGGAGAAAATCTGTGATATTGATGTCAGTAATGACAGTTTCAAGTACA
+TGGATTGGCGCGCAGCGACGGTTGCGGGGGTTAAAGCACGCATTTTCCGTATCTCGTTTACCGGCGAGCT
+GTCGTTTGAAATTAACGTGCAAGCAAACTATGGCATGCATGCCTGGAAAGCGGTGATGGCGGCGGGTGAA
+GAATTTAATATCACCCCGTATGGCACCGAAACCATGCATATTTTACGTGCAGAAAAAGGCTTTATCATTG
+TCGGACAAGACACCGATGGCTCGGTGACACCACAAGATTTAGACATGGACTGGGTTGTGGGTAAGAAAAA
+AGACTTTAGCTTTATTGGTAAACGCTCTTGGACGCGCTTTGACAATAAACGTGACGATCGTAAACAAATG
+GTGGGCTTGAAACCGAAAGACCCTACTTTTGTACTGCCTGAAGGCGCACAAATTGTCTTTGAGAAAAACC
+AATCCATCCCAATGAAAATGGTGGGTCACGTTACCTCAAGTTATTACAGTGCTTGTATGGGCTACTCGTT
+TGCCTTAGCAGTCGTTAAAGGCGGTATTAGCCGCAAAGGTGAGAGTGTCTATTTGCCATTAAGTGATGGC
+ACCACCGTGGAAGCTGAAATTTGCAGCCCAGTATTTTATGATCCAAAGGGAGACCGTCAAAATGTCTAAC
+TCAATCCAGGTAGAATCGCCGCTACACCATGCTCAACTTGACCAATTAATTGGCCAATCAAGCGCGGGTG
+GCATTGTCTTGCATGAGCATAAGTTATTGGGTCACCTTAACTTACGTGGCAACTGTGCGGATGCTGAATT
+TTTAGCTGGTGTACAAGAAGCACTCGGGGTCGCACTGCCTATTACGCCGTGTAGCAGCGCCAAGAGTGAG
+CTCGCACAAATCATGTGGTTAGCGCCCGATGAATGGTTAATTATTGTCGCCTCAGGCAATGAAGATGAAG
+TCGAGCAAAAGCTGCGTTCGTATTTAACCGGCCACTTTGCCGTCAGTGATATCAGTGGCGCGCAAACTCT
+GATTGAACTGAGTGGTGAGCATGTTATCGACTTGATGAAAAAATCAACTGGTTATGATTTACACCTGGAT
+AGCTTTCCCGTGGGTAAAGTCGTGGGTACCACCTTTGCTAAAACGGGTGCGCATATCTTGCGCGTGAGCG
+AAGATTCGTTTCAGCTGGTGGTACGTCGCAGTTTTTCTGACTATGTGTGGTTATGGATCCAACAAGGTAG
+CCAAGAATACGGCCTGACGATCGTTTAACGCTTGTTTAGCTAAAACCAATCGCCCCTTAACGCACATTGT
+TTGTTGTTTCAATGCGCGTTAAGGGTAGCGATCACTCATTATAAAACCGCTTATGTTTAACTGAATAGCT
+TGAATGCATAAAATCATTCTGTTCAAACTAAGCGGTTTTCACTTCAAAATAGGATCGAACATGTCCGATA
+TCAAACCTGTATCGCAAACGCATATTATTACCGCAGATTGTCCTAGTCGGCCGGGAACGGTTGATGTGGT
+GACCCGTTTTTTGTGCGAAAAAGGCTTCTATATTAATGAAATTCACTCGTTTGATGATACCGCGGTCAAT
+CGTTTTTTCATCCGCATAGAATTTAGAGCACAGACGGCGACAGACTTTAGCGCTGAAACCTTTAGCCAAG
+AGTTTGAGCAACGCGCCAGTGAATTTGAGATGCAATGGCAACTAGCCTCCAGTCCGTATAAATCTAAAGT
+TGTGATCATGGTGTCCAAACACGATCATTGCTTGAATGACTTATTATACCGTTATCGCACCGGCGATTTG
+GATATAGAGATCCCCGCGATCATCTCTAATCACCCAGATTTAGAAGAGCTCGCTAAATGGCATGGAATTC
+CTTATTACCACCTGCCCATCACGAAGGACACTAAACCTGAGCAAGAAGCCAAGGTATGGCAGATAATTCA
+AGAATCTGATGCGGACTTGGTGGTATTAGCGCGTTATATGCAGGTCTTATCGAGCGATTTGTGTCAGAAG
+TTGTCCGGTAAAGCCATTAATATTCACCACTCGTTATTACCAGGCTTTAAGGGCGCAAGACCGTATTTTC
+AAGCCTATGACCGCGGCATTAAGTTAGTGGGCGCGACTGCGCATTATGTCAGTGATGACCTCGATGAAGG
+GCCAATCATCAGCCAAGGCGTTGAGACGGTTGACCACGGTTATTATCCTAAAGACTTAGCGGCTAAAGGA
+CGTGATATAGAATGTTTAACGCTGTCGCGTGCGGTGCGTTGTCATATTGAACATCGCATATTCATGTACG
+GGAAAAAGACTGTGGTCTTTTCTAAGTAGCGGGCTTTTTATCAGCAGTAAACAACGACAATGTTTATGAA
+CTTTAGCGTAAGTATTGTCGCTGTTTTTAAAGTCTTTACCTCATTTTAATAGCGCGCTTTGTCTTTTATT
+CGGGGCACTTTAGAAAAATGAAGTGATGAGCAATAGTGAAAAGGATATATAGATGTCAATGACAGTAGCA
+AGTAAACATGACGTACGCGCAGTAAGGGCTATTGGCATAGGTGCGCAGCTAAAGTCGATCCGAATGAGGA
+ACAAGCTAACCCTTAAAGAAGCAGGTAACCTGACTAACTTGGCGCCTTCAACTTTATCTAAAATTGAGAA
+TGAACAAATTTCGCCAACCTTTACTGTGATGCAAAAGTTAGCAACTGGTTTAAATATTGAGTTACCACAA
+TTATTTACTAAACCAACAGTGGCTCAAGCAGTTGGCCGCCGTGATGTAACGTTAAAGGGGCAAGGTAATT
+ATCATTTAACTTCCACGTATGAGCATGAGTTACTGTCCACGCAATTTAGCCATAAAAAAATGATGCCATA
+CAAATGCAGAGTTCACGCGCGAAGTTTCAATGACTTCGGTGAATGGGTACGCCATAGTGGTGAAGAGTAC
+ATGTTAGTGCTTGAAGGGGAGGTACAATTGCTTACCGAATTCTATGAACCCGTGAATTTAGTAGAAGGCG
+ATAGCGTCTATTATGATGCAATGATGGGGCATTTAGTTATTTCTGTGAGTGACCATGATGCACAAATTCT
+CTGGGTAACCACCAAGTAGTTTGGGTATATGGCTAACTACATGCAGCCAAACCCTTTATTGATTTCTTAT
+CCTGTTTGTATTTATACATTCGTTGGTCAGCTAGTGATAAACACTCTGATTGATTTAGCGTTTCAAAACT
+GGTGGCAATACCAAAACTAAGCCCAGCTTCGCTCCATCCTCTGTGCTGTAGCTCTTTTTCTGTTTGAAGC
+AGTAGATCAGACAATTTCGTGATTATCGCTTCGGTTTGTTGCACATTTTCAATATCGACTACCCAAATAA
+ATTCATCACCACCACAGCGATATATAGATCCAAGTTCTTGCAGTTTCTTTTGCATTATATTGGCTGTAGC
+AATGAGCACTTTATCGCCTTCTTCATGGCCGAGTTTGTCATTAATTTTTTTAAACCCATCAAGGTCAATG
+AAAGTGATGCAGTAGGGGCCTTTTAAACTAGCCAGCTTTTCATTTTGAGCAAAACGGTTGCCTATTTGCG
+TTAATGGGTCGATACGAGAAATAGCATAACTGCGATGAAACTCTTTTTGTTGAATTTGCAGCCACTCTGA
+TAAAGAAAGCAGAATGCACATACAATCAATAGTTAATGCAATTTGCACAATCACTTCGAGTGAAATATTC
+CAGTCAATTTTATAGAGGTGAGATAAAATATAGCCAGCTAAAGTGAAACCATATACAAGGTTGCCTATTA
+AGTAATACTTCGCCCTGAAGTCATTTTTAGCGAGCATAAATATACCGGTACCAATACAAAGAGGAATCCA
+TATAGTTGCGATGATATGCGATATTAAGAAGCTCTGCGTAAAGGGGATAAAAGGCATAATAATACCTAAA
+CTAAAGCAGACTATTGATAGTAAGTTAAATGTTAAGGTCAACTTAGGGTGTTTTTGAGGGCAGTTAAACA
+GCAACTTAGTGAACTGGCTGGCAGAGGCGATAGCAAAAGGAAAGATAATGATGCCGCTATAAACAGGATT
+AAATGCAGACACAGTCAATAAATGGCCAAAGCTTCCTGATGCAGTAAACCAACCTAGGCCTTGTATGCCA
+ATATACCCGGTACAAGCCAAGGTAACTAAATACTTGGTTCTGAGGTAAATGAAGAAAGCGATTAAGGCTA
+GCGTCATCATTACTGTAAATGAAATTGTGGAGATACTATTGGTTATAAACTGTTTTTTGTAGAACTCTTT
+TTTACTGTAAAGTTCTACCACGACGGGTGTTGCAAACATTTTAGCTTGAATATAAACCCAAAGCGTACCA
+CTTTCGTTTTGGTTTAATAGCAAAGAAAAAGCTTGTGAATGAGCCAGCTTTGGATTTTCACTTCCCATGT
+GGCCGAAGCTTTCTAATACTATTGGTTCGCCATGTTCAGGTTGCCAATAAGCTGTCCCTATATCTAAGTA
+AACCGCATGAATATTAACAAACCAAGTATCTTTTTGACCTTTGGTATTGGTTAATTTAATCTTTGAAATA
+TAAGCGCCACTACCGCCGAACGTAGACGTGACTCTATTGGCATTTTGGTGCAATTGACTTAATGCTAAAA
+AGCTAGGATTGGTGTCGAGGGACTGAGTTTTAAACCAAAGGTCATGTTCATTTAATTCAATTTTATTTCG
+ATTATCCAATGCTACAAAGGGTTGTGCATTGATAGAATTGGCGATCATTGAGAATAAGAAAAGAACAAGT
+AATGCAGAGTATTTTGTCATAGTGTTAACGTATTTTAGGATGCCAATACCTAGTTGAGCGTTATACATAA
+ATTTAAAATATCCTTATAACAAGTTAATACTACACACTATATATTATGTAAAATAAACAATAATATAACA
+AGAAGACAACTAAAATAATTGATTAAAAATCAGAGTGTAATATTCAGGATCATGTTTGCTATAAACTTGT
+AGGGAATCTCTCTGTATTAAGTGCTTTACCATTAATAAAAGGGGCAGGGATGTTAATTATTAATTGGATT
+GCCATATATTCTCTGATGAACAACATGTCATATTACTGAGAAGTCTCAGTAATAACCCGAAAACCATCTG
+TATTTAATGTAATATATTGATAGTATTAGTAATTGTATTTAATTCTATGTTGGACATTACTGAGACTTCT
+TAGTAATGCCCAAATACTGAAAATAATAAAATATTTTTAGTATATAAAGCTTTGAAATTATGGGATATTA
+ATGTCAATTAAATAAATATTATGGGGCTGATATTACTGAGAAGTCTCCATAATAAGCTGTTATATAAAAC
+GAGACTGTTCGGTGCATGCATAAATTTTTAAATCGATTATCACTTCTACTAATAGTTATTGCTTATGCGT
+TTGGCTATTTTGAAACTCAAAATATAGTTAACGCATCTAACGCATCTAACGCATCCCTACCAATAGAAGA
+TCTATTTGAGCAGCGTTACCTATTAGAGTTGAAAGTAGGTATGTTTTTATTGTTGCCTTGTTCTTATTGG
+TCTTATCATTGGTTTAAAACCTTTAAAAATTGGCCTTCAGATCAAAGTACGACTTTATTTGGTAAAACAT
+TCGCAAATGGAAATAGCTTAATACTTAAATTATTGCTCGGTTCATTTGTTATTCTTGGTACTTTTTCGCC
+ATGCTTACTTTCATTCTATATGGCGAGTGTATTTAAAAGTTTTATATAACAAGTCATTAAAGCAGGAAAA
+AAGCAGTTGCTTTTGCTCCTGAATCGCTAATTTTAACCAACTATTTTATTGCCCGCTAATGGGGCGTTAT
+GTTTTTCTAGAGGTTTGAGTGCAATCTAAGTTATTAAAAATCAAATTGAATCCCAATTCTCGAAGCCATT
+TAGATACTTTGATCTCTTATATGCGCGAAAATATTGAGTTTCCAAAAAGTGAAATGGAGCAAAAAGGTTA
+CTTTTGGGATTCTGTATTTTATGAAAAAGAAGATAAATTTGAATGCATCTATATCGTTATCAAGTCCGAT
+GATTTTTCTAATATAATGATGGATGAAAGTGAATTAGTAGTATCTCCTTTTAGAGATGTTTATGAAAAAT
+TTAGAACTACTTGTTGGGCTCCTGGGCCTTATATAGATTTGGAACCGATATTTTGTTTTAATTCATCATT
+AACTTTTTCAGGTTAAAGTAGAGTAATCAAAAGATAATAAGCTGTTCAAGCGGGACAAATTACAATTGTC
+AGTTTCCACTCTGATCTTGTACCGCTTTGGAGCACAGTTATTTAATTGTTACTAAATAGGTTAATCAATG
+CACAGACGGATTGGAGATAAATAGTGAGTTATATAGTTCAAGAAATCAAATCTCAACACGATATTCAAGT
+GTGCGAAATTATTAAACAAGTAGGCAAAGAATACGGTGCTACTGGCGAGGGGTTTGGTCCATCTGATTCT
+GAAGTTCAAGCGATGAGCCAGAACTACAAAGATGAAAGCTCTAGCCGCTATATCGTCGCAAGTATAGAAG
+GGCGTATCGTCGGTGGCTGTGGTATCGCTGCTTTTAATAACAGTAATGAAATTTGTGAATTACGAAAATT
+ATTTCTTTTACCAGAAAGCAGAGGTTTAGGTATTGGTAAAAATCTTACCGAAGGTTGCCTTAAGTATGCC
+AAAAGTAAAGGTTATAAAAAATGCTATTTGGATACCCTAACAAGCATGAAGTCAGCAATCGCTTTATACG
+AGAAGTTGGGGTTTAGCCATCTAGATAAGCCACTTCAAGGTACTATTCATAACGGTTGTGATGTTTGGAT
+GCTAAAAGAGCTTTAGGCGAAGCTAACAAGGAGTTAGAGTAGGACTTTTAATAGTTTGCTAGGTTTCTGC
+TCAGTAACACATTATAGCCAATCATTATTAAGGCTATTATTTTGGACGTTATATTTTAAAGGACTATCGC
+TATCATAAAGCTCTACTGTATTTTACCTTGTGTTTTTCTATTCGCAGGCTGTCAATCAACAGAAAGTAAA
+AAAGTAGAGGAATCATTCCCTCTAAAAACAATCCCCTCTAACCCAACAATTATTGATAATCATGCCTTGG
+GTAAGTTATCTACAATGCAAGTTCCAATTAAGGAACAAAAAGTAGTTCAATCACCCATCAACTTTTTTAA
+TGAGCATGGTCAGGATATTAAGAGAAAAGAAAAAGTTAACGACAATGCTTCTCCGTTGTTGAACCAACAG
+GCCTGTAGAGATAATGTAGAAGTAACTTATCGTGTTATTGACCAAAATGCAGTGAGTGGAATGTTTCACG
+CAAAAGTTCAAGCTCAAGGTGTAATACTTTCGTTATCTGATGATCACAAAGATATGAAATTAAGGACTAC
+GGGTGGTTTACAAAAAACGTAAATTTACAAAAATGGCAACCGTATTTAAAAAAACCTCCATTAGCAAAAG
+GCATTTTGTTAAACCTTGGCTCAGAGTTTTGGGACAGCAAAAGTAATTGGTATGTGTGTGGTGTAAATTA
+AAATGTAACCAGTTGTTAAACAGGCAAAAATATAGTTGGCTTTTACTCTTTCGTCACTTATTCTAACCAA
+CAATATTTACCCTGTTAACAGGGGGTTATAACTCTATCGGATATCGAAATATATGAATCTCGTCGTAACT
+ACTTCACCTACGCAGGAAGATCTTAAAGCATTAAGTGTTGGTATTGGGTCTTATAATAAAGATTACCTAC
+CTGACGAAGTTGGTTTTGAAAAAGATACCAAATTTGCTGTCATTGCTAAAGACGCAAATGGAAAAGTCTT
+AGGAGGCATTAGAGCCAATGCATTCTGGAACTACTGCACGATTGAATTGCTTTGGTTATCTGAAGAAACT
+AGGGGCTTAGGGCTAGGTACTAATTTAATGGAAGCAGCTGAAAACTTTGCTAAAGACAGAGGGTTTGGCT
+ACATGCGAACTGAAACACTTAGCTTCCAAGCTAAACCTTTCTATGAAAAGCTAGGTTACAAAGTATTTGG
+TGAGTTACCTGATTATCCAAAAGGTCATACAACATATTGTTTAGTAAAAAAACTATAACAAGTCGCTAGC
+ATTTCAAAGTGGTAAAGGTGTAATTTTTAGTTTAGCGTTATAGTAATTATTGATTTAAGGTGAAGTCCTA
+ATGAATAAAATTATTGAAACTATTTTAATTTTACTACTTTTAAGTGTGGCTTACTCATCTAAAGCGGATG
+AGCCAGCAAAATATAACAAGATACTATTTAAAAGCTTTATTTCTGAAAAAGACGGTAAGGATGTTCAAAT
+TAGGGAAGCACTTTTTCCTCCTAAATGGAAAGCTCCTCGTCACTATCACAATAGCAATTTATTTATATAT
+GTTATTGAAGGTGAGTTTGAAGTAGAACTCGAAGGTAGCAAAAAAATCACTTATCGAAAAGGTGAGGCTC
+TTCAAATGAATTCAGGCATAGAAATGGAGGCGCGTAATCCAAGTAATGAAAACTCATTAAAGTTGGCAGT
+ATTTCAAGTTGGTAATCCTGATGCCGCATTTGTTGTACCAGTAGAGTAATCTACTGCTAACAATACCTTC
+TAACGGACAAAAAAGCTGTTGGTTTTTTCGTCCCTCAACATTTTTAAAACAATATTCTTTCCCTTTATTA
+GGGAACTAAGTAACTAAGGAAAGTTATGTATATTTGGAAGATATCACCATTAATTGAACAATTAAAATCT
+GACAGTTTAAGTCAAAAGGAGCAATTGAAGTACTTTTTAACTTATAGCGTCCTAATGATTATTGCTTCAG
+AACTACCTTTATCTGTTTATTTAGATTATGGATTCTATGACGCAGTCAATACTGTATCTATGAGTATATT
+GACTATTGTTGGAATTACTTATTGTTATAAAGTTAACAAATCAATTGATGATAAAGATTTTATTCTTAGG
+TTTGTAACCATAGGATTACCGGTTACTTTACGTTTATTAGCGCTATTAATTGTTGTTGGTATTCTCTTTG
+GAGTAGTTGACGCAATTTTTATTGAATCCTCTTACTTAGATGAAAGTGATACTTATCAAACAACACCTGT
+AGACGTTTTATTTACAGGTATTTTACTATTCGTTTATTACTATTATTTTGCAAGTAAACTAAAACTCTTT
+GCTAAATAGTAGCTTAACAAGAATTTAAAGCCGGACTGTTAACCGTTTTATCTGTTTCGTTCCGCTTCGC
+ATTTTGTTGAACTATAAATCAGCCTCACGGAGAATGTTGTGAAAGTAATACTATTAATAACTATCTTCTT
+GTCATTCTATTCAAGTGCAGAAACTATCGTTGTAGAAGATACTTTATTTTATGAAGTAGCCCCAACATCT
+AAGGATGACTTATTGGAAACTTTGAATAGCAGCTCACCAATCAGAGAAGATGGTAATGTTTTTCATGGTT
+ACACTAAATATGAAATTAACTGGCGATTTTGGTGGAAATCAAATAATAATCAATGTGCTTTTACTAAGGT
+CGAAACAACACTGAAGTTAAAATATACGATGCCTCAGCTTACATCTTCAAAGTCAGACGTTAACGTTGTT
+TGGTCTAATTGGTATCCCAATTTGGAGAAACATGAAAAGGGACATGGGAAGTTAGCGAAAGATACTGCAT
+TTAAAATAGAGAAAGATTTACTTTCTATTGGTCCTAAAGCCAATTGTAATCTATTAGAAAAAGCGGGAAA
+TAAATTAGCATATAAATTAATGGCTACATTAAAAAAAGCTAATAAGCAGTATGACATCAAAACCAACCAT
+GGTGAGACTCAAAATGCTTGGTTATATTTGCATTTGTAGCATTTGTAGCATTAATGGCTCAGTCATTACT
+TTGGTTAACCGTTGGCTAGCTTCCGCTTCTGACATTTTAGTCACGCATTTCAAGCCTGTTATATAGGCGC
+TAGGGCACTAAGAAGGTTAGGTTATGAAATTTATCATTGCTATTATTTTTTCTGTATTTTCATTAAGTGC
+ATCAGCTGAAGATGGTTTAATTACTCAATTTGTTATAACCAAAGTCGTTGATGGTTCAAATACCAAGCAT
+AGTTATAATAACGCTGTATTAGTAAACTTTAATGACGTTCATTCGTTCGATTTTAAAGGATTATATTCAT
+TAAAATTAACTACTCGAACCGAAGACTATAAGAAAGTTAATGTATTAATAAACCTAAAGGATTTATCAAC
+AGGTAAGCCTTATTATGTTGGTGGACGTGCTACAGATTTGACTGTAGGTGAGAGTACAAATTTCAATTTT
+AACCGTGACGGTATTACTTACACTGTGGATATTGATACGTCATATGGTAAGTTGCCCTAAGAAGAACATC
+AAACGGAAAACATAGTTAGTCTTTTTCGTTTCCAAATTTAAGCTAACTATTATTTGCTGCTTAACGTGGC
+GTTAAACATTAGTGTTAGCCACTATGAGTGGACATCTCAATGTTAGATTATGTCTAGTATTTAGGTGATA
+CATGACTAAGGAGAATTCAGTGAAAATTTATGGAGATATTCAATCAGGGAATTGTTATAAGGTAAAACTT
+CTTACTTCACTTTTAGATATTGATCATGAGTGGATTGAAGTGGATATCTTAGCAAGTGAAACTCAAGCAG
+AGTCATATTTAAAAAAGAATCCAAATGGCAAAATACCATTACTTGAACTAGATGATGGAACATTTATTTC
+AGAATCAAATGCAATTTTAAATTATCTTGCAGCGGGGACTTCATTAGTTGGTACGTGTCGTTTTACCACT
+GCTAAAGTCCTACAATGGCAATTCTTTGAACAGTACAGTCATGAGCCTTTTATAGCAGTTGCTCGATTTA
+TCGCCAAATATTTAGGATTACCTGAAGAGCGTAAAGCGGAGTATGAAGCTAAGCAACTTGGTGGACATAA
+GGCGCTTAAAGTAATGGAAGAACAATTACAATGTAGCCCTTATCTTGTTGGTTCTGAATTAACTATTGCT
+GATATATCATTATATGGTTATACACATGTGGCTGATGAAGGGGGATTTGAACTGTCAGAATACCCATCAA
+TTCAACAATGGATTGCTCGTATTCAAGCTAATCCTAAGTACATAGGTATGGAATAATAGGTATTTAACAA
+GCCATTTTGATGAACAATAAACAGTTTATTGTTTCGTTTCTAAATATTTTAGCAAACAACATTTGCCTTT
+AATTGGGGCATTGTATTTTAAGGTTTTGTATCGTGCATAAATTAATAGATGATTTCATTGCGATGAACCA
+AGCGGGTTTGGTTCTTGAGTTATGTGAAAAGTATTATGCTGAAGATGTCATCATGCTTAATAATGGTAAA
+GTTTTCGCGAAATCCATGCGGGAATCTTATGATAAGCAAAAAGGTTTTGTTAGTTCGATTAAAGAGTTTA
+CTGTTGAATTAGTATCAAAAACTATTGATGGTAATGTTGCTGAATTAACCTTTAATTATAAAATGATGAA
+CTCTGACTCTACACTAAATGAGTTTACGGGTAAGCATATTCAAACTTGGAAAAATGATAAAATAATCAAA
+GAAGAGTATGTGTCAGTTTAAATTATGACAAAAAAACTAACAGGATACATAACCGATGGTTGTTGTTTGT
+GCGTCACATATTCAACCTGCTATTATTTGCCGCTTTACGTGGCTTAGGTTTCTAATGGAAATAATATTAA
+TTCGGCATGGAAAGCCTACTTCGGCAAATAACCCCGTTCTAAATGCGGTAGATTTTACTAAATGGGTTCG
+TCGGTATAACTTCTCTGATGTTTCAACAAATAGCCGACCTGACAGTATACTTGATGAATATAAATCCCAT
+TACATTGTATCAAGTGATCTTGAGCGTGCGATACATTCTGCAAGTATCTATACTGGACAGTCACCTGAAT
+TAACCTCTAAACTTTATCGAGAAATGGAAATCCCGAGATATAAATTTCCACTTCGATTTAAAGCGATGAC
+TTGGGTTTATATCAATAGAGCTTTTTGGATGCTCGGACTAAAAGGTTCTTTTGAATCGTATCGCCAAGCA
+AAAATTCGTGCTGAATTAGCATCGGATCACTTAGTTGAATTAGCACGAGAACAAGATAAAGTGATTTTGT
+TTGGTCATGGGTATTTAAACCTGCATATTCGAAGATCGTTAATAAAAAAAGGTTGGAAACTAAACTCCAA
+AAGCAATGGGTTTTGGGGTATCTCAAGTCTCGAAGGTTAACAAGTGATTCAAAGTAACACGCAGCGGTGG
+ATGCATTCACTCAGTGCACAGTTATGTAAACTATTACTTCACCCGTTAGTGCGGCATTATATGCTTTCTA
+TCCAACACCAATAGTGTAAACATTCAAGTAGAGTCCTATGGCAAAAAAATATAATAATTTTTCTGAATTT
+TATCCATTCTACCTCAGCCAACATACAAATTTGATATGCCGTCGACTTCATTTTGTTGGCTCTTGTTTTA
+TTCTATTATTGATTTTTTACGTAGCAATGTACGGAGGTTTCCATCTATTGTGGTTTATACCTGTGATTGG
+GTACGGTTTCGCTTGGATGGGACACTATATATTTGAAAAAAATAGACCTGCTACTTTTGTATATCCGATT
+TACAGTTTGATAGGTGATTGGGTTATGTTTAAGGATATGGTAATCGGTAAAATTAAATTCTAATTACAAT
+AGTATAAGCTGCTATATAGATTTTAAGTGCTTATACATCTTCATTTAAACCTTTTATTACTTTGATGCAT
+CTAAACTACAAATTTATTTATTAAGGAAAATAATGAAATACTTAACTTCTATTTTATTTATAACAATATT
+ATTAATTTCATTTAGTTCAACTGCGACGCCACCGAAAAAGATTTTAATTATTGCATCAAACATCATTGAT
+ATGGGGGATGCTGAAAAGCATGATGCAAGAAATAACTTATGGGAAGTAGCCCCTCCTTATCATATTTTCT
+TAAGTCATGGTTATGAAGTTGATTTTGTTTCTCCTAAAGGAGGGCGGGTTGAATTCATGATGGATCCTCT
+AGGGATCAGTAGCTATACCATAAAATATGAAGGTTTTTTAGATAAAGCTAATAACTCTTTAGCTCCCAAG
+CAAGTTATTACCGATAATTATTGGGGGGTATATATTGGTGGCGGTTATGGTCCATTGTTTGATGTTGCTA
+ACAACAAAGAGTTGCAGTTAATTATTGCTAAAATTTATGAAGCAAATGGTGTTGTAGGTTCAGGAGGTCA
+CGGAGCAGGTTCTTTTGCTAATGTGACTTTATCTTCTGGTCAATTTCTAGTTAAAGGTAAAAGAGTTGCT
+GGTTTTCCTGACTCAACTGAAAAGTCTAAACCATGGGCAAAAGAAGGTAGTTTATTACCTTTCTTAGTTG
+AAAGTCAGTTGAATAAAAACGGTGCTATTGCACAAAATAAAAAAACGTTAAAAGATAAGTATGAGGTGGT
+AGTTGATCAACGAATTGTTTCTACAATGTTTTTACCGTCAGCAGCGCACGTAGCTAAAGAAATGATAATA
+GTAAACAAACAGTGATGGTTTGTCCTTTGTTCCTAGAGTAACTTACCAAATTCTGGTAGATAAAAAGTCG
+GTATAAAAGCGGATTCCAAAAGTTAAATACAACAGGTCGTTCACATGGCCCAAGTTGAGCCTCTCAATTA
+AGTGTTAGTTGTAAGTATGGAATAATTCACACAAAAATTATAACTTTACACTATGCTTAATAATTTAGAG
+AGGATATAGAATGAATAAAATATTAATGGTTTTGTTGGTTGTATTATCAGTATCAGGTTGTGCAGGTCTT
+GGCGTTGCTACGGTTGGCGCTGTGATGTATTACAAGAGTCAAAATCATGAAGTGGCGTCAGTTGACATAG
+AAGCCCCTAGTGAAAATATTTATAGAGCTGTACTTAAGAGGGTGGAAGGAAATTCCAGCATAGTTATTAT
+AAACAAAGATGATTCTGCTATGTTGCTTGATTTACGTCAAAATGGAAACGATGGCAGCATTAAAGTCACG
+GCATTAAACGCTAAAGTTTCTCAATTAACAATCACCTCTGGACTCACTTCTGACAATGAATCAACGCCAT
+TAATGGCGGTATTGAAAATATGCAAAGATTTAAACGTTGAGTGTAAGCAAAGTCAGTAAAGCGCATAACA
+ATTAATTAAATATGACTAACAAATGACAAAATACTTGGAGTTTCATTTCTAGATAATAACGAATTGATAA
+TGAAAGAAACTCCTAACTCCTTCGCACAAAGCATCCGCTAACTAAGTTCTATCAGTTCTCTCTACGCAAT
+TTAAGCAACCAGGAAGTGTGGTTTCTCTCTGCATCATAAAACACGGCCATGGTGAAGAAAAACATGAGTA
+ATAATATGATGTGTGCTGCTAGGCTTATCCCAAAGTAGATGATACTGCCGAGATAGGCCGCAAATGCTCC
+GCTCCACATAAGTGCTAGGATTGTCATAATATAGAATCTACTGACTGGGTCAGGAATATGTCTCAGTGGG
+TTTTTGCTAGAGTCAAAAATATATTTGTAGTAATCGTATATCTGAAGTGCAAATTTTTTCATGACAAGCT
+CTCTTTGTTAATTGTCTCTCTTATTAATGTACGGTAGCTTTTCGCATTTGGATTGGTATTGCGCTATGTA
+TCTCCACATTTTGCAAATATTCTCCAGTCTCAGTGTTAAATTATTTAGCTGTTAACACATAACAAATTAA
+GCAAGGAGTGTAGTGGGGCTTAGGTATTGTGTTGTTTGTACTTAGTCTTATTAGTGGTTTATCAAGAGTG
+TTTGGTGGAATCCATTTTCCTCTCGACATTTTAGCTGCTATTTCAGTCGCAATGTTTTTATCCTTGGTCG
+TATTTACATTACGTAACAAAACCAGTTACTTATTAAATTATTTTGTGGAGAAAAGCTCTAATAATAAAGT
+AAACTAGGACACGTACCTGAAGCTACGCTTCATCTTGTTAAACCCTTCTAATCGACTAAATTTTGCCTAT
+TCTGACGGGCGATATATGGTTGGAATATAGGACTCTCTAATAAAGGAATATATATGGATCTATTAACTCA
+AAATAATATCGAATCAGTTGTAAAAAAACATTTAGGGTTTGCAATGTTTTTAGCAATGGTCCCTATTGTT
+TTTATAAAAAGTATTGAATTTTTTTCTGGTGGAAATCAACTTGATTCATTATTGATTTTATTAATGCCGT
+TAAGCATTGTAGGTGCATGTGGGCATTTTATTCAATGTGTTTTAATTGATTTGGCTGTTACTAATAACAC
+AGAATAAGCGCCACTTTTCTACACCATTTTAGTAAAACCTTAATAGCTTCATAAATGGGTATTGGTTGCG
+AAATAATCGGGTTTAGTATGTGCTTTAAATGACAATTATGTCTCGTTTTTTCTTTTTCAAACAACTGTCT
+ATTAAAAGGTTATTAAAGGCTTTTACAACATATGCTAAATATTCTGTTAATACTTCCGCCTGTTATTTCA
+ATGGCACACGTTTTTTTATCAATAATATTATATTTATTTGATATTCAATACTCTGGGAATTTATTAATTC
+TTTTTAGTTTACCAATAATAGTGGTGACTTCTATTCATATTTATATTGCGATCTTTGATTACTCTCTATC
+TAAAAGCGAGCATATTGGCTATGCACTTATTCACATTCCATTCTCAATTACTTTTTCTTTTCTAGCTCTA
+CTCTTTTTTATTCCTAAGGATAATGGACAAGTTGATGCATCGAGCAAATTTAAAGATACTTTATTACAAT
+GCGTAGATATAAGAGAAGCAGAGTGTTTGAAGAACTTGTATCTACGTAAAAACTCGGTTATAAAAAACTA
+AAATAGGGCATGCAGCAGTTGACTATGTTCCACTTAGATAGACATTTAACCAATCTCATATTTAGTCAGT
+TGAAGGAGTTTATCTTGGGTACATCAATTAATCATTCCAATAAAATGAGTATTAAGCCGATACTTTAAGC
+TGATTGATAACTTGTAGAGCAGAAATATAACAAGTAAATTAACAAATAAAAGATAACCCGGAGTATTAAT
+GAATATTGAAGTAGTAGAAAACCCAGAGCAAGAATTAATTGATTATCTGAATAAACAAATTAGTGACTTC
+AATTGGGCTAATTGGGAAGTAAGCGAACGAATCCCCTTAGCCGTACAAATTAAAAGTGATGAAGGTGAGG
+TTATTGCTGGTGCTGCAGCTCGTTCATTTGGCAATTGGTTATTATTAGATACATTGTGGGTTTCAGATGA
+ATTACGTGGCCAAAATATAGGTAGTAAAATTCTCAAAGAGGTAGAAGCGTTAGGTAAAAAACGCGGGTGT
+ATAAAATGTCTTTTAGATACGCTAAATTTTCAAGCAATGCCTTTTTATGAAAAACACGGCTATAAAACTG
+AGTGGATACAACAGGATTATCCTAAAACTGGTTGTAAGTATTTTATGGTTAAAGAGTTATAATTAGCTCT
+TGTAGTTATAACTAACAATGCGTTTAAACGTTCAAAATGTAGTTGGTTGTTCTATCAATTTTTACCTCTT
+TATGGGACCTTATATACCATGAAAATACTTGTGTTAATGTTAACTGTTTTGTCTTTTTCCTGCTTTGCAG
+AGATTGATCTTGTTAAAATTGATAAATCTGAACGCAGAATGTATTTGCTTGAAAATGGAAAAACAATTAA
+AGAATATCATGTTGCTTTTGGTGAAAATCCGAAAGGGCATAAAGAAAAAGAAGGTGATGAAAAAACACCA
+GAAGGTATTTACATATTAGATTACAAAAAGGAAGATTCATCCTTTTATCGTGCAATGCATATTAGTTACC
+CTAATCAAGCCGATTTAGATAATGCAAAAATAAAAGGCTTTTCAGCAGGAGGCTTAATTATGATTCATGG
+ACAACGAAATGAGCTTGCTGGGGTTTCAGCATTTACGCAGCGGTTCAATTGGACAAATGGGTGCATCGCA
+TTAACGAACTCAGAAATGGATCAATTTATGTCTTTGGTAAAAGTAGGTACAAAAATCCATATAGAGTGGT
+AAAGGGCATATAGCCATTGATTTAAGCGGGCCTTGTGACCCTTGGCTAGTTTTCGTTCCACTAGCCTAAT
+AGCCAATTATTTTTCCTCTTAGGGGGCCGTTATATTTAAAGGATTAAATACATATGTCATTTTTAAAATC
+ATTCTTCATCTTTTTAGTGCTTTGGTTAAGTGGTTGTAGTTCAAACCCCAATTACTATGAACCCAAAAAT
+TGTGGCTCTGCAACTCCAGTATGTTTAGCCATAGCAGGCGTTGCAAATATGGCTACTCATGATAGTGGAC
+CTTCAAAAAAGTGCTCTGATATGACAGGTGAAAGAAGAGAACAGTGTATGGCGAAAGTTGATTCGTTAAA
+AAAGCACATTAAAGATGCGAGTGAAAACAGATAAGGTAAATCAATGTGATGCCCAACAGTAGTTGCTGAA
+CGTACGTCACTATTTTAGTCAACCTATAAAAGCCCTTCAGTGGGCCGTAGAGTGTTAGTGTCACCTAGAT
+ACTACCTATTTTTAAAATGGAGCATGGAATGCCAAAACAAAATATTATTATTTTTCTTCTCACCCTTATA
+TTAAGTGGTTGTGCATCAAACTCAGCGTTAAACAAGAAAGCCGACAATGATGAAAAGGCTGGTGATTATT
+ATGAATCTATAGGACAGCCTGAAGCAGCTGAAAGATCACGTAAAATGGCTCAGGATAACCGTGATGATTC
+ATTGAGTGTTGAAGCGATTTTAGTCGATCTATTATTTAGGAAAGATGATAAATAACAATAATTTACATCA
+TAAATCATTAATAGGGACTCAATACGAGTTTGGGTTATGCAGCTCAATTTCAGTCCCTTTTATTTAGCCT
+TAATGAGGCCTTAGGAAAATAAGAGAGGATATGGATTATTTAATCGCAATTGTACTGTTTGCAATCTCAT
+CGTCAGTTACTCCTGGTCCAAACAATATTACGATTATGGCTTCTGGTGTCAATTTTGGTATTCGTAGAAG
+TATGCCATTATTTTTGGGGATCTGTGTTGGGTTTGCCGTAATGTTACTGCTTGTCGGTATTGGTTTTGGG
+CAGATCTTTGAAAAAATTCCTACTTTACATATCTTTATAAAATTTATTGGTACCTTGTATTTACTGTATT
+TAGCTTTTTTAATCGCTACGGCTGATGAAATAACTATGTCAAATACTCCAGCCAAGCCGTTAACTTTCAT
+GAAAGGCGCTTTGTTTCAATGGTTGAATGCAAAGGCTTGGGTGGTAGCAACGGGAGCAATAGCTGCGTTT
+ACAACCGTTGGTGTAGATTTTTACACCCAAAATATCATCATAGCCTTAACATTTTTGGTTATCTCGTTTC
+CTTGTGTAGGTATTTGGTTGTTTTTCGGATCAACGTTGAAAAAGCGACTTAAATCTAAACAACACCGGAA
+AGTGTTTAACTATTCTATGGGGGGATTATTAGTTATATCAGTAATCCCTGTAATAAAAGAATTGAGTGTT
+CAACTTACCCAATAAAAAAATAAAGTAGGGAATAAAAGCAGTAGGTTATGTGCTGTTTTAACAATTAACT
+AAACGATACTTTAATTTGTTATTTTGGGTGTTAGTTAGAAAGGAATCACAAAAATGCTAAATCGTATAAT
+TATTCTAATGATCGCAATGACGTCACTAAATATTAATGCCGAGACGGTATTGGAACTAGGCGAATACCCA
+CCTAATTATTTAGGTCGTGATGTTAATGGCAACGATGTTACGTTAGAAGATAATAAGGGAAAAATTGTCG
+TTATATCTTTTTGGGCTTCTTGGTGTTCACCATGTTTAAAAGAACTTCCTATTTTAGAGGGTATCCAAAA
+CAAAGTTGGAGACGACAAAGTTAAAGTTGTTGCTATAAACTTTAAAGAAAATAGTAAACAATATCGTCGC
+ATTAAAAATAAACTGTCCACTTTAAAATTAACGCTAACACATGATAAACGTGGTGCTATAGGTAAAAAAT
+TTGGCGTTAAGGGTATTCCAAATTTATTTATTGTTGGTAAGGATGGTAAGCTTTTATTTCATAAAATTGG
+TTATGGTGCATCATCAATAAATAAAATAGTAAAAGTGTTAAATGAAGAGCTTGCAAGCTAATAATACCTT
+CAAAAGGATTAAAAACTGTTGCCTGTTTTCGTTTCTTAATTATTAAAGTTCAGTATTATAAGGCACTTTA
+CGTGGGCGTTAGCACTTACAGCGCAGACAATACTTTGATGCATTTTGAGGTAACGTCGGATCCTTTACCT
+GTTACATAAGCTGTAGTAATGGCACCTTCTTTCATAATGCATATAGCATCGAGTAGGAGAGGGTGATCTG
+AAGTTAACTTCTTTTGTATTAATTGTCTTACTTCTTCTTTGTGCTCACTGCAATAGCGAGAAATATCACT
+GCCCTTATCACTAAATTCTGCCGCAGTGTTAATAAAGAAGCATCCTCTAAAATTACCGAGCTTTGGCTCT
+TTGTTATCGAACCAGTTCCCAAGCGCATTAAATAGTTGCTCAATAACCTCTTGATCAGACTGAGTGTCTG
+ACAATTGCTCTTTTAACCATGTGATAAACGTTTCATGCCTTTGCCTTAAAGCGGCTAAAACTAACGTATT
+TTTACTTTCAAAATGGCTGTAAAGCGTTCTTTTGGCCACACCTGAAATTTTCAATATTTCATTGATACCA
+ATAGAGTTTACGCCATTGTCGTAAAAAAGCGCTAGTGAAGTACTTACCAAAAGTTCACGTTTCTTATTCA
+TTTATTTCTCCTTTGCTATCAATATCTATATTGACAAATGTATACCGACTTGTCTACTATAGCAGGTAGA
+CAAATCGGTCTACTCTGTGTGAGGTTTTTATGAATAATTATTTGCTATCCGTTATAGCTGGCTTTGGGGC
+ATTCTTAGCTATAGGTTTGTTGTCCTATATGGAAGCTATTTTGGGGGATGTTGCTTTACTAATGGCACCG
+TTTGGGGCAACCGCAGTATTGGTGTTTGGCGTCCCTGATAGTCCGTTAGCTCAACCTAAAAATGTAATTT
+TAGGGCATTTTATCACTGCATTCATTGGCGTGGTATTTGTTCAATATGTCGGTGTAACACCACTAACGTT
+AGCACTAGCTACTGGGCTTGGTGTCACGGCAATGTTGGCATCTAAGACTACGCATCCGCCAGCAGGAGCT
+AATCCTATTCTCATTATGCTATCAGCTCAGGGGTGGGGGTTTTTGATCACACCTGTGTTAATAGGGGCAG
+TTATCATCGTTTTAGTGGGTAAAGCGTTGCGTATGTTGCAAAATAAATATTCTAGATTAGAGAACTAACA
+AACGTTTAATAGTGATTCACAACGTAGGGTATTCTTAAGTAGATTTAAGTGTTAATAAAATAGAGGGTTT
+ACAAATAGTCTGATAGAGGGGACTAACATTTATTGCTGAAACTCTTGAGCGTTATGCCCATATTGTCTAC
+AATAGCGCACTTTTTATTTACTACAAGTCACGCACATGAACGACACTACCTCGCTACCAGCTTTACCTGA
+TCGCCTTTCTGTTAACCCTCGCAGCCCACATCATGTGGAAGAAATCTTCGAGCACGACATAGGTATTATG
+CTAAACGGCAAAGAGCATTTTGATGTTGAGGAATATTGCATCAGTGAAGGTTGGGTAAAAATTCCAGCAC
+ACAAAGCATTAGATCGTCGCGGACAACCTCTTATGAGAACGGTAAAAGGCACAGTTGAAGCGTTTTATCG
+TTAAGATATAATTAGAAAACCGATAATTTAGCCAACGTTGATGCCACTCATCAGTTGGCGTAATAGTTAA
+GTAGTGTTGCAAGGCCACTTACTATCATCGCTTAGGGTCTAGGAGAATTTAGACCCTATGTTTTCTTATA
+CTGCAATATATCCCTCCTTTCTTCTAGTCAATGCGAACACAGCTTAGCCTTTGAATCCGCTAGTAAAATA
+TTACACTAATTACCCTGTATATGAATGTTTGGTATTACTAGGCATTGAGTAGCTTTATAGATCTATTTGT
+GATTAAGTTGAAAAATAATTAATAAATAGTGTGAAAATATTTGTCCTCTAAGTGGGACCTTCTATCTATC
+AACCTTCTAAAGGATATTTCATGGCATATGAAAGAATAATGGGACTAGACGTTATTGATGATCAAGAATA
+TCAAAAGTATCGGGAGGCAATGATGCCTATCCTAAAATCTTTTGGTGGTTCATTTGGTTATGATTTCAGG
+GTTTCTGAAGTGTTGTTAACAAAAACAGCAGACAATATTAATCGAGTTTTCACCATCGCTTTTCCTAATC
+AAAAGCAAATGGATGATTTTTTTTCAGATCCTGATTATTTAGTTGTTAAAGAAAAATTTTTTGATAAGTC
+AGTCAAAAGTAAAACTACAATATCGGTACATGAAACAGAGCTGTAATAAGCACTTTTATAATATCAATTT
+AAAAGTGATATACGCGTAAACTTAATGTTGTTTGTTAACCAGAACGTCACCTGCTCATCATAGAAGGAAT
+CTAGATTGAACATAACTAAAAAGAACCTTAAAGACGCTGTAACAGAAAATATTCTTTCCGTTGAGCAATC
+AGAAAAACTTATTGAATTTTTGAACGCTCAACCTAATATTGGACCTAAATTCGATTTCACTCATATTCTT
+TATTATTTTGGCGGCATGATTGCAATAGCTGCTATGACGCTTTTTATGGGCTTAGGCTGGGAGTCATTCG
+GAGGTCTTGGTATTGTATCAATCTCTCTATTTTATGCTGCTATTGGCTTGAAACTTACCAATAGTTTTAA
+AGCTAAAGGTTACGATATCCCTGCTGGGATATGTGGGACTTTTGTTATTGCGTTAACACCATTAGCTGTT
+TATGGATTGCAACATGCCTTAGGTGTATGGCCAGATGAAAGTGTCTATCGAGAATATCATCGGTATATTA
+AATGGCATTGGCTGTATATGGAGCTAAGTACATTAGCTGTTGGTGCTATTTTCGCATGGAAATACAAATA
+CCCATTTTTAATGATGCCGATTGCAGTGACGCTTTGGTATTTATCAATGGATATCACCGCAATGCTTTCT
+GGTGGAGATTTTGATTGGGAGCTAAGAAAATTAGTTTCTATGTACAGCGGTTTATTGATGATTGCATTAG
+CTTTTTGGATTGATATTCGATCACGAAATAAAGCTGATTATGCTTTTTGGATCTATTTATTTGGGGTGAT
+TGCCTTTTGGATAGGAATGTCACTTCAATACTCGGATAGCGAACTCTCTAAATTCATTTACTTTTGTATT
+AATCTCATCATGATCTTTGTTGGGGTAATGCTGGTTCGTCGAGTATTTGTTGTTTTCGGTGCTTTAGGTT
+GCAGTGGTTACATAGGTCACCTTGCGTTCGATATATTTCAAGATAGCTGGTTATTTCCTATCACATTAAC
+CGTATTAGGATTATTGGTCATTTACCTTGGCATTCTATGGCAAAAACATGAGCAAGGGATCACAGATAAA
+GCGAGAAAAATATTACCTGTAGCACTGCGTGAATTATTAGAATCTAAGTAATATGCAACAGTATAAAAGA
+GTTATCTGAAAGTACTAAGGCAACGGTATATAAGAATTGTTTTTTGTCCAAGCTAACTGCAGTGTAAATG
+ACTTATCAGAAGTAATGAATAATGACACGCAACCTTATACCGTTACGTGTCATGACTAGTTCGTTATGGT
+TTTGTTGAATTCTCTATTGCTTGTATTTCAACGGCTATTTTCTCTGCTTCTGCAGTAATCATTGAATAGG
+ATTTAATATCTCCATTTCTTTGTGCATGCATCGCTTGCTCAAGTTTAGCTTCATAAAGTTTATTCAATTT
+TTTTACTGGGTCTTTCTTAAATATTGAGAACATTTAAATCACTTTTAAGTTGGTTATCTAGGTTAATACG
+GTTATAAATGGATTTTAGTTTTTATTATTTACATTTTATTTTTTTAGGGGTTATCAATGTCTCACTCACA
+AACAAGCTGCCTTTGTGGAGCAGTCAAAATTACCGCAGAGCAAATTAATCCTAAATTTACTGTATGCCAT
+TGCCAATCGTGCAGAACCTGGGGTGGAGCTCCTTTTTTTGCAGTTAAATGCGGTACTAATGTTAACATTG
+AAGGAGAGGAAAACGTTAAAATGTATGAATCTTCTTCTTGGGCATCTCGTGGTTTTTGCACTCAATGTGG
+AACGCATTTGTTCTATAAACTTAAAGGAACAGGTGAATATAATATGCCGGTAGGTTTGTTTCCAAACTTG
+GAAGGCTTAGAAATGGATATGCAGTATTTTAGTGATATGCGTCCCAGTTATTATTGCTTTGCCAATGAAA
+CAAAAGAAATGACCACCGCTGAGATAATGGCGTATTTTGCAAAAGAAACCTAACTTATTAAATAATTAAC
+TGTTATGAAAACAGAACTAAAACATATGAATAGCTTCATGATTCATATGTTTTAGTTAATACTTATCAAA
+TACGTAAAATGGATTTATGTATCAGTTAGATACCAGGAAGATGATTTATGAACAACCTTTGTACTTATAT
+AGCGGTAACAAAAGGTGAGATCAGCGTTGTGAAGTTAGTGACTTCCCAATCGTTTGACAAATCATATGTG
+GATCAAGACATTGTTGTTAAGTGCACGGAATCAGTCTTTCATTTTACCAATGGCGTTGTAATGAAATATT
+GCAGCGAATCTGATTTAATTGAAGCGAATGAGCAAGTATGTGCTGAATGTTGGATTTCTTATGAGGTGAT
+TGCTGAGTCTGGCGATACTCAAGTATTTCCTAAAAAGAAGACGTTCATAAATCATTGCCAAGAAGATTTC
+TGGCTAAAAATTAGCAACAACTCCGCCAATGTATAATGCTAAGGTGTTATTAAGGGTAAGCACGACAAAG
+TAGGCTGGTGTTAGATAATGTTCAATATGACGTTTTAATTTGTATTTATTAGACTAATCTCATTAATAAG
+AGTAAGAAAACAGTTAATTACATTAGGGTCTGTTGATCTTTCGAGATTGTTTTTGCAGCGACTTGTAGGG
+TGTTTATACAAGGCAGAGCCTTTGTCATGTGGTTGTTCCACATAAAAAGGCGATAACGCCGTAAAAATGA
+CCAACAAACGCTGTCCGAAGGATTCGGCTAAAAGCGTTTTACTCTTTGTTGAGTAGTATTTGCTTAGAAT
+GACTAGGCTACATACTACTCGCCGCGATTAAAACGCTTTTATCTCGAACAAAATTTAACCGCGAAAGATC
+AACAGACCCTAGTATGGAGCAATATGAAAGTAGTTAAAATAAAACAAATTCTGTTGTTGTTAACTAGCTT
+ATCGCTAGTTTCCTGAAGTTTGATAGATACCCAGCAACTTCACGATGATACTCGCCCAATTATCGTTATT
+AGTAATTACGAACAAGTAAGTGGTTGTCGTTACATTAGTGAATTAGTGGGATCAGAAGGGCATTGGTATA
+GCTTTTTTTTCATTTCTAATACCGAACTCACTATTGCCAGTATCAATGACTTGAAGAACCAAGCAAGTGA
+CGTTGGCGCTAATACCATTTATATAGAGAAACATATGGGATTTGGAACCTCAGTGACTTTTCTAGGACAA
+GCATACGACTGTCCATTTTCTTGAAGTAACGACTCATCACTTTTTACCGTATATTCTAACTAAACTGAGT
+CGGTAGAATGACATCATATTCATTTTAGAATGTTGTGAAACGTAGCTCGAATTTTTAATATTTATGTCAT
+AAATTTACCTGGTTGGCGTTTTATGGGTACCGAGTTTATTTACACATCAAAATTGAAAAAGAAAAAGTTA
+ATTGTCATTTTTATATCCGCTTAAGTATAAAAAATCTGTAGCCTAATTCAGGACTACAGATTTAATGATG
+CAATTAACCTGTCGTTAGTTAATTTATGTCGTTAATTCGTGCTCTTATAAGTAATCTGGCGCATCTAGCG
+TCTGTCCATGCATTTTACCTGTAACTGCTGCCATGTACGCTTTAGCAGTATCGTTAGCAGATAAACCTGA
+TTCCGTATCCATACCCATCATTGCCATTGTTTCTTTAACAAATACTGGGGCAACAACATTTACTCTAAAG
+TTATCGACTTCTAAAGCTGCTGCTTTAACAAAACTCTCTAATGCACCGTTAGCCATACTTATTACCGCAC
+TACCATGCATAGGCTCTCTTGATAAAACACCTGATGTTAAGGTGATTGAACCGCCTTCGTTTATAAAACT
+CTTTCCTAAACGTAGTAAGTTTATCTGTCCCATCAATTTGTTATTTAGTGCCGTTTGATAATCGATGTCA
+GTTAAGTCATCAAAACCTGCAAAAGCCGCTACCCCTGCAGTAGAAATCACTGCATCTACATGACCAACTA
+CTTCAAACATGTTGCGGATTGATTCTGGGCTACCTAAATCAACTTTTACATCACCGTTAGCATAATTTGC
+TGAAATGACTTCATGGTTAGCTTTAAGGTTTGCTTCAACTGCTTGTCCTATAGTGCCGCTAGCACCTACT
+AATAAAATTTTCATATCAATCTCCAAATGGTCTTCTTGTTTAAGTTGTGTGTATTATATTGATTGTATAA
+AATAGAAAAATAACCTTGAAAAGAAATGATTGTTCTCATGAAGAGAAAGATAGACTTATTAAAAGCGATG
+AGTACCTTTATTGTTGTTATTGATAAAGGAAGTTTTAGCGCGGCATCAAGAGAACTCAATATAGTGACTT
+CTGCTATCAGTCGACAGGTCTCAGATTTAGAAGATCACTTTGCGTGTCAATTGCTTTATAGAAGCACCAG
+AGCCATGAGTCTCACCGCCGAGGGTAAACAGTACCTTGAACAATTTAGAAATATAATCGGTAGTGTTGAA
+CAATTAGAGAATAAATCAGACGACTTGAATCGAGTATTATCAGGACACTTAACCATTTCAGCCCCTAGTG
+GCTCTGCATCGTTAGGCTTTCTAAAATCAGCCAGTGATTTTATGAAACTACATCCAAAGGTAAAAATATC
+TTGGTTATTCGTCAATCGATTCGTCAATATGGTGCAAGAGGGGATAGATTTATCTATTCGGGTTGGTGAG
+TTACCTGATTCTAATTTTATTGCTCGACGATACGGTTCTACCCAGATTAACTTTGTCGCTAGTGAGCAGT
+ACATCAACCAACATGGTAAACCTAAACACCCAAAAGAGTTGTCCAAGCATCAGTGTCTAGTAGATAGCTC
+TAATCGCTTTCCTTTACGTTGGCGTTATCAAGAAGAAGGCAAAGAGCATCATGCTGCTATTGATTCTTTT
+GCTGAAGCGAATGATGGCGACATAGTTGCAAAATTAGCAACAGAAGGACTAGGCATCGCTTATCTACCGA
+CGTTTCTGACTCAACAGTATTTAGATAATGGAACATTAATACCAATATTAACTGAATTTCAATTTGACCG
+GATTCCTGTTTCATTGGTTTATCCTGCTAAGTTAATGATAAATCCGTTGATGAAATCTCTAGTAGGTTAC
+TTATTAGAAGACTTGAAGAACGATTAACCTGATAAGTAACTTGATCGTTTATTCATGAGAGTCACCCGTT
+CTATCTAATTTTGTTTGCAGGTTAATGTTGTTTAGACTGAGTCAAAACTAAATTACATTTCACTATGCGA
+AATCATCTTTCCAAAGTTAAATCGTCACTGAGTTGACACTAGTGTCAAGTTCATGCGAATCTGATAGACC
+AAATTATCAGCAATATTTTTAATCTATATCAAAAAATATAATAAAAACTAGGAATAGATCATGGAAATTT
+TATATCAAGTTGAAGATAAGCCGCCTATTGGTACCTCCATATTACTTGCAGCACAGCACTTACTCGCCGC
+TTTAGGAGCAATCATAACTGTACCGCTAGTCGTTGGTGGTGTTTTGAATCTACCGGTAGAGGATATTGTC
+GTATTGGTTAACGCGGCAATGCTAGTTTCGGGTGTAGTTACTATTATTCAGTGTAAAGGGGTTGGGCCCG
+TTGGAATTAGGCTTCCTTGCGTTATGGGAACCAGTTTTACCTTTGTCGGCGTTTCCATCGCTATTGGATT
+TGAACACGGAGTGGCAGGAATACTAGGCTCGGCTTTAGTTGCATCACTCGTTATGATTATTGGCAGCTTT
+TTTATGCCAATGATTAGACGATTTTTCCCACCAATAGTTACAGGCACAGTTGTAACCCTAATTGGACTGT
+CATTAATTCCCGTCGCCGTTGATTGGTTTGCAGGTGGTCAAGTAGGACAAGAAGGTTATGCATCACTGCC
+TAATTTAGCGATAGGATTATTTGTTTTAACAACGGTGATACTGTTATCTATTTTTGGCAAAGGGATCTTA
+TCGGCAGCCGCTGTGGTAATAGGTATGGCGCTGGGATTCATGGCATGTGTGGTCTTAGGTTTGGTCGACT
+TTAAGCCTGTGCAAGATTCTCCATTATTTGCTTTGCCAAGTCCTTTTCATTTTGGTTTAACTTTTCCAAT
+TAGCGGCATTATCGGTATGTCTATTGCCTACTTGGTGACAATAGTTGAATCTACCGGTGACTTTTTAGCA
+CTATCGAATGTGACAAAAACAAAATTAACCGGAAAGAAATTATCTAGTGGAATATTATGTGATGGGCTAG
+GTTCAGCTTTAGCGTCATTATTTTCTACTACCCCTTTTTCCTCTTTCTCACAAAACGTAGGTATTGTTGG
+CATGACAGGCGTAGCAAGTCGCTATGTTGTTGCCATCACGGGCGCCATGTTGATTCTTGCTGGTTTATTT
+CCAATCATTGGTGCCTTGGTAGTAGCTATACCACTTCCTGTGCTTGGTGGTGCTGGCTTGGTTATGTTTG
+CAATGATAATTACTGCAGGGGTAAATATTTTATCTCACACTAAACATACTAAAAGAAATGGCATTATTAT
+CGCGGTAAGTATTGGCGCGGGTATGGCAGTAACTGTACGTCCTGAGTTGTTAAGTCACTTACCCGACTTC
+CTTAAAATCATTCTTGCTTCTGGTATTACTACCGGCTCAGTAATTGCGTTGCTGTTAAATGCGGTGCTTC
+CTGATGGCGATATAATTGTTGAGACTGAAGAAGAAAATCCTAGCAACAATGAAGTTGAAAGTTCCCCCAA
+CTTGATTTAAACAGCTTAACAGCTTAACTATGAAACAATGGCCTGATTAATCAGGCCATTGACAATGCAT
+GAGCAAACCGTTATTTCGAAGTGATTCATTTCAAGGTTTTACTTCAACGTGATAGAAATTTTAGTTCCTT
+GCTCACTTGAAAGCGTGAATAACCAGTTTTGATGTTCACATAAACGTTTTACAATCGATAAGCCAAAACC
+ATACCCCGTACTTTGACTACCTTTAACTGCGGGTTCGGTTATATTACCTGAAATGCTTTGTTGTATACCT
+GGACCGGTATCAGCAACAATCAGTGTTTTATCTTGCATCTCAATGATGACCTTACCTTGTTGAGTATATT
+GAAAAGCATTGGCAATTAAATTGTCTAATAATACCGTTAACATACCTGATTGCGCATAAACGTCTACATT
+ACAATTATCATTTACTTCCACTTGTATTGGTTTGTTATTGATGAGGTGATTCTGGTCAATAATAGATTGC
+TCAATTAAGGGCAGTATTTTTATGTGCTTTTTGTCTACTTCGGTATGTTCTTCCCTTGCAAGGGTAAGCA
+ACGTGGTAACTGTTTGCTCCATTTGCGTGCTCGCTTGGGATATACGATCGATCACGGGATTACTTACATC
+AGTCGAGTGTTGATTACGATAAACCTCTACCGCATTTTTTATAATAGAGACAGGGGTTCTAAGTTCATGG
+CTGACGTCACGAGTAAAACATTTTTCTCTGACCAAACTTTGGTTAATTCGGGTCATCGCGGTTTCTAGGG
+TCTGCGCTAAAATTCCTATTTCATTATTAGGGAATTGCTGTGCAAACTTATCGGGGATTTGTTCAGGGGC
+AACACCATTAACTAAATCGGCGAGTTGCTTCAATGGCATAGCGGTTTTTCTGCCTATCTGCCAGGCGATA
+ACAAAGGCAAGTAATACTAATATTAAGCCTGCAATCAACATTAATTTTAAGATGCCTTTAGTGAAAGGGC
+GGACTAACAGCATTTCACTGACTTCTGCGACAAGGTAAACATCTTCTGATTTGGGTAATGCTAATAAATG
+ATAGTGACGACCGTCTTCTCCTGAAAATTCTTTTCTGTTTGGTTCAGCAATATATCGCTGCTTGATGTCA
+TCAGGTAAAGTACTTTTTGAGAAGTACAACGTCATATGGCTCACGCGAGGGGCTGACCAAGACTTATCCT
+GATCATAACGTTGTTGTAAAAATTGAGCTTCTTGTCTGACTTCACGTTCAATAAATTCATCTTCAATGTT
+GTACATTAAAATGAAACAAAACCCGCCCCAAACCGCAGATATTAACAAGGTAAATAAACAAAATTGGCTA
+ACAATTTTTCTACTTAAACTGTGAAGTTTCACTGGATTTTTAGGTGTTGGAATTTGAGGTTGATTAGTTT
+TATTGTTATTTATCATTGTTTATTACATCGCTTTTTACATGACTTTCTACATTTAAGAGGAAGCCAATAC
+CGTGCATGGTTTTAATCATCGGATAATCAAAAGGTTTATCTAACATATTACGCAACTGGTAAATATGAGA
+TCTAAGTGCGTCGGATTCTGTCGGCTCATCTCCCCATAACTTCTGGGATAACTTTGAACGACTCACGACT
+TGAGGATAAGCTTCCGCTAAAATTGTGAGAATACGATAGCCCATAGTATGTAATTCAAGGTTTTGTCCAG
+AACGCGTGACTTGTTGTCTTTTTCTATCAATGCATAGCTGATCAAATATTAAGGTATCATTGGTTTGTAA
+TAAATGGCGTCTTGATAAAGCGAAACAGCGAACTTCGAGTTCTTCTAAAGAGAAGGGCTTAGTTAAATAA
+TCATCTGCACCAAGAGTAAAACCTGAAATTTTATCATCGATACTGTCTCTTGCGGTGAGCATGATAATGG
+GTACATGATGGCGAGCTTGTTTACGCAATTTTTTGCAAACCTCAAGCCCATCCATAACGGGTAAATTCAA
+ATCGAGAATGACTAAATCATAATGATTAGTTAATGCCAGTTCCAATCCTTGATCACCCTGGGTTGCAAAG
+TCTAATACATGTCCTTTATCTTCCATGTAGTTAGCAATATTTTGGGCGATACTTTGTTGATCTTCAACGA
+CTAGAATATACAAAGATTGATTATTCATTTAATTTCTCGAATTGAAGAGCTCTTTACTATTTTGATGTAA
+AAAATAGTAAGGGCTGCTTGCGTTAGCAATTATCTTACAAGGTTTTTAACATGTCTTGCGCTGCTTTGAA
+ATTAGGTTTTGCAGTAATAGCTTTATCAACTAATACCTTTGCATTATAGCTATTACTTGGATTGTACTTA
+TTGGCTTCAACTGGACCGCCTTTAGGGCTGACGATATCAACAACAATGCCATTGATTATAAACACAGTAT
+CCGCTTTTGAGAAATCATCAAATTCGTATCCGGGTTGTTTATCTCCTTGGTCATTACCACTAACGACCAT
+TAACACTTTATTGTTGTCCGATTTTAATGCTGCTTGAGCAGGTAAAGCCGTCATCACTAACGTAGCAAAT
+AGCGTGATTAATACTACTGTGTGTTGTTTTAAAATGTTCATTTGTTTCTCTCTCCTTAGTATGACGACAT
+TATGATCGAGACTACGTGAAATAGATGTGAAACTGTTTTGGCTCAAGCAATATGTGATACTTTTTTGTTA
+AACATAATGCTTTATATATCGGCCATTAATTGCTTAACCGAACTCTTTAAACTATGTCGACTAGCGTATA
+CACCTAATAAGGTAACTGTGGACAAAATAATGGCTAATGTTATGAACAATATGAATAAGTCAGGTTGATA
+AGAAAGTGAGAACTGAGATTGATAAATTAACATACCGGTAATGTAGGTACCGGCTATTGCACCTATTGCT
+ATGATTAAGGCGGTAATTAACCATTCAATAATATTGAGCTGCAAACAGGTGTTTTTTAAAAAACCAAAGC
+TCATTATCACGCTGTTCTTTTTCTTTTCTTTGCTTTCAAGTGCATTAATTGATGACAAAATCACAATAAT
+AGCGAGTAAAATAATCATCACCGCAAAACCGCTGATAACTTTGGTGATCATGGCTAAAATGTCATCAAAC
+TGTTTTGTTAATTCCTGTAGGGAGACCATTCTTATAGTAGGGTGATTTTCCCATAATTGACTAAGCAGTG
+GCCATTGATCCTCATTCAGTTCTAAACTAGACATATTATATTGCGGCGCATTGATGTGTTGCAGGGCTGT
+CTGGGGCATTTGCACCCAGAAAGTAATTGAACCTGCGCCGGGTTTAAATTCATGACTCGCTGTAATAGTA
+AAAGTGTAGCTTTGTTGGTGAATAATAAAGGTAAGCTCGTCTCCTAGGGATAAACCTAAATCGGTCATTA
+CTTCATCTTCAAGGGATATTTGTTGCCAGTTTTTAGCCTCTTTTTGCCACCATGCCCCTTGAACCAAGCG
+GTTATTCTTTGGAAGTTTTTCACTCCAATGCAATCTAATAGCGTTTGATAATGTCGCTAAGCTGTCACTG
+GGCTTTTGTGTAAATTCACTGAGTGTTTGGTTGTTGATTTTCACTACTTTGGCATACAAGTAAGGCTTAG
+TTTGACGCAGACTAATATTATGTTGTTTTGACCATTGCTCGATTGCTTTCATTTGAGGCTGACTTGCTTG
+TGAAATCATCACATTACCATCATGTGTTCTCTGGTATGAAACCATGGTGTCGCCTAAGTCTTTTAAAAGC
+ATGAGCGTAAACAATAATAAAAATGTGCTTAATCCAATTCCCAACATTTGAGTGCTTTTGCTTAATAAAC
+GCTGTTTCATCATAAACAAGGTAAAAGGGATGAGTCCTGAAAATTGTTGGGTAGCTTTTTCACCTAAGCT
+TAACACTGCCCAACTAATCGCTGCCATTAATACGATAGTGATTGAAATACTACCGACTAACATCAGGGTT
+AATAAACCATTATCTGAGTACTTCACAGCAACAAAAACAAGAACCACCAAGGCGCATAGTTTAATGAGCG
+CTAACGAAATACTTTTTTGATTTTGATGAAACAACTTAGCCACAGATGTTTGACACAAGGTTAACCAAAC
+AGGTGAATGAAAGACGGCAAACAGTAATACACAAGTTGCGACCGTTTTAGCGGTAAGCCAGATCTCTAAT
+TGCCAGGTGATTTCAGCAAATGTTTCAGATAACCAACCGATGACCAACCAATGCAATGAAATAGATAAAA
+TCGCCACAACAGGTATAAGTAGCACTATATTAATGAACCATTTAATCAGTGATAACTGTAAACCTGTTGC
+TTTTGAAGCGCCTAAGCTCATACAAATTGCTGAAAAATACTGTTCTTTTTTTAAGTGTACTTGCGCTATT
+TGTTCAATAGCGATAGCAGCCATAAAAAATAAAATAATGGAGGCTAAGCCTAAAAAGTTTTCAGTGCGTT
+GCCAAAAGGAGGCTAACGGATGAGAGCCGTTTTTATGATGAATTTTCGCTGCGGGAAGTTGCGCTTGTTG
+CCACTCAATAAGTTGCTGTATTTTTGATTTTGATGCCGTAACAAGATAACGATTCTGAATAAGATCTGTT
+GGGAAAGCTAACTTTTCCATATCATCAACATTGATGATAGCGCGCATAGCTACATTATGTCCTTCCATCA
+ATCTATCTGGCTCGTGAATTAGCACTCTTGATACGATAAAGGCTCGTTCACCTATGCTTATAGCGTCACC
+AATCGATAATGTTAGGCTGGCAAATAGACGGCTGTCTAACCATATATTTCCTGCTGTAGGACCACCGTTG
+GTTTCTGTTGCTGGACTCTGCAAAGAAGTTGAAGTGAGTAGTTTCCCTTGTAAGGGGTAGTCATTTCCTA
+CCGCTTTGAGCTTGGACCGTTGCCACTTATCGTTGAATGTTAACGTAGCATTAATCTGCATTGTCTTGAC
+CACATTATCACTGAAATTGCTCAACGAAGTTAACTGAGCCGTTGTTAATTTATCTTTTTGAGTTAATACC
+GCATCGGCACCCAAAAGATTTTGTAAATTTCCTTCCAGGTACTTTTGAATGCTGTTGCTGGATAACGATA
+AAGTGACGATAAAAATCATTAATATCGCTTGAACCCAGCGCAGTAATTGTTGGTGAGGCTGGCGGTATTC
+TTGCGTGAAATAGTACCAAGCCAATAGCATATGATGATTTAACATGATGCTACCCGCTGCTCTTCTGTAG
+AGAGGTATTTAGTGATGTCTTGTTCTTCAGTGGGATTAATCGATGACGTTTTAGTGAGCTCTCCATCTGC
+AAGGGAATAAATGTTCTGTGCTTTACTGGCAAGGGCATTGCTGTGAGTGACTATGATTAAAGCGGCATTA
+TTTTCTTGGCAGCAGGCAAATAAAATATCAGAAATTTCATTCGCATTATGTTGGTCTAAATTACCCGTTG
+GTTCATCGGCAAATATAAACTTGGGTGAAAATACTAACGCACGCGCGATGGCAACACGTTGTTGTTCTCC
+ACCACTTAATTGTGATGGTTTATGATCCGCTCTATCGGACAAACCTACCTTTTCTAACCACTGCTTTGCT
+TTGCTTATTGCTTGTTTATCACCACGTAATTTCAATGGTAAAGCAATGTTGTGCAAAGCAGTTAACTCAG
+GCAGTAAATGAAATTGTTGAAAAATAAAACCAATGTCTGAGCGTAAGTTATCAAGTGTTGAAGTGTGTTT
+ATCATTAAGGTAATGACCATGACCTGAGCTGGGTTTTTCTAAACCTGAAAGCAGCATAAGTAAACTTGAC
+TTACCAGCACCTGAAGGGCCTGTTATGGCGTAGGATTGTCCTTGGTTTATAGTTAAATCAAGATTTTTAA
+ATAAGGTAATAGTTGAAGCCTTATTTTTATTAGTCGTGTTTTCAGAAGTAGAGTTTTTATGTCCAAGACT
+GCCAGAAGAGTTGCTTGCAAAGGATTGAGACACACTTTTTAATTCAATTGAACTAGTCATAAATTTACAC
+CACAGTAATAATTCATGCTGGTATCGTATGGGTATGCCTGTGAAACGAATGTGAAATTCAAGAAAGTAAT
+AGTGTAATTTCAGCTTTCATATCTAAGCTTTACACCATGTATATTACAAAATAGTGGCTTAAATAAGTAA
+TGGATAACAGCATAAAATACTATCAATGAAATCTATAAACAGAATCTACCAAAAAGGCAATTATCAATAG
+ATAATGCGAGTGCTAACCTGTATCTGTAATTTACAACTTTTATCTAGTAACAAATTTGGAGATTCTTATG
+GTTTATGAAAATTATACAACGTTTTATGCTAGCCAAAATCAAGCTGTCCTAACGGTCACTTTTGACTTTG
+GTCCTGTTAATATTCAAGGCATTTCGATGCTTGATGATCTTAATCGCTTATCAGAAACTTTAGAAGATGA
+TCGCAGCGTTAAAGTCGTTGTATTTCAATCTGCTCATCCTGAAATTTTTGTTGCTCATGCAGACACAAAC
+TTCCTTAAAGATATATCTACGCAGGCTATACCTAGGGAAGAAATAGAATTACTTTATTTGCAAAAGGTTT
+TACAGCGAGTTAGTGCGCTTCCTCAAGCAACAATCGCTAAAGTTGAAGGCTTTGCCCGTGGAGGTGGACA
+TGAATTTATGCTGGCGTGTGATATGCGTTTTGCTGCAAGGGGTAGAGCGAAGTTTATGCAGATGGAAGCG
+GGTATGGGCATTTTACCTTGTGGTGGTGGTGCATCTCGTATGGCTAGACAAGTAGGTTTGGGTCGTGCGT
+TGGAAATAATTTTAAGTGCTCGTGATTTTGATGCAGACCAGGCTCAAGCATATGGGACTATCAACCAAGC
+ACTCGATGCCGATAAAATTGGTCCGTATGTAGATGAGTTAGCTAATCGTATCGGTCAGTTCCCAGCCGAA
+TCAATCGAAGCATGTAAGCGTGCGGTTTATGCATCTATTGATCTACCAATTGAAGCTGCTCTTAAAGAAG
+AAGCTTATTGGCTATATCAATCTATGAGTAAAACACCGGCTCAACAACGTTTTCAATATGCTGATGATAA
+CGGTGCGCAAAATGATATGGATAATCAACGTAATTGGGACCAGTTAGTCATGGGCATTCAGGAGGTCAAA
+TGAGTACTGAAAAGAATAAATTAGTGATTAATAGATTTCTTGAACGATTTTCGGCTAATGATGTGGAAGG
+TGTACTATCTCTGCTAAATAACGCTGCCATCTGGAGAGTCATGGGTCGAGAAGGTGGTTTACCTCTTTCA
+GGCGAAATGGACAAAATTGCTGTCGCTGATTTGATGAATACGGTCAATAATATATTCCCAAAAGGTATGA
+CACTAACGCCTTCAGGATGGACAGCTAGCGGAGATCGCGTTGCTGCTGAGGTTGAATCCTATGGTCAAAA
+ATCTGATGGGACTATTTACAATAACATGTACCATTTTTTGTTTGAAATTAAGGATGAACAAATCATAACT
+ATTAGAGAGTATATGGATACATTACACGTAAAATCGGTTTTTATTGATAACTAACGTGACAAAACGCCAT
+TGGGGGACACAATATGAATGATATCGATTTAGATGATTACAAATTGACTATGCACAATAAAACCGTACTC
+ATTACGGGGTCAACCAATGGCGTCGGTCGGATCACGGCTGAAAAATTAGCATTACGTGGTGCAACAGTGT
+TGATACATGGACGTTCAATCAATAAAATTAATGATACCGTTGAAAGTATCAAAGAAACAACGGGTAATGT
+CCAAGTGTATGGTTATCATGCTGATCTAAGTGCGTTAGTACAGATACGACATCTTGCTGAAGAGATATTA
+TCAGACCATCCTAAACTTGACGTATTGATCAATAATGCGGGTGTCGGACCTGGGCCCAGCGAAAAGCAAT
+TTATGCGAACTATTGTTACCTGCACTAACGCTAACTCAAGGTCGTATCATTAATATTGCCTCGGCGGCGC
+AGCGACCATTGAAGTTTGATGACTTGATGATGAAAAATGCGTTTAATGCTTCATCGGCTTATGCTCAAAG
+TAAGCTGGCAGTGGTGATGTTCAGTACTTTTTTTGCTGAGCAGATTCGTGATGAAGGTATTACAATTAAC
+GCACTCGACCCTGGTTCATTTCTAAATACTCGTATGGTTCAACAGGCTTATGGCGGCTCAAACAATAGTC
+CTGAATCAGGAGCACTTGCCCAATTGTTTCTAGCTTGTGCCCCTGAGTTAAACGGTGTGACGGGACAATA
+TTTTACACAGCTACGTCCCGACAGAGCGAATGAACAAGCTTACAATTTAACCGCTCAAAAAAGGCTTTGG
+GCACTTACTAAACAACTTATTGCTATTGAGTGAGTTTAGTCAATTAACAGCAGTGCTTTTATTTTCGCTG
+TGTAGAACGGCCGAAATTTTAATTTATGCAGTTATAATTGAACACTTATTTGTTTAGCGATTCATCCCAA
+TAAGGATATCTGCCATATTGTTCGGATAAATAGTCTATAAAAGCTCTTACTTTAGGCGCTAATAAACGTG
+AACTGGGATAAACCGCCCAGATAGCAGCATTAGAAATCAGAGGATATTCTTTAAGAATTTGAACCAGTTC
+CCCTGATTGTAAATGACGATAGACGCTCCATGTGGCATTCATAGCGATCCCTAAACCATCAACGCACGCA
+TCTCGCATGGCTTCACCATTATCGGTTCTAAAATTGCCTTTTGGTTTAATATTTATATGACCTGCAGGGG
+TATCAAATACCCACGTTTCAAGGCCATTTAAAATTACACACTGATGATCGCGTAGATCTTGTGGCGAATT
+AGGCTCGCCAAATTTTTTAAGGTAATCAGGAGAGACACAAATAATACGTTTATCCGGTGATAGCTTGCGG
+GCTATTAATGTTGAATCTTTAAGCTCAGCATCACGAATAGCGATATCAAAACCACCTTCAACTAAGTCAA
+CTATGTTATCTGTTAGGCGGATATCGACTTGTATGTCAGGATACAGGGATAAAAATCCCTTCATTGCTGA
+GACAATATGCATTCGGCCAAAGGAAGCAGGGGCCGTGATGCGTAACCTTCCTTTTGGAGAGGCTTGCCCT
+ACACCAACAGATGCTCGAGCGGTTTCAATGCTAGAAATTACTTCTTCAGCGTGTGGGAGAAAGGTTTCAC
+CTTCTTCTGTTAATGATACTTTTCGAGTGGTACGGTGCACCAAACGGATGCCTAGTCCTTGTTCGAGTTT
+GTTAATATGTGCACTTGCTACCGCAGGTGATAGCCCTAAATCATTTCCAGCTTGGCTGATGTTATTAGTG
+GCGGCCAGTCGTAAAAAGAGCTTTAGGTGTTCTATATTCATATCCAATCTCCTAACATTATATAGATAAC
+CTATAAGCTGATTAAGTATAATGTCCTATTGCTATCTTTTTATATAGTAAATATCAATATATTTAGCAGT
+GTAGTCTGTAGCAGAAACAATTAGCTTATTCCTTTATTAATGACAGCACACGGTTGTAGATAATACTATC
+GGCGTTTTAACAACTTAGAAGAGCAATAATATAATAGGCTCAAATCTAGTGTTTACAATATTGTTAATGC
+TATGGGAAATCGGTAAGTCAATTTTCACCTCACAGATATATTTTTATTGATATCCATTAAATTTTAACTT
+CTGTTGTATGAAGATAAAATGGCTGAACTAACAGTGACTTTCTCCGTTTATTAATCAATGTAGAACGAGT
+AATAAAGATCTGTCGATTGCTCAATACCACTGACAATTTCTAACCAAAATCGATTTAAAATGAACATTCT
+CACCGTAAGTTCATTAATGGGTTCATATACGCCAATACCATACTTCAAATAAACTCTGTTGCCGACATAA
+CCACTAACCGTTGCTTGAATTTGATCGCCTTCACCTTCAGTATCCACTGCGATATTACTAATCAGTGGTA
+TTTTTTCGATTTGGTCAAATAATCCAGCGCTATTGGTAGCCCCAAAGCCGACCAACAAACTGGCTGCAAC
+GGTGCTTTTTTCTGCCCCTGCATCTAAGCCTCTTCCTCTGACTAGATAAGATAAAATTTCAGGCATTTCC
+ATTGTCGGGGTTGAGAAAAGTTCCATATTTAATGTATTGGCTAATCCGGTTACCCGAATGCCGACATCAA
+TATCTTCAGATTTAATATGTCTACTTGCACGGAGATTAAAGTAAGGATTATCCATTGGTCCGTTGAAGGT
+GAACTCTCCCTTTTCTATTTTAAGTTTTTGCCCGTATGCTTGAAAAGTACCATCAGACGATTGTATATTG
+CCAAATAACTGGAATGGGTTTTTCTCTTGTTGGCTAATTTTCAATTGGCCAGATAAATGGCTTGATAATC
+CTTGTCCGGATACTTCAAAAGCGGGTTTTATATTTACGCTAATGTCGGTTTTTATATCAAAACCAGAAGT
+TTCTTTAACAACAGCTTTGCCATATTGGTCAAGAATGATGACATCATCACTCAATGAAACGCTGCTTTGA
+GGTAGTTTCTCGATATTAAACGTGCCGTCTACCACGTCAATATTGCCACTTATGGTTAATGCTTTTTCTA
+CCAGTGAAAAATTCAACGTGGGCGAAATGCTCATCACTAATTGTGGAGGGAAAACTAACGGCAACGCGTA
+GCCTGTTAAATCTAAGTTCATCGACAAACTGTTTTGCCATGACATATTTCCTTGTACTTTTGCCAGTTTA
+TCGGCGAGATAAAAGTCAGCGTCCATTGTCGCTTGATTATTATTAATCATGACTGAAGAGGATATGTTTT
+CTAAGGTATTGGCATTTTGCAGCAATCGAAATTTACCTTTAGTTAATGCTATGTCACCATTAAACAAAGG
+AGAGCCGAGAGTGCCATCAACGGATATATCCGCTGTTACTTTACCTTCTAAAGTAATTACATCTGTTAAA
+ATGCCTTGGAAAGGTAATAAGTTTATTTGATTTAATGATATTTGTGCATTTACCGTGGAATCAGTAAAAG
+AATAGTCGGCTTTAGGGTTACTCACTAAGTTATTATCAGTAAAACTATCATCAATAAAGTCAATGCTTGA
+AGTGATATCTACCAAGGGAAGGTTATTAGTCGCTATTAGCGCTAACTTGCTCGTTAATTGCTTTTCATCA
+ACAGTCAAAGCAAACAAACCTTGCGACCACTGTGACAGCACATGCTCGCCAAAATCATCACTCACTTTTA
+AATAACCCGGCGACATCGTAAAGCGCGCCTTTGCTGAGATAGCTTGCTGGGTAGACCAATTTATCTGAAT
+ATCACCGTCAATTTCACTAATGATCTCAGTGTCTTTAGGTAAAAATAATTCGTCAATGACAGCAAGGTCA
+ATATTCATTTTAAGGGCAACATCACCAACATTACCGAGATTCACTTGATGGGGCAAACAAAGACCAAACC
+CTTCACCTTGCCAGCAATGACTCGCTACCATGCTTTCTTGTTTGGCTAAATCGACATTAACATCGAAGTC
+TTTATTATTTTTAAGGGTAATATTCTTATAGGTTAATGCACTTTGCTCAATAGTACTCTGCCATAAAGTA
+AATTCATCATCCCAATGACCAGACAGGGCAAGTTTGCCAGCAAAATCACCTAACCACTGAGCGTTTATTT
+GATGATTACTCGCGTTGCCTGTTATATCAAATAGGATATTTTTAATGCGATAACGCGTAGATTCGTTCAC
+CCAATCCAAATAGTCATTCTTTACTGTTAATTGAATGTCGTGACCACTCATTGGTTGATAGTTCGCCTTA
+ATAGCTAACGAATCACTATACCATTGTTGCCAATTTAACTGGTTTAATTGACTTTGTAGGTTAACAGTAG
+GATTGTCTTGCGCTCCGGTAACTGAAAAATCACTGGTAAAACTGCCGTGTATCTCTTGATGCCATTGATT
+AATATTATCTACTGTTAACTTTCCTTTAATATCCCAAAAGTCACTATCCGAGGCTTGCAGTGTTAAGGCA
+CTATTATTGAAGTCGATCAGCAGTTTACCTGGTTGTAGATTACCTAATTGATTTAAACCAATATCTGCTT
+TTATCGTTAGGTCTAGTGCATTTATATTTCCTGAAATGTCGGTATCGCTTAGCGAGACAGACCATGCTTT
+TTTTGACCATGCACCATGACTGTTGATGCTTCCTTGCAATCTACCGGTAATTAAATCAGGCAGTGTTTTT
+GTTAACATCGCAACTTGTTCTTCACTGGTGCCTAACTCTGATAGCGCCGGTATGTTTATTTCGGGCAAGG
+TAAAACCGGTTGATTGAGCAGATAACTGCCAACTAATATCGTCAGCTAATAAGCCTATATCACCCGTTAA
+ATATACTTGGCTTTCTGAGTCTTCATCGTTAAAAATAAACTGGTCAATAGTAGCGCGGTTTTTCTGATAA
+CTGGCTTTGAGTTTCAGCTGTGCATTATTATAGCCATAACCTTTAATCTGACTGGCTAAATCCATCGTTT
+GTTGTTTTACATCGCCTGAGAGAGATAACAATAATGAGGAATACTCACCATACTCAGTTAATGATAAAGG
+CGTTGGAATTTGTTGAGCGTCTATGGTTAGGTTAAAGGGCATGGCTTCATCAATGAAGTTAATTTTACCT
+TGGCTTTTAAGCGCTAAGTTACCTTCGCTGATCACATCAAATGTTAAATCTTCAAATGAGCCTTGTATTG
+ATAATTGTTGAGTACTGTCATCAATTTCTGACCACCATGCCACCTTGTGTAGTTGGCTTTCTAAGTGAGT
+TGTAAGCTGGTAGGGAGGTAGTAGCTTTGCCTCAGCAGTTAATTGGTTGATAGAGAACGCTGATGTGGTG
+GTTTTAAATTGGCTGATACTGACATCGGTATTAATCCAAGTAGCGCTTAGATGATTATTGTTTGAAAGCC
+ACAGTGAATTTCTTGCTTGGTGATTGTCTATTGAAGTAGCTTGAGCATGTTCTGGCTGAGCCTTAGTGTT
+AACAGTCAAAGTGTCTACAGCCAAACTATCGAGTTGTAATTGCTCAATGTTCAGCGCAATAGGCAGGTTA
+ATTTCTGGTAACTTAGTAAAAGTATTATTGACTAACGAAGTTGTGCTCTGGTTGTTAACAGGCGTTGTTT
+GTTCTTCTCCAACGAGTAATAACGTCAACTGCTTTGCTCTGGGTTGTAAGAAGTTAAACTCACTTTTACT
+GATCGACAATTGTGTAATAAATTGCTCAATTGTGATCTCGGTATCATTGATAACTATCAGACTTTTTTTA
+AGCTCAACTGAATCAGCGTTAATTGAAAAGGGCATTACAAAAAGTTGAGATGCGGTATTATTTACTGATG
+AAACTTGCTCATCACCCTCATCGTCAGACAAGTAACGTAAAGAGAAATAGTCAGCTTTTGCTGATTTAAT
+ACATAAGGTTTTATTCCAGACACAAGCAAAGTTAATCTCAGTTGATAAGCCATTTACCCTAATATCAAGA
+TTTGCTAACTGCAACTGAAATGAGTTTAATCGTACATCTCGAACTAAAGCTCCGCTGTTATAGTCAAAGG
+TAACACCATCAAAATTATTGAGTAATGTTAAGGTGATATTTGTGCCCCAAGGAGTCGTAACGAGTACGGT
+GATAAAGCAAAGTGATATTGCCAAATACTTAGATACAACCAAACTAATTCTGCGCCACATCATAATTCAG
+CACCTAAACTAATATGAACTCGCCAGCCTTTTTCATCATCATCAATGCCGTAGGCAAAATCAAATTTAAC
+TGCACCAACGGGAGATAGGTAATGTAAACCTGTGCCAAATGAATAGACCGGATTAAATTCACCTTTATTT
+GCCACACTGCCGCCATCAGAAAATAATGCCACACGCCATTTATTGGTTAGATAATATTGATACTCAATGC
+TTGCTACCATCAACCGCGTACCGCCAACGACTACTTGAACAGAGTTTTCAGGGTCAGATGATGAAGGCAC
+GGTAGAACCAATGGACTGATAAGCAAAGCCACGAATACTTTGGTCTCCACCGGCATAAAATCGTAATGAA
+GGGGCTAATTCGGCGTCTCTATCAATATAGATAGCCCCTAATTCCGCGCGGGTCACTAAACGGTGTTTTG
+GTTTTAATGTGGTAATGTAATTCCAACGTCCGTGTATTCTAAAAAAACTATTGTCAGAGCCTGCTTTTAA
+ATGTGCTCCTTCTATATTATATATTTGTCTAAAGCCTGAACTTGGATCCAAAGCCGAGCCACCTCGAATA
+GTTCTAGACCAAATAATACCGGGAATAATGTATTGCACGTTATCTTCTTTAGACCAATCAATATTAGGTT
+CAACTTCGTCTAAATTATAACGCCAAGCTTCCTGATGCAGTCGGGTATAAAATTGTCTATTCCAGTTGTC
+TTTACTGAGCACCCGACCGATTTGAGCAGAATAAAACTTAGATTTTAAATCAGGATATTCATCATTTTCA
+ACCGTCACTTTAACTTGTAGAAGGTCTTCAGTCGGATGACCTAACGGAATACTGTAAATAAAGTTACCAG
+TAGGATTTTTAGGAGAGTACTCAATTTTTGTTTCTTGAAAGTGGCCATATTTATTTATAAGCGGTGTGCG
+CCAGCCAACGGAAAGACGAAACTTAGTATCGGTGGCATAACCGACACCAAAATCAAATTGATGACTTTTT
+GCTGGTGTCAGTGTCACATTGATAGGAATGCTGTAATTATCATTTACTTTGTCTTCAATTTTCTGAGCGG
+GAACCGCCTGTACATTACCGAAATACTGCGTAGATTGAAGCTGTTGCTGCAATTTATGAAAATCATGGGT
+GTTATAAAAATCGCCTTTTTTAAAAGGGATCATACTGGTTAATAATTGTGGTTTAAGATCAAAGTCATTG
+AAATTTACTTCACCAAAGCGATATCTAGGACCACTATTATAAGTAATGGTGATGTTTGCATAATGATAAC
+CTTGTTTTATTGTTATATTACTATCGACTAAACTGCCGTCGAAATAACCTCGTTGTAGTGCCAAGGACAA
+TAAGTCAGATTTTACAGTTTCATATTTACCATGATGAAGTTTATCGCCATGGTGAATGTCAATATCATTT
+AGTAAGGCAATAAAAGCCGGATCGTTTTGTGCAGCGCCAGTTATGTTGATGTTGATATTATCGAGCAAAG
+TTGGTTCGTTTAATGTGATGATAAGGATCAGTTTCCACGGATCTTTTTCAACTACAACACGAATGTCAGC
+TTGGTAATAACCTAACGAATTTAATGCTTTGAAGGCATTATCTTTGGCAGAATAGATAAAGGCAGAGCGT
+TCTAAATCAGATGTTGGCAAAGTACCTAAATATGAATGGATGTTTTTTTCAACAGCCTTTGATAGTTCGC
+CATCAAGTGTCACCTTTAAATTGCTTGCAAGAGCGACGTTGGTGAAAAATAGGAACAAGAACGATACTAC
+TAACATTTTGATTTTTAGATTAAAAATCTTTGATAGCGTCTTGAGGTAATGTGGAATGTTCAAAACCATT
+AAGTAGATATTATTCCTGAAGAATTTGTTACTGTTAGAATGGCAAATATTACGCTATAAATAGCATTGTG
+ACTACGAGTATTAGCAAACACTCGGTGGCGTCATGCGGTGTTTTTAAAGGGGTAACTCAAACCAAATTTA
+CCTAAAAAGTCTCTAATACCAAGTTGATTAAGTTCTCTCCCACTCAGCGAGAAATAAAAGGCTTAGAGGC
+AAGACATTGATTGAAGAGAATGGTTATTCAGGAGAATATGCTCCTGCATTCTCTAATAAGCTGCATCCAT
+GCAGCGTCCTTGTCAAAATCAATAACGCTGCATGTAAGCCTTTTAAACTCGCCCTTGGGAGCTTGTTCTA
+TGCCCATTAACATCGTTAAATTCATTTGATTTAGAATGACTAGACCTAAACAAATTCGCCTTGTTATTGA
+ACATCTAACATAGCTCTGAGTTGGGAAGAAATTTAATCAAATTGGTATAAAGTGATTGACGAACAATAAA
+TAACTTTATAACTTCGTGGTAATTAGCTTTTTCATGACCTAAAAATACTTTGGGGGATGTATTGAAAAGA
+TACAACAAGTGAAAAGCTAAAAATCAAATTGCAGATAGACAGTATTGTAATTACTACCACCTTTAATACG
+ACCAAACTGCGAAGCCGATTCAAATATAGAAGAACGATGGTGAATACCATAGCCAAGCCACGTACCTTTT
+AATGCATTAGCATTGAAAATATCACCCAAATTTATATCTATAGAAAAATCTATCGCATTCATGAGCTTAC
+TTGGGCTATAGCCTTTTTCTTCCATCTCGGTTCTCTCAATATAAGTCACATCAGAAATATATGAAATTCC
+TTCGGCAAACCCTAAGCGCCATCGAACAGGCCAATGAATGGTGTAATAAGCTTTGATGCCGAGTTGATAT
+TCTTGTTCACTATCTTGTACATCTGATCTCCAGTGCCAAGCCAATCCTGTGATTAGATACAACTCAATGG
+GTAAACTAAATAATTCATCCGTTAGCGGTACGCCATAGAAAACTGAAGTGAGTTGATTGTTGAATTCGTC
+TTTTTCAGTGTCACCGGCGAGAATTTCGCCAATATTAGAAGGGGTTGCCCAGCCATGAGCAACGCGCAGG
+TAGCTACCATTATTGAGGGAGCTTTTTCTACTTTTTGTTTTATCATTAAAAAATGCAATACCAAGGTAAG
+CTTCACTTTGCCAGCGTTTATCAACAATAGCACTTTGATAAGCGTTATTATCTAATCCGGTTAGGCCGAG
+TGAACCAATGAAGTATAAGTTTGAAATTACATGGTATCTTGATTCAATGGTTGCATTTACATCAATACCC
+GCACCAATGCGTTCATCTGTTAATTCATTCAAGGCATAATAATAACTATTAAACTCAGCACTTTTATACC
+GCGCTGATATTTTTGGCATAAATTCCCAGCTATCGTTTTGAAAGTACCAGCTACTGATGAAATTAGCATA
+CGGTTTACCATCAAGATCACTCAATATTTCCACATCAAAATGATGGCTGTCACTTATGTTTTTACGCCAT
+TGAAAACCAAAATCAAAGGTATCTGCTTGTGTTTCATTTTGGTATTCAGTAGGAATATCGACAAAGCGCA
+GACGACCAAGGGCATTTAGTTCCCAGTCAGCTTTTTTTAACAAGTGACCGCCACCTTCGATGCCGCGTAA
+GAAAAAAGTATCACCTTCATAAAACATCATAGGTACGATACTGTTAACCTTATCATCCTCGGCATCAAAT
+GGGATGCTAGCACTCCTGACGAGAAGACCTAAACCCCAGGGTTTTTCTTCAGAATTAGGTTTAGCGATTG
+CATTTATACTGAATGACAATACTATTAATGAGACGATTAAGCGCATAATTACTTCTCTAAAATCAATGGG
+GTTAACATCATTTATGTTAGCAGTATAGTGACAACCCGTGGGAATTAATGTGAGGTAAATAACAGTATCA
+CTCGCTATCTCATATTCTATTTAAGCTTTTTAAGATAGGGGTGCTAAATTTAGCCAACAGGGATTAATTA
+ACAAACTTTAGCTCGATAGGGACAAAATCATTTAACTCGGAGTAATAATGTCGTTGATCTCAAATACACC
+TAAACCGCCATACTTTGCCGTAATCTTCACGTCTACAAGGACTGAAGGTGATAATGGGTATGGTGAAATG
+GCCAACAGAATGGTTGAATTAGCACAGCAGCAATCAGGATTTTTGGGCATTGAATCAGCCAGAGAAGAGC
+TTGGTATCACTGTTTCTTATTGGACAGACCTCGACTCTATTAAAAACTGGAAGGCGAACGTGGAACATTT
+AGAAGCTCAAAAAACGGGTCGTAAGTCTTGGTATGATTCGTTTAAAGTGCGAATTTCAAAAGTAGAACGC
+GATTACGGTAACTAATACTATTGGTATAAGTCTATAACTATTATATTTTTGTTTAAAAGTTCTCAACAAT
+ATTTTAAACTGATTTAATACAAAGAGTTGTTCACGTAAAACTACGCATATCTGATAACCCGCAATAGTTG
+TCTATTTAAGTGTTCGTGACCTTTATCAGGAGTATCTTCACATTAAACCTCTATGGATAGTCATATTTAT
+CACTGTGCTTATTTGGTCGGGAATATCTCCTAAAGATCAGTTCACTTGGTTTCTTGAAGTGTTTCCTGCA
+TTAATCGGGGCTGCTTTATTAACAGTTACATACCGCTCGTTCCGCCTTACTTCGATGCTATATTTCTTCA
+TCTTATTACATTGCATTGTGTTAATGATTGGCGGTCATTACACCTATGCTGAAGTACCTTTTTTTGATGG
+TTTATTCGGTGCAGAGCGCAATAACTACGACAAAGTGGGACACTTTTTTCAAGGCTTTGTTCCTGCACTT
+TTAGCGAGAGAAATTTTAATCCGTAAAAATGTTGTCAACGGTAACGTTTGGCGAAATGTTATTATTGTTT
+CTATCTGCTTAGCATTCAGTGCTTTTTATGAGTTAATTGAATGGTGGGTTGCGTTAATGTCTGGTGAAGA
+TGCAGAAGCCTTTTTAGGAACACAAGGTTATGTATGGGATACACAGTCAGATATGGGGTTGGCCTTGTTA
+GGTGCAATTTGTTCTTTAATGGTCTTATCAAAAATTCATAATCACCAAATACAAAAAGTCACTAGTAATT
+AAATCGAGACTGCTAGTAGTGGCATAGCTCTGTCTCAGTTATGCTGTGTTCCTAAGTTTGCTCTCAATTT
+TAGTCCTTTATTAAACCTGTAAGCTTAAGGAATTATTCAAATGCCTCATGTAGAAATTAAATATTCAGAT
+AATGTAGAGTTCGATACGAACAAAGTTTTTGACGCGATAGAAGCGGTCATTACAAAGCACGATGTAAGTG
+CAGGGGAATGCAAATCAAGAGCCTACCCATGCTCTCAATATAAATACGCACACATACTTGTTACCGTTTC
+GTTATTACCTAAACCGCATCGAGACAAAAGGTTTACCCAAAAGTTAAGCAGTGAAATAGAAGCGGCAGTA
+AAAGCGCACTTAAAACAAAGCTTATATTTTTCGTTAAACATTGAATACAGTTTAAATTACTATACTACCA
+ACATTCATAGCGTTGAAGGAGATAACCTGCAGAGAATGGACGACAGGTAAAAAGTTAACTATAACTCCGG
+ACATTATCAGCCTTTTAAAGGGCGTTATACCCCAACACGGATGAGCACATGTATCTTTTATTGACAGTTA
+TCGTTTCAAGCTTAATTGCTGGTTTGGCTATGCCTTTAGGGGCTGCCATTGCACATTTTGAAAGTATCAA
+AGAAAAATGGATTGAGGAAGAGTTTAGACACAGTGTTATGGCATTTGGGGGTGGGGCGTTATTGTCAGCT
+GTTGCGCTAGTGCTAGTGCCTGAAGGCATGGCTGTTCTAGAACCGCTGTCGGTATGTTTTTGGTTTATAG
+TCGGTGGGCTCAGTTTTATGTCCCTTGATATTTACCTAAAGAAAATAGATACCCCAGCGAGTCAACTTGC
+TGCAATGCTGTCTGATTTTATTCCAGAATCAATCGCCTTAGGGGCAGCATTTGCGACGGGAGAAAGTACC
+GCTTTTCTACTTGCAGGTTTAATTGCATTACAAAATTTACCAGAAGGGTTTAGTGCCTATCGTGAGTTGA
+ACGGGACTTCCGTTTATAAACCGAAAAAAATTATCATCATGTTTACGTTAATGGCTTTACTTGGCCCAAT
+CTCTGGCGTTTCTGGTTATTTATGGTTATCTGATTACCCAGAAATTATCGCAGCGATTATGCTATTTGCC
+TCAGGCGGTATTCTCTATTCAATATTCCAAGACATAGCCCCTCAAGTAAAACTAGAAAAACACTGGGCTC
+CACCAATGGGCGCTGTACTAGGTTTTGTTCTTGGTATGCTTGGTTTCATGTTTACAGCATAAAGCACTAT
+TTTTAGCCTTGATGGTACTTCGTCACTTAACAATAATAACAGGATTAACAGATGTCTGAAGTCACTATTT
+ATTACCTTGAAATGAACACACTAACTGAATTAAACCCTAAGCTCGAGTCCAGAGGTTTGACTGTTACACA
+GGTTGAAATTAAAAATTTCCGCTTCAACCGTTTTCTTTATCAGTATGTTGGAGAGCCATGGGAATGGACT
+GATAAACTTACCCACAGTGATGAATCATGGAAAACTTATGCTGAAAGTCCAATGGTCAGTACTTATGTGG
+CTTATTATCGAGGCGCTATTGCAGGTTATTTTGAACTACAAAATACTTCATCAGGTGATGTAGAAATTAT
+GTACTTTGGCTTGGCACCAGATTTTATCGGTAAAGGCTTCGGCGGCTATCTTCTGACTTGTGCCATTAAA
+TCAGCATGGTCTCTGCCTGATGCAAAACGTGTTTGGTTGCATACCTGTAGCCTTGACCACCTAAGTGCTT
+TACAAAATTACAAAGCGCGCGGTTTTAAAATCTACAAAGAAGAGGTGGAACAAGGTTAGCCTGTGACATA
+GGGTGCGATGGTAATCACTTTGAGGATATATCTAATGTTTAATCTTCCTATGAAAGGCTGTTAAGTGCCA
+TTGTGGACATTAAGCTTTAATTTTTCTCATATTTTATAATGCATCCTATCGTCAAATTACTGAGAAGACT
+CAGTAATATTTATGCTTTTCTATTAACAAAGTAAAAAATAATAGAATAAGGGTTTGAAATTAAAGGATAT
+TGAGTTATTTTATTCAACATTAAAGTAGATGATGATTACTGATACGTCTACATAATAAATTGTTATGTTT
+TATTCAAATATGGACGTTAAATCAAATGAAAGATGATCAATTTAAAGCATGGGAATCAACGCGAACAAAA
+GGAAAATTAAATTTTGTTCTATTTACTGGTGTCTTATCATGGGGCTTACCAATGTTTATTTTAATGGCTT
+TCATGAACAAACCTTTTGCTGATGGCTTCACATCGAAATCCGCCATTATTCATTATATAGTTTGGCCATT
+AACTGGAGTGCTGTTTGGTGTGCTGACTTGGTATATGTCGGAACGAAAGTATAAAAAAGAACTAGTTAGT
+CGTAATAATAAATAACAAGAACTTCAAACGGTAAAAATACAGTTGGCTGTTTTCACTCCGTTCTACATTT
+TAGCCAACTATATTTTTCCGCTTAAGTAGGCGTGATGTGTTTAGGATTATTCACTGTAAATTCACGGATG
+AGGAGTCAAAAATGAGATTCAACAACAAACTCAATCGAGCCCAACTTGGTGCTTTAACCTTATGTTTAAG
+TACTTCACTTGGTATGTCTATTTTCGTTGGTAATTCATCGATTTTCATAGGGTTCATGCTTGGTACAATT
+ACCATCAGTGTTTATGTCATTATTGTCTTTGGAAGGTGGAGTGCAAAAAACACACAACAAGCAAATTAAT
+CAGGACAAATAACAGTTGGTTTTTTCTCCTTCGTCGTTAATTTTAACCAACTATTAATCAGCCCCTTATC
+TGGGCGTTACATTTTTAAAGGACTATCAATGAAATATTTAGGATTGATATCAATAATTTTTCTGGCTGGT
+TGTCAGTCAATACCATCATTTTGTGAGAGTGAGCCTGATTCAAATTTATGTAATCAAAAAACTTATCAGT
+ATAATACCGATCAAGCACTCGAAGAGTTTGCATCTAGAAAATCAAACAAAGCTTTTGCTCTAGGTCAGAC
+ATCTGATGGTTCGGAGTTTTATGGTTACGGAGAAGGTTATAGCTCAACATACAAAGCAAAAGCAGCAGCT
+CTTGAAGCGTGTCAAACAAGACTAGATAAACATGGTGTTGAAGGTAAATGTGAGTTAATTCGTTAACCAA
+ATATAACAATGCCTTAAGTTGCTAAATACAATGGAGTCCGCATGAAATATCTAGCGCTAATATTTATACT
+CATCCTACTTTCAGGTTGCTCTTCTAGATCTCTTAGTGAGCAAATAGTTGAGCGTGCCCTTGAACACGCT
+ACGGGAAATGATATCAGTTACAATGGTGCAAGCTGCGCAGACATTAAGCGTAATTGTTCCGGTGGTAATT
+ATGAAGAATGGTATCAAAAAGACGGAAAACTAGCTTGTGCATGTAACAACTAGCATATAAAAAAGCACTG
+TGATGTTATTGGCTACGACAATAAAAGCTTAACGCAGTACTCAAAAGGAGTCATAAGCCTTGGTTTTTGC
+TCCTTTGTTGCTCCTTTGTTGCTTCTTTTTTATTGCTTAGGGTAATTGCACTGGGGTAGTGTAAACCCAA
+TCTCTTCCTTTTACGGGGGTATGGCAAGCGATACACGATTGATTTAAATCGTTGTCATCACCATAAGGTT
+TTTGTTCTTTTCCTAACCAACGTGCCCATCCCCAACCTGTGCCGTTCGCTTTAAATTTATTACTATCTTT
+ATACATAAATTCAGCATGAATAAACTCTTCTGGGGCAATTGCTGTAGGCCAGTTCTTTTCAGTCGTTTGT
+TTCCAAACCAACTTTCCTAATATCGTACCATCTGGCCATGGGTTGGTTTGATTTGAGCGTGATGCTTTGA
+TGGCAATATCATTACCTAAAATAATTCTCATACTCTTGTTGTCTGTTCGATGGGAAGCTGAAATTACGCG
+CCAGTCTTTATATTTCTCGGGTAAGGTTAAACCTTCTAAGTTTGGTTTTACCAGGACTTTATTATCGGTA
+GCAAAGGTTATTGCAGGGAAAAGGGATAACGCAATAATAAGTAAATTTCTCGTTTTCATTCTAGTCGTTC
+CTTGAGTTAGTTATGGTGTTCATCTCAGTACCTTTAGTAGAACGATGATTAGTGATAATTATTTCATTTA
+ACGTTATTTTTTGTTTGTCACTATTGTATTAATTATTTACTTTTTGACGTTTTATATTCACTTCACCAAT
+CTGTTTATTTGGTAAGGTTAAGGTGTGTTGCTTTAACGCTGTTATTGCTTATGCCTTATATTTGACTGAA
+CTTCTTTTAACTACAGCTTATTAAATTTCTTTCTTCCTTGAAGTAAATCATTAATAAAGTGCACTTTTTT
+GGTTTTTAAACACTTTCTATATTTTAATCATGAGATAAATAACGAGAATATTGCGTCAAATATCGAACTA
+ATAACTATTGTTTTATCGTCGAGGTTAATTTCATTTTGATTATTTATGCTATTCATAATAAGCTGACTCT
+GCTTTGATATTTAGGCATGAGACTATGTTGTCTATTTGAATGTGGTCATTATCGAATAATACATCATTGT
+TTTGTTGTTATTAGCTCTTAAATGGAGGTGATTGTAATCAATAGTGCTCTCGCATAAAGCGCTTTGGTTG
+CAACTGAAGGTAAGACATAACAATTACGATTGGTTTTTCTCTGTTCATTATTATAACCAACTGTTTTAGC
+CACTTGAGGTGGTTTTTTATTATTTAACTTAAACCTAAATATAAATACGAATTTAAACTTAACTATGGAA
+AGAAACGTAATGAAATTAGAATCAATAGCGTTACACGAAGGCTATAAATCCGAAGATACAACGAAAGCGG
+CTGCAGTTCCTATTTACCAAACAACCTCTTATACCTTTGATGATACTCAGCACGGTGCCGATTTATTTGA
+CCTGAAAGTGCAGGGTAATATTTACACACGTATTATGAACCCAACGACTGATGTGTTGGAAAAACGTATT
+GCGGCAATGGAAGGTGGCATAGGCTCAGTTTGTGTTGCTTCAGGTATGGCTGCAATTACTTATGCACTGC
+AGTGTATTTGTGAAACGGGCGATAATATTGTTAGCACCAGCGAGCTTTATGGTGGTACGTATAACCTATT
+TGCTCATGCATTACCTAAGCAAGGCATTGAATCTCGCATGGTTAAGCACGATGATTTTGAAGGATTTGAG
+CAGTCAATTGATGCAAAAACTAAAGCGATCTTTTGTGAGTCTATCGGAAACCCTGCCGGTAACGTAGTCG
+ATATTTCGCGTTTAGCTGACATTGCTCATAAACATGGTGTGCCGTTAATCGTCGATAATACAGTGGCTAC
+GCCTTACTTGTGTCGTCCGTTTGAGTTAGGTGCAGATATTGTTGTGCATTCACTCACTAAGTACATTGGT
+GGTCACGGTACTTCAATTGGTGGTGTTATCATTGATTCTGGTAAATTTGACTGGGTAGCCAATAAAGAAC
+GTTTTCCAGTATTAAATGAACCAGATCCTGCTTATCACGGTGTGGTATACACAGAAGCCTTAGGTGCTGC
+TGCTTATATTGGTCGATGTCGTGTAGGTCCGTTAAGAAATACGGGCGCTGCAATATCACCAATGAATTCT
+TTTCAAATTCTACAAGGCCTTGAAACTCTCGGTTTACGTATGGATCGTCATTGTGAAAATGCTGAAAAAC
+TGGCTGCCTATCTTCAACAGCATGATAAAGTTGAATGGGTTAACTATGCAGCATTACCTGACAGTCCTTA
+TCGTGCAAACTGCGAAAAAATCACCTCTGGTAAAGCCTCTGGTATTTTAAGTTTTGGTATTACTGGCGGA
+CTTGAGTCAGGCACTAAGTTTATTGATGCGCTGCAAATGATTTTACGTTTAGTTAATATTGGTGATGCAA
+AGTCGCTAGCATGTCATCCTGCCTCTACTACTCATAGACAATTAAATGAGAAAGAACTCGCTGCTGCAGG
+TGTAAGCTCCGATTTGATCAGAATATCTGTAGGTATCGAGCACATTGACGATATCATTGCTGATGTTAGC
+CAAGCGTTAGATAAAGTATAATAACGAGCAATAATGACGCGTTAACGCGCGTCTTTATTGTGCGTTTTAC
+TCCTTTTTAATGATATTTAAAATCGACTTTATTAAATGAACCTTATAGACAGGTATTTCGTAACCTCACT
+CATTATTTGGGTCATTGCTACGATTGAATCTATTGGTGGCCTTGCGGGTTACTGGTCTATTACCGGCAAT
+GCACGTTTCGTTATTTTGTTTATTGAATGTGCTGTTCTTGTCGCGCTTCTTGCTAATTGTTATGCCATAA
+AAAACTGGGTATATCGTCATTCCACAGAAACATCACATCGGGTTATCGCGTGGGTTGTTGTTATTGCTTT
+GGCCTTGTGCGTTTGTGGAGATGTGGTTAATTTTAATTTACCACTGACATACTATCGCTATGGCGGCATT
+GTAAAACATGATTATCTTGCCGACTCAGTCACTTTTTTTGCTCCAGGTTACGCTTTATTTCTAACGGTTG
+CCTGCTCGCTCGCTGTCGCCAATGGCTTCAAACCAAAATTGCTGATTATTTGGGGGCTTATCGCATCTTT
+AATAGGGGTGGTATCCTTTGTTTCTATGCATCTTTCAGGTACTGGAACACATGTTTCCATTGTAACGGGT
+AGTTATGCTGTGCTCATCACTCTTGTTGGTGTTAGCGGATTTATCTTGTTAACTGCGTATCATAATTCAG
+CAATAAAGCGTGTCGTTTGGCTTGTTGCCATTGGGCTTGTATTAGCTGCGGTTGCTGATGGCGTTATTGG
+TCAATTTTGGATCTACGGCAATGGCGGGGAAGGTTTCTTTCCTGTTGCGAAATACGTAAATTGGTCACTG
+TATATTGGTTCTCAGTGTTTGCTAATACATATAGCTCGTCTTGCGGTTTGGCATACAAAGGGCACTTATA
+ATTCCGTTGCCTAACGGTGTTCATAATTCCAATGATTAAAACGTGATTGTGACGACCCAGATATAACTAA
+TTACTACACTTGAATATTAATGTAGCCCTCAAAGATGAAATAGTTGTTAACTCTATGGTATCGTTGGTTA
+CTTAAGCTATTGCTCTTACTTTGGTAAGCGTAAAGCGTCAACACCTAAAATGACAACGATAATGGGTGAG
+TTGTTATGGACTTAAATGTCATAACAAAATTTTTAGCCCATTCTTTGGGTGTTATAGATAGTACCGCTAT
+TCGGTATATCTATATTTAACGAGGAGATAGACAATGTTTAGTCATGTAATGATTGGTGCAAACGATATAC
+AAGAATCAAAGATTTTCTATGATGCCATTCTTGGTGAAATGGGCTACGAAGCCGGCGTAATTGATGATAA
+AGGTCGTTGTTTTTATTTTACCGACAGTGGTGTTTTTGCGCTGAGTAAACCTATAGATGGAAAACCAGCG
+TGTCATGGAAATGGTACGACTATTGGTTTTGCAGCTAAAACGCCTGCTATTGCTGACGCATGGCATGCTG
+CTGGTGTCGCTAATGGCGGAACTACCTGTGAAGATCTTCCGGGTGTGCGTGAAGGGGCAATTGGTAAGAT
+TTACCTAGCGTATTTACGCGATCCTTCTGATAATAAAATTTGTGCGCTTCACCGTATCGGTTAACCGTCG
+ACTCTTTGAATAACATAGTTGCGTTTCACGGTAATGAGTAAATATTTTTGTTAGCCGTGAACGTAAGCTA
+TGGACAATACTCGATATTCAGATAAACCGTTAACTAGTCAGCCGTGTCGCTAATTGAACCCGAGACAAAA
+CTTTAACAAGATTAGGTTTTATTCCTTTAGCACATCATCCCAATGATAATTGTACTTACTCATAGTCAAA
+GAGTGCGATATTATATGCGTATACGCAGCTTATCAGTTATACCATTTATATTAGTTTAGTGAACAAAATT
+CAATGAGGATAAATCTTCATGTTCAAGGCGTGTGATTGAGCAATAGCTGGCTATTGGGATTGAGTGCAAC
+GCAGAAAGTATAGATGTAGACCATTTGAAGATGGGCAATTAATTAGTGTAATTGGTATTCGGTACTTATT
+ACCCCTTCATAAGTAGGCTAATTGCCGACTTCTACCTAATTTAGCTAACACTATTTTACCCATTGACTTG
+GGTGATATTCGTTTGGAGTATTTCTTCGTGAAGAGTATTGATTTATTTGTAAAAAACTGGGGCACTAAAC
+ATACTATGATCCCGATTGAAAAGCATGATATTGACGCGCTTGAAACAGAGTTAACTGCTTTTTTACCCGA
+TTCATATAAATATTTAATTTCCACTTATGGTTTGGTTCATACGCCCAACGTATTGACTAAAATCGTTGAT
+TTAAATGTTGAAATATCCGATGTTCAAGACTTCTTGAGCCTAGATGATGTCGCTTCACTGTCTAAGTTAT
+ATGAAATGAGTGGCATGCCAAAAGGGCATATTTTATTTGCCTCTGACTGTAAGGGCAACATGTTTTGTTT
+CAAACTTGCCGAGTGTGAACATAAGCAAGTAGATGTTCCAGTATGGTTTTATAATCATGATCTGTGCACC
+ATAGAAAAGGTTTCTGATTCTTTCAGCGATTGGTTAGAACAATTCAATAAGCTTGAAGAGTGCTAGTAAT
+AAATACACTTCATAATATAGTGAGAGTCAGGTGAGTAACCCCAACATTGAAGCTGAGATAAGCTTCCGAT
+TTCTGAGTTTAGATAAGTTTCAAGCGTATTCTTTAGTGCGAGAAATTTTAGGATCTACTCATGAAGCACA
+CAGTGAAAACAAGAGTTATATCGCTTGTGTACCGTTAACACAGCAAAATTTTGAAGATATAAATGATTAC
+TACGTGCGTCAAAGAATTGAGATAGAAGCCTGTGATATTTTGGTTTCAGTAAACGCTAATTCTACGTCGG
+GGATTGTTGATATTCCGGTAATAGTGAATCGTATGCTTAAGTATATTGACTGTAAGTTAACTTTTTCTTT
+TACTGCGACCTAAAAGTGCTATCACAACTCGTGAAATAGCTATATATACCCGTTACTATTCAAAGTGCAG
+GATTTCAGTGGGAATTAAAATGATTTTAGACAAGACAAATAATTTAAGCATAGTTATTCTATGGTTTGAT
+TATTTAACGCAGCATAAAGTCATTTTAAACCCATCAAAGAAGCGCTTGAGTAATATCACTTCATCGTTAC
+TGTGATTTATAAGGACGCTACATGGATGTAGCCTATTAGAGAATGCAGGATCATATTCTCCTGAATAACC
+ATTATTTCACCACCGTGCCTTGAATTGAAATTGCTCAAGCACTCTGAAACTTGCATCTTGATTGGTAACG
+GGTATATAGCGTATGCTAGCCGCCATTAAAAATTTTGTTGTAATTTATGACCATTAACGTAAAAAACATT
+CCGGTTCCTGAAGTTACTTGTGCGAACTGTCAGGCATGTTGCTGTAGCTTAGAAGTGATGCTTCTAACCG
+ACACAGGGGTCCCTGATCGACATGTTTATGTGGATGAATATGGCAAAGAAACTATGCTACGCTTTGACGA
+TGGTTGGTGTTCAGCATTAGATCGCGATACGCTCATGTGTAGTATTTATGAGAACAGACCTTGGGTTTGT
+CGAATATTTGAAATGGGATCTTATGAGTGCATAGAAGAGCGAGAAGAAAAAATGTAGTGTCTTCTGCATT
+ACTAGTTATAAAGTAGGGAGTTACCCTATAAATTTACATTCCAACATTGATGCTGTACACATTCATTTCC
+TTAATGACCCCATTAGTGTTTTCAATAAAAGTACGATCTGAGTAGTGCTTACCTTTTTACTCAGTTTTTT
+TCACGGTACAATAGTAAAAAACAAGTGGGTGAAACTCACTTGTCTGTTTTCTGGGTGCTTTTTGCATCGT
+CAGCTAATCCTATAAGAGCAAATGATTTCATGAATCCATATACAGATATTGCCAATTTAATTGCAAACCT
+AGAGTCAGAGATTAAAGCTCTTACACTAACAATAGATACCTTGAAGCAAGAACCACAAGGCTTTAATGAA
+GAAATAATCTTTAAATATATTGATACTGCAAGCACGGGTAAAACCAAAGACTATGTAAGATCATTAGGCG
+TAAAATCTGAGCGTGGTTCTCTGTTCTCATCAGGTGACGTTAGCAAATTAATTAAAAGTGGCGCTGAAGA
+CATTTCTCCTGAGTTACTCGCTATAGCACGTGAAGTGGTTAAAATGAAAAAGATAAAACGCTAAGCACGA
+TTAGTCTGCAAAACATCTATTTGAAATTTACCCTCTTACTTACATTACAGTAGGCTTTATTCTATGAAAA
+AACGTTTTACTTCAGTGGTATCAACGCTGATTCTTGCTTCATTAAGTTTTAATGTTGTACAAGCACATGC
+CAAATCAGATAACTTTTCAGCAGAACAGTTATCACACGTAATAGAAATAAAAAAACAAGCACTTGAGAGC
+GATCTCGCTTGGGACCTAGTTGAGTCTTTAACGACCGAAGTAGGGCCAAGAATGCCCGGCACACCGGGTG
+ATGAAGCGGGTGTTGCATGGGCCGTTGCTAAGTTTAAAACTATGGGCTTTGACAAAGTATGGACCGAGCC
+TGCTACGTTTCCTAAATGGATCCGTTACTCTGAATCAGCCTCTGTTGTAAGTCCTGCGCCACAAGCGCTA
+CATATAACCGCGCTAGGTAATAGTATTAGTACACCTAAAGAGGGTCTTGAAGCCCAAGTTATTGAATTTG
+AAAACTTAGCTGAATTAGAAAATGCTGCTGACAATGCTGCCAAAGGCAAAATCGTGTTTATAAACTACCA
+TATGGATCGCGACCGAGATGGCAATGGTTACGGGCCAGCGGTCAAAGCACGTAGTCGTGGTGCTGTAGTT
+GCTGCACAAAAAGGTGCTGTGGGTTATGTGATGCGTTCAGTCAGTACGGCAACTCATCGTTTTGCTCATA
+CTGGTGGTAGCCATTATAAAGAAGGCGTAACTAAAATTGTTTCTTCAGCTATTTCAAATGCAGATGCTGA
+TCAATTACATCGCTTAGTTGCTTTAGGAAAACCCGTTACCATCAATATTAATGTGCAAGCAAAATCAATG
+GGTGAGGGGACTTCATACAATGTTATTGGTGAATTTACGGGTAGTGAATTTCCTAAAGAACATGTACTGA
+TTGGTGGCCATTTAGATTCTTGGGATCTTGGTACTGGTGCATTAGATGATGGCGCAGGTATTGCTATAAC
+AATGGCTGCGGCAAAATTTGCCACGTTAAAAGGCCAACCTAAACGTAGTATTCGTGTGGTATTATTTGCC
+GCAGAAGAATTTGGTTTATGGGGCGCTAAAGCTTATGCAAAAGCAAATGAAAAAACGCTTTCAAATATTG
+TAGCGGCGGCAGAATCTGATTTTGGCGCAGACAAAATTTGGGCATTTGAATCCAATGTTCATGCGAGTTC
+ATTACCTTTGGTTAAAGAAATTGCTGCTATGCTTAAACCGTTGAATGTTGAGTATATTGCTAACAATGCG
+GCGCGTAACGGACCAGATCTTATTCCACTTAGACCGTTTAAGGTTCCTGCGTTTGCTTTGTCACAAGACG
+GTACCGATTATTTTGATTATCACCACACTGCAGATGATACATTAGATAAAGTTGATCCTATAAAGTTACG
+CCACAATGTTGCAAGCTATGCAATATTCGCCTACATGGCAGCTAATGCCAAAACGCGGATTATTGGTAAA
+TAACAATAATACCAATTCCATTAAATTTATTCCCACCTCAGAGCTATGTCAGAAGAGTTATAACAAATAA
+AATTTGTGCCGGTATAGTCATTCTATATCTCACAAATTTGTGCAGTTATTGCTTTTCTGAAAAGCTCCCA
+AGGGCGAGTTTAAAAGGCTTACATACGGTGTTATTGATTTTGACAAGGGAATAACCATTCTTTTCAATCA
+ATGCCTTGTCTCTAAGCCTTTTAATTCTCGCTGAGGGGAAATAACTTAATGGACTTGGTATAAGGTAAAT
+ACAAAGCATTCTAGTATGAATGCTTAAGTTACTTGAAAAAGCACTGGGCTATTACTCGGTGCTTTTTTAT
+TTGCGTAATATAACGGTAAACTATCGAACTTGTTTTTAAGCCATGTTAACTTATATACCCGCTCCACTTG
+AAGATGCATCTTCAAGTGGAGCGGGTATAACTAAAAGCGTGTACTTCGAGGAATTTTCATTGGTTGTAGG
+TTATAAAATTAGTTCACAAATTAACGATATGGATTTATCCGTTATTCATAGTTACTTGTCTCAGTCTTAC
+TGGGCCAAGAATATTCCAATAAATACCCTGGAAACCGCCATTCATAATTCTTTATGTTTTGGTGTTTTTA
+CTGAGGATGGCAATCAAGTTGCTTTTGCTCGTATGATTACTGATACCGCGACATTTGCCTATTTAGCTGA
+CGTTTTTGTACTTGAAGAACATCGGGGTAAAGGGATAAGTAAATGGTTAATGCAAAATATTATAGAACAT
+CCAAAATTACAAGGTATTCGCCGAATGGCACTTGCTACGAGTGATGCCCATGGTTTATATCAGCAATTTG
+GCTTTACCTCACTTAGCTCTCCGGCGTCTTTTATGGAATTGCATCAACCCGATGTTTATAGCCGTTCTAG
+TTAAGTGTAAAGTTTATGGATTAATTGGAATGGATACTTAAAAATGCATTCCAAAAAATATTTTTGTCTA
+TTTAACCTGACATTAAAGGTATAACTTGTCACGTGAGTAGGGTTTCACTTCATTTTATCTGTTATTCTAC
+TCGCTTTTAAATCCCCGCTTAGGTTTTACTATTATATGAATCGTACACTTCTACCGACACTCGTTGGTGT
+TTTAACTAGTTTATTTGTCATTTGGTCGCTGCATACCTTTTTAGTGGTTGATGATTGCCTAGATCACGGC
+GGCTCTTTTGATTATTCCTCCGCTAAATGCCTACTTGAAGGTGGTGACGTTTATACCTCTAATTTAGAAA
+CCTTTGCGCTTGTACTATATTTTGTTGTTGGTTTTGGTGTTTCGTTTTTAGTGTCTACGCTCATCAGAAA
+ATTACTGAAGAATAAAGATTAGTAAACATATAGGGCTACTCTGTAAACTAACCTGAACTCTGGATAAGCA
+GCACTTGCTCAACATTCCTCTTCATCCAATTCTCAGCGTTAAAACGTCGATGAATAGCCAGCTATTCATA
+AACGTTTTGCCTTGATAATTGAATAAAATGAAACATTGATAAAGCTTATAACTACTTTAATTGTATTACT
+TTTTATACGTAACAATCTAAGTTGTTGATTTTACTTAAACATCAAGCACTCATTATCCAGAGTTCAGGTT
+AACTGAATAAAGACTCGCGAGTAAATAGTCTTTAAGAAGTAATACAGTAGTCACTAAGCTTTCTATAAAC
+GACTGATTTTGTGGTCTTCAATAATAACATTTACGTTATTTACTGGCCCGAAACTCATGTTGAAACTTCA
+TACAAGATATAATCTTCAAGCAAATAACATATTCAGATAAATCTAGACAATATTTTACAAAATATAAATG
+AGGGTAATCAGGTCTATTAAGCTAGACACATTTACTTATTTCTGGAATTTCCTTTGCTACGAAGTTTTGC
+AATTCAAGCTATTATCTTTTTAGTTGCCTTTCAACTGCTTTCTTTTTTACGAGAAACCAGTATGTTAGCA
+ACCGATACGCCACTGACAGAAGTCGTTACCGCGACGCAGGGTTTAGACATAGATAAAGTCCCAACACTAA
+TGGGTGATACGGTCTCATTAAACTCTCAAGGTAAAACTACAATATTGTACTTTTTTGCACCTTGGTGTCA
+GGTTTGTCATGCCAGTATCGGTAATTTACAAGCCTTATTTCAAAAAAATGAAAATATTGATGTAGTTGCC
+ATAGCAATGGACTATACCGGTACGAAAGAAGTCATGGGTTTTACCAGCCAACATCAGTTAACCTTTCCTA
+TTGCCTTGGGTAATGAAGCGATTAAGCATGCTTTTGAAATCAGTGGATATCCCAGTTATTACGTTTTAAA
+TGAAGAAAATGTGATTATTGGTAAATCTATGGGATATTCTTCAGAGTTAGGGCTATATTTACGATCATTA
+TAAAAAATATTTAATTAGATCTGTATAGTGATCTTCAAATTGTTTGTGTACACTGTCTTATTCAATTAGT
+CATTGGTTTTATACCAAACAATCTAAGAAATAATTATTATGCAAATTACTGACAATTTTGACAGCGGTAA
+CATTCGCGTTATTGACGCATCTGATGCAAGCAATATTCAACTAGAAATAAAAAAAGACAATCAGTCTGAT
+TTTTATCAATGGTTTCACTTTAAGTTGCAAACTGACCTAAGTGCTAATGGCGATCGTCTAGAGCACGTAA
+TGCATTTAAATAATGCAGGTAAAGCGGCTTATGTTGAAGGTTGGGAAGATTACCAAGCAGTTGCTTCTTA
+TGATCGTGAACATTGGTTCCGTGTACCTACCCAATACGATGGTGAAAAACTTACTATCACGTTAACACCT
+GAATATGACTCAGTATATTTTGCCTACTTTGCACCTTATAGCTATGAACGTCATCAAGACTTGATTCATA
+ACGCGCAAATGCACCTTGATTGTCAATTACAAGTATTAGGTCAAACACTTGATGGCCGTGATATGACGTT
+GCTTAAAATCGGTGAAGAAGGCGAAGGTAAACGTAAAGTTTGGATCACTGCTCGCCAACATCCAGGTGAA
+ACAATGGCAGAATGGTTTGTTGAAGGAATGTTAGACCGTTTACTTGATGAAGATGATGGCGTTGCCCGTG
+CTTTATTAAACAAAACAGTATTCTATATTGTTCCTAATATGAACCCAGATGGTAGTGCTCGTGGACATTT
+ACGTACTAATGCTGTTGGCGCAAACTTAAATCGTGAGTGGTTAGAGCCTACGATGGAACGAAGCCCTGAA
+GTGTTTCTTGTTCGCGAAAAGATGCTAGCAACGGGTGTTGATATGTTCCTAGATGTTCATGGCGATGAAG
+CTTTACCAGTAAACTTTGTTGCCGGTTGTGAAGGTGTTGTTGCTTACGATGCTCGTCATAAAGCACTTGA
+AGATAAGTTTAAAGAAATAATGATCGCTATCACGCCTGAATTCCAAGATGATCGTGGTTATGACAAAGAC
+GAGCCTGGTAAAGCAAATACTACTGTTGGTACTAACTGGGTTGGTAACCAATTCAAATGTTTAGCTTACA
+CCATCGAAATGCCGTTCAAAGATAATGACTTACTTCCAGATTATAGTGTGGGTTGGTCTGATGAGCGTAG
+TAGCTTATTAGGCAGAGACTTCTTAACAGGTGTTTATCACATGGTAGATGATTTACGCTAGTTATTGAGC
+TTATAACTGTATAGGCCAATTAATATATTAAAAGCACTGATTTCCTTTGGTTAACTTTGTGCTTTTTCAT
+TACTAATGAAGCTTGTACAGTTTTAAGCTAAACGCGAGTTAAAATAAAAAAACAATAAGAATAATAACAA
+TCAACAGGAGTTAACTGTGCAAGAATTAGTCAATAGTATTAACGGTGTCATTTGGAGCCCAGCGCTTATT
+TACTTGTGTTTAGGAACGGGTTTATTTTTCACCATCCTAACGCGCTTCGTTCAATTACGTCACTTTAGAG
+AAATGTTTCGCTTATTACTTTCGGGTAAAAGTTCAGATCAAGGTATTTCATCTTTTCAAGCATTAGCTGT
+TTCGTTATCAGGTCGTGTAGGTACTGGTAATATTGCCGGTGTTGCTGCGGCAATCGGTTTTGGTGGTCCT
+GGTGCAGTTTTTTGGATGTGGATCGTAGCCTTTTTTGGCGCCGCAACCGCTTATATAGAATCAACCAACG
+CGCAAATATATAAAGAAGAAGAAGACGGTGTTTACCGTGGTGGCCCAGCTTACTACATTGAAAAAGCCAT
+GGGACAGAAATGGTATGCCTGGATATTCGCTATTTCTACGATAGTAGCTTGTGGTGTGCTATTACCAGTA
+GTTCAGTCTAATGGTATTGGTGATGCATTGGTTAATGTTTTTGGTAACGGTGGTACAGTACCTTCATTTT
+TAGGTGATCTACCCTTAACTAAAGTCTATGCAGCAACGCTTATTGTTTTAATCTTAGGTTTCATCATCTT
+TGGTGGCGTAAAGCGTATCGCTAACTTCACTCAAATTGTTGTTCCTTTTATGGCGTTGGCTTATATCATT
+ATTGCTTGCGTTATTATTGCTTTGCACATCGATATTTTACCTGATATTTTCATGTCAATCATCACTGATG
+CCTTTACGCCTATGGCTGGTTTTGGTGCTGCAATTGGTTGGGGTGTTAAACGTGGTGTTTATTCAAACGA
+AGCGGGTCAGGGTACAGGACCTCATGCAGCAGCTGCTGCAGAAGTTGAACATCCGGCACAGCAAGGTTTA
+GTTCAAGCATTCTCTGTTTATATTGATACCTTATTTGTTTGTTCAGCTACCGCGTTTATGATTTTAATTA
+CTAAGTCTTACAATGTAATGCCTGAAGGAAGCAGTGTTTTCTTAGTGCAAAATCTTGCAGCAGATGTTGT
+GATCAGTGGTCCTGCATTTACGCAGATTGCAGTTGACAGTGTGCTAACAGGTTTTGGTAAACCGTTTATC
+GCTATTGCGTTATTCTTCTTTGCCTTTACTACGGTACTTGCTTACTACTTTATTGCAGAAAATAATGTTT
+CTTATATCAACCGAACCATTAAAGTTCCGGCATTACGATTTGTTTTAAAATTAGTTATGATGGCTGCAGT
+ATTTTATGGAACAGTAGCACAACCAAGTGCAGCTTGGGGTATGGGCGATATTGGTGTTGGTTTGATGGCA
+TGGCTTAATATTATCGGCATTATCATTATCTTCTTTATGGCAAAACCTGCAATAAAGGCATTAAAAGATT
+ATGAAGCGCAACAAAAAGCAGGCGTAACAAAATTTACTTTTGACCCTAAGTCGTTAGGCATTGAAAATGC
+AGATTTCTGGGAAGAACGTTTTGCTAAGGAAAACCCTGAAGCAAACAAAGAAGCGAATAAAGACAATGCA
+AGTTAGTTAACGCATTGATTTGAAAAAAGCCGTTCATAATGAACGGCTTTTTTATTGGTTTTTTTTAAGG
+AAAAAGCTCACAAATACCAAGACATTTGTTACTAGTAATACTCTTGGTGTTTATTAGCTACTAGTATTAA
+TAGACTAGGAACAGCTTGAGTAGCTTGATACTTGATTACGATATTCAAGGGGAGAAAGTTGGGTATGCTT
+TTTAAAAGCACGGGCAAATGTACTGGGTGAGCTGTAACCTAGTTGATAGGTGATTTCGGTGACTGAAACC
+CTCTTATTCGCTAGTTTTTCTTTAGCTAACATTAGGCGAACAGAGGTTAGCAAGGCTAAAAAAGATTGTT
+TTTCAACACTCAGTTTTCTTTGCAACGTCCGTTTACTCATATGTAGTTTATAGGCAATGACTTCTTCTGT
+TGGGCATCCTAAAGGTAATAAATCATTAATCATTTTAATAACTTTACTACTTGTTTCGCCATTATCCATT
+GAATCTAGGTGTTTATTAATAACCACTTCGTTCATTTCAACTAACTCTACATCATGTGTAGGTAGTGTCT
+CAGTGAGTAACGCTTTAGAAAAGGCGATGCCATTTACTGCTTGATTGCCATATACAGGGCATTGGAAATA
+CTCTTCATAGACTTTGTTGTTTTCTTCGATAGCAAAAGTAAAATATACCCCAGTAGCGGGTATATTTTTA
+CCTGCGGCTAATCGGAACATTTTTAAGAAAAACCCTATACCCAGTTCAATAGCGCAGGGGTGGACCTTAA
+TTGTATTACTGGAAGTTAATCGACGCTGATATTGAATTAATGTTTCTTCACCATCTATGCCATCACGCTC
+TGTTAATTCAATCTGCATTTCGGTATTAATCAACTGACTACTGGCAATATAACGTTTTAATCCCTCTTCT
+AAATTCTCACTGGCAAGCCATGCCAACCCAATGCTTTTCAAGTAAACCGGTTGGAATAAAGAGGCTGCAA
+CTAAACCAAGTTCATTATTATGGGTTGCTTCTACTGCCAGTTTCCATAACGTTGCCATGTTCTCCATAGG
+CACTCGAGTTTGAGCATCACTCGTAATATCAATGTTAGCCGCTGAGAAAATTGCCTCAGGAGCTACATCA
+TAAATAGACAGTACTTGGCCGATGAGGCGAGGAATAGTGGACAGTGTCGTTTGGCTCATATGTTCTCTAT
+GGGGTTACTCTCAGAGAGCAACACTAGGTCGTTGAAAATGTAGAAATTAATCTATTGTCCTATTTGGCAC
+ATTAAATGGCACAAGATGTTGAGCTAGATTGAGTAAATTCTAGCATTATATAGCTGTTACCACTGTAAAT
+AATTAATTTATCTAGGCTTGTTATGTTATTAAAAGTACAAAAAAGATTTTCTTCAGTCACCACTATTTCA
+TTGGTTACTTTGTTGCTCAGTGGCTGTATAAATATTACTGACCAACAACATTCAGGATTTCTCAAAAACT
+ATGAAGGGTTTGAAGATGTTTATGACCCAGATTACACCAAAGTTTATCGAAGTGAAAATTTCACCATAGA
+CATGCTTGCTGATTTGAAACGAGTGAAGTTGGTGCCTTTTGAAATGTGGGTTACGCCAAGTGCTGATGCT
+AAGTTCAGTCCTGAAGAGTTAAATGAATTGTCACAATATTTCCATCAACAAATGAGCGCTCGACTAAGCG
+CTAATAACTACGAAGTTGTTGAACTTATGGGTCCACGAACTCTCATCATCCAAGGTGCCTTTTCGGGGGT
+GAAATTTGAGGACCCAGAACTAATGCCTACAGATTTTGTTCCTTTTCGCATGGTAATGAATGCCGGTAAT
+TTAGCTTATTTGGAAATAGTTGATAAGCAAGATGTCACCACAAAAGTCTCTGTTGAAATTGAATTTTTAA
+AAGGTATTCGCCGAGAGAGAGTACTGGCCGCGATCAGCACTAAATATGTTGATACCACCATCGCTAATTC
+AGGTGAAGATAATATGACGGTCGTTAAAGAGTTGCTTGATATGTGGGCAGCAAAGTTTGTAGACCGATTA
+GTTGAGATACGCGCTGACAAGTATGCAGAGGCGTAGTACTAGTCGCACCATTTAGAACAGTAGATACACA
+ATAATTAATCAATCAGGAAATTTATCTGTGATGAGTTTTGACCAATTTATAAAACCGTTAGTTATCGCCA
+TATTGGCAACAACATTGCTAAGTGCTTGTGAAAAAACACCTCAAGTGGAAGCTGAGCCAGAGTTAAGACC
+AGTAAGAACTTTATTGGTCAAGACTGTTGATGTTAGCCAAGCACTTGAATTCACGGCTGTGGTGGATGCG
+GTAAACCGAGCTGATTTAGCATTTAAAATATCAGGTAACCTAACGCACTTTGTAGTAAAGCAAGGCGATA
+AGGTTAACAAAGGTGATGTTATCGCAAAATTGGATGACACAGACTTAAAAATCTATGTAGCAGAAGCGCA
+AGCGCATTTTGATACCGCTATGGCGGATTTAATTCGAGCTAAAAACTTAGTTAAAACAAACTATATTTCG
+GCCTCGGAATTTGACCAGATAAGAACCAAGGCGCAGTCAGCCAAAGCACAGTTAGCAAGTGCAAACAACA
+ACTTAGATTATAGTACATTACGCGCTTCATTTAATGGTGTTATAGCTAAGGTTTACAGCAAGAACTATCA
+AGAAATCAATGCCAAAGAGCCTATTGTTCGACTTCATGATTTAAGTGAAATACAACTGATTGTAAATATC
+CCTGAAAGCATCATGATTCACTTGAAAAAGAACGCTGCACAAGGTGTAGTTAGTGCCACCTTTAATTCAA
+TTGAAGATCACAGTTTCCCTCTACAGTTCAGTGAAGTAGCCACTCTTGCTGATGAACACAGTAAAACGTA
+TGAAGTGATATTTACCATGAAGGCACTTGATGGTTATGTCATTTTACCGGGGATGACGGCATTAGTTCGC
+GCACAGGTAGCGTTGGCACAAAGTGAAAATCATGTTTACCCAAGCTTTTATTTACCCAGTCATACTGTAC
+TAAAAGACAGTCAAGGCAATTATGTTTATGTAGTGAATAAACACAAAGTAGGTGTTGGGATTATAGTAAG
+AAAATCTGTGATTATTGGCAATATTACCTCACAAGGTATTGAGGTGTTTACCAACGTTGCGCCTTCGGTA
+ACGTCGGGCCCAAATGCTGGCATAGTGTCAGGTGACCATGTGATCACTGCTGGAATGAGTAAGGTGTCTG
+CTGGCAGCTTAGTTAAATTTACTCAAACGAGTGATTTAGCCACAACTTCCAGTAAGAAAAATAGCAGAGA
+CATTCTATGAATATTACCCGTTTGGCAATTACCAACAACAGAACAACGTTCATGTTGTTACTCGTGATTG
+TTTTTTTCGGCATTAATGCCTTTAAAAATATGCCTAAAGATTATGATCCTGGTTTTATCATTCGTACCGC
+ACAAGTTATTACTCAATTTCCGGGGGCTAGTCCACAGCGAGTAGAAATGCTGGTTACAGACAAATTAGAG
+CGCGTTATTCAAGAACTGCCTGAATTAGACTTTGTTAAAAGTGAGTCACGTACAGGTATCTCTATTATTA
+GCGTTAATATTAAAGAAAGTTACCGCGATTTACGTCCTATTTGGGATAACCTACGTCGTAAAATTGAAGC
+GGCTCAAGTTGAGTTACCCGCAGAAAGCCAGCCGTCAGTGGTTAATGATGAGTTTGGTGATGTTTTTGGT
+ATTGTTATTGGCTTAACTGCAGAAGGTTATGATTACCGTGAATTAAAAGACATCGCCGATCAAACAAGAG
+ATGCCATGCTGCGTTTATCCGAAACGGCAAAAGTACAAGTATTTGGCGAACAGCAAGAACATATCTTCCT
+TGAATATGATAATGCGCACCTAGCCAGCTTAGGCATTTCTCCGAGCCAGTTAAGTGACCAGTTATCTAGT
+CGAAATATTATTATCTCGGGTGGCAGTATTATTATAGATAATGAACAAATTACCCTTGAACCCAGTGGTA
+ACTTTGAAAATGTTGATGAAATAAAAAGAACGATTATTCAAATCCCTGGTAGCGATCGTCTACTTTATTT
+AAGTGACTTGGTCACTATCAAGCGCAGTTATGTTGATCCTGTGCAGAGTAAAGTTAGCTTATCTGGAGAG
+CAGGGCATATCGATTGCTATTGCGATGAGGCATGGCGGTAATAATATTTTACTGGGTCAACAGGTGAATG
+AGTTACTGGCTACATTGAATAAAAGTTACCCTATTGGCGTAAACTTTGAGGCAGTTTCTTTTCTACCTTT
+TGATGTAGAAAAGAAAGTTGATGATTTTTCTGGCAACTTAATTCAAGCCGTTATTGTTGTCACCTTGGTG
+ATGTTATTTAGTTTAGGTTTTAGAACAGGCCTCATTGTTGCGGTACTGATCCCAACGAGTATGATTTTTG
+CGATACTTATCATGTCACTGCTAAATATTGGTATTGACCAGATTTCTTTAGCGGCACTAATTATCGCCCT
+TGGTATGTTAGTCGATAACGGCATAGTCATGTCAGAAAATATTATGGTGTCGATGGAAAAAGGCAAAAAT
+GCCATCGATGCAGCAGTGGACTCTGCTAATGAGTTAAAAGTACCACTATTAACTTCCTCACTGACCACAG
+CAGCGGCATTTTTACCTATATTTTTAGCAGAATCGTCTACAGGTGAATACACAGCGTCGCTATTTAAAGT
+AGTGAGTATTACCTTATTGTGTTCTTGGGTCTTGTCGATGACGGTTATCCCGATGCTTTGTGTAAACTTT
+ATGAAAGTTAAAAAGACAACGGGGCAAGTTGATAGCCCGCTATTGGTCACATACCGAACCTTATTAAAAA
+ATTTACTGCGTTTTCGTTGGCTAACATTATCCATAACCTTCGTCATGATTATCATCTCTGTTTGGGGGCT
+TTCATTCATCCCTAAATTGTTTTTTCCACCGTCAGATAGGGCATTTTTCAAAATGGAATTAGAAATGCCC
+ATTGGTACTACGTTAGCGGCGACTGAGCGAGTTACTCAAAGTATCGAAAGCTATATTAAAGAAGAGTTGA
+AAGCTAAAACCAATGAAGACCTAGGTGTTACTAATTGGGTTACTTATGTAGGAAATGGTGGTCCAAGGTT
+TTTATTAACACATAACCCCAAGCCGACCAGCAGCAATTACGCCTTAATGGTTATCAATGTAACTAGCAAT
+AAAGAAGTGGATCAAACCATGGAAAAATTGGAACGATTTAGTTTGGATAATTTTCCTGATTTATTGGTTA
+AACTTCGTAAAATAGAAAATGGCTCTCCTATTGAAAATCCTGTAGAAGTGCGTATTAATGGTACTGATAC
+TGAGCAGTTATTTACCTTGGTTGAGCAAGTTAAAAAGCGAATGAGCGCTATTAACGGAGTAAAAGGTGTT
+AGTGATAATTGGGGTATGCCAATTAAAAAATTACAGGTTAATATTAACCAAAGTCGTGCTCGTCGAGCAG
+GTGTATCGAGCAAAGATATCGCTGTATCATTACGCACTGGCATGTCCGGATTAGAGTTAAGTCAATATAG
+GGAAGGGGACATTGTTATTCCTATTACGATGCGTACCCAAGCAGGCGACCGCCAAGACATTGGTAAATTA
+CAAGCACTAGCAGTGTACTCTCAGGCAAATGGCAGTTCAGTACCTTTAACACAAGTTGCTGATATTAAGG
+TAGTGTGGGAATCTGCTCAAATTTTACGTCGTGATCGCTTAAAGACCATTACCCTTGGTGGTCAAATAGA
+TAATACCATTACCGCAAATCAGGCATTTAAAGAATTACTACCTTGGCTTGAAGAACAGCAAAAAAACTGG
+CCAATCTCCTACTCATATGAGTTAGGTGGAGAATTTGAAACCTCAGGCAAAGCGAATAAATCAATAGGTG
+ACAAATTACCTATTGCCGGTTTTCTTATACTTTTATTACTTATTGCGCAGTTTAATTCGGTTAGAAAAGC
+ATTCATTATATTGTTAACTATTCCCTTAGGCCTTATTGGCGTAACGACTGGATTATTAGTGGGGCAATCT
+TTCATCGGTTTTATGACATTATTAGGCATAGTTTCATTGGCAGGTATTGTTATTAATAACGCAATAATAT
+TATTAGAACGTATACAAATAGAGGAGCAAGCACTTCCTGGTAATCATTTTCAGGCGATTATTAATGCAGC
+TCAGCAAAGATTCAGACCGATTGTGTTAACGACAGCGACCACCATTTTTGGCTTAATTCCACTATACCTT
+GGAGGCGGCGAGTTTTGGCAACCTATGGCGATAGCTATCATGGGTGGGTTACTGTTCTCAACTGTCTTTA
+CTTTAGGCGTTATCCCCGTGGTTTACGCAGTATTGTTTTCTATCAAGGAGCAGTGAAAATAAATAAAACG
+TTCACGTACGCTAATTAAAATAGCTCAAGCTCATGTTGCTCTCAATCTTAAGAACAACATGAGCTCAATC
+ATGCACCTTGTCTTGATTTATTTTCTCTTCGTACAACTGTTCACTCCTTAATGAAATCGGTATTAATTCA
+TTCTTAGCTATTTCTACTCGCTGGATTAGTGAAATAGCAAAATAGGTCAGGTATACTAAGCGACATTAAA
+TCAGGCGGCCTTACTTTGTTTAAAGCTAAAGTGCCTGCTTAAACGTTTTAACTATCATTGCATGAGTATC
+TAAATGGCCGTTATTAATTGTCCAGGTTGTAAGAAAAAAATCTCCGATAAAGCAAAAACTTGTAATCACT
+GTAACCTTGATTTATCTGAGATCGACTCTGATAAACTTGCCAGCCTAAACCGCGTACATTTAATCAATAA
+AACTCAACGTTTAATGAACTACTCTTTTATCGCCATGTTGTTATTTTGTGGTGGATTTCTCTTTATGTTT
+TGGGATGGGGTCGAACCAGGCAGTTGGCAACATAATCTAGCGATGGTCAGTGCCATTATTGGCTTTGTCA
+TGTATATAATCATTCGTGCCATGCTACTCTTTACCAAACGCAAAGCTAGATAACCTGTTCTGATACAAGA
+CGTAGATACAACGAATCAATATTTATACTAATTTTCATACAACTTAATACCTCGGAATTCTAATGGATGT
+AATTAAAACCATAGACGCCATGTCAAATGACATGTACTTACGCCTAAAATGTGCTGCGGAAACAGGAAAA
+TGGCCTGAAGGTACTGTTGTGGACGCAGCGCAACGTGCTACTGCTTTGCAATTGAGTATGGCTTATCAAG
+CCCGACATCTTAAAAATGATGAAATGCTGACTATCGGCCCTGATGGCCACGTTGTTGAAAAAAACAAACG
+TCAGTTAAAATCTGAATTTTCTAGCTACAAAGCTGAAGAAGAATTGAAAAGCTGTACTAAACCCACACAA
+GCGGATATCGCTTATTTCAGTAACAATGAGCTGTAAGCCTGCATTTAAGTCGCTCTTGTTATTCTCCAAC
+TGAAAGAATTAAAAAAAAACTATGATCTTCTCCAAATTATTTAAAACAAAAGTTAAGTGGCAACATAAAG
+ATGCGACTGTCCGTATCACAGCAATTAATGATGAATTATCCGCTGATAACACTGAACAACTACGCATATT
+AACTGATCTTATTAACCAAGATAGCAGTGATTTAGTGCGCCGTGCTGCTTTGATCAAAGTAGGAACTCTT
+GATTGCTACCTCGAAGCAAGTCAGAATAATAATCAAATCAAAGTAAAACAATTTGCTGCAAAACAAGTAC
+ATGACATTTTGACCACTGATCACAATGTTGTGATCAGCGGACAGCAAAAACAAACACTATTAGACCAACA
+AGAAACAACCCCCGTACTGGGAACAGCTTTATTAGAAGCTTGGCTTGCCCACGAACAAGATAGCGCTATT
+ATGATTTCGCTTTATCAGCAAATTAGTGCGCGCAAAACAACCACACATTTATTAACACACAGCTTTAGCC
+AAAAGCAAAACCCTGACTTTCAAGCTTACATAATTAACCAAGTTGATGATGCTAAGGTTTTAGAGAAATT
+AAGTAAAAAAGCATGCAATCATGTATTAGCTCAACAAATTGAAGATAAACTAAGCGCTATACAAGTCGCC
+ATTGAGAAACCACAAAAATTAGAGAAACAAATACAACTGACGTTAGCAAAACTTCAAGCGTTAAAAGATG
+TTGGTGACTATGGTGTTTATAAAACCCGTAAGGCACAGTTAATTAACGAATGGCAGACACTAGCACTTGA
+TTTTGATGTTTTCACGGAAGAAAAAAGTGTCGTATTTAGTGATAAATATCAAAGCATTATTAGTCAATTA
+GAAAAGTTATTCATTGCTAAAGCTGAAAATTATCAACAGCAAATCATTAGCGACAAGTTATCGCATGATA
+AACAGCAAGACAAAAAAGAATTTACTCAACAGCTTAATCATATTAGCCAATCAATCACGACAGCCGTTTT
+TTCTAGTGACAAATTTGATGAAGATTCTTTTAAAGAGTTGCTGCGTAACCTAACAACCAATATTAAAGCT
+TCTGTACTTAATAAAGATGAACAACAGAATTTTATTAGCCAAGTTGTACAACTGTCTAAGCGTTTGAATG
+AAATACCTGAAATTGCTGAATCGGTTAGCCAAGCTACCCACTTAATTTCTAAAATATCACAATTGACTTT
+ACCTAAGTCTTTAGAAGAGTTGAACGACCGACAACAAACGTATAATGATTGGTTAAAAGCTTGGCGCGTT
+ATTGAAAAGAAAACTGCTGGTATTTTGCCAGAGTCTATTGTGCAGGCTCAAAAAGAAATTGTCTCTACTT
+GGCAGGGCGGATTGAAGTCATTGCAAAGTCAGCAAAAAGAACTTTTCTTTCAACACAAAAAGAAACTACA
+AGACATAAAACGTTTACTCAATAATGGTAAATACAAAGTTTGTTTTGGTTTGTTCAAAGGCGTGAAAGAA
+AGTATTCATCACTTGTCTGTACAACAATTGCAACAATTACAACGTGACTTTGACCAAGTAAGTGAGAAAA
+TGGTCGAACTTAGCGATTGGGAACATTATATCGCTACACCACGTAAGCAAGAGTTATTGCTTGCTATTCA
+AACTCTGGTTGAAACGCCATTGGATAATCCCAATGAGCAAGCAAAAAAAGTTAAAGAGTATCGTGGTACA
+TGGAATTCATTAGGTCATGCTGATGAAGATGTTGATAAGCAACTCAATGAGCAGTTTAATCAATGCTGTG
+AACAAGCGTTTGCTCCTTGTCGTTTATTCTATGCCGAGCAAGATAAAATGCGTTTACAGCATTTAGATCA
+ACGCCAAAAAATACTAGCAAAAGCAGAGTTGTTTGTTTCACAGCTAAATGACTCACAAGAAACACCGAAG
+CCAGATTTTAAACAACTTGACGGCCAACTCAACAATTTACAACAGCAATGGAATAATGCTGGTGAAGTTG
+ATCGTAACCAATATAAAAAACTGCAGCTGAAGTTTAAAGAAGCTATTGCCCCGATTAAAAGCGCCATTAG
+TGTTTTTCATGCCAGTAATATCACAGCAAAACAAGCATTAATCGCTAAAGCTGAAGAGTTACTAGCAAGT
+GAGGATGTTTTAGCAGCAATTGAATCAGCTAAACAGTTACAAGAAAAATGGCGTGAAGTAGGTTTTGCCG
+GAAATCATCAAGAAAATCAGCTGTGGCAGAAATTTCGCCAAGTTAATGATGAATTATTTGGTAAGAGACA
+ACAATTTAAATCTGAACAACAAGCAGTATTATCGACTCAACAACAAGTGTTTATTGAACAAGTGCTTGTC
+ATTGAAGAGTCTCTTGGCGCTGTAAAAGATGAAGATGATAAGCAAGTATTACAGTCAATTGCGCAACGTG
+CAGAAATGTTACTTAAAGACGTTATTGCCAGTAAACCTGTTATCAAATCTGTCGCTGCACGTATTGAGAA
+AATCAGTAAGCAAATTGAGCAACTCATAAAAGCAAAGACCCAAGAAAAAGAACAACAAACATGGTCAAAC
+TTGTTTGAGTTAATGTCCTTACAAGCTCAAAATAACCAAGAGTTACAAGCATTACAAACATCAGCTGTTT
+ACAATAATATGACCAGTTTTTGGCAAAAACGTTTCCAAGAGCATGTTAAGTTAACTAAACCAGCTCAAAA
+TAGTGCTCGCTTTGATAAAACCTTAGAAATTGAAATACTTGGCAAAAGTGATTCACCGGTAGAGTTAGCC
+GAACAGCGTATGAAAGTTCAAGTTCAATTAATGCAAGAACAGATGCAATCAGGTACTGAGATTGATTTGA
+ATAAATTGCTAATTGATTGGTTGATGTTAGGTTCGCTTGTTGAAAGTGACTTACCGCTAATTGAGCGTTT
+AAAAACTATTTATTGCCAATAGATTTATAGTTAAAATTACTCTTTAGTGCTCAGTTTTACTAATCGAAAA
+CTGAGCACTGAACGAAAAATATAAAATATATCTAAAGTCAGTTTGTTTCTTATCTATGAGGCAAACTGAT
+TTTTTATTTCATTTGATAAATAAACGCGGAATATTGCTATGAAAACTTATTTTACCCTCATGTTAGTTTT
+ATTATCTCACACAGTAACTGCAGCCAGTATATCTGAACAGGAACAACAAAAAAGTAGGATAGTGAAGGGG
+ATTTATCAACTTACTGATGGCGCCTTAGCATTGTGTCCTAAACAAAATTCACAAGCATTTAACGAAACGC
+TTACGTTATTTAAACAGCGTTTTCCAGACGTAATGCGGTTAGTTAAAAATTCCCCATATCGACCTGCCGA
+AAAACAAGAGAACACTGGATCTACCCCAACATTAACGCAACAGTGTTTATTTAAACAAAGAATGCTAAAT
+AACATGATAGTGACAGAAGAAGGTCAACAAACAATGACTAAAGCATTACAGACACTGACAAGTGGTGAGA
+CTTAACTGTATTCGGCATGATTAAAAAAACTAAGGTAGTTGTGATGACTAAGACTACCTTTTCTTATTAA
+ACCAATCTAATAATTACTCTGCCATAATAATAAACCAGCAAACCCAACGCTTCTGCAACGTTAAGCTGAC
+CAAAAAATTAATCAGTCTGGTATTATTACTTTCCTTCTTTAATACTTCAGCGTACTCTTACCTCTTGTTT
+TACATGATAAAAACTAAGAGAAACAAAGTATGTACCCGTATATTAAGTTAATCGCGACCCTGTTTAGAGC
+CAAAAATAGTCCTCAAATGAATTTGGATGAAAAAAGCGTGCTGAACTGCCGTGCAGGGTTAACTGATATT
+GATGTCTTTGTTGAACTTAATAATGCGCGTCATTTAACGTATATGGAGTTTGGTCGTTGGGATTTTGCTC
+AACGTACCGGTTTACTGAGTCTCATGAGAAAAAACAAATGGGCCTTCGCTGTGGGCGGTGCTAGTGTGCG
+CTATCGTAGAAGAATAGCGTTTTGGAAAAAATTCACTGTCACTACTCAGGTTATTTGTCATGATGGCCGC
+TGGTTTTACTTTTTACAAGAAACCCATATTAAAGATAAAGTTTGTTCATCGGCATTAATTAAAGCCGCGT
+TTACCTCAAAGCAGGGTTTAGTACCCGCTACTGAAGTTTTAGCTGCCTATGGTAAAACCACACCAAACTT
+TGATGTACCCGATTGGGTTAATGCCTGGATTGATGCAGAAAGTCAGCGACCTTGGCCGTAAAAAAATCCT
+ATCAGTACAAAAATATTTTACCTATGCTAGGGTCTGTTGAACTTTCGCGGTTAAATTTTGTTCGAGATAA
+AAGCGTTTTAATCGCGGCGAGTAGTGTGTAGCCTAGTCACTCTAAGCAAATACTACTCAACAAAGAGTAA
+GACGCTTTTAGCCGGATCCTTCGGACAGCGTTTGTTGGACATTTTTACGGCATTATCACCTTTTTATGTG
+GAACAACCACATGACAAAGGCTCTATCTTGTATAAATACCCAACAAAGCGCTGCAAAAACAATCTCGAAA
+GGTCAACAGACCCTAACCAAAACTGATTAAAACCAAACAATTTATTAGAAGAATCATTATGAAACTTATT
+TATGCCTTATTATGTACCTTTTTACTTTCATCTTGCGTGTATTATGGCGTTCAGCGAGACTTTGGTGGTG
+ATTCGTCTGCGCCATGTACTTCAGGCTCAAGTAAACAAAATGCAGAATGTAAGGCCGAAATAAGAGCGTT
+AAATAATGAAATTGGAAGCAAAAGTAATGATTAGAGCAGTAAAAGAACAAGACGTAAGTAGTATTTGTAC
+TATTTACAATCATTTCATAGAAAATACCGTTGTAACCTTTGAAGAAGAAGTCGTCACAGCGTCAGATATA
+TTAAAGCGTATAACAAAAATAACCGCCGACGATTTACCTTGGTTTGTTGCAGAAGATGAGTCGGGAAATA
+TCATGGGTTATGCCTATGCGACTAAGTGGCGAGATAGATTTTCTTATCGATTTTCAGTTGAAGTGACTGT
+GTATTTGTCTCCTGAGCATACTTCAAAAGGTCTCGGCACTAAGTTGTATCAAGTACTATTTGAAGAATTA
+AAGCGTATAAAGATCCACAGTGCTATTGGGGGAATTACCATACCTAATGAAGCGAGTATCGCTTTACATG
+AAAAATTTGGCATGGTGAAAGTGGCTCATTTTAAAGAAGTGGGTTTAAAATTTGATCGTTGGTTAGACGT
+CGGATATTGGCAAGTAACACTGTAGAATACGTTATCATGGCAATAAACTGTCATAGCCACATGGTATTTG
+CCTTTCTATAGGCCAATCCTGTATTTAATAAGACAATAATCAATAAGACAGAATTAATAAAAAAGCCAAT
+CAAAAACACTTCAAAAATTAACCAAAGAACCCATCGACTCAGCCAAAAAAAACAAAGTTAAACTCATACA
+GCGTAAATCATCATTCAACTGTCAGCAAAGCCGTACACTACGCCAGTTTTTTACTTGTGCTATGTATCTT
+ACAATTTCTACTGACCAACGTAATTCGCTTACATCTTATCAATGATTGTGATTAAGTAGTGGTTATCAAA
+AAGAATTAATTCAACTGAAAAAACGTCAAAGGTACGCATTTATGCCGTCGAAAACCATGTTATCTAAAAA
+ACACTTACTTTCAGGTGTTGCACTCAGTGTTATGTTGGCCTTACCAACCACTTTTGCAAAATCACCTATT
+GATAATGAAGCCTCGATAGAAGAAACAACACCTAAATGGTCGGTTAATTCGCCACAAGGTAACTTCACTA
+CGGCTGATATAGATGTACGTTCAGGTACTTGGATGAATGTTGATTTAAACCCTGATGGCAAAACCATTAT
+TTTTGATTTATTGGGTGATATTTACACCATGCCAGCTTCTGGCGGCGAAGCAACGCCGTTGATGACTGAT
+ATCGCCTGGCAAATGCAACCGCGCTTTAGCCCTGATGGTAAGTACATCGCATTTACTTCTGATGAAGATG
+GTGGCGATAACTTATGGATTATGAAAGCGGATGGCAGTGAAGCAAAAGCAGTAACGACAGAAACCTTTCG
+TTTATTAAACAGCCCTGCATGGTCACCGGATGGTAACTATATTGTTGGCCGTAAACATTACACAGGCACT
+CGCTCTTTAGGTGCCGGTGAAGTGTGGATGTATCATAAGTCGGGTGGTAATGGCGTAATGTTAACTAAGC
+GCCCCAATGAGCAAAAAGATTTAGGCGAGCCAGCATTTTCTCATGATGGAAAATATGTCTATTTCTCACA
+AGATGCTACGCCAGGTAAAAGCTTTCATTATTCGAAAGATTCTGAAAAGGGCATTTATAAAATTAAGCGT
+CTTGAGCTTGAAACGGGTGAAATTAAAGTAGTTGTATCAGGTAAGGGGGGTGCTATAAGACCGACACTTT
+CACCTGATGGTAAGTATTTAGCGTTTATTAGCCGTGATGATTTTCAATCAAACTTATATCTGTACAACCT
+TAAAAACGGTGAGCAAAGCAAAGTTTATGATGGTTTAGACCGTGATATGCAAGAGACATGGGCTATTCAT
+GGAGTGTATCCTACGATGGCGTGGACACCTGATAGTGAAGGTTTAGTTTTTTGGTCTGGAGGTAAAATCA
+ACAAATTATCCCTTGATTCTAAAAAAGCTAAAGTGATTGATTTTCATGTTAAAACAACAAAGAAAATTCA
+AACGGCCGTACGCTTCCCACAAGATTTAGATCAAAAAAGTTTTGATACAAAAATGCTACGTGATGTCAAA
+GTATCTCCTAACGGTAAGCTTGCTGTTTATGAATCTATGGGGCACCTGTATACCAAGAGCTTGCCCAAGG
+GTAAGCCTAAGCGTTTAACTAAACAAAAAAGTCAGTTTGAGTTAAACCCGAGTTTTTCTCGTGATGGTAA
+AAAGATTGTTTATGTTAGCTGGGATGATAAAAATTTAGGCCAAGTACGTGTTGTTTCTAGCCGAGGCGGT
+AAAGGTAAAACGATAACGCGTGAACCAGGGAAATACGTTGAACCAAGCTTTTCACCTGATGGTAAAGCCG
+TGGTATACCGCAAAGTAACGGGTGGTTTTATTACTGATCCTACTTGGGGTTTGAATCCTGGTGTTTATGC
+TGTTTCAGTAAAAGGCGGTAAGGCTAAACTGGTTACTGAAGAGGGCGTTCAACCACACTTTGGCGCGCGA
+AACGATCGTATTTATGTGACACGTGATGGCGAAACGCCGCATATTTCGCGCATAGATATTGATGGCCAAC
+ATGACACCAAGTTATATCAGGGTAAGTTTGCGTCAGAATATCGGGTATCACCGGATGGTAATTATCTTGC
+TTTTGCCGAGCGTTTTAAAGTCTTTGTCACACCTTTTGTCGAGCGTGGTGACGTTATAGATATAGGTCCT
+AAAGCTGAAAACTTACCGGTAGAGCAATTATCAATGCGTGCTGGTGAAGGTATTAATTGGAATGGTAAAT
+CAAATGAGCTTTATTGGAGTCTTGGTGCTGATTTATATCAAGCATCTATTAAAGGTTTGTTTGATATTAC
+AGCCAAAACAACTGATGAAAATGATGATGGGTCAGAGCCTGAAACTAGTGCATCTACCGTAGTTAACGAT
+ATCAATGTTATTAACTTAAGTTATAAACAAAAAGTTGATATTCCATCTGGTCATGTTGCTTTTGTTGGCG
+GTAAAGTTATCACAATGGAAGGTGAACAAGTTATTGATAATGGTGTTGTCCTTGTTGAAGGTAACAAAAT
+CAAAGCCGTAGGTACTAAGGGGCAAGTAAACATCCCAAGTGATGCGACCATCATTGATATTACGGGCAAA
+ACAGTGATGCCCGGTTTAATTGATGCGCATGCTCATGGCCCGCAAGGCAGTAATGAAATTATTCCACAGC
+AAAACTGGAAAAATTATGCTGGTTTGGCGCTAGGGGTAACGACAATTCATGATCCATCAAATGATACCAC
+GGAATTTTTTGCAGCAAGTGAAATGCAAAAAGCCGGTAAGATAGTTGCGGCACGATTATTCTCAACAGGT
+ACTATTTTATATGGTGCTACTATCCCAGGGTATACGTCACATGTTGATAGTCTGGATGATGCTAAATTTC
+ACGTTGAACGTTTAAAAGCGGCAGGGGCCTTTAGTGTTAAAAGCTATAATCAACCACGTCGTAACCAACG
+CCAGCAGTTTATTCAAGCAGCGCGTGAATTAGAGATGATGGTTGTACCTGAAGGGGGCTCATTACTACAA
+CATAACTTAACTATGGTTGTTGATGGGCATACTACGCTTGAACATTCTATTTCTACCGCTAAAATTTATG
+CTGATATCAAACAATTATGGTCTCAATCTGATATGGCTTACACGCCAACTATGGGCGTGGCTTATGGCGG
+TATTTCCGGCGAAAACTATTGGTATGATACGACTAATGTTTGGGAACACCCTCGTTTAAGTCAATATGTG
+CCTAGCGAGTTTTTAGATCCCCGCTCTATGCGTCGACCAAAAGCACCACTTCATCACTATAATCACTTCA
+ACGTCGCAAAAGTTGCCAAAGAAATGCAAGACTTAGGTGTGGTAGTTAATGCTGGTGGTCACGGACAACG
+CGAGGGTTTAGCAATGCACTGGGAAATGTGGATGATGGCTCAAGGCGGTATGTCACCACTGCAAGCCATT
+CGTACCGCAACTATTTCCCCTGCAAAATCACTTGGTTTGGATAAAGACTTAGGTTCATTAACCGTTGGTA
+AACTTGCTGACATGATTGTTATTGATGGAGATATCACGCAGGATATCCGCCTAAGTGATAAAGTTACCCA
+CACTATGATTAACGGCCGTTTGTATAATGCCGACACCATGAATGAAATTGGTAATTATGATAATAAACGT
+GAAAAGTTCTATTTCGAAAATAAATAGTATTTTAGGTTAACCGATTTAATTGATAGATCATCTGCTTTAG
+TAAAGGTTAACCTTAGGTAAATAAAAGCCAGTAAGCATTTCTTACTGGCTTTTTTACTCCCATAAAAAGA
+AATTTGTCAAATATTCAAAGGACAATAACGTATGCGTACTAGTTTGCAAGAAAAGATCGTTGCAGTGTGT
+GATAAAAAAGTGGCGCAAAAGGGCACTAATGTCGGTTTATCGTTTTATGCATTTTTTGCCAATAAAAATG
+ATGACCCTGATTTATTGATGGAAGCAGCAACATGGTGGATTATGACTCATAAACTCGACCACTTTGAAAA
+GGCGCTTAAAATTAAAGCCTTGGTTATCTTAGAGCGATAACAACATTTAATAACCATCTGTTTTATAGAT
+GATAAATATTATAACTGTACCTAAAAGCACCTTTGATAAAAATTTTCACTATCACTGAAATCTTTTAAAT
+CAAAAAATAATGCTCAGACACTTAATTCAACAGTCGACTATTTATTACTTTACGTTATACTGCCGCGCCT
+AAATCAAGTTTTTACTATTAGCGGAGTACCATTATGCACGATCTTTATTACAAAGGGCGTATTCACACCA
+GACATAACCATGTAACCACAGGTTATAATACTAAGCGTTCCGTTAAGCTTGGTAGTGAGAAACAACCATT
+AACGCTAGTGGTTAGTAGTGAAGAAAGAAAAATAGAAATAACAAAGTTAGTTAGCGATAACGACTTATTT
+GCTGAAATTACGGTAGATAGTACTGTCGAAGAAAATATAGTTGAACTTGAAGGCCTATTAAGTAAACCTA
+CGACGACTCGATTTGATAAAACTCCGAACCGTAATGATCCTTGCTCATGTGGCAGTGAGAAAAAATATAA
+AAAGTGTTGTGGTTAATAGTCTTCTATTTTTCCGTGATATGTTCCCACTTACTTCAAGATGCCAGTCTAA
+GAATAAGATGGGAAGAATAAAGACATTTAATTGTTGTAATCATATGCAATAGATTGAAATACAACAATTA
+AACGTCCGATTTCTACAGTAGTTTAAGTAAAGCTACAATAGTTAGTACAATTTACTGTAATCAACTAAAA
+GTTATAATCTAGCTGTATGCCATAGACTGCTGGTCGGTCGACAAAACCATAAAAAGTGTCTGTTCCAAAG
+GTACTACCCGATAATGGATTGTTACCCACATACGTTAATACTTCTTCATTCGTCATGTTTTTACCAAACA
+AAGCAATGTTCCAGTTTTCACTTTCAAGGGCAATGCGCATATCTACCTTGTCATAAGAGTCAACTTCATA
+AAGCGGATTTAAGTTAACATCAACATTTTGTTTTGCCGAGTGGTAAAGCCCTAGCGTAGTTCTGAAGTAT
+TCAAAACCTAAAAATGAGATATCAGTGAAGTAGTCAAAACCAATGCTGGCGGTAAACTTAGGCGTGTATT
+GCCCTGATTTACCCGTATAATCACACAGTTGATTGCCATCAGCACCTATATCACCATCAGGAACTTGTCT
+GCTGTGACAGTTACCATTTGTAAAGTCTTTGTACTCGTGGTCTAAATAAGCAACACCGTATTGCATTGAT
+AAACCATCAAGTATTATCCAACGGCCATCTACTTCAACGCCTTGCACCACGGTTTCTTTAGCGTTACCAA
+CATTAAAGCCAAGTACTCCATCAAACTGACTAACCTGCAAGTTGTCGTATTCGGTGCGGTAAAAAGATAA
+GTTTATTTCTAAGGTATCGTCTAACAGTAAAGACTTTATTCCCATTTCATAGGCTGTGGCTTCTTCTTCT
+TCAAATTCCCATGAATTAACGTTATTAGCTCTGGCATCAAAACCACCCGCTTTAAACCCTGTGGTTGCAG
+AAGCATAAGCCATAATATTTTGATCAATTTTATAACTGATATTAATTAGTGGCGTAAAAGAGTTTTCTTT
+ACGTTCACCCTTTAAGTTATGTCCTTGCGGTGATAAAGGGCTTTGTTCACTTTGAATACCAAAGACAGCA
+TCGAATAAGGCCGGTGCCATAGGGTTGGTGGTAATATTACCAGTAGCTAGATCAGTAATATTCATAATAC
+GAGATGATGTCTTCTCTTCACTCGTAAAACGGGCACCTAAGGTTAGAGTTAGTGCCTCGGTAAAATGATA
+ACGCCCTTGGAAAAAGGCAGAAAACATATCTGTGTCTAGTTGATAATTACGACCTGCACCATGTCCAGTT
+AACGGTGATAGTGCGCCACCAGACAATAAACCTAAAACGCTGTTGGTGGGTATTTTAATATTGTCATCGA
+AGCCAAGTTCACTGGTTTGATAAAAAAGTCCGCCTAACCAATCGAACTTTTCACCTAATGGAGAAACCAA
+CCTAATTTCTTGACTGAACTGCTCATATTCTTCATCTATGAAGACCGAAAATATAGGTGCAGCAGTATAG
+TCACAATCACAGGTTTCAACAAAATCGTATGATACGAAACCTGATACCGAGGTAAGGGTGTAATCCCCTA
+ATTTAAAGTTAGCCGTTAACGTTGAATTAGTTAAGCTGTTGTTATTACTTTCTTCTGCATCAGCTTGGCG
+TTGATAATTCAATTCATTTTCTGATATTGCGTTAGGATGGCCTAAAGCCCCGAGTATTTGGCTAAAGGTA
+GCACCTGGAATAGGTGATCCTGCAAGAGAGGGCTCGTCTCTAATCACTTCGATTTGTCGCCCAGTACCAT
+CAAACTCATCTTGTTCTACCTTGAATAAGAAGTTCATGGTATCGCTTGGTTCCCACATTAAGCTCAAACG
+AACAGCGCTTTCTTCTCGAATTGTTTCATCACGGTCTTTAAACGTGTTTTCAACATAACCATCTTCTGAA
+TAGTCTCGAACGGCTAACCTTGCTGACAAAGTATCCGTTAAAGCACCCGATACCATGCCGGTGATTTCAG
+TAGCACCTATGGTAGGTTGATACTGTAAACCAAGATGAATTTCTGTGTCTTGTGTTGGTTTTGCTGAAGA
+TAAGTTAAGTGCACCGGCAACAGAGTTTTTACCAAACATGATTGATTGCGGTCCTTTTAAGACTTCAATT
+CTCTCTAAGTCAAGAAACGGCATGCGTAGTAACTGTTGACGGCCATAATGTACGCCATCGATATACTGGC
+CAACAGATTGCTCAAAACCTTGGTTATTTCCGGTGCCAATGCCGCGGATAAACATTTGGGTACTTATGCC
+TGTTTCTGTCATATGTAGATTTGGAACTGAGTATTGCAAGTCATCAATTTTTTCTATGCTTTTTTCTTTC
+AAATCGTCTGCACTAAGCACGTTCATTGAGATCGGCGTTTCTTGCGCATTTTCCGATCTTTTTTGTGCTG
+TGACTTGAATAACTTCTAAGGTTACTTGCTCTTGTGCTGTTGCAGCATTAATTGCTAAAGCACAGGCACT
+CAAGGTGAATATGCTTTTTATTGCCTTGTTTTTCATGTTATCTCACTTTTTTATTATAATTATTGTTAGA
+GGCTTTTGAGCTTTTAAATTTAGCAAAACACAAACATGAAGTTCAAAAGCCCCTGATAATATAAAGATCA
+GTGATAGTGAAGATAAGGTGATAAACGGTCAACTTTGAGTGAAAAGCGGTCAATTTGTGGTTAACTGGTG
+GTAAATAACAAAAAGAGAAATAATGATATGGTTCAACAAAATGCTTTGTCCGCTAACTTTACTGGTCAGG
+TCTTTGCTCATAAACTTAACTTTATTTCGACCACGTTATCTGAAAGAGGCATTGATTTATCACGTTTGTT
+AAAAGATACAGATATTGAACCGTATGGGTTAAATGACCGTGAATATCAAATAAATAAGGATCAAATAGTC
+ACTTTTTATCGAAATGTTGTGGCATTAGATATTCCTGGTATTAGTTTACTGCTGGGAGCCGCAATAAAAC
+CTAAAGATTACGGTTTATATGGCTGTACATTATTATGTTGTAACAGCTTACGGTCAGCCCTCGAATTTTC
+TATTCGCTATCATAATTTGGTTACTAAAACGGTTAATATGACACTGCACGTAGATTGTGAATCAGAACAA
+TCATGCTTTCGTTTTGAAGATCTTTTGCATACCATTGATCTAGCGGAATTTAATATTGAACTACAGTGCG
+TAATTGTGTTGTCTTTGGTCAGAGATTGTATGGATAATGAAAGTTTCTCTTTTGATGCGCTACGCTTTAG
+TTTTGCTAAACCTAAGCATCACCGAGGTTATGAAGAATTTTTTGGCTGCCCAATAACCTATGGAAATCCT
+CATAATGAATTTGTATTTGATGACGATAAATTGTTATTAAATACTCCTAGGAGTAATCCTTTTGCAATGC
+CTTTACTACTTAGCCAATGCGATAACGTATTAAATTCAGTGGCCACAAAAAATGAATTCTTAATTACTAT
+CAATCAATGGATAGCGGCGAATATGCATAAGGATCTTTGTGCAGAAAACTTAGCGAGTGACTTATATCTC
+ACTCCAAGAACACTGCGTAGAAAGTTATCTGAGCAAGGCACAAGTTTTAGAGATATAGTAAAAGAGTTAC
+GCTGTAGTGCGGCTAAAAAATTAATCATCGAAACTCAATTAACAATAGAGGATATCGGTTGTGCTATCGG
+CTTTAATGACGTGTCCAATTTCAGAGCGGCTTTTAAAAAATGGACAGGGCAAACTCCATCAAATCTTAGG
+CAAATTAATTAATCGCCTAAATGTATTGGCAGTTATCTCTGTGTTAGGTAAGTGGATATCTAATACAGCT
+CAGTAATATCTACTTATTGATAGAAAGTTGATCTTCATCGTTTCTAATTATTTGACATTGTGGGATATTA
+ATTGGTATTCATATCTCGTTGTCCTTATGACAACCTGACAATGGCTAATGTAGTAACACGAAGTATCTAA
+TAAAAATCTAAGGAGTTGGTGATGCCAACAAATAAACATAAACGAAAAGCGTCTGCTCATTCTAAAACTA
+AAGCAATAAAAGGCTTTCAATCCTCTGGCCTGATATCATTACATCCAAAAGCCTTTGCCATAGGTGGCTT
+GTTTTTTGTTGCGCTAGGTTTATATCTATTAGCTTTTGAATCTCAAAATAATGCAATGTTTGGTGTTGCT
+ATGCTTTCTCTTATTGCCGGTGGTTCAACCACCATTTATGCGAACTTTGCTCTAGCTAAGAAAAAAACAG
+ATTAGGGTAGGGTCGTTATCAAAGTCCTTTGTTTTAAATTTAAGCGTTAATTTATTTTTACTTCAAAAAT
+CACACCGTTAAAATAATCAATTGTAATTGTATGATTTTTAACATTAACGTGTGTTTTTTGAACGTTATTA
+TCTAATCCTTCCTCGTGTTGAAAATTGTTACATAAAATACGCCAATAATCGTGCTAAAGAGTAGCATTCT
+GTCTCACTTTAGATTAAATTTGCGCCTTTAATTTACTACAGTTAACAAGAGCGCCTTATGTTAGAAAATA
+CTCTCCCTCAACTCGAACAACTGATTGAAGATATCATTGCAAAAAATAACCAGCTAAAAAACCAAGTGGC
+TGAACTTGAGCAGCAAAAATCATTGCTGCTTGATGAAAACGAAACCTTGCAACTTGAAGCACTTGACGGT
+GAAGAAAAGCAAAAACAAACAAATAATGTATTAACCAGCCTATTAGGCAAATTACAAAGTGTAGAAGAGG
+TTAATTAATGATTGCTGAAGACTCTAAAGGTATCAGCATTGAAATAATGGGCAAGCAACACCAGTTTAAT
+TGCTCAGCTGAACAAGCAGAGGATTTAAACCAAGCCGCTAACAGTCTTGCTGTTATGTGTGCTGACATTA
+AGAAAAAAAATGGTATGGCTAACAGCGAGCGTGCTTTATTGGTCGCGTCAATTAATTTAAGTTATTCACT
+GTTAATAGCGAATAATAAAATTAAGCGTTATCAACATGGTGAAGATGCTTTAATTTCTACATTAAAAAGT
+GCCTTATACCAAACGGATTAATTTTCGTAAAGTGAGCAATACCTGAGTCCTATTGGGTTTATAAACGCTG
+TTACTTTTTCAGTATTGCCGTTATCTGTTAGTTAACATAACAGCAATACTGGGAAATTTATGTCTAGGAA
+CTTTAACTCTAGGCACTTAGTAGTCTTATTTAGGAAAATTTTCATTATGGCTGATGCCAGCATTGAATTT
+AAAGGTACAAGTTTTACCCTATCTGTTTTACATTTGAAAACATCAAAACTAGCGGATATCCGTGCTGATT
+TAGTAAAAAAAGTGGCCCAAGCCCCAGATTTTTTTTATCTAGTTCCTGTCGTGGTTAATATTGAACAACT
+TGATTGTTCGATTGATTACCAAGCGGTAAAAACCTTAATTGAAGAATTTAATTTCACCTTCGTTGGTTTC
+ACTGGTTCGGTTGATAAAGAACAACGTAAACTCATTCGTGAACTTGGTTTTTCTTTTGTGAATACAACAA
+GAGTTGATACTTCACAGAAGGCTGCTATTGCAGAAAAGGCCATAGTTGCTGAGAGTAAAGTAACAGCTGC
+TATTCCTGAATGTAATTTATACACAGACAAAGTTCACCGAGGTCAAATTCGTTCTGGCCAACAAATTTAT
+GCTAAAGATCAAAATCTTGTAGTCATTGGTTCTGTTTCAGCAGGTGCTGAAGTGATTGCCGACGGTAATA
+TCCATGTTTATGGCTCATTACGTGGCCGAGCAATAGCCGGCGCAAAAGGTCATCACAAAGCGCAAATTTA
+TTGCCAAAACCTTGAGGCTGAACTGGTCTCTATTAATGGTAATTATTGGCTGAGTGAATCAATGGAACAG
+CACTGGGGTTCACCTGTATACATTCATTTGACTGATAGCGAACTAACGTCATCAAAACTCATTTAATTAT
+TAACTTATAAAGGATATTCGGTCTATGGCGCGAATAATAGTGGTTACCTCAGGCAAGGGTGGTGTTGGCA
+AAACAACATCCAGTGCTGCAATTGGACTTGGATTGGCGTTAAAAGGTCATAAAGTCGTTTTAATCGATTT
+TGATATTGGTCTACGTAACCTTGATTTGATCATGGGCTGTGAACGTCGCGTTGTTTACGACTTCGTTAAT
+GTCATTAATGGTGAAGCAACTTTAAATCAGGCATTAATTAAAGATAAGCGCGTTAGCAGTTTGTCTATAT
+TACCTGCCTCGCAAACGCGGGATAAAGATGCGTTAAATAAAGAAAATGTTGGCAAAGTGCTAGAAGAGCT
+TGGTAAAACCTATGACTTTATAGTTTGTGATTCACCTGCAGGCATTGAAGCCGGTGCTATGATGGCACTT
+TATTATGCAGATGAAGCGATAGTAACTACCAATCCTGAAGTCTCATCGGTACGTGATTCTGATCGCATTT
+TAGGCATGTTAGCAAGTCGCTCACGCAGAGCAGAACTTGGCTTAGAACCGATAAAAGAGCATTTATTATT
+GACGCGTTATTCACCTAAACGCGTAGAAGAAGGTGAAATGCTGAGTGTTGAGGATGTTGAAGATATTCTG
+TCGATACCTCTGTTAGGTGTGATTCCAGAATCACAAGCAGTACTTAAGGCATCGAATGCTGGAGAACCAG
+TAATTTTAGATACCGAAAGTGATGCCGGTAAAGCTTATCAGGATGTTATAGAACGTCTATTAGGTGAAAC
+AGTTGAATTTAGGTTTTTAGTTGCCGAGAAAAAAGGCATTTTCAGTCGTATGTTTGGAGGATAACATGGC
+ACTTTTAGATTATTTTTTACGTAAAAAAGAAAAGCAGGTAACAACGGCGTCCAAAGCCAAAGAGCGCCTG
+CAAATCATTGTTGCGCATGAACGTAATAGTCGTAATAAACAGCCCGATTATTTACCACAGCTTACTGAAG
+ATATTCTTAAGGTTCTCCGTAAATACATTAAAGTATCTGATGAAAGTTTTTCGATAAATCTTGATAAAAA
+AGATGGCGATTTAAACGTATTAGAACTGAATATAGAATTGCATGATGAGCAAACCGCTGACTAAGGTTTT
+CTCTTTAATTTGTTAGCAACCGGATTAATGAAATAGTCCGGTTGCTAACATTCGTGTTTCTATTTTTCTG
+CGCACAACAAGATCACTTACTTAATGAAAATGGTATTAAGTAAGTTCCCCACGTAGGCTTATATCCATTT
+GTTGGCACATTTCATCATAGCTTAAGTTTTTACTTAACAAATAATGTAACTTGGTTAATGTTGCCTCTAA
+GGTCATATCATGGCCACTGATAACTCCCGTCTCACTGAGCGCATTACCTGTCGCATAACCCGACATATTT
+ACTGTACCTTTAATACATTGGCTACAATTGACCACAACAATACCTTGTTCTTTCGCTTTTCTTAAACAAG
+CAAGTAAGGCTTTATCTTGTGGTGCATTACCAACACCGTAGCTTCGAAGTATGAGGGCTTTAACCGGTTG
+TTTTATAACATTCTCGATAACTTCACTACTTATACCTGGGTATAGGTGAACAACACCAACTGGCTGTGGG
+GTCATGGTTGAAAGTTGTAAGGGTTCAACTTTGTCTACCGGATGTGCAAGCGTACCAGCAACCAACTGAA
+TATTGATACCCGCTTCCAGTAATACCGGCATATTAGGTGAGTCAAACGCGTTGAAGCCATCAGCATAGGC
+CTTAATACAACGGTTACCGCGATACAGTTTGTTATTAAAAAACAAACTTACTTCACTGATGGGGTAGTTA
+GCGGCAATGTATAAAGCGTTTAGTACATTAACTTGCCCATCAGAGCGGAGTTGACTCAACGGAATTTGTG
+AGCCTGTTACAATGACAGGCTTACTTAAATTTTCGAACATGAATGATAAGGCTGAACTAGTATACGCCAT
+GGTATCTGTGCCATGTAGAACAACAAATCCATCATAGTCATCATAATTGGCTTTAATATCATCAGCGATG
+CGCTGCCAATCACTGGGGGTCATGTTTGATGAATCAATTAAAGGCTGATATTCACTGATAGTAAATTCAG
+GCATTTCACTACGATGAAATTCAGGTAAGGCATTGATAGATTCAGTAAGGTGACCTTTTGCGGGAACAAA
+GCCTTGTGTGCTTTGCATCATGCCAATGGTACCGCCAGTGTATGCAACGTAAATTCTTTTTTTCATCATA
+ACTTTGACTACTTATTTATTTCGATAATTTAATGTGATCAGTATTCATTAATATTGATATACATTAATGA
+GATCAGTCTTTATACCAATTAAATTTATTAATGGTTCAAATTTTAATGAGAATAAATTTTCAAGAACAAG
+ACGCTTGATTGAGCAATAGCTAGCTATTGGGATTGAAAGCAACGATGTTATTGGATATTTAGACCATTTT
+AAAAGATCACTTAATTAGTTTAATTGGTATTAGTTTTATTCAAGGACGATATTATATCTTAGCAAGCGGG
+AAGGTTGCTATAGCAGTGACAGCAAACGGGTTAATTTACTGAGCAAGGAAAGATTGTTGCTCAAAAAAGT
+GAAAACAGTATTGAGCCATAGTACCAAAGAAGATGTGGCATAAAAAAAGAGGTAGTTAAATGCTTAACTA
+CCTCTTTAATTTAACCATTACACACTGTAATGGTTAACTGGTTTTTTATGAATTATGACTGCTTTAGTTT
+GCACCACAAGCAACACATAACGTATAACGACCTTGGGGATCATTAAACTGATTCATCAGACCTAATTCGT
+TTTTCATCATAGTAATGAACTGTGATAATGGTTTGCTATTCACTGAATTAGTCGCTAAATCAATAGCGAT
+TTTCTCTTCATTTGCTGAGAATAAGCTTACCAATGTTGATGATTGACCCAATAACTGTTGCATGATTTTG
+TTACGTGAAGATTGTTCTTTTTCAATTAACAAAGTGTCGTATTGTTCAAGTTTTGCTAGTGTTGCAGCAG
+CAACAACAGCATCAGTTAGATTACCAAGTTCATCAACTAAGCCAAGCTCTTTCGCTTTTTTACCAGACCA
+AACACGTCCTTGAGCAATCGCATCAACTTCTTCTAAAGTCATATCACGATTAGTGGCAACAAGTTGTATA
+AATTCTTGGTAACCTCGGTTAATGGATAATTGGAATAAATTAGCCATACCTGGAGTCAACGCTTGAGTCG
+GACTAAAACCAGCAATATCAGTGGTACCAACTCCATCAGTATAAATACCCATTTTGCTTAATGTATCTTC
+GAACGTCATCATCATGCCAAAAATACCAATTGAACCTGTGATAGTAGAAGGGGCTGCATATATTTTATCT
+GCTGGTGCTGAAATCCAGTAACCACCTGAAGCGGCATAAGTACCCATTGAAGCAACAACAGGTTTACCTG
+CTTTTTTCAATAACTCAACTTCTTGACGAATAATTTCTGAAGCGTAAGCACTGCCACCAGGGCTATCTAC
+ACGAAGTACTACCGCTTTAACATCATCATTATTTCTCGCTTTACGCAGTAACTTCGCTGTACTGTCACCG
+CCAATGGTGCCAGGCTTTTGTGTTCCATCTAAAATAGTGCCTTTAGCAACTATAATGGCAACTTTATCGT
+GACTCTTTTCGGCAAGCTCAGCGCTTTCTTCTATCGATGAACTCGTAGCAGCAATATAATTTTTGTAACC
+AATATGGTTGTAACTATCACCTTTTTTGTTTTCTCCGACTAACTCAATTAGCTCAGAGCGCATTTCCTGG
+CGAGACTTCAATTGGTCAACCCAGTTATTTTTAAGTGCATATTGAGCAAAGCTACTATCAGCCGCACTAA
+ATTTAGCAACTAAGTTATCAATGTTCTCATCAAAATTGTCAACACCAAAACCACGTCGCGCAGCAACATC
+TTCTTTGTACTGCATCCACAAATCAGCTAACCAAAGTTTGTTAGCTTTTTTGGCAGCATCTGACATATCA
+TCTCTAATAAAAGGTTCAACGGCTGACTTAAAAGTACCAACACGGAAAATGTGTTGGTTTATTGCTAATT
+TCTCTAATGCCGATTTAAAGTACATGTTATAACGGCCATAACCATCAAGTAACATAAAACCTTGTGGATT
+TAACCAAATGTCATTGGCGGTACTGGCAAGGTAATATTGGTCTTGGGAAAATTGGTCACCAAGGGCAATA
+ATTTGTTTACCGCTACTTTTAAAGTCTTCTAGCGCTGCTGCGATGTCTTGCAACTTAGTTAAACCAGCAC
+GATTTAAACCTTGTAGCTGTAAAACTAATATTTCTACCCGATCATCTTTTTTGGCTTTACTAATAACATC
+AATGATATCAGTAAGTAGAACTTCTGGTTTATCATCTTGTTGTTCCATGGCTTCACTTAAAAAAGCTTCC
+ATAGGGTCAACTTCACGCTTTTGTTCTACCACATCACCAACAAGGTTCAGTACTAAGGCCGTTTTTTCTG
+GCACTGTTACTTGCTCTTCACCGCTTGATAGGATGACGCCAATGAATGAAAATAACAGTATAAAAAATAC
+TAGGTTTAGCACAACAGAGCGAGTAAACGTTAATACTCGCCAAATTGAAGAAAAGATCCGTTTTATAATG
+CCTGGGTTATTATTCATATATATTTATCTTAAATTGATTAAATTAAAAACTCAGAGCTATACTACCTTAA
+TGTTTACTAAAACTTAACAAATGACCTAAGGTAGATTGTAACTATTTATGGCAATTGCCTTTTTACAACT
+ATTTATAAGACTTTCCGCATTTTTTTAAGATGTTTTGAAATACTTTACTGGTTTACACGTTCTTACTATT
+AATCGTATTATTTTATTAAAAGATAACAACTATGCAAAGATTACAACATTACTACCAGTGCTTTTTAGCG
+CAACTTAAAAACTTTGACGGTATTCCTGCTTTATTATTGAGGCTATACCTTGCTCCTGTGTTTATCATGG
+CAGGTTTTAGTAAAACTCAAATGCTTAATGAAGAGGTTACAGGCTTTAGTGCCATCATGGCAGACCCTAA
+TATTATTGCTTGGTTTGGTAATAGCGATTGGGGTTTAGGTTTACCATTTCCGGCTTTACTGGCTAATTTA
+GTTATTCTGGTAGAGTTTTTTGGCGGTTGGTTCTTATTATTTGGTGCATTAACTCGCTTAATTAGCATTC
+CATTAATGTTTACCATGATAGTGGCCGCCACATCAGTACATGCAGATAACGGTTGGTTTGCCATTACGCC
+AACGAATAGTGATATTAGCCCAGCTAAAGTGGCCGTTTGGCTTGGTATTGATAGTGCACAAGCTAGTTTA
+GATAACAGCGAACAAACGGCTACCCGTCTTGAAAAAATGCGAGAGTTAATCGAAGAAAATGGCAATACAG
+ATTGGCTTTATGAAAATGGTAATATTGTTGTACTAAATAACGGTATCGAATTTTCTACTACCTATTTCAT
+TATGCTGTTGTCATTATTCTTTATTGGAGCAGGGCGCTATACCAGCGTTGATCATTTTGTTGCGAAGCGG
+TTTTTGATTGAAGAAAAGAGATTTAGTTAGCAAGATTAAGCTAATAAGTATAGATATAAAGCCGAACAAC
+TCTAATAGTTGTTCGGCTTTTTTTATTATGCAATTCAGTTAACTACGAGCTCGTTTCTTTTTAAGGCGGG
+GAAGTAAATGCCCGAAGTGGTAAATACTTAATCCTAATAACACCATAAACGCACCTAATATCAACTTATC
+ATTGATAACCTCACCATTTAATACTGCGCCTAAAGTCAAAGCAATCACTGGTGTAATTAAGGTAATCAAA
+GTTACGTTACTGGCTGATAACTTCTGCAACACAGTAAAGTAGGCATAAAAACCAATCAATGAACCAAAGA
+CACCTAAATAGAGTGTTGCCCAAAGAGACTTTGCTTGCCAAGTTTCAATCGGTAGAGTGCCATCAAGTAA
+TAACCAGCTCACTAAAAACAGTGGTGTTGCAACCGATAGCGCCCCGACCGTAGTTGCTAACGGATGAATA
+GCCAATGAAACACTTTTAACTAATACACCACTTAAACTGAAGAAAAATACCGCCATTAAAATAAAAATTA
+TTCCGTAAATGCCATCATCCGCTAAGGTAAAGTTATCTGAGCAAACTACCGCTAAACCAATTAATGAAAT
+AGCCATAGAGAATTTACGCATACCACTTATATTGGGTTCGGATAATATTTTCTTTGCTAATAAAGCTGAA
+ATAACGGGTGATAAGCCAAAGACCAAAGAAATAATGCCAGACGATAAATAAGCGGCAGATAGATAAGAGC
+ACAGCATGCCACCAAAAATACCTAACGCCGAAAAGCTGTATAACTTTACGGCCTGTTTGTGCCAAGGAAT
+ATGAATATTGCGTATTTTAATCACTAGTGCGCCTAATACTAAGGCAATCAGCATTCGAAGTAATACCGCT
+AAACTTGGATTAATTGATTCGCTACTCCACACTATACCTAATGGAGTGGTAGACCATATTAATAGTACCG
+CCAAATAGGCAATTGACACTGACATTTTTCTCTCCTTTTTTACGTTTAAAATTTATGTTGTTAACGTTAG
+CTTTTAAAGTAAATATCAGACGGACTATTTATTAATCCGTTTGATATAAAGCAGAAAGTTGCGGTTTTTT
+ATGAGGAACAGTTGAGAAAACAAAAAAGCCGCAAGAGTTAATTTCTGCGGCTTTAAAAGTGAACTAATTA
+AATTTGATTAATTATGAATTTTCAATGCTTCGCAGAGGGGAGGCCAATTTGACTGACGATTAACTAACCA
+CAGTCGATTGACCACAAACAGACAGTTAGTAGCTGCCGCTTTAAGGTTTCGAATATTTATCATGGCGAGT
+AAGGTGCTTTGCATTCTTTATGTAATCTTATTTTATCTTGAGTTGTAATTTACAGGTTAGTTACGATTTA
+TAGTGGCGGTTGGGTAAATTTAAGTCAAGGATAAAAACCATTCAATGATAATTAATGTTAATTTTTTATT
+ATAACAACGTGCACAAGCACAAACTTAACGATAAACTTCTACGATAACCACTTGTTAGAAGCATTTTATG
+AACGCTATTGAATTATTATTACAACGACAGTCAACACCTGTGTTAACAGAGCCTGCACCAACTGAAGCAG
+ATCTAGCCACATTATTATCAGCCGGTATGCGAGTACCGGATCATGGCGGATTAAAACCTTGGCATTTCCA
+TGTTATTACCGGACAAGGTTTACAACGATTAAGTGATATCTATGTAGAAGCAACGACAATCAACATGGCT
+AGCCAAACTGGACTTATTGAAGGGGCAAACATAGATGAACAAGCCTTAAATGAGAAAATGGCGAAAGTAG
+CAAAAAAGCCATTTAGAGCACCGATGATTATTGTTATATCAACACAATACGTTGAACATAATAAAGTACC
+ACTGCAAGAGCAGTTAATTACCGCGGGTTGTTGTGCACATTCGATGCAAATGGCTGCATTCTCACTAGGT
+TATGGCGCTATGTGGCGTACTGGAGGATTTGCATACAATGAAACGGTTAAACAAGGTTTAGGGTTAGAGG
+CAGGTAATGATATTGCCGGATTTTTATATATCGGCACCCCAAGTAAAATATGTAATACGAAACCAGCGAA
+AAGTTATCAAGATAAAGTGACTTATTGGCAGTAGCTTTATATTAGTTTATAAAACCATTTGATTAGACAA
+TAAAAAAGGCGACATAATGTCGCCTTTTTCGTATCTAACTCATTAGCTAATGCTAAAAAGCTTAACTATA
+GAAAGTTAGAACGCTGCGTTGTTAGGCGTTCTTGGGAATGGAATTACGTCACGTACGTTTTGCATGCCTG
+TTGCATAAGCTACTAAACGTTCAAAACCTAAACCAAAACCAGAATGAGGTACAGTGCCGTAACGACGTAA
+ATCTCTATACCAACCGTAATCAGCAATATCTAAGCCCATTTCTTCTAAACGGCTATCTAATACGTCAAGA
+CGTTCTTCTCGTTGGCTACCACCAATGATTTCGCCAATACCTGGTGCTAAAATATCCATAGCAGCAACCG
+TTTTACCGTCATCGTTCAAACGCATGTAGAATGACTTAATATCTTTCGGGTAGTTTTGTAAAACTACTGG
+ACCGTTAAAGTGCTCTTCAGCTAAATAACGCTCATGCTCAGAGTTTAAATCTACGCCCCAAGATACTTGA
+TTTTCAAATTTCTTACCGCAGTTTTCTAATATAGTGATAGCGTCAGTGTAATCAAGGCGAACAAAGTCGG
+TATTGATTACTGAATTCAAACGGTCAAGAACAGTCTTATCTACACGTTGTTGAAAGAACGCCATATCGTC
+AGGACGCTCTTCAAGTACCGCCTTAAATACATACTTTAGCATTTCTTCTGCTAAATCTGCCGCGTCTGAT
+AAATCAGCAAAAGCAATTTCAGGTTCGACCATCCAAAATTCAGCTAAGTGACGGGTAGTGTTAGAGTTTT
+CGGCTCTAAAAGTAGGGCCAAAAGTATAAACTTTTGATAACGCGTTACAATATGTCTCTACGTTTAATTG
+GCCTGATACTGTTAAAAAGGTCTCTTTACCAAAGAAGTCTTTGTTGTAGTCAACTTTACCTTCATCGTTG
+CGAGGTAAGTTTTCCATATCTAATGTGCTTACACGGAACATCTCGCCAGCGCCTTCACAATCACTACCCG
+TGATAAGAGGAGTACTAATCCAGAAGTAACCTTTGCTATGTAAGAATCTATGAACAGCTTGCGCTAAACA
+ATTACGTACACGAGTTACCGCGCCGCCAATATTAGTACGAGGACGCAAATGGGCTTGTTCTCGTAAAAAT
+TCAATACTGTGACGCTTAGCAGCCATTGGGTAAGTATCTGGGTCTTCTACAAAACCTAAAACTTCGACTT
+CAGTTGCTTGAATTTCGAATGCTTGTCCTTTACCTGGAGATTCAACCAAAATACCAGTTACTTTTACTGA
+ACAGCCAGTGGTTAGTTTAAGAACATCGCTTTCATAATTGTCTAATTCATTAGGCACAATGGCTTGAATA
+GCATCAAAACATGAACCGTCATGTAATGCTAAAAATGAAATACCAGCTTTCGAATCACGACGTGTTCTGA
+TCCAACCGTGGATGGTAATGCTTTCATTAACAGGGAAGTTACCTGCTAATACATCAGTAATAGATATAAC
+TGACATCTAATGACCTCTTATTCTTATGTAATTGATTGAAATTGCGTATACCATGTTAATTTCGTTATGT
+TCCATTCACGCTAAGTGAGGGATAAATCTTAACTAATTGGCATTATGCTGAAAATGGGGTGATATGTTAC
+CGTGACAAGGCTTAATTGCAATGCTTAATTGCAATGAAAATAACAAATACCCATAGGAATAATTAATTAT
+CCATTTGCTATAGTAGTATAAAGCGCATAAACGGATGAAAGCAGCTGCGATGAAACAAAACAGTGATGAA
+TATACCAAACTAAAGCAAAAAATTGACAGGAGAACAGCAACCGACTTTTGGAGCTACGCCCAAATAACGT
+TAGTTATTCTCAGTTGGTTACTTTTTATTGTCGCACTGGTGATGTCTTATTATGCTGCGCCAGATAAAGA
+TTATGGGGTGTTACGCTATTATGACATTGAAATCCGTCAATTTTGGTTAACGCCATTAACGGGTTATCTC
+TACATTTTGTTATGGCTGAGTGCTTTAGGCAGTTATTTAGCACTAATGACGGATAGATATCGTAGTCGCC
+GTCGCAGTGATGCGCCTCTTGGTAATTTGATATTCTTACTGGCTGTTAACCTGACTTGGTTAGTCTATAT
+CTTAGTTAAGGTACAGTAATCCTGGTGTGAACAGAACCCTGCACACTTAACTAATTAATCACTTAAACAA
+TCAACTAACATTTAAAGCATTCATCTTCATCTAGAACCGTTGCCATGGCATTAACCAACGTAATTAGTTG
+TTCTGTAGTGATGATTAATGGTGGGATGATATAGATCAGCTGACCAAAAGGTCTGATCCAAACACCTAAT
+TCAACGAAACGTTTTTGTATCTGGGCTACATTGACATTTTGTTTGCACTCTATCGCGCCAATACTCCCTA
+AAACCCGCGTATCTTTTACTCTTGCATGTTTTTCTAACGGTTTAAGGTGGCTAACAAGCGTATTTTCAAT
+CGCTTGTACTTGAGATTGCCAATCATTTTCTAACAGTAAATCAATGCTAGCATTCGCTACAGCACAGGCG
+AGGGCATTTCCCATAAACGTAGGTCCATGCATGAAACAACCTGCAGCACCTTCACTGATGGTTTGTGCAA
+TGTGCGTGGTACACAAGGTTGCGGCAAGGGTAATATAACCACCTGTTAGGGTTTTACCTAAACACATGAT
+ATCTGGATTAATACCTGCCCATTCGCAGGCAAACAGTTTGCCGGTTCTTCCAAAGCCTGTTGCAATTTCA
+TCGACTATAAGTAAAACATCATACTTATCACAGAGTAAGCGACAGGCTTTCAAATATTCAGGGTGATAAA
+AACGCATACCACCGGTACCTTGCACTATAGGCTCAATAATAAATGCGGCTATGTCATTATGATGCTCTGC
+AAATAATGCAGTTAGCTCAGTAACATCGTCACTTGACCATTGTTCACCAAATTTTATCGTAGGCGCCGGA
+GCAAAGAAGTGCTGCATTAATACTTGTTCAAATATTTGATGCATACCCGTTATAGGATCGCATACCGACA
+TTGCGGCAAAGGTATCACCGTGATAGCCATTTTTAACGGTTAACAGCTTAGTTTTGGTTAACGTAATCTT
+CTTTTTTTCAGCGACTGCATGTTGATACTGAAGAGCCATTTTCATTGCAACTTCAACACTAACTGAACCA
+GAATCAGACAGAAAAACTTTATCTAAACCTTCAGGCGTTAAATTAATCAATTTTTCACATAAGGTAATAG
+CACTTTGATGCGTTAAACCACCGAACATAACATGCGACATTTTTGACGCCTGTTCCACAAGGGCTGCATT
+TAACTTAGGGTGATTATAGCCATGTAAAACAGACCACCACGATGACATACCATCAATGAGTCGCTCTCCG
+CTGGCTAAATTGATTGTTACACCTTCTGCGCTATCGACTAAATAGCTTGGTAGTGGCTCTGACATTGAAG
+TATAAGGGTGCCAAACGTTCTCTTTATCAAAACGAAGTAGTGAATTTTGTTCAGACGGGCTCATCATTGT
+ATGTTTATTGTGCATTTGTTAACCAAAAGTATTGTTAGTCGTTGACATCACGAGTAGTCTGGCTAGACTA
+CTCGTTAAGTTAATTAGATGCAATTGAGTTCTATGTCAGATTTATATATGTCAGAAGCCGTACTAACACC
+ACCGTTATCAACACAAGCACAATCGTTGAATTCTATCCTTCGTCACAATTGGAATTTAAAAGAAGTAGAA
+GCATTATTTGCTATGCCTTTTAACGACCTCATGTTTAAAGCACAGACGATTCATAGAGAAAACTTTAACC
+CTAATGAAGTACAAGTCAGTACTTTATTATCGATTAAAACTGGTGCTTGCCCAGAAGATTGCAAATACTG
+TTCTCAAAGTGCACGTAATAAAACTGACCTAGAAAAAGAAAGTTTATTAGCCGTTGAAAAAGTATTAGAA
+GCAGCGCAAAGAGCCAAAGAAATGGGTTCAACCCGTTTTTGTATGGGTGCTGCTTGGCGCAACCCTAAAG
+AACGCGATATGCCTTATGTACTCGATATGGTTAAGAGTGTTAAAGCGCTTGGTATGGAAACATGCATGAC
+GTTAGGTATGTTATCGGGCGATCAAGCTGATCAATTAAATGGCGCTGGTTTAGATTATTACAACCATAAC
+CTTGATACTTCTCCTGAGCATTATAATCAAATAATCACTACCCGTACCTTTCAAGATAGACTTGATACTT
+TGAGTAATGTTCGCAGTGCCGGTATGAAAGTATGTAGTGGTGGTATTGTTGGTTTGGGTGAAAAAGCGGT
+TGATCGCTCATCTTTATTAATACAACTTGCAAATTTAAACCCACAACCTGAAAGTGTACCCATTAACATG
+TTGGTAAAAGTGGAAGGTACACCTTTAGCTGATATTGATGATTTAGAGAGTTTTGACTTTATCCGTTGTA
+TTGCCGTGGCCCGCATCATGATGCCACATAGCCATGTGAGATTATCTGCAGGACGTACGGCGATGAATGA
+GCAGATGCAAGCGATGTGTTTCCTTGCCGGTGCTAACTCAATCTTTTATGGTTGTAAATTGCTTACTGCA
+GAAAACCCTGAAACGAATCAAGATATTGCTCTGTTTGAAAAACTAGGCATAAATACTGAAACAGTGGCTG
+GCGATACTGAGCGTTCAGATAATATTGTTAAAACAGCGATTGTTGATCAACAAAACAGTGACTTGTTTTA
+CAACGCATCAGCATAAGTACTTTCTAAATAACCCCTATGGCGATGTCAGTGCAAATAATGCTCTTTTTAT
+AAAGAAACTACCCTTAATAAAAAGAGCTAACGCTCATGAATTGCACAGTCATTCTGAAACTCGCAATTTC
+AGGTAACATAGGTATAATCGTTATCATTAAAAGTGATAACGATTAAACTCGCTATCCCCTTGTTAAGCTT
+ATCCATTTAAGTAGAATTTCATTATGAATTTTGATTTTATTCAACATGATGTCATTGAGCAAAAAACTAA
+GTCTCGATATCGTCAATTGGTTTGTAATAGTACGACAAGTCAAAGCAATGAAATTATTATCAATGGAAAG
+TCATATCTGAACTTTTCGTCTAATGATTATTTAGGTTTAAATAATCATGCTGAAATAAACAAAGCGTTAC
+GAGAAGGGGCGGACCGATTTGGCGTTTGTTCCAGTAGTTCAAGTTTAGTTACTGGCTATCACTATGCTCA
+TCAAGCATTGGAAGCTGATATTTGTCAGTGGTTAAATAAACCTAAGTGCCTATTATTTTCTAGTGGTTTT
+GCCGCTAATTTAGCGCTATTCCAAGCGTTAGGTAAAAATGAAGAAAGCCATTTTTATTTAGATAAACTCA
+GTCATGCATCTATGATTGATGGTGCCTACCATAGTAAGGCAAAGGTAAAACGTTTCAATCATAATAATAT
+TGAACATTTAACAACGTTATTAAGTAAAACCACCAAATATCAAAATAAACTAATTGCCTCTGAAGGAGTC
+TTTAGTATGGATGGTTGCCAAGCTAAAGTATTAGAGCTCGCACAAGTTGCCAAATCACAACAAGCCTGGC
+TTTATTTAGATGATGCACACAGTATTGGTGTAATCGGTAACGAAGGACAGGGCAGTAATTACTTTGCGGA
+TATAGATATTACGATGGCGACCATGGGTAAAGCAATCGGTACCAGTGGCGCATTTTTAACCTGTAGCGAC
+GATCTGCACGAGTATATGGTTAATTTCTCTCGTCACTACATTTACTCAACAGCCATATCACCTGCTATAG
+CTTGGGCCACTAAAAAAAGCATCGAGCTTATTCAAAAAGAGCAATGGCGCAGAGAAAAAATCAGTGAGTT
+GAGTGCATTATTTACTCAATTACTGGCCCCAGAAATTGAGTTAGTATCCACAGAATCTTCAATTCATGCC
+ATAATCATTGGCGATGAGAAAAAAGCACTGACGTTAAGTGATAAGCTAAAAAAACAGGGCATTTGGTTAA
+CTGCTATAAGGCCGCCAACGGTTGCAGTTAATAGCTCAAGGTTACGCGTTACCATATGTGCAAACCACAA
+CATCAAAGATATCATGTATTTAGCAGAATGCATTAATAAGGCAATAGCTTAATGGTTCAAACAGAACATA
+AAAATACGAACAGAGTAAAGATTGGGAAAAGTTTCGGATCTGCCAGTAAATCTTATGATGTATCAGCAAG
+ATTACAACGTTTTTCCGGTAAGCATCTAATGCCTTGGTTACCGAATCGTAACGACCTAACGGTTTTAGAT
+TTAGGCTCAGGCACTGGTTTTTTCACCGACTTATTAGCGAGTACTTATAACCAAGTTATTGGTTTAGATA
+TTTCAAATGAGATGCTGCACTTTGCCAAAGAACACCGTAATAAAAAAATATTATGGCTAGAAGCCGATGC
+CCATAAATTACCGCTGCAAGATAACAGCATAGATTTCATTTATTCCAATTTAGTCATTCAATGGTTTGAT
+CCACTCGATGAAGCCATTACTGAAATGTTAAGAATATTAAAGCCTGGTGGATTGCTTATTTTCACCACTT
+TAGTAGACGGTACATTACACGAGCTGAAATCTTCTTGGAAACAAGTAGACGACGACCAACATGTTATCGA
+TTTTAAAACGGTTACAGAGCTTAATACTTTATTCAATAATGAAAATGGTAAATTGGTCGAACAAAAGTGC
+CAAGATATCGTATTGGAATATCAAAACGTAATCCATTTAGCACGTGAGTTAAAAGGCTTAGGTGCTAATC
+ATTTAGCGCAGAAACAAAACAGAGGTCTGTCTGGAAAAGATAAGTGGTTTAAAATGACAGAACACTATCA
+AGATTTTCTAGAGCCTAGTGGTATTTATCCAGCAACCTATCGTTTGTTTTCTGGTTTAGTGGTTAAATTA
+AATAACTAACTTAACTGAATTAGTTAAATCATTACATAACGGTAACTATCACCACGCCAGATACTAAGCC
+TTAGCCTTTGTAAAAAAGTTCTAAGGCTTTTTAATGTAATTCATTATTGTAGTATGCGGAACAATCAATT
+TAATAAAATCGACTGATAAACTCATTTAAGAAACTTTACTTAAGAAATAAATATGAAACAATTTTTTGTT
+ACCGCAACAGATACCGATGCAGGTAAAACATTTGTCAGCTGCGCTTTAATTCATGCGTTTACCCACCACA
+ACAAATCTTCTACAAATGAGTTGATGAAAGTTGCGGCGTTTAAACCCATTTCTGCAGGTTGTGAATTAGT
+CGGTGGGCAGTTGATAAATGAAGATGCAAAATTACTCAGTGAGTTTGCTAACAGTGGTCAAAGTATTGCC
+CATATTAATCCAATTGCTTTTGAACAACCCATCGCACCACATATTGCCGCAAAAAAAGAAAATAAACAGA
+TTACGATTGCAGATATAAATCATCATTACCAACAAGTTAAATCACTTAACGCTGATGTTACGTTAGTGGA
+AGGTGCTGGTGGATGGCGCTTACCTCTTGGTGAAATGACAGTTTTATCGAATGATAATGCTGAGAAAAGT
+AGTGATAACAATAAACCGAGTTACCAATTTCTCTCAGACTTTGTCAAAGAGACTAATCTAGAGGTTATTC
+TAATTGTTAATATGAAGCTGGGTTGTTTAAATCATGCATTATTAACCTATGAAACTATTAAAGCGGACGG
+CTTAAATTGCGTTGCCTGGATTGCGAACTGTGCCACTAGTGATCCGATGAACAACTTATCAGAAAATATT
+ACCGAGTTAGAAAAAATTCTACCAATACCTAAGATGGCACAGTTCGACTTTATTGCTGATGTGAATGAAG
+AGGGTAAAGACGTTTCTTACTTTGAAAAAATTAGTCATGCGGCTAACCAAATTAATTTGTCTGTGCTGGT
+TTAGTAATTTTTTGTATTGCTATTCTCAAGTTGATTTAACTAAACTTAAATCAACTTATCAAAAATATAA
+TCCTACTTGGTTTACATCAACTCGCCGCGGCCTAGTAATAATTTAAATTTAGGTAAGCGAAACCAATTTA
+AAAAATTAAATTTCTTTGTCTGACAACTTAAAAAACTTTAGAACTGCAAATTAATTTCTAATGTTAGAAA
+ATAATTTGCCAACTAAGATTAACTTCAAAATCAATTCTAACAACTAACCGACACTATTTTTCTAATTCAG
+TAAAACAAGCACTGGCAATAAATCCAGATCGCGTTTTGTAATCTGAAGATTTACTTACCTTGTCATCTAT
+TTGAGCAATGAGTAACTCCGGTAGAGTTACGTTTATTTTATGGCTCTTTCCAAGATAGGGGGTTATATCA
+ATACTTACTATTGCCCAAAAAGCTTGTGAAAATGTATGCGGATTTTCCAGTATATAATTTTGTCTATGGC
+TTTCTAATCCCTTTGCATTAGGCACTTTTTCACCGTATTCGGCCAATATAGCAAGGTGAGATTTAATCGC
+TTTTGTAATTTCTTCCATGCCTAAATCAATAGTTTTTTCTGTAATTGCACACCCAGGAAGATCGGGTACT
+GATATCTGATATTCTGATTTTTTGTCATCGTATATAAACACAATTGCATACTTCATTTTAACTCCTAACA
+CGTCTAAAACGGCCCATAAATTATCATAACTCTAATGACTCTATATGGCAACTTTATGGCAACCCTGACA
+ACCCCAGAAAACCTCTTTTGAAAAACTCTGGTAACTCTATGCGTATAAGAAAAGAAACTCCGGTAACTCT
+TAAATCTTTGTGTAGGTGACTGTTTACTATTTCTATAGGTTCTTATTTATATAATAAGCGTTTTGTAAAT
+AAATCTAATAAGGTTTTTAGCCATGAAATTATTTTGAATAAATATATTTGATAATGACTAATTCATTAAG
+AGTGCTCAGAGTTATTTATTTAGTGTGGATCATGCAGAATTTGATCTCTATAATGAAATGAATGAGAGAT
+TAATTTGTCAAAAAACGACCTAACATGAACCGGTAAAAACTGGCTCTCCCTAGGCTTAGATAAAAGCTAG
+GAAGCGAATTAGGTAATTGCTTTATTGATTGAGCGAGGAATAATATGAAAGAACTTTTAAAGGGTAATCC
+TGAATTATTGATTACTGTAGTTGGCATTGGTGGCTGCGGCTGCAACACAGTAAATATGCTTCATGAAAAT
+AATCTATCAAGCCAAGTTAACCTCGTTGCTGTTAATACTGATCTTGCTGCATTAAATAGCATTAACGTTG
+AAAACAAAATTCTAATAGGCGAGAACTTAACTAATGGTTACGGCGCAGGCTCAGATCCTAGTATTGGTTA
+TCAAGCAGCCCAAGAGAGTGAAGGGATGCTTCGTAGTGCGATAATGGATAGCGACATTGTTATTATTACT
+GCAGGTTTTGGTGGTGGCACTGGCACTGGGGCAAGTCCTTTAGTGGCCAAAATAGCACGCGAGCTAAATA
+TTAGCTGCTTAGCTATTGTGACTTTACCCTTTGAATCAGAAGGGCAAATTCGAATGGATTATGCCCTACA
+AGGTATTGGTGACATAAAAGAGCCTATACATGCGTATATTACGCTTTCAAACGATCTGTTACTTGCAGGA
+TTAGGTGAAACCGTTGGCTTATTTTCTGCCTTTAACCAAAGTAATGAAGTGCTTAAAAACCTTTTAATTG
+CCTTAGTGCAAATGCTGAATGAAACTGGCTATGTCAATGTCGACAAAAATGATTTTTCAACCATTTTGTC
+TTTTGAAGGGGAATCTATTCTAGGAGTTGGTAAAGCTAATTCAGAAGAAGAGGCATTCGACGCACTTGAT
+CAGGCACTTAATAATCCACTGGTTTCTATTGCAAACATTGATACAGCGAAAGGTATTATTTTTCAATTGT
+TTTGTAAATCAGAACCTAAATTATCAACCTACAATGGTTTAATTGATCACATCAGAACAAGGGTAACAAA
+TCGATCTGTTTTGATTGTACCAGGTGTAACTCTTGACCCAAATTTGACTTCGGAAATTGAAATATTAATT
+ATAGGGTCGGGCATAAGTTCCAGTAAACCTGAGCCTATCAAAGACACTATTATTATTGACAAAGAGACTT
+GTGAATTAGTACAAAATTTCGAGTCAACTGAACCCGAATATATCGATGATGAACTCAGTTTCATCAATCA
+AGGTGAATCAATGACCGATATTCCGGCCATAACGCGCAAATTAATGGCAATCAATCGCGATTAATAAAAC
+ACTTCTTTACACGATAATGATTCTTATTTACAGTTATTGTTCAATAGTTGTTATAGGAAGGGCCGAATAA
+GAAATTATCGGCTGCAATGAATGAAAGATAAAAAGCTACTCAACCCAGAGTGTTTAATCGATCTAATCGA
+AAATAGACGCTTTGGTGTTGAATACCAGCCAATAGTTAGTTGCAAAAGCCAAGAGATTTTTGCCTATGAG
+TCTTTGGCTAGATTCTATTCTGCTAATAATACGCTTATTAGACCAGACCTTGTTTATGAGTCACTCCATA
+CAAGCCCACTGAGTTTGTTCCAGGTTGAATATCAACAGAAAAAGTTACAATTATCTCATGCTGTTGATGA
+CCATGATATTTTTGTTAATTTAGATCAAGACTCTTATTTCTCAAGCGGTGTCATTGGTCAAAGCAACCCT
+TTTCTAAAATTATTTAAAGCGTTTAAAAAGTCTAATGTCGTCGTTGAGTTAATTGAGAACTCAGAAATTA
+ATGACGCCATTATGAGCTTGGCCATGATTGATAACTTAGCGAAAAGCAATATCCACACCGCTATAGATGA
+TGTGTGTAATCCTCAATCTATGATTTCTACTTCAGTAATTCAATTGGTTAACTATATAAAGCTAGATAAA
+TTTGTTGTGCAAAACCAAAAAAATCATAACTTCATGTTGCTAGTTAAATCAATTATTGATTACGCACATA
+GTGCGAACAAAAAAGTGATCTTAGAAGGGGTAGAAACGTATGAAGACTTGCAACTAGCTCAACAGCTTAA
+GTGTGATTTTGTACAAGGTTTTTACTACCGTGACCATTTTAAGAATGTCACTTAATAACTTTTAATCAAC
+GAAATAACACCATACACTATAGCTAATTCTTATATCTTCCTTTTTAAATAAAGAGTATCAACATGAAAGT
+TAACATCAATTTTACGAAAATAAACAGTATGAAAAAATCTATCCTAGTCATTTGTAGCTTAGTAAGTCTC
+GTTGGATTTTCCGCGTTAGCAACCGATTTAAAAGTGGGCGACATTGCACCAAATTTTAAACTACAAGCAA
+CGACTGGTGATTATTACCAATTAAGTGATTACAAAGGCAAACAAGCAGTGGTTTTAGCTTGGTATCCAAT
+GGCAAATACCCGTGGTTGTACTATTGAATGTAAATCGCTGACAGAACAAGGACACCTAATTCGAGAGTTT
+GATGTTAGTTACGTTATGGCTAGTGTCGACCCTATTGATGATAACAGAGACTTTGCTGAGAAAACGGGTG
+CTGACTTCCCCATGCTAAGTGATCCTACTAAAACAGCGGCGAAAGCGTATCAAGTGCTTAATATGTTCAA
+AGTTGCCAGTCGCGTCACTTTCTATATCTCTAAAGAAGGTAAAATAGTCAAAATTGATGATAATATTTCA
+CCAAAATCTGCTGCTCAAGATATGGCTTATAATTTGGCCGCTTTAGGTATTGCTAAGCAATAACTAAATA
+ATGTCAAAACCCAACAAAAAAGGCCCGAGCAAGACAGTTGATATATATTGTAAGGGCTGTAATTTCCTGC
+TGTTTAAATACCGTAAAGGCGGAAAGGGCGCCTTACTTAAATGTTTTAAAGAACGCATTAGTCAAAACTT
+TACCGAAACGCCTTGTACATGCCCAAAATGTAAGAAGGTATTTGCCCGAGATTGCTTAATTAGAGGTACA
+CCTGCCTTTAAAATGATCGGCGGTAAAGTGTGGTGTAAATAGCTTGTTATTTCGATGTTATCATTGTGAT
+TAATTCTGTAAGCAAAAACAAAAAGACACATTTCCAGAACAACTTAAAGCAGTTATAAGTTATGCGATAG
+TTATCATACGCATAAATAACTCCTATTAGGATTGGATCATTGGATATCGAACAAGCAAGAATAAAAGCAA
+TATGTCATCACATGACCACTATCAGCATTGATAACAAACCTTTTGTGCCATTAGTAAAAGTTAAACGAAG
+TGAAGCTTTACTTGCCGGGCAAATTAGAGTGATGTTATCGAAAAGGCGCTCTAATCGTATTCATTATTTT
+TTGCAGACATATTCGAATAAAATCACCTTACTTAATGATGATTAGTGCTATATAACTTTTCAATTAAATC
+GGCAAATAAACTAACAAATAAACTAACAAATAAAGCCTACTATTTTTATTAATAGGTGAGCTTAATTCAC
+TTGGTTATATTAATGAATATTTAAAATGCACAAAATAGTAATATTCTGCAATGGAATCTACCGACTAGGT
+ATTAAATTATTATTAATATAAATAACAATTACATAGTATATTACGCGTTACTTTTAACTGTGTGTTATTT
+ACCGTGATTTATATTGTAATAGCAAAAAATCATCATCAATACGGAAGTTACTTTGAGCAACCAATGACAC
+TCAACTCAAAGTATTAAGCTGTTAATTTTCTTTGGAAGAATAATAACTAATATTGTGGTGGATGCTAATT
+CACTGACACTTGATTGAGCTTTTTAATCAGGTATATAAACAGAGTGAACAAGACATTTATCAATGACTAT
+TTCGATAGCTACTTATTTATGAAACAACTAGACCTTAATTCTCTTTCAGTATTTATTACACTGTATCATG
+CAGGCTCAACTCAAAAAGCTGCTTTAAAACTGAACCGCTCACAATCTTATGTTTCTAAAGTGCTATCAAA
+GTTACGAGAAGATATTGGCGACCCATTATTTGTCCGAACGGCAACCGGATTAGAGCCGACAAGCTATGCA
+AATATTATTGCGCCTAAGGTTAAGGAAGCATTAGCGCAGATGCACAGTGCCCTTGAGCCCGAGTCTTTTA
+ATCCTTTAGCACTTGATAAAGTTACTATTCATTTGGCAGCACCTTTTATTATCCCAATAGGTAAAATATT
+GATTAATAAGATAAGGCAGAAAACCCCTGCAGTTATTGAGCTCAGAGAGTGGAACTTACACAGTGAAGTT
+TTACTTTTAGAAGAGCAGGTTGATATAGCGTTTCATGCCCTTAAAGACAGGCCTCAGAGCCTATACCAAA
+GGAAAATCATGTCAGTAAGTGGCCAGTTTATTGGCAATAGGCAAGGGGAGTTTATCAAAACTATTTTCGA
+TAATTACAACGAATATAGTGGAATGTACAAATTATTGGATGCCGACATTAAGCCGGGTATTATCATAGAT
+AGTCAATATCTGTCAGGCCAGTTAATGGATGAACACTACACCTATGGCCTTGCTAATGATAAGGAGAAGA
+AAAATACTCCAACAGATGTAGCTATGATCTGCAAAGCTGCCAGTAGATGCTCCCCAAAAGTACAGTGGCT
+TATGGATCTGTGTGCGCCTATCGTAAAACAGTCACGCTGGTAATCGCCATTGTTAGTCCTATATGATTTT
+GAACTTAAACATTAACCAGAATCATCAATCACAGAGCTTTTCAGTTAATTGTTCAAGTTTTTCATCATTC
+TCACTATTGATGTAAATATCCAGTGCGCCTCCCAAAAACACCACAAAACTAAAGAAAGCTATTCCTGGCG
+TTGAATTAACTGCCGCGTAAATAAGTCCACCAGAGCCGACAGTTGCTCTGGTGTATGCCAAAAAGTAACT
+TGTTTTCTCTCCTCCGTAATACAGACTTTTTTCTTGCATTGCTATTATTTTAATCTCTTCATCACCACAT
+TCTTCGTTTGCTAACACATTGAAAGAAAGGACTGTTGTTAGTAATACTGTTGTTATTAATTTTTTCATTG
+TTTAGATTTAGCAGCTGCTACCTATCCATTAGATCTGCATACAGACAAAAAACGTGCGTACATAATGCCA
+GAATTAAAAAAGCTCTTTGGAATAACGTTTATTCCAAAAGTAACGATAGGTTTAATAGCTAAGTTGTAGA
+ATTAGCCTGAGTGGCTTTATTATTGTAGTCATCTCGTTATTACCGCATTTAGGACATAACGATTATACAG
+TCTAATTAATAAATATTTATTGCTAACATTTTGATATTAAAACAAACTACAATTATTATTTACTAAACAT
+ATAAATATTAACATGGATGTTCTTATTGATTTACTCACTAAAATTCTTCAAAAACCTCAAAAGTCATCCG
+TAAAAAGTAGAGAAATAAGTATTATGCTACTCGATGTAAAATTTACTAAAAACACATGTACTAAGCTCAT
+CGGCCTATGGCTTAAGTTCTTTCTCTTCTATTCTTTGCTTCCTTTTTCAACCTCTGCTCAAGAGGCCTCT
+TTTCGTTTCAAGAGATTAGGCCTTGAAGACGGTTTATCTCAAATCAGTGTTAATGGCATCGCCCAAGATG
+TAAATGGCTTTATCTGGTTTGCTACTCAAGATGGTTTGAACAAATACGATGGCTATCAAATAACAACATA
+TAGACATCAACCTTCAGATCCTAATAGTATTATCAATAATCATATACATTCTATTTTTAAAGATTCAAAG
+CACAACTTATGGATAGGTAGTTATGGTGGTTTGAGCAAATACGAACCAAAAACAGACAATTTCACTCATT
+ATAATTCACCATCACTCAATGACTCGGATGGAAAAGTTGGTTACATACAGTCACTATTCGAAGATTCTGA
+TGGAGAGCTTTGGCTATCATCCAACATGGGGTTATATCGATACAGTATTGATACAAACACTTATATTTTA
+TATCTACCTGACGATAATAAGCCTAATAGCGTAATTCATAGTGAAATAAAATCTATTGCTGAAGATTCAA
+TAGGGAATATTTGGATAGGAACAACTATTGGAGTAAGTAAATATAATAAACGCAATAATACCTTTACTAA
+TTATCAACACTCTCCTGAAAATCCGCATAGTTTAAGTAATAATTTTGTATTGAAAATATATAAAGACTCC
+CAAAATAACTTATGGTTTGGGACTTTTGGTGGCGGACTTGATAGATACGATAATGATACAAGTAAATTTG
+TTCACCATAGAACAAACACACAAAATAAAAATTCATTAGGTAATAATTATATACGAACAATTCTTGAAGA
+CAGTGCAGGCATGCTCTGGCTAGGCACTAACAATGGTTTATACGCTTTTGATTCAAGCAAACTCATATTC
+CAGCGATTCAGACATTCCGTAAATGACAGACACAGCTTAAGCCATGATGTCATTTATTCATTATTTCAAG
+ATAAAGATGGTTCATTATGGGCAGGAACATTAGGCGGTGGAGTCAACCTATTTAGGCCAAGTACCAATGT
+CTTTAAACATTATAAGTCAAACCCAAATAACCCAGAAAGTCTAAATGCGAATATGGTGTATGCGATCTAT
+GATGATGATGAATACGTTTGGGTAGGGACTTCTGGTGGGGGACTTAATAAGTTAAATAAAACCACAGGGA
+AATTTTCCAACTTCACGGAACCGGAAACCAGCGTTGGTTTAGGTTTAAATAAGGTTAACTATATTATCAA
+AGCTTCAGAAGCCGAATTATGGTTAAGTACAAATTCTGATGGCCTGCTAAAATATAATAAAAATACGGGC
+AACATTACTCAATACAAACATCATCCAGACGATAGAAATAGCCTGAGTAACAATAGAGCACGAGGCTTAG
+CTATAGATAAAGAGGGTAACTTATGGATTGGTACCGCAGGGGGAGGCTTGAATAAGTTGGATCCTATTAG
+TGGTCAGTTTACCCATTTCATGCCCGATACAGACAATCCAAATAGCATCAGTACTAACTTTATCCGATGT
+TTACTTTATGACTCTAAAGGAAGATTGTGGACTGGCTCTTATGGCCAAGGCTTGAACCGATTCGATTTTG
+ATACGCAGACTTTTATTAACTTTAACAAGGACTCTGTAAAAGAACCAATACTGAGCAACAAATTTATTCG
+CTCAATTTTCGAAGATAAGTCAGGTAACATATGGGTCCTGACTAATGGTGGCATTATTAAATATGATGAA
+AGCAAGGGCAGTTTCCACTCTTACACCACTACCGATGGATTACCGAGTAATGTCGTATATGGCGCATTAG
+AAGATCAAAAAAACAATTTATGGTTAAGTACTAACAATGGGCTAAGTAAATTCAACCCTCAAAACATAAC
+ATTTGAAAATTATACTAAAGAAGAGGGGATCCAGGAGAACGAATTTAATACGGGTTCATTCTTCAAAAAT
+AAAACGGGTGAAATGTATTTTGGTGGCATAAATGGCTTCACTTTATTTCATCCTGATAAGATTAAAAAAG
+ATAAAACAATCCCAACAGTTAGCTTCACCAACTTATTACTTTATAACGATGCAATAGCAATTGGCGAGTC
+AGAGAGATTTTCTAGTCATATAAGCTCAACTAATGCGTTGAATTTCGCTCACAATGATGACGTTATCACC
+TTCGAATTTTCAGCATTAAGTTACTCCCAAGCAAATAACATCTCTTATAGATACCAATTGCAAGGATTCA
+GTGATAACTGGATAGAAACGGATCATAACCACAGAAGAGCTACCTTCACCAACTTGTCCAAAGGTGATTA
+TATTCTCAAGGTTAAAGCATCGAACAGAAATCGGAGCTGGGGAGAGGAAACCACGGATTTAAGAATAACT
+ATTGCAGCAGCATACTGGGAAACAACGTGGTTCAGAGGATTGTTACTCGCTATAGGATTTATAGTGTTCG
+TTATTGCAATTAAATGGAGAGAAAAGGCATTAAACAATCAAAACCTAGTGCTAGACATTATGGTTAAGGA
+GCGTACCAAAGAGCTTGAATCAAGTCAGGAATATTCTAATAAGCTCGAAAAATTAGTACAAAAACGCACC
+CTAAATTTACAAAAAGCCAACACAGCCTTGGAGCAGTCATCAATTACCGACGCACTCACAGGTATTCGAA
+ATCGTCGTTTCCTTGATCAACAACTTTCAAGTGATTGGGCAATACAATCTCGTAATAATTTACCCTTATC
+TATTTTAATGATAGATATTGATTACTTTAAAAAATACAACGATTATTACGGACACCAACAAGGTGATGAG
+TGTTTGCAAAAAATAGCAAAAGAGATTCAATCAGTCATAAATCGTCCAACAGATAATCTATGTCGATATG
+GTGGAGAAGAGTTTGTCGTCATTACCTACAACGATGCTGAGGGTGCAAAGCATATTGCTAAACTTATTCT
+GAAAAAGCTTGATGAATTAGCCTTAGTTCACCTTACATCGGATAAAGGCATAGTGTCTGTCAGTATAGGC
+CTAGGAACTATGGTTCCATCAATCGAAGTAGCGCCAGCTCGACTGCTTAAGTATGCCGATGATGCATTGT
+ATCAAGCGAAGAATAATGGCCGTGATCAGCTATGTTAATAAACCTAACAACATCACATTTCAACAAGGTG
+TATTACCCTTTTTATCGCCAGAATAGCGTAGTATCACGATAAACTTAATCATGGGTTAGTCAGACACTCA
+AAAAAAATCAGACTCGACTTAAATGAAATAAACACTGTAAAACAAATACTTAAACATAACGCGTTACATA
+TTTCTTTGCTTCTATTAAGCAAGTTGATCGCTCTTCAGTTGAAATCAACAGAAATGCCCTTGTAATAAAT
+CTTTATTACAAGGGCATGAAGAGGAAGTACATATCTAAAAGTTAAAGTATGCTTATTTAGACATTACAAC
+AATGGACGTTTTTCTCGTTATACTCTGTTACTTCGCACAGAATCATAACCGCTTATTAGTGAACCTCTGT
+CGGTCCATGACGATTGAGAATATCTATTATTTCTGATTCTGCACTCTCTGGCATCATTACTTTGACCTGT
+GACGTTTTTTCGTCGATGAAAAAGTTTTCCCTTGGGATATCCTTATTCACCAGTTCATCAGCCACATTTT
+CAAGGGCAAATTTATCTGTATATGTTGCTGTAATAGTCTTGTACATGACAACTTCTCCTGTTTGGCAAAT
+ATATTATATCAGCTACAATCGATCTCGTGAGACGTGTAAACGGTTTTGAAAGGCCTCTTATAAAGATCCC
+GAAAGGAGAAAATATTGTCATAGACAGCCACTCATACATCCTGATTGGAAATATCATTCTCCCTTTATAT
+ATTTTAGACCTGAGCACTGAATACTGCCAATATGCAGAAACAATACTTTATTATGAAAAAGGTTTTTCGG
+GGCAATGTAGATGTAGTAGAAAATTTGTACAGGCGATTAGGATTTCTAACATAAACAAACTAACCTGCGC
+ATAAATTCCTGAGTAAAAGATAATTTAAAAATAAGTATATTCTGGTTAGTCAGACACAAAAAAGCCACTT
+AAATTGTCATTACGACAACTGCTAAGTGGCTTTATGTTTTACTCATATGGTCGGAGTAGACAGATTCGAA
+CTGTCGACCTCACGCCCCCCAGGCGCGCGCGCTACCAAGCTGCGCTATACCCCGACAATGTAAACTCTAG
+GGTTTAACAAGTTTACCGCTTGTATATTAATGATTTATCAACGTATTGCAATGACAATTAAGAGAATAGT
+TAGTCTAGATGAGCTAAACGGCTAACTATTCTTCTATATGATTTATTTTAAGTCGTTTACAGCTTTTCTT
+GCTGGGTAAATAACTTAATAAAGTGTACGCCGTCAATCATTAACGGAAAGTCCGCATTCACAGTTATTGG
+CGAAGAAAATTGACGCGAGTAACTTTGAAAGTTGCCATTTTGATCAACAAAAACAGATTTATCTTTATCA
+AAGATAATAATGCCTTTATCGGTGGTATTGGCAATAACTCTATCTTTATTCAATGTTGGTAAATCACTAC
+CATTATTATTACCGGTAACGTTACAAGCTAACCATTGGCTCATCAAGGTTGGTTGTAAGTCCATATTACT
+GGTATTAAACGTAACATCTTTATGAGTTACCTTATTAGCAGGCTGCGGGTAAATAAATAGCGCAGGTTTA
+GTATTTAAACGCGTTTCACTACTTTGATTACCTATAGAGCTGATCCAAATAATATCTTTTTGACTTTTTT
+GTTTTTGAGCCAATAGTAAAGCATCAACAAATAATTCAAATTGATATTGGTTGTTATTTTTTTCTGCTTT
+CTTAGCATCAATAGCAAGGCTATTTTTAAAATAGATAATATGTAAGCCAGGGGCTTTATTATTTAACTTT
+TCAGCGAACAATAAGCTAGAGACATTTTCTAATTCAGTTTTTTCATTGAATAATGCTTCAAACCAACGAG
+GCTCTTTAACAGCAACATCCGCAACAGTGTCATCTTGCAGAGCAGTAGCTGAAAACTCATCAGAGATAAC
+CGTTAAGCTCGTGGTAAGAGCTTGTTGATCTAGACGCTGAAATAAAAGCGGCTTAATACCTTGCTTTAAA
+ATATCGTCTTGATAAATACTCGGTAAGGAATACAGCAGATTAAACCAAGCATCATCATTAAGACCGGTAT
+CAATATTATTGGTTAAATGTAAAGTAGTCGCACTTGCTCTTCGAATAAATTGATTAAGCTGAGGAATTGA
+TACTTGTTGCTCTGTTAGGATCAAAAAGGTCGAATTAGTCGGGGCTTTATCAGCATTTTCATTGAGGCAA
+AGACCTGAATCAAGCGTAGGGTAAGTAGGAATAGCATGACTAAATGATAGTGGGCTATTTTTACGCTCTA
+TATAATCTTCAATGTTAAACAAACCATATTTAGTTAATAGGGTTTTGGCTGTTGCAGGATAAGACAAAGG
+TAACACTGTGTCTTGACGTAAAATATCATAATCAAGGTTAGCATCAGCCCATATATGGCTTACATGACTA
+AAGAAAAATGACACAACTAAAGCAAAAATAACAAATCGGGCAAATATTGTTTTTTGTAATTGCTTCAAAT
+GTTTCCATGCGTAATTACTTACAATGAATTCAAAACTCAAGATAATGATAGCCAGTGCACCAATGAAGGT
+ATACAACAGACTGTTTTCTTTAGCTAAGTCTTGTATTAAGCTTATAATTTGTGCACTAGAAGAGGCATTT
+AAGTGATAACCCAAGCGACTATAAATAAAGCCATCTAATACTAGAAGCAATAAACCAATGGTAAAAATGA
+TAGAGCCACTGGTTCTAATAAACTTTGTGTGTGGCAGAATCAGCGTTAATGGAAATAACACTAAGACAAA
+ACTCATAAAGGTTAGAAACGCAATATGACTCACCCAGGTAGTTACTAAATAAGCCTGACCAAAGAGTGTC
+GTTGGTGCAGATTCACTAAATAAATAGTAAGAGGAGAGTGCAATTGCTGCTAAAATATTGAAAAATGTGA
+ACCAATGGCTCCAACTGATCAAATGTAATAGTTTTTTACTGTAGCTTTTTGTATCAAATGAAACCATTGA
+TAATAATTCTTCTTGTTGCAGGTAAAATTAAATAAAAGGGTTTAAACCGATTGTTTTAAGGCTTTAGTAA
+AATTGTCTACAACAGCAACACGTTTGCTTTCAGGTACTTGGGCAATAATGTTTGTAACAGCATTACCTAA
+GCACATTAGGGCTAAATCGGGAGTTACTTCTTCTTTCACAAGAACATCTAACAAATCTTGGATAATTTTT
+TCTACACGTTCGTTCGAATATTTAGATACAATAGGCATAATAATAGTTTTCGTTAATGATAAATTTAATT
+TCTCTAGTTTATCAAATGCCTGCACACTTTAATATATACCTAGTATAAAAATAAAAGTCGTTGCAACTTT
+AACTAACATCAGTCACTGAACATAAGAATCATATGAGCTTAATAATTAATAACATTGCACTACATTTTTT
+GTCTAAAAAAGAAGAAACAGGTGAAGTAGTATTACGCCTAGGTCCAGAGAATGCTGAATTCGCACAAGAA
+AATGCGAAAGTAACCAACTTTGTTGATGGTTTACATGCCATTTATAATGCAAAAGGCAGTAAGGCTTACG
+GCAGTTTTTCATCTATGCCTAGTGAAGGTGATTCAGCGCGTTTTGTTGATTTAATGGAAAGTTATTTAAC
+TGAACAACAAAATTTTTATGATTTTAGTGTGCAAGCGGGCAATGTATTAAAAAATGAAATCGAAAAATAT
+GACATAGAAGAGACAGGTTACTTTGTTATATGCCATTACGAATACATGGGTGGTCGTTACTTATTTGTTG
+CAGTTATCCCAGTGTCAGAGCATTACAGCGTTGATGGCGAGTTAAATATTTCAGCCGCGCAACACCTAGA
+TACAAATAAATTACAACTCGCTGCTCGTATTGATTTATTCGATTATAAAGACAATAGCCAAGGCAACCGT
+TATATCTCTTTTGTTAAAGGCAGAGCAGGTCGTAAAGTGTCTGACTTCTTTCTAGACTTTTTAGGCTGTG
+AAGAAGGTTTAAACTCGAAAGAGCAAACACAAACATTAGTACAAGCGGTTGAAGATTATGTTTCAGTTAA
+TCAATTAGACCCAGCAGAAAAGCAAAAAACACGTAAAGATTTGCTCAGTTACTGTAAAGAGCAAAAAGCG
+AGTTCTCAAGATGTATCACTTCAAGAGGTAGGTAAAGTAATTGAAAGCGCAGGAACAGAACAAGATTTCT
+ATCAGTTCTGTCAAACTCAATCATACCCAATTGAAGAATCGTTTCCGCATGAGCAAGCAGTGGTTAACAA
+AATCACTAAATACTCAGGTTACGGTAATGGCATAAGTTTAAGTTTTGAGCGTAGCCACTTTGGTGAAGAT
+GTCGTTTATAATCCACATAACGACTCACTCATCATCTATAAAGTGCCACCAAATTTAAAAGAGCAGTTAA
+TGGCGCTTCTTGATAGTGAAAAAGTTGAGACTGATTAGAAAGACGAAGAGTAATCGGGTATAAATAGCAT
+ACTTTTACAGTAACGTGTTACCTTATGGTATCGCGTTACCTTTTATGATAACTCCTATAAAGTAGAATAA
+ATACATATAAAACAGTAGTGTAGGTTAATTAAATATTTACTCTGCTGTAATCATACAAAATTGGAATTAC
+GAACATGACAAATGAAAGCAATACCTCAAATGATACCTTAAGTAACACCTTAACTATCGCTCGACCTGAT
+GATTGGCACGTACATTTACGTGATGGCGCCGTTTTAAAAAATACGGTGGCTGATATTAGTCGTTATTTTG
+GTAGAGCTATTGTTATGCCAAATTTAGTGCCTCCAGTAACCGATGCAGCTTTAGCAGAAAGTTACTATCA
+GCGAATTATGGCAGCAGCCCCAAGTGCTCACTTTAAGCCATTAATGGTTTTATATTTAACAGATAACACC
+AGCGCACAAGATATTATTGAAGCGAAAGAATCAGGTTTAGTTTATGCGGCAAAATTATATCCAGCCGGTG
+CAACAACAAACTCTTCATCGGGTGTAACTGATGTTGCCAATTTAACTGACGTATTTGCAGCAATGCAATC
+GGTTGAAATGCCATTATTAGTTCACGGTGAAGTAACTGCTGCTGATATTGATATTTTTGATAGAGAGCAG
+GTTTTTGTTGATACTATTTTAAAACCATTGGTCGCTAATTTTCCTGATCTTAAAGTAGTTTTAGAGCATA
+TAACCACTAAAAATGCGGTTGATTTTGTTAAAACTGCTGGTGATAATGTTGGCGCTACTATTACCGTACA
+CCACTTATTGTTTAACCGTAACCACATGTTAGTTGGCGGTATTCGTCCGCATTTCTTCTGTTTACCTATT
+TTAAAACGTAATACTCATCAACAAGCATTAATAGAAGCAGCAACAAGCGGCGACAAAAAATTCTTCTTAG
+GTACTGATTCTGCGCCACATGCTCAACATGCTAAAGAGTCAGCTTGTGGTTGCGCTGGTGTTTATTCTGC
+CCACGCAGCGATTGAGTTATATGCTGAAGTATTCGAACAAGAGAATGCATTGGACAAATTAGAAGCATTT
+GCCAGCCTTAATGGTGCAAACTTCTATCAATTACCGATAAGCACAGATAAAATAACGCTAGTTAAAAAAG
+CATGGAAAGTACCAGCAACAATGAGCTTTGGCGATGATGTTGTTGTGCCTGTTCGTGCCGATGAAGAGAT
+TTTGTGGCAAGTAGAGGGTTAATAATTACTGCCACTAAGCTTTAGGCTTTTATTATAGTAAAGACTAAAT
+AAAAGCTAAAGTTTGGACTAAGTATACCCCGTATAAATAAAGTAGAAAGCAAAAGTATAACTGAGTTTAA
+TTTAAGGAAAAAAATGCAATTATTTGTAGACGATCTTACCGTTATTGATTTTTCATACCTGTGTAAACAG
+CGCGGTATTGTTGGTGAGAGCTGGATTGTTGACGTACTTCTCGATGGGTCGTTAAATGAAATGAGTATGG
+TGCTAGATTTTGCTGTGGTAAAAAAACAAATCAAAGCAATTATTGATGATGCTGTTGATCATAAACTGTT
+ATTGCCTATTCAAGAGCAAGCATTAACCTTAGCAGAATCGCCGTATAATGAGGGTCATCAAACGGTCGAC
+TTTATCAGTGATGCAGCAAGTTACTATTTACAGTCTCCAGCCTGTGCTTTTGCCTCAATTGATTGTTTAA
+CCATCACCATACCTGAAGTGACTAACCACTTAACGGCTATTATTTTGGCGCACTTGCCAGATAACGTACA
+AGGTTTAACACTCGTCTTGCGTCCTGAAAATATTCCAACGGATTATTATCATTATACTCATGGCTTAAAG
+TTACATGATGGAAATTGCCAGCGTATTGCGCATGGTCACCGTTCAAAAATACAAATTCTAGTGGATGGCG
+AAAGAAGCACTAAATTAGAAGCTGCTTGGTGTCAGCGCTGGGAAGATATTTATATTGCCAGTGAAGCCGA
+CAGAATTTCTGTCAACGATATTCAGCTATCTGCTCATGCAATAAACAATTTAACACCCGATCACCAATAT
+TTTAGTTACCATGCACCTCAAGGTCGATTTGATATTGCCGTTGATAGCAAAGTACTTGATGTGGTTGATT
+GTGATTCGACTGTCGAATTATTAGCAGACTTTATTTTAAGACAAATAAAAGCACAACATAACGAACTGGC
+AAATAATGATGTAAAAGTTATTGCTTATGAAGGCGTCGCTAAAGGAGCAATTGTTCATGGTTAACCCGAC
+AAACAATATCTTCGCAAAAAAATTAAACAAAACCTTAATTTCCTTAGCGCTTATCACTAGTTTTAGTGTC
+AGCTCTCAAGTATTGCCAACGCAAGAACAGATAGCATTAACCGGTGAAGTTAAGCAGGGCGGTTTGCTGG
+TTGGTAAAACGTTAGCGGAAAATACAGTAACCTTAAATGGTAAAGCGATCACCGTTTCAAAGTCTGGTGA
+TTACACCTTTGGCTTTTCCCGTGACGATAAAGAAAGCTATCAATTAGTGATCACCTCGGTTAATGGTGAT
+CGGGTAGAGAAAACATTAACGCCCGAAAAACGCAGTTATAATATTCAGCGTATCGAAGGTATTAAAAAAA
+GCATCATGCAACCTAACCCGAAATCGGTAGCCAGAGCAAGACAAGACAGCAAGCAGGTCAAAACTGCTCG
+AAAAATTGCCAGTTCACTCAACTATTTTGCCCAAGGTTTTATTCCTCCTATTGAAGGCACAATAACAGGC
+GTTTACGGTAGCCAACGTGTTTATAACGGCGTACCTAAAAACCCACACTTTGGTTTAGATTATGCGGGTA
+ACACTGGCGATCCAGTTAAAGCTCCGGCTTCAGGCACAGTATTACTTTGGGTACCTGACATGTTTTATTC
+AGGTGGAACCATGATTATTGACCACGGCCATGGCGTAAGTTCTACCTTTTTACACTTAAGTAATTCTTAT
+GTAAAACAAGGTGATACTATTAAACAAGGTCAAGTAGTCGCTGCAGTTGGTAAAAGTGGTAGGGCAACCG
+GGCCTCATTTAGATTGGCGTATAAACTGGTTCAATGTAAAAATTGATCCTGCGCTGGTCTTAAAAGTAAA
+ACCTCTTCATTAACATTTTCTCCACTCTAAATTTTCTCTAAGGTTACACTATGGCAGAACATGGCTATTC
+GCTGCTACGCATTATTATTATTGACAGTTTTTGGCAAGGGCAAGTCAACGAACTTGATTTAACTGGCCAC
+ACTCAACTTGAAGGCACTAACGGCGCAGGTAAAACTTCATTAATGCGTTTGTTGCCGCTTTTTTACGGTA
+TGCGACCGAGTGATATTGTCAGTAAAGTTGATCAGGCAAAAAACTTTGCTGATTTTTACTTACCACGCGA
+ATCCAGTATTTTAGTGTACGAATATGCAAGACCATTTGGTCAGAAGTGCCAAGTATTAGCGACCAGCGAT
+GGTAGAGGTGTGCATTTTAAATTTATTGATGGTGCATACGATAGTCAGCTTTTTATTTCAAGTACTCAAG
+GTAGTAAGGCTAAGCCATTTACTATTAGTGAAATAGAAAAAAATTACCGTAATATTGGTAAAGAAAGTTC
+AAAGTTTTTAGGCATAGATAAATACCGTCAAGTTATACAAAATTTGCGCAGCGGCCGTAAACACAAAGAA
+ATAAGAGTACTACAAAATCGCTTTTCTTTTAGTGAACAAGCATGCCCGCATATTGATAAAGTGATCAACG
+GCACAATAGAAAAGAATCTTGATTTTGAAGCCGTTAAACGTATGTTAGTGGCGATTGCTAGTGATCATCT
+TGCCCGAAATACCAGCGATGAAAAAGAGCAACTCAGTTTAAATAAAGCCGATATTACTAACTGGCTTGCT
+GATATTCAGGCAAGTCGTGCTATTAAAAAAGTGGCCGATAAAATTTCAGTTTGGCAAAATGATTTCAGTG
+CCTTTGCTAGTTTAGTCAATAAGTTACAACATCTTCATGCTGAAACTTTAGCGCATCAAGAGCGCCTTGA
+AGTAAAGCAGCAACAACGAGATGAGCTTAAAAGAAGTAGTATCGCAAACCGCAGTTCTCTTGAGTCTGAA
+TTAGCTAATACCATTGAAAAATATCAAAAAGCAATATCCGATCTTAATGCCAAAATTGAAGCAGATTTAA
+GTAAAATTGAATTACTCGATGATGACAAATTTAACTATGATGACGATGACGCCAGTAGTTATCAAATTAA
+GGCAGATCAAGCACCACAAATTCAAGCAGAGCTGACTGAAGTTATTGCCGTTATTGATGCCTTTGAAGGT
+AACATCACTAAAATAGGGCAAAAGTTTGATAAGCTGATTCAAAAAATTGAAGTAGAAAAACTTAAAGCTC
+TTAGTACAAATAAAGAAAGATCGGCTCAGATTACTAGCGAATCAAATGGTCAACTAGCGCATATCAATGA
+AGTTTTTCATCAACAAGAACAATCTCTTAATGCTCAACTCCATAAAGAAGAGTTGAAGTTACAAAAAGAT
+CAGCAACATTTTCAGCATCAATTAAGCAGTGCTCAACAACAGTTAACACAGCCTACAATACCACTAGAAT
+TAACAACCGATATTGAAGAAAATGTTATAGCATTCTCGCAGGCACAACAAAGTTATAATCAATTACTGCA
+GCAAGAATCAGCGTTGCAAAAACAACAATATCAATTAGACAAACAACAAGATAAGCAATTAACTCTTCGC
+AGTGAAGCGAATCGTTATCTTGAACAATTACGACAAGATTATCATCAAGTTGAATTGCAACTATTGCCGC
+AAGCTGACTCTTTACATCATTACTTGATCAACGAACCTCAAGCCGCTGATTGGCAAAAGACTATTGGTCG
+TTTACTTACGACTGAACAACTTTCACGTACCGATTTAAACCCGCAGTGGTTAGAGAGTATCAATGCTCCA
+GCAAGTCTTTATGGCTTATCGATAGACTTACAACAACTGCCTTGTGACGATTCTTTATTTTTAGACGAAG
+CGCAGCTACGAGAAAAGCGCCAAGTAATAGAGACTAAGTTACAAACACAAACAGATAAAATTACTCAGCT
+TGATGAGCAGTTAAAGTCTTTAGCTAAAGAAATTAACCAGCTAAAAGTAAGTGCTTCTGAGCATGCACAA
+AGTGTAAACCAGAAAAAATTAACAATGGGCCAATTGCAAACGCAACAAGAAAGCCTGGTAGTTAAAAAAC
+AGCTAGCCATTAAAGCGCATCGCCAAACGATTGAGACACAATTACAAATTTTTAATCAACAATTGAAAGC
+ACTAGAAAAAAAGCAGCATAGTTTTGAAGAAAATAAAGCTGAACAATTACATGAATTGACTAATGATAAA
+TTAGAAAAGTGCATGGTAGTTGAAAGTGATAGAGATAATCAGTTAACGCTATTATCTGAGCAGCTCGTCG
+CATTAATAACCAGTGCTAAACAACGTACCGCTGAACTTAAAAAACAACAAACCAGTGATATTAAGCACCT
+TGATCCTGAGGGTGAAGTAGATAAAAGCATTGCCAAACGAGTGCAGTTAGAGAAAAACCTACAGCAATGT
+TCTGTGTTTGCCCAAAAAGCACGCGACTATCAAAGTTTTATTAATGAACGTTATTGTCACCGTGATGCCT
+TAGTTGAAGAAAACCAAAACAGAAAAATTATCAAGCGTAACCTAGAGTCTAATTTTGAAGACAGTAATAT
+TGAGCTGACAACAAAAATTAATGACTTAAAACTGTTAATCAGAAAAAATAATCAAGAAAAACAAGCTACT
+GATGATTTACTCGTTCAGCTCAATGACAATAAACGTTTATGTGAAATGTCAGCGATTGAGAGTGAGCTAT
+CTGAGCAAGAGCCGGCAAACCAAGCTGATTTAACCGTAAGTTTTTGTCATGACTTTTATCAGCAATTTAA
+AACTATTGAAAAACGCTTAGCAACGCAACTAAATACCTTTAGTGAACGCTTTAGGAAGGACCATTCTGGT
+AGTGAGCTATTTGATAACTGGCAAAAACTACTGCTTGATAACGATAGTTATTCAGGTGCAAAAGCATTAT
+TCAAGTATCGCGAGCCCATTAGCGAGTTATTAAATAGTGCCGAGCAGAAGCAACAAAGTACCTATCAACT
+GGTTACTGTTAATGCCACCATGATTAACGAGTTTTATCAGCACATAGAAAACTTTGGTCGACGTATCAAG
+CAAATTGGTAAACGTTTATCAACAAAAGTGACGGCATTAGCGCATTTTGAAGCCTTAGCTGATATCAGTG
+TTACCACAGTAATGAAGCAAGAAGAGTTAGATTACTGGGGTCCTTTGCAAAAATTTGCTGAAGTGTTTGA
+GTTATATAAAGACCAATTACGAGATGGTTTAGGTGATGTACCTGATGACTTAGTGTTTGCTATGCAAAAA
+TTGGCGAGTTACTTGCCCAACGAAGGGTTTGTTTTAGCACACAATAATTTGTTTGATTTAGAATTTACTA
+TTGTCGAAAAAGGCCAAGTAAAACACGCACGTAATGCTAAGCAGCTTAAAAAAGTGAGTTCAACAGGATT
+ATCTTACCTAGCTATGTTGTCTTTATTTGCGGGTTTATTAGCGATGTTACGTGGTGACAGCAAACATGCT
+AGCCAAATAATTTTACCGGTAGATGAGCTTGGTGAACTAGCAGCAGAAAATATTGATCTGTTATTACAAA
+TGTTTAATGACAACCATATCAGTATGTTATCTGCATCTCCATCTACAGACCGCCATATATTGTCCTTGTA
+TCACCGTCATTATAAGTTAAAAGATAACAAAATTTATCATGCTGATATTCCACAATCTCGTTTAGATGAA
+TTACTCGCGCAACGTAATCAAACAGTAACAAATGCACAAGAAGATAAAGCAGGGGAGCCAACTAATGTTT
+AAACAAAGTATTCAAAAGCTACTTTGTGGCGCAGTTATTTGTCAAACAGCACATGAAGCTGAATATCTAT
+ACTTAAAAGCCGAAAGTCATAACGACAAGGTGAATGACTTTTTAGCTAATTTAGATAGAAAACTAACCTA
+TCTTGATAGCGCTGATGCCTATTACTGTACTTTTAATCAGGTCGATGAAAATAACTATCACGAGCTCAGT
+ATTTTATTTACTGAAATGCGCAGCACCTTTAGACCTTTAGTCGAATTTTTAGATTTACTGTTAACGGCAA
+CGCAAGCTGATTTACCTATTCGCGCTAAGTCTGTTTTGAATATTAATGAATTATTCGAACCCTTTGAACA
+TGATCAAACGTTGAGTGAGCAATTACGCCGACTGACATCAATAAAGCCTTTTAAAACTAATAAAACTGAA
+ACGCGAGAGCAATTAGTGATGGTTTTTCAAAAGCTTGAAGAGATGCATTATTTTGTCCGTAAAAATACCG
+GTAGCAGCAGATATTATGCCACCGCACGATTTGACTTAATTTATTTACTGATTGAATTTTTAAATGATGC
+TGAACTGATCAGTTTACCTGAGCAAGAAAAAAGCCAACAAGATGAGCTGCTTTTCTAATGGCTGGTTTTG
+ACTCTAATCAGGTAGCAAGCTTACTCAGACAAATTGGTGCATACAATGAACTATTGGCTAATGCCTATGT
+TTATGGCTCGATAGCCAGTGACGATCAAGATGCGAACACCCTTAGTTTGTTACATAAATCTGGCTTGATC
+AGACCTGACGATTCTCCTGGTGAGTATCGAGTAACAACCGATCTTAAACGCATGTTAAATCGACTAATGC
+GTAAACAATCAAGTTATCGTCAACTGACCGATATGGGTAAAGTGATTGATGCTATTGATGAAGTCGTCAT
+CGATTATCAACTTGCCATTACGTCTAAAGAACAAGAAGATGCCGAGTATTATTTAGATCAACTCGATGAT
+TTACTTTATGAAACAAAGGACAGCTTAAACAATAACTTAGATACTATGCATTTTGCTATTGTCAGTCAGT
+TTGGTTTCGTGAGTAGCTTGTCTAATAAAATTCGCCAAAATGAACGTTACTTATCTCATGCGCAAAAACT
+GCTAAATGAGCTGCAACAGATTGACCCGCACGACTGTTATGAATGGCTTGATTGGCTAGCGTGCCCGAAT
+GAGTTTGCTCGGAAAATCACGAGTTTTGTTTATTGGTATAACCAAATATTGCCTAAGTTGCGTTTGATCA
+TTGATAACATGCGCATTAGCTTGTTTCGCTTACGTCGTGATGAAAAACAAGCGAGCCAATTACGTAACAT
+GGCGCGATTTTTACGTAAACATCCAGAATTTACCTTGGATGAAAACCTGTTCGAGCTACCAAATTTACCT
+GAAACATTAAAATACGCACCACACATGCCACTTAAAAGTTATGTGGATACCAAGCAAACTGGTATTGAAC
+AACCTTTACTTGAATTGGTTCAGTCTCTGCGTAAACAAAGTATTGTTACACCGATTAAAGCAAGAGAAAC
+TAGCGAAGTCAGCGTTAAACCGATTGAAAGAATTGCCGCTGAAGAAGACTTTTTTGAGCAACAAACTGAA
+TTATTATTTGAACGTGTGATCATTAATAACAGTGCTATTTCAGCGTTAAGTTTTTACCAAGAGCTGCAAA
+ACAGTTGGTTAGAACAATCGCAAACCATTACACCTAAAGCTTGGATTGAATTAGTCTTTAGTTGTTATTG
+TAAATTAACCAGCGCTCAACAAAATGCACTGACTATAAAAATGAAAGGCGTTGCGGTAATTGGCACCACA
+GATAACTACGGTTATAGTGATGTAGTTATTGAATTGAGAGGTAAGTTGAAAGCTAGCGCATAAGGCCATT
+ACCTAGCGTAAACAACAGTTGAATAAGCTGGGCGATTCAATCTGTTTTTACAAGAACATATGCTAAAACA
+CAATGTCGCTTTAGCTTTGATTGAACTTACCTAACAGTTGTAATTAATACCGCTTTAAGTGAAAAATAAA
+TATTGATCTGCCTCATCAAAACGTGACCATTCAAGGTTAATTAGGCAAGATTAGTAGTAAGATAATCATC
+CTCATTTCAAATAAATTAAGAGTTATCATGGTAGTTGATCTAAATAGCCGTTACGGTTTAAGCCCTACAC
+ACAGTGAAGTGGTAGAAGCGTGTAAAATTATTGAGCCGTGCGATGCCTTAGATATGGGTTGTTCAAATGG
+GCGAAATGCTGTTCACCTAGGCCAACTTGGATTTAATGTAACCGCCATAGATGCTAATCCTGGTGCCATT
+AATATGCTACAAAGCATTATTGATGAAGAGAAAATGAACAATATTAAGGCGCAAGCATACGACATTAACA
+ATGCGAACCTTGGCGAGGACTATGGTTTTATTAGCTGTACCGTAACGTTAATGTTTATGGACCCAACTCG
+TGTTGATAACATTCTTGCCGATATGCAAAAGCGTACTCTGGCAGGTGGTTATAACTTAATTGTTTGCGCC
+ATGAGTACTGAAGAACACCCATGCCCTGTTGGTTTCCCATTTACCCTAAAAACAGATCAGTTACGTGAAA
+CTTATGAAGGATGGGAGCTGATTAAGTACAATGAAGATGTTGGTACTATGCACAATGGCGCAAAATTGCA
+GTTTGCGACTATATTGGCGCGTAAACCTTTCTAAAGTTTTTGTAAAACTTGTTTTAAGTCAGTCCAATAG
+TACTTAACTTAAGCATCAACTCTTTTCCAAGCCTCTTCATTGAGGCTTTTTTATAATTTCTATTTAGTGA
+ATATATTGGTGTTTAGCTAATTACAAATCAAAGTAGTTAATATGTAAAAGGCAAAAATATAAGCACAGGA
+AAAATACCACAAATCAAACTAAACTTATTTATGAAACGTTATAACATGAGGATAGTGATTATGAAAATGT
+TAGACATCCACAGTGAAATTCAAACAGGTATTATAAATTACCTTTCAATTCACCCAACAGCGTCAGCTTC
+AGCACAGCGTATTTGTAATCAATGGCTTGCTAATGAAAGGTACTCTCATAATATTGATCAAGTACAAACT
+GCAATTAATGGTTTAGTTGCCCGGGGTGAAATTCATAAACACTCTAACGCGGATATATACACATTATAGT
+AAGGTAGGAAACTCAGATCACCAAGTGACAATCGATGCGTTACAGCTCTACCTGTACCAATAACTTATGA
+CATGTACAATTTATCGAAAATTATTCGCTAGTCTATCTTCATTTTTAGTCATAGCTACACCTGCTAGGTT
+GCCAACAAGAGCACATACGTGAGCATAATATCTCTGTAACGTTACTCGAAACGACCAACCAACGGAAATT
+TTACTTTTCTGCGATTTTTCAAGTTAACAGAAAAAATATTGATCTACCTCAAGATAATGAAAAGTAGTTA
+CTGTCTAAAAAACAAACAGCAAACTAAGATATTAGTATTCCTTAAATATTTATACCTAGGAGGGAATATG
+AAATATTCAACATTATCTATATTTGCATTCGTTGCAGTTGGTTTATTCAGCTGTGATTTAGGACCTGAAT
+CGCCTAAGGGCTTTAGTTTACCTGAAGGCAATAGTGAAGAAGGCAAGGTTGTCTTTGTAAAATACCAATG
+TTTAGCATGTCATAGTATAGATGGATTAGAGCCGTTATCTGAGCAAAATGATAACCCCGAATTCTCGGTG
+TACCTTGGTGGTACAACAACAAAAGTGAAAACTTACGCTGATTTACTTACCTCAGTTATAAATCCATCTC
+ATAAGTTTGCAAGAGGCTATAAACTCAATAGTATTCAAACTGATGGAGTTTCTAAAATGACAGTTTATAA
+CGATGTGATGACAGTCACTGAATTAGTAAACTTAGTGACTTTTTTACAGTCTAATTATGAATTAACTCCT
+TTTAGAAGAAGTGATTATCCGTATTATGGCTATAACGAGGGGGTTAAATAAATCATATTCACAACTAATT
+ATAAGGAGAATTAAAATGAGTAAATTATTATATCTCGTTGCCGTTGATGGAGGTGAGTGGGGAGAACGTG
+CAGCTGATCGAGCTATTCATTTAGCGGAAAAAACTCATGCTAAAGTAAAGTTAGTTACTGTGATAGATTG
+GCCATATATACACCCTATGATCATCGAAGGTGCTGCTGCTCCTTTATTAGATAAAGAAGCAGAAGAAATG
+ACCGTTAAAGCTAAAGTAATCACGCCATTGGTTGAAAAATATAACACTTTATCGCTGAATATTACCACTG
+AATTACTTTGGGGAGATCCTGCAGTTATATTGAAAGAACAAGTTGAGGTTACAAATGCCGATATGATATT
+TGTTGGTCGCCAGGGAAGATCTTCTGTTGTTGATACCTTATTTGGTAGTGTCGCGAATAAACTTGCTCAT
+AGTGTCAGCGTACCTATTGTATTGGTTCCATGATTTAATTTCCTGTTGTTAATTTCGATCATAGAGAACC
+GGTTATCTAACAATTAGTGAGGATTATTGATGAATATTACATTCTTGGGTGGTACTGGAACAGTCACAGG
+TTCAAAATATTTTGTAGAAACAAGTACCACCAAAATTTTGGTTGATTGCGGATTATATCAAGGTTATAAA
+TGGCTCCGAGCTCGCAACCGAGAGCCATTACCCCTAGATTTAAAAAGCTTAGACGCCATAGTACTTACCC
+ATGCACATCTAGATCATTCAGGATTCATTCCCGCTCTTTATAAACAAGGCTTCCGTGGCCATGTTTATGC
+TCATCAAGCTACGATTAGTTTATGTTCTATTTTGCTACCCGATAGTGGTCATATCCAAGAAGACGATGCA
+AAATTTTATGGGAAACACAAAATAAGTAGACATGAAAATCCGGAACCTTTATATGACAAAGCAACAGCTG
+AGGCATGTCTATCCTTGTTTAAAGCAGTGGATTTTAATGAAGAATTTAAAATTGGCGATATAGAAATAGA
+ACTGCAAAGTGCTGGGCACATATTAGGAGCCGCGAGTGTGATCCTAAAAGCTGATGGGAAACGTGTGGGA
+TTTTCAGGTGATGTTGGCCGTCCCGATGATATTATAATGTATCCACCGAAACCACTTCCTCCAGTAGATT
+TGTTACTACTTGAATCAACTTATGGTAATCGACTACATGATAAAGAAGATGCTTTTGAACAGCTTGCTGA
+AATTGTAAATTCAACAGCTAAAAAAGGAGGCGCACTTCTAATACCGAGTTTTGCCGTAGGTAGAACCGAA
+GCAGTGCAACATATGCTGGCTTCGTTGATGAAAAAAGAACTTATTCCTAAGTTACCTGTTTATCTTGATA
+GTCCCATGGCGATCAATGTTTTCAATATTTATTGTGAACATTTTGATTTGAATCGGCTGAGCAACGAAGA
+ATGCCTTGAAATGTGCAATGTTGCAACGTTCACTAGAACAGTAGATGAATCAAAAGCATTATCTGAATTG
+ATTATGCCTCATATTATTATAGCAGGCAGCGGCATGGCGACTGGTGGACGAATTTTGCATCATCTAAAAC
+GCTTATTAGGTGATTATCGTACCACTGTATTATTCACAGGTTACCTTTCTGGTGGTACCCGAGGAGCCAA
+AATGTTGGCTGGAAAGGATAATGTAAAAATACATGGAAAGTGGTTGCCAGTTAAAGCAAGAGTTGAAGTA
+TTAAATGGATTATCGGGACATGGTGATTATGAAGATATAACCCAGTGGTTACAGATTTCAAAATTACATC
+CTAAAACTAAAGTTCTATTAGTCCACGGTGAGCCCGAGGCTAGTGAGTCGATGCGTGATCATTTAATGCA
+ACATACTCAGTTCGATGTTGATGTAGCCAAATATCATGAAATATTAAGGTTATAAAATGGCATAGAAGCA
+GGGTGGCTAAGTATGAAGTTTCACTTCGTTTTGTAGCAAAACACAATTTACCTGTGACTGCAGACAACAT
+TGTAGCCAAATGACATCACGCGAAGAATCAGAGTACTTTATTAATTACTGTCCGAACACAAAAATGGATG
+GTGATAGCGATGGTATTCCTTGTGAAAAATATTCAGGTATTTAGTCTTTTCAATAAACTCAGTCCTAAAC
+GTTACATCAAAGTATTTCACTCCCTCTTTGTAAAAAAAATCAGGTTAAAGCACCATCAGCCAGATCACCG
+CTGTAACTAGCGCAATTCAATTTCGCTCAACTGAATTAAGACCAGTCTGAGCAATTTCTTATTGTTTTTA
+ATTAAAAATAACGATAGCAGCTTACCCTATGGTCCCACCGTACAGGCATCAATTTAACAGGCGCTAAATT
+AGTGCATCGGCTGGATATTACGCACTATATACTCCCAGTTTCATTATTAAATAATAACAAACAAAAAAAT
+ACTCATTATAAAACAGTAGGTTAAATTATGGCGTGATAATTGTAATACTGTTAGTCGTGGGGTAGTGAGC
+GCGGTAAGAACATGCTGTTTAATGCGTTAATAAGACCACTTGAACTGATTAGCCTGACCTTCTGGCACTG
+AAATTATCAAATAAAAATTAGTGTCATAATATCGTCACAGACCATTGTTAAGTTATACAAAGGTTGTAAG
+AAAGACGCACTGGAATTGTATTTAAAACACAGGAAACGTGCTTGGGTTTGGAGAAAAGTAGTAGCAAGCC
+TGGAAGAAAGTGATATTAGAAGTTGTCGGGTGTACTGTAAATTAACGTTTAGATAAACCATCGGGGCTAA
+TTGCTATGTCGGCAATTAATTTAAGCGCTGATAATGAGAATAATATATTACTTTAAGAAGCTATGGAGGC
+TCGTTATGGAAAATATGAAGATTGCTTTAGTTACTGGTGCTATCGGTGGAATTGGCACGGAGATATGTCG
+TCAGTTGGTAAAAGATGGTTATAAAGTATTGGCTACTCATCGGCCGGGCAAAGAAGACGTCGCAAAGCAA
+TGGCTTGAAGATGAATCATTTGACTCAATTAAGCTAAATCTGTTGTCCCTAGATGTTACAGATTCAATAA
+GTTGCGGTGAGACATTAAAGCAAGTAATGCAGGACTATGGCACTATCGATGTCTTGGTTAACAATGCCGG
+CATTACTCGAGATTCTGCTTTTAAACGCATGACTTTTGATAAATGGAACGATGTTATCAACACCAATCTT
+AACAGCCTGTTCAATGTTACCCAGCCTGTCTTTAACCCGATGTGTGAGAAAGGAAGCGGGCGCATTATCA
+ATATCTCCTCTATCAATGGCCTGAAGGGCCAATTTGGCCAGGCAAACTATGCCGCAGCTAAAGCTGGAAT
+GATCGGTTTTTCAAAATCATTGGCGCTAGAGTCTGCCCGTAGTGGCGTGACAGTCAACGTGATTGCCCCA
+GGTTATACGGCCACGCCAATGGTTAATGTACTTAAAGATGAAATTCTCGATTCTATTAAGGCGCAAATTC
+CACTGCGCCGTCTGGCTACGCCGCAAGAAATTGCCAAGGCAGTCAGCTACCTGGCCAGCGATGATGCGGC
+TTATATCACAGGCGAAACGCTTAATATTAATGGCGGCCAATACATGCACTAATCCCAGTGCACCACAAAC
+TTACAGACTTAATAAAGGAATTATTGATGAATAAAGTATATTTAGTATCAGCAAAGCGTACAGCAATTGG
+AAGTTTTGGCGGGGCATTAAAATCGGTGCCTGCCGCTAATCTGGCCGCAGCGGCCGTTAAAGGCGCCTTG
+GCTGAGGCCAATGTCAATCCGGATCAATTAGATGAATTGATCATGGGTAACGTCATATCTGCCGGGCAGG
+GCATGGGGCCTGGACGTCAAGCCGCCATTGCTGCAGGTGCTCCCGAGACAATACCAGCTTATACAGTTAA
+CATGATCTGTGGCAGTGGCATGAAAGTTGTCATGGATGCAGCGTCGCGCATCAAGGCTGGTGATGCCGAC
+CTTGTGATGGCCTGTGGTGGTGAAAATATGTCACGGTTCCCTTATATCGTGACGTCAGATATTCGTTTTG
+GCAGCAAAATGGGCAATCTGGAGTTATCTGATTCGCTGATCACCGATGGCCTGACCGATGTCTTTAATAA
+CTACCACATGGGCATTACCGCCGAAAATATTGCGGAACAAGTCGGTGTTAGTCGTGAAGAGCAAGATGCA
+TTTGCCTTAGAAAGCCAGCGCCGTGCCGTTAGCGCCATAGAAGCCGGTAAGTTTAGCGATGAAATCGTAC
+CAGTTGAAGTAATGGTGCGTCGTAAGACTGCTGTCGTGGATACCGATGAATATCCGCGCCAGGATGCCTC
+GCAGGAATCTTTAGCTAAGATGCGTGCCGCCTTTAAAAAAGATGGCACAGTGACCGCAGGAAATTCCTCA
+GGTGTTAATGATGGCGGGGCTGCAATTTTAGTTGCCTCGCAGGGCGCTGTTGATCAGCATCAGCTTAAGC
+CTGTCGCCGAGTTGGTGAGTTATGCTCAAGTGGGCGTCGATCCAACCGTGATGGGACTGGGTCCTGTGCC
+GGCAATTAAAGAGGCACTAGCTAAAGCCAATCTTAAATTTTCTGATATCGAATTGCTGGAACTCAATGAA
+GCCTTTGCTGCTCAGGCATTAGGTGTGATGAAGCAGTTATGTGTTGAGCACGATGAAGATTTGGATAACC
+TCAAACAACGCACTAATGTTAATGGTGGTGCTATTGCGTTAGGACATCCATTAGGTGCCTCTGGTAACCG
+GATCATAGTCACTTTGCTCCATGAAATGAGAAAACGGGGTAACAAGTTAGGACTGGCATCACTTTGCATC
+GGCGGTGGTATGGGTACTGCTGTGATTGTAAGACTGCTTGACTAATCACCCGATGCATCATCGAATTATT
+TTTTGATGGTGCATAATAAACTGAATATAATCAACGCTATGGTAAGAAAATTAACGAAAATGGAGGAACG
+AATGGATAAGGGTCTATTGCTGCAGGAAATAGTGCAGACAACAACAAAGGATCAGCATAACGGACTAACA
+AATAATGAGAAGTTAAAGGTTGAGGCATTGCCATTTAAAGGCTCTTACGAGACACTTTTTAACGATTTTG
+TCACTTGTAATTATATCCGAGGTTATAACTAATCCTTGAGCCAACTTGATAAAAATTTGGCAAAACGAAG
+TACTAAAAAGTGATAAATATAATTCAGATACTAAAGCATGAGCAGATTCTGTATTAAGTCAGTCGGATAA
+ATAAACCAGCTGAAAAATTATTATATTTTTATCTAAGCCTCTTTATTGAGGCTTTTTAATACACGTAATA
+AAGGGAGTAGAGTTCATTTAGTGGTTAGAATTGTTGTTAAGCTTATTGTCCTAAGAGTTAACATGTAAAA
+GACAAAGGTATACGCATAGGAAAAATATCCTAAATCAAACTAAACTTCTTTATGAAACACTATAAAATGA
+GGATAGTGATTTCAGTTAATGGTTTACTTGTCTGAGGTGAATACATAAACGCTCAGACTATAGTAAATAG
+GTATTCATCTAGCCACAGATACAACCATTTGGCATATACTTTAATGGTATTGAAAAGCTCGAAACATTTT
+GTTCTATAGGAGACTGGTATGTTCTTAAAAAATAGAAATAACGGCGATATAGTAGATGTAGAAAACCTTT
+GTGATTTAACTAATTTATTTCACGATAAAGTTTTAGGAACTTATCAAGTAGGTGAAGAATTACAAGATCC
+GCAAGAATTTAATAAAATGGATTTAATCTTTCTTTCAGGAGAAGAGCTACCAAAGTGTTGGACGGATCCA
+AAATATCGAAAGCATGAATAATAAGTTTGTTTAGTTTTAAATGGCATTTTGAATAAAACACTTCCATACG
+GGCTGTTTTGTATCAATACAAAGCTAACTTATTGGTAATGCTGAAGCTGAGTAAAATGTTAAATGTTAAA
+TGATTTCTAAAACATTTTGATTATACTCAAAGTAGTTATATAGGAAGTTCTAACCATAAGGATATAATTT
+TTTGAAATAGGGATTAAGAAAAAGTATTAGCTATAATATTTTAGCCATCGGTTAAAAGTAGTAAATTGAT
+ATCTCTAAATGAAGATCGGGTGCCATTATTAAACTTTTCTTAATCTGAATAATGACAGGGACAACCACTC
+TTTAATAAAACATACTCACTATGTCCGATACTCTTCAGTATTGGACATAGTGAGTATAATGATTTAAACT
+AGCTTCAACTGCCTTATCTGCTTGGTTTTACAAATAATGTTATTAACTAAACCCGTTCCTTTATATCCAC
+CATACATTGATTTGTGTGATTTCGACTTTGATGACTATCCTCAGTTAGATAAAATATTCTCATCTAATGA
+ACCCTGGTGGCTTGAACAATTTAACTGGGGAAAGATTTTCCTTACCTACATTGGCAGAAATAAATCTGCA
+CATACTTATGAGCGCTTTAGAAATGACGTTGAACGTTTTCTTTTATGGTCATTCATTGTAAAGAAAAAAC
+CAATCGACCAATTACGTAAATCAGACTTATTAGAATATGCTGACTTTTGTTGGCAGCCACCAGTTGATTG
+GATTGGCACATCTAATCAAGAACGTTTTAAAATAACCAATGGATATTCAGCTGCTAATGAACTTTGGTTT
+CCATACAAGATTCAAGCACCTAAGAGCTTAAAGTCACAATTCGTCATTGATAAGAAAAAGTATCGTCCAT
+CACAACAAACGCTTTCATCAATGTTTACCGCCATTATCGTTTTTTATAATTACCTGATGGCTGAAGATTT
+TTGTATTGGTAACCCTGCACAAATAGCTAAAAAAGATTGTCGCCACTTTATCATCGACTCTCAAGTTAAA
+GAAATCAAACGTTTAACCGGTAGCCAATGGCAATTCGTCTTAGATACTGCTGTTGAAATGGCTGATGAAA
+ATGCAATGTTTGAACGAAACTTATTTGTAATAGCGTCCTTAAAAACCCTATTCTTAAGGATTTCAGAGCT
+ATCCGAGCGTCCTAACTGGTCACCAACTATGGGGCATTTTTGGCAAGATGACGATGAAAACTGGTGGCTT
+AAAATCTTTGGCAAAAGCCGAAAATTACGTGATATTACGGTTCCTATCGACTTTTTACCCTTTTTAGAAC
+GTTATCGTGCTTCTCGTGGTTTATTAGGTTTACCCTCAAGCAATGAAAATTCTATTCTTGTTGAAAAAGT
+CCGTGGTCAAGGCGGCATGACATCTCGACATTTACGACGTTTAGTACAAAGTGTTTTCGACCAAGCACAC
+GAAAATATGCGCAGATCAGAAGGTGAAAACAAAGCACTAAAACTCAAAGAAGCTTCTGCCCATTGGTTAA
+GGCACACCGGAGCTAGTATGGAAATTGAACGTGGGCGCCCTCTTAAAGATATTTCTGAAGATCTTGGTCA
+TGCCAGTATGGCAACAACGGATACTGTTTATGTTCAGAGTGAAAACAAGAAACGTGCAGAAAGCGGTAAA
+CGCAGAAAGGTAGACTAGCTAAACACAATGTAGCTACTCAGAATTATACTTTAATTGTTTTGCTTTTTTA
+TTACTGAGAGTGTTAAATAAAACAGCGTGCTACGTAATTAATCACCCGTAATGACAAGCAAACTTTAGTA
+GAATTCACGTAGAGACAGGTTGTATTTTAGGCTAAGTAGCCTAAAGGTACCATTAATAAAGGCTTGTAGC
+GATAGTGCACTTGATTTGAACCCTTTGTCATTATCGTTAAATTTCATCATAATTGATTAGATAAGCAACA
+ATAACAATACTATTTAGCCCGGAAAATGGTGATAAGCGCCCTGCTGTTAAACTTTTTACTTGTGCACTAT
+TAATGGTGTTCACTTAAATGTTTTGTCTGTTTTTTACTGTTGGCACGTAATAAAAAAGCCCTAACAGTTA
+TGTTAGGGCCTGCATTAAGTAGATAATTCAACACTAATTCAACCTTTCAAATTAGTGTTGATTGTTAAAA
+ACTAATTATTTTATTATTCTTTTTCGAGCTAACACCGTTAACGCAATTAACATTAAGACCACTGTCATTG
+GCTCAGGTACATCAACAGGACCTGCAGAGTTAACGGCAAAATAAGCATTATTGCTGCTAACTTCGGCGAA
+AGAGGCACCAAACTCATTACCAAAAATCACATTCGTTAAATTCAATGTATCCGTTCCAATACTGGTAACG
+TTAAAATTTACACTCGCTAACACAAATTGGCTCAATCCATCTTGCACTGGTAAAAGTTCATCCCACCAAG
+CATAACTAATTTCAGATAAACTCATACTGTCAGTCATAATATCAAAAACACTTTGATCGCTACCAGCAAC
+ACCTACATTGAGTTTATTACCAAAACTGTTAGAGACATAATCTATTATTGAATTGTCCCACGACAGAGTA
+AAATCAAAACTCGCTAATAACTTTTGAAAACCCAAACCATCTTCTTCAATATCGCTAATGATAAAATCTG
+CTGTGAGCACGTCACCAACTTGATAACTATCTTGGTTTAGTTCTACCGAAAGTAATGTTGCCTGACTATT
+GAATGATACTAAAAGCATTGTTAATAACATTATTATTTTTTTCATGATAATTTCCTTTTAAATTTATTGA
+ATGAATTATTCTGTCGCACAACGCGAACGAGTACATAAAGACATTAATGCTCTAACATCTAGACTGTTAA
+CGACACTATCGTTATTAAAGTCATGTTGAATATCACCTGTTTCACCACGGCGAACCATCATAGAAAATTG
+AGTCACATCATTGCGATCTATGTCTGCATCGCCATCAAAATCACCGATAAGTTCTGCTTCACTGAGTAGA
+TTCAGCACAACAATGACAGGATCATGGTCTGATGCTCGATACGCATCTTCAGCAAAGTAAGTTGAAAGTT
+GTTCTGATGATTTATATTCGGTGTTGTAATCAAATATACGAGGCTCATCAGCATTGATATGCCATACGGT
+AGTATCTACTACTTGACTAGCTAACTTATCGCTTGCAAGGGCATGGTCTAAATAACCAATTTCACCACCA
+AAACTATACGAATAACCAGTACTTCCCATATAGTCAGCAACTAAATTATGATAATTACTGTTGGTAATCG
+CATTAATTGGATCTTCTTTACCGTAAGCATTCAAATCACCAATAATTAAGAAATCATCATCGCTAGTGCC
+CGTAGGTTTTGTGTTTAACCAAGCCGTTAAGCCATTGGCTGCTTGTGTTCTCAACTCATTCCAACATCCT
+TGACCGTCTCCTTGATCAAGATTATTGCCAGAGGCACTGCCACAACTTCCTTTCGACTTAAAGTGATTAA
+CCGCAATGGTTAGCTCTTCATTCGACGCTATTTCTTTGAAGGTTTGAACCAGCGGTTGACGGTTACCAAA
+ATCAAATGGGCTTTGATTAGTAGTAACAGCATTACCCACTATTCCGACAGTAGCGGGTTTATAAATAATT
+CCTACTGCAATGGCATCGCCACCAACACCTGTTTGGTCGAGACTAACGTAGTTATATGTCCCTTCTCCTA
+CTTGACTATTTAGCTGTTTAACAAGATCTGCTATGGCAGAATTGCTGTCAAAACCATCGTTTTCTAACTC
+CATCAGTCCAACAATATCTGCATTAATTTCTTTTAGTGCAGACACAATTTTACTGCTTTGACGGGTAAAT
+TCTTCAAGCGTATCTGCACCGCGCGCAGTAGGGAAACCTTGACCAGCACCGTCTCCATTGAAGTAATTTA
+AAACGTTAAAGCTTGCTACTTTTAAGGAGCCACTTTCATTGAGATCAGGTTGTGTTGTTCTCACATTTGT
+CGTACTAAATAGTGGTGTCGTTGTTGGCAACACACGATATTGATTGAAACTATAATCAATGACACCAGTT
+AAACCCGTAACAGAATCGCCCAAACGTAAAGTATTTTCATGACTCAATCCAGGTGCTGGAAATGGTACAT
+TGTCAGGGTTTTGCGCGTTGTTCATATCATCTAATGTGATTCTATTTCGGCTGTTTTTATCCGCTAAATC
+AATAGCTTGCTCGCTACCTGCGTTATAAATATTGGTAGGCAATATCAAGCGTCCATTAGACAGCGTTAGC
+TGACCATAACGAGCCAGATTATAAGTATCACTAACTTTCAAAGTATCGTTAAAGCTCACTGACATGCCTT
+CGATAGTTTCCCAGTAATCGATACTTGAAACCGGTAAAGACACCATTGTAGGCTCAATTGATTCACCAAC
+ACCACAATCAATAAAGTCTGTTGTCGCCGTCAATTGGGTACGGCCAAAACTCTCTTTGATGGTACCAAGT
+ATTCTTATTTTATTGCCCTCTGTGGGGAAGTTAGCAATGTTATTAAAGTAAACAAATATTGCTTCAGAGG
+TCATCAAATCAGCATCAGTATCGTCTGCTTCTTCTTGTACAAAATACCCTTTTAAGCTTGGCACGGCTGA
+CGTAACAGAGCCTTCAATAACTTTAACTTCACCAATAACGGTTGAGTCATTGCTACTGCCTTGAATTACA
+TTAATTTTGTCAGCTTCATCACCACACATTCCAATAACAGGATCTTCACCTGTACCAGGATCTGTCGGAG
+AAGTATCAGCGAGATGTGAGCCCAAATTTTCAAAAGTATCTTTAGGATTTGACTGCCACTGATCTGCTTT
+AATAAATTCATCCATTCGGTCGGTATCACCTGATGTTATTGAAGATAAACGTAGTAATGAAGTATCTTTA
+CCCCAATTTTCTCTCACACCATAAGTACCAATATTATCGATAATCGTATCGCCATGTACGAGCTCTACAT
+AATCATCACCATTAAAATTAACAGCACTTACAAAATGGTCGATAAATGGTACTAATAAACTATCATCTGC
+AATTTGACTAGAGCCAAGTACCACCACATCATTAGCAAGTATCTCACCCGTTAATGTATAGGTACCAGTA
+GCGGTAAGACTTCCATTTGAATAAAGCTTGAATTGATAATCCGCCAATGATATTGCACTGTTTGTTGGGT
+TATAAATCTCTATTGCTTTATTAAAGCTAGAACCTTCAACATATTCAGAGAAAAACAAATCAACTCCCGT
+TGCAGGAGGATCTACTGGATCAACGGGGTCGACCGGATCAACCTCTGAACATGATGCGCTATATAGCGTT
+GAAATCCATTCTGGGTGATCAATAAATGGATTACGATTTCCTTGAAACTCATAAATTTTATTATTTCGAT
+TAATTTCAAACTCATCAACCGGATCTTCTTCACTCCACGCTAACAAAGTACATAACTTACCTAATTTGGC
+TTCACCACCAGAGGTTAAGGTATCGACAACTTGTAGGTCGGGTGTTACAGAATCTAATCCGGCATAACGA
+GTATCCATATATAAAACGATACGAGCAACATCGCCTTTTACAGCATCTCTTGGTTCAAATGAATTTCCGT
+CTACGCGATTATCTGGAGCTTCTGGTAAAGGTGCATCACTATTATCAAAATCTAAGTTACCTCTTGAAGA
+GTTAACGGATATATCCGTCGGTCTTAAGTGGTGAATATCTGAATAAGCCATAGCACTTGAACTTGGGAAG
+CCGTGGCTTTTTGCCCAAACATGTTCACGGTTCCAGTTATCAGGGTTGGTCGATTGTGAACCACTACCAT
+TGGAATTTTTTGCTTTAGAAATACCACGATAAAATAAGATAACATTATCAGGGTTCATCGGGTCTTCATC
+AGTAACAGTTAATGCTGTCCATGCTTCTGAATAGGTTAACTGCTTATGATTTGCTGAGATGACTTCATTG
+ATGTTGGTTCGAATAACCTCGGTACTTTGTACAGAATCAATGGCGTTAAACACAGCGGCATAATAGGTAG
+CATCAACAAAGTCTTCTGCACTTTCTATCGTGCTTAAGTCTGGGCAATTATAACAAGCATCTGTGACTGG
+ACCTTGACTACTATCACCTCCTCCATCTTCAACACCAGAAGTAACGAGTACGTTATCCAAACGAATATAT
+TCAGAGCCAGAGTTGTTTGCCATAGAAGCTTTAATTTGAAGCGTACTTCCTTCTGCAATGCTTTGTGTTA
+TGGCTGCAGACGTAAAGTCATCAATCAATGTGTGACTACTGCTGCCTTTACCTTGCCAGTTTTCTACCTT
+AACAAAAGGCGCATCATCTATTGAATAGGAAAGATCAAAAAAATCAGCTGATTCAAGGGTGCCACTTTCT
+TCTGCTAACACAGAAATGTTAATATTCTGCTTGCCTTGAATATCAATTTTCTCCGATAGCCAATCTACAC
+TGCCATCTACATCTCTTGCTTCGACTTTATTATTCGTGACTTTAAACCAATCACTGTTTGCTGTTAATTG
+TGCATTAGTAACATCAATAGACCAGCGAGTAACACCGTCCATATCGATGGTTTCATAAACTGCTCCTTTA
+TTGGTTAATGCTGGGTCAGAAAAGTCTTCAGACCACAGTGTTTCAGCACTTAAAGCACTGTAGCTAACAA
+AGCTTGAAGCAACACAAAGTGCAATCGAGTTTAATTTTAATTTATTTTTGCCAAAAAATAGACTTGGCAC
+TACCTTACGAGTCTTCATTTCATTTCTCCAAATTTTCAATGAATTTACGTTAAAAAAGTACTTCTATTGG
+TTAAAACTTCAACTTGATTCTGAACGATAAATGTTACAGTTTTGTTATTTAACGGTAAGATTGTTGTTAT
+TATTGACCAAATAGTCAACTACTAAGTGTATATAAAATAAACATATTTAATAAAACACTCTATCTGGTCA
+GTTAGAGTAAGGGTTTGAGGTTGATTTTATTTTGTACAGCCCGAATAAAAAAGACTAAAAATCGATGGCT
+CGATGGTATTAGATGAGAAAGGAACGATTGGTTAAGCCATACTGGAGCCAGTATGGCAATTTACTAGGAG
+TAATCTATTAAACTTTTAGTTGTGGGTGCGATACTACATGAATAACAATCAACGGAGACTAGCTCATTAT
+TTTCGTTTTGCAATCAACAGCGCTGACACTATCAACAGTGATCCAATGGTAAGTCTGACTAATTCTTCTG
+GTGTTCCCCCTTTAGCTTCACCAAAAATAAACAAGGAAGCAAACATAGCCAGTGGTACTACCGCATTATT
+GAATGTTGCTAATACACCAACACTTGTTTGAGTTCCGCCTTTATTCCAAAGGAAGAAACAAAGCCCTGAG
+GCAATTATCCCCATATACACTAAAACAAACCACTGTGTTGGTGTTGCGTTCAATGGAATAGGTGGTTGAT
+GAGAAATTAATAGCGTAGCAATGGTAGTAAAAATGGCTGCACCTAGGTATAAAAAACCAAAAATAGAGCT
+GTCAGTAATATGTGCTCTACTTCTTTTCCAATCGCGATAATAAACTTGCCCAAAAGCAAAGGCCAGATTA
+GCTACTTGCATCAAACCAAATCCTAACCAAATTTCGTTTGAATCTATATTGCCCATTTTTATAATTGCGG
+CACCAAAAACAGACAGAACAGTGGCCACTAAATACCAAGGGGTAAAACTACGTTGTCTAAGATCGTTAAT
+AATAACGATATAAAGTGGCGTAAGTACGCTAAATAGCGCGACAAGGTGTGATGGTAGATAGCGAAAAGCG
+GAAAGATAACAGGTATACATTACACCGTATTGAAGTGCGCCAAGCAATATCAACTGCCGTTTTTCCTTCC
+CGTTGGTATTACCGAATTTCATAAAGGGAATAAAAGCAATTAGCGCAAGTAACAGGCGAGTATCTGCTAT
+TTGAAGTGGGTCAAGACCTTTGAGTGCGTTACCAATTAGACCAAAGGAAAAAGCCCAAATTAGCGTAGTG
+ATCGCTAGATAAATCATTAAAAATCTCGAATAATTAGTGTTATACCAATCTGATCAAACAACTTCCCATT
+TTCGAGTGGTCTAAAAACCCAATAACTGCGTTGCTTTCAATCGCAATAGCCTGCTATTACTCAATCAAGC
+GCCTTGTTCTTGAATTTTTATCCTCACTGAACTTTGGGAACTAACTTAATCAAATTAGTATTAAAATGAC
+CCCAGCCAATAAGCTGGGGTCTATGTTAAGTATTTTACCAGTTGTAAGTAGCACTGATGGTGTATTGTTC
+ACCACGACCCGGTGTACCAGGTATCTCTTCAAAAGATTCATCCCAAAGATTGTCTGCTGCAAGCACAATA
+TCTAAACCTTTAATCTGTGAAGGAGAAACCTTTAATGAAAGGTGTGTGAATAGAGCATCGTCGTCACCGT
+TGCGTAGAATGTTTTCTTCTTGTTTGCGCCACTCATTATCAACACGTACTTCTACGATGTCGCTAGGATG
+CCAAATAACACCTAATGTTACCCGATGATCTGGGAAGTTCAATGCATAAAAGCTAGCATCTATATCCGCA
+GCACCATAATCTTCTGATTTTTCAAGGAAGGTGTAACTAGTGATTATTTCTGCGTTTTCAAAACGCTTTA
+CCGCAAGTAGTTCTAAACCTAAGGTATCAATATCAACCGGGTTTGCTGAACGAGCAGAAGTTGAACTCAA
+GCTATAGGTCCAATCGGTTAAATCATTGTCTTGTCGATAAAAAATAGCAGAATCAAGGCGCCAAGTTTCG
+CGATCTAATACCAAGCCTAATTCTATGTTTTTAGTGGTTTCTCGCTCAAGATTATAATTACTTCTAAACA
+ATCCACCACTATCACTACCACCGATAGCGGTATAACCAGCTACTTGACTGGCTTCTGCATAAGAGAGATA
+AATCGTTTGAGAAGTATCATCAGCATTAATTGTATCCCACGTTATATCACCAATCATTGATACTTGAGAA
+TCGTCTCGATTAGTATCATCAAAAGCCGCGCCGAGACGGACAGTTAATGCTTGGTCATTATGTAGATCCA
+TTCGGTATTCAGGTAATACACTGAGCTTGTAATAATGACGAGAAGTAAAGTTATTTTCTAACGTGGTTGA
+TTTAATACTGTCTGCTATAAACTGCGTTGAATAATTCAGTGCAAATGATGCTGTTTGGGCATGGCGACCG
+GATAACGCTATCGATTTAACATCAGTTTCGTGAAAAGCTTCAAAGATATCAGGGTTTTCACGGGAAAAAA
+CATAATGGTCTTTGTTATTACGATAGTAAGTGGAAATTTCAAATGTGCTGTCTTGCGCATATTCCTGTTT
+ATGATTAAGTATTAATAGTTGTGTTTCAAGATCTTCAGTTTCATTAACATTAAATGGCGTGTACATATTT
+GGCCAGCCAAAAAATTTGTCTTGAGAACCAAAAAACAGATCGGTCTGTGATGAAGGCCCAACTAACTGAA
+TACGAGCAGAGGCACGTTGAAAATCATGATCGCCATTTTCTATCGTGCCATCACTTTCAGAGCGAGAGAA
+TTCACCTTCTAAACCAAGAGTCCAATCAGTAGAATCACCCAGTGCCATACTCACACCACTGTGTATTCGT
+TGTAAATTAAAGTTGTTATTACCTGCGCCAATTGAAGCACTGCCTGCCGTTTTTATTGGTGTCCAGTTGC
+GGGAAACGGTCCCTACCGAGCTATTAACACCGTGCAGCGCATTATCTGCACCAGTCAGTACATTAGCATT
+ACTTAACATTTCCTGAGCAATAGGAATTTCTGCAAAGTAATGTCCAGTTTGCGGATCAAGTAATGTCGCG
+CTGCCAACCCTAAAGCCAGTATTTTCGAAAATACCACCACGAATAGTTACATCAGCTTGAGCTTCTGCCA
+TATTGCGTGACTGTAGATCAACGCGTGGGTCATATTCTAAATTAGAAACTGGCGAACCAAAAGTTCCCAC
+AGGCTTAGTATTAGCCGTGGTTGAGCTTTCAACCGTGATTTTCTCAATATCATTACTGACATCTTCATTT
+ACTATAGTGCTTACTTCATCACTTACTGCATGAATTTCATCGGATGCCGATGAAACAGTCGATAGGCTAA
+ATAACAAAGCGGGCAAAGCAACTTGTACAACTCGAATCATGTTAATGTTCTCTATTTACACTGTTTTATC
+TATCTTAAAAACGATTGTTTTTCACTCAATCACTCACTTGCTCAAGAAACCACATGACTAGCTTACAGAA
+AGAGTTATTACTAATCTTTGTGTTATACCGTCGGGTTTAAAATATTGGAACAACTTCACGAAAATATCGT
+AATATGGGTAGGGTTCAGCTGAAAGGTAGTAATGGTATGTTAATTAAGATTATATCTTAGCGAAGTACAA
+TTTTATACATGATAGCCATTCTCACTTAATAATGATTTACAATTGAACACATAACAACCAGAGTGATGAC
+GATTTATCCGCTATTACAATAATCAATAGGTTTTGTTAAGACCAAATATGAAAACACAACAAACTAAGAA
+TGATGTCCACGAACCAGAAACTATTTATTTTGCTGGGGGCTGCCTTTGGGGCGTACAGGAATTTATTAAG
+CACCTACCTGGCGTTATTGCAACAGCAGCAGGTCGAGCTAATGGCTTAACCAATACAACCAAGAGCAGTT
+ATGATGGTTATGCTGAATGTGTAGAAGTAATCTTCATCCCAAACACGGTCAATGTTATTGAACTTATAGG
+TTACTTTTTCGAAATAATTGACCCTTACAGCATCAATAAGCAAGGCGAGGATGTTGGAAAGAAATACCGA
+ACTGGAATATACAGCAAACAAAGCAGCCACCTCAAAGTGGCTATTGGGTATATTACACGTCGCGATGATG
+CAGATAAGGTTGTAGTGGAAATTTTACCATTGCTAAACTATGTGAAAAGCGATGAGGAACACCAAGAAAG
+ATTAACTCGGTTCCCCAATGACTATTGTCATATTCCTAAGAAGATATTACATAAATACAAGTAAGTTAAA
+AGTGACTAATGCGCCCTGCTCCTTCTCCCTGTTCAGCCTGTTCCTCTTATAGCGACACTTTCACAGTATT
+GATCACAAGGTTGGCCAAAGGATTTAAATAAGCCGGTTATTATAACGTGTTCTTTATTTCCTTTGCCAAT
+GAAAACCGCTAAAATGCCATAGGCTAACAAGGAGTTACCGTGATTGAAGTAAAAGATTTATGTTTCATTC
+GTAATGATGGCGATAACAAACAAAGTATTTTAAATAAGCTAGATTTGTCTATACCCGAAGCACAGCATCT
+TGCATTACTTGGTGATAGTGGCTCAGGTAAAACCACCTTTTTGCACATTTTGGCGGGCCTGCTGCAAGCA
+GATAGCGGCTCAGTCAGTGTTAACAACCAAGAGTTATCATTGCTTAATGAGCGAGAACTCGCGCTTTATC
+GCCGTAAAATTGGTCTTATATTTCAGCATTACCAATTGCTTGATTGCCTCACCGTAAAACAAAATATTTT
+ATTCCAGCACAAGCTAAACTTTCCAGGTGAAGCCGCGAGTGAGTTTGACCATCTCGTCAATGAGTTAGGG
+CTACAAAATAAGCTTAATGCCCTGCCTCATCAACTGTCAGGTGGTGAACAACAAAGAGTGGGTATCGCCA
+GAGCCTTACTTAACAAACCTCAAATTATTTTTGCCGATGAGCCTACTGGCAACTTAGATCAAAAGCGTTC
+GCACCAAGTGGTTAAACTACTTACCGAGTTATGCCATGCACGACAAATTAACCTAGTCATGGTGACTCAT
+AGTCATCAATTAACTGATTATTTTGATCAAGTTAAAGTGTTAAGAGATGGTCGTTTTGACTAGTTTTACT
+AATGAAATCAAAATTATATTAACCACCCATATCGCGTTTTATCGACGACATCCTTGGTTGATGGCCTTGT
+TTATTTTAGGATTTAGTTTAGGCAGCGCTCTATTAACCGCCATTTCGGGGCTTAATCAAGAAGCCAAAAC
+ACGTTATCAACATTCCTCTGCATTAATCAATAACCCCGTCACGCATTTAATTAAACCGCTCACGGGAAAA
+CAGACTATTGATGGTAATCTTTGGATAAACTTACGGCAACAGGGCTTTATTAATGCACAGCCTGTTTTAC
+GCGGTAGATTAAAAACCAATGACGACAAAACGCTGGCAATTCAAGGTGTAGATACCTTGTTGTGGTTAAA
+TAACCCGCAATACAAACAACCTAATGAAAACGACAATAAAACACCTTCGCACTTTTCCCTGTCTACCTTG
+TTAGTAGATTCACAATTTGCTGGTCGACTTCAAACTAAAACAGGTAGCCAAGCACAATTTGTCTTGAAAA
+ATGGACAAGTTCAACCAGACATCCGTTTAATGGATAATGTAGGGCTTTGGGCCATTACTGATATTGCTCA
+TGCAGATTATTTACTAGAAGCTAAAGGACAATTAAGCTTTATTGAGCTGTCGCATGTTACCGAGCTGCAA
+GTAGTTCAAATAAAACAGTTGATTGCAGGGAAAGCACAGCTAATTGATGCCGAACAACAGTCCTTTGATG
+TACTGTCACAAGCGTTCTTTTTTAACCTTACCGCCCTTGCCATGCTTGGTTATATTGTTGCGGTCTTTTT
+GAGCTTTAACGCGATAAAACTCACACTAACGGCTCGACAAAAATTGATTAAGCAAATGCAGCTGTTAGGC
+TGCACCAAGCTAAGTATTCAACTTAGCCTTAGTATCGAACTTATTATTGTTAGTCTTTGTACCGCGCTTA
+TAGGCACTTTAGGCGGCTACTTCATTGCTAATGGATTAGTGCTTGATGTAAATCGTACTTTGGTGGGTTT
+GTATCAACTTGATAAAGCGCTTGTTATCCATTGGCAGTGGACTAATGTTTTATTGGGTTTTGCACTGAAT
+ATATCTGCCTTAGCGGTAATATTGTTAACACAAGCCAAACAAGTTGCCAGTAAAGTCCAATTGATATTTT
+ACGCCTTATTGGCGAGTACATCGGTAGGCTTAATTTGGCTACTTAATTACGCGACCAACGAATACCAAGC
+GTTATTGCTGTGTTTTACCCTATTGGTCTTGTTCATATTACTGGTGCCTAAAGCGCTATCGGGTTTGGTC
+GCATTACCTTTTACACTATCTAATCCGTTAGCCCAATGGCTACATGCCGATACGCGATTCCACATAAAAG
+ATCTACATATTGCCATTATTGCCATTTTAGTTGCCCTTGGTAGTGCCATAGGCATGCAAATTATGGTGAA
+AAGCTTTAGTACCACGTTAAATGCACACCTTGAAAAACAACTAAGTGCTGATATTTATTTGCGTTCAGAT
+AAAATCGACCACAACCTAAGACAAACACTCAGTCACTTGCCTGAAGTTGCACAGCTAAGCATATATATGA
+AAAGCGAAGGCAAGGTAAATAATGTACCTGCAAAGCTTTCAAGCTTTGGTGAAAACTTTGAACACTATCT
+GCAAATATCGCTAACATCTGGTTCACCCATCAGCGATAAAAACTTCATGGATAAAGGCTGTTTGGCTAAT
+GAGCAAAGTAAAATTAAATTTGGTTCATCTATAGGTGATGTGGCTGTTTTTGAACAAAACTCAATGCACT
+TCAACTGCCGTATAACGGGCTTTTTTTATGATTATGGCAACCCAAGTATGTCGCTACTTACCTTGGAAAA
+ACGACAAAGAGCTGCAGCACTAAATACAGAATTTGTTGGTTATTCAATTCGCTTAAACAGTAGTTCCACC
+GTTGCTGCATTTAGCGAGCGTTTAGTGAACGAATTCAAACAAGACAGCACGCTAATTTTACCCAACAAAC
+GATTTAAACAAATAGCCAATGCTTTATTTGACGATACCTTCGTCGTTACCAAAGCGCTTAATGGTTTTAT
+TCTCGCTATTGCCCTATTAAGTCTGTGTACCAGCCTATTAAGTTTAAGTGTTAATCAATTAAAGCAATTA
+ACCATATTACGAAACTTAGGGGTAACACAGCAGCAATTATTAACCATGAAGCTGCTACAAACCGGAGGCA
+TAGTGTTATTTACCGCATTATTTGCTATTCCTCTGGGTTTTGCCCTTGGCTTTGCCTTATTAAAGTTTGT
+AATGCCTATAGCATTTGGCTGGACCATTCACTTTAGTTTAGATTTAACCAGTTTATTCATCATGTGTTTA
+ACCCTGGTTGGTGTCTCTGTGTTATGTGCTTATTTACCGATACGCAAACTAACCAACTTAGAAGCGAAGG
+AGTCATAATCTCGTGATGATAAAGCAAATAGTGAACAAGTTATTACTCACCAGTTTTGTTTTTGTTTGCT
+TTGTTTTTTTACTGGCTGCTTGTCAGCCTGTGGAGCAAAAGTCGACCCCCTCTGCGTTACAAATGGCCAG
+TGGTAAGCCGGTAACAAGAGGAACTGAATTAGTTTTTCCAAAAGATCATGGTATTCATGCAGAACAAGGC
+ATTGAATGGTGGTATTTAACGGCTAATTTGCAAAGTGACACAGGTGAAACCTTTGGTGTTCAATGGACAC
+TATTTCGTACCTTAATGCCGAGTAACATTGAATCGAAATGGTGGGATAACAACCTATACTTCGCCCACTT
+TGCAATGCAGCATAAACAACAGCATGTTGCGTTCGAACGTTTTTCACGATCGGGTCAAGCCATGGTAACT
+AGCTCTCCGTTTAAGGCCACCATTGATAATTGGCAATTGAGCAGTATAAATGAAGATTTTTTACCACTGA
+AGCTAGCTGCAGTACATGAAAATTATGAAATAGCGTTAACACTAAGTGACAGTCCAATGACATTACATGG
+CGACAACGGTTACAGCCAAAAAACTCAAAGTGGTCATGCGTCTTATTATTTTAGTTATCCATTTTTAAAG
+GTAAAAGGCAGTCTAACGTTTGCCGGAAAAACCTATAAAGTAACTGGTAATGCCTGGTATGACAGAGAAT
+GGTCCGCCAGTTTGCTTGACAAGAGTCAACTTGGTTGGGACTGGTTCAGTCTTGTCGACTCTCAATCAGA
+AGAGTCAGATCAAAAAGGGCTAATGCTTTTTTGCATACGTGGGCGCGAACTAAAAGTCGAGAAAAGAGCC
+GAACAAGAAGAACAAAGTAACAGAGACAATAATGGGCTCAGTAACGGAAACAGTTATGATTATTGCCGCG
+GTACGCGCATAGCGCCCGACGGTGAAGCAACGGATATTTCAAAAGAAGGTATTAAGCTGTCAGTCGTTGA
+AACCGTGACGATAGATAACCACGACTATCCAAGCAAGTGGCAAGTTGAATTACCTAATACCCCTGACATT
+ATTATTGAAAGTATCACCAAAGATTCGCGCAATAAATTAACTATTCCCTATTGGGAAGGCCGAGTTAAAG
+CAACAGGAGGCTTTAATGGTAATGGTTATGCCGAGATAACGGGGTACTAAACCCCAGACATTACAACTGC
+TCTTTCGGGGTTTCTTATTGTTGCTCAATGCTACACTGAAGACATTAGGCAACTAGCGCGAATAGTACTT
+AGGATTTTGTTTTGTATCGTAAAATCTCATCGCCACTATCATCAAGTTATCCTGTTGGTAACCAGCCAAC
+ATGCCTATAAAAACCGTAAGCCCTAATATTTGAATTTACACCCGCTGCTAGCCAAAGCTCAGCTAAGCCT
+TGAGAGAAAAGGCAATCAACAACCAGAAATAGTAATTTTTTTCCAACACCGTGCCCCTCATATTCGGGTA
+ATACTGCTAATACGAGTACTTCGCCAGTTTGAGTATTTCCATAACAATAAGCAATGACTTCACCTTTATC
+TAATGCCACCATCCCAATATAAGTATCATTTTCCAATTTGGGTGACCAGATTTCAGTAGTTACACCGATT
+GCGATTAATGTATCCTTATCGATTGAGTTGTCTCGTGTAGCACCTCGAATTTCTGCGCATATATCTAAAT
+CAGAATCCAATGCTCTTCGATATACTAATGTCATTTTTCGCTTCCCAATTTACTAAGTACAAAAATATAA
+CATCCTAACACTGACTTATCAATTATGCATTTATCTTATTAAAATCAATAACTTAATTAAATACAGCCTG
+AGATTTTTATTTAATTTGTAGCACATGTGTAGCAATATGGTTTGGACTTCTATTACATAAACAATATCGC
+TAATGCCACAAAACGGTCCTAATTTTCATGTCAATTATCACCAATATTATGTCCACTTTCTTCAAGGATA
+GCTGACATTAGCAGTATTTTTCTATCTCGCTTTCGCCACCGAAGCGCCATAGAGTTACAACTACTTTTAT
+CGCACTTCAAACTTGATACTAGGGTTGTTTACACGTGCTGATCAATTAGAATCGAATTACCATCTGGGTC
+TTGAATAGAAACACTAGAAGGACCACTTGCACCAGTAATAGATTTTGTATTATGTTAACACCTTGAGCTT
+CAAATTCTTTTAAAAGCTCTCTAACATCGGCATACGACTCTAGAGTTAGGCTCATATGTGTTATAAATAC
+ATTACCCACTTACCTTTATACGCATACCAGTGGAATAGATGATATCTTCGCTTGGACATGAATATTTTGG
+TGTGATAGATGAGCAAGACTGATTTGGCTTGTCAAAACAGAAATCAAATCGAGTTTGCGTTTTTACTGGC
+TGAGTGAGAATGCTTTTAGGTAATTCTGACCATTTCCAGTTTTGAATTACATTTTCAGCTGCTTTAGCAA
+AGTACTTGCTTGTTGAAGCTACTACATTTATGTCTTTAACTTCATTTTGTGGTGTTATTACATATTCAAT
+AGTTGCGCAGCCCTCAATAGACTTCATCACCGCTTTTTTTGGATATCTAGCAGGAAATCGATCTAGTTGA
+CTCCATTTCGAAGATTGAATTTCGTTATGAGTGATTGATAAATCCGAATACTCATTCTCCACTTTTGTTG
+ATGAACACCCACTCATAATAAGAATAGTGATTAGAATACTAATATTACTTTTCATAGCTGAAACTTCCTT
+GCATTTATAACGCCAGAATAACAGGCTAAAAATTGTTAGCTAAAATCAGCGAGGCACGATCAGTGGCCAA
+CTATTTATAGTCCTAGTTCATTTGCTTGTTAGTAGCACTGTTTAATAAGATTAAAATAAAATCTCATCGT
+CGCTTATTTTTTCAGATGCTAAATGTTTATCTAGCTCAGATCGCGTAAAGAACATTTTTTAATTTTTATT
+TTAACGAGCCCTGTTTTCATCCTTCATATTTCTATGGTTAGTTAACACCTTTGACTTCCCTTTCCATTCA
+GGTAATTTTAACCTTTTGTTCGGATGTTTTTTATTATATTGCTCCACATAAACCGTGTATTTACTCCATA
+AGTCATCAACATCTTCATTAAGAATATCTTTAATTGCTACTTTAAAACTCCAAGGTTTAATTTTTAGTGG
+TGACTGATTAAATTTGTAAGTAAACTCTGAATCATAATTATCAGCAATCCAATTTAAGAAAAATCCCGTT
+GTTGTATAACCCGAAAGATAACGATCATTGACTTGAGTTTGTCGATTAATGCTTCCTGTATCCGGTGAAC
+GAGTTAGATGATGCCTGCCTCTGATACGCACCAGATCAGCAACCCCTTCAAGAAACGCATAATAATCATG
+ACCAGACGCATATAGATCTTTAATAGTTTCTGGCTGTGATTGATAACCATGTACAAGTTCATGCCAGAAT
+ACACCGTAAATCTCATATTTTACAGCATCGTCAGGCTGATCAGCTAGGGCATATTGCAGATATCGAGTAC
+TAAAATAAAGCTGCATATTTTTACCTGAGCCACCACGTGCAGCTAACACGTCACTCCAGTTATACTGAAA
+AGTCACGGTATCAAATTCAGGCACTTCAGTAATATTGCGGTAAAGATTTTTACACACCTCCAGAGAGACC
+TCATTAATTGCTCCAATTAAGTCAGGAACAATTCGATTGACTCGCTTAAAACCTTCCGAATTAGTATCTT
+GATGTGCCAGTATTACTTTTGGATAGTGAAAACCTTGCCAAGGGTTAGCTGGATCGTAAGAAACAACAAA
+ACGCTTATTAAGCTTGGTGTGTGCACCAAATTTATTTTTAACAGTTAAGCTAACATCATGGCCACCTGGT
+TTGTTAAAGACCACCTTAGGGTTTCTTTCATTACTGGTGGCAGGCGTAGCATTTTCAAAAGTCCAATGCC
+ATTCTGTTGGTGAGTTAGGTGACTCATCCTTAAAAGAAATTTCTTGATCAAACTTAACTTTGGTTGCCGA
+TGCCGAGAACTGCGCAACTGGCTCTTTAGTAATACCTCGTAGCTCCAGCTCTGCAATTTGTAAGTAGGTA
+TCACCCCAGGTCGTCGGTTTTGTCTGAGTAAAGTGATATCGGTACTGAGAATACTTTGTTGTGTTACCCG
+CAATCTGGTATTCGTTCGTGACTCCTCGACCATTAAATTTCTGCTCGCCTCGAGTATCAATGGTTGTCCA
+ATGTGTATCATCATTAGAAGCTTCAAGTATCCATTCTTTAGGATCTCTACCTGGCGCGTCACCAGCAGAG
+GTAACCTGATAACTGGAAAGAACTTTAGGTTTTTGAGTATTAAAAATAACCCAGGCCGATTTATGCATTG
+CTAAAAATTTAGAGCCTTTGTCTCCATCGAACAGATTATTAACGCCTTCTGTCGTAGGTGAATCTTTATG
+CTCTGTTGTCGTTGAAAAAGGTAAATCAAGAAAGTTAACCGACGCAGCAGATACCGCCTCCTGCGTTGCT
+TCTCTTTCTAGTTTATCTGCTGTAACACAAGCAACTAGCCCCCCGGACATAACAGCCATGGTAAGCATTT
+TTATCAGTTTCATCTTATTTCTCTTGTCTCTGGTTAAGTTGTTTTAAGGTTTATTGCGATTCACTTTAAC
+TATAAGAATAAATAACGCTCCATAAATACCTACAACCAAATCAAGCATCACAACATAAAATACTGATAAT
+ACTGACGGTATTCATTTGGCCTCCCCTTATTAATGGGTTTATATTATTTTGAGTAAATGGAAGTTAAACC
+ATTACTGCTGTAATGATTTAATAACCTCAAAACAAGATCCCAATGTGTGATAATCACATTTAGCCCCAGC
+TGCACTTTTTTCGTTAGAGTATTTCGAATTATCACGATGCAAAACCCTAAACCATGCTCCATGCTGATGA
+TCAACAAAGTGTTGCCAACTATATTTCCACAGTGATTGATAATGTTTTAAATATTTTGAGTTGTCTGTTG
+CCTTATATAATAAAGCCGCGGCAGCAAAGCTTTCAGCTTGCACCCAAAAGTATTTATCATCGTCACACCA
+GTTGCCTTCAGGATCAAAACCGTAGATTAGGCCTCCATGACTATCATCCCAAGACTTATCAAAACTGCCA
+TCAAATAGCTGCTGAGCCTTTACTACTAACCAGTCTTGCGGCGCATGACTGTTTAATTGTAATAATAGTT
+TTGTCCACTCGGTTTGGTGTCCTGGTTGAAACCCCCAAGGACGATAAAGGTTTTTAGGGTCGTCTTTGTT
+ATATAACCAATCAGGTTGGAAATCTTTAGTGTAGTGCTCCCAAATTAAATTATTGGTAAGCGCAGCTTGT
+TTACAACTAATATTTTCTGCAATAACTTCTGCTCGCTTTAAAAATACTGAGTTATTCGTTGCTTCATAGG
+CCGAAATCATCGCTTCACAAATATGCATATTCGCATTTTGGCCACGGTAGTCAGATAAGACTCCATCAAT
+ACTAAGAGTATCTGCATATAAACCATATTCAGCCTGCCAAAAACGCTCTTCAAGCAATTGATAGACATCA
+TTTAACTTGTCATCTTTTTTTATCATGCCCGCTTTACGCGCTGCCGCATAGGCCAGTAATACAAAGGCAT
+AACCATAGGCTTGTTGTGTCATATCTAGTGGCTTATTATCTTGTAAAGTCCAAGCATAATTTTGACTATC
+ACTTTGCCAATGTACTTGTTCTAAATAATCTAAACCATGCTGTGCGGTTTCTAAATATTTCGGCTTATTG
+AGTATGCTGGCAGCCGTAGCGTAATTCACTATAATCCGGGTGCTACTGACTAATTGTTTAAAACCTTTAT
+TAAAGGTTGTGCCATCATCATAAAAATTTTGAAAATAGCCTCCATGTTCATCTAATACACCATGGTCATA
+AAAATCGAGAATACTCTTGCAGTGCTCGACTAAAAAAGAATGATCATAAAAATTCATCAACGGCTCCGGG
+AAAAAATATCTAATAATTGCGTTTGTTTCAAGCCTAGCTCTTTAACAAAAGCAACTGCTTGCTCAAAATT
+AGGCAACGCTGGAAATGCCCCAGCTTTGGTAACGGTAAGTGCACCACAACTCGCAGAAAAGTTTATGATT
+TGCTTCAACAATTCATTGTCATCAAGTAATTCAGTCAGTTGTTCAAAATGACTCAAAGCAAATAACAAAG
+CGCCAATAAAAGCATCGCCACCCGCTGTTGTATCTACGGTTATAACTTTAGGAGGGGAAATAGCATCTAA
+AATGGCTGCAGTATAGTAAGTGAGAACATTTTCGCCATCAGTTATTATCAATAATTGACAATTTGCATCG
+AAACAACTTTGTATATAACTCTCAATATTTCCTTGTGCCAAGTAGGTTAGTTCTTCTGAAGAGAATTTTA
+AAACATGTGCTTGCTTAACCAGTTTATTAACGACACTTATAGACACTTTTCCGGTTGCCCATAAATTGTG
+ACGAAGATTAACATCAAAACTAATAATTGCTCCATGCACTAACGCTCGCTCTACCGCATACTCTGTACAA
+TCAGCGATATCCTTCTCCGTTAAGGTATTACTGCAAAAATGAAAAATAGGTGATTCACAAAACCAAATTT
+CATCTACTTGTGACTTTTCAAATAATAGATCCGCAGTTTGGTGACGGTGAAACGAAAAGCTTCTCTCCCC
+CATTTCATCCAATAAAACAAAAGCTAAAGCTGTTTTTGCATGTGGATGCTTACTGACAAATTGAGTATCC
+ACTTGATACGTGTGCAGTGCATTAATTAAAAAATCACCAAATGCATCGTCACCAACTTGACCGGCAAAAA
+ACGCTTTCCCGCCTAACCTTGAAACAGCAACAGCAGCATTTGCAGGTGCTCCGCCTGGATATTGGCGGTA
+ATTATTTAAGGTTAAACATCCATCTTCTTGAGAGCCAGTATTAAGAAAATCTATTAAGGCTTCACCAAAA
+CAAATAACGGGTTTCATAGATTAGCCTCTACTGGAGTGGTGATTTCATTTTTTTGATTTGCACGATACTT
+TGCCGTGTAAAGTGCATAGCCAAAGATATAGATATAAGCGCATGCAGGCACAATAAAACTTGCTTGAACT
+GAGCTAATGTCTGCAACATATCCTTGAATTAACGGTAGAATAGCTCCACCAACAATGGCTTGGCATAACA
+AACCTGAACCTTTAGACGTTAACGGTCCTAAGCCACGAATGGCTAAGGTAAAAATAGTTGGGAACATAAT
+AGAATTGAAGAAACCAACCGAAATCACGGCCCACATGGCGAAGTGACCACTACTCGACATAGTGACAATA
+AGCAATGTCATAGAAAGAATGGAGTTACAGGCAAGTACATAACTTGGCTTGATAATACGCGTTAAGTAAG
+CACCAACAAAACGGCCAATCATTGCAGCGCCCCAATAATATGAAACCATATCACCGGCTTGTTTTTCTGT
+GAGACCAGCAATATCTTTTTGGGTAAAATAATTGACTAAAAAACTGCCAATAGATACTTCAGCGCCAACA
+TATACAAAGATACCAAGCGCACCTAAAAGCAGTGGTTTTTGTTGCCAAATTGATTTACCGTCACTCGCGT
+TATCGTCAGGCGTTTCGGCAATAGACTGTATCACGGGTAAATGTAAAAACTTAAAACCTATCGCAACTAA
+TATTGTTGCTCCAGCCAGTAATAAATAAGGTAATTGTACGCTTTTTGCATCAATCACCTCTGTATGGGCT
+ACCGCACCAAAAATTAACGCACTACCAAATATTGGCCCAAGGGTATGACCTAATGAATTAATCGCTTGTG
+CTAAGTTAAGACGACTGGCCGCCGTTTTTTCTTTACCTAGTGATGCCACATAAGGGTTAGCAGAAACTTG
+TAAAATAGTAATGCCTGAAGCAAGTACAAATAGTCCCGCTAAAAACACCCAATACACACCAATTTCTGCG
+GCAGGATAAAACAAACTACAACCTGCGGCGATAGTTAACAGTCCCGTAATAATGCCTTTTAAGTAACCAA
+TTTTACTGATTATTTTTCCCGCAATCGGCGACATAATAAAATAGGCGCCAAAAAAGCAAAACTGTACTAA
+CATTGCTTGCACGTAATTAAGGTCAAATGCTGCCTTAAGGTGTGGTATTAAAATATCATTTAAGGCGGTA
+ATAAAACCCCAAATGAAAAAGAGTGTTGTCATCGAAGCAAAAGCAAAATGATAACTTTCATCGGCTCCTG
+TTTGATGACTTACTGATGCTGTTGGAATATTGCCCGCCATTATTTATCTCCTACTGCCGAATTATCCGTT
+GAAAATGATAGAGGTCTATCAGCAGTCTTAGCCCCCCATTGGGTGTTTGGCACAGATGAAAGCTCAAAGT
+CTAGTTTAACGGGAGCTGAAATATAGCTATCGTCAATCCAGCTCTTGCTGCTATCAATATTATTTACTTT
+TAAACTTGTAATATAACGGTTTTCACTTGACGTATTTGGCGCATTAATTGTTAAATTTCCTATTTTTGTT
+TTTGAGAAAATAGGACTTGCTAGCACCATGTCAGCACGACCTGGTAATAATGGGTATATGCCTAACGCTG
+AAAAAACATACCAAGAAGACATTTGACCTAAATCATCTTGGCCAGGGATGCCTTTAGTGGTGTTATTCCA
+TAATAAGTCAATGGTTGCCCGCACAGTGTCTTGAGTTTTATATGCTTGTCCGGTGAATAAGTACATCCAA
+GGTGATGCAATTGATGGCTGGTTAGACACGTCAGAATAGGTGGCGCTATCTCTAAATAAAACCCAGCTAC
+CATCAGGTTTATGAAAATGGTTATCAAGGCGGTTTGCCATCACTTTATCACCGCCGACCATCTCTTTCAG
+GCCATTACCATCAAAAGGTATCATCCATAAATACTGTGCAGGGCTACCTTCAACAAATAGATGTTCACTG
+TTTGCATCAAAATCAGCTTTCCAAGTACCGTCTTTATTACGTCCTTGAATATAACCTGCTTCTTTAGTTG
+CCTGTGGGTTGAACAGGTTTTTCCAGTAGCCTGAGCGTGTTAATAGTGCTTGTGATGATGCGTTATCGCC
+TAGCTTGCTGGCTAATTGCGATAAGGCAAAGTCAGCAGACGCTTGTTCAAGTGTTTCTGATGCACCTTCC
+CAGCTATTTGATTGATCCGAAATATAATTAATGGATTGCCATTGATCGAGTGATGGATGTTGTCCTCGAC
+AAAATACAGGACAACCTTCATCACTTAAATCAAATGATGTTGGTTCATTAGCCGCTTTGAGTAAAGACTG
+GTATGCGCCTTTGATATCAAAACCGGTTGCACCAAAGGCAGCAAAGTTAGCGATAGCAATGGTAGATGGA
+TCACCACTCATTACACCTGTAGCACCAGAGTTATGGGTCCAACGGTCCCAAACACCATTATATTGTTGAG
+CTTGGTTATATAACGATTGAGCAATATCACTACCACGGGTAGCATCAAGCAACGTTACCAGTTGCAATTG
+CGATCGATAAACATCCCAACCAGAAAAATTTGCGTATTGCGCCTTTTGTTTATTATTAATTTTATGAACT
+TTTTGATCAAAACCTAAATATTCGCCGTTAACATCACTAAATACATTAGGGTGGAATTGTGAATGAAATA
+GCGCGGTATAAAACGTGGTTAACTTATCTTTATTAGTAGAAACAACTTTAACTTTCTCCAAAGTTTTATT
+CCACGTTTGGTAAGCTTCTTTTCTTACTTCTTCAAAATATTTTTCTTTAGTTTGTGAGCTGTTAACTAAG
+GTTTCTGTTTGCTCTTTAGCTAAATTTTCACGTGCGTTGGCTAAGCTGACATAAGAAATACCGACTGTCA
+TGGTTACTGTTTTTTGCTGTGAGAGATCTAAATCAACCCAAGCACCAGAGCCTTTACCTAATTTAGGAAT
+ACCTTTTTCACCATATCCCATGCCACCTTTAGCACTGTCACTATTTTTAGTAACTGTGTCGTCTTGCCAA
+CCACCGGTGCCTGAAATTGGCACGTCTAATTTGGCGACAAAATGTAAAGTGTAATAATCGCGACGGTTGA
+ATTCGCCTAAATAACCACAAAAATTACCGCTAGTAACGTGACCTGTTATTTCGCCTTTTTCTTGATCAAT
+TTTGGTATAGGCATCACCGCTGCCTAATTGAGAATATGAGCTTCTAAACAGTAATTTTGCCTGTTCTGGA
+TTATCAAAGGTAAAACGTGCAATGCCCGTTCGGGTTGTTGCGCTTAATTCAACATCAACGCCATTATCCA
+TTTTTACCTGATAATAACCTGGTGTTGCTGTTTCGTTTTGGTGAGTAAAGCCTGCACTGTAATAAGCATC
+TAGCATATCGGTATCTGGCGAATGTTTGATAGCAGAAGTAAAAGGTAATACAGGAATATCACCCGAGGCA
+CCTAAACAGCCGGTACCCGATAAGCGCGTAAATGAGAATCCTTTAATTCGACTTGCGCCATAATTGTAAC
+CTCCTGGCCCCACAGGAATTCGACCTTTTTCGCCGAGCACTTGCTTGGTCATGCGCTCGCTTTCTTTGAG
+TAAATCTTTGGTATAAGCATGCTCAGGGCCAAAGTTAAACATACCATGAGGCACCACAGCGCCAGGCACA
+ACATTAGCGGCTTGACGGTGGTTATATACCCCTTCAGTGCCAATAAAAGGATTAACGTAATCAACAGGGT
+TACTAACCCACTCTTCTGGCGCTGAGCTGGTTTTATTTTCATTGTCAGCATTGTTGTTTTGGCTATTACA
+GCCTGAGATTGATAAGCCAAGTGTTAGTAAACACGTCGCTGTAACTTTAAAAGTGTGCATATTTTATCCT
+TAACCCAGCTAAAAGCTGGGTTATTTATTCAATAGGTTCAAGCAAAGTGTTTTTTAATGAGTGCTCATTG
+AGGTTGGGCGATTTTTAGTCTCAATTCCCCAATGTTTATTTGGTATGTTTGACATTACAAATGTTAAGGT
+GCCGCCGTTAATGATGTCATCATGAGTAATAAAACTACGGTTTAACGGTTTTCCATTTAATCGTGCGCTT
+TTAATAAACTTATTTTTCTTTGAAAGCTTATTGGCTTTTACGGTGAACGTTTTACCATTAGCAAGATTCA
+ACGATATTTCGGGTAATTGCGGCGCGCCTATGGCGTAACTTAAATCACCTGGGGCTACTGGGTAGAAACC
+CATGGCTGAAAACACATACCATGCTGACATTTGTCCAACATCATCATTACCCGCAAGACCATCGGGCTGA
+TCAGATGATAAGGTATCCATTATTTGACGAATACGTTCTTGTGTACGCCAAGGTTTACCTGCGTAATTAT
+AAAGGTAAGCAATATGATGGCTTGGCTCATTACCGTGTGCGTATTGTCCAATTAAGCCCGCAATATCTTC
+ATGCTCTTTAATTTTTTCATGACTTAATTCTTTATTAAATAATAAATCCAAACGCTCTTCAAAGGCTTTG
+TCTCCACCAATCAAATCGATTAACGTGTTTACGTCATGAGGTACGTAAAAAGTATATTGGAAGCTATTAC
+CTTCGGTAAAGGGCCCCATTAACTTAGCGTCTTCTGCATCAAAATCAGGGTTCCATACGCCTTCACTGTT
+CTTTCCTCGCATAAAGCCAACACTAGGATCGAATAGGTTTTTATAAGATTGTGCGCGTTGGTAAAAGGTT
+TTTGCAATATATTTTTTGCCCATTGCTTCTGCCATACGTGCGATCGTGTAGTCGTTGTAAGCGTATTCTA
+AGGTAATAGATACTGATTCGCTAAGCTTGTCCATAGGAACATAGCCACGTTTAATGTATTCTGGAATAGC
+ATCATATTTAGGATTATTAGCGGTATCTGTCATTGCTTTTAAGGCAAGTTCACTATCAAAGTCTCGAATG
+CCTTTTAAGTAGGCATCAGCGATTACTGATACAGCGTGATAACCAATCATAGTCCAGGTTTCGTGAGCCT
+GAAAAGACCAAATAGGTAACATATTGTCATAGCTCTGTTGATAATGCGCCAACATTGAGTTAATCATGTT
+AGGGACTTTATCAGGTGCAATGTAAGTTAGTAGTGGGTGTAGTGCGCGATAGGTATCCCATAAAGAAAAC
+AAGGTGTAATTTTCAAAACCGTCTGCTTGATGGATTTCACCATCAACACCGCGATATTGACCATTAACAT
+CTTGATAAATAGAAGGTGCCTGTAAAGCATGATAAAGCGCGGTATATAACTGGCGTTTTTCAGATTTTTT
+ACCTTTTGCTTGCACAACAGATAATTGTTCTTGCCACTGCTTTTTCGCTTGAAGTTTAACGTCATCAAAA
+TCCCAGCCAGGGTTTTCAGTGATTAAATTTTCCAGTGCATTTTTACGGCTAACGGCTGACAAACCGACTT
+TAACCATTAATGGCTCTGTATTAGCATCTTTAAAATGTGTTAGCACTTTAATTGCTTTACCAGCAGTATA
+TTGAATAGCAGAGTTAACAATAGTCGAAGGTTTACTGCCTTTTTTTGTCAGGCAGCCATTACAGCGATAA
+CGTGAATTGTCTTGGTTAATTAATTCAATACTGTCAAATGGGCGAGAGAACTTGATCGCAAAATACATAT
+CTCTTTGTTTTGCCCAGCCATTGGTAGAACGGTATGCCAATAGGGTTTGATTATCAATAACTCGCACATC
+ACTCCAGATAACCTTATTTTTAAAGTTATAGATAGAAGCCGTTAAATCAAGTAGGACATGTGCTTGCTCA
+TTTTCTTTAAAGGTATAGCGGTGCATGCCCGTTCGAGCTGTCGTGGTTAATTCAGCTTTAATTTTATAAT
+CACTTAATTCAACGGAGTAGTAACCTGGCGAAGCCTTTTCTGCATTATGATTAAAGCGAGAGCGGTAACC
+TGAATCTGGGTCAGTCTCACTACCCGCCTCCACATGAGCTTTTCCTGTCATTGGCATAATAAGTAAATCA
+CCCAAATCAGAATGACCGGTGCCACTAAAATGAGTATGAGAAAAGCCCGTGATAGTTTTATCATCATAAT
+GATAACCTGCACTGTGCTTGTATATTTCACTTTGTGGGTCACTACCTCGACTTACTGCGGCAGTATCAGG
+GCTTAATTGCACCATGCCAAAAGGAACAACAGCGCCGGGAAATGTGTGTCCATCTCCTCCAGTACCAATA
+AAAGGGTCTACCCATTGGGTTACATCGTTAACTTGAATGGCTGAACTTTCTTCTGCATGGGTTAACATTG
+GCATTGCCGTCAATAGGCTAATAACAGCAACTGTATTTAATGCCCAATCACGAGAAGTTTTTTTTAATGT
+ACTCATGTCGTTGGATAAGTATTTCATGTTACGACTGTCCTCTTATATTTTTGGAACGTTCCAATTACGT
+ATCAATATAACGTTAGATTAGCTACAATTCAATAACTTTAAAGTTATAATAGAAAATTATTCAACAGGGA
+ATAGGTATAATGAGTCGTAGCGAAAAGCCAAAAAGTGTCACTGTTATTGATGTAGCTGAAAAAGCAGGGG
+TATCAAAGTCCACCGTTTCATTAGTATTAACCGGGAGTAGCAAGGTAAGTAGTAAAGCTAAACAAAAGGT
+AGAAAAAGCGATAGATGAATTAGGTTACGTTTATAATAGGGATGCGGCTTCACTACGGAGTAGAAAGTCT
+AATCTTATTGCTATTGTAATTAACGACTTAAAGAACCCATACTCTGCTCAACTGGCCGTTGGATTAGAGC
+AACAAATTCGTCAGATGGGCTTATTTTCCATGTTAGTAAACAGTGCTGAAAATGTAGATACCCAAACATC
+TTTAGTACGTAATCTAAAAGAATATAATGTGGCTGCTTTTATTATTTGTCCAGCACCTAATACCTCTGCT
+GATTGGGTTAACTCTCTTGTTGAACAAGGCTTTCCTGTTGTACATATAATGCGAGAAATTGCAGGTGCAA
+AAGTAGCAACTGTACTTCCTGATAATTTCACTGGTACAAAGTTGGCAACCCAGCACTTGATAATGAAGGG
+GTATAAAAAGATTGCTTTTATTGGTGGAAACGAAAGTATTTCAGATTACCATCAACGTTTATCGGGTTAT
+ATCGAGGCTATGACTCTGGCTAAAGTACCTTTTTCTAAGAAGCTTTGCGTTCAATCTAATACGACTCGTA
+ATGGTGGTCGTAGTGCTATGAAAGAAGTATTGACTCTTACCTCAGATATTGAAGCGGTTGTTTGCTTTAG
+TGATGTCATTGCTTATGGCGCAATAGAACAAATTCGAGCATCAGGAAGACAGCCAGGAAAAGACATCGCG
+ATTGTTGGTTTCGATGATTTAGAAGACTCTCGCTTAATGTCACCTGCATTAACCACTATCCATGTTGATG
+CCAATCAAATTGCAATTGCTGTTTGCCAAATACTAACGAATATTAATAATGGTAATCGAAACAAAATATT
+GGTTGGCGTTGACTTAATCGAACGAGATTCAAGTTAACAAGTTCATTTTTATATTTGCCATATTGAAGCT
+AATCCCAAATTTATCCTGTGTCTCGCTATCAAAAGTATAGCGTCATACTAAAGCCTATTTTTTATTCTTA
+CTGACTGTAAATACTACAAATAAGTGTTTTCCTCTCACTTTTTTGAGTGAAATTCACACAAAAAATCACA
+AATAATCTTTGACTATTTACAAAATAAGGGTACCTTACGCATTGGAACGTTCCAATTATCCTTTGTTTAT
+TTTAGCTGGTTTACTCCCTTTTACCTGAAATAACGAGGATTAATAGTTAACCTGTCATAACGGAACGTTC
+CACTTAATATAATAAAAAATTTAATACGATATAATCGTCAGGGGAAATACATGAACAAAAATTTCAAAGA
+AAAGCAGAAACCTTCTTTATCAAGATTAGCGATATTGATTGGTGCTGCATTGTCACTACCAACATTTACA
+GTGTCTGCATTAGAAGAAGTTGAGCAGCTTGATAGCGAAGAAACTATTGAACGAATCGCGATAACTGGTT
+CGCGTATCCGTTCAGTTAATGCACTTGCTCCAAGCCAAATTACTTCAATTAGTGCGGAAGACCTTGCTTT
+AACGGGTCACATCAATGTTATGGATGCATTGCTTGACTTACCTAGTGTTGCTGGCGGTTTAACCAATGAA
+TCTGCTGGATTTAATTATGCCAATACCGGCATGAATACCGTTGATTTACGTAACCTAGGACATGAAAGAA
+CGCTTGTTTTAGTTAATGGTCGCCGGTATGTATCAAGTGATGTTGGTGAAATATTGGCTGATATAAACTC
+TATTCCAACGTCTTTAGTAGAACGTATTGATATTACCACGGGCGGTGGCTCTGCTAGTTATGGCTCTGGC
+GCTATTGCTGGAGTGGTTAACTTTATTTTAAAAGATAATTTTGAGGGGGTTGAAGTTGAAGCCCGCCTTA
+GTCAATCTGGAGAAAGCGATAATAAAAGTGACATGATTCGTGCCACTATTGGGGGTAACTTCGCCGAAGA
+TAAAGGTAATGTTGTTGTCAATTTTGAACGTTCAACGGCTGAAGGCTTAGCATCTCGTGATCGTGGTGTT
+ACAGGTGTTAGATTAAGAACTGTTGACGGGGAAAAAGTATTAAATCCCGCGGACTTAAGTACTTATGCAC
+CAAAGTGGCGCTATGATATTGGCAATGAAGAAGTCTCTTGGCAAAATGGTGCTGTTGGTGATTGGAATGT
+AGAAGATGATGGATATCGACATGCAGATAGCCGAACCATCTCAACGCCTATTGACCGTACAATTTTCAAT
+GCACTAGCGAACTATTACTTGAACGATGACCTACGTGCTTTCGCTGAATTTACTTACGCCAAAACAGAAA
+CTTCTAACCCTTCAGATTTATATGCTATTGGCTCCGCCTATCGTGGCGCTGAAATTAGCATTGATAACCC
+TTTTGTACCTGATGAATTGCGAAACATAGCTCTCGCAGAAAATGATAGTCAGTTTATTCAATACCGTGGA
+CGCCTTAACGAATTTGGACAAGGAGGTTTTGACGCAGAGCGTGTTGTCACACGTTTTGTGCTAGGCCTTG
+ATGGTACATTTGCAGAAGATTGGGATTGGGAATTAAGTTATAACTATGGGCATGTTAGCAATGACCAGGA
+AGGTAATGACGTTAACGAAGTTGCCTATAAAAAAGCGACTGATGTCATTGTTGACCCTGATACCGGTGAA
+AACGTTTGTCGTGATGAAGCTTATGCTGCTATAGGCTGTGTGCCAACCAATGTGTTTGAACCTTTTACTC
+AAGAGATGCAAAATTTTTGGACTAACTTAACTACGCTTGATGGCACATTAAAACAAGAAACATTCGTAGC
+ATCCATTTCTAATAGCAGTCTATTTAGTTTACCTGCTGGTGATGTTGGTTTTGCTGCTGGTTATGAAAGA
+CGCAGTGAGTATGCTGAAGAACATCCTGATTCAGCGACAAAATCGGGCTTAACAGGCGGTGTTCAAATTG
+ACAGTTTAGAAGGTTCATACGATGTTGATGAATTCTTCATGGAAGTTAACATTCCCATTTTAGCTGATAT
+TGCCTTTGTTAAGTCACTTGGCGTCAATATAGCGGGAAGAACATCAGACTATAGCCACGTTGGCCGCAAT
+GAAAGTTGGCAGGTTGCTTCACGTTGGGAAGTTAATGATGATATTACTTTTAGAGCACAATATTCAGAAG
+CGTTTAGAGCACCTACCATTGCAGATATGTTTAATGGTGGCACTCGTCAAGGTCTCAGTCTTGCCGGCAT
+TGATCCATGTGATGGTGTTTCGCTCAGCTCAGCAGATGATGGTGTTAGTGCAGAGCATGCTGCAGCTTGT
+CGAGCTATTCCGGCAATTGCTAATGCGATTCAAGATGGTGGTACTTTTAATGGTGCTCCTGATGATGAAA
+AAGAACGTTATTCATTTTTTGGACCGTCACCGGATTTAGAAGTTGAAACTGCAGAAACAACGACTATCGG
+TTTTATTTATACACCGTCTTATCTTGAGGATTTAACGGTGTCTTTAGATTATTACAGTATCTCTATCGAC
+AATATCATTACTGGTGTAAGCGATGACTACAAAGCTGAGCGTTGTTTAGAAGGTTTACCTGAATTTTGTC
+GTGCTATTGAGAGAGATAGTTCTACAGGTGTAATTCAAACGACTTATAACTATGTTTTTAACTTAGCGGG
+CCGTGAAGTAGAAGGTTACGATTTAGAAGCAAACTATATGTATTCTTTAGGTGAATATGGTGATTTAAAT
+TTTAATCTGCTTTATAACTACGTTACTAAACATCAAACGAAAGCGTTGCCTGACTCGGACTGGGAAGATA
+ATTTAAATGAATTACCTTACTTCGAACAACGAGCAAACTTTAGTACCACCTACAGTTATGAAAACCTGAC
+TGTTAATTGGACCACGGTATTCCAAGGCAGCATTTTTGACGATAAAGATGCTAGCTACTTTAACAATGAT
+ATAGATGCCGTTGTTATCCACAATGCACAAGCTCGTTATACCTTTGGCAATGAAACACCAATAGAAGTTT
+ATGCTGGTATTGATAATGTTTTTGATCAAGATCCACCGTTCTTACCTGAAGGGTATAAAAATGGTCAAGC
+ACAAACAGCTACCGCTAGTCCTTATAGTCGTATTGGTCGCATGTTTTATGTAGGTACGGTCGTAAAATTT
+TAAGATGATCGAATGAGTTACTCATGAGTAATAAGTAAAGAGTAACTCCCATACATACTTCGTTTCAAAA
+ATAAAGATGAGAAAATTATGAAAAACTTTAAATTATCGCTAATCGCTATAGTTGTATTGTCAACTACTTT
+AGCAGGATGTAATGGTTCAGATAAATCACTAGAGATTACCCCAAAAAAAGCAGAAAGTGTAACGGCTAGT
+TCTGCACTACGTAATATGGCTATAGATTCAGGCAACACTATCTCCTCACCAGACGGTGTCAATGTACCCG
+GAGGAGAAGGCATAAATAACTTAATTGACGGCAACGATGGCTCTAAGTTTTTATCATTTAGTGACAGTGT
+ATCTGTTGAATTTAGTGCAGCAAAACCTTATGCCTTAAAAGGATATGCTTTGATATCAGGTAATGATGCC
+CCCGAACGAGATCCGGCCGAGTGGACAGTAGAAGGTTCAGGCGATGGCACAATATGGGTTGAGATTGATA
+GCCGTTCTGGCCAGACTTTTGGTAGTCGTGGTGAAAAGCGTACCTTTGAAATGCTGACTAATGAAGTTGA
+ATATCAACATTATCGTTTTAGTTTTGCAAACAACCCAGCGACCGCTGCAGGCATATTCCAATTAGCTGAA
+ATAGAATTGACTGTTGTGGCAGATGCGCCTTTGGTTGATTTTGCAAGTAATATCTCGCGTGCTGAAATAG
+GTGAAAACGTACAGTTTTGGGATAGATCTTTAGCTAACCCAACGGGTTGGCAGTGGACATTTGAAGATGG
+AGAACCGGCAACGAGCACGAACAGAAATCCTGCGGTTACTTTCACTTCACTTGGTGCTAAATCAGTAACA
+CTGGTTGCGTCTAACGATAAAGGTTCTAATGAAAAGGTACAAGAGCAAGTTGTACATATTTGGGATTCTC
+AAAACCCATGGGCAGGTTATGTAAAACCTACCGTTACGCTTGTTGCTCATAAACCAGAGCATGAAGGGCA
+AATAGCATTTAGTCGAGTTATGCCTGATATCGAGGCCGTCATTCATGACATCTCATTACAGATAGTTAAA
+GTACTGTATAAAGATGTTGCTGAAGCACCATTATTTAAAACGGTAACCTTTGAAACTGATGAATATGACT
+TCCCTGCTGCTAAGAGTGGTACAGATGAAGACATGATCTTAATGATGGATGTTGCTCATCTTGCTAATAA
+AGCAGCTGAAGGTGATGATGCCTTGCGCGATGAAGTGATAGGTATGTTATGGCATGAATTAACCCATGGT
+TATAATAATTCGCCAAACTCAGGTGAATACGCAACGGGTGATGAATACCATTCATATTTAGAGAGTTTAG
+CTAACTACATGCGTATTAAAGCCGGCTTTCATGAAAGTAGACGTGTTGGTATTAAATGGGTTGATAACTG
+GAATGTTGATGCCTATGAGCAAACATCATTTTTCTTAGAGTGGGTAGCAAATAGCCATCGTAGCGTTGAC
+TTTATCTATTTATTTAATAAAGCCGCAGGTGACCTAAAAGAATGGAGTTTTGAGGCCGCCTTTAAATCTA
+TTTTTGGTGAAGACAAGGGCGTATCAATATTTTGGCAAGAGTATCATGATGCACAGGGTATTGAACCTCC
+TTATCCAACACCAGTAGATGGCTATAGAAACTTTGCGGTTGATGAAGGTGTGAGCATTTCAACTAATGCT
+ACTACCGTTATTATTCCTGATTGGGATGCATATGAAGGGGAAGATAAATTAATTGATAATAACGTTACCA
+AAAAATTTAACGCGTTTATTGAAGGTACATGGTGGCTAGAGGAACATGCATCTCACTTATTTCCTATCAA
+TGATATTACCAATGTGGAAGTTACTTTTGAATTACCCGATGCCATTGTTTTACATAAATACAGTGTAACA
+ACAGGTAATGATAACCCACAGCGTGATCCAACGTTATGGACTATATCAGGCTCTGTGGATGGTGAAGTTT
+GGACTCAATTAGATAGCGATAATTATCCTTCTGATCCAGAACGATTAATCACTTTCCATTATGACATTGA
+TGATGCAGTGACGGCTTATAAGTATTATCAGTTTGTTTTTGAAAATACTCAACCAGCGGGTGATAGTATT
+GGTGGTGATAATGGTCGCTTGGTTCAAATTGGCGAAATTGCACTACTAACAGAAGAGTAAAATTAGTCCT
+ATATATTTATATGAGACCCCTTTCTCTTGAAAGGGGTCTCTATTTTTTCTGTATTTATACCTTAATGAGT
+TCCTGATAAATTTACATCGCTTTAGAGCTTCCCTGCTGGTATCACGTTGTAAAATAAAAGCATAATAATT
+AGTCTCGTGCTCAAAGCGACCTTAATAAATTTACAGTTTAATGGTGGTGCGATGAACATTTTAGAGTTTA
+TATTAATCCTATCCTGTCAGGCTTTATTAATCCGAGACCTAAATAGATTCGGGAACTATTACCTTCTATG
+ACACAAGATATATACATTAAAGCAAAAGATTAAAGGGATTTTGATCAAAGAAGTAAACATCTAAAATATA
+AGGTAAAGTAACACGCACTTTACCTAAGTTCAGAAATTAATTTTATAAAATCAAGGGATAAATATGGTTA
+AGATGTTGGGTTTATGGTTGCTTTTGATATGTTTACCAATTTTTACTAATGCCAGTCAAGATGTTATTTT
+TAACAAGCCTCTTTCATCTTTTGACCCTCGATATACATATACGTACGAGCTAATGGAATTAATTTTTAAA
+GCGACGCCTGAATATACTAATGCTCAAGTTAAAACAACAGAAATGAATATGACTAGAAGCCGAATATTTC
+ATGAGTTGAAGAAAGGTAAATTACTTAATGTTGTCGCGGAAGCTCCTCAAAAGGAATGGGATAGTAATTT
+AATTGTTGTACCTATTCCAATTAGAAAAGGTCTTCAAGGTTTTAGGATATTTATCGTTAAAGATAAAAAC
+CGTAAAAAGCTTGTCCAAGTCGGTCGTTTAAAGTCTCTAAAAGCTTTACATACAGGTTCTGGAAATGAAT
+GGTCAATAAGACTTGCGATGGAACAGGCTGGTTTTGCTGTCGTGACGGCAAATGGTTATGAGTCGTTATT
+CGCTATGTTGTCAAAGCAGCGTTTTACTACTTTTGGCCGAGGCATTAACGAAGCCTACAGAGAGGTAGAA
+AGCCATTTAGCTTTATATCCTGACTTTGTAGTTGATAACCATATTTTATTGGAAATTCCGTTAGCTACTT
+ATTTTTATGTTTCACCATCATTCCCCGAGATAGCAGACCGTATAAGGCTTGGGTTACTTCGATTGATAGA
+AAATGGTGAGTTTGATCGATTTTTCTTTCAAAAGTATTGTTCAGATATTTTAAAGGCTAATATGTCTGAA
+AGACTGCGGTTTAAAATCGATAACCCCCAAGTATCACAAAAAAGAATGATTTCTTTAGTGGGAGATGGCT
+TTCTTCTTGATTCTAATAAGTCTTATAAAAAAGTTTGTCTGTCAATGACACAATAAAAACCGATTATTTT
+TATAGTCGCTTACGCAAGTGAAAAAGCCAAATTTTCCTGTTACCAATTAAACGATAAAAATAATGTATTA
+GAAAATATAGGTCAAATAAGTTGAGTCTAAAAGGACTATAAAGCCCACAAAGTGATCATAAATTCTATCG
+CGAAATGTGCCCCTGAGAGAGATATAAAGCTAGTTTTCAAGCTTTCCATAGTAATTGTAAGCCCATAGAC
+TTATGGCCAATATGACTCAACCACTACTGTTAGCTATAAGCCAGAGCGATAATTAATTTGGGAATTAACT
+AAAAGCAGAAGCTAGCTTGGATAACCATAGAATAATAGTTATCGGTTTAGATGCTCATAATAAATTGACT
+CAAGCGACTGTTTTAAAATAAGAAAATTACAACACCCCTGAACCATTAAATCGCATACTGACCAATAAAT
+ATTCGTTCTAGCTTGATGAATTCAAATATAGGATCTACGCTTTGTTTGGCTTGCCCATGACATGACACCG
+CAAGGAGTAATTCATGCCAAACACTCTTAAACGACTTATTCCTGATCCTGAGGTCATTAAGCTTCAACAA
+TTGCTGAGCTCAAACGGCTATTTCGAAGAGATTAAACCTTCTCATGGTCTATTTGATGGTATTACGTTTG
+ATAATGCCGTTCTATTCCAGCTTCAACACATCTATAAAGATGGTGATCCATTAAAACCAGACGGAGTTAT
+TGGTGCGAAAACTTGGTGGGCTTTAAAAAACCCTTCAGGCGAAAAACAGCGTAATCACTTATCAGCTAGC
+ATCCCTGCAGGGTTAACCACAAAACGCCACCAGCTCATAGAATTAATTATTGAAGAGCACAGTAAGCCCG
+TATTTGAAGTGCCTGACGGCTCTAACCGCAGCCCAGATATAGACGGTTATTGGGGCAATACTGGTGTTAT
+CGGATTAGCCTGGTGTTGTGCCTTTGTCTCATGGGTTTTAAAAGAGGTCACTGACTCCTATCCAATAGCA
+AGCACACACCATTTAGGTGTTCAGAGGATGTGGCGAACTGCTAAACGACTAAACATGACAACAGAAATCC
+CTAAACCTGGAGACATATTTGTCCAGCTATTTGCAGGGGGTAAAGGTCACACGGGATTTGTTGTAGCGGT
+CACCGAAGATGGGGAAACAATATACACATGCGAAGGGAATTGTGGTAATAGATTAAAAATAGGTAAGCGT
+TCCAATAATTCTGAATTACATTTCATTGACTGCCTACAAGATAATCAAACTCTCGACTTTGAGCGTATGG
+CCTTTGATGTAAACAGTACTATTGACAATACAACGAGATAACTTGAATTAGCAAATAACATAAGCACCAA
+TTGTGAAGGGTTTAAGATGGCAACAAAAAATATTATGGTTTGCTTTGATGGTACTTGTAATCACCCTAAA
+GACGCTAAGCAATAACGAAAATGGTTTGGGCATAGGGAAATCGAAGATAACGGCATTACTAAAGTTCTAA
+AACTACATGTATTCTTCGGTGGTAACCTAGAAAAATGAGTTTTTACACAGGCTGGCCACATTCAAGACAT
+TAGCACTCACTTGTTAGCATTGGGTTCGGATTAAGTTTTTGTATCGGTAATTCTTGCCATAATCAGAATT
+TTAAAGTGTGCTGTAAGAAGCGGAAATGCACCTTAAAGGTTCCCTGTTTATGGCTTTATTATGTGTCTTC
+ATTTAACTCAATCCTAGTTAATTTCCACTACTTTCCGAGTATCCCATCATTATTTTTACGTCGGTAACGC
+TTTTAGAATGAGAACCTTCGCAATGGGCAATAAATTCATCTGCTAGTGCGTCGAAGGAGCTACGTGGCTT
+ATAATAGTAAAAGATCCGTGCGACATTGCCACACCACAGGTTATCTAGCGTCGTTTTTTCTTCGTCCGAA
+AGATACGGTTGGTTCTGGCTAATTACGTATTTATAGTAGCGGCCTAGCTGACGGACCAGCTGCTCCAGTT
+CTGGACAGCTATTTTCTGGCGGACATTGTTGCCGATTAGCCATGACTGCATCATAACGATCGAACAGCGT
+CATTGTATGCAGCGACAGTGACGTCTTTGCTGTCAATAGTGGTTTGGGCTGCTTGATAAGATGAGAGCAT
+GGCGCCGAGCAGCGCGACCACCACTCCAATCAACGTGCTGACCGACGCAATCAGCCCCATTGCCCCTTGG
+CGTCGACCGCATTCGCTGCAGACTCTCGCCCCATCCTCGATAGGTTTCTTACACCAATTACATGACATGG
+CTGGCTCTCCTTCTAATTGCTAAATACCAATTTGCATATAACGAACTTATAGAATAGTTCATTTATTATA
+AATTACTCCATAAAACAGGGGTACTAAATGTATTCAACACAGTAAAATCAATAAGTTAGATAAATAGCAA
+CTAAAGTATAGTTTCATTTGTAGCACATGTGTAGCAATTTGGTTGGGACTTCTATTGCATAAACAATATC
+TCTAAAACGTAGCTAATTGCCACATCGAAGACCTAGTACTCACTGATTTGAATTAATTAGGATTAGTTTT
+TCTATAAATAAGGTGCCTGAAAAGCAAATTAGAACAGGCTGTAACGATAGGCTTCGTCAGTCTGGGCTGA
+CCTAAGGCCGAAAGTAAATGAAATCTACATGCTTTGCTCTATAAGGCTTGCTGTCAATACATCCAATTTT
+TAATTATCTAATCCCTTACAAAACACCTGTAAAAAAATCAAGGCGACAATCAAGGGGTCAGAACACTTGA
+ATACGTCTTAAATATATTAAAGCATTCTGTTAGAATACTAAGCTATTGATTAATGAGCACCGAGACAACA
+TGTCAGAATTTAAAGCATTTTCACTTTTAGAGTCAATTATTGACCGCGTTAATCTTAAAGGCTACAAACA
+GCCAACACCGATCCAAAAAGAATGTATCCCAGCGCTTATAAATGGCAATGATCTTCTTGGTATAGCGCAA
+ACGGGAACAGGAAAAACTGCGGCCTTTTCATTGCCTATTATCAATAAATTTGGGCGAAATAAAATTGATA
+TTAAAGCTAAGAGCACGCGCTCGCTCATACTAACGCCCACAAGAGAGCTTGCCTCGCAAATAATGCAAAA
+CATTGATGACTACTCTGATGGCTTGGGGCTTAAAACTAAGGTTGTTTATGGTGGTGTAGGAAGACAAGCT
+CAAGTTGACTCTATCGAACTTGGACTTGATATTTTAGTGGCCACCCCTGGAAGGTTATTGGATTTAATTG
+AAACGGGCGATATAAATTTCAAGGCGTTAGAAGTATTTGTGTTAGATGAAGCAGATACAATGCTTGATAT
+GGGATTCTTTAAGGATGTTCAAAGTATCATATCGAAACTGCCAAAGAGCCGACAAACACTATTATTTTCA
+GCTACTATGCCTGCGGAAATAGAGATACTTGCAGAAGCCATATTAACGGACCCAACAAAAATTCAAATTA
+CTGCTGAAACGGTTACTATCGACTTGGTTAATCAAAGTGTGTACCACCTTGATAAATCGAATAAAGTACC
+CTTGCTATTTAATATCCTGACAAAAGCTGACTATGAAAAAGTGCTCATCTTTTGTAAAACAAAGTATGGC
+GCTGACATCATTGTTAAAGCACTAGAAAAGGCATCAATAACTGCCGCTAGCCTGCACAGTGGTAAAACAC
+AAGCAGTTAGGGAGGAAGCGTTACAAAACTTTAAAGACTCTACTTTAAGAGTATTAGTTGCAACTGATGT
+TGCTGCTCGTGGAATTGATGTTGATAATATTACGTTAGTCATTAACTATAACCTTCCTGAAGATCCAAGA
+AACTACATACACCGTATAGGACGAACTGCTCGTGCCGGGAAAAGTGGTATGGCTATTTCATTTGCTGTAG
+AAAATGATATAAGGCAATTAACTAATATTGAAAATAGCATAGGGCAAGTCATTCCTGTTGTTACAGAACA
+GCCTTTCCATAAAGAGTTTTCAAAAGCGCCTATACAAGACAAGAAAAAGAAACAGGTTAAAAAAACAAAG
+AGAAAATAAGGACAGACATGAATTGTCCTTTGAAACGAGCAATATAGTGGAAAATATCTACCATCAGTGC
+CACTCGATAGCATTTACCTTGTGCACTTAATTGCATTTAACACTGCCACATCTAGTTTATATTAAATTTA
+GAGCTTATTCGAACGGTCAGGCTTAGGTATATTGCGCACTTTTTCCACAAAGCCGACCTAATTCATAGGT
+TAAAATCATCTAATGTAATAACCACTTTGATACGAGAGCGTACGTTTCACTAACTACTTACTATAACTTG
+TCTGTTCGCATTGAAACCATAAATCACTCTCGTATGAGAAGTTAAGCTTTAGGATCATAGAACTGACATT
+ATTTTTATGGCGCTCTAGGCACGAAGCTCAATAGAACCTTTAAGCCTATTTTGTATCGCATCGTGAAGGT
+TTTTTGATATTAACGGATTATTCTACTAATGGCAGCAGCTCAACTTCACCGTTGACATAAGCTGTACAAT
+TCAATTTTGACCCACTTTATTTTAGTGCAATTGCACCATTTAATTTACCATAAACTGTCCCAATACACAT
+GAGTTCATCAATTAACCTTTAAAATCAATGATTTGTTTTTTGGTATGTATCTTGCTTTGGTGGTAGTTCA
+ATTAAATTGAGTTTATAGGACTCATTATGGTTATTTTTCTACCCGTAGAATATTCAATAAAATTATTTGG
+CCTTAAGCTTACTTTAATCTGTTTAATTACATTAATGCTGACCTTAATTAATTTTGTTCCTTTGGATGGC
+ACTACAAGTTCGGTCCTATTTTCAGCTGTTATTATTTATTTTTTTGTTGGACTAACATTAACCGTTTCAC
+ACCAAGAACATCAGTTCAATTCTATAATAAATAGTCTTGACCCCATAAGTTTTGACTACCGAAGCTTGAA
+GTTCGATACGTTATTATCCAAAAACACGACGATTTCATTATTAAACTCTTTTCGAGAGTTATCGCGTATT
+AATCAACAGCAAAAAAATAAATTAAAGGAAGTAAATCACTCTGCAAGCCAAGTAATAGCATCAACGACGT
+GTTTATCGAACAATGTGGAAAAGCAATTTAATGCAACATCGTCGACCGCGGCTGCAATTACAGAGATGAG
+CCAATCAATCAGTGAAGTTAGCAGTAAAATTTCCGCAGTACACAACTCCGCTATGCATGCTGATGAAATA
+GTACAAAGCGGGCAAATCCATATCATCTCCTTAACGGGTGCAATATTAGAGGTAAGCAAGGAAGTATCCC
+AAACACAACAAGGTATGCAAGAGTTAGACGAGTTGGCACAGGAAGTCACGTTGATCACTGAATCTATCCG
+AAAAATATCATCACAAATCAATTTATTAGGATTGAATGCATCTATTGAAGCTGCTCGCGCAGGTAGTGTT
+GGTCGAGGATTTGCCGTTGTGGCAGAAGAAGTTAGAAATCTAGCCATAAGCACCCATAGTTCTAGCGAGC
+ATATAGCCAATAAAATCAATCAGGTATTAAGCCAGAGCAGTGATACTGTTGAAAGTATGAAACTTGTCGT
+TGAAAAAACAAATGCTTGTGGTGAAAAAGCAAAAAGTGTTAATAAAATGCTGAAAGATATTGCTTTAGCA
+ACAAACTCTGTACAGCAGGAAACAGAAGTCGTTTCAGTTAATGCTGAGCAACAAGTCTTGGCTACTGAGG
+AAATATCACGGCATGTTGAGCAAATTGTTCAAAGCTCTGAAGCCAATGCTGACATTGCGAAACAAACTGA
+ACTTGTGGCTGAACACTTGAGAAAACTTACCTCTTAGCTGTTCCGGTAATTGACTTATAAAAAGAGGGTT
+ACTAACAAATGAATCATTATCAAATAATTGTACTGTTACTATTTATCCTAGTTAGCTTTTATTTAAAATT
+AAATAACTCTAAAAAAGATCGCATTAAAACTCAGCGTCAAGGCTTGCTTAATATAAAAGGTTTGAAGCAG
+CTTATTTATTTAATTCAACAACACAGAGGAATGACGGCGGCTTATTTAAATGGTAAAAAAGAAATATTAC
+CTAAAATAACTATCATCAGACAATGCATTCAAGAAAACATTAATAAAAATAAGCTAACTTTTTCTAATGA
+TAATGAACGTTGGCAAAGTTTTCTGGATCATTGGCAAAGACTTGGCACAGCTAGTGTGGGAGCAAGTGCG
+GATAATAGTTTTGATCAACATACTCAATTGATTAGAAATCTCTTATATCTACTTGAGGACGAAGCCGAAA
+AAGGCTTGTTGTTTTCTCAATTTTTACCTCAGTTTCCTCAAGCGGGCTATGTATGGCGTGAAGTGATCGG
+TGTAACAGAAGTTGTTGGTCAGGCAAGAGCCATTGGCGTGGGCGTTGCAACACAAAAAACTTGCTCTAGT
+ACCGACAGTATTCGACTAAGTTACTTACAACAACAAATTAGTGAAGTGATCAAAACTGTATTACATCAAC
+TTTATTGCTTACCACAATATTTAGATGAACATAATAGGTTAATTAAAATCACACAAGAGCAAACCGAAAT
+GTTCTTATCCACCGTTGACCAAGCTTTTCTTAGTGCCGACAAAATCACGTTAGATCAACAAGTATATTTT
+GAACAAGCCAGTTTGCTTATTCAGTCTATCGATGATGTATTTAAACATCAGTTAATGCAAATCAGTAACT
+CTTTGGATGTAAATTGAAGGGTCCATGCTAGCTATCAATATCGTCTTATTTAAAAAAACTCATCAATACC
+TTATCTAGCTATTTTAATTACTGGAAATAATCAATGACAATAACATCAGTAGCTTCTGTAGCTAAAACTG
+CATTATCTCTACTCACATTGGAAGAAATCAAAGGCTCGACTCATCAAGTGGAAAAAGGTGTTCTAAGTAC
+CTTTGAAAATATAACACTAACGAGTCACTTTCAGCCTATATACAGTATTGATCATCAGAAAATAATTGGT
+TATGAGGCACTCATTAGGGGGAAAGATAATGATGGAAATAACATCACCCCAGACGTAATATTCGACACAC
+CGTGTGATGAAAGGAGTAGTGTTTATCTTGACCGTTTATGTCGTTATACCCACGTTGCCAATTCTCAAAA
+ATTAGAGGATCAAGATAAATGGTTGTTTATCAATGTTTCCAGTCTAGCCTGTGAAAAAGGTCGAAATTAT
+GGAACTTTTTTTTCCGATTTATTAAGTTATTTCAATATTCCCGCTGAAAGGGTCGTGGTTGAAATCATAG
+AGGATCACTGTAACAACAATGCTCAATTATTGGAAACATGTAATTATTATAAATCTATGGGCTGCCTCAT
+TGCTATCGATGATTTCGGTGCCGGGCACTCAAATTTTGAGCGTATCTGGAACCTTCGACCCGATATAGTT
+AAGTTAGACCGCTCAATACTTTTAAGAGCAATAAAGTCGAATCATACCCAAAAGATGTTAACCAGTATTG
+TCCAAATTTTACACCAATCTGGTTGTTTAGTTGTAATAGAAGGGATAGAAACTGAGGAGCAGGCATTAAT
+TGCCATCGACAGTAATGCTGATTTTGTTCAAGGATTTTATTTTTCTCGCCCCCAAGCTGCTAGCTACATC
+CAAACTGAAACAAAACCATTGTTTGCTCACTTAGTGAAACAAAATATCGCTATAGAACAATATCAATTAC
+ATCAAGATTTACATTGGTCATCCACTTACCGTAAGACATTTTTACAGGCTGTAATGACAATAAAAACAGG
+TGAAATCATAAATAGTGTTATAAAGCCGCTGATGAATTTGAAAAAAGTAATTCGTTGCTTTCTGGTAGAT
+AATCAAGGACAACAACTGGGTGAGTCTTATATAGTCGACCAAGGAAAACTAAACCCTGCAGGGCAATTTT
+ATCAATTACAACTGGGTAAAGACGCTAATTGGTATCGCAAACATTATATACGTAATGCCCTTAGACAGCC
+TAATCAAATGCATATTTCACCACCTTACCAATCTATTACAGGAGATGGGCTCTGTATTACCACCTCAATG
+TGCTTTGATACTGATGAAGGACAAAAAATATTATGCATGGATATTTTAGCTGGACACTAATCTTGATTTT
+CTAGTTTCTATAAACTAGGCCATTGGCAGTAGTTAGTCTTTTCAGCCATAAATGGCTGCTATTGGTGACA
+AACGGAATAATATAAATATTATGGTTAACTTCCGCTTTGCGCCTTTGTTGACTTTATAATATTAAATACA
+GTTACTTACAGAATCCCAAGTAAAATCATCGTTGCCATTCTAATACTCGACTAACTAAAATAGAAATTCG
+ATATGGTGTTATTTTACTTTGATCTAAAGCCTATTTTGATGTGTTTTTGAGTTGTTTATGAGGTACGGAA
+AGACAGGTAAAGGTAATAATTAACCTATATTTATTGCAAGGAAGCACAATTAATATTGTAAGTATTTTAC
+GGATGATGAATAGAAGTAGCTAATAAGATACGACCCTATGAGGTATTCATTATGAATAATAATCTCCTCC
+CCGACCATAAAACGCTAAGGGAATTAGCTGAAAACTCACCCGACAAACTTGAACTCATTCTTAGGGAAAA
+TATTGCCGCAATCATCGATAAAACATCAGGAATCCACCGACGACGTTTACAAGGATTGCAATTTCAGATA
+GATGTACAAAGGAAGCTGGCAAAAAATCCTGTCGATTCCTGTATACGAATATCGCGAATGATGCAGGATT
+CTTTTATTGAATTGAATAGAGCATTAAATAATTTAACTAAAAACCAGCCAATTTTGGACAAAAAAAAGGA
+TTTTGATATCATCTACTTAACAGATATAGGATGACATAACCACCACTTTGACGAAAAATGAGTGCATCAC
+GTAGTAATGCTGAAGAAATAATGATGCCCTATTTTTTATGCTAACTAAACTAAACTAAAAACAACTACAA
+AAAAAGCCTTAGATTTTGGCTTATTTCTTTTATTAGTGAGTTCGGCACGGCGTGCTCTGCAGCGTACTTA
+TCCCATTGAGATACCGCTTCGATTGTTTGATTTAACACATCATCTATTTTTCGTTTGCTAAAGATTGGGC
+TCAACTTTTCAAAGCTGTAGAAATCATCTCTGGTGAAATTATCTTGTTTCCCGTTAAGTGTCATCCAATG
+TTTACTTACCCAATGACTATCGGGTTTGTAGCTATAGGCTAAATCGTAAGCTGGAGCTAGTTGCCATTTA
+TGGTCTTTATCTAACATAAATCCAAAGTTTTTGGCGTGATCATCATGATTTCGAGATATTACGTTAAATA
+CCATGCGTTTAAATAGCTGCATTGCATCGTCTGGACTCAGTTTTAATTTTCTTGCTGTGTTAAATAGTTC
+AGCATAAGAGTATGAGCCTATTTGTTTGTAGCTTACATGCTCAAGTCCATTGAGTGTTTGTACGTGTATT
+TTGTCATTACCGTTTCGATCAAATCTTTCGGTGATAAAATGTCTGCGTTTACCTTCATTAAGTAAATGGC
+ATGGCATCATATCGATACCACATTCTTTCGCTAATATGTGGTAGGTATATTCCATCGCGCCATAACCCAT
+AGGATCGCCAAAGGTCTCTTGATTTTTATTATGTTCACTGACGCCGTCAAATTTCATCAAGTAGTGGGTA
+AAACCTTCAGGCGCATCAGTTTGGCCTGAGCGAACTTGGGTTAAGTCGTTATTGAAAGCAAGCACAGCTT
+TTGGCCTTGCACCACCAGCGCTCATACCAACGGACATAAGAGACATCATTGCTTCTTTGTCTTCTTGGCC
+ATTATTTTCAAGGTCAACGCTAAATTGTTGTCGTTTATCTAATACGTCTTGTGCGATAGAAACGAGCGAT
+TCAATGTGTATTGGCTGTGAAGCATTAAGGTTTTTTCTTTTTGTGGCAGGTGAGTAAGTTAAAGCCCCCA
+TGCCGCGCATACCTGTGTATTGTAGTCGTTGTAAAGGCGTGATATCACTGGTTGATTTACCTTGGCTGGC
+TATCCAAGCATTCATAACAGCATTACCAAAATCATCCGGTAGTGAGTCGGCGATAAGTCCTGGTAGTCCT
+TTAAAAGTATTCTGGTCTAGCTGGGGAAATGAATAAATATTTTTAGCCAGCGGCATTTTGATTGGCGATA
+ACTCAATGCCTGTTTTGATAAAACTGGGGAAGTATTCAAACGATCCCATTTGGGTATCGGTGTTGTAGCT
+AACTGCGCCTACGTCAAACGCTTTGTACTTAACCTTTATGACTTCCATTACCATGTGGGAGTATCCTTAC
+TTTGGCTGCTATTTTTGCTATTTATTATTTTACTGGTACTTTTACGTGCGCTAGTTGCTCTTTTACGTTC
+TTTACCCTGAAGTTCAATTAATTGAACCGGAGATATCTCTTGTTTTGGGATAAACGAATTAAGTTGCTCT
+GTTAGATCAAGTGCGATAAGAATAGCTATCATGGATTCAAGCGTTGATTTACCTTTTTCACCATTAGTCA
+CCGCTTTGAGGGATAATCCTGCTTTGTTAGCTAAAGCTTTCTGGGTGAGGTTCGCATTGAGTCGGGCGGT
+TTTAATTCTATCGCCCAGTTCACCCGCAATAGCATGCGCTGTTAATTGATCAATATTCATAATATGCCCT
+AAAAGATGTTTTATATGGGATATACTCGAGTATAACCCTTAAAGGGAGTATTACACGACAAGCATAAATA
+TTCAACAATAATGAAAACTACCCTTTATAGGATGATTAACTGCTAAAAATAGCAACAAACCTCCCTAAAG
+GGATTGTTAGGTAACCTAGATAAATACAGTGAAAGAGTCTAATGTGCCCTACTCGTTTTCACTGTTGAGG
+CTGAAATTCAAGGAAAAATACAATGGGTCTTCAATATAAAACGTCGAAGATGACGTCAGATTTTTACAAG
+GTATTAATGCACGCTTGAGTAAAGTACAGAGGTAAGAGCATAGGTAAGTAAATTATTGAATTACAACTTT
+ATCGCCATCGGCTAGTCTTTCTGCACCTCTTATCGCAACATTATCACCATGTTTTAGTGAACCGGTTATC
+GCAACGCGTTCTTTATTTCCTTTACCCACAACAACGGCTAAACGAGATACGGTATTGTCTGCATTCACTT
+TAATTACGTAACTGCCACTTTTGCGCAAAATAAGTGCATCGCGCGGCACAGTTAAGCTTGCTGTTGCTTT
+TTGAGTCGGCACGCTAACACTAACAAGTTGGCCTGCAGCCCAGTGTTTATTAAATGCTTTGGGTATATTA
+AGTCTAACTTCAAAGGTTTGCGATCTTGGATCAGCTCTTGGGATTTTAGCCGTAACAGCAGCCAAGGTTT
+TTTGATCGCTTGCTGACATACTCAATTTGTCACCTTTATTGATGAAAGCTAGGTATTTAATCGGGATGTA
+TAATCGCGCTTCTAAATGCTCGGTATCAAGTAATCTAAGTAAAATATCACCACGATTTACTTCACTACCC
+ACTCTTATCAAGCGCTCGGTGATGATTCCGGCAAATGGTGCGGTAATGATGGCACGTGATAATTGTTCAT
+TAATTTGTGCCAATTTTAATTGGGCAATTTCTAAATCAGCCGCTGCTAAATCATGCTCAGAACGCATTTG
+ATCTAACTTAAATTGCGAGACAGCTTGAGTTTTACTCAGTGCTTGTAAACGTGACAATTCATTTTTTATA
+TAAGCGACATTGATTCTTGCTCGACTTATCTGCGCCTTTTGTTCTGCTTGTCGTAGTTGAATAGGTAATA
+AATCCATTCCCGCAAGTTTATCTCCTTGTGCGACAAAGTCCCCGGGTTCAACTAAGTAATCTACTCTCGC
+GTTTAGTGAAGCCGTTATTGGGATGTGTGATCTACTATATAAGGTCGCGTTGAGTTCAGTTTTTGCTGCC
+ATGGGCATATTGAGCACAGGTGCTACTTTTACTGGTTTTGCGACGACTTTTGTTTCGTTTTTTTCAACAA
+CATCTGCAGCAAAGCTTACTTGCATTAAGTTCATTGCAATTAGGGTAGTTATTACTACTTTTTTCATCAT
+TTTATGTACTACTTTTGCTGGTATCGTATTTACTTTTGCAGTATTTATTTGAGCTAAGTTTACTTGTGTT
+AGCTTTACTTGATTTATTTTTAGCATAAATTTCTCTTAACGATTACTAATACGTAATTCTTGTTCTGTTG
+CTGAGATGGACACGATATTGGTTGTAGGTGAAGCATGTTTACCTTGTGTCATTCTCAGTAAACTTGGGAA
+CAATACTAAGGTGAAAATAGCACTGACCGTCATACCGCCTACGATTACAGCGGCTAGTCCGCGGTATATT
+TCGCTGCCAACACCTGGCATCAACATTAAAGGCAACATGCCGAATAAACTGGTTAATGTACTCATGTAGA
+CAGGTCGAGCACGAATACGAATAGCTTGAGCAACTGCATCACAACGAGACAAGCCCTCTAAGCCACCTTG
+GTTGGTTTGATCTACCAGTAAAATGGCATTATTAACAACCAAGCCAAGTAAAATAATAAAGCCGATCATC
+GTTAATAAATCTAATGATTGATAAGTGAAAATATTTAAGATACTTAGTCCGATAACACCACCCGCAGTCG
+CTAATGGCATCACTAATAATACCATTAGACTATCTTTGGCTGACTTGAAAAGTGCTGTCATCAGTAAAAA
+TAATATAAGTAACGCTAAGATAAAGTTGCTGATCATATCGCTTATAGCAGAAGCCATCTGATTAGCATTA
+CCACTAAGAGAAATAGCCGAGTTCTCGGGCAGATCTAACTGCATTTTTGGAATGACTTTTTCATTAATAA
+GCGCTGTTGCTTCTTCAAGTGACATCGTCGCTGGTGGTGATACTTGAATGCTGACGGTGCGCTTACCATT
+GATTCTTTTTAACTCAGTAGGACCTGCTGATCTGGTAATATGAGTTAACTCTCCTAAGGTCTGGATGCCA
+GCTAACGGAGTATGCATGGGCATCATGGCGAGTTCGTCAGGGGTTTCCCACTGCTCGCCACGCAATATGA
+TATTAGATCTATGGTTACCATCAAAATACTCGCCAATGAATAAACCACTGGTGTAAGCACTAATAGCTCT
+AGCGACGTCACTACGATTCAATCCAGCTTGAGTAATACGTTGATCATTGGGTAGTAAATTTAGTTCTGGC
+TCAGCTAAGTTAAGGCTTGGAATAGGAAATGCGGTGGTGTCTGGCATATTTTCGTTAATCGCTGCAATGC
+CTGTTTTCGCTACCTCCATTAACCCTTCGATATCGGTACCATGAATATCTATATCAATGGTACGGCCATT
+ACCATTGCCAGAGATATTAATCATAGAGCCACGAAACATGAATACTTCGGTATCTGGCAAACCTGAAAAT
+ACATCCGCTTTAACCACTTTCATTAGCTCTTCAACCCGGCTCGGATCATCAGAATAGATAAAACCTCCCG
+TTGCATTAGAGCCAAACGAGTAAAAATTATAACTTTTTATTTTTGGTGATTTCTCTCCCGTTAAGTACGG
+TGCTAATCGTTTTTTAACCAGACTCGCCATTTCATGTTCAATAAAGTCAACATTGCCTCCTGGCGGCATA
+TCTAGGCTGAAAAAGAAACCATCGGTTGGTGCTCTAGGCATGAAATCTGTTTTTGGTAATAAGGTAAAAC
+TAATGATTAATGAGCCAGCAAGTAAAAGGCTGATCCAAGTTACTCGTTTGAACTTACTGTTAGTTAACTT
+CATTACAAGTACAGTGAGGCGTTCCCAATAATGCGCGAATGGGTCAATATCACTGACGTCTTTTAACAAG
+TATTTGCTGGCAATAGGCAATACGGTAATCGCAGAAAGTAGTGAAGCAATAACAGCAATAGAGAGTGTTA
+GCGCTAAATCTGAAAAAAGCTGCCCTTCAATACCCTTCATAAATAATATCGGCAGAAATATCGCAACACT
+GGTCGCGGTTGAGGCAAATAAAGCGCCGGTGACTTCGGTAGTCCCCTTGAGCACCGCTTTATGATTATCC
+ATGCCTTTACTTTTGAGTCGGACAATATTTTCTTGCACTATGATGGCGGCATCAAGCACTAAACCAACAG
+AAAAAGCTAAACCTGCAAGGGAAATAACATTCAGTGTTCGGTCAAAAAGACTTAAGGCAACAAAAGCGAC
+TAATAAAGACACGGGAATGGTGATCGCGATAATCAAAATATTCCGCATACCTCTCAGAAATAACCATAAG
+ATCACTAACGAAAGTAATACGCCTAGACCTAGGTTATTTTGCACCAGAGATAACGCATTTCGAATATGTA
+CGGAAGAGTCAAAACTTAAGTCTACTGTTAATCCTTCTGCTTTTAATGGACCCTCGTTCAGCTCTTTAAT
+CGCGATGTTAATTTTATCAAGTAACGCGACTATGTTTTCACCATTTTGACGCCTCAAGGTGAGGTAATAT
+GACGGTTGTCCGTTTCGTAAGTTGAAACCTTGTCGATCGGCTAACGTGTTATCTACTGTTGCTATATCTT
+GCAAATAAATTGGTCTTTCATCACTATAACCAATAATCATTTGTGTGAGGTTATCTAGGCTATACTGACC
+AGAAAAACGTACCACATATTGGCGACGGCCAACATTAACGGTACCTGCCGAGGTATCATTTGAATTGGTA
+ATGACTGAGCTTATTTCAGCAATAGATAAACCTAAAGAGGCGGTTTTAACTGGGTCAAAGGTGACTCTAA
+TTTCTCTTTGCCTATGGCTAGCAAGGTTTACTTCTCCTATACCTGGAATTCGTGCGAATCTTGGCTCAAC
+TACATCTTCAATGAGTTTTTGATATTGACCAAAATCTTCAACCGGATTATCCGGCAAGGTTTTAATCATC
+ATGGTTGCGGTATTACCACCACCATTAGCTGAAACTATTGGCTCAATAGCGTCAATGGGTAAAGGCGGAA
+CTTGGTTCAAGTTATTAATGACATCGAGCATGGCTTTTTGCATATCAGCGCCGACATCAAAGGTGAGGTT
+AATTCGCCCAAACCCTTGGTTTATCGAGGTATCAACACGAATAACACCTTGCGTATTTTTTACTACATTT
+TCGATGGGTTCAATGATCACCGACTCTAACTCAGACGGTGCTGCACTTCGCCAACCGGTAAAGATAGTTA
+TTTGAGGCTGTTCTATATCAGGGGTTAATTGAATAGGTAATTTAGCGACACTTAACAGGCCAAAAACCAT
+AACTAAAACGACAATAACAATAATTGCTGCAGGGTTTTTCAGTGCAGCTCGTGTGTAGTTCATTTAACCA
+ATCCATAATAAAAGCAGCAAACATTGTATTATAGTGTTTGTTAAAAATATCCGTATTTAAGTAAATTGAT
+GTAAATAAATGTGTCTATAAGTAATTCATTAAGTGTTTATTAATCAATAAGAACCTCCCTACTCTTCATC
+ACCTTAATTACGCTCTGCTTTAGTATCGCTTGAACTGCTTGTATGGTTAAGTTACTTCGCTATACAATAC
+CGAGGTTTTTAATCGTCTATTAAGTATATTTCTTGAAGCCTAACTGTAATGCCAGCGTGAAACCCAACTT
+AAAAATCAACGTTAAAATAAGTAAACGATTGCAGAATATTCAACAAATGGTGACATCACAATATGATCAT
+ATTTGGGATTGCTGTTGTGATCATGGCTTGCTTGGTTGCGCTTTATTATCGCGTCCAGAAGCTACCACGG
+TTCATTTTGTTGATATTGTTCCCCAGCTAATGGCTGAACTGGAAAGCAAGCTCCACCGCTTTTATCCAAG
+TTCAACTTGGAAAACTCACTGTCTTGATGTCGAACAATTGCCTTTAGCGCAATATGAGGGCAAACACCTC
+ATTATTATTGCCGGTATTGGCGGTGATTTGATGATTGAGTTTATCGAAGCAATATATAAGCAACACAAAG
+AGTTGAATATTGATTTTCTACTGTGTCCAGTTCATCATCAATTTCCACTGCGACAGACATTAATTGCGCT
+AGATTTTAGTTTGAAACACGAGGTGCTGATTGAAGAGAACCGACGTTTCTATGAGATAATATTAGTTTCA
+ACGACAAGTGACGAAAATAACAAAATCCATCCGGTTGGCGATAATATTTGGCAATCACAATCAAGTCAAC
+AATCTGAAATTACTAGTAAATACTTGAATAAAACCCTTAATCATTACCAACGTATTCAACAAGGTTTTCA
+TCAAGGTAAGACAAACGACGTTCAATACATCATTGATGCTTATCATGCTGTGGCACGGTAAAGGCTTTTC
+TCAGGTCATAGGCCTGTTAGCTGTTAAAACTGTGACCTAATACTCTTTGTCATCTGAATAGCTAACCACT
+TTATTAGCGATTGAATAGGAAAATCCTTTTGATATTAAATGCCGTAAGGCTTTTTGCTTTAATTTAATAT
+CTTCAATGGGATCTTCACCAAACTTTCTGATTTTTAGCGTCAGTGCTTTATCAAAGTAATCTTCGTCGGA
+GGTTTCTATCGCACTAACGCACTCATTGATAACTTGGGATGAAAAACCTTTGGCATAGAGCTTCTCTTTT
+ATTTTGTTAGGACCTATGTTTTTCTCTGAAAAACTCATCGTTAAGCGTTCAGCATAACGACGATCATCAA
+CAATTCCTCGCTCTATTAGATAATCGAGCGCCGGTTCATTGAATTGTTTATCGTCTTTAAAGAGTAAGTT
+TGCTTTTTGTAGCAAGGTTTTAGCTGAGTAATCACCATATCTTTCGATCATCCACTGCATATATGATTTT
+ACGCGGTCATAAGAAATAACTTGTGGCTTGGCATCTTGCTTTCTTTTATACATGGTAATGTGAAATCCTA
+TCGCTCAGTATCCATTAATTCGCCGCTATGCTTCAGCTGTTTTTTGATAATTTGAAGTTCGACTCAGAAA
+TATTTCTACGCCAATAAAAGCAAAAGGAACAACTGAGGCAATAAATAAAGACAACCAAATGAGTAATGAC
+CATTGCTGCTTATTAGAAACTATTAGCGATAGAAATAAGTAAAGCATGAATAATACACCATGAGTCATAC
+CCAGTTGAAAAACAAAATCTCGACTGACCAAACCAAACGAAATGCTTAAAATTGCTAAGAAAGATAAGCC
+TTCTAAAATGCTGATGGCACGAAAATACTTGAGCATTAATATTACCTGTAAAACGAAAAACGGTATTATC
+CTGTGGTAGGCGCACGGGGTCAAATTTATAATGATAGTTAAGCTCTAGATAAACTGTTTTTATTAAAATC
+TTGCCGTGCGATAAGGATGAGATCAAGGATACTTACTTTGATTTCATCCTTATTCTTAGGTGTTTTGGAG
+GAATGCGATAATATTCACTAGATATCGCCTAATACATGTAATCAACTGATTTACATAACATAGCCAGGTA
+ACACGTTACCTTCTAATGGTGTCGACAAGTCAACATACTGAGACTAAAGGTTCATCGCGTTATTATCTTT
+TTTGTTGTTTACGCAACTCAGTTACTTGCTCAAAACCAATACCCCAGTTATCAGTGCTTACTTCATCTAT
+TACAACAAAAGTAGTTGAAGGGTCTTTATTTAATACCTCAACCATTAACTGCGTACAGCCTTTGATAATG
+GTTTGCTTTTGTTCGTTTGTTACACCTTCTTCAGTAATTTTTACATTGATATATGGCATGTTTTTTCCTT
+TTTGCTGGGCTACATTGGTGAGTTAATCCTTGGTTGTGACTATTTAACTCTTATATCGCTATACATTTTG
+TTAACGATTTGCCACTTTCCTTCTTCTTTGAGTAACCCAAGAAAATCGATATAGTTAAAGTCAAACAACG
+GGCAATGAATTTTCGCCATAGCTTGGTCTTGCACTACATCGATGGCTAATATTTTAAAAGCAATTGGCTC
+ATTAAGTTCAGCTGGTGTTGTTCGCTCTGCCACATCTTTCAGCCACTGGATTAATGAACGCCGAGTTCCT
+GGCGCTTTTAACCAAGCATCTGTGTGGAATATTGAATCTAGCTTCGCGACATCGCCATGATAAAGGCCAT
+CAAAATAACTATATAAAATGTCCTCAATTGCATTAAAATCACTTTTTGCCTCTCCCGGTGCTGTTTGAAT
+ATGTTTCATGTTTACTCCAAAATTTATAAGGGAAAAGTGACGCCCTTACAGCGCCAAACGTTAATTTCGT
+TAACTTTTATTTTTAGACTACTCTGTGGATGACATCGCCTGTTCGGCTTGATCTGTTTTAATGAAGCTTG
+GCATGGCTTGTACCGCATTTAACATCATTATTGTTTTTTCACCTATGATAATATCTACTGGGAAGTAAGC
+CCCCCAACGAGAATATACCGTCAACATAATATCTGCCGCTGAAGGTGCACTCCCACCTAAAAACTTATTG
+TTGGATAGCTGGTTTTCAACAATTTGCCACAACTGATTGATAGTTTTGGCCGCTGAGTTGAGTGTCTCTT
+GTTTTACTTTTTCATCGTTAATATGCTCTGCTAGAAAGAATAACTTACTGTAGGCAGGATGCATGCTGGC
+ATTAGCAAACATAATGTCTTGAATTGCCTGTTGACGATCATTTTCAGTATCGGGGAAAAGTGCGCTGTTA
+TGTTTGTTAAGAATATGAAGCATAATGGCAGCACCTTCAGTTAGTGTCTTGTCACCATCAACCAATACTG
+GCACAGCACCAACTGGGTTGATGGTTTTAAAATTACTCAGCTGTTGCACATCAATAATCGTAACCTCTTG
+ACCCAATTCGCGTAAGACAACTTGAGTGGCTACTGAGCAAGCGCCTTTTGAGTAATAAAGTGTATACATG
+GTATTTTCTCCAAAAGTTAAATTAGTTAGTTCATATCTTCGTTGGCACATTAGTTGGCTAATGGTTACCT
+CGCGGTGATGAATTAATAATACAGAGACAAGTTGTTTCCATATACACCAACAATGGATATATACTGTTCT
+CATATTGAGAACAACTGCTTATCTGTTAACGTATGGAGCAGAGAAAGTTAAATGTAATATTGAAATTTAA
+AGGACGAGTTAATGGATAAATTACGTGCAATTCAGCTATTTGTACGCTTAGCAGATTTAGGTAGCTTTAC
+TCGGGTAGCTGAACAAGTTAACTCATCCAAATCAATGATTAGTAAAGAAATAAGTCGACTTGAAGCCGAT
+TTAGGCACCCGTTTGTTGCACCGTTCAACCCGTAGCGTCCAGCTAACCCATGTTGGTGAAGGTTATTTAC
+AGCGAGCAAGAGAGATACTGTCAAAATTGGATGATGCCGATAATTTTGTGCAAGATTTACAACAGAACCT
+TCGTGGTAAACTGAAAATAAATGCCCCTATGGCTCTCGGTATTACCGATTTGTCACATTTGTTTGCTGAC
+TTTATGAAGGCTAACCCTGAAATTGAGCTTGATATTCATTTAGGCGATGAAAGCGTTGATTTGGTAGAAC
+AAGGTTTTGATTTAGGCTTTAGAGCATCAAGTCAGCCGATAGATTCAAATTACGTTGGTAGGCCACTGAC
+TCGTTTTACTTATAAGGTTTGCGTGTCACCAGACTATCTTAAAATGCACTCTACCATTACTCACCCTAGA
+GACCTTAAAGAACATAATTGTTTTATTTACAGCTACTTTCAGGGAAAAAATGTATGGCCAATTGAAGGTG
+GTATAGAGGTAAAGGGTAGCTTACGTGTTAATAATACAATGTTTATGATGGAGTCGATTAAACAAGGATT
+AGGTATTGGTTTTATTCCCGACTTTGTTTGTCAGCAGGCAATAAACAGTGGTCAAGTTGTTGAAGTATTG
+GCGGATTCTAAAAAGTCTATGTTAACCTTATATGCTTTATATCCGGTGCGGAATTTTGTCCCGCCAAAAC
+TAGTGCAATGTATTGAATATTTAGAGCAATGGTTCGCTGATAAAGATAAACCTTGACGCTAAATGCCGTG
+AAATACTCAACTTTTGTACGAGATCTCGTTTAGCGTCAATATTGCTTAGTGTAACCTCTCCATCGCAGAT
+GTTACTTATTTTTCATAGCACGTTTAGAAACCAGTTCATCGACTGATTTTTTAACAAAATCGTATTGATG
+GTAATCGTCATCAACAATGTCGTTGTCTATTTTAACAATATCTAAATCAATAGGTCGCGGACCATTTTTA
+TTGCTAGTGCGTACTCGCCCCAATTGATTTTCTATAATCTTTAAGTGAGCTTTTAAGTCAGTTGCATTAA
+GCACACAATCAAATGAAAAGGCGGTATTAGTAAAATCTGCCTGCTCGGTAAATCCCACAGGCTCAGTACT
+TAGCAATGTTGCCATACTTGCCTGGGAATCGATTTTTTCAATCAGCTCAAACGCTTGGTGTATATTTACT
+TGTGCATTAATGTTTGAGCCGACAGCGACAATGTAAAATGGCATTAAGCTGAACGTTCCGCAGTAATAGA
+AACATTTTTTGCGTAGCGTAAAGCGCCAGGTTTAGCCACTTGCAATTTAGCGTGGAGTACACCATCAAAC
+GAGATAATTAAGTCTAATAGCACGCCCAATAACCGTTCAATAGTTTTGTAACTGGAATTGAGCACAACCT
+CTAAAATTTCTTTATTGATGGTGCGGTAATTAACGCAATCTTCGATGTCATCAGATAACATCGCTTTAGA
+TATGTCTGCTTCAATCCAATAATCAATAATGAGTTTTTGCTTGTTCTTACGTTCTTCTTCGGTAATACCG
+AGAATGGCGTAAATCTCTAATTTTTCAACATATATGCTGGACATTGTAAGTGACTCCCTCCGTCTATCTG
+TAATGTTTGTCCCGTGATGGAATTGTTTTTTGCTAAAAATTCAATCGCTGAATATAAATCAGATAACGGT
+ACTTTACGCTGTAAAAGGTTCATATCTTTGCTATCTATCTGAGTAGCTACTTGGCTAGAATTCTGTTTAC
+TTTCCATGGTACTCGTTGGATCCATCGCATCTAAAACAAAGCCCGGCGCTATCGCATTAACTCGTACATT
+GGGTGCACATTCTATTGCTGCCAATTCAGTTAATGTTTCCTGCGCTTTTTTTGAGATGAAATACGCCGAC
+TTATTGGTATATAGGTGCGATAAATTGGCATCTGAAATATTTATAATTTGGCACGGCTTGTTTTGTTTTA
+CTAGTGCCTGAATTAACAGCCAAGGACTCGTAAGATGAATATTTAGATTGCTTTGTATTTGCGCTAAAGA
+CGATTCAAGTAATGAGCCTTGACCAAAGACGGAAGCACTGTTTATCAGTAATTCAATATGAGGTACTTGC
+GCCAGCAATATTTCAAATCGTTGCTCAATTGTCGCTGGATCATCTAAATTTGCCTGCCATAAGACCACTT
+TGATATTAAGTGCTTCTAATTGCGCTTTTAATGCAATGGCAGCCGTTTCAGAATGATTGTAATGCAGCAC
+AATATTCTTACCACTTTTGGCAAACTCTTGATTGAGGAACGCGCCGATGCGCTTTGCTCCTCCAGTGACT
+AACACCCAAGCAGCGCTATTCATCAATCTCTAATCAACTGCAAAAATTCAGCACGGGTATCTTTACATTT
+CATGAACGAACCGAGCATACATGAGGTTTTCATTTCAGAGTTTTGTTTTTCAACACCACGCATACGCATA
+CATAAATGCGATGCAGACATAACCACACCAACCCCTTTTGCACCGGTAACATCCATAATGGCATTGGCAA
+TTTCTTGCGTTAAATTCTCTTGAATTTGCAAACGACGTGCGAACATATCAACGATACGAGCGAGTTTAGA
+TAAACCTAATACTTTGCCGTTTGGGATATAACCAATGTGGCAACGACCAGTAAAAGGTAACATGTGGTGT
+TCGCACAATGAATAGAGTTCAATGTTGTTTACCACTACCATTGAATTACAATCTGAGCTGAATAAAGCTC
+CGTTAATAACAGTGTCTAAATCTTGCTCATAACCCTGAGTGAGAAATTTCATTGCTTTAGCTGCTCGTTT
+TGGCGTATCTACCAAACCTTCACGGCTCGAATCTTCCCCTATTTGTTCAATAATCGATTTAAAATTTTGT
+TCCACTTGGTTACCTGCTTATTTATGTTAATTCTTTATATTAATGCATTATGGTTTGTGATGGTTGCTTA
+CACATGCTGATCTATTAGGATTGCATTACCATCAGGGTCTTTAATAGAAAAACTTGAAGGACCGCTTTCA
+CCACTAATAGATTGTTGTATTATTTCAACATCTTGAGCCTCAAATTCTTTTAAGAGTTCTCTAATGTCAG
+TAAAGGATTCTAGCGTTTTGCCGTCTTTATCCCAACCAGGATTGAAAGTCATTATATTACCTTCAAACAT
+GCCCTGAAATAAACCTATAGTATGCTCACCGTTTTTAAGTATTAACCAGTGTTGAGTTTGATCACCACCA
+ATGACTTCGAAGCCGACCTTTTGATAAAACACTTTTGATGCTTCAATGTTACTTACCGCCAAACTTACCG
+AAAATGCACCTAATTTCATCTTATACTCCTCAGTTTTATGACTAAAGCTTGGTTACAAGGTTAATCGTAG
+TGACGCTTAGACTTTAATAAAATAAGGTATCGCCACTAAAATAACACCTACAATAAGCAACATAGTTACA
+CTAGACATAAAATATGGGAAGACAAAAAGTGATAAACCGATACAGAAAGGAACAATAGCTCTTTGCTTCC
+TACCATACATGAAATAGCCAATACCTATACCACCAAACAAAACACTCCAAAGCATTATTGATGCACTATC
+CATTTAGAATCCTCTTATTGATACTAGTCGACTAAATGATGAAATGAAGTAGACCATAGCCAAGGGTTGC
+GTGTCCAAGCTTATGTTCTTGTTCTATTTTTGTGCCACATTATACAGAGTAATAAGGCAAGTAGTCCACT
+AAGATAGGTTGCGAGTAAAGGAATTATCGTAAGCTGATATGCGTGTTCATAATCTTCTGGGTAATATGAA
+TCACCCGCTAAAAACCACGCTGAAATAGCGCCTACAATTAACCAAATAGCTGATGCCAGTCGCTTATGGC
+TAGGTGCTGTAGCATAACCAACAATAACCACACAAAAAGCAGCAACCGCCCCTATAATCGGTTTTTTCCA
+AACACCAGCTAAATCAGCAAGTAGTCCCGCAGAAAACGCGGAAATGACAAATGAAATAATGACTATCACA
+ATTGATAAAGTAAAACCCTTAACTTGATTCATATTCAGCCTTATTAAAAAACACAATCGCTTATTATGTT
+GATGTATCAGAAACCTTATTTCCTAGAATATTAAATAACTTACACTAAATCATAGGTTATACCAATCGTA
+TTAAATGGTGTGTTTTAATTAAATTGAGAAAAATATTAAGCAATAGATATTTATCTAAACGCTATAAAAT
+GCTCTGGTCATAACGACTAGCACTGTATTTTAGGAATGTCTCGCCACTGACTGGTGTATTGAGGGCTTAA
+AAACGCTCGTCGCATTTGCCATTTTTCATGATGCCCTTCAGCGGCCAGCTTTAAGGTGCTATCTCCGTAT
+CTGTGGTTCACATTATCTAAGCATTTCATTACGTTACTATTAGTGTGATCGGGCATAAATAAGTCTGGTT
+GTATAAACGTTTTACTATTTAATTCGATTGCACCTACACCACAACGGTAAAATTTTATTCCTGCTTTGTA
+TATAGAATCAATAACTTGGTTTACCGCGCGCGCCATTTCACAGGTATTTTCAGTCGCTATGATAAATGGA
+AAAACCATGGATTGCTTGTAATACAAGTCATCATGCGGCGAGTTAGAGGCAAATATCATTAACTTTTTAA
+TGAGTGAATTTTGTCTTCTCACTTTCCTTCCTACAATGGCTGCATGTGTTACCAACGCAGAGCGTAATTC
+ATTTTTTGTGGTAATGCGCTGTCCAAAACTTCGTGTTGAGAAAATCTCTTTTTTGGGTGATTTCACCTCA
+TCCCAAGACAAACAACTGATGCCGTTTAATTCATTCACGGTTCTTTCAGTTACTACGCTAAATTGTTTTC
+GTATATGTTTAGGATCTTGCTCTGCTAACTGCGCGGCGTTGTTAATACCCTCAAGCCCTAATCGTTTCGA
+TATTTTTCGCCCGATGCCCCATACCTCATCTACCGCCATGCGCTTGAGTATTTTGTCTCTGCTTACTGCG
+CTATTAATAACGGCTACACCATTAAAACCAGAGAGTTTTTTGGCTGCATGGTTTGCCGCTTTTGACAGTG
+TTGCTGTTTCACCAAAACCAACACCGACGGGAAGTCTCGTTTCTTTCCAAATGGCTTTTCTTATTTTATG
+TCCATATTCGTGCCAATCATTTATGCAGCTTTCATAATGATCAAAATATAAAAATGACTCATCAATGCTG
+TATATATACTGGTTATCACAAAAGCGGCCGATGACATTCATCATTCGTTCGCTCAAATCCGCATACAACT
+CATAATTTGAAGAACGAACAACCACGCCATGCTTTTCAAGCAATGATTTAACTTGAAAGTACGGTATAAA
+TTTTGGAATACCAAGGCGTCTTGCAATCGGACAGACAGCGCAGATACAACCATCATTATTAGTTAAAACA
+ACAACGGGTTTATTACGTATGCTGGGGTCAAAAACTTTTTCAGCACTTGCGTAGAATGATACTGCATCAA
+CTAAAGCATACATGCCGCTAACTCTGGAGATTTATGATGTAGACGAATAGAGCGAGTAACAACGCCCTCT
+AGTGAAAATTCATCTTCAGGGGTAATTGAGACAGGCGCAAAATCAGCAGAGGCTGATAATAGCCTAGCTT
+GCACCTTGTCGATCAATTTACAGACGAAACAACCGTTGTAATTAGCCACAATAACATCACCATTTCTAGC
+GGTTAATGATCTGTCGACAATAAGAATATCGCCATCAAATATTCCTACCCCTTTCATTGATTGGCCAGAA
+GCCTGCCCAATGAAGGTAGCATTGGGATGTTTTATGATTAATTGATCAAGCGATAAGCCTAATTCTTTAT
+ATTCTGCTGCTGGAGATTCAAAGCCTGAAATACCAGCTTCGGCATATATTGGAATAACTTTCATATGAAA
+ACCGCACTATACTGTAATTATATACAGTATAGTGCGATTTACTTAATTTATGAAGTACTGAGTCTATAAT
+TCGAGTTTTTCTCATGATTTATTAAATTCAGACAGCAAACCCTAAATATTATTAAGCCATCGACTTACAT
+GCAGTGACTATCATGTGACAAGCGTAATTATTTTAACTTTGTAGCACCCTACTTTACTCTTTCATTTGTT
+GTTAAATGTGATCAAAAAACTCAGATTTAGAACTATACTGAACATAAGGATGAAGGTTGGAAATACAGAT
+GCTCAAAAAGATTTTGTTTCTTATAACTTTTATTTTGCTTATTCAACAATATGGCAATGCACAGTTAAGC
+CCCCCGCTTAACCAAAGTAAGTGGACAGTACCTGTGCTTTCAATCGATGGTGCGATCGGACCAGCGGTAA
+GTGAGTACCTCGTCACAGAAATAACCAAAGCTAATAATGATTCAAGCATTCCGTTAGTGATCATAAAGCT
+AGATACACCCGGTGGTCTGAGTTCAAGTCTACGAGAGATAAATCAACAGATATTAAATTCTACAATACCC
+ATTGCTTGTTTGGTTTATCCTCAAGGTGCACGTGCGGCAAGCGCGGGCACTTATATGCTATACGCATGTC
+ATTATGCCGCTATGGCGCCAGCAACTACCCTAGGTGCCGCTACGCCAGTCAGTATAGCCCCACCAGCGTC
+AAATCAAGGTGAAGATAAAAAAAACAAATCACCTTCAGCTATGGAAAAAAAAGTATTAAATGATGCCATT
+GCCTATATCCGTTCGTTAGCACAACTACGCAACAGGAATGAACAATGGGCTGAATTAGCCGTCTCTGAAG
+CGGCAACCCTTACTGCAGAAGAGGCGCTCGCTGAAAATGTTATTAACTTTATTGTACCAACAGCCGAAGC
+GTTATTTGCCACTATCATAAAGCAAAAGCATTCAGAACATCATTTTGCTGAGGTGACAACAGACAACACA
+CAACTAAAAGCGGTCCCCCCCAATTGGCGTAATGACTTTATTGCCACGATCACCAATCCAAATATCGCCT
+ATATTTTAATGCTTATAGGGATCTATGGTTTAGTGTTGGAGTTTTATAGTCCCGGCGTAGGGGTAGCAGG
+AATTACTGGGGTAATTTCGCTTTTGATTGCGCTATATGCTTTTCAACTTTTACCTTTAAATTACTCAGGT
+TTTGCCTTGTTACTCGTAGGGATAAGTTTGCTAATCATTGAATCTATCATGCCTAGTTTTGGCGTGTTTG
+GTATTGGGGGCACTATTGCTTTTGTACTCGGATCTATTTTTTTAATCGATACTGAGCAACCGCAATATCA
+AATTTCACTCCCTCTTATTGCTGCTTTTGCCTTTGTATCAATACTATTTTTTGTGCTTTCCTTGGGATTA
+ATGTGGCGAAAAAGAAAGAACAAAATCGTAAGCGGACAAGAAGAATTGATTGGCGCTATTGCTTTTGCCG
+AAGCAAGTTTTACTCATCAAGGTTTTGTGACAATTAATGGTGAGCGTTGGGCGGCAGAATTTACACAGCC
+CGTTAAACAAAACCAAGCCGTTAAGATTAAAGCCATTGATGGTTTAACCTTAATTACCATCCCTTGTAGA
+GAAGAGGAGAACAATCATGGACGTTGTGTTTAATAATACCCAACAAATATTCACCGTTGTGGTCATTATT
+CTATTAATTGCATTACTGCTAAGTGCATTTAGGATTTTGCGTGAATATGAACGTGGTGTAGTATTTTTTC
+TTGGACGTTTTGACAAAGTCAAAGGGCCTGGTTTAGTGATTATTATTCCATTAATTCAACAGATTGTTCG
+TGTTGATTTACGAACCGTAGTAATGGATGTACCAAGCCAAGATGTCATCAGTCGAGATAACGTATCAGTA
+AGAGTAAATGCTGTTATTTATTTCCGAGTTATCGACTCACAAAAAGCGATAATCAATGTCGAAAATTACT
+TACAAGCCACATCACAATTAGCTCAAACCACCTTGCGTTCGGTATTAGGTCAACACGAATTAGATGAAAT
+GTTGGCAAGCAGAGAAATGCTTAACATCGACATTCAAGAAATATTAGACGCAAGAACTGATGGCTGGGGG
+ATAAAAGTATCTAATGTTGAAATAAAACATATCGATCTTAATGAAACCATGATCAGAGCGATAGCAAAAC
+AAGCCGAAGCTGAAAGGACCCGTCGAGCCAAAGTGATTCATGCACTGGGAGAAATGGAAGCGGCAGAAAA
+GTTGAGTGAGGCGGCCAATAAACTGAGCACAGAGCCTAATGCAATAATGTTACGTTATTTACAAACATTG
+ACAGAAATTGCGGGAGAGAAAAACTCTACTATATTATTTCCTCTGCCTATGGAGTTACTGAAAGGATTAT
+TTTCTCCAAAAAATCATGATAATAAACAATGACTGTAAATTTCACTACACCGTTAATTGGACCAGCCCAC
+ACCATTCAACTGGACCAAGAGTGAAATTGAATACGAGCATCAAGTCATAACAGCACTCTAAATAGAGTCT
+CATCTAATGTTATATGTTATTTCCACAACAAAAAATAACGCGTTACCAAGAATTAAATATAAACCCCATA
+TATAACAATTAGTTTGGTGATTACAGTTGGGTTTTATACTGTTTGAAGTAAATGACTTAAATTTACTTTT
+TAGGAACATTTTGAGCGAATGTTACTGGATATTTGAGAGTAAACGTTTTAATTTTTCGTGATATAACGTC
+AAAATGTGACTTATCTTATCCACTTAAAGCATCCCTCCGATTACCATAGATAATTATGACCGGCAGCAGA
+ACTTTTTTTGTCTATCAACCAAACAAGTGCATCATCACGTTCGGTGAACACTTCAATATTTAACGCGTTA
+GAACTTGGAATAGTCGCTGAAAAATCAGCACTCATCTTAGCTAATTTATTGGGTGCAAATACTGCTATTT
+TATCTATGGCGGGCAAAGTACCAAAATGGATTAGCGCATCAAGTTGCGTAGAATAGGAATTGGTTTTATT
+AATAAGTAATGAAAATGATTCACTAAACAGTGAGAGTAATAATTGATGAAGTTCATTTACCATGCTAAGG
+GTAATATCTGCGCCATTATCAACCGTAATTTCTGCGAGATCATGACTAAGTATGCCGACTTTGGCAAATG
+ATATTTGGTGTATTTCCATATGTTAACTAAATCCCTATTACTGATGTTGTTATTCCCTAACAAATATTAG
+TATAGCTAAACATATGGATTATTGTCATGTGTTTTATAATATTGATAACTTTAACTTTTTATACTGGCAT
+CTAACGGTGCTCAATGCACACCTATACTAAATATTTACCAATGAATGGGGTCAACTTTGTAATAATTAGT
+CAGTTGACGATAAAGTGCAGGATGCTCTATAGAGAGTTGCTTAGATTTCTCAAAAAACACTTCACTCACT
+ACGGCAAAAAACTCTGCTGGCTCAGTGGCACCATAATAATCAAATATTGATGGTGTACCCGCAGCGGCTT
+GCTTTTGTAATATTTTAAACTGTTGTGAAAAGATTGTAGACCAACATTGATAACTTTGATCTTTACCCAA
+AATGGGCGCGCCATTGGCTTTACCATTTTCTTGATCTAGTTGATGAGCAAATTCATGGATTACCACATTG
+TGGCCATCATTGGGTAGTTCTGCACCGTGTAGACTGTCTTGCCAAGATAAGACTATTTTGCCAAAGTCCC
+ATGATTCACCTGCTAAAGCGACTTTTTTGGTAAATTGAACACCATCAGCATTACGCTGGTTTTGCTCTTT
+AAGAAAAGCGCTTGGGTAGATTAAAATCGTTTTTAATTTAGGGTAATAATCCGTTTTTCTATTCAGCAGT
+AATAAACAAGCTTGAGCAGCAATGGTAATTTTTATTTCTTCCGTTATTTTAATACCGTTGCAACCGATAA
+AATCTTTCTCTGAAATAAATACTTGAATATGTTGTTTAAGCTGTAGCTGTAAATCTGTTGGCATTTGCTT
+GAAGTAAGGCATGCGTTGCTGGATTATTTTACGCCATTCCTTTTTGAAAGGTAGGCTTCTTATTTTATCG
+CGCTTATGTTCCCGCCAATACGGCTTTGCCATTAAATAGCCAATAATCGCCATACCAATAAATAGGGGTA
+AAAGAATAATCAAAATAAAACCTTAATGATACCAATGTATTAAAATAGTGAACCTTACTCATATCTTGGT
+ATGAATGAAGACAATTTCAAGCGATTAGTACTTTCAATCGTAATAATAAGAAATAACGGTCAGTACCCCT
+TAAGTATATTCAAGGGATACTGACCGTAGATATAACGCTAGATGGCGTTTGTTATTTGGTGATAATAACA
+ACCGCGTTTGACTTGGTTCTAATCGTTTCACTTATATTAGATAAGCCCAAGTAAGCGGGTTGTCGGCTAT
+CAAGGGAAAAAAACTGTGGTACAGGATTATCTGTAAAAGCGCTATGCCATTCAATGACAGCAAAGTCGTC
+AATATCTAACTGGGTTGTGGTGCCATCTACCAACTCAGCTTCGACCAATACACGATAACTTTTGTAACCG
+ACTCTTGGGGAGTTATAGTCAACTTCTACATTTTTCCATGTATCTGAACCGCTTAATTCAACAGTTTTAA
+TTAAGTTTTTAGGACTATTTTCAAAGGCATCAAATAACTTTTGTTTCTTTTTTCTTCCTTGCCAGTAATA
+GTGTAATTTAACGGCTTTTTTACTTTGATAATTTGCTTTAATGGTAACTTGTCTACTGGCAGAATAAACA
+CGCCAAAAACTTTTTACACCAAAAGACGTAGATTGTTGGTTATTAAGTGCTAAAGCAATACTTGTATTAC
+CACTCGCGCCATAATTATTTAAACTCATGATACTTCTATCAAAAAACAAACCACGTTCTGGGCTATCAAA
+CGTTGAAAAGCTCTCAAAGTTACTGCCATTAACTAAATTTTTACCCAGACGATATTTTACATTTTCGTCT
+TCTATCCATATTTCACTCAGCTGTTTATGCCATGGTAGGTGATACAAACTCGCTATCTTGCTGCCTTTTG
+AAAAAGTTAATTCATGTTTAACGGGTGTGTTAACACCGGCTTTAACTTTAACCTGTGTATTGTTAACTGA
+TTTAACGGTCACTGATGGTCTTTTGGCGGTAATTATACCGTGACCACCCGATTGGGTAATAAGGGTATTT
+CTAACCTTAGAAAGTTCGGTTAAACGCTTCATCACAGTATAACGATTAGTACCTGTTGCAGGCGTTGGCT
+TATAACCCTTAACGTATAAAGGAACTATTTCCGCGCGATGAAATTCACCTTCATCTAACCAAACATACAA
+AATGAAACTATGTTGTGTGGCGCTGAAGTTTTGATCAAAGATAAAATTGCCCATTGAGTACGCAATGAGC
+TTGTTGTCATACAACTCTAGACCCTGAGTTACATGAGGATGATGGGCAATGGCGAGTGCTGCGCCATTAT
+CTAATGCTGATTTTAATCGTTGCTCGGTAACACCTGTTGGGCTGTTAGCGTACTCTTGACTACCATGATA
+TTGCACTATGGTGACTCTATTTTGCCCCACTTCTTGCTGAACAGAGTTAATAATATTAGTCATTGAACCA
+TAAGCAGCGCCGCCGTGTTCGTGATTAGCTGTTTGCGTAGGCTCTGAACTTCCTTCCCAGCCGACATAAC
+CTAGCATAGAGAATTCGGTATTGTTAATGGTATCGTGATGAGCCTTTAGCGCTTGTTTTGCATTCATACC
+AGCACCAGAAAACCCTAAAGGACTTTGCTGTAAAAAGGCTAAAGTTGACTCCATTCCTGGCTCTAAATAA
+TCATAGGTATGGTTATTGCCCAAACTTACGTAATCAACACCTGCCCACACTAAAGCGTCGAGTATTTCAG
+GTCTAGAATAAAATGTAACTGACTTAGGCGCACGATCTCCAGGTGTTTTATTGGCAATTTGTGTTTCTAA
+ATTAACTGCTGCGTAATCCGCGATACTCATATAAGGTTTTATGTTTTCAACTATCGCCTTACTATCACTG
+AGCTTAGTCTCAGGATGAATCAAAATAGAATCGCCAAAGTAAGGTTTATAATAACGACGATCCATCATGA
+CATCACCACCAAAAGCTAACATGACTCGCTTAGCTTGTTTGGTAACTAAAGTGATGTCTGCAATAGCAGC
+ATGAGTTTTTTCTTGATTCTGAGAGAAAAGTTCATAATGACTAAATGTTTGAATGCTTTTAAAGTAGCCT
+TTTTTAACAAAGTTGAGCTGATAAGTATCATTAGCGGCAGTAGGTATAACGAAACGTCCCTGTTTATCGC
+TGATAACTGATTTACTGTTTAAGGTGATATTTACCATACTAAGAGGCTGTTGTGATTCATCAAGCAAACG
+GCCTGTAATGTTGACCGTTTGATTTGCATTAACATTAAGCTGAAAACCAAAAGCAGTTATTAAAATTATT
+ATCGTTATAAACTGTCGCATATTTGTTCCAAGTTTGTTGCCTCTACAAGGCTATTAATAAGTTATCAATC
+AAGTATATACAAACAAAAATAATAAATTCATTCTTATCCATAGCTGATATATAACCTAAGGGCATGGGTT
+GATAATATCTTTACAAGATAGCTTTCAATCCTAATAGTCAGCTATTACTCGTTGAAGCGCCCTGCTCTTG
+AAAATTTATCCTCACTTAACATTGCTCATTGACTTAATTTAGTTGGTATAACCTGCCTTTATGGCTAAGC
+AAAACTTAAGTCTTATCATTTTTCAAAATAAAATTACATTATGTTAATTCAAGATAATTAATAACTGTTT
+TAACAAGGTGATGAAAATGGCTGATACTAACAATACCCAAGTGCAAATAACAAAAAGCAACAATAGCCCT
+GCAGATAACCTCGTGACTAGTTCAGCAACTAGCCAAGTAAAAGATAGCACCCCAATAAATAATAAGGTGA
+TTCAGAAAACCTCCGCTCTAATGAGATGTTTTGATTTAGTTGAAGAAGCTAACTATAGCTATGTACTGGG
+CTATAACTAATTAGAACGGCTATTTCGCGAAACAATTGACAGTTCATGACTCAACGACTGAGAAAATCGA
+ATGAGTAAGTTAAGTCAGCTCTGTTAGTCGTTATAGCTATAATCCAAACAAGTTGACTGTGTGTTATCAA
+TAGTTGTGCTTCGTCTACAGACAAGTACAAAATATGTACGGACTATTATGAGTGATTTAGTGAAGTGTTT
+TTTAACTGGAGCTTGGGTTGCTTAAATAGCTTTCACCTAAAAGTAATATTAGATGAAAGCCTCTTCTCGA
+CTATCTTTTACTATATGACGTCTTATTGAATAAATTTTCCGGCTAAGATACCGCCAAACTTTTCATTTTC
+TATCACCAGTGTACCGTTGACAATCACCTGCTCTACGCCTACTGAGTAATTATTCCACTGGTTAAAGTTT
+GCCATAGGTGCAAAATTTTGTTCATCAAAAACAATCACGTCGGCCTTATAACCTACTTTTAAAATACCTC
+GTTCAGTAAGACCAAGGACTTTGGCTGTTTGGGAAGAACTTCGATTGATAAATTCGGCCATAGTGAGCAA
+TTTTTTATCGACTACATATTTTTGATATTTTTGCGGAAAACTTGCATATTTCCTTGGATGACCGTTCGTA
+CCATCCGATGAAGTGACTACCCAAGGTTGCACCATAAAACGTTCAACATCCTCAGGTGACATATTAAAAG
+AAGCTACTCTAACGTCGCCTTGAAGTACCATCCAAATAGCCGTATCAACGACAGATAAGTTTTTCAGCTC
+TGACACCTGCAGTAAATTCAAACTTACCAGCGTTTTATCATTAAACTCAGTAATATAAAGAGAATCTGGC
+CCTCCTCTTCGGCGAACATTCTCGGTGATTTCTTCCGCTAATATTGCTGATAAATCAGCTTGCTTTAAAC
+GTTGATGAAAAGCTTCTTTTGAATCAGCCATTACCCATTTAGGCATTACCGCACTGCGCAGCTTAGTACC
+TGATGCTAACCAAGGGTATTGATCGGCAGATATTGATGTGCCATTTTCTTGTGCTTGGGTAATCATTTCA
+ATCGCTTGCTTACTTTGCCCCCAAACATCAACACCTAATGCCTTTATATGTGCTAAATGTAAATGTATAT
+CAGCTTTGTCGGCAATATTAATTGCTTCGTCTAAGGCGGCAGTAAAACCTATGTTAAAGGTACTTTCATC
+ACGCAGATGTGTGTCATAAATCCCGCCATATTGACTAGCAATTTTCGCTAAGGTGATAACTTCATCTGTA
+TTAGCATAACTACCAGGCACATAATACAACCCTGTTGATAGACCAATGCCGCCGGCTTCCATCGCTGTTG
+TTAATAGCGCAGACATTTCATTGAGTTCTTCAGGCGTAGCGTAACGCTCTGCTCTGCCCATGACTTGTTC
+ACGTAAACTGCCATGACCCACTAATAATGCAGTGTTAGTCCCAATACCATTAGCTTTTAGCTTTTTAGCC
+ATAGCTGTTATATCTACTGGACCACCGCCATCGTTACCATTAACAACGGTAGTTACCCCTTGAGTTAAGT
+AATTTAAGTTATGGTTTTTATCTTTACTTAGCAGCTCGGCTAAAGAGTGAGTGTGGGGGTCAATAAAACC
+CGGACTTACGATTTTATTCTTAGCATTAATGATTCTTTCGGCTTTAATACTGTGTTCACCACTAAGATAT
+AAACCACAAATAACTTGCTGACAAATCGCCACATCGAGTTGTTGGGCTTGACCACTTTCGCCCGTGTAAA
+CAGTGCCATTAGTGATTAATAAGTCAATCTGTTGAGTTTTAGGCTGTTGCTCTTCAGTCGTGCAAGCACT
+TAGTAGTGCCACACTTATCGCCAAAGTGATTACTTTTTTATTAAATACATTCATAGCTTTTCCTATTCTT
+TATCATGATCAGTTTCTGATAACATGTTAATCATCAATATATTAGCGGATTTAAAGGCAATACGTTTTAT
+CTTAGTACGATCGGTATTATCACCCATTTCATAGGTAATGGCATGAACCCCGAACTGATCAGAGAAGTAC
+TGCTTTGACACACCTAAGTTTGGGTTATTCCCTGGTCTTAATACCACATTAAAGTTAGGCATTTGTCTGT
+CCAATTCACCTAACCAATGCCGAACAAAATAAGAGCTTTCAACGCCATAGTCTACTGGCATGGTATAGAA
+AATATCATTTTTAGTAGAGTGAAAATCTACTGCAAACTTAATTTTTTGCCCTTGCGCTACTAAGCCCTTT
+AAATAGTCATTTATTAACTGAGTTTCAATCTGAGAAAAGTCATTCCAATCACGGTTTAAATCCATGCCAT
+TAGCATTACTACGCCAATTACCAGCATGTACACCATCTGGGTTTATATTGGGAATAACGAGAACATTATA
+TTTTCTAAGAAAATACTTACTAAGTTCGCTCTCTGATAACAAGGTTTCAACAAACGGAAATAAGGCCAGA
+GCACCGGTAACTTCTGGCGGATGTTGCCGACCTAGAATCACCACCCACTCATTACTATTTTCATCTCGAC
+TTTCAATTTTGTAAATAGGACGACCTTGAGTAGACAATCCTAAAATACTTTGGGTAAAAGCACTCTGTAC
+CGTTAGTTCTTCTGCCCAATCAACATAATATTGATTATTGATAATTTCTTGTGCGGCAATTGTGACTGAC
+TGAGGAGATGCTTTCACTTTCATGATTAAGCGCTCACCTTTTAGCTGATAATCTTGTAACTGCCACGACT
+TATTACCATCACGACTAATTTTAGGGGGGTAACGATGTTTATCACCCTGTACCTGCATGGTAATAGTGAT
+ATCCGTAACTTGTTTTGCCTGTATTTTAAAAGCATACCAAGGACTTGAATTAATAGGCGTATTTTCAGGG
+ACTAAAGTAATTGAATATTCATATTCACCCGTCCTTTTACATTCATCCATCCGACCAGCAGCAAAATCAC
+TGGTTAACTTTACTTGCTCATTGTTACAGGACTGACTATTAGCGTTGGTATCCTTATCTGCTGTAGGTTG
+AAATTCCTCTTTTAAAGAAAGAGCTGCTGTTGCTGAAATATCAGTCCCCGTGTTTTTAGAAACGGTTGGC
+GGAGTCTCTTCAACTGCAGTTTGAGGGGCTGAACAGGAAAATAAAAAGAATAAGGGCAATAGCAAAGTTA
+ATGAATTAAGGGAATTTTTCATAATTGGTTCTTTATAAACTTGCATGGGTAAGAAAATATGGCCTGACTA
+CTTTGAGTCAGCCAAGCCATAAGGTTTGTGACTAATTAAGCGTTAAAAACTAAAATTAGCACTGGTATAG
+AAGTATCTTCCACGGCTTGAATGTAATGAACCGTCATAACCAAAGGTGGTATCAGCCAATGGTGGTTCTT
+GATCAAAGATATTATTAATACCAAAACTTAGACTCACACCTTCATATCCCATAAAGTCATTACGAGTAAC
+GTAAGTATTTGCTCGAGTTTGCGCTTTAGAAGTATAGAATGTTGTTACGCTATCAACGGTTTTGGACACA
+CTGGTATTATCAACTTCACCAACGTATTTAACAAATAAACCTGCGCCCCATAGCGCATCATTTGATTTCC
+ATTTTAATGATGCAGTTGCTTGCCATTCTGGAATACTGCTGGTCCCAACGATATCACCCACTGCAGTACC
+TAATACTGCAGGATCAGCACCAGCATCGACGATTAATGAGGCATCACCACCAGCTTCTTGGTCAAATTTT
+AATGTTCTAGCACCATTTAATGATAAGCCAAAATCACCAACTGACGTATTCAAATCATAATTGATCGCTA
+TATCGTAACCCGTAATGGTACGGGTGTTGAGGTTTTCATAGCGGCGATTAATTTGAACAATTTCTCCTAA
+TGGATTATCAGCATCAATAGCGCCTCGAATAACGTCAGGATTTGATGAACCTTCTCCTCTTGCTATCAAA
+TCTAAACGTGAGATATTTTCATCTGAAAGGACGCCAACAGTACCTGTTGTCTCAATTTCCCACCAATCAT
+AGGTAAAGGTTAAATTATCCATAAGCTGTAATGTTAAACCGACACTGATGTTTTCACTTTCTTCAGCCTC
+TAAATCTTTGTTACCAGATGTTGATAAATTATAATTGCCATTACCAGAGCCACCATCGGCTAAAGTATCT
+GAATTAACAACAACGTTACCATTGGCATCAAGGGAGTTTTCAGCATAATCATCTACACCTGTAGTCAGGG
+TAGCGCCTGGAGAATTTAGCTGTATAAGGTTAGGCGCTCTAAAACCTTTAGATACTGCACCTCTAAATTG
+CAGCATTTCAACCGGGAACCATGAAACTGCCATTTTAGGTCGGGTTATATTGCCGATATCACTAAAATCT
+TCATAACGAGCGGCTAATTGTACATCTAGACTATGAATAGCAGGTAGATCCGCTAATAAGGGTAAAGCAA
+GCTCTACGTAAGCAGAAAGCACTTTACGCTCACCAGAGACATCAAGGCGAACACTACTACCTTGTAAACT
+ACTTAGATTAACCGGATCTGCATTACCTTCAACAAAGGGTTCTGAGCCATCAAAGTTTGAACTATTGTCT
+TCATCTAAGGTTTCTTTACGATATTCTAAACCGAAAGCTAAACCGGCTTCACCACCAGGTAATTCAAACA
+TAAATGGATTTGATGCTTTAAAATCTACCATGGTTAATGACGTTTTTGCACTACGTTGAGCGGTAGTTAA
+AAACGGGTCAATGCTCGATTGTGGATTAGGCGTTGAATCGATAATACTCGCTGGATTATTTGGATTAACC
+CCTGTAAAAGGGTTATAAGCGTCAGCGGTATCTAAACTAAGCTGGGCTAGTAATAAAGGAGAGCTGATAC
+GATTACTCATGTTATCGTCAGTTTTTGCCTCACTATATAATACCCCCGTGTCCCAATCCCAATCATCGTA
+AGTACCACGCAAACCATTTAAGAAACGGTAACTAGTACTTTCAACTTCAACTTGACGTGGACCGACATCA
+GTTGGGCGAATACGTAAATTATAAGCAAGTCCTTCAACGGGTACTACAGCAGGATCTAAACCTGCAATAC
+GATTGGGGTTTACACGGCCATCGGCAAAATTTACCGGTCCAAATGGGTTGTAATAACTGTGTGCTGGTAC
+ATCGAAAGTACCATTACTTAAAATAGCTGATTGTTCCCATTGACGCTTAGTTTTAGATCGGTAATAAGTA
+GATTCGTTATAAAATTCAACGCCATTATTAAACTCATGACTTAAGTTAGTAAAAAGATTCAATCGATCAA
+TATCAGGTACTAAAGTACGTTCTTCATTACGGTTAGGACGTAATGCTCTATCGTGACTACCTGCGGCGTC
+AAGACAAACATCCCCCATAACTCCGCCACCGGAAGCTAAAGCACCACCACCACAACTGCCAGCAGATTGC
+TGTTCGCCGGCATTGTTAATATATGAAGTTGGGCGAATGATGTAATCATCAATTTTGCTCGGTAAACCAA
+TGTAATGTAAGTCTGCATAAGGTTCTAGAGTTGAACGGTTATCAAAGTCGGTATCGCCAGCAAATTCTTC
+AGGTGCTCGTGAACGTAAATCTTGATTACTCGAAAAGCCATTTTCTGATGCTTGTAAACCCGTTTTCTTA
+GCGTAGTTTGCACTGATCATGAAAAACGTTTGGCTGTTGTTAAACTCAAAACCTTTGTTGCCAGATAAGG
+TAAAATCATTGCGGTCAGTACCTTGCTCTGCGCCATAACGTACTTTGAAATTACCTCCTTCAAAATCTTC
+TTTGGTCACGTAATTCACTACACCCGCAACAGCATCAGAGCCATACAATGCGCCAGCACCATCACGTAAC
+ACTTCAACACGAGCAAGCCCTGAAATAGGTAAAGTATTAGAGTTAACTGAGGTTACTGGTACGCCGAAAT
+TTGTTTGAGTAATAGGATGGTTCACCATACGGCGACCATTAAGTAAAACTAAGGTATTACCTTCACCTAT
+ACTACGTAAGTTAACCGAGCCAACATCACCACGTGCTGCATTTGTTCCGGTATTACCACCACGAGTGCCA
+GTAAAGCCAACGGCACCTATTTGAGGAATTGAGCGTAAAAGTTCATCTCCATCTAGAGCGCCAGTTGCGA
+TAATATCTTCTGCACTAAGCTCAGTAACAGGTAACACACTTGTCATAGTGCTGCCCTTGATATTCGAACC
+TACGATAGAAATCCTTTCAACTTCTTCCTCTTTTACTTCTGTTTGCTCCGCAGCAAAGACAACTTGAGAA
+GTAAGTGCTGTTAGCACGCATAAACTCAAATGTGATAATTTAGACTTAAGCATTGATCTATCTTTCATGA
+CATCCACCATTGTAATTTAGCTTGTTTTATAATTGTCAGGTTATTAGCTACCTGATCATTTAGTTACGTT
+TCATTCACCTTAACCATGAACTTAAATTACAGCTTTAACAATTGACCCTTTATTGCTTATCTATAACCTA
+GGGTTATAGGCTGAATTTTATCTAAGTATATTAAAGCTATCTTTAGCGGAAAAATTAACCTTATTCAGCT
+AAATTATAGAAAACTATTATAAAATAGTAGAATGAGTTATTGATTTAACTAAGAAAGCGAAGAATTAAAG
+GTGACAGATAAAATCATTGTAGGGTGATCATTACCTATCACTGCCTGTAACAAGCAAATGATAGATAATT
+AATGATGCTGCAGTTGTTAAAAGTTAAGAGTTAAGCGATTAAAGCCTTTAGTTGGCGATTGGCGAAATAG
+AGTTTATCAATGTGTACCGTACCGGAAACCTTTAAATCATCCAATACTCTGTGCACTCTATTTAATTCTA
+TTTTCTTACTTGTTGCCCATAGTTCAATAGCAATATCAGTCGTTGACTCTCGGTTATTCTTGAGCACCCT
+ATGGACTAGTTTTTCCCTAAACTCTAACAAATCAAGTAACAAACTAAAACGCGCTAACCTTGACCAATGA
+TCTTTTGCCTGCACTTTTTCCGTTTGCTCAATTAACCAAGCAAGACCAAGGATTTTACTTACTTGACAGT
+AACAAGGAAGAATTTCTGTCACCGATAAATTAAGCTCTGAAGCCGTTTTAACAATGTCGCAAAAAACCAC
+ACTCGATACTTTTAATTGATGAATAGTATCCACTAACACTAGACCGCCCACTTCACTCTTAAGTTGATAC
+AGTGATTCATCAACAGGCGAAAAAGGTAAAGTAATTTCGTCACCATTGAGTTGTTGTAGGGTGTTTATTC
+CAGGTGAATAACGCTGCACTATAGTAGCAATACTATCACCTGAGCTGGAATGGTTGATAAACCAGATAGC
+CATCAAACGATAAAATCGTTGCACCTCTATCATCATCTTAATTTGTACTTGTGCCGAGACGTTCCCATGT
+GATGACTCAATTTCAGACCAAATATTATCAAGTGAAAAAACTTCTTTCGCAATAATAAAAGCTTTAACAA
+TTTCGGCTATAGTCGCACCTGTCTGCTCTCTTACTGCATGTATTCCACCACGATTAAATATTTCATTAGC
+GACACTAGTAGCGATAATTTGTTGTGCTAAAGGATGGCTGAGAATATATTGAGTATATTTATTAGCTAAC
+ACATCAGGAAACGCTGATAATAAGTACTTTTGGAAATAATCATCCGTTAATAATTTTTTTTCTTCTAATA
+AAGCATCATGCACATCCATTTTTGAATACGCCATCAACACCGCTAACTCAGGTCTAGTTAACCCTTGTTG
+TGCTAAATTTCTCGATTGTAGCTCTTCATCATCGGGCAAGTATTCTAATTCACGGTTTAGCCCGACACTA
+TTAACCAAGTATTGGCTCAAACGGGTAAAGCTATCAAAGTGAGACTGACTGTTCGCCTCATCAATACTTA
+ACGCTTGCGCTTGATAATAATTATTACGCAGTACCATAGCGCCAACTTCGTCTGTCATTGTCTCTAACAA
+GTGATCACGTTCAGCTTTTGTCATGCTTTTATTGTCAACTAAACCATTAAGCAATATTTTGATATTCACT
+TCACTGTCTGAACAATTAACGCCTGCTGAGTTATCAACTGCATCGGTATTAATTTTACCACCGCCTTTTG
+AAAACTCTACTCGGGCAAGCTGGCTACAACCTAAATTCCCTCCTTCACCAATGACTTTACACTGTAATTC
+GTTGCCATTGATGCGTAATAGATCATTAGCCTTGTCCCCTACTTCGGTGTTAATTTCAGTACTGGCTTTG
+ACGTAAGTTCCAATGCCACCAAACCAAAGTAAATCGGCCTGACACCGTAAAATTTGGCGAATTAATTCAT
+CTGGCGACACCTGTTTTATCTGGTTATCAATATTAAGTAATTGTTTTATTTCTGTCGTTAATTCAATATG
+TTTGACCGAGCGACTAAAAACACCCCCTCCGTAAGAAATTAATGCTTTGTCGTAATCCTGCCACGATGAA
+CGCTCAAGGTGGTAAAGCCTGTTTCGTTCAACATAACTCAAGGCACTATCAGGATTTGGATCGATAAATA
+TATCGCGATGATCAAAAGCAGCCACCAGTTTTATCGTTTTTGAAGATAACATGCCATTGCCGAAGACATC
+TCCAGACATATCACCAATACCAATCACACTGATTTCATCTTGTTGGACATCAATATCCATCTCACTAAAA
+TGCCGTTGTACTGATACCCAAGCTCCTTTGGCAGTGATACCCATCTTTTTATGGTCGTAGCCAACACTAC
+CTCCTGAGGCAAACGCATCACCCAGCCAAAATCCATAATCATTAGCTATTTTGTTAGCAATATCAGAAAA
+AGTAGCCGTACCTTTATCTGCAGCGACAACGAGGTAACTATCATCATCATCAAAACAAACAACATTTTGA
+GGCTTAACTATTCCGTTAGCAGTATTATTATCAGTGATGTCTAATAATGCAGAGATAAAAAGCTTATAAC
+AACTAATCGCTTCGTTAGTAATACTTTCACGCGAGCCGTTAACGGGTAGTTGCTTAGGTACAAAGCCACC
+TTTAGCGCCTTGTGGCACGATAACAACATTTTTAACTTGCTGCGCTTTTACTAATCCTAATACTTCAGTT
+CTAAAGTCTTCTTGCCTATCAGACCAGCGTAAACCACCCCGAGAAACGGGAGCAAACCTTAAATGAACCC
+CTTCAACTTGAGGAGAATAAACAAAGGTTTCTACATAAGGTCTCGGTTGTGGTGCATCATCTATTTCGCC
+GCTGCGTATTTTAAAGGAGCAATAAGTTTTTGCTTCACCAGTAGACGATGTTTGATAAAAGTTAGTTCTT
+ACTGTTGCTGAGATAGCGGCGATAAAATTACGTAAAATTCTGTCATGATCTATTTTTGAGACGGTAGTTA
+AGCTTTGCAGTAGATCAGCTTTAATGAGCTCAGTTACTGCTTTTCGTTGTTCAATACCTTGGTCACTTAG
+TGCAAAACGTGCTTCAAATAAGTTGACTAAGCCATGAACGATACTAGGGTAACTAATCAAGGCTTGCTGG
+AAGTACTCTTCAGAGTAACCAAGACCTAATTGACGTAAATATTTACCGTATGCACGGATAACGACAATTT
+GTCTGATGTTAAGATTGGCACCAAGTAATAACTTGTTGTAACCATCACTTTCAATATTGCCCGTCCAAAC
+TTGCGCCAATGCGTGCTCAAGATTTATTTTTATAACGTCAATATTTGTATCTTCATTGGGGTACTCAAGG
+GTATAACTATAAACTTTGCGACGAGTATCGCTATTTGAACAACTGACTTTAAAGCTAAATTCATCCACAG
+GTCTAAAACCAAACTTCTCTAGAATAGGAATAGAGTCACTTAACGCAATGCTTTTCTCTACGGTATATAT
+ATTTAAGGTAAGCTCACTTTTATTTTGTGTTGAACGATAAATTTGAAACTGATGAGTATTATCACCATGT
+AAACACTCGATGTTATTTATCGCTTCGATAGCTTGTTTAGGAGAAAAGTGCTCTCGATAGCTTTTTGAAA
+AAGCACTACTATATTTCTTCAATAACAAGCTTGCTTGGTGGCCCCGCCATAATTGCGAAATCATCGCGGT
+TAAATTTTCATTCCAACTTTGCGTTTTAGTTTCAATACTAGCAATCAGCGCTGCGGTGCCTATTTCATGA
+GTAAGACTTGCACCTTTTTTAACAATAAAATGCCATTGCGCTAGATAATTATCATTAAGCATTGAACGAC
+GAGATAAGATTTCACCTTGATAGGCTTTGGATAATTCGTCCTCAATTTCATCACGTAAATCGGTACAAAA
+TGCATCTTTAGAAACAAAGACCAGCACGGAAATTTGTTCATTAAAGTCATTTTCTCTGATAAAAACACCA
+GAATTACTTCCTACGTTAAGGTTATGTATGCCCTTCGCTAAAACAAGTAGTTGTTCAACGCTACTTTCAT
+ATAATTCTCTTTTAGGTAAAACCGCAAGAATATGGATGAAATTCCGATAATCATGGCTATCCAATTTCAG
+GTTAAGCTGTTGTAAGACTCGTGCTAACTTAGCATTTAGAAAAGGGATTTTATTAGGGTGGAGGTTATTA
+GCAACTTGAGTAAACAAACCTGAAAACTGATGAATAACCGTTAGGTTTCCATCATTTGAAAATTCCTTAA
+CACTGACCAAATCAAGGTAGTCATGCCGATGAATAGTTGATTTTACTAATGACTTACTGACTTTCAGTGA
+ACTTTTCATGGCAATTAATTGTTTAAATTCTGCACTAGTAAGTGTTAACGCAGGTTTACTTACTTCAGCA
+TCATCATTAAATATACCTAGAGAATCTTTTCCAGGTATCGCGTTACCAAAAGCATTTACAGTTATTGAAT
+TATAACTAAGGAAAACAAAATGTTCCTGACAAAGCCATGTTAAAAAGTTTTCGGCATCAATATCATTAAA
+TTCCATCGACTGATGATTTATCCCTCTACTTTTGGCCATCATTAACGGCCAATCTCGAGTCACTTTAGCG
+ATATCAGCCAACAATTGTTGAATTGTTTCGACAAGCTCACCTATCACCTTTGGTCCTAGTTGGTTAGTAA
+GCTCTATATATAAAATTGACTCGTCTGGAGAAACATTATCCGTTTGTTCTTTGCCTTGTAAAATTTGACT
+TCGATTGACGACTGGATGCAAAAACATATTAATTTTATAGCCATGTGCCATTAATAACGCTGAGATTGAA
+TCAACAATAAAAGCCTTGTCATCAGTAATAATATATATAACTGCCCCATCAGTTAACGCATCTTGTTGTG
+TTCTATTTTCAATAACAACTTTATTTTCATTTGTACTACGACAACAAAAAGATTGCCATAATAACAAGGC
+CATTTGATAACGCTGTACCATTGAAAGCGTTTTTAAATCAGCACTGAGCGCGCTGTTAAACATTTGCTGA
+GAGAATCGTTCAAAAGCAATAATATCTGCTTCCTGGTAGCTTTCATTTATAAAACGACATAATTCTAAAT
+CAGTAGTGACAGTCACAATAAATTGCCTTAATTGGTATAATAAGAGCCATTCTCATAAGGGAGAAGGTGC
+TAACACCAAATGGTTTATTAATGAATCCAGTTGGTGTAAGTAAAAGCGTAGCTATTGCCGCTTTTACTGG
+CAAATTCATTTCTTTGTTGAGGGTATAACCAAATGTTGTAGCAAAATTTTTATGCCTTAGCAGCAACTTA
+TGGTACTTAATCACCTGCGACTTAAGCACATAACCCAAAGTTATTACCTAGCAAAGATTAACTATTATCC
+ATTTACACCTTGCTACCTTATCTTAAAGGTATCGACAAAGAATCACCTGTTACCACAACAGTTGCATGTT
+TCCTTAATTTAAAAGATACCAATATGAACAGAAAGCAAAACATAATTAAAACGGCTATTAATGAACACGT
+TATTGATCACAATTTAACGGCTATTGGCGTAATGGATTTAGATGGTTTGAAAAAAACTGTGAATGACGCC
+TATGCCGCTTTTCCTGCTAATTTTTTTCATACCTTTGCGGTCAAAGCTAATGCATTAGTTAAAGTTCTAG
+AGCCTTTACGTGAATATGGCATGGGAGCTGAAGTAGCAAGTCCTGGAGAGCTATTAATAGCTGTCACCGC
+GGGTTTTACAGCTGAAAATATTATCTTCGATTCTCCAGCAAAAACACTGCAGGATTTACGAACCTGTATA
+AAAAAAGGAATCGCGTTAAATATAGATAACTTGCAGGAACTTGAGCGTATTGATGCACTAATGCTTGAAT
+TTCCTGAAAGTACATCAATAATAGGTTTTCGTGTTAATCCTCAAATTGGGGGCGGAAAAATAGGGTCAAC
+GAGCACAGCCACAGCAACCTCTAAATTTGGTTACGCCTTAGTAGATGGTGACAATCGTAATGAACTCATC
+AGTATTTATAAAAAACGTCCATGGTTAAAGAGCATTCATACGCACTCTGGCTCTCAGGGCTGTGAATTAT
+CTTTAATGGCAAAGGGGATTAAAATAATTACTGAACTTGCAGAGGAAATCAATTCTCTGGTCGGCCTCCA
+ACAAATAACACGATTAGATATTGGCGGCGGCTTACCAGTTAATTTTAGTTCGGAAATAATTAAGCCAAGT
+TTCAAAGATTATGCTGATATTTTAAAAGCCGAAGTCCCGTTATTATTTACCGATAAGTACCAAGTAAAAA
+CTGAATTTGGACGTGCTATTGTTGCTAAAAATGGCGTTATTATCACTCGAGTTGAATATACAAAAAATTC
+TGGTGGACGCCATATTGCAACAACGCATGCGGGTGCACAAATCATTACTCGCACTGCTTTTTTACCTAAA
+TCATGGCCTATAAGAGTGACTGGCTATACCACAAAGGGTGAAGAAAGAACCGCGCAAACATCAGAAGTGG
+TCACAACCGATGTGGCAGGTCCGTGTTGTTTTGCCGGTGATCTTATTTGTAGTAATCAACCTTTGCCAAA
+ACTAGAGAGCAATGATTATGTCATGGTGCACGATACCGGCGGCTATTACTTTACTAATCATTTTGATTAT
+AACAGCCTACCTAGAGTGGCGATCTATACCGTAGCTGGTCACGATGATGATCTAACAATCGAATGTATCC
+GCCAAGGTGAATCTCTAGAGGATGTGCTAAACAAAATGTAACGATTCTTATTCGATAAAAGCATAAAAAT
+AAAACCTCAATTAAAAATACTCAATCAGGTTCACTTTGTTTTAATTTACAGCAAAGCAGAGCCTAATTTT
+TGAGTTACTAATAATAAAGTGAGCTTAGCTATGGAAATAAATATCAGTATTCTTGAAACGCTCGTGGTAG
+CACTCATCATTCTTTTTTCAGGGTATTATTGTAATAGTAAAGTTTCATTCTTACGAAATAACAACATTCC
+AGAGCCCGTTGTTGGCGGCATTATTTTTTCAATATTGGCAGCAATCGCCCACTCTATTTTTGACATTCAT
+TTTAATTTTGATATGAGTTTTAAAAATCCACTGATGACGGTATTTTTTACCACCGTAGGTTTAGGTGCTA
+GTTATTCACTATTATTAAAAGGCGGCCCAAAAGTTGTCTTATTTCTAGGTGTGGCAACCGTGTACTTACT
+CGTACAAAATGCTATCGGTGTTTCAATCGCAATCGGCACTGGAATGAACCCTTTAATGGGTTTAATTGGT
+GGTTCAGTGACGTTATCAGGTGGTCACGGTAATGGCGCAACTTACGCTGATTTATTCATTACAGAATATA
+ATATGCCTGCTAACATCTTTGAATTGGCCATGGCTGCAGCGACAATGGGCTTGGTTTTAGGCGGCTTAGT
+TGGCGGTCCAGTGAGTAAAAGGCTCATTACTCGTTATAATCTTAAAGCAGATGAATATCATGAGGAACTT
+GATGACACGATAACATTCAATCCAGAGGATCATGATTTAGTTACCCCCAAAAAAATGATGGAAACCTTAT
+TTATCATTTTATTATGTATGACGGTTGGCCATATCGTTTATCTTAATTTAAAAGCTGCTGATATTGTACT
+GCCCGCTTTTTTAATGCCATTGTTATTTGGCGTAGTCGCCACCAATTTATGTGAAGTATCTAAGCGTTAC
+ACCATCAGTAGAGCTTGTATAGATTTATGGGGAACGATGGCGCTTTCTATTTTCCTAGCCTTAGCATTAA
+TGTCATTAAAAGTCTGGCAATTAGCGAGCTTAGCAGGTCCTATGGTAGTGATCATTTTAATCCAAACAGT
+CATGTTAATGATGTTTGCTTATTTTGTTACCTTTAGAATAATGGGCAAGAATTATAATGCTGCTATTATC
+GCCGGTGGTCATTGCGGTTTTGGCTTAGGTGCAACGCCTACAGCAGTAGCCAATATGGAATCTCTTGTCG
+CAAGGCATGGGCCGTCACCACAAGCTTTTTTAGTCGTTCCGTTAGTTGGTGCATTCTTTATTGATATTAC
+CAATGCTTTGGTTATTCAACTCTACTTAAGCCTTCCTTTTGTCAGTCCATAAATTACTAATGAACAGCCA
+TCATTTCACTAAGTCAGTGGTTTTTAGAGCTACTTATTACTGCTGTAAAAACCAAATATCAATTACCATT
+ATTTAAAAATTAATAAAATAAAAATCATTACTTCCTTTATCTACTCAAGTCTATCCTATAACCTTAGGTT
+ATAGGATAGAACTAAAATAATAAAATTTATATTATTTGCCCACTGAATTTTTATTTATGGATTAGAGATC
+CAACAAGGTATTCAAATGATTATACATAACAGAATCCTTATCTTAGAGGCTTTCATTAATGAGTAAAAAT
+AATACTCTTGCCTTAATAATTATTATTTTAGGGATTTTTTCTGCAATATTTGTCGGTAATTCTGTTAATA
+AAACCTGGCTAGAGCAGTCTTATGTTTTTGATACCTACCAAACAGACTCAGGTAATCCTGCATATATATA
+CAAGGGTAAAGAAGTTGTTATTTCAGGTATTGTTCCTTATCAACAATCACCACTTAAACAAGAAAACTTA
+AATAAGCTAAACGAAGAACCTCTACTAAAAGAACAGTGGGTTGAAGATAAAGCACATAAATTAAAGCTGC
+TAAAGCCTGCTTTTCATTTTGGCATTTGGTCTTTGTTACCCGCTTTTATCACGATTGTTTTATGCTTACT
+TACCCGCGAGCCACTTACCTCACTGTTTAGTGGTATAGTGGTTGGTTCATTAATGTTAGGTCAATATGAT
+TTAACTGATGCCGTTATCATTCCTAACTTGGCCAAAGAAGGCACCGCAGCGTTACTGTTACTCTATTTAT
+GGTTATTGGGCGGGTTATTAGGTATTTGGTCTAAAACAGGTGCAGCACAAGCCTTTGCTAACTATATGAC
+ACTTCACTTTGTTAGAGGGCCGCGTTCAGCGAAAGTGATTTCTTGGTTACTTGGCATCTTATTCTTTCAG
+GGTGGCACTATGAGCACCGTATTAGTGGGTACAACTGTTCGACCTTTAGCGGATAAAGCCAATGTAAGCC
+ATGAAGAGATGAGTTATATTGTCGACTCTACTGCCTCCCCTATAGCCACTATTATTGCTTTTAATGCTTG
+GCCAGCCTATGTGCAAGCATTGATATTTGTTCCTGGGGTATCATTTTTAGCGACTGAATCGGATAGATTA
+AATTTCTTTTTTAGTAGTATCCCCTTTAGTTTTTATGCCATCTTTGCCGTACTAGGTACCTTACTATTAA
+GCTTAAATATCACCACCTTTTCAGGTAAGAGAATTCGAGACGCCCATCAAAGAGCTCTAACAACAGGTAA
+GCTAGATGCTATAGGTGCAAGACCATTAAGTGCTAAAGAGTTACACAGCTGTGATGTACCTTCAGGATAT
+ACCCCTCATGTTTTAGAATTTATTTTACCGTTAGTCACCTTAATATCGATTGCTGTATTCACTTTTATAT
+TTTTAGGCTCACCTAAAATTAATTGGGCTTTTGGGACTGCTTTATTACTATCAGCAGGTATCGCATTAGC
+AAAAGGCATGTCATTAACACACGTAATTGATGGTTTTGGTAATGGTTTAAAAGGTGTGGTGCTTGCTTCG
+GTGATATTAATGTTAGCCGTTATTATAGGCAGTATTAGTAAAGAAATAGGCGGTGGTTTATATTTGGTTT
+CACAACTTGGCGAGCAATTACCTTTTTGGACTTTACCACTGATATTACAATTAATTACTATGGTTATTGC
+CTTTTCTACAGGTACAAGTTGGGGAACTTATGCCATCGCATTTCCGTTAGCCATGCCTTTAGCCTGGGCT
+ATTTGTCAGTCTCAAGGACTTGCTAACCCCGAACTTTTTATGATGGTTGTTTTGCTACGGTACTTAACGG
+CAGTGTATTTGGTGATCAATGCTCGCCAATTTCAGATACCACTATACTGAGTGCGATGACCACAGGTTGT
+GATTTAATGGATCATGTGAAATCGCAGTTAGTTCCTGCAACGTTTGCCGCAACATGTGCGGCTTGTTTAT
+GGACATTAACCGTTTACCTGTTTGCCTAAGCTATACCCATGATACTCAAGGTGCGAGTTTCATGGGTATA
+TATAATAAATTACCCCTAACCAACTTAGGATATAAAAATGCGCTTAAGACATATTGAGATTTTTCATGCA
+ATTTACACCACTGGCTCAATTACTAATGCAGCAAAAATATTACACGTTTCGCAGCCCTCTGTTAGTAAAG
+TGCTATCTCATGCTGAAATGCAACTCGGTTTTGACTTATTTGAACGGGTCAAAGGCCGTTTGACTCCAAC
+CGATGAAGCCGAAATGCTTTTTGATGAAGTTGATAAGATATACCAACAGATGCGTTCGATAAAAAATACG
+GCAGAGAACATAAAAAAATCAGAGTACGGCCAAATAAATATTGCCGGTAGTCCTGCATTAGGTTTTGATG
+TTATTCCTAGTGCAATAGCAAAATACCACCATAAACATCATCAGGTGAACTTCAACGTACAAACCGTGCA
+TAACGATGCGGTAATGCAAACCTTATTAGAACATAAATGTGACCTAGCAATATTATTTGCACCCAATGTC
+ATGCCTGGCGTAACTTCAATTGAGTTGGCTCAGTCAGAATTAGTCATTGTTTATCCAAAAGTAAGCTTCC
+CAGATTGTCCTAAAGAGTTGACCTTAAACCAACTAAAAGAGTTTGAATATATCGATATTGGTGACAGTGG
+GCCGTTGGCAGATTTATTATGGACCAGAATGATGAAAGACAACATCAGTCTAGAGGCGTTAATAAAAGTA
+CAAACCTATTTTATTGCCGCTAGGCTTGTCGCTCAAGGTGTTGGAATTTGCGTGGTAGATCGTTTTACCG
+CTGAAGGTAATTTATCGGACAATACGGCTATTGCATCTTTTAATCCACCATTAACATTTCCTGTTAAAGC
+TTTGTATCTAGAAAACAAAAGTTTGTCTAAGGTAAGCCAAGAGTTTTTATCTTATTTAACTACAGAGTTT
+TCTGACGATTCAAAATAATAACGAAGAAAACATATAATTATAATGTAAATCATGAGACAAAAAACACAGT
+ACATTAAATGCTTGTATTGATACTGTGTTTAAATTATCTGCTAATGAATATTAACTAATAGGCCTCGGCA
+ACCGCCTCTTCTACTAAGTAAACAAGCTCCTCATAACCAAACACCACTAAAGGTTTTCCATTAACAAAAA
+ACTGCGGTGTCGCTCGTACTTTTAATGTTTGTCCATCCTTAATATCTTGTGCAATAATTTTTGCTATGTT
+GCTGCTCTGCCAATCGGTATCAAGTTGGTCATGGTCTACATTTAGCGTTTTTATACCCGCTAATGCACGG
+GTAGGGTTTGATACGTGATGTTCAACCCAGCGCTGTTGGTTAGCAAATAACAATTCAAGCGCCGGCCAAA
+ACTCTCCTTGTAGATGCGCAGCTTCTAACATTTTTACGACATTATCTGAGCCTTTGTGTAATGGCGCATA
+ACGCATAACCACGTTAACTTTCCCCTGATATTTCTTAACTAAGTTATTAATTAATGGATAGAATTGACTA
+CAAGTACCGCAAGCGGGATCAAAGAATTCAACAATAGTCACTTTCGCTTGTTTACCACCTTTAGAGGGAG
+CACCAATACGTTCTAATGCCGGTAATTGTTCGCTAGCTACCGTTGATGGCTGTTGGCTTTTGTAAACCCC
+AACTGCTGCAATAAATATGACGCCGATAAATGCGGCAACGCTGATAAAAATAGTTTTATTATTCATGATT
+ATTCCGAGTAAAGATCCTAGTGAATTTATAGTTTATACCCAAGCCACTTGAAGATGCGTGTTTCAGGACG
+CTTGAGCAATTCATGATCAAGGCGCCTCATTTTATTAAGGGTTATTCCCTTAAAAAAGGAGGCAATGAAT
+AACATGGTTTGCTCAGACGTCCCCGCAGGGCTGGTTTAGAAACGCTTTATGCTACGTTATTGATTTCGAC
+AATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTAAAGGCATTTCTAATTCCAGCTGAAACCTGCAT
+CTTCAGGTAGCTTGGGTATATGTTCTGTTAAGTGTTTTTGTTATTAGTTTGAATGAATGATTTTTTAGCA
+AGAAATAACAACAGCCCTAACAGTGAAAATGTAATCAATGACATCACCGGGATGTTGATAAAGCCAAGTA
+AATTAAAGTGGGTTTCAGAGCAAGGAATTCCAAGAACGCAGGGTTGTGCCGCTTCTGGGATAATGCCTGC
+AACAACTAACACATGAAATAGTGCAACAAACCAGCCAAAGATAACCAATGGGCTTGCGTAGCGAATAATG
+CTTACATCAAAAGGAAAAAGTGCCAAAGGCAGCATAATCACTAAAGGGTAAAGCGCAATTCTTTGATACC
+AGCACAACACACAAACGGGTAACTGCACTATTTCGCTAAAAAATAGACTGATTAAGGTGCCACTTGTAGC
+TAATATCCATGCGAAGAAAAGTAAATTCCATGGTTTATTATTCTCAGCGCCAGCTGTTTGTAAATTATTC
+ATTTGCTTTTATCTGTTCAATATAAATGAGCGCTAAGTGTAACTAATTTTAGTGGTTGTCATCTGTATCA
+TTTTTGTAGCTTTACAATAAATTATCGTTAACTTTGTTTTAAGTCAGATAATTGACCAAATCAATCAGGT
+ATTACTCCCTCATACATAGCATTATCTATATAGACGAGTTGTTGAAAAATGATATTAATGGCGGCTAAAT
+AGAAATTTTGATTAATATTGGCATAATCATCAAATTCACTATGATAGTTTTTATGAGTACCTACACCAAA
+ATATATAAAAGGGATCCCTGCTTTACTGAACACACCATGATCACTTGCCATGAGCCAATTTGCTCGATTG
+ACATTAGAGCCTACGCTTTTAACACGTCTGAAACCAGGCGTTAAGTGAATAACTGAGTTAGTCTTAAAGT
+GATGTTGAAGTTGAGTTAATTCATCAAGTTGCTGACTTGAAAGTAGTTGTGCAAGATCCTTTTTTAAAAA
+ACGTAATTTTTTAGTTTTCTTGCTCCCTGCAATCATATCTAGATTTATGTTTACTTTAATCTTACTGAGT
+ATATTTTTCTGCTCAGCAATGAAAGCTTTAGCCCCTAACAAATCAACTTCTTCGCCATCAGTAAATAACA
+AAATAACACTGTATTTCAATGGACTATTCTTAAGTAATTCAGCATAGAGCAATAAAGCTGCTACCCCTGA
+AGCATTATCATCTGCGCCGTTGTAGATTTTATTACGTTTAGTACCAAGGTGATCATAATGAGCAGTTAAT
+ACAATGTATTCGTCTTTTTGATGAGTACCCGGTATACAAGCAATGACATTAGTGCCCTGCTTGGACTGAA
+ATAGAGTTGATTGTTTGAAGTGGTGGCGATATTGGTTGTTAAATGCGGGTATTGAGAGAGCCTTAAGCGC
+AGAAACAAGGTAATCCTGACTTTCAATACTGCCTGGGCTAGCAAATTTACGACCTAAAAATTGATCTGAT
+GATAAATTTTTTAAGTGCTCAAGCACTGATAAATTGTCTTTGTCAGATATAACTGGTGATAGTTGTACTG
+AGCTTCGCCAAGGACTACTCCAAGCTATTGATACATACAGCAGGCTTAGGAATAGCAAAGATATTATACT
+TCTATTCAATGATTAGTTGTCTCATGGTATTTAAGGAAATTAAGTTTCGCGATATATTGCTTCTGCGTAT
+CTTTCGTTTTTGTTAGCGCCACCGCTTTTTTCATAGCATATTTAGATAACGCTAATTTATCTTGCTTGTA
+ATAAGCTTTAGCTAAGCCAAAGTAAAATTCATGTTGTTCATCATCAAGTTGAATAGCTTTCTTGTAATGC
+TTTATCGCTTGGTGATAGGACTGCTTAAAAAAAGCTTCATTACCAAGTAATGCATGATAGTAAGGGTTTT
+TAACACGTGCTTTGTGTATAAATGCGTCTATTTTTTGTGCTTCCTCAGGTCGTCCTTGTATGGTAAACAA
+CAAAGCTAGATTACCGAGTGAGGTAAGATTATCACCTTGTAGGCTAATAGCATGACTATAAGCACTTTCC
+GCCATATCGTAATGACCAGAGAGTTTATATAAAACCCCTAAATTTCCCCAAGCGGAAGAAAAATCACTAT
+CGGTAATGGTCGCTTTTTTAAGATATTGGTAGGCCAGCGGGTAGTTTTTATTTAGCATCTCCTCTGCCCC
+TTTATTATTATAAAACATAGCAAGTAATGTATGCTTTTCAATAGTGTGAGAGGGAAAGCTTTTCTTTGCA
+ACAAAAGGGTCAAAATCGATTCGAATTTTTCTTGCTCCCCAAACGACGCGCTTATTAACTTCATCACTTT
+CTTCTACCAGTAAATTCACATGACCTGTTAATAAACTATATTGGCCATTCCGTACCCAATATTCAGGAAC
+ATCAACATCTTGAAAGCTAATGTTCATGCCCGCTTCATCAGCTAAAGCATATGCTAAGATGGTGAGTGAC
+ATACAATTAGCTAATTTATTATGGTAGGCCTGCCGTGCGGTAACATTGGCATTACCGTCGTAACTTAACG
+CGATACTCTCTTCATTAAACAGGTGATTAAGTAATACTCGCGCTTTTTGCTGGGTGGTTAGGTTATTACC
+TAATTTATCCTGAACCATGGCACGCATGCCATCGTCGAGCTGAAATATCTCTTGTTCTGTTTCGATATGA
+ATGGGTTTTAAAGAGAGGTATTGATAATCTAAGTATAAGTCTGTTGGCGAGCTAGCTTGGTTAACATGGA
+GGTTTTGATTACTTTGACAAGCAAGTAAAAGTGGAATACATAATAAAAGACTACATAAATTGCTTTTCAT
+AACCACTCCATTAACACGAGGAATGATCAAAGCCTATTATAAAAAATAATAAGTTGCTACTTGAGTAACT
+AACTATTCATATTTAATTACAATTTATGCACTAACTAATACTTAATTTACAACGAAGTTTGAGCGATTAT
+CTTTCGCCCTTACCTAAGAAATAGACAAAACGTAACGTAGTATTATGATCCGAGGTATTAGCATTTGTAC
+TGTGGTAAAAACGCCAATCTAGTTGTAAAGCAAAGTTACTATTAAGCTTATAATGTGCACCCACACCCGC
+ATTAACTTGAAACCTTTTCGTTTCTATGTCTTTTTTCCACAACGTTTCACCAAAACCTGTCGTTAGGTAA
+GGTCTGAAGTCGCTTTCACTATTAAAATAGAATTGACTGTCTAAGCTATAGTTTTCATAATTAATTTCTG
+CAGGGCTGAAACCGTCGGTAAATTTACCTTTGGAGTAAGTCACTCTGCTTGAAAATTGACGGGTAAAATA
+TAAACCTAAACTGTATTCAGTCGTAGTGTCACCCTCAACTTCCCATAAATCATCCAGCTCTGTCTGACCC
+ACACCATAACTAACACCAATAATACCAGTATCAATAGGATCTCTAGCTCTTGATGAACGTTTGGCAGTAC
+TTGGCGAGTAATGACCGCCATCACCCATTTGTAAGGAAATATTGAAGCTAACTTGACTATCTGTTTGACC
+TGCATCACCGTAAGGGATTTCGTTAAAACTTACATAACCAGTACCAGCTCTGATAATTTCTTTACCGAAC
+ATGTTGTTAATACCAACACTCATACTATCAACTGGATCGAGAAAGAATAATGCAGTGCTACCCAAAATAC
+TTGAGCCCCAAACATCACCGCCGTCTTCTCTAATATCCATTTCGGTATTAAATGCCCACTCACCATAGGC
+CCAACCAAGTACAGGGGTAATGACTAAATCTTGAATTGAAGGTACTTCAGCAAAGGCTTCAATGCCGTAT
+TCCCAGTAGAAGGTCGACATAATCGTTGCGTATACGAATGAATCCCACTGACGATAGCCTGACTTACGGG
+CTACTTGATAATACACACCACCAAAATAAGGATGACCGATCAGGTTTAACATGCCCGTGTCTCTGTCCCA
+TACAGGGCCAGATTTCACGTTCTCAGTCCACTTATTAAAAACGCCTTCTTCTTTATCCCAATTTGAGATA
+TCTTCTGGTAATAAAGCAATTAAACCGATAACACCAAAACCGTAGGCAAAAATTGAGTTAGTTTGAGACC
+AAAGCCTGTCACTATCCTCACCATTTGGATTCGAAAAAATAGACACTTGATAAGGGGATTCGAAAAAATC
+ATCTGCGGGTGATAAATTTTCAAAACGGGTATTAGTCGCCATTTCTCGATAAATTTCATCAAGATTTTCA
+ACGGTAATTGCGGGACTCAGCGCTACATCAGTTTCTGCTTGCTGTGAGCTAACAGGTACTTGCGATTCAA
+TGTCTTGGCTGGCTTCTGCTTGAGCAAATGAGTGAAAAGGTAATAAAGAGGATGTTACGAGTGATACGGC
+TAAAGCAATACGTTTAATATGTTGTGTATTAGCCTTACTGGAAGTTTTATTCGTATCCATAATGATCACG
+CGCAGTCCTTAAGTATTAACAATGTTCAATCTCTTTATAATCAGCAATAGCTTTTTATATCACTTTTATA
+AAATCATAAAAGCAAAAAGCCGCTAACTTTTCAGTTAGCGGCTTTTTTGAATGTGGCGGTGAGATAGAGA
+TTTGAACTCTAGAAGGGCTACAAACCCTTGCCGGTTTTCAAGACCGGTGCTTTCGACCACTCAGCCATCT
+CACCAAGTTACTTTAAAGAAAGATTTTGCTATTCCTCAAAAGTGGGCGCATTCTAAATACTGGTGTTCTA
+TTTGTAAAGCGTTAAATCTAAAAATTGTTAAATAAAGTTATATAAACACATAAATAGCGTATTTTAATAA
+CAAGTTGTCTTAAAAATCATCACTTCACGGTGTTATTGTTACACAGGAGTGTTAACAGGTTTATTCATGC
+CAATCGTTTAGCAAGCTAAAACGTAAATAAAGCATCCGTTATTATATTAATAGTTTTATCACGGAGAAGT
+AATGCAGGCACTCCCCCCAACCTTTAATAATATGTTGTGCTCCATCATGCCATTTCCTTATTACTAAGTG
+ATTTGTCAGTCTATGAATTTTTTAAATTAAGTAAAAACATATCTTTATCAATAAATTAATCCTATATTAA
+TTTATTGATTTACTAAAAAAGATAAATAATAAAAAACTGATTTACAAATAACTCTTGAGGTATAACAAAT
+GACAGTAAAAAATCTTATTTTGGCCGGCGTAACCACCAGTTTATTATTGGGTTGTGCTACGGGTAATACC
+CCTGCTGATAAAAAGAAAAATGCCGTTAAAGAAACGTCTGAAGCGCTACAACAAATCTATGAAGATCATC
+CAACAGCTAAAGGTGTATTAAGTAAAAGCTTAGGTTATTTGGTTTGTACCGGTAGTGATAGTTATTTATT
+TGCCGCATCTACTGGTGGTGGTGTTTGTGTGCTTAAAGAGAATGGACAGTCAGAGTTTTATCGCTTTGCA
+TCGTTAGGTGTTGGTGTTGGCATTGGTTTTAAATCAGTAGCTTTTGTTTATGCTTATAGTAGTGCTGAAG
+CGTTAAGACGTTTTAAAGAAGAAGGTTGGGATGCCGGTGCTCGAGCTGAAGCGAGTGCAAAGCACGAAGA
+GGAAGGTGGACAAGCCGCAGCGAATACTTCTTATGATGTTGATGGGGTAAGAATCTATCAATCAGCATTA
+TGGGGTGCAGCAGCTCAAGCGACAGTGCAAGGTTATAAATTTTGGCCAACTGATTTTACCGATGATGTAG
+TGCAAAATGCTGAGTAAAACTAGCAACCTTATGCCTATTGCCTTGATGAAAAGTAACTAAAGGCATTAGG
+TAGCTTAGCTAGTGTATACAGTGAATGAAATTAATGTCATTCACTGTTTTTCCTCCAACACCAACTAATT
+TATCTTCCTCCCCCTCCCCACGCTTAAATCTAATGATGTCTGTTCTTGTATCAACCTTGAAATAAATTTT
+TAAAATTCACAGAGAAATCAGATCATATTTCGGACCATATTTGAGACATAGTTGACCTAAGTATCTAAAA
+AGATTAATGTCTTCTTATAACGTTCAGCTGAAATTATACTTTACAAATTTATCGCTTATTAAAAGGCGAT
+AATTAATAATTTTAAGCCAATTGCTCCTTTATTAAAGGACACAGCTGCAGCGAATAAAATGTGCTCATAG
+CGCAAGACAAGGTTTCAAACAACAAACTGCTTTATGGAATTTATTTTAACAGGGACAATCATTCATGATT
+AATAACAATAACAAACTAATCATCTCATCAGTGTTCGCACTCTCACTTACCGCGTGCGGCGGTGGTGGCT
+CTGACACCCCAGAGGTACTACTAACACCGGATACCGTAGAAAAACCAGTACCAGTGCCTATAGCAGAACC
+CGCGCCACTCCCCTCTGAGACTACTATTAGATCAAGTGGAAAAGTTATTGATGGCTATGTCGTCGGCGCA
+ACCGTTTGGTTAGATTTTGATGGGGATGGAAAATATGACCAACAAACAGAACCCTCTACCGTATCAGGTG
+AGTCCGGTGATTACAGTTTTGAATTCTCTGAAGATCAAGCAGCATGTGTCCCGTATTCAACCACTTATGT
+CGACGTTCCCGTAGGCGCGATGGATCTTGACCTCGGTGAAGTTACTGAAGCTTACCAAATGTCATTCCCA
+CCATCCATCGAAGCAATATCTGATAATGATATCCGCAACATTTCACCACTCACCACGGTTATTTGGGGAC
+AGCTAAAACGCCAACTAAAAGCTAGCGGTAAAGGCAATTTAACTTGTGACCAACTTAAACAAGATAGTGC
+CCTTCGCAACGAAATAAAAAATGAAGTTGAAAATGTGATGCTTAACTTGGTGCAGCACTACAACCTATCA
+GAAGAGCAAATATATTCCGACTTTATCGCCTCTAAAGATAGTGAAACGTATGACCATGCTCAATCAATCG
+TCAAAGGTCTAAAAGCAGCATATAAACACAAGAAAAAGCTTGAAAAAATTTACCCTGACGCAGCTGAAAT
+ACGCGTCACTGTGTACCAAGATGCAGTCAGAGATGAAGAGCTGGGATTCACAGATGCGTGGTATCGCGAT
+GAAATTATTTTCCTTGAAACAGAAGATTTTTCAGAATTTGTAAAACTTGCTGACGATCAATCACTCTCTA
+AGGTTGATATAATCCTATCTAAGTTTCATGAAAGCGGACAACCTTGGGGCGATCAAAACGTTGGAGGATG
+GTTACGTGTTCGTCAAGATATCTATCGTAACGATGATAACTCTTATCGTTGTGGCAATGTAGAACGTGTC
+AGTTTCGAAGAAAACAGCGTGCTGTATGAACTAAGTAATATCGTACCCACAGTATCATTTGCAACAATAG
+AAGAATGCTCAAATGATAATCTAGAAAATCCTTATGAACGTAGCTACTCATACCGCTTCACCGAAGGAAA
+TTCAACTTACTCTACTGACTTTTACTTTAGAGAACAAAACGCAGAGTTCACGGCTCTACCTGATTGGATC
+AACATAAAAGACAAAAGCGACATGTTAGCTGCTACTGAGATAATCAGCCACATGTCTTCCTTTGCCATTG
+GTTGGGAGCAAGATGTGCTTGTTGATACCGATTACTGGCGTAAACGCCTAGAATACGACAACATTATTAT
+TGACAAAGATAATCAAAATAACTGGGTCAAATCAATTAAACAAGAAGACAACACTATCCTCTTTGAATGC
+AGTGTAGATGGGGTGGTTTGGGTTACCTGTGAAGGCTAATGATTAAACACAGGAGGTGAGAATAAACTCA
+CATCCTGTGTATTCAGTAAAAGGTTGTCGATTATCCATTTTGGATGAAAAATAGACAGCCTGTACTTACC
+TCATAAATAATCCATTAAAATAGCCTCAACCATACTTTTTCATGTAAAATCCCATCGATAAAGCATCATG
+CTTTCACATTGCTAAATTCAAACCATCATTAGTTATCTGGAAAATATAAATCATGCGAGTAGCCGTTTCT
+CAGTTCGCCACCTCTTCGAATTCCCAAGAAAATCTAGCAAGCTGCGTTCGTATGATAAATAAGGCGGCAA
+CCTGTAAACCGTCAGTGATTGTTCTTCCTGAATATTGTAATACACTTTTTTCTAATGCTCAGGTTGGTAA
+TGCGTCTTTAGGTAAGAGTCAATCTTGTTACGTCGACCATAATCAGGCCTGGAATGAAGCTTTATCGATT
+GAGGGTGAATTTTTACAAGCCATAGCGCAGCAAGCGATAAAACATGCTTGTTATATTGTGCTCAACGTCA
+CGTTACGACGTGACCAGTCCCGCAATATCCCGGATACTCAGCAAGACAGTTCGTTTAAATCTAACATTAG
+TGTCACTTCATGCTTATTTTCCCCACTTGGAGATCTCATCAATCAAACGGATAAACAAACGTTGATTGGT
+TATGAAAGTGATTTTTTCACTAGCGTGAGTAAAGAGCCTGAAGTTGTAATAACCCCTATTGGTAAATTCG
+GACTGCTTACTGGTAACGATAGCATGAGCTTTGAAGCATCACGGGAGTTAGCCTTAAATGGTGCGCAATT
+ACTGTGTAATTCAATTAATACCTTCGCAATAGATCAAAGCAGTTTACATGACCCAGCTCGAGCTTTTGAA
+AACAATGTATTTGTAGCTACGGCAAATAAAGTGGCCGTATTAATACCATCAGAACAAATGGAAGAAGATC
+TTAATCTTACTAACCTTGGTGCTGGTCAAAGCCAAATAATTGCTCCTGATGGCAAAATACTAGCGAAGCT
+CACTCATAATGAAGAAGGTTTTATTTTTGCTGATATAGATTTAAATGAAGTGATGACTGAAACAGAAATT
+CAATCAAATGTCGGGCTAAATCACAAATCCCGCCCTGATGGCACACAGTTTTCAAAACAGTTGCGCCCTG
+AGCTTTATCAAGCGCTAACAGAAGCTATAAGGCAAACAGAGAATACGAAAGGAGCGCCACAGTATGAGAG
+TACTGATAAGGTGCCATTAACGGCTAATGTTGCAATATTTGCAACATATAAGTCTAACGAGCAAGCCATT
+GAAGATGTTTGTCAGTATATTGAGAATAATGTTACTGACATTATTCAATTACCTGAATTATTCTTTATTG
+CAGATAAAACAATCACCCATGAGGTTGAGCAAAGAGCTCAGATTGAAAGCTTGAGCAAGCAGCTGATTGA
+ACAAGTCAGTGCCGTGCTAAGACCTTTTCAATACGTATGCACTAGTTTGATTATTGAAGGAGTCCATCAG
+GCGGTGCTTATCAATGAGCATGGTTTATTGGCAACACAGCAGCAGTTACATTTTTGCCAAAGGTATCAAT
+GGACTCCACTCGGTGATGAATTAACTATTATCGAATTACCCTTAGAGCAAGGCAATATTATTATTGCCAT
+GCTAACAGCCGATGACGCTAACATCCCTGAAGTAGTCAAGGTTGCGACGCTACATGGCATCCACGTATTA
+CTGGTCCCGTTTGATATTCAAGAGCCAAGCGAGGTTGCATATAGTTTGTTATCCCGCGCTGCTGAAAATC
+GAATTTGCATTGTGGCAGCAAGTCGTGAAAAAAGCTTCGCTCACCAATTAGCAGCCGATAACACGAGTGA
+CAATATCTATGGTAAAAACAAAGTAAAAGAACAGAAATCAACAGGGTTAATTGCTAATTTAACGACCGAC
+CCAGCTTTATTACCTCAGTGGAGAACAAGACAATTTACTGGCTATATCAACCAACCTCTCGTTAAACTTC
+AGTACGGTAAAATCACCAAAGCGGTTGTTCACCCTATTGCGGCCTGTAGCAAAGTTTAAGTAGATCATAA
+TCATTCCATACAATAAGACCTTATTTTAAGCTTTTGAATCAGGATTAAATACTGTCCGAAGGATTAGGCT
+AACAGCGCTTTTATCTCGAACAAAACTTAACCGCGAAAGTTCAACAGCCTCTAGTTTAACAATTATAGCG
+TTACTCAAATAACCAATAGTAACCGTAGGCAGTTAATAATGCGGGGATGGATGAATATATAGTCGCTACA
+AATGCGACTTTAGGTGACAAAGCTATTGCAGGAAACAATGCATCTCCATCATTACTTATTGCATTACCTA
+TTTGCGCAGAGAGCGGTATTGCACCCGATAAATATAAAGACGTAGTAATAATTTGTGGTCCACAGCCCGG
+GATCATACCAATAATAACGCCTGCTACCGGCGCAAAGGCGCTAAACTGATTAAATACATTTTCAAGTTGA
+AAGTCGCCATATAACATAGCTAACTCGAACAGCAGAAATGCCACCACAACCCAGCTAATTACAAAGTTTG
+TATCAAGTGCTACTTTTTGGAAGACTTTATTTTGTTGTGCTTTTTTATCTTCTGAAATTATGGATTCGTA
+ATTTGTTACTTCACATGTTGCTGCCCAAAGAAATATAAAACCTAACGTGATGACAGCGCCAACTAAAATT
+ACGGTTGTTTCATTGATATGAAATAACGACACAACATCTATTTGTCCAGCCATAAGCAAGCCAACAATCG
+CGCCAGGAACCACAAGCCACTGCCATAAAAGCCCCTGATATTTTAAACGTTTTGGAATAGTTACTTTACT
+TGCTGATATGCTTGATTCAATCTCACGTGAGACGACAGTATTACGCAAAAATTCAGGCCCATGAATACGG
+TTTACAACACTACCAGAGATAATCCCAACGGCAAAAGACAGCATAAGTAAAAATATACCAGTAGTGGGCT
+CTGCCGCTAATAATAAAAACGCCGCATCTCCCATTGTTGAAGTCAATACAGCGGTAACAGCACCAAAGCT
+CATTCGTCCACTGACGTATTGTGTAATAACCACAATTGCGCCACCACACCCAGGTAAAACCCCCATAAAA
+CTTGCCGTAACTATTTCTCGAAAAGGTTTTACTTCACCTTTATGATTGGTATACAGATGACTAATTTTAT
+CTGCAAATAAATGATAAAGCGTCAATGTCATGGCAACAAATACCGCGACTTGCCAAAATGCATCAGAGAG
+CACTCTTAAAGTAAGATCACGAGTTTGAGTCTGGATAAGTAAAATACAGATAACAATCGGCAAAAGCATA
+CGCTGATAATGTGGTACTAATGCCCGAAGCCTTATTGAATGCAGCTTAATTATATGCGGTTTAGCAAACA
+AAAATTTCATCGATAGGTTCATTGACTTACGGCTTCCCACTTTATTGACATCATGATTTTTCTTAAGACT
+TTGTTGTTATTCATCTGTTTAAATCTCTTCAATTTAGAGTCAATTATGATCATGCCTTTCTTGAGCAAAG
+TTTTATAACGTTGTTAATGAATAGAAGATGTCTCTTGTCCCATGATTTTTTGTAACGATGGGAGCTGCAA
+ACGACAACCATCACAATTTGCGTAATTCTTAGTGAATGATAAAATTGCTGGTAGCGTTATGCTCATCCCC
+TTAAAGGCTGTTAATTTAATATCGTCATTTAAATAGTTAGCCTCTGATGCCTTCATTAAATAGTCATGGG
+GAATCATTAGATATTCCAGCGACAAATCTAAATAACCAAACACTTCATACAATGACGTCAAGTTATGACA
+TGTGCATATCCAGGCCATTAATAAGTCGGACGATAGTGGATTAACACCACGAGCGGCACTAAGTAAATCG
+TAAGCCTGCAAATAGAAAGTCTCAGCTTGATCCAACTGTTGATTATCAAAACAATCGTTGCCGTTTTTCA
+ACAATGATTGCCAGTGAGAATGTTCCATAACCTCCCTCCTAATTCACTTGGAATAAATAAGTACTAACAC
+GGTTTTTGTTCATCACGTGTTAGTAACTTAACGTCATAAAGCTTGGTATAAATTGTCGTATTGGTCATAA
+TCAAAGCAACTATCGAAGTAATCGTTATATTCTTCATCGTTATTCTTATTAAAAACAACTAATACAAATG
+ATAATCATTACCAAATGTAATTGCAAGGCTTCTATTTAGTAATTGATGAAACTTGACGCTATATTTCAGG
+AAACCATATACGGAGATATATTATCTGTTGGCAGTTGCCATGATTGGTTTGTAGATAAGGTGTTAACGTT
+GGAAAATAAAACTAGCGGTAGTGTTCAACTATCTACCGTTAGTGACTTCGTGTTGGACACATTCACTTTC
+TTGATCAAAAACAAGCATAAACTCAATGACTTTTTCTGATTTTAAATGCACCGAAATTTCCATATCCATC
+TGACGGCATAAACGTTTCACAATCGATAAGCCTAAACCAAAATGATCCTCAGAAGTTCTTGATTGATCTT
+TTTGCCACAAGGGCTCAAACATATTGTTAAGATCATTATCATTCATCGCTACAGATAATTGATTACTAAT
+TAATAATGCCGTTGTCCCTTCACTCGTGTGAATATCTATATCGACAATAGTGTTTTGAGGACTGTAATAC
+AGTGCATTGTTAATTAAATTAGTGAGTATAGCTTCAATGCAAAAGTAGTCACTTTGAATTAATAATGATG
+CGGGGCTTTCTATATTGATACGGCTTTGACTTTCATTGCTCGTACTATGAAACCTTTCTATCAAACCATG
+AAGTTCTGATACTAGGTCTATTTCTGTTGTAGATAAAACGAAGTGCTTGCTGTTGGTTTTATTAAACATA
+AGTAGTGATTTAACAATATTATTCATTCGCATTGAAATTGAAATAACATCATCTTTAAAGGTTGCTAATA
+CCTCCTTATTTTGAGGATATTTGATGGCGATTTCTGTCACGCTCATCAGTTCTGAAATGGGTGTTTTTAG
+CTCATGGGCTATATCAGACGTTAAGCGTTGTTCTGACTGTAACAACGAACGATTCACCATTAAAAATTGG
+TTCAGTTCATCAATAATCGTTTTAATTTCTTTGGGCGGAGAAATAATATCAAAACAGGCATTTTCATCAT
+TGAAATTGATGTCTCTGATTTGTTGATTAAGCTTTTCAATAGGCTTTAAACCTTGACTAACAATTTTATT
+CACTAAGTATCGAATAAAAAATGCGGTGGCGATAGCAGTTAATAAAAAGACAATATCTATTAAAATTTGA
+ATACTTTCTAAACTTTCGCTTACATTGGTTAAACCAAGATAGATATCACTTTGATAATTCGTATTATATT
+TTTTAGCATTGCCAACATTATAGATAAAAATTCGACCTGATCTTCCATCAGGTAACTCGATGCTTTTAAT
+TAAGTACTCATTACTTTTAAGCTTAACCTCTGGGACATTAAAATTAGGATAATTAGAGAGTGAAGCTGAT
+TTTATAATTACCTTGTTATCTGCCCAAATTTTAAAGTATTTCCCTAACTTTTTAGCGGAAAACTCTTCCA
+TTAGATCAGCACGTAAGCTTAATGAAATTTTTCCATTTTCTACATCAATATGATTAATCAGTCTTTTTCC
+TTCTTGAACTAAGGCACTTTCAAACTGTCGCTCTACATAAGTATCAACACTAATATCTAAAAAAAGTAGT
+ACCAAAAATAAAATAACGGAAATAATTAAGGTGAGCTGTTTAACTAACGAGGACTTTATTGATGACATAG
+GCTTTCCGTTGCGATATAGCCAAAACCTCGTTTATTTTTAATCGGAAGTTGTTCTTCTAAATGTTTAACT
+TTTTTACGAATCGAAGATAAGTGTGCTTCCAGTGAATTTTTAGCAATAGCATCATATCGTCCGACAATAA
+ACTCACTCATTTTTTCTATACTGACTACTTTGTTTTTATTTAAGAACAAACATTCAATAATTTTATATTC
+TGTGGGGGTTAACTCAATCTCTTCTGTTTTAAATAAAAGACTTTTCAGTTGTAAATCAATTCGATAACCA
+TGAAGCATGATGCAATCATTATCGACAAGCAAACCTCCTCTGCGTGTCAGCGTAAGCAATCTGGCATGTA
+ATTCATCAAATGAAAATGGCTTAGTCATATAATCATCCGCACCGCTTAATAATCCTTCGATACGATCACC
+TACCAGATCTTTAGCTGACAAAATTAATACTTTGCTTTGTTTTTTCAATCTACGTAGCGTTTTCAATATT
+TCAATGCCATCAACGCTTGGTAGCATTAAGTCTAAAATAATAATGTCGTAATCTTCTGCGATGGCCATTG
+ATAACGCTTCAGCGCCATCACCTGTTTCATCTACCGTGAATCCAACGCCGGATAAACCTATGCGCAAACT
+ACGTCTTAATTTAACCGAATCTTCAACTAATAAAATATTCATATCATCAACAACAATAAAAAGGGGCAAT
+TTTTTATTAATTTATCATCCAACACTTAAGGTTTACTTAAGGTTTACTTAAGTGTTGGATGATTTTTATA
+AATTTAATCGTTCGTCGTTTTACTCTTCAGTATTTATTCAGTTAGTACTCAATAAAGCTTAAGTTTTGTC
+TAAGTAATACTTAAGTTCCCCTTGCTACTTTACTCCTCTATATTTCTATACACAGTCAGTAATAGCTCAA
+TGAAAATACAAAAATATACAGGCCTTAAGCGAGTTTATTTCGCATTATTAAATAGTTTTAGAGGTTTCGT
+TTGGTTAATCAACAATGAATCGGCATTTAAACAAGAGTTCATTATCAGTGCAATGCTCACACTTTTTAGC
+TTTTACCTGAGTATTGATGCATTAGTACAATTACTGTTAGTCAGTGTACTTGGCTTTGTATTAGTTATAG
+AAATAGTAAATACCGCTATTGAAGTAGCGATTGATCGTATTGGATTAGAACATCATCCATTATCAGGTTT
+AGCAAAAGACTTAGGCTCTCTAGCCGTATTATTCAGTTTGTTTGTTGCTTTGGCTGCTTGGTCCGTTGTC
+TTATGGAACATATAGCGTTACAGCCCTCTTTAGATCAGCAAACTAAAGAGGATAACAACACAAGTTTTAT
+TCTACTTATAAAAGGATCATTAGGTTCAATATGGACCTTAATGATCTTTTACATAGTCATGTTATCTATA
+CTGTCTTTTAGCCGTTTATCGTTAATTTTATGGCAAGCTGAAAGAACATTAATAAACGATGCTTGGCTAC
+AGATCATGATTAATGGCTTTCGAATTGATATTTCTACAATGTCCTATTTAATGATATTACCTTTACTGCT
+CACTGCTATCTCATTAATAACAGCTAAAGGTATGAAAATATTAAAACCAATTGTATTTGCTTGGTTGACG
+TTAATACTCCTAAGTACTATTTTCTTTGAAGTAATAACGCCAACGTTTATTTTAGAATATGACTTAAGAC
+CTAACCGACTATTTATTGAATATCTAATTTATCCTAAAGAAGTTATTTCTATGCTTTTATCTGGTTATAA
+ACTAGAAATACTGTGTAGTTTACTGGCTTTATTTATCAGTTATAAACTATCAGTATTTTTGTTTGATAAA
+TCATGGAGTGACTCTGTATCCATACCCAAGAAATATTTATCATTTATTTGTATGACGCTATTTTTATTAT
+GTTTACTGGGCGCTAGAGGCACCTTAGAGCATCGACCTATTAACCCTGCAATGATGTCTTTTTCAACAGA
+TCATTTACTTAATGATTTAAGTGTAAATTCATTATATTCCACGGCTTTTGCACTCAAACAGATGCAGCTA
+GAAAAAGGGAGTGATAACTATTATGGCAAAATGGCTGCACAAGAAATTCTGAACGAAATAAAGTCAGCGA
+GCTTAACAGCACTTGATCTCTATAAAAATAGTGAAATCCCCACACAAAGTTATCATCAAGCAAGTTATCG
+AGGTAAACCTAAAAATATAGTTATCTTACTACAAGAAAGTTTAGGTGCGCGCTATGTAAAAACCCTTGGC
+GGATTACCCCTTTCACCTGAGCTAGATAAATTAATGACTCAAGGCTGGAATCTCACTAACCTTTACGCAA
+CAGGAACTCGCTCAGTACGTGGTATTGAAGCCGTAATAACGGGGTTCACACCAACAACATCTCGCTCTAT
+TGTGAAACTGGATAAATCACAACATGACTTTTTTACCATAGCGCAGTTTTTAAAACCACAAAACTACAAT
+ACTCAGTTTATTTATGGTGGTGAAAGTCACTTTGATAATATGAAAAGCTTTTTCTTAGGCAACGGCTTTA
+CCGATATTGTTGATTTACCTAAATTCGATAACGTTGAATTTGAAGGTTCGTGGGGCGCATCAGATGAGGA
+CTTATATGATCAAGCTCATCGAGAATTTGAATTACTTAATCAAAATGAAGAGCCTTTTTTTAGTTTGGTG
+TTTACTAGCTCAAATCATTCTCCTTACGATTATCCAGATAATAAAATCAGCCTTTATGATGAACAAAAAA
+GCTCACGAAATAATGCCGCTAAGTATGCTGACTATGCCTTAGGTCAATTTTTCAAAAAAGCAAAAAAGGC
+AGATTACTGGAACAACACCATTTTTGTTATTATTGCCGACCATGATTCACGAGTTGGTGGTGCTGAACTT
+GTTCCAATTGAGCATTTTCATATTCCGGCGCTAATTATTGGTCAAGATATTCCAGCTAAACAAGATGCAC
+GACTAGCGAGTCAAATTGATATTGCGCCTACCTTATTATCTTTAGCGGGAATCAGTGGTTATCACCCAAT
+GATAGGTCATGATTTAACCCAAAATATCCCAAAGAAAAAGCAGCGAGCAATGATGCAATATGATAAAAAC
+TTCCTGTTTATGACTCTCGATGATAAAACGTTTTTACAGCCTGAAAAGCCGGCTTTAATTATTCGAAATA
+ATGACAATAAGGTAAGTACGCAGGCGTTAAGTAAACGCGCTAAAGCTCATGCCCTGTTAGGCAGTTATTT
+ATACAAAAACGGGTTGTATAAGTAACAATTAAAACTGTGGTTAAATATAAAGAAAAGGTTCAATATACTT
+TAGGTGTATTGAACCTTTTTCATTAAAATAACAATAACTAAAATCATTTTATATTAATTAGTTAAGTGGA
+CTTTAAGTCTATATTAAGCCGTTCTTAAGTATGAAATAGCACACTATAAACATCTGTCTTATAGTGAGTT
+TTTTATGCCACATTTGTATCTTAAATCTAATTTTTTTCAAAGCGTAACCGCGAATAAATTAATACTTATC
+CTGAGTTGTTATTTTGTTGTCGTTTTTAACTTAACATTCTTACTTAAAACCTATAATGCGGTTTTGTTAT
+TAGATAAATACAACCTCCTATTCCTGTTGAGTGTTCCCATTTTATTACTCAATATATTGTTGATTTTCTT
+TTCTGTTTTTTCAGTTAAATATTTATTAAAACCAGCGCTAATAGTTTTTACCTTTATCTCAGCACTTATG
+ACATATGCAACCTTTTCTTATGGCATCGTTTTTGATTATGGCATGATTGAAAATACGGTTAAAACCAGCA
+GTTCGGAAGCCTTTACTTACCTAAATGTTAATGCTTTTCTAATTGTTGCAGCATTATCAGTATTACCCAT
+AATGTATTTATACAAGGTTAAGCTAACTTTTTCCCCACTTAAAACAGAGCTCACACAACGATTAAAACTG
+CTCTCTTTATCGACATTATCATTCTTTATCATCGCTTTTTTCTTTTATGGTGATTACGCATCCGTTGGTC
+GAAATAATAGAACGTTAACGTCTTATATCACCCCTTTAAAAAGTGTTGTCAGTGGTTATAAGTTTATTCG
+AAATAATTACTTTAATGAACCGGCAACGTTCACTGTATTAGATAATTCGCCCATATTATTAACTGATAAT
+GAAGCAGGTAAACGGGTAATATTGATGGTAGTTGGCGAAACAGCGCGTGCAGAAAGCTTTTCTCTCAATG
+GTTATGATAAACCAACCAATCAATTTACCCGTGTTCATCACCCTATTTCGTTTAAAAACATGTCATCGTG
+TGGCACAGCAACGGCGGTATCTGTACCTTGCATGTTTTCTGCTCTAGGTAGAAGTGACTACCAAAAGCAA
+GTAGCCAACAATCAACAGAACCTGTTGGATATCGTAAAACTTGCCAATGTTGATGTACTTTGGCTAGATA
+ATAATGAAGGTTGTAAAGGTGCCTGCAACCGAGTTACCACCATAAATATGGATAAGAGCAAAATACATAA
+CTTATGCGATGGTGATTATTGTTTTGATGAAGTTCTGTTATCGCCGTTAAAAAATAAACTGAGCCATTTA
+ACCCACCAAACTACCTTGATTGTTTTACACCTTATTGGTTCACATGGGCCAACCTATTACCGTCGATACC
+CTGAAAATTTCCCTAAATTCTTACCTGATTGTCAACGTAGTGATATACAAAACTGTACTCAAGAACAAAT
+CGTCAATACTTACGATAATACTATTGCATACAGCGACTATGTTTTATCCAAAATGATTGAAGAATTATCC
+TTGTTAGAAGAAAAAAACAATATAGATACCGCTATGCTTTATGTGTCTGACCATGGTGAATCACTTGGGG
+AGAACGGGCTTTATTTACATGGTTTTCCTTACGCCTTTGCACCAACACAACAAACGCACATACCCATGCT
+CTTTTGGAGCAATAATCAAAACAAAACTGATCAGAATTGTTTAAATAATTTAGCTGACAATACATTTACA
+CATGATAATGTCTTTCACAGTATTTTAGGATTAATGAAAGTTAAATCAAAAACATACAAGCCAAATTTTG
+ATATATTTCATCAATGTAATACCCGTGATTTATTGGTTAATAATACGACTGATGAGCAATAATAAGTAAA
+ACTAAGCCGACACTATCACAGCTAGTTAGGTTACACCTTAGCCCGGTTGTATTTTGAGGGCGATACGCCG
+GTCCACTGTTTAAAAGCGCGAGTAAATGAGCGGGGTTCGCTAAAACCCAATGCAGTGGAAATATCGGTAA
+TGTTGCGGTTAGTCATCACTAAATAATCAATCGCCAAGTCACGTCGAATTTCATCCTTAATCATTGGATA
+GCTTGTCCCTTCAACTTTAAGGCGACGGCGTAACGTTTGGGCACTCATATTTAAACTCAGGGCAAGTATT
+TCAAAACTTGGACAAAAAAGAATATCACTCTCATCATGTATCAATATTGCTCTAATTTTGGCTTTAAAAC
+TTTGACCACTGCCTGGAATAGTTATTAAATCTGCTGGTGAATCTCGCAAAAAACGAGTGAGTTCTGTTCT
+AGTTCTAACGCAAGGTAGATCTAAGTATTTCGCATGAAAGCATAACTTTACTGTGGGGCGGTTAAAACTG
+TGCCGACATGTAAAGAGTAACTTTGCTTCCTGAGAATGCTGTGGTTTAGGATGAGTAAAACAAACTTGGC
+TCAACGGAATTTTCACGTCAATTAACCAACTGGAAAAGCGATGCCAAATAATTAACCAGAATTCGAGAAA
+GAAATGTTTAGGATCAAGTTCAGGATGACTAAAAACGAATTCTAATTCAGCAACCTCTCCTACCCTGACA
+AGCTTCATTTGCACATCATCAGTGACTAAATTGTAAAACGAAATGCCCTGTTCGAGCATTTTATCCAGGC
+TTTTATAGTGAAACACATGATGAGCCATAAAAGGAAATATTCCCGTCTTACAAGGATGCTTAGTACAGCC
+AAGAAATTCATCATTGAGCTTTGCCCACACATATTGCACTAAACGAGTCATTTGCTCACCATCAACTCGT
+TGCTGGTTGGGCGTAATCGTAATATCTAATGATAATAAGATTTTGTCACCATCAAAGCCTTTACGCACAG
+CACAAGCGAGCGCTTGGTTAAAATAATGAATATCAACTTTGGCCATGATTACCGTTTCTACTGCTCTATA
+TTTATAACCAACTATATCTTAATTACATCCTACCTGTAATGTTTAGTGAGTTATATCGTTACATTTTGTC
+ATTTTAATTAACTTTAATACTCCCTATAGTAATGGCATCTATTATTAAATCTTATCTTTTGATTCTCATG
+CATCGATACCCAAGTGTCGATTATCAACTATCGATAGATGAGATAATAAATAACGTGTTTGCACTTCCCT
+AAACAAGTACTAGCAATAAGCACCTAATTTTACTAAGAAAATTTAAAAGAGAACTATTATGGACCTTTCA
+CTAACTGAAGACCAAGCGATGATAAAAGACATGGCGGCTAAGTTTGCACAAACTGAACTTGCGCCTGTGG
+CTGAAAAACTCGATCAATATGGTGACCGCGAACTGTTCTTAAGTAATTTGAAAAAACTCGCTGAGCTCGG
+TTTTATGGGACTCAATGTCGGTGCACAATACGGTGGCGCTGAAGCTGGCACGGTAGTTTTTAGCCTCGCA
+ATGACTGAAATTTCACGTGCCTGTGCATCAACAGCCGTCACCATGTCAGTCACTAATATGGTGGGTGAAG
+TTATTGAGTCTGTGGCGAGTGAAGCACAAAAAGAAAAGTATCTACCTAAACTTTGTAGTGGTGAATATGC
+CGCAGGTGGCTTCTGTTTGACTGAGTCAGGTGCGGGTTCAGATCCATCAGGCATGAAAACTAAAGCCATT
+TTAGAAGGCGATGAGTGGGTCATTAATGGCGCTAAGCAATATATTACTAGCGGTGAATATGCAGGTGTAT
+TTGTATTATGGGCGGTAACGGACCCTAGTGCACCAAGAGGTAAAGGTATTTCGTGTTTCTTAGTTGAAGC
+CGATGCTCCCGGTTTAATTATATCACCAGCCGAGAAAAAAATGGGCCAACACGCTTCTGCTACCAATGAA
+GTCGTTTTTGATAATTGTCGACTACCGAAAGATGCCTTAATGGGCACACTCAATCAAGGTTTTAAAGTCG
+CTGTATCTGAACTCGCTGGTGGTCGTATCGGCATTGGTTCACTATCTTTAGGCATAGGTTTAGCTGCCAT
+CGATTTTGCCCGTGATTATGTTAATGAGCGTCAACAATTTGGTCAAAAAATAGCTAAGTTTCAAGGCATT
+CAATGGATGCTAGCTGATGCTTATACCGATCTAGAAGCAGCACGTTTATTACTTATGAACGCAGCGGATA
+AAAAAGACAAAGGGCAACCTTTTGGTAAAGAAGCTTCAATGGCCAAGCTATTTGCTTCAGAAAAAGCCAA
+TCAAGTTTGTTATACCGCTTTGCAACTCATGGGCGGCGCAGGTTACATCAAAGACTACCCACTAGAACGT
+TACGCACGAGATGTTCGTGTAGCCTCTATTTATGAAGGCACAAGCGAAATTCAACGCGTTATTATCGCAC
+GTGATTTGTTACAAGAAATAAACTAATTTAGGAATTTACCATGGATTTAAATAACAAAGTCGTTGTCGTC
+ACTGGCGCCGCTTCAGGCTTAGGTTTAGTTACTTGCCAAGAATTAGCCAAACAAGGTGCAAAAATTGTTG
+CCTTTGACTTGAACGAAGATGCAGGAAATTCACTTGTTGCAACGTTAGGCGAAACATCAATTTTCGCTAC
+AGTAAATGTTACAGACGAAACTTCAGTTGTTGCCGGTATAAAAGCAGCTGTTGATGCTTTTGGCACCATA
+CACGCTTGTATTAATTGTGCAGGCATTGCTCCTGGTGGTAAAACCGTTGGTCGCAATGGCGCATTGGCTT
+TAGAAAAATTTTCACAGGTTATCAATATCAACCTGATTGGTACCTTTAATGTATTACGTTTAGCTGCTGA
+GCAAATGGCGAAAAACGAACCCGATGCTAAAGGCGAACGTGGCGTAATTATCAATACTGCCTCAGTTGCC
+GCCTATGATGGCCAAGTGGGTCAATCAGCCTATAGCGCTAGTAAAGGTGGCATTGTGTCGATGACTCTAC
+CTATTGCTCGCGATTTAGCCCCACTGGGTATTCGTATTATGACCATAGCACCGGGTATCTTCGATACCGC
+CATGATGAAAGGATTTAGTGACGAAGTTCGCGATCCACTGATCAAAATGGTGCAAAGTCCTAAACGTTTT
+GGCGACCCCGTTGAGTATGCTGATTTAGCAGCTCATATAATTACCAATAGCTACCTTAATGGCGAAGTGA
+TTCGTCTTGACGGCGCTATTCGAATGGAGCCTAAGTAATACCAATTTGATTAAATTTCTTCCCAACTCAG
+AGCTATGTTAAATGTTCAATAACAAGGTGAATTTGTTTAGGTCTAGCATTCTAAATCAAATAAATTTAAT
+GATGTTAATGGGCATAGAACAAGTTCCCAAAGGGCGAGTTTAAAAGGCTTATATGCTGCGTTATTGATTT
+TGACAAGGGAATAACCATTCTCTTCAATCAATGTCTTGCCTCTAAGCCTTTTAATTCTCGCTGAGTGGGA
+AAGAACTTAATCAACTTGGTATAAAGTTTGCGTTTTGGGGGGCCGATTGCTAGCCTCCCTTTTTTTTCTG
+TTAATTTTAATTTTTCTGTTGGAGTAGTCCATGTTAAGCGATATTAAAATTTTAGATCTTTCCACCCTAC
+TTCCTGGCCCATACGCCTCAATGATGCTTGCCGATCTCGGCGCAAAGGTTTTACGAGTTGAATCACCAAC
+TCGCGTTGATTTAGTCAGAGAAATGTCACCCCAAGTAGGCGCATCATCCGCTGCTCATCAATATTTGAAT
+CGTTCTAAAGAATCAATCGCACTCGATTTAAAACAACCAGAAGCTATTGAAATTATTAAAACACTGATCA
+AAGAGTATGATGTGGTGCTTGAGCAGTTTAGGCCTGGCGTCATGGACAGGCTCGGCATTGGTTATGAAGC
+GCTAAAAGCAGTTAACCCTAAAATAATCTATTGTGCGATCACTGGTTATGGTCAAACAGGGCCTTACAAA
+AATCGCGCAGGACATGATTTAAATTACCTAGCCATTGCTGGCATTAGCAGTTATTCCAAAAGAAAAGAAC
+AATCGCCTATTCCTCAGGGCATTCAAATAGCCGATGTTGCCGGCGGTTCGCTGCATGGTGTTATTGGTAT
+ATTAACCGCACTACATCACCGTCAACGTACAGGAGAAGGTCAAATGATTGATATCAGTATGACCGACTGT
+GCTTTTGCATTGAATGCAATGAGTGGTGCAGGTACGCTCGCTGGTGATGAAATACCAACAGCTGAATCTC
+AACTGCTGAATGGTGGGACTTTTTATGATTATTATCAGACCAGCGATGGTCGTTACCTGTCCGTTGGTAG
+CTTAGAGCCAAAATTCTTTACTGGTTTGTGCCAACTACTCGACTTAGAGCACCTTCTGCCACTAGCAAGC
+AAGTCCTCAGCACAACAACAAATTAAAGACAGTTTTACTCACGCTTTTAAGCAAAAAACTTATCAGCAAT
+GGCAGGCAATATTTATCAAGCTTGATTTATGTGTTGAGCCAGTACTTAACCTAAAAGAAGCTAGTGAGCA
+TCCTCAGATAGTTGCCAGAGAGTTGATTGTCGATGTGCCGCATCCGAAAACAGGCATGCAAAAACAACTA
+GCTTGTCCCATTAAATTTTCAGCTTACCAAGCTGAATATCAACAAGCAGGTGTTGAGCTAGGTGTAGATG
+GCAAGCAAGTACTATCTGAACTGGGTTTAAGTAATAGCAGAATAACGGCGCTTGAAAAAAATGGCGTAGT
+AACCTTTTAGAAAACCTCAGCTAAAAAGCTCCCTCGCAGAATCGTTTAATTAAAATTAAAAAGTCTACTT
+TATGCTCCAGTAAAAAATAGCTAAGTAGACTTTATTGTTATTCTGCTAACTTAGCTGTTTTACCGGCTTT
+TTAATGCGAGAAACAGACAATATCTTTCTATTTCTGTTTTTATACAAATATAGATATAAACCGGTAAACG
+CCAATATTAATGGACTTAGTCCTAAAACACACCAAATTAACTTACTGGTTAAACCACCAAAATGACCAAA
+GTGTAATTTTCTAAAACTATCAATGGTTACATGTAATGCATTCGCCGATCTCACATCTTCTGAGTGAATC
+ATTTCCCCTGAGCTTTTATCATAAGATATCGTACTTGAATAGTTACTATTAAGCGGGTTTGCTGAGTTCA
+CTGTACCGTAAAACATGATATCCATGGCGGGTTCAAATGGCATTAATAGGTAGGTTGCTTCAAAGTTTTT
+AATTGTCTCTTGATTGCTGTCTAACAATGTTTGTATTGAAAGCTCTTGATTATGCAGTTGATGTTCAATT
+AAATAAGGCTCTTCAACAATATGTTCTGATACCTCATGTATCACCAGTGAAATGTTCCAATAAGCTCCTG
+TAAACGCGAGAATAAGGATAACGGGTGAGCTTGATATACCAATCATTTTATGGAGATCACTAAAAAATAT
+TCTGCGGGCAAGTGTTAAGCGTAAAGTGAAAAAATTGATCCAAAACTTACGGTATAAAATGATGCCACTT
+ATCCCTAATAATAAAAGTAATAACGACACAATAGCACCTAGAAACATACCGTTGGTTTCTAGTAACAATT
+TATAATGTAAATCTAGTAACCAATCCGTTAAATCATCTGATGTACCTACCGGTGTAGAAAGTAATTCTCC
+GCTATATTGGTTTACATATAATTTCGACCAATTTGTTGTCTGCTGCTTAATGAGATAAGCGGTATCTGTT
+CTACTTTTATCATCAAATAATTCCCAACTGCCTATTTCATGAGCTGGGTATTTTGATTTCACGTTCGCTA
+TCAATACATCTAACGACAATCTCTCACTAGGACTAGTGTTACTCACTTGCATTTTATCAGGCATCAATAA
+AGTATCTAACTCAACCTTAAAGACTAATATACTCCCTGTAAGGGAAATTATTAACAAGGGTAACATGGCA
+AAAAGTGCACCAACGGAATGCCATTTATATAATTTTTTTCTCATAATATTTTACAGTGACAGGTGGTATT
+ACCTAACGTAATACCACTGCACTTTTCCCTAAAGTGACCAGCTTAATGTGGCTGAATAATTAGCGGGTGC
+ACCGTAATATCCTTGAGCCCAATATAAGCTATTGATATATTTTTCATCGGTTATGTTATTGGCATTAAGT
+GATAAGCTAACATTATCGGTAATGGCATAAGCCATCATTACGTTCACAACTGCGTAGGCACCTTGTTTGG
+TGACTATCTCTTCACCTGCGTTAGCAAAGCCATCACCCACAACACCTTGTTTACGTGAAATATCATCTTG
+CCAATTCATGTTGACACCTATCGATAAACCTTCAATGGCAGGCACGGTGTATGTGGCGGCAAGTTTAATA
+AGTGTAGAAGGGGTATAATCAGCAACAACGTCATCACCCGAAATGTCAAAGTCAGTGAAGCCAAAACTCA
+GCTGTAAATTGTCATAAATTTGCCCTGCAACTTCCAATTCAAACCCATTACTGCTAATTCCTTCAGCCCC
+AATGTAACGTTGTAAGTTAATAGGTAAATCTGTCGTGCGAACATCGAGCTTGGCAACATTCGTTTGTTGT
+ACATCAAAGTAAGCAATTGAGCCGATAAGTAAACCATCAAAAAATTCACTTTTGATCCCTATCTCTTTAC
+TTTCACCCGTTATGGGCGCGAGGATTTTATCATTAATATCTAATTTAGTCTGTGACACAAATGTTTCGGT
+GTAACTGGTATAGGCCACTAATTCTGGGGTAATTTGATAAACAGCACCTAAATAGGGAATAAATTCTTTA
+TCCGAAGCATCTTGAACAACGTTGTATGAATTGCCCTCTACATTCCAATCGTTATAACGGCCACCAGCGA
+TTACATGTAAGTTATCTAACACTTCAAAACGTGCAGTAAAGTAGGCTGCTTTTTGTTCATTAGTAACATC
+ACTGCCTGTTAAGCCGTCAGTAAATATCGGCTTTGGGGTATTTCCGTCCCATTCAGGTAATGGTGGCATA
+ACAGGGAAACCATTTCCTGTTGTGTAATCATAGAGTGATTTATCAACATAACTCATCTTGGCGTAATTGA
+TACCCGCGACAATTTGATGCTCACGGCCGAATAATGAAAACTCACCATTGATGTACGCATCAAATAAGTT
+ATGTTTATCATCTAGGTCATATTCACTCGCATATCCCAGTAGACCTAACTCAGTATTTTTATCTGGTGTA
+CCGTAGACATAAAATAACTCAGTATCTTCATCTGTTGTTTTATGTGAGTAAGTGGCGCGTAAACTCCATT
+GAGAATTAAAATAATGAGCTAATTCAACCACGGTATTATTTTTAACAACTTGCCAATTTGACCAGTTTGC
+TGAAGTATTAGTTGAAGCATCATAATCAGTGGCGCTACCATCAGTATAATAAAGAGGATTAGCTCCCCAG
+TTATTACCTATCGCATCACTTTGGTTGTAACTGTGACTTATTGAAAGATAGGTACTGTCTGTCAATTCTG
+CACCAATAAAAGCATAGGCGACGCTTTTATCTTGTTCGTATCGATCCAAATAAGATTCATTGTCTTGTTT
+AACTAACACAACACGAGCACTCACTTTATCAGTAAGTGGTGTTGACGCATCTACCTCTAAACGCGTTTTA
+TCCCAAGAGCCTACGGTTCCTCTAACACTTACTTCCGTTTCTTCTGTTGGACGTTTACGAATAAAATTAA
+TCGTTGCTGATGGATTACCAACACCCGTCATCAAACCGTTTGCACCGCGAATAACCTCTATACGTTCATA
+AATGGCAGTATCTTCATCTGCATGGTTGTTACCAGACGTTAAAGGTAAACCAACACCATCAATTTGAAAG
+TTTGTTACGTCAAAGCCGCGTGCGGTGTAATAAGTTCTATCTGTTTCAATGCGTTCAACATTGATACCTG
+TTGCAGAATCTAATGCGGCATTGATGTCAGATAATTGAAAGTCTCTCATTTGTGCACTAGTAATTACGGA
+CACAGATTGCGGTATTTCGATAATAGATAAATCTAAACGAGATGCCCCACTCACTTCATGAGCACCGTAT
+CCTTCGATATAGGTGCCTTGAACTTCAATTTTTTCAACATCTGAATTTTTGCTGCCTTCGGCAAATGCAT
+TAGTTGTCGTTAAAATTGTGAGGGTAATCAAATTTAAAGGGAGGTTTTTCACTGCGTTAGCCTAATAAGT
+ATCATGTTGTAATTGCGCACATAATACATAAACTCACACCAAATGCAAATACTAATCATTATCGTTACCA
+CTACTTACTTGTACAGTACTAAATAGGAAGGTAGTTCTTAATTAAATTACATTTTTGCTGCATTACCTCC
+GCTTTTAATAGGTATTGTCATTGGACAACACTGAATCTGGTAACTATATTTATCGACTGAGCAAGGGAAT
+AATTTTTTGTGCTTACCTGCCTAGATATTTCTCCATTTTTTATTTCAACAAAGGACTGATTAATATGAGT
+GAAAAGCCAATTTTAATTCTATTTCATGGTATGGGCGTTCATACCGCAGATTCATTTAAAAAAGAGGTTG
+TTAGTGCTGCGAATAATGCTCTCGGGCGATATGAAGGATATGGCAACATTAAATTTGAAGACAAAGTAGA
+TATTGTCTCTATTGGTTATGACAAACACTTTGAACAAATAAGACAGCAGCTAGCAGATAACGCAAGCGGT
+ATCACAGATGTGCTTAAAGCAAAGTTACCTGGTGTTAGTGATCCGAGCATTATCCAAGATTTACTCGATT
+TGGAGAGCTCACTAGGTGATGATAAGTTTGCTTATACCCATATCCTAGATGTTGTGTTATATATGACTGA
+AGTTGGTCAATATGTACGGGCACAAGTCAGTGAAGAAATTGTAAAAGTGATACATAACAACCATCACCGA
+CCTATTCACGTATTATGTCATTCATTAGGTACAGCCGTTGCACATGATGCGTTTAATCAAATTTATACCA
+ATGATAATTCTCCATTACCCGCTCAGTTACATACCCTATCTTTCCCTATTACTAGCTATTGGGCATTCGC
+TAACGTAAGCCGACTTGTAACGTCATTTACAGGACTACCCTCACCATTTGATTCTGTGGTCAAACCTGGA
+CACCAAGGCTTTATTTCGATGTTTTACAACATTAGGCATGTACTTGATCCCTTCACATTAAAGCCATTTA
+AGCGATTCGATCCAAATGGTAAAAAGAATTGGCTAACGCCAGATACATTTAAATATGATTACAAGCCGAT
+TGTGACAACTAAAGTCAGCCGAAAAAATACGCATGACATTGCTGGTTATATTGAAGATCCTGATGTTTGC
+CATGACTTCTTCAATACCTTTTTTGATTTTTACCCTCCTGAAGAGATAAAAAAGGCCGGAGATAATCAGT
+TTAAAAATATTCAAGGAGATTACCTGAAAATTAAAGAGTATGTTGAAAAGTTAGAACAATTGGATCTTGA
+AGGAATTACAGAATTTATAGGCATGATGAAATCCTTTACCGACTATATTAAGGAGCTCAAGGATGAGTAA
+GATATTAATGCTATTGATACTCGGAGTGTTGATTAGTTTTAATGTCACCGCTGAAGAGTCTACTGAAAAA
+AATAATGATTGCTCATCGTTTAACACAAGCGAAACAACAATTTTTAAAGGGTCCTACTCAAGTGGTAAAA
+TATATGGTGAAGCGCTTTGTCAATTTTATACTGGTCATGAACAAAGCCCAACTTTCGAAGAATTAACCAG
+ACTATCAAATGTTTGGCAAGCACAGTTACTATTAGAAAGTGCAGCTCTGATACAGTTAGTCCCTAACTTA
+GCAACCTATCCTAGTATATTAAACAATTCATTTATTAACGATTATCCAGTTACGACAGTAACAAGTAAAG
+GCAGTGATCAATTATCAATAAAAAATGAGAATACTGTCATAAGGTCAGTCTTTAGTGATAGAAGTGCATG
+TGGGAATAGCTTTGGTAACAATATGAATTGTAGAGAAATAATCAGCAACTATACCTCTGTTGCTAATTTA
+CCCGCTGAGCCAATTAAAACGATACAAAGTGGTAATGCATTAAAGCAGTTAAATCTCTATTCTAAACAAT
+GGCAAAACTATTACACCAAGGCGCGCTCACAGACTTTCATTGATATTCTGTTGAATAGCTACCTTAACCG
+AAAAGACTATCAAAAAGGTCAACCTGTATCGCCACCAAGTGAACAATGGTTTGCATTGCATCCTTCTATT
+GTCTTGGAGTATGTTGATGGCGCAACAGACGGAGAACAGTTTAAAGAGGCGTTAGTTGTTGAATGGTTTG
+GCTACAATAATTGGGATTCTTCACTGCCGTTAGGTGTCTCTTTGGTTACACTCTATTCAGATAGAGCATC
+GGTTGATGATGTTGGTCATGGTTTGATGTTCCATGTTGATAACAACTATTCTATTGGTGTGACAAAACAT
+GATGATGAAGCAGGCATATTCATTACCGTTGATTTACTTAAACTATTTGAAGATAAGCAAAGTAATTATA
+AAAGACAGGTATCAAAAATTAAGGAGTATTTGAATTAAGGTTGTTGCTTAAGCAGTATTGACCTTTTCAC
+AGATTAACTCATATCACGTATGTTACTGATATACTTCAGTAACATATTAAAACGACAGACCTTAACTGAC
+TATAATCAGGTTAGTTCTTGATATTACCGATATCAATAAGCAACGGTAAAACGTTTTCTTTTATGTTTAA
+CTACCTCAGCTTCATCTAATAAAGCAATGGCAAAATCTTCCAGTGAAATAGTTGATTGTCCTTGTTCATC
+AACTAATAACTCATCAGATCCCGTTCGAAATATTCCCGTACGCTCTCCTGGCACAATGACAGCCGGCGGA
+CTTATATAACTCCAATCAACAGACTCATTTTCTTGGCAAAGTTTGTGCTGTGCTAGACACGCCAAAGCGA
+TATCACGCCAAGCTGTAGGCACTAAGTCAGTATCATCAACCACTAACATTCCATTGCTGTTCGGCACAGT
+TAAACTGGCTGCGCCTCCCACCAATAACAAGCGTACTTTGGTTTGTGCAAGCCCTGATAATAACGCTTTT
+GCTGTGTCGACTAGTTGACTCTCTAACCCTTGCGGTGGCCGTGTAGCACTAATGATAAGGTCTTGTCCAT
+CGCTCCACTTCACAACGTCATCGACATTATCAGCATGACCAATAACTACCTTCACCGACGAATCAAATTC
+ATTAGCCCGAGCATTATTTCGCAACACGGCAGTTATCTCATGACCTCGCAATAACGCTTCAGTTATAACC
+CTATTACCCACATTACCCGTTGCACCAAAAACTGTAATTTTCATTTGTAATACCTTTTATTAAGTTTAGC
+TTGTTATCGATTTGATAACGCCAGTCTACAAACAAGTTTTGATAACAGCATTAACCTAGGTTTAGTGTTT
+GAATAATATTAATCATTGGCAATATACTCACAACTAAATTACTTTTTGACTAAACCTAGGTTAATTACCT
+ACGAGATTTTCTCGGTTAAACTTCACTTATCAATTTATACCAAACGTATTAATTAAAGGAATGACAACGT
+GAACAATACCCAAATAGCCCAATCCTATCTAGCCGACTTAACTCTTAACGAAAGTTCGTTAGATATCGAC
+TTTTTAAATGAACTGCAAAGTAAACATATTGCACTATATAGTTTTAATAATCTTGCTGTAATATTGGGAC
+AAGAGCTACCTTTAGACCCTGAGACGCTATTTAATAAAATTGTTGAAAAACGACGTGGCGGTTATTGTTT
+TGAACATAATAAGCTTGTATTTACCGTGTTATCTGAACTTGGTTTTGATGTACGTTTGTTGCTGGCTAAA
+GTGATTTATAACCAAGATGTTGACGTTGCCAGAACACATAGGGTGACACTACTTACGTTAGCAGGCGAAG
+ATTATATTGTTGATGCTGGCTTTGGGCATTTAGGCGCTCGTTTTCCGGTAAAAATAGTGCCTGGCTTGAT
+ACAAGAACAAGGAGATGCTCAGTATCGTATTACCCAAAATGTTAATGGCGATTACTGTTATCAAGTATTT
+AAAGATGGCGATTTCTTTACGCTATATACCTTTGATTTACATCACTATACCGAAGCAGATTGTTTATTAG
+GTCATTTCTACTCACATAAACATCCTAATGCAGCTTTTGTGAATAATTTAGTCATTTGTCGTAAGTTCTT
+CAATGATATTCAATCATTGCGAAATAATGAATTTCATCATGTTATAAATGGTATTACACAAACAACTAAA
+ATAACCAGTATTAAGCAATTACATCAATTATTAATTGATGTTTATCAACTCGATATTGATATTGCTATCT
+CTGAGTTTTTATTCAATAAGTTTGTTACACCCTTTCAGAATAAAGTTTGATAACAACAGATGAAATCTAC
+ACTAATTGATAATTTTACTTTACTGCTTTGGGCTAGTTTAATGGCTTCTTCATTTGTCGTTTCAGAGCAA
+TTACTCCCTTATGCTAATCCGATTGCAAGTACAGCATTAAGATTTATATTAGCAACGATATTGATGATGC
+CTTTTATTGGGCGAGCATCCATTAAACAATTGAACTACAAAATATTACTGCGTTATAGCGTCATCAGTTT
+ATTTTTAGTTTTATTCTTTATTGGGTTATTTGAGGCACTAAAAACCACCAATGCAATGCGTACTTCGGTG
+ATTTACACCCTGCTGCCTTTAATCAGCGTGGTACTAACTTATATCGGTCTGAAGTTCGTAACACCTAACA
+AGCAAATTGCTGGTTTTTTGATTGGCACACTAGGTGCCATTTGGGTACTAGTAGCGTTTACACAAGGAAA
+ACTAGTATTGATAGAATGGCGACTAGGCGATAGCATATTTTTAGTCGCTTGCTGTTGTTTAGCTTTACAC
+GTGATTTTAATTAAAAAGTGGGCAACTGACGTTCCGCCAATGTTGGGAGCATTTTATATAATGCTACTAG
+GTAGCTTAATTTTATTACCTTTTTTAATTTTTTTTGGAGACTTAAATAATATAGCTTGGCATGAAGATGA
+GTTCTGGAAAGTATTATTATATTTAACGTTATTTACCACAATCGCAACTTTTTTCTTACAGCAACATTTA
+TTAAAAAAAGTGGGCCCTAATCGCCTCTTAGGTTTCACTTATCTTATACCAAGTATTGTACTTATACCGC
+AAGGGCTAGCAAATATGTCTCAACTATACAGCGTGGTACCAGGAATAATGTTAACCTTTCTAGCACTTTA
+TTTGATCTCCCCTAAACATCAGTAATTATCTTTGGAACACAATAAATGGATAACGTAAATACATGAGCCT
+ACAAATGCATATGGAAGACTTTATCCAATTTTTTTCAGGTAGCAACCTGAGTATTGATAAAGCTAATTTT
+GATCAGTTTGGTCTTAAGGCTAAAATCAAACACTATCAAAAAGGTCAGCTGTTAATTACTCAAGGACAAC
+CCGCGCCTAAGCTGTTTTTTCTAATCAAAGGCATGGTTCGTTACATGAGTGTGTCTGCTACAGGCAAAGA
+ATTCACTCAGTCTTTCGCTTTTGCACCCGGTATTAGTGGTTCTACCCGAGCGATGACCAGAAACGCAAAC
+GCCCTGTTTAGTATTGAAGCTTTAGATGATGTGATTTGTTTGGAATTTGAATGGCATGTGTTTTTTGATC
+AAATGCAATCACAACCCGGATTTTTGGCCGCGTACAATCGTTTACTTGAAAACATGTTTATAAAAAAAGA
+AGAACGTGAATTCGCTTTTGTACAACAAAGTGCTGAGCAGCGATATTTAACTTTTTTAGATATGAATCCA
+CAACTACGTGACAAAATATCACTTAAAATGATCGCCTCACATATTGGTATTACCCCAATAGCACTAAGTC
+GTATTCGAAATAAACTCAAATAGATGAACCTAGCTTTATCCATTACAGTCAAAGCTAGGTTGATTACGGA
+TGAGTTTGCAACGCCTTGAATTGAAATTGTTTAAGTACTTTTTAAACATACGTATTGATTGGCAACGGAT
+GTATCTTCATTACAATGCTATGTTTATAAAGAGGTAAGCCATTTATTGGCATCATCAATTGAGGTAGTGA
+AATTGTGTTTTACCCCTGCTCTGTCATAGCAGCGGCTCATTTGAGTTTTTATTAACGATTCACCTTCAAC
+ATTCATCAATACTATCGCACAGGCTATTAGCCCTCTTGATCTTCTATTTATCAACGAGTTAATGAGTGCT
+TGTTCTGCTTCAGGAGTAAATAAGCTTAATTGATGCAGTGTGATCACTTGATTCCACTTTGATACTTCCA
+AAGTGTGGATGCAAGTCTCTAAAGCCTTTTCGTATTGTATTAGCAATTCTTCATTAAAAGGCCCTGTTGC
+ATCTACTAGCAATAACTTGCCTTCAATTTTGACCTCAAATAAACCATGTTCCATGAAAATCATTAAATAA
+CCTATAATTTGATCCAAGATGTCCTGAATATTTTCAGTCTATTCAGGTCAATAATGCGAAGGTGGTTAAC
+TTCAAAAAAGCACCATTTTTATCGTCCTGAGATAACACTTAATACCATCACCATCACCCTTACCTATCAT
+GCATTACGTCAATGTATCACGGTTAAACTTTAAATTGGCTTGTTAATGTTTGTAAATTATTAACATGGTC
+GTCTAGCTCATTGGCTTTCACTTCGATTTGATTGATAAGACCATTACTTTCTTGACCACTACTGACAATG
+CCATTGATATTAACATCTAAAGAAGACGTCACATTACTTTGTTCTTGAACACTGGTGGAAATTTGTAATG
+ACGTATCACTGATATCATCACTTGCTGAAATTATTTTTGTAATATATTCAACCGAATGCAGCATCATTTC
+AGTTGTTTCTTCTCCTTTGGTTTTACTGTTTTGTACAACCACTACCGCTGAGCTCGTTCCTTGTTGTAAT
+TCAGCAATCATTTGGCTGATCTCTTCGGTGCTTTGTTGAGTTCGGCTAGCTAAAGCTCTTACTTCATCGG
+CAACGACTGCAAAACCACGTCCTTGCTCTCCGGCACGCGCTGCTTCAATAGCCGCGTTAAGCGCTAACAA
+ATTAGTTTGCTCTGCAATGGCTTTAATGACATCGATAACACCAACCATTTGATCAACCGTTGTGGCAAGT
+ACACTTATCACTTGGCTGGCATTATCCAAGTCAGAAGAAAGTTCATTCACTGATAACATCGATTTATTAA
+CAACTAGACCAACTTCATTAGCTTGCTCTTTTGCGTCAAATGCTGACTGTGATGATTGCTGAGATGTTAA
+TGAAATATCTTTGGTACTGGCTGCCATTTCGGTGATAGCTGTCGCTAACATGTCTATTTCAATATATTGT
+TTTTCAAATAATACGTTAGCCTCACTGACATCTGATTTTACTGCGCTTGATGTATCACTGATGACTTGGG
+TTGTGGTGATTATAGTATTAATCATTGCTTGAGTTTTGTTAAAAAAATGATTGATTTGTCCCGCTAATTC
+ACCCATTTCATCTTGAGTATTTATTTCTAATCGTTTAGTTAAGTCACCATCACCATGTGCAATATCTGTC
+ACAGCGATAATCACTTTTTTTAACGGGTCAGTGACAATTATACGCGTAAGAATAAATAAAATAAGCACGA
+GTAAAACGTCCACTAATACCACACCGATGATGATTTGTATTAATGCAGCATTAATTTTAGTATTGATCGC
+TTGTTGATCAATACTAATCACAATATCACCCACAATAGTTTTTTCGTCATATTCATCATGAACCAGAGGT
+TGCTTTATCTCTGCTCCCTTTATACCTTGATTATGCTTGGTATATTTAACTTCACCGTCTACTGTTTTTA
+TTTCAATACCGTAAACATAAGGTGTTTCTAATTCAGATGACGCTATTTTGACTATCTGATCAGATAAATC
+CATCCATATAGCCGCGGGTAAATTCAGTTTTAATCTTTCTGACACTAAAGTAATACTTCTATTGGCTTCA
+ACTAATAAAGAGGACTTTACAACTTTATAGTCATAAGCTCCTTTCGTAATTAACACAATACTGACCAGAA
+TGGTCGACATTACAATCAATCGAAATTTAATACTCAAGTTAGACAAAATCTTGATAAGTTATTACTCCAA
+AGCTTAGTTTATGACCATGTTATTAAGGTCATAGATAAATTTACCGTCATTATTTTAATATTTAAATGCT
+AATAACTCAGTTGTACACGACCGTGTGTTAATAGACATTAAACATAGTGAATTGCATTGCTAAGTGTTTT
+AGTGGCTTTAATAGAAACTAGAGCATCGATCGTGCTAGTAAAACCGGCTGAATCAGAAGTCACATAGGTA
+CTCATAAGTATTATGTTTGTATGTCAAATATCACTAATAAAGTAACGACTAACAATCGACAATTAGTATT
+AATCCAAAAGAATTAGGGCTTTAGTGCTAGTACTTCCGGTGAGGAAGGTTTAAGAGGTTATTGGAATAAG
+AGCTAAAATTAAGTCATCTAATATGATTTCTACCCCTGAGGAGATATTAGATTTAACAGCCAACGGGACA
+GCTCGGAGTAGACTTTAGAGTGATAATGTCCATTTAAATTGTTGGATATAATAAGCAACACTGGACATGA
+GCAACTGCTTTTGTCCTTGTTAAAAGACTTGTTAGACGCTGACTACTTGGATGTCATGACGTGCTTTAAT
+GTATGCAGGGTTATTATATGAAAGCCAAACTTTTTTTTCTGAATCTTCTGTAATTAGAACTTTTTGCGGG
+AGATCAATTGCTGCATTTTGAGCACACAGCATTAATGGGGTACCAATCTTAGGGTTACCAAAAATAATAA
+CTTCCGTTGCCCTTAGTTCCAAATTCACATTAGAGGCATTTTTTTTATGATCAATTCTGGCAAATAGTGT
+TAACCCTTTATCCTTTATTATGGACTCAAACCTATCAGCAGTTTCTTTAGCTGAGTATTCACTTTCAAGT
+GTAATCAAGCTTTCTTCCGCACTAACATAAGAAGAAGCGACTAAGATAAAAATTGCAAAAGACATAACTC
+TAATCATAATTTTCCCTATTTATTATTTGATGCTGCTGAGATTAATCAATAAACGTCTAATGCCCAAATA
+AAGGACTCAGTAATAAGTTGGCTATAACATTAAGACTCGAAGCCTAGCAAATTGTTACCTGGCTTTGTTA
+GTTTTCTTGTTTGCAGCGATACTTGCATCTAGACCAACAACAAATTTTTTTAATTCTATTAATGATACAT
+TTTCACTGTCAGTAACTTGTGATTTATAGCTATTTACTGCTTTATAAAAAACGTTATCAGCTTTTTTAGT
+AAAATCTAATTTTTCATATAAAAGCCCTAAACGAAGGTATGATAATGCAAGGCTAGCTGGGCCTGTTTTA
+TGCAATAGTTCACTAGAGCGATCTGATTCTTGCAGTCTGATTACAGATTCCATGGCATAAATGCCTACTT
+CAGGTGAGCTATTTACATATTTTTTATAAGAAATATCTATTTCATTGAGTAAAAAGTCAGGTGAAATATT
+ATTAGCCAGGCTAAAGTTTGAAGTCATTGCGGTAAGTACAATTAGCGTAGATTTAATGAACATATTCATA
+TTAATTTCCTTATTAAATACATGATATTGCTAAACACCGTAGCAGCTTTTAGCCCTTGTGATTTCTTGAT
+AGAAGTTCATTATTACTTACTACGTACCAGCCATATTAAACATAAAAAATGCAAAGGCACCAAGTGATAT
+ACAACCAACAACAACAACTATAGCCGTAAGAGTTTTAGATTGTGACATTGAGCCTATGAGTGCAAACCAC
+CATTCAAATTCCAATGCCTCTTTTATAGTAAATGAGCTAGGCATTTCTTTCATTCTTGATTTGTTATCAT
+CCATAATTCAATTCCTAATGTTGATGATCTTCTTATGCTGCTAGCACCTCACCAAGAGGCAAATAATATT
+GAGTTAAAATAAGCGACACAGTAGCAAGAGCCTGTTGTTTTTAGAACTAATAATTTCCTTGTTAGTTGTC
+AAACCACTCAAGCGCTAATTTTTCATGTTTGTTTATAAAAGAGGTTTTCAGTGTCATATAGACATTGATA
+TCGTTATCGCTTTTAGAAACAGCCTCACTTTTAAGAGAACCATACTCTGAAGCTATTATAGGGTGTGCAA
+TTAAGTACGCTTTAAATACCTTATGCCGATGTAAGTTCAAATCACTACTCTGGAACGCATGCACATGGTG
+GCTACGTTGATTGCCACCTTTTTGAAAGTAGCGCCTACCTGAAATACCATTTTCACCTTTGATTGTATAA
+CCAAGTGCAGCAATATTTTTATCTGCTGCATCGAGCCCTTCAAGGTTTGAAACTTCAATTAGAATATCAA
+CGATTGGTTTTGCTGATAAACCAATTACGGAAGTACTGCCGATATGATCGATTTTTACAGCATTATTACC
+GATCGCTTGGGTTAGAGCTACTTTTTCAATTTCAAAAATATTCTTCCAATTTGGATCGTAATCAACTACT
+TCAATAACTCTATTACTCAAATGGTTCTCCATTGGAAACTAACGCCTTGCTAAGCGGAAAATAATGGTTG
+GCTATAATCGCGAAACGATGACCCACTGTTATTTTCAGTTTAAGCAACACGTTATATTAAAATTTATTAA
+AATGAGTAATTAACGCCTAAATTCAAACTATCCCAGCTTCCTGATTTTTGATATTTATCGAAATCAGGTA
+GCACTTGATAATCAACAAAAACACTAAATTGGTTATATATTTGATAATTAAGACCCACGCCATAACTAAA
+ACCATCTGTGTTTTCAGAATACTGATGAGGATAAGTTACACTTGTGTTTCCACTTAAATCAGTATGGAAC
+TCTAAAGTGGTTATTTCAGTTTTTGTTTTAGTATATCCGGCTAGTGCATAAACATTAAACGCTTCAGTTA
+TAGAATATGATGCCTTTGCGAGTATGTGCCCTTGGTAATCTAAATCTTGTTTGTATTTTTTATCTTCAAA
+TCCAGGTTCGAGTAAGTTAAATGAATAGCCTGATGTACCTTTATGAAGTCTAGTCTCAATAGAAAATATG
+TCGTTAATCTTATATCCAGCAATTGCACCTGCTGATTTAAATTCTCTACTTTGATATATCGAAATTGTTT
+GAGAATTATATAACGCGCCTATGTACCAACCATTTCTTTCTTCAGCGAGTGCGGTTGAAGCATAAGTTGA
+TGCCAAAATGCACATAGTAAAAGATAATGCTTTTTTCATGTTAAGTCCTTTTAGTTTTACTCGATAATAT
+TACCGAATAATTGATTAAATTTAACGTCCTGTTAACAATTTAGATGTCATTGTCTAGAATAAGCGTTGAA
+GGAGCAAAAGCCAACAGTTATCTGTTCTTGTAAACGACTTGTTAGATTTTTTCTTTCAACTTTTTAATAG
+CGCTATAAAGAACAATATCTTTTTCTGATCTCAGATGTTCAGGCATACGATCAATAATAACTTGTGGAGT
+AATTCCATAGCCTACAAATTCCCTCCCGTCTGGGTATGTATCTCTTTTAGTACAAATTCTGAAAGATCCG
+CCCCCGGGTAAATCAAAGAAAATTGGCTGTCCCGTACTGCCATATGTGTTTTCACCAAGGGTAGTAAAGT
+GTTTTAGCTTATCAGCATAGATTAAAAAATCCTCTGCTGCTGAGGCTGTATTCCTCCCAATCAACACGTA
+GGTAGGTACAATATGACTATTTTCTTTCGCTTTGAGCGATTCCATAGCTCCTGACTCCCACGCATTATCT
+TGGGCATAAATTTTATATTTTCCACTATAGTTTCCCCATGCTTTAAACGCAGCAATATGTTTTCTGTTTT
+TCCAAATCGAGCCCTCTAACCCTTTATTAGTAAAGTGGGATAATATTTCAGCTGCAATACTTGAATTACC
+GCCACCATTAAACCTTAGATCAATAATTAGTCCCCTAGATTGTTTAATTTCATCATAAACATCATTGAAG
+TCTTGCAGGATTTTTTTATCATGAAACCCATTAAGAGCGATGTAGGCTATCTTATGATCCAACCACTTAA
+ACTCAAATAACTCTCCATTGGATTTGGGTAGTTTTAACGACACTTTATCTATTTTTTGATGTCGTGAATT
+TCTAGTAAGAGTTAAGTCTTTGAGCTCCCCTAAAGGAGTTTTTATTGTAAAATTAACTTTGCTATCAGGT
+GCTCCACCTAATAAATTTCTTACACCGTCGTTCCACAAAATATGCTCGGTTGAGCTAGCAATATAAGGCA
+TAACATTAGCTTTTAAATGAGTTTCTAATTTGACACCTTCAACAGAAATAATGGTAGAGCCTAAGGGAAT
+TTCAGCTTGAAGTTCCCTTTTTACTTTAGTAACTACAGCTTGCTGATTAGCCTCGGTTAAACTTAAGGCT
+GGCCAATCTACATAGTTAGAAGAAAGTCCTTTTGGTAGGTAAATATTAGTATGTCCATCGTGCAATAAAG
+CATTGAACTTCATAAGCTCACGATAATACTCATAAGTTGTTTCAGTAGCTAAAACTTTAGGAATATATTC
+TCTATATGCGCTATCAAAATCTAAGTCCGGTACTTGATCAAAATACGCAAAGTTGTAACTCGCTTCTTTC
+CAAAATAATGACAAACCATATAATTTATCTTCGTTTGATAAATTATATGGTGGATTTACAACCTCTTTGG
+CAGAAACAGAAATAGATACAATTAACAAAGATGCTAATAATGCCTTTTTAATCATTTAAACTATCCTTAG
+TAGTTTGAAACGCTGATGTAATCACGAACAATCCAACGCCCATTTAAGGGGTTGATAATTGTTTGCTAAA
+ATGGTGAAGCGGAACCGAACAAAATATTAGCAGTATTGCTTTAAATTTTTGTTAGCTGCATGCAGACACC
+CAACTCAATTTATGAAATAACCAACAGGTAGCCATTGGCCACTATTTTTACTTAGGGTTAAAGTTTCTGT
+AGACGATTTTTTGTTTTGAAACTCTGTTTTAAATTGAATAACCAGGTATTTACCATCTGGAACACCAGGG
+AGTGTTGAATATTTTTTAGCACTTAACTCTGCTCGTGAAGTAACTTTACCTAATGGAATACGAATCCCCT
+TGAGGATACTCTCCCATTTATTTTGTGATAGTTGTGACTTAAAAAATGAGCCTGCTTTTTGCCAACTTTC
+ACCATATTGCCCTGCATCTATAATGTTAAGCCATTCTTGAGCAGCACTTGAACCTGACATTGGGTTCGCC
+CAAGCAACAGATGAGATGCATAGAGATAAAATTAGTATTAGTTTTTTCATGATAATTCCTTTTATACTTG
+AGTTGATTGTAATTGCTGAACATTAAAGTACAACAAAGGCCACGTTAAGGGAAAATTTATAGATGACTAA
+AATGTTGAACGGAGTGAAACAGGCAACTGTAAACAGCTTGTATGGATAATACATCCATCTTTTTTATTCT
+TTTCAAACCAGTTTAGGTAAAGTGAGGCCCAAGCTTTAGCAGCAACTAAAGCCTTTTTGTACGGCAGTTC
+GATTGAGCAAAGGCTCCTCTATTGAGAGACCGATAACAAGATGGAACGCCGTATAAAACTCCAAGCACTA
+AACTCGGATAGTCAACTGGGCCTCGAGCCCGAATAGCAAGGCAGAGTCAGCTTATTATGAATACACAAAT
+TAATCAAAATGAAATTAACGTCGGTGTCGATACCGGTAAAACTCAACTCGACATTTACATACGTCCCTTA
+GGTATCTATTTCACCGTGACTAATGATGAAGATGGCATCAAAACAGCCATGACTGAAATAAAAAAGCACA
+AGGTAACTCGTGTTGTTATTGAAGCAACAGGACGATTAGAGCAAGCCTTTATCATGGCCTGTGCAAAAGC
+TAAAATCCCCTTTGTTATTGCCAACCCTGTCAATATTAAACGATTTGCTGGAGCGATAAATCAAAAGGCC
+AAAACAGACAAACTTGATGCACAATTAATTGCCCATTATGCGGAGGCTATCAAGCCTACGTTGTCGCAAC
+TAAAACCAGAGCAGATAAGGCTGATGAGCGACTTATTATCTCGTCGACGACAACTCATGGACATGCAAAC
+GATGGAGAAGAATCGTCTGCAAATAATGCCAAAGGAAATTACGTCATCCATTAAACCAGTGCTAACGGTG
+CTGAAAAATCAGTTAGAGAAAATTGATAATAAAATACATAAACTAATTGAAAGTTGTGACGAATATAAAA
+TCAAAAATGACATAATACAGAGCGCACCTGGTGTCGGAAAAGTAGTTGCATTTAACTTAATTAGTGAGAT
+GCCAGAGCTTGGTTACATCAACAATAAAGAAGCAGCATCCTTAGTTGGAGTCGCTCCGTTTAACCGAGAA
+AGTGGATCGTATAAAGGCAAGCGAATGATACGTGGTGGCCGTTCACAAATTAGAACCGCAATGTATATGG
+CTATGATGTCAGCGATTCAATGTAATCCAACATTTAAAACACTATATCAACGATTAGTTGCGGTAGGTAA
+ACCCAAGAAAGTAGCGATAATAGCGTGCATTAGGAAGCTCGTTATCACGCTAAATTCTATGGTGAGAGAT
+GGTGTTTATTGGGATCCGAAAATGAATTAACTCTTAGGGTTTGACACCATAGTCACTTGTTATACTACTA
+AAACGGGGTGAAATTTACATTGTAAAAAAACGCATTACCATTTTTTTCAAATGATGAATAATTTGTTTCT
+GCAAAATGACGAAGTGAATATTCCATGTTTACACCAACTGTGCTCTTTTCTGGGTGTATGCAGTTATAAC
+CAATATTTTCCAATAACATAACGGCTGTATTTCCACCCTGAATTTTTGCTTTCATATCTTTTGAAATGGA
+GTGATATTTGATACAAATAGCACCGTTGTGTGATGATATATCTGCTGTGTTTTTTTGAATTTCAAACCTT
+CCAATATTCGGTTCCGAGGCTCGATAGTTAATAATATATTCAAGAAACTCTTCATTTGAAGAAAATTCAG
+GTAATTGATGAATAGATATGTTTGCAACAAGTGATTCATTTTTATTAGTGGCGTGACTCACAAGTGACAT
+CTGATAACCTGATGCTGCCATAACGATCCAATCTCCATTTTGGGGAGGTAATGACTCGACTCCGTAGATA
+CTAATTTCACTATGAGGATTCACAATTGGTGCGACAGTTACGCACGAAGTAGTAAAAAACCCGAATACCA
+TTACTATTATTATTATTTTAAACACTGAACTTTCCTTGTAGCATAACGCCCTAACAATGACTTTTGACAA
+CCGAATAAAAACCATTAAACCAATTACTTGGATAATAAGTAGCCAGCGTTACGGCCTTATTTGTAGCGCA
+TGTCTAGCATCTTTACTTACACATTTATTGCTTAAGTAATATCACTAAAACGTCACTATTTGCCACTAAG
+CGGTCTAAATCATTTGAACAATTACCTCCATTTTCATGTCCACTATCTTCAAGGATAGCTGACATTAGTA
+GTATTTTTCTATCTCGCTAACGCCCCCTGATCGCCATAGAAAGATTATTTTTAAATTAGCTAAAGGTTAC
+CTATTTCAATTAAAAACAGGAGCTTCAGTATATTTTAAGATATTGATAATTAATAACTTTATATAAAATA
+AAAACCAGAGACATAAGTCAACTCACTGAATTATGGAAGATCTTAACTAGTACAAAACGACTCTATCTTG
+ACTTTCGTTAGCTTTTTCTGAAGCTACCATCATTGTACTTCTACTATTATCAACGTGGCTGCTCCACCTC
+CATTGTGGTAGCTCTTATTCCAATCATAGCAAGCAAAACCAAGTTGACTTACTCTTCGTGTTGATGAATA
+TTTTCCATCATTTTAGTGCTTACTTCAGTTGATAGATCGTTTTCTGATGGTCTTGTTATTGTTGTTTTAG
+CTCTTCCTATTGTTACGCCTTACTCTGGAGGAAATGAGGTGCTTAAGACATCTTTGCTTCGCTGTTAGAT
+TTAAAATCTATCGACTCGAAACGGTTCCAGATTGACAAATTGAGAACTACTCGTCATCAAGCTCACCACC
+AGTTCTGCACTGACCGCTGCCTGAGTAAGTCCTAGATGTTGATTGCCAAAGGCAAAAAGCAGGCGGTCAT
+AGTGTGGATGTTTGTCAATTATTGGCAACGAATCAGGTAGAGTAGATCGATAACCTGCCCATTCACTCAC
+CACTAAAGCCGGATCATTAAGCCTTGATAACAGCTGACGACTATGATGTCGTAGGGAATCAAAGCGCCGT
+TTAACAGGTTTACGTTGTAAACCGCCGAGTTCGGTCATACCAACGACTCGTAACCCTGAATCGAGTGGGC
+ACATAACAAAGCGACGCTCAGCAGACCCTATGGGATGATTAAGTTTAATATCTTTTGCATCTATAGTGAG
+ATGATATCCACGCTCAGCTTCCAACGGTACTTCTAATCCTACCAGCTGTAACAACTTTTTGCTCCAAGCG
+CCAGTACAGATGATGGCGTAATCAAATTCAATTGTCGCCATTTTCGTTTGAATAAGAACTTTATTGGTAT
+TAGGCACAATGCCATCAACTGCTTTCTGAATAAAAGTACCGCCATTAGCCTCAAAAGCTGAAAATAAAAT
+GTTTGTTAACTCATAAGGTTCTTTTACCCGATAGGCTTGGGGAAAGTACAATGCATGATTGATATTTTCA
+GCGATCTCCGGCTCAAGTTGCTTTAGTCGCTTGCCTTGTACTAGTTCTGTTTTAATTCCCCATTGGCCCA
+TATGAGCTGCATGTGCCTTAGCATCTTCTAGCTTATCTTCGGATTCCCATACCAGCAAATAACCCGACTG
+TACTAGTTGATCAGTAGCACCTATATTCGCCAAACAACGCTTCCATGCGGGGATCGCCGCTTGATTAAGT
+TGCTGTAATGCCGTACGTCCATAAGAAACCGTTTTTGGATGCGCTGCGACAATAAAGCGACTTAACCAGG
+GCATGATTCTATGAATATAGCCAAATGGTATTGATAATGGTCCATGCGGGTTAATCCACATAGAGAGTGC
+TGAATAAAGAGTTTTTGAGGTTGATAAGGGATCAATCAATTCAGTTGCTAAATACCCTGCATTACCAAAT
+GATGCGCCTAATCCTGGCTCATCCCTGTCGATTAGAGTTACTTGAAAGCCATTTCGTTGTGCTTCAAGGG
+CGGTACAAAGTCCTACTACCCCAGCGCCAACAACCGCGACAGTTTGCGAGCATGGAGCCATTTTATTGTT
+AGAGTCTACTAACACCATTCAAAATCTCCTCCCTTTTTTGCGCATAACGTAGCCGTTAGCTCGCATAACA
+AATTTACCTTAATCACAAACACCTTAAACCACTCGCTTAGCGTTGATTACACTGTTCAAATGCGAGTATT
+GCTGCTGCTAAATCTTCACGGGAATCGCCGACAGATTTAAATAAGGTAATGCTATTATCAGGATTGGCTA
+AATCGGCTCTACCTCGATGCTCTCCGCTGCACAGTTGAGTAAATTCTGCGATAATTTTCTCTTGAGTAAT
+CGCCCCATCTCGAATTGGGATAATTAAATCACCCGTTTCAGATAATGCGCCTGCACGAGTATCAACAAAC
+ACCGAACACAGTTGCATAGCCGCATTATCTGTTTCTCTCATTGTTGGAGTGAAGCTACCCACTAAGTCGA
+GGTGTGCTCCTGGTTTTAGCCACTTACCTAAAATTAATGGACTGGTTGCCATAGTAGCGCAGCTAATAAT
+GTCTGCCTGCTGGGCTGCTGCTTGCAGGTTATCTGGTTTACACACTTCAGCATTTATACCACTTTCTTTG
+AGCTCAGTTACTAATGTCTGTGCTTTTTCCTCCTTACGATCCCACACTTGTACGATTTTAATAGGTCGCA
+CGCTCATGTGGGCAGTGATTAAACGCCGCGCCATTCGCCCTGATCCTACCATGAGCATTACACGAGCATC
+TTCACGAGATAAATAAGCTGAGGCCAGTGCTGAAGCTGCAGCAGTCCGTCGCGCCGTCAGTTCATTTCCA
+TCGAGTTGCATCAATGGTTGACCTGTTTTGCCACAACTCAACATGTAATGGCTACTAAGAGCAGGTATAT
+TACTGACGTTATTACTGGGGAAAACATTAACTTGCTTTATTCCAAGGTATTCCCCTTCTAGCCATGCGGG
+CATTAAAAGCAAGGTTGCACTTAACTTATCTGGTACATTTATGCTGTGATGGTGGCGAACTGGCGAACAT
+ACTTCACGAACAAATATGTCTTTTAAAGCTTCAATTAGGGAATCCCAAGGTAAAGCAGCTTGAAGTTGGG
+TTGCATTGAGTTGCATAAGAGGTTCTCTTAATAAATAGTATTGGCATAATATTAACAGCAATAAAAATTG
+CTTCTATGACTCAGGCTATGAAGTTTTATACCCAAACTATTAATCTTTTCTAGCTTTAACTAGCTAAGCG
+ATGCTCATACCAATAACTTAATCCCTTTGGTATAAACACCACTTGAATGTTCAAATTAGTTTAACTATAA
+AATGAATGATCCCGATCAGGCCTTTTAATTCAGTACTTTCTGAGCTTTGGTTGCACAGTCGACTCACTTA
+TTGATAATATGATATGAATGTAATGAAATAAGCGCCTGTGGCTCAAACTATTTGCGCCAGACTGTTAAAT
+TTTCCCTAATCTCTGATATGAATAGAGACTGCCATGATAAATAGCCGAGCTCGTCGTAACTTGATAGCCC
+AAGATAGCGGTGAGCATAGACATGATTTTCCTCAGATTCTAATTGGTTGGCGTGGTGAAATTGAGTGTGA
+ATTTAGTAAGGGTTCAGGCAGACTTAATAATGGTCTTGTCGGCATAGTGCCCAATGCCGCTGAGCACTTG
+TTCAGAGGGTTAAATAATAACAGTGAATTATTAGTCATTGATGTAGTACTGGAAGATCCCTATATCCAAG
+CTATGGAGCAAGCCTGCAACCTTTCTTTCAGTGAAACCTTATTTAAACAACCTCACTTTGTTTCCTTAGC
+ACCTGAAATGCTACCACTATTAGAATATTCAGCAAATCAATTATTATTAGACAAAAAAACTGCTACGCCC
+CAGCTAAATTGCCAGTTAGTCTCACTATTCATGACTCAGTTATCTCAAATGTACTCACCTGAGATAAAAA
+GCTCTGCTATCAACCAGAGAATAGAAGCAACTCGGCTAAATGATATTATAGACCAGCGGTTAGCTAGACC
+CCCGAACAACACTGAGTTAGCCAATCTTTTACATTTAAGTGAAAGTCATTTTTACTGTATTTGTCAGCAA
+CAATTTGGGGTGTCTCCTCAAAAATATGTAATGAGACGACGAATGCAGCGAGCCAAATTTTTGCTACTTA
+ATAGCAAGATTCCTTTATCAGCATTAGCTTCTGAACTGGGTTTTTCCGATGTATCGAGCTTTTCCCGCGC
+TTATAAAAAGTATTACCAGCAGCCTCCAGGCCAAACACGGACATTATTTCAGCTGGGTTTGAATGCTAAT
+CACGCTTCAATTAGGAAATAGAGCAGCTATTAATGAGTAAAGTTCATGATGCTGTTCAATCTTTGGGGAT
+TTTACCAAACTTATTTTATGACTAGAAATTATGAATTGAAGATTGGGAGTTATTTCATTATATGGACATA
+ACTAATTGATACTAAATTAGTCGAGTTGACATTGGGTTATGTGTAATCTATAAAGAAAATTTATATGCAT
+CAGTTATGTAACTGGCTGAGGAATTTTTATTTTTGTAATTGCCTATTCCTTCTTTTCCTGAAGAGTGTCA
+CCACTGATTAAATTTGAATAGTGTTATATCAAACGAGTGACTTAACTGTTAGATACCTAGAAGAACTTTG
+CTTCCAATAATAAATGGATGTGAAGGCTGCTTTAGTACCAGGTGCCACTAAAACGGGGGAACTTCATATT
+CCCTGCTTAATGGCTTGTTATAAGCAACCTACTGATAGTCTGATAGACTCAAATTTTCTTTTTTACAAAC
+ATTAATTATTGCATCACGCTTCGCTAATTTACGAAGGTATCTTGATAAATTACTAAATCCTAAAGGTGGT
+TTCTTAAATTCATCTGCCCAAACAGCTAACATGAATAAAAAATAATCACAGACACTAATAGAGTTGCCAA
+CGAGAAAGTCTTTATTTTCAAGTTCGCGGTCTAGAAGATTAAACATTTCTGTTATTCGGACCTCTTGTGC
+TTCAATAATATTATCAACAGTTTTAACATTTGTGGTATGTTTTTGAGGGTAAAAACATACCATCAATTCT
+GCTTGAACCGTATTTGTTAAATACATCAGCCATTGGAAAAACAATGCTCTATTTTTCTCACCTACTTTAG
+GTATTAAATTTGAAGAAGGGTGATTTTCTGCTAGATGGATACAGATCGCTGGGCTTTCAAAAATAGCCAG
+ACCATCATCAACTAAAGTTGGAATTCTTCCTGCTGGATTCAGAGCTAAATAATTAGGCGACTTTTGAGCA
+TTGCTTTTTCTATCTACAATGATTAATTCAAAATCTACATTTAGTTCTTCCAGAATAAAGTGAGGAGCCA
+TACTGGCATTTAAAGGATAATAATATAATTGGTACAACGAACTCTCCATTTGATGTTGCTTATAACGCCA
+AGGTTAAGAGGCTTTTAATTAGTTTGCTTAAATTGTGTAGCGATAACAGTAAAAGGTTCTGCTTTAACTG
+CTTGTTATATTGCACTATTAACTAACATCGAAGCAATACTCTCAGTGCCACCAAATGATTTATTTAACCA
+TTTACTATGATTGAATAAATGAGCACCTGACTTTGAAACTAAATGAACACCTTGAACAATAACCGCATGA
+AATCCAAAACGATCTATTTCCAATTGAGACTTTGTTAAATCAGGAACTTCATCGCAAACAAAAACAATAT
+ATGCGCCAACTTCCTTAAACAACCACATAGCTGAAGTTTGTTGCCTAATAGATTTACGAGCGTTTGCAAT
+TTGAGTTTTAATATCTAAGTTTGAGTCAAAATTTTTAACAGCTAAAACGTATCTAGCTAAACCATCCTTT
+TTGAATAGACTTAAACTCAAATTATCACTCCTAGGAAGTATTTGAGAATAGATTTCTGGATAAAAGGAAT
+TTTCAATATTATTGATGATATTCACCGAACCTCCTTGCGCGATATAACGCCGCAATAAGCGGAAATTATA
+GTTGGCTAAATGTTTGAGTAACGAGTGCTAGCCAACTGTTTAGCAACCATTTGAGTAACTTGTTATATTT
+TTTTATGCACATCTTTATATGCAAGCATATCAACTAAGCGCTCTTCTCTTTCTGGTGTAAAGCCACAGGA
+ATGTATCCACTCTTTGGGGTTTTCATAAGTACCAAAAAGCATATCCCACCAAACAATATCGCCATAGTTA
+TTTTTATGGCGTCCAGATTGGTGGTGTATTCGATGCATTTCTGGACGTTGAAAGATATAACCAACCCAGC
+GAGGTGTTTTGACATTGGTATGATAAAAGAACTCACCAATCGCAGTACAAAAAGTGTAAATTGCTGCAGC
+TTCTAATGAAAGCCCAAGTAATGTATAAACTAATAAGCTACCTAGAAGTGAATTAACAATCATTTCACCA
+GGGTGCTTATAGAATGACGTAATAACTTCTAATCTTCTTGGACTATGGTGAATTTGGTGGAAGCCGATCC
+ATAATGAATCAAACTCATGACGCCATCTATGCCACCAATAAAAAAGAAAAGTAGCAATAAAATAAGCTAT
+AAACCCACCTAAAGTAGGAGAAATCAGTTCTGATAAGTTAAAAACTGACCAAGATGAAAGCCATAGTTCC
+CATGAAATCCCTGCCAATAATACAATCCCTATTTGAACTGCATTAATTAATAATACACGAATAGGCCATG
+TTTTAATATTTGGTAAAGGCCAACCGGGAATTATCCTTTCAAGGATAAAACAACCACAAAATATGATCAT
+GATAGTTGGAAGCATCCATACTCTCCTAAAAATATAACGCCCTAATTACGGGCAAAAATTGTTGGCTAAA
+GTGTTGAGGGACGAAAACAGCCAACTGTTTTTTATCCTTATTAATTAGCTTGTTATAAAGCTGACTTGCA
+CAAACCATATGCATAATCATCTATATATTGATTATTCATAAAGGTATTTTCTTTAAAGCAACCTTCACGG
+ACAAAGTCCTGCTTTTCGAGTAACTTATATGAACCAGCATTATGAACGGAACAAAATGCGACTAACTTAT
+TAAGTGTTAATTCGCTGAACGAATACTCTTTGAGGAGCTTTAATGCACTATTAGCAATGCCTCTTCCTTG
+GGCACTTTTCCTTATGATGAAGCCGACTTCAGCAATCTTTGCCTCATGGTTCACTATTTTAAGCGCAATA
+CTACCAAGTTTTTCACCACTTTCTATTTCAGTTATGCATAGTGAAAGCCATTCTTCACTTTCAATACTCC
+AAGGTCGAGACCTAACTTCGAAAGCTGATTTTGCTTCTTCATAAGTAAAAGGCCTAGAAACGTGCCTCAT
+AATATTTGGGCAAGTAGATATTTCTAAAAATAGCTCAAAATCTGATTTATCAAATGGTAATAACTTAATT
+CTTCCATCGGCCAGTTGCACGATACTTCCTTAGGCTTAATAAGAGGCAAAAAATAGTTGGTAAAATAAGC
+AACAAAGGAGCAAAAACCAACTGTTTTTTGTCCTGCTTTATTGCCTTGTTAGGCTTTTTGGGCAATAACC
+TTTTTTAATACAAAGAATATAATTAATAAGTACACAATTGTCACAACATGCTTAGCCACAACCTTAAGTG
+GTGCTTGAGCTTCATATGCAAGTAAACCATCGGTAATTGGCATAACAACTGCAAATAATGCGCCCCACAT
+TAAAACAATATAATTTCGAGTATATAAAAGATAACCAAAAATTAAGGTAATGAAGATTGTACGCGATCCA
+TATATTTTCACCCAATCAGCGTCCATACTCGAAAAAAGTTCAGTGCCTCTGATGGCAGAAAATATGGTTG
+GGTCAATGAAAGCAAAAGTACCATAGAAACCCTGTAACAAAACTATGAGTGCTACTAACACAAACCCTAC
+TTTTTCTAATTTAGTACTTTTATTCGTCATAATATCCATATTCACCTGAATTATAGAAAAGCCTAACAGC
+TTATTATGTATACGTATTAGTAACACACGCACCATAAACAACATTTAATTTACATTAATATCCCATACTT
+TCAAAGCATTAGAAACTAGTAATGTTAAATCACATGTATATTAAAGCGTGTTACTAAAACGTATCAGTAA
+CACACCTCGAAAAATCATACAGAACTCCAAGTAAAAGCATCTTTGCCATTCTGGCAGTCGACTAACTAAA
+GCCTAAAAATTACTATTTGAGTGTTTTTGATTTGCGCTAAATCCTGTTTTCTAGCTAAAGGCTCTGTTGA
+GGTTTTCTTGAGTTGTTCATGTTTGCAGGTTTACACCTAAATGAGACTAAAGCCTAATTTTGGGTGACTT
+TGAGCTTTAGCCTAAGACTATTATGCTTTTTCTATTTTCCATTGGTAATGACGAGTTACAACAGCTTTAC
+CAGCGAGCGTGTAACCTTGCCAATCACTATTATCGGCAGCAAATCGAGCTTGCTCTAACACACTATCTTT
+CTTATCCATGAACTTGGCGCATAATCGTCCGAGTTCACGCCCTTTGTCTAGATCAAAAAACGCGGCTTAG
+TTGCCTAAGTCGCGTTTATCAAAATACTAATACATCTTAACTACAAGGTGATTAACCTATGTTAGTTAAA
+CCACCCATGTAAGGTTGCAATACCGTTGGAACATTAATGCTTCCATCTGCTTGCTGGTAGTTTTCTAAAA
+TAGCAACCAAGGTACGCCCTACCGCTAAACCAGAGCCATTAAGTGTGTGTAACAATTCTGGTTTGTTCGT
+TTCATTATTTCTAAAGCGTGCTTGCATACGGCGAGCTTGGAAAGCACCCATATTTGAACACGATGAAATT
+TCACGATAAGTATCTTGTGCAGGCAACCATACTTCTAAATCAAAGGTTTTGGCGGCACTAAAACCAACAT
+CACCACTACATAATTGTACAGTACGGTAAGGTAATTCAAGTTTCTCAAGAATGATTTCAGCGTGACGAGT
+TAATTCATCAAGCGCAGTCATTGAGGTTTCAGGCTTAACAATTTGTACCATTTCAACTTTATCGAATTGA
+TGTTGGCGAATAAGCCCACGAATATCACGACCACCAGAGCCAGCTTCACTTCTGAAACACGGTGTATGTG
+CTGTCATTTTGATTGGCAAGTCATCTTCATCGACAATTTCATCACGTACTAAGTTAGTTAACGGTACTTC
+TGATGTTGGGATCAATGAGAATTTTTTATTTGATAAGTCCGTGTGAAATAAGTCTTCACCAAATTTTGGT
+AATTGGCCTGTACCGTATAATGACGCTGCATTAACTAAGTATGGTACGTACATTTCTTGGTAACCATGTT
+CTTCGGTATGGGTATCAAGCATGAACTGAGCAATAGCACGATGTAATCGCGCTATTTTGCCACGCATAAC
+GACAAAACGAGTGCCAGCTAGTTTAGCGCCACTTTCAAAGTCTAGGCCTTTATCTACTGAAAAACCTAAG
+TCTACGTGATCTTTTACTTCAAAATCGAATTCACGTGGCGTGCCCCAACGTTTTACTTCAACGTTGTCAT
+CTTCATCTTTACCTTCTGGAACAGAGTCATCAAGAAGGTTAGGAATAGCACTAGCAATGGCATCAATTTT
+AGCTAAAACTTCGTCTTGCTCTGTTTTAGCAGCATCAAGGTCATTACCTAGCTGGCTTACATGAGCAAGT
+AATGGTGCAATGTCTTCGCCACGTGCTTTAGCTTGGCCAATAGACTTTGAACGAGTATTTCGTTCATTTT
+GCAGCTCTTGAGTTTTCACTTGGATAGCTTTACGTAGCTCTTCTAATGCACTTAACGCCTCTGTATCTAA
+TACAAAGTTACGTTTGGTAAGTTGTTGAGCGATATTATCTAAATCAGTTCTAAGTAGTTTTGCATCAAGC
+ATAATTGTTCACATTCTTGTTAATGAAGTTATTAAAATTATTTTACGTATATTCTACGCCGCGATTAAAT
+AATCAGCGGTTATTTTGTTAAAGTGGTTACCATAAACATTCCCAATGCTGCAGCAGCAATACACAGTGAA
+ACATTCAGTAAAATATTTATCGCCGCCTTTAACACGTCGCCTTGTTGTAATAGTAACAAGGAGTCTAATG
+AAAATGTAGAAAAGGTGGTAAATGCACCTAAAAATCCTATTCCTATTAAGGTTCTATGCACACTAACATT
+GAGGATTTCATGCTCTATTAGTTGATATAACAAACCCATAGTAAATGAGCCGATGATATTAACCATCAAT
+GTGGCAAAAGGGAAACCTTTTCCGAGCCAATTTAGCACTAATTGCGAAATATAGAAGCGCAAACTTGCCC
+CACAAGCGCCACCAAGGGCTACAAAGGCGTATATTGTAAAGTTACTAATAGCGTTGGTCATGGCTATTCC
+TGTCAAGCTGGTTTAAGTAATCGAGCTTTTCTTTTAATTTTTTCTCTAAGCCACGTTCAGTTGGCTGATA
+CAAACGAGTATGCGAACTATCACCTTTAGCTAACGCTTCTGGAAAATAGTTCTCACCTGCGGCAAACGCA
+TTAACTTCATCATGGGCATAGCGATATTCACTACCATGACCAAGGTCTTTGGTAATACTGCTGGTGGCAT
+TTTTTAAATGAAGTGGAACATCTAAATCACACGTTTGTTGAGCTAATATTTTTGCTTTATTAAACGCTTG
+ATAAACCGCATTGCTTTTAGGTGCTAGTGCCATGTATACCGTTGCTTGCGCAATAGCACGTTCACCTTCG
+CTTGGACCAACTCTATGAAAAGTATCCCAAGCGTTAATGGCAAGTTGCATAGCGCGCGGATCTGCATTAC
+CTATATCTTCACTGGCAATGGCAAGTAAACGTCTTGCGACATAAAGTGCATCGCCACCCGCGGTTAAAAT
+TCTTGCATACCAATAAAGCGCGGCATCAGGGCTAGAGCCACGCACCGATTTATGAAAAGCACTAATTAAA
+TCATAAAAGGCATCGCCGCCTTTATCGTAAAGGGCAATTTTGCTACCGGCAACTTGGGCGATTAGTTCAA
+CGGTGACCGTTTTAATATCACCGCTTACACCCTGTTCACCGTGCTGATCATCTTGCTTGTTTTCATGTGT
+TGTAACGGAACTATCGAGACAGTTTTCTAATAAATTCAGCAACCGTCTCGCATCACCGTCACTGCGATTA
+AGTAGACTTTGTTTGGCATCAACACTTAACTTGATACTCAGCTGTTGTTCAGCTTCACATAATGAGATTG
+CGCGTTGTAATACTTGGGCTAAATCATCACGGGTTAATTTTTTCAGGGTATATAAACGTGCACGTGACAA
+TAACGCTTGGTTTAACTCAAATGCCGGATTTTCGGTAGTTGCACCAATAAAAATAATGGTGCCATCTTCA
+ATGTGCGGTAAAAACGCATCTTGCTGTGACTTATTAAAGCGATGTACTTCATCAACAAATAGCACGGTTC
+TACGTTTATTAGCGCCCTCGCCTTGTGCGCGTAATTTTGCTTTCTCAATAGCACTTCGAATTTCTTTAAT
+ACCTGAAGTTACAGCAGATACACGCTCTATTTCGGCATTAGCATGTTGTGCAATAATTTCAGCGAGTGTG
+GTTTTACCACTACCTGGCGGCCCCCAAAAGATAAGCGAATGACAATGACCTTGTTCAATGGATTGAGCTA
+AAGGAGAGTCTCCACCTAAAATATGTTGTTGCCCAACATAATCGGCTAACGTTTTCGGGCGCATTTTTGC
+AGCAAGCGGCATAAAGCTACTTGCGGCAGCGTTACCTTGCGTTGAAGTATTATCGGTAGAGGTTACCTCG
+TCATTGTCAGGAGTAAGGTCAAACAGTGAGTCTTGTTGTCCTTCACTATTCCCTTGATTATGACCTAGCC
+CTGAAGGTGACTTACCCGTTGGATTATCGTTTGTCTTCAAGTCTTACACCTTCAGGCAAGCTAAAGCTAA
+ATAACGTGGCAGCAGGCTCAGTCTTACTGTTAAATTTACTTAAACTGATTTGACTGATTTGCCCTGTAGC
+ATCTTGAAAAGAAAATTCACTTAACTGCACAGCATTGTTATCAGTTTCACTGAAAGTAAGCGTGAGCTTT
+TTAATCTGACTGCTTTCATCTTTTGGCATCACGACAAAACGTAAGCCACTTGCAGCAACGTCGTTCTGTT
+GGATAACATTATACTGCTGCCATAGTTGAGGTTCATCACTGGTTAGCAACAAAATAGGCGTATTGTGAAT
+TGATTTAGCTAAACTATAAGCACTGGCTTGTTCAATGAACGGGTCATAAAACCACAAGGTATTGCCATCG
+CTGATAATTAAGGTTTCATCCGGTGTTATGTTTTTCCAATTGACCAGATTGGGCTTGCTAATCGCAAGTG
+TTCCCGAACCTTGTTGTAATAATTCACCTTGGCTATCAAGAATTTTTTGGCTGAAATCTGCACTAAAAAA
+AGCTAATTTACCTAGCTTAGTCATTAAGTGTTCTTTTGCTTCGTTTGATGGTGACAATAAAGTAGCTGTT
+GCATTATCAGTGTTCACCGGTGTTTCGACAGCATAAGCCATTGAGTGAGATAGACTCAGTACGGGCAGTA
+ATATACTGGTCAAAGCGAATTTACGAAAAAATGACTGATTTATAAAATTGGTTTGCATAGTTTTACTTCT
+AATATTTACTTTTAAAAAATAAATTGTGTCAGCGTTTAGCTGACACAAGGAAAATAATAAGCGATAACGT
+TACCTTGAACTAATTCTAAGGATAAATTAAACGCTGTGAATAGGTTCAAAGTCTAACTTAAAAATCACGA
+ACAGGTGGCGGCGCGAGTACTTCACGTGCGCCATTATTGCCCGGTGTAGATACGACACCTTGCAGTTCCA
+TTTGTTCAACTATTCGCGCTGAGCGGTTATAACCTATTCTAAATTGTCTTTGCACACTCGAAATTGAAAC
+ACGGCGTTTTTCAGTAACAAAATTAACCGCTTCATCATAAAGTGCGTCAACTTCTTCAGCTTCACTACCT
+TCTGGTTGTTCACCAGGTAGTAAAATATCTTGGTCGTGTTCACCCGATAAAATTTCTTCTACGTAGTTAG
+GCTCGCCACGAGATTTCCAATCTTTTACGACCGCATGAACCTCATGATCATCAACAAACGCACCATGAAC
+ACGCGTTGGTACACCAGTACCCGGCGGTAAATAAAGCATATCACCCATACCGAGTAACTGCTCTGCCCCT
+TGTTGATCTAAAATGGTACGAGAGTTCAAACCTGATGATACCTGAAACGCCATACGCGTAGGTATGTTCG
+CTTTAATCAAGCCGGTAATAACATCTACAGAAGGACGCTGTGTCGCAAGAATTAAGTGAATTCCTGCAGC
+ACGAGCCTTTTGCGCGATACGGGCAATAAGCTCTTCAACCTTTTTACCAACAATCATCATCATATCGGCA
+AATTCATCAACGATTACAACAATGCTTGGTAATTTCTCTAACATCGGTGGCGTTTGGTCCATACCATCAT
+TAGGTTGCCAAGTTGGGTCAATTAATGGCTCACCGGCAGCAATAGCTTCAAGTACTTTCTTGTTGTAACC
+TTTTAAGTTACGTACACCTACCGCTGACATTACTTTGTAGCGACGCTCCATTTCACCAACACACCAGCGC
+AGGGCATTAGCAGCATCTTTCATATCCGTGACTACTTCAGCCAATAAATGTGGAATACCTTCATAAACCG
+AAAGCTCAAGCATTTTCGGGTCAATCATAATCATACGCACATCTTCAGGCGTTGATTTATATAACAAACT
+GACAATCATGGTGTTTACACCAACCGATTTACCAGAGCCGGTAGTACCAGCAACCAGTAAATGTGGCATT
+TTACCCAAATCGACCACTACAGGATCACCGGCAATATCTGTACCTAAAACCATAGCAAGTGGTGATGGAG
+ACTCTTCAAAAGCTGCACAGCCAATAACTTCACTTAAGTAGACAATTTCACGGTGTTTATTGGGTAGTTC
+TAAACCAATCACTGATTTACCCGGGATAACTTCAACCACGCGCACACTGATAGCAGATAAAGCTCGGGCT
+AAATCTTTCGACAAACTGGTTATTTTATTTACCTTAATACCGGGTGCTAAATCTAATTCAAAGCGTGTAA
+TAACAGGCCCAGGGTAAACAGCAACTACTTGTGCTTGTACACCAAAGTCGAGTAATTTTGCTTCAACTAA
+ACGGCTAACCATGTCTAATTCATCTTGGTTAATCGGGTTTTTTGCTTTATCTGGACGATCGAGTAAATCG
+ATAGACGGCATTTCTTGAGAAGGTTTTTCTTCAACAGGCACAAGATTAACCTGGCCATTTTTATTAGAAA
+TACTTTGTTCAATGGGTGCTAACTGCGCCGGAATTGGAGATTGGAAATCATCAGCAACGTCAGGTTTATC
+AACTTCAGCAAAAGCAGCGGTAATTTCTTTTTCACTTACATGCTGTTGAACATTGCCAGCAGACAATTCA
+GTCATTAGCTCGGCAATATCAATAAAAGGTTCGCTTTTTTCAGTCATATTGCGCGGCGCTATCTGCTCGT
+TTTCAGCATTGAAAGGTTCAGGTAATTCAATTATCGCTGTTTGAGCATGCATACCAGAAGGTAAAGAATC
+GGTCGCTTCTTTTGCAGCTGGTGATTTTTTTGAATGAGACTCATCAGATGTTAAAGGTTCATCTTTAACA
+TTCGCTTTGTTTTTGCCTGAACGATTCTTACCTAAGCGACTTTTAGCAATACCCAGTTCATCATCATCGC
+TGTTGTCACTGGTACCAAAGTGCATTTTAATCAATTTAGGTGAATTCGCTAACCAAAGTGCACTCTCAAT
+GGTGTATCGACCAACACTATCTATAAATTTAAGCCATGAAAATCCGGTTAATAGTACAAAACCCGCGCAG
+GTAAAAAGTAAGAATAATAAGGTAGAGCCAACAAATGAGAAGTATGGCAATAAAGTTTTACTCAGCACAT
+CACCTAAAATACCACCCGCAGAGAAGTAAAAAATATCATCAAAGTTCATGCTGGCTAAAGACGTTACACC
+AAGATAGAACATGAAAAAACCAATGAGCTTGAGCCCTAAGGTCAAATAGTCAAGTTTCATCAATTCATGA
+AAACGTTGAAACAACAGCCAACCTACAATGGCAATAACAAAAGGTAGGCTATAAGCAATAAGACCAAAAA
+GGTTTAACAATAAATCAGAAAGGTAAGCACCAACCGCGCCACCTAAGTTACGCACTTGTGTTTGATAACC
+TGTTTGCGCCCAACCTGGATCAGCGGGATCAAAACTAAATAAGGCCAACATCATAAACATGGCAAAAACA
+GTGAAAAACAATAACCCAGCTTCCAGTAGACGTTGCACGCCTGTAAGCTGTTTATTGGTCAATGCTTCAA
+GCGAAACATCGGAATTTTTTATAAGATCTGAAGACAATTATAAGTACCATAGGAAAATAATACGTAAAAA
+TTACGTATAGCAGAGCTAAAGTATCAAATTAGCGCTTAGTTGGCAGCAACAAATTAGTATTACCGCATGT
+TATTTCAATCAACTAGGGAAATTTACCACGGCGAGAGTCATTTAAACCCAAGATAGTAATAATAAGTACC
+ACAGAGAACGCAGAGTTCTATACAAAAACCACTTACTCTATTTAGCGTAAAGCACTGCTGTGGTGATTAA
+AGCTTGGATTATTTGGTGCTAACGTTTGATGGCAAGTAGATTGGTTGATTTAATTTCATCCATAACAACA
+TACGTTCTACTCTCACTTACCGCTGGCAACCTTAATAAGGTATCACCGAGCAATTCTCGATAGGCAAGCA
+TATCTTTAACTCGGGTTTTAAGTAAAAAATCAAAATCGCCCGAAACCAGATGACATTCTTGAATCACATC
+AAGTCCATCTACGGCTGCAGCAAAGTCATTAAAAACGTCTGGGCTGGTTTTAGTAAGCGTGATCTCAACA
+AACACTAATAAAGCAGCATCAAGTTTATGTGGGTTCAAAATAGCTTTATAACCACTAATGTACTTCTCTT
+TTTCTAAACGCTTAACTCTTTCTAAACAAGGGGTTGGACTTAACCCTACCCGTTTAGATAACTCAACATT
+AGATAAACGACCATTTTTTTGTAGTTCAACAAGAATGTTTTTATCAATGCGATCAATGGTTTTAACAAGG
+CTCATATATATAACTCTGACTAAAGTCTATTTTTTAGCATTATATATCGCATCCCGCAGAATAACGACAG
+GTTATTCTATTAGTTTACTCATATACTAGTCGTATCTAAAACAAAAGCACTTCAAAAAGTTCCACTATGA
+AGCTGCACTAAATACAATAAGTAAATATAAGAGAGAAAATTATGATTATCGGTGTACCTAAAGAAATTAA
+AAACCACGAGTACCGTATCGGCCTTACACCTGCAGGTGTTAAAGAATTATCAGTAAATGGTCACGAAGTG
+ATTGTTGAACATAATGGTGGTGCATCTATTGGCTTTGATAATGAACAATATATCGCTGCCGGTGCAAAAA
+TAATTGATAGCGCTGCGGAAATATTCGCAACAGCAGATATGATCATTAAAGTAAAAGAGCCACAGCCTGT
+TGAATGTAACATGCTTCGTCCAGGTCAAATCTTATTTACTTACTTACATTTAGCACCAGATCCTAAGCAA
+ACTGAATTATTAGTTGCTTCTGGCGCAATCTGTATTGCTTATGAAACAGTTACAGCTGCTTCAGGTGGTT
+TACCTTTATTAGCACCTATGTCTGAAGTTGCAGGTCGTATGTCTATTCAAGCTGGTGCTCATGCACTAGA
+AAAAGCACAAGGCGGTTTAGGTGCTTTATTAGGCGGCGTTCCAGGTGTTGCTCCAGCTAAAGTATTAGTT
+ATTGGTGGCGGTGTTGTTGGTACTCAAGCTGCACGTATGGCAGTAGGTATGGGCGCAGACGTTACTATTT
+TAGACCGTTCTTTACCGCGTTTACGTCAATTAGATACTGAATTCGATGGTCGTTTAAAAACTGTTTATTC
+TACTGCTGATGCAATGGACCAGTTAATTGTTGAAGCTGATTTAGTTATCGGTGCTGTATTAATTCCAGGT
+GCTGCTGCACCTAAATTAGTAACAAGAGCTCACATCAAAATGATGAAGCAAGGCGCTGTTGTTGTTGATG
+TTGCTATCGACCAAGGTGGTTGTTTTGAAACGTCAAAAGCTACTACGCATCAAGAACCAACTTATGTAGT
+TGACGGTGTTGTACATTACTGTGTTGCAAACATGCCAGGTGGTGTTGCACGTACTTCAACTATGGCGTTA
+ACAAATGCAACAATGCCATTTGCTGTTACTATTGCAAACAAAGGTGCTAAGCAAGCATTGTTAGATGATG
+AGCATTTACTAGCCGGCTTAAACGTTGCTGCGGGTAAAATCACTTACAAGCCAGTTGCAGACGTACTAGG
+TTACGAATATGTTGAGCCAAGTGTTGCTTTAAACGCGTAAGGGTTTAATAAATATTGAGTACTGTAAAAG
+TAATTTTTATAGTATACCCGTAACTAATCAAGATGCTGGTTTCAGAGTACTTGAGCTATTTCAATTCAAG
+GCGCTGTGATGAAATAATGGTTTGTCCCTTATAAATCACAGCAACGATGAAGTGATGTTGCTCAAGCGCT
+TCTTCGATGGGTTTAAAATAACTTTATACTGCGTTAAATAATCAAAGCATAGAATGACTATGCTTAAATT
+ATTTTCCTTGCCTAAAGTCATTTTAATTCCCACTGAAATCCTGCACTTTGAATGGTCACGGGTATAAATA
+GCGCACTTTTGCTTACACTTTAGCAAAAGTGCGTTTTTTTTTATGTATCTTATAACGAAGTAATTATTTA
+CCCCCTTGTTTTAATTCCTTATCATCCCAACTAATAACGATAAGTAACAATTTCAAAGTAATCTATTTCT
+TGGAGAAATCATGAGCGACGTAAGACACTGTCCCCTACTAATTTTAGGCTCAGGCCCTGCTGGTTATACT
+GCTGCAGTTTATGCTGCCCGCGCCAACTTAAAACCAGTAATGATCACAGGTATGCAACAAGGTGGTCAAT
+TAACCACTACAACTGATGTCGAAAACTGGCCAGGCGATGCAGATGACCTTACTGGTCCAGCATTAATGGA
+GCGTATGCAGAAACACGCTGAAAAATTTGATACTGAAATTATTTTCGATCATATCGAATCAGTAGATTTT
+TCTTCTAAGCCTTATAAATTAACTGGCAGCAGTGAATACACCTGTGATGCACTAATTATTTGTACCGGTG
+CTTCAGCACAATACCTTGGTTTACCTTCAGAAGAAGCCTTTATGGGACGTGGTGTTTCAGCTTGTGCTAC
+TTGTGATGGTTTCTTTTACAAAAACCAAAAAGTTGCCGTTGTTGGTGGTGGTAATACTGCTGTTGAAGAA
+GCACTTTATTTATCAAACATTGCGAGTGAAGTTCATTTAATTCACCGTCGTGATACTTTCCGTAGTGAAA
+AGATTTTAACTGATCGCCTATATGAGAAAGTTGCTAACGGTAATATCGTTTTACACACTGATCGTACGTT
+AGACGAAGTTTTGGGCGATAACATGGGTGTTACTGGCCTACGTTTAAAAGAAATGGGTTCAGATGCCACT
+GAAGAACTTGAAGTATCAGGTGTATTTATTGCCATTGGTCATAAGCCAAATACTGATATATTTAAAGACC
+AACTTGATATGAAAGACGGTTACTTAACCATTCAAAGTGGCACGCAAGGTAACGCAACACAAACCAGTGT
+TGAAGGTGTTTTTGCCGCGGGTGATGTTGCTGACCATATTTATCGTCAAGCAATTACTTCTGCTGGTGCT
+GGTTGTATGGCTGCATTAGATTCAGAGCGTTACTTAGACGCCTTATAATTTTTTGCAGTAAAGCTTACAG
+TGAATATAAGTATTCATTGAGATTAGCTTCACTTTAAATACTATCGATAGGAATGTTAATGGGTCAAATT
+TTATATCAACTTGATGATAATAGTTTGACCTTTCCCTTGATAGAATGTGCCCTAACTGAACCCAATGGCT
+TATTAGCGCTTGGTGGTGATTTATCACCAGAGCGATTAATAGCGGCGTACAGTCAGGGTATTTTTCCATG
+GTACAGCGATAACGACCCCTTAATGTGGTGGTCACCCAACCCCAGAGCGATCATAGATATTGATCAACTA
+CGTATAAATCGTACTTTACGTAAAGCCATCAACAAATCACCTTATCAAATCACGTTGAATCAAGATTTTA
+GCCAAGTAACTCAATTATGCGCCAATGCGCCGTTTCGAACAGATGGCACCTGGATTTTGCCTGAAATGGA
+AGCTGCTTACCTGACATTACATCAACAAGGTTATGCCCATTCTATAGAAGTATGGTATACCGATGAGCAT
+GATAATAAAGCACTCGTTGGCGGTTTATATGGGGTCGCCGTTAATGGTTTCTTTTCTGGTGAGTCAATGT
+TTTATAAACAAAGCAATGCGTCAAAATTTGCACTTATTGCTTTAGGACAATTACTTAAGTCAGTTGATAT
+TAACTTTATTGATTGTCAATTACTTAATCCTTTTCTCGAAGATATGGGCGCGAAAGAAACTAGTCGTGAC
+ATTTTTATTCACAAACAACAACATGCCTTAACTAAAACAATGCCAGATGATTTTTGGCAACCACGAACAT
+TAACGGTTATTTAGATTTAGGTCTAATTCGGTAATATTAGTTATAATTAACATTAGGCGTTGTAGGCAAT
+TGGCAAATTATCAATGAGTGATACTTCCTATAAATTAGGCATAACTAAAACATTTCCCTGTAATTATTTA
+CCCGATCAACAAGAGCGATTACTGATTGCTGTTGATGAGCGCCTTCATAACAGTGAAAGTTATGGCTGGT
+TAATGACACAAGGTTTTCGTCGTAGTGGTGATCAAAGTTACCGACCAAGCTGCCCTAATTGCAATGCTTG
+TCAGTCTATTCGCGTATTAACTAGTGACTTTCTCCCCTCTAAAAGCCAAAAAAGATCGAAGAAACGTAAT
+AGTCATTTTATTATTAAACAATCTTCACAGTTAAAAGATAGCTATTACCCTCTGTTTGAAAACTATATTA
+ATACCTTACATCAAGATGGCAGTATGTACCCCGCCTCTTTTCAGCAGTTTGAAAGCTTTTTAAGCTGTAA
+TTTGACCCAACAACTCTTCATAGAGACTTGGGCGCCTGCAAATGAGGAAAATGGCCCTAAGGAAGATAAA
+CTCGTCTGCGTTGCTGTAACTGATGTTTTGAGCAACGGTTTATCTGCCGTTTATACTTTTTATCATCCTG
+ACTATAAAGCGAATGGATTAGGGGTATTCTCAATTCTTACCCAACTTAGCTTATCCCAACAAATGTCTTT
+ACCTTATTTGTATCTTGGTTATCAGATTGATGAATGTCAAAAGATGAATTATAAAGACCGATATTTCCCC
+TTTGAGCGCTTTATTGACGGTCAATGGCTTATAAATACCAAACCTAGTGTTAATAAAGCTAAAATTGCTA
+AATAAATAGCCACAAGCCTTTACATTAGCCAAGCAATTAGGCATCATTCGCGCAGCTTTTTTATCCGCCC
+AACAATATCCCTAATACAGAGATATTCAATGGCTAATTTGCACAACATTAGAGGTTTAGCGCCCCATGGC
+GAAAGAAGAAAATATTGAAATGCAAGGTACAGTTTTAGATACTTTACCTAACACTATGTTCCGAGTTGAA
+CTTGAGAATGGTCACGTCGTAACTGCACATATTTCTGGTAAAATGCGTAAAAACTACATTCGTATTTTAA
+CAGGCGATAAAGTAACTGTTGAATTGACGCCATACGACTTATCAAAAGGTCGCATTATTTTCCGCGCTAG
+ATAAGCCAGTAACTGACTTAGACTTCCTTTTTAATTAATTGCTGAAGTCGGAATAATTAAAAAAACCAGC
+AACTCTTTTTAGAATGCTGGTTTTTTATTGTCTGGAATTTGACTTATAGCAATTCAAAACGCGTCCCTCA
+CACCTTGTACCTACTTCGATACAAGGTTTGAAGAATATATCCAGCTACTTATAAGTAGCTATTAGGCTTT
+TATCAAACTGATCAGCACTGATAGTTAAGCCACTTTCTGCGATGAGGTCATTAAGTTGCTGTTGATGATT
+TTCAATCGTTGATAAAGTAATCGTATTATCATCAAGCTTATAGATTTGTAATTGGCTTTGATAATAAAAA
+GATAAGATGATCATTGCTGTCTCTTCACCATTTTTAGCCGCAAGTTTGATTTTTTTAAGTTTACGATACA
+CTAAGTTTTGTATTTGTTTTACCTGCCAAACATAATAAATTTCAGTAAAGAACGCGCTGTTTTTAACTTT
+ATATAAAATTGCACCATTAACGAATAGCGCCAGCACAACGCCTACTAGGTTAAATCTAAAATTATTGTCG
+GGCTCAGCTTGTACGGCGTCATTAGCCGTTTGTAGAAAATCATTAACATCTCCTACATTAGCAAACAAAC
+TAATGAGCACAGTGCCAAAAAGCAGAGACAACACTAATAACGAGCTAATGAAAGCGACAATAACAATATT
+TAAATGTTTTCTATAACGTACTTTATCTATATCAATCAATTGCATGAGCTGACTAAAATCCTATATTGTT
+CTAAAAAAAGAAGGTAAAAAAATAATGAAGTTGAGCTAAAGCTCTATCTTATCAGTTTTATCACTTAGGC
+GTGCGATATTAGACTTTATCAAAATCTAAATATAAACCTGAATGGCGTTTAACTTGTGCCGTAACCCCTT
+GTTGCCAGACCCGTTGATTAGCAGCAATGGTTAACTGCTTTTTCGCCCGAGTAATACCGGTATAAAGTAA
+TTCTCTAGATAATAACCTACTACCACCTTGTTGCTTACCTTGTTGTAAGGTCTGCTGCTCAGATTGTGTA
+GCTGAAATAACCATAGCAACATGAGAGAACTCACTACCTTGGGTTTTGTGGATGGTCATGGCATAAACAC
+TTTCAAATTGAGGCAAACGTGAAGGTAATATCTGTCTGATTGTTAGCTGTGATGTTTCTGTACTCTCATC
+CACTTTACTTTCTGCACTCTTACTTTCAAGAGTGGTATCTTCAAAACACGCCATAAGATGTGTTTTACCT
+GCTTGGTCGATCACTTTCCAGATAATACCTATATCACCATTATATAAACCTAAGCGGTAGTCATTCTCAT
+TTATCATAATAGGCTGACCATGATAAAGCGTTTGCTGATGCTGCTGATAAGGTGCGTTGTTTTTACCTAA
+ATAGCTTTTGATCACTTCATTAAGTCGCTCAACCCCATAATCACCTTGTCTAGTAGCACATAAGACTCTA
+AATTGTGATAATAATACAAAAGCATCGCTCACAGTAGAACAATGCTCAATCGGTTGATAATATTGCTTCA
+CTAGCGGTGCTAACCAAGTAGTAAGATCCCCTTGGGCAAGTGTTAACTGGCTCGGTTGCTGCTTTTGGCT
+TTTATCTCCTTGAAGATAGCCTGCTTGAAGATAGTCTCCTTGAATGAAACCTTCTTGAGTGCTCTGACTA
+AGAGAATCGTTAAGCAGTCGCCAACTACGTTTAACATCCCCTTTTATAACGCTATTAGCAATCAGACCAA
+TGCCACCTTTCCCGTCAAACCGTCTTGATTTAACTAAGAAGGTTAAGTAATCGAAGCTGCTTTGTTCAGC
+GCTTTGACTAGGTAGTCTATGCGCTGAAAAATAATCGCTAACTTGAGCTGGCAAAAGTTGACAAACTTGA
+GCTAAATATTGTTCATTCTCAAGACTAAATCCACCATGTGGACGAGGCGCTATGTCGGCTAACACGCTAC
+CGGCAGCTACCGAGGGTAGTTGGTCAGCATCACCTAATAAGATGACTTTAGCCGTGTCTTTTAACGCACG
+AAAAACTCGGGTCATTAAAGGTAAATCGACCATAGACACTTCGTCAATAAGCACAATATCATAGGGTAAG
+CGATTATCTTGGTGGTGCCTAAAGTTTGGTGAGTTTGGCAATACTCCTAATAAGCGATGAAGTGTTTGTG
+CCTGCGTGGGAATTTCAGCGAGCACTTTGTCATCAATCAAATTTTTAAAACCAGAGATTGCATTCACAAT
+AGACTCTGACAAGCGTTGTGCTGCTTTCCCCGTAGGCGCAACCAATGCAATATTAAGAACAGCTGTGCCC
+TGCTGTTTTTGCTGTGCTACTTCTGCCTGCTGTTTTCCTGTTTTTGCTAACCCCATTTGTTCTAACATAA
+CCAAAGCGGCTAATAATTTAGTAACGGTATAGGTTTTACCTGTACCTGGGCCGCCAGCAATAACACTAAA
+GTTTTTATTAATGGCATTCGCTACCGCGACTTTTTGCCAATCAATTTCTAATGATTCGACGTCTTGCGCT
+TCTACTTGAGCTAAATCATTAGGGAATAACTTGCCTATACACTGACCAATGCTGTCATTATCATACTGGC
+ACTGCTGCAGTAACCGCGCATGAATGGCTTCGCCCAAATCACTTTCAAACTGAAAATAACGGCGCAAATA
+TAATTTATCATGTTGAAGAACCAATAATTGTTGATCAGATGCTAAAATATTTAGCTCGCTTAACATCACT
+TGCAGTTGCGTTAACGGCGCAAAAACAAAACCAGCGTGACTGAGCTCTTGAGTGTGTTCCTCAGTAAGTC
+CTTCACTATCTTGCTGATTATCTTTATTTACATTATTTTTTTTCTTGGTGGAGGTAAAACCTTTGCCCCA
+ATGTTGATCTGCAACCTCACTCAAAGGTAAACAACTGTGCCCTGCGCGTAGGCTGGCACTTAAGGCTAAG
+AACAAATGGTATAAGTTATGTTGGCAACTTATATTAGCCGTTGTATCAGATCCTGATCCCGCTGTATCTT
+CTGTGAGTGATTGATTATTTGTTAGAGCTGTTAACGGACTGAGCATTTCTTTAGCAAAGAAATAATCAAT
+CGCTTCAACACCTTGGATAGTGTCTTTTACTTGGCTAAAACGGCTGTATACTGGCTTATTCATACTATTA
+TCAACCATGCTACGCTTCCTCATTGCATTTTTCATTACTTTCTTTATTAGAGAAGAGCGCATCTAAATTA
+TTGATTTCTTGCTCTGTAATTTTTCGATAATAAACCCCTGCACCTTTATGTTCAGGCTCAGTTGTCATAC
+CACGTAGATATAAATAATACACACCACCAAAATGCTGATTAACATCATAATCTACCAAAGTTTGTTTTAA
+ATAACGATGTAATGCTAATGAGTAAATTAAGTATTGTAAGTCATAATAATTTTTCTCAACATTATCGAGC
+AATGCATCAAACTGATAATCTTGAAAGCTATCACCTAAGTGACTAGATTTATAATCACACAGATAATATT
+TCCCTTGGTATTCAAAGATCAAATCGATAAAACCATGCATCATGCCTGAGAGCTTTTTATAGCTAGGTAA
+CATTACTGGATATTTTAAGGTGTTGTTTAATGTCTTGCTTATCCCACTATTCCGACCAGTACTAATACTA
+TTGCCAGTATCAGTACGCTCTGCCCTATTTCGGTGATCGGTTAGCAAATTAGCTAAAGCGTTAGTACCCT
+CGCCTTGCATAGGAAAATAAAACTCACTTTCACGTAGCGTTCTATTGAAAGCAATATCGGCTAGACAGCC
+AGCATTTTCACTATCGGTAGTGAGTGCACTGTGGTGACTCGAAATGAAAGGTGCGCTAATCACTTGTTCT
+AACCACTGAATTAAATCATCTGAGGTAAATGAAGTACTTATACTGTTAGCGTTACTCGCGTTTAACTCAC
+CATAGGCTAATAAAGGTTTTTCCAGACTCTCTTGCCAATCTGGTTCAGAAAAATCAGTTTGCTCTAAAAT
+ATCGTGTAATAAGTTACCCGTATGAGCACCTTTGGATAATTTAAAGCAAATTTGCTCAGCGCTAAGTAGT
+TCGATATCAGTATGTTCGGAATCAGTATCTAATTGCCTGTTCGCTATGTCAGTAGTATCTCTATCTGGAT
+TAGAAACACCTGCATGGCGGATATTACGGCTTAAGGCGGTAAATGAACTCAACCACCAATCTCGCTCTAT
+CTTACCAATGAATTTACTGACTTCGGTATTGGCAAACTCTTGTGGGCTATTTTTCGGTTGATGTAGCGCG
+GCTTCATCATTTTTTTCAAGGTAAAGGTCAATAGAACAATCAAGTGATACTTCACGAATACCAATAGCGT
+GCTCAGCACTTGCCTTAAGTACTTGCAACGGTTTAATGATGCTCTCTTGTTCTTGAAACTGCAGTGTTTT
+GCCTAAAGGTGATAGATGATATGCATCAAAGGCGCAACACAGTACGTAACATCTTCGTTCGGCTCTGGTT
+ATCGCCACATAAAGCAAACGGATACTTTCGGCATAAGCTTCATTACTCATAGCTTTCTTGGCTTCTTTTG
+AGCCATCAAGACTTAAACACAGCTTACCGTTTGCATCGTGGTATTCAAGATAACTCACTGACTTGTTGCC
+AAACTTCAACGGATCTTTATGACGACAAGCAAATGGAATAAAGACATAAGGATATTCAAGTCCTTTAGAG
+CCATGTTGAGTAATTAAACGAATAAGATCACCATCACTCTCTAAACGTAGCTCGGCTTCAACATCATTGG
+TTTCAAGGTGACACTGCTGTTCAAACCAATGCAGAAGCTCTTGTCCTTGACTTAATCGAACACTAGCCGC
+TTGTAATATCTCAAATAAATGCAGCACATTGGTTAAACAACGATCTTTATTGTTTTGAGGAACATCAAGC
+AAGTTGTGCATCAAGTTTATCGCCATGGTGATAAAACCTTGTCGTTGCCATTGCGTTCTATAATCAACAA
+AAGCAAACTTCAACGTTTGATAAGCCATTTCGTCTTGCTGTAATTGGTGTAGCTTTTTAGCATCAAAACC
+TAATAATCCACATGACAGTGCGGCAACAAACAATCGTTCATTTTCAGGTAATAATACCCCTTTGAGTAAA
+CCTAATAATTGCTTAGCTTGCTGAGAATGAAATAAATTAGCTCTATCTGATAAGAAAACGCTATCAAGCC
+CCGCTTGTTGCAGGGCATGTTTAATATCTCGCGCTTCAGCACCATCTCTGACAAGTATGGCGATGTCTTT
+TGGATTTACTTTACCTGTTTGCTCTTTCGAGGCCAACAGAGTCACTATTTCATTCGCACACCAGTTAGCC
+AACATAGGACGACTACCTTGACTAACTTTGTCACCTTGCGGGTTAGTATCATTGGATGTTTCATCATTAG
+TAAAATGAATAAATTGCAGTGCTTTATCACTGTCTAAGATAACTTGTTGGGCTTGGGCCGATTTCTTTCC
+TGCTAGTACTGGTAAATAAGGTATGCCAAAACCAAAGACACTCTCACTTTGTTGCTTATTTACTTCGTTA
+GACACCGTTTCTTCAGATGAAGACCCATTACGTTTGTAGGTAAAAAACTGGTTATAACCTTCAATCATTT
+GTGGCGTTGAACGCCAATTAGTATCCATCAGCCAGTGGTGGTCGCAGCCGCTACGTGCATTGAGATAGGC
+AAAAATATCACCACCACGAAAACCATAAATAGCCTGCTTTGGATCGCCAATAAGGAATAAACCGGCATTA
+GCTTTTTTAGCATTGTCGCCGTAATAGATCGATTGTAATATGCCGAATTGCTTAGGGTCAGTATCTTGAA
+ACTCATCTATTAAGGCTACAGGGTATTGTGCGAGTAGCTGTTTAGCGAGTAACTGAGAATGTTCATCACC
+TGAGCTATCCGACTGAAGACAATTAGCTAATGTATTAATAAGATCGTCAAAGTCTAATAAATTAAGTGCT
+TTTTTCTGCTCAATGACTTGCTGTCTAATAATGTAAATACCAGACTTAACAATGCCGTACGCTCTAGCTT
+TGTTGATATTGTTCGCTATTTTCTTAACTTGTTCTTTAACTTCTTTTACCGGCGCAAAAGCTTCTAGTAA
+CTCAGCTTTATAGGTCGATCTTGCATAACGTTTGCCATCAAAAAAACCATCTGGCATTTTTACCTTACCC
+TCGCCAACATCAAGCAGTGATAACTCTTTGCTGATAATGCTCTCAAGCCAGATTTTTAATTGAGACAACT
+CATCGCGTCTTTTTTCTTGGTCTGCGCCCTTTTTAACCAGTATTAAGCCATTTTCAAATAAATCACTGTT
+GGCCGTTAATGTTTGCGCTGCCAGACGTACTAAGACAATAAATTCAGCCTCAATACTTTCGACATCCACA
+ACGGATAAAGTGCTGGTGTGACCTATGGCTTTACTAAAACTGGATAAAAAGCTATCTGGTGTTGCCCAAT
+AACTTGCTAGCAACATAAAACACTCATGATCAGACTTAGCTAAACTGCGATACCAATCTTGGCAAACTTG
+TAGAGTTATTTCAGACGAATTGGCTGCCATATTGGCATTGAACGGTAAACCACTGGTAAACGCATATTGA
+TTTAATACCCGCTGACAAAAACCATGAATAGTAAAAATAGCTGCTTCATCTAAAAACAGTAGTGCGCGTT
+TGAGTAAAAATTCTCGCTGTTTTTTTTCAATACGTTGAGCAAGTGTGGCAAAGTAAGCGTCTTTTAAACA
+CAAACTATCCCAGTCACTGAGGGCTAAACGAATAAAAGCATCAATTCGCCCTCGTAATTCTTGAGTCGCA
+TCTTTGGTAAACGTCATTAACAATATTTGTTCAACCGTTAACTCACGTTCAAGTAATAAGCGTAGATAAA
+TACGCGTAATATTATAGGTTTTACCTGTACCAGCACTGGCTTCAATAAGATGTTTACCCGTTAACTCAAT
+GGTCGCTGCATCAAGATTTTGTAGTGTTACTTCTTGATGATTATCTTTAGTCGCTGTTTGTTGAGAGTCT
+GAAGTATCAAATTGAGTCATTATTTAGCCTCCTTGCTTGGCTTAGCAGTCGTTTTACTCGCTTTCTTAGC
+GGCTTGTTTGGCGACTACTTGATATAAGTCTTGATAGATAAACTCAATGTCAGCTTGGTGATTATGATAC
+TGCGGACATTCTGGCCAAAAATAGCTAAGGTAATCATCATCACTCAAACCACGCGTGCTCATATCACCTA
+TCCATAAACCTTCAAAACGTGCTTGTGTCATCTCGACGAGTTGCCCTCGTTTTTTAGTAAATACCTGATC
+TGCCAATTCACCATTTAATAACAATACCTGTTGTTGACCTTTGAAAAACATCTTAACAAGATTAATCAAT
+TTTGATTTTGCATCAGCAATGTTTGCCACATTGAACTGCTCTACTTTCTGGGCTTTGGTGTTAAAATATA
+AACCAATAGTTTCAGTCACTTGCTGTAACCTTTGATTGTCATCAGTAATATTAGTTTCATTGGCAATAGC
+TTGATCTTGCCATACCTGTACGACAAGTTGCTGGAAATACATAACAAACTTATCTTTGGCTTTGGCACTT
+GAGCTACGATAGTGCACTAACAAATTATTCTTCACTGCTAATTTCGTATTTAGTGAAACCCTAATTTTTT
+GGGCGCTAGGTCCATCAACTTCAGTACCGTCAATATCTAGCACTAGATTGCAATCGATAAGCTCAGGATT
+CTCACAGTTAACTTTGCTAATTTCTTCGCTAAATTGTTGAACATCCAGCTGATAATCTTTAAATAGATTA
+GTTGTAGTCGGTAAATCAGGGAACTTACCTGATAAGTGCGCGCGGGTTATCACCTGTTCAGACCCATCTT
+TATTTGATGGAGACTCTATTGTTCCAGTTAATGCGGCACTGAGTAAATCTTGTCGTAATAAATAGCTTTG
+TAAGTGATTAACGCTAAAGGGTTCGACATCTTCAAGTAAGACATCGTGATTCTCAAAATATAAATTAAGT
+TGCTGCTGGGCAAACATTTTTGCAGGATGCTGATAAAAACGTATCAACTGCTGGCAAGATAAACTGACCT
+CAACCGTTTGCTCTGGTGTTACAGCCAGACTTTCAATAGCAAGCGTAGAACCTTCTCCCATGCTCTCGTC
+ATTATCGCTATTGGAACTTTGTCCTAGCGCTAACCAATTAGCATCAAAACTTGGCCAAGTTCCTCGATAG
+TTATTAGGACTAAAGGCTTGCATGGCTAATTGATAGATACCTGATTGATTGCTTTCGGCATTGGTATCAT
+CATTGTTATTATCAGAAGTGAGCTGCTCTTCTGAAAACTGCCAACCGTAACCTTGTGCTAGATATTCCAT
+TAGTTCTTTTACAACTAATGACGGTTGTTTTTCATTATTGTTTTTGATGTTTCGGCCTTGATAACTCAGG
+TATAACGAGTTTCTTGACGAGATTATAGCTTCAAGAAATAAGTATCGGTCATCCCCACGTCGTGATCTAT
+CGCCTAATTTAGCTTTTGACAACGACATAAGATCAAAACCTAAGGCTTGTCGTTGTCTAGGGAATTCTCC
+ATCATTCAACCCCAAAACCGCGATTACCTTAAACGGAATACTACGCATAGGTAACATAGAGCAAAAGGTT
+ACCTGCCCGACCATAAACTGCTTACTGGCATCACCTTGGCTAAAATGTTGGCTTAAATAATCAACCACAA
+TTAATAGTGATATATCATCTTCAAAATGAGCGTGGTGACAATGTTCGACCAGGCCTGCAATTGCTTGCTC
+AATCACCATCAGGCTATTTTCATTACTGACGTTGTCGGCATCGACTCGGCTAAATAAATGGCTTAATTGT
+TCAAGTAAAAAAGTTTGCCATTGTATCGCGGTGCGAGATCTTTGCAGATTTTCACTAAAGTAATGTAATT
+GTTCGATAAATAACATTAACTGACCGAGTAAGATGCTGTCACTACCTTCAACATTACTCAATAACAGTTG
+TTGTTGATAAATTTGTTCGCTGTCGGCATAAGCAAAACCACGAAGTAAACGTGACAAGCCTTGTTGCCAA
+GTAAATGAAGCGTTTGCTTGTTGCCCTAACAATGATTGTTTGTGGGTTAAGTCTAATCCCCAGTGTACCG
+TGGCTTGTTCAAGCCAAGCAGAAATTTTAGCTAAGTCTTCGCCGTTAATCGAAAAGTTATTAGCCATGGC
+AGGTAAACGTAAAAAAGATAACAATTGTGAGACACCAAAGCGGCTATCCGGCAATGTCAGTAATTCAGTA
+AAAGCGGCTACTAGCGGGTCACTATCTTTAGCACTGCGATCAGCAATAGAACAAGGTAGTGGCGGCACTT
+CACCTGCTATGTCTTGCCAACCACGGGTAAATACGGCATTTACATAGGGGGCATATTGTTCTATTTGTGG
+ACACATAACCAAGATATCTTTAGGTGTTAAGCTTTTGTCTTGATTAAATTGATGCAATAAATAGTCATGT
+AGTGCTTGGACTTCCCGTAATGCGCTATGACAACTGGTGATCACAATTGAATCATCATGTTGTACTGCTT
+TGGGAGTGATGGCTTCATCATCGGGAGATCTTGCATCAGACAGTTCAAGAATATCGTTTTGCAGCTGATG
+TAAAACACTCGTTACGTCGTTATTATTACTTATTGCTTGGGCACTTTTAGCTTGCTCAAATAACTCAACA
+TCGATGGTACTGTAATCTTGTAACATTGAGATAAACTCGCGCCCCTGCTGGCCCAAGTTGGCTAATAACG
+GATTACCGACATAGCTATGTACATCCAATTCCTCGGGTAAAACGCCATCAGACCATTGTGATAACTTATT
+TAAGGCGTATTTTTCAGTAACGACATCGCCCCAATACGAGAAACACGGGTTAAGATGAAAGAAATGTACT
+TCAACATGCTCACTTAGGGCATTAATAAAATTCAACCACATTGGTGCCATGGTATTAAGACCAAAAAAAC
+TAATACGCGGTGGAATAAGCTCTTTTTTGTCCTGAATGTTAGCAATAGCATCATGCATTAATTCAACAGG
+ATTATAAGGTAATTGGGCAATTAATAATCGCCACAGCTTGCCTTGCCATTTATGCTCACTGGCTGATATT
+TTTTCTAAGCCGTCTAGTTCAAAATTTCCTTGTTGCCAATTGTCTAACCACTGCGGTCTGAAAATCAAAT
+ACTGCTCATATAAATCGGCCAATTGTGTGGCTAACTGATACCGTTTTAGCTGTGCATGTTTGCTATCATT
+AACTGTATTATTATCCTCTTCGTCTGTCGTATTTTCGCCACGCCAATAGTGCGTAGCTTGACTAAAATCA
+TCATCTTCTACTACAGAATCTAGCGCTAACAGTGCATGTATACGCCAACAAAGCACCTCCCTTGAATAAG
+GTGACTGTTCAGGCACCTTCTCATCACTAGCCAGCGACCTTATTAGCTTCCATAGAAACTGAGCTGGTAA
+CGCGTAACGCATATTCATGCTAATACCGCGTTCTTGTGCAATGGCTAAATTAAGCCAATGCTGCATACCT
+GCATTTTGTACCACAATGACTTCTTGATTAAATACACCTAGAGGGGAAAGCTGGGAAATTTTGTTGAGCA
+AGAGCAACAAGTTTTCCATTTTGTTGGCAGGATAAAGATGGATCAAGATAATGCCTTAATGGTTTGGTAA
+AAGGAGAAAACTCCCTAAAACAGGGTAATTAAAATACGTTATAAATTGAGTAATAAAACTAGGGTCTGTT
+GATCTTTCGCGGTTAAATTTTGTTCGAGATAAAAGCGTTTTAATCGCGGCGAGTAGTGTGTAGCCTAGTC
+ACTCTAAGCAAATTCTACTCAACAATGAGTAAGGCGCTTTTAGCCGAATCCTTCGGACAGCGTTTGTTGG
+ACATTTTTACGGCGTTATCACCTTTTTATGTGGAACAACCACATGACAAAGGCTCTGCCTTGTATAAATA
+CCCAACAAACCGCTGCAAAAACAATCTCGAAAGTTCAACAGACCCTAGGATAAATTTAACCATAAGGATA
+TAAAGAATACGAGTAAAATTAATAATATATCGAAGAAAGTCTTCTATTAATTTTTAGCTATAATTTACAC
+TTTTTAACAAAGATATACATTGTTTCGACAGTTTGTCGACATTACTCATACTGAACTAAATTCAGACTTT
+GGTTAAATTTATATTCATCGAATCAGCTCCTGAATTATCATTATGAATTTATACCAAGCAAGCTTTTTAA
+ACGCTGTACGTCAGTTCCCTGATAATACCGCATTGTATACCGAAGATAGCAACGGTAAAGCCAATAGTGC
+ACAAGTAAAAAAATTTACTTATCGAATGTTATTTGAATTAAGCCAGCGTTGGGGAAATTATATTGCTCAC
+CTCACTAATAAACATAACAAAGAACAGCAACCCGTTGCCATTTATGGTGGGAGACAATGGCAGATGTATG
+CTGGCATATTAGCGATTTTAAGCACCAATAACGCCTATGTTCCGCTTAATAATAAACAGCCCGCCAATCG
+TATAAGCAAAGTATTGTCACAAATCGATAGCCAAGTGCTGCTTGTTGCTGAAAATGAAGACCCGTCTGAA
+TTATTACAATTAACTGAATCTTCTTTACTCGTCATTTACTTAGGCGCTGATACTCCCTTATGGTTAACAA
+AAAACTGGCATCACCAATGTTTTAACATTGACGAAATTGATGTCGCAGTGGCTGCGACAATGTGCTCTTC
+TTCGACTCCAATACCATTATCTACACTAGCAAATAGTTCTACCCTATTATCAGAGCAATTGAACGACGCT
+GATTTCAAGCTAAATACAACGAACCAATATGCCTATATTTTATTTACGTCTGGTAGTAGTGGAGCCCCTA
+AAGGTATTGCCGTTAGCCATGAAAACATTGTCAGTCACCTTGGTAGACTCGATGAATTATTACACTTAAC
+AGCAACGGACAAAGTGAGTCAATTTTTTGAATTATCTTTTGATCTCTCTGTACATGACATGTTCAGTTGC
+TGGAGCAAAGGTGCTGCTCTTTATGTTATCCCGAGTGAACAGCTCATGTGTCCGATAGCATTTATAAAAC
+AACACCAATTAACCGTGTTTTCAGGCGTTGCTTCCGTGCTTTCATTTATGGATAGACTCAGCTTACTCAA
+ATTACAACAACTGCCCCATCTAAGAGTTAGTTGCTTTGGTGGTGAAAAGTTATTAACCAACCAAGCCCTT
+AAATGGCAACGATGTGCTCATAATAGCCGCGTGATAAATATTTATGGTCCAACTGAGTGCACCATTACAG
+TTACCTATTATGAATTGAGCGATAGCCAAACCATCAAATCCGCCTCAGTGCCTATTGGTAAAGCCCTACC
+TGGCTTATCTGCGATATTAGTCACCGATAATAAAAAAATCACCTCAGCCAATACCTTAGCCGAATTGTAC
+TTAGCTGGCGATCAGCTTGTTGACGGTTACTTTCAAGATGCCGAGAAAACACAACAAGCTTTTATTACCT
+TAACTACCTTAAATTCCAACGTAGCAGAAGCATCTATACGCTATTACCGAACGGGTGACATTGTCTATTA
+CGACGAACAGCAAAACATCGTTTTTCACGGCCGTAATGATCATCAATTCAAAATATCTGGACACAGGGTT
+GAAGCGGCAGAAATTGAAGACGCTATTGTTAACTTTTCAAACGACATAACTTGGTGCGTAGTTTCAACAC
+AAACCGAAATCGCGGGTAACACAAAAATCATGGCTTTTATCGAGACAGCACTGATATCAAACCCTGCTCA
+GCACTCAGACGATTCAAATCAGCAAATGATTAGTCAATTAAGAAAACATTGCTTACAGCATTTACCTGCT
+TACATGGTGCCTGATGAATTTAACCTCTACGCCTGCTTGCCCCGCAATATCAGCGGAAAAGTAGATATCA
+AGGCGCTGCTTAATAATGACGAACAAGCATCTGCCACTAACAAGACCAGTAATCAATTATCTCCCAAAGA
+GGCTACACCATGTTAATACAGCAAAGCATTATTCATTTTATCGAAGAAAAGTCTCATTGCCCCTTAACTG
+ATTTAACCGATCATTTACTCGGCACGATAAAGTCATTTGATTTTATGATGTTAATACTTGAACTTGAGCA
+AAAATTCAATTTGAAGTTGCCTTTTGAACAAGCGTTATCAGCCAACTTAAAACAAATAGATCAGTTCATT
+AGCTGGGTTGAACGTCACCATGACAGTTAACAATTCAGAGAAATTAGAGTCTAGTGTTATGGAAAGTGTG
+CCGCTAATGTCATTTAAACAAAAGTCACTCAGTAAGTTATTGAGATTACTGCTTGCAGGTTTAACCAAGC
+TAACAAGAAATAAGCGTAAAACGCTGATCAAACATATCGGCAAAACCCTATTATATTTTGCTAAAAAAAC
+ACGAGTGAGAGCGATAAAGAACATTACTAAGGCAATGCCCGAACTGAGTATGAAAGAAGCCACCAATTTA
+GCGTTCGATGCTTATGGTAATTGCGCCTTCGGCGTGGCTGAATCTTTTTGGCTTTGTGAGGTTGAACCTG
+ACATTTTCTGTGACGAGGATACTTTACGTATTTTACAATCAGGTCAAGGGGCGTGTATTGCAACTATGCA
+TTTGGGTTGTTATGAAGCAGTGCCATTAGCAGTAGCCAAGTTTGCTAAAGAATCTGTTACCTTAACCAAT
+ATTCCGCGCTTCTTAGCAGACTCAATGGACTTTTATTCTGCCGTTAATATTACCGCTATCAATAAAAATT
+CAAGCAGTGCATTTAGTGAGCTATTAAAAATGTCAGGTGGTAATGCTTATCTTTCTTTGCATTGTGATCT
+TTATGCAAACCAAACAGACGTAACCTTCTTTGGTCAAGAAACTAAGGCGCCCGCAGGTATAGCGTTATTA
+GCAAAGATGACCAATAAACCTCTCCTGTTAGCTTACGCGGTTTATCAAGGAGACGGACAAGTACAAGTGT
+TTTTTGAAACCTTATACCTAAATCCAAACCTAACTAGTCAAGCATCAGAAGAGCAAGAAACTGAACCAAC
+TGTTGAGCAAATAATGGCAAAAATTTACCGACGGTTTGAGCAAATAATCAAACAATACCCAAATCAATGG
+TATTGGTCATATAACCGTTGGAAAAATTAAAACTCATGACACAAGTCAGTAAAACAATAGCAAAACCAAG
+CGGTAACGCTAACCTATACTCTCGGCTATTCTCTTATTATCGAGTATATAAAAAACTTATCTTTATTGCA
+TTAGCTGGTCTATGCCTTTTCAGTTTCGTTGATGCCGGTATGATTTATTTTGTTAAACCACTGATTGATC
+AGGGTTTAAGTAAAGCCGATAGCCACACCCTACAATTAGGCGCTTTATTAGTTGTAGCTATATTTTTCTT
+GCGTGGTATCGCAAGTTTTACTTCAAGTTATGCTATTGCGTACATCAGCAGTAAAGTTACTTATCGTATT
+CGGCAACAAGCTTTTGACAAACTATTGTATTTACCTCGCACATATTTTGATCTAAATAGTCGCGGCAGCC
+TTATTTCAAAAATAATTTATGATACCGAGCAATTATCACAATCTTTTTCAAGTGCAGTGGTTATTGCCAT
+CAGAGAGTCGGTCATCATTCTGGTATTATTTTCTATGATGGTTTACAACAGTTGGCAATTAACGGCAATA
+TTTTTAGTGATAGTCCCCATTATCGCGCTAATTATTAATAAGGTTTCGAAACGATTCAAAAATATTAGCC
+ATAAACTTCAAAACAGTATGGGACAAGTAAGTAACAAAACAGAGCAAGCCATTTTGAATCAACAAGAAAT
+TGTTTTACTCGATACTAGAACACAGATAAGCGCACAGTTTGAAAAAACAAATAATAATAATCGCCAACAA
+AATATGAAACTTCAGGCGACAAGTGCCATTAGTAATCCTGTTATTCAGCTTATTGCTTCTTTCGCTATTG
+CTGCTGTGTTATTACTTGCCAGTATTGACCAAGTATTAAATCAACTCACCCCAGGCAGTTTTACCTTAAT
+ATTAATTGCCATGGGCTCACTACTTAAGCCACTAAAACAACTCAGTAATATCAATCAACAATTACAAAAA
+GGCTTAATAGCTGCCAAGAGTTTATTTAGTTTTTTAGATCAACAAGAAGAACATGATATCGGCACAAAAC
+AATTATCAAAAACGTGCTCAAACATACGCTTTAACAATTTTTCTTTCACCTATCAGGGGAAAACACAGCC
+CGCACTCTCTAATTTTTCATTGCAGATTAAAGGCGGAACGAGTGTTGCCTTTGTTGGTGAATCAGGCAGC
+GGTAAAAGCACTTTAGCCCGCTTATTATTGCGTTTATATCAATCGCCAAAGCAAAGTATTTTAATTAATG
+ATATTGCCATTGAAGACTATAGCTTAAGCTCCCTTAGAGCACAGTTTGCCTTTGTTTCACAAGATATTGT
+TTTAATAGATGATACGCTGGCAAACAATATTAGCTTTGGTTGTAATCGCGATGTAACAGACTCAGAGATT
+GAACAAGCAGCAATAAATGCTAATGTGATGGCTTTTGCTAAAGAGTTGCCCTTAGGCTTAAATAGCGAAA
+TAGGTGAAAATGGTCGAAATTTATCTGGTGGACAAAGACAGCGTATAGCCATTGCTCGTGCTATGTTGCG
+CGATGCGAGCATTATCGTATTAGATGAAGCGACATCAGCATTAGATAATCACAGTGAAAAACATATCCAA
+CAGGCCTTAACGCGCTTAACTCAGCATAAAACAGTGCTGATCATTGCCCATAAATTATCAAGCATTCAAC
+ATGTTGATGAAATTATCGTCATCAATAAGGGTAGATTGATAGAACAAGGAAATCATAAAACCTTACAGGC
+TAAAGCAGGTTATTATCAATCGCTATATCAAAGTCAATAAATTAGGTTTATTGAATAAAATCTAAGTGCC
+GTTGATAAAAATCACCTAACAAGGGTACTTTGTATTCTTTTCCTTGAATAGCAGCATAAATACCTACTAT
+CCAGCCTAAAAAGACACCTATGTTTAGTACCCATCCCACTAAAGGGATCAATGAAAGGATTGCGCCGGTG
+ATAATGAGACCTAACGATTGACGTAAATGAAAGCTTGCTAATGATGATTGGTGCTTATCATAAATAATCA
+GCGCAACTATCCAGCCAATTAGAGTAAAGTAGCTTATCACAGCCACCAAAACAGCCATTCTATAACGCTC
+AGCTAGACTCAGTTTTCGCTCAAAAATATTGTCATAATCACTTGGGATATTTGGCATAACAGGTTCTCCA
+TTTATAATGTTACGTAAAAATCCGCCTAAGTAATGAGTGCTATTCCTACATAAAATAAAGATAAAGTTTA
+ACTTAGGCTTACTTTAAACTTAGAAGATATAACGCCACTCGACAAGGTAAATATCTTCCCTGATCCCTAG
+ACTACTGGTTAAATGTTTCAATTATATGAATAAAGGTAATGAAAAATATTTTATGATTAATTTTTCAAAA
+TTTGGAGGAACTGTTGATAATGTTGCTGCATAGTTAATGCTAATTTATCTTGGTCATTGGTCGATAGCGT
+TTGATAACACAGGGTATTATAACTGGTGCTCAATCGAGTAAAGGCAATGGCTAACTCTGGATACTGAGCT
+CTTACCTGTTTTGCAAAATCATTAACTGTCATTCCTGCCGGTTTTTCCATGCCCTGCTTTGCTAATTGAG
+CCAACGCTTTTTGATAAACTAGCTGCCACTTAGATAATACTTGCTGTTTTTTCTTAGTGCGATTTAACAG
+ATGCAAAAACAACATAAGCGTAGCCATACTGATAATCAATGAAACACCAATAATTAGTGCAAATTTCCAC
+GAAGCCATCTTGCCAAATAGGTTTTTAAATAAGTTATATTGTTGTTTGGTGGTAAAACCAATAACCCAAC
+GGGTCCATTGGTAATCAAGGGCATCAAATTGTAAACGTAAAGCGTTCAACAGCGCACTATTCTTTAATTG
+ATATAAACTGATTAAATTATTATTAAGTGCTGATTGCTGCTGTAGAAGTTCAGACGACCAACCAGAATTA
+ACGCGCTGGGGATCTACTGCACTCGTTGGGTCAATACGAAGCCAGCCCTTATCTGCTACCCAAATTTCAG
+ACCAAGCATGCGCATCATATTGGTATACGCTCAAGTGCCCTATTGAGTTTGATTGTTGTGCATCCTCACC
+ATTATATTCGCCGCCTAAATAGCCCGTAACCATACGTGAAGGAACACCTGAAGCGCGCATTAAAAAGGTA
+AAAGCACTAGCATAATGAACACAAAATCCTGATTGGGTGTCAAAAAAGAATTGGTCCAAGCTGTTATTTT
+CAAGGAGTGGTGGTTGTAAGGTATATGAATATTTTTCCTTGTTGATAAATGTTAATACTGCTTGTGCCCT
+GGCTTGCACATCAGCGTAGTTGTGCTGTAATTGCAGAGCAAACTGCTCTAGCCTTGGATTACTCCCCGCA
+GGAAAACGCAAGTTAACCTGCTTACTTTTTTGTGATAGCTCAAGGGCTAATGGCGCAGTTAAATAGCTAG
+TTAATTGATAAGATTTAGCTTGGCTAATAATTCTTGTGCTGCGAAAGGTGAAGCCAGCTTGAGCATTGAT
+GCCACTTTTGTCACCTGCGACAACTGCCGGCGTTAATGCAAATAGATATTTCTGATAACTCGGCTCTACA
+ATAACTTGATAATTTAAGGGCAAAACATATGTTGTGCTCGCATCAAACGTTAAAGGTTTATCACTTGAGT
+TGTTATCTGAACTCACCGCTTTATTTGATGGTGTTGTTCTCGACGCCTTTTGTCTACTCCACTGTTTACC
+GTCGTAATCTTCTAACACCATTGCACGCCAATATAACTGTGAATAAGCAGGCACTTTTTGGCGGCCAAAA
+TCAGCGCGAAAGGCCAATTTAGTAGAACGCGTTAAATTGGCGATATCACCAGGTTTAACAGTGTCAGACA
+AACCAGTTTCAGCTGACTTTGCCATTGGGACTTGCCAAAAAGGTGATAACCGAGGAAACACTAAAAAGAG
+TACAACAGCCAATAAAGTGCTCTGCCCCAATAAAATAGCCACAACTTTTATATTCGTTGCGAAAGTTTTC
+TCCCATGAGAAAAGTTGTAACAACACCGCTAAATTGATAACCAATAAGATGAAAGTTATAAGGGTAAAAG
+CTAAATCTTGCCTAAAAATAAGCGAAGAGGCCAGCACAAATAATCCCAAAAGTAATAGTTGATAAAAATC
+ACTTCGGGCTTTTAATTCAAAGGCTTTGAGTACATAAGAAAAACAAAGTAAATGCAGCATACTTGTAAGT
+ATGCCTACTTCTTTTGCCGTAATCGCAATGGCTAAGCAGCCCAATAAGGCAAAAATTCCGAGTAATATAG
+GTGCAACATTGAAGGCCCGTTGCCTATTATGATGCGTGTTTAGGTCATTATTGTGGCGACGATTAGGATA
+TTTACCAGTACTTTTGTTATTACTCGCTTTAACTCGGTGTCGGTTTTGATGTAATAAAAGTGCCTGCCAT
+ACAAGTGACAATGAAATAATCGCTAGCATCCAAGTACTTAATTCTAAGGCGATAACTGCAATGTTTAAAC
+ATTGGCATAACCAGAGTAACCAAGCATTTTTTCTGCTTAAGCTAAAGTTTATTGTCGTTTTATTCTTGCC
+TTTACCCAGATAGCCCGAGGATGGCTGAGTATTTTTCATCTTGAAGAAATTCATGAATATAATGCCAGTG
+CTGTTAAACAAGCTTGTTGGTGATTATAGCCAGCGTTAGGTGAGATATTCATTGACTTATTATTGATATC
+GGTAGAAAGCGCTAACCCAAAATGTTGATTGGTTGCGGTTAATTCATTGACTAGATAACACAAATAAGAC
+AATTGCGTTTCTACATCATTACTTGGCATGTCATCAAGTTTTAACCACGTTAATTGACCTTGGCTTGCTT
+GATAATGTTTAGAATAGTGACCTTGCCCTTTGGCTAACTGCTTCCAAGCGGTTCTGGCTCTCGATTCTCC
+TATGACAAAGCTTTTAAGTTCTGAAAAATCATCGGTACCCACTAAATTAGACGTTTGATAACTTTCTATA
+CTCGGTTCGTCTGAATGAGCAGACAACTGATATTGACCGACAATTAAGTTGGCTGGTTTAGGGTAAATAA
+TGGCGAAGTGGCCAAAATCTAAAAGTGTCTTACTTTTAAAGAAACCTAAAGAATACTCACTAAATACGGT
+GACTCTACCCAAGTTGTGCTTGCCACGTTTAGATGATTTATATGATAAGTTAATTTCTTGACTGCCCTGC
+GGACATTGGCCGATCTTTTCAACTTGGCTATTTAGTGTGCGATCGGTAAAATGAACATTTATATCATAAT
+GCGTTTTTACCGAGCTTATTTGAATAGGAAATTTTAACTCGTCGCCTGCATAACCCAGTTGTTTGGCCAT
+ACTATAAAAGCGCAATTGTGAAAAATTATAAAAGCTATGTAACATCACACTAATAAATAAACTCGCCAGT
+AAGTAACTAAATAATAAAATGATATTATTTTGATAGTTGGTTCCCAATAAAAAAACCAGCACAACAAATC
+CTAGATACGACAAACCAAAGCGTGTTGGATATATCATGATATTACGGCTGTTTAGTTGATGTTCTTTCCT
+ATTAGGGATCCTGCGAGAAAGCCAATGCTCAAAGGTTTTATCAACCAGTTTTTTGATTGATTTTGGCAAT
+GAAAATATTGTCATTACTCCCATAAGTAGACCTTATGAATAACCAAGGGGGTTTAACACATCAACACAGT
+TAAGTATTTGATTCGCCACACTAGCGCTATCAACCTGATTCGACCCTATTTTTTGGTTCGGTTGCATTTC
+TAATCTGTGCTGACAGACAACATAAAATACTGCTTGCACATCATCAGGTAAAACATAATCACGATTATCA
+ATAAAAGCCATTGCTTTAGCCGCTTGTAATAATGCTTTTGATGCTCTTGGTGATAACGGTTTACAGTTAA
+TTTCAGGCGAATTATCCCATGCGGTGTTTGCAACATTAGCTTGACCACTATAAGCACGTCTACTGACATG
+ACTTAAGGCAATAACATAATCAAGCACATCATTTGATACGTTAACCTGAGTTACTGCTTCTTGTATGGCA
+ATAAGCTCTTCTTGTTCGATCATCGCCTCGTTATCTACCTTCACATTTTTTGATGTTTGATTTGTTCGCT
+GACTCATATTCAATAAAATCTGCTTTTCAGCTTTTAAGTCTGGGAAACCCAAAGATAATCGCATCATAAA
+TCGATCTAGTTGCGACTCAGGTAAGGGATAAGTTCCAGCATGAAAGAGTGGGTTTTGAGTAGCAATCACA
+AAAAATGGCGTAGGTAATTCATGGGTAATACCATCGATACTGACTTGTTGTTCGGCCATGGCTTCAAGCA
+GTGCGCTCTGTGTTTTTGGACTCGCTCGGTTTATTTCATCAGCAAGTACCACTTGATTAAATATCGGACC
+TTTGTGAAGTTCGAAGCGATTAGTCTCTTTATCAAAAATTGAAAAACCGACAACATCAGCCGGTAATAAA
+TCATTGGTAAATTGGGTGCGCTGATAACTTAAACCCAGTGTGGTTGCTAATACATGAGCCAGTGTGGTTT
+TACCCATACCGGGTAAATCCTCTATTAATAAATGCCCTTGGGCAAGTAAACAGGCAAGCGCTAAACGACA
+CTCTTTGGGTTTACCTAATACTACGGTTTCAATTTTATGTAAAATGGCATTAATGGACTGCTGGCTAGCT
+TGGATTTGATCGATAACGGGCGGCGTTTGAAGCATAAAAAAACGTCTAATTATAAAGAGTTAATTAGACG
+TTTTATCATGAATGAAGAATAAAGGGAATTGTTAGCCCTTATTAGCTTAAATTAGTGGGACTTAAGTTAG
+CGTCGCTTAGTCTATAACGCTTCGGCGACTAACAACGGCTCCATTTAACTGGCTTAATAATTTTTCAGTA
+TCATCCCAGCCAATACAAGCATCAGTAATACTTTGTCCATACACGGCTGCTCTACCTTTAACTAGACTTT
+GATTACCTTCAACTAAATGACTTTCAACCATAACACCAAAGATATTTTCATTGCCTTGGCTAATTTGCTC
+ACTGACATCAGTAGAGACTATCATTTGATTTTCAAATTTTTTGCTCGAGTTAGCATGGCTAAAATCAATC
+ATTACCTTAGTGTTTAAATCAGAGGTAGTTAATTGCTCGGTTACCGCTTTAACACTATCAGCATCAAAAT
+TAGTCGTTCTCCCACCACGTAAAATGATATGACAATCACTATTACCTGTCGTTTCAACAATGGCAGCATG
+GCCAAATTTTGTAACTGATAAAAAGTGATGTGATGCAGAAGCTGAGCCTATGGCATCAATCGCAATTTTA
+ATGGTACCGTCAGTTCCGTTTTTAAATCCAACTGGACATGAAAGTCCTGATGCTAATTCACGGTGAACTT
+GTGATTCAGTAGTACGAGCGCCAATGGCTCCCCAACACATAAGATCTGCCATATATTGCGGTGTGATCAT
+ATCTAAGAACTCGCCCGCCGTAGGTAAACCAAGGTCATTTAGTTCTACTAGTAACTTACGACCTAAACGT
+AAACCATCATTCAATTTAAAGCTGTTATCCATATAAGGGTCATTAATTAAGCCCTTCCAACCAACGGTAG
+TACGTGGTTTTTCAAAATAAACACGCATGACAATCTCAAGACTATCTTTGTACTCTTCACGAAGCTTTAC
+TAAGCGTTGCCCGTATTCAAGTGCCGCTTCAGGATCATGTATAGAACAAGGTCCAATAACCACTAATAAG
+CGATCATCTTTACCTTTGAGAATATTGTGAATAGCAGTTCTGCCAGCAACGACTGATTTAGTTGCTTGCT
+CTGACGCAGGAAATCGTTCCAATAAAGCAATTGGAGGTAAAAGATCTTTAATTTTATTGATGCGTACATC
+GTCAGTTTGATACATAATTTCGCTCTCTACTGCTATTTCGTTGCTTATTTCATTACTATTATATTATTAG
+CATGAATGTTAACGATACTCTGACTATCAATTTGCCTAAGCAAATTAACCTCAAGTACCTTATTGTTAAT
+TCCTAATTAGAATCCCAATATTAATCTAGCAGTGTTGATGGTTGAATGCCATGGAAAATTACGCTTACTG
+GCTAGTTTTTAGAATATTTAGTCTAATGGGGTAATAATCGGTAAATGATGCAAAGCTTAATAAGACTTTG
+CTTCATTTATGCTTGCAGCGATTCATTATACCAATTCCAATAAGTTTCTTCTCACTCAGCGAGAGTTAAA
+AGGCTTAGAGGCAAGGCATTGATTATAGAGAATGGTTATTCCCTTCTTAAAATTAATCACGCAGCATATA
+AGCCTTTTAAACTCGCCCTTTGGGAGCTTTCCAGCGATTCGATAACCGCACAGAATTTCTTTCATATAGA
+GTAACTATATGCAAAAAAATTCTATTTGTTCTCAAAACGCTGGTAAGCTCTGAGTAGGAACAAACTTAAT
+GGACTTGGTATTATTTCAGTAATTCATGGCCCTCTGGTAACTGTTTTGCAATCCAAAGTGCTAACTTATG
+TTTCATATTAGGTTGATCTTCGTTCTCAACCGCTAATGCTTGAATTAGCTTATCATTGACTAATAAGCGA
+TAAAGACTTTCTATCTTATCTTTGGCAGAGTTTGTGGCAGAAAAACTATTATAACCACGGTTAACTGCAT
+ACTTTTCACCAATGGTTAATGCTTTTTTAAGTAATTCAGCTTCATTTTTTAATTTTTTCATAGAATATCG
+ACCTTGTAGCAATCTTGATTGTTATAACCATGCTTTATAATGCGCAAAAACACAAGGGTAAACACCGACG
+TACACCCTTGTATGAAAGCAATAAGTGACCAATAAACAAACAATTACAACTTTTAACATTTTGCTAGCTC
+TTCTTTTGATTTACATCATACAGTAGTACGATAGATCTCGTATAATTGCATCAATAAATTTAATTTCACT
+CAACTTTACAGGTGTGACTATGCCTATTTCACGTACAAAAAACTTACAACACAAAGCTTATATCCCTTCA
+TCTGCCAGAGAAAATCAATATTTGATGGCTAAAATTCCGTTAACCGATGAATTAATAGCGCAGTATCAAC
+CTCTTATCGATAACAGTAGTGAAACGCCATACGAAAAACTATATCAGCACCTTGCAAATAAGTTCTTTGC
+TATTAATGATAAGTTTTCTCTTGAGAGTGCACAGTTTATCGCCAACGATAAGTTCGCTCGAGTACGTTTT
+AGTCCAGAAAAATTTACCGCACAAACTAAACAACAAGTACTGTTTTTATATAACCCCAAATACCACACTA
+GTCGAAATACTTTCTTCAATGGCGCGAACAAAGCAAAGAAAATCACCTTGATATTCTTAGCAAACGGCGA
+TGATATTCGTGGGCAGTCTGCAAAGTTTCATCAGATAGTAACTAAGGCGTTAATGGATTTCGCAAGTGAA
+ACTGAAATTGCACCAGAACACATCCGAGTTAGTGATCATCAACATTTAACTTACGATTTATTTGCTAAAA
+GTAAAGGGATTGAAGGTAGCCAAGCGCATAAGTTTAGACCTATTGCAGACAGATACATGGCAGATCAGCA
+CACCTTATCTGCACAAGCCAGAGCATTAACTTATGCCGTAGTCGATTTTCCTATTAACCGACGAGTTCGT
+GCCCTAGTGAGCAATGACGAAAATCCTCAAGAGCGTTACAACCCGCTTTATAACCTGATCGCTGATGCTT
+TTATCGGTGCAGCTAAAAAGCAAAACTTAAACAACGGTGCGGTAATCGCTAATGGATTAGTACCTATAAT
+ACGTTCTGGCGAAGATGAAAACGTTGTTACTTCTGGTGAGTTATTAATGCTTAGCTACAACCCATTACAT
+ACAAGTTGCGGTTATACCTGTAAATGGAATTCGGCTAAATTGGTAGACAGTGTTCAGCTAGTTTTTGTTG
+CCAGTGAACAAGATAAAACCAGCCATGGTTACGGTAAGTTTGTTAATGAAATTGAACAAGCGTTACACAC
+CTTTGCTAAAAAACTAGATATTATTGGTGAGCAAGAAGAGATGATGGTTAGATTACATCAGCATGTTGGC
+TTTTATTTAAAATAATTTCAGTAATAATATCAGTAATGTAAAGTACCTATCATACGGTTGGGTACTTTAC
+AACAACAACAACAACCAGATTAAAATTCATATTCGATAGCAACCCGTAATATATGTCCTTGGCTTTCACT
+GTTTATGCCAGTAATAAAAGCCGCTTCCCATTTCAATTGCTTCTGCCCACTAAAACGTTGAACGCCCATA
+AATGCAGGGCCTATACCAAGATAATCTTCTCCCGAATATACCTCAATGGCGGGTTGGAATTGTTCAAGAT
+AACGATAGCGATATTGCATCCTAAATTCCGTTTCCATTTCATCTTCAAGGGTGTCGCCCCACTCATAAAT
+TAAAAAGGCATTTAAGGTTAAGCTGGTACGGCCAAATTCTTTTTCGACAATAACGCCTGAAGTCACTTCC
+CAGTTATTATCTTCACGCTCTTTTTCAATCTCGAATAATAATCCCCAATCAGCCCAATATTGACCTTGCT
+CTGTAATCATCCATCGTGCTTCTATCTCATAGGCACTTAAGGAGAAATCATCATTACTATCACGTTCACC
+CACAAGGTAAAATTCCAACATAAGGTTGTCAGTTACCGATTGACCATACGCAAAACGTTGTGCTAAATCA
+TTACTGACGCCATTTTCTCGTTGAGCGAGCATACGCCATTCAACTTCTCGCTCGTTAGGTAAAACATAAG
+GATGATAGACCTTATCAACTACGACGCCATCAGCTAAGACCGCATTTGATAAAACCAAACTCATAATAAG
+CGGAGTAAAGTTGAAAAGGCGCTGGCGAAGAGAAGTAAACATTAAGAAGTCCCTTTCATAAAAGAAGCGG
+TAGAGTTTTGTTTATAGGTGATTATTTTGACAATGAATATTGGTACGATAATCGCACTTAAATAGACAAT
+TAACTCCATAGCCGACGGTGTTGCTTCATAACCAAATAAAATAGTAAGAAAATAGCCTAGCTCGGAGTCT
+TCAGCAATAAGATAATTAGTATTCCATAAGTGTGCATTACTAGAAATAATATCAACCTGCTCAAGCAGCT
+GTAGTCCTTGAATTAACTGACCAATACCAAATAACAGTAAAAAATAACAAACAATTTGACGTCTTAACTT
+TTTAGCCAAGGTAATTAAGATAAAATACAATAAAATGGCAATACTCAAACAAATCCCAGTACCGATTATC
+ACGCCAACTACAATGCCAGAATACAAGGTATCAAGGGCCGTATTTTGAATAGTTAAACTCATGACATAAA
+GACTAAAATAACTACCATGAACACAAAAAACCAATAATAAGATGGCAAGACTTAGCAATGCTTTCTGCTG
+AGTTAACGTTTGCTGATCAAAAAACGTTTTATCTTGCCACTGTTTAAGGCTTGAAGTTTTGTGAAGTAAA
+AATGAAATGACAATGAAGCAATAAATTAAGCTAAATAGTATTGAAAAAAGAATTTCTAGACCTGTGCCTG
+ATAATAACTGACTTAACCTTGGCATATAGTAACTTAATAAAAAGACGATGATTAAACCAATACCTGTTGT
+GGTGAGTAAGTAAGTAATCGGTAAGTAATCAAGGTTATTCTTTTCATTCTTATTTGATTGCTTATTTAAT
+TGCGAAGCTTCCATCGTTCTTGATTTATACCTAGCATCTTGCTGAGCAAACAATAAACTAAACACTACAA
+AAATTGGCAGGATGTTTTGTAAAAAAACTAATACGGTATTAATTAACATTATCAGTCCCCCCATCAACAG
+CTGTCCCTAACTCTGGATCGGTAACAATAATAGTACCTCTGGCACTGCTTGGGTGATATTCACCAAAAAA
+GTCATAGTGCCCAGGGGACAATGGACCAATATAAATAATCGATTTTTGCTTAGGAAAAAGCACTTTTTCT
+CGGTTAAGTGAAAAACTATCAAACTCTTCAACACTGGCGTCTTGGTTATCAATAATCAGTTTAATTTTTT
+TATTTGAAGGTATGGTCATTTCAGCAGGATAAAAAAGGTGACTTTTCAAAATAATATTGAACTCTTCTCG
+CTGGGCTAAGGCGCTATAGCTTGTCATTACCAGTAACATATAACTGATAACACGCTTTACTTTATGCTGC
+ATTACTGATCTTTTAAGCATGTTAGCTACGTTCATCCTTGTTATCTAATTGTCCAGCGCAACGTACAACT
+GCGTTCGCCTGTGATTCTTTTTGCGCTAGGCTTTGCTCAAGGTTCTTTTCAAGCTTTTGCTCAAGCACGT
+GATCAAATAAGACTTCAACGCGTAATCCACCTAATAATTTTGATTGCGACAATGTAATTTTTCCGCGATG
+CATATCAACAATATGTTTAACTATGGTTAAGCCTAAACCACAACCGAGTACGCTTGAGTCATGTTGATCG
+CCACCCACTCGATAGAATCGGTCAAAAACTCGATGGTATTCATCTGCAGGGATCCCTTCGCCTGAATCTT
+CAATGATAATAGCAATTTTATTTTGTGATTTTCTTTGATGATTGTCGTTTTGAATGTACTTAGTACTTAC
+CTTTATCTCACCCTGTTGTGGTGTATATTTATTAGCATTTGATATTAAATTCGTTAACATTAACTGCAAA
+GAAATTTCATCACCCTTAAAGGTTAGCTCATCACTGGATAAGGTAATTGTTTGCTGTTTATTTGCAATAT
+TTTGATAGAGATCTCCGATAACAGCTTGCAACAGTGTTTTTAATTTCACCTGTTGTTGACTCTGATTTAT
+TTGGTCGGGATTGGTACGATTTAAATGCAGTATTTGATCAATCACATGCCCCATTCGCTCAACACTAACC
+TTAAGTGGTTTAATTAAATTTATTGGATATTGTTGTCCCTGCTCATTTAACTCTTGCGATAGATTATGAA
+CATTTATTTTTAGCACACTTAACGGTGTTTTCAACTCATGAGCTGCATCAGCAGCAAAATGTCGTTCTCG
+TTCAAAAGCTAAGTTTAAACGACCAAGCAAGTCGTTTAAGGTAATAACTACCCGGCTTAATTCACTGTTA
+TCAACGTGTAATGCTAATGGCGTAAAATCATTACTGCGTTTATTGGCTAGCGCAGTCGTTAGTTTATGTA
+GCGGTTTTAAACCTTGAGTAATAATGCCATAAATAAGAAATGACAATAAAACAATGGCAATTATCATCGG
+GGTAACTGCCGCAAGGATTACCTCTTGAGCAAGAAGAAACTGCTTCTTTAACGGTTGAGCTACGATTATC
+ACCAATTCATTGTCGTTAGCTTCAAGGGCATTATCAGGGCCGTTACTTGTGAAATAATCGGAGGAATGAT
+CCGGGCTACTGGCTAAATAGATGGTACGCCAACGTTGTCCGGCGAAATTCACTTCACCAAAGTGTGTCGG
+TGACTTATTCAAGCTCATTATCGGTTTTACCGGGGAATTAGCACTTTGGATAACTAAGGTATCGCCTTGC
+CACACTTGAAAGGCAAAACTAGTTTGTTGCTTGATCGTAACAAACTGCCGTTGCTTGGTATCAAAGGTTT
+GATGAAGGCCTTTTACTATTTGTGCAAAGTCGACTAATTGCTGTTCAAATAGCTTTTCAGCACGTGTCAT
+ACTCGCTTTGTAGCCTTGAATAGCCGCAATAAAGGTAATTAGCGTTAATACGGCAACTAAAGTTAATACC
+AGAAAACGGCGAATGCTCATAAATTTGTTTCTATGTGTGAGTTAATGTGAAGACACTTAATTTAAAGACA
+GCTCATTTCAAGACAGTTAGTCTTGAGGGTGATTAATGATGTAACCTACACCACGGACATTTTGTATGAA
+TTTATTGGGCAGGTTCTTTCTTAATTTATGAATATGCACTTCGACAGCGTTACTCAGCACTTCTTCACCC
+CATTGATAGAGTTTAGATTCAATTTGCTCTCGTGATTGAATACGTCCGGCATTTTCCATCAACGCCTTTA
+ATACCATAAACTCTTTTTTAGAAAAGTGCACTTCACTTGCACCATTCTGCGCGTTTATCTCACCTTCTTG
+TTCGTGATTTTGTTCGTTATTTACTTGGTTACATTGTAGTAAATATACTTTATGAGACTTAGTATCCAAG
+CTCACTCGGTCAATCGTAATCATTGAACTAGAAGCGGTGCCTAAGCGGCGCTCTATGACTCTTAACCTTG
+CCAATAACTCTTGCATATCAAACGGTTTTGCTAAGTAATCGTCTGCGCCATAATCTAAGCCTTTCACTTT
+ACTGTCAATGCTATCTCTAGCGGTTAAAATAATAACCGGCAAGTCATTCTTTTTAGCTCTAATTTCTTTC
+AAGACCAGTAAACCATCAATATCTGGCAAGCCTAAATCAAGGATAACCATATCATGGCTAGGCACGGCTA
+AAGCGGTTAAAGCGAGCTTTCCTCTGGATAAATGATCGACAACAAAGCCTTCTCTAACTAAGGATTGCTG
+CAGTGCTTCAGCAAGCCCTTGGTCATCTTCTACTAATAAAATTCTCATGAGATTAGTTACCTTCTCGCCC
+AAAAAGTAATGTCTTGTTCCGTTAAAAAGTGTTCTGCATGTTCACCCTGCAACAACGCCAACGTTGCTAA
+TATTCCTGCTTGAATACATTGAGGTGCAACGGTTGTAATTGAGCGTGGCGCATTGATTATCGGCCATCCG
+GTTGTAGCATTTAACACGTGTCCGTAACGAATACCTTCTTTAATCAAGTATCGTCGGGCATCTCCACTAG
+TGGCTAACGCCCCTTTGTTAAGTGCCACAATCATATCTTGTGGCTGGCCAAGTACATCACTGTCAGGGTG
+TTCAATCGCTACTTGCCATGCTTGATCATTAAGTCTTGGACCTGTAACAGCCAAATCGCCCCCTAAATTG
+ACTAAAATAGGTTCATCCGTTATTTTTTTAGCTAATAATATAGAGCGATCCACCGCGTATTCTTTACCTA
+TACCACCAAAATCTAGTTCCATATTTTGTGGTAAAGTAATGCTTTGTTGATCATAATCGACTTTATTCCA
+ACCAACAAAACTAAGCAATTTGTTTACCTCGGTTGCGCTTGGAAAATGTTGACATTCCCCACTTAAGCTA
+TCAAAAGACCACACTTTCCTCAGCACACCTGAACTAATATCAAAAAGGCCATCGCTTAATTGATAACATT
+GCTCAGCAAAATTGAGTAATAAGAAAGTTTCTTCATCAATGGCAATTCTGTTACCGGCATTGCTATTTAT
+TTGACTGCAAACACTTTTGCTATCATATCGACTGTATTTGTCTTCAATACGCCAAACCTCACGGCTAACA
+CATTGAGCAACTTGCTCTGCTAACCGCTTATTTTGAGATTGGACTATCACCTCACACGGACTAGCCATAG
+CATTAAAACTAATGCTATGGCTGTCTTGTTGGTTGCTGTATTTAAGTGTTCTTTTTTTTTTCATATTATT
+GAAAACAATAATTAAATATGTAGTGATAACAGTTTAAAATGAATAACTCACTTGTGCAATAATAGCCTCA
+ACTACTGGATAAATATCTTGTCCGCTTAACGCATTCGGATCAGTAAATCCTGCATTAGTTGGCGTTTGAC
+GATAATATTCAAGCCTGAAAGAAAGTTCATTTCCCCCATTAAGTACCACACCATATTTTGCGCCGACAGT
+AATTGCTGTCATTTCGCCAATACGATAATCGGCGCTAACAAAACCTATAGGTGCTTGCTCATCAATAACA
+TATGGCTGGTAAAAATCAGCTTCACTTTGTTGGTAAAATCGAATATGCGGTTCAATATAACTTGTTGCGC
+CAACAGGAATAGTAAAGCGAGTATCAATAGTATGAGAATTAATTCCCCAGTCATCCCACATATAGCGATA
+AGAGACGTCTGCAACCGTATTAAGTAAGCTATCATCAAAATTATATTTAGCTTGCATAAAGGTACTCTGC
+TTTACCCTGGAATCTGGGCGACTTTCATATATATAATCTTGTGCTAACCCGTCAGTATTTAACACACTAA
+CTACTTTAAAGGGGTCTGTTAAATAACCGTCAACCATTGAATATGAATAATTAAATGCGGTGATCATACG
+ACGGTTTATCACTTGGGTAACACCAACAAGAATATCAGCTGTACTCTTATCATCACTATCCCCTATCCTG
+GTTTTAGCGAATTCAGCGTCCCACTCGGGTGAACTAGAGTCCCCAACTAACATTGATGAGTGCGGCTTTG
+GAATACCTCCTTCTGGGGTAAATGTATCTTGAAAGTAGCTTAAACCCATTGAAACAGTGGTATTTTTTTT
+ATTAAAGTCATAAGCTAAATTTCCATTAACACCTAAAGACAAATAATCATATTCTTTAGAAAAATGTCCA
+CCGACACTACCGGTAATATTATCCGATAATGGTTGTGTCCATTGGGCATTAAGTTGAACACGGGTATCAT
+GGAATGTATCATCCAGCGGTGTTTCTCCTGCGGGTGTAACATACTGACCATTACCTGAAGGACGAGTGAA
+TGTTTGCGCATTAGGTTGTGCAACCGCGCCGTTTGCTGATGCACCAGTTAGTGCATCAATCGTTAATTTC
+AGACTTAGAATTTCATCATTAGCAAAGGTTTTTGTGCCCGCAATAATCGCTTCAGTTGCACTCACTCTGT
+CTGCTTCCGAGTAAATCAAAAATGCACTATCAAATTGCCATTCGTCAGCTTCTGTTGCTTGCGCCACGCC
+AGCCGATAAAACACCCGTTCCAAGTAAAGCACTTGTCGCTAACGATAACGCTGCTTTTATATTAGGTTTT
+TTATTGGTTTTCTTACTTGTCTCATTTAGTTTATTCATTAGTTACACCCGCACCCACCGCCGCCAAAACT
+TTTTCCGCCACTCGATGCTTCTTTAGAAAAATAGATATGATCATCTAAAGCGGCATCAATCGGGCTTGAT
+GTTAGCGCCATTTCTTTTTTTGCTAACAAATCACGTTCCCAAGGCTCTACCCCTAAACTACTGCAGGCAC
+TAAGACTGACAGTGACAGCAGTTAATAAAGCAAGTTTAAATTTTGACACGTTCAATTTTGAAGTATTACC
+TTGCGATAACGTTTTAAATACAGGTTTATTCGCTTTCATGATTGTCTCGCTTTGTCTTGTTATGAGCCAT
+GTTATGAGTCTTGTTAGGAATATCTTTAGAAAGAGTGGGTGATGATGAGTTGAGTAACCGTTTAATCTCA
+TCTTCATATTGATTTATTTTACCGGTAAAAAAACCACTGTGACGATATTTAATCACGCCATCACGGTTTA
+TTAACATGCTTGTTGGCATGCCTTGAATAGAAAAATGTTTAGCTATAGTGCCTTTAGGATCATAAATAAC
+AGCAAATGACGCTGGATTATCTTGTAGAAATTGTTGGGCGTTCGTTTCATCGGCATCCAAATTTATACTG
+ATTACAGTGAAACCTTGTTCCTTGAATTGCTGCTGAATTTTATTCATCCAAGGAAATGATTTAACACAAG
+GGCCACACCATGATGCCCAAAAATCAATATATACCACCTTACCTTCTTGCTTTAGCAACGCCTGTTCTAG
+GGACTGTTGAGGACTATCCACTTGTTCTGCTGCAGTGGCAGAAGCAGTAAAAGCTATTAAAAATAAAACC
+AAAGCGAGTGTTTTTTTCATCGACATATCCCTAGATGCTATTCATATAATTATTTTTAACAGTTTTAATA
+AAAAACCTTAAAACTACTTAGTGCCAGTAGCTTAAGATAGTAAACTTAACTAAAACTTAAGAAAATTAAT
+TTTCAAATGAAGCGTTAACTAATCAAGCCAAATAATGGCTATGCTTAAAATATTCGTCTTGCCTAAAGGC
+GTTTATAATTCCAGCTGAATCCTGCATCTTCAAGTGAAGCGGTTATATACCTTAGAAGTAAATTAACATT
+CCCTTAAAAATTACTTTTGTATATACTGAGCCGCCATGGTGATAATTAATGATTCGATTAGATAATGACT
+ACTCATAAGGCTTTTGCTTTATTGTATTTTTTATTATGCTTTTGCTTTTTAAGTACAAGTTATGCTCAGC
+CTTGTTTAGCAGAAACTGACTTAACTAACGAATATAATTACCAATTTTCATTGGAAGAATCCCTTGAAGA
+AACCGCCCTTTTAAACAGTAATTCCTATATAAAACCGTTTGACCACGCGACTCAGCTTTTTAAAGTCAAA
+CCAGTAGAAAACCATATAAATCATACCTTGCCTTGCTGTAATCGTGGTCCCCCTTCGAATACCCTTATTA
+AACAGCAACCAATACTAGCTACCTAAACCACTTAGACATATGTGTTTCTAATTCGACCTGAAACGGGCAT
+CTTCATGTGATTTTGGTATTAGCCCTAGCACTAAATTAGTAGCACAAAGGCTTAGTATTTTCTTTTTTTA
+TTAAGCAGGTATTTCATTAACAATTAACTTGTTAAATACCCGTTAACAATTAAGATGCAAGTTTCAGAGT
+GGTTGAGCAACTTCAATTCAAAGCGCTATGATTCATAATGGTTTTTCAGGAGAATATGCTACTCATTCTC
+TAATAAGCTACGCTCATGTAGCATCATTATGAATCACAGTAACGATGGACTGATTTAACTCCCACTGAAA
+TTCGCGTGAATGTTAACGAGTATCGAAGCCTCTTAACGCATTAGTAGCCCTTATCATGATTAATACTGTT
+ATTCTCATCTTAGTTATCATCAGCTTTTTGATGATCATTACTGAAGACCTAATTCACATCAACAAAGCTA
+AAACCACACTTTTTTTTGGTACCCTTTGTTGGATTCTTGCTTTTATTTTTCCAATAAACAATAACCTAGC
+AAGTGAAACGACCCACCAACTTAACGAAAATCTACTTGAAATTGCCACCTTATGGTTGTTCCTAATGTCG
+GCAATGACTTTTGTTGCTTACTTAAACAGCAAAGGTTTTATTTCTGCACTAGTACAAAGAATATTACCTG
+AAAGGATATCTGAGCGTGGGTTAATGTTTGTCATTGCCATTTTTGCATTTGTCTTTTCCTCCTTTGCCGA
+TAATGTTACTGCAACCTTAGTGTCTATTGCGGTGGTGATGAATTTACAATTAGAGGTAAAAAAACGATTA
+AAATATGCCACGTTAATTATATTTTCGGTTAACAGCGGTGGTGTTTCACTTATTACTGGTGATGTAACTA
+CCTTGATGATATTTCTAGAAAATAAAGTGACTATTTCGAATCTACTCATTCTAATTTTACCTTCTTTTTT
+AGGCGTATTAACGTTAGCAAGTTTATTATCAATGAAACTATCCGGAGAAGTGAAATTAGCACAAACACGT
+ATTAAGATTGCAAAATCCGATATCGTCATTGCACTCATATTTGTATTAACTATTTCAGGTACGCTACTCG
+CCAATGTACTATTTCATATTCCACCTGTATTAACTTTCTTGTTTGGTTTATCTATTATGTTTTTAGTTGC
+AAACCTATTACCTAATAAAAATAATCAAGATGCTTTAAATTATATAAGGGAAGTTGAATATGATGCCCTA
+CTCTTCTTTTTAGGCGTGCTATTACTGGTAGGTATTTTAAAAGAAATTGGCGTACTTAATGGTTTTACTC
+AGCTATATCAATATTTACCTGCCATTACCGTAAACTATTTAGTTGGTTTCATGTCCTCTGTAATCGACAA
+CGTGCCCTTAACGGCTGCGTTATTAAAATCAGGTGTTGATATGAAAATCACCGAGTGGTTAATGTTAACT
+TATGCAACTGGCGTTGGCGGTTCAATCCTAGTTATTGGCTCAGCCGCTGGGATTATCGCGATGAGTAAAG
+TTAAAGGGTTGAATTTCATTAGTTACTTACGAAATGCTATTTATTTAATTATTGCATATACCGTAGGTTA
+TATTGGTGTTTATTTCGCAGCGAATTGGGCGCTCGCTTAACAATTACAGCCACTAAATTATCGTTATCCT
+CGCGGTTATAAATGGATATCAAAGCTTTTGTAAAATTGAGGTGTTTTAGTGGTTGTTACTTATTTAAGGT
+TCATATCGACCGAACAGTCAAACATGGTTTTAACAATAAATCGATAGGACAAGTGCATAACGAAAAGGCT
+CTGTTTAGTGGGAGTCGCCGCTTATACTTTATTGAAGGAAAACTCAGTTTTTTTAACTGAACGTAAATAA
+CCGAAAAAGTTCTCCGTGAATAACTACGAGGCTAAATACTTATCGTATATTTTTTGGAACTCTCCACTTT
+CTTTTAAATACCTCAGTCCTAAATTAAAGTCGTCTCGTATTTGTTTGTCTCTAAATACTGGACGGTAATT
+CATTGGGTCTACTGTGATAAAATTATGCTCATCAACATCACTAATTTCTAATTCTTTCATTAACTCAATT
+TTATTAACAAAGTATTTGAAAATATAACGGTCACAGAGCACCACATCGAATCGCCCTAGTTGTAATAATT
+CAACTTGTTTTAATTGATCACTGACGCCAAAAAATCGGTTTTCTTTAACGACATTGTTTAACCAGTCGGG
+ATATCGTTTTTCCGCGCCTTGAAAGGAAGCAACGTGAAGGGAGTCTAAGTCACTCGGTTTATTTATTGTA
+ATATTTCTACTTTTAAGGGTAATAAAAATATTGTCATAAATAACGGCCGGATTCGCATAAAAACCATCCT
+TTAAATGAACGCCCATATCGCCCATCGCAGCATCGACCTGATTCTGACGAAAAGCGATAGGAACTCGACC
+TAAAGGAAAGTACAAAGGTTTTAGTGTATGTCCCTTATATGCCAAAGCAGCAGATATGATATCAATTTCA
+ATCCCAGAATTACTTGTTTCAATAATATAAGGAGGGATCTCTTGGCTAAACGCCATTAAGACTTCGTGAG
+CGCTAGCTTTACTGCACATTAATCCACTGATAAAAAGAAAACAGTATTTGAGTAATTTAATTATTATTCC
+AAAAATTTATCACATGATACCTATAAGCAGTATATAGCAGTATATTGCTAATGATCAAACCCCATCAGCT
+AATGTGCAATTGAATTATGTATCCTATGACAAAGGCACAAATACAATCTCACCTAACTATTCAAATAACT
+CAAATCAAGACTGCTCTTTACTGAAAATACTCTATTCGCAAGAATATTATATAATTTATTGCTTATTTAT
+CGAGCACTCATACAGTTTAGTGTAAAAACTTCACTTTTTGGCTTGATTTATTTGACCAACGTGGCACTGT
+GTACAGGCTGAATATGTATTCAGTCCACAATTCGATTCAAACAATAATTAAAGGAGTAGCGCTTCAATGT
+GTTCAATCTTTGGTATATTAGATATAAAAACAGGTGCAGATGCACTTCGTCCTACAGCGTTAGAATGTTC
+TCGTCTTTTACGTCACCGCGGTCCCGATTGGTCTGGAATTTATCACAGCGACAATGCCATATTAGTGCAT
+GAGCGTTTATCTATTGTTGATACTGAGCATGGTGCTCAACCTTTATACAATGGTGATAAAAGCAATGTAC
+TTGCTGTTAACGGTGAGATTTATAACCACAAAGCATTAGCCAGTGCTTTAAACGTTGATTATGAATTTCA
+AACAGCCTCAGATTGTGAAGTTATTCTCCCTCTATATGAAGAATTTGGTGTTGAATTTGTTGACAAACTA
+CAAGGTATGTTTGCCTTTATTGTGTACAACGAAAAAGATAACTCTTATTTAATAGCACGTGATCACATTG
+GTATTATTCCTTTGTACACGGGTTATGATAGTGAAGGTAACTTCTATGTTGCCTCAGAAATGAAAGCGTT
+AATGCCGATTTGTAAAACCGTTGAAGAATTTCCTCCTGGACATATTCTTGATAGCCGTGTTGGGAAATTA
+CAACAATATTACAAACGTAACTGGCAAGAATATGCCGCGATAAAAGATAATACCACTAGTACGACTAAAA
+TTCGTGAAGCATTAGAAGAGTCAGTTAAAAGTCATTTAATGACTGATGTACCTTATGGCGTATTGTTATC
+AGGTGGTTTAGATTCTTCACTCATTTCTGCGATTACGCAAAAATTTGCAGCTCGTCGTATTGAAGACAAC
+GATTTAGCTGAAGCTTGGTGGCCAAAAGTACATTCATTTGCCTGTGGCCTTGCAGGTTCTCCTGATTTAA
+TTGCAGCACAAACCGTCGCAGATAGTATTGGTACTATTCACCACAGTGTAGTGTTTACCGAGCAAGAAGG
+TATTGATGCACTTAAAGAAGTTATTTATCACTTAGAAACCTATGATGTAACAACTATCCGTGCTTCTACG
+CCAATGTACTTAATGGCGCGTAAAATCAAAGCAATGGGTATTAAAATGGTACTTTCTGGTGAAGGTGCTG
+ATGAAATATTTGGCGGATACTTGTACTTCCATAAAGCACCAAACGCACAAGAGTTCCATGAAGAGCTTAA
+CCGTAAGCTTGATCGACTTCATAAATTTGATTGCTTACGGGCAAACAAATCAATGTCGGCTTGGGGCATT
+GAAGCGCGCGTACCATTTTTAGACAAAAACTTTATGGATGTTGCAATGCGCATCAACCCTGAAGATAAGT
+TGTGTGGCAATGGTAAAATGGAAAAAGCTATTTTACGTGAATCTTTTGAAGGTTACTTACCAAAAGAAAT
+CTTATGGCGTCAAAAAGAGCAATTCTCAGACGGTGTAGGTTATTCTTGGATTGATGGTTTAAAAGCCCAT
+GTTGAGTCACTTGTTACTGAACAACAGCTTGAAAATGCTCACATTAGATTCCCGGTAAATACACCTGATA
+ACAAAGAAGGTTATTACTACCGTACTGTTTTTGAAGACAAATACCCATTAGCTACAGCTGCTGATTGTGT
+TATTGGCGGAAAATCTGTTGCTTGTAGCACAGAAGAAGCCTTAGCTTGGGATGAAAGCTTTCAAAATAAC
+GCAGATCCATCGGGTCGTGCGGTACTCAGTGTACATAACGAGAGTTATTAATACTCTTTAGTAAGAAGAT
+TGTTTTACAGTAAAAATAAAAAGCCGATAATTATTATTATCGGCTTTTTTAATGGCTAAAATTAGCTTTT
+GTTTACGCCATTGCTTTATTCAACTGATGGAACATCAATAGCAGAGAAAACCTTTTTACCTGCTACCCAA
+GTTTGTGATACCTGACTTTGCCAAATTGTGCTTTCAGGCATAGTCAGTAAGTCATCCGCAAGTAAAATGA
+AATCAGCTTTTTTACCGGCTTCTAAGCTGCCTATAAGCTTTTCTTGATGCCCCGCATATGCCGCATCAAT
+GGTAAAGCTTCTTAATGCTTCAGTACGCGTCATTTTCTGGTCCGCATACCAGCCTCCGATAGGTAAATCT
+TTATGATCTTGTCTGGTAATTGAGGCATGTAAACCAAAGAATGGATTGGGTGATTCTACTGGGAAATCTG
+AGCCTGCGGCAATGATAGTATTACTATCAAGAAGCTTTCGCCACGCATAGGCACCTAATATTCGTTTTCC
+CCCCAGTCGAGTAACGGCCATATTTTTATCACTCGTGGCATGTGTCGCTTGCATCGAAGCAATAACATTA
+AGTGAGGAAAATCGAGAGATATCTTCTAAACGTAATACTTGAGCATGTTCTATTCTATGGCGTAATGCTT
+TAGTTTGGCTCTTTTGTATAGCCTGTTGGTAAAGATCTAATATCAATTTATTAGCATTATCACCAATCGC
+ATGAGTATTAACTTGAAAACCAGCATTCATCGCAAAATCAATATAGTGCTGTAATGATTTTTTATCGTGT
+AACAACAAACCTTTGTGACCTGAGTGATCGCTGTAATCATTAATTAATGATGCACCTCGACTGCCTAATG
+CGCCATCTGCTTGAATTTTGACACTGTTAACAGCAAACATTTCATCTTCAGTCCTATAAGGTCCTTGTTC
+TAGTTGTTGCTGCCAATTTGTACTAGGTAGATACAACATACCATTAATACGAATAGTCATATTTCCTTCA
+CTAGCAAGCGTCTTATATAACGCAATATCTTTTTGCTCAATACCAGCGTCATGTACACTGGTTAATCCTA
+AACTTGCCAATGAGTGCATTGCTCTTTTCAAAGCGATTTTATCTTCCATAGGCGATGGCGGAGTAATACT
+AGCAGTTATCAACGTCATTGCATTATCAATAAAAATGCCAGTAGGCAGACCATTTTTATCTTTTATGATA
+TCCCCTCCTACCGGGGCTTTACTTGCTGATGTTATACCCGCCAACGCCATCGCTTTTGAATTCGCCCAGC
+CAGCATGACCATCAACTCGTCTGAGCCACACTGGTTTATTAGGAAATGCTTCATCTAAACTTTTCGCATT
+TGGATAGCTGTTATTTGACCATTGCACCTGATTCCAACCACGACCAAGGATCCAACTCATAGAGGGATTA
+TCCTTGGCATAAGATATCGTGCGATTAACGGCATCAAGCTCTGAAGTAGCATTAACCAGATCCACACGTA
+ATAAACTGTGTCCATAGCCAATAACATGCCCATGTGCATCAATTAGTCCCGGTAGCATCGTTTGACCTTG
+TCCATCTATAACAATTACACCTTTAGATGCAGGAAGTACTGCTCCAATCGGATATACTTTATTGATGATG
+TCATCAGTAAACGAAATTGCAGAAAATTGTGTGAGCGAATTGTCGGTGAAAGTATAGCCGTTAACGTTCT
+TTATCAACGTGGTTTGAGCCATCAGTTGTGAGCTAATAAGTAGCAAAGAAATAGCACTAATAAATTGAGG
+TTTTTTCATAATATTGCTCTTGTTATCATATTGTATTGTTTGTGTTTTATTGATATTTTTTACCTCATCT
+TAGCATGACGTTAAAATCAAACAAAAAAATTAAATGTTGAATACCCAATACTTTATTATTTACGTTAATG
+TTTGCACATGAAAGCAAAAATAAATCTCTCTTTGTACATTTATTACCTTAACGTCATAGAGTTAGTTAGG
+GTAAAATAAACCTCTTGTTTATATTCTACTGAAACATTTAAAGGTTATCGTGTGACTGAAAAACATTTAA
+TTTGGGACTTACCCTTACGCATTTTTCATTGGGGTTTTGCCGCTACTATTTTAGCGGCCTGGTATACCGC
+TGAGCAAGGTGCTGATCTGGTTGAAATTCACATGCAATTAGGTTTTGTTGCCTTAGCTTTAATTGCATTT
+CGGATTTTATGGGGATTAATTGGTCCTAAACATGCGCGATTCTCACAGTTTGTCCCCTCTCCAAAATCAC
+TACTTTCATATTTACGAAGTCCAAATACCGCTAAGAGCACAGCGGGTCATAACCCACTGGGTGCTTTGAT
+GGTAATTTTAATGATATTACTGATATCAGCACAAGCAATCAGCGGCTTATTCATTAATGATGATGTGTTT
+TCGTCAGGCCCTTATTACGGCAGAATCAGTAATGAATTAGAAAAGGTAATGAAATTTTTGCATCATAATA
+CTTTTGATTTTATGATTGCCGCGATTGTTTTACATATCGCCGCTATCACTTTTTATTGGCGAGTAAAAAA
+AGAGAATTTAGTGCTGCCCATGATCACGGGTAAAAAGACAACAGCGCAAGTTAAATCTTCTGATGCTATC
+CCACATTCAAAGATTATTCTTGGTTGTATTGTTGCCGTTTGCTGTGTCATTTTTGTTTATTGGTTAGTCG
+TAGTCAATGCACCTGTAATTGAAGAATTTTATTATTAGTATTGAGGTAAGCTTGAGCAGACAAATATTTA
+GTGACTAAGATTGTTTATATTACAGAGGTAAAACTGCTCAGTGGTCTCGTTTAACGACGCTAGTTCACGG
+CCATTAAACAATAACCACTGAGCAGTTTGCTTAAACCTTAATATAATTATGGGTCATTTCAATTTAGAAG
+TAGTGACGGTACTCAAGCTTAAACTCTTGAAAGCTTTTATTATCATGAGTATTGCTTTCAACACGATGAA
+AATTAGCTGAAAAGCGTACGCTGTCATTTTGTCCAAGTCCTACACTTTGCTCAACGCTCACTCGACTTCG
+CTGTGTTTGGTCAAACAAAAATTGATAATGTTCTGCATCAACTAACAACGTAGTTTTCGGCCAATAATAT
+AGAAAACCTACCTGTAAACCGGGTGCAACTGCCGCGTAAGTATCAAGCTTTCGATTAAATTCAAGACGAC
+CGGTAGCTAATAAAAACACATAACTATTTTCTAAAGGTTGATAACTGACTCCGCCACCGCCGGAGCCTTG
+AGTAACCAGCACTTCTTTATCCTTTGTCCATTGTTGTTCAACGCTAATATTTGCTTTCCAAGACCATGGC
+GAAAAATAGTCATTCCTTGCGGATAAAGAAACGATATCAAGTAGCTCAGCTTTTTCAAGTTTCACATCGC
+CGCCTTCGTAAACCCTCACCATTGCATTCACCATATTTAATGACATACCCGTATAATAGCCTGAGATGGG
+ATCTAACAAATCGTGATAACTACCTCTATATTTGATTTCTGCAAAGGATTTATCAAGGTTTTGTCCTACA
+CTAAATCCTAGCATAGCCGTTTTATGACCTAAGTCTGGTCTGTCTGGCTGTTCAATTGGTATGACTAATT
+TAGTTCGGTTTTCATTCAGTCGTCTAAGTAATAAAAAACTTCGACGCGTAGTTTCTTTTGGTCGACCATT
+GAATGTATTTTGATAACGTAAGTAACGATAAGCGCTATCGACAATACCTTGCTGCTGTACTTTACTAAGC
+TTAAGGAATTCGTCGCTATTTAATACTTCAATATCCTGAGATAAAGCCAGTGCTAATTCATTTTCTTCAG
+CGCTTAACATCGCTAATTGTGCTTTTAGCTCCGTCAATATTGATGGTCTATAATTTGTTTCTCTTATTAA
+ATCAGCTTCTTGCACTACCCTTACTGTATCTAATGGCATTGCTGTCACCGGAAAATTTTTGGCTAGGTAT
+AAGCCTGGTCTCGCAACATCAAGCAGCTCTAACAACCGAAACGAACAGTTTTCATCAAAAAAGTAATATT
+CAAAACTAATGCCTTGTAGCTCCCAAATATGAGCCAACATGGTATTTATTTCTTCTTGGGTTAAATCTAA
+TTTATATTCCCAAAGGTCACGGTTTTCTAAGCGACTATATTCTTTAATTTTTTCGAAATAGGGGTTAGCC
+GCAAAGTATCCAGGATAACCACCGGTTAAGCCTCTTGCTGCATATAAAAAACCGCCCTCACCTTCAGGTA
+CTGTGGCGCCAAAGTTTAATGCATAAGAAAGATAGGTTGAGTTTTGTTCAACATTATCGGGGTCAAAACG
+TAGAAAAGTATGACCATACATAGATGAAGGGCTATTTAATTGCGCTGAAGCAAACACTAAAACTACATTC
+GTCGTCTTTAGAGTGCTACGCCAGTCCAGATACTCCTGACAAACATAAGGTTTAACTTCTTCACGAAGAC
+CTTTGACATTATTAAATAAAAATAATGTTCTTGCTGGGAATTTACATTGTATTTCATCCCGCTTTTTTAG
+TGACGCTATTGTCGCTAATAATTCATTTTCTGGATTTTTTGCACCATCTATCGCTAAAAAGAAATTTACA
+TCATCAACGTAGCTTTCAAGTTCATCAGCTTCAGTTTGTAAATTTATATGTAACAATGCACGCCATTGCT
+CTGTTTTAGCCAACTGAGTAATATTTTTATGTGGTTGCGAATTAGCTTTTGGGGAGGTAAAAAAAATGAG
+CGCTATAGATAGAAGAACTGCTTTAAATTTCATAGGTTATATTTATTAGCAATAAAATTGCAATGAGTGA
+TCGTAATGGAAACAATAGAATTAAAAAAGGCTACTTAAAGCAGCCTTTTATCATCGATAACAATTAATAC
+TAAACAGTATATTTAGCTAACTTTTCATCATTTTTCATTAAAGAAAACATTGAGCTAACTACATGTTCTG
+TTGTTGCTTCTTCTGAAGGGAATAATGTATTAAAGTTATTATGTAACGTTGATTTGAATAAAGCCCGATC
+TGCTTCTGCAACACCTAAAGAAACGGCAACAGCAGTTATTGCTTCACCATCACCGCGAGCAACATCTTCA
+CTGAATTCGTCCATAATCATACTAACATCAATCATTTCCTTACCGCCGTAAGTCAATGTGCCTTTAGTTG
+AACAACCATTAGAACCGAATGACATACCAAAAGTATTGTTACCAGTTGACGTGTTAGTTGTAGCAGCAAG
+AACATGGCTTGGAGTACCCGATTGACCAGCAAAAAGCATATTACCCCAACCACAAGATTGACTACCAGGT
+GCATCTGCTAGTGCAGAAGTAGATATTAATAATGTTGATGCTATTAAAAGTTTTTTCATAATAAATCCCT
+ATAAAGTTATGTTAAATAATACTTATTTAAAAAATAGAAGCTATTCCAGTCTAATACATATATTTACATA
+ATTCTAGAGTAAAACTGCAAATTTCCTTAAGCTATTTCTCTCTTAAAATAATAGCCCATTTAGCTATTTC
+ATATATATTTTTTAATCGTAAATTAGCCATAATAAAAAAGCCTTTAACTGTGTTAAAGGCTTTTAAAATA
+GTAACTTTTATTTAATAACTACGCGTGTAATTATTCTTCTTTAAAGTCATCATGACAACCACCACAGGTT
+TTACCAACGCCACCAATAGCTTTTTTAATTTCACTTTCATTATTAGATTTAGCAGCAATAATTAATTTAG
+AAGAAGCGACTGTTAATAGGTCGATATTTTTACTGAAATGTTCAGGTTCTTGCCAAATTTTAGCTAAAGC
+TTCTGTTTTTACATCAAACTTAGAGGTATCAGTACGAGTATAATCAGCAATCATTAAAGATAATTGATTT
+ATGCGTATGGCATTTTTTTCGACAACTTTAGCATCAAGTGGAATTTTTCCTTTCGCCATCGCGCCTAATG
+GCCCCATGTTTCCACCTAATAATTTAAACACTGATTGACGTAACTCAGTTGCATAAACAGCATGTTTTTC
+AGAACTTGCTGGCTGCGCCAAACTTGCCGTAGCAACCACTAAACTGGTAGAAATTGTTAACGCTAAAACA
+CTTTTTTTCAGGAAACTCATTGATATACTCTCTGTTAATAATTATTGTTTATTCCTTTTGTCCGGCTAGT
+CTAGCCTACTGGTACACTACAGCAAGTAAGAACTTGTAACAAAAGGATAATATTCGACATAATACATAAA
+GACTTGCCGTTAAAACCTGTTATAGACCATTCACAATTTCTTTAACTAAAGGTGGTCCTTGATAAATAAA
+GCCAGTGTAGACTTGCACCAAACTTGCGCCCGCTTCAAGTTTTTCATTGGCATCATCACTTGATGCTATG
+CCGCCCACCCCGATAATAGGTAATTTATTATTAAGCGCTTCACTGAGTAATTTAATGACTAGAGTACTTT
+TTTCTTTAACCGGTTGACCACTTAGTCCACCCTGCTCAGTGCCAAATTGTAGACCTTCAACACCTTCACG
+ACTTAAAGTAGTATTCGTCGCAATAACGCCATCTATACCATTATCAATTAAAGATTTTGCGATCGACTTC
+ACTTCATCACCCGTTAAATCAGGCGCAATTTTTACGGCGAGTGGTATATACTTACCGTATTTTTCAGTAA
+GTATGGTCTGCTCTGCTTTTAACGCGGCCAATAGTTCATTTAATGCATCTCCATATTGCAGTGAACGTAA
+GCCAGGCGTGTTTGGAGACGATATATTCACCGTGATATAAGTCGCTAAGTCGTAGACTTTTCGCATACAG
+TGAAGGTAATCATCTTTAGCATTTTCTTCAGGGGTATCTTTGTTCTTACCAATATTAATACCCAAGATGC
+CTTTAAAGTTTGCCGCTTGTACTTGCGATACTAAGTAATCCACGCCCTTATTATTAAAGCCCATGCGATT
+TATTACAGCATTAGCCTCTGGCAAACGAAAAATACGCGGCTTATCATTACCTGGTTGCGGTCGTGGTGTT
+ACTGTGCCCACTTCGACGAAACCAAAACCCATCGCATCAAAGGCATTAATACACTCACCATTTTTATCAA
+GTCCTGCCGCTAGGCCAACAGGATTTGGGAAGTTGATGCCCATAACCGTTAATGGTTTGTCTTGCACAGT
+TTGCTTATAAAAGGCATTAAACGGTGACTTCCCCGTACTCTTTAAACCCTTTATGGTTAATTCATGGATG
+GTTTCAGCATCAAACTGAAAAAGTACTTTACGAATGGCTGGATAAAACATAATGCCTCGGCTTGTTTACG
+AATAATAAAAATAAAAAATCCCCGCTAAGCGAGGATTTTATCAGTTAACTCTAACATTACAATATGCTAG
+CTTTGATTGGCCAAAATAAATTTACGTCAATGTTTTTCTGACGTTTATTTTGGTGATACAGGCTGGCAAT
+TTAAGCTTAATAACATTAATTCACGTAAGGCTACTGAGAATTTAGCAAAATCATGAGACTGGCCTATTTT
+AAAGTCAGCTAAAATATGCTTCCAGCGCTCTAGTGGTTGTTCATTAGTATCAATCCACACGGTAAGCAAC
+TGTTCTAAATCCGCAAATTGAGCATCACATTGACAGCGCAATACAACCGAAGTTAAAGAACGCTGTTGCC
+AATCTAACTCTTCTCTAAAGGATGCACGAGCAAGTGCTTGCCAATGGTTTGCAACGGGTTGGCGAGTAAT
+TTGATCTAAGAACCAATGTAACTCTAAACGAGCACCAAGCTTAAAGTACAAACTGGCAGCTTGTTCTACA
+GTACAATTATTTTCATGGGCTATTTCTGCAATATCCATAGTCGAAAATAAAGTACTTAATTGAGAAACTC
+GTTTTGCAATAACTTTAGGTACGCCTGACTCAACTAAGTCACTCGCTACTCGCTCTAAAGCTTCAATTTC
+TTCACTGATCATAAAGCTTGCTAACTGCTCAGATATGATAGCAAACGTTGGTTGATACAAAGTAATTGAC
+TCTGCAATCGACAACGATTTATTACGATGACGCAAGAACCATCGAGTTACTCGTCGAACTGTTCTACGAT
+ACTGGTACAACATTTCGGTTTGAATAGCAGTAGATATTTGATTATCTAATACTTCAATTTGATTCCAAAA
+CTCTCCTAGCTCAAATACGGCACTGGCAATAGTATAAGCATTAGCTATTTCAGCAATACTTGCTCCCGTT
+TCTTCTTGCATGCGGTTAACAAAATTAAAGCCCATATCGTTACCAATTTTATTGGCAAGTTTAGTGGCTA
+TAATTTCTGCACGTAATGGATGCTGTTGCATTTCATTTTGATATTTTTCGCGTAACTGTTTAGGAAACGC
+TTCAATAAGTAAACTATTATGATAAGGGTTATCTGTAATTTCAACATGGACGAAATCATCTTTGAGAACC
+ATTTTACTATAAGCAAGTAATACAGAGAGTTCTGGACGTGTTAACCCATGACCTTGTGCTAACCTATCAG
+CAATTTCTTCATCATCAGGAATAAACTCTAAACCACGGTTTAATTTACCTGCTCTTTCAAGTTCATGGAT
+AAAGCGAACTTGTTCTTTTAACTGATTCACGCCACGCATTGCTGTAATAGATAATGAATGTGTTTGGCGA
+TAACAATCTTCAATAACAATATCACCGACTTCATCAGTCATATCAGCAAGAAGTTTATTACGTTGCTTAA
+TAGTTAAGTCACCATTTTGTACCAAACTATTTAGCAATATTTTAATGTTTACTTCGTTATCTGAGCAATC
+AACTCCACCAGCATTATCAACGGCGTCAGTGTTAATACGACCGCCATTGGCAGCATACTCAATGCGTCCT
+AATTGAGTTAAACCTAAGTTACCACCCTCACCGACAACTTTGGCTTGCAAGTCAGTACCGTTGATTCGTA
+AATTATCATTAGCTCTGTCACCCACTTCTAAGTGTGATTCTTTGCTACTTTTAACGTAAGTACCGATACC
+ACCGTTCCAAAGTAAATCAACTTTCATTGTTAGTAACGCTTGCATTAAATCAGTAGGCGCCATGCTCTGT
+TTTTGCGTACCAATCATTTTCTTAATTTCAGGGGTAAGCTTGATAGATTTAACATGACGACTGAAAATGC
+CACCGCCTTTAGAAATTAGCTCTTTATTGTAATCTTCCCAAGTACAACCGGCTAAATTGAATAAGCGTTC
+ACGTTCTACATACGAACTTGCGGCTTCAGGGCTTGGGTCAATGAAAATATGCATATGGTTAAATGCAGCT
+TGTAAACGAATATGTTTTGATAACAACATACCATTGCCAAATACATCTCCCGCCATGTCGCCAATAGCAA
+TACAGGTAAAATCAGAACTTTGACAATCAATGTCCATTTCTCTGAAATGACGTTTCACAGACTCCCATGC
+ACCTTTGGCTGTAATACCCATAGCTTTATGGTCATAACCAACACTGCCACCTGAGGCAAAGGCATCGCCC
+AACCAGAAGTTATATTCATCAGATATAGCATTAGCAACATCTGAGAACGTTGCTGTGCCTTTATCAGCGG
+CAACAACTAAGTAAGCATCATCTTCATCTAAACGTACGACATCTTTTGGTGGAACTATTTCACCGCCAAC
+AATATTGTCAGTAATATCGAGTAAGGCGCGAATAAAGGTGCGGTAACACTCTTTACCTGCTTCAAAGATT
+TCTTGACGAGAGCCATTAGGTAGTTGCTTACATACAAAACCACCTTTAGCGCCAACAGGAACAATAACGC
+TGTTTTTAACTTGTTGCGCTTTAACTAAACCAAGTACTTCAGTACGGAAATCTTCACTTCTGTCTGACCA
+ACGTAAACCACCACGAGCAACTTTACCACCGCGTAAATGTACACCTTCAATTTGTGGAGAATAGACAAAA
+ATTTCAAATTTTGGCACAGGCTGTGGCATTTCACTTATTTGCTCAGGCAATATTTTAAATGAAATATATG
+ATTTATCACCTTTAACAGGATCTGCTTGAAAATAGTTAGTACGGATAGTGGCATTAATCATTTCAACAAA
+ACGTCGAATTATGCGGTCATCATCTAAGTTAGCGACGTTATCAAGTGAACTTTCAATTTCAGCTAATAAT
+TTATTCGTTGTTTTCTCTTTCGCAATGGCTGTTGCTTTACTCTTTGGATCAAAACGCAAAGTAAATAGTT
+TAATCAACTGTTCAGCAATTTCAGGGTAACGTGAGAAAGTATTTTCAATGTAGCTTTGGCTAAAGCGACC
+CGCAATTTGGCGGTCATACTTAGCAAAGGCTCGTAAAATAGAGACTGCACGTCCTTCAATACCAGCACCT
+AAAATAAGACGGTTAAAACCATCGTCTTCTAAGTCACCATGCCAAACTTTGGCAAAAGCATCTTGGAACA
+GCGTTCTAACTTTATAGACATCAAATTTCCCTTCACCTGTTAGGTACATTGAAAAATCTAAAATCCAACT
+CGCTTCATCTTCTGTTGTTTTAATCGCATAAGGTCTTTCACCGATAACACGTAAACCAAAGTTTTCCAAC
+ATAGGTAACACATCACTTAAGTGAATAGGTTCGCCTTTATGGAATAATTTTAACTTAACAAAACGGCTAT
+CCGGTTTTTCTTCAAGCGGTTGATAGAAAAGCATTTCTAGCTCATTGTCAGCATTGATATTTTCAAGCTT
+CTCAATATCTACAATAGCTGAGCCTGGTAATACTTCATCTTTATACGCTTGTGGAAATTTAACGTACTTA
+CGGCTTAATGCTTTCGCTGCAGCTTCACCACGATTAGCCCCTAAAGCACTGACTAACTTATCATCCCAGT
+TACGAGCCGCTTCATTTAAATTCTTTTCAATTTCTTTCACGTCTATATCTGCTTTCGTTGAGTTCACTCG
+AACAATATAATGGGTTCTTGCATGAACCGATTCTGAGAAGAAGGTAGTGAATTCGACTTCTTCATTGCTA
+TTAAACACTTCTTGCAATAATTTTTGCGTATCCATACGTAGCTGGGTGTTATAACGCTCTCTTGGAACAT
+ACACCATGCACGAGTAGAAACGATCAAAGGTATCGCGACGAACAAACAACCCGGTATAATCACGTTCCTG
+CATCTGCAAGATACCCGTTACATTATGAAGTAACTCATCTACAGAAGACTGTAATATCTCATCTCTTGGA
+TACGTTTCTAATATATTAATCAACGCTTTATAATTATGAGTTCCTTTTGCAAAAGGAGACGCTTTACAAA
+CAGACATTACTTTAGAGTTGATAAAGGGCAAATCTAACGCACTATTAGTGTAATAAGCAGAGCCGAAAAG
+CCCGATAAAGCGTTCTTCACCAACAACATTGCCTTTATCATCAAAACGTTTAACACCAATATAATCTAAC
+TGGGCGGGACGATGAACACGTGAACTAGAGTTAGTTTTAGTCAAAATAAGATGATTTTGATCTAGAGCTA
+CTTTACGCCCAGTCTCACTTAAGCTAGATACTAAGCGAGATTTAGAACCTTGCGAGTTTTTCATCAAACC
+AAGGCTTGATTCAACATTCGCTTCTAATGAAATATCTCCCTTAACGGCTTTAACGTCGTATGAACGATAA
+CCCATCAAGGTAAAGTTATTCTCTGAAATCCAATTTAAGAAACTTAAAGTATCTTCTTTATCCGTTTTGA
+GTCCTGGATATTTACCTTTCTTAACATCAGCAATAACCTTGTTTAAACAAGTTAACATTGGTTTCCAATC
+ACTGACTGTTAAACGAATGTCTTCTACAACAGAGAGTAAGGCAGTTTTGATCGCGTCTAACTCGTCTTGA
+CTTGATTGACGGTCAATTTCGATTAAAAACACAGTCTCTTCTGAACTTGCTTTGACTTTACTGTCAACAA
+TAGGTGCTAATTCAATTACTTCGTGCTTTTTATCACGAGTAATTTTAAGGGGAGCATTTAACATTAAATG
+CGGCGACACGCCTAAGCGATTTAAGGCTATGCGGATAGAATCGACTAAAAAAGGCATATCCTGAATTATC
+ACTTCAATAATCGTATGGCTAGATTTCCAACCATTTCTACTTACTGAAGGATTAAAAACATGAATAACAG
+GAGCATCATCTTTATGCTCATTAAGTGAACTCCATAAACTAAGCACCGCACCATACATATCACTTTCATT
+ACGATGGTCGAGATCTAAAGATGACAAGTTTCCGTACAATAAATTAGCAAACTGCTCTACTAAGGGAGCT
+GTTTTGTCGTTTACTTTTTGCTGGATAAGTTGTGCAACATTGCTAAGTATAACCGAGGGTGAACCGTTTA
+CTAACGCCATGGATGTTCCCTTTTAAAAAAAGCTTAAATAATTGATTTTTGGTTTTGATAAAGTTTATGC
+TTTCGACCAAAGCAGTCGTAAGAATAACCTTTATACTTTATATTTTTATATAATGTCTATCAGAATAGAC
+TATCCATCGGATTTTATGAATAAATTTAGGCTTTTGCGAGTGTTATTTTGTATTTTAGTGAGTTAATTCT
+TAAGGGATGTAGCAGTAAACGAACCGTTTATTTTACAGTTAATTATGTTTATGCAGTTATCATAAATAGA
+TACTGGTTAAACAGCTTTTTTATTGTTTATTTATGCAATATAGCCAAATTTTTTTTATTTAATTTTAGCA
+AAAAAAAAACACTTAATTATACGGTTAAGTATTTAATTAAGTGCTTTTTGTCATGTAAAGTAAAATTGTA
+AATGTTGAACGCTGCTATATAACAACTTAGTGGCAACATTTTATATTAGCATTGATGTCCTCAGCGAAAA
+CTATTCAGTCACGATTCTTATTTTTTATCATTCCTTTTCTCTGGCCATAAAAAGGCTGAGAGTGCAGGTA
+AAATAATAATAGCGGCCAACATATTAACCAAAAACATAAAGGTTAGTAATATTCCCATATCTACTTGAAA
+TTTCAAATCTGAGAAAAACCAAGTCGACACACCAATGGCCAAAGTTAAGCCGGTAATAAGTACAGCGCTA
+CCACGCTCTTTTAATGCTTCAAGGTATGCATCATGGACATTCATGCCCTCTTTTAGCTTAGTACTCATGG
+TAGATAGTATATAGATACCATAATCGACACCAATACCAACGCCCAATGCAATAACAGGTAAGGTAGAGAC
+GGTTAATCCGATATCAAGTGCCGTCATTAACCACTGAGCTAGCGTAGAAACTACATATAAAGGTAAAACA
+ACGACTAAAGTTGCTCTGACGCTTCTAAAGCTAATTAGGCACAATGCAATGACAGCACCGTAAACATAAA
+GCATCATAGGTAACTGAGCTTCTGCAACCGCTTCATTCGTTGCGGCCATAACACCGACTGGCCCAGAGGC
+TAATTTGAATTGAACGTGTTCACTACCCAACTCTTTAGCGGTAACTTTAACTGCTTCAATGACAGTGTTA
+ATCGTATCTGCTTTATGATCTTCTAAGAATAAAATCACTGGCATAACACTACAATCACTATTAAGAAGAC
+CGCTAGACGATGGAACTCGGGCAATTGACTGTACTAACGTTTGCTGATTACGTGGAATAACTCGCCATTT
+TGGATTACCTTCGTTATAACCGGCATTAACAATTTTAGAGATAGAAGATAAGCTGACCGCCGATTGCACA
+CCCGCAACATTTTCCATCTGCCATTGAAAGCGGTCTATCGTTGACATGGTATCGTAATAAGTACATGCAT
+CAGCGCTTGTCTCAATAATTACCGACATATAATCAACACTAATTGCATACCTATCAGTAATTAAGAAAGT
+ATCTTGGTTGTAACGTGAAGATTCATGTAACGCCGGAGCACCCGCATGTAATTCACCAATTTTCAAACCT
+TGGCCTTGATAAAAGCCAACAACGAATAAAATAGCCGTAAAGAACAGTATTATTCTTGCAGGACCTTTAC
+TGGCGAAACTAGCCATAAATGACCACACAGCACTTTGTTCACTTAATTGACCAACTTTCGCACTCACTTT
+TATTTTGGTAAATGAAAGTAATACTGGCAATAAAATAAGGTTAGTTAAAATAATCATCGCCACACCTATC
+GAAGCGGTGATAGCAAGTTCTTTGATAATACCAATATCAATAGAGAGTAGCGTTAAAAAACCAACCGTAT
+CGGAGAGTAATGCTACACCACCAGGAATCAACAATGCTCGAAAACTTGCTTGAGCTGCTGAAGCAGGCGT
+TAAACCAGTTGCAACTTTTTTAACGACCGAATTTATCATTTGTACGCCATGGCTCACACCAATGGCAAAA
+ACTAAAAAGGGAATCAATATCGACATAGGATCAAGACCAAAGCCAAGGCTTGATAACATGCCCATTTGCC
+AAACAACGGCAACTAAAGAACAAAGAATAGGTAAAACCGTTAAACGAATTGAATGACAAAAAATGTAGAC
+CATCACTGCGGTAATGGCTATTGCTAGGGCAAAAAATAATACTACACCCTTAGCACCCTCAGCAACATCG
+CCGACCATTTTGGCAAAACCAATGATATGTACACTGATATTATCGCGTTCAAATTCTTGACGAACTTCTT
+GTTCTAGTTTTTCTGCTATTTCAAGCGTATCTAATTTTTCACCAGTATCAGGATTAAATTCTAATAAAGC
+CGCTTTAACCATGGCACAACTGTAATCGTCAGCAACAATACTACCGACAATACCTGCTTTCTCTATATTG
+CCCTTAACTACGCCAAGGCCTTTTTCTGATGGTTGAAAATCTGCGGGGATAACTGGACCGCCGGCAAATC
+CATCCTCAACGACCTCGACAAAACGAGTACTAGGCGAGAACAGTGATTTTACTTGGATCCGATCAACACC
+AGGAATGAAAAACAACTTGTCGTGTACACCTTTTAAGGCGTTAAAGAAATCAGCGTTGAATATATCGCCA
+TTACTATCACAGACAGAGATTAGAATATTATTAGCACCACCAAAGTTTGTCCTATGTTTCAAATAGGTTT
+TCATGTAACTGTGGTTTAGCGGTATATTTTTAGTAAACGAAGCATCGAGTCTAATTTGAGTCGCTTGGAA
+GAGAAAAAAAGCACTGGTGATAATGAATAACATTAACACCAGGAGTTTATGACGAAATAGGCCTACTTCA
+ATACGGTTAGCCAGAGAAATTTTCATATTAATACATTCCGAACTTTATTAAATTTATTATGTTTTGTGTG
+TTTTACGTAGCTGTAATTATTCTTGAGATAAATCAACTACCTTAATACCAACATCAGAGACTGCAATTAA
+CTGACCTTTAAACCACACACCCGCGATTAACGTTTTTCCATCTTGCTGAGGTATTTTGCTAAAACTTTCA
+CCATCGTCGGTGCTAATAAGCAACATACCATTGTTTCCTAGAATGAAAATTCGCTCATCATTAGCAAAAA
+CAATATCATTTAATAATGCAGTGGTATTGGTGGGAACTTCATCCCACTGCGAACCATGATTGAGGCTACG
+AAAAACATGGCCACGAAGGCCTGCGACTAAAACATTACCCGTTTTCGTTCGCGCCAATGAGAAAAAAGAA
+CCTTGATAAAAGTTATCAAATTGTTGCCAGGTCAGGCCAAAGTCATCACTTTTTGCCAATAACCCTGTTT
+CACCTAATAGAAATAAACTGCCACCGTCTTGAACCAAACGATTAAAGTGCGGCAAAATGAAGGTAATCTC
+GTCTAGATAAGCGGCTTCATCTTCAGCCTTTAATTCATTAAGGTATTCAACATCATCAGCTAACAAAATC
+TCTTGATGAAATTCGTTTTGCCAAGTGCTACCACCATCATTGGTGCGAAATACCTGGCCATAAGCACCAA
+CAGCAATTCCCTGCTGAGGGTTTTTAAAATAAATATCAAAAAGGGGTTTTTCTAGTAAAGGTAAATATTG
+TTGAACTTGCCAATTGAGCCCACCATCTTGGCTGTGCAATATCGTTGCGTCATGACCAACAGCCCAACCT
+AACTGTTCATTTAAAAAGAACACATTGGTTAATGTAACTTGTACAGGTACATTGGCTTGTTGCCATTTTT
+TACCGTCGTTAGAAAGTAATATATGGCCATGCTGTCCGACCGTTACTAGCTTTTCTTGACCAATAAGTGA
+AATGTCTAATAATAATGACTTACTTGCTAATGGAGACTCTATTGCTGGAGTTGGGATATTGATAGTTGAC
+GCTGTATTTTCAGCACAAACAGGAGAAATCGAGATAAAATATATAACTGCAAAAGCAACTAATAAACGCA
+TAACAACACTCTTTTGACTTTTCTAATGATAAAAATAAATATAGAACTAAATTAAGTTAAATTTACGATA
+AGTGCAAAATTAACACTAAAAAAAACGGCTAACATCTGTCAGCCGTTTTCATATTACTGATTATCTACGA
+CCTTCTCGTCTTAGCGCAGCGGGAGTAAAATCTCGCTCGTTAAGCTTTTTAGAAAAGTCATACATTTTAG
+CTTCATTATCTAACCCTATCGCTATATAACGACGTGATTGAATATCATGAAACACATCAAGCGTTGACCA
+AAGTGTTGGTACATCATAATAATTGATAGCATGTGCTACACCTACACGATAAAGCTCATCGCGATTATCA
+TAAATATCAGTGACAGCTACTTGCCAGCTATCTTCATCGATATAAAAAACACGCTTCTTGTATATATGAC
+GAGTATTTTCTTTAAGGTTAGCTTCAACTACCCAAACACGATGCTTTTCATAACGTACTAAGTCTGGATT
+AATGTGCCCTGCCTGTAGAATATCTTCATACTTAACTTTATCACTATGAAGTCGATAGTCATTATAAGGA
+ATCAATAATTCTTGCTTGCCTTTTAAAGTCCAGTTATAACGGTTTGGTGCGCCATTATACATATCAAAAT
+CATCGGTGGTTCTTAAACCATCTGACGCTGTACCTGGTGCATCATAAGCCACATTCGGTGCACGGCGTAC
+ACGACGTTGACCCGTATTATAGGTCCATGCTTGTCTAGGTGTTTTAATTTGATCCATAGTTTCATGAACT
+AATAAAGCGGTACCAGCTAGACGAGCAGGCTCAGTTAATTTTTGTTTGAACTTAAACAAAATATTTGTTT
+TTTCAAGCTCCTCTGGTGAGGCACCTTGAACACTATATGGTAAAAGTAATGTTTCATTTAAACCAACGTA
+GGTAAAACTACCTGATGCTGTCGGTGCAGCCTGACCCGCTTGACGAGTAACACTTTCACCACGATAGCGT
+AATGTGTGGTTCCAAATTGCTTCAAGACCATTTGCTGGCACTGGAAAAGGAATACCAACAGCAGCTTGCT
+TAATACCATTACCTTCTTTAACTAATTCTGAACGTGTCGCATTATCTTTAACAGCCTGATAAACATGTTC
+TGGATATGAAGCACTACGACGTGTTTGATAAACATTCATTTTATAGGTTTCAGGATAAGTCTCAAATAAC
+TTTATTTGTCCTGGTGTTAACAACGATTTGTAATCTGCAAGATTACTCGCTGTAATAGTATATTCAATTT
+TGTCTGTTGGATAAGGATCAATATGATGATCACCAGCAGTATATCCTGCAGGTGGTTTAGTAATACCACC
+TGTCCACTCTGGAATCGAACCATCTTCATTAGCAGCACGTGTAGCACCTAAAGGGGTTAATTCTGACGAC
+AGCATTGCCGCTTGATCGGCTGGTATTTTTGCTAAAGCACCTGCCGATAAGACCATTGAGATGGTCAATG
+ATAATAGTTTGACTCTATTCATGTTATTTCTCATGATTTCTGCCTTAAATTAGATTGAATATTTTACGCT
+GAAAGAAACATAGTCGTGATCTTCCATCTTATTAGTGGTGCCAACACCACCGAAGAAGCTGTTATAGTTC
+AAATCTGCTGACCAACGACTTTGATAATCAAAGGTTACTCCCAGCGCCATTGACTTTCTGCCTTCAATAA
+ACATAAACAATGGATCAGGTGTAATACCTTTAACATCGTGGGAAAATACAACACGTGGCGCTATATTGAT
+ACCAGCGATAACGTTAGTATATTCAAATTTAGCTATTGCACGATAACCCCAAGCAAATTCTGTTGGGAAT
+GGGTTAGTCTCAACACCATCTTGTAACGCTTTGTTTAAACCTGGAGCACCATTACTAACACCACCACTGC
+GTGCGGTGCCTGGGCCATTTAAACGTAATTCACTTTGCTCGGGCATATCATTAATATTGATACCACCGAC
+CTCAATGAGTCCTACTAATTGACTCGCGCCAAACGTTGGCCCGAATAGATGTGTTAATGTCATCTGCGCT
+TGCATAGTATCAGATAAAATATAACCGTTAGCTGTTTCGCCCGGACCGAAAGGATTACCATCAGCATTAA
+CCATTTGCGAAACACCATTTAGCGCAGCGCCGGCAGGGTTTCCTGAATTATAAACTTGCTGAGGAACTGC
+AGCAAATAGTAGTTCAACATCATCAATTTGCAGCGGCTCATCTTGACGATAACTTACTTCACCGGCAAAG
+GCTGTTGTACCCAAGGTTGTGTTAAAACTCATTGCGTACATTTTAATGTCTTCTACATAATCTAACTCAA
+CACGAGAGAAACTATTTAAATCAGTATAGTTACCTTCGTTAATTTCATTTTCTACAAGATATCCAATATC
+TCCGCCTATTGATGCAGCACTATAATCTGCGGTAACGCCTGAGAATATTGGTCGACGACTATGATAATTG
+ACATGATACAAACTTATTTCAGTATCATTTAATTCAGGTAAGAACCAAGATAAACGCAAACCATATTGGC
+CGCCATCATCAGGATCATTTTCAGCTTTAGAGCCTGGTGCTCTTAAGGTAAGATTAGTAGCATAAGCACC
+ATACATTCCAGCAGCTTGCGTGGGTGATATTTTCCCTGTTCGAACTCCTTCACCAATTTCATTTAGACCA
+GCCATTAGGTAATCTAAGTTCATGTCAGGATTGCCACCAAAACCAAGTTGAACATTATTGTATTGACCAC
+CGTCACCGGCAAAGTCGTTGGTCGAAAAATAACTACCTGGTGGTGGTAAAATAGTTTTCTCCCAAGCGTA
+TTGATAAAAGGCTTCAATGTTGAAGTTATCTGTAACGCCCAATGAGCCCCATAAGGAACCAACCGGAATA
+AATGCTTCTTTTAATTCAGCACCCGGTGCACGTAAACGTGCAATATCAACAGCATTGATCTCACTGATAC
+CATGTGAAATTAACGTACTTTCACCCCAGCTAATGACTTGATCACCAAGACGAACTGAGAATGGCATTTC
+ACCGATTTCAAAATCACCATAAACATAAGCATCGAGTAGGCGGATATCTTGACAGACTTGTTTTTTCGCT
+TCGCTATCACGACAGGGATCGAAAACATTACCGGTAAGCGCATTAGAGGATGCTCTATCATCATCCATCA
+TGGCATAATCATAAAAATACATACCACGAACAAAAACACCAACATTTTGATAGTGAATATCTAATTCATG
+AACACCTTTAAATATTTTGGAGAAACTTTCACCGGCATTATAATTTAAATTGCCGTTATCACCATTGGTA
+GAATAACCACCAGCACCTTTCCAAACATCTTCTTTAACAGGCACATTGAGTGGAGAGTAAGGTCTGTAAG
+TATTATCAAAGCCTAAGGCGCTATTGGCATTGTTAGACTTACCTATATTGTCATTCCAGTTTCTATCTTC
+TGTTCGCCAGCTTGAGCCGAGACTAAAAGTAGAATCAAAACTGATCTCTACATCACCGAGCTCCCATCTT
+GCTGCTTGAGCAGTATTAACCATTGAAGTTAACAACGACATTGAAAGCGCGGCAGCAATACCTACAGCTA
+AAGGTTTTTTGGCAAAGCCATGTTGAGGCTTGTTTTTCATCTATTCTCTCCCCTGTTCAGAACATGATGC
+TAAAAGATAAAATATCACCGAAAGTTCATCTACATTAATGTAATCAAAAGTTAGTTCTTGTTATATTATT
+TATCTAACGACAGCAATAATTACATCATTTGACTTAGGTAGCAAGCGTAAACATTGGAGTTAAAGCGCTA
+TATTTTAATGACTTGCATTCAACTAAATGCCCGCTTTAATGCATTGTTTTAAACGTGCGTTTGAAATTTA
+AATATTACAATACTAGGTTTGTTTTATAAGCTCATGAAATAACGATTATTTGTTTAACTTAGGATTGTAA
+ATACACAAGGCGAATGGTCGGACCACTGTTTCAAGTGATTACTCTATTTAATAACACTGAAGCGAAATTA
+ATTCAGTTTAGATAAGGATAAAAATTTATTTTGTTGAGTTTGTAAACAAAAATCTCCTTGAATACCATTA
+ACGGTAAGGTACTTTCGTAGGTGCATAGCAGGAAATTGCACTTTAACACCTTGGGTCGTTGTGACGACAA
+CATTTTGAACTGTGCCTTGGTAGTAAGGGAGAAATTCATTAGTCGTTATTTTAAGAGAGAAGTAATATTT
+CATGTTATTAAATACATTTACGGATATAAATACTAGTAACGTGCTAATTTGAAATCAAAGCACGTTACTA
+CCAAATGATATTATAAGTTGAATTAGTCATTGAGTGCAGCATCAAGCTTTTCTTTTAAGTCATTAGACAA
+GTTGGTTAATGCCTGTAATTTAACTAATTCTGCTTTCATTAACTTTTGATGTGCAGGGGCAAAGCTTTTA
+AATTGAATTAACGGTGTTATTAGTCTTGAGGCCACTTGTGGATTAATTTCATTTAATTTAGCAATTTGAT
+CAGCTAAGAATTGATAACCTCGCCCTGTCGGACAATGAAAATACTTAGGATTATTCATTGCAAAAGCACC
+AATTAACGAGCGTGCTCTATTCGGATTTTTTAAGCTAAATTGTGGATGTTCTAAAAGGTTGGCAAGTTGT
+GTAAAAACATCTTCACTGACCACGCTAGCATTCAGGGCAAACCATTTATCCATAACTAATGTAGTTTGTT
+GCCACTTATTTTCGAAATGTTCTAATTGTTCATTTAAATCGTCTAAATTATTTTTAGAGCTACAGGTTAA
+AGCAGCCAAACTATCAGTCATGTTCTCTTTTAATATGTCATCATTATTCGTCGCTTGCTGGTATTGTTGC
+GTAACCAAGTACTGGTATTCAGGTAAAAGGCTTAAATAGGACAAACAAACATTTTTCAATGCTCTATTCG
+CCACAGCATTATCTTTTAAATCTTCGTGCTGACAAGCTTTATAGCTAACAAGTAATTGTTGCTGAGTACC
+TCGCGCAATAAAAGTAGCAAGTGTGGTTATCGCATTAGTCAATGCTATTGGGTCAATATCAACCATCAAA
+CTAGCAGCTTCATCGAAACTCGGTAATGATAATTGCTCCGCAATGAAGGCGCGATCGCCACCACTATTTA
+ACATATCATTGATTGCATTGATTAATTCATTAGGGATAGTGTAATCAATATCAAACGTTAATTGATGTAA
+GTATGACATTAACAATTTCTGACCTGCATCCCAGCGACAGAAGCTATTATCAGCTTGCTGCATAATGGTT
+AATAGGCTGGTATTATTTTGATCAAAAATCAACTTAACTGGCGCACTAAAATCAGCAAGCATTGCTAACG
+TTGGTTTGCTGGTAAAACCACTAAACTGCCAACTTTGCTCGGTTTGGGTCAATTCTAATAACTCACTTTG
+CGAAGCCTCGTTATTATTGTCACTGATTAATTCAACTTTGATTGGAATATGTAAAGCTTGTGGATTCTGT
+TGATTTTTAGTTATTGGTGATTGCTGTAATAAAGTTAATGTATAAATGTTAGTTTGTGAGTCAAACATTT
+CTTGTGCTTTAATCACAGGTGTTCCGGACTGGCTATACCATAACTTAAATTGAGCTAAATCTTTACCGCT
+GGCATCACTCATAGCATTGATAAAATCATCACAAGTGACAGCCATCCCATCAAAACGAGAGAAATATAAG
+TCCATGCCTTGTCTAAATTTATCTACACCAATCAATGTATGCAACATACGAATAACTTCAGAGCCTTTTT
+CATAGACTGTTAGCGTGTAAAAGTTATTCATTTCAAGTACTTTTTCAGGTCGTATTGGATGCGCCATTGG
+ACCTGCATCCTCAGCAAACTGCTGAGAACGTAATACGCGTACGTTTTGAATACGAGTCACCGCACTTGAA
+TGCATTTGGGCACTAAATTGCTGATCTCGAAACACGGTTAAGCCTTCTTTTAAGCTTAGTTGAAACCAAT
+CACGACAGGTGACGCGATTTCCGGTCCAGTTATGAAAATACTCATGGGCAATAACCGCTTCAATATTAAA
+ATAGTCACTATCTGTTGCGCAATGACTATCTGCAAGTACGTATTTAGAATTAAAAACATTTAAGCCTTTG
+TTTTCCATCGCACCCATATTAAAAAAGTCTACCGCGACAATCATGTAGATATCTAAGTCATATTCAAGAC
+CAAATGTCTCTTCATCCCATGCCATTGATTTTTGCAGTGACGTCATGGCATGTTCAGCTTTCGCCAAGTT
+GCCTTCATCAACAAATATCTCAAGGGCAACTTCCCGGCCCGACGCCGTCGTAAAGTTATCCTCAAGTAAG
+TCAAAATTACCTGCGACTAAGGCAAAAAGGTAACAAGGTTTTGGAAAGGGGTCATGCCAAGTAACAAAGT
+GTTTATTGTCCGACAACTCACCACTCGCCACTTTATTACCATTAGATAATAAGTAGGGATATAGGTTTTT
+ATCAGCGATAACCTTAGTGGTAAATGTTGCCATCACATCAGGTCTATCTAGATAATAGCTGATGCGTCGA
+AAGCCTTCAGCTTCACATTGAGTACAAAAAGCATCACCTGATTTAAATAACCCTTCTAGCGCCGTGTTTT
+CTTGTGGGTTTATCTCGGTAGTAATAATGAGCGTAAAATGGCTTCTATCTGGCAAGCTACTTGCTGGGAT
+AATTAATAACGTCTCATTAATTTGATATTGATCTTTACTGAGCGCCTGATTATCAAGCACTAATGAAACT
+AATGTTAAGTGCTCACCATTTAGTTGTAATGCTTGTTGAACGTCACCTTTTCGCTCTATGGTCAATTCAC
+TGACCACTTGACTACAAGTATCATCTAAATGGATAGTTAAATTTACTGTATTAATAGTAAAGTCAGCTGG
+GCGGTAGTCCGCTAAAAACCGTGGTGCTGTGTCTGATAAAATAGATGACATAATAGAGCCTTACTTTGGA
+GATGAAAATTAAGCTGTTGCTTTATGAGTTGTTTCTTTAGTCGTTTTATTAGTTAATGTCTTAATATTAA
+AACCAATAAAGCCATAAATAACAGCAAGGATGGGATTAATCCAGTTAAAGAAACAATAAAACATATAATC
+AAGTGGGTTAACTAATAACACCCCTGACATATAAACGGCACAAGTATTCCATGGGATTAGTGGTGAAGTA
+ATGGTACCTGCATCTTCCAGAGTACGGCTTAACACCAAGGGATCTAAACCTCTTCGCTCGTATTCTTCTT
+TATACATACGACCAGGCATTACAATAGCCATATATTGATCCGCGGTTAAAATGTTAGTGCCGATACACGT
+AGCCACAGTACTCGCGATAAGACTACCGGTTGATTTAGCTGAAGCTAAAATAACCTCAACAAACTTTTTC
+AACATACCTAAGTGCTCTAATACCGCACCAAAACTTAACGCACACATGATAAGCCAAACAGTATTTAACA
+TAGAAGACATACCACCTCCACTGAGTAATGAGTCTAGCTGGCTGTTGCCTGTTTCAATCACTACCCCGTC
+AAAAAACGCCGTCCAGATCACTTTTACATTTGCTGTAATCAAATCGGTATTTCCGCCTAAACGTACGATT
+AACTCTTGTTGAAATACCAATGCCCAAACGCCACCAATCAAAGCACCAATTGCAACTGCGGGAAAGGCAG
+GTACTTTTTTAATGGCCAGCGTTAATAAAACCAAGAGTGGCACTAAATTAAAGACCGAAATATTAAATTG
+TTCTGCTAACTGCTGGCTTAACAAATCAATACTGTCATTATTTACTGTGATAGTTTCATTAAGCCCAATA
+ATGATGAACAAGACTAGCGCCGTAACAATAGAAGGCGCGGTTGTCCAAAACATATAACGGATATGAGCAA
+AAAGTTCACTACCTGCGATAGCCGGAGCTAAATTTGTTGTCTCTGAAAGTGGAGAAATTTTATCACCAAA
+GTAAGCACCAGAAATAACAGCACCTGCAGTAACAGCCGGAGATAAATCTAATCCCTGAGCTATACCAATT
+AAAGCAACACCGATTGTAGCTGCAGTAGTCCATGAACTACCAATACTCATAGAGACGATCGCACACATTA
+CACAGGCCGCAGCATAAAACCATGATGGATTTAATAACTGTAATCCATAATAAATCATTGTTGGTACGGT
+ACCCGATAATAACCAAGTACCAATCAGCGAGCCTACGGCTAATAAGATTAAAACCGCACCAAGGGAAAGA
+GAAATGCCATTTACAATGGCTTTTTCAATAGAGTGCCAGTTGTGCCCATTTTTTACGCCGACAATAATAG
+CAACGCCCATGGATATAAGTAGTGCTATTTGATTCGGGCCATAAGACGAGTTGTCACCAAAATAAAATAC
+GGCGAGGGTAAGTAAACAAATTAAAGTGATCACTGGAATGCTTGCATCGAGCATACTTGGTTGTTTTGGG
+AGATTTAACTCAGACATGTAATGTAAACCTTTTATTATTGTAGTTATTTAACGGTAGGCTTTATATAAAA
+ATAAAGCCGCCTCGATGGGCGGCTTAATTATGCAAATACTGATTATTTTTTTGCGATTTTACCTAAAGAT
+ACAAAATCAAATGTTATCCGAGCTGCCTCATCTAAAAATGGGTCTAAATCATCAAGTTCATCAGATAAAT
+CATCTAAATCGGTTACTTTCTCTTTACCTAAAAGCACAAGTTGTTCATTAACACGTACTAAACGTTTACT
+TTTACGTTCTTCACGCTCAGATTTACGTGTTGCAAGGTTTAATGAAATAGTTTTATCATCTTTTTCCGCT
+TGATAAATACTAATATCTTCCAATAAGTAATTAAACTCTGGATTTTCTTTAATACGTTGCTGATAAAGAG
+AACTCAGGTATTCAATATCTGTATTGAGTTCATTCAACGGCGAATATTTGGCTTTTTGAATTTGATCCCA
+AGGTAGTGCGTTTTCTTCTTTACTTTCGCCCCAATCTTCTGGGTTTACCGCAGCAGGGAAAGAGATGTCA
+GGTAGTACACCTCTATGCTGTGTACTACCGCCATTTATACGATAAAATTTAGCAATAGTATATTGAATGC
+TTCCTAAAGGCTTTTCATATAAGTCATATACGCGACCTAAACCTCGGTGTTGTTGCACTGTACCTTTACC
+AAAAGTATGTTCACCAATAATGACACCACGACCATAATCTTGAATGGCAGCAGAGAATATTTCAGAGGCT
+GAAGCACTGTAGCGATCAACCATTACAGTTAGGGGACCATCAAAAAAGCTAACACCATCGCGATCACTAT
+TTACTTGAATACGATTTGCGCCATCTCTAATTTGAACAACAGGACCTTTATCGATAAACAAACCTGTTAA
+TAAAGTCGCTTCGCTCAATGAGCCGCCGCCGTTACCGCGAAGGTCAACAATGATGCCCTCAACTTCCTGC
+TCTTTAAGTTTGGCTATTTCTTTTTTTACATCTTTAGATAGGTTGTTGTAAAAGCTAGGTATAGTAATAA
+CACCTAATTTTTTACTGTCTGCCACATCTGGATTTTCAAGATAAACCTCTGACTTTGCGGCTCTATCTTC
+TAATTTGATAATATCTCTAACGATAGAAACCACTTTAATATTGGCTTCATCGTCACTATCACCTGATAAT
+ATTTGTAAGCGAACTGTAGTGCCTTTAGCACCTTTAATTAATTCGACCACATCATCTAAGCGCCAACCGA
+TAACATCTTCAAAATCTTTATCGCCTTGGGCAACGCCCACAATACGGTCTTTTGATTTTAATTGTTTAGA
+CTTATCTGCCGGTCCACCCGTAACAACACGGTGAATAACAGTATAATCTTCAATTGAACGTAACTCTGCA
+CCAATACCCTCAAGTGACAAGTTCATATCAACTTGGAATCGTTCTGCATTTCGCGGCGATAAATATGAAG
+TATGTGGCTCAACAACACGAGCAAAGCTATTCATTACAAGTTGGAAAGCATCTTCACTTTCACTTTGCTT
+TAAACGTTTAATCGCGTACTCATAGCGTTTAGTTAATACTTCTTTAATTTTTGGCCATTCTTTCTTGGTT
+AATGTCAGGTTTAAAACATCTGATTTAACCTTTAACCGCCATAATTCATTCAACTCAGCTTCACTAACAG
+GCCAAGGTGCTTCTTCACGATCAAAAGAATAAATTTCTTCTTTGGTGAAATTGAAAGGGTTTTTATCGCC
+TTTACTATTTAATAAACTGACTGCATATTCATAACGTTCTAAACGTCTTTGCATATTTAGGTTATAAATA
+TCGTAAGCGGTTGCCAACTTACCACGTGTCAATACAGTGTCGAATTCAAGACGATATTTCTGAAAATCAT
+CAATATCAGTTGCTAAGAAAATATTTCTCGCATAATCGAGTTGTTTAATAAAACGATCAAAAACTTCACC
+TGATAGAGCATCATCAATGATGACTTTCTTATAATGCGCACGAGTGAATCGTGCCGTAATGCGCTTGCTT
+GCTGTAGCATGCTGAGATTCAGGCATGAGTACAGGGAGTTCTTCTGGAGTGATTGGTTTTTCAAACGCAA
+TAGCGCTTACAGATAAACCTAACGATAAAGATACGGCGAGAGCGATACGACAAAATTTTTGCATGCATTA
+ACTTCCTATTCAATTTCTAAGTGACCTAACGGTTTCTGCTAGGCCTAGCCGCCAAACCTAATTATGGCGA
+CTTTTGACTGCTTACAAGTAGATGTTTTGTAGTTGAGTTTTGATAACCATGCCAGAATCAAGTTGTACAC
+TGATATCTTTACCTGAAATTTCAGTGATAGTCGCTTTCATTGGTGAATTACCCAATTGCACTCTAACTTT
+ACTACCTACGTTAATTGTAGTTGATTCAACAGATTTAAGTGGCTCTACTTCTTTTTTCACAGTTTTTTTC
+GGTGTTGACTTAACTGTTTTAAATTTAGTTGATTCACGTTTTTTATCAGCTGGCTTATTATTAGCTGCTT
+CTGTTGAGCCTTGTTTACCTTTATAAGGCTTTTTAGCATCGTTGTCTGTCGCTTTTTTGTTACCAAATTT
+TTCTTGGCTTTCTTTAAGCGTTTTGCTGGCATAAGCTGCTTGATCTTCATCAATTTCAGCAACGTCTTTG
+CCATCAACGTCTACACGTGAATTACCAACCTTGATAACTTTTAGATAACGCCAGCTGCTTGTATAATGTC
+TTAATGCTTGACGTAAACGTGTTTTGCTCACCGTTTCATCATCATCAAGCTTTTCAGCTAGATCTTGGAA
+TATACCAATTTTAAGGGGTTTAACAGGACCTTTAATTGAAAAACACTCTGGGAATTTTTCAGTTAAATAA
+GCAATGATGTCTTTCGTACTTGTACGTTTAATTTCAGTTTCCATAGCTACACTTTTTTACAATTTTAATT
+AAATTAAGCTGATTTTATTTTTAAACAAGAATCACTCTATCAAGAACGACTCTAGCAAGAAAATAGCGCC
+AATGTTTATCTTTCTTTATTCTTCAGATTGAAGATGTTGCTCAGGATTATCGAGCACATGCTTACACCAA
+TCATATATATCATCTGTTTCTATCTCAGCAATCGCTTCTTGGCCTATCCAGGTATCCCAAATGAGTGCCA
+ACAACTGCTCTAACACTTCCGTATCGATATTTTCATCCGCTAAGTCGTACATAGTATGATAAATTTCATT
+CATACGCTCAGCAACTTCTTCTTCCTGACCATCCCAGTCCCCAACAATTTCTTGGGTTACTAGATAGTCA
+TGAATGACTACAAATTCTTTCATTAAACTTTCACTTTCTCTATAAATTTTAGACTACAGGGTAAACTTAC
+GCATTGTCCATAGCAGTAATATTTTGCTCGAAAGCCTGTACTATCGACACAATGCCTTGTTCGTCTTCTA
+GGTTGAATCGATCAAACACTGTGCTATCAATGTCTAAAATAGCAATCACTTTACCAGCGATTTTAACAGG
+AACAACTAGTTCAGCATTACTACTTGCATCACAAGCAATATGACCATCAAACTGATGAACATCTGAAATA
+CGCTGAACTTCTCCTGTAAAAGAACAAGTACCACAAACGCCTTTACCGACAGGAATTCGAATACAAGCGA
+CTTTACCTTGAAAAGGGCCAAGCACCAATTCACCATCAATAAGACGATAAAAGCCAACCCAATTTACATC
+AGCTAATCGCTCAAACAGCAAAGCACTGATATTTGCCATGTTTGCAATAATATCAGATTCATCGTTTATT
+AGCGCTTTAGTTTGCCCTAATAGTTCATGATAAAATTCAGCTTGATTACTCATTTAAAGGCACCATTGAA
+GAAAGCTATGATAAAAAGCGCTAACATACCTAAAAACACACGATAATTAAAGCTTTTCTCGAACAAATGG
+CCAACTATTCCGAGTTATTAGTTCATTTATCAATCTTGAAGGCTAAATTTCACTAAAACACGGGCGGTAA
+TGCTTTGACTACCGATTAATGATGAATGCGCTCTTGGACTTGAGTCTTTCATCATTGCCTCTGCATACAT
+AGGACGATAATGATTACTTGACTGCTCTCTAATTAATTGTAATTTTTCTATTTTTCGCCCTGCCTGTTCA
+GCCATACGCTGAGCTTTTTTCCTTGCATGGCTAATAGCTTTTAATAAAGCTTGTTGGTAATACTCGTCTC
+TTCCCTCGACACTCATAGATAGTGAGGAAATATGACTGACATTTATTTTAATAATTTTCGTTAAAAAACT
+ATCGTAGTCATCAATTTTATTAAAATTAACAGTAATTTGACGACTTAATTCAAATAATGGTCTTTTTTGT
+CCATTAACAGTATTTGTTTGTTGATTAATACTTTGGCCATCAATATAAACACTGCCTTGCCTAGCGTTAT
+TAAGTTCAAGGCCCTGCACTTGAATTGAGGGTTTTTCTTCCACTATACGTAAATTAACCCGTGCAGAAGT
+TATATTTCTGTCCTTTACTGCAAGGCTTTTAGCTGCATTAACGACTGAATTACTCTTTTTATCTACTAAT
+GCTTTTAACTTATTCGGTACGCGACCACGTTCAGTAATTGTTAACGTTAATGAAAATTGATCAGGTATAA
+CCACCACACTGCCCTGACCTGAAACTTCAATCCCTGTATCATCAAAAGAAAAAGCGTAGCTTGGTAACAA
+TGAGCAAATCAAAAGTGTCGAGTACGATGTTATGCGCTTTAAGTTTAACAACGTATTTATAGGTGAACGA
+AAAGATAACAAATTCATGTTAGCGCCTTAAATTAAGTGGTGAATGTACTGAACCCGTTACCTAAAAAATA
+CTAGCCTTTGGAGGTTGTAATCCATTCATTGCTGCGCCTAAAACCAAGTAGACCAGCAAATTCTGAAAAT
+GTATATTAAATGATAACGGGTGAATCGTTGTAAAAAGGAGGACGTTTCCCACTTAACTGCTTTATTTTTT
+ATTGATAAACTTAAGAAAGTCTTCTTTCTCATCTTTGCTAGCTTTCTGCCACCAGTATTTGAGCATAGGA
+ACCGTGTCTACCTTGTTGATAACTTTGTTATTAAAGGCCTGGCTATCTACAGCAGTAGTTATGGTTGGAC
+TATTGCTTTGAGAGATAACTACTGGGGCTGATAATGTGGTAACTACTTTAGTTACCTGTTTACCCAATTT
+ATAATCACTAAGTGTCTCTAATTCTAACACCAATTCTTGTTTGTTTTCATCGAGCAAGATAACTTCTGGT
+GATTGAACAAAGCGCTCGGCCGAAGCTAAATCACTAATTTTACTTGTCGATAAAAATAATTCCTGCTGAT
+TTTCTACTACCAGTTTAACGACGAAATAATCAGACTTTACCAGTCTATCCTCACCCATATCTAAATCTTC
+AAAAACATCTTTATATTTAATGACTAAAGTATGTTTCCCTTGAGTTAAATCAATCGTTCGTTTTTTTGAT
+AAAAAACCATGTTCAACGGCTTTGTCATCAACGTCACGTAATATTAGATTATCAGAAACCGTTAATGTCG
+CAGCGTTAGCCTTAACAGCAATAAAACTGCCTAGCAGGAGGCTGGCACAAAGATAACTTAGTAGTGAATT
+GTTCAAAAATTTTGCGCGAGTGGTCATTGTAGTCAAGCTTGAATCCTTTATAGGGGTGATATGTAATTAC
+TCTTTATAAACTGCCTAGCGAATAAATAAAAGAAAAAAGATGTGATAAAGGTTAGACATTCATTCAACCC
+CATGCGTATTATCCATGCAAGTTAAAATGTAGTGAGCAAACATGGATGGCAAGAAACTCGACATTAACAA
+ACCTTTTTCTAAGTACTAAAAGAAATATGGGCCGTTTGATTAGTCATATCGTCAAAGCTGACGATATCGA
+TGATATCGTCCAAGAAACCTTTATTAAGACTTATGAAGCCGACTTAAAGCAAGAAATTAAGTACGTTCGC
+AGCTATATGCTCAAAACGGCAAAAAACCTTGCGTTGAACCATGTAGCTCGATGGGATAATAAATATAATG
+ATTCTCTAGAGGATTTTTCTCAGCCACCTGTTCAATTAACTAGCGGAAAAGTTGAAGACGATTATGAAAG
+CAAAGAACAGTTCTTATTTTTTTGTCGAGCAACGGATCAACTATCAGGTTCAGTGCGTAAATGTTTTATT
+TTAAAAAAAGTTTACGGATTAAGCCAAAAAGAAATTGCTAGCTATTTAAATTTGAGTGAGAGCACAGTCG
+AAAAACACATAGCACAGGGTCTCCTTAAAAGTACAAAGTATATAAAACGAATGAATCACGGTCATAGTGT
+TAAAGGTGCTAAACAAAACCACCAAGTTCATAGCCTCCAAGTAAAAAAAACAGTTTTGAAATAGAGTAAT
+AAGAATGGGTAATGTAAGCCAACTATTCGGTAAAGATAACAAACAACAAGATTACAGTATTCAAGAAGAT
+AGTATCCAAGACCTTGCTTGTCTTTGGATTAGTCGTATGGATCGTGGATTAAGTGCATCTGAACAACAAG
+AGCTCGTTGAGTGGTGTAAGCAAAAGACTCAACATCATAATGCGCTACTTGAGATGGCTTCTTACTGGGA
+TGATTTAAGTGTTTTGAATGAATTAAGTGATTTATTTCCGTTAATACAACCCAAAGTTGGCAATCAACGA
+AACAAATTCTCTGCTATCGCCCTAGCGGCAAGTGTCGCCATTATTTCTATCATAGGTCTCAATACCTTCG
+TCAATGAATCATTTTTACCTTATTTACCGTCTTATCATGAACAGACATTAACCCAAACTCAAACCTTGAA
+AACTCAAGTGGGTGAACAGACAAGTTTTACTTTGCAAGATGGTTCTCAAATTCAGTTAAATACTAACAGT
+CTTATCATAGTAGACTATAGCCCCACACAACGCCTACTCACACTCGTGCAAGGCGAAGCCCGTTTTGATG
+TCGCTAAAGATAAAAATCGTCCTTTTACCGTGACCGTTGGTGAAAAGTCTTTTACTGCACTGGGTACAAT
+ATTTAATGTCCAAAGAAACAATAATCAAGCAATGGAATTAGTTGTTACCGAAGGAAAAGTATTAATTACC
+AAAGCAACAACTTCAATCACTGATATTAAAGACACCTTACTTTCAGTGAGTACGGCATTTATGCCCGATA
+TACTTGAAGCCACATTAGTCATCTCTGGTGAAAAAGCGGTGATAGCAGAAAATTCAGCACCGATTACTAA
+AACACCAGTCGAGAAAGTCTCTTTAGATCAAATTAACCGTGACCTAGCTTGGCAGCAAGGTATGCTTATT
+TTTGAAGGAGAGCCTTTATCAATGGCACTGGCTGAGATTAGCCGCTATACCTCCAGTAACTTTGAGATTG
+TTGACAGTAAACTATCTGAGTTAACTGTCGCGGGTTACTTCAAAGCCGGGGATATTGATGGTCTATTAAC
+CTCATTACAAAGTAACTTTGGCATTATTTATCGCAAAAACTCCAGCGGCACTATTTTACTGTCCTCCGCA
+GAATAATCACCATCATCTCGAAAATCCTCTCTTATTTACTTGATTAATAGCTGGTATTTTTTACTGGCTA
+TTTAACTACAGATAGAACAATATAAAAAAAAACAAAAAATAAATTAGAGGATTCCCCCTGCTTAACTGTT
+TATTACTATTGCACAGTTGGCGAAATAAACTTCGTCTGAATCAAGCCTCGTTTAGGCATGCCTTGTTGCT
+TAATATCTCCTTAGTGATGATGTTATCAACAATAAGTCATGTCCAGGCAGAGGAACTAATTCGCTTTGAT
+ATTAATAAACAACGAGCTGATAAAGCTTTAATTGCATTTGCCCAAAAGGCCAATCAAACGATAATTTTTT
+CCTTTGATCTAGCCAAGCAATATCAAGCAAATACTTTGAAAGGTTATTATCCTGTTAACCCGGGCCTAAA
+AAAATTATTAAATGGCTCTGGTCTAATCGCTGTTGTTAATAACTCTGGTCAACTGAGCATTCAAGTTGAT
+TCACATAACAAGAGAGATATAACAATGAGAAATAAAAACATACATGCCGCGCTAATACCGATTTTACTCG
+GTGCAGCCAGCCAAACAGCATTAGCTCAAGAACCAGCACAAGCACAAGAAGAAGAAGTAGAGAAAATATC
+CATAGTCGGTAGCCGAGTGGCTGGCCGATCTGTCGAAGACTTACCTGTGCCTGTTGATATTTTATCAGCG
+GAAGCGTTAGCAAATACTGGTCAGACAGAAGTTGGCCGAATGCTCCAAGCCATTGCCCCATCATTTAACT
+TCTCTAGCTCATCTATTAGTGATGGTACCGATGCTTTACGCCCAGCAACATTACGAGGCCTAGGTCCGGA
+TCAAACCCTAGTACTGATTAATGGTCGTCGTCGTCACCAAGCCAGTTTAATTCATATCAACACTTCTGTT
+GGCCGAGGCACAGCGGGTACTGATATGAATGCTATCCCTGCAGCTTCAATCAAACGTATTGAAGTATTAC
+GTGATGGTGCTGCTGCACAATATGGCTCTGATGCCATAGCAGGTGTTATCAATATCGTACTTAACGATGC
+CGATGAAGGCGGTAAAGTAGCGGTATCTTATGGTGAATATTCAGAGGGTGATGGTGAAACAACCAATGTA
+GACATCTCTAAGGGCTTTAGCTTAGGAGATAATGGTTACCTTAATACAACCCTTAACTTTAGAGATCGTG
+GCTTTACTAATCGTGCAGGCTTGCATGGCTCATGTCAATTCTCAGGATGTATTGAGCAGGCTAATGGTGA
+TTTATTATTAGGCGACCCTAGAGAAGCAACAGCAACTCGTTCCACCTTTAGAATTGGTGATGCGGATGCC
+AGTCAGTTTGGTTTAACCATTAATAGCGGTTATGAATTAGGTGATGGTGAATTGTATGGTTTCCTTACTT
+ATTCAAATCGCGATAATGAATCAGCCGCATTTTTCCGCCACAACAATAATAATGGCGGTAATGCCCCACT
+ACAAGATGGCGATGCGACTATTCCAGCCGGATTTTTACCTAAAATTAATACTGAAATAAAAGACATTTCT
+TATAATTTTGGTTATCAAACAGAATTTTCAGATGGCTCGTCTTTAGATTTTTCTTATACCTATGGGCAGA
+ACAATATTGATTATGTTACCAGTAACACCATTAACTCTTCTTTTGCTAACTCATTACGTTACAGCTCAAG
+TTTAAGCGCAGATGAAATTAGAGCCTCGATTCCGCGCCAAGCGTCAGCATACGGATTAGAGTTATCACTG
+CAAACATTAAACCTTGATTATACCCAAGACTATGAATACTTTTCATTAGCCATGGGCGCAGAAATTAGAA
+CGGATGAATTTAAAGTAACTGCCGGTGATGAATATTCTTATCGTGACTATGATACCGATGAATTAGGTAA
+TAGTTTATTCCCTGATGACCGCTCTGCCGGCACTCAAGGATTTGGTGGTACAGCGCCAATGCAAGCTGTA
+GATGAAACCCGTGATGTCATCTCATTTTATATTGATGCTGAAACTGAAGTTACTGAAGACTTAATCGTCA
+GCGGCGCTGTACGTTACGATGATTATGAAGGCTTTGGCGACAGTACCAACTTCAAATTAGCCGCTAACTG
+GTCTATCACTGAGGATATTGCTATACGTGGTGCGATGAGTACAGGTTTTAGAGCACCATCAATGCAACAA
+CTTTACACTGACAACATAAGTACTCAGTTCCAAACAGATCCTGCTAATCCTGGCGGCGATCAAATTGCCG
+TACAAGTGGGTACTTTTCGTAATGACTCAAACCTAGCTAAAGCGATAGGTATACCTGAATTAAAAGAAGA
+AGAAGCCACTAACTTTAGTTTAGGGACCGTCATTAATATTACCGATGATATTAACTTAACCATCGACTGG
+TACTCAATTGATATTGATGATCGAATCGTATTAAGTAACTCCCTAGGTCAAGGTTTATCACCTGCTTTAG
+ATGCGGCACTTATTGCATCCGGCGCTGGTGCAGGTCAGTTTTTCCTAAATGGTGCTGATACTGAAACGAC
+AGGCATTGATATCATTGCTACATGGAATACTGAACTACTCGGTGGTGACTTTAATTTAACTGCTGCCGCA
+AACTTTACTGAAACTGATGTGGTAAATATCTATACACCACCAGACAGTGCATTGGGTGGTATCGATCCAA
+GTGATGTATTTTCAGAGCAAGCCGTTTCTATTATTGAAGAATGGCAACCACAAGATCGTATTAGCTTAAG
+TGGTTTGTATACTATTGGTGATGTAAGTATTAATTTAGCCTTTAACCGCTATGGTGAATATACAGTTACT
+GACGGAGGCACACAAACTTACGGTGCTGAAGTATTAACTGACTTACGTGTTAACTATCAAGTAACTGAGA
+GCTTATCATTTAACATTGGTGGTAATAACTTGTTTGATGTTTACCCTGATGAAAACACTATAGGTAACTC
+ACGTTCAGGAACAATAGTGGATGCAAGTGGCGATGTTGTAGTAAGTAGCCCTGGCGTATTTACTTATTCA
+CGTCGTTCGGCTCCTTTTGGATTTAATGGCGCATTTTACTATGCAGGTGCTGAATTTAAATTCTAATACT
+AATTCTAGCGAATACTAGATAAAAAAAAGCGCAGAGTAATCTGCGCTTTTTATTTTATAACGGTTCATCA
+ATGCTAAAAGATATTCATATAAGCGTTATCAATAAAAAGATGGTCAAACCCTACGAAAAAAATCTTTACG
+TTAATCATTAAACCGTTTCGAATCTATTCAAACAATGCAGGTACTCTTACCTGACCTTCCATAAGTACGC
+GAGCACTTCGGCTCATACTTACTTTTTTCACCGTCCAGTTATCATTAACACATTCAGCTTGTGCGCCAAC
+CTTTAGCGTGCCTGATGGGTGACCAAAAGTTACCTCGCTTCTTTCTCCCGAGCCAGCAGCAATATTGACC
+AAAGTACCAGGAATGGCTGCTGCAGTACCAATAGCTACGGCAGCAGTTCCCATCATGGCATGGTGTAACT
+TACCCATAGAGAGTGCACGTACGTGTAAATCAATCTCACCGGCAGTAATATTTTTACCACTAGACGTTGT
+ATAATCCTGTGCATGTGAAACAAAAGCAACTTTTGGGGTATGTTGACGGGCTTTCGCTTCTTCGATATCG
+CTAATTAAACCCATTTTTATCGCACCATACGCACGAATGGTTTCAAAACGTGCAAGGGCTTCATCATCAT
+TATTTATAGCGTCTTGAAGCTCGGTACCTGTATAACCTATTTCGTCTGCATTTAAGAAAATGGTTGGAAT
+ACCTGCCATGATCATAGTCGCTTTAAATGTGCCAATATCAGGTACAACAAGATCATCAACCAAATTACCT
+GTAGGGAACATTGCCTCACTCGGGTCTACCGGTGCAACAAAATCAACTTTCACTTCAGCTGCAGGGAAAG
+TTACGCCATCGAGTTCAAAGTCACCAGTTTCTTGTACCTCACCGTTAGTGATTGGTACATGGGCAATAAT
+CGTTTTGCTGATATTCTTTTGCCAAATTCGCACTTCACAAATACCGTTCGCAGGTATTCTGTCTGCACTC
+ACTAATCCTGAACTAATAGCAAAAGAACCAACAGCTGCAGTAAGGTTGCCGCAATTGCCACTCCAATCAA
+CAAACGCTTTATCAATGGCCACTTGGCCAAAGAGATAGTCGACATCGTGATCCACTTGTTCTGATTTAGC
+TAAGATTACCGTTTTACTAGTACTAGACGTTGCTCCGCCCATACCATCGGTTTGTTTACCGTATGGATCT
+GGGCTACCAATGACGCGCAATAACATGTTATCGCGAGGTTTACCTGGAACCTGACAGCTTGCTGGCAAAT
+CGGTTAAATTAAAAAATACGCCCTTAGAGGTACCTCCACGAATGTATGTAGCAGGAATTTTCACTTGAGG
+TTTATGCACTTGAGAATCGTGAGACATCACGTTTTCCTTTTATTTAATTAATAAAAAAGCGGCACTAACA
+TAACTGTTAAGTGCCGCTTAAATGATTATTTTAGCGAGACTTAGCTAGCATTTGATTGAAGAAAATCGGT
+GGCGAACTTTTGTAACACCCCGCCGCCGTTGTACACGGTAACTTCTTCGGCTGTATCTAAACGACATTTC
+ACTGGAATTTTAATTATTTCGCCATTTGTACGCGTCATAATCACAGTCATAGCACCACCTGGAGCGGTAG
+TACCTTCAACATCATAAGTTTCAGTACCATCAATGCTATAAGTATTACGTGTGTCACCCTTGGTAAATTC
+GAGTGGTAACACGCCCATACCAATCAAGTTAGTACGGTGAATACGCTCAAAGCCTTCTGAAACGATAACT
+TCAACACCCGCTAAACGAACACCTTTTGCTGCCCAGTCACGTGATGAACCTTGACCGTAATCAGCACCAG
+CGATAATGATTAATGGCTGTTTGCGTTCCATGTAAGTTTCGATCGCTTCCCACATGCGAGATTCAGTACC
+TTCAGGCTCAATACGTGCAAGTGAACCTTGCTTAACTTCGCCTTTATCATCACGACACATTTCATTGAAC
+AATTTCGGGTTAGCGAATGTTGCACGTTGTGTTGTTTCATGATCACCACGATGCGTTGCGTATGAGTTAA
+AGTCTTCGTGTGGAACGCCCATTTTATCAAGGTAAGCACCTGAAGCACTGTTTAACTGAATAGCATTAGA
+CGGTGATAAATGATCCGTTGTGATGTTGTCACCAAGTACCGCTAAAGGTCGCATACCCTTCATTGTACGT
+TCACCCGCTAAGGCACCTTCCCAATAAGGAGGACGACGAATATAAGTACTGGTAAGATCCCAGTCGTATA
+ATGGACTTTCAGCAGGCTCAAAAGCGCCTAAATCAAACATTGGCGTGTAGATTTTTTTGAATTGCTCAGG
+TTTAACACATGATGCAACAATTGAATCAATCTCTTCATCTGATGGCCAGATATCTTTCAAAGTAATGTCA
+TTACCATTTTGGTCTTGACCAAGTACATCTTTTTCAATATCAAAACGCATGGTACCAGCAAGCGCATAAG
+CAACAACTAATGGTGGCGACGCTAAGAAAGCTTGTTTGGCGTGAGGATGAATACGACCATCAAAGTTACG
+GTTACCTGATAATACTGCTGTTGAGTATAAATCACGGTCGATTATTTCTTCTTGGATTTTCGGATCTAAG
+GCACCTGACATACCGTTACAAGTAGTACATGCGTAACCAACAATACCAAAACCTAGTTTTTCCATTTCAG
+ATAATAAACCAGCTTCTTCTAGGTAAAGTTTTGCTACTTTTGAACCCGGTGCGAATGATGATTTAACCCA
+AGGTTTACGTACTAAACCTAACTCGTTCGCACGTTTTGCAACTAAACCAGCAGCAACAACGTTACGTGGG
+TTAGAAGTATTAGTACAAGAAGTGATTGCTGCAATAATTACTGCACCGTCAGGCATTAACCCTTCAGCTT
+CTTGTGCTTTACAAGCATCTAGATTTTTAGCGATATCTTTTGATACAAGATCAGCTGTCGCTAAACGACG
+ATGTGGGTTAGATGGACCCGCTAAGTTACGACATACCGTTGATAAATCAAATTCAATAACACGTGGATAT
+TGTGCATCAACTAAATCGTCAGCCCATAAACCAGTGTGTTTTGCGTATGTTTCAACTAATTTAACTTGCT
+CTGGCTCGCGGCCAGTAAGCTTCAAGTAATCAATCGTTTGTTGATCGATGTAGAACATACCTGCAGATGC
+ACCGTATTCTGGTGTCATATTTGAGATAGTTGCACGGTCACCAATGGTTAAATCTTTAGTCCCTTCACCG
+AAAAACTCTAAGTAGCTTGAAACAACTTTTTGGTTACGTAAAAATTCAGTGATCGCAAGCACCATATCGG
+TTGCTGTGATACCTGGCGCACGTTTACCCGTTAACTTAACACCAATAATATCAGGTAAGCGCATCATTGA
+TGGGCGACCTAGCATTACTGTTTCAGCTTCTAAACCACCAACACCAATCGCGATAACACCTAAAGCGTCA
+ACGTGTGGTGTATGTGAATCGGTACCGACACAAGTATCAGGGAAAGCAACACCATCACGTGCTTGAATAA
+CAGGCGACATTTTCTCTAAGTTGATTTGGTGCATAATGCCGTTACCAGCAGGAATTACATCAACATTTTT
+AAACGCTGTTTTGCTCCACTCAATAAATTTAAAGCGGTCTTTGTTACGACGATCTTCAATCGAACGGTTT
+TTCTCAAACGCGTCAGGGTCAAAACCCGGCGCTTCCACTGCAAGAGAGTGATCAACAATTAACTGTGTTG
+GCACAACAGGGTTAACTTTAGACGGATCACCACCTTGATCAGCGATTGCATCACGAAGACCGGCAAGATC
+AACTAAAGCTGTTTGACCTAAGATATCGTGACAAACAACACGTGCAGGATACCATGGAAAATCAAGCTCT
+TGCTTAACGTCAATAAGTTGTTTTAAAGAATCGGTAAGTGCCGCTGGATCACATTTACGGACTAATTGCT
+CAGCTAAAACACGAGAGGTATAAGGTAGTTTGGCGTAGCTACCAGGAGTAATGGCTTCAACTGCTTCACG
+CGTATCAAAAAAATCTATATTCGCACCAGGAAGCGGTTTGCGGTAATCATAATTCATAAGTTAATCCAGG
+AAAATATCAAATAAAAGAATTGTCAAATAACATATACCCGTTACCAATCAAGGTGTTTAACTACAAGGGC
+CTTAACCTGCCCTTTGAATGGTAACGGGTATACATTGCTTAAATCTTTAAAAGCTCAATTAAAACCAAGT
+ACATTAATTAATTGACCACTTAGCGAGAATTAAAAGGCTTAGAGGCAAGGCATTGATTGAAGCGAATGGT
+TATTCCCTTCTCAAAATCAATAACGCCGCGTGTAGGCCTTTTAAACTCGCCCTTTGGGAGTTCATTAGCA
+AACTAATAACCGCTCAAAATTAAAGAAATATAGAACGACTATGTTTAAGTAATTTTGATTGTTTTAAGCT
+CGCTAATATAACTCTAAGTTGATCAATTTATTAGTGCAATTGGTATAAGTAATGGTATTTGCCACTCATT
+CAATAACGATGAAGTTGTGGCAAATAACAAGTCTCTACTATCTCTCAGAGATAGGCTTAACTGTACGTGG
+TTCAGCACCAGTATAATCAGCACTTGGACGGATTATACGGTTATTAGAGCGTTGCTCCATTACGTGTGCA
+GCCCAGCCAGTTAGACGTGAACAAACAAAAATAGGAGTAAACAGTTTAGTTGGAATACCCATATAGTTAT
+AAGTCGAAGCATGGAAAAAATCAGCGTTACAGAATAATTTTTTCGTGTCCCACATGAACTCTTCACAAGC
+AACTGAGATATCATAAAGTGATGTATCTCCATTTTCTGCTGCTAGTTTTTCAGACCATGCTTTGATAATG
+ACATTACGTGGATCTGACGTGCGGTAGATTGCATGACCAAAGCCCATAATTTTTTCTTTACGCTCTAGCA
+TTCCAGCCATCTGAACTTTAGCATCCGCAGGAGAAGTGAACTTTTGGATCATATCCATAGCCGCTTCGTT
+AGCGCCACCGTGAAGTGGTCCACGTAAAGTACCGATTGCACCAGTAATACAAGAGAACATATCAGATAAG
+GTTGATGCACAAACACGGGCAGTAAATGTTGACGCGTTAAATTCATGCTCAGCATATAAAATTAACGAAA
+CATCCATAACACGTTCATGCTGTGCAGATGGGCTTTCACCATTAAGCAGACGTAAGAAGTGACCACCAAG
+TGACGCTTCTTCAGTAGTACAATCAATTTCAACACCGTCATGAGAAAATTTATACCAGTAACACATGATT
+GCAGGGAATGCCGCTAATAAACGGTTAGCTGCTTTATTTTGCTCAGAAAAATCAACTTCTGGTTCAACAT
+TACCTAAAAAAGAACAACCGGTACGCATAACATCCATAGGATGTGTTTCTTTAGGGATTAGTTTTAATAC
+TTCTTTTAATGCTTGCGGAATATCACGCATCGCTAGTAATTCAGCTTTGTACTCAGCTAATTCACCACTG
+GTAGGTAATTCACCGTTGAATAATAAATAAGCTACTTCTTCAAAGGTAGCATTATCAGCTAAATCAGAAA
+TATCATAACCACAATAGGTTAAACCACTGCCTGATTGACCAACAGTACAAAGAGCCGTATCACCTGCGCT
+TTGACCACGTAAACCTGCACCACTAATTTTTTTATCTGACATAATTCTTTCCTCATTCTTTAATATTTTT
+ATAGGTAAATTACTTATTTTTTCCATCAGCAAATAACGAATCTAGTTTTTGCTCATAATCGTGGTAACCA
+AGGTAGTCATATAAATCCATGCGTGTTTGCATGTTGTCAATTTCAGCTTTTTGATCACCATCATTTAATA
+ATGTTCTGTAAACAGACTCAGCGGCTTTGTTCATGGCACGAAATGCTGATAATGGATAAAGCACCATCGC
+ACAACCCCACTCACCTAATTGTTCTTTATTCCAAAGTTCTGTTTGACCAAATTCAGTGATATTGGCAAGA
+ACAGGAACATCTAAAGCTTCAGTGAAAGCACGATAATGCTCTTCTGTTTGAATCGCTTCTGCAAAAATAC
+CGTCAGCACCTGCTGCAACGTATGCTTTAGCACGTTCAATAGCCGCTTCTAGACCTTCTTGAGCAAAAGC
+GTCTGTACGGGCCATAATGAAAAAATCAGGGTCAATACGTGCATCTACAGCGGCGCGAATACGGTCAGCC
+ATTTCTTCTGTTGAAACAATTTCTTTATTTGGACGATGACCACAACGCTTTTGCGCTACTTGATCTTCAA
+TATGAACAGCTGCTGCGCCTGCTTTTTCCATATCACGAATAGTTTTAGCTATATTAAACGCACCGCCCCA
+ACCCGTATCGATATCAACAAGTAAAGGTAAACTTGAAGCACCGGTAATTCTTTGTACGTCAGCAACAACA
+TCATTCAATGACGTCATACCAAGATCTGGTAAACCATAAGAGGCATTGGCTACACCGCCACCTGATAAAT
+ATATGGCTTGATGACCTATTTGCTCAGCCATCATAGCGCTGTAAGCATTGATTGTGCCTACAACTTGTAG
+TGGTTTGTTATTTACTAACGCTTGGCGAAATTTTGCGCCTGCAGATAATTGACTAGTCATGATATATTTC
+CTCTTAAGACTTGATGAGTTGTATTTTGTTTTGCTCTTTTTGAGCGATTTCTTTTGATATTTTGTTTTCG
+ATATTTTTACGTGATGCAGCAATGTGACGTCGCATTAGCATTTCTGCCAATTCTCCATCTCGATCTGCAA
+TTGCTTGGATTATGCGTGAATGTTCATCAAAAGCACGACTCGCTCTAGGGCTATTCATACCAAATTGACA
+ACGATACATACGAATTAAGTGATATAGCTGGCCACAAATCAATTCGATTAATTGTTTATTATGGCTACCT
+AAAATAACCTTATAATGAAAATCAAGATCACCTTTTTCTTGGTAGTAAGCTACGCCATCTTGCAACGCTT
+TATCACCTGCATGTTGAGTGAGCATATCTTGCATATGTTCTATCTCTTCATCGGTCATATTTAATGCCGC
+TTGGCGACATGCCATACCTTCAAGTGCTTCTCTCGTTATATATAACTCAAGTAAACCTTCTATGGTGCAA
+TCAACTACACGTGAGCCAACATTTGCTTTGCGCTCTATTAAATGACATTTTTCAAGACGATTTAACGCTT
+CACGCAATGTGGAACGACTTATTTGGTAACGCTTAGCAAGCTCAGGCTCACTTATTTTACTACCCGCAGC
+CATCTCACCTTCAACAATGGCAAATTGAAGCTGCTCAAAAACTTTATCAGCAGTAGTCACTGCGGCTTGT
+TTGGTTGGATTTTGTAAGAGCATAATGTGCCTTATGAACCTAAATATTAACTTTAAGGTAATGTTGTCGA
+ATCACATAACATTGTCGACAAACAAAATAATATGAATCAATAATATCTGAAATCTTGAATTAATCAAGTA
+GACTTAAGTATAATTGTCGACAATTTTAAAGTTACAGTAAAATTTAGTTAAAATTTTAACAATAAAATAA
+TTTGATCAGGAAACATTGATGGTTAAGTAAAGCCCGTAGATAGTAGGACTATTAATTATTGAAGTATGAT
+AACGCACTCCCCAGCTACTAGAAGTAGTCACGGGAGTCGCTTATGGGTTGTATAACCTTCGCCTTAACCA
+GCAAACAAAGTTAATCTCTAAACTCTCTGAAGATTATTGTTCTTGATTTGTTCATTAGTTAGTTTATTTA
+TTAAGCTTAACCAAATGACTTTTAACATGAGGTACCAAAATATGTTACCCGAGCGCCCTGCTTTTAGTCA
+TCGGGTTAACAATATAAATTAGAACGAGGAGTTAGGTTGCGATAAAAATTCAACTTCTTCGTCGGTAGAT
+TCTCTATTTAAGATAATATTTCGATGTGGATAACGACCAAAACGCTCAATAATATCTTTATGTTTGCCTT
+CAAATTCAACATTGCTCGCTATGCCATTAGCCTGATAAAGCGCTATGGCTTTTTCATGAATAACTAATGA
+TTCACTGTGCATAAAAGGCATGTATAAAAAACTATTCTCTATCGGCTCCAGTGTTTTATCTGCGCCAAAA
+GCAATTGCTTCTTGTGCTAGAGCTAAGGCCATTCCATCGTAAGCAAAGGCTTGTGGGGTATCTCGATACA
+TATTCCGTGAAAATTGATCCAAGACAATAATCTCGGCAAGGCGACCAGAGGCTGTTTTACGCCAATGCAC
+TAATTCACATTGTATTGCCGACTGATGAAGGTCAGAAAATCTTGCTAATATCTCCTGATCAAAGCTTAAC
+TCTTTAACCCACCAGCGAGCCGGCTCTATTTCTTTAAACCAAAAATCGATAACGTCTTGATAGTTCATTT
+CATTTCCCTTGTATCATGCATAATGCATACGTTTTATTATAAAACGACGTATTCACATTTATATTTATAT
+TTATATTTTTGAATTAAGATTGCTGATATAACTCTAAAGGCAAGCCATCAGGATCACTGAAAAATGTAAA
+CTGTTTACCCGTATACTCATCCACTCGAATTGATTCAACATCAACACCCAGGTTCGTCAAATACTGACTA
+ACCGCTTCAACGTTTTCGACATTAAAAGCCAAATGTCTAAGTCCTTGAGCTTCTGGGAAGCTCGGTCTTT
+TAGGTGCATCAGGAAATGAAAACAGCTCGATTTGAGTACCATCAGCTAATGCTAAATCTAATTTAAAAGA
+ATCTCGATCTGCTCTATAGTTTTCTGCAATGATTTTAAATCCTAAAATTCGAGTATAAAAATCTTTAGAT
+TTTTCATAATCAGAACAGATAATTGCCACATGATGAATACCATTTAGCACGTTATATTCCTTATAGTGTA
+GGCACTTAATGAAAAAGATGAACAGTACTTCTTAAACCGTTAATTCTTAGAAAGTTAAACTGTTCACTCA
+TTATTTTTTAGCGTAGTTAACGAAGCTTGTGCGGTATCATAACCCAGCTTTATCATTTCATCTGCACGAT
+GAAACTCTAACGTACCACACGCATTACGCGCTATTTCAACAAAATAATCCGCTGGATATGTCGCTAACTT
+TTGTCGAGCAATAGTACTCTGCATAGCATCGAACGCCTGATTGACAACGTCATAAGCGCCCCACTCATTC
+GCATTGTGTAACACAGCTTTACTCTTAAATCGCGCTAAGAAACTATCCAATTTACTCGAAGGCTTATTTT
+CGATAAGGCTTACCTGAGTCTCTGCATCGTTTAGTGTTTTAATACTTCCACCTAGATTCACCGCGACTGA
+GAAATCAGTGTTATCACTAAACGTTGGGGCAATTGGCACCGGGTTAAGTACACCCCCATCAATTAGGTCC
+ACACCATTGTAATGAAAGGGCGTAAAAAATAGTGGTAATGAAATAGAAGCCCTAATAGCACTAAATAAAC
+TACCCGAGCTTAACCAGACTTCTTTTTCATTAGCGATATCAGCGGCAACCGCTGTATATTTAATGGGAAG
+TTCTTCAATGTTGATGTCTCCTACTAACTCGGTAAGAGTCGCAATTATTTTGTCACCTTTAACCAAGCCA
+TTTTTTTGCCACGATAAATCCAGTAAGGTAAATATATCAACTTTGCTTATGTCTCTTACCCAGTGCTCAA
+ATACATCAAGTTTACCCGCTGCATAAATACCACCAATGAGTGCGCCCATTGAGCAACCAGAAATAGAAGC
+AATTTCAAACCCCTGCTCTTCTAGCCAATGTATAACACCGATATGCGCTAACCCTCTTGCGCCACCACTA
+CCTAACACAAGAGAGATAGAGGTTTTCTTATTTTCTGACATCCATTATCCTTTTCATTACGCTCTAGTAA
+TACTTATGACGAATATTCAATTAAGAAAATTAGAACGGTTGCTTTTCATGAGAGGGTAAGTCTAATGGCA
+ATTTAAACCATGCTTGTTTTTCACTGGTCCAAATATGCATAGTGGGCTGTATGACTCTAGTATCTTCTAA
+CGTACTCGGTTTTAATTTTATTTTATCAGGAAAATTTGGATTAAAATGGTAGATACGATTACCACAACAT
+GGACAAAATTTTGCCCCGTTAGTATTGCCATTATCAGCCAAGCGACTCCAATCTGACATTTCTCCAGAAA
+AAACAACATCGGTAGCATTAACTACGGCTGTAATACTAAAAGCACTTGTTGATAGCTTTTGACATTCACG
+GCAATGACACGCAGCGACCATAAGTGGTGCAGCTAATAATTGATAGGTCACCTGTCCACATTGACACGCG
+CCTTTTATAGGATAGTTAATTTTGAGCATATTACTTCCTCATTACAATTCAATCAGATGAAAATTCATAT
+TTAATAATACTATAAAGTGAAAATAAAACGCTGCCAACGATAAACTCACAATAATACCAATTCCATTAAA
+TTTATTCCCACCTCAGAGCTATGTCAGAAGAGTTATAACAAACATAATTTTTGCTGGTATAGTCATTCTA
+TATCTCACAAATTTGTGCAGTTATTGCTTTTCTGACAAGCTCCCTAGGGCGAATTTAAAAGGCTTACATG
+CTGTGTTATTGATTTTGACAAGGACGCTGCATGGATGCAGCTTATTCTCCTGAATAACCATTCTCTTCAA
+TCAATGCCTTGCCTTTAAGCCTTTTAATTCTCGCTGAGTGGGAAATAACTTAATGGACTTGGTATAAAAT
+AATAAGCACTAAAAATTTGGCAAAAAAAAACCCACGTAATATTTACATATTACGTGGGTTTTCTTGTGTA
+GTTACTCGCTTACTCATTCATTCAAGAAAGAAAGTGGCATCCCTAAGGGGATTCGAACCCCTGTTACCGC
+CGTGAAAGGGCGGTGTCCTAGGCCTCTAGACGATAGGGACACTGATTGATTTAACTAGTAACACTAAATC
+ATTTCAAACTATCTAGCAGATCACTCTGCTGATTTAATTTCATCAAGGTCAATAATTAAAGACATTGAAA
+AACTAAAACTCTAATTTCTTATTTTAAATACTGTATTTAAAATACAGGACTTAACAGTAATAAGATAACT
+GCATGCTCTCTTTCATCATTCCTTTACAGGTATAGATAAAAGTGGCATCCCTAAGGGGATTCGAACCCCT
+GTTACCGCCGTGAAAGGGCGGTGTCCTAGGCCTCTAGACGATAGGGACACAGAACTAGCATAGTGCTATT
+TCAGAACCGCTTAATTTTTTAAAAGTTTAAACAACTTTTTTTACTTAATGCTCATTCTCAAAAGAGAATT
+GGCATCCCTAAGGGGATTCGAACCCCTGTTACCGCCGTGAAAGGGCGGTGTCCTAGGCCTCTAGACGATA
+GGGACACAGAACTAGCGTAATGCTATTTCAGAACAGCTTAATTTTTTAAAAGTTTAAGCAACTTTTTTAC
+TTAATGCTCATTCTCAAAAGAGAATTGGCATCCCTAAGGGGATTCGAACCCCTGTTACCGCCGTGAAAGG
+GCGGTGTCCTAGGCCTCTAGACGATAGGGACACAGAACTAGCATAATGCTATTTCAGAACAGCTTAATTT
+TTTAAAAGTTTAAGCAACTTTTTTACTTAATGCTCATTCTCAAAAGAGAATTGGCATCCCTAAGGGGATT
+CGAACCCCTGTTACCGCCGTGAAAGGGCGGTGTCCTAGGCCTCTAGACGATAGGGACACAGAACTAGCTT
+TTTCGAAGTATACTTCGTTAGTTTTGTGTTAGGTGAGTGTTGAGTCTGTGAGACCGAACGACTTTACCCA
+ATACAGAACTAGATTTTTCAAAGTAAACTTTGATCAATACTATTTCAAAACATTGCTTAGTTTTTTATAA
+GTTTAAGCAAACTTAATTGCCTTTACCTCACCTATAAATAGAAGAGATAAAGAAAATAGTGGCATCCCTA
+AGGGGATTCGAACCCCTGTTACCGCCGTGAAAGGGCGGTGTCCTAGGCCTCTAGACGATAGGGACACAAA
+TTAGCGTTTACATTATAAATAATATTAACAAACCAATTAAACTATCTATTTTTTGTTAATGAAAACTCAA
+GAGTTTAACGTTAACAAAAAACCTAATATGGTGGAGCTATGCGGGATCGAACCGCAGACCTCTTCGCTGC
+CAGCGAAGCGCTCTCCCAGCTGAGCTATAGCCCCGAAATATTCGAGTCGTTCAATAACTGGCCTAATAGC
+TATCAAACATGCTCTCAACCAGTGGACCTAACACTTGCTGAAAACGAGGCGCATTCTAAGCAGCAGCTAA
+GAAACTGTCAACACTTATTTATAAAAAAAGGCATTTATTTATAAAGAATTGCATTAACTGATCGCATAAT
+AACCAAGGTGGTTATTTCTTATCTAATTTTAACTAACTTCCTGTAATGATAGTGTAATTATTGAACAGCT
+AAAAATAGCTCGTTATCTGTCCTCAACATACAAATCATTGTTCACTCTATTTCAACATCCGAAATGTAGG
+TCACCAAATTACTTCAAGATTTATTTCGCAGCGTTTGTGAGTCATTACAGTTTTAGCGCAGTAAAGAAAT
+AGGGGTAATCCCCTATTTCTTTACTGCAACATCAAAATTGGATGCCTCACAACCTTATACCATCAGTTTT
+GAATGGTAACGAGTACATACCCGTTACCATTCAAAGTGAAAGATTTTAGTGGGAGTTAAAAGTGCTTTAG
+CCAAGGCATTCATTTTAAACCAAGGTTATTTCATCATAGCGCCTTGAATTGAAATTGCTTAAACACTCCG
+AAACCTGCATATTGATTGGTGACGGGTATAGGTATATTGCTTTCCTTACGCTTAGTTACTTTATCTTTTT
+GCTATTTAACGGTATGGTTTGTCTTACTTAGCCATACATAATGAAAGCAGCAAACCGTATGCAGCTCAAA
+AAACTTAACATTGTCGCCATTGGCGGCGGACACGGTTTAGGCCGTGTGCTTTGTACCCTATCTTTTATGG
+GTAACAAACTCACCGGGATTGTAACGACTACCGACAACGGTGGTTCAACAGGCAGACTAAGAAAAAGAAG
+TAGTACTATTGCATGGGGTGATTTACGTAATTGCTTAACTCAGTTAGTGGATCAAAATTCCATTGGTAGT
+CAGCTATTCAATTTTCGCTTTGAAGGTAATGATGAGCTTGGTGGACATAACCTGGGTAACTTGATTCTAT
+ATGGTCTGGGCAAAGTGCAATCTAGCCCTATGGATTCAATTAAACTCGTGCGCCGTATATTACGTGTTAA
+AACACAAGTATTACCTATGTCTGAAACGCCAACAGACTTAATGGCTTTTTATCCTGAAGGACGTTGTCGC
+CTCGGTGAACTCTCTGTAGATGAAATGCCAATAATGCCAACCGATTTAATGTTGGCGCCATTAGTTAAGT
+CGGTTAAGCCCTGTCTTGATGCGATTGAGAATGCTGACCTTATCATTCTAGGTCCAGGCAGCTTTTTAAC
+CAGTGTTGTACCACCACTTTTAGTGAGAGATATCGCCAAAGCAATAGATAAACGTAAAGGACATTGTGTT
+TTTATCGACAATATTGTTGCTGAGCAGAGCCCTGCCGCTAAATTAACATTAGATGAGAAGCTTAACTGGA
+TTGAAAGAAATATCGGTTGCATGCCAGTTGACAGCGTTATTTGCCAAGATGAGAGAATTAGCTCAGATAA
+AGTTAATGTCATTTGCCAAGATTTAACTCATAACAAAGTGCCACACCATCATGATAATGAAAAACTTATT
+CATGCCCTGGAAACCTGCGTAAATCAAATTTCTAGTCCTGCTAAAATAGAAATAGCGAGCTAAGCTCGCT
+ATTTGACAGACTAACTCTATGATTCTTTACTTGTTAACTTTCTCGTCTTGACTGATACGACTAGCAACAG
+CGCCTTTTTGATCTCTATATTTTGCGTCTTCGCGTTTATTGTAAGGGCGTGCGGCGCTTGATGACATAGT
+TTCAAAGTTTAACGCGGCTATCTTCATTTTTGGACGTAGCGCTAAGGGTAATTTACCGCTGTTATAAAAT
+TCTAAGACTATTTGACCAGACCAGCCGGGGTCAATACGATGCGCGGTTACATGAACCATTAAGCCTAAAC
+GGGCAAGTGAAGAGCGCCCGTCTAACCAACCGACAATATTATCTGGCAATGTCACTGATTCATAAGTCAC
+AGCCAATGCTAGCTCTCCAGGGTGTAAAAAGAAGGCGTCGCCATCAGCAATGAATATTTCATCACTCATA
+ATTGAGTTCATCGCTTCTTGGACTTCACCTTTAGGAGCACTTAAATCAATATACGGAGCGGTATGATCTT
+GAAAAACTCTAAATTCATTGCCCAAACGAATATCAACACTGACGCCTGAGATCATTGAACTGTCAGGTTT
+TGGCTCGATAATTATCTTCTCATCATCAAGGTATTGTTCTATATCTTTATCACATAATCTCATAATGGCT
+TGTCTTTACCTTAGTTGCGCTTAAGCCTTATGGGCTACAGTCGCGGTTAATGGGCTGGCAGTGTCACACT
+GTAAAAATAATTGTGCCGAAACATTTCGGGCTATTTTACGGTAATGATTGGCTATTTCACCAGCGCTATT
+TTCAATTATGTCAGATTCACCAAAATCAGCATCTTGGCGAATAGTAATATCTAACGGCAATTGTCCCAAC
+AGTTTTGTTTCATGATCTTCTGCCATATGCTCACCGCCTGCTTCACCAAAAATATGACTTTTATGGCCAC
+AGTTTTCGCAAAGGTGATAACTCATATTCTCGACAATACCTAATACTGGCACTTTAACCTTATCGAACAT
+AGCAATACCTTTAACAGCATCTATTAAAGCGATATCTTGTGGTGTGGTTACGATCACAGCAGCTGCAACA
+GGTACCTTCTGCGCTAAGGTTAATTGAATGTCTCCCGTACCAGGTGGCATATCAATGAGTAAATAATCAA
+GCTCTGGCCAATCGGTTTCATTTAATAATTGATTGAATGCAGAGCTGGCCATAGGACCTCGCCAAACAGT
+CGCATCTGCTTCATCAACTAAAAAGCCAATCGACATGGCACTCAAACCTTTGGCATCTACAGGCGTCATA
+AGTTTGCCATCACTAGAGCTTGGTTTCTCATTTTTAAGACCAAGCATGGAAGGAATTGATGGGCCGTATA
+TATCCGCATCCAAAATCCCTACCCGGGCACCTTCGCACATTAAGGCATACGCTAAATTAACCGTAGTGGT
+TGACTTACCTACGCCACCTTTACCTGAGGCGATGGCTATAATATTAGCTACTTTACCTTGTAGCATCCCC
+TCTTGCCCTGCTTTATTTTTATCATTACCCAGCGAGAATTGGCGCACTGGTTTTATTGCTAAGTCGATTT
+CAAAATTAACAGTGCGCGCTAAATTTTCACTTAACGTTTGTGCCAACAAATCTAATTCACCTTGACAGAC
+AAATGGCATAAGTAGCTTGATAGTGATTTTTTTCTTTTGGGTGATGCTCAATTGCTGACAAACGGCTAGA
+ACACCTTGTGGAAAATTGTCTGAAATATAATGCGATAATGTGTCTTTAATAAACTGTTCAATTTCGGATG
+CGTTAAGTGCTTCACCGTTTGATTTAATGTCAGTTTTAGGCGTTTTTTTTGAAAAAATTTTACCAAACAT
+AGTCATTTGGAGACCTTTATAAGAGAAATAGCGAAATTAGTTGCATTCAACTAATGAAAATCATCGCTAA
+ATTCTGTACTATTGCCGACATTATTACCATCAAAAACAACTATTTTTCATGTCTGACACTACTTTATCTG
+AAGCTACATCAAACACTGCATCGCATTCTTTAGCAGAAAAGCGCAAAATTCTAGTTACTTGTGCCCTTCC
+TTATGCCAATGGTTCTATCCATTTAGGCCATATGCTAGAGCATATTCAAACCGATATTTGGGTACGTTTT
+CAACGAATGCGTGGACATGAAACGTATTTTGTCTGTGCTGATGATGCTCATGGCACGCCAATTATGCTTA
+AAGCGCAAGAGCTTGGCATAACACCAGAAGAAATGATCAATGGTGTACGTGAAGAGCGTATTAAAGAATT
+TAGTGACTTCCATATTAGCTTTGATAATTACCACACAACGCATAGCGATGAAAACAAAGAATACTCTGAA
+AAAATTTACAACGCTTTACATGCGAAAGGTCATATTAAAACCCGCATTATTTCTCAGTTATATGATCCTG
+AAAAAGGCATGTTCTTAGCTGATCGATTTGTTAAAGGTACTTGTCCGAAATGTAAAAGTGAAGATGAAAA
+TGGCGATAGCTGTGACAACTGTGGTGCGACTTATTCACCAACAGAAGTGCTTAACCCACGTTCAGCTATT
+TCAGGTGCTACACCGATATTAAAAGATTCTGAACATTACTTCTTTGACTTGCCTGCTTTTGAAACCATGT
+TATCAGACTGGATACGCAGTGGTGCATTGCAAGAAGAAGTAGCGAATAAACTGACTGAATGGTTCGAACA
+AGGTTTAAAGCAGTGGGATATTAGCCGTGACGCGCCTTACTTTGGTTTTGAAATACCTAATGCTCCAGGT
+AAATTTTTCTATGTTTGGTTAGATGCGCCTATTGGTTATATGGGCAGTTTTAAAAACCTATGTGATAAAG
+ACTCTACTATCGATTTTGACAGCTTTTGGAATAAAAATTCAGACGCCGAGCTATATCACTTTATCGGTAA
+AGACATTATTAACTTTCACAGCCTTTTTTGGCCAGCCATGTTAGAAGGCGCTGATTTCCGCAAGCCTACG
+GCTGTTTTCGCTCATGGTTTTGTTACCGTGAACGGAGAAAAAATGTCTAAATCTAAAGGGACTTTCATCA
+AAGGTCGTACTTACTTAGATCATTTAAACCCAGAATATTTACGTTATTACTACGCGACTAAATTAACACA
+CAAAATTGATGACTTAGATTTAAATCTTGAAGACTTCGTACAACGTGTTAATTCTGATTTAGTGGGTAAA
+GTGGTTAATATCGCTTCTCGCTGTGCCAGTTTTATCACCAAACGTTTTGATGGCATGTTATCAACGAACA
+TTGATGATCAAGCACTAGCGGATGAAGTAATGGCTGCGGGTGATAGTATTGCTGCTCATTATGAATCACG
+TGATTTCGGCCGTGGTATGCGCGAAATAATGGCGCTTGCTGATAAAGTAAATGAATATATTGCTATAAAA
+GAACCATGGCAGCTTGTTAAAGACGAAACTAAGCAACAAGAAGTGCAAGACATTTGTTCATTAGGTATCA
+ACATGTTCCGCACGCTAATGATTTATTTGAAACCTGTACTACCTGTACTTGCAGATAGCACCGCTGCTTT
+CTTAAATGACGAGCTTGTTTGGGAAGGACACAAAACCTTATTAACTGACCATAAAATCAATAAGTTCAAA
+GCGTTATTACAACGTGTTGATATGGATAAAGTTAATGCGATGACTGATGCTTCAAAAGATAGCTTAGGCG
+CACCAGTAGAAGAAGAGAAAAAGCCAGCTAAGAAAAAGAAAGCCGCTAAAGTAGTTGATAATTCAGCTGC
+TCTTGCTGATCCTTTAGCTGCAGACCCAATTTCTGAAGAAATTGAGTTTGATGATTTTGCCAAAATTGAT
+TTACGAATCGTTAAAATCATTAATGCTGAACATGTTGAAAAGGCTGATAAATTAATACAGCTAACTTTAG
+CGCTTAATGAAGAAGGCACAGAAACTCGTCAAGTTTTCGCGGGTATTAAGTCAGCTTACAACCCTGAAGA
+TTTAATCGGCAAGCATACGGTCATGGTTGCTAACTTAGCGCCACGTAAAATGCGTTTTGGTATGTCAGAA
+GGAATGGTACTTGCTGCTGGTCCTGGTGATAAAGACTTATGGATATTAAATCCAGATGATGGCGCTAAAG
+CCGGTATGCGTGTTAAGTAATACCTCAAGTAATGCTTGAAGTAATATTTTAAGTAAAAATATTTAACAAA
+AAAGGTATGGTGTTTCACTATACCTTTTTTAATATATATACCCATGATACTTCAAGATACGAGTTTCACT
+ATACCTTTTTTAATATCTAATGCTTTTTAATTCAGGAAATTGTATGAGCTTTATTTCTATCCCAAAAAGA
+CCTTTAAAATTAGCACTAACGGTCGTTCTCTTAACAACTATGCTTGGGGGATGTACTGGTAACTATACCT
+TTGAAAGCAACGTTAAGGCTGATAATGCCGAGGAATATTTTAGCGCTAGTAAAGTTAAAATATTTAATGA
+CGAACAAGATTTTAACGTAAATTATCAATATGTAGGTTTGGTTGAAGGTGAAGATTGCCAAAAAGAGCCA
+CATCTTGCCGCACCCGATGCAATTAATGCGCGTACACAAGCGAGACAAGCTGCTTATTTGAAAAAAGCCA
+ACGCCATTATTTTTACTAGCTGTATTGATATAGAAACCAAACATTGTGTCGCACAAGTTGTTTGTTACGG
+TAAAGCTTATCGATTAGCTGTCCCTGACGAGCAAGTAGAACAATAAAATGTCAAACACATGCGAAACCAC
+TCATGATGCACAAAGCTTTAAATTTGATGCCATTGGCGTCATTGAGTCGCCCTATCAAGAGAAGTTTGCC
+ATACCTCGTCAGCCAAATTTAGTCAGTGCGGCAAAAGGTAAGGTAGTGCTACTTGGTGACGCTAACAATC
+ATGAGTTAGTTCGTGATATTGAACAATTTAGTCACCTATGGTTACTCTTTGTCTTTCATGGCACGCAAGA
+ACAAGGATGGAAGCCTTTGGTACGCCCGCCTCGACTTGGCGGTAATGTAAAAACAGGTGTACTGGCAACC
+CGTTCAACTTTTCGGCCAAACCCAATTGGCATGTCCGTAGTGAAACTCGATAAGGTTACGACAGAAAAAA
+AGCAAACTATTTTACATATCTCTGGTTTAGATTTATTAAATGGCACACCTATTATCGATATAAAGCCTTA
+TGTGCCCTATTCTGACGCGATTATTGATGCCGATGCAGGTTTTGCACAAGAGCAACCTGATGCCGCTTTA
+TCCGTTGTATTTAGTGAGCAAATGCAAGCTGACCTGATAAAATATCAACAACGTGATAGTGAATTAGGAT
+TATTAATAGAGCAAGTATTAAAACAAGATCCTCGACCAGCCTATAAACGCGGTAAAACTGATGATAAAGT
+TTATGGCATGAGTTTATATGACTTAAATATCCAATGGCAATTGATCACCTTAGATACCGTATTAGTGCTA
+AACATTACTCAAGTCACCAAGTGATAAAGCAAACAAGTGGCTGAGCCATATTCTGCTAAACACTCGATAA
+GTAGAGATAAACAATGAGCCAGTATATTATTAACAAAACAGTATCGACTAACCAATCGGCCAGCTTCAGC
+CCTGATTGGCAAACAATAGATGCCATAGAAATTAATCATTTCCCATGGTATCAAGCTGGCAGAAAGCAAA
+ACACACAAGTAAAGCTGACTGCAAATAACGAAACTTTGTTCATCCAGATAATTGCACAAGACAAATACAG
+CTTCGCCAAACAAACCGAATTAAATAATATGCTTGTCTGTGAAGATTCTTGTGTGGAGTTCTTCTTTAGT
+CCTTCCGGAATTCTTGGCAGTAGCTACGTTAACTTAGAAGTGAATTGTTGTGGCACACTTCACCTCGCTT
+ATGGTGAAGGACGCGATAATCGTCAATTTATCAGCCTTGAAGCCGCGAGTTTAATCCAACGTAAAAGTAG
+TATTAGCTCACCGGTTAAAATAGAAAGTGAACATGATCATGAGTGGTGTGTTGAAATAGCTCTACCCTTT
+GCAGCAATTGAGCAACTAACTGGCGAAAGCGTGAATAAAGCTAAGTGGTTTGCCAACTTCTATCGCTGTG
+GCGGTAGAACAGAGCCACAGTACGCGGTATGGAACAATATTGATGTATCTGAGCCTGATTATCATAGACC
+TGAATACTTCGGCGAGTTAGTGTTTATCTAACGCCTCTGCTACAAATTATATGTAAAAAAGCAAAAATTG
+ATATGGGTTCCTTACGCAATAGCTTTGTTACAACAATGGCTTCCTTGCAATAATCTGAGCAATAGCTTGT
+TTTCCTGATTCATTATTAGCATCAGCGTTTTTTGCATCAATGACGCCTTCAAAGCTATAGATAATATCCC
+AATCAGAAAAGAGTTTAGCCAACTCACCATGGTTTAATAAAAAATTAGGGTTTTTAGGTCGGCCAAATTG
+TGGCTGCTCTACGGTAAAGGTTTCATACACAACATAACCACCAGGGATAACAGCTTGTTTGATTTGTTCA
+AATAGAGGTCGATGCAAATAACGAAAAACAATAATCGCTGAAAACGACTTACCCGCTAAAGGCTTTAACT
+CCTCTTGTTCAAAACTGTCTTGCTCAAAATCAACTTGCCAAAAGCTCGCCGTTGATTTTTCCTCGCCATT
+ATGACAATTTACTGTACTCTCAACCTGCTCTAGAGCCGACTCTTTTATATCGGCAAAGACTACAGGGATG
+TTTTGATTTAGAAGGTAAAGCCCATTTCTGCCACTACCACAGGCAAGATCAAGCACTGGCGCTTGCATAT
+TTGCTTCATGTAATAACTTAACAGTTTTTTCTAATAACGGGGAGTGACTCAATTGAAACTATCCTTTGGT
+GTCGTTTAATGAGGTGATTTTTTTACCATGAACAAATGAATAATAACGCACCGAACTGGGTGCATGGGAG
+ATCATGCCTGAGATAATAATTATCGCAACTAAACAATGCCAAGCATATTCATCAAAAAAGAAAACACAGG
+TAAGCAGGGTCAATTTAACGTACATAGCAAGCGCCCTGATTTGTACAAACCAGACAAAGTTAGATAACGC
+TTCGAGGCTTATACCCGTTCCACTTGAAGATGCAGGATTCAGCTGGAATTAGAAACGCCTTTAGGCAAGG
+CATTGATTGAAGAGAATGGTTGTTCCCTTATCGAAATCAATAACGCAGCATAAAGCGTTTATAAACCAGC
+CCCTTGGGGAAGACTGAGCAAATCATACTCTGCGTTACATTTCTTTTTAAGGGAATAACCCTTAATAAAA
+AAATTCGCCTTGATTATGAATCGCTCAGATTTCCTGAAACGAGCATCTTCAAGTGGAGCGGGTATATTAA
+ACCTAAGCCACTTACAATAGTAATGCCCCAGTAAACATCTTGTTCTGTTCCGGTCAAAATCGAAGCAAAA
+ACACCAGCAAAACCAACTAGGTGAGTTGTGCGTAATGATATTTTTAACCAACGTTTACCGATAAAGTTAG
+GAATAATAGACAAAAGAACTTCACACTTTAAATAAAAGATTTCAAATTGAACAATAACTCATTATAAATT
+GATTAAAGGTCAAGTTGTGTTAAATTTTCAAATAAAAAAAGCACTAGGTAGTTTAACTACTTAGCGCTTT
+TTATTTAGTCTTTATTCAGCCGTAACAACGGCTAATTAATATCTAATGGACTCTAATGATCATGACCACA
+ACTGCTATCAGCACTGTGAACATGTCCATGTTGAATTTCTTCTTCAGTCGCTTCACGTACGTCAACGATA
+TCAATATCAAAAGTCAGTACTTTGCCCGCTAATGGTGGATTGATATCAACAGTAACCATAAATTTACCCA
+CTTTTAGTACGGTAACTTGGCGTTGACCTGCATCAGTTTGTACAGCAGCAGTCATGCCTTTTTTCCATTT
+AGCATTTTTGCTGACTAAACCGTGTAAATGTTTAACTGGTACACGTTGCTCTAATCCTTCTTGATACGGA
+CCGTAAGCGTCTTCTGGTTGTAAAGTTACCGAAAACTTTTCACCTCTTTCTTTACCTGTTAATGCTTTCT
+CTAAGCCTGGTAAAGTATTGTTAGCGCCATGTAAATAGGTTAAAGGCTCATGACCGTCTGATGATTCTAT
+TTCTTCACCCGCTTCATTTTTAAGGGTGTAGTGAAAGTGAGCAACGGTTTTTTCAGCAATTTTCATAGTA
+ATCTCTTCTTTAATGCTTTTGTTAATATTTATGTAAATACTCGTGTGAGTAAAAATAATCTTCAATGTTA
+TGGTGAGCAGTGTACCTTGCTTTACTGAGTAATCAAGTCAATTTGATACCCTTTGCTTATGACCTAATTT
+GATGACTAGACTCTACGACCACAGTAGTAAGATAACTACACTTAAAACAATAAGGAACATGCCTAGATAT
+TCTTTTAGGGTGACCGTTTCTTTAAATACCCGATAAGTTAATGCCAAGGTAATAAAAAACTCAACTTGTC
+CCAATGCTTTTACATAGGCAGCGTTTTGATAACTCGCGCCAGTAAACCAGCCTATTGAGCCTAATACACT
+GGTAACGCCAACAAATAAGCATAACCGCCAGTGCTTCATCATCAGCGGTAATTGTGATTTATCTTGAATG
+TATACGTAGATAAGTGAAATAACCGATTGCACCGTGATCATAAACACCAAGGTAACCGCAGCGCTTACCA
+TCAAATCAGTATTAAGTGCCAAACTTGATTCACGAATAAGCAACGTGGTGATAGCTAAACCAAGACCGGC
+CGCTAAACCATATCCCATACCAATCAGACCTTGCGAATCAGCCAAGATATCTCTTAAGTTAAACCGCACT
+TTAGACACTAAAAACACGCCAACCACACCGACAATGACACTAAACCAACCTAAGCCAGACAGTGTAGCCC
+CGAATACTAAAGCGCCGACAATCGCCACTTGTATTGCTTCAGTTTTAGCTAAACTCGTTGCCACAGCAAA
+GTTACGGTAACGAAAGGCGGCGACTAAACACACGGTGCCCACTATTTGCATCACACAAGCAATTAATGCG
+TATTGTAAAAAATCGTTATTGAGTGCTGGTACTGCTACTTGTCTAAAATCAAGCATCCACCATAGGTAGG
+CCCATGCAAAAGGTAAGGCAAATACATAGCGTACACCTGTGGTGGCCATGGAATTGAGCTTACCCGATAA
+TTGCTTTTGTCCTGCGGTCCTTACAGCCTGCATTGTTGCGGCTAATAAAGTGAAATAAATCCAAATTTCC
+AAAAATGTACCCTTTCCTATTTATGATCAATAATAATTAATCAATAATCGTTAGCTAACAGTTTCAGCAT
+GAAACTCATACTGTTTATCCAAACTGCTGACTCCCAGGCCACTGAGTTTTTTAACTTTAATCTGCACGCC
+AATGCGTTCTTTTAAGGCATCAACATGGCTGATCACACCAATCATTTTGCCACTAGCATTTAAGTTATCG
+AGCGCATCAAGTGCTACTTCAAGGGTGTTATTATCTAAGGTGCCAAAACCTTCATCGAGGAAGAGAGAGT
+CGATACTGGTTTTATTACTGACTAAATCAGATAGTGCTAAAGCGAGCGCTAAACTTATTAAGAAGCTTTC
+ACCGCCAGATAAAGTTTTAATATCACGCGCAGTATCCCCTTGCCAGGTATCGAGTACCTCTAATTCTAAG
+GTATCATTTTGTTGGCATTGAAGTTGATAGCGACCAAAGAGACGTTCTAATTGTGCGTTGGCAAGATGGA
+CTAAATTAGCGAGTGTTAAGCCTTGTGCAAACTTTCTAAATTTAGCACCATCAGCTGAACCAATAAGTGC
+ATTAAGGTGACTAAGATCATCCAAAGCATCTTGTGCTAATTTAATTTGTTCTAGCAAGGTTTTCTGTTGA
+ATTTTGTTACTATTGTCTTGTTCTATTTGTTGGCTAAACTGCCCGATATTTTGCTGACATTGTTTCAACA
+AATCTGACAAATTTACCAATGATTCTGATACTGAACTTTCAACAAAATCAACAGCCCCTTTTTCACTCAA
+CGTATCTTTTTGAACATTCAATTCAAGGGTTATTTTTTCACTTTGTGACAGCAAGATTTTTGCTTGTTTT
+TTACTATCGTCAATGTCGTTTGCGAGCTTAGTTAAATCATGCTTTCTCTCGGCGCTAAGTAGCGCTAATA
+AGAACTCTTCCTCATCAGTAAACTTACTGTCAGTAAGTAATGCTAACCAGTCCTTTTTTGCATTGTCATT
+TTTAGGAAATAGATTATCCAATAAAGATTTCGAGGTGGTTAACTGTCCTCTGTTAAGCTGTTGAGCTGCT
+TTTTTCTCATTATGGCGTTGATCAGCTACAGTAAACTCAGCTTCACTCAACTCTCGTTGACTATTAATAC
+TTTCTCTTAATAAAACAGAGTCTTGCATATCTTCACCTGTAATACCCAGTTCAACAAAGTGAGTAACGCG
+TAACGAATAATCTTGTATTAAATCGTTCTCTTGTTGCGTTAATTGGCTTTTTATCTGGGTAACTTGATTT
+TGTTGATGAACAACTTGCTGCTTTAACAACCCGAGGTCATTTACAAGACTATCAAGCTGAGTTTTAGCCG
+CTTGGTGAGTCGTCACGGTTTGCTGATAATCAGCGCCCTGCTTACTCAATGATTCAAGCCACTTTTCATC
+AATACAAATGACTAGCTTCCGCGCTTGTTCTTGTTCCAGATTTTGTTCCTGGTCTTGCTCCTTTATTTTC
+TCATTTACGCCACCAAGAGGCAGTGTTATTTCAGTCGTTTTAATGTCAGCTAACAACTGAGCATTCAGCT
+CCAAAAACGCCTGTTGTTTCAAGCGTAATTCTTCAGTAAACTTTTGTTTTGAACCTTGTTGATTCTTACC
+TTGTTCTTCCAATAGTTGTAGCTGATTAAATAGCGTCGACAACTGCTTTTCACAATGGCTAATTTGCTCA
+CTGTTTTGTTGCTGGTTCTGGCTATTTTCTTGCAGTGACGTTTGCAATAAAAGTAACTCTTCAAGCTGCC
+CAAACACCATCGTTAGCTGATGATTAATTGACTGTTCAACATCAACATTTTGTAATGAAAATGACTGTTC
+ATTTTGGCTTAATAAAACGTACTGATTAATATTTAGCGATTGCCAGTTTTGCGCTAAATTGCTTTGTTCG
+CTTGTTATGCCTTGCAAACGATTTGTCTGCATTTCAAGTTGCGCAGTTAAATTTGCTTGAACGCCATTTA
+GCTCTTTACCTTGCTTTTCAAGTTGCGCTCGCTCAAGTGTTAATTGGCTTAAACGCTGTTGATGTTCGTC
+ACTGTCAAGGGATCGATATTCATTAATCGCAGGGTGATCTGTTGAACCACACAATGGGCAAGACTCTTCA
+GGCTGAAGTTTTGCTCTATGTTCACTCAGCGCCATAATAGTTTGCTGCTGAGCAAGTAAGGTTTCTACAT
+CTTTTTTCTGCTGTTGAGTAGCGCTATAACGTTGACGAAGTTTTACCAGCGCTTGCTCAGTGATAACCAG
+CTGTTGCTTGTCTTGACTCTGCTGCGCAGATAACCCCTGTTGCTCTTGTGTAAGGACATGAAAACGCTGC
+GCCAACTGTTGTGCTTGTTTTAAAGCAAGTTGCTGATTTTGACGGTCTAGAATCGCTTGATTGAGCATGC
+CACCGGTTAACTCGTTAACGACACCTTCACCTTTATCATTATTTCCAGTACTAGTGGAAGTACTAGTAAC
+CCTACTTGATAGGATCGCCTGAGCTGCTTGGCTATGCTGAATTAGCTGCTGTGTTTTTTCACCCATCAGC
+TGTTTACGGCTATTCAGTTGCTTTAACTCATCTTCACTTTGCGTGATCTGAAGTTGTTGCTCTTGTTGTC
+GAGTTTGCAAGGTTAATAACGCTTTTTCGGTATTGTCTTGCTCGTTAACTAACGCCACAACATTAGCTTG
+TAGTTGACTTAACTGCTGATATTGGTTTTGCCATAAAGGCAATTTTTCTGGCAATTTTGCTAACGCCTGC
+CCTTGCGATAAATACGCTTGTTGCTGTTGAACAGTCTCTTGTGCTTTTTGATGCTCTGCTTCTAAGGCAG
+TCAACGCATTAGCATTCACACCAAGTGTTTCGCTTTGTTCGGCTATGGTGTTTTTTGTTTCGGTTAATGC
+ATTTTGTTGGTGGGTAATGTTATGGTCAAGTGGTTGAATTTTATCATGCAATACTTGCTCAATTACTTTG
+CGTTGTGCTTCAGCCTCAACATGACGATTTTTTAGTAGCGTTAACGCTTCATCACTCACAACAATATCTT
+GGTCAAGTATCGCCAATTGTTCTGTTTGACTAGTTACTTGTTGTAAGGTTTGCTGGTATTGCTCACGATA
+ATGTACCATCTTTTCGTACGGTGCTTTAATCGGCTCAGCTAAAGACGACAGCGTCAGTAAATCAAGATCT
+TGTTTTGCGGCTAACTCTTTCTTTTCTATTTCAAGTAGTTGTGTTTTCGCTGCATGCTGGTTTTGTTCAT
+TGACCGAAAAATTAGTGCACCAGGCTTTAACTTGTTGCGCTTGTTGTAATTGCGCGTTTACCGTTTTCTC
+TTGTTCGGTAATTTCTGTTAATTGTTGCTCAAGCGCCTTTACTTGCTCATCATCAAGCAAAGAAACACCT
+TGGCTTTGCGCTTGTAAAAGTTTTAGCGCTTCACTGGCACTGCGATGATTATCAAAAACTTGCTTAGATA
+TGTCGCCATATATTTCAGTACCGGTAAGCTGCTCTAATAATTGCGCACGGTCATTCGGTTGTGATGTTAA
+AAAGGCAGCAAACTCTCCCTGAGATAGCATCATAGATTTGGTAAAACGTGAGAAGTTAAGCCCTGTTAAC
+TCACTAATATCACTACGCACCATTTTAAGCTTATCAGACACTATGGTGCCATCGAGTTTAGCTAACTCTG
+CAACAGGCTCTAATAAGTTACCATCAAGTTTATTACGGGCGCGTTTTTGACTCCAAAAAGCTCTATAACC
+TTGACCTCTCACTTCAAACTCAACTTCAGCCATACAATGGCTGGTGTGGCGAGTCATTAACTGATTCTGT
+TTTTTAGACACAGTTAAACGCGGTGTTTGATGATAAAGCGCTAAACAAATGGCATCGAGTATAGTGGTTT
+TACCTGCGCCAGTAGGACCGGTAATAGCAAATAAACCATTGTTATCAAAAGGAGCTTCACTAAAATCTAT
+TTTCCAACTGCCTTTGAGTGAATTGATGTTCTCAAAGCGTAAACTTAATATTCTCATGAATTGTGTTGCT
+CTAGTGATTCAGGCGTCATACTGTCTTTTTCAGCGATAGCACTGTCTTTTTCGGTGATAACACTGTCTTT
+TTCAGCTTCTGTGCTCTCTTCTTCTGATAAAGCACTTTGCGATGTCGACTCTGCCTGGGCTGATGAACTA
+GTAATTAGCGCTTTATCCGCATCACTTTTTTGATTCGCAATAGAAGCGGCTTGTTTCATTTCCACCGACA
+GTTCTGTAAATAATTGTGTTAACCGTGTTTTACGTGCGACTTCTTCATCCGTTTGCCATTCAAGTTGAGA
+TAAGCGTGAATCGAAGACTTCTGTTAACGATAACTCACTCAAGGTGCTGTTATCTTGCTGCGATAATTGC
+GCTTGTCGTCGTTGACGCGCCTTTTTACATCGACGAACCAATAACACTTCAAAAGGCATATCAACGGCTA
+GTTCAGTGACTCGCTGCGATAAATCACTTAAGTGATCACCATTATCAATTTCAATATCAAGCCAAGCCTT
+AACACTCGCAGGAAACTTTTCCGCTACTTGGCGTTCTTCAAATGCGACCAGTGTTTCTTGAAGTGAAGTT
+TCAAGCTCATCTACCGATGTTTTCACCATGTATAGTGGTTGGAAACACGGCACAATAAGCGCTTCAACTT
+GATTAAGTTTCCCTGACGTAAACTCAACCATCAGCACTCGTTTATCTTGCTTGGCTTCATCAAAACTTAA
+CGCAATAGGCGAGCCGCAATAACGAATATGTTCTGATTTCGCCACCTGTTGTGCTCTGTGAATATGGCCA
+AGAGCAATATAGTCGGCTGGGGGAAAGGCACTGGCTGGAAAAGCTTCTAACGAGCCAATATAAATATCTC
+TTACGGAATCACTTTTACTGTCATTTATTGATACGCCAAGCGCCGTTAAATGCCCGGTTGCTATAATGGG
+TAAGGCAATGCCCTCCGTTTTTTCAAACGCGTCAGCTTGCTTGCGTGCCTGTTGATATAAATACTGATAA
+TGATCGCTAATCGCTTGTTGTAAACTTTGCTGCTTATCACTTGCCGACTGCCCTGCTCGACTTCTGATCA
+CATCACGCGGACGAACAAAAGGAATGGCGCAAATAATGGCTGTGGTTTTCCCATCAGCATCATGTAATGG
+AAAAACCTGTTTTGAAAGTGCCTTCTCTTCAAGCTCATCTTCACTCAATGACGCAGGTATTACCTGCGTA
+ATAACACGGGTAGACAAGCTTGCCAATACGGCTTGTGACTCAGACAACATAGCGACAGAATCATGATTTC
+CGGCCAAAATAATGAGCTGGCATTGGGTCACATGGAGCTTGGCAATAAAATCAAAGTACATTTCACGGGC
+ATAACTTGGCGGTGTTGAGGTATCAAAAATATCACCCGCTACAATAATCGCATCAATGTTATGCAGAGTA
+ACTTGAGCTAATAACCAGGTAAGAAATTGTTGATGTTCATTGGCGCGGCTTTTGCCGTAAAAATATTGGC
+CAAGATGCCAATCTGAGGTATGAATAATGCGCATAAAAACGGTAAGAGACTGTGCAATGGAGAATTATCC
+GTTAGTTTACCTGAACAGGTAAACTAAGTGTAGTAACGGATATGTTATCTGTTTTTTGTTAGATTAATTT
+CAACGCACAAGTAATTAGGTTAAATAGTTTTAAGCATCATTATTTGCTGTATGCGTTAACGAACTCTAGA
+AATGCTCTATCTGCTAACGACAAATAGCCATTTTTCCGCCAAGCCATAGCAATATTTAGATGTACAGGCT
+CTTCGAATGGAATAGCAACGACGCCGTTTTCATGCTCAGTAACTAGTTCAAGCAAGGCTGATATCGAAAA
+ATCATGTCGCACTATGTTTAACATCATTGGCAACAAATTTGTTTCGAAGGATATCTTCGGCTTGAAATGA
+TATTTTTCACAAATTTCGTCAATAAATTCCCGATGGAAATATCCCGCTTTAAACATCACCAAATCTTCTT
+TAAAGAAGTCTTCAAATTTTATGTAGGGTTGTGAAGCCAGAGGGTGCCGTTCACTCACTACTGCGACCAT
+TTGCGAGGTAACCAAATGCTCGGTTTCAAGTCGCTGAGGCACATCTTCGTTATGTATAACACCTAAGTCT
+AATTCACCATCTAACAGCATTTGGCGAATGGATTGTGTTCCTGCTTCAATGATGGTGAGCTTAAGATTGG
+GGTACTTTCGTTTGAATGCCATTAATATTTCAGGGAAAAAGTATGACCCTAACATGCTAGGAACGCCGAG
+TTTTACTTCGCCTTTTTCAAAACCCTTTAATTCAGCCATCGCGATATTAGCATCACTTATTTGCTGAAGA
+ATTAGACGAGCATGCACAAGTAATACTTCACCTTCATGAGTCAGTGTTACTTTGCGTTCATTGCGATGAA
+ATAACGGCAGGTCTAGTTGCTGTTCTAATTTTTTGATAGCAACACTCAATGCCGGCTGCGCAATATGTAA
+CTGTTCAGCAGCGCGAGTAAAGTTTTTTGTTTCTACAAGTTTGACAAAGTACGTCAGTAACCGTGTATTC
+ATAGCTATAACCTTTAGTTATCGTAGTCATAGTTATTATATACTTTAATTATTAAATTAATATTGCTACT
+GTTTTATTAATTCATCTAATAGTGCATGTTATTAAACAGTACTTTCCGAGCTCGTCACCATGATTGAAAT
+AAAAACCTCCGCCTACCGCCGTGCAAGTTTTGCGTTAGCGTTAGGATCTTTCCTCGTATTTTGTAATTTA
+TACATGTTCCAGCCTATGTTGCCCCTGATGGCTGAAAAATTTAACGCCAGTGCCATTGAAATAAACTGGC
+TACTAGCGTCATGTACCTTCACCTTAGCGCTGACGTTGGTGCCATGGGCTATCGGCTCAGAAATATTTGG
+TCGTCGTAACGTGATGATGCTAAGCCTTTTCTTATTGCCCTTTGCTGGCTTGGCAATGTTGCTAACAGAT
+TCATTGTTGATGTTAACCCTAGTTCGCGGGGTAATGGGCATCTCTATTGCTGGCTTTGCAGCGGTTGCTG
+TGGCCTACATGGCTGAAGAGTTTACCCCGAAAGCACTAATGCTTGCCGTTGGCAGTTATATTAGTGCCAA
+CTCTTTAGGCGGGATCACGGGTCGGTTGTACGGCGGTTTTATCACTGAATATTGGGGATGGGAAATTGCG
+GTGATTGGTATGGCTGTTGCCAGCTTATTGGGTGCAGTTTTAGTGAACAGACTGTTGCCTGAGCAACTAT
+ATTTTACGCAAAAGAAAGGACAATTCCGTAGCCATAACAGACAAGTGGTCTGTCACTTAAAACAAAAAAA
+ATTATGGTTGGCTATGCTGATAGGTGGATTGAATTTTGCAATATTCGTTAACCTCTACACAGTCATGGGA
+TTTCGTCTTGTCGCAGCACCCTATTCATTGTCAATCAGCTTAACGTCGATGATATTTTTGTGTTATCTCA
+GCGGTACTATTACAGCAAAGATCAGTGGTCGTTGGAGCCAAGTATACAGTCCGATCAAAGGCATGCTTTT
+AGGGACAACCGTCAGTGCGTTAGGTATGTGGGTTGCCGCATATGATTCACTATACACTATGCTGATCGGT
+CTATTACTTATTAGCTCTGGCTCTTTTTTCACCCACTCACTTGCGTATGCATGGGTGAGTCAAAAAGCAG
+AAACCGCTAAAGCAACAGCAACTGCGTTATATCTTGTGCACTATTACGTTGGCGGTAGTCTGGGTGGCTT
+TTACTTAATTGCCTGTTGGCAATATGGCACATGGAATGGCGTTCTCGCTGGTGGCATGGTGATTTATGGT
+TTGATTTATCTGCTTTGTTGGCTTTTACAGCGCTGTACAGTGTCTCAACGTAAAGAAGATGAAATATTAG
+CGTTAAAAGAAACAAATCCTGTCGTTTAACTCATGGTTTAACTAGTTGCTTAACTAATTTCATCATAAAA
+AAAGAGAATAACATTAAACTGTTATTCTCTTTTTTAGTTCACTTCATGACACAGCAATTAATTAACGAAT
+TTCTAAATCAGGTAACCAACGTTGTACCCGTTCTATTTCATCTCGTAAGTCTTCAGAATAAAAAGGCGTC
+TCTAAATCTTCAGGCGGTGCTGAAAGTAAGTTAAGGTCTATCGCTTGTGCTTCACCCAAAATAACGCCTT
+CTTTTATCGTCATCGAATAATAAACACCATTCCAGAAGTTAGCCCCAAACTCATTGTTTTTCTTGAACAT
+AAAGAGTAAGTCGTGCTCTAACCAACGTAAATCGTCCCGTGTTACAGTACGAGGCTGCGCATAGGGATAT
+CGGATATGACACCAGAGTTCAGGTCCTTCTAAACATTTCATCTCTTTCATCGATAAAAAATAATCTTTAA
+AACGAGTATGATCAATATGTAATTGATACTTAATTTTATCTGATGAAGGTAAAAACTCGATATTGCCAAT
+AGCTATACGCTGACCATCTTTAGCGATTAAATTTATTGTTTTGGTGCCACTTAAGGTCGAGGCACTATAA
+CTGACGGGTGAAACGAACGTAGCCAGTATCAATACACTCGTGACAAAAGTTCTAATTATTGTGAACATCT
+AAATACTCCTAGTTGGCATTATATTGCTTAACTAAGCTTACCTATTAGAGAAATTAAGTCCATGACACTT
+AAGTAGGGTTTTTGCTCACTGTAAGAGATTTCCTATCCCGCTTCATCTCCCTAACTAAGTTAGAAAAACA
+GCTTTAATGCGCCAAAAATTCCCATACCAAAAATTACGATGGCCAGCGTATTTTTTATTTTCAGGCTAAA
+GATTACCGTGGTAACTCCGGCGATTAAAAAAGGGCTGGTAATAAAATCACCATTAGATTCTTGATGTCCA
+AGAAAAACAATCGGGACCCACATCGCTGTTAATACAGAAGGCGCGGTATAACTAAGTAAGCGTTTTACTT
+TTGGTCCAAGTTCAAACGGTACTGAGGTTGAGAAAAAGAAGTATCGACAGGTAAAAGTAATACATGTCAT
+GCCGAGTAAGGCTAACCAAAAATCATTCATTAATAACACTCTTTTCTTTTGTTAAATAGCCACAAAACAT
+ACCTATAAAGGTGGCTGCGATGAGCGCATATTCCTTCATAAATATTGAAAGTACAATCGCACTTACACCA
+CTACTGATAACGGATATCAAGGTCGATCTATTCTTGATTGTCGGAATAACTATCGCAATGAAGGTTGCCG
+CTATCGCAAATTCCAACCCTAAATGTTCAAGGTTTGGGATATGTTGGCCAGCAACAATGCCTGTAAAAGT
+TGCAACGTTCCAAAATACATAAAAAGTAATACCAGAGCTGAGTGCGTAAACAGCACTAAATTTTTTATGC
+TTCGCCATATAAGCACAGGTTACCGCAAACATTTCATCGGTAAGAAAAAAGGCAATACTGCAACGAAGAC
+CTAATGAGCTTTTTCTGACATGCTCTCGAAAAACAGCGGAATAAAGCAAATGTCTGGAACTTATAACAAA
+GGTTGAGGAAAACATCGAAGATAAAGAACCAACTGCGCCCATCATAGTTAATGCGGCAAGTTGAGCTGCG
+CCCGCAAAAATTAACAATGACATAAGTTGCGCTTGTAACGGGGTTAAACCGACAGTGATTGCTAATGAGC
+CACACAGAATTCCCCAAGGCACCACAGCGAGTGAAAGCGGGAATATATCAACGATGGCTTGATACATAAT
+TTTAAAATCACTAGGGGTAGATCCCTCAGCAATAGCTGTTCTACTTGGCATTAACGCTCTCCTTCAATAT
+TTTGAAAGAGTTTACAGGGGAATCGTTTTTAGTTCTTGTACAAAACTGCTTGTTTTTGAAACTTACTAGG
+GGAAGTACCTAAGGCTTTTTTAAAGTGTCTATTGAAATGGCTTTGATCATGAAAGCCACAATCACTCGCC
+ACCATAACGGGTTTAACCCCCGCTTTTAGTAACGTTTTTGCTTTCTTTAATCTGGCCTGTATCTGGTAGC
+TATGCGGGGCAAGATCGAACATTTTTTTGAATTGTCTAATAAAGTGGTATTGACTTAAACCCGCAATTAT
+CGCCAATTGTTTCAACGATATATCTTCAGCGGGATAACTATCTAAATACTCTTTTACCCGTAGCAGTTTT
+GCTTTGCTGCCTGAAATATCTTTTGGCACATGGCGAAGTGATGAATGCCTTAAGGTTAACCTTAACATCA
+AGCTATACATGATAGTTTCTGTTAGTAGCTGCGAAGCATTGTTATCTACTTGATTAAATAACAGTCTTAA
+TTGATCTGTTAATAGCGGATCGTTAATCACAGAAGAACCAAAATATGGCGCAAATTTTCCCTTGTCATAG
+AGGTCGTTACTGATATTTTCAAAATGTTCAGGCAAAGGATACATGGCACGATATTGCCAGCCACCCGATG
+AAGCAGATTCACCCGTGTGTACATCGTCGGCATTAACCAAAATAATAGAGTTTGTATCAGCGGTATGAAT
+TTCACCACTACGGTAAAAGCGTTGTGCGCCCTTTTCAATCACACCAATCGTGTAACCTTCGTGCACATGT
+TTAGAGAACGCTTGACCTTTATAATCGGCGCGAACCATTTCAACGCCACCATAGGCATTGGCAAGGGTAA
+AGTCGGCTTTTTCCTGTGTTTTATTATCCATAGCTAGCAATTAAATTTCATTCTAAAAAAATAGTACAAT
+ATTGCTGTTGTTGATCACAGCTATTTGCACCTTTTATCAAGTTTAATGAACCCTCTAATTTCCTTGAAGC
+TGAGAGTCGAAGCTGAATTTAAAACTTGAACGACGAAGCTGACTTACGAAACTGATTTACGAAGCTAACT
+CACGGACTAATGAATTGTCCTTTTTTGAATATCCCATATACTTCCTTTCCAATTAGAAATAGTGCCAGAC
+GCTTCACAGGTGTCGCAATGCCATTCAATTATATTTATTGAGCTACATGATGCTTCAATACTTCCCTCAC
+ATGACAGTTCAGTCCCTCGGGTATTACAATTTAAATCAACGTCAATGAGTGGCTGTTCGATATTCTCAGA
+AACCGATAACACTATCTTAGTCAGAAAGTTGAATACCGTTTTTGCCTGTTCCGTAAGCGCTAGTACCTCG
+CCCTTTTCGTCAAGAAACTGTTTAAAATCTACTTTTAATGCCATCTATTTTTTGTGATCTTCCCCCGATA
+AAGTGGACACCATCCACTTTAATTCACCGCCAATTCAAACTCAGCAGGTGTTTTATATCCTAAACTTGAA
+TGCAATCGTTGTCTATTGTAAAAATAGTTCATGTAACCTTTTAATTTTGAATGTAATTTATCAGTAGTCG
+CGAAGACATTCCCTCTGATTAAATCAGCTTTTAATGAATGAAAAAATGATTCAACTTCAGCATTATCAGT
+ACAACAACCTGGACGGTTCATACTCGCCGTAATGTTATGTTTAACTAAGAACTGCTGCACTACATGTGCT
+CGATATTCAGCGCCTCTGTCAGTATGAAATAACAAGGGTTGTGTCGGTTTACGCTTCTTTATTGCTAGCT
+GCAGCGCTTTCAGTGTCAGCGCTGTTGATTTGTTCTGACCAAAAGCCCAACCAATGATACGACGTGAAAA
+TAAATCTAATACAACGGCTAAGTAATACCAGCGCGATCCTACTTTCAGGTACGTAATATCTCCCGACCAT
+TGCTGATTGATAGCATCAGGCTTACTTATGTTTTTACGATTGTTTTTGATCGCTTTATAAAAGAACTTCA
+CCTTAGCTGGCCTGCTATAAGTCTTGAGCGCTCTAGCGCGTAAGCCATTTTCTCGCATCAACCGTGCAAC
+ACGCTTCTCACTCGTTGTAATACCTTCACGCTTTAATGCATGAAATACGCGTGGGCTGCCGTAGGTTTGA
+TGATTGTTATTAAAGACTTGTTTGATATTTAAAAGTAAATCCGCATCATTAATAGCACGCATTGAACGTG
+GACGTCGTCGCCATGCATAAAAGCCACTACGAGAGACATCAAGCCATGAGCAAAGGTATTTAACACCTAA
+GGCTTCTTTGTGTTTTTCGATGAATCCAAATCGCTCTGATGGACTTCCGCCAGATACCGTTGCCACTTTT
+TTAGTAAATCATTTTCCATTTTTAAACGGTCGTTTTCTTTTTGCAGCTGTTTAATTTTATTTAGTTCTTT
+CTTTGTGGGGATTTTACTCATGAGTTCACTATTGCTCTGATAGTGTTGGTTTTTTTTAAACTTCCCTTCT
+CGGTATTCTTTACGCCAACGGCTTAGCATTAACGGGTGAATATCCAACGCTTGAGCAACATCCTTAGATA
+ACATGTCGTTTCGTAAGCTTAGCTCGACAGCTTTAATTTTGAAATTAACAGGGTAAAACCACGTCTTTTT
+AGGTTGGGTATATCTAGGCATTTTAGCCTCCTCAATGTTATGAGGAGGTGTCCACTAAAACGGGGGAACT
+TCATTGTCCTTGTTAAAACGCTTGTTATAGAGCAGACTCACTCGACATTGCTATTTTTCATTATAATACC
+CTACCAGCTAAATACACGGATTTAAAAGGTCTTAAAAATACCATGGATATCAATGGAAAATGTATCTTAT
+CAACAGCAGATGAGCACGGCCCGATTTATGTGTACCAAACAAAGACCAGCCGAATTCTCAGCTTTGATGG
+GAAAATATATCAAAGTTGCATGAAACTCAATAACATTAATGGATTACATCTCGGCTACACCCAAGCAATG
+ATGGCGGGTTTATTATTTATCCCCACAGTAAAAACAGCCACCGTCATAGGATTAGGTGCAGGCTCTATGG
+CAAAGAACCTGCTCAGTAGTTTCTCAAAACTGAACGTACACGCGATTGAGTACCGTGAAGCAGTCGCTAA
+AACCGCAAAAGAATATTTTTACTTGCCCGACACTGACCGCCTCTTTATTCATATAGACAATGCTGTGAAC
+TACATGAAAAATACCGTTATTAAAAGCGACATTATATTTTCAGATCTATACAACTCACAAGGCATGGAAC
+CGAAACAAATACAATTATCCTATTTGCGTGATTGTAAAAATGCACTCAACAAACACGGTGTCCTCGTGCT
+CAATATCTGCCATACGACACTTAACTTACGAGAAGAGTTAGATGAATTACTCGCGTTCGAATTTGAAAAT
+CAACTACTCTGTTTCGAAGTAGACAGTGGAAACACGATCGTACTCGCATTCAAAAACGACATCCCTTCGA
+TAAATAGAGAAGAACTACTTACTAGAGGTCAATGCTTGCAAGAGCAAATGAACATTCCGATAGAACGTTA
+TGCCGAATTACTGTGGGATACACAAAGTTCATGAGGATGTTCATAGTTAAGGCCTCATTAAGAGGCTAAA
+ATTCTGGGCTAAAATGGAGAGGAGTGAAACAGGCAGTTGTTTTTAGTCCTGCTTTAAGACTTGTTAGCCA
+TTTTTAGGTAATGCATCATATGCGTCTTTGACTACTTCATATCCATATACACGTTCTAATTTTCTAACAA
+TAAAATGACCTCTAGCCATGTCTTGAAAGTGATCAATAAATAAAGTATTTATGATTGCGCCGCCAGCTGC
+ACCAATAGCAGGAACGGCTTGTGCAGCTGCTTTTTGAGTAACTTGAACACCAAACTTTTCAGCGATTTTA
+GCAATTAATTTAATTAAAATAGGAGCTGCTTCATCGGTAATACCTTTTTTTAGAATAAATTCTGCTGCTT
+CAGCAACTGACTTTGCTAGTGCTGCTCTTATCGCAAAATACCCTGACTCACTCCCATCATCTAGATCACT
+TGGCCCTCCCAATGCAAACACCTCTAAACAAGCCATTTGAGTTTCAGGTGTTGTAATCGATTCACCTTCG
+CTACGAGCAATATCAGCTATAGAACGCAACATTATTGATGTTGAAATCGGTAGTTCAACAGCTATTGCCG
+CCAAGCCAAAGAAACCACCGACACCACCACTAACTGCAACTCCCAACTTATGCCAAATATTAGACGATCC
+TTCTCCAGGAATATCTTTCATCGTAAATATCGCAGCATCAGATGCCTTAATTAGAGATTTCTCTGTCACT
+TTAGCTATATTTTTACTCCAATCATCAGGAAGTAAATCTAAACCTTTTTCAATAGGAGTACCTATAAGGT
+TAGTTATTTTTGCAGCAAGTCCTGGGTTCTCTAATAAAGATTTTGCAACTAAAAGCTCTTTTTCATGTAA
+CTCAGAAATTTTCAAGTAACCCCCTTAATGGTTACGCCCATTTAAGGGGCAAAATAGAGTTGGCTATAAT
+AGGTGAACGGAGTGAACAACAAAGCCAACTGTAAATTTACCCTCTTGAGCGCCCTGTTGTGTGCTATTTA
+TCAACTTATACCCAACGTCGCACCTTTGATGCATAAGCAGCATACTCTATAGGAAATTTTTTAGATAAAT
+GTATCTCTTCTTCTAAGGTCTGACTGTTTAGCGTGTATAAACCAATAGTTAAACATACCAATGAAAAAAT
+AGAAGGCATAGCGAAGAAAAAACCTAGTTGCGCAACTGCTATACAAACAAACATTGGGTTACGTGAAAAT
+TGATAAGCCCCACTTGTAATAACTCTGGCTGGTCCAGAAGGATCAATACCAGAACGCCATTCTTTTCCTA
+AACTATAATGAATTAATGCAGTTGAGAGGAAGCCAACCGTTAATAATATTAACCCTAGTGTTATAACTGA
+TGGTAACTCCAGGATATTGATCATACCCAAATAATTATCAATATTAGGGTAAAACAGTCTAAATAAACAT
+ACCATCCATATAGAGATACGGAAAAAACGAAAGGCAATATGGTTCCACCAAGTCTTGCAAAACGGTTTTC
+CTGAAAACACCAATGATTTACCATTCTGTCGTTTCTTGTTAATCAATCTAAAAGTATAAAATGTTGCGAC
+GATTGAATAGAAAACAGCTAAGTATATCTTAGTAAACTCGATAATTTCTGACGCATTAAAACCTAAAACC
+ATAATTCTCTTCTTCGTAATACCTGAGTACCAATATATTCAGTAATACATTCTGCGTATGACGTATTTGT
+ACATAACACCGTAATAAGCGCAGTAATAAGCGCAGTAATAAGTGGCGCGAAATGGTTGGCTATATATTGT
+GAAGGGAAACAAAGCCAATTGTTTTTTTTCCGTTTCAAGCGCTGGTTATACGTACTATTTATTTATGTGT
+TTTTTAAGCGATTCGTCAAGTGCCTTTTGTTGATTTTCTTGTTCTCTTTTACATCTGTTTTTTTCATACT
+CATATGGGTGATTACAATTTTTGTCCGCACCTAATCCGATTAGTAAGCTATTTTCTCTTTCCTTACATTT
+CATCTCTTGAGACGGCTCCATATTTATACATAAAGATTCTTTATTACTGACATCAGAATCCCCATAATCT
+TCTGCGCTATAAGTGCTACACCCATTTATCAAAATAAGAATAGCTGCTGAGAATATTAACTTAAATTTTA
+AATTCATGTTCGAACCCTTTTTTGTACGTGTAACTCCCTAATGATGGGCAAATTATAGTTACATCCAATT
+GAATGATTAACTCGTTACTATCCATAGTTTAATTAACCACCTACCCTGAGAAAAACAAAACAGCTTATTA
+TAGAGATTTCTCAGTAATGTCTATCTCATAAAAATAATTCAATAGGCATTAATATCACACAATTTCAAAG
+CTTTATAAACTGAAAAAGATTAATTTATCTCTTAACTTGGATATTACTGAGATGTATCAGTAAAACGGCA
+ATTAAAGTACACCGGAGAAAATAAAGGAACACTAGCAAAGTTCTCTAAAGCAAATTGAAAATTATCAACT
+TTTACTGTAGCTTGAATAACCTAACATGGCTTAAAACTATAAAGCATAGCCATGTAACACATGAGCAGTC
+ATCTAATTTGCTATGTAATCACGTAACCTTAACGACATTAATCAATGAGACTTAAAAATGATCAAGCTTT
+ATGAATTAGCAGGCAAAAACAATCTAGTATTTAGCCCTTATTGTTGGCGTGTACGCCTAGCATTATTGCA
+CAAGCAAGTAGAGTTCTCCGGCGTTGATACTGCGTTTACAGAGATACAAAACATCTCTAATGGTGAATTT
+AAAGCTGTGCCGGTGTTACATGATGGAAACTTCGCGCTTAATGAATCTTTTGACATTGTTGAATATTTAG
+AAGAAAAATATCCATTAAAACCCTCATTATTTAATTCCAATGAAGGTAAAGCCTTAGCTAAGTTTATTGA
+AACTTGGGCAAACACCTTACATGGCGATATAGCGAAAATGGCCATTGCAGATATTCATGATTGTTTGCAG
+GAAAAAGATAAAGGTTACTTTAAAACATCACGTGAGAAGTTTTTCGGTAACAACTTGGAATCAATACAGT
+CGGAAAATCATGAAACGGCTAAAGTAAATCTACTAAGCAAGCTCAGTATTTTAGATACTTACTTAACTAA
+GTCAGAGTTTATCAGTGGCTCTACTCCCTTATATGCTGATTTTATAGTTTTCGGAACGTTAAAATGGCTT
+ATTGAAACTAGCCAAGTATTCCAAGTGTCACATTTCAGTGAGCATGTTGAAAAATGGTTTCTAAAAATCA
+ATCAAATGTATTGCGGTGAGACATAACATATTCATTGTTTACATGCCGCAAGAAACTGCCTCTAAATAAC
+CGTTGATTATAAACTCCATGATAATGGTGAACAAAATGTTAATGGTTTAAGTGATAGGATTTATGTCATT
+CGACATGAACTCAATTTGCTAGATTAGAAAAATGGCACTAATTAACGGGCAAATGATTGTTGGCTAATAT
+TTGAAACGAAGCGGAATCAGCCAACTGTTATTTGTCCTTATTAATTAGCTTATACCTCAATTGAGCTCAT
+AATTAACAAAGTTATTCCATTCTTCTATAGCATCATCTGCTGCTTGAGCATGTTTTTTAGCCGCTCTATT
+TTGTTCATCTATGAAATCTTGAATACAACTTTTAAACATATCTACATCATTATTAAAGTTATCTAATTCC
+CATTGAGAATTAAACTGATAAGGTTTAATAGGCTTGGAGCATGAATGGCTTGGAGTAAACATATCCGATA
+GGACAGGCATTGAAATAGTTAAAGCTAGAATACTTGCTATGAATACTTTCTGTTTGAACTTCACGCTCAA
+TCTCCATTTTGGGTTATAACGCCTAAATAACAGGCTAAGTAATGGTTGTCTAAAATTGTATAGCGAAACG
+TAGCCAACTGTTGTTTGTCCGTTTGAATGCCTTATTTAGCCCTTACTAAAAGCCATATTTTTCTTTTCTT
+CTATTAAATGCGTCCTCGCCACCCTCAAGAATTTTGGCAGCAAGATTTTGAATATTTGGCTGATCTATTG
+AGCCTTGATTCTGAATAGGCAAAGTTGCATTTTCATTCGTTGACTCCAAAACTCCAATCCACTCAGCGTC
+ACCAAAAACAGGTATGTTTGCGTTATGAGTAGCAAAAATAAACTGTCTAGTTAGTTTGGCATCTCGCACC
+TGAGTAACAATTCGCTCTGCTATAAATGCGTTGTCGAGATTATCTTCAGGTTGATCTAAAAGTAGAGGAT
+CTTGGTTATCAAGTAAGAGCATGTGCAATAATGCTGTACACTGTTGACCTGTTGATAATGAATCAAGTTT
+TTTATATAAAGGCTCATCATTACTCGAAACATTCAACTCAATGCTAACCAAATCATCGATCTTAAACTCT
+TCAATTTCCATTATTTGTTTATTGCTGATTTTTGATAATCTATCAGCGGTAGTGGAAGTCATCCCCCAAT
+CTTTCTCTAATAAAGCAGCCTGTCCTTTCTTGATAGTCTCTGCTAATAGAGGGGCCGAGAACTCCTCTAC
+TCCTTTCATCCAAGAAAGTCTTCCCTCAGCGACATCAGATAAACGATAGCTTACGATGAGTTTTATTAAT
+CCAAGTCTGTTTTTTTCTGCTGAGTAATTTACCTTTATATTGCCCTTTAATTTTCTATTCAGCCTTTTTA
+CGCCCTTTTCAAAGGCGGTAGCTCGGTTGGTTTTTTTCTCGGACAACTCAGCCAGCAGTGCCTTTCTTGT
+AGCTATTTCTTTGTCCAGTTTACCTTGTTCATTTACAAGTTCCGCACGTTTGGGTTTTAATCTCTCGATA
+TTTTTAATTAGATCCCGATATTGTTCACCAATTTGTTTTCCAGTTAAACCTTCAACAGGAGCCAATTTTT
+TAAACTCTTTAGTGATAGAGTCTTCTTGTTTCTCTATGCTTTCTTGAAGTTCTTTATCAAGTAGTTCTAT
+CTTCTGCTGAGAACTGTCTGAATCAAGTTCCATTTTTTCAATAGATAGATTGATGTTATCTTTTAATTCA
+ACTAAGGCTAATTTAGCATTTTCAAATATTGTTTTATCGGGAAATTCCTTAATCGACTCTTCGGTAATAA
+AGTCAGCGCATGGGATAGATTCAGAAAACTCTTTTAGTGCTTCCTTTAACGTTTCCATCTTTCCTGAAAC
+AGTTTTGAAGGTACTTCTTTCCGACTCAACGATTGGTAATAGTTTCAATTGCTGGTCTATTCCAAGCTCT
+TTATACCTATTTTCATCTTCCTCGTGAGCCTTCAAGTCTTCCACATCAGATTCCATGCTAGAGACACTAG
+ATGTTAAATCAGATATATTATTTCTTGTTGTAACTAACGACTCTTTAACTGTTGAAATACCTGACTCTTG
+CTCAATTTTATCTGTATTTAGAAATCGCTCTACTACTTTTAGTTGTTCACTTGATTCTTTGGCGATTTCA
+TGAATTTCATTTTGACCAAAGATTTCAATATCAGGTAATAAGTCTCTAGGAGAAAAAGTAGAAACAGATC
+CGCTTTCATCTTTTACTATCGGGGATTCACCATAGCGTCTTGATATTTTATATAATTTTCCATGTTTTAC
+TGCTGATTTGACAGTCAATTCAGCGAACCCTGAACCAAGATTCTGCTTTATAACTTTAAGGTGCTGTGCT
+TTTGTTTCTTTACTAATAGGTTCAATATTTAACACATAACGAATTGACTCTATTAAAGTCGATTTACCTG
+TTCCTCTACCGCCTATTAAAGCATTTAAATGCTCGGAATAGTTGATATGAATTCCATCGAGAAACCCACC
+AACAAACCTAACAGCCTCTATTCTAGAGTAATATTTCTCTTTAATATCAGAGTTGAGGCGAACACGAGAT
+TCAGAATCTGAAAACGCTAGTTTAAATGAGGAAAAACAAGGTTTTGTCATTTTCACCAAGCAAGTCGCAT
+TTTCTTTTCTTAATGTTTCAGGATCTTCGATATCTTTAGCATTTATAATCGCAATATTTTTTTCACGCAT
+ATAATCAGGATTTTTATTTAGAAGGATCTGGTGATTTGCTTGATCACCTTGCTCTTTAAGGGCTTCTAAT
+GAAGTAGGTATTTGTGCAGCATGTAAATTCGGGTTTTTCCAAATGTTGTTTAATTTTTGTTTTAAAACCC
+CGCTGTCATCTGTGCAATGTGCAGCGTACACAAAGCCACCTTTATCTATAACGGTTGACAGAATAAAGTC
+TGCACTTTTAGTTGATGGATTTGTGCCGTTAGAAGTATCTATGTCAAACTCATATAAATAATTATTTAAA
+GTTTGAAGACTTGTATCTTCTGGGTATAAACAAACTAAATGTATTTTCTCGCTAGATGCAATTTCAAACC
+CTGGAAAGACGATGACTCCTTGAGCATTAAAGGTTTCTTTGATTTTCACAACAGAATCAACATTACCATG
+ATCGGCTATTCCTACAACTTTTATTGATTCCTCAAGGCAGACTTCTAATAGTCTCTGATTGTAGTCATCT
+TCTGAAATATCCTGATTTTTCCCTCGGTACTGTATATAACTTGCAGGGTTTACTTGTAATGCGCACTTCC
+AGAATTTTGCCCTAGTATGCTCAACAGCAATATTCATATATTCATCCTTAAATTTAACACCGAAGCTAGC
+AGGGCTTAATAACGCCGCGATAAGCGGAATATTACTGTTGGCTACAATGTTTGAGGCACGAAAAACAGCC
+AACTGTAAATTTTCCGTTTGATTGCCTTGTTAGCTGTACTTTACACCGAGCTATTTTTTTGGTGCTTGTT
+GTACATACCCATAGCTTTGTTGAGGTATTGGAGCAAACAATTTAGCAATGGTGTCTTCATATTTTAAGCA
+AATATCGACGCCATAATCAGTTAAACGATAAGTAAAATATTCATTGCCATTAAAGTCGCTTCCATTCTCT
+TTCTGAATTAAGCCAATTCTTTGCAGTTTAACTACAGCAAGATTTAGGGTTGGTGTCGGAATATGCTGTT
+GAATTTTATTAGGTAAGTCCCAGCTTATACAGCCTTCGACATCGTTATTGTAACTTTCTAGCAATGAACC
+CAAGATTATAAGATCATTTTCTGATACGTCACTTAATACATTATTAACATCAAGCTTTTGAACTTTAGGT
+GTACTAATCTCTTTGAACACACCTTTATTATTCATTTCCCTTTTTATTTGCGTTGAAGCATAGGTTAATG
+ATGATGTTAAGTTATCATCGGAACGATTGGGATCATAATCTGTTGGCGTTATACCGAGTAAATCACTTGG
+GAAATGTAGCTCTACATCACGAGGCTTTATAATAAAGCATCTTTCTTTACCGATAGAACCAATAAACAAA
+CCAAGCTCAAAGAGTACATTATCTCGTACAACATACTGTTCCCTTGACCGCATAATAGCCAAGTCATCAG
+GAGAAAATATAAAAGCTGAAAAATCTACTGATTTAGACTTTAAAATAAGATCATCTAACGTATTACTTGA
+TAAGTTAAATGTACCACTACGCCATATAGTAACTTCAGCATCAAACTCTAAATTTTCAGCTATTGCGTCA
+GCTATAGGTAAACTCTCTACTGAGGAGCCTATGAATATTCTCGGTTTACTCATTTGTGACCAAATCTCCA
+TGTACAGCTAACAGTTTATTATGAGGAAACTACCTTCTTTCTAGAAGATGGGATAAATCGTCCATAATTT
+ATATTAGCAAGAGGTTACTTGATTGTTATAGATAGATCAACGAGTTAAAAATCATGGGCTAAGTGGTTGA
+TGTATGAAAAAAGGTGATTTCCCTGCTTTTTTGTAGAAAGAAGAAACTGTATCAATAAACGGTTTAATTT
+AAACTAGAAATAAGACTGTTTTGATATTAAAAATTATTTTTTTAAAACGAAATAGACTAATTAATTTACC
+TAAACCAACTCTATTTTGTACTCTACCTCACTCTTGTTATTTAATTTTTTATCATTATAAAAAAGGGTAA
+CTTGCGTTACCCTTTAGCTTAATAAATTATCCTCTAAGATCTTTGATTTTGGCTTTTGAGAACCAAGCAT
+ATAAAACCGGTAATACAAATAAGGTAAGTAATGTCGCGGTAACCAAACCGCCAACAATCACACTCGCCAG
+AGGTCGTTGAATTTCAGCGCCAACACCATTGGACATCAGCATTGGGATCAAACCTAACGCAGAAGTAATG
+GCGGTCATTAATACTGGACGTAAACGAGATACTGCCCCGTCAAAAACAGCTTTTGAGGTATCTAAACCAT
+CTTTTACCAGCTGGTTAATGCTTTCTACCATTACTACACCATTAAGCACGGCGACACCAAATAGGGTGAT
+AAAGCCGACTGAACTTGGTACTGACAAGTATTGACCTGAAATATACAGTGAGAAAATACCACCAATAACA
+GCTAACGGTACATTCACTAAAATAAGCATCGCTTGACCAACAGAGCCAAAGGCAAAGTAAAGTAGTAAGG
+CAATTAACGCTAATGATAGAGGCACCACTACTGCTAGTCGCTGCTGGGCGCGTTGTTGGTTTTCAAACTG
+ACCTCCGATCACTACAGAATAACCTGCAGGTAAGTCTACTTTGCTATCAATAACTGCGCGAATATCGCTA
+ACAACACTCCCCATGTCTCGACCTTGAACATTGGCTTGAATTACCACGCGTCGCTGTACATCATCACGGC
+GCACTTGTGGTGGGCCGGATTCAAAACTGACGGTAGCAATATCGCCTAAACGTACCCAAGCACCTGTAGG
+TGATTGTATTCTAAGGTCTGCAATAGCTTCTTGGTTATCACGGTATTTTTCTTCAATGCGAACATAAATA
+TCGTAACGTTCATTACCATTGATTATTTGGCCAGCGCTAACGCCACCAATACCATTTTTAACCACTTCCA
+TGACATCACCAACCGACAAACCAAAACGTGACAATTGCTGTCTTTTCGGTTTAATCACTAACTGTGCTTC
+ACCAGCGATTTGCTCTAAAGCCACATCTCGCGCGCCATCAATTTGTTTGATTGCCGCTTCAATTTCTTGA
+CCTTTGCTCGCCAGCATATCCAATTCTGGTCCAAACAATTTAATGGCAAGTTGCGCTTTAACACCTGACA
+GTAATTCATCAACGCGTGTCGCTATGGGTTGTGAAAAGTTAAGTAATAACCCTGGGAATTGTTCAAGTTC
+CTCTTCCATTAAACCTTGTAACTCAACACGGTTTTCGGCACTAGACCATTGTGAAACAGGTTTTAAACCA
+ATGTATATTTCGATGTTATTGACTGGCTCAGGATCACCGCCAATTTCAGCACGACCAATTCGACTTAGGG
+TATATTCTACTTCTGGGAACTCCATTAACTTTTGTTCAAGGATAGGTGCAACCGATAAAGCTGTTTCTAA
+ACTTGCTGATGGCGCTAATGTTGCTCTTAAGTTAATAGTGCCCTCTTCTAATTCTGGTACAAATTCAGTC
+CCTATTTGTGGTATTAAAGATGCTGCTCCTACGAGTAACAACAATGAAGCAATAATGACTACTTTCGTGT
+GTTTCATCGCGGCTTTGAGGCCTTTGCGATACAGCTTATCTAATGGTTTTAAGACAAAACTTTCTTTTTC
+TTTAACACCTTTTTTGAACATAAAAGTTGCTAAGGCTGGTACCACGAACAGTGCCACTAAAATAGCTGAA
+ATAACCGCTAAAATAATACTGATAGCCATCGGCTGGAACAGTTTAGCTTCCACCCCTTCAAAGCTAAATA
+ACGGGGTAAAGACCACTAAAATAATAGAGGCAGCAAAAAATACCGGACGTGCGACTTCTTTCCCTGCTTC
+TTTTAATCGTAGAGGAATACCCTCTTCATCGTGTTCAACATCATGGGGATCAGCATCTGTGCCTAACGTT
+CTCGCTTGAGCATTTTTATAATGTGTTGAATCTGGTCTATTTAGATGTTTGAACATGTTTTCAACCATCA
+CAACAGAGCCATCAACCAACATACCAATAGCAACGGCGATACCACCTAATGACATTAAGTTTGCCGATAA
+ACCCATCCAAGACATCACCATTAAGGCAATAGCGATTGAAATAGGAATTGAAATTAACACTAAAAAGGTT
+GCGCGCAAGTTCATTAAAAACAGTGCAAGTACGATAGCGATAAATATAAATGCGAGCGCTAATGCTTCTA
+CTACGGTATCAACCGCTTTAGTAATTAAATCTGCTTGGTCGTAGAAAGGTTCAAAACGTACCCCTTCAGG
+TAGTGCTTGGTTGATCATAGGAATACGTGCATTGATACCGTCAATTGTTGCTTTAGTATTTGCGCCCATT
+CGTTTCAATACTATGCCTGAAACCACTTCACCTAAGTTTTCAATGTTACCTTGTGCATCTCTGCGCGTCA
+TAGTAACCGCGCCTTGGCGTATTTCACTACCTAATGCAACGTTAGCCACATCATCGATAGTCACCACAGT
+ACCATCAACCGTTTTAACCGGTACTTGTCTGATATCAGCTAAACCTGCTTCGCCACTATTAAACCAACCT
+GTGCCACGAATAACTAACTGCTCTTGCCCACGGTTCATGTACCAACCGCCAACATTGGCATTATTGTTAT
+CGAGTGCGGTAACAATATCGTCTTGCGTTAATTCATATGACAATAATTTACTGGGTTCAATGTTGACCTG
+ATACTGTCTGACATTGCCGCCAAAAGATAAGACGTCGGTAACACCATCTACTGGCATAACCAATAACTTT
+ACTATCCAATCGTTCAAACTTCTTAAGGTCATAGAATCATAACCAGAATCTTTATCTGCAATTAACAAAT
+ACTGAAAAACTTGACCCAAACCTGAGGTGTTTGGTCCCATTGCTGGTGTGCCCACGCCTTGAGGAATTAA
+CTCTTTTGCCGCTTGTAAACGCTCAAATACTAACTGGCGAGCAAAGTAGATATCTGTACCTTCTTTAAAG
+ACAACAGTAACACCCGATAAACCCGTTTTTGAAATAGAGCGTACTTGCTCTACATCAGGCAACGCATACA
+TTACCGCTTCAATGGGATAGGTTATTAACTGCTCTACTTCTTCTGCTGCCAAGCCCGGTGCTTCTGTGTT
+TACCGCTACTTGAACATTTGTTACATCAGGAAAAGCATCTAAATTTAGTTTTGGGATCACCATAATAGAA
+GCTGCCATCGTGGCAATCAGGGCGATAATTACTAAGAGTCGATTATTGATCGACCAATCAATCATTTTAT
+TAAACATAATCTTATTCCTCCCTAATGGCCATGCGGATCAAATCCGCCTTTTGCTATTTCTGACGCAACA
+AAAAATGCACCTTTTGTCACCACGCGGGTATTAGGCGCGATACCGATAATTTGACGGTAATTACCTAATG
+GCTGGCCTAATTCAACTTCAACCGCTTTAAATTCACCTGGGTGGTCTTCAACAAATACTGTCCAATCACC
+ATCTGCACCGCGCATTAATGCCGTTTCTGGCACTGCTATTACCGGACTTTTGGTATCAAACTGAAAATTA
+ACATTAACAAACATGCCTGAATGCAAACTGTCGTCAGTATTTTCAACAGACAATCTTACAATTCGGGTAC
+GGGTACTTGGGTCAATGGTATGGGCTTCTTGAATGACCTTAGCCACGTGTATTTGCCCGGCAAACTCAAC
+TTTTGCTATGGTGCCAATAGGAAGACTTAACTTTTTATTTGGCGAAACACGCGCTTCAACCCACAAGTCT
+TTTTCATCTGCCAATACCATGATTTTTTCACCTGCAGGAACGCGCTGCCCTTGAGAAAAATCATCACTTA
+AGACCACACCAGAACGCTGAGCCACTAAGGTATATTCGCCGAGGTTTGAAGAGTTGTTTTTTACAATATC
+TTTAATGGCTGCTTTGGTTAAACCAAAGGCAGTTAATCGACCATAAGCAGAGATATAATCTGTTTCACTG
+GCTAACAGACGGCTTTCGCTAACCGTGCCAAGACCCAACTTTTTAGTGCGCTGCCAATCACTGTATGCAA
+CACGATATTGTGCTTGTGCTTCAGCCATTGATTCACTAAATAATGTAACCAAAGCCTGACCCTTAGTAAC
+ATGTTCACCCAAAATGGCATGACGACTGATCACTACCGATTCAGTACGTGGGGAGACAATATAGCTGGTA
+TAACCGTTCGCTTTTATTTCTCCTGGTGCATAGACACTTTTAGCGAATATTGCCGGCTTTAAGCTAGTCA
+CTTTGATATTGGCGAGTGCCATTTTTTCAGGACTAAAACTTATGCCTTCTTCATGCTCTGCTTCAGTCGT
+TGCTTTAGTTGCTGTTTCACTACCATGGTCATGACCGTGATCAGATTTTTCCTCAGTCGCATGATCGTCT
+TTGCTGTCATCACTACCGTGTTCATGACCACTTTTATCAAGTACGTTTTCACTTTCAGCGTCATGATCAT
+GGTCAGTTTTTATTTCGATTGATTGCTCTACCGACGCCGCATTTACTAGCGCGGCATCCTTGTATGATAA
+TGCAGTGGTTGAAGCGATAGCTAAGCCGATAAATAAACTGCTTAAAGTAATGAGTTTCATTTTTTTAGAA
+ACTTTATTGCTGGTAATATTCGTCATTATATTTTTCATTTTTTAATTCCAAATTCTGTAACAACTTACGC
+TTATCGAGCAGCGTAAAGTGAGATAATAGGTTTAGTTTAATAGCTTGGTTGCCACACTTAATTGACCTAC
+ATCGAGTAGCCATTGCACTTCGCTTATTTTGAACTGGGCTTGTAATTCAATACCCGCGTATAAACCTTCC
+GCTCTTTGTTGCAATGCCAATAAATAATCCGAGGTATTTAAATCACCTACTTGCCATTGTTTTTGCAATA
+ACTGTGCGCTGTGTTCGCCGCGCCCTTTCATTAACTGCTGCCAACGGCCAAGGTATTTTTTATTAGAGAT
+TAGAGAGGCGGTACTTGCCTGTATTAAATACTTTTGTTTGCGCATTACTGAACGAAAACTTGCCTCGGCA
+GCGTTAGCTTGTTGGTTTTCAGCTTTGGCATTGGCTTGGTAATCATTACGAATATTGAGTGGCATGGAAA
+AAGTGACTCCGATGACATTATCGACATCATTTTTTCCGGCACTTATTCCAATGGTAGGGTCGGCTTTGGT
+TTCAAGCATGGCGTATTGAGCTTTACTTTTTTGCATCTGCCATAGTGCTTGAGAAGCTAATACTTGCGGG
+TGCTGCGTTAACCACTGCTCAGCTACTTGAAAGTTTGTAACGCCCAAGCCCTGCTCTGGATATACTTGCG
+TATCAGGACGCCAATCAGGCAATAACTCATTAACTTGAGCTTGCGCTTGGGTTAATTGTGCTTGTATTTG
+GGCCGTTTTATTGAGTAATTGCGACAAATTTAAGAAGGTTAACTCAGCTTCAACTTGACCAAGATCACCC
+GCTTTCTGCCTCTTAGTCACAATTTTAAGTAAGATCTCTAATTGTTGTTCTTGTTCAAACGCAAGTGATG
+ACTTATCCATGGCAAGTTGCCAATTAATAAGTGCTGTTAAGGCTTGTGCTTTTTTTTGCGCTATCGCATA
+AGTGAATTGTTTACTGGCCGCCGTTAATATTTTATCGCCAATGGCAGCATTAACAGCCTGCTTATCCCAC
+AAATCAATTGTTTGGCTAATACCAATATTGTAATTATTGCCGTCACCTTCGCGCTCATAACCTGTAGATA
+GTTCGGGGTTGTAAAGTGGTAACTTACTGCCCTGTGCTTTGGAAAATTCAGCATTCATGAGCTCACGTGC
+TGAGACAATATCAGGGTGTTTATTGATTTGTTGATCAAGCCATTCACTTGATAACGTTGACTTGGCAAAA
+GCAAAGCAACTAACAGATAAACTTGCTGAGAAGCCTATAATTAATGCGACTCCAGCAGATTTTGCTGAGA
+AATATTTCATAATAATCTCTTAATTTAACATGCATATGTAGTTGGCTCAGGAGTTCATTAATTTCGTCAT
+CTTCGAAGTGTCTAGTCGAAGATCCATTGTCTGGCGTTTTGGATTCCCGACAAGACATCTCGGGAATGAC
+GGTATTGTCTCTTTCCTGATTGATCTACATAGGCATGTAATTTAATAATAAAATGCCGTAACTAAACCAA
+GATAAACCCACTAGGCTGACTTAAATTAAATTAAGCTAAGTGCTAGTTAAGAATAAATTTGTTACGGAGT
+TAGTTTTAAAATTAAATTAAACGATTGGGGGGCGTACAGGTTCTTCTGTGAAGACTTTATCTAAATGATC
+AGTATAAAAATATTGATTGGTGATGATAAATTCAGGAGTGGGTAGTGTCGATTTATTAGTGGCAACCCAC
+TGAGTGTGAGCGCCTTGACAGTGACCACAATGATGGCAATCTTTAATATTATGCTCGGTGTCAGATGATT
+CATCGAGAAGTTCGACATCATCACTATCATGGGAATGTTCTGTTTGAATATGTTGAGAATCGACTACATG
+ACTTTCATTTGAATCAGCCACAGCAGCATATGATTGCAATGCAATCAATAATACTAGTACTAAGCCAATC
+CAAGTGTTTTTCATCTGTAACGTATGCTCTACTATTAAAAATGTAAGAATATTCGACGCTTATGCTAATC
+AATAAAGTTAAGCCCGTCAATAAAGTTGATCGCTATCGTTACACTTTATAACAAGCAAAAAAAGGGTAAC
+TTGCGTTACCCTTTTTTAATATTTTGATTACCAATGATTTAAATCAACAGTTTTAAATCATTTATTAGAT
+CAGTTATTAAATCATTCTATTAACTGAAATTATCTTATCAAATTATTCTGGTGTCGCTTGTAAGTTAAGC
+GTTAAACCCGATGCTGCTGAATAGCCGTAGATATCAATGTACCAAGTGCCACTCGCAGGTGCGGTAAAGT
+TACAACTTTCATCATTGCCATTTTTATAAGGACGACAATCGTAAGTAGACGTTGTTGATTGCTTACCTTG
+CGTTACATATAAATCTGCATCACCTGAACCACCTGACAGTGTTACCGCTAAATCAGCATAACCTTCTGCT
+AAGTCTAGGGTGTAACGCGTCCATGATCTTCTAGCAACAGTAACATCGTTCACTGTGCTATCAATTGGAT
+TAACAGTGTCACCGCCACCAGTGCTAGGCTCAGTAAAACTACCTGTTAAAGTAACATCGGCAAAGTCACT
+ATATGCTTTAAGTTTCACATAATATGTGCCACCTTCTTGCGTGCTTGCACATGATTCAACATTACCTGAT
+TTGTATGGACGACAGTCGTAAACACTGTCTGTTGGCTCTGCACCAAACTTCACATATAAATCTGAATCAC
+CTGTACCACCAGAAGTAGCAAAGTTGATATCAGTTGCGCCAGCAGGTACTTGCATAGTGAAGACTAATTC
+GTTACCTGTAGAAGCAGCTAAACCGTTTTTAACAACACCATTTTCAAGGACAGTATCATCTGGTGTTGTA
+CCGCCACCACCTGATCCACTTCCATCACAACCATTAGCAGCAATATAGTCAATAGCATCTTTAGTTTGGG
+CTAAACCGTAACCAAATTTAACATCACGTCCTGTCGCGCCAAGATCTTGTGCAGTAGCGTTAAGTACACT
+ACGTATTTCAACGTTAGTACAGGTTGGATGATGACTCCAAACTAGCGCAGCAACACCTGCAACATGTGGA
+GACGCCATTGAAGTACCACTCATTTTACCGTAGTTACCAGCGCCAATATTTACTGTAGTGCTTAAACCAA
+TGTTCGCTAACATTGCTGCGCCATCGGTATCAGATACGGTAACACTAGGAATACTCGTTGCGTTTGTATC
+GCCTAAAGTGCCACCGAAGCTGCCAGCTGCATTGTTATATAAAATTGCACCTACACCACCGCTGTCTTGA
+CAGGCTTTAACTTTATCGTGAAAAGAAATATTACCTCGTTGAATTAAACAAACACTACCGCTAGCGCCTG
+AATCAATTGCTTCACCCGTAGCAAAGTCATATAAAGAGCCTGTAGCATTGCCTTGGTTTTCCATGGCATT
+GGCCGAATAAGCCGAGCCTGAAACTGACACTTCAACCACTGATCCTAATCCTTCTGGGTAAGTTGAATAA
+ACATCAACACCTGGACCTGATATTTCAACTTGGCTGTTTTTCTGAGAAAAATCAGCTAATACTTTAGCGC
+TATCTATAGCGGCTACTGACATTACTGAGTCGTACGATGCTGGATAGCTTTCTACATCGGTAGGACTAGT
+TGCAACACCATCATTACCCGCTGCTGCGATAAGCAATACACCTGCATCATAAGCGGCCTGAATGCCATTT
+TTCTCACTAACACTTGAACCCGTTCCACCTAAACTCATGTTAATAACATCTGAGCCAGCAGTTACACATT
+TATTAATCGCGCTAACTAAGTCAGAAGAATAACCCCAACCTGCTTCATTAAAGACTTTGATAATATGTAA
+ATTAGGATCGGTTCCGATAACACCTCGAACACCAATACCATTATTCAGTGCTGCAATAGTTCCTGCTACG
+TGAGTGCCGTGCGGCCCACCGTGATCAAACCAATTGCCTGTTCCGCTATCACTAGTACCGGTAATGGTGC
+CGCCTTGTGCGCCCATATCTTCATGAGGTAAGTTTAAACCTGAGTCAATAACGCAGATTTTTTTACCACC
+AGAGTTAGCTGATGCAACAGTATCATCTACTTGGTCAGCTTGAACCATACCAATACCATAAGGTACGGTT
+TGAGCCATAAAACGACGTTGTAAATCTTCTTCTATGTATTCAACATTATCATCGACCGCTAAGCTCATTA
+CATCTGATGTAGTTAGTTCAGCGCTGATCATATTGATGTCTGGGTATTCGCCTTTAACTTTAGCGCCCAT
+TTTATTTAATTTTGTCTTAACTGCCGCTAGACGAGCAAAAGCTGTAGGGCTTGCCATATCGCTAACACCT
+GCAGCGTTATTCATAACACTTTGGTTACCTGATTGAGAATCACCCGATTGCTTATATTTGATAATAAAAC
+GCTTTGGTAAAGGTGAGCTAGCGACTGCAGATAATAAATTATCTGTGGTTTGTACTCCGACGGGTTGTGC
+TGCATGAAGCGCCGACGATATTGATAGTGACAGAACACTTATTGTAGTGAGTACTACCGTTTTATTTGTT
+GCTAATTTAAGCCATTTTTTATTATTTGACATGTTTGTTTCCTAGTACGTTAATTATGATTATTGATTTT
+TTTATACAAATTCAGTACACAATGATTTTCATCAAAGCCATAAAAATATAACACCAACCCTACAATTGTT
+GCAATAGTGTTAACAGATCTTTATTTTGATGTTAAATAATTAATGAAAAAGTGAAAGCAACATGTCATTA
+TCCCTCTGGATAATATTTTAAAGGATCTCTTATGAGCCAATTTATTGGTGTGTTTAACAATGCCCTATCC
+GATGAACTCTGCGACAAACTCATGCAAGGCCATCAAAAAAGTAATAAAGTCGTTAGTGGTCGAGTTGGTA
+GCGGTGTGAATACAGACCTAAAAGATAGTCATGATGTCACTATGGTTGATAAAGAGTGGCAAGCACTGCA
+ACTTGAACTTGTAAATGCCAGCTATCCCCATGTAAAAGCTTATTTAACTGAGCATTATATGGCATTAATT
+TCAGCACTGAATCCAACGGTGACAGATCCAGAAACAGGCATGCCTGCTTCAGTGACTAAAGAGAACTTTG
+ACCGTTTAGGCACCGCTTATCTAGACCAACTGATCCAGTACGTTTTTTGCTACGACAACTTTACTGTTCA
+ACAATATGAGCAAGGGGTTGGTGGTTATCATTACTGGCATTCAGAAATTTTTCCGCAACTGCCGCACAAT
+AAACCACTACACAGAGTCTTAGCCTTTTTGTATTACTTAAATGATGTCGAAGAAGGTGGCGAAACTGAAT
+TTCATTATCAAGGAATAAAAGTTAAACCTAAAAAAGGTTCTTTAGTTATTTTTCCTGCGGGTTTTACTCA
+TACACATAAAGGTCATATTCCACTTTCTGACGAGAAATATGTAGTCACTTCATGGTTAATGTATAACAAA
+GCTGAACAGCTCTACGGTAAGAAGTAATATTGTCTAGCGCGTATAGTTGCTCCGCTTAGGTTACCTAAAA
+GCAATAATTCGCTTAACTTAACTATTAGTCGGTTATTTGCTTTGTCAGAGGAAAGCTAACCATAGAGCGG
+GTCTACACTCCAGTAGAGTTTCAATCATCAGATTAAATATTCTCAATAAAATATTCAATCTTTGTTTTGC
+TCACTTAAGTTGTTATTTAAAAACTCTCGTACAGCTGCTTGTGCATCAAGGTGTGCTTGTTTGTTATAAC
+CAACACGGACACTTCCCCAGGGCTGTTGCTTTGATTCTCGCCGAACATTATTTAATAACTGGTAGCGCTG
+TTGTTGATCATCAAAATTATGATACGCCCCAGTAAACGTCCATAATTGCTGTTGTGAATCAGCTTTACTG
+TTATTTAATAGTTGCTGACAATGAATTGGTTGAGTCCATTCATCGTCTTGACCCATCAAAATGCGTACAG
+GTACATTAGCTTTATATTGTTTACCCGACATTAGGTACTGTTGGTACTGCCAACAGCTCGGATAAAATGC
+GATGCCAGCACTGTAACCTTGCTTTTTTGTAGCAAAATTCTGCTCTAATACTTTTAATGTTATGGCACCG
+CCATAAGACCAGCCGAATAAAACAATGTTGTCTGGATTTACTTCACTAAGTGATTGTAAATAATTTAGTG
+CTACCAAAGCATCTTTAGGTCTTCGTTGGTTAAACTGTTGCCATATTTTGTCATCGGCTGTACAAATATC
+TTTGATACCTAAGTAACTAAAGCTATCTACAATCAATGTTGTATAACCCCATTCATTCAGGGTTTTGCTC
+CACTGATGGTGTTTATTTGAAACTCCATAACAGCCATGTAGTAAAACAGCAGCAGGATGGGGTCCAACTC
+CTTTAGCGTGCATTAAGGTAGCTGACATCGAATATTTATCTTCCGAGTCAGTGTTCGACAACAAGATAAC
+TTTTCCCTGCTGATTTTCAGGCAACTGCAATAATATCAGCGCTATAACCGCCATACAGATAGCGAGAAAC
+ACGATTAGTTTTAACTTGGTCAGGATAGTTGTCATTTTTTCCATTTACAGCCCCACTTCAACGGATGGAG
+TAGATTTATGAACCCATTAATCTCTGCTAGCCAGTGCGCGATGTCACCTGTGAGCTGTACATCTTTTTCT
+TCTACGAAATAACCAAAGGGTATTGTACCGATAAAAATAATGGGTATTTTATTAGCGTTGGCGTTTTCGA
+TAATCATCGACACTACGGGGGTTATTGTAGGTACACCAATCACCAACAAACAGCCACATTCCATCATATT
+TTTTTGCAAGGCTTGGTAACATTCTGAGTCAATATTTTCATCTGCAGCCAGAATTTGTGGCTTTAATAAC
+CCCGAACAATGTTGACAATGAAGATCGCGTTGTGACCACAGAGGTATAGGAGGCCACGCTTGCTGCTTCG
+CGCAATCAAGGCAATATAACCTTTTTATTGAACCATAACATTCGTAAACCGGATGCTGTTCGGTATTAAA
+AAGGCTATCAACTGTTTCAGTAAATAACCCCGATAAATAATGGTTCAACAAATAATCGAGTTGTTCATCA
+ATGTTATTTTTGTTAATTGTCAACGCTTGCTGATAATAGTCATAGGATGCTTTCCAGTAGAGATAACGGC
+AACGTTTCGATGCTTTAAATTCAGCCAAAGTATAACTAGTGATTGGGACTTTGGGATCTAACCATTGCCC
+GGAGGGATAATCTGGTAGTGTTCCTTTACGTATTCCTGAGCCCGTAATAGCCACACATTGTTTAGCCCTT
+AAGCGATTGATTAGCATTAGCTTAAATGTTCTCCAAAGCTCGCTTTGTAGTAAGTTATGATTTATATATT
+GTCTGTACAAACTTAGTGTTATCAAGCTGCTCATGATAAAGGGGATTAACAGAGGCGCACTTAACTGCTC
+TAATCCAGTGATAAACCAGAAATACCAAATAATCCATGCTAACAGCGCATTAAATGTTGCCGCTAAGCTA
+GCTAACCTAGCATGTTTTAAAAATAGCGTTTTTATCGAGAAGTAAGCCAGCACTAAGTTAATTGCCCATA
+AGTCGACCAAAGCATATAAATTTAATCCCGTTAACCATTGAGCTACGAGGCCACCTGTTAAGCTGATCCC
+AAGGGTTTGTAACGTGGCTAGCGGATATTGATACGCCATAGCAGACACCACGAGAATTATCGCAACTTCT
+CTGCTATATGTTTGCAAGACAGGCTCAGCCGCCCCTGTAAATAAAAGATGGTTTGTATCGAAGGAAAACA
+ATGAAATGGTGAATACCATGACCAAAATACTAACCATAGCGGGAAGAGACAATATTGGCAGTTGCTTTGG
+AATGAGCAAAGCGCGTAATCGAAATTCAATCAACAGGCAAATTAGCAATGTAACAAGAAACAAGCACAAT
+CCCATGATGCTAAATATAGAGTCGCCCCAATACATACCGACTATTGCGCCGTTATAACCTGCGATGCCAA
+GCCTCCATTCTTGCACAGTGTAATCTTTAATGACGAGGCTTAAGCTATTGTTAATTAATACACCTAGCAG
+AGCCGCAACAGCCGACCATACAGCAACCATGGCAATGGCTAAAAAAATTAATAGACCAGACGTTTTTCGG
+TCTAAAAAGGCAAGTTGGGCGAATGACCTGCATTGAACGGTAAAATGATTGTTAAAATTGACATTTATCA
+TCACGCAGTCGGCCTGGTAATAGATCAAGCGCAAATATATCTTTGTAAGTCTCGGCACGTCTTATAAGTT
+CTGGCCCATGCTCACCTAATAATATGGTCGCGGGTCTGGGTTGAATAAACTGATTCGACTGAGTATGGCA
+ATATGCACCAACATTACCGATACTGAGATGATCGCCGACATTTAATGCAGGCATCAATATTTGCTCACGC
+AATCTATCACTTTGCATACACAAAGGACCAAAGATATCGACTGGCTTTAATAACCCTCTTTCTTCGCTTT
+TCGTTGCGGCAACTGTCTTTATTTGATGATTGTAGTAACAAACGGTAGGAACCAGATTAACCCCTGCATC
+AATAATAACCGCGTTTCGACCTCCAACTATTTCTTTCTTTGCAATGACGGTGCTTAAGAGTTGTGTCGAG
+GCATCGACTATCGCTCGTCCAGGCTCTAGTATCAATGTTGGGTTATTTCCAAACAACTCACTATGTTTAC
+GTAATTGCCCGAAAATATGTTCCGCATAAGGTAGCAAGTAATCATTATTTGCACGTTGACTGCCTCCGGG
+TAAGTCATACTCAGGTCTAAGCGTATTGGCCGAAGGAAAGCCCCCACCAATATCTATACTCGTCGGGTTG
+AGCCCTATTTCTCGTGCTTGTTTTGCTAATTCTATGAGCTTTTCGACGGCATTGGCATAAAGTTCATGGA
+CCAAAACAAAGGTACCCACATGACAGTGGAAGCCTTCAAATTGTAGTTTTTTATTGCGAGCGATTTTTTT
+CAGCGCATTTAAACTTTCTCCATTTTCATTGTTAAAGCCAAACTTGGTCCATGGGTTGGTGCCATAACGA
+AAATTCACTCGAATAGCCACTCTAGCAGGGGTAATGAGCTCCTCAGAAATTCTGTCTATGTGTTCTAGTT
+CATTGAAATTATCAATGTTTACTAACGCCCCCTCGCTAAGTGCCAATTTCAGTTCTGACTGAGTTTTATG
+GGGCCCGTTAAATATAATATCTTTGCCCGGGATACCCAAGGTGCGTGCTAACTCATATTCCATGCCAGAA
+ACTACTTCAGCTTGGGCACCTTCTTGACGAAGAATGGCGCAAACTGCTGGTAAGTAATTAGTTTTTATGG
+AATATGCCACTTTGGTTTTAACGTGTTCATCACTAAAACTGCGTTTGAAGTTTTTAAAATCTTGACGTAA
+TCTTTGTTCTGAAACTACATAAAGTGGAGAGCCAAACTTTTGCAATAACCCAACAGTATCCAGAGTTAAG
+GGTTCATCTGCTGCTACCGTTATATTATGGAGTTGGTGTTTCTCCAAAGCCAAAAATGGCAAAACCTCTA
+TAATTGGCCGATGATAGGGTTTAAGTGCAATTGTCATGATATCAATTTTCCTTAATTTGGTCTGAAGCAA
+TTCGATTATGATGTAGATATCCCTTGGTCGAAAAAGAGGCTAACTGATAAGGCTGTAAACGTAGTTCAGT
+AGAACTTCTTACAAATACCAGATTTGTTTTGTCTGGTTCAGGGATGATTTCTTCACCTAGTGCGGTATGG
+ACAGCCTGTTGGGGATGGTTCGATCCTAGTGTTGCTGAGTAATAGATCCAGCCAGTAAAACGTGGATTGA
+TCTCGATAAGATAAAAACGGTCTAGGATCTCGTCTCTAATGAATTCGCCCTCTACCGGCCCAACCCATTT
+GATCTCTTTTAAGAAGCGGGCAAAGGCTGCTTCTAATTCTACTTGTGGCAAACGCATGGCTCGCCAGGTG
+CTGCCCTTGGGGCATAAACTCAATTTTTTTACCGTTAGCATCGTTAGCGGTTCGTGCCGATGGTTACATA
+CGGTAGCCACTGCAAAACTTGGCCCGCTGATCATTGGCTGAATCAAGACTTCTTTCATTCCATCATAATA
+GAGTGTGTGCCATGCAGCTTTTGCCTGACTTTCATCAATGACTGACACACAAAATGAGATAGGTCCTTTT
+ACCACGGCAGGTAAGCCGACTTTTTTAACGGCTGCTAATACTTCATCTTCATTACGGGCACTAATAGTTT
+CAGGTATTATAAAGCCCTGTTGATCCGCCTCATAAATGCCACTAAATAGTTGTGTTTTACTGCGTTTTTC
+AAAACTATCGAGGTTGGGTAATAAAGTATGAACGCCCATTCTTTTTAGCTCATCGGCAAATTTAATAAAA
+AAGGGTATTTCGCCATCTAAACAAGGAATCAACACATCGATGGGCTGCATTTGAATAATTTTTTTAAAAC
+GCTCGAATAAGGTATTTTCATTTTCTGTTATAGGTAACTGAAAACAAACATCAAACAACTCTTTGTTATA
+AGCCCCAGAATCAAAGGTGCCATAACATAGACCAATTAAATGCAAGTCGTCAGAAGCACTGCGCAACGCT
+CTGGCAACGCCAATACCCGAATTAACAAGATCAAAACTACTGGTTCCGGTAACCGCGACACGCAGTCCGC
+CTCCATTAGTTATTGGTTTATTGTTGTTATTACTTGGTAATTGACAGTTATTCATTTCTGTCATATTTAT
+GTGGCCATGACGATCCAGATGTTGCATGTCATCGAGTCGCACTACGTCTTCTGTGATACTACGAACTAAC
+AACGGGGCCTCATTTGAACGATTTAATGGGACTATCGTTTCATCAACCTCAGGTTCAGTTAATAGTTTCA
+GTAGTTCTACGGCTAAGTTTTTATTGGCCCAATGAGCCAGCATACACCAATCAGGGAGACAGGATTTGAC
+GCCTTCTAAAAAGTAAATTGAACCACCAGTTGGGTGGATTAAATCTAAAGTTATAGGTCCCTGAGCACCT
+AGCTTTTTGATGATTTCCAGTCCTTGCGCCTCTAAATCTGGGCTATCTATGATGCTGCTGCAAACCGAAT
+GACCATTACTATTTATAGCCAGTTTTCTACATGAGAGGTTTTCAATGCGCTCACCATCTTGATTAATGAG
+GCAAACCAGCGAATAAGCTTCACCGGCAATACGCGCCTGTAGTAGTACTCCTGAGCGTCTATCTCGCTCA
+AGCACCGCAGATGAAAAACGTAATACCTGTTCGGCGTTATGGGCAATTAATTCCAACTCTGCCCCTTTGA
+CTAGCACAGGATAACCAAGATGATCGGCATAATGTGCGACTTCATGCAAATGGTGGGCAATTAAACTGTG
+AGGGTATGCGATATGATTTTGGTGTAGATAAGAAGCTAAGGTAAGTGGACTCAACTGAGCCATTTTATCG
+GCATTGGGTACCAGTGTGTTTATGCCATTTTTATGTAGTCGATCTGCTAGTCTTGCCGTGGCAGCAATAT
+CTTGTTCTAAACACGGGATAAAAGCATTAAATCCTAGTTTGTTTTGTGCATTGATTAAGCTTAAATAAAA
+CGCTTCATCTCCTTTAAGAGGGCTTTGGATTCGTGTCACTGTATCAACTATTCCGGGTTGCCAAGCTCCG
+GTCATAGCGGAATCATCAACCAGAGCATCAATAATAAGTGGTCCCTGCCAACCTGCACGTAATGCACGAG
+CAACACTGGCTCCTGCATGTGGAATATCAAGACCACCAAAACCAGAAATGGCGACTCGAGTATTAGAAGT
+TTTCATAAACAAATCCTGTGCCACTGAGTTGTTGAATGAAAAGTAGTGCATCTTGTCTGGCTTCTATAAC
+CGACACATCGAATCGACTGGTCAATGCATCAGCTAGTTGGTCGCAAGTGGTGCCATTTTGTAAAGCGACC
+AACAATACCCCTGCACTGTCATTACAGGTACAAATAGCTCCGCTGCGGTTGTCTATCAATACCCACTCAT
+TTTCCTCTAGACCGGGTTCTAGAGAAACCCAAGAACGAAGCGCAAATTGTTGAGGAATGGTAATCTGCTC
+TCTATTGGTAAAACTATTCATAATACTTTCCCTTTTGTACCTGAAATGTATAACTATTTATTTTTATTCA
+AAATGTAACTGTTGTTTTGTCCTTGTTTAGTCACCCACTAAGGATTAGCCATAATCAACGAGATAATGGT
+CTATCTCTGGGTAAATATCTCGAGGTATTGATAGCTTTATGAGGGCACTTACACATTTAAACGATGAAAG
+TGAGATAACAAACCAGAGGCAAAAGGATCGATAACAATCTAAAAAGGATAAGTACATTTTAAAATTTGCT
+AATGAAGAATTGCCTGATTTATGAAGATATAAACCAATTGGCGACGGCATATTGAATTGAAGGCATAGGA
+AATGATAAAAAACGATTAAAAGGTTGGTTTTTCTCTGTGGCATAAATTGCGCCACTGATAATGCTGATTG
+ATAACAGGTGGTGAGAAAATATTGACTCATAATGATACCCCCGAAGTATGAAAATTAATCCATATTTACC
+CCTCAAACAGCGATATACATTGGCAAAGTAAATATTTTTTACTAATTTACAAAAAGTTTAGCCTATAAGA
+GCATTTTTGCAATTGATTGAATTAGTCAGTTAAGGGTATATTTTAAAGGATATTCACAATGTTCTGATTA
+ATATTATTTTTAATATATTCAATATAAACAAAAGCTTTTTTAATTTTCATTAGCTGTAAATCGTACAATT
+AAACGCATAATTCAAGCCAAGAATTATTTAGATAATTTAACTATCTATTGAGTGGTATACCTCTTTTTAG
+TGAAAACAGGTTACCGGAACAGCCTTTATTCAATGCCTTTTTCTGTGGTTTTATATCCCTTACCAATTGA
+GATACATGGTGCAGAATCCTTTGAATTATTTCAATTCAAAGGATTCCAATAAAATAATGGTAATAGCTAT
+AAACATGTTATGACTTTAAATACTTTAACCCTTTTGATGTAAATCAATTGATCATTACTAAATTAGCTAT
+AAGCGAATGATATTGGTAATATTACTAATGCTGTATTACTTTTAAAGTAGTAACGCTTTTATGTTCAATT
+ATCCTCAAATAAAATTTATTTTAATTTTACCTTTTTGAGATAAAAACTATTGAACACACTCACCTAGTTT
+AAGGAATAGTTTTTCTATGCAAACAGCAAAAAATCCTCAGAAAAGCAAAGAACTTTATGCCGCTATTTCA
+CTGATATTTTTATCTTTACTCATCTTAGTACTACTATTTCTCAACATTGATAAGCATAAGGTAATCAATT
+TAAATGCTGCAGATATTAAGGTTGTGGATGACCGTGAAGTGCTGGGTGCATCGGTTGCAAAAGTAGTAAA
+AACCAATCATGGTCTTGAATTTACCTGCCAAATAACAAAATCTCATCTAGCTCAGCCTTATTGTGAATTA
+ATCATAAATCTACAAGATTTAAGCAAACAATCCCCCTTTACTGGTTTAGACTTATCTAATTATGAGCAAA
+TCGGCTTATGGATTAAACATAATCACCCTACACAACCGGGTACTCGTATTGAGTTACGTAACTTTAATAC
+TAATTATTCTGTAAAAGGAAACGAAACAATATTAAAACCCAATAGCGTAGAGTATTTAGAAGCATACGTT
+ACTAACCCTATTTGGTTAAAATCATCTGATTTTTCTATCCCCCGATGGTGGAATAACAGCCATAATTTAA
+CGCTAAATAATGGTGGTACTGATTTTTCAAATATTTATTCCATTGCCATAACACCCACCTTGCAAGTTCA
+GCCAGGGAAATATGAGTTAACCGTTGAACGCATTGAATTAAAAGGCAAGTATATTGGCACAACAACACTT
+GTTGCCGTTCTAATTATGTTATGGAGCATAGCGTTGGGCTATGTTATTCGACGCTTAGTGCCAGCTAAAA
+AACTAGAGGTTGAAATACCTGAACAAGCGAGTCATACCATTGAATTTGGTGCCATGAGTTGCCCGCTAAC
+AGGTGCACTAAATCGCATTGGATTACGAAAATGTTTTGATCAATTGGCGCCTACTGATCTACAAAAATTA
+AGCATTATCTTCCTCAATATCGATTATTTTGAGGACCTTTATCCAAATTATGGTCATAAAACAGCAGATA
+AAATTCTACAGCAGTTTGTCAATGAAGTTGATAATACCTGTCGCTCTAGTGATACGGTAGCTCGATGGAA
+TTCAGAAGAGTTTTTATTAGTATGCCCAGACACTGAATTATCTCAAGCGATTGATGTTGCGGATAAAATA
+AGAGCAAGAATACAGAAAGCCACCTGGCCAAATGATATTAAAATAACCTGTAGTTCCGCTGTCGCACAAA
+TGTATGATGAAGATCTTAATGATTTAATTACCCGTGCAAATAAAGCGCTGTATAAGGCAAAAAATACCGG
+CAGTAACAAAACAGCAGCTTAAATCATTTCTTATGGGAGTAACCACTAATACCTACCGTTGTAAGTATTA
+GTGGTACAACAGGTAAGGTTTGCGTTTTTGCTTAAAATCGATAATTCCCGCTCGCCAACTTAATCTAATC
+TGCTCTGCACTTTTTCCTGCCATAATGGCTTTCCTTAATTTATCCGTACCCGCCAATTTATCCATAAATT
+TTGGACTATTAAAGAAAGTAACCTCTCTCTCTGCAAAGGCTTTATACCAGCTCAAAATATAACGCAAATT
+TAAACCATGACTAACAACCTGGCGAAGGTCCTCTCCTTGTACCCTTATATTCATGAATTTAGGTTTACTC
+GCCGTTCCTGGCATTGAAACGGGGGTAAAATTAAAGCCGCCAATATGTATATTTTCATGACCGATCACCT
+GAAATGGAAAAGGCGTTCCTCGGCCAATGCTAACAGGTGTTGCTTCAAAAAAGGCTAATGAGGGGTATAA
+AGCAATTGAATGCGCATTTGGCAAGTTAGGACTTGGTTTTATTGGTAAACTATAAGGGTAATTTCTTTGA
+TAATATTGTACTTTATGAACGGTAAGAGAAAGCTCTTTTTCACTTGTTAACCACCCTTCTCCTTTAATCA
+TAAGCGCAAGCTCAGCCACAGTCATTCCGTGTAATAAAGGGATTGGATGCATGCCTACGAATGAACGAAA
+CTCTTCTTCAAGTATCGGGCCATCAACAAAGGCGCCATTAGGGTTAGGCCTATCTAACACCATGAATTCA
+ACTCCCGCATCAGCCGCGGCTTCCATCATATAATGCATAGTACTGATGTAAGTGTAAAAACGGACTCCAA
+CGTCTTGAATATCAAAAATGATAACATCAAGATTTTTCATCGTACTTAACGATGGCTTACGGTTTTTACC
+ATAGAGAGAAACAAGCGGTATGCCCGTTTTAGTATCAATACTTGAATCAAATTTTTCACCCGCATCACGA
+TTTCCACGAAAGCCATGTTCGGGTGCAAAGATCATCTTAATATCTATATCGTTCTTCAACAATACATCCA
+CTAAATGTTCGTCAAAGACTTTAGATGTTTGATTGACTACTAACGCGACATTTTTTCCCTTTAGCTGGGG
+AAGATACTGCTCAACTTGCTCCGCGCCAACAATTATATTGTGTTCTACCGGTTTGCTAGTATTAGCACTA
+ACAGGCAAGATAAAAGAACATGCATAAAAGCTAAGGAATAAGATAATTACTTTGATAGGATTAACTAATT
+TCATAGACGTTACATTAACAGCCTTGTTGCTCTACCGCTTTACGTAAAAAGCCTTTATTAGAAGCTAACG
+CAGCTTTTGCTTGAGTGCTATCTAAGCCCGTTAAGACCATTAAGCTGGCTAATTTTGTTTGATTATTTGC
+TTGGGCTAGTGCCATTTCTGCTGTATCAAAATCACATTCTGTCGCCTGCATCACAATACGGACAGCACGT
+GCATAAAGCTTCTTATTACTGGCATTCACATCAATCATAAGATTTTGATAACTTTTGCCACTGCGGATCA
+TGCTGGCAGTACTAAGCATATTCAAAATGAGTTTTTGTGCCGTGCCTGACTTCATTCGGGTGGATCCAGT
+TAATACTTCTGCGCCAACGACAGCACAAATATTAATATCACAGTTTTGTGCATAACTGCTATTAGCGCTA
+CAACTAACACCTATCACTTTAGCGCCTTGTTCTCTGGCAAAAGCCATTCCTGATATCACATACGGCGTTC
+GACCACTGGCAGCTATACCCACTACAATATCTTTACTCGATAAGTTAATCGCTTTCAAATCATCAATTGC
+CAGTTGTCTATTGTCTTCAGCACCTTCAACTGCCTTATACATAGCGCCAGCACCGCCCGCAAGAATACCT
+ATAACTTGCTCACTCGATACACTGAATGTAGGTGGGCACTCAACCGCATCAAGTACGCCTAACCGTCCAC
+TAGTCCCCGCACCGATATAAATTAATCGACCACCACAAGCAAAAGCGTCAACAATAAGATCAACCCCTTG
+GGATATTTCAGGTAGTAACAGCCCAACAATTGAAGCAACCTTTTGATCTTCTGTGTTTATTTTTTTAAGT
+ACGCCAAGTGAATCAAGCAAGTCTATATCTAGCGTGTTAGGGTTTTGTCCTTCTGTTGTTATATTTTTAA
+GCTCATTAACTAACTTTGCTTGCGTGTTCATGAAATTCTCTCGTTATGGTTACTAGGATCTTGTTTTAAA
+TATAATCGCTTGACCATAAAATCAAGGATTAAGCTAAGGCCCGCAATATTGATCATGGTACACGGATAAC
+TTATAATAAATAGAAAAATTAACGACATTTATTTCGTTGCCTTAATTTTACTTTCCTCCACTATTCATCA
+GTAAAACATTAGAATTATCACATGAGTTATACTTCCAGACTGACACAAGCCATTATCAACTTAGACGCTC
+TCGTTAAAAATTATCAATATCTTGATAATCTTGCAAGTAACAGCAATACCATTGCCGTTCTCAAAGCTGA
+TGCTTATGGCCATGATGCCAGTAAAGTAGCTCACGCTTTAAGTTCAGAAGTTAAAGTATTTGCGGTTGCT
+TTTATTGATGAAGCGCTAGCGCTTCGTGATGCTGGCATTAAAAACACGGTACTCATTCTTGAAGGTCCTT
+TTAACGAAAGTGACTTTGAGATAGCGTTAGAAAATAATTTTGCTTTAATGCTGCACAGTAATTATCAACT
+AGAGTGGCTAAAATCAATAACCCCTGAATTTTCTGGTGAACTTTGGCTAAAAGTCGATACGGGAATGAAC
+CGTTTAGGATTCCAAGTTGAGCAAATTGACAACGTTATGTCGCAATTATCAGCTCAACAAATAAATAACT
+TGGTATTATGTTCACATTTTGCCACAGCTGACCAAATTGATTGTGCTAGACCTGCCAAGCAACTCGCTAA
+ATTAAAGGCATTAGTTGCAAAACATGGTTGTAAATATAGTATGGCCAACTCTGCAGGTATTTTGAACTGG
+CCCGAAAGTCATGGTCATTACAATCGATTAGGCTTAGCACTTTATGGTGCATCCCCTATAGGTGATAGTC
+CCAAAAGCCAACCACTCATCCCCGCTATGACATTACAAGCTAATATTATTGCAATACATACAGTGAACGT
+TGGTGAATCAGTAGGTTATGGCAACAATTGGCAAGCTGAACGAGAAACGAAACTAGCAACAGTAGCTATT
+GGTTATGCTGATGGTTATCCTCGCAACGCTAAATCAGGTACACCTGTATTTATTAATGGCGCTCAGGCAC
+CTCTCGTTGGCCGTGTTTCAATGGATATGATCACTGTAGATATTACAGATTTAAAGCATACTGCAATCGG
+AGATACTGTTGAGTTATGGGGCAAAAATTTAAGTATTGATATCGTTGCACAAAACAGCGATACCATTAAT
+TATGAATTATTAACTCGAGTGTCTAAACGCGTACCCAGAGTTTTTACCGGTTAACTAAGCGACCCAGTTT
+CCTTTATTCGATACCAATATATTTGTGAACTTGCACCGATAAGCGCCAATTGTTAGCTATACATGTTGCT
+ATTGCTAACTCGGTTGCGCGCTTCTTTTGGCTAATTGGTTGTAGATATACCGGGGTATTTTCAACCTGAT
+GCATTGCCAATAGCTCTTTTAAATCATCTACATTTTGCTCTGTAGCAACGGGGTGCTTTATTTCATTAGC
+ACGTGACATAGCGCTTGCTAAAATATCATAACCACCGCGCATCTTGATTTTAGGAGATACGGTTACCCAG
+CATTTTTCTGTGGTAATAATTTCAAAGGTACCAGATGTTTCAATTTGCGTGCTATAACCTAGGTCTTCAA
+AGGTTTCACAAAGTGGCGTTAGGTCAACCATACAAGGTTCACCGCCAGTGATAACAATATGCTTTGCTTT
+AAAATGCTTTTCCTTCACTAACGCTAGAATATCTTCAGCCGAAAAATTAGCCCACTGAGAAGTCTCAGCT
+TTTTTAGCTAACATAATGTCAGGGCTGACTTGGTCGTCTAGTTCTATATCCCAAGTATGTTTAGTATCAC
+ACCACGAACATCCGACAGGACAACCTTGTAGTCGAATGAAAATTGACGGCTGGCCCGTGAAGGAGCCCTC
+CCCTTGAATGGTTTCAAAAAGCTCATTAATTTTATAGTTCATGGGTGTTATGGTTTTCTCTTCTGCAATG
+TGGTTTATTTTATGTGGTATTCACTTTCTGCTTTAGCCTGTTACTTATTTCAAGTAAAATAACAGTTGTT
+TATTATTATACCTTAGATCAATTAAGAGAGCTTTCAAATGGCTGAAAAAGTTGTTGTTATTTATTCTGGT
+GGCATGGATTCCTTTACTGTATTAAACCGTGCTAAAAAAGACGGAAAAGAAGTCTTTGCTTTGTCCTTTG
+ATTATGGCCAACGCCACGTAAAAGAGTTGGAGTGCGCTAGCATTGTTTGTAAAGAGTTAGCGGTTAACCA
+TAAGGTAATCGACATTTCAGCAATCAATCAATTACTTGCTGGCTCTTCATTAACAGATGACATTGATATT
+CCTGAAGGTCATTACGAAGCAGAAAGTATGAAGTCAACTGTGGTGCCTAACCGTAACATGATTTTACTTT
+CGTTAGCCGTAGCTTATGCTGTATCGGTTGGAGCAGAGCAGGTTTATTATGGTGCTCATTCGGGCGATCA
+TGCTATTTACCCAGACTGTCGTCCTGAATTCGTTGAAAAAATGAATGATGTTTGTAAAATTGCAAATTAT
+GAAAGTGTTGAAATATTTAGTCCTTATTTAAGCGTCGATAAAACAGCGATCCTTGCTGATGGTATAAAAA
+TGGGGCTAGATTATAGTAATACTTGGACCTGTTATAACGGTCGAGAGAAAGCATGTGGGAAATGCGGTTC
+GTGCCAAGAGCGCTTAGAAGCTTTTGAAGAAAACAATGCCACTGACCCAATCCCATACGAATAAAGAACG
+TTGAACTAATTTCAGGTAGAGTAAATTACAAAAATGAAACTCTGCCTGAAACAAAGTTAGGTGCACATAT
+TGCGACTATCTTTGAATCAGAGTCAAACTACATCAGCTATTTTATCAGCTATATTTAGTAGAACTTTGCT
+GATAAGTTAGCAATTGATGAAGAGACGTGTCATCGAAGTTTTACACGATTCAGACGAGGAAATCATCACG
+AGAGGTTCCTCCACAGCGGCAATTCGGACAAAATCCTCTTTTATTCTATTTTGTGAACCATTTAACATAA
+TGTTTTAAATAGCATATCTAACTATAGATTATTATCTTTCCATTATTTACTTTTAAGACAAAAATTTTAT
+AACCGTTAGGTCGCTTTAGCTCTAAACTTAGAAGGTGTTCAATGAATAATTGAGGATGTCTTATGAGTGC
+GACTTGGAAGTATCAAGCACGACTTTTAAAGCAGATGATTGACTCAAATAATGAAACTCAGGCCCACCTT
+TATATGGAACGGCTATTATTGTTTCCTGTCGATATTCAAGATCAAATAATAGAAGAGATAAGCCACCTTC
+CACACTGTAGTAGTGACGCGATTGCTAATATTCTCGGTCATTATTCAATACAAGAGCTGAAATAATCTGA
+ATTCTATTTAAATAACCTGAACTTTGGAGAAACGGTACTTACTCAACATTCCTCTTTATGCGATTCTCAT
+CGTTAAAACATCGATAAATAGCCAGCTATTCATTAACGCTTTGCCTTGAGAATCAAATAAAATGAAACCT
+TGATTGGATATTTAGCTAGTTCAAGTTAAGTAGATAGTTGCTGTATTCGTAATTTTGCTATCTTATCGCG
+CATAGCAGCAGCTTGTTCAAATTCTAAATTCTGCGCATGCCCCTGCATTAGCTTTTCAAGCTCAACTATT
+TTAGTGTCAATTTGTGACGTGGTTAATAGAGGTTCTTCCGCCTGCTGGTTAATATGATAATTTGTATTAG
+CTTCTGCAACTTTATCAAGTGACTTAGCATCACTATAACTTCCCACGCCCATAACATCGGTAATTCTTCT
+AACAACGCCTTGGGGGGTAATATTGTTGTCTAAATTGTACTGGTGTTGCTTCACTCTACGTCGTTCTGTT
+TCATCAATAGCACGTCGCATAGAGCCCGTAATTCTATCTCCATACAGTATTGCTCGACCATTGAGATTAC
+GCGCAGCTCGGCCAATCGTTTGAATCAAAGAACGATCGGAACGTAAAAAGCCCTCTTTATCCGCATCTAA
+AATTGCCACTAAAGATACTTCTGGCATATCTAAACCTTCACGAAGTAAATTTATACCCACTAAAACATCA
+AATTTACCTAGTCTAAAGTCTCTTATAATTTCTACCCGTTCAACCGTATCAACATCTGAATGCAAATAGC
+GCGCTTTAATGCCATGGTCATACAAGTAATCCGTTAAATCTTCGGCCATACGTTTAGTTAATGTTGTGGC
+TAAGACCCTTTCGTCAAGCGGTAGTCGTTTATTTATCTCTGATAATAAATCATCAACTTGTGTTTCAACC
+GGTCTAACTTCGATTTCTGGGTCAAGTAAACCTGTCGGTCTAACCACTTGTTCCGCAATATCGCTACCAC
+ATTTCTCTAATTCAAATTTGCTTGGTGTGGCCGAGACATAAATTGTTTGTGGAGAGATCGCTTCAAACTC
+TTCAAACTTCATTGGCCTATTATCTAAAGCGGACGGTAGTCTAAAGCCATATTCCACCAAGTTTTCTTTA
+CGCGATCTATCTCCTTTATACATAGCGCCAATTTGTGGCACGGTAACATGAGATTCATCAATAATAAGTA
+AACCATCATCAGGTAAATAATCGAATAAGGTTGGTGGTGCTCCTCCCTCTTCTCTCCCTGATAAATAGCG
+AGAATAGTTCTCGATACCAGAGCAATAACCAAGTTCAGTCATCATTTCAATATCAAACTGGGTTCGTTGA
+GTAAGGCGCTGTTCCTCGACTAATTTATTATTATCTTTGAGTTGTTGTGACCTATGCTTCAGCTCTATTT
+TAATTTTATCTACTGCTGCTATGATTTTCTCTTTAGGCGTAGCGTAGTGTGTCTTTGGGTATACTGTTAC
+CCGATCCAGTGTTCTTTCAACTTGTCCTGTTAGCGGATCAAATTGACTTATCCGCTCTATTTCTTCATCA
+AATAGCTCTACACGTAAAGCCAGGCGGTCAGATTCAGCAGGAAAAATATCAATAACATCACCGCGCACTC
+GATAAGTGGCACGCGCAAAAGCAACATCATTACGAGTATATTGTAGTTCAGCGAGACGACGTAAAATATC
+GCGTTGATTTATAATGTCACCTCGACTGATATGTAACATCATTTTTAAATAGGAGTCAGGATCACCTAAA
+CCATAAATAGCCGACACAGAAGCAATAATAATCACGTCTCGGCGCTCTAAAAGTGCCTTAGTAGCCGATA
+GCCGCATTTGCTCGATATGTTCATTAACTGAAGCATCTTTCTCTATGAAAGTATCTGTCGTTGGCACGTA
+AGCTTCAGGCTGATAATAATCATAATATGAAACAAAGTATTCAACGGCATTATCTGGGAAAAATTCCTTC
+ATTTCACCATACAATTGCGCCGCCAACGTTTTGTTGGGCGCTAACATCATGGTAGGTCGATTAAGCTTTT
+CAATCACATTGGCAATGGTATAAGTTTTACCTGAGCCGGTTACACCTAAAAGCGTTTGATGGGCTAAACC
+CGACTCAATACCTTCTAACAGTTGCTTTATCGCTGTTGGTTGATCACCACTAGGAGTATATTCAGAGCAA
+ATAGTTAATTTTTTCATACCACTTGCTCCGGTGAAGCTGACTCATTATGAATAAACTCTTTGCTAAATAA
+TCGGTAAGAAATCATGGCCATTAATACATTGCCAAGCAAAGCACCGGCAAATAAACCCGCTAAGCCGTAA
+AACAAACTACCTACATAGGCTAATGGTAAATAACAAACAAATAATCGTATGACACTTAACCCCAAAGCAA
+TCATTGGCTTATGCAAAGCATTAAATGATGAGTTAGTTAATATGATAATGCCTTGTAAACCATACCCTAG
+TGGGAGTATCCAAATAAAGAGTTTAATTAAATCGGCAACTTCAGTCTCTTTGGTAAAAACACTTGCGATC
+CAATTTGCGCATAGAGCTAATATAATATAAATGACTATTTGCCAGACTAGGATAAACTTTATTGCAACTT
+TGTAAGCCGTTTCGACGCGATGTAATTGACCCGCTCCAAAATTTTGGCTAATAAATGGAGGTAAAGTCAT
+CGATAAGGCTAGTACTATCAAACAAGCTATTGATTCAAGTCTTGAGCCAACACCAAAGGCTGCTACAGCT
+GCTTCACCATAAGAAGCCACTATTGCAGTCATAATTGCGGCAGCTAAGGGGGTTAACATATTTGCGCTTG
+CAGCAGGCAGACCTATTTTTAAGATATCTTTACAGGCAACAATCAGCTCTTTTATAGGCAGCATAGTTGT
+ATGAATAAGATCGTGCTTTTTAGTTAAAATGTACAATACGAAACCTAAACCAAAAATCCACGAAATTAAT
+GTGGCAATTGCTGCACCTTGTATACCCATCGCTGGGATTGGCCCGAATCCAAAAATAAAAATAGGGTCAA
+GTATGGCGTTAATCAGTCCGGCACTCCCCATTATCATACTGGGTGTTTTAGTATCTCCTGATGCACGTAA
+TACTGCATTGCCTATCATAGGACCAATTAGACACACACTTCCGATATACCAAATATCCATATATTCATGA
+ATTAAAGGCAATAAAGATGGCTGGGCACCAAGTAAAGTAAATAATGGATCGGTAATGAAATAACCCACTG
+TGGATAAACACGCAACTATAATTGCGGCTAAATACAATGCAGCTGTTGCCGCATTTTTTGCAGACTTTGT
+ATCTTTTTTCCCTAAATACTTAGCGATAACTGCAGAGGTTCCTATACCTAAACCAATAGTTAAACTAATT
+ACAGTGAAGGTAACAGGGAATGTGAAACTGATAGCTGCGAGGGGTTGTGTCCCGAGAAGTCCAACAAAAA
+ATGTATCTATTAAGTTGAATGTCATCAAAAGCACCATGCCATATATCATTGGAATGGTCATACGCTTTAA
+AGTATTAGCAACAGGATCTTCGAGTAGATTAACTCGTTTTTTATTAGGTGTAACAGTATTAGTTTTGGTC
+ATTTAATATTTTCAGTGATTCTATGAGTCTGTCAGGGTAAATAATATGTAGCAGTACATTGTAAAAGATT
+AACTAACTTTTACCTAGTGTAGATTTATCCTATCCCCCCCCCTTTATCAAAAACGTTGTTTGCTTAATGC
+CATAATAATAAATACGTAACATATTCCTGTATTGAGGTGTCATAACTAAAAGAACCTCAAACTTATACAA
+TTGGGATATCAAGGAATAATAAAACACAAGTAATATAGTTAAAAAATGAGGTGGTTAAAAATCAATCTAA
+TTATTAAATAAAGTACACAACCACCATAAGTTATTGAAATTAAATAGATTAAAAACATTGTAGTTTTTTA
+TTGACTTGTAGCCAAGCCAATCAAACCGTCTTAGCAACGTAAACTTACACTTTAGTCCACATAGTTATCC
+ACAGGAATCGTGGATAACTAAGTATTTACACTATTATCAGGCTAAAAAATTACCAAGTTATCAAGGAGTA
+CAAAAAACCGTCTAATAGTGGTGTAAAAGAACCTATTCTGAACACATCTTCAACAAACAATATTTATTTC
+AATAATTTATTATTTTTGTGTTGACACATAGGCCACAGGTCTTTATTATTCTGCCCCGTTAGCCACTGAG
+GTTAACGCGATTCCCCAATAGCTCAGTTGGTAGAGCGATGGACTGTTAATCCATGTGTCACTGGTTCGAG
+CCCAGTTTGGGGAGCCACATTCAACTTCATTAATAAACAGAAGTTAAAAAAGTTTATTCCCCAATAGCTC
+AGTTGGTAGAGCGATGGACTGTTAATCCATGTGTCACTGGTTCGAGCCCAGTTTGGGGAGCCACATTCAA
+CTTCATTAATAAACAGAAGTTAAAAAAGTTTATTCCCCAATAGCTCAGTTGGTAGAGCGATGGACTGTTA
+ATCCATGTGTCACTGGTTCGAGCCCAGTTTGGGGAGCCACATTCAACTTCATTAATAAACAGAAGTTAAA
+AAAGTTTATTCCCCAATAGCTCAGTTGGTAGAGCGATGGACTGTTAATCCATGTGTCACTGGTTCGAGCC
+CAGTTTGGGGAGCCACATTAAAATGTGAAACGAAACCTGCTATATGCAGGTTTTTTTTCGTCTGAAGAAA
+AGTTATCTCTATAGTAGAGCTACTTGATTCTTTAGTAGTATTATCGGCAAAGCGATGGACTGTACTCTCT
+TTAACTCGGCATGTGTCACTGGTTCGAGTCATTCTATATAATGAGCTGGGAGCCACATTAAAATGTGAAA
+CGAAACCTGCTATATGCAGGTTTTTTTTCGTCTGAAGAAAAGTTATCTCTATAGTAGAGCTACTTGATTC
+TTTAGTAGTATTATCGGCAAAGCGATGGACTGTACTCTCTTTAACTCGGCATGTGTCACTGGTTCGAGTC
+ATTCTATATAATGAGCTGGGAGCCACATTAAAGTGTAATGACACCATTCATCAATCAATAGCCACTCCCC
+TATCGATAACAGACTAAATGACAGACATAAAAAAACCTAACGAACTCGTTAGGTTTTTAATCGGTTACCT
+TTGAATTATTATTTCGCAGTAATCAATTCTTGCTTATTTTCAAAATTAAAGACTAATTTATCTTTTTTAA
+CATCGACCTTAGCAGTACCGCCATGGGTCAATTCACCAAAGAGCAACTCATTTGCTAGTGTTTTCTTCAA
+GTGCTCTTGTATTAAGCGAGCCATCGGTCTTGCTCCCATGGCTTTATCATAACCATTTTCAGCTAACCAT
+TGTTTAGCTTGCTTGGTTAATTCAAGTGAAACGCCTTTATCATCAAGCTGAGCCTGCAATTCGACAATAA
+ATTTATCTACTACTTGATGAATAACAATGTTGTCTAAATGATTAAACCAAACAATGTTGTCTAAACGGTT
+TCTAAACTCAGGTGAAAAGACTTTATTTATTTCACTTAATGCATCGAGGCTATGATCTTGCTGTTTAAAG
+CCGATAGATTGGCGTACCGTTTCTTGTACCCCTGCATTAGTTGTTAACACCAGAATAATGTTTCTAAAGT
+CGGCTTTTCGACCATTATTATCGGTTAGTGTACCGTGATCCATCACTTGCAATAGAATGTTATAAACATC
+TTCATGAGCTTTTTCTATTTCATCTAATAAGACGACCGCATGAGGATGCTTTATAACCCCATCAGTTAGT
+AAACCACCCTGCTCATAACCTACATATCCAGGGGGAGCACCAATAAGACGACTAACAGCATGTTTCTCCA
+TATATTCTGACATATCAAAACGTAACAACTCTATGCCCAATATTTTAGCTAACTGTTGTGTTATCTCTGT
+TTTACCAACACCTGTAGGACCGGCAAATAAGAAAGAGCCTACTGGTTTTTCTTCACTACCTAGCCCTGCT
+CGAGATAACCGAATAACAGACGAAAGCTCATCAACAGCTTGATCTTGACCAAACACAACAAGTTTCAAGT
+TTCGGTCTAGATTTTTAAGTCCATCTTTTTCAGTAAGTGATACTGACTTTTCAGGAATCCTCGCCATTTT
+TGCAACAATGCTTTCGATATCGGTATTATTAATAACTTTCTTACGTTTATTAGGTGCAACAAGTTGTTGC
+TTAGCACCCGCTTCATCAATGACATCAATGGCTTTATCAGGAAGAAATCTTTCATTAATATATTTAGCTG
+ACAACTGAGCTGCTGCATGTAAGGCTTTATTAGTATAACGAATGCCATGATGGCTTTCATATTTCTCTTT
+TAAACCTTGCAGTATTTTAGTGGTATCAGCAACACTCGGCTCCGCAATATCAATTTTTTGAAAACGACGG
+GCTAAGGCTCGGTCTTTTTCAAAAACACTTTGATACTCTTGGTATGTCGTCGAACCTAAGCAGCGAATTT
+TCCCAGCTGACAATAACGGTTTAAGCAGGTTAGAAGCATCCATCATACCGCCAGAAGCCGCACCGGCACC
+TATAATAGTATGAATTTCATCAATAAATAACACAGCATTCTTATCTGCTTCTAGCTCTTTTAATAATGAT
+TTAAAACGTTTTTCAAAATCGCCTCTATATTTAGTACCTGCGAGTAATGCCCCCATATCTAGAGAATAAA
+TGGTCGCATCAGCTAAAAACTCAGGCACTTCTTTATTGACAATTAAATTAGCTAAACCTTCAGCAATAGC
+CGTTTTACCCACACCAGCCTCACCAACAAACAGCGGATTGTTTTTTCTACGTCGACTCAACACCTGTAAA
+GTACGTTCAAGTTCATCGTCACGACCAATTAAAGGATCAATATTACCTTTTATCGCTTCTTCATTAAGGT
+TTACCGAAAAGTTATCAATGGTACGCGGTTCTTCTTCGCTTTGCTGTTCCCCATCCAAAGTATGTGGGGA
+ATGTTCATCATCAATTTTTGCAATACCGTGAGAAATATAATTAACAATATCTAAACGACTAATATCAGAT
+TTTTTCAAGATATAAGCGGCTTGTGATTCTTGTTCGCTAAAAATTGCCACTAATACATTTGAGCCGCTGA
+CTTCATTTTTACCTGATGATTGCACATGAAATACAGCGCGTTGTAATACCCGTTGAAAGCCTAACGTAGG
+TTGAGTTTCACGCTCATGTTCACTTACAGGAATCGTAGGTGTTGTTTCGCTGATAAAGTCTAATAAACTT
+TTGCGAAGTTTTGTTAAATCCGCTCCGCAAGCACCAAGTGCTTCGATCGCTGAGGGATTATCTAATAGGG
+CCAACAATAAATGTTCAACAGTCATAAATTCATGGCGAGATTCTTTAGCTTGGCGAAAGGCTAAATTAAG
+TGATACTTCTAAGTCTTTGTTTAGCATAACTACTCCAATTTATAACTTTAGGCTTTTGTCATCACACACT
+TAAGAGGGTGCTGATTTTCAAAAGCGTACTGGACAACCTGTTCTACTTTTGTTTCTGCTATTTCAGCAGT
+ATATGTGCCACAAAGGGCTTTTCCTTTATAATGAATGGTTAACATTATATCTGTTGCTTGCTCTTCACTT
+TTATTAAAAAAGTTACACAAGACGTCTACAACAAAATCCATTGGGGTGTAGTCATCATTAAGTAAAAAAA
+CATAGTATTTAGCCGGCTCTTCTATTTGCTCTTTAACTGACTCTTCTACAATGCCTTCGGTGTCAAATAA
+CTCTTTCCAGTTGCTCATATATTTATCTTAGTCTCTACTTTTTACTTTTGCTGTAACTTTTCGTGCAATT
+AAGCTTAAAATAATTAAAAAAAAACAGCTTTTAAACTTGACAAATTTATTAATTTATCTACGATTCTATA
+GGTGGCTAATTTTTAGTCGCTTAGTCTGTTGTCTATGCACTTACTTATATTTACCTACTCTTTTAAAGCA
+TGGTACCAAAATATAAGTAAAACATAATTGAATACTAAAGGATATAGAAGGAAGTTGAAGTATGGCACAC
+GGTACAGTTAAATGGTTTAATAATGCGAAAGGTTTTGGCTTTATTCGCCCGGATAGTGGCGGAGAAGATA
+TTTTCGCACACTATTCAACTATTGAGATGGATGGATATCGAACATTAAAAGCAGGACAGGATGTCGATTA
+CGAACTAAATGATGGCCCTAAAGGTCATCATGCAGCAAGTATCAAATTAGCTGATGGCGAACTAGAATAA
+ATATAAAATGTTACGCTAATAAGATAAAAAAACACAGCTATTAAGCTGTGTTTTTTATTGGATGATTTTC
+GATAGTATATGTGATCAATATTTACATATGATCAATAATACAATCTCCAAACGCTGAACAAGAGACTAAC
+GTCGCATCATCCATAAGGCGCTCAAAATCATAGGTTACTGTTTTCGCTTTGATTGCTCCTGACATCCCTT
+TAAGCAATAAATCAGCCGCTTCAAGCCAGCCCATATGTCTTAACATCATTTCTGCAGAAAGAATTACAGA
+ACCAGGATTTACTTTATTTTTACCGGCATATTTAGGAGCTGTTCCATGAGTTGCTTCAAATACAGCAACT
+TCGTCGCCTAAATTAGCTCCAGGAGCAATACCAATACCACCAACTTGAGCAGCAAGAGCATCAGATAGGT
+AATCACCATTTAAGTTTAAAGTGGCGATAACACTATATTCAGCAGGACGTAACAAGATTTGCTGTAACAT
+GGCATCAGCAATAACATCCTTGATGATAATCTCATTACCTGTATTTGGGTTTGTAAGCGTACTCCAAGGT
+CCGCCATCAATCAAACTTGCGCCAAATTCATCACGAGCAAGCTCATAACCCCAATCTTTAAAAGCGCCCT
+CTGTGAATTTCATAATATTACCTTTATGAACCAGAGTTACCGAGTCTTTATCATTATCAATTGCGTATTG
+AATCGCTTGTCTTACTAAACGTTGACTTCCTTCTTTTGATACTGGCTTTATACCGATACCACAGTTATCA
+GTAAAACGGATATTACTAGCACCCATTTCTTCAGTTAAGAATTCAATCACCGCTTTCGCTTTATCACTAC
+CCGCTTTATATTCTATGCCAGCATAGATATCTTCGGTATTTTCACGAAAGATGACCATATCAACTTCAGA
+AGGTCTTTTTACTGGACTTGGAACACCAGTAAACCATTGAACAGGACGTTGACAGACGTAAAGATCAAGC
+ATTTGTCTTATTGCAACATTTAAAGAACTCATGCCACCACCTACGGGTGTAGTTAGAGGTCCTTTAATAG
+AAACTTTATATTCTTGTAATATGGCAAGTGTTTCTTCAGGAAGCCACGTTTCACTATCATACATTTTAGT
+CGCTTTTTCACCCGCATAGACTTCCATCCACGCAATTTCTCTTTCGCCGGCATACGCTTTAGCAACTGCT
+GCATTCACAACTTTTAGCATTGGGGGTGTTACATCAACACCAATGCCATCACCTTCAATAAAAGGGATTA
+TCGGATTATTTGGTACTGATAACTTACCATCAACAAAGGTAATTTTATCTCCGGTAGTGGGGATGATGAT
+TTGATTAGTCATAGGGCGAGCTCCACATTAAACAAGTATAAAAAGGTTATTTTACTAAAATAATTCAAAA
+AAGGATAAGGCACTAATCACTATTTAGTGATACCTATTATCATTACAATGAATAAACATAAATTAGACTT
+AAATATAATAATAAAGATAATCAAAAACTAAACATTATATTTTAGCTTTTGATTAATATAGTGCTATTTA
+CTAGCACCTTAACTACATATTTATTTTAAAGCAATAAATTGACTTAGAGCAATGCAGATAAAATTGTATT
+CAATGTTTCACTTGGGCGCATTGCTTTTTCTGTAAGTTGCGTATCCGCAAAATAATAGCCATTAACATCG
+ATAGCTGGACCTTGAGCTGCATTTAATTCAGCTACAATTTTCTCTTCTTGCTTAGTCAGTGCTTGAGCAA
+CACCTGTGAAGCTTTCTTTAAGATCAGTATCTGTAGTTTGCTCTGCAATGGCTTGTGCCCAATACATAGC
+AAGATAGAAATGGCTACCACGGTTATCTAACTCTCCAACTCGACGAGATGGTGATTTATTGGTATCTAAG
+AATTTACCCGTTGCCGAATCTAATGTATCAGCTAATACTTGTGCTTTCGCATTGCCTGTCGATATTGCAA
+CATGTTCAAGTGATGCTGCAAGTGCTAAAAACTCACCTAAAGAATCCCAACGTAAGTGATTTTCTTTTTC
+GAATTGTTGAACGTGCTTAGGCGCAGAGCCACCAGCACCAGTTTCGAATAAACCACCACCATTCATTAAT
+GGCACAATAGAAAGCATTTTAGCACTTGTTCCAAGTTCTAAAATTGGAAATAAATCAGTTAAGTAATCAC
+GTAATACATTACCCGTAACTGAGATTGCATCTTCACCTTTAGCAACACGTGCAAGCGTATATTCGCAAGC
+CTTAACAGGTTCAAGAATTTGAATGTCTAAACCGTTAGTATCATGGTCAGCTAAATAAGTATTAACTTTC
+TTGATCATTTCTGCATCATGGCCACGATTTTCATCTAACCAAAATACAGTTGGAGTACCCGTTGCTTTAG
+CACGAGTTACCGCTAATTTAACCCAATCTTGAATTGGTGCGTCTTTAACCTGACACATTCTGAAAATATC
+ACCTTGTGCAACATTCTGCTCAATCAAGATATCACCGTTATCATTCACAACACGAACAACACCGGTAGCT
+GACATGGTAAAAGTTTTATCATGTGAACCATATTCTTCAGCTTTTTGCGCCATTAAGCCAACATTAGGAA
+CTGTACCCATTGTCGTTGGATTGAAAGCACCATTTTCACGACAAAAATCTACTACAGCCGAGAAAACACC
+AGCATAGTTACGATCTGGGATCATAAACTTAGTATCTTTTTGACTTCCATCCGGTGCCCACATCATACCA
+GAGGCACGAAGAGCAGCAGGCATTGATGCATCAATGATGACATCACTAGGCACGTGTAAATTAGTAATAC
+CCTTATCAGAATCAACCATAGCCATTTCAGGACGAGTTGCATAAACAGCTTGTAAATCGGCTTCTATTTC
+TGCTTTTTGAGCAGCAGGTAAACGTGCGATTTTAGCGTAAACATCACCGATACCGTTATCAGCGTCGACA
+CCTAACTGATCAAAGGTAGCCTCATGTTTAGTAAATACATCTTTATAAAATACTTTAACTGCATGGCCAA
+ACATAATTGGATCTGAAACTTTCATCATGGTTGCTTTTAAGTGCAACGAAAGTAAAACATCTTCTTCTTT
+AGCTTTATTAATCTCAGTTTCATAGAATTCGATTAATGCTGACTTGCTCATTACTGAAGCATCGATAATT
+TCTTTATCAAGTAATGGTAATTTTGATTTTAATAATGTCACGTCACCATTTTGAGCAACAAACTCAATAT
+TTATACTCGTTGCGCCATCAATAGTTACTGATTTTTCACTACCGTAAAAATCACCAGACTCCATGTGAGC
+AACATGTGATTTCGATTCAGGAGACCATGCTCCCATTGAATGTGGGTTGTTACGTGCGTATTGCTTAACA
+GAACCAGGTGCACGGCGATCAGAGTTACCTTCACGCAATACCGGGTTAACCGCTGAACCTAAAACTTTAG
+CGTAAGTTAGTTTAATTGATTCTTCCGCTTCATTTTGTGGTTCTGCAGGATAATGAGGTAAGTCATAACC
+CTTTGCTTGTAATTCTTTAATAGCCAATTCTAATTGTGGAATAGACGCTGAAATATTTGGTAACTTGATA
+ATATTAGCTTCTGGAGTTTTAGCTAACTTACCTAACTCAGATAATGCATCATCAACGCGCTGCTCTTTAG
+TTAAGTATTTTGGAAAATTCGCTAAGATACGAGCGGCTAAAGAAATATCACGTGTTTCAACGTTAATGCC
+TGAAGAAGCAGTATAAGCTTGAATAATTGGTAATAAAGAATACGTCGCTAAGGCAGGCGCTTCATCGGTA
+ATAGTATAAATGATTTTTGAGTTATCAGTGCTCATTGAGATTCCTACTTTAATTAGCCAAAAAGCTCCGG
+TGAACACATAAATATCTATTAGAATTTAATGCATATTCACCCAAGCTAAAATTTATTTTTTGCGCGCACA
+TAGTATAGTAATTCAAAGCGTATTAATATAGCCAGGCAGAAAGGCATCACATATTTTAAAGGAAAATTAG
+TCTACAAATGAATCAAAGCAAAGGCTATACAAGACATACCGCTAAAAAGCAGCGAAAGGTACGACCACTT
+GATGAAAAGCAGATAGTCGTGCTTTTTAACAAACCGTTTGACGTGCTTTGTCAATTTACCGATGAGAACA
+ACCGTCGTACATTAAAAGATTTCATTACCATACCAGGTATATATGCCGCAGGAAGATTAGATAGAGATAG
+TGAAGGCTTATTGTTACTTACCAATGATGGAAAATTACAACATCAGATTGCCAATCCAGTTAAGAAAACA
+GAAAAAACGTACTGGGTACAAATTGAAGGGGCGCCTTCAGAACAAGATTTAGCAAAATTACGTCAAGGTG
+TCGAATTAAAGGATGGTATGACTAAACCGGCTAAAGTTGCCATTATGCTCGAACCTAACGTTTGGCCACG
+TAACCCTCCTATAAGAGAGCGTGCCAGTATCCCAACGACTTGGCTAGAAATTACCATAACAGAAGGTCGT
+AATAGACAAGTTAGACGGATGACAGCAAATATAGGCTTCCCTACCCTGCGACTCATTAGATATCGTATTG
+GTAACTGGACATTAGACAATATTAATAATGGGGAATATAAAGTTGAGCAGTAACAACAGCGCCCTCACAT
+CTGATCCTAATATATCTAATGAAAACGACCATGGTATAAATCAATTTAAACCCAATACAACTGTTGCTGC
+CGTTATCCATTACGGTGGTAAATTTTTGTTTGTTGAAGAACATGAAAAGTGTCGAGTCGTTTTTAATCAA
+CCTGCTGGGCATTTAGAAGAAAATGAAAGTCTTACTGCAGCCATAAAGCGAGAAGTACTAGAAGAAACAG
+GATTACGAGTAGAACCCGATTTTTTATGCGGTATTTATTATTTTCACCGACCTGATCTTAAGCTATATTT
+TTTACGTTTTTGTTTTGTTGTTGAGTTAGAGCAATGGCTAAAAGGCCAACCACAAGACGATGAAATCATT
+GACACTCATTGGCTTACTCTTGAACAAATAAAAGAAAAGAGTGCTCAATTACGTAGTCCTATGGTGTTAG
+AGTGCGTCGAAGATTACTTAGCTGGCAATAAAATTCCGTTATCGCAGCTAAAATCTAATCTTTAATCTAT
+ATCCTACTAGTTGTGCATGTTATAATTTTTCGCCTCTTATTTCAGTACACTTACTTTTAATAAATCTATT
+GGTCAAAACACATGTTAACAGCCTCAAATACTAAAGCCCCAGAACAAACCAAAGTCATTGTTGGTATGTC
+TGGAGGTGTCGACTCTTCTGTCTCTGCTTATTTGCTTAAAGAGCAAGGTTATCAAGTAGAGGGTTTGTTT
+ATGAAAAATTGGGAAGAGGATGATACTGATGAGTATTGTGCTGCATCCCAAGATTTAGAAGATGCGCAGG
+CTATTTGTGACAAATTAGATATCAAATTACATACTATCAACTTTGCTACTGAATATTGGGACAATGTTTT
+CGAATACTTCCTTGCTGAGTATAAAGCTGGACGTACACCCAACCCTGACATCATGTGTAATAAAGAAATA
+AAGTTCAAAGCATTTTTAGAGTTTGCTTGTGAAGATTTAGGTGCAGATTACATAGCCACAGGACATTATG
+TTCAGCGTGAGCTACGCGATAATTCATGGAAAATGATACGAGGTCTTGATAATAACAAAGACCAAAGTTA
+TTTTCTCTACACACTCGACGAAGCACAGTTAGCGCACACTTTATTTCCTGTCGGCCATATTGAAAAGCCT
+GAAGTACGTGCTATTGCAGAAAAAGCTGGATTAATCACCCATAACAAAAAAGACAGTACTGGCATTTGCT
+TTATCGGTGAACGTAAGTTTAAAGACTTTTTAGGTCAATATTTACCTGCTCAGCCCGGTATTATTGAATC
+AGCAGAAGGTGTTGCTGTCGGTCATCATGATGGGCTTATGTATCATACTTTAGGGCAACGCAAGGGTCTA
+CGCATTGGCGGTTTAGCTGATGCAGGTGAAGAGCCTTGGTATGTTGTTGAAAAGGATTTATTACGCAACG
+TACTGATTGTTGGACAAGGGCATAACCACCCTCGCCTATTTTCTAAAGGCCTAATTGCCAATCAATTACA
+TTGGGTTGATAGAAAAGCACTAACATCTAGCATTCAATGCACAGTGAAAACTCGTTATCGTCAAGAAGAT
+GTTTCCTGCACTGTTACTCCTATAACCGACTCTGCTACCGAAGAATATCAAATAGACTTTACTGAGCAAC
+AAAGTTCAGTGACTCCTGGACAGTCCGTTGTATTTTATAAAGATGATGTCTGTTTAGGCGGTGGTATTAT
+TGATACCCTTATTCGCTAACTTATAGGCATTGCCTAAGCCAAGCCCATCTAATGACTAGATAAACTAAAT
+ACTAGAGAAAAAATGAAAGATCAAACAATTACCTTTGCCGCTATTTGCCAAGTAGCTTATCAAGTACAAC
+AAGTATCCCGTACAGGTCAAATCACTGATGAAGAATTCAGTGTTTTATTACAAAGTATCATTGAAACTTC
+GCCAGTAAATACCTTAGCGGTTTATGGTGGTGAGATCGATAATATCAAGACAGGACTTGAGCTCTTAATC
+AACCACTTAGGCAATGATAATGGTACAAGTAGTGCAAAAAAGCACAAAGATCCCGAATTAACTCGCTATA
+TCATTAGCTTAATAAATCTAGAAAGACGTCTTGCTAAACAGCCTAAACAGCTTAATGCTCTCGGTGAGCG
+TATCAACGCAATCGAGCGGCAACTTGAGCACTACACACTGACCAGTGACACTTTAACGGCGAGCTTTGCT
+AGTATTTATAGCGATATTATTAGCCCGCTAGGTCATAAAATCCAGGTCACTGGCGAGCCAAGCATTTTAA
+AGCAAAATGTAAACCAATATAAAATTAGAGCCTTACTATTAGCGGGTATACGTGCAGCCGTATTATGGCG
+ACAAGTCGGCGGTAAAAGACGCCACATATTACTCAGTCGTAAGAAAATAGTCGACTCCGCAAAAGAATTA
+CTTAAATCTATTCGATAAAATTTAAACACTATTTAACTCTTAAATTAAGCCGATTAATTAAAGAGAATAT
+TAATATAACCTAGGAAAAATTATGGAACTTTCAGCATTAAGTGCAATATCACCTGTAGATGGTCGTTATG
+GTAGCAAGGTAAAATCATTACGCTCTATTTTTAGTGAATTTGGCCTAATTAAATACCGTGTTACTGTTGA
+AGTACGTTGGTTACAAAAACTTGCAGCTACTAGCGCAATAGCAGAGGTTCCTGCATTTTCTGAACAAGCA
+AATGATGTATTAAATAATATTGTTGCTAACTTTAGTGAAGAAGATGCTTTAACGATCAAAAAAATTGAAG
+CGACAACTAACCATGATGTAAAAGCAGTTGAATACTTCTTAAAAGATAAAATTGCTGATAACGCTGAATT
+AAACGCTGTGACTGAATTCATTCACTTTGCCTGTACTTCAGAAGACATCAACAACTTATCACACGCATTA
+ATGTTAACTGATTGTCGTGAAAATGTATTATTACCAGAAATGGATAACATTTTAGCGGCGATGAAAGCCT
+TAGCGATTGAATACAAAACGATTCCAATGATGTGTCGTACTCATGGCCAGCCAGCCTCACCTAGCACGTT
+AGGAAAAGAGATGGCTAACGTTTATGTGCGTCTACAACGTCAACGTGAGCAAATTGCTAACGTTGAAATG
+TTAGGTAAAATTAACGGCGCTGTAGGTAACTATAATGCTCACCTTAGCGCTTATCCTGAAGTTGATTGGC
+ATGAATACGCTAATGAGTTTGTTACTTCATTAGGTTTATCATTCAACGCATTTACCACACAAATTGAACC
+GCATGACTATATTGCTGAGTTATTTGACGCAATCGCACGTTTTAATACCATTTTAATCGATTTTGATCGT
+GATATTTGGGGTTATATTGCTATGGGTCATTTCAAGCAGAAAACTATCGCTGGTGAAATTGGTTCATCAA
+CTATGCCACATAAAGTTAACCCTATTGATTTCGAAAACTCAGAAGGTAACTTAGGCATTGCAAACGCATT
+ATTCACTCACTTATCGCAGAAATTGCCTATCTCTCGCTGGCAGCGTGACTTAACTGACTCAACAGTGCTA
+CGTAACTTAGGTGTTGGTTTTGCTCATACAATGATTGCTTATGGTGCTACATTAAAAGGCATTAGTAAGT
+TAGAAGTAAATGAAGCTAACTTAGCAGCTGAATTAGACAGTAATTGGGAAGTATTAGCAGAGCCAGTACA
+AACGGTTATGCGTCGTTACGGTATTGAAAAACCTTATGAAAAACTAAAAGAATTAACTCGTGGCAAACGT
+GTTAATGGCGACTCTATGCGTGCTTTTATCATGACGCTTGAATTACCTGAACATGCTAAAGCTCAGTTAT
+GTGAAATGACACCTGCTAGCTACATTGGCCGTGCAGTTGCTTTCATTGATGAACTAAAATAATCTTTTCT
+TTCATGTTTTGACTATAAAAAAAGAAGGCTCTGCCTTCTTTTTTTATTTCTAGACTTCCTTATAAAGTTA
+TAGAGTTGTTTCTATGCATAGATGTAAAAAATTCATGCTAAAGCAACATATGCTATACGAATAAAGATAA
+GTCTATCTAAAACCACTTAATGTGATTTATTTTGATTGCCACAATGACTCATCATTAAATAACTTATACA
+AACCATCAGCACGACCAATTAATAAATGAGCAAATTTATTTTGTTCTTCATTCTTCGCTTGTAATAAGTT
+TTCAGCTTGCATTTGCCACTTTAAGGAAAAATGTCTTAATGCTTCACGAGCATTAGGAGCAACATCAACA
+CCGCTGTGATCGCTAGGTAAGTCTCCACATAAAACCCAAAACTTATTACCGTCTATTGATGTTAACTTCC
+ACAATGCTAATATCGGTACTAAATAACGACTCTCATCAACCTGAACACTCTGTGTAACAACACCTTTCTC
+GGCTAGGTATTTAGTAGCAACTTGATATTGCGTTTTTATCCATTGCTGTTGCTGCGCTTCTGTCATTTGT
+ACTGCTTCGGTCATTTTAATTCTCAGTTATTCGAATTTATCTTAGATTAGTTATTTATAGCATAACGCTG
+TTTGTCACGATAAATTTGCATGTTGTAGCTTTTCGCTTACAGCTTGCGTCCTAAGTGTAAATTGTTAATT
+TTATCAGTAACTAGCTTGAGTATTTTCTAGGTGCTATCGTTCCTTAACAACATTACAACACATTTAAATT
+GCCTTTTCTAGCAAGAAAGAATGGAGAAAAACAATGGCTTTATTTGATTTACCCGATTTTGACGACCACG
+AGCAAGTGGTTTATTGCAGCGATGAAGCAAGTGGTCTTAAGGCTATAATTGCCGTACATAGTACCAAGCT
+TGGAGCAGCTGTAGGTGGCTGTAGAATGTGGGATTACGCTGACGATGATGAAGCCCTGGTTGATGTTTTA
+CGATTATCTAAAGGTATGACGTATAAAAATGCTATGGCTGGTCTTAGCATGGGTGGAGGAAAGTCTGTCA
+TTATTGGTGATGCTAAAAAACTAAAATCTAAAGCGTTATTCAAAGCCTTTGGTGAAGCATTAAATAGACT
+AAATGGACGTTATTTAAGTGCAGAAGATGTCAATATTACTACCAGTGATATTGACATCACAAACAGTGTT
+ACCCCGTTTGTAACAGGCACAGAAGGCAAAAGTGGTAACCCCGCACCTTTTACCGCGCTTGGAACTTTCC
+TCGGTATCAAAGCGTCAGTAAAACATAAACTTAATCGTGATGATCTAACCGGTCTCAAAGTCGCCATTCA
+AGGCTTAGGTAGCGTAGGTTATCAATTATGTGAGCACCTGCACAAAGCTGGGGCAGAACTTGTTATCACT
+GACATCAATCAAACAGCTTTAGATATGGCTGCTACTGAATTTAATGCCACCATAGTTGGCTTAGATGAAA
+TATACGATCAAGACGTCGATATCTATGCCCCATGCGCTCTTGGTGCCACTATTAATGATGATACGCTTAG
+CCGTTTAAAGGCAGTAATTATCGCAGGTTGTGCGAATAACCAATTAGCCGAGCCTCGCCATGATCAAGCT
+TTGTTAGAGCGCGGTATATTATACGCACCCGATTATGTGATTAATGCCGGAGGTATCATTAATATTTCGT
+TTGAAAATAATTATGATCATGAAAAAGCGACCGAAAAGGTTGGCGATATTTATCACACTTTATTAGATAT
+TTACGCTAAAGCTGACGCTCAAGCAAGACCTACTGGTATCATTGCTGATGAAATGGCGCGAGAAATAATT
+GAAAAAGGTGGCAAGGATTAGGTCGCATTATTAAGGCTTATTATCTTTGATGTAAAAATGGATATAAAAA
+AACCAGCACTAAGCTGGTTTTTTTATTAATTAAATTAGCTAAAAACTAATCAATTAACTGATACTGCTCA
+CGCAAAATGGCAATAATTTCAGCTTTAGGATTATCAGATAAAACAATTTTATTACCGGTAATTTTTTCTG
+CTATATCGGTATAAGTTTTTGATACATCCATCAGCACTGATAGCGGAAGTTTATTGTCACGTGCTAATGC
+TTCACGCTCACTCATACGATCTTTGTTTAATAAAATATCAGCATCCGGAAAATGGTTTAATAGTAACTGT
+CGGAAACCTTCTTTGGAGTTTTCAACAACCTTACCTGCTCGGTATTGCTCGCCATCCCATATTCGTGAAG
+AATCAGGCGTACCTACTTCATCCATATAAATCAGTTTGTCATCGCCATTAACATCTTTGACATAGCCAAA
+CTCAAACTTTGTATCAACAAACACTTGGTCTATTTTTGATAAAGCGGTAGAGATAACATCAAAACCTTCA
+GTAAGCAGTTTTTCATACCGTGCAATATCATCGACTGATTTAAAGTTAAACGCTTCAAAATTATCTTCAA
+TGTTTTTACGGGTAATATTTACATCATCAACCGCTGGTACACCGGGAATACCTTCTAATATACCTTTAGT
+AGAAGGTGTTTGTAATAGTGAAGTTAACTTACTATCTTTCGCTAGTCCTTCAGGTAATTCAATACCACAA
+AAGTCTCTTTCACCCTTAGTATATGAACGCCACATTGAACCTGTAATGTATTGACGACAAATGGCTTCAA
+TCATTACCGGCTTAGCTTTTTGTACAATCCATACAAACGGGTGTGGAATGTCTAGAATATGGCTATCGGC
+AAGACCTTGTTCTTTGAACATTTTAAACCAATGGTTTGATATTGCATTAAGTGCTGCGCCCTTACCAGGA
+ACACCGCGCATATCATTCTCACCTGACCAAATACAATCAAAAGCAGAAATACGGTCACTTATCACCATAA
+TAGCTAACGAAGTATCACTGGGAACATCATAGCCTTTTTCTTCGATAAGACGTTTGCTATCTGTTGCTGT
+TAACCAATAAACAGAACGTACTTTACCGCTGTGTACAGGCGAATCCGTACGGATAGGAAGATCGTTATTA
+ACGGCTAAAACTTTATCAGCTAAGTTCATAATTAGTTCTCTTGATTATTTATTTTGGTTAAAGATTAAAT
+ATTTTCAGCACGTATAAAAATTGCTGCTTAACTAACGTTACTTAAGGTTTCTTTTACAATGGTAAAAATT
+ATTATGTAGAAACGGACTGTAATGAAGTAATTTTAGTTAAACACTATCTTTTAAAAATAAAAAGGACGCT
+ATAAAGCGTCCTTTTTTTTAAGCTTAACTAAATTTTAGCTAAGCTTACATTACTTTACTTAAGCAGCTAA
+AGAAGCTTGCGCTTTTTCAACTAAGAAAGTGAATGCTGCTTTGTCGTATACTGCGATGTCAGCTAGGATC
+TTACGATCAATTTCAATAGAAGCCTTTTTAAGACCATTAATGAATTTGCTGTAAGATAAACCATTTTGAC
+GAGCTGCTGCGTTAATACGAGCGATCCAAAGCTGACGGAATTGACGTTTACGTTGACGACGATCGCGGTA
+AGCGTATTGACCTGCTTTAGTTACTGCTTGATAAGCAACACGGTAAACACGACTACGTGCTCCGTAATAA
+CCTTTAGCTTGCTTTAGAACCTTTTTGTGACGTGCACGAGCTTGTACACCACGTTTTACTCTAGCCATTT
+TCTATCTCTCCTAATTAACCGTGACGTAAAAGTTTTTTAACTGACTTAATGTCAGATGCGGCGATCATGC
+ATTTAGCACGAAGATGACGCTTAACTTTAGTACGACGCTTAGTCAAGATATGACGAAGGCCAGCTTGTTT
+GAACTTGTAGCCAGAGGCTGTTTTTTTAAAGCGCTTTGCAGCACCTTTATTGGTTTTCATTTTAGGCATG
+TGAATAATTCTCAAATTTATACCGTTTCTAATAAAAAAAAGGTATATGCCAAATATTAAGTAGCGAGGGC
+GAAACTGACGTTTATCACAATATAACGTGAAAACAATCAATTTACTTGCAAGCCTGTACTACCAGCGTAA
+AGATAAAATTGGTGAATTAAACTTCTATTTAATAAAAAGTAAAAGTTTAATTACTTGTCAAACCAAGGAT
+TATCTATTTTTAGGGGCTAAGACCATCACCATTTGACGTCCTTCCGCACGACGCGGGAAGAACTCAAGTA
+CGGTTAACTCTTCTAAATCGTTTTTAACACGCGTTAAAAGTTGTAAACCTAACTCTTGGTGGGCCATTTC
+ACGGCCACGGAAACGTAATGTTACCTTGACCTTGTCGCCGCCTTCTAAAAAGCGTTTCAGGTTACGTAAT
+TTCACCTGATAATCGCCTTCATCTGTACCAGGACGGAATTTAATTTCCTTAACCTGTATTTGTTTCTGGT
+TTTTACGTTGTTCTTTCTGTTCTTTAGCTTTTTCATAGATAAACTTGCCGTAATCCATCACACGACAAAC
+GGGTGGTTTAGCAGTAGGGCTAATTTCAACAAGATCAACACCAGCGTCATCCGCTTGGTCCATTGCTTCA
+TCTAATGTAACGATGCCACCAGGTTCTCCGTCAAACTTAATCAAACGAATTTCGTTGTCTAGGATATCTG
+TAATTAACTCATTCAAACGATGAGCTGGCTCTTTACGCCCGCCTCGTTGTCCACCTTTAATAGCCATGTT
+CCTCCAAAGAACTCTTTAATTTATTTAATCTCTGCCTTTATTCTATAGAATTATAGAAAAGACAGACTAT
+TTTGCTTTTATTATGTTATCCGTTTATAACTTTATCGTTATTATAGTTTTACTGACGAGATTTAACTTCA
+TCAGATAACTTAGCAATAAAGTCATCAACCGACATTTTTCCTAAATCTTCACCACTTCGAGTTCGAACGG
+ATATTTCACCGGATTCCATTTCTTTATCACCAACAACTAATAAATAAGGAACTCGCTTCAAAGTGTGCTC
+GCGGATTTTAAAGCCTATCTTCTCATTTCTCAAGTCTATTTTTGCTCTAAAGCCATTTTCTTTTAGTTTT
+TTAACAACTTTCTCACAATATGGTGCTTGTTTATCGGTAATATTCATAATTGTTGTCTGAATAGGCGATA
+ACCATGTTGGAAACTTGCCGGTGAACTCTTCGATTAAAATACCAATAAAACGTTCTAATGAACCTAAAAT
+TGCTCGGTGAATCATTACCGGAGTATATCTTTCGTTATCTTCACCAACATAAGTTGCACCTAAACGCTCT
+GGTAATGCAAAATCAAGTTGTACTGTGCCACATTGCCAAGCACGACCTAAACAATCCATTAAGGTGAATT
+CTATTTTAGGGCCGTAAAAAGCACCTTCACCCGGTAAGTATTCAAAGGCAATATTACTGTCTGTTAATGC
+TTGTGCTAAACCTGCTTCTGCTTTATCCCAGATTTCATCACTACCAATACGGTTGTCTGGACGTGTAGAA
+AGCTTCACAACAACATCTTCAAAGCCAAACGAGCCGTAGACGTCATATACCATTTCAATACATTTTTTAA
+CTTCAGCTTGAACTTGTGATTCCATACAGAAAATATGAGCATCATCTTGAGTAAAACCACGAACCCGCAT
+TAAACCATGTAAAGACCCCGAAGGCTCATTACGATGACAACAGCCAAATTCAGCAATACGCAATGGTAAA
+TCACGGTAAGATTTCAAACCTTGATTAAAAATTTGAACATGACCAGGACAGTTCATTGGTTTAATTGCGT
+ATTCACGCTTTTCTGAGGTAGTAGTAAACATGCCATCAGCATATTTGTCCCAGTGACCTGATTTTTCCCA
+AAGACTTCTATCCATCATCATTGGTGCTTTAACTTCGTCGTAATCATATTCGTGTAACTTTTCACGAATA
+AATTTCTCTAACTCAGTATAAATAGTCCAACCATCGTTATGCCAAAACACCATGCCTGGTGCTTCTTCTT
+GCCAATGGAATAAATCTAATGTTTTACCAATTTTACGATGGTCGCGTTTTTCAGCTTCCGCTAAACGTAC
+TATATAAGCTTTAAGTTGCTTTTTATCAGCCCATGCTGTGCCATAGATACGTTGCAACATTTTGTTGTCT
+GAATCGCCACGCCAGTAGGCACCAGCAACTTTCATTAATTTAAAGTGATGACAATGACGCATGCTTGGTA
+CATGAGGACCACGACACATATCAATGTATTCTTGGTGATGATATAAAGCCGGTGTATCTGTTTTCTCAAT
+GTTCTCATCAAGAATGGCTAATTTGTATGTTTCGCCACGTTCAGTAAAGGCGTCGTAAGCATCTTGCCAA
+GAACCTGTCTTTTTAACAACTTCATAACCGGTACGTGCTAGTTCAGTCATGCGTTTTTCAAGCTTAACTA
+AATCATCTTCACTAATTGATTCATCAAGATCAATGTCATAATAAAAGCCATTTTCGATCGTTGGACCGAT
+AGCCATTTTAACATTTGGATATAACTGCTTTATTGCATGCCCTAATAAATGTGCACATGAGTGACGAATG
+ATCTCAAGACCTTCGCTATCTTTACTGGTGATAAGTTGTAAAGAGGCATCTTGAGTAATTAATTCACAAG
+CATCAACAAGGTTTCCGTCGATACGACCAGCAATGGTTGCTTTAGCAAGTCCAGGGCCAATATCTAGAGC
+AACATCCATTACAGATACAGCTTGTTCAAAAGAACGTTGGGAACCATCAGGGAGAGTAATTACAGGCATG
+TTTTTTCCTTATTCAGTGGCGGCGCATACTAAGCGTCGCTTGAGTTTTAATAGTTAAAAAATAAATGGTA
+TTAGCCGCTGCGTCCTGCAATAGCTTTTTTATGTTCATCCTGAACATAAAAAAGAGCCTATAGCTCTTTT
+TTTAAATTAGGTTTTTTACCCGATTATTGTAAAAGCCTTACCCTTTTTAAACAAGGGTTTTCAACAAGGT
+TTGAACAATTAATACTGTTTATACCTGCTTTAAATTCGACTGCTGTCAAAACTATCCTATAACAAAGTTA
+TGTTTGTGGAATAAATGACAAAACTATCAGCGCCGAATCTACATAGCACTTTACCGAAAAATCAGTAATA
+CTATTGATAAAGTACTTAATAACTAGCTGAATTTAGTGAAAATATTTACCCTTTGTACAACGCTACTTTT
+TTATATCTGTCTATCCTTCGCCAATGCCTCAGAAATACCATGGAAGTTATGGAAAAAAACCAGCGCACAA
+AGCGTTAGTTACCGTCCCGCTATAATAAATGATCAAACTGACGACAAGCTAATTGAAATTAAGGCTACGG
+CGACAGTCAAATCAAGTATCTCTGGGTTTTTATTTTTTTTACAAAATGTCGATAACACCCAACATTGGTT
+AGTTAATGCCAGTGAAAGCAAAATAATTAAGCAATATTCAGCGACAGAAAATAGCTTCTATATAAAACTG
+ACTAAAATCTGGCCATTACAGGCAAGAATTTTAATACTCAATTCTCTTTATTGGCAAAACGATGACTTAA
+GTGTTGAGATAAAATTAACAGATGCCGTAAACGTTGAAGACTATATGCTTTTGGCTGTGAGCAATTTAAA
+GGATTACTTACAAGTTAAAACCCACAGTGCTCATTGGAAAATAATGCCTAAGCAGTCAGAAGAGGAAGGT
+AGTGAAATTGCTATTGAATATATTTTTATTGCTGATGGTCGGGGAGAGACACCAAAGTGGTTGGCTGATC
+ATCTAGCGCTTAAATCTATTTGGAAAAGTATGCGAAATATTAGGCGACAATTACCAAAAGAAAAATGGCA
+ACAACAAACAATAAAAGGTATTACTGAATTATCAGTAATACCTTTAACTAAAAAACCTTAATTAATTGAT
+CAAGAACATCAAATTAATGCTCTTGCTCTGCTGTAATGGCTAATGCCATTGCTTCGGCAATTTTAATACC
+ATCAATACCGGCAGACAAAATTCCACCCGCATAACCCGCACCTTCACCAGCAGGGTAAAGACCTTGCGCG
+TTAAGGCTTTGTAAGGTCTCTTTATCTCTCGTAATTTGAATAGGTGATGAAGTTCGAGTTTCTACTGCGG
+TTAATGTTGCTTCTGCCATTGAAAAACCCTTAATTTTTTTATCAAAAGCAGGCAGTGCTTCTCTAATTGC
+AGCTATCGCATAATCGGGTAAGGTTTCACTTAAATCGCAATAAGTTACACCTGGTTTATAAGACGGGGCT
+ACTGAGCCGTGTTCGCCACTTTTACGTCCTGCAAGAAAATCACCTACAAGCTGTACTGGCGCATCATAAC
+TTTCGCCGCCAAGTTTAAACGCTTTTGCTTCTAAGTTACGTTGAAATTCCATACCCGCAAGTACATAATC
+TCTATCTGAAGCAAACTCACTGGTGATGAAATCTTCCGGTTCAATACCCACAACAATAGCACTATTCGCA
+TTACGCTCAAGACGAGAGTATTGGCTCATACCATTAGTCACTAAACGGCCCTCTTCCGAGGCAGCGGCAA
+CAACAGTTCCCCCTGGACACATACAAAAGCTGTAAACTGAACGGCCATTACTACAATGGTGAACTAACTT
+GTAATCTGCCGAGCCTAAAATTTCATTACCGGCATTATTGCCAAAGCGTGCTTCATCTATGACCGCTTGT
+TCATGTTCAATACGAAAGCCAACAGAGAAGGGTTTTGCTTTCATGTAAACATCTTCATCAAATAACATAC
+TAAAGGTATCACGAGCACTATGTCCGATAGCTAAAGCAATATAGTTAGTCTCTATATGATCACCATTAGA
+GAGAGTTAACCCTGTCACTTTTTTGTTTTGGTAACCTTCAATGCCCTGCGCGGTACATTCATTACCTTCA
+ACATCAGTAAAGTGAATTTTATCTACTCGCTGGTTAAATCGAACTTCACCGCCAAGTTCAAAAATTTTGG
+CGCGCATTTTTTCAACCATAGTTACTAATTTGAACGTACCAATATGGGGTTTGCTTACGTAAAGTATCTC
+TTCAGGTGCACCCGCTGCCACAAATTCATGAAGCACTTTACGACTATAATGCTTAGGGTCTTTAACTTGA
+CTATAAAGCTTACCGTCTGAGAATGTACCTGCTCCCCCTTCACCAAATTGCACATTGGATTCAGTATTTA
+ATATTTTTTTACGCCAAAAACCGAAAGTGTCTTTGGTGCGTTGTCTAACTTCTTGACCACGCTCTAACAC
+AATAGGATTAAAGCCCATTTGTGCCAACACTAAACCTACAAATAAACCACAAGGTCCCATACCAATAACA
+ACTGGGCGATTTTTAAGGTTCTTGGGTGCTTGGCTAACAAATTTGTAAGCCATATCTGGCGTTTCTTTTA
+CTTGGGTATCAGCAATAAATGTTGCAAGAAGCGCTTCGTCAACATTCGTTTCAACATCAAGGGTATAAAT
+CAAGAAAATACTATTTTTCTTACGTGCATCATAACCACGTTTAAACACGGTGAATTTTATTAACTGAACG
+GCTTTTATTGATAATTTAGTTAAAATTGCTTGTTCAAGTTCGTGCTCTTGATGATCAAGCGGAAGTTTAA
+TATTGGTTAAACGAATCATTCTGTTGAGATCCAGCATAGGAAGAGTAATATTTTTCACTATTTTACCTGT
+ACGCCATCATTTTATAAACAAGAGATTGAATTTGCTCCCAACAAAGGTATGATCCACACCATTATTAAGA
+TAAAAATTAACAAATTTAGATAAAGCCATGGCATTTGTAGTAACCGATAACTGTATATTATGTAAATACA
+CTGACTGTGTGGCAGTCTGCCCTGCTGATGCGTTTTATGAAGGACCTAATTTTCTCGTGATTAGCCCTGA
+TGATTGTATTGATTGTGACTTATGTCCTGTTGAATGCCCTGCAGGTGCTATTTACCAAGAAGATGAAGTA
+CCCGCAGACCAGCAAGAATTCATTGAACTGAATGCCGAACTTGCAAAACACTGGCCCAGAATTACCGAAG
+TAAAACCGCCATTAGAACAGGCTGAAAAATGGGATGGCGTTGCAGATAAAATCCAATATTTAGAGACTCA
+GTCAGATGACTAAAACGTATTAAATAAATATTTTTTTCCAAGACAACACTCTGTAGGAAAGCAGCTATAC
+TAAAGAACATATAATTACTCTTGGAGATAACTATGTGGCATAGCATTGAACAAGCCATTAGCGTTGAAAC
+TGGGAAGTCATTTTATATTTCAGAAAAAAAAGAAATATCGACAAGACCGGCCAGCAGTTCCTCATTCACT
+TGTTCATATGATAATAAAGAGCCACCTCCAAATTTATCATTCAAAATAACTGACGGACACCGCAGTTATT
+TTCTAAAAATCAACAACAAAGACTATCTAGAAAACTTCCAAGCGGAAGCATACTCATTAAAACAACTTAA
+TAGCTTAGCGAATATTGCCAGTCCTAACGTAACAGCTATAGGCACTAGTTTAGACAAGAGCTTCTTAGTA
+CTCGATTATATTGACTTTAGTAAAGCAAAACCTATGCTTTGGTATCAACTTGGTCAACAGCTCGCTCAAA
+TGCATTACGAAAATCGCCACGGTCAATTCGGTTGGCAACATGATAATTTCATTGGCAGTACAATTCAGCC
+CAATCATTGGAGCAGTAACTGGACAACCTTTTTTTCTGATCAACGAATTGCTTGGCAATTACAATTGCTG
+TCTGAGCGTTCCATTATGCTAGGTAATATTGAGCATATTACCCAAGTTTGTCACGACGCATTACTGCACC
+ATCAAGTGTCTCCTTGTCTGGTTCATGGTGACTTGTGGCAAGGTAATACTGGTTTTTCTGGTGAAAAAGC
+TATGATATTTGACCCTGCTTGCTATTATGGCGACCGAGAAGTGGATATTGCCATGACCGAACTATTTGGT
+CACTTTCCTGATGATTTTTATCATGGCTACCAAGCAGAATATCCCTTAGATGATGGTTACGAACAAAGAA
+AACTAGTCTATAATTTTTACCATATTTTAAATCACGCTAATATTTTCGGCGGCATTTATATTGATCAAGC
+CAAAGCAACCTTATCTAGAATTATGTCATTACCATTACACTAATAATTTAAGATAATAAGTAGATATACA
+AATACTCGTTTTCCAGAAAAAATTTCGACTGTTTTTTAGTCATTTAATTAAAAATAGTTATACTGAATAA
+ACTCGATTATATGAAATCGAATACCCCTTACTTACGGAGGCTATATGACCATTAAACTAAGTGAAAAACG
+CATTACTTGTCCTCACTGTGGTCATCATTTGCACGCGACCCTAGATGCCTCTGCTGGTGATCAAGATTAT
+TACGATGAGTGCCCTTCTTGTTGTATGGAGATTCACTACAATTTGCATGTTGATGAATACAGAAAAAAGA
+TTCAATTAACCGTAGATAGTGATGATGAGCAAGTCTTCTAGACATCCTCATTCAAGACTCTGTAAATTGT
+ACTAATAAAAACCTGGATTACTTTACTTTTAAAGAGACTGTTTGCCTTGTTTGCTCAGGCTATCTCATCT
+ATGATGCTTGAAATTTGGCAATACCGATAATCGCTCCCCTTCTTCTTTACTAAAGTAACCAATGACATGA
+ATTTAGCTGATTTCTTCACCCATAGTAAAAGCTTATTAAAACTCACTTATCCCATTTTAATCGCGCAATT
+AATTCAAAACTTAATGGGCTTTGTCGATATTGTTATGGCCGGACGCGTCAGCGCTACTGATTTGGCCGCG
+GTTGCCGTAGCGAATAGTATTTGGTTACCACTTATATTGACCATTTATGGCTTAATAATGGCACTTTCTG
+CTATTGTTTCTCAGCTGGCCGGTGCCAAAAACTATAGCAAAATAGTAGAACAAACCTATCAAACCGCTTG
+GATATCTTTAGTGTTAGGCTTATCACTGATACTTCTCTACTACCTACTCATTCCTATAGTGTCACCACTC
+GTCACTTTAGAGAGCAACCTTGAAGAGTTGATGTTCGATTACTTAGGTTTTATTGTTTGGGGTGCTCCTG
+GCTTTTGTTTATACCTTGTACTAAGAAATTATTCCGAAGGCCTTTCATACACTAAGCCAACGATGATTAT
+TAGTATCATCGGTTTACTGGTCAACATCCCTGCTAATTATATTTTCATCTATGGCAAATTTGGCATGCCT
+GCTCTAGGCGGTGCTGGGTGTGGAGTAGCCACAGCACTCGTTTACTGGTCTATGTTTATCAGTATGCTTA
+TTTATTGCTTTTATTCAAAGGTACTAAAACAAGCAAACTTATTTAGTGCGTTTTATTGGCCCGTATTAGC
+AGAAATCAAAGCAATATTAGGCTTAGGTATTCCAATCGCTTTATCACTTCTTTTTGAAGTGAGTCTTTTT
+GCTATTGTTGCTATTATTTTAGTGCCCTTTGGCGCGCAAGTGGTCGCAAGTCATCAAGTAGCATTAAACT
+TTACTGGTCTAGTATTCATGGTGCCGTTAAGCATAGCCATGGCTACCACCATTAAAGTCGGCTTTGCTAT
+TGGTAATAAAGACTTCAAACAAGCAAGAGATTACACCATGTACTCTATTGTTCTGGGCTTAGCCCTCGCT
+TGTATCACGGCGCTAATAACCGTACTTTTTAGAACACAAATTGCTGGTATTTACAGTACAGAAGCTCCCG
+TTATTGAATTAGCAGCCAGTTTAATGTTACTTGCTACCATTTATCAATTTTCAGATACTATTCAAGTTGT
+CTCTGCAGGCGCATTACGCGGCTATAAAGACACTAAATCTATATTATATATAACCTTTGTATCATATTGG
+CTTGTGGGTTTATCTGTAGGCTTAATTTTAGGTGTCACCGATTGGATTGTTCCAAGAATAGGACCTTATG
+GCTTTTGGATTGGTTTTATTGTTGGTTTGACCACAGCAGCAATATTGCTCGCTTGGCGCTTACGAATAAT
+TCAAGAGCGAATTAAAAATAATACTTTTGTGCCGGAAGAAACTGACACCTTGATACATATTTCTTCAGGT
+AAAATAGATGACTAGCACAACTTTCGGACATATTGCTGGTAAAACCAGCAAACGAATCTTTTTTTCAAAT
+GAATTAAACAAAACTACTTGCAAGGCGATTAACCAAAAGCTAACATAGCGCTCGTTGAGTTATCAACATG
+TGCTCGCTTAGCTCAGTTGGTTAGAGTACTTGCATGACATGCAAGGTGTCACAGGTTCGAGTCCCGTAGC
+GAGCACCAAATACAGGTTCATTAAGAACCATTAAAGACCCGTAAAGCCTTATAAAACAAGCTTTACGGGT
+TTTTTTATGTCCATTACCTTCCATTCCTGTCCCGTGACATCTGCACTTTTTAGTAGTACATTTAGTAGTA
+CAGCATTTATCTAACAAAAGTTGTACTACTAAAATGGCTAGAAAAGTAAAACCTCTTACCAATACTGAAG
+TTAAGCAGGCAAAGCCTAAAGATAAGATTTACAAGTTATCTGACGGCGATGGCTTACAATTGCGCATAAT
+GCCAAATGGCTCTAAACAATGGCTGTTAGACTACTTCAAACCTTACACAAAAAAACGTACCTCATTCAGC
+TTAGGATCATACCCTGATGTTACATTAGCCAATGCAAGAGCCAAGCGTGCATCTTCAAGAGAACTTTTAG
+CTCAAGACATCGACCCCAAAGAACATAAAGAAGACCACCACCGTGAACAATTGCTTATCGCTAGCCACAC
+TTTAAAGAGTGTTGCTGAAGATTGGTTTGCCATCAAAAAGACCACGATTACAGAAGTTACTGCTAAAAGC
+CTATGGCGTAAGTTTGAAAACCACGTTTTTCCAAAGCTAGGCCACAGGCCAATAGACAAAATATTAGCAC
+CAGAGGCTATTGAAGCACTTAAGCCTTTAGCTGCTAAAGGTAACCTAGAAACAACAGGTAAAATCATTGG
+CCATTTAAACAACATAATGACCCATGCCGTAAATACGGGGATATTACATCACAATCCGTTATCAGGGATT
+CGTAGCGCATTCTCAGCCCCTAAAGTAACTAATATGCCCACCATTAAGCCTAATGAATTAGGTAAGCTAA
+TGAAGGTCATCAGTTACGCCAGCATTAAGCTAGTCACCAGATGTTTAATTGAGTGGCAACTTCACACAAT
+GACCAGGCCCAGCGAAAGCGCTAAAGCTGAGTGGTCAGAAATAGATTTAGAGAATAGATTATGGGTTATT
+CCTGCTGAACGTATGAAAATGAGATTAGAGCATAAAGTACCACTGACCAAACAATCCATTGAAATACTTG
+AACGATTAAAGCCAATTACAGGCCATCGAACACACCTATTCCCTTCCCACATTAATCACCATAAACACTG
+CAACGTTGAAACAGCAAACAAAGCATTAATACGTATGGGCTATAAAAACAGATTAGTCGCTCATGGCTTA
+CGTGCTTTAGCTAGCACTACTTTAAACGAACAAGAGTTTAATGCTGATGTTATCGAGTCTGCACTATCTC
+ATGTCGATAAAAATGAAGTTAGACGTGCCTACAATCGTGCAGAATACCTTGATAGCAGGCGTGAACTAAT
+GTGCTGGTGGAGTGAGCATATAGAGCAGGCAGTAAGTGGCAACTTACCTGTCTCAACGTTAAAAGAGCAA
+AAGATAATCTGCAACGAATGATATAAAAGCTGCGTACGTAACACATCTCATTCGTATTTGATTTAAGACT
+TACCTACTCGGCCTCATTTAACCTAAACAATGGCACGATTATGAAACCCTTCTTTATCTAAAGGGCTAGA
+GTCAAGCGTTATTGATTTGTGTACGCTTTGGGGTACACAAAAGATTATTCCGTACCATTTTCTAATAAAG
+ACTCCCAGATTTTCGAGTTTTCAATAACATCAACAAACGACTCTGAACTAAAGCCATTTTGATACAACGA
+ATCAGCCTCTCTGTCATTTTCGTCATCACCATATAACTCAGTCATATCCATTAAAAGGTTAGCATCATCG
+TTTAATGCTATATGTAGCTCTTCAACAGAAACTTTTAAAAAATCATTAAAATATTCATGATCAAACTCCA
+TACACGTATCAGCAATCCAACCAATAGCCGTGCAATGTGAACTTTCACCAATTCCAAGTGATGATTTAAA
+CTGATTGTCAGTTAATAAAAGATGCTTAACCGCATCAGTTTTGCGCTTTATTTGTAACCCTGCTTTCCTT
+AATGCATGGTTTTTATAACCTATAGCCTCCCTTTGACTACTTCTTCTATAAGTAGATTTCACTTCAATCA
+CCAATACAAAGTCATCTAACTTACATATCAAGTCGATTTCACCGGGGTTTATAGAATCACAACTAGAAGG
+CATATAACTATCAAGAACTGTAAAACCTCGTTTTCTGAAGGACTCACCAAGCCGCTCTTCAATTCTGGAG
+GTTTCATCCTTTAATTCAGGTCTGCTATTTGCAAAACGTCGAAGATTATTAATAGCATTAACGTTCGTTA
+ATTGACATGCCATCATCCATGGAAGCTGCACGCTATAGTTACCCAATTTAAAAATTGGACGTTCGGTCAA
+TACTGGAAGTTTTTGTCTGTTACTATTTTGTAGTTCGCTGCCCCATTTTTTAAAATCAAGTGACCAAAAA
+TCTAATATAGCCTCTGCCGCCTTTAAGTTACCCTTTGGAAAAACATCAGACACTGTCCAGCCAACTATGT
+TTTTAGCTTTTTGTTTCCAATTGAGCCAGGTAATTGGGAATCGGTTTTGAAATTCATTATTAGTAGTATC
+AAGCAATCCACCCATTGCCAACATACTCAAAGCTCCTTGCCATTGCCCTGTATTTTCGTACTCTCTAAAA
+AACACTTCGATATAATCTTTATTGTAAAAAGCAAGCATCAACTCAAGTGATAACAAAGCTTGGAAAACTT
+CAACGTTCATACCATTATCAGTTGATACAGTTTTATCGACACCGTATATTTCACTCAGCAGTAAAGCTGA
+TCCAAGAGCTTTGATATAAGCTGTTTGGTTCCACTGGTGATAATATTTTGAGCCAATTTGTTGCTCTGCC
+ATTCCTGAGTTTATAAACTCATTTAGCCCACGATAAAACCAATAACCATCGAGTAGATTAAGCTTTCTCC
+CGTTTAGGTCCCATGCTTGATTTACCACATTATCTAAAATGGTACGCTCTAATTGATTTCCGTTTAAAAA
+GTAACTTTCTTCATCATCAAAACAAAAGGGCACAACACTCCGTGATAAAAATTCATTGAGTTCAACTTGA
+GCCTGGATTAATTCAGAAAATTGAAAGAGAAGCGTTTCTGGAATAACAGAATCTTCATTAGATGGGAAGA
+TAATTGGTGATAGGTGAACTTTCAGTGATTCGGCGATCTTCATTTCAGTTAATTTAAATGATACTGGTTC
+AGAAGTACTGATTTTCCACTCTACTATTTTCGTTAATGCAATAAACTTAGCCGTTGTAGATATTACTTCT
+CTATCCAAAGATAACTCCGGCTCTACAAAACCTTGAAATGCATATAAGCTTGAATAACTTAACACCTCAA
+AAATAGATAATTTTTCAAAAGGCTTTTGACATTGAGCAAGTAAATCTAGTCTTTGTTTATGTGCCAGTTG
+GAAACATTCACAGACTTTAATTAACTTAGTCAACGAACCAGGCACAGTTTCACCTAATTTCTTTATCTCA
+GCCCATTTGTCACTTTCTGGCCTTAATACAACTTCAGAATGCCGGACCCCCTTGCCAACTGACGATGGAG
+AGTTTTTTGCTATGTACTTTAACAAGTCAAAATTAGTTGTATTTCCTTGGGCGAAATAACGAGACAAAGC
+TAGAACAAAAGCATTAGAACTTAAAACTTCTGTACTGAAGTCCCAAATGACTTTGGAAGACCAAAACAGA
+TTGTCTTTATTAACTTTTTTCTGTTTTTTTAATCTAATTGGTTTACCTGCAAGGTATGCATCTATGATTT
+CCAATGATGCTTCGTCACAACTGCAACCTCTTTCTAGTAAGGATGAATATTTCTGCTCAAAGTAATTCAT
+AGTCTTTACCCTGCCATTAAGCTTTCTGTATTATTTCGATTTGTAGCAAATATTTTAAAAGCCTTGATTA
+CTTCATCCAAATCTATCAACTTAATATCTAATACTACTTGTTCATTTTCTGAGGCCATTGAGTTTAGAGA
+GCTAATTTGTTCGGCTCCTATATGATTGTTCTTAATTAACCATTTCCCTAATAGTCTCATCATTTTTGAT
+GACTCTATTAGCAATAAAGTAGTTTGTTCGATTCTTTTAGACAAATTTAATGCAAACTTTTTTTGACAAA
+AAGTTGTTACATCTCTTGATTCTACAAGTGCATAACCAAGAATGTCGCCAATTAACTTTTTACTATCATG
+AGTATCAAACGTTTCATCTCTTCGATGCTCCAGTAGTGGAGGTGTGTTGAAGAGTTTAAAGTTACAAGTG
+AAAGCATCTGAAGCCATGACCATATCACTACGACGACTAATAAAATTTGAATAGCGTAAAGAATCATTTT
+TACACAGTAAAACCTCAGAATTCAGTACAATTGTTGCTCCACCACGCTCTCGTCCGTTTGCAGGCGTTAT
+CTTTGACGGTAGTTTTATGTTCCGAGTTGTAGCCTTACCCTTTACAAGACAGTCAATAAAATCATCCCAT
+TTTAAGGTAGCGACATTCACGTTATAACGGTTAAAATCACGAGGGTTGAAAGAATAGAAGTCATGATGTG
+CATTGATTGAATCAGTGCTTGTAACTACCGATTCTACAGGACTAAGGTACTCATTTATCTGAAATATATC
+TCCCCCCACCCCGTCATCACGAATTGCCAGCAAAACATCAAGTAAAGGACTCGTTCTAGTATATTCTTTT
+GGAATTGGTGAATCCCCTGATAATGTGCTGAAAGCCATATCACAACCCAATTCGTTTAATTGGTTAATAA
+TATTAATAAAACTCAGCTCAGGAAGGCTCCACAATAAATCGTCATCAAGTATAAAACCAATTCCTCCTCT
+TTCATTCATTTTTTGCTTAAGGTGCAATTGGCAAATGTTGCGGTTATCAACAATCGGTGGGTAATTAACG
+AAGCATTCAATCAAATCTACAGGTATAGAGAACTTACACGGTTTTATTGGTTGTGCCATACCAAATAGGA
+GCACAGACGCTTGAACATCAAAACTTGGTAATGCCTGTTGCATGCTTATTAATAAGCGATTGGCTACCTC
+TGGATGAGCTGTAGCTAATACCACATGTATATTTTTACTAAGATTCATCGTTATATAACGCATAATTAGC
+TAAGAATTTTTCAAACTGTTGCTGATGTTTTAACAATTTATTCTCATTCAACGATTCATTATCCCGATGA
+ATAAAGTGTAAACGGTCATTAGGTCCAAATCCCATGTAAACAGCGTTTTTCGGTAAGTTATATAGCAATG
+GACAAGCTTTTATACCATTCAATTTATTTAAATGTCTATATTCTATTCGGGGGCTGTCTAGGCTGCTTTC
+AAGTAAACTATGCCATGGTATTAACTCCGAATCAGACTTATCCGGAGACCATAAAAACGCAATTTGCGTA
+TTACTGTCTAAATCATTAAATCCTGTTTCTTCAATATACACCGGGGCACCAAATGCGGGTATTTCATCCT
+TAAAAATATCATGAGCAACCCTATCCCCCTGTGTAATCTCCTCTTCACCTTGAATTAACCACAGAATTTC
+AGGGATTGCTTTATCTGATAATATTAGGGATTTTAATGCGATCATACGGGCCATTAAAGGCCCTTTGTTA
+TCAGCAATACCTCTTCCGTAAAGGCGGCCGTTAATATTTTCTAAGGTAAATGCTTCTTCACTGACCCAAC
+TATTCAATTCTTTGACTGGAGCAACATCATAATGCCCATAAATCACAATTTTATTGTCACTTAGTCGCCC
+AGGGTAATGTGCAATAATTGTCGGCTGTTCGGTTTTCTCTATATCGGTAATACGAATATCAAAACCTAAA
+CCCTCTAGAAATTTTATTACAAACGCTATTGCTTCAATATTGCCTTGAGGATGTCCTACAACTGAAGGCA
+TCGCAATAAACTCTTTATAAATTGGTAATTCTAAACTCATCTCGGTAAATCACTGTTTTGTATGGAAGTA
+AGGAAAAATGGTGTGTTCATGTATTATTCGTCTGCCCACCTATTTCAACTATTGGGTATTTATTGAAAAT
+TCGATCTTTCGATATTTTAAGTCGCGCCGATCGATCATCTTATCAAAGGCTGGGTAATGAGAAAAATAAT
+GATGATTAACTATGGGATAGTTAGCCAATGTTTTTTCAAAAATAGTCCTTAAAGCAACTCTTTCTGACTT
+AAACTCTTTCTGTAATTCATCTATTACCAATTTTTGCAAACCAGAAGTTATATCAAAGGACTCTTTTGGC
+GCATTAATTATTGAATGTGGCAGTAAGTGTTTGAAAGTGTCTCTTAGTAGTGTCTTACCAATATTCATCG
+GTATATCGCAAAGGTTTTTTACATCCAGCATCATTGCGATTTGAGTAACTCGTTGGTCTAGAAATGGGCA
+ACGAGCCTCAACACTAAAACTTGCACTTATTAAATCTAAACGCCTTAACTCAGTGAAGTGCAAGTCTTTA
+ATTAAATTGGCTCTCATCTCAGTCGGATCATTGCGCCCATTGTACATGCCCTGATAACCACAGAAAAACT
+CGTCTGCACCTTCACCAGATAGCATGACTCGAATACCATCTTGATGAACCGCTTTGCATAAAAGTAGTGT
+AGCTAATCCATTAGATATAATTGATGGGTTATAACTCTTAGTGATATGGCACGTTTTTGTAATTAACTTA
+AGTAATTCATCTGCTGGAGGCGGCTTAATTAAATGAACACGGCTGAGGCAAATATTCAAATGTTCTAATA
+ATGCTAATACTGAATCAGGGTATCTTTCGCCAACGACATAATAATGTGCATTTTCACTTAACCTAGCCTC
+TAAGATATAGGCAATAATAGAGCTATCTAAACCGCCACTAAGTGCAACAGCAAAAGGCCTGTTTTTTGGA
+ACACGAAGCGATATCGCGTCCTCTAGAGTATCAATAAGGTTTGATTCATTACCTTTTATTGGCAAGTGAC
+TATATTCTTTAAAGGTATTGCCCGTTTTTATATCAAACGCCGAAATCCCTGGTGGCACTACCTTTATTTC
+AGTTGTTTTTTCATCAACATAGTTAAAATCTATTCCTGTACCTACATGCCAACCAATTCTACTATTCCAT
+ACTAACAGTGGTTTTTTACCAACATGATCTGTAAAAATTTCACATTGGCCCGTTATTTTATTAAATAGGA
+AACCTGAGTACATTCCATTTGACCGCATCAAGGTATCAAGTAATCCGTAGCATTCGATATGTTTAAAAAA
+AGTACTTACATCGTTAAATTTAGTCGGATCAATATTCAACCGTGCTGCTAGCTCTTGGTAGTTATATATC
+TCACCATTCAATACCAAAACCTGAGAATTACTTTGTAACGGTTGGTTTACCTCTGGTTCAGTTATATAGA
+GATGCGAAAACTCAAAATATAAACATGAACCATTTGAATAAAAAACGTCTGAATTGTAAGAGTCTAAACC
+ACGCAACAACGTGTCAGGTCCAACTTTTTCATTAAAATCAACTAGATTTTTAGTAACGCTAACAACAAAG
+CCACACATTAATTAATACTCTTCAAATACATAGTTAGATCAGGCGTTAACTCCGGAAAGTGAGCATGAAC
+ATAACTGATTAACTCAGATGGTGTTAAACTACATTCCTGACAGGGTTTACCTGATTCGTACAAAGCTAAA
+TTGAAGCCTGAAATCCTATGAAATTGTTCGTTTTGCAACCAACTAAGCCTAAGTTCATTACTGTAAGGCA
+ACGGTTTGAGATATCGGTTGGGAAATTTAGCTAATATTGACTCTTCATTTTGCTTTGCGACTGAAATACG
+GTTCATGTCACGCCACTTCAATCCCTCATACCTCTTAATTAGTAAATAATCTTGCTCTCTAATAATTCTG
+AAGTGTATTCCAGCCGTTGTATTTTCATACTCAACGTCTTTCAGGTTAGCCTGGTATAACGTTGGCCACC
+CAGACCCTGTATCTAGAAAAGCCACTTCATTTGGAAGCACTACCCTTACTAAACGGTGCGATTTATCACC
+TGTTAGGCAAACCTCTGCTTCATGTAATGTAGCTTCAAAACCTCTTCCTACCAGCTCAGATCGAAGCTTT
+AGTGCATGGTCAAAACATGTACCACCATTAAGAGTTTCTTTATTTAGTAATTGCGCTAAATTATGAAATG
+GAAAGCTTTGTAATTGGTTCCTTAGTAAGGTTAAAAGTTCGTGGTTTAACTCAAACATTATAATCTTCCG
+TCACATGTACCCTTCTTAATACAGCTGAATCTAAGGTATCACAATCCACTCCAAGTAGAATTTGACCAAC
+TGATTGACTCAGTTTTATGACTTGCTCATTATGTTTGCCATGAGGAAAACAAATAGAAACAGCAGACATA
+CTCCCAAGTGATTTTAGCCAATTCAAACTACCTATTAATTCAGAATAAAGTTCAGATGAAGTAAGGTTAA
+TGAATGCTCTATGACTACGCCCATGAATACCAAGCTCAATACCTTGCGCACAATAGCGCTTTAGCTGTTG
+TTCCGACATAAACAAATCACTATTATCGGCATCAATAGTTATGCTAAACCAATGCTTTCTATAATACCGG
+TACCTTAATGCTGACATGCCTCGTAGTAGTTTTTTTATTCGCCCCCCTAGCAATGATTGAAGGAGGCTTG
+GGGTAATATCATTGCTTGCCATTACATGTTGAGCCATATCATCAATAGGTGAAAAACCCGTTAAAGAAAA
+ATCTTTTACTGGGAATACCGTTGCTGTCATACCACGTCTAATCAATTCATCTAACGCATTACAGTTATCT
+TCATAACCATCATCAAAAGTAATAAATACATCTTGGTCTGTAAACCCCATCGTTATGTTAGAAATAGGTT
+TAGTTTTCCAACTATTCATTTCAATTAGGTCGAGCAGCTCTATGAACTTATTCCAGCTAATAGCGGTTTT
+TCGCTGAAAGTAATAATCATCTTCATCATAATGCTCAATAACCCGATGAAGCATATAAATTCTAGGCTGT
+TGTTTCATCATTATGGTCTCCAATAATCGAGAATATACGAGAACCATTTGAGTGGCTAAAATCGTAAAAA
+TCGGCAATAGCTAATGAAGCTAAATCAATACGATAAACCCCAGTGCGCGTATCTTCTATCGGTCTTTTCA
+ACCAATTTGTACGACTACACTCCTTATGAATCGCAGTAATGCCAACATAAATTGAATCATCTGTTACTAA
+TAAGCCCCGGCACCATCCCTCAGATTTAGTCGTTTGAAATAAATCAAAAAACAATTCGAACTGTAGAGGT
+AATGATAATGAAGAACGATATATTTGCCCTGAAACGGTGGTTATCCAGATATAGCTTTGATCTACATAGC
+CATCATGTGGTTGGGTAGGTAAGTCATTACTTAGTGGCTGCATTGTTCTGGCATCGAGTAAATGCTTCTT
+CTTGAAACTGGTTGCTATAATCCTGTTATCTAAGCGTTCTCCAGCCTTAATGACATGATTGATGTGCCAA
+GTATCAGGTACTTTTCGAAGGTGAAATTCAATTGCTGAAGTTTCATTATCGTAATAGTCACCTTTAGTAC
+TATATTGCCCTTTAACACGCACAGCTACTTCCGCATCTGACAGAAAATCTAATCGGCTAACAGGATGAAA
+TTGATGATCTAATATATCAATGCAATCACGGCCGGTATTTGCGAGGTAAACTCCCTGTCCTTCTACACTT
+ATATGATGCAAATCATTATATTGTTCATCTTGTCTTATCTGTGTTAACTCACATAGAGCAAGGTCGAAGA
+TAAAAACCCGATTAAAGTCACATCCAACAAGTTGTTGATCGTTAATCCAAGCAATACTTGTAATACCTTT
+ACCAACAACATCTCGGCCTGAACTAGGCAATGTAGCTAATAATCGTTTGTGCTTGGTTTCTGTATCAAGT
+TGCCATAATTCACTTTTGGGTTCACCAAAAAAGTAACTGATAGGAATGAATAACTTCACCTGTTATGGCC
+ACTATTAATACAGCCACTATTAGGAACAATCGTAGATAGACTTTTCAGTGTTTTTCGTAGCTCATCGAGG
+CTATGTATATGGTAAAGTCTTGAGTTACATCGTTGGTCAAGGTATTCATCGGTTAGCTTATCAGCCCAGC
+CTCCAGAACCTTTCATCAAAAGTATCGGTTTATTAAATTGGGATGCTAAGGCAACTTCACTCAACGTTCC
+TGCACCACCACCTAAAACGACAACAGCAAATCCACTAGCTACAACTAATTGATTTCGCCCAACATCTAAC
+CCTGATGGAATGACAATATCAATGAATTCATTGGCTGTATCAGCCTTTATTGAGGGTAAAATCCCGATAG
+TCTGACATGGCATGTCACCCGATTTATGTCCGATGCAACTTGCTTCCATCACACCACCTAGCCCACCACA
+AACTAAATGAAACCCTAACTCATTAATAATTAGGCCAACTGATTCAGCCATATGCTGCAAAATAGATAAT
+TTAATTCTGGCGTTACCAATTACAGCAACTTGAGGAAATGACAATCTACGGCTCCATGTAAAAAGAATTT
+TTATTTTTAAAAGAAATGATTATATATAATATATTGATTGTTAATCAATATATTATATAAACTCTAGATT
+ATCACTGAACAAAAAATATAATTACAGAAGGAGGGACTAGTTTGTCTAATATGATAAGTATTGTTGGTAT
+AGGCTCAGGAAACCGTGTGGAAGAATTAACCATCAAAGCTTATAACACCCTTAAAAATTCAGATATAGGC
+ATTTATCCTGGAAATTTTATTGGTGAAGAACTCAAAGAGCTATTCGAAGATAAAACGATGTTTACCGGAC
+GAGATATCACATCCGAAAAAATAAAAAACATTTTCCACAACAATAGAGATAAAAACATTTGCCTCATGGT
+ATCCGGAGATCCAGCACTATATTCTGGGCAATTCAATACGAATTTATGTCTAGATGAACACATAAAATGG
+TTTAATGAACACAATTATAATTATGAGATGATCCCAGGGCTAAGTAGTCTCAGTATTTTATGTGCAAAAA
+AAAGTATCGACCTTACACCCTTCTCAAAAACTCAAAATGTATTTATTACAAGTATTGAACGGTTACGAGA
+TTTGAAATGCTTTAATTACACTGAGTTAAAGTCTATTCTCTCTACAAAGCCTGTACTTGCTCTTTATCAA
+TCATTGAAAGAATTCGATAATATTAAGAGTCTATTGATGGAGTTTTATCCTCCTACCACAAAAGTAATTT
+TTGCTCAGTCTTTATCATGGAGTAATGAATGCATTTTTGAGACTGATCTTAAGACGCTCAATGAAACCGA
+ATCAACAACCAGCCAATTTAATGATCAAACATTAATACTGGTATACCCGTCAACTATTCTGACTATCAAA
+TAACACATGAATTATTTAAATACCTCATGGCTTGGGCATTTTGTTAAAGTTCCTAAAGGTCAGTTTTCGA
+TGGGTAACTCTAGTGCATACACGTCGTTATTTGGAAAAAAATTAATTGAACGACCTCAAGCAAGAAAAGT
+CCATACCGTTGCGGTAACTCAAGAAATTGCAGTGTTAGAAACACCTGTTACGAATTCAATGTTTCAACAT
+TACCTAAAAGCTCAGCCAGAATCTTTGAATGAAATGGAATTTAGCTTTATCGCTAACAAAGCATACTTCT
+CTGACTATTATTTCAAAAACAAGTCAGAAAAATCGTTAAAAGATAAAATAGAGTGGCAATCAAAAAATCT
+ACTAAATTACATTAATAAGGCTGAAAATAGTAACCTACCTGTTGTCGGTGTTGATTACTTCACGTGTATT
+AATTACTGTCACTGGCTATCAAGTAAGCTCAATTGTAAAGTGAGACTGCTTACTGAGGCTGAATGGGAGT
+ATTGTGCAAGAGCTGGTACAGATACCATTTTTTCTTGGGGAAATGAGATATCGCCTGTAGCAAAACATGC
+ATGGTTCTTTGATAACGCAAAGTTAAATATAAAAATGGTTAAGCAACTAGCGCCGAACAATTGGGGCTTA
+TATGATATGACAGGTAACGTATGGGAGTGGTGTGCCGACAAATATAGCCAAAAATTTTACGATTACTCCA
+ATAAAAAAGATCCCAAATCGACACATGGCAACTGTAAAAGATATGTTATCTGAGGTGGCAGTGCATTAAA
+TAAAGCGGAAACAACCAGAGTTACCCATCGTTTTGGTTTACCGCCGAATATAAGAAATGAATTTTTGGGC
+TTCAGAATTGTAATTGAACGGCCTGTCAAAGGTTATTCAGAGCTTGTATCACAAAAATTAATTACAATTA
+GTGGATATTAACGTTTTACAATCTCAACCATAATTTGACCTCTGGGGTGAGCGTATTCACTTTTACATTC
+TTTTAGCTTAAATCCATTCCTTTCAACTAAATTTTCAAAAAAATCAAACGGATAATAGAAATTTTTAAAG
+CCAACCTCTCGATACTCAACGCTATTATTATAAGTAAAATAAAAAGCCGAATCCTCGTTCATGATCTGAC
+CAATATTCTCAAAGCATTCAGATATATGCTCAGGTTTCAAATGGGTAAATACTGATTGAGCAAATATAAA
+GTCAAATGTTTTACCTAAATAACAATTAAAATTAAGGCTCTTATTTTTATCCAAAAGTAGCTGAGGCTTT
+TTATCCGATAGCTTTTCTTCAACAACTAATTCCTTAGCCGATTCAATAGCCTTAAATGAAATATCTACAC
+CGTAATAGTTTGAGCTATTTAAATACTTTATAAAATGTCGCCCTCCCCTTAGGGTACCGCAGCCAATATC
+AAGCAATTCATGATGGCATTGGAGACCTTTTTTAGTTAAGTACTCAAACTGAAGCTTGCCAATCTCTTCC
+CACATACCTCCAATTGCTAACTTAGGATCAACATCCACACGTAGATCTGTATGCCGACTGTATGCCTCTA
+GGTATTCATGTTCGTTGTAAATAGCCTTTACTCGTTCGCAGGATTCATCCATATTGTTACTACTTCCAAT
+ATTGTTTTGTTATGAATAAATATTATCTAAACATGATAACACACCTAATTTGTTGGTTAAGTATCTATAC
+TATTGCACATGAACTTTTGGTTTAACTATGACTGTAGCCCCAATTAATTTCTGTTAACTTTATAAAATAC
+CATCAAATGAAACCTGCTCTTAGCCATTTCGATATGCTAATCAAAATATGGTGAAGTATTTTTATGTAAA
+AGTCCGGGCATCCAGAAAAAATAAGGCACTTAAAAAGAAATTTTTATATATACATTACTATCAAATCTTA
+TAAAGTTATTGCTTTTATTAAAATAAATATAATGTTAAAAGTTAGCTAAATTCCTATTTTATACTTTTGT
+ACTCATTAATTTATGACTACTAGAAAAACCAAACTTCTCATATAAAGAATGCGCATCATCAGTTACAAGC
+AACTGGAATTTGCTTTTCCACCTTGGATCATTAACTATCGTATCCACCAACCACTTCCCAAGTCCTTCAC
+TGCGGTGTTCCGAATCAATAATTACGTCTGAAATATAAGCTACTGAAGCAAAGTCAGTAACAACTCGACC
+AAAACCAACTTGTATTTTATTATGAAATAAAGAAAAGCAAATACTGTTTTTAATAGATATTTGAATAGTT
+TCAACATCTCTATCACTTGCCCAATAAGATTGTTTTAGTAGTGATTTAACTTCATCAAATTGAACTTTAT
+TTCGGTCATCATAAATATAATAATTACCTTTAGAGTACATTTATAGCCTCGAATAAGTTGGTTAAACTAC
+TTTAAATAAATCATGATTATGGCCTAACGAGTGCTAACATCTCTTGTCTCGCAGAAGAATTATCTCTCAT
+CTGCCCTAACATTACTGACGTTGTCATTGACGAGTTTTGCTTTTCAACGCCACGCATCATCATGCATAAA
+TGCTGTGCTTCAATAATTACACCTACGCCAATAGATCCAGTTATTTCTTGTATTGATAAAGCTATTTCTC
+TAGCCAAATTTTCCTGAATTTGCAAACGCCTTGCATACATATCAACGATCCGTGCAAACTTTGATAATCC
+TAAAACTTTACCGTTTGGGATATAAGCAATATGGCACTTTCCAATAAAAGGAAGCATGTGATGTTCACAC
+ATCGAATATAACTCGATGTTTTTCACTACTACCATTTCATCTGCATCAGATTCAAATAAAGCCCCATTTA
+CCACATCGTCAATATTTTGCTTATATCCTTGAGTCAAGAATTCCATTGCCTTTGCAGCACGTTTTGGCGT
+ATCTAATAAGCCACCTCTATTAATATCTTCACCAATTGTTGCAAGAATCTCTCGATAGTTATTTTCTATA
+GTCACTTATTTATTCCTAATTCAAATTAATTGTTAAATTGAGATTCAACATACTTCCAAAGAGTAACATT
+TGGATCTTTTGTTTCTCTCCATACAGGGGAAGACAACCGTTTATCCATATAGATTTCTAAAGCATTAAAC
+ATTTGAAAAACTTTTTTATCTCCCTCAAAAGAGAAAGTTTCAAAAAATTTATCTTCCAACATATCTAGAG
+TTTCAAAATCAATAACCCCATTGTTCATTGCCCAATGGATAGATAAAACAGGGATAGTGTTCTTTCTAAT
+GCTAACAGGCATTATTGAATCAATACTTATATTTAATTCTAATGCATCACGTTTCTTGTTCCTTAATACA
+AGCGCTTCTTTTTCTCTAAAAGACTCAACTAAATCATCAAATGCTTGTTCTCTTTGACTTTCAGACTCAT
+TAGGAACTAATCTGCAAAATTTTACAGCTTCAATTGCTCTATCGTTGCCATATAAGGTGAGTACTCGATT
+TAAAAAGTTTTTATTCAAAAAGAAGGTTTTACTTAAATAATTTAACATCCCAGTAAAGTTGCTAAATGCA
+AGACCATCAAATTCAAATGTTTCTTCAGGCAATATCTCTCTAACCGGTATACCGTCAATACATAGATCCC
+ACGCTTTGAAGTTGACTCTTTCTTTTGCGATAAGAAACATTTCCCAACCGCTTTTCTTGAAACCTTCAAA
+CGCATTACCAGTAAAATCTGATTCATTTAACTCTTTTTCTGTCCAATTTGAACCTATCGACAACTCTTTG
+CTGCTGCGAATAATAATTTTATCTTTAATAGTTTGCTTGAGTTCTTCTAAAGAACTCGCTAAGGGGTGAC
+ATCCATATGACTGGCATTCATCACAAGTAGGTATAGATATCATATCTAGTCCGCCCTTTACCTCTTGGTC
+TCTGACTTCTATATTTGTGTGAGAGTTTTCACCACAAAACCAACACTTGAAACGACAATCAAACGGTATA
+TCTATATCTAGCAGATCCATGCTTTATTATTCCTTTATATTAATGCCATATACTTATCGATTTGTTCTTC
+AGAAACTACATTAATCATTTCACGAATTGAGTTATGTTCAACTTCAATACCTAATGCTTCTTTTGCCATA
+TTTATAGCTTCTTCTTTACAACCGTGATGATCACTTTGTAAAGTCAAAATAACTTTTACAAGCACTTTCT
+TTTGTTCACTATTCATTATTTCACCACTAAATAAATTTCAACCTTAATGCTACGGACACTATAACAATCC
+ATCGGAATTTAACAATCGATAGTAGTGGCTGGAGACATAATTCTAGTGTACAATGCTGTTTTTATTGACA
+GTGGATTACCTAGAAAACGATGAATACAGCCATATATAAGGACTTTATGTTCGAAGCAGCACACAAATTA
+CCCAATGTTCCCGCAGGACATAAATGTGCAAGGCTTCATGGGCATTCATATAAAGTAAGAATCCACCTTG
+AAGGCACTGTAGACAAAGATTCAGGTTGGTTTATAGATTTTTCAGACGTAAAAACAATTTTCAAACCAAT
+TTATAACCAATTAGATCATTATTATTTAAACGATATTGAAGGCCTAGAGAATCCTACTGCTGAAGTTATC
+TCGAAATGGATCTGGGATAAATTAAAGCCTGATCTTCCAGAACTTTCAGCTATTGAGTTGATGGAAACTT
+GTACTTGCGGTGTTATTTATAAAGGTAAGTAACTTTGAAAATCCACTTAATCACTAACTGCACAAACCTT
+AAAAAATCTAATATTCAGGGTAAAGTGACATTAGAGAGCTTAATAAGAGAACATAACTCTCAAAGTATAG
+TTAGTGCTTGGTTTGAGCACCTTGAAAATGCTGTTCAAAAGGTTCCAGCAAATGAAGTTTATGCGGGTGA
+TCATTGGAAAGTTGCTACAAGCATCGTAGTTCCAAATTTAGACTTATGGGTACTATCCGCAGGTTATGGA
+TTAATTCATAGTTCATCACACATTGGCTCTTATGATGCTACGTTTTCAAGTGGAAGTGAAAATTCAATCA
+ATAAAACAGGGTTATCGAATAATGAATGGTGGGAGAGTTTACATCAAGTAAGGAATAGCGAGAATTTTAA
+GTGTCAATCGCTTCATTCATTGGTCTCAATTAACGTAGATGATGTATTTTTTATAGCTGCTTCTCCTGAT
+TATTTAAGAGTAATACAGAAGGAACTAAAACAATTACTTTTAGATAAAAAGCTTACAAATAAGAACCTTT
+TTATTATTTCAAGTAAGCATAATATAGATAAAATACTCATGCCCTATTTCTTAGAATCCAGCGCTGATTT
+TTGTAGTACCCTAAAAGGCGGGCGAGTATCATTAAATATAAGGTTAGCAAGATATTTATTAGAGCAAGAT
+AGTGTTAAAAAATTTAGCCCTAACCATATTATTGATAAATACAATCACCTTCAAAAAACATCTGTAAAAT
+TACCAGTTAAGAATCGTAAAAAGCTTTCTGATGATGAGATTAACAACTTTATTATAAAAGAGTTAGAAGT
+TAATCAAGGATTTAAAGTCTCAGCAACAATGTTACTGAAAAAACTAAGAAGTATAAACTTAGCGTGTGAA
+CAAAAGCGATTTACAAAGCTATTGAATAAAATACAACTCCAATAATTTTTTATAACTATCCATAATACAT
+AGGTTTAACGTGACAACTTTTAATTATTATTTTCCAGACAACTTAGATTTTGTCGACCCTAAATTTAATG
+GTATTACCAACGAAAAAACCAAGCATCATCGTAAATATGACGATGACGCCTACCCTCATGAAATATTAAA
+GGAATTGCCTTACAACGGCATGCTTGTTTCATTAGCTGGTGTTGGAACGATGCAGAAGAAAGGAAAGTAC
+TACACCCAAGAACTCACTGAAGATTTCTATTATTACGGTGCTAAGAAGTTTCTAAGATTAAACCAAGATA
+AATATTCGAGTGTATTACTGATGGGGGATTGTGGCGCATTTGATTATGTAAATGAACCTGAGCCACCATT
+CACAATTGATGAGTTAATTGAATTCTATGACCGGGGAGGATTCGACTGTGGAATATCACTCGATCACATC
+GTATTCCCATATGCCAAAGATGATGAAGCATTAAAAGCTATGGATTATGCTGACATAAGAGAAGCTGAAC
+GCAGAATAAAAATAACTCTAGATAATGCCGTTCTATTCTTAGAACGTTCTAAGGTTCTTAATACTTCTAA
+AGGTAAGTCTTTCATTCCTTATGGTGTAGCTCATGGTTTTAGCAAAGAGTCTTTTATTAGTTCGGTGAAA
+AAGCTAGAAGAGATCGGATACACTCATATTACAATCGGCGGTATGATCAAATCAAAAACGCCTGACTTAT
+TAGATTTATTAGAAACCCTCTCTTCTATTAAAAAGAAAGAAACACAATTTCACTTACTGGGAATCTGTAG
+ATTTGAAAATATTCCTGCATACGCAAAATATGGTGTAACTAGTGCAGATAGTACGTCTCCACTAATGCAA
+GGCATTAAAGCTGGAAAATACTTTGAATTTAATGATGATGCTCATGAGCTTATTCAATCCTTATCAATAA
+GAATCCGTCAATGTGATCATGATAATGTTCAGAAATTAATTGATAAACATCGCCATGAAATTCGAAGCCT
+AGTAGTTAAAATGCTAAACAATAATGAAATGGATATAGACCTTTCCAACAATGCACTATCCACAAATGAA
+TGTGTAAAAAGGCTTGAAACTGATTGTATCAAAAAATTAAAACAATATGATGCAACCGGCGAACACTTTG
+ACGCTACATTTAAGGCTCTAATGGCTTATGAAAAAGTAACTACGGCCGATCATTTAGCTGAAATAACGCC
+AGTTAAACAAGCTATCTTAAACAAAGATAAGTTAAGAGTTAAAAAGTTTTTGTTAGAAAGGCCCTGGAAA
+ACTTGTACATGTGGAGTTTGTGAAAGTGGAATAATGAACATCATTTTTCGCTCTAACCAAACCAACCGTC
+GCAGAGGTATACATAACTTAGCTATGGTGACAAAACATAAAGATAAAGTTATTGATGACATGAAAAGCAC
+GATGATTAAGGCTAATAAATAATGAAACCAGTCATTTTAAAAATCCAAGTAATTAAAAAAGTTGTTAATA
+ACGTCACTGTATTTTCTGGCTGGGTAGAAGGAAAAAAAGTAAGAGATATCGCTAAAATCGTCCATATAAC
+AAGGGAAGGTAAATACATCCATGGATATCAAAGAAGCGAACTACCAAAACATATTGAGTCTATAAAAGAT
+TACGTTGAATCCCCTAAGTCTACTATTTTGGCAAATCTCGTTATTGGCTTTAATAAATCAGTTACCTTTA
+CTCCTTTAGAAGGTCAAACTGAGTTTGGACATTTGGAAGTTCCATACTTTCCTGAATCTCCATCACAAGA
+GTTACCGGGATCAATTGTAGATGGTCAACAACGTTCAGGGGGAGTTAAAAATAGTTGTCATGAAAGTTAT
+CCTTTGCCTGTTTCTATTTTCATTTCTGAAGATGAAAATGACTATATTCAGCAATTTTTGATTCTTAATC
+TCGGCAAGCCATTAACATCAGTGCAATTAAATGCTTTAGCACTCAATGATGACATTTATAAGCCTCCAGC
+ATTAGCTATAAAGGCCTTTCCTCTATCTATTTCAGAGGAACTAGGGTTTGGGGATAATAAAAATGGAACG
+CCTCCTTTAAAGGGACTTATCAAATCGAATGGCAACCCTTTAGGAAAAATTGCTGAATCATCAATTACTG
+AGTTTGTTTCTAACGTCGAAAGAATGATCTTGAAATCTATTAACGTAAGAGTGCATCAAGACTTAACAAA
+AGAGTCAAAACAGTTGTTTGCTCAAATAATTAATAACTTTTGGATAGCAGTTACGATTGTATTCGAAAGT
+GAATGGAAAAACACCTCTAAAAGCATGAAAGATACTTATATCATTCATGGTACTAGCATATTTGGTTTCT
+CATTTTTATGTCGCCATATGATAAGAGTATTTCTCGAAGACAAATCGTTGAACACAGTAAATATCCCCAC
+TATTGAATTTTTTACTCAAGAGTTAAAACTTATATCTAATAAATGCCATTTCAGTAAAACATCATGGAAT
+TTGGGTCTTATAAGAAGTGATGAAGAAGGTGGTGATGATATAAAGTTTTCTCGAAGGTGGCATGATTTTC
+AGAATACGACCTCAGAGAAGCAACTATTTGCCGGAAACTTATTAAAAATTTATGAAGTGGCTAAAGAGTT
+TAAGACAGATTACGATGTTTACTTTAGCTAATTAGGAAGGGAATTTAAGAAATGAAAAAACTTGTTGTTA
+TATATTCAGGTGGAATGGACTCTTTTACGGCTTTAAACAAAGCAGTAAAAGAAGGTTTTGATGTATATGC
+TCTGTCTTTCGATTATGGTCAAAAGCATAATAAAGAACTCATTTACGCACAAAATGTGTGTAATGAACTT
+AATGTTCCACACAAAATTTTAGATATAAAATCTATCTCAACATTGTTTACTAGTTCATCACTTGTTTCAG
+ACGATATTAATGTACCTGATGGCCATTATGAAGCTGATAACATGAAATCGACTGTAGTGCCCAACCGTAA
+TATGATTCTCATTTCATTGGCCATTGGTTATGCTGTAGACATTGAAGCTGAAGGTGTTTGGTATGGTGCT
+CATTCGGGTGACCATTTAATTTATCCCGACTGTCGACCAGAGTTTGTAAAAGTTATGGACCAGGCTTCAA
+AAGTAGCTAACTTTGAACCGGTTTATGTTCATGCTCCATATTTAAATACCGATAAAATTGGTATTCTTAA
+AGATGGTATCAAAATGGGCCTAGACTATTCAAAAACATGGACGTGTTATCAAGGAAAAGAAAAAGCATGT
+GGCACATGTGGTTCTTGTGTTGAAAGACTTGAGGCTTTTCAAGCCAACAATATTGATGACCCTGTTCAAT
+ACAGCATTTAAAAAATTGATACTATGCAAAGTTCCTTAATATCAATAGTAATGACTAAGTAAAATATTGG
+TTGGGGATTAGTAGAGAATAGCTAAGAATATTTTCTACTAATTGGAAAGATCACGACAGTCTAAAAATAG
+GTTCGAAAGAAAGCTCAAATCGTTCTGAACTAGCACTAGCCTTATAAATATCCACATGCTGTAGGCTGGC
+ATTACCTTCTATTTTTTTAATAAAATTTTCTACATCTTGTTTTTCTGTCCGGCAACCAATATAAACTGAC
+TTTATCGCTTTTGGTGAGACCTTATATAAAAAAACTGTTCTAGGATCTTTAGATATTTCACGTAAGTTTT
+GAGAATAGGTCGAGTCTTTCCAAAAATCAGACAAGCTTTTGAATTCATTTTTCGATTTGTTTTCTTTGTA
+AGGCATAGCTTCCGGGAAAAAGTGAAGCATATCTTCCATTAAAATATCATCTATATGCAGTAAATACATA
+TCATCTTCCATTTCCTGAAACTTGATATTCATACCTTGCATCGTGGCATCATAAAGTCTATCTAAATGGC
+ATTCATGTACAACTATAGTATCCGCATCAAATAGAGGAAGAATTACCCTGTGCTCCTTTTCATAGATCCA
+TTCATCACTTTTAATTAAAAAGTGTTCAAGAATGTTTTCATATTGATCAATAACCGGCCTATTTCGATTG
+TATCTAACTCTATGGAGAAACCCTGTGTTTATGTCTCGTCTTTTCTTAGACTCTTTCACATCAATAGCTA
+TTTCGTGATCAAAACAACTGATCACACCCTCATCTATTGTTTCTGTGCCTCCATCCTTTATCTGACTAAG
+AAAATTATAAGCCTTAACATCTTTATGGAAGTACCTTTCAAAGATCGGTTTGCTTGGGTCAAACTCAATA
+ACTATACCTTTATGCTCGTCTGCATAATGAGACCACATTAACAAATTATTATGAGTTTCAGAAACGGAAA
+AAACTGAATAGTCAAAATAAGAATTAATGCATTTATCTTCATCACCACTGTTTCTCATTGAGCCAGCTGG
+CGTAAGTTCAAAAGGGTCATTAAGTGAAAATTTTTGACTCCCCCGTACTAAAAGATTATCAAAAAAATCT
+TCCCTTAAAGGAGAGTATTTATATATATTCTCTATCACAACTTTACTTCTCGTTTCTAGTCTTACAAATA
+AATTAGTTAATGAAGTCTGTTAATGCTCTAATAATCGAAGAACTACCTTTGCCATCACAATAGATAATAT
+CTTTATTTATTGCTTTAACGGCATAATAGGATTGGTGAGCAGCACTTTTATTACAGAAAATAAAGTAATC
+AGCACTTGAAGCAAGGTTCTTCAATTTGTCTGTGGCGACTTTATCATGGTTCAGTTTAATAACGACTCCA
+GGGAACAAGCTCTGTAACATTTCAGCAGCCCGTTGTCCTGCTTTCTCGGTAAGTGTTGATATACCGATTA
+ACTTGTCTTTTAATGAAACTTTTGTATCTTCATTAGAGGAATCATCCTCACTCATTAAATGATCAAAAGA
+CTTATCTTCTGGTGCTATGTGTTTATCTAGCCATGTAAGAACTGTTTGTAGTTCGAAATCAATATCAGAC
+CAATGTGTTATTGAATATTGGCAGATGCCATTCCACAGTGGATATCTCACTACTTCCGGTGACTTTATTG
+CATAATCAAATAACATTTCGCTAAATTCAATAATGATAGGTAGTGATTTTCGACTTATTTCTACCTTAAC
+TACAACCTCAAAAGCCTCTATTGCAGACGAGTACTGTTCTATAGAATGAGGAGTATTGAGTAAGCCTTGA
+ATTAAGTCTCTCATCAGGCCAAGCGTTATGTATGACGTTTCATCATCCATTGCAATTAACTCAATCAGCC
+CTAACCAAAAAGCGCTAGTGGTTACTACTTTGTTATCATCTAACCAACTAAGTAAATGAGGAGCTATATT
+TCGAATACTTTCGGCATCTGCTGAAGTTGATATCGCCTCGGTAATAGATTTAATATCGAACTCGCAAGGT
+TGCCATTCACTTATTAAATCAAAATTAATAAGCTCTCCATTTGCATAGTGTTTAAACCAGTCATTCCAAG
+AGTTAATAACTGAACTCTTGGGGTTTTCTGCTGTTGGTTCAACAACCTCACTTTCTTCAATAATTACCGG
+TTCATTATTACTACCATATATATAATCTTCTAATGAACTCCATAATTTCCTAAAGGGAGCTGAGGCTTTT
+GTTTTTTGACGAATTTCAAAAGGAAGCTCTTCTAGCCAACTGAATATTTCACTAACCTCAGAGGGCATAC
+ATGCTTTTGAGTAATCCAGAACTTGAGTAACCACATCAAGACTCATAGGGGAATCAAATAAAGCTTGAAG
+CCTTGAAGACTCAATTGATAAAGCATTACGAGTTTCAATGAAGGATTCAATTTTTTCAAATAACTCACTC
+ACCCACTCTTCTGTGATAAAGCCAGGTGAAAATGAAACGATATCGCTTTTATCAATCCCTATACTAACAG
+CTAAAGCAGACCAAGCTTCCCAGTCCTCTTTATATTTATCTTCTTCCTTCAGTCTAGGTTTTGAAAGTAA
+AAACGATTCATAATCAGCTAAATTAGGCTTTAAACCAACCCAATCTACATTAGACAAATCAGTTAAATCT
+AAATTGTTTACATGCATCAATGCACGAATTAATAAATGGTATATTCTCGTGGGGATTATACCCGCTAAAT
+AATCAGGTAAACTCTTATGTTCAAGTATTTCATGCCATGAAGCGTTAATAGCCAAGGATTGAAGTTCAAG
+ACCCACTAAGTTTCTATGACTTAACTTACCTGAGCCTTTAGCTTCATTATAAAAAGCTAGCGCACTTTCT
+CCATCGCCTTCTCGACTTGCTAAAAAGAAATCACGTAGAATACGTCCTATTGGACGTAACCTTACACTGG
+CAAAGTTAGGCTTTTCTTCAAATCGGGCAGAGACTTCATTTAACGTTTTAACTATATAACTAGTATCTTC
+CTTAAAGTTGTCGGTATTAACTTGAGTGAACCTGATTACGCCGTGCGATTGATTAAATAATAATGGCTGT
+TCAAACTTAAGGTCGGGTGACTTTATTATTTCATAAGATGATGTATGTGAAGATCCTAATCCGTAATATA
+AGCAGTTCTTCAACTCGTTTAATGATTTTGTGTCTGGGCACATACCATAGAAGTACAATTGACCATTTAC
+ATAAGCCGGTAAAAAGAATGGAGTTTTAGATTCCAAATTGCGTATAGACTTTAACAATAATAAATTTATA
+GAGTCAGAGATTTCTTCCACTGGTTTCTCTAATTCAATTGCATTCTCGGCAGTAAAAAAGTCTACAAACC
+AAGATGGATAGTTAGAAAAAGTCATGTTCATCATCCTCATCTTCTTCAATTTCAACAACTGGATTTTCTA
+TCGCTTTTGTTTTTTGTTGATAGTTTTTAAAATAAAGATTACTGAAATCAATCCTAGTGGTTGAAATCTG
+ATGAGTATCACCTGAAATAGTGACTAACTCATCATTTCTATTTGCCCCTGAGAAAGTAAAGTTCATTGAA
+CCATCAAAAAAACACGACTCTGTAACTAACCCTTTAATATGCACTTTATCTGATATTTCAAACCTAAATC
+CGTCTTCATTGACAAGCTTGTTTTTCAATAGGCTAAGTGCAGAATCATTTGTTTTAGTCTCATTAACTAC
+AAGGTTGAGTTTACAACCATTCAGCACAGCTGTTTCTAATAACTCTATAAAGGTAACCATTCTATTACCC
+CAACTCGCATTAAGGTAACTCCAATTTCCAGAGCGATTATCGAGTATCTCAAAATCAGTAAACCAGGCTG
+TTACTAACCATATTTCTTGCGGTGATAGTATTAGCCCTGCAAAAGTACTTCCTAAAACCTCTTTTAAATG
+TCGCTTACCTAATGGCGTGTTTGTTAATATTTTACGAGAATTGGAATTAATCATTGAATAGCCTCCGCCA
+GCTCGACAAATAATATTATTTCACCTAATTGTCTATCAATTCTATTAACCCTAATGTGGAAAAACATACC
+TAGTTGATCTATCTGAATTGTATTTATTTTTAATATAATTTGATTTAATTTAGATAAGTGTTCAGATGAA
+ATTACAAGCTTAACTATCCCTTTACGACTAATTCTTTGTTGTAATTCTCCCTCCCAGTTATTTCCATAAT
+TCATTGTTTCACTATTGCCAGATATCATTTGTTCGACAATTAGCCTTTCTGTTCTATTATTTCCACTTAT
+GAAGCGATTATAAAACTGTGTACTGGACTGACGTATAACATTGCCTCTAGGCCATAACTGCCCAATGACC
+TTATCTTTAAGCTTGTTTATAGTTACATTCGTATCCGATGTAATTTCTTTAGCTATTAGAAAAGATGCTA
+TGTTTAAAGGTATCTCTACTTTTAACTCTTTTTCAATTTCTCGCCATCTGTCCATCCAGCTCTTTAAATC
+TCTATCTGTTTCTTTAGAACTGCCGGCTTTTAATACTCGAGTATGAAGAATGCTATTGAAGCTATGAGAT
+AAAATGACTCCCATCTTTCTTAAGTTTTCATTAATAGCCACATTTGCTTTAACTCGTGCACTAAATTTTT
+GTGAGTCTCTATGAGACTTAAAAGATGATTCTAAATTTTCGTCACACTCTAATTTTGATAATAATTGATG
+AATATCAAAATCAACCTGCTCATAATCACCTGCCTGAAAACATCTAGAGAAATGATTTAGAATATTAAGA
+GGATCACTACTGTATACCCTCTCAAACCTATTAATTATACCTACCCCACCTGATTCATTCTCAGTTAACC
+AAATAGTTAAGTCATCACCCATCCATACCGGATCTACATTTAAATCATTATCACCAACATCTGGTAATAC
+CGTACTTACCAATTGATTAATGCCTCCAGAGAGGGTATTTGACATTAATATTCTCAACCATGAAATATAC
+GAATCACCTGACAATTCAGTATATAAAGGGGTTAATAAGTTACTAATTTCACCAATAATTAAATCGTTCG
+ATAAAAGGGAAATCAACTCACTTTGTAACGCCTGCTCTTCATCTTCGTCCTCACTTAATACATTCAATTG
+AAATAATTCTAGAGGGATAGTATTTAGTAACTCTCGTCCTTCTTTTGAACTCAAAAACGTAATAGAGTCT
+TGAATAGATAAGTTTTTTTGCGTTGAAATGAATATCACTGTGGTAGTAACACACTCAAATACCCAATTTG
+CTTGAAATGTATTGTTAAAAATAGAAGAATTTACAAAGCAATCTTGAACAAAAGAAAAGCGTAAAGAAGA
+CTCAACGTTTTCATTTGTCCCTAAACTAAGTAACTGCTCATCTGAGAATGTAAAGTTCCACCTCATTCCA
+TCGACAAAGAGAATAGTCCCAATACCAACTGATTCACCTTGTTCTTGCCAATTTAATTTAATATTAGATG
+CTTCTTTAGTCTTAAATTTAATCTGAGCATTAGATCCCGTTGTATACCTTGTAACCTCAACTGGTTGCAT
+ATGTTTGTGCTCAAAAAAACAAACATTACTTAAATGACGTTTCCAGTCACAATTAGCAGGAAGTGACAGT
+TGATGCTTGTCTTCATCAATTTCAAATATGCTCTCCCAGTTCAAAAAAGCATTACTTGTTTCTGTAACAT
+TCTTTAGTTCAAGTCGTTTCGTTAGTATTTGCCTTGGTTGATAGATTTTCATCTGAGTACCAGGCTTATA
+AATTATTTCTTTAATAAAGTCTCTATTTAGTCCAAAAGCATCTTCAACTTCGAAGCCTATTTCACCATCA
+ACTCCTACCTCTGGCTCAAAACCTTCAGGGACTAGCCAATCAGTTTCATAACGGTTATTTAATGTAAATC
+GTTTCGAAATTCTTCCCGGAGCATATTCTTTTAATCCCTGAAAGAACCCCATACTTTGCCATTCCTGAGT
+TCTCTCCTCTTTACTCCCCCTAAGTAAGGAGATATCAAGTGATGGGAGAATTAGTTCACTAAATAATGTA
+GCAGGTATAAACTCAGGCATAGGTGAACCTTTACTTTGAACACCTAACCACTCTTGCCCATTTACAGACC
+AATTAGTTCGTAGCTTTTGTAATAAGCTGGGTAAGAAGTCCATTAATAAAGAGCGCGGAGGTTGCCAACA
+AAGCTTTTCAACTTCCTGACTATTAATCCCAAGAGATGAAGTCAAATAGGCTGTTAATGAATTCTTCTTA
+CTTGAACCATCTAACAAGGCATTGATAGCTTTCTCTAATTTATAAAGGTATTTTTTATTATTTGAATATT
+GGTTGGGATTCCTTAGGTAATACCAAATACTTCCTTTACCAACCTCTCTACCTAACCACTCCAAAGTGGC
+CAAACTTGCTTGCATCTTTTGTATATGGTTATTTCCGACAGGTAGTTTGTTCACTTTAATTTCTGGATCT
+ACCAAATTTTCATATCTATGAAAAGCTACTCTGTCACGCCCATAATCAGAAAGGACTGTAATCATCCAAG
+GTCTCATACCTCGAGATCGCCCTGCACGCCCTTTACGTTGAAGATATGATGCTACGCCCCTTGGTGCTTT
+GTGTTGAATAACAGCTCCAACTTTTGCATCGTTGTAACCAACTTCTAAGGAGGCTGTTGCGACAATAATT
+TCAGCCGTTTCACTTACCCCTGAATCTTGGCTTGAAGTTCGACCTACTTCCGCACGATCTTCTTCGTCTG
+TACTATGTCCGATATATTCACAATTCGACCAATCTTGACCAAGTAGTTGAATTTGTTCTTTATTTGTCTG
+ATAGTTAGGATGCTTTTCGCTTCTGAGAAATGCTAACGGCTCAGCTTCAGGAGTAAGTTTTTTAAATGCG
+TGACTCCACCCCTCTGCATCTGCAATCATCTCAAAGAGTCGATTGTTAACATCTAAGTCATCTGTAAAAA
+CAAATGTTTTGGTTCCAAAAGTGCCTTTTGATGCAGGCTCTTTATTACTATTACTATCTAACATACGTCG
+AGTTAGCATAGTTGTTTGAATTGTTGTTGAAAGAAGTGCTGATTGAGATACAGGATCGCCTCGCAAAGCC
+AATAGATATTCAGCACCTTCTTCTATTATTTCTGAGGGTAGAGGCTCAATTAACTCAACATTATGCTTTG
+CTGTTCCGGTTAAACTGCCAAAAAAACCAGCTGCGTCACTAAGGGTTGCTGATAGTCCAACAAAGTGGGG
+TTTATTGTCTGAACGCTTCATCCACCGTTTAAGTAAATAGGACGTTTGGGCACCTGTTGTGCCTTCATAT
+GTATGAACTTCATCAAGTAGAACTAGTGGGATTGGCTTGTTAGTATCAACGCCGAAAAGATGATTATATT
+TACTGTTTGCTAGATGTTGGTTTAACATCTCAGTTGTTGTAAAAAGAATATCTGGTTCTGAAGATTGTCG
+AGTTAGTGCAACCTCATCATCATTAATTTTATGCCCACAGCGACTACAAGTCAGTATTTCTTTCTTTAAT
+TTTACATCTTCTTCTAACCACTTTAAATTTCCAGAGCATTTGCACTTTAATAAATCAAAATCAATGGCAT
+TAAACTTAAGCTTATCATTTAAATAATCACCATCTAATGTGTCTCCAAAAAAAGTACCTATTTTAATTTT
+TCGTTTATTATTGGTTAACAAGTAATCATCCAATAACCTTGCTTGTTTAAACGTTTCATTATACTGGTCT
+TTAAGTAGTTCTTTTCGAGGATAGATTGCTAATATTTGAACTCGATTACTATGATCACTGCAAATGTTTT
+GTGATAGTTGTGTCAAAGCAGGTAAATAAAAGGAGAGGGTTTTTCCACTACCGGTTCCAGAACACACGAT
+GGTTCCCGAAGGTTGATTAGGCCTTGAACTAGACATGTGCTTTGAGTACTTATCTAATACTCTTTCTGTA
+GCTCTTACTTGAAAACCAGAAAGGTTAAATGATTTACTACCTCCACCTAATAATGAGAGCAATACCTTAC
+TGTGCTCATTAGACAGTTTCAATTTTTCTTTTAGTTGACTAATAGCCATTGAAGATGGCATGTTTCTGTT
+AGGATATTGGCGTGGTCGACGAATAAAACGAAAGTCGGAGACTAATGTTTTAGCGCTTCTAAGGTCTTGT
+CCATGAAACCATTGTCTCAAATTACTATAGAGATAAATTGCCTCAGCCATTCTAGATCGATAACAATCAA
+CTATATAAGAAGATTTTACTTCTACAATTAGGCTTTGCTCACATAACTCTTCAAAAATCTCTTCCCAATC
+AGATGGTGTTCGTAACTTTATGAGTTCTATAATCTCACTCTTATTAAAATAAAAACTCGTATCACCCCAT
+GTTAATAATTTAATTTCTTTCTCTTCAATTAAATCAAGACAAGATAAAATTAGGCTTTGTTCAATCATAA
+CTATCTATACCGCTCATTAGTTTACTAACGTGAAATTTTTAATTTAGAAAGTAGATCTTGTTTGGTTAAC
+CACTCAAAAACCTTAGGCGTCAAAAGCTTTAATGTTGGAGTAGTATAAGGTGAATCAAGTTCTTTTAGAA
+ATTTGGCAACACCTTCAGGTAGATCAGAGGTATCCATTTCCCCTCGTAATGTAACCAACTGTTCTTTTAA
+AGAATTTAGAGAGGAAACTAAACCAGAGTTAACATTTTTCGAAGTTTTATCTGTATCAAAATTGGCTTTC
+AGACGGTTATATTTTTGATAAGTCTCTTTTTTACCAAGACTGCTTTGCTGCTCTAAAACGACTTCTTCCA
+CAACAAAGTCATTCTCTAAATGAATTAACCATTGGTCCCAATACTTGTCATTTATATCGTTAATTGCTTT
+TGTAAAATGTCTCAATGCAACAATTGAATTATTTAACGAATCATCCTGTTGTGCTTTATGTTCTAATTCT
+CTCCATTTTTCAATAAAAAGAGAGGTAGACTCTATAGCATTTTCTAATAAAGCCTTAACATCATCACCTA
+GAATTAATTCTGATGATTCATTAATTAAAAATCCGTCACTTTCATCATTTTCGAGACGCGGAATTAACTG
+CGCATCAAGTTCACTAATAATGGGCATAACATTGAATTTAGTCTTATTACCGGTAAGCTCATCTAAAGAT
+TTATTTAAGCGATTTAATATATTGGAATTTGCTTTTATGATCGTTTCATTTTCCTGAGCATTAGAAGATA
+GCTTTATTTGGCTTTGGATTTTTTCAACCTGAACTTTTAAAGTGCTCATAAAACCACCTCAATTACGTGC
+TCACTGAACTCTTCCAGAACCGCTTCAATTGAGATAAACGATTCATTTATTTCTTTATTTATTTTATCTA
+CCTGCTGTGTGCTGGTTGTATCATTAATTTTCTCTATTTTAGAAAGTACGTTACTATTAAATTGCTGCCA
+GTTTTTTAAAACTTTGCATACGCTTTTAATAACGCTACCATCTAATGATGAAAGAATTTCCAATTGCTTA
+CTCTCATCCAAAACAGATAATAATTTGATGCTATTCTGAACGTCGTTCCATTTGCAGTTTTTGATTAATT
+CGTTAATATCTTTATTTAACGTTTCTCTTGAAACAAAACTATTTGGATATAACCCCATGTCTAATATGCT
+TTTATAAATAGTCTTTATCTCATCTAATAATCTAATAAACTCTTCTTTATTGACACAATCATGGAGGTAA
+TTATTTATCAATTCAATGTTGGGTTTTAACTCTTGAATAGCTTCATTTTTAAGTTTCTTCTGTGGTGAGG
+TTAAGAGTTCTTGATTTAGCTTTTTTGCTTTTTTATGAGCAAAGTTAAAAATATCATTATCAAAAGCAAC
+ATTACTAATTTGAATTAAACTCATCCATACCTGCTGTGTTTCATCCCATTGGTATAATAATTTTTCTCTA
+AACTCTTGATATTTTTCATTTATAGCGGGCTTTAAAGTATCTTGAATGTGGATAGATTTTTTTAATAGTA
+TATTTTGTAAATTACTTTCAATTTTGATACCAAGTCCGTTAATTAGTAGGATATGCTTTGCTAATGAGTC
+GACTAAGTACTTGCCTCTAATTTCTTTAAGCATAAACTCAATCGCTTTAGGGGCCCAAAGTTGAGAAAAT
+TGAGTATAGTAAATAAAATCATCATAACCTTCAGGGTAATTCCAATCTTTAGTTTCTTCCTTGTTATTAA
+AGAGATTATATCGAAGAATTGCTAGCGCCGAACGCTGAAGGAATATTGATCTTTCAGTATCTTTTAAATC
+ATCTTCAGTAAAAAAGTCATATACGCAACCAGGAGGATTATTTCCGGCAAGCGGCAAATTAATTAAATAT
+CTCTGCCCTTGTTTAAATATACTTTCATATACATTTTTATTGTTGGTATTAGCAAAAACACTAATATTTT
+CAAACCCACTCCATTCAGGCAGTTGAAAATCTTTAATCATATCAAAAAGTTGAATTCTTATTTTATTTGC
+AGAACTATAAGATATAGGCTGTTCACCATTAAACCAACGTTGAATTTCATCCTGAATACCGTCATCTTTA
+GTTTGTCTAGGAGGCAATATTTCTTTTACAGGCGAAGTTGGCCCTTCAGGTGTATCCGGGATATGTATTT
+TAGTATCTGATGATAATTTCTGTGCAAAATCTTCAAGAGAGAAAGCTAAAGCCACATTACCATTCAAGGA
+TTCTTGAACGGATTTAAGGTTCAAACCATTCCCCCAAATTGTAGAAAGAACCTGTGCTCTTCTAGGAGAA
+ACTAGTCCTAAATTTTGTATTTCACTATTTAACGTTGTTACTGATTCTTTAATAGATAAGTTTTGTGGAA
+AAGTTTTATCTAAATAATCTTCCCTGTTATCTCTAAGTAAGTTTAAAAGAATGCCATTTATTACATCTCT
+AGGGTTAAAAACAATATTTTTGTCCTGATCTATACAGTACCATTTAGTTAACGTATTAATTGCTTCTTGG
+TTATAGGGAAATAGTGGAATTCCAACAGATGATGTTCCAAAGGCATTTAACTGTTCTGATTCTGTTTTAG
+AAAGGTCACATTCCCATACCGGTAATACGTCATTTTGGTTGTTTAAGTTTACCTTTTTTTCTAGTGATTT
+TTGTCCATACCTTGCTGCATTTATATAACGACTACAAAAGTCCACAATTCGTTTGGGAATATTCTCTTGA
+TTATCGCTGTCTTGCTCTATATGCCACTCAAAAAGAGCTCGTGACCTAATGGTAGCCTGTCTACGCATAT
+ATCCATGGTAACCCGTTGTCACCGCTAGGACAGACCTTAATACGCAAAGGTCTTCTTGACGTTCCTCTAG
+TAAACAATCAATCAATACATCTTCTATTGCAGATATAGCAGCTAAATCTTCCACTAAAATAACTAAAGTT
+CTACCTAAGCTTTTTAAGTGCCTTCTAATTTCTTTAAATAAGTCTTGAAAATTACCATTATTAAACTGAA
+ATAACTGTTGAAAAGCTGTTTGGGTTGCCTTACCTATCGCTTCATTTAACATGGCTACAGCTTTTATTTT
+TTGCTCTTTATCAGAATCTAGCCTAAGTAGTTTTATAGCTTTTCTTGCTGGTAATGCTAAATTATCAATT
+TCTATTGATTCAAGCATTGTCTCAAAATCATTTAATGTTAGTTCATATTCTGTATTATTGATTTCTTCGT
+CAGAAGCCCCTTTAATCCACCTTGTGGCGATACTATAGACGCAGCTTTCACCACTCAATAATTGAGATTT
+AAAAAGTACATCTGTAATCAAGGTTGGGAGTAAATCAGACATACTCATTATCTGTCTTAATTCAGCGTAA
+TTATCAGGACGTTCATTAAGAATTTTTAGGTGTTTGGCTGTTTCAAGCCCTATATCTTTTACTCTATGAG
+AGATAAAAGTAACAAATAAATCAGCCACTTGCTGTTCGTTTAATGCGCTACCAACTTGATCGATTCTCTT
+TCTTGCTTGGTCAAACACCTCACCTTCTAACCCGTCCAACAGTTTATTTAAAGTTTGTCTTAAACTTGCA
+TTTTTAGGTAATCGAACTATTTGCCACTTCTCATCGATTACTGTTTTGTTAACACTTAACTTTGCATGTA
+ACCATCTAATTAGGTGAGACTTTCCCATGCCTGCCGATGCAACTATTGGAATAGGTCTTTCTATTTTTAA
+AAAGTGTTTTAGTAGATCATTTTCTGTTGCATTATCCTTCGTTCCCTTTTCATCATATTTTTTCAAGTGC
+ATAGGTTCATGCACTGCTAGTAATGTATGATCATACAACTCTTCAGCTTCAGTTTTAATGCAATCGAAGA
+TATTTTCTTTAGTCGGCCAATAACTCTGTAAATTCATTACTTACCTCCAACAATTCGAATATGGCTTACG
+GTTCGGGTTTCGCCATTAGGCAATGGAAGTGAAACAGCGTCTAGAGAATCTGAGAGTCTATCTAAATATA
+TGTGGTTTTCTAAATTCAGGCGATATAAGGCATGACTTAAACTCTTAGAGAGTGTATGAGAGGGACTAGG
+AAGCCAATCAATTTTTTTAGATTGCATTAAAGCTTCAATTTCTACTCTATACTTGCCTCCATCGAAAATA
+GGAACTTGGCTATTCAATCGCTTAATAAAATCATGGATACTAATACTGTCCCCACTAGTTTCAGAAAAAA
+TATCGTATAAAAATATTTTTATTAACCGTGTCGGATCGACTACGTATTTATCCTTATTTATTTTCTCCAT
+AAAGCCCAAAAGTAAACCAAACTCTGCAAACCTTCGGCGATCATCAGGGTTCATGCTTAAACGAGTTCCA
+TCTTTTGAACGCTCCGGCATGTATCGAGCACTTATGGTGGGAATTTCTGTATGTTTAAAAAAAACGCCTC
+CAGAGAATGTAATTTCTTCTATAGCCAAGAATAAGCACATCCCTCTAATTAGCGGTTCTATAGAAGAACC
+AGTATGAAGATCATATGTTTTATTGAAAACAGACCGTACAATCCTAGCATGTATATTAAAATCATTAGAC
+AGTGCCGAAAAAGCTTTAATCCCTTCAGTAGAACTATCCCAAAGACCTTGCTTTATCCAAAATTGCAATG
+TTTCTGGTAACTTCTTTTTTGGGTTGTCTTTTATTTTGAAATTACCTTCATTATCTTTCATCTCATCTAT
+AAACAAACTATCAGGAGAGTTTTGACTAATTATCGACTTAATAGAAATAAATTCTGAAGATTTAATGATA
+TTGCGGTTTAAAAGGCGATCTACAAAGATTAAAGATGGAATGTGACTACCGGAATGGGCATTATTAATTA
+CAGACACGTGTTTTTCTCAACTATTTTAATGAAGTTTGTTAATGGAATAGATTTATTATTATCTTGCCAC
+CACAATCGGTATTTATTTGATTTTGTTTTTTGGTTATATTCAGCTAAAAAGAATGTCGCCTGATCCTCAA
+ATGATGGAATTAACACCTCGGAACCAATAGATGAATTTATATGTAAAGATGGCCAAATATTACTATTATC
+AAGATAACTCTGAGAAATCCAAAATGGTTTAAAAGACTTGAGTCCTTTCTGTTTTCCCGCTAGCCTTTTT
+AAGAATTCGATATCTCCCTTGACAGCAAAAATGTACTTTCTATCAAGCATTAATTTAATGAATACAGACC
+ATTTTAACTCAGATGTAAGATCCTGAGATTTGTCGTAATAAACACTGCAAACATTATCAAAAGAGATGTA
+ATCATTTAAAGTGTTCGGCAGTAAGTGTGACGAACTATAATTATCAACAGAGACATCATCTCCTACTGTC
+GGCAGAAACCCTTCGCATGCTACACAACCTCCGCATGCTCTTTGAGGACTATTACCATTTACAGTGTAAT
+ACTTCACTAACTCTTTACAAATAGGTTGTTCAAGAGACGTTATATTCTCAGATAAAGTTAGAAAGCCATT
+ATCTTGAGTCTTCTTTTCTTTATTACGGTGTTTTTGAATATTGGTTTCCCAATATAAATTAGAGAGACAT
+TGCTCATTAAGGATTAGAACTAAAATCTTGCTGTTATAGCCCTTCCAATACTCTTTTCGTTGGCTATTCC
+TTTCAAAATCATTTAATTCACTGTCATCTTCAATTTCTGGCACATCATAAAAAATTCGGATTAAACCTGC
+ACGCTGCATAAACAAAAGTGTTAACCAATTCCAGTCTTCATTTCTATCACTCTGGTTGCTGAGTCCCTCA
+TGATAATATGAAGTATCTAACAGATATAAATCTCCTTTTAAAACGGAATGAGAAGACACTTCAACTCGCC
+TATCCCACATACCTTTCCACTTTTTGAAACCTAACTCTGTAGATATGATTCTTTCACTATTAATTTTTTT
+GGCTTTAGCTAATTGTTTATTATAATAAATAACTTCGGATGTTGCTGCTTCACCGTCTCGACCTGCTCGG
+CCAATCTCTTGATAATAACGATCGATATTATCAGGAATACAAGCATGAATAACACTTTTCACATTCGACT
+TATCCATACCAACACCAAAGGCCGAGGTGGCAATAATTATATCTAAGTCATCTTTTTGCCACTGCTCAAT
+TATCTTCTCTCTTGAGCGTATATCAGTTTTACCGTTAAACAGGGCAATTCGATTCAGTCCTATAGCTTTC
+AAATGACAACTTAAGTCAATAGAATCCTGAACAAGTGTTGTATATAAAATCAGTGGTTTGGGTAAAGCAA
+TCACTCTCCCTACAACTGATTGAAGGTGGTTGTTCTCACCTTCATTCTTATAAGATGAACTAATTTCTGG
+ACGTAAAAAATTACCATTAACAACAATTGGTTTGTTATCGGATTCACAGTACAAAGTTGTTAAAGAACCT
+ATATTGCTTTGAGTGAAAGTTGCCGACATAAGTATCGTTTTGAAAGGTGAATTGCTTACTTGCCTTAAAG
+ACGCAACCAAAGCGCCAAAACGTTGAAATTCAGAGCGAAAATTGCTCCCCCATGTGTCAATTAAATGCGC
+TTCATCAATTATGATATTCGCAATAGAGTTTTGCTTAGCTAATCGGAATAATAAAGGTAGTAGGCTTCCA
+GTAACTGATTCTGGAGAGGTAAAAATTACTTTTTGCTTATCATTGTCAATATTATCCCTAATTTCAGATT
+TTTCGCCATCCGACAACTGTCCATGCCAAGCATAATTTTGAACAGAATCACTATCCGCTTTTTCAAGTAA
+TTCTTTCGCTCTTTTACCTTGCTCTATAGCCAAACCGACAGTAGGAACAATAACTATTGTAAGCGCTTTA
+CTTTTACTAAATAACATACAGGCATGAGCAACTAATGTTTTACCGCACCCAGTAGGTAAGTTAATAAAAA
+GAGTAGAGTCTTGAGGGCATGTTAAAGCAACCCTCACAGCCATCCTTTGCCCAGCACTAGAATACTGACT
+ATAGTTTTGGTCTGATAACCTTGAAATTAAGGCTAAATCCATTTCTACCTTTTTCACTTTACGTTTTTGT
+TTCTGTTCGTAAACATCCATCAGCTTTTGACTAACTACTGGAGTTGATAAAGTAAGGAAGTTTGAACCAA
+CTTGATAATTCAGCATAGCTTTGGCGCAGAGTACTCCCTCTTCACTAGATAAACGTCTAGGTATTGGAAA
+GTTATTGTGCTGGTTATCCAGCTCTTTTTGAGATGAATATAAGTAATCTTTAATTGATAAAAGCAAGTCC
+AATAAACTCGTGTTATCCCCATCAACTACTTTTTTTAATCTCTGTGCAAAATGGTTATCAGGATAATGGC
+TAATAACACTATCAACCGTATGATGTAAATCCCTTAACTCAGTACCTGAAAACAATGAAGAAATAATTAG
+ATTATTCATTACGATTTACCTATCAAAGTAACAGACCTCATAGTAGATAGATTGACGCCAAACTCTTCCC
+TTGAAGATAAATCATATTGTTGATTAAGTTCAGATTTTATTTTTTCTGTAGAGTCTGATGCTATACTCAA
+CACTAAATCTCGCCATTCATCTTTACTTAAAAATGAATCAACTGCATCCCACATATCTTGTTCAAAACCA
+ACACTAATATTGTAATCCCTGTATAGGCCTTTAGTTAAATCACGTGACTTCTCATAGGGTTTATTCAGTA
+TATTTACTAAAGCCTCTTTTGTTACTTCATTTCCCAACTCGTCTACCCAACGTTCTAAAATTTTAGGGGC
+AAGTTTTCGATCGTTGTTCCTCTGACTAACTCTTGTATGGCAACCACTCTCTAATGTACAAATCCAGTTT
+AATTTAAAGAACGTTTTAGGCTCTTTAAGAGCTACATTAATCTCTCTGATTATCGCATTTGATATACCTA
+AAGTGGTTTGTTGAGAAAATGAATAAACTGTATCAACAAAAGGTTGTCCATACCTAAATGGGTATGAACC
+AGTTTTCGCACTTTGGTCTCTAGATGCGCTCATGGGTTTAGTTGAAGGGTTTTTTAAACCGCTATCAAAG
+TCCATTCCTAAGATACAATGACTCACGAAGTCATCGACATTTAGGCGGGTTCGTCCTAATTGGTATTGAA
+AGACAAAGTTGTCATCCTCAGTCTTCCTATAATCAAATCTAAGACTCTTGTTAATCCACCCTTGCATCTC
+TTTACTTAAATCATCTGCATTTTCATCAACAATTCTTAATCTTTCTGAGAATGTTTTTATTTCAGAAAGA
+TCTACTTGCATTCCATTCCATACTTCCTGATCTGCAACTTTCTTTCTTTCTTTTGCAACTAAACCAGACT
+CTCCTTCTATTTCTTCTGAGAGTTTGTCTAATTGTGTATACCCCTGATGAATAATACTTTCACAATAAGA
+CTCTATTTTCTCATCCAATACCAATTGAATACTTGAGCAATTTTGATTAAAAACACCTATATCAGTTTTT
+AGTAACTGAGCCCAAGAACCATAAAATCCCTCACGACAAGGAGTAAGTACTAGGTTCTCAACAGGAAGAA
+CTCCTATACTACTTGCACTGTATCTATTTAAACGACCGATTCTTTGTTCAATTCTCATTACCGTTCTAGG
+TAAACTATAATGGATAGCTAGACGGCATTTTCCTTGTAGGTTTAGACCATCCTCTCCTGACTGGTCACAT
+ATCAGAACATTATATTGAGGTGAAATATTGAAACCTGGAAGTTTGCCATCAATGTGTCTTTCAACTGAAG
+GCAAGTTTTGTTCAATAAACTTATAGACATTATCTGCTACAGTTTTATCCCCACAAAAAACGACAATTTT
+ACCATCCGTGTTTTTTTCCAACCATGATGTAATCTCTTCCAGTAATAATTCATCTTTATTGGATTGCTCA
+ACATGACCCATTTCAATCATTGTTGTCAAAATCAGTTTTTCTTCATTTGTAATAGTGTTATTAGATGCCA
+ATACAGCCTCTGCCTTTGCTACAAGTGAAGAGGGAGATATAAGTAAAGCATCTAACCATTGGAAATAGTT
+TTCACGTGTAATTCCGGCAAAATTTTGATCTCCGTGTATTAAAGAATTTCGGTAATCATCTAATTGCTCA
+TCTAAAGAAACAAATTCATCGCCTATCTGCCATGATGATGTATTACAATCCCCTAACCCTGGGAATATTT
+GCTCGATATAGCTATTTTTACTTCCTCTTCTGTTTCTTATAAAACGCTGGAATAATCTATACTTATCCCC
+AAAGTAATCTTGTAATGCCTTTACAGCCAACTTACGTTGATTTTCATCTTTTTCTTCAGAAAAGTAATCA
+ATATGAGGTTTAAGATTAGCGATTAAAAAATTTAATTCATCATCTTTAAAATCAAAACTCTCAACCTGTT
+CTACTATACCCTCCAGAGTGAAATCATCACTTTCCGGCACTAGTGCACCATATATTCCTGAATATTTTTC
+TCTTTCTTCAATCTTGTTATTAAATGATGATATTCCATCATCATTTAATTGATAAGAATCGGGATTCAAG
+CAATGAAGCATAGCCAAGAAGTTTTTGGTATTCCCTGTTATAGGTGTACCTGACAGAACGATTGTCGAAA
+TAGAATTATGGCAAGCTGATGCTATTTGGGAAAATACACCTTTATTGTCGTCACCCCAAGCAAACGAACC
+CAACTGGTGACCTTCATCTATAACAACCATTGTAGGTTTTTTAGTAATAAACTTACTTGTCAAAATATCT
+TGAAAACTTCCTATAAAGACTTTTTGATCTTCTTCATCAAGATCCTCATCCATAACATCTTCTAAATGAA
+ATTTCTGACTCATTTCACCTCGCCATTGCTGAACAAGAGAAGGAGGGGTTAAAATGAGAACACAAGCCTT
+GTCTGTGTATTCTAATATATGTTCACGAACAAGAAATCCAGCTTCAATAGTTTTACCTAACCCTACTTCA
+TCACCAAGAAGGTACTTCTGTACATTATCATTCAAGACTTGTAGAACTACGGATAGTTGATGTATTTCTA
+AATTAACAGCACTACTAGGGATTGAGGATATTGAGGAACATGAAGCTCTTTGATTTAAGTAGGAGTTAAA
+AAAGGATGTACGATCATTGATGTACATAGGAGAAGTTGTAGCTCTTCCAGCTAAGAAGTTGGCTGGGCAG
+AATTGAGAGCCTTCTAATAGGTTGGGTACAAAAACTTCCTCCAAAGGAACTACATCGGAGTCGTTATAGT
+TATATTTAATTAAGTGTTCATCATTAGGCCTTTGCCCATCATAAAAGCCTGCTCGCCAGTTCTCTGACTT
+CCCAACTTTACAATAAACCACCGTTTGCTCGAACAATTTTGATTTACCAATAAGCTCGGAACCTGCAACT
+TCAATTGGATTTGAAATTGGAGATAGCGGAGAAGTAAAGAACCCCACTATTGCACTTTTTTTCTCACTGG
+AAATAGAGACTACTTTACCGACGCCTTTGAAAGCGCTCTCACTTTCAACTAAAGAACCTACACCTATCTT
+CACTATTTACTCCTTGTGATAATCAAAAATGACCTGGGTTCTAATACCCTATATATGAAATTATTTTAAT
+TAAAACTAAGCAAAGATATTGTAAATAAATGTACTATTGACACATCCATGCTCTAAAAAAACCATTCCAT
+AACAAACAATTACACTTTATTTGTACAAGCAGACTATATTATATTCATGTTGTAAACAAGTTGTTCTATA
+TCAAATAATTGAAGCTATTCAATACCTATATATTTATGTACTTGAACAGATAACCTCCAATTGTTTTCAA
+TACATGATCTAATAGCTAGTTCTGTCGCTCTCTTCTTTTGACTTATTGGTTGGATATAAATCTGTTTATT
+CTCAATTTCATGTTCATTTAGTAAAGCTTTTAAGTCATCTATATGTTGCTCCGTTGCAACAGGATGCTTT
+ATTTCATCAGCCCTTAAAAGGGCTGACTTCAATACCTTAAAGCCCCCTTTCATGTTTACCTTGGGAGATA
+CGGTTACCCAACATTTTTTTGAGACTTGGATTTCAAAAGTACCCGATGTTTCAACTTGGCAACTATAACC
+TAGAGCTTCAAAATTTTGACAGAGTGGTTTCAAGTCATACATACATGGTTCACCGCCTGTTATCACTATG
+TGTTTAGCTTGATAACCTTCAGAAAGAAATAGTTCTTTTAGTTGAACGATTGTAAATATGCCCCAACTAT
+CATTTTCTGATTTTTTGGAAACTATATTATTTTGTGCTACTTCCTGCTCTAGTGATACTTCCCAAGTGTG
+TTTAGTATCACACCAGGAACACCCTACAGGGCAACCTTGTAATCTTATAAAGATCGATGGTTGACCAGTA
+AAAGAGCCTTCACCTTGGAGGGTTTCAAATATTTCGTTTATTTTATAAGTGGTTTCTAAATTCATAAGTT
+CTTCTAAGTGGATAACCACTCCTGCTTGAGATGTTATTTTTTAAAAATATTTAGCCATTTACAGATCGAT
+AAAATCATCTGTAAATGGCTAAAGGAATTTAAGTAGTCATATAGAAATATTATAATATAATCCACCGCCC
+TTCTAAATAACCTATTATCCCCCCAAAAAAAATAAACGACAAAGTGTTAATTAACCAGGTAATAACAACC
+ATCATACTTAAACGGTTAAATTTATCTTTGATGTTTTTTCAATTTTATCTACCATTCACTATTAAACCTC
+ACGTACTTCATATGCAATTGCCAGTTCCCTTAAAAAGATATAAATAGGAAAGCGTCCTTCTGCCATAATT
+TTTGAGCGGTATAATCCTGTTAATTGTTTAACTTCTACGTGTCTAATTAATCTTATTTTGAATTCCTGTA
+AATTAATCAAAATATGAGGTGACTCATTAAAAACCAATAAATTAATTATCGCGCGTACTTTGTAACGTAT
+TAATTGTATTTATAAATAACCCATCAAACAGCATTGAAAATAATTTCACATATATATTACCCCTCTGCAT
+GTACGTTAAATAATACAAAGATGCTCTATTCAGAGTAATTTAAAATGAGATGAATCGCCTAATACAAGGG
+GATTTTAGGTTTATCGTTCTGCTTAACTTTCACACAATAAAATCGAGAAACTTATGAAACTGAACTTTAA
+CAAGTCACAGGGATTTACCCTACCCGTAACACTCTATTCATTGCTGAATATAACATTAACCACACTTGTT
+AGTGATAAAGACCTAGTCCATATAGCTAACGCCAATGCAATCACCTTCAACTTTAGAAATGAAAATTATT
+CAGCGAGTAATGGAGGTTATCACCCCGTAGAAATACGCATTGAAAAAGAAGTCGATACTAATGGCTCTGA
+ACAATGGCACTTTAACTACATCACTGATTTTTCTTATCAGGGTAATACCTACCCTGAGTTAGTCAAAGAA
+GTTGACGTCTGCTTTGCTAAGATACAAGTTTATAGCCTGTACGGTGGGTGGTTGAATGATCGGGAGGCTA
+AGTCGTTGTTAAAACTATTTATCGATAACTTCATTCATTGCTTTGATATGGGTGTGTACAAAGCATGTAT
+CTCAACTGATTAGTGCATGTTGTAGTGGTATAGTTAATTTGGCCACTTACAACATCGATTTGTTCTTCGT
+ATATCATGTTTACTTTCCGTTAAGTTTGATGATATTCAGGATGCTCGTTTACTCATCAAGGAATCAAAAA
+GGAAAACGCTATCGAGTATAGTGCTTAATACTAAAACCATTTTACTAGATGATTTAAACTAGCAATAAAT
+CTTATGCTTTTTACTTAGCTTGCTTATAAACCTGCATTAACCAGGTAATAGCCTCATTTATACTTAACAG
+GCTAAACTTATCATTAATGTATTTGGTTACATCTATTTCAGAAACTTTCCCCTGCTGTTTTGGCTCAACA
+AGTTTATTACGCCCTTCTATTTTATCTAATACCCATTCTTCAACCTCACTTACTTCCCATGCAATTGCCC
+TTTCACCTAAAGAAATAGACATAGGAAAGCGTCCTTCTTCCATAAATTTGTAAATAGATGAACGACCTAA
+GCCACTGATACTCATGACTTCTTTTAATCTAATTAATCTCATTTTGTTGTTCCTCAGTATTGATTCACAA
+CATGGGTAAAGCCAATAAAAATTAATTATCCGATTAAAAACCTAGCTTTGTTACCTCGCACAGCAACGTC
+ATTCCAAAATATTACAGACCTATATCATCTCTTTGCATTACTACATAAATACATTCAAGGGGCTGAATAT
+GAATGACAACAATGACAAGGTTTATATTAGTGATAAGCCAATGACAGAAAATCAGATACTGGACGCTGCA
+GCAGAAATACTAGCGTGTAAATACGTACGTAAGGATGCTTTTACCAGCAGCCAAGCGACTAAGGACTTCC
+TTCGATTTAAACTAGCCAATAAAGAACATGAAATTTTTGCTGTAATGCTATTAGATAACCAACATCAGAT
+GATAGATTTTGTTGAATTGTTCAGGGGGACTATAGATGCAAGCGCGGTATACCCACGAGAAGTAGTTAAA
+ACGGTATTACTTGAGAACGCCGCTGCTGTTATTTTAACGCATAACCACCCAAGCGGGCTCAACTCCCCTT
+CTATAGCTGACAAGGATATAACCAAGAGATTGCAAGAGGCATTAGCGTTAATTGATGTAAGAGTACTGGA
+CCATATAATCATTGGTGAAGGCACTTATTCATTTGCTGAAAATGGTCTACTTTAATTTTAAAACTCACGA
+AATCGAGGCGTTCAGCTAGAGAGCGTCACGCCCCATAAATAGGGTCATATCCCCATGGCTAGTGGGTATT
+TAAATTTTAGTACTTATAAAACAACCCGCATATTGAGGCAGGTAACTAGACTGCCTCAATTAACTTTATA
+ACCACCATCAACAATAAGCTTAATACCATGAAACTGAACTTTAAAAAGCCTCAGGGCTTAACCCTGCCGG
+TAAAACTATTTAAGTTACTGAATGCTGAAATAGTTAAATCCGCAATAGCTATAGCATCACACAACGCCCT
+TACATTTAATTTTAGGGATACGGATTACAGCGCCATCTCTGGCGGCTATCACCCCGTGGAAATCAGAGTA
+GAAAGAATAGGTAATAATCACAAACCCGATTACTGGCAACTGGTTTACATAACCGACTTTTCCTATCAAG
+GAGCACCCTACCCAGAGCTAGTAAAAGAGGTTGACGTTTGCTTCGTAAACCAGCGAGTGTATAGCTTGTA
+CGGTGGCAATCTAAGCAATTATCAGGGTCAAGCACTCTTAAGCCTATTCATATCTAACTTCATTGAATAT
+CACACCATGGACACTTATGAGGTATCCATTAGTTTCGACTAATCGTAAGCAACATCATCAACAAAACTCT
+ACCCAATATAAGAGGATTTATTATGGCTGAAGTACAAGCAGTAAAAGATTTAGACACAGTAAGGCTTATA
+AGTCACTTACTAGAAAGGCGATATTCAAAGCAAATGAGGTTTGTTTGGGAGGTGGGTATAAATTTAGCAT
+TACGCGTATCTGACTTGCTATCGATTAAGTTTACTGATTTCACAGATGGACGACTGATTATTAAAGAAGG
+AAAAACCGGAAAGCGAGCTGAGATTAAAGTTAATCCCAAAACACAGATGTTAATTAACGATATTCAATTA
+CAACATCCACACCATGTGTATTTATTCCAATCTTATCGTAACCAAAGAGCAATCAATGGTCCTGCAAGAC
+CATTAACAAGAAGATCTGTATCCAAAGCTTTTGAATTAGTCAGTGAAGAGTTAAATATTCATATCAACAG
+TCACAGTATGCGTAAGACACGCGGATATCACCTATATAAGAAAACTAATGACATTGCCCGTGTGATGGTA
+ATGCTAAGACATAGTTCCGAGAGTACAACACTTAGGTATATCGGTATAACCCAGGAGGATGTCGATAGGG
+ACTTTACAGAACTAGAGCTTTGATAATTATCAACTACGGATTAATACAACATCACTAACTAGGTGCTATT
+AACGTACCTTTCATTTAACCACAGGAGAAAGTATGAATATTAAGAATGCAGCAACCTTAGGGCTAGCGGG
+TAATGAAATATCAAAAACAGTAACAGGGTCTTCGGAGGTAAGCCCAAGCAGAACGGCTATTGCAACTACC
+TCAGGAGCTATATTAGGCGTTTGTGCTTCAGGGGCGGCAACCGTAACCCTTGGTGCCGTTTCGGCTCCAG
+TAACTGTCCCTTTAGCTGTAGCAAGTGGCTTAATAGCAGGAGTAGCAAGTTTGTTTGATTAACCACTAAA
+AGAAGTGCTAGCCTTAGCGCCAGCCTTCTTTTTTTTGTGTAATTCTACTTTAATCAAAACATCCGATAAC
+TACCCTCCTATAAAGATAGTTTTCAACCACTAATTCAAAATATTAATTCTCGTGCTGAGCTGGACCGCGG
+CTTTGTAGACACCTAAATTAATGGTCTTTATTAGCTTACGCGCCTTCTTTTATAGAAATCTGAGCGTTTT
+TCTATTAGGGATAATCTCACCAGGCGAGCTGCGATAGATGAGTTTGTTCTTCCGTGTAACCTCGAAATGA
+CATCAACACAATATCCTTTTTCAAATAGCCCTGTTAAATTCAAATCCTCATTAATTCCCCATGCTTTCCT
+GGTACTATTTAAGTTGCTCTTTAAGTGTGCTTTTCTCATATAAAATTTATTCATTAAGCTTACCTTCGAT
+GTAAATCGTTAATTTTAATTAGATTGGTTGTATTCAAAGGATTACTTACTTCAATAAAAATTTATTCGTT
+CAATATCAAATTCAAGATGATTTCAAATGTATAGTAAAAATAGTAGGCAGGCTTGTTCGTTTATGCATAG
+GTTTGATTTTTAGTTTAATGTTACCGATGCGGGGTTACTCTTGGGGTATAATCTAATTAGAGGCGACGAT
+TAGCTTGACCGATTCGTATCAATTAAGTTGATGGCTTATATCCTACTACTCAACTTGGTAGAACGTGACT
+TTGAAAACGCAATTAAAACACAGTAAAACAAACACTTAACAACATCACCTTAACTTAGATTCCTGAAAGT
+ACTTCTCACAGAAAAAAAAGGCCTTTGAGGGCATTACAGCCCTAAACAGTTAAAGTCATTGATAAAGTTA
+ATCTACAATTAACTTTACAAGAGCGCATTAGGTAAAAAACCCCATTGGCACTTAAAGGGAACTATATCCA
+AAAAACCGATTATCCCCCCCTTGTCCATAAGGCTTCGTTTGAACTTTTGCAAAATAGCTTAAGCGATAAA
+GAATGTCTTCTAGCTGCTGCTCGTAATTATCAGCATTGGTGTTGACATCATACACATCATTATCAGGAAG
+GTGCACAAGACCTAATGCAGCATCAAAGCTTACACCAATAGCACTAGCCCATGCAGCTCTAATTCTAGAA
+TACATATTACCCTCATTAGCCTTTAATCGCCCAAAACAATTATATACATCTCGATTAAGAAAAATAACCA
+CGTGAAAATGCCAATTAATAGATGTTGAATACTCACAAACCCACACATATGAAAGCTTACACTCATACTT
+CTTATCTAAACGTTTATTTTTGTTTGCTATGTCAGATTTGATTCTTACTCTTAACGAATCAAAAAATTTA
+GAAATAGCATGGTTAACGATATATTGCTTATTTCGAGGGAATTTCAATTCAAACCTAAAAGCGCTTGTAC
+GTTTATGGTGAGATAAAGCTTTCATTAAAACCTTCTCATGGACTAACAGGTTATTTACTATGAGAGGTTG
+GTATTTATCCTGAATAGGATATCCATTAAAGTAAGGCTCTGTATGTAACGTTGAGTGTGTTGGTTTATTA
+TCTTTCAGTAATTTGTTGTTGTGTTTCATGTTTTGCTCTTATGTTGATTATTTACATAAGGTTATGATTT
+CAATTATTTATTACTAAACTTAAGCACATGAAGGGTCCTATTAATATAACTGTAACCAATTGATAACTTC
+CCTTTAGTAGTTGGCCTTTTTATTTTTATGGACCATCCTCCGAGGTGTTTTTTTATAGTGTTACTCTGGA
+GTTAAAAGTAAAAAGCCACTAGCAAAGTGGCCTCAATACCCATCCATCTACGAAGGTAAAACTAAAAGAT
+TAATTACTTGCTCACATACAAGTTTTTTGATGTTCGGGTAACGGCCGTATACAACCATCTAAGGCATTCA
+TTTGATTTAGGGAGCCTATGGTATCTATCAACAAACACATGAGCCCACTCACTCCCTTGCGCTTTATGGC
+AAGTGATTGAATAGCCAAATTTTATTTGAATAATATTAAGATAAGGGTCTTTATTCATAAGCTCCTTACA
+CTCTGCAGGAGAGGTGTTATAGTTGATATTGGGGTTTCTTTGAAAAAAATCTGCATATAACGCTTTATAT
+TCTAGCTGGCTTAAGCGAGGCATGGCCCCATATAATAAATTTGATAGTATTTTACTGGCTAAGATGAAAG
+GTTTACCGTGGTCATCTAGAAATTCGATTTCAACATCTAAAAAGACTAAATCAACATACTTCAGCACACG
+CCTACCATGCCTTTCGGTGTAGACTTCAGCCGTCCTAATTTCTATATTCGACGAAATATTAATTACTTTG
+CCAAACTCACCATTTGAAATAAAACTATCATCATGGATAAAGTTTGAAACGCACATGATTTTTTCTCCAA
+TTTGTAATGGAGCATCAGGGCTAAAAAGTTTTGCTCTAATAGTATTATTGTAATTTCTTACCTGTATATT
+AGAATAAGCAATGATGATAACTTCTTTCGTTTTTTCAACTCTCTCCTCGCAAACCCGAAAGTATTCTTCT
+AGCATTTCATTTATTGTTAATACATGAGTATCACCAGCACTCACATCAAAAGACAGTTCGCTGAAGGTGT
+TACTGCCTATGGTATGCCTTAACTGTTTTGCAATCGCTATAACGCCGCTACCCGCTTTTTGCCGCACTAC
+CTCTTTTAACTCAAATGCTTGGCAATTTAATTGATATTTATCTCTAAGGTACTGGTTATCCAAAGCTGGA
+GAGAAATTATCACGCACAGGTGGCAACTGAGCATTATCACCAATAAAGATAACTTTCTTTTTATGCCTTT
+TATCTAGGTTGATATATTCAAGTAAATCAATAAGAAGATAACCCGAGCCATACGAGCATGCTTCTGATTT
+GTTAAACTTGTCTGATATCATTGATGATTCATCAATAATATAAACAGTATCAGGCGCATCTTTATTTTCT
+TTTATTTTTGAGGCTACTATTGGAGGTTCTAACTTGTCTTTATTTTCGTTGCTGTTGTTAACATCAAAAT
+AACTGTAAATAACTCGATGAATAGTTAGTGCTTTTTGCTTTGTTTTATTAGCAATAACTTTTGCTGCTTT
+ACCTGTTGGAGCCATTAGAACAAATTGCCGCCCCTCTGTATTCAAGTACTTAGTGATTCCGGCAGTAATA
+AATGTTTTGCCCACACCTGCCCAGCCTTTTAATAAAAAAACTGAACGAGTATCATCAAATAAAAACTGGT
+CTAATTCTTCTACTAAATCATGTTGTCCTTGAGTAAGTTGCTTGCCTGAGAAGCAGTCTAAGATATTCAT
+TTTATTTACCTTGTGTTATTAATGCACAAGATAGTTAACTGATATTAAATTTAACTGTTAAGTAGTTTAT
+ATGAAGAGCATCATCAAATTTGAGAAATAGGTTTTCCAACTAAAATACAAGGCGGGCTTTTCAACTCTTC
+ATTCGGTGAACCATTTTTACATTTTCTTATCACGGCAAACTTCATTCCATCAGGCAAAAGCACATCAAAA
+TACATCCAAAAAGCATACAAATGAACTAAATAGATAACCTCCTCAGATAACTCTTTGGCTATAGGAAACA
+TTTTATGAGCTGGTTCTTTCTCTAAAGACGGGTTATCAAGCCATTCGTGTAAAAACTCTTTTCGTATGTC
+CTCTTTAATGTAATTAAAGAAATTAAAGTTACTTAGGTGCTTTCTAAATTGAGCATAGTTAACAGTTTTT
+ACTCTCCCTCCATCAATCTTAAACACATTCTGCTGCAAAGAATCAATAAAGCTTTGAACCAGGTTTATTT
+CAGTCTTTAATTTAACTATTTTGGTTAACATCCCCCCTGAGAACTTGTCAACTTTGCAAGTAAGTGAGTT
+AAAAAAAATCGCCTTACTTTTTGGCGATAGGTTTTTAATATATCGTCCAACCTTTGAGTTTACCTCGTTA
+TTTTGAGAGTGATATTTAATAATGTCATTGTAGGGTAGTGACTTTTCAAGCAATACAATTTTGAGTTGTG
+AAGATTCATATTTAACGAGGTTTAAGTAAAACATCCCTTTCACTTTACTAGGAAATATTTCGATATTACC
+TCCTGGTGAATACCCAAACACAAAACCTAATTCAATCATTTTCATCAAGTGATCTTTTATAGTCTGTGGT
+CCCATCCCTGTCAATTTGGTAAGTCCAACCAAACCTAGGCCATCTACTACCCCAAAATCATCTGACGAAC
+TTAAAAGTGTGATAAAGATGAATTTTTGCATAGGCTTCAGGTCATTAAGAAATAGCACCATGTCAACTAT
+TTCTGTGTGTTTCATACTTAAGTTAAATTTTTCATGTAGGGTATAGGAGTTCTCCCCCCTTCCTTTTTTA
+AAAATAACATGCCTTTCACTACTCAGAATACCTGATTCTTTCAATTCAGATAAATACTTGATTACTGATC
+TTTCAGATAGGGATGAAATATTTACAAAATCTCTAATATTTTTATCCTTAATCTTATTTTCAACAAGACC
+AAGAGGACGAGACATAAGCATTAATAAATATCGTGCACCTGACGAAATATCTTTAATAAGTTTTTCATTA
+CCCATATACACCATAGCTAGCAGAGTCCTTTATAAGTGAATTAATATACCGCTTAAACTTGCATGTAATA
+CATGTATGAATACATGAACAACTACAAACTTAATACAAGTACTACATCCTAATTAATACATGTATTACTT
+CGTAATTACTACAACTATATAGAATAAATTTATAAAGTAAGATATAACTTCATATCTCATCATAAAAGAG
+TGTCATTCCACTTTATGGTTTTCTTAGATTTATATACGAGTGAATTACAGATGAATAGTAAATACAACTT
+TACCTGGATAAAAAACAACACATTTCAACTAGAATGGCTTACTGGATATCTAAAAAACAAAATCCAATTA
+AACTCACTTGCTGTTCCCTTTAATGATTTCTCAGTGAAGCAGATAGAGGCGGATATTCGAGCAGCTAAAT
+CTGGTGAGGGGCTAGAGCTATTTCTTAAAAAAACAAGAAGCGCTTGGAATCAATACCAGAGAAGACATAG
+AATGAAGTCATCCCATGTTACTGCGACAGTAGAGCTCAAAAAGGATGTATATAAAAACGTAGTTAAAGTA
+GCAAAAAAATACAATATCCCTATAAGCTTTGCTATCGAAGAATTACTTATTAATAGTTGTGATTTCGAAG
+AATCAAATACTCTAAAAGATAAACAAATCAAAAGATTAAGTTTGAGTCAACAGTCCATACAGCGAAGAAG
+ATACCAGCAATCAGTAAATTTAAAGCAAATAAAATCAAAGGACATTTCGAAAAGTGAGTTATGTGATAAA
+TTAAGTTTGGAAATGCTTGAACGGCACCAGTTAGAAATGGATATAATTGAGCTTTCTTCTAACAATAACA
+GCTCTAAAATTGAAGATTACAAAACAAAAGAAATTAAAAGGTATTCCATTGATTGTAATGAATATGGTGT
+AACTTGTGTATACGATGAATAATTAAATCAAAACTTAATTTACAGATGACAATTCAGTTTGAGGATAACC
+CTATATAACTAACAAGCATTTCGTTAAGCATTGTTATAAAAAACTATACCCCTTCAATTAAGTATCCAGA
+GTAATATCATAAAATTAACAGTGACAATTAACCTTTAGTAGTACAGCGAGTAGTACACAAAAAACACAAA
+TAAATTTAAATCATATTTAACAACAAGATAACATGCATAACAGAGTCCCGTAGCGGCACCATATAATATG
+AAGAAGCCGTTTTACTTTATTGTAAAGCGGCTTTTTTATTGCCTGTCATATCAAGATGTTAGTCACTAAC
+CCTTGTTCCCAAATAGCTAAATAACTAATACCCTATCACTGAATACTTAAGAAAATTCTCTCAAAGGATC
+TCCAATTTACTACGGACGTCCGTAATTGTCACTACGGACGTTTTTATTAGCCTTCAAATGAAATACACGA
+AATATATTTGAGGCTAAACTTTAACAAATACAAACAAAGTAAAACACCTTAGTAAATGTCATGAGTTGCC
+ACATTCGAGACATTAGCTTTTAAAGACAATCAATACTTCGGATTAGGTTTTGTATCGATAACGCCGTAAT
+AAGCGGAAAATTACTGTTGGCTAAAATGTTTGAGGCACGAAAACAGCCAACTGTAAATTTTGATCTTCCC
+CCGATAAAACGGACACATTTTATTTTACGCTGCCAGGGCTTCATATTCTATTGGAGAACAATAGTTTATC
+CCTGAATGCATCCTCGAAACATTGTAGTATTTGTTAATGTAGTTGCCAAGTGTTCCGCGCAGTTCTTTAT
+CACTTTTAAACACATTACCACGAATAACTTCCGTCTTCATTGAATGGAAAAATGACTCCATATGCGCATT
+ATCAGTACATTTTCCAGCTCTACTCAAACTATGAGTGATCCCATGTCGTTTCAATGCTTTCTGGTAAATG
+TGCCCACGATATTCTACGCCTCTATCAGTGTGGAGCATTAAGTCACCGGATGGTTTGCGTTTCTTAACTG
+CATTTTGCAATGTACGCTTGGTCACTTCCATCGTCCTACTTTTATCCAAACTCCAGCTAATAATGCGCCG
+TGAATATAAATCCATGATGACCGACAAATAACGCCATACGCCTTTAACTTTCAAATATGTGACATCAGCT
+ACCCAGACCTTATCTTTAGCCAATGGGACTTCGCCATCAGGTCGTAAGTTTTTACCTGTCGTTAGGAAGC
+GTTTATAAAAGGCTGAACGTGTCGTCACGCGCATCACTCTGGCAACCAAACCAAGCGCACGATACAAACG
+TTCGACACGTTTTTTACCTATGTTGTACCCTTGCTTTTGTAAGGCCTTAAATATTCGAGGGCTCCCATAT
+CGTCCTATATTCTCTTTGAAAATTTGCTGTATTTTATGTTTAAGCTCAACATCTTCTATGGCTATAGCAC
+TCGGTTGGCGCTCACGCCAGTCATAATAACCACTTTTAGATACATCAAAAAACGTCAGTAATCGCGTAAC
+TTTTATGTCGGCTCTGAGTTTTTCGATGAATCGATATCGACTTGATGTTCCTCTGCAAGAAACCGTTGCC
+ACTTTTTTAGGATATACAGCTCCTCCTTGAGTGCTTTATTTTCACGTTCAAGTTGCTGTTCTTTGGTCAG
+TACTTTTTTGGCTTTTGATTGCCCTGCCACTTTTTTTCGTTTATCCACCACAATGATCCCTTCACGATAT
+TCTTTTCGCCATCGTGACAGCATAAATGGGTGTATGTCGAGTTTTTCAGCGACAGATTTGATTGTGACGC
+CGACAACAAAACTCAGTTGAACAGCATTGACTTTAAAGTCGTTTGAATACTTCCAAGTTCGTCTTGGATT
+GTTGTACTTTGGCATAAGACACCTCATCTTTAGTTAGATTTTGGTGTCCGTTAAAGCGGGGGAACTTCAT
+TGTCCTTGTTAATGCGCTTGTTAGCTGCTGATTATATAATACCTTGCTCTGTACACCATTCTCGTAATGC
+ATCTTCAGTGTGCTTTGCATCAAATTTATACCACTCTTCAATTTTACCAGCGCTCTCTAGTAAAGATTTA
+AACCTTGCATAGGCACCTTTACGATTGAACATTGAACGTACTTTTTCATATTCTGTCGGTAAGTATTCTA
+GAGTAAAATCGAAAGCGAGATTATTGCCAAGATTCAATTCATTTTTATGAGGAATGGTCAAATATTTTTC
+ATCATTAATATCGTCTGGTAGTTCCTCTTCATTGTCACCAAATTCAGAATAAAAATACGTTCTTCCTGAC
+TCTTTACAAATATACCCCTCATGATCGAACGGAGAACCAAAATTAACTAACTCAAATAGCTCTAAAACAT
+CGTTAAATTTAATATTCATGCCGACCTCTGATTGATTTCACTAAGCAGCTAACGCCTAAATAACAGGCTA
+AGTAATGGTTGACTAAAATTGTGTAGCGAAGCGAAACGTAGCCAACCATTACGTGTCCTTGTTTATTTAC
+TTGTTAGGTTAATTACTAGGTACAAACAGATCCAAAAGAAATTCAACCCAAATAAATGTAGTTTCCTTTT
+TATTAGCATCGGCTCTCAAAGCATCTTTTTTAGCCTGACATTGAGAAAATATTGCATCTGCATCATTACT
+TAAAGAGTCATTCTGATTACCATAAGCTATTTTTCTGCATTCATTTATATCAGCTGATTCATTACCAACA
+CTTGCACAAGAAGTAACTAAGAATACAGCACATAATAAAGTAGCTTTAATTGAGATAGATCCAAAAGAGG
+ATTTCAATGATATTCACCTAACGCCTCACTAAGAGGCAAAAAATTGTTGGCTAAAATAAGCGACGAAGGA
+GCAAAAGCCAACTTTTTTTGTGATCTTCCCCCGATAAAGTGGACACCATCCACTTTAATTCACCGCCAAT
+TCAAACTCAGCAGGTGTTTTATATCCTAAACTTGAATGCAATCGTTGTCTATTGTAAAAATAGTTCATGT
+AACCTTTTAATTTTGAATGTAATTTATCAGTAGTCGCGAAGACATTCCCTCTGATTAAATCAGCTTTTAA
+TGAATGAAAAAATGATTCAACTTCAGCATTATCAGTACAACAACCTGGACGGTTCATACTCGCCGTAATG
+TTATGTTTAACTAAGAACTGCTGCACTACATGTGCTCGATATTCAGCGCCTCTGTCAGTATGAAATAACA
+AGGGTTGTGTCGGTTTACGCTTCTTTATTGCTAGCTGCAGCGCTTTCAGTGTCAGCGCTGTTGATTTGTT
+CTGACCAAAAGCCCAACCAATGATACGACGTGAAAATAAATCTAATACAACGGCTAAGTAATACCAGCGC
+GATCCTACTTTCAGGTACGTAATATCTCCCGACCATTGCTGATTGATAGCATCAGGCTTACTTATGTTTT
+TACGATTGTTTTTGATCGCTTTATAAAAGAACTTCACCTTAGCTGGCCTGCTATAAGTCTTGAGCGCTCT
+AGCGCGTAAGCCATTTTCTCGCATCAACCGTGCAACACGCTTCTCACTCGTTGTAATACCTTCACGCTTT
+AATGCATGAAATACGCGTGGGCTGCCGTAGGTTTGATGATTGTTATTAAAGACTTGTTTGATATTTAAAA
+GTAAATCCGCATCATTAATAGCACGCATTGAACGTGGACGTCGTCGCCATGCATAAAAGCCACTACGAGA
+GACATCAAGCCATGAGCAAAGGTATTTAACACCTAAGGCTTCTTTGTGTTTTTCGATGAATCCAAATCGC
+TCTGATGGACTTCCGCCAGATACCGTTGCCACTTTTTTAGTAAATCATTTTCCATTTTTAAACGGTCGTT
+TTCTTTTTGCAGCTGTTTAATTTTATTTAGTTCTTTCTTTGTGGGGATTTTACTCATGAGTTCACTATTG
+CTCTGATAGTGTTGGTTTTTTTTAAACTTCCCTTCTCGGTATTCTTTACGCCAACGGCTTAGCATTAACG
+GGTGAATATCCAACGCTTGAGCAACATCCTTAGATAACATGTCGTTTCGTAAGCTTAGCTCGACAGCTTT
+AATTTTGAAATTAACAGGGTAAAACCACGTCTTTTTAGGTTGGGTATATCTAGGCATTTTAGCCTCCTCA
+ATGTTATGAGGAGGTGTCCACTAAAACGGGGGAACTTCATTGTCCTTTTAAGTGACTTGTTATGTGCCTG
+TGTAGCTGACTTTTGTTTTAGCCAAGTAGTCATGTAAGCAACGTCTTTGCTTACCAAAAATAAACAGTGG
+ATTTACAATGCCTGATATAAACTGTCCAAAAGATGGTATTAAACCGATCAATTGCATTGGTAACATCCGT
+TTAAAATAAATAGTAGCTAAACTTGCTTTTGTACCATCTAAGTTTTCAATACGAATAGACATATAATTTT
+TGCCAATTGTTTGTCCGTAGTAATATAAAAGATAGCCGTGTAATACCATCGTAACGAAAACACCATATAT
+AAACAAAATCCCCAGCAGAGATAAAGATGGTTCTTTGAATGAATCAAAGCCTACATAAAATATAACTGGC
+ACTAGTGATATGATTCCGATAACACCATCTATAATTGCTGCCATTAACCTATCAGATTTTGTAGCTTTTT
+CTCCGATATCTTTGGTTGTATCAATTTCTTCAGGAAATTCAGCTTCTTTTTGACGAATCAAGCCATCTAT
+TTCTTTTGCTCTTTCAGGATAAACATCTCGATCTATTGATTCTGCGGAAGAATAAAGATCATTTAGAGAA
+TATGATGAAAAATCTATTTTTGAATCCATGCTTACGACTACTCCTTGTCACATAACCGCTTATTATGGAG
+ACTTCTCAGTAATGTCCGTCCCATAAATTTAATTTTATGTGCATTAATATCCCATATTTTCAGTGTCTTA
+TAAACTAAAGATATTTTATTTTTGTTAGGTTTTGGATATTACTGAGACTTCTCAGTAATATCCAACATAG
+AATTAAAGGCTATTTCAAACAATATCAATTAGTTAGGGTTTAGAAAGATTGATTTGGGTTTATTACTGAG
+ACTTCTCAGTAATATGACACAGTCAATCCATTAGAAAATATATCGCAAATATTTTGAAGCTAACTTCCGC
+TCTGCGCACTGAGGAGTCTTTAGCAACGGTAAATTTTGAACGCGTTTTATATTCACTGTTGATACGAAAG
+CTTACCTTTCAGGCTAAAAACGGTCGTTGGTAGAGACTTGTCTATAAAACCAGAAACGGGGGCACTGTAT
+CTTGACTGGGATTATGCAACATAAGGTTTTAGGTTAAAATCTGCTTCGGATGTTTACTGACAATAAGCGT
+TTAGCATGTACTGAAAATTAAGGTTAGATTTCTGCTATAGGAAATCCACCTTCAAACATTATTGCTATTA
+GAGATTATAGAATTTTACTGCGAGAATAAAATACGCCAATCATCGACAGCAATAATAGAGACAACGTACC
+AGGTTCAGGTACGCTAGCGACTTGTACTTGACCTCGAATTTCACCACTAGGCGAAGTGTCTGTATGGATA
+TTGATGTACCACAATCCAGCTAACAAATCTGCTGCCTGAGCAGTATTGATAGTGTCACTGCCTGACGTTG
+GATTAGACAACGTTGATATAGCTACTTGCACTCCAGCATTCTGGTTTAGCAAAGCGGGCCCATGAAAGTG
+TGCCGCTGTGACATTACCAGTTAAGCCCGACCAGCTTATATCCCAGGAAAATTCATTACTCAGATCATCA
+AACAGTATGTTTGCCACCCCCATTCCCAGACTTCCCGTTCCCGTTCCCGCATTGGCTTGAGACCCGTCAA
+TGTTGGCAGTGAATGTAATAAGACCAGCTTGGCTAGGCGGTGAAATTGTGACTAGCATAAAGATAAATGT
+ACAAACTAATAGGCGCAGAGGATGTGTAATTTTCATAATAATTCTCTTTTAATAAAAGTTAGGGGAAAAT
+TGTTACTTCATTAGGAAAATAGCCCGTGGGCCTCCAAATTGGCGTTAAACATTACTGGTGAAAAAACAAG
+CATGTTTTATGCCGAACTTATTAATGTATACATATTAATAAGTTAACAAAAGAGCAACGGCCTTACTTGC
+ATAACTGTAAAAAAACTCGACAATTACCATCAAGCTTTATCTTCTTTTAGCGACTAGTTGCTTAAAGAAA
+AGCTAATAGTTAACGTCAATAATGCGCACCAAGAAGGCCGTGGCAGCAGAACATCATCATGGTCGTTAAA
+GTTATTATCGAAGGTTCACTAAGGGAACGGTTAACACCAAAAATTTAAACGGCTTGGGATAGTTGCTTTA
+TGGCTACTTAAACGTTTAACCTGACTCTAGATTCATCATCAATACTAACTAATATTTCTATATTATTTAA
+TGTCAAAGCATCTTCGTTGTCGATAATCCTAATCCGCTCACGTATCGGAACCCCTTTTTTGGAACTAATC
+ATTTTATATCCCACGGATTCCATTTGTTCGGTTAATTGAGTGAGAGTAAATTTAGGTTCAAGCGTTTTTT
+TTCGCCAATAAATCATTTTTTGTTCTGCGTTCTTTTTCAGTTTTAAATAATATTCAGATCTTTTAATGGG
+GGATAAAATAAGGTTTTCGATGGTTACTGGTGAGTTGGCATTTTTGAGTGTGAAATATTTTCTCTTAATA
+TCAAGTTTATCTCGAATCATTTGATAAATATCACCAATATTAACAAGGACTGGTTGGTTAAAACGGCTTA
+ATGTTGCATGAAGCACTGTGGCTTGCTCTCTAGCTTTGGCATCTAACTTATAAGTTTTATATTCATCAGC
+AAATAAGCTTAGGAGGTTTTTTAAGGTGATTGCCTGCTCTTTATCAATAATCACAAGCTTACCTCTTGGG
+TTTTCAGAATAAACTGAAAATAGTGGTTCTAACTCATCTAGTGTCAACTCACATTGAAAGCCAGTTCTTA
+GCCATCTAGATCGAATTTGAGCAGCTCTGGTTCTGATGTTCATATGCTTAGAGTCTGCGGCATAATATAA
+AATCCTGTTAATAATGTAGTTAAGTACTAATACTACCAATTAAAGCTTTTAACGTAGTGGCAAAATTAGG
+GGTTTTACGACTTCATTTGCCACTTTGAAGACAAAATCTATTAGCCGATGTTACTCAAAATCAGGTGTGT
+TATCGATAGGTAATCGGACATAAATATTTGAAAGGTTATGCACGCTATATTCGCAAAGTTGACGTAAGCA
+ATTGAATAACTTAGTGTCAGATAAAGCTTAACAATTAACCCTAACAGAGCCATCGTTTTGTAGAAATAGC
+CATCGGCTATAATGACGACAGTCGAAGAGAAATTATGTCTAACCGACCGCCACAGCAATTAAATATTCTA
+GTATCCATGTATCTGGGTTATGCCGCCATGATGATTTGTCGTCAAATGGTCACAATTCTCAGCCCTGCCT
+TGCTTGCCGATGAGTCCTTGGGGTTAACAAAAACAAACCTTGGTGATTTTGCGGCTTATGGCACCATAGG
+TGCATTGGTTGGCAAACTAATCTGGGGACCTCTTGCCGATAAGATTGGTGGACGCTTTACTTTTTTAATC
+GGCATTTTTCTTACTGCGGTGTTTGTCATTGCATTTGGGCTGTCACCCAATGTCATGGCTTTTACTGGAT
+TTTCATTTCTGCTTTATTGCACTAAATCTTCGGGTTGGCCCGGTTTAGCTAAATTGGTCGGAGAGTGGTA
+TCACCCTCAACATTATGGACGAGCTTGGAGCATCCTATCAACTAGCTCGCGACTTAGTGTAGTGTTAGCT
+ACTCTATTTTTCGGTTGGCTGTTGAGCTTCATGCATTGGCGAACGGTAGCGTTTATCGCATCGGTTTTTT
+CACTCGTCATTTTAGTCGGCTGCTATTTTTACCTGAAAGAAAAACCAGATAACCCTAATTTCTTCAAAGA
+GAACGAAACCAATGCCGATAATTTTGAGCTGACCATTGCATCAAAACAGGCCATGAATAACAAATATAAT
+CACCCTCTCCAAGGCACTGGCACGATTGATGGACTAGTGGCATTTGCAAAAAGCCCCAGAGTTTTGCTAG
+TGGTGATAATGTTAATGGTGCTTACGTGCATGATGGCCTTTTTGGACTTTGTTGCGGTTTATCTTATGGA
+AAGCTACCGACTGACGCCCTCACAGGCAGCAATGGCATCTACAGTATTTCCAGTTGGGTCTCTGACCGGG
+CTTTTAGCCTCTATTGCATTTTACGACCGCTTTTCAAAGCGGGGGATCAGGACAGTATTAACCCTATCGC
+TCATACTAAGTTTATTGAGCGTGCTTACCTTACAGTATTTACCTTTATTTAATTTAAGCGCTGAAATTAA
+CTATTTAGTGGCGCTGGGAGCCATTTTTTTATTCGCTTTTTCAATTTCACCAGCCTATTACCTACCCATG
+TCGATATTTTCTATTGAATTCGGCGGCCCCCATAGTGCGACATTGGTGTGTTTAATTGATGCATTCGGCT
+TTGCGGCCAGTGCAACATTTGCTTTTATTGGGGGAAGACTGGCAGATAGTTCGGGTGGCTGGTCTAGCTT
+TATGAATATGCTAATCTTGATTTCTGCCGTTGGGATCATATCCGTTTGGGCATTTATGCACTCAGAATAT
+AAAGCGGCAAAACGATTAGATATTTAAGGACGGGTAATGCCACATAGAATACATTAGCGCTGCTGGACCA
+TATAAAGCAATAAAGATAATTTAAGTTTTGACGGCAGATATGCGAAATCTATGGCCGTAACACCAGCAGA
+CAAAGTAATTATAAATTAATTAAATAATCTCAGATTCATACTTTAGATTTTAGGAGAAATGACGTTTTTT
+CTTCCTATACTCAACCTGCTCGCCCTTGCTGTCGATTTGCTCCAGAAGCTGCTCGAGTACGCCGCGGCGC
+TGCACTAGCCCCACCACTTTGCCTCCCTCAACCACTGGCAGTACCCTGCGATTGTTGTGCAAGAATTTCT
+CTGCGACATCGACCAAGTTAGTATTGGTACCGATCGATTCAACTTCGGTTGTCATCCGGTCACGCACTAA
+CTCGCCGATGGTCGAGAAGTAGCCTCCCATCAGCGCGCCGCGCATACAGTCAGCTTCGGACAGAAAGCCG
+ATTAGATTGTTATCGCCATCAACCACTGGTGCACCGGACAGACTGGCGGTTAGCAGCTGGCGCAGGGCGA
+CGATCACCCCGCTATCAGGGCGAAATGATAACGGTGAACGGTCCATGATGGTTTCAGCGGTGATGGTCTG
+CATGTTGTGCTCCTGAAGCGGTAAGTCGCTCGTTTGGGTATTGTTGATTGTTGTCGAATTATAGATAGCA
+ACAGCCATGCCATCTATTTCCATTTAATAATTAACTGTTTTATTACAAACAGTTAATTATTTATACGACA
+AAAAAAAGTAACCATTGTCTGGTAATCTATAGCGGTTACCGGGTTGAAGGGTTCTTCTTTGCACCAAAAT
+GGTGCTGTCCGTCGAGGCGTGCATGCGCGAGGGTAAAGCAATCCGTATCAGTCTATTGATGGCTGTTGAA
+TCATGTGGGAGAAAATCATTCATATTGTGAAAATGCGGTGAAACATGTGCGGGAGCTGAAATACCCCAGA
+ATTAGGCACTTAAACGATATGTAAGCGGACATTAATATCTAAAAGGTATCAGGGAGGTCCATATAGTGGA
+AAAAATTCTCTTTAAACTACATTAATTCATCTACGAGCCAGTTTTTAAATGCCATGATACTTTTGCTGCG
+CAGGTTGTGCTCAGGAATCACTAGATAGTAACTAAACCCGTCTATTTTTTTTCTATTCTCAGTAAAGTGA
+TATTTAACTAACCAGCCTTGTTCTATTGCATTTTGAACAAGAAGGGAACTCACCAAAGCAATACCTTGCC
+CAGCTAATGCTGCTTGAATAATATGGTGTTCTTGAGTGAATTGACGAGTTTTGTACACTAGTTCATGGTT
+ATTATTGTCTTTAAATAGTGTATGCCAAGAAATCTCGGTAAGATTTTTATTGTCCCATTTAGTTTCTAAT
+AGATTCGCACTTCCTAATAAATTTATGCTTTTAATATAGTAAGGCGTGGCATATACACCTATTTCCTCAG
+TAGTTAATAATATTGAGTTTTTCAATGAATTATCATAAGTACCATATCTAATAGCGAGATCTATCCTTCT
+ATCTTTTTCTAAGTCTTCAACTTGTTCACCTGTTTTTACTGCAACGTCAATGTCTGGATACAATTGATTA
+AATTTGCTTAAATTTGGCACCAACCACATTGCTGCAAAAGATGACGTCGTACTCACTGTAATTATATTTT
+TAGTATTTGATATCTCACTAATGGTATTAGTCAATTGTTGTAAAATGTTATATGCAGTTTCGGCTAATAG
+TTTACCCTCTGGGGTTAACTGGATAACTCGTGTTTTTCGTACGAATAATAAAGTACCAAGCGCTTCTTCT
+AGTGTTTTAATTTGATGTGAAATTGCTGTTGGTGTTACGTGAAGTTCTTCAGCAGCTTTTTTAAAGCTTC
+CTAATCTAGCCGCAGCGTCAAACACTCTTATGCTATTTAAGGGGGGAAGTTGGGAATGCATTTTAAATCT
+CATAGATAAGTTTTACTCATCTATAAGGTAGTATTCATCGTTTGTCAACAAGAAGTAATCCAACCAAAAT
+AGGTCCACAAATTATTCAAACAGATTAATGAAAACATGATTACACTACTACATATAGATACAAGTGCGAG
+AAGAACAGATAACGATGTTAAAGAGTACAATTCGATTTCAAAATCACTTGCAGCTCATTTTATGGATAAG
+TGGATTACTTTAAATAGTAAAGATAAAGTTATCTATAGGGATTTAGGGCTAAACCCACCTGATTTTATTA
+GCCAAGATTGGATTGCTGCTGTATTTACACCTGATGAAAAACAAAGTGAAGAACAAAAATCACTTTTGAC
+TTTATCTGATACGTTAATTGATGAAGTGGATCAAGCTGACATAATTGTCATTTCTTCTCCCATGTATAAT
+TACGGCATGCCAGCTGTACTTAAAGCTTGGTTTGACCAAGTGGTACGCATAAATAAAACATTTACTTTTG
+ATTTAGCCAGAGGTGACTTTCCTATTGAGCCAATAATGTCTGGTAAAAAGCTTATTCTTATATCTTCTAG
+CGGCGAGTTTGGCTTTGAAATTGGTGGCATTAGAGAAAAGATGAATTACTTAGCACCACATGTTGAAACA
+GCAAGTAAGTATTTAGGAGTGGAAGAGTTTTACGAGATTAAATCTGAGTACCAAGAATTTGCTGATGCAA
+GACATGAGGAGTCTCTTAGCAATGCATATAGAGGTGTTGAAGAGTTGGTAAAACAGCTTGTTTAAGGTTT
+TAAGTACAAACTCGCCATTATCAGATTGTTTTTTAACTCTAATAATAGGTCAGAAAGAGGTAAAAATTAG
+CTCTGTAAATCCAACCTATAATGACTACTCATGAGCCAATAGCGGAAGTTGGAACCTAACTTACTTCTAG
+CTTCCACTTTGAGCACAAAATGATCATTGATTTCATATGATTTTTTCTAATGAATAGGCTTAGTTAGTTT
+ATGGTCAGTTCAGTAATGACTTTCGTCAAATGTAACACCAGAGGTAACAACGAGCACCCACAACAACAAA
+GAACCATATACAAACGTGTACATAGCGGAAACCGAGTCCCGTCGCAGCACCAAATTAGGGGTTAATAACC
+TCAAAAAAAAACCGAAAAACCTTTATAAATAAGCTTTTCGGTTTTTTATGTCTAAAGCTATCTCATGCTA
+TTTTTAAATTCACGGGAATTGAGTTGACCCCAATTAAAAAACTGCTATGTATTTTAAATGACTCTAAACT
+TTTAACAAATAATTAAACTGAAGTAGGCTTTCTTTTCGGGCGTTCTTTCGATGAGTCACTGGCAGTGACT
+GCTGCAATAGCACGCGCCTTACTTTTAGCTCTTTTTTTAATTTTTGATTTATTATTCGCTGAAACAACGG
+TACTAATAAACTCTGCTGTTTTTTTATCCGGAGTATAAGCAACTTCAATCGTTTTACCGTCAAAATCGAT
+AACATCGCCACGGCGAATTTTTTTACGCTTTTGCACTTCTACTTTCTTATTTACTAAAATTTTACCTTCG
+CTGATCAGGGTTTTAGCTTCGCCATCGCCAACTATATTGGAAATTTTGAGTAATTTATAAAGTTCTATAG
+GTTCAACACAAATGTCGATAATTGAGTGTTCAGACATGAAATACGCCTAATAATTTTAAATAGTAATATT
+GTTAAATTCTAACATATATAACGGTTATTGAATAAAGCTTATATTAAGGATATTTTAAAATACTGAGCTA
+AAATAAGCGCTAAATATGTGTGTAGTGTTAAAGTAAAACTGGCTACTGGTTTCTATTGAAGGCAGCATCT
+TTCCTATGGCTATTTCTGTAGTAGTCAATTAATGTACTTACATAAGATCTTTGGCGGGGTAATCGCTGAC
+TACTGGGCTTGAAAGAAACGATATTATTGGATATAGAGCATCGAAAAATGATCACTTCATTAGTGCAATT
+GGTATTATCAAACTGCTATAATTCCCGCCGTTAATTCACATCAATAAAGTAAAAAACATGACAGAAGCAC
+AGCTAACCTTACCCACAACGAAACTATCGCCAACTCAAAAAACACAATTTATAAAATTAGAAAAGAAACT
+TAGGCGTAATGTTGGTCAAGCCATTGCGCAATACAACATGATTGAAGATGGCGATAAAGTGATGGTTTGC
+TTGTCTGGTGGTAAGGACAGCTATGCCATGTTAAGCATTTTAATGCTATTAAAAGAATCAGCTCCCATTC
+ATTTCGACATCATTGCGGTTAATTTAGATCAAAAGCAACCTGGTTTTCCTGAGCATATTTTACCCGAGTA
+TCTCGATAAACTCGGTATTGAGTATCATATTGTTGAAGAAGATACTTACGGTATTGTCAAAGAAAAAGTA
+CCTGAAGGTAAAACGACTTGTAGTTTATGCTCTCGATTACGCCGTGCTGTTTTATACAAAGCAGCTAAAA
+AGATTGGTGCCACTAAGATAGCACTAGGCCATCATCGTGATGACATGATTGAAACCCTAATGTTGAACAT
+GTTTTATGGCGGTAAGATGAAAGCAATGCCAGCAAAGCTTGTCTCTGATAATGGTGAACATGTGGTTATA
+CGCCCTTTAGCCTTTTGTAAAGAAAGTGAGCTTATTCAATACAGTGAATTAAAACATTTCCCTATTATCC
+CGTGTAACTTGTGTGGCTCTCAGCCCAATATGCAAAGACAAAATATAAAACGCATGTTAAACGATTGGCA
+TGATCAATTTCCGGGGCGTATTGAATCTATGTTTACTGCAATGCAAAACGTAGTTCCTTCACATTTATGC
+GACAGTAACTTGTTTGATTTTAAAAGCATTAACAGTACTTCGGGTATTATTAACGGTGGTGATACTGCCT
+TTGATGAAGTAGCGATTGAAGCACCACAAGACTTGTCTATGAAAAATCAACCTAATGCTGATCAGCTGCT
+CAATGTAGTTGAAGTAAAATAGTTAATAGCAGTTGGATTAAGTTTTAACTGATTCGCTAAAGCAGCACAA
+ATAAAAACGGCCAATGTTTATCACATTGGCCGTTTTTTGTTTATTAATTTTTAAATAACTGAACTAAACG
+TTTGAAAGATTATTTAGCTAATAAACTTAAATTATTAATCTGCTGACGCAGTCTGTTGCTGACTAGCAGG
+CTTAACAAAGTAACGTTGGTTATGTCTTAACATGTCAGTTATATCTAACACGTACTGCACACCACGCTCA
+GAATAAGGTAACAAGCCTGTTGCTAAAATTTCAGCATCAAGCGCCTGGTCTTGCGCTCTTAATTCAGCAC
+GAATCGTTCTAAACACATGATAAGCATTATGCTTATTTATATTATTAAAATAGCCCGAAACAGCAGCATC
+AACACTTTGAAATGCAGCTACTTCATGTTTGGCTCCAGTATTACGCCCTCCTGGAACCATGCCACAGCCC
+GTTCTATAACACCAAATACCGAAGAAGTTTAAACCTATACGGGCAAAACGTGATGTTCCCCAAGCAGACT
+CATTAGCAGCCTGAACCAATACCAATGAAGTAGGGATAATATCAACACGTATCAACAAATCATTAATCTG
+CTGTAAAGTTGAAGCTTCTTTATTAATACGATAAGCCTTGATAAGGGTTTGCAGTGACGTCTGTTCTTCT
+ACAGTAAGCCCTAAACCAAGTGAGATCTGCTCATGCCAATGCTCAAGTTTCGATCTATCTTCAGCTAATT
+CATTATTTTTTGCTTCTATTGCTGGACGAACAAAACCAAAGAATTGACGTTTTTTTGTTGGAATATCATA
+AATAGCAGCAAAATCAGGTAAATTTACCTGATGTAATGGTTTCTCTATTACTTTTACTTTTTCAACAACT
+TGAACAACAACCTTATCAGTAACAGGTTCAACAGCGACCTCTACGATAGTAATTAAAGGTTTAGGCACTA
+AAAAAGTAAAAGGCGCGACTACCGCAATGACTAACGAAAAACATGCGATAAAACGAACGAATAACATTAT
+TTTCATAAAAACTCCTTATTTATGATTAAATTAGGCAGAAAAAGTATCATCTGAACCATTGTGATCAGAG
+TCTTTATTGGCGGAATGACTTAATGCCGTATCAGTAGTCTTCTGCTCGGAATAAACACCAAATATTTCAC
+GATACAAGACACCTTTAATGTTGTAATACCAAGGTGCTAAATAAGACAGACCAAATAAAAACACCATAAC
+GGCAAGTGGTGCCAAACTCGACTCGATCAATAATGCGATAGGAAAAGCTAACGAAATTAAAGCCAAAAAC
+AGTACCGAATAAATAGCTAATAGTGGCATTATCTTAAAGCGTAATGCTTTAACAGATAAAGCAATAGCTT
+GTACTGGGGTTAGATTCTTTTCTACCACTAAAGGTATCGTTAGTGACAGTAGTACGGCTAATAACACTCC
+GGGTATAATTAACAATTGAAAACCGAGACTAATCAATAAAGAGGTTAATAGCGCACAAAGTGCAACCCAA
+CTTCCACGATGTAAGAATGATAGTACCATGTTGATTTTTGTTGGTTTGCTCACTGCGTGGAATACACCCA
+TCATTTCTATGCCAGCCATAAAAGGCCATACAGCAATAGTCACAATGACATTGATCAGTTGCAGCGACTG
+AGGGTCTTCGATAACACGCTCAATACCACCAAAAAAACTACTCGCAATAAACGACACTATCATACCGAAC
+ACAGTGACTAAAAGCAGACCTATATTGATAGACATTCTCGACTGTAATGTGTGCTGCCACGCTTCGGTTA
+AAATAGCTTTAACATTAATTGAGTACTCGCCTTTTACAGCACGCTCAACACTACCACCAATGGACACAAT
+TATATTTTCTTCTGGCAAAGCTAACCCTTTTTAATTCATTAATACTACATTTGTCACCTATTATACTGGA
+AATGATAACAGATTGCTCACAGCTCAATTTAACGGCAATTTGAAGAGACAAGCAAAGGTAAACTGAAAAA
+TAAATAGCGGTTAATTAAGATCACTTAACACAAGTTGAATCGCTAATAGCAATAAGATTAACCCCATAAT
+ACGGTCTAAAATATAGCCTTTACGCTGTAAAACGTAACGTACTCTCTCTTGAGTTAACATATAAGAGAGG
+AAACAGAACCATGCCGCTGTAGCTACAACTAAATAAGCACCATAAGCAATTTTGATACTCAATAGTGTTT
+CGGGTGCTATTACTACGGAGAATAAACTCACGAAGAATAATGTTGCTTTAACATTTAAGGCGTTGATTAA
+AAAACCACTAAAAAATGCTTTTTTAGCCGATGGGTTATCGATTGTCGTCTCGGTTTTTGTTATCTCGTTC
+TGCGTTAACGCATTATTATCAGGATCTTCGCTGGCAAAAGTTGATGACTCACTATCAGGTTTTTTAGACT
+TAAAACAGTGCCACGCTATATAACAAAAATAGCTCGCAGCAATATATTTTAATGCGGTAAATAAACGCTC
+ATCACTGGCAATTAAAAGGCCTATGCCGACCAAAGAATAAGTAACATGAACAATAATGCCCGCGGCAATA
+CCGAAACTAGTATAAATGGCAATGCGTCTGTTATAGCGAATACTTTGTTTTAAAATAAGCGCAAAGTCAG
+GACCTGGGCTTGCCACAGCTAGAAAGTGGACCATAGCGATAAGTAAGAATTGTTCTAAAACGGGCATATT
+TCAACAGGAGTATTTATGAAAAGTGCTTCATTTTACCTCAGAATTTGAATAAAGCGACCTTAGTCAACTA
+ATACGCTATGCCTGCAGTGTAAGCAATTAGCTACTGATAGTTATACGTTGGATAGATTGCTGTACTAGAA
+TGACGCGGTAAAACGCCCAAAGATCTTCAAAGCAATTAAAGCGATATTCTTTACCGTGGTAACTAGTTTT
+CATACGCTAACCTATACATGTTATATAACGAACAAACAGTGTATAAGTTTCAACCAAAAAATAGCGTTAA
+CCAAACGTAATTTAGCGTATTGATTGGTTATCTTTAAATAGTTTTCCGCAAAGCTGTTTTCAAAGCTTAT
+AGTTTAGCTTTGAAATACAAACTATTTTTGTGGGTGATTTTGATGTATGCGTTTTAAAACGTCTTGAAAA
+TAATTACTACCTTTTTGCTCCGCTAAGGCCATATTTTGTTCAGGTATTTTTTCAGGATCTTTATACACAG
+CTAATACTCTGGCCATACTTGCTTCGCGGATAATATGCAGCATTGGATAAGGAGAACGATTGGTAAAGTT
+ACTCGCATCATCAAAATCATCATCCGCAAAACAGTATTCAGGATGCATAGTTGCTAACTGGAATATACCT
+TCAAAACCTGAATCAATCAGCGAGTCATTGGCATAATCTACTAAATCGAGGTAGCGGTCGAAACGACGAA
+ATCCTTCTGCAAAGATGATCAAAGTCGTCTCAATCTCTTCATGTTTTTGTAGATAATGGCATTGTTCTAT
+CACTGTTTGTAAAGCAGGTTTAACTTGCTCAGCTTCCGATTTAAAATAACAAATAGTGTTATTAACAAAT
+TCTTTTTTCGCAAAAGGACAAAAATTCAATCCTATTATAATTTCATCTAACCATTGTTTGGTTGCATCAA
+CTTCCACTGATGATTGTTGGTCTGTTAATTGCTCTTCGTCTTTATTCATAACGTTCTTACTCTAACATTG
+TTATTTGTTGTAGTTCATTTTAATGACTCGCTAGCGCTAAGATTGCTGTAGCTGCCACATTTTACTGTAT
+TGACCTTCAAGTTCGAGTAATTGTTGATGATTACCCTGCTCAACTATTTCACCATGATTCATGACAATAA
+TATTGTCACTATCAATGATGGTTGATAGGCGATGTGCGATGACAAGGCTGGTTCTACTTTTAGTCACTTC
+ATTTATTGCGGTTAAGATAGCTTGTTCTGAATGACTATCAAGTGAGGAGGTTGCCTCATCAAACACCAAG
+ACTTGTGGATTCTTTAAGATTGTACGGGCAATGGCAACTCGTTGTTTTTCACCACCTGATAGTTTTAATC
+CTCGCTCTCCCACTACTGTTTCTAACCCATCAGGCAAACTGCTAATAAATTCAGATAAATGTGCTAGTTC
+AATGGCTTTTAATACTTCATCTTCGCTGGCTGTTGGACAACCGTACTGTACATTATTAAATAAAGTGTCG
+TTAAAAAGCACAGTATCTTGCGGTACAATACCAATATGGCTACGTAGTGATTGTTGACTCACTTGACTGA
+TATCTTGCCCGTTAATCTGAATGTTGCCAGAGTCAACATCGTAAAAACGAAATAACAATTTTACTAAGGT
+TGACTTACCTGAGCCACTTTGACCAACAACAGCAACTTTTTCACCTGCATTAACTTTAAAAGAAATCCCT
+TTAATGATAGGTCGCTTGGCATTATAGGCAAAGGCAATGTTATTGAAAACTATACTCGCTTCAGTAACCG
+AACTATCACCCTGCTCTGCCAAATTTAACATTGCAGCGTCAGGAACATCTTGTACCTTAGGTGCTTTAGC
+TAATAAACCAAATAAGTTTTCAATATTTGCCAGCGAGCCCTTTATCTCGCGATAAACAAAGCCTAAAAAA
+TTAAGTGGCATAAATAACTGCATCATAAAGGCATTTATCAGAACAAAGTCTCCAAGGGTCATAACATCTG
+CAGCAACATCACTAGCTGCAAGCGCCAGCATGGCAGTCATAGCTGCGGCTATAATGAGTGCTTGGCCACC
+GTTTAGAGCAAATAAAGATAAACGGTTTTTAATTTTTGCCTGTTCCCACGTTGACAACTGTTGATCATAA
+GCTTGCGCTTCAAATTCTTCATTGGTGAAATACTTCACCGTTTCGTAATTTAGTAAACTATCAATAGCAC
+GAGTATTACTTGATGAGTCTGCTATGTTGGCTGCACGGACATAGCGAGTTCGTAACTCAGTGGCAAAAAC
+TGAATAAGCAATATAGGCAATAATTGAGGAAAGCGTTATAACCGCATACCATATGCCGTATTTCACAAAT
+AAAATAGTCACCACCATCACTATTTCAAGCAAGGTGGGTACAATGTTAAAGACCATAAAGCGCATTAAAA
+AATTGATGCCCGAAGTGCCTCGGTCTATATCACGAGATAATCCTCCCGTTTGTCTATTCAGGTGAAAATC
+TAAATCAAGGGAATGCAAATGACGAAAAACTTTTAAACCAATGCGCCTTATAGCTCTTTCAGTAACTCGG
+CCAAATAGCGTATCTCTGATTTCAGCAAAAACTACGATGGATAACCGCACTAAACCATAAGCGGCCACTA
+AACCTAAAGGAACAATAATTAAAGCGGAATCAGTACCTGTACTATTAGCGTCTAATGTATCAACGATATC
+TTTTAATATGAAAGGTAGGTAAACACTGGCTATTTTAGTAAAAACTAAACATGACATAGCAAACGCAATA
+CGTTTTTTATATTCGAATAGGTAAGGTAAAATAAGTTTGAATGCTTGCCAGTTGATGGAACTGACTTCTT
+GGTCGGGATAACTAGAGCGGCGCATGGCATTTCTTTAGCGGTAAAAACTTAATTTTAAATTAGAAAGTGA
+ATTTAGCCTAATCATTAAGATAATTAGTTTACTTTAAAGCGTTAATTTTCCTTAAAATTCAATACGACCT
+CGTAATTATAATAAGTAAATTATTTTTTATAATAAAAATAAGCAGAATAACGGCCAAGTTATTCTGCTTA
+TTCATTGGGTATATACTTTATTAAGACTTACTTGAGGTACTTATTTCTGACTATAATATTGGGTACTAAT
+CCTTATCAAGTACTTTTTCAAGAATCTGCCCTTGGGCTCCTGATGGTGCTTTAATGCCGAGTACTGCTGA
+TAACGTTACTGCGATATCGGTTGTACTCACTCGTCTATAGACCTTATCATCATCAATATTAAACCCTGCA
+AAAATTAGTGGCACAAAAGTATCGTACCCCCAAGGAGAGCCATGGGTCGCCGCAACAGTTAAGCCTTCCA
+TATCGGCAACAAAACGATGGGCTTCAAGTACAACATAAACATCGCCAGAACGGTTTTTACTGTGGTTATT
+AACTACTAAAGTGTGCAGATAATCTTGGGGAGTATTACCAGTTTCAATATCGCTGCTCGTTACAGCAAGC
+GCAACACCATCAAATTTTGAAACTTCCATAGCAACAGCTTTTTGAACTTGCTTTAACGACAGCTTACGTT
+CAGCAATTAAATCTCGGTCAAGGTATATGTAAGGATGAAAGTAGCTTTTAATTAACGCAGTATCAAAGCC
+AAACTGTTTCTTAAGGGCTTTCATACTTGGTGCTTTATCCCATTCTTTAGGAGCAACCACATCAGTTTTC
+ATGCCTAATGACGATAAATATGCCGGTACTTCAGCAGCGCCATGATCGGCAGATAATACGATAAGGGTAT
+TTTCTAAACCCACTTTTTTATCAATAAAGGTGAGTAAATTGGCTAACGTGCGGTCTAATCTCAGCATATT
+ATCTTCAGCTTCTAAACTTGAAGGTCCAAAGATATGACTAACATAATCTGTTGATGAGAAACTTACCGAT
+AAATAGTCAGTAACTTCGTCCTGTCCTAGCTGTTCGTTATTAACCACTGCTTTAGCAAAATCTAACGTCA
+ACTCGTCCCCTGCAGGGCTTAAGGTTAGAAAAGTATTGAAATAAGCATTACTCATATCGCCGTATTGATG
+CGGAAAAGTTCGGCCAAAACCGGGGAATTTAGTTTCCCATGCTTGATCATCTTGTTTTGCAAATACATAT
+TTAGCTTGAGGTTGGCTTAACTGCCACGGCTTCTGATGATATTTCTTAGTGGGTTTTGCTTCATTCCAAT
+TTGTTACCCACTCAGGATATTTGTCATAATAATATTCACTGGTAACAAATTCTCCTGATTTTTTAGAGAA
+CCAAAAGGCTTTACCCATATGTCCTGCCATGGAGATAGCCCCTCGGTCTTTTACTGATACGCCAAAAACT
+TTAGCTTTACCATTTGAGGCAATCTTTAGCTCATCGCTAAAGGTAGAAACTTGAATATTATTTGGGGAAC
+GACCTGACGATTTTGCTGTGCGCTGTGTGGGATCAATTTCTGTTTTTTGATTAACCCCTGCATCTGCTGA
+TAACAATGGGTAATTAGCATCTTCAACGTTATAGACTAAACGTTGTAATTTATCATCAAACCAGACATTA
+CCTATCATGCCATGTACTGCTGGCAGTGCTCCGGTAGCAAGCGTTGCATGACCAACGATAGTTTCTGTAT
+TAGCATGATTGTGATGAGCATCTTTATAAACTATGCCTTCATCGAGCAGATATCTAAAGCCGCCTTTTCC
+CATTTTATCTAGATAGGCGGTTGGCATATCCCCGCGGAGCTGATCAACGGTAATTTGTAAAATGAGTTTT
+GGTTTATCCGCTTGAGCTAATGCAACATTACTGCCTAAAAGTGCTGCTGTGGACAATAAAAGTCCAAGAT
+GAGTTTTATTTTTTGTCTTTACTGTTATCATTTTTAATAATCCTTTATCGCCTATCAGTTAACAATTACA
+AAATTTTAGTCTAAACATTATGAGTAGATGAAAACCTAAGTTAGCATGTTACCCTATTGAATAATATGCA
+ATTTCCGTAACACACAAAATTCCATATTTTAAGTCACTTACAATGAATCACCACAAAGAGGATATCTCAC
+ATTACTAGGTTTCGACTCACGAGCACTTATTAAATCGCAAGAGTGTGTATGGTGAACAAAATAAAAGTAT
+GTCGTTCTCTACTAATGAGTAACAGATAACAGCTTATCTTTTAATTTTCTAGCTTAAGTCTTTTTAGTGT
+CGCAGAGGGTAACTCTTGAAAAAGTTGACGGTATTCACTTGCGAAACGACCTAATTCTATAAATCCCCAA
+TCAAGTGCCACATCGACAATTTTATCTTTTTTACCGCGATTAACTAATAAATCACGCCTGACACCATTTA
+ATCGTAATAACCTCAAATAACGTATAGGCGTTACCCCTAAGTATTCTTTAAAACCGTATTGAAGATTTCG
+TTCACTTAATTTGGCTACTTTACACAGTTCAGGAATTGTTGGTATGTTCTGCCCATAATGGTGCAAGTAA
+TCCATGACATGACGAACACCTTCACAACGCTTTGACTGGTTTACTCGTTTTTCAGTACAGGGTGTTGTGA
+CTTTAAGAACATTATATGCCAGTCTTAAAATAGTATCATTTATCATACGTAATGAATTTTCGGTTTTTAT
+AACCTCAGGCTTTGCTTTTATTACATTAATAATATTATTTACCCCTGTCGCATATTGAGTTAATGCAAGG
+GGATCTGTCAGGCAGGCTTTACTAATTAGCCAATCATTTGGAATTTCTTGGCCCGTGAGCATGTGAATAT
+CATGGGAAAATGTATCTCTATCAAAAACAGCGGCGATCACATTTAAATGATTTTTAAAGTTGACATCCCA
+ATCACCACCGGTGGCTTGGAGAATAGCGTTTTGTTCAATATGTTTACCACAAAAAGTTGTATCGTTTCTG
+TTTGAAAGCAATGCAGCGAAAGGCACAAAGTTTTTCGCGGGCGTCGCCTCTATCAATGCGCCTACATTAA
+GATTTTCACGAAAGACCTGTAATTTCCCTAAATTGATCTCCAGGTAATCCCCTTGTAATTGCCCAGTATA
+TAACTGGGTATAACGACGGTTCTTATTCTCTTGAAATAGGGCCAGCTCATCAATATCAGAGGTCGACATG
+CCTCTTATTTTTTTATCGCTGTGAATTGTTTTTTGAAGATCCATTGCTTATCAAAAGTCCTTTTTCTATA
+AACCATCTAGTTTATTTATCGCACTAACTATAACTAAATCCTTTCGGAATTTGCATACTTAAATGTTAAC
+CGAGTTAATATAATGTAGCAATAACAAAGCGACACTGCATTACTTGAACCTCGCTACAACGCAATCAACG
+TAGATAAATCCACAGCTGAAGATAATCTCAGTCGATTATATAAACGCTACATTCTGAGTAATAATTAGCC
+TAAGTAAGTTTTTACGCTGACGCTAAATTTGAGACTATAACCGACGTTTTCACTGGATACGTAAGATGCG
+TTACTGAGTTTTTCACCATAATAATTAGAATTTTGACTGTAACTAAAGGGAATACTATGGAAATGAATAA
+TCGGCTTAAGAAGTTAGCACTAGGCATAGGTGTACTTGCCATCGCCACCAGTGCAGCAGCAACAACCAAC
+AAAGCTAAGCCTAATGTACTAGCTATTTGGGGTGATGATATTGGTTATTACAATATCAGTGCTTATAACC
+AAGGCATGATGGGTTATCAAACACCAAATATCGACCGTATTGCTGATGAAGGCGCTTTGTTTACCCATCA
+TTATGCACAACAAAGTTGTACTGCTGGCCGTGCTTCTTTCATTTTAGGTCAAGAACCCTTCAGAACCGGT
+TTATTAACTATTGGTATGCCAGGTTCAACACACGGTATTCCCGATTGGACACCTACCATTGCTGATCTTC
+TAAAAGAAAAAGGTTACATGACTGCGCAATTTGGTAAAAACCATTTAGGTGATCAAGATAAACACTTACC
+GACTAATCATGGTTTTGATGAGTTTTTTGGTAATTTATATCATTTGAATGCCGAAGAAGAGCCTGAAACT
+TATTATTATCCTAAAGATAAAGAATTTCATAAAAAATATGGTCCTCGCGGTGTTATCCATTCATTCGCTG
+ATGGAAAAATAGAAAATACAGGTTCTATGACGCGTAAACGCATGGAAACAGCTGATGGAGAGTTTTTAGC
+GGGTACCTTGAAGTTTATTGATAAAGCGCATAAAGCCAAAAAGCCTTTCTTTATCTGGCATAGCTCAACT
+CGTATGCATGTATGGACACGTTTGCAAGAAAAGTATCGCGGTAAGTCAGGCGTAAGTTTAACGGCTGATG
+GTATGTTAGAACATGATGATCAAGTGGGTATATTACTTGATAAATTAGACGATTTAAAAATTGCAGATAA
+TACCATTGTTATTTATTCAACCGACAATGGTGCAGAAAAATTTACTTGGCCTGATGGTGGTACATCACCA
+TTTAGAGGCGAAAAAGGAACGACAACAGAAGGCGGTATGCGTGTTCCTCAACTCGTTCGCTGGCCTGGTA
+CAATCAAGGCAGGCAGTAAATTTAATAACATGATGTCACATGAAGATTGGATGCCAACACTATTAGCGGC
+AGCGGGTGAGCCAAACATAGTTAACAAGCTTAAAAAAGGTTACAAAGCTAACGGTAAAAAATGGAAAATT
+CATCCTGATGGTCATAACTTCTTACCTTTCTTTAAAGGCCAAGAAAAAGCATCTCCGCGCACGAGTAAAT
+TATATTTCAATGCTGCCGGTGATTTGAATGCTGTACGTTGGAATGAATGGAAAATTGCCTTTGCAGAAGA
+AGAAGGCGGAATTAGCACTGCATACCGTAAAGTCCCTGCATGGCCTACCATTACCAACTTACATGCAGAT
+CCCTTTGAAACGGCTGCAAAAGAGTCAGGAATGTACTTACGTTGGTATGCGGATAACATGTGGTTATTTG
+TCCCGGCACAACAACAAGTTGCACAGTTCATGTCAACTATTGACAAATATCCTTTCCAAGAAGGTAGTAG
+TTTAAGTGCGAGTAATATTGGTTATAAAAGCATTAGAACACAGGCTGCACTAAAAAAAATACAACAACTA
+AGTCCTAACCGATAATTGCTGATTTCTTAACGTTCTGTCAGTAATGGCTAAAGCCCAATAATTATTGGGC
+TTTTTTATTTTCATTAACTTTTGTGATAATTAATCAAAAAACAACAAATATTCACATTACACCTATTATT
+AAATCAAGTGAACTAAATAACTAAATACTACGTATAAGTTACTGTTAAATTATTGCATTTATTATTAAAT
+AACATCATATTAATAACGTATTTTTGGTAATTTATACGGACATTGTTATTTTTGCAGATCAAAAGTAACC
+TGTTTCTTTGGTGAGCATAAGGAAGGAAGAAAAAATGATTAAAAATAAACTAAAAATGTTGATGATGGGT
+GCAAGCTTGATAGCGACTGCATCCGCAACAGCAGCGGAAAAGCCAAATATTTTATTTTTCTGGGGCGATG
+ATATAGGACGTACAAATATCAGTGCCTACAGCCACGGTATAATGGGTTTTAAAACACCTAACATCGATCG
+CATAGCTAAAGAAGGTATGATGTTCACCGATTATTATGCAGATCAAAGCTGTACCGCTGGTCGTTCAACG
+TTTATCACTGGACAATCAGGTTTACGTACCGGCATGACAAAAGTTGGCTTACCTGGCGCTAAAGAAGGCA
+TTCAAGATAGAGATATTACTATTGCAGAAATGTTAAAAGCTAAGGGCTATACCACAGGTCAATTTGGTAA
+AAACCACTTAGGTGATAAAGATGAACATTTACCCTCTAATCATGGTTTTGATGAATTTTTTGGTAACCTT
+TACCATTTAAATGCAGAGGAAGAGCCAGAAGACCCTGATTACCCTAAAGATCCTGCTTTTAAGAAAAAAT
+TTGGACCACGCGGTGTTATTCACTCTTATGCCGATGGTAAAATTGAAGATACCGGCCCTTTAACTAAAAA
+ACGCATGGAAACAGCTGATGATGAATTTGTCGCTGCAGCCATGAAATTCGTTGATAAAGCAGTGAAAGCT
+AAAAAACCTTTCTTTGTTTGGGTTAATACTGCAGGCATGCACTTTAGAACACACATCAATCCAAAACATG
+TGGGTCTTTCAGGTCAAGGGTTCTATAACGATGTGATGGTCGCTCACGATAATCATGTTGGCATGATGTT
+AGATCAACTTGATAAGTTAAAAGTTACTGACAGTACAATTGTCATGTACTCTACCGATAATGGCGTGCAC
+TACAATACTTGGCCAGATGCCGGTATAACACCGTTTGATGGTGAAAAAAACAGTGAAAAAGAAGGTGCTT
+ATCGTGTTCCAATGATGGTGCGCTGGCCTGGTAAAATTAAAGCCGGTGAAGTTTCAAACGAAATGATGGC
+TCATTTAGATTGGATGCCAACTTTAGCTGCCGCTGCAGGTGATACTAAACTCAAAGAAGACATGCTTAAA
+GGCAAACGTCGCTTTGGTAATAAGCAATCAAAAATTCATCTTGATGGCTATAATATGCTACCCCACCTTA
+CGGGTAAAACAGAGAAAAGCCCACGCAACATTTATCATTATTTAAATGATGAAGGTTTCCCTGTTGCCAT
+TCGTATTGGTGATTGGAAAATGGTTTATGCAGAAAATCGTGGTAAAACCTTGGCCCTTTGGACAGAACCT
+TTCACTATGCTAAGAATGCCTAAAATCTTAAACTTACGTCGTGACCCGTGGAGTAAAGCTGAAGAAAACT
+CTAATTCTTACTACGATTGGATGATTGATAAAGCGCCGTATATCTATTTAGGTTTATCAGAAACAGCTAA
+GTTTTTATCAACCTTTAAAGACTATCCACCTAGCCAACCTACTGGCTCTTGGTCAGTTGAAGCGGTATAT
+GATACTTTTTTGAAAAAATCTGAAGGTAAATAATACGCTATTTACCTATACTTAAAAGCCCAATGTTTAT
+TGGGCTTTTAAGTTTACTTTACATTACTGTTTAATTTTATAAAAAATGTAATAAACAATAGTAAAAACAA
+CTACTACGGCTACAAATTGACCTCTCATTAACAATAGATTTATCAAAAAATTTGTGTAATATTAGAAATG
+ATACTAATTCGCATATTGCTCATTAACCGTTGAACAATATACTTATCCATTGTGAAAAGGAAAAGAAATG
+GTAACTCAAAATAAGTTAAAGAAACTGGTTTTAGGTTTAAGTTTAATTGCTGCTTCTAGTGCAGCAATGG
+CAACAACCGATACCGCGAAACCTAATATTCTCGCCATCTGGGGCGATGATATCGGCCCATTTAACATCAG
+TGCATATAACCGCGGCATTATGGGTTATAAAACCCCTAATATTGACCGTATTGCTAATGAAGGCATTATT
+TTTACTGATTCCTATGGTGATCAAAGTTGTACAGCGGGTCGCGCTGGTTTTATTACCGGACAACACCCTA
+TGCGTACAGGTTTAACTAAAGTAGGTTTACCTGGTGCAAAAGAAGGGCTTAACAAAAAAGATCCTACCAT
+TGCCGAATTGCTTAAGCCCCATGGTTACATGACTGGCCAATTTGGTAAGAACCATTTAGGTGACCAAGAT
+GAGCATTTACCGACTAACCATGGTTTTGATGAGTTTTTTGGTAACCTTTATCACTTAAATGCAGAAGATG
+AACCAGAGCATCCTGATTACCCTAAAGACCCAGCCTTTAAAAAGCGTTTCGGTCCTCGTGGTGCTATCCA
+TTCCTTTGCCGATGGTAAAATTACCGATACCGGCCCTGTGACTAAAAAACGTATGGAAACTATCGATGAA
+GAGTTTTTAGGCGCCGCACTTAAGTTTATCGATAAAGCTCACGCCGCTAAAAAACCATTTTTTGTCTGGT
+TCAACTCTACCCGTATGCATGTTTGGACACGCTTAAAGCCTGAGTCTGATGGCGTTACTGGCCAAGGTTT
+ATATGCTGACGGCATGGTTGAACATGACGGTCATGTAGGTCAATTACTGGATAAAATTGATAAACTAGGT
+ATAGCTGAAAACACTATTATTATGTACACCACAGATAATGGCGCTGAATTAGCCTTATGGCCTGACGGTG
+GTTACACGCCATTTAGAGGTGAGAAAAACACCAACTGGGAAGGCGGCTACCGTGTTCCTATGATGGTTAA
+ATGGGCGGGTAAAATTAAGCCTAACCAAGTCTCTAATGAAATGATTTCATTAATCGATTGGATGCCAACT
+ATATTAGCTGTTGCTGGTGATACAAACATCAAAAGTAAACTTAAGAAAGGCACGAACGTTGGTGGCACTA
+AATTCAAAGTGCATCTTGATGGCTATAACTTTTTACCGCACTTCTTAGATACAACCAAAGAAGGTCCTCG
+TAAAGAGTTTATCTATTCTTCAGATACGGGTGACATTGTTGGATTACGATACGAAGATTATAAATTCGTT
+TTTAAAGAACAACGAGCACATGGTTTAGAAGTATGGCAAAACCCATGGACAACATTACGTGCACCTAAAA
+TATTCAACTTAAGAATGGACCCTTATGAACGTATGGATCATGAGTCTGAAGGTTATGGTCAATGGTGGGC
+TGAACACATGTTTTTAATGGCCCCTGCTATGATGAAAGTTGCTCAATTTAAAGCAACGTTTAAAGAGTTT
+CCTCAGCGTCAAAAACCAGGAAGCTTCGTGCCATAAACTTCATTAATAACTAAGTGATTTTATAACCACT
+TAATAATATTAATGTTGCAGAAAGCAAAGCCATCAACTGTTTTGATGGCTTTAACTTTCTTACTTTATAG
+CTGTTCGTTGACTGTTATAAAGTAAGAATTTTTTCATTAGAATATTTAATTTCCATCAACTTATATCCAC
+TTTACTTTAGTAAGAATCGACTGTTGTTATGAACAAATTTTATATATTTTCATCGCCTTCACTACGCGCT
+ATTTTACAGTTCTCCATCATTACTAGCTTATTATTTGTAAGCCTAGTAGGTCATGTAAAATCCGTAGAAG
+CGTTAATAGAATCATCTGCTGATAAAGTTGAAAATAAAAATAAAAAACAACGGGTATTTTCGTTACCTAA
+ACCAATGCTCGATGAGTTAATGAAAAACATGGTACTAGTTGAAGCAGGTAGCTTTGCGATGGGCTCTGAC
+TCACCTTTAGCGAGAAACCGTGAAAAACCTGTCAGGCAAGTCAGTCTTGATGCTTTTTACATTGGGAAAT
+ATGAATTAACTCAAGACCTGTTCGAGCAAATTATGGGGTGGAACAATAGTTTCTTCGCCTGTGATAAGTG
+TCCGGTAAATAACATAAGTTGGTTTAATATGCTTTTATTTATTGAGCGATTAAATAGTGCTACTGGTAAA
+GAATTTAGTTTACCTACCGAAGCTCAGTGGGCATATGCTGCAAAAGGTGGCAATAAGTCTCAAAACTATC
+GATACAGTGGTTCAAACAATATTAACGACGTTGCTTGGTTTGCTGATAACGCAAAAAATAAAAGCCACCC
+TGTTGGCCTCAAAAAGCCTAACGAACTTGGTTTATACGATATGACGGGGAATTTATGGGAATTTTGTCTT
+GATGACATGAGCCGACAAGCTTATACCTTCACAGAGAGTCATAACCCTTTTATGGGTGATAAAGAAAACC
+TTAAACAAAAAGCAATGAAAGTTATTCGCGGTGGCGGTTATGAGTTTTCCGCAACAGAAAACTTAGTATT
+CATGCGTGATGGCGCTACTAATAATGTACGTATGGCAGACATCGGATTCAGATTAGTCATGAGCAAAAAT
+TAAATGTTAAATAATTTCCTGGAGCATTATTTCCACATGATAAAATCACCAACAAACGCCTATTTTGGAC
+TGCTTTTTTTAGTACTTAATACTTTTATAGGTCAAAGTTTTGCTCAAACTTTTGTTGGTTCAAAAGCCTG
+TATTGGTTGTCATGAAAAAGCCTATCAAGACTGGCAAGGGTCACATCATGATATGTCAATGAAACATGCC
+GATAGCAAAAGTGTTTTAGGTGACTTTAATAACGCCACATTGGCTACCCAAGATAAAAAGTCTGACAAGC
+TGAATACCTTTTTTAAAAAAGGCCCTCAGTTCTGGGTCAATATCAAAGGTGAAGATGGTAAGTTTCATGA
+CTATCAAATTAAATATACTTTTGGTTATGAGCCACTACAACAATATATGGTTGAGTTCGATGATGGCCGA
+GTTCAGCTGATACCTTTCGCTTGGGACTCTCGAGTCAAAGAAGAAGGGGGACAACGATGGTTCAACCTTT
+ACCCCGATATGACTGAAAAACATCAAGAATTCTTTTGGACCAATACTGGTCAAAACTGGAACTACATGTG
+TGCTGACTGCCATTCAACCAATGTAGATAAGAACTTTGATATCAAAACAGATTCCTACAATACTACTTTT
+AGTGAAATTAATGTCGCTTGTGAGAGCTGCCATGGGGCCGCCAGTGAACATTTAACTTGGGCTAAGCAAT
+CTAAAGATAAATCTGAAAACACAATAAATAACATGCCATTAGATGGCAAAGGCTTTAGCCGTGTTTTATC
+AAAATCAGTACAAAACTGGCAAGCAAAAGGCAATAAAAAAACCTTAACACCAAAAAGTATTGAACATAGC
+CAACAAGTATTAGTGTGCGCGCAATGCCATAGCAGACGAACTCAAGTAAGTACTAACGACCATGTAAAAA
+GTAATGCCTTTGGTGAGCGTTATTTACTTGATTTAGTTTCAAGCACCAATTATCACCCTGACGGACAAGT
+CTACAACGAAGATTTTGTTTATGGTTCTTTTTTACAGTCAAAAATGTACAAAAATGGCGTGGTATGTAGC
+GACTGTCATAACCCGCACACTGCACAATTAAAACTTCCAATCGAAACACTTTGCTTGCAGTGTCATCAAA
+GTGATAACTACGCATCAACACAGCATCATAAACATCCTGAAAGCTCTACTGGCGCACAATGTGTTAATTG
+TCATATGCCTGAGACGACATATATGGAAATTGATGCCAGACGTGATCATGGCTTTCATATACCAACGCCT
+AATTTAGCCCAGAAATTAGGCACACCTGATACCTGTTTAAGTTGTCATGAGAATAAAGATAGCCAATGGA
+GTGCTAGCAAGGTTAATGCTTGGTATCCTAAATCAACGGTTGAAACTGAAAAAGACTTTGTCGCGGTTTT
+CTCTGCTATTAACTTAGCGTTAAATGAGCAACAACTTCAAGGCGTTTCCTCAGAGTTATCTCGCATTGCT
+CAGACTATCAGTTATGCTGGCATTATCCGCGCCTCTGCATTAACTAAAATGGCTAGCGTATCTAATACCA
+ATACTATTATCGCTATTGCTAGAGCCGTTAAAAACCCTGATGAAAATATACGATTAGGTGCAATCGAAGG
+GGCTCAAAATATGGCTGCTGCTGAAAAGTGGCGCATATTATCACCTTTATTAAACGACAAAGTGTTATCG
+GTAAGAATCAATGCTGCTTTTACCTTAACCAGTTTGTGGCAAAACTTATCCGTACCACAAAAAGAACAAT
+TAACACCCGCCCTGAATGAATATATCGAAAGTCAGCATTTTAATAATGATCGTAGTTTTTCTCATTCTAA
+TCGAGGAATTATTGCCGCCTATCAAGGACAATACGATCAAGCCATTAAAGCTTTCAAACAAGGCATCGCA
+ATAGAGAAACATTTTGCACGAACTTACCTTAATTTGAGCCAAGTTTATTATCAACGAGGCGAAAACCAAA
+AAAGTATTGAAATATTGCAGCAAGGAAAATCCGCAAACCCTGATGATGCCAGCCTGCCCTATAATTTAGG
+ACTCGCGTATATTAGGGTTCAAGATAAAGTAAAAGCAGCACAAGCATTAGCCATTGCTACACAACTTGCC
+CCCCAAAATAGTCATTATTTTTATGTTTATGGCTTAAGTTTAGAGCAGCAGAAACCTAGTGCCGCTTATG
+GCGCTTTGTATCAAGCATTTCAACTGAGTAATAACCCGCAACATTTATATGCGCTATGTGACATGCAAGT
+CCGCCATAAAAGCGGTTTAGCAAAACAATGTTTAGCACAACTTGCCCCGTTAGTGCCCAGTAATGTGATG
+CAAACGCTTAGGCAACAGTTAAATCAATAAGGTTTCCGTTATGTAAAACAATTAGCTACTTGTTAGCTAA
+CTGTTAGGAAATGAGCTAATTAAAGTGGAATAAAAAAGGATTGTTTTATGAGTAGCAAAATGAATGACCA
+AGAGAGTAATAAGTCTAATGCGCTAGCGCAGTTACAATTATTAAAAACACAAATTGAGCAATCAGTTATT
+GGTCAGTCACATGTTGTAGACTCGCTACTTATTGCCCTGTTAACTAATGGTAATATTTTATTAGAAGGTT
+TGCCCGGCACAGCAAAAACCCGTTCAATTAAAACCTTAGCACGCTCTCTTGCCGTAGATCTTGGTCGAGT
+ACAATTCACGCCCGATTTATTACCCTCTGATGTCACTGGCACAGAAGTTTACCAAGAAGTTAACGGCAAA
+CCCGTACTAACTTTTCAACAAGGTCCTATTTTTAATAATCTGTTACTTGCCGATGAAATCAATAGATCGC
+CTGCTAAAGTACAAGCCGCACTATTAGAAGCGATGGAAGAAAGACAAATCACCGTTGCCGGTAAAACCTA
+CAAATTACCTGAACTTTTTATGGTATTAGCAACCCAGAACCCAATTGAGCAAGAAGGTACTTACCCGTTA
+CCAGAAGCGCAAATGGATCGATTCATCATGAAAATCAATCTTGATTACCCCGATGATGCTGCTGAAGGTG
+AGATCATAAAATTAGTACGCAGCGAAGAAAAGAGCGTACAAACTGTTGAGAATATTAGTCCTGAACATAT
+TTTCACTGCCCGAGATGAAATCCATACCATCCATGCCAGTCAAGCCATCATCGATTACATTGTAGCCATC
+GTTATGGCAACGAGAAAACCCGAACGATATCCTGACTCTCCGTTGCAGCAATGGTTAACTGTTGGCTCAA
+GTCCAAGAGCGAGTATCGCCATTGATAAATGTGCCCGCGCGCAAGCCTGGCTAAACGGAAAAGACTTCGT
+TGACCCTGACGATGTTCGATCTGTGGCTCATTCTGTTCTACGCCATCGCTTAGTACTCAGTTACGACGCT
+TTAGCTGACGGTATTACTGCTGATGCGGTAATAGATGAAATACTTAAACAGGTGGCTGTTGCCTAAGGGG
+TTCAAATGAACACCAACACACCTCCTAATAAAAAAAAGTCTGCAGATGACTCTAAAGATAAGTCAGCAAT
+TTACGTTGACTTAAATGAATTACGTCGTCTCAAGTATTTAGCTAAAGGCTTTTCGTTTACACCCAATCAG
+CCAGCAAACAGTGCCTTAAGTGGTAAGAACGTCTCTAAACTTCGTGGTCGCGGACTCAATTTTGAAGAGC
+TGCGCCATTATCGTCCAGGCGACGATATTCGCTCTATGGATTGGAAGGTCACGCAAAGAACCGGAAAACC
+CCATATCAAGGTGTTCACCGAAGAGCGTGAGCGCAATGTATTTTTAGCCATAGATCAACGTATGACGATG
+TTCTTTGGTAGTTCAAATAAAATGAAATCAGTGATTGCCGCTGAGCTTTCCGCTTTAATTGCTTGGCAAA
+TAAGTGATAGTGGTGATCGCATTGGCGCAGTTATTTATAATGATCAACAAACCAAAGTTATACCCGCTAA
+GCGTGGCAGACAACATGTTGTCAATTTACTCGCTGAAGTATTGAAGAAAAATCACGAGTTATCCATCGAC
+CTGTCGAGCAAAGATAATGCTCACCAACAAGTTGACGATAGCGAGTCCTATAACAAAATGTTGGCAACCT
+TAAATAAAGTCTCAAGTCATAATGGTTTAATCATTTTAATTGGTGATGGCCATGGTTTTAACGATAAAAG
+CACCGATTTTGTTAAGCAATTAAGGCAGCATAATGAAGTTATTGCCTGTCACATTTTTGATCCCTTAGAG
+CAGACCTTACCCAAAATGTCACAAATGATTGTCAGTGATGGTGTGCAACAGATCCAGTTTTCTTCAGAGA
+AAAAGCACGTTCAAAAAAATTATGAAGCTGAAATAGCTCGTCAGTTAGAGAGTTATGTCAAAGCGGCGAA
+AAAGTACCGTATCCCGTTAATCGAAATAGATACCATTGCTCCTGTTGAGCAACAACTACGTAAAGCCCTT
+GGTCACAAAGCAGGAAGTCAAACTGGCGCTAAAACAGGACATACCACAGGAATTAAATCATGAGTTTTGA
+AAAACCTTGGGGTAATTATTTACTCGAGGCCATTGTCGAAACAAAAGCACCAGACATGATTAGCTTTTGG
+CCTCAAACGATTGCTTGGCAACTACTTTTTATTTTATTGATAATGCTTATTATCAAAAAAGTTTATCTAT
+CATGGAAGAATTATCAGGCTAACGCTTACCGACGCGAAGCCCTTGTTTGGCTTGCTCAATGCTCTCTTTC
+TAATGAAGAAGATATTAGGCAATTACCCGCATTACTTAGGAAAACGGCGATGCTCTCTAATAATCACCAA
+TTGAAAGAGGGTAACTCTTTTACTAACAAGAATAATGGTGGAGATAAAAGTAACGATGATACTGGCGAAA
+ACCCTAATACTTCTTTTGCGATAAAATGCAAACAAGAAATTACTGAGTTAAGGGGATTACCTTGGGTAAA
+ATGGCTTGACCAACAGTGTAGTCAAAGTCATTTTCATGAAAAAGAAGCACTGTCTTCATCAGATTATTAC
+TCTTGTGAAAAATTATTAACTCAACTTCCTTATATGGCCAAAATAGATCTTAACAATGCTTCGTTTAATA
+CAGGGCTAATAGAACTGCGCCAACAAATAGAACTATGGATTAGGCATCATGAATTGCCCGTTGCAACTGA
+AGTAACACCAGCTTGTAGTGATACAGATGATGGAGTGGCAACATGATCGAGTTCGTTTATCCCTGGGCGT
+TTGTATTGCTCATAGTCCCTTTTGCTGTAACGCTGTTTGCACCTGCTTATAAAGAACGAAAATCATCCAT
+TAAGGTGCCCTACTTTGCTCGACTTGTTGATGTAACCGGTGAAAAACCACAAAGTGGCGCGGTATTACTT
+AATCGCAATAACCTGCAAAGATTAATTGTTGCTTTCTCATGGCTGTGTATTGTCACTGCTATCGCTAAAC
+CTGAAATGATTGGTGCACCGATTAATCAAGAAAAGTCCGCGCGTGACTTAATGATAGCAGTCGATTTATC
+CGGCTCTATGGCAGTCGAAGATTTCACCTTACCTATCGCCACCAATGAGCTAACGAATAGAGCAAAAAAT
+GACACTGATTCTAGTGCAACAAAAAGCAGTACAAACGACACAGGTAAAGGTGAGAAAGTTAATCGATTGG
+TCGCTGTTAAGCATGTGCTCAATGCCTTTGTTAAAAGTCGCGAACATGACAGATTAGGTCTTATCCTGTT
+TGGTGATGCGCCATATCTGCAGGCCCCTTTTACTGATGACATAGCTACATGGCAAGCTTTACTGAACGAA
+AGCGATATTGGCATGGCAGGTCAAAGTACCGCTTTTGGTGATGCCATTGGCTTAGCCATCAGCGTTTTTC
+AACAATCTGACACCCAAAATCGTGTGTTAATTGTATTAACTGATGGCAATGATACTGCTTCAAAAGTTCC
+GCCAGTAGAAGCCGCTAAAGTTGCTGCTGCACGAGATATTAAGATATATACCATCGCCATTGGCGATCCA
+AGCGCTGTTGGTGAAGAGAAAGTAGATCTTGAGGTTCTGCAAGCAATGGCAGAAATTACCCAAGGTAAAA
+GTTTTCAAGCACTAAACAGTGAAGAATTATTAAAAGTTTATGCTGAGATTGATAGACTTGAGCCACAGCA
+ATTTGACTCACTATCCTTTAGGCCAAGAGTCAGTATTCATCATTACCCTATCGTATTATTTGTCAGTATT
+TATCTGCTGGCTTTATTTATTGTTAATATTCGAATCCGCCTACAATTAGCCAAACAACAACGTAACGTGC
+TGAGAGGTAAATCATGATTGATGACCTATCGCTATTTTTTGATAACATGCAGCATTTTCACTTTCTGCGC
+CCTTATTGGTTGTTAGCATTCATCATTATTGTTTACATCATTCGCGCCTTTTCACTACGCGATGATAGTT
+TAGCGCAGTGGCGGTCTTTAATGTCGGCTCAAGTATTGTCGCACTTAACGGTGAGCGGTAATAATAACAA
+CTGGTTGTCTCCACAGAAAATGTCCTTAATCTTAGCAGTCCCACTTTGCATCGTGCTAATGGGACCTACT
+TGGCAACAACAACCCTCACCTTTTAGTGAGAATAATGCACCACTTATCATAGCACTTGATGTATCTAAAA
+CCATGGAACAAGGCGACGTGCAACCATCAAGATTATTACGCGCAAAACAAAAAATCATCGAATTACTTGA
+ACTCAGGGGCGATAGTAAAACAGCGCTCATTGCCTTTGCTGGTAGTGCTCATGTGGTCATGCCAATAACT
+AATGACAGAGAAATGATCCGCCACTTTCTTGATGCATTAGATGAAAAAGTCATGCCTGTTGCCGGTAAAT
+TACCAGAAACGGTTATCCCTTTAGTCGATAATTTATTAGCAACTTCTAACGTGCCTGGCACCGTTTTATT
+AATAGGTGATGGAGCAACCAGTAATACGGTAAATAGCTTTAAAACGTTTTTTAACAAACAAGGAGCACAA
+CTACTTGTTTGGGGCATAGGTAAATCAGCACAATCGGAAGAGAAATCAGCAACATTAACTGCTGATATTA
+TTCCTTTACAACTTGAGCAATTGAAGGCATTAACGAGTGAGAGTAATGGTCGTCTGATATTAATGAGTAA
+TGATAACAGTGATGTTAACCGGGTTAATAACTACATTAAGCACAATCTTGTTATTGTTGATGACAATAGC
+AGGCCATGGCATGACTCGGGTTACCCTATGGTATTTGTTGTGGCGGGTATTTTCTTGTTCTGGTTTAGAA
+AAGGATGGACTCTGCAATGGTAAAATTAATATCAACACTGTGGTTTAACTTTTCAGTACGAACCAATCAG
+CGAAGCTACCTTAATAAACGTTACGTTAATAAAAGTACATTAATTAGCATAGTAGTTATCGCAACTTGCC
+TTTTCGCCTATGTAAAACCACAGCAATTTGCTGATTTTTGGCTTACCCGTGATCAACAAGGACAACTACT
+GTTTAACTTGGGACATTACCAGCAGGCAAGTAACACATTTAAAAGTACTCAATGGCAAGCCTATAGTAGT
+TATGGCGCTGAGCAATATAAAAATGCAGCAACTCTATATGGGCAGTTTACGGATATCGAAAGTCAATTAG
+CCAAGGCAAATGCCCTTGCCCATGCACGTGAATACTTAAGTGCTCGTAACTTATATCAACAAATATTGAC
+AATTGTTCCCCAAAATAGTGCCGCAAACACTAACATTAAAATCGTTCAGGCCATCATTGATGAAGTAAAC
+CGTTTATCTGCTAGTCAGGCACAAGAAGACGGAGAGTCAATAAAAGAGTTAGGTGACGAACCACAAACTG
+GCGATGGGGCTGAACGTGAAGTAGCCCCCGAAGAGCAAGAAATAGAACAGCTCAGTGCAGAGCAACTTCT
+TCTTGATCCGAATCTAAATGAAATGTGGTTGAGACAAGTACAAAAAAACCCAGCATATTTTTTATCTCAA
+AAATTTTATATGCAGCAAGAAGCTGTTAATCATAAAAAGATAACCACTGATAAAGATAATAATAAAGATG
+AGAATAAAGGAGTTAATGATGAATAAAAAATTGATTTCCCTACTCACCTTCCTTGTTCTGATTTGTCAGC
+TAACGATAATACCAGTCGCGACAGCAGCACAAGATATAGAAGATTTAGTTAATCAAGGTAAGTTAACGAT
+TAACTTGAAGGTTAATCGAAAAGAACAACAAATAGTCGGACAAGCTCTCATACTTGCGATCGAAGTATCG
+ACAGTTCGATGGTTTGCAACAGGTAGCCAAATTCAACATTTCACCATGAAAAATGTCGTGATGCAGGCAA
+ACAATACGACAACAATAAATGGTAGCAAACGCATCAATGGTCAAACGTGGGCAACACAAACCCATGAAAT
+CACCCTATATCCTTCGGTATCTGGTACTTATCGAATTGAGCCGATTAATGTAGACATCTCCATTAATACT
+GAACACGATGGCATAGTCAGCGGCGAACTTAGTACCCAAGAAAGTAGTTTTACTATTGATTTGCCGAAAG
+CGCTTGAGGGTATTGAAAATTTCATCGTTTCGCCACAGGTAACGCTAATTGTTGACGGGCAGTTCGATGA
+AGAAAAGAACTATGCGGTAGGAGAAGCCATCACGCAGACGATAACAATTACCGCCGATGACACACCAGCA
+ATGATGATAAAGCCAATTAACTTGGTAGCGAATAATTTAGGAGCTACTGATCTAACACCGCATGATAAAT
+CGACGGATAATAAGGTGGCGAGTAATAAAACCACGTTAGATGGAATCAGCATTTATCACAAACCTGCGCA
+AGTTTTTGATAAGTCTAATCGAGGTACGTTATTAGGTACTCGGGTAGAGTCTTTTACTTATATTTTTGAA
+AAGCCGGGACATTATTTAATCGATGAACAAGTTATCTACTGGTGGAATAGCCAAAGCAACACACTGGAGC
+GTTTGTTGATTCCATCATCCAAATGGACAGTTTCTGACGGGGCCTTAAGCAAAGTTAGTACCGGTAATCC
+TTTAAAGTCATTTAATTTCACTATTAAAACAGTCATAAATTCAATCGTCATAATAGTGTTACTAATACTT
+ATTTCGCTAGGGGTCACAAAGCGTCATTATTTATCCGCTTTATATAACAAGCTCACTAAACGCGAGCAAA
+GATTACTTCGTAGTAAATATTTAAATGCAGTAGCTGACAAAAATTACTTAATAGCAACGCAATACCTCTA
+TCAATATGCTTTATTAAAAAATAAGCAAACTTACGCAGCTGGTTGCGTGCAATCTTCTACATTAAATCAA
+TTGGCTTTCAAAGAAAGTAACGCAGAAAACATACCGTTAAGCTTTTCTGTAAGCGATGCTAAGGTATTAA
+TTAGTAAAATTGATGCTAGTACCTCTAAAAAAGAGGATGTAGCTAATTTTATTCCTAAAGAGCGAATCAA
+CCTTAACAGTGATTAATACCATTAATCACTAATACTAAATTAATTAACCAGTGCTCCTTCACCTTTTAGT
+GTTATTTTATCCATAAAAAACCCGTATTAGCTTTCACTAATACGGGTTTTATTATTTTATTTCAGCAAGT
+ACTGGTTCACCTACAGAATAAGGAAGTAAAAATGAATAATTAAATTATTCAGCTTAAATTAGCGAAATTA
+ACATTCCTTATCTTAGTCGCTATATTTATTAGTCACTATTTCCGTCTTCTACACGGCTTTTCAGTTTTTG
+GCCTGGTCTAAAGGTAACCACTTTACGGGCAGAAATTGGAATATCTTCACCCGTTTTTGGATTACGACCA
+GGGCGTTCGCTTTTAAGACGTAGGTCGAAATTGCCAAAACCTGAAAGCTTTACTTGATCACCGCTTTCTA
+AAGTTTCGCGAATTTCTTCAAAGAAGATTTCAACCATGTCTTTTGCGTCGCGCTTGCTCAGCCCAACTTT
+TTCAAATAAATGTTCTGCTACTTCTGCTTTGGTAAGCGCCATTGCTTAGTCCCTCAGTGATGCATTTAGT
+TCTGTTTTTAATGTTGCAACAACTCTATCAATGACATCAGTGATGTCTTTTTCTTCAAGAGTTTTACTGG
+TATCTTGTAATACTAGGGCTATGGCTAGACTTTTAAAACCGTCATCAATGCCTTGACCTTTGTATACATC
+AAATAAGTTTAGATCAATTAAATAATTTCCGCCAACCTTTTCAATAAGTTGTAACACATTTTTTGCATCA
+ACATCCTCTTTTACTACTATTGCTAGGTCACGGCGATTGGCAGGAAAGCGAGATATATCGGTGGCTTCAG
+GGATTTTTTGCACTAAAACTTCAGACAATAATAGTTCGAAAATTAATGTTCTACCGTTTAAGCCTAATTT
+TCTTTCTAATTCAGGGTGTAAGGTTCCAACACAACCGACAAAAACGCCATTTTTAGTAATTTGCGCCGTT
+TGCCCTGGATGTAAAGCATCAACCTCAGCTTTTGAAAACTCATAACCTTGTGCATCACAAGTCAGTGCTA
+ATAAAGCTTCAACATCACCTTTAATATCATAAAAGTCGGTTGCCGCTTTTTCCATGCTCCAATGTTCATC
+AACACGAAGACCACTAATAACACCTGCAATCATGTTTTGTTGACGAACACCGTTTTCTGCACTTTCATCT
+GGAACAAAACGTAAGCCAGTTTCAAATAAACGAATGCGGCCTTGCTGACGATTTTGATTGTAAACCATCG
+ACTGTAACAAACCGGTCCATAAACTTAGACGCATTACCGACATTTCAGAAGAAATTGGATGTGGTAGCGT
+CATCACCTCTTGTCCTGGGTGCAATAAGGCTTGTACTTTCGGATCAACAAAACTGTAGGTGATCGCTTCT
+TGGTAATCACGATTTACTAATGTTTGTTTCAGATTTGATAAAGAAAGGTTAGCTTCTTTTTGCTCACACA
+TTTTCAAAGTAGCTTTTGGCGCAATATTTGGAATATTGTTATAGCCAAAAATACGTGCCACTTCTTCAAT
+TAAATCAACTTCGATTTTAATATCAAAACGATATGCTGGCACAATCACTTGCCATACTTTAGCTTCGCCT
+TCACCTGTAGTGGTTACAGTAAAACCAAGACGCGTAAGAATTTCACTCACTTGTGCATCTTCAATATGAT
+GGCCAATGCGACTATCTAACATTTTACGACGTAAGTTTACGTCTTTTGTTTGTGGAATATCTGCATCAGA
+TTTAGCTTCAACAACTGGGCCTGCTTGACCACCAACAATGCTTAGCAATAATTCAGTCGCTCGTTCTATT
+GCGTCATGCTGTAACGTTGGGTCTATACCACGCTCATAACGATGTGAAGAGTCTGTATGTAAGCCGTATT
+GACGCGCTTTACCTAAGATAGCTAACGGTGCAAAAAATGCACTTTCTAAAAATAGATCAGTGGTGTTATT
+GGTAACACCTGATTCAAGTCCACCAAAGATACCTGCCATGGCTAATGCTTTGTTCTCATCAGCAATAACT
+AAAGTACCTTCTTTTAACGTGACTTCGTTTTCATCTAATAATGTTAATTTTTCGTCTTTATTTGCGAAAC
+GTACATTGATACCGCCGTCTAGTTTGGCTAAATCAAAGGCATGCATTGGATGACCCAATTCAAGTAAGAT
+GTAATTAGTAACATCAACAACAGGGTCTATTGAACGTGTTCCACAACGACGAAGTTTTTCTACCATCCAA
+AGTGGCGTGGTTGCGTTAGGGTTAATACCCTTAATAACACGACCTAAATAACGAGGACATGCTTCATTAG
+CCTCAATATTAATGGTAATAACATCATCAATTGTTGGCGCTACAGCAGTAATTGTTGGTTCACTAACTTC
+TAAAGAGTTCAACACACCTACTTCACGAGCTAAACCTTTAAGGCCTAGACAGTCACCACGGTTAGCTGTT
+AAATCGACATCAATAGTAACGTCATTCAAGTCTAAATATTCACGGACACATTGACCTAATGGCGCATCAC
+TTGCTAATTCCATAATGCCATCTGAGTCATCAGCTAAACCAATTTCAGATTCACTACACAACATACCAAA
+AGAAGGTACACCACGTAATTTTGCTTTCTTAATTTTAAAGTCGCCTGGTAATACTGCGCCGACCGTTGCC
+ACTGCAACTTTTAAACCTAGACGACAGTTTTTAGCACCACAAACGATAGTAACTAACTCGCCTTTTTCTA
+CCGTAGTAGAACTGTAATCGCCTAAACTAATTTTTGTTACTTGCAACTTATCTGCATCAGGGTGTGGGCC
+ACATTCAACCACTTCACCAATAACAACACCACTAAATTCGCCTGCTACCGGATCAACACCGTCAACCTCT
+AAGCCAGCCATTGTTATTTGATGCGCTAAATCATCCGAAGAAAGTGCAGGATTAACCCATTCACGTAACC
+AAGATTCACTAAATTTCATTATGAGTTTTCCTACTTGAACTGTTTTAAGAAGCGAAGATCATTTTCAAAG
+AATGCACGTAAATCATTTACGCCATAACGCAGCATAGTTAAGCGTTCAACGCCCATACCAAAAGCAAAAC
+CAGTGTAAACTTCTGGGTCTATACCAACACTACGTAAAACATTTGGGTGAACCATGCCACAGCCTAATAC
+TTCTAACCACTTACCATTTTTACCCATGATATCGACTTCCGCAGAAGGTTCAGTGAATGGGAAGTAAGAA
+GGACGGAAGCGAATTTCTACTTCTTCTTCAAAGAAATGATGCAAGAAATCATGCAAAATTCCCTTAAGGT
+GAGTAAAACTAACGTCTTTATCTACCATCAAACCTTCAACTTGATGAAACATCGGCGTATGCGTTTGATC
+ATAATCGTTACGATATACTTTACCTGGAGAGATAATACGCAATGGTGGTTGTTCAACTTCCATAGTACGA
+ATTTGTACACCAGATGTTTGCGTACGTAATACTAATTTAGGGTTAAAGTAGAAAGTATCATGGTCTTGAC
+GTGCAGGATGATGTTCAGGAATATTCAAGGCATCAAAGTTATGATAATCATCTTCAACTTCTGGACCATC
+TTTTACTTCAAAGCCTAAATCACCGAAGAAACTTTCAATGCGTGCGATAGTGCGGGTTACTGGATGTAAA
+CCACCAATTTGAGTGCCGCGTCCTGGTAGAGTGACATCAATAGACTCCGCCGCTAATTTTTCTTTAATCT
+CTTGGGCACGTAATAATTCACCACGTTCGGTTAGTAATTTTTGTACTGCTTGTTTAGCAATATTGATTAC
+TTGTCCCATTTTAGGTTTTTCTTCTTTCGGTAATTTACCTAAACCTTTCATTTGCTCGGTGAATAAACCT
+TTTTTCCCTAAAAAGTTAACACGCACTTGATCAAGTGCTGTTGGGTCTGATGCTTGTGCAATGGCAACTT
+CAGCCTGCGCTACAATGCTATCTATGGTGGTGGTGTCTAAGTTCATGATTTCCTCTAAAACGGGGTAAAT
+AAACGACTTTAATTAGCTTTTCTTATGAAAAAAGGCCAGCTAGTTAAGCCATTTACCAATAGACTAATTT
+AAATAATAAAAATGCGATTGATTTTACACGAAAACTTGGCTTTAGGTAGCAGTAATAACGGCTTTTTTAA
+TGATATATAGTCAAACTACATAAGCATGGAGGTTTTAACGGGAATTATAAACGTTTTTAGATAGGAGTTG
+ATTGAAGATATGGTCAAAACTGGCACACAAACCCATAGCTCTTTTAGTATGGCTTTAACAATAAATATAT
+TTATACCGAATAAATGAAGTGAAATTAACGCTTACTTCCTATTACTACCTCTTATTGCTCTTTTGCTTCG
+CTTTCACGTTTAACTAAAAGAAAGGTTAGATACATTTTTGTCGGTAAAGAAAATACCAAACCAAAGGCAA
+TACACATAGCACTAATAATAATGCCTGTTACGCCGAGTGACTCCATATAATCACTAAATGAGTGTAAATA
+AATCCCTAGCAGAATCAGAGATATTCCAATGCAAATAGAAATTTTTAATAGTAGAACTAAGCGTTGCTCT
+GACATAAATCACTCTGCAAAACGTTAAAATAATATAAATATAATATATCAACATTAAACATCAGCACTTA
+TTGAGCAAGATCATTGTCTTGTCCAATAAGTGCATTAATTTTCTGACTTTTAGCTTAAAGAATCCAAGAT
+GGCCGCTACAGGATGTCTGGCTTTTAAATCACTAAAACGTTTCACTTGTGATCGACAAGAAAACCCAGTT
+GCTAATACTTGTTCACTCGCTAGCGTTTCTAACTTCGCCTGCCAGCTTAATTCAAATAAACCTTTCGAAT
+TATCTAAGTTAGTTTTTTCATGCCCGTAAGTGCCTGCCATGCCACAACAACCAACACTGACTTTTTCTAA
+GGCTAAACCGAAGTGTTCAAAAATTGATTGCCATTCATTTTCACTGTTCACTAAAGCTGTTTTCTCGGTG
+CAATGAGAGAAGAGTTTAAATGCCTGAGCTTTTGAGTGCTCTGTTGAGCTAAATGCCCCTTTAAAAGCCG
+TATCTTCTTTAATAAAAGTTAATAACCATTCATGAGCCAGTAATACCGAAAAATCACCACGTTTTTCTTG
+CAAGGTTTTCGCGTATTCATCGCGATAACACAAGACCATCGAAGCATCCATTCCCAACATTGGAATATCG
+AGTGCCGCTAGTTGATTTAAAAAGTCACTGCTTGATTTTGCTGTTTTAGCAAATCGCGCTAAAAACCCTT
+TAACATGTTGCGCTTTACCATTTGGTTTAAAAGGTAATAAAATCGGCTCTAAACCCAATTTTTTAATCAA
+GCTCATCATACTTTCTACCGTAGTAGCATCATAAAATGAGGTAAAAGGATCTTGTACTATCAGTACATAA
+CCTTTGCGTTGCTGCGTGGTTAACCGCTGTAATTTAGTTAAATCAAAACCAGAGAAGCCTGCTTTTTTCA
+CTTGTTTTTTTAAGGTAGGCACTGATAATAATGGCGTATTAACATAACCAATAGTTTTGGCTGATAACTT
+GTCATAGAGCTTAGTGTTAAGTACCGCATTAACGATTTTAGGTGCTTTAGCCATTAACGGCGCAAGTATC
+TCCACGTTAGCGACAAGGTGATCTTTTAATGGTCTGGCATAACGAGAGTAATATATATTAATAAACCGTG
+ACCTAAAATCGGGTACATCGACTTTAATAGGACATTGGCTTGCACACGCTTTACACGCTAAACAACCTTG
+CATTGCCTCCATTACTTCATGAGAGAAGTCACCATTACCATTTTCATCTTGTTGTGGTTTACTAATAAAA
+TTAAGTCGAAGTTTATCAGCAGCATTCGTTAGTATCTCTTTAACCGACCAGATGCTTTTCGATGTATTAA
+TGTTGTCTTCAAGTTTTAGAATATCAACGCCCTGCTTCTCTAATAAACGCAACCATTCACGCATTAAACC
+AGCGCGTCCTTTAGGAGAGTGACGTCTATCTCGAGTAATTTTACTCGACGGACACATTGGGCTATCGGCA
+TCATAGTTAAAACACAAACCATTGCCGTTACAATCCATAGCGGCAGTAAATGACTCTTTAACCGTCACAG
+GGATTTGTCTATCATAAAAACCGCGCTTGGTATCATCAACGCTCACCAATTGCTCGCTTGAGTCAAATGG
+TGTGCAAATTTTACCTGGGTTCATTCTATTAAGCGGGTCAAACGCTGCTTTGATTTTTCTTAGCTCGTTA
+AACAGGTGTTCACCAAAAAATTCAGGGCCATATTCACTGCGATAGCCCTTACCGTGTTCACCCCACATTA
+GACCACCATATTTAGCGGTTAGTTTAACGACTTTATCAGAGATGGTACGTAATAACTTTTCTTGCTCAGG
+ATCGCACATATCAAGGGCTGGGCGTACATGTAATACCCCCGCATCGACATGGCCAAACATGCCATAATTT
+AACTCGTAACCATCAAGTAGTGCACGAAACTCACCAATAAAATCAGCAAGATTTTCTGGTGGTACGGCGG
+TATCTTCAGCAAAGGCTAACGGTTTTTGACTGCCTTCAGTTTTACCCAACAAACCAACCGCTTTTTTACG
+CATGGCATAAATTTTGTTAATACTGGCAAGGTCTGAAGTCACTTGATAACCAATGACGCCACGACTTTCT
+GATGACTTATCTAATGAACCATCTTTGCTAATTAAAACATCAAGGCCTGAGGTGAGCTGTGCAACCTGAG
+CGGCTAAGCCTTCAATGCTATCGCCGTTATATTCAACAACATTAATGCCATCCATCACTTTTCCTGGCAC
+ATCAGTGATTAAGTCACTGACACTGTGCCAAACAATATCTTGTTTCGCGAGATTTAATACCCTTGAATCT
+ATCGTTTCTACTGACGTTGCCTTGGCTTCAACGAGCGAAGGAGAGTGACGAAGTGCGGAATCAAAACTAT
+CGTATTTGATATTAATGAGTGTTTTAGCAACACGAATAGGATTAATGTTTAGCTTTGCTTCGCAAACAAA
+TGCCAATGAACCTTCTGAGCCAGTGATCAAGCGTGATAAATCAACGCCAATAATGTCACCATCATCATTT
+GTTTTTAATACGTTCTCTAAATCATACCCCGTTAAAAAACGATTTAATCGTGGAAATGTCTTTAACACTA
+ATTCGCGATTTTCAATACATGAGTCAAGCACTTGCGCCATTATCCTTGCATGAGAAGTCGCGTGTGATGT
+TGAATGAGAGATCGTATGAGTTTGGGTTTGACTTTCGCCCTCAACAGTACTTTTCTGAGCTAAGTTTTGA
+GCTTGCGCTAATGTCATTGGCTCAGTATTTAAGACCTCACCATTAGCAAGTACCGACGTTAGTGCTAAAA
+CATGATTAGACGTTTTTCCATAAACTAACGAGCCTTGCCCAGAAGCATCGGTATTGATCATACCGCCAAC
+AGTGGCTCGATTCGAGGTGGATAAATCAGGAGCAAAGAAAAAGCCATGGGGACGTAGAAAATCATTAAGC
+TGATCTTTAACCACACCCGCTTCGACACGTACCCACTTTTCCTCAACATTAATCTCTAATACTTTATTCA
+TGTATTTAGATAAATCAACCACAACACCTGGTGTTAAACTTTGCCCGTTGGTACCGGTACCGCCACCACG
+TGCACTGAATTTAATACTCAGATATTGCTCATTACTTGCTGTTGTAGCCAGTAAAACAATATCGGATTGA
+GTACGTGGTTGAATAACCAATTGTGGCAACTGCTGGTAAATGCTGTTGTCGGTTGCGACTGATAGTCTCG
+CGCTGTAACTGGCATTAATATCACCAGTAAAGTTTTTATTTTTTAATGAACTAATAAAATCATTATATAA
+AGGAGGAAGATGATTTTGATGACTAATATGGGGAAGCATAACGACTTAACTTTTCTTTTAAACAGGACAA
+TGCTTCGAGTATATCATGTTGAAAATGAATTTTTACTGCATTAAAAGGCAAATATTCAATAATATCACTG
+AAAAATGAATATTTATTTATACCCGTTACCAATCAAGATGCAGGTTTCAGAGTGCTTGAACAATTTCAAT
+TCAAGGCGCTGTGATGAAATAATGGTTGTTCAGGAGAATATGCTCCTGCATTCTCTAATAACACCATCCA
+TGTAGCGCCATTATAAATCACAGTAGCGATTAAGTGATGTTGCTCAAGCGCCTCTTCGATGGGTTTAAAA
+TCATTTTATACGGCGTTAAATAATCAAACCATAGAATGACTATGCTTAAATTATCTTCCTTGCCTAAAGT
+GATTTTAATTCCCACTGAAATCCTACACTTTGAATGGTGACGGGTATATAAGACTAAATGAACACTTCTG
+TTAATTCAGCAATGATCATGATTCAAAAAATTATTACACCAACCTTTGAGCAATAAGTAGAAGAGATAGA
+TAATTCTCTACCTAAGTCTTTTGACGCATCTTGAATATCAGCCACCATTTCCTGTAAAAAATTGATCTTA
+AAGTAGGTGTTTTCAGTAAAATTTAATGAGTAATAATAAATTTTTGGATGAAATGCCTAAGTTAACACGA
+TCGCTATTTTTACCAATGTCTGTGTTTTTCCCCCTCAAAGGTAAGTAATTTTGATTGAAGTACTATTCAA
+TTAATTGAATTAATATCACAAAAAAATAAAAACATTGAAAGAAAAAGGCTTGAAAGGCTATCTATATGCC
+CAATCGTACTATTAAAAATTTAAGAGAATTGAACATGAACATGATCATTAAAAATTTTACCGCATTCACC
+TTTATGAGTTGTTTGTTGTTATTTACCGCAAGTGCCCATGCTGAATCAGAAATATATACAGAGTATTTCA
+GTGATCTTGCCGTTTCGGGTTACGACTCAGTCGCTTATTTCGAACAAGGTAAGCCAGTAAAAGGAGATAG
+CGACTATAGCTTTGAATACAAAAAAGCAACTTGGCAGTTTAGCTCTCAAGCCCATTTGGCACTTTTTAAA
+GCGAATCCAGAAAAATATGCGCCACAATACGGTGGTTATTGCGCTTGGGCTGCTGCAGATGGCCGTACAG
+CCAGTGGTGATCCTCTACAGTGGACAATAATTGATAATAAACTTTACTTAAACTATAACGCTGCAGTTAA
+AGAAGATTGGTTAAAAGACGCTGAAAAATTCATTATTGAAGCCGATAATAACTGGCCTGAACTTTTAAAA
+TAACCGCCTAATAGAGAAAGAGAATAATTATGAAAAATCGTATTATCCCCATTTTTAGTTGGGTCGTTGT
+CGCATGGACTTGTAAGGTATTTTTATCTTCATTGCCATATAAATTTTCTGGTCATCCCGATACCCAACAT
+ATATTCGGTACCATAGGTGTATGGATGCAAGAAACAATAAATCCTGGCCTTGGCCAATGGTTTGTCGGCC
+ATGGCGCTGTCGCTGTTGGCATATTCGAACTGACTGCATCGTTATTATTGTTATCTCCGATTGCCTTTTG
+GGCAGTAAAAAAACTCAATTTAGTAAAAAATGTACCATCACGCGCATTGATTCATACCCTTGGCGGCTTG
+TTGTCCGCTGGTGTCATGGCGGGTGCAATGTTTTTTCACTTAGTAACACCATTAGGTATTGAAGTATTGC
+ACAACGGCGTAAGCGACGGTGGTTCACTGTTTTATGCGGCAGTATCTATATTTATTGTAGGGCTTATTTC
+AGCAGCCCTAAATGGCGCCATTGTACGTAGTCAATATAATTAACCAACAACTAAGGCTGTGTAGGTAGAT
+GATTATTCGAATATTACTTATTTTAAGCTACGTCGTATCATGCATTCGATTGTGCGTTAAACCTTGGTAT
+TACTTTCGATTAAACGCCCCTTACTTCAATGAAAGTAAGGGACTATTTTCTAAATTAGATATCGATCGTT
+TGATCCCTAATCAGTGGCGCGTGGAGCAATGGGTGGATGACGGCACGCGCGAGCCAACGGAATTTCCTGT
+ATTTGTTAAACCCGAATGGGGTCAAAATTCACGAGGGATATCTCGTGCTGACAACTTAATGCAAATTCAG
+CAATTACGCCTGCAACGCAAGGCAAGCAACATGCGTTATTTGGTTCAAGAGGCAGCGCGTGGTGCGATTG
+AATTTGAAATATTCACCATTGCCAACCATCAAGATTTAGCCAAACACGCGGTGTTATCGGTTACACAGGT
+GAATAATACAAGTTCAGATAAATTCCCTATCAATGGGATTTATAACAAAACAACGCAATACCATGACATA
+ACGCCAAAATTGTCTCGCGAGCAGCTTGAAAAAATATCTCAACACGCGAGCGCCATTGGTAAATTTAAAA
+TTTCTCGACTGGGTGTTCGTGCAAACTCAATAGCAGCGTTAGTGGCTGGGGATTTTGAGGTAATAGAAAT
+TAACTTATTCGTGCCAATGCCGCTCGTTTTATTGTGTCAGCAGCGCCGAACGATTGACAACATACGTTTT
+GTTTTTAACGCCATGTACGCACTGGCAAATGTCACTAAACAAATCCATAAAAATCAGCCTCATAAGGCAA
+TATTTTTCAGAAAACTAGGGTTGATGCGTCAACATACCATAAAAGAAAATGAGGTTGGCAATGAAAGCCA
+TTAAGAAATTTATTTACGCGTGGATCAGTCAAAAATTCATGGGTGGATGCAGCAGTTACAATTCATTAGA
+AACTCGCAAGGGCTGCCGCTCTAAAGAACAGGCGCGCGATGTCTTTTCAAAAGGCAGTATTCCTCATGCC
+CAGGGTAAAATATTCTTTAACCCTTGGGTTGCTCATCAATTTGCTAAAGAACATGGATTTCCATTAGTTA
+TTAAACCCAATGTAAGTGGTTTCTCTCGTGGCAGTCATTTTCCTATTACTAGCTATGGACAATTATACAA
+GGCCATTTTTTTGGCTAAACTGTGGTGGCCAACAACAGTGGTTGAGCAGTATTTACAAGGGAAAAACTAC
+CGTGTGGTAGTCATTAAAGGCCAAGTAATGTCGGTGATTGAACGTTTTGCTCCCTTTGTTATGGGCGACG
+GAAAAACGACAATTCATCAACTTATTGATCAAGAAAATGTAGTGCGTGAATCAATGAAGCTGTTTCCGTG
+TATTTCACACCTTAAGAAAAATGCCATCACAGTTAAGTTTTTGAAGAAACAAAACTTAACGTTAGACGAC
+ATTCCTGCTGAAGGTGAAGTGATCACTTTGTTTTATCGTATTTCATTAGCACCAGGTGGTGTTGTTAAAA
+CGATTGATAAAACAACTATATCGATGAAAAACACAGCGTTATTTTTAAAAGTACTAGACTTGTTTGACGC
+CAATATATTAGGCATTGATGTTATTTTTGAACACGACATTACCAAAGATTATAGCGATCAAAAATGCATA
+TTTTTAGAAGTGAACTCACGACCTTATTTAAAAATGCATGATTACCCTCGTTTTGGTAAGAAAGAAGATT
+TAACACCCTATTTTAAGCAGCTTGAACAGCTTGATATTAGTCAGGCAGATATTTTCTAATGACGGGAGTT
+GCTCGGTTATTTTATCGCTTTGCTGGTATTCATTCACTATTAATAGGTTTGTTACCGTTTTTCATTCCCG
+TTTTGTTATGGCAACAAGGTTATCGATTAACTGAAGTTAGTGCATTTATAGCACTGACGGGTGTTGGTTT
+TATGATAGCCCTTATGGGCTGGAAAGCACTATATGATCGCCGCCATTGGCGCACTATTTTAATTGCTTCT
+TTTGTGGCTGAATTAGCTTTAGTTGCTAGTTTAATCCTAATAATCTTTTTAATAGAATCCAGCGTTACAG
+TATTTGTATTAGCAGCTTTGGTTAACGGTATTTACAATTGTTTTTATTGGATCACCCAACGTACTTTATT
+TAGTGCTATGACCCAATCTAAAACCGGCAGCCAAGCAGAAAATAAAACAGGAAAACAATTCGGTAACTTT
+CAGATTGTTATCGTTATATTTTTAAAAATAGGCATATTAATGGGCGGGTATTTTCTCGCACAGCAACAAA
+CACTGTGGTTATTGGTTATTAGTACCTTACTCTCAGTAGCGGCATATTATGGCTTATGTAAACAGGCTAA
+ATATAACGAGAGTCAACTAACGCCAATTGATAACGCTGCCATAATCGATTGGCGACAAAAAGTAGTCTTT
+ACCATCGATGGTGTTTTTCTATTTTGTGAGAGTTATTTCTGGGTATTAACGCTATTTTTCATCACGGACA
+ACAATGTAATGGATCTGGGTTTGTTGGTGGTTGGATTGACGGTTGTATTAAGTATCATTTTTTGGGGAAT
+TAAAAATACCATAGATAAGTTAAATCAACGCTACGTGTTCTACTCAGCCATCGTGTTATATGCCGTATCC
+TGGGTTATTAGAGGCAGTGTTACCAGCCTCACCGAACACTATGTTTTGTTGGCGAGCATTATTGTTATTG
+CCTTTTTAACCACTTTTTTTAGGTTGAGTTTTAACAAACAGTTTTTTGATGATGCTAATGCACAGCAACC
+CTTAGCATTTATCATAAAGAAAAGTTATTTGTCTCAAAGAGGGCTTGTGGTGTTTTTTACGCTGTTGTCA
+TTGGTTTTAATGATAATGGGTGAATCGGATAATACCTTAGCTTTATTTTATTGGTGTTTAGCGCCAATAG
+CAGTGTTGTATGGGATGTATCCCTTACGACATCAAACACATTTGCAGTCGGAATTGAATAATGAATAAAA
+TAATTAACGGTAGCATCGAATCATTAGACCAAATGATAGACTTTATCACGGGCCTTAGCGATGAAACCTA
+TATGATGGCGCCTAAGCCTTTATTTAATAGCTCAATTGGCCAACATTTACGTCATATTCTCGACGTTTAT
+ATGGCATTAATGAGCAGTGACAATTTAGAAAAAATTAATTACGATATCCGCCGCAGAGGCTTAGCGCTTG
+AGACTGTTCGAAGTGAAGGCCTTATTGAATTAAACGTGATACACCAGTGGCTTATGACATTCGATGCAGA
+CTTGCTGACCTTGCCAACTACCGTTCAAAGTGAAGTATCAGTGTGTAGTGAGCAATCAGCACAAATGGCA
+TCATCCATGGGACGTGAATTATGCTTTGCCTCAAGTCATTTAACGCACCATTTAGCGCTGATGGCAGCTA
+TTGCAAAGTTTTTAGGGCATGACGTTAACAATGAATTTGGCGTGGCACCAACCACTGCCACTTTTTTGCG
+TAGCCAACAGCAAAAGAGTGATACATGTGCACCGTAAGTTGGCTGGTTGATAACAATGATTATCATGTAT
+TTTTTAACCGCGACGAACAACGAAGTCGCAGCTTGGCCATAGCACCTAAGCCATTAAGCATAAATAATAC
+CTCAACCTTAATGCCGATTGATCCCGATGGAAATGGCACTTGGATAAGCACTAATGAGTTTGGCTTAAGT
+TTATGCCTGTTAAATTATTATCAAGGTATTAAACCTCAAGGCGCTTTGATCAGCCGTGGACTATTAGTGA
+AAACCTTGTCAGCGAAAAAAACGCTACAAGAGGCGCATCAAGCACTGTCGCAGTCAACACTTAATGATTA
+TGCATCATTTAGCTTATTAGCCTTTGGTTTCGATGCTAGTGGCCAATTTGTGCAACAAACGTGGCAATGG
+AATGGCGAGCAGTTAACTAAAATAGAACTAAACAGTCCTTTTACTTCCTCATCGGTTGAATTTGAACATG
+TCAGTACGTCTCGACTAGCCCTCGCAAACCGAATGCCCATGAGGAGTGTTGCTGACTTAGCAATTTATCA
+TCAAAGCCATCAACCTGACAAAAGTCATTTGTCTGCTTGTATGCACCGCACCGATGCAAAAAGCGTTAGT
+TTTAGTCATATTCATGTCAGCCAACAGCAAAGTTTTTTTCATTATAAAAACGCATCACCCTGCTCTAGCC
+AACCATTTGAAACCTCTGAACTAGCTCGTTAACAACGCTAAAGTACAAGATTAGTTTGTGTTCATGACTT
+GCCTGCCAAATCCAAATCTCTTAACTCATATCCCATAACTCATGATCTATAGACATAAAAAAACACGTTA
+CTCCAAAGAAGTTAACGTGCTTTTTAGGTCATCAGAAAAGTATTAGCCATAATACTTTTCTGACTTTTAT
+TACTAAATGATAACTTACGGCTTATTAGCTTTTTTTCGCTAACTGCTCTGCAAGGTATAACCATGTTGGT
+AATACGGTATCTGGGTTTAACGAGACACTATCAATGCCCTGCTCTACTAACCAAGCAGCAAAGTCTTCAT
+GATCTGAAGGTCCTTGACCACAAATACCAACGTATTTACCACGTGCTTTACAGGCTTTTATCGCCATCGC
+TAGTAATATTTTTATCGCTGGGTCACGCTCATCAAATAAATGCGCGATTAAACCTGAGTCTCTATCTAAA
+CCAAGCGTTAGCTGAGTTAAATCGTTTGAACCAATAGAGAATCCATCAAAATAATCAAGGAACTGATCAG
+CTAATAGCGCGTTTGATGGTAATTCACACATCATAATAATGCGTAAACCATTCTCGCCACGTTTTAAACC
+ATGCTCAGCTAAAATATCAATAACGGCTGCGGCTTCACCTAACGTACGAACAAACGGGATCATTACTTCA
+ACATTCGTTAAATCCATGTCGTTACGAACACGTTTTATCGCTTCACATTCAAGGGCAAAACAATCTCTAA
+AATCTTTAGAGATATAACGCGCAGCACCACGATAACCAATCATAGGATTTTCTTCATGTGGTTCAAACGC
+TTCGCCGCCAACAAGGTTAGCGTACTCATTTGATTTGAAATCAGACATACGCACAATCACTTTCTCTGGT
+GAGTATGCTGCTGCTAACGTAGAAATACCTTCAGTTAGCTTAGCAATATAAAACTCAACAGGGCTTTCGT
+AACCCACGATAATATCATTAATTTCATCTTGTAATTCAGCAGGCTGAGTATCGAAATTAAGCAGTGCTTT
+AGGGTGAATACCAATCATTTTATTGATAATAAATTCTAAGCGCGCTAAACCAATACCAGCATGAGGTAAA
+CGGGCAAAAGCAAAAGCTCTGTCTGGGTTACCAACATTCATCATGATTTTAAGTGGTAACTCTGGCATAT
+CATTAATTTCAGACGTTTTCACATCGTAATCTAGTTTGCCACGGTAAATAAAACCGGTATCACCTTCAGC
+ACACGAAACTGTTATGTTATCGCCGGCTTTAATAAGCTCAGTCGCATTACCACAACCAACAACCGCAGGA
+ATACCCATTTCACGTGCAATGATAGCAGCATGACAAGTTCTTCCGCCGCGATTAGTCACAATCGCTGAGG
+CGCGTTTCATGATAGGCTCCCAATCAGGGTCAGTCATATCAGTAACTAATACATCACCCGGTAGGATTTT
+GTCCATTTCAGCCAGTGACGATAAAACTTTCGCTTCACCGCTACCAATTTTATGACCAATTGAACGTCCT
+TCACAAACCACTTCTAAGTTGTTATCAGCTTTTAATTGGAACTGTTCCATTACATTGGCATTTTCACGAC
+TTCTCACCGTTTCAGGACGTGCTTGAACAATATATAGCTTGCCATCTAAGCCATCTTTGGCCCATTCAAT
+ATCCATTGGATGGCCGTAATGGTTTTCAATAATTACTGCTTGTTTAGCTAGTTCTTCAACTTCAGCATCG
+GTTAATGAAAAACGGTTAGAGTCAGCTTCATCAATATCAACAATTTCAACTTGCTTAGAATGTTCTTGGC
+TATCTGAGTACACCATTTTAATAGCTTTGCTACCAATATTACGACGTACTACTGCAGGTTTTCCTTTAGC
+CAATGTTGGTTTATGAACATAAAACTCATCAGGGTTTACCGCGCCCTGCACCACCATTTCACCTAAGCCA
+AAACTTGAGGTGATGAAAACAACTTGGTCAAAACCAGATTCAGTATCAATAGAGAACATAACACCTGAAG
+CCGAAATATCACTACGCACCATTTGCTGAATACCAGCAGATAACGCAACACCGCGATGGTCATAGCCTTG
+ATGAACACGGTATGAAATAGCACGGTCATTAAACAATGAAGCAAATACATGCTTAATAGCAACCATCACT
+GAATCAAAACCACGAACATTTAAAAAGGTTTCTTGTTGGCCGGCAAAAGAAGCATCTGGCATATCTTCTG
+CTGTGGCAGAAGAACGTACCGCAAAAGAAGCATCGTCTGAGAAGTCACCGGCAAGTTGTGCGTAAGCCGC
+TTCAATATCAGTCTGCATTTGAGGAAGAAATGGCGTATCAATAATCCATTGACGAATAATAGCACCACAT
+TTGCCAAGCGCACTAATATCGTCTACATCTAAATCATCAAGGAGTTGGTAAATTTTTTCATTAATACCGC
+TTTGTTCTAAAAATTCATTAAATGCAAATGACGTAGTCGCAAACCCAGTAGGGACTTGCACGCCAACATT
+AGCTAAGTTCGAAATCATTTCACCAAGCGATGCATTTTTACCACCTACGCGGTCTACATCGTTCATGCCT
+AAGCTTTGATACCAAAGAACATTTTCTTGCACGTCACTTCTCCAATTAAAAAATAAATTTGATTATTTGT
+TTATCTATTTATTTGTCGCTGAATACATTCTACACTGCCAGTTGTACAAACTAAAAGACAAAATAAAATA
+TAACTTAAAAGTTTTCATTATACCCTTCACCAATCAAGATGTAGGTTCCAGAGTGCTTGAGCTATTTCAA
+TTTATGGCGCTGTGATGAAATAATGGTTATTGCATTGTATACCCGCTCCACTTGAAGATGCGAGTTTGAG
+GGTGACTGAGCGATTCATGATCAAGACGCATCTTTTTATTAAGGGTTGTTCCCTTAAAAATAGATGCAAC
+GAAGCGCATGATTTGCTCAGACATCCCCAAAGGGCTGGTTTAGAAACGCTTTATGCTACGTTATTGATTT
+TGAGAAGGGAACAACCATTCTCTTCAATCAATGCCTTGCCTAAAGGCGTTTATAATTCCAGCTGAATCCT
+GCATCTTCAAGTGGAACGGGTATATATCACAGCAACAATGAAGTGATGTTGCTCAAATGTTTCGTCGATG
+GGTTTAAAACGTTCAAAACAACACCAATACTTATAAATAACGATTCAATAAGAAGAATTAATTATGCGAT
+CAGCTTTTTACATTTCGGATGGTACCGCCATAACTTCAGAAGTTTTTGGTCACGCACTACTATCACTTTT
+CCCTACTGAATTTGAGCACCATACCATTTCGTTTATCGAAACCACTGAGAAAGCGCTCGCTGCAAAAGAG
+CGGATTAACAAAGCAACCAGCCGCGGTGGTAAACCTGCGTTAGTGTTTCATACCTTTGTAAATAATGAGA
+ACCGTGAAATTATTGAGAGCTGTGATGCCGTCCTGTATAATTTTTTAGAACCGTTTGTTGCCCCACTTGA
+AAAAGAGTTAGCGATAAAAGCTAAACCTACAACCCATAGAACCCACAGCATTCACGAAAAGAGCTACGAT
+TACCGAATTGAAGCGGTGAACTATGCGTTAACTAATGATGACGGTTCAAACGTCACCAACTATGAGGAAG
+CAGATGTTATATTGGTAGGGGTTTCACGCTCAGGTAAAACACCAAGTTCACTCTATTTAGCACTGCAATA
+TGGCATCAAAGCAGCAAACTATCCGTTTACCGACGATGATATGGAAGAACTTAAAATCCCTTCCTTTTTA
+AAGCCTTTTCATAAAAAGTTATTCGGGTTAACCATAGATGCACAGCGCTTAATTGATATTAGAGATGGCC
+GAATGGCTAACAGTAAATATTCCTCAGCAAGGCAATGTCGTATGGAAGTGAGAGAAGTAGAAAAACTCTA
+TAAAAATGAGCAGATACCTTTCATCAATACCACCAAGCTTTCCGTAGAAGAAATAACCGCTAAGATACTG
+ACTGAAACAGGCTTACAGCGTTACAAATATTAAATTAAATAACGAATAACAGTCTTATATCAATTTATCG
+ATGAGTTATTCAGCTTTTATTACTTCTAATGAGTAATAACAGTTCACATTAGCGACTAATTTAGCTATGT
+TATCGCGCATAAATTACTTTATGTATGCGCGATATACGCGGCCTTCTGTTAACCTTTAAAGAAGCCAAAG
+TAAACCAAACTTAATCTAACGATATATTAGAATTTCATGACCATTAAAACTGATGAATTACGCACCACGC
+TAATTGAAAATTTAGTCTCCCCTGCACAGCTTGCTGAAGAAATTCCTTTAAGTACGGCAACTGCAGATTT
+TATTATGCAAAGCCGCAAAGAAATTGAAGCGGTCATTAGTGGTGAAGACAAGCGTTTATTAGTCATTATC
+GGCCCTTGCTCTATTCACGACACCACAGCTGCAATTGATTACGCTAAAAAACTCACCGTATTACGTGACA
+AGTATAAAAATGAATTACTCATTGTTATGCGCGTTTACTTTGAAAAACCACGTACTACCGTTGGTTGGAA
+AGGTTTAATTAGCGATCCTGATTTAGACAAGTCATTTCATGTTGCCAAAGGGTTAAAACTTGCCCGTAAC
+TTATTAGTCGAAATTAATGACTTAGGACTACCTGCAGGTACTGAATTTTTAGATATGGTTACCGGTCAGT
+ATATTTCTGATTTAATCAGCTGGGGCGCTATTGGTGCGCGTACAACTGAAAGCCAAGTTCACCGAGAATT
+AGCTTCTGCGCTGTCTTGCCCAGTTGGCTTTAAAAATGGTACTGACGGTAATGTTAAAATTGCCCTTGAC
+GCTATTCAAGCTTCAAGCGTTCCACACGTATTATATTCTCCGGATAAAAGTGGTCAAATGTGTATTTACC
+AAACCCATGGTAATCCATTTGCTCATGTAATTTTACGTGGTGGCAAAGTACCTAATTATCATGCTGCTGA
+TATTAAAGATACTCGCCAGAGACTTGAAAAAGCATCATTACCGCAAAGTATTATGGTTGATTGTAGCCAT
+GGTAATAGCTATAAAGATCACAATAAACAAATTGATGTTGCGCGCTCTATTGCTGATCAGATAAGCCAAG
+GTGAAGACAGCCTTTTTGGTGTCATGATTGAAAGCTTTATTGAAGAAGGTAATCAAGCAGTAAAGGCTGG
+TACGCCGTTAACCTACGGAAAAAGTATTACTGATGCTTGTATTGATTTAACTGTCAGTGACACTATATTA
+GCGTTATTGGCTGATTCGGTGAAAACACGTTTCGAATAAATGTAAATCAGTTTACCTTTATTCAAATAAA
+AAACCTTAGCCAAAAGCTAAGGTTTTTTTATTGTGGTGTTTCTTTATTATGGTGATATGCGGTGATAAAA
+GATCGCACTCATCTATTGCTGTTAACAGAAAAGATTAACTAATAGCTAAAGCTAGGCGGACAGATTTATA
+TTTTTTCTAATAAACCATCACTTGCTGCTTCCACTAGATCTAGCACATAATCAAAACCTTTAGCGCCGCC
+ATAATACGGATCTGGCACCTGATCTTCTTCATGTTCGCTAGCAAAATTTAGCATTAGCTGTATTTTGTCA
+TGCATCGCTGGTGGCGCTACTTTTTTTAGCTCTTCAACGTTGTCATAGTCCATTGCTAGAATAAGGTCAA
+AGTCGGTAAAATCTTGCACCGTCACTTTACGTGCTTTAATGCCATCAAAAGAATAACCGCGCGCAACGCC
+CGCTTTTTGAGCGCGATGATCAGGTTTTTGTTTCGCATGTGCACCCACAGTACCCGCAGAATCAACTTTT
+AATGCCAAACCTTTTGCTTGCATTTTATGTCTAAAAACAGCTTCAGCACTGGGTGAACGACAGATATTGC
+CCATACACACAAACAAAATACTACTTATATCTTTATAATTCATAAACTTATATACCAATTTCCATGTATT
+TAACATGTGATTCTTTAGTGTTTACACGCTAACAAAATCAATGACTTATGTTTTATTTTGTATTTTTTAT
+GAAACTATTTTGAGCTGTTTTAATAAAAAGGTAAAGGATAATTTTCTGTAGATAGTTACTTTACATCAAA
+CTAAAGTAATTAATTAAAACCAACGAACAAAATTATTAGTCATTAAAATGAAATTAGACTAGTTTTAGAT
+TGGCATAGTCTGACTGGCTTATTATAAAGTTACCTGCACTGTCACCTAGGTGACACCTTTTACTCGTCAT
+TATTATACAGTCCAATTATGATTTTTTGATTGGACTATATTATGTCAGCACCTATTCTTAACCGCTGCGA
+TATTGAGTTTTTCCTTGACGAGATGTTTGACGTGGAATCGTTAACTAATCGTGAGAAATACCAAGATCAT
+GACCGAACGACTATCAATGGTGCAATAGACACCGCTCAATCGATAACTGACAATAAAGCGGCAATATTAC
+AAAATCATGGCCTATTAACAGTCGGTGAAACGGTCGAGTCAGCCGTGTGGTGGTTTATTGCAATGGAACG
+ATGTTCCCAAGCTCAATTATTAGCACAAGCGGCAAAAACACCAAAACTAACATGTCTATCTGCTCTGAGA
+ATGCTACCTTATATCACATTCGAGACATTAGTACTAAAGGGCTAAGACTAAATCCGGATTAGAGTTTGTA
+TCGATAACGCCCAGCTTTAGTCACTAGTTATGCCGAGTCATACTTATTTGGGCTTTTCTTCGTGAACAAG
+CATATTCATGAATTTTTCAAACCGCCTTAGTCTAGTTTCGGGCTTCTTTGCACTTATCAATCCGTAAGCG
+ATAACATAACGACTGGATTTATTGAGCGTTTCAAAAAACGCTTTAGCATTCGACTTATTCTCCAGTGCCG
+CCAGGAAATCTGCAGGTACTTCCATTTCACTTACTACATAGGCGTTTTCCCAACGACCGTCCGATTTTGC
+AGCACGAATATGCACGAGTCCTGATTCCATCATCCGCTCTTCACTTATCAATCGTTCAGCATGCTCTGTG
+TTCCTTTTAGACCAATTGCTTCGCATTTTTCTGGGAGTAATGCGCTGAAGATAGGCTTGGTCATCGATTG
+ACTTCTTGATACCATCAATCCAACCCCAACATAGAACCTCGATCACGACATCATTCCAAGTCACACTCTC
+AATCCCAGTATTTTTTTTGTATATCTTCACCCATAGTTCTCTTTCAGAGCCATGATTCACCTTTAGCCAC
+TCACCGAGATCTTTCGGTGTGGTAAACGTCTTGATTCTCAATGGATCTGGTTCAGGCATCTGAGCCCTCC
+GCTCGCTTAATGGATGAAGGTACTATTAATTTATGCATAGGCTTCACGAACAACATATATAATTTACCAA
+GAAAATTATGAACATGCACCACAGTCGACATTGAAACTACATGGGGTTTACCCACTTCGGTATGCACGGA
+AACATTTACATCCAAATGTTTATCCGAATCACCTAAAATAATTTCATTATCACTTAAAAAAAGTAAGGTA
+AAGATCCCAACCCTATCACCTACTTGATATTCACAAAGTAGTTTATTTGCGTCTAAGTCACCTAAATGAC
+CAATATTATTCAACCCAAACACTGATACAATTTTATTTCGACTGGCCATTAAAAAATTAACCCAACTAGG
+TACTTTAGATGCGTGGTCTATCCAAATTTGAAGTGCAACTCTGCCTGGTTTGCTTGAACAAAAAGAGTAT
+GAGTCTGAGTAATAGGAACCGTTAAGAATTTTAAATACCTCACTGTTAATTGGGACACATACTTTCTTAA
+CAGGAAACGCCATAGTCAGATACTCTGTTGATGCCTAACGGCCCAATAAGGGGCTAAGAATTGTATGTTA
+AAAGTGAAGCTGAACGGAACCGAGCAAACGGTGAGCAGTCCCGCTTAATTGGCTGGTTAGCAATACGGTT
+ACATGCCAACAAGGGTTGCATACAAACCGAAAACAGCCAAGAACCAAAATACAACTCCTAATGCTAACCA
+AAAATAATTTAAGCCCGTTAGATTGCTATTTGATTCGCCATGTACATCTTCACCAGCAAAGTTTGCCAAA
+GATTGCGCTTGATACAAAACCCAACACGATACAGGTAGAATTAATAAGCTAAAGTAAAAGGTTATTGGGT
+TGCCGTAGCCATTATCTGAAAATTGACCAAAAATTTGGCAACCAATAGTAAATACCACATATATGGTTGC
+CAAATAATTAATGCTTTTAGGCTTTTCTCCAGTTTTGTTTGTGTATTTCATTTCGAATAAAGCAAACAAA
+GAATGAGTAAAGAAGATAGAAAATATTCCCCTCATAATTGGCCACATATCTTCATTCGCACTTTTTTTGT
+ATTGGCTCCAATGTTTAAAGAACCAATAAACGGTATATAGACTAAATGTGCCGATGAATAAAATTAAGAA
+TTTTTTTGGGGATACTACATAAAATTCCATTTCATTTGATTTAACTTGAGATTCAGCTTCAGAACTTTCG
+TTACTTGCTTGCATTGCTACTCCTTGCTGATGTATTGCTAACACTTGCTTAAGCAGGAAATATAGTTGGC
+TATAATGTTTGAGGAACGAAAAACAGCCAACTGTAGATTAAATCGCTTTATTGATTTCTTGTTTTTGAAA
+ATAGTTATTAAGCACCAATGATTGCAGTAAACTTGTAACGCTAGATGTTGCCCAATATAAGCCGATAGCT
+GATGGGAAACTGATTAAGGTAATAATACAAATAATAGCGGGAATAATAAATAATAAGGTGCTTGTTTGCT
+CAGCACTACCAGGCATCATGATCATAGAAAAATAGGTAATAACTCCGACCAATAATGCGAGTGCAACATC
+TGGCTTTGCAATATTAGCAATCCAAGCAAACTTACTATTAAACACTATCTGTTGAAGAGCTTGGAACATG
+CCAAAACCAAAAACGCCCTGACTGGCGATATTAATAACACTCTTTTTATCTAGAATTTTAATGTTGTTCT
+TTTTATATAACGCCATTGTAGATTTGGCTATTTCATTAGGTTTATCTTTATGTATAACTTTTATTTTATC
+CAATTCTGGTTTTAATGCTGATATTGCCTTTTTATTTCTATACATATTCGCCATAGCTAAAAGATTAATT
+GGCATTAAAACCAAGCGACCTATCAGAGTGAACAAAATGATTGCCACAGCCTCACCAACACCCACTTCGT
+GGGTCAAAAACGCTATAGACTGCACAATAAAACTTGTAAAAAAATTCCAAATATCCATTTCAACTTCCTT
+TTTTGACATATTATGTCAAAAATAACCAGTAAGACATATTATGTCAAGTGATTTTTATTGGTACTTTTTG
+ATACTGAAACATGTTGAAATTATAAAACCGACAGTTTTAAAAGCATGTAACGCACCCCAATAAACGGCTA
+AAAATTGTTTACTAAAATATTTGAATCACGAACAACAGCCAGCTGTTATTTGTTACTTTAGACACCCTCT
+TAGTGCTGTCATGCCTCCCAGCTAAATCCCTTTGGATACTGGTGTATTCCATCGAAATCACCTTTTGTAA
+CTGAAACACCATTGTTCTTTGCAATAGCATATACCATGCTGATATGAAAAAAGAAATTGGGGAGCACAAA
+TGAAGACATATATTCTGAAGCTGGCATAGATATTTCTTTAAACCCAGCAGTGTCTTGAACGTTGAGGTTT
+AGCTGTTCTAATGTTGGTTCAGATAATTTATTAATATAATCAATTGCGGTTACAACATACGTTTTAAGTC
+CGCAAAAACTATCAATATCACCCTCTAACTCTTTATATTCTTTACCAGATAGAGGACAACAAGCTCTTAA
+AGCAAAATTTGTTGCGATTTTTGCTTGTACGTTGAATGGAAACATATCATCAACAAGTCTTGCATTAAGC
+AACTCTGATTCATTTAAAGAGCTATCTTCAACTTTTTCGATAAGCTTATGAAGAAGCTCTAAATGCTTCA
+AAAATATATCTCGATGTTTAATATACAAATCAATTCTCGATAGCACTAACGCTTGATTAACAGGAAAAAA
+ATAGTTGGTTAAAATAAGCTACGCAGGAGCAAAAACCAACTGTTATTTGTCCTGCTTTAACAACTTTTAG
+CTTTGATTAGAAATAAAAATTTAATCCTATTGCACCGTAATTTGTATCTGACGCCACATTAAATTCTGAT
+TTTATCTCAATCATTTTATTGAACTTATATGAAAGGCCTGCTCCAAATAATACTCCTCCACTTGAGTCGT
+CTGAAAAGTTATTTGTAATTGGAACTGCCGTTACATCACTACTTTGGGAAAAATAGCCTAGTTTTCCTAT
+AAGATTAAAATTCCCGATAGGATATGTATAAAGTGCTGAGAGTGAAATTGCATCACTATCGATTGAGTAT
+TTCACATTAGACTTGGTCGTGTCATAACCACCTAGATCTAGATAGCTTGCTTCAACAGCAAACGATGAGT
+TTATTTTGTACCCCAAGTGAACCTCATAGCCTGAATTATATTCAGACTCTCCAGCTAAGTCAGTTTCAGC
+ACTTAAAACTGATGCACCTGCATAATATCCTGATGTATCAGCTAAGACACTTGTTGTGAATAGAGTACCT
+AAAATGGCAGATATAATCCTTATTTGCATTTATTATTCCTTTAGTTAATTAAATACTACAGTTTGATTTT
+AAAGTTAACGCCTCTGAATGACTTGTTATGTTCGATGAGCACCAACTTCAAAAAACTTCACTTTCTCAGA
+GATTTGCTTTAACACCCATGGAGGAGTAATAACTGAAATATTAGTTACTCCCAATTCTATGAGACTATCC
+AAGGAATAATACCAACCTACATATCCTTTATTGCCATATAGGTTTTGATAATATTCTGATTGCCCTAAAG
+AAGATATTTCACGGTTAACATTTATTTTTTTATAAAATTGGATTTCTCTTTGACTTGATTTTTCAATATA
+TTTTTTTACTTGTTTTTGCTGATTTTCAGGTAAAGTTGATATTTGAGAAGCAATATTAGCTAAACCACCA
+TGAAACCCAACTATTCCTGTGTTACTCAAGATTTTATTTTTACCTGCGGGAAATACGTAGTTAGCGCATG
+ATGAAAGACAATAATCTAAAACCTTAACGTTTAATTGGTTTTCAAAAATAAACTCGGCCAAATCCATGCC
+GTTATTAACGTCACCGCCTTTGCTTTTAATCACTACAGTATCAGTAGTTTGGTGGTTTTCTTTATATAAT
+GAAAACAATTCAATATTGGCTTCTTTACGTATTCCACCATCATAATGAATTTCATTTCCCTGAACAAAAA
+CACTTGTTATTTCTTCAGAGAAAACATTAAACGATAATAATAGCGATAATAAAACCACTTCTCGTAGATT
+CAACATACTAACTCCTTTTAGTACATAACAGTTTATTATGTAGACGTCTCAGTAATAACGCCCGTTGTTT
+ATATTTGATTTACATTACATTAATATCACATAATTTCAATAGTTTAGAAACTGAAAATTTTTATTTTGTT
+AAAACTTGGATATTACTGAGAAGTCTCAGTAATATAAAACATGCAACCCAATACAATTATCCATATTATC
+AACACCCCCAAAGCAAACAACTATTTATACGCAGCGAGTAAAGCGGCAATTATTCAAATGACACATCACC
+TTACTGCTGATTTAGTGAAAGACAATATAAACATTAATGCGATAGCTCCGGGGTTCTTCCTAAGTAAGTT
+AACTAAATATATTGTTAACGAACAAGAAGCACAATTTGATAAAAAAATGGTGCCAAAAGAGCGTTTAGGT
+CAAACAGAAGATATTGCTGACGCTGCCATATATTTATCCTCACAAGCATCAAGTTGGATGACGGGACACA
+CATTAGTACTAGATGGCGGTGTTATTGCAAACAGTGGTTATGGTGAGTTTTAGACGCTATGTTCTAAACG
+CTCAATTGATTAATTACTTTTTAAGTGCTTTCCATCTATATACTGCGTAAATAGTGACAATAGCTAAGAC
+TACAGCGCCTAGTCCTGAGAAAAAACTACCAATAGTGGCTAGCTCGGCCGCTGAAATAGTTGTTGTTTCG
+GTCACTTTAGCGGTTACTTGCATCGAGATAATCCTTTAATATAAGAGTACATAATACTGTTATAATCAGC
+ATCAATTAGAGTGCTGTTTTTTCCCAGTTTTTCATACATATAATAGTTACTAAATATTTTTGGCATACTA
+TAAAGATAATTATCTGCCGTTAAAAGACTGTTTTGGTGAAACTTTGATTAAGATCATTAACAACCAGACA
+ATTAATTAACAACATTGATATCACATCATTTACCTAGGAGCACTTAGTGCCAACATCTTCAGTTACATCA
+GATACGTCAAACAAAAACATTACCGCACCAATAGCTAAAAAAATCCCTCATAAAATGGAAATTCATAATC
+ATCATCGTGTGGATAATTATTATTGGATGCGTGATGACCAGCGTAGCGATGAAGCAGTATTGAAACACCT
+AAATGATGAAAATAACTATGCTGATGCTATGTTAGCCGAGCAAAAATCGTTACAAGAGTCATTATTTGAA
+GAGCTTAAAGCCCGTATCGTAAAAGACGATAATACCGTGCCTGAAAAAGATGGTAAATATTGGTATCACA
+GCGAAATTAATGGTGAACAAGAGTATTCAAATTATTACCGTTCAACCAGCTTTACTGGTGAAAACAAAAC
+TCTGTTATTAGATGTTAATGACCGAGCCAAAGACCATGAGTTTTATGATTTAGGGGATTTATCCATCAGC
+CCTAATGATCAATTAATGACAATATCAGAAGACATTGACAGTCGTCGTATTTACACCATTTACTTTAAAG
+ACCTGAACAAATCATCTGACTCTGACGACCCTTATTTACCCGATACGCTCATTGAAACTGAAGGACAAAT
+TGTTTGGGCTAATGACAATAAAACCGTATTTTATGTAAAGAAAGACTTAGAGACCTTATTAGGTACGCAA
+GTTTACCGTCATAAATTAGGCTCGCCACAATCTGATGATGTTCTTGTTTATGAAGAAGACGATTACAGTT
+TTTACATGAGTTTAGATAAGAGCAGAGATGACTCTCAAATTTATATTTGTTTACATGCCACTGAATCAAC
+ACATTATTTAGCACTCAGTGCTGATGAGCCTGATGGTGAGTTTGATGAGCTCTTTCCGTATCAAGAACAA
+CACGAATACCATGCGGATAAAATGGGTGAACACTTTTATATTGTGACCAATTTTCAAGCTAAAAACTTTA
+AGTTAATGAAAGCTGCTATCAGTCAGGTTCATGATATAAATAACTGGCAAGAAGTGATCCCTCACAGAAA
+AGATGTATTGCTAGAGGGTATTGAATTATTCCAAAACTTTACTGTGGTGACCGAACGTGAACATGGCCAA
+ATTCGTTTTATTGTTCACACTACACAGGGTGAAAATGCAGGCCATCAATACCCTTTGTCTTTTGATGACC
+CGTGTTATTTTGCTTGCCTTGGTGATAACCCTGAGCCCAAAAGTACCACCGCAAGATTATATTATTCAAG
+TTTAACAACACCTGGATCTTTATTTGAGTTTGACTTAGCTACCGGTGAGCGAAAGCTGCTTAAACAGCAA
+AAAGTCTTAGGTGACTTTACCAAAGAAGATTATCAATCCGAGCGTTTGTTTATTACTGCCCGTGATGGCA
+CAGAAGTACCTGTATCCATTGTTTATCGCAGTGATACTTTTCAAAAGGATGGCTCTAACCCACTATTGCA
+ATACGGTTATGGTGCGTATGGCATTACCATAGACCCTGACTTTTCCAGTCAAACGTTAAGCTTACTCGAC
+CGAGGTTTTGTTTACGTTATCGCCCATGTTCGTGGCTCAGAAATGTTAGGAAGAGAATGGTATGAAACCG
+GTAAAATGGCGCATAAACAAAATACCTTTAATGATTTCATTGATGTTACTAAAGCCCTAGTTGAACAAGG
+TTATGGGGCTAAAGATAAAATATTTGCTTCTGGCGGCAGTGCCGGCGGTTTATTAATGGGAGCTGTGGTC
+AATCAAGCACCTGAACTATATTTAGGTATTGGCGCACATGTGCCCTTTTTAGATGTATTAACGACTATGC
+TCGATGAAAGCATACCGCTAACCACCAATGAATATAACGAATGGGGTAACCCGAACGAAGCACAGGCTTA
+TCAAAGTATTTTAGCTTATTCGCCCATTGATAATATTAGTGCTCAACACTACCCTCATATACTTGTCACC
+ACGGGGTTGCACGACTCACAAGTGCAATACTTTGAACCAATGAAATGGGTAGCAAAAATGCGTGAGTTTA
+AAACAGATGACAACTTGTTGTTATTTAAAACAGATATGGAGGCCGGCCATGGTGGCGCCTCGGGACGTTT
+TAAAAGTTTAAAAGAAAAAGCCTTGGAGATGAGCTTTTTTATCTCATTATTACCAAAGTAGAGAAGAAGT
+ATTAACGTTTGATCTTGTTATACGTAAAAGTGCTTTGTGTACTTGCGGATAACAAGAATACTTTAGCGCA
+CCTTTTGTGTTAAACAATATGGTCGTTACCTTTTGACAAAAGAAAAGAAATGGAAACTAATGCCAGTAAA
+ATAAGGAACTTGTTTAGTGAGATGATCCGCTCTGGCATTACCGACAAGACCATTAGAAACGTTAATTTAT
+TGGTCGCAGAAAATATTATTGCTGGTGCTATAGAATCAATTCCTGATATGGCGATAGCGCTAAATGAAAT
+TTATTTAGAGCAAGGCTCCATTGATTTTTTTGATATTTTCTTTAATAGGGTTGCCACAACAGCTTAGTCT
+TTACTTCGATAGTCTTTGTGGTGGAGTTATAATGTCTCATATTGAGTTTTCACGATAAATGCAGCAAGTA
+CACAAAGGCCGATAATATTTGCCTTTGTATGACCTCTGTCTCCAACGTGTCGCTAATTAATGAGTTGAAT
+ACACTTTGAGTAAACCTAGCTAAAAACTAGAATGTTTATTGTTCTTAAACAACTTTCAACCAAAGTAATA
+ATTTTATCCTTGGTTTTATTCTTAGTTTTTGCTATTGCTAAGTAAACGAATTAACGTAAAGGAATTACTT
+ATGGTATTGCCACAAACGGATACAATAACTGCGGTTGATAAACAACAAATTAAACAGGCCTCTAATGCCG
+CACTTGCTTCAATTTTAAACCTCACTTTTTTGCCAGGCATTGCCTTTATTTGGTTAATACTAGCAATCAA
+GAATATGCCACCAAACAGCATAAGTCATTATCACGCAAAATTAGGTATCAAGCTTAATATTATTGCCTTT
+ATTGCCCTCGGTGTTGTTTCAGTGTTGATGGTAATCTTAGGTGGCTTTGAATCCGCTTGGACTTGGGTTT
+ATGTTATTACTTACTTTACCTTTGTACATACCACCTTTATTATCTTAGCCGTTTGGGCGCTGACGCGTGC
+TTGGTCTGGATTAAAGTTAAGGTAGTTAAACGTACTCGTTAAGTACTCAAGTCAGTGACAACTGTAGCAT
+AATGATTGGGGCTAATATCATCTCAATAGCCCCTACATTAAAAGCCTACAATTTTTGGAGTTTATTGGTG
+CAATAGCACGACTGTTATCATATCTTGGACACAGTCAGTAATAATAATTACCAACGAACAGAGTTCTCAA
+TCATTGCGAGCAAGAAGGTTTACTTTATTGGATAAACGTACTTTATCCAGCTCATCATACGAAATAATAT
+TTTTCGCACCATAGAAGTATGTAAAAAATCTCCTTTAGGGTTAAAAGCGACGGCTTGACCTTGAACCCCG
+CGTGGTAAATTGTAATCATCCAAGTTTTCTTCTAGTTCTATTATTGCAATAGTAAAACCGTGAGTTGCTA
+GGCTGCCTGCACCTCTTAGTACGCCATTACCTTGGTATTCACCTTCAGCCATTGCCGGTAAAATTTCAAC
+AACCTTACCTTTAAAAACGTGTCCAGGTACTGCATCTAAAATAACTTCCGCGTCCAAGCCCTTCTCTAGC
+CGTAGTAATGAATTCTGCCATATACGGGCGGCAAATCGGCGTTTCTCGGTGGGAATAAAGCTCATCACCG
+GACGAAGAGCTAATATACCGGCTCGCATTCCGGGTCTAAGTGCTACTTGGGTCGGCATGCCATCAACTGG
+AGCACGAACAAAAGTACGTTCAAGATCTAACTGAGCTCTGTTTCTAGCAGCCTTTAACTGAGCAACTTGA
+GTATTTTCACCCAAAATATTCGACTCTGTTAATAAGCGGACTTTTCTTTCAGTCGCTTGAGCTGAATCGA
+GACTTGCCAGCGCGGCTTCATAAAACTCTCTTCTGTTATCCAGTTCTTGTTGAGTAAAAGGAGAGCTTTC
+TCCACCTTTTAAGTGCCCTTCCATATAACGATAATAGCTTGCTTTGGTTCTGTCTTTATTTGCATCAGCT
+TTTGCAACTTGTCCTGTAGCAGCAAGTAATGCTTGGTCATTTTGCAGTACTTGATTTTTTGCTTGTTCTA
+CCGCAGCGTCAGCTTTTTCTAATGCTATTGTTTGTTCCTCGTTATACAAGGTAAACAGCACGTCACCTTT
+TTTAACTTCAATATTTGGAATAACATCTACAGACTTAATATTACCCGCAACTAATGGTGTAATGGGGATG
+GTTGCAAACACTTCTTTGCCGTATTTAGCATAGGGATGTAAATAGTTCATAATAATCATAATAGAAGACA
+GTAGAACTACGCCGCCTAAAACAGCGGTTGGTACTGACCATTTGTTTAATGGGATCTTAAACGTTTTGAA
+AATAGCCACACATAGAGCGGTGTAGGTTAAAATAATGAGCATATCCATGATTATATCCCTTTGGTTTCTT
+TAATTTGGCTATTAGCTAGTAATTCGACCTGCTTTTGTAGTTCAAGAATATCTAGTTCTAATTTGCTTGT
+TTTGATATCGCTATCAGAGGTATGGTGAACCATACCCCAACCGATTCCTGGCTTGTACAAGGTCGCCCAA
+ATCCATAAAAACGGCCAAATAGCACCTAAAGTAAATAAACTGATCCAACCGGCAACATGAATTGCATCTT
+GATGGGGATGTTGACGGTGAACTGCAATTTCATAAGGGATATCGTGTACTACGATGATTCCGTAAAACAG
+CACTAAAATAACAAAAAACACTAAAAATAATGCAAAATAATCTAACATTTTATACTCCTTATTGAAGCCT
+TTAAATTTGATAAAAAGAACTCACAACGTTATTTAAAACTTTCGCTAAAATTCACTTCAATACTTACATT
+CACAGTCAAATTAGAACTTGAAAATTAGCCCTATAATAAGACCGTGGGTGACGGTGTCATATTGAAAGTA
+ATCCACTTGCCCTTGATGCCCTTCGTCATAATCCACCCAAGTGGCTTTATATTTCATATCTAAGGTCATC
+AGCTCACTAATTTCGTATTGCACGCCCGTTTGTATTGATGAAGTAAAATTAGCTTCATAACCACCAATAT
+CGGCTTGTGCAAGAAACGTCCACTGCTCATTAATATCAGCTAACCACCTAACACCAACAACGGCATCAAT
+CCAACCAGCTTTAACATCCCGATTGAGATCATTTCCAGGTAACTGAGACAAAGCAATACCCGTGCTAATA
+TCATTATCCCACCACCGAACACCGGCAAAATAATCTAAAGTGCCCGTCGATAATTGAGTTCTATACATAC
+CTAATCCTTCAAGAACTCCTTGGCGTACTCCAGCAGTGACTACACTGCCATTTTTATTTGTTTTTTTGCC
+ACTCAAGTCCATATAGCCGTAATCTAAAGACATACCCCAACCGGAATCATGGTGAGCTTCAAAGTGAGCC
+ATAGCTGCACTGTCTAAATTATTTAGAATAGTGTCAAAATCGACATCAACTCCTACCCCATCCACACGAC
+CAAGACTTGCATCTCCATCGATACTGGTTACCATGACATAGGGCTCTAATTGAAAGCTCCATTCATCGGC
+GACGCTGTCAATGGGAAGACAGGCGATAAGACAAACTGTTAATACATTATTTACGATGATATTCATTGTA
+AAACCCTTCAAAAATATGTTTGCTAATCACTTTACTGGTGCATGATAGTCGTGTTTATTCACGGTTAGAA
+ATGAATAAAAGCAATGGCACTATAAGTACCATTGATAATCCACATTGCATTATTTAGTGTTTGAAGCTAT
+TAAACAAAAACCCTAACTAGAGATGACAACTTTGTTAGTACTGACTATCCAAAATTAGGAATAAAAAAGT
+CCACTTTAAAATTGATTCAAAGTGGACTTTTAGTGTTTCAACATAAAAATTTGTTATTTCGCTTTAATCT
+CTGTTGATACTTTTTTAACAAATGCTTTCATTTGCAATGTTGTGTAGTTTATATCGGCAGCACCAAAACT
+CTGACCAACTTGCATTGGGTAACCTTCTAATGAGCCTAGGAACTCTTTTACCTTGCCGCTTACAGGTACA
+AATGCCCACATGTTATCAACCATCCAACGAACATACATAGACGATTCAATCGGTCCTTTTTCAAAAGGGT
+CTGCACGTAAGTTTACTAGTTGTGGCCACGCTGGTACTTCACGTGTGCCACTTGCCATATCCCCTTTAAC
+CAGTGCAAAACTTGCTTTCCAATCATTCCAACGTATCGCATTTAATTGACCTGATTGGCTAAAGTACATA
+ATCGTTTCACGTGGCCCTTTGTCAACTTCACCAGCAAAGTAAGGTTTGAAATTAAAACCATCTAAATGTA
+CTCGCCATTTTTTGTTATTTATTTCACCACCTTTTTTAAGATCAGCAACTAACGTATCGTTACCCATCGC
+TGCAGCTAATGTTGGCATCCAATCGATATGAGACATCATTGAGTTCATTTTGCTACCGGGTTTGATAGTA
+CCGGGCCATCTAACTAACTGAGGTACACGCATGCCACCTTCATAAGTTGTACCCTTTTCGCCATGGAATG
+GAGTATTACCACCGTCAGGCCAAGTAAATGTTTCTGCACCATTATCTGTGGTGTAAATAACAATGGTATT
+GTCAGCAATTTTCAAATCATCAAGTTTGTCTAATAAAACCCCTACGTGCTCATCGTGCTCTAACATACCA
+TCTGCATAAATGCTGATGCCTGACTTACCTTGCCATTTTTCTTGTAAGCGTGTGTGAACATGCATTCGTG
+TACTGTTGTACCAAATAAAGAAAGGTTTATCCGCCTTATGAGCTTTGTCGATAAACTTTAACGTGGCACC
+TAAAAACTCTTCATCAGCCGTTTCCATGCGCTTTCTTGTTAATGCGCCAGTATCTTCCATACGACCATCA
+GCAAAGGTATGTAAAACACCGCGAGGACCAAACTTTTTCTTAAATCTTGGATCTTTCGGGTAGTAATAGG
+TTTCCGGCTCTTCTTCAGCATTTAAGTGATAAAGGTTACCGAAAAACTCATCAAAACCATGTTTAGTCGG
+TAAATGTTTGTCTTGGTCACCTAAATGGTTCTTACCAAATTGTGCGGTCATGTAGCCGTTATCTTTAGCA
+ACATCACCTATCGTAGGGGCCCAATCAGGAATGCCATGAGTAGAACCTGGCATACCGATAGTTAACAAAC
+CGGTACGAAAAGGTTCTTGCCCTAAAATGAACGCTGAGCGACCTGCCGTACAGCTTTGTTGCGCGTATTG
+ATCGGTGAATAATGCACCTTCATTTGCAATCCTGTCGATATTAGGTGTTTGATAACCCATCATGCCATGG
+TTATAAGCACTAATATTATATATACCAATATCATCGCCCCAAATTGCCAAAATATTAGGTTTGCTTGTAT
+CAGTTGTTGCTAGTGCCGTTGCAGATGCAGTCAACATCCCTAATGCAATGGCAAACTGCGTAAATTTAGT
+ATTAATTGTCATAAGTATTCCTTTGGTTAAACCTTCAAATCTGATAAAGAATGAATATGAGGCGAGCTTA
+AATAAAGATGCTTATATTTAGAAATAAAACAAAATGACAGAACTATAAGTATCACTTATAGTAGTTTGTA
+ATTGAGAGGTAACATTGACCTAAAAGAAAGGAATAACTGCGATGGCTAGGTATTTAAGGAACGTAGATTT
+AAATCTACTGTCAATATTTACGGCGTTAATGCATGAAAAAAACATTAGCCATGCTGCTGAGAATTTGGGG
+ATGACCCAGCCTGCGGTTTCACAAGCACTCAAAAGATTAAGGTCGCTCTACAATGACCCATTATTTGAAC
+GTAAGTCGGGTAAAATGATGCCGACACTTAAAGCGGATGAAATATATCCTATCATCAATAAAATACTCGC
+TGATGTGTCATCAACCTTGCCTGATACCGGTGATTTTTTACCAGAAACAGCCAATCTAAATTTTCATATC
+AACATATTAGGTGTTGGTAACAATGACTTTTTAACTAAACTAAGCCAACGCTTAGCGCATGTAGCTCCGA
+ATATATCACTTACCGTGAGCACAGAGATGTTAGTTGATGCCGAGAAATCATTAAGGGATAAAGAGTACGA
+CCTGCATCTTGATTATTTAACTATTGACGAAATAGGCTGTCATCACCAAGAATTGTTCAACGACCAGCTC
+TTTATTATCGCAAGGAAAGGACACCCTAACCTTAACAATAAAACTAATTTATTACTCTCTGAATACTTGG
+CAGAAAAACATGCGGTATTAGCCCCAAGAAAAGGCAATGTTTACCCACTGAGTTTAGCCTTGCAAGATTT
+TAGCTACAACCGAGAGATAAAATATACCAGTACCAGTATCGAAAACATTTTAGAAATTGTGAGTGCTACT
+GATTTAATTTGTATCATGCCAGGCACTGTTTTACAGTCTATGCATAATGTAAATGACTACATTTGGTTTA
+ACCCACCTTTTAAAACTAAACAAATGATAGCTTACATGAATTGGCACTGGAGTATGGAACACGTAAAGTC
+TCACCGTTGGTTAAGAACTATCATTATTGATATTTGTAAAAACATGCAGCCACTTCCCTCCATTGAATAA
+TACGGTTATTCAATGATGAACCAATTCCTTGTGTTTACCTTCATGAGTGATGCCACGACAGTGACATGTT
+TAGGGATAGTGTCATATCAATAGCCCCACTTTAAATGGCTAAAGGTTTCCTGTATTTATTGGTGAATAAC
+ATTACGGATATTGACACGCACTACCTCGAAGTAGATGCGTATGTGCTGAATAGATTTCAAACCTATTAAG
+AATGATTTTATTACCACTTATACTCTAAGCTGAATACTAGCGCTTCACCTAATAAAGTAATTCTAGGTCG
+TGTATCGTAAATAGTTAAAATTACACCTACTCCAAAAACACTACAGAGATCCCCTAGCTCCAGGATACAA
+ATACCTCCGGTATCTTGATAACCTGTAGCGACACCTGCCAATAAAAAAATCTTATAATCTTGATCATAAT
+TCTCGATATAAACAGATTGAGTATACATCACTGATTGTTTGTTATATGAGTTCTCAAATGTGCTAAGACT
+GTACCCAATGTTATCTTTAATGTACTCAAAACCGAGCAACTTGTGTTTTTTATTCATTTTTTCGCTACTA
+GTAGGGTGATACGATACGGCATAGAACTGTGTTGTGAAATCGCCCGCATTGGCTGTAAATACGGCACATA
+CTAATGGTAATAGTATCTTATTCATTATTTTAATCTCTTATGCAATTTATTCATTAGATATTAACGGAGG
+TGACACTAGCCCACTTAAGGGCTTTGATTGACCGTTCAGAATCATGGTATACACAGAATATTTACAGATA
+TAGAATAGGAAACAAAGAAACGGTCTTCTTAACCGCTAAAATTAAGAAAAAATGGCAAGCTGATGCTGCC
+ATTTTTTGGAGAGCTGATAGTCGCTGAATAACTTACATCGACAAATCTTCACGTAATACGTAAATGTTAT
+AAGAAATAGATTTAAAGTGCGATGACCAACTGGTTAGTAATTCTTTAGCCTTTCCCTTGTTATCTAAATG
+TTTAGCTAACATTTCACTAAATTTAATTTCTGGCGGTGCCATATCCCCGTAACTCATATACGGAATAGCC
+AGATTCATTTCCATTTTTCCGTTGATATTCTCATCCCAAAACCAATTATATGGCCAATTTTCACTTTTAG
+CGGCATCACTAAGGGCTTTTTTGTCTTTTTCTCGCGCTGCGCTATGGCCTAATTTGAGGTGGTAAGTATT
+AACACCAACATACTTATATTTTACATCTGCCGGCCAATGACTATTTTCAAAATCAGCTTCAGAACGATCT
+CGTTGGTAATGGGCAACATATTGACTCACATTTTCACGCCAGTTTTCTGAGGCCTTTGATTTGATATTCC
+ATTGGCGATACTCATCAAGATCTGACCAAGATTCACAACATGAACGCACTAAATAAGCATTCATTTTTTT
+ACCCATGTCGGCCTGATATACTGACCATTTACGTGGGTCATCCATTGACTTACGGTATTCGATATGTTTT
+TTAAACGCTTTTTCAAAATCAGCTGACTGCCCTGCTTTAGGATAAAAGACCCACATAGTGGTGATTATTT
+TTTCTAACTTTTTTTCTTCTGCATTGACTGACACAGATACACAGGTCATCAGGAAGATGAACAGCGAAAA
+GTAAAATGATAGTGCTTTTAGTTTTTTAGTCATGGTGGCTTCCTTACTTATGATTGTTTATCCATGACAA
+CCGCCAACAACTTAATGGAATATGGATAGGAGTACGAAGTGCTCTTATTTTTATTTCAACGTCTAAAAAT
+AGTAGTAAAGTAATTAGATAAAAGCCACTTGTAGTGCTGATATTCATACAGAGTGGGGTTGTATAGGTGA
+CTGCTGCTATTAAATACTTTGCAATGTGGTCAGTCAATTGTGATGCTATTAAACGATTACTTTGATACCA
+AAACTGACATTATTTCTCATCAAGAGTCTAGTTATGGCCATTTTTAGTTATGATTAAGTATATATACATA
+TTATTGAGGTCCACTAATGCTGTCGAATAAAAACAAAATTAGAAAGCTGCTTAACGGCATAGAGACTGGC
+GATCCAGATGCTGCATTAGTGGTAAATGAACAGAAGTACATCCAGCATAATCCGCATACAAAAGAAGGAA
+ACATTGGGTTAGCAGAGCTATTTAAACAAATAGCAAAGACTGGGCCACGCGTAAATATGATCCGAGTATT
+TGAAGATAAAGATTTTGTCTTTGCACATATGGAGTATCATTTTTCTACTTTAAAAGTAGCATTTGAAGTA
+TTCCGCTTTGAGGATGGTTTCGCTGTAGAGCATTGGGATAATATGCAACTCATGCAAAAGGTTAATGCTT
+CCGGTAGAAGCATGTTGGATGGTTATCTAATAACAGAAGATCATGATCTCACTGAGTTTAATCGGAGCAG
+AGTTTCTTTATTTGCAAATGAGATTTTAATTAAACGAAAATTGGATCTATTAATAGATTTTGTATGTGAT
+GATAATTTTATCCAACACAGTCCATTACTTGCTGATGGTATATCTGCTTTGCGCTCAACGCTAAGCGCCA
+CATCGAAGCAAAAATACAAAATAACATATTCTAAAATTCATCGAGTCTTAGCTGAAGGAAACTTTGTTTT
+AAGTGTAAGTGAAGGGCTAATGGATGAAAAGCACTGTTCATTCTATGATTTATATCGTATCGAAAAGGGA
+AAAATTGTTGAACATTGGGATACTATTGAACCAATCCCACCTCGTACAGAATGGAAAAATGATAATGGGA
+AGTTTTAATCTGTTTACAACGATTACTTAGGTCATAATTAAGGTCAAAATCGAAGTAAAACTTTATTAAG
+CTACCTACTTCAAAGTACCAAATAAAATATTTTTTAGACCCTATTCACTAAGCACTAAGGCACTAACATT
+GCCATTCTGACTCGACGACGCCAATGTAGCCAAAGAAAATATCGTTTAAATAATTAAAATAGTTTGAGAA
+CCAAGGTAACGAAATAGTTGTTTAAATAACAAAGTGTTATTATCCTTCATACGCACTTCATATGCTTTAG
+TTTTAGAGAGTAGACTGGTAAGTCTATAGCTCGTTCTAGCTACAATGAAGTTAAATAAGAAAATCAGTTG
+ATTGAATCACAATTTGTTTTTCAACGTTAACAAGGAAATGTAAAGAATGCCTGCGCTCCAACGTCTTCAT
+GTAATCATCATTTTAATCGCCACTCTCTCTGGTTGTGCCTCACTCCCCGAGGAGATCAAGCATCCGGTTG
+AGCCACTAGCGCCACAATTAACGAGCACATTGTCTACATTAACTGACTCTTTTCAGCCTGAGCAGTCGAC
+ACAAGAAGAGAGCGCCATTCTGTTGCAGGACAATGGCTGGGATGCATTGGCTCAGCGGTTGGCTCTGATT
+GAAACAGCTGAGCAAAGTATCGATGTACAGTATTACATTTGGAACGCAGATGCTTCGGGACTCTACTTGG
+CAAACCGCTTGATAGCGGCTGCCGATCGCGGTGTTAAAGTACGCGTAATGCTGGATGATTTCAACCTAAG
+CGAACGGGAGAGTTTTCTAGCAGCACTTGATCTTCATCCTCAAATAGAAATCCGAATATTTAACCCTATT
+CCCAGTCGTCGCGGGGTAGTAAAGTGGCTAAATTTACTCAGTGATTTTTCTCGTCTAAATCGCCGTATGC
+ACAATAAATCGTTCACCGTCGACGGCGTTCTGTCTATTGTAGGGGGCCGTAATATTGGCGACGAATATTT
+TGATCTTTCCGATGAAATAAATTTTCGTGACCGTGATGTACTCGTTATGGGCACCGTGGTAACTGATATC
+CAAGCTAGCTTTGTCAATTACTGGAACAGTGGTTGGTCTTACCCTATTAATTTGCTTGCTGATAAAGTCT
+CATCAGATCTAGCGGTACTAGATAAAGTGCCGGCTCCTCATTACAAACACTACCCCGCTTTGCCAGCAGG
+AAATAAGAGTGCTAAGAGCTTTTTAAAGGATATGATGGACGAGATGACTTGGGTGCAAGCACGGTTTATT
+TCTGATCGACCTGTCCCTGTCGATGTAGACAATACTAATGAACCCAAAGCTACTGCTAAATTATTGGCCG
+AGTTAGCTAACCAATCAGACCAAGAGATCTTATTAGAATCCGCCTATCTAATCTTTGATGATCGCCAACT
+AAAAGCACTACAGATGTTAACTGACAATGGAGTGCAGATAAAAGCATTGACCAATTCAATGGCCTCTAAT
+GACCTAGTTACTAATCATTCGGGTTACGCAGGTAGACGTGAAGATATGCTTGACCACGGTATACAGTTGT
+ACGAATTGAAACCCGAGACTACTCTGTGTGAAGAGTCGACTAGAGACTTATCTAAATGTGCACCAACAGC
+GGCCTACGGTCTTCATGCAAAATCGGCTGTTTATGACAGGCGAGTGACTAGTATCGGCTCTTTTAACTTC
+AATTTACGCTCAACCTACCTCAATACAGAGTCCATTCTAGTGATTGACAATAAGCGAGTAGCTGAAATGC
+TTGCTGACGATATTGAGCAGGCGATGAACGAAGATAACAGTTGGCGTCTGAATCTATATGAAGGAAAAGT
+CCGTTGGTATTCCGGTGAAAAATCCTGGAATAGCGAACCAGAAACAGTTCTAGGCGAACGAGTCAAATCA
+AGTTTATTACAATTATTACCGATAGAGAAATACTTGTGAAGCGAGTTATAAAGCTAACTAGCTAAAGCCC
+TCAAGGAGTGAATGACAACTATCGTTCATTCCTTGAGGACAACTGCTAAAATTGTGATTATTTAACTTCG
+ATGTAATCATCTAGTCTCCTCGTTTTATCAAACCATTCTTGATCCGCTAGTATAAAAATCACGCTTCATA
+AACCTGCAATACATACGAACCACCATCTAATTCAATACCTGATATTCCATTGTTTGTTAAAACGTATGGT
+CGGCAGACAAAGGCGTGTTCCGTAAAGGTAGGAGTAAATCTACCCATTAAAAAATAAACATGAGAAGAAT
+TGTACTCACTAGATTGCATACTCGTTTTGAAAAAATTAATATTTATATATTTATCAGTTGGTTAGTTAAA
+CGTGAACATTGGCTTGATATTCGCTTAAGTGAGGTTTATCTCATTAATCAATAGCCAGAAAAACCGAAAT
+CAATGAAAGAACTACAATTTAATAAATCAACCGATCTCTATAATTTGATTTTAGGTGGTTTGATCGCACT
+AACCTCAGAGCAACATATCGGCAAAGTTACTTATCGATCTGTCAGTGAAAATATCTTTTTAGGGAAATGG
+CTAAAAAAAGCCAAGCAGCAAAAACGCTATCCAAGATCTATAGCACTACTGCTAATTTTCACCTTTAAGC
+TTTAAAACCAATTCTAAAGCCCCCCCAATGTTTACCTTGAATGAAAATTGGTGCGGAAACATCGTGCATT
+ATCTCACCAGTATCGCGTTTGTAAGTTTGTAATAAAAAGCTATCTATGTTTTTAGCACAACGAATACCTG
+TGGCATCATTAAACATGCGTTTAGTGCGATTATTGGCTACATCCAATGTAGGGTTACCAGTTAAAGGTTT
+AGAAAAACACTTGTTATGAGTGGGGAAATATCCATTGATGTCAACAGCACCAGCATAGATCATATCGTTA
+AATTCTTGCAATAAAGGATCTTGAATTCTCGGTAATACTCTATCAGTAAAGCTGTCAAAACTAGTCGAGA
+ATTTTGCTGGTTCCGTATTGCCAATTGTTTGATAATTAAAGTCGAATAGCTGCTGCATTGTAATGCTTTT
+ATCAATAATACTCTTTTCAAATAACTTACCCACTTTATCTGCGGCAAGTTGTGCTTGATTACACATTGAC
+GTAATTAGGGTTTTACTGTCGAACACAGATAGCTGGACAAATATTGATTCTGTACTGGTTGATAAACTCG
+AAGCTTGAATTGAAACTTGTTGAGTTTCTTTGCTTTTGTCTATTAGAAAATCATGTAAGTTGACCACCGA
+GGTTGATATTTCAGCAGCCGCTAGGTCTTGCTCTTGAAGTGCATGACTTATTTGATCGCTTGCGCCTGAA
+GAGTCTGACATCAGTTGGTCTATCTGTTCAAATGACAATGACAAGTCTGTCATTGTGGTGACTACACTGT
+TCGTTTGTTGGACAATTTCTAACATAACCGCTGTGGTTTCACTGGTTTCATCGCCCATTTGTTTTAACAT
+GTCGCCAATCTGACTGGTAGCATCTGCCGTTTTTGCTGCTAAAGATCTTACTTCATCAGCAACAACAGCA
+AAACCTCTACCATGCTCTCCAGCACGTGCGGCTTCAATGGCAGCATTGAGTGCCAGCAAATTTGTTTGTG
+AAGAAATAGCATCAATAACATCAGTAATACTTTGAATTTCTAGTGCTTTTTTTTCAAGAAATTGTATTTT
+AACTGAGGCATTATTTACTGCCATGCTCAACTGGTTTACTATTTTTATATTGGTCGTTAATTGCTGATGG
+CTTGATGAACTGGCTAGCATTGCTTGGTTTGATTGCTCTGAGGCAATAGCAGCATTATCATTGATTTGTT
+TGCTATTGACAGACATTTGCTCAGCAGCCGTAGCAAGCCGGTCAACATCTTCACTTGATTTTACAATGGC
+ACTGCTAAGTTGCTCTAAAAAAAAGCTGACCTCGGCGGAGTTAATAGCAAGCTCACTCGCTTTACTTCCT
+ATTTTCTCACCAACATTTGCAAGGTTGCTATGTTCTTCGTTGGCATTTATATAGGAGAGATTAAGCAGCG
+TTGTCGAAGTGGCTAGTTTATGAGTAAGAGAAGCCACACTTATAAAAACGGCGGCGCCAGAGGCGGCAGT
+GGTAATTATTATTGAATTAAATATTTGCTGGCTAATAAAACTTATCAGTGAAATTATGCCCACAATTATT
+GTGGCAATAAATATAGGTTTAATGACTTTATTATTCATTATTTTCTTCCTCGGCGTGTTCATCGTCACTT
+TTCGTATAATAAATTGAGGAAATAAAAACGCCAAACTCAAATAGCAAAAGCATAGGTATCGCTAATAAGG
+TTTGAGAAATGATATCTGGCGGTGTTAATAACATCGCAATAACAAAAGATCCAACAGCAACATAGGGTCT
+TTTTTCTCGTAAGCTCTTCGGAGTCGTAAAACCTGTCCAACATAATAAGATAATCACAATAGGGATTTCA
+AATACGATGCCAAAAGCAAAAAACAGCTTTAAAACAAAATCAAGATAGCTACTAATGTCAGTAGCAATAT
+TTACTCCTTCGGGTGCAACAGAAGTAAAAAATGCAAAAACAATCGGAAAGACCACGTAATACGCAAAAGA
+AATACCGCCATAAAAAAGAAAGCTACTCCCAAGCATTAAGGGGCCCATTAATTTTTTTTCATTGCGATAT
+AAGCCCGGTGCGATAAACGACCATATTTGAAATAATATGTAAGGCATACTGATGAAGATAGCTAAAACGA
+TAGTCAATTTAAAAGGAGCAAAAAATGATGAAGCAACACCTGTTGCAATCATTTGCCCGCTCTCAGGCAT
+AACGGCCAATAAAGGCAAGGAAACATACGCATAAATATCATTAGCAAAGTAGATCATCGAACAAAAAAAT
+ACTAAAACAGACAAGACAGCTTTAAGTAACCTAGATCTTAATTCAATTAAATGGTCGAATAATAGGTGTT
+GGTTAGTTGAAGAACTCATTAATTATTATTTTCTTTTTTGTTAGGATGATAAACAGACTCAGCCGCGTCT
+TTTAACGTGTTCAAAGACTCGGTAACTTCCGGTGACAAGTTTTGTAAATTAAGCCCTTCCACTTTTTTTA
+AATTATCATTAAGTTCTTTAATATTTAACTCCCCCGTTAATTCCGTTTTCACGCTATTACTGAAACTTTT
+GATGTCGCTGATCCAACCGCGAATAGTACGTACTGCCACGGGGAGGCGCTCTGGTCCTAGAACAACTAAG
+CCAATGATTGAAACTAACAAGAGCTCAAAAAAACCTATATCAAACATCAGTTATGCTTTATCTTTTTCTT
+TTACATCGACTTCAACTCTTGCTTCAGTGTTTGAGGTGTCTGCTAACACATCATTTTTTGATTCGGTTCT
+ATCTTCGTCATCGACATCGGTTATTGCTTTTTTAAAACCTTTAATAGATGAACCTAAGTCAGCTCCTAAA
+TTTTTTAATTTTTTAGTGCCAAATAATAAAACGACAATCACTGCAATCATCACTAATTGCCAAATACTGA
+TACCACCCATAAAAAATCCTATATTTAAAATAAACCCACGATAAGGTCAGAGCAAGAAATGCACCAGTTG
+CCAAAAAATCCTATTAAATAATATGATTGTGTAGTTTTATCAAGTGGTTAGTGTTTTGTTATGGCTGTTG
+GTCTAACGTTAACGTTATTAACGACGATACCAGCTATGAATACAGCAACTTCATGAGTCTGTACTCGTGA
+TCTAGTATATTCATTGCCCTCAGAGGATATACGATAGAATAGTCAAAGCATTAATCCATTAGTAGAACAG
+TGAGACATGTGTTCCATCGCAATAAAGAGATATAAAGGGTTGAAGTATTGGTGGTGTTTAAAACAAGATG
+AACTTCTTGGACAATATCTAGGGGATAAACCAACAGGTGTATACCCAAGCTCCCTCAAGGTGAGATTCGA
+CTAGAATTAGAAGCCGATAAATTCATCCCATTAGTTAAATTATACAGTTCATATTCACCTCTGTTTTTCA
+CATAGATCCAGGTGTATCACTCTCAGGTTATTAATACCTATTTAAACTATAAACTCATTAAAAATTTAGC
+CAAAATGTATTTTTATTTGTATATAAAAATACATTATTAGTAATGTAATCCTCTGAAATTAAAGTTAATT
+TTTATTTTTACTTGTTTTTTTTTATTGTTGTTCAGTTTGAATTGGCACGAAATACGCTATATCCCCGATG
+ACGCAATAAAAAATATAACGCGTTAAAAACTAATTAACTTACTAGGGGTTTACATGAAAAATAAATTACT
+TAACATCACAAAATACTCTGCTTTAACGGTAGCTATGTTATCAAGCACTGCACAAGCTATTAGCTTTAGC
+GAAGGTGACTGGACTATGGATATCAATGGTATAATCGGAGGGTATTACACTCAAACTGAATGTAAACTAG
+ATGCCAACCCATCGGCATGGAGTACGTTTTCAGCATGTGCAGGGTCCGAAGACGGTCAAGAGACAGCATC
+AATACAGAATGGCTTTTTACCCGGTTGGATTAACTTTATTGCAACCACCACGACAGATAGTGGCCTTGAT
+ATTAAGGCACACTTTGGCTTCTCACCAGGTACATCTAACCCAGCTACTTCAGGTGGTCAAGCAGCACGTT
+TCGCCGGTGCAGTAGCCGTTAATGATGTGCGTAATCTCTATTTAAGCGTAACATCAGATATGGGTACATT
+AAAGATAGGTCGTGATGCAGCAATCTTTCAAGTAGATGCCACATTTTCAGATATAACGGTTCCTAGTGTT
+GGTACTCAAGCAAATACAGCTGGCGGTCTAAATACGACATTTGGTGCGGTAGCTACTGGTTATACTTTTA
+TGTCATTTCAGCCTCAAATTTCTTATTCAAGTCCTGTTGTGAATGGGCTTCAAGGTAATATTGGCTTATT
+TCAACCTCTAGCTATACAGGCAAATTTTGATGCTCCAATTTATAATGTAACTGACAGTCCTCAGATTCAA
+GGTTCTGTAACTTATAGTATTGAAGGCGGCAGTAAACTTTGGGCTTCATTTGTTACTCAAGAAGCAGAGA
+TGTCGGAGGCTCTTGGTGGAAAATCGATGAGAGCAAAAGGCTATGAGCTAGGCGGAAAATTAGTGTTAGG
+TGATTTTACTGCTAACTTGTCAGGATTCAAAGGGGATGCACTAGGTGATGGTGTTATGTTCCTTGGTGCA
+CTCGATGCTGCAGGTGAAGCAGTTGAAACTTCAGGTTATCTTGCTAATGTTGCCTACAAATTTGGCGCAA
+ATAAATTGTCTGCACAATATGGTATAACTGAAAATGATGATATTGATGGAGCAAAGAATGAAAGCTTCAC
+TTTACTTTATGCTCGAGATGTATCACCAGGTTTGTTGTGGACGGTGGAATACACCGCTCATACTACCTCT
+CAAACTGGGTTTGGGGATGCAGAAGCTAATACTGTCAGTACAGGCATGGTTTTATTCTTTTAATTTCGTC
+AATAGATTAAGTTAGTTTATTTAGAGTTAAAAAGTAATACTGTGATAGCGATACGGCTTAATTTTAAGGC
+TGTATCGCTAAATTGTCTTGACGTTGATACACAGGTAATTGGAATGAAAAACAGTAGGTAATAAATTAAT
+TACAAAAAACAATTACAAAAATCACAAGGATTATTATGCATCATCAACTTAAACTTCTACCCGTTTTATT
+ACTTATCGTCTCAACTCACCTATTTTCTGCCTCTCTTACGTTATCCAGCGAGGATATCGCTCAAGGAGAG
+TTTATGCCTAAAGCACAGGAATACAATGGGTTTGGTTGTTCCGGTGGCGATTTTTCGCCACACCTTAAAT
+GGTCAAACGCGCCAAAAGGCACAAAAAGTTATGCTATTACCGCCTACGATGCAGATGCCCCCACAGGTAG
+TGGTTGGTGGCATTGGCAAGTTGTTAATATCCCAATAACCGTAATGGAAATATCAACGGACGCTGGCAAT
+ACGAAAACCAATAGTGCACCAACGGGTAGTAAACAAATACAAAATGATTTTGGCAGTAGAGGTTTCGGTG
+GTGCGTGTCCACCTAAAGGTCATGGCGTACATCACTACCGCTTTACTGTATATGCGCTTTCTGTCGATAA
+ACTTGAATTATCAGCAGATGCTTCTGGCGCATTAGCGGGCTACATGATAAATGCACACACGATAGAGTCC
+AGTACGATAGAAGCTTTGTACAAACGAGACTAGCCAAACAATAAGCGGCAAGCTGACAGCTTATTTCTCG
+GTTGAGCTTTTCTTCGTATTCTATACTCCACAGTATCAATGGCTTTATGGTAAAGATGTTATCGAAAGGA
+GTAAGCCCTGCAATCGCTTAACAAGGCTTGATATTAATTAGTCTGTTGTTGGTTACGAAAAATAATAACA
+GGCTGTTAAGCTCTGTTAAAACGTAAGGTGTTCTAGATTGTATTATCTGTACTATCTACATCTGAATTAT
+TGGGAGAAACAATACTGTACTTTTTCATTTTTCGATAAAGTGTTGCTCTACCAATTGCTAACTGTTTCGC
+CGTTTCAGTTGCATTCCAATTATTGTGTCTCAAGGTGTCTAATATCTTTTGCCCTTGTTCAGGCAAAATT
+TCAGCATGCTGTATGTGTGTCCCCTCATTTTCGTTGAAAATAAATGGGGTACAATCAAATACATATTCAG
+GTAAATGTTCAGGTGTGATGGTATTATCATCGCACAGAGTACTGGCGTAACTGATGACATTTTTTAATTC
+ACGGATATTACCTGGCCAAGAATATTCAGCGAGTATTTGCATTGCCTCTTTCGATAAACCAATTTTCGAC
+TCACTGCTAACAAGACATGATACTAAATAGTGCAGATCTTGACGATCACGTAATGCGGGTAAATTAATTG
+TTGCACCATTTAGACGATGATATAAATCGGCTCTGAAGGTAGACTGTTCCGAATCAATTTGTGGTGAGAT
+ATCTTGATGAGTAGCGCTAATAAGACGAAAGTCTACAGCAATTGCTTGATCAGAACCTACGGGTGTCACT
+ACTTTTTCTGCCAATACTCTTAATAATCGAGTTTGCAGGGTAGCGGGCATATCTCCGATTTCGTCTAAAA
+ATAACGTTCCTTTATCCGCGGCGAGAATGAGTCCCGTTTTACCTTTGCTGCTCGCACCGGTAAAACTTCC
+CGCTTTATAACCAAACAACTCACTTTCAATGAGAGAATCAGGCAGAGCCGCACAATTAACAGCTATAAAC
+GGTCCTTTACGACGATTACTACACAGATGAATAGCATTAGCCAAGACTTCTTTGCCAGTCCCTGTTTCAC
+CTTGGATCAACATATTAATATCAGTTGGAGAAAATTTATTGAGCAGCAATTTTACTTTCTGCATCACGGG
+ATCGGATCCCGCAATTTTGTCAATTTCTGCGGCAATCGGCTTTGTGTTGTCTTGCTTAATTGAGCTAGTT
+TGGTTTAACACCGTATTTCTGATTTTAATGCGTGGTGGTTGGAAATTGCAATAAAATGCAATGCCCGTGT
+TTTTCGATTTGATAATAATCTGTGCAGAAGAGTTGTTAAGACCTGCTCCTAATTGAAATAACGAAGTGAT
+ATCAAATCCAGTGAGTAACTGTGATCTGATGTCATTAATTCCAAGTTCTCTCGCAATAATTGTTCGAGCA
+TTTTGATTCGCCGCAATCACTACATTGTTACTATCCAAAGCAATTAAATTTGGACAATAAGTATTCAGAG
+CACTAATGTTTATATCGAATTTTAAAATTGTGGAATTGCTATAATAATTTAAAAAATTAGCGGCCTCAAT
+AAGTCCAGCATGCATCTGTACCAATTTAAGCAACAAGTGTTGACTCGTTTTTTCTTTTGGTGAAGAAAGC
+GCTGAGACATCAAGTACAGCCAATAGCTGACCATTATGATCTAAAATAGGTGAGGCAGAGCAAGTTAACG
+TTGTATTTACGATGTCAAAATGATCTTGTTGGTGAATTGTTAGCGGAACAAGCTCGTTGATAATTGTACC
+GACTGCGCAGGTTCCAGCATGACGTTCATTCCAGTCAGCACCCAAATATAACCCTGCGTTTCTTAAGTCT
+TTGGTTAAGCGATTATTACCAATAAAATCAACCGTAACAGCGTTTTTATCACAAAGTAAAACAACATAAT
+CTAATGCTTCTACTTGTGAGTATAAATTTTCCATCCCCTCTCTTGCCGTAATGATAAATTCTTCCATAGG
+GGAGGTATGATTTTGCAATTCAGACTGGGTAAGAACGCGTGAACCATGTCGGCCCAAAGGGTCAAGCTTA
+AAGGTTTGAATACAGCGTTTCCATGAACTAGTGACTAAGTTTTTTTCTGAATCTAACTCATTACTCTCAA
+TTGATCTATAAACATTAGATAGATGTTCATCAATGATGGAAGTTCTCATTTTATTTCCTTAATATATTAC
+GCATCCTTGTCTTTGTTATTTAGCTTATCCTTACTATATACCTATAACAGTTCATATAATAGCCAGGTAA
+TTATCAATCACAGATTGTGCAGACTGATGAAGGTCGTTTGCCAGCTTGTTATAATTCACGTTAGCATCTC
+CGTTGTGCTCTGTTAGTGATGTCATAGCCTCTCGACTAAAAACCTCAGAATGACCAGATTGCCGGTAACA
+TTGATTTACGGCATCGACTAAGTTGGTAATTTTGGGGTTGATTAGAATAAAGGCATGGGCTAAAACACCA
+ACTTTTCTATTACTATTAACAGCACTCGTTCTGCGCATTTTCTGCGCAGTTCCAATAAATTTTTTATTAT
+TTATAGATAAATTAAAAGCGCCATTACAATAAGCGCCCTTGACCTCACCTGTTTCAGCACTGACCCCATA
+ATTGGATAACCATAGTTCCAAAATATCGATCAATAATTGATAGCTTTTCGTCGTTGAAAATTCTACTTCA
+TTAGGCCATGGGTAGACCATGCTTAGATTAAACACGCCTGGCGCTTGAGGAACCGGTGAACCACCGGTTT
+TTCGTTGTTCTATTTGCCAACCAAGTTTTGCCATATGAGTAGTTAATTGTGGTGTGGCTAGCCACTTATT
+TGATGCTGGGAGCACCATTACATTTTCTACTGGCTCCCAAATAAGAAAACGAGGCGTTTGATCGATAAGC
+ACTTTAGCTAAAGCCTGTTTTTCCCACTCTAGCGCTTGAGTTGCAGATATCGACATTAACGCCATCGGAT
+TAGGCAAGGATAATCTCCTCTATATGAGTACAGATATCCGATAAAAAATTAGCGGCCGGCGAACCATCTA
+TTGCTCGATGATCTATCGTTAATGAGAGTCCCATCATTTTAACCGCTTCAAACTCACCTTTAGCATTAGG
+TTTTACACATTCGCTGGTCGCACCTAAGCCTAAGATAGCGATTTGAGGGGCGTTTAAAATGGGCGTAAAG
+TGTTTAACTCTGGTTAATCCTAAATTCGTGACTGTAATCGTTCCTCCCATATAATCATTTGGTTTAAGTT
+CATTTTGTTTGGCTTTTTTAGTGGCGTTATGTCGAGCTTGTTGTAATTCACTTACGGTTAAATTTTGAGC
+TGAAAAAATAGTTGGTGTCACCAAGATATTTTGATCCAAACTTAGCGCAAAAGACAAATTGATATCACGA
+TAATAAACAATGTTGTTATCTTCAACTTTAGCGTTCAGATCCATATGTTTTATAAGTGTTTCAATCACCA
+CATAATGCAACAAATCTTGTATTGATACATTTTCTCCTTGTTCCGATAATTGTCGTTTTAAATGCAGTAA
+AGGCGAAATATTGGCTTCTGCATGTAAAGTAAGCTGCGCGCTAGTCTGTAAGCTTTGCTGCATTTTTTTT
+GCGATTGCTCCCCTAACACCACGCAATGGCACAGTGTAGGTTGAATCATTGATAGATTGTTCCATTTAAG
+ATACCTCTGCTATTACGCTTCCTTTATTCACGACATCGTCTTCTTCACTGATAATGGATATTATACCGTC
+ACAGGTTGAATTGATTTCGTACTGAATCTTCTCGACCATCACTTCTGCCACTAACTGTCCTGTAGACACT
+TCACTGTCGTTATCTACAAGCCAAGCGGTAATAACAGCTTCTTCATCTTCTTCCCATAAATCCATAGGCA
+CTATTATTGACTGAGTCATTTATTTACTCTCCATCATGTTTAAACATACATTAATTATTTTTTCGGTGGA
+CGGCAGCGCCCATTGTTCCATTGGTCTACTAAACGGGATCGGAATGTCTGGGAAAGTGATACGACATGGT
+GGTGTTTTAAGCATCTTATGATCATGTTCAGTCACTGAAGCTATAATTTCTCCACTAACACCAAAACTAT
+GATAATCCTCATCAACAACCAATAGTCGTCCCGTCTTTTTAACGGATGCGATAATATGTTCTCGGTCTAA
+CGGCACCAATGAACAAAGATCGACAACTTCGATACTGATATTTTGTTTCTCTAGTTCTTGTGCTGCTTTT
+AATGCATGATGCACCCCGATCCCAAGACTCACAATGCTGATATCTGCGCCTTCAACGACCGTTCTTGCTT
+TACCAATTTCTAATTCATAGTTCTCTTCAGGCACCTGATTAATTGCCGCGGGCTCATTTCCTAGCCAACC
+CATACCTTGTAATCCTTTGTGGAACAAATAAATAACAGGACTGTTGTCACGAATCGCAGCTGTCATTAAG
+CCTTTTGCATCATAAGCATTACTGGGTGCAACAACCTTCATACCGGGTAAATGGGCAAAAGTACCATAAA
+GACACTGGGAGTGTTGCCCACCATCACTATAACCTGCACCAGTGGAAGCCATTATCACCATTGGGACGTG
+TGAATTACCGCCTGAGAAATAGATGTTTTTTGCCATCATGTTGTATATGGCATCAAAGCAAACACCAAAA
+AAATCAACAAACATTAATTCAACTACTGGGCGCATGCCATCCATTGCAGCGCCGACTCCAGCACCGATAA
+AGGCGGTTTCTGAAATCGGTGTATCACGAACCCGTTCCCCACCAAATTCATCATACAAGCCTCGAGTATT
+TCCAAATACTCCACCAAGTTGCGCAATATCTTCGCCCATGATGAAGACTTTGGGATCCGCGCGCATTTCT
+TGAGCTAGCGATTCTGCCATAGCACGCGCAATAGTTAGTTTTTTAGTTGCAGACATATTAAGTCTCCTGT
+AGATAATTATTATTAAGCGAACACATGCAGCATGGCTTCTTCTGGTTGTGGATATTCACTGTCACGGGCG
+AAGGTAATAGCTTGTTCAACTATTTGTTGTGTTTCTTCAACAAGTACTAAATCATCATCTAGCGTGATAA
+CTTTTGCATCAATTAACTTTTGACGATAAGTAGGAATAGGATCTTCTTTGACGAGTTTGTCTTTCTCGCC
+CTTTGGACGATAATCTTCAGCATCGCCCATGAAATGTCCTGCCAAACGGGATGTTTTTATTTCAATTAAG
+CTTGGACCTTCACCACGTCGTGCTCGCTCAATCGCTTCTTTAGTGGCACTGAATATTTTGTCGGGGCAAT
+TATCTTCAATATGAATACCTGGCATGTCATATGAGGCAGCACGAATACTATTTTTTTCAACTGCCGTCGA
+CGTTGATTTCGCAACTGATATGCCCCAATCATTGTCTTCGATAATAAAAATAACAGGTAATTTCCACACT
+GAAGCTAAATTAAGCGTTTCATGAAAAGCGCCCTGATTTGCCGCACCTTCACCAATATAAGAAATAGCGA
+TGCCCGATTTTTTTTGTAATTTTCGAGATAAAGCTGCGCCAACTGCTGGTCCCATACCTTGTGCGATAAT
+GCCCGAACAAGCGAAATTAACATCGTTATCAAATAAGTGCATATGACCACCTCGCCCACCACTTAATCCT
+GTTTTTTTACCAAATATTTCGGCCATCATCTTATTAAGATCAACTCCTTTGGCGACTGCAATATGATGAG
+GTCGATGGGTTGCGGTAACGACATCTTCAGCCTTTAAATGAGCGCATACGCCAACGGCACATGGCTCTTG
+ACCATTTGAAAGGTGCATCTCTCCGGGAATAGGACCATTGGCCATATTAAAAACAGGCTTCTTCCCCTCC
+ATATAAATACTTTCAATACGTTCTTCCATATAACGGCTAATCAACATATTGCGATACATCCAGATACGCT
+GTGATTCTGTGGGTAACATTTTTTTCTCCTAAAATAAAAATGTGGTGTTCTTGTCTTTTAAACCTAAATG
+CATGGGAAAATACATAAATTACGGTGCAAAAACACCACGAAAAATTTTAACTATAGTGCATTCGTTTTGA
+CTAACTTTGCGATATGTTCGGCCTGTCGAATAGCCAAAGCAACAATAGTTAGGGTAGGATTAACAGCAGC
+GCTTGTTACAAATTGACTTCCGTCTGAAATAAATAAATTAGGGACATCATGTGACTGCCCCCATTTGTTT
+ACCACGCCGTCACTAGCTTTTTCACTCATACGGTTTGTGCCCATATTGTGGCTATTTGGATAAGCAGGCA
+GGTTATGTAATTTAGTTGCACCGACTGATTTGTATAGCTTAGCCGTTTGGGCGTAGGCGTGATTACGCAT
+CACTAAATCATTGTTATGATCTGTTTTTGTTATAACGGGGACGGGTAGTCCATTTTGATCTTTTTCAGTA
+GGGTGTAAAGTGATGCGATTAGTCTCTACGGGTAGATCTTCACCACAAATCCAGACACCTGCCATATTTT
+GGTAATTCTCTAATGCTTCAGATACCTCTCTACCCCAGCCACTAGTACCGGGTTTTAAAAAGGCCGATAA
+AAAACCTAAGCCTAGAGATAAAACTTCTAATGAATAACCCGCAACAAAACCACGATCTGGATCATTACGT
+TGTTCACTTGTTATTAAACTGGGGACAGACGTACCACGATGCATATTGACTGGTTTTGGAAATACACCGT
+AAACGCCTCCAGTTACGTGTCCCATGTAATTACGACCAACCTGCCCTGACGAATTTGCTAAGCCATCTGG
+GAATTTTTTAGAGGCTGAATTGAGTAGAAGACGTGGTGATTCTATTGAATTCCCAGCGACACAAACAATC
+CGTGCTTTTTGGAGTTTTTTATTACCATTTTCATCGACATAATGTACCCCACTTGCTCGACCATCTTCAT
+CATGCTCTATTTTTAGCACCATTGAATTGGGTCTAATTTCACATAAGCCCGTCGCTTCAGCCTTTGGGAT
+CTCTGTATACATCGTTGACCACTTAGCACCAATTCGACATCCTTGCATACAAAAACCAATTTGTTGACAC
+GCCGGACGTCCGTCTCTAGCTACTGAGTTTATCGCCATGGGCGCATTGGAAAAGGTCATTCCTGTACGTT
+CTGCTGCAACTCTGTGCAATTTTGTGTGGCTGTTTTCAGGCAAATCTGGGGTTCCCGTTGCTTTAGTGCC
+AGTAACTCCCATTTTATCTTCGGCTTTTTCGTAATAAGGTGCAATATCATCATATGAAATTGGCCAGTCA
+GCAACGTTAGCTCCCTCTATGACGCCATTGGTAGATTTCATTTTAAATTCATGCGGCTTGAAACGCAGCG
+ATACGCCAGCCCAATGAATCGATGAACCGCCAACACCTTTTACAATCCAAGCGGGTAAGCCTGAATGGTT
+TTTAGCATGATGCCAACCACCGGCTGAAATCCGTTTATCCAACCACGACAGCTTCATGAACATTTCCCAT
+TCACTGTTTTTTAAGTCTTCAAGTGTGAAGCGTTTACCCGCTTCTAATACTACCGAGCGAACACCTTTTT
+GCGCGAGCTCATTAGCGACAGTGCCACCACCAGCGCCCGAACCAATAATAACTACTAGATCATCATCGTC
+TAGATCGAATTTTGCTATATTTGTCATAATTTTTTCCCCAAGTTTATTTGATACCATTTTTATTAATGGT
+TAAGTTAATCTGGTTAATCGTTAAGCCAATCAAGTTCGTTTAACCCTCGGTCAATGTATCCACCCTTTTC
+CCACGACGAACCTTGATAGCCAAATAGATGAAACAGATCTTTGTTGTCATAAATGCCGAACATTAGTGCT
+GTTCTAACTTTTATAAAAAATGGATTGTCTTCGATAGAACGTAAAACTCTGATGCGATCTGGTTCATAAC
+CTACGTTCAGGAAAGGTTGTCCGAGTTTCTCAATACTTAATTGGTCAAGCATTGCGATGCCTTCACCGAT
+CAACTTTTTTTCTTGCTTAGCAAGATCATCTACAATCTTTTGATAGTATTTGTTCTCAAGCATTTCGTGG
+GGGTAGATGTCTTTCGCCAGTTTTAACATCGTTTGGCTGATATGACCTGAGTCAGGCATGCTAATCGAGC
+TGGCTTCACTTTCTGAAGCCTTTGCGCATCCAATCATAGTCGTTGCTACGACGGTTCCAGCGACACCGCA
+GCCGACGCTGCCTAAAAATTTACGACGTGAGATAGAGCTTTTATTATCTTTCATTGTTGCACCCTCTGTT
+TAAAGATATGAGTACTAAAGCAATAGATATGCCAAGCATTAAATTAATCATATTTACAGTGACTTATGTG
+ATTTCTTTAGATATTTCCATTGATTTGACTTTAAGCTTGAGACGAGTGTCTCAAGCCAATGAATACACGA
+AGAATAATGTTTTCAAAGTTATACTATAAAAATTGGGTGAGAAAAAAATTCAGCGGTAAAGGTGATAGTC
+GGCGAGCCAATACGCTATTTTTTCAGCCTGCTTTACCATGATTTAATCTGTTTTTTTAAGTGAAATATAG
+TTATCTATGTCATCAAGTCATTAACTTAACAGGGGGGTATGAGAGATGGTTGTTGTAGATAATAAAGTAG
+ATTAAATATGAGGGCTAAATCTGGAATAACCTCTTAGAATAACATCAGCCTATTGGCCTCTTACATTGTA
+TAAGTTTACTCATTAAGCTATTAGGTTTAGTTTAAATGTTCACCATAGTATGTAATCGTTAATAAATATT
+TACTTATCCCCCGAGAGTAATCACTACTTTAGTCTTTAAAGAGGAATGGGATAGAACGACCATTAATTCA
+AATAAATATTGAATCCCACTCGCCTTATTTCTATAAATCAGATTACTATGTAGTCAAATAAGGGCATTGA
+ACGCGTAACGACCCAATAAGCTGATATTACCAGTGCACATACAGATACATAGTAAGGTAATTTTTTAACG
+AGTACTGTCTGTTTTTTAATAAGTATTGTCATCGTGAAGGCCAGTGCATAGATAAATAATTGCCCAGCTT
+CAATACCAAAATTGAAAGATAGTAGATTAGTTATGCTTGTTTGAGCGCCTTCCTTTTCAAGTTCGTTGAA
+TACAAATGAAAAACCAAAACCATGAATAACACCAATAACTAAAAGGGGAGTGGTTCCTAGATGCTGCGCT
+TTTTTCAACAATAATGCTATTGCTGTGAAAGCAATGGTGAGTGCAATTAATAGTTCTATACCTGGTATGA
+ATATTGGCGATGCTATGGCTATGTTGTCACCAAAGAATAAACTGAATGAATGGCCAAAAGTAAAGGCAGT
+TGCAAGTGATAAAAGCTTTAAAAAACTAGCTGCACTGTAAAAAAGAAGTAACACAAATAAAACATGATCT
+AACCCTATTAAAATATGAATAAATCCATCGCTAAAGCCGTTAATTAATTGTTGTGTCATGCTAGGCAGAT
+GAGTTGATGAATAATCAAGAATACCTAAGGTTGTCGTTACAGATTCATTAGCAATGTCTCTATGGAGATT
+GATAATGTTTGCAAGTTTATTAATTGCATTAAACTTATCTCCAAGTATGCTACTTATCGAGATATCATCG
+TTTATTACTGAGGTATTAGATATGCGTAATTTAATATCAATGCCCGCATCGAATAGTTTTGTGGCGCTGG
+GTCTTATTGTTACATCACTAGTAAAATTTTCTTCAGCGGTTTTTAAACTGCTAAATGGTTTGCGATCATC
+ACTATTAAATATGTTGATTGATTCAATGTGATAATTTTGTACAACACCATTTTTTTTAATTGTATAACCC
+GGTGTAATACTTTTTTTAAAGTCATCTAAATTTTTTGTGATCTTCTCTGGGTCAATCAAATAACCTGAGT
+TGTTAACTTTATTTGTATAAGGGATATTTTGCTTGCTATCAATTCCTTTCCAATTTTCATCTAAAAGAAT
+AAGTGGCAGTGGCATTCTCATGAGAATGATTGTGTCTTGATTATCTTGGTATAAATGTATGATTCTTGGC
+TCAAAGTGTGAGAAATGAGAGAACACAGACGAACTGTAAATTATTAGTATGAGAGCAAGTATTTTTTTCA
+CAGGTTTTATCTCTTTTAATTAATAGCACTACCTAGTTTGAGGTAGTGCTATGCTTATCCCTTTGGGTTA
+ATAGCATTACCGAACAAAGGGTAGCGCTATTCCTATGTTTCTATTAGTAGCGCGGATCCCACATTCTGCT
+TCCCATTTCTTTCTCATATCCCTGACCTAATGGATAGCTAACAATTTCTAGTTGCATGCCCCAAGGAGCC
+ATGAAATAAACCCATGTCAAACCAGCCATTCCTGTATCGGTAAATGTATGAGGTTTACCTAGCACTTCAA
+TACCTTTAGCTTCAAGGAATTTTACAGCTGCGGTCATATCATCAACATAAAAAGCAAGGTGATGACCACC
+AATATCACTATTACGAGGCAGTGTTTTTCTTTGATCTGGTGACGTGTATTCAAAAATTTCTAACGCAGGA
+CCATTTCCACAACGCATTAGATGCGCAGTGTTAATAACTGCTTTTTTGTTTACATTTAAGTTATCAGTCA
+TCCAGTTGTTGTCGAATGGTCCAAAAGGGCCTATCGAATAAAAAGATTCACAGCCTATAACGTCTGCAAA
+GAAAGCCGTTGCTTCTTTAACATTTGGTACCGTAAAACCTAAATGTTGTGTTCCGCGCATGCCAGGCATA
+CCATTGCCAGCTTGAGCGAGTTGAAATGTAAAGGTTAATAGTAGAGCGAGTAGAATTTTTGTTTTATTCA
+TTATTATGTTCTCCATTGCATACGAAATGTACATGTTAAGCACTTAAGTTTTTAAGTGCATATAGACAAT
+TGCACTTTCTATGCCAGCCTCAGCCCCATATAGCCTTCCTCACGAAGCCTATATATTTAACGGGCTACTG
+TTAGTAAATGTGTTACAGGTGTCTCACCATGCATGCAAATAAAGTATTTTCATTATTATTTTTTCTATCT
+ATGTTTTTTTACTCCACAACACGTCAACGGGTATGCTGATTCAAAACGGCAAGATGCAGTATCTGAGCCA
+TCAGTTAAACGGAAAGCGACTATAAGTAAGTCTTTTATTTTTAAAGAGATGGCGACATATTGATAAATAA
+TATAAACATCACTTCACTTCGTTGAGACGTTTATTTAGTTTCGCTGTAGTCTTACTGTAAATATGAATTG
+TTTATTTAATGATATGAAATGGCGTAATAAATGCTTGCAACATAGTAATAGGAATTAACTTTTACAGGTT
+AGAACAAGGTGATGATTATGAAAAAGCATTTTGATTTACTGAACGGTAACAGAATGGTTATTTATGTGCT
+GAGTTTAATCGGCTTTTTTTATGATGTTAATATTGCTTATATAATGGCGTTGACGCTTTGGTTATGGCTA
+CCGCAATGTTTGCAACTGGAGCTGTTGTTGTTAAAAGCGATAAAGCACTAGTTGATTTGGCCAACTAATT
+AGAGGCGTTTGGACTTAATTTATATTCCTTCATTGTGTTATTTTACTTTTCTACTTCGCTTCGGGGCGAA
+AGTACCATAGAAGTAATACTCGATTTAATCTGAATTATAAAAGAAGGCTAATGTCTTCAATGTGCGCCAA
+GGGAACATAAACTCAGTAATAAAACATCAGTTTTAGTATCTAATTAATCTCTATAAAGAGACTTGCAACG
+AGATATGAAATTATCGGAATTAGCTATGAAGTGTGAATTTGATTTGGGGCCCTTTTCTCTTTATTTTTTA
+TTAAGGGTTCCAATGGTGCTCCATTAGTATCTTTAGGTCAGGATAAATGGATATTTAAGTCCAATCGAGT
+AGTTGGAACGGTCAACTAGTTCCACATTGATGACCTAAATTAGTCTTCGGAATTAGGCACGTTTATGTTC
+ACTTAGATACGATATAGTCCTTTCAGTCTGAATAAAACTATAATTAGGGTGTTCAGACCATGTGCCTATT
+TCATACGAATATTGATACGATATCATTTCGATGGTTACCGCTTTACTTTCGATGTCTTAGGTACGCCTTA
+GCTTAAAAACGAATACTCAGGGCTTGCCCATAAACGCTATCTATATCGCTTTCGAAAAGCTTTGGCATAC
+ATGCTGACAATAACAATTGGAGGTAGTTATGACTAAGTTTTCAGTTTATATCGGTATTGATTGGGCAAAT
+GATAAACACGATGTATGTGTTCAAGTGGCTAATTCAAGTGCACGAAAGTTTGAAGTAATTAAGCACTCAC
+CTAAGTCGATCAATGAATGGATAACCAGCCTTCATAAGCAATACAAAGGACAAATAGCTGTTGCTATTGA
+ACTATCCAAAGGGCCTATCGTTTACGCACTTCAAAAATTTGATTTTATCACTATTCACCCCGTTAACACT
+TCAATGTTAGCTCAATACCGTAAAGCTTTTTCACCCAGCGGTGCAAAAGACGACCCAACGGACGCAGAGC
+TTGCTTTAGATTTAATGCTGAGATATCCCAATAAAATTAAAGCATTAAAAATGGACAGTGAATCGGTTAG
+GAAGTTGACGTATCTAGTCGAACAGCGTCGTAAGTTAGTTGATGATAAAAGGCGGTTCAGCAACCGATTA
+ATCATTACACTTAAAGAATATTACCCTCACTTACTTGATTGGTTTTCACACCGAGGATCGGGGATATTTT
+GTGATTTCATTACACGTTGGCCCAACCTACAAAAACTTAAAAGAGCTAGGGCTGATACCTTGAAAAAGTT
+TTTTGGCTCATACCCTGGACGTACTGCGGCATATAGCGTTAAGCGAATTCAATCTATTAGTGAAGCAGAG
+CCGCTCACTCTCGATAACGCAGTTATCGAGTCGCACCAACTGCTTGCAGTTGCATTAGCTAATCAACTGC
+TTGTTGCTGTGAAGGTTATTAAGGTCTTTGATAGAGAAATTAGTGAGTTGTTTAATGCTTTGCCGGATGC
+AGAACTTTATAAATCATTACCAGGTACTGGCCCGTGTTTAGCACCTAGGCTATTAGTGGCTATTGGGGAA
+AACCGTAGTCGATTCAATAGCGCATCGGAAATTCAAATGTATGCAGTGATAGCACCCGTAACAGTGCGTA
+GTGGTCAAAAGAGCTGGATTCATTGGCGATATCAGTGTTCTAAATTTACTCGCCAATCATTTATAGAATG
+GGCTACTAAAAGCATAAGGCAATCTTATTGGGCGGAAATTTATTATCAGCAGCAAAGGGAAAAAGGTAAT
+ACCCACCAGGCAGCTGTGCGTTCGCTAGCATTTAAGTGGATACGGATCATATATCGTTGTTGGAAAACTA
+AAGAGCCATACAATGAAGCCAAGTATTTAAAAGCATTGAGCGATAGGAATTCCCCATTACTTTTTAAAGA
+AAAAGCTTGTTAAAGGTCTCAGGGCGTAGAGCGGACGTTCCCCATAGATAAAATCATGAGCCTTTTGATG
+ATGACTTCTGTCAATTAGTCGCTCAGGTTGAATGAGAGCAAAGCCACCACAGCGGTCATTCATGTATGAC
+TTCAAAAATGCCTAGAGCAAAAGAGAGAGGAGCATCAATATTTCTGTTTCACATTAAAACAATACATTGA
+TGCGTGAATATATATAATATTGACTTAGACAAACCGAAGTTAAATGGAAGCACGTTTCTTAGCATGAGAT
+TGATTAAGCTTTTCTACATTATTCGCCGTTAGTTGTTTAAGCTGTCCTGGCTCCAATTGATTCAATTGAT
+ATGCATTTAACCGATTTAATTGTCGAACATTCAGCTTTTTGTAATTGGTTTACTGCTAACTTATTAAGCT
+CAGTTGCTGACAATGCATTGATTTCTGCAACAGTAAGCGCTTTTTTACTCCCTTGTTTTTTAATGTTTAT
+AGAGTCAGACGAGGTTATATCAACTTTAGTGGTGGGTTAGCCAACCATTATCGGAGCGCTGGCGTTATTT
+TTATTTAACAGCTCTGTCAAAGAATCCATTTTATTGACAAGCTTATTAACCGTTTTACTTTCTCATGTTG
+TTAATTTATCAAGGCTACTTTGAAGAATAACATGCACCTTTTCAAATAATACTTCGGCAGAGTCTTTTTC
+CTTTTTGGTTAATATATCTTTTAAAAATAAGCTGTCTAATTTTTTATAAATTCCGTCAAGTTGTTGTTTT
+TTCTCTGAGCTTGTATGGCGTAACAAGATATCGTCAATTTCGTCAGAAGCCGTGTCTATTGCTTGATTTA
+ATTTTCCTTCCAGAGAAATGCTTACGTCATTTAGTTTATCAATATTTTTATGTATTCCACCTTGTGAGCT
+GACTTTATTTCTTGTGTTTTGTCTTTCTGATTAATTGTAGCAAGGGTTTGTGTACCAATATCATGGCTAA
+TATTCATCTACTATTCCTTTATTTTACTACTAAAGCGCTTATTTCAACTAAATTATTGAAATAAGCGACC
+TGTATTAAGTGATGTTATTAAGCGTTAGGTGCATCCATTGTCATATCGGAGAACTTTAGCATTTCAATGG
+AGATGAGCGTATTAAGACCGTCACGATTATCTTGCATGTCGTGAACAGTCACTTGACCATTCTCAGTGCT
+AATTTGATACTCTGATGAAGGACCTGAAAATATCACCGTGTTTACCGCTGAGTTTCCAGTAATGTTATTA
+TCAAGTTGGTTAACAATGACATTACTGCTATTACTGCCCGTGAGTGTGACATCTTTCAAATATTGAGCAT
+GATGAGTGTAAGATAGGCTAGCGTTATAACTTAAGCTAAAATCGCCAACAAAGCTTTCATCAATACGCGC
+GTTATAGGTTAGGTATGGATGGAAAAATTTATTATCCATGATGGCAGCACCTTGTGGATCTTTAGCAGCT
+AAATCATTACGGGTTTTAGCAATGTACATGCCCCACATACCATATGGACTCTCTTTATATGCTCCCCAAA
+GACCATAATAACTATCGATAACTGAAGCCAAATATTCTTGTGACAAGCTATTTTCAGCGGTTAATTCTGT
+TATCCAGCTAGCCTGATCTGCTGTCCATGCCCAAAGTTTGCCAGATAAAGCGGTTACTTGTGCTGCACGA
+ATCTCTGCTTGATAATTTGGTAATACACCGTTAAAGACCGTGTTTTGATCCACACCAATGCCGTAATCAT
+GAACAAAATGTAAAATTTCCTCAAACGAAGCATCACGATGATCGTAATTTTGATTAATGTACCAGCTACC
+GCCTTCTACTTGCATTTCTCCATAATATAATGGTTGACCATCTAATTCAGCACCTGCATTTGTTCCGTCA
+TCAACCCCATTGAGTAATAACAAAACACCAGCGTTTTCGGCTATTTTATTGGCTACTGCACTTTTGTCTA
+CTCCATATTCAGAACCGGGGTAATCGGTTAGGTAATGTTGCAATATATTACGAGAGCGAACGATTTGGTT
+ATCGGTAACTGCATCTTGTGCAACAATATGAATGGCATTACCATCTGGGCTATCAATCTTGGTATAACGA
+TTAAATTTAAGGGCCTTGCTATAGGTGTTTATTAACGTTTTAGGAACATCGCTAATACCCAGTGCCAACG
+TTTCGGCTGAAAGATCCGTTGTTGGAGTCGTAGGGGCCGGCGTAGTTGGCGCAGGTGTAGCAACAGGTGT
+TGGTGTGACTGTTTTGGAGTCTGAATTACAACCCCCTAAAAGTGAAATAGTGGTTAATAATACAATACTG
+TTTAAGCTGATAATTTTCATAAGCGATCCTTTTGGTAAATGCCTACCAATAATCATACGAGATTAGATCG
+ACTTGATGGGTAAGCGTATGTAAGCCATAAAGCGCTATGTAAGCGTTTGTAAGAAACCTCGATATATCAA
+CTAAAATCAGTACAATGTTCTTATTACCTACAACCGTACTCAATGAAAAAATGCATATATTAATTATTGA
+AGATGACAAAGAAATTGCTCGACTGACTGAAATATATTTACAAAGCACAGGTTATGAAACCACTATTATT
+GCTGATGGAAGTTTAGCTATAGCGATGATAAAAAAGTTATCGCCAGACCTTATTTTGCTTGATTTAATGT
+TACCTGGCGTTGATGGCTTTGAATTATGTAAACAAGCACGCGAATTTTATAATGGGCCAATAATTGTATT
+AACCGCCATGGAAGATGATCTGAGCGAAGTGAGTTTATTAAAACTTGGCGCGGATGATTATTTAAGAAAA
+CCGGCAAAACCTCATATTATGTCAGCCAGAATAGAGGCTTTATTACGTCGTGCTAAGGTTAACAATGAAA
+AAGTAACACAAGAATTACCTAATAAGTTGTTAATTAACCGAGATACTTTATCGGTAACGTTAAACAACGC
+CCTAGTTGATTTAACTAACTCTGAATTTGATATGTTAGTACTGCTCGCTGATAAATCAGGACAAACGGTT
+TCACGAGAAGAGTGTATTCACTCATTACGAGGTATTGATTTTGATGTAACTAACCGCTCGATAGATATGC
+GTATATCAGCACTTAGAAAAAAACTTAATGACGAAAAATCTCCCTATAAACTGATTAAAACAATTCGAAA
+TAAAGGGTACTTACTCGTCAATGAATAACTTATTTACGCCTTTTTTTACTCGCTTATATGGCTCATTGTT
+TTTAGCCATTTTTACCAGCGTATTCCTCACTTTTGCTGTTTTAGATGAGTGGAATGCTCATGATGCTACC
+GAAGACTTTGCAACTGATACGGTATTTTTTAAGGATATCTTAGAAGTACAAAGAAAAACAGAAAACAGTG
+AGGCCAGTGTTTTTTATAGCAACCTTGATAGCTCACATTATCCTTTTGATATTGAATGGTTAGGCACACA
+AGCGTTAAGTCTTGTGTGTAATAGCTGTATTTACTTAAATAATCATAAAAATGTTGATGTATATGAAATA
+CAAAATGGAGAATTATTGTCTATTCATTCGGTAGCCAATACATCCGATAAATTTATTATTAAAGACAAAC
+AGCAAGAACCTGAACTTTTAGGTTATGAAATGACAAATGAGCCATTTGACATTGAAGAGTATTCCATTTT
+CATCCTGCTTTTTGTTATTGTGGTAGTCATTGGTTTAGTGTTGTATCTCCCGATAAGAAAACTACAAAAA
+GAAATAAATCACTTAAACCAGATAAGCTTCCAACTTGGTAGTGGTAATTTAAAAGTAAGAGCAAGTAACT
+CCCTTGCAGAGCCATTGACAATACTAGCCAAAAGCTTCAATAAAATGGCTGATGCGCTATCTAATAAAGT
+GAATGAAAGCCAAGTATTCGCGCAAGCTGTACCGCATGAACTTAGAACGCCGCTAAGTCGTATACAATTA
+GCGACAGGAATTCTCAGAAACAAAAATTTGACCGCAGAGCAAACCTCCTTAGTTGATAATATTGATCAGT
+ATATCGATGATATTGATGAGCTATGCTCGCAGATTATTCAGTTTTCTAAATTGAATATTCAAACGGAAGA
+AAATGACTGTGAATACATCAATTTGAATAATTTTATAACGCATCGAATATCGCAATTAATACTTAATCCA
+CTGATACCCGTTACTGTGAATTTTACAGAGATAATCACTATTAATTGCAAAGCTGCACACTTACGATTAA
+TTATTGACAACATGATAAAAAATGCAGTTGCTCACGCCAAAAGTAAGGTAACGATTAGTGTAAGTATTGC
+TGTAAATAAAATAGAAATCATCATCGCAGATGATGGTAAAGGCATAGCAGAAAAAGACTACGATATAATA
+TTTATCCCATATGCTCGCTTAGATAATAGTCGAACGAGGAAAACAGGTGGATTGGGCATGGGGTTAGCCA
+TAACCAAAGGTGCTGTGAATCAGCTAGCTGGAGAAATAAATGTGTCTAATTCAACCTCTGGTGGCGCTCT
+ATTCAAAATAAGCTTACCTCGTTCACATGAAAACCACCTTCCGTCGAGAAATATAAAGAAAACTAGGGTT
+ATTTAATCTCATTATGCCCAAAAATTTTGGTTGGTAATAAACCTAGATTAGGAAGCTCAAAAATGTTATT
+TAAGGCAAGATTAAAATACAATTATTATTCATCTCAGCTTTCGAATCGTAGTGAACATTAGATTGGGTGA
+TTTTGAACAACAAAAAACGACCACTTTGTGGCTTGAGCTAGCGTTCTGAGATGGAACCCACTGGCAGCAA
+TGAGCTTAAACCAGCCCCACAAGTGAGCAGAAAATTTTGGCTAATATTGCCCTAAATATGCTCCTGAATT
+TGCAAAGGCTTAATGTCCGCAATTGGCTAGTAGCCGAAGTATCAGTTAACTCACTCATAGCTTCCGCTTA
+GCGCACCAAGGAAACATTAGCACTAATAAATATTAGTGCTAAAAAAACGATTTAAAATTTTGTGGTCAAT
+TGATTGACTAGTCATTATTCGGTATACATAAAGCTAGCTTCCTCTCATTAACCTGATGCTTGAAACGCGT
+TAACAGAATCCTTAATTTTGGATGAATGTAAGTTTTACAAAAAGGTTTATCGGGTGAGCTGTATAAGTAA
+TTGGTCAATTCATCCTTATTCTTTTTAAACGCATCAAATGGCAGTACCTGTGTGATGATTTTTTTATCAA
+AATCACATTGTAGGGAGTCTAAAACTCTTTTAGCGTCTTGGTTTTGCGCATCGTTATAAGTATATATAGC
+TGATCGATATTTTTGTCGCATCGAGTGATTGGCTGTAGATGCATGAGTATGTAAATGAATTTCGATCAAC
+GTCTGCAAAGAAATAATAGATTCATCGAAATAGACTTCAACTGCTTCAGAGAGTTCAGCATCACAGCCGA
+TAGAAGCGATCCATCCTTGATTCACCGCTTTAATACCGATAAGTGATTCGAAAATGCCTTCGGTACACCA
+ATGACAACCACCGCCGAAACCAATCTTGCTGAACTCCTCACTATGCATAATGTTATCCATAATTGAAGGA
+TCCTTTAGTGATTCACTTTACTGACTTACTTAACTGAAGGTAAGACCCAATCACTTCTGGGGAAATGACA
+AGTATAACCATTCGGTGTATTTTGTAGATAATCTTGATGTTCTATTTCGGCTTCCCAAAAGTCTCCTACA
+GGAACTAACTCCGTAACTACAGGCCCAGGCCATAAGCCTGATGCATCAACATCGATGATTGTTTGCATCG
+CTATAGTATTTTGCTCAGTTGAACAGTAATAAATCGCTGAACGATATGAAGCCCCTAGGTCGTTCCCTTG
+TTGATTTTTTGTTGTTGGATCATGGATCTGAAAAAACAATTCAAGGATACTTCGGAAACTGACCACATCA
+GTATTGAATGATATCTCTATGCCTTCTGCGTGATTACCATGATTACGATAAGTAGCATTGATAACGTCAC
+CACCGGTATAACCCACTCGGGTTGACGTGACTCCAGGAAGTTTACGTATAAGATCTTGCATTCCCCAGAA
+GCAACCGCCAGCCAAAATTGTACGTTCAATTGTCATATTGATAAATCCTCTACTTGGTCAATGTAATCAC
+CATAGCCGTTGCTGACCATCTCATCACGATGGATAAAACGAAGTGATGCTGAATTAATACAGTAACGTAA
+CCCGCCTTTACTTGTGGGTCCATCTTTAAATACATGCCCTAAATGACTATCACCATGGCTTGAACGGACT
+TCTGTACGAACCATGGCGTGGCTGCTATCACTTAGTTCTTGTATGTTTTTTGACGTTATTGGTTTGGTAA
+AGCTTGGCCAGCCACAGCCAGATTCATATTTATCTGATGAAGCAAAAAGTGGCTCTCCTGAAACGATATC
+TACATAAATACCAGGTGAAGTATTATTAAGATGTTCACCACTACCAGCTCGTTCTGTGCCACTTTCTTGT
+GTCACTCGATATTGTTCTTTGGTTAGAGCGGAAATTACATGGGTAGATTTATGATATTTTGTCATAACTT
+TATCTCATAGTCAGAATGGGTAAAAATAACAATTATTCATTAAATTCACTAACAGCAAGGGCGAATTTTT
+TTGAGCTTATAATGAATAATTGCCGCGCCTATATGACCAATTAGCAAAAGTGGAAGTAAGATATCTGAAG
+CGATATCTCGATGATAATTAGCAAAAGGTTCAATAAGAGTAATCATTAACATATCGAATTTTTGTAGCAC
+TGTCTGTTCAATATATTCAAATCTGAAAAAGCCAGGTAAATTAAAAGCTCCTAATACCGGAATATCGAAG
+CCAGTGCCAAGATAAGCACTGATTGGCAGAGAAATCAGCATAAAATACAAAGCATAATGCATTATTCTAG
+CGGGCGTTGTTTTCGTCGTAGTTGTTATTACCGGTGCAGCACTATCTTTGCTTGTAGATAAACGATAATA
+CAATGTGAACATGACAATACTGAGTATAAATATCAATAAACCAACATTGATATGAATAACGAGTAGAGTC
+CAATTAGCAACTTCAGTTTGCGTGGTATACCAATAACGATAATAAGCTGTTGAATATGCCATCATAACAC
+TAACCACAATGCTCCAATGTAATATTCTAATAATCACTCGTTGTACCCTGCATTGTTCACCAATACTGTT
+ATTTTGAAGCGCCGTTTAACACTTCCCTATCTTCACCTCCAAGCGGAGTATGACAGCCTAAGCACATCTC
+TGAACGGCCGGATAAATCTACGCCTTGATAGTTAATGATACTACCATCAGGATAATACTCAGCCCAAAAC
+CAATTACTGTTAGATGAGTCGTAGCCGTTTTCACGCTGAAACATAATCGTAAGCGCTACATAATTATCGG
+CTTGATCATCGCTATAAACTTTATGCGGTGTAAGTTCTTCTTTAGCGCCATAGTTGTGCTTAACGATCAA
+TTTTCCTTTTTGACCATCTATTTCAGCGTTAGTTGAGATAACTTCTTGGATACTGCCATGTGGTCGGTTT
+CCTACAAAAGGGTAGCTTCGTATACGCCCATCACCTACCAGCTTGTTGTTAACCATGTATTGCCATACTT
+TAGCTGCATATTCATTATCGACTGCTTTTCCTGATGATGTTGCGGCTGTTTCGGCCATAGTATGAAAAGG
+CAGTAGGAATAGTATGACGACAGCAATTTTTAATCGATTTAAGGTGTTGGTTGAAAATTTAAGCATATTT
+TTCTCCGGTAAAGATTATACCAAATTGATTAAGTTCTTTCCCTGTCAGCTAGAATTAAAAGGCTTAGAGG
+CAAGGCATTGATTGCAGAGAATGGTCATTCCCTTCTCAAAATCAATAACGTAGCATCTAGACCTTTTAAA
+CTCGCCCTTTGGGAACTCATTGGTAAACTGATAACATCACAAAATTAGTGAAATATAGAATTACTATGTT
+TAACAAATTTTGTTTGTTCTAAGCTCACCAATGTAGTTCTGACTAGGGAAGAAATTTAATCAAATTGGTA
+TTACTTATAAAGCTATAAAAATGAGTCGTTTTATCATTCGACTTTAATAGGAAATCAAATGATAAAACGG
+CGAGCTAACTTATAATTTTCTTATTTAACAGGTTTAAGACTGTCAAAATGGCCACCACCCGCTTTCATTT
+TCATGCCTTTACCCTGACTTAATACCGGGTAATATTGAGTAAAAACAAAGTCATCTGCCGCAGCACCAGC
+GTGACATGAATTACAGGACTTTGAAGGGAATGCTTTTGCTGTTTTTGACAACGTTTTATGATCCGCACTT
+GAAAAACTAAAATATGCCCAGTTTCCTGGTTCATCTTTAAAATGTTTTTTACTTTTAATTGTCGCTTCAA
+GACCGATAAAGTCGCCCATAAAATAGCCATTACCGCTAACAGCAGACTTGGAACCAACAGAAACTAGCTC
+TTTAATGATGATAGTACCATCACGAAATTCACCCTTGTTTTTCCAATGTTTCCAGCTCATAGGGTCAATA
+TAAACATTATGAAGTTCAGGAAATGCCGCTTTCCCGTTATTCATGTCGTTGGGTGTCACGGGTGTGCCAA
+CGTAGATCCATTCTCGATAGCCCGTTGGACGTTCAAGTTCACCGTTTTTCATTACAAACGCTTCATTTGC
+ATAAGTGAATCCTGAAAAAATGACTTGCACAAACAGGAACGATATTGCTATTAATACTTTATTCGCTTTC
+ATAATATACTCTGCTTTAATTCGTAAAAAACAACTATAGCAGCCATTACTATTAACCCTTGGTATCTGAA
+ATGCTCAAAAACGTCGCTCATCAACTCAAATGTCCAACATCAGAATTTAATGTACTTGATGATGTCATCG
+ATACGCTTCGTTTTCGTGGCAGTATATTCTTTCATTCGAGTCTTGCTGCTCCGTGGGGTATGTCATTATC
+ATCGATTGAAATGCCAAGATTTCATATTGCCTTGGAAGGCGATTTTTATGTTGGGGCAGGATCCAGCAAT
+ATTAATGTAAATCCAATGGATATCGTCATGATCCCAGGCGGAGATATGCATTGGATAGCAGATGAAATTG
+AAAGCGAACGGGTGCCTTGTGAACAAGCGGGGGATGCCTGCGCTTTAGGTATGCCACTTTTTCAACAAGG
+TGAAATCACCAATAAGATTATGTGTGGAATAGTTGAATACGATGAAGCTATTGAACACCCTATTCTCAGC
+GCCTTACCCTCCATAATTCAACTTTCCAATATTCAATCGAATGATAATATTTGGATGACAGTAAAATTAA
+TTGATGCAGAAATAATCAGAACAAATAATAAGAAGAATAGTATTATCGACCGTTTAACTGAAGTGTTATT
+TATTCAGTTACTGAACAGCTTTATTGAGAAAAATGAGCACCTAACGGGTTTCTTATCAGCACTTAAAGAG
+CCTCGTTTGAATAAAATATTACAGCTCATCCATCAGCACCCTGAAAGACAATGGACACTAGATATTATTA
+GTGATGTGGTTGGTATGTCTCGTGCGACCTTACAGCGTAAATTCAAAGCTGCCATCGGTGTTTCTCCAAT
+GGTTTATATAAGCCGTTGGCGTATGGCCAAAGCTTATCAATTATTAAAACATTCCAATTTATCACTTGAA
+GGAATTGCTGATGTCATAGGATTTTCTGACGCTCGCACACTCTCACATGCCTTCAAAGATCACTATGGAG
+ATACACCTAGTCAATTCCGTAAAAAATTAGAGAAACTAATATAATAACTAATACTATCTATCTAAAATCT
+TATTTCGTATAGTTTAAATTCGTATATAACTAGTGAGTACCGTTTGGACGACCAATCTAGTAGCATTGTA
+GAATGTCATGAATGTGCTTTATCCGTCGATATTTCACTATTGATCGAACGACAAAAAGCGCTTTGTCCAC
+GCTGTGGTTTTTTATTATCCTCAAAACATCATAATGCCCTTGATAGAATACTGGCGTATTCTATATCTGC
+CATATTTTTCTTATTATTATCATTACCTTTTGAATTTTTAGCATTTCAGTCCAATGGAATTGAACGAAAA
+ATTGATATTCTGGCAAGTTTAACTATTTTGAACAACAATAATTATCACGTTTTAGCTGTACTTGAAGTAC
+TGACAATATTTGTAATACCGGCACTCATATTGTTTTCATTGATTTACCTAACCATTGCATTACGAAAAGG
+AATTTACCCTCGAGCTGGTCAGTATCTTTTAAAACTCACCTATAAATTATTACCTTGGAGTATGGTAGAG
+ATATTTGTTGTTGGCGTTTTAGTGAGTTTAATTAAAATCATTTCATTGGCTGACATTAGTCTTGGTCCAT
+CATTTTATGCTTACATATTGTTTTCCTTAGCAATGACAGCTGCAGTGTTGCATATGGATAAACATCAATT
+GAATCAATTGTTGAATTATTGTAAATCAAATCAAGCGACACAAAAAAAACAGATAAAACCTACAAAACTT
+AAAGACGTAACGCCACGCAATCATTTGAGCCTAGCTTTAAAAAAGAGAATAAGTGTTCAAAAAACCTGGG
+CCTTACTGATAACGTCTATCGTCTTTTATATTCCGGCTAATATTTTACCTATTATGAATACTCGATTTTT
+AGGACAAGATGAACCGAGTACTATCTTAGGAGGCGTTATTTTATTATGGGAAATGGGTTCCTATCCAATT
+GCTGCTGTTATTTTTGTCGCTAGTGTTGCAGTACCTATGGCAAAAATGTTGGTTTTGGTATGGTTAAATT
+ATAGTGTTCAACACCAACATAGTCGTTTTTCTAAAGAGCGCGTGAAACTTTATCGGTTAGCTGAGTTTGT
+CGGACGATGGTCTATGGTTGATGTTTATGTGGTGATCATTCTGGTTACACTTATTCAACTAGGCAATACT
+ATGAGTATTTATCCAGGTGGGGCAGCATTAGCTTTTTCTGGTGTAGTGATCACGACCATGCTGGCGGCGA
+TGAGTTTTGAACCGCAATTCATTTGGCAAACAAAAAACAATTTATATAGTGAAGAGTGTAATGACCAATA
+ACGAATATACCGATATATCTAATAAAGAGACTGATGTAAGCCCAGCAAATATTGAACAATTAAAGTCGGT
+ATCTATGATTTGGTTTGTACCCTTTGTTGCTTTGTTAATTGGCGCTTGGATGATTTATTATCAGTTGAGT
+AATGAAGGTCCAGTAATCACCATCGCGTTCGATTCTGCTGAAGGTATGGAGATAGGTAAGACTAAAATAA
+AATCCTATAATGTCGACATTGGTGAAGTATCTAATATCGTACTTAACGAAAATGCTGATGGCGTTATTGT
+AACGGCAAGAATGACAAAAAACGCAGAAAAGTTACTTAATAAAAATAGTGATTTTTGGCTAGTATCACCA
+GAAATATCACATACCGGAATTTCTGGTTTAAGTACTTTGATATCAGGCGTGTATATTGAATTTTATCCCT
+CTTCTATTCATGAAGAAGAAGTAGATGAGTTAACATCAGAGTTTATTGCGCTAAAAGATCCACCAGTAAC
+TCCTCCCGGAGCACCTGGTTTACATTTAACGTTAAACAGTAACGACCAGTTTGCTTACTCAAAAGGTGAC
+CCAATCATATATAAAGGCTTAACGGTTGGTCAGTTTGAGCACATTCACTTTAACTTTGAAGAACGTGTAG
+TTTATTACAATGCTTTTATTAAAGCGCCGTATCATCAATTAGTCACCACCAACACTAAGTTTTGGGATGT
+TAGTGGTTTACGGATGGATTTAACGGCCGATGGTTTATCAATACAAACCGGTAACATAGAAACCATGCTA
+ACTAATGGGGTTACTTTTGATGTACCCAAAGGCATGGAAAATGGCGAAGAAATTACCGAACGATCGTACT
+TTGATATCTATGCAAATTATAAGGAGGCTGACGATGAACGTTATAAATACTCTGTTGAATACATTGTTTT
+GGTCAGTAATACCATTCGCGGTTTGAGTGTTGGCGCCCCTGTTGAATATCGAGGAGTATTAATAGGGCAT
+GTTAAATCTATTAACCTACTAGCACAAAGAAATAGCGATAGACCTCAAATTTTTGATGAAGACATAAAAA
+TACCAATTTTAATAAGTTTACAACCCGGAAGAGTTGGCTTACCCGATAATGAAATGGGTGTAAGCCTTAT
+GAAACAGCAGCATCAGTTATGGATTAAAGACGGTTTAAGAGCGAGTTTAAAAACGGGTAGTTTACTGACA
+GGTAGTTTGTTTATTGATTTTCAGCACTATTCTGATTTGAATAATGAGGAGGAAAATACACAAAGAACTG
+ATTTTGAAAATAGCCAATATGGTGAATATACGATCATCCCTAGTGTTGATGATGAGTTTTCACAAATTAC
+CGCGAAGGCAAGCCAGTTCATCGATAATCTTAATGCTCTACCATTAGAGAAAATTTCTGGTAATACTAAC
+GAACTTATTACTGAATTCACCCAAACAGCAAAATCATTTCAAAGTGTTAGTGATAATTTATCAGGCGTAC
+TTGATGGTGTGAATCAGCAGCAATTGACTCAGGAATTGAAAACGACCCTGCAAAGCTATACAAAATTAAG
+TAAAGATCTCTCTGCTGGTTCTAAAGGGTATGAAGATCTTCGTCAAACATTATCGGCATTAACTAAGGTC
+ATGAACGAATTACAGCCACTTCTTAATCAATTAAAACACCAACCTAACGGCTTAATATTTGAATCAGGTA
+AAGTTGATGCGATTGAACCTAAAAAATATACCCCTAATAAGAAGGCAGAATGAACTCAATGAAAACACGA
+TCCCCCCTTTTTATCAGGAATTTTTCAATACTAGCTTTATCAACATTGGTTGTTTTTCTAAGTAGTTGTA
+GCTCAAATTCAGAAATTCCCTTGGAAACAAATTACTATTTACTTAATAGCCAACACTTAGCTAAAAATTC
+GGTAAATATTAACAAAACAGTTGTTGTAGAAGTGCTAGAACTTCCGGCTTATCTAGACCAACCACAATTA
+GTAATGCAGCTAAATGTACATCAATTACATTATGCTCGTTTTGATGTGTGGGCAGAGCCGCTACAAGCTG
+GTTTTACCAAAGCGTTAATTAATGACTTAAACTTAAATAATAACAGTATTCAATTTGTTACTGATGAATT
+AAAGTCGAACAAAAAAAGTACTGATAAGTTAATTGTGAGAATAGATTATTTTCACCCCAGCACAGCTTCA
+AAGGTAGTATTATCTGGTGTATTTTGGACAGAGAATAATAAGGTCCAAAACATAATACAGCAGCATTTTT
+CCTTCGAATTATTATTAAATGAAGATGGCTACACTCACGCAGTTGCCCAAATGCGAAGATTGGTGTCGAT
+GATGTCAGCGTCAGTTATATTGGAGAACTATGACATAGTGAGATAGAACTAATAAATTGATGTCTGCTAT
+ATGATCGAAAAGCTAACGTTTGATTTTGTTGCGGTCTTCTTCCGCTAGGCGCAGCAAGGGAACATTAGCA
+CCAAGATTTATTGGTGCTAAAAAGCTATGACGTTTGAAGGGTTTTCTTTGACCGTCACTTTTGCCACAAA
+TCCACCATTTTATGAATGAAAAAACGAGCTCAGAATGGGCTATTTAAATACGAAAGCGAACGTAAAGAAG
+CAAGCTCTTATCAAGGCTTTGCTTCAACCATCAAATGATAACTTACATTACATCAATCATCGTCATCCCC
+ACGATATTCATCATTATTTGGATTCATACTATCACTACTATTTCTCAATCCATTTTTGAATGCAGTTTGA
+CATCAGTACAATTTATAAACACGTCGATATCCATCAATTAGGTAGATTTTACTAAAATTATGCACTAATT
+TTAGAGAATCATAGGCTCCCCGATATGAATCAACGTCGGCCATGCAATAAGTATTAAAGAGTGCCAGCCA
+ATATTCATCTACATCACCATTGGCATTGCATTTTTGATTCTTGATGCTGATCCGGTTTTCTAAAAGGAAT
+TGGGTGTTTTCCTGAATGTTTGTCGAAGCAAATTTAGTGGCAATTGACTGAACCACTTTTTTCTTTGGCG
+GGTATTGACACTTATATAAATTGATTGATACCACATAACCTAAAATGTCTATCACTGAGTCATGTGTCTT
+GGTCGCAATCATGTTGAGAATTATTCGGGTCAGTTCTTTTTTAAATTCATTGATCCCCTTAATTGGGCTG
+GGAATAACAAGATGAATCCATCGGTTTTTAGGAATTAGGTTGCCTATTTCTTCATTTAACTGTTCGACGA
+TATTTGAGATTGGCACATCATCTGCCAACCTTGAACGTCGTTTTCCATTTTCATTTATGTGCTCAACCAG
+TTTGGTAACTTCTACGGCAATTCTCCGGTCATTTAGTAGTAAATAACCGTCTGGCGGATCTTCGCCATCG
+ATATATTTACCACCGAATTTAGACGCTAGGGTCGCAAGAACATATTCTTCATCTGGTCTCATGATTTATC
+CTTAAAGCATATCCGTACATTATCTAGACAGTACTGCAATGGATATTTTAACTGTTAACTAGTCTTTAAT
+TCATGTGCGTAAATTTCAAATGTTTAACTACCATAATGGCATGCTTTCGTGATCAAATTAGCTCTATAAC
+TGGACTAACAACTCACGCATTAATATACAAAACTAATCAATTCATATTGTTAGTATAGGATATTGGGGCG
+TTTTTTCGTGTAGTGCTTATCTGCTTGGTTGGTAATAGTGAACAATGCCTCTCTGGCTACCTCCCACACC
+ACCCTTTCTTATTAGGTATTGCTGGGTTTAGGAGAACCAAATATGAGGGCACGTTAAATAGGTAAGCACA
+TGGACAATATAGTCAATAGCAACAATATTTATTGGTGCTAAAAAACTACGCCTTTTGAGGAATTTGATTA
+AACCGTCACTTTTGCCACATTACGGTTATAAACAATAAGCTAAATTTACCTCATCTTTTTTGTAGCTTAT
+GGGGAAAAGCGGACTTTAGAAAATAATTTTTAAGTGGCCGTCTAACGAAAAAAAAAACTTTTTTATCAAT
+GGGTAATGACTACCCATCTCATCTGTAGAAAGAAGATTAAGGTAATATGGTGATGTTTTTATTGGCTAAA
+CTTTCATTTTGAAATCGTTCAAATGTTTTTTCGATGACCCCTTCTTGATGCAATTTTGTTAAGGCATGAC
+TTAATTCTTTAAGGTAACTTTTATTTTTTATATGCAAATAGTGATAACTATTGAAGGATAATTCTTTTAG
+TTTCTTTACATAGATGTGAGTATCAAACTTAATTTTTCTTAGTATTTCAATATTGACGTTATAGGATACC
+ATGACGTCAATGAAACCTTCTGCCATCGCCCTATAAAGGCCTGTCTTTGAGTTAAATTCTCTACAATTCA
+GTTTTTGTTCTATACAAAAAGCTTTCGCATATTGAAAATGATGGAGGTAACCAATAGTTGTATGTCGATA
+AGACTGACAAGATGCGATTTTATGACAAACAATAAATGCGTAAGCCTTGATTAATTCTGGCTCTAATCTG
+ATCAGGTTTGGGTCTGCATCTCCTATATCGCGATACCTTGCGAGCACAGCATCTATTTTACCTTGTTGCA
+ACAAAACAGACTCACGCTGTCTGTTTGTGTGTAAAAATTCTATCTGGTAATTTGCTCGTCCGTATAAGTT
+TGCAATGATCTCTTTCATCAGGATGACAGACTTTGTTTTTTCACCTGAACTGGCTGAATTGATTTTGAAT
+GATGGGATTTCAGCTGCGCTAATATGGACCACCAAAAACTGAACCAAGGCTAATACAACAAATAGAACTC
+TTTGCATGATTACGGGTAACAATTGATTTTCAGGTAATTTCACTTTAGCAAATAAAAAATTACTGTCAAC
+GGAAATAGTTTGGCCTGCCTATAGAGATTTTGATAAAACGTGTAATGGTATAGTTAAGGACTATATACCG
+CAGGGAACGGCAAAAATTAGGCTTGAAAATTCTAAGGCGCATGTGCCCCATTGCAAAATGGGTAAACCGC
+CACTAATAGCGTTAAGAAATCATAAGGTAATCATTGATGCTAACGACTCTATTGTAGTAACTGTTGCCAT
+TGAACAATCGAAATTTGTTGAATACTTATTAATAAACACTCTTGCAAATTAACCTTTAACTGCATTCTGC
+TTAATCATATTATCTCTATTATTGCTTTATCTGATAACCACTTTTAAATATCCAGGCAACGGCTAATAAA
+CAAAAAGCTAAAAAGCCGCTCATCACACATAAGCTTGTTATTAAACTTACGTCAGCCACTTCATAAAAAC
+TCCATCGAAAGCCACTAATTAAATAAAATACGGGGTTAAATTGCGTTACCGTTTGCCAAAATGGCGGTAA
+CATACTGACGGAGTAAAAGGTACCTCCTAAGAAAACAAGTGGGGTGATGACAATAAGTGGTATCACTTGT
+AGCTTTTCAAAGTTGTCTGCCCAAATGCCAATAATAAAACCAAATAAACTAAAAGTTATCGCAGTCATCA
+CTAAAAAGAATAACATCCAAAATGGATGTGCTATTTCAAGGGGGACAAACAAATGCGCTGTTGCTAAAAT
+AATTAACGCTAACAAAATCGATTTAGTCGCTGCAGCGCCCACATAACCTAGCAATACTTCAAAAGAAGAT
+ATTGGAGCAGAAAGTAATTCGTAAATAGTGCCAGTGAACTTAGGAAAATATATACCAAATGACGCATTAG
+AAATACTTTGTGTTAATAGCGATAACATAATTAAGCCCGGTACAATAAAAGCACCGTAACTAACACCATC
+TATTTCAGTAATACGAGAACCAATCGCAGAGCCAAAAACAATAAAATAAAGTGATGTTGAAATCACTGGA
+GAGATAATACTTTGAAAAATAGTGCGTTTTGTACGCGCCATTTCAAATTTATAAATGGCCGAAACAGCGT
+AACGATTCATGTTGATTCCCTTACTAACGAGACAAATATATCTTCCAACGAGCTTTGATCTGTTTTGATA
+TCTTTAAACCCAATACTTGCTGCGGACAACTGCTGAAGTAAAGCAGAAATCCCAGTGTGCTCTTCAGTGG
+TGTCATAACTATAAATTAATTGCTGTCCATCATTTTTAATCTGTAAATTAAAATCAGCCATATTTGCAGG
+TATTTCAGTTAATGGCTCTTTTAAATCGAGAATCAATTGCTTTTTACCTAGTTGATTCATTAAAGCTGTT
+TTATCTTCAACCAATATAAGTTGACCATTTTTAATGACACCAATACGGTCTGCTATTTCTTCCGCTTCTT
+CAATATAATGTGTGGTTAAAATAATAGTCACACCATCGTTTCGTAATTGTCGTACCAATTGCCACATGTC
+TTTGCGCAACTCTACATCAACGCCAGCAGTAGGCTCATCTAAAAATAAAATAGAAGGTTCATGAGAGAGT
+GCTTTAGCAATCATCACTCTGCGTTTCATACCACCAGATAACTCCATCATGCGATTGTCTTTTTTATCCC
+AAAGGGACAATGATTTAAGTGTTTTCTCAATAAAAGCAGGATTCGATTTTTTACCAAATAATCCACGACT
+AAATGAAACCGTCGCCCATACTGTTTCAAAAGCATCGGTGGTTAACTCTTGCGGCACTAAACCAATAAGT
+TCACGCGTATGTCGGTAACCTGAGACAATATCTTTACCATCAACAGTAATTTTCCCAGAGGTAGCATCAA
+CAATGCCGCAAATAGTACTAATGAGTGTCGTTTTACCTGCACCATTTGGCCCTAATAAGGCAAAGATTTC
+AGCGGGTTTTATTAATAAGTTAATATTATTAAGTGCTTGAAAGCCACTAGCATAAACTTTATTAACGTCT
+GTGATTTGAATAATGGGCTGCAAGATTATTTTCCATCAATATTTTAATAATACTAAGGTATACGACATGC
+CCTATTGATGGCTAGAAAAATCACTAAATTAACGGCTAAATTTTTATACTCTATATTCATTAATGCCACA
+GGCTGTGTAAAAACTTCTAGCATCGAATTATTATGCGACGCTACGTAAATTAATAAGTCTCTTTACACAA
+AACTTACTTCAGAATTTAGCTTGAAGCGGGCGTTAGGATTAACGAGTTGCTAGCTTCCGCTATACGCAAT
+ATAGCGGTCTGTCATCATAAATCTGGGGGGCTAACTTCGAAAGCTAACAGCGACAAAATACTCCGTTAAT
+CGCTAATAAAAGCCATTGTTAGCGACGTAGAAAAGGACACCCTAGAGCGAATAAAGAGTATTAGATGTTG
+ATAAGCGCACCTTAAAGGGGCACTTAAACATTTGGTTAATATCTTAAAAATTAATTGCTCTCAACGATCG
+TGGGTATTGTCGTGAATGGCTTGATTCCAAACTCAGGGTAAACTTCACTTGGGAAATAAATCACACCACC
+TTTTGAAACCATTGACACAGTCTTGATAGCGCGAAGGTCTGCTGTTGGGTCGCCAGGCACTAAGAAAAAG
+TCAGCCAGTTTTCCGACTTCAATACTGCCAAGTTGATCACCATAGCCTAAATAATTAGCCATGTCATAAG
+AAGCTCTGCGCAATACTTCAACGTTAGACATACCAATTTTTTTGAATAGTTCTAACTCTCTGTGCAGCTC
+AAAAGCGCCACCTAGATCGGTACCTGGAACGAGGAAAATTCCCTTTTTATGCATTAATGCGAGTGTCTCA
+ATAACTTTATCAAAAGCCAACTGGTAAGCCTTATCCTCTTCTTGATCAGCAACATTTAATAAACCGACTT
+TCGCTTGTCTTTGAACTCCGACAGGCATATTGTCGATATAATCTTTTGTGCCAATGCGAGTTTTACCATT
+TCTGGCCGTTAAGCCAAATTCATGAATGACAATGGTGGGATCAACCGCTATATTTTTTTCGACCATGGTG
+TTTAAGGTATTCTGTACTTTTTCGCTATTGAGATCCAAGTCGACAAAACGTTTCATTCCCGTAATGCGAT
+AAAGTGTTCGAGTATCTTCATCTCGATCTAGTACCCAGCTGAGCATACCTTGGTTTATGTGGGTGATTTC
+GTCATACCCTGCGGCAATCATTTCATCAACTGTTGAGAATGCGGGAATATGTCCTGTTACTCGCATGCCG
+TGTTTCTTTGCTGCTTTCGCCATGGCTGGCACCCACTCACCATTAATAGAACTGTATATCTTGATTTGGA
+AATAACCACCTTTTTCACCATACGTATTCACAAGATCAACGGCTTCTTGTTCAGTTGAAGCAATTTCTCC
+AGTGGCAGCTGAAAATTCGCTTTTTCCTTCAATAAAGCCACTTTTAGTAATGCGTGGACCGATGATTTGA
+TTACTTTCAATTTTTTCGATTAAAGGATCTAGTATTTCAATCTCATTACCCATATCTCGAACAGAAGTCA
+CTCCTGCCATCACATTAAGTAGGGCGTCGTTATCGCTCATGTGGCCATGCATTTCATATAATCCTGGGAT
+TAATGTACCGCCATTACCATCAATCAGAATTTCTCCTTCTTTAGGAATATCAACCAATGGCTCGATAGCT
+GTAATTTTGTCTTTCTCAATCAGCACTGATTGAGAATCAGTAAGTTGCATGTTAACTGGGTCAAATATTC
+TGACATTGTTAATACGCACGGGTTTCTCATATAGGTGCGTCGTTTTCTTCGCTATTTTTTCAAATCGACT
+TGCGTTCAAGCTAGCCGCTAAATCGCTTAAGATCTTACTTTGTTGTTCTAATCCTTCACGAATCACAACA
+GCACGTGGCGACAAATAACCAATCATATGCTGGTTCTCATCAAGTGCTATATAGCTAGGATCCAGTTCAA
+TGCCATTGATTGCATAAATAGTCGCATTGACCAACACACCGCTAATATCTTTAAGGTCAACCTTGTCGAC
+TTGGGTGATTGTAAGTTCGCCAGAAGGTAATGCAGATAATGAATGATTTGGCTTTTCTAGCAAGGCTGTA
+GCGTATATGTAAAGCGCATACGGACTCGCATTTTGCGCAATGTATATAGCGCTGTTATTAAATTTTGCAC
+TGCCTTTTTCAGCTGTACTCTGCCAATACGCCATATTGTCTTGCAAGCTAAACTGTTCATCAACTTCATT
+ACCAAAAACCGTTTTTCCTGTAATGCGCCAATCAATGGGTAAACCTGTATCTGACAACTTCAGAACTTCT
+TTGCTACTAGAACCACGACCATTATTACTATATGAATAGTCAATAATAATGTTTTCAGCATTGCGATTAA
+CTAACATTCCACCTACATCGGTACCACCTAATATTAATCTAAATTTTTCTTGATTAGGTAGTGCAACTTG
+TACTGTATTTACTGCCTCATACTGTTGAGAACATCCTAAAGTGGTCATCAGCACGACGACACTAATAATT
+GATTGGATAGCTTTCATCGGTTTTTGAATTTGCATGGCGATGCCTTTTATTATTTTAGCTTTGAGAACAC
+GAAGAATAGACACTATAAATGATCTATGCAACTGAGTAGTATGAAGCTAACAACTTGCTGTAATGTAAAA
+CTTCTTTGTGGATTTTCAAAGAAAGTGATATTTCTTGTTCAATGGTTTTTAGGCGCTAGCTAAATTTAGA
+AAAATTAATTGAGATTTTTCGGAAAATGCTGTCAGGAAATTACGATAAACCACATAATATTTTAAAATTA
+ATAAAAGCTAACGTGCCATAGTATAAAAACCCTTCGGACTCAGAAGCTAAAGGAAACATTCTTAGTTAGT
+GTCCATTTTTATGGGGCAAGAGCAAGGTGCATAGCTAAGCGATCGTTAGTGTGCTTGAGAACTATCGTAT
+TCAATCCGAATGTTTTTGTCAGATTAAAAATTCTAATAAACGTTTAACACTACTATTTTGAAATACATTA
+CTTGGCCAAACTGCATATAGGGGAATCGACTCAACTTGCCAATTTGGTAGCAATTCCACCAAGGCATTAT
+TTTCAATTTCTTTTTCGATTAAATAATCAGGAGGCGTTGCTATACCTGCGCCATTGATACAGAGCTGAGT
+CATAGCTTCAACATTATTTACACTGATATTGCTTTCAAAATCAATGTCACATTTTTCACCAGCAGAATTT
+ACTAACGTTCTGTGATTTGGAAGCATATCTAATTTGATCCAATTCCATGTCGTTAAGTCCTGAGGAGAAA
+TGGGGGGGATATTTTCTTTCCAGTAATCGTAAGAACAAACTAATTTTCTATTAATTTCACCAACCCGTTT
+TGATTTAAGATTACTGTCATCCATTGACCCCGCCCTAAAAGCTAAATCAATGCCTTGGTGTATAAGATCT
+TGTCTGTCATCGGTATAAAATAATTTAAAATTCAAAAAAGGATGTAACTTACTAAATTGAGATATTTTTT
+TGCTTATTTCTGATTTGATTAAAGCTGAAGGTAAGGTGAGGGTTAAAGTTCCTCTTAACTCTTGTTTTTC
+TATAGCTACTTGATTTAACCCTTGCTGTGCAGCTTGGATCATATTCAAAGCATACTGATACAGTACTCCA
+CCTTCAGAGGTTAATGACAGTTTTCTGGTCGATCTATAAATTAACGCCGTACCAACAGATTTTTCCAATT
+GAGTCACTTGATAGCTAACAACTGAAGGTGAAAGTTTTAACTCTTTTGCAGCCGCTCGAAACGAACCTTG
+TTTAATCGTCTCAGCAAAAATAGCCATTGCTCGTAATTCATCTATCATGTGTATCTTTATTAAAGTATTT
+AGAACAGTGAAGTTTAATTCTAGCACCTTATCTTATTAATAGAATGGATATATAGTTTACAAAAAACTAG
+AGGTAAAATTATGTCGTTATTGTTCGCAATGTTTTCATTCTCATTGGCTATGTCAATATCTCCTGGGCCT
+GTGAATATGGTGATTTTATCTTCAGGAGCAAATTACGGAGTACGTAAAACGTTTTCATTCGTTTCAGGTG
+GAACGATTGGCTTCACATCACTGTTATTATTTATTGGATTAGGTTTTTATAAAGTTATTGACTTGTATCC
+ATTATTGCTTAAATACTTAGCCATTTCTGGTTCATTATTTATTGTCTATATGGGATATTTAATCGCATCT
+TCAAAGCCTAAACTAGATATTAATGAACAAAACCTACCCACTTTTATGCAAGGTTTCCTTTTACAATGGT
+TAAATCCCAAAGCATGGATTGCAAGTGTGTCGGGTGTTTCTTTATTTTCAGTGCCTGAGAATAACCAGGT
+GTTTTTAACTTTTTTACTTATCTATTTTTTAGTCTGTTATCTATCACTTTTTTCCTGGTCTGTATTAGGA
+GATAAAGTCACAATACTGTTGAGTAATCAATTAAGGCTAAATCTTTTTAATCAATTAATGGGCGGGTTAT
+TGATTGTGACCGCATGTTTTTTACTCTATTCACAATTTAATTAAACTCAATACACAGACAAGTGATATAT
+GACCACTTTGTGGTGAAAGTTGAAACGAGTTAGCCCTATTTTGAGTAGGGTATTTTATTACTCTTTCGTG
+GTAATAAGCTTTAGGTCAGTGGTATTAACAAAGGGATCACTTTCAGCTAAAAGTTAACGTCAGTGTAAGT
+ACAACTATTAACACGCATTCAAATTTAACTGGTTGTTCAGTTCATCCTCGTATATTAAAAAATTAAACAC
+CATGATTATTTACTAGCTAGATAAGATATTATTTTCGATAATTCATATTTAACTCGGTTAGAACGTTTTT
+TGCACTAACTTTTCACGTAAAAAAAATGTTACAATCAGTGCAATTATTCAACTTACGATAGCGAAGATTA
+GAAATGCGGATTAAATTAACCCAAGACTTGGTATGTGGCCATGATACTTTTTTAGCTGGTGAGGAGTTCG
+ACGCAATATTGATATTACCTCGTTCAACAACAGTAGAGTTTGTTGCAAATTCAGGTAAAAAAGTCAGAGC
+ATTTAGTTATGAATATGTGAAAATAACACCTGCAACAGACATCTAGCCAAACGAGTATCGTCAGGATAAT
+CCATAAGAGAATCTAAGCAAATCTACTGATATTAATTAAGTTGGATAGTCTACAGTTGAATTTAAAATTC
+AACGTGATATTTCACTTAAACTGATAACTTAGCATTCTCGATTATCTTTGCTCTTGCCCCCACTACAATG
+ACTATTCTGATGATTGAGGTTTTACTATTTTCCCACACTGCGAAGATTGAATTACCCTAGGTAAATTTTT
+CGCACATACAGGTTTATTATAAAAATATCCTTGCATAATTTCGCAACCTCGCTCGATCAAGAAAATCTTT
+TGTGCCTCAGTTTCAACGCCTTCAGCCACAATATCTAAATTAAGGTTTTGCGCTAAGGTGATAATTGCCG
+ATGTTATTTGGCTCTCTCTAAAATTATGCGGTAATTTAGCAATAAAACTCGCATCAATTTTAAGAGTATC
+AATAGGTAAACTTGTTAAGTAGCTTAATGATGAAAAGCCGGTACCAAAGTCATCTAAGGCAACTTTAACG
+CCCATCTTTTTAAGTTGTTTTAATATACTAGTCGCTTTATCCATTTGCTTAATGAAGCAGCCTTCAGTTA
+TTTCAACCTCTAATAACTCTGCCGGCAATTGACTTTGAGCTAGCACCGATTCAACTGAAGCGACAAGGTT
+ACCTTGATGAAAATGTAATGCTGAAATATTTACCGCTATTCGACCACAATCAAGCCCCTGATCTAACCAC
+AATTTTCGTTGTTTACAGGCATGTTCTAAAACCCAATGGTCAATTTCAGCAATAAAACCAAGTTCTTCAG
+CCATAGGAATAAACTGTGCAGGTGATACTTGCCCAAGAATAGGATTATACCAGCGTAATAAAGCCTCTAC
+GCCCATGACTTTACCGGTAACACCATGGATTTGAGCTTGATAATTCAGTTCCAATTCATTGTGAACTAAT
+GCTAAACGTAAGTGACTTTGTATTAACGACCGTTCTTGTGAATGAGCATTCATCGCCGGTGTAAATAATT
+GAAATGAATTACGACCAATATCTTTAGCACGATACATAGCGATATCAGCATTTTTCATCAGCTCTTCTTC
+GTTTGTCCCATCTTCAGGATAAACGGCGATACCAATAGAGGTTGTTATATTAAGTGCATGACCCTCTATA
+TGATAAGGCTGACGCAGTTTTTCAACGATTCGATTACAGGCTTTACAAATATGGTCGACTTCACGCATAT
+CTGTTAGCAATAAGGTAAATTCATCGCCGCCAATACGAGCAACTGTATCCCCTTCTTTTGAACTTTCAGT
+CAAACGCTTAGCGAAACTTCGTAATAACAAATCGCCAATCCGATGACCGTAATTGTCATTAACTTCTTTG
+AAATAATCTAAATCAATGAAAAATAGAGCCATTTTATTATTTTTTCGATGTGCTATTGCTAACGCCATAT
+CAACACGATCAAAAAAGAGCCTACGATTAGGTAATTGAGTAAGTTCATCATAAAAAGCTAAATTTTCAAT
+GCGCTTCTCAGCAAGTTTTCTTTCACTAATATCGCTAAAAATAGCGGCAAATACTTTATTGTTGTCAACA
+CCTTCACTAATCTCGATAATAGTTAACCATTGAGGATAAATTTCAGAATTCTTGCGTTTATTCCAAATTT
+CTCCCTGCCACACACCCTGTTCTAAAATACACAACCACAGCTGTTGATAAAAGTCACTAGTATGTCTACC
+TGAGCTCAATATCTTTGAATTCAGCCCTAACACTTCCGCTTCTTTATAGCCTGTCACGCGAGTAAATGCC
+GGATTAACTGAGATTATTGTCCCCTGTTCATCGGTGATCATAATGCCATCTAAAGAGGCTTCTATAATTT
+TCTCAGCCACCAACAAGTGTTTTTTTGATTCTCTAAGGGCGATATCTCTTTGTTGAACTATTTGATGTAA
+CTCTTCAACATAAGCCAATTCAATATCAGACATAATGTTGTCCATTGATAAAGTACCAATGATGGCACCA
+TTATCATCAGACACCGCCAAGTGACGAATATTGTGACTGATTAATTGCTGGTAAGCTGAATATAAGGAAT
+GGTCAGCATTGATAGTTTTTAATGGGTAATGTGCATGATGCCAAGCGGTCTTTTTAGTACATTCACCCCG
+TGCAAGCAGGCTCAGTAAATCGCGTTCGGTGACAATGCCGTATTGCCCTAATTCACTGTTGAAAATGAGT
+GTAGATGAGCACTCATACTTTTTCATTTGCTCAGCTACATTGTCTAAGCGGCAATCATGTTGCAGTAATT
+GTTGGTTTTTTTTATAGCTGCTTGCTACAAGTTTTGCTTGTAAATAATGCTCTATCCCCTGGTTTTTAAT
+GACATCCGTTTGGCTGACGATACCCACAGGGAGGTTATCAGCATCAACGACAATAAAGTGTCTAACGCCG
+TAATGTCTAAACTTAATCGCTAACTCATTAACCTGAATATCTTGCTTAATAGTTAGCACAGGTGAGTTCA
+TTAACTCGCTAATGCTTACATTAAATTGTTCTTGATCGCTAAAATCAATTTTACGGCAATCTGATTCAGT
+CCATATACCAAGCGTAAGGTTACTTTTAATGATAATTGAGCTGATATTACGTGCTCTCATACGACTAGCA
+GCAACATTAATCTTTGTCTCAGGCGAACACGTTAAGATACTAGATTGCATAATATCTTTAACTATTAAGT
+TAAGCTCTGGTGTTTTAGTATGTAACAAAATATCCCTTCCTATAAAATCTAAGTTCATCAGTCGCGAAGC
+TGAATCAGCTATTGCTGCTAAACGTTAAGCCAATTGTATATTCTGAGCTTTATAGGATCACTGTACTAAA
+ATAATCGTAGCAAAAAGATGATCTAGCGCATTGATTTTTATCAAAATTAAAGACATATTTATCTTGCGAA
+TGGAATATATTAAATGTGAATATGCTTTATCTCAAAATGACCCATAATACCCACGTCTCATAGTGACCTA
+GGAAGATGATATGACACCCGGAATTAATGCCGCCAAGAAGAGTAAAATTAGTTATCACGTTCATGAATAT
+TCACATGATGCAGCAAGTGGATCCTACGGAGATGAAGCAGCACAAAAGCTTGGCATCTCAAGTGAAAGAG
+TTTTTAAAACTTTAGTGGTGAGTATTGATAACAAAGCACTGGTCGTTGCCATAATACCTGTGTCGGCGAT
+GTTGAGTATGAAGTTAATAGCTAAAGCACATGGTGGTAAAAAAGCCACTATGGCATTAAAAACCGATGTT
+GAACGTTCTACGGGTTATGTACTCGGTGGTGTTAGTCCGCTGGGACAAAAGAAGCGCTTGAATACTTTTA
+TTGATTCATCATCAGTCCAATTTACTACGGTGTTTGTTAGTGCTGGTAAAAGAGGTTTGGAGATAGAGTT
+AAGCCCACAAGATTTAAAACAACTGACTCAAGCCAAATTAACTGAGCTCTGTCAGTAAGCTAGAAAAGTG
+TAAAACAGACACAAAAAAGCGATAGTACTTTACAGCACTATCGCTTAATTTACTGAGAACTAATGCTTAT
+GAAAAGTCTCTATATTTCTAATTCAAGCCGCATCTAAACACGATTTTTAACGCTATTATTATCGTTTAAA
+CTCAGACGTTTTGCTCCATTGTGGCCAAATATCTGATTCAGATAACTCAACGCCAATTTCAAAGAACAAT
+TGCATATCTTCAACAGCGCCCGTTAAATCCCAATCTTGCGTATATTCATCACAAAGACCGTGATAACACT
+TGCTAAGAATTGGATCTAACTTGGCTCTTAACTCTGCCGTTGCTTGGTCAGCCGGGATAGAACCACCTTT
+TGCATATAAGGCAGGAATACCAACGTTAGCAAAAGCGAAATGATCAGAGCGATAGTAAATTCCCGCTGCT
+GGTCTAGGATCACCTGAAATTATACGGTTTTGTTTTAAAGCCGCTTTCGTTAAAAAGTTATCAAGTTCAG
+ATTGTCCTAAACCATATACCGCGACATCTTTACTCTTACCATTAGCATTTAGTGCATCCATGTTAATGTT
+AGCAACGGTTTTAGCTGCTGGAATTACTGGATTTGCTGCATAAAACTTTGAACCAAGTAAGCCCTGCTCT
+TCTGCCGTTACCGCTAAGAATGTTACTGAACGGTCAGGTCGATTCGGTAATTTTGAAAAAGCTTCTGCTA
+CTTCAATCAAAGCTGCCGTACCTGTCGCATTATCACGGGCACCATTATAAATTTGGTCGCCTGTTTTGGT
+TAAATCTGTACCTAAGTGATCCCAATGCGCTGAGTATAAAATATGCTCGCCCGCTTGTTTTTGACCAGGT
+AAAGTTGCAATAAAATTATATGAAATTGATTTTTTTATAGTATTTTTAACCGTAATAGAGGCATCTAAAT
+TACCCATATCAATATTAAAACTGCCTTGTGCGGCGCGTTCTTTCATTTTATCAAAATCTAGACCTGCTTT
+TGCAAATAACTCAGCTGCAACAGTGCTGTTAACCCAACCTTCCACTGCAACGCGATCTTTATTTAAATCA
+TCACGTTGAAAACTAAATTGTGGACCAGTCCAAGAGTTTTTAACTACCGACCAGCCATATGAAGCCGGTG
+CAGTTTCATGAATGATAATTGCCCCTTCAGCACCTTGACGGCTCGCTTCTTCATATTTGTAAGTCCAACG
+ACCATAATAGGTCATGGCATTACCATTGAAAACTTCAGGGTCTTGTGTAGCAAAACCTGGATCATTAACT
+AAAATAACAACCGTTTTACCCTTAACATCAAGATCTTTATAATCGTTCCAATTGTATTCTGGCGCATTAA
+CACCGTAACCAACAAAAACAAGCTCAGAATTTTTAAGCTGCTCTAATTCACTGATTCGAGCACTGCCCAT
+TACCATATCAGTGCCGTGCTGGTAGTTTTTACCACCAATAGACAATGTCATATCGCTTGACGCTTCAATG
+GATACTAACGGTACTTCTTGTAAAAAGCTGTCACCATTACCTGGCTTAAAGCCAATAGCAGTAAACTGCT
+CAGTTAAATATTCAAGAGTTAGTCTTTCACCTTCGCTTGATGGCGCACGACCACCAAATTTATCAGAAGA
+TAATACTTTTACGTGTTCAATTAATTGCGCTGTATTAATGCTGTCATAGCTAGCACTAATATCTTGGGCG
+CTATTCCCTTGTGAGGAGTTAACTTTCGAAGAGTCATCAGACGTTGTTGCAACACAACCTACCAGCACTG
+CGGCCGATAAAAGCGATAATCCAATTTTTTTTATCATAATTATTATACTTATTCTGTGAAAAAGATGGTC
+GAAGTATAAAGGGTCTCAAAACAACTAACCAGTATCGAGATGTAAATCAACGCAAGACAAGAAACACAAA
+CTGTCATGGTCAGTTTCCACAAGAGTAAATAATCCCCTCACATGCTGATAGATTTTAAATGCGCGCTGGT
+TTACAGTAATAAAATAACTGATACCCGTTACCAATCAAATACTTTACCTATAAGAATATAATGAAAGAAT
+CCTTAAAAGAACTCTCTGAAATAGTCGCCAAAGCCAATGATATATTTTATGACCGTAATAAAAATGTTGA
+TACCCTCATGGGTATTATGGATAAAACATTACGTAAGCAAGGCATGAACGCAGATGCAATAACAATAGAT
+TGTATCGCTATCAATAAGAAAATTGTCTTGGTGCTTCATGATAGCAAGCCTGATCGAGTCGACATTGCCC
+TTGGTGACAAAGCAGGTGTGGTTCATTCGTCAACTGAGTATGAATTAAAAAACGTTAATATTGTGCAAAT
+ACTCGATATGATGGAAGAAAACTTTCTGAACTAATTTAATAAATGAAATAGGTTTTAGAAATATTATGCC
+GCAATCATTGCTAACGATATCTTTAAATTAAATAAGGAATTTTTCGATGGAATTAAATCAATTATCTGAA
+AAAACTATCGGTTGTCCATACTGCGGTGAATCAATCAAGGTGCTCATTGATGCATCCGAATTGGACCAAC
+AGTACATTGAAGATTGCCAAGTATGTTGTAAACCGATAAATTTCATTATTTCTGAAAGTATTGATGGTGA
+GCTTACCGTGAATGTTTATAGCGAAGATGAAGCATTTTAATCATTGCCTAGTTAATAGAAACCTAGTTAA
+TAGATAAAGCGACACTTGTAACCCTTAAGCAAGTTCCAATTCACTAAACAGTTAACCAACGTTATCAAAG
+GCGAATCATGATTTCTAAAGAAGAACTAACCGAGTTCCTACACTCTGAATTTCCTCAAACAAAATGTTCG
+ATTGATGAAGTTGGGAATCGAGGAGCAATCGTTAGACACAGGGTTGGACAAGATGAATTGCGCCCCGGTG
+GCACTGTCTCTGGTCCCGTAATGATGACCACGGCTGATGTTGCTCTGTACGTGGCAATCTTAGGCGAAAT
+TGGGCTTGTGCCACTCGCCGTCACTACCAGTTTAACGATTAACTTTCTTCGTAAACCTTCACCGCAAATG
+GATATTATCGGCAAGTGTACCTTGATAAAAGTCGGAAGAATTCTTGTAGTTGGCGAGGTTGAGTTGTATT
+CCGATGGTGAAGCAGAGCCGGTAGCCCATGTTATTGGCACGTACTCCATACCTCCGACAAAAATTAATAA
+TGACTAAGAGCGATGCTAATTCACTTAAATGCTAGCGCTTTGATAGATAGCGTTAGCCCCAACCTTCACG
+TATTGAAAACTTAAGTACAGCTCAAAAAGGCATAACTAACCATTACGCTTGTCCTCAAACAAAAAAACAC
+GCCATTATTTATCTATTAGACTTTAGTTACTCGACTGCAAGAGTAGCCAAGATTCCAAGCAATTGATTTA
+TGTTCACCTATACTTCATCACGAGCTTTGGTGGATTTGTCTTTGAAAATACGCTGAAGTTCTCAGTTATC
+ATAATGTTAATTCTACAATTCACCCCCTAGGAGAAACAATAATGAAAAAACGATTCATAACACTCTTTGG
+ATTGTTAGTTCTCGCTATTACCTATGCCCAGACAGCGATTGCGACCGAGCAAGAAGTCAAAAATACTATC
+GTAAACGATAATGCTTATGTTAAAAAAAATCTTAAGGTACCTGAAGGCACTTATTCTAAAGAAGGTGCTA
+TGGAGTTCTGGTCTAGTGGCGGACTCATTCAACATGTTAAAGCAGACGGTCGATTAGAAGAATATGACTC
+TTTCAATATCGATGTTAAACATATTGATGTGACTATTTTAGTACCTGATGAAGTTGCAATAGCGCACTAT
+TATTCCGAGGGTTCTATGACGCCAAAAGGAAGTCCTGCGGTCAGTAATTATAGGACCCGAGTTAGTCAGA
+TATATACTAAAGAAGCGGGGAAATGGAAGGTACGATCGTCACATTGGTCACCGATAACGGGTGGTTCAGG
+TACAAGTCAAACCGCCATAGTTGAATAATCCTATTTTTTTGATAAAGAGCAAAATACAAATAATTACTTC
+AAGAAATAAATAGTGATGGAGAGCGCAAACTAGGCAGGCAATCTCTCCATTACAAACCCCATAAAAACAG
+TCATAATTGAAATTAACTTGTTAACGTTCGGTAACTTTGGTGATGTTCTCTAAGTCGGATAAGTTATGCT
+CAACTGTTAAGATTGTTATCACTCCGCTCTGACAATAAACTTCTTAAAATCACATCACTTAATTGGTATT
+ACTCATTTCTTCTTTGTGGCAATTTGCGATAAATTAATGTTATTGTTTAAACAAAGAGCGTTCAAATTTA
+ACTGCTCGTCATCCTCTACCAAGTGCGCTCACCTTTGATAGCTAACAACATAAGTTGTTTTTTGATTAAA
+GCCACGGTAAGAGTGCATGGGATTAGTCAATGACTCAAAGAACTAAGAGGTATAGAAATGGATTCAAATT
+TTTGGCATCAACTATGGGAAAGCAATGAAATAGGGTTTCATCAACGTGCCGTTAACCCGTTATTAGCTGA
+ATATATCAATACCCTTTCTTTAGCTGAAGGTGACCGACTATTTTTACCCTTATGCGGTAAAACGCTTGAT
+ATTGCCTGGTTACTCTCTAAAGGTTATCGTGTTGCTGGAGCTGAACTAAATAAACCTGCCGTAGAACAGT
+TATTCAGTGAACTTGGCGTAGAGCCAAGGATTTCAACATTAGGAAATTTAGACTGCTATAGTGCAGAAAA
+TATCGATATATTTGTAGGTGATATTTTTGAGCTATCTTCTGAAATATTAGGTGGCGTTGATGCCATTTAT
+GACAGAGCTGCATTGGTTGCCTTACCAGATCAGATGCGTAAGAAATATAGAGCACATTTACTTGAAATTA
+CCCGTATTGCGCCACAACTGCTACTCACTTTTGAATATGATCAAACAGTAATGGAAGGTCCCCCTTTTTC
+GATTAGTCCAGATGATATTAAGCAGTATTACTCGGATAAATACAGCTTGAGTCTTCTCAAAAAAATAGAC
+GTACCTGGTGGTTTAAAGGGTAAATGTGAAGCGAGTGAAACTATTTGGCTACTGTCGGCCATCTAATTAA
+TTTTATGCCCTTTGTGAGTAATATAATAAGGAATAAAGTAACTAACTTGAGGAAATTGAATTGAGTTTAT
+CAAAAAATTTTAAAATGATGTCGCTATATAATCAGCGGATAAATAGCCAATTAATGGCACATTGTCTGAC
+GCTACCAAGTGAAACCTTAGAAAAAGACACTCACTCCTTTTTCCCCAATATTATCAGCTATTGGAATCAT
+ATTTTGTTTGGTGATTTGATTTTAATGGGCCGTTTAGCTTCAAATAATATAGCGAATCTGTCGCCATTAG
+ATTTATCAGCATTTCCAAAGCCTGGTTCACCACAAGACCTTTATCACACTAACTTACTCGATATTGCCTT
+ATTAAGAACACAAGTTGATGCGTTACTTATTCGCTATTGCGATAATTTAACTGAAGAGGATTGTGATAGA
+TTTATTACTTATACCACCACTGAAGGTGTCGCTATAACCAAAGCGGTTGCAGATGTTACTCAGCATATTT
+TTAATCATCAAACTCATCATCGAGGACAATTAACCTGTGTATTGAGTCAGGCTGGTATTAATTATGGTTG
+TATGGATTTACCTGTGATTGTTGCAGAAGGCAGTCGTTAACTTATGAATAGCACGCGATTGTTGAATAAC
+AAGCTGCAGCCAAAAAGACAGCCTTAGCGGTTATTTTCTTGTCGATGCAACAACTGCGACAAAGTGCCCA
+TAATAGAGTTTTTTACCGACTAAAGACTCTATTCCTGCTGCACTTGGGTAGGTTGACCATTTAGTTGAAC
+TTGCCTCTACGGCTTCAACATTTGCCCAAGTAAGATGCCAACATATTTCCTCTGCGTTATCGGTTTTCAC
+TAATATTTCGTGAGCAATAATATTTTCTTGCTCAGCATTTATTTCAATAAATAGTGACTCACTTAACGCG
+ATCACGCGCGCTAAGTTCGCTTCTTCAACCTCAAAAACTGCAAATTCAGTACATGTTGACATCTAATTTC
+CTCTAAACCTGTAAAGACTAATCTTCGCTACGATAGCCAGCCAGTTCAGTGCTTAAGCTAACACCTTGTA
+GTTTTAGCTGATTAACTCGTTGTAAGTAGGCTGCACCTTTTAACATATGCAAAGCAACGTCTACGGCGCC
+ACGGCGAGTATAATCTTCTAAGTAAGTGCCTTTTACCCAGCTGTTAAATGCGCCAAGACTTGGGCCTGCC
+CAAATTTGATAATCCATTTCACGGCCTTTCTCGCCGGTATTTGACCAGCGAGAGCTTAATCCTAAATACC
+AACGGAAAATTAGCGCCATTTTACGTTTAGGGCTAGATTGTGCTCGCGCCAACATTTCAGGATCACGTTC
+AGTGAAAAAGGCTTCAGTACCTGCCCAAACATCATCAAGATTAGAGCGAAATATCTGCTTTTCAATCTTA
+AGACGTTCGTCGGCTGGAATAGCTTCAATTGAGTCATAGTTAATGTACAGCTCGTAAAGTTTCTTCGCGC
+GCATAGCGAACATTGAACCACGCTTAACAACTTGCAACTTCACGCCCATTTCAAACATATCTGCCGCTGG
+TGCCATAGTAACATCGGCCATTTCAACCTGAGCCAGTAACTTACGAGTGTATTCAGAAGCGCCAGCTTCA
+ACACATGCTTGGTTTACCGAGCCTAAAACAATATAAGCTGAGCCCATATTAAAGGCAGCTAATGCAGCTT
+CAGGGGTACCAATACCACCACCAGCACCAACACGTAGCGCTGGAGAGAAGTTGTACTGTGCTTGAACTTC
+ATCACGAAGCGCTATAATCGTCGGCAATAAGGTTAAGAAAGGTCGATTATCGGTATGGCCACCAGAGTCT
+GCTTCAGCGGTTATATCATCAGCCATAGGTACAAGCTTTGAAAGCTCAGCTTGCTCTTGGGTGACTTTAC
+CTTGAGCCAGTAGCTTATCAATTAGTTTTTGTGGCGCAGGCTCCATAAAGCGACGACCAACTTCAGTTCG
+CGATACCTTTGCAATAACTTTATTGCCGATCTTTACGCTGCCATCGCTATTTTTAGATAAACCCGCTAAA
+CGATACCAAACGATATGTTCGGTTAACCCTAAATAAGCTGAAGCTTCTACTGTTTTAACGCCAAGCTTTA
+AAAAGCGTTCAACAGCGCCACGCTCTAATGCTTCTTCCGCTGGTGCATGTATTAAATTTACCGCATAAGG
+ACCATTAGGTAATTCTGCTTGGATACGTTTAATCGCATCTTCAACAGCATCTGGTACTAATCCAGCAGCG
+CCGAATGAACATAAAAAACCGGCTTTGCCTAAAGCGACAACGAGCTCAACTGAGGCAATGCCATTAGCCA
+TAGCGCCGCCATGATAAGCGTATTTAACGCCATGCTGCTTTTTATAAGCATCATCACCTAAATCTTGCGG
+AGTTAGCTTTTGAGCAAAAGCGACAACATCCGTATCACCGGTAGCTGCAGTAGCGTTTACTACACCAAAA
+CTATTAGCAGATTTTGCGACATAAACCGGCTTTGTTAAATCCATTAACGCTGACTTTATTTCTACATCAT
+TGGCTTTAACAGCGCTGCTATCAACTTTCCATGCCCAATCAATTGGATTGGCATTGCTATAACTTAAATT
+TGACATCTTTGTTCCTATTTATTCTTTATTAATGTCATACCCGAAGTTACTTATCGGGTATCCACATCAC
+TATTTCTTATTATCTTTGCTGCTTATACTTAAAGCTATGGATTCCCGCCAAAACAACGCGGGAATGACGG
+TAGAGAGGCAAGTACTTAAATACCATGGCACTCATTATTCCATTCGTCATATCCGAGGTTACTTATCGGG
+TATCCAAATCACTATTTCTTATTATCTTTACTGCTTATACTTAAAGCTATGGATTCCCGCCAAAACAAGG
+CGGGAATGACGGTTGAGAGGCAAGTACTAATACCACAATACTCGTCATACCCGAAGTTACTTGTCGGGTA
+TCCACATCACTATTTCTTATTATCTTTACTGCTTATACTTAAAGCTATGGATTCCCGCCAAAACAACGCG
+GGAATGACAGTTGAGAGGCAAGTGCTACACAATATCATTATACAAATCTAGCCACTTAGGATTGTTCTGC
+TCTATTAGCCTGATTTTCCAAGCCCTATTCCATTTCTTTATTACTTTTTCGCGAGTAATGGCATTTTCCA
+TATCATCTAGCTGTTCAAAGTATACCAACTGATGCACTTCATACTCTTCGGTAAACCCACTAACAACATG
+ATTTTTATGCTGCCAGATACGCTTAACTAAATCACTGGTAACACCAATATATAAAGTTCCGTTCTTCTTA
+TTCGCTAGTATATATACCGCTGGCTGTTTCATATTATCGTCCCTGATAATTGTATGCTTTAAATATTAAG
+ATCAATGGATCCTCGATTAGATACTTCGAGGATGACGTCTGAGAGGCAAATGCCTCATTAACGTCATACC
+CGAGGTTACTTCTTGGACTTGGCATCGATGCCACTTATTAGACAATGCATGGAGCATATTGTCCTGTATC
+CATTGTTTATTGTTATGCTTCAACAAGCGACAGGACAATATCTTTTACTTCGTATATACGTAAGCCATCT
+TTCGATAAGTTAGCATCGCCGACTAATCTCACTTCACCGTCTTCTTTAATGATGTCTGTAATATGCACAT
+CAAGAGACATCTGTTTGTTTAATGGCGTAATTTGACCACGATATTTCCATTTAACTAGGGTTGCCGGTGC
+AATAAATCTTGGGTTAGTAAATTGCTTACCTAAATCATTTTCTAATGCGTAGGTTTGCATTAATTCGATA
+ACCGCTTCAACACCCAATGAGCCAGGCATTACCGGATCTTGGTGGAAGTGATAACGGAAGAACCAGTCTG
+TTGCATCAATAGTTCGTTCGCCGTGTACATAAGCAATACTCGCTTTACCGCCGCCTTCAACGATTGAAAC
+GGTATCAATAAAGTTCATTTGACCACCCGCTAATTTGTAATGCGGTTTGTTCGATGGCGCTTGGTATAAA
+GGCAGATTAGAATTACTAAGATCGATCACCTTAATGTCTGATTTAGGAGTATTGTTATCAACAAACCAAG
+GGTGCGTTACTTTACCGTTATCAATACCTAATTGGTTCGTTAACGCATCTGCACCAAAGTAACCAAAAAC
+GGCCGTACCTTTGTAGAACAAGTCATGACTTTCTAATGACTGAGCAGCAGCACTTTCATTTTTCACATAC
+AGCTCAAAAGTGAAGCTTTGTACTATCATACCGCCAGCCATGGTAGTGCTTAATAATACCGATTTATTAA
+CAATGGTTTTATCACGTAAATCTACCTGTTTGATTAAGTCACCGCTGCCATCAAGGTTGCGGAAGAATAA
+ATCTTTTTCTGGGTATTTAAGTGTGGTGCCCATGTAACCTGAAATAAAGCCATTCGGTTGTAAGGCAATT
+TCCATGATTAATGAATAAGGCATCCAGTTATTAACGCTGTTTTTAGTGAAATACCATGCATCACTCGGCA
+CATAGTATTCTGCGATACAGCTAGAAGTCTTTTTAAGATCTAAACGCTCACCTTGCACTTCGACAACTTG
+TGTTACGACTTGTAAATCACCACAGGGTGTACGTGGAGGAATACGACCTTTATACACGTCAAAATCAGGA
+CCAAAACATTTAGAGATATTACCGGTAGCAAATTCAAACATATGCCAAGGTGTAAACGGTGCTTGGTTAG
+GTACGCGGTTTTGACCAGCTACCATTGGCGCTTCAAAATGTTGAATTGGTGTTACGCCCTTCTCTTTTGG
+CGCGATCAAATCAGACACAACTTTCATTAAAGCACGTTCAGGGTGTTTAAATGGCGCTACACCACGTTCA
+TCTAGTTCAAGATTGGTGTCTGCACTTTTAACTTCGGCATTTGTTACTGGTTGCACCTTGCTTTGTTGAA
+GCTGAACATTGTCAGGTAAAGTTACCGGATATGGCGAGTTATCATCTTGTTCAGTGATCATCACTGATAA
+GTTTTTAAAATCAACAACCGCTTTACCATCAAGAATAATTTCGATATTCGCTTTTAAGAATGGGTAAGGA
+GTCATGCCCATTGCGGTTACTTCCATGCGATACGTTAACGTATTGTGCTGCGGAAGTACTTGGCCACGAC
+AACGTACGGTTTGCGACTCACCTGGCATAGGCTGAAAGCGTGCGTTATTTACATTAGCGTGCATGCCTAA
+TTTAAGCATTAAGAACATCGCCATTTGACCACAACCTTCACTCATTAATGAGCCGGCCATCACTTGGTCA
+CCTTTAAAGTGACATGGGAAATACCAATGCTGTGGGTCTAAGTCTTTTTGACCTTCTAGTAAGCCTAAGC
+CCCAATGACCGCCTTTTGCATCAATCTTAGTAATGCGCTCTATCATTAAGAATTTCTTAGACGAGAACTT
+TAATGACGGATTACGACCTTGTTGGTTATATTCTTCACCAAAACAACCTGCAACATCACCATCAACCAAT
+TTCATCATGTCAACGTAATCGAAATGCTGTTTGGCTTGTTTCGCTGCATCAATATTAGTTATTAATGGTG
+CAAAATCACTTTTAACGGCATTAGCTAATTCTGCTTTATCTTTATCATTTAAGATAACGCCTTTGCCATC
+AGCAAGTTCTTCATCAGTGAAGAAACCAGCACAACCATTACGCATGATTAATACTTTTTTATCACCAACA
+TAACAATCGTAGTGAAAGAAGAATAATAATTGCTCGCCGTTTCGTGCATATGAGTCGATATGAATTTCAT
+AACGCAGTGTTTCACCACCAAAGGCCATTTCTTCTAAGAAGGTTAATTCACAATCAAGTAAACGATAAAC
+ACGTTCGCCTTTGGCTTGAAAATCAATACCAATATAAGAAATTAATAATAAATCACATTGTCCTGATTCA
+ACCGATACTGACCAAGGAATTTGACCATCGATAAGGAACGGCGCATCAACGGGAATATCATACTCAGTGC
+ACATGTATGATTTTTTATATTCATTTACCGTAGCTTCAAGCTCGGTAACACGTGAAACTAATAAATAATC
+TGTGGTCGGTAAACGTACACGACGTGAATAACTGTCGATGATTTTAAACTCATCACCAAAAACTTTCGCG
+ATATCACCTTCAGCAAATTCAACTAAATCGGCAGTATCCCAAATAATTTCTTCGGGTTTATTAAAGCGCT
+CTTCAAGTTGTAATGGTGGGTAGCTGTATCCTGCTGGGCCTTTGATTTTAAAACCAGATTCATTTGCCCA
+CTGCTGGTTTTCCGCTTGTACATTTGAAGAAACAACCGAAAGCTCAGGTGCATGCTGACGTTCATTTACC
+GGCTCAGCTGCGCTTGTTGTTGAAACATAAGTCGGCAACCCTGCACTGACATTAGCTTGCATTTCAATCA
+ATTTCGAAATCTGCTGACCTGCCATTTGGCGAGTATTTAAAAAGGCTTGATGTGTAGCTGATTCTTGGAA
+AATTTCTTTACTTGCTTGATGTTTAACATCTGCAGGTACTTGCCTCTTGCTTTGGTTATTTGCAATAGCA
+GTATTAGTAACTTTCTTCACTTTTACTCCGGTAACGACCGTTGATCGTGTGTGAGCTTGACTAGATAAAT
+TAGTTGGCTGAGCAGCTTGGGATAACTTAACTTCAGCTACTTTTGCTTCAGTTAGCTTAGGTTTAATGTT
+CATGACATTAACCGCCTGTTTAACCTGACGTAAAGGTTGCTTAGTAAAAGCTTGCTTAATCGCCGTCATT
+GCCGGTGCTTTAACGTTAGCAATGATGTCTGCAAAAATGGCCTTGCCACCTAAACTAATATTTTTAATTA
+GTTTAGGACGTTGTTTGCCTGTTGGAGGAGGCGCTGCTTGATGGGCTAGCTTGCTCGATGACAAAATAAG
+GTGCGCACAGCTTTCATCTTTACCTAAGCCATTCACGGCTATATGAGACGCGACATGAGAGGTTAAGCGC
+TCTTCATTCAACACTTTATCATCTAACAAGAGTGCTGTTTTAATAATACTGGCAACACCACTGGCATTAA
+ACGTATGACCAATATTGCTTTTAACACTGCTAATCACTTTGCCTGCATACAATGCTGGTAGTGCTTGAGC
+TTCTGCTATATTTTCAGCACTAAAACCACTGGCATGTGCTTCAACACTCGTAATATCTGCGCTGTTAAGC
+CCTGCAATGTTCAGTGAAGCGCTTGCGGCCTTAGTGATGGCCGCAGCATCTTTACCATTGGCAAAACTAA
+TACCGTCTATGGTGGCGTAAATACTTTGCTCTGCAACTTGGATGACTTTAGACAGGGGTTTAACGACAAA
+CGCACCTGCCCCTTCACCTACTCGCCATGTATTTTGTTCAAGGACATTTGCTGAGGTTGCAGAATTTGTT
+GAGACTGAGCCTGTTTCTACCTGCCCCTTTTCTACCGGACCGAAGTGTTGTCTTAAGGTAATATTTTCTA
+CTGAGCCAGCTAAATCAACCGAGGCTATAATCACGGCATCAATGTCTGATGTTTGGAATAAGTTCTCAGC
+CAATTCTACGCAACGATAAACTGAGTTTTCTTCCGCAGAAAGCGTTATCGCAGGACCGGTAAAATCCCAT
+AATGCTGAAATACGTGACGCCATAATATTACCAATAAACGAGGTATATTGATTAAGCTGCGCCGCGTGAG
+CAACGCCATTTTTAGCGATATTGGTTAATGTTTCACGTTGCTCTGAGTTAAGCGTAACGCCTTGCTGTAA
+TAAACTTTCTTCAATTTGTGTGCTTAAGTTAACGCGACCTCGGTATTGATGCAGCTCGAGTTCGATACCC
+ATAGCTACAAGTACCGCAACGTTGCTACCTTCTTTAAGTCCTGCATCTTTCGCTGCATTATCAGCAACTT
+TCATCATCATCAGTTGCTGGGGAATTAAACAGTCTTGCTCGTTAGGTGGCACTTTGAAACGTAAAAAATC
+AATATCAAAGTTTTCAACATAGCCGCCCTGAGGTGCTTTACTAAGCTGCAAGGCATTCATCACATCAGTA
+TCGTTATCAATGCCTTTCCAACGATTCGTCGGTAATTCTCTGAAAGTATTATCATTAGTTTCGATAAGTG
+TTTTAAAACTAGCAAGATCTTCAGCACCACCAAAATGAGCATCCATACCAATAATGGCGAGCGGCTCACG
+TGGTTTGGCTTTTACCGTAATAGGCTCAAGTTGCTGTGTGGGTTGTTGTAAAACTAAATGAGCATTAGAG
+CCACCAAAACCAAATACACTGACACCAGCGGTTCTTGGCTTGTTTGCACTGTTAGCAGGAACTGGCCAAT
+CGATAGTATCTGTTGGCATTTGTGCGCCGCCTAAATAACCTTTTTTAGAGCTTAATGGCTCGTTTAAGTT
+AATGGTTGCGGGGATTTTTGCTTCATTAAGTGCCCAAATCGCTTTAGTCATACCCGGCATACCTGCCGCG
+GTAAGTAAGTGACCTAAGTTAGATTTGACTGAGCCAAGCAAAGGCTTATTGCCATTTTCTCTTGGGAAAC
+GGCTGAAGAAGGTATCCATAGAGCCAAGTTCTACGTTATCGCCTTTTGGTGTGCCAGTAGCATGACATTC
+AATGTAATCTACATCACGTGGGTCAACCGCTGCATCTTCATAGGCACGTTCATAAACAAGCACTTGCCCT
+TTAGTATTTGGGCTAAGAACAAATTCACCTTTACCGTCATTTGATAAAGCACCACCTTTGATAATCGCAT
+GAATTTTATCACCGTCACGTACCGCATCACTATGGCGTTTTAATACCATCATGCCTGCACCTTCACCGGC
+AAATAAGCCTTGAGAGTTTTTATCAAACGGGGCATGAATATTGTTAGCTGGGTAGGCTTGAAAGATTGAG
+AACCCCATATTAACAAACATAGGATCAGAGCCTGATACCGCACCTGCTAGCATCATGTCAGCTTTACCAG
+TATGCAAGTAATCGCAAGCCAATTTTACCGAATAACAGCTTGATGCACAGGCTGCGTCAAGCGCAAAGTG
+TGTACCACCAAGACCCGCAGCTTTCGCTAAAAGCGCCGCAGGGTAACCCGCAACCAGCGCATTATCTGCA
+TGAATATTATTGGTCGAAATATCAGTATCAGAAAAATGACTTAACTGAAAATCTTTATCGATACCGGCTT
+TTAATGCGTTATCGACAACTTGGTGATACAACGGCATAAATAAGTGATTAGACGACTTGGTTGGAAACGA
+TAAGTTTCCTAAAATAACGCCACATTGCTCAAGCTTATCACTGCCCCAATAACCTGCGTCGGTTAATGCT
+TGTTGGGTAACATACAAAGCCCACTTATTTAGATCATCTAGTTGATTTAGGTACTCTTCACTCAGCGGTG
+CGGTTAAACCAGCAGTGTTCTGAATAAATGATGTTGCATCAAAATTGAAATCTCGAATATAACCACCGTG
+CACACAGTAAAATTTATCTGTGTCGCCTTTTTTTCCGGTGTATTTTTCAGGGTCAACACCCATTTGTTCT
+TTGGTTGCTTTACTGCGACAATCCTGTTTCTTCAGCAATTGCTGCCAAAATTCTTCTGGTGCAGAAGATC
+CTGGGAATAAATTAGCAATACCTACTACGGCAATATTTTCCATACTTTCCTCGAAAAGTTTTATAAAACT
+TTTAAGCGTTTTATACGTCATACCCGAGATTTTTTGTCGGGTATCCAGTTTGTTTTTCTCTGCTACGCCA
+TTAATTAGGCAATAGCCGTAGAGCTAAGTGCAATGGTTCCCCGACTAGACACTTCGGGGATGACGACTGC
+AAGAGATGTACCCTGCAAACTAGCGTCATATCCAAGATTTCTTGTCAGACGTGGCACGGATGCCACTTAT
+TAGACAATGCATGGAGCACATTGTCCTATATCCACTATCTCTTATATTTTTCTTTTAAGCTTGTGGCTTT
+TTCACAATAATTGAGCCATTAAATAAGCGGTGAAGATCTAGTTTCACCCCGTGACTAACCAATTTTGCAA
+CGGCTCTCACATACGTTAACTCGTCACTTGTGCCCTTTGCATTCACTGGCACTGATACTCGTGCTTTATG
+AGCAACTTGATTAGGTTCTTTATTAGAGAGGCCATTTTTACTGCTATCGTCAAAATCTAAAATTTTATCT
+ACCCAGCTGCACAACGAGCGCCCTGGTCCCATTTCAATAAATACCCGCGCACCTTTATCGTGCATGGTGT
+TAATTAAACGGGGGAAATCTACTCGGTCGCATAAACACTTAGCAACACTGTGAGCAATCGCTTTGCTCAT
+TTGTGGTACGGGTAAGTAACAAGAGCTTGAATACATTTTAGTTTTTAAGCGCGCAGTAACGTCCATGGTA
+TAAAGTTCAACCATGTCGTCATATTCAATTTTTGCTGGTGCACTGTGAATTGCATTTGCCATGTTAAGTG
+GCATAGCACGTACACCAAGTTTTTTAATAACGCGTAGACAATCGGCTGGATAACCACCTAATAATAAACT
+GTCTGGCGTATTAACTATGGTGCAATAAACACGTTCTTCATCTTCACTGGCAGCGATAACTTCATCTAAC
+GTTGCTTTAATGGTGTAGGTTTCCCAAATCAACTCATCTAGACTTTCAGCTTGGTCATTGCTAGGGCTAT
+TAGTAGGACTACTTGTCGAACTAGGAAGCCCCCAATGCTCACGTAAAGTTAGCAAGTCACCACATAAACG
+TTGATTGAAGGTATCTGAATTAGCTAAACGTGCGCTCATCAATCCTGGTTGTTGCCATGCACCCAATGCA
+GCGTACATACTGACTTCACCCATGCTGTAACCTGTAGCAAAGTCTGCCTTTACCTTAAAGACGTTTTCAA
+ATACTTTAGTGAATACACACGCAAAACCAACGCCTGCTTCTGCAATATCAGCCAACTTACCACGGAGGTT
+TAAATCAAGCTGTTTTAATGCTTTAAAATCAGGACGAATTATGGACCGGGGATTTAATAATTTATCTTTT
+AAACTTGCGCCAATATCGTCGGCTAAGTTAGCAACATCTTGGTGTATTTCAGGAAAAAGGTGGAATAAAT
+CACGTCCTAAACCGACATACGTTGCACCAATGCCCGGATATAAAAATGAAACATTATTAGTCGCTGATTC
+ACTATTATTAACAGGGCTAGCACTAAAATAGCTGCCTTTTGGCGTTCGCCATTCTTGCTGATTATTCTTA
+TCAGAATTAACATCAGAAAATGCTGCAGGAACACCGGCTTTAGCGAGTTTTATTTCTTTGCTTAGTTCTT
+CTATCGATTCAGACAATAAGGCAATCGTATAACGACTGCTATTGCCTTTAGACTGTTCAAAACGCGTTAA
+AGCAATATCTTTAAGTGATGTTCTACTCTGTTCAGCCTTCTCTTCAAGGTTACCTTTAAAAGTAGCTTCA
+AGCTCATCTTCAAGATCAATTAACTGAGTTAATAAATTAGGTAAATCCTCTGCGCCAATTAATACTAGCT
+GTAAATCACTACAGGCAATAAAACCATTACTGCGAATATCGCTTGCAGCATGTTTACCATCAATAAGACC
+AACCTGCTCTTCTTGCAGGATAATATGACAATAATCATGATTATTGTCTGAAACGGTTAAACAACTGTAC
+GCGCCAAAGTGGGCATTACCATTAGGCTGTGGATACCATGGACGAGCCTCTGTTGGAAAGTAACAGCTTG
+AGCTTTGCCATTTTTCAAGTTCACTGGCTTGTGGTTGTTGCCAATCAGTAATGGCAGGAATATAACGTTG
+TTGCAGTGCAATAACGGTACGTAACAAACCTAACACTTCAGAAAAGCCAGCCCCTTCTCCGGTAACACTA
+CGTGCACAAGAGATAGCCGTATTTAATGCTTCATTGGCATCTTCACTCATTACTGCTTTATTGGCACCAT
+CTATTAAATAATGGCTCAATAAACCTTTTGTTTCAGCAAGCGAAGCATCTTTATTTGATAACGCAGAAAC
+TTCAAGCAAACCAATATCTGTTGCATTGACTTGCGCTTTATCTAACGCTGCAGCAGTAACACTAGTTATA
+TCGCTCCCCGTGGCAAAACCTTTTATCCGCGAATAGACATAACAGTGATGAGTTTGTGCAAACGTTGCAG
+GTGCAAATAATAATGCAGCAATACCGCGACACGCTTGATAAGCGCTAAAGTTTTGATCATATGAGATGGT
+CGCCAGCTCTTGGCAAACATCACTGCCATTTTGCTTATCGCTTAAACTAAGTAAATTAATACCAAGCAAG
+GCTACCAAGAAATTTTGCTCAATCAACGTATCTATTTGTTGTAGTGCGCTAGCTAACGAAGTAACAACAA
+TAACATTTTCAATATCAATGACTATATTTTCACTGTCGTGCATTAGCACAACAACTTTGATATCAGCGCT
+ACTGACTTGATTAGCAAGTGCCATACGCTCAACCGTTGCTGAACAGCTTAGCTTGAGTGTTGTATTTTCC
+TTGTCTGATATTTCAGCTTGATCTAGGCTCTTACCTGAGATATTCCCTGAAAGTTTGCCGAGGTATAGCG
+CACGTTCAACCCGATCAATATCGGTTTGAACGCTCTGTTCATTTTCAAACTGAGCATCTAAACCAATAAT
+GGCCGTTTTATAATGATTGTTAACCATTACGCACTTGCCTCACTTTCACTTTGCTTAGCTTTCGGTGTAG
+TTTTCGGTGCCTTTTTAGGTAGGAATAAGTCATTTAAGTTAGCACTAGCCGTCACTTTGGCAGATTTTAT
+CTCACTGAGTAATCGATTGTTTTCATCAATCATTTCAATGTCAGCCACTAAAGAACCACGTTGCTTTCCT
+TTGCCTGAGCTTTTCACTACCGTTAATTTAAGGTAGAAGTTTTCACCAAGACTGACGTCACGGTATACCG
+TCCAACTTTGCGTACTTGACGGTAAGCTACCTAAACCTAATTGCTTTTTAGCCCAAACTAACATGGCTTG
+ATAAGCGATATCATTGGCAAAAATGTTCGAGTGTTCGCTTGCACTATTCAACGGGCTAATCGGGAACTCG
+CCTTGCTTAAGACTTGCCACTGCTGGTACTTGGCATTTCAATAATAGACCTTGCTCATTACACGCAAGTA
+TTGCCTTAATTCCTTGCAGGCTTTCACCGTGGAATAAAGTACCATTAGTATATAAAGCGCCTGCTTCTTC
+AGTGCTCGAAAGTACTGTTTCCGGAAGTAATTCTGGTAAAGCTTCAGGTAATATAAGTTCAACCGTTGGC
+GCTTCTTTTCTTTCCGCTTTAGCGACTAATGTCAGCTGAGCGCCATAATGAAATACTGGTTTACCCTGCT
+CATTAGTACTTGAAATTTTAGTGTCTACTACTAAGCTTTCACCCTCAACTTGAGCAATCATATCGATTGA
+ATATTCTGTTGCTTCACTGCCATCAAAGATGATGCCTTTAAACAACTTATAGTTTGCTAGTCCTTGATAA
+TGAAATGCTGGGTAAGCAACCATTGCGGCTTCACTCATCCATGCTATGGCGCACACGGTTGGTAATACTT
+TGTCATCACCAATGGTGTGGTCAGCTAAAAAGGTATTGTTAGTCGCTAAAAGTGTTTTATTAACACGGCT
+AGTTAAGCGACTAACTTGTGGCTTTTTTACAGATGCATCCTTAGCTGTATCCTTCGACAAATCATTACCA
+ACAAGGATTTGTGCACAACGGTTAGTATCTGCAGCGAGTTCACTTACCAATAATTTAGCGCCTGCATCAA
+GTGGAATAATATAAACACCACGGTCGTTAAACATACGTTTAAGCTCTGGTGTTACCATGCCACCATCCCA
+AGGTCCCCAGTTGAAGCTTAGTACTTGAGCACTTGGATTTAATGCTTTAAAACGGTAAGCCGTTTTATTT
+AAAATATCATTAGCGATGGAGTAATCAGATTGCCCTGGGTTACCATAAAAACCAGCCGCTGATGAAAATA
+ACACTAAGTGTTTAATATTTTCGGCATTGGTTGCTGCTAATAAAGACAATAAACCATCTATTTTCGTTGT
+GTATACCGCGTTAAATTCTTCAAGCGTTTTTTGCTCAATAAACTTGTCCGCTAAGACACCCGCACCATGA
+ATGATGCCCGTAACTTGTAAGGAACCTTGACCTAAGGTTTTTAGTAAAGGCTGAACCGCAGCGCTAACAC
+TTACACTATTCGTCACGTCGGCAGCAGCGTAATGTGCTTGCCCGCCTGCCGCTTTAATTGCCGCTAAGGT
+TTGCGCAATTTCACGATTAGCTAATACCGGACGTACAAACTGAGTCACTTTAACTGGTGTTGGTTTTTCG
+CCGCTTGCAATCAATGCTTGCATCGCTGCTTTTTTCAAAGCAACTTCATCACTAATGCCTTGTGCCCAGC
+TTGGCTCGTTGTCATCAAAGGATGAACGACCTAATAAAATAAACTTAGCTTGGTACTGTTTGGCAATTTC
+GATAACGCAATGTGCTGTAACCCCCTTTGCGCCACCGCTTACCAAAAATACCGAGTCACTGTTAATTGCT
+GTGTTTGACCCTTTAGCAATTGGTGTTAGTGCATAACTATCGGTAACCACACCAGATAGCGTTAGACGTG
+AGCCAATGTTATTACTCAGGTTATCGGTATCATGTGCTACTTCAACAATACTGCCGTCAATATCAAGTAA
+CTCATCATTGATGATAGTTGCTGCTTTATCTGCTGCTAATTTACTTGATAAATCGATAATTCGACAGAAA
+ACACTGCCTTCGCCAGCGTTCCATTCATGGTTGATGGTTTTAACTAAGCCCGCTAAACCTGCTTGCACTA
+AGTCGGCTTTCACATTGGCTTTAACTTGTTGCGTACCACTATCAGCATCACCATTAGAAAAGCCTAAAGC
+GCCACCTTGGCGAGTTACCACAACAAAAGAAGCACGTGCATTAGTCGCTAACTTTACATTCGACAACTTA
+GCTAATACGAAGGCTAACATTAAGCCTTGTTTTGCCGCTTCTGGGTATTCGATAGCATCAACAGTATTTG
+CTGCTTGTAAGTAAATAACTGCGTCTAATTGTGCTGTTTTCTCAATGATGTCTTTTACTTGAGCTTCATC
+AAGTGTTTTATCATGAGTACCAATTTCAACAACATTTACTGCTGTAGCAAACGCTTTTTTCGAATGGCTG
+ACCACCCAATTAGGTTTTAATGCCGTAACTTGCCAACCTGCTTTGATCAGTTGAGCACTTAACGCCACGG
+CTGCGCCACTGCCATCATCAACAACTAACGCGTTAGCGCCTGATTGTTTGCCTTCACCAGTAACATCTTG
+AACAATTTTGTTCACTGAAGATAATGCTGTTAGTTCAACAGTTGCACTAGGTGCGCCTTGAAAGTTAACC
+GCTGTTTCTACTGACCTACCATTTGCAAGAACAGCAGCAGGGACAGTGGTTTTAACACCTGTTCCTTTAG
+GGTCAGTCGGATCCGTTGGCGATACTTTACTTTGCATGTAACTTACGATTTCACCTAAGGTACGTAACTC
+AGCTAAATCTTCTGGATTAAGCTCTGGTAAGTCAGGAATAGTTTCCTGAACAGCACCGAGAATTTCAACA
+CGTTTGATTGAGTCGATACCTAAGTCTGCTTCCATATCCATGGCAAGCTCAAGCATTTCAGTTGGGTAGC
+CAGTTTTCTCTGCCACTACTGTCATCATTACAGATTGGATGTAATCTAAGTCAATTGCTGGAGCGCTTTC
+ATTCGCTAGCGTACTTGTTTCAGCAGTAACATCTGCAACGGGTGTTACCTTAGATTGCATATAACTTACG
+ATTTCACCTAAGGTACGTAACTCAGCTAAATCTTCTGGGTTAAGCTCTGGTAAGTCAGGGATGGTTTCCT
+GAACAGCACCTAAAATTTCAACGCGTTTGATTGAGTCAATACCTAAGTCTGCTTCCATATCCATGGCTAA
+CTCAAGCATTTCAGTTGGGTAGCCAGTTTTCTCCGCCACTACTGTCATCATTACGGATTGAATGTAATCT
+AAATCTATTGCAGGAGCGCTGCTTACCTTAGTTGGCACAATGGCTGACGCAGCTTGAGCATTATCAACAA
+CTGCTATTGGCGCTACAGATACTTTACTTTGCATGTAACTTACGATTTCGCCTAAGGTACGTAACTCAGC
+TAAATCTTCTGGGTTAAGCTCTGGTAAGTCAGGGATAGTTTCCTGAACAGCACCAAGTATTTCAACACGT
+TTGATTGAGTCGATACCAAGATCAGCTTCCATGTCCATTTCAAGTTCAAGCATTTCAGTCGGGTAGCCAG
+TTTTCTCCGCTACTACTGTCATCATAACGCTCTGAATGTAATCTAAGTCAATTGCAGGAGCACTTGCATT
+AGCTGTCGCATTTGGCACAATTGCTGCAACTGCTGCAGGCGCTACTGATACTTTACTTTGCATGTAACTT
+ACGATTTCACCTAATGTACGTAACTCAGCTAAATCTTCTGGGTTAAGCTCTGGTAAATCAGGGATAGTTT
+CCTGAACAGCACCCAGTATTTCAACACGTTTGATTGAGTCAATTCCCAAGTCAGCTTCCATGTCCATTTC
+AAGCTCAAGCATTTCAGTTGGGTAGCCAGTTTTTTCTGCAACCACTTCCATCATCACATTTTGGATGTGA
+ATTAAATCGATTGCAGGCGTGCTGCTTACAGTCGTATTAACTGGGGCACTCGCTACAGGAGCCGCTGATA
+CTTTAGATTGCATGTAGTTAACGATTTCACCTAAGGTGCGCAGTTCAGCTAAATCTTCAGGGTTAAGCTC
+TGGTAAATCGTTAATGATTTCTTGTACTGAACCTAAGATTTCAACACGTTTTATTGAATCAATACCTAAG
+TCAGCTTCCATGTCCATTTCAAGCTCAAGCATTTCGGTTGGGTAACCGGTCTTCTCAGCAACCACTTCCA
+TCATCACATTCTGGATGTGTTGTAAATCGATGCTTGGCACAACTGAGCTATCGACTAAATGTAGTGCTGG
+TGCACTGTCATTCGCTGACGCACTAGGAGCCGCAGCTTGTGCTTTCGACTTCATGTAGTCAACGATTTCG
+CCTAAGGTACGTAATTCAGCTAAGTCTTCAGGGTTAAGCTCTGGTAAATCAGCAATAATTTCTTGTACTG
+AGCCTAAAATCTCAACTCGCTTGATTGAATCAATACCTAAATCAGCTTCCATATCCATTTCAAGTTCTAA
+CATTTCTGTTGGATAACCGGTCTTCTCAGCAACTACTTCCATCATCACTGTTTGAATGCGTTCAAGGTCA
+AGTGATGATTCCTGAACAGGAACAGCAATAGAAACTTCAGCTACCGGCGCCATCGCAACGGCTGTTGCTA
+CTGATTGTGCGGGCGCATTTACTACTGGAGCAGATACTACTGGAGGAGATACGGCGGCAGGTAACGTTTG
+TGTTGCAGGTGCCACTGAAATTGTTGGTTTAACAACAGGCGCTTGTGTCACTACACTTTTAATAACAGGT
+GCTTGAGTCGCGATTGGTGATGTTTTAACTATGTTAGAACTCACCTCTGTATTACTTTCAGAAGCAGACA
+ACATCGTTGCCATATTATCAGTTTGGTTATTCAAATATTGCTCATGAACACGCAATGTTTCTGATTGGAA
+GTCATGATACATACCTAACGTACGGTCTAGGCTTTCAGGTAACTCGCCTGCTTCTTGGTTAGATAGGACC
+GTATCAAACGTTTTTGCATAGTCTTTTGGACCTTGCATATATTGCTCATGTACGTTTAATAACTGTTGTT
+GGTGATCAACAAACTGACTAACGCTACGTTCAATACTATTTGCTATATCCGCAGTGTTTACGTTTACTGC
+AACACTGTTAGCTGCTTGACCATTAGCAACAGTTCCATCTGCGACACTACCATCGAAGACTTTCCCGTCT
+GCAGTCAGGTAAACAATTCTCTCAACTTCTACAATGCGCTCTACTTCAACGATCTTCTCAACAATTTTTT
+CAACCACTTGTGGCTCAGGCACAGCAACAGGAACTGACGTTGCTTGTTTAATTGTCCAACCGTCATTTAG
+TGCATCATCAAATGCCTTTTTAGTTTTAGGACTCACATAAGATGCGCCAGTTAGCTTCATCGCTAGTGGT
+GACATTTTAGGTGCAGATAATGGACGTTTAACCGCTGAATACGGGTCAATTTCTGTTAACTCTAAACCAA
+GTACCGCCATTTGCACTGCCGCTTGACGCATTTGCATATCGGCCGATTTCTTTGGATTAGCATTAACCGC
+TATAGCTACAACGTCTTCTTTATCTTTTAAGATATTTTCAACAAGTTTGGTTAATACATTTTTAGGGCCA
+AATTCAACAAATACTCGTCCGCCATCAGCGTAAATGTTGTCAATTTCTTCGTTAAAGTGTACTGATTCTA
+AAATATGATTTTTCAGTGACTTTTTAATATCAGCCGCTTTATTTGAATGCGCTTTGGCTGTGCCATTTGA
+ATAAACAGGTACAAGCGGCTTATTAAATTTAGCATTATCAATAGCATCGCTAAATGGTTTTTGAGCGTGG
+CCCACAAGTGGCGTATGGAACGCGGCAGAAACGGGTAATGGTACAACTTTATAACCTTTGCCTTTTAACT
+CATCGATAGCGATTGCTATTTGAGTGCTTACACCCGCAACAACTACTTGGTTATTAGAGTTGTAGTTTGC
+AATAGAGATATCTTTGATGTCTTTAATATCATTAGCAATATCAGTTGGACTTCCAACAACGGCAATCATA
+GTGCCCGCATCAAATCCTATCGCAGCCTCACCTGTAGGTGCTGCCATTGCTTGACCACGACTACGTGCTA
+ACATCATATAGTCACTATCACTTACTACGCCTGCAGCCCAAAGCGCGGTTAATTCACCAAAGCTATGTCC
+CGCAGTAAAGTCGGCTTTGAAACCAGCATTAGTAAACGCTTTATATAGACCAACACTTAAGGTACCAATT
+GCAGGTTGTGCGTGTTGAGTTAAACGTAAAGCTTCATCTTGTGCTTTACGTGCATCATCATTAAATACAG
+GAATTGGATACGTTGTCGGGGTTAATTGACCTAAACCTGCTTGTGTAAACTCACTGTCCATATCTGCAGC
+AGCTTGCATTACGCTTGGGAAGTTACAAGCAAGCTCGCGGCCCATATTAACGTATTGTGAGCCTTGACCT
+GAAAAGAGAGCGACAACCTTTCCGCTCACTGACAAGCCAGACTTACGGTAATAAATACCCGTTGGTACTG
+ACCACTCTTCACAAGGAATGTCACCACCTGATTTGGCTTGGAATTGCGTCAAAGCACCTTCAATCATTTT
+GATTGCTTCATCAGCATTTTTTGCAACAAAACCACAGCGGGCTAGAGCAACCGCTGGTGTTGTTAACGTG
+TTTTCAACAACTAAGGCGTTAAAAGCGTATGGTTGATCATCTGCTTTTACACTTAATTTATTTTTCCAAT
+CTGTTAATGAACTCACTAATGCTTTTTCGTTAGCCGCTGTAACTAACAGTGTTTGTGGCACTGCATTTAA
+GCGATACTGGCCTTGTGCTTTTGGCGAGTATTCTTCTAATACCATGTGGTAGTTAGTACCACCAAAACCA
+AACGAACTGATACCTGCGCGGCGTGGTAAACCATCTTCACGTGCCATCCAAGGACGTGTTTCGCTGTTTA
+AATACATTGGACTGTTTTCAATGTCTAACGAGGTATTAGGTTGGTCGATATGTAGTGTTGCTGGTAGCAC
+TTTATGATGAAGCGCTAATACCGCTTTTATCATACCTGCTGCGCCAGCGGCCGCTTTAGCGTGACCAATT
+TGAGACTTAACAGAGCCTAAGGCGATATGTTGTTTTTGATCATTATCTTGTGAGAAGTGTTTAACTAAGC
+CGCCAAATTCTGCTGCGTCACCCGCTTTCGTGCCCGTACCATGCGCTTCAATCATGCCACAGCTTTTTGG
+ATCAAACCCTGCATCTTCATAAGCACGTTTTAACGCTTTAGCTTGACCATCTGGGCGTGGTGCGTAAATC
+GACTTAAAGCGACCATCGCTTGAAGTACCAATACCTTTAAGTACGGCGTAAACTTTATCACCATCACGTT
+CAGCATCTTCCAAACGCTTGAAAGCCATCATACCGATGCCTTCACCAATCATCATACCTTTTGAATCATT
+ATCAAATGGGCGGATGTCTTCACCTGTTGTAAAAGCAGGAGTTTTTGAAAATGACATATACATAAATGGT
+GAATTGTCACAACAAACACCACCAGAGATCATTACTTCAGATCTGTGCTCAAGTAAGTCTGAGATAGCTA
+GCTTAATCGCCGCTAAAGAACCTGCACAAGCCGCATCAACAACACAGTTAGTACCACCAAAATCAAAACG
+GTTAGCAATACGACCAGAAATAACATTGCCTAACATGCCTGGGAATGAGTTTTCTTCCCAACCGATATAG
+GCCTTTTTGAACTTTTCAATGATCATGGCGCGATCAGCTTCTTCAACACCTGACGCTTTTAATACTTTCT
+CTAATACTGGGCCTTGCAAGCGAGACGTTAATGGCGAAATTTGTTTCTGTCCACCACCTACACCTAACGT
+AATACCAACTTTGTCACGATCGTAACCAGACCCATCACCAATACCTGCATCGTTTAATACTTCACGTGCA
+ACTACTAAAGACAATAACTGAGCGATATCAGTTAACTCTAAAATGTTTGGTGGCAAACCAAATTCCATTG
+GGTCGAAGTCTATTTCTGGTAAGAAACCACCACGTTTACAATAGGTTTTATCAGCCTCTTTTGGATCGCT
+CGAGTAATAATCATCCTTTGCCCAACGATCACTGGGTACATCTTTAATTGCATCGACTGATTCAAAAATG
+TTGTCCCAGTAGTTTTCTAAGTTCTTTGCATCAGCAAAGATAGACGCCATGCCAACAATGGCAATAGGAC
+ATTCTTGAAGACGAGAATTAAACGCTTTTTCGTCTGCTTCATTCGTTACAGGGTTATTAGATGTGCTTTG
+CTTTTTAGCCATTGTGGTTTCTCTAAAGTTGTTATTTGCTTGCATTTTCGTTATCCGTTTTGGTATCTGA
+TCTGTTTAAGTATCAGTGCCGTGAAAGTTTTTTGATGAGAACGATGTTGTTGCCTCATCAGGACTTTCAT
+TTAATAAACGAAAACGACTTAAAAATTCATTATAATTTCCCGCTAAAATTCGGCGGATATGAAAAGGGGC
+TTTGGTGAGTACGTAGCTCATGTAACGGCTAGCGGCTTCACTTTCATTGCCATCGTATATATCGACGTAT
+ACCCAACCTGACGTAGGGTCATTAGCGATTAATAAATGGCGTTTACTGTGTTGTTCTTTAGCATTTTCTG
+AAAAATAAGGTATTTGAGTCACTTTGACATGTACGACTTCATCTTCACTTAAATCGTTAGCGCGATTTAA
+CACTTCACGCATTGCTTTAGGAGAGAGATCTGAAATAAGTTGCTGGTGCTCTTGGGTATCTTCTAACAAT
+ACTTGCACTGTTGTTGGTTCTACAGCGCTGGTATCGTCTGCATTGTTGCTCTCACCATTATTTTCCATGT
+CTGCAAGGCGAGAAACACCGTGACGCTTTAAACATCGCTGTAAGCCTGCTCGCGATACACTGGCATTAAT
+AAATGATTTACAGACAACCAACAATTCATCAAGAGAAAGTAATAAGCGTGTTCGAAGCTCAACCACAACA
+TACTCTTGTGCTTCACTTAAGGTAGTGTTTAATTGCTTTGGTACGTGAGACGCATCAGCGAGAGAGGCTC
+GTTTACGCCATTTACGGATGGTAGATTCTGACACCTTTAATAGACGTGCAAGCACGGCCGTGGGTAAGTC
+AGATTCATGGATGAATGCTCTCATCTCTGGCGTGGTAGTTGCGTTAGCGTGTTGAGTAGATGCCGTTTTT
+GGTTGCTTGCTCATTATCATCCGTCTAATATTTACCATCAATAATTATTCGTAAATTACTTAACGCGGCT
+AATATACACACGTTTCAAATCCAATACAATCACCCGATACAAGCTTTTCTAATTTATAGACTAAGGTATG
+AGTTGAACTGTTCGACCAGTCAACCACCAATCTGTTCTATTACGAAAGAATTAGTATTAATTGCTATCAC
+TAATGACAGACAGCGGGTTTGCGCTAAATCAAACAACTTAAAAAAACTCATAAAAACGAATTACCCCCTG
+CACTGTTTATGATAAAATATTGCCTCACCAGATGAACCACGCAATAAATCAACAACACAAGCCACCGATA
+CTTTTATGACTTCTTTTTCTCAATCTGAACTCTCCACTCGAACAAAAGAAAAGCTCGACCTTGCTGCCAA
+TGAAATTCATATATGGGTAACCAAACCGGAAGAGTTACTCGGCAATGATGAGTTATTAGCAACCTACTCA
+ACATTATTAACGAGTACAGAAACAGCCAAACAGCAACGATATAAGTTTGCTAAAGATAGACACGATGCCT
+TGATTACTCGCGCTTTCATACGCGATTTATTATCTTATTATGCTGATGTAGCACCGCAAGATTGGCAGTT
+TGAAAAAGGTAATAAAGATAAACCTGAAGTTATTAATTGCCCACTGCCGCTGCGCTTTAACATCAGCCAT
+ACAAAAAATCTTATAATTTGCGCGGTAACGCTTGAGGATGATATCGGTTGTGATGTTGAAAATACCGGCC
+GCAACAATAATGTATTAGCGATTGCTGAACGTTATTTTTCTTCTAAAGAAATAGATGAACTTTTTGCGCT
+GCCAGAAGCACAACAACGCAATCGGTTTTTTGATTATTGGACATTAAAAGAGTCTTATATTAAAGCTTGG
+GGTTTAGGTTTAGCGATACCACTCGCTGATTTTAGTTTTAAAATTAACGATACCGAACATAATCATAACG
+GTTTATTTACTATCAAGCAGGACATTAACCTAAGCTTTGCTGAGCATAGAGTAGATGAACCACAAATTTG
+GCGTAGCTGGTTAGTTTACCCAACGGCTGCCATAGATGAAAAACAAGAACACCGCATCGCTGTATCGTTA
+AGAGCAACCAGCGACAATCAAAAAACTGACTACCAATTACGTTTCTTTAATACCCTGCCCCTACTTGGTT
+ATCAGGAAATCTAAAACTACTTTCATTACCTTAGTTATTTTGTTGTGCGTGGGGAAAATAAATCAAGACA
+ACCAAGCGTGCCGAATTTTCACCAGCACAATAGCTATTTAAGGTTTAGATAAAACGCGATTTAGGCAACT
+AACTCGCGTTTTTTATTTAAGAGAATAAATGAGTTTATTTCGTTTTATAAAAATCCTTTTAATGAGTCAA
+ACTAATAGTACAGAGTCTAAAATTTCTGTTTATCTAATTATTCAGCAGAGCAGAAAATATTATCCAGTAA
+GCCCAATAACCACAGGTGTAACGGATTATTATTTGAGCGTTGATGCCAGGCAACAATAACGTCAAATTTT
+GGTGGGTTTTGTTCAATTTCTATCGCAACTAACTTAGGATCAGGTAATAGTCTCGATGGTAAAAATGCAA
+TGGTGTTGGTCGCTTCAATAATGGTTGATGCAGCAGAGAAGCTAGGCACGGACATCAGTATATGTCTTTT
+CATTCCTTGTTTAGCAAACCAAGAGTCATGTGAGCCTTTTAAATTCGGTCTTGAAGGCGAGATAACAATT
+TGTGGCAGCTGTGCTAGTTCTAACAAGCTATATTTTTTCCCGCGATAAATTGAATTACTCCCTGTTACGC
+ATACATGATGGTCTTCAAATAAACGCTTGTTCGGGTAGTTGTCAGGAATAAATTCAGGAAAAGTAAACAC
+AAGATCAAGTTCACCCGTCACCATCAGTTGGTTTAAATTATCCGACTCAAAATCCCTGATGATCACTTTT
+AGGTTTGGTGCTAACGCATTCACTTGCGTTAATAACATTGGAAGAATGGTGACTAGCGCATAGTCTGATG
+AACTTATTTGTAATATTCCTGAAAGCTCAGCAGGGTTGAATTTTTCGCCGGTAATTAAGTTGTCGATATC
+CGCCAATATCTGATTTACCCGATGTTCCATCCTTTCTGCAACTTGCGTTGGAATTACGCCATTACTGGTG
+CGTATAAACATTTCATCATCAAAGCTATGTCTAATTTTTTTCAGTTGCTCACTAATCGCTTGTTGAGTTA
+AGCCCATAATATGAGCAACTTTTGACAAATTTCTTTCCTGAAGTAATAGCTGTAATACGCGCAATTGTTT
+AATGTCTAGTCGATTGATACCACTCATTTTTGTATCTCCAACAAGTTTATATTGTTTTCATTTGTATGAA
+AGGAAGATTAGCATACATCCCATCAAGTTAATTCGTTATTTATTGAGCTTAATTGGACCTTATTATGTTA
+TTGAATGCCGTAAATCAAAATCAGCCGACCATTGCAGCTGAAATCAATTATATCAAGCCAAATATTCAAG
+CGACGTTTGATTTATCAACAAGCAAAAAAAGTGCCGACACTCTTACCGAACAAGTGGATAAACGCGTGGT
+TGAAATTACGGATGCTCGTTTATTAGCGAAAACTGCGACACTGAAAGAAGATGGTTTTGGTTTAGTTGCC
+AATAAATATCATATGGCTGATTATTTTGATGACGCTATGGTTAGCACTGAACTTTATCCGCAAATCATCA
+AACATCTTATGAGCTTAACCAATGCCAGCAAAGGCGTGGTATTCGACCATACAATTCGTTCGGTTGAAGA
+CAAGCTTCATCGCGCTGAAAAACGCTCTCCTATTCATACGGTACACAACGATTATGTCGCTAGCTCTGCA
+CAACATCGTTTACATATTGAACTTGAAAAACAGGGCTTAAAGGCGAGTGATTATCATCGCTATCAATTTA
+TTAATACTTGGATACCGCTAGTTGATGTGGTGTTAGACAGCCCACTTGCATTTGCGGATATGCGCAGTGT
+TACTTCAGAGCAATCACATTTGCTTCAGGTTGCATATCCTGATCGTGTTGGGGAAATTGAAGGTTTTAGT
+TATAACCCAAACAATCGTTGGTTTTATTTCTCTCGAATGACATCGAAAGAACAACTTAATTTTAAAGTAT
+TTGATAGCGACAAAAGCAATGCAGTTAATAGAACTCCGCATAGTGCTTTCTTACTGCCTTCGGTGGCTGA
+AAACGTGCAAAGTCGCGTCAGTATTGAGTTGAGAACTATTTTGTTATTCAACAAATAAATCAACTGAAAT
+CATATTAAAAATAGCCTATGTGGAAATACCAAACTTTAGCCACGTACGTAACAAACAGCACAAGAACATT
+ATAAATCAGGCACTTAGTGGTGCTAGTAATGCTGAAAAAGCGGTGACAGCATTGGAACTCATTTATTAGT
+CACCGCTACGATTATATTAACTTTATTTTGGAGTAGTAACGCATGACATTTTCACCTTTATTTACAGCAA
+CAGAGCTTGGCCCTTATACCCTTAAGAATCGTATTGTTTTTCCGCCATTAACACGTTCTAGAAGCTCTCA
+ACCGGGAAATATTCCTAACCAGTTGATGGCTAATTACTATTCGCAACGTGCTGGCGCTGGCTTTATGGTC
+ACTGAAGGCACTCAAATTGAACCAAGAGGGCAAGGTTATGCGTGGACACCCGGTATTCATAGTGCCGAGC
+AAGTTCAAGGATGGAAACAGGTAACACAAGCAGTACACGATGCGGGTAGCATTATTTTTTGTCAATTATG
+GCATGTTGGTCGTGTTTCTCATACATCATTACAACCAAACCAAGCAGCACCTGTTGGCCCATCAGCATTG
+AAAGCTGATGCGGTTAAAGTTTTTATCGAAACTGCACCAGAGCAAGGCGCATTAGCTGATCCAAGTGAGC
+CTCGGGCACTATCAACTATTGAAGTTGAGGAGCTGGTACAAATGTACAAACAAGCTGCGGTAAATGCTAA
+AGAAGCCGGCTTTGATGGCGTTGAATTACATTGCGCTAATGGTTATCTGGTGAATCAATTTATTTCTGAA
+CATACCAACGATAGAACTGATAAATACGGTGGTAGCTTAGAGAATCGCTTACGATTTTTAAAGGAAATAA
+CGCAAGCCGTTGCTGACGTTATGGGGGCTGACAAAGTAGGCGTAAGGTTCGCGCCATTATTTGAAAGTAC
+TGATGAAGTGCGGGTTTATTTAGGTTTAGTAGAAAGCGATCCGCATGCAACCTATATCGCAGCCATTAAA
+GCGCTAAATGATATTGGTATCGCTTATTTATCACTTGCTGAAGCGGATTGGGATAATGCGCCTGATTTAC
+CTGAAGACTTCTACAAAGCCGTAAGAAACACCTTTGACGGTTTAGTGATGTATGCCGGTAAATATACGCC
+AGAAAAAGCATTAAGAATCTTAACTGAAGGCAATGGTGATATTTTTGGCTTCGGTCGCCCATTTATAGCT
+AACCCTGACTTACCAGAGCGTATTAAGAACGAATGGTCGTTAAACGACGTTGACCCAACAAGCATGTATG
+GCGGCACTGATAAAGGTTATACCGATTACCCTGTGTACGCTTTATAAGCCGTTTTTATAAAAGCGGGGCA
+TGAATTATTTTCTGCTTAGACCAACGTATTTATAAATTACTTTTTTGAAAAATTTTAGGATATAACAATG
+TTAAATTTCAGTTTTAAAAACCCAACCCGTATTCATTTTGGTGAAGGGCAAATTGCCGCTATTTCCAAAG
+AAATCCCTTTAGACGCTCGAGTATTATTGGTTTATGGCGGTGGTTCAATTAAAGGTAATGGCGTCTATCA
+ACAAGTGAGTGATGCACTTACAGAACATACTTGGTTTGAATTTTCAGGTATCGAACCAAATCCAACCTAT
+GACACTTTGATGAAAGCGCAAGAAATAATTAAAACAGAAAACATTGATTATTTACTTGCTGTTGGTGGCG
+GCTCAGTTGTAGATGGCGCTAAATTTATTGCCGCAGCTGCACTTTATGAAGGTGACGATGCTTGGGATAT
+TCTTGCTAAACAGCAAGCCGTCACAAAAGCATTACCTATTGGCGCGATATTAACCTTGCCTGCAACAGGC
+TCTGAAAGTAATGGCAACGCAGTGGTAACACGTGATGGTAATAAACTACCTTTCAAGAGTCCTTTGCTTT
+GTCCATTATTTGCGGTGTTAGACCCTAACGTGACCTTGTCATTATCAGATCGTCAAATCAGTAATGGCGT
+TGTTGATGCCTTTATTCATACCATTGAACAGTATTTAACTTACAGTGTAAATGGCAAAGTGCAAGATCGT
+TTCAGTGAAGGTTTAATGCAAACCTTGATTGAAGAAGGGCCTAAAGCGTTGTTACCTGAGACTAAAAAAA
+ACTTAGAAGTTCGAGCCAATATTATGTGGTCGGCAACGATGGCGTTAAATGGTCTTATCGGCGCGGGTGT
+ACCACAAGATTGGTCAACGCATATGATAGGTCATGAACTTACCGGTGCTTTTGGTATCGACCATGCACGC
+ACTCTATCCATTGTATTGCCTGCGGTAATGAAAGTTCGTAAAGAGCAAAAACGTGAAAAGTTACTACAAT
+ATGCAGCGCGCGTTTGGCAGATAACTGATGGTGAAGACAACGCACGTATTGACCAAGCGATCCGTTTAAC
+TGAAGAGTTCTTCGAAACAATGCAAGTACCAACACGTTTATCCCACGTGGATCTTGGTAGCAAAGATATC
+GACTTGCTGATTGAACGATTAGAGCAACATGGTATGACGGCATTGGGCGAAAATGACGATATTACCTTAG
+CAATAAGCCGTGAGATTTTATCTCAAGCATTGTAATTAAAAGACAGACATAAGTGGCGTGTGCATTACTT
+TAAAAGGTTCACACGCAGACTTTTTTAATAGCTCTCAACACTATCTCTTTACATTAGCTCTTTCTTAATA
+TGAATGAACATGATTCAAACAACTGATATAAATCACTAAATGGTTTTGGCATCTAGACCTTTTGGCGCGC
+CAATAGCTGAAAACTTTACGCTGGTAAATAGCGAAAAACCAACACCTAAAGCCGGTGAAGTATTGCTTCG
+CACTGTTTTTCTTTCACTCGACCCCTTATATGCGCGGGCGAATGAATGAATGATGCTAAATCTTATGCAG
+ACCCTGTTGCTTTAGATGAAGTCATGGTCGGCAGTAGTGTTTGTCGAGTAGAAGAGTCAAGCCATAGCGA
+TAATAACAAAGGTGATTGGGTTGTCGCTTTTGGTAACTGGCAAGATATTACCGTTGGCTATTTGCCCCTT
+CGTCGCTTATTTTAACCAACTATTATTTGCCTCTTAGTGAAGCGTTAGTTTTCGAACAGCGTAAACTTAA
+ATGATAGTTCTATATTCATAAATTGTAACAATTCTAATGGTTTACTTGTTCACTATTTGTGTGTCAAATA
+GTTCCTTAATATCATTGTACTTTAGCAATGAAACTCTAAAATTATTCGATGGATATAAATACAATGAATA
+AAATAAAACTACTTTCAATGACTGTTGCAGTTTTTACTTTTTTCTTATCCGCTACTGGTCATGCCGAATC
+CGTAACAGGTAAAGAATACCAAGCAGTTGTAGAAACGGCTTATAATTATTTTAATGGGGCTGCAAACGGG
+GATCAAAAGCTTCTTTCAAAAGCCTTTGATTTGGAGTTTGGTCATGTAAAAATGATTAGTGTTAACAAAG
+AAACTGGAAAAGAAATCATTAGGACTGTTCCGTTAAAAGAGTTCTCTGGTTATTTCAAAAAAGCGACTAA
+AGATACATGGACAGCGAATATTCTGTCAGTTGATATAGTTGATGACAAAATGGCGATGGTGAAGCTTGGC
+TTTGATACGCCAAAAACACATTACATTGACTACCTTGTAATGTACAAGCGCGAGAATGAATGGCGCATAA
+TCAATAAAACATTTATAGCAAAGAAAAAATAGTAGTTAAAGTAAACTAACAAGAACTTCAAACGGAAAAA
+ATACAGTTGGCGGTGTTTCTCCCTCAAACATTTTAGCCAACTATTTTTCGCCGCTTAAGGTGACGTTATA
+TCTCTAGGAGTTTGTGTTGATTATTATTGAAACTGAAAGATTATGTGTTCGTCAAATTACGAATGAGGAT
+GTTGATAACCTATCAAAAGTATTAGCTGATCCTGTCGTAATGCAATACTCAACGGTAGGTGTTCACACCG
+AACAACAAATCTATGATTATATAGCGAACTGCAAAAATCAATATGACTTAAATGGTTATGGCCATTGGGC
+AATTTTTAACTCTATTACTGATGAGTTTGTTGGAGTGTGCGGTCTTAATAAACATAAAGTAGATACTGAT
+GATGTTATACATATAAATTATCGTCTTGCTAGGGACCAACAGGGTAAAGGTTATGCTGTTGAGTCTACAT
+TTGGTGTATTAGATTTTGCTAAAAATGCCTTAAACCTTAAAGTGGTGCACGCACTAATAGAGCCAACGAA
+TATTAGCTCTGTTAAAGTGATAAACAGAACAGGCTTTCAATTTATTAAATCTTCTGTATTTCGTGGTTTC
+GAAGTAGACATATATCAAGTGTCTTTATAAAACGAGATCTAACAAGAACATTAAACGTAAAAATTAAAGT
+TGGCTGTTTTTGTTCTGATCTTGTACCACTTTGGTGGGCAATAAATTTCCCCATAACTGGGCGTTATATT
+CTAAGAGGTTTACATGAAGTTTGCAGTATTATCTGATATTCACAGTAATGTATTTGCATTAGAGGCAGTG
+ATTGCTGACGCAAAAAAACATTCCGTTGATTTGATGGTAAATCTAGGTGACATTCTTTATGGTCCTATTG
+CACCTAAAGCGACTTATGAACTATTAATGCAATATGAAATAGTTACCATCTGTGGGAATCAAGATCGCCA
+GATATTTGAGGCGACAGCAGCAGAACTTGCTTCAAATCCGACAATGAAATTTATCATTGACGATCTTGGC
+GATGAGCCAATTACTTGGATGAAATCATTGCCGTTTGATGCTCAATTAAACGCTGATGTATATTTATGCC
+ACGGCACACCTGACGATGACTTAACCTATCTACTCGAAAATGTTGAGCTTGGCTATGCTCGTTTACGTTC
+TGATAGCGAAATAATAAAACTTCTAAACGGTCAAAACTCTACACTTATATGTTGTGGTCATACACATACT
+CCTAGAACTGTTTCTTTAACTACAGGGCAAACAATCATAAACCCTGGCAGCGTAGGTTTGCAGGCATACA
+CAGATGATGAGCCAATTGTTCATTCAATGGAAAATTTCAGTTCGATGGCATCATATTCCATAGTAGAGAA
+AACTGAAGATAACTGGAATATTAAACATATAAGAGTACCTTATGATGTAAAGCTCGCTGTTGCAGAATGT
+GAAAAACGAAATAGAATGGATTGGGTTCATTTTTTAACAACTGGACGGCGAATATAATAATAATTGCAAG
+AAGGACAAAATACAGTAGGCTTTTTGTTCACTCCGTTAACCTATGTTAGCCAACTATAACTTTACACTTA
+TGTAAGCGTTAAAAATCAAACATCCCTAAGGAGCAAATTCTCAAATGGAATTAGAAATCAACATTATTGA
+CGCATTCACAGATGTTGCGTTTAAAGGAAATTCAGCAGCAGTAATTATTACAACCGACTGGCTATCTGAT
+GAACTTATGCAGTCTATTGCTATTGAGAATAATCTTTCAGAAACCGCTTATGTTAAAAAAATTGATATTC
+ACAATTATGAAATTCGTTGGTTTTCTCCTATCACTGAAATTGATTTTTGTGGCCATGCCACATTAGCATC
+TTCATTCGTCATTTTTGCTAAAAACGATAATCTACTAAATATTAATTTTTACGCTGAAGCGGTAGGTGAT
+TTATCTGTTACGAAAATGGATAGTGGTTATATTCAAATGGAGTTCCCAAGTAGACCACCTGAAAGTATTA
+GCGATATACCAGTAGCATTATTAAATGGCCTTTCAATCAAGCCGATGGAAGTTTTATTAAATAACCAAGC
+ATACTTTGTTGTTTATGAGAAAGAGATTGATGTGACTTCAGTCGTTCCAGATAATGAGTTATTAAAGCAA
+CTCGCTCCACATGATGTTGTTGTCACCTCTAAATCAAACGATTATGATTTTGTTTCTCGTTATTTCTGGC
+CAGCGAATGGAGGTGATGAAGACCCTGTTACAGGCTCTATCCATACGGGTTTAGCTCCTTATTGGGCAGA
+AAAGCTGAATAAATCTAAACTAATTGCATATCAGGCGTCTAAACGCGGCGGTAAAATAATATGCAATGTT
+GCAGATAATAAGGTTTATCTTTTAGGTAAAGCTGTGCAGTATTTAAAAGGTACCATTGAAGTTTAGTCGT
+TCTTACTTTATGACAAGAAGGTCAACAAGGACACGTAACAGTTGGCTACGTTTCGCTTCGCTACCCAATA
+TTAGCCAACTATTATTTAGCCTGTTATTTGGGCATTATATTGCACTTAAGCATTGGAGTTTAAGTCAACT
+TCAGTAGTTCAATTAAACACATTTAACTTTAAAAGGAATAATTAAAGTGCCACATGCCTTCAAGCTACAA
+CAAATAATACCCAAGTTATCAATATCTTTAAATAAACTCGTGTTATTGAGCTGCTTGCTTGTGATTATAT
+ATTTTGGATACGAAAGATATGAGCAGCATACCGCTGAGCAAACAGAAACATCGGTCCTGATTTTAACCCC
+CAAAGTGAATGATATTTATTTCTTAGACTTCAGATTACTCAGTGATAAATTAGAACGAAAAAACAAATAT
+AAATTAGCTAAGGTTGTACGTGTTAGTGATGATAACGTAGCCATAGTTTATGGAAGTTTTTTCTATCAAT
+GGCAATATTCTGTGGTAAATAGCATTCAGTATGGTGATTTAAGTAATGATGATTATTTTATGCTACTACC
+CGAATATATTCCCTTTACCAAAATTAAAGAAATGAGGGATAATGGCGCTATTTATTTGGTTAAACGACCT
+GTCAGAAGTAAACTCTATGGCAATTTTGTTAGCCACTAATTAATGTTAATATAACAAGGAGTTAAAGTTT
+TTCTATCTACATGAGCTAATAATTAGCCTGGCAATTTAAAGGAATAAATTCATGTGTAATAAAAATAAAT
+ATCTGTTAACAGTATGTCTATCTCTAATCAGTGGTTGTAGTTCAAGCTCTTCATTCCAAAGCAATGCTAA
+AGTACCCGAAACTAATTATTCACAAAACAATTCGAATGAATGCAGTAAAATTGATCCAGTAAATACATCA
+TTATTAACATTGGGAGTTACAGGTTTTGCTACTTTAAATCCTATTGCTGCCCTTATTGTTGGTGGCGCAA
+CGTATTTTACAGTAGACAGTGGCGTTTTCGACTGCAATAAGAGTGACTAATTAAAGCTAATAAATAAGAA
+GTAAACCCGTTGGCTGTTAAGTTCTTCCACACTTTAGCTAACTGATTTATGCCTATTAATCGAACATTAA
+CTGGACATTATTCAAACTCAACATTCAGGATGAATATATATGTTTCGATGGCTTATCTATGTTTTTATAC
+TCGCAAATTTAAGTGGGTGTGTTACTCCCGTCAGCTCAAGCTGTATGGATTCACAAAAACACCAAAACCC
+AAATGCTAATACCCCTCACAACACCAGCAAGTGCAGCGCTACCGATGCAGCCGTATATGTTATGGCCGCA
+ACACTTAAAACCTTAGAAGATAAAACAACTAAGGCAGACGTTAAAGAAGCGGTTAAGTGTTCTGATATGG
+TAGGAAAATCTCAAAAAGAATGTGTTCGCAAAGAGAAAAAATCATATGATCCTTTAGATGAATTGTGAGT
+CAAATTTATATAACAAGGCATTAATTTACCAAGGAGTAGGTATGTCGTTCAGAGGGAATAAATTCTATAT
+TGCTAGCTTTATTATATGTACAATTCTGGCAATTATAGTGCAGCAAATGCGAACTGATCTTTTTGGTATT
+AATAACCTTTTGGATACATTTCTAGGTTCTGCTCCAAGTTTTTTATATTTATTTGGAATCTTATCTGTTA
+TTCCAATGGTCCTACCAAACATTAAAAAATTGAATAAGTCTGTTTTAATAGTTACCGCGGGGGCATTAAC
+TTATGAAATAGAGCAATACTGGACTTCAATGTTTTTTGATTTAAGTGACATTATTGCAACAATACTTGCT
+GCCTTGTTAATGATTTTTTTACATAAAATAATCGCAAGGTAGTATAACAAGCGTTTTAACGGGGGAAGTG
+AAGTTCCCCCGTTTTAGTGGACACCTCCTCATAACATTGAGGAGGCTAAAATGCCTAGATATACCCAACC
+TAAAAAGACGTGGTTTTACCCTGTTAATTTCAAAATTAAAGCTGTCGAGCTAAGCTTACGAAACGACATG
+TTATCTAAGGATGTTGCTCAAGCGTTGGATATTCACCCGTTAATGCTAAGCCGTTGGCGTAAAGAATACC
+GAGAAGGGAAGTTTAAAAAAAACCAACACTATCAGAGCAATAGTGAACTCATGAGTAAAATCCCCACAAA
+GAAAGAACTAAATAAAATTAAACAGCTGCAAAAAGAAAACGACCGTTTAAAAATGGAAAATGATTTACTA
+AAAAAGTGGCAACGGTATCTGGCGGAAGTCCATCAGAGCGATTTGGATTCATCGAAAAACACAAAGAAGC
+CTTAGGTGTTAAATACCTTTGCTCATGGCTTGATGTCTCTCGTAGTGGCTTTTATGCATGGCGACGACGT
+CCACGTTCAATGCGTGCTATTAATGATGCGGATTTACTTTTAAATATCAAACAAGTCTTTAATAACAATC
+ATCAAACCTACGGCAGCCCACGCGTATTTCATGCATTAAAGCGTGAAGGTATTACAACGAGTGAGAAGCG
+TGTTGCACGGTTGATGCGAGAAAATGGCTTACGCGCTAGAGCGCTCAAGACTTATAGCAGGCCAGCTAAG
+GTGAAGTTCTTTTATAAAGCGATCAAAAACAATCGTAAAAACATAAGTAAGCCTGATGCTATCAATCAGC
+AATGGTCGGGAGATATTACGTACCTGAAAGTAGGATCGCGCTGGTATTACTTAGCCGTTGTATTAGATTT
+ATTTTCACGTCGTATCATTGGTTGGGCTTTTGGTCAGAACAAATCAACAGCGCTGACACTGAAAGCGCTG
+CAGCTAGCAATAAAGAAGCGTAAACCGACACAACCCTTGTTATTTCATACTGACAGAGGCGCTGAATATC
+GAGCACATGTAGTGCAGCAGTTCTTAGTTAAACATAACATTACGGCGAGTATGAACCGTCCAGGTTGTTG
+TACTGATAATGCTGAAGTTGAATCATTTTTTCATTCATTAAAAGCTGATTTAATCAGAGGGAATGTCTTC
+GCGACTACTGATAAATTACATTCAAAATTAAAAGGTTACATGAACTATTTTTACAATAGACAACGATTGC
+ATTCAAGTTTAGGATATAAAACACCTGCTGAGTTTGAATTGGCGGTGAATTAAAGTGGATGGTGTCCACT
+TTATCGGGGGAAGATCAAAGATCAGGTTTTATGCAATTAAATATTAAGGAAGCCCGTTCTAGTTTTGCTG
+GTGATATGTCAGCTGTATTTGCTAGTATTTTGACTGGATCCACTATGAGTGGCTATGAAATAAATTATAG
+TTTCTTTATTAGTTCATTTGATATTGTTCCTGGGTTAATAAGCTTTATTATTTTTGCTTTAGTGCTCTAT
+CCATTTAAGAAGTTTTTTGGATGGTTATATTCGGCCTCTCCAGAAAATAAGAGATAAAAAATAGAAAGTG
+TTACTGGTAACTGAGCTAACAAGAATTTCAAACGTAATAACATAGATGTATGTTTTCATTGCGATAACCT
+TTTAGCCAACTATTTTTCCGCTTAAAGTAGCCATTAATGCAGGCCATCTATTCAAATGATTAGCCTTTAT
+CGCTTCGACATTTTATTTATAGTGTGGTCCTTGTTTCTGTTTCCTTTTGTGGTATTTTAGAAACATAAAA
+TATTTTGTATTTTTGGTTACACTGTTTTTGCCTAAATGGATTTAGTGCACTTCGCTTAACTCCCCCTAGG
+TTTTATAACGACTGTTTATATTTTCGCTAAATCAGTTTTATATAAACGACTCAAATTCATGGCTTGCTGT
+AAAGCAGCGTTCGGCTTCAATGATACTTAAAATTTTAGCCAACAATTACTTGGTCTGCTATTTGGAGTTC
+ATGTGTACAAGGAAAGTTTAGGTTTGTGGAATTGTCTGAGTTACTTAAAACGAGATATTAAATTTAGAGC
+TTTCTTAATTGCTTTAGGTTTATTGATTGGTACTCACCTTTTAATAAGTGATAACCTCGATCAATTTAGT
+TTATCTAGATTCAAGGAAGGTGCGATATTTATGATTATTATTATCTGCGTTTTTATTCCTTGGCATTTAT
+TTGATAAAGAAGATTGATGATGTGCCTAATGTACACTTGAAAGCTAATAAATAAGGATACAAAACAGTTA
+ACTTTTTTTGGTCCTCAACATTTTAGCCATCGATTATCTGTCACTTAAGGTGGCGTTATATTTTACAAGG
+AAGTTATATGAAACATTTAGCATTATCGTTATTTTTTAGTTCTGTATTAATTGGTTGCCAATCCCAATAC
+CTTATACAACCAGCCATTGAAATAAAGGAACCTGAGCTATCTAAATATTGGATAGCAAAAGATGGTGGAA
+TTTCCTTTAAAGCATCTTCCGGTAAACTACCAAGTGAAAATGGCACAGTATTTATAAACTACCTTATTGA
+TTCAAACGGTAAGGTTTTTAATCTAAAGGTTGTCAATTCTACTCCTAGTGACGCATGGAATAAAATTGCA
+CTTAAGTTGTTAAAACGAACAACATATATAAATACTGAAACCAATTTAATTAAGGCCCCGGTAATAGTTA
+CAACGAAAGTTGTATTTGATATATATTAAAATATCATCACTAATCAACATAATGCGCAACCCTTGGTTTC
+GCTTCGTTTAACATTTTAGCTTACTATTGCTAGCCTTTTGATGAGAGGTTTATCTGTAAAGGATTATCAA
+ATGTCTCAAGTAGTCATTAAAAAAGAAATTCATTGGCCGAGTTTATTCTTCTTTTCAATCGCAATATCTA
+ATTTCATTTCAGGTATTTATCAATCAATGCCATCTAATTTTTTATTAGCCATTGGTTTTTGTTGTATGGG
+TTATTCAAGTATCCGTTTTCTCCCCTCAAAATTTTTTACCCAAAAACTTTCTTTTGCTAAAAAACCTGAA
+AAAAATTGTCGTAAAGTTGACTTAATAATTCAACTATTCGGTTTTGTATTTGTTGTGATTGGATTAGTTG
+TGCAATATATTTACGTATAACAGTTAACAAATATCCCCCTTTTATTTGGGCATTATGATGAGTCGATAGA
+GTAGTGTTAAATTTTAAACTTTCCTCCATATGGGGATTTGCCGGAATGGCAATTGGATTATGTGCTTTTT
+TATTTAATTACTACATGGTCCCAATATCATTACCAGGATATAAAGTATTAGTTTCTCCTGCTATATTCAC
+TCTACGTTTTTTTAGTGAAGAAACTTATTTTGCGCCAAAAATGATACTTTTTCTTTCTGGCCAATTTGTA
+GGGTACTTTTTATTGGGTTGTATTGTTCAACTTATTAAACAAATAACACTACGTAAAAATAAGTCATTAT
+AAGCTAGTTGATATGACAGAGAGCAATTGGCTTTTTTATTCCTCAACAATTTAGTTAATCATATTTAGCC
+TATAAATCTAACCTTTGCTTACCCTATTCAATCGATTACAGGAACTTTTAATGCGAAATATCTTTCTTAC
+TATTATTTCATTCAGCCTTTTTATTTCTTCGGCGAGTGCCAGTTATATTGATGGTAATTTATTGAAATCA
+ATGTCTGTTGCTCCAGTTAGCGAAAATGCCCATCTGCAATTTGTAGGGTATGTAGTTGGAGTTATTGATT
+CAAATAAACAAAATAACTTATGTGTAGATGTTCCACCAAATGAGTTAACCCCCTTATTAGATATCGTAAT
+AAATTACCTCGCTAATAATCCTGAAAAACTTAATGCCTCTGGTAGTGATTTAATTGTTGAAGCACTTATT
+CCAAAATACTCATGCACGTTTACACCAAAAAGCTAATAAGATATTCAAACGGATAATTTACAGCTGTTTG
+ATGCTGAGGCGTTGTATTAATTAATGAGGTTAAAAGTAAATGGAAATTAGAGCTATTTCTTGGAAACAAA
+CTATACCACTTCGTCAGAGTGTATTATGGCCAAATGAACCGCCTGAATATTGCCATGTAAAGGGAGATTT
+AGACGCATCACATTTTGGTGTGTTTATTGACGGATTACTTATTTGTGTCGCTTCTATTTATTTAACTTCA
+AACAGTGCTCGTTTACGTAAATTTGCTACCGATACCCGATATCAAAATCAAGGAATTGGCTCCAAAATGT
+TGGAACATATTATTCAAACGTTAAGAAATAACTGCATAGAAATATTTTGGTGTGATGCGAGAGAATCAGC
+TATACCCTTTTATGAGCGCTTTGGTATGCAAGCATCTAGTGAGCGTTTCTATAAAGCAGACGTACCCTAT
+TACAAAATGGAAGTTATTTTATACCAGAAAAATTCAACGTAACTCGACGTAATGTTTATTCCTTTGATAG
+GAGCTTGGTTCCCTATTAAAATATCAAGATAAGCATTATATTAAATACTTTTTTCTATGAAAAAATGATG
+AGGTTGTAATGAAACGAACTATAATATTGTTTGATATAAATGAGACGGTACTTAATCTCAGTGCATTAAA
+ACCCAAATTCAAAGCTACTTTTGGTGATGAAAGCGTGATGGCAACATGGTTTTCTATGCTTTTGCACTCA
+TCTACCGTTTGTATCATGACAAGCGTAAAGACTGATTTTGCTACTTTAGCGGGTACTATGCTTGAATCGA
+TTGCCGCTCGCATGAGTATAAAGCTGTCTAAGGCAGCGCGTGATGATATTCTTGCTGGTTTTGCTAACCT
+GCCCCCTCACAATGATATTAAGCCAGCGCTAGCTCAGTTAAAGTCTGCCGGTTTTCGCACTGTCGCTTTT
+TCAAATTCATCTCTTAATTTAATATCGACTCAAATTACCAATGCAGGTTTAAAGGAATACTTTGACGATA
+TTATTTCAGTCGAGGAAACAGGTAGCTTTAAGCCTGATCCTACTGTCTATAAATTTGCGGCTAAACGATT
+AAATCAACCACTGGAGTCTTTGAGGCTTGTCGCTACTCATGATTGGGACACTCATGGCGCTTTGTCTGTA
+GAAATGAGAGCGGCTTACATTAATCGTTCAGGTGCTGTTTATCATCCGCTGTACCGCCAACCTGATATAT
+ATGCGACAACAATGGAAGATATCGTAAAACTAATTATCGAAAAAGATGATTAAATTACAACACTAGAAGC
+ACTTAACACGAAACCACCCCCTTAGTTATCAATAAGTCTTTAAAGACAGTAGACTTGTCAACTCAGCTAT
+AATTTAGCCTTAACATTTAGCTTCTTAATGAGGCATTGAGATACAAATGTCAGATTTTTCCACTCTACTT
+AACGAAGTAAGACGCTGCACCATTTGTGCTTCTCAACTAGAACATGGAGTACGACCTGTTCTACAGGTTC
+ACCCGAAGGCAAAGATATTGATTGCTGGTCAAGCTCCTGGTCTGAAGGTTCATACATCAGGTGTGCCTTT
+TGACGATGCAAGCGGTAAACGTTTACGTGAGTGGCTGGGGTTATCACGAGAAGAGTTTTATGATCCAGAA
+AAGGTTGCTATTTTACCTATGGGTTTTTGCTTTCCTGGATCCGGAAAAACAGGCGATCTTGCGCCGCGAA
+AAGAGTGCGCGCCAGCTTGGAGAGAGAAAATACTCGCCCACCTCAAGCAAATAGAGGTCACTATTGTGCT
+TGGCAGTTATGCACAAAAATATCATATGGGCTTAAAGAACGCTTCGGTCACTGATTTGGTCAAATCGTGG
+GAAACCTATTGGCCAAATATCATTCCTCTTCCTCACCCTAGCCCTAGGAATAACATTTGGCTTAAGAAGA
+ATCCATGGTTTGAGATAGAATTACTGCCAGTGCTTCGAAGTCGCATTCGAGAATCATTAAAATAGTATCT
+AATAAGACTTACTTTAAACCAGACAGAACAGTTGCTTTAGTTTCGTCATTTAACATTTTAGCTACCAATT
+ATTAGCCTCTTAATGAGGTGTCTTCAACTTAAAATAGACTTACCTTTATATGAAAAAAAAATTATTAAAT
+GGTCAACATCTGTCTCTCGATGAACAGATAGCTTTATTGTCTGAATTTGTAATGACAATTGATGGAATGC
+CCCAGATATTAGAGAAAATCAATCACCTTCCCAACGCATGGGTAGGTGCTGGCATTATATTTCAAAATGT
+ATGGAATGTAATTCATGGCTATGATTTCAATACATTTATAAAGGATATTGATGTCTTATATTGGGACGAG
+AATGATTTAAGTTGGCAGTCAGAAAATAGCTATATTCAAGCGTTAACTGAATCTCTCTCTGAGATGAATA
+TTCCATTCGATGTCAAAAATATTGCTAGAGTACATTTATGGTATGAAGAGCGTTTTGGTATACCGAAAGC
+TCGATATCATAGTGTTCAAGAATCAATATCTACTTGGCCTGTTATTGGTGCGTGTATGGCGATGCGGATG
+AACAAAGGCCAATTAGAGTTTATAGCTCCTTTTGGATTCCAAGATATGTTTTCTCTTAGGGTGAGACCAA
+ATAAAATTTTGGTAAACCAAACCATTTACGAAGGCAAAGCGATAAAATGGAAAGAACAGTGGCCTAAACT
+ATCAGTAGAAAACTGGTAATTTTTCATAACAAACTGTTAAATAAGGATAAAATATATTTGGCTTTTTCTT
+CTGTGTCGCTTATTCTAGTTACCTGAATTTTGCCCATTATTTGGGTGTTAGTTTTTAAACAAATAACGTA
+GTAGTTAAGGATTGTATATATGTCAGCATTGATTCTAGATGGGAAAAGCGTTACTAAAAAGTCTGAAGAA
+GATTTGCGCTCAAGAGTTGCACGCCTTAAGGAATTGAGTAATGGTGCCGTTCCTATCTTAGCCACAATTC
+TAGTGGGAAATGATCCTTCTTCGGCAACCTATGTAAAAATGAAGTCGAATGCTTGTACCCGAGTTGGTAT
+GGACTCGTTGAAAGTTGAAATGTCTGAAGAAACAACGACAGAAGAGCTATTAGCTGAAATTGCAAAACTA
+AATGCCAATCCAAATATTCATGGCATTCTTTTACAGCACCCTGTGCCTCCACAAATTAATGAAAGACAGT
+GCTTTGATTCCATAGATTTATCTAAAGATGTTGACGGGGTAACTTGTTGGGGTTTTGGTCGTATGGCAAT
+GAATGAAACCTCTTATGGCAGCGCTACGCCAAAAGGAATAATTCGAATTTTAGAGGCATATGATATTCAA
+CTAGAAGGTAAACATGCTGTTGTCGTTGGTAGAAGCCCTATTCTTGGCAAACCAATGGCAATGATGCTGC
+TTAATAAAAACTGCACGGTTACTATTTGTCATTCAAAAACAGTTGGTCTTGATAAAATCATCAAGACTGC
+TGATATCGTTGTAGGCGCTGTCGGTAAGCCTGAATTCATCAAAGCTGATTGGATTAAAGATGATGCCGTA
+GTGATAGATGCTGGGTATCATGAAGGTGGTATCGGAGACATTGAGTTACAGCCCCTTATGAGTCGTGTTA
+AGGCATATACTCCTGTACCTGGAGGTGTAGGGCCAATGACAATAAATACGTTGATCTATCAGACTGTTGA
+AGCATGTGAGTTAAAATTAGCACAATAATGCAGACTAAAAAATTATTGAAATAGACAAAGATAGTTGCTT
+AACTTTCATCATTGACGAATAACCAGCTATTTTTTTCCGCTTAAATAAGCGTTAGATAACACGGAGGTTC
+TATCAGAATATGAATGGATTTTTAGTTATTGCAGGTACCTTAAATGCGATAGTCGCCATTATCCATATTG
+GTTGCATTTATTTTGGTGCTCCTTGGTATCGTTTCTTCGGTGCCGGAGAGAAAATGGCTGTTCTTGCTGA
+GCGAGGTAGTATTCAACCTACCTTAATCACCAGTGGTATTGTGCTTGTTCTCTCTCTCTGGTCGCTTTAT
+GCATTTTCTGCAGCAGGTATTACTTTTCGCTTACCATTAATCCGTTTAGCCCTGATTCTGATTACTCTAA
+TTTATTTCGTTCGCGGTATTGCTGGTTTCTTTTTCATTAGTTCACCTATGGGCCGTTCTCCTGAATTTTG
+GGTGTGGAGTTCATTGATTTGTTTAGGTTTTGGTCTTATTCACCTCATTGGCTTGAAACAGCAATGGGCA
+AGTTTATAAGCAAGGTGTGATCGAGTAATCTAAAAAATGGATAAAATACAGATATCTGTATTCGTCCCTC
+AAATTTTGCTCGGCAATATTTAGCCCAATATAAGGGCATAACAACAAAGGATATTTACATGACTGGTGAA
+ATCAATTTAGATACGCTGTTGGCCTCGATGTCACCTAACTTGATGGCAGGTGAATATGTGTTTTGCTCAG
+TTCAAGGTGATTATCTTGATTTCAATGCCTTATCGCCATTAGCGTCTTTTCGTGAATCAGAAGGATTAAC
+GATAGTCATATCGAAAGAGATGGCACTTGCTAACCAACTTCCATTTGAGTCCGTATTTAGAGGTATTACC
+TTAACCATACATTCAAGTCTTGATGCGGTTGGTCTCACTGCAGCAGTTTCAGGTAAGTTAGCCGCTAATA
+ATATAAGCGCGAATGTAATAGCCGCTTATTATCACGACCATATCTTTGTTCAAACAGACAAGGCTGAGTT
+AGCAATGAAAGTCTTAAATGAATTTTGTAGCTAACACGAAAAACAGACAGAATTCCAACTTGGCTTAGTT
+CATTTTTTACTATTTTAGCCAAGTATTATCAGTGAGTTAACAGCATTATATTTATCTGAGGTTTTGTGAA
+AAAATTTACTATCAGTCGTATTATACCAATCGGACTAATTTATTGATCACTTAGCGAGAATTAAAAGGCT
+TAGAGGCAAGGCATTGATTGAAGAGAATGGTTATTCCCTTGTCAAAATCAATAACGCCGCATGTAAGCCT
+TTTCAACTCGCCCGTCGGGAGCTCATTAGCAAACTGATAACATCTCAAAATAAATGAAATATAGAATAAC
+TATGTTTACGTTATTTTGTTTGTTATAAGCTCGCTACTGAAGCTCTAAGTTGGCCAATAAATTAATCCGT
+TTGGTATTGATACAAGCTTAGGTATTTTCCGTGTTTCCGGTTGTTGGTGTAATGAAAACCAAGACACTGG
+TAAAATTGATATAACCTCAATTGAGCTGATGGGCACAGATGGTTGGGTTTTACTAAATCACGCCAGTGAC
+AATGTTATTAGTTTAATTACAGAGTTAACCCCTACCCTTACTACACACTTACTCGCTAAGAGTAAGTAAA
+TATAACGAGTAATCCATCATGACCCGCGACTATGAGTTTGGATCATGTAGCGCGATTTAAAAGGATAATT
+ATGACTATTAATGTTAATTGGCAAGGAGATTGTCGCTTCAAGGTTATTACAGAAGATGGATTCGAGGTTT
+TCATTGATGCTGACAGTAAATCAGCCCCTTGCCCAACGGAAATATTATTATCCGCATTAGGCTCCTGCAG
+TGCGACCGATGTCACCCTTTACTTCAAAGATAATGATATTGAACTTAAAGCGCTAAATAACTGTGTAACC
+TATCAACTGACAGAGAATGAACCTAGATTATATAAATCGGTAAATTTACATTTTTCGATTGAAGCTAAGG
+TTACAGAATCTCAAGTTAAAGCAGCAATCGAAGAAGCCATTAATAAGTATTGTCATGTCTGTTTAATGCT
+ACAACCAACCATTGATATTACTTATTCAGTTGAAATCATTAATTAATAAATTTACATTTAGCAAAATCAT
+GAACATTAAAAAATTTTCAATAGTCACTAATATATCGGCTCATACGCTTCGATATTACGAAAAAATAGGT
+TTGTTAAAGCAAATTGAACGGAACTCAAGTGGTCATCGCTATTTTACTCAAAAAGATGTGGTGTGGGTTG
+AGTTCATCAAGCGATTAAAAGAGACTGGAATGCCTCTAAAGCAAATCTTAAAGTATGCAGATTTACGAGC
+TATTGGTATTTCAACCTCAGGGTTGAGAATGCAAGTTCTAGAAGAGCATGCGCTGATGCTAGAAGAGAAA
+ATAGCAGAAGAACAGTCTCACCTTCAAATGTTGAAAACGAAAATACAGCATTACAGTAAAATCGTCACGT
+AAACGTTAACTACTTGACTTAGAGTTAGCTCTAAGTAGTAGATTCTAGTTCTTTGAATTTACGCAAAGAT
+TAGAATCGGAGTATTAATGAATAATCAACGATATATATCAGGTCTTGATAAGTTAAGAGAAATTGATGGA
+GAAGCAGGTCAAAAAGTCATTGATAGTTTGGCATCAATTTCACCAGATTTAGCAAAATATACGATAGAAT
+TTCCTTTTGGTGATATTTACCAAAGGCCAGGGCTTGATTTACAAAGTAGAGAGTTAGCAACAGTTGCCGC
+CTTAACTACTTTAGGACATTGCCAGCCTCAACTGAATGTACACATTAACGGTGCTTTGAATGTAGGCTGC
+AAACCAGAACAGATAATTGAAGTTATTATACAAATGTCAGTTTACGCTGGTTTCCCAGCAGCTTTAAATG
+GCATGTTGGTAGCAAAAGAAGTCTTTACGGAAAGAGGCATAATTGACACAATAAAAAGCGATTAAACAGA
+ATTTAAATAGTTGATTATGTTTCGTCTAAACAATAGTAATCAACTATTTACACCCGTTATCAATCAAGGT
+ACATGTATTCATCTATGGTCAATTTTACTTTCAGAATAAGGATACTCTTATGGTTAAATTAATATCTAGC
+TTTATGATATTTATGTCATTATCTATTCATGCGCAGCAACTCGGTGATACCAGTTTTAAAGCTAAAAACA
+CCATAAAGACTTTTTCAGCCGCACAAGCCCCCATAGTACTCTTAGATGAAGCGCATCATAACTTTCATAC
+CATGGATGGCAGGTATCGACCCTTTGTTGATATATTGCAAAGTGATGGCTATTTAGTTAAAAAACACAAA
+GAGAGCTTCACCAAAAAATCATTAGCCCATGCTGATATCTTAATAATATCTAATGCATTAAGCGTAAAAA
+ATGTAAATGATTGGGACTTACCTAATTACTCTGCATTTTCCAGAGAGGAAATTGAGGCTGTTTATCAATG
+GGTAAAAAATGGCGGCTCACTCTTTCTAATTGCAGACCATATGCCATTCCCTAAGGCAGCAGAGGATATG
+GCAGCTGTTTTTGGCTTTCAATTTAATAATGGTTATGTCGAAGAGGTAACTAACAAAGCACAGTTATTTG
+AAAAGGATAACGGTACTTTACTCGCTCATCCAATTTTAAAAGGGACCGGTCTAAAAGAAGAGATTACATC
+GGTAAAAGCATTTACAGGGCAAGCTTTTTTATCTCCGCCAAACGCTAAACCTTTACTGGTTTTTGGTCAT
+TCTGCCATTTCATATATGCCAACAAAGTCATGGGAGTTTTCTGATGATACCCCTGAAATTTCAGTTCAGG
+GTTGGAATCAAGGTGCTACCTTGGAGTTTGATAAAGGCAGAATTGTCGTTTTCGGTGAAGCGGCCATGTT
+TACTGCGCAAGTTAGTGGCAAAGAAAAAATGAAGATGGGCGTGATTGCTGAAGGTGCTGAACAAAACGAA
+CAATTTTTATTAAATATTATGCTTTGGTTATCAAGAAAAATTTAGCCAACAATATTTACTCCAATAATAA
+CGGCGTTGTTTATTATTCAAACTTAGCGCTCATTTCTACGATTAATAAAGGTGTTTTATATGGATATTAG
+TTTATTTGGTATTTTCGTAACGGTTGCTATAGCGCATTTTCTTGCGTTGTTAAGTCCTGGACCAGATTTC
+GTGCTCGTTGTAAAAAGCGCAATCAGAAACGAAGGTAAAAATGCTATTGGTGTTGCGCTGGGTATATCAT
+CTGCTAACGCATTATATATTGGGTTGTGTTTGATTGGTGTCGGTTCGATTTTAGCCGCCTCAGTAACGAT
+AATGGTGGTACTAAAAATTATTGGAGGGCTGTTTCTAATTTATCTAGCGGTGCAAGCTTTACGTGCTAGT
+AAAAGCTCATACAACAACTTTGCGTTGTCTGAATCGACTAACGATACTTCCAATAAATCAACGTTTTTAA
+AGGAGTTCATTACTGGATTTATGTCTGGAATATTAAATCCAAAGAATTTATTATTTTACCTCAGCCTATT
+TACCGTTGTTCTCACTCCTGACGTAGGTTTTGCTTTTAAGTTGGGATTAGGTATTTGGATGACCGTGGTT
+GTATTTTTATGGGACTTAGCCATTATTTATCTGCTTTCAACACGAACTATACGATCAAGATTTACCAAAG
+CCGCCTATTACATTGATAAGGTTACGGGTGCATTATTAGGCCTTATTGGTTTGGCTATTGTAAAATCAGC
+GTTAGTGAAACAGTAGAAAGTTAGAAGGTATCAAATGAATAAAGTATGCTCGGCTTATCTCAACAGTATC
+AGCCACTATATTTAGCTATTAAGTCACCGTTAGGTTTTTAACAAATCACATCTTGGAGTTTCATGAAAAT
+AAAAATATATCAAGTTGATGCTTTCGCATCACACGTGTTTGAAGGAAATCCTGCGGCAGTATGTCCATTA
+AACGAATGGTTAGATGATGAAGTTCTTCAAAAAATAGCAGAAGAAAACAATCTATCTGAAACCGCTTTTT
+TTGTATCATCTGCAGCAGGAATTCAGCTTCGTTGGTTTACACCAAGAGGTGAAGTCGATCTGTGCGGCCA
+TGCCACTTTAGCCACTGCTCACGTACTTTATGAGCACTTAGGTTTTAAATCACCAAAGGTAGAATTTCAA
+ACTAAAAGCGGTGAATTGGTTGTCACAAAAAATGATTCAGGTTTTAGTATGGACTTTCCGGCCTCTCACC
+CTGCAGTTATTGATGCCCCCATTAATTTATTAGCAGGTTTAGGCGACGTTATACCTAAACAAGTTATCGC
+CTCTTTCGACTATATAATTATTTTAGATAGTGAAGAAGCCGTTAAGAATCTTGACCCTGATTTATCTAAG
+TGGTTGAAACTTGATCTCAGAGGTGTGGTTGTTACCGCTGTTGGAACCGATGTCGATTTTGTCAGTCGAT
+GCTTTTTTCCTAAACTTGGCGTAGATGAAGATCCTATCACCGGCTCTGCTCATTGTGAGTTAGCACCCTA
+TTGGAATTCCAAATTGGGGCTATCATTGTTAACAGGTCGCCAAATTTCGAAGCGAAGTGGGATCGTGCAT
+TGCGAATTGAAAGGTGATCGCGTTGTTTTGACAGGAAATGCGGTAGATTATATGTCTGGTGAAATAAATA
+TTTAGACTTGCTACAGGTATTAGGCAAAGCATACAACTCATAAAGAAAGACAAAACACCGTTGGGTTTTG
+TTCATTCATTACTTATTTGAATCAACTATTTTATTGCTTGTTATTAACGCGTTAACTGTGAGGTCAACTA
+TGGAAAATCAAATTGATAACCGAATTAATTTATATCAGAGAACGGTAATCTTTAGCCTATTGTTTACGCT
+AATGGGTTTTTCATACAATGTGTGGCGTATGGAAGTGTCTGAAAATAATAATAATATTAGAACCGCAAGT
+TTTGAGATGTTGATAAATCTATCGTCTTTAGAACAGTTGGTTTATTCAGCCTATTATGATGATGACCTAA
+AGGAAGGAAATCCTAGAAAAGGATGGGTTGTTGTCGGGTTAATCGATGATTTGAGTGTCCTTACCGATGA
+TGAAGTTAAAACAAAAACTACTGCATTAAAGGATGTTTGGTCCGTTAATTGGGAAACGATTGCTACTAGC
+CAGCAAACCGTAGATAACATTGTAGGCTCTATTGACTCAGTGAGAGAAGAAATAAAGATCTTACTAAACT
+CATTGGATTAATGGTTAACAAGTTAGCAGTAATAAGGCAATTGCCCCCGATAGATCAACTTGGCCATTCG
+TTTTCAACTAAAATTATAGTCACTCTATTGAGTCTGTTAACAGGCCTTTAATTAGCAATATTTCCTACAG
+GTAACTTTTTAATGACATATCTTATTTTTTGTCATAACCTTTTTGTAGGGGGATTGACTATATTGTTTAG
+TCACTTATTAACTTATTACTCTACGCTATTAGAAAGATGAGAATATTATGGAAGTTAAAATATTTACTAA
+AATTTTACGACCAAAAGTAGGCTTTTTACCCAAATCAGATACCGCAACAGATCACGGTTTAGAGGGTGAT
+ATTAATCTTTGGCTTGCAACACAACCAAATATTAAAATTGAGAATATCACCCAATCTCAAAGTGGTGGGT
+CCTTTCAACCATCAACAATTGTGGTAAGTATTTGGTATAAATAAGATAAGAGTTAAAAGGCAACAGTTAG
+TTGAAAACTAGCTGCTCAATGCTACTGATAAAGCCACTTTACTCATGACAAATGACTTATAAATTCTTTC
+GATATGATATTTTTTAATAAGTGTTTAGTTGACTAGCAACGATCCGCCCATCAATAAATTAATTACTGCT
+TTTATAATTTAGGACATTTTTCACATGATAGAAGTCATTATTCTTGCTATTGCATTAAGTATGGATGCCT
+TTGCCGTTTCTATTGGTTTAGGGGCAACCAAACAACAGAGTAAAGTTGCGCCACTAGGCATCATTGTTGC
+GCTATATTTTGGCTTGTTTCAAGGCATAATGCCTATCATTGGTTACCTTGGTGGCAAAGGGGTATTAAGT
+TGGGCTGAGTCTTATACGCCGTGGATTGCTTTTTTGTTGCTCTTCCTCATTGGCGTCAAAATGATTTTTG
+ATTCATTTTCTGAAGGAATTGAAGAGGATATCAGTAAGATTACTCATCGTGTGTTATTAATTCTAGCCAT
+TGCCACCAGTATTGATGCTATGGCAGCGGGGTTTAGCCTAACGCTTTTACCTGTAAACCCGTTAATCGCT
+TGTTTGATTATTGCTTCAGTTACCTTTATTTTTAGTTGGTTAGGCGTTTTAGTAGGTACTAAAGGTGGAA
+CATGGTTGGAGAATAAGGCTGAATTTGTCGGCGGTATCACTTTGATAGTAATGGCAATAAAAATTATCAT
+TACGTCATAATATGGGCAAATATAGAAAATATCTTTGAATCTAGCGCTACCATAATCCAAAAAAACACTG
+AGCTATAGTAATACCAATTGAAATAGGAGCGTTTATTTATGACACCCCGTGAAGTAATTAATTATGTAGA
+GTTGCCCGCGAAGGATATTCCAGCAACCAAAGCTTTTTTTGAACGAGCCTTTGCTTGGTCATTTATTGAT
+TATGGTGAAGAATATACTGCCTTTAGCAATTCAGGTATCGAAGGCGGTTTCTTTTTGTCTGAACTCGTTT
+CAAGTACCCTTAATGGCGCTTGCTTATTGGTTTTACTCAGTGACGATTTAGAGGCTACCGAACAACGCGT
+TAAAAGTGCGGGAGGTATTATTAGCCAAGCTATTTTCTCTTTCCCTGGTGGACGTCGGTTTCATTTTACT
+GAGCCTAGTGGTAATGAGCTGGCTGTTTGGTCACCGGTAAAAGCCTATATTGCTTAGCTATTGCACGGTT
+TAACGCTAGCCCTTAATTTTCGAAAAAAACTTTAAAGCTTAATGAATACGAAAAAACCAAAGCTTTTATT
+AAAATCAGTTAATAAAGACTGTGGTTTTTTATTCGCTTCAAGTAATTATCAGTGTTTACTTCACTTTAAT
+GATAGGCAGATTGTTACTGCTCCATTCATTAAAGTCACCTGACAAATGGTCTAACTCATTGAAACCATTT
+TTTACCAATACTTCTCTAGCAACTTCGGCTCTTCTACCTGAACGACAATAGATAACGACTTGTGTGTTCT
+TAGCACCGGTCAATTCAGCTAATCGAGCTTCGAGCTCTTTATGTGGAATATTCACCGCATTAGGGATGTG
+ACCCTCTTCGAATTCTTCCTCTGTTCTGACATCGAGTAAGATAACCTGTTTGTCATTTTTCATAATCTGT
+TGCAATTCGGTCTGACTTATATCTTTAGCAGAAACCTGCCATGTAGTGGTTACGGCCAAAACAAAGACGA
+TTGTAGTTGCAATTTTTTTAACTAAAATATGTTTCATGTGTAAGTCTTCCTTATTTATAATCTATCAATG
+TTAGATATTATACTGCAATTTGGTTTAGCTAAAAGAATCTCGCCATTATTTTTTACTAAAAATCATAATG
+ATTGCGCCAAGTAAAGCACTAGTGCCAGCCATGATAAAAGCGTTACTCGCCCCTTCTCCGCCTAGCCAAA
+GTAATCCTGTGATATAAGCGCCAACAGCACCACCAACACCATATACACCACCTAAATAGACACCCTGCCC
+TCTACTTTGTTGACTCTTAGTAAAGTGCGAAGAAATAAACTTCATACTCGCACTATGGTAAATGGCAAAA
+CTAGCAGCGTGACTTAATTGATTTATTGCAAGCCAGAGTCCTGAGTCGGCAACCACTGGCATCAAAAACC
+AACGCAAGGCGGTAATAGCTAAACTAAAAACTAATAATGAATTCAAAGAGAAGCGTTTAAACAATGACCC
+CATATAGATAAAAGCAACAATTTCAGCTACAGCGCCCAGAGCAATGAATAAGCCAACGGCCACACCAGAG
+TAGTCAAAATCACGTAAAAACAGTGCAAAAAAACCATAATAAGGCGCAAAGCTAATTTGTAATAATAAAC
+CCGCGATAAAGAAGCTTATAAAACGACCATCAATGAGTTTATTAACAATAGGCTCAGGAGCATTGGCTTT
+GCCTTTATTTAACTTTACCCCTTTTTTAGGCGTTAGTAACAAAGTGCTGATAAATAGACCGGCCAAAATA
+ATAACACCTAAGCTGGTAAATACTTGATAACCTAAACGACTTATTGCCTCACCTGCCACTACTGCTAAGA
+CAATAAAACCCAAACTTCCCCATAAACGAATACGTGCATAGATTTTACTGCTGTGTTTAGTTGAATTTAA
+CGTGTGCACTTCCAGTTGCGGTAGAATTGCGGTCCAAAACAAGGTAAAAAGCGCCAGACAAAAGGTAATT
+GGCCAATACTGACTGAACCAATAGAGTAAGCTAAAACTAACCAGTGCTAACAAAGCACCGAGTCGTATAA
+TAAATAGAGGTCGTGCTGATTTATCTGCAAATGTTGCCCATAAGCTTGGCGCAACAATTTTTGTTGCAGT
+CATAATGGCAAGAATTTCACCGACTTGGCGAGAGTTAAAACCTTGACCATCAAGGAAAATAGCCAAGTAA
+GGTGAGATTAAACCCAGCAGAGCAAAATAAAAAAAGTAACTCGAAGATAATCGAACAAACATCATGTTGA
+AAGGAATCAAGCGTATGAGCCTTACGATGAAAAGAAAAGGAACTAATGCAGGGGTTTAGTGAGTAAACTG
+AAGCCTACTCACTAAACTAAAGATTGTTATTGTTTATGCTTCAATGTCAGGTGTATTACATTGAACATCA
+GCATTTTGCCCACGATGACGAAGGAAGTGATCCATTAAGGTCAACGCTAACATTGCTTCAGCAATAGGTA
+CAGCGCGAATACCGACACAAGGGTCATGACGACCTTTGGTGATGATGTCCGTCGCTTCGCCCGTTAAATT
+AACCGTTTTACCACTTACACCAATACTTGAAGTTGGTTTAAGAGCCAAATGCGCAATAATTTGCTGACCT
+GATGAAATACCACCTAAAACACCACCTGAGTGGTTTGTTGAAAAACCTTCAGGGGTAAGTTCATCTCTGT
+GCTCTGAGCCTTTTTGATTTACTACGGCAAAACCATCACCGACCTCAACACCTTTTACGGCATTGATACT
+CATCAAACCATGAGCAATATCAGCATCTAAACGGTCAAAGATAGGCTCGCCTAAGCCAACAGGTACATTA
+GTGGCTACAACAGTCACTTTCGCGCCAATAGAGTCTTTTTCTTTAATGATGTCACGAAGGTACTCACCAA
+GTTGTTCAATTTTAGTTTCATCAGGGAAGAAGAATGGGTTGTCTTCTACGCTCGACCAATCAACGGTATT
+AACATCAAACGGAGCACCCTTTGGACCACTGGCAACAATATCGCCAATTTGAGTAACACAGGCTTGAATG
+GTCATGCCAAATTTTTCAGCGAGGTATTTTTTTGCTATTGCGCCGGCAGCAACACGCATCGCTGTTTCAC
+GTGCAGAAGAACGTCCACCACCTCGATAGTCACGTAGTCCGTATTTTTGCCAGTAAGTGTAATCTGCGTG
+ACCCGGACGGAAACTGTCAGCAATGTTGCCATAATCTTTTGAACGTTGGTCGGTATTTTCAATCATTAAA
+CCAATAGGCGTGCCTGTGGTTTTACCTTCGAATACACCTGAAAGAATTTTTACTTCATCCGCTTCTCTGC
+GAGCAGTAGTATATCGAGAGGTGCCAGGGCGACGTCTGTCTAAATCAATTTGTAAGTCAGCTTCAGTTAA
+CTCAAGCCCTGGTGGACAACCATCGATAATGGCGCCTAATCCTAATCCATGACTTTCACCAAATGAGGTG
+ACTGTGAATAATTTTCCGAAGGTATTACCTGACATTGAACATTACCGCCTATTAATTTAATTTTTAAAGC
+TACGAATACACTTTATTTTTTGTATCCGCTATTTTTAATACTAACTAATTTTTCACTATCAGCTTAGATA
+GATGTTATTACTTAGCTTACTTTTATTTTATACGTTTATGCTGTTTTAAGTGCAGCTAAAAAAGTTTCTG
+CATGTTGCTCTAACTGCGTTTTATTTAGCATAAAGACACCATGACCACCGCGTTCAAAGGTCAACCAAGT
+AAAATCGACCTCTGGGTAGAGAGCTTCAACATGATATTGTGAGTTACCCACTTCGCAAATGAGTACGCCA
+TCATCATTGAGGTACAGCGCACTCTCTGCCAAGATAATTCTAACAATATCTAAACCGTCTTCACCACAGC
+CTAAACCCATTTCGGGTTCATGGGTAAATTCTGCAGGTAAACTATCAATGTCTTCTTGATCAACATAAGG
+CGGATTAGTGACAATTAAATCATATTTTTGTGCAGTAACCCCAGAAAAAACATCAGATTGAATTGGAATA
+ACTTGTTCACTTAAACCATGGTTTTCAATATTAATTTCTGCAACATTTAATGCATCGAGTGATAAATCGA
+CCGCATCGACTTCAGCATCAGGAAAGTAACTGGCGCAAGCAATGGCAATACAACCACTGCCAGTACACAA
+ATCTAAAATTCTTTGCGGTGGGTTTTGTTCACTAAAATAAGGGTCAAAGTGTTTTTCAATTAATTCACCA
+ATAGGAGAACGAGGCACTAAAACACGCTCATCCACATAAAATGGTAATTGCGCAAAATAAGCAAGGTTGG
+TGATATAGGCAACAGGTTGCTGCGTTTCAATGCGTTGCTCAAAAAGTGCTAGAATATTTTGCTTCTCGTA
+ATCAACTAAGCGACAAGTCATTACGTCTTCACTCATTTCCTCGGGCAAGGATAAAGCAAACATCACCAAG
+GTAAGTGCCTCATTTAACGCATTGTCATTTCCATGACCATAAAAAAGTTCTGCTTGATTAAATATACTGG
+CCCCATAACGACAATAATCAGCAATAGTATGTAATTGCGTGGTTATGTTTTCAATGTTGGTATTGCTCAC
+ATTCTCTTCCTCAAAAGGTATCTCTATATTTTCAGGTTTGCTTTATAGTTTAAGTTGTTAACTTAACTTC
+TTAGCTTAACTCTACTGTTTTATCTTGGTATTTAGGTTTGGTACTTAACGATAATAATTAATATGTATTA
+ACACTAAAATGTTTTACACTGCGTCAATGAAAAACAAAGCCCTAAAATCCGAACTTTCTTCAATAAAAGC
+CAAAGTTCGCGCGAATATTGCAGCCAGCGCGCAAAGTAAGAGTCAGCAAAAAAAAGCTGATGAATCATTA
+CAAAAAACTAATGAGTCAATTAAAGAAGTTTTGCCTGATGAAAAGCAACTTTTTGCCGATGCTATCGGTC
+AAGTTAAGCCTTTAGTTATCGACACAGTTCGCTTAATTAAAAGTGGCCATAAGTCTAACACTTCCCAAAA
+AAATGACCAAGAGTATAACAAGGCAAATAAGGCCATCGCGCAATTTCATTTTTCTGATGAATTTGAACCT
+AATTTAAATAAACAAGGTCCAATGAAATATGTTCGAGAGGGTGTTGACAGTTTTGAAGTCAAAAACCTTC
+GCCGCGGCCATTATCGCCCCGACCTTATCCTTGATTTGCACGGCCTAGATCAACATCAAGCTAAAAAAGA
+ATTAGCTGCGTTACTCTTTGCCTGCCAAAAGGAACACGCTCAATGTATATGCGTTGTTCATGGTATAGGA
+TCACATATTTTAAAAAATAAAGTGCCCCATTGGTTGGTGCAACACCCTGATGTGATGGCCTTTCATCAAG
+CACCATTAGAATGGGGCGGAAACGGTGCTATCTTAGCGTTAATCGAATTAAAAGATAAATATAATCGGAA
+TTAACAGCTAAGTATTAACAGAGTTCGATAGGTGAAACGAGACGTTGCAAGACACCTTGCATTTTCTCCG
+TATCATAATCAATGTGCGCAATACCTGCAGTAGCAAAGATTGGGGCGTTACTCGATTGTGTTAATTCTGC
+GACTAAGTAGCTAACTAGAGGCATGTGAGAAATTATGAGCAAGCTATGTTCTTGCTCAGTTGTTGCTTCT
+AATTGCTCACTACACCAACCATCAATAAAGTCATGTACCTGTTTGGCGTCGCCAGCGGGGGTAATAAAAT
+CTAACGTTGTAATAGCGGCTTGCATCAAAGCAGTCGCTATAGCACAAGTTTGTTGCGCTCGAATATAAGG
+GCTGACAAAGACTTGCATAGGGCTTATCTTCATTTTTTGCAACCATGTCGCCATCATTTTCGCTTCGATT
+TTACCTTGTGCGGTTAACGCTCTTTGGCTGTCATCACGACTGCCCTGCTCAACAAAGTTTTGAGCTTCAC
+CGTGGCGCATTATATAAACTTGCATTAATTCTCTCGACGACTACTTGTAGGTTACAATAACGGTATAGTT
+CAACTTTTAGCTTATTTATGAATTTTATCGGCTAAAGTATTGAGTCTAAGTTATTTTTGCGGCTATAGTA
+ATAGAATTGAACGCGCATTAATAACAACAGTTAAGAATAAATAGGCTTTTTTTATTCCTTTAAGTAATTA
+AGGAATTTTTTTATCTCCCTGTTGAATTCAGAAACTATCCATATTCTCGTCATACGCTTTGTCGTTTAAA
+GTGTTCTTAGGAGCCTTAGTGTTGAAACAAAGCCCCAATGATTCAAAACAATATCAAGCAATTACTCTTA
+CCAATGGTTTACGCGTACTGCTTATTCATAATGATGAAACCGCTAAATCGGCAGCGGCTTTAGCCGTTAA
+TGTCGGTCACTTTAATGATCCAAATGACAGGCAGGGTTTAGCGCACTTTTTAGAGCACATGTTATTTTTA
+GGGACAAAAAACTTCCCTGATGGTAGCGAGTATCAAAAATTTATTAATCAACACGGCGGCAACCATAATG
+CTTGGACTGGCACAGAGCATACATGTTTTTTCTTTGATATTGCCGCCACGCACTTTTCAGCTGCACTAGA
+GCGCTTTAGTGAGTTTTTTATTGAACCTCTTCTGGCTGATCACTTTGTCGTAAAAGAGCGTGAGAATATT
+GATGCTGAATTCACCTTAAAGTTAAAAGATGATATCAGACGTTTATACGATGTTCACAAAGACACAATTA
+ACCCTAAACACCCATTTTCGCAGTTCTCTGTTGGGAATCTAGATACCTTAGGGGATCGAGACGGACAAAA
+TATAAGCCAAGAGTTACAAGCCTTTTTTCAACAGTATTACCGTGCAGAGTACATGACGTTAGCACTTGAA
+GGGCCGCAAAAATTAGCCGAACTTAAAAGCATCGCTGAGCAGCGTTTTAGTCCGATAAAGTCAGCTGAAT
+CGCCGCTGCCTGAGATTAAGCACCCCTTATATTTACCTGAACATCAAAAAATTAAAATAGATGTTTGCCC
+TGTTAAAAATGATCATCAGCTTATTATCAGTTTTGCCATGGACAGCATTGATCAATATTACCTAGATAAA
+CCTGAATCTATTCTTGCTTATTTGTTAGGTCATGAAGGTGAAGGTAGTGCTTTATCTTTACTTAAAAAGC
+ATCAATGGGCCTTAGCGCTAACCGCTGGTTCAGGTATTAATGGCTCTAACTTTAAAGACTTCAATATTAG
+CATCGCATTAACTGAATTAGGTGAAGAGCACCTCAATGACGTTGTCGATATAATATTAACTTATATTGCT
+CTGCTAAATAACACAGAAATCGCTGAATACTATTATCAAGAAAAACAAAAAATTAGTAACCTAGCGTTTA
+TTTACCATGAAAAAATGCGACCACTCGACAGTGTCAGTCAATTAGTCATCAACATGCAGTATTACCCAGA
+AGAAGATTATATTTTTGGTGACTATGTTATGTCAGGTATGTCGACTGAGAACATCAAAAAACTACTTAGT
+TTTTTACAGGTCGATAATATGCGACTCATGCATGTTAGTCAGAAAAATAATTTTTCCAAGAATAGTTTTT
+GGTACCAAGTGCCTTACCATATGGCCCCTATTTCTGAACAACAATTGATTCATTGGCGTAATATTGCTCT
+AAGCGATAAAGCGCACATCAAAGGTTTGTACTTACCTGCACCTAACCCTTATATTGTCGAAGAGCCAACC
+GTTTACCCTAGTAAAAAGCATCTAGTAAATACGCAGGAAGCACCCGAACTTCCTGAAAAAATTATTAATA
+AAAATGGGTTGGTCGTTTGGTATAAACAAGATCACACGTTTAAAGTCCCTAAGGGTTACTTATATATAGG
+TATTGATGCCCCTTTTGTTGTTGCAAGTGTCGCTAATATTGCCATGACCCGTCTATTTACTGATTTATAT
+ACAGATACCGTTATTGAAGAAAATTACGAAGCAGAATTAGCAGGCATACATTATCACTTATATGCCCATC
+AAGGCGGCGTAACCATGCAACTATCAGGTTATAGTGAAAACCAACATCTGTTGTTAAGTAAACTATTAAT
+ACGATTAAAAAACCACAATGTCACTGAAGCACACTTTGCTTTATTTAAACAACAGCTGGTTCAACATTGG
+CAAAACAGTGGTAAAAGTAAATCAATTTCACAGTTATTCGCTAGCCTAAGCTCAGTAATGCAACCTAATA
+ACCCTACCAGTAAAGCGTTAGCGCAAGCACTTAGTGAGGTGAGCTTTAGTCAATATCAGCACTTTAGTCA
+GCAACTATTCCAAAAAGTAACATTAGAAGTTCTCATTCATGGCAATTGGTTGATTGAGCATGCCCAACAA
+TTATGCGAGGTTATTGAACAAGGTTTTCACGGTAATGTTAATGAAAAATATGCCATACAGTGTCCAGTAA
+CCGATATTTCAACCAAAGAAACATTGTTATTACCCATTAGCTTACCTGAACATGATCACGCGTGTGTCAT
+CTATACAGCATTTGAACACAAAGATGATAACGCGGTGGCACTCGCAATGATCACTAGCCATATATTATCG
+CCCTTATTTTTTCAGAAAATGCGTACAGAAAAGCAATATGGCTACTTAGTAGGAGTCGGTTATGTGCCAA
+TTAATAGCTACCCTGGCATCGCGTTTTATATTCAATCGCCCCACTGTGATGCTTATACATTAGCACACGC
+TATGGATGAATTTATCAGCAGCAGTATTTTTGAACTCGATAATATTTCTGCCGAGAAATGGCAACATTTA
+TTGCAAGGTTTGGCGAGTCAATTACAAGAAAAAGATCATAACTTACGTATTAGAAGCCAGCGCTTTTGGG
+CTGCTATTTGTAATAAAGATGAAGAATTTAAACAGAAAGAAAACTTACTGGAAGCGGTTTTAACCTTAAC
+ATTAGCGCAAGTTAAAACCTTCGTGAAAAATAGTGTAGTTAATGCTTGTAAGCCTGATCGCTTTATCCTG
+TATTCACAAAGTGATTTGCTAGAACAAACACAAAAACCCAATGGTGAGATAATTACAGATATTGACGCTT
+TTATTAAAGCCAGTCCTCTCAAGTACTAAAGTTAGTAAGCAGATTAATTGACTGACTTAATAACTGACAG
+AGAATTTAACTAGTCTCGTTGATGCAAAAAAGGCTGTTGAGCATATTAGAACAGTTATGTTCGAAAAGTC
+TCAACAGCCCTTTACTTGTTTTATTACTCCACAATCTTATTTTGGGTAATAAACTGCATCATTTTCTGCC
+ATAGTAATCAAGGCTTCACATGGAGTATAACGCTCGCCATGCTGCTCAGCCCATTGACTTAATTGAGCAA
+CCACTGACTTAGCACCAATTTTATCAATATAACGTAGCGGTCCACCTAAAAAGGGTGGAAATCCAATACC
+GAAGATCGCACCAATATCACCATCTCTAGCATTTCTCACTATACCTTCATCAACACAGCGTGCCGCTTCA
+TTTAGCATCATGTAAGTACAACGTTTACTAATTTCTACTGCTGATAGACTTCCCATAGGCTTAATATTTA
+GTAAGCTATAGATAGTCTCATCTACTTGTTTGTGGCCTGATTTAATACCTTTGAAAGTATTTTGTAAATT
+CTTAGTAAAAGTTGGCTTTTCGTACTGATAAAAACCCTTCTTTACTTTTTTACCTAAACGACCATCTGCG
+AGTAATTTATCAAACGCCGCTGGTGCTGCAAAACGCTCACCAAGATCTGCCTGCAAGATGGGTCCAATTT
+TAGCGCCAACGTCAACTCCCACTTCATCAAGCAGTTGCATCGGTCCTACAGGAAAACCAAATTTTACCAG
+TGCTTTGTCTATTTTATCAATGGGCTCACCAGCAAGAAGCAGAATAGCGGCTTCATTCATATAAGGTGCT
+AAAATACGATTGACATAAAAACCTGCTTTGTCTTTAACAACAATAGGAGTTTTACCCTGTTTTTTAGCAA
+AAGCCACTGTATTTGAAATAGTTTGATCAGAGGTTTTATCGTGAGGAATTATTTCCACTAACGGCATTTT
+ATCAACCGGCGAAAAATAATGTAGCCCAATTACATTTTCAGGTCGTTTTGCGTTAGTAGCAATCTTCCCT
+ATTGGTAAACTAGAGGTATTGCTGGCAAAAATAGTTTTATCATGCCCTTGCGCTTCAACCTCAGCCACCA
+TGTTTTGTTTCAATGTTAAATCTTCAAATACTGCTTCAACAACAATATCAAGGGCTTTAAAACCCGTATA
+TTCCACACTACCGGTTATCATAGCTAACTGTTTTTGCATTTCGCTGTTAAGTAAAAAACGACGCTTAACT
+TTTTTATTCAGTATTTGATAGCTGTATTTTAATGCTTGGCCAATACCTTTGTGGCTAATATCCTTAACAC
+GTACAGGCATATTCGCTTTAGTTGCAGTGACAAAGGCAATACCGCCACCCATTAAACCGCCACCTAAAAC
+ACCCGCTTTAGTCATTTTTTCTGGCATAACATCAGCAACGCCCTGCTCTTTCTTCATTGCTGTTGTCGCA
+AAGAATAACTGACGTAGTTGCGCAGATTCATCACTCATCACCAGATCGGCAAAATGCTCAGCTTCTACTC
+TATAGCCCTTTTCAGGTGAAGATTCGATACCAGTGCGAATGCAATCAATAATTTTAGCTGGCGCTGGATA
+ATTACCTTGGGTTTTTGCTAGCACAGTTTTTTGCGCTTGTTGATAAACAACTTTTCGACCAACAGCATTA
+TTTTCTAACAACTTATCCATCAAGCCTTGTTTACGCTTAACTGTCTTTTTGCCACGTTGACGCAAAGATA
+TTGCTAAATCTTCAGCAACCGTAAGCAACACACTGCTTGGCACAACATCATCAACTAAACCTGATTTTAA
+TGCTTGTTTAGCGCGTAATTGCTTGCCCGTAAGCATCATGTCTAAGGCTTTTTGTAAACCGACTAACTGA
+GGTAAACGCTGAGTACCGCCACTACCTGGCAATAAGCCTAATTGCACCTCAGGTAAACCCAAAGCAGTTT
+TACTATTATCACTACAAACTCGAGCATGACATGCCATAGCAAGCTCTAAACCGCCACCTAAACATGCACC
+ATCGATAGCCGCAACAATAGGAATAGGTAATTGCTCTAGCAAAGAAAATATTCGTTGTCCTTGTCGAGAT
+AAAGCAACAACTTCATCGCGGCTTTGACAAGCATCGAGCATATTAATGTCAGCACCGGCTACAAAAGAGC
+CTTTTTTACCACTACACAGCACTATGCCGGTAATTGCTTTATCAACTTTAATTTCAGCCAATACCGCATT
+AACTTGCTCAGTAAACTCTGCTTTAAGAGTATTTACATTTTCACCAATAACATCAATCACTAAATGAGCG
+ATACCATTATCATGGCGAACTATAGTAAAAGCACTGCCTGTTGGCTCTACTGGGTCATTATGCTCACTTA
+CTTTTTCGTCAGTGACTTTTGCTTCAGCAGCATCGTTACCATAAGCCTTGGTAATACTATTTTCAGCAGT
+GCTATTTACTTCATTATTCACTTCATTACTTTCTTCAGCATTATCTTTAATAGTGCCTTCACTATCATTT
+GATTTTATTTCTTGAGTCATTAGTCTGTCTCCACAATCATTGCCGCGCCTAAACCACCTGCAGCACAAGC
+TGTTGTTAAACCAACACCACCACCACGACGGTTTAATTCATTAAGGGTTTGTGTGATAAGTCTTGCACCC
+GTAGCAGCAAAAGGGTGTCCATAGGCGAGCGAGCCACCCATAACATTAAATTTATCCATATCAATGTCAC
+CAATAGCTTTATCTCTGCCAAGTTGCTCTTGAGCAAACTTAGTACTACCGAACATTTTCATGTTCGCTAA
+TGCTTGGGCTGCAAATGCTTCATGCATTTCAATCAAATCTAAATCAGCTAAATTCATGCCCGCACGTTGT
+AATGCAATAGGTGTGGCATAACTTGGACCCATGAGCATGTCTTGCCAAACATCGATGGCAGCAAAACCAA
+AACTACGAATATAGCCTAATGGTTTATAACCTAGCTCTTTCGCTCGTCCTTCACGCATTAGTAGGATAGC
+TGCACCACCATCGGTCAACGGCGTACTTGTAGCAGCGGTAACTGTGCCATGCTTGCGATCAAAAACTGGT
+TTTAATTTAGCATAACTTTCTAAAACAGAATTTTCTCGAAAACAATTATCTCTATCGATAAAGCTTTTAT
+AAGGTTCCGCATGAACTGTCATGACCTCACCTGCTAATTTACCTTCTTGCCAACTCTTGGTCGCTAAAGT
+GTGCGATCTGTGGGCTAATGCATCTTGATCTTGACGAGAAATTTGATAAGTTTTCGCCATTTGCTCTGCC
+GTTTGTCCCATAGAAATACCGGTAGAGTATTCAGCGACAGCTGGAGAAACGGGTAATAAATCTTTCAAAC
+CAAGACGACTAAGTAGTGAAAGTCTCTGCCCTAGTGATCTTGCTTTGGTTAAATCAACTAACGTGCGTGC
+AAGCTTTTTAGAAACACCTATAGGTGCCACTGATGATGAATCAGCACCGCCAGCAATACCAACATCAACG
+TGCCCAGCCATAATAGATTCAGCAACGTTAACCGTTGATTGAAAACTAGTAGCACAGGCGCGCGAGACAC
+TGTAAGCATCAGTACGAGTATTCATACCGGTACCCAAGACGATTTCACGAGCAATGTTTGGCGCTTCCGG
+CATTTGAACTACTTGACCAAAAACAAGTTGATCAATGATCCCTGGGTCAACATCGTGTTTTTGTAATAAT
+TCATTAACAACGATTTTGCCCAAATCAACTGCTGGTACACCATGAAAAGCCGTTGCCTGTTTAGCAAACG
+GAGTACGCAAGCCAGCAACAATTGCTATGCGCTCACCCGTCGAAGTTGTTAGTCTTTTTATTGTCATTTA
+TTACTCCACACACTCTGTATTTATAATTTAAACTCAAGAGGTCTGACCTCTTTAACTAACTTGATTCTAA
+CTAACTCTAGAAAAAATTCAATCATTACCTGCGTTCAAAAAAGATTAACGACAACTTTATACATTTTATA
+GTTGTAAATTACTGTTAAAATTTTGTTACCATTCACTTGTTTTATTACATAAAAACCTTATATATACTCA
+AGCCGCATGAAGATGCAGGTTTCAGCTGGAATTAGAAAAGCCTTTAGGCAAGGCATTGATTGAAGAGAAT
+GGTTGTTCCCTTGTCGAAATCAATAACGTAGTATAAAGCTGTTCTAAAACAGCCCTGTGGGGACGTTTGA
+TCAAGCCATGTTCTTCGTTGCTTCCTTTTTTAAGGACGCTACATGGATGTAGCTTATTTGAGAATGCAGG
+AGCATATTCTCCTGAATAACCCTTAATAAAAAGAGGCGCCTTGATCATGATTTGCTCAAGCGTCCTGAAA
+CGCGCATCTTCAAGTGGCTCGAGTATAAAATACTAGCTTAATTTATATTAACTTTTTCCTTAGTTTAACA
+GTAAACAGCTGAAGCTCTCTTATGAATGAGTGCCAAGCCCAGTTATCACTAAGTTTCACTTTATAACGAC
+CAATATTAAAAGAATTTATCCGTATGGCAATTGAACATTTTTCTACCTTAAAACAACATTTATCTTCACA
+AATAATTGGTCAAGAAGCGTTAGTTGAGAATTTGCTTATTGCCCTATTGGCTAATGGTCACTTAATTGTT
+GAAGGTCCGCCTGGTCTAGCAAAAACACGTGCCGTTAACGCATTAGCACAGGGACTAGAGGCTGATTTTC
+ATCGTATTCAGTTTACCCCAGATTTATTACCCGCTGATTTAACCGGTACCGATATTTATCGTCCAGAAGA
+TGGCACCTTTGTTTTTCAACCCGGTCCTTTATTCCAAAATTTAGTGCTTGCTGATGAAATCAATCGAGCG
+CCAGCTAAAGTACAGTCGGCTTTATTAGAAGCGATGGCAGAGGGACAAATAACCGTTGGTCGTAAAACGT
+ATGACTTACCTGAGTTATTTTTAGTCATGGCAACGCAGAACCCTATTGAGCAAGAAGGTACTTACCCGTT
+ACCTGAAGCACAATTAGATCGCTTCTTAATGCACATTGAAATTGGTTACCCTGATGCCGAAAGTGAGTTA
+GCAATACTGAAACTAAACCGTGGTGAAGCGTTAAGATCAAATGCTAATCATGGGAATGACTCAAGCGAAA
+AAGAAACATCTACCAAAGAAAATAGTTTACGAACATTAAGCCAAAGTGAAATTTTTTCAGCGCGTGAGCA
+AGTGCTAAATATACATATGGCCCCTTCATTAGAAAACTATATAGTTGATTTAATTATCGCCACGCGTCAA
+CCTGAAAAGTATGACGATAAATTAAGTACTTGGCTTGCTTTTGGCGCTAGTCCACGTGCCACTATTGCTT
+TAGATAGATGTGCTAGAGCTCGCGCTTGGCTTCATAATCGAGATTTTGTTAGCCCTGAAGATATTCAAGC
+CGTTTTTCATAATGCCCTTAGACATAGAATTTTACTAAGCTATCAAGCCGAAGCCGAAGGTATCACTGCA
+AATCAAGTGCTTGATTATATTTTAACTCAAGTTGCTGTTGCTTAGTGTCGAATAAATTATGAAATCGGAT
+GAGCAAATAGAGTTACTTTATGTGGTTTAATCGTCAAAAAAAATCGTCTGCAAAGTCCTTAAATAAGGAT
+GCAACCCAATCCTTACTTGCAAGCTTATATAGTAATGGCATTGATTTATCTATGCAGGAACTATTGCAAT
+ACCAAAATAAGAGTCGTTTGATTGACTTGGCTGGTAAAAAGAATATTCAAGGTAAGCAAGCTGGTAATTA
+TCTATCACGCAGTAAAGGCCGTGGCATGGAGTTTGACGAAGTGCGGCATTACCAAACAGGTGATGATGTT
+CGCGCCATTGACTGGCGAGTAACTGCCCGTACCGGAAAAACCCACACTAAACTTTTTCGAGAAGAAATAG
+AAAGGCCGGTACTGGTTGCCACTGATTTGAGCCAAAATATGAATTTTGGCAGCAAACTTCTTTTTAAATC
+TGTCCAAGGCGCTCATTTAGCGGCACTTATTGCTTGGCACGCCAAAATCCGTGGTGATCGTTTGGGTGGT
+TTAGTGTTTTGTGATGAACAGCATATTGAATTAAAACCGCGCAGTCGAAAAGCCGGTGTATTGCATTACT
+TGCATGCGTTAACCACCCTAAATAATCAAAAAAAGCAAACACAGCTCGAAGAAAACGATTCTGCGCTAGA
+TAAACAACAAGAAACCACAACACAACATAAAAATCATTATTTTGAACAACACTGTGCTCGATTAAGACAC
+CTTGCTAAACCCGGCTCACTTGTTTATTTGATCACCGACGGTCATGCGCTACGAGATGAAAAAAGCTGTC
+CGCATGCTATAAGGCACCTAAGCCAGATTAGTAAACATTGTGAGTTAGTACTTTGTTTAATTAGTGATCC
+CCTTGAACAAGCACTGCCCGAGAGCTCACTAAAATTAGCAGTAACATTTACTGATGGTATCAATCGACAG
+CAATTAACATTAGGTGATAACAACACCGCAGAGCAATACCAACAACAAGCCCTTGCGCAACATGAAAAAA
+TGCAGTTGTTGCTGCAATCAACAGGCGCCCGAGTTATTCACTTTAGTGCAGGGGAAAGCCTCGAGCAGCA
+ATTAAAATATGGGGCATCGTTATAATGGCAATAGCAAACTCGCCTACTCTTCCTGGTCAACTACCTCAAG
+GTCAATCGGCTCAATTACAATTGCATGATATTCATGTACCTGAGCAAGTGAGTAATTTCCCAATTGCCCC
+GGGCTGGTGGATTTTACTGGCATTACTTGTTATTGGTACGTTTTGGCTTTATAAAAAACGCAAACAACGC
+ATACAGTTAAATGCCAGTAAAAAACAGGCCTTAACGGTACTAGAAAACAATCCAACGCTCAGTGCTAAAG
+AATGTATTACCTTATTGAAATGGGCTGCGATGCAGTACATTAATCGTCAACAATTAGCTAAGTTATATGG
+CCAGGGTTTTCAGGATTTTTTAATGAATCAATTACCTGAAAAGCATCAAGCTAGCTTTACTAAATTAATT
+AATACTGCATTTGAAGCGCAATACCAAGCACAGAAAACAGCAACAGCTGATATTGACCGTGATTGCCATC
+AAGCGACCAAATTGTGGTTAAACTATGCGCTTCCTATTACACAGCCTCTCGTTATTGATGAGGCTCTACC
+TAATGATGAAACATCAACTTTTAATACGCCTATGCCCATCGAAAAAGAAAAGGAGTTAAGCAAATGATAA
+GTTTTGCTTGGCCCTGGTTATTTGCCCTATTACCTCTGCCGCTGATTATTTATTTTTTACCGGCTAAAAA
+AAGTACGAACCAACAAAGCGCACTTATCATGCCGGAGCTTATTAATGTATCAAGCACTGCGATGAGCGAT
+CAGCAAAAGCGTAAAGCACCTTTGATTATTTTAACGACTTGTTGGGTTTTATTGATTCTCGCTGTTAGTC
+GTCCTCAATGGCTTGGTGAAGCAATTGATATCCCCAGTGAAGGTCGTGAAATGATGATTGCTGTTGATCT
+TTCCGGCAGTATGGAAATAGAAGACATGAGTCTTAACGGTCGCAATGTAAACCGTTTACAGATGCTTAAG
+GTTGTCCTTGGTGATTTTATCGCGCGTCGTGTCAGTGACCGTCTCGGTTTAATCTTATTTGCCGATGATG
+CTTACATGCAAACGCCGATGACCTTTGATAGAAAAACAGTAAAGCAAATGTTAGATGAGAGTGAGCTCAA
+TCTTGTCGGCAAAAAAACCGCCATTGGCGATGCTATCGCACTTGCAGTAAAGCGTTTTGATGCAAAACAA
+GAGTCTAACAAAGTTTTATTATTGTTGACCGATGGTCAAAATACTGCAGGAAAAATAACCCCCAGAGCAG
+GCATTAGAGTTAGCCGTTGCTAAAGATATTACTATCTACACCGTAGGTATTGGCGCCGATGTTATGCTGC
+AAAAATCAATGTGGGGAACACAGCGTATTAATCCATCGAGCGATTTAGACGAGCAAAGTTTAGCAAATAT
+CGCGAAGCAAACGGGTGGCCAATATTTTCGTGCCCGAGACAGCCAAAGCATGAGTGAGATTTATGGTTTG
+TTAGATAAACTAGAACCGATTAAACAAGAACAACAACAAATGCGACCACTGAGTGCCTTGTTTTATTGGC
+CACTAGCATTGGCTGCCCTACTTTGTTTTGTATACTTACTCAGCTTACATTTCAGCTTTTTATTGCCCAC
+TAAAAACGCTACTACAAAAAACAATACCAGCACGAATAAAGATGGTGTCAGCGCTATGGGTGGTAAATAA
+CATGTCGGCACAACAAACCAACTTATTCACTGATTTAACTCAATTCGCTAACGACTTCTCTTTCGAAGGC
+CTTAGCTTCGAAGGGTTAGTCAATAACTTCCACTTTATTCGACCTTGGTGGTTATTAGCCTTTATTGCTT
+TGTTTTTAATACTGTTTATTTTAAAGAAAATTCGTTATTACCAATCACCTTGGCAACATTTTTTACCTGC
+TCACTTAGCCAATGCTTTATTGGAAAATTCGCAAAACAAAGGGGCACAAACCTCTTCGTCACAACCACGT
+TTTTGGTTAAAACCTTTTATTATGGGTAGTTCTATTATTTTAGCTCTAGCTGGACCTGCATGGCAAAAGT
+TACCACAACCGGTTTATCAACTAGAACGTGGCGCTGTGCTTGTTATGGATATGTCTTACTCCATGTACGC
+AACGGATGTGAAACCCAATAGGTTAACCCGTGCTCGTTATAAAGCCATCGATTTACTTAAAAAGATCAAC
+GAGGGTGATGTTGGTCTAATTGCCTATGCCGGTGATGCTTTTATTATTAGTCCTTTGACACAAGATATTA
+AAAACATAGAGTTACTTTTACCTTCACTATCACCTGATATTATGCCGGTTTATGGCGCTAATGCATTGGC
+TGCACTGACTCTAGCGGATAAAACATTAAAAAATGCCGGTCATGTGAGTGGCGATATTTATTGGTTTACT
+GATGATATTGATAAGGAAGAAATGTCAGATATTTATGATTGGGCTAACGACAACGACCATAAAGTGAATA
+TCTTAGGTGTAGGTAGTAAAACCGGCGCACCAATAAAGCTAAGTAGTGGAAAATTACTCAAAGATAACAA
+AGGTGCTATCGTCATTCCTAAGTTACCTGAAAGTAGATTGGCGGCAATATCTAAGCGCAGCAGAGGCGTC
+TATCACACCATGACCAATGACGACACCGATATAAAAGCGCTGACCGCTCATTTAAATTCAAATCTAGACG
+ATAAGATTAATTCACAGTCATCAAATAATAAAAATGGTCAGCAAAGCGAACAACAAAATAAACAAGCAAT
+GCAAGGAGATCAGTATCAAGAGCAAGGACCTTGGTTACTCATCATCATATTGCCATTACTGTTAACTTAT
+TTTCGCCGTGGTAGCAGCATATTGGCAATAACTTGGCTTATGCCACTGACTTTATTGTTCAGTCTTTCAT
+CTATCAGCCCTGTCAGCTTTGCCGCTTCAGATTCTGAAACAGTAAAATCTAGTGATGCATCTACGAGTGA
+GCCTAACGTTAATAGCGCTAGTCAACTTTGGCAAGACTTGTGGAAAACCTCAGACCAACAAGCACAACAG
+CATTACCAACAAGAGAACTATCAGCAAGCTGCTAAGCAGTTCAAAGTCAGCCAATGGCAAGGCAGTGCTC
+ACTATAAAGCGGGGGATTATGAACAAGCATTACAAGCTTTCAAACAAAGTGATAATGCTCAATCGCTTTA
+TAACCAAGGTAATTCGCTCGCACAGCTACAAAAAGTTGATGAGGCGATTGATGCTTATAAAAAAGCACTT
+GAAAAAGATCCTGAGTTAAATGATGCCAAAGACAATTTAGCAAAACTAGAAGAACTTAAAAAACAACAAG
+AACAGCAAGAACAACAGTCTCAAGGTGATCAGAAAGGTCAGGACTCTCAAGATCAATCGGAGGGGGATGA
+ACAAGATAAAAAAGAGAATCAAGAGAGTCAACAAAGTAAGGACGGTCAAAAAGAACCTCAAGATCAGTCC
+CAAGGTGACCAAGAACAGAGTGACCAGCAGCAACAAGAACAAGACGATAAACAGGACAAGCAGGATCAAG
+ATGCTCAGCAACAAGCGAAAAATGAACAGCAAAAAGAAGATCAAGCTAAGCAAGCCGAAGATTCTGATGA
+TGAGCAAGATCCAAGTGATGAGAAATCTTTAGCTCAACAAGCCAGTGATAGCAAAAAACAAGAAACTGAG
+CAAAAACATCAACAACTATTAAATAAGGTAACAGACGACCCTTATTTATTATTACGAAATAAATGCGTCT
+CGAATATCAAAAGCGCCGAAGTGAAGGGTCATCTCAGGGAGTAATCAAAAGTGGTACAATTTTCAAATAA
+GGTAACAGTTAACGGGGCCGTTTTATTTCCTGCAAAGCCTTATGCTATTTATCTTGATTATGGCTACATT
+CTTGTTCAGCAATAACGCCTTCGCTTTATCAAAAGTTACAGCAGTTGTTGATAAAAATCCTGCGATGATT
+AATGAGTCGATTCTTTTAACGGTCACTGCTGATGACGATGTAAACCGTAATGCATTAGACACCACTCCAT
+TACTGCGTGATTTTATTGTCGGTCAAACATCGGTTAGTTCACAAACGAGTATGATCAACTTTAAAACTAG
+CCGAGTTACCAAGTGGCAAATAGTTTTAATTGCCCGCAGCGCGGGGCAGTTCATTATTCCTGCTCTTACT
+ATTGAAAACCAGCAAAGTGAGCCGGTTAAAATGACGGTTATCGCAGCCAAGGATACAGGCAGCAACACGC
+AAACTGATATTTTTGTTACTAGTGAGTTATCCAGTAATGAAGTTTACGTTCAGCAACTATTAACTTTATC
+AATTAAGCTACACTTTGCCGTTGACCTTAAAAGTGGCAATTTAACTGAGCCAAGCTTAACGGGCGCTACC
+ATAGAAAAGATAGGCCAAGACAAACAATCAGATAACATTATCAACGGCAAGCGTTACCGCGTAATAGAGC
+AAACTTATGCCATAACTCCAGAACAAAGTGGCGAATTTACTTTAAAAGCTCCGCTATTTTCCGGTGAAAT
+ACTCCAACCCTCGAAACGACGTTCGAGTTTTCTAAGTTTTGCCCAAACTAAACCAGTCAGTATTTTAGGT
+GATGCACAAAATATTGTTGTTTTACCTATACCAGCGAACTATCCAAGCAATGCACAATGGTTACCTACCG
+ACATACTTACTCTGCATCAAGAGTGGCCAACGGGAAATGATCAATTTACCGTTGGCGAGCCAATTACGCG
+CACTGTGACGCTGACAGCTGCGGGCCTTTCAAAATCACAGTTACCCAAACTTGAAATGCAAAGTAGTCGT
+GGTTTAAAAATTTATCCTGACCAAGCTGAGTTAAATGCCAACCTAAGAAATGATCGATTGGTCAGCCAAA
+AAGTTCAAAACTTTGCCCTAGTGCCAAGTACTGCCGGAAACTTTGTATTACCTGAAATGAGTATTACGTG
+GTTTAACACCGTTACCAATAAAATCGAAGTGGCGACACTGCCCTCAAAAACGATCACAGTTGAAGCTGGA
+GAAGGAGTTATTGCAAATAACTTCAATGATGCAACCAATAAAATTGCTAGCTCGGTTAGTAATTCTGCTA
+ATAGTTCTGAAAACTTAACAGCCCAGTCCCCTGCTGTTGTTACTGAGGTACTTGTTCAAGACAAACGTCT
+ACAATGGTTGTTTCTTAGCTTATGGTTATTAACAAGTTTGGCCTGGTTGGTTCATTTCTTTTATTTGAAG
+CAAAAAAATCAGCAAAAAACCAACCATCCATCTGATAATACAAAAAATGTTGTTAATTCGGGCAATCAAT
+ACCTTGCACTTTTAGCTGCCTGTAAGAAAAACAACGCTGAGCAAGCATTAAATTTAATATTGCCTTGGTT
+AAGACAATTATTACCGGTTAATAAATCAGGGTTAGAAATAAATAATATTGCTCAAGCTCAAGCAATTGTT
+CAAGACCAAAGCTTTGCCACTGCTCTTAATGATCTACAGCAACACCTTTATGGAAAAAGCGCGATCAATG
+GAGCCCCCTCCTGGCAAGGTTTGGCATTGCTAAACGCTATTCAAACTGTTCATAAGCAACAAAGTGATAA
+AGTAAATAATCATCATTTATTACCACTCAATCCATAAAGATTAAGTCTTGCCTATACTCTATTAAGTTAC
+TTGGTTGATTGTTCATCAAGTAGCTTGATAACTTATTTGATAAATATTTACTAAATAATCACTACTCTTT
+GAAATAATCTTCACCCTACTAGGGTCTATAAACATATGATGACAAAACAAGTTAGATATGAGGCGCTAGT
+AAAGGCGCTACACGGTGATTTATATCGCTATGCCTATTGGCTATGCCACGAAAAACAAGTGGCTGAAGAT
+TTGGTGCAAGAAACCTTTTTACGAGCTTGGCGTGCCCTTGATTCGCTTAAAGATGAAAAAGCGGCCAAGT
+CATGGTTAATCACTATTTTACGACGAGAGAATGCCAGACGTTTTGAGAGAAAACGTTTTGACATGAGTGA
+ATATGAAGAGGCAAGCATAACCGATACTAAATCAGTGACTACAGAGCAAGAGCTTGAAAATCACTGGTTA
+AGGGAAAAAATTTCACAATTGCCGCCTGAATATTCTGAACCGTTAATTTTACAAGTATTAGGTGGTTTTA
+GCGGAGAAGATATTGCCGCTATGTTAGATCTAAATAAAAATACAGTAATGACACGTTTATTTAGAGCAAG
+AAACCAGCTTAAAGAAGCTTTAGAAGCAGAGCCAGTAAAACGAGGTATGTACAATGGATGATTTGCAGTT
+TAGACGCGCTATATATGCCGATCCCAACAATCAGGATGCTGATGCTATATTGGCTCAGGAACAAGATCCA
+AGCAAAAAACAATTTGCTCAAGAGATTTGTCAGTTAGATGAAAAAATTAAACAGGCATTACAAATTCCTG
+TACCTGATGATTTAGTCGATAAATTGATTTTGCGACAGACCTTAGCAACTCACCAAGTGCAAAAGCGTAA
+AACTCGCGTGCATCTCGCATTAGCAGCATCTGTTGCCATCGTGGGCGGCTTAGTACTTAATTTTATGCAG
+TTTTCGAGTGCTTATCACAACCTAGGTGATTATGCGTTAGCCCATGTTTATCATGAGCAAGGAAATATTG
+CCAACAACGCCAGCAGTCAAGTAACGTTAGCGTCATTAAACCAGAAGATGGCGGCTTTTGATGGTAACTT
+TAGCCAATCTTTAGGGAAACTGTTGTGGGCTGATTACTGCCGATTTGACGGTATGAAGAGTTTGCATTTA
+GTTTACCAAGGTAAAACTAGTCCTGTTACTGTTTTTATTGTTCCAAAAAATGAACAATTAAACTTTACTG
+ATTCTTTTAATGATAAAGCTCTTTTTGGTAGTTCTCTTGAATTTAATCGCAGTAATATCATTGTTGTCGG
+AGATAAGAATGAGTCTTTAGGACAGTGGCAACAAAGTATCAGTGATACCGTGTCTTGGTCTATATAACTA
+TATTACCCTCAAGGTTCATCACCTAATCGCAATATAGCAAAGTGAACACTTCACTAACACATAAAAAAAG
+CCCTGATAGTACTATCAGGGCTTTTTTATTTTAGCGCATTAAAACCTACTTCAAATTATAAGGTGTTCTC
+AAATAATTTATAAATACGACGGTATTCATTTAACCAAGAGCTAGGTTGTACAAAACCATGTGGTTCTACT
+GGGTAAATAGCCGTTTCAAAATCTTGCTTTTCAAGTTCAATTAAACGTTGCACTAGACGAACAGTATCTT
+CGAAAAACACATTGTCGTCGACCATAGGCGCATTGATTAATAATGGTTTATTCAGTCCTTCTGCAAAATA
+AATAGGCGAACTACGTTCATAAGCGATAGCATCATCTTCAGGTGTATTTAAAATATTCGAAGTATAACCA
+TGGTTGTAATATGCCCAATCAGAGACTAAACGAATAGCTGAGCCAGAAGCGAATAAGTCAGGGTCAGTGA
+ACATTGACATTAACGTTAAGAACCCGCCGTAAGAACCACCATAAGTACCAACACGTTTTGCATCTACATT
+AGCATTTTCAATTAGCCAGTTAACACCGTCACGCATATCTTCTACTTCAGGTTTACCCATGTGACGGTAA
+ATAGCAGTACGCCACTCTCGTCCGTAACCAGCAGATGCTCGGTAATCCATATCAATAACAACGTAACCTT
+GTTGTACCAACATAGAGTGGAACATAAATTCACGGAAGTAACCTGACCAACCTAAATGAGAGTTTTGTAG
+GTAACCGGCACCATGAGTAAACATTACCGCACGATTTTTTTCTGAGGTCTTATCAAAGTTCTTAGGAAAA
+TATACTTTTGAGTAAATCGGCTCTTTTTGTTTGCTTGACGCAATAGCAATAACAGATGGAGCAGACCAAG
+GCATCGCTAGAAACTGCTCAGAAACTGTGTGAGTAATTCGTTGTGCTGCATCACCCGCTTTTAAACTTTG
+TACATAAAGCTCTGGCGGCATTGTTACCGTAGAATGTTCAATTAACAGTTTTGATTCATCAGGACTCAAG
+GTGTAATTATTTTTACCCCCTAAATTAGTCAACGCAGTTAATTTTTTAGCTAAATCAACTTGGTATATTT
+CATAAATACCTGGGTGTTTTTTATTTGCTTTAAAGATAAATCGTTGACTATCAAGCATTGGTGTAACACT
+GCTTACTTCAAACTTACCAGACGTTAACTTAACTGCTTTTGAATTCAGGCCTTTATAATATAAGTGAGAA
+TAACCTGACTCTTCAGATAAATAGTAAAGGCTGGCTTTATTGCTAGCGTTTAACCAACCAAACTCATTAA
+AGCTCCAGTTAATCCAGGCATCATCATGTAGTTTATGTTGGGTAACTAATTCATTTTTTGTAAAATCAAC
+CGTAGTTAACCAGCGGGTTTTGTTATCCCAAGCTTCTAACATTAAGGCTAGGTGTTGACCGTCGCTACTC
+CACTTAATAGGGTTATTCATTTGAAGTACATGAATATTACGTGTTTTTTTTTCTGATTTGTATGTCTTAC
+CTTTACGAGCAAAGTTTTCAGACTTTACGCTAGCTAAAACATCATCATCAAAGCCTGGTAAGCTGTCATA
+ACTTAACGCTTGTTGTTTGCCTGTTACTAAATCAAGCAGGAACAATTGCTCTTGATATTGTCGATTGTTC
+GCAACGCGAGCACGGACTTTTTCAGCAGCAATCACACCATCTTTAGTAATGTAATTAGGCATAATATCTG
+TTTTATCACGACTTGATTTTGCTGATGTAATACTCACCAATAGTTTATCGCCTGATGGAGATAAACTTGC
+ATGTGCTACTCTATTGTCTTTACCAAAATAAAACTTACTGTCATTAACTGCTGTGTTTTCAATAGCTAGA
+CGTTCTTTTTGTGTTTGCTTTAACGCATTGTTGCGTTGTTGCAAAGCAATGTAGTTAATTAACTTATGCT
+GCTCTACTGCTAAGTAACTTTTAGGTGAAATAGTTCTAGCAGGTTTTGCTGACATTTTTAAACTGGCCAG
+CTCTTTAATTTGACCTGTTTGTAGATTATGGGCATAAAAAACATTACCTACTTGGTAAGCTATCTCTCCA
+TTATTCAAAAAGAGTGCATTACGTTCAGCATTTGAGGTAAAGGTAAGCTGTTTTATCGTATTACTGACCA
+GCGTTTTTACAAAAACATCCCCATTAAAAGTGTAGACTTTATGAGTGCGCGTTTTATTCAGCACTCCGTT
+TTGATAGGAAACAGTATGCTTACTTGATAAATTGACTGGTGAAGCTTCGTTATTATTTAACAGGTTTACT
+GCATACAAATCACGTAGAGGATTACCTAGTTGCTTCTGCTGATAATAAATGCTGCTACTATCATCTCCCC
+AATACCAAGACTCTGGCGCGCGACCGAACCAATCTGGATCTGCCATTATCTGCTCTAAAGTGATGATATC
+CGTTGCTTGTGCATTGGTTGCAACAGCGCCTTGAATTTTCTCTGGCGCACTGGTATTTAAATGCTCATTA
+AGTTGAGTATTACTACAAGCGGCTAATGAAAAGCTAAGTGCTGCGCCAATAAATTGTAATTTCATAAAAT
+AAATTCTTTTGTTGAGTTCTGTTGTTAAAAAATGAATGAGGAGACGCTAAGTTATACCAATGAGATTGGT
+ATTAATCACTAATACTGGCAACTATTGAGCATGTAATTAACCCGATATCCTAATCGAAAAAATCAACAAA
+GGGTAAAAGAAAACGACCAATAGCGCTTTATCTGCGTTAAAATATAATGGTTTACACATACTATCATCAT
+TGGACATATTGTTATGCTTTGCCCTTGCGGTTCGTCGTTGCCATTTAATGCTTGTTGCCAACTTTATATT
+ACACAACAAAAACACCCCAGCACCCCTGAACAATTAATGCGCTCGCGCTTTAGTGCCTATGCAACAAAAA
+ATGGTCAATATGTTTTTGACACTTATGCTGCCTCCCAGCGGTTGAAGCAGTCTGTCACTGAAATTCAAAC
+GTGGGCGGATGAATGTATTTGGTTGGCATTGAAAATACATGAAAGCGATGAGACTACCGTAGAATTTTCA
+GCCTATTACGTGGTTGATCAAACCTTGTGTGAATTACGTGAAAAGTCAAACTTCACTATTGAACAAGGTC
+AGTGGCGCTATATTGATGGCGATATCACCGTACACAATGAAATTGTGACGGTTAAACGTAATGAAGTTTG
+TCCATGCAACAATTATCCAACGGCATGGTCAACAAAAAGAAATAAAAAATTTAAACATTGCTGCGCTAAG
+CAAATAGGTATTTAAACGTTTATATAACGCTTATTTAGTTAAGCAATGGCGCTTTAACTAAAGATTGTTG
+AATGCCATCTAACCAGGCCTTGGCATTAAAGTTTAATGACTGACTAAGTGGTTTATCTGTTTCAATTGTT
+GCTGAATTTAATTGTTCTTCTTGTAACTGGTTATTGTGTGCTCGGCTTAACTCTGCTGCTTGCTTATGCT
+TGAGTTGAGTAAATAAACTCGTATTTTCTAAGACTTGGCTTTCAATATGTTTTTTATCATCACGAAATGC
+CAAGGGTTTAGGCATCATAGCGTTAGTTAAATGTATATTAGCTAGGTCATTACCTACAATAGTATGCGCT
+TGATTGAATTGGTTAACATCATCCAGCGTGGTTAATGCCAATGCGGCTTCGTCGGGTAGGTTAAACTGTT
+TTCTCAAAGCAACAGTCGACAAATCAGCAGGTGTTACCTCTTTGGTTTTCGGTAACAAAAATTGGCTTTG
+TTCACGTACATCTTCAGCTAACATAGCCAACATCAAACTAAAATCAGCACGACGGGTTTGTTCAACACTT
+TCATTTAGTTGTTCACCAAGTTGCAACTCATGAAGTAAAACGTTAGTTGATGAAAAGTCAGTGGCTAAAT
+GCCCAGCACAGTTCTTTATCACGTCATTACTTTGTGAGATGTTATTTGTTGAAAACTGCTGTGAAAGCTC
+TACTGCCAATGCCTATCTACTTATTTATCGGTGCTTTGATAATTAAGTTATCGGCTGAATGTAAAAAATA
+TTTAGCCAATAAGGCAATAAATTTAAAATAAATTATAGAGTAATTATTTAATCAATAATTACTCTATCTT
+AATAAGTTAAACTAACTCATCTTAATGGGCCAAGTCAGTGTAAATGCTGCCCCACCAAGCTCACTATCGC
+CGATAGAGGCATGACCTTGATGCCACTCCATAATACGGGCCACAATCGCTAACCCTAGGCCAAAACCACC
+TGTTTCACGGTTTCTTGATTGGTCCCCGCGTGAGAAGGCATCAAAAATAACTTGTTTGAACTCATCAGAC
+ACGCCATCGCCATTATCTTCTACACAAATTATGCATTGTCCGTTTTCGATAGAAAGAGTCACTCTCACTT
+TATCATTGCCGTATTTAATGGCGTTACTGATAAAGTTATTCACCGCTCTGTCCATAAAGTGCCCGTCACA
+ACAAACATAACTGTCAGGCATATTATTAATAAACTCAATCGAGTTTACAAATTGATCATGACTGGCTATT
+TGAAACTTAACTAAATCATTTAAATTAGTGCTAGTAAAATTAAGCGCTGGTTTGTCATTATCAAAAGCAG
+CATAAATAAGCATCTCATTGATAAGCTCTTCCAGTTCACAAACATCATTACTAATTTGCTTCTGATATTT
+AGCACGCTTTTCATCGTCTTTGATTGTATCGAGCATCTGCAAGGCAAATTTTGTTCGTGCTAATGGTGTT
+CTTAACTCATGCGAAACCGCATTAGTTAATTCTTTATGTGCTTCAATAAGCCGCTTTATTCTTGCCGCCA
+TCATGTTAAATGAGGAAATCATAGGCGCTATCATAGTCGACTTTGCTGCGGGTGCCGTACTATCAAATTG
+CCCTTGACCAAAATCTCTGGTTGCCCTTTTGAGCTGTTCTAAATCACGAGACATAGGCCATAACCAAATA
+AAAATAACGATACCAAAGGTTGCCAAAATCATTACACGGTAAGTTGCTTTTACTCGCGGCCTTGTTGGCA
+TTTTTGCAGGGCCTAACGTAATGACTGAATCACTATCTTTTAGTAAATAATGAATCATCACTTGATCGTC
+AAAATAATAAATATGGGCATTTGAGTGTGATAACGCATTGTGATCGGTGTGATCAATGGCTTCCACTTCA
+GCTAAGGAGACTAACTTTAAAGGCAACTCCCATCGTTTTGCTGCGCCAGCGATTATCTCTTCCCATTCTT
+CTTTAGGATGTTTTTGTACATAATCGCCTGTGGCCATCATCAGGGTTTTATAACCCGTATAAGACTCAAT
+GTCTTGCTCAAGATAAGAATTCCATACTTCATCAAGTGCCCAAGAAAAAATGATGAATGTGGAGATAATA
+AAGAAATAGAGATTGAAAAACGAACGACCTAATTTCATCGACGTACCTTATCAAGAGATTGTAATAACAA
+TATACCCAAACCACTTGAAGATGCGTGTTTCAGGACGACTAAGCTATTCATGATCAAGGCGCCTCATTTT
+ATTAAGGGTTACTCCCTTAAAAAAGGAGGCAACGAAGAGCATGGTTTGCTTGGACGTCCCCACAGGGCTG
+GTTTAGAAAAACTTTATGCTGCGTTATTGATTTCGACAAGGGGCCAACCCTTCTCTTCAATCAATGCCTT
+ATCTAAAGGCATTTCTAATTCCAGCTGAAACCTGCATCTTCAGGTAGCTTGGGTATAAGCTTAAGAAAAA
+GGCTTTGTTACTACGAGTAGGTAAACAAAGCCTTGATATTTTAATGACTATAACATCACAGTGACATTAA
+TTTAGAGGGCTAGCTCCATGCATCTGGAACAAATAAATAACCTTGGCCCCAAATAGTTTTGATTCTAAAG
+GGTGTATCTGTACTGTCATGTAATTTTTTACGTAAACGAGAAATACGTACATCCACACTTCTGTCTAAAC
+CATCATATTCACGGCCAATTACTGCCTTGTATATATAATCACGGTTTTGCACTTCTCCGGCTTTACCCGC
+AAGTAACCATAACAAATCAAATTCTTGACTAGTTAAGTCGACATTTTCATCTTGTAAAGTCACTTTACGT
+GATGCTTTATTGATGTATAAACCACCACAAGTAATTTCACCTTTCTCTTCACTTTGGTTAGGTAAATCTC
+CGCGGCGTAACAATGCGTTTACTCTTGCTAGCAATACGCGAGGTTCAACGGGTTTGATAACATAATCATC
+TGCACCAATTTCTAAGCCAAGTACCTGATCAAAGTCAGTACTTTTTGCTGTCAGCATTAACACGGGTCCA
+TTAAATTCTGGGCGTAAATCACGGCAAACACCAAAACCATCTTTACCGGGTAACATGACATCTAAAATAA
+TAAGGTCAGGAGAGAAAAGCTTTACTCGTTTAGCTACTGTATCACCACGAAATTCTTGTTTAACGTGGAA
+ACCTTCACTGGTTAGAAAGTCAGTGACTAAATCGGACAGTTGACGGTCATCTTCAACCAATAATATTTTT
+TTTACGCTTGAGTTACTATCTGGCATGTTCATTTCCTTATTTATTACGCGTTCTTAATGTAAATTGATAA
+ATAACTGTTCTGACAACTGTATTAACAGTTTTCTATATCGTGTTGCTTATTTAGGGTTAGCTTAAACAAG
+TTATTACGGTTAAACAATAGGCTCTACCAGTTGTTACGAATAAATTACATTTTATAACAGGATGTGAAAA
+ATAAAACTTGCGAGAAGCTAGATAAACACGCAAGATCATTGTCTTAATTTATACCCGTTTGTATAAGAAA
+GTACTCACTTCTTTATGCGAAATGGAATGACCAAACAATACATTACGATATTGTTTGCTAAAAGCCTTTA
+GGAATACTATGAAAATCATCTCTTTTAATATTAACGGCCTTCGTGCTCGTCTTCACCAATTACAAGCGAT
+TATCGATAAACATCAGCCCGATATCATTGGTTTACAAGAAATCAAAGTTCATGATGAAGCTTTCCCATTA
+GAAGCTGTTGAAGCCATGGGTTATCACGTATATTTTCATGGCCAAAAAGCCCATTATGGCGTTGCCATGT
+TATGCAAAAAAGAAGCTGAGTCAGTACAACGGGGATTTCCTACAGACGATGATGAAGCCCAACGTAGAAT
+GATTATGGTCACAACAACTAATGATAAAGGTGAGAAAGTAACCGTATTAAATGGCTATTTTCCTCAAGGC
+GAGAATATTAGTCATGAGACTAAATATCCTTATAAGAGAAAATTCTATAAAGATTTAATGACCTACCTTA
+ATGACAATCACGTCAATGACGAAAATGTGGTTGTAATGGGTGACATTAATATTTCTCCGCAAGACTTAGA
+TATTGGTATTGGTGACGTAAACAGTAAACGCTGGTTAAAAAGCGGTAAATGTTCTTTCCAACCTGAAGAA
+AGAGAATGGTTAACAAGGTTAATGGATTGGGGTTTTGTTGACACCTTCCGTCAATTACATCCCGACACTA
+CCGAGCGTTACTCTTGGTTTGATTATCGCTCGCGTGGCTTTGATGACAACCGCGGTCTTCGTATTGATGT
+GGTACTAGCGACCAAAAATATGGCTGAGCAATGTATTGAAGCCGATATAGATTATGAATTACGCGCTATT
+GAAAAGCCTTCAGATCATGCGCCAATTTGGTCAACATTTTCATAAGGTTTACTGTCAATGCATACTGACA
+TCTCTACTAAAGAAATAGCTCAATACCGTTGTCCTTTGTGCCAACAAGCTTTATTGCTCAATGAAAAGAG
+CTATCGTTGTGAAAACAATCATAGTTTTGATCAAGCAAAACAAGGCTATGTTAATTTATTACCCGTTCAA
+TTTAAGCACTCAAAAGAACCTGGTGATAACAAAGCAATGGTACAAGCTAGACGAGCGTTTCTAGACAAAG
+GTTATTATCAGCCTTTGTTAGACAGTATGCTCGCGTTATATCAAAAATACAGTGATAAAAATGCAGACAT
+TTTTGATGCTGGCTGCGGTGAGGGTTTTTATACCAATCAGCATAAAACTGAGCATAACAGTGTCTACGGT
+GTAGATATTGCTAAAGAAACAATAAAGATTGCAGCAAAACGTTATCAAGAGTGCTTTTTTAGCGTAGCTA
+CCCTCTCTGATTTACCTTACGCTAATGAGAAATTTGGTTGGATTTATAGTGTTTATGCGCCAATTTTAGA
+AAATGAGTTTACTCGGATTTTGAAAAATGAAGGGTACTTTTTAACAGTTACCCCTGCCGACAATCATTTA
+TTTGAGCTTAAATCGCTGATATACCGTCAAGCAAATAAACATGATACGACTAAGAAAATCATTGAAAAAT
+TAACGTTAGTTGAAGAGCAACGATTAAATTACCCGATGAACTTCTCTAATAGTGACGACGTACTGAACTT
+ATTAGCAATGACACCTTTTGCCTTTAAAGCCAATGATGAATTAATTGCTCAATTGACACAACAAAAGCAC
+TTCAGCTGCCAAGCAGACTTTGTTTTACGTTTGTATCAAAAGAAGCATTAGATTGTGGAATAGTAGTTTG
+ATTAACTACTTTGTGGTCGCGAAAGTTAAATGTAAAAGTTGAGCAAGATCGATATACCGTGGTTTATATT
+TTGCTAAATTAGCAATAGCGGTATCGTTGTTATCGCCATTGCTGCGCTGATTTTGCTCAGCAACTTGCTG
+TTTTACCTTTTCTAAACCACTATGATACCAAGAAGCTAATGATGGTGGTAATAACTTATCTGCTTTAACA
+CCTGAAAAAACTAATGCCTGCACAGGTAGGCTTAATAAAAACAAACCATAAACAAGTGCTTGAGGTAGTG
+CATTTAATGCATTACTTATTGATCCCTGGCCAAGGGGATATCCTGAAGCGATATAGAGCTGCATAATAAC
+AGTAAACATAGCTAACGCAGGAAAATACCGACAAACAAAGCGCGCGCTTTGCACGCCTCGATAATCTTCA
+AAATATTGAGTTAATTCTGGTTTGTCAGGCCAGAGAGATAAATATTTTTGACCCAATTTAATGAGTTGTA
+CTACGGAGATATTCATACCATTACTATAGCAGCTAGTCCTTATAAGCAACAGTTAGAAATGTAACTAAGC
+TTTTATTACGAATAACAATTATTAAAAGTTAAATTAAACCGTTTTTATTGTATTGCATCAAGATTTCTAA
+CTAACTCCATCGCTATAATGCCGACAATATTATTATTGCTATAATTATTCGATAACTTTTCATTTTTTTA
+AAAGACAATAAACATGACTCAACAAAAACCTCAACGCAAAGAGCCCGCTAGTACTGGTGCTATTTTAGTA
+ATTAACTGTGGCAGCTCTTCTGTTAAGTTTTCTTTGATAAAACCATTAAGCGGTGAAACACTATTATCAG
+GCTTAGCCGAATGCCTACACACCCCTGATGCTAAAATCATCGTCAAACTTAACGGAGAAAAACAGACCTA
+TAAGTTACCCGAGCCATTTAATCATCAAACAGCTCTCTCTGTATTGGTAGAGCAACTACAACAACTTGGA
+CTAGTCAAAGATATCACAGCTATCGGTCACCGAGTTGTCCATGGTGGTGAACAATACTCACAACCTACGC
+TCATTACTGAGGATGTAGAACAAGCTATTAGCCAATTGGCAAAACTTGCACCATTGCATAACCCCGCAAA
+TCTAATTGGTATAAAAGCATGCCAACAAGCCTTTGAAAATTTGCCACAAGTCGCAGTCTTTGATACCGCT
+TTTCATCAAAGTATGCCTGAAAAGGCTTACATTTACGGCCTTCCCTATTCATTGTACAAAGCGCATGGCA
+TAAGACGTTATGGTTTCCATGGCACCAGCCATTATTTTGTGGCGAAGCAAGCTGCAGAGCAGTTAAACAA
+GCCGCTTGAACAATGTAACTTAATCAGCGCTCACTTAGGTAATGGTTGTAGTGTAACTGTTATTAAAAAT
+GGTGAAAGTGTTGATACTAGTATGGGTATGACACCTGGCGAAGGTGTCATTATGGGTACTCGTTGTGGCG
+ATCTCGATACCGGAATTATCTTTCATCTAGTCGAAAATTTAGGTTACTCAATTGGTGATGTTGATAAATT
+AGTCAATAAAGAAAGTGGTTTATTAGGCGTTTCTGGCCTAAGCAACGACGGCCGTACCTTAGAAAATGCC
+ATGTTAGAAGATAATCATGCTCAAGCAACATTAGCCCTGACAATTTTTTGTTATCGTATAGCCAAAACTA
+TTGCCTCTTATAGCGCCAGCTTAACGCAATTAGATGGCCTTATATTTACCGGTGGCATTGGTGAAAATTC
+AAACTGGGTGCGTACTGAAATAGTTAAGCAACTTGCGTTATTAAACTTTTCTTTAGATGAAGAAAAAAAT
+AAAGCAACACGCTTTGGTGCTTCAGGTAATATTGCCACTAAAGATTCAAGAGCTTGTTGGGTTATTGCAA
+CAAACGAAGAATGGGTAATTGCCGAACAATCAGCCCAATTACTAACAAATTTAGTCAAGTAGATGACTAC
+ATACTCGTTCACTTCAACATGCATTATTCATCTGGAAGTAGAACGGGTATCTCAATATAAGTAGGATTTA
+ATTTATGCCACATAGAATTATGTTAATCCCTGTTGGCTCAGGTGTCGGCTTAACCAGCGTATCGTTAGGT
+TTATTACATGCCTGTCAGCAAAAAGGAATTAAAGTAGGACACTTCAAACCCATTAGCCAACCTTCGAGGA
+ACAGCTTAGCTAAAAAAAACAAAACAATTGATGCCATTAGCCTGTCTCAAAATAGCACTAGCGTTTCGCT
+TAGTTATGTAGAGGGGAAAATGGGCGATGGACTTCACGATGTTGTTTTAGAAGAAATCGTTGCGAATTTC
+AATGCGTTTAAAGAAGATCACGACGTCATCATTATTGAAGGTCTAGTCCCTACACCAAGACAACCTTATG
+CTGGTCGCATTAACCGTGATGTAGCTCAAGCACTTGGGGCAAATATTGTCTTAGTTGCTAGCCCGGGAAA
+TGACAGCGCCGAAGAATTTGAAGATAGACTTGAAGTCAGTGCCGAGACCTATGGTGGTATAAAGAACCGA
+CACCTCATTGGTTGTGTTATCAACAAGCTCAATTGCCCTGACCAAGAAGAATTTGGTTTATTACCCAAAG
+AAGAAGAAATTGAAAATGATTTTAATCTAAACCATTGGTTAGATTTATCAATTTTTAAAGGCAGACACTT
+TGATTTACTTGGCACGGTTCAATGGGAAATTGATCTCATCGCTCCACGTGTTTGTGATATCAGTAACTAC
+CTTGAAGCTAAAGTAATTAATAATGGCGATATGGAACATCGTCGTTTTCGCAGTGTCGCATTTTGCGCCC
+GAACCGTATCAAACCTAGTGAGTTACTTGGTTCCTGGTCGACTCATTGTTACGCCAGGTGATCGCACCGA
+TATTATTATTGCTGCCTGTTTATCCGCGTTAAATGGTACTAAATTAGGTGGGTTGATTTTAACCAATGGC
+TTTGAACCATCCGAGCAAGTTTGGGAGCTATGTAAACAAGCACTTGATGCGGGTTTACCTGTCTTATCTG
+TACCTTGGGATACTTGGCAAACATCACGTCATATCATGGGCTTTAATCCTGAAATACCTAAAGACGATAT
+CCAACGCCAAGATAAAGTAAAGCAACATGTAGCCGATAATTTAAGTAGTAGTTGGCTTGAAAGCCTGACC
+TCGAAAAACAATAGTTATAACTTATTATCACCGCCTGCTTTTAGACATAAATTAACCGAGCTAGCTCGCC
+AAGCAAATAAATTAATCGTTTTACCTGAAGGAACAGATATACGTACCATTAAAGCGGCTGCAATTTGCTG
+CGAACGAAACATTGCTCGCTGCCAACTAATAGGTAACAAAGAAGAAATACTTCAGATTGCTGAACATCAA
+GGTATTAACTTACCAGATAACTTATTAATAACAGATCCCGACTCCATTAGAGATAATTACGTTGGACCTA
+TGGTCGAGCTACGTAAAAATAAAGGCCTAACGGATGTTATTGCCCTAGAAAATTTAAAAGATAATGTTGT
+TTTAGCGACTATGATGTTACAACTTGGCCAAGTTGATGGCCTAGTTTCTGGCGCAGTAAATACGACAGCA
+AACACCATAAGACCCGCTTTGCAGTTAATCAAAACTGCACCTGACAGCTCATTAGTTTCATCAGTTTTCT
+TTATGTTACTACCTGATCAAGTACTTGTTTATGGTGACTGTGCTATTAACCCTGAGCCTAATGCAGAACA
+GTTGGCTGATATAGCCATTCAATCTGCTGACTCAGCTAGAGCATTTGATATTGAACCAAGAGTTGCCATG
+ATCAGCTACAGTACCGGCAGATCGGGTCATGGTGCTGACGTTGAGAAAGTTGCTAAGGCCACTGAAATTG
+CTAAAGCTAAGCGACCTGATCTCATTATTGATGGACCACTGCAATATGATGCGGCCATTATGGAGAATGT
+TGCTAAGAAAAAAGCGCCAAATAGCCCAGTCGCAGGTAAAGCGACAGTATTCATATTCCCTGATTTAAAT
+ACTGGTAATACTACTTACAAAGCAGTACAGCGTTCAGCTGACTTAGTGAGCATTGGACCCATGTTACAAG
+GAATGAATAAACCTGTTAATGATTTATCACGCGGCGCCCTAGTCGATGACATTGTTTATACTATTGCCTT
+AACGGCGATACAAGCGACCATGTAGCAACAGATACGGTTGATATATACTCGCTATTTTTTATGAAGCCAC
+GGTTAAACTTACTTTCAAGAGGTTTAACCGTATTAAATCTTTATTTTTATAGATAAACAGATCCAACGTC
+ATATTTTAATCACTTATCCTATTCATTAGTATTTAAACGCTTGTTAGACAAAAAACGTACTGCTTATTTT
+TTACTTTAAAATCAATCGATAAAGACGTACACGGAGACTTATCCACAACCATACACACAGCTTCTGTGGA
+TATAAATTTCAAAGATAACTAGCAGGGTTTATATTAAATATCTTAGTAAAACCTTCGTAAATAGCCACTT
+TAAACAGCTTTCCCCTAGAACCATGCATTTGTTAAGACGCAGCCCTTAGCAGAATGTCAGGTAATCTCGA
+CAAATTAAACATTACAACAAGCAACTAGTGCTATAGTTGAACAGTCTACCTTTTGTTAAAGATGAATTTA
+TAAATACAGCGATTGAAGCACTATGGTTAATCATTATCTGGTAATATAAAATCAAACTTATACTCGTTAT
+CATTCAAATAATAAATAACATTCAAACAGGAATACTATGATCACTTTATACGGCATAAAAAATTGCGATA
+CCGTGAAAAAAGCCACTAAATGGCTTGAAGCAAACGATATAGCTCATCAACTTTATGACTTTAAAAAGCA
+ACCGCTAACAGCCGAACTACTAACAGAGTTTGTCAGCCAAAGTGATTGGTCATTATTATTAAACAAACGT
+AGTACAACATTTCGTAATCTACCTGATGAGATAAAGAATAACTTAACAGATGAAATAATGTTTGCTGCGG
+TACTTGAGCAACCCACCTTACTTAAAAGACCTCTGTTACCATTAAATGGTGAACTCAACCTCGGCTTTAA
+AGTTGATCAGTACCAAACACTTTTCGCAGACAAATAAATATATATTTACATAAAATAAGCCACATCATCA
+AAAACTAAGTAAAGGTAGTCCTTGTGAGTAAAATTGAACAAAAAAATCAAAGTGAAGTTATTAAGCTGGC
+AATAGACTTAATGTCTAGAGCCTCAGTTACCCCAGAAGATGCTGGCTGTCAAAAATTGATGGCACAACGA
+TTGGCACAACTTGGGTTTACTAATGAAAGCATGATTTTTGCCGATACCACAAACCTTTGGTCTCGTCGTG
+ACAGCACTAATGCTACGAAAGAAGATGACTTAGTTTTTTGTTTTGCTGGCCACACCGATGTAGTACCAGC
+AGGCAACCTTGAATTATGGAATACCCCGCCATTTGAGCCAACGATTATTGATGGTATGTTATATGGCCGT
+GGCGCAGCAGACATGAAAGGTAGTCTCGCGGCAATGATAGTGGCGACAGAACGCTTTGTTCAAGACCACC
+CAGATCATCACGGTTCAATCACTTATTTAATCACAAGTGATGAAGAAGGCCCCTTCATCAATGGCACCAC
+TAAAGTGATTGATACGTTAGAGGCGCGTAATGAAAAAATCACTTACTGCATAGTCGGTGAACCTTCAAGT
+ACTCACGCCGTCGGCGATATCGTGAAAAATGGCCGACGTGGTTCTATTTCTGCTGAAGTAGATATTAAAG
+GTAAACAAGGTCATGTTGCTTACCCTGATCATGTGAGAAATCCGATTCACTTAGCTATGCCAGCATTAAC
+AGAATTAAGTCAGGTACAGTGGGATAATGGTAATGATTATTTCCCGGCGACCAGTTTTCAACTGTCTAAT
+ATTAATGCGGGTACTGGTGCAACAAATGTTGTTCCTGGGCATATCAACGCCTTATTTAACTTACGTTATA
+GCACTGAATTAACTGATCAAATTATTGTTGAACAAGTAGAGTCTATTCTTGATAAACATCAACTTGATTA
+TGATATAAAGTGGACTTTTAATGGTAAGCCATTTATCACAGAACATGTTGAATCAGAACATGGATTTTTG
+AACGCCGTAAGCCAAGCAATACTTTCAGTTACCGGTACAGAAACTCAGTTATCCACTTCAGGTGGTACCT
+CCGATGGTCGATTCATTGCGCCAACGGGGGCACAAGTCATTGAACTTGGACCATGTAACGCAACTATCCA
+CCAAGTAAATGAATCTGTTTCATGTGATGATTTAGAAAAGCTCGTTGATATTTATTATCATTGTTTGGTT
+AATGTTTTATGTACGCATAAAACCATTAGTTAGTTATAAGGTTTCATTTAGCAATGCGAACTATCAATCA
+CATTAAGAGTATAAATCCAACTCAATTGTTGGGGAAAAATGAAGAGCATCTCTACTATGTAAGTGAACGA
+GTTGCCATTCATCAAGAGATGAAAGACGCCTTTGATGATATGGTGAATGCGGCTAAAGCTGACGCTATTG
+AGTTAACGATTGCTAGTGGTTTTAGATCTTTCGAACGACAACTTATGCTATGGAATAACAAATTTTCTGG
+GAAAACATCGATTAAAAATAGAGCTGGAGAAGTTGTTTCTCCAGAGCACTTATCTCCACTTGAATTAATT
+CATAATATTTTACTTTATTCCGCGCTCCCCGGTGCGAGCCGTCATCATTGGGGTTGTGATATTGATGTTT
+ATGCGCCAAATTTATTAGCTAAAGATTATCAACTTCAACTTGAACCATGGGAATACAGTGAACAAGGGCC
+ACTAGCAAAGCTATCTGTTTGGCTTGCTCACCACGCGCACCAGTTTGGCTTTTATTTCCCTTATGAGAGC
+TTCCAAGGTGGTGTTGCCGAAGAGCCTTGGCATATATCATATCTGCCGTTAGCTCAGCAGTACCAGCAAG
+CTTTTGATATTGAATTATTAACACTAACATTAAGTAACAGCAGTATCTTAGGCAAGAATGTCATTATTGA
+AAACTTAGATGACATAGCAAAGCGTTATATTAACAATGTTTGTGCAGCACCAACCAATGTTATACTGCCT
+AAATAATTATCCTAGAATACTAATTTTAGCGAATTAACTTCACAAACTTACCAAGAGGCACTCCAATGGA
+CAATTGGTTAGCTATTTTTATAATCGTAATAACAGTCGTTATTATCATAGGGAATTTGAGTACATTTCAA
+AAAAGCTCAAAGCAAAAAATGCGTAAAAATAGTTTAAACGACCGAGAAGAAACACTACCAAGAACGAATA
+AAAGTTCGCATAAAATGGAGCCGGTCGCTAAAAAAAAGAACTAACGTAATGCTCGTTCTTAAAAACTGAA
+GTCAGATTTCAGACATAAAAAAACTCCAACTAGTGGAGTTTTTTTATGTCTTTTTTTATGCCTGTTTAGT
+AACGAAGTAACTACTTCATAATTACTTCGCGAAAGCCAAGATTAGAATACATCTCTAAACGATAGTCCCT
+TCTCTACCACTGGGAAAATTCGCTCAAGCGCTTCTAAGGTCAATGGCTCACCATCAGAATTATAGATAGT
+TACCGAGGTTTTCTGGTTAAGCTCATCTATAGCTCCTAACACAAATTGGTACTGAGCATCACTAACATCA
+ATGACGGGTACATCATCACCCCAGATGCTATCCCAAACACTCGACTCAGGTTTAACAAACTCTACATAAT
+AAATCTTTTTATCTTCATTTAAATCGGTAATCGTAAAGCCATGTTTTTCAAAGAACAATGGCATATTACC
+CCATAGGTCTTCTAAGCCCATCTCAACAATATACGCTTGTTCCGCTTCAATGTTTTTACCTATGGTCACT
+AATTTTTGATTCGCACGAGTTAAGCGATCCGCACGTTGTTGAAGACGATAGTTATAATCAACCGCAGCAA
+TGAGCTCATTAAGCATAGCTTTTTCAGCTCTTTGCTTATCAATTGGATCCATTGTTTTACTGCCGCCCTT
+TTCATCTGTTTGTAAAAAGTCGACTAATGAAACGCGTAATGAAACACTGCGACCATGAGACTTAGCTAAC
+AATTGAAAACGAAAACGTACGCTTTTTGAAAACTGAATATCTGTGAAGATCCAACCAACATCAACTTCGT
+TGTGATACCAATCGGACTCAATAATGGCCGTTTTAATACCTTCTCTCTTAATGCTAGTTTCTTTTAAACT
+AGTTGCTCCTTCAGTAACCTTGCTTAAGGTTACTTCAGTGTCTTCTTCAATGTAGTCATAGGTAATTTGA
+TCTTCTGCTAATTTTTCTATGACAACCTTTTCAATAAACGCCAATAAATCTTTATCTTCTAAAACTTTAT
+CAAACCAAATAATAGCGATACCAGACTCTTCAACAACACGTGAAGATGCAGCAACAGGCATCACCAATGA
+AGGTGCTCTAATATCCATGTCTTCACCAACAGGACCTTGGTGATTTATTTTATTGGTAACAAAAAAATCA
+TTCGCTTGCTTTGGTTTACTCAAATTAGCAGGAATCACGAGATCGTTAGCTTCAAGCTTGTGCTGATAAT
+CAAAACCACCATCTGCTTGCTTGTTATTAACAGAACCACAAGCTGTGATCGACAAGGCTAACAGTGATAA
+ATAAAATGCTCTACAACTCATTAAAACTCCTGTGGCTTAGGTTATTGATATTCAAAACCTGCTAAGCTCA
+CTAAAAAATACTTAAAATCTCTAAAATAAAATCGATATAAGACAGGGCTAATATTGCGCCCCATGGTACT
+TGCCTGATTTTACAAACACAAGGTATATGACCACAAAAATGTAAGATGATTCCAACTTTTATCATGATAA
+GTTACAATGCGCCTTTCTAGACAACTTAGGCGTAATAAATGCCACAATATTTAGTACTAACAGCGATGGG
+ATCTGACAGAACAGGTTGTGTTAGTGAATTAACTAAATTAGCAAGTGAATGCGAATGTAATATATTAGAT
+AGCCGAATGGCCATTTTTGGCTCTGAATTTACTTTCATTATGTTGCTTACAGGTGATACCAGGGCGATTA
+ATAAGATTGAGATGAAGATTCCTCAACTTGCCCATAGTTTAGATTTAATCACTATGATGAAGCGCACGTC
+TGGTCACAGAACATTTGACTTAGTAAAACATTACCGAGCTGAGTACTCTGGCATAGACCAACCCGGTATT
+CTAAAAGCAATGACCGCTTTTTTTGCCACTCGTAAAATAGACATTTCTTCGTTAAAGTCGAAAATAGATC
+CAAAAACCAATCATATGAGTGCGAACATATTGTTTGCTTTAACGGAAAAAATTAGTATTGATGAACTGGA
+ATATGATTTTCTAGAGCTTTGTCAGCAAACCGATGTACAAGGTTTTATCATCAAAGCTAATGCCAATTTA
+TTACAGTGATAGACTCTTGATTATTCAGGATTGAAATGTAAAGCAGCTTTTGTTTGAAAGATAAATTGTG
+TTATTGCACATTCATGTAGCCACTTAATGAACTCTGCATTGCTAACTTATCAAACAAACTGCTGTAAAGT
+AATATCGAAAGATCAACAGTCCATAGAAAACAATTTAAAAACAAATAGAAGTGACTTTATTATGAATACT
+CTAAACGTTGGTGATACCGCACCACTATTTACACTAAACAATGAAAATGATGAGCCAGTCTCGTTAACTG
+ATTATATTGGTAAACAGCAAGTATTAATCTACTTTTATCCTAAAGCAATGACTCCGGGTTGTACCGTTCA
+AGCCCAAGGTTTGCGTGATATCAAAGCTGAGCTTACTGAATTAAATACCGTTGCTTTTGGTATTAGTCCT
+GACGAAGTAAAACGTTTAATTAAATTCTGCCAACGTGATGAACTAAATTTCTCATTGTTATCTGATGTTG
+ATCATCAAGTAGCTGATCAATTTGGAGTTTGGGGTTTGAAAAAGTTCATGGGGAAAGAATATGACGGTAT
+TCACCGTTTGAGTTTTTTAATTGGACTTGATGGAAAAATCAGCCATGTTTTTAATAAGTTTAAAACTAAA
+GAGCATCATGATGTGGTCTTAGCCGTTTTAAACGAGTTAAAGAAGTAACGTATTGAAATGTTATAGCGCT
+AATTAACGTTATAAATAAAAAGCCCTAAGCTAAATAAAATTAGCTTAGGGCTTTTTTAATGTACAAGTGA
+GTAAAGTACTTACGTTATTTTACTTTAAAGTCGTATGGTACAGGCATCTAGCTAACGCCCTTATAGCCTT
+TTGATAGCATGTATCACTACTTTTAGCTTTCACTCGTCACGGCAGGTCCCGGAATAGACGGCCAAGCATT
+AATGACAGCTTTGACTAATGTTGCCAAAGGGATTGCAAAAAATATGCCCCAAAATCCCCATAAACCACCA
+AAAAATATCACCGCGATAATAATGACCACGGGGTGTAAATTAACAGCTTCAGAGAACAGCAAAGGCACAA
+TAACATTACCATCAATCGCCTGAATTAAACCATAAGCAAGCATAACGTAACCAAACTCACTACTGATACC
+GAACTGAAAAAGAGCAACTAAGAGCACAGGTAAGGTGACAACGGTTGCACCTACATAAGGAACAAGTACT
+GATAAGCCGACTAAAACCCCCAATAGTAAGGCATATTGCAAATCAAGAAAGATAAAAGCAATAGTAGTAG
+ATGCCCCAACAATAATTATTTCAATCACTTTTCCGCGAATATAATTTAAAATTTGTTGGTTCATTTCTTG
+GCTCACTTTAATTGCCATGCGGCGTTCTTTAGGCAAGAAGTGGGCAATACTGCTCATTAACTCTGTTTTA
+TCTTTTAAAAAGAAGAACACCATTAACGGTACAAGGATCAAATAAACCATTAAGGCGACAATATCGGAAA
+TTGAGTTCAAAGACGCTCTAAGTGCAACCTGCCCCCATTCAAGTAAATTATCATTAACCATGACAATGAA
+ACTTTCAATTTGCGAGACGTGGACAAAATCAGGGTATTTCTCTGGCAAGGTCAATAAGTAACCTTGTCCT
+TGACTGATCATATGAGGAACTTCTTGCAATAAATTACTGCTTTGCTTCCAAATAATAGGCATTAAACCTA
+ATACAGCTAATAAGGAGAAACTTAGAAAAGTAACAACAACTACTACCGTAGCACTAGAACGCGACATTGA
+GCTTTGCATTAGTTTGTTAACTGGAAGGTCTAACAAAAAAGCTAATGCTATTGCAACAAATACCGGCATC
+AATAAATTGCTAAATAAAGCAATAAATAATGCTATACAGACTAAAATAACAACCAACGTGACCGCGTGAG
+GATCTGAAAACTTACGTGTATACCAATCACTAAATAACTTAAACATAACTACCCATTCTTTAATTTTTGC
+TTGTATGACTTGTTCGACTAATACTTATCTCGACAATACCCATCTCAGTAGTTTGTTTTTGATAAAAATA
+TCCCTGCTTATCTAACAATTTAGGAATATCATTAATAGAGCCAGTATCATCAATAGTGATAATACATTGG
+TCATCATCTTGCATTTTTTTTAGTAATAAACGTAATTTAACCAAAGGCACAGGACATTTCTCTCCTCTAC
+CATCATATTTATAAATCATAGAAAACTTAAAACAGCGCTTTAGTTTAATTCACTAATTTGCGACAATTAA
+TCCATTGTATAAATTAAAGTTATCATAACGTACCTCTATAGCCGTTACCAATCAAAGTGTAGGATTTCAG
+TAGGAATTGAAATTACGTTTAAACCTATCATAGAAGTGCTTGAGCATATTATCTCAAATAACTATTATGT
+CATCACTGCGCTTTGAAATTAAATTGCATAATCTCCATAAAGTTGCATTCTTATGGAGTACGGATATAAA
+GATAAGCCCTATGAAAACCTACTTATTGTCAGGAATATTAATTAAATGAGCTCATTAAGTACCAACGCTA
+GCTTAAAAGAGATTAATGCTTATAAAAAGCAAATTAATTGGGGAGAAGTATCCTCTATATATCATATGTT
+TTCTTCTTCGTTAGGTGAAGTAGATGGCATACTTACTCATGGATTTGATAGTGCGTATAAACAAATATTA
+AACCAAAATTCATGGAATTTAGCTTTGTTAGGCGCGAGTAAAAAAGCAGATGGTAGTATTCAGGTGAAGA
+ATAAACCACAAATTACCTTACGCCATGAATTTAATGACATGGGCTATGAACTACATTGTTATCCTGCTAT
+TGATGGCGAAGTCGTTACTCATAGTATGATTGACAAAGGCAACTGCCCTTTTAATAATTGGTTACCTGAA
+AAGACACAGATGCTCTTTCGTCTTAATAGCTTAGTTGCTTTTGCTATTTACAGTTTCCAAAGTGGGGATG
+AAGCAGATATTGCACTGTTAAAATATGCGCATTACAAAGTGAAAGAATTAATCACAACTTTAAGCGAATC
+TTTTCAGATTATTGTGGTCAAAGGCTATAGTATAGCGGAGTTTTACCAAGAAATAGCCAAAAGAAATGGT
+AATATCCTTACCCAAGACACTTAAGTGCTCTCTGTTACTCTCGTATATTTCCATTATGACCCTAGGATGT
+AATATTGCTTAACCTAAAACCCATGTTTACTGCCTTGTTATTTACATTAGGCATCGCAGCCGCTACTAGC
+TTTAATGCAAGTGCTATTGATAATCATAACAATAAAAATAAGTTACCCGATATAGGAATTTCTGGCTACA
+GCGTATTATCTACCGATAAAGAGCTGCAAATCGGTAAAGCAATGATGCGGCAATTACGCGCTTCACAACC
+GCTAATTCAAGACCCAGTTTTAATTGAATATATAAATCACTTAGGTAATAGCCTAGTGAAAAATGCTCAA
+GGGGTGAATTATGCGTTTGAGTTTTTTCTTATCAATAATAACGAATTAAACGCTTTTGCTTTTTTTGGCG
+GTCATGTAGGCATCCATAGTGGTTTAATAACAACAGCTGATACAGAAAGTGAATTAGCTTCTGTTATTGC
+TCATGAAATTTCTCACGTTACTCAGCGCCATTTAGCCCGACGTCTTGAATCACAAAGCCAAACTCAAGGT
+TTAACCATGGCTGCTATGCTGTCTAGTGTACTGATTACCTTGGTTAACCCTACCGTTGGCATCGCCGCAC
+TAAGCGCAAGTATGGCCGTAACGCAACAAGCCAGCATTAACTACACTCGTGGTAATGAAAAAGAAGCAGA
+CCGAGTAGGTATTGCTTTACTAGCGAGCAGCAATTATGACCCTCAAGGTGCTGCAAGCTTTTTTAGTAAA
+ATGTCAACTAAGTACCGCTATGCCAGCAAACCACCGGCAATGTTGCTTACTCATCCATTACCTGAATCGC
+GTATAGCTGATGCTCGCCAGCGTGCATTAAACTACCCAGCAAGACCTTTACCACCTAGTTTAGGTTTTGA
+ATTAACCAAAGCAAGATTAAAGTCTAGATATCAAGGCGAGGCAAAATCCAATATTAGTTTCTTTAAACTA
+CAGTTGGAGAAAAAACGCTACGCTATCAAAGCTGCTGCACAATATGGTTTAGCACTATCATATTTTGAAA
+ACAAACAAACTAGTGAAGCTTTGCAGTTATTAGAGATGTTAGAAAAAAATGATAAGGATAATTTATTTTA
+TGTTGATGCCTTAACGGATGTCTACATAGCAAATAATCAGGCTAACAAAGCAATAAAGATGCTTGAACGA
+TTAAACTTATTCATGCCTAACAATCAGGTAGTCAGTTTAAACTATGCTAACGCCCTACTCAGCGTGAAAG
+AATATGATCTTGCAGCGCAAATATTACAGGACTTTTTATTAGTCAACCCAGGTAACTTTATCGCTTATGA
+TATATTAACTACCTTGTATAGAACTCAAGAGAAAACAGGTTTAATGCACATGAGTAAAGCAGAAGTGTAT
+GCTTTACTCGGCGCATATCCAAAAGCCGTTGATGAATTGCAGACCAGTTATGCATTTCTTGATGAGCAAC
+CTTTAATGCAAAAAAGAGTGAAGGCCCGGATATTACAGTTACAAGAACAAGAAAATCGTTTAAAACGTTT
+ATAACAAGTTGACTGTATTAACCTGTCAGCTTGTTAGCATTTACATTACCGTTTAACTAGCAATTAATTA
+TGAAAGGAAAACCATGTTTACTATTTATCACAACTCAAGATGTTCTAAGAGTCGCCAAACACTTGCATTA
+CTTGAAGAACAAGCACAAAAAACAAATCAGGAAATCACTATTGTTGAGTACTTAAAAACACCAATTGATC
+ACGCCCAGATTAAGCAGCTATTAGCGCAGCTTAATTGTACAGCCATTGAAATGATGCGGGTAAAAGAAGC
+CGAATTTTCTGAAAATAATTTAAAAGGTGCTAATGAAGAAGAGTTGATTAACGCCATGGCAAATACGGCG
+AAACTTATTGAACGCCCTATCGTTACTGATGGCAATAAAGCAATTATTGGACGTCCTCCTGAAAATGTTT
+TAACTTTTTTTAAACAGTAAGTTACTAAATTACCATTTAATCCTTAATGTAGATAAGCAGCCAAATGAAC
+AAACAAAGATTTTCAACGAGTAATTATAAAAAAATAGCCTTAGCAGGTTATTTTTCTTTATTAGTATTTA
+TGCCGTTATGGTTAATAGTACTAAGTCCAAGCGAGAGTTTAAGTACGACAACGTCACTGGTAATGTTTAC
+CTTGCCGTTATTATTTCCATTAAAGGGATTGTTACAAGGAAACCCTTTCACCTATGCTTGGTCAAACTTT
+ATTGTTTTAATCTATTTTTTGCATAGTTTAACGACCCTTTGGGTATTGCCAGCAGATAGAGTTTGGGCAA
+TGTTAGAGTTGATATTTGCTAGTGCTATGTTTTTTGGCGCGACTTATTACGCCAAATTTCGTGGTCAAGA
+ACTTGGTCTGAGCATTCGGAAAAAGAAAGAAAGTAAATAAATAATTCTAATACCGAGTAATACCAATTCA
+AGTAAGTTTCTTCTCACTCAGCGAGACTTAAAAGTCTTAGAGGTAAGGCATTGATTGAAGATAATGGTTT
+TTCCCTTATCAAAATCAATAACGCGGCATGTAAGCCTTTTAAATTCGCCCTTTGGGAGTTTGTCAGCAAT
+CTGATAACTGCACATAATTTTCTTAAGATAGAATGACTATACATAAAAAAATTCTATTTGTTCTCAAACC
+GCTGACAAGCTCTGAGCGAGAACAAACTTAGTTGATTTGGTATTATTAAAAGAAGGAATAAATGAATGCG
+TTGTGATTTTGTAAGAGCCTCGTTGTTATTACCCCTATTTCTCACAGTAGTACTGACTGCTTGTGATAGT
+AAATCTGATGGTAATGTGACGAATTATCCCCTTGATAGCATAGTACAGCTTGATAAGGTGCAAAATGTAA
+ATCAAAGCATAGATCTCCTTCTTCACTTCCCTTTTGATGTCGTTAGTCAAATAAAATGGCAACAAACGGC
+TGGCGAGCCGGTAGTAATTTTAGCAAAAACGAGTAAAGTTATTTCTTTTACGCCTATGCTAGCAGGCGAT
+TACAGTTTTAGTGTCAGTTTTGTTCTCAATGATGGCATCGAGCAAATATTAAAGAAGAATATAACGGTTA
+ATGATAACAATCATAAGTTAACCACACGTCTATCTCATGAAGCTTTAGCAGGTAATAAGGTGTCACTTCG
+TAGCCAACTTTCTGAAACGATTGATATCAACACGTTAACATGGCAACAAATAGAAGGTCCTAGTGTCACC
+CTAACCGCTGATAGTGGTGGTGAGTTAGCACTTTTTTTTGATGCTCCCCAAGTTGATGTCGATACCATTA
+TTACCTTCGAGGCATCCGCCACAGATTCTGACAGTAATACCATTTATCGTGATCAGGTAGCGATACTCGT
+AGAGCCAGCTGCGGAAATAGGCAGTAATGCTTACTTTTCAGAGCGTAAAGCATCGGTTTTCGCTTATAAC
+AGCAATAGCCCTTATGTTGATGATCTTGTTACTTGTATTTACTCTAATACCTTAACCAGTTCATGTACTT
+TGTCCCAAACACCTCTAATTGCAGAGGAAGTAAAAAGTTCATCAATGACACCTTCAATAGAGAGTATTAT
+GGATCGTGTTGTGGTATCCCACCATTGGATGGGTGATAGATTTAAAGACTTTCTGAGTAATAATGATACC
+AACAACGATATCAAAAATTTGCTTAGAGCGACGACAGCAATTGTTATTTCTTATGATGTGCGCCCTTCAT
+TTTATTGGGCGGCGACAGGTGCCATATATTTAGATGCAGAAAATTTTTGGTTAACTCCACAAGAGCGCGA
+TACGATAAATGAAGCACCCGATTATCGGGCTGACTTTGGTAAAGACCTACAGTTCACTATGCCTTGGCGG
+TACGTAAAAGATAATGCCTCTGCAAGTAAAAGTTATAGTAAATCTGCACGGGTCACTCGAACAGCTACAG
+ATGCTCTATATCGCTTAACATCATTAATGTACCATGAACTTGCTCATGCCAATGACTTTTTCCCAAGTAA
+CGAATGGTATGTACATAGCAGCAATCAACGTGTGCTCGATGCAGCTGTCAGTACGACGTTTGAATCAGAT
+GAACTTGCTATTACCTATCCACTAAAAAGCCAAGAAATGCGTGATTTAGCGCAAGTTAGTTTTACTGGCG
+AGACCGCCAACCAGACACAAAAAAACTACTTACCAACAGATATTGAAGTTTTTTTTAGTCCAGAAGGTGC
+CTCAGACTTTTATGCTTACTCGAGTTTACGTGAAGATTATGCCATGTTGTTTGAAGAGTTAATGATGCAA
+AGCCGCTTTGCAGTAATACGTGATGTTGCCATTACCAATCAGCCAATAGGTGAAAGTATTTCCGCAGCTG
+ATTATATTGTCACTTGGGGACAACGTGGCCGCATTGGTGACGATAAGTTAACAGATAGAGTACTTTTTAG
+TGCTAGTCGTGTATTACCCGAGTTTGATAGCCAAGCGGCAATAAACTTAGTACCTACTCCTATAGAAATG
+GTTGAAGGAAGTAATTGGTTTGATAATTTAACTATTAGCCCAATAGGAGCAAATGTTAGAAAAATGATGG
+GACAACGAAACAGCGTCTCAATTTTTACAGAATTTGCACAGCCATCGTCAGCAAACATTACACCTGAACA
+AGAAAATAATTTTAATCGGTATTATCAAAAACCTTTACCTCTGCACTAATGACCACATAATCTCTGAGTC
+AATACAGTTACTTTACCAACATAAAAAAACGCGATTAAATCATCGCGTTTTTTTATGTAAATTCTGTTCA
+ATCCTACTTATCAACAAACTATTGAAGCGTTAGCACTTCTTTGATAAAAGGAATGGTAATTTTTCTTTGT
+TCTTGTATAGAAGCTTTGTCTAGGACATCAAGTGAGTTAATTAAACTGCCCATATCTCGGCTCAAGCGAT
+TAAGTAAAAATTTGACTACTTCATCAGACAAAAACAAACCGCGTTGCGTGGCTCGGTATTGGAGGGCAAT
+AACTTTTTCTTCATCATCAACAGGCTTAACTTGCTCAGTTAATCCCCAAGTAAGTCTCGACACTAAATCA
+GGTAGGCTTATACCTAACTGTTGGGCACTCTCATCACCTGAAATTAATAAGTAATTATTTTGTTCAAGCA
+CTCTGTTAAATAAATCAAAAATGGCTTGTTGCCAGCGTGTATCGCCTGCAATCAAATGAATATCATCTAA
+ACAGATTAAATCAATTTGCTCTAAGCCATCTAAAACTTCTACGGGTAATTGTTTTAACTCAGCACAAGAT
+AAACATACAGAAGATTTTCCAATCTGCGCAGCATAAGTGCTGCTTGCATGCATTAGGTGTGATTTACCAA
+CACTCGATAAGCCAAACAGGTAAAAACTGTGGGGCGTCGATTGTTGTGATTCTATATAGGACTTTAATTG
+AGTTACTACCCCCTGATTAATGTCACTTTTAAAACTATCAAACGTTTCATCATCAGGTAATTGTACCATC
+AACGTTAATTGAGCAACTTGCTTCATCTTTGCTCCCAATAAAAAACGGGAATTTTGGGTACAATCGTCAG
+TGGTGGTTTTGCTTCAGTTAATATTTGCAATTGATCATTCTTGGTAAGTTCATCGGCAGAGTCAGTATTT
+AAATTACTGTTATCCTCTCCCGTAGGGATAGTCTCTGGGATATTGCTATCTAGGAGACCTTCTTTATTTT
+TTACATTCGTTTGTGGGTTTTTAAGTTCATCTTTATTCGTATCAACAGTGCCTAAAACAGTAACCTGTAC
+TTGATCATTAGCCTCGTTATTGAGGTCTATGCCTGCTTGATCTTGGCCATTGAATAGCTGAGTATTAAAT
+TGTTGAATATGAGAAAAGCCATCGAGTTGACTGTCAAGTTGTTGCGTTAACTTATTGTTTAGCTTCAATG
+AGGCTAAAAATGATGCTTTTGAACCAATGAGATCTAACTTGAATTGACGTTCATCACCTTGAGCATTAAT
+TAAAGTGACGGCTTTAACTGCAGACAAATCTTTTAAAAAATCAAATAATTGCATGTCACTTTTCAATGAT
+GTGACATTTTTAACTTCAATAACAAAGTCATTTTCCGCTGTGGTAGATAATGCATAAGATTGATAAATTA
+ACTCGGTAATGTCGGATAAGCCTTGTTCAATTAAACTGACTTTATCAATACCCTGATATTGTTGGGTATA
+AAGAACACCTTGAGTGAAAACACGCCAATCTAATACTTTAGGGAGAGCAAGTTCTTGCTGTTCACATAAC
+AAGCCACACGCAGCATCACTTTCCGTAATAGCTGTTTCATTTTTTTCGCTATCAATAACTAAGCTTGAAT
+CTGATACTCTCATGACCACAATAGTATCTGCAAAATAACGCTGCGAAGCTTGTAGGATTTGCTCAGGAAA
+ATACCCCCAAAAATCACTTAACACCACTTGTTCGTTATCGGTTAAGTCCATTAAAGGCATAACAATAGGT
+AAACCACGTTGTATTGAAAAGTCATTGATACTTGAAGGGATAATAGTATCTTCATCAGAAGCTACTATAC
+TTCGGCTTGTGCCTTGCTCATCAATTAACCACAACAGTACTTGTGGGCGTAAGCTGCCCCATAACGGAAG
+ATTCGCGTCTTTAAACAATTGATTTACTTTGTCTTCATTAAAGCTAACGACCAAACTCAGCTCTTCATCT
+TTTCGTTGGTAGTGATATTGACTAACGTAACTACTGGCTTTTCTTTGTGCTTTTTTCAACACATCATGTG
+TTAACACACCTTTTTTACCACCGACTTTTAAAAACACACCTTGCAGTGCTTTTTTTATTGCTTGTTGACG
+TTGCTCACGAGCTTGTGAGTCGACGACGACATTGGCTTGGTACAGATCATTGACTTCAAGGGCTGCTAGA
+CTAGGGCTAAGCAACGAGAATACCAGCATAATTATTACAAAAGGAAATCTAAACATATCGACTGAAAATT
+TTAAAAACTCTATGATTTTATATGTAATATCTTACCACATTGCCAGCAATTAATACCCGCAAATCTCAAT
+AAATTCTTTGGAAATACCCCAATAAAAGAAAACAAGGCGAAGATACTGTTTATCGTCTTGAGTATGAGCC
+TTTGCACTGGTAGAATACGGCCCTTAAAATACTGTCGGTAATTTCTGAGGTTTCCCGTGAGCGAACAAAA
+ACAGTCGTTAAGCTATAAAGATGCTGGTGTTGATATTGATGCTGGTAATGCGCTAGTTGAAAACATTAAA
+GGTGCGGTAAAACGCACAACACGCCCAGAAGTTATGGGTGGTTTAGGTGGTTTTGGTTCGGTATGTCAAT
+TACCTACAGGTTATAAAGAACCTGTACTAGTTGCTGGTACCGATGGTGTAGGTACTAAATTACGTTTAGC
+AATCGATTTAGCTAAACACGATACTGTTGGTATCGATTTAGTGGCAATGTGTGTTAATGACCTTATTGTT
+CAAGGTGCTGAGCCATTATTCTTCCTTGATTATTATGCTACTGCCAAACTTGATGTTGCTGTCGCATCAT
+CAGTTGTTGAAGGTATTGCTGAAGGTTGTATTCAATCTGGTTGTGCTCTTGTTGGCGGTGAAACTGCTGA
+AATGCCAGGTATGTACCACAAAGGTGATTATGATATTGCTGGTTTTTGTGTTGGTGTAGCTGAAAAGTCT
+CGTTTAATTGACGGTACTAATGTTGCTGCAGGCGATCAATTGATTGCGCTTGGTGCTTCAGGTCCTCATT
+CAAATGGTTTCTCTTTAATTCGTAAAGTATTAGAAGTAAACAACACTGATACTAATGAATTACTTGAAGG
+CAAGAAAATTGCTGACCATTTACTTGAACCAACAAAGATTTACGTTAAATCTGTACTTGAGTTACTTAAA
+AATGTAGATGTTCATGCACTTTCTCATATCACTGGTGGTGGTTTCTGGGAAAATATTCCACGTGTATTAC
+CTGAAACAGCACAAGCTGTTATTAAAGGTGATAGCTGGCAATGGCCGAGCATCTTTAATTGGTTACAAGA
+AAATGGCAACATTACTGAACATGAGATGTACCGTACGTTCAACTGTGGTGTTGGTATGGTTATTGTAGTT
+CCTGCTGATAAAGTAGCACAAAGTATTGAAGTGCTAACTGCACATGGCGAAAATGCTTGGCACCTTGGCG
+AAATCGCTGATAAAGCTGACGGTGAAGAGCAAGTAGTTTTTGCTTAAGTAGCTAACGTACAAAGCATACA
+AATATATATTAAAGGGGCTATTTACTAGCCCCTTTAATTTATCACGACTTTATCAATCTTTTATAAACCT
+TTTATTAAGTAAAGTAGGAAAATATATGTCGAGCAAAATTGTAGTATTGATCTCTGGCGGTGGCACTAAT
+TTACAAGCCATTATTGATGCCTGTACTGATAGTAATTATCCTGCAGAAATAGTTGGCGTAATATCCAATA
+AAGCCGATGCTTATGGCCTAACCCGTGCTAAAAATTCTGACATTACCGCTGTAGCGCTTTCTCATAAAGA
+TTTTGCTAGCCGTGAAGATTACGATCAAGCACTTATCAAGGAAATTGATTGCTTTGATGCTGACTTAATC
+GTATTAGCTGGCTTTATGCGAATCCTTACACCAAGCTTTGTCCAGCACTTCCAAGGTAAACTGTTAAACA
+TTCACCCTTCTCTTTTACCTAAATATCAGGGCTTAAATACACATCAACGCGCTATTGATGCCGGTGATGA
+TGTACATGGTGTTAGTGTTCACTTTGTTACTGAAGAACTTGATGGTGGCCCAGTAATTCTTCAAGCCAAA
+GTGCCGGTATTTGAAGGCGATACCAGTGACGATTTAGCTGCTAGAGTTCATGAGCAAGAACATCGTATCT
+ATCCACTAGTCGTAAAGTGGTTTGCTGAGAAAAGACTTAATATGCAAGACGAACATGCAGTATTAGATGG
+TAATATTCTACCTATTTCAGGTTATGCTGCTGATTAACCTAATTAGCTTAACCTCTTGAATACTGCTAGT
+TAAATAGGGTTATTTTAGTACTACTCGCTAAATGAAGTAACTCATCAAATAGTACAACAAATAGTACAAC
+AAATAGTACAACAAATAGTACAACAAATAGTTACCAAGTTTTTGCTCTCCCCCAGACAGAAGCTGTTAGT
+ATAAATGTATACTCATTGCTTCTGGTCTATTTGTTTATTATGCGAAAAATTTTCTCCTTACTTTTATTTA
+CTCTGCCTTTACTAGCTTCCGCTACTGATATTGAAACGTCACCCTTACCAAAAGCCAAGCAACAACAAAA
+CTCATTCGCTGAAACTATCCCTGCTTTTCGTGCAACTTATACGCTATTACGTAAATCAGATCCTGTAGGA
+AAAGCTATCAGGGAGTTAAGTTATCTTGATGATGGTACAGTTAAATATCATTATGAAACTGATATAAGTT
+GGTTAATATTTTCTGATACACGTAGCGAAACATCTATTGTTGATATCAAAGAAAACCAAGTGATCCCTTT
+AAGTTATGACTATCAGCGTGAGGGAACAGGACGTGATAAGTACTATCAATGGCAGTATGATTTAGCAGGG
+AAAACAGCAACAGATCTGAAAAAAGATAAAAAAATATCTCTCGATTTTACTGACGGCCTGCTTGATAAAC
+TGAGTTATCATCTACAAAATCGCATTGATTTAATTAACAACCCCGAACAAAAGCGGTTTGTATATCCCGT
+CATTAGTACAAAGGGATCTGTTAAAGATTATCAATATCTATATGATGGTAAAGAAGAACTAATTCTCCCC
+TATGGCCTAGTCAAAACTATTCGATTAAAACGTGAAATTGTTGAGAAAAAACGGATCACCTACGCTTGGT
+TTGCACCCGAGTTAGGTTACTTGTTAGTAAAGCTCTACCAAGTTAAAGGTGGCTCTGAACAATTTGAAGC
+ACAATTATCAACACTTGAGCTTAAATAATCTAAGCTTTGTTCTTTACTCACCAATAAATTAACAATGTTT
+ATTGGTGATGTTCCCAAATATTTTTCAAACACTATCTCCTAAATACGCTTTCCTAAAGAAAATAAACCAT
+CAAATTAAATAAGCTGAACTCTGGATAATGAGTGCTTGATGCTTTAGTAAAATTAATAATTACTCATAGC
+TGATAATACCTTTCTTATGTCATTCCTCGCTGAGGTGACTCATAAATTCTGCAACATGCTTCTTGAATGA
+TTACCGGTATATACCGAGTTGACCAGTACCTATTTAACCTTTATTAACTGTTATACCAATTGCACTAAGT
+AAGTGATCATTTTTAAATGACCTATACCCGTTACCATTCAAAGTGCAGGATTTCAGTGGAAATTAAAATA
+ACTTTAGGCAAGACAAATAATTTAAGCATAGTCACTCTATGCTTAAGTTATTTAACGCCGAATAAAGTCA
+TTTTAAACCCATCGAAGAAACACTTGAACAACATTACTTCATCGTTGCTGTGATTTATAATGGCGCTACA
+TGGATGTAGCTTATTAGAGAATGCAGGAGCATATTCTCCTGAATAACTATTATTTCACCACAGCGCCTTG
+AATTGAAATTGCTCAAGCACTCTGAAACCTGCATCTTGTTGGTGACGGGTATAAATATCCAATAACCTCG
+TTGCTTTCGATCCTAATAGCCAGCTATTGCTCAATTAAGCGCCTTATTCTTGAAAATTTATTTTCATTGA
+ATTCTGTAACCTTAATTAATACAAATGGCATTACTGCTTTAATACGGCTGGTATTATTTTGTTCAATAAA
+TAGCAAATAATGCTTGAATAGTCATCAAATACACTATACTGTACGTTTATACAGTATAGTTACATAACAC
+GACTTAGCACGAGGCAAAACTATGTTCACGACCAATACAACCATCAATGCAAGTATCAATAATGCCATCA
+GTACTCCACTTGCAGAGCAAGCTTGGCTAAAGCTAGCTAATGTTGAAAACCATCAAGAATTGTCGTCGCA
+TTATGTAAATATTTGTCAGCAACATAATCAAGAAAAAAAATGGGTACTTTTTATCAACCCAGAAGAATCT
+TCAATTGAGCAGTTAGCTCATACCCATGGTGTTGATATTTCAAAAGTGCTTTGTGTTAGTTTTAAGGGTA
+AGAATAAAGTGAATAATTTACTGGATTCAAAATCAGCTCATTTAGATATAGAGCAAATAAAGAATGTATT
+GTGTCGTGGGAATTGCTCAGCAGTTATTCTTTCAAACGCTTCATTTGACGTTGACGAAATGGCTGCTCTT
+GATAGTTGTGCTCGTTCAGGTGAAACGCACTGCGTACTACTTAAGAATAATAGAAAAAATGAAACCGTCT
+TAAATAGTCAAAAAATTCACTAAAACGGTATAATCCACCTAAAATAAAAAAGCCGTATTGTTATTAACAA
+TACGGTTTTTAATTTTTATAACTGCCAGGTAAACATAGCTGGATAACTTACCTTTTTGACAGTCTTTTAC
+GACATGGCTTTATAAAGTGTTTTTATACTTTATTATCCAACCAATGATTTACATTACGTGATAATACAGC
+CATTGGCACTGCGCCATTTAAAAGTACTACATCATGAAATTCTGCTAAATCAAATTTATCACCTAAGCGG
+GCTTTAGCTTGTTCTCTTAAACTTAATATTTTTAACATACCAAGCTTATAACCTAGCGCTTGACCCGGCC
+ATGCCATGTAGCGCTCAATCTCTGCAACCACATCCGATTCAGCAGTACCTGTTTGCTCTGACATATAACT
+AATCGCTTGTTCTCGCGTCCAACGTTTATCATGCAATCCAGTATCAACAACCAAGCGTACTGCTCTAAAT
+AATTCAGCTTGTAGACGACCTAAATCTCCGAAAGGGTCATTTTCATACATGCCGAGTTCATACGCGACTT
+GTTCTGAATAAAGAGCCCAGCCCTCAGTGTATGCGTTATAAGGTGCAATTCTACGTAAAAAAGGCAGCTC
+TGCTTGGTCTAAATTCAACGCAATTTGCCAGTGATGACCTGGATTTGCCTCATGATATGTTAGCGTTTTT
+AATCCAAATTTCGGATTAGCTTTCATATCTCTCAAATTAATCCAATAAATACCTGGTTTGCTACCATCTA
+CAGCGGGTGATGTATATTGACCACCTGGAGCACCATCTTGCACTTCAACAGGGAAAGATTTCACTTCTAC
+TTGATAACTTGGCGTAGTTCTAAATACTGGTGCCATTTTTGCTGTTACCTCAGTAATATAACCATTAATA
+TCACTGAGTAATTCTTCACGTCCTGCTATTGAGTCTTCATATAAAAAGCGTGGCTCTTCATTTAACGCCA
+CCATGCGCTCACCGACAGTGCCTTTTGTATAACCCTGAGCTAGTAATATTTCATTCATAACGCCGCTAAT
+GCGCGCCACTTCATCCAAACCAATTTGATGAATTTGAGTCGGCGATAATTCACTATCCCCTAACTGCTTA
+ATAGCATCTTGATAATAAACACTACCCTTTGGCTGCGCCCATATACCTGACTCAGAACGCGCTTCGCTCA
+ATAACTGTTCACTGGCTTTTTCTACTGATTGGTAAGCGGGATATACCACTTGACTTACCTTAGCAATAAC
+TTGAGTGATTAAAGACTGCTTTTGCTCTGTAGTAAGTGAGTCAACCTTTTCAATTTTCTCACGAAAAACA
+TTCACGAATGGATGTTGTTCTGCAGATCCACTGGTAAAGCCTTTCAAATATTTAATAGCACCTTGTAAGG
+TTACTTTTGAAGGTAACCAGTTTTGGGCTGCATCTGCCGTTTGCTTTTCAATAATAGTTGCTGCAAGTTT
+ATCAAACTGCCCTAAACGCACGATATAATCTAATGCTTCTTTTTCTGTAGTAATTGGCTGATCATTTTGC
+ATCACCCTTGGGATATCAATTAATGGACCATTAATTTGATTAACAATAAAAGGAGAAAGCCCCATCCATG
+TATCAATATAACCAATATTAAAATTGGGCTCTCCAGCAAAATAGCGCGTAAGCCCTGCCATAACTTGTTG
+GTTATTCTTTGTTGTTATATCGGCATCATCTAGCTTGATACCAGCAATAGTATTTGATATGGATAATAAC
+TCTGCTCTTAATTGCTTTTCATTTTCAGGGCTATAGAACTCCATATCACTACTGATGACTTGTCCTATAT
+CTTTTTGAGATAGACCATACATGGTTGCTGACAAAGCTCGTTGCTTAAAAAGACTCTGTTTAGCTTGCAG
+ATATAACGAAGCCAATTGTTGCTTTGAGCTGATCACTTGTTTAGGTTCCGAAGTTTCAGAAGCCGTACTT
+GTTTTAGTTTCCGCCACAACAGTATTATTCTCATTGCATGCGCTCAAGCCTAATGCAGCAATAACCGCAC
+TAGCCAATAAGCTGCTTTTTAAATTCTTATTCATATTTTCCTCAGAAATGCGATTAGCACTATGGTTTAT
+TATTATTTTAATTATTTTTCAGCTTTACACCGAATTTTATTTCACAGCGATTAGAACAAATGAAATCAAG
+ATTGTAAACAGTATACAATCTTGATTAATAAATAATAGACTCTAACATTGTTCAAAAAACGAACAGATAT
+AGTTGGGGATAGCATGAAATATCTGATATAATCCCGCGCCCGCTATTTGCGGCGCAGCGATTTAGATTCG
+GTTAACCCCAATGGGAATGGTGATATGACTTCAGTAAAAAAACAAATAATTTCGAAGACTCAACAGGGAT
+TGTTTGATTATCCAAAATACTGGGCTGAGTGCTACGGCACAGCACCTTTCTTACCTATGTCTCGCAAAGA
+AATGGACATACTCGGCTGGGATAGCTGCGACATTATTATTGTAACTGGTGATGCATATGTTGATCACCCA
+AGTTTTGGTATGGCTATTATCGGTCGTATGCTAGAAGCACAAGGTTTTAGAGTCGGCATAATCGCACAGC
+CCGCATGGGATTCAAAAGATGCCTTTATGGAATTAGGAAAGCCTAATTTATTTTTTGGTGTTACTGCGGG
+TAACATGGACTCAATGATTAACCGATATACCGCCGAGCGTAGAATGCGTCATGATGATGCCTATACCCCA
+AATGATGAGGGTGGTAAACGTCCTGATCGTGCGGTAACAGCGTACACTCAACGTTGTAAAGAAGCCTTTA
+AAGGCGTTCCTGTAATTATTGGCGGTATAGAAGCAAGTTTGCGTAGAATTGCCCATTATGATTATTGGTC
+GGACAAAGTACGCCGCTCTGTTTTATTTGACTCAAAAGCAGATTTATTAGTTTTTGGTAATGCCGAACGC
+CCGTTAGTTGAAATTGCTCATCGCATTGCCCGTGGTGAAGATGTTAAGACTATTACCGATGTTAGAGGCA
+GTGCATTTTTAACCAATCAGGCACTCCCTGGTTGGCAAGGCATTGATTCGCGTGATATAGACAGACCAGG
+TAAAATTGATCCTATTTATAGCCCTTATGAAGAAATCACCCCTGAATCATGTAGTGATAATGAGGCGCAA
+ACAGCAGCCGCTATCTCTGATAATGATATAACGAAAACGGCACAGCCTATCGAAATGGCTGATTACCGTA
+ATAAAACGTGGGATAAAAAAGCTAAACCTTGGGAAACAACTTACATTAATTTACCTACTTTCGAACAGGT
+AAAAGAAAACAAAGTTCTTTATGCTCATGCATCCCGAATTTTTCATCAAGAAGTTAACCCTACCTCGGCA
+AAACCATTGGTTCAAAGCCATGGTACTCGCCTTATATGGCTAAACCCACCCGCTAAACCTTTATCAACTG
+AAGAAATGGATGGTGTATTTGGTCTTGAATATAAACGCGTACCCCACCCTAGCTATGGTAAAGCGAAAAT
+CCCCGCTTATGATATGATCAAAACATCGATTAATATCATGCGTGGTTGTTTTGGTGGTTGTACTTTCTGT
+TCAATTACCGAACATGAAGGACGCATTATTCAAAGTCGTTCTCATGAGTCTATTATCAATGAAATCGAAG
+ATATTAGAGAAAAAGTCCCTGGTTTTACTGGCGTAATCTCAGATCTTGGTGGCCCAACCGCCAATATGTA
+TCAGCTCAATTGTAAAAGTGAAAAAGCAGAAGCGACTTGTCGAAAACCTTCATGTGTTTGGCCAACCATT
+TGTGGTCACTTAGATACCGATCATACGCCAACAATAGAGTTATACCGTAAAGCACGTAAAGTAAAAGGCA
+TTAAGAAAGTACTAATCGCTTCAGGTGTTCGTTACGATTTAGCCATTGAACATCCTGAATATGTGCAAGA
+ATTAGCAACTCATCATGTTGGTGGTTATTTAAAGATAGCCCCAGAACATACCGAGCAAGGCCCGCTTGAT
+AATATGATGAAACCTGGCATGGGTAGCTATGATAAATTTAAAGAAATGTTTGATCATTACTCGAAACTTG
+CGGGTAAAAAACAGTACTTGATCCCTTACTTTATTTCTGCCCACCCTGGCACGACAGATAAAGATATGGT
+TAATCTCGCACTTTGGCTAAAAGAGAACAATTTCAAGTTAGATCAGGTGCAAAATTTTTACCCTTCACCT
+TTAGCTAATGCCACAACCTTGTACCATACCGAGCTAAATTCGTTACGTAATGTAACCACTAAAAACTTAG
+CTAAAGAAGATGGAAAAATTAACGTACCTAAAGGCACCATCCAACGCCGCTTACACAAAGCTATATTGCG
+TTACCACGATCCAGCTAACTGGGCACAGATTCGACAAGCCTTAACTAAAATGGGCTTAACGAAACTTATT
+GGTTCTGCACCAAATTGTCTTGTGCCAAGAGAAACACGTGGCGAGCAACAATTAGCAAACAAAGATAGAC
+AGGGTAAAAATAATTCACAAGGTTTTAAAACCAGCCCTGGTCAAAATAAGCCTAAGTCAGAACAAGGCAA
+TGGAAAAAAGAAGAAAACGCCAATGCACAAAAAAGGTCTAACCCGCTTTTCTGATAACCAATTTAGTGAT
+AGAAAAAAGAGTAAATAATATTTAATACAGTAAACGAGCTAACCTATTTAGCTCGTTTATTTGATTTATT
+TACACTACGCCTTACTTAGAAATTTTATTAACTATTATTGTCTTGTCGTGTATAATCGCGCGCAATATTT
+TATCGGTAAATTTACTGTTTTATTTGATTCAGTAAACATCAACATTCGACGGAACACATCATGCTAGCAG
+CAAATAATATAACCCAGCAGTTTGGCGCTAAGCCATTGTTTGAAAATATCTCACAAAAATTTGGTGGCGG
+TAACCGTTATGGTCTAATCGGCGCAAATGGTTGTGGCAAATCTACCTTCATGAAGATTTTAGGTGGTGAT
+TTAGAGCAAACGTCTGGTAACGTTAATCTTGATACGGGTGAACGTTTGGGTAAATTACGCCAAGACCAGT
+TCGCTTTTGAAGAAAACAGTGTTATTGATACTGTGATCATGGGCCATACCGAGTTATGGGCAGTAAAAGA
+AGAACGTGACCGTATTTATGCTTTGCCTGAAATGAGCGAAGCTGATGGTATGAAAGTGGGTGATTTAGAG
+TCTGAATACGCTGAAATGGATGGTTACAGTGCTGAAAGTCGTGCTGGTGAATTGTTAATCGGTGTAGGTA
+TTCCTGTTGAGCAACATTACGGGTTAATGAGCGAAATCGCTCCTGGCTTTAAGTTACGTATATTACTAGC
+TCAGGCACTCTTTTCAAATCCTGATATTTTGTTACTTGATGAGCCAACCAACAACTTAGATATTCACACT
+ATCCAATGGTTAGAAGAAACGTTAAATGAACGTAATTCAACCATGATCATAATTTCCCATGATAGACATT
+TTTTAAACAGTGTTTGTACTCATATGGCCGATTTAGATTATGGCGAACTGTGTGTTTTTCCTGGTAACTA
+TGACGAATACATGTTGGCTGCTACACAAGCAAGAGCCCGTTTATTGTCAGATAACGCTAAGAAAAAGGCA
+CAAATTGGTGAACTTCAAGCCTTCGTTGCCCGTTTCTCTGCTAACGCATCAAAAGCAAAACAAGCGACTT
+CTCGCGCCAAGCGAATTGATAAAATTCAATTAGATGAAGTCAAACCATCTAGTCGTAGTAATCCGTTTAT
+TCGTTTTGAGCAAGAGAAGAAATTATTCCGTAATGCTTTAGTTATTGAAAAATTGAATAAAAGCTTTGAT
+CGTAACTCTGTACTTAAAGACATTTCAGCATTAATTGAAGTCGGTGAACGTATCGCTATTATCGGTGAAA
+ATGGCATTGGTAAAACCACGCTTTTACGTACGTTAATGAACGAAGTAGCTTACCAGCAAGATTCAGGTGA
+GTTTACTTGGTCTGAAAATGTCAATATCGGTTATTATGCACAGGATCATGAGTTTGAATTTGAAAATGAC
+ATGACCTTATTTGACTGGATGAGCCAATGGCGTCAACCAACTGATGACGAGCAAGCTGTTCGTGGTTATT
+TAGGTCGTTTGCTTTTCTCTGCCGATGATATTAAAAAGTCAATTAAAGTCTTATCTGGTGGTGAAAAAGG
+TCGTATGCTGTTTGGTAAGCTAATGATGCACAATCCTAATATATTGCTGCTTGATGAGCCAACCAACCAC
+ATGGATATGGAATCGATTGAATCATTGAATATGGCGTTAGAGCAATACGAAGGGACGCTTTTATTCGTTA
+GTCACGACAGAGAGTTTGTTTCAACCATCGCTACCCGTATTATTGAAATAACCAAAGACGGTTATATCGA
+TTTTGCTGGCACTTACGATGAGTACTTAGCAAGCCAAGTTTAAGTTTACGTTCAAAATATTTATCGGCTA
+TCAATATACCTTTTGATAGCCGTGTTCCCACTGTTTAACATAACTCCCTCTTAAGGAATTACCTTGCTTA
+GTTATCGTCACGCTTTTCATGCTGGCAATTTTGCCGATGTACTAAAGCATAGTGTTTTATCACTTGTTTT
+AGATTATATGACTCGTAAAGAAAAAGGCTTTTGTTACATAGATAGCCACTCGGGGGCTGGTATGTATCAG
+CTAGCCGACGAATATGCCCAAAAAACGGGTGAGTATAAAGACGGTATTGCCAAGATTATTAACGATGAAG
+ATGCGCCTGAGTCACTAGAACCTTATTTATCACTGATCAAGAGTCTCAACCTTGCTTCTGACCGTAATAC
+TGATCCAAGTGCAGACATAAGTACTGACACAAGTAACGACCTTGACGTTTACCCTGGCTCCCCTGGCATA
+GCAAAAGCTTTTGTTCGTCGACAAGACAGTAGTCATTTATTTGAATTACACCCGACTGATATTCAACACT
+TGGAAAATTTTTGCCAGCGCTGGCGTAAAGTATTTGTTAAACAATCTGATGGCTATCAAGGTGTGCTTGG
+TTTAATACCACCACCAAGTCGTCGTGGTGTGGTACTTATCGATCCTCCTTATGAATTGAAAGAAGACTAT
+CACAAAGCGGTAAAAACTATTATTAAGGCCTATGAAAAGTTTTCAACAGGCACATACATTCTTTGGTATC
+CCGTTGTTAAGCGCGAGTTAGTTGAGCAGATGAGCTATACTTTCACTAAAAGCTCGGTCAAAAATGTATT
+ACAAGTAGAGTTTTGTCTAGAAAGTGATACTGATGAATACGGTATGACAGGTACTGGATTGTTTATTGTT
+AATCCTCCATGGCAATTAACTTCGCAGCTTGAAGAAATATTACCTTATATGAAGACTAAATTAGGCAGTG
+ACGACACAAGTTACACACTTAACCAGTTGATCGCTGAATGATATAGATGAGTGATATAGATGAGTGATAT
+AGATGAGTGATATAGATGAGTGATATATATAAGCTCAGACTAAATAATTGTCTGGACGTAAACCAATCTT
+AAATATTGCTAGAGTCTTCTAAGTCATATGACTTAAAAGACTCTATTTTAAAGCAAAAGAGCATAACTAA
+GCTCGATTTGTTTTTACTTGATGAAACTCTGGCGATTTCAGTATAAAAATGTCATCGACATAAAATTGCT
+CTGCACTACTTGCTTGCCACCAATGTTGCCAAGACTCATCAAGGTCTAACTTGTTCTGTAAAGGGTCAAC
+TAAAGCCATTGCCGGTAATGGCGCTACAATACTGCCCATCGACATTTGAACGCCATAAGGTGAACGCCTT
+TTAATCATTTGCGGAATGAGCTTAGCTGGATCGTCCAAGCCCATACTCCCCACCAATTCAAAGAAACTTG
+CTACCGTATTATCATGGAAGTTTTTCACTCGATCACTTTTTGACTCGATGTCAATTGCTTTTGCTCTTGC
+GGGATCTTGAGTCGCTACACCTGTAGGACAAAGGTTAGTATTACAATGTCTTGATTGTATACAGCCAATG
+GCCATCATCATAGTTCTAGCCGCATTAACTACATCGGCGCCGGCAGCAATTTTTGCGAGTAAATCAAAGC
+TTGATGCCGTTTTACCCGAAGCAATTATTTTTATTTTATCTCTGAGTCCAACACCAACCAATGCATTGTT
+TACTATGCTTATGCCTTCTAGACAAATTAGCCCTAAGCGATTAGTAAATTCAACTGGTGCAGCACCTGTC
+CCCCCTTCGGCTCCATCAACAGTGATAAAATCAGGTGTAATACCTGTTTCTAACATTGCTTTGCAAATAC
+TTAAAAACTCGGCGGGGTTACCAATACATAATTTAAAGCCAATAGGCTTACCGCCACTTAAGCTGCGTAA
+TTGCTCGATAAAAGCTAACAAATCCTTTGGGGAAGTACATTCTGGGTTAACTGCCGGCGAGATACAGTCT
+TTATCCTTTGAAATATGTCTGATGTGGGCGATTTCGTCGGTAATTTTCGCTTTAGGCAGCACACCACCAT
+GACCTGGCTTTGCGCCTTGACTTAATTTTATTTCAATCATTTTTATTTGTGGCAGCTTAGCTGTTTTCTC
+AAAGGTAGCAGGGTTAAATCGTCCCTGTTCATCACGACAGCCAAAAAGGCCGGTACCTAGCTGCCACACA
+ATATCGCCGCCATGTTTTAAATGATAAGGGCTCGCAGCCCCCTCACCAGTATTATGATAACAACCTGCTT
+TTTTAGCGCCTAAATTTAGTGCTTCAATGGCATTGGAACTTAACGAGCCAAAACTCATCGCTGAAATATT
+TAAATAGGATGCTAAGTATGGCTGCTGGCAACTATCACCACCAATAATTACTCGCTTGGCAGCCTCTTTT
+ATATGAGTAGGCGCTAATGAATGCCATAAACTTAGATAATTATCTTCAACAAGATTACGCTGGGTACCAA
+AAGCGATAGTATCACGGACATTTTTAGCACGTTGATACACTAAAGTACGTTGCTCACGGTTAAATGGACG
+CTCTTCGGTATCGTTTGCTATAAAATATTGTTGTATTTCAACTCGGTAAGATTCAAGGAAATAACGTAGA
+TAAGCGACTACAGGATAAAGGCGATTCAGACTATGGCGACTATGAAAGACATCATACAGTCCAATAATGC
+TATAAAGTAACGTTGAGATTAATAAAATTAAACTAAAAGCACTTTCGCTGTGCATGTAGAAGTACCCTGC
+TGAAAAATTACCAACACTGGCAATGAACCATAGAGCTTTTTGCATGATGGTCATGAAACATCCTCATAGA
+ATTATAATTATTATATTTGTCAAACGCATTAATCAAACTTATTAATCCAAAAGAAAGATTAAATAGTTTG
+GTACTAATAACTTACCATTATTCACTCTTCTTTGAATACGAAAGTTTTTATAAAGACTGTCAATTGGTTT
+ACTCATTACTTACTTTGCTTAAAACAAAGTCGCTAGCCCTGTGTGAGTTTCAATAGGTAAGTAATAATTC
+TATTGGTATGACCGATAAAAAATCAATTTCCCTACTTGTTTTCCTCTTATTTGTTACTCCCTAAATTTGC
+ATTTCAAGCTTTAACATATAAGCTTATATTAACTACCATCTAGGTCTAAAGCATGATTTTCAGTTAACAA
+ATATATTTGTAAACTTTCAATGATTGACTTAACTACTTTGAATGTTTTCATATAAGAGAAATTTATGAAA
+AAAACTAATAGTCACATAATCTTACCTCCTGCAAAACGATATAAACTATTTGTGCTTATGTTTGCATTGT
+CGATGTCTACAAGCCATTACAGTTATTCACAGCAAATAACTGAATCGCAAGAGTCTGCTAATAAAAAACA
+CCTACTTGAGTTAGAGCGACAATATAAAATACTAATTCAGCAGGGAAAGGAGATTGAAAAATTAAAACGT
+TCAATTAAAAAGCAAAGTTCAAAAATCAATCAACAGAATAAGAATTCTCCCAAAAACAAAAACGCCCAAC
+AAGCTAGCAATCAAGTTACGAATAACAAAAAACGTAAAGTTTCGCCTGTCATTAATAAGCCGGTAGGTAA
+AGCGCCACCTAAAAAAGCTACCCGCATTGATGTCTCAGCTATACCTAAATTAAGTACTAATAATAGCGGC
+GTACTTACAAAATCAGGTACTTTAATAATAGAGCCAAGGTTAGGTTATTCATACACAGATACTAACCGTG
+TATTTCTAGATGCTTATTCTTTTCTACCTGCACTCGTGGTTGGTGTGATCGACCTTAGAGAAATAAAGCG
+TCATACCGTTGTTGGTAGTCTCGGTGCTCGATATGGTGTGACTGATCGATGGGAGGTCGACATGAAACTT
+TCTTACATTGGCCGAAATGACAGTCAGCGCTCTCGCCCAATAAGCATAGGAGTTAGTGAGGATGACATAT
+TTACAGCAAGTGGTAGTGATATGGGTGATATTGAATTGTCTACACGTTATCAGCTTAACTCTGGCGCAGA
+TGGCGGAGCAATTTATGTTTTTAACCTTGTTGCCACAATCCCAACAGGTACAAGTCCATTCGATGTTGAG
+TATGTAGAATCAACACCAGGAACTGTTTTCCCTACAGAGTTACCAACAGGCTCTGGATACTACAGTGTTC
+AACCTAGTTTAACTGCAATCTACGCGACGGACCCTGGTGTGCTTTTTGGTAATATAAGCTACGGCAATAA
+CTTAAAAACCGATGAAGAGGTAGGGGAAGTTAATCCCGGTGATAGCATAGGGTTTAGCTTTGGCTTAGGT
+CTGTCATTAAATGAACGTACTTCTATGAGCTTAAGTTACTCACATAAACATGTATTAAAATCCAAAATTG
+ATAACTTTAAAATTAACGGTAGTGCGCTTGATATTGGCCAACTGATTATTGGCTATTCATTCAACTATAC
+AAAACAAACAAACATTAATTTATCATTGAATATTGGCGTTACTGATGATGCTCCAGATATCAGACTTAAC
+TTCAGGCTTCCAATGGTGTTTTAATTCGATATATTTAAAGCAACACTTTGTTTATAGCCATTTCGTTTAG
+AATTCAGTTGGAATCAACTACACCTCAAGAAAAGTAGACCAATAATAAACATAATTATTCAATGTTAACT
+TAGTCTAAAGCTACTTCAAACATTTCTACCCGTACTTCGGGGAGTAGAGCAAATAATACTCAGCCCATAC
+AATGCATAGAATTTCTTTTTAAGTTTTAAAGGAATAATCATTTATCAAAAATGTGTATTGATTATGAGTC
+GCTCAGAGATTATCAATCTAACACTTTCAAGTGGAAGGATTATACCCGTTACCATTCAAAGTGCAGGATT
+TCAGGGGGAATTAAAATGACTTTAGGCAAGACAAATAATTTAAGCAATTCACTCTATGCCTTGTTTATTT
+AACGCCGAATAAAGTCATTTTAAACCCATCGAAGAAGCGCTTGAGCAACATCACTTCATCGTTGCTGTGA
+TTTATAATGACGCTACATGGATGTAGCTTATTAGAGAATGCAGGAGCAATTCTCCTGAATAACCATTATT
+TCATCACAGCGCCTTGAATTGAAATTTATCAAGCACTCTGAAACCTGTATCTTGATTGGTGACGGGCATA
+TAGAAACGTCATATTATCAGTGGGTTAACCTTGTGGTTAATGGTTAATGGTTACAGGCAATGAGTGTAAA
+TTATAAAATTGGCTATCACTTGGCGTTAAGTTAATATTATCTAAGTTTTTTATATCAATGTTGATGTTGT
+TGATCGTTTGAAGTAATTGGTTGTCTAGATCATTTTGTACTACTGACTTAAATAAGGTATTAGATAATCC
+AGGGATATTTAGTTTTCCGTTCTTAACTAAGTTCTGATTATTTGCAGTTTGAAAATATGAGCTAGAGGTC
+TCTTGACCATTTCTAAATATACGCTTTTCAAAACTGATATCAACAATGACACCATTAGATAATATAAATC
+CTCCTCGTGAAAAAGCTAACTTTTTGTCCGATACCTTAAGCCATTTTTCTTTATCTAGAGGTGCCTTAAA
+AGCTACATATTCTATGCTTGCAGCAGACACTAAACATGACCCAGTCATGATTATAAATGCCATAACTATA
+CATAGGTTCTTTAAAAGCATGACCGAGTTTATATTCATCTAAATATCCTAAATGTTAAATCAGAAATCAA
+TTGCTGAAGGTTGCAGTACATTAAATAGTGCTAAACTAGAATGATCCACGGCTAAGCCTAAATTAGCCTT
+CACTCGTAACTTCCACTCTTCCTGCGTTTGGTAATGATTAGAGGCAATGTCCTTTTTGTCTTGAATAACA
+AAAAGAATTTGCTTGTTCCACATTTTTTCAAATTCTGCTCTGCTATAGACTTTAATACCGATGGCAGGAT
+CACCAACTAATACTTCCTTTTCATCACTGCCTTTGATAATAACAAAGTGCATATAACCTTTATTATTAAT
+AATAGTTATTGCCGGGATTTCAGCTTTTGCAAGCTGATTTAAACTTATTTTAAAACCATTAGATCTATAA
+CCTCGACGTGATAAATAGAGTTTCATATCAAACAACGAGAAGCCTTCTTTCTGTATTTTATTTTGATTAC
+CATGGCTATACATATCTTTAAAGACTTTAAACTCATCAACAACATCGTCATAATGAAAAGACAACAAACT
+TGCCAAAGTGGCAGAACCACAACTAAAGTCGTATTGTTGTTTATAGATAGTTTTGAAACGCCGCTCTTTG
+ATGCTTGAAACATTTACTGAAAATTCGCCTCCACTAAACCCCCCGCCTAAATTAACAGTGCCTGCATGTG
+CAGACATTATTTGCATTAGCATTATTGCTATTAGCGGGAAAAATACCGTAAACATTCTACTCATAATGAA
+ACCTTTACTCAGGAGTTATTGTAATAGTAATTATAGTCGAGTCTTGAATGATGACATTATTCCCCGTATT
+TTGAATAATCGAAAATACTCCACTTGCATCATTAAACGAGCCTTGATCTATGATGTTATATCCAGTAACA
+CTGTTGTTAACACCATTATTGGTAAGCTCGGCTCCTAAGTTCGCATTGCTAGTAACATCGACGACTCCAC
+CAAGGCCTCGGATTTGATCTAATTCTTCAAGCAATACAGGCGCAACATCAATTATCGTAATGTCTATAAC
+ATCTTCGGCAAAGGTTTTGTTGCTCATTATAATTAATAAGATAAGTAACATTAATAGACGAGTACTTTGA
+TATAGCTTTTTCATAGCCCTTATCCTTATAGGAAGTTGCTGACATAATGCCAGCAACTTTTAACGTCATT
+TTACATAAACCTTAACGTGTCGGTGTACCTACCTATTATTGGTTTACATCAACATTCCCTTGAAATGATA
+CCTGTTGTTGAGTTAAAGCATTATTTCCAAGATTTTGTACATTTTGGTTAATACCAGCGGTACCATTAAA
+GGCATCGGTCATATTGTTGCTTTGTGACATTGTAGAAGCACCACCAAAGTTATATGACACGTTATTATCA
+GCAACTGTACCTGTTAATGAAGATTCATTAACACTGTATGTTGTAGTCGCTGTGCCGCCGTTATTTGCTG
+AAGATGTTCCCCATCCATCAGCCCAAGCACTACTGTTGTCGCTATTGTCGCTGTTATCGCTATTGTCGCT
+GTTATCAACCGTGGCGGTACTGCCATTATTCGCTGAAGCGGCTTGATCACTCGCATCAGCATAACTATTG
+TCACTGTTGTCTGAGTTATCACTATTATCTGAGTTATCAACGGTAGCTACTCCACCATTGTTGGCAGCTG
+CAGACCCCATGGCATTTGCATTAGCCATGCTCTTATCAGAGTTATCCGAATTATTACTATTGTCTGAATT
+ATTGCTGTTATCCGAGTTATCCGAGTTATCTGAATTATTTGAATTGTCATTACCATTATCTGAAATGGCT
+AAGTCAAGATCATTGCTGTTATCAGAGTTGTCCGAATTATTGCTGTTATCAGAATTATCCGAGTTATCTG
+AATTATTTGAATTGTCATTACCATTATCTGAAATGGCTAGATCAAGATCATTGCTGTTATCAGAATTATC
+AGTATTGTCGCTGTTATCCGAATTATTCGAGTTATCCGAGTTATCCGAATTATCATTAGCATTATCTGAA
+ATAGCAACATCTACATCATCACTATTAGTGCTGTTATCCGAGTTATTCGAGTTATCCGAATCATCCGAGT
+TATCCGAGTTATCCGAATTATCATTAGCATTATCTGAAATAGCAACATCTACATCATCACTATTAGTGCT
+GTTATCCGAGTTATTCGAAGCATCCGAGTTATCCGAGTTATCCGAGTTATTCGAGTTATCCGAATCATCC
+GAGTTATCCGAGTTATCCGAATTATCATTAGCATTATCTGAAATAGCAACATCTACATCATCACTATTAG
+TGCTGTTATCCGAGTTATCCGAATCATCCGAGTTATCCGAGTTATCCGAGTTATTCGAGTTATCCGAATC
+ATCCGAGTTATCCGAGTTATCCGAATTATCATTAGCATTATCTGAAATAGCAACATCTACATCATCACTA
+TTAGTGCTGTTATCCGAGTTATCCGAAGCATCCGAGTTATCCGAGTTATCCGAATCATCCGAGTTATCCG
+AGTTATCCGAATTATCATTAGCGTTATCTGAAATAGCAACATCTACATCATCACTATTAGTGCTGTTATC
+CGAGTTATCCGAATCATCCGAATTATCGGAGTTGTTGGTATTATCGGAATTGTTGCTGTTGTCATCGTTG
+TCTGCAGTACTGTTGTCGTCGTTATCAGCAACACTGTTATCTGAGTTGTTATTAGCTGAGTTGTCGGTAG
+TTACAGTCGAGTTATCATTTGCTGCGGAGGAACCATTGTCCGCTTCATTTGCCAATGCTAAATTGGCTGC
+AGAACTAAGTATTAGGGCAATACTTACTGCTAGTATGTTTTTGTTAAAAAGTTTCATATTTTACACTCCA
+CTAAGAATTATTTAGTAACTATTAATCTACTTGAAACATCTAAAACGCTATTAAGAAAGAGAAATCTAAC
+GTTACAAGAAAAATAGTGACACCTTAAACGTCCATATAAAGCGTGTATGCCTATATAAAAAGCGTTAATC
+CATATCTGATTAACATATATCTGAATGCACCGGCTTTGTATTCACTGTGAATAATAGTTCACGGCTAACT
+TAAAATTCCATTAAAGACACATCAAAAAACACTTAAAAAAGAATCTAAACATCTTGATTTTTGAAATGAT
+TTTATTAAATAAAAAGTAATTAACCGTAGGGGATTGTTGAAATTTTTACGATAAAAATAATTAGGGATGA
+TTGTGTATGAGGTTAGATTATCTGTCAGTATTTTTTACACTTATTTTTAATGCGCCATCTGTGCTAAAGA
+GTGAATCAATTAAGCGATTGTATTAATAATAGAAATTATTTTAGGCGTAAATATTGCTTGTTTTTTAAAC
+ATATGATTAAAAATAATTTTTTAACAACAGATTAACTTTTCCTGTAGGCCTTCTCTGCAGCCGTTAAATC
+TTGTTTCCGGAGTAAGTTAAATTATTAGATTATTTACGTCATTTAAAATGAGAAAAAGGACTTAAATATG
+CAATGTTTTCAGCATGACAATAGTATGCTCATAATTTCCAATGATAGCTTTATCATTGGCTTATTAACGG
+GATATTGTGTTGCTAATCACTTCACCCTCAAATGCATACCTCACTCTAAACCTCTATATACTAACGGTGA
+CCATCCTAAGTTTAATTTAATTATTATAGACTTACGTGAACTGACACCCTCTTTAATTGAAGACCACTTA
+GAATCGTTAAACAATATCCATCATCAATATTCCATTCCTATTTGTGCCATACATAACAGAAATAGAATGC
+CACTTCATCGACTACTACCTTGGCTCAATTATTATAAAGACGAAACCTTTATTGAAAAACTCGACGATTA
+TATTAATAAATACATTATCAATTTCACCCATGTCTTTGATGAAAGAAGAAATTATAACCGTAGATTAGGA
+GATGACCGACGTACAATATTAGGCACAATTAACTCTTTTTCATCCAAACAACTTAATGGGACCGCTAAGT
+TACTTAATCCCGATGTAGAACTTGAATTATTAGGTCTTTTTAAAATAGATAAAGATTGTCAAAATGTTTA
+TTTAAAAGGAAAAAACTTAGAGCTTACTACCAAGGAATTTAAACTTTTTAAATTGTTAGCTGAAGAGCCT
+GAACGTGTATGTACGACCGAAAAGTTGATCACTCATTTATGGCCGAATAGAGGTCGTGCAAATAAATCTG
+ATCTTTATCAATACATGCATTTATTAAGAAAGAAAGTTGAACTTGACCCAGATAATCCACATTGGATCAT
+AACGATTAAAGGTGTTGGTTATAAATTACATATCTAGGTATTTTACTTACAAAAACGCAATTCTAGTGTG
+TCTAGTGGCTGAGTTGAGAGAGTTACTTATGATAGGTTGATGTTGTCATTTTATGATAGGACTAAAAGCA
+TCGTGCTTAAAAGAATTTGAGCCTTTTCATGGCTATATTACAGCGATTAAATAAGGGAGTAATCTCATTT
+AATCGCTGAGTCTACAAATGAAATGGCTCACAAACTCAGAAAAGTAAATCTGCATATAGTCTGAGATATA
+TTAGCGAACAGTGTATTAGCAAAGAGTGTTAATCCTGCTCTTTTTTAGTCGCATCTTCAATTTGATCTGG
+TGTTAACTTCTTGCGTTTAATAATTTTCATTGCGCCAGCATCCTCTATATCAAGGAAAGTTTTCTTAATA
+ACTTTTCTTGGTTTGTTCGACACAGCTTTTTTATCTTTAGCAACACTAACTTTAGCTTTTACTGCTTTTT
+CTTTTTTCGGTTTTAAGCCTTTAAACTTAACTTTAATACCTTCAACTTTAGTAAAGCTGATTTTTTGTTG
+TAGAAAAGCTTCTACGTTTTTAAGACTTAGCCAATCATTTGGTCCGACTAATGAAATAGCATCACCTTTC
+GTTCCTGCACGACCGGTACGGCCAATACGGTGAACAAACTCTTCCGTATGCTTTGGCATATCAAAATTGA
+TTACATGCGATACATTGATTAAATCAAGGCCACGTGAGGCTAAATCTGTCGTTACCAATATTTTATGTTG
+GCCTTTAGAAAAGCTTTCCATAATTTGATTACGTTGACCTTGGTTTAACTCACCACTTAAAGCAACAGCA
+TTAAGATTTTGCTCAGTAAGTAGTTTAGCTAAACGATCAGTATCACTTCGTGTTGCAGTAAATATAATGA
+TTTGTTGTGATTTCTCAGTGACTAAGAAGTGCTGTAATAGTGCTTCTTTTTGCGTGAGATTATCGGCAAG
+GTAAAAGCGTTTAGCAATATCTACGTGCTCACTATGCCCAGCATTAATAGCAATTCGTTTAGGCTTAGTA
+AGCAATTCAGTGGCAAACTCATTCACTTGCGCGTGATCTAAGGTTGCTGAAAACAGTAACGTTTGACGTT
+TACGATGATCGGCAGCCTTATTTATTTGAGTTAGCTCTTTACTAAAACCTAAATCAAGCATGCGATCAGC
+TTCATCTAAAATCAGTAGCTCTAAACCATTTAAATGGAAGTGACCTTGCGTTAAATGATCTGCTAAGCGT
+CCAGGTGTTGCAACAATAAACTCAGGCTCTTTCTGCAAAACTTTTACTTGGTCGTTAAAGTTTTCACCAC
+CTAAAATTAATACCGCTTTATATTGAGTATTCGCCGTAAACAAACGCAGTTGACTAAAAACTTGTTTAGC
+TAATTCACGTGTTGGCGTTAAAATTACCACACGTGGATCACGCTTTGACAGAGCACGATTTTTACTTAAT
+CGCTGTAAAGCAGGAATAATAAACGCTAACGTTTTACCTGAACCTGTTTTAGACGAAGCAATTAAATCAT
+GCCCCGCCATTGCCGCAGGAATCGCCTGTTGCTGAATTTGTGTTGGTTCGTTAAAACCCATATGCTCAAT
+GGTACTCATTAAAGCACTGTCTAAACCAAAATCACTAAATTGCACTCGGCATTCTCCTAAACGTATTTAA
+AGTGGTTAAACTAATCATTAAAGATGTCATTAACCAGCTGCAATTCTTGCTTCAACGACAACTAAAGCTT
+GTTCAATTCTTTCTATTACTTTGCTTTGGTCTAACAAAGCTAAGGTAATATCAAGTGATGGTGAGTTACC
+GCCACCTGTTGCCGCAACACGTAATGGCATACCAACTTTACCCATACCCAGCTCTAATTCTACTGCTGTA
+TCGTTAATTGCTGCGTGAATAGGCTCTGGTGACCAATCAGTTAATGCTGCTAGCTTTTCTTTAACTAATA
+TCATTGGCTCTTTAACAACTGGACGTAAATGTTTTTTAACCGCTTTTGCATCAAGTTCAGTGAAATCTTC
+ATAGAAATAACGAGAAATATCAGCCATTTCTTTAAGGGTTTTTACACGATCAGCCTGAATTCTAACAACA
+TCAGCTAAAGCAGGACCATTCTCGGTATTAATGCCTTGATCAGCCATATGCCATGCAAGATGCTCAGCTA
+CGTAAGCTGGATCCATCGTTTTCATATAATGCTGATTTACCCAAATTAATTTATCGGTATTAAAACCAGA
+CGGAGCACGATTACAATCCTTTAAATCAAATAATTCAATCATTTCTTCACGAGAAAAAATTTCTTGATCG
+CCATGTGACCAACCTAAACGTACTAAATAGTTTAGAAGTGCTTCAGGTAAAAAACCATCATCTCGATACT
+GCATAACACCAACGGCGCCATGGCGTTTAGATAAACGCTTACCATCATCACCTAAAATCATTGGGATATG
+TGCGTACTGAGGTACATCTGCACCTAATGCTCTAAGAATGTTGATTTGTTTAGGGGTATTACTAACATGA
+TCATCTCCACGAACAACATGAGAAACTTTCATATCCCAGTCATCAACAACAACGGTTAAGTTATAAGTTG
+GTGTGCCGTCAGAGCGAGCAATGATCAAATCATCTAATTGCCCATTGCTAATAGCAATATCACCTTTAAC
+CATATCTTTAATGATAACGTCGCCTTCAAGCGGATTTTTAAAACGAATTACAAACGGTTTGTCTGCTGGG
+TGATCGGTACGATCACGCCATAAGCCATTGTATTTTTCTATTTCGCCTTTTGCTTTAGCTTCTTCACGCA
+TCGCATCTACTTCTTCGCTGGTGCTATAACAACGATAAGCATTACCTGAGGCAATTAATTGTTCTATTGC
+TTCGTTATAACGGTCAAAACGTTCAGTTTGAAAGTATGGACCATGTGTCCACTCAAGGTTTAACCAGTTC
+ATTCCATCCATAATGGCATCAACTGACGCTTGGGTTGAACGCTCTAGGTCGGTATCTTCTATGCGAAGAA
+TAAAATCACCGCCATTTTTCTTGGCGTATAACCAGCTATACAAAGCAGTACGAGCACCGCCAACATGTAG
+GTATCCTGTTGGGCTTGGGGCAAAACGTGTTGTTAAAGTCATAAGAATCTCTAAAGGGTGTCACTAACAG
+CGCCTATTTGGCGACATCAGGAGTATAAATCGAAAAATTGCCCGCATTTTAACACCGCACTTAAGTTAAT
+TCATCACTTTGATGTAATTAAATAGTTTATCTTTGCAATGGGCATTAATGGGTAGAGGAATGACCAATAA
+TTATTGATTTTTTGAGGTGGAGATGCAGGCTAAATAGCTACAAATAATAATTAATGGGTGTAGAAAAATA
+TATGTACGGGAATATGAAGATAAACAAATTTTTTAACTGAATAATATTGAGGTAATACTAAAAGAAAATA
+AGAATAAAGAATGGTGGACGATACTGGGCTTGAACCAGTGACCCCCGCCTTGTAAGGGCGGTGCTCTCCC
+AACTGAGCTAATCGTCCATTTTAGTTTTAATTCTTTATGGATAAAGAATGGTGGACGATACTGGGCTTGA
+ACCAGTGACCCCCGCCTTGTAAGGGCGGTGCTCTCCCAACTGAGCTAATCGTCCATTTAGTTTTAATTCT
+TTATGGAAAAGAATGGTGGACATTATTTGCAAGAACAGGCTTGAACCTAGTCTGCGTATAAAATCACAAT
+ACACTTTATAAAAAAATAAAGTGGTGGACGATACTGGGCTTGAACCAGTGACCCCCGCCTTGTAAGGGCG
+GTGCTCTCCCAACTGAGCTAATCGTCCATTTTAGTTTTAATTCTTTATGGAAAAGAATGGTGGACAATAT
+TTGCAAGAACAGGCTTGAACCTAGTCTGCGTATAAAATCACAATACACTTTATAAAACATAAAGTGGTGG
+ACGATACTGGGCTTGAACCAGTGACCCCCGCCTTGTAAGGGCGGTGCTCTCCCAACTGAGCTAATCGTCC
+ATTTTAGTTTTAATTCTTTATGGAAAAGAATGGTGGACAATATTTGCAAGAACAGGCTTGAACCTACTCT
+GCGTATAAAGTCACAATACACTTTATAAAAACATAAAGTGGTGGACGATACTGGGCTTGAACCAGTGACC
+CCCGCCTTGTAAGGGCGGTGCTCTCCCAACTGAGCTAATCGTCCATTTAGTTTTAATTCTTTATGGAAAG
+AATGGTGGACATTAGTTGCAAGAATTGGCTTGAACCTATTCTGCGTATAAAGTCACAATATACTTTGTAA
+AAACAAAGTGGTGGACGATACTGGGCTTGAACCAGTGACCCCCGCCTTGTAAGGGCGGTGCTCTCCCAAC
+TGAGCTAATCGTCCGTCTCTTCGGGGGCGTATTATAGGCAGTTCGCAAAAGCTGTCAACAGAAAAGCTAT
+AAGTTTCTAATTTTTTTTTCAAAAAATCATGCGCTTGATTTATTTTCAGCCATAACGCTGCATTAATACA
+CATTAAAAATTACTTTTAACGTACTTAAGTTCATAAAACTAAAATGGATGACCTATCATCAACCAAGTAC
+TTGTTCCTTCCTTTGAACGAGTGAAGTCTAATCGCACTACAATACCTGCGGTTAGGGCTCTTAATGAGAC
+ACCAACGTCTGATTTCCAGTCAGATAATAAAGTATCTCGATGAAAAGTAGGTGAAACTCTTCCTCCTTCA
+ACATACAAAACCGTTTGAAACCAATCAAGATTTAGAAATCGTAACCATCGTACATTTTCTGTGGGATTAT
+AATCTAAGGTCATACGATACTCGGCTGTAGCATAAACAACCGCTTTATCATGGAAGCGGTTTTGCCTAAA
+CCCTCGCAAGCGATACATCCCCCCTAATGTTGCCCCCTCAAGAAAAGGAGCATGATTAATGACCTGGTTA
+TTTCCAGCTTCATCATAAATAACCTCCCAACTTGGTGAGTAACCCAACCAAGCGTTGAGCGCGATAATAT
+TTTGTTTCGCAAATGAACTTTTCCCTAAAGAAAAATATTTACTCACTTCCACCTCAACAAAGTCCCAGCG
+CTCTTTTGATTCTAACCATTCAGGATTATAACTATAAGCGATATATTGTGAGCTCCCTCTGCTAGGGTTA
+GCTGGAAAGTCCGTATTGTCGTAAAACATACCTAATTCAAGCGCATGAACTGCACCAGAAAGCTCACCCT
+CTTCATTTATATATTGCTGATAACGATTGAATTGCCTAGCAATAATGATACTAGTACCGGTGATTAGCGG
+GTTCCAATCAGCTGGTTCGGTTTCATCTTTTAATAACCCGCCCGCTAATTGATAACGAGCCATACTTTGC
+TCTTTAGCATCTCCCCAAGGCAGAACATACTCTAAACTCACCTCCCACCAATTACTTGAGCCGCTGGCTT
+GAATAAAGTCGTCAAAACTTGAGTCATTAGACCCTGCCCTAGGCGCTGATGTATATTTCTCTGGCAAAGG
+TGAGTATGCACGTAATAGTGGAAAGTTCCCCATCATACCAATAGCGCTAAAAAAAAAGCGTTTACTGTCA
+AAAACGCGATAGTTCCAAAGCCCTGCCCCTAAACCTTTAGTCTCCTCACCGCCATAAACGGTTCCTCCCA
+TAGTCATTTGTTTTTGATATAGGCCAGAAGCCATAGCTCCTACACCGACAACTAAACCTAAGTCATCAGT
+ACTAAAAGCATAGGGTAATACTAAACTTTCACGCATTTTAGTATTTTCTAGTCGCTGCACTGAGTACTTA
+ACCTTACTCGGTGGCTTAGCGTGCACAGCAGTATTAAAAAACAGCCACTGCGTACTAACTAAAATAAGAA
+AAAGTAAACTGTGTGAATTTAGAGGTGTAACACTGTTTTTCATTTAGACACTAGATCCATCATCTAATTA
+GTTTTTGGCATATGAGCTTCATCAAATTTAATTCTCAATGCTTTGGCCCATTTTCTGATCATACGCTTCG
+CATCTGCACGATTAGATACACGATTTGCCCACTGATGATAACTATTATCTCCTGCGACCGCAGTGTTAAC
+AGCACGGGCTAATATTTCGCCACTGACACCGTCATAAAGCTCAATAAATAAGGTCGCTTGTCCTGCATCA
+TCGGCATAGGTTTTTACGTTTATCGCTGATCTCATATCGGGGGCTGAAACATCTAAATTGATAATGGCAG
+GTCTTACAACTAAGGTTTTAGAACTTACTTTATCAACGAGAGAAAAGTTAGCATCTTTACCAAACTCCTC
+TTTAAAGACTTCATCAAATAATTCAGCCATTTCAGCTTTCATACGTATTACATCAGCATCATTTATCCGT
+GTCGATAATGAGACCTGATCTCTATTGTAATCGCGCTTCCAGTTCTTTTTAAAAGCAACTGCACTAGGGA
+GTATTTGTACTTTGTCATACTCTGAAAAATCAACACCTTCCTTTTTATAAGCAACCGTTGAGCGTGTTGA
+TTTTTTCAACTCCATGCCTTCTGGCGAGACTTGAGGTGCATTGGTTGGGTTGGTAGAATTACAACCAATA
+ACCAATGATGCGGCTAAAGCGATAAAGCTCAATTTAAGACCTTGTTGTTTAGTCATTTTTATTCCTTATA
+TTTTAATTACTTAGTTAATACTAGATTAATAATAGATTTGTATTAACTAAGGCTTCCTGTTTATTTATGC
+TGTTATTATTAATTATCCAAATAAATAAGCTATCTACCTCGTCGAGCGTTGCCCATTGGCTGATGACCAC
+CTCGCGACATATTACCCATTTGTCGGCCATGTAAATCACGATTCATCGTTTTGTGATCAAATGAACGGTT
+ATTAGGTTTTTGCCTATTTATTTGCTGGTTACGCTGTTGTTGATTTGGAAAAGAGGGAGAGTTCAGTGTT
+CCCTGTTTTGGCACCGTCTTCCAGTTTTTATTACTACGATTTTGCCACTGACCATTTTCGTGACGCACAA
+CACCACCACGTTTATCGGCATAAACATTATTCGCTCGCTTCGGAGAGACTTTTGCTCTGTTTATTTTTCC
+TGTCGATGGTTGTTTGATTGCATTACGCTTTTTATTGACACCTTGATTGTATAGATTATTAGTTCGATGA
+CCCTGTGCGATTCTTCCTCCAGTCCTATTCGTTGGATTGGCGGCAATTCTTTTCTTTGCATGATCACGAT
+TTGCAATACTCACCGAGTTGCCAATATTCACATTGCCATTAATGTTTATGTTGGTATTTCCTCGATAACC
+ACCGCCATAATATCGACCACAACAGGGTCTTGGATGGTGGTGATAACCACCGCCCCATACCACGCCAACT
+CTAAAGAATGGGCTGCCCCAACTTACGCCAACATTCCAGCCAGTCCATGGGTTATAACCTACATGTAATC
+CCCACGTTGGTGGTCTAGGGTAATACCAACCGCCAACATAATAAGGTGGGTAATACCAACCAGTACCATA
+AATAGGCACACCATAATATGGATATGACCACATATAACCTGGGGTGTAACCGACATACACAACGTCAGGT
+GTAGAGTCATAAACGGTGACATAAGTGGTGTTATACATAGGTGAGCTAGGCGGAATTTGAGCTATCGCTT
+CTTGAGGAATATCATCGGCAACTTGCCAAGGCCCTTTAGCCTTTGAGGCAACAAACCAAACACCATTATC
+AACTGCATAATATTTACCCGAGATTTTAAGTACTTGCGCTGAAGTATTAGTTGCATATTCAACTTGGGTA
+TTAGCTATTTTCTCGAAAATAGGTTCGCCGTCGTAATTTACCGTCAGCTTAGCTTCACTACGTTTAATTG
+CAGCGGTTTGAGGAATTTGTGCATCTAATACCGCTTGTTCAGCCTCATCAGTCCCTGCAATGGATGTTCT
+TATGCCACCAATAGCAGATTCAGGTGGGATTTCTTTGAAACTTTGCGGTAACTTATCACCACGAACAAAA
+ACCCAAGGACCTTGTTCACTTTTACTGCTAAACCAACGACCTGATAACAGCAAATACATATCACCACTGG
+CAAGTTCACGTAACCAAGGTGTTTCGGTATTTTCAACATAGAGTAATTTACCACCCACTAAACTCGTCCA
+ATTCGCTTTACCATCAGAAACAACCAGTTCAGTCGGCTTAGTTGCCGTTACAATATTAGGCGCTGAAATG
+ACTTGTGGTGTGTCGCTTTGTTCTTCTTCTTTTGGAATTAACGCTTTAAGATCAGCAGGAGGATTAGCTA
+ATATTGACCAAGGTCCTAACGCTGTTGATGCTTGGTACCATAGATGCCCACTGGTTAAGTAAAACTTTGC
+TTGGTTTTTTTTCTTTATTACCGCCAGTGGTGTATTTAATGCCCGCTGATAGTCACTGTTATCAATATCT
+CTAAAAACAGGATCACCATCGTAGCTAAGCAATACTGACAAAATACTTGTAAACTGTATTATTGGTGGGT
+CATTTTTAATCGTGGCGAGGCTTTCTTTTATTTGCTCTGCACTGGTTAAACTGGCGGTCAATTTAGATAA
+CGAAGCGGTAAATGAAGAGTTGGCTAATTGTGCATCAACAAATTGACTAAACTGCTTTTCATCTGATTCT
+GTTGAATCAGGCCAGCCTACTTTAGTCACTTTTAATTGGTTAATAGTGACTGTATTTTCACTGCGATCTG
+TCGCTATTTTGGCCGAAAACCAAAATACGCCAAAAATGGGATTGGGGTTGTCTTTTAATTCAAGTGACAT
+TGCCGCCCGCCCAGTCAGAATATTACCCTTAAGCTTTTCAGGCTGAGGTTGATAAACGACTATAGTACCA
+CGATCACCAGATAGCTCTTGTGGCCAATCTTCAGCAAAGCTAGTTAAAGAAAAAAGGAGTAAAAAGCATG
+CTATGAAGCATCTACTAATAACTCTTAGTATGGGTACATTAAGGCTAAGTTTCATCATACAATCCTGTAT
+TGTGTGCGGGTTAATGTAAAAAAATTGTCAGTATGTTAATATCGCCTGAAATAATGCCGCTGTAAATATA
+ATTACATTAAAATTAAGCCGGTAACTACTTATATACACTAGGAATATCTATGAAAGCCCCTTTATATACT
+GACATTCTTGCTATTTGCCAAGAAATTGCTAACGCTTCAAACACCGATAATGATGAGTTAAGGCTAGCCA
+GTTGTAAAAAATTACAAGTGCTTTGTGCAACAAACCAAGACTCACCAAAAGATCACCCTCTACAATGGGA
+AGCACTTGCTGACTTTACCGAAGATGGTGAGCAAGCTATGGATATTTATGAAGTAGCCTTAGCAACGGCT
+GAAAAATTAGCATTACCAGTTTTTACTGCATCCGCATATTTAGCAATGGCGCTACGCCAAGTTGAATTTG
+AAGAGAAAGAACAAGCACTAATTTTTGCTAATAAAGCTAACGACGTTGCTCAATCCATTGAAAGCGAAGA
+ATTAAAAACTGAAATAACTGAACTTTTATCTCAATTAACACAAGAATAAATCTCAGTTTATTATCGAGAA
+ATATATGTCAGAAAGTTACTTAGTTATTGAATTAAACCATCAACCGGTAGAATTATGTAAGTTATTAAAA
+ATAGCAAATTTAGTCAGTGGTGGCGGTGAAGCAAAAGTCGTTATCAGTGAAGGCTATGTTTTACTAAATG
+GTGAAGTGGAATACCAAAAGCGTAAAAAAGTTTATCATGAAGATGTGATTGAGTTTAATGGTGAAGTAGT
+TCAGTTACTTATCAATGAAGAGCTCACTGAGGCAGAAGTTATCCCTGAAAGTCTAGAAGAAAGCATCACT
+CCAGCGGTTAGTGAAGTTACGACTAAAAGTCCAACTAAAACAACTAACGAACAGAGCAATTATGTTTCAA
+AGGCTAAAACACCTCAGAAAAAAGCTAGGCCTAATAAAAAACAAGCTAAAAGTGATTTTATTGCTCAGCC
+ACAAGATATTGAAATAGTTAAAGTACCAAGAAAAAGAAAACCTATTTCATTTTAATTATTAACGATATAA
+GTTCTTTTAATCATTGATAAATAAACGTTAATGAAAGCCATTTTAACAATCATTAACGTTTAAAACATAT
+TTACAGTACTTTTTCCCAAAACAACGCCTTACCTGTTTTTTCATCTAACTCATAACCAGTAAAGCCTAAC
+TTTCTGTAAGCATTTTGCGCGACTGTATTACCCTCTAATACTTCAAGAGTTAATTTACAGTAACCACGTT
+TACGCGATATTTTTTCTACTTCACAAAACAATTTTTGACTTAACCCCAAACCTCGGTATTCTTTTAATAC
+ACCGCAATCATGGATATTAAGTAACGGTTTGCACTTAAACGTAGAAAACCCTTCAACGCAATTAAGTATT
+CCCGCGGGTTTACCGTCGACATAACAAAGTAATGTTAAAAAATCACTTCGTTTTGCTAAAGTCGCCACTA
+AATTTTGCTGCGTATGCTCTGTTAGCGCTTCGCCGCCACCCATAGGGTCAAGAGCATAGGCATTTAATAG
+CATCACTAAATCTTTACCGTGTTGCTCGTTATGGTAATCTGCTTGAATTAGAGTTATTTTCACACTACTT
+CCTTTGTTAATTTTTTAATGGACGAACTATACGCATAATATGAATATGATATTGTGTCAATATACTCGTT
+ACCATTCACAGTGCATGTTTTCAGAGGGAATTAAAATGACTTTAGGCAAGAAGAATGATTTAAACATAAT
+CATTCTATGCTTTGATTATTTGACGCAGTATAAAGTCATTTAAAACCCATCAAAGAAGCGCTTGCGCAAC
+ATCACTTCATCGTTGCTGTGATTTATAATGGCGCTACATGGATGGTGTTATTAGAGAATGCAGGAGCATA
+TTCTCCTGAATAACCATTATTTCATCACAGCGCCTTGAATTAAAATAGCTCAAGCACTCTGAAACCAGCA
+TATTGATTGGTGAGTATATAAAGCTTTCATTAAATAAAAATCAAAAATTTTGTTCTCTCAGTGAGGTGAA
+TAAGTACCTTTCAAACGATTACCATTCTAAAAGGCTTTCATCGTTAGTTTTATTCTCCTTTATTTGTCCT
+AGCTTTTGTAAATAAACGACTAAAAAAGTCCATAAACCGTCACATTAATAACTTTGATGTAACTAAGTCA
+TAAATATTACATATATTACTTTTTCATAAGCTAGCCCCCTGATAGAATGTCGCCAATTATACTTATCCCT
+ATTTTACGGAAATTTTTACGATGCGTACCAGTCAATATTTACTGTCTACTCTTAAAGAAACCCCTGCTAA
+CGCAGAAGTGATCAGTCATCAGTTGATGTTACGAGCAGGACTTGTTCGTAATCTAGCCTCTGGGTTATAT
+ACATGGCTTCCAACTGGTTTGCGTGTTTTGAAAAAAGTAGAACAAATTGTTCGTGAAGAAATGCAACGCG
+CTGGTGGTAATGAGATATTGATGCCTATGGTGCAACCTGCTGACCTTTGGCAAGAGTCAGGTCGGTTAGA
+TGACTATGGTCCAGAGTTATTACGCATAAATGACCGTCATAAACGTCCTTTTGTTTTAGGTCCAACGCAT
+GAAGAAGTTGTCACAAAATTAGTAGCTAATGAACTTAGTAGCTATAAACAACTACCGTTAAATGTTTTTC
+AAATTCAATCAAAATTTCGCGACGAAATACGACCTCGCTTTGGCGTGATGCGTGGCCGTGAATTTTTAAT
+GAAAGATGCTTACTCTTTTCATTTAGAAGATGAATGTTTAGAAAAAACGTATCAAATTATGTTTGATGCT
+TATTGCCGTATCTTTGAACGTTTAGAATTAAATTTCCGTCCGGTTCTAGCCGACACAGGTTCAATTGGTG
+GTGAGAAGTCACATGAATTCCATGTACTTGCTGACTCAGGTGAAGATGATATCGCTTTTAGTGATGCAAG
+TGATTTTGCAGCAAACATTGAAAAAGCTGAAGCATTAGCGCCAGCAGGTGAACGTGCAGAGCCAACGCAA
+ACGTTAACTAAAGTAGCTACACCAAATGTTAAAAGCATGGATGACTTAGTACAGTGTTTATCTGTTGATT
+TGAAAACAACAGTAAAGACACTCTTAGTTGTTGGAGCAACGGTAGAAGGTGAAGCTGAAACAGTTGTTGC
+CCTTGTGCTTCGTGGTGATCATCAGCTTAATGAAATTAAAGCAGAACATTTACCACAAGTAGCGACACCA
+ATTACATTTGCTAGCGAAGAGCAAATTTTAGCCGCTGCTAATTGTAATGCCGGCTCTATTGGTCCTGTTG
+GCTTAAACATTGAAGTAATTGTTGATCGCAGTGCTGCTCACTTAAGTGATTTTGTTTGTGGTGCCAATGA
+AGATGACGCACATTTAACTGGTGTAAACTGGCAACGTGATTGTAACGAAATCAGCGTACATGATATCCGT
+AACGTCGTTGCTGGTGATCCAAGCCCATGCGGTCAAGGTAACATTGAAATAAAACGTGGTATTGAAGTAG
+GTCATATTTTCCAGTTAGGCCGTAAATATGCAGAAGCAATGAACTGTGCAGTTCTCAATGAAGGTGGTAA
+AAACCAAACATTGACTATGGGTTGCTACGGTATTGGTGTTTCTCGTATTGTTGCTGCTGCTATAGAACAA
+AATCACGATAAATACGGTATCAAATGGCCTAAAGCTATTGCACCATTTCAAGTGGCGATTGTGCCAATGA
+ATATGGCAAAATCAGCACGCGTAAAAGAAACAGCCGAAGCATTATATGAATCGTTAAATCAAGCGGGTAT
+TGAAGTATTATTTGATGACAGAAAAGAACGCCCTGGTGTTATGTTTGCTGATCATGAATTAATGGGAACG
+CCATTATTGCTTATCATTGGTGAGCGTAATTTAGATGCTCAGCAGATTGAGCTTAAAAACCGTATTACTG
+GTGAAAAGTCACTTATTGCTATTGATGAAGTTATGTCTTTATTTAATTAACAATGCAATTATTTATATTA
+TTGACTAAGTAAAGTAAAAGGGGCTGTTGCCCCTTTTTTGTTGTTCAAACTATACTGATTTTAATCGCAC
+TATATTCTTACCTTCCGCAGCAATACCATTAATGGCAAACAAAGAACATTCCTCGTTACTTCATCCTCCC
+AGTTTATTGAGTATAATATTGGCTAGTTTTAGCTATAAATAGACACTATTGAGTGAAAAACCTTTCATTC
+TTGTCAGGTCTTTGGTCGCTGCACTATTAATAAAAGTAAATGCGTTGTTACAATATGCCTTTTATCTATA
+AAATAAGATAAATTATCATAAATAAAACCAAAATAAGACTTTCAAAACAGTACATTATTAGCAACAATGA
+GATGTTCTCTTTTTTCCATTTTACTTAAGAAGTTACTAACTCATGAAAGCTATTACCAAGTCATCTAAAT
+TACATAATGTTTGTTACGATATTAGAGGACAAGTAGCCGTCGAGGCGAAACGCCTTGAAGATGAAGGTCA
+TAAAATTCTTAAGTTAAATATTGGTAACCCCGCCCCTTTTGGCTTTGAAGCCCCTGATGATATTTTAAAA
+GATGTTATCCATAACTTACCTAACTCACAGGGTTATTCCGAATCTCAAGGAATTTACTCTGCCAGAGTTG
+CTGTCATGCAATATTTTCAGCAGCAAGGTATTAAAGATGTCATGGTCGATGATATCTTTATTGGTAATGG
+CGTCAGTGAACTGATTGTGATGGCAATGCAAGCATTACTTGATAATGGCGACGAAGTATTGATCCCTGCA
+CCCGATTATCCATTATGGACTGCAGCAGTATCACTTTCAGGCGGTAAACCTGTGCATTATCGATGTGATG
+AGCAGAATCATTGGTTTCCAGATCTAGAAGATATGGAAAGTAAAATTACAAAAAAAACCAAAGCCATTGT
+ATTGATCAACCCTAATAATCCAACTGGTGCGGTTTATTCAGAAGAGGTTTTACACGCTATAATTGCCCTA
+GCAAGGAAACATGGTCTAATAATTTATAGCGATGAGATCTACGATAAAATTCTTTATGATGAAGCTAAAC
+ATGTCCCAACTGCTGCATTAGCGACAGATGTGTTTATCATTACACTGGGTGGTTTATCAAAAAATTATCG
+TATTGCTGGCTTTAGAGCGGGTTGGATGGTCATTTCTGGTCCAAAATTACATGCTGAAGACTATATTAAA
+GGCATAAAATTACTCTCATCTATGCGAATGTGCGCCAATGTACCGAGCCAACACGCCATACAAACTGCAT
+TAGGTGGTTACCAAAGTATTAATGAATTAATTCGTGATGACGGCCGTTTAATTAAGCAACGTAATGTTGC
+TTACAAAATGATTAATGATATTGATGGTTTATCATGTAACCCTGCCATGGGTGCTTTATATCTATTTGTT
+AAAGTAGATAATAAAAAATTCAATATCACCAACGATGAACGCATGGTTTTAGACTTACTAAAACAAGAAA
+AGATACTATTAGTTCATGGTCGAGCTTTTAATGTTAAAGAGCATAATTATTTTCGTTTAGTCTTTTTACC
+TCATGTTGATGAGTTAATTCCTGCTCTTGAAAAGTTAAAAAGCTTTTTTGCTAGCTATAAACAAGTTCAG
+CCGAGTAAATCAGCATAATCATTAATAGCGAGGACACATTATGCAAAGTTCATTTCTAGCCTGGATGTTT
+CGCATGCCATTAATTAAACGATGGTCATTAATGTTTTGTGTTAAACCAGAAAATATTGCGGAACACTCAC
+ATCAGGTTGCCATTGTTGCTCATTTACTGGCTGTCATTAAAAATAAAAAATTTAATGGCAACATCAATGC
+CGATAAAATATCAACTATTGCCATGTATCATGAAGCCAGTGAAACCCGATACGGCGATATTGTTAATCCA
+ACAAAGTATGCAAATAAAGAGATAGCTAGAGAATTTAAAAAGATTGAATTATTAGCAGAGCAAGAATGTT
+TAGCCTCACTTCCTGATGAACTTCAAGAACTATTTAGCGATATTATCGTACAAGATAACGTCTCAGAAGA
+ATACAAAACGATTGTTAAAGCTGCTGATATCATTGTCGCTTATATTAAAGCCCTAGATGAGATTAATCAT
+AAGAATCCAGAGTTTGATCATGTTGAGCAACGATTAGCGATAAAAATATCTGAATTAAAAGAAAACATGC
+CTGAAGTAGAATACTTTATTGATACCTTTATGGCTGCTTGTTTGGCCACTGTAGATAAGTTATCAAAAGA
+ATAATGTTCACGGTCAATTTCCTTAAGATAAATTGGCCTATTTCATTATATTGAATCGATACACTTCCTC
+ACAACGCTTTATTCCCCAATATCGACTATTGCTTCTTCTGGATTTTATACATCTAGGTTAGTACTAAGAT
+CCCCTTTTAAGAGAGTCGCCAGCTTCAACACTTAATACACTAACTTATCACTATCATTAACGTTAAGAGC
+TAAGTGTCTGGTGAACTCACAATACAGTGTATATAACGTTATTTTATGCAAAAAAAAACGGCTAAGCCGT
+TTTTTTGTACATCATAGTATAACTTTATGAATTATTTAAACTGGTTCACTACTTTGATAACAATTTCATT
+CAATGTTGCTGATGGTGTTTCTTTATCTTCTGAAGATAAACGTTTAGTAGCCCAACCATGCCAAGCTGGT
+TGATGATTTTTAACATCATAAACATCAATAGCTAACTTACCCTCAGTATATTGTCTAACACTCGTTTCTG
+TACCCATTGACATAGTACCGTAGTAGCCACGGCCGCCATAATAACCGCGTCCCCAACCAAATCCGCTGTT
+ATATGTTGCTGGATAGCTATTTACTTTAATTTTATCACGACTACCTACTGTATAAGAAATAGCAAAATCA
+GCATTTTCAGCGTTATCAACTAATCGGTAACCTTTAGCAATAAAAGCGTCTTCGATACTCTTATCAACTC
+TTTCTTTCATAACAGGGTTAATATCAACAGGTGCCGCCATGATCTTAGCATTAGTTAACCAAGCAAAGGT
+TTTATAGTTAATAGTTTCAATTTCAGTGTTCTTATCAAAATTAACTTTAGCTGAATTTGTCGCACAACCT
+GCGGTAAAAACAATTAAGCTGGTAATTACTAATAATTTGATTGGGTTCATATCTGTTCCATTTTTTGTAA
+GACCAAAGTTATAAATCTATAGGCCTACGATATAATATTACAGTTAATATAAATCATAATACGTTACTAA
+TACAGACAAAACAGTGATTTAAATTGTTTTCAATTCTAACAAATTGTAAACAACAGCATAGCTATCAAAC
+ATAAAAACAAGCCGTCAATATGCAACTTAAACTTTAAATAGCACTTTATTTGCTGTTTTGTATTTATTGG
+TTGACACAAGTAGTGAAAGTCTTTAAAAATAGTACTAATTAAAATATTTAAGTTTTTGTAAGATTGTATG
+ATTTTTAAAACAACTATCCTCAATGTCGTCCTCATAGTCGTAGTGGTACTTTCACCATTAGCGGGGATAG
+CTTGTGCTTAGCAAAAACGATTAAGCAGAATATCAAAAAACCCTCGCTCTTTTTAAGACCGAGGGTTTTT
+TATTTGCTCAACATTAATTTACTCAATTTAAGAACAACACATTATTTACATTAAAACAGGTCTAAAAATC
+AAGGTGATGGTATGACAACAGAACTTTTTACTGGTGCAGAAATGGTAGTTAAATCACTATCGGCACTGAA
+AGTTAAATACATTTTCGGCTACCCCGGTGGGTCCGTTTTAGATATCTATGACGCTATATTTCAACAAGAT
+GAAATTGAACATATATTAGTTCGTCATGAACAAGCAGCCACTCATATGGCCGATGGTTATACGAGAGCAA
+CGGGTGAAGTTGGTGTTGTATTAGCAACGTCAGGCCCAGGAGCAACTAACTGCGTTACGGGTATTGCGAC
+TGCTTATATGGACTCAATTCCTATGGTAGTGCTTGCAGGTCAAGTTGCTACTTCACTTATCGGTAACGAT
+GCATTTCAGGAAACTGATATCGTCGGTTGTACGCGTCCTATCATTAAGCATAGCTTTAGCTGTAGAAGCT
+TGGCAGACATCCCAGATGCCATATCGAAAGCTTTTTATATAGCAAGCACGGGTAGACCGGGTCCCGTTGT
+TGTCGAACTGCCAAAAGATATTTTGATTCCTCAAAATAAAGGGCCATTTACTATCGAAACAGATATTAAA
+ATACGCTCTTATAACCCTAATATTAAGGGGCACCCGAAACAAATCAAAAAAGCGGCACAAACGATTTCTA
+ATGCCAAAAGACTGGTAGTGTATTCGGGTGGTGGTATTGTTTTAGCTGATGCATCTGAATTACTCACTAA
+GTTAGTTGAGACATTAAAAGCGCCCATTACTAATACATTAATGGGGCTGGGTGGTATTTCAGGAACCCAC
+AAACAGTTTATTGGTATGTTGGGTATGCATGGTAGTTTAGAAGCGAATAAGAGCATGGCGAATGCTGATG
+TTATTTTAGCACTTGGTGCACGTTTTGATGACAGGGTTACTAATAATGTCGAGAAATTTTGCCCTAACGC
+CACTATCGTTCATGTTGACATTGACCCAACCTCAATCTCAAAAACGATTAATGCTCATATCCCTATTGTT
+GGTTTAGTCGATGTGGTTATGCAGCAGTTATTAGATGAATTAACTGATATTAACTTCTCACCAGATGAAG
+CGGCATTGAGCCAATGGTGGCAACAAATAAACTTATGGCGCAATGTAAAAAGCATTAGCTATGAGCAAGA
+TGAAAATGAAATGATAAAACCTCAGCGAGTTGTTGAGGCGTTATATAAAATAACAGAGGGTGATGCATAC
+GTTTGCTCAGATGTTGGTCAACACCAGATGTTTGCAGCACAATACTACCCTTTTGCTAAACCACGCCGAT
+GGATTAACTCCGGTGGTGCAGGCACTATGGGCTTTGGATTACCAGCAGCAATGGGCGTAAAGTTAGCCTA
+TCCAGACAAACATGTTGTTTGTATTACTGGTGATGGTTCAATTCAAATGAACATCCAAGAGCTTTCTACC
+TGTTCACAATATAATCTACCCGTCGTTATTGTCACTCTTAACAATCGCTCACTAGGTATGGTACGCCAAT
+GGCAGGATATGGTTTATGGTGGTCGTCATTCATCTTCCTACATGGAATCCCTTCCTGATTTTGTTAAAAT
+CGCCGAAGCTTATGGTCATGTTGGTATTCAGATTGACACCTTAGATGAATTAGAAGAAAAATTAACACAA
+GCTTTTACTATCAAAGATCGTTTAGTGTTTGTCGATGTCATGGTGGATGAGAAAGAACATGTTTACCCAA
+TGCAAATACGTACGGGTGCAATTGATGAAATGTGGTTAAAAAAAGGGGTTAAATCATAATGCGTAGAATT
+TTAGCGATTTTGATGGAGAATGAACCTGGTTCACTATCACGTATTGTTGGCTTATTCTCTCAACGTGCTT
+TTAATATTGAAAGTTTAACCGTTGCGCCAACTGATGATAATAGCTTATCTCGAATGACCATTGCGACTAA
+GGGTGATGACAAAGTATTAGAGCAAATTGTTAAACAAGTAAATAAGCTGATTGATGTGATTAAAATCACT
+GATATTACCGATAGAAAACACATTGAACGTGAATTACTCTTAGTAAAAGTGGCGGCTATGAATGATAAGT
+CACGTACTGAGGTAACACGGATAACGGATATATTTCGCGGTAATATTATAGATATTGGCAAGCAAGTTTA
+TACTGTTCAACTTACCGGTGATGCGGAAAAACTTAATGCCTTTATTAATGCCTTACAAAACGAGACTGAA
+ATTATTGAGTCGGCTCGTTCAGGTTGTGTTGGTATGGCACGTGGCGATCAAGCTTTACGGATTTAACTAA
+AAACACACGAAAAAAGAGGCTTTTAGCCTCTTTTTTTTGTTTTTTTACTAAACTGATGTGTTCGTAAAGT
+AATAAAATTGAATAGATTAACTAAATTGGAAAGCTAAACAGTAAACGAAAAGCACTAAAATTTTTACTAT
+AACGATAACTTAATCCTAACCGTTCAATTCCTGCCCATGAATAACCAATCGTTTTAGCAAATTTCAAGGT
+AAAACCAAACTCTACACTGTTAGTTAACGTGACGTTATCTTCTTCGTCAAAGCTTCGAGTTCGTGGTGTT
+AAAAAATCAACTTCACTAAAATACCAAAAGGCGGTGGCAAAAAATCTCGGCTGAAATGGGTAACCAAATA
+CTTGATATTGTAAGGGTAACCCCATATCTATGCCAAGCTGAATAGCAGCATAGGAGTCTTTAGCATCATA
+ACCGTTACCATCATAACGAGCGTAATATAATCTATTCGCCCAAATTGCGTCATAGTTTTTTATATCGAAA
+TGATAAAGCGCAGAAACGCCCGAAGAGTGAATGCTAACGCCTTTGTTCGTTGTTAAGTTTCGGCCATAAC
+CTAGATCAATATAACTCTCAATAAACCAATCTTTACTGTATTGATAGTTAAACGCAATGCCCGGCGTAAA
+AGTTACTGTGCCAACGCTATCAGGTAAATCAAGGTTTGGTAAATCACCTAGTTCAAAGTCAAAAAAACCC
+ACTGAAACAGGCAAGCGTAAGCCATAAGTTGTTTTTCCCTCATGCCCTAGTTCATAGGAAAACGGCATGC
+TGATCAAACTAGCATTTTGACCTGTGGTTTGATAGATACCACTACCTAAGTAATTAGCGTAAGCATAATG
+TACTGGTTCAATATCTTCAGCTTCTACAGACATGACTATAAAACTAAATAGCATTAAAACAATGACCATT
+ATTGGCTTCATAATTTATGCACTATTAATAATAAAGAAATGGTTATGCCCTCTTTTAAAAAATAGAATAA
+TTAACCCATTAATCAGTCTATTAATCAGTAATGCGAATATAACTTAAATAGCGCTGATGAATATCGCGTA
+CGTAATTTACTGGCTCTCTCCCTCGAACATAACCAAAGCGTGCTTTGTTATAATATTGTCTACGCTGAAG
+TAATAACATGGCTTTTTCAACATTGTTAAACCATCGATCACTTCTTAGCCCTAACTGTCTTGCTAAACGT
+TGCGCATCTTTTACATGGCCATAACCCGCATTATAAGAGGCAAGAGAGAAAAATATTTGCTCTTGTACTG
+GCAAGTCCTTAGAGAATCGATCGCGGGTCCAATCTAAATATTGCACGCCAGATGCAATAGCTTGCTCAGG
+GTCTTTTAAATCCTTTACTCCCAGCTCTGCTGCTGTGCGCGGTAACATTTGCATTAAACCAAAGGCACCA
+GTGGAATTACTTGCCAGCGGGTCAAACCGACTTTCTTGATACATTTGCGAGACAATAAGTCGCCAATCAA
+AGTTATACTCTTGTACATGTAAGCGAACAATATCGTCATAGGGCGATAAAATTGAGCCGGACACCAAACG
+GTACTTGTTATGACTTTTTTGCAGTCTTTCATTATAAAAATACTTATTTTTAACTACATTATAAAAAGTA
+CCACGATAGTACTTTCTAACAAATTCATTTAAATAGGCTAATAATTGCGGGTTATTTTGTCTGACCAGAT
+AAGAGTAAGGTACATCTTCTTTAAAGGTTAGCGGGGTAATGATTTGTGAGCGAAAACTGCTCTCAATGGC
+GATTAAGTTACTATCAGCGATGGTTAAATCTATTTCTTTATCTGCGACCTGAGCGATTAATATTTCGGTG
+GCAATATCTTCATTTGCTAAAACAATATTGGCGCCAAAATCTGTCGCTAACCTTTGAGCTGTAGCCCAAA
+AGCTACTGCTTTTTCTGATAGTTATGGTGCGACCTTTAAGATCCGTTGCTTCATTTATTTGTGCACTATC
+TTGATGAGCAACCAGTTGCTCTTTTACCCGGTTATAACGAATACTTGTCGCTAACTTAGCTTTAGTTATT
+TGTTTTGTCCGTGCTTTAGTACGAGACAGTCCTGCGGCAATAATATCTCCCTTCCCTTCAGCTAATAGCT
+CTAGCATTTCTTCGTAACTATCCGCCACAACAATAACCAATTTCACCTTATGGATATCAGCAAATTTTCG
+CATCAATTCATATTCAAAACCGAGTAACTCGCCGCGCCATAAAAAATAGGTTTCAGGACTATTACGTGTG
+ATCACACGTAAAGGGAGTTTATCTTTTCTTAACTGTTTAAAATCGATAGTGCGCTCTGGCTCTATCATTT
+GCATAACATGATGAACCGATATGAATTCATTTAACTCATGTAAAAAAGTGTCATTATTTAAATTAACGGC
+CCAAGCAAGATTAATCGCTTTAGGTAAAGTGAAAACACTTTGAATATCATCGCGATATTGTTTTAATGTT
+TCTAAAGCAAAACCATCGATGACAGTGTATTTAGTTAGACCAGCTACGACACTATCAGCCACTTCCTGAG
+AGCTGACATGATCTTCAATAATGTTAACTTGCCAGTGAGGATATTGCTTACTAACACTATCAATATAAGC
+TGAGCCAATAGGAAGAGAGATATTATTGTCATCATCCTCATCAAAATCTTGTTTGCCCGATTTAGCGATG
+ACCACTTCTTTGTCACGTAAAAGTGGATAGGTGAAACTATATTTATCAAGACGATTTGTGGTGATGGTTA
+GATGTCGCGGAATAATATCAACCTCAAACGCTGATAATTTCTTAAACATGTCAGCTAAGTTGCTCACCCT
+ATGCCACTTAACTTTTAAACCTCGGCTATCCGCAAAGCTCTGTAATAAAGTAGTGTGATATGCCCCTGTG
+GAACCTGCTCGTGGTAGTGCAGATTCTAACTTCCAATCAAGCTTTACTGCGTTGATCTGCCCTGATGCTT
+TTATCTCAGACCAAGTTCTAGCGGTTGTTCTCTGTTTTACAATTTTTACTGCTTTTTGAGTTTTAGGCTT
+GAGATCGTTTTGTTTCCCATTTTGGCTAATGTCAGTTTTAGGATTTTCTTCTACTGTTGGCGCCTCTTGA
+CAGCCAGTTAAGATAAATAGCGTAAAAAAACTTGCTAGAGTTATTGCAACTAACTGTTTATTCATTAAAT
+ATGCCCGAAAGAATTATGGAGAAGCTATCCCTAAGACTAACAGGTTTAACAAAAAAAAAGCCAGTGGTAA
+GTTTAAATAACCTACCACTGACTTTATTAAGAAGAAGCTGAAAATAATGTTAAGGAATTAACGGCATCTT
+TTGCTATTTTTGTATTTAACTTACTGACTGATTTTTGCCCAAGTATCACGCAGGCCAACCGTGCGATTAA
+AGACTAATGCACCGGGCTCTTTAATGTCATTATCTAGGCAAAAGTAACCTTGACGCTCAAATTGATAAGC
+AAATTCAGGTTTCGCCTCTGCTAGTGACGGCTCAACTTTAGCACCCGTAATAGTGACTAAAGACTGAGGG
+TTAATAACAGAATTAAAATCGTCTGCTGCTGCAGGGTTAGGCACGGTAAATAATCGGTCATATAAACGTA
+CTATCGCATCAAGTGATTTATTGGCATCAACCCAATGAATTACACCTTTAGGTTTAGTCCCATCGGTTGG
+ATTTTTACCTAGCGTATCTTCATTGTAAGTACAATAAACAGTGGTAACGTTACCTTGTTCATCTTTATCG
+CAGCGTGTTGCCGTTACCACATAAGCACCACGTAAACGTACTGCTTTGTCGATGACCAAACGTTTATATT
+TTTTGTTGGCTTCTTCTCTAAAATCTTCAGCTTCAATGTAAAGCTCTTTAGAAAATGGCACGATACGTGT
+CCCTTGCTCGTCATCACTTGGGTGATTTTTAACAATAAGATCTTCATTCTTATCTTCAGGGTAATTTTCA
+ATCACTAATTTAATAGGATCTAAAACAGCCATGGCACGCGGGGCATTATCATTTAAATCTTCACGAATAC
+ATGCTTCTAAAACACTCATTTCAATAGTGTTTTCCATTTTAGTTACACCAATTCGCTTAGCAAACTCTCG
+CATTGACGCGGGAGTATAACCACGACGACGAAATGCTGCAATTGTTGGCATGCGCGGGTCGTCCCAGCTA
+TCAACTAATTTTTCTTCTACTAACGTATTTAACTTACGCTTACTCATCAGTGTGTATTCAAGGTTTAAGC
+GAGAAAACTCATACTGATGTGGCGTGCTTGGTACTGAAACCTGTTCAATGACCCAATCGTATAAACGTCG
+GTTATCTTGAAACTCTAACGTACAAATAGAATGGGTGATCCCTTCTAATGCATCAGATAAACAATGGGTA
+AAATCATACATTGGATAAATGCACCACTTATCACCTGTTTGATGATGATGGGCAAAACGTACACGATAAA
+TAATAGGGTCGCGCAAGCACATAAAGCTCGAAGTCATATCAATTTTAGCGCGCAAGGCACAAATGCCTTC
+TTCAAATTCGCCATTTTTCATCTTGGCAAATAAGGCTAAATTTTCTTCAACTGAAGTATCACGATAAGGA
+CTGTTTTTACCTGGTTTATTCAAAGTACCACGATACTCACGTGTTTCTTCTGCGTTTAAGAAACAAACAT
+ACGCTAAACCTTTTTCAATAAGTTCTACCGCAAAACCATGTAATTGGTCAAAGTAGTTAGAAGAATAGTG
+AATTTCCCCTGCCCACTCAAAACCTAACCACTTTACATCTTTTTGAATAGCATGAACGTAATCAATATCT
+TCTTTTTCAGGGTTGGTATCATCAAACCGTAAATTACATAAACCATTATAGTCTTGGGCTATGCCAAAAT
+TTAAGCAAATAGCTTTTGCATGGCCAATATGTAAAAAGCCATTTGGCTCTGGTGGGAAACGTGTTTGCAC
+ACCTGTGTGTTTACCACTATCTAGATCGGCATCAATGATATTACGAATAAAGTTTGTTGGGCGGTTTTCG
+GTATCCGACATGAAAATAAACCTCTGAAAATAACTTAATACAATCGATTCAACTTATGGAGTCGGTTAGT
+ATAAAGCTTGGTATAAAGTACGTTTTACGCACAAAGATACCGAACATTATAGCAAGTGTTTACGGGGGAG
+AATAGCGTTAGATAAGAGTATATTTCTTAATACTCTTATCGCATTATTGTGGTTATTCGGTTATCACGCT
+TATTGCGTATATTTCGTGTTCAAATGCTCTTACGAAAGAGCTTATCATCACTGCACCTTGGATTATCAAC
+GAGCATAAACAAGAAAGAATTCTCCTTGGCTCTTTTCAATTTCAAGGAGTCTATCAATATGATGCTGCTC
+TATAGTGGTTCCTTTCGTTAGCATTGGGTTTTTATCAGCGTTAACAATATCTCTTGTTAACATCATGCCC
+TCTTGTAAATCACTACAATTGAGTAGGTAGTCTACTTTACCTTCACTTGAACTCGGACGTTCTTCTAGTA
+TGGTTAAATAGTGATTAACTAAACTTGGGTCAAACATTGTCTTAGCTAATTCTTTAATACGATGCTTGGC
+TTCTACTGTCGGTGTTTTAACTTGTGACTGACGTCCATTAACTAAATTATCATACATTGATACGATGGCA
+ATAATTCTTGAGCCTAACGGGATCTCATCCGCTGTTAGGTGTTCTGGCGCAGTAGTGCCGTTATAGTTTG
+CAGGAATGTTTTTTATTATTTCGGCGACGAAGGAAAGTTCATCAACTCTATTGAGCAGCTCGTAGCTTTT
+TTGATAAAAAGCACTGTATAGATTCTTTTCCTGTTGCGTCAAAGTATCTATAGGTTTGTTAAGTAACGTT
+TGTTCTAAAGATAACTTTCCTGTTTCATACAGTAAGCCGGCGATATAAATCTGAAAAGTGGTGAGTTTAT
+CGCAAGAATGCATTTCTGCAATTAACCTAGCATGGGCTGCAACGCGAAAATTGTGCCGAGATACATCTTG
+ATTATGCAAACAAATGGTTTCAGCATATATATCAATAAAGGTCGAAAATGTCTTTTTAAGTCGACCGAAG
+CTATTCGCTTCTCGGGTAGAGATAAGTTGTAATTTTTGTTGGTTTTTATTGGTTTCTAATTCAAGGGAAC
+TATTAATCAGTGAGAGCTCAGCATTTTTAGCCAAATTAACTTTTAATAAATGTTTGGTTTTTCTTTCATT
+AAGATACAGTTCATAAGCACTTTTGAGCTTAGTTACTAGTTCTTCATTATCCCATGGTTTTGAAAAGTAG
+TGGGATATTTTCCCTTCGTTAACGGCTATCACAGTTGAATTAATATCGGCATGCCCTGTTAACAAAAATC
+GTTTACAGTGGGAATTAATTTCAATGATTTTCCCTAAGAATGTAGCCCCGTCCATGATGGGCATTCTCAT
+ATCCGTAAGCACTAGCGGAATATTAGGATTATCTTGATAAAAGCCAATGGCTTCATTGGCGTCTGAAAAT
+AAATACAATTGAAAATGTTTACGTAAAACACGGTTTAACGCGTTTAGCACTTCCTTTTCATCATCAAGTA
+TTAGTAATGAAGGTTTTTCCATTTATTGTTCCTTGGTTACCGACCATCAATTAAGTTATCACATAAAATT
+AATTGCACAATTAATTTGGCTAATTATAGCTGAGTATTAACGTATATATAACTGTTATCATTAAAATTCA
+AGGACCTCTGTGGGGAGTATAGTAATTGTTGGTAAAACAAATAATTTATAAATATTCCCTTATTTAACTA
+TAGAGTGTTAAAAATAGCCTTTGAATTTATCCCAAATACCAAGAGATTCATTTGGAAATAAATCAATACC
+TAACCATGATTTTAGTAAGTAAATAAGCACCAAAGCACAACCAGTAACCGTTAAGCCAATTATAAATATA
+ACAAATAAAAACATAGTAAAAGCAATAAAACGTTCTATCGGTACAAGTCCCCTCCTATTAATACCAACAA
+GAAACACAAGATAAAAGCTCCAGGGTAAAAATGGCAGTGCTAACGTAGGCCTAAAATCTACATTGTGTTG
+GTGCCAGTCTTGAGTGCTAATGCTTGTTTGCAATGCTTTACGCTGTTCAGCAGTAAAGCTATCAGCAACA
+GACTTTTCCATACCGTTTAATAGTTGATTAACTGTTGAGGTTTTATCCAATTTTTTAATACGATTCATAA
+TATCTCTCAATGTAAAATTGGATTAGTTAATGATATTATTTACAACATTTACTGATAAAAATCATAAAGA
+TAGTCACTATTTAGTTCATATTACTGCTTAACTGAGCTGTTACCAAAATTCAACATGGCAAATTTCTCTA
+TACGACTGTATAGCTTACTTGGTAAAAACTTTAACCAAGCGCAACACAAAGTCATGAAAGTACGACTAGG
+CTCCTGCAGAATAATTCTATAGTTACAGTATATTGCTTGATGAATAAGTTTAAATGCAGTGACCTTACTC
+TTTGATTGTATGGCTCTTCTTGCTAAATACCTTAACTGATAAGCTTTTGCCAAGCTGTAAAATTGTTTGA
+AGAAAGTTGAATGAGATGCTTGGTTTAACATGACAGCGTGTTGCCAACTTGCAAATTGTTTATCTACATC
+GGCAGACAGACCTGAATCGTTAACACGGTAATAAGTTAACGGTGTGCTAACGCCTTCAAACTGCCATTTT
+GTGTTTAACGCTATACGTGTCCAAAGTTCAATATCTTCTGATTGTCTTAAGCTTTCATCAAAATACATTT
+TTCGGTATTTATCTTTATTAATACCGAAACGGCCAATTTCTGACAATACTGCTCTTCTAATGACAGGTGA
+AGAACCATTGCCTACTGGGTTTCGACAAAAGATATGCTGTTTAGTGATATTCTTAAGTTTAGGGAATTGG
+CCAACACCTAAAAGAGCACCTTCCTCATCAATGAATAATGAAGGGCAATAGCTAACACCTACTTTTGGAT
+TCATACTTAAATGTTGTATGTGCTTAGCTAATTTATCAGTTGCCCAATAATCATCTGCATCCAATAAAGC
+AATATATATTCCTCTGGCGGACTCTATACCTGTATTTCGAGCACCCGACAAACCTCGGTTAACTTGTCGT
+ACAATCTTAATACGTGGATCAGTAAAGGTATTAACTATGTCCAAGGTATTATCAACACAGCCATCATCAA
+CCAAAATAAGTTCAAAATGATGGTAACTCTGATTAAGGACACTATTAATACTTTGCTCTATATATTTTTC
+TACGTTATACATTGGAATAACGACCGATACTACCGGAATTGATTTAGCTTCCATGTGTTTTCTCCTATCA
+AATTACAGTACGTAAATTGTTACTAAAGGGCTTTATTACATTAATTAAATAAATTGGAATTAAACAAAAT
+AAACTACTAAAAAAGATCACCAAAGCGAACTCCATAGGCTCATTGGGAGTAAAGATAAAAAGCGTTGCTA
+GACTGATGAAAAGACAGACTAATCGAGTAAATGTTTCCCTGTGGTATTGCTCGGTTACACGCTGCATGCA
+ACAGACAATATCGATTATTAAATTAGGAAGTGCGACTAAACATAAGATGGTAATAATAGGTATCGCTGAA
+GACCACTTTTCATCAAATAGAATAGGGACATAAATGGGTGCTAATAGCGCTTGAATAACAAACAGAAAAC
+CAATGCCTAAAGAGATAACAAATACTTTTTTTTGTTGTTCTAATAACTGACCTTTTCGTTCTAATTTACA
+CAAGTACGGGAATAAGGCTCCAATATAGACTTGGCTAATTGACTGACTTAAACCAACACCTGCGTTCTTC
+GCAAAGGTATAAAATCCAAAGAGTTCAGGTGTTAATAACCTACCGGCAATAAAGGTATCAGCATGAAGTC
+GAATACCACGTAGAAATTCAGTATTAAACAGTTTACCTGATGTTTGAAGCATCTGATGAATGATAAAGGG
+TTTACAACCAATACCATATGATTTGACAGGTGAGAAAGAAAATAGCAATAACCAAAAGATCGAAAAAGCA
+ACTTTACCCAAAGCTACTGATAAGATATCGGCCCCTAATAAAGCGGCAATTGCGATTGTACAGTTTTCAA
+TAATGACACAAAGGCCATTTCTAATACTGAACCAACGCATTTTATTTTCACGCTGCAATAAGAATATTTT
+AATGCTTACCCACGGATAAAGAAGGTAAATGATAGCCATCGTTTGCAATAAAACAGTAATATCATCATTA
+TCATAAAGTGATGAAAGGTAGTTTGCTGAGCTGAATTGACCTATCGCTATGGTTAAGCAAATACCCCACT
+GGATCACTATGCCATTTTTGGCAAAATTTTCTAATTGATGTGGCTTGCAGTTGATAATTTGGCTGCCCAC
+CCCTGCACGTAACAACAATCCAAAAACATCATGAAATGCTAAGGCTAACATGGCAGTACCGTATGACATT
+GGTGATAATTGAGCAGCCAGTACAATAATGGTGAATATTCGGGAGATTTTTGCTACAAACTCTGCACTGA
+GTAACCAAATAGTATTTGATAACAGCTCAATAACTGAATTTAATTGTATTCTAAAAAAATGAAGCAACCA
+CATTAGAATATTCCTGAACCATTGTTAATTAACAAGGTAGTTTCAAGATTCATTCCACTATGTGATTTAT
+TTAATTGATTGATTAATAATGGTTTTATTAAATATTAAATAGAACCACCATAATTATTTGCATGATGAAA
+ATCATTATGGTGCTTATTTGCATATTAGGAATACAATTATTCTGCTGGCGATGTTTGCCATTGCTGGATT
+TTTCGATAGAGTGTTGATGGACTTACGCCCAATTCACTCGCAGCTTTTACAATATTGTCTTGGCACGAGT
+CTATGGCCTTTTCAATGGCTTGTTTTTCAACTTCAGCCAAGGTAATAATTGATGAGGTCGAATGATTCCC
+CTGATGAACACTCGTATTTTGATTTTGCTGATTTATTGAAGGGATGTCGCTTTGTTTATTAGTATTAGAC
+GTTGGCTCTGCTTGTTTGTTTTGTCTACCCAGTTGTTGAGCAATAATCTTTTCAGAAATTAGTGGTCCTT
+CAGACATAACGGTTGAACTATGAATAATATTTTGTAACTGGCGAACATTACCCGGCCATGAATAAGACTT
+TATTAATGCCTCTGCACCAGAAGAGAATCCAGCAAATACCTTACCCTCAATGTCACTAAAGTGTCTTAAA
+AAATGTTCAGCTAATTTAAGAATATCATTATCTCGTTCATTTAACGCCGGCAAATCTATTGAAATAACAT
+TTAACCGATAAAAGAGATCTTCACGTAATTTATGTTCGGCAATGGCAATTTGTGGCTCTCTATTGGTCGC
+ACTAATAAAACGAATATCTACTTTCTCTTCTTTTCCACTACCAACTTTTTGAAAACAACCGGTTTGAATA
+AACCGTAATAGTTTTGCTTGTAAACTAATATCCATTTCACCTATTTCATCAAGAAAAAGACTACCACCAT
+TTGCCAGAGAGGCCGCTCCATCTCGGTTAGAAACAGCCCCTGAGAATGCGCCTTTAATATGACCAAAAAT
+TTCCGACTCCATTAATTCTGACGGAATAGCCGCACAATTAAGCGCAATAAAGGGCCCATTTTTCTTTTTG
+CTTAAGTGATGAATAGCTTGTGCCGCAACTTCTTTACCTGCACCACTTGGTCCTGTAATAAAGACAGAAG
+CGTTACTAGGTGCGCTTTGTTCGATACATGAATATACAAATTGCATAGCCACTGAATCACCGATGAAACC
+TTCAAAACTAGATTTATGATATTTTTGGTATTGATCAATTGTTCTTCGCATTAACGTTCGTTCGGCCAAA
+ACCTGTTGTAATTGCAAGGCTTGTTGTAACTTAATTATAAGATCGAAGTTATCCCAAGGCTTTTGAAGAA
+AGCCCCAGATATGGCCATTGTTAATCAAATTGACGATCATTTCCATATCACCATGGCCTGTCAGTACCAT
+ACGAACTGTTTCTGGTGAAATTTTAGCAACCTGTTCCAGTAATTGATTACCATCCATATTTGGCATATTA
+AAATCAGACACGATGACATCTACAGGACACTCATTAATAAGATCAAGTGCGTCTTGTCCACTAGAAGCAG
+TTAAAATAACGGCATCCAATTTTTTTGTTATACGTTCGAGAGAACGCAGAATTTCTGGTTCATCATCTAC
+AAATAAAATTCTAGATTTATTTAAGTTCTGCATTTCCAATCCTTAAAATTGCGAGTATTGATCATCTAAA
+TTGTATTTAGTAAACACTCAACAGCCTGTTGAATAACTGCGGTCAAATGGATAACTTTCACTTCATAAAT
+CACAAATAAAACACAAATAAAACAATAAATATCAACAAGTTTATTAAATAGTTGTTGTAATTACAATCGG
+GCTTTATTTGTTTCTACAGATAAATAATAGTTGATATTTATCATTAATAAATTATTGATAAATAAATATA
+ACCGTTAATTATCAATAATAGCAAAACATATTGAAATTCAATCGTATAGCTAAAAGCTATGCAGAATAAT
+TACTTTAATGAAATAGATGGAGCAAATATTGCTTATTAATTGTTAATAAGAGAAAAATAATTGATTAATT
+GCAAGGGTGAATATATGCAACATAAAACATTAATACTGAGTATTGCTTTAAACGGTTATCAATGGATGTA
+CCAACGGGAGCTTAAATCTCATCGACGCTATGCACAAAAATACGGTTATGTTCACCAAGCCGTAACACGT
+CCTTTTGTTTCTGCTCTAGGGGTAGAGTGTTGCTGGCTTAAATTAACATTAATGCGAGCGGCTTTATTGT
+CCGGCTATGAAAATGTATTGTTTTTGGATGCCGATACCATGGTTAATGAAAACTGTCCTGATTTAACCGA
+TGTATTTCAAACAGGTAAATACCTGTATATGGCAAAAGGATATTCGAATAGATTCAATTCAGGAGTGCTT
+TTAGCGAGAAACAATGTAAAAACCATAGAATGGCTCACGCAGGTTATTGATGCTCAGTTTGATAAAGTAC
+AAAGTGAAAACGATGTCGGTTGGGGGGAGAATGGCCATGTTATTGAATTCAGTAAAGAAGTCCCTTTTAT
+AGTAGAGCTTGAACAAAAGTGGAACAACACATTCGATTATCAGTTAACCGATTATATACGTCACCGCAAT
+TGTGGGCCCATGAGAACGGGCTTTCTTAATAATTTCTTTCATAAAGTTGTTTTTTTTCTATCTGCACGCT
+TATCAGCTTTCGGTAATAAAAACAGAGGGATTTTGAGTAAGGAACTTGATGAAGATATTCTGTCACGGGA
+AACAAATGTAATATTATCTATCTACCCAAAACTCGCCTGCCTCTAAAAATTATAAATATATTGCAAAATG
+ATAATCTAATTTCTATTTTGCAATATATTATCCCCCTCCCTTCCAACAAAAAAGGCAACAAAACAAAAAA
+CTTCATTATTTACAGTAAGATAAATTAATCTCACAGATTGGCATAGCTTAAGCAATGTATCAGTTAACCC
+CCAATGATTAGGTTAACTGAAATGATAAATACTAAATTCTCACTTCGAACAATGACTCAATCTCTTAAGC
+ATTACGATTCCATTAATCATCAATATCGCGGTACTTTTATGGATCGCCCTATTGCACTGATGCTTATTTT
+AATCCTTCTGCCTTGTTTTCTGATCAATATAACATTGGCTCTGTGCACTAAAAGAAGCTTGTTTTCAATG
+CAACATAGAACAGATGCTCTAAGCAGACCGGTTATATTGCATAACTTTAGTTGTGGTATTTGGGTCAAAA
+CCGCCGTTTTGTTTGATATTTACTCAGGAAGAATTTCTTTTTGTGGTATCCCTCTAAATCACAGATTGCC
+ACCCGATCTACAGTTTTGCGTGATTAACCAAATTAAATGTAGAGCAGGCCTTTTTAGTTTGTATGATTTA
+CACCTCAGAACGGGTTTAGCAATCATGAGCAAAGAGCAACTACTTGAACAGCAGCTTAATGGCAATGCAG
+CTGATTATTTAGCGCTTATTATTAAAAGTTTTATGTCTGTTATTTTTTATGGTCAAGCAATAAAGAAGTT
+TAAAAAAGCTAAGTACTTATCTTTATTTGGCTTAAACGTTAAAAACACATCTATGGCAGAAGCTGTTGAC
+TGGATAACACAAACACCAGCAGATAAAACTCAAATAGGTTTTTTCGTCAATGTACATTCAATTAACTTAT
+CGATAAGCGATCCTACTTTTTTTAAACAACTATCAAATGCAAATGCTTTATTTGCAGATGGCTCAGGTAT
+GAGATTAGCTGCGAAAAAGGCGGGTTTTCTTCTTAATGGTAATAATAATGGCACAGACATGTTACCTCAC
+CTTTGTGAAAGCTGTGTTGAAAGTAATCAATCTTTATATTTTTTTGGGGCTAAACCCGGAATTGCTGAGC
+AAGCCGCAAATGCATTATGCAAGCAGTACCCTGGTCTTAATATTGCAGGTACCAAGCATGGTTATAACGA
+AGATAACAATGCTGAACAAATTATCGAATCAATAAACAATAGTGGTTGCGACATATTATTAGTGGCTATG
+GGCTCACCAGTACAGGAGCAATGGTTACTCGAACACAGAGACAAATTACACTGTAAAACCGCATTAGCTG
+TAGGTGGATTATTTGATTTTTATTCTGGCAATATTTCACGTTCACCAATGTGGTTAAGAGAAATAGGTAT
+GGAATGGGTTTGGCGTTTATTACAAGAACCTCGCAATAAATTTAATCGATATGTTATTGGTAATCCACTT
+TTTTTATATAGAACCTTCATTCTTGGTTTAGTAAATACAGGAGAAAAATAATGGCTATTCAAATTTTACA
+ACACGTTAAAAATAACGCTGTATTTACTGGTACTCATAAAACCATTGATAAAAATTATAAACATAAAGGG
+ATCCCAGTTATCTTGCAACAAACGGTTGCATTGATTACGTTACTATTGATAAGCCCATTACTTTTATTAG
+CGCTCATTTTGATCAAAGTTGAAAGTTCAGGTAGTGCTTTATTCTCTCAAACAAGAGTGGGTGAAAATGG
+TCGGCATTTCAAAATGTATAAATTCCGTTCTATGTATTTAAAAACAGATCCTAATTATAAAGAGCCGGAT
+CCAACACAAAGCTCTCGTGAAGGGGTGTGTAAAAAGTATATTAATGACCCTAGAATTACCAAGATTGGCC
+AATTTATCAGAAAATATTCGATAGATGAGATCCCACAGTTATTTAATATTGTTAGAGGGGATATGTGTTT
+GGTTGGACCTAGACCTGCATTATCTATTGAAACTTATGAGTATGATAATAACGATCAAACAAGATTGTTT
+ACCAAACCTGGTCTAACGGGGTTATGGCAAGTATCTGGCCGCGCAGATACTAATTTTGAAGAGCAGTTAC
+AGTTAGACAAAACGTATATTAAACAGCAGAGTTTTTTAATGGATTGTAAAATAATAGCGCTCACCATTCC
+TGCAGTATTAAGTGCAAAAGGTGCTTATTAATATTAACAACCTCTCGCGTATAGACATCATTAGACTTTA
+CGTATTAACAGTTAAAGTGAATTGATAACACTCATTATCAATTCACTTTTTAGTTTGTATTCCTAGTTCT
+TTTTGGTTATTTCCTTGCAAATAGCATTTTGCAAAAGTGAGAATAGCTATTGCACATTGCAAAACCACCC
+CATACCTCACTCAGATAAAAAAACAATAATCCCTTTAAATACAACAGTTAAACCTCAAATAGACACTTGG
+TACGTTAAGTGCAATTACTATTTATATCGCTAACATCGTCATGGAGAATATTATGCTGTATCACGCATTT
+AACAATTATAAAATGATACCAGTACTTGTTGCCTTAATAGCGGCAATAGTTACACAAGGTTGTGCTAGGC
+ATTCTTCTGAAAATATGGATAAATCTGAACTTCGATTTTATGGTAATCCTACTGACAATGGCGATGATTT
+TATACATGAAGAAGCCCCCAATAGTGTCTTTGCCGATGGCTTAAGTTGTAGTCAGTTTCAAAACATGGGA
+GCGGCATTAAATTATAGAACTGATAAACCATTAAATTTAAGCTCATCAAACATGAAAGCTACTGCCAAGA
+ACGATCCCATTCTGGCACAAGGTTTACTGTTGAGTCCTGGTGATTTAGTCGAAGTGATTATAGAAGATGG
+TGAAGGCTTTAATGGTCGTTACATTGTTGATAATGCAGGTTATGTCAAATTACCAATTATTGGTGTTGTT
+GAGGCAGGCGGAGCGACAACCAATAAATTGGAAACAAAAATTGAGCTTGCCCTTATTAGAGCAGAAATAT
+TTCAGCCTGATAGTGCAAGCGTAACGATATATGTTTTAAATTGGTCATCAATTGAAGTTGCCGTTGCTGG
+TGCCGTTTTCCAACCCGGTACAGTATTAATCAATAAAAAGCCCATCGGCATTCAAAATGCAGAACATTTA
+GAGGCCTATGGTGATTATTCAACCACGCGTTTGTTATCTGAAGCCATAAGAGCAGCATCAGGTATTAGAC
+CCGATGCCAAATTGGACCAAATCATTTTGATCCGTAAAGGCTGGCAGGTACAAATAGATATGACTGGAAT
+GTTAAGTGGGAACCTGGTCAATGATTATCCTTTAGTCGCCGGTGACCGAGTCATAGTACCTAGTACAGGT
+TGTTTTCAAGCTCATTTAGTTAGACCAAGCCAAATTACCCCTAAAGGTTTTCGCGTGTTTATGTCTAACC
+TAATTGATTCTGCAGGTGATAATTCTAGTGCCGGCATTGGCCGATTTTCAACAAGCCTGCCTTATGGCAC
+ACGCTTACTTCAGGCAGCTGTTTCAGCTAACTGTGTTGGTGGTAAAGAATGGACTAATGCACCACGCAGA
+GTTGTGCTTTCAAGTAAAAATCCGATAACGGGTGAAACTCAAGTCATTGAACGTTCAGTTGAACAGTTGA
+TGACTATGCCGAATAAAGCGCGAATTAACCCTTATCTGATGCCGAACGATGCGGTTGCTTGCTACGACTC
+AGATATTACTAATTATCGAGATATCGCCAAAACCCTTACTGATCTTATTATTCCATTCAAATTATTATAG
+GTGAGTTATGAAGTATCCTATTGTTCCATTGACAAAATTTGGATTATTTAGAGCACAAACATATGCGGTA
+TTGAAACGGCCCTATTTGGTAACAGCTTTAGTTTCTTATTTCATGGTTGCCCTGCTTGTAATAATTTATT
+TAAATAAAGCCCCTTCATTTACCAGTGATATGGAGATGGTATTACCAGGTACTGGTAGTAGTAACAGTGT
+ATCGTTGGATAATGTTGGTCAAGTTGTCTCACAAACTAATACACCCTTTTCTGGTGGTGGTTTTAACCCT
+CGTGTTAATTATAAAGAAATGTTATCAAGCAGAGGCGTAAGAGCTCGTGCGGCAAAAAAACTGCACCTTT
+CGCTTGAGGATCTTGGTGAACCAAGAATTAAACTGACTGAACAAACGTCAATTATTTCACTTGAGATGAG
+TGCTAATGGTCAAGAATTAGCGCAAGCAAAGACGCTTGCCTTATATGAGTCTCTCCAAGATGAACTAAAT
+AACTTAAGAGCCGATGAAGTATTACGTCGAGATCAAAGTATTGAACAAGTGCTTGACCGATACCGAGAAC
+GAATGAACATAACACGTAATGCCATTGTTGATTTTCAACAGCGTTCAATTGTCGTTTCAACAGACCAAAT
+GGACCAATTAGTGAGAACCCTTTCTGGGGTTAGAGAAAAACACCTCTATGTCAAAGCCGAAACAAAACAA
+TTGCAAGAGTATATATATCAGTTAAGTGACGAGTTAGGCGTATCACCCAAGTTAGCTGGGCAAGCTTTCG
+CCCTGCAATCTGATGTTGAATTTCGTGCTTACATTACCGAGTTAAAGGAAAGCATAACCCAACTTACAGA
+GTACAGTTCAAGGTGGGGAGTGAATCATCCTAAAGTTAAAGCGCAACAAAAGAGATTAAACTTTACCCGT
+ATCTCGATTAACGAGCGAAGTAGCCAAATGTACGGGGTAAATTCTAATGAAATATTTAATTCATTGAATT
+TAGATTTAAACCCGAAACGATCTGAGTTATTTGCTGATTTAATTGACGCTTATGCAAAGCAAAAGGGCCA
+AGAGTCGATGCTCGAAGATTTAGGCCGTTCAGCCCTGCACTTGGGGGACCAATTAAAAATTTATTCTCGA
+GAAATTGTGGAGTTAGAGCGCTTACAAAGAGAGTTCAACATGGCTGAAGCAATTTTCACCTCTGCAGCAG
+CACGACTTGAAGCGAGTAAGTCAGATGTTTTTGCCTCTTATCCCGTGCTGCAAATGTTAACAACCCCCTC
+ATATCCAATGAAACAAAGCAGCCCTAAAAACATTATTGCTTTTATAGGTGCAATAACTGGATTTATATTT
+ATCACCTTAGGATTAATTATTTTATCTCAACGTAATAAGTTAATTCAAATAATACTTAAAAAAGAGGAAA
+CAACTTCAAGTAATAGTTAACTTTTTAACATCAACGACAATAACTAATGAATTGCAAAATGATAATAGCC
+TTTTTATTTTGCAATTCACAAGCACTTCCCTTCTTCATCATGAAACACCAATACCCCCTTATTATCAACA
+ACATAAAAAACTTAAATAAGTTTGGCACACCTTTAGCAATACCAAGAGTAACAACACGGTTTTAGGCAAT
+AAACAAAGTAAGCTGCAATAGCATAATACTTTTAAAACAGCCTTTGTATTACTCACCATTGGACTAATGC
+TCTTATGACAACAAACCAATTAAACCCTAATTCTACCGAAGAAAAGCTGATCTGGTTTGGGTTAACGTTA
+ACCTACCCATTCTTCGCTTTTGGTGGTCTTTATATTACGGGTTCAGTATTAGGTTGGATGATATTTACAG
+TGGTTTTATTACGCTGGTATGTCAATGGTAAAGACAAGTTCTCAGCTATCCCTGCCATCGTTTGGTTATG
+GGTAATTGGTGGTCTATTTATGTTATTAGCCTTACTGATTGGACATTCTAATTGGGATTTAGGTTTGGCG
+AAAACAATTAAATCATCAATTGGCTGGGCAAAAGGTTGGGCTCTTATGCCACTATTTTTATTTATTGGTG
+CCTTTGTTGATATAAAACCGCAATTAATCGTTAGAGCCGTATGCATAGTTTCATTTCATTCCTTAATTTT
+TGCGCTTGTCACTATGGCTCTTTATATGGCTGGTGTTCATGGCGACTTATTTGTTTCACCTTTAAAAGTT
+ATTGGTGGACCTGGTGAAACCTTTTTTACCGTGAGTTTATTCGGATTAAACCCTGAAACAGGTGCTGGAC
+GGTGGAGATTTTTTACTCCTTGGGCGCCAGCTGCAGGTTTTATGGCCTGTATATTTTTAATTTTTACATG
+CCAAGAAAAAGATTATTTTTGGAGAAATACTGGTTTGTTAGGCAGCTTTGTCATGTCTTTGTTGTCTCAA
+TCACGTGCTGGCTGGGTTATTTATATCGCCTTAACCCCGTTATGTTTCTTACACAAACATTTTAAAAATC
+CAATGCTGTTAGTCCTTATTGGTTTAGTGATCCCTGCTATTACCTTATTAGGCGAACCTTTATTTAGCTG
+GTTAAGCAATAGCTATGCAGATATCAAAGCCTCGCGCCCTGAATCAACACGTGTACGTAAAACTTTAGAA
+GTATTAGCGTTACAACGCTGGGAGTCAGAAGCTCCAATTTGGGGCCACGGTATTGTCGAAAGAGGTCCTA
+AGATTGTTGAAGGAATGCCTATTGGCTCGCATCACACTTGGTATGGTTTGTTATTTGTAAAAGGTATCGT
+AGGGCTACTAGCGCTAGCAATTCCTCTAGCTTTCACCTGTATTTATTTGTTTTGGAACAGCCTGAAAAGC
+CAAACTTGTTATACCGCAGCGTTAATGCTTGTGGTGTTTATTTGTTACTCCTTTTTCGAAAACCTAGAGA
+TTTTAAGTTTTATTTACTGGCCAGCACTTTTATGGATTGGTATTGCACTTAACCCATTAAAATCAGGAGA
+AAAATATGTTTAAGAAATATGATGCTTATTTAGTCGGCTATTACGGTATGCAAAATAGCGGTGATGACGC
+TCTAATGTACGCCACGGCTTGGGCAGCTAAAAATATTCTGGGATGTAATAACACTAAAGTAGGTTTATAT
+GGTGATTACGCCAGAGAAACCCAAAGTGATAATCAGCTTCCTCTAAAGTTTACTCAACAATTCCCAGGTC
+AAAATAGGTTACTGCATTATAAAACGGCCATTCAAAGTAAGCGTATCATTTTTGGAGGCGGTTCAGTTTT
+GCACAGCGAAAGCGACATCAATCTTAAAAGACAGTTAATGTCTTTAGCTAACCAGAAAAAAAGCTTAGCG
+GTCGGTATCGGTATCGGTCCATTTAATTCTGTTATGGCTGAAAAGTCTTGCGCAAAATTTTTAAATGAAT
+GTGGTTATGTGGGTGTTAGAGATAACGCGAGTTTAGCAATAGCACGAAATATTGCGCCTCATGCAAACGT
+ACATAAAACATTTGATTTAGCGCCATTGTTATTATGTTCAAAACAATACAAACCATCAAATAGAGAACGC
+CAAGGTATTGCCTTAACCTTATGTTCAGTTGCTATTGATGCCATGGGCAATACAGATGAGTTAGAAGAAG
+AAAAAAGAGTAGAACAATTTGTTCAATTAATTACCAAAATTTATGCTAGAACCGGTGAGCCTATTACCTT
+GATTGAGTTTAACGGGCATAACGTATTAGGTGATTGGAAAATCAATAACAACATTATTACCCGTTTATTA
+GATAAATACATTCCGGTGTCTATAAAAAAATATGATCCCAACCCTATTGCGTTACTTAACAAACTTTCAG
+GCTACAAAGCGATTGTAAGTATGCGCTTGCACGGTTCTATTCTCGGTTACTTAGCTAACACCCCCGTTCT
+ATCTATTAATTATCACAGTAAATGTAAAGGTTGGTGTGACGAAGTTGGCATGCCAGAAGACTATAAAATA
+GATTTGTTTAACCTAAACATTGAAAAAATCGTTTCGCAAATAGCGCTAGGTGTTTCAACTACATTTCAGC
+AACCTACTTTATCTATAAACAACGCTTTAAAAAATTCTTTATCTAACTGGAGTACTCAAAATGAACAATT
+TAAATTTTACCGTAATTATTCCACTGTTTAATAAAGCAGAGCATATTTTAAGAACGTTACAAAGTGTTGA
+ATGGCAGAAATATCCTGCAGCAGAAATAATTGTGATTGACGATGGCTCGACAGATGAAGGCCCTGCCCTA
+GTCGAAAAAGCTAACATCAAAAATGTAAAACTGGTTCATCAGGAAAATCAAGGGGTATCGGCGGCTCGAA
+ATAATGGTGTTGCCTTAGCGAGTCATGAATATGTGGCCTTTTTAGATGCCGACGACGAATGGCTGCCGTT
+ATTTTTAGATGAAGTTGCACGCTTAATTGTTAAGTTTCCACAAGCGCAGTTTTTTGGTACCCGCTATCAA
+ATAGTGGAACCTGAAAACAACTATTGTGATGCAAAAATTAAGCTAGAAAATATAAACCCAGAAGGCGTGA
+TATTGGATAACTATTTTGATATCGCTTCCCAAGGCGATTTACCTTTTACCATGTCTTCTATGGTAATTGA
+ACGTTCATTATTTCAGTCAATTGGGGGCTTTCCACTTAATGAGCCAATTGGAGAGGATCAAGATTTATTT
+TGTCGCGTTGCTTTAAATACCTCAATTGCCTATTCACCGAATATTCATTCTCTTTATCATAAAGATGCAC
+AAAACCAAGCAAGTAGAATAAATATTCCATCAACGGAGTGTGGTTTTAGCGTTCGTATAACTAAAGAAGC
+GAGAAAGGATACCAAAAGAAAGAGCGCTAAGTATATGCTTAAATATAGCGCGACACATTTATGCCACCTT
+GCAAAACTTAATATTGGCAATGGTCATTTTTCTCAAGCGAGAAAATTGTTATCAGATCCTCGTTGTAAAT
+TAAAGCCTAAGCATTTGATTGGCCTTTATGGACTTTCATGGATACAACAAACGAGTCAATGGTTAGCAAA
+TATCATTGATTACAAACAAATATAAATATTAGCTAATACCAATTGATTTATGAATCTACAATTAGGGAGT
+ATTCAGATGAGAAGATTAGAGCTGTTAGATTATGGCCGTTTTTTTGCAGCTATAATAGTCATTTTATTTC
+ACTATACTTTTAATGGCATAGCTAATGGAAAGATTGACACCTTAAAGCATGTTGATTCACTAATTGAATT
+CACAAAATATGGATACCTTGGGGTTGAATTATTTTTTATGATTAGTGGCTTTGTTATTTTTAACTCGGCT
+AAAAATAGAACACCTGCCCAGTTTGCCGTTTCTAGAGCAATTCGTCTTTATCCTTCATATTGGTTTGCGG
+TGATTTTTACATCAATCTTTTCATTCCATTGGGGGGGCGATATTATGACAGTAACTCCGAGTCAAATAAT
+TGTTAATTTTACACTGCTACAAAATTACTTAAATATTGAACATGTTGACGGTGTGTACTGGACATTGGTA
+TATGAAATAAAGTTTTATGCTTTGGTTTTCTTTTTACTTATTATTGGTTTGAAAAAACATTTAGATCTAT
+TATTCATACTATGGCCTATTGCAATGCTTGGAGCATTTATCACAGGTTATGATGACCTTCCGTATCTTGG
+TGGGTATTTCTACTATTTTTCTGCTGGGGCTTTATTTGCAATATTACAAATAAATAAATCGCTGGAGATT
+ATCTTATCAATAATTATTTCTTTTATTTTAGGTTTGTTGTATTCAATAGACCAAGCATTATTAAAATCAG
+AGTTCATGGGCGTAATATTTTCAGAATATATTGTAGGGTTAATTATTTTCTGTTTCTTTGTTTTTTTTAT
+TTTTCTGAATACAAAAAAGGCTCAATCATTAAAACTTCCACTTTCAAAAATATTTGGTGCATTAACATAT
+CCGGTATATTTAATTCATGCCCACTTTGGTTATATGTTCATTTCAAAATATGCTACAGAAGAGAATAAAA
+TTTTTATTTATATAGTAACAATATCAATTGTTTTATCAGTTTCATACTTTATGCATCGAGTTATAGAAAT
+GCGCTTGTCAAATGTCTGGAAAACACTATTTATGAGTACACTTTATGAAATAATTATTAAAATACAATCA
+ATTCCTAGTAAACTTATAATTGCATATAACAAGTTAGCTAAACAGGCATGACGTAGTTAGCTTTTACTGA
+AGTGTTAATCCGCATAGCCACTTCCAGTAACGCTTAATAGTATTTGTAATTAAAGCCCTGCTACTTGAAT
+ACCAATCCAAGCCACAAAAGTATTACTATTAGGTTAGCACCAACGGTATCGGCTAAGATGTCTCTTATAA
+AACGTAAGTCTAAATCTGACGAAATAAAAGGTAGTGAAAAAGTTGAAAGATGAACAGGTTAACTGGGCTA
+CATGTCAGGAATGTCAGGGACGCGGCCAAAGAAGCATGAGATTACGAAAAAAGGTTCGACTCCGCTACCA
+AAGAGAGTTAGAGCTGTTTGAAAAAACTAATAACGAAGGCACAGCCCCCGTTAGGCCGAAGGGCCACCTT
+TACGATTGCTTAAAATGTTGCGGAACGGGCTTGCTTCAGTCTGCCAACCACCCTATAGCGGATACAGAAC
+ATTACCCACACGTCGCAATTATTGGTGGTGGTATCGGAGGAGTAGCTTTGGCTGTAGCTTGTTTACACCG
+CGGCATCCCCTTTACACTTTATGAACGCGATAGCGGTTTTGATGCCCGTTCTCAGGGTTATGGACTGACG
+TTACAACAAGCGAGTAAAGCAATCGAAGGATTGGGTATTTTATCATTAGAAAAAGGATTGATCTCAACAA
+GACATGTTGTTCATACCACAAAAGGAAAAGTGATCGGTGAATGGGGTATCCGAAAATGGCTGCAGTTAGA
+TACGAAAAAGTCACCCAAGCGCACTAATATTCATATTGCACGACAGTCTTTGCGCTTAGCTCTGCTTGAA
+CAACTCGGTGGACATGATGCTGTACAGTGGGGCCACCAGTTAGTTAGTTTTAAAGAAAAAACTAATGAAT
+GCACAGATCAATTTGTTGATCTGAGCTTTCAAGTAGCCGGAAAAATAAAAAACGCCAAGGCAGATATTGT
+GGTGGGAGCGGATGGTATTCGCAGTTCGGTTCGAAAGTTATTGATTGGTGAGGATGCTTCCCCTTTACTG
+TACTTAGGTTGCCTCGTGATCTTGGGTATTTGCCCTCTGGCAGCTCTCGATGGGCTTGAGAGTCCTTTGC
+TCGACTCGGCTACGGTATTCCAAACAGCCAATGGCCATGAGCGCATCTACATCATGCCTTATTCATCAGA
+CTCGGTAATGTGGCAGCTTAGCTTCCCAATGCCAGAAGAAGAGGCTAAGGCATTGAGTGCCTTAGGCGTT
+CAAGCACTCAAAAAAGAAGCATGTCACAGATGTCAGTGGCACGATCCCATACCTCAAATTTTAGCGGCGA
+CTCTTGAAGCTCAAATTTCTGGTTATCCGGTATACGACCGAGCCTTGCTCAAGTCAGAATTCTTGGAGAA
+AGGAGATCAAGTGACACTGATCGGAGATGCTGCTCACCCTATGAGTCCATTCAAAGGGCAAGGAGCGAAT
+CAAGCTCTGCTGGATGCGCTTGCGTTGGCTCGAGGGATATCAAAAGGATGTAGACCCTTTTCTAGATGGA
+GGGAAACGGGAATAAGGGAAAGTGTGTTAACTGAGTTTGAATCAGAAATGCTAGCACGCAGTGCTTCCAA
+AGTGAAAGATTCAGCAGAGGCCGCACAGTTCTTGCATTCAGATATTGTGCTTCATGAAGGCGATGAACCT
+AGAGGACGATGTCTACAGAAAAAAGATGCATAAGACTACCCAAGCCAACTAACAGTATACTGTCTGCTTT
+TTCTAAGTAGACAGTAAAGTCGTTTTTTACACGACTACTTCCACAGAGAAGATGATTTAAAATACCTAAG
+TCAGCCTTTAAAAGGGCTATTCTGCGTATAAAGCAGTCATCACTGTACGTCTGCTTCAGGCAAAATATTC
+TGATCCGTTAGGCGACGTTTAATATTTATTTACTATCCTTGATGATTATCAATTCAAGTATTAACTTTAA
+TTAGGATGATAATACCTGAGTTTTTGCTATATTAATAACCTTGCATATATGATTGTTTATCGCTCGATAC
+TTAATAAAAATAGATGTAAGCAAGTAATTAAAATAAAAGGATTTTAACCGCATAAGAACAGTTAATTCAC
+CGTATTAAGTATGGATGTACCTGATGAATACTAACTCTCGTAAAATTCTCTTTATTTCTATATCCGTAAC
+ACTATTCACCATGGCAATCGTTTATTATTCATTCCTCATCGGACGCGATATAGCAGAACGTTACACGCCT
+TTAGTTGATGCCACTATGGAAATTAAACTTGAAGCGACCACAGCACATTTGTGGTTTGAAGAGATGATGA
+GTGGTGACCAAACGGTTGATATCGAAACTATCTGGGCCAACCTTGACCAATCCGAATGGTATGCTCAAGC
+AATGCTTGACGGTGGCACTAATGAGGAAGGCACCTTCCTCGCTTTAAATGACCCTGATTTACGTAGCCAA
+ATTGAAGAAACAATAGATGGTATTCATCACTTTCGCCAAATAGCAAAAAAGCGATGGGCATCACAGTCAA
+CATCGGGTGTCGGTTCTGGTATCGAACAACAATTTGACCTCGCCTTTTTAAAATTTAATCTTTCTACTGA
+TAATGTTGAGAGCGCCTTACAGAAGGTAAGAGCAGAAGATTTACAAACATTTAAATTTACACAAGTATTA
+TTAATCACCCTGCTTCTTATATTGGGCATCATCATCGGTGGTTTATCCCTTCGCTTTAACAATAAACGAA
+TCAAAAATATAGACGTACTAAAATTGAGCAATGAAAACGTTAATTCCTCTCAGAAACAGCTTCTAAATGT
+AATTAATGGAGCGAAGCTGGGTTATTGGGATTGGTGTTATCAAACTGGAGAGCATGTTGTTAATGATGAA
+TGGTTATCAATACTTGGTCTATCTCGTCAAGATATCACCAATCACATTAGTGATTGGGATGGACTTATTC
+ATCCCAATGACGACCAATTTATGAAAAAGACTGTCCAAACTCATATTCTGTCTGGAAAAAATTATGTTGT
+TGAATTCAGAATGAAGCATGCTGATGGGCGATGGGTATGGATTCAAGGCTCTGGCTCTGTTATTGAGTAC
+GACGAAAATACCCACGAACCTGTTCGACTTTGTGGAACACATCAAGATATTACCGTTCGGAAACTAGCTG
+AACTACGTGAAAAATCGCGTTCTCATGTATTAGAACTCCTTACAAGTGGCGACTTATTACCTGTAATTTT
+GGAAGCTATTGTACGCGGTGTTGAGCAAGAGAATTCAGACATGCTATGTAGTATTTTGTTGTTAGATGAT
+GAGGGTAAGCATCTATTGAGTGGCGCAGCACCGAGCCTTCCTGATTTCTATAACTCCGCGATTAATGGCA
+TTGAGATTGGTGTAGGGGTTGGCTCTTGTGGTACTGCCGCATTTACCAACAAACGTGTCATCGTTGAAGA
+CATTCAAAATCATCCTTATTGGACTCCCTATAAAGAGCTAGCAAGTAAGGCGGGGTTGGGGGCGTGCTGG
+TCTGAACCCATACGTTCCACTCAAGGGAAGATTCTCGGCACTTTTGCTATTTATCACCTTGAGGTAAATA
+AGCCAACAGAAGCCAATATGACATTAATTGAGCAAGCAGCCAGTTTAGCAAGTATCGCCATTGAGAAAAT
+CCAAGCCAACTTAGCCTTAAAGGCAAGCGATGAGCAAATGCAACTAGTCTTAGCGGGGGCCGATCTAGGT
+TTTTGGGATTGGAATATAGTCACAGGTAGAGTAGATAGAAATGAGCGTTGGGCAACTATGCTGGGATATA
+CCCATAAAGAATTAAAACACAGCACTAATCAATGGGCAGATTTCGTACATCAGGAAGATAGAGAGAAAGC
+ATGGCAATCAATTAATGACGTACTTGAAGGTCGATCAAAATCCCATAGCCTTGAATATCGCATGTTAACT
+AAAGAGGGTGGTTATAGATGGGTGCATGACCAAGCTAATGTGATGCAACGTCATAGTAATGGCAAGCCAC
+TTCGTATGAGCGGTACACATAGTGATATAACCAACCGTAAACTAGCAGAAGAAAAAATAAAACTAGCAGC
+TAGTGTTTTTAGCCATGCAGGTGAAGGCATTATTATCACCGATGATAAAGCCACTATTATCGATATTAAT
+GACGCCTTTACTAATATAACCGGTTTTAGTCGTGAAGAGGCTATTGGTAAAAATCCACGTATTCTCCAGT
+CAGGACGACAAACACCTGAGTTCTATGCGGATATGTGGCAAGCCCTACAGAATGAAGGCTATTGGTCTGG
+CGAAGTTTGGAACAGACGTAAAAATGGTGAAGTGTATGCCGTAATGCAAACTATCAGTGCCGTACGTGAT
+GTACACGGTATTGCGACCCATTATGTTTCCTTAGGTAACGACATAACCCTGATGAAAGAACATCAGAATC
+AACTGGAGCACATAGCCCATTTCGACATACTCACTAATTTGCCTAATCGCGTATTGCTGGCAGACAGATT
+GTCTCAAGCCATGTTGCAGTGTAGCCGTCACAAACAGTCCCTCGCTGTCGTATTCTTAGATTTAGATGGG
+TTTAAACACGTCAATGATACTCATGGGCATGATATAGGTGATGAACTACTGATTGCCCTCTCTGTGCGCA
+TGAAAGAAGCATTACGGGAAAATGATAGTTTAGCACGTATTGGCGGTGATGAATTTGTTGCTGTGTTAGC
+TGATTTAACCACAGTTGAAGATTGTGAACCCGTATTAGAACGGTTATTACTCGCTGCATCAGAGCCGGTT
+ATTTTTGATAACATTGTATTGAATATATCAGCCAGCATTGGCGTCACACTCTATCCGCAAGATAATGTGG
+GTGCCGACTTACTCATGCGGCATGCCGACCAAGCCATGTATGTGGCTAAAGAATCAGGTAAGAATCGTTA
+TCACTTATTTGATACGGCCCAAGATGACGCAGTGAAAGTACAACGGGAAAGCTTAGAGGCAATTCGAAGC
+GCGTTAGATAATCATCAATTTGTTCTTCATTATCAACCTAAAGTTAATATGAGGAAGGGTATAGTGACGG
+GAGTTGAGGCGCTTATTCGCTGGCAACATCCGAAACGAGGGCTATTAAACCCAATCGAGTTCTTACCTGT
+CATTGAAAATAACCCCATGAGTATTGAGATGGGTGAATGGGTTATTGATACCGCACTGACACAAATAAGC
+CAATGGCAAAAATTAGGACTTAACTTCCCAGTAAGTATTAGCGTAAATATTGCAGCGTTACAGTTGCAGC
+AGCCTGACTTTACGGACAGGTTAATGATACTACTAGCAGCCCACCCCGATGTTGAACCACACTATTTAGA
+GTTAGAGGTACTGGAAACAAGTGCCTTAGAAGATGTATACAATGTTTCAACAATAATGAATGCCTGTATG
+GCGCTAGGCGTAAATTTTGCCCTAGATGATTTTGGCACGGGCTATTCGTCCCTGACTTACCTAAGACGAT
+TACCAGCAAACTTAATTAAGATAGACCAAAGTTTTGTAAGAGACATGTTGCATGACTCGGATGATCTGGC
+CATTGTTGAAGGCGTAATAGCGTTAGCTAAATCATTCAAACGGGACGTGATTGCAGAAGGCGTTGAAACG
+ATTGAACATGGCACAGCACTATTGCAGCTAGGATGTGAATTAGCACAAGGTTATGGCATTGCTAGGCCAA
+TGCCTGCCAGTGAAATTCCTACGTGGATTAGTGACTGGAAGCCAGATGTTAATTGGCAAAACTGAAGTAA
+TAGTAGAACTATATGAAATCTATCGATTTTAGCCCTATGCTGGTTCAATAATGGCCATAACATACGATCA
+AATTTTCCTGATCTGAACGTTCAATTTATTTCAGTTAACTTTGCCACAAATTCAAACTCCGAGATCATTG
+GTTCAACTAATAGGTATGGAAACTGAAAAACAACTTCCCTTGCCTAGTACTGATTTAACCCTTATTTTGC
+CATTATGTTGTTCGATTATCTGGTGGCTAATAGACAAGCCTAATCCGGTCCCTTCTCCGATGGGTTTACT
+AGTATAAAAAGGGGTAAATATTTGCGTTATATTCTCTGAGTCAATACCACTACCCGTGTCCTCTATTTCA
+ATAATAATATTGTCTTCTTCAACAAATGTTCTGACAAAGATGTCTCCTTTATCAGTGATTGATTGACCAG
+CATTAATCAATAGATTCATAAACACTTGATTTAACTTGCCTGGAAATGCATGAACTTTCGGCAATGGTTG
+TAAATCGATATGCACTTTACAGCTATATTTAAGTTCATTATGAACCATATTTAAAGTAGCATTTAATCCT
+TCATTGATATCAACAAGGGCTTTTTCTACTTGGTCAATACGAGCAAACGTTTTTAAGTTTTTGACTATTT
+CGCTGACTCGGTCTACGCCTGCGATACTACTTTTAATTAACGGCGGTGTATCCTTGAAAAGGAACTCTAG
+CTCATATTTTTTTGCTAGTTTTTTATGGTTTTCCTTATCCTCTTCACTGGCAAGAGTGCTGTTAAATTCA
+TAATAATATTTTTCAACATCAGAAAAGTAATCTTCGAGTACTTCTAAGTTACTCCGAATAAAACCAATAG
+GGTTATTTATTTCATGTGCAACTCCTGCAGCTAACACACCGATACTGGCCATTTTTTCAGATTGTACTAA
+TTGTGATTCACTCTGTTTTAATTCATCATTAGTATTCGATAATTTTTCATAACTTTCCTTTAACGCGCGT
+TCACGTCGGGCTACTTTTTCACTCATAAGGTTAAACTGATTAAACAAATCAGCAAACTCCATAAACCTTA
+AGTCGCCTTGTAAAGCATCAGGCTCATGACCTTTATCAAGGCTAGAGGTTAACTGAGAAAGAGCGAGAAT
+AGGTTTGACAAAATAGCGATAGCCATACAAGTAGGCTAATAATGTCGTTAGCACTATTGCAAGAATAATA
+TAACTCCCCATTTGAATAACTAAATCATACAGAGCATCATTCCTATAAGCTTCATCAACGGTATAATTAA
+AGCTAACCCCTGCATCATGCCATTGTATTGTTTGCTTGGTGCCCACGGCCTGTTTACCAAACTTAGCAAT
+CGTTTTAGTCCCCTTCACCACCTCAATCATTAAACCATCAAGAACTTCAACATCTATTTGAGCTGCAAGG
+ATAGTTTCTAAAGGTATATTGGCTAATAAAACGCCTTCAACATGTTTGTTATATATTACAGGGAATGCTA
+CACACCAAAAATATCGGCCCTCTACAGCTAGAATTTGTATAGAGCTAAACTGCTCTTCATTAAGTATGGC
+TTTTACCCATGGAAATTCTTGGTAGTTAGTATCAGTAGCGGAAGTGGAATGTAATGTAGAGCCTTCAAAG
+TCGAGCAAGGTTTCATCATACTTTAGACCTAATAATGTTAAGCCTGCCATATAGTCTTTTATTTTCCCTA
+TGTTTCTTTTAGGCTGCATTATACCTTGAACAAAAAGTGACTCTTGAGATTGCTCTTTCAGTAAGATCAA
+GTGATGGTTAAGGAACACACGGTAACTACTATTTAATGCAGTGATCTCTCCTTTGGCAATTTTCTCATAT
+TCACTATTAACAAGATCAACCACATGAGTACTCACTAAGCTGGTGATAATTACAGCTAAGCCGACACAAC
+TAATAAAAACAAATCTTGCTAAAGCAAAAGAGACTGTAGTTTTAATCATTTATTTCACTCAATACTTTCA
+ATAATATTACTTTGATGGTTATTCTCTAACGAGTTAAGTAAAACAATCTCATCTTTAGGGCTATATTTTC
+CCATTGCATAGTCCTCAATAGTCAACGCTTCATGGGCATTAAACTGTGACTTACTATAAGGAGTAAACGG
+TCCTTTATATGTTTTTAGCAAACCAGTTACTGGCTGCACTAAATGCTCCAATGCATGATGAATCAAGCTT
+TTGTCTTGGTTTCTATCACCCGTTAATTTAACTTGCTTAATGGCAGCAATGACAATTTTAGTGAGATCAT
+AAGCATGAATAAAACCTGTTTGTGCTTTAATATCTGTAGGGTGTTTTATAGTGCTGTTTGACTTAACAGC
+CAACGCTAAGACGTTTTTAGCCGTTACTGATAAGTTGTCATTGATGAAAGAGAAATTTGTTTGGATAAAT
+TGTAAATCAATTTTTTCACGCTGACTTGCGGTAACTTTTTCAGAAAAATTTCCCCCTGTTATACCCCAAT
+GACTCCTAATAGGTAAACGAGTGCTTTGGGGTAATTCAATCATAGCATTTACAAAAGTAACCCCTTCTGC
+TGAATTACCAACAAAAAAGATAACATCCGCACCACTTGCTTTAATATCACGAAGTAACACCTTGGCATGA
+TTCATCCCTACTCCCCAATTAAACCAAGACAAGCCTATAGGTTTTACTGATGATTCGTTCAGGGCTTGAG
+TCATTGTTATTTTATTAGAACGCCCCCACCCTGTGTCCTCTAATAATAGATAAGGTTTTCTAAAGCCTTG
+TTCAATCGCTTTTTTACTTATAAATTTACCAGCATTACTATCATCTATAGATAATCGAAATATCCAATTT
+TTCTCTGAAGCGCTACGAGTTATAGGCCCAGCAGCTGCCCAAGGGTCTAATAATAAAATATCATTATCAT
+TAATAAAGGATTTATTTGCTAACAAAGGAGGCGAATGCAAACCAGAAAAAACCATTAATGCTTGTTCATC
+AGCTAAGAATGCTTCTAAATTACGGCGGCTACGCAATGAATTCGCTCTGTGGTCTTTCAAAATAAGGCCA
+AATTCAATTCCTTGAATTTGATTATCAACTTCAGCCAACGCAGTAGTAATACCTTGTTGTATGGCTAAGC
+TCGATGCTGTAGCACCACTAAAATCGGCATCAAGGTAAATAGTATATTTTTTCTGCGCATAAACATTTGA
+AGTATAAGTAGTGATAAAGATGAGGTAGGTGAACAAGAAAAATCTAAACAAAAACTTCATAATCAACATA
+AAGTATCCTTTTAATAATTAATGACATACTTGTCTTATTCATTTTAGTTAAGTTATCATTTTAGCGGGGT
+ACTAATAAAGCTTATTCAATGTATTTATAAACGAGGCTTGGAGTTAGTCTTTAAGATCTAGGTAAATTCA
+AGAATAGCATGATGTGATTTGTGTGTTTCTTAAGATGATGAAACGATAGAGTTTTTGATGATGTGATTAA
+AAGTAAATTTATAATCGAAATTGCTGTAACTAGAAAATATAAAAGTTTGAAGGTATATGTTTGTTTTAAG
+AATAACTAGATTTAGAAATAAACATTTCAATATTGTTTATTTTTTTGAATAACTTAGAACTGATTATATA
+TTTAAGATGGTACCCGGAGCCGGACTTGAACCGGCACGCTTTTCGGCGAGGGATTTTAAATCCCTTGTGT
+CTACCAATTCCACCACCCGGGCATTATATCTTTCCGGCTTACACCAAAAGATAAGGGAGTATTTTTATAG
+TAGGTTGGTACCTACTCTTCATAAATTTAGTTATCATTTTTATTGATAAAAATGATTGACTACTTGTCAT
+AAATTTATAAAAATTTGGAGCGGCTAACGAGACTCGAACTCGTGACATTCACGTTGGCAACGTGATGCTC
+TACCAGCTGAGCTACAGCCGCTTCATGAGAGCTTTACTTCTACTATTTTACATCTAAATATGGTACCCGG
+AGCCGGACTTGAACCGGCACGCTTTTCGGCGAGGGATTTTAAATCCCTTGTGTCTACCAATTCCACCACC
+CGGGCATAATTATCTAAAAGATAAAGGGAGTTTTTTATAGTAGGTATTGGTAACCTACTTATTCTTTTAG
+TGAAATCTTGGAGCGGCTAACGAGACTCGAACTCGTGACATTCACGTTGGCAACGTGATGCTCTACCAGC
+TGAGCTACAGCCGCTTCGTAGAATATTAATCTTCACTTACTACTTTTATAGGTAAAACTTCTTTTAGTTT
+AACTAACTAAAATTGGAGCGGCTAACGAGACTCGAACTCGTGACATTCACGTTGGCAACGTGATGCTCTA
+CCAGCTGAGCTACAGCCGCTTCATGAGAGCTTTACTTTTTACTTCCCATCATCGTTAAGGAATGGTACCC
+GGAGCCGGACTTGAACCGGCACGCTTTTCGGCGAGGGATTTTAAATCCCTTGTGTCTACCAATTCCACCA
+CCCGGGCACAAAATGGAGGCGGATACCAGAATCGAACTGGTGTACACGGATTTGCAATCCGCTGCATAAC
+CACTCTGCCAACCCGCCATTTTGTTAACGATGTTTTTCAATGATATCAATATCATAAGTTTGTATTTATT
+TACACTTAAATTGGAGCGGCTAACGAGACTCGAACTCGTGACATTCACGTTGGCAACGTGATGCTCTACC
+AGCTGAGCTACAGCCGCTAAATTTAAACTTAATAATTACAAACTTTAGTAAACCGTTTTGCTAGATAATG
+TAACATCATCTTGGCTCATTTCGTTTTACTTGCTGACTCCCTGTCAACGAAAACGCATTCTACATCTAAA
+TATTTTCCAGTCAACTATTAAATCAAATTTTTATTCTAACTGCTTAAAAAGCGAGTCGTTTGCGTTATTT
+TTAACTAAACGGTCCATTTATTGGACCGTTTAAAATTAAACAAAGCTTTTATAAAATTTTACTGCCCTTT
+CAGCTCTGGCCATGCCGCTTTGAAATAACTAACCCAAGTAGTCACGGTTAAGACCGTCGCAATAGAATAA
+AAGGCATAAGAAAGATAATTAATCACTTCATGTGGCAAGTAAAACAGAATTAATGGAATATCATAACTAG
+GCTGCCAAATCAGTCCCATAATACCGAGCATTTGTGCAGCGGTTTTATATTTCCCCATATTAGAAACCGC
+AATAATGTCACGCTTTCCTATAGAAGACATAAATTCACGTAAAGCACTGATAAACACTTCTCGCGCTATC
+ATGATGATAGCGGCAATGGAGACCAACCAAGAACTATAGTCTTGTGCAATCATTACCAGCGCAACAACAA
+CCATGAGTTTATCGGCTACTGGGTCTATAAACGCGCCAAAAGCTGATGACTGATTGAGTTTTCTAGCAAG
+GTAACCATCTAAGATGTCACTAACAGCCGCTAACCAGAAAACTGCAAATGCACCAAAATTACTCCACGAA
+AGGGGTAAATAGAAAATTATCAAGAAAATAGGGATCAAGACGATCCGAAATAAGGTTATTTGATTAGGTA
+TTGTCCACATTTACTTTTCACTTCAAGTATTTTTCTTTAGTTTACACAAGTTGTTATAGCAGTGCTACGG
+CAGAATAAGACAAGTTTAAGTAAAAGCTTTGAATAAAGTCTTGTATAGGAAAGTCTTTTCTATTTTTCAG
+CAGAGAGTGTAAATCGTAACACTAAACGCTTATTTATCATGAAGAGCATTATGAATTTTTTCAGCTAAAA
+CATGGCTTATACCGGGAACTTTGGCTAAGGCGGTAATATCGGCTTGCATGACTTCTTGCAAACCACCTAA
+AAACGTTAATAGGCTTTGACGTTTTTTTGCACCTATTCCTTCAATTGACTCTAAGCGAGACTTTTTACTG
+ACCTTTTGTCTTTTCGCTCTATGCCCTGTTATGGCAAAACGGTGTGACTCATCTCGAATATGTTGTACTA
+AGTGCAATGCTGGGGAGGTAGCAGGTAAAGAGATCAACTGATGGCTACCCGCTAAAATTAACGTTTCTAG
+GCCTGGTTTACGTGACTCTCCTTTAGCAACCCCCACTAACAAGGGTGTTCTTGTTAGTGCAAGCTGGCTA
+AAAAACTCTTCGGCTTTAGCAAGCTGTCCTTTACCACCATCTATAAAAACAATATCAGGTAACTTTTCTA
+AAGCACCATGTTCTTCCGGTTTGATTGGATTCGCTTTTAATTTTCCATACCGTTTATTTAACGCAAATGC
+CATGGCGGCATAATCATCCCCTGGTGTGATACCGAAAACATTATAACGGCGATAATCTGTTTTTAGTGGA
+CCCTCTTGGTTAAAGACAACATTAGAGGCTACGGTTTGTTGTCCCATGGTATGGCTTATATCAAAACACT
+CAATACGTTGAATGCCATTTTCAAGCTCAAATACTTCGTTTAACGCAACAAAGCGAGCTTGCATTGATTC
+TTTGTGACTATTTCGGGTAACTAAGGCTGTATGTGCGTTAGTTCCGGCGAGTTTTAAATACTGGGCTCGC
+TCACTACGGGTATTAGTGGATATCTTAACGTCATACTCTGCTTGTTCACTCAACAGTCTTGCTAATTCTA
+CTACCTGTTCAATTGACTCTTTAATGACAATCTCTTTTGGAATACTACTCTGTACTTTGCCATGACTTAA
+CATTTCATTGCTTAAGTAGTGCTGAGCAATAAAAGCTTGTAATATTTCACTGTCGCTACTTTCACTCGGC
+ACCGTAGGGAAGTAACTTTTACTGCCTAAAATTTTATGTTGCCTAATAAAGAGTAGATGGATACAGACTT
+GGGTTTTGTCTCGATATAATCCGACAACATCAAGCTCTGCCACATGACCACTTACATGTTGCTGCTGCTG
+GACTTTACGTAATGTCACTATTTGATCACGATATTTTGCCGCAAGTTCAAAATGTAGTTCATTGCTCGCT
+AACTCCATTCTTGCAACTAACTGCTCTATCACCGCCGAGCTTTTTCCTTGCAAAAACAACTTAGCTAAAT
+TGACTTGTTCCTTATAATCATCAACCGATATTTTATCAACACAAGGCGCTGAGCAACGACCTAGTTGATG
+TTGTAAACAGGGTCTTGACCGAGCGCGATAGTAGCTATCTTCACATTGTCTAATAGGAAATATTTTTTGC
+ATTAATCGCAAACTTTCCCAAACGGCACCAACCGTAGGAAATGGGCCAAAATACTCACCTTTTACTTTTT
+TACCGCCACGGTGTAAACCCAATTTGGGATGCTTATGTGCAGTAATGAGTAAATAAGGATATGACTTATC
+ATCACGTAATAAAATATTGTATTTTGGTTGATACTTTTTGATGTAGTTATTTTCAAGGATCAGCGCCTCA
+CCTTCCGTATGGGTAACGGTTACTTCAATGGCGGCAATTTGTTTCACTAAAACTTGTGTTTTAACTGACC
+CTACATCTTTTCGAAAATAACTCGCAAGACGTTTTTTTAACTGCTTTGCTTTACCTACATAGATGACTAC
+TTGCTTACTGTCATACATTCGATAAACACCGGCCTGCTCAGTAACTACACGCAAAAAAGCCTCACTATCG
+AAAGTTGAGGCTTTAATGGTTTGGTTATTTTCTACATTATCAGTAGTATTGTGCAGCATTGAGGCTAATC
+TTTTTTATAGATATCTACAGCTTTTCTGTTTTTAACATACCATATCGGATCGCTAAATGCGTTAGCTCTA
+CATCATTACTAACATCAAGTTTTTCAAACATGCGATAACGATAACTATTAATTGTTTTAGTACTCAAATT
+TAAATGCTCAGATATAGCGGGTACTTTATCACCACGCGTGATCATGATCATAATCTGTAATTCTCGATCG
+GATAATGTATTAAAAGGATTATCTTCAACCGATTTGAACTGGTTCAATGCCATTTTTTGGGCGATATCAG
+AAGGGAGGTAACGTTGACCACTGTGAACAGCACGAATAGCATTAACCATTTCATCAGGACCAGCATCTTT
+AGTTAAATAGCCAGCGGCCCCCATTTGCATCACTTTACTTGGAAAAGGGTCTTCGGTATGCGCAGTTAAA
+ACAATAATTTTAACATCAGGTGCAAAACGTAAAATTTTCTTGGTTGCCTCAAGTCCACCCATACCTGGCA
+TATCCATATCCATGAGTAAAACATCAGGTTCACTGTTTCGGCAGAATTTAATGGCTTCTTCACCTGTTTC
+ACATTCGCCGACGACCTTCAACCCTTTAACGCTCGTTAAAATTTTATTAATACCGACACGTACAAGGTGG
+TGATCATCAACCAATAAAACATTTATCACGCAAGGCAACCTTAATTAGAAATGAAAAACAGCAAGGGTAT
+AGCTAAACCACTGACTATTCAATTGATTATTATAGAAAACTAATGCTATTAAGCGTTTATTAGTCTGCTG
+TTATGTAAAAGCACAAGTACATGTGAGTTCTTGGTATTAATAACAATTAGAGCTTATTATTTTTCAGCCA
+ATTATTTAATAAACCTATTTGACCATTTTTATAAGCAGCATACGTTAGTCGAACTGCATTACTTAATATA
+ACACTATCAGACCAGTTTGTTTGTTCACTAATAAGTTGATAACAGTTTTTTGCTTCCGGTGACATATAGC
+CGCGCATTTCCTGTAAACCACGCTCTTTTTGTCGTTCGCGATAACGCTTTTGCTTTTCAGCATTGCTCAT
+GGCGACTTTTTTATTAGGCAACTCGTTCGTTTGTTCGACGTTTTTCATAACAACTTGGTTTATTTCTAGT
+TACATGGACCTATAATTACGCATAACGACAGTATAATCAAGGCATGAAACAAATTTGATATAATACCAAT
+TACACTAATAAATTGATCAGCTTAGAGTTATATTAGCGAGCAAAGAACAAGAAGAATTACTTAAACATAG
+TTATTCTATATTTCTTTAATTTTGAGCCGTTATTAGTTTGCTAATAAATTCCCGAAGGGCGATTTTAAAA
+GGCTTACATGCATCGTTATTAATTTCGACAAGGGAATAACCATTCTCTTCAATTAATGCCTTGCCTCTAA
+GCCTTTTAATTATCGCTAAGTGGTCAATTAATTAATGTACTTGGTATAAGACACTTTTTTTAAATATTTA
+ACTGTTCAGAGTTGTTTAGTGTACAAGCGTACGCTAAAGTAGTCTCCTAAAATTTATTATCGGATTTCAG
+CTTATTATGGCTATGCCACAACAAAACTCATACAGTAAAGAAGATCTAGTAAAAGCAGGCACAGGGGAAT
+TATTTGGTGAAGGTAATTCACAGCTTCCCTCTGATAACATGCTGATGATGGATCGCATAATTACCATCTC
+TGAAGAAGGTGGTGAAAATGGTAAAGGCTTCATCTTAGCCGAATTAGATATTACACCTGATCTATGGTTT
+TTTGATTGTCACTTTAAGGGTGACCCGGTAATGCCAGGTTGTTTAGGCTTAGATGCTATGTGGCAACTTG
+TTGGATTTTTCTTAGCTTGGACTGGTGGTCCAGGTAAAGGTCGTGCTTTAGGTGTAGGTGAAGTTAAATT
+TACCGGTCAGATATTACCGACAGCAAAGAAAGTTACTTTCAAAATAGACTTTAAGCGCGTTATCAAACGT
+AAACTATACATGGGTCTTGCTGACGGTAGTGTTAGTGTTGATGGTCGTGAAATATACACAGCTAAAGATC
+TTAAAGTAGGTTTATTCACTGATACAAGTAAGTTCTAAATTAACTTTGGCGTTATTTTAGTAAAGTATTA
+ACTTACTGAAAATAAATAGTTACGTTATAAGTTTAGATCGAAAAGCCCAGCAATTTGCTGGGCTTTTTAA
+TATATTCAAATGGGTTAAAATACTGTTGAACTGTTCTTGACAAAACAAAAAAATGTTTATTTAAACAGCC
+CCTGTTGTTTATCCTCTATGGCTTCTCGCCATCCGCCAAGCCACTGTGATTTGATAGCATCAATTTGGTA
+TGGGCAATGTTCTTTGGAACGACCAGATATACCTGCTTGGTAACCTCTTGTATGTGCCCTACTTTGGCGA
+TCGCGTTTTTGCCGCTTCATCATAAATACACGCTCCTTGGTTGTTCTTAACAGAGACATCAATATCAGTT
+TATTAATAAATAAGTATTAAAAAGATAAAATTATTCATCAAATAGATATTGCCCAATTTCATTAAGCATA
+GTTCAAAACAATCGAAATACAATGAATTTTAGTGCCAAATTTCGGATATAAAAAAAGCACTCACTGGTGC
+TTTTTTTTATGCTTAACTATCAATAATTAAGCAATTAAATTTACTCTTTGAAAAATTATTTATTAAATAT
+TCTACGACGAAGACCCAATAAACTAAACAAGGCTAATATGGCAATACCGCCAATACTTGCGCCTTGTCTT
+TCTACTTTCTCTTCAACCTCACTACAATCATCAATCACACCGCCAGTAATAGGCTTAAGTAATATTGCTC
+TTACTACATCAATCCTTATTGCATTTCCGCTTGCATCAAGTCTTAACTCACCTTTTGCATCATAGCTATC
+GGACTTAATAACAGCAGTAGCAGATATTAATCCCTCATCATTAATGTCACTGGCATTCAGTACATTATAT
+TCTGAATTACATTCTAGTAGTGTGTTCAAATCTGTCATTACAGGTGCATCATTTGAAGTATCATACAAAA
+AACCAGCAGTACGGCGAGGATTATTTGTACTATCATTATGGCTTTCTATTTCTGCTTCACCAACAATAAT
+ACCGGTTGAATTTACTGCAAAAGCAGTACTCTTCGAGGTCGTGAAGAAATCTTTTGGCGTGATAAGCTCC
+ATTTCACTTTCAGGCACAGTAGTATCTACATAAAAAAACTTTTTAACAGAAGTACTAATCTCATGGGTAT
+AACCAACAGCTAAACCATTATCATTAATATCTAATGCTCTAGAAAATGAAAAGACTGAGTTGGTATTAAA
+TCTATAATGCAGTTGATTAAAATCAAACACAACTTTATTACCCAATTCATCCTCTTTGAATATTACCGCA
+TAAGAACCGCTCAAAGGCTGAGTTGAAGTCGGAGTAGTAACATCATTAGCATCCCAACCATGGGCATAGC
+CGACTGCGACGCCGTTATTATTAACCGCAAGCGCTTGGCTAGAAAAAGCTCTATTATCATCGACATGAGG
+AGTAACTAACAAACCTAATTGCTCTGTTTCTACAAGGTTATCAGCCGATAATGTTGCCTTAAATGCTTGG
+ATGTAATACATACCACTTTGAACTTTTTGTACACAAATTTCATAAGGAATATCATCTACAACACCAGGAT
+CGGCACAACCACCTGTTTCATCAAGTACATACTCTTCTCTAAGTTCACTCAACTTATAACTACTATAACC
+AACAGCACTGCCATTTTCATTCATATCAAAAACAGCTGATATACCTCCACCATATCGAGTTTCAATAGGA
+AGAACTGGATAAATTGTCGCACCACTATCTGGAGAAAAGAATCCTCGCTGTCCGTGTTCTCTGACCCAAT
+GGGTACGGAGATTACCAGAACTATCAGTGAACTCCGGCATTGCTAAATAAGGCGCCGATGCAGTACCAAA
+AGCTATATTGCTATCAGTGACCCCTTCAATAACATCAACCGTTGAACGGGTAATTACGCTTCCTGCACTG
+TAAGTACCGTCAAAACCAGTATCAAATATTCGCATTTCAGTACTTTGACTGCCATCACCTAGATTAGTCA
+TAGCCGCAGTATCACCAACAATTTGATATTCAAAATTTGGGTTTTGCGACGATGAGTTTCTGTCTTGTAG
+GAATAACTTGGTCCAAGCTAAGTCATTAGCTGTTGGATTTCCAGCCTTTAACGCCTCAAAATCTTCAATT
+TCATCCAAACCAAATTGGTAGTCATGAAATTGCAAAGCAAAGCTTCTTATACTATTAAAGTCAGTTTCAC
+TTAAGTGTTCAAACTGCACTGGGAAATTATAAATATTAGTACCAGCAACGGCCATAACCCCTTGGTTATT
+TTGTTTCTTGCCGTAAGTATACTCAAGGTTTTCTGCATTACCTTTGTCGACTACTTCATAAGTAGCAGCG
+TGGCTGAAATTAAGGAAACTCAGGCTTAACGCACTAGTAACTCCTAACACCAATATATTTTTTGCAAATT
+GCTTCATACTACTTGCTTACTCTTTAAGGTTGTTCTGTTTAACTTATCTTTTAACAAAACAAGTTAAACA
+TGGTTATTTAAGGTCTACATTAAGGCAATACTTTAAAACGAAGACTTACCATTTCAAAGTATTTATTTGT
+TATTCATCATCGAGTTCTTGCCATCTGGCATAAACGACTTCAAGGTTTGACTCGCTTTCTGCCAGCTGGT
+TCAAAACTTTTTGTGTTATTTTCTCATCTTGGCTAAAAAAGTCAGCATCATTAACTTGTGCCTGCAGTGA
+ATCAATCAAACTTTCTAATTCATCAATTTTTCCAGGCAGCATTTCAAGCTCACGAGCGTCTTTAAACGAT
+AGCTTTTTCTTCTTAGCTTCAGGCTCTGCCAAAACATTATTTGCTGCAGAAGTAACACTACTTTTAGTCT
+GCTTTTCTTGATTACTTTTTTGTTGTACACCTTCAGCCATGCTTTGGCGTTGTGTCTTTTTTAAAGCGAG
+GTAATCATCCACATCATCGTAACCGCCAACAATCTGATTTATCTGTCCGGTACCGTCAAAATACAAACAA
+GTATTCACACAGTTATTAACAAAATCGCGATCATGGCTCACTAAAATAACGGTTCCAGCATAATTTGCAA
+CAACTTCTTCTAGCAATTCTAATGTTTCAATATCAAGGTCGTTGGTCGGCTCATCGAGAATAAGCAAGTT
+ACTCGGGCGTAAAAAGAGTCGAGCAAGTAATAATCGGTTTTTCTCTCCACCTGATAAAGCTCTTACTGGT
+GTACGTGCTCTTTTAGGGCTAAATAAGAAATCTTGTAGGTAACCTAATACGTGGCGAGAACGGCCATTCA
+CTACAACTTCTTGTTTACCTTCACCGACAATTTCTTGTACTGTTAGATTTAAATCAAGGGCTTCACGATG
+CTGATCAAAATAAGCAATATCTAAATTAACACCTGAGCGCATTTTACCACTTGTAGCGGCTTGCTTTTCC
+ATGATGAGTTTAATTAAAGTTGACTTGCCCGTACCGTTAGCACCAATTAACGCTAATCGGTCATTACGGG
+TAATAAGTAGGTTGAGGTTTTCAATCACTACATTATCACCAAAGGCTACTTTGACATCTTCCGCTTCAAA
+GACTAGTTTGCCAGAGCGATCGCCCTGAGTAATATTCATAGTGCTTTGATTACGCACATCGCGACGAGCT
+GTGCGCTCAAGACGAAGTTTTTCTAATGAGCGAACTCGGCCTTCATTACGGGTTCGACGGGCTTTAACCC
+CTTGACGGATCCATACTTCTTCTTCCGCTAATTTTTTATCAAATAGCGCATTTTGTTGATCTTCAACTTG
+TAAGTCATGCTGTTTTTGCTCGATATACAAATCGTAATCACCCGGATAACTTTTTAATTTACCGCGATCT
+AAATCTAAAATACGAGTAGATAAACCACGGATAAACGCCCTATCATGGCTGATAAAAATAATAGTACCGG
+CAAAGTCTTTTAAGAATTGCTCTAGCCATAACACGCTTTCAATATCTAAATGGTTAGTTGGCTCATCGAG
+TAGTAAAATATCAGGGCTGGTAACTAGTGCTTTAGCCAACGCAACTTTACGTAACCAACCACCAGATAAG
+TCGCAAATTTTAGCATCTGCATCCAATGATAAGGTAGTCATGGCTTGATCAATGCGCTGTTCGTCTAACC
+AAGCATTAGCTTTTTCAAGCTCTTCTTGCACATTTGCTAACTTGTTAAGGTTTTTATCACTTGGATCTTC
+GCCAATCAAGTGAATTAAAGCGTGATAACGACGGATAAGTTCAGCGTTTTCTTTTACCCCTTCAGCAACA
+TAATCAAACACAGAGATATCAGACGATTCTGGTGGATCTTGTTCTAGCATTGACATTTTCATGGTACTAG
+ACTTTAAAATTTGACCATCGTCTAAACCTTGCAAGTCCATCAATATCTTCATTAAAGTAGACTTACCTGC
+ACCATTACGCCCTACTAAACAGATACGCTCGCCAGTTTGTACACTTAAATCTGCTTTATTTAAAATCTTA
+TCTTCGCCGAAGGCAAGCTCACCATTGGCTATTCTTAATAATTCCATAATTCTTCTTATGCGTTACTGTT
+CACTAATTGCGTTACTTGCGCTTGGGTAAATGGCCAAAACAGCTTAGTATTTTCACTGCTATTTTGTTCT
+AATTGTTCGAGTACGGGAATGTGTACACCATACAACTCGACCAGTGTTTCCGTTTCATGGTCAACACTTT
+CTTGTTCAATAATATCAACTTGCGTTAACTGCTCAACAGTCAATACCGTTAAACAAATGGCCAACGCTTG
+TTCACATAAATGGCAGCCTTCGCTGCCATACAAATTATACTTAGTCATTATGATTAACTACTTACCTTTG
+TCTAAATATGCCTACTTATGTCGCCGTGCGCTTAATAGACCAGCTATTATGAATATGCTTATTTCGGGCG
+AAATCTTTATCACGCGTCACATCAGACATTGCTTCTGCAGTTAAGCCCAGTTCATCTAACGCTTCAAAAT
+CTATCTTAAAGTTGCGTTTGTTATTAGTAAAAAATATTTCACCGCCTCTATTAAGTGATTTCAAAGCATC
+TGTAATTAAGTCAACATGATCTCGTTGCACATCAAAGCTATCTTCCATACGCTTTGAATTAGAAAATGTT
+GGCGGGTCAATAAAGATTACATCAAACTTGTTAACATTCTTTTTCAACCAATCTAAACAATCTGCTTGAA
+TGAATTGGTATTTATGACCGTTCAGCTTATTTAAGGCAAAGTTATCTTCTGCCCAATTAAGATAGGTATT
+AGACATATCAACGGTTGTAATCGATGCTGCGCCTTGCACTGCTGCTTGTACTGACACTGAACCCGTATAG
+GCAAATAAATTAAGTAATGATTTACCTTGAGATTTTTTCGCTACTATTTGACGCGTTTTTCGGTGATCTA
+AAAACAAACCCGTATCAAGGTAATCCCATAAGTTAATCTTAAACAATGCGCCATGTTCATTGATAGTAAG
+CGATTGTTTCGTCTTTTCTAATCGTTCATATTGATTGGCGCCCCTCTGCTTAGCACGGGTTTTCAAGATC
+ACTTTATCTGTTGGAATATTTAACACCTTAGGTGCCCAATAAATAACTTCTTGCAGACGTTTTTTGGCCT
+TATCTTCTTCAATAGTTTTTGGCGCGGCGTATTCTTGTATAACTAAATATTCGCCATAAATATCAATCGC
+AACATTATATTCTGGAATATCACCATCATATAAACGGTAGGCTTCAATCTCATTTGATTTCAACCAGCCT
+TTTAAATTTTTACGATTTTTCTTTAAACGGTTAGCAAACGCACTATCTTCTTCAGCAAAATCAGATTGTG
+GATTTATCGCATCTTTTGCCCCTTGCTTTGCATCAAGGTTATATAAAGCTAATTGACAATCTAACGGACC
+ATTCTTAAATTTATAACGCTTAAAACTTGACAGTTTCAACATAGAAAGCAAATCAACATTCGCTGTCAAT
+ATGGCAATACGCCAATCTTTAAACTGCATTTTAAGTTTTTGACCGAATAAAACGAAGTTTTCTACTAACT
+CAGGTAATTCACCAATACGCTCTCCATAAGGTGGGTTAAATAAAATTGTACCCGGCTGTCCAAAGGTATT
+ATCCATGTCATTGGTGTTTTTACAGGTGAACTCAATATATTGGTGTAACTGAGCATTACGAGCATTTTGT
+TGTGCCGTTCTCAATACACGCTCATCGATATCGATACCAAATACTTTTACTTTGAGGTTCGACATATTTT
+CTTCAGAGCTATCTATCGCGAGCGTTAATTGTTTTTGCCAAACAGCATTATCATGGGACAACCAAGCCTC
+AAAGCCCCACGATTGTCGGTTAATGGCAGGTGCTTGCTTAGCTGCCATTGAAACGGCTTCAATCAAAATA
+GTGCCTGAACCACACATAGGATCAACCAACGGCTTGCTGGTATCATTTAACCAACCCGAACGTATTATTA
+ACGCTGCAGCTAAGTTTTCTTTTAACGGGGCTGCACCACTGTGCTCGCGATAGCCACGTTGGAATAAACC
+TCGGCCAGAAAAATCAAGAAAAATGGTAACATTATCTCTTAACAAACGAGCCTGAAAACTAATTTGTGGT
+GCTTTTTTATCAACATTAGGGCGTTCGAAGCCTTGATCTCTAAACTGATCAACTATCGCATCCTTAATCG
+TTAAGCCACCAAACTGACTATTTCGAATTTCTTCGCTGTAACCAACAAAGTCGACAGCAAAGGTAGTAGT
+CGACTTAAAAATATCTGGCCAGTTAATACTACTAGCGGCTTTGAACAATTCATCTTTATCTTTCGCTTCA
+CCCTCACCTAGTTTAAGCATGATACGTGTCGCAAGACGTGTCCAAAGCGATATTTTATATCCCAAAGCTA
+AAGAAGCTTGAAAATAAACGCCTTCTGGTTTTTGTATAACGTTAAATGCGCCGAGGCTTTTAATTTCATC
+AAACAATAAAACTTCAATACCTGGAGAGGTTAAAGCTAAAAATTGTTGCGTGGATTCTTTCATGGTGAAT
+TTCCGGAGTAAGAAGCAGAGTAAACTATGGGCGCGATTATATACACAAACGCAAAGCACATAAACAAAAG
+TTAACTTTAACTGACCGAAAGTGCCTGATTTTCACACGTAACGAATAACATTTATGCTAACAGTCTTTTT
+TTTATAAAAGCGCTTGCTTTATCGATGCTCTATCCTTACTATACGCATCGCTTTCAGGGAGTAACCTTTC
+TGGAAGTAACTTCTCGCAATAAGAAGTAAAATATTGTGGCTTGTTCAAGTAATATCTAGCAATAGTAACA
+TTTGAATCATTCTGACGCGGGATGGAGCAGCCTAAAAGATCAACCTCGTCGGGCTGTTCGTTATAAATAG
+CCGAAGGTCGTCATGTTTGTTATCAAATCTGGCTTCCGCAATCAATTCTTAAGTTTGAATTAAAAAAACT
+TGGCTTTCCTACTTTTGTAGGTCATTCGGACGCGGGATGGAGCAGCCTGGTAGCTCGTCGGGCTCATAAC
+CCGAAGGTCGTCAGTTCAAATCTGGCTCCCGCAACCAATTCTTAAGTTTGAATTAAAACAACTTGGCTTT
+CCTACTTTATTGTAGGTCATTCGGACGCGGGATGGAGCAGCCTGGTAGCTCGTCGGGCTCATAACCCGAA
+GGTCGTCAGTTCAAATCTGGCTCCCGCAACCAACTTGTTTCTTTAAAGAGATAAGTATAAAAAGTAGGTA
+ACAGTTCCCTCTTCATTAGATAAGGGATCAAATAACCAATTCTCTAATAATAGAATTAAAATAATTATTG
+GCTTGTTTAAATTTTTCTAGCAATAGTAATATTTAAACCATTCGGACACGGGATGGAACAGCCTAAAAGT
+TCAACCTCGTCGGGCTGTTCATTATAAATAGCCGAAGGTCGTCATGTTTGTTATCAAATCTGGCTCCCGC
+AAGCAATTCTTAAGTTTGAATTAAAACAACTTGGCTTCCTACTTAATTGTAGGTCATTCGGACGCGGGAT
+GGAGCAGCCTGGTAGCTCGTCGGGCTCATAACCCGAAGGTCGTCAGTTCAAATCTGGCTCCCGCAACCAA
+CTTGTTTCCTTAAAGAGATAAGTATAAAAAGTAAATTCTTAAGTTTGAATTAAAACAACTTGGCTTGTTT
+AAGTGTTTACTAGCAATAGTAAAAATTTAAACCATTCGGACGCGGGATGGAGCAGCCTGGTAGCTCGTCG
+GGCTCATAACCCGAAGGTCGTCAGTTCAAATCTGGCTCCCGCAACCAACTTGTCTTTTAAAGAGATAAGT
+ATAAAAATAAATTCTTGAGTTTGAATTAAAACAACTTGGCTTGTTTAAGTATTTACTAGCAATAGTAAAA
+ATTTAAACCATTCGGACGCGGGATGGAGCAGCCTGGTAGCTCGTCGGGCTCATAACCCGAAGGTCGTCAG
+TTCAAATCTGGCTCCCGCAACCAACTTGTTTATTTAAAGAGATAAGTATAAAAAGTAGATTTTCAGTTCC
+CTCTTCATCAGATAAGGGCTCTCAAAACTAATTCTTAAGTTTGAATTAAAACAACTTGGCTTCCTACTTT
+ATCGTAGGTCATTCGGACGCGGGATGGAGCAGCCTGGTAGCTCGTCGGGCTCATAACCCGAAGGTCGTCA
+GTTCAAATCTGGCTCCCGCAACCAATCTTTGTAAAACCTCTATCTAATTCCTAAGTTATAACCTACCTAA
+CTGTTACTTATAAATTGCCAAAACTGATCATTACCTGTTTCATTATTTATTAAAGAAAGTGGCACCTGCA
+AAATATTCAATATCTGTTCCCATATAAAATATAAATTGAATACATCTATCTGGTACTAATCAATTACCGG
+AAACTGATACTGCCTATTTAATGCTCAACATCCAAAATCAATTCAATAGAATTTTATTTTCTATTTATTT
+TTATTTTTAATAACTCCAACATAATGACTTCGACTAACTAAGCCATAAAGACCACTGCCACAGCATTTAC
+AGGTTTTGTGCTTTTATTGCCATAACAGTGAGGAAGATGACCATGGAAATAAATTAAGTTACCAGCCTCC
+ACCATATACTCTACTCCTTGTACTTCAACACAAGCAGTCCCTTCCAAACACAAAAACAACTCATGACTAC
+CCTCTGGGTGCGGCACCCCTTTGCTATAACAGTTCGGCTTCATACTAATATCGTTGATTTGTAGTTTTTG
+CGTGCTGATAGGACTTGTTCGAGTACTAGAAAACCTACCATCATCTAATTGAGTAATGGGCATATCTTTA
+CGACAAACCTCGGTAACATGTGCTGATTGCCGACTTATTAAATCATCAACAGACACACCTAATGCTTGTG
+CTACTTTAACAACCAAAGTTATGCTTGGATTTGATTGTTCGCTTTCCATATTAGCCAATGTTGCTCGTGG
+AATATCGGCCATATCAGCTAGCTTAGTTTGCGTTAGTTTGTGCTGAGCACGTAACCTTTTTATACCTTCA
+CTAATAGGGTTGCTCACTAGTTATCTCCATAATTCTGCGTATTGATTTACCACGATGTGAAAGACTAAAT
+TAAGTAATTCAGACTGTCATGTTTAGGACTACAAAATATCAACATATTGCCAGCCTTTATTCTATTATTA
+AAACATATTGTTAATTTATTGTCATTTTTAGTGGTTCACCACTAGACACTGTCGAAATTTTCATTACAAT
+CTAGCCATCTTATCAATCTTGATAATTTCACTCATCAAACTTTCCTGGAGAATAATATGAATGTTGATCA
+ACATATCAAAGTAGCACAATGGCACTTAGAGCAAGCTCGTTTACATAACGTTAGCGATCACACTTGTGGC
+TGTCCTGCTAACAAGCATGACCAACGTGCAATCGACGCAGTTGAAGCTGGTCTAATCATTGAAGAAAAAG
+CTTGTACTATAGAAGCTAAAGAAGCACGCGTTTAAGCTAACGCTAAAACCAGATAACTAATAAAAACCGA
+TAAAGTCTTTTTATCGGTTTTTTTATGCCCTTCAACATTGAATTTATCCTACTATAAATCCCTCCCCCAA
+TAATCGATAAAGAATGCATTAAGAATCAATATGATCCATTAGAGGTTATCATTGAAAAATAGCGTTAAGA
+TAAATATAGTATTTATTAATTTAACCGAAACATAATTTACAAGGATTTCTATGGCTGGTGCAAGTTTACT
+AACCCTATTAGATGATATTGCCATGCTGCTCGATGATGTAGCAGTATTATCAAAGGTAGCCGCTAAAAAA
+ACTGCCGGAGTTCTAGGTGATGACTTAGCAGTAAATGCTGAACAACTCTCAGGGGGCTTAAAAGCAGACC
+GAGAGTTACCCGTTGTTTGGGCTGTTTTTAAAGGCTCTATGCTTAATAAAGCTATTTTAGTGCCCATTGC
+TTTATTACTGAGTTACTTTCTACCTATTGTGATAATGCCATTGTTAATGCTTGGTGGTGCTTATTTATGT
+TATGAGGGTTTTGAGAAGGTATGGCATAAATTCTCCCATAAAGAAGAACACCAAGAGCAACACGAAAAGC
+ATGTTGTCGCACTCCAAGATGAAACCATAGATATCACCCTTTATGAAAAAGATAAAATCAAAGGCGCCAT
+TCGCACTGATTTTATCCTTTCAGCAGAAATAATCATTATTGCGTTAGGTACTGTGGCTGATAAGCCGATA
+ACCACGCAAATTTCAGTCCTAATTTTTATTGCTATTTTGATGACAATTGGAGTTTATGGCTTAGTCGCTG
+GTATTGTAAAGATTGATGATGGTGGTTTGTTACTCATTAAAGATAAATCAGCAAACCTTTGGGCAAAAGC
+AAAACGTGCATTAGGTTATTTCATGATTTCTTTTGCGCCTAAACTAATGAAATTTTTAGCTGTTGCCGGT
+ACTGTCGCGATGTGGCTAGTCGGCGGTTCACTTATCACTCATGGCGTTCCTGCTTTTCATCATATTATTG
+AATCAGCGACGAATTTTGCTGGTAGCCTGCCTGTTCTACCAGGGCTTTTAGTGGTAATCACCCCACTATT
+AATCGACTTGCTTGTTGGCTTTATATTAGGTGCGCTGCTGGTGTTTATCTCTTTAGCTATTATGAACGTA
+GTTAAGAAAACCGAGCATTAATACCTTAAGAAACTCCATAAAATTAGTGGCTAGTTAATTGTTGATGAAT
+GCTTAACTAGCTATTGGCATAAAGCCAATGATTAATAATCAGTTAACAAGTAAAACTAATTTACCAACAT
+TTTTATTTTTCGCCATTTTCTCATGGGCCTGCTCGACTTGTTGCCATGGATAAATCGAATCAATGATAGG
+TTTAATTTGACCATTAACTAAATCAGCATAAAAATCGCTACTAAAATTATCAACGAGTTGAGCTTTATAG
+TCCTCACTGCGATTACGCAGGGTTGAAGCGGATAACGTTAATCTTTTTGCTAACAATTTTGCTATGTCAA
+CTTGCGAGCAATATCGCCCGCCTAACATTGATAAAGTAACTATGTGCCCATCAAGTGCAGCGACGTTAAT
+ATTTTTAGATAAATACTCACCACTAACAACATCAATAATGACATCGTAGCCTGCTAATACGTTTTCTTTC
+GACCAAGCAACAAAATCATTTTTTTGATAATTTATTGCACAATCAGCGCCAAGAGCTAGGCAAGCTTGAG
+CTTTAACTTCACTGCCCACAGTGACCGTAACATAACATTGTTTCGCTTTCGCAAGTTGTATCGCAGCACT
+GCCCACACCACTCGCGCCCGCATGTATAAGTACTTTACTGTTATTGGCTAACTTCGCGATACTGAATAAA
+CTTTGATAAGCGGTTAAAAACACTTCAGCACAAGCGGCTCCTTGCTCAAAAGTAAATTGCTCAGGCAAAC
+AAAACAATTGCCTTGCTTTTACTTTGACATATTGCGCGTATCCACCACCGGCAACTAAACCGAAAACTTT
+ATCACCTACTTGCCACGATTGTGCTAAATGATTATCAGAAACCGCATCACCACATTGAACAATTTCGCCC
+GAAACTTCCAAACCAAGGATTGATGACTCGCCTGCTGGGGCTGGGTATTTACCCGCTCGCTGTAATAAAT
+CGGCTCGATTAATTCCTATAGCGTGAACTTTAATCAAGCACTCATCCGCCACAATTTTAGGCATATCGGT
+TTGACTAAATACTAATGATTGCTGGTTATCAACATGGATATATTTCAAAGAGATCACCTTACGTTAGATT
+TTATTGGTTGAAGCTAGGGGGAGTTACGCTAAATAAGTGTTAAGAAAAGTAAGAATTAATAAAGTGCATA
+AACTCATACACTTTATCTAATGATCTTTACCTAATAAACTTAACTTGGGAAAGTTAAGTTAGTGGCGTTA
+AAGCAACAGAGTTGAACTCAACCTTGCTCCAACCACTTTGCATAAAGTTACGAATATTACCGTGGTCATT
+TCCTTGTGGATTATTTACCACGTCTTCACGATAGAAACGGCCAAAACAAGCTAACGTTTGTTGTTCTGAT
+AAATTATTAAGTTTGGCAAAATAGAAGATCTTGCATGATCCTTCATTGGTGCCCGCTTCATTAAATAAAT
+CACCGTTATTAAACGTTGCAGGTAAGTAATTGTAGTTTTCACTAATAACTTTCATTACTTGCTCAAAACT
+TACTTGTTCCGCATTTGAATCTAATTGGTTGATGAAATCAGTTAGAGTAATATTAACTTCTTGAGTGCTC
+ATTAAGCATCACCAGCTTTTAATCTAGCCTTTGCTTCCTCTACTTTAGAGAAATCTAAACCTAATTCATT
+AACCGCTTGCTCAATAAGACTAGGGTCTGCCATGACTAGGCTCATAATAGCTTGTAATTTCTCTGGTGGA
+ATACCAAGTTGTGTAATGAATGCCATTGCCATCATAGGGTTTTCAGTCAGCGCCTGAAACATCTCACTAA
+TTTTTTCATCACTGATATTTAATTCTTTTAAAATTTGAATAATCGGGTTCATTAATTGTCTCTATTTAAT
+ATTAGGTTTAGCGTTAGTAATAATCAGGCTGCTTTAATAAATATAGCCCTATGAGTCATGCAGATTATAA
+TATCAAATTATAAAGAACTTTACAGACAGCAGCCCATTAATAAATCAAAAATCTAATTAATACCAATTCC
+ATTAAATTTATTCCCACCTCAGAGCTATGTCAGAGAAGCTATAACAAATAAAGTTTTTGCTGACATAGTC
+ATTCTATATCGAACAAACTTGTGCCGTTATTGATTTTCTGACAAGCTCCCAAGGGCGAGTACCTAATAAA
+AAGTAAAGGCTGACATACTGCGTTATTGATTTTGATAAGGACGCTGCATGGATGCAGCTTATTAGAGAAT
+GCAGGAGCATATTCTCCTGAATAACCATTCTCTTCGATCAATGCCTTGCCTCTAAGCCTTTTAATTCTCG
+CTGAGTGGAAAATAACTTAATGGACTTGGTATAACTAACTTCATTCATTACACTATTGAAAAAGAAAAAG
+TATAATAGCGCTGAATTGACGCAGACAAAATACACCATAACTGAGCCATTACTGAATTTATATTTCAATA
+AATGATGCTCATATAACGCCAACATTACTAACTATCTATTATATTTATGTCATCAAAATTTGAAAATACA
+GAGCTTAAATCCCCGAAATTAAAGTATTTATCTGCTTATTCTGCACAAATACAACTGCAAGTTCAGCAAA
+TGATCGAACAAAAAAATTTAGAGAAATATTTATTAAACAAATACCCAACGACCCATGAGGTAAGTAACGA
+CAAAGCCCTACGTGGTTATGTTATGTCACTCAAGAATCAGTATTTGAAAAAAGCATCGCCTTTAAGTCAG
+ATAAAGTATGACGATAAAATTCATATCATTAATAATGCTTTAGGGTTGCATACCTATGTCTCTCGTGTAC
+AAGGTAATAAGCTAAAAAGTAAACATGAAATTCGCATAGGCAGCCTATTTAAAAAGGCCCCTGAGGCTTT
+CTTAGCTATGATAGTCGTTCATGAGTTAGCTCATCTAAAAGAGAAAGAACATAACAGAGCCTTTTATAAG
+CTATGCCAAAGCATGTTGCCTGATTATCATCAATTAGAGTTGGACTTACGTATTTACCTTACTCACGTAG
+AGTTAATTGGCGATATTTACGCTTAATTCCAATGACATTAACTGAGTGAGTATTTTAACCAGGACAAGTG
+GACAATAATTTAATGGAATTGGTATTATATAAATAACTGAGCTACAACCAAAGAATATAAAACTAAGATG
+TCTGAAACTAAAATTAAATTTGAGCTCGAAAAACAAAACAAAAACAGTGTTCGCTATAAAGAAATTCCCA
+AAGATGGCATGCCACCAATTTTAGGCTCTATCTATGTACAAAAGTGGTATGCAGGTAATAGTAAATATCT
+AGAAGTGACTGTTAATAAGGTCGATTAGCTATAAGCGGCTAATGCGTCAAAAGCAAAAAACCAGAATACC
+TTATTAAGGTAATTCTGGTTTTTTTTGGGTTAACCGATAGTCAAACTAACGGTTATGATTTCTGCTTGTT
+ATGCTTGATATAACATAGCTAGAAAATCTTTAGACTCATTCAACTGGCTAAATTTAAACAATTTAGAACC
+GGCTTGGTCTTTAACAACAACATTTAATTTGTTGATTGAAATAGACTTTACTGGTGCTTCAATAGCGTAA
+ATCTTACCTTGATAAGTATAAGACATAATATAACTCCTTTAATTGCGTAACACGCAACATTAAAAAGCCC
+ATAACTGCATATACATAATTGATAATAATACGATGAACTAACCGAAAATGACTCGGGATCTCATGCAGCA
+AAAAGCTTTAATTTAATAACTTTTTATTAAGGTGTTGGCTGACTGTGAAAGGGAAAGACAAAACACGAAA
+AAATCACTGGGGATTAACATCAATTAGATGAGGAAGGCTAATTGATGTTGGGAAATATACTGGGCTTTGT
+TGATAAAGTAAACATTTATTTTATCAAATACTAAATTATCGCTAAAGCATAATGCAATTTCTGTAAAAAA
+TTAGTTATGATTCTGCACCAAAATTAGCTTTAGCAATTCATCTGAACCCAATGCCCCTCAGCCTCAATTA
+ACTTGGATACCTAATGGATAAAATATCACAATCAACATTATCGAGTATTTTTTCAATAGTATTGCCAATA
+AATTTACCGTTATTGCCCATACCCATCACTAATAAATCAACTTCGTGTGATTTTACCAATTCAGGTAATT
+CAAATTCAGGTGAGCCCGCGACTAAGTGAGTCACCTCTTCATCAAAAGTATAATGGCTAAGTAACTCATC
+AAATACCACTTTGTGGTGATATTTTATCGCCTCGCTGTAATCAGTAAAATCACCACTAGCTAAACTGTGG
+TCCATACCCACAGCATTCATACCTTGCCATAATTCTATGCCCATAGGCTGATAACAGTGGCAAACGTGAG
+CTGTGCTATCAAATAATTCAGCCATGAGCAACTCCGCTTGGAGAATCTTGGTGTCTAATTGTTCAGGTTT
+ATCATGTGCTCTTTCAGGATCAACTGCAGCCATAACAGTACGATACGAATAATCACGAATGTGTTTAGTT
+AGTAATAAAGGAACTGGGCAGTGTTCTAATAATTGCCAATCACCAGGCGTGAAAAACATTCTGTTAATAG
+TCGAATCTTGCTTCGTTGATTTTATCACTATCGATGCGCCATTACTGGCGATCTTAGCCAAAACGGCACA
+ACTGACATCAGAATGCCAAACGACATCAATATTAACGACAATATCAAGGGATTTCACTTCAAGAGCGTAC
+GTTTCTAACCACCGTAATTTCGATGCTATATATTCTTTTTGTAAAGCATCTAATTGCGTTTGATTAAAGT
+TCCAATGGCTAACAAATTGGCTATTATAAACCACAAGAAAAAGTTCGATACTTGCTGAAGTTTTTTCTGC
+AATGTTAATTGCTTGCACTAATGCTGATTGGTGGTCACTAGCAGCATCCATCACCACCAATATATTTGTA
+ATATTTTTCATAATATTCCCTTAAGTATCAATATTCTAATTAACAACTATCTGAATAGTACCTTTATTAA
+TTTAGAAAATAACAATAAAGACATCTCTTATTTTAAAGTTAGTTGAATCAGATACTTATAGCAACATATT
+TAGGTTAATTTCGAACACAAGTTGATCTAAATTATGTATCAGTTATCTGGAGAGAGAAAGCTAAAGATAT
+CAATGAACAATGGCGCGATTATTGAAAAAAAACAATGATTAATACTTGATATCAACTAAGGTTAGCTAAA
+ATAAATTATCGTATTTCAAGTATTGTTAATTCTTTGATAGGCACTGCACTCATTGGACTGACCGGAGCAA
+TGTTTTGTTTTGAGATCACCCTATGTCGCAAAGCGATATTTCTTTATTTAACTTTAAGATAATAACTAGG
+GCATATATCAATGCACCTAGTTATCTCCTTAAAATCGTAGGGCCGAGACTTTATAATACTTAGAGTAATG
+CCTTTATACCTTGAGTTAACCCTTCAACCGTTAAAGGATACATTTTATTAGCAACAATGCTTTTCATAAT
+ATCGATGGAACTATAATAAGACCACTGCCTTTCCTCTTGTGGGTTTAACCAAATACTCTTATCGAAATGG
+CTCAATAACCTTTTCATCCAAACACTACCTGGCTCTTCATTCCAGTGTTCTACACTACCGCCAGGGTATG
+TAATCTCATAAGGTCCCATCGTCGCATCCCCGATAAAAATCACTTTATAGTCACTACCATAAGTATGAAT
+GACTTTATGTATATCAACGGGCTCACTGGTTCGACGGTTATTGTCTCGCCATACATGCTCATAAACACAA
+TTATGGAAATAAAAGAATTCTAAATGCTTAAATTCAGTGTGCACCGCTGAAAACAGTTGTTCACATACCT
+TGATATGATAATCCATGGAACCACCTACATCAAAAAACATCAGTAATTTAATAGCATTGTGTCGCTCAGG
+TTTCATTTTAATATCAAGATAACCCGCATTACGAGCGGTAGCAGATATCGTATCATCAAGTGCCAAAACA
+TCACTGGCACCAGTACGCGCAAATTTTCGAAGCTTACGTAGGGCAACTTTGATGTTTCGCGTGCCAATTT
+CAACGTTATCATCTAGATTTCGATATTGACGCTTATCCCACACTTTTACGGCTTGGCGATGTCGAGAGTT
+TTCTTGACCCACTCTTACACCTTCAGGGTTGTAACCATTTGCACCAAATGGCGATGTACCACCCGTGCCA
+ATCCACTTATTACCCCCTTCATGGCGTTTTTCCTGCTCTTTCAAGCGTTCAGCCAAGGTTTCCATTAATT
+TATCTAAACCGCCCATGGCTGAAATCTTTGCTTTTTCTTCATCAGAAAGCATTTTTTCAAAATGTTTCTT
+TAGCCAATCTTCAGGTATTGCCGACAAATCAAGTTCAATGGTTGATACGCCTTTAAAATAGTCCGCAAAA
+GCACGATCAAATTTATCAAAATAACTTTCATCTTTTACCAGAACTGCGCGGCTAACGACATAAAAATCAT
+CAATATTAGCAAAAACTACGTGCTGCTCTAATACGCGAATTAAATCTAATAATTCACGTATGGTACAAGG
+CACTTTGTAGTCTCGTAATTTACAAAAAAAATCAATTAACATATGCTTTTTGACCTCTGGTGATTTTATT
+TATCGATGAGAACGATGCATAAAAGCGAGCTTTTCAAACAAATGCACATCTTGCTCATTTTTCAATAAAG
+CGCCATGTAAAGGCGGGATCACTTTTTTGGTGCGAGTTTCTTGTAAAACATCAATATCAATATCTTCAGC
+TAAAAGTAACTTTAACCAATCAATTAATTCAGACGTTGAAGGTTTCTTTTTAAGACCCGGTATTTCACGA
+AGATCAAAAAACAGTGCTAACGCTTCATCAAGCAGTTTTTGTTTGATGTTAGGAAAGTGCACATCAACAA
+TCGCTTTCATTTCTTCTGCTTCAGGAAAACTAATGTAATGAAAGAAACAACGACGCAAAAAGGCATCAGG
+TAACTCTTTCTCATTATTTGAGGTGATAATAATAATGGGTCTTTGTTTAGCAACAACTTTCTCTTGGGTT
+TCATAAACAAAAAACTCCATTTTATCGAGTTCTAATAACAGATCATTAGGAAATTCAATATCGGCTTTAT
+CTATTTCATCAATTAATAAAACCGGTCTTTGATCCGCTGTAAAAGCATGCCACAGTTTTCCTTTTACTAT
+GTAATTACTAATATCATGAACTTTTTCATCGCCTAGCTGACTATCCCTAAGACGTGATACCGCATCATAT
+TCATATAACCCTTGCTGAGCTTTAGTGGTTGATTTGATATGCCAAGGGATTAACTCCGTGCCTAAACTCA
+ACGCTAGCTCTTCAGCAAGCATCGTTTTTCCTGTCCCAGGTTCACCTTTAATTAGCAAAGGTCGTTCGAG
+TGCAATCGCCGCATTTACAGCAAGTTGCAGTGCTTTAGAGGCAATATAGTTACCCGTGCCATTAAATGAT
+TTCATGTTTTTCCCACTTATTGTTTACAAATTAAACTAAGGTATTGATTAACTATGCCATTTTATTTAAC
+CGAATAGAAAATGACACTAGATATCTTCATATGACGCTAACTTTAACCTGTTAGTAAAAATTTTCCACAG
+GATTTAAAAAATAGTTGGAATAAGCAGAGAATATATACCCAAACTACATGAAGATGCAGGCTTCAGTTGG
+AATTAGAAACGTCTTTAGCCAAGGCATAGATTGATGATAATGGTTACTCCATTATCGAAATCAATAACGT
+AGGATAAAGCGTTTCTAAACCAACCTTATAGGGGCGTCTGAGCAATTCATATTCTTCGTTGCCTTTATTT
+TTAAGGGCGCTACATGGATGTAGCTTCTTAGAGAATGCAGGAGCATATTCTCCTGAATAACCATTAATAA
+AATGAAGCGTCTTGAAGATGAAGTGCTCTGGCGTCCTGAAACACGTATCTTCAAGTGGCTTGGGTATATA
+CTGGTTAGCAATCAAGGTAGATGTTTCAGAATGCTTTAATTGATAGCGATAATACGATTAATATCGAGCA
+GAAAAATAAACTGACAATAATAAGATAGACTAGATCAAGTAATCTGTAAGTAGTGGTTATATTTATAGTT
+TAAGCTATATACAATCGAGATAGATTAGAACTTGCTTAGGATGAGCAGTGTTCAATAAATGGAATTATTT
+ATTGTAATAGTAGGAACGGTCAATATGTTAAAAAACCTGTCACTGGCTAAAAAAATTCACTTAGCACTCA
+CCTTAATTGGTGCTATTTTTTTAAGTACAACGATTTTCTTTTTTCATCATGATGAAAAAGAGCTGGCAGA
+GCACTTTGTTGAACGAAACCTTGAAAGCCTTGCACTTAATTATTTTGACTCGGTCAATACCATGATGCTC
+ACAGGCACTATCGCTAATCGACAACTTATTCAAAATAAAATTCTCAGCCAAGACGATATTGTAGAAGCAA
+GAATTCTACGTACCCAAGCGGTTAATAAAGTTTTTGGTGAAGGCTTCCCTGATCAGAGTGCAAAAAGTGC
+ATTTGAACGAGAAGGTCTAGCGGGTAAAAGAGCGTTTAAAAAGTTTGAACTTGATGGCAAACGTATGATG
+AGCTTTATTATACCGGTCAAAGCAAGTTCAGATTATCGCGGCACCAATTGTTTAACTTGCCATCAGGTTA
+GTGAAAACGAAATATTAGGCGCAGTAAAACTTACCTATGACTTATCAACCGTAGATAAAGAAATCACCAG
+CTCTATTACTCAAGCTGCAATTTTACAATTGGTCATTACCTTAATTTGTTTTACCTTGTTAAGCCTTACC
+CTGAGAAAGCTAATTTTCTTCCGATTAAAACGCCTAAGCAATTCTATTAAAACGGCTGCTGAAGAACTCG
+ATTTAAATAAAGAAATTAAAGTTAATTATCAAGATGAACTCGGTTCAGTAAGCATAGCGCTTAATGACAT
+GATGAGTAAGTTTAGAATTAGCTTCATGTCAATTGCCCAAGCGAGTGAACAATTAACTGAATCAGCTAAA
+GAAGTTGATAAAATATCTTCGCTAACACTCGAAGCAGTGTTAGAGCAAAAGAATGGCACCGACTCTGTCG
+CTGCTGCAATTAATGAGTTAGATACCTCTGCGAATGAAGTACAACATAATACGCAAAGTGCAGCTGATAA
+ATCAGTTTCAGCAAATGAAAGGACCTCACAGGGGTTAATTCTTGTTGAACAAGCGAGAGTTGGCATTAAT
+GATCTCAGAGATAAAGTTGTTGAAAACACAGCGATGATCACTGATTTGAGTAATAAAACCAATGAAGTGG
+GCAGTGTTTTAGAAGTCATTACCGCCATTGCTGAACAGACAAATTTATTAGCGTTAAATGCTGCGATAGA
+AGCAGCAAGAGCTGGCGAACAAGGTAGAGGTTTTGCTGTCGTCGCCGATGAAGTTCGTTCTTTAGCAACT
+CGTACTCGTGAATCAATTGAGCAAATACACGTAACAATGAGTCGATTACAAGTTGGAGCAAAAGGTGCTG
+TTGATTCAATGAATGTGGTTAGTCAACAAGCCAGCGAAAAAGCTGAAGATGTTGCTAATGTTGCTGATTT
+ATTGACAAGTATCAGTGCTGAAATTCAGGAATTAGACGAACTTAACTGTCAAATTTCAGATGCCGCGACG
+CAGCAGAACTTAGCCGCTGATGAAATTAACATTAATGTCGTTAATATAAGTAATGTTGCTGAAAAATCGA
+GTGATGATGCTATTCGTGGAAAAGAGATCAGCGAGCATTTACTGTCACTTGCTTATGAATTAAATACCCA
+GTTAACAAAATTTAAGTTATAAAAAAGTAAGAGTTATGCTAAATAGTGAGCAACCTATGTTGATCGCTAT
+TCAGTGTCCATTACGATTAATTGACCTCAGTAAAACGCTAAGTTAATTCATGTAACGGCTACACCATTGA
+TCATTAACTTAACCTCACTTAAGTTAACTTTCCATTTGCACATTTCTTCCTTAATTGTTCCATAGTGCTT
+ACACTTTTCACTGTTAACGTATAGCTAACTCTATTTATAGCGAAGTTAGCCATGCTTATTAACACTTTAT
+TTTTTAACTCAAAAAAATCAGCAAATACAACGTTACTTTCCGTCGCTGTACTCACCCTATCGGCACTGAC
+CTTGTCTGGTTGTAATTCAGATGATTCATCTAATGACAGCATTACTGAAGTAATACCTGTGGAGACTCAA
+AGTACTCAACCAACAGCCAATAGTATTAACCAGGCACCTATCGCTTTTGATAATGTCGTAACACTACAAA
+GTAATGAGACCATTACTATAACCTTAGTAGCGACAGACAATGAAAGTTCACCACTTATCTACACTATTGA
+AAATCCCCCTGAAAATGGTGTTATTAGCCAAAATAATAACAGCATCATTTACACCACCAACAACAATTTT
+ATCGGCAGTGACAGTTTCACTTTCATAGCCAATGACGGCGATGATAATTCAAACATTGCGACGATATCGA
+TTGAAGTGCTGGCGCCAAGTCTAACAACGACATTGCTTGATGGCAGCATTGTTGATACCGCCATATTAGT
+CAATTTGGGTAACCTGCTCTATCACGATACTAACTTATCAAATCCTATCGGTCAGTCCTGTGCAAGTTGT
+CACGATTTGAATACTGGTTTTGATGATCCTAACACGGCAAATCCAACGTCCGTAGGCGCAGATGGCAGCA
+GTTTTGGTACTCGTAACTCCCCAACTGCAAGCTATAGCGCTCATATACCCTCGCCGCAAAACCCAGTACC
+TGGCGGAACACAAGGATTTATGGGTGGCTTGTTTTTAGATGGTAGAGCAGCCTCATTAGAAGAACAGGCA
+AAGGGACCGTTTCTTAATCCCGTAGAAATGGGCAATGCCAGTGCCAATGAGGTGATTAGCAAAGTCGCTC
+AAAGTACCTACGCCACTGAGTTTGAATTATTATTTGGAGATGACGTTTTGCTAGAAACAGACCGCGCATA
+TAATTACGTTGCTGATGCGATTGCCGCCTTTGAAAGAACATCTCTTTTCTCTCCTTTTTCTTCAAAGTTC
+GACCAAGTCCAAGCTGGTACGGCAGTCTTCACCAACGCTGAACGCCAAGGACAAGATATTTTTAACAACA
+AAGGTGATTGTCAACGTTGCCACGGCACTAACGCTGTTGGAGCTAATACCAATAACACCAACAATTCTGA
+AATATTTTCAGACTTCAGCTATAAAAATATTGGTGTACCGAGCAACCCTTTATTGCCTGCGTTTATTGAG
+GATCCGCTCTTCATTGATTTAGGCTTAGGAGCACAATCAGGTAATGATCGTAACGATGGACAATTTAGAG
+TATCAACCTTGCGCAATATCGCTCACACAGCCCCTTATATGCACAACGGTGTATTCACCACATTAAGAGA
+GGTCATCAATTTTTATAATACTCGGGACACAACCTTTACCGATGCGCCAGAAGTTAACCAAAACGTCGAT
+CAAGGTGGACGCATTGGTGAACTGAATTTAACAGAAAATGAAATTGATAACTTAATGGCCTTTTTAGAAA
+CATTATCTGATGAGTAGTTCCAATACATTCACTAAAGCATTATTATATCGTTAATTAAAGGATTAATTAA
+AATGACAATTAAGGATGAATAACATGAGTTTACGTAAAATAATGCGCTTTAACTACTTAATGGAAAGAGT
+GCTGGCCAAGCAATTAAACCGTGATGACCTAGAGTATTTAGCACTAAGGAAACAATGGAACGAAGCGTTT
+AACAACAAATCTATAAACGATGAATCCATAAATCGATAATCAGATGAATCCTTTATTGTGCGGGCTTTAT
+AAAAAATAAAGCACATATCAGCACTATAAATTCATCAATAACAACTGACCCTATACTTATGATTTGAGCC
+ATGAAAATATTTACTAAATTAATACTAACACTGTTATTTATTAGCTTATTATTGCTGAGTATTATTTATA
+TTGCGGTGCAGTGGAGCTTTGATCGTGGCATGTTGGATTACGTTAATAAAAAGGAACTGGCAAGTTTACA
+GCTCTTATCAAACAACTTAGCCACTTTTTATCAGCAAGAACAACGTTGGACAACCTTAGTGGCTGCAAGT
+AATAACAACAGACGCCCTCCTCCAAGAAAGCATGAACGTTTTTCATCTCCTCCCGTACAAAACGATCAAT
+TCAGACCTAGCCAAACTTGGCGGAAACTATTAAAACTTTCACATGACGGCGTTAAACTTCCAACGGATGT
+CAGGCAATATTTAGCTGCCAACGATGATTTTATGCCTAAGCATAATAGACCACCGCCACGTTCAAATTTT
+CAGCGCAGTTCAAGACCCGAAGACCGTCAACCAAGGCCTCCTCAAAACCAAGGCGCGTTGCACCCAAGTT
+TGCTCGATGCAGATAAACAATTAATATTGGGGAGAATGACACCTGACTTTAGCTTACAAGCCATTCACTT
+GAATGGAGATCTTATTGGCTATTTAGCTTTACCGCCTAAAACAAAACTAACTGATGAGTTTGATTTAGCA
+TTTCTTGCACAAATTAACGCTAACCTGCTTTATATTGTCCTCGGACTTTTCCTAATCATTATCGTTATTG
+CTGTCCCCTTATCACGTCACTTTGTTAGGCCCATTAAACGTTTAGAGCATGCTATGCGTTCACTAAACAA
+CGGTAACTTTAAAGTAAAAACGGATGTGATCGGTAATGATGAATTAGCATCACTGTCGCTACACTTTAAC
+GATTTAGCTAAAACCCTAGAACAAAATGAAAGTTCTCGTAATACCTGGTTAGCCAATATATCTCATGAGT
+TACGCACACCTATCGCCATTATTAAAGGAGAAATTGAAGCAATTGAAGATGGCATCAGACCTTTAGATTT
+AAATAGTTTATCTTCACTAAATGATGAAGTTAACCATCTACATAAACTCGTTAATGATTTATCTGCTTTA
+TCAAATGCCGAAATTGGCGCCATGCGTTATCAAAAAGAGCAGTTGAATTTAGCCGACATTGTTAAACACA
+ATTTACTGCGTCATCAGCAGCAGGCAAGCGAGCTGAACATTACCATCAGTCAACAACTCATTAGCAGTGA
+TGTAATCATATGGGCCGATGAAACCCGCATCAACCAATTAATAGACAACTTAATCAATAATAGCGTTAAG
+TACACGCAAACACTGGGCACTATTCATCTTTCACTAACCAAAGAAACCTCTCATGTGGTACTTACTATTA
+GTGATAGTTTTCCTAGTGTGCCCGATAACTCACTACCTAAATTATTTGACCATTTATATCGCGTTGAAAG
+CTCTAGAAATAGAAAAACGGGGGGGTCAGGGTTAGGCTTAGCATTATGTAAAAAAATAATGTCTGCTCAC
+CAAGGAAGCATTAAAGCATCTCATGCCAAGCAAGGCGGCCTTGAAATCAGTTGTACATTTCCTCTGATAA
+CTTAGCAGACAACGATATGATCAGGATTAAAAATTAACATGTCACATATATTAATTGTTGAAGATGAAGA
+AAAAATTGCGTCATTATTAGCTGATTACTTAGCTAAAGCTGGCTACCAAACCACCATAATGCATGAGGGA
+ACAGAGGTGGTTTCAACGGTTAAAAATCAACATTTTGACTTGATTTTATTAGACTTAATGCTGCCCGGTA
+AAGACGGGTTAACGATATGCCGAGAAATTCAAGAATTCAGTAACATAGCAATTATCATGGTAACCGCACG
+CGTTGACGAAATAGACAGATTATTAGGGTTAGAATTAGGCGCTGATGATTATATTTGCAAACCTTTTTCA
+CCCAGAGAAGTAGTTGCTCGTGTAAAAACAATACTCAGGCGCATCAACCCGCCTCTAACCACTGGCATTA
+ACACTAATATCGCTAAGCAATCACAGACGACTACGGTAGAGTTAAACACCGACAACTATCAAGCGACAAT
+CAATCAACACCCGGTAGAACTTACCGCGATAGAATTCAATTTACTGAATATTTTGGCGAGTGCGCCTGGC
+CGTATTTATTCCAGATCACAATTAATCGATAGGGTGTATCAAGACAATCGTGTAGTGAGTGAGCGCACCA
+TAGATAGTCACATAAAAAAATTACGTAAAAAACTGAATGCGATTGAATCAGACAACGAACTAGTGCAGTC
+AGTCTATAGCGTAGGATATAAATTAGTGCTTACTTAACCTGAACGTTGGATAAGTAGCACATGCTCAACA
+TCCCCTTTAAGCAATTTGGATGCGGTAGTTATTCTTTGCACCTAGCTAGGCTTTATCGCTAAAATTTCGA
+TCAAACTAATGCGTTCATCATCAAGATTACGACGCATGTTATAAGCTTTGGTTTTGATGTCATTGCCAAT
+GAGCATATGCAAACCTAGTTCTGGCAGTGTCGACTCACCTGTAGGTTCTCTCATTCGTGCAAAGGCCTTT
+TGTGCCAAATCAGACTTATCGTTCCACACTTCAATCTTAAAACCAGTGGAGGCAATTAAATCGCGAAATG
+CTTCTTTCGGTATCAAAAAGCTCATTGAACTGTCTTGAGCCCACGGCACAGGAAAATAAATAGTTTTTTC
+TTCATGACCACACACCTCATACAATACCGCACGTGCACCAGGTTTGAGTACACGATACATTTCCTTTAAC
+CAACCCAGCTTGTCTTCAACATTCATGTTCATTTGGATTGACCAAGCACCATCGAAAGTATTGTCCGCAT
+AGGGTAATTCAAGTGCACTACCGACATTGAATTTAACACGGGCTTGCATGTTCAGTAACTGTGTTAATCT
+TTCTGCGGCATCAATGTATTCATCACTTAAATCTATTCCCGTAACATGACAACCAGTTTCATGTGACAAG
+CGACGTGTTGAACCGCCAACACCACAGCCCACATCAAGGATGTGCATATCAGGCGTAAAATTGCCAAGTT
+CAATCAGCTCTTTAGTGGCGATATCACCACGAATATGAAATTCATCAACCGGCTGAAGGTCATCAGGAGT
+GACTGAAGATAAATCTTTACCCAGGTTATTGAGACCTTCAATTATTTTATTATACAAATTGTTTGGAGAG
+TAATAACTGTGAATATGCTTCATATAGGTAATCTTGACTCAAAGATAAGGTGAAATAGCTGTCTACAAAC
+TATACATGATAATGTCAGGTAGTTAAGAAAAATTATAAACTATCCAAGTCCGTTATTGAATTATATCAAT
+AACATGGAAAATTTAGTCAATGCTAACCTCTAGCGTATAAATTAATGTTTTCGTGGTTAATTCCCTTTTT
+ATTAATTATACTGGTTACATTACAGACTCACTTTATGAAATCGCTAATTAGATGTTAACTAAACCAAAAA
+TTCATTTTAAAACACTGGTTTTCTTAATATCATCTCTATTAAGTCATCATTCAATCGCTAATAATAAAAC
+TCATTTTGAAGAGCTCTTTTCCACCTCTGTCGTGCTAACAGATTCAGAAACAATCACCTTAGGAATTGGT
+AACTTTGATCCCGACAAGTTATTAAAACCTCACGAACAGAGCTTTTCTGAAAGCGATTCTATCAAGTTGA
+GAAATGAATTAACCGTATATAGCATTCCCTATACTTGGCGCTTGACTGACGATAAATCTAAGACAAAAGA
+TAAAGCTAAAAAAGAAAAGTCCAACTTCTTTTATCTAGACGAATTAACCGCATCACTCTCTTACCTCAAG
+CAAGAAAATAAAAATGATTTGTTATCTAACTCATCAATTACTGATGATAATAAAGATGAAGTTTTCTCAG
+CCTATCTCGCCTATAGTCGACATAGGCAATTGACTGAAAATTGGAATTTAAGAGTGAGGTTTGGTTCATA
+TTTAATGCACCATAAAAATAAATACCGTTATAACAGCGATGAGTCAAAGCAATATCAAGATCAATTAGAC
+GGCGTTTTTTTAAATTTATCAGCGAATGCTTTCATTATTGAACCAAATGTAAAGCTAAGCTATAGCCAAA
+AAAAGGATTGGGGCAAGTGGGAATTTAACAACGATTTAAACGTATTTTCTGGCGTCACATTTAAGGGAGC
+TAAGTCTAGCCAAGATGCAAAGCCGACAGGCTGGCGCTTAAATAATGGTTTTAAATTCCACTTTAACGTT
+AATCAATCGAAATTCCATGCTGAATCTATTTATGTAAAAATTCAGCGTTCCGATATTGGCGGCGATATGG
+TTAGTAGCTTAGGTACAGATCATTTCTATGAGTTTGGAGTAGGTTTATTACTCGACACCCGTAAGTTCAC
+TAAACTAGCTGATAATATCGGCATAGGCATTAATATTCATAAAGGCAGCGCGCTTTCTGGCGGTAGTATC
+GTCTTTTACTTTAATGAACTTTAAAGTCACCCTTTAGCTCTCCGGTGATATCTTGTAAAACTCACATGAT
+CAAAGAGAACTTTATTGAAATATTTTTTATCAGTACTGTTTTCCTTAATAACTCCACATCCATAGCAGCG
+CGTTCAATCAAAAAAATCTACTCGTTACAAGACTCCAAGACACATTGCTCTCCCCCAGTAGCCTGTCATT
+GCTCAATTGCTCGCCTTGTCTGGATTTATTTTGCTACGCATAACAAGATCACAAACTTAACGAAAGTGAT
+ATAACACGCATCTTTATCGGTAAATAGTGTGTGAATCACACCTTTTTAAGAGATAATGCGCCACTGAACA
+CCCGTAACTTTATTACACCAATAACATCAAAAATACTGATGAAGTTCTAATAAACTGAGATATTATGAAA
+ATATTGACTAAATTACTCGTACTATGTGCGTTAACGCTAAGCCTCTTTGTGACTACCAGCGCGAGCGCGG
+AAACATTTACTTTCACCGCTATCCCAGATGCAGACGAATCTCAACTGAGAACCCGCTTTGAAAAAGTTGC
+TCTCTACTTAGAAGAGCAACTTGGTGTTGAAGTAAAATATGTTCCGGTTAAATCCTACTCAGCAGCGGTA
+ACTGCATTTAGAAATAACCAAGTGCAACTTGCCTGGTTTGGTGGTTTATCTGGAGTACAAGCCAGACGAT
+TAGTGCCTGGCTCGCAAGCCATTGCACAAGGTTATGAAGATCAGTTTTTCAAAAGCTACTTTATTGCTCA
+CTACAGTACTGGCTTAGAGATGAGCTATAGTTTTCCTGATATTACCGAGACAACCTTCACCTTTGGCTCA
+AAAGGTTCCACCTCAGGTAGATTGATGCCGCAATATTATATAGAGCAACATTTAAAGAAAAAGCCACAAC
+AAGCATTTAAGCGCGTTGGTTTTTCTGGTGACCATAACCGCACTATTGTCCAGGTTCAATCAGGTACTTA
+CCAAGTTGGCGCTGTGAACTATAAAGTGTGGGAAAGTGCCCTAGCCGCTGGTAAAATTGACACCAATAAA
+GTGAAAGTCATTTGGAAAAGTCCTACCTACCCTGATTACCAATGGACAATACGCGCTGATGTTGAAGCCA
+ATTTTGGTCCAGGCTTTGCTGATAAAGTTCAAGCGGCACTGCTCACTATGGATAGTCCAGCACTGTTAGA
+TAGTTTTCCACGCTCCTCTTTTGTCAAAGCTAAAAATGAAGATTTTCAACCAGTGGAAGATGTCGCTAAA
+CAGATAGGACTTATCGATTAATGCTCACCCTTGACAACCTAAACCTTCATTATGATAAAACTGCTGGTTA
+TAATATCGGTAAGTACACCGGTAAAAAGAAGGCGTCTACTCAGGTGATTTTTGATCTGAGCCTGACAATT
+AATGAAGGTGAAAAGGTTGCCATTATCGGTCCCTCTGGTGCTGGTAAATCTAGTCTGCTACATCATATTT
+ATCAACAGTTACAAACCAGTGCAGCCCTGTGCTCACAGCGACAAGGTTTGGTTGATAATTTAAGCATTTA
+TCACAATATATTTATGGGTGCTTTAGCTCGACACCACTGGTTATTTAACTTAGTGAATTTAATCAGGCCT
+TTCAAAAAAGACTTAAACGCTATTGCTGAACTTTGTCAGCAGTTGGAATTAGACCAGCCATTGGCAAAAA
+AAGTGGACCAACTCTCTGGTGGGCAAAGGCAACGAGTGGCGTTAGCAAGAGCTATGTATCAACAACAAGA
+TACCTTTATCGGTGATGAGCCTTTTTCAGCGCTGGACCCATTGATGAAATCAAGACTACTCGACATCGTA
+TTAGCACAGCATAAGAGTGTCATCATGGTAGTTCATGACAGAGAGTTGGCGATTAACGCTTTTGACCGCG
+TTATCGCATTAGATAAAGGCCATATGGTACTCGATAGCCAACAGCAGAGTATCGGTCACCAACAGATCAC
+AGCGTTATTTCAAACTAACGCTGTCGCGTAGCTCTCTTTATGTCGGAACTTCAGCGAGTCAAAAACGCAG
+ATTATGCTTTGGGTTATTGGCAAAAAGTCACTTTATCAATCTGGGTTATTGCACTGGTTATTATTCCTTT
+TGCCGATATAGAGATTGTCAGTTTCGATCCTTTCCTCGAGTTAACTCGCATGGTAAATGGGCTTGTAACA
+CCCGATTTTTTCGCGACTGAATACCTGTTTCAAGCCATCATTCAAACCGTTAACTTTGCCATTATAGGCG
+TCTGCTTAGGCCTGGTACTTGGCGCTCCCCTCGCGCTAATTTACCAACACCCTATCGTTTCAAGCTGCTG
+CGCTTTTTTACGTGCGATCCATGAAATTTTCTGGGCGCTGCTATTTTTGCAAGTCTTTGGTCTGTCTCCC
+ATCACCGGAATATTAGCTATCGCAATTCCGTTTGCCGCTACTTTTGCCCGCGTATTTCACGACATTATCA
+ATCAATCGTCAGACAACCCCTTAGAAAGCATCGATAGTCGCGCCGATATAATTAGCCGTTTCACTTATGG
+CAAAATAGCCCAAGTGATGCCACAACTGATGAGCTACACCCGCTACCGTTTTGAGTGTGCCCTGCGTAGT
+AGCGCCGTACTCGGCTTTATCGGAATGCCAACGTTAGGTTTTTATATGGAAACAGCGTTTAGACAGGGAA
+ACTACAGTGAGGGCGCAGCTTTATTGATTATATTTATTGCCCTTATTGGTTCAATTCGTTACTGGTGTCC
+ACCGAAATCACTTGGGATTTATCTTGTTATTGCTTGCGTGACTCTGGTCGATATTCCTAACGTAGATAGC
+AGCCTACTGGTGCGTTTTATCAGCCAAGATATTCTGCCTCCCGCGTTAGTAAACGTCACAACATTGGCAG
+AAGTTCAATGGTCATCACTCACTGCTTGGTTTAGCACTATCCTGTCGAACCAAGCCATTCCAGGCGCAAT
+CGCAACCATTACCTTAGCGCTACTTGCCTTAGCTGCCACTCATTTTATTACGTTAAGCGCCCATGCTATC
+GCGAGTAAGCATTTATGGCCTACACCACTGACTTGGCTTGGGCGATTTATCTTATTAATAGGCCGCTCAG
+TACCTGAATATATCTTAGCGTTTATTTTTTTAATGCTGCTCGGCCCATCGATGTTACCCGCGGTTATCGC
+GTTAGCCATTCATAATGGCTGCGTTATTGCTTACTTGGCTGTTAAGCAAAGTAATGCGATTACGCCACAG
+CAGATGCAGATGACTAGGTTAAATGAGTTTAACTACCACATTATGCCTACTATCTATCCCAATATGATGG
+CGTTAATGTTTTATCGCTTTGAAATCATAGTGCGAGAAACCGCAGTGTTTGGCATTTTGGGAATTATGAC
+CTTAGGGTTTTATATCGACAGTAATTTCAGTGAAATACGCTATAGTAATGCACTAGTGCTTATCACGTGT
+ACAGCGCTGCTCAATGTCGCCATTGATATTATCTCAAGACGACTGCTTAAGTTCCCACAAACGAGTAAAA
+CTCGCTGTTAACCTTGCTAAGCTAAGCGATAATGTTGTTCAAAAGTCATGATGGATAATTAAAAATATCG
+TGCTGATGAAATGAAACAGAGTTCAGTTATGTCTATTCCAATATCAATTGAATTATGTGCTTATGCAGAT
+GACTCAATAACGTCATCCCCGTGGGGTATTAATCGGGTGGCCAGTGCCTAAAAATTAATGGTTCTTCGAT
+CAACGATTTCGAAGATGACGTTTAAAGCAATATCCTGAATTAACTATAAAGTCACCTTAAATCAATGCTA
+AGTTACCTATTAATTAAACTACTTAATTTTCAAGTTTTAATGATAATCTAAAATCACCAACCATAATTAC
+GGAGCTGAATATGTCTGAATCTACTTATGTACCACCAAAAATATGGCAATGGAAGACAGAAACTGGTGGC
+CAGTTCGCCAGTATTAACCGACCTATTGCTGGCGCAACACATCAAGCAGAATTGCCCGTAGGTAAGCATC
+CGCTTCAGTTGTACTCGTTAGCGACACCTAATGGCGTGAAAATTACGATTCTATTGGAAGAATTATTAGC
+ATTAGGCATAAAAGAAGCCGAATACGATGCGCATTTAATTGAAATCATGGAAGGAGATCAATTTGGCTCA
+GGGTTTGTCGAAGTAAATCCCAACTCTAAAATTCCCGCTTTGGTAGATACTTCTGCTGATATTAGTAGCG
+ACAAGCGCGGCGAAAATAAACTGCCCATTTTTGAATCTGGCGCGATACTGCTGTATTTAGCAGAGAAGTT
+TGATGCTTTTTTACCAAAAGAGCCGTTACTTAAATCACAATGTATGTCGTGGCTATTTTGGCAAGTCGGT
+AGTGGCCCCTATTTAGGTGGCGGTTTTGGTCATTTCTACGCTTACGCACCCGAGAAATTTGAATACCCGA
+TAGAGCGTTTTACCATGGAAGTGAAACGACAACTTGACGTGCTAGACCGACATTTGGCTAATAATAAATA
+CATGTGCGGCGATCAATATACTATTGCCGATATCGCTATATGGCCTTGGTATGGGGCCTTGATGCAGAAT
+AAAGTTTATGAGGCGGCAGAATTTCTGCAGACCCAAGAGTATAAACACTTAACACGATGGACTGAAGAAA
+TTAGCCAACGAACAGCGGTTAAGCGTGGAATAATGGTCAACCGTACTTGGGGTGAGTTAGACGAACAATT
+GCATGAACGCCATGATGCCAGTGATTTCGAGCTTAAAACTCAAGACAAATTGGTCATTCCAGAATAATCT
+AATACAGAATAAAGGCTGCGCGGGGGAGTTATCTCTTGCCTGCTTTTATGCAAGTAGACAAGAGAGTGAT
+TAATACACGTCACACTTTCAAGTTATGATTAAATCAAAAATTCTTTTAGCTATATCCCCGTTACTACCCC
+AGAGTTCAGCTTAAAATAGTAACGGGTATCTCATTAAAACTTAGCGTTTAGCCATACCCATATTTTATCT
+GTATCAACCTTGCCTGCTGTTGTATCACCAGCAGAATAAGCGGCTAATTTAATACCAGCTGTATAATTTT
+TAGTAAAACTCTTTGAATAGACAGCATTGATTTCAGAGCCTAAATCATCAACGGTTGCAGAAGCTTCATC
+GGCATCAAATTTATGATAGATAACGGCCCATTTTCCGCCTGCAACTTTACCGCCAACACTAGCATATAAA
+TCCGTTAGACCTTCTTTTGGCGTATTTAAGAATTGATCTGACCAACCATTAAACTTATGTAATGTCGCTA
+AAGGCGTCGAAAAACCATAATTACCATCATCTGAGCCAAGTAATTCGTAACCAACTTTCATCCCAATTCC
+TGAAAATGAGCTACTTAGCTCAGCTAAGAGGTAATCTGCTGAATAGGACATGACCGCATTGTCAGCGTCT
+TGTTGTGCATATTCTAACTGATAAGATATTTTCTGTTCACCAATTGACGTGCCACCATTAAAGCGAAGAC
+CGAAAGTATCTAAGCCATTGTCGGTATCATTATCAACTTCTAATAAATATCCGTAAGCGGTAATTTTACC
+TAATGTGGTTTGATAAGCAGCATTAAACAGATGATCGTTAGAATCTATATCTTTAGCTTCTGCAAAAATT
+CTATTACGTTTGGTAATATAACCATAATCTAACGTTAAATCTTTAATGGGTTGATAAGCTAAAGTTACCC
+CATCAAAGGTTTGCCTATCTTGGCGCCAGCCAACATGACCGACAAATCTATGGTTATCCATAGTAATCAA
+CTGACGACCCACTTTGACGGCCAGTGATTTTTGTTTGTATTGCAGCAAAAATTGGTCAAGCTCTGTTGTT
+TCAGGATCCGCTATCACTGAATAATCGGTATTTTTACCTAAAGTATTATTGTAATCATCAATACCAAGCA
+CGGTGCGAGAATCTTCAAATTCAATTAAAGAAGAAAAACCTGCGACATTGCCCGTTGCGTAAGTTAAGCG
+CGTACGTAACGTAAGGGCATCAGCATCTTTTAGCGCGTTGTCTTGATCTACGGTTTCATAACGTAGATTT
+ATATTAATAGCAGATTTACCATTACTGATAGCTTCCGCTATTGAACTTGAGTTAGCTGAATTTGACGTAG
+CTTCTTTGGCAAAAGCCATAGATGAACAACTACCTGCTAAGGCTATAGATAGACATAAAGCGATTTTATT
+CAATGTCATGTGTTAATTTTCCTTTCATATTTTATTTTAAGTTTGTTTTATTTTTCGTTAGCACGTTTTC
+TTGGGATTACCTTTGGCGCCACAGTTTTACTGCTTATGTTTTCTACCTTTCTTTGTTTCTCATAGAGGAA
+GGTTAATACTTCAGAGCGAAGTCGGTTATATTCAATATCTTTGGCAAGGGATAATCGACTGCGTGGTCGC
+TCGAGTTTAACATCGAGAATTTCGCCCACAGTTGCTTCTGGCCCATTAGTCATCATCACGATGCGATCAG
+AAAGTAAGACCGCTTCATCAACATCATGGGTGATCATTATCACGGTGTTGTTCAATTCGTTTTGAATTTC
+CATGAGCGAGTCTTGCATATGTGCTCGGGTTAAGGCGTCAAGGGCGCCAAAGGGCTCATCCATTAATAAA
+ACTTCCGGTTGCATCGCCAAGGCACGTGCAATACCAACCCGCTGTTTCATACCACCCGATATTTCATCTG
+GCCGTTTATGCATAGCGTGGTCCATATGTACAAGTTTTAAGTTGTATTCAATCCACTCTTTCATCTCTCC
+CTTTGACATAGTCTTTTTGAAAACTTGTCTTACCGCTAACTCAACATTTTGATAGGACGTTAACCAAGGC
+AATAATGAGTGGTTTTGAAACACCACCGCGCGCTCAGGACCCGGTTCATTCACTTCTTTATTTTGCAGTA
+ACACACCACCTTTTGTGGCTTGATAAAGACCGGCGACTATATTAAGCACCGTTGATTTACCACAGCCAGA
+GTGACCAATAAGCGAGATAAACTCACCTTTATCAATTTTTAGGTCAACACCTTTTAACGCGGTAAAGCCG
+CCAGTATCTGTCGGGAAAACCATGTCTATTTGGCTGATATTTAAAAAGGCTGGTGGCGTGTTTTTTTCTA
+AAGCTGATGAATTCATAATTTTTCCTTAAACGCTTGCGCTTGATTTGTCCCAAGAGACTTTTCGTTGCAG
+TTCCAACATGGCTCGGTCTAATAAAAAGCCGATGAAACCAATCACAATAACTGCTGCCATAATACGAGCC
+AAAGAATCTGAACTACCATTTTGGAACTCATCCCAAACAAACTTACCTAAACCGGGATTTTGCGCCAGCA
+TTTCTGCAGCTATCAGTACCATCCAAGCGACACCAAATGACAAACGCATCCCCGTGAAAATCATTGGGAT
+TGACGCAGGTATTACAATTTTTTTAATATGCGTTAATGTGGGTAAGCGCAGAACTTTACTCACATTAAGT
+AAGTCACTGTCTATTGAAGAAACACCAATCGAGGTATTGATCACCATAGGCCATAAGCTACACAGGCTAA
+CGGTAATTAATGATGTTAAGAATGACTTTGATACCATAGGATCATCAGAGACATAAAGCGCACTGACAAC
+CATAGTCACTAAAGGTAACCAAGCAAGCGGTGATACCGGCTTAAATATTTGCACAATTGGGTTTATTGCT
+GAATTTAAACGTTTATTTAACCCCATCCAAATACCTAACGGGATGGCTATAATTGCGGCGACTAAAAAGC
+CGCAAGTTACCGTGAATAAACTGGTAAGGATTTGATCAAAAAATGTTTCCTTACCTGTGTATGCTCTTAT
+TTTACCGACATAATTAGGGTTCTTTTCTTGTTTTGCTACATTGCGCTTTTCTTGTCGCTGATAAAAAGCC
+TCAGCTTTTTCTCGTTCTGCTACATGTTCGCCATACAAAGAAGAAAATTGTTTAACAACCGCATTGGGGC
+CAGGAAACGTACCTAAAGAGGTATGAATACTTTGTGCTGATATTGACCATAAAAATAGAAATACTGTTAT
+GCCAATAACAGGCAGTAACATCGCATTAGTGATTTTACTTAAAATACTTTTAGAAACTTTCATCACCTGC
+TCGGTAATAGTTAACTGACTTAAATTTACTGTTGTTAAACTCATTCGTGACTCCTTATCTATCATTAGCT
+TTTAGCAAATTCTTAACGATTTTCCTTTAAAAACAAGTCATTAAAGGCTTACCTTTAAAACTTATCTTTA
+AAGAAATTCGCTTAAAGCTTGTCACCCTTTTTAAGACCCAGTTTAAATTTTTCCAAATAAGCATTAGGTT
+GATTTCCGTCATAAACAATATCGTCTATAAAGTGTTGTTGTGGTGCTTTAAAACCGTTTTCTTTAGTAAA
+GTCTGGAAACTCATTTGCAGGAATTAACTTATCGTCAATTAATGATTGAGCCGCTTTAGCGTATATATCA
+GGACGATATACTTTTGCTGCTAAGTCTTTGTACCATTGATCACTTTTATCATCCGAAATCTGCCCCCAAC
+GACGCATTTGCGTTAGGTACCAAATAGCATCAGAGTAATATGGGTAGGTTGCGTTATATCTAAAGAATAC
+GTTGAAATCAGGCACTGCTCGTTTATCACCCTTTTCATATTCAAAAGTACCTGTCATTGAGTTAGCAATA
+ACATCGTAATCAGCACCAACATAATTAGATTGAGACAATATTTTCACCGCTGCAGGACGGTTCGCATTAC
+TGTTGTCGTCTAACCATTTAGCGGCTCGAATAAGCGCACGTGTTAAACGAATAGTAGTGTTCGGGTACTT
+TTCAGCGAAAGCGGCTGTGATACCAAAAACTTTTTCAGGGTTGTTTTTCCATATTTCATAATCAGTCACC
+ACAGGTACACCAATACCTTTAAACACGGCTTGTTGGTTCCAAGGTTCACCGACACAGTAACCATGAATAG
+TACCGGCTTCCATTGTTGATGGCATTTGTGGTGGCGGAGTGACTGAAAGTAAGGCTTGTGCATCAATCTG
+TCCTGAGTTATCCCCTTTGTGTGGAGCATAATAACCAGGGTGTATTCCGCCGGCAGCTAACCAATAACGT
+AACTCGTAGTTATGTGTCGAAACAGGAAAGACCATGCCCATCTTAAAGGGCTTACCTTCTGAAGCTAACG
+ATTCTATAACGGGCTTTAATGAATCAGCCTTAATTGGATGAACAGGTCTGCCATCCGCCATTTTAGGAAT
+GTTTGGCTTCATTTTTTTCCAGATATCGTTTGAAACGGTAATGGCATTACCATTTAGATCCATTGAAAAA
+GGCGTAATTATGTGTGCTTTAGTACCGTATCCCATAGTGGCTGCAATAGGTTGACCCGCAAGCATATGCG
+CACCATCTAACGTGCCATCAATCACACCATTTAATAGTACTTTCCAGTTAGCTTGTGCTTCAATCGTGAC
+ATATAAACCTTCGTCTTCGAAGTAGCCGTTTTCATAAGCGATAGCAATCGGCGCCATATCAGTTAATTTA
+ATAAAACCGAACTTCAACTCTTCCTTTTCTGGTTCGCCAACCGTTTCAGCATGAGCGATATAAGTGCCCG
+CACAAACGAGTGCAATGCTCAGCGACAAACTTTTTAGGCTAGAGGTTATAGGTTTTTTCCAATTCATAAT
+GAATTCCTTGTAGGATTTATAAAAATGTTAAATAGTAAATATTAAAAACTAATAAAAAATCAAAAAAAAA
+CGCCCACCAATAGTCAACCCGTTAAGGTTGCTTATTGATGAGCGCCATTGCTCGTATAGTGTAAGGCTTA
+TGCCTATCATTATCCCGCAGCGCCGTTGCTGCTAGGTTTATTACACCAATCAGACTAACTCAGTGATCTT
+TTTAAATGGTCTAAATATCCAATAACATCGTTGCTTTCAATCTCAATAGCCAGCTATTGCTCAATCAAGC
+GCCTTGTTCTTAAAAATTTATCCTCATTAAAATTTGAACCCTTAATTAATCTGATTGGCATTACTTTATT
+TTTATCGCCGTTGATAAAAACATTTTATTCTGTGTGTTAACTCAATTTTATTCTTTTGTGTACCTAGCTT
+TGTACTTGTTTCTGTATTCAGTCCAATCGCTAATTCGATACTATGTTCGATACTATGTTCGATACTATGT
+TCGATAAAGTAAGTAATACTTATTTATCGTCTTACTTATTACAAAGCAGATAATGTGCCAATATTAAATT
+CATCGTTTTTACTGGGCTAAAAGCAATTTTTTCCTTTGATTAGCGACTTTAACTGCACAATAATAATGAA
+ATGCACCATATCAGAACACACTCGCTATGCTTTAGATGTTGATAACAACTGACAAACATCAATAATATTT
+TTTGCCACCATCGCCAATGAACATCCTTGATCCATTGCCATTTTCCTGAGCTTACTATAAGCCTCATTTT
+CACTTATGTTCTTTTGTTGCATGATAAGCCCCTTCGCCCTTTCAATATACTTTCTGCCTTCTAACTGGGT
+TTTCGCCTGTTTAAGTTCATTACGTAAAGACTGAACAGCTTTGAAGCGTTCGTTTGCAACTGAAATAATA
+CTTTTGAGTCGTTGAGGTAATATTTCATTAACCACATAAGCACTTACGCCAGATTTAATCGCATTTTTAA
+TCACATTAGGAGAATCATTCTCAGCAAATATAACAATGGGCAAAGGTAATAATTGATTTATTTCAGCGAG
+TTCTTTCAAAATTGCTTCACTGGGTAAGTCAGTTGCTAGAATAAGAATACTGGGGTTACACAAATCAATT
+TGTTCAATAATATTGTCATCAAAAGAGATGTGTTTAGTAATATGATAACCAAAATCCATTAATGCATTTT
+TTAGCATAGAACTAACGTTTGGTTGCTCTTCAATTAAAAGTACGGTGATATCTTCTATTACTGGATCCAT
+TGATTTTTTATGCAACAAGTTCTTTTTATTAACCTGTTTATTGTTAAGGCTCATGTTTTTGTCAACCTAG
+GTGTTTTTTTAGTTACAATTATGTAATCACAATTGCTTCTTTCATTAAAACCTAATACAAAATCCAAGCC
+AGTTATTATTATCCTTAAATTACATAAGCTTAGTAAATTGTTCGTCATGGGACTTATGGTTACTTGCACC
+ACAAAAGCTAAAACTCAATATAACAGCGCACATCAAAGTATCATTGGTTAATGACTGAACGATTACATAA
+CGTCAATAAAAACAAGAGCTATCTGGAGTAAACGACATTAGAAGTAGCTATGTATATCTCGCCGCCGCGA
+TAATTGTGCTGCCTACAGCTAAGTATGTCGACAGACGAAAGGATATTCGTTTTTGGTTATTTTGATTGGG
+GTTTATTAGAAGTAATGGGTGTTCAAACTGATGTAGTACCTTTTATCTGCCCTGTGAGTACGCATAATCT
+TTGAATTTAATAATCAGTCAATAAGATGGTAGAGGCAACCTACCATTTGAGGTTGCCACACTGTTTTGTG
+ATTCAACTCTACTTTGAGAGCTCTGCAGCAGTATCAACAAAGATGCCTTGCATGTCTTTAGCTTCGCGTT
+CGGTTTGGCCGCCATGTTTAAGAAATGCAGCAATGATAGTTTGTGTTTTTTCTTCTCTCGCTCGTTCTAA
+AAAGTATCGTAACTCAAGTTCTGTGCCGACAGCTTCATCTTTGATTGAGGCGGCAATAATTTCTTTATAC
+ATCACAATGTCGCGGATCTCCCAACCGACAATAACTGATAACAATTGTGCTAGAAATACATCAAGTTCGG
+CTTTAAGAACAAACTGAGTAATTATGTTTAAGGTTTCAGCTTGTTGTGCTGTAAAGTCAGCGCCAGTTAG
+TAATGCTTGAAGTGCTTTACCCTTTCCTAAACGGCGAGCAAACTGCACTGCGCCTTGACCGCCCGTTGGA
+ATGTTAATATATAATTCCGGTTGAGCAAAAGCCGAATTTTCCGTGCCATATGCTAAATCACATGCCATAA
+CAAACTCATTACCGCCACCACGAGCCACACCGTCAACTACAGCAATAGAGAGCTGCTTCATCGCTTTGAT
+ATTAGCAATCATGTGATTAAACTCTATTGATGCGGCTTGTCCACCTGAAGTGCCGTTAATAACATTAAGG
+TCTAAGTGGGCAATAAAAAATGCCTCATGAAACGATTTAAAAACAACAACTTTAGTTTCACGATCATCTT
+TTAATGACAGAATAAATGCGTTTAACTCGTTAATTAAATCAATCGTTAAAATATTTACAGGAGGGTTTTT
+AATTAACACAGTAGCCACGCCAGCTTCTTGGGTTATCATTAATTTTTTCATTTTAATTTTCCTCTTCAAA
+TAGTAGTGCTGCGACAATTAATCCGTCACGTCGAGTTTACGCAGCTATAATACGATTAAGATAAGTATCT
+AAAAACAAGGTAAAATGAACTATACTGATTCCAAACAGGAACCAATGAGGTGAGTATGGATCTCGCTAGC
+CGATTGCTGCTTTTACTAGAAGTCTCAGAACTAGGTAGCTTTGTAAAAGTTTCAGAGCTTAGAAATGTCA
+ACAGATCTGCTATTTCTAAGCAAATAGGGAAGCTTGAAAAAGAGCTTGGCGTACATTTATTAAATCGTAC
+TACCCGCTCATTATCATTAACGGCCGCAGGCTCTGAAATGGTGAATCAAGCAAAGCAACTGAGAGACTTA
+CTCAATAACTCAAAACGCTTAGCAGAAAACTATCACAGTGAGCCCAGAGGAGAGCTAAAAATTTCCAGCT
+CTACCCTGTTTGGTCGACAATATGTGCAGCAAGCTGTTTTGAAGTTTCAGGCGCAGTACCCAGATATTCG
+CATAGAATTGCTTTTAGAAGATCGAATAGTCGATTTAGTGGGTGAAGGTTTTGATATAGGTTTTCGAATT
+GGAGAACCAAAAGAGTCCAACTTAATTGCTAAACAAATAGCGCAAAATAGACTGTTAATCGTCGCCGCTC
+CTTCATTCATTGAAAAACACGGAAAACCAACCACAATACCCAAGCTAGAAAGCCTACCCGCAGTGGTATA
+TTCGGCTCAGGGGTTATTGATTGATAAAATTAAATACCTTGATAACACAGGAAATGAAGCATTTATTCAG
+CTAAATACCGCTTATAAGGTTAATGAAGTTGAAATGCTAATCAATACTGCCGTAGCTGGAGAAATGCTCA
+CAGTAACAACGGCACAAATGATTGAGAATGAGGTGCTAGAAGGCAAACTTATACCAATCATGACACATAT
+CAATTTAGCTGATTACGGAACTTTTTATGCCGTATATCCGCATCGAAATTCCCCCTTAAAAACCAAATTA
+TTTATCGAAACGCTTAAAGAAGTCGTTGGTGATAAAAGACCAATTTGGGAGACCCGAATTCCTGGATTCG
+ACAAAATGTATAACAACAAAACTTAGCGCAATAAAAGTGTTTGTATTAAATGACCTTAGTAAGTTGTTCA
+TGTATTTACCAAGAAACTACTTTTAGTTGCTTGGTAAATGAAAAACGTCACTTGTGCCACAAACCTGACC
+TAATTCACTGGTCAAAACAACCCTGTTTTATGTTAACAAAGATACGAATATAGTCCTTTCAGTCTGAATA
+AAACTATAATTAGGGTGTTCAGACCATGTGCCTATTTCATACGAATATTGATACGATATCATTTCGATGG
+TTACCGCTTTACTTTCGATGTCTTAGGTACGCCTTAGCTTAAAAACGAATACTCAGGGCTTGCCCATAAA
+CGCTATCTATATCGCTTTCGAAAAGCTTTGGCATACATGCTGACAATAACAATTGGAGGTAGTTATGACT
+AAGTTTTCAGTTTATATCGGTATTGATTGGGCAAATGATAAACACGATGTATGTGTTCAAGTGGCTAATT
+CAAGTGCACGAAAGTTTGAAGTAATTAAGCACTCACCTAAGTCGATCAATGAATGGATAACCAGCCTTCA
+TAAGCAATACAAAGGACAAATAGCTGTTGCTATTGAACTATCCAAAGGGCCTATCGTTTACGCACTTCAA
+AAATTTGATTTTATCACTATTCACCCCGTTAACACTTCAATGTTAGCTCAATACCGTAAAGCTTTTTCAC
+CCAGCGGTGCAAAAGACGACCCAACGGACGCAGAGCTTGCTTTAGATTTAATGCTGAGATATCCCAATAA
+AATTAAAGCATTAAAAATGGACAGTGAATCGGTTAGGAAGTTGACGTATCTAGTCGAACAGCGTCGTAAG
+TTAGTTGATGATAAAAGGCGGTTCAGCAACCGATTAATCATTACACTTAAAGAATATTACCCTCACTTAC
+TTGATTGGTTTTCACACCGAGGATCGGGGATATTTTGTGATTTCATTACACGTTGGCCCAACCTACAAAA
+ACTTAAAAGAGCTAGGGCTGATACCTTGAAAAAGTTTTTTGGCTCATACCCTGGACGTACTGCGGCATAT
+AGCGTTAAGCGAATTCAATCTATTAGTGAAGCAGAGCCGCTCACTCTCGATAACGCAGTTATCGAGTCGC
+ACCAACTGCTTGCAGTTGCATTAGCTAATCAACTGCTTGTTGCTGTGAAGGTTATTAAGGTCTTTGATAG
+AGAAATTAGTGAGTTGTTTAATGCTTTGCCGGATGCAGAACTTTATAAATCATTACCAGGTACTGGCCCG
+TGTTTAGCACCTAGGCTATTAGTGGCTATTGGGGAAAACCGTAGTCGATTCAATAGCGCATCGGAAATTC
+AAATGTATGCAGGGATAGCACCCGTAACAGTGCGTAGTGGTCAAAAGAGCTGGATTCATTGGCGATATCA
+GTGTTCTAAATTTACTCGCCAATCATTTATAGAATGGGCTACTAAAAGCATAAGGCAATCTTATTGGGCG
+GAAATTTATTATCAGCAGCAAAGGGAAAAAGGTAATACCCACCAGGCAGCTGTGCGTTCGCTAGCATTTA
+AGTGGATACGGATCATATATCGTTGTTGGAAAACTAAAGAGCCATACAATGAAGCCAAGTATTTAAAAGC
+ATTGAGCGATAGGAATTCCCCATTACTTTTTAAAGAAAAAGCTTGTTAAAGGTCTCAGGGCGTAGAGCGG
+ACGTTCTCCACAGATGTAAATATGCATTGTTTGACTATAAATATTTACAATTAAGCTTGAAGGGGTTTTA
+GCCGCAAGCTACAGTGATAAAAATATCTTCACTATAAATGCCCATGAATATTGCTAATATAAAAAAACGT
+ATCGTACTTACTGGCGGTCCTGGTGGCGGTAAAACAACAGCTCTCGACTTAATTCGTCGTGAATTTTTAG
+GGAAAATAGCAACCGTACCTGAAGCGGCAACAATGATATTCAGTGGTGGTATTGAACGCTCAACTAATGA
+CCAGATACTAAAAACACAACAAATTGCAATTTTTAATTTACAAAAGCATTTAGAAGATATTCAACGTACT
+ACTTTTCAAAACAGTATTATTTTATGCGACCGTGGCTCATTAGATGGATTAGCATACTGGCCAGAAAATG
+ATGAAAATTTTTTCACCTCTATGAATACCAGTATTGAAGAAGAGCTTTTACGCTACGATGCAGTCATTTT
+CTTCGAAAGCGCAGCTAAATCAGGTGAAAGCATTAAAAGTAACAACCCTATTCGCAATGAGTCAGAAAAG
+GCCGCTATTGAGCTTGATAATAAATTAAAAACTATTTGGTCAAAGCATCCTAACTTTAACTTGATTCATA
+GTTCGGAATCGTTCATTAATAAAGTAATGTTTGGCATCAAGACTATTGAACAAGTTATGGATGATTATCA
+AAAAAGTGCACCATAACCAAGCGGAATGCTAATCGATTAGCATTTTTTCTGCTCTGGAAATTCGTTATTT
+GAAGGCCAAGCGCTTAAAACCGCTTTTACTAAAGTCGCAAGTGGAATAGCAAAAAACACTCCCCAAAATC
+CCCATATACCACCAAATAAAATTACTGCGACAATAATAGTGACCAGATGCAAATTTATAATAATTATTTT
+TATCACAGTATTTACTTGGGAAGTTATTCCTTAAATGGCTTTTGTAAGAAAGCATTACTTCTAATAAGAG
+CATGCAGGCTTGGACTTCCATAACTTATATTTAACTGAACATTTCAAATTAGATAAATAAAAGCAATTAA
+TGTCCGTTCAAAGCTAAAATGAGCATTTCTAGATGAACTCACAGCTTAAACCTGCCTCACAAGTGGGCAG
+AAATTTTGGTTAAAATGATTGTGGGTGCACAAAAGCTTAATGTCAGCTTGTGGCTAGTTGATCTTGCCCC
+ATAAAAATGATCACTAGCTTAATGTTAACAAAGATAGGAAAGCGGACATTAACATCAATAACTAGCGAAT
+TTAAACGCTGTGAGATGTTATTTTATAGTTAAGTGTGTGAACTTTTTTAGTTCGTGGATCGTATAAACTC
+TATGTGCCAAGAAGGAATAAATATTTTGAATATTTATCTAGGTCAACTGAACCAACAAAGCTCGTTCACT
+GTTGAATTGCCACTGTGCTCTTTTCGGACTCTCTGAATACATTTGTGGCGATATATTTTCTAATAAATTA
+TTCGAACCATATTACTGAGAAGTCTCCATAATAAGCTGTTATGTTTTTGAAGATGCTTGTAGTTCTAAAA
+TTTGTATTTTAAATTTTTCAGCTTCAGCTGTGATCATTGCGTATGATTTTATATCGCCTTTACGCTAGGC
+ATACATAGCTTCTTCAAGTTTACTTTCATAAAGTTTGTCCAATTTTTTAATTGGGTCTTCCTTAAATATT
+GAAAACATATTCATCAACCTTTAATTTAATATCTAAGTTTATACGTTACGTAATATGTTTTTGGTTTTAA
+ATAAATACTAAGAAAAAAATGAGCAAGCTAAATGAAAAAACTCTCAGCGTTAATATTTACCGTTTTACTA
+TCCTCCTGTGTATCTCAACCTTATACAAAGACTAATGCCCCTTTTGACGGTGTTAAATTTGATAACATTG
+AGCCTTTTGACGATAAAAGTATATTTGACCTACTCAGTTGGAAAATTAAGGCTATAAGTGAGTCTACTCC
+TTGGCCAGATGAAATTGACTCCAAGCAGTTTAAACCCTCTAGCCAAAGATCGGTAAAGCCATTAATTACT
+GTAATCAGCCATGCATCAGTTCTTATTCAGATTGATAATTTAAACATACTAACAGATCCTCATTATTCAC
+TCAGAGCTTCACCTGTTCAATTTGCTGGACCCAAAAGAGTCGTTAAACCTGGTATTGCCTTTGATGATCT
+GCCTTCAATAGATATCGTTCTTATATCTCATAATCATTATGACCATCTAGATCTTGATACGCTCAAGCGA
+TTAAACGATAGAGATGCTCCCAAATTCGTTGCAGGATTGAAAACAAAGTCATTTCTGGAAGAAAATGGAA
+TTGAAGCCGCTGTCGATCTGGATTGGTGGCAAAATATAACAGCTAATAATACTAAGATTACTTTTGTTCC
+TTCCCAGCATTGGTCAGCCAGAGGTCTATTCGATAAAAGGGAAATGCTTTGGGGTGGGTTCTATATTGAA
+AATAATTATAAGATCTACTTTGCAGGAGACACTGGATACGGGAAATTCTTTAAAAAAATTAAAGAGAAAC
+TTGGTGCACCGGATCTTTCTTTGATTCCAATTGGAGCGTATGAACCTAGATGGTTCATGAAAGATGCCCA
+CCTTAACCCAAAGGAGTCTCTACAAGCATTTAGAGACCTAGAAAGTAAGAAGATGATCGGTATTCACTTT
+GGGACTTTTAAGTTAACTGATGAGGGATATAATGATCCAATTGAGACTCTTAATGAAGAAATTAAGAAAT
+TAAACATGGATCCTCTAAAAGTAATTATTCCTACTTTTGGAAAGCCTCATTCAATTTAGGTTATATTATA
+GTCAGTTCACTATTGATATCACTTATATATTTTGAGGCTAAAAAACATAACAATAGACTATGGCTGCAAT
+AGTTAGTGTTGATGGATGAAAGCCCACCGTCTGCAATGAGATTAAACCCGCCCCACAAGTGAGCAAAAAA
+TCTTGGCTAATATTGCCCTAAATATGCTCCTGAATTTGCAAAGATTTAATGTCCGCAATTGGCTAGTTGA
+AGAAGTCACTGGCTAAATGTTAACTAAGATACGATGGCTGACATTGAACTTAGCTAGACGTTTTTTATTT
+TCTTTGACTGCAACATTGATTGGCACTTGAGCTTTCAACCAAAGGGTATAGCTAAGACTACACCCCATTG
+ATTCCAAACGGATGTCCTAAAATAATTATATTTGGTAGTTATTTATTGACCGCTCAATCTTTTGCCAAAA
+GATATAGCATAAGCTTGTGATCGTATTTTTAAAACTGGATCTGCGCTTGGCATAAAACCAGCGGACATAA
+TATTAGGATCAAAGTTAGTATTTTTGCATGCATCCCCACCACTAGTTTTAACCGTCACTGTTCCAAGAGC
+TACTTGAGGACGTTCACTAGGCCACTGTTGTGATGGGTCAATATCGCTATCTTCAGCTTCACCTAAGCTT
+GCCATAATTGTAAAACGAACAGTTTCGTTTTTAAGTTGTTGAGCAAAAGTATCAGCTAAAAACTCGGTTG
+GCTTATTAGCCGCCTCTGCTTTTTCCATTGTCTTTACACCTAAGCTCGGCTTAATGTTCCAGCGAAATTT
+AGTTTTATGCCCATTTGATTGTTCAAAGTAAAACGTGTGGATGCCAAAAAACTCTGTATTGGCATAAGAT
+GCAGGTGTTTTAGCTGTTTGATTCCACATGGCATTAGCTTGCACGCTCGGGTGCTTCTGAATGAATGCTA
+TTGTTTTGGCAGAGTCCGACTTTCCATTTTCATCAGGAAGTAATGTTGATAAAAAGCCATGAAAAGTTTC
+TGGATCCTTACCTGCAAAGACTGGGAAGTTGTTGCCCGTGAAAGTATGTAAAGAGCCATTAGGTAGTTCA
+ATTTGCATACCCATACCGCGAGTGCCGGGTGCTTTTTCATCACTAGTTGGGTTAGAACCACCTAATGAAA
+AGCGCATAGATACGGGCAGTTCACCGTTGGACAACAGTGCTGAACCTTGGAAGTGCTTATTGGGCGCTGG
+TAAAAAAGTGCCTGAGGCACACAAACCTTTAGCATGTGCCTTTCTATAGCCTGGATGTTTTCCACCTAGC
+TTTACAAATATTTCAACGAAATCATTTGCTTGAATTTTATTTTCATTAGCTACGGCATTAGAAGTTGCTG
+TAGCACCTGCAATTAGAATAAAAGCAGTAAGGCCTGGGGTAATGAGGTTATGGATCATTTGTGTTTTCGA
+ACCTTTTGATAAATTAATAACTATTAAGCAGCTAGATTACTCATAAACTTTATGAAAATTAAAAACATTA
+CTTTTCTTTTTGTAAAAATGCCGGCAAGGAATGACCAGAAAGTACCAATAATCCCGCAAAAATGCCTAAG
+TTCTTAATGAAATTTTGCATTTCATGTGCGCCATCTAGACCCGAAAAATTCCAAAAATCATGCAACGAAA
+TATTAATGACTAACACCAAGCCTGCTAATAACAATGCGACGATTCCGGTAAATCGATTTGCAATTAGCAT
+CAAAGCAGCGACTATTTGGAAAATACCCGCCAATACTAATAACACAGGGACAAATGGCATATTGTGTTTT
+TCCATTAGCTGTATATGCATATCCCAAGATACAAATTTCATGATACCGGGAACCAGAAAGTATAATGCGA
+GTAAAACACGTCCAAGCGTTAATAACATAGTGTTCATTTTTTCAATCCTTGTTTGTTACTGTCTAATGAC
+TATCTAAATAAAGCGAATTATAATGCAGCGCCATTGACGGTCAGTTTCACATCAATATTACCATTAACGG
+CATTTGAGTATGGGCAGACTTGATGTGCAGTTTTAACCAATGCGATTGCTTGCTCATCATCCAGTTCTAA
+CGTTACCGCTAATGAAACGCTTAATGCAAAACCACCCGCTTCATTAGGACCAATACCCACTTCTGCAGAG
+ACAGGTGCTGTCGCTAATTTTAATTTTTGCCCTCCCGCTACATGTAAAATGGCATTTGAAAAACAAGCAG
+CGTAACCCGCTGCAAATAACTGTTCAGGGTTTGTTGCTGCGCCCGTTCCCCCCATCTCTTTTGGGTAACT
+TAGTGCAAGGTCGAGCATATTATCATCTGTGCTTACTTGTCCGTTACGTCCTGCAGAAGCAGTTGCTGTT
+GTTGTATATAGCGTTGTCATAATGATTTCCTTTTGAACATATTTAATTAGTTAGGTATTTACTATAATTG
+CTCGCAATTAGATTGTGGGCAATTCAATTTCAGTGATTATAGCTCGATTAAAAAGCAAAATACAAGTATA
+TTGTGCACAATCTTTTTTAGTCAGAGGTATAATATGAGTTTATCAACAACAGCTTGCGATCAAAATGGAG
+CAGAAACGCCTCAGTTATTATTAAAGAATCAAGTTTGCTTTTCACTTTATAGCGCTTCAAATGCGTTAAT
+TCGTTCTTATCGTCCGCTACTGAGCGCACTCGATCTGACTTATCCTCAATATTTAACCATGATGGTAATT
+TGGGAGAAAAGTGGTATTAACGTGAAGGATCTCGGCCATGACTTACATCTCGACTCAGGTACATTAACTC
+CTTTACTAAAACGTTTAGAAGTAAAAGGCTTTATAACGCGCGAACGTAGTGATGAAGATGAGCGTGTTAG
+ATTGGTATTTTTAACCACTCAAGGCCAACAGTTAAAAAGTCAGGCTGAATCAGTACCAGAAGCGATTTTC
+TGTAAAAGCCAACTTCAAATAGCTGAATTACAGCAACTCAAAGCAAGCTGTGAAAAGTTATTAGCCAACT
+TACAAAAATAAGAACCATGGCGCCAGGTCTTTAATTTTGAATTTTCACAAAGCGAACATTGTTTTAGAAG
+TCGTTTTGGGGGCGATTGCGCCTTAGACTTAATACTCTATATTTATTCAAAACTTAAATAATTCCAATGT
+CTGCTTTGGCGATTTGAGATCTAGCGCCATGCAAAAGTTTTAGTTGTGAATGGATGTGAATTTTGAATGA
+AAAAGGAAGTTTTAGAATCTCTGCTCTGCTGTTATTAACTCAAAAGCTAACTTCCGCTTTTGCAACACTG
+CTGACCTAATTCACGGGTCAAAACCATCCCGTTTTATGTTCACTTTGATAAGTAAGCAGACATTACACTA
+GTTAATTTTAATGATTCATCTGTTAGCTAAACCGAAGTAAATGATAATAAATCCCCACTCCCTCATATAT
+ATAGTAGTCATAATAGACTGGTTTTAGATATTAATGCCCAACTAATATGACCATAGTCGTCTAATCTTGA
+AATTTTCGAATATCCACATACGTTTTTTTAAGTAAATCAGTATTAGCTTTATCAATCACTTCTATCATTT
+ACGGATCTAGTATTTCAAAATTAACAAGCTAAACTCAATATCACGTAATCACAAATTACATATATGCTTA
+TCAATACGGCAATATTTTACAGTTCGTTGCAGTTATATATCTACGAATAATAAAGGGATAAATATAATGC
+GTATGGAACGTTCAGATGTATTCAGGTTTATGGCAATCAGAGAGCCGGATAATGTGAGTGATGTAGATGC
+GGCTAGAATTGATGCCAGTGGGAATGGTGAAGATTCCAGTGTACTTTTACAAATGCTTAATGACGCAAAC
+AAGCTAAATTCACCTTTACCTGTAATTGTGAAGATCGCAAATGATTATGTGAACAATAAACTCAGTGATG
+ATGCAACAGTCTATACTTCCAGTTTGAAAAGTCTTAATGCGGAACTCTCTGATTTAGCTGTAAAAATACA
+TAGTAAAACGGGCAAGGGTAAGCTTTCTATTGTCAAAACAGAATTGGATAGGTTGAATATCACAGATGAA
+AATCTAGTAAACTGGAAGAGTCGGCTTGATGACAGTTTCAATGCTACTCTGTTATTGGGTAAGGAAAAAA
+AGGCAGACCTTAGGAGTATTGAACGTGCAATTCGTAGCCTACATGTAATTTCTCAGGTAAAAAATGAGGC
+TATCTCTGACGATAAGTCGATTGATGAAGCTTTAGCGAAAACAATCACTGTATCAAAGCTTATCGTTTCG
+AAAAGATCATCAGAAAGATTACCAAAGGTCGACGACGAAAATACGGAACAAATTAAAGAAAATAAGGAAC
+GAGTAAAAAAGGCAGTTGAAGAATACGATGGCAATAACAGTGCGATTAAAGAACTAACTCTAGCCTATGA
+TAAAGACTGGGAAAGGCGCCGCATGTTACAACTTGAGAAAGCTCCTCCTGAGTCTAAAGCGCAGGAAATC
+CCTGCTGTTTATAGCGGAATTATTCAAAGAGCTGGTCGATGGCTTGGGTTATTACCCGTATCAAACAAAG
+TCAGCATTCCTGCCAGAAAGCCACAAAAAAACAGAATCGATTTTCAATCAATTCTCGCACAAGGTATATC
+CAAAAATATTAGTCAACAAACAAAAGAACGTCTAGAGGCGATTGGTAGTAATTCAGATAAAATAGAGGCC
+TCTTTTGCAATTACTCGACTAGAAGAACGAAATCTTAACATTGCCAACAACCTCCATGCCGTGCCCACAA
+ATACTGTTATGTCGAGGTTTGGCGAATACAATGTTAATGTTGGCAGCCAAGCCGATGAAGCATACTATGA
+TCCAGATGCTCCCCCCATTAAATTTCCATCAGGAGATTGTCCTTTGTCGTCCAAAGACGATCCCATTAAG
+CAAGCCGATTATCCTCTTAAACTTTGTCGATTCAATTCTTTGGGTGTTGGAGAGTTACAAGTCGTCAAGC
+AAAAATTGATAGGCTACGAAATTGGTGAGATAGCACATATAGAAAATGTTATGGCCAGTGAAAAGCGTTC
+ACGCAACCATCGAACGTTACACAAAACGGAAGAGTTTACTTCATTTGAACTGGACAGGGAAGAAGAGACA
+GAACGAGATCTGGAAACGACTACTCGATTTGAGCTTCAAAAAGAAATTAATAAAGAGATGCAGGAGAGTA
+CTCAAAAAGAAGCAGGACTTACAGTCAGTGGAACTTACGGTATCTCTGTAGAATTTAGTGCAAACGCAGG
+CATTGCGACGGACAACTCTAGCTCTAAAACAGAGAGCCTTTCGACCAGTTATAGCAAAGAAGTGGTCGAC
+AGAAGTGTTCATCGCATACAGGAAAAAATCAAAGAAAAGCGTACTATGCTTACCATTGATGAAGTTGAAG
+TTATTAATGAACATTCCTTTAAAAACCAGGAAGCTGACGCTGAACATATTAATGGAATCTATAGCTGGGT
+AAACAAAAAATATGAAGCCCAGGTATTTAATTACGGCAAACGGGAGCTTATCGAAGTAATAATTCCAGAG
+CCTGCTGCTTTCATAAGGTATCTAGCAACACGTCGTCCAAAAGAAGGTAGTACTATTTCCAAGCCTTTGA
+AACCGGGATACTGCATCAGAGGCAAGTATATCCCGCTATCACCAGGTACTCTGACCGTGGAAAATTATCT
+AGACTGGGTGAAGGCTTATAATATTCAAGATATTGAACCACCACCAGCCAAATTTGTAACAGTATCTACT
+GCGTATGATAAAGACGTTTTTAAGATTGCGGTGGAACAGCCCTTTGAGCAACAGGGTTTTTTTGCGGGAT
+TTGCAGATATGACGCTCAAGATCCCGCCCGGATATCAAGCCAAAAAAGCTTGGCTAAATTTGAATACGAG
+TGATGCGTATGTTTATGGCGAGATTGCTATAGGTAGAAGAAGTATCTTTGTACAAAAGAGCCAGTTAAAT
+ATTGATGTCGGGGGAAATCAGCCCATAGTAGATGGAGAGTTAGTACCTGCCCCTTCGCTGGCGGATATAC
+AGAATATAGCACTCATATTAGATAATGAAGAAATGATACTACCTGTTGCCATGTCATTGAGGTATTTGGG
+CTTGTTCACGGCCACTTTGGAAGTGGAATGTAAAAGAACCTATACCACGATGACAGCGTGGCAAATATCA
+ACGTTCAACGCTATTATGAACAGATACGAAATGCTCAAGGAAGAATACGAAGAAGCCATATCCGGCGAAG
+AAAATTTTGGCAGTGTAGATATTCAAGGTAAAAACCCGTTAGAAAATCAAAAAATCATCCTTAATGAATT
+AAAACGCCAAGTTATTACCCAAATGACAGGGCAGACCTTTGCTGAATTTGACGCCATGCAAGAGAATGTA
+GGTGAATATGGATACCCACAACAAAATGTTGATGAGGCATGGAGCGAGGGACAAGAAATAAGATTTGTAG
+AGCAGGCCTTCGAGTGGGAGAATTTACAATATCTCTTTTACCCTTATTATTGGGGGAAAAAGAAGGATTG
+GCCTACCACAAGCAGAATAGAAGACACTGATCCTATTTTTCAAGCTTTCCTACAAGCAGGCTCATGTCGT
+CTCAATATTGCCGTTCGACCAGGATTTGTAAATGCTGTAAACACATACCTCTCCACTGGTAAACTCCCGT
+GGGATGGAAATGAGGGTGCTACAATTATCTCGTGTCTTGATATAGATAACGAAGAAGAGTCAGTAGATCC
+CTTCCTTTCAATCACCGAAGAAATGAAAGCGCAACAAGGTGCTGTTTATTTTAAATCTAAGGGAACACTT
+TCCTATGTAACAGGAGATCCCCAAGCGCAGGTTACCGGTGAAAACACCTTATTTGATGACGATGATGTTA
+ATCGAGAAATCAATATCGATGGCAAAACGTATATGATTAAATCGGTGAATAAGGAACAGCAAACAATTAT
+GCTGGATGACGATATTGGACCGACTTTGCAAGGAGTAACCCAATTTTCAATAGGTGCTAAGGCGATAGGA
+GTGCCGTGGATAGTAATTATTCCTACTTCGTTAGTGGTATTGGGGGATGGGAGTGATTTACCCGAAATTA
+ATGCGTAAAGCTGTGATTGAAGTATGTTGAAACAGTTCATATTGGTAGCTGGCTTCGACTACTCTCGCCA
+TGGCCTTGGATTTTCTAAGAGAATTTCGAAGCGTATGAAGATGCTTGAGGCTAAAAATAAGGGGGAAGAA
+ATTCATTTCCATACATTTGACTTCCAGTCAGGACAGGCGAATATTATAAAAATATCTATCGATCCTAACG
+GTAGGCGGATCATTACGGCGGTGCCCAAACATAGATTCAAAAGAATCAAGAACCATCTTTATCATCGCAG
+AGATGGGGATGGTGAATGGACCTTTAATGAGGAACAAGAGGGTTTCCTTTCAATCACACATGTTTATGCC
+GCGGTTAGAGAAATAGGCGTAGATTCCCCAAATACTTTACATGAATTGAGCATATTCTCTCATTCATTTA
+TTGGGGGCCCAATTCTTGTAAATAGCGACCAAATAAATACATCTGGTGGCCATCGAGACATACATGATCT
+CGATGCTCGTTTCCACGATTTTCAATTACCGCGAATGAGTATTTCACATCAAACACAATTCGCGAACGCT
+TACCACCCCGACGGGCATAACTGGATATGGGGTTGTTTTGCCGCAATTCCGTTTAGGGGGATAATGCGTG
+AACTCATGGCACAACCAAATTTCCGCTCAACGGGGCTGCTGGACTCTGAAAAATTTAGGCTTACTAAGTT
+GTCCGCGTTACATCGTAAAATACTTGAGGTGCGTCTCGGCATTACTATTGCGGCTAGTGGACCTGTAGAG
+TTTGAATTCGGTACTTTGAAACGTTTTTTCTGCCTATTGATGGAAGAAAGTTATACATTTGCTATCACAA
+AAGCTTCTAATCGAAAAACATTCGGTGGTCTTCCTGGTATGTCTGCAGAGCCAGATAAGACCGGAAAATT
+GCGGCTATCACATGTAAAAGTTAACAGGTTCCTTTTGTCTTACATAAAATTCTATACTAACTATTTAGGT
+ATTGAACTTGATTCTGAGAATAGGCATTTTGCTGCTTACATGCCAAGTATGACTTGTTGACCGAATATTC
+GAAATATAGGGGTCGTAGTAACGAGAAGTTCATCCACCCCATCGAGCGAAGAGATAGATGTGCAGCGACA
+ATAAAGTTTGTCCATAAGGAGGTAAGTAGAGCGGTATACTTATCCGTAGTATGAATATATTACATAATTT
+AAAGGGCGACTCATGCCACATTTCGGAATTTAGCATTTGTATGTTCATACTGAAATATTTGTATGTTTTG
+ATTTATAGCCGACATAGCTGAACAACCACATCATGTAAACATCTTCCTGATAACGGACGTTCCCCCATAG
+ATAAAAACATGTGCCTTTTGATGATGACTTTTGTCAATGAGTCGTTAAACCTGAATGTGAACTAAGCCAC
+CATAGCAGTCATAGCCTCTGTAACCCAAAGCGACAAAACAGTCGTAGAATAAATATTTAATATATCTACC
+TGTTCACCAAAATAGTCATTTGACTCATAGCATGCTAACTGGAAATGATTCGTATCTTGACTACACTGGT
+AATGTTCATTACACGAACAGTAGCCAGTAGCTATTGATGTCTTCTTTTAATTTAAAATTTAAAGATGTAA
+TAACAACTCAATAATAAAACAGGCAGGAAACTATTATTATGAAAAATATACTCCCACTCATGTGGGTAAT
+TATACTAATGTTCGTGATCTCCCAAGGCGTTAGCGCCAAAGGAAAAAAAGAAATCCCCAAATCAGAGTAT
+GGCTCCTACATTGTTATTATGGACCTGAACCCTGCAATTGCTTATGAGGGCGATATCAAGGGCTTTAAGG
+CCACTAAACCGGGCAAAAATAAAAAGATAAACCCCAAAAGCGCTAATGTTCGTAAATACACCAGCATGCT
+CAGCAAGACCCACGACGCGGCTCTTGCAAAGGCTAATGTCAAATCTAAAGACAAGGTGCATGACTACGGC
+ATCGCTCTTAACGGCTTTAGTGCCAAAATGACTCACGAGCAAGCCGTAGCTCTTTCCTCGCAGGATGGTG
+TCGCGAAAGTTATGCCCGATGTATTGCGCCAGAAGATGACGGATAACAGTCCCAGTTTTCTTGATTTAGG
+TGGTCCGGCGGGTCCCTGGCTTAAAGGTTATGACGGCGAAGGCATCGTTATCGGCGTAATTGATACCGGA
+ATCTGGCCAGAACATCCGTCGTTTACTGACGACGGATCTTACAGCACCCCCCCTATTTTACTTGATGACT
+CGCGTCCAAATTGCGAATTTGGCAACACGGGACACCGTCCAGATGATGTTGCCTTCAGCTGTAACAACAA
+ACTGATTGGTGCCAGACAGATGCTGGACACTTATCGCCTTATCGTGGGCGCAACGAGTGATGAGTTTGAC
+TCTGCTAGAGACGAAGATGGACATGGAACTCATACTTCTTCAACATCAGGCGGAAATGCAAACGTCCCAG
+CGAATATGTTAGGCAATGACTATGGTCTGATTTCAGGCATTGCCCCAAGAGCTCACATCGTTATGTATAA
+AGGGCTTGGTGATCTGGGCGGTTTTGGATCTGACCTAGCAGCTGCTATTGACCAGGCAGTAGCTGACGGT
+GTAGACGTTATCAACTACTCCATCGGATCAAGTAGCTTTGCAATCGGTCCCGATGATGTTGCCTTTTTGT
+TTGCCGAGAATGCCGGAGTGTTTGTTGCGACATCGAATGGTAACAGCGGTCCAGCCCCAGCTACAACAGG
+TTCCCCTGCCTCAACACCGTGGGTAACCTCTGTGGGTGCCAGCACCCAGAATCGAACTTATCAGGGCTCG
+GCCTCTTCAGTCGGAGAGTGGGAATTTTTTGGAGCTTCAATCACTGCAGGCACCGCTGAATTAGCACTAA
+TCGATTCTGCAGAAGCGGGGAGTGAACTATGCATTCCCGGTGTTTTAGATCCAGTGGCAGTGGCCGGGAA
+AATTGTCCTGTGTCTTCGGGGGGCTATTGCCCGTGTAGACAAAAGTAAGGCAGTAAATATTGCTGGTGGC
+GCAGGCATGATCCTCTACAATGCCAACGACGGCGAGAGTCAAGTTACTGATTCACACTGGGTTCCCTCTG
+TGCATATCAACAATACAGACGGTCTAGTTATCAAAGGCTATATCTCTAACGATGCCTCAACTGCGGTTGC
+CCAAATAATGGGTGGCACCTATACAGAAATAGACGCACCTTCAATGGCTGGCTTTTCATCTCGAGGCCCC
+AACCTGTTATCTGGGGATATTATCAAACCAGACGTAACAGCTCCCGGTGTTAACATCATTGCGGGCCAAA
+CACCCGCATCCGAAGGCCGTGGTGAACTGTTTCAGATGATATCCGGAACGTCCATGTCCAGCCCTCATGT
+GGCTGGTTTGTTTGCAATGATCAAACAAGCTCACCCTAACTGGTCGCCATCTACCGCCAAATCGGCCCTG
+ATGACCACCGCGTATCAGGATGTGATGAAGGAAGACGAAGCGACTCCAGCTGATGCGTTTGATATGGGCG
+CTGGTCATGTTAACCCCGGCGGCAAAGCAAACAAGGGATCGATATTTGAGCCCGGCCTTGCCTATCAAGC
+AGGTTTGTTCGAGTATGCAGCTTATAGCTGTGGCGCCGAGCTCGGCATATTTAGTCCGGGAACCTGCGGC
+TTTTTGGAATCCTTAGGGATTCCTACTGACCCGGCTAATCTCAATCTGCCTTCTATCGGTATAGCCAATG
+TTATCGGCAGCAAAACCGTTTATAGATCTGTTACTGGGGTCGCCAAAGATAGCGGTTGGAGAACTTACAG
+CGTTGACGTTGATGCTCCTGCTGGATATGAGGTTTCGGTGTTGCCAGCCAGCATAAAACTTAAATCCGGT
+ATGTCGGCAACTTATGCAGTTACCATTACCAACACGGCATCTCCTGCAGGCGAGTGGGCCCACGGCTCCA
+TCACTTGGAGAGATTCAAATGATCATTATTCCGTGTACAGCCCAATTGCAGTCAAGGGGGCTCTATTTGA
+AGCACCTGCTAACATCACTGGAAGCAGTGAGACTGGCAGCGCAAGCATTGACGTGACTTTCGGCTACACT
+GGTGATTACACGGCCAGCGGCTATGGTTTGACTGCAGCCACTGTTGATATCGACAGCGTTGTTCAGGATC
+CGGATCAAATATTTGACCCAGGCGATACATTCTCTAACGCACACGCTATTGTAGTAAGTGGTGCGGCGTA
+TTTACGAATTGCGATCCCCGGCGTAGCTGATCCGAACGCAGATCTGGATATATTCCTTTTGGACTCTGTT
+GGTAATATCGTTGGCGTGAGTGCCAATGGTGGTACCGATGAGTTGATTGAAATGGAACTTCCAGGAGATG
+ACACCTACACCCTTTGGGTTCACGGTTGGTCTGCCCCAGGCGGGAGCACTGACTATGAACTTTACAGCTG
+GGTAGTTCCCATGGCTAGCGGCAGTCTGACAGTTGCCAGTGCACCCAGTTCAGCAACATTGGGTGCGACG
+GAGACAATTGGCGTAGACTGGACCGGTGCAACCAATGGAAAATGGCATTTTGGAGTAATAGGTCACTCTG
+ACGCAGGAGGCCTGATAGGCGCTACCTTAGTTGAAGTAGATAACCGCTAGTTAACAACTAACGGAAAGTT
+GAAAGGCCCTTTATGGGCCTTTTTTTATGTTTGCTCAGCGAAGTTGGCAAGGGCGTTACTGGCTGACGGT
+GAGTCTGAAGGAAGTCATAGGAGGATAGAGGTACACAACTAACCGTAACCTGTTTCGGCGGTATTGGTGG
+GTAAGCCACCATAATAGCGCGAAGCCCTATACTTAGTCAGACCAATCTGTGTTTGAGGGTAGAAGCATAA
+ACGGCTAGCGCATTTTAATCCCAGATTCTAACAGGTTTGAGCGATAATCATCGTCAAGCCCTGCCATTTT
+CTTTTTTCTCGCCATACTAACTAACTTAGTCGTATCTTGTTTAAATAGTGTCATCGCTATCTTTCGCATT
+ACATTAAATACATGAGGACCTTGCTTTCTACATATTCTCGATTCATCTACTCTAAAGGTCATATCAAGCA
+TCCAATGTATACTTTCAACTTGCCAATGACTACGAACCGCATTGAGCGCTTGCACTACGTGCAAATCTAA
+CGAGCTAATATTCCAACGGGTTTCTGCTGTATCTTTGCCTGTTGATTTATCATGAACTTGAGTGTGAACT
+TTAATAATGCTTTTCAGTCCAGACCGTCGATAAGCTTTTGCCAACCATTTTTTATCAATTAGCGTTCTGA
+GATGTATTCCCACTAGCAGCTTTGAGCTTTCAGAAGACATATGTTTCACTTAACCAAAATACCCCAATGA
+CTGGCAACAACGCCACTAAAGCGGTCATAGAGCCTTTAAATTAAGAAGTTTCTCCTCCAGCATTGCAACC
+ATTAGTTAGTTTCATAATTGTCTGAAAATTGAATCATACCTTTTAAGGTGCTACTTTAATCTAACAAAGA
+AAAACAACTTAAAATTACAGGGCATATGAAGTTTTTTACTGAATTAAAACGTAGAAATATCTTTAAAGTA
+GCGAGTGTTTATTTACTCACCACTTGGCTAGTGTTGCAAATTATCGCTGTTATCTCCCCCTCTCTTAATC
+TACCTATAATGTTTGGAACAATCGTTACTGTTGTTCTTATTATTGGTTTTCCTATTTCGTGCGTAATAGC
+TTGGGCATTTGAACTCACCCCTGAGGGTATGAAGTTCACTAAAGATGTCGAGGAAGATGAATCTATTCGT
+CAAGAAACAGGTCAAAAACTCAATGCATCTTTAATGTTTATAATAGCTCTGTTAATAAGTTTTATTGTTT
+ATGACAAGTTTTTTACTTTTCAAATCAATGAAAAATTAGACTTAACCATTGCTGTATTACCTTTTAAAGA
+TATGAGCCCTGGAGGGACTCAACAGTATTTTGGTGACGGTATTGCCGAAGAAATATTAAACTCATTAACA
+AAAATATCTAGCCTTAAAGTTATAGCTAGAACATCCTCCTTTCAATTTAGAAATGAAAAAAAGGATATTA
+ACCAAATTGGAAAACAATTAGGTGCTCAGTTTATTTTAGAAGGAAGCATCAGAAAATCAGAAGACAAACT
+AAGAGTTACTGCTCAGTTAATTGATGCGACCACCCAGCATCACATATGGTCGGAAACTTACGACAAAAAG
+TTAACAGATGTTTTTGTTCTTCAGGATCAACTCACATTTGCTATTACTCAAGCATTGAAGCTCAACATCC
+TTAAAGGTGACCTTCAAAGTTCTGCTTTAGCAAAATCAGATAATCCCGAAGCCTATAAGCTTTATCTAAA
+ATCATTACCTTTATTTCATCAACGTACTCCTTCAGGCATAAAAGATGCCGAGAAGTTACTGGAAAAAGCC
+ATTGAACTAGACCATGATTTTTTATTAGCTAAGGCTCAACTTTATAACCTTTATGCAAGATATAATCGTT
+ACATAAGAGCATTAAATATTGAACAGCAAAAAAATGCTGAACTATTGATTAGAGATTTACTATCGTCTCC
+AGAGAAGTTTGCTGAAAAAAGTATGGCCATTGGCATGTGGCTTTCAGGCGAGGGTTATAACGTTCAGTCT
+ATTGAGTATTTTAAACATAGTGTTAGTGAGTTCCCTTCAAGCAGTGAGTTAAAGTTTATTTATGCTTATT
+ACGCCAATATATATTCGCACTTGTCTAGGAATGACATTATTGAAATGCATAAAAGTGTTTTATCTAAAGA
+CCCCTTAAATACCTCTTCAAGAAGCAATTTGATGAGCCTTTATCAGAAAGAAAACCGTCTAGCTGAGATG
+AGAGAGGTAATAGATAAAGGCAGAGAATTACAACCTCAACATATACAAAGTATTAGGGATGAGATATTTG
+GATTGATTGCTGAAAATAATATTTCATCTGCTTTTAAAATCATAAAAAAATCTAATGATGATAATTTAAA
+ATACTATAGAAATTCTTTAGGTTCTTTTTTCAATGAGATTACTTTTGAACAGGCTTTGAAAATTGGTGAC
+GATTACTTGATAGCAGTTGAGTTGGCAAAATTAGTGAGAGATAAAGGAATACAATATCAAGAAGTAGACT
+TTGGTCATATGGATAATTTACGAACAAAATCAATTACATTATTTAGCAAAAGTTTATTAGGTGACATCAA
+AGATGTGAACAGCTATGTTGAAAATGAGCAACACTTTGTAGGTTTCATTGAAGGTGTTATCCCTAATCTA
+AACAATAAACTTGATTATAGTATTTATGCTATTTACTTAAATGAAAAACTCAAAAATAGCATGGATTTTG
+AAAGCTATAATCAAACCTTAATTGAGCATGGCTATGAAAATTGTAATGGCTATCCTGCTTTAGTTGAAAA
+ATGTTTTACTTACAACATTTTGTCTGGTCAATATACAGCAAAAGAAATAGTCGCATTAATGCTAAAAAAC
+AAAGGAGTGATAATATTACCTATAAATATCGCAATGCTGCCGCTTATAGAAACTAACTATTGGTATTCAA
+CAATTGCAAACGAACCAGAATTTATAAATTTAGTTAAGAGTGCTCTAAAGAACTAAACTTAGTGCCATAA
+GAATGACTTTATAACCACCTACTCTTAAGGTGAAATTGCAAAATAGCGGTATTAAAGTCTGAATTGATGA
+ACGCTATAGACTCAAAGTTAACATCAAGTGATGGAAGTTCAATGGCAGCTTAGAGCCTTGAAGTCATCCC
+AATGCAACTTCGCGACTGACGGCAATGGTAGCTTAGTTAACATAGAGGCTGAATGACTTATTGGTAAAAA
+GTCATCATCAAAAGCTTAAAGTTTTTATCTATGGGGAACGTCAACTATCGGGAAGCTGCTAGAGGAATGT
+GATTGTTAAGCCATTTCCGCTGTAGATCAAAACATACAAAAATTTTCAAATACTAATGTCTTCATTGTGG
+CATAAGTCTATTTATTTTTCGATGTTGGCCAAACAAAGGAAGCGGGCTTGGTGGAAGTCGTTTCTGCTAC
+TGCTGTATTCTGGGCGAGTATCCCCCTGATTAATTTCCCCGTTTCTTTATGCTTACTACAAAATGTTTTT
+AGATATAAAATTTCAACTCTACTGCGTGCCCAAGGAGTTGTACGCAGAAATTTCAAACTTGATTTAAGAC
+GCGGTTTATTGGTGAAACAACGAATGTTAAGTAACTCACCCATCTTATCCCAACCAATTTTCTTCTCCAG
+TTCGGTTAGAATCTGTTCAAGTTTCACGCCGTGTAGCGGATCATTACTATTATTCATAGTCTACCTAAAA
+TCAAAAAAGAGCATTGTAACAAGTTTCCTAAATATTGACAGACTTATGCGTTTAACTCAGGTAAAAGTGC
+ACCAAGAACTTTATGGAGCAGTTAATGTCCCCAGTGTAGTCTTGAAGCGGACCTTAGGATTAACTAGTTG
+CTAGCTTCCACTAAGCGTATAAAGAAGCCCTTTATTATAATTATTTCCCCCAAGATAAACGTTAACTCAA
+CCCTATTATTTTAGAGTTTTTTTAGGATTAGAGTCACAATTTATTTGAATATATCCACCACCATAAAATG
+GTGACAGCATTAATAATTAAAGTTAATCCCCATTAATCAAGCTATTATTGGTCATAGTGTTAATAATAAA
+GTTTGCATGGCTTAGTATTAACAAAAAAATAAAAACCTATCAGGAGTAAGCGATGTTAGAAATGGCTGTG
+ATATATCTCGCCGCGGCAATAATTGCGGTGCCCATAGCAAAGCGTGTCGGCTTAGGCTCCGTACTAGGTT
+ATTTGCTAGCTGGTATTTTGATTGGACCATTTTTATTGGGGTTAGTAGGCGATCAAACTGATGTAATGCA
+TTTTGCCGAGTTCGGTGTTGTGATGATGCTATTTTTAGTTGGCCTTGAATTACAGCCTTCTCGTTTGTGG
+AAGTTAAGACATTCCATTATTGGCTTAGGCGGCTTGCAAGTTGTGGTGACAACCCTATTAATTTCTGCGG
+CCTGCTACACCATTTTGTCACTGGCATGGCAAACCTCGCTTGCCATAGGCTTAATGTTGGCACTTTCATC
+AACCGCCATTGTTTTGCAGACATTAAATGAAAAAGGTTGGATAAAACAAGAAGCGGGTCAAAACGCCTTT
+TCAGTCTTACTTTTTCAAGATATTGCTGTGATCCCCATTTTGGCATTAGTCCCTTTATTAGCATTTAGTG
+ACAACATTAGCGACTCAGGCTCTCACGGGAACTTGATTGAACATTTTCCGGTGTACATTCAAACAGCGAT
+ATCAGTCGGTGTGATTGCCGCCATTATATTGGCTGGTAAGTATGTTTCAGCACCTTTATTTCGTTATATC
+GCCGAGACACGCTTACGAGAGTTGTTTACCGTCTTTGCTTTGTTTCTTGTGATAGTGATTGCGGTAATCA
+TGCAAAAGATAGGTCTATCACCAGCCCTAGGAACATTTTTAGCCGGTGTAGTTTTAGCCGAAAGTGAATT
+TAGACATGAATTGGAAGTAGATATTGAACCGTTCAAAGGGCTTTTACTTGGTTTGTTTTTTATTACTGTC
+GGTGCATCAATAGACTTTCCATTATTGTTTGAAGAGCTGGGTTTAGTGACATTGTTAGTGGTGTCATTAA
+TTGCTATCAAAGCGGCTGTTTTATTCTTGCTATCTATTTTATTCAAAATGGAAAAAAAGCAAAAACTGCT
+CTTTACACTTGCCTTAGCGCAAGGGGGTGAGTTTGCTTTTGTGCTGCTATCACTCACCTCTTCCTTACAA
+ATACTCACGCCAGAACAAAGTAAAATTACTACCTTGGTCGTCGCCATTTCTATGCTGATGGCGCCTGTTT
+TATTGATATTCTATGAAAAAGTACTCGATAAGGAAGCAGAAAACGCTAGAGAATTTGATAAACCAGAAGA
+TATTGAAGCAACAAAAAGCGTTATCATTGCAGGTTATGGTCGTTTTGGTCAAATAGTCGGTCGCCTTCTT
+GGCTCTCAAGGCTATCACTTATCTATTCTAGACCACAGTCCAACGCAAATAGATCTGCTGAAAAAATTTG
+GTAATAAAGTCTTTTATGGCGATGCCGCTCGAAAAGACTTATTAGAAGCTTCGGGCGCGCAAGAAGCACA
+ATTATTAGTAATAGCCATTGATGATGCCGATAAAATCATTGAAATAGCTCAGCTTGCTCAAAAACATTAT
+CCTAATTTACAAATTGTCGCCCGCGCGATTGACCGTCATCATGCCTATGAATTAATACGTATTGGGGTAA
+AAACCATTAAACGAGAAACGTTCGAGTCAGCCTTAGGCTTAGGTGTTTCAGCGCTAGAATTACTCGGAAA
+TAGCCAAGAAAGTGCTAAACGTGCAGGTCAATTATTTTCAGAGCATGATAGAGAGTCAATGCATGTTTTA
+TCTGAAGTATGGGGTGATGATCATAGTTATGGGGTTGCCGTTAAACAACGTATGGAACTGCTTAAACAAG
+TACTTGTTAGTGATGAAGAAGAGCAAAGTAAAATACAGACTTGCCAAAAATCACCTGAAGCCTAATAGAC
+TATAGCGCCAACATTATTACACACAAAAAAGCTGATAATTATATTGACGGCATGTTCGCTTTAAGAAATA
+TGTATTTATCATAAGTAGAGTGTTTATGGTGGAGTTTCATTAACGGCTTTACAAATTAGATAATATTCAA
+TCTCACGAGTTAACACTAAAGTTTTATCTGCCGCTTGGCCACTTTGACGAATTCGTAAGTTATAGCCGAA
+ATGGTTAATACCAAAAGCATATTCGGCTAAATGTTTAAGATCTTCCTCAGGCCAAGTTGAGCCATAGCTA
+CGCATAATATAGATTAGGCCATCATAAAGCTCATCTAAAATAGGCTTTACAGCCTCTTTTACTAAAGGAC
+TTTCAGCAATAGCTTTTGTTAACTCTACATCTTCAACTCTTCCCCAGCCTACATCAACTAGAGCTTGACC
+TAGTAATGCCCAGAAATCAGCTAAGGGTAACGCAAGGTTTTCTTTGGTTGATACTAATTTAAAAATGCCT
+ACAGAGTCTTTTAATCGCTCTCCATAAAGGGTGAACAAAATTTGCTCTTTATTGCCAAAATACTGATAAA
+TAGAACCAGGACTAACGCCAGTAATTTTTGATATATTACGTGTCGTAATAGCATCAGCGCCTTGCTCCTT
+TAACAGTTGCAAAGTGCCCTCTAGCACTCTTTTTACTGTGGTTTGAGCACGTTTTTGACTTGGCGCTTTA
+CGTTGTGACGTTAGAGTCTCTGTCATTTTTATAACCACCCACTAGCTTGGAGTTTTTTGCTGAAATTTAA
+AAAGTAAATAGTGTCATTAACGTAACAACACTACAACAAGAGAAATTATATTACCTGTAATTATCGTCAA
+TAAAGCCCACCTTTTATATTGTAACGGGTTAGTTGCTGCGACCTGTTTACAACCTAACATAGCACCAAGC
+CACATTAGAGGAAAACAAGCTAATGAAACAGCAAACGGCATCAAACTAAATCCGTCTAATATTAATAACG
+CAGCCAATACATAAAAATCAATCAACGCAAAATAATAAATCAATGTAGCCCTCATTTCTTTATGGTTGTG
+TGGTCCTGACAGCAAATACAAAACCACAGGCGGACCGCTGATACCAGCCATACCACAACAAAAACCAGAA
+ACACCACCTACAGTAACTTCTTTTACTTTAGTTGTTGCCCGTCTACGCTGATAACCACACAATAAAGCAA
+TTGCTGCGGTAACAACCAACAAAGAAATGACTTGTCCTGCCGATTGCGCTGACATTACTTGCAGTGCAAG
+TACTCCAAAAGGGGCAAGAAAAACAGCGCCTAATAGCAAACGTTTAACAAGCCGCCAATTAACATCCTGT
+TTAGCTGTTTTAATTAAAGGCACAGAAATACTGGCTTCTAATATCACAATAATTGCCACCGCAATTGTGG
+GTTCGATCAACAACACCATAGGACCAGCCATAAGCATACCCGAGCCAAACCCCGCAAGTCCTCGTAGAAA
+ACCAGCAATAAGTGATGTAAAAAATAGCAATACTAGAGTACTTATAGGGAGTGCTGCTATATCATTGATA
+ACTAATTCAAACACAATATAGACTTAATCAAGTTGAGTTGTTTTGCTAACCACAGGAAAATCAACATAGG
+ATGGTTTATCTCCGCCACGATAGACCTTAATGGTTGGTTGACCTTGACTTGGTATTCGAACAAAGTTGTC
+TTTGTCTGCCCCAGCTATGGCAATACGAATACGGTGCCCTTTAGCAATTTTTACTGAGGTGGGGATCATT
+TCAAACTTTATTTCGCTAACTTTATTAGGCACAAGTGGCTGCGCATCTTCTTTTTTGAAACTATGGTAAG
+GAAGGTGTGCTAAAGCAGCAACGGGGTTAGTTATTACTTTTCTATGAATTGCTCTTAAGCCGCCTTCATT
+AACGTAAATACTATTCCCTTGCTCGTCAATATCTTCTAAATACGCAATAAAGGCACCATCGCTATGTGTA
+GACGATACAGTTAATGAAATAACTGGCCAGCCAGTAATTTGCATATCTTCAGTAAGCGGTTCACTCGTAT
+ACGTTAATAGTTTTTTATCTTCTTCTTGGCGTGCATTAAGGTTCAACATTGGGTAACCGATACCTGACCA
+CCAACGAGAATTTCTACCAGTTGTCGATGAAAAGTCAACTTGATAACGGTCACTTTCTTGAACGTAATTC
+GGACGTTTACTCGTTAAGGCTTGTTGCTTATCAAAATAAAAACGACTGTTTTTAGTATTTTCAATTGGCC
+AAGCATCCGAGGTTTTAAATGCTTCTTCACCTAAGTTCCAATACGTTACTTTTGGCCACGAAGGGTAATC
+ATTTTTTAAGCCTTTTAAGTAATAATCAAAAAAGGTAATTGCTTTACCCCAAGTCACGTCACCTGAAGGT
+ATTGGAGGAATAACTTTGTCACTCACGGTATAAGGACTCGCATGAGAGCGTGCACCATGTTGTCCACCCG
+TTAAGAATATTTTTTGTTCATTAGAAAAGTGTTGCATACGGACAAAATGCGCATCCACTGCGCCAGTGTC
+GTACCAGCTTGCCAGAGACAACATTGCCACTCCTGACGCTTCGATTTCTTTTTTAGAATCACGCTGAGAA
+AAAGTTTGAACACTTAATTTATCTTTACCTATTTTATCATCGCTATAAACGAGCGGTGTTAATAAGTCAC
+ATACTGATTCATTACGTTGATGCTCCTTAATCGCTTGTTTTAATAAGATCGAATTTTCATCACCATCAAC
+AGGCATAATACCCTTTCCTGCTTTTTTGTAATCGTTACTCCATAAAGCAGTTAACAAATCACTCCATTGA
+CACACTACGCCTGGTTGCACGAAACCAAAAGGCTGCATAGCGCTTTTATATTCGTCATAAATAGCCGACC
+AACCAAGCACTATGGCTTTTAATGCGGGGTGCTGAACTGTTGCGGCCATGCCAGCTGTCATACCCGTATA
+AGAAATGCCATAAGCACCTACGTTACCGTTAGACCACGGTTGTTCAGTAATCCAATCAAGAATGTCGGAA
+GTATCTTGAATCTCTTCTAAAGGTAAAGGAGAGTTTCTATGACCAAAAGAAGCACCCGTTCCCCTAACAT
+CCGTTTTAATGACCACGTAACCATTATTCAGTGCTAAAAATTCTATTGGACTACTTTCTTTATGATCTAA
+TTTAGGACTAGCTTTCCAATCACTCGCTTTTGCGATATCAGGATTTTTTACTAATGGCACTCTAGAAGAG
+CGTTGATATATAGTTTGATAGAGTAATACGGGTAGTTTATCGCCTTTTTTATATGACGTTGGCAAATGAA
+CATCAACCGCAATACGTACACCATCACGCATAGTTAAATAAAGTGAAGTGCTAGAGGCGGTTAATTGTTC
+TTTAGCTAGTTTTTCATCAATGCTTTGTGCCATTAATAATTGCGTATTTAGCGCGAATAAAATCAACATA
+AAACACTTAATTGATGATTTGAATATTTTAATAGAGGTATACATTTATTACCCTTAACGGTTGATAAATA
+TCATTGAATAACTCGCATGATAAGTTTTTAAAAAGTGAGATTACTTATCAGAGCCATACAGGGATAACGA
+ATGTATGACTCTGTTCTACAAAATAAAAGTATTACCAATTATAAGTAAATTTTATGCCTGCAGTTCGCCC
+TAGGGCATAACGTTCTCGCACACCAAACAAACCATCACTACGTGCTTCTAATCGATATTCTTCATCTAAA
+GCATTATCGATATAAGCCAGAATTTTCCATTGTTCATCTACATCACTAATACTGTAGCGAACATTAGCTA
+ATGAAATTGCCGGCTCTTTAAAGATAGGATCTTCTATTTTTGCATTTGTGATAAGTGATAAATCTTGTTC
+AGATCGGTAACTATATTCAAGCTGTAGCATGCCAATATAGTTATTTCCTAGTTCGTGCTCATGTCTTGCT
+AAAAAGTTACTGCTAAATTTTGAGTAGTTAGGCAAGTTTAAGCCTTCTAGCGGTGCACTACCTAACAAGG
+GTAATACCGAATTGACAATATAATCACTCTTTGCTATTTCGGCATCCGTATAACCTAATCCTATTTGAAA
+TGTTAAATCTTCTGTGGCAGCCCAGATAACTTCTAATTCTGCGCCGTGTGTATCAACATCACCAATATTA
+GTGAGTCGAGCAATTTTTATAACTTCATTTGGGTTAGCTGCGTTAAGTTGTACATCTTGCCTGTCGTAAA
+TAAAGGCCGAACCATTTATTCTTAAGGTGTTATCAAGAAGGTCTGACTTAAAGCCTACTTCATAAGCCAA
+AATAGTTTCTTCATTAAACGGAGCTAATTGATCTGGGTCTGTGGCAAAACCACCAAAGAAACCACCGGTT
+TTAAATCCTCTTGATATATTGGTAAACAGCATAGCTTGCTCATCAACACGCCAAATCAGGCCAATTTTCC
+CAGAAAATGCGGAAAAGTCTATTTCGTCATCAATGGCAATTAAAGGCGTTTCAAATCCACTAGGGAAACC
+AACGGTTGAACCACCGTAAAATGACTTGGTTTCGTCGGTATAACGCAGTTCCGTAATGAGGTTAACTGTA
+GATGCCAATGCATAATCTGCATGACCATAAATGGAGAAAGCATCGGTTTCTTGGGTATAATCTTGATGTG
+AATACGTGCCTCCCCCAAAGAGTAGTGGTAAAATACCTTCACCACCGCGCAAGGTAGAATCCTCTACAAT
+TTCATCATGACTGACGCTAGCACCAATGATCCAATTTAAGCTATCACTCTCCTGACCCGCCAACCTAAAT
+TCTTGTGAATAGAAACTGATATCTGAACCGTAATCTATATCTTGAAATTCAATAATAGTTGAGTCGGAAT
+CTATATAACGAAAATAATCAATAGTGTCATAAGCAGTAATACTCGTTAACGTACCAAAATCAAAATCAAT
+ATTGGCAATTAAACTTGCACCAACCCATTCGTTTTCAAGGTAAGAAAGTCTTCCACCCGTTGCTGAGGCA
+TGCTTATCACTGCCATCTAAACCATAGCCGTTTGGTGTTACGCCCGTTAAGGTTGCACAGGTCGCAGGGT
+CACTACCCTTACCATCAAGAACTGATTGACATAATCCCGCGGAGCCAGCGCCAAATAAGCCGTTTAACAA
+CCCAAGAGACACATTAGGTGCACCTAAGTCAGTACCGTCACCTATGTTGTTATAAATCCCTAAAGCACGT
+TGCAATGGTAATTCACTTTCATCGTTGCCCCCATGTATCTTAAACAATAGATCAACATTATTTGTTGGTT
+GATATAAATATTGCATTCTCAAGCCCCAACGATCAGACTCTCCATGCTTTACGTCATCAGGAATACTGTA
+ATAATCTTTGTCTCCGCTTGAATCAATACGGCCAGAGATTCTCATGGCTGATTTATCTGAAACAGGCACG
+TTAACGCCAAATTCAAGTTCTGTAGTAGAAAAACTACCAAATCCTAAATCGGCATAACCGGAAAAATCCC
+CTTCGATTTCAGGTTTGGCTGAAATAATTTGAATAGCGCCACCTATGGTATTACGACCATACAGACCACC
+TTGAGGCCCCATAAGTACTTCCAAACGCTCTAAGTCATACATAGAAAACTCAGCAGAAGCTATTGAAGTT
+TGGTAAACCTCATCAATAAAAAAAGAACTGGTTGGCGAGTCGTTAACTCTAACACTTTGTAATCCTATAC
+CACGCATAATCACTACGGGTACACCGCCACCGCCAACGTTTCTTACGGCAAAGTTAGGCATAACTTTATC
+AATATCCGTTGGGTTATTAATACCTTGTTCACGCAAGCTATCGCCATTAAAAGCAGCTAGCGAAATACCA
+ACATCTTGTATACTTTGAATACGTTTTTGCGAAGTGACTGATATTACTTCTATACCAGAAGAGTCCTCTG
+CCTCTAGCTTCTCTTGTGCATTTGCTGTAGAGAAAAGCGCTATAGATATAGCAACTGCTATTGTACTTTT
+CTGCAAATTATTGTGTGTTATCCCCATAATCTAAATACCTTCTAAGTTGTTATCATTGTTATAATAGAAT
+TGTTATGTCTTTCTTATTCTTATGTACGTTTCGTTTGCTTATTCCTATCCCAACTATTTTCGGTTAAGTC
+TTTACATGTTGAAATTAATTTATGTTTTGCTACTTTTTTTGTTGGCGTGTAAGGAAAGTCTCTAACAAAT
+TCGAGATACCTTGGAATTTTAAAAGCGGCTAATTTTGTTTGGCAGTAATCAATTACCTGTTCTGCTGTTA
+AGTTATTTTCACCCACTCTAACTAGCACATAAGCTTTGACTTCTTCACCTCGATAATCATCAGGAACAGC
+AACTACTGCTGCCTGCTCAATTTGGGGATGTTGAGATAAAACATATTCAACTTCCATTGCAGAGATATTT
+TCACTTGAGCGTCGGATCATGTCTTTAAAGCGACCAATTATTTTAAAGTAGCCTTTTTCGGTTTGTATAA
+ACTTGTCACCGGTTCGAAACCAGTTATCAACAAAAGACTCTGCGTTGGCTTCTGGCTTATTGTAATACCC
+CTTAAAAATGCCATCACCTTTAATCCAAAGTTCACCTGGTTCATTTCTAGCAGCTTCTTCACCGTTTTCT
+AACATGACTTTACACTGACGAAATGGTGTCATTAAGCCACAAGTACCAAGTACATCAACATCAGTTATTT
+CATCGGGTACAATTAAACCGGGACCAATTTCAGTCATGCCATAAGCGTTACTAACATTGATGCCAAAGCG
+TTGTTGTAACTGCACAATATTTTCTGCACTGGCTCCACCAATAAATAGCTTTTTCAGGGGTAAATTCACA
+TCATCAGGTGATGCTTTTTGGCTGAGTAATGGTCGAGGGATCCATGCCATATCAATGTCATAACGTTTAA
+TACGGTCAATAAATTTTGATGCGGATAATCGCCCTGCAACATTCAAACGTGCACCACAATGTAAAGCCAT
+GACTAATTGCCATTGCGGATCCATATAATAAAAGGAGTGGTCTGTTAGAATACTGTTAATTGAATAGGGC
+AACATTGAATCAACAACACAGCCAAGTAAAATCCAATACTTTTGCGTTTGCATACAGCCTTTAGGAAAAC
+CTGTAGTACCTGATGTATATTGAATATTAAGTAAATCATCATTATGCAAAGGCCAGTCTGGCATAAAGTC
+AGCCTGACCTGATTCTGAAACATCGTGCCAATGATGAAAAGTGCTGCCTTGGTAATTAGCAACAATAATC
+TGATTAGCGCTAATGGTTGCAGGTTTTGCTTTCATGTCATCGAATACAGGTAAAAATTGATTCTCCGTAA
+TAATAAATTCACTATCACTGTCATTAATCAAATAATCGAGTTCTTTACCTGTATACGTAGTGTTTACTGG
+CACCATCACTGCGCCTAACACAGCAAGCGCTAGCCAAGTAACCGGAAACTCAATACGGTTACTCATCATA
+ACGGCAACATGAGAACCCTTTTTCACACCAATAAGTGTTAAACCATGGGCTAGACGATAAACACTGCCAT
+GTAATTCACTAAAAGTTAACTGTATACCAACGCCCTTTTCCGAGACTTGCTCAAAAAAGTTAATGGCTGT
+TTTATCACCATGAGAATTATTAGCTGCAGCCAATAATTCTCGAAAGTTTTCAGGAAAAGCTACGTTAGTT
+TCTACATGTTTTTTCCTGACAAAATACGCTTCTAGTTCAGATTCAAATGACATTAGCTGGTACCCTTTTC
+ATTGGAGACTTGATTTTTTAAATCTCCGATTGCGGTATTTCCAGCAGCTAAATGCAGTTTCCTTTGATTT
+ATGTATTGCTGACTTGCATGCTCTAGAGCGCTTGAACGAGAAAGCTCAGTGCCACGATGCAAACCATCTA
+ATTCAGTTTCTATAGCAATCAATGGGTGACTAGCAATCTTTTTAGCTATTTCCATCGCCCGAGAAAAACA
+CTCAATATCTTTGGTCACTTCATTAACAATGAAATACTCTTTTGCTTGTTCAGCACCAATTTTTTCACCC
+GTTAAGGCTAGATAAGCAGCATGAACCGAGGGGATTTGTATACCTAAACGTGTAGCACCACTAATGCCGC
+CCATGCCATAGGCTATTTCAGGAAAACCCAAACGAGCACTTTCACCCGCAATACGAATATCAGTCAATAA
+CAAGCTGTAGACAATTCCCTGTCCTAAACACCAGCCATTGATGGCACTGATCATCGGTTTAGTTCGACGT
+TGATTGATAAGTAATTCATCCCAACGAGGGTTTTCTCGTGATTTAATCGCAGTATCAGATTCTTTTAAAT
+CATCACCTGCACTAAAATTCCCTCCTGATCCCGTTAATACGGCAACTTTTGCATTATCATCATGCAAAAA
+CTTCAAGTAACTACGATAAAATTGTTCATGCATTTCCATGGTAAAAAGGTTTAACTTGCCATTCTCTATG
+GTGAATACAGCAATGTTTCCTTCAAGGTGGTATTTAACAGGCATAACTAAAAACCTCAGATAATATTTGA
+TATAAAAGGGAAAATTAATAAGTAAATTAATAAGTAATTTATTTAACAGGTTCAGGTATTGACGAACTAC
+TCTGTAAGTTAACATCAACATTACGTAACAAAGGTTGCGTCGCCGTTGCTGGGTTATAAGTTAAGTGACT
+CACAAACCACATAGCTAAACTACTCGACACTAACGCTAATAAAATAGGTTCTACACCTTCAGGTAAATGA
+CCTTGCATTTTTGCAGCAAAACTTGATAACTGAACGACAGCACCGGTAATGGCAGAAATTAAGGCGGCGC
+TACTAGTTGCTTTTTTATAGAACAAAGCAGCCATGACTGGCACAAATAACCCAGAAACAAAAATAGCTAA
+TGCAAGCATCATCACTTCAAAAATATTACTTTTTTGCAGGGCAAAAATAAGACCGAATATACCGACAACC
+AGTACTGTTATTCGAGTAATAAGTAGTTGTTTTTTATCTGATATCTCAGGTTTTAGTACTTTGAATAAAT
+CGGTACTTACCGTGGTGCCCGTCACCAATAATGCTGAATCAGCCGTAGAAATAATAATACCCATTATTGC
+GGCTAAGCAGATGCCTTTAACTAAGGGTGGCATGTGGTTCATGACCAAAGTAGGAATAACGCTATCGCGG
+TGGGCCAGATCAGGTAGGGTATTAAAAGCAATAACACCTAAAGTAACGACCACCAAACTCCAGAACATAA
+AAATAGCTGCCGTAGCCAAGAATGCAGGTTTTAAGTTAGCGGTATTTTTTGAAGCAGCCACCCGTTGCCA
+AATAGAAGGGTCAATTAAGACAAAAGCAAAATAGATAGGGAAAAATGAAAGTACATAACCCCAGTGCATA
+CCACCTAACCAATCTACTGCTGGCGAAACTAAAGCGCTACTCAGTTGGTCGCCTAAATCTATGGATAAAA
+ACAGTGGCAGTAACAAACCACCGCCAATGAGCATAATAATAGTTTGAAATAAGTCGTTATAAGCGACTGC
+AAGTAAACCACCTACTAAGGTGTATATAACAATCACCAAGGTAGCGATAATTACAGCATGTTCAAAGGTA
+ATACCAAAATCAGAAAATACTGCTTCGGCTGTTAAACCAATAGCAATTAATTGCGCGCCAAACAAAGCAA
+TAACAGCGAGTACTAAAACTACGGCAGAAATAACGCGCATGGTCTTACCGTAACGACGCTCCAGTGCCCC
+TGGAATGGTATCAATTTTAGCCTGTTGCAATTTAGGGGCTAAAAAACAAAGTACGATATAACCTAAAATA
+TAAGCAACACTGGCAATTAATATCGCGTACCCTACTTCGTAAGCTTTACCTGCTTTACCAAATGTTGCTG
+CCGCTCCTATGGCTGAGCCAACTAAAGTCCCTAACAATACCGGCATGCTCAAAGAGCGACCTGCGACCAT
+ATAATCTTCAGAGTTTTTTACCTTGCTACCTGCATAAATACCTATGCCCACTAACACACAAAAATATACA
+GCTATCACTACTAAATCGATAAAATCCATCAACACACCTTAAACCGTTACAAGCTACTTATTGTTATGAC
+TCGTACGTAGTTTTCCGTACAACCCTAAAATATGAACAACTGTTCGTATTTGTGTTTTAAAGTATATTAA
+CATTATTAAACAAAAGTCAACGATAAATAACATAAAGATTAAAAATCAACACTATCAATTACTTAATAAA
+ACAACAGGATGATTAAACAATGTGTTTTTGAAATAATAAGACCATATCCCCTGACAAGTATTTTATTTTT
+GTGTAATAAATTGAATTATTTATCTTTTGAAATATGTACGTATCAGTCCAAATTAAAGCTAAAGTTCTAT
+ATAATTTGTGCCCTATTAAAATGATAAAACATTAACTTTTTTACCAAAGCTACTCTCATCAAAAGTAGCT
+TTAATGGGTAGTAGCGACCGTCAATAATTCTTTATTCTACAAATAAGCTTAATCGGTGATTAGACTCTGA
+AAGGGTAACCATGCCCACAATAGTCTCCTTGGTTTTAAAGGCTATTTACCCACACGTGCTTAGTTGAATC
+CAAAGAAGGTTCGAGTCAGCCTTAGGCTTAGGTGTTTCAGCGCTAGAATTACTCGGAAATAGCCAAGAAA
+GTGCTAAACGTGCAGGTCAATTATTTTCAGAGCATGATAGAGAATCAATGCATGTTTTATCTGAAGTATG
+GGGTGATGATCATAATTATGGGGTTGTCGTTAAAAAACGTATGGAACTGCTTAAACAAGTACTCGTCAGC
+GATGAAGAAGAGCAAAGTAAAATACAGACTTGCCAAAAATCACCTGAAGCCTAAGTGTAAATGGCATGAA
+GCAAAATTGTGGCATAACGAGCTTTTTAAGTTCGATTATTAGCACTGGCATAACAGCCATGTGCTAATAA
+TCAATGATATTTGCAAAAGCTAAGCTCTTAATAAAATGTTTACTGCTGTCTTTTATACATCAGCTCTACA
+TAGCGTTTAATTTCCGAGTCGAAATTATCATATAAGGGTCTATATAGTGGTCCCAGTTCTGCACTAACAT
+CTAGTATAATTTCATTAGGCTTTTTATTCTCTTGGTACCCCTCTTTTACAAGTTTCCAAACACCCGCAAC
+TAAATCAGCATCGCGTTTCACCGATTTGCCTGTCGTCGCTTCACCATGTCCCGTTAAGACAATTTCAGGG
+TTCAACTTTACTACATCATTAAGAGTATCAATCAAGTTAGGTACATCACCATGGTAAGTAAGAATCGGCA
+TCCATTGCGAACTCAAAACATCTCCACCAAATATAATTTTCTGTTCGGGTAACCACATTAAAACATCACC
+TGGAGAATGTGCATCATTTGAGAAAATGAACTCAACATCCACTCCACCAAAATTACGCTTTTCTCCTTGA
+GCCAACAATAAAGATGGATACACAACATGAGTGGAGCCAGTCGCCCCTTCGGTCATGCGAGAAAAAGCAT
+CTACCGGTCCTTGTCCGTCTTCTTTCATTATTGCAACCGCTCTAACACTTGAAATTATCTCAGCGCCCGT
+ATCTGTAAATCCTGCATTACCCAACCAATGATCCGCATGACTATGGGAGTTAACCACCCAACGAACCGGT
+TTCTCCGTGACTGATTTAATCGCTTTTTTAATTTCGTTACCAATGATTTCAGAAGATCCTGTATCAAATA
+ACAGCACTCCTTTTTCGGTAACAACAAAATGACTATTGGAATTCCAGCCTTTATTCTCAGGTGTTGGTAA
+ACCAAATGATGGTGAAACAATGCTATAGACATTATCGACAATGGGTGTCACCGAGAAATCAAAGTTCGCA
+TTCTCTGCCCATACACTGTTGAATATCGAGCCAATTAGGCACGTGGAAACTATCATTTTTTTAAGGATTT
+TCAGCATATATTCCCACTTTAATAGGTGACTGTAGTAGATGACTTCGTCGATAATTTTAATCGCGTGTAT
+TTCTATACTCGTTACCAATCAAGTTATAGCGTATTGGCTAACTTACATTTTTATAACAAAGCATCAATTT
+TAAATAAACGTCTTTGAGATGAACTAGCGACTTTCTAAGTTGAAAGCTAAATTAATGCTGACAAAAGCCA
+ACAAAACTTCATCATGAAATCCGCTATTACAGACTAGAATATTCTTACTGTTATCATCTTTAGCTAAGAA
+ATCGTACAAAAAATAACCTACAATTAATACTATGACTTGGAAGCTCGGGATTATTTACCCACCCCTAACG
+CTGAGGTTATCGAATATGAAACAGTCTATGAAGTATATTAAGGTGATTGAAACGGTAGAGGTCAATGGCT
+GCTACTTAAAAGAACATCGGCACCACAGCGAACGCCGTAACATGTTAAAGCTACATTTTATTTACTACGA
+AAGACGGTCACACAATCGCCGCGAACAATCACTCGAACTCGATATCGAGGCTTAATTATTTTTAAAAGCC
+AAAATGAAAAGCGGCATGGTCATTAACCATTACCGCAGTAGATCCTAATTCGCTGGCTTGTTTCTATTTT
+TACTCAATGCCGTAACACTTGAACCAATCACTAAAATGACGGCACCAATGATACTGAGTGTATTTAGTGG
+CTCTATAGCTATTGCTTCAGGCAAAATGTAGTTGGTAAGTTGCATAAACATTAACGTTAATAACGGTGTT
+ACTGCTAACGTTGCACTTACTCGTGATGCTTCCCAATGCTCAAGAGCTTCCGCAAAAGCACCATAGGCCA
+CAAGGGTATTTGCCCCACAAAAAATTAACAGTAACCAGCCGATAGTATCTAACTCTAATACTAACGAAGG
+TACAGATGATGGTAAAAACACCAAGGTGCCCGATAAATAAATGAGTATCATGATTTCTTCTGAGGCAAAA
+TGTTTCAACAATTGTTTCTGCGCTAGTGCATAAATAGCCCACAGAATTGCTGCAAGAATAATGAAGAAGA
+GACCAAGCGCATAATCACCATGAAAATTAAGTAATTGTTCAAAACGTTGATTGAAAAATAACAACAGTCC
+TAAAAAGAACGTTAATAAGCCCACTTTTTGCTTGGTATTAAATGATTCTTTAAAAACACAAACACCGCCG
+ATAAGTAATAACATTGGGGCTATTTGAATCATAACCTGCGTGCTTTCAGGCGATGTCAATTCCAGTCCCA
+TCATATACATAATGTAATTTGCTAATAGGCCAACGATGGTCAGTGTCATTAACACCATTATTCGTTTATT
+TTTTAGCGACGATAATGAAGGTAAACGTTTGGTGACTAATAGATACCCGCCTAAAAATACTGCAGCAATA
+AGAAAGCGATACCAGGTAATGGTGTTTACATCCATATACTGTAAAAGCCCTTTTAAGGCGATAGGCAAAA
+TGCCCCATAAAATCGCCGTAGTAAGAGATAAAAATAAACCCAGTCGCCATCGACCACTAATTTCATGCAT
+AGAAAAACACTCAGTTAACAACGCTAACGTTAGCACTGCTTTCAAAAATGTGGATTATCTAGAAACTCGA
+TAGCAAAAGCTATTATTTTTAAGCCTTGTTTGCATTTAAAAATAGAACATCATTATTTTTATCCTCGATG
+GAGCAAAAAAACATCTAATGATGCAATATGAGTAAATTGCGCTGTGTTTCTTATGTTCGCAAGAATCGGG
+TTGAGTAATAAACGACCTTAGTTAAGAATGAATACATTATCGTGTTTTGGAATGTATTATGTCTCTAACG
+AGATTACTCAGTTTAGGCGGTTTGTGGGACGGTACTTGCGTACAGGTTTTCTCCAACAACTACTTTTAAT
+AAAAAGGGACTGAAAAATGGATAACTTTGAGTCACATCGTCACTACCAAGTTGTTGAAAAAGCGATACAG
+TTCATCAATACGAATTTTGATAAACAGCCGACACTTCTAGATATTGCTGGTTCGGTACATATGAGTGAAC
+ATCATTTACAACGAGTGTTTTCTCAGTGGGCAGGCATTTCACCTAAACGTTTTTTACAGTTTATTACTAA
+GCAAGCGGCTTTAGACGCTTTACAAAACACCAATAACTTACTTGATGCAAGCCATAGCATAGGACTCTCT
+GGCTCAGGAAGATTACATGATCTTTTAGTAACATGCGAAGGTATGACACCCGGTGAATTAAAAGGGGGTG
+GTGAAGGTGTGATGATTCAATACGGTGTTTGTTCAACTCCTTTTGGTGAGGCAATTTTAGCTTGGACGTT
+AAGAGGCGTTTGCTATCTTCAGTTTATAAAAGATAAGCAACAACCAGTGATTGATGAGTTATATCGACAA
+TGGCCCAACGCCAGTATTACCCCCAATAGAGAAGAAGCGGTGCAAATGGGCAACGGCATTTTTTCATCAT
+CGATTGAACGAGGAAAAATTCATTTATTACTCAAAGGAACGAACTTTCAAATAAAGGTTTGGGAAGCATT
+AATTAATACTCATTCTTCACAGCAGCTTTCCTATTCACAAGTTTCCCAACTAATCGACTCACCAAAATCT
+GCCAGGGCCGTCGGTACTGCCCTCGCAAACAATACCATTGGTTACTTGATACCTTGTCATCGTGTCATAA
+AAAATAATGGCGAAATTGGCAATTACCGTTGGGGCATTGAACGTAAAACTGCCATGCTTGCCTGGGAGCG
+AGCTTCATTAGAAGAGTCTAGTTAACTATTGTTTCAATTTTAGAGACAGCAAGGTAGCCATTGCAACAAA
+TACACTTGATATCCACAAACAGGCTTCCAAACCATAGTTTTGATATACCCAACCTGACAGCACGGTACCT
+ATTAACCTGCCCATGGCATTAGCCATATAATAAAAACCAACATCAAGGGATACACCATCACTTCCAGCAT
+AACTAACGATAAGATAACTATGTAGGGAAGAATTGATAGCGAAAACTGCACCAAAGATGAGTAATCCGAT
+AATAAGAGAAGCTTGCACGTGAAAATTGAAATGTAATGCCAAAGCAATAGCCGCAGGTATTAGGGTTAAA
+TAACTCGCCCATAAGAATGCATCTCTGCCCGTAGGAGCGTTACCTTGTTGTATTCCCCTGCCCTTAACTG
+TCGTTTTTGAGGTACCACTATTTGTACCTCTGTTTGTAATATAGGGCGCAGCAGATTGAACGAGACCGTA
+ACCAATGATCCAACTTGCCATAAAACCACTAACGGCCCAATGGTCCCAATCAAAAGATACCGCTAAAAAC
+ACAGGTAATGCGACAACAAACCAAACATCTCTCGCGCCAAATAAGAACAGTCGTGCAGCAGAGAGTATGT
+TGATTGACGCACTTTTAGAGAAAATATCTTTAAATTTAGGTTTGTTTTTCGCTTTACCTAAATCTTCTTT
+CAATGCGAATAAACTAAATAGCCACACTATAGTTAATAGTGAAGCCATTAAAATAATTGCACCGTTGAAT
+TCAAGTAAAGTAAGTAATAATCCACCTAAAAAGAACCCAACACCTTTTAAGGCGTTTTTAGAGCCAGTAA
+GAATAGCAACCCATTGATAGAGTTTACCTTCTGCTCCTTCAGGCACCAGTAATTTAATCGAGCTTTTAGC
+ACTCATTTTATTCAAATCTTTAGCAATACCTGACAATGCCTGAGCAACCATGACATAGATAACGGTTAGC
+ATTTCAGCAGGAACGGCCAACATAGCCAGCGCGATTATCTGCAAGGCTAAACCAATATTCATGGTTTTAT
+TTAACCCAAGCCTTGCGCCTAACCACCCACCAATAAGGTTAGTGATAACACCAAAGATTTCATAAAATAA
+AAACAGCATGGCAATATTAAACGGGCTGTAACCTAACTGATGAAAATACAGCACAACAAGCATGCGTAAC
+GCGCCATCTGTTAAGGTAAACGCCCAATAATTACCTGTTATCACCAAGTATTGCTTCACTTGATTAGACA
+ACGCAGGTGATAACCCTTTGAGTGATGAAAGCCCCATTATTAATTAAACCTTGTCCGCCAGTCCAACCAT
+AAGAGCCAATTCGGCTGTTCTATTTGCATAACCCCATTCATTGTCATACCAAACATAGAGCTTTACTTGA
+GTGTCATTTACAACCATCGTAGACAAGGCATCAATAATGCTTGAACGCGGATCCGTTTTATAATCAATTG
+ACACCAACGGACGTTCTTCATATCCCATAATGTCTTTTAACTCACCTTCAGCTGCTTCTTTAAGTAACTG
+ATTCACTTCTTCAACGCTTGTGCCTCGAGCAAGCTCAAAAACACAGTCAGTAATTGATGCATTAGCTAAA
+GGAACACGTATCGCATGACCATTTAACTTTCCTTTAAGTTCTGGGAATATATGCGTAATAGCGGTAGCAG
+AGCCAGTGGTTGTCGGAATTAAACTCATGCCACACGCACGCGCTCTGCGTAAGTCTTTATGGGGTGCATC
+TAAAATAGTTTGCGTATTGGTTATGTCATGAATAGTAGTCATTGAACCGTGCTTAATACCTATTTTCTCA
+TGAATAACTTTTACCACGGGCGCTAAACAATTAGTGGTACATGAAGCCGCTGTAACAATAGGATGAATGG
+CTTTGTCATATAGCTCTTCATTCACGCCCATAACTATATTCAACACTCCTTCTTCTTTTACTGGCGCTGT
+CACCACAACACGCTTTACGCCTTGTGCTAGATAAGCTTCTAATAGAGTTTTAGTTTTTATTTTCCCCGAA
+GCCTCAATAACTACATCACACTGAGACCAATCAGTATCTGATGTGGCGGTGTTTTGTGTATATGAAATTG
+CTTTACCGTTTATAACGATTGAATCACCTTCATGCGTCGCCTCATGGTGCCAACGCCCATGGATTGAATC
+AAATGTCATCAGGTGTGCCATTGTTTCAGCATTTCCCGCTGGATCATTAATTTGAATGATTTCTATATCA
+TCCCAATCAAATGCTGCACGCATTGATAAGCGTCCCATACGGCCAAAACCGTTAATACCAATTTTAATTG
+TCATAAACCTGTCCTAAATAGTGTGATAGAAATTATAAATAAAAAGTAAAATAATCAGACTGTACTGACT
+TTTTGTTGTTAATGAGTCGAGCACGACATTGATTAAATTATTTTCTCAACCATGATTCAATATGTTCCCT
+GTGCGGAATAGAGCCACTGTGTACATTTATTTCATCAATAATGACCGCAGGCGTACTCATTACGCCATAC
+CCCATAATGACTTCAAGATCGGTTTCTTTAACTACGTGTACGTCTATATTTAATTCATTCGCTATTTTTG
+TAATTACTTCAACGGTTTTTGTACATTTAGCACAACCAGTTCCGAGTACTTTTATTTCTTTCATCATATT
+TTCCTTGTTGAATTTAAGCGTAAATAAAGGGAGTCAGATAATTAAAAATCCAACCAATTAATGTAAACGC
+AACGAGTAGAAGTACAAAAAGCACTGCCAATAATCGCCACTGCATTACTTGTTTTAACAAAATAAACTCA
+GGGAAGCTTGCAGCTACGGTACTCATGCAAAAAGCGAGGGTTGTACCAATAGGAAGCCCCTGTTTAATTA
+AACTTTCCATCACAGGAATAACGCCGGTAGCATTGGAATATAAGGGTATTCCAAGTAATACAGCAGAAGG
+AACTGACCACCATTGACCATTACCTAAATGTTCTTCAATCCAACCTTCAGGAACAAACCCATGTAAAGCA
+GAACCTAGGCCTACACCAATAATTACCCACTTCCATACTCGTCCAAAAATTTCTAACATCTCCTCTTTTG
+CAAAAGTATGTCGCTCTTGTAAAGATAACTTTTTGATCTGTTTTGAGTTAACGGTAGAAGATAGGTTTTT
+ACCACGTTCTAAGGCTTTTGCGGCAAAAGATTGCAACCAACGTTCGGCTTTAATCGCATCAAGGAATACA
+CCACCTAAAATACCAACAGACATGCCAACAACGACGTAAAGTAGTGTGAACTTCCATCCTAATAAGCTGA
+GTAATAGCAAAACAGCTACTTCATTAATTAACGGTGACGTAATGAGAAATGACATCGTTATGCCAACAGG
+AATACCCGCCGAGGTAAAACCTAAAAAGACTGGAATACTTGAACAGGAACAAAATGGCGTTATTGCGCCA
+AAGCTAGAGCCTAAGAGATAACCAACACCTTTATGCTTGCCTGCTAAATAATCACGAACACGTTCAACAT
+TCATAGAAGCTCTTATCAACGCAATAACGTAAATCATGACTAACAATAAAAAGAATATCTTAGTGGTATC
+TTCAATAAAAAAATGAAGCGCATCACCTAACTTAGTTGATTTTGATATCTCTAGTACATCAACAACTAAC
+CAGGTAGCAAAGTCGGTAAATACCTCAAACATGCGTTTCCCCAAACCAGCTTTGTATCTGATTAATAAAA
+TAAACTAATGGCAACATAACGGGCACTTTAATTAAATTATAATTGCTTAATAAATAATTTTTAGTTGTGA
+GGTTATACGGTAGTTTCATCCAATATATCCTTAAATAGTTATTTACAAAAATTTGCTCTATCAGGTCTAT
+TTTGCATTTTAGCTAGACGCTGAAGTTCGTTATGTATCTGCGAAATATTATTTTCTGTCGTCTCTGCAAT
+CACAGACTTAGCCCATAAAGGCAGTTCAGGATTAATACGATAAAACACCCATTGACCGTGTTTTCTATCG
+GTAATAACCTTGGCTTTTTTAAGGACGGCAAGGTTTCGAGATACCTTAGGTTGGCTACCTTCTTCCATCG
+CTTCCATCAATTCGCAAACACAAAGTTCGCCATGATAATGCGTCAACATAAGTGCTTTTAAGCGAATATC
+ATCGGTCAGGCATTTATAAAAAGAGATTGGTTCAAAGTCAGTGAGTTGGTTATTCACTTCCGTAATCGAA
+TTTATTTGTGGAGTACTTTCCGGGCTAATAGCGTTTTTTTCTACCGATAGAAACATAGATAAACGGCTGT
+TAAGCTCAGTTAATGTGGTAGAAAATGGATTATTACCCGCGCGTTCTTTGGGATCGGGAAAATCCCATGC
+TAATTGCTTTACTGCATTAGGATAACTTCTACATTCGTTGTTTGCTTTATTACAGAGTGTAATGACGTAA
+TCAAAAGGAATACCTTCAAAGGTAGTTACATTTTTAGAAACTAATCCCTTAGTATCTACGCCAAACTTTA
+CTAATGCATCAATTGCTCGAACATCAACGGCATCAGGTTGAGTACCTGCACTATGAACTTCAAAGTGCTC
+ACCCGCTTTATGTTTCAGTAATGCTTCAGCCATTTGTGATCTGGCAGAATTACCCGTACAAAGAAAAAGA
+ACTTTTTGTCTACTTGTATTTGTCATAGAAAATTAAGCTAAAAACAACATACTAAATATTGTATATATGA
+TTTTTCACATATACAAGCCATTTCATCCTTATTAGTATCGACCACGATAGAGTCTAATTAACTTTCATGC
+CTGTATACATAGCTCAGGGATGTCATCCTCGTGATGTACTAATCGGGGATCCAGCTCCTAAAAAAGGAGG
+GAACTTAGATCAGAAACTTCGAAGATGACGTTTACAGTAAGGTTCAGAGTTAACTACATAGGCATGTTAA
+CTTTTGAAGCTATATCACCTTAGGGCCAAAAAAGCCCTTCTACAGGGCTTTGATTAATGGAGTAATGTTT
+GAAGGCAGAAAGCTTAGAGCTTAATCACCGCCATTTTATCTTGAGACATATCGTGCATGGTATAAGCAAT
+GCCGCCAGTATTATAGCCAGACTGTTTTCGCCCAGCAAAAGGCATCCAATCAACGCGAAAAGCCGTATGG
+TCATTCACCATCACCGCAGTAGCATCCAATTCGCGTATTGCTTTGGTTGCGACATCGAGATTTTTGGTGA
+ATACAGCAGCTTGAAAGGCATAATCTAATGAATTAGCTTGCTCAATGGCATCATTGATATCATCGTAACT
+ATACACACAAACCACAGGGCCAAAGATTTCCATAGTCGAAACTTTCGCATCCGCTGGCGGCTCAAGCAGC
+ACGGTTGGTGCATAAGTGCTCTCCCCCAAGCGTTTACCTCCTGTAACTAAAGTTGCGCCAGCAGCTACGG
+CTTCATCAACCCACTCGGCAACGCGATCAACTTCTTTAGGGCGAATAAGTGGGCCACATTCAGTTTTCTC
+ATCAATAGCATTGCCCACAACAAGTTTTGCAGCGCCGTCAGCCAACAATTGTGCAATATCTTTGGCCATC
+TCCTTAGGCGCATAAATGCGTTGCACTGACACACACACTTGTCCTGAATGATAAAAGCCACCTTTAAGTA
+AACTTGGGATCATCGCTTCAACATCGGCACTTTTTTCGATAATAACAGGGGCAACTCCGCCATGTTCTAG
+CGCGCAACGTGTACCAGGTGCTAATTTAGAACGTAACATCCAACCAATTTTAGCCGAACCAATAAAGCTA
+AAAAATGCGACTCTTGGATCGGTGATCATTTTTTCAGAGGTTGGAATATCACAAGCAACAAAACGACACC
+ACTGTGGAGGTAATCCTGCTTCATGCAAAATATCAACAAATGCTTTACAAGATAATGGCGTATCGCGTGC
+TGGCTTAACTAACACGGGACAACCTGCAGCAATGGCCGGAGCCACTTGATGAACAATTAAATTCAATGGG
+TGGTTAAACGCAGAAACAGCTACTACCACACCGATAGGCTCTTTGGTGGTAAAGGCTATTCTGCCCGCAC
+CCGCTTGGGTTAAATCCATCGGGATTTGTGTACCGGTTAGTTTTGAAATCTCTTTTGCGCAAAGCTCTAC
+GCCATCAATGGCTCTGGTGACTTCAACTCGCGCATCGACCAGCGGCTTTCCTCCTTCATTAGCAATTAAA
+AAGGCTAATTCATCGGCTCTTTCTGAAATCAACACCGCCACTTTTTTGAGAATACTGACACGCTCATATG
+CCGGGATCCACTGATTACAATCTTTATAAAGCTGATGAGCCGTTGATAAATATTTATCAATATCATCCCA
+CATTACGGTTGCTAGAGACGCTATGTAAGCTTGATCATATGGATTAACAACATCGAGTGTTTCAGGTACC
+TTGTTATTTTCTGCTACATCATTTTGTTCTACATTGTCCATGATATATTTCCTTCAAAATTAAGTTAAAA
+ATTGTTTGCCTCTTAAAAATGAAGCGTTATATCAAACAAACCTTTTTAGCCAATTCATCAATTAAAACTT
+TTTGATTCTCAGAGTAATCAACAGGTAACTCAACAAGATGAACACCCCCAGCTGAAAACGCTTTTTCATA
+AGTAGGAATAATATCTTCAGCTGACGTGACTCTATGCCCTGTTGCGCCATAACTTTCTGCGTATTTAACA
+AAGTCAGGATTATTAAATTCTAAGCCCCAATCAGCAAAACCAGCACTGGCTTGCTTCCAACGGATCATGC
+CATATGAATTATCATTTAAAACAGTTACTACTAAGTTCAATCCTAGACGAATTGCCGTTTCTAACTCTTG
+TGAGTTCATCATAAAACCACCATCACCACATATCGCCATCACGCGTTGGTTTGGATTTAACATGGCAGCC
+ATCATAGCTGAAGGTAAACCTGCTCCCATGGTGGCAAGTGCATTATCAAGCAATACGGTATTGGATTGAT
+AAGCTTTATAATTACGGGCAAACCAAAGTTTATAAATACCATTATCTAAAGCAATGATATCTTGATCACC
+CATAACCTTTCTAATATCGGCAACAAAACGCTGAGGAATAATAGGAAAACGTGCGTCGTCTGCCCCTTCT
+TTAATATGTACATCAATGGCGAGTTTTATCATTTCAAAATAGCCTCGGTCAAACTCAACCTCACCGCCAA
+GTTTGTCTTTTAACGCATTAACGGAAGCGGCTAGATCGCCAATAATTTCTAATTGTGGAAAATAGACTTG
+ATCAACTTGCGCAGATTTATAATTAACATGAATAACCTTCTTACCGCCCTCTTCCATAAAAAATGGCGGT
+TTTTCAATAACATCATGTCCGATATTAATAATCAAATCTGCCCGTTCAATCGCGCAATGTAAATAATCAC
+CCGCCGATAATGCTGCAGTCCCTAAAAATAAACTCGAACGTTCATCCACAACCCCTTTACCCATTTGCGT
+GACAAAAAACGGAATACGGGTCGAATGGACAAAGTCACACATGGCTGCTCGAACATTTTGACGATTAGCA
+CCAGCGCCAATTAATATCAATGGCATTTTAGCGGCCTTTATTAATGCAACGGCCTCTTCTAGTGGCACAT
+TACTCGGACTGGCATAATAGCGTTTATGCGGTGTCATCACGCTTTCAGTGCAGTCTTCTGCAGCAATATC
+TTCAGGTAACTCTAACAGTACGGCTCCCGGTCGCTCTTCTTCTGAAAGCCGGAAGGCTTCACGCACTAAG
+GAAGGAATAGTATCGCCATGTACAATTTGTTTAGACATTTTGCAAATAGGCGCAAACAAGCCAACCACAT
+CAATAATTTGAAACTGACCTTGTTTTGACTTTTTAATTGGCTTTTGTCCGGTAATCATAAGTAACGGCAT
+ACCGCCTAAGTGAGCATAAGCCGCTGGAGTAGACAAATTGGTAGCACCAGGACCCAAGGTAGCCATGCAA
+ACACCAGTTTTACCAGTCAGTCGACCATAGGTCGCAGCCATAAAACCCGCGCCTTGTTCGTGGCGAGTTA
+AGACCAGTTTGATGGAAGATTTACGTAAGGACTCAACCATATCCAGGTTCTCTTCCCCGGGTACAGCAAA
+AATGTGATCTACTCCTTCAGCTTCCAATGCTTGCACAAATAAATCTGATGCTTTTTTCTTATTATTCTCA
+CTCATAATTTTTCCCTAATCAGCCTACACATAGCTCATTAAATATGATTAACATTGCCTGACAACCCATT
+TAATGAAAACGTAATTTATACCCGTTACCATTCAAGATGCAGGACTTCAGTGGGAATTAAAATTACTTTA
+GACAAGGCAAATAATTTAAGCATAGTCATTCTATGGTTTGATTATTTAACGCCGTATAAAGTGACTTTAA
+ACCCATCGAAGAAGCACTCTGAAACTTGCATCTTGATTGGTGACGGGTAAATACTTATTATAAGATTCTA
+GACCATAGAAAAAATGCTTCCATGAATATGGGTATTTAAGCGTTATATTTAAGGCAAATATTCAGGTGAT
+TAATGGACGAATTAAACGTAATAAGTAAGCACTGGCATCAGAGGGTTCAGTGCGAGTATAGTGTTGGTGT
+AGTAATTTTATGTAAAGCACAACGGTTCAAGGAAAATTATTCAAATTAAAAATTCGCAGTATTTATATCT
+GCACAATAAAAAACGCCCAAAAAAGCGTTTTTAAATAATGAACCTGAAAAAGAGCCTCACTATCACTATG
+AGTCATCGAACACGCTCTTTAACTAAGTCGTTCCATTAATTGACATCAAATGTTCTTACGCCGTTAGCAT
+CAGTGTCATTTTCCCATACTTCATATCTTGGGTTTTTCATGTCTTCAAAATACCAGATAGCCATCACTAA
+ACGATTCTTATCGTTTGCAACGTTTAATGTGCCAGCGTAGTCACTTTGAATAGAAGTACGTAGTAAGCAG
+CTGTTATAATTTACTTTAATACCCTCTTCTCCGTCAGTAAAGTCGGTACACAATGATAAATAAGCATTGC
+GATTACCGTCATTCTTGTAACTGACCGCTAAGGCATATTCTGGCTTAAGAAGAAATTTTCTTGAGACAAT
+AAGATCAGCCGTTGACTCATAAGTGGCATTCGGATCTGGCTCAACAATCGTGCTTACCGCTGGAGGTTCA
+GGCACTTCGGCCACAGGCTCTTCAACTGCTACTACAACAGGATCAGGCGTCGAAGAATCGTCACTTCCAC
+CTCCGCCACACCCCATCATTAGTAAACTCATTAGAAATATCAAAGTATTGTTAGTAAGTTTCATGGGTTT
+ATCCTTATTGTTTAAATACATTGTTAGTAGCGCTATTTTCAACGGTAAACCAATCTACATTTAATTCACC
+TGAAGAAGTAACGAAGCTATGAAAGTTTGGATAAGCATATTTAATATCCATATACTCTACTGGATGCTCC
+CACTCATAAGGAATGCTAATAGCCCACGGCATACCATTAGCATTAATAAAGTACTCTCCAATTTCAGCAT
+TTGAAGCATCATCGCCACGACCTAAGAAATTCGCTTGAAAGGCTTCTGTCGGTGCTTGATTTTTAAGGTG
+TATCTCAAACCTTCTACCCGGCGCCTCCCCAAATACGTAGTTTCTTTCTTGCCCTTCAGTAGAGAAGATA
+AAGGGGTCATAAGGGAAATCTGCTACATCAACTTTGTTTACATTAGCTTCCATAGGAATTTCCAATGAAA
+AGGTCATTTGAATGTTTGAACCACACTCCGCCTCTGTTCGATAATACTTACAGTCTTCACCGGCAGTAAC
+AAAATCCCAGAGATCATTGGCGATAATAAAAATCGCTTCATCTCTATCTGCTTCAAGTGGCGTAACACCT
+TGTTCAACTCCATTTATCTTGAAAATTAAACGACCAGTATCTACTTGATTTCTAAGTAATCCAGGTAGTC
+TAAAGGCAAAACCGTTACGGTAAGATGCTCCAATGGCTACGATCTCTCCTTCTATTTTAACGCGCATTAA
+AGTCCCTTCTACGTCGTAAGATGACAGGCGATAATGCGCAACTAAATCATTCATATCGTAATCACCTACC
+AGTGGCCAATTATCTTCAAAAGCCAGCGTTGCCCAACCGCCTGCAGAAGGATAATGAGTTGCGGTTACAT
+CTTGCTCCGCAATATCAATGGCATAATCTTCTACTTCACCATCAGAAACGCCACCAATAGGCGATAAAGA
+TGCTTGAGAACTTAATCTAAATCGCGCCCAAGTTGAGCCTGGTTCACTCCAAGTTGGCACATCGTAAGCG
+ACAATATTACTGCCAGTACTCACTGCTTCTGCCGTTATAATTTGCTCATCAGCATCAAACGTTCCGTCTT
+TATCTGAATCGATCCAAGCGTTCACAAAGCCATCTGCCGAAGAGGTGATATCAACAATCGAGGTTTTACC
+TGATTCAACACCGGTTACAAAATCAATACCGTCATTGTCATTTACCCCAGAGCCATCGTCTGCGTAAGCA
+TTCGGTTCACTCACCACGGTTTCACCCAAAAATAAGGTACCGTCGCCTACATCATGGCGCGCACCATTAT
+TATTTATACTAGAGCCGTAAGAATCAGGAGCATCACCAAAATCGGTTGTAGGAGCATCAAGAGAAATAAT
+AGGGGCAAGCGCACAACGTGCACCATCGTTATTACTAGAAGAAGGGCCATTTGCAAAAAATTCAGCTACT
+GGATAAGCCCAATTGGTATTAACTCTAAAAATTTTACCGTCATTGTTACGACTGATATATAAGTTACCGG
+TAACATCAAAATACACGGCACCAAATACACCGCCCTCACCCACGTTACTAAGTTTTACCGAAGTGCCCGC
+TTCAACATCAATCTTCCAAAGATTACCCCAGCGATCAACCGCGTAAGCAAAGCCGTTATCCGGATGAAAA
+GCCAAATCATAAATAGCGAGATTGAGGCTAGTGCCGCTAACAATATTCTCCATTTGCAAATAATCGTCAC
+TGCCTTCATCTAATGAAACGCGATACAAACCATAATTACCACCAGGGCGATATAGATAATAAGCATCTTC
+TACCACAGCAATATCACCCACATAGAAACCTTTATCAGGAAGATTAGCTAGCGGGATAGGGTCGACCTGA
+AAATCAGAACCAATACGAACGATAGTGCCGTAGTAGTAATTGAATGCGTATAAATAGCGGTCATGCACAC
+TAAATGCCAGTGCATTCATTTTTTGTTGGTTCCAGTCAACAGGTGACGATTTCTCGTAAAATCCCGTAGC
+AAGCTGAACACTATATAAGTTTGCTAACTTATCCTGAATTAAAAAAGCTTCTGCTGGGCACTCAGTAAAA
+GATTGTGCCTGTAAGCCAACGTTGGTCATACCTATGGCAAGAATAATGCCTTTAACTGTGTTTTTTCTGA
+CTGAATTTAACATAGTGAACTTCACCTCTACATAAAATTTATTATTGCTATCTATGTAGAGAGCAAAAAG
+TGCACCAACAATACATAACTATAAAATTCAAAGACTTACATAGATAAGTATGTATTAACTGAGTAGCAAG
+TTACTGAGGTTTTGCGATATGAAAATGCAAATTGCAAAATGAAACAATTAATCAGTACATAACTCGCGTT
+AATATAAGCATCTACATCGCCTATATTTTCTAAATTAGTACTAACCAATAATGATGACTGAATTGAACAA
+GCTGATAAAATTAAAAGACTTAGGTAACTTAACTAACAAAACAGTCCCGTTATTAAAAGCATTACCCGCT
+TTACCTCTCTTGGTTTTTTGTTTGTTTGGCTTTACAGCCCAAATACAAGCCAGTGTGATTAGTCCATTTA
+CTACAAAAGCATTTAGTGACTTTCATCAGTGTGATAAAACGTTTGAATATGATGTTTACTTTCTTGGGGG
+AAAAGTGGGTTATTTACACCGAAAAATAATGTGGGATAACAGCGCAGCGGCTAGAAAAGCAACCGTAACG
+TCATTCGGTGAAGTGACTTTTTTGTGGCTTGATTCAAGCTACCAACAACAAAGCACTATGTACTACTCAC
+CTCAGTCTAATCACTTTTTAACGCCTAGTTTTTCACAAAAACTAACTGGCCTTAAATCAAGAGAAATGAC
+TGCTGAGATTTCTGATAACGGGCTTTCATCAACGGTAACGTTAGATGCTGAAGTTTCTCACTACCAACAT
+AAAAACAAAAGCGAGAATAATCCTTTATATGACCTAGATACCTTAGGGGCACAAATTCGGCTCAATTTGC
+TGCAAGGAAAGTCATGCTTTACCTTATTTCGCCAAGGGAGTAAAAAAATTGAACGTTATCAATTTGAAGT
+AACTGGACAGGAAGTCATTGTGCATGAAAAGTGGGGGGAAATAAAAACAACTAAAGTGGTTGAAGTAGGA
+GAACATGAAAATATCGTTTTATGGTTTTCGAGTGAACATGACCATCAACTGGTCAAGGCAGAATTGGATA
+TGATATTTTCTCCAGTAGTCTGGTTATCTCACTTTTCTAAACAATGTGATTCATAGCAAAAACGTGAGCT
+TTATACCAATCAGATTAATTAATGGTTCAAATTTTAATGAGGGTAAATTTTCAAGAATAAGGCGCTTGAT
+TGAGTAATAGCTGGCTATTGGGATTGAAAGCAACGATGTTATTGAATATTTAGACCATTTAAAGAGATCA
+CTTAGTTAGTCTGATTGGTATTACTAAGTTCTTTGGTTGGTAATGGTCCAGACATCAACATCAAGGTTAT
+TGTCAGCAATAGCTTTGTTTAAACGCTTTAAAAATCTATCTTTGGTTCTTGGATTAACAATTAAAACAAT
+GCCCGCTTTTTTGCCTGTCATGGCTGAATAAAATAACGCCTGCCCTAAAGACTCAGCCCATTTTTTTCCC
+CAATCATATTCAATCGCGTGGGTAGCCGTTAAACAATCAACCCGCGTTTTATCCGCTAAGACATGCTCAA
+CCTCTCCCTGACAATAAGCATCAACAAAGTCTGCTTCATGCCATTTCCCTGATTTAGCTGTCTTTGCTTG
+AGCCAAAGAACACGTAGACAAAAATGCAATCACAGCGAATAGCTTGAATGATGCGACTAACACGCGCGGT
+ATAGAGGAAAATTGTTTAATCATTTATTGAATTCTAATCTTTTATTATTATTGTTACGTATTGATGTTCT
+GACTGAACGAAATTTTGAATACATCAAGTTCATTATTCGCTGCCTATTGTAACCTAGCGCACGGCCTTTG
+GCGCGGCTAATTCCAGCATAGGTTTACACTTTTATACACTTTGAGCTGTTATCTCACCATTGTGATGAAA
+TTGTGATAATTCAGTGACCATATAGCGATATCAGTCATTTATACTTTAGGTTAAGTTTAACAAATCAATC
+GCTCTTCACTGGTTGAGTCAGGATAAAATTATGAAAAATATATTGTTCATCATAGCTCTCGCATTAATTT
+CGATACTTACCGTTTATGCTGTGGCACCAAAATCCACTGAGTATTCAACAACAAACTCAACGATTAACTC
+AACCAATACGCAAAGTGATATCGAAAAAATGATGCCAAAATCATCAAACTCAACAAAAGAAATGCCTGCA
+ACCACGCATTTAGATAGCATTGTACTTGGTGCTGGTTGTTTCTGGGGCGCTGAAAAAAGATATCAGGCAA
+TTCCAGGTGTTGTTGATGCTATCTCAGGTTATGCCGATGGTAAGAATGTCAGCGCTAGTTATCGAGAAAT
+TACCCAGAGAAAAAATAAATACAATGAAGATAACCATGCAGAAGTCGTTAAGGTTATTTTTAATAGCGCA
+AAGGTTAGTTTGGAAACTATTTTACAAAGTTACTATGAGGGACACGATCCAACGCAGCTTAACCGTCAAG
+GCAATGATATTGGCACGCAATATCGTTCAACGATATTAACGAGTAATGAACAACAAAATGATATTGCACA
+GAAAGTAACGGCTCAGTATCAAACATTATTAAATGACGCAGGTTATGGAAATATCGCCACAAAAATAAGT
+TCACTTAGTAAGTTTTTTGAAGCTGAGCAATATCATCAGGATTATTTAGCCAAGAACCCAAATGGTTATT
+GTCCAGATCACTCTACTGGCGTTAAGTTTGATGCTGATGCCAGTAAACCGGGACTAGCCAGTCAAAAAAT
+TGATAATACGCCCTTACTAACTGGCAAACATATTATTGTCATTGAATCAGAAAATTATTGCCCTTATTGT
+GAGAAATTCAAAAAGAACGTCGCTAATGATTACAAAGGTTCGATTGCAATAAACTTTCGTTTAGCTAGCC
+AACTTAAAGGCCTAACGATTAAGACTGAAACTTGGGCGACTCCCACTATTATATTTATTGAAGACGGTGA
+AGAGGTATTTGGTAAACAAGGATACATGAGCCCTGACTATTTCTATAAAGCATTAGGCGCTTTTAAATTA
+GGGAAAAGTGAAGCCTTTAATGTCGCGTTTGACGAAGGTACTGATAGCCGTTTTTGTAAAGAATATGAAA
+TATTCAAGAACACTCCTGATGGCGTTTTTATAGATAAGCTAAGTGGTGCACCATTATTTGATACTGACGA
+CCGTTTTAACTCTGCTTCTGGTTGGTTATCTTTTACTAAAGCAGTTGACGGTTCAGTTATTGAAAAACCT
+GATAACCGTTACGGTATGGTACGCACAGAAATTCGCTCTAAAACCTCAGGTATTCATTTGGGCCACGTAT
+TTCCAGATGGTCCGAATGGACAACCAAGATTTTGTATTAACGCCACGGTATTGGAATTCAAAGCAAGGTA
+ATAGTTTTAAAATTACCTTCAGTTTTACGTTAAGTCTTACGTTAAGTTAATAGTAAATGTTTCAATGGTC
+ATTCTCTGCCCTGTACTAAGATGTGAGGTTAATCTTACTGCAGGGCTGACAATGCTCACATAGCGTTCAA
+ACAACAATAAATTCTCTCGTCATTTCATTAACTATTTCCATCTTTGCTATACTTAATCCTAGAGACAAAA
+GCGTAAAGCAGAGGCAATTATGACAACACTTTCCTTGGTCGTTGGATTATGTGCAATAGCACTTATCATA
+GGGTATTCGGTTCATGCTTATTATCACTACTTTAAGCACCATTAATTCGTTACTACCGATAGTCCTATCG
+CTAAAGCACATTAGCGAACGCCATGCATACCCCGCTTTAATAGCGGTGATATCAGTAAAACCACTACGCC
+TGTACCAATACCAATCCACATTAAAAACTCAAACAGCTGTGTATAAATAATAAGATTATCACTCACACTA
+TTAAGCTCTCCACCTTGGGTATCAATGGCCGCTAATTTTCCTAAACGCATGGCCAGCGTTTCAGACAGCG
+CCGTAGCCAAAAACCACACGCCCATTGATAAACCTACCACACGGTGTATCGCAAGCTTAGTCACTGCCGA
+AAGACCTACCGGAGAAAGACACAACTCACCCGTAGTATGAATTAGGTAAGCTAAAACTAACCACCATAAA
+CTGATTTTCCCGGCCTCATCGGGAAATTGTGCCCCGAACACCAAAACACCAAAACCTAAACCTGCTTGAA
+TAATACCTAGAGCAAATTTTATCGGAATATTAGGATTTAGCCGAAACTTCTCTAACCATACCCACAATGC
+AGCAAAAGGTAGGGCCAACATAATAATAAAACCTGCATTGAGAGCGCCAAATTGACCCGCAGTTATCTCA
+ATGCCAGCAATATTTCTCTCAACGACTCTGTCGGCAAATAGCGTCATCGACCCCGCAGCTTGCTCGAACA
+AAGCCCAAAAAACGATGGTAGAGCCAATTAACACCATCAACACCAGCATTTGCTGAAACTCTTCCCTGCT
+GCCTTTTAATGCCGCATAACCGATTAACCCTACGCCCGAAACAACCAGTAAAACCTGCTGAGCCGCAAAA
+ACCACCGGTTCATGTTGAATAACGAGCCAAAATACCGACAAACTTAAAATAGCCGTTAAATAGATTAAGT
+ACTCTCTACTAATTAAACCCCAAACTTTCTCGCTCAATACGGCAACGTCTGGTGGCTCTGCCAAACCACG
+TAAATATTTAAGGCCCTTAGTAAACGTCACCAAACCAAACAACATGCCGATGCCCGCAGCACCAAAACCG
+TAACGCCAGCCGTAGGTTTCCCCTAAGTAAACACAAATAATAGTGGCGGCAAAAGAGCCAAGGTTAATGC
+CCATATAAAAAATGGTAAAACCCGAGTCTCGACGGGGATCATCTTTACTATAGAGTTGACCTACTATGGT
+AGAAATATTGGGTTTTAAAAAACCAACCCCAACAACAATAAGGGATAGTGCAAAGTAGAAAACATTCAGC
+GCCGCTAAATCTTGAATTTTAATCGTTTCTGTTAAGAGAGTACCCGCACTAAGTACCGCGCCATTATTTA
+AGGTGAGATCTGAAGTTAAAATGGTACCTGCCGCATATTGAACCGCTTGATGGCCTTCAACAGCCATCAA
+TAAATGCCCCAAACAGAGTAGGATTCCACCGAATATCACTGACTTTTTCATGCCAAGATAGCGATCGGCT
+AACATGCCGCCTATAACGGGCAAGGTGTAAACTAAACCAGCATATGAGCCTAATACTTCCAGGCCTTCTC
+CGTCAGAGAACAAATGGTATTTAGTTAAATATAAGAGCAGCAAATACTTCATGCCATAGAATGAAAATCG
+CTCCCATAGTTCAGTAGCAAAACAAATATACAAACCTTTAGGGTGACCAAATAATTCATCTGTATTGACT
+TGTTTATCAATATCAATGCTATCTGTTTTATCCATATGTTCGCCATTCCTTGCAACAGAGAAAGTAATAA
+AAGAAGTATAGAGTGACTATCAAACTTATGCGAAAACTGACCTTGCTAAGTCAAATTGTTCCGCAGAATA
+ATTAAGCAAAAGTGCTGGTGTCCACGTTTCGCTGAGCAACTTAAATTCTCTTATGAATACGTATGTAGGG
+GGATTGATAACTATCTTCGCTTAATTTACGCTCAATTTAGTTGCTTAATCAGTAGTAACTTTCAGCCCTA
+AAAGTTTACAACAATAAAAATAATATAAACGAGGAATGCATGAAAACTACACCCCTATTAAAAAAATTCA
+CCCAAGCATCAATCATCGCCAGTTCACTATTATTCAGTCAAGGTTCGTACGCTGATACCATACTGCACGC
+TTTTAATTGGACCTATGATGACGTTGCAACCAAAGCGCAAGAGATTGCTGATTTAGGCTACAAAAAAGTC
+CTTGTTTCGCCAGCATACAAATCCTCAGGCGATCAGTGGTGGGCTCGTTATCAGCCACAAGACTTCAGAG
+TTATTCATAGCCCTTTAGGCGATACCAACGACTTTAAAGATATGGTTAATGCCCTAAAAGCCAAAGGAGT
+TGAAACCTACGCCGACATCGTATTCAACCATATGGCGAACGAATCATCTCAGCGCTCAGATTTAAACTAT
+CCAGGCACAGCAGTACTCGCTACCTATGCAGCTGATAGCACTTATTACAATTCAATTAAGTTATTCGGCG
+ATCTACAAACTGGTAGCTATGGTGCAAATGACTTTCATCCTGCAGGATGTATTACTGACTGGGGCAACCC
+AGGCCATGTACAATATTGGCGACTTTGTGGTGGCAATGGCGATGTTGGATTACCTGATTTAGACCCGAAT
+AACTGGGTAGTTTCCCAACAACAAGCTTACTTACAAGCGTTAAAAGCTATCGGTGTTACTGGTTTTCGTG
+TTGATGCAGCAAAACACATGAGCAACTATCACATTAATGCGGTATTTAATAACGACATCAAAAATGGCGT
+ACATGTTTTTGGTGAAATCATTACCTCTGGCGGCGCGGGCGACAATAGCTACGACGCTTTTCTAGCGCCT
+TATTTAAATGACACTGGCCATAGTGCTTATGACTTCCCACTATTTGCCTCACTGCGCGGTGCACTTGGTT
+TTGGCGGTTCAATGAACCAACTTGTTGACCCTGCTGCTTATGGGCAAGCATTAACACCTGATAAAGCGGT
+AACATTTTCAATAACCCATGATATTCCAACCAATGAAGGTTTTAGGTATCAAATATTGAATGCCACCGAT
+GAAGTGTTAGCCAACGCCTACATAATGGGCCGTGATGGCGGTACGCCGATGATGTACTCAGATCATAACG
+AAAGTAACGACAACAACCGTTGGTTAGATTTATACAAACGTTCAGACGTTGCTGGCATGGTGAAGTTTCA
+TAACACCGCGCAAGGCCATGGTATGCAAGTGATGAGCTTTAACGACTGTATTATTTTATTCAAACGTGAC
+CACATTGGTGTGGTGGGTATTAACAAGTGTGATAACGGCCAAGATGTGTGGGTTAATACCGCAGAACACA
+ATTTATGGTGGAATAAAAATTACCGTGATGTAGTTGAAGGTGTTGATGTACAAAACATTAATAGCCAATG
+GCATAAGTTTTACTTACCAGGGCGTAAAGCGAGAATGTGGTTAATGGAATAGATTCCAAAACCCATTGGC
+TCTATCACAAACGCTACTATTTACATTAAGGTAGCGTTTGTCATTTCAGGCATCTTATGAATGCTGAAAT
+TTAGGCGGCATCACGGTTGCCTTCCCTTCAGCGACCACTTTGCCCGCTTGATTAACCAAGGTGCAACGTA
+ATTTAACGATGTTTTTGTCTTTAATAATTTCAATAACTTCACAGGTTGCAGTTACCGTATCACCGATAAA
+AACTGGTGCTATAAATTTACTTTCTTGCCCCAGATATATCGTGCCTTCACCTGGCAGCTTTTCCCCTAAC
+AATGCCGAAATAGTGCTTAATACAAACGCGCCATGAACAACACGTTGACCAAAGACACTATTTTTCGCTG
+CAATGTCATTAATATGTACGGGATTCCTATCTCCTGAAATTTCCGCAAATAACATCACATCGGAATTGGA
+GAAGGTTTTTTCGAAATGATCTTTTTGACCTAGATGTAACTGCTCAATTGTAAAAGACAAATTAGCTCCT
+TTAATTCATACGATGACCATAGATAAAGCGATAATCGCTTAGTATGGTCTCTTATCAGTAATATCCCATA
+ATTTCATGGCTTTATAAACTACGAATAGTTATTTTTGTATCACAGGTAAAATCAACCTGAGCCTAGCGCA
+TAGATAGGTTAATTTTAACTAAGCGTTAATGCTTATTGTATTGCTTAGCTATTCACAAATTATCTATTAT
+TAAAACAAGAGTCTGTATGTTAAATAGATTTTGGGTCTATACTGGCTTCTATACCCGTTCCACTTGAAGA
+TGACGCGGTATAATTACTGACCGTATAGGCTAAATAATTTAATCAACTTGGTATCCCTTTTGAGTATTCC
+AGACCTACCCAATAACCACGCATTAGCCGTTTTATTGATTACCGTATTTGCGTTGTATTTATTTCGCCGA
+GAAGATACCCCTTTAGAAACTTCTTCGTTGGCTGTTATAACAATACTGTGTTTACTGTTTGCACTGTTTC
+CATTTTATGTCGATGGCAACCATTTCGAACCAAGCTCATTGTTTTTTGGTTTTGGCCATGAGGCCTTAGT
+TACCGTTTGCTCATTAATGATTATTGGTCATGGTATTGTCAGTACAGGGGCTTTGGAGCCTATTGGTCGA
+TATTTGGCTAAGTTATGGAAAATAAGCCCTAGCTTGTCATTATTGTTAACACTTATTCTTGGTGGAGGGT
+TAAGTGCCTTTATAAACAACACACCCGTTGTTGTGCTATTACTGCCTATTTTAATCAATGTATCTTTACG
+CACTCAAACAGACTCATCACCCATGTTACTCCCAATGGGATTAGCAACCTTGGTGGGTGGAATGACCACC
+ACAATAGGCACCTCAACTAATTTATTAGTCGTGAGTATTGCAAAAAATATGGGGGCAGTTGAATTTGGAC
+TATTTGACTTTATTCAGCCAGCACTTATTGCCTCTGTGGTAGCTGTACTTTATTTATGGCTAATTGCGCC
+TAAACTTTTACCGAATAGAACACCATCAATGCCTGATACGTCTCCTCGATTATTTAGTGCTTATCTTAAT
+ATAAACGAAGAAAGTGATGTTAACGATAAAACCATTGCCGAAATAATTAAATTGACCGATGGACAGCTCA
+AAATAGAGAGTATTCAACGCGGTCCAGACTATCGAAATATCATACCTTTACCTGATACGGTACTTGTTAC
+TGGTGATCGATTGAAGGTTCACGATTATCCTGATCGCCTTAAAGAATTCGAGACAGTGTTAGGCGCAACC
+TTATTTTCTGGGCTGCATAAAGTTGATGAAGAACATCCATTAAATGCTGACAAACAAACCTTAGCAGAGA
+TTGTAATCATTGCGGGTTCTGGTATCGAAGGAAAAACCTTACAACAAGCAAATTTCATTCGCAAATATGC
+TATTTCAGTAGTTGCATTACATAGAGCCGGTAAAGCAATGGAAACGGGGCGAAATAGCATTGGAAATACG
+CGTTTGAAGATTGGTGATGTATTACTCGTACAAGGAGAAACAGAGCAAATTGATTTATTAAAAGCTAAAC
+AAGGCATGTTAATAATTGATGGCGCTGAATCGTTACCTCAAACGAGCAAAGCGCCGGTGGCATTAGGCAC
+ATTACTCGCCGTCGTTTTATCTTCAGCGCTGGGGATTTTGCCTATTGAGATTAGTTCAGTATGCGGTGTA
+CTCATATTATTACTCACTAAATGTTTAAATTGGGAAGAAGCCGCATCAGCCTTAAGTACTCAAGTTATAT
+TAATTGTTGCCGCGTCACTGGCTTTAGGCTCCGCGATGATGACAACAGGAGGCGCTGAATATATAGCACA
+GGTTTTTGTCGCCTTATCGTATGGACTGCCACCGGGAGGAATTTTATCGGCTTTAATGCTGTTATTAGCC
+ATATTAACCAATATCGTTTCTAACAATGCGGCTGCGGTTATTGGCACTCCCATTGCTATTTCTGTTGCTA
+GTCAACTTAACCTTTCACCCGAGCCATTTATTTTAGCCGTGCTATTTGGTGCCAACTTAAGTTACGCAAC
+ACCCATGGCATATAAAACCAATTTATTGGTGATGAATGCTGGTGGTTATCAGTTTTCTGATTTTATGCGT
+GTGGGTATTCCGTTGATTTTACTCATGTGGATAACACTTTCCTTGCTTTTAAATTGGCTATATTTATAAA
+TATACCCGTTCCACTTGAAGATGCAGGATTCAGCTGGAATTAGAAACGTTTTTAGGCAAGGCATTGATTG
+AAGAGAATGGTTACTCCCTTCTCAAAATCAATAACGCAGTATAAAGCGTTTCTAAACCAGTCCTTTGGGG
+AAGGCTGAGCAAATCATATTCTGCGTTACATTTCTTTTTAAGGGGATAACCCTTAATAAAAAATGTGCCT
+TGATTATGAATCGCTCAGACATCCTGAAACGAGCATCTTCAAGTGGAGCGGGTATAAACACAGCTTAATC
+ACCTTCAAAAAGCATCTGCGAAGGAAATGGATACGTGTATTTAAGATAAGATGTGATAGATATCGAAAAT
+AAAGTTAAATGCTCGATATTTGAGTTATTATCATTATAGCTTTTTAAATTTTCTATAACTTAAATGATGA
+CACCACTAGTATTTCACCCTATTTATAGCCAACTTGAATTACCCATTAGACATCGATTTCCAATAGAAAA
+ATATGTTGGAATACGAAATGCACTTGTCGCAAATGGAGTTCCTAATAATTGGTTTAAAAAACCAACTCCT
+GTTAATCCCGATAATGTTAAAACCGTTTATGATCCCACCTATATACATCAGCTGATTAATAATCAATTAG
+ATTCTAAAGCGATGCGAAGAATAGGTTTTCCTTGGTCTCAACAATTGATTGAACGAACACTAACTGCTGT
+TGGTGGCACTATAATGACTGCACAATTAGCCTTAGAATATGGAAAATCACTAAATTTAACGGGTGGTTAT
+CATCATGCTTTTGCTAATTTTGGCTCTGGGTTTTGCATGATTAACGATTTATATTTAGCCGCATTAACCA
+TGTTACAAAATGATAATATCAGCAAGGTACTTATATTTGATGCTGATGTACATCAAGGTGACGGAACAGC
+AAAGTTAGCATCAAATAATCAGAATGTTTTTACGGTTTCAATTCATGGTGAAAAAAATTTCCCACACCGT
+AAACAAGTTTCAAATTTAGATTTTGCATTGCCGAAAGGAACAACAGACAGTCTTTATTTGGAGACAGTAG
+ATAATGCTTTGAATAAAGCCTTTTCTAGCTTTAAGCCTGATGCAGTAATTTACGATGCGGGAGTAGATAT
+TCATTGCAATGACGATCTTGGTCATCTTGATATTTCTACTCAAGGTGTTTTAGCTCGTGACAAACTAGTT
+TTTGATTACTGTAAGCTTAAAGGTATACCAATCGCTGCGGTCATCGGTGGTGGTTACCAAAGAGATATTG
+AAGCGTTAGTTAATGTACACCTACAACTTTTTGTTGCTGCTGGTGTTATTACATAAGGTATTCGACTATA
+TGAAGACTTAGATTATGCCCAAATGGCAAAAGACTATAACATTGGTTTTATTCTCGTTCAGACTTAACGA
+TGTGTTCAAGTGGCTAAGCAGTCCTTAGAGCAGCTTGATTTTGTCATTAAAAAAGGTAGGGTTTGTGATA
+AACATTGAAACTATTTAGGCTCGCTTGAGTATGAAAATTTATTACCCTCCCACACTTGCCTTTTAGCGTA
+ATTAGTCGGCTTTATCATTCCTCTTTGACCAATTTTCAGATACCCTGGAGCGAATAACGCACTAAATTAA
+AAGGATTTTCATGAACACTACCGGTATCTATGAGCAACTAATAACGCAATTAGTTGAACAAAACTTAGAC
+CGTGAATCCTTTCATGTTGGTGAACGCTTATTAGAAGCAGGTGAAGCGGCAACCTGGTTATCTCGTTTCT
+TAACCCGACTCATTGAAATTGCTATGGACTCAGTACCAAGTGGTGACTCTAGAATTCATGATCAAATAGG
+TCTAGCTAATACCATTGTTCAATGGCTTAGTAAGCACATTAAAGATGATCAATTAATCAGTGAAAATCTA
+CTCGATAGCCAAGGTAAAATCCTTACTGCGCTGTTTGATAAGTCGAACCCTATTGCGGCTGATTTACCCA
+AGTATGTTGAATCGATAATGCCAATAACCGGGCTAACGCAGAGTGAATTATTCTGTGGTAGTAACGTTGG
+CGTGTCGCTAGAAACTGAGATAAAAAGAGAGATCCAATCTTCTGATAAAATCTATTGGCTCGTTTCATTT
+ATAAAGTGGACAGGCATTCGAATATTCAAAAAGGAGTTAGAGTCTTTTACTCGCAGCGGTAGGCAATTAA
+AAATAATTACCACTTCTTACATGGGTGCTACCGATGCCAAAGCCGTAGAGTTTTTAGCATCACTGCCCAA
+CACTGAAGTAAAGCTTAGTTACAATACGAACCGTGAAAGATTACACGCAAAATCTTACCTATTCATGCGA
+AATACTGGCTTTGACACTGGTTATATTGGATCTTCTAATTTATCTCATTCAGCCTTAACCAGTGGTTTAG
+AGTGGAACCTAAAAATCACCTCGCAAGAAATTCCACACATTATTAAAAAATCACTCAGTACCTTTGATAC
+CTACTGGGAATCTCCTGACTTTGAATATTTTGATGGTGAAATTGAAAGCCGTGAAAAACTAAGTAACGCA
+CTGCAAGAAGCAAGAGGCAGCTTTAATCCCTCAACACCGAGTTTCTATTTTGATATCAAGCCTCACTCTC
+ATCAGCAAACCATATTAGAAAAGTTACAGGTTGAGCGTGATCTACATAACCGATATCGAAATTTAGTCGT
+TGCAGCAACAGGAACAGGTAAAACCATTATTTCTGCCTTTGATTTTTCTCGTTTCTATAATGCAAACCCC
+GAAGCAAAGTTTTTGTTCATTGCTCACCGAGAAGAAATACTAAAACAAGCATTGGGTGCCTATCGTGGTG
+TATTAAAAAATAGTACATTTGGCGAGTTGTGGGTTGGTAATAACAAACCTAGCAAGTATCAACACCTATT
+CGCTTCGATTCAAAGTGTAAACGCTCAAATTGAAACCTTAGCGCTAAGTGAAGATTACTTTGATTATATT
+GTTATTGACGAAGTACATCATATTTCAGCAAGCAGCTACCGCGCTGTATTAAAGCACTTTAGCCCACAAA
+TATTATTAGGCTTAACGGCAACACCCGAACGCCATGATGGCAGCGATATTCTCTGTGACTTTTGCAATGT
+TATTGCCGCCGAAATTCGATTACCAGAGGCGATAAATCAACGTCACCTTTCGCCCTTTCAGTACTTTGCC
+ATAGATGATGATACCGACTTAACTAAAATATCATGGTCTAAAGGCCGTTATGATATTGCCGAATTAACAC
+ACCTCTATACGTATAACGATCAACGAGTATTACGTATTCTCCAAAGCCTTAGCGAGGTTATTACCGATAT
+ACCGCATATGCGCGCATTGGCGTTTTGCGTCAGTAAAGAACACGCAAAATTTATGGCTAAAAAGTTCACA
+CTGCATAATATTGCTTGTGGCGTGTTAACCAGCGACAACAGTAAAGACCGTGAAGTCTTGCAACAACAGC
+TAAGATCAAAACAGATAAATGTATTGTTTGTCGTTGATATATTTAATGAAGGGGTCGATATCCCTGAATT
+AGACACCCTACTCTTTTTACGCCCTACCGAAAGCTTAACGATATTTCTTCAGCAATTAGGCCGTGGACTG
+CGATTAACAGAAAATAAAGAATGTTGTACTATTCTCGATTTTGTTGGTAATTCACGACCAGAGTATGACT
+TTTCTAGCAAGTTTAGAGCATTAGTAGGTAAAACCAACCAGGCGATAGCGAAAGAAGTGAAACAAGGCTT
+CCCTCACCTACCCTTGGGTTGTCGCATTGAGTTACAAGAAAAAACGCAAGCAATGATCTTAAGAAACATT
+AGCCAAGCGACATTAAACAAAAATAAGTTAATTAGCCTAATAATCAGCTTCCAGCATGATACAAAATTAC
+CATTAACGCTGACTAACTTTTTACATCTTAACGATAGCATTACCCTAGAAGATATTTACAAGATTAAAAT
+CGGACCATTTGGAGGATGGTCTATATTAGTTGCTGCAAGCAAGAACAAAGAAATAGCGCCAGAGAATAAA
+GCCCTTTATGCGGCATATTATCGAGCCATTAATAACCGCTTACTTAATTGCTCATCAATCTCCTATTTGC
+GTTTTATTAAAGCCCTTTGCGATAACAACTTTTCCATATCGTCAATGTGCGATACCAACACGAATAAAAC
+CCCACAGAATCATCAGCAACAGTTTGCATTGATGTGTCACTATGACTTTTGGGACAAAACAGGTAAGTCA
+CTTGGCTTTAATGACGTGGCGACAGGCTTATTAGCACTGAGAAATACAACACTGCGTTCGGAATTAGCCG
+AGGTTATTTCAATGCTAATTGAACGCCTTGAAGTGAGCGAATTTACTATGCCGAAAGTTAACAATTTGTT
+AGTCGATTCATCGCCACTTAACATGCATGTTCGCTATCCAAAAGAACATATTCTGGTCGCTTTTGGTGAT
+AGTACCTTTGTTAAAAAATCATCGAGTCGTGAAGGTGTTTTAAATATTGCTAACGCAAATACTGAATTGT
+TGTTTGTAACGTTGAACAAATGTGAAAAGCAATTTTCAGCCACCACCATGTACCACGATTATGCCATTAG
+CCCGACCTTGTTTCATTGGCAAACGCAAAACAGCGCGAGGCCAAATTCAGGAAGAGGTTTAGGTTACATT
+ACGCAGAAAGAAAATAAGAAAACATTCCTGCTATTTGTGCGTGAACAAGGCAAAGATGAAAACGGCAGAA
+CTATGGGTTTTGTTAACTTTGGCCCTGTCGATTTTGTCAAATATGAAGGCAGTCAGCCAATGAATATCAC
+ATGGAAACTTAAACATCCCATGCCAGCATATTTGTGGCATGAGACGGCTAAGTTGGCGGTAGGCTGATTA
+TTAAATTTCATTAAAATTTTCCATTATTATGGATCACTTATAAAAAACCCTGATAATAGACCGATTCGAT
+TAGTATTTGAAACATTCACTTTTGCCCCAAAGCCGACCTAATTTCCGCGCAGGTCTATCACAATAAATAG
+TCCGCTTCGCCACCAGACTGTGTAAAAACTACTTTTCATTTACCCAAATCCCAATGTTTTCTCACACCTT
+ATTATTTCCGCTGTAAATTGTTTGTATGTTATTTATTTTGGGTTGAGGAAGCTGATATCCGCTTTATGAG
+CACGTTTTTCACGCATATGAGCTAACAATAAAAGGCTAACTACGCCCTTATTGCTTCGATTAGACTTTCA
+CTGCCCACAATCGACATCATTCGTTTGAGGTTATAAGCGAGCACATGAAGACTCATCTCGGTACTGACAT
+TTTTCAGTTGCTTGGTAAGGAAGTGAGTTGCTCCCATCCACATTTTAATGGTGCCAAAAGGATGTTCTAC
+AGTTTGTTTTCGAATGAGCACCGTGTCAGGTGCGTTTTTCAATCTTGTTAGCATTTCTTCCATTTCACCT
+TCGTGTATCCAACGCCTTATCTTTCGTGGCTCGCGTTTTGATTGAGTACATTTAGCGCGAATATCACAGT
+TTCTGCAAGCAATGTGGTCAACATAGACCTTGAGTTTCATTCCGCCTTCTTCAACATTTCGCTTATGTGG
+TAGTTCATTCCCCGCAGGACAGACGTAAAGGTCTCGGTCTTTGTCATATTTGAATAAAGACCGATTGAAG
+ATCCCCTTCTTTTTAGCACCTGACGTATCCCCTTTGGGCACAAGCGCAGAGGCCCCCATATCTTGAGTTG
+CTTTGATATCACGTCCGCTGTAGTAACCTTTGTCTGCCAACACTGTAATGTTTTTTTGCGCCAATGCTTG
+CTGCGTTAATCGTGTCAAATCGGCCAGCTTGCCACGGTCATTGGTATTGGTGACTTCGTGCGTCACTATC
+AAATGATGTTTCGTATCAACAGAGCTTTGAACGTTATAACAAACCTGTCTGTTCATGCCTTGTGTCTTAA
+GTAAGCGAGCATCGGGGTCAACCGTGGAAAGTTGTTTGTCTGGATGCGCCTCCACTTGTACAGCAAGTTC
+CTTGAGTTCAGCTACGCGTTGTTTCATCCATGCGATTTTCTCAGCCGCAGAGGTTTGAACAGCATCAACT
+TTATCATTGCCATCGGCGGTTTCAAGCCGACTCAAATAATTCTCAATATGTGTTTCCATACGACGAATAT
+GATCTTTAACTTTGTTCGGCGTGTAATTGTTGTGCTTGCTGTTAACCGCTTTGAATTTACTGCCATCGAT
+AGCCACGACGGCATCGGTGAACATATTCATTTGACGGCATAACTCGATGAAGTGACGGCAAACTTTAGTG
+ATAGCCTTACCATTGTCTTTCCTGAAGTCTGCAATCGTTTTGAAATCTGGCTGTAAACGCTCGAGTAACC
+ACATTAACTCAACATTACGATGTGATCCTTTTTCTAAACGACGGGAGGACTGGATGCGGTTCAAATACCC
+ATAAATGTATAACTTAAGCAACGCGGCAGGATGATAACCTGGACGGCCTGTGTTGTTGGCGATAACACGG
+TTGAATCCTAAAGCGTGTAAATCAAGCTCATCAACAAAGGCATCAACAACACGAACGTGATTTTCTTTGG
+TGACAAAATCGTCCAATGCTTCAGGAAATAGGGTTATTTGGTTTCGACCTTGGCCTTTAATATGGTGGGA
+CATATCAACAGTTCTCGTTCTTGTTTTCCTCCTATTAATTATAGTTGATACGCTATCTTCGAGAGCTGAA
+AATTAAGATTGATTGATCATAAAAAACTGAGGGTTAGACCAAAAGGTGATCAATAGTTTTCACACAGCCT
+GCCACCATAGCAGTCATTCACTTTTGTCTAAAAACCCAATGAAATAGAGTGTTAGTTCTATGGCATTCCG
+CCCTCATTAGTGATTTAGAGGCTGTCATTATTTTTACACTCATCGACCCGTTCCTAAAATCATTCAGAAT
+CATATGTTAGCCCACAAACATACAAAGAATAATCACTATAAATTTGATCTAAATTATAAGGTCCGGCTGC
+CTCGACAGCGGACATTATTAACATGTCATTTTAGGGTCTTTGCAAGGAAGGCTCTTTGAATATGGTACTT
+TGAATAACAGGACAACATAGATCTTTATTTATCATTTTCAACATTACATTATTGAAATTAATTAAGAAAA
+AAGGACAAAAAATCACGTTGGTTTTGCCCTTTTTTATACTAATTGATAACGTTACGTTAATTCTAGCTAC
+AAGGTTTTTCCGGCAGGTTATTTACATCTGGCTTATAATACCTTACTACAAAATAATAGGGTTCGCCTGA
+GTTTACTGGCATCCAGTATGTGCCATCATTAGGGCTATCTGCACTGAAGGTAATACTAATATTACCATTG
+GCATCTGGCTTAGTATTATAGGCATTAATCAGATCATTTTTGCCAGGTAGCGTATTTCTTGTCAACGCAC
+TATATCGGGTGACTGACCAAAATAGCTCAACCCCTTCTGGCTCGTAAGGCAAAGTGAATACTTCTGTTTT
+ATCACCCATCAACAACTGATTTTCACAGTTGGTAAAGTAGGGGCCGTAGTAAGCATGCTCAAGAGGCAGA
+CCTAAATGACCAATAATTCCAACCGCTCGAAATAAATAATCATCACTATTTGGCTCATTGCTATCAATTG
+GTCCGAACAAACCTATATTGCCAGTTGGACCCATATTAGGTGCTACAACCCCCAAATACTCACTTACTCT
+GAGATAATCTTGATGAGTGAAGTTTACTGATGAGACCATTAGTTCTTTGTTTTGAGAATATACATCATGG
+GTCGCTAGCGTATGTTTTATCGGGTTATCAACAATCAAGGTTTTACTACTATTTGCCGTCAGTGTGATTT
+TTTCTTGGATCGATAACGCATTCACTAAATCTTCAGGCGTTTTTACTTGCACCCGAATGAAAAGATGTGG
+GTAATCACCAGGGCTTTCAATCACCGTTGCTCCTTCTGGTACTTCCATATTCTTACCTTTACGAACAAAA
+GTGAATTTACCCACGGGATGAATCTTGTCAAAAATGGTGTAATGTTCTTGGTCGGTAACATGTATCGAGT
+AATAGCGTCCTTCGTCTACTTCAGGGTATTCAATTGTCACAGGACCATTACTAAGATCAATAACACCCTT
+GCTATATAAATGATCAAGCGCAGGAGTCACAACAGCATCAGAGCCTTCAGTAGGTAATTTCTTAGTATGT
+AATAATTTATTAGTACCGCCCGCGAGTTTAGCCGTGGCTTCCATATATTTCATATGGTGATAAACCTTGA
+CTGCATTTAGCTCTGCATCAGATGGTCTTTCAGGGGTTACTGAAACCTGCTGTTTTGTTTGTGTATCCTG
+TTTTATTTTTTCAGGTGCCGTTGTTTCTACTTTCTGACAACCAACGATACCAAGTGCCAATATAACGGTG
+GCAAACGGAAGAAGATGTTTCATGTATTATCCTTAAATTGTGTTCGTGCTAAGTCAGTTTCGCCCAAAGT
+GAGATGAAAATGATCATCGACTACTTCTCAGCAACCGATGAATATTTACATACTTAGTCTATCTATTCAT
+TGGCTTTACTTTGTTTTGTCAATTTTGTTCATTGGGTAAGTTTGATCAAAATACTCTTGCTCTGGACCAT
+ACAAACGCAAATACATAAAGTATGACTCACCATCATTAGACTGTATCCAGTTGCCTTCTTTTCCTTCTGG
+CGCTTCTGGTCCAAAATACAAATCGACAGAACCATCACTGTTCATTACTAACGACTCCGAGCGTGAAGAA
+AGATCTGAGCGTTTTATCTCATTGCGAATAATTAAGCGATTCTTGATGTCATACACAGTGATCGACCAAA
+AGTTCGCCGCTGGCGGGTTAGGCTCAATGTGAAGCGTGTAGTTTTTACCTCCCATGAGTGCATTGCCATC
+AGCATCATAATACGATCCGATGTAAGCTGAGCCGTGGCCTGGATTCTCTACAATCATGCCAGCCGAAGTC
+GTTACGGCTTCATACGTATAAGCCGTGCGTTCATTAATCATTGAGTAGGTATCTAAATCGATTTTAGGGT
+CCATGCCTGCAAGCACACCTTCCCAACCCGAGTCACTCCCATACAATGATGAGGAAAACTTCTTTTTGGT
+TTTATTAAACGCTAGAGATTGCGCCATTGCCATACCCGTATTGACACCTTCAAGTAGTATCTCTTTTTGA
+TAAGGTGTTGGGTTAAAGGCTTTGCCTTTTTCAATACCTAAATCTTTTAACCATGCATAAAAGAAGCGAT
+CACGATCTGCCATTGGCTCATTTTGAATATACTGATTAACGACTTCCCAATAAGCCATCCCTCTTGGCTG
+AGTCGCGATTGTTACGTCAGCATCTGATGCTTTGGGTTTATAAATCACAAATTTTACTTGAGGAGGGTTA
+GCCACATCCGACAGTTTATAAGCGGTGACCGCAGTTTTTAATTTTTCTGCCTCAGCACCTACACCTAACA
+CACGGTAAAAATATAAGATCTGGTTCGTATCACTTTGGATCACTTCACCATCAAAATCTTTAGGGTATTC
+TTGTCCCGGTCCAACAAAAAGAAGCGTCTCTTTGTTTCCTGATCCAATCTCTTTAATTGGCTCCTGCCAT
+GCATTATTCGCGACACCAAAAATGCTACCTGCTGGAATATTAACAACATAGGGACCTGTCTCAGATAAAT
+CGACTAACGAAATAGTGTATGGAGTCGTAACATTTGCAGTAAGAAATGGATAAACACCATCATACCCTTC
+ATGTAGCCCTATTATAGGGGCATCGCCCTCTTGCAAATCAAACAGAGCTATAGTGCTATTGTAGGATTGA
+TACATACCCACCATTGGCATGGCCCACAGCGTAAGTTGAGAAGCACGCTGTAGATCAATTTCTCGATTTA
+ATTTTTTTGCAGAAGCTTTGGTGATAGTTTGGTCTTGATAATTAATCTGACCTAAATACGTTTGTTCACT
+ATTATTTCCATCTGCGACACCAGTCATACCGAGATTAGCGCAACTAGCTAAGATGCTTACGGCAAAGGCT
+GATAGTGCCAGTTTCGCATAATGTGTTTTTATCATCTGTATATTCCTTTAAGTTTATTTATTGTGAGTTG
+TTATTCATATCTCACCAATAGACGTATTATTAAAATAGGTACTTCTATCAGTATTATGAGCGAATTTAGA
+CCTGCTTTATTTGATCTAAAGTCTATTAAGTTGATTAGAAATCACCCGTTAATAGTAACCTTTTAATACT
+TTATAATTTCGACATTGAGTAGGGAATAAGTACCAACAGCGGCAGTTATATACTCCAAAAATTCACATGA
+CTCTATGGCGTTAAGTGCCCCATACAGGGATAGAGTATGGAGCAATTTCAATGACTGCTTTGAGCCTTGA
+AGCGGACGTTAAGATTAACTAGTTGCTACCTTCCGCTAAGCGCACCAAAGAGACATCTAATTAAGGAATA
+AGGAAGACAAGAGTAAATTTAAACATTTACCACTCCCTTATCTGCTACATTTTTCTAATTCGTGTTTCAT
+AAATCGTTATTCGGCCAGCGGGCATGCCATGATGTTTCACTTCAAGTGACGTTGAAAGGTACTGCTACGC
+TATATAAATTAGCGACTAAACTCCAACCCCATGGATTCCCGCCAAGACAACGCGGGAATGACGGCTTCAA
+TGACACTTGCAACAACGGCCGCAGTATTTACACTGCACTTGTCATCTTTTCGCCACATTTCGACAGTACT
+TTGCCCTTAAGCTGACACGAGTAACACTCATTACTTTGCTTTAATACTCTGTATCAATTAAAGACAAGAG
+CAAGCGATGTTTACTTCTAAAAAAAATCTACAACTTATCGATTATAAAAATTCGTATTATTGCCAACAAC
+AGCGAAAAAAACGACGTTATAAGTGGTTTAAAATTTCAGTTTTATTATTACTTATCATCTCACTTGCCTT
+GGTTTTTATGCCTTATGCACAAAGTGAGCAACTTGATTCACAGGAACAAATAAAGCGAGGCAACGTCCTT
+GTTCATGGTCCGCAATTGCTTTTTGAGAATCCGAATAACAGTCAGAGTCAGAACCCAAACATAGCCGTGC
+GTGCAACCTTCCCTGTTGATATTGAAGCCAACATTGAAATTAATGGTTTAGTTGCTTACGCAGAAATAAA
+GCAAACCTTTATCAATCCCTACAATATTGCGTTGGCGGGAAAGTATCAGTTTCCATTACCTGAAAACTCA
+GCGGTTAAACAGTTAATGATAAAAATGGGTAATGTAGAAATACTTGGCGAAATAATGGAAAAAAAAGCAG
+CAAAAGCTATTTACCAAAAAGCCAAAAAAAAGGGACGAAAAGCAAGTTTAGTAGAGCAACAGCGACCGAA
+TTTATTTACCAACAAAATAGCGAATATTCCTGCGCAGTCAACCGTTGTTGTTACGTTAAAATTTATCATG
+CCTGTCTCGTTCTCTCAGGGGAAATTCAATTTACGACTACCCCTTGCACTAACCGATAGGTATCAACCAA
+GATCAACGTCAAACTCGTTTAATGAATCGTCTGGGCACTCACCTGAATACTCATCTGAACGCTCACCAAG
+CAATTTCACTCACGACTTAACTAACGTTTCAGCTAACATTTCAACAAAATCGTTACCCGAGCCATTTAAA
+ATATCAACTACACGTTCATCAACCACGCATGTTCGATCAGTTGCTCGTAGCCAATCATCAATAAACATTG
+TATTAAACTCAGGTATTCCCATCACGTCTATTGTCAGTGATAGCCATAAAATACAATCACGTGACTTAAG
+CAGTAAGTTAAACAGTGAGCAAAATGCTTACTTTATTACTTTAGATAAAACCCAGGTGATATCTAACAAA
+ACGTTCGATTTAACTTGGCAATTAATTGCGAGTAATCAACCTCAAGTCAGTAGTTTTACCCAAGAAATCT
+CAGGTGAGCATTATACTTTATTGACCTTTTTCCCGCCTGAAAAAGCCGTAGCGCAAGTGATAGCAAGAGA
+TATCATTTTTATAATTGATACCTCAGGCTCAATGCAAGCTGGCTCGATGGAGCAAGCGAAATCGAGTCTG
+CAACTCGCCCTATTACAACTTAACAATAAAGACAGTTTCAATATTATCGCGTTCGATAATGATACCGAAT
+TACTGTTCCCTGTCACTCACATGGCCTCAGCACACAATATCTCAAAAGCACAACAATTCATTGATGGCTT
+AAGTGCAAATGGTGGCACTGAAATGTACCGACCATTAAGCAACGCGTTAATGATGAAAAAAGATAAAACG
+CAGTCTTCAAAAGCAATTCGCCAAATAGTATTTATTACTGACGGTGCTGTCGCTAATGAATTTGAGCTTA
+TGCAATTACTTAACACCGCTCAGGGGGATTTTCGTTTGTATACCGTAGGAATAGGCGCAGCACCCAATGG
+TTACTTTATGAAAAAAGCGGCTCAATTTGGTCGAGGAAGTTATGTGTTTATTCAAAATAAAAGTGAAGTG
+CAGCGAAAAATGAGCCATTTCATGACAAAAATAAGCCAACCTGCACTCACTAATATTGCCTTAACGCTTG
+ATAACCAAATTCACCAGCACGTTGAGGTTTATCCTAAAAAGATCCCTGATTTATATTTTGGTGAGCCGTT
+GCAAATAGCCCTTAAATCTCAGTTTCCTATCAGCAGTGTTCAATTAACCGCTGAAACAGTATCAACTCCT
+TTCTACCAGCAATTAATCATTGATGATCGCCAGCCATCGAAAGGTATTTCATCACTTTGGGCACGGCGTA
+AAATAGAGAGTTTAGTCGACAGCCTTATTGTTGGAGCAAATAAAGACAAGGTTAAATCGCAGGTTATCGC
+CACTTCACTCAATCATCAAATAATATCGCCTTACACCAGTTTTATTGCGGTAGAAAAGCAGCCAGAAGTT
+TCGTCTTTGCTCGTAAAAAATGACTTGTCATCGGTCAAAAAATCTAAAAACAACGCAATACCAGCTCATG
+AGAGTTTACTGGTAGCTATGCCTCAAACAGCCCTTGATTGGCAATTACAGTTTTTGGTTGGCATAGCGCT
+AATGTTGCTTAGCTTAGTATTTATGAAGATTAGAAACTTAGCTTTGTTGAACAATATTATGCTGGCTAAT
+ACTTGGCTGGCTAATAAACGTTTTAAGTTGGTAAATTGTAATGAAAAACCTCATTAAGAAGTTGCTACTT
+GTTGCTGGCAGCTTGCTTTGTCTTCATGCGAGCTGGTTGCCGATCAAAGGCTGGCTCTCTGAGCAATTAA
+TAAGTTACAGCTGGCATCAGACAATCGATTTGAAGCAAAAGACTAAACCTTGGCCGTGGGCAGATACTTA
+TCCCATTGCAGAGCTTTCATTTGAACGTTTAAACAAGCATGTAGTTGTGCTTAACGGCGGTGATCCAACC
+ACATTAGCTTTTTCAGCCGGTGCTATTGCTCCCTTTAATCAAGTCAGCAGCGCTCAACCTTTTGTTGTTG
+CAGGACATAGAGATAGTCACTTTTCATTTTTAGACGAGGTAGTTATGAACGATATAATTTCACTGGCTGA
+CAAACATGGTCAAAGCCAGCTTTACCAAGTTGAAGCCATTGATATTGTCGATGCATCAACAGGCGAGCTC
+CCCATTTTGGCAGATGATTCGCAGCTAATTCTAATCACTTGCTACCCTTTTACTAATACTCGTAATATAG
+GTAATGTTGCTGGCAGTAATAGTAATGAAAGGTATGTGATAACAGCAAGATTGCTTTGAATGCATTTTGC
+CGGGGTATTTCTATAGTTCTGTTCTGACACAAAGACAATCTACTAATCATTGTTCCTTGTCGATGAATAG
+TGAAATAAAATCTATATAAATCATAGTTTAAATAATTATCAAACCGCACTTTATTACACTAAAAATGAAC
+TTACTTCATTGTAATATGACTAACCTAGTAACCAAGAGACAATGGATCTTCGACTAGAGACTTCGAAGAT
+GACGATATTAATTCACTCCTGAGTAAGATGACGCTATTAACTAACACCTGAGTGCAGATGTCTTATTGAT
+TAACTCCTAAATGAAAATGACGTGATTAATCGCTTCTTGAGTAAAATGCTTAGCCAACAAAAGAAATTAT
+TTTTCCTCCCAAAGGTTCTATTATTAATATAACCTTTACTTTCATTAACAAAGAGCAGTGCCTATGAAAT
+TAATTTACAGTAATGAAAATCAATTTTTAGTAAATAACGCTAAAAACATTCTTGAAAATCACAATATAGA
+AGTCACTTTGAAAAATGAGTTTGCCTCTGGCGCTGCAGGTGTATTAGCGCCTATAGATACCTGGGTAGAG
+TTATGGATAATTAATGATATTGATGAAGAGAAAGCGGAAACAATTTTAGCGCAGGCATTAAAACAGCAAG
+GAGAACACGATTGGTTTTGTCAGCAGTGCCAAGAGCAAAATGATGCTTCTTTTGATTCTTGTTGGCAGTG
+CCAAACTGAAAAAGCGTCATAATGCCAAACGCTTTAACTTAGACAGCTTAATGGAATACTTTGAGGGCAA
+AGTAAAAGCACTGCATAGGCATGCCTAATAATAAGTAATGGCAATTTCGGCTGCCAATAAAAGTTAACTT
+TTTGATAGGAACTAGTTGATAAATATTTTAGTTCTAAAGCAATTGTTTTATCGACGTTAAGTTGTAGATT
+CTTTAATATTCCCCGCAATATTAATTACTGCACTTTTGATAGAAGTTGCAATTTGATCTGCAGTTTTAAT
+AGACGCTACCGCTCTGGCTGTAGTAAGTCCTCCAATTAAAACACCTAATAATGCCCATCCCTTAGCTATG
+CACTCCTCTTTCGAATCACCCTCAATTCCTTGAGCCACAAGCGCAACTATTTCTTTCATTTTTTCTTCAT
+AGAGACTTTGTAATTGAGGCTTAGTACGAACAACTTCGGGTGAAAGGGTTGTCATTGCGCAGCCACATGA
+AAGGTTTTCCCGATGTGATTGACTTAGATAATAATCTGAAAAAGCCACGAGCCATTGTTTTCCATGTTGA
+CGTTGAAACTCAGGGATAGCAGTAATCACCTCATCAAGACCTACCGACAATGCCACTTCAAATGCACCTT
+CTTTTGAGCCTAAGTGGGCATAAAAGGCACCCGAAGTAACGCCTGCCTCTTTAGCTATACCATCAACACC
+AATACCCGCATAACCATTGCTTCGAAAAGCTTGACTCGCTGCGTTGATAATACGTTTTCTTGTTTCTTCT
+TTTTTGCTTACTTTCGTCATGTAAATATCCGAACCCCTGAGAATATTTACATTATAACTGTGTTCCAAAT
+AAAAATATAGCAGTCGTTATATTCCTCATTGACAATATAACGATCACTATATAATATGACCTAAATTACT
+AAATATAACGATCACTATATTTAATAATTAAAACTGACGTTGCCTAAAAGCAACATCGATTAATCACTAA
+CAATTAACTTAATAATTATTGGAGAATACTATGCCATTAACTCTAACTCTTACTGAAGGCGTTATCCCTG
+CTGGTTCTGAAAAGGAAGCAGTTGAAAAAATCACTCATTCAATGCTTAAACATCACGGTCTTTTAGGTAA
+TACGGTGATGACACCTAATATAACGGCACATGTTTCAGTACTGCCTAAAAATTCGACTTTTTCGGGTGGT
+GAAGAATTCTCAGGCGTTTGGATGGAATGGAAGGTACCTTCATTTGCTTTTGCTTCAAGAGACATTCAAT
+TGGCGCATTTTGCTGATGCAACCGAAATAATCAGGGCTTTATCTGGCGGAAAACAACCGATAGAACATAT
+TTACTCGAATGTTATTCATACGGTAGATGGCTCATGGAATTTCAATGGCATCGCGATGACCAATGAAGAA
+ATTGGTGCAGAAATTTCGATGGGATAACAGGTTTTCCAAGTGATTTTGGTCAGTAATATTCTTTGTTCAC
+TCATTTATAGTCTCAACAGGAAGTGGACAGAATCATTGTAAAAAACATCGACAAACACTGTGAACCTTAG
+GTGTCTTTGTTGTTATCCATACAAATTTAACGTTAAAAAAGAGAAGTTTATGTTTAAAAAAATAGCAGCG
+GCAAGTTTATTTATCATCATTTCAACGAGTTCCTTTGCGGGTCAAAAAATATGTACGCCAATTGGGGGTA
+TGGCAATGCCAACATTCTCACCTCAAGCTGATGGTTCGGTGAGAATTACGGCGGCATTAATTGGCAGTGT
+TAGTGCGGCAAGTGGCACAATTACTGCTCAAAGAGAAACCAAAAGTGGCTTAGAAATGGATTTGAACCAC
+TACTTTTTAAACAATACTGGAGGCTCATTTCACACGGTAGATCATGCAGAGTTAACCGCTGTACCAGGTA
+AAATGGGTAATTTTATGATTGAAATTAATTACTCCATTGAGAAAGAATCTACGACCGGCACGTTCAAAGG
+CTATGAGGGTGACTTCAAAAGTTACGGCTTAGTCGATTTGAATAATATGGAAGGACTAGTACGTTACAGT
+GGTGAAATTTGTAAATTGTAGATCACAAAACAAATCCCGAGCACTAGCCTTTATCCACTAGTACGGGCTA
+GTGGTGATTTTATTTCGACAATTAACTGGAGATTTCCACGATGAATCGAATACTTCATACGATGTTAAGA
+GTATCTAACCTTGAAAAATCAATCGAGTTTTATACCAAAATATTAGGTATGAATGTACTCAGAACTGTGG
+AACAACTTGATCAAGGTTTTTCTTTAACCTTTTTAGGTTATGCAAAAGAGTCTGAAACGTGTGTATTAGA
+GTTAAACTATATACCCGTAATCATTCAAAATGCTCGATTCAGAGCGCTTGAGAAAATCTAGTTTGAGGCG
+CGTCAATTAAATAATGGTTATTCCCTATTTCTTTGACGCAACAATAAAATAGGTTTGCTCATGCACTTCT
+ACGATGTGGCTAAAAACGATTTATACGTCGTTATTGATTTTGTCAATGGAACAACCATTGTCTGCAATCA
+ATGCCTTGTTTAAATCGTTTTATTCTCCCACTGAAACATGCATTTTGAATGGTCACGGGTATAACTATGG
+CGTTAATAAATATGAGTTGGGTAATGCCTTTGGTCATATTGCAATTGGCGTCGACGATTGTTACAGCGCA
+TGTATTCAAATAGCGCTATTAGGCGGTAACATTGTACGTGAGGCTGGCCCTCTGGCAGGTAGCGATGAAG
+TAATCGCGTTTGTAGAAGACCCAGATGGCTACAAAATTGAATTAATAGATCGCTAACCACCTAGTATTGA
+GCAGGGGATAATCCATAATATAGGGCGACAAAAGTACGGTGACAAAAGATGGAAAACTTTCCACTTACAA
+TGATAAATCATGAGGTAAGGATATTATGAAACTAACATTAACAGGCGGATGTCTCTGCGGTGCAGTACAA
+TTTTCTGTCAAAGATGAATTCAAGGCATTTTATCAATGTCACTGTAAGCAGTGTCAGCAACTATCAGGCT
+CGGCATTTACGTCGAACATTTTGACTGCTCCTACAAATATTGAATGGCTTAAAGGTAAGCGCAACGTTAC
+CGTGTATGATCACCCTACTAGAGGATTTTCAAAATCGTTCTGTTCCCTCTGTGGCTCTGCGCTTCCTTTT
+ATAAACAAAAATAAAACAACATTAATTATACCTGCAGGTTCACTTAATGAGCTGCCTGATTTAAAACCAC
+AAGCTAATATGTTTACATCAGAAGAAGCATGTTGGCTTAAGCCTGGCTTAAACGCTAAGGGGTTCAGTGG
+TTTCCCTGAATAGTTACCCGAATTGAATATTATTAACAAAACACAAAACGATGAAGCAATGGTATAAAGT
+ACATTCAACTAAGCTACTCATGCCATCGTCTTGTGCTTCTGCAATCAACATCCTTAAGATGACTTACTTA
+TTCACTCACTTGTGTGACAGCTAAAATGCTTTCAACAAGATAATCAATATCTTGTTCAGGAATTGAGGCA
+AGATTAATTCGTCCGTTATTCAAACCGTAAACGGCATATTCAGTCCTCAAACTTTCCATTTGTTCTTCAG
+TTGCGGGCAACATAGCAAACATGCCCTCTTGAGATAAAATATAGTCAAAATAGTTATCTCCTGAGTGTTG
+ACGAAATGCCGCGCAAAGCTTTTCTCTGATCCCTTTAATTTTACCATTTATCTGTGAAAGTTCATCTGAC
+CACATTGTTTTCAATGCTGGTGTTTTCAAAATAGTCTTCACAATTTCAGCGCCATTTGAAGGTGGCACCC
+AATAAGTGGTTTTACTCATAATGGCGAGTTGAGATTGTGCTTTGTTTGCTTCTTCTAGTGTTGGACTTAG
+AATATAAGCAGCGCCTACTCTATCACTGTACACACCGAAATTTTTAGAACAACTCACGCAAAGCGCCAAA
+CGTTCAACCGACTTAGCCATAGTAAGTAAACCCGCAGCATCTTCATTTAACCCGTCGGCAAAGCCTTGAT
+ACGCAGTGTCGATTAACGGCAAGAAATTGGTAGATTTTGATAGCTGAGCAATTTGCTGCCAGTGTTGCGC
+TGTTAAACGTAATCCTGACGGGTTATGACATGAGCCGTGAAGTAGCACCACATCATTTTCGCCTAACTTT
+TCTAGTGTATCGAACATGCCACTTTCATCAAGCGTCATGGTTTTATGATCAATAAAAGGATATTCCTCAT
+AAGCCAAACCTGCGGCGATAATGGTTGGAATATGATTGGCATACGTTGGGTCACTTACCCAAATTTTGGC
+AGTAGGGTTTGCGAGTTTAATTAAATCTAAAATGGCACGTAAACCGCCACTGCCACCTGCCGTTTGAACG
+CCACTGATATAACCATTAACGGTTTGGTTTGCAAACACCAGCTCTTGGAGTAATTGCACATACTCAAGAT
+CGCCTTTTGAACCAACATAACTTTTATTTCGTCCTGCATTGGCGAGTAGTTGGTCAGCTTCCATCACCGC
+TTTCATTAACAAGGTGTTGTCATTGCTATCTTTATAAACACCTACGGTTAAATCAACTTTAAAAGGTCGT
+TCATCTTTAGATGAACGTGCCATCAAATCTATAATTTCGTCAGAAGCAGGTAAAGGAATATTGGCAAACA
+TGGGAACTCTTCAACTTTAATTAAATAAAAAATAACGTAATTTAATACATTTAAATCAAGACTCTACTAT
+ATCACCTGCTGTTATTATTTAAACGACTACTTAGTCTGTATATCGCGTTAATTTGAACATTTATCCTAAA
+CCACTTGTTTCGCTGATTTAGGTTGATGTAAATACGCTTTTAACTTTTCCGTTTTTATTAAGCCAATGAT
+TAACCCCACAATAATTAATAAACATGCGAGTGCTTTGACAAGCCCTATTTGCTCTTGGTAAAAAATAGCA
+CTGCCTAATAAACCAAAAATGGGTACCAAAAAAGTTAACGGTGCAACTGTGCTTAATGGGTATTTCACTA
+ATAAGCGATTCCAAACCCAATAGCCAAATAACGTAACTGGGTAGGCTTGAAATAACACAGAGAAAATAAC
+AGAGCCATTAGCGAGTGAATTCAATGTTTGTAATTGCTCCGGTCCACCGCGTAAAAAAGCGAGTGCAAAT
+AAAGGTAACGGCGCAAATAACATGCCCCAGATACTAAAGGCAAAAATCTCTTTGGTTCCTGCTTTTTTAA
+CAAGAATACTGGTAATACTCCAAGATAAAGCGGCGATTAAAATAAAGACTAAACCTAACGTTGTCACTGA
+GCCATCAGTTACCGATACGCTTAACGCCAAACCTAGAATAGCAACAACGCTACCAACTACTTTGATGGGA
+GCAACAGTTTCTTTAAGTACAAAGTAGCCCACTAATAAACTAATCACGACATTCATCTGCAATAATACTG
+AAGCCATACCTGCAGAGAGCCCCGCCTGAATTGACCAACTACCCATGCCCCACACACCAATGGCAAAGAC
+GAGTCCGTAGCCCATTAAATATCGCCATTTGACCTGTGGTCTTTTAACAAAAAACACCGCAGGGATGACG
+GCAAAACTGAAACGTAATGCGGTGAGTAACAAAGGGTCTATTTCACTGACGCCAAGTTTGATCACCGAAA
+AGTTAAGCCCCCAAATAATCATCACAAAAATGCCGAGTAGTAGATCTCTATTGTTCATTGTTCATCCTTT
+TAAATGCCAGATTTAATGGCAAGTGGTTAAGTTCGTTTTCTTACAAGTGCAGTTATTATTAACGAAAGCA
+AAAAAGAGAACAGATACAATTTATAAAATAAAAAAGGGTACAGTTAATTCAGACTTTGTTATATGGTGAC
+TGTGTTTTACGGTCACAACGCTAGAAAGTAATAAGCAACAACAGCAAAGTTGTCGTTTTAATATTAAAAG
+GTAAACGAATAGATGAGATATATTGATCTTGCTGAAATGTGTATTGCCGATATCAGCAGTGGAAAACTGG
+TAAAAAATAGTCGCATGCCATCGTTAAGAAATTTTCGACAACAGCATTCAATAAGCATGACCACGGCACT
+TAACTGTTATCAGTATCTTGAATCCTTAGGTTGGATCCTTGCTAGACCACAATCAGGGTATTTTGTTTGC
+GGGCAGCGAATGGCTAATGAAAAACCTGAACTCGTTGCTTTTAAAAGTATTATGACTGATCCAAAGCTCC
+CCGTTGTTAAGCCTTATTATCAGCATGGCAATTCATCTGCTTGCGCAATAGATAGCGCACACAATACTTC
+TGCCAATCATTCGGTATATCAACCCGCGAATAAAGACATAGTGGGGCCGCTGGGCGTTGCCCGTATTTCT
+ACAGATTTTATCCCGCTAGATAAGTTACAAAACAGTTTTCGTCGAGCCCTTAAAAGGCAAGGCAGTAATA
+TTAGTTTTTATCCCGATATTCAGGGAGAAAAAATACTGAGAGATACACTGAGTAGCCACTTTAAGAGTTA
+TGACTTTCATATCCCCAGTGATGAACTGTTAATCACCAATGGCTGTATGGATGCCATTCAAACGGCAATA
+GAAATATGCACTGACTTTGGCGATGCTGTCGCCATCAGTTCACCTTGTTTTAATGGAATATTAGACATGT
+TAGCCGCACTTGGGCGTAAAGTTGTTGAAATTCCGTCAACAGAGCAAGGCATTGATCTTGTCCAACTTGA
+ACAACATATGAAGAGTAATCAGATTAAAGCGGGCTTGTTTTGTACTTCACATATGAATCCTCAAGGTATT
+TCTATGACAGCATTACAGAAGCAGCACTTAGTTAACCTTGCGCAAACCTACAAGATTCCGATTATAGAAG
+ATGATGTTTACATTGAATTAGCGCACGGTAAAGTCATGCCCTTACCTGCCAAACATTGGGATAAACACGG
+CTATATTTTATGGTGTGGTTCAGTGTCAAAAACAATTGCGGCAGGCTATCGATTAGGCTGGTGCTGGCCG
+GGTCGTTTTACCGAGCAATATTTACAAAAGCGTAAGTATTGTAATCAAGGGGTTTCTTCTCCAGTACAAC
+TTGGCCTAGCTGATTTTATTAGTAATGGTGATTATGCAAAACACCTGAAAAAGTTGCGGGTAGCGATACA
+ACAACACACATTGAGTTATCAGCGTTACTTAACAAAAAACTTACCTGTTGCCAGTAAGATCAGCGATCCT
+TCCGGTGGTTTTGTTTTATGGATTCAAGTGCCCAATTTAAATGGCCGTAAACTTCTTGCACTAGCAACTG
+AGGGTAATATTGATATACGCATTGGTGAGCAATTTAGTACCCGTGATTTGTATCAAGATTACTTTAGAGT
+CAACACGGGTTTTATGATAACCGAGGGTAATGACAAAGACACTCGAGAAGAAGTAGATAGCCAAATTAAT
+AAGTTGATGAAATTAGTTAAAGTCGCTAGTTCAGAGAGGATTTAAGGTGATGGAATATAGCGACTCGCCC
+ACCCTGAAATTGTTTGAGCGACATATTCACTATCGATTGATTTTGATAAAAGGTGATCCGCTGTGTCTAG
+GCTAACGAAACTTTTAGGGTGTTTTGCAGCCTTGTAAATTTTCTCTGCATCTGAAATATCTACAGTTAAA
+TCTATCGGTGAATGTAATACCAATAAAGCTTTATTAAGATGCTGAATATGTTCTGTCGTTTGGTTACGTA
+AATCATCCAAAAATTGTTTCTTAATGGTAAATTCACGTGAGCCTAAACTAACTTTCGCCGAGCCACTTTG
+ATCTATTTTTTCGAGGTGTGCATCAAAGTTATGTATGACATGACTTGCTTCATACGGGGCACCAATTGTT
+ACTACACCTTTGACTTTAGGAAGTTGTGAAGCCATTGCTAAAACAGCCGCGCCGCCAAGACTGTGACCTA
+TTAAAAGTTGAGGTGCCTCATAATTCTGTTCAAGAAAATATGCAGCTGACACTAAATCTTCAGTATTAGA
+TGAGAAATTAGTATTAGCGAAATCACCGTCACTATTCCCTAAGCCAGTGAAGTCAAATCGAAACACAGCA
+AAACCATGTTGCACCAAAAATCGACTAATTCTTGATGCTGCAGCCACATCTTTACCACAGGTAAAGCAAT
+GAGCAAACAAAACATAGGCTCGTATTTTTTGCTCTGGCGTTTCTAACAAACCAGCTAGATATTGATCTTG
+GCTAGGAAACTCAACTTTCGTTCTCATTAATTAATTCCTCAGTTTACTATTAACCTTGCTTATACAAAGA
+CATATAAATTAACTACAAGAGCTGTTAATTTTTGGCATTAAAGAGCTGTATTTCAACTAGACGGTCTAGC
+GCTAAACGTCCGCCATTAAAAATAACAACCTGTGCTAATAATACTCCCCACAAGACATGTTCGGCATACG
+CTACAGGAGCAATCTCCTCCAAACTTATTACTGCAACAATATTAACAAAGAATAAACCCAAGGCTGAAAA
+ACGACTTGCTAACCCTGCCATCAATAACAACGGCAACACAATTTCTGCGGCGGTTCCTAAATAAGCGGCT
+AACTCAAACGGTAATACGGGTACTTGATACTCATATTCAAATAACAATAACGTACTTTCCCAGTCTCTTA
+ATTTAGTCAAGCCTGATGAGAAAAACGCCCAACCAACATAAAAACGTGCAGCTAATAATGCAACAGGCTC
+TAACAGGCTTATTTTTCCTGCGACATTACGGTAAAAGTGGCTAAGTGATAACAATAAATTTTTTAAGGTA
+TGCATAGTTATTTATCTTTAAAAGTAAAAATTAAGTGATGGTTAATGTTGCACTGACTAATAGTTTATTA
+TTCAGTGCCGCATTATTTAAAATGAGAATTAGGCAAGTTTATCTAACCATTGCATCATTTGTTGTGGTGG
+CAACCCACCAACACGCTGATCAATAATTTCATTATTTTTCACTAACATCAGCGTTGGTACACTGCGTATA
+CCATAATCTGCAGCAACATTTGCCATATTATCGATATCAATTTTAATCGTGTTAAATCGACCATTCATCA
+AGCCAGAAACGTCTTCAACTATGGGTGACATTGATTTACAAGGCCCACACCACGAAGCAGTAAAATATAA
+CAGTGAATATTGATGCTGAGATAATAGATCATCTATTGAGTCTGCTGATGTTAGTTGTTTCATAATAAAA
+CCTTATTTAAGTAGATATTAGTCGTAAACTTTTTCAATTTGCTCTTCGGTTAACCCTTTAATATCAACCC
+AATTAATTTGAGCTGTTTCGATGTAACCTGGAATGTCAGTTACCCATTTCTTTTGTACGTCTTTATTTAG
+GTTTAGGTATAATTTGTCGCCACGGATATGCCAAGCAGTAGGGTCAGTATCGAATTTTTTATTCATCGTT
+ACGCCAAAAGCACAGAAACCACCGTACTGTGGTGCATATTTACTTGGCTCAGATTGAAAAAGGTCACGAT
+TATCAGCCGTAGAAAACTGGTAAATAGCGCCGTTATAAGCTGCTGTAAATTTATCAGAACCTTTCGTTGG
+TTTACCTTTTGTAAAATAAGATACGGTGTCATAGCCTTTAATGGCTAAATCATTGCCATTTGCATTTACT
+TCAATGTTCGCTGCAAAACTTAAACTACTAACTAATAAGGCAGAAGTTGCGAAAGTGGATTTTATCAAGG
+TTGAAAGTTTCATTATTTACTCCAGTATTTAATTATTAATAAGGATGTTTTCCTTGGTTGATAATATAGG
+CCTTTCAATCACCCAAAAGGAATGACATAGTCCTAACTTTGAACCCGATCGTCCAGAATAGTCATAAAGA
+GAGATAAAATGGATCAACTTTCAGTCATCTTGCAACGCTTTTCGATGAATACAGAGGTTTTCTTTACCGG
+AAACTTATGTGGTATTAGTCATTTTAATAAAGAGCCAAATCGAGGACACTTGCATTTACTTCTCAGTGGG
+GAGTTAACGCTGATTGATGAAGAAGGTAAATCTCGATTGGTTAATGAACCGACCGTGTTATTTTTTCCAA
+CACCTCATGCTCATCGTATTATTGGTAATGAAGATAATCCCCCTGAACTGGTGTGCGCCAACATCATTTA
+TAACGAAAGTTCTTCTAATCCAATTGCTAATGCTCTGCCTTCGATGATGTCATTTAAACTTAGCGACGAC
+GAAAGATTGAAACAAACTGCAGACTGGTTATTCGAAGAAGCCTTTCACGAACGATCTGGACAGCTACCCA
+TGATTAATTCGTTAACCAATATATTTCTTATTCATGTGCTTCGTCATGTACTAGATAACAATATTATGCA
+GCATGGTTTACTCGCTGGTTTAGCTCATCCGCAGGTGTCTATTGTTTTACTCGCTATTCATAAAGCGCCA
+GAGCAACAGTGGGGATTAGAAGAAATGGCTGAACTTGCCATAATGTCACGATCAAAATTTGCGGATATAT
+TTAAACGTACCGTTGGTCAAAGCCCAGGAGATTATTTAATTGATTGGCGTATCATTGTGGCTAAAGGTTT
+ATTAAAGAAAGATAAGCCTGTGGCATTAGTTGCCAATGCCGTTGGTTATGAGAACGGATCAGCACTAGCA
+AGAGTATTTAGAAAAAAACTGGGGATCTCGCCTAAACAGTGGGTTGAACAAACGCGCTAACTTGATTTTT
+CTATATGAATGGATTTAACCTTCTCAACGTAGCCAAAGCCTTAATTTTACGTTTTCAATAAAAAACTAAT
+GACTACTGACACCATGCTGTCAGTAGCACAGTGGTATTGTTCTTTTATCGCAGTCAAAACGATTGCGAAC
+TTATACCAATTTGATTAAATTTCTTCCCAACTCAGAGCTTTGCTCTATGTTCAATAACAAGGAAAATTTG
+TTTCGGTTTAGTCATTCTAAATCAAATAAATTTAACGATGTTAGTGGGCATAGAGTAAGCTCCCAGAGGG
+CGAGTTTAAAAGGCTTACATGCGACGTTATTGATTTTGACAAGGGAATAACCATTCTCTTCAATCAATGC
+CTTGCCTCTAAGCCTTTTAATTCTCGCTGAGTGGGAAAGAACTTAATCAACTTGGTATCATTAATTAAAG
+GAATACAATATGTTAGAACATTCTCCATTGGTCTGGGCTGAAATATCTGTTACTGATATGAACCGAGCAG
+TTGCATTTTATCAAACGCATTTTGATTTAACGTTTAAACACGAAGTAATGAATGACATGGAAATGTCTAT
+TGCTGAAACGGCCAACATAGGCGACCCAAGTTTTGCCCTTTTGAAACACGATATGATGGTGCCAAGCCGA
+GATGGCAGCACAGTGTATTTACATCTTAGTTTGACGTTAAATGACAAAGTGAATGAGATTAAAGCAGCGG
+GTGTTGAAATTTTATTACCTCCAATGCCTATTAAAGAAGGCGAATGTGGCTACATTGCTATTTTTGTAGA
+TAGCGAAGGAAATAAAGTTGGGTTGTGGTCTCAAGGTCTGTGATGATAAAACTAACCTATTAAGGTTTCA
+TCAACATGTCTAACTCAACAACAAGATCACAAACTGAATGAAACTGGTATAACTAAAATACCCTCTTAAC
+AGTATATAAAAATAATACAGATACCCAAACCACTTGAAGATGCGTGTTTTAAGTCGCTTGGGTATAAGCC
+CCTTTCAATACTGGGTTTATGTATTATACCAATTGATGTAATGGAATAATAATGCGTCGTGCAGACAGAC
+TTTTTCAAATCATACAGTTGTTAAAGAATCGCCGTTTAACTACTGCGAGTTTATTAGCAGAAGTACTCGA
+GGTGTCTACAAGAACTATTTATCGAGATATTCAAGATCTCATTGCCAATGGTATTCCTGTAGAAGGTGAA
+GCAGGTGTAGGGTATTTATTACGTCGTGAAGTAGACGTACCACCCCTTATGTTTAATGAGTCAGAACTTG
+AAGCGATTCAAGTAGGCATAAGAATGGTAGAAGCTTGGGGAGGTAGCGAACTCGCGAGTTCAGCCAAACA
+AGCAATGATCAAAATATCTGCAGTTTTACCTGAAAGGCTGCAAACATTTAACTCATTAATGTTTGCACCT
+AAGTTTCATGCCAAATCAAATGAATTTCAACATCTAGACCTTTTACGTAAAGCGGCCACCGATAGACAAT
+ACCTTCAAATGGATTATGAAGACGCTAAACACGCGCAAACCAGTCGAGAAGTACGTCCACTCGCTATCCA
+CTTATGGAGAGGCTGTTGGACACTATTAACCTGGTGTGAACTTAGAAATGACTTTCGAAACTTTCGCATC
+GATAGGATAATATTGATTAACCTTACTCCACGATTTTTTCCTGTGGTAGACGGTGAAGAACTCGATGATT
+TCATCAAGGAAATGCAAAGAAAGTATGGATAATTACCGCCTCCCCTCTCTTTGAGCTGAAGCAAACAAGG
+ACTAAAATTGAATGCTTCGCTAACTTAGACCCAAACTACCTGAAGATGCTTGGCTATAAATGGACTTATT
+CTGGTTTAGAATATCCTGACCAGATATCGGCATTTACTGATGTTTTCTTTTTACGTTTTTTCTTACCAGT
+ACCTTCAGGCGCTGCCATTGGTTTCTCAACGGCTAAAATTGAATCACCGGTAATTTCAGCGGCTTCAAAA
+CCTTCAACTTGCTCACGTTTAAGCCTAAATTTGTTCTTCTTTTCGATCACGCTGAAGTGATGATAATCTT
+CATGGTCGATAAGCGATATGGCTAAACCTACTTCGCCAGCACGACCACTTCGACCAATACGGTGCATGTA
+GTCTGATGGACTTCTTGGTAAGTTAAAGTTGATGACCACCGGTAGTTTTTCGATGTCTAAACCACGGGCA
+GCAATATCCGTAGCAATTAACACTTCAATATCGCCAGCTTTAAAGCCATCAAGCACACGACTACGTTCGC
+TTTGACCTTTATCGCCATGAAACACGGCGGCGGTAATACCACGTTTAGCTAATTTTTCAGCTAAGTGTTC
+ACAATGGTGTTTGGCATTAACGAAAATAAGCGCTTGTCGCCATTGCTCTTGCTGAATCAAATGCGCTAAT
+ACCGCTGTTTTTTCACCCTTATTCACGGTAAAAACACGTTGAACTAACGTGCTGGCATCCGCACTTTGTA
+ATTGTATTTCAATCGGGTTGTTAAGCAGTTCTTGCGTTAACGTTGTTACTTGTTCAGGAAAAGTCGCTGA
+AAATAATAAGGTTTGTTTTTTCTTCGGCGTTAATGCCAACAACGCTGTTAGTTCTTCAGTAAAACCTAGG
+CTTAACATGCGGTCGGCTTCATCAAGTACTAAGGTTTTAACCTTATCGAGCTTGATGGCATTACTTGAAA
+TTAAATCAAGTAATCGACCCGGCGTTGCCACCAAAATATCGACGCCACCGCGTAATGCGAGCATTTGAAT
+ATTGACTGATACGCCACCAAAAACAGCAAGGGTTTTAATTTCGCCATTAAAATGCACTGCATAAGATTTA
+ATACTGTCTGCAACTTGCTTGGCGAGTTCACGAGTAGGTACTAAAACTAGTCCAGTAACAAAGTTACCTT
+TACTGTTTTTGCTGCCCGATGAAATGTCTTCGCGTAATTTCTGCAACATAGGCAGTGCAAAGGTGGCTGT
+TTTACCTGAGCCGGTATTTGCCCCTGCAATTAAGTCACGTCCCGCGAATACACTTGGGATAGCTCGCGCT
+TGAATAGGCGTTGGCTGATGATATTCCAGCTCAGCTAATCGCGCTAATAAGGGGGTAATAAGGCCAAGTT
+CTGTAAAGGTGGCAGGCGTTGTAACAGTTGTCATTAAAATAAAGGGCTCAAAGCTAAAGTAATTGCCCCT
+ATTTTAGCGTATTTATGGTCTGTTAAGTTAGTGAAATTGATCAAACATTGGAAGATTGATTCTTAGTGCA
+CGAATAACAACAAACGCTTTAGTTATTTACTCTCGTTATATGACTGTAAAGCATACCATTATTGTTGATG
+TATTAAACCGGTATCATCGTTTTCAAAACCATGACATATGTAGCCACTCATCTTACGTTTTTTCTTAGCT
+ATTTGATGAAAGTGCTCATAACCCACTGAAAAGGCAAACGGATTGGCGTTGTAATCTGCATAAGATTGAT
+CACTACCATTGTTAGCTTCTCTGATACCTGCAGCAAAAGAGCTTAAAAAGTCATCTCGGTTGTTGAGCAA
+TATTGTTGTCTCGCCATTCCCGCCTTCAACCAATTCTAACGCGCCTAAGTCAATATACTTATCAACAACT
+ACATTATTGAAAAAGCCACTGTATTGCTCAGTTTCAACATCATAGGAAACGGGAGAATCATCTGAAGCTT
+CCATTAATGAGACAAATAGCTCTCTTACTTTTTTTGAAATCACTCTCTGTATTCCTTGCTTAGCCCATAC
+TCTTTACTGATTTTACTGTTTATTTAGTAAATTAACTAGGTTGTCCCTGGTTAATTTACTTAAATAACAA
+GGGACCTATTCTGAAGCAAAAAAGAGCTGTGACTGGCGTAGCAGGTCATTTCATCTACGAGGTTAATCAA
+AGATGTTCAAAGTAAAGTGAAAATCATTGAACATCTTTGATTGAAATACAGTTACCGTACTTATGAATAA
+GCAGTCTATATGGTACTATCGAAGTTACATAATGAGTGGCCCGCTATTAGCAATTAACCCTGAAGGTTCT
+ATTGCTGTAATTGATATTTATCATTTTATTGATATTTTTCATCTTATTAATAAAAGATAACGACCCAACT
+TTCCAACTTACCGATCGATTTGAATTCTTAATAATTAAATACTATGGCCAAAAACACGTTTACTCCTGAA
+TTACTTGAAAAACACTTTACCAAAAATGAATGGAAAAAAGGCGCGAGAATTTTTCAGGCAAATGGCGTTA
+AAACCTGCGCCCTTGACGGTGAAGTAATACGCGGTGTAGTTTTTAGTGAGCGCTCGCGCGAATCAAGTTA
+TTTAACGCGTTTAGTCTTTGATGGTAAGTTTGGTGATATTGCCAGTTATTGTGATTGTTATGTCGGTCGC
+GATTGTAAACATGGTTCAGCGTTAGCGCAGTGTTATATTCACGAACATTTTGACCGAAACAGCATCGCTA
+CCTCAGAAACAATAATAGATAAATGGCTTAACCGTTTTCAAGCTCAGCCAACTAGATACCAGCCCAATAC
+CCAGCAAAAATCATTATTATACTTTTTAAAGCCCAACCCATATAACGAAGACGACTTTTTAACTTTAGGT
+ATTAAGTCAGCTCGACCAAAAAATAGTGGCGGTTGGAATAGTTCTATTGGCAGTGAATATTCTGCCAGTT
+CGTTGATTAATAGTGCCTATGCGAATGACGAGGATGTTGCTGTACTTACCGAGCTTATGCGTACTAACCA
+GTATGGCGATACCATTAAGTATTTTGATTTATTTGAACGCATTATAAAAACTAATCGTAGCTTTTGGCAT
+ACAACGTACGACTTAAGCGAGCCGGTGACGTTAAGTGAGCCACTAGAAGCAGAATGGCAGTGGTTAGCGT
+TGGGCAACAGTTTACATACGTTAAAGCTTGTTTTAATGCAGCCATCAGAAAGTATTCGTATTATCAAAGC
+ACAGCCACTGTGTTTTTATGACGAAGAAAAAAATTGCTTTGGAAAAATTAATACTAATACTCAATGTGAT
+TTTGAAGCAGGTTTACTTAATTCCCCTATTTTTGAAGAAGATAAATTACCCTGGATAATGAGTAAATTAT
+CTATGTCCTTAGGTGATGCAGTGAAGCGTTTGCCTAAACCTAAAACAAAATACTCACAAGAGTTAACACA
+ACCTGATGTGTACTTGCACTTTACTACGCCAGTAGCCTCTAATCGACAAACGGGTTATGTGCAGGTTAAT
+TTTTCCTATCAAGGTAATTTAGTTAATCCCCATGATGAAAACGTTACGATTACGCCATCAAACGTAACTA
+AGCTTAGTATTGATAGTGATGCCCAGAGTGATGCCGATAGTAATATTGAGAGTGGTGCTTATAGTAATAT
+TGAGGATGAAGTTGAGCGTGAAAATGTAAGTCCACGCGAGATAAAAATTTATCGTGACTTAGCCTTTGAG
+CAAACGGTTATTGATAAATTGACCACGCTGAAATTTAACCCTCAACCTAAACCTAAACGTTACACTTATA
+CTAGTCAGGACGATTTGAACAAAAGTAAAACTCCTGAATTTGCCATGCTGATGCAAGGCAGTGTCTTGTG
+GCAACGCTTTTTACATCAAGAATTATCACCACTTGAAGATCTAGGCTGGCATATTACTTTTGCTGATGAT
+TTTTATTATAAAGCGCTTTCTACTGATAGCGTATTTGATGCCGAAGTGATGGAAACCGATGATCATGACT
+TTTTCTCATTAGGGTTAAACTTAACCATTGATGGTAAAAAAATGCCTGCGTTTCCTATTTTGCTTAGCGC
+TATTGAGCAGCTACCGAGATCAGCATTACTTGACCGCGAAAAAGAAGACCTTATTTCTCCTGACTCCCCT
+ATTTATGTAGATTTAGACAATGGTGGTTTTGTTGCCCTACGTTATCAAAGCGTGCAGCCAATATTAAAAC
+AGTTCATTGAACTATTTATGCCTAATGCCTTAAGCCATGATGGCACTATAGAGCTATCGCGTTTTCAAGG
+GCATCAAACGTTATCGATGTTAGATGACCAAGGCATGATAGCAAAAGGCACAAGTAAGCTAAGAGCGCTG
+GCTGATAAACTAAAAGACTTTCAACAAGTAACTACGATTCCTGTACCCGAAGGTTTAAACGCGACGTTAA
+GAACTTATCAGCACCAAGGACTAAACTGGTTACAGTTTTTACGCGAATACCAATTAAACGGTATTTTGGC
+TGATGACATGGGTTTGGGTAAAACCATTCAAACCTTGGCGCACTTATTAATTGAAAAACAGCAAGGTCGA
+CTGACTAAACCGATATTAATCGTTGCGCCTACCAGTGTTATTTTTAACTGGGCTAATGAAATAGATAAAT
+TTACCCCTCAACTTTCTTATCAAGTATTACACGGTAACAAACGTCATGAGCAATTTGGCTGTCTTGAGGG
+CGTCGAAAATGGTGAAAATCAGGTTGATATAATCATCACCAGTTATGCGTTGATTACTAAAGATTTAGCA
+CATTACACTGACCGAAAATTTTATTACCTTGTGCTTGATGAAGCCCATTATATAAAAAATACCAAAACTA
+AATTATACCAAGCGTTTCTGACACTAAAAGCGCAGCATAAATTGTGCTTAACGGGTACGCCGATGGAAAA
+TCATTTAGGCGAATTCTGGGCACAATTTAATTTTTTACTGCCTGGTTTTTTAGGCGGACAAAGACAATTT
+ACTAAACTCTTTAGAACACCTATAGAAAAACATGGTGAGCTAGAGCGTAAGCAGTTATTAAATCAGCGTA
+TTAAGCCGTTTATTTTACGTAGAACCAAAGACAAAATAGCCACTGAATTACCACCAAAAACTGAAATAAT
+TCAAACCTTGCGTATTGAAGGGAAACAAGCTGAGTTGTATGAATCGGTGCGCTTAGCGATGGATAGTCGC
+TTAAAAGATATTATTGCTGATAAAGGTTTAAAACGCAGTCAGATAGAAGTATTGGATGCGTTATTAAAAC
+TAAGACAGGTATGTAATCATCCTAAGTTATTGAAACTTGAAGGCGCTAAAAAAGTAAATCAATCCGCTAA
+GCTTGATTATTTAATGGAAACACTGCCAGAGCAAATAGATGAAGGCCGTAAAATATTAATCTTTTCACAG
+TTCACCAGCATGCTCTCTTTAATAGAGGATGAGTTGATCGATGCAGGTATTGGTTATGTTAAATTAACGG
+GCTCAACCACTAAAAGACAAGAGGTAGTTGATAAGTTTCAACGCGGTGAAGTGCCGGTATTTTTAATTAG
+CTTACGCGCTGGTGGTGTAGGTTTGAACTTAACAGCAGCCGATACGGTTATTCATTTTGATCCTTGGTGG
+AACCCAGCAGTAGAAAACCAAGCCACTGATAGAGCTTATCGAATTGGACAAAACAAACCTGTGTTTGTTT
+ACAAATTGATTATTGAAAACTCTATAGAAGAAAAGATTCAAAAAATTCAGCAAAACAAAGCCGAACTCGC
+CAAAGCCTTGCTATCTGAAGAAGTCAGTGATAATAAGCTGAGTTTAACTGACGATATCTTGGACTCGCTA
+CTTACACCACTGAGCTAGAGACGAGCTAGAACTAAGTGAGTAGAAACATAAAGACCGATACAATTAGTAT
+CGGTCTTTATCGATAACTTATACGTCACTGCTGAAGAAATTCTTGTTTTATTAATATGCCATCATCTAGC
+CATCTTAGTAGATAATTTAAGGCCACTTGGCTAGCTTGCTCTTCACTCACTTCTTCGAGTAAAAAGTCAC
+ATAAAGCGGTAAAACTCGCACCATTTAAAATCATAGTGATCAGGTTATATTCTTGCTGTGGCAAGGAACG
+AAATTGCGTTAGGCGATCATTATTTCGCCAAAGCAACCAATCACTATGCTGCGTTTTTGCTGGCTCAGGT
+GATTGCTCCTGTTTTAGCGCTTGCCAAGTTTCCACACTATTGTAATGAAAGTGCGCCAGTTGAACACTTG
+GGTGAAAACGAAAAACTAAATCAGGCCAATGTTCAGGCGGCGTATTTGCGAGTAAGTCACGGGTAAATCG
+CTTTGCGTCAGCCGCGTCAAATGCCACCATAAGTAAGCGTTCAAAATGGGCTAATTCGCTAATAATAGGA
+TGATCTTTAAATGGCACGTTATTGGCTAAAAACAATGGTAATTTATCAGCGTAATATCTAAGCGAGGTAT
+TATCAGACGGGTAAGCATTAATATAACCTAAGACCATTTGATCAAATAAATCATCACCAAGGAAAAAACC
+TAACATTTCATGGTCGTTTTCAATGGTTTCTTTCAGTCTTGCTTGGTAAGCGTTCTTGTATATATGAAGA
+CGAACATCACGGGTAATACTGCCGTGGTCCTTAATCTGCTCCATAATATTAGTCGTGACCTTGGGGTCGT
+CATCGACTAAATAATCAATTAATTTTTGCTGTAATGATGCTAACGGTAATTTATCCACTTACGTTACTAC
+CTCCCGTTGCTTCACTCGCTCCAATTGACCTAAAGTATCGTAAGCAATGTTCCGTGCGGTTTCAACTTCA
+GCTAATAGCTCAGCCAGCGGCGGAATATTATCATCGCGTTCAATCATAGTGCTTACCCAACCAAACCTTT
+GTAATGCTTGTTTATATAGAGCCCAAACAGGATCAGCAACTGGGTGGTCATGGGTATCAATAACGTAATT
+TCCGTAATCAGTATGACCCGCTAAATGAAATTGCTTGACCTTGTCTTTGTCGATACCTTCAAGATAATCT
+TGTGGGTCAAATTCATGATTTCGTGCGCTGACATATATATTATTTATATCTAACAAAATGTTACAGCCTG
+AGCGACGAGCAACATTATTGAAAAAGTCCCATTCACTCATTTCAGATTCTTTATAAGTAATGTAGCTAGA
+TAGGTTTTCTAAAAGGATAGGACGGCCTAAAAAATTTTGAACTTGGTCAACACGATCGCAAACATGATTT
+AATGCTTCGTCGTTATACGGTAAAGGCAATAGGTCATGACTGTTCGTTTGATTAACGCCTGTCCAACAAA
+GATGGTCTGAAATCCATTGTGGCTGTAGTTCGTTTACCAGGACTTTTAACTGCCGTAAATACTGCATATT
+TAACGGATCAGTTGAACCAATAGACAACGAGACACCGTGCATCACCATAGGATAAAGCTCACGGATTGCG
+TGTAAATAGTGTTTGGGTTTACCACCGTCTACCATAAAATTTTCAGAGACAACTTCAAACCAATCAATAT
+TGGGTTTAGTTGCTAGCACATCTTGAAAATGATCTGTTCTTAGTCCTAAACCAAAGCCGAGGAAATCATC
+AGGTGGAGCGATACCGTCAACAGCGCTAGAGAGTGAATACTCTCTAGCGCTAGCTTGATTTGTTATCAAG
+TTATGAACCAACAGTGCCACCTACATCATCACAAGTTTGTGCTGGTAACGCGACAAAACCATGGCCTTTA
+CATGCGGCTTGACCTTTACACGCATTTTCAGCAGTTTTACAGTCGTTATGACCATTACATTTATTGACGC
+CGTAACAATGAGTCAACTCAGCAGTATCAACTACGCCACGCCAATCGTCTTGTACATTACCGCCAATGTC
+GTCACAGGTTTTAGTCGACATAGCAACAAAACCATGGCCTTTACAAACCGCTTGTCCCTTACAGGCATTT
+TCAGCCGTTTTACAGTCGTTATGACCATTACATTTATTCACGCCGTAACAATGCGCCATTTCAACCGTAT
+TGGTTGCGCTAGTTTTAGCTGTTTTAGTACTTGAGTCGCCTGCAACTGCAGTACATCCCATTAAACCAGC
+AACGGCTAGTGCTACCGCGGTACCTTGAAGTTTTGTTTTAGTGCTCTGATTCATTGTATTCTCCCATTAG
+TTTTTAGTTATAGATCAGGCCACATTTTGCTTTAAGCTAAGTTACATATGAATCATGTTCAGTTTAAATA
+AAAATATTGCCTACAGCACCTTTAATCTTAGTTCAAGATCATCATTTTCTTAAAATAATTATGACCAATT
+ATAAAAGTAACCACCTAATTTGACCTGTTAATGTCTTTATAACTTTCAATTTTTATCTGAATAATTATTT
+TATATTTTTTGAAATTTTAATGAGATTGTCCCGTTCGACCGGTAAAATAAATTGATTGAAAAAGGTGTTT
+GATGACCTTATAAACGAGGACATTTTAATATCGTGAAGTGAGTATTAGGAAATATTCACAGAGCTAACAA
+ATGAGGGAAACTATAACTTAATGCACTGATTGATAATAACTTATCTAATAAAAACAAAACTAGAGTCATT
+ATGAAAATCCATTATATTCAAGATCAATGTAGTTAACTCAAGATCTTAACGTAAATGTTATGTTCGAGGT
+CACTATCAAAGTTCCATTACTTTTTAGGAACTGGCCCTCCGATTAAACATTACGGGGATAACGTCCATAA
+GCTAGGTACTTAGATACGTTAAATGTTGAGTTTTTTAACTAACAGTGGAGTTGTTGTTGCTTGAACAATG
+AGAGTGAAAAGTACAATGCCAAAGCCAATAGATTGAATAGTCCACCAATAGGGTAACTCGGTTGGCAATG
+ACAAAACTAATGCAATGGTGACCGCTCCGCGTAATCCCCCCCAGATCATGATGGGTGGATATTTACGGTT
+AATAGGCTGTCCCACAATGACCTGATTTAACCATACTGAACAATAGACTGCGATGACTCGCGCAATAAAA
+GCCCCCACTATTGCTAATATTATGGCTAGCCACATTTGAGTAAACATATTAAGACTGACCACTAATCCCA
+ACAAGACAAAAACAAAAATATTGGCAATGAAACCAAGTGACTCCCATATATTGTGCAAACCGGTGTGAAC
+ATCCTTTAGCTGATCCTGTGCTGATTTTTTAAAAAGTAATGCAGCAAACATAACTGCCACAATACCTGAG
+ACATGAAATAAGTGCTCCGCGATGTAAAAGGTCCCATAAGCTAGAAACAGTGTAATAACCACCATATGTG
+GCACAGATGTATCAATTATTTTAACTAACAGTGCTGCAATATATCCAAATACACTACCCACAATAATGCC
+GCCAAAAAATACTTTGCTAAACGTGATAATGGCAGACGTCAAGTCTGGCTCACTTTGACCTAAAGCAATG
+CTGAGAATAATACTAAATAAAACAATCGCCGTTGCATCATTAAATAAGCTCTCCCCTTCAATTAACACGT
+TTAAATCATCAGGCGCTTTCAACGCTTTCAATTGACCAACCACAGCAACCGGGTCCGTTGCTGATATAAC
+AACACCCGTTAATAATGCCGCGATGAAAGGAAAACCTGAATGAGCGATACCAAAATAAAGGAAAACAGCG
+ATAACAAGCGTAGAAATGATCAAACCAAGCGTCGCAAGCGTTAGTACGTTGGGTAAATATTTGAATAAGA
+GTTTACTGTTCAAAGCAAAAGCCGCTTCAAATATTAATACTGGCAGCAATATAAATAACATCAAATCCTG
+AAAATTACTCGCTCTCACGCCGGTATCTATGCCAAATGCTACCGTGAACAAGGACAGAAAAAACCCGAGT
+ACAACTAATAATAAGGTGTAGGGTATGCGTATAAAACGAGCGAGAATAATGGCAAACACGCCAACAGCTA
+AAATAAGCAAGGTAATAGAAACAATCATATGAATATTCATAGCTTATTATCCCCTTCTTGATTATTACCA
+AGTGGTTCGATTCTTTATGAGGTATAGCTAAGCTTAGTCGATATAGGAAAATACATCGATTGAGGAGTAG
+GTGTTGAGTGTTTTTTGAATTTTTTTAAGTATAAAAAAAGCTTCAATAGTATTGAAGCTTGGGGAGTCAG
+TGTTTTAATCGATATATAACTAGGCGTTCATATCACTACTTAATTAAGACAAGTATTTCTTTAAATACAG
+GGGTTCGACAGTCTTTAACCAGTTCAAATAAACACATTTCCAATCCCGTTAACTCAACGCCATTGTTAAC
+AAGTTTGTTTATGGCTAAATTTTTATTATCGAGCTCACGAGAAGAAACACAGTCTGAAACGATTTGTACT
+TCATATCCCATACGTTTTAAACTGATCGCGGTTTGATACACACAAATATGTGCTTCAATACCACAAACAA
+TCCATGTATCAACGTTAGTGGCTTTAACTGCTTCAATAAATTGAGCGTTTTCACAACCATCAAAGGTATA
+TTTTATAATGGGCTCTTGATGACCAGTAGGAGAACTAAGTAGCGAACTCAATTCATCAACTGTTGGGCCA
+ATTTTTTCTGGGTTTTGTTCAAGCCATAAAATCGGTAAATCAAGGGCTTGGACCCCTTTGATGAGCTTTT
+CACAATTTGACACAAGCGCATCACTATCATGAACTAAACGCGTTAATTTCCCTTGTATGTCGACAACAAT
+CAGACCGGTACTTTCTTTTTTTAACATAATTAGCTCCTTGGGTTATCACTTATAATGTCCCTTTAGACGG
+ACAAATACTCGTTATTATTTGTAAAGATACATAAATAAAACGAATATATGTTTGCTTTCATGACCTTATT
+GGCAACCTTTATTTCCTTGCAGAAAAACTCTAAGTTGCCCGTGTTCCCTATTTCTTAGGTGCCATAGTAT
+CTGGCATCAATACTGCGATAACTTGTCCTTTTGAGCAAATAACACCAGCAGCCGATAAGGTTATATCAAC
+GACAATTTTACGGTCTTTAACTTGACTAAAACGACCAATTAATTCCAACTCAACGCCCTGTGGTGTTGGT
+GCTAAGAAACTAACATTCAACGCACCAGTGACAAATCGTAATGTAGGTGAACTACCCATTTCACGATTTT
+GTGCAAGGTAAGCCATAGCTGAGGCACTGCCAGTACCATGACAATCAATCAATGAGGCTGTCATGCCACC
+ATAAACAAAACCAGGAATAGCGGTGAAAATATCAGACGGAGTAAAACGAGCAATAGTTACGCTAGCTAAC
+AAATCATTCTTATCAATATGCTGCCAGTAACTTTTTAATTGGTGACCGTCTTGGTTGTTTTTACCACAAC
+CATAACAATGGCTTAATTCTTCAGGGTAACAATCTTGGAAAGCTTGTTCGTTCATAAAAATCCTTATTTA
+ATTTGATAAGAGCATAGGCAAATAAGTGATAAAAATTTGCCTATGTTGCTGGCTTTACGATTATTTCACT
+TTTGATAAAGTGAGAGATAAAGCCGTTGCTAAAAAGATTAGTAACGCAAACTTAGCCAATAGGTCGTAAG
+TCATCAATGACTTTGCCATCATCTGCTAAAGTGCCTACCGCAACCAACTCAACCGCACCGTTAAGTTTGG
+TTGTTTTTTTCAAGCTGCTGCTAATATTCTCAATTGCACCGGCAATATCAGCCTCAGAATAGCCGCTACT
+ATCTAATTCACATTGTAAGTTCATTTGGTCATTATAATTAACCTGAGTTACTGACAAACGCATTTTAGCG
+ATGTGAGGATAGGCTTGTCGTACTTGCTCTATTTGCTCTGCATGCACGAACATACCTTTAATTTTAGTCG
+TTTGGTCTGCGCGACCCAACCAACCTTTAATACACATATTAGTCCGACCACAAGCACTTTCACTTGATTT
+CACTGCAGACAAATCTCCAGTAGCGAAACGAATAAGTGGATAATCTACATTAAAGCTGGTGACAACAACT
+TCACCTATTTCGCCATCCGCAACAGGCTCTAAAGTACCTGGACGGACAATTTCTACCAATAAATCTTCAG
+CAATAATAAAACCATCATCACTTTTAGATTCAAAACCAATGAGGCCAACATCTGCACTAGCATAGGCTTG
+TAAGGTGTTAATACCAGCAGCATCAAATTCAGCTCTAAGTCCTTTAGGAAGCGCTTCGCCTGTAACTAAC
+GCTTTAGTAACACTTGAAATATCTCGATTTTCAGCTTTAGCTTTATCGAGTAAAATCTTCAGGAATGATG
+GTGTACCGCTATAACCTTGAGGTTTTAAATGCTCAATGATGTCGAGCTGCTGCTCAGTTTGCCCAGGCCC
+TGCTGGAATAACCACACAACCACAAGCTCTAGCGCCTGAATCAAGAATAAATCCGCCGGGTGTTAAGTGA
+TAAGACAAACAATTTTGCACTATATCACCAGCTCTAAATCCAGCAGCATAAAATGCTTGGCCTAAACGCC
+ACCAATCATCACTGGTATTTTCAGGATCATAAATAGGTCCTGGTGATTGAAAAATTCTGCCTATGTTAGC
+CTTGTTAGCATTTAAACCACCCAGTGGTGAATTTTTTGCTTGTAGCTTCATTAAGTCTGATTTACGCGTA
+ATGGGAAGTTGCGCAAGCAATTCTCGGCTAGTAATTTTATCAGCATCTATATGCTGTAAAATTTGCCCAT
+AATGCTGACATTCTTGCTTCGCATAGGTGATAAAAGAAGGTAAACGCTCTAATAGAGACTGCTCACGTAA
+CTCAGGGTTTTGACATTCTCTTTCGTAAAAATATTGTTTCATGGTAACTCGATTATTTAGAAATATGATA
+ATTTATAAATATGAAAACGTTAATTTTTCATGTACTTTTTTATATCGTTTTGCTTTTACTACTTCACGTA
+CTTTCAGAAAGAAGTCAGTTCATTCGAGTTTTAGGAGACAGCGCGGAGCTTACGATAGTAAGTGAGCACT
+TTCGACAACAAAATCAAGTGAAATGGAAATAGTCTGGAATGTACGTGGCTTATAACCAACGCTTACGTCT
+TTTATAAGATTTTAAGTTTTTAAAGCTTTTACGTTCTTCGTTGCCGCCACCTAAATAGAATTCTTTAACA
+TCTTCATTGCTAAGTAATTGCTCTTGAGTACCATCAAGTACAATTTTACCTGACTCCATAATGTACCCGT
+AATCAGCAGCCCTTATTGCATAGTTAGCATTCTGCTCAACTAACAACATGGTAATACCCTGATCTTTATT
+AATTTTTTTAATAATACCAAATACTTCTTTAACCAGTAATGGTGATAAACCCATGGATGGCTCATCTAAA
+CAAATCATTTTAGGACGAGCCATTAATGCTCTACCTATGGCTAACATTTGTTGCTCACCACCTGATAAAT
+AACCGGCTAGACCTGTACGTTCTTTTAAACGTGGGAAATAATTAAACACCATTTCAAGATCTTGATTTAT
+TTGTGAATCATTACGTGTATAAGCACCTAATTTTAGGTTTTCAATCGAGGTCATATCTTCGATAATACGA
+CGACCTTCCATCACCTGGATCAGACCACTACGTACAACATCTTCACCATTTTTCTTATCTATGCGCTCGC
+CCATAAAGGTAATATCACCTTTAGTCACTTCACCATATTCTGATTTAAGTAGGCCTGAAATTGCTTTTAA
+TGTTGTTGATTTACCTGCGCCATTAGGACCAAGTAACGTTACAACGTCTCCTTCTGGGACATCTAATGTT
+ACCCCTCGAAGTACTTGAATAACTTCGTCATAAACCACTTCAATGTTATTAACCGATAACATTGGTGTAG
+CTGTTTGAATTTTTGCTGCCGCCTGTGACATACATCTATACTCCGTTAAAACTATAACTACCCAACTTAT
+GCAAGCTGAATAGTTATCAGGTAATTAAAAATATACTTGCCTAATTTTTATTGTCTCAATAATAAATTAG
+GTTTTGATCCTCTAAATAATTGGTGCAGTAGTGAAGCCGTCGAGTTGCGAGCCACATGAACTTAGTACAC
+TAAGTGATTGTGGCGAGCAATGACGACAATAAAGCTACGGTGCCAAGTATGACGAGGATTAGTAACCTAA
+CCAATCATCACGACGTTCCAAGGTAACTTGTGATACTTTTTCAACTTTAACACCACCGTTTTCGTAGTTA
+CCTTTATAGATATTTACTTGGTTAATACCACGATGATCTTCATTACTCCAATTAGCAGCTAAACATACGC
+CTTCTAGACCTTTAGGTACCCAGTTTTTGTTAACGTACATGCCTTTTTTAACATTTTCGCCAGTGATGCC
+ACCGTTCTTTTTAGCCCATTCCATCGCTTCTTTCATGAAGTATGTTGAACATACGCCACGCATGTAGTGA
+TGAACGCGCTGTTCTTCGCCTGATTTATCTGACATTTTGGAAATTTCATGTACCAATTTCATACCTGGTA
+CATCGTCACCCCAAAATGGTGTCATCGTTGGGAAGATGTAATCTTTGATACCTGAACCTGCAGCATTGAA
+CATATTTGCATCGCCACCCCAGATACTTGACATAAATTGAATATCTACACCGACTGTGTCACAAGATTTA
+ATTAACGACAGTACTGAACCACCTATGTTCGCAACATAACCGTAATTTGAACCAGAGCTTTTAATGCTTA
+AACATTGCGCTTTAAAATCACCTGGTTTCATAGAAACAACTACTGGTTGTAAAACATCAAAGCCAAGCTC
+TTCTGCATATTCTGCACAAGCCGCTTTAGGCGCATTTGGGAATGGATGGTTTGCACCAATATGAGTAAAT
+TTTGGCTTTCCTTTACTGCCTTTGCTTTTCCAATCATCCGATGCCCATTGCACTAAACCACGACAAGCAT
+CTGAGTAAGATGCGCCATAAAAGAAGTTATAAGGTGCAGGTTTTTTCGTATGAGGGTTTTTACCTGTAGG
+GTCTGTTAAATGCCCAGAATAAGACGCTGAGAAAACCGGTGTTTTATCACGAGCAACAAACGAGATTAAT
+GCTTCAGTATCCGCTGTACCCCAACCTTGCATAGCAACCATGCCTTCGCGTGATTTCCATTTTTTATAAG
+CAGCAATGGCTTGTGGAACTTTATAACCATAATCAATGGTTTCAGATCTAAGTTTAGTACCGTCAATACC
+ACCATGGGCATTTATATAAGCAAGTGAATCACGCACACCATTGGCATAATTTTTACCAACAAAAGCAGTA
+GGGCCTGACATGTCGGCTAAATGGCCAACAAAAACAGAATCTTCTGCTTGAACTTGGCTAGTAAAACTTA
+AAGCAATACAAGTAGTAATTGAACTTAGTAATAATTTTTTGTTTTTAATGCTATTCATTTGAACGTTCCT
+CAACTTTTTATTTAGTACTTCTTTATATAAGTAACCTGTTTATATAAATAGGTAAGCAGTATTATTTTTA
+TGTTTATATTTACGCTTATTTTCTCGCAGTTACCTTTTTAATATCCCTATTTCATACCAATCAAACTAAC
+GAAGTGATTTTTTTCAATGGTCTAAATGTCCAAAAACATCGTTGCTTTCAATCTCAATAGCCAGCTATTA
+CTCAATCAAACGCCTTGTTCTTAAAAATTTACTCTCATTAAAATTTGACCTCTTAATTAATTCAATCGGT
+ATAACTGCAATTTATTCACCATTCATTTATCAAGTGTTTTAATAAAATCACTTAGTAAGCAAATGGATAG
+AATTTCCAATAGTTTTTAATTTGTGTCCAACGATGCGCTATTCCTTCTGGCTCAAAAATTAAGAAGCCGA
+TAATAACTAAGCCAATAGCCATTTCTTTGATGTAAGCTAAACCGTCAACTACCATAGGGATATTGCCCCA
+ATCAGTCATTTTCATTACGCCAACACCGCTTTCTAATACTTCAGGTAAGAACACCATGAAGATGACCCCC
+ATCAAAGTACCTTTTATCGAACCTAAGCCACCGATAATGATCATGGCTAAGAACTGAATTGACATCATGA
+TGGTAAAACCTTCCGCCGATACATAACCTAAGTAATGGGCATATAACGCACCACCGATACCGGCATAAAA
+AGAAGAGATACCAAATGAAAGTAAGCGATATTTATTTAACTTTACGCCCATGATTTCAGCAGATAAGTAA
+TGGTCACGTACAGCAACAAAAGCACGTCCATCACGGCTACGCATTAAGTTACAACCCCAGATAAACATAA
+AGACTAGAGAAAATAGCGCTATATAGTAAAAGCTTTGGTCGGTATCAAAAGCAAAACCGAATAAGCTTAC
+TGGTTCGGCCATTGAACCCGATGCACCACCAGAAAACCAATCTGCACGAGCGAAGAAATCTTCAATAATA
+AATTGCGATGCAAGTGTTGCTATCGCTAAATATAAACCTTTAATTCGAGCAGCTGGCGCACCAAACATCA
+TGCCAACGCCCATGGTTAAGAAACCCGCTAAAGGAATACATAAAAACACTGGAATATGTAAGCTGGTGTT
+TAACCAGGCCGAGGCAAACGCACCAAAACCAAAGAAAGCACCATGCCCTAACGATATTTGTCCGGTGTAG
+CCAACTAAAATATTCAAACCTAATGCAGCAATGCCTAAGTAGGATATTTGAATTAATAAGGTAATAAAGT
+AACCATCAACAACTAACGGTGCAAAGCACAACGCTATAATGGTAAAGATGGTCACCCAACGGATGGTTTT
+TGTTTCAAAAATTGTATTATCTTGTTTATAGCTAGTACGAAAATCTCCGCACGGGCGCATACTTAAACTA
+GACATAAATCACTCCTAAATAATTGTTCGTTTTATTGATATTGTTAATTAAATTGCGCTAGGCCTAGATA
+GGCCCAGCTAAAATTATGCTATATACGTTCAATGTCTTTGGTGCCAAATAAACCGTAAGGTTTGAACCAA
+AGAATAATTAACAACACATAAAATGGTGCGATATCGTACATATTACCAATGTGTAAATATTGACTATCAA
+AAAACTCAGCGACGTTTTCTAGTACACCGATAATGAGACCACCAACAATGGCGCCAATAATTGAGTCTAA
+CCCGCCTAAAATAACGGCTGGGAATACTTTGATACCCATAATAGAAAGTGAATCTGAAACACCATTAACC
+ATACCTAGCACTATCCCTGCCGTAGCAGAAACGGTTGCTGCAATACCCCAACTCATCGCAAAAACATGCT
+TTACAGACACACCTAGACTTTGCGAGGCTTGTTGATCAAAAGCAGTCGCTCTCATTGCTAAGCCATGCTT
+AGAGTGTTTAAAGAATAAATAGAACGCGACCATGATAATTAACGCGATTACCGTGCTCATTAAGTACGCC
+ATTTCCACATTTAATCCCAAGATGTTAATACTTTGCGTATCAAATACTTGCGGGTAACTTTGTGGGGAGA
+CTCCAAATATCCATTTCATTAACGATTGGAAGAAAATAGACAGACCGATAGTGACCATGATCACCGAGAT
+GATCGGCTCACCAATCATAGGACGTAGTACGACCATTTGTAACAGCACACCAAAGCCGGCCATAAATACA
+AGTGATAATATAAAACCTAAAAAGAATGGTAACTCTAAGTAAATCAATGACGCCCAACATACCCAGGCAC
+CGATAAGTAAAAACTCACCTTGGGCGAAGTTAACAATTTGGGTTGATTTATAAACCAACACAAAACACAT
+ACCAATTACACCGTACAACAAGCCAACAATAAGGCCATTGATGACTAATTGAGTTAAGAGTTCAAAATTC
+ATGATGCTTTCCTCTGAGTTTGACTACTTGTTGATGAAACAGCACTACCATCATTTTCAATTACCGTCGC
+AACCTTAAGTGTCGTTTGAATACGTGAGCTACCACCATCTTGGAAAGTAATCACGGTATCGATATCAACT
+ATCTCTTTGTTGTCGTAAATAGACTCGATAATGTCACCATATTTGTCAGCAATAACAGTGCGTCGTACTT
+TACGTGTACGTGTTAATTCGCCATCATCTGCATCAAGTTCTTTATAAAGTAAAATAAACTTATTGATTTT
+TTGTGCGTCAGGTAATGTCGCGTTAACTTTTTCCACTTCTTCACTAAGCTTTTCATAAACCTCAGGTAAA
+GCAGAAAGACTGGTGTAGTTAGTAAAACCTAAACCTTGTTGTTCAGCCCACTTAGAAACAATAGAGAATC
+GAATACAAATAATGGCGCTTAAGTAAGGTTTGTCTTTACCTAAAATAACGGCTTCACCAATAAATGATGA
+GAATTTCAATTTGTTTTCAATATATTGTGGTGAGTACTGAATACCATTGCTGGTTTTAGCTAAATCTTTG
+ATTCGGTCGATAATGACCAAGTGCCCTGAAGGTTTGAAGTAACCAGCATCACCGGTATGCATCCACCCAT
+CAATAACATCTTCGTCATAGGCTTTTTGATTATCTAAATAACCGGTGAACATACCCACAGTTCTAGCGAT
+AACCTCACCAACACCTTCTTTATCAGCATTAATAACTTTGACTTCAGCAGTATCAAAAGCAACACCAACA
+CTGTCGTAATCAACGTCATTTTCTTTGTGAACTGTGTAAGCACCACATAACTCTGTTTGACCATAAAGTT
+GACGTAGCGGAACACCGATAGTCTGGAAGAATCTGAACGTATCAGGACCCATAGCAGCGCCACCAGTTGC
+CGCTGATTTCAAATTGCTGAAACCTAATCTATCTTTTAAGGCATTCATCAATAAAAAATCGGCAAACCCT
+GAACGTTTACCCTCTAACTGTGCTTTTTCAGAGAGTGCAAAAGCATAATCAAATAATTTTTGTTTAAGTG
+GCGTAGAATCCATCATACGGGCTTTAACGTCGGCTAAAATACCTTCCCAAACGCGTGGTGCAAGTAAAAC
+AAAGTTTGGTCCAATTTCACGTAAATCAGCCATCAGTGTTTCTTGACCTTCAACAAAATTGACTATTTGA
+CGAGCAATTAAAGCTTGGCCAACGGCATAGACTTGTTCCATGATCCATGGAAGTGGTAATACAGATACAT
+AGTTATCGCCAGGCTGGCGAGGATCAGCACGTAAATATGAACTACAGTGCTTAACAAAATTACCGCCACA
+TAAAAAGGCTATTTTAGGTTTTGAGGTTGTGCCTGATGTAGTACAGTAAATAGCAGTTTCATCAGCATTA
+GTCGCATCAACATAAGTGTCGTATAACTCAGGTGACATTTTTTCTATTGCTTGCCCCTGCTTATATATCT
+CTTCAATGCTGATCAAACGCTTATCATCATATTTGCGCATGCCACGTGGATCGCAATAAACAATAAGTTT
+TACATCTGGAATGTCGTCGCCTAACTCAAGCAATTTATCACACTGCTCTTCGTCTTCTGCGATAACTACA
+GTGGCGTTACTTTTATTAAGTAAGTAAACCACTTCTTCATGTAAGGAGTCTTGGAAAATACCGATAGAGT
+AACAACCCATAGAATGTGCTGCTACTTCACCCCAAACCCACTCTGGTCTGTTATCACCTAACAAAGCGAT
+AGCTTCTTTCGGGTTAACACCTAATTTTATTAACGCTAGTGATAACCACTTAACGCGATTGTTATAATCT
+ACCCAGGTAAATTCGTTCCAAATACCGAACTCTTTTTCGCGCATGGCAATATCATTTGGCCAGCTTTTAG
+CATTTTGTCTCAGTATTTTTGGAAAAGTATCTAACTCCCCCATTTCAAAATCTTTTGTTGCTGCTTGTAA
+GTTAGACATTAGCTAGCCTCCTTTACGGCTTCTTCTATTTCATCATCATCTTCGATACCAAGATAAGCAC
+GTTTAACATGTGGATCAGCCATCACTTCTTCAGGTAAACCTGACATTAGCTTCTTACCAAAATCAAGCAC
+CATTACTTGGTGTGAAATATCCATTACTACGCCCATGTCGTGCTCAATCATCACTACCGTGATACCAAAC
+TCTTCATTTAAATCGAGAATATAACGAGCCATATCTTCTTTTTCTTCTAAATTCATACCAGCCATAGGCT
+CATCAAGAAGAATTAATTTGGGCTTTAATGCCATTGCACGCGCTAGCTCAACACGCTTACGTAAACCATA
+AGACAAGGTGCCAGCTACAGATTTTCTGATATGAGAAATTTCTAAAAAGTCGATAATCTCTTCACAATAA
+CGACGGTGGGCAAGTTCTTCTTTTTGCGCAGGTGATGCCCAATATAAAGGCCCTGTTAACCAGTTATTTT
+TCAATAGGTGATGACGGCCAACCATGATGTTATCTAAAACTGACATGTGACCAAACAAAGCTAAGTTTTG
+AAAGGTGCGGCCCATACCAAGATCTGCTCTGTCATTTGGACGTAGATCAGTGACAATTTTGTCATTGAAA
+ATAACGTTTCCAGAATTAGGTTGATACCGTCCAGAGATACAGTTAAGCATGGAGGTTTTACCAGCGCCGT
+TAGGACCGATAATGGAAAATACAGAGCCACGGGGAACTTCAAAGCTAACGTCGGTTAGTGCTTTTACGCC
+ACCGAACGCTAATGAAACGTTCTCTACTTTGAGTATTGACTCAGTCATACTCACACTCCTCAATTGATAA
+AAAAATATATGCGTTTTTACACGCTTGAAACATCAAGACAATCTGCTGTCTAATAAGCTACATCCATATA
+GCATCTGTCACTGTGATATACCGTACGTCCTGTACCTAAAAAAGAGGGGGAACACTTCCCCCTCAAAAAC
+GTAACAACAAAATGGGAGTTGTTACGCGTACTAAGATAAAACTAAAGTACGTACTTCATTGTTACTTGAG
+CATAATTAGAATCTGCATCTAGGTTGTCCTGTCTGTACTGACCTACTTCAACACCTACCGCTAATTGCTT
+AGTTAGGTTTTCAAATAAGTTAACACTCCATTGACTACTTTCAGCACCTGAATAATCAGCTTCAGCTGAA
+CCGTAAAGCACCGTAGATCTTAATGTTTCAGTCCAGTAATGACGGTATGCAGCTAGATAAGCAGTGGTGT
+CTTCAACTTTTTCAACGCCTGCAGTATCAGTATTGATATCTTTAGTGAAACCAACACCCACATAACGGCC
+TACTTCACCCTGGTGGAATTGGAATCTAAAATCATCTTTACCAATGGTTTTAATACGACCGGCAATTGAA
+CCACCAATAGCTGTTTCAGATTCACCTGAATTAGTATTAAGTTGACGACCTAGAGCAGAGAATGAAACAG
+AACCCCAGTCACCTTTTAAGTTATAACGTGCTACTACATCTGGAACACTGTCATTTGCGGTATCACCACC
+CCAAGTTTCAGGATTCTCTAGTGAGAATTGGAAATCGCCCATGGTGTAACGTACTTGACCTTGACGTATA
+AATACTAAGCCCTGTGTTGCACCAGCAAAATCTGCTGATTCAGGAATAGCACTAGTATTCATAAAGGTTG
+ACCACGTTTGCCCTGCTAATACGTCTTTATATTTGATAAACGCATGACGAATACGAGGATGAGCAGAGTT
+TGAAACGATTTGGTTACCTTCGCCGCCCCAAAAATCCATTTCAATAAAGCCCATTACTTCGCCATGGGTG
+TACTTCATGTTGAAACGAGTTTCATTGGCAAAAATATTAAATTGTGAAGCATCTTCAGCAAGTTTAGTGC
+CTGAACCAATCCAGAAAGGCTTATAGCCAACATTACCATCAACATAGCGGGCATCGACTTTGATATATCC
+ACCGAAAGATATTTTATCTTCGTCTGATATTTTTATGTCGTAACCAGCATTTGCTGCGCTAGCAGCTACA
+AGTAAAGGTGAGGCGAGTAGTAGTTTTTTAAATTTATTGCTAACCATTGCTATTTCCCTTGTTATATTTG
+TTATTTTATTTGAACTTATTATGTGTGTTTTATGTCAACCGAAGTCAGGTTTACCTAATCATCATAAGCC
+AGTACAAAAATGTAACAATCGGAAATAAGACTTAGCACCTAGCGCTTAGTCCTTTAGTCGTAGGAAATAA
+TTCATTCAAAGACTAGTCCTTAAGTCGTAGAAATATAGAGGTTTTTATTTAAAGAAATATGTTAAATTTA
+ACAGGTGATAAGTAGTTGAATAGTTAAGTAGGTTTAATATTATGTTTGCGAATTGGTTGCTGGTTAGCGT
+TAGTATTGGCTATATAGGTCTGTTGTTTCTGATTGCTCATTTAGGTGGGAAATATCGTAATAAGCTAGAA
+GCAAAACAACAAACGATTATCTATGCCTTATCATTAGGTGTTTATTGTACTTCCTGGGGTTTTTTAGGTA
+CGACAGCACAAGCCGCTAATCACTCTTTTACTTTCCTTTCTGTTTATTTAGCGCCCATTGTGCTGTTTGT
+TTTTGCTTGGCCTTTCATTCAACGTATTATAAAAACCAGTTTAAAGCTCAAAATTACCTCTATTGCCGAT
+CTGTTATCAGCACGCTTTGGTAAATCACAAACCTTAGCAATTATTATTACCTTAGTCGCCTTAATAGGCA
+CCATGCCCTATATAGCACTGCAGCTAAAAGCGATTGTGAATTCCTATCAAATATTACAAGAAACTCAAGA
+CCTACCTATTTGGCAAATTGGTTTAGTCGTTAGCATTATCCTCGCTGTTTTCACCATTATTTTTGGTATT
+AGAACAATAGACATTACCGAACGTCACCCCGGAGTTATGATAGCAATTGCCTTTGAATCGCTGGTGAAGT
+TAATTGCTTTCCTGTTAGTAGGTTTATTCGTCAGCTTTATTATTTATGACTCACCTATGGATATTTGGGA
+ATTATCAAAAGATCAGTTTGATATTGAGAAACAGTTTGAGTTCAGTAACCTGTTTGCTTTGTTTGGCATG
+TTAATCATCGTCATGTCTGCTTTCTTATGTTTGCCAAGACAATTTCAAGTAATGTTTGTTGAAATAAAAG
+ATAAAAAAACAAGCGGTATGGCAAGGTGGGTTTTACCGGTTTATTTACTTATTTTTGGCTTTTTTGCCGC
+TGTTCTCGGCTTAGCTGGTAATTTAAATTATGGCAGTTCTCTCGCTGCAGATGCTTATGTACTATTTTTG
+CCTGCTTTGGATGGCCAAGTGTGGTTATCTTTATTTGCCTTTTTAGGCGCTGTTTCAGCAGCAAGTTCGA
+TGGTTATTGTTTCAACTATTGCTCTTAGTACCATGCTCAGTAATGAGATTGTGTTTCCGGTCATGTTTAA
+CTTTTCACGCCAAAAGCAACAAGACTTTAATCACTTTCAATTACAGTTATTGTTTATCCGTAAAACACTG
+GTACTGCTGGTTATTTTTCTAAGTTATGGCTTGTTATTGGTATCACCTCCCGATGCATTATCATCATTAG
+GCGAAGTCGCTTTTGGCGCAATAGCTCAAATAGGTCCCGCTTTATTTGTCGCATTTTATTGGCGTAGAGC
+AACACTGGCGGGTGTGCTTGCAGGGATAATTTGTGGTTTTACTATTTGGACGGTATTTAATTTAATACCT
+CAATTAGGCATATATGCCCACCCTTTAGAAAACACAGACTTACCTAAAACGACCGTAATAACCCTTATTG
+GCTTGCTCATTAATGTTATCGCGCTATGGCTTGTTTCTTTAGGTACAAGACAAAGTATTCGAGAGCAAAT
+GCAAAGTGAATTTTTCTATACAGACAGAAAAAAAATCAAGTGGAGCCTGCCATCGCAGCCCAAAGTAGAC
+ATTGTAGAGTTAGAGCTTTTAGTGGCTAGATTTATAGGTGAAGAAAAAGCAACCAAGTGCTTTGAAAAGT
+TTCATTCGATGAATCAGACTAAGGACAACAAAAAATTTAATGAAGCGATATTGTTTCATGCAGAAAACAC
+TCTTGCCCGTGTCTTAGGATCAGCCTCAGCAAAGTTGGTCACGTCTCTGGCGATTAGTAGCCGCGGCATG
+GCCTTTGATCAAGTCGCTAAATTGGTAGAGGATAACTCAACTCAACAATTAGAGTTTAGTCGCACGGTAT
+TACAAAGTGCTATTGAAAATGTGAGCGAAGGCATTTCAGTTATCGATAGCGAGCTAAAGTTAGTTGCTTG
+GAATAAACAATACTTAGATATTTTTAGCTATCCAGAGGCATTTATTTATATTGGTTGCCCTATCAGTCAG
+CTAATACATTTCAATTTAAGTCAGCAAGGTTATTTTGCTAAAGATATCGATTTACGCGTTAAAAAACGTA
+TTCAGTATATTATGGAAGGTAGTCGCCATAACACTGAATATAAACTAAAAAATGGCAAAAACATTCGTAT
+AGAAGGCAGTCCAATTCCCGGTGGTGGTTTTGTGATGATATTCTCTGATATTACTCAGTATCGTCAGACA
+GAAGAGGTGTTGAAAGAAGAAAATACCGATCTCGAATCAAGGGTACAATTTCGTACTGCCGAGCTTGAAC
+AGGCAAACAAAGAGTTGGCACTTGCTAACCATGAACTCATACAAGCACAAACTAAAGCTGAGCAAGCGCA
+CGTCAAGAAAAGTCAGTATTTAAAAGCGTGTAGCCATGATTTATTACAACCGCTCTCAGCCGCAAGGTTA
+TTTTCTTCCGCCATATCTTTAAGTCCAAGAGTCAGTAATGAAGAACGAGAACAAATAAAAAAGATAGATA
+ATTCTTTAGAGATAGCAAATAGCTTGTTGCTAGATCTCAATGAAATAGCACGTATAGAAAGTGGTAATAT
+CACGCCAACTATTGAGCCCATTGAAATCAAAGAGCTTTTCACTATGTTAGCCAATGAATTTAATGCCTTA
+ACAGATGAATATCATGTAGAGTTTCATTGTAAAATGAGTAAAACTTATGTGGCAAGTGACATCACCTTAC
+TAGCAAGAATTGTACAAAACTTCCTCAGTAATGCCTTCCGCTATGCCCATAGATGTGACAAGAAAAACCA
+GAGTAAAGTATTGTTGGGTTGTCGAAGACAAGGTAATGAAATATCAATCCAAGTGTTCGACAACGGCCCT
+GGCATTCCGATAGACAAACAACAGCAAGTTTTTGACCAGTTTACTCAATTAAACAATAGCAATGTTATGG
+GCCCTAAAGGACTTGGCTTAGGACTAAATATTGCCCAGAGCTTGGCGAATATTCTTGAGCACAAAATTGA
+TTTAAAATCGAAACCAGGTCATGGCTGTTTGTTTAGTGTTAATGCACCGATGACGCTAGCGCCTGCGGCA
+AAAGAGCAAACATTACCCCCTGCGAGTATGAGTTTGCACGGTGTAGGCGTATTGTGTATAGACAATGAGC
+CCGCAATACTTGATGGCATGTCTAAATTGTTGAGTGCATGGCAGTGTCAAGTTTTCACCGCTGTTGACGC
+CCAGCAAGCCAGAGAGCTTTATGCAAAACACGAAGACGAGATTGATATTTTACTGGTCGATTATCAACTA
+GACGGTTGCCAAGACGATAACACTATTATGGCTACTGATATGCTGATCAGTGAGAGGAATGATAGTTCAT
+GTTCAATTGATCCCGTTAATGGCATAGGGCTTATTAAACAATTAAGAGCAATGAGTCCTTATGCACTGCC
+TGCCATTCTTATTACCGCAACGACAGGTGAAAACCTGATGGCGTTAACTAAACAGCATAATATTGGCTAT
+TTACGCAAAATAATCAGACCCCTTGCTTTACGTGCTTTAATGAGCTCGTTACTCACCGAAGAACTGGCAA
+AGAATTACTCACAAAATAATACATAAAAAAGTACTGTGTGTGAGTATTATTGTTATACGCAGAGACAATA
+AATCAGGATAAGGGCTTGGTTGATTATTTGATTGAGTACTTAATTAAGTGCTTAATTGAATACTTGAACG
+AGTAATAAGCTGGCTATTGGGATTGAGCAACACAGCCTTGCTGTATAGCTCAATCAACAACAGTAGGTAT
+TAACTTAAAGCATTGGTATCACTGACCAAAAGTGCTTTGATTTAATTGTAATTCATTTAAAGTGATCACC
+GCTTGAGTGCGGTTTCGTACACCCAATTTTAAAAAGATAATACTGGCATGGCTCTTAATGGTAGATTCTG
+ATGTACCAAGCTGAGACGCTATTTGCTTGTTGAGTAACCCATCTGCAAACATTAATAGAATCTCATGCTG
+CTTAGGGGTTAAAGACGCAATTTTATCATCTATATTATTGACTTTTTCATTCGGGTTAAACTCACCGTCA
+GGTGTCCATAATGTGCCATTAAGTACTTCTTTTATGGCAACAAGCATTTGAGGTACCGGCGTCGATTTAG
+GAATAAAACCAGCAGCGCCAAAACTCATCGCTTTATGGATTGTTTCTTTATCTTCAAAACCAGAAATAAC
+CACGATACCTAAGTCAGGATGTGAACGTCTAATACTAATTAAACTGTTAAAACCATGTGCCCCAGGTATA
+TCCAGATCAAGCAAGAGTAAATCAGCTTTCTCTTCACTTTGTAAATGCAGCTCAAGCTCAGGAATATTTT
+GCGCATCCACAATTACCGCACTAGTGAAGTGAGATTTTAACGTGATGGTTAATGCTTGGCGAAATAGAGG
+ATGATCGTCAGCCAATATTATTTTCATGTTATCGAACATAATTAAATTCATCCTTCAACCGACTATGATT
+ATTATAATATCGGCTGTTTTTTATTAAATGAAAACTTTTACTATTACAAACACAATAACAAAGTCTGTAT
+GAAGCTGCTAGGGAGATTTTAAATTTATCTTCGGTGTGTTGACAACAAAACAGCAGCATTGTCTGCAATT
+ATTCACGTTATTTACGGGGGTATTACGCAATAAAAGATTGAATATAATTGAGGTTATTCTTTTGGATTTA
+ATAACTCAGCATGCTCTAGTACTAATTGTTTTAAGTATTGCCAAACGGTATTTACATGTGACAATCGTTT
+ACTCTCTGGATGAGTAACCAGCCAGAAACTTCTGCTAATAGTAATATCTTGGCTATGAAGTTTAATAAGG
+CTTTTATCTTGATCGGCAAGAAAACAAGGAAGAATTCCAATACCTAAACCACTTTTAATCGCAAAATATT
+GGCTGATAATGCTGGTGCTACTAAAATTTGCTTTTAACTCACCTGATAAATAACGGTCTAACTCTTTTAT
+GTAGGACAGCTGGTCGGTAAATATTAGATTATCGACGTAAGTGACCCATTTATGTTCAGCTAAATTATCA
+AGGGTTATACCTTGCGGATATTGCTTTAAATTATGGTCTAAATAATCCTGATGTACGTAAAGCTGTAATT
+TATAATCGCAAAGTTTTGACACTATCATCGAGGTACTTTTGGGACGCTCAACTGCAATAGCGATATCGGC
+TTCATTTCTACTGATTTTTACATAACGTGAAAAAAGTAATAAGTGTACATCAATGCTGGGATGCTGTTGT
+TGCAATGTCAAAAGGTTGGGTGAAACAAAAAAATTACCTAACGCTTCGGTCACACCAATACGAACTAAGC
+CACAATTTTCTTCATTATTATTGTGAATACTGGAAAGTGCATGTTGTGCATCCTGCTCCATTTTACAGGC
+TGATGTAAGTAACATTTCGCCATCAGGCGTTAATACATGACCGTCTTGCGTTCGGTCAAATAGTTTTGTC
+GCTATACTTTCTTCTAACTTATGCAAACGCCTAGACACAGTGGAAGCATCCATCGTTAAGCGTTTAGCGG
+CTGTTGATAGTCGCTCGGCACGAGCAACCTCAAGAAATATTTTAATATCATCCCAATTCATCTACTTAGT
+CTACTCTTTCTAGAATGCCATTGCAAAAATGCAAAGCGTATTGCATTTATGTTTATTGTGACAACATTAA
+GAAAGGCCTATCTTGCTTATATCGATTTAAATAATTTTAATGTTTTTAATGTTTTTAATGTTTTTAATAA
+ATAGAGGTTGCTATGAGTATTACTGAAGTTCCACTAATCATTAATGGTGAAAAAGTTCGTTCACAAACTA
+CAGAGTGGTTAGATGTTTTAAACCCTGCGACTCAAGAAGTTGTTGCTCGTGTCCCTATTGCAACTGCAGA
+AGAAATTGAATTAGCCGTTCAAAGTGCACAAACTGCATTCAAAACTTGGTCTAAAACGTCGTTAACTAAT
+CGTATGCGCATTATGGTAAATTTTGCACATTTGGTTCGTGAAAATACTCAAGAGTTAGCTGAGTTAGTAA
+CATTGGAACATGGTAAAACATTACCTGATGCTGAAGGTGAAGTTGGTCGAGCGTTAGAAGCAATTGAAAA
+TGCTTCTTCAGTAACTCGCTTACAACTAGGCGATATGGGCAATAATGTTGCTACTGGTGTCGACACTTAT
+ACATTACATAAGCCACTTGGCGTAGGCCTAGGTATTACGGCTTTTAATTTTCCATTAATGCTAGCGGCCT
+TTATGTTTCCGCCAGCAATTGCTTGTGGTAATACCTTTGTTCTTAAACCATCAGAGCAAGCTCCTTCATC
+AACAGTACGTTTTGTAGAACTAGCTATTGAAGCGGGTTTACCTGCAGGCGTTATCAATGTTGTCCACGGC
+GGCCCTGATGCAGTGAATGCGTTAATTGAACATGAACACGTAAAAGCAGTATCGTTTATTGGATCTACTC
+ATGTTGGTACGCATATATACAATCACGCGAGCAAACATGGAAAACGTGCACAATCAATGATGGGCGCTAA
+AAACCATATGGTTATTATGCCTGATGCAAATAAAGACAGAGCTATCAATGATTTACTTGGTTCAGCTTTT
+GGTGCTGCCGGTCAACGTTGTATGGCTAACCCTGTCACTATTTTAGTTGGCAAGTCTCGAGATTGGTTAC
+CTGAAATAGTAGAACGTGCAAAATTAATGAAAGTAGGTCCTGGCTCTCAGCGTGATGCTGACTTAGGCCC
+TGTTGTATCGCCTCAAGCTAAAAAACGTATTATCAGCTTACTTGATAGTGGTGTTGAGCAAGGCGCTACC
+ATGTTAATTGATGGCAGAAACTGTCAGGTTGAAGGTTATCCAAATGGTAATTTTGTTGGCCCAACATTAT
+TCACCAATGTTACTACTGACATGGATATTTATACTCAAGAAATCTTTGGCCCAGCATTATGTGTTTTAGA
+AGCTGAAACATTAGAAGAAGCCATCGCAATTATCAATGCTAACCCTAATGGTAATGGTACCTCTATTTTC
+ACCTCTTCAGGTTGGAATGCGCGTTTATTTGAAAATGAAATTGATGTTGGCCAAGTCGGTATTAACGTTC
+CTATTCCGGTTCCAGTTGCCTTCTTTAGCTTTACTGGATCAAGAGCTTCAAAATTGGGTGACTTAGGTCC
+AAACGGTAAACAAACAGTTAGCTTTTGGACACAAACTAAGTCAGTAACGGCACGTTGGTTTGAACCAGAT
+CATGAAGATGGATTGAATGTTCACACCACTATTAGCATGAAATAAAGCACCAACTATTTTTCGATAAGAA
+GTTCTCGACGCCTCTTTTTCAATGAGAGGTTATCGTCGAGAATTTATCATTGAGAGGTTAATAGTTGAGG
+ATATTTTAATACAACAGTAGTGTATCGTCTTAGCACTGCCGTTTAAAATAATTAAGTACAAACAACAGGA
+GAACGTCATGGCGAATATTGCTTTTATAGGTTTAGGAAATATGGGTGGCCCAATGGCCATCAACTTAGTC
+AAAGCCGGACATCAGGTTTGTGTTTTTGACTTATCAGAGCAAGCCGTTGCTAACGTAGTAGAGCAAGGTG
+CAACAACGCAACCACAAGCCAGTGATTGTGTGAAAGATGCTGAATTTATTATTTCAATGCTGCCTGCTGG
+CAAGCATGTTGAAGCCGTATTTCTCTCAGAAAATGGCTTGATAAATCATATCGCTAAAGGCGCTTTAGTT
+ATTGACTCTTCTACCATTGACTCTGCTACTTCAATCAAAGTTGGTACTGTTTTGTTAGAACAAGGTATCA
+ATTTTATTGATGCTCCTGTTTCTGGTGGCGTAGGTGGTGCAACTGCCGGTACATTAAGCTTTATGGTTGG
+TGGCAGTGAAGCTGATTTTAACCAAGCTAAACCCGTTTTAGATACCATGGGTAAAAATGTTTTTCATGCC
+GGTAATCATGGCGCTGGTCAGGTGGCTAAAGCCTGTAACAACATGCTGTTATCAGTATTAATGTTAGCGA
+CCTCTGAAGCTTTACAACTAGGTATCAGCAATGGTTTAGATGCTTCCGTATTGTCAAATATTATGAGTAG
+TAGTTCAGGCAGTAACTGGACTCTTGATGTCTATAACCCCTGCCCTGGTGTAATGGAAAATGTCCCATCA
+TCTAATGATTATCAGGGTGGCTTTATGGTTGACTTGATGGCTAAAGATTTAGGCTTGGCGATGGATACAG
+CGGTAAAAAGTCACTCATCAACACCAATGGGTGCATTAGCGCGTAGTTTATACGCTATGCATGCTGCCAA
+TGGTAATGGTGCAAAAGATTTCTCAAGTGCTTTTAATCTTTTCAATCAAGCAAAGTAAGTTATTTTCTTC
+TTTTAGAAATTACTGTAGCTACGATTAAGAACGATCCAAAGAAAAGGCCGATACATTATGTATCGGCCTT
+TTGATTTCATCAAAAGATAGTATTTTACTCAAGCAGTAAATCATTACTTGAATCAAATATAATAGCGTCT
+GCACTAGTCAGAATCGCCCCTCTCTACCCATTTACTTCCAAGTTGTTTTCAAGTTATTTTCAAGTTATTT
+CTAGCAAGTAAGACTTCCGCTTATCGGTTCAATTTAGCTAAATAAAAGAAGTTACATTGCAATATCCACG
+GTGAATTTTGCAAGTCTACATGACTCAATTCGATACATTTTTCAAAAATAACAACACTAATACCACTTCA
+TTCAATAATCCTAACTCCTTACCCACTAACAATTAATCTAATTTAGCCCCCCAAATAGGACTGCTAATCC
+TCCCCATTTTGTTCAGAAAACAAATTAAACAATTAACACTTGTAAATGATAATGATTACCATTAGGATCT
+GCGTTCTTTTTAACGTTACATCTTTAAACATAATGAATAATAAAATGACAAAAAACAAAATATTAAACAT
+GAAAAAAGTGTCTTTAGGAACAGTACTTATCTCTTCGCTTGTTAATCAAGTTTCAGCACAAGAGGTACCT
+GATATTGGTTATGAGTCGGACACAATAGAACATATTGCAGTTTCTGGCAGACCGATGAGTGATATTGAAA
+AACCTTCTACCGCAGCAACCAAAATGGATGTATCTATCAAAGATACTGGCCGTTCTATGATGGAACTTGA
+TGCTGATGATTTAAAAATGCGTGCCCTACAAGATGTCAGAGAGGCGTTCAATTATGTTGCTGGTTTTAGA
+GCCAATGGCCCTGCGGATCGTACTTACATTGCACGTGGTTTTTCAACCAGTATAGACAATGTAATGGTCG
+ACGGTTTACGTTCATTACAAGGTGGCGAAGGTGGTACAGGCTCTAAGTTACCAAGTACTTTTAATGCAGA
+AAACACGACATTCCTTCGTGGCCCTGAAGCAATTCTTTATGGCGCGGGTGTTGCGGGTGGTTTGATTAAT
+ATTACCAGTAAAAAGCCTCAAACGACGGCTAAAACATCCATTGGGCTTAATAACCGAAGTTATGCCTCAA
+GCGATACCGGTAATTTCAAGCGCAATGACACCAGCTTTAACCTAGATAGTACCGGCCCAATAACCGATGA
+AAGTGTGCTATATCGGGTGTTAGCACAATACACCCCATCAGGTGACCACTTTCAAGATGGTCGCGAAATT
+GAAGAACTGCTACTTGATGCTGCATTAAGCTTCGAACTAGGTGAAAACACCACTATATTACCCCGCTTTG
+AAAGAACCGATCGTAAACGAACGGGTGGTAGCGGTTATGCCGATGGTGTATTCGAGTCCACCTTTGCATC
+AGGTGAAGTGACAACTTATGGCAAACCTATTAATCGTGGTAAGTACTACGGTAGTCCAATAGATGTTGGT
+GAAAATGAATCAACAAGCGCCAGTGTACTGATCAAACATCAAATAGCTGAAGATTGGAAACTTGCTGCGA
+ACTTCCGTCATAATGAAACTACTTCCAATGCCTTAGATTTGTACATTTCTGATTCATCAGCATTAGAAAA
+TGAAGTAGGTAAGGATCTCGTTAATCGCAAATGGGTATACTCTGCGGGTGATGATAGCTATAACTTATTT
+GATATTAACTTTGAAGGTAAAGTGGAAACCGGTAGCATTAAACATCATTTACTTGCTGGTTATAACTATC
+GAGATATGGACATTAAATTTGCGCGTAGTTTTCAAGATAGCGCAGATGCGGTTGGCAAGAATCCAATTTC
+AGCCTCAAACCCAGATCAACAAGTCACGGGTCCTATTCCTGATGGTCTTGTCGATAGTCCTGCCAAACCA
+CGCACTCAAACCGATACTAATATTTACTTAAAAGATCGTATCAGTATAGGTAACACTACCATAGCCGCTG
+GCCTTGCTTATGTTAAACAAGATCAAGAAGAGTTAAGCAGTGGTGAAACAATCGCTTCCAGCTTTGACGA
+TACACTTTGGGACTTAGGCGTTGTACAAAAAATTAACCGTGATATTAATGTCTTTGCTACCTATAGCCGA
+GCATATGAACCGGTTAAAGGTCGTTATATTATCGAGTATGGTAATGGTAAAACAGACTATAAACCTGTTG
+AAGGCAATAACTATGAGTTAGGAATAAAGGGTGATTTACTTAATAACAATTTAACTGCTGCCGTTACATT
+ATTTGCACTAGATCGTAGTAACAGCACTAAATTTAATCGAGGTGATGACGGTTGGGAATTATTGCAACTT
+GATGGTAAAAGTTTTGAATCAAAAGGTGTTGAAGTTGATGCAGCAATGTACTTTTCGCCAAAGTTTAACA
+GTAGTTTAAGTTATGCCTATACTGACGCACATGACACTGTCGGTGACGATAAAGGTGTTCAATCGAATAA
+TACCCCTAAACATGCGGTATCACTGTGGAACAACTATACCTTTGATAAAAACATCAGTTTTGCTTTAGGA
+TTACGTTATGAATCTGAACGTAATGATGGAGATTATAAAATAAAAAGTTATTTTGAAGCCGATGTCGGTG
+CCTATTACAAAACAGACGATTGGGATGCAGCATTGGTCGTTAATAATGTGCTTGATAAAAATCGAGTTGA
+AGCCGGCGCTAACTGGGTTACAGTACAACCTAATACACCTAGAGCGGTTAATTTGTCACTAAACTATCAC
+TTCTAGAAAGCACTTCTATAAGGGCTTTCTAGAGAGCATATGCTAATCAATAACTTTACATTTAACTAGG
+CAAACACTCGTCCTTAATCTGTCAGTGAATAAGCAGGTTAAGGACGCGTTTACAAAAATCATGATCACAA
+AACTACCTCAAGTGCTTTCGCCAATACAAGTGGCTTCTATTATTCAATTAATTGAACATGGCAGCTTTAA
+TAGTGGTAAAGATACTGCTGGCTGGCACGCAAAAGCAGTAAAGAACAATCTGCAATGGCAAGGAGAAACT
+GAATTAAATGAACAAATACAAACAGGCATACAAGGAGCATTAACACAGCATCCACAATTTACCGGCGCTG
+CTTATGCAAAGTCGATGATGCCCTTTATTATTAGCGAATCAACCTTAGGTGGCGGCTACGGCGATCATAT
+TGATGATGCGCTCATGGTAAACGAGACAGTGTTACGAACAGACATTTCTTGCACGCTCTTTTTAACTCCT
+CCTCAAGATTACGAAGGCGGTGAACTAGTGATGAACTTATCAGGAATGGAAATGGCATTTAAATTAAACG
+CCGGTGACGCCATCATTTATCCAAGCACTACCTTACATCGCGTTAATCCGGTGACTTCTGGTTCAAGAAA
+AGTAGCTTTAACCTGGATTGAAAGTCATATCCCTCAAGCTTCACAGCGTGAAATTTTATTTGATTTAGAC
+TGTGCCCGCAAAGATATTATGGAGCATCATGGTAAAACCGATGCCTTTGATCGTATCACCAAAACACATG
+CTAACTTATTACGCCAATGGGCGATGACATAGTAACTTTTGACAGGGTAAACTACATCTAGCTTATAAGT
+CTTATTTAACTAACTTATGAACTGAATCGGGTATTAAATGAATATTTCACTTAATACCCGATAAGACATT
+CAACTGCTGGTTTATCGTTAAATTCAGATTAAATAAAGGTTAAAGAGTGAAGATTACCTTAACTCTCTGC
+GCAATAATTTACCTACACTCGATTTAGGAATCTCATCAATAAAGACCACATGTTTAGGTGCTTTATAAGC
+CGTTAAACCTTGGCGACAAAAGCTGATGACATCTTTCTCTGTAATTTTAGCATCTTCAGAGTCTTTATCA
+GTAACAACAAAAAGCTTAACCGCTTCACCTGTTTTCTCATCATCAACGCCGATACAAGCAGATTCTAATA
+TACCTGGCATTTTGGCCACTTCAGCTTCAATTTCATTTGGGTAAACATTGAAACCCGAAACATTAATCAT
+ATCTTTTATGCGATCGACAATATGGAAAAATCCATGTTCGTCTAACATGGCAACATCACCTGTTTTGAAA
+TACCCATCAGGGGTCATACATTCAGTGGTTGCTGCAACATTATTCCAATAACCCGACATCACTTGCGGGC
+CTTTGGCACATAATTCACCTGACTGGCCTTGTTCAACACTATTACCCATCACATCACGAATGGAAATATC
+AGTGTTAGGCACGGGTACACCGATACCAGGAACATCATCAGTATGATCTACACTACCAAAATTTAACGTT
+AAAATAGGTGAAGTTTCTGATAAACCATAACCTTCTTGCAGTTTAACCCCGGTAACTTGTCGCCATTTAT
+CAGCCACTGCTTGCTGAACGGCTGCGCCGCCGCCAATACAAAGTTTCAATGAGGAGAAATCAACGTTTTC
+AAAGCCTGGCGTATGTAATAAGCCGTTATATAAGGTGTTAACGCCGGTAAACATAGTCGCTGGGGTATTT
+TTCCACACCTCAACAAAGCTCGGCATATCACGTGGATTGGTGACTAAAACATTTTTAGCGCCAAAGCTAA
+AATAACTAAGGGTATTCGCCATCAAAGCAAAGATGTGGTACATCGGGATAGCGGTGATAACAATGTCATT
+GCCGTAATCAATATGCGCTTTAGCAAATTCTTTATATTGCAATATATTAGCGATTAAATTGCCATGACTC
+AGCATAGCCCCTTTAGATAAACCTGTGGTACCACCGGTATATTGCAAAAACAGTAAGTCATCTTGGCATA
+ATGCTGGCTCATTCAAACCCAGAGTTTTACCCTGCGCTAGCGCATCAGTAAAACTGATGGTATTAGTTAA
+ACGTTCGTCTACCCCTGCACAAGGTAAACCTTTATTAACTAAGTCATCTAAATCGACAGTGATAATATTC
+TTAATACCCGTATTATCTAAAATCTCGGCTAACATTTGGGTTGACGGAGAGAAAATTATAATCGTATCAA
+CTTGCGCATCATTAAGTTGGTGTTCTAGCTCTCTTGGCGTGTACATAGGGTTAACATTAACTTGTACACC
+ACCAACACGAATGATGCCCCACATGGCTATCGGAAAACATAAGGTATTAGGACACATTAGTGCCACACGA
+TCATTTTTGACGACGCTCAATTTATTTTGTAAATAAGCGGCAAAATCGCGTGATAATTCATCTACTTGTT
+CAAAAGTAAGTTCCGCACCAAAATTACTGTAAGCAGTGTTCTTCTGATACTTTGCTGAGGTTTGTTGCAG
+TAAATCGGTTAAAGAAGAATAACGGCTTAAGTCGACAGTATGTGCCACGTTTTCAGGATAATTGGTAAAC
+CAAGATTTAGTCATGTGCTTTCCTTAAGTAACTAGCTTTGTTTAGAATATAGTAGAACAAGCATCAAAAC
+AAAACAGTAATAATACCAACCAGACTAACTAAATGATCTTTTAAAATGGTCTAAATATCCAATAACATCG
+TTGCTTTCAATCCCAATAGCCAGCTATTGCTCAATCAAGCGCCTTGCTCATGAAAATTTATCTTCATTAA
+AATTTGACCCCTTAATTAATCTCATTGGTATAAATAGTATAAATTGTTGTCGTTATTTTTATTGTTAAGT
+GACTAACGAATAAATAACTTATAGACAAGTTGATGAATTTCTTTGCCAAACGGTGGGAACAATAAGGACC
+CCAAACTGATTCGTCCTCGTGAAAGTACCGCTTTACTATGCGAGAAGGTTTTGAAACCTTCACTGCCATG
+ATATTGCCCCATGCCTGATGCACCAATACCACCAAAAGGTAAATCGTCATTAATAACATGAAACGCAGCA
+TCGTTAATACAAACGCCACCAGCATGGGTATTGAGTAAAACTTTCTGCTGAAATGCTTTATTAAAACTAC
+AAATATATAGGGCAAGCGGTCGAGGTTTACTGTTGATATAAGCAATTGTTTCATCAATTTTTTTATAACC
+AATTATTGGCATTAACGGACCAAAAATCTCTTGCTGCATCACACTCATATCGTCAGTAACATTGGTTAGT
+ATTGTTAACGGCATTTTTCTGGATGAGCCGTTACTACTGTCTGGGATTAACGGAATGATATTGGCACCTT
+TCGCTTTGGCATCCGTTAACAAACTATCAATTCGCGCTTTCTGTGCATCGTTAATTATGCAGGTGCAATC
+AACATTATCCTGAGTATTGGGGTACATAGTTTGATAAGCACCTTTAAACGCTTGTGTTAGCTCAGCTACC
+TTATTCTCTGGACAAAAGAGGTAATCTGGCGCGACACACGTCTGCCCTGAGTTAAGAGTTTTCCCTAAAA
+TCAATCGACTCACCGCGGTTTTTATATCAATGTCATCATCAATAATCGTCGGAGATTTACCGCCCAACTC
+TAACGTGACTGGCACTAAATTTTCAGCGGCGGCTTTCATCACCAATTTGCCGACACCCGTTGAGCCAGTA
+AAGAATAAGTGGTCAAAAGCAATACTTGAAAAGGCTGCAGCCATATCTGCTTCCCCGCATACAATCGCGA
+CTTTTTTGTGTGGGAAATTATTAGCCACTAATTCAGCCAATAGGATATTAGTGTTAGGCGTATATTCGCT
+CATTTTTATCATAGCGGTATTACCCGCAGCTAAAGCGGTGGTCAATGGCCCAAAAGCAAGAAAAACAGGG
+TAATTCCATGGCGCGATAATGCCAACCACACCTTTGGGTTGAAAAATAACTTCACCTTTTGCTGGTTGAA
+ATAATATGCCGATATGTTTTTTTTCTGGCTTCATCCAACCTTTTAATTTCTTTATCGCATAGTTAATGCC
+CATCACAGTACTAAGGATATCGCCTAGCTTGGTATCATCAGCACTTCGGTGACCAAAATCTTGGCTCATC
+GCATCAATAAAGGCTTGCTGATTATCAATAAGAATTGCCTTCAATTTTGTTAAGTCACTAAGTCGATCTT
+GGTAACTTGGGTAAGTATTGTTAGCAAAGTGCTGTTTTTGTTGTAAAAAAGTGTCTGTCAATGCTTTTTG
+TGAGGTAATTTCAATCATTATTTTTTTGTCCTATGAGAGCCAATATTAAGTAACCAAGCAATAGCTGGGA
+TAAGAGTAAGCGCACCCAACATGTTAAAAATAAACATAAAAGTGAGTAATATGCCCATGTCCGCTTGAAA
+TTTTATCGGTGAAAATACCCAGGTGGCGACACCAATAGCTAAGGTTATGCCCGTGAAAGCAACGGCTTTA
+CCGGTTTGATTTAACGCGTAGCGATAGGTCATGTACAAGGACTTTCCTTGCCCCAGAGCTTCTTTAACTT
+TACTGAAAATATAAATACCGTAATCAACCCCAATACCTACCCCTAAGGCAATAACCGGTAAGGTCGCTAC
+TTTGACGCCAATGCCTAGTATGCCCATTAAACCTTGACTCATAATGCTGGTTAAAATTAACGGCGTGATA
+ATACATATAACGATGCGGCCACTTCTAAAGGTGATTAAACAAATAATAATAACGATAGAGTAAACCCAAA
+GTAACATTTCGGTTTCTGCTTCTTCTATCACCATATTGGTCGCTGATTCTATGCCTGCATTACCTGCAGC
+CATCAAAAATTCAATACCTTCAATTTGGTTTTCAGCATTAAATTTTTCCACTGCCTTTACCACGTTATCA
+AGGGTTTGCGCTTTATGATCATTGAGAAAAACGAGCACTGGCACCATAGAACAGTCTTTATTCATCAAAC
+CTTGTGGTGTTTTAGACAAAGAAGCATTAGTCATTAATTGGTTACGGTTTAGTCCATACCACTTTAACGA
+ACCTTCATTCATGCCAAATAGACCAAACTTTGAAACATCAGCCACTGATTTAACCGCTTGAACGCCAGCA
+ACGTTGCGTAGTTGCCATTGGAATTGATCGACCCAAACCAAGGTTTGATATTGCGCACACTGTTCAACAT
+CCGTTTTGACCATGATGACAAATAAGTCAGTACTGGTACTGTAATTATCAACGATATAGGCGTTATCTAA
+GTTATAACGAGAGTCAGGTCTTAGCTCTGGCGCACCAGCATCTAAGTCACCAATTTTCATCGATTGTGAA
+AAATACAAACCAAGAATTAAACAGCATATGCCAACAGCTAACGCTATTTTTGCCAGTGGTGGTTTAGCGA
+AGTTTTTAAACAAACTTTCTACAATGCCTGTTTTGTGGGCCGACTGTCGTGCGTATTTTAGGCCTGCAGG
+AGAAACGCCGATATAGCTCATTAAAATGGGTAAGGCGATTAAATTAGTCACAATAATAATGGCAACACCA
+ATACTGGCAGCGATGGCTAATTCTCGAATGACCGCGATATCTATGATCATCAAGGTAGTAAAGCCGATAG
+CATCACTGACTAATGCTGTTATACCCGCAATATACAATGAACGGAAAGCCAGCTTGGCCGAATCAATATT
+ACTTGCGCCAGTAACACTATGGTGAATGATGGAATTAATAATCTGTACGCCATGACTGACGCCAATAGCA
+AAGACTAAAAAGGGTACCAACATAGAATAAGGGTTAATGCCAAAACCTAGTAAGTTTAGAATACCTAATT
+GACAAAACACGGCAAAAATTGAAAACACTAAGACGGATATTGTGCTGCGTAAGCAGCGAGAATACAGCCA
+AAGTAAAACAAAGGTAATTAGAACGGCTAAGCCAAAAAAAGCAACAACTTGTAAAGCGCCGTCAATTAAA
+TCACCAACAACTTTTGCAAAGCCAACTATACGTATAGTGACGTTTTTACTGCTATATTTATCCCTAATTT
+TCTCTTCTAATACGGTCGATAATGCTCGGTAGTCGAGCGGTAAACCTGTTTCAGGGTTGATGTCTTGCAG
+TGGCGCGATAATAATAGCGGATTGAAAGTTGTTAGCGACCAGTACGCCAATTTGTCCTGACTTAAATACA
+TTTGCTTTAACCCGTTCAATCATTTCTGCTGAGCCATCGTAGCCGTCAGGAATAACAGCGCCACCAACAA
+AACCTTCTTCAGTGACTTCTTGCCAGCGAACATTGGGTGTCCATAATGATTTTAAACCATCACGATTTAT
+GCCAGAGATAAAAAAAACTTCATCGGTGACTTCTTTTAACGTTTGTTGAAAATCAGCATTGAAAATATCA
+CTATCTTTATTATCGTCATTGGTATTTTCCACCACAATACGTATAACGTTACCTAAATCAGCAAGTTCTT
+TTTTGTAGGTTAGAAAGTTTGTCACATAGGTGTGAGAACCCGGGATCATTTTAGTGAAGCTAGCTTCAGG
+TTTAACCTTAACGGCTTGAATAGTTAACAAAGCGATACAGGTAACTATTATGGTCATCATCAAGGCGCGA
+TGTTTAAAAACGAAGTTTTCTATTATTTGTTCTAATGCACTTGGTGAGTGTGAATTTTTTTTAGTCGACA
+TAAGTTTATTCCTCTGCCTCAATCGGCCATTGTGAAATACCGAATTGGCCAGCAAGAATTAACGAATTGT
+CTTTAACTAACACACTCGACAATGCCGCGCCTGAAGGATGCTTTTTAATCGTCAATGTTGATAAGTTTTC
+AGGATAAAAACTAACAATAACGCCACCATGACCAACCAAGTACACCTTGCCTTGCTTAGAGAAATTTCCG
+CCGAGCAAACTAGTGCTACGTGGTAATTTTATATGCTGCCAATTCCCTCCTCCATCAAGGGAAACCATGA
+TGTTTCCTTGTAAACCAAACGCGACCAATTGGGTTTTATTTTTAGTTGAATTGATATCATCAGTGGAAAT
+AGTATGAGTTTTGACTGTGTTGGCGAGAATGCCGAATAAACTGCCCGAATAAGGTAATGTCATGACCGAC
+CATGTTTGGCCAACATCAGTAGAATGAAAGCCCATACCGTTTTCACCCACAATATAGAGCTGGTCATCTG
+CTGTAGCTATAACCGTATTAAGGTGAAATCTATCGGGGTTATCAAGGTGATTACTCACTAACTGCCACGT
+CTCACCTTTGTCTTTACTGCTGAGTAAAATACCGTAGGCACCGCTAGCAAATAAGGTATCATTCGACGTG
+CTAGTAACTGATAACAGTGGTTTATTTGGTCCGGATTTTAATTCTAATTGGTTATCTTCAATAGCAAAGG
+TTAAATCATCAAGTTGATAGGTTAATTCTTCTAATTCATCTTCATCCTGAGTTTGCAATATGACTTGCTC
+TAAAGATTGATATTGCTGTTTCAATTGCGCTATTTGGAATTGTGTTATCTCTTTCCCCGTAAATACTTTG
+CGCCATGTCGTGCTATTACTATCAACTTTAAGAATGACACCATCATGGCCAACCGCAACTTTGCTACCAT
+CAGACAGTATAGTTACATCGGTTATAGCAACGCTGACAGGCGATTGTAGCTGCTGCCAGTTATCATCATT
+TTGCCAATTGATAATATGTCCACGTTCGCCGACCACGAGAATAGCGTCATTATTTGGCGTCATCGCCATC
+AGTACACTTTTAATGGCTAATGCACTGTTGGTCGCAGGTAATTCCAGTAAATCAGAAGAGCTATTTGCCT
+GAGCGACAGTAAAGAATGAACCAAGCAAAGTAATAAAAAATAAGCTATTCATACCACAGTCGATATAGGG
+TATACGCATAGAAAACCTAATAAGTAAAAAATTTATACTTATTAGTATTGATGAATAAAGTTAACTTGAG
+AGGTGTTAAACGTGCCAAATGATTATCTTTGCAACACAGCTAATCTTTGAGGTCGTTTTAAGTAGAACTG
+TTCGAAAGGTTAGGTTTTTTTGCTTTGTCGGTATTCACCAGGTGTTTGATTTGTCCAACGTTTAAAAGCA
+CGGTTAAAGTTGCCTACGCTCGAAAAACCAACCAAATAGCCAATTTCACTCAAACTTAAATGTTGTTGCA
+CAATGTAATCCATTGCTAATTTTTTACGGGTACTTTCTAATATTTCTTTGTAACTTGTGCCTTGCTCTTG
+TAGTTTTCGTTGTAAATTACGCAAACTCATTCCTAGGTCTTCAGCTATAACTATTTGTGAAGGAGCACCT
+AACGGCAATAAATCAAAGATTTTATTTTTGATGACATGGCTTAAATCATTTTTATCAATTCTTGCCATGA
+ATTCATCAAGCATTTTTTCGTGACTATGCGTAATTAAAGGGTTGCCACACATTAGCTTTTCTTGTGCTTG
+CTCAAAATTAAAAATAATAGCGTTTTTATCGCTATTAAATTCTATGTCACAATTGAAAAACTCTTCGAGG
+TAAGTCACATCATGAGCAGGTTTTTGATAAGCAAAACAAATTTTTTCAGGTGAGAAATCTAAAGTAACCA
+ACTCTCTAGCAAAACGGATAATGGTCGCTAAAAAGGTTTCGACTGTTGCAAGTGATAATACGGGACGATT
+AGTTCCCTCATAAGTAAAAATATTCATTTCAAAAACTAATTGGTTATTACTCTCGTAGGTAACTAATTGG
+CAAGTATTTGAAACTACACGTTTATAATGAGCTATTCTGTCTAGAGCATCTTGCAATGTGTTAGAAGACA
+TCATGGCGTAACCAAGCGCATGAAACATACCGGGATGGAATTGTTCCGCAATTAAAATAGAAAAATCATG
+TCGTCCTAATTTCTTATTACAATACTCTATTAAGTTATAAAACTTTTCGGCAGCAATACGAGATTCTTGG
+TCTGTCATAACATCTTGAGAAATATTACATTCTTTAAGTGCCGTTGTAAGATCAATCTGGTGAGCTTCCA
+TTGCCCTTGAAATCGGGATCATCCAGCCAATCAACGTTGAATAATAATCTTGCACTGCGTTTCCTATAAT
+TGGGGACCTATCTATATTACGGGGTTTGCACGAAATGACAACAGGTTGGCACATTTAGCGAAATATTAAA
+CTGTTCATTGTCGTAATGTAATGATGAAACGAACATTACAATAAGTATTATAACGATAATAATAGGCGAA
+TAATATGCTAAATAATAATCACAAAATCAAACCATTAGCTCTGGTTGTCGCTATGGCGCTTAGTGCGTCA
+TCAGCGCACGCTGTAGACTTTAATTTTGGTGAAGACGATGACATTTTATTGCAAATAAATTCTCAATTGG
+ATATTGGTTCAAGCTGGCGACTAGGCGATGCTGACCCACGATTTATTGGTAAAACTAACGGTGGAACTGG
+CGCTACAAGTACCACAGATGATGGCAACTTGAACTACTCAAAACATGATGCCTACTCACAAATAATTAAA
+GGTGTGCATGATATTCAATTAAGCAAAGGCGATTTTGGTGCTTTTGTGCGCTTTAAATATTGGTATGACT
+ATGCACTCAAAGAAGGTGATGTGAACCATGGTAACTCAGGTAATGGTTATGTCCCGAATACGCCATTAAG
+CGATGATGGATTTGAAAATAATACTAAATTTTCTGGCGCCACCTTATTAGATGCCTACGTTTATGCTTCG
+TTTGATTTAGCAGATACTCCAGTAGACATACGCCTAGGTAGACAAGTGGTTAGTTGGGGCGAAAGTACAT
+TTATTCAGGGTGGCATGAATTCGTCGAACCCTTTTGATGTCGCAGCCTTAAGACGCCCTGGTGCAGATTT
+AAAAGAAGGTATTTTACCTGTTGGCATGCTCTACGGTAACGTCGGTCTCACTGAAAACCTAAGTGTTGAA
+GCTTTTTATCAATACGAGTGGGAGAAAACTCAAATTGACGGTTGTGGTACTTATTTTTCTGGGGCTGATT
+TTGCAGCAACTGGCTGTAATTATGTTTCTGTTGGTCCTTTAGGCGATCAAGCTGGATTGGCTGCAGGTTT
+TGCCGCTGAGCGAATAGCGGATGTTGAGCCTGATGACGGCGGTCAATATGGTTTAGCCGCGCGTTATTAT
+GCTGAAGAATTAAATGATACCGAGTTTGGAATATACTACATGAATATTCATTCTCGCCTACCACTGATTA
+ACACAGTACGTACTAATATCCCGCCGACTTATGCTGCAATTACCGGTGATGATATTGCTAACTCACCCGT
+TTTTGTACCAGAAGCATTGGATCCAACAGGTGGCGCTTTCGCCGCACAAAATCCAGGTTATGACATTGAA
+TTTCCAGAAGACTTAAAGTTTTACGGCGTTAGCTTTGCTACCAATGTTGGTGGTGTAGCACTATCAGGTG
+AAGCCTCTTATAAACCTGATACTCCGGTACAGATCAGCGGACCAGAATTACTCAACGGTACCTTATCTGA
+AGCGCCATTCTTACGCTTTACCCCAAGAGTTACCGCAGTTGGTTATGGTGAAGAGGTGAAAGGTTGGGAC
+GAGTTTGATGTAACCCAATTGCAGATGACTGCGATTCAATTTTTTGAAAACACCATGGGAGCTTCACGAG
+TCACAGTTATTGCCGAAGTGGGCATGATTTTAACTGATGGCGTTGAAGACTCTGATCAACATTACGGTAG
+AAACTCAGTCTTTGGATTGGGGGATTTTGATGCTGGTGGCGGCTTAAATTGTAGCAACCTTGTCAATGCA
+GGCGCGTTATCAGGCGATTGTCGCACTGATGGTTTTGTTACTGATAGTGCATGGGGTTATCGCATGCGGG
+CTGTTTGGCAATATTCTGATGTATTTGCCGGCGTATCGTTAAAGCCAACACTTTCTTGGGCACATGATGT
+TAATGGTTACTCGCCAGATCCAGCCCAACAATTTCATGAAGGGCGGAAGAATCTAGGTTTTTCTTTAGAA
+GCGGCCTATCAGCAAAAATATACCGTCACCGTAGGCTACAACAACTATTCAGGTGGTAGTCATAATATTT
+TAGAAGATAAAGACCTAGTATCGCTGTCATTTGGCCTTTCATATTAATTATAGTGCAAAAACATTAAGAG
+AATCATCATGAAAAAATATATTACAACTGCAAGTTTACTGATGTTATCACTGGTAAGTAGTGCTGCATTG
+GCAAAAGTTAGCCCACAAGAAGCTGATAAATTAGGTAAAACGCTAACTCCATTAGGTGCTGAAATGGCGG
+CCAATGCAGCCGGAACTATTCCAGCCTGGAGCGGAGGATTAACCAGTAAAAACTCAACTAAAAGTAAAGA
+CTCTGGACGCCCTGAAAATCCTTTTAGCCAAGACAAACCATTATTTGAAATAACGCGCGCTAATTTTGAT
+GATTACAAAGCGAACTTAAGTGCTGGCCAAATTGCAATGTTTGAAAAATACGCTGATTATAAAATGCCTA
+TTTATAAAACAAGAAGAACAGCCGCCTACTCAAATGAACTTTATGATGTTGTTAAGAAAAATGCGACAAC
+CGCTGAACTAGTACAATCGGGTAATGGTGTCGAAAATTTTGAGACAACAATCCCCTTTCCTATTGCACAA
+AATGGCTCTGAAGTTATTTGGAACCACATCACCCGTTTTCGTGGCGGCACAGCTAAACGTTTTACCACTA
+CCATTCCAGTGCAATCAAATGGCTCATTTGTGCCCGTTAAAATGAATGATCAATTGGTATGGCCTGAGTT
+TTTAAAAGGCGGGCGTGATGCTAAAAAAGATAACAATATTTTGTTTTATTATCTTTCTCAAATTACCGCA
+CCTGCACGTTTAACAGGTACGGCTTTATTAGTACATGAAACCATGGATCAAGTAAAAGAAGCGCGTAAAG
+CTTGGGTTTATAACTCTGGTCAACGTCGTGTTCGCCGTGCACCAAACGTTGCTTATGATGGACCAGGTCA
+AGGTACTGATGGTTTAAGAGCCTCTGACAACTATGACATGTATAACGGAGCACCTGATCGTTATAACTGG
+AAACTAGTCGGCAAACAAGAGCTTTATATTCCATACAACTCTTATAACTTACTTGATACCACAGCAAAAT
+ATGATGACGTAATACAAAAGGGTCATTTGAATACTGATTATTTACGCTACGAGTTACACCGTGTTTGGCA
+AGTTGAAGCAACCTTAAAGGAAGGCTCAAGACATATTTACGCTAAACGTACCTTCTTTATTGATGAAGAT
+ACATGGGGTGCCTCTGTTATTGATCAATACGATGGCCGTGGTCAACTATGGAAATTATCAGAAGCGCATA
+ACATTCAATTTTATGATGTTGATACTCCGTGGATGGTTGCTGAAACCTTATATGACATAGACTCTGGACG
+TTACCTAGTAACAGGGTTAAGCAATGAAGAGCCAACCTTCATGATTTGGGGTGAAAAAGTAAAACGCAAA
+GATTTTTCTACCTCTGCTCTTAGACGTTTAGGACGTTAATCTCAACACGCATTTTCAAACAACTTGGGGA
+TATGTTTACAGCATATCTCTAAGCCACATGCTTAAGAGTATTTTACACATAAATAGTAAAAATTTAAGGC
+AAGGTATATGAATAAATCGCAAGATAACAACTTTGACTACATCATAGTCGGAGCTGGCTCAGCGGGCTGT
+GTTTTGGCGAATAGGTTAACTGAAGACGGTAAATTTAACGTCTGCTTGTTAGAAGCTGGCAGTGATAATA
+ACTCTATGTTAGTAAAAACGCCGGGAGCATTTTCAGCCTTCATGTTTTTGAAAAAATTCAATTGGAGTTT
+TGATGCTAAACCTAGAAAAGATATTCGCAATGGTGAACCCCTCTTTGTTCCCAGAGGTCGAGGTTTAGGT
+GGCAGTTCAGCCACCAATGCCATGCTATATATACGAGGGCAAAAACAAGATTATGATCATTGGGCAGAAT
+TAGGTAATGAGGGTTGGTCATTCGACGATATTTTACCTTATTTTAAGAAGTCAGAAACCAATAGCCGTGG
+TGAAAGTGAACTGCACGGCGGCGCAGGTCCCTTGCAAGTAACAGATCGCCCAGCTTTTTATGAAATCAGT
+AAACGATATATTGAGGCGAGCCAACAGGCGGGTTTCAAAGTGACTGATGATTTTAATGGAAGTGATCAAG
+AAGGCGTAGGTTATTACCAATGCACGATAAAAGATGGCAAGCGTTGCTCTGCTGCTCATGCTTATTTGTT
+GCCAATACTGTCTAGACCTAACCTTACCGTATTAACTTATGCACAAGTGAGTAAGGTACTACTGAAAGAC
+AAACAAGCTTATGGTGTTGATGTTTACGTTAAAGGCGAAAAGAGAACCTTATCAGCGAATAAAGAAGTCA
+TCTTAAGTGGTGGTAGCATCGCTTCACCACAGCTATTAATGTTATCCGGCATTGGAGATAAGAGTGAACT
+GACACAACACGGTATTGATTGTGTGCATGAACTTAAAGGCGTAGGCAAAAACTTACGTGAACATGTAGAT
+GCCTGTGTCTTAGTAAAAAGTAAAAAAACAGACGGTTTTACCCTATCGGTTTCAAGTTTACTGAAAATGG
+TACCTGATGGTATTAACTACATCACGGGTAACAAAGGCAAACTTGCCAACAGTATTTTAGAAGCTGGTGG
+TTTTATTAAGTCTACTGAGAAGGAAGACAGACCCGATATTCAGTTGCATATGCTGCCTTTGTTATATGAC
+GATAATGGCAGAGATTTAAAACTGTTAACACAACATGGGTTTTCATGTCATGTCTGTGTACTACGCCCTG
+AAAGTACCGGCACTGTGTCATTAAAATCAGCTAATTATCAAGATGCACCAGAAATAGATTTCAACTTATT
+TTCTGATAAAGAAGGAAAAGACAAAACAGTCTTAATTGATGGCATGCGTCAGCTGCGTAAAATATTAACC
+GCGCCGGCATTAGCCCAACATTATAGTAATGAAATGCACCCGGGAAATGCTTTTGAAACAGATGAGCAAA
+TTTTTGCTAAAGCCAAAGAGCGTATAGGCACAGTTTTTCATCCCGTAGGCACCTGTAAAATGGGTAATGA
+TGGCATGGCTGTGGTTGATAATCAGCTCAAAGTACACGGTATTGATAAATTAAGAGTAATAGATGCTTCT
+ATTATGCCAACACTTATCAGTGGCAATACCAACGCACCGACGATGGCTATCGCCGAAAAAGTTGCAGATA
+TGATGCTGACACATTAATTAAGGAAAGAACCCATGTTTAATTTTATAATACACAGTACCAAAGCACTACT
+CACCGGTTTATGGATACTGGCAATATTAGGGCTGGCATCAATAAATCCGCTCCCCGTAGAATATCAATTA
+TATCTTTTGCCCTTAGCTGGCATTGTACTTTTGGCGCACTTGCTTGAGTATTTTGCGATGAAAGCCAAAG
+TGAAAACTAAAAGTAATACAGAGATAAGTTTTGTACAAACCATGCTTTGGGGCTTTGGTCACTGGCTGCC
+TTTATTAAATAAAAGTATTGAAAAATAAGTAATCGTACTATTTGAATTACGTAACCACATTCAGGGAACT
+GGATGTGGTTTTTTTAATGGCATTGTTATTACTATTCATGACGCCACAACACCTGTAATCTATTACAATA
+ATAATGAACGAAATCAACAGATTTCAAAGGAACATCTTAGTCATCAGTAAAAGTGGTTTATTCATCAATA
+AACGGCTTTAACAAACAAGGAGAATAACGTGACGGTGAACGTAGAAAATGTAGAGCCTGAATTAAATATC
+GAGATTGGCCCAAACTGGTTTGCCTCCGTAATGGGAACCGGCATTATTGCTAATGCAGCCGTTGGTTTAC
+CTATGGTGGGTCAATATTTAGGTCAAGCCGGTCTTGTGATCTGGGTTATTGCTTCCCTCATGTTAATTGT
+AATGCTACTGCTAAAGGCGGTTCAAACCATTACCAACCCTCATATTATCAAACGCCAATTTAATGATCCT
+GTGATGGCGCAATTTTTTGGTGCACCACCAATGGCGCTGCTTACTATTGCTGGCGGAACATTATTATTTG
+GCCATCATTTTTTTGCACAAGATACATTGATGGTAATTGCTTGGAGTCTTTGGATAACGGGCACCATTGT
+AGGGATGATGACAGCCGTTATTATACCTTATCGACTTTTTACTCATCATGAAGTACGTGGAGATGCAGCC
+TTTGGTGGTTGGCTTATGCCAGTCGTTCCGCCTATGGTATCAGCGGCAATTGGCGCGATGTTTATTCCCC
+ACGTTCAAGATACTTTATTACAACAAACGCTGCTCTATGCTTGTTATGCCATGTTTGGTACTAGCTTAAT
+AGCTGCAATGATTATTCTTACCTTAATCTGGGGACGGTTAGTACACTCAGGTACGTCTGGCGGCGCACGA
+GTACCAACATTGTGGTTAGTGTTAGGGCCTCTGGGACAATCAATCACCGCAGCGGGCGCCTTAGGGGCAG
+TTGCCTTAGCAGTTGTTGAACAACCCATTGCAGGCAGTCTAAATACTATGGCTATTTTGTATGGCGTACC
+CGTGTGGGGCTTTGCCTTTTACTGGTCGATTTTAGCAAGCTTTCTTACCTTACGGGCTCTGCGTAGAAAG
+ATGCCTTTTGCGCTCACTTGGTGGGCATTTACCTTCCCAGTAGGCACCTGTGTAACAGGCACTACCCAAT
+TAGCGCTACATACTGGGTTGCCAGCATTTGAATGGGCTGCGGTTATTTTATTTGCAGGGCTACTATGTGC
+ATGGGTTATAGCTGCATTGGGTACGATTAAAGGCATTAAGACTGGCCATATTATGAAAAACCCGGTGAGC
+TCTCCTGTCATCATTGCGAAGAAAGGCCCCAGATAATAACGTTTACTATCGAGCGTAATAATCTAGCACT
+AAAGATGGACACTCAAAGGCTTCTTAAGAATTTAGTGGGTGTTCATATTACTTCAGCAATCATTAGCTAG
+GGAATTAACCTTCAACTTTAAATCGATGGTATTCATAAACAATCTAGGATCATCAATTTTATCCAGCATG
+GAGGTTTCTGGTAAACAATCATCATCAACATAGTCAACATAATCGCCAGTTGAATCAAAAACTAACATAT
+CCAGCGATAATCGATCTAATCCGTATAGTCCCCGGTGGATCATATCAGCCGAAAAAACTAATAAATCACC
+CGCAGCTAACTTAATTTTTTTTCCGGTAGAGAGGCTTTCACTACTGACTCTGCCCTTTTCTTCTTGTCGG
+ACATCAAATTCTTCATCATTATCCCATCGTTTATGCGTTCCTGGCACCAGCTCCATACCAAGTTCATCAA
+ATAATGGAATTCTAAAATGTACGACTTGTGTCTCAGAAATGACTCTCTTTTGATCTTCAACCTCATAATC
+ATATTGACAATCTCTATGCCAAAAATCTTTTTGATGGGAATTAACGGGATTGAAAAATAATTGAGTATTC
+ATAAATGCTGGATTAGCCGCCATCACAGAATCGATAATACTCATTATTTTTTTTGAACTGATAAAGTTAA
+ATAACTGCACTCGATCGTCATATGCTAAATACTGACTTCCAGTGATTAAGGAAGAGTTGAACGCTTCCTC
+CCGATAAAATTCTTCATTATCTTTTTTCCAAGCTTCATGGAATTTTAATATGACTTTTCTAAGGGCTGAT
+ATTTCAGCCACATTAAAATAATCTCTAATAACAAAGTAACCTTGATCGTGATAACTGCTATATAACTGAC
+TTCTATTTTCAACCATTTACGGCCATTGCCTCCACGTTAACGTTCTTATAAGAACAACACTTACTGAACC
+GTGAATTTTAATGGTAAACGTGGCGAATGACCATCAGTCACTCAAAAAAAACAGTATCGAGGGAGATTAT
+AAAAAACTGGAAGTAATGATAAGGATAGTAACTAAAGATTATTCATTAGTATCTTTAGTTACTTGTAGTG
+CTGATAAACTATTTAAAAGGTGCCTGATGCAACTCAAAGTTTTCATTATTTTGATATTGTTATTATGACT
+AATGTTAATTAGTGATGTCATCTTTCATTTTTCGAGCGAATTCATCAGCATGCTCTTTACTATATTGACG
+CTCTGCTGCGGTATTACATATTTTTTTACTAATACGAGTACCGGTTACCTTAATACTTTTACATTCATAA
+CCAGATGATTTTTGTGCTGCTGTGAGTTGACCATCTTCACTCTGCTTATCAGTATTACTACATGCAAATA
+GAAGAGTCGATAATGCAACTAATATAATGGTTTTCATTTAAAGTTCCCTTTATGTTAAATATTTTCATGG
+TCATTTTCCAACCAGACTGCCAAACATTAATCATTATCACTATGATTGTCAACTTTCTGATTTAATATTG
+TTTATTGAAACGTAATCAAAGATTAATACAATAAAAGACTACGAAAAAATCGATATCAGCTCCTTTAACG
+AGAAAACTTACTGACTGCTCCCTTCCTCAACATAACAACTTAGTAATGAAAGAAACTCATACTTTATGAG
+TAGACTCATTTCATCCTTTTGGTCTACATCTGCATAGGGCAATTGATAATATAATATCAATGAGTCTTTC
+AGTTATATAAAGGGAATAAAATGAAAAGCAAAATATTGGGTATGTCAATTTTAGCAGCGACTATCTCTTT
+TACTTCATTAGCGAAAGGTAATAATGAAGTAATGATGCAAGCAGCAGGGCAAGAGATTTTTAAAAAATGT
+AGTGCATGTCACTCAACCGATACCAGCAAAAACACATTTGGTCCTAGCTTAGTTGGCGTTATAAATCGTA
+AAGCCGCATCACTTCCGCGTTTTGCCTATTCTGAAGCATTACAGAAATCAGGGTTAACTTGGACAGAAGC
+CAATCTTCGTCGATGGATGGCAGGTAATGATATTTTAGTGCCGGGTACTCGTATGCGTCATGTTCAAATT
+ACAGACCTAGCCGAACAGAACTATTTATTGGCGTACCTTAAGTCTTTATAGTAATGACAAGTGTTTTTAT
+CACGATGAAAAAAGAGCTTTAAAGTTTACTTTACAGGCTCTTTTTTAATACACAGTCCTATCATCTATAC
+AGAATAAAAAAAACAATATATATCAAAGCAGTAAAGCGTTTACCTCCCCCTTATTCTTTTATAATATTTA
+ACCTGTTTTGTCATTCCTCTCTCATCCTTTTTCAGATACCCTGAAACGATTAAAGCGTTGAATTAAAGGC
+TTTTCATGAACACTGCGGGTATCTACGAACAGCTAATTACGCAATTAGTTGAACAAAACTTAGATCGTGA
+ATCCTTTCATGTTGGCGAACGACTATGGAAAATACTTCGTCGAAAATATTGCCATAGATAAGCAAGATAC
+TGAAGTGATTCAACCTTATTCAAAGGTGAATGTTGATGAAGCGGCCTATAAAGAAATGCGCGCGATACTA
+AAACCCTTTATAACTGCCCATGTTTATTCCTTTTACGGATTACTCTTCCTTATTCTTTTGCATATTTTAG
+GGGGCATTATCGCGGAAAGAAGAGAAAAAACAGCGTTAGTTTCTGCCATGATTACTGGTTATAAGTATCT
+GTCAAAAGATAAGGATGATTAAGTAATAAATGAATTATAGTTAAGCCACAACTAAGGGATATTTAAGCTA
+TGACTCATGATTGTTCGGTGATTACCCACCTTCAACAAACCAGTTTTGGGTGTGATTAATAAAATAAACT
+AAAGACAACATAACGGGTACTTCAACTAGCACCCCAACAACTGTCGCCAATGCCGCACCAGAATGTAAAC
+CAAACAGCGAAATAGCCACAGCAACCGCTAACTCAAAGAAGTTAGATGTGCCGATCAAACAAGCGGGAGC
+CGCGATGTTATGCGGTAGTTTCAGCCATTTTGCCGCTAGGTAAGCAATAATGAAAATACCGTATGTTTGG
+ATCATCAGCGGAATAGCAATTAAGCCGATGGTTTGCGGCTCAGATATGATGGTGTTGGCTTGAAAACCAA
+ATAATAAAACAACGGTAGCTAATAAACCGATAACCGACCAAGGTTTTAATGTCGCTAATAAGTTGTCTAA
+TGATTTATTAGTACTGTCAGTATTTGTATTTGTTTCTTCATCAGCATTTATACTTGCCTCTGCACTTTTT
+TGTGCATCAACTTTATCATTGCCCTTATTTAGCATTCTCCTGGTTACTACACCTGCAATTAAAGGCAATA
+ACACATACAATAAAACGGAAATAAGTAACGTTTCCCACGGCACTTGAATATCACTAACGCCCAGTAAAAA
+TGCCGAAATAGGCGCAAAAGCGAATATCATGATGACATCATTGACAGAGACTTGAACCAAGGTGTAATTG
+GGATCGCCTTTGGTTAACTGAGACCACACAAATACCATTGCTGTACAGGGCGCTACGCCCAGTAAAATCA
+TACCCGCAATGTATTCTTGCGCCGATTCAGGGTCAACTAAGTCTGCAAATAAATAGTTAAAAAATAGCCA
+GCCTAACGCTGCCATGGTAAAAGGTTTAACAAACCAATTAATGATAATGGTTAGCACGAGTCCTTTGGGG
+TTTTTACCGACATTTTGTATTGATGAGAAGTCAATTTGAACCATCATAGGGTATATCATCACCCAAATAA
+AAACCGCGACAACAATGTTAACGTGCGCAATTTCAAACTCGGTAATCAGTTGAAATATGTTGGGTTGCCA
+TAACCCTAAGATCACGCCAAGTATTATGCTTAAACCAACCCAAACAGATAAGTAACGTTCAAAAATCCCC
+ATGGTTAAACCTCTCTCATTAAATCTTCTATAAAGTATGCTGCCAGTTCGTGCCTGCCTGCACAGTTGGC
+TTTAGCATATATCGCGGTAGCTTGGCCTCTAACTGTTTTTTCTTTTACCTGTCGCGCTTCCGCAATTTCT
+TTCATTGAGAGCCCTTTAATTAACAGCAACGAAACCTCACACTCAGAGGGCGTTAGTTGCCATTTAGCGA
+ACTGCTCTTTCATCACTTGCAGTAACTCACCGGCGAGTCTTGCTGTTTTTGATTTTTCTATGATGATTAC
+TTTGTTGAGGGATTTAACATGTTGAAGCTCGTGAAATAAAACCAACGAAATTGCCATAAAAACCATTAGC
+TCAAGGCTGAGATGAAGGAAGCCGTCTTCATTACTCAATACATCACTGATAATGTCAAAAATAAAAAACA
+CCATGGCAAATGCCAGCACGATGGCTGGCAAATATAACTTTAAAGACACTTAATACCTCTCAAGTAGGAA
+AGTTTAACGCAATTTATTATTGAACATTTTTCGCCAATTAGATTTACCACAAAGTGAATGTAAAATTACC
+GCCCCAACATGTAACGCTAAAAAAATGGGTATTAACGACTCACCTACTTCATGTAACTCTTCTACATACT
+CAAAAATGTTACTTTTACTTTCTGAACCCAGAATAAATAGTATAGTACCTGTAACTGACATCCAAATAAA
+TATCAGTAGACCAAATGCTTGCGTGAACCCTGCAAGCCCGTCATGAGGGCCCCGCTTTGGGATTTTTAAC
+GTAAGTAGACTACGAAAATCTTCAATGGCATATTGCCTTTGCTGTTTTGAAAACGGGGACCATGCCTTAA
+AAGACAATGCCTGTGATTTAGTAAACCCCATCGCGACTCTTATCAGCATAATGCTCGCTAACGACAAACC
+TAAATAGCTATGCAATAAATAGCCATTTGAGGTGATCCCGTCTTCAGCAAACTCTCCGGTAAGAAAAGCA
+AAAACACCAAAAAAAGCTATACCTAAATGAATGAGCTTTGCGTAGGTTGGGTAAGCAGACTGATCGCTCA
+TAATAACTCCAAAGTAGAAATTGAAATAAATTGTTGTTATGAGTTTATTGCTTTAAAAGCATATAAACAT
+GGGACAATTGTCTCTAATTCAGCTTTATAGGTCATATGCCCTATGTTATTCATTGATATCAATACAGTGG
+TAGGGTTAATACTTGCCACATAGTGAGATGTCTTTACAGGCGTTAGGATGAGACATTTAACTCCTCCCTA
+AAATACGTGGAAACCAAACGAAAAAAGGCCGATTCATCACGAATCGGCCTTTTATAATTATTTAAATCTA
+GTGGTGCGGATGGGGGGACTTGAACCCCCACGACCTAAGTCACCAGCCCCTCAAGCTGACGCGTCTACCA
+ATTCCGCCACATCCGCGCAATACTAGATTTTTAACTTTTACTGCTAACTAAATTGAGGTTTAGTTAAGTT
+TAATCTGGAACGTTGCTGTTTTCTTCTTTCTTAGCAGGTTCGTCTGATGCAGGTACATCACTGTTTTGAA
+CAGCTGGTAATGTAGTTGCTTCAACACTTTCACTAGGAATAGCATCAACCGCTTGGTCAGTAGGAACTGC
+TAGGTTATTCCACTCGTCAACCGACTTAGTACGGTTAGCCGTTAAGTTACCTAAAATTAAGCTGATAACA
+AAGAAACCTACTGCTAAATACGTAGTTGCTGATGTTAGGAAGTTACCTGAACCACCTGAACCAAAAACAG
+TGGCAGAAGAACCAGCACCAAAAGATGCGCCCATATCTGCGCCTTTACCTTGTTGGATTAATACTAAACC
+AATTAGGGCTAAAGCAATTAGTACGTAGACTATAATTAATACTTGATACAACATTTCTATTTTCCTTTCG
+CTGCAGAACAAATAATTTTAAATTGTTCCGCTTTTAAACTAGCACCGCCGATAAGACCACCGTCTATATC
+AGTTTGTGCGAATAGTTCTTCACAGTTAGCTGCATTTACGCTGCCACCGTAGAGTAATGGTACTTTATCC
+GCTACTTGCTCGTTTTGTTGAGCTAAGAATTTACGAATAAACTGATGTGTTTCTTGTGCCATCGCACTTG
+ATGCTGTTTTACCTGTTCCTATGGCCCAAACTGGCTCATAAGCGATAACAACATCTTTAAATTTCTCTAT
+GCCTATCTCATCGATAACTGGCTGAATCTGCGCTGATAGCACGGTTTCAGTTTCTCCGGTTGCTCGTTCT
+GCTTCACTTTCACCAATACATAAAATGGGTGTTAAGCCTGCATTTAATGCAGCATGAACTTTTTTAGCAA
+CTTGCGTAGAGGTTTCTTTAAAGATACTTCTACGTTCAGAGTGACCAACTATTACATAGTTAATAGCTAA
+GTTTTGCAACATAGCCGTGGATACTTCACCTGTGTAAGCACCACTTTCATGTTCACTCACATTTTGTGAG
+CCTACATGGATAGCTTCATTTAAGTTAGCTGCTTTTATTTTCTGATTAAGTTCAGATAAATATGGGAAGC
+TAGGACAAATAACCACATCAACGTGCGATGATAGTTCAATATCAGCCAACCCTGAAACCATAGTATCAAC
+TAGGGCTGAGTCACCGTTCATTTTCCAATTTGCGGCTACAATTGCTTGTCTAGTCATTTATACCTCTTAG
+CCTAGGTTATTATCTTATGACTTCAGTTAATATTTAAATGGAGTCATTGCTAAAATGAAGCCGCGAGATA
+GTAACTAACCTGCGCAAAAGATACAAGTATTTAACACATATCTTTTACTAGTTGCAGTTTTTTTATACTT
+ATCGCGGTGTTTAGCTATTAATAGTGGTAATTAGTAATAATAATTACTTAACAAGTTTCACTAAATCAGC
+AATTTTGTTAGCTAATAAAGTCACTTCATCCATATCTGGACCTTCAACCATTACACGAATAAGTGGTTCA
+GTACCTGATTTACGAAGTAACACTCTACCGCGACCCGTTAGTGTTTCATTAACTTCATCAACAGCAGCTA
+ATACATCAGCATCATTTAAAGGATTATTTTGTCCCGAAAAACGAACATTGACCAGTAATTGCGGAAGCAT
+TGTTAGGCCTTGGCGTAACTCAAATAACGATTTTTCTTGTTTAGTTACCGCAGTAAGTACGTTAAGCGCA
+GCAATAATACCATCACCCGTAGATGTATGATTAAGATTAATGACATGACCTGAGTTTTCGGCGCCTAGCT
+GCCAACCTTTTTCTCTTAATAACTCCATTACATGGCGGTCACCAACATTACTGCGAGCAAATTCGATATC
+TAACTCTTTTAAAGCTAACTCTAAACCCATATTGCTCATCAGGGTACCAACAACGCCACCCTCTTTTCGA
+CCCGTTTTTAAATCATTACAGGCGATGATATAAATAATTTCATCACCATCAATAACATAACCAGTGTGGT
+CAACCATCATAATACGATCGCCATCACCATCAAGGGCGATACCTAAATCAGCCTTATGTTCAACAACAGC
+TTTGCTGATTGCTGCCATAGATGTTGCACCACACCCTTGATTTATATTGGTTCCGTTAGGCGCAGTGCCG
+ATTTCAATAACCGTTGCGCCTAATTCACGAAATACATTCGGCGCTATGTGGTAGGTTGCACCATGGGCAC
+AATCAACCACAATAGTTAAATCTTTTAATGAAATTTTGCTAGGGAAATTACTTTTACAAAATTCGATATA
+GCGCCCCGCTGCATCATTAACACGACTCGCTTTACCGAGTTTTGCTGATTCAACACAACCCATTGGATTA
+TCTAATTCAGCTTCAATAGCTAACTCCACCGCATCAGGGAGTTTTTCCCCTGTATTAGAGAAAAATTTGA
+TGCCATTATCGTAGAAAGGATTATGCGACGCACTAATAACAATGCCGGCTTCGGCTCTGAATGTTTTAGT
+AAGGTAAGCAATACCTGGCGTTGGCATAGGTCCAAGAAGGCCTACATCGATACCTGCCGCTGAAAATCCA
+GCTTCAAGTGCGGATTCAAGCATGTAACCAGAGATACGCGTATCTTTACCAATAAGCACTTTTTTAGTGC
+CTTGACCAGCGAGTACTTTACCCGCGGCATAACCTAGTTTCATCACGAATTCTGGTGTTATAGGATATTG
+ACCCACTAAACCACGGATACCATCGGTACCAAAATATTTACGATCTGACATATTTTTCCTTATATACTTT
+CTTGTATAGCTTTATTTATTGCAGCAATTTCCGTTAGATATTCATTGAATTCATCTAACGTTGTCTTTGT
+TCTGCTGCAACTGACCATCACTGGTATTTAGCTGTTATGGATAATACTTTTAGGGCATCAACAGTTTCTT
+TAACGTCATGCACCCGAATTATACTAGCGTTTTGCTGTGCGGCTATTATAGCGGTAGTTAAGCTACCTGC
+AAGACGTTCATCAACATTACGCGCTAATAAATTGCCTATCATTGATTTCCTCGATGTTCCAGACAACAGC
+GGTAAACCTAATTCACTAAATTGGTGTAGTTGAGCAAGTAATTGATAATTTTGCTCCAGCGTTTTACCAA
+AGCCAAAACCGGGGTCTAAAATTAGACGTTCTCGGTTTATGCCTGCTTGTTCACATACTTTAATTCGGTC
+AATAAAAAACTGCTTAATGTCGCCAATAACATCATCATATCGAGGGTTATTTTGCATCGAGCGTGGTAAA
+CCCTGCATATGCATTAAACAAATTGGTACATGACTCTTTGCTAATACCGCTAAACAGCCTTCATTTTGTA
+ATGCTCGAACATCATTAATAATATCTGCACCATGAGCGATTGCCTGTGACATTACTTCGGCTTTACTGGT
+ATCGATTGACACCTTGATATCAAAATTTGATTTGATCGCTTTAAGTAATGGAATAACGCGTGATAACTCA
+TTCTCTACACTCACATCAACAGCACCAGGGCGTGTAGATTCGCCGCCGATATCGATGATATCAACACCAT
+CAAGTATCATTTGTTCGACTTGCGCTAGCGCTTTATCAAACGTGGCAAACTTTCCGCCGTCGGAAAATGA
+GTCAGGAGTAACATTTAAGATGCCCATCACTTGCGCTTGAGGTTTATTTTGCTTCTGCTCGGCTTGTTGA
+TTATCTGCGTTATTAGCTGAAAAATTATCTTTTGTCATTTTGATCTTTCTTTTTGTGTTTATACCCGCTC
+CATTTGAAACGAGCGTCTTCAAGTGGAATGGGTATATATGAAGAGTCAATAGGAAAGCTCTACATATGAA
+AAAGCCTCGGTATTTACAGTAAATAACGAGGCTTTAATAATGATATAAACATCTTAGCTTGCTGGTGTAT
+CACCACTTGGCTTAGTTGTATCAGGTTTTACTTGACTAGTTTCTTCTGGGTCACTAGTTGTTTCAGCATC
+TTTATCCGTCGCTTCAACATCTGCAGCTTTATCACCTTTGCTGTCATCCGAATTAGAGCTTGAACCACCT
+TTGTCTTCCCAACCAGCAGGAGGACGAACAGATGTTCTAGCCATCAAGTCATCAATTTGTAAGGCATCAA
+TCGTTTCATACTTCATCAAACAATCTTTCATGGCATGTAATACATCCATGTTTGCTTTGATTAAGTCTTC
+TGCTCGTTGATAGTTACGGCTAATTACTGATTTAATTTCTTCATCAATTGTTTTCGCTGTTTCATCAGAC
+ATATGCAATGATTTTGCAGACGTACGACCTAAGAATACTTCACCTTCTTCTTCAGCGAATAACATAGGAC
+CCATTTTTTCAGATAAGCCCCATTGAGTTACCATTTTGCGAGCAATGTTAGTTGCACGCTCAATATCGTT
+CGAAGCACCAGTAGAAACTTTATCACTACCGTAAATAACTTCTTCGGCAACACGACCACCATATAAAGAA
+GAAATGTTACTTTCTAGATGTTGCTTAGAATGGCTAAATCTATCCTGTTCTGGTAAGTACATAGTCACAC
+CAAGAGCACGGCCACGAGGAATAATACTCACTTTATAAACAGGATCATGATCTGGCACTAAACGACCAAT
+GATTGCATGCCCAGCTTCATGATAAGCAGTCATTTCTCTTTCAGACTCACTCATTACCATTGATTTTCGT
+TCTGAGCCCATCATTATTTTGTCTTTAGCAGCATCGAATTCTTTCATGCTAACAACACGACGCGCCGTAC
+GTGCAGCACATAAAGCAGCTTCATTCACTAAGTTAGCTAAATCTGCACCAGAGAAGCCTGGCGTACCACG
+CGCAATAACTTCAGCTTTAACATCATCACCTAATGGTACTTTGCGCATATGTACTTTAAGAATTTGTTCA
+CGACCTCGAATATCAGGTAAACCAACGGTTACTTGACGGTCAAAACGACCAGGACGAAGTAATGCAGGGT
+CTAATACGTCAGGACGGTTAGTTGCGGCAATAACGATAACGCCTTCATTACCTTCAAAACCATCCATTTC
+AACTAACATTTGGTTAAGTGTTTGCTCACGTTCATCATGACCACCACCCATACCAGCGCCACGTTGGCGA
+CCTACCGCATCGATTTCATCGATGAAGATAATACAAGGAGCCGCTTTTTTAGCTTGTTCGAACATGTCAC
+GTACACGAGATGCACCAACACCAACAAACATTTCAACAAAGTCTGAGCCTGAAATAGTAAAGAAAGGAAC
+TTTCGCTTCACCAGCAATAGCTTTCGCTAATAAGGTTTTACCTGTACCTGGTTGACCGACAAGTAAAATA
+CCTGATGGAATACGCCCACCAAGCTTTTGAAAACGGCTAGGTTCACGCAAGTAATCAACTAATTCAGCAA
+CGTCTTCTTTCGCTTCATCACAACCAGCCACATCGGCGAAAGTCGTTTTGATTTGCTCTTCACTTAACTG
+ACGTGCTTTAGACTTACCAAAAGACATAGCTCCTTTGCCGCCACCACCTTGCATTTGACGCATGAAGAAA
+ATCCATACACCAATAAGCAAAATCATTGGGAACCAAGAAACGAAAATAGTCGTTAAGAAACTCGTTTCTT
+CAGGTAATTTACCTTCAGCACGAACACCCTGTTTAACAAGATCGTTAATTAAATCACGATCATAGCCACC
+AGGTATAACGGTTTTGTATGCTTCGCCACTACGCTTTTCACCCGTGATTACGCCATTTCTATCAACACTC
+GCATCGCGAATCTGTCCTTGACGTACATCCTGAATAAAGCGGGTGTAATCCATTTGTTGATCTTCTGTGG
+TATTTGGAGAAAAACTCTGAAATACACTCATCAAAACAACTGCAATAACTAACCATAAAATAAGATTTTT
+CGCCATATCGCTCAACTTAATGACCTCTTGTGATATTTAAAATATTTATTATAATAAATCTATACTAGTC
+TATTGTGCCTAATTTACTACAATTCAAGGCTAGTCGCTATTTAACTTTAGTCGCCAGTAACAACTAGTTA
+CAACTTACCCCAGTAAAATGTTACTAACCTTTGTAGCCAGTAGCCACTAAATATACTTCTCTCGAACGCG
+CTCTAGAAGATTCTGGCTTACGGGTTTTAACCGCTTTAAATACTGCACGGGTCGCTTTCATGTAATCTTC
+AAAGCCAGCACCTTGAAATACTTTTACCACAAATGCGCCATTAGGTTTTAATACTTGGCTACACATATCT
+AGTGCTAACTCAACAAGATACATACTACGCGCTGAATCAGCACTTTCATTACCAGTCATATTCGCCGCCA
+TATCAGACATAACAACGTCAATATTTTTGCCATTTATACGAGTCAATAATGCATCAAGTACTTCTTCTTC
+TCTAAAGTCACCTTCAAGAAAGTCAACACCAACAATGGCATCCATAGGTAAAATATCACAAGCAACAACC
+TGCCCTTTATCACCTACAACCTTAACAGCATATTCTGACCAACCACCTGGGGCTGCACCTAAATCGACAA
+CTTTCATACCTGGTTTAATCAATCTATCTTTAATATTGATCTCTTCAAGTTTGAAAACTGCACGTGAGCG
+TAACCCTAAACGTTGCGCTTTTTTTACGTATTCATCATCAAAGTGTTCATCTAACCAACGCTGACTACTC
+GCTTTGTGTTTTTTATTTGCCATGTTTTTTCTTACTCATCTAACTTTAAATGCGTTAAGTTATTTAACTA
+TTAGTATCATACCAATTCTAATAAATTTATTCCCTACTCAGAGCTATGTCAGAGAAGTTAGAATAAATAA
+ATTTTGTATTGGTCTAGTTATTCTAAACCTAAACAAATTTGTGAACTTGTCACTTACCTGACAAGTTCCC
+GAAAGGCGAGCTTAAAAGGCTTATATGCTACTATCTTGATTTTAACAAAGACGCGGCACGGATGCAGCTT
+ATTAGAGAATGCAGGGGCATATTCTCCTGAATAACCATTATCATCAATCAATACCTTGCCTCTAAGCCTT
+TTAATTCTCGCTGAGTAGGAAAAAACTTAATAGACTTGGTATTAGTCACTAGATAAGGGTAAAATGGCGG
+CAATTCAAGGCAACAGATAACGAAATTTAGTAATGAGCTTAAACAAAAAACAAATTCAGCACCTTAGAGG
+CGTAGCACACCCTTTAAAACCAGTAGTTTTACTTGGCAATAATGGCTTAACAGAAGCGGTTGTAGCCGAG
+ATTGATTATGCACTTAATCACCATGAGTTAATCAAGGTGAAAATCCCAACAGATGATAAAGAAACTAAAG
+CGTTAATCGTTGAAGCTATTTGTCGCGAAACCAAATCAATTCAAGTACAAGTAATTGGTAAGACTTTAGT
+TATTTATCGTAAAAGTGAAGAAAATAAAATTAGAATCCCTAAGATTTAATTTTACCTTTGCTTTGCAACC
+ATAAAAAATGACAGCAATTGCTGTCATTTTTTATTTCTGCTGAAGAATTATTTATTTTTTAACAGCATCA
+GCTTCTTCAACAATGGTTACCACTTTTTGAATCAGCTTTACTCGGCCTGAATCAACCAAGGCTTTTCTTA
+ATACATATTCAATTTGAGCATTAACACTGCGTAATTCGTCATCAGACCATCGCTGCATTGCAGCTAAAAC
+CTCAGGGTTAATTCTAAGTGGGAAGCTCTTTTTGGCTGCCATTATATTTCCTATTAATACCTAAACGATT
+AATAACTCAAGGGTTAATAACTGAACAACACCTAATCAATATAAACTACCCGTATTAACTACGGGTTGAG
+TACTTTTATCGCTACATAGTACGACCAATAAATTACTGACCATAGCTGCTTTACGTTCTTCATCAAGCTC
+AACAATACCTTTTTCTGATAGTTGACTCAATGCCATCTCTACCATGCCCACAGCGCCATCAACGATAAGT
+CTGCGTGCTGCTATAATGGCAGAAGCTTGTTGTCTTTGCAGCATAGCATTAGCGATTTCTGGTGCATAAG
+CTAAATGACTAATACGTGCTTCATGTACTCGCACGCCCGCTTTGCCTAACCGTTGCTGTATTTCTATTTT
+TAATGCTTCAGAGACTTCTTGAGGATGACTACGTAGAGCGATCTCATCACCTTCATGTTGATCATAGGGA
+TAGCTAATAGCCATATTACGTAAAGCTGATTCACTTTGAATATTTACAAAACTGATATAATCGTCCACTT
+CAAAAGAAGCCTCTGCGGTATCATCTACCGACCATACAACTACGGTGGCTATTTCAATAGGATTACCGTG
+ATTATCATTCACTTTCATCTGATTGGATTCAAAGTTTCGAATACGCAATGAAATATTTTTGCGCATAAAC
+AGAGGAATAGTCCAACGTAAACCACATGCCTTTACCGAGCCAACATAGCTACCAAAAAAAGTCATTACTT
+TCGCTTGGTTTGGTTGCACCATAAAAAAACCTGGAATTGCTGCCATAGTAACGATGAATACAATTACAGT
+GACTATTTCTATATTTCCTATCGCGGCTTGGCTAACAATAAATGCTGCTGCAGCTAACAAGGCAATAAAA
+ATGCCGTAACCATTAATTGAAAAACCTATATTCTCGTTCATGCTAACTCCCTGGAACAAACTAAAATGAT
+ATCATTTTGATATCACAAAAGAGTACTATTATTCTTAACACTTTGCAAGACGATTTTTTTGACATAAAAA
+TTACGCTATTTACGCTCACTTAAGTAGACGCGCACAAAAAAGGCCGAAAACATGACGTTTTCGACCTTTT
+ACTTAAACAACGATGATGGCATAAATACCCTAATAGCGGTTTAAAATAGTATGTTAGATATGTTCAACAG
+AAACAATTTCATACTCTACTACGCCACCAGGAATCGTTATTTCAATTTCACTATCTACTTCTTTGCCAAT
+TAAACCACGCGCTATAGGTGAGTTAACTGAGATACGACCTGTTTTAAAATCAGCTTCATCATCGCCAACA
+ATTTGATAAGTTACTTCAACTTCGGTATCTAAATTCAATAAGGTAACTGTGGTACCAAAAATAACTTTAC
+CATGGTTAGGTATTGCCGTTACGTCAATCACTTGCGCGTTACATAAGCGACCTTCGATATCTTGTATACG
+CCCTTCACAAAAGCCCTGCTCTTCTTTTGCAGCATGGTATTCGGCATTTTCTTTTAAATCACCGTGCTCA
+CGTGCAGTAGCAATATCTTTAACAATGCGCGGACGCTTTTCTGTTTTTAAGATTTTAAGCTCATCATGTA
+ATAGATCAGAACCACGAAGGGTCATTGGATATTTAATCATTCTTATTTTCTCACTCTAACAATAAAGGCG
+GTTAACCTTGCCTATAAATAGGGGGTAACCACCTTTAAATACTTTGAATAAGCTTAAATTCACTCAGGAA
+TTTAAGCTTTATGTAGTCCGTTTACAACGTATTGTGTAGCTCTTGCACAGTGCGCACAGTACTCATTTCA
+TCTGCAGCATGAGCCATACAGCTAGCAAATGCAGCATTTAATGTCGTTGTGTAAGCAACTTTATAACGCA
+ATGCACCGCCACGTAATACTTTTGAATCCTCAATAGCTTTACGACCTTCAGTAGTATTAATAATATAGCT
+GTATTCACTATTTTTGATTCTATCAAGAATATGTGGACGACCTTCATGTACTTTATTAACACGACGAACC
+GGAACACCCGCTTCACGTAAAATCACTTCAGTACCGTGAGTTGCATCTATATCATAACCCAAATCAACCA
+TGATTTTAGCTAATTCAAGTACACGTTTTTTATCACTATTACGTACAGATATTAAAGCACGACCTGTTTT
+AGGAACAGATACACCAGCGCCTAGATTTGCTTTTGCGTAAGCTTCTTCAAACGTATCACCTACGCCCATT
+ACTTCACCTGTTGAACGCATTTCTGGTCCAACTAAAGGATCACTACCATGAAACTTGTTAAACGGTATCA
+CAACTTCTTTAACAGAGAAATACTTCGGAATAACTTCCTTGGTTATGCCCTGCTCTTTCAGTGATTTGCC
+CGCCATTACGCGTGCGCCGACTTTAGCAAGTGGTACTGACGTTGCTTTTGAAACAAACGGAATAGTACGT
+GCTGCACGTGGGTTAACTTCAATGATATAAACTTCATTGTCTTTAACTGCCATTTGCGTATTCATTAAAC
+CAATAACACCTAGCTCAAACGCTAAATCTGTTACTTGCTTACGCATAACATCCTGTATTTCTTGGCTTAA
+GCTATAAGCTGGTAATGAACATGCGCTATCACCTGAGTGAACGCCGGCTTGTTCAATATGCTGCATAATG
+CCGCCAATAACGACATCAGTGCCATCACAAACTACGTCAATATCAACTTCAATCGCATCATCAAGGAAGT
+GATCAAGTAATACTGGCGAATCATTAGAAACACTTACCGCTTCTGTCATGTAACGACGTAAGTCGTCTAA
+GTCATAAACGATTTCCATCGCTCGGCCACCTAATACATAAGATGGACGTACAACTAACGGGAAGCCAATA
+CCTTCGGCTTTAGCCATAGCTTCTTCTAACGAAGTTACGGTGGCATTTTCAGGTTGCAATAAACCTAAAC
+GGTCAACTGCTTGCTGGAAACGTTCTCTATCTTCAGCTCTATCAATAGCGTCTGGAGAAGTACCAATTAT
+TGGTACGCCAGCGGCTTCTAAAGCACGTGCTAATTTAAGTGGTGTTTGACCACCATATTGCACGATAACG
+CCTTTAGGTTTTTCAATACGAACAATTTCAAGTACATCTTCAAAAGTAATTGATTCAAAGTATAAACGGT
+CTGACGTATCGTAATCGGTAGAAACTGTTTCAGGGTTACAGTTAACCATGATAGTTTCATAACCATCTTC
+ACGTAATGCTAATGCTGCATGAACACAACAGTAATCAAATTCAATACCTTGACCAATACGGTTAGGGCCA
+CCACCTAGAATCATAATTGATTCTTTGTCGGTCGGGTTTGATTCACATTCTTCATCGTATGTTGAATACA
+TATAAGCCGTATCAGAGCTAAACTCTGCCGCACAAGTATCAACTCGTTTGTAAACTGGATAAATATCTGC
+GTTATGACGTTTTTTACGTACTTCAGCTTCAGATACACCAATAAGATCAGCTAAACGAGAATCGGCAAAA
+CCTTTACGCTTAAGTTTACGTAGATACTCAGGGTTTAGTATTTTTAAACCGCCTTCGCTAACTTTTGCTT
+CTTCTAAAACAATGTCTTCAATTTGTACTAAGAACCAACGATCAATCATTGTTGTTCTATAAACGTCTTC
+AACGGTTAAACCTAAACGAAACGCATCGGCTACATACCAGATACGGTCAGCACCTGCTTCTTGAAGCTCA
+TGCATTATTTTGGTTTTAGCACCGGGCTGAGTTACATCAACAATTGAATCAAAACCATTAACGCCAACTT
+CTAAGCCGCGTAATGCTTTTTGCATAGATTCTTGTTGGTTACGGCCAATAGCCATTACTTCACCAACAGA
+TTTCATTTGCGTAGTTAATCTGTCTTCTGCGCCAGCGAATTTTTCAAAGTTAAAACGTGGGATCTTAGTT
+ACAACGTAATCGATGGTTGGTTCAAATGATGCTGGTGTTTTGCCACCAGTAATATCATTACTTAACTCAT
+CTAGCGTATAACCTACCGCTAACTTAGCCGCGATTTTAGCAATAGGGAAACCTGTTGCTTTTGATGCTAA
+TGCTGATGAACGAGATACACGTGGGTTCATCTCGATAATAACCATACGGCCAGTTTCAGGACAAATACCA
+AACTGTACGTTTGAACCACCTGTTTCAACACCAATTTCACGTAATACCGCTAAAGAAGCGTTACGCATAA
+TTTGGTATTCTTTATCAGTTAATGTTTGCGCTGGTGCAACAGTAATTGAATCGCCCGTGTGGATGCCCAT
+AGGGTCAATGTTTTCAATCGCACAAATAATGATACAGTTATCATTTTTGTCGCGAACCACTTCCATTTCA
+TATTCTTTCCAACCGATTAATGATTCATCGATTAGTAATTCTGATGTTGGAGAAAGGTCTAAGCCACGAG
+TACAAATTTCATCAAATTCTTCAATGTTGTATGCGATACCGCCACCGGTGCCACCCATGGTAAATGAAGG
+ACGTATAATACAAGGGAAACCTAATACTTTACTTGCCGCGTGCGCTTCTTCAATAGTATGTACAATCTCA
+GCATTTGGCGTATCAAGACCAATCGCTTTCATTGCTTTATCAAAACGAGATCTGTCTTCTGCTTTATCAA
+TTGCGTCAGCAGTAGCACCAATCATTTCAACATTAAATTCTTTTAGTACGCCTTTGGCTTCAAGTTCTAA
+AGCACAGTTTAATGCGGTTTGACCACCCATAGTAGGTAGAACAGCACAAGGACGTTCTTTTTCAATAATA
+TTACGTACAACTTCCCAGTGAATTGGTTCGATATAAGTCGCATCGGCCATATCAGGGTCAGTCATTATCG
+TTGCTGGGTTAGAGTTAACTAAAATAACTCGATAACCTTCTTCACGAAGTGCTTTACACGCTTGAGCGCC
+AGAATAATCAAACTCACAGGCTTGGCCAATCACGATTGGACCTGCACCTAAGATCAAGATACTTTTTAAA
+TCAGTACGTTTTCCCATTATTTTCTCTCTTCTCTTGTCTGTCGGCTTAAGCGTTGTTTGATTTGTAGGTT
+TTGATCAAATCGATGAAGTGATCAAATAATGGCGCTGCATCGTGTGGACCAGGGCTTGCTTCAGGATGAC
+CTTGGAAGCTAAATGCTGGTTTATCTGTACGATGAATACCTTGCAATGAATCATCAAATAATGATTTATG
+GGTAACCGTTAAGTTACTTGGTAAGTTTTCTTCGTTAACTGCAAAGCCGTGGTTTTGTGCAGTAATCATT
+ACTACGTCACGTGCGAAGTCTTTCACCGGGTGGTTAGCACCGTGATGACCAAACTTCATTTTCACTGTGC
+TTGCGCCACTTGCTAGGCCAAGTAATTGATGACCTAAACAAATACCAAAAACAGGTATTTCTGTTTCTAG
+GAAAGACTGGATAGCAGAAATTGCATAGTCACATGGCTCTGGGTCACCAGGTCCATTTGATAAGAAAATT
+CCATCAGGGTTCATCGCAATAACTTCACTTGCTGGTGTTTGTGCTGGTACTACGGTTAATTTACAACCAC
+GGTCAACTAACATACGCAAGATGTTGTGTTTAGCGCCAAAATCATAGGCTACAACGTGGAACTCAAGATT
+GTCTGGCTTAGTGAAACCTTTACCAAGCTCCCAGCTACCATCTGTCCACTGATACTGTTCTTTAGTAGAG
+ACTACTTTAGCTAAATCCATGCCTTTAAGGCCAGGGAATGCTTTTGCTTGTGTTAGTGCGTCAGCCTGTA
+AGCTCTCATCGCTGCTATCATCAAGTGTTAAGATACAGCCATTTTGTGCACCTTTCTCACGCAAAATTCG
+TGTTAATTTACGTGTATCAATATCCGCGATACCTAAAATGTTATGAGCAATTAAGTAATCACTTAAATTT
+TGTTCATTTCGAAAGTTACTAGCAAGTAATGGCAAATCACGAATAACCAAGCCTTTAGCAACAATGCTAT
+TTGACTCTTTATCTTCGCTATTAGTACCTGTGTTACCTATGTGCGGGTAAGTCAGGGTAATAATTTGCTC
+TGCATATGATGGATCGGTAAGGATTTCCTGATAACCTGTCATAGAAGTGTTAAATACCACCTCCCCAACA
+GCCGACCCTTGTGCACCAATTGCGGTGCCTTTAAAAACAGTGCCGTCTTCAAGCACTAAAATAGCAGATG
+TAGCCAATGTAACCTCCAAAGAAGAAATAAACGTAAACGCGCATGTAACAGCAAGTGCTCCATGCATTTG
+CTTTTTACTGTACTTCCCGTACAAAAATAGGTGTCAAAAACTGCTTTTCAGCTAAATTTTTGACAAAATC
+CACTTATTTTACGCTTGTACTTTACTTTCGTCTAGTAATAAAATGTAAAAACTCAGTCTTTTCTAGCTTT
+TCCTAGCTTTTACTAGTCAAAGGGCTGAAAAGACTACTTATCTATGTGAAATTTCGTTAATACCTAGATG
+TTAACTAGGTATTAACATTAATCTTTTAATCCGAGTACGTCTTGCATATCATAAAAACCAGCGTCAGCAT
+CTTTTAACCAAAATGCTGCTCGCATAGCGCCTAGAGCAAATGTCATTCGAGAACTAGCTTTATGCGTAAT
+TTCAAGTCTTTCGCCTAAATCTGCGAAAAATGCAGTATGTTCGCCAACAATATCGCCAGCTCTAACAGTT
+GCAAAACCGATAGTTTCTCGATCACGTTCTCCTGTTATGCCTTCACGCCCATAAACAGCAACTTTATTCA
+GGTCACGTCCTAACGTATCAGCTATAACTTGCCCCATTTTGACAGCAGTCCCAGACGGTGCATCTTTTTT
+AAATCGATGATGCGCTTCAAAAATCTCAATATCTGTATAGTCACCAATGGCTTTTGCTGTAACTTGCAAT
+AATTTAAACATTAAATTAACGCCAACACTGGTATTAGGCGCTAAGATAACAGACATAGTTTTACCTGCTT
+GTTCAATAACCTGCACTTGTTCATCAGAAAAACCTGTCGTGCCGATAACTAACGCTTTTTTATTTTCGTT
+ACACCAAGTAAGGTTTTCTAGCGTCGTTTCTATTGAGGTAAAATCAATAAAAACATCTGCTGTAGCCAAT
+TGAGCTAACGTTGTTGATGTTTTAATACCAATGGCACCAATACCCGCCAATTCCCCCAGATCAAAATCGA
+CAAAAGATGAACTGGTACGTACGCTACCACCAACTAATTCGATACTTGCATGCTCATGAGCTGCTTGAAT
+TAAATTGCGTCCCATACGTCCACTGCAACCTAAAATAGCTACTTTTACTTTCATATTGTTCTCTACTGTT
+CTTTTGATAAGAGCGGAAACCGCCGATAAATTTAATTAATTTTTTCTATTTTCTATTAGCAACTCCTATT
+CGTAATGAATAGATGTCACCAATCTAGTGGCTCAGTTAATGATAACGAGCTATCAAGCTCATGAGAAATA
+ACATTTACTATTTTCAATGCCCCTTCACTGTCTAACACATGGTAAATCGCAGTAAAGTCAGCAAAGACTT
+GCCCTTGGCCATCGATAAAATCCCAATCTATGCACACTAAATATAACTGTTCACTTACTTGCTCAAAAGA
+CGCTTTTTTCGCAATAATATCACTCGTTTTAGCTTCTCTAAGTTGAGTGAAGATAGTGCCAAATTCTTGA
+AGACAATCTGAGGGGCTTGAAAGCAAAATTATTTTATCAGGTGTATTTAGTGTGCATGGTAAGTGATAAC
+AACGGCTTACTTCATCAATATCATAATCAATAAATGCACTTTGATATCGTTTAAAGAGATCTTGTAACTT
+GATATCAATTCGCATAATGAATTACTCCCCTTGCTGGTTAACATTAACAATAGCTGCATTGCTTCAATTA
+GTTTTAGCTTAAAAAAAAGCCCTCAATTGAGGGCTTTCATTATAATACGATAATTATTTGATGCTTAATA
+ATTCAACATCAAAAACTAACGTAGCATAAGGAGGTATAGCACCTTGAGAACCGCGCTCACCGTATGCTAA
+ATCATAAGGGATAGTTAATTTCCACTTACTGCCTTCAGTCATTAACTGTAGTGCTTCAGTCCAACCAGCG
+ATAACGCCGTTTACTGGGAATTCAGCCGGTTGGCCACGTTCAACAGAACTATCAAAAACATCACCGTTAG
+CAAAAGTACCGTGGTAATGTACACTTACAGTGCTTTCAGCTGAAGGTTTTTCACCTTCACCTGTAGTAAT
+TACTTCATACTGTAAACCAGATTCAGTTACAGTAACTTCATCACGCTTAGCGTTATCAGCTAGGAATACT
+TCGCCTTCAGCTGAAGCTTCTTTAGCAGCAGCTTGCTCTTGTTCTTGTAATTTTTTAGAAATTATAGAAA
+AAGCATCGTTTAAATCTTCATCTGAAACTTGGCTAGCCGCATCAGCAAGAGCATCAGCAATACCAGCTTG
+TACAGCGGTGATATCAAACTCTTTAAAAGGGTTGTTGCGAAGTTGGTCACCTAATTGACGACCTACGCCA
+TAACTAACACGTTGTTCAATAGTATCAAAACTCATTGGTATATAAACTCCAGACAATACTGTCATTTTTA
+ATGATTAATTATTTGTAAACTTTACTTTAAGGTTAACTAAATTAATCGAAGGTTTAAAATTATCGCGATT
+CTAGCATAAAAGCTTTAATGCGAACAACTTGAAATTACGACCTGACCCGAGTAATTACCAGTAAACATCA
+CCTAACAATAAAGCCTAAATAATGCTTTGTAGATATAAACAAAAAACTCGTTGTTTTAAGGCAACGAGTT
+TTTAGACAAACTATATAACAGACTTGGTATGCGTTATTTATGAATCTCTAACATTTCATCAAACGTAGTA
+CTGATACTCTCTTCTACTTTAGGTGATAGTTTACTTACGATATAAATCGCTAGAGAACAAACAATAAAGC
+CAGGTACTATTTCATACATAACAGCACTAAGGGATTGTCCATCGATGGTGATAGGTGCATAAATCCAAAT
+AAGTACAGTTACTGCGCCACTAATAATGCCAGCTAAAGCGCCATTACGCGTCATATCTTTCCAATATAAA
+CAACCAATAATGACAGGTCCAAAGGCGGCTCCAAATCCAGCCCAAGCATTACTGACTAGACTTAATATAC
+TGCTGTCACGATCGTACGCTAAATAAATAGCGACCAATGCAACAATCAATACAGAAATTCGGCCAACTAA
+GACTAATTGTTTTTCACTGGCATCTTTATGTAAAAAGGCTTGATAGAAATCACCAGTAAGCGAACTCGAA
+GTCACCAATAATTGAGACGATATGGTACTCATGATAGCGGCTAAAATTGCCGCTAGTAAGAAGCCTGCGA
+TTAATGGGCTAAATAATAATTGGGATAGTACTATAAAAATAGTTTCTGCATCATCAAGCTTGATGCCTGT
+TTTAGCCACATAAGCAATACCAGCAAAACCTGTTGCCATCGCGCCAATAATAGAAACAATCATCCAACTC
+ATACCTATACGACGAGCGGTTGGCATGTCTTTTACACTTCTAATCGCCATGAAACGCACAATAATATGAG
+GCTGACCAAAATAACCTAACCCCCAAGCCATGGCTGAAATGATACCAAGAGCACTAACACCACTAAATAG
+ATTGAGTAGATCAGGGTTTATCATCTCGATGCTACTTTGCATTTCGGCCAGACCACCGACTTCACTTATG
+GCAACAACAGGAACCAATACTAAGGCAATAAACATAATACAGCCTTGAACAAAATCAGTTAAGCTTACCG
+CCAAAAAACCACCAAACATAGTATAAGCAACCACTACACCAGCGGTAACATATAAACCAATCTCATAATT
+CAAGCCAAAAGAGCTCTCAAATAATTTGCCACCAGCAACAATACCACTAGAGGTATACAGGGTAAAAAAC
+ACCACAATAACGACTGATGATACAATTCTTAATACACGCGATTTATCATTAAATCTGTTTTCGAAAAAAT
+CAGGTAGGGTTATCGAGTCATTTGCTAGCTCGGTATAGGTTCTAAGGCGTGGTGCAACGACCAAATAATT
+AAGAAATGCGCCAATCACTAAGCCAATAGCAATCCAAATACTGCTCATGCCCGTTATATACATAGCGCCT
+GGTAATCCCATAAGCATCCAACCACTCATGTCAGAAGCGCCGGCAGATAATGCAGCAACACTTGGCGATA
+GACTACGACCACCTAACATATAGCCTGCAACATCGCTGGTTGATTTTCTGTAAGAATATAAACCAATTAA
+TAGCATGGTTATAAAATAGAGAGTTAAAGAAATTAAGGTACCGATAGCCAAAGTAATTACCTGCTTATTA
+TGTAGTAGTGAATGAGTAAGGTCGCTAAACTAGCAAAATTGGTTAAAAAAAGAAACCTTAGATGAATAAG
+TTATGCCTCTATTGATAATGACAATGATTAGCAACAACACTGCATATATTGAATAAACTGCATACATATT
+CAAAAAACTAATGCAAAAAAAGCCGCTATACCATATATTCAATAGTAATTAATATTTCCAAGCTAAGCTA
+GATAACTACTTCTATGAATTTTTACGCCGCAAGACAACCTATTTTAGATAAAAGTAAAAAACTTTTTGCC
+TACGAGTTACTTTTCCGAGATAGCATAGATAATGTATTTCCAGATATTGATGGTGATGAAGCTACCAGCA
+AGATGATTGAAGCTAGCCAATTTAATATGGGCATCAGCGAATTTACCGGTAACAAACCTGCCTTCATCAA
+CTTTACCTTGGAAACATTGAAACAAGGCTATCCTGAAATGCTTACGCCTGATGAGGTCGTAGTTGAAATT
+CTTGAAACAATTAAACCCGGTAAACAGCTATTAGCCCTCTGTAAAGACTTACATAAAAAAGGCTATACCC
+TCGCTTTAGATGATTACGAACACCAAAATGTGTGGGCGCATTTCTACCCTTATATTAAAATCATTAAAAT
+TGATATTCAAGTGAGCGGAATTGAAGAAATTCGCGAAGTACTTAAAGCGACCAAAGATCATCCTCATATC
+AAAATGTTAGCTGAAAAAGTTGAAACCTATGAAGAATATGATCAAATGCTGCAACTTGGTTTTGATTATT
+TTCAAGGATACTTTTTTGCAAAACCTGAAATGATTAAAACAAAAAATTTATCTCCTTCTCAGATAGCAAT
+GGCAGAGTTGCTTTACGAAACCTCTAAAACTGAACTCGATTTAAATAGTATCACCAATGTTTTTGAACGG
+GATGTATCGCTGTCTTATAAATTACTACGTTATGCTAATTCAGCTATATTCAAACGCCGCAATGAAATCT
+CGACAATCAAGCAAGCACTCGTTATTTTAGGCTCAGGTGAATTAAAACGATTTATTGGGTTGATGTTTGC
+TATTACGGCAAACCCTAATAAACCATCTGAATTAATTAACTTAGCAATGACAAGAGCAAAATTTTGTGAG
+TTGGTCGCAGAAGATATCAATTCACAGCTTGATGCTTCCATTGCCTTTTTAACGGGATTGTTATCAATGA
+TAGATGCCATTTTGGATGAAGAGATGGCTACGGTATTAGAGAAGCTTCCTCTTTCACAAGAGATCAAAAA
+CCCATTGCTAACCAAAAAAGGCATTATGGCTGCACTGATTAAGTTAGTGGAATTTATCGAACAAGCCCAG
+TGGGATAAAACCACCTTGGTAATGGAAAAATTACAGCTCGATAAAGATAAAGTGGTAGAGCATTACAATC
+AAGCCGTTACTTGGGCTGATGAGCAAACACAAGCTGCTGACTAACTAGATGTTAAAAAAATAAATCTCAG
+TTTAGATTACATATTGTTTTATTAATATTTTACAGCAAAGGTCACTTACTTAGGTAATTGACCTTTTTTG
+ATAACCCTCTTTATAGCACTTAGTCATTTAGCCATCTAAACATCTACATTGACACTTAGGATTTTACTTT
+TATAATGCAGCAACGATATTGTTTTATGTAGCTGTGATATGACTGAAAAAAATGCCCCCCAAGAAAACTT
+ATTTGCCCTACTCCCATTTGCCATTTTTTTAGGGCTATTTCTCGGTACTGGTATAATTTTAACTCTACAA
+GGTGTTGATTTTGCTTTTTATCAACTACCGGCAAGTATTGCTATTATCCCGGCTATTATCGTCTCGATTG
+GCTTAGGAAAGTACCTATCTAAAAGTACAATTGAAAAGCAAGTAGAGCAATTTATCCGCGGTGCAGGTAA
+TAGCAACATAACAACCATGTGTATTATTTATCTTCTTGCTGGTGCTTTTTCCGTGGTTGCAAAAGCAACT
+GGCAGTGTTGATGCCAGCGTACAGCTTGGCTTAGCTGTATTCCCTGATTATCTACTACTGCCGGGGTTAT
+TTTTAGTCGCTGCGTTCTTATCTACCGCAATGGGAACATCTATGGGCACAATTGCTGCTATAGCACCTGT
+TGCACTAGGATTTATTGAAACGGCAAACTTAGATGCTGCACTCGTCGCTGGCTGTCTGATTTCGGGCGCT
+ATTTTTGGTGATAACTTGTCAATTATTTCTGATACCACTATCGCTTCTACGCGTAGTCAAGGCGCGCAGA
+TGAAAGATAAGTTTCGTGTTAACTTTAAATTTGCCGTTCCTGCAGCCCTTATTTGTTTGGTGATATTTAC
+AATATTAGGCGGCGAAGTAAGCCATGAGTTGAGCAACGAGTCTGCTCTTATTGGTTTAATTCCTTACGTA
+ACTATTCTTGTACTAGCCTTGATGGGAGTGAATGTTTTTGTGGTCTTAACATTGGGCATAGTGCTAGCTG
+CAGCAATTGGTATGATTAGTAATGGCTACCAGTTATCCGCTTGGTTAAAAGACATTACTGCTGGATTTTC
+TAGTATGCAAGACATCTTTCTATTATCCCTTTTTATTGGTGGTTTAAGTGAATTAGTTCGTCAGCAAGGT
+GGTTTAGCCGCGTTAACGCGTGTTATAGAAACACTTGCCAGAAAACTGACCCCCAATAATAAGCGGCGAG
+CAGCGGGTTTAGGTATTGCTGGACTTGCCTTTATTTGTAATTTCTTCACTGCAAACAATACCGTATCAAT
+TATAGTCACGGGTGATACTGCTAAGAACCTTGCTACTGATGGCGAGTTATCCCCTGCTGAATCAGCCAGT
+TTACTCGATGTTTTTGCTTGTATTAACCAAGGTATGCTACCGTACGGAGCCCAAGTACTATTACTTGGCG
+CTACTTTACATATTTCGCCACTATCTGTAGCAAGCCATTCTTTTTACCCTATGGTTTTATTTTTTGCCGC
+TGGTTTCTCTTTTTGGCGATTAACAAGTAATACTAAATAAAATTTTATTTGTTAAAGCACACAAAAAAGG
+ACGCTTTTAAGCGTCCTTTTTAATTAACTGATTTACAATGAAAGATTAAACTAACTATTAACTAAATAGT
+TATGCCATGTTCGGCAAGTAACGCTACTAACCCATCTTCGGTAAGCACTGAGATACCTAAATCCTGAGCC
+TTAGTCAGTTTAGATCCCGCTTTATCACCTGCAACAACGAAGTGTGTATTCTTCGAGACACTACCTGATA
+CTTTAGCTCCCAAGGACTGTAAGGCTGTTTTAGCTTCAGTTCTTCCCATTTGGGTTAATGTGCCTGTTAA
+AACAAATATCTGCTCTGCAAGCGGTAACTCCTCAGCTGACTTTATTTCAATAGTTGGCCAGTGCATTACT
+TCACTTAGTCCAGAAACGATCGCTAAGTTATGCTCTTCTTTAAAGAAATTAATAATATTTTTGGCAACGA
+CTTCGCCAACATCTGAAACATTTTGTAAGTCTTCAAGAGAAGCACTTTCAATTGCCGCTAAGGTATAAAA
+ATGATTTGCTAGATTAGCAGCAGTTGCTTCACCGACTTCGCGTATGCCCAGACCATAAATAAATTTTGCT
+AGTGTGGTACTTTTAGCCTGCTCAAGTCCATTAATTAAATTGGTCGCTGATTTTTTACCCATACGATCTA
+TAGTACTAACTTGTATTTCGGTTAATTTGAATAAATCAGCGGGCGTATTAATTAACTTTTCATCTACAAG
+TTGCTCTACTAGTTTGTCACCTAAACCATCAACATCATGTGCTTTTCGAGAAGCAAAATGTTTAATAGCT
+TCTTTTCTTTGCGCCGCACAGAAAAGTCCGGCGGTACATCTCAGTACGGCTTCACCTTCAGGTTTAGCCA
+CTGCAGAGTCACAAACAGGGCAACTGGTAGGAAAGACTATATCGACGGCATTATCTGGTCGTTTATCAAG
+TACTACGCTAACAATTTGAGGAATAACATCACCGGCACGGCGGATAACCACGAAATCATTCACTTTCAGC
+CCTAATCGGGTTATTTCATCTTGGTTATGTAATGTGGCATTAGAAACTGTTACGCCACCAACAAATACCG
+GTTTCAAACGTGCTACGGGAGTAATCGCGCCGGTACGCCCTACTTGAAACTCGACATCTTCAACACAGGT
+TAATTCTTCTTCCGCAGGGAATTTATAAGCAATAGCCCAACGTGGGGCACGTGCGACAAACCCTAAACGT
+TTCTGCAAAGAGATTTCATCAACTTTTAATACAGTGCCATCAATTTCATAACTCAAGGCACTACGCTTTG
+CTAAGATATCTTGATAAAACGCATCACAGGCTTGCTCACTTTCAAGTAAGCGTACTTCTGGACACATAGG
+CAAACCCAACCTTTTAAGCTGACATAGTCTTTCATGATGAGAGTTAGCAAAAAAGTCATTGGTTAAATCG
+GTACTTTCAGCGCCTCCATCAGACAGTTTCCCTACAAATCCAAGGCTATAAGCGTAAAAAGCTAAATTAC
+GTTTAGCGGTGATTTTAGAATCAAGTTGTCGTAAACTTCCCGCCGCTGCATTACGTGGATTTGCAAAACC
+TTTCTCGCCACGTTTTTTAGCCAATGTATTTAATGCGTCAAAACTTGCCTTAGGCATAAAAACTTCACCG
+CGGACTTCAACGATATCAGGAAAATCTTTACCTGGTGTGCCCATTAACTTAAGCGGAATAGATTTTATTG
+TACGAATGTTAGTCGTAATATTCTCCCCTACACTACCATCGCCACGTGTAGCCGCTTGTATTAACTGCCC
+GTGCTCATAACGTAAACTCACTGCTAAACCGTCTAATTTAGGCTCGGCACAAAAGACTATCGCTTGATTG
+TCATTTAACCTATCTTTTACGCGTTTAACAAATGCGTGAAAATCATCTAAAGAAAAAACATTATCAAGAG
+AAAGCATCGGCAGCTGATGAGTTACTTGAGTGAAAGATTTTAATGCCTGACCGCCAACTTTTTGGCTAGG
+TGAGTCAATAGTCTTAAGCTCAGGATTAGTCTTTTCTAAATCGATTAATGCTGTCATTAATCGGTCATAT
+TCTGCATCAGGCACACTAGGTTGGTCTAATACATAATATTCATGATTATATTGATTAAGCTGCTGTTGCA
+GTTGGCTAATTTTCTTTTCGACATTCGACATAAAAATGATTCACTAAAGTTTAATAATATATAGGTCACT
+TCTATTAGTTTTAATAGAAGCTGACACGAAGAGATGATTGGTAACGGGTATAAAATAGAAAACGGGCTTT
+AAAGCCCGTTGTAACATTCAAGTATTGCAATAATCGTGACTATTTACTCCACAAGCGCAATGCGACTTTT
+TCGATCAAATTCTCGTATTTTACTGAGATAATGTTGCTCGGTTTGTTTAGTCATTACATTGCGTTTATCA
+TCAAGAACTTGTGCATTAAACTCTTGAGCTAATTGTTTTGCTGCATTAAGCATTTGTTCAAACACAGAAA
+AAGGGTCACCCGCATTTGGTAAGGTCATAAATAAACTAACACCGCGTGTTGCAAAATTTTCCATGTTATC
+TAAATCAAATGAGCCTGGGTTCATAATATTTGCCAAACTAAAAGTTACTTTACCTTTGCCTGCATTATCT
+TCGTGACGATGAAAAATATTCATTTCACCATATTTTAAGCCAAGTGTAAGCAAGCTAGGTAAGAGCGCTG
+CACCAAGCATTTGCTGATTAGCCGGCATTACTACTGATAAAATAATGACCTGTGGTTCTAATTGAGTTTT
+GATTTTTTTAGGTGCGGCAGCTTGTTCACTCATCTGGTTATCAAAATCAATTTCAATTTGGTCACGTTTA
+AGTGTAGCTTTTGATGGTGTTTTGCTAACTTTATTAATTGGCGTGCGAGCAGGTTTGGCTTGCGTAACAG
+GCTGTTCATATAAAGGTTCAATATGAACTGCTTTTGGCTTTGTCGGTTTCTTCTTGACCTTTTCAACAGC
+TGGAGCAGGAGTTAACTCGTCACCTAATTCACCTTTAGAAAATTGGCCACTATTGTCTTCTTTGAACCAG
+TCATCTTCAAGACTGCTATCTAATTCTTGAATCGAATTATTATCAAGTTCTTCCTGTTTAGCTTTCGAGG
+TCTGCCCCGCGAGATCGCCTAAAACATCATTTTTTATTATGATCTGGCTTTTAGATAGATCATCGGGCAG
+TTGAATACCTTCAGTTATAAAATGCTCAGTGACGGCCTCATTTTCAAGGTTTATTTTGTCATTTTCTGCA
+CTTGGTTTAACTTTAACTTGCCCAACACCATCTTGATCAAAACCTTTTCGGTCAAAATCTCGCGTTATAG
+GATCGGCTTTGTCCTTCGATGTTTTTAGTTTATAGGGATTTTTTTGTTTTCTTAATGTCCATAAGCCATG
+AATAAATATTGCGGTAATGACAATGGCACTGAGTATAATTAAGACGTTTCTGAAGTTATCTTCCATTTTC
+GAGCCTATTTACTTTCTTGATTACTGTTTTTCATGCGATTCTTATCGCGATATATTAACAGAAAACTTTA
+TCAGAAATTAGAGATATTTGTAACAAGTAAATGTTGTAAAAGTATGAAAGAAGCTTTTATACTCACGCGA
+TGAATATCAGTCACTTAGGAATACTCTACGCTCATGCCACATTCAGCTAAAAAAACTAAATTTCCGCCCA
+TTGATCACAGCGGCGCCAGCTACTTTTTCAAAGGGTTTAGTCTAATAAGACAAAAAGGTATACGTCGTTT
+TGTTTTCATTCCTTTAACAATCAATGCCCTATTATTCAGCTTTGCCTTTTATTTTGTTTACTCAGAATTG
+AATACTTATATGGAAAATGTAATGGCTTGGTTACCAAGTTGGCTTGATTGGTTGAGTGTTATATTATGGC
+CTTTAGCTGTGATCACCATTTTAGTTATTTTTTCATTTCTTTTTAGTACAGTGGCCAATTGGCTAGCGGC
+TCCCTTTAATGGCTTATTGTCTGAAAAAATGGAAGCTCTTTTGTCTGGTAATGAAGCTCCAAAAGGCAGC
+ATGCTTGATATTGTAAAAGATATACCAAGAACGCTCAGTAGAGAGTGGCAAAAACTCGCTTATTATGTAC
+CCCGTGCCATTGGTTTTTTTATTATCATGTGGCTATTACCGGTTGTAGGGCAAATACTTTGGTTTTTATT
+TATAGCTTGGATGATGGCAATACAATACAAAGATTACCCGTTTGATAATCACAAAGTTCCATTTGCAAAG
+ATGAAAGAAGTTTTAAAACAAAACCAAGGCATTAGTTATAGCTTTGGTATTACTGTCGCTGTATTTTCTA
+TGATCCCCATCGTTAATCTGGTTGTAATGCCTGTTGCCATTTGTGGTGCGACAGCATTATGGGTTGATCA
+TTATCAAGAAAAAGTCTAAAAGGCTTAGTCTCGATACTAAAGCGCGACGATAGAGATGAGCCATAAAGTA
+CTGCCTAACTAACGATTTTTAATGATATTTGTAAGGCTATTATCGCGTTAGTGCTAAAAATCGTATATAT
+TTAAAATTATATAAAAACATAAACTTGAACGGAAGTGACTTAAATGAGAGTAAAACAAGCTGTTAAGCAT
+TTTACATTACTTAGTATGATAGCAGTTGGTCTAAGTGCTTGCTCCTCGACGCAAGACATTGAAGAGCAGC
+CTACTCAAGCCCCTGTCGTTGTGGCAGAGCCGGTCATTGAAGAAATAGAAGAAGAAGTCGTCAGTAAGGT
+AATCAATAATGGTGTTATTGATATTCCAATCTTGGATAATGCTCAAGTTTTTGCTGAATTCACTGATAAA
+TTACCTGCTGTCATTAACTATTTCACCCAATCAAGCGAAGCGCAAGTAATCGATTTTTATCAACAAGCAT
+TTGGTGAGCCCTACTCACAAGAGCTTAAACGCGGCAGATTAACGCTACAATACCAAGAGGGTAAAGAAAT
+AATGCGCGTAGTTATTTCTCAGCAAAACAAAAAACGTCAAGTTGATGTTATTATTGAAAATAAAAATTAA
+TAATAGTAAAAATGTCCATGATTTCCTAATGACTTAATAATGTTCTAACAGTTAACTGTTTCTATGATTA
+ACATTTTTCAGTTTACTGTCGTTAAATAAAAAGGGGCTCAATGTTTTCACATTGAGCCCCTTTTTCTGTC
+TCGCGATATTAGTATCTTATTTCAATACACCGTCTACGGTACCTTGGGCTAAACCATGGTAACCTGGACG
+AGCTTGTTTATACACCTCAACTGCCCACGCTTTGCTTTCTGCATTTTTGGCAAGCTCTTTATATAACGGC
+ACTATCAATTTACGACGACCGATGCTTTTTAGGTACTTAGCCATTGCAGGATAAACCTCTTTGTAATCAG
+CACGCACTGATAATAGGTACCAAGCATGAGCAATCTCAGCATTACTGCTATTGGTTAAGTCGAAAGCTTT
+ATCCAAATTCACCATACGCTGGTGATCTAAATCTACAGGTAAGTTATTAATAAAGTGCAACCATTCGTGT
+AATGTCCACTGAGCTGTAGGTAACTGTTCTAACGTTAACTCATCAGTTACTAATTGGTTAATTTGCTTAT
+CAATAACTTTAAAGGCATTTGAAGTAGGCTGCGGTGCATAACTCGGCAAGCCTGCTTTGAAAATCCACTC
+ATTGATTTCATTATCACTAACAATATTAGGGTATTTATCAGTTAAGTTAGCTTTTAAATATTTAACAAAG
+TTATCCGTACCTAAACTTTGAAATGCATGGCTATCGAAATATTCTAACACGAATGCATCAAAACGCTCAC
+GACCAAACTTTTCTTCTAGGTACATCAAAAATAACTGCCCTTTAACATAAGGTACACCAGAGAAGGCATC
+ATCAGGATCTCGACCTTTTAAATCGATGTATAGCTGAGTATCACTTGCATCAAGTTCGAGTATTTCTGCA
+TTTAGATCTTGTGCGCCCAATGCTTGTTCCATTACTGCGCGGTCCGTACCAAAAACGGCTTCCATAATAC
+GGTTTTCAACATAACTGGTAAAACCTTCGTTTAACCATAAATCACGCCAACTTTCATTAGTAACTAAGTT
+TCCTGACCATGAGTGAGCAAGCTCATGAGCAATTAGGTTAACTAAACTTTTGTCACCCGCAACAACGGTT
+GGTGTGATAAATGAAAGACGTGGATTTTCCATACCACCAAAAGGAAAACTAGGAGGTAACATCAATAAGT
+CGTAACGACCCCAACGATATTTGCCATACATTTGTTCAGCTTTATCAATCATGGCTTGGGTATCATCAAA
+TTCAGCAACAGCAGCATCTAAAATATAAGATTCCGCATAAATACCTGTTTGATGGCTCATCGCTTTAAAC
+TCAAGGTCACCCACACCAATCGCAATTAAATAAGGTGGGATGGCTTGAGGCATTGAAAAGAAATAGTCGC
+CATCGCGCTCAGTACCCGGTTCGTTATTCGCGCTCATTACCGCCAATAAATCTTTATCGGTAGTTATACG
+TGCAGTATAAGTCACTCGAACACTTGGTGTATCTTGGATAGGTATCCAAGAACGGGCATGGATTGCTTGG
+TTTTGACTAAATAGAAAGGGTTTTTCTTTACCAGCAGTTTGTTCAGCTGACAACCATTGTAACCCTGTCG
+CTTTTTCTGTTGAGTTATAATATACACGAACTTTTTTAGCATTTAATGGCGTATTAATGGTTAGCTTGCT
+ACCTAACACGTCATCGCGTTTAGCTAAATCATAGTTCACCTTTACCCACTGGCCTTGGCTATTTTTTGCC
+ATCACGCGGTGAATAACAAGATCACGTGTATCTAAGATTAATGGCGCTTTATTATCAGTAAACCAATCAA
+GTGATAACTCTGCAAAACCAGATAACGATTTTTTATCAAAATCAACATTAAGATCAAGATACACATGAGT
+TGCTTTGACTTGGTCATAATTAGCGTAAGTATAGGCATCAGTTAACTTTGACACGTTAGCGTGTTGATGA
+GTGGCCCCTTCATGGGCCCATGTAACTGGCGCTATAGACACAGCAAAAGTGCTGAGTAAAAAGCAAAGTT
+TTGAAAAATGTTTCATGACATTTTATACCTTAAAATTAAAAAGTCGTCCCCAAACAGGGCTCAGACAAAA
+ACAGGCCTGTAGATTACTGCGAATCTACAGGCCTGTTCAATATTTTACTTTATATTTTTTACGCGCTCTA
+TTGAGATAGTAGCAAGTATTATTTACAGTACTTTAACAACACCTCAATATAGTAACTTGGGTTAAGTTAT
+GGTTTCTGCATTTGAATGACCACTCTACGGTTTTTTCCTCTCCCTAGCGTGGTGTCATTGGAAGATATAT
+GGCGCTTCTCACCATAACCTTTTGCTTCAATTCGGCTTACTTCAATGCCATTTTCTACAAAATAATCTCT
+GATTTTAGCAGCGCGGCGTTCTGATAATTTTAAATTAGACCAACGACCACCATAACTATCAGAATAAGCA
+TCAATCAACACCAACTCTAACTCTGGATCTAAACTCAAATATTGACGGATCATCTCGATACGTCTTTGTG
+ATGCTTTAGTGAATTTATCACTACTTGATTGATAGTTAAGTACGGTATAAGCAATATCATCAAAACTATA
+ATTCAATAAATTTCCAACACAACCAACAAAATCTCTATAAGCTTTTTTAAAGCGAGCGGTTGAAAGACCA
+ACAGATATTTTATCTTGTTCGCTATACCAGTCATTATAATAAAAGGTAGGACTCATGCCCTGCTCTAATT
+CACTTAACATAGTCCAAGCAACTTTTTTCGGCAGACTAGGGTTAAACTGTTTATGTAACTTCATATTCGC
+TAAGGTACGAGAACCAGTACCTGGCTGCCAATTAGGGGCAACACTGCGAACTTCAGCTAAAGAGTAGTTA
+TCCGGTAACAGCATCATATCTAACTCAAATTCCATATTAAGCTTTCGGCTGGCTTTTGCTGAAAATCGAG
+CTTCGCCATAGCGAGGGATTTGGTGTGATAATGTGCATTGTAGGCGTGAATCGTCAGATAATTGCCATTT
+AGAGGTATGGATATCTGCGCTATATTGGCGTATGCCGGCTTTTACATCACTAGCTAGCAAACTAGTGACT
+AAACTAGCTATAACAAGAAAATAAGTACTCATTGATGTGACTATTTTTTTCATAATTATGCACAATATCG
+ATAGCGGTAACAGGACTATTCACTTTTGCCTGTATTGGATATATAGGGTATCGCCCTAAACTCAGATAAC
+TTTAGCATTTTATCGGTTAAAAATCGCTTTACAGAGTAAAAAAATCAATTTAATGACTGATAAGCCATCT
+TCATTGTCGTTTTTAAATAAACTTTCTGCGATAATAATCGGCATTATTTAAACCTATAATACTTAGTGAC
+TAATGTCTGAATCAAGCTCTATAGATACCCAGCAAAAAAGCAATCCTAATTCTGAAAAAGTAAAAAGCAA
+ATTTTCTCAAAGATTTCGCGGTTACTTTCCCGTTGTTATTGATGTTGAAACAGCCGGTTTTAATTCCCAA
+ACAGATGCCTTACTTGAACTTGCAGCCTCAGTGTTACATTTAGATGAAGACACCGGTGATTTTTCTATCG
+ATGAAACAATACAATTTAACATTGAGCCGTTTGAAGGTGCAAACCTTGAACCTAAAGCGTTGGAATTTAC
+CGGTATAGACCCAACAAATCCGTTACGCGGTGCAGTTGATGAAGATGAAGCACTAAAAGATCTTTTTAAA
+TTGGTTCGAAAGAAAATGAAAGTTGCAGGTTGTCAGCGAGCTATTATTGTTGCGCATAATGCAGCCTTTG
+ATTTAGGCTTTTTAAATGCCGCTACCGAGCGCTGTAAGATTAAACGCAGCCCTTTTCATAGTTTTGTTAG
+TTTTGACACTACAACGCTTGCCGGTCTTGCGCTAGGGCAAACCGTTTTAGCAAAGGCTTGTATCGCTGCA
+AAAATAGACTTTAACAATAGCGAAGCGCATAGTGCATTATATGATACTGAAAAAACAGCTGAACTATTTT
+GTCACATCGTTAATAAGTGGCGAGCACTAGGTGGTTGGCCGATAGCTGTTGAAGAAACAGAAGTATAACA
+ACTAAACAATAAACTAAAATTTAGATATAAAAAAACCGCTTTCGCGGTTTTTTTGTTTTTGCATGTTAGT
+TAATCAATTTATGCGATTAACTAACAAATTCAGCAAAAATTATAACTTATCTGCATTATCAGTAAGGTAA
+GAAGCAACACCTTCTGGAGAAGCAGTCATACCTTTATCACCTTTGTTCCAACCAGCAGGACAAACTTCGC
+CATGGTCTTGGTGGAATTGAAGTGCGTCAACCATACGTATCATTTCATCAACATCACGACCTAGTGGTAA
+ATCGTTAATTACTTGGTGACGTACGTTGCCTTCTTCATCAATTAAGAAAGAACCACGGAATGCAACACCA
+GCTTCTGGATGTTCAACATCGTATGCTTTACAAATTTCATGTTTAGTATCAGCAACTAAAGTGTATTGTA
+CTGGACCAATACCACCGTCATTTACTGGAGTGTTACGCCATGCGTTATGTGAAAATTGTGAATCGATTGA
+AACACCAATAACTTCTACGCCACGGCTTTTGAATTCTTCCATACGGTGATCAAAAGCTAATAACTCTGAT
+GGACAAACAAAAGTAAAATCTAAAGGATAGAAAAATACTACTGCTTTTTTACCGTTAATTGCTTCGCTTA
+ATGTAAAGCTATCTACAATCTCACCGCTACCCAATACTGCTGCAGCAGTGAAGTCTGGTGCTTGACGACC
+AACTAATACGCTCATTTTATGCTCCATTTATCTTTATGTTAAAAAAGTTTAATTTTCTGCCTACAAATTT
+GTGGCAGATAAATACTCGTTACCAATCAAAATTCATGGTTAAAGCTGAATTTAAAATGGTAACAGGTATA
+TAAAATCAATTAGTTAAGTAATATTTATTATGCGTCTGCTGAACTATCTTCTGCTGATGCATTTTTTGAC
+GCGGCAGCTTTCACTAAGGTTTGTAATTCACCTTGTTGAAACATTTCCATAATAATATCACAGCCACCTA
+CTAACTCGCCGTCAACCCATAATTGCGGGAAGGTTGGCCAATCAGCATATTTAGGTAATTCTGCACGAAT
+ATCAGGGTTCTGTAAAATATCAACATAAGCAAATTTTTCTTCACAAGAAATTAATGCTTGTGATGCTTGT
+GATGAAAAGCCACAGTTTGGTAATTTAGGAGACCCTTTCATATATAGCAAGATCGTATTTTCGCTAATTT
+GTTCTTTAATGCGCTCAATTGTATCCATAATACCCTCTCTTAATTAATACTTATTCTATTCTTTTGCACT
+CAGATACCTTACATATGGAGATAAAAAACAAATTATCAACTCTTTTCAATACAAGGTAATAGAATAAGTA
+CTATTATATAAATAGCTTAGCTATTGATTTTAAAATATATAGCCTTGAAAGTTGCCTTCACAATACCTAT
+ATATAAATAATACTTGAGTATTTTACTCAAGTTTATATAAAAACACACCCATTTTTGGTTAAAAATTAGA
+ATTACAATTAGGAGAGTATAATGTCCATTGAATTACCAGCATTACCTTACGAGCAAAACGCATTAGAACC
+GCACATTTCAGCAGAAACGTTATCATTCCATTACGGAAAGCATCACAACACTTATGTAGTTAAGCTTAAT
+GGCTTAATTGGCGGAACTGAATTTGAAAATAAAAGCTTAGAAGAGATTGTTAAAACGTCTTCAGCTGGAA
+TTTTTAATAATGCAGCACAAATATGGAATCATACTTTTTATTGGAATAGCTTAAGTCCAAACGCTGGTGG
+TGAACCATCAGGTGATTTATTAGCTGCAATCAATAGTAACTTTGGTTCTTTTGCTGAGTTTAAAGCTAAA
+TTCACTGATAGTGCTATCAACAACTTCGGCTCTAGCTGGACTTGGTTAGTAAAGAATGCCGATGGCAGTT
+TAGCTATCGTTAATACTTCAAATGCAGCAACACCATTGACTGACGAAGGTGTTACGCCACTTATTACTGT
+AGATTTATGGGAACATGCTTACTACATTGATTACCGTAACGTAAGACCTGATTACCTTAACGGTTTTTGG
+GCATTAGCTAACTGGGATTTTGCTCAAGCTAACTTTAGCTCGTAAAGACAAAATTTATGCAGACTTAACA
+AAGGTTTCTGATCTTTGTTAGGTCTTCTCTAAACAAAATATTCTACTTAACTGCAAAAACACTCCAGCGT
+CTTTCCCACTAGCAATATTCAAATGTACAAATCCACCAAAATCACTACTTGATCTAAACAGCTAAACATA
+AAAGCTCTCTAGCCAATTTATCATCTAGTATCATTTTTTTATTTATACGGGGAGAACGGCATATGTTATT
+TACATTAGATTTTCTGATTCTGAAAAATAATCTAAAAGTAATTAATAGGTACGCTGAGGTAAACAGACTG
+AGCCACATTTAAATAAAAATCAACTTATGTATAAAAATTCAATCTGAAACCCTATTAAACTGGGCTTAAT
+GAAAAAAAACGAATAGTTATTCATTTTATTAATAACCTAACCCCTTAGCCCTCTTCGCATTAGTTTTTAT
+AATGCGAAAGATGCATTTTTTTTAGTTTGTCGAAGTAAATAAAGACTATTATGATGGTTTTGTTTTCTGA
+GTTAGCGCAATGATGTTTTACTTCGTACTCTTACGGAGACATCATTAACTATGATTACTCCGAAATGATA
+GCTTACTATCTTTTCTCTCTGACATGTTTCTTGGAATGTAATTTCCTTATATCAACTTGATGTTATAGTT
+GGCCCGCACTTAGTTTGCGGGCTTTTTTTTGAGTTTTTTTTAGCGGATTAGCTTTTTATTGAAGTAGGAT
+GAATCGCGGTAGTTATAACTGACCTAGCACTTGCGCAGGTTCTATTTTAGTCGCTCGCCATGCTGGATAT
+AACGTTGCCAAAAGGCTCATAATGAGTGCGGTAATAATTGTGATATACACATCACTCGCATGTAGAACAC
+TGGGTAAGTAGTTAATAAAGTACACATCGCCAGACAAGAAGGTAATTCCCATTAACTGCTCTAGCGTGCT
+AATAATATCGGTAAGGTTTAAAGCTAAATAAACACCGCACATAGCGCCTAACAAGCTGCCAACAACACCA
+TTAACCAGACCTTGTGCAATAAAAGCCAGCATAATGGTACTTGAGCTTGCTCCCATAGTTTTTAAAATAG
+CGATATCACCTTGTTTTTCATTAACCGCCATAATAAGGGTTGAAACAATATTAAAACTAGCCACTCCGAT
+AACTAACACCAAGACAATAAACATCACCATACGCACTAGTTGAATGTCATTAAATAAATGTCCTTGGGTT
+CTAGTCCAGTTATTAATATAAACATAGTGGTCGAAATTATAGGCGACCTGTCGGGCAATTTTAGGCGCAG
+AAAAAACATCAGTAACTTTTAAACGTATGCTTTGTGTTTCATTCTCTTTATATCCCATTACCTCACTGGC
+TAGCGTCAGAGGGATATAAGCTAACGTTTCATCTACTGTGCCACCAAATTTAAAAATACCAACCACTTCT
+ACCTGACGGGTAATCGGCGCAGAAAACACTTGCTTAACATCATTGCTTCCCCCAGGTGGTGGTAACAATA
+GTTGTATTTTATCACCGAGTTCTACCGATAACTTTGTTGCCACACCACTACCAATAACAATGGTGTTTTC
+ATTTAACTCACTAGCCATTAAAGCTTGCCACTCACCAGCAATAATATAATCATCAATGCTTGATACTTGC
+TTTTCAAGTTTCGCATCTACGCCACGAACCTCTACGGCCTTGAGCTTTAAACCGTGTTGTAGCATTCCTG
+TCATTTTAATAACTGGCGCTGCCGCAATGACTGACGATTCTATTTCTACTTTTTCAATACTTTTTGGCCA
+ATCTTTTATTGGCTCATTAACGCTGACTAACTCAACATGCGGTACTATCGAAAGAAGTTTTTCAGATAGT
+TCTCGTTCAAAGCCATTCATAGCACTAAGTACGACAATAAGCACAGTGACACCTAAAGCTATACCGATAG
+TAGAAGAAGCTGAGATAAACGCCGAAAAACCATTCCCGTGTCGACCTCGGACATAACGCCAGCCTAAAAA
+AATACTTAACGGTTTAAACATGACGTTCATTTGCCTGAGGTTCATTATCTTTAATGTTATTCGCAGGATC
+GGTGATACTTGAAGTAGGAGGTAATGCTTGCTCACTGTTATCCGAAAGTGGTCTTAATTGCCCTTGAACT
+AACTTTACTTGCCTATCCATACGATTCGCTAAGACCAGATCATGAGTGACGATAACAAAACTTGTCTGGG
+CTGTTTTATTTAAGCTACGAATCAATTGATAAATTTGTTCCGCTGTATCGCTATCTAAGTTACCGGTAGG
+CTCATCAGCTAACACTAAAGATGGCTTAGTCACCAATGCACGAGCTATTGCTACACGCTGACGCTCGCCG
+CCTGACAATTGTGAAGGTCGGTAATCAATTCGGTGAGACAAACCCACTTGGTCGAGCATTTCTTTAGCTG
+CTAACAATGCATCCTTTGGTTTTTCACCTCGGATCATTAATGGCATCGCTACATTTTCTTGAGCATTAAA
+CTCCATCATCAAGTGATGAAATTGATAAATAAAGCCAATATGTTCATTTCTAAATTTGGCTCTTTCTTTA
+TCAGACAACTGATGGATATCAATATTATTAATAAGCACCTTGCCTGAACTTGGCGAGTCTAATGCACCAG
+CAAGATGTAAAAAGGTACTTTTTCCGCAGCCAGAGCTCCCAACTACCGCAAGTAACTCTCCTTTATCAAC
+ACTTAGTTCTAAGTCATTTAAGACCTTAGTTTCGATGTCACCTTGTATATATGACTTAGAAAGCTGACAA
+CATTGTAATACTTTACTCATTAATTTTTGGCCTTATTCATTTCGTAATACCTGAGCTGGCTGAGTAGTCG
+AGGCTTGGTATGCAGGATAAAGTGTGGCAAGAAAGCTCATTGCGAGTGCAGATAAAATAATAGTAAGCAC
+ATCAAACCACTCAAGTTTTATTGGTAAGTCTTGCATACCAAAACCAAATAAATTAACCCCTACCACTAAC
+AAGATACTGTTCAAATTTAGCGCTAATATCACGCCAAGAAGTCCACCTAAGCTAACTCCCCACAGGCCAT
+TAACCATACCTTGAGTGATAAATATTTTTATAACCTCAATTCGCGCTAAACCTAATGTTTGCAATATGCC
+TATTTCAGCTTGTTTTTCAACAACAACCATCACTAACGCAGAAACAATATTAAATGCAGCCACAGCCACG
+ATTAAACTTAACATTAACCACATCATATTTTTTTCCATTTTCACGGCTGAAAATAATGCTCCTTGGCTCT
+CATCCCAAGTACTAAAATTAATAGAATCGAGTGTTTTACTATGCTCTGTATTTTGTTGCTTCTGCTCAAG
+GTTTTTCACTACGGTTTTGGCATTAAATGCATCATCTAAATATAGGCGTAATTTATCAATACCATCACCC
+GTTCGCCTGAGTAATTTCGCACCATAGCGACTATCAACGTAAACCATGGCATCATCAACCTGTGAACCAA
+TATGAAAAATACCCGCAACAGTAAAAACGCGTTGTACCGGAATGCGCCCCATCGGAGTAAAAACACTTTT
+ATTAGGCAGTACTAAGCGAACCTCATCGCCAAGAGAAACCTGTAATTTATTGGCTAAAGATTGCCCTAAG
+ACTAAAGAATAACTTTGTGTCGAGAGATTCTCCATACTACCAGCAACCATATGAGTACTTACGATATTTT
+TTTGTTCAAATTTAGGCATGATACCTTGAACTAAAACACCTTGAAGCCCTTTAGTTGATTGGATCAGAGC
+CTCACTTTCAAGAAAAGGTGTTACTCGCAGCACATTGGGTTGAGTCAGTAACTCTTCACGTAAGTTTTGC
+CAGGATTTCTCTTGGTCAGTACCCGTATCTATAGTGCTAAAGTCACTAACAATTACGTGGGGAACTATAC
+CTAATATACGTTTCTTTAATTCGCCTTCAAAACCATTCATTACAGAAACAACGGTTATAAGCGCAGCCAC
+CCCTAATAAAATACCAACAGTGGAAAAGAAAGTTATAAAAGAAACAAAGCCTGTATGGCTTTTACTACGA
+CTATAGCGTAGCCCGATGAAGATACTAATAGGTTGAAACATTGAGGTATTTTTATTTTATCTGGTACTGA
+TTTAGATTGTTCTGTAGCATAACACAGTCACTATCATTGTCTGAGATAAATAGCCGCTGAGATATTGTTA
+GTTACAATTCTCTACTATAAGTACTGCTATTGCATTAATTAATATGCTTTCAACTATTTATGAAAGCACT
+ATCTTCTACACGGAAATAAATAACATGAGCACTCTTTCTCTCGATCAAAAATTAGCACAATATGATGAGT
+TTTTTGCCATTGAACATGAGTTCTCGGTAAATATCCTGCCTATTGATAATACTGACGACTGCAGTTATGA
+CAAATTTATTTCCAGTATGCCTATGCCTTTCAAACTCGCTACTGATATGAGCACAATAGATCAATCAGCT
+TTACGATCATTACAAGGCATAGGTAACAGTGCTTCTCAGCTTGTTAGCTTTCTTAATCAACAATCAAAAA
+AAATTGACTTACTTATTGGCTATATTCTGAGTCAGCAAGATGAGTTACAACATAGATACCAAGGGATAAA
+GTTTGGTGGCGGCGGTATTAAGTTTGTTACTCCAAAGGCGTTTAATATAGGCCAATTACTTGAGCTTAAA
+ATATTCCTGCTAGAAAGTCACTGTGCTATATATTGCTATGGTGAAGTCATCGAGGTTGAAGCAGCTAACG
+AACTATTTATCCACAAAGTTACTTTTCATTTTATTCGTGAAGAAGACAGAGAAACCTTAGTACGTGGCAG
+CTTACATGAGCAATCTAAACAATTACAAAAGCTGGCAAAATTACGTAATCAAGAAAGTGAACAGTAAGTC
+ACACTCTTCTCATTAGAATATGATGTCGCACTTCATTGCGATAAAAAACGACTACCAATAAGGATTATAA
+CCTATGACAATCACAGCCATAATCATTACAGCCCTCGCTATTGGTATTATAGTTGGAGGCATTTTAGTAA
+TAAAAAAATCAGCGCATAAGTTCAACTTAACTGCAGAGCAGTTAGCCGATATTAAAAAGCGTAATAAAGA
+ACTAGAAAAGGAAGAGAAGGATCAGGAATAAACAATCTAACTAACTTCGGTATAAGGTTTTTATTAAATG
+GTAGCCAAATTTTGTTTTTATAGGTCCATGAACTTTTAATAAGGGCCTTTTAAAAACAACATCATCAAAT
+GCTTTAACCATTTGCCCACGACGAAACTCCCCTAAATCACCACCTTTTTTCTTAGATGGGCAAAGTGAAT
+GCTTCTTTGCAAGGGCTCCAAAATTAGCACCTTTATCAAGTTGTGTTTTTAATTCTACCGCTAGTTTTTC
+CGTTTTTACTAGAATATGTAGGGCACATGCACTCGCCATAACGTTTACCTATCAGATTATCATTGCCGTT
+ATTATACTATACCCAAGCACTCTGAAACCTGCATATTGATTGGTAGTGGGTATATAGATACTATCATTAC
+AAATAATTACTTTTACTTACCTTTTCTATGACATAAAATGTCATGAATTTAACTACTCAATGTGGACTTA
+ACTTATGACAAAAATCCAACACCTGTTTGATAATAATAAACAATGGGCAGAAAGAATCACTAAAGAAGAC
+CCTAACTTCTTTAAAGCACTATCTGAACAACAATCACCAAAATATTTATGGATAGGTTGCTCTGACTCCC
+GCGTACCTGCAAACGCTCTTTTAAACATGGATCCTGGAGAGGTTTTTGTACACCGTAACATTGCCAACCA
+AGTTATTCATACAGACTTAAATTGTTTATCTGTTATTCAATACGCTGTGGATGTATTGAAAGTACAACAT
+ATTATTGTTTGTGGTCACTACGGTTGTGGTGGTATTAGTGCAGCTCTTGATAATAAGAGTCATGGTCTGA
+TAGACAATTGGTTACGTCACATAGAAGATGTTTACCGTTTCCATAAAGAAGAAATGGACAAATTGACTGA
+TGAAACAGAACGTATTAACTTACTATGTGAGCTTAATGTTATGGAGCAAGTCGCTAATATCTGTAATACC
+ACTACCTTAGTCAATGCCTGGAAAAATAACCAAGATACGACAGTGCATGGCGTAGTGTACAACTTACATG
+ATGGTATTTTAAAAGACTTAAACGTATCAGCTACGGGTAAATAAGTTCTAACTTTCTAAATGATACTGAC
+TTAAAAACTTAGCTTCAAAAAATAAAAAGCCAACAAACTCATAGAGCTTGTTGGCTTTTAAATTTACGAT
+GTTTGGGACGTTTATTTATAAAACGCCACGTTCCATTTGATTTAACTCAATTGATTTAAATAGAGTTGAA
+AAGTTTCCCTCTCCAAAACCCTGATCGTCAACACGTTGAATCATTTCAATAAAAATTGGGCCAAATAAAT
+TTTTAGTGAATATTTGCAGTAAATAAGAGTCTTCACTTTGGCTATCAACTAAAATTTGATGTTCCTTAAT
+ACGCGCTTTATCTTCTTTTACCCAAGGTACGCGGTCAAAAATTTCATCATAATACTCAGGAACGATATTA
+AGTGTATCAACAATTGATCGATCTAACTTATCAAGAGAGCCAACAAGATCATCTGTGATAAAAGCTAAAT
+GTTGTACACCTGGACCGTTGTACTCATTAAGGTATTCATCAATTTGGTTATCTTTACTGCCCTTCCCTTC
+ATTAATTGGGATGCAGAATTTACCACAAGGTGATGCAAGTGCGTAAGAAATTAAAGCGGTTTTAACACCT
+TTAATATCAAAGTATCTAACCTCAGTAAAACCAAAGACGTCTTTATAAAAATCAGCCCATTTATGCATAG
+TGCCTTGATAAACATTATTGGTTAAATGGTCTACCGCTAAGAAACCTTTATCTTCAACTATTACTGGCTC
+AGCAATGTCTTCAAAGTCAGTGTCATAGATCAAGCCTTTGTTAGTACCTGTTTTAGCAAAATTTTCAATA
+AAATAGATAAGGCTATCACCAATACCAAAGATTGCGGGATATGGAAGTTTGTTTGCTTCATTTTCAGCAG
+ATTTTGCTCCACGCTTGACCGCTTCGTTAAAGGCAAAGTTAGCGTCTTCTACGCGCCAGCCCATAGAACA
+GATAGCAGGACCATGACTTTTAGCGAACTCTTTAGAGAAACCCGCTTTTTCTTTATTTAATAAAAAGTGG
+ATATCATTCTGATTAAAATATTCAACATCACGTCCTTTCATTTTTTTAGTTTTTGAAAAACCAAAGCCAT
+AAAAAGCTTTTTCCATAAAGTCTGAGTCTGGCGTGGCATATTCAGTAAATTCAATACCACACAATTTTAA
+CGGGTTTTTGTTATCGGTCATTGTTATCTCTCTTTCATTCAATGTCTGTCTTAAAGCTATTATCTAGGGC
+AAATGATTAAAGCGAAAGTCCTCTAAGGACAAGGCTTAAAAGACGGTTGTAACAGAAGTTGTACGTGTCT
+TTGTACAAAAAAATAACTGACTGCTAACAAGCCTATACTATGGCTCGCAGCTTAGTGTAAAGAAATATAA
+ACAGTCGATTGTTTGACTGCAGAAATAAGCAGTATTTGCTCATGTATAATTTAATATCTGCAGCTAAAGT
+TTCTAACTTCCTACTGGTAAAGCTAATACGCACTAAATCACCTTTGATTAATTAGAAATTAGCGAGTTAA
+CTTAATGTGGCTTTTTCATACTAGTTACAATTTAATTACTAATTTCCTTAGCAAAATCAGCCAGAACGAC
+TAACCTTAAAATATAGCAAGTGCTTTTTACCTTACCTTTGCAAGCTGTTAAGTGCTGGCTTTTACTATTT
+TAATCTTAGTGGATAGCATCGTATTTTTTTGGAGGTAGTTATGAGTATTTTTCAACATTATCAAACGCGC
+TATGAGCAAGCTCAACAAGAAGAGTTTGGTTTACAAGAATTCTTAACTATTTGTAAAGAAGATAATCTGG
+CTTATGCTAGTGCATCCGAACGTTTACTTACGGCTATTGGTGAGGCTGAAATGGTCGACACCGCGACCGA
+TCCTAGGCTGAGCAGAATATTTTCCAACAGAGTTATCAAACGCTATCCTGCTTTTGCTGATTTTTATGGC
+ATGGAAGAAGCTATCGAGCAAATTGTGTCTTATTTAAAACATGCTTCACAAGGATTAGAAGAGCATAAAC
+AAATTTTATATTTATTAGGCCCGGTTGGCGGTGGTAAATCTTCTCTTGCTGAAAAATTAAAGTCTTTGAT
+GCAACAAGAACCCATTTATGTTTTAAGCGCAAATGGTGTACGTAGCCCTGTTAATGATCATCCCTTTTGT
+TTATTTGATGCTCATTCAGATGGAAAGATTCTAAAAGAGGAATACAATATTCCTGGACGGTATTTAAACA
+ATATTATTTCTCCTTGGGCTGCGAAACGCTTACATGAATTTAAAGGTGATATTGCCCAATTTAAAGTAGT
+GAAAGTTTACCCATCCATTTTAGATCAAATTGCTATAGCTAAGACCGAACCGGGTGATGACAACAACCAA
+GACATCTCGGCACTCGTTGGTAAAGTTGATATTAGACAGCTTGAACATTTTGCTCAAAATGATGCCGATG
+CTTATAGCTATTCAGGTGCTTTATGTCGTGCAAATCAAGGCTTAATGGAATTTGTTGAAATGTTCAAAGC
+GCCTATTAAAGTGCTACACCCATTACTAACAGCTACCCAAGAAGGTAACTATAATCCTACAGAAGGGCTT
+TCAGCATTACCTTTCAACGGTATTTTACTCGCCCATTCAAATGAATCCGAATGGCAGACTTTCAGAAATA
+ACAAAAACAACGAAGCATTCTTAGACCGAGTCTATATAGTTAAAGTGCCTTATTGCATGCGCGTTTCTGA
+AGAAGTTAACATTTATAAAAAACTACTTGAGCACAGTGAATTAAAAACTGCGCAGTGTGCACCAGACACC
+TTAGATATACTTGCACAATTCTCTGTATTATCTCGTTTAAAAGACCCCGTCAATTCAAGTATATATTCGA
+AAATGCGTGTGTATGACGGTGAAACGCTTAAGGATACCGATCCAAAAGCAAAATCCTATCAAGAGTATCG
+TGATTATGCTGGCATTGATGAAGGTATGTCAGGGCTATCAACTCGATTTGCTTTTAAAATTCTGTCACGG
+GTATTTAACTTCGATAGCGTTGAAGTAGCAGCAAACCCAGTTCACTTATTTTATGTATTAGAGCAGCAAG
+TTGAACGAGAGCAACTACCTAAAGAAATCGCCGAACGCTATTTAGAATTTATCAAAGATTATTTAACGCC
+GGAATATATAGCATTCATAGGGAAGGAAATTCAAACCGCCTACTTAGAGTCTTACTCCGAGTATGGGCAA
+AATATTTTCGACCGTTATGTTACTTATGCAGATTTTTGGATTCAAGATCAAGAATATAGAGATGCTGAAA
+CAGGTCAACTATTCGATCGACAATCATTGAATGATGAATTAGAAAAAATTGAAAAACCTGCAGGTATTAG
+CAATCCAAAAGATTTCCGTAATGAAATAGTGAACTTTGTACTGCGAGCAAAGGCTAATAATAATGGTAAA
+AATCCAGCTTGGACAAGTTATGAAAAGCTTAGAACGGTGATTGAGAAAAAAATGTTTTCCAATACTGAGG
+ATTTACTACCCGTTATTTCTTTTAATGCTAAAACATCAACAGATGACCAACAAAAGCACGATGATTTTGT
+TAAACGAATGATGACAAAAGGCTATACCAGAAAGCAAGTGCGCTTATTGTCTGAATGGTATTTACGGGTT
+AGAAAGTCCTCTTAAGTTGTATCTCTAACAAAAAAGGATATATACCCGTTACCGAGCAAGATGCATGTTT
+AAAAGTTTGTGAGCCATTTCAGTTGCAGGCACAGTAATGAAATAGGATTACTCATAACCTTCTATGATGA
+GTTGTAAATGACTTTTCCTACATTTTGAATGGTATCGGCTATGTACAGTAAAAGAGATAAGGAGAACGTA
+TGACCAACTTTATTGATAGACGTCTTAATAGTAAAAATAAAAGTACGGTTAACCGTCAACGCTTTTTAAG
+ACGCTATAAAAATCAAATTAAAAAATCTGTTTCCGATGCCATAAATCAACGTGGAGTGACAGATATTGAT
+TCTGGTGAAAGCATAGTCATTCCAAACAGAGATCTATCTGAACCCACCTTTCACCAAGGTGATGGTGGTG
+TAAAAGATAGAGTTCACCCTGGAAATGATCAGTTTTCTACTGGTGATAGGATACCTCGTCCGCCAAAACA
+GCAAGGTCAAGGTGGAGGCCAAGGCGATGCAAGTGATAGTGGTGAAGGAGAAGACGACTTTACTTTTTCA
+ATTTCTAAAGAAGAGTACTTAAATCTTCTTTTTGAGGATTTAGAGTTACCCAATCTTGAAAGAAATCAAT
+TAGACAAATTAATTGAGTATAAAACAGTTCGTAGCGGCTTTTGTGCTGAAGGTGTTGCCTCAAATATAGA
+TATTGTCAAATCATTACAAGGATCAATTGCCCGCCGTATAGCGATGACAGCTTCAAAGCGCAAACAGATA
+AAAGTACTTGAACTAGAGCTACAGGCTTTAAATAATGATAAACACGACAATATTCAACGAAAACGAGACT
+TAATCGCTGAAATTGAAACCTTAAAAAATAAAATATCTAAGGTTCCCTTTATTGATACTTTTGATTTAAG
+GTTTCGTAATTATGCCAAGCAAGCAGTTCCTACTTCAAAAGCGGTTATGTTTTGTTTAATGGATGTATCT
+GGCTCTATGGATCAAGCAACCAAAGAAATGGCTAAACGCTTTTATATTTTACTTTATTTATTTCTTAGCC
+GTACCTATAAAAATATTGATGTTGTTTATATAAGACACCATACGCAGGCTAAAGAGGTTGACGAGCATGA
+GTTCTTTTATTCGCAAGAAACGGGCGGAACCATTGCATCAAGTGCTCTAGAGCTTATGAATGACATAATC
+ACTGAACGTTATAATGACAACCAGTGGAATATTTATGGTGCCCAAGCATCAGATGGTGATAACTGGGCAG
+ACGACTCTCCTCGATGTCAGGCACTTTTAGAACAGCAAATATTGCCTAAAAGTCGATATTTTAGTTATAT
+CGAAATAACCCAACGAGCCCACCAGACACTTTGGAAGCACTATCAACAAGTGGAAGAATCTCATACTAAC
+TTTGCCATGCAGCACATAAAATCTGTTGCTGATATTTATCCTGTGTTTAGAAAGTTTTTCAAAAAAAATA
+CAAAAAGTGCAGCTTAACAGAGTGAAGGGGTGATTGATGACAAATTATCAAAATGAAAAAATTCAAAAAG
+CAGACGTAACTCCGTTAGATGATACTCCTGACTGGACCTTTGATTTACTTGGGCAATATCAGCATGAAAT
+TGCCCGAGTTGCAGACTTTTACCGTCTTGATACTTACACTAACCAAATAGAAGTCATCACTGCAGAACAA
+ATGATGGATGCTTATGCTAGCGTAGGTATGCCCATTGGTTATAGCCACTGGACCTTTGGTAAAAAATTCA
+TTCAAACAGAACAAAACTATAAACGTGGCCAAATGGGCTTAGCCTATGAAATAGTCATCAATTCAAGCCC
+TTGCATATCCTATCTCATGGAAGAAAATACGCTTACTATGCAAGCCCTCGTCATGGCACATGCTTGTTAT
+GGCCATAACTCGTTTTTTAAGGGTAATTACTTATTTAAGTCATGGACTGATGCTAGCTCTATTATTGATT
+ATTTGTTATTCGCAAAAAATTATATCGCTCAATGTGAGAAAAAATACGGCATTAGTGAAGTAGAGTCCAC
+GTTAGACGCTTGTCATGCTTTAATGAGCCATGGTGTCGACCGATATAAACGACCACAAAAAATATCATTA
+GATGAAGAGCTTAAAAGACAATCTGAACGTGCTGAGTATTTACAGTCACAAGTAAACGCACTATGGCGTA
+CGGTTCCTAAAAAAGAGCAGCAAGATAAAGATAATAAGTATAAATTCCCTAAAGAGCCCCAAGAAAACAT
+TTTATATTTCATTGAAAAAAATGCGCCTCTATTACAACCTTGGCAAAGAGAGATAGTCAGAATTGTAAGA
+AAAATATCTCAGTATTTTTATCCACAAAAACAGACTCAAGTAATGAACGAGGGGTGGGCGTGTTTTTGGC
+ATTACACTATTTTAAATCACTTATACGATGAAGGCTTAGTGACTGATAAGTTTATGCTGGAGTTTTTACA
+TAGCCATACTAATGTTGTTGCGCAGCCCGAATATAATAGTAAATATTATTCAGGCATAAACCCTTATGCT
+TTAGGTTTTAATATGTTCATTGATATTCGGCGTATCTGCGAACACCCGACAGAAGAAGATAGAGAATATT
+TTCCTGAAATAGCAGGGAGTAACTGGGTAGATACTTTACATTTTGCCATGGAAAACTTTAAAGATGAAAG
+TTTTATCAGTCAGTATCTATCGCCAAAATTAATACGTGATTTTAAACTATTTCACATCCATGATGATAGT
+GATAATAATTATGTTGAAATTGGTGCTATTCATAATGAGCAAGGATATAAAAAAGTACGTCACAATTTGG
+CCAATCAGTATAACCTCAGTAATATTGAAGTAAATATCCAAATAGTTGATGCTAATATTGATGGTGACAG
+AGCGTTAACACTCCGCTATACGCCACATAACGACGTTAAACTGGGTAACTCTAAAGATGAGGTATTAAAA
+CACTTACATTATTTATGGCACTTTGACGTTAAAATTATTCAAGAAGACATATCAGGTGAGGATAAAATCA
+TTGCTAGTTGCCCACAAAAAAAAGAAGACGATTAAAATCGTCTTCTTTTTTGGTTTTTTGACTAGTTATT
+TGTCTAAATTAAACGTTAATCTTCTGAGAGCTCTTGTAACACTTCATCCTTGAGGTCACTCCAAAGTAGA
+CCGGAATCAATACCATTTTGACGAACAGCAAAAATTGCTTCATCAAATTTTTCTGCTTTGGCTAACTCTA
+TTAACTTTTTGTAATAATTTATCGATATTTCACGGCCCTTAGGGTTAGCGAAATATAAATTACCTATGCG
+AGAATATAAACCACTTAAACCGTTTAATATTAATAAATATATTGAATTACCTGAAGCTATAACCAAATCT
+TTATTTAGTTGATAATCAAATTGTGAAAATGCCTCTGCAGAATCTTCAACATCAATGTACGCTTCTAATG
+ATTCGATAGCTTTTTTAGGGTTATTCTTTAATGCAGCGCGAATATAAATTGCACTTATATTGGTACGCGC
+AGATAATAAATTATCAACTAAATCTGGAATTCCATCTTGATCTAATTGCACCAAGGTTTCCAGAATATTT
+AAACTAGATGTTTCCCAAAAATCATTTACTTTAGTTGGTTTACCATGCTGAATAGTTAACCAACCATCTC
+TAGCTAATCGCTGCAATACTTCTCTCAGAGTAGTTCGAGTTACCCCGATAAGTTCAGAAAGTTCGCGTTC
+AGCTGGCAATATAGATCCAGGAGGAAAACCACCATTCCAAATAGACTCAACGATATATTGTTCCGCAAAT
+CCTGCTGGGCTTTTAGCTTTTATGACCATTGATGATAATTACCTAATGATATGTGTAAATAGGGGGATGA
+TTATGACTGATTGTACCAGAAGTACGTTTATGCACAAGGATACAAAAATGACAAAATTTGTGGACATGGC
+CACTCAACTTTAGATTCTCAGGCATTTGCCTTTCTGCGTAATCAAGAACTTAGAAACGAGTCAATATGAA
+AGGCTGCCATTTAAGTTGAGAACTATGATCCATTTTTTTATCTGATCACTGCCAATTAAAATGAGAATCC
+ACGGCACCCTGAGAATTAGTAAAATACATCCTATCAAAAAATTCATAACACTTCAGAAATTTTAATCATC
+ATTAATGAGGTTTATTTTACTCTTTTAATGATAAGTTTTTTAGGTATGTATTATGAGGGGTACATCACTC
+GAAAATAGAATATCTTTCATGGAGAGTTACTATGCGAGAAAGGGCTAACAGTCACTATAGAGATATGAGA
+ACTTTTGCCACGATAGACATTAATAATTATTTATAATGTGAAATTCGGATTAGTTTTTGTATCGATAACG
+CTTTGCTATGCGGCGATAAATAGTGCGCTCAAATTGCGAGTAACGAGCGTTAACCAACGTTTAGGCATCC
+GTTTGAGTAAATTGTATGCTCTTTACTTCTTGAAGGTGGTTATATAAATGCATAACATGCGCTATTTCAT
+AATCACTTTTTGTTAATTCACCATACGCAAAATGCGGCGCTAGTTCCCCTTTATAATTATCAAAATCAGT
+CAATGATTTTTTTAAATGATTCAATGCCTCTGTTGTATCCAAAGTTGAGTCAATTAAAGGCGAGCCAGGA
+ATAGGCTCGCTTAAACTATGAGTCATTTTTCCTTTAGATGAAAAAAGTGAAAATGCTAATTTTCCAATTG
+TATTCTTAAAAAAACTAGATTTATGTTCTGGGAATTTAGACATTGAATACTCTACACTTTGTGCACAATG
+TGTAAATATTTTATATAGTTCCCACTTCCCTGTTTGCACAAGGTTTTTGTCTGATAAAAGTTCTAATTTA
+TTTAAAGCTGATGAGATCTTAAGATCAAATTTATTAGTTTCATCAATTAACAGATATGCTCCACCACTAA
+CACTCGCAATGGTTCCACCAATTGCAATTGAGGTTTTAATAAATTGTCTACGTTTCATGTTAAACCTTTG
+AAAGAGCTTACAGTATAATATGGCGATTTATTAGTAATTCCCGCCCCATAAAATTCATTTAATTAATGAT
+TAATATCACATAATTTCAAAGCATTATAAAGTAAATATTATTAATTTTAGTCAGGGCTTGGATATTACTG
+ATACTTCTTAGTAATACGACACAAATCATTCATTAGAAAACAAATCATAAATACTTTGTAGCTAATGTTT
+TCAATGCGCACGCAGAAGAAGTAAAACCATAATAATTTTATGATGTTTTTTATATGATTTTCTAAGATTC
+ACTTATGCCACTATCGAGACATAACCACTTTTATCACAAAGACGCCCTAATTCAGACGAGATTTTATCTT
+AATAAATAGTCCGTTGTGCCACCAGAGAGGCCATTGCTCTTTTTAAAAAATTCAGATGAAATAAAGCATT
+ATTTCCAAGGCGCTAACGCCACCTAACCGACTTAGAAATTAATTTGGAAGATACTGTATTAACGCTTAGC
+ATCACTGGCTAACCGAAGTCGTATACCAAAAGTGGCGCCACTTTTGGTAGTTCGCGTATATGAGTTTAAT
+TGACTGGATCAAGCTTTAGTTTTGGGTTGAAGAGTAAAACCTAGTCTGTAACAAATTTCTTCAAGTGAAC
+CTTTTATTTCGAGTGTGGTAATTTCATCTATACGACCTATAGGTACAAGCACCTCTCCGACGTAGTCCTT
+ATTAAGCATTAGTGCAACTTGACCAAGAGGTAGCCCATTTGATCGTACTTTTAATTTATCTTTATTACGA
+TCAGGCTTAGTGTCATCACGTTTTGTGACCATTAGAGTTACATTAGATGAGAAACCTGTATTAAGGGTGT
+CGCCACAAGTAAAGATGCATCGCTCCGAATTGCAGTGACAACCGCAGGAATCACCAGAACATTCAATAGA
+GCCGCCATCACACGAACATGTAGTTGTTTTTTCTTTAGTCATTTGAACATCTCACTTTACTTAATTGTTT
+GCATGTAAAAGTATAGGAGAGTATTGGAAGAATGAAATCCTTACCCCAAAAAAATATTGATTTGAACCGG
+ATAGTTTATCTCTTTCTGGTAAGAGAATAGAATCGCGCCTTTTCCTATAACTCATTTGGGAGAAACCTAC
+CGTAAATGGAGCAGTTCAACAAATAAAGAGTACAAAGTTATAAGGCGCTTTGTACCCTATTGCGAGATAG
+GAGGTTATATTAGATTATATAATCTATGGCGAAAACGCCCCATTACGACTTAGAAACTAAAAATAAGTGG
+CCTAATTTACTTAGTAATAACACTAATTATATTTGGCTATTCCAAGCTGACAATCAAATTTTTTTGTGTT
+TTCACCACGCAAAAAGTTACAGTGTATTTGAATAATCCTGCATTCATTATTTCATTTCAATAAATTTCGA
+CCACATAAATCATAACGTTTTGTTATCAAATTAATCATATTTGATAATTTTTAGTTATGTACCATTCAGC
+GTAGTATTACCTCATCGAAACGAATTACGAATTAATCAATAGAATTTTTGGAGTAAATTATGAAAATGAA
+TCACGTAGGTATCATGGTTGGCGATATGGATAAAGCTGTTGAATTTTATACTAAAGCGCTTAACCTAAAA
+GTTGTAATGGGTAACACTAAGGTAAAAGAAGAGCGTGAAACTGCCATTGGCAGAATGTGTGTGGCAGTTT
+TTGGTGAAGGCTTTAAAGGCTTTAACATTGCGCACTTAGTAACGTCTGACGGCATTGGTGTTGAAATGTT
+TGAAATGAAAGAGCGTCAAGAGCGTCACGAAGTTGATTTCTCACGCCTTGGTATCTTCCATTTCTGTCTT
+CAAACAGATGACTTCAAAGGTGTTATTGCGCGTATTGAGCAGTATGGTGGTAAAGTGCGTATGGACATTA
+TGCGCTACCATCCAGAAGACGATAGCAAACAAGCTCAAATGGTCTACTTAGAAGACCCGTTTGGTAATTT
+GTTTGAGCTTTACTCTCACACTTATGAAGAAACTTACGCTACTGATTACGAGTAATCGTTTTAACATAAT
+ACGCAATATGAGGAGGCTACCTAAATGGTGGCCTTTTTTGTGTGTCGTGGTAAATTTTCTAGGGCGTTTT
+GTGCCCTTTTGCGAGATAGGAGGTTATTTAGATTATATAATCTATGGCGCAATCGCCCCCAAAGTGCCAT
+AGGAGTTGTGATCACTTTGTGCTTTGAGCTCAATTGATACTGTTCTGACAAATAAGTCGTACATTAAAGA
+GCCATATTAGCTATGTTTTTTATAGCGTTTTGAATACTATCCGTAAGAGTAAGTTGCACCAGTTATGTCC
+GTTGTTTCTTGGTGATGTCCTTAATCTGTATCTAATGAGTAATATATTTTTTTATTGATGTTTAATCAAA
+TAATGGAGCAACTTTAGGGATAATAATCAATCGGAATAATCTTTGATGGATTAAGTTCTCGCGCTTCACC
+GAGAACATGCATGGTACTCATAAAATAATGCTCTTTGGTCAACACTGGTTGATAGGTTGAAGCTAAAGAC
+TCCATCCCACGAAGCTGATTGTGATACCGGAATAATGCAGGATAATCAGCTATGCGCTTCAGTGAACATT
+TAAACAAACAGAAATAAATATTATCGAATCTTTCTAATGTAGCCAATAAATATAAATCACTTTCAGTCAA
+CTGATTACCAAACAAAAAGAGTTGTTTTTTAAGCCGCTCCTCAAGTTCATCTAGTGCTTTAAATAACTCG
+TAAAGCTTGTATTCATAGTCAGACTGTTGCGTAGCGAAACCGACTAGATATACAGCACGATTAATTTTGT
+CGTGCAACCATTGGTTCATTTCATCAATGTCTTTGATTAATTTGTTAGGTATTAGGTCATACGCGACACT
+GAAAGCATCATCAAAGCCCTTTGCAACATAACGGACAATTTCAGGGGAACTTGTCGAAAGTAAAAGGTTG
+TTTTTCTTGTCTACAAGTAAAGGTACTGAATAGCGATGCTCAACCGTTGGTTCTAACTGCTGATATACCG
+CTTTCAGTGAGTCCGAGTTAAAAAGAGGATCTTCAATAAAGTACATTTTCCAACCTGCTTCACCCTTGAT
+GTTTTCCATCCAAGTAATGGAAATATTGTCATCAAGTTTTGTTATAGCTAATGAAGCTAAAATACGATGA
+CAAAATGGGCAACCCCAAGCTAAATAGAGATGCAGTTGTCTATCATTTCTCATTGAAGTAAATGTATTTA
+GGTTTTTATTCATTGTGATTTTATCTCTTAAAAAGTTATCTATTATTGGTTTATTACGCATTGCTAATTG
+CTTGCTCTTTCATCATGAAAATAATGCCTGTTACTATAAGGAGTGCACTAGGTGCTAAAGCGGGTAACAT
+GGGTTCATCTAACAAGGCCATAGCAAACGGGATCCCGAAAGCTGCACTTACAGCCCCTGTCAGACTTAAA
+AACACAGGCCCTCCCGCTTTTTGTAGTACAAATAACAATAGAAATTGACCAGAAAAAATAATTGATTGAA
+GCACTATCAGCCCTATATTCTCGGTATTGAATAGGGCAAACAATGACACACCCTGGATAGAGATAGCTGC
+AAGAACTAAGGTAGCCGTGGCAGCTAACAACATGCCTGGCGCTAAAGACTCTGGCTTAGCACCTTTTGGC
+CAGTGGCTGGTCCGATAGATATTCCCAGAAGCCAATAACACGGGGCCAATTAAAGTAATTAGAATCCACA
+AATGGTTGGTTTCGGGCAATGACAACTTAGCGGTGACCAGCAAGGCTGTACCAGCAAGAGAAAATATAAC
+GCTTGCTACACGCCAGCGACTAAAAATTTCCATGCCAAGTGCCAATGCCGCAATGTAGGTGAATATAGGT
+GTTAAAGAAATGACTAAAACGACAAAACTCACACCGACATGTGACACTGCGCTAAAAAGAATAAGGTTAG
+ATCCAGCAACTGAAAAGAACCCAGCAATAAAATAATATTTAATGGCCCCTGTATTTGTTGGTGGAGTTTG
+TTTTGTCAGAAAAGAAATAGATCCAAGAATCAGTGTTGCGCCAGCTAATGACCACGTTAGGAATGGAAAA
+GGAGCAAGGTCCTGACCGTAAGCTACTTTTGCTAAGTTAGTAGACAGTCCTACTAAAGCACCAGAGCCTA
+GTAAAGCGCCAAGAGCAACCCACTTTTGCTTTATAACTTTTAGTATACTCATTCGTATTCCTTTGATGTT
+GAAGACTTACTTTATGTTGTAAATTATATTAGCTAAGTTAATATAGATAAATACCGATAATTCAAACTCA
+TTGTTCTCATATGTTAACTAATAGTATCAATTACTCAGAGCTAAGCGATGTCGCCGCATTTGTGTGTGTG
+GTGCAAACAGGTTCGTTTACCGCAGCTGCCGAGCAACTCAACACCTCAAAATCGGTGATTAGCAAGTACA
+TAACGCGCTTAGAAAAAAGGCTTGGCGTAAAGCTGTTAGCGCGTACTACTCGCCGTTTAACGCTCACTGA
+AATAGGTAGAACATTTTATGAAGGATCACGGCAGGGATTAGAAGCCATTGATAATGCCGAGGAAGCAGTT
+TCTTTTTTACAGGGAAAACCCAGAGGTACCCTTAAGATAAACGCTCCTTTGTCTTTTGGTGCTTTGCATA
+TAGCTCCTGCACTTGAAGAGTTTATTCATCGCTACCCTGAAATGCAGATAGATCTTCGGTTTGACGACAA
+AAAAATTGATATGATTAAAGATGGCTTTGACTTAACTGTTCGAATCACCCATCAATTAGAAGGTAACTTA
+ATCGCTAGAAGAATTGCTCCTTGTCACCATGCTTTGGTCGCAGCGCCAAACTATCTAGCCAAACGCGGTA
+CCCCTAAGAGGCCCGAGGACTTAGTTGCTCACAACGTTATTACCTATCAATATCAACAATCACCATGGGA
+ATGGGAGTTCACTGCAGCTAAATCTAAGCCTAAACGAGTTAGGGTCAATGGCTCGGTACAAATGAACAAT
+AGCCTAGCAATACGCGAAGCTGTTTTAGCGGGTGTTGGAATATCTAGAATGCCCACCTTTGCCGTAGGAG
+AAGACATAAAATCGGGGCGGCTTATTCAACTATTACCCAAATATTCTCTTTTGGAGCATTCTATTTACTT
+GGTATTTCCTGAACGTAATCATATGGCACCTAAGACACGAGCCTTTATCGATTACATGGTAAAAATAATG
+GAAGGTAAGCCTTCATGGGATAGATTTTAATTTTTACGAAATAATTAGTTAATATTTGTGAACAATCAGT
+TGTCATATTAGCTATTTATCATGTAAAAATACTCCAATATACTTTACTCATCATTATTAATAACTAAGGA
+AAAATGATGAGTAACAAAATACTTACCCTGTTAATCCCTATATTTGCACTAATAGGTGCTTTTAGTTCTG
+CACAAGCATTCGCAGATTCAAAACCAATTCGCCAAACCATTACTCCAACACAATATGGTTTTTCACACGC
+TAATGCGGTGATAGAAAGTAGTCCTATGTTATACGTGTCAGGACAAGTAGGCGCGAGTAAAACTGGCTCA
+AACGATTTTTATTCGCAAGTCGACAGGTCATTCGATAGTTTACAAGCGGTACTAAAAAAATCAGGTGCAG
+ATTTTAAAGATGTGGTCAAAATCACTTTACTGATCACCGATTACGATCCTGATAAACTTGCTTATATGGT
+AAAAAAACGCAAAGCCATATTTGGTGATTCTCCTCCGGCAAGCACTTTGATCCCCGTTACTCGACTTTAT
+ACCGATGGAGTCATGTTCGAAATTGATGCCATCGCAATACTACGTAAGTAATCAACTACATCTAAAAATT
+AATGTTTAACCATCTACAACTGTCGATGATAAATAAACATTTACGGCGGCGAAACTGGCGACCTAACGCA
+TAAAGTAACGCCTAAGTAACAAAACACCAATCAAGGACAACAAAATGAATAACCAACAAGCAAACCAGCT
+AATCAGAACCCTCTATACCGCCGTTGATAGCAAAGACCTTAATTATTTAGAAGAAACTCTGTGCGATGAT
+GTTAAATTTCGCATTGGTAATTACGATACTATTTCTGATAAGGCTGCTGCATTAGCGGCGAATCAAGAAT
+TTTTCGGCAGTATAGAGTCAATGAGCCACACTATTGACAAAGTGTGGAGCGTGGAAAATGATGTATTGTG
+CAATGGGTTGGTGGACTATATACGTCTAGACGGTAGTGCACACTCAGCTTATTTTTCTACTGTATTAACC
+ATGGATAATGGAAAAATTGCTGAATACTTTGTTTATGCCGATATTTCGGGTCTCTAAAACTCACCTTTAT
+ACCGATGGAGTCATGTTCGAAATTGATGCCATCGCAATACTACGTAAGTAATCACCTACATCTAAAAATT
+AATGTTTAATCATCTACAACTGTCGATGATTAAACATGGAGAAATCTCATGACAAAAAGTAATTTCACAT
+CAGTTCTTACACTTATTGCAGTAATGGGCACTTTAACCTTTACTTCTGTCTATGCAGATCAAAGTAAAGT
+CGGTAAAAGTCCGTGGGGGCCAGATGACGAAATTGGTCGTTTAAATTTAATGACCGAAGCGTCAAAAGCA
+TCAATACTTTCTCGTATAAGTGGCGGTGACGTTTATGATCTCTCTGTTGAATACTTCATGGGTATGCCTG
+GTTGGTTTCCTGCCGGCGACCCGAGATATACATTCTGGATGACTCATACACCACAAGGCACTGTTAACAG
+TGATCCTATGAATGTTGGCAAGGAAATGAATGAGCATGTCAGTTATTCTGGCTCTGCCATTTCCATGTAC
+ACACACACGGGTACCCATATTGATGCTCTCAACCATTTCGGACTAGATGGTAAAATATATAATGGCTTCG
+ATGCAGACAAAGATTTAGGTGACCGCGGCTGGAATAAAACAGGCGCTGAAACTATACCGCCTATTGTTGC
+TCGTGGTGTTTTAATTGATGTCGCCGCGGATCAAGGTGTTGAAGTATTACCACCAAACTTTCGTATTGGC
+AAAAAAGAAATACAAAGCGCACTTAAAAGTCAAAAAATAACCCTTGAACCAGGCGATGTTGTACTTATTC
+GTACGGGGAAAATGGTCAATTATAAGAACACTGAAGCTTACCTTGAGGCACCTGCTGGACTCGGCATGAC
+GGGTGCCAGATATTTGGTAGAACAAGGCGCTATGGTCATCGGCGGAGATAACCTTAGCCTAGAGGCATTT
+CCTTCAGAGATAGAGGGAAATTATCTCCCAGTTCACACTTATCTATTGGCGCAACACGGCATCCCTATTA
+TGGAGTTGGTTAACTTAGAAAAACTTTCACAGGATAAAACTTATCAGTTTGCATTCATTGGGGGATCTCT
+AAAGTTAAGGGGCGCGGATGCTGCTCCAATGCGTCCTATTGCAATTCCTATTAAGTAAACCCGCAAGGCA
+TAATACATGACACCACAATGACCAGGTCATCTGAGGCGTTATATTCACATGGAGATAGAAGCAATGTTTA
+GTAAATCAATTGTAATTTCATTAGTTATCTTATTGGCTGGCTGTAAAGTAACTCAGCCCCCTTCATATCA
+GAAAGATAGGAAGCCTGAAGACCGAAATGAATATAACGGTACAGAAGGTATGGTACAACAACAAAAAGAT
+CAAGGTTATCTCATGAGTAAAGACTTATCTGATAAATGTACAGAAGCTAAAATAGACTTAGCAATTTCAG
+AATCAAATAACAATGAAAGTAAAATTAAAAAACAAAAAGAAATCATTAGTAGTACGTGCATATAACATAA
+CGCGTCAATAGGATTTCATAAGCTATATAATTTTAGGCAAAAATGTTTGCCATTAGGCTTTCAATCAATA
+TATGGAGTTTCATTTCAATGACAAAAAGTATTATTTTTATGATTTTTTCAATTTTTTCCACTACCTCTTT
+TGCAGTAACAAAAATCCCTTTTTTTTGGGAGAGTTTTGAGAGTTTCGGTGTCACCTATGAAAAAGGAGCA
+ATGCTTATTGCTGTAGCGGGTAAAAAAGATAAGTTTTTACAATTAGATACTGGTGCAACAGACTCATATG
+CTTATGGGACAGAGGTTAGTAAAACTATCAACTTTAATAGCTTAAATAAAACAACCCAAACACATAGTTT
+TAAGGCAATGCCTAAAATGGAAACTGATAGAGTTATAGGCACGTTAGGTACTGATTATTTTAAAAATCAA
+TGTTTGACGGTTGATTTTCCAAATCAAATGTTAATAGTGGATAACTGTGATGATACAAACAAACTAGAAA
+TTAGCTGGTTAGAGTCATATAGATTCAAAACGGGCCATTTAATGGTTAAAGTTAATTCTGGTGAGCAAAC
+ATTTCATAATATTGTTTTAGATACTGGATCTTCAATATTCCCTCTTACTTTAACTAAAAAAAATTGGCTT
+AAAGTTGTATCTCCTGAAGACGCTAAGAATCCACCTTATAAAATTAAAGTTAGTGCTTGGGGAAAAGAGA
+TTGTATTAAAAGGGGCTTTACCAGTTCAACCTATTTGCATTGGTAGCTCTTGCAGCTCAAAAGCTATTTA
+TATTGATCAAACTCCAGGCTTAGAAGGTGCAGGAATTGAAGGGATTGCTGGAAATGCATTGTTTTACGAT
+TCTCATATGATCATTTTTAATTTTAAAAATGATACTGTTGGAACTTTAAAGTCTATTAGTAATAAAAAAG
+CCTAACAAGGTCATGTGGAGGTAGTTAGGCTCGCTCTTGCAACAATAAAAGTTATGTACCTAATGTCTGC
+TTTGTAGCTTAAACTTGCCTCACAAGCGACCAACTTATTTCGGTTAAAACTACCCTAAATATGTTCATGG
+TTTCACAAAAACTCAATGACCGTTTTTGGCTAATCTGTTGACATAAAGAATAGCCAACAGCCAACGTCAG
+CAAGGCACCAAGTTGTCATAGATCCTATCTCACTAAGTGACCCTTTGCGAGATAGGAGGTTATTTAGATT
+ATATAATCTATGGCGCAATCGCCCCTTTTGTGAAATAGAACTTAATATCAATTTCATCTCAAAACTGGCA
+TGAATAACTACTGAGTTAAAATCAACTGAACCTGAAGCGGTCATTATTTATGAGTAAAATCATCCTTGAT
+AAGTATTACTTAGATACGAAAGTGGAGATTAATAAGCATTATATACGAATACTTAATTAGTCTTGGTTTA
+ATAACAAGTAGACGTAATGATAGTCTGCTTTTTGAGCGTGCAACAGCCAGATATTACCCTTGTTTAGCTT
+TAAACTCAGTCAAAGCTTTTTTATGTGAGGCAATACTGCGTGCACGATGCTTATTTAAAATTGCGGTGCT
+CAATGCTTGCTCTAAAGCTGCTAATGCTTCATTTTGCATTGATAGTTTTTCATAAATGAAAGCCAAGTTT
+CTCCACACTCTACCAGATGTAGGGTGTTCCTTGACAGCCAACAAGGATAACTCAATAGCGTTGTCAGCTT
+GTTGTTCATCAAGATACAATATCGCTATGTGGTCAAGTAAGCTCACAGGAATAACTGATGGGGATCGTTT
+AGCATATAATCTCAGTAAACCCTCTATGGCTCCTTGCGTTTCAAAGTCTTGAATGTTTTTAAAATGGGGT
+GCTGCCCACCCTTGATAATAATCTTGTAAATCGGTATAGCTTTTTCTAAATGAAATGGAGCCATGTGACT
+CGTGTTCTAACTTATCAAACTGCCACTCTAATCCTTGAATAGGATGCTTTTTCAAATGATAAACTAGCAT
+GTCTACCCCTTGGTTCCAGCCCTCATTAGCAACGCTTAAATAAAGTTTCTTGTTGATAACTTGTTTTTTA
+TTTGAAATTTGTATCGCTTTATCAACTAACGTAAAATCACTGTAATAAACACTTGGGCTTATAGCAAAGT
+ATCCATTAAATTGATTTGGCTGCTCTAATAAAGCACGTAATACAAACTCTCCTCCCATCGAGCTACCCAT
+TAATAAATTTTCACCACTTGTTTGATAATGCTCATTTATGTAAGGCTTAAGCTCTTGGGTAATAAAATTT
+AGAAAGGTTATTGAACTATCAAAAGTGCTTAAGTCGGCTTTACGGTTTTTATTGGTTTCAATACCAACCA
+CAATCATCGCCGGAATACGTTTACCAAAAGTTGTTAAATCATCAGTGATAGCAGCTGTTTTTTGCATCTT
+ATTTTGAGCATCAGGAATATATAATACGGGATATGTTTTGCCTGATAGTGGGTAGTTATCAGGTAAATGC
+ACATAGAAAGTACGGTCTTCTCCAAGCCTTTTTGACTGAAAATTATATTTTTTCGCAATAACGAGTGGTT
+CATTTAGATCTGTGACTACAGCGCTATTAGCAAATACCGTTAGTGGAGAAATAGATAATGTGATTAAAAT
+AACAGCCGTTTTTATATTTTTAATTATGTTAGATTTTTTTATATTAATCATTTGAATACCATGTTTTTTT
+ATAAAGGGCACTTGTTTTGGCTAAAGCTTTTGGGCATACCAAAAGCTTTAGCTTAGAACTTAAAATAGTG
+ACTATTCGCAGGTAAGTGAATCAACGGGTTTGGCTGTTGCCGCTTTAAATGCGACTGCCATTACAGTGAC
+ATAGGCAATAACTAAACAAAATAACGCACTAAGTAAAAAGGCGCTGTAAGGCATAGCAATACGATAAATA
+AAACCATTTAGCCAGTCTTGTATTAGTAGGTAAGCCAAGGGTAGAGCGAGAAGATTAGCGAGTAATACTA
+AACTTGAAAATTGGTTTACTAACATAAAGCATAACTGGCCAGTGCTTGCTCCGAGTATTTTTCGTATGGC
+AATTTCTTTAATACGTCGTTGGGTATTAAAAGCAGCCAAGCCAAATAAGCCAATAGCCGTTACTGTAATT
+GCAATTAACGTAAAGATATTGAGTAAATTTGTTTGTTGGTTTTCATTGCGATATGAGGCTGAAAACAAGT
+CTGACAACCAGTTATATTTAAAAGCTAACTTACCATCTAAGCCCAACCATATTTGTTCAAGATCTTTGAC
+TGTTTGTAAGCTGGCACCTGCTTTTAAGCGAATAGAGACCCAACGTAAAGGGCGTTGTTCTGGCTTAGCA
+GATAATATATAGGTCATCGGCGGAATAACATTTTTAGCATTAACATAATGGGTATCTTCAACTACTGCGA
+TAATTTGATGATTGTGTAATCCTTCGTTGCCGCCACCTAAGGTCAACATTTTTCCCACAGCTTCTTCGGG
+GCTCCAACCGAGTGTCGTGGCTAAGGTTTGATTAATGATTAATTTCCCCGTTGAACTTTGCCAGTCATCT
+TTATTTTCTTGATAAGTATCATTTACATAAGCAGTAGAGAAATCACGCCCTGCTAAAATCGTAATGCCAA
+AGGTTGAAAAGAAATCATAATGAACAGGATTGTTACCTGTCCAAATCTCTGTCGTCATATCCTCAAGTCG
+TCTTACAGTGTTTGAAGTACGCGTTGATTTTGTTGGCACTGTGTGTGACATCGAAGCTGAAATAACATCC
+GGGTGACGTTCGACTTGGTTCTTAAAAGCAGGATATATTTTTTCACCATAACTAACGATCAGTACATTTT
+CTCTGTCAAAACCTTGTGGCATGTCTTTAATAAACTGCATTTGCCAATTTACAACTAAACTAGTGACTAC
+TAAAAATGCGGCAATCGCAAATTGTATAATGATCAGAGATCGGCGTAAGAGCACACCTGACTTTGATGTT
+GTCACTAAACCTTTTAATACATGCGCAGGAGATAAGTTACTTAAGAAAAATGCTGGATAACTCCCTGATA
+CCATACCGACCAAAAGCGTTAGTCCGCTTATTTGTGTGATAAAAAGCATCGAGTATGTCAAACTTATTTC
+GACGTTCATCAGTTGATTAAATGTAGGTAAACATAACGTTATAACGACTAAGGAAAGTAGTGTAGCGATT
+GCTGTTAATAACACTGTTTCAACTAAGTATTGCGTTACTAATTGCCCTTTACTCGCACCTAGTGCTTTAC
+GTACACCAACGTCTTTACCACGGCGCATGGCGGCTGCTGTTGATAAGTTAGTAAAGTTGACACAAGCAAG
+TACTAAAATCATGTATGAAATAATACTGAATACATTGACCATGGCAGCACTGCCTGGTGGTATTAAGCTA
+TAAGCTACGTTGTTGTTTAAATAAAGCTCGCGCAAAGGTTCGAAAGTGATCTGACGTTTTTTATAAGACG
+ATAAACCTTTTGTCCGGTTATCGTAATAACGACTAACATCGCTAGCGACTGTTTGTATATTTGTTGTGTC
+TGTTATCTTAGCAAAGGTCACTGTCGCTGCGTAATTCCAGCGTTCGGCCCAATCGACTGCAGGCAATTGT
+TCATAGAAATTTTTGATTGGTATCAATAGTGTGGCAGGCATAGTGCTAGCCGTCGTAGTTTTTTTCACGA
+CAGCAGTGACTTGATGCTCTTTACCATTAATGGTTAAGCGACTACCTATAACACCGCTACTGCGCGCGAA
+ATACTTAATGGCCAATGCTTCGTGTAAAACGAGACTATCTGGAGCATCAAGTGCTGTGTGAATATCACCT
+TCGATCAATTCAAAGTCGAAGAAATCAAAATAATTACTATCGACATAGAGACCACGCTCCGAAAATACAT
+TTTGTTGATGTTTAACTGAAATATTACTACGTGATACTCGAGTAACAGAGTCTACTTGACTAAAGTTACT
+ATCAAGTCCTTCAGCTAGCGCCAACGTAGTCAAAGCTTGTGCTCTATTATCATCACGTTGTAAGTTAACA
+CGATAAATAGACTCAGCGTCTGTAAATTGCTGGTTATAACTTTTTTGTTGGTCAACATATTGTTGAATTA
+AGATAAAACAGGCAATACCGATAATCAGTCCAACTAATTGAATCGCACTGGTTACTTTATCGCGGCTGAA
+GTTGCGCCACGCAACAATTAATAATAATTTAAGCACATGACACCTCCGCAGTAGTTAGCTCAATTTGAGA
+GCTTATTTGATTGTCCTTGCAAATATTTCCATCGAGCAACTCAATAACACGCGTACCATAATTTACATGT
+TCAGGTGCATGAGTCACCATAACAATGGTTGACCCTTCTTGGTTTAGTTGCTGGAGTAATTCCATTATCT
+GTATCGAGTTTTTTGAGTCTAAATTCCCTGTTGGTTCGTCGGCTAGAATTAGGTCTGGTTGAGTAACAAT
+AGCGCGCGCAATAGCAACACGTTGTTGCTGTCCGCCTGATAATTTCGCGGGTAAATGGTTACGACGATGA
+GCAATATCAACACGATGTAATACTTCATCAACTAAACGTTTTCGTTCAGCCTTTGCCACTTTGTGATAAT
+AAAGCGGTAACTCTATGTTTTGCTCAACAGTTAATTCATCAATTAAATTAAAACTCTGGAAAATAAAACC
+GATATGTTGTTTTCTTAATTGTGCGCGCTGGCTTTCAGTTGATTGGCCTACATTGGTTTTCAAAAACGTA
+AACTGCCCTTGGTCGATATGGTCTAACATACCAAGTACATTAAGTAAGGTTGACTTACCGCAGCCCGACG
+GTCCTAATATTGACAAGAATTCGCCTTTTTTTATGGTCAAGCTCATGTCGTCAATAGCGACCGTTTCTAC
+TTCATCGCCGATAAATGAGCGGCTGATATTATTTAATGTGATCATAATAATTCCTTTGGGTATATGTGTA
+TTGTTTTCGACCGACTTTTGTCGACCGACCATAGTTATTTGATTTTAAAATTCGTTTTTTTATACGTGTT
+TAGTTACTAAGATTAAGTTGCTGTGCATCAGCAAAGCTGGCGTAGGAAGAAGTGATCACGCGATCACCGG
+CCAGCAAACCAGAAATAACTTCAATACTTTGTGGGTTTTTTCGACCTAAACGAATAGTGCGCTTACTAGC
+GGTCGCACCAGAGGGGTCAACTACAAATGCCCAACTTCCAGCACTACTCTGTATAAATCCTCCATTGGCG
+AGTAGCAGTTTTGACTCACTTGATGACAAGTTAAACTTCATTTGTAAACTTTGACCAAGGCGTAACGTTT
+GAGCAATTTGTTGGCTTTGTAATTTGAAATCAACTTTAAAGGTGCCGTTATTTATACCGGGATAAACTTT
+ACTAACGATTAACTGATAACTTTTTTGGCCTGATTCAAAAGACGCAATTTGTCCTTTGGCAACACGGCTA
+ACATAAAACTCATCTACTTGTGCACTGACTTTATATTGGTCAATTAAATCCACTTGACCTAACCTTTCGC
+CATCACGTTTTGACTCACCGACTCTGGCATCTAAAAATGTTAACTGCCCAGCTTTTGGGGCTCGAATAAT
+TAACTTATCTAAACTGGATCGAGAAATAGCGAGGTTGCTTTGTAGTGTTTGGATACTTTGTTCAAGTTGC
+GCTAATTGTTGGCTTTGTAATATGGCTTCTTTTTCTTGGCTTTCTTTAACTGTTTCTCGATATTTAATTT
+GAAAAGCTAATTCATCTTCTACTCGTTCAAAAGCTTGTTGTGAAATTATTTTTTTTTCGATTAAGGCTTT
+ATGGCGATTAAAATCTTTTTGTAAACGTAGTACTGAAAAATCGAGTTCAATTACATCTCGCTTAAGCGAT
+AATTGATTTTGTTCTAATGCTAAACGTGTATTGCGCATATTATTGATTTGCTCTGACACTTCAGCTTCTC
+GTGCTAGAACATTCAGTTGTAAATTAGTATTACTTAATTTGAGAATTGCTTGACCTTGTTTAACCAATGC
+GCCTTCTTGAACAAAAACTTCCTCAACACGCCCCCCATCAATAGTATCTATAAAAATTGTTTCTTCGGGT
+TGTACTAAACCACGCAAAGGTAAAAATTCAGTAAACGTTGATTGTTTTACGGTATCTAGGACTAAGTTTT
+GTTTCTCAACGTTATACGTTTTTCCTGTATCAATACTTGATTTGGCAATGGTAAGTACAGCGGCTGCTAT
+ACAAATAGTTAACGTAAATAATAAATAGTTACGGTAGTTGGTTTTTTTTATTTTGTTGCTGATGGGCTTG
+TCCATAATAACTCCTGCTTAACAATGTGGTGCCAGTGTTAAGCAAATAGCTATTAAAGAAAGGAACAAAG
+CGGGATAAAGAAGTGATTAGTTTGGAATAAGTTGTGACCATCTAAGTGGTCACAACTTTATTAGCATATA
+AACAAAGGGTTACATTGTATTTTGTTATGTCATGTAGTTAAGTGCTTGGTGGGTATTACTCGTTAATTAC
+TTTTTGTTTGCATAATATCAGCCACAGATTGTTTCAACTGAGTGAAAATAACACCTTTATCATTTATTTG
+ATAATCAAACGATGTTGGCAATTTTTGCCATGGGGAGATCGACTTATCAGCAAACGAATAGTACTTAAGT
+TCTTGTATATTATTGTTAACATCAGATAAACAAACTAAGCCATTAGGTGTTAATGTTAAATTCAGCTGGC
+GGTTTATAAAGCCTGGGTCACAAATTAATCCTGTTGATTGAGGGGTTTGTGTTAAATCATTCAATTTCAT
+CACTTCATTGCTTTCATCGGCTAAAAAGTAAAAGTTCTGATTTTTGTGATCATATAGACCTCCCTGATAA
+CCATTTGGCATGGCTGTGAGTATTTTAGTTGCGATGTTGTACTGCATTAATTGCCAATCATTATTGCGAA
+TAGTCGAGAATAATAAGGTGTGTTGATCCTGCCAACTGATACCGCTAATAGCTCTATTACCTAAAGCCAG
+TTTATTTACCTCGCCTTTATCTATATCAACAATAACGATTTGATTGTCAGCTAAAACCATAAGTTGACTG
+TCATCAGGTGAAAATAACAATTGATAGAGTCTCATCGGGGCATTAAAAAATGTTAGCTGTTTACTCGTAG
+CGACACGCTTATTCTCAGTAGGTAATGGTGCTAAATAAACTTCTGCTGTAGTTGAACGTTTGGAAACAAA
+AGCATATTGACCACTATTATTAGCAAGCGCAGGCAGATAATCCATTACCGAAGAGTTATCTAAATTCATC
+GACTGATTGTCTTTATTTGAGTCTTTAAAGTGAATGTCTCGGTTTATTAAATAAGAAACAAACGTAAAAT
+CTTGCTTGTTGTTAATACGCGAAAGTTGTTTGACCCGTGAGGTATTACTGACAACCACTGCTAATTTTTC
+TCCGGCCAAATTACTTTGCCATAACTCATAAGCTGGGTGAGGAGAAGGATGCACCAGTGTCATATTGTCA
+TGATGCCAAACGACAGCGCCCATCAAGTAAGGTAACTTTGCTCTTAGTTGCAATTTAGCTTGGGCGATAT
+CTAGTGTATAAATACGAGTTTGAGAAGTGAACTCACTATTTAGCATGACTAAGCGTTGACCATCAGGGGA
+AATATCAAAAGCGTAATTTCCCTGACCACTGGTGATTGGCTGATTAATAATATCTTTTTGTTTATTAAGC
+AAATCGACACGAAAAATTTGATAACCATTAGCTTTTGATTGTCGGTCGTTAAAGTATAAATACTGGCCAT
+CAGGTGAAAAAACCAAATGAGGCCAACTTTCGCCGCTACATTCTGTAATTTCTTGCCAGTTATCTTTGTT
+TTTAATTTCTTTTTGTTCAGCTAAAAAAATAATACAAACCTGTTTATGCTGATATAAAAAGGCAATTTTA
+CTCTCTGTTGGCGACCATACTGGGCGAGATAACTTTCCTCTTGGGTGACTGACACTCATTTTGGAATGAT
+CTGACAAGTTTTCAATATTAATATAACTTGGTTTACCCCTGACTACTTTGGTATAGGCAAGTTGACTTAA
+ATCTGGAGAGACATTTGGATGTTGTTCGTCAGCTATCTCTCTCGTTAGTGGCTTTAGCTGCTTAGTGGCA
+ATTATTTCGATATTCTGTTGAATTGAAAAATAAAAGGAAACTGCCACTATTAATAATGTGCAAGAGATCG
+CAAACAAGGAAAATAACGTTTTTGGTTTTTTGTTTTTAGTGCTATTAACTGAAGAGAAAGAAGTTGTTAT
+CGTATTATTGTTTTCTTTGTTTGTACTTGTTTGCTCAGTCGTATTTTGCTCATTGTATTGGCATTTATCA
+CTGCCATTAAATTCAGTAACCATTCTATAGCCTTTACGCGGCACGGTAATGATAAATTGCGGGCTTTTAG
+GATCATCTCCTAATGCTTTTCTTACTTTTACTAGGGTACGACTAATGGCATTTTCAGTCACTAACGTACC
+TGTCCAGACTTCATCCATTAACTCATCTTTGGTTATTATTCTTGCTGGGTTTTTACAAAAGAAGATCAAT
+AAGTCATAAACTTTAGGTGCAAGGATAATGCTTTCACCATCACGGATCAGTAATTGATTCTGAGTATCTA
+TCGTAATGTGATTAAATTCGAGATAACGCAAAGTACATCCTATTAATACTGTAAATTTATTAGTTGTTAT
+ATTTTAGCTAGCATCATCATAAAGTATTTAATCAAAATAACTAATGAAAACCTTCAAAAAGAGTCAGCTT
+TTTTTGAGATGGATTTAATTATAACTATATGATTTTTATGTGAAGTCATAATTAAGTCACAAGTTTTTCC
+TTATTAAATCCTAACTAATCCTTTTTTGTTCATTTTTTCCAGCTTAATTATCAGTACCTTTGTCATCGAA
+ATATAAACAATGACTGTACAAGAGGATTACTAATGAAAGAATTAAAACAATATAAGTTGATACTAAAAAT
+GCTCCTTCCACTTTGGCTTGTTTTTACTTTTGCCACCAGTTCAAATGCTAAAGGGATAAACGATAATGAG
+GTTAAGGGTAAGGTGCTGATCATAATTTCGAGTGATCAACATGGCTTTTGGTTGCCTGAAGTTGTTGAAC
+CATATAAATTGTTAGAACAAGCTGAATTTGAAATCGATATTGCTAGTCCTAAAGGAGGTAAGGGAATTGC
+CAGTGGTAGTTCTCGTCTGTCGGGCAAGGACAGTAACTGGTTTAAGCAATCTTCGTTGCCGGAAAAACTT
+GAACAGTCAATTGAGCTAAAACAGGTAATATCAAGGCAATATAGAGCGGTATATTTTGCAGGTGGCGCGG
+GACCTATGTTTGATTTGGTTGAAAACCAAGAAGCACAAAGGGTGACTCGAGAAATATATGAAAATGGCGG
+TATCATTTCAGCAGATTGTCATGGTCCAGCTGCACTTATTAATGTCAAACTATCTGATGGTTCGCGTCTT
+ATTTCAGGAAGGAAATTAACAGCAAAAGCTAACATCGAAGAGGGACGTTGGGCTAAAAATAACTATCCTT
+TTTTATTAGAAGATAAAATTGTTTCGCTCGGCGGTATTTATACCTCAGCAGCTAAAGGTAAAGAACATGT
+AATTGTAGACGGAAGGTTGATCACAGGTCAAAATCCTGCTTCGGCCGCTCCTATGACCAAGGCATTAATC
+CTGCACTTAACTCCCAAAGAAAAACATCCAGCGTATGAAATTCAAAACTCATTATCTAAGGTGACAGTAA
+TATAAATATTAAGGAGTATATTCGCATAGGTATTGATGGTTCTTTTCTTTGTAGGGCCACAATCTTAGCG
+TTTATATTTTTGTATTTATCGACAATCAAAATAGTTGACATATCAGGAAAAAACGCTGGATGTTACCGGA
+GTAAGGCAAGTTAGCTGCCAAGGTTTTATCATTGAACTTCGACATCTGAAAGCTTTAATCTATAGACTGT
+TTTTGCATATCATCTTTGTAATTTAACATAGCCAATTTACTGTTTGTATAAGTATGATGATGCGCTAAAA
+GCATATAATCTTTAACAGGAACACTCATGAACGTTAACAGTCTGTTGATAGCGGATGTTCTCCATAGATA
+AAACATGAGTCTTTAATGATGACTTTCGTCAATGAGTCGTTAAGCCAGAAGCGAACTAAGCTACCATAGC
+CGTCAGTCAGGAAGTTGTATTGGTATGACTTAAGAGTACGCATTCTAGGGCGAATTTAATATTAGGCAAA
+GTCAGAACTTGAATCTGACCTTTACCTAAAAATTTTTATACTATGGTGAAGTTCAAAGATTACAATTGTG
+TTTTGAAAAAGTTTAAGTACTTGTTGGATGCTTCAATACGATTAGCTTTCTTACTAAAACCGTGGCCTTC
+ATCATCAAACACCAAATAATCAACGTAAGTACCACCACTCCTGATGGAATCAACCATTTCATCACTTTCA
+ATTTTTAACACTCTAGGATCATTTTTACCTTGCACAACAAGTACAGGTTTCTTGATTTGATGACCAAAGA
+AAACCGGAGAAATATTATGCAATCGTTCTTTATCAGTGTTGGGATCGCCTAATTCATCATATAGTGATTT
+CCTAAATGCTTCCCAGTATGGAGGAATGCTTTCCAGTGTTCGCACCCAATTAGTGACGCCAAATATATTG
+ACTCCTGCTTGAAACTCGTCTGTAAATGCCATCGCCGCCATAGTTAAATATCCGCCATAACTGCCTCCAA
+TAACACCAATTCTGTCTTTATCGACCCAATCCAACGATTGCAAATAATATTTGTTATAAACCACATCCTT
+TAAATCATGATCACCGTGTTTCTTATCATCTAAGTGAAAGAATGTTTTGCCATAGCCACTCGAACCGCGA
+TTATTTACTTTAAAAATAGCATAGCCATTATTCACTAAATGTTGCACTAAGGCCGAATATCCCTTGCGAC
+TTTGTCCCCCTGGACCACCATGTATAAATACTAAAGCAGGAACCTTGTTGAATTCTGCCTGTTTTGGTTT
+ATACAAAATACCGGGGATATCTAAACCGTCAAAGCTTTTAAAGCGAACAACTTCTCCCTCCACTAAATTA
+TCTTCGAGAATATTAGGGTTTCCTGTGTTGGTTAAACGTTTAACTCCAGTTGAACCTAATTTATGGACAT
+ATAAATTAGATGGTGACGTATCTGAATTAATATAAAATACTAGTTGGCTGGCATCGGCAGAAAAGTTAAC
+CCCCCGTAAATCTCCACCTGGCAAGTTCGGTAGAGCTAATCGTAGTCTTGTTTTTAAATCAATGATTTGT
+AACTTAGTTTGGGCGTCTGCATTGACGCCTATCACTTGGTAGCGACCATTTTCAGAAAAGTAAGTGAACC
+TGACATCCCAATCAGAAGCATAATTTAGCGATTTATTTTTTGTTTTCAAGTCATAAGCCCAAGCTTGCTT
+AAACTCACCAAATTCATCTGTTGAATATATCAGCTGTTTGCTGTCGGGCGTAAAAGTATAGGCACTGTGC
+TCAATATCCCCTTGATGCTCAGTTATTAATACAGTCACAGCATTTTTCTCATTAAGATCAGCAAGGTATA
+GGTCGGAATCTGCATTAGAATTGGTCTTACTCAACGCTATGTACTGACCATTAGGGCTAATACTTTCTAC
+TGAATATCCGGCATTGTTTTGATAAACGAGTTCCCTTGAATAATCATTGGCCTGATAGAGGTATACATCA
+AAAAACTTGGGGTCTCTTTCGTTGGAAGCGACAAAGAACTGATTGTCATCTTCGTGCCAACCTACAAAGA
+AGGCTTTTAGTTTATCTCCAGGAGTTAAGTCAGTCACTTCTCCCGATAATTCCCTCACATACAAATGATC
+TAATTCATCACCACCTTTATCAGCGGTATAAAGAAATCGATCATCCCGAGGAAACCAACTCTTAACATAA
+ATAGACTCAAGTGTTGAATGGGTTAACTGTATTGGCGGTGAGCCATCAAGAGGCATTTTAAAGGCATTAA
+ATATACCTGTTTCATCATTGCTAATCAGTACAGCACTCGCGTCAGAATTAATTGATGAGCCAAATACCGT
+GGTTGTTTTGAAAAACTCTTCAGCACTATAGCTCTGAAATAGAGGTTTACTTTCTTCAGTAATCGATTGT
+TTAACAAATTCTTTTGGTGGTGTTGAACAAGCTAAAAGTAATAATCCTGCGCAAACGGTGACAATTAATG
+GAGGGAGTTTTATCATGCGTGAATTCCTTTTATAGTTATTATAGCTCTGAGTTATCAACGCTATCAGTGG
+CGTATTTATTCTCCGGCGTCAGTATAGTGTATAAAAATCAACAGCGTTAAATTAAGTGAATAAAAAACAG
+ACATAATTGAGACTTTCAAACTTTTAAGAGCATGTTCAAATTCATAAGTACCTCTCCCCTTACTTCAGGT
+GAATTTTATACATTGCGTCAACTCGGCATAAGTAAAAAGTTAACTCGATTAGAGTTCTTATAGTCTGGTC
+TTGTAATAGACAGAGTTTGTCTACTTAGGTGGAGAATGTCCATTTAGCATGCAAATATGAAACACCAACA
+GAGAAATTTAACTTGTGTGTTGCATTCACCATTTGAACTCAAGGCACAAAGGGAACCTTAGCACCTATAA
+ATATTAGAGATAAAACCAAACCGATTTTGGGAATTGGTTTTATCCTCACTGATGCCCAAACCTGATCTAA
+AGTTTAAGGTCACCAAATTGGCCTTAATGTATCGCTTTTCTATCGATGCTTGAAAATATGCATCCCATCT
+ACTTTAGAGTACGAAAGCGCTATAGAAATGTAGGAGGTTCATTCACTTTTTATTCACTTTTCATACTTGA
+GTACTAAATTTAGCTTGGCGATAGTAAATATCAAGATGAGTGCCTAAAGTGATTATAGGTCTCAACTTAA
+ATGGCAGTCTTTCATGTTGGCTATTTCCTAAGAACTTGAGTTCGAGGAAAGTCAAATGCTTGAGATTCTC
+CAGATAAGTGGCAATGTCCAAAATGAAAAGAACAGCCTCCCCTAAGCTTGTTATAAATCAAATTGATAGC
+TGTTATCAACCAAATTAATAGAAATCAACGGCTTTTTTGTGTCATTAAGTACAAAATTTGTTAGACTTCA
+CGCCGAATAATAATCGCTAAATCCGCATATAACTTTACAGTCCATTTAGAGAGTAACATGAAACCACTTG
+TATACGTTTTACTGGCGTTATCAGCAGTGCTTTTCCCAAGCATGGCTTTTGCATCAGAGGCAGCACATCA
+GAGTATTGATTTAACTAGTCATTGGATTGGCTATACCGCTATTGCTATTTTTGTTCTAGCTTATACGCTG
+GTGATTTTAGAAGAACAATTGCATCTAAGAAAATCAAAACCCGTATTACTTGCTGCTGGACTTATTTGGA
+TTTTAATCGCTGCTTATTATGGTTCTAATGGCATGCCTCATGCTGCCGAAGTTGCAATTCGTCATAATTT
+TCTTGAATATGCTGAACTATTCTTCTTCTTATTAGTTGCCATGACTTACATCAACGCACTTTTAGAGCGT
+GATGTTTTTAATTCCCTTCGTGACTGGTTAGTACAAAAAGGTTATAGCTATAGAGCTTTATTCTGGATAA
+CTGGTATTTTAGCTTTCTTTATCTCTCCAATTGCAGATAACTTAACAACGGCATTAATTATGTGTGCTGT
+AGTATTAGCCGTAGGAAAAGATGAGCCTAAATTTATCGCAATGAGTTGTATAAACATTGTGGTAGGCGCA
+AACGCTGGTGGTGCATTTAGTCCATTTGGCGATATTACTACTTTAATGGTATGGCAAAAAGGTATGGTTC
+AGTTCTCTGAATTCTTCCACTTATTCTTACCATCCGTTGTGAACTTTGTTATTCCTGCACTTATTATGCA
+GTTCTTTTTACCTACAGGTAACCCTAGTTCAGAGACAAGTGACGTAACTCCTATCAAAAAAGGTGGTTTA
+ATCATCGTTGGGTTATTTATTTTAACCATTCTTACTGCCGTATCTTTCCATAACTTCCTACATTTACCAC
+CGGTATTTGGCATGATGTTAGGTTTAGGTTACTTAAAGTTCTTTGGTTATTACCTTCGTAGATCTGGTCA
+AGGTAAAATCAACGATTCAGGTATACCGAGTACTCTTAAACAAGAAGATGAATTTGATATTTTCGATAAA
+ATAGCTAAATCAGAATGGGATACTTTATTCTTCTTTTATGGTGTTATCCTTGCTGTAGGTGGTTTAGGCT
+TTATTGGTTACCTTGGTATGGCATCAGAGTTTATGTACGGTGAATTAGGCGCAACTAATGCCAACATTTT
+AGTTGGTCTATTATCTGCTATTGTTGATAACATCCCCGTCATGTTTGCAGTACTAACAATGAACCCTGAT
+ATGAATCATACGCAATGGTTATTAGTAACACTTACTGCTGGTGTTGGCGGTAGTTTGTTATCAGTAGGCT
+CTGCCGCTGGTGTTGCCTTAATGGGACAAGCAAGAGGTCACTATACCTTCTTCAGTCACCTAAAATGGAC
+GCCAGTAATTGCACTAGGTTACGCTGCTAGTATTTATGTACATTTATTAATAAATTAATAATTTGTATCA
+ATTGTTTACATTAATAATGTGAGCTTAAAGCAAAGAAATACTTAATCTGTAATTTCTTCATGCTACCCTT
+AAAAAGCTTCTAGTTTGCTAGAGGCTTTTTTATTGAACATTTTTGAGGATTTTTTGTGAATTACTTAAGT
+AATATAACCACTAGTCAAAGGCCATGGTTACTACTGGCACTCGCCGCCTTAGGCTTAGAGCTTTCAGCTT
+TATATTTCCAATACGTGCTAGGTTTAGCGCCTTGTATCATGTGTGTGTATCAACGGCTTGCTATTTTGGC
+TATATTTTCCGCTGGTGCTATTGGTGCTATCGGACATCAGAATATCGTTGCCCGAATATTAGCTTATGTT
+TTGTGGGGAGTTGGCGCAATTTGGGGACTAATTATTGCGTTAGAACATGTTGAAATGCAGAAAAATAGCG
+GCTCACTCTTCTTTAGTTGTGAATTCATACCTAACTTTCCTACTTGGGCTCCTTTGCATGAGTGGATACC
+ATTCTTATTTGAGGCGACGGGAGATTGTGGTGAAATAAGTTGGCGTTTCTTCAATTACAGCATGCCACAG
+TGGATGGTCGTTGTTTATGCTTTATTTTCAATAGTATTTAGCATTGTACTCATAAATCGCCTAGTTTGTG
+CGAAGAAACCATAACGACTAAATAACAATTAACATGAGTAGAGACAGACTATTCTTCATAGCGTGTCTCT
+ACTCATGTGAAGTATGGTATTAAACAAGGTTTATTTAATACCCGTCTCCTTTTACCTAGTGACTTTAGTA
+CTTTCTCCGCAAATACTAAATCAGCCACAATGAACTCAGTTCAAGTAAAGAGTAAACCTTGCTACATCCC
+CCTTTCATAATAGCTATATTTCTCTACTAATAAGTGATTTAAAAACCCTTACTAACGTCTTCCTCTACTC
+ACTGACCATGTTTCAAAAATAGCAGCACTAACGACCAATAGCCCCCCGATTATAGTTAAGATATCAGGAC
+GTTCATGTAATAGAATGATGGCTAATATACTACCGTACAAAGGCTGTAAACAAGAAATGAGCCCAGCTGT
+TGTGGCTGATAAAGAACGTAAACTTGAGGCAAATAAGGCGTGCGGAGTGGCAGTAAAAACAACTCCGACT
+AATAAAAGCAATAACCAATCGCTTTCTGTTACTTGCATTGGTGGCACCTCTACAAAAAGGCACAGCATCA
+AACAGGCTACCAAGGTTTGATATAGCATGGTATGTGGCCCAGAATAATGAGAAAAATAATTTTTATGCAG
+AATATTTCGTAATGCAAAAAATACCGCAGAAATAATTCCGGTTACAATGCCTAAAGTAATTTGATTACCA
+AAACTAATTTCAGGAATTAACAGCACAATGCCAATAATAACCACAAAAGCTGTGATCATATCTTTCATTT
+TAGGGACTGTTCTATTAAAAAAAGGCTCAATAAAGACGGTTATTACCGGGTAAGTAAAAAAAGCTATCAT
+GCCGACAGTAACCCCTGCCATTTGCATGCCGGTAAAATAAGTGACCCAATGTAAGCCTACCACACAGCCT
+AATAAAATGGCGATACCGTAATCTTTCATACTTGATAAGGATATTTGTTTTTTTTGCAACGTTAGCAAAA
+TAAACAATGCTAAGGCAGCAATACCCGTTCGATAAACGGTTATATCCAGGGCAGGTAAACCAATGAGTTT
+AGAAAATAGCGCAGTGCCGCCGAAAAGGAAAACTGCGATATGTAAGTAAAGCAAGCTTTGCTGTTCAGCT
+TTTATTATAGAGGACGGGTGGGGAGTACTTTTCGTCATAAACGATACGCTATCTAAGTATCAATTAATCA
+ATATCATTCAATGGCCAAATGACAATGTGATCTTCAAAATTTTCAATACTGACTTCATTATCTTTAACTA
+TTTTCCCTCTTACCGACATACCTGCTTTATGCATAGCAGACTTTTTACCTTTATGTAGAAGAGGATGCCA
+TGATGGCATGCCACGCCCTTCTTGCAGGCGACGGTAAGTACAACTAGGCGGCATGAAAAATACCGCATCA
+ATATTCTCTTGTGTTAAACGAACACAATCAGGTACTAACGTTGTCCGTTGCTCATATTTAGAACATTGAC
+AAGATTTTTCATTAAGTAAGTGACAAGCAATATTAGAGTAAAAAATGTGCTCACCTTCTTTTATATGATC
+GGTCGGCAACAGCTCCGAATCATCATCAGTATCTTCATCATCAATAAACTTGTTTAAGCAACATTTAGCA
+CAGCCATCGCATAATGACTCCCATTCGGGGCGAGTCATTTCCGCTAAGCTTTTAGTTTGCCAAAATGGGT
+TTTCTTGTGTGTTTTTATCGATCATTTACTACTACTTAATTGACGAATGGATTTACTCATAATTTGCTCA
+TAAAATTTCAAGTACATTACTGAATAGGTGGAAACTTAATACGATCGGATAAATGACCTACTGAACTGAC
+AAAATAATAAGATAAATTCCAGTGCATTAAACTCTTATAATTATCATAAGCAAGGTATGCTCGGCCATTT
+TCATCATCTGGAAAAACTAACGCCGCTTTAATATCAACATTAGGTAAATTAGTACCATCAGAACGCCTTA
+CGCCTAGTGCTTGCCACTGAGTAAGCGTTCTTTCAGTTTTGGACCACGCCTTTAACCAATTTTTTCGACT
+GCCAGTATTCTTTGGGATAGCTAAAGTATAGTCAAAGTTTTTTGGTAACTTCACTTGGCGTCCCCAAGTC
+AGTTCATCATTCCAGCCTTCTTTTTGTAAGTAATTTGCCATAGACGAAAAAATATCGGCTTGGTTTTGCC
+AAATATCCTTCTTACCATCACCATCACCATCAACTGCGTAGCTTAAAAAAGACGTTGGCATAAATTGATT
+TTGTCCCATTGCCCCTGCCCATGAGCCCTTCATATTTTTATTAGTAATATGACCTTCATCTAATATAGTT
+AATGCTGCCATTAATTGTTTTTTGAAGAAGACTTCTCGTCGCCCTTCATAAGCCAATGTCGCTAGGGCAG
+AAATAACATTATATCCACCAGTGAACTTACCAAAATTAGTTTCAAGTCCCCACAAAGCTACAATAAAACG
+CGGTTGAACCTGATACTTTTCACCGATCTGGTTTAACAATACTTGATGCTCTTTATACAAAGCCCTGGCT
+TTATCAACTTTCCACTTTGGCACTCGCTTAGGTAGATAAGTATCAAGTGTTTCAACATTTTCAGGTTGGC
+TTCTATCCGCTTTTACCGCACGTTCGTGAAACTTTACTTCTGCAAAACTTTCATCAATTAATGCTTTGCT
+AAACCCTTTCGCTAATGCTTCTGCCTTTAGTTTTATAACATACTCAGCAAACCCCTCTTCTGTAAGCTCC
+GCTTTAGCAGCCATTGATGAGTTCATCATGCCAATAATTAGAAGCATCGATAGAATGATGCTTTTTATAG
+TCAAATTCATTAAAGCTCTCCTTGCTCTTTTTCAGCTGCCATAGCCGCTTTATGTTCTTTCAATAAGTCT
+TCTTGTGGTGGTGGTAACTGTAAATAGAACCCTTTTTCTATTAAGTTTTTTTTCACTTTTTCTAAGTCAG
+CCATTGCTAATTTATCTTTGGTAGCTAAATTAATTAATGTGACTAAATTTGGTGTACCAAACGTTTTCAT
+CAAACCTTCAGGCACTGACGAAAAGTCATCACGTTTATTAACAAAAAGATAAGTTTGGGCTTTTCTAGCA
+CTTTTATAAATTGCACATAGCATAATGGAGACCTATAGATAATTGAGAAAATAGCGTTGAGTTATCAATA
+TATCATGAGCCATGGGTGAACCCCATAGTGACTCAATGAAATATTGTTAACAAAAATGTAAATTTAGAGA
+GTGCCTAACATAGAAAACGAAGGTGACATACCTGATCAGCTTGAAGATGCTCGTTTCAGGAAACTTGTGC
+AAATCATAATCAAGACACATTTTTATGTTAAGGGTTATTCCCTTAAAAACAAATGTAACAATGGATATAT
+GACGGTTATTCGAAACCTTGCTGGGCAAAATCTAACAAGGTTTGACCAAACAACTCGTAACGCCAACCAG
+TTATGAGATCAACCTTAGCCGAACTATTGCGAGCGTCATTAAGATCAAACTGCCAAGTTAAAAATTGATT
+GATTTGCTTCTTTGATGCAACATTTTCAATCGCTAAGCCTTGCTGCTCACTTGCCGTAATTAAAAACGTT
+TTCAACTTTTTAAATATCTGTTTGTAGCCGGGATATTCATCTAACCTATCAATTTTATCTGGATAACTAC
+TTACTTCCGCCTGTTCTGCTTGGCTTAAAACCGCCAACATAGCTTTACCTTTGTGGCGAATATCAAGTGT
+TTCGACTCCTTCAAGCGTAAGCATGGCGTTTACACTCTCTGGATTGCTTTGTGCTAAGGCCATTAAGGTA
+TGATCTTTTGCAACAAAACCAAGAGGCAAATCACGCTTTTTTGCTTGCTGAAAACGCCAACTTGCTAAGT
+ATTTTAATAAATTTAATTGCTTAGGATTTAATCGCCAGTTCATCTTGATATTAAGGTACATTTCACTTTC
+AATGATAGGCGTAAACTTTTTGTCTATCATGCTCTGTGTTTCTATCTGAGCATAAGCTAAAAAACCAGCT
+TGAGTAATTTCAGCTAATAATTTAGGGTAAATATCAAATAAATGATCAACATCTGCACTGGCGTAGTCCA
+ATTGTTTTTCTGTTAATGGCCTTTTTGTCCAATCAGTACGTGATTCCGATTTATCTAATTCGATATCAGT
+AAAGTGCTTTACCATAGCGGCATAACCTAAAGATAAACCATGACCTAAAAATGACATCATGATCTGACTA
+TCAATTAAATTCACCGGTTTACAATTTCCAGCAGTTAAGAAAACTTCTAAATCCTCTGAACAAGCATGCA
+GCACTTTAGTGATATTTTCGTTGGTAAGTAACGCCCAAAAAGGTGCTAAATCATCAATTGCAAGAGGATC
+AATAAGTGCTAATTGCTCTCCATCGCATACCTGAAGTAATCCTAATTTAGCATACAGAGTACGTGTACGA
+ACAAACTCAGTATCTATGGCTAACACTTTAGCTTTAACTAGTTGCTCGCATAAATTATTTAAGCTTTTCT
+GATCTTCAATCAATTGATAATGCATATTTTTTATTTCTACTACGGCTACTTATGGCGGCGACGAGTACTT
+TGCTGATGACGTTGCTGATGCTTTTTAACTGAACGACGAATTCGACGACTTTTAGCATTGTCCATCGCCT
+TCTCATCAACTTTAACTTTACTTTCTGCTTCAGGTGTTAAGTTAACTAATTGACGATAATAGTTCACTTC
+TTTTAACGCCAATTCACGCCAACCACCCATAGGTAATTGTCGCTGCATTTCCATATCACCGTAACGCACT
+CGAATAAGACGGCTTACTTGTACATCTTGGCTTTCCCATAAACGACGAACTTCTCGGTTACGTCCTTCAG
+ATAAGACAACATGGAACCAATGGTTTCGACCTTCTCCGCCACGGTAAGTAATTTTTTGAAAACGTGCCAT
+ACCATCTTCTAATTTAACACCTGCACGTAACGTTTGTAACATAGCTTCGTTGATTTCACCAAAGACACGT
+ACTGCATATTCACGCTCTACTTTCTGTGACGGATGCATTAATCGGTTAGCTAATTCACCATCAGTGGTAA
+ACAACAACATACCGGAAGTATTAATATCCAAACGACCGACAGCAACCCAACGACCCGCGTCAAGAGGAGG
+AAGACGATCAAAAACGGTTGGTCTTCCTTCAGGATCTTTACGTGTACACATTTCACCTTCTGGCTTGTTA
+TACACAAGTACGCGACAGATATCTTCATCTTGGGCAGTAAGTTTAACGTGATGTCCATCAAGGCGAATTT
+GTTCGGTACCTGTGATTCGATCACCTAGAAAAGCGACTTTACCGTCAATACTGACACGACCTTCACTTAT
+CATGGTTTCCATTTCACGGCGAGAGCCTTTACCAGCACGAGCTAATACTTTTTGTACTTTCTCTGAGTCT
+GAATGCGTTGCTTTTTGAAACTCAACCTTCACTGCCTTTTCAGGCTCTTTTTTATGCTGACCTTTTTTAG
+CTGCGCCCTTCTTTGCGACATCTTGCTTGGTCATGCCTTTTTTAGCAGTGCCTTTTTTCTCAGTACCACG
+CGTGCCATATTTTTTATCTAAGGCTTCGTCTTTTCTCGCTTGTTTTTTCTTGTCAACCGTCATTATCTTT
+TACTCTGTTACGTCAGTAGCAGCTCCCTTGAAGCTAACTTCTGGCTCATTGTTCAGGCTCAATTACCTTA
+TATACCCGTAATTATTCAAAATACTCGATTCAGAGTACTTGAGCTATTTCAGTTTTAGGCGTGTCAATTA
+AATTAAGGTTATTCCCTATTTCTTTGACGCAACAATAAAATGACATTGCTCAAGCGCTTCTACGATGGGG
+CTAAAAACGATTTATACGTCGTTATTGATTTTGAGAATGGAACAACCATTTCCTACAATCAATGTCTTGC
+CTAAATCGTTTTTTTCTCCCACTGAAACATGCATTTTGAATGGTCACGGGTATAAAAGTGCATGTTTCAC
+TTGCACTTTACTTCAGCTTATTGAAATGGAGTAGGATCACCCTCTCCCACGCGTATTATCTCAATACTGT
+CATTAGAAAAATCAATCACAGTGGTAGGGTGCTCCCCTAAATAACCACCATTGACGATAAGGTCAACTTG
+ATGTTCTAACAAATCTCGAATTTGTTCAGGATCATACTCAGCCATTTCTTGGCCAGGCATAATTAAACTG
+GTAGACATTATAGGCTCTGCAAGTTCAGTCAACAAGGCTTGTGCAATAGTATTATCAGGCACTCTTATGC
+CTATTGTTTTCTTTTTAGGGTTTAACAGTCGCTTAGGGACTTCTTTACTACCTTTAAAGATAAAGGTGTA
+AGCGCCCGGAGTATTACTTTTTAGTAATCGATAAGCTGTGTTATCTACCCGTGTATATTCTGATATTTGT
+GATAGATCTTGGCAAACTAAGGTAAAGTTATGATCTTTATCTATGTCTCTAATGCGACAGATACGCTCTA
+ATGCTTTTTTATCACCTAAGTGACAACCTAATGCGTAGCCTGAATCTGTAGGGTAAACAATGACCCCGCC
+TTGCTTAATAATATCTGCCGCTTGCTTCATTAAACGACCTTGCGGATTATCAGGGTGTACATAAAAAAAC
+TGACTCATGAGACTTTCCTTTCTTTAAAACTTTTTGATTGTTTCTTGTCAGTTGAAACGGCTAATTAATC
+TGTTGAGATACTTTCTATCGTTTGCGTTATTGCCATTGAGCCCAAATAGGTTTTGCACCAACAGGCATAG
+TCAGGTTACGACCTAAGTCACTCCATTTATTTGGGTAGTGAAAATCTGATCCCATCGAAGCATATAAATT
+GTATTCTTGACAATAAGCCAACATCTTTCGTCTTTGATCCGGGCTCATTTGTGGTAATACCACTTCTAAA
+CCATCACCTGAAACTTCGCTAAAGTGAACAATCAAACGCCGTAACCATTTAGCCGAAAGATCATATCTAA
+TTGGGTGAGCCATCACTGCGCTTCCGCCAGCTTGATGTATAGCCACAATAGCTTCTTCAATACTACACCA
+GTTAGGTTTTACATAAGCGCGTTGCCCTTTTGAACCTTTCTTACCAATATATTTATCAAAGGCCTGTTGC
+ATAGTACTAACATGCCCTTGTTGATGCAGTACTTTAGCAAAGTGAGCCCGTGTAATAGAGCCTTCACCAG
+CCATCGCTTTAGCATCGGTATAAATAGTTGGGAAACCACACTTCGTTAGTTTCTCACCCATTGAAATAGC
+GCGCTGTTCTCTCGCTTCTTGCTGCTGCTCTATAAGTGATTTTAATTCTGAATTTTTCTTATCAATATTT
+AAACCAACAATATGAATCTCAAACCCTTGCCATGCAGTAGATATTTCAATGCCATCAATCAATTTAAGTG
+GAATATTTTTGTCTTCAATATGCTTTTGCGCTATATCAAGCCCAGCGACAGTATCATGATCTGTGATAGC
+TAAAACATCAATTTGAAAGTTAGCCGCCCTATCTATCAAGGTTTGTGGCGACAAGCCGCCATCAGAGCAA
+TTCGTGTGGCTGTGTAGGTCGATGCGTTTGTGGGCAAAACCCTCGGTTTTTACTATCAGATGCGGGAAAT
+CAGTGGTTGACAGCAACGCCATAATAAGGTCTTCTATAGGGGTAAAACTTAGTCTTATGATAAGTTTACT
+GATAACGAGTAAACAATGATACTTTTTCCTTTATTATTAATCGAAAAGTAGATAAGACAATACATTTTAA
+AGGTACGTAAATAATGAACACAGCAAATACAAACATAACATTAATTTGGTGGTGGCATAACTCGACATAA
+TTGGGTTGTGATAATTGCGTGTATCTTAAAAAAGATGAATCGAATTTCAAAAAAACCCGCTCCTGTTAGC
+GGGTTTTTCTCGTTAAAGCGAACGAGAGTTAGTAAACAAAGGATTTAAAATGAACAGAACAAAAACATGG
+TTTATTTGGTGGCTGTTGCCTATTTACGCAGGCTGACAATTTTTCGTTTAATAAACTCTAATAGAAGTAT
+TCAATATGACTCAAAATTTACCAAGTAAAATCAAGGGTGAAGTAATCACCATACAAGATAGTACTTACTA
+TCAAAATGATCCGTTAAGTGTTTACCAATTATTATGTCACCAACAACAACATAATATATTACTAGAATCT
+GCCGAGATTGATAAAAAGCATTTATTAAAAAGCCTATTATTAACTGACGCGGCAGTAAAGATTGTATGTA
+ATGGCAATACTGTCACTTTCTCTGCATTATCCTTAAATGGCGAAAGTGCTATCGATTACGCGGCGACTCA
+ACTAGAGTCACATGCTCAAGTAAGTTTTGCTGATGATGGAAAATCATTTCAAGCAACATTTAGCGAGGTT
+GCTAAAGACCTTGATGAAAAAGCGCGATTAAGTGCAACCAATCAATTTCACAGTTTACGATTATTCAATC
+AACTCACCGATGATAAAAGTCACCCTTTCTCCGTATTTTTAGGGGGTGTTTTTGCTTTTGATCTTATGGC
+AATAGCAGAGGAATTACCCACTGTTGCTCAAGGTGATAATACTTGCCCTGATTTTGTTTATTACTTAGCT
+GAAACGTTAGTAATTATTGACCATGAATTACAAAGCACCGAAATTATAGGTAATATTTTCAACTGCAATG
+ATTCTGAAAAAACCAAACAAAGCCAAGTAGTGATTTCCAATCGTGTTGCTCAGATTAAAGAAACGCTTGC
+TAAGTCTATTGATGCCGAACAGGTATTGCAATTAAGCCCTTCATTTACCGATATAGCCGATAAAGATAAA
+CTCAATGAACAATTGCAAGTTGATATTAGTGACGAACGTTTTTGTGAAATAGTTGATCAATTAAAAGAAA
+ATATTCGAGCAGGTGATATTTTTCAAGTAGTGCCATCACGTACTTTTAGCTTACCTTGTTTTGATTCTAT
+TGCTGCTTATAAAGCCCTCAAGATTAGTAACCCTAGTCCTTATATGTTTTATTTAAAAGATAGTGATTTT
+TGTATTTTTGGCGCATCGCCAGAATCGTCATTAAAATATCAAGCGAGTAATCGTCATGTTGAGATTTACC
+CAATAGCGGGGACTCGCCCTCGCGGTTTCGATCAACAGGGTAATATTTCACTCGACTTAGACAGTCGAAT
+AGAATTAGAACTGAGGCAAGATAAAAAAGAATCTGCCGAACATATCATGTTGGTTGATTTAGCACGAAAT
+GATGTTGCTAGAGTTTCACAACCCGGTACTCGTTATGTTGCCGACTTACTCAAAGTTGATCGATACTCTC
+ACGTAATGCACTTAGTTTCACGAGTATGCGGTACCTTACAAACCGATTTAGATGCGTTACATGCCTATCA
+GGCTTGCATGAATATGGGCACGTTATCTGGTGCCCCTAAAGTAAAAGCAACCTCCCTTATTAGGGCAGTT
+GAAGGTAAACGACGTGGTAGTTATGGCGGTGCGGTTGGTTACTTAACTGGTACTGGTGAAATGGATACTT
+GTATTGTTATACGCTCCGCCTTTGTTAAAGATAATATTGCTCAAGTACAAGCGGGTGCTGGTGTGGTCTA
+TGATTCAGACCCAATAAGTGAAGCAAATGAAACAAGGCAAAAAGCCCAAGCGGTTATTAGTGCCATTATC
+ACGGCTAATACGTCGGCAAAGGAGCAAGCTCATGACTAAATTATTTATGCTCGATAATCTAGATTCTTTT
+ACATATAACTTGGTCGATGAATTTCAATGTTTAGGGTTTGAGCCCAGTGTTTATCGAAATACACTCAGTG
+CTGATTTTATTTTCAGCAAAATGCTTGAACATACCCAAAAAACATCAGAGCCGGTATTACTTGTTTTATC
+CCCTGGCCCAGGCGAGCCAAATAAAGCGGGTTGCCTGATGGCTTTGATCAAAATGTGTGCTGGACGTATT
+CCGATGCTAGGTATTTGTTTAGGACATCAAGCATTAATTGAACACTATGGTGGTCTGGTAGACAGAGCTG
+AAGAAATTGTGCACGGTAAAGCATCAAGTATTACTCATAGTGGCTGTGGTGCATTTGAAAATATTCAAAA
+CCCTTTACCCGTTGCTCGCTATCATTCATTGATAGGCAAAGATATACCAAAATCATTAGACGTGATAGCC
+CAGTATAACGGTATGTGTATGGCCATTAGTAAAGATGAAGACGCTGTTTTAGCCTTTCAATTTCATCCCG
+AATCAATATTAACGACATTTGGTGCAACCTTGTTGGCTCAGAGTATTCAGCATTTACTTACCTTAGCCCC
+ATCACTTAATAATAAAGTTACTGGAGAATAAAATGACGAATCCACTAAATACTGACTCCAATAGTATAGG
+TTCCAAAGAGATGGCTTCAACCAGTGCTGCCTCAAATGAGTTAGTTTCATCAACTATCAACACTATTTTA
+CCTACCTTAGTTGATGGCCTTGATTTGAATCAAAGACAAAGCCATGACTTTTTTCAGCAAGTACTCCAAG
+GCAACATCGACCCAGCTTTAATGGCGAGTGTATTAACAGCACTAAAAATTAAAGGTGAAACACCAGAAGA
+AATCGCTGGTGCGGCAATTGCTATTCGCGCAGCTGCGACTCCTTTTCCTGAACGTAATAAAGAAGATATT
+GTCGCCGATTGTGTTGGTACTGGTGGTGATGGTGCTAATACCATTAATATTTCAACTACTGCTGCGGTTC
+TAGCAGCAGCTTGTGGCTTAAAAATGGCGAAACATGGCAATAGAAGTGTTTCAAGTATGTCTGGCTCGGC
+TGATTTACTCGAAGCATTTGGCGTCAATTTATCCATGTCACCTGAAACAGCCAATCACTGTCTAGCACAA
+ACAAATTTATGTTTCTTATATGCCCCTGCTTACCACTCTGGTTTTAAATATGCCGGACCAGTGAGAAAAG
+CTATGGGCATTCGTACCTTATTCAATATCTTAGGGCCGCTAGTTAATCCTGCTAAGCCAAATATAATGTT
+ACTCGGCGTATATACGCCTGAATTATTAATGCCGATGGCTCAAGCACTCCAGCTGACCGGTGTTAAACGC
+GCTTTTGTTGTTCATGGTAGTGGCTTAGATGAAATTGCGTTACACGGCAATACGCAAGCCATTGAAATTA
+ACAATGGTGAACTAATTGAACGTACGATTTCACCACAAGACTTTGGCTTAAAAAATTACACTCTTGAAGA
+GATTAAGGGTGGCACGCCTGCAGAAAATGCCGATATTATTAGAGATATTTTATCTGGTCAAGGAAAGGAT
+GCACACAATGCAGCAGTAATAGTTAACTGTGCTGCATTACTGTATTTACACGATAAAGCTGAGTCACTTA
+CTCAAGCTGCACAACTTGCAACAGAGGTGCTTGCTTCAGGTAAAGGCTTAAGCACTTTATTAACCTTGGT
+TAAACTTTCAAACCAAGATGTTTCATCGACTCAAACTGAATTAAAGGCTGATAAATAATATGAATACCGA
+CACAAATACTTCAGCTGAAAAGAATATTTTAGAACAAATAGTTGACGATAAACGTATTGAAATTGCGGCT
+TTAAAAATTAAGAAACCATTATCAAGCTTTATTGATGAACTAGTGCCAACAACTAAAGATATGTATGCGG
+CATTAACAAGAACTAAAGATAAACCTTATGCTGGTTTTATCCTTGAATGCAAAAAAGCATCACCTTCTAA
+AGGGCTTATCCGCCCAGATTTCGATGTTAAAGCCATTTGCCAAATTTATGATAAATATGCAGCCGCTATT
+TCAGTATTAACGGATGAAAAATATTTCCAAGGTAATTTTGATTACCTCAAAATAGTAACCCAATCGGTAA
+AGTGCCCGGTACTTAATAAAGATTTCTTTGTTGATAGCTATCAAGTGTACTTAGCAAGATACTACGGTGC
+TGACGCAGTTTTATTGATGCTTAGTGTATTATCAGATGAAGAGTACCTTGAGTTATCGGCAGTTGCCGAA
+CAATATAACTTAGCAGTACTAACAGAAATATCCACCGAAGCTGAGCGCGATAGAGCAATAAAGCTCAATG
+CAAAAATGATCGGTATTAATAATCGCAACCTACGTGATCTAAGTACTGATATTTCACGTACATTCGACTT
+TGCACCAACTATTCCGGACGATAGAATCATTATTTCTGAATCAGGCATTTATTCTCACTCTCAAGTGAGA
+GAATTAGCCCCTGCTGTTGATGGGTTTTTAGTAGGGAGCTCATTAATGGATCCCAAAAACAACGCTTATC
+AAGATATTGATTTAGCGTGTCGCAAGCTCATTTATGGAAATAATAAAGTCTGCGGATTAACAGATATAAA
+ATATGCTACCGCAGCCGCTGATAAAGGAGCACGTTTTGGCGGACTTATTTTTGCAGAGAAGTCGCCTCGA
+TATGTTACCAAGGAGCAAGCTCAGGTAATTATCAAAGCAGAGCCCAAATTAGAGTATGTCGGCGTTTTTG
+TTAATGAAGATCGTGATCAGATTATTGAATTAGTTCAAGCGCTACATTTAAGTGCAGTGCAACTTCATGG
+GAGTGAAGATATTCAGTATATAGAGGCTTTAATTGCCGAACTTGCCCTGAAAAATTGCGATTTTTGTCAA
+ATATGGCAAGCGAGTCCCGTAGCACAAAGTGTGCCTTTGCTTAATCCAAATGTCAGCCATCATGTACTTG
+ATGGTCAAAGCCCTGGCAGTGGTAAAACCTTCGATTGGCAAGTGTTAGCCTTGAGTGAGCAAAATTTATC
+AAAAAGCTTTTTAGCTGGAGGTTTAAATAATGACAATATTGGTCAAGCCCTCGAGCAGTTAACCCATGTA
+GATTTATTTGGCCTAGACCTCAACTCAGGTGTAGAAGATAGCCCAGGTATTAAATCAAGTGACAAACTAG
+CGCAAGTATTTTCGAAAATTAGGAATTATTAAGATGTCAGATACAAATAAGAATACTCAAGAGACAAAAT
+CAAATAAAACTCGCTTGCCTGCCTACTTTGGTGAGTTTGGTGGTATGTACGTTGGTGAGTTATTAGTCCC
+CGCACTAGAGCAATTAGAGCAAGCTTTTATCGAGTCTCAAACCGATGAAGCCTTTTTAACCGAGTTCAAT
+AATTTATTAACAAAATATGCTGGAAGACCAACACCATTAACGTGTTGTCGTAACATTGTAAAAAACCCTC
+TAGCTAAAATTTACTTGAAGCGTGAGGATCTATTACATGGTGGAGCACATAAAACGAACCAAGTTTTAGG
+ACAAGCTCTACTTGCTAAGCGCATGGGTAAAACTGAAATAATTGCTGAAACGGGTGCTGGACAGCACGGT
+GTTGCAACCGCGATTGCCTGTTCATTACTTGGGTTGAAATGTAAAGTTTACATGGGCGCTGTAGATTGTC
+AGCGACAACAGCCTAATGTTTTTCGTATGGAATTAATGGGCGCTGAAGTTATTCCTGTAACGGCTGGCTC
+AGGTACATTAAAAGACGCTGTTAATGAAGCACTAAGAGATTGGTCTGCAAATTATGAAAATGCACACTAC
+TTATTAGGTACAGCTGCCGGGCCTCACCCATTTCCTACTATAGTGCGTGAATTTCAAAAAATGATTGGTG
+AAGAAGCCAAAGCACAGTTTTATGATGAAGAAGGTCGTTTACCTGATTATGTTATCGCCTGTGTTGGCGG
+TGGTTCAAATGCTATCGGCATGTTTCACGATTTTATTAAAGAAGAGGGTGTTAAGCTTATTGGCGTTGAA
+GCCGGTGGTAAAGGTATTGATACCAACGAACACGGTGCAACACTTGTTGCTGGTACAAAAGGAATGTTGC
+ATGGTAACTACACCTATATAATGCAAGATGATTTTGGCCAAATTCAAGAATCTTACTCAGTATCTGCTGG
+TCTTGACTACCCTGCGGTTGGTCCACAACATGCCTTTTTGAAAGATACTGGACGTGCTCAATATGTTCCT
+ATTAATGATGATGAAGCATTGGCAGCATTTCAAGCCTTAGCAATGAATGAAGGCATTATTCCTGCACTTG
+AATCATCTCATGCCCTTGCCCAAGCATTAAAAATGGCAGAGTCTGCAACCGAAGAAACTATTTATTTAGT
+TAACTTGTCAGGTCGTGGCGATAAAGATTTAGCCCATGTCCATGCTATTCTTTCACCTGAAGAAGCTTCA
+TCCACAACAAAAGTTAAACACAGAGGAGAGGCATAATGTCAAACTCAAACATTCAACAAGCTGGTGCCCG
+ATACCAAGCCTCATTCGCGTCATTAAAAGAAAAAAATGAACAAGCCTTCATCCCTTTTGTCATGATTGGC
+GATCCTAATGCTGAACAGTCAATTGCTGTTATCAAAAGTTTAATTGATGCTGGAGCTGATGCCTTAGAGT
+TAGGTATTCCATTTTCGGATCCAAGTGCTGATGGTTTGACTATTCAAAATGCAGCTCTTCGTGCTTTAGG
+TGCTGGCATCAACACCGATATTTGTATTGATATATTAAAAAGAGTAAGAGAATACGCGCCACAGATACCT
+ATTGGTTTATTGCTTTATGGCAACTTAGTTTTTGCACGCGGTATTGATGCCTTTTATCGGGATATGAGCG
+CAGCTGGAGTTGATTCAGTTTTGATTGCTGATGTACCTATTAGAGAGAGTGAACCGTTTAGAGAAGCGGC
+ATTAAAATACGGTATTGCTCCTATTTTCATTGCGCCTCCTAATGCGAGTGATGAAACCTTACGTGAAGTG
+TCCTCATACTCTCGTGGTTATACCTATGTATTAAGTCGCGCAGGCGTGACCGGCGTAGACACGGCAGAAA
+GCCCCAAAAACACTGTTACGACGACAGCAAACAAGTTAATTGATAGTTTAGCAAAATATCATGCTGCGCC
+TCCTGTGCTAGGATTTGGAATTTCAACACCACAACAAGTTAAAGATGCCCTCAAAGCAGGCGCTCTTGGT
+GCAATTAGTGGATCGGCAGTAGTTAAAATCATTGAAGATAACTTAGCCGACGAAAGTAAAATGCTCATTG
+ATTTAACGCATTTTGTTAAAGATATGAAAGCTGCTACGAGGTAATAAACGCCTAATAACGTTAAGTTATC
+AAGTGACCGGCTAATTAATAACAATAAAAAAAGGAGCAATTATATTGCTCCTTTTTTATTATGTTTATTT
+AAATTCTCAACATGCGGACTGATAAAAAAACTATCACTAACGTTAAACCGATAAAGAGCAATGCTAAAAG
+ATGATACAAACTTCGTTGCAATTTAATTTTAGCCCGTGTAAACACGCCTTGTGAGACTTCATCGTTCTTT
+GGGAGATTATGGAAAAGAGAAAGTAATATATTAAATAGTAATAACCATATCAAGCCAACAAAACTTAACA
+TAGCTGTAGGATCGGTTGATTGCGTTGGCAAAGATGTTTGCAGCACCTGAGCAACAATAACTGCAATGAG
+CAGTACTGCCACTATATAAGTCAATTTACGAAATGGTTGTAGCTTTGAAGACAGTTTTTCTAATATTTCC
+AACATGAACAGCCCAACTCTCAAATGACTCAATGATTTTCGAATAAATGACGTTCAAAGCATACGGTACT
+GGTTGATAATGATTTTCCCTAGTAAATCATATCGATAAACGAACATAGATTATAATCTAAACATAAAAAA
+ATGCGACTCAATGAGTCGCATTTTTGTAACTAGCTTATACGGTGCGTCCTGCACACATATTAATGATCTC
+ATTTCTTCCTTGAACAACTATCCTTAGTATATCCTTTATGAATCCATTCATGTCCATGTTGGGTAACGGT
+TACGTTTCCTATTCAATCATCCATAATTAGTGTCTTCCTGACCCTATTTCCTTTAAAGTATACAATTCAA
+CAATTCCGTGTTTTATCCTTTAGTTAACCTTCCTTAGCTAACATTCCTTGGTAATAGTCTTCCGTAACTA
+TTGTCTTCCTGACCTTGGTTATCCTCACCAAGCCACATCCTTGTTTATATCATCCATAGCGGCATCCTAC
+CACTAGACTTCATCCTTAAAGCCTCCTTGTTAAACCCTATTATTAATAGCACTAACGTGTTATTAATAAT
+TAAAGCATCCTGCTTTAGGTTTTCCTTCTCTCTTATACAAGCATCCTTACTCATATATTCCTTGAAATGC
+ATCCATTGCATTATTCCTGCTCAACTCAATCCCTGAGTCATGTTACCGTCCTCGGTAAGTCCTTAAGTTA
+CTATATCCATCTTAGTAACCGCATCTTCCTTAATCACGTTACAAGTAACGCCGAAGCCCCCTGCTCCTTG
+TCTCCCTGACATGATTGATATTACACCTAAATATCGTTTATCGAAGCGAGTAATAACAAAGTTCAAAATG
+TAAAAATAATGTAACAAAAACTTTTTTTATTTTACTCTTATTAATCAGTACGATAGGATTTATTGGTCTT
+ATGTTCTAGCTGAAATTGCCAACATATCTCACACTGATGTAGGACATGTCTTACAAAGAATACAGAGGTT
+TGGCGGTGTTATTATTTATCCAGAGATGAACTAGAGTAAATACGGTTTGAAGCGGGGTTGTCGAGTAATT
+TTTATAACTGGGTGATTTATTAGGATCTATAAAAAATGCGACTCATTGAGTCGCATCTTTATAACTAGCT
+TATATGGTGCGTCCTGCACACATATTTAATGATCTCATTTCTTCCTTGAACAACTATCCTTAGCACATCC
+CTTATGAGTCCACTCATATCCATTTAGAAAAACGATTAGTCTCTCATTTAATCATCCATAATTCATGTCT
+TCCTGACATTGGCTATCATCACTAAGCCATATCCTTTCATTTCTTCCTTTGTGGTATCCTACCACTCGAC
+TCTATCCTTAAAGTCTCCTTATCAAACCCTATCCTGAATAACACAAAAATATTATTTAGAATTAAAGCAT
+CCTGCTTTAGGTTTTCCTTTTATCTGACACAAGCATCCTTACTTATATCTTCCTTGAATAGCATCCGTTG
+CATCCAACTTTCTCAACTCAATCCTTAAGTAATAATTACCGTCCCGGTAAGTCCTTAAGCCACTAGATTC
+CATCTCAGTAACTTGCATCTTCCTTAATAGCATTACAAGTAATGCTGAAGCCCCCTGCTTCTTGTCTTCC
+TGACAGGAATAATAATACACCTAAACATCATTGGTCGAAGCAGGTTAACAATTAAGATCCAAATACAGAA
+ACAACATCACAATTAATGACAAAAAATAACCGATTACAATCAATAACTTAAGGTTGTGATTTAAATAAAG
+CAGCAGAAATTGCCAATATATCTCACAGTGATGTAAGACATGTCTTACAAAAAAAATAGCACTTTGTCAG
+TGCTATTTTTTTTAGGGAATGAAATTAGGGAACAAGAGACCTACAGTAGCTTCAATAAAAGCAAATAAAT
+AACATTTATTCTTCTTTATCTCGATAGTGAACCATCACAGAACCACAGACATTGCCTACTGTCACCTCTT
+TAACCGTGTGATAATCAACCTGTTTGAAGAATTCTTTAAATTTTCCTGAGGTTGCATACACCGCAACACC
+CTCACTATCGGGATGTTCATCAAGAACTGTATTTACAGCGGCCATTAAGTAGTGACCAAAACCATGCTGT
+TGATGCAGTGGATGAACTGCGATAAAGGATAAAAAGTGAAATATTTTTAACGGCACAGCAGCCAATACAG
+TGTGCTCTTTTTGCATCATTTGTTTGGTACTAAAGTAACCTGCATTCAACAGCATCTTTAAACGCCAATG
+CCAAAAACGATCACTCGCCAATGTTTCATCAGGGCTATTAATACAAGCAACACCAACCATAGCCTCACCT
+AGATACAGTCCAATCATAGGCTGTTTAGCTTGCCAGAAAGCATTAAGTTCTTCCCTGATAGCACCACGAA
+GACGTTGCTCATAATCTTCTTTATCGCTTTTAAAAATATCCAAAAAAACGGGGTCATCATGATAGGCCTG
+ATATAAAAGGGACGCGGCTAATTTCAATTCATGAGCACCCAAATATGTCGCTCGAATATTAACGTCTTGA
+TTTATATTGCTATCAACACTACTTTCTACCGATACTGTCTCACTCATTATTATCCCTACTCTGACGATGG
+ATGATCATTAATTTAACAACCCACCATACCAGTATAATTTCAAATAGGTCAAATATAATAAGTTTATAAC
+AAACTGTTACTATAGATGTGGAGATAAAAAATACCCCGCTATGCGGGGGATTTAAAAATTCAAGAAAACT
+GATAATTAATTTGCTATAACCTTATCAATTTTTGAATAATCTCCACCATTACCTGTTTCTACTAGTTGGC
+CATTAATAAACTGGAGGAAAGTACATTCATCTTTTGTCGTTAAACCATCTTTATGTTTGCGTTGGGTGCG
+ATAATATAGAACGCGCACTGTATTATCGCCATCAGCATAAGTCTCAGAAAAATCAGAAACACCTAAATTT
+TCTTGTATATCCATAAATGAAGTGCCTAATTGTACTTTGGCAATTTTCTTACGATTTTTATAAGTTCGGT
+CTTCGCTATCACCAACAAAACCATGATCCATTCCGTCGTCATTTATTTTAATAACACATCCAGATAATGT
+CATAGCTAGTGGAGCTGCAATCAGTAAAGCTATTATTGATTTTTTCATGTCTATATTTCCTAAGGTGTTT
+TAATATTTATTATAATGCTCAGATGTATTAAGGCAAAAAACAAGCCAAATAATTAAGTGACTGAATTTAA
+AGAGTTTTAAAAAATAAGAAAATGAAAACCAAGACATCTTTAGTTATATTGGCTAAAATATAGTTAAATT
+AATTATTCATATTCCAAATCAGTAAGTAAAATGACAATTATCGATGAAATTTTAATCTGCGCAAATCAAT
+TAGCTAATGCCGGAACAAAGCCGACAGTTGCTTTAGTAAAAGCAAAGCTAAGTCAACGTGCTCCATTAGC
+TACGGTAATAACTACTCTGAAAGGCTGGCAGCATCAACCCGACTTTATTGCTCCTACTATTAATGAAGAA
+CAAGTAGTGAATAACGATTCATCGGCAAAAAACACGTCGGAGTTACTGGAATCCTTACTTGAAAATGGTG
+TGATAAAAAAAGTGATTCAACAATCATTAGCTTTGGAATTAACTGAAATGAAAAAAGAACTATATGAGAT
+GAAGTTGCTCATCAACAACTTAAGTGAGCAACTGACTAAAAAGTAGGAATGATTTAATCTTTGCTATTAT
+GATTTTTCACTCACTACATTTTTATGAGTTAACTGACTTATAAACTCAGCTAATGAATCGCTGAGTTTTT
+TATGCGGCTTACAACCAACTTGTTCGACCCAGACCTCTCCACTACTGTTATCTACAGAAATAATCATGTC
+TTCCTCGTCGGTAACAGCGAAAAAAACAGTTTCAACTTGCTTTAACTTTTGTTTCATTAAAATATGACCG
+ATGATATTTTCTTGTAATCGTTCAAAATCGTCTTTGTTCCAAGCAAAAAGAAGAGATAATTCACCGTCAT
+CAGACTGCGCTTCAATATCACCGCTAAAAATAGTGGTGAAATATATTTTAATATCCGGATGTAATTCAAT
+ATTTAATGCTGACTCGACATTCTCAAAAGAGAGTGCTTCTTCTTTGTTATCAGCTAATTGAACACTTTCC
+ATTGCAACGGCTTGCCAGTAATGGTGACTAGTATCATGTGAACCTAAGTCACACGGTGATGGCCATTGTT
+CATCATGTTCTACTGTAGGAAGATGTCCAAATTGCTCGACGTGTTGTTGACTATAGCTTTTACTGAAGTT
+TAAAATCGCTTGCGTTAAAGTTTTATTTGTAGATGTCATATAAAGAAAAGATCCTTTAAAATAGCGAGAT
+ACTAGCTCACTACTGAAAAATTTTATGGCCAATTATCAAAATGCAACGGAACTCAGCAAATTAACACTGG
+GGAAAAGTACACAATATTGCAGCGAATATACCGCAGATTTGCTACAAGGAGTACCTAGAAGTTTAAATAG
+GGACGACTTAGCACTAAATCAAAGTAATTTACCTTTTGTAGGTGAGGATGTTTGGTATGGATATGAACTA
+TCATGGTTAAATGGAAAGGGTAAGCCCGTTGTCGCTGTTGCTGAATTTCGATTTGCTTGCACCAGTGACA
+ATATTGTTGAATCAAAGTCGTTTAAACTTTATTTAAATAGCTTTAATCAAACACGGTTTTCCAGCATTAA
+AGACGTAGAGAAAGTATTAACTAAAGATCTATCAAAAATAGCTGGCTCTGAGGCAAGCGTAAATTTGTTT
+GGTGTTGATCACTGCCCTGCCTTAGATATTGCCAAAAAATCAGATAAATGTATTTGTATTGATGGTGAAG
+ATATCAGCATAGACAATTATCAATATGACCCACAATTGCTCGCTACAGCACAAGATGAAAGATCAGGATC
+TCAAATTGAAGAGTATTTAGTTAGCCATCTATTAAAATCTAATTGTTTAATAACTAATCAGCCAGATTGG
+GCGAGCATCTATATCCATTACCGTGGTAAAGCGATAGATCATTCATCATTGCTAAAGTATTTAATATCCT
+TTCGCCAGCACAATGAATTTCATGAACAATGTGTAGAGAGAATCTACTGTGATTTACAGCAATTTTGTCA
+ACTTGATGAGTTAACCATTTTTGCACGCTACACCAGACGAGGAGGGTTAGATATTAACCCATTCAGAAGT
+AGTCATATTGAACAAGCTCCTTTTGCCAGAACATTGCGCCAATAACAGAGAGCACTCCTATAAAAAAAAA
+AAGCATAGAGCGACATAACATGCGTGCTTTATGCTTTTATATGACTATTTCTTCTCTGGAAAATCGACAC
+CCATCCATGCTTTAAAAAATGCTTTTTGTTCGACACTTGCCTTTGCAATTGGAATGATTTTTAACTTATT
+TTTAGGTATCGCTGCCAGTTTAAGACGGCTAGTTATTAACTTATCTCTTCGAAAATAGGTAACCGTAATA
+GTTTGTTTCGGTTTAAAATCTTTTAAACGGTTATCAAGTTCATTGTCGAGCAGGCGCAGTCCATCGATTG
+CAACAATGACATCTTCTGTCGTAAGTCCTGCGTCCCATGCTGGACTATTTTTCTCTACCGATGAAACAAT
+TAAATCATGGTTATCTAGCTTAGTTTTAAGACCAGTCCAAACTTTAGATTGCTCACTCGATTTATCCTTA
+ACATTTTTAGCATAACTCATCTTTAGACCAGCTTTAGCTAATAAACGGTTAAAATTAATTTTTGTTGTTC
+CTTGGATATTTTTTTGCCACCAAACTTGATAGTCGTCACCTGTTATCTGTTCTAATATACTTAAAACATC
+TTGTTCATCATAGCCTTTTGGCAGGCGATGTTGTTGGTAAAGTTGATTGTGTGCATTTCGATAACTTTTC
+GATAATGCAGTTTTAGCGAGAATATCAAAATCAAGTAACCAAGAGGCTAAAAATCCTTCTGAATAAATGT
+TCACGCTATGATTATTACCATAATCTCCTCCCTCACTTATCCAAGCATCAAAGCTTGCTTGTGCCACACT
+CTGACTTTCTTTCCCTGGTTTATGAGCATGCGCGGTAATTCGTTTAGCTAACGCAGTAAAAAATTCATCT
+GTCGTCATTAAATTACCACGTAATAAAAGCTGGTATTGCAAATAACTGGTTGAACCTTCTACTAACCATA
+ACAAGTTAGAGTAATTTTCTTGTTGATAATCGTAAGGCACAATGCCTTTCGGGCGATACTGCTTTACATT
+CCATGTATGAACAAATTCGTGAGCAGCAACAGCAATAAAACTGAGGTAATCTTTTCGGGTTGAAAATTTA
+AAACGCGAACGCTGAATTATGGTTGAATTTACATGCTCTGTTGCACCGCGAGCACCACTCGTTGCGTGCA
+CCATAAATACATAACGCTTAAAAGGGTATCCCTGCCAAACATGCTTACTTTGTTTTACCAATATTTGTAA
+ATCTTTAACCATTTTCGCACTGTCGTAATTACCTTCTCCCCATATGACCAGTTCATACTGTCGATTATCA
+ACGCTAAACTGATAGTGTTCATTAATACCGCTTTCAATAGGAGAATCTACTAGTTGATCATAATCATGGG
+CAATAAATTGATGGCTATTATTACCGGATTCAAGACCAGAAAAGCTTTTCCATAATTTAGGCACTGAAAG
+CTGTACGATATGTTCTGAACTTCGACTTGCCTGACTGTACATAACAACGGCGGAGCTATCTAAAAAAGCA
+TGGCTATCATCAATATGACGAGTTCTTTTCGCCAATTGGTTTGCATAAACTTGGTAAGTTAAAGTGATTT
+TTTTGTTTTTAGCATCACTCACCTGCCACGTATTTTTATCTATTTTATGCCAGCTAAGCACATTACCTTG
+GCTATCTTGAGCAATGAATTCACGAATTCCATTGGCTAAGTTGAGCGTCTCGTATCGACCGGTACGCCAA
+GTAGGAAGATAAAAGTTAACTTTACTTTCATTTACTTGCTCAAATTTAAGTTCAACGTTCGCTAAATGGT
+GCTCTGGTTGCTCTACGCTGATGTTAACTTCTACACTCGCATTAGCTGATATCAGCTGTGTAAAAAATAA
+AGATATTGCTATTATTAATTTAATTTTATAATTAAATACGCGCGTAAATTCGCTCATTATTGGTACACAA
+AGTTGTTGCTATAAGATGGCGCTATTTTACCAATGAAAAATTGCTCAATACTATTAAAATTTACTGTAGA
+ACAATGAAAGTAATCTTTTTTCACTCACATACTGATAAATAACATTTTTATGGTATAAACTGTCTTATAA
+TAAGAACAAAGTAATAGTATAGTAATAAACTATTTATCAAGATAAATAGCAGAAAACAAAGCATTAATTA
+TGTTATTTAGACTATATTACGCACTAACTATTCCTCTGCATTAGGATTTATTGGTTTTATGAATGACAGT
+TCTGTTGCCCAAAAGCAGCTAGTTGCACTAAAAAGAAAACTTGATACTGCCATCGAGTCTCGTAGTTCAC
+TAGAAGATGATTTTAATCTGCAATCTAATCTGCTCATTCAATTTATTGGTAAATTAACGCTAGTTTCCAA
+AGGCATTGATCTTGAGCTGGATAACCGTCTGGCGCAATTAAGAACCCTATTTACCAAGTCAGCTCCAATC
+TCTGAGATTGAAGAGAAAATTGCAGTTATCTCGAAATTGTTGCAACAACACAGCATAACCAATAGAAAGA
+ATATTTCTCATGTCCATGAGCAGTTTAGCCAAGCAGGTGAAAGCTTACAAAAAATAAATGGCTTACCTGG
+AGATTTACGTAGAGATCTGCGTACCTTGTTAACAGAAACCAAAGAAGGTAAAGATTCTTTAATCCAGTAT
+ATTCCTCTATTAAGTCAATTATTGACCTTTTATGATCATTCTCTAAAAGCCAAAAGTGGTATGGCTAATC
+AAGGTATTTTGCAGGCTCCTCCTGTTACTTCACCCGAAAATAAAAATGCTATAGTCGGTGGCTCTGTAAT
+CTTGGATGCTCAATTTCTTGAAAAAATTTCAATTTCACTCGGTGCTTTGCCATTATCTAAAGCGCACACG
+AGTGATTTATTAGCCATTAAGAAAAAACTAATGACTAATCAATCAAGTGAGAAAGTACTGCAAAATTTCA
+TTGATATTTTTGATGTTATTGTCGCTGATTTTAAAGATGAGCAAAAAAATGCTAAAAACTTTTTAACCAC
+GCTAAGTGCCACGTTAACAACGGTACAAAGTGCCGTTAAAGATACCATTGTTACACAGAAAAACTCGCAA
+AAAGCCAACGATATAATCAATCTCAAGTTACAAAGCCAGTTACTCGATATGACTGGGACCGTAGAGAAAG
+CGTTAACATTGAGTCAAGTAAAAGAAGATATTAATGAAAAACTACAAGTCATTGCTAATACGTTAGAGCA
+AAAATCAAAATTTGAACAACAAAATCACCAGCAATTAGCTGATAAGCTTAATGATATGTCGGCCAAAGTT
+GAACAACTTGAACAACAGAGCGAGATGTTTGAAGAAAAACTGGCCGAACAGCAAAGAAAAAGTATGCAAG
+ATGCTCTAACCAAACTAGCTAACAGAGCTGCTTTTGATGATTTCTTTGCAAAATCAATGATCCGTTTTCA
+TCGTAAATCATTCCCGCTTGCCTTAGTCGTTATTGATATCGATGACTTTAAAAAGATTAACGATACATAT
+GGACATACCGCTGGCGATAAAACATTACAAGTCATTGCTAACTCAATTGTAAAAAATGTAAGTAAAGGGG
+TTTTTGTTGGTCGTTATGGTGGCGAAGAGTTTGTTCTTATTTATTCTAAAATCCAAGAAGAAGCATTAAC
+CGCTGAACTCAATGCTTTGAATAACTTCGTAGCTCGCTTACCTTTTAAGTTTAAAACGAATAAAGTAAGC
+ATTACCCTTTCAATTGGCGCAACGCATATAAAACCTGACGATAACATCCATATTGCTTTTGAACGCGCAG
+ACCAAGCGATGTATAAAGCAAAAAAACAAGGCAAGAACCAAGTTATTTACGTTAAGTAGCGATAAAAAGA
+CACGGCTTAATCGCAGCCTTCACATCTCACCAAGAACAGCTGTATTTTATCATAAGTGATTAGCATAAAA
+GGAGTGAGCTATGCATACTCAAATTAATCCGGTTGGAAATATGAACTTGCTTTCGCAAGCAGAAGTTGAC
+CAACTGCAACAATCCGTTAGTAGTACCTTATACACACTTTATAGAAATTGTTCTCTCGCTGTCCTCAACG
+CAGGCTCAAATACTGATGATGCCGAAGAAATTTATCAAAAATATCTTTCATTCGAAATACAGGTATTAAG
+ACGAGAGCGTGGCGTAAAAATTGATTTAAAAAATCCACCAACTCACGCTTTTGTTGACGATAAAATAATC
+CGAGGTATTAGAGAACATCTATCGGCAGTATTGCGCGATATTCTTTTTCTCCATAGTAGCTACAGAAGAG
+TCCCTTCCTCGTCGGAAGGTATTACCGATGAAATTTTTGACATATTAAGAAATGCCGATCTAATATTACC
+AGAAACTGGGGCGAACTTAGTCACTTGCTGGGGTGGTCACTCAATTAAACACAATGAGTATAAATATACT
+AAAGATGTCGGTTACCAACTTGGTTTACGCGGATTTAACATATGTACAGGTTGTGGTCCAGGCGCAATGA
+AGGGCCCTATGAAAGGCGCAACCATTGGCCACGCTAAGCAACGTATCAAAGAAGGACGTTATATAGGCTT
+AACCGAACCAAGCATTATTGCAGCAGAGCCACCAAACGCAATAGTTAATGAATTAGTAATCATGCCCGAT
+ATTGAAAAACGCTTAGAAGCATTTGTACGCATGTCACACGGCATAATTATATTCCCGGGTGGAGCTGGAA
+CGGCCGAAGAGCTGCTCTATATTTTGGGCATTATGCTTAACGAAAATAATTCGGAGCAACAGTTACCTAT
+TATTCTGACAGGGCCTGCAAGCGCTGTTGAATATTTTAATGAAATAGATCTTTTTATTGGCGCCACTCTT
+GGCAAAAAAGCACAGTCGCTGTATCAAATAGTCGTTGATGATGCTGTTAAAGTAGCCCAAGTAATGAAGC
+AAGGTTTAGATAAAGTACTTGCACATAGAAAAGCAACAGGTGATGCCTTTCACTTTAATTGGTCACTTAT
+GATTGCCGATGACTTCCAACACCCTTTTGAGCCTACACATGAAAATATGGCAAATCTAAACATTAGTAAC
+GAACTCCCTACGGCTGAACTCGCTGCTAATTTGCGCCGCGCCTTTTCAGGGATAGTTGCAGGTAACGTAA
+AATCAGGGGGCATCAAAGCAATTAGAGAATTTGGTCCTTTTGAAATATCTGGGGATAAAAAGATCATGGC
+GCTAATGGATAAACTACTTGCCTCGTTTGTAACACAACAACGTATGAAGTTACCTGGTAGTGAGTATATT
+CCCTGTTATAAAGTTATTGAGGGTTAATATTGTCCGCTCACTTAATACTCATTGATGCTCTAAATTTAAT
+TCGTCGTGTGTACGCTGTACAAGAGCGTCCTTTTATCCAAATAAAGCAGGATCACGACGATGAGCTATCA
+GCCAGCACCTTAAAACAAGTACTATTTAATACGCAAAATACCTGTGTAAACGCTTTAATAAAAATTATCG
+ACCAACATCAGCCGACGCACGCATTGACTGTATTTGATAGTCAAGAGCCCTGCTGGCGGTATCAATTATT
+TGAGGGGTACAAGAAAGGCAGAAAGAAGATGCCTGATCACCTTGCAAATAAATTAATTGATATACAAGAT
+GCTTTTATGGAACAAGGTGTTGATTCACTGACATCAGACGAAGATGAAGCTGATGATCTTATCGCTACTT
+TAGCGGTGAAGATGGCACTTCACGGTCAAAAAGTGACTATTATTTCGACCGATAAAGGTTTCCTACCTTT
+ACTTAGCCCTAACATACATATTTATGATTACTTTAATCGCCGCTATTTGGATGAAGAACATGTTCAAAGT
+AAGTTTAGTGTTAAGACGTCTCAACTGATAGATTTTTGGACGCTAACTGGCGATAATACCAATAAAATTG
+AAGGTGTTAGTGGTATTGGCCAAGTTACTGCAGCAAAGTTACTTAACCAATATGGTTCATTGAAGGCGAT
+ACTTGAAGCGACTGATTTAAAAGACTCGCTTGCAGAGAAGTTAACACAAAGCCTCGAACAGATGGATTTG
+GCAAGAAAGCTATTAACATTGAAACAAGATATCCCTTTAGGCTTTAATTTAAAAGATATCCGCTTAACAA
+CCTCTTCATCTGCCCACGAGATTAATGCTAATATAAACCTAACTACTGATGATAAAAGTTAATACTAGAA
+AGAAAAATAACTATGAATAAAAAAATAATCGGTCGAATCCTACTTGCCCTGACGGTTTATGGCATTTTTG
+TTGCCCTTGTTATGACTTTTTATGATGACAGCCCTGATCAGATGAAATGGAAAGACAGAGAAGCGTATAA
+TCGTCAATTCATTGCAAAAGTAATGCTAGATAATTTTACTTTTGAGCAAGCATTGACTCAATTAGGAAGT
+CCTGACATCACTGAAGCGAGAACAATTGATAAAATAAACTACCAAGTTATGTTTTATCGTACTCAGCACG
+TAAAATCGGATGGTATCACTACGCAAGATGAATGTACCTTTCTACTATTTGTAAATGGGACTCTTAAAGA
+AATTGGTCTAGGCAATAATTACCCTGAGCAATGGGGAATAGTTAGCAATCATGTAAGTGTAAGTAAAAAT
+CGACCAATTGTAGACTAAAGTCAGATTGCTACTAGCTACCTAACCCTCTACTATTATTTGTTAAGTTACT
+AGCCCGTTAAAACATCACCGTTTTGTCGGTAAAAGTAAAAGCTTTCAAGCTCGCATACATAGCATTTCCA
+TGATATAAAATGCCCAAATAAAAGCACTGAGCTGACCTTTTAATATATCAGCTATGCATTACGTAATTAA
+TTAAATGTATGTTGTCGCTTAGTACAAATTAAGAGACGACATATTACCCCCGAAGTATTATGACAAGGTG
+AACTTAATGACTAAACAAACCATCACGGTAATTCCTGGCGACGGTATCGGTCCGAGCATTATAGATGCTA
+CGATTAAAATATTAGATAAAGCAGGCTGTGGTTTTGATTATGAATTTGCAGATGCAGGTTTAACCGCCTT
+AGAAAAGCATGGTGAATTAGTACCAGAAGAAACGATCAACCTTATCGAAAAAAACAAGATCACTTTAAAG
+GGGCCATTAACGACTCCTGTAGGTGAAGGTTTTACTTCAATCAACGTAACCTTACGTAAGCAGTTTAAAT
+TATACGCAAACCTTCGTCCTGTATTATCATTTAAGGGCACAAAAGCACGTTATGAAAACATTGATATTCT
+AACGGTTCGTGAAAATACTCAAGGCATGTATTCTGGTGCTGGCCAAGTTACTTCTGAGGACGGTACTGAA
+GCTCAAGCAATGAGTATTGTTACTCGTGAAGGCGCTGAAAAAATATTAACATTTGCTTACGAGACTGCAA
+TTAAAGAAGGTCGTAAAAAAATAACAGCTGTTCATAAAGCTAATATCCTAAAATCGACTTCAGGTTTATT
+TTTAAAAGTTGCTCGTGAAGTTGCCCAGCGTTACCCACAAATTGAATCAACAGAAATGATTGTTGATAAC
+TGTTGTATGCAACTGGTTATGAACCCTGAACAGTTTGATGTTATCGTAACAACGAATCTATTTGGTGATA
+TTTTATCAGACTTATGTGCTGGTTTAGTTGGCGGCCTTGGTATGGCGCCAGGTGCTAATATTGGTGAAGA
+TTGTGCGATTTTTGAAGCGGTACACGGTAGTGCACCAGATATTGCTGGTAAAAACTTAGCAAACCCAACG
+TCTGTGATATTAGCAGCAATTCAAATGCTGGAATACTTAGACATGGGTGATAAAGCAGAAAAGATCAGAG
+CTGCTATTACAGATGTTATTGCATCAGGTGATAGAACTACCGGTGATTTAGGTGGTACTCATGGTACTAC
+GGACTTTACTGAAGCAGTACTTGAGAGACTATAAGTACTAGTTTTCTGATAACAAACCGCATACAAAAAA
+AGCCATCAAGTTCAGTAGTGAACTTGATGGCTTTTTTATTTTCAGCGCTAGCTGATTAAACTATATAGTA
+TATCTACTCTTTAGCTCTTAATGGCGCTGGAGAAAGTAAGCGTGCATGTACGGTGACTTCTTCACGATCA
+TAATATAGGTGTTTTGCATAAAGCTCATACTTCACATTATGTTTAGTAAAAGCATCTTTGATTGTTTGTA
+AATCATTGGTAACTTGTTGATAACGCCCTTTCATTGGTAGCTTTAAGTTAAACATAGCTTCTTTACAATG
+ACCATGTAATAACCACTCACTCATTAGCTTAGCTACTCGTTGTGGTTTTTCTATCATGTCACACACCAAC
+CAATAAACATTTTGCTTCAGTGGTACGTATTTAAAGCCATCCATCATCTTATGTTTTACTTGTCCCGTTT
+CCATTAAGGATTCAGCCATAAGACCATTATCTATTGCTGTTACCATCATGCCACGGCGCACTAATTGATA
+TGTCCAACCTCCTGGGGCTGAGCCTAAATCAACGGCATTCATACCTGATGTTAATCGTTCATCCCATTCA
+TCACGAGGAATAAAATGTAAAAACGCTTCATCAAGTTTTAAAGTAGAGCGACTTGGTGATGCGCTAGGGA
+ATTTTAATCTAGGGATCCCCATAACATGTGGAGAGCTATTACGGGCTAATGAAAAGCCTAAAATCACTTC
+TTGTCCGCTCAGAAATAACGCATGTAAAATAGCGCCTTCAGGATCATCCGCTGAATTATTGCCTTTCTGG
+GTAAGCACTTTATTCTTACGTAAAGCTTGGCGTAAAGGTACTGAGAGTTTACGACAAAATTTACTTAACG
+ACTTACCATCGTTATCATCAGCCATTTCCATACGCAAATCACTGTATTGCCAATCATTACCTAATGCTTC
+GGTAATAGCTTCAACGCGATTATAATCTGGAAGGTCAATTTTATCAGTTACCGTAACAAACCACTGACGA
+GCGAAAATAAGTCGCTTAAGCGGCAACTTATTCATTAATGCTTCACCATGTGCACTTTCGTGTAAGTGAA
+AAAAAACTAATCCTTGGTTTATCTTTAGCTCTAAATAGCCATACATTTCATTCCAAGCAGCTTTTTCTTG
+GATTTCTGCACCACACTCTTTTTCAAAGCCTGGTCGACAGAATAATACGATGGAGGTCATATGTTATTTT
+ACCTTCTATAGCTAATGTTCATCTTTAATGATGTATGAACATAAGCGTATTAACACTACAAAAAGTGTTG
+TTAAAAATTATTTTTACCTTCTAGCGCTAACAATAGCCAAGCGAGAGCAAAAGAAATACCACCAAAAGGT
+GTTAACTTCCCAATAATGGCAAGTTCAAAAAAAGACTTAATATATATTGTGCCGCAAAAGCATAAAATCC
+CGACGACAAAGGCGATACTTGCACCAAGTAATACCTTTGAGGACTTAGCTATTTTCAACCAAACCAATGT
+AGCTAATAGCGCAAGAGTATGAATAAATTGATATTGTAGTGCAGTTGATAAACTAGCTTGCACATTTACC
+GGCAATGCTTGGCCACCATGTGCTAGCCAAGCGCCGAATAGTACAGAAAAACAGCCACTGATACCAACAA
+AAATCATCAACCATTTAAGTAAAATTGCCATACTATTTAATTTTATATCCTGATGCTGATTTATATTAGT
+AGAATTCATATCTTTTTCTCATGTTTGGCTTAGTTGTTAACTGCTAATAGTTACCCGTTCAATAAATGTC
+ACAATTTCTTCAACAGCACTTTGCATGTGTGCCTGATGAGTAAAACCTGATTTAACTCTTGGTTTTAAAC
+TGTGATCGCCATCTTCTAAAAAAACACATTGGCAGTGCTCAGCTAGCCGATAACTGGCAATCTCAACTTT
+ATTACCCAAAGTATCACGGTCACCTTGTACAATTAATACTGGCTTATTGGCATCAACCAAAGGTTCAAGA
+CGTAGTTTTTCAGGTTTTTTCGCTGGATGAAATGGATAACCTATACAAAAAACGCCAGAAATGTGATTAA
+GTAAACGACTCTTTAATAGATCAGAATCAGCCACCAAGCTTGCCGCAACACGCGAGCCCATAGACTTACC
+ACCAATAAATAAAGGTAACTGATGACTTAGTTTTTTATCAACTACGTATTCGATCACGGTTTCATAACAA
+AGCAACAGCTTAGGCATTCTATCAGGGGGGTATTTTTTACCTGTCAGTGCCCTTTTATCCATAAAAGGGA
+AATTAAAACGTAAAACATTGATGCCCAAGTGATTAAGTAACCGCGATGTTTCATTCATGAACTCATGTGA
+CATATTAGCGCCCGCGCCATGGGCAAATATAACGAGTGCTTTAGCATTTTGGACAGTGTTCAACAATATA
+TTGATATCGCTACCATCTTCGCTAGCAATTGTATCTTGGTGGGTCATTAACTTATTTGTCCATCAGTAAT
+TTGTGCTTGCTCTGCTTCAACCATGTCTAACATCCACTCTCTAAAAGCAGTAATTTTACCAATATCTTTT
+TGATTTTCACGACAGACGATGAAATAAGCATTCTTACTCACTAAAACATCGTTAAAAGGGCAAACTAATC
+GTCCTGAGTCTATATCAGGCTTTGCTAACACGCTGTAAGCCAACGCAATGCCTTGTCCGTGTAACGCCGC
+TTGTAAAACCATAGCGGAGTGACTAAAAATAGGGCCATGATTGACATTAGCCCCTTTAACGCCCACTTGT
+TTGAACCAGCGTTTCCAATCTTTACGTGAAGTATCATGTAATAATGTATGTTCAGACAAATCCTCTAATG
+TTAAAAGAGGTGGCTTGCCATTAGCAGCATTTTCTTGCACTAACAATGGTGAACAAACGGGAATTAGGTA
+TTCGGTATGCAATTTATCAGCATGAATATTTGGCCAACGACCTCGACCATAATAAATCGCGATATCAACA
+TCTTCAGTCAATGAGTTCTCAGGCTGATCAACCGCTTTGATCCTAACATCAATATCCTGATGCAATGAAT
+TAAAAGCCGTTAACCTAGGGACTAACCATTGGATAGCAAAACTTGCTTGCGAACTAACCGTTATGGCTCC
+TTTAGCCCCACGAGCCAGTAAGCGCTCAGTGGCTTCATGCAACGAGGTAAAAATATCTTTAATGTCCAGA
+TAATACGATTGTCCTTCTTCTGTCAGTAGCAAGGCTCGGTTTTTTCGCATAAACAATTTAATGCCTAAAT
+GATCTTCTAAAGATTTAATTTGATGGCTTATTGCAGCCTGCGTTACAAAAAGCTCTTCTGCTGCTCGCGT
+AAAGCTAAGCTGCCTTGCCGATGCGTCAAATGCTCGCAAAGCGTTTAATGGTGGGAGTCTACTAGCCAAA
+ATTCACCCTAGAATATTCAATAAAATTTAAATTATGTCGTTAATAACTGCATAAAAACCTATAAATAGAG
+CATAACAATTATTTATTAGTTTTTCTAATGAATAACATTAATTAAAGTCATTTTTATTTTTTTACTAACT
+TGCGTATTATTCACGCCGTAGATGAAGGACATCATCTCAACGTTTTATGAAACTCAGGTATAGCGTGTGC
+TCCCAACCATACGCTTTATTTTTTAAGAATAAAACCAGTGCGAGAAATGGTCCTAATAAATCTATAGGGT
+ACTACAAATTTATTATTAGGTCATACATAGGACAAACACATGAAACAAAGCATTAAAAAAACTAATTTAC
+TTGTCGCATTATTCGCCACTACTTTATTAAGTACTGCAGCTACAGCTGCGGTACCAAAAACGGCACTTGT
+TAAAGCTGAGCCAGTGAACCGAACTCAACTTACAACTGCTGCACATAAAAGCCTAAAGGTTTCTTTAGCA
+CCCGCTAAAATTATATTTACACAACAATCGACTGACGCAGGCTTTGCTAAACAAAAGCAAACAGCTAATC
+AAAACAAGTCTATTACGATAACTAACGCAAGTTTAATTGCTGAATAATTAAAGTGAACTACACTGTGTAA
+AGTAATACTAACCACAGTGGTTATCACTCTTCATGTCGGTTCGTTTTAACCCGCATGTTACCATATTTCA
+AAATGCTCGCACATTTACTGAAGTAAGATCTTAGTTATTAAGATCGCAAATAAAAAAAGGTGTCCTAGGA
+CACCTTTTTTATTGCTTAAATTATAAGTTACCACTTACTTAACGAATAATAAGTAGGCTCAAAATACGTA
+AGATGGATCAAATTCTAGTCAGTGATGAGTGGCGTAAAACCTTTCACTAAATCATCTAGGGCTTTCATTT
+GAGCTAAGTAAGGCTCTAGCTTATCCAGTGGCAATGCACAAGGACCATCACACTTAGCTGCAGATGGATC
+AGGATGTGCTTCAATGAATAAACCCGCTATTCCTATTGCCATACCACTTCGCGCTAATTGCGCCGCTTGA
+GCACGACGACCATCAGCGCTATCACTACGACCACCAGGCTTTTGCAGGGCGTGCGTTGCGTCAAAGATAA
+CAGGGGCGTAATTTTTCATTTCGTCCATTGCCAGCATATCAACAACGAGGTTGTTATATCCATAGCAACT
+ACCTCGCTCACATAAAATAATATTCTCATTTCCCGCTTCACCAAATTTGGTAATAATGTGCTTCATTTCA
+TGTGCAGCAAGAAATTGGGGTTTTTTAACATTTATAACGGCACCGGTTTTAGCCATGGCTACCACAAGGT
+CAGTTTGTCTCGCTAAAAAGGCTGGTAACTGGATAACATCAACGACTTCACTTACCGGCTGTGCTTGATA
+TGATTCATGCACGTCAGTAATAATCGGCACATTAAACGTTGACTTTATTTCTTCAAAAATCTTTAAGCCT
+TCATCTAAACCAGGGCCTCTATAAGAATTGACTGAAGAACGATTTGCTTTATCAAATGAGGCCTTAAATA
+CATAAGGTATACCTAGCTTTTGAGTCACTTCAACATAGTGCTCAGCAATTTTCATCGCAAGATCACGTGA
+TTCAAGCACATTCATGCCACCAAATAATACAAAAGGTTGCTCATTAGCAACGTCAATGCCTTTAACTGAA
+ACAGATTTAATTGTCATCATTTCTTCCTAAAAAGTATTCCTAAAAAAGTACCGTAATTCTATTATCAGAT
+ATGTGCAAAAAGTAGCTTTAAGTAATGCTTCAACTTTAAGCTGTATAAATCAATTTAAAGGAAAAAGCAC
+TGAGTTGACACTTATCAATTAGAAAAGTATCAATGAGCACTTTTGACACCTAAATTCGTTCATACATCAA
+CAAGGTGATGTTTTACTAACTACCGATAATACGTAATAGTTGTCCACACATCCAAGCCATATAAGTACCT
+AGGGCATAACCTAGTACTGCAAGTAATACACCAACAGGTGCTAATGATGGGTGGAATGCAGAGGCAATCA
+CTGGGGCAGAAGCTGCACCACCAATATTAGCTTTACTACCTACCGCTAAGTAAAATATTGGCGCTTTAAT
+GAATCGGCCAACAGCAAATAATAAAGCGACGTGTATTGCCATCCAAATTAAACCAATAACCACATACTTC
+GGCGCTTCTGCTATTTGGGTAACATCCATATGCAAACCAATGGTTGCAACAAGAATATATAAGAAACTAC
+TACCAACTTTAGAGGCACCTACCGATTCAAGTCGTCTAACTTTAGTAAACGATAAAGCCAAGCCAATTGA
+AGTTACTAAGACAATAATCCAAAATAATTTACTGTGTAGACTGAATTTTTTTAGATCAGGGAAATTTTGT
+TGGAAAAACGGTACCAGTAAATCAGCTGCAAAATGGGCAAAACCAGCTGCACCAAAAGCGATGGCAATAA
+TAAATATAAAATCTTTCAATTCTGGCGTTCGTTTATGCTCTTTGTCAAAAGCTTCAACATCAGCAATTAA
+TTTATCAATACCCGAGGTATCTGCACCACTTTTAGCATCAATAGCTTTATGGTTTGCAGCAATATAAAGT
+AATACTGCCATCCAAATATTAGCCACTACAATATCTACTGTGACCATAATGGTAAATATCTTACCATCCG
+CTTCAAATATTTCTTTCATCGCTAACATATTAGCGCCACCGCCAATCCAGCTACCAGCAAGAGCGGCCAT
+ACCACGCCATACAGCTTCAGGACCGGTAACACCAATAAGCTCAGGCCAAATAGCAGAGACAATTAGCAAA
+GCAATTGGACCACCAATTACGACCCCGACGGTACCAGTTAAAAACATAATAATAGCTTTGCTACCAAGGC
+CTGCAATGGCTTTTACATCGATACTTAACGTTAACAGTACTAAACAAGCAGGTAGAAGAAAGTATTTTGC
+TACTTCATCAACTTGGCTAACCTCAGCACTCACTATGCCAAAGGTATTTAAAAAAGAAGGCAGTAAATAG
+CACATTAATAACGCAGGTACATATTTATAAAATTTTTGACAGGCGGAATTCTTACTCGTGGAAGTATAAA
+AAACCAAGCCTAAGATAAGCGCCAAAAGTCCCAATACTACTGCATCATTGGTAATGAGTGGCGCATTCGC
+CACAATATTTTCTTGCATTATTTTGCCTTTTATCTTTATTTATATTTTTGTTTTTGTTTTTGTTCTTATT
+TTTATTCTTGATAAAGTAAAAATTCTAGTGAAGTACGTTATTACCAACATCAATTTTTTCAAGTTGAATT
+TTTAATATTTTCGCTGCGGGATCTTTAGGGCATTGCTCTACGAAATAACGGTAATCATCAACCGCCACTT
+TAAAACAATCAAGCTGGTGCAGCAAGAAACCACGGTCTCTACGTTGCAATGGATCGTCAGGATTTAATGA
+CAAGATAACATCAACGCATGTTAATGCTTTATCAAAGGCCTGTTCATGGATCAAAACGTTTTTCAGTGCT
+GATAGGTGTTCTACCAAAGCGACACTGTCATCGATTGCTTTTAATTCTTGCTCTCCAGGATCGCCATCTA
+ACTCATCTAAACGCACATCAAGCTCAGTCCAATCGAGTGACTCTCCTGTTATTGCATCAAAAATAATAGC
+GTACTGCTCATCACAGCACAGGCGTACCATAATTTTATTGGGGATAAATACTAAGTCTGTCTCAAAGCCA
+CAAGCGGTAATGATTTCTTTAACTAAAGCCGCCTTAACAACAGGTGACATAGCACGTTGATTCAGACCTT
+TTGCGACACTATAAGCAGAAATAGGCCAGCGGGTCTGATAACGGTCTATAAATAAGTGCTGAAAATATAA
+TTCATTAAGTAAAGCTTCTGCTTTTTCTAATGGTGATTCTATTTCACTTATGATGGCAATACACTGGCTG
+ATAATTAATTCTAAGCTATCCAAAGATGCTTCAGTTTGCACAGGTTCTTGAGCACTATCGGCAAAAACAT
+GCTCTTCAATTAGTACAAGTTTCTGTAGTAAATCTTTATCGGCAGACTTTAATTCTGATAAAAACAATTC
+ATTCATAACTAATTATCTTAATGACTCCGTTGGATGCTTAACCAATAAATTCGATTTTGCACTTTAGTTC
+AGACTTAAACTTTATTTTTAACTGTTATTGTTAGCTAAAAAACATCGCTTCGCGAGTTATTGCTAAGCGA
+ACTATCAACATTACCCAACCCATAGCACCTAAAAAACCAAGTATTTGCATCGGTCTATTACGCGCTAATT
+TCAAGGTGTAATAGCCAGTAAATATATAAGCAAACAAAGCTAAAATCTTTTCAGCTAACCACATTTGTTC
+CATTGGGTTTAAATGTAATTTTACGGCTAACGAAATACCAGCAATAAGTAAAAAAGTATCGATAACATGA
+GGGCTTATCTTTAACCATTTACGGTCAAGATTCTTTGATGCCATTAACGTTAAAATAAAACGGTAGGTGA
+ATAAGCTAATGCTAAGTACTGCAAGGGTTATATGTAAATGTTTCAAAGTTATTCCTTTTATTTGAGCAAA
+TGGTTCTATTAATTTGTCCAATTGCTTATGCAATTATTTTCTCATAGTGTATCGATTTTAGGTTATCAAA
+ACGTTTCAAAGTGTAACCCTAAAGCAAAAATCAACGATTAAGTTAAACAACAAGTATTAACCGACTTATA
+CCCGCTCCACCTGAAGATGTTTGTTTCAGGAGATCTGAGCGAATCATAATCAAGGCACATTTTTTTGTTA
+AGGGTTATTCCCTTAAAAATAAATGTAACGAAGAGTATGGTTTGCTCAGTTCTCCCCAAAGGGCTGGTTT
+ATAAATGCTTTATGCTACGTTATTGATTTCGATAAGGGAACAACCATTCTCTTCAATCAATGCCTTCCCT
+AAAGCATTTATAATTCCAGCTGCATCCTGCATATTCAAGTGGGACGGGTATATAAACTTGCCCAAGTGAT
+ACGCTCGTGACCATTGAAGTCTCTAACGGTTTGTACATTGTCATAACCTAAAGCCGTTAAGATATTTCTT
+ACCGCTTGACCTTGCTCAAAACCATGTTCAAAAAATAGAGAACCGTGAGTATTGAGAAACTTTAGCGCTT
+GTTGTGCTATGTGCTTAATATCACCAAGCCCTTGCTCATCGGCAACCAAAGCAGATTCAGGTTCACAACG
+CACATCACCTTGGCTTAGATGCTTATCTAATGCATCAATATAAGGGGGGTTAGAAACAATCACATCAAAC
+TTACGCTCATTAACTGCATTAAACCAATCACTTTGGAATATATTCACATGCGATAAGTGTAAGTCTTGTG
+CGTTTTGCTTGGCTAGTTTTACTGCATCAAGACTAAAATCAATAGCGTCAATTTGCCAGTTTGGTTGTTC
+TGATGCAAGCGCTAGTGCGATTGCACCAGTGCCAGTACCAAGATCTAAGCAATGTAAGGTATCCAACTCA
+CCAAAATGTTCAAGGACTAGTTCAACTAAAACTTCGGTGTCAGGACGTGGGATAAGCGTAGCCGGTGAAA
+CCCGAAATGGCAGAGACCAAAACTCTTGTACTCCAACAATATAAGCTATTGGCTCACCCATTATCCGCCT
+TTGTAATAAGGCAAGATACTGTTGTTCAGATTGCTCAGTTACTTCTTTCTCTGGCCAAGTAAGTAAGTAA
+CTACGTTCCTTATCAAGCACAAAACACAAGAGGATTTGTGCATCGAGCTTAGCACTATCTGAACAGGAAA
+CTAATTGTTCCTGTCCGTGTGCTATCCAGTACGCTATGGTGTTATTTTCCATTGATATTACTGATAAAGT
+GGCTGACAAAACTACGATTAATGTTGTTCGGCTAATTCAGCTAACAAATCAGCTTGGTTTTCTTGCATTA
+TCGGCTCCATCACCAGTTGTAAACTACCTTCCATAATTTCGTTTAAACGATATAAAGTCAGGTTAATACG
+GTGATCACTCATGCGACCTTGTGGAAAGTTGTAGGTACGAATACGTTCAGAGCGATCACCACTGGCAACA
+AGGTTACGACGTGATGATTCTTCTTCACTACGACGTTTTTCATCTTCAGCCTGCTGCAGGCGTGCTTGAA
+GTACTGACATCGCTTGCGCTCTGTTTTTATGCTGTGAGCGTTGTTCTTGACACTCAACCACAACACCCGT
+AGGAATATGGGTAATACGAATAGCCGAGTCTGTTTTGTTAACATGCTGACCACCTGCACCTGATGCACGG
+AAAGTATCAACTTTTAAGTCAGCTTTATTAATTTCAATCGCATCTGCCTCTGGAATTTCAGGCATAACAA
+CTACAGTACAAGCCGAGGTATGTACTCTACCTTGAGATTCAGTCGCTGGCACACGTTGTACACGGTGACC
+ACCCGACTCAAATTTCATATGACCGAAAACGCCTTCACCATTTACTTTCATGATCAGTTCTTTATAACCG
+CCCTGCTCACTTTCATTGGAGTTCATTACTTCAATTTTCCAGCCTTTCTTTTCTGCATAACGGCTGTACA
+TTCTAAATAAATCACCAGCAAAAATAGCCGCTTCATCACCACCAGCTCCAGCACGAATTTCAACAAAACA
+GTTGTTATCATCGTTAGGATCGCGTGGAAGTAATAAAATTTGTAATTCATCCGCAATATCAGCAACCGCT
+TTTTTCGCGTCTTTGAATTCTTCCTGTGCCATTTCTCGCATATCAGGATCGTCATCTTTAAGCATCAGCT
+CTGCTGTAGAAAAATCATCTTCAGCACTTTTATAATTATTAAAAACTGAAGTCACTGCATCAAGCTGCTT
+AAACTCTTTAGATAAAGCACGGAACTTTTCTTGGTCGCTAATGGTTGCAGGATCGGATAATAATGCCTGT
+ACTTCTTCAAAGCGCTCTACTAGCACTTCAAGTTTCTGATAAACTGATGATTTCATTGGGAATATTCTTA
+TATTTTAGATAAGGATGACTAAATTACTGCTATTCTAACACAGTAATAACGCAATCCACCATGTCCGCTG
+CAAATTGTCATGGCGGTGCACTAGCAGAGTCAGGGCATGTTAATCTTTCAGGGTTAAAATTTGTTCACAT
+TAAAGCGGATTTAATTACAGTCGAATTTTTAGCATAGCCATGCTAAATAAATCAAATAAGGTCTTTGCTT
+TTATGAGTACATAAAATAATACGAGGTCTACTCTTGTGAATCTATATTAAAGATGTCACGTAAATAGATA
+AGTTTATCCAGTTCACCACCTTGGGCAGCAGACTGGAGAGCACTGGTAGGTGCATGCATGAATTTATTGG
+TAAGTTTATTGGCAAGTTCAGCTAGAACAGCTTCTGAATTTTTACCATTTTTTAATTGTATGAATGCTTT
+TTCGAGTAAAACATCACGGTTATCTAAACATTGTTTACGATAACTAATGACAGTGTCCTGCGTATTTAAA
+CCGCGCAGCCATGCCATAAAATTATCGGACTGGCTATTCACAATGCTTTCAGCTTGAACTGCAGCTTTAC
+GTCGATTGGCTATATTCTTAGCAATAATGCCTTGTAAGTCATCAACGGTATATAAAAATACATCTTCAAG
+TTCTGAAACTTGTTCTTCAATATCACGAGGAACAGCAAGATCAACCATAAAAATAGGTTGATGCTTACGT
+GACGCTAACGCTTGCTCAACCATGCCTTTACCAATGATAGGTAAAGTAGATCCGGTAGAGCTGATAACAA
+TATCAGCATTACACATATGTTCAGGTATTTGCGCTAAAGTAATAACATCAGCGCCAATTTTCGTTGCCAT
+GTTTTCAGCACGTGCAAGTGTTCTGTTAGCAACGGTAATTTTACCGACATTATTTTCATATAAATGTTTT
+GCAACTAACTCAATAGTTTCACCTGCACCAACAAGCAATACTTTAGTTTTTTCAAGGCCGCCAAAAATAT
+GCTTGGCTAAGTTTACTGAAGCAAAGGCAACAGATACTGCACTGGCACCAATTTCAGTTTCTGTGCGAAC
+TTGTTTTGCTACGCCAAAAGTACGTTGAAATAACCGGTCCATAATCAATGACATAGAGCCAGCAGCTTTC
+GCTTGACTATAAGCTTGTTTCATTTGCCCTAGGATTTGCGGTTCGCCTAAAACAAGAGAGTCTAAACCAC
+AGGCTACGCGCATCATATGATTAACGGCTTGCTGGTCTTTATGCCAATATAGGCTAGGTAAAATAGTCGA
+GGCGGGTACGTTATGGAAACTTTCTAGCCATTTAATTAGGCGTTGCTGAGTAACATCAAAGTCACCATCT
+TGTACTAGGTATAACTCTGTTCTATTACAGGTAGAAAGAATAGCAACTTCACGACACTGTACTGCATTAA
+GCATTTCTTGAAGGGCAATAGAAAGCTTATCTGGATTAAAAGATATTTTCTCTCTGACCGCAACAGGCGC
+AGTTTTATGATTAATTCCAACAGCAACGATAGACACAGTAATAAACCTATTTTGTAAACATTTCCGACAA
+GTTTTATAGAACTTGTTTTATATAGTAACGTAAGTATACCCTAAGCCCTGCTATTAAAATATGATCTGTG
+ATAAAAGACCCTAAAAATAATACTGCTATTTACAAAGGCTAAAAAGCTATGTTTCAATAACAATTATCAT
+CGTTTTAAGCACTTATCATTAATGTCCCAATTTATTAAAGCTCACCTTTATTCACCCTATTTACTCACCC
+TTACCTTATGTACGGTATTAGTATCAGGTTGTAGTACTCTGCCTAATAATGAAACTCAGGTATTAATTAA
+ACAAACATCCCAACAAAGAATTGACGAACTGCAACACTTACAGCAGTGGAAAATAAAGGGTAAAATAGCT
+TTTATAGAAAAAAAATCACGCAGTAGCGCAACATTATCTTGGCAAGTTGACGAAAATAAAAGCACCCAAA
+AACTCAATTTAACCACTTATTTAGGGATAAATGTTCTACAACTTGATTCGAATGCTAACAGCCATAAAAT
+ACAAGTAGATGGAAAAACCTATCAAGGCCATAATTTAGAAGTACTTATTCATTCCATTACCGGTTTAACC
+TTACCAACCCAAGCACTGACGTTTTGGCTCAAAGGTATACCCTATCAAGAAGATGATAGTATTCATTATC
+AAAAAACTACGCAGCTACCACTCACGCTATCAAGCTATTATAATAATGAATTATGGCAAGTCAGCTACGC
+TAACTATCAGCAAATTGATAGCTATAGCTTAGCGACTAAATTTTCGATTAAGAAAGATGATTTATTAATT
+AAAATTGTCGTCAATGACTGGTCTATTACCAACAAATAATTGGCTATTGCCAAATAATATCACTCAAAAT
+AAGCAGAATATTTACATGACTTGCGCTTCTAACTCGAACTCTTTTCTTAATAAAGCGATTGAATTTCCAT
+CGCCAGCAAAGATTAACTTATTTTTACACATTGTCGGACAACGTGAAGATGGTTATCACAATTTAGAAAC
+ACTTTTTCAATTTATCGATCATAGCGATACTCTTACCTTAACGGCGACCGAAACGCCTGATATAGAATTA
+TTAACACCTATTGATGGTGTTAATAATGACGATAACTTAATTGTCAAAGCAGCACGATTACTAAAAAATA
+GAAGTAATACTGATTTGGGCGTTAAGATCAGTATCAATAAAATCCTACCAATGGGTGGAGGTTTGGGTGG
+TGGTTCATCAAATGCAGCGACCGTTTTAGTTGCACTCAATTTGTTATGGCAGTGCGAGTTTTCTTTAAGT
+GAATTGTCATCGTTAGGTTTGAGTCTTGGCGCCGATGTACCTATATTTATTCATGGTTTTTCTGCCTTTG
+CCCAAGGCGTAGGTGACCATCTCACCGCTATCAAACCTCAAGAGTCTTGGTATTTGATTACTAAACCTGA
+ATGTAGCATCTCTACAAAGGAAATTTTTACTGCTGTAGATCTACCTAGAAATACTAAGAAACTTGACCCC
+ACAGCCCTTAACACTAGCGACTTCGTCACTGAAAGCTTTCATAATGACTGCCAAACATTAGTAATAAAAC
+AGTATCCCGAGGTTGCCAAGTTACTGGCTTGGTTGGTAGAATACGCACCCTCAAGAATGACAGGAACTGG
+AGCGTGTGTTTTTACGCAATTTTCTAGTTATCAAGAGGCGCGTTCATTACAAGCGAAACTCCCTAAAGGA
+ATAAGCTCTTTTGTAGCGCAAGGACTGAATAAGTCTCCACTCTGCTCTGTAATAGCAAAGCTATCATTGA
+GCGAGTAAAGTTTTATAAAGATTTGCTAACTTAACCAATACGGCTGTTTTTAAGCACATTATTGTGCTAG
+AAAAAAGCTGTTACAGTTAAGCCGGCCTATACTGTTCAATGATTGCTTATCAATCAAAGAGCCTACTATT
+AATGTCAAATATTTCTGAGGAATCGAAAGTGCCTGACATGAAGATTTTTGCGGGTAATGCCACCCCTGAA
+CTGGCCAAGAAAATTGCTAATCGCCTATATATGCCTCTAGGTGATGCTAAAGTCGGTAGTTTTAGTGATG
+GTGAAATTAGTGTTGAAATAAATGAAAACGTCCGTGGTGCTGATGTTTTTATTATTCAATCAACCTGTGC
+TCCAACCAACAATAACTTAATGGAATTAATTGTAATGATAGACGCTTTGCGTCGTGCCTCTGCTGGCCGT
+ATCACTGCTGTAATCCCTTATTTTGGTTATGCTCGCCAAGACAGACGCGTACGTAGTGCTCGTGTACCTA
+TTACTGCGAAAGTAGTTGCTGACTTCTTATCAAGTGTTGGTGTTGACCGTGTATTAACTGTTGACTTACA
+CGCAGAGCAAATTCAAGGTTTCTTTGATGTGCCTGTTGATAATGCGTTTGGTACACCTATCTTATTAGAT
+GATATGCAAAATCGTGAGTTAGACAACCCTGTTGTTGTTTCTCCTGATATCGGTGGTGTAGTTCGTGCTC
+GTGCTGTAGCTAAGTTACTTGATGATGCTGATTTAGCCATTATCGATAAACGTCGCCCTAAAGCGAACGT
+TGCACAAGTTATGCATATTATTGGTGAAGTTGAAGGCCGTGACTGTATTATCGTAGATGATATGATTGAT
+ACTGGTGGCACTTTAGCTAAAGCAGCAGAAGCATTAAAAGAACATGGCGCAAAACGTGTTATTGCTTATG
+CTACTCACCCAGTACTATCAGGTAATGCAGCACAAAACCTTAGAGAATCTGTTATTGATGAAGTTGTTGT
+TACTGACTCAATACCTCTTTCTGATGAAATTAAAGCACTTAAAATGGTTCGTCAATTAACATTAAGTGGC
+ATGTTAAGTGAAGCGATTCGTCGTGTAAGCAATGAAGAATCTATTTCTGCAATGTTTGACTAATTCCTGA
+CAATGATCGCCTAGCGATTAATGACAACTATTGCAAAAAAGCAGCCACTACTTAGGCTGCTTTTTTATTG
+CCCTTCTCTTCCCCCGATACCTCCGTCAATTATTCTGTTTATTTAATAGCTTTACCTAAGCCTAAATGTT
+ATTATGCCGCGCCTTTTTTATCTAATGGCCTAGTTATTTATAGCTAAGCATATTTAATGTAGATTCAAAT
+GGTGTCTCCTTGTTTTTGGTCGCAAAAAACAAGATAAAATTTTTAAGTTTTTTAACTTATATAACAAAAG
+AGTATTAAAATGACTGATTTATTAACATTAGAAGCTGAAGTACGTACTGATTTAGGGAAAGGTGCGAGCC
+GCCGCCTACGTCACGCGAACAAAGTTCCTGCTATCCTTTACGGTGAAAATGAAGAACCTATTTCTTTAAC
+TTTAGAGCACAAAAACGTTTTCCGTGCTCAACAAGAAGAAGCGTTCTACTCGCAAGTATTAACATTGAAC
+ATCGCTGGCAAGCCAGTTGAATGTCTAATTAAAGACATGCAACGTCATCCGTTCAAGCAAGTTGTAATGC
+ACTTAGATTTCTTACGCATTGATGCAAAGCATGCTGTTCATGCAAACGCTCCTATTCACTTCTTAAACGA
+AGATGAAGCGGCTAAAACTGGTGCGAACATTTCTCACCACATGAATGAAATCGCTATCACTTGTTTACCA
+AAAGACTTACCTGAGTTCATCTCAATTGACTTAGCTGGTTTAGAACTTGGTCAAACTATCCATTTATCAG
+ACGTTACCTTCCCTGCAGGCGTTACTTCTGATGAATTGGCTAAAGGCGAAGATCACGATCTAGCTGTTGT
+TTCTGCTAATGCACCGAAAGCTGCAAAAGTAAGCACTGACGATGAAGCTGCTGCTCCAGCAGAAGAAGCT
+CCAGCTGCTGAATAATAGCCACATTCATTTATAATATTATAGATAATGACTATTAAACTAATTGCGGGGC
+TGGGAAATCCTGGCCCCGAATATAGCAAAACACGCCACAATGCAGGTGTTTGGTTCGTAGAAGAACTAGC
+ACGTAGCCATAACATTTCCCTTCGTCCCGAAAAAAAATACTCTGGCCTTTACGGTAAAGGGTTAATTGCG
+GGAAACCTTGTTCACTTATTAATCCCCACTACATTTATGAACCGTAGCGGTCAAGCAGTTGCACCTCTAG
+CTAATTTTTATAAAATATCGGTCGATGAAATTTTAGTTGCCCATGATGAATTAGACATGTTGCCTGGTGT
+TTGTAAGATTAAAAAAGGCGGTGGGCACGGCGGACACAATGGCTTGCGCGATATTATTGATCGCATGGCT
+AACAATAAAGATTTTTACCGGTTACGTATTGGTATTGACCATCCGGGTCATCGCGATAAAGTAACGGGTC
+ATGTACTGGGTAAAGCGCCGAGTGCAGAACAAGCAAAAATTGAACAAGCAATCGACGAAGCCAGTCGATG
+TTTAGATATTTGGCTAAAAGACGACTTAAAGAAAGCGCAAAATCGCTTACACTCTTTTAAAGCCGAGTAA
+TTATACACAAGTAAATACACGCTAGAAATAATCAATAGGTAAAAAATTATGGGTTTTAAATGTGGTATCG
+TTGGCTTGCCTAACGTCGGTAAATCAACACTATTCAATGCACTTACCAAAGCAGGTATTGATGCGGCAAA
+CTTCCCTTTTTGTACTATTGAGCCAAATACTGGCGTAGTACCAGTACCAGATCCTCGCTTAGATAAATTA
+ACAGCCATAGTAAAACCTGAGCGTGTATTAGCCACAACAATGGAATTTGTAGATATCGCAGGTCTTGTTG
+CTGGAGCATCAAAAGGTGAAGGTTTAGGTAATAAGTTTTTAGCTAACATTCGTGAAACCGATGCCATTGG
+CCATGTTGTACGTTGTTTTGATAATGACAACATTATCCATGTTGCTAATAAAGTAAGTCCTGTTGATGAT
+ATCGATGTGATCAATACTGAATTAGCTTTATCTGATATGGACACAGCGGAACGTGCTATTTTTCGTTTAG
+CCAAAAAAGCTAAAGGTGGAGATAAAGACGCTAAATTTGAAATGCCGGTATTAGAGAAAATATTAAAGCA
+TGTTGAAGAAGGCCACATGGTACGTTCTTTAGAGTTATCTAAAGAAGAAAAAGCAGCCGTCGATTACTTA
+AACTTTTTGACACTAAAACCAACAATGTATATAGCTAATGTCAACGATGATGGTTTTGAAAATAATCCTT
+ATCTTGATGAAGTACAAAAAATAGCGGATGCAGAAGGTGCTATCGTTGTTGCTGTTTGTGCTGAGATTGA
+AAGTGAGTTGTCTGAAATGGATGACGAAGACCGTGTTGAATTTATGGCTGATTTGGGTTTAGAAGAACCA
+GGACTTAATCGTGTTATAAATGCCGGTTATTCTTTACTACACTTGCAAACTTATTTTACTGCCGGCGTTA
+AAGAAGTACGCGCGTGGACAGTAAAACAAAATGCTACCGCACCTCAAGCAGCAGGTGTTATTCACACTGA
+TTTTGAAAAAGGTTTCATTCGTGCCGAAATTATTAGCTACGATGACTTTATTGAATTTAATGGTGAGTCG
+GGTGCTAAAGAAGCTGGCAAGTGGCGCTTAGAAGGTAAAGAGTATCGTGTAAAAGATGGCGATGTAATCC
+ACTTCCGCTTTAATGTCTAACACGCTGTAAAAATTATATTCTCAAAAAGGCTCATCATGATGGGCCTTTT
+TTGTGCCTGTAAAACACTAACTAGGGCAATTGAATTAAGTAAGGTTGCAATGTTTACTGTAAAAGGTGAA
+ATAATCGAAAATATTAAGAATAAGGCGCTTGATTGAGCATAGTAGTATGCTGTTACCCCGTTCATTACTC
+TTCGTAATAATAATTGCTTAAGTACTTATTAAAAAGTCCTGCTGACTCCTGATATTTATAACAGACATAC
+ATAGGGAACATTTATTAGTTTTCATCGTAAAAAATTATTGATTAGCGCTCTAACATTTCATCATTGGCAA
+TTTACAAACAAATAATTTAGCTTGAAATAGATAATTTAACAAAATATTCAACGCAACTAACCTAGTAAAC
+CAAAGAATGGCAATCTCATCTCTTTCGCTATAAAGACAAATGTATTACCTAATTCATCAATTCACTGCTT
+TTTTCACTGTTTCCCTGCATAGTTATTCGTCAAACTGCACACGCAATAGCCAAACAAATAAAAAGTACAA
+CTTTTTTGAAAATAACTGTTGACGGAAGGCAAGTAGATTAGCATAATACGCCGCACTTGCTACAGAGCAG
+GTTGGTAAAGGCTACATAGCTCAGTTGGTTAGAGCACATCACTCATAATGATGGGGTCCCAGGTTCGAGT
+CCCGGTGTAGCCACCATTTTACTTCAGTATTTATACTTAAGTAAAAAGAGTTCAAGTCTCTTTAAAAACT
+TGAATGTAATGCGGGTTTGGCGGAATTGGTAAAACGATACACGCGCTACTTTTTTTTATAGAGAGTAGGT
+TCCAGTATTACAAGATGTGAGAGTTCAAGTCTCTTTAAAAATTGAATGTATGCGGGTTTGGCGGAATTGG
+TAGACGCGCTGGATTTAGGTTCCAGTATCGCAAGATGTGAGAGTTCAAGTCTCTTGACCCGCACCATTTC
+AAAGCAACGTTGTTGCACGTAAAAAGTAAGTACATTGCAGGGATATAGCCAAGCGGTAAGGCAGCGGGTT
+TTGATCCCGTCATTCAGAGGTTCAAATCCTCTTATCCCTGCCACTTTTTATCATCATTGTTAATTCAATT
+TTAATAAAAAGTATGCAATGTAACTTATTATCCTGGAGGGATATAGCCAAGCGGTAAGGCAGCGGGTTTT
+GATCCCGTCATTCAGAGGTTCAAATCCTCTTATCCCTGCCATTTTTTTAAAAATGGTACACAGAGCCAAG
+TCTCTTTAAACCTTGAATGTAATGCGGGTTTGGCGGAATTGGTAGACGCGCTGGATTTAGGTTCCAGTAT
+CGCAAGATGTGAGAGTTCAAGTCTCTTGACCCGCACCATTTCAAATATCTAGAAAACAAAACACTCCCCT
+TATTATCTAAAACTTAAGCACTGCTTATATTAGATAATTATTTGTGTTTCAAAGGCTACATAGCTCAGTT
+GGTTAGAGCACATCACTCATAATGATGGGGTCCCAGGTTCGAGTCCCGGTGTAGCCACCATTTTTACCTC
+TGTAAAAATGCGTTCAATCCTCTTGAACCATACCCTTTCAAAATATCTAGAATCTCAAATAACACGTCAA
+GTACACTACAAATGATACTTACAAATTGAAACCTTATACTCAATTATTCGCTACTAATTACTCGTTATAA
+AAATCAGCCATACTTCTATGCTATATATGTAAGGTTTTATAAGTAATCACGGCATGAACTACTAGTAATC
+TTACTCATAAATGCTACTTCCATAATGTTTATCACTTTAAGAGCCATTCCTGCTCATCAAAAGTACATTG
+TATAACTCTTTCATTCTAATGCTGGGGTTCAACTCCCCCGAACAATAATTTCCTATTTAACCTGCGGTAA
+CTTATCTATAAACCACACGCATAAGCCAATGCTTTGTTTTTTATAGTCGAGTTTAGAACAGGTACTTTGT
+TAACCGCTAACAAGGCTAAATTACGGGCAGCTTTAATAAGTGGTGAAGGATGACTAAAACCAGCATATAA
+AGCATCCATAGTAGACATCATAAGTAAGTTATCTTTGCGTCTCATTTTTTCATAACGAACTAACACAGCC
+TCATCATGCCATGCTTCACCATTGCCAATCGCTTCCGCGATAACATGCTGCAAGGCCAGTACATCTTTAA
+AGCCTAAATTTACCCCCTGCCCGGCCATTGGATTGATAGTATGAGCTGCATCACCTAATAACAAAACTCG
+CTTATGCTGATAGGTATTAGCGTGTCTACGTGTTAATGAAAAGTCACCTTTGGCCAGCACCTTGATATCA
+CCCAATTGTGCAGGAAAGCATTTAAGTACTTCTTGTTGCAGTTGGCTATTTGATAACGAAGCTAAGCGGG
+TTATTTCATCTCGTTGGTGATACCAAACTAAAGAGGCATAACCACCTAATGGACTTTGTCCTGGCAATGG
+TAAAAAGGCTACTGGCCCTGTAGGTGAAAATTTCTGCCAGGTAATGTCTTGTTGGCACATTGACGTTTCA
+ACATTAATCAACATGGCTGACTGTTGATAGTCCCAGCCTGTCATGCCAATAGCAGACATTTGCCTTACTT
+TTGATTGAGCGCCATCAGCGCCAATAACTAGCTTTGCCGTTACCACGCTATTAGTTAGTGTTAGTGTTGC
+TCTGTTATTGCCGGAGTCATCATCTTGGTTTAGGGAGAGTAAGCTTTCTGGGCAGTATGTGTGAATATTA
+CTCATAGCAGTAACTTGTTGCCATAGCGCGAGTTGAATCAAACGGTTTTCTACGATATGTCCTAGATGTG
+ACTGCTCAATGTCGTCAGCGTTAAATTCAGTATAAGCACTTTCATACTCCCAAACACCTAAACGTTTGTA
+AGGACAACTGCGCCATTGTTTAACTTGTTGCCATGCGCCAACTTGATTGAGTAAGTTTTGTGAAGCTAAA
+GAAATCGCTGATACACGTAAATCAAGAGGTTGCTCAGCACTGAAAGCTTGGGGCGTGAATTTCTCCACCA
+AAGCAACCTTTAAACCAAGTTGCGCTAAGGTCAATGCACTTGCTGCACCAACCATACCACCGCCAATAAC
+CACACAATCAAAATGTTCCATACTTTAATGTTCACAACAATATCGGAATAGACTGTTATTTTACCCAAGC
+ACGCGAATAATTTCGACCCTTTATCAATTAATTAATATCAATCTAACCATTTAGGCGGATTACCCACTTG
+TTGGCATAAGGTAATCAGCGCTTTTGAGGCTATCGGTTTAGAGATAAAATAACCTTGGCCGTAATCGCAA
+CCTAATGAGCGTAGGTAGTCGTAGTGCTGCTTAGTTTCTATACCTTCACCAACCAGTTTTAACGATAAGC
+TATGCCCAATTAAAACGACTGCTTCAACTAAACTTGCATCGGTTTTATCATCAATAGATCCGGCGATAAA
+AGAACGATCTATCTTCATTACATCGATGGGAAAATGTTTTAGATAACTCAACGATGAATAACCCGTACCA
+AAATCATCCATATAAATAGCAACGCCTAAACTACGAATATCTTGTAAAGTAGTCATCATTTCTTCTGAAT
+TATCCATCAATGAACTTTCGGTAATTTCAACTTTCAAGCTAGATGGCGAAATATTATTAACTTTCAGGGC
+TTTTTTTATGATGTCTTTTATCGGCGTTTGACTTGTTTGTTTGCATTGTCGACTAGAGACATTAACGGCC
+ACTTGTATTTTCAGACCAAGATCGTGCCAATACCTTAAATCAGTACATGCCTGTTCAATCACCCATTGTC
+CAATAGGTTCAATCAAGCCAGCTTCCTCAGCTATTTCTATAAAACTATCGGGGTAAATTAATCCTTTATC
+TGGGTGTTGCCAGCGAATGAGTGCTTCAGCGCCAATAATTTCCCCCGTATCGAGTGAAACTACCGGTTGA
+TAATGCAAGACAAATTCTTGCCGCTTAATTGCTTGCCTTAAAGCTTGCTCTATATGCATCCGTCTACTGA
+CAGTTTCATTCATACTCTTCGTAAAAAATTGAAAAGTATTGCGGCCCGCAGCTTTTGCTTGATACATAGC
+AGTATCCGCATTTTTAAGCAGTAATTCAACATTGTCACCATCAACAGGGCCAATCGTAACGCCTATACTC
+GCAGAAACAACGGCTTCATTATTATTTCGTAAATGAAAAGGCATCGATAAACTAGTCAGGATATTTTTAA
+CGACTCGTTCAATAGCAAAACGATTAGATAGGCCTACTAATAGAACAACAAACTCATCGCCACCAAATCG
+AGCTACAGTATCCTTTTCACGTATACAGTTTCTTAACCGAATCGCCGCCAACTTTAATAACTCATCTCCA
+CTACTGTGTCCCCAGGTATCATTGACAAATTTAAACCGATCTAAATCAATGAACAATAAAGCTACTTCAC
+TATCTTCAGCTTTATCCCCCTTTAACTTATTATGTAATCTTTCGACACATAAACCACGGTTAGGTAGCCC
+GGTGAGTGAGTCATAATTAGCTTGTAACCAAATATCTTCCTCATATTTTTTATGCTTAGTGATGTCTGAA
+AATAAACTAATATATTGGAGTGGCTTTTTATCTTGGTCTCTCACCACTGAAATAGCTAAAAATTCAGGGT
+AAATTTCACCATTTTTTCTTTTATTCCAAATTTCACCTTGCCAGCTATTATCTTGCTCAAGAGATTGCCA
+CATTTTTTGATAAAAATGATTGTCATGCTTACCTGAGTTTAGAATATTAGGTGACTTACCTAATACCTCT
+TCTATGCTAAAACCACTGATATGACAAAATGCAGGGTTAACCGTTTCAATCCTATTCTCTGCATTCGTGA
+TCATGATTGCTTCTGAAGCATACTTAAATACTGCCGCAGAAATCCTTTGCTCGCCTTCTGATTTAATACG
+TTCGGCTAACATTTGATTAAAAGCTATCACCATATCGGATATTTCATCCTTTCCTTTGACTTTCAATGGC
+TGATTAAATTTATGCTCAACCTCCATTGTTGTCATTGCGGTGCTGATATATTTAATTTTCGCAACAATGC
+GCCTAACCGCTAAGAAAGAGAGGTATAAGGTTGTTATAAAGACCAAAATAAATGTTGTTATGTAGAGCAC
+TAAACTATCGATTGCTTGTTGCTCTTCATGACTCGCTAAATTCTGCATTTCAGAAAGGATATGATTGCTT
+ATTGCTCTAAATTCATCAATGCGTAACGAAGACAAATGCCACCACTGCTCAGTATCAATACCGACATCAT
+TTTGTTGTAGCTTCTTAATCGCAGCTACCGCTTGGCTATCATCAATGCGAATTTCGTCATCTATTTGCTC
+AGCATGTCTGCCTTTGTCTCTTGACATTTTTGCTAATAAGATATGCTGGTGATAACGATTTAAGGTCTGC
+CCAATAATATCAACCGCTTGTTTTTCATCATTTGTTAAGTTGGCAATATCATTAAATGTTGTCAGATAGT
+TTTGACTGGAAGATAGGCGAGTTAGAAAACTGTCAAAGTAATTGGTTTCTCCTCTTAATACATAATTTTT
+AAAATCATGTATTAAGCCGCCATAGCCTATTTCTCGTTCAAGTTGTGCCAATTGCTCAGCGCGTATTAAT
+CTTTCATTGAGTAGGTCTCTAATGAGCAATACTTGCTGGTTATTTTCTGAATTAAGTTGCCGCTGTAACC
+ACAGTTGATGATGCGATTTTGATACAGAAAATAAATCACTAATGAGCTCTGTTTGTGCATTTCCATAAGA
+GATAACTTGCTGGAGCTGGCTGGCGTATAGCTGTTTAGTATTCAAAAAAGCGTTTAAAGCACCACGTTCC
+TGTCCTGATTTTTCTTCTAGTCTGAGTAAATTAAGAAAGTCGATACTATCTCTATTTTGTTCAGTGCTTT
+TAAGATGAACTTGTACTTGTGATATTAAACGTAATAGGTCTTCATTAAACTGGGAGTAGTAAGCAAAGTA
+ATCTTGGCTCTCAGAATTATCAATTTTTCTCCGTGCTTTTGATAATCCTTTAATACTTACAAAAATGTCT
+TTAAGCACGTCATTTATTACCTGCTGACTGGCAATAGTATTAAGCTCTAACTGCGTTAATTCAATACGTT
+GGATGAACTCAATAGTGTGCTCGATACGCGAGTCTGTTTGCAGTCTTTGTTTTTGTAATTGAACTAACTT
+TTTCTTACTATTTCGGTCGATAACACCTGCAGATAAACCTCGTTCTTTTTGTAGTTCATGGATTAAGTCG
+TCAATTTCACTCGAAATTTCTATAGACAAAATAGCTTTACGCGCCAGTTTAATATCCTCTAAATACTCAC
+TGGTATGGTTAAGTCCAAAGCATAAAATGATTAGCCAAGGAAGCAATAAAAACGTTTTTAGTCGTGCTCG
+AATACTAAAATGACAAGCAAAATTTTGGAACATTACAATAGATCTACTTATTTTAAGCAAAGGGTGAACT
+GGGCGTATTGCACGGATGCTATCACGAGTATTAAAAAACAAATTTGTTTGATATCAAGATAGTCAGACAA
+TGCTTGTTTACCCTGAAATATCCGCTATAGTAAAGAGCCAAGACATTGAAGTTAAATATAAATTTGTACT
+TTTTTACTTTGGGACAATTATTCAAAACAAGTGATATCATCTAGGTAACTTAGTTGAGAATAAAACGGTT
+AATCAAATCATTAAGGAAGCACTATGTCTGCATTGTTACAGAAATCCACCACGGACCGAAATACCGAAGA
+AAAACGATTAAGTAAAGATATCAATTTAATCTATGATTTCACTGAAAAACCTAATCGAACTCATTTAAAA
+GCACATAGTGATAGAGCTGTGGTTGCTAAGCTTCGCGCTGATTTAGTATTACCTAACAATAAAATTCTAA
+CCGTAGATATAGATTTTGATAGTACAAGCGGCTACCATGACAATACTATGATGGTTATGGATGACTTTGG
+TGTTGAGATGCTAGTCACTGCCTTCGCAGTAAAATACGGGCAGCAATTTGCTGATAAAATATCTAACGCT
+TGGGCAGAAAAAAACCATCAAAATGATCCTCGAAAACCCACTTACTTACTGGTACAAAAGCCAACCATTC
+ATGATGGCTTGCCGCAAGTTTTTGTCGCCTGTGGAGAAAAAGAGCACAATAAAACTAAACCACAAAGTAT
+CGTTTAATATCCAGCTAAATAAAATGTTTAAGGCTAAGCTTTCTATACTTCTAGTGTTTAGCCTCTTATG
+CGTTAGCTTTTTAAGTGAAGCCAACAATGCAACATCGATTAAAACCCTAAGTAACGTTAATAAAATACTC
+CAAGACAAGGACGGTTTTATCTGGTTAGCCGGTCAACAAGGGTTAACGCGCGTTGATGCCAATAGTAATA
+TTACTTTTTCGCTCAGTAATCAAGAATGGCCACTGCCATATTCTTGGATACATAATATGAGCCTTATTGA
+TGACAACCTTTTACTTGCCACAGAAACTCACGGCTTATGGTTATTTCACACTCAAACCGGTACTGTTACA
+AAAATCCCTGTTGATATTCCACGGCAGAACCACTTTGATGCAGTAATGTTTAAAGATAAATATTACATCA
+ATGCCCCAAATAAGTTGTATCGATATAACCCAAGTACTAAAGAAACTAATATTATTGAAAATGATATTAG
+TATTGATCATCTTGTTCATAATCAAAGGCACCTATACATATCGAATGAAAAAGGCTTATTTCAATTACAA
+GGTGACCGCCTTTCTATTATCATTAATGAGCCGATTACTGCATTAACGGCCATATCTAATGCAGTGATAG
+CCATAACAGCGAACAAGATTTACCGTTTTTCAGATGACGGAACAATATCAAATATAGGGCATAATGAGAC
+CATCTATGGGCTAACTAAAGCGTTTGATAGTGATGATTTCTTTACAGTAAATAAAAAAAATATTATCACC
+AAATATAATGGCCTGACACTTTCAACAATTCCTCATCACTATGGACAAAGTAAAACCGTACGTATTAGAG
+ATATATTTCATGATGCATCGGGAGTTTTATGGTTAGTGAGTAATCAAGGTATTGAACAAGTTAATGAGAA
+CTACATTACCAATCATGAAGTTATTTTTGATATTCCAATCAATGCTAATGAAATCAAACTATTTGATAAT
+GAGATCATTATTGGCAGTTATGGCGCTGGTTTACAAAACTTCTTAAAACCTATATTTAAACCAAGCGTAA
+ATACTGCCTTCACTAAAAAAGGCCTAAAAATATTTGATGCCATAGAGGTAAACAAAAACCTATACATCGC
+AAGTTTTGATGGTTTATGGCGCTATGATAAAAACCAAGAGAAAGTGAGTAAACTGAATATTATTGCAGAT
+CAACTTGTATTAAAACTTAAGCATAAAAACAACTTACTCTACATAGCCACTAATGATGATGGCCTCTATA
+TCTATGACTTAAATAGTAAAAAAATTATAAATCATATCGATGTTAAAAAGGGATTGTTGAGTCCTGAGAT
+TATTGATGTCTTACCATTAGAGGAAGGAAAAATATGGATTGCAAACAGCAGGCACATTAGCATTTACGAA
+CAAGCAACCAACGTGACCACAACACTGAAGTCGCCAAATAAAAGTAAAGTTGTTTCATTTGTTTTAGCTG
+ACAACAAAATTTTTGCCTCAACGCTCGGCGATGGTATTTTAGTGTTTAATCAACAAGGTGACTTATTAGC
+TCAGCTTTCTAAAGATCATAGCTTCACCGAAATGATAAAAATTAATGGTGACGTATGGGTATCTGGCCAG
+CCAGGTTTATATCGTATATCGCCAAAAAATTATCAAGTTACTATGATAGAAAATACCCAACAGTATTCTT
+TTGTCAGCAGTATGTTAGTAAAAAATGACACCCTTTATGCCATTCACTACAGTGGTATTTTGGCACTCGA
+TCTATCTGAACAAAAACAGTTTAATCCGAATGTTATTATCAGCAAAACAACTATTTCAGGTAAAGCTTAT
+TTACTTAATAAAACGATTAAGATTGAAAGTGGTAACGATGTCATCACCTTTGACTTGGCTAGTTTGGACT
+ATCGCCCAGGGTTAGCGAAAAAATATCAGTACCGAATTAATAATAGCCAATGGCAGCAAATTAGTAATAA
+CCAATTAACCTTAACAGGCCTGGCTTCAGGTCATTATAATATTGAGATTATGGCAACTAATAGCTTAGGG
+CATTGGAGTGATGTAAAAGCTTATACTGAGATAGATGTCGCCTATCCTTGGTACTGGACAGTAGAACTGA
+AAATTATTTACATCATATTAATCTTGTTTATCGTGTTGTTGACCTCTTGGTTACTTTATTTACGGACGAA
+ATCAATTAGAAACATTCACAATTTGCTCAAAGATGACATGAGAAATTGCGGTCGAGTGATGAAAACTATT
+CAACGTAATTTACAACTCACCTCTACGTCGCTAGCAAGTAATGAAGTAGAACAAAGTAAGCAATTGATTG
+AAAAAAGTATATTAGTGCTTAAAGAGAACCTTGATTCACAGGAACCCGATAGTCTTGCTGGCAAAGATTT
+AACTGTAGCGATTCCTTTTTTAGCTAACTATATTCATAGTAAATACGAAGTAAAACTATACTGTACTCTT
+GATGATAAAATCGATAGCTTAAATTATGAATTAAGATCAGATGTCTACAAAGTCATATTTGAAGCACTGA
+TGTCGGCCATATTTAAGAGTGAAGCACAAAACTTCAATCTTACGTTACAAGAGGTTAAGCAAAAATTATG
+GCTCACTGTTAATAGCGACAATGATTCTTTTAACCAACTCAACAGTAGAATCGACTTCGATCTCGCTAGT
+TATACGATTCGTCAAATTACCAGTAAACACCACGCTTCACTCAATACTTTTGATAATGATGACGGTAGCA
+GCCAACTAGTCATTAGCTTCCCATTGATGACCTTAAATTAGACCCTTCTTTTTTTGATAAAACAAAATAA
+TGAAGACATTTGCCTTATTCATTCGAAATTAGTCACCAATTGGTATAAAATACGCGTCCTTTTATCTGTA
+CGGGGTTTGCTTAGGCATTTCCAGTACGAATTCGTGTGCAAAGAGTGAAGTAATGAGTAAAAAGCTATAT
+ATCAAAACTTGGGGCTGTCAGATGAACGAGTATGACTCGCAGAAGATGGCAGAATTGTTGGATTCAACCC
+ATGGTTTCTCGTTGGTTGAAGAAGCGGAACAAGCTGATGTTATTTTGCTTAATACTTGCTCCATTCGTGA
+GAAAGCTCAAGAAAAAGTATTTCATCAACTAGGTCGTTGGAAAAATCTAAAAGATAAAAAACCAGATTTA
+CTCATTGGTGTTGGTGGTTGTGTTGCCTCACAAGAAGGTGACTCTATACGTAAACGTGCTCCTTTTGTCG
+ATATGATTTTTGGTCCACAAACATTGCACCGTTTACCTGAAATGCTAAATCAATTGCAGCACTCAAAGAG
+TCCAATTATTGATGTAAGCTTTCCAGAAATTGAAAAATTTGACCGATTGCCTGAACCTAAAGCTGACGGT
+GCCAGTGCATTTGTCTCTATTATGGAAGGCTGTAGTAAATATTGTACTTTCTGTGTAGTGCCTTACACAC
+GTGGCGAAGAAGTTAGTCGTCCACTTGATGATGTATTATACGAAATAGCGCAACTTGCTGAGCAAGGTGT
+TCGTGAAGTAAACCTATTAGGCCAAAACGTAAATGCTTATCGTGGTGAAACACATGATGGTTCAATTTGT
+CGCTTTGCTGATCTAGTACGTTTGGTTGCCACCATAGATGGTATCGATCGTATTCGTTATACCACTTCTC
+ACCCGGTTGAGTTTACTGACGATATTATTGAAGCCTACACCGATGTTCCTGAACTAGTAAATCACTTGCA
+TCTTCCGGTTCAAAGTGGCTGTGATCGCATTCTAACGCAAATGAAACGTGGCCATACCGCGCTTGAGTAT
+AAATCTCAAATTCGAAAATTGAAAAAAGTACGCCCTGAATTATCTATGTCTTCTGATTTCATTATCGGCT
+TCCCAGGGGAAACCGATGAAGACTTCACGGCAACGATGGATTTAATTAAAGCGGTTGATTTTGATTTAAG
+TTTTAGCTTTATCTATAGCGCTCGTCCTGGTACTCCAGCAGCCGATTTACCTGATGATATTAGTGATCAA
+ACTAAGAAAGATCGTTTAAAGCTACTACAAGAGCAAATAACACATCAAGCATTACGCATTGCCAGACAAA
+TGCTTAATACAGAGCAACGTGTTCTTGTTGAAGGTCCTTCAAGAAAAAATCCTATGGAATTACGTGGTAA
+AACAGAAAATAACCGTACGGTTAACTTTGTTGCCCCACATAGCGTTATTGGACAATTTGTCGATATCAAA
+ATTACTGATGTAGTTGCCAACTCTTTACGTGGTGAATTAGTAAGAGAAGAAAAAGAAATGGGTCTACGTA
+TAGCTCATTCTCCTGCTGATATTTTGGCAAATAACCATCACATGGCAACGCCAAGTAATCTTGACGAGTT
+AGGTGTGGGTACTTTTACACCATAAACACCCTTTGGGGTTTATATAGCCTTTTAACTTTTACAAAACGGA
+AATGAATTTGACGACATCAGCGACTAAACTAACCCGAGCCGTTTTCAGTTTGACGCCTGTAGACAACCAT
+AGACAAGCAAATTTATGTGGCCCTATGGACGATAACCTGAAAACCATTGAACGCCGCTTAGGTGTAGAAA
+TAAGCTATCGTGGCCATGAGTTTACTGTCGTTGGTCAGCCGTCAAATTCTCAGGCCGTTGTTCAAGTATT
+GAAAGACTTGTATATTGAAAGCCAAGAAGTTAAAGGTGAAGGCAAAATAATCACTCCTGAGATGGTTCAT
+TTAGCCATTCTAGAAGCTGATTGTCTCGAACAAGAGCAACCGAGCGATAAAGTATCATCAGAATTAGGCA
+AACAAATAAATAGTCAATTAGATAATAAATTTGATGATATGCTAACCATTAAAACAAAGCGTGGTGTCGT
+TAAACCCCGCAATGGTAATCAACAAGCTTATGTACAAAGCATAATAACGAGTGATATTAGTTTTGGTGTT
+GGTGTTGCAGGCACAGGTAAAACCTATTTAGCTGTTGCTTGTGCTGTCGATGCGCTAGAACGTCAAGAAG
+TGCGTCGTATTTTACTCACAAGACCAGCTGTAGAGGCGGGTGAAAAATTAGGTTTCTTACCTGGTGATTT
+ATCACAAAAGATAGATCCTTATTTAAGGCCGCTTTATGATGCTCTTTTTGAAATGCTTGGCTTTGAAAAA
+GTCGAAAAACTCATAGAGCGTAATGTTATAGAAATTGCTCCACTGGCTTATATGCGTGGCCGAACACTTA
+ATGATGCCTTTATTATTTTAGATGAAAGTCAAAACACTACCGTTGAACAAATGAAAATGTTCTTAACGCG
+TATTGGTTTTAACTCTCGTGCTGTTATTACCGGTGATATTACGCAAGTCGATTTACCTCGTCATCAGATG
+TCAGGGCTTCGTCATGCCATTGAAGTTTTACAAGACATCAATGGTATTAGTTTTAACTTCTTCCAATCAA
+AAGACGTCGTTCGTCATCCCGTGGTTGCCCGAGTAGTTGATGCCTATGATAGTTATGAGCAAAAAATAAA
+TAGACAAAAACAAGAAAAAAAACAGGCTCAACAAACAAGTAATGATAAAAGCGATGTAAGCTAATGGCTC
+ATGTGATTGATCTTCAAGTTGCCTGTACTCCCACCAAATTACCCACTAAAGAGCAATTTCAGTTATGGGT
+TGATACTGCCCTAGCCGAAGTTAGCAGTAGCCCAAATCAAGATTTTGAACTTACCATTCGCTTGGTAAAT
+AATGAAGAAAGCCAACAGCTGAATAAACAATATCGAGACAAAGATAAACCAACCAATGTTTTATCTTTTC
+CTTTTGAAGTACCTGATGGCATTGAACTTAACCTATTAGGCGACTTGATTATTTGCATTGAAGTAATGAA
+GCAAGAAGCGCAAGAGCAAAATAAAGCCTTGTTTGAACATTGGGCTCATCTTGTTATTCATGGCTGCTTG
+CATTTAGTTGGCTTTGATCATATAAGTGACACTGAAGCACTTGAAATGGAGTCTATTGAGATTACCATTT
+TAGAAAAACTAGGGATTAGTAATCCTTATTTAGAACAGTAAATCATTAGTTTATAACGATAGAAATAGAA
+TTAACTCATAATTTGATGAGTAACATGTTCGATTACATGCCCAATACCATAATACAGGAATACAAATAGC
+TCTATGAGCGATGACACCCCCCACTCTAGTAACGGTTCAGCCAGTAAGTCCTTTTTAGATAAAGTTATGC
+AAGTATTAACGCCTGAACCGAAAAATAAAGATCAATTGATTGATATATTAAATGATGCTCAAGACAGAGA
+ATTAATCAATCCTGAAACCAAGCAAATGATTAAAGGTGTCTTAGACGTATCTGAAATGCGCGTACGAGAG
+ATTATGATCCCACGTTCTCAAATGGTTACGATTGATATAAACCATAGCCTTGATGAGTTCTTACCTATTA
+TTCTAGAGTCTGGTCATTCACGTTTTCCCGTTGTTAATGAGGATATCGATCACGTTGATGGTATTTTATT
+AGCGAAAGATCTACTTGCTTTTGGCTTTAACTCTCAAAGTGATAATTTTAGCTTAAGTGACGTTATTCGA
+CCTGCTATTATTGTTCCTGAAAGTAAAAAGGTCGAACCTTTATTAAAAGAGTTTCGTTCAAATCGCTACC
+ATATGGCCATTGTTGTTGATGAATACGGTGGTGTTTCCGGTGTTATCACCATCGAAGATATTTTAGAACA
+AATTGTTGGTGAAATTGAAGATGAAACCGATGATGAAATTGAAGAAGAAATTAAGCACTTAGCAGGAAAT
+GTTTATCTAGTAAAAGCGCTGACCGAGCTTGGCGACTTCAATGATTACTTTAACTGTAATTTTAATGACA
+CCAATGCCGATACCATTGGTGGTATTGTTTTGCGTCAGTTTAATCATATGCCACAAAAAGGTGAACTATT
+TCGCTTAGGCAACTTTGAATTTAAAGTGCTAGTAGCCGATAGTAGACGTATGCAAATGCTACAAGTAAGT
+GTTGATAAAGGTCACGAAATTAACGGTAAAGTGAGTGACTAACATCATTAAGGCTTCTGTTTTTCAATCA
+ATAAAAAGCAAACTAACAAACCCAAGTAATTGGCTGTGTTTTCTTAGTGGCTTTTTCTTGGTTTTTGCTT
+ACGCCCCCTTTTCTTATTGGTGGTTGGCATTAACGTTACCTAGCATCATGTTATATCAAGTCAAAAATTC
+CTCCCCAAGAGTAGCCGCTAAAAAAACAGCCCTTTTTGCCTTTGGCTGGTTTAGCAGTGGTATTAGCTGG
+GTTCATGTCAGTATCGACCAATTTGGTGGCCTGCCACTAATAGTTTCTTTGCTATTAATGTTAGCGTTAT
+GTGCTTACCTGGCATTATTCCCAGCACTTGCAGGTTACTTAACGGCGAGAATAGCCAAGAATAAACACGT
+TAATTTATGGTTATTCCCTTCTATTTGGTTACTGTGCGAATACTTGCGCGCGGTGGTGTTAACAGGCTTT
+CCTTGGCTATCGCTTGGTTATAGTCAAATAGATAGTCCGTTGGCCAGCTTTGCACCTGTTATCGGTGAAG
+TAGGTCTTACAGGCATTATCTTAGTATTAAATATTTGCTGGGTAAAAATTTACTGTTTTTGTTTAGATTA
+TATCAATAACAAAAATCAAAAATCCTCAATCACGCTATCACACAAAAATTTACTTTTACCACTCAGCTTA
+ATGGTAAGCATTATGCTTACCAGCTTTAGTTTCGCCCATGTAAGCTGGACCGAGTTAACCGGTAAATCGA
+CTAAAGTGGCGCTAATTCAAGGTAATGTAGCCCAATCAATAAAATGGCAGCCAGAGCAAGAGTGGCCAAC
+CATGTTGAAATACCTAGATTTAACGCGTGTAAACTATGATGCCGATCTTATTGTTTGGCCTGAGTCGGCT
+ATTCCAGCGCTAGAGCCTGCAGTACAAGACTATTTAGGTACAGTGAATAGCTCAGCGATTTTGAACAACA
+GCACAATAATTACGGGTTTAATTAACTACAATTTTGAAAGCAAAGAGTACTTTAATGCTTTGGTGGTTCT
+AGGTAAGAAAAATACTGAAGATGAACAAGGTTATTATTATAACCACAGCAATAGATACTATAAAAGTCAC
+TTATTACCTATCGGTGAATTTGTCCCGTTCCAAGAACTGCTTCGCCCAATAGCACCCTTTTTCAACCTAC
+CGATGTCCTCTTTTACTGCCGGTAACTACATTCAACCAAATTTAATCGCTAATAACTTACATATATTACC
+GTTAAACTGTTTTGAAATAGCTTTTCCAATGCAATTAGCAGCCAATTTCACTGATGATACCGATATGATT
+TTAACAGTCAGTAATGATGCATGGTTTGGTGATTCTCATGGTCCTCACCAGCACTTTGAAATTGCTCGAA
+TGCGGGCGTTAGAGTTTGGTCGCCCATTAGTAAGGGCAACAAATAACGGTGTGACAGGCATGATAAATCA
+TTTGGGAGAAGTTACTGCGATTGCACCACAATTTGAAGAGGTAGTACTTAAAGGAACGGTTGAGTTTGTT
+AAGGGTGATACTCCCTATAGCCAATGGCCAAATCTAATATTATGGTTGATGATACTGTTACCATTGACCT
+TGATGAAAATTTTTAAACTTTAGCAACGTAAACTGTAGTCACGTAAATTTAGTCATTTGCATAGTAATCG
+CTTTACTATTAACGATGCTTTCACGGTAAGCCTTGAATCATCAGTAGAATAAATAAAATGAAGAGAGTGG
+CACTTTATTTATTCTACTAGCTTATCTATCTGTTTTGTTTCGGATGCAATGACGTTTTGTTACGACCTGT
+TTCTTTTGATTGATATAAAGCGGCATCAGCACATTCAACCCAAGCTTCATGGCTTGTAATACTCTCATCA
+ACTTCAGCTACACCAACACTTATAGTGTAATTAATATCAATATCATTGTAAGTCACAGTGGCCTTAGCCA
+CTTCTTTTCGAAGACGTTCAGCAAATACGTAGGCATTTTTAAGGGAGGTATCTGCCAATAAAATGGCAAA
+CTCTTCACCGCCATAACGACCACAAATATCGGTTTCCCTAACATGGTGGCGAATCAAGCTAGAAAGGTGG
+CGAATAACGACATCACCAACCACGTGACCATAAGTATCATTTACATTTTTAAAGTGATCAATATCTAACA
+TCACTAATGAGCTAGCATGTTGACTTCGGCCCCAACGCTTATGTTCAGCTAATAAACACGTCTCCCAGTG
+CGCACGATTGAACAATTGAGTTAAGCCATCTGTTTGACTTAATATTGCCAATTCTTCATTCGCTTTTTTC
+AAGCCTTGCTTATGCACAGCATTGTCTGTGACATCATAAACCAATAAACACAAGTGGCTAACGTCACCCG
+TAGAAGATAAAAGCGGAATGAACGTGGTGTTTTGATACATGAAATCAGCGCTGCCAGTAACAGGGCGATA
+ACTATCAAACTTAAACAAGTAGGGTCTTTGTTCCCATATGGTAAAGGCTTTATTTTTCAGTAAAAAAACT
+GATTCTGCCTTGCGAGTAAACCAATCTTTAGGGATTTCTTCAAAGAGATCAAATATCAACTTTCCCTTTA
+CTTGACGAGGTAATAAACCACTATGGTTTTCCATAAAACCATTAAATATTTGAATGGTGAACTCTTTATC
+AAGCACAACTAGACCAACATCAATGTTATGCAACATTTCCATTAGCCAATGTAATTCATTTAATTGTGAT
+TTTTCTAACGTCATAACCAATTCCTGTCGTCGCTTAATCGCGCTAACTTATACTTATGTCATTTGCCATA
+AGTGATTTGTACCTGTTAACTCATGAGTTAATCAATCAAATAGGCCAATTTATTATTAAGTGTTTGCATA
+GACTTTTCCGTAAAGAGTAATAACAAATCACACTTGATTGGATAGTCCTCTATGCTATAACTAATTTCTA
+TTGCGAGTGTTTTTTTCCATTTATTGGCATTATTTGCAATTAAATCAGAAATTTTTCTATGTTGCCCTAA
+GACCTCAGGATGTCCCTGACTAAACTGAATATCGAGCTGCTCTGATATTCCTTTTAAGCAGGCACCAATA
+AGTACATTTGCTAAGTCCATTAATAGTTCTAACTCAGTCCCCATATCTGCATCGTATTGATAATTCATCA
+GTGATGCGACATCTTTAAAGCTAGAGTCGTTAAGGATCAGCAAGGCTTCTCCTGAAATGCCTGCACTAAT
+AAAGCCTTGGCAAATACCCGATGTACTTTCATGATTTTCGATATCTTTCAACGCCATTCGAAGCTCACTC
+ACTTCGATGAAATTAACATTAGGAATAGGTAATTCAACAAAAACGTTGAGTAAACGAGCAAGTAAATCAC
+CCGCTCGACCCATAGCAACATTGGCTATTTCTTGATAACAATCGCGAACATCCGTTGATAAGGTAAGATT
+TGTCTCTGCAACTTGTGGTTCACTCTCAACCGTAGAGACATTAATTTGAGTAACCTTGGGTTTCTCAGGA
+GTATTTATAACAGCAGATGGTGTAGTTGCAGGAATATTAATTGACGTATTATGCGATGTGTCTAATTCAT
+GATTCGTCGCTGGAATTTCATGAGAGAAAAGTCCATACGATGATAGTACTTCAGTGAGAATATCTTTATT
+GACCGGTTTTTGAATAAAACCTAGTGCGCCTAAACTCGTCACACGTTGATGAGCCTCAGGTTGAATATCA
+CCTGATATTACAATGGTAAGTGTTGGTAAATCTTGCGCCATAATGGCTTCAAGCACTTGATAGCCATCCA
+TCTTTGGCATGTTAAGATCAAGTAATAGTACGTCGCCCTTCCCTGCCTTTATCGCTTCAATTCCCTCAAC
+ACCATCAGCGGCAAAACTTATTTCAACATCCCAACCATCAGGTAATGATCGCGCTACTTGCTTGCGCGCC
+ATATTAGAATCATCACAAATTAATAATTTAGTGGTCATATTAATCTTAGGCCTTACATAAACGATAACAA
+TGGCCGAGTATTAAATATCTAGCCTCTATTGATAACCTTAAAGTATCCAACATAAAACACAATGATTAAG
+TTCTATTTATAGAATTTTTATCGCTAAACGGCTAATATAATTTCACCTTAACCATTAATTTCAATAAACC
+ATGAATTTTCCTACTTCAAACATTGCCTTATGTGCATTTTTTATCGCCAGTTTTACGATTGCTTTCACTA
+GCCATAGTGATAATTTTGACTCAAAAAAACTTAAATCAACACAAAACCTAGTCAAAGCAGGAGATAAGTA
+TGTCACCCTGTTAGGCGAACAGGTAAATGTTGGCGAGCAAGCTCCGCAGTTTAAAGTTGTAGATAAAAAC
+TTTGCACCGGTGACATTGGCAGACTTTCAAGGACAAACGGTACTTATTTCAGTAGTGCCAAGCTTAGATA
+CCGGTGTTTGTTCTATCCAAACAAAACGATTTAATGAAGAAGCAGCAAAGCTCCCTGAGAATATTACCAT
+TTTAACCATCAGTAATGATTTGCCTTTTGCTCAAAAACGTTTTTGTGATGCTGAAAAAGTCGACAATATT
+AAAGTACTATCCGATTCAGTTTGGCGTGATTTTGGCACGAGCTATGGTTTATTAATTAAGGATATGGGAC
+TACTTACCCGTGCCATATTTGTTATAAATAACCAAGGAAAGATTGTTTACAAAGAGCTAGTTGCTAACAT
+ATCACAACATCCTAATTATGATAAAGCGCTAGCTAAAGTTAGATATACGGCGCCTGTTATCGTTATCGAT
+CCTGAAGCCGAAGTTGATGCGACTAAAGAACTTCCCGTAAAAGAAACCGAAAAATAATGCTTTAAGCACA
+AACTTAAAATAGCACTTAAAAACAAATACTTGAAAAATAAAACACAAATTAATTCAACTTTATTCTTGAA
+AAATCAATAAACAATCCCATCTTTAATTGTGTAGTCGCCGTAAGGGGCTACACAACAAAAATTGCCTGTT
+CATTGTGAAAGGCAGCATTATTTTAAATGACATATGATTTTGTGATTAAACGCTAGGCAATATTTTTGCT
+ATAAAATCACTAATAACATCAACATCGCTATTTAAAATAATAATCACTTTATTGCTATATTATAGGATAA
+CTTATTATGCGTAACTCTACAGACTACAGCCCTCTTTATCGTTCATTTATTGGCTTTGACCATTTAGCTA
+GTTTAATTGATAAAGCTTCCCAGCCGGGCAAACAATCATCATACCCGCCATATAACATTGAGTTATTGGC
+CGAAAATCAATACCGGATTACTATGGCTGTCGCAGGCTTTCGTGAAGAAGATATTGATATTGAATCTAAA
+GACAATGGCTTAATCATTGTTGGTACCAAGCAACCCCCAGCTAATTCAACACAGGAAAGCGAAGCAACCA
+CTCGTCATTTTTTACATCAAGGTATTGCAGAGCGAAATTTTGAGCGTAAATTCCAACTAGGAGAACACGT
+CAAAGTCATTGGCGCCTTTATGGAAAATGGTTTACTACACGTTGATTTAGAACGAGAAATCCCAGAAGCA
+TTAAAGTCTCGAAAGATAGCTATAAATGGTAAAAGTTTATTGAATGGAAATTCATAACTCCTAATTTATT
+TCATGTTTCTCCTTTTGTTTTATCTGTTGTTTTTGCCCAGTCTTTGACTGGGCTTTTTTGTTTTACTATG
+CTATTTAAATAGTGATAAAAATTATTTAAGTAGTTAGCCATTGACTGAACTTCCACAGTTAAAAAATAAA
+ATCACCATCGCAGGATCTGGCCCTGTAGGCGCCATGCTAGCCATTATTTTATCACGTGCCAATTATCAGG
+TAGATGTCTTTGAATCACGCCCAGACCCCAGAACGCACATTGCTCAGCAAGGTAGATCTATTAATATTAC
+TTTATCAGAGAGAGCATGGGCGGCACTGGCTATTATTGGCATTGATAAGAAAGTTCGTCAATATGCTACG
+CCACTTTATAAGCGTGTATTCCATGGGCAAGATGGGATTATATCAGAACAAAACTATGGCAAAAAAAATC
+AAGCTATCTGGTCTATATCACGAGAAAAATTGACTGATATTCTGATCAGTCAAGCTGAGCAAGAAGCACA
+AGTTAACTTACACTTTGAGCAACGATTAACATACGTAGATTTTAGCACTGCTTGCTCCTCTTTCAGCTAC
+TTGAAAGCAGGTAGAAAAGGCCATAAAGAGATAGATGCAGATTACGTCTTTGCTGCCGATGGTGCTTTTT
+CTAAAGTACGTCGTCTTGCGCAGGAAACACCACGTTTTAGCTATTCTCAACGTTATATGAAGCAATCATA
+CATAGAATTAACCATTTCCCCGAACAAAGATGGTAGTTCTAAATTATCGCCACATGCTAGTCATTTATGG
+CCTCGCAAGGGATTTTTATTGATTGCACTGCCAAATAATGATGGTAGTTTTACCTGTACCTTATACTTAA
+ACTACCAAGGACCTATTTCATTTTCGTCACTGACAAGTGCAAAGGCTGTAGAGGATTTTTTTCTCCATCA
+TTTTACTGATGTTATGCCACTATTAGAAAGTCCTGTCACTGAATTCCTAAATAAAACACCTAGTCCACTA
+TTTTTAGTGAGTGTCGATCCTTGGGTGATAAATAACAAAGTGGCTTTGATAGGCGATGCTGCGCATGCCA
+TGCTGCCTTTCTATGGCCAAGGTTTAAATAGTAGTTTTGAAGATTGTCACGTACTCGCAAAGCTTATCAA
+GTTATACCGTGATGACTGGCTAAAAATATTACCCGCTTATTACTTACAACGTAAAAAAAATAACGATGCT
+ATTAGTAAATTATCTAATGACTATTTTACTGAGATAAGCAGTCTTGATGATAATATTGATGAGCAATTGA
+ATAAAAAGATAGCTCATCAATTCGCATTAAAGTACCCCGAACTTTGGCCTTCATTAGATCAAATGGTCAG
+TTTTTCTCCTGATATATCATACGTAAAAGCCAGAGAGATATCAGTAGCACAAAAGAGCATTATGGCTGAA
+ATAATGCAAATTAAGAATATTCACCAGTGTTGGCAGGAGGATCACATATACCAGGAGTTAGAAAAAATGG
+CCTTAACAAGACTTGCCCCTTTACTCAAATAGCCCGGTTTGCATAAGTTAAGAATAAAACCTTAGAGTAG
+CGATTAGTTAAAATTCTAGTGAAAACAATAATTCTGATAAATCGGGCTTCCATTGGAATTCTTTTAGTTT
+GATCCTGCTACCAATCACAACGACCTGCTCATCTTGCAAATGATGCTTTTGCTTATCAAAATTTTCACTG
+CCTGGAGGGAAAGAAATCTTACCCTGTGAGTTAATAACTCTAAACCAAGGTACCCTTTGCCCTCGCCAGC
+CATCTTTTGGTACTTTACCAAGCGATTTACCGACCAGACGCGCTCTACCAGGCAAACCGGCTAAATCCGC
+AATTTGCCCATAACAAGCCACCTTACCTTGCGGAATTAACTGTACCGTTTGCCATATTTGTTGGTAATGA
+GGATTTAGCATTGTGTTATTAGTCCTGTTTTTCATCCGAATTGTTAATTACCGAATAAATTACGGTATCA
+TAGCAGCATAAGTAAAAATAACGCGAGCGGTCAATAGACCCTGAGGAAAAACATGAAAATTTGGGTTGAT
+GCTGATGCATGTCCAGTGGTGATCAAAGAAATATTATTCAAAGCAGCTGACAGAACGAAAATAGCCATCA
+CCTTGGTGGCTAATCATCATGTCCGCATACCTCCTTCGCCTTTTATAAGTTTCATGCAGGTAAGTAGCGG
+CTTTGATGTTGCCGACGATGAAATAGTTAAGCGTATTGAAGCTAATGATTTAGTTATCACCAGTGATATT
+CCACTAGCAGATGAAGTGATAGATAAGTCGGGTATTGCCCTTAGTCCACGTGGCGAGCTTTATACTAAGG
+AAAATATAAAATCGCGTCTCAATATTCGTGACTTTATGGACACCATGCGTGCTAGCGGCGTGCATACAGG
+TGGGCCACCTGCTTTAAATCAAACAGATAGACAAAATTTTGCTAACCACCTTGACCGTATTATTACCCAA
+TTTAAGAAAACTCAATAGGTATAAAAGTACGTATTTTAGCTGGAACCTGCATACTCATGCGATTAGAGGA
+TAGGCAGATACTCAAGTGAGTATCTGCGAATTAACTTTAAGTGATTTTCAATTAAGACTATGCAAGTAAC
+ACAAGCCTATTTCACTCTTAGGTTTTGGCTAACAAGAGTGCTTTAATTTCTGCTATTTCACTTTCTAATT
+TATCAATTTGTGCGCGACTAGCGGGCTCACCGCCATCTCCACTTTCACCGTGTTGCTCTGCACGAAACTG
+CTCATGTTCTTGACTCATCACTTCTAATACCGTACCCACCATCATATTTAAAAAGATAAAGGCGGTTAAA
+AAGATAAAAGTTAAATAATAAATCCAGCTTAGTGGATGTACAGCCATGGTTTCGTACATAACATCGGTCC
+AATCTTCAAAAGTGGCAACACGAAATAAGGTCAACATAGAGATGGAAACATCACCCCATAACACTTCGTT
+AATTGAGTGAAAGTACATGCTACCGATTGCGGCATAAATATAGAAAATTACAAACATAAGCAGCGCGATA
+TACCCCATACGAGGTATCGCTTTTAGTAATGCATTAATCAGTAAGCGTAATTCTGGCACCATGGATACTA
+AACGCAGAACACGAAAGACTCGCAATAATCGAGCGAGTAGCACACCTGAGCCACCTGATGGAACTAAGCT
+ACCAATAACAATAACCGTATCAAAAATATTCCAGCCACTTTTAAAGAAGTTCTTTTTCTGGGGACACGCT
+AAATAACGAATAGATATCTCTATAGCAAAAAATACAGTCACCGCTACATCCATAAGCAATAAAATAGCGA
+CTACGTTAGAGGATAGATTATGTGTTTTTGCGCCAATCAATAACGCAGATAATAAAATAACCGCAATGAC
+AACACCTTGAAATACTTTGCTGTTATCTATTTTTCTAAGTTGGCGCTGAGCCTTGACTACCAAAAGCCCC
+ATTATCTCATCCCTACCGCAGCATCACTTACATGAGGATTACTGCGGCGCTCTTGCCCAAAAGTACTCAT
+TGGGCCATGTCCAGGGATAAAACGAACATCATCACCTAAAAGGAATAAATTTTTACGAATAGAATTAATC
+AGCGTTGCATGATCGCCACGAGGAAAGTCAGTGCGCCCTATTGAGCCACTAAATAGCACATCGCCAACTT
+GGGCAAGTTTTGACTCACGATGAAAGAACACAACATGCCCAGGTGTATGACCCGGACAAAAATACACTTC
+CATAACAATATTACCAAAACTAACGGTATCACCTTGATCTAAAAAACGGTTTGGCGTAAATTTTTTCGCA
+TAAGAGAAAGCACCACCAAAGCGTTGCTTTTGATCTTCAATTCCATCTATCCAGAACTGATCTTCTTTGT
+GTGGGCCTTCTATCAGCACATCGTAGTGGTTTGCAAGATCATCAGTTGCACCCGCATGATCAATATGTGC
+ATGCGTAATTAGAATCTTTTCAAGTGTTAAGCCATGTTTGGTAATACCCGCTTTAATTTTTTCGATATCA
+CCACCAGGGTCCACTACCGCAGCTTTTTTAGTGTCACTACACCAAAATAAAGTACAGTTTTGCTCAAAAG
+GGGTTACCGGAATAATTTCATGCTTCAACATATCTTGCTCTTCAATTGTTACTATTTACAAAATGACAGT
+ATTATATACTCAAGCCACCTCAATATGCGAGTTTCAGTCTCTCCTGTGTCCATAAATTATTCCGTTATAT
+TGCTAACAAAAATGTAATAAAAGCAATGAATAGTGCTTCCCCTAAGCGCCTTAACTCGGTAAGCTTTGCG
+CAACTAATTTTATCGACTACTCACTATTTATGACCACAGCTTCTTCTCGCGATTCTTTTCATTCTCGTCT
+TGGTTTTGTTCTCGCTGCAGCAGGTGCTGCTATAGGTTTAGGCAATATTTGGGCGTTCCCTACTCAGGCG
+GCAAATAATGGCGGTGGTGCTTTTTTAGTTGTTTATTTAGTGGTGACTTTTTTACTTGCTTTGCCTGCAC
+TTTATGCAGAAATTTATATTGGCAATCAAGCACAAACTAACCCTGTTTCCGCCTTAGCTAACGCATGTGG
+TAAGCGCTTTAATAAACTCGGACACTCTGCTGGCATCATAGGGATTATTGGTGCGATGATGATGCTCAGT
+TTTTATACCATAGTAGCCGGTTGGATGTTGTCGCATGCGCTAGCGTCATTAGCTGAATTAGTTGGTTTAC
+TGGATTTATCGCATTGGCTATCGACCTCAAGCACGCTGCGAAATGTAATATTTACGCCCATATTTATCGT
+GCTAGGTGCTGCTATCGTTCATCAAGGCGTTCACAGTGGCATAGAGCGTTGGTCTGCGCGATTAATGCCA
+ATGTTATTAGTGATGTTGTTTGGTTTAATCATTTACATCTTACAGCAAGATGGTGCGAAAGAAGGTTTGA
+CGCTTTATTTAGTCCCTGATTTTAGTCAAGTCACTGAGCCAAAATTGATTATTTCGGCCATGGGGCAAGC
+ATTTTTCTCACTCGCTATTGGTGTTGGCGCTATGATGGCTTATGGCTCATATATGCCTAAAGGACAAAGT
+GTAGGTAAGTTAGTATTATCGATAACGTTACTTGATACCTTTATTGCTTTTATTGCTGGTTTACTGATTA
+TCCCTGCTCTCTTTGTCGCTCAACATAGTGGACAAGAAGTTTTTGTAGACGGTCATCTCATTGGTGAAGG
+GCAACTTATTTTTAATATTTTACCAACCTTATTTAGCTCTATGGGAGGCATGGGATTACTTGTTTCTTTT
+GCTTTTTTCTCACTGTTATCAATTGCAGCCCTTACCTCAACAATTTCATCAACTGAAGTGCCCGTTGCTT
+ATCTCATTGAAGATAAAGCGATGACAAGAAAACGTGCAACTTGGTTAGTCTCTGGGTTAGTATTTATTGC
+CAGTATGTTTCTCATTGCCTTTTTTGAGCAACTATTTGGCTTAGTGATCCAGCTCTTAACTACTATTTTA
+CAACCCCTAATGTCATTGTTTTACTTCATCGTTATTGGTTGGTTGTGGAAACGAGGGAATCAACTTACCG
+ATATTGCTCAGTTAAATAAACACATGTCACTAAAATTACTTGGCTTTTATTTACGCTTTATCTGCCCAAT
+TCTTTTAGTGGTAGTCTTTATTAATGTGGCTTTTTAATCGTTATACCCGTTCCACTTGAAGATACATGAT
+TCAGCTGGAATTAGAAACGCCTTTAGGCAAGGCATTGATTGAAGAGAATAGTTATATCTATTGTCGAAAT
+CAATAACGCAAATTAAAGCGCTACTAAACCAGCCCCCTTGTGGAAGGCTGAACAAATCATACTCTGCGTT
+ACATTTCTTTTTAAGGGAATGACCCTTAATAAAAAAATGTTCCTTGATTATGAATCGCTCAGACTTCCTG
+AAACGAGCGTATTCAAGTGGAGCGGATATATACTCTGATTGTCTATTGAGGCTAGATGATGTGAACTGAT
+TTGAAGTGAAGTGCATGTTCAGCTAAACAATACTCATTGGTGCTAATGATTAGCGTCGTGAGCGAAACTA
+GCGATGTTTACGGTAAATGGCCTCTATCGTACCATTAGCCGTTAATTCTTTGATTACCTTGTTAACGGAG
+TCTCGTAGCATCTCATCTTTAAAAGCCATGTGTGAGTAAACGTCTGGCCATAATCTATGTATGGTAAAGT
+CTTTCGCTGCTATTTTATCTTCATTTATATAACGTTTATCTGCTAAGTCATTTAGAAAAATATGTATATC
+TCCGATACGAATATCTTTCTCACCAGCAACCATCATATAAGTAGTCTCATCTGGCTTTGAATGCTCACTG
+TAATGAGGATTAGCAAGAGCCATTTTTTTATAATCGTCACCAAGCATTTCTTTAGCCCCCTGATAGGCAG
+CAATAGAGAAATCTTGTAAATCGGAAATTTGGTTAACCTTAATTTTTGCTGAATTTTTTGACACTGCGAC
+ATCGGTATAACGGAAAACAGGCGAGGATAAAAAGCCTTTAACTGATGAGTTTGAGAAAATATTGCAGGCA
+ACATCAATTCGTTGTCCTGAATTGATTTCATGTAACAATCTATTGTTACTCATATAGATAAACTGCACAT
+TATATCTTGGTAATTGCTTAAATATTTCTTCGGTCAGTTCAAGAAACACACCTTGATTATCTTCTTCATC
+AAGAAAAGGTGCAAAATTGCCAATACCTATCTTTAAGTCTTGCTCAGCCATTATCAAACTGGATGAACAT
+AATAGTGAAAATAAGAGCAAACGGCATAATATTTTAATCATATAAAATAGCCCACTAACAGAGTGTTATT
+AACGAGAATAAAGCAACTGATTAGCCACATTAGTCATTTTTTGTATAAATCACAATAACCAATAAAACAC
+AAAAAGACGATAAATAGTAGCTAGTTTCTATGATAAGTTAGGAAAATGTTCCTGCCAGTACTTTTAGTCA
+AGCAATTCTAAAGATTCTTTTTCACTGAGATCCACCTGCTCTATTTTCTCAAAACGGGTAGATATTTTAT
+CTGCCGAGGTATGTATTTGTTTCACATCCGTTGCCGCCTGATCTATATGCCTAGCAAGGTTAGCAAAGCG
+ACCTTTAAAGCGACTAAAGTCTTGCGCTAAATCGGACAAATGTGCCTGAATAATATGAATTTGCTGTCGC
+GTCGCCTCATCTTTAAGTACCGAGCGTGCGGTTGTTAATATTGCCATTAAGGTCGTGGGCGATGTCAGCC
+AAACGCGTTTCTTATTAGCATATTCTACGAGATCACTTTGGTGACCATGGATCTCAGCAAAAATCGCTTC
+TGCAGGAATAAACATAATAGCGCCATCAGCTGTTTCGTTATCAATCAAATACTTATCACTAATATCATTA
+ATGTGTTTTTTGATATCTATTTTAAATTGGCGCATAGCTGATTTTCGCTCTGCCTCATGGGTTTCAAAAT
+CCACCATTTTTCGATAGTTTTCTAATGGGAATTTAGAGTCAACAACAACGTTACCCGTTGGTTTAGGTAA
+AAAGAGCACACAATCGGCAATTTTACCGTTTGATAGCGTATGTTGAAGTTTAAAGCTTTGTTCCGGCAAT
+ACATTTCTAATCAAGCTATTTAATTGTACTTCACCAAAGGCGCCCCGTGAGCGCTTATCATTGAGTACTT
+CTTGCAAGCTAACTACGTTGGTAGATAATTCAGTAATTTTCTTCTGCGCGTCATCAATTAACGCCAAACG
+TTGTAAAATATCACTAAAGGTTTTGGTGGTTTTTTCAAACCCCTCAGCCAAGCGTTTTTCTACTTGACCA
+CTAATCTCTTGTAAACGTTTATCGGTCGCTAGGGTCAAACCATCTATACGTTTACTCATTTGATCACTAC
+TTTGTGCCAGTGTTTTAGCCAACTCTTCTCGGTTAGCTTGACCCGTATTATTTAGATGATTAATCACCTG
+ATCTAATGATTGGCTTTGATTGGTGGCAAGTTGAGTTTGTAATTCGTTAATTTGCCGCATGAGCTTGATA
+CGTAAATCAGCCATTTGCTGTTCAATATTATTCGATAACTGCAGTTGTTGCTTATCATGGGCTTGTGATA
+ACTGTTGTTGGTTAACATGTTGATAATTTTGCTGTAAATGTAACAATTGTTCTGAAAAATGTTGGCTTAA
+TAATGCTTGAACACGCTCTTCTTGCTCAGAATTTTGTGTTAGCACTGCATTTTTGATGCTGCTTAATCGA
+AATAACACCCATATCAGCATTAAGAAAAATACTAATGCTAATGTGAGTGCGAGTGGTAAAAGGTGTTGTG
+GCTCTATGGAAAAGTTCATAATTGATACCAAATTCATTAAATTGTTACTCACTTAAACTGGCTCAAATAC
+TCTCGAAGAATACCAGCAATGAGTACTGTATTTTATTACAGTACTTTTCATATATTAAAACATAACTAGC
+TATATTCAACCAGTATTTTAATAAGTTAGCTGTTCAATAGCAGCCGCACAGGCTTTTAGCGTGGGCAAAA
+TGGTCGTTAATACTTGCTGTCTCGTTGTTTGAGAAATATGCGTGCTGATACTTAACGCACCAAGCACTTT
+TCCTGCTTGATTTCGTACGGGGACAGAAATAGAGGTTAAGCCCAGCTCTAATTCTTGTTCTACCAAAGAA
+TAACCTTGCTGATTTACCCGTGTAATTTCTGCGGCTAATTCCGCCTTGTTAGTAAGGGTGAAGGCAGTAT
+ATTGCTCTATGCGACAGGTTGTTAAAAAGTCATTTAATACTTCATCTTTCAGGTCCGCTAACAGTACACG
+ACCTAATGAGGTTGCAAATGCCGGTAAGCGAGTACCTACATTTAAACTAACAGACATGATGCGTTTAGTG
+GTAGCAACCCGCCCAACGTAGACAACATCTTCACCGTCTAATACCGCTGCCGAGCAAGACTCATTAAGTT
+GCTCAACTAACTGTTGCATCAAAGGTTTTGCGCTTTGCCAAACATCTTGAGAAGCAAGGTATGAAAAACC
+CAACTTGAGTATTTTCGCCGTTAACGAAAACTGCTTTCCCTCTTGCTTAGCATAACCTTCACTAACTAAG
+GTTAGTAGAAATCGTCTTGCTGCTGCGCGCGTATAACCTGTAGCGGTCGCAACTTCAGACAAGGTCATCG
+TGGGTCTTTGTTGATCAAAGGCCTGAATCACCACCAAACCTTTGAGTAATGATTGTACAATTTCGGTTGA
+TTTGATCATAACTTGATCACCATCATGTTTTTCTTGTTCTTGCTTTGACATTGAATAATCTCAAACCTAC
+ACTAATGTTCGGCATACTAACAAGTGTTCGCATAGCGCACAACTTGTTTTAGTTAACTTTACATTAGCTA
+ACGTTAAATAACTGCCAGATGAAATAACCTAGATCCTTAAATAATTCAATAGGACTAATTTATTGCTCCG
+TTTGGTATAACACGAACATGATATGAGTAGTGCGAAATGATAGATAAAAGAGTAGCGAGTTGCGCCAGTG
+CGGTTGCCGATATAAAGGACGGCGATACGGTAATGATTGGTGGTTTTGGTGAAGCAGGTAGCCCAATAGA
+GTTAATTCACGCATTAATAGATCATGGTGCAAAGAACTTAACCGTCATTAATAACAATACTGGCAGTGGC
+CGAGTAGGTTTAGCTGCCCTAATTGAAAATGGTCAAGTGGCTAAAATGATCTGCTCCTACCCGCGCACGG
+CTAATTCTTTAGTTTTTCCCGAGTTATATCGCAGTGGAAAAATTGATCTAGAACTTGTTCCTCAAGGAAC
+GTTAGCCGAACGAATTCGTGCTGGTGGCGCTGGGATCCCTGCTTTTTACACCAAAACATCGGTTGGAACA
+CCACTTGCGGACGGTAAAGAACTGCGAAATTTTGAAGGCGATGATTATGTTATGGAGCGTAGCCTAAAAG
+CAGATTTCGCTCTTATCAAAGCCAAGCAAGCGGATAGATACGGTAATTTAACCTTTAACAAAACTGCCCG
+TAACTTTGCGCCAATTATGGCCATGGCAGCAACAAACACCTTAGTGCAAGTTAATAATATGGTTGAATTG
+GGTGATCTTGATCCCGAAAACGTCATTACCCCCGGCATATTCGTTAATGCGTTAATTGAGGTGACTCAAC
+CTCAACAAGAATCTCAACTAGTGAAAGACGGTATTACTTACCCAGTAACAAAAAGCCCAGTAACAAAAAC
+CCCAGCAACAAAGAATCCGACGGCAAAGAACACTGCACAAAATAACGTTTCACCAAGTAACCTAGAAAAG
+ATAAATGTCGGAGAAACACAAGCATGAGCCAACTAACAGAACAACAAAACCTTGAAACCACGACACAAGT
+TGGCTGGAACCGAGAACAAATGGCGCAACGCTGTGCACAAGATATTGAAGATGGCAGCTATGTAAACCTT
+GGCATAGGTATTCCAGAAAAAGTCGCTCAATATGTTCCTGATGGCAGAGAAGTTATCTATCACACAGAAA
+ACGGTTTACTTGGCATGGGAAATTCTCCCAGCGATGAAGAGTTTGATGCTGATTTAATCAATGCCGGTAA
+AAAAGCAATAACAGCTATTCCTGGTGCTTCATATTTTCATCATGGTGATAGCTTTGCCATGATCCGCGGC
+AATCATATAGATGTTTGTGTGCTAGGTGCTATGCAAGTTTCAATGAAAGGCGATTTAGCCAATTGGTCAA
+CCGGCGCTGTTGATGCAATTCCCGCCGTGGGCGGTGCTATGGACTTAGTGGCGGGTGTTAAAACCATCTA
+CATTATTACCCAACACACTACCAAAAATGGGGCAGCTAAAATATTACCTGAATGTACTTTCCCGCTCACC
+GGACAACAAGTTGTTAATCGTATTTATAGCGATTTATGTGTCATTGATGTCACAGCAAACGGTTTAGTAC
+TTATAGAGCTAGCGCCCGGTATTAGCTTTGATTACGTACAAGAACGTACAGGGGTAGCGCTACTTAATGG
+GCTGACTCAAAAAGATGAAGTTGCAAATAATAAAACCGTTAATAGCTCTAATAAGCCAGTCAGAAGTACA
+CAGTATAAGGCGAAGCAGTAATGGCAAATAAAAGCGAAAAACTATTTAACAAAGCGCTGAAAGTATTACC
+TGGAGGTGTTAGTCGTAATACCATTTTTAGAAAACCCTATCCATTTTACGCTGACAAAGGTGAAGGTTGT
+TATGTTACCGATGTAGAAGGTGTTACGCGCATCGACTTTGCTAATAACATGGCGTCATTAATTCATGGTC
+ACGCCTACCCGGCAATTGTTGATGCCGTAACAGAGCAACTCGCTAAAGGCAGTTGTTTTACCATGGCAAC
+TGAAGCTGAGGTTAACTATGCTCAGCTTTTATGCGATCGAGTACCTAGCTTCGATAAAATTAGGTTTGTA
+AATTCGGGAACCGAAGCGGTTATGGCAATGTTAAAAGCATCACGTGCCTATACAGGTAAAGCTAAAATAG
+CCAAAGTTGAAGGTGCTTACCATGGTGCATACGATTATGCTGAAGTAAGCCAAACAGCAACCCCAAATAA
+TTGGGGTGAACTTGATAAACCAAATAGCATTCCTGTAGCGGTAGGTACTCCGCCAAAAGCATTAGAAGAT
+GTTGTAGTGATCCCTTTTAATGATCCTGAGCGAGCGATTAAAATCTTAGATCAACACAAAGATGACATTG
+CCTGTATTTTAGTTGATTTATTACCTCATCGTGTTGGTTTAATTCCCGCCAGCAATGCATTTATTAATGC
+ATTACATCAGTGGACTCGTGATAATAAATCACTGTTAGTATTCGATGAAGTCATTACCTTTAGAACTAAT
+TACAGTGGTGCCCAACAAAACTATGATGTTGCGCCAGATTTAACCGCGATGGGAAAAGTAATTGGTGGTG
+GTTTCCCTGCAGGCGCTTTAGCAGGTTGTGATAAGGTGATGAAAGTCCTCGATCCAACTGAGCCTAAGGT
+TTTATTACCCCACTCAGGTACTTTCTCGGCTAATCCAATTACCATGACAGCAGGTTTAGCCGCCATGAAA
+GACTTTGATCAAGCAGCCGTTACCAAACTGAATCAACTTGCCAGTTATGCAAGAGAAGCGATTACACAGG
+CGATGTCTGATGTAGGCATTAAGGCATGTGTGACTGGCGCAGGTAGTATGTTTAGAATACACCTCAAAGC
+ACAGCCGCCTAAAAACTACCGTGACGGCTATGTTGATAAAAAAGAAAGCCAATTAATCACTAAATTACTC
+GATCATTTATTCGATAATGGCATTATGATGATAAATACTTGCACTGCAACGTTATCAACCGCCATGACTA
+AAAAAGAAATAGATCATTTAGTCTGTGCATTAAAAGATGGCTTTGAACTGATAAAACCAGAAATGGCATA
+ACATGCTTTGTTATTTGGTTTGTATCTAAAGCCGAAATCTTAGCGTTGAAATAACTTGACTCCCTATTGT
+AAACTCGGGAATAACTCAAAATAAATAATTGATAAAGTAACGAATTGAACTCAAAGATAATTGAACTAAT
+TTCAAGAAAAAAGCACGGAATTGACGTTGGTCAATAATACCAATTAGATTAATTAGTGGTTAATTTGATT
+GGTATCAGTACTTTTGACAACGAAATGATTCAAATAGCGAAGGAGTGAAACCTACAAAGGAAATAAAGAA
+TGAAAGACGTATATATCTGTGACGGCGTACGCACGCCAATTGGAAAATATGCTGGTGCTTTATCATCAGT
+GCGCGCCGATGACCTAGCGGCTATTCCACTTAAAGCATTAAAAGACAGAAACCCAACATTAGACTTAACC
+CAAGTAGACGATGTTATTTTGGGCTGTGCCAACCAGGCAGGTGAAGACAATCGCAACGTCTCTCGTATGG
+CACTTTTATTAGCAGGCTATCCAACTCAAGTCGCTGGTTGCACCATTAACCGTTTATGTGGCTCAGGTAT
+GAATGCTATTGCGATGGCAACAAATGCGATTAAAGCTGGCGAGGCGGATATGTTAATTGCAGGCGGTGTC
+GAAAGCATGTCGCGCGCACCTATGGTAATGGCTAAAGCTGAAGCGGCTTTTTCACGCAGTGCTGAATTAT
+TCGATACAACATTAGGCTGGCGCTTTGTTAATCAAAAACTGCACACCGCCTATGGCACAGACTCTATGCC
+TGAAACGGCAGAAAATGTGGCTGAGCAATTTAACATTAGTCGTGAAGCTCAAGACAAATTCGCTTTTGCT
+AGTCAAAGTAAAGCAAAAGCCGCACAAGAAGACGGCCGATTTGCCGAAGAAATAGTCCCTGTGGTTATTG
+CAAAACGTCGCGGTGATGATGTCATTGTTGAAAAAGATGAACATTTACGTCTTAGCCCGTTAGATAAACT
+AGCAAGCCTCAAAGCCCCCTTTCGAGAAGGAGGCTCAGTCACTGCAGGTAATACTTCTGGCGTAAATGAT
+GGTGCTGCAGCGGTTATTCTCGCGAGTAAAGAAGCGGCTTTAGCAAATGGCTTAACACCAAAAGCGAGAA
+TACTTGGCTCTGCTGTTATTGGTGTTACTCCTGAAATTATGGGTATTGGCCCCGCGCCAGCGAGTGCCAA
+ACTATTAAAACGTTTAGGCCTTAGTATTGATGATATGGACATTATTGAGTTCAACGAAGCTTTTGCTGCA
+CAGGCACTTGCCAGTGCGCGTGAATTGGGTCTTAAAGATGATGATGCACGTTTAAACCCACAAGGCGGCG
+CCATTGCGCTGGGTCATCCATTAGGCATGAGTGGCACACGTTTATTAATTACGGCAACGAAGCAGCTTGA
+GCGCAGTGGTAAACGTTATGCTCTCTGCGCTATGTGTGTTGGTGTTGGCCAAGGCATTGCGATGGTCATT
+GAGCGATATAGTGAAAAATACAGTGAGAATACACAGTAAATACCTTCAGTGATATATTACATGAAAGCTA
+TCGCAAGATGCGGTAACTCAAGCAATAACTCAAGCGATAAAAAACTATGTAAATAAAAAGAGCGGCTAAT
+TATTAATTAGCCGCTCTTTTTTTGAGCCTATAAAAGATTTTAGCTGTTGTTCACTTTAGTTTTAGTGTCT
+TGCTTGCTTGCTTGCTACTAATACTGCCCTATTTCCTTATTCTTCCATGCCGTGACCAAATAAGACGAAA
+TCGAATCACCACTACTCATTTTATATTGTGGTTTCTCAGCGCCACCGTCCTCTGCTATAACTGAATTATT
+AATGCCAAAATTGACAAGTTGCTCGCGTGAAAACCACTGGGCATCTTCTAAATCATCTTGGCTAATATCA
+ATTTTTTCTGAAGTCGCAACGGCGGTAAATCCCAACATTATCGAGGCAGGAAATGGCCAAGGCTGTGAGG
+TAATATAGTGTGGCTTTTCAACATGTATCGCCGTTTCTTCAACAACTTCTCTAATGACCGCTTGCTCGAG
+CGTTTCACCAGGGTCAACAAAACCGGCTAGCGTTGAATACATTCCCTCAGCCCAGCTAGCTTGCCTACCT
+AATAAACAACGTGGAATACCATCGGCAAACATTTTTTCTACCAACATGATCACTGCAGGATCGGTACGTG
+GAAAGCTCATATTTCGACAATCTGAGCAACGCCTCGCGTGTCCAGCTTCAACTGAACGATTTGCATGCCC
+ACATTGACCACAAAATTGATGGCTTATATGCCAATGCACCAAACCTTTGGCTAACGCTAATATTGAAGCA
+TCAATGGCTGATAAACTGGCCGTCACTTTTCTAAGCCCTTGCCATTGGCCCATTTCACCTAATATTTCTT
+GTGTAGAAAAGCGTAATTTATCAAAATCGATAGCAAAAATTGCAATAGCTGATGCCTGGATACTATTACT
+ATTACCGGTAATAGTAATAGTTAAACGGTCATTTTCTATGCTTTCGAGACCAAGTTTTCTCTTGCTTAAG
+TGCCCTTTACCTAAATAAATGCAACTATCAACACTTACCGTGGGCACTTGTGACTTGCTAAGATAAATTG
+GCGAAAGAATATCGCCTTCTTCAAAGAGACATTGACCATCATTAATAACGCAAAATAAAGTATCTTCACG
+GGTAAATTCTGTAGCTAACCAGCGCTTATTTTTTCGTTGATTAGTCCCTCTATCTAACGGCATATTGCCA
+TACGCTAATGTCATTATTTACTGTCTTCCTTAAGTCCTTGTGCCCATTGAGAAGACCAACTTCCTAATGG
+AGAAATAATATCAAATAAGTCAAGACCTTGATGGGTCAATTGATAACCCGCTTCTTGGCATTCGACAAGC
+TGCAGTGTTTTGAGTTCTTTTAATCGAGTATTTAACAAGGTAGGCGAAATTTTCTCACAACGTTGCTGTA
+ATTCTCTAAACGTTGCAGGACCACTATGTAAATTCCAAATAATACCTAACGACCACGTTCGCCCTAGTAA
+ATCGAGTAATGCCATAATAGGTTTACCAGTTTTAGAACCGCGTACTTCTAATCCAGGGAGTGGTATTGTC
+ATAGTCACTACTACAAATGGTAAAACATCATGCTACAATATTTGTAGCAAAGTTACCATAACAAACATAT
+GACGAGTAATACCAAGTAAAAAGGTATATTTTGTAGCTTCTTCCTAGCGCGAAGAAACACAAAAAAGTGA
+CTATACTAAAGGTTGACGACCAGCCTATTTAATACAATTTTTCCGGTACATATTGATGCAGCTAAAGAAT
+GTTCAGCATTGATGATCAAATCATTAGTGAGACTACCCTCTAAATTTGCAATACCTAAACTAGGCTGAGC
+AAGATTAGGGCTCTTTTTGGCTAACCAGCTAATACGCTTAGCCAGTAAGATAGCATCATCGGCACTCGTT
+TCGATAAGTAAAATAGCAAAGGTATTTTCCCCCCACTTTATTAAAAGGTCTGATTTACGGCGCTTTAAGA
+GCGTTGTCACTTCTCTATCTTTACTTAAAAATGATGCTTTTCTATCAATTGTTTCTATTTTTATCATAAG
+CAAACTTAAGGAATGCTGGAAGCGCCGTGCTCGTGCAATTTCATAGTCTAACCAACACTCAACAAAAAGA
+TTTTTAGTTAAAACACCATCACTTTCAATATCGGCTGTAGTATCAACTGCTCTTTGCTTAAATAAGCCAT
+TCTCTACACGAATAAGTAAGGCTTTTATATCAAAAGGTTTGATAATGTAATCGTCAGCACCCGCGAGTAA
+ACCTGCACTTTCCTCAGATATTTCACACGTTAGCATAATGATCTTAGTCGCAGAAAACTTACTGTCGTTT
+CTTAAAATACTGCAAGCTTTTAATCCATCCATTATGGGCATGCGCATATCCATTATAATCAAATCAGGAA
+GAAAACTATTTGCCAAAGCTATTGCTTCTTTACCGTTGCTCGCCTCATTAATAGAAACTCTATTTTCTTC
+CCTGTTAAATTGACGGTGTATACCTCTTTTTAACGCCTGTCTAACACCTATTTCATCATCTACTATGAGA
+ACACTTTTTTCTTTTAACATATGATCTCCTGACCTTGGAAAATATAAAAGGAAGTAACTGAATAGAGTTT
+GCTATGTTCAGTTCAAACGAGTAAGCCCTAACTAATAGCTAAACTGCAATTGATATACCAAGACGTAAGG
+AAATAACTTCTAACAACCTTAGCCCTTTATTTATGGTAGTCGTGGCAATACTCTATCTATTTAGACAAGT
+TCAACACTGATGTTGGTATTTTCAAATTGAGATGGTTTTTGCAAAAAACAATGCAAGAAAATAAAAGGTA
+AGAGGATAATAACGTTTCAATTAATTTTATTTGATTAACCGCAATAGGATTATTTACTACAGGATAATAA
+TTACGGGAGCAATTAAAAAAGCCAGCAATAAGCTGGCTTCAAGATAGGTAGTTGAAATAATTCTGGACTA
+GATTCTTACGCCTTCAATATGTAATGCCATTTCAACCTGCGTTGAGGCTGGACCTAAATTATAGGTAATA
+CCATAATCGGCTAATTTAAAGCTAGTAGTACCAGAGAAACCAGCACGATAGCCGCCCCAAGGATCTTGCC
+CTTCACCAATTTTTACAACGGGAAATGAAATAGTCTTAGTCACGCCTTTCAAGGTAAATTCACCTGTAAC
+AATCGCGTTTTCATCGTCACTAAATTTAATATTATTACTAACAAAAGTTGCTTTTGGGAAGCTGCTAACG
+TTTAAGAAGTCTTCGCTTTTAAGATGCTTATCACGTTCTGCATGATTCGAGTCAATACTTTTAGTATCTA
+TTTCGATATTAATTTTTGCACTGTTAGGTGACTTGTCATCATAAGAAAAATCGCCATCAAAGGTATTAAA
+ACGACCTAATAACCAGCTATACCCAAGATGCTTAATTTTAAATTGTACAAAGGCATGTGCACCTTTCACG
+TCGACTTTATAATCGGCGGCAAGTGCTGTGTTTGGCGCTATAGCGGCAAATAATGAGCTTGCTAATAACG
+TGGTTGCTAGTGTGGTGGTAATTAATGTCTTTTTCATGTGATGTTCCTTGTCTTTTCTCAAATTAATAAG
+AATGAAGTGTAAATTAATATTGAATGCGTTAACTTAGTTGCGTCTATATTAGGTAAGTTAATTAGTTCTT
+TATTTATTGATTTAGTTCGATATTTTTTAGATTGTTTTTAGATACATAATTAATTAGTTATTTTCTAGGT
+AGTACTTTGACCATCCGTACTAAGGTATCATTTTTATTAATAAAGTGATGTTTAAATGCGGCAAGTGCAT
+GACCAGCACTGAGTAAAATTAAGATCCATGCTAAAACTTCATGAATAATACCTGCAATATCTTCTTGGTT
+AGCAAAATCTATTGGCAATGCTGGTATCGATAGTAAACCGAAAACATCAATCGCTCTGCCATCTGCCGTT
+GAGATTAAATAGCCACTTATCATCAACACTACCATCAAGCCATAAAGTGCTAAATGCGCATAATGGGCCG
+CTTTAACTTCAATTTCACTTGCAGATCTATCAGCATTTTTTGGCGTAACATTAACCACACGCCAAACGAT
+TCTTAGCATCAATGCGACGAAAAGCGTCATACCAATATTCTTATGTAAATCTAACGAACCTTTGTACCAA
+GCATCGTAGTAAGTTAGTTCAACCATATAAAGACCTAAGCCAAATAAGGAAAAGATGCTTATTGCCATAA
+GCCAATGAAACATAATGGCAATAAGGCCATAGCTGTTTTCAGTATTCTTTAATATGCTATTACTCATGGT
+GTAATCTATCTTTTGTGTTAACGCTTTATTTAAAAAGCTAACAATATCCTTGTCAAATTGTTAAAGCTAC
+TATAGCGAACTAAAACCTATTAAAAAATAACAATAAATGCGAAACTATTGTGCAAATATGCACAACTAAA
+TGCATTTTATATAGGGTGTAATATGAAAGAGACTTCATGGGATGATTATAAAATAGCGTATCAAGTCGCA
+CTTGATGGTAGCTTAAGTAGAGCAGGCGTATCATTACGAATAAACCATGCCACCGTATTAAGACGCATCA
+ATCAATTAGAGCAAGCGCTTGAAGTGAAACTATTTATTCGCCACCAACGAGGTTATAAGCTTACCGATGC
+TGGTTGTGTTTTAATGGATGAAATGCCCGAGATGCTGGCAAAATTTTCTAGTTTAGAAAATAAACTACAA
+AATGTAGAGGGTGATATTAGTGGCGAACTCAGGATCACCACAGTAAGTTCATTCTCTCCTGTGATCACAC
+CCGCATTAAAAGCATTTCGAGCTAAGTACCCAAAAATCCGCCTTAAACTTATCTCTACAGATGATATTGT
+ACCGCTCGATTCAGGTGCTGCGCATGTCTCCTTAAGAGCAGGTCCAAGCCCTGTTGGTGTTGACCTGGTC
+GTTAAAAATCTAATTAAACTAGAGACGGCCTATCATGCGACACAAGATTACATCGATGAATTTGGTCAGC
+CTAAAACTATCAATGAGTTTAACGATCACCAATGGGTATTACCAACACCTGAGAAATACCGCATCCCTTT
+TGTTAATTACATTGTTGATAAAATAGATAAAAACAGAATAGTTTTTCAAAGTAACAACTTTTCTGATATT
+CACGACGCGGTTATCGCAGGTATGGGCATTGGTCCTTTAAGCGATCACCAAGCAAGCCTAAATCCATCTA
+TGGTTAAAATCGACTTAGACATTCCCAAAAACGGTGAGTCTATCTGGTTCGTTTATCATAAAGATTTAAA
+GCATAGCGCCCGCATTCAAAGTTTTTATCACTTTTTAAAAGCCGCGCTATCAGATATTGAACAAGAACAC
+TTGCGCATTTCAGATAGCAAGACTAATAAAGACTAACTCCCCTCGCCAAGAGCGTTGTTGAAACGAAAAA
+GTGACTTGAGTTGAAGCGGCTCTCTACATCGGCAAGTCAGTTTTCTCTATCAGTAGTTCGTATAATTATG
+AGCTTGAATGAAAAGCTTTAATCAGAAACGTTTGATGGCGAATACTTGTCAGTATTAACAAAGCGACTAG
+CCGCTAAAGAGAGTAATGCGATAAATGCACCCGCATAAAATACTAACGTATGATCATAAAGCCAAATTAA
+ACCAAAAGTAGCAGGAATAACAACAGCGGCAATATGATTAATGCTAAAGCTAACCCCTGCACTTGAAGCA
+ATATCTTTAGGGTCTGCTATTTTTTGAAAGTAAGTTTTTAAAGCAATAGCCATTGCGAAAAACAAGTGGT
+CTACTACGTAAAGCACAGCAGCCACATTGGCAGATTCAACCAGCGCATAACCAACAAAGATAGTAATTAG
+GCCTAAATACTCAAGAGTCAGCGCTTTACGCTCTCCTACTTTTGCAATCCAAAGGCCTATTTTCGGTGCT
+AAAAAGAAGTTAATTACATGGTTAATCATATACAAAACTGTAATTTCCTGAACACTGTAGCCAAACTTTT
+CAACCATAAGAAAACCAGCAAAAACAACAAATATCTGCCTGCGCGCGCCCGCTAAAAAAGTCAGCAAGTA
+ATACAAGCTATAACGTTTTCTTAAAATTATTTTTTTATGCTGTGGATGATCCATTACAAACTTAGGCATA
+GAGAATGCCAACCATAACGTCAGTAATAAACCACTCAAACCAAAAAATAGGTACATCACTTGATAACTAG
+TAGCAAAAACACTGAAGCCCAACCAAATCAAGGCGTAACAAGTCAGTGAAGCAGCAGATTTTATTGACAT
+TAATTGACCAAGCTTTTCCGCAGCCTCATCTTTTTTAAACCACTGTAAGCTTAATGAGGTATTCAAGGTT
+TCGTAATAGTGAAAACCAATCGACATCAATACAGTAGTTGCATAAAGGCCGTAAATACTGGGGAAGAGTC
+CTGTAACCGCAACCCCTATGGATAATAGACACAAAGAAATCAACGCAAATACTTGTTCGGTAAACACCAA
+TAAAACAAAAATTGCGGTAAATGCTAAGAAACCGGGAATTTCTCTTAAAGACTGTAACATGCCTATTTCA
+GCCCCCGTAAACGCAGCTTGTTCAATAACAAAATTATTGAGCATAGCCATCCAACCAGCAAAAGTAACTG
+ACATTACAATGCTAGCAATAGCTAAGAAAACAAAGGGACTATGCCACTTATTACCCTGCTCTGCTATAAG
+TGGAATTGCTTTTTCTGCGGTTACTTTTTCCATGTGGGTCTATTGCCTTAATTAACTAACGCTAGGTGAC
+TAACACTTGATAACTCATATGAAGTAGTTCACCAAGAGTAAATAAGTGTAAAAAAATTAATAACTATCCA
+AGCTCTTTTATAACGTTCGGCTTGTGTCACTACAATGACCATTATATGATGATTTTAATATGACCAATAG
+CGACAATTATGACAGTTAGTTTATCAATTCAGACAAAAGGTATATGGCATCAAAAAAGCTCTAACAGGCT
+TTATTCAAGTTTACCTCGCTCGGTATTACCCTTGTCAGCAGAATTTAAACCTATGACTCAGATCACTAGT
+CACTCCCACCCGTGGTCACAGCTTTCTTACTCATGTGTTGGTGTTATGCATATTGAAACCGATGCAGGTA
+TTTTTGTTATTCCGCCAGAACAAGCATTGTGGCTGCCACCAGGCATGGCTCATCAACACTTTTGCAAAAA
+TAAAGTCAGTTACCGTAGTTTATATTTCGACCCGGTTTTGAGTGAAATGTTAGGGGATAAAGTACGCCCG
+TTAACAGTTGACCCTTTATTAAAGTCATTGATATTAGAGATCTCAAACTGGTCTGAAGACTATGAAGAAA
+CGGAAGAGACACAGCGTTTTCTACTGGTATTATTGGACCGCTTAGCAATAGCTAAAAGTAATGAGCTTTT
+TATGCCAACTATTCAAGATAAAAGACTTTTTCCTATCATTGAAACTTTGAATCAAGAACCCGCAAATAAA
+TTAACTATTGAGCAATGGGCGCTTAAAGTAGGTGCTTCAAGTCGTACCTTGAATAGATTATTTAATCAAA
+ATTATGGCATGGGCTTTAGCCGATGGAAGCAAAAGCTGAGAATATTAAAGTCATTAGAATTACTAAACAG
+CAATGCGCGACTTGTCGATATTGCTTTTGAGCTAGGTTATGAATCTACATCGGCCTTTATAACCGCCTTT
+AAAAAACAGTTAGGTTGTTCGCCTAAAAAATATCTTGCGACATAGCTTAGCACTGAATATGTCCCAACTT
+AGTTGTATTAAGCAGAGTTTAGTCAAATTGAGATAATTAGGTTCAAGCTGAGTTTAAAATATAAAAGCCC
+TGCTAATTCAACAGGGCTTTTATTTGAGCTGATTCAAAAGTCAAAATTAGCGTGTTACTAGCATTAATCT
+TTTATTTTATAACTCTACTCTGTAAGTTAAATCTATGGTTTTAATCGATTGGTTAATGCTGTCGCTAAAT
+CATGTTCAATCGTGGCCAACTCTTCTTCAAAGAAAAACTTGTCGGTATCAAACGGTTTGAGTAATTTCAC
+ATCATTAGTGGTTTCATCATATTTAGCTAAAAATACTTTGTCCATCCATTTCATGTTACGCCCTTCGGTG
+AACATCAAAGCAAAGGCTCGTTCTCCGCCAACTTCACATTCACCCATTATCGAGATTTTCCCTGCAGAAG
+TGGTCATAGAAAGATGACGAGATGGGCGGTTAATCGACGGTAATTCACGGTATATTTTATCAAATATTTG
+ACTAACGGCACTAAGCGGCGCAGTAAAATAATGATGTTCACCTGTCGGTCTGGCGCAATACATAGAGTGA
+AAACTAATTAACATAGTCCCTAGGATATTAGATAAATCTATCCAGTTTTGCGCGCTGCGATCGATATCAA
+TTGAGCCATCTTTGTTCTCGAATAAACTGATGTGATTCATCATTGGGCTTTGACTACGAATAACCACACC
+GTGACGCTGCAAGCGACGAATAGCGGCAATAGTGGTTGGGTTTAACAATTCACGTGGCGTAGAAAAGTGC
+GCCATCCATGCCAATTGAATACCATTATCATGCATTTTATCAAATACGGCTAACATCTTGTCGTACTTAC
+TGCTTAAAATCATTTCTGGTTGGAAAGTTAACGCACGTGTAGCAAGGCGAACCGTTTTTATGTGCAATAA
+GTCTCGGTCTTCCAATAATGGCGTGACATATTGCTCAAAACGACTAGCAGGCATATAACCGCCATCGCCA
+CCGGTAATTAACATATCAGTGACTTCTTCATGCACTTTTAAGTAACGATGAATTTGGTCAATTTCTTTTT
+GGATAAACATATCTTCATCACCACGAACTTGCGCATGACGGAAACAGTAAGTACAAAACGAAAAGCAGTT
+TTGGGTGGTTTTATCAAAAATCAACTGACACTGAGGATATTTATGCTGACTACCATCAAGAAACTCTATT
+TCACCTTGCTCGTTTTCAAACCAAGGTTTATTGAGTTGTTGGTTACCATCATGCGGACTGGTTTTCTCTT
+GGTATTCTTCAACAATGACTTTTTTCTCTGCCACGCTTGCCGCTAAGTATTCAGCCACCGTAATTTTGTT
+AATCATATTAGGTTGTGGCATCACTAACTGAAAAACAGAATCTTCATAAAAGTTAGTCCAGTCAATGCTA
+TTTAAACTGTGCTTAGTGGCTAAAAATCGGTAAACCTCAATAAAAAGTTCCCGCTCTTCAATATCACCAA
+TATCAATATTATTAGCTACAAGAATTTCAACCACACGGCGAAAGCCTGAAAGCCCTGTGTATTGATCTTT
+CTCATCGAACATATGCGCTTCTTTATCTAGCAAGCCTGAATGCTGTGGGTACGACGCATGTAAACGGCTA
+AGTAAACCTGGTGACAGTAGCTGTTCATCTTTAATCGTTTTACGCACATCATCACTGTAGTGATATACGT
+CCATCATGTCGTTAATATCAATTTCGCTCACATCACTAATACCACTATTTCGAACATGAACATTGCCATC
+TAACTTAGGATCAAGCTGTTTTGGGTTAAGTACCGCAACATCAATATGCTGCGCTTTACTTACTGAAATT
+TTAGAGGTGGAATCGGTCATAATAAGGCTCTCTAGCAGAAGCTCAATACATTGATGAGTTCACGCTTTTT
+TATAAGGTGATAAGTTAAAGATTGAGGTCGAATAAATATTTTATGATGTGATTTTCAAAGAAAGCGCGAC
+GTGAATCAAACGAGTAAAAATCACCAAGTCATGAGCTTTGGTAATAACCTTAATAAAAGAATGCCTTTAT
+TGCGTTAATTTATAGCGTTAGTTTGATGTTAAGTAATAAAGTGAAACCTTCCCTTAGCTATACTGACAAG
+CATGTAAAAACCGCTCAATATTAAGCTATTACCCAATTAACCATACCTAATGAACTATTTAGCCAATGAA
+CTCACTGCCTACTGAAAGTCCTCAATCTAAAAAATCATTACCCAGTACCAGTATGTTGGCCGCCTTTGAT
+GCTGCAGCAAGAACAGGCAGTTTTACTGCGGCAGCAAAAGATTTAGCATTAACGCAAGGGGCTATTAGCC
+GCCAAGTGAATGCACTAGAGATGCAGATAAGTGTTAATTTATTTCATCGTCATAAACAGAATATATCGCT
+GACCGAAGCCGGAAAAACCTACGCTAAAGAAGTCAATTCGGCATTAAGTCATATTCGTTCTGCAACACTA
+AACCTCATGACAAACCCCGATGGTGGCATACTTAATATTGCGATATTACCCACGTTTGGCTCTCGGTGGT
+TAATGCCAAGACTGGCTGATTTTTTAGCAAAACACCCACGAATCACCATCAATACGGTATGTAAGCTGTC
+ACAATTTGATTTTTCTCATGAGGATATTCATTGCGCTATTCATTTTGGCAAAGCGGATTGGTCGCAAGCC
+AACTGTACTTTTTTAATGGCCGAAGAAAGCGTACCTGTATGCTCACCTAAATTATTCGAACAGGCTGAAT
+TGGCAAAGGTCGATAATGTTTGTGCCCGTTTAATTAATTTACCGCTATTGCATATCGCAACCCGGCCTAA
+TGCTTGGCAGCACTGGTTTGATGAACATAATGTCGACTCAACAACAAAAGAACAGCCAAAGAAAAAAACA
+CTACAAGACATGCATTTTGAGCAGTTCTCCATAGTAACTAATGCTGCTGTGGCAGGATTAGGCGTGGCCT
+TATTGCCGAAGTTTTTGGTTGAAAGTGAATTGCAACGTGGTGAGTTACAGGTGATTTGCAATAAACCCCA
+ACGTACCGATAATGGCTATTACTTAGTCACCCCCAATGACAAACTTAACTATGCTCCCATGGTCGCTTTT
+ACCCGCTGGTTATCCCAAGTAATCAAGAGTGAAAAACCCTCTATTCTGAATAAATAAATATCTCTGTTGC
+TCTAGTTACGGTTAAAACTTTTCCAGATAAATTCAGGTTATTTACTGTTTAACAGTTTGATACCTCGGTT
+AATTAAGATAAATTAAAGTTGACGCGTAAATCATAATAACTATAGTCTTGACATAAGTTGGCTATATCTC
+GTTCAGCCTCTCATTTTTGAAAACAATTACTCGCCTCTCAATGAGGCATTTAGTTATTAGGAGTCACCAA
+TGAAAACATTATTTATTTTCATGCTTTGTTTTATCATTACCAATGTTCACGCTGCAGCACCAGAGCATGG
+TTTTGTTAAAAAGAGTGATTCAGGCACGCTTCAAGCTTGGAACGCCGAAAAAAATGAGTGGAGTGATATT
+GATTTATTTTGGCAAAATTTTGCAAAAACAAACAAAGCTAAATCATGGGGCGTTGCCGATACATACCCCA
+ATTATGGTGAGGTAAATGAATTTGATACGCTTGTCATAGAATTAAAACAAGGCACTTGTTTGATGCAGTT
+TTATCATGCTCGTTGGAGACGTGCTAATGACGTTCAGCGTTGGGATGATGCTTTTAATGAGTATAGTGCT
+TGCCCTTATGTATTTGATTAATTAGAGTATCCACGCAAACTAACAAATATTAGTTTTAAAAAGTTTATTA
+ACAACAAGGAGAGTCCAAAAATGGATTATTTTACAGGCGCACTAAAAAAATATGCTGATTTCACTGGCAG
+AGCACGCAGAGAAGAGTATTGGATGTACATACTTATTTATATGATCATCAATGTTGTTTTAGCGGTTCTT
+GGTTTGGATGCCATTTCTGCATTGGTCGGTCTTGGACTACTAATCCCAAGTATTAGCATAGCGGCAAGAA
+GATTACATGACACTGGCCGTTCTGGATGGTGGCAATTAATAGTATTAATTCCTATCATTGGTTTGATTGT
+TTTAATCTATTTCTTAGCACAAGATGGACATGATGCGAATGATTATGGTGTTAACCCTAAGTCTGTTACA
+ACCGCATAAAACTTACAAGCTAACTAAGCATGGCAAGTGACGTCATGTCACGTAGGTTAGTTACCTCCTC
+AATGTATTGAGGAGGTAACTATATTTAGATGAACTTTAAGTAAAACTTGCCGGGCGACTATCTTCCATCA
+TTATGTCTAATTTTATTTGCGCTTTTTTTGGATTAGCTAAATCTATTACTTCAATCATTTCACATTCATC
+TCTAATCATTTCAGGAATAAGACTAGGGTAATGACGACAGTCTTCTGGTCTGTCTAAGTAAATGCTGCAG
+GTATACATGTTTGGGTCGAGCGGATTTTTCTTGGGAGCAATATCGAGAAAAGGACAACTTGTTAACCTTG
+CACCTGATTCAGGGTCGAACCATATCTCATTGTTTATCACGTATTTGAATATATCTGGGTTAAATATCTC
+CCACAGGTCAATTTCTTCTTTTGTGGCCGAAAGATCTTCTCCCCCATATTTGATACAACATTTTCCGCAT
+TGATTACAATCTTTCATAGTTCGCTATTTAATTGGCTAGACACGGCATCATTATATACCCGTTATCAATC
+AAGATGCATGTCTCAGAGGTTTGAATTATAACGGATACAGCATTTGTAGCCATGCTGTAGCTAAGTCAAT
+TATTGAGTTAATGGCTAATATGGTAAGTAAATAGTAAAGGTAGTGCCTTGATTTTCCTCACTAGCCACCT
+CTATTTTACCTTTGTGTTTTTCAATAATCCCAAAAGAGACTGATAAACCTAATCCGGTGCCAACACCTAC
+TGGTTTAGTGGTAAAAAAGGGGTCGAAAATTTTATTAATTACCTTCTGAGGTATACCTTCACCTTGATCG
+CTTATTTCAATAGTCAGGTACTCCCTTCCCTTCTCCTGCTTAATTCCGGTCGTTATATCTAAAGCACCTT
+TGTCTTTTGTTGCGTGGGCCGCGTTTATAAACATATTCAACAACACTTGGTTAATTTCACCTGGATGACA
+ATAAATTTTAGGTAATCCTGTAAAGTGTTTATTTACCGTTAAGCAATATTTCAACTCATTCCATACAACT
+TTAAGAGACTCTTCAATGAGCATATTAATATCGCAAAGCTCTTTTTCAAAAGAGCCAGAGTGACTCACTT
+TATTCAAATTACTAACGATTTCTTTAACTCTATTCAGCCCTTTGCCTGTTTCAGCCATCATAGATTTTAC
+ATCACCTCTAATATAATCAATGTCTTCTTGTTCCCTCAATTGTTGATAGGATTGAGCAACATCTTGTGAT
+GCTAATGCAGGTAAATTAGAGATCATGAAATCATCTAACAGAAGAAATGAATCGACATATTCAGACAGCA
+TAGATAAGTTGCTGATTGAATAACCTATAGGATTATTTATTTCATGAGCAACGCCTGCCGCAAGCTGACC
+TATAGAGGCCATTTTTTCAGATTGTATGAGCTGTTGCTGAGTTGTTTTAAGTGCTTTTACGGTTGACTCA
+AGCTTAATACAATTGTCATAAAGACTACGCGTTTTGTTATCTAATAAGTGCTCAGCAAGTAATCTCGCTT
+TTCGCTCTCGCTCATAGGCAACTCTATAGGGGTCTGGCTTATTCATTGTGACCTTCAAACGTTACCACTA
+ATTTACAACGTGAAGCCCCATGATGCATACATTCGGGGTGCGCTATTGATATTTTTTCATTGAATTGATC
+CGCGGCACCAAAAATTAAGCCGATACTGACATGACATAATTTACGCTTAGAGCTGTAATACATAATAAGG
+GTATTATCATCTACCGTTTCATATTCAAAGGTGGGTAAATAAGCTTTGGGATGAAGACGTTTTACTTCGA
+CATGAATGAGGTTATCTATCGCAAGTAAAAAGCTCTTTAAGCTACCTATTGTGGAGATGTCTACTGGGCT
+GGTATCGTATAATTTTTTAAATAAATATCGGCCAAATTTTTCAATTAACTGATCAACTTCAATACCGGTT
+TTAATCGATAGTGCTTTCACCATGTTTATCAGTTCACTGTCTTGGTATTGCTCTCCGCTTGTATATATTC
+CATGTGACGGTGGCTTGGTTTGTTCAATTAATTCATTCCACTGCTCCATTCCCATTTGCTCAACAATCAT
+ATCTGAGAATGCTGTATATATAGATCCTTGCATAATATCCCCATTATTTTTAATAATATAACTAAAGTGC
+TAATTACATTAATCCAGTTTAGTACTTAATTGATTAAACCCATAACTGATATAAAAATCAATAGATAACG
+TAGCATTACTACAGGACTTCACCATAGAGTTCACTCACAAAATCGATGAAGGCTTTGACTTTAGGGATTT
+TTGCTCGATGTTTTGGGTATAGTGCATAAATGTCAACTTTTGCCATGCCCCAGTCAGGTAGTATATTAAC
+TAATTGACCTGAAGCCACTTCTTGACGACACATGTAATCAGGGAGCACCCCTATGCCTAAACCATCGACA
+ATAGCTTGTTTGAGCATGGAAAAATCATCGACAAGTAAGCGTGGCTGACAATCTAAAGTGAATGTCTCGT
+GATCCGTTGAGGTTAACGGTAACTTTAAGTCTTTATTCCCTGAAATATTAAGTGGATTCATTATCAGCAA
+CTGATGCTCGGTTAGCTGCTCAACCTTATCTGGATTACCTTGTTTGGCTAAATAGCTTGGGCTGGCGAAT
+ATTTTTCGGTTAATGGCACCCAACTTTTTTGCAATTAACATCGAGTCATTTAATTGCCCTATGCGAATGA
+CTACATCAAAGCCCTCTTCAATAAAATCAACCCGTCTATTCACTAAGTTAAGCTGTACTTTAAGATCTGG
+ATACTGGCGCATAAACTTGCCAAGTGCTGGCCTTAAGACTTGTTGCCCGCTAGCAACAGATGCCCCAATT
+TTTAGTTCACCTGTATAGCTATGAAAAAGTTCACAGACTGAGGCGGTCGCTAAATCAAGCTCTTCATGAA
+TGCGTTTACAGTGGGCTAAATAACGGCGCCCTGCTTCAGTTAGATGCTGAGAGCGTGTTGAGCGCTCGAG
+TAAAGTAACGGCAAGGTTTTTCTCTAAGCGCGACACTTTTCGGCTGACATTGGCTTTAGGCATACCAAGC
+CTGTCTGCGGCTAGGGTAAAGCTGCCAGTCTCAACGACGGCTAAGAAAACCATCATGTCATTTAAATCAT
+GTTCCATTGCTGTATTTCCTAAACACAAAGCGTTATATAGAGCGTGAAATAAAAAGACTCGTTCACACGC
+TCTTCAATAAATCATTATTGTTGTTGATAATGAGATTATCATATCAACAAAGTGGCATTTATCAAACAAT
+GCTTAACACTTATGATTGTAATCACTGAAACACAGTCCCCAATTATTAGGAGTAGAACATGCAAGTACTC
+AGCAGAAAATCATTACCTTTAGGCGGTTTTGCCGGTTTAACCGAACACCGCTTAGTAACAGACCGTCGTC
+TTTTTGGCTCACGTAAAGCGCCTAATACTTTTGATGGTATCGGCAGTTTTGTCTATCTAGCTGACGCACA
+GTTTAACCCTCATGGTGAAACCCACATGCATCCTCACAAAGAGATTGATGTTATTTCAATCATGCTGACG
+GGTCGAGTAACTCATGAAGGTTCTTTAAAGCATGGCCAAAGTTTGACCGCAGGTGAAGTACAGGTTCAAC
+GTGCTGGTGGTGAAGGTTTCTCACATAATGAGATAAACCCTGACAACACTAAAAACCGTCTGTTGCAATT
+GTGGGTATTACCTGAAGTAGCAGGAGAACCGGCTGGTTATAAACATTATCCATTAAAGGCAAAAGGTGTC
+AGCCGTATTTATGGAGGTAAAGACTCTGGTGGACAAAAAAATCAGAATAAAACTTTTTCCAGCAAAACAA
+CCATAGATATTGTGCGCTTATCATCAGGTGAAAACATTAGCTTTAGCGAAGAGGTATTAGCTTATGTCAG
+TAAAGGCACCGCTGATTTTTCAGATGAAAATAACAACTTTAGTGCAGAAGATGGCGATTTAATTCGTAGC
+TATAAAACCGATATTATCGCCACTAGCGATGTAGAAATAATAGTGGTTGGTCAAGGTTAAACATAAGACA
+CAATAATTGAATATCGGTCGATGTATCAACATCGGCCAGTATTTATTAGTTCACAATATTTTATAGGCTA
+TAGTCTTCGGAGTAATTTATGATACCGCCTAACAAACACTTACTTGCACTCATTAACTATTTCGCACTGG
+TTCCTTTAGTGTATTTTATTCCTACATGGATTAGTCCGTATCTACCTGATAACAAACTACTGCATGTATG
+TATTGTAGTCGGTATTATTGTGCCTATTATTTCTTATATTGTGATGCCCATCACCATGAAAATATTAGTC
+CGAACAAAGACTGAAAAGCGTGGAGTGAAAAGTTACATCGCAACTTAACATTTTATATAACGATACCTCA
+TGCCCCACACTTCAATCATCACATTTTAAGGAGTCAGGCACAAAAAAGGCGCTATAAGCGCCTTTTCATA
+AAGTGTCATTAAGTGGTAACTAGTTTTTACTAACTCCCCCTTAAATTAAGTCTTTGCTTTGTCTTCAGCT
+TCTTGGATTTTAACTTTCCAAATTTCAGGGCCTGTTACATGAGCAGATTCGCCGGTGCTATCAACAGCAA
+CAGTGACTGGCATGTCTTCTACTACAAATTCATAGATAGCTTCCATACCCATGTCTTCAAAGGCAACCAC
+TTTCGCTTTTTTGATTGCTTTTGATACAAGGTAAGCAGCACCACCGACAGCCATTAAGTACACAGACTTA
+TGGTTTTTAATGCTTTCACAAGTTTGAGCACCACGTTCGGCTTTACCGATTGTGCCTAAAAGACCTGTCT
+CAGCTAACATCATCTCAGTAAATTTATCCATACGTGTTGCTGTTGTAGGGCCCGCAGGACCAACCGCTTC
+ATCACCAATGGCATCTACAGGGCCTACGTAATAAATAAACTTGTCAGTAAAGTCTACCGGCAGTTTTTCG
+CCCTTAGCTAACATATCTTGAATACGTTTATGCGCAGCATCACGACCCGTTAAGATGGTACCGCTAAGTA
+AAACAGTTTCACCAGTTTTCCAATCGCTAATATCCGCTTTACCTAAATCATCAACATTGACACGACGAAC
+ATTTTCACCAACTTCCCAGGTGATTTCTGGCCACTCTTCAAGCTTAGGTGGCGTTAAATCAGCAGGACCA
+GAACCGTCAAGGTGGAAGTGTACATGGCGTGTAGCGGCACAATTCGGGATCATAACAACAGGTTTAGAAG
+CCGCATGCGTTGGTACTGAGTTAATTTTCACATCAACTACGGTTGTTAAACCACCTAAACCTTGCGCGCC
+AATACCTAATTTATTTACACGTTCAAAAATTTCAAGGCGTAATTCTTCTTCTGCATTTTGTGGACCACGT
+TCAATTAAGTCTTGAATGTTTACTGGGTCCATTAAGCTTTCTTTCGCTAATACGCCTGCTTTTTCAGCAG
+TACCACCAATACCTATACCTAACATTCCTGGTGGACACCAACCTGCGCCCATTGTAGGTAGAGTTTTAAC
+AACCCAATCAGCAATTGAGTCAGATGGGTTTAACATCGCCATTTTAGTTTTGTTTTCACTACCGCCGCCT
+TTAGCAGCAATCATGATTTCAAGACCAGCGCCCGGAACCATGTCGATATGAACAACGGCCGGCGTATTAT
+CTTTAGTATTTATACGCTTTCCTGCTGGGTCTTTAACTATTGAGGCGCGTAATGGATTATCAGGATTTAA
+ATACGCACGACGCGTACCTTCATCAACCATTTGCTGTACGGTCATGTCAGTTTTATCCCACTGAACTTCC
+ATACCTACTTTAACAAAACAGGTAACAATACCGGTATCTTGACAGATTGGGCGTTTACCCTGTGCTGACA
+TACGTGAGTTAATTAAAATTTGTGCTATTGCGTCTTTCGCCGCCGTTGATTCTTCTTTGTTATAGGCTTT
+TTCTAGTGCCTGAATAAAATCAATCGGGTGATAATAAGAAATATATTGCAATGCATCTTCAATACTATCG
+ATTACGTCTTGTTGTTTAATGATGGCCATAGTGCTCTCTATTAGCTTTAATAATGCGTGGTTGAAAGTTA
+TAATAATTCTACTACACATAATAACCCGCTATTGAAAGTGCTGCCAGTCTCTTGTTACTGATAATAACTA
+TTTAACTAGCGAATACTTAGAGTAATAAAAACCTTGTTCCAGACAATCACTGCCAAACACCCAACTACTG
+TTATCTCAGCTAAAGAACTGTCCCTAAAAAGTGGCACTACAGCAGAAGCCATATTTGCCCCTATGGCTCA
+ACAAGCTTGGGCTATGTGGCTAGATTCAGGTAATAGTGAACATATTGATAGCCGTTTTGATATTTTAGTG
+TGGCAGCCCATTGCAACCCTAACTGCACAAGGTAATAGCACCGAAATCTGTTTTCCTGATGTCTATACCC
+CTGAAAAGAGTATTAGTGAAAAAAGTACTAAAGACCCACTATTATTGCTTAAGCAGCTTCAGGCACAGTT
+ATTTACAACACTTCAGTCTCCACATGAGTTCCTGCCTTTTTTAGGTGGTGCATTAGGTTATTTCTCCTAT
+GATTTAGGTCGTCGATTTGAGCAACTACCTAATTTAGCAAAACAGGACATTGATTTACCTGAGATGGCCG
+TTGGTCTTTATGATCGCGCCGTTATTTTTGATAAAAACTCAGCAAAGTTTTACTTAGTTTGCCCTGATGA
+CAAGCGAGCCGAGATTGAAGTAGCACTTATTAATTCAACTGTGAGTTCAAATATACCGCCAGCAAAAGCT
+GATGTCACAACTGATAATTTTCACTTAACCAGTAGCTGGCAATCAAACATGGATAAAGCCGATTACATTG
+AAAAATTTGATAAGGTGCAAATTTATTTATTGAGCGGTGATTGTTACCAAATTAATTTAGCGCAACGCTT
+TAGTGCCCAATACCAAGGTGATGAGTTTGAAGCTTACTTAGCCTTAAAATCGGCAAATAAAGCGCCATTC
+TCTGCTTTTATTCGCTTAGACCATGCTGCCATTTTAAGTGTATCCCCTGAGCGATTTTTACAGTTATCGC
+AAGGTAAGGTACAAAGTAAACCCATTAAAGGCACAATGCCGCGTAGTGATGATAAAGTTCAAGATGCTAA
+AAATGCCGAAATACTAAGGCATTCAAGTAAAGATAATGCTGAAAACTTAATGATTGTTGATTTACTGCGT
+AATGACATCAGTAAAAGTTGTCAAGCTGGCTCGGTCAAGGTACCTAAACTTTTTGATATTGAAAGCTTCC
+CTGCGGTACATCATTTAGTGAGTACCGTTGAAGGCATACTTGCTAGTGATAAACATGCCACTGATTTACT
+GCGCGGTGCCTTTCCGGGAGGCTCTATTACAGGTGCTCCTAAAATACGCGCGATGGAAATCATTGAAGAG
+CTAGAGCCACACCGTCGCAGTGTTTATTGCGGCTCAATTGGCTACCTCTCCAATTGTGGCACTATGGATA
+CCAGTATTACCATTCGTACCTTAATTTGTCAGCCAAGCGAAAAGACTTCAAAGGAATCGTCTAACAGCGA
+GAAGACGATTCATTGCTGGGCTGGTGGCGGGTTGGTCGCTGATTCAACTGCAGAAAGTGAGTATCAAGAA
+ACTTTTGACAAAGTTAATTGCATTTTACCGGTATTATCAAAACTCAATCAGGTGTAGGCTTTAACTATAC
+CCGTTCCACTTGAAGATGCATGATTCAGCTGGAATTAGAAACGCCTTGGGGGAAGGCTGGGCAAATCATA
+CTCTGCGTTACCTTTCTTTTTAAGGGAATAACCCTTAATAAATAAAAGTGCCTTAATTATGAATCGCTCA
+GACTTCCTGAAACGAGCATATTCAAGTGGAGCGGGTATAACACCTTAGCTAACGCCTTAATTCATACCTT
+AGCTAAGACAACTAAAATCGATACTAAAAGTAGTACTGTTAAAGAGTACTTTTAAAGAGTAGTACCAATG
+ACAAAAGATGAATTTTTATTACGCTTTAATTTATTACAGTTGGCCGAGTCTGAGCATAACTATCAGCACC
+CTTCACCTCTAAGATCGGCAGCTGTACTCATCGCTTTAGTCGAATCAGATAGTGGTGAAGGTTTGCAAGT
+TTTATTAACTAAACGAGCTAGCCACTTAAAACATCACCCATCTCAAGTAAGTTTCCCCGGTGGAAAAGTA
+GAACGAGAAGATAAATCACTTATAGATACCGCCCTTCGAGAAGCTTTTGAAGAAATAGGTTTGTCTCGTG
+AAGCAGTAACTGTGGCTGGTCAACTACCCCCCTATGAGACCATTAGTGGTTTTCAAGTTACACCTATTAT
+CGCCATTGTTGCCAGTTCACAAATTTATCAGATAGATACAAATGAAGTCACTGAAGTATTTCAGGTACCC
+CTACAGCATTTTTTAACCACTACAGACCATCATGTTTTTGTTGCCCATAAAGGTGGAAAACAACACAATG
+TGCATTTCCTTCCCTATAAAGAATACAATATTTGGGGTGCTACCGCGGTAATGCTCAAAGATTTAGTTGC
+CCACATAAACTAGTCAATTCGCTAGTTCTTCAATATACCCGTTAACAATTTAGACGCACGTTTCAGAGGT
+TGTAAGCCATTTCAGTTTTAGGCGCAATGGTTAAATTGTGGTTACCCCCTATGTTATTGCTGTAACAACA
+AAATGGAATGGCTCACAACCTTATAAGATGGGTTTAAAAAGGATTTACGCTGCGTTATTCCTTTGAACAA
+TGTAATAATCATTCTTTACCATAAGCACCTTGCCTAAATCGTTTTTAACACCCTCTGAAATCGAGTTCTT
+TGAATGGTGACGGGTATATGTCCCCTTGTTAGTGCATTTAGTTCTTTGATAGTTGAATATTTTGGTTCTT
+TATTTGTTCACTTTCAGCTAGAATTACTATCGATACAAGCAATCGACAATAATCCCATTATTCTAATAAA
+TACCAACTATAATTCGGAATATGACGGCACAGCCCATATTTGATATTGTAGCGGTCCATTTCACCGAGCT
+ATCGCTTAGAGAGAATTGAGTCTATAATTAAAGAATAGTGTCTATTACATAAGCAGAGCAAAGGTAAAAA
+TTATGATCAGTGTATTTGATATGTTTTCTATTGGCATAGGTCCATCAAGCTCACATACAGTGGGCCCTAT
+GAAAGCCGCGAAACTTTTCGTTGATGAATTAGTTAAACAAAATTTATTAACTAGTGTCGACAGAGCTAAA
+TGTGAACTATTCGGCTCATTAGGACAAACAGGTATTGGCCATGGTACGGGTAAAGCTGTAATTTTAGGCT
+TTTCTGGTCAAACACCGGAAAATATCCCTGTTGAGTCAATAGAGTCGACCTTAGCCGAAGTTGTAAGCAG
+CCAAAAAATATCACTCAATGGTACTCATGAAGTCGATTTCCCTAAAGATGACGCTATTATTTATCATCGT
+AAGAAAACATTGCCCGCTCATTCTAATGCCATGACTTTGTATGCCTATCAAGGCGATACCTTGGTATTAG
+AAAAGACTTATTATTCTATTGGCGGTGGCTTTATTGTAGAAGACTGTGACTTCGAAAAAGAAAAAGATAA
+AGCATTATCTCTACACACCAATATCAATCCTCCGCATGTTTTTACTACTGGCGATAAATTACTCCATGAA
+GCTAAAGTGCATGGTTTAAGCATTAGTACCATTATGATGAATAATGAAAAGTGCTTAAACGATGAAGCGA
+CCATACGCACTAAATTAATTGAAATTTGGGATGCGATGAAAGCGAGTGTTGACCGCGGTATTGCTACTGA
+AGGTATTCTACCTGGTGGTCTAAACTTAAATCGTAGAGCCCCTGCTCTTCATCGCTCCTTGATGGTAGAA
+AATTCTAACGATCCACTTACCGCTATGGATTGGGTTAACTTGTTCGCAATGGCGGTAAATGAAGAAAATG
+CTGCCGGAAGCCGCGTAGTTACAGCACCAACAAACGGCGCAGCAGGTATTATTCCTGCTGTACTTTGTTA
+CTACGACAAGTTTGTTAAGCCAGTATCTGATGATGATTGTATTCGTTACTTACTTACCGCAGCAGCCATT
+GGTATTTTATACAAGACTAACGCTTCTATTTCTGGCGCAGAAGTTGGCTGCCAGGGTGAAGTTGGTGTAG
+CTTGTTCAATGGCTGCTGGCGCATTAACTGAAATTTTGGGTGGTACTCCCATTCAAGTAGAAAATGCAGC
+TGAAATAGGTATGGAACATAACTTAGGATTAACATGCGATCCAGTTGGCGGCTTAGTACAAGTACCTTGT
+ATTGAACGTAATGCGATGGGCTCAGTAAAAGCAATTAATGCTTCTCGTTTAGCACTTCGTGGTAATGGCA
+CATCAAAAGTATCTTTAGATAAAGTAATCAAAACTATGTGGGAAACTGGTAATGATATGAAAACTAAATA
+TAAAGAAACTTCACGTGGTGGTTTAGCGGTTAATATTATCGAGTGTTAGTCAGTCTATTTTAAAATATTT
+AGTTGAAGCTATCGGTTAGAACGATTAGTTAAAAATTTAAAAGCTCCAGTAAGTCATACTTAGTGGAGCA
+TTTTTGTTTAGCACTTTTGTTTCGTACTTTTATTTTTCAACTGAACTTGTTGGGTAGGTAAATAATACAC
+GACTCTTAGCTTTTAGCCCTTTTGCCTCAAAGGCCTTTTTAAACATATAAATCCACTGATGAAAACTAAT
+ATAAAACGGATTATTAGATTTGATTTGACCAACGATACCATAGCGACAAGGACCATTTTTTTCAGCGTTT
+TCTTCAATATAGGTACCAAAAATTTTATCCCAAATAATTAATACACCGGCAAAGTTTCTGTCTAAATAGG
+CTTTATTGGTTGAATGATGCACCCGATGATGTGAAGGCGTATTAAATATTTTTTCAAACCACCCTAGTTT
+ATAAACAATTTGCGTATGAACAAAGAATTGATATGCCAAATTAAGTGCAACCACGGTAAAAACGGTGTTC
+GGATCGAAACCAACAATAATCATTGGCATCCAAAAAATCCACATACCTGCTAATGGATACATTAACGATT
+GTCTAAAAGCAGTTGAAAAGTTCATCTTGGTTGAACTGTGATGCACAACATGTGCTGCCCACAGCCAATG
+GATGTGATGTGACGCTTTATGAAACCAATAATAAAGAAAATCTTGTAATAAAAAAGCGATAAAAATGCTA
+GTGAAACTGAGTGATAATTCAAACATTGCAAATTGATGTAGCCAGTAAAAAAAAGGCATCAATAATACTA
+AAGCAAGCGCATCGGATCCTTGATGTAAAAGTGCTAACGCTGTATTTGTTAAACTGTCTTTAATATCATA
+AAGCTTACGGTGTTTAACAAACTCGTAAATAACAAAGGTTAAAAATATTGGACTTAATGCCAATAAAATC
+ACTTCAATAGTCATGCAATGTTCTCCACTGAAATGTGCCTATCGGCAAAGTGCTCCGCTAACTTTTTCAT
+GGCTTTGCTAATATCACTGGCAACAAAGAACTTTAACAAAAATGCAGGTAACCATTTAGGTCCATTAAAT
+TTAATAACGTAGTCAAGTTGTGTGGTTTGATTATCAACGTCAAATGATGTTAATTGAATATCGCCTTGAT
+GATCTGATACTGGCCAATTACCAACAATGCGATAACAAATGTGCTCATTGGTTGCACTAATAATTTCTTC
+CTCAAAGACTATTTTTCCGATAGATATTTGGCGAATAGCACCTTTACCACCAATTAATTCACCCTTATTT
+TGTATTTTTATTAATTTAAACTTGGCATTAAAAAATCGGCCTAACTGTAGATGATCTAATAAAACTTGGT
+TTACTTGCTCTGCTGGGGCTAATACTTTCTGTGTCACTTCAATGGTAATCATAAGTCTCACGAGATAAAT
+CATACAGGTGTTTAATTAAATCGATTCAACCAGAGTTCACCTAAAACAACAAGTGTTTATTTTTTCTGCT
+GTGAAATATAAATGATAAATAACAAATAATGGAGGTGTTTTGAACAGTGTTTTTTTATATCAACTCAACA
+GTAGCAGTGATACGTTTCTAGAAGGTTTTGGATGAATATGTCCAAACTCAAGCACAAATTAACTGACTAT
+AATCTGCATAGACAGTTTCCTAGTAAAAATTGTTAAAACTATCTTCGTTAAGGCTATTAATCACATTTTC
+GTCTAGGTGAAGATACGTTATAATGAGTTGTTCACATTAGTTTTTTTGACTATATTTGGTTATGGATCCG
+CAAGGCAGTCAATAATACGGGTTAACCATTATTTACATAACACCAACAGCCCCTTAAGCCTTTTTTCAAC
+CACTTAAGGGAATAAATACCGACAATAATAAAGCCGCTCAAATTTGAATTTATCAGACTCAGCGCTTTTA
+AAATTAAAATAGAGGATCGAAAATGTCCGATATCAAACCAGTATCGCAAACCCACGTTATCACCGCAAGC
+TGCCCTAGCCAGCCTGGAACGGTTGATGTTGTTACCCGTTTTTTGTTTGAACAAGGCTTTTATATTAATG
+AAATTCATTCGTTCGATGATACCGATCAAGATCGTTTCTTCATCCGTATAGAGTTTAGAGCCGATACAGC
+AACAAACTTTAATAGAGATGACTTTTGCCAACAGTTCGGTGAACGGGCAAGTGAATTTGAAATGAAATGG
+GAACTGGCGTCGAGTCCTTATAAATCTAAAGTTGTGATCATGGTGTCGAAGCACGATCATTGTCTTAATG
+ACTTATTATATCGTTATCGCACTGGTGATCTTAATATTGAAATTCCAGCAATTATTTCTAATCATCCTGA
+TTTAGAAGATCTGGCCAAATGGCATGATATTCCTTATTACCATCTACCTATCACTAAAGAAACTAAACCA
+GAACAAGAAGCTAAAGTTTTTCAGATCATTCAAGATTCTGAAGCAGATTTAGTGGTATTAGCACGTTACA
+TGCAAGTACTCTCTAGTGATATGTGTAAAAAACTGTCCGGTAAAGCGATTAATATTCACCACTCGTTATT
+ACCTGGTTTTAAGGGCGCTAGACCTTATTATCAAGCCTATGATCGTGGTATTAAATTAGTCGGCGCTACT
+GCGCATTATGTCAGTGATGATCTTGATGAAGGTCCAATTATTAGCCAAGGTGTTGAAACTGTTGACCACA
+GTTATTACCCTCAAGATCTAGCCGCTAAAGGACGTGATATAGAATGTTTAACGCTAGCTCGCGCGGTACG
+CTGCCATATTGAGCATCGAATTTTCTTACACGGTAAAAAATCCGTCGTATTTGCTAAGTAACACCAAAAA
+ATCAGGTAAAAAATTGATATTTATATCTTTAATATAAATTAAATAACAACAACTTTACTTGTTTCTGTGC
+TGGGTTAACGACTTTTCCTCGCACTGCAGAGAAAAAAAGGCCACTTCATAAAGTGGCCTTTTTTACATTA
+ATAATTGACAAGTATTATTAATAACTACACTGCAAATGGATACTTAATCGCTTCATGGCATTCATAACCT
+TCAACTTTAAAATCATCCATAGTTACCCAGGTTTCAAGATCTTCTAACGATTTAATTTCTGGGTTAATAA
+TAAGTTTTGGTAAAGCTAACGGTTCACGCTTGAGCTGGACTTCTTTCATCAGCGGTAACTGATCTTCATA
+AATATGAGCATTCACTATTTTATGATATGCCATTCCGGCTTTCTTACCCGTTATTTGAGCCATTAGCGCT
+AGAAAAACAAAGACTTGCACTTGGTTAAAGTTAAGCCCTAATGGAACATCACATGAACGTTGAAAGCTAG
+TTAAATGCAAGGTATCGCCAAGCAAAGAAAAATTATGGGTATGCATGCAAGGTCTTAAACAACCCATGTG
+AAACTCACCAGGATTGTAAAAGGTCATAATCTCAGCACGATCATCAATACCATCTTTAAGGTTATCAACA
+ATTTTTTTCAGCTGGTCAATAGTTCCACCGTCTGGTTTTGCCCATGCTCGGCCTTGAATACCATATACTC
+GCCCCATGTCATCTTCACCTTTACGGTGAGTATTATTAAGCCAAGCATCATTTAAGTTGGCATTAGCATC
+CCACGTTTTCGTGCCCAATTTACGAAAATCGGCCGCACTATCATAACCACGAATATAACCAATAAATTCA
+GCAATGGCTGATTTAAAAAAACTTTTACGTGTGGTAATTAAAGGAAATTCGTTATTACCCACATTGTATT
+CTAAATCAGCATTAATCACAGTCAAACAACGTTTGCCTGTACGCTCATTTTCAACCCAAGTACCTTGGTC
+AATAATACGTTGACATAAATCTAAATAAGCGCGCATTAGTTATTTCCTTTTACTGTTTTTTTACCTGATT
+TTCCGCCAGCTGCTAGAGCTTTATCACCTTGAGCAATGGCTGATTTTTGTTGCGATAAATAGCCTAAATA
+GATAATAAGTATACCTGCTAAGATCATCGGGATACTCAAAATTTGGCCTTTTGAAATAAAGGAGAAATAC
+AAACCAAGGTGCGCGTCAGGCTCACGGAAGAATTCGACAATACTTCTAAATACGCCATAACCAATTAAGA
+AAGTACCTGATGCTAGTCCTAGGCTGCGTGTTTTACGGCTAATAATATATAAGATAGCAAAGAGCACGAC
+CCCTTCTAAAGCAAACTCATACAATTGCGATGGATGACGTGGCACTTGTAATGGATCGGTTGGAAAGACC
+ATAGCCCAAGAAACATCGGTTTGACGTCCCCAAAGTTCAGCGTTAATAAAGTTACCTAAACGGCCCATTC
+CTAAACCAATGGGTACTAGGGGTACAACAAAATCGCCTACCGCTAAAAAGGATTTATTGGTTTTACGGGC
+AAAAATAAACACCGCAAGAATGACGCCCAATAACCCGCCATGGAAGGACATGCCTCCTTGCCATATTTCA
+AATAAATAGAGTGGATCTGATAAGAAATATTCGAATTGGTAAAATAGTACATAACCAACACGGCCACCTA
+GAATGACACCTAAGAATCCATAAAATAATACGTCACTAACTTGATCTCGCGTCCATAAACCGTTACTTCT
+ATCAGCAGCCTTGTTTGCCATAAACATAGCGGCAAGAAAGCCAATTAAGTACATGGTGCCATACCAACGT
+AAAGATACCGGGCCAATGCTAAATATGATCGGGTCTATCACCGGAAATTGTAAAAACTTGTCTGTCATTG
+CTTGTCCATCTCTAAAAAGTAGAGCTTAAAGTAGAAAATTAAAAACTAAATATTACTATACCCAAGCCAC
+TTGAAGACGCATCTTCAGGTAGTTTTGGTATATAAAGTTATATTTCTAAAATTGAGCTGTTAAATGTCGT
+CATAATATACGATTAAAACGAGATCTTTTATTGCGCAATATTATACGCTGTTAAACCGCAAAGTACTCAC
+AGAAAAAACATTAACCTATCATCATTTTGATAGCGACGAAAATAAGAAAAACCGCAAAGAATTTCTTCAA
+GGTTTTTACCGGTAGTTTACTCGCGTATTTAACACCTATTGGCGCAAATATTGATGAACTTATTACAATG
+CCTAATAAAGCAGGTAAATAAAGATACCCTAAGCTCAAATCAGGAAGATTAGGTAAATTAAATCCGGTAA
+TAATGTATCCAAGGGAGCCGAATAGCGCAACCATTACACCACAAGCGGTTGCAATGCCTATTGCGTGTCG
+AACCGGTACGCCAAAAAAGCTCAAGGATGGGACTAAAATAGCCCCACCGGCAATGCCCATTAAACTTGAA
+ATGATACCCGTAATAAAGCTTAGTAATTGCAATACGTAAGTGGCGGGCAACGACCTTTCTTTGGAGGCGT
+TTATTGAGAGCAACATATAAGCGGCGAGTAAAATAACGACGAAAGAGAAAAATCTCGTTAATGCTTCACT
+CGAAAGTGAATCAGCAATAAAAGCTCCTACCAATGCCCCTACTGCAACTAAGATCATTAACTGTTTTGCC
+AACTGCCACGGAATATTGCTTTTTCGATGATGAGCATAGGCAGCACTGGTTGAGGTGATAACAATCGCCC
+CTAAAGAAGTGCCTAACGCCATGGGCATAACCACATCGCTACTAACGCCCACCATAGGAAGTAAATACAC
+CAAGGCAGGTACTATGATGAGACCGCCGCCAATACCCAATAAGCCCGCTAAAAAACCAACAACACTACCT
+AAAACGATACAAGAAATTAATACTGTTAAAATCATTCTGTTTTGCGGAAAACCCGCTCCTAAATATGGAA
+TAAAACTATGCGTGGTTGATCGTTGGTCTTTATTAGTTATGGCTATAAACTAAAAACCTGCCCGAATAAA
+TCCACCAAGACCGAGCACTTCAAGCTGTTCGTTGAGGTAACTGTGCACTTCTTTAGCTGTAGTTAATGTT
+AATGTTTTATTTAAAATATTCTGTGCTTGTTCAAAAGAAATATGACGAATAACCCACTTAATACGGGGAA
+CGTTATGGCCATTCATACTAATTTTATCAAAGCCCATCGCCAATAATAAAATGGCCCCTGCAGGTTGTGA
+GGCAAGTTCTCCACATAAACTAATGGGTGTTAAATATTTCGCTGATTGTTGCGCAATACTATTTAAAGCA
+TTTAAGACTGCTGGATGAAAAGCATCATATAAATTAGCGACTTGGCTATTATTTCGATCAACAGCTAATA
+AGTACTGTGTTAAATCATTACTACCAACGGAAAAGAAATCAACGCGTTTAGCTAAGGCTTCCATTTGAAA
+AATAACAGAAGGCACTTCCAACATAATACCGATTTTGGGTCGTACTAATTTGGCAGAGACCGCCTGCGCC
+TTTTGCTGTGCCTGTTGTAGCGTTAAATGACCATCTTCATTCCTCGCTGACATAAGTTCTGTCGTTATAT
+CTTTGGTCAATTCAGCTTTAAGCTCAAAAAATGCCTGATTAATTAATCTATTCGCTTCATCAATTTCTTC
+AACACCCGAGATCATAGGCAACATGATCTCTAAGTTATTTAATCCTTGATTTGCCCGTAACATGGCACGT
+ACTTGTACCAGAAATATTTCAGGGTGATCTAAGGTGATTCGTATGCCGCGCCAACCAAGAAAAGGATTTT
+CTTCGTTAATAGGGAAATAGGGTAATGATTTGTCGCCACCAACATCCAGAGTTCGCATGGTAACGCCGTG
+TTTAGGAAAAACCTGTAACACTTTACGATACAGCTGAGTTTGCTCTTGCTCTGATGGAAAACAGTTACGA
+TTCATAAAAGGTATTTCAGTACGGTATAAACCAATACCTAAAGCACCAAGTTTAGCTGAGTGTTCGAAAC
+CAGCTGATAACCCAGCATTAAGTAATACTTCAATGGCTCTACCATCTTGGGTAATACAAGGTAATTGCGC
+TACTTCCATCACTTTATCGGTAAGCGCTTTTTCTTGGCTTAATAAATATTGATACTCTCGTATTAACCCT
+TCATCTGGGTTAATAAATAACTCACCACTATAACCATCAATGATAGCCTGTTGCTGATGCAACTGACCAA
+GCACTAATGCATTAACTCCCATGATGGCTGGTAAGCCTAATGAACGCGCTAAAATTGCGGCGTGAGAGTT
+ATTAGAGCCTGTTAAAGAAATAATTCCTAACAACCCTTGGTGCTGATATTGAGCAACCAAGGATGCACTG
+ACATCTTGTGCTAATAAAATAAATTCTTTAGGTAACTCCAGCTCTTCTTTTGCTTGTTGCTGAATATTAA
+CCAATAAACGAGTACCTAAATCTCGAATATCACTCGCGCGCTCGCGAAAATAGCTGTCTTCAATGGCTTC
+AAACTGACTGATATAATGTTCAATCACTAGCTTTAATGCACTATCGGCGCGCCAACCTTTTGATATTTTA
+GCCGCGACTTCGTGACCTAAACTGGCTTGCTCTAACAATTGCTTATACACATCAAAAATAGCTAAGCTAT
+CGTCATCAATAGCTTCACTTAACTGACTACTTAAAACATCAAATTCTATACGCGTTTTTTCAACGGCTTG
+CTCAAAGCGCAATAACTGTTTTTGGCTGTCTGGAGATTTTTTTAATGAGACCGCAGCAAGATCCGCTTGC
+GGCTGGCAGACAATAATTTCACTTAGGGCAATGCCGGGAGCACCAGCAATACCATGTAGCTGTTTTACGC
+CTTGATTTTTTTGCTGTTGGTGACTTAATAAATTTTTAACTTCAGCATTTGCTAAAGCACTGGCAAGTTG
+CGCCGACAGTGTCACTAAAAAAGCTTCATCATTTTCAGTATAATGACGAGACTCTTTTTGCTGAATAGCT
+AAAATACCAAGCACTTTACGTTGGTGAATAATGGGTGTGCCTAAAAAGGCATTAAAATCATCTTCTTCTA
+CTTCTGGCGCATGCATATAGTCTTGATGCTGCTGAGCATCAGCAATATTTAACGGCTCTTCTCGCTGGCC
+CACTAAACCGACTAATCCTTCAGAGAAACCGATACTCGTTTCCCCTACTGACGTTTTAGCCAAACCATCA
+GACGCCATTAATAAAAAATGTTGTTGGTGATAATCAGCGAGATAAATTGAACAACAATCTGTTTTCATCG
+CTTTCTTTACATTGTAAACCATACGTTCAAGCGCATTTTGCAGTTCAGCTTCTTGACTAAACTCTAATAC
+TATTCGACGCAAGGTAGTTAACATTTAATTCCTCTGTAATTCGATACGGGCCAATAAGATCGTTCGAACG
+AACTAATTAGTGGTTACTGTAGAGTGAAAGTTTATAAAAAAATAGCCCACAATAAAGTGGGCTATTAGGA
+TTTACAATCATAGTAATAATTAGGTGTTATTGTTATTAAGCCCTACGTTTACGGCGATCAGGTCGCCTTT
+CATACGTAAGAGGTAAAGCAAAATTAGCAAATTCTTTCATGACCATTCGATAAACATCTCGTTTAAAAGA
+TACTACCTGTCTGACTGGATACCAATAACTTACCCATCGCCAGTCATCAAATTCAGGATGCGAGCTATGA
+AGTAAATCAACTGATGACTCAGCTGCAGTGAGCTTTAATAAAAACCACTTTTGCTTTTGACCAATACAAA
+CGGGTTTAGAGTCATGCCTAATATAACGTTTTGGTAATTTATATTTTAGCCAATGCTTAGTTGAAGCAAC
+AATTTTCACGTGTTCAGGTTTTAAACCAACTTCCTCATGTAGTTCTCGATACATGGTTTGTTCAGCAGTC
+TCACCTTCATCAACTCCACCTTGTGGATATTGCCATGAATGTTGTCCATACCGCCTTGCCCAAAATACTT
+GTCCCATGTCATTAATTATTACTATGCCGACGTTGGCGCGATAGCCTTCGGCATCGATCACAGGAACTCC
+TGACAATATATAAAATACTTGCCTCAATTCAACCATATTAACGTCAGTGGAGCAAATGATTACTTTAATT
+TTTTTAGTAAATCTATGATAATAGTCACTAACCTTAGTAAGAAAATATTTCCTGGTTAATGTCGTTTCTT
+TTATGAACATACCCTCTTCTGAACAAGCACTCATGCACAACGCCCAAAATTTAGCTGGTTTAACGTTAGG
+TGACTTGGCTAAGCAAGCGGGTATTGTCATTCCAAAAGACTTAACCCGTAATAAAGGTTGGATCGGTTTA
+TTACTGGAGCATGTTTTAGGTGCTAGCGCAGGCTCTAGGCCTGAGCCTGACTTCCCCCACTTAGGCATAG
+AGTTAAAATCATTGCCTATTAATGAGCAAGCTAAACCACTTGAGACAACCTTTGTCAGTGTTGCGCCCTT
+AACAGGCCTTGTCGGTGTAAATTGGCATAATTGCTATGTACGCAAAAAATTAGCACGAGTATTATGGGTG
+CCAGTGATCTCGCCTAAAGATGTACCAATTAGTGAGCGTATAGTGGGCACACCTTTTTTGTGGTCACCTA
+ACGCTGAAGAAGAAGCCTTATTAGCTCAGGACTGGCAAGAACTCACCGATATGATTGTACTCGGTGAAGT
+AGAGAATATTCATGGTAAGCATGGACAAGTAATGCAGCTGAGACCCAAAGCGGCTAACAACAAAGCAAGA
+ACCCAAGCATTCGATCGTAATGGTAAACCTTTTATGACCTTACCCCGTGGTTTTTACCTTAAGATTAACT
+TCACGCAAGGTTTACTACATCGTTATTTGCGTATCAATTAATATTGGATGATCTTTTTAGTATTAACAGT
+TAGTGACAGTTATTTCTTGTGAAATAACAACCGTTTCACCCGCTGGTATTATTTGCCAGCTAGTATTTGC
+TGCTTCTAAACAAACATACTCTTGCTCACCTTGAGGGTGAATATCTGCCATAGTGTTTGCTAGTTCCGTA
+CCGGGATTCCACAATACCCATTGCTGACAATTACTGCTTATTATGTCAATTTTACGCTGCCAATGATTAT
+CAATAACCGTCATTTTTTCACTGCTATGATATTCACGATCTATTTCACCAACACAACTTACAGCCTCTTG
+TTGAGTACTTGAATTGCCCGTGAGTTTGTCACTATAACGAACTCCTGTTAAGGCATCGATACTCACATTG
+CCTGGATTACTGACCGTAAAGTAGCTATGTAGGGCAGCAGAGTATTGTGCATCCTCTAAAGAGTCATTGC
+TCATCGTCAGTGTTTGTTTAAGGTTTTTACCAAAAAATAAGGTTTGCGTTAAGGTATACGCATTAGGCCA
+GAGCGGGTGTTGCTTATCACCACTTAACACTAAAACTAAAGTAACACCGCTCTCATCAGCATTAATGCTT
+GTTATGTGCCATGGCAATTGACGAGCAAAACCATGATTCACTGGTTTTAATGCTGTGTTTGGATTTTCTG
+TGAGATATTGACTTTGTTTATCATTAGCACCAAACCAAGGCCAGCACAAAGGGATACCACCACGAATAGC
+TTTACCCATTTGATAACTAGCTTGTTCACTTAACCACAAAACATCCCTATGACCACTGGGTTTAAAGCTT
+AAGACTTGCCCACCGTATAAACTTACCTTTGCTTGGCAATAGGCATGAGAAATATTAAGTCCCTCAAACC
+GCTCTTCACCACTTTCTTGGTTTAGTGTAATTGAAGTAACTTGAGCAAAATCATTATTTAGTGGTATTTT
+TGTCATGGCGTAAACTAATATGGTTAGGTTATGAAACGGTAAATTCTATAAGCAGTTAAATTCTATAAAA
+AGAAGAGGTTGTTTGATAGCATAAAATGTTACCTCTCTGCTTTTACTTGATAACAAGCCGTATAAAAATA
+TTCACCTTTATCACTACCAGTTTTTACCTATTGATAAGAAGAATGAATGTTCTCCACTTGTCGCAAAGCC
+CATCCCTAAAACTGCAGGCCCAAAACTGGTATCTGTACCTAGGTAAATACTGCCTGAACTGATTAAATCA
+TTATACCTAATCCTGTCTTCTCCCCCCCAAACATTCCCGGCTTCTAAACTTGTGCCTAAATAAATAGGTA
+AGCCTGAGCCACCGGGTATTTCACGACCTAAATCATATTGATAAACAACTGCAGCAAAGACTTTATGTAC
+GCCAATTAGCGCATCTTCTTGGTAACCTGAAAGGTTTAGAAATCCACCTAATTCAGTTACATGGACACTA
+AAGTCGCTTTCATTGTCGATAGTGGCAAAAGAGGCTATTCCAACAAAAGTATGACCTCTAATCCCTATAG
+CGCCTCGCCAATCAAGGGCAAAGGTAGTCGCAGTATCTTTTTCTACATCACTTAATTGAGGTGAATATTC
+ATCTTTTAACCACTTCACTTCAATTAATAATTTATTACCATTGGTGGGGAAATTAATACTATCTAGGGTA
+TCGTAACCAAACGTTATAAAACTCCCGTAACTGTCATAATCAAAATCATCAGTACCTGGTTTATCAAGAG
+AAAGATCACCTGTTTCAGCAATAACGCCTAACTCAATAATCCCTTTAAAAGAATAATCATAGCCCAATGC
+TAGTGTCGCTTGATAATACTCATTTCTGAGCTCTTCACGAAAACTTGTTTTCTCCCACTTATCTTGGGCA
+AAAGAGACTCTTGCTCTACTATATATATCATGACTGTGATCAAGCGGTTGATAGAACTCACTCGCGAGTA
+AACTTTCCCACCCCAATTCAAGCTCGTTTAACCAACGTCCACCATTCATCGAAACATTTGTCATCAAATA
+AGACATATTGATTGACGTAATAGACTGATCAGAGAAATCTGTTTTTAAGTTAAAGCCAAAATCAAAATAA
+TTTGGCCCCCAAGACTTAGCTTGCGTAGTTAAGGTGATAATTCGTCCTTCTGGCGAATCATCAAATTCAA
+CGGTGACTTGTTCAAATTTATCTAACGCATAGACTCTATTTATAGCTAAATCTAAGGCTTCTTTAGTGAG
+CTTTTTTCCTAGTTCAACCGCAAAAACTTTCTCTATTATGTCGTTTTCTACTTTAGAGTTATTGTTAATT
+TTAATTTTAGTAATATGTCTGGGTAAAGCATCAAACCATTTTTTTGCCTTCAGCTTTTTTTGATTTTTAT
+AGGCTTGATAATCAACATCACTGATTGCTAATTTCATCAACGCTTGTGATTGTGCCTGTGCTTCCTGCTC
+ACCTAACTTCAAAGCTTCAGGCATAACAGACCAGTCAGTGGTACTTAATTTATCGATAGCGGGACGCAAC
+AAAATATCTTTATCAGTAAGTAACGCCTTTTGCGCCAAACTGGTATTGTTGGTGAGAATTGTAGATAGCT
+GATTGAGTACAGATACCGTACTGGTTAGCTCACTTTGTTCAGCGAGCGGCGAACCTATATCAATAGCAAT
+AACAATATCGGCGCCCATTGCTTTGATTACATCAATTGGCATGTTATTGGTGATGCCGCCATCAACTAGC
+GTTTTACCATCAATTTCAACGGCTGCTACAATACCTGGTACCGCTGCTGATGCTTTCATAGCCTCATTAA
+TGCTGCCAGAATCGAGAACGACCATTTTTGCTGTGGCGATATCAGAAGCAACAGCGCGATAAGGGATTGC
+CAAATCATCAAAACTGTCAAAAGAGCGAACAGTATCCGTTGAACGCTGTAGAATTTGGTAAGCACTCTGA
+CCTAACAACAACCCATGTGGAACTTTAAATTCACCATCGCTATAACCTAATCGTATTGATATGTTATACC
+TATCTCTATGCTGTTTTTTATCATAAGCCAATGATTCTCTGGGTATAAAGTCTGAATAGCTCTCATCCCA
+AGGCATGCCAAGCATAATGGCTTCAATTTCACTCACTTCATAACCTAACGCGTACATTCCACCAACATAG
+GCGCCAATACTCGTACCGACCACATAATCGATAGGAATATTATGCTGTTCGAGTACTTTAAGTACGCCAA
+TATGGGCTGAGCCTTTAGCACCGCCACCACTTAACACCAGACCAATCTTGTCTCTAGAGTGGGCCGAAAA
+AGCCAAAGTAGTAAGTTGAAGTATTAAAAATAAAGTAATAATGAAACGCATGATAGTTGCTTATAAAAGA
+GTTAGTTAAGTATGAGAATTACTCCAATGATAGAGAATGGAGGTTAAAATACAAGTTTATTCTCTTGATG
+CCATGTCCTGATTGCGAAGCGCTAGGTGATCAGTGTGGTTATTTCAATCATTGAAGCGATTAAAATAAAA
+AATCCTGGATTTTAAATGCTTCTTAAAATACAGGATTTATTTAATCGTACATAAACTTTTTGTGAATGAT
+TACACGCTTAATAAATCATTTAGTGTACGCACGTGGCATATCCGTTTCGACAATGTAACGCTGGCGTAAT
+GCATCTTGACGTGATTTTAATGACATGGCTTGACCGTTAATCCACATAGCATCCACTTTGGTGCTTATTT
+CAAAAGGGTCACTACTCCATAAAACTAAATCAGCATTTTTACCAACCGCAATACGACCAGAGTTTAAGTT
+AAAACTATCGGCAACATTAGCTGTAACGGCTGCTAAAGCAGTAGTTGCAGCGACACCATTGGCAACCGCC
+ACACCCGCATCAAAACGTAATTGATTAATATTATAGCTTTCACCACTATTACTGATAATCACCTTCACAC
+CAGCATCAGTCAGTTTAGCAACGTTAGTAAGTGAGTTATGCAAGGAGTCAAAACTGCTAGGTAAATTATC
+GATAGCACTCATCATCACAACAACATTGGCTTTAGCTATTTCATCGCTAACTAATACCGCATCACTGGCG
+CCAGCGAGTATCAAATTAAGGTTAAACTTCTGTTTTAACTTAAGTAAAGCTAAGATATCAGTCGCCCTAT
+CAGCATAAGCAATTAAAGGCTTATCTCCCGATAATAGCTCATTTAGAACCAGCTCAGATCGTGATGGTGT
+TTCGGCTTCTTTTTCTTCTTTCTCTTTTTTACTGCTAGCTTTAACTTTTTCTGCTTTAGCTAACGCTTTT
+TGCGCATCTTCAAGTTCATTGCTTAACGTTTGAAGTTTTGTTGCCCGAGAGCCTTTGCCCGAAGCACCCA
+GCGAAACGATCACGGCATTTTGTGGCATGATCACACTGTCAAAGTCTCCTGATAAGTTAACAACGAAGCT
+TTGGCCCGTAATAACATCTTCACCACCATAGGGCATAACTAAACTACTGGTAATACCGCCCTTTCGAGCA
+TAGGCGATTAACGTAGATTTAGGGTTAAACGCTAAACTGGCATCAAAAGTAATATCAGCATCTTTATCCG
+AGCTATCGCGAGTATCGGACACTGCACCGACTTCCACTAAACCAAGTAAGTTATGCGTTGCAATAAAACC
+AGGCGTTAGAATACGTTCTTTAGCATCGATAATAGTGTCCGCACTAAGCGATTCAGGCACTTCATCTTTA
+CCATATACGGCGGTAATTTTTCCTTCATCGACCATAACGGTTGCTTGAAATAAAACACCTTTTTTAGCTA
+CGGTATAAACAGTAGCATTGGTAATTGCGATTGATTCAGCCTGAACAACACTAGTTGTTACAGTAAGTGC
+GCCAAGCAAAACATAGCGCAATGAAGTAAGTAATTGAGTATTTTTCATTGTGATTCCTATTTTTTATTTG
+CTGGCTTAATTGCCGGATGAGTTGCCGGATTAGTAGCTGATTTTTTTTCTAATTGAGTAACCACTTTACT
+CACGTGATTATCTAGCTGTTGACCAAGTAAAAAGTCACTTTTAGCTTGGTATTTATCATCAAAACGATCA
+TAAACTTTAGCACCATCAATAAACACTTGTTCAGCTTGGGCATAAACACTAAATGGGTTCATATTCCAAA
+CCACAACATCAGCATTCTTGCCAGCTTCTAGGCTACCTACTTCATCGTTAATACCTAAAGATTTGGCTGC
+ATTAGCGGTAATCCACTTTATGGCATCTTCTTCTTTTAAGGCAAAACCATTTTCATTGGCGCGGTACATC
+ACTTTCGCCGCTTCTTGGTTTAAACGCTGAATAGTTGTTGCTGAATCTGAATGAACAACAGCACAAGAAT
+TTTTAACGGCATCAACAATGGCAACATTTTCTTCAACCATGTCATAGGCTTCCATTTTGAATCCCCACCA
+ATCTGGCCACATAGCAGCACAGTTACCATTAGCCGCTAATAAATCGGCGACTTTGTAACCTTCAATTGCA
+TGATGAAAGGTACCTGAGTGATAATTAAATTCATTACCAAGATCAATCATTACCGCCATTTCTTCCGCTT
+TATAACAATGGTTATGAATTAAAATTTCGCCGTCTAAAACGCCCATTAAGGTATCGAGTGCTAAATCACG
+TTTAGGTGCATCAGGATTTTTCCCTGCACTGTAGTCACTGTCATATTTATCCCAATCACGTTTGTATTCT
+GTAGCGGCAAGCCAAGCGCTGCGGTAACCAGCAACATTACCCATTCGCGTTGAAGGTAAAACTTTTCGAC
+TCCCATAAACACGTTTAGGGTTTTCACCACACGCCATTTTCAAGCCGTAAGGCGCACCCGAGAACTTCAT
+GCCTTGCATAGTTTCACTCGGTACGTTGCGTAATGTAACGCCGCGACCACCAAATAAATTAGCTGAACCA
+GGTAAAATCTGTAAGCTTGTTATACCGCCAGCACGCGCTGCTTGAAAAGCAGGATCTTGTGGCCAAACAC
+TATGTTCAGCCCATACTTCTGACGTATTAGGAGACGTCATCTCATTACCATCGGAGTGTGACTCTACTTC
+TGGATTAGGATAAACGCCTAAATGAGAATGAACATCAATAATGCCTGGCGTGATCCATTTACCTTTCATA
+TCAATAACAGTGGCCTGCTCTACTGACAAATTATTGCCCACCTGAGTGACCTTGCCATTAACTAACAAAA
+TATCCCCATTATTGATACGCTCACCGGTACCGGTTAAAATTGTGGCATTAGTTAATAAAGTACTTTCACT
+AGGTAATGCTTGATAGGTGCTCGGGTAAGGATTTTTATTGATAACTACTTTTGCATCTTGTTTTTCATTG
+GGTAAACAAGCCGTTAAGCCCAACGATAGCATAGTGGTGGTGAGCAGAGTAAACGTAGTTTTTTTACTAA
+TAAATTGACTAATAGGCTGACTAATAGGTTTCTGAATTGGCTTATTATATGAATCTAAGGTAACTAAATT
+ACGCGGTAATGACGTTTTAAGCATTGTAATTCCTGTAACGAAAAATAATGCCTAACACCATAAATTTATT
+TTGATAAAACAACAAGGTAATGACGATAAGTAGTCACTTATCTACGTTTATTTACATATATACGTTAATT
+GATCACTGTTGAGCAACGACAACCTTATTTCTGCCACTATTTTTTGCTTGATAGAGAGATTTATCCGCAT
+GGGCTACAAAAGTTTCAGCATTGGTAAAATATTCACTTTGCCACTGACTCACCCCAATGCTAACCGTTAC
+AGATATTTGATTATTGGCAATATTTAATTCAAGTTTTGCTATTTTTTGGCGTAAACGTTCAGCAAACTTT
+TGGGCATTGACCAACTGAGTATTTGGCATAATAATCACGAACTCTTCACCACCAATACGGGCAACAACGT
+CACTACTTCGAACTGCTTCAACGCACGTTTGATAGAACATTACCAAGACCTCATCTCCTACACCATGACC
+ATAACGGTCATTGACACTTTTGAAGTGATCAATATCTAACAGCATAATAGATAATGGGCTGCCATGGTTA
+TTAACATTGGCTATTTCTTGATCAAGTACCTCGTTAAAGTGGTGGCGATTAACAGCACCGGTTAAAGCAT
+CAGTCAAGGCTAGTTGCTGAAAATGATCCTGTTGAGACTTTCGGTATTTAATCTCTTTCTGCTGCTGACT
+GACTGTCGCTTTATACACATCACCTTGAAGCAATTTCCGGCGAAGCTTTTCAAAAGCTAATTGCATAGAT
+CCAATTTCATCTTTGCTATCAATATGGTTAAAGTGAATGTTATTCTGCCCTTCAGACATATCATTTAATG
+CGTAGGTGAGTTTTCTTACTGGGCTAATAATGCTGTAATTAAGCACTAACGCAAAGAATATAGCCACCAA
+CAAAAATATCAACATGGCAAGAATGATCAAATAACCTTCTTTTTTCAATTTTTGACTTTCAATGTATATT
+TGCCCATCAAATTCGTTAATGAGTCTTTGAACCACGCTATTTAAATTATCGACTTTTGCTGACATCACCT
+TGAACCATCTTGCGGCTCTGACATCTTTATCTTCAAACTGCATTGTTTCTAGATAAGAAGACTCTAAGTG
+TTGTCGCAGCGCAAAAGCATCACAATAGTGGCCACAGATTGACTTTTGAGCTGAATTTGCTGCATTTTTA
+AATATGAGCAAGGTATTTAATTGTTTTCCTATCAATAAACTAACTTCAACATTTCCATAAATATTTTCTT
+GATGGTTTTCAGCCATTTTCATACCAATAGCACGGATTTGCCCCATAAACTCTTTATAACGTAGTATGGC
+ATTAATGGCTGAAATATCATTGGCGTGACTTGAGCCTATTTCTATATGGACCAAATGGTCAGATACCGAC
+AGAAGTTGTCCAATTAATTGGGTATAAGCATGATAAGTTTCTTCAAAACCAACAATTTTCTGGTCTAAAT
+GCATTCTGTGACGCGACAAGTTCGCTACTATTTCCTGAAAATTAGTCATATAACGACTAACACTTACTTT
+TATTTCTTGGTTAGCAGACTGCTCTAGTAACCATAAAAAGTATTGGATTTTAGCATCTGTACTTTTTCGG
+CGTTGTCTTAGTTGTTTAGCAAAACTTCTATAGTTTGAACTGGTGTAACCGGTAGATAAACCTCGCTCGG
+CTTGTAATGAGTGACTAATACCATTGACTTGCTCGATAACAGAATTAAGACCTAATACCTTAGAAATACT
+GTCATAGCGTTGGTAGTTGTCTTTAAGTATAAAGAAACAAAGTAGTAACACTGCTGCAACAGGCAGTAGT
+GTTGTGATTAAAACTCGGTGGCTTAAAATAAGACAGTGAGACAGTTTTATGGAGAAAAATCTTAACCAAG
+GGTGTTTGGCTTTTTTATCTTTTTCATAACGACTGAACTCTTGAAAGCAATGTATGGCAGGTACATAGTC
+TAGATCTTCTTCTAAAATATGCTTTATTAACCATTGCTGTAAAAATAAGATAATTTTATCTTTTACTGCC
+TCAGATTCCGTAACCTTGGCAAACCACTGCTCTTTCAACTGTGGTATTTTTTTAATAAACGCTTGGTGAC
+TCAATTTATGAGCCTCAAGCTGCTTATAGTCAATTTTAGCTAGTAAGGCTTCTTCTCGAGCAAAGTGTGA
+TAGGCAATAACCTTCAAGTCTTTCAAAAATAACATCAATATCATCCTGTCCAAGCTTTTCATTTTTGGCA
+GACATCAATTGCGCTAAAATGGCAATGAGCTTTTTATGGTCGTTATCTAGGCTATCAATGCCGACACTCA
+TTCCCTCGTCCCAAACTAGCTCTGCCATAAAATCTTAAACTTCCCTTTAATTACACTTCACTGTAGTAAA
+ACAGTAGCTTGTATATTTATTATCCGATTAGGACGGGTAGATTATAGAAAAAAGCAATGTTATACCAATG
+TAAAAAGAGTTATTTAGTCCTTATTTTTTTAACAAATATAGACAGGATCAAAGTTTTAATTTTTTTATAG
+CGAAATGCTAATAAGGCAACCGTTAACAGCATGTAGAATAAGGGTGAAATGATTTCTGATTTAACCGACC
+AATAAAAGTGCACTGACACTAACATGGCAATAAAATAACTGTAGTTATGCAAACTTTGCCATGATTTCCC
+CATATTACGTTTAATACTATTAAGGGAAGTAATGGCCAGCGTAGTTAATAAAACAAAAGCAATCATGCCA
+ATAGTGATATATGGCCGTTTAACCACTTCGCTAAAAAATAAAGACCAAGCAAGCTGTAAATCAAAGACCA
+AAAAGTTAAATAAATGCATCAACGCATAACTGAAAGTATATATACCGAGTAAACGTCTTATCTGTAATAG
+ATAGCCCAGTTTAAATTTTTTGGCTATAGGTGACACAGTCAGTGTTACTAATAACAAGTTAAAAGCGCCA
+ATACCGGTAAAATGTATGACTTCCTGCACGGGATCAGCGCCAAGCTGATCATTAAAGGCAAGGTAGTATA
+AATTTAGTAAAGGTAAAAACGCAGCTAGATGAATAACGACTTTTAACAGTAAAACTTTATTCGATGTAGT
+GAAAAGCATATAACAATAAGGCCTTAGGGACTGTTGAACTTTTGAGATTATTTTTGCAGTGATTTGTTGG
+ATGTTTATACAAGGCAGAACTTTTGTCATGTGGTTATTCTACATAAAAAAGCGATAACGAAGTAAAAACA
+ACCAACAAACGCTGTCCGAAGGATTCGGCTAAAAGTGTTTTACTCTTTGTTGAGTAGTATTTGCTTAGAA
+TTACTAGGCTACACACTACTCGCCGCGATTAAATCCCTTTTACCTCGAACAAAACTTAACCGCTAAAGAT
+AAACAGTCCCTAGTAATACTTAGTTAAATCCATATCTTTATACATATGCGCTACTTGTTCACCATAGCCA
+TTAAAAGGTAAGGTCTCAATGCGGTTTCGAGCAAATAACCCGCCAGAGGTTATCCGCCTTTCGCTGGCTT
+GACTCCATCTTGGATGATCGTGCGCTGGGTTTACATTGGCATAAAAACCATATTCATTAGCAGCGAGTTT
+ATTCCACGTTGTTTGGGGTTTTTCACGTACCAACTTAATTGATACTATCGATTTAATACTCTTAAAACCG
+TATTTCCATGGAACAACCAAGCGAATTGGCGCACCATTTTGTGGGGGTAACGTTTTACCATACAAACCTA
+CACTCATTAAAGTGAGTGGATTCATCGCTTCGTCGATACGTAATCCTTCTATATAAGGGTAAGCAATACC
+GCCACCCAAACGTCTATCGCTTTGACCTGGCATTTGCTCAGGATCATGCAGTGTTTCAAAAAGCACGTAT
+TTAGCCGATGAGTTTGGCGCAACTTTTTTTAATAAATCAGCTAAAGAAAAACCAATCCAAGGGACCACCA
+TTGACCAAGCTTCTACACAACGAAGTCGGTAAATGCGCTCTTCTAGGGCAAACATAGTCGTTAAATCATC
+ATAATCTAAGGTAATGGGGTTATCACATTCACCGGAAATAGATAGTTGCCAAGGGTTCACTTTAAAATTT
+TGAGACAATTCAGCGGGTTGATTTTTCTGAGCGCCAAACTCATAAAAATTATTGTGGCTAATAACTTTTT
+GTTCCGGAGTTTTAATTAACGAAACATTATCTTTATCCGCAGTAAACTTTAAAGGCGTTGTTTTAAAACT
+ACTCGCATCAGCGTCTTTATTATCAAAAAAACCAGCATTGGCTGTTTTAGATATTACTGAGCCTAATAGA
+GCACCTGCACCGAGAAATCCCATACTTTTGATAAGTTGACGGCGCTGTATATAAACTGACTCATCAGTAA
+TGTCGGATGTTTTTAGTGCGGATTTTGGTGGGGTTTTTATCAACATAAAGGGCCTACTAAGTTTTCAGAA
+CAAGTGATTAACTTAATAGACACATTTTTTTGATAAATAATTTCAATAATAACTTTATAATCACCCTAAG
+GAGATCAACACCCATTAACTTTTCAATCAAATGTTAGTGAGTATAAAAATAATCAAGGTTAGGCAGCCTT
+AGTTAACGCTTGTAAGTGGCTAACTACATCACTTGACTCATATAACCATTGCACTTGGCCATCTTCTTTT
+TCAATACGTAAACAAGGCACTTTACGTTTACCGCCTTCACGCACAAGCTCTGCACTGTAGTCATTATTAC
+CATTGATATTACGCAGCTCAATTTTCAACCCTTCACGCTTCATTGTACGACGGACCTTCACACAAAATGG
+ACACGATGGTAGTTGATATAAACTGAGTGTTCGTGTTTTATCGTCAATTTTGGCTTGCTCGTCTGCGGCG
+CGTTTTGGCGATCGTGGTGAAAAAGTAAGGTTTAGTAACAAAATTAATTGACCTATTGGCCAACGGATAG
+CTTTCATCAACATAATAAATAACAACTCTTGTAAATCAAATAAATCTAAAAAAAGCTAACATATTGTTTA
+TGCTAGCCATTGTAATAGCGTTAGTTTTATTGGTGTGTTCGACACCTAATTTCGCAGTATTCTAACACAT
+GCAACGAACATTTATCTGTCCGCTATTAACCGGGGAAACAGTTTACATAAAATGCATTCCTGATTCGTCC
+TACCACATCAAATCATCTGGAATTTGATAATCAGCGTACGGATCATTTTCATCTGTTTCTTCAGCATCAA
+CTTTATCGTTCTGAACAAGTATGATGTTTTTATCAAGTTCTGCGACTTTTTCTGCCGTTTCACTGGTAAC
+AAGATAGGTAGTTTCATTCAAACCACACAGTGCCAAACGACCATTGACTAACGCTTTATGCGTTTTGCTA
+TCTAGCGCTAATTTTTTAACTTTATTATCGAAAGTGTAATTATATTCACTTTCCCCTCTCACACCAGTTA
+GTTGGTGATGCTCAAGAATCTGTTTGATGCGTAATTGTTGTTCTTTATTAGCGATCTCAATATTTTTTGC
+ATCATTAAGCGCACTATCTTTAGCAAGCTTATCTGCTTTTGATAGTGCTAAGTCTTGCTTTACTTGCTCT
+TGCAAGCTTGCACCATGCTCAACACCACTGCGTTGTTGTTTGTTTTTCTTACGCTTGTCAGCATTAGCTT
+GCCGCGTTTTTTGTTTAGTGGTTAATCCGGCTTTGAGCAATTGATCTTGGAGAGAGGCCATCGGTAATCC
+TTACTGTGTTATACCAATCGTACTATTTATTGGTATTAGTACGATATGAGTACAGAATCAGTACAATAGG
+TGAATCAAAAATTGCCGCTATTCTACCTATTTTTAATACCAAGTCCATTAAGTTATTTCCCACTCAGCGA
+GAATTAAAAGGTTTAAAGGCAAGGTATTGATTGAAGAGAATGGTTATTCCCTTGTCAAAATCAATAACAC
+AGCATGTAAGCCTTTTAAACTCGCCCTTGGGAGCTTGTCATAAAAGCAATAACTGTACAAATTTTTGAGA
+TATAGACATGACTATACCAGCAAAAATTTTGTTTGTTATAACTCTTCTGACATAGCTCTGAGGTGGGAAT
+AAATTTAATGGAATTGGTATAAGTTAAAGTGCGAATCTACTCTCGTAATAGCTAACGCAGGATAATTTAT
+CCTCTCTATTAATATGGCTACTTTACTCTTAACGGTTAAGTTAACTTTTTACTTATTTCCACTATCGTTC
+TTTTAAAGTACGAAGCCCGTGGTATAAGGACTTTACCTTAGTTTTATCCGTTTTAAATATATCTCTACTA
+CAGCTAATAGTTCAATGAATTCAAGGGCTAATAAATTACTTATATTTACCTGACTTTCAATTATTAATTA
+AATGCGTTAATGTAGCTTTGCTCAATTATAAATATTTTAAAATAGTTATAATTTCATAATACAGAAATAG
+GAAAGAAGTATGTCTCAAGCAAGTGCACGCCACCTTTTAGTGGATACAGAAGAAAAATGTTTAGCCTTAA
+AAGCAGAAATTGAAGCAGGTAAAGATTTTGCTGAAGTGGCTAAAGAACATTCGAACTGCCCATCAAATGC
+CCAAGGTGGTGATTTAGGTAGCTTTGGCCCAGGTCAAATGGTTCCTGAATTTGATAAAGTTGTTTTTTCA
+GCTCCTTTAAATACAGTACAAGGCCCTGTACAAACTCAGTTTGGTTACCACTTATTAGAAGTTACTGCAC
+GTAACTAAATCTAGTTAACTAAAGAGTTAAATAGGTAGCTATTTAATCAAGGTACTTTAGAAGTCGTGAT
+TAAATAAAGAAAATAAAAAAGCCGCAACAAGTTGCGGCTTTTTTAATTCTGTTTTTCAGGAGTAAGAGAC
+TAACTAAATGTTGCCTGCATAATCCAGAAGAAAACAATAGATAAACCAGCACCAACAGGTAAGGTTATAA
+CCCAAGATACAACAATGTTACGTACAACACCTAAATTAATAGCTGCGATACCACGTGCCATACCTACACC
+TAACACAGCACCAACAAGAGTTTGTGTGGTAGAGATAGGTAAGCCTGCACCTGAAGCAATAACAACAGTA
+CTAGCAGCCGCTAACTCAGCTGCAAAACCACGACTTGGTGTTAAATGTGTAATACCTTGGCCGATAGTTG
+CAATAACTTTATGGCCAAACAAGGCAAGGCCGGCAACAATACCAAAACCACCCAGTGGTAATATCCACCA
+AGCTATTGCTGATTTAGCGGCAATTTGTCCATCATGTTCAACAATACTAACCACGGCAGCTAATGGGCCA
+ATAGCATTGGCAACATCATTTGAACCATGAGCAAACGCCATTGCACACGCAGTAACAATCATCAATATTG
+CGAATACTTTCTCAACGTTTACGTAATGAGCTTCTTTAGCAAGGTTTTCATCAAACTTTAAGCGGCTAAT
+AAAGAATTTACCAATAATAGCAACAATAATTGCGACAATGGCTGCCAAATAGAAACCACCAGCGCCTTTA
+ATTTCAAAGTTAACAAAGCCTAAATTGACGTTTTCTAGGCCGATATGCTTAAGACCTTTTTTGATAGTAA
+CCAGTGATAATACAAAGCCAGCAAGGAACATATAAGCAGGAACCCAACGCTTAGCTTGTTGCAATGGTTT
+ATCCGTATCAAAAATAAGCTTTTGCGCACTATTAAAGATAATAAAGGCGATAATTCCTGATATTAGCGGT
+GTGATAATCCAGCTACCAACGATGCCAACTACTTTGCCCCATTCTACAGCATCAGTACTAACACCAACTG
+CAGCAAAACCAACAATAGCACCAACAATTGAGTGGGTAGTCGATACAGGCCAACCTAAAGCTGAGGCTAT
+TAATAACCATGTAGCTGCAGCAAAAAGTGCTGAGATCATACCGTAAACCAGTAATTCTGGGCTATCGACA
+AAGTAACTGGCATCTATAATGCCTTTACGAATGGTTGAAGTTACTTCGCCACCGGCAAGGTAAGCACCCG
+CAAACTCAAAAATCATCGCAATAATAATGGCTTGTTTAATCGTTAATGCTTTCGATCCAACAGAGGTTCC
+CATTGCATTAGCAACATCATTGGCACCAATGCCCCACGCCATGAAGAAGCCAACAACGGCAGCAAGAATT
+ACAAAAGTGCCGCCTGAGTTAAGTATAATTTCCATCAAATAAACCCTATTTTCTAGCGAGAAGAATTTCT
+AAACGTGCACCTACACATTCAGCAAGATCGGCTAAATCACCGACCCAATCAATAATTTGATATAAGAACA
+TTACATCAACTGGATTCAAATCCTTTTCAATCGCTAATAAGTTTTTACGCAAAATAACTTGCAAGTCATC
+AGTATCATCTTCGATAGCATCTAACTGGCTGATCATTTTTTCTACCAATACCACTTCACGTCCACGGAAG
+CCTGTTTCTAATAAATCATCTAATTCATTAATCGCTTCAGCTGCTTTTTCGGTAGCATCAATGCAACGTG
+CTAAATAAACAGTGAATTCTGCTTGTAAGGTGACAGGTATTTCAAGTTTTCGTCCAAGAACGCGACCAGC
+AATGTCTTTTGCTTTGTTCGCTATTTTGTCTTGTTGAGAAACGAGTTCAAGTAAGTCAGCTCGATCAACT
+GGCATAAATAAGCCACCTGGAAGCTCTAGACGTAATTGACGTTTTAAGGCGTCAGCATCTTGCTCTAATT
+TTGAGAGTTTACGACGAACTTTAGCCGCTTCACTCCAGTCTTCTGCAGTACATGCTTCAAAAAATGGGAT
+TAGTTGTTTACTACATTTAACAACTATTTGAATATGTTTTACTAACGGTTTAATCGGTGATTTTGCAAAT
+ACACCTAAGATTGAATTTTTAGCCATAATTGTGTTTCCAGTCAGTCTAACTCTCGTCATTGCTATTCGCC
+GCGGATAGTACCCCATTTAACTTCTAATGTTAAATGCTAATATCAGCTTAAACGCATGCCTTTATTAACT
+CAGCGCAATAGTGTGATTTATTTTTTGCTAAACACTAGTATAGTGCATAGTTAATTAATTGAATTTATTA
+TAATTTTAATTACTCAGTTGGCGCGCAAGCGAGTTATAAGTTTTTCATATCTTCTGCTGTGGTATGACGT
+ACAACCTTACCTTTAACAAAGTAAATGATGTATTCACAGATGTTTTGACAACGATCACCAATACGTTCCA
+GTGCGCGTGCTGACCAAATAACCGTCATAACTTGCGGAATTGAGCGTGGGTCTTCCATCATATATGTCAT
+CAATTGACGCATAAGCGCTTCATATTCACGATTTATTTTGTCATCCATTTGGTGAATTTTAATCGCTGTT
+TCACAATCCATTCGAGTGAATGCATCAAGGCTAGCCTGTAAAAACTCCAGTACTCGTCGTCCTAGGTTAT
+CTAGATTAACCAGTAAATCTTGCTGTGATGAAGAAAAGCTTTCTAGCGCAACTTTAGCAATTTTCTCTGC
+CTCATCACCTATTCTCTCCAAGTCAGCAATCGTTTTTACAACAGCCATAATCAAACGTAAGTCACCAGCA
+GCCGGTTGGCGCTTTGCAATAATACGTGTACATTCATCATCAATACTGACTTCATAAGCATTAATTTGGT
+AATCGTTGCTCAACACTTGTTTGGCTAAATCAACATCAGATTGACCTACAGCAATAAGTGCGTCAGTTAA
+TTGCTTCTCAACTAAGCCGCCCATATGCATAACATTATTTATAACGCGTTCTAAATCTTCATTGAACTGG
+CCGGAAATATGACGACCAATTTGTAAATTATCCATGGGATATCCTTTCAAAGGTATGTGCTTGCATCTTT
+TATTAATTTATAATTAACCGTAACGGCCAGTAATGTAATCTTCAGTTTTCTTTTTCAATGGCGTGGTAAA
+CAAAGTATTGGTGTCACTGTACTCTATTAAATCTCCCATATACATAAATGCTGTTTGATCTGACACCCGT
+GCTGCTTGTTGCATATTATGGGTAACAATGACCACGGTAAATTGCTTTTTAAGATCATTGATTAGCTCTT
+CAATGGTCAAGGTTGAAATAGGATCGAGTGCTGAAGTAGGTTCATCAAGTAATAAAACCTCAGGTTGAAT
+AGCAATAGCACGAGCAATGACTAAACGTTGTTGCTGACCGCCCGATAAACCTAATGCACTCTCGTGCAAC
+CTGTCTTTTACTTCATTCCAAAGCGCCGCGCTACGAAGTGATTGTTCGGCAGCTTCATCAAGCCTTCTAC
+GGTTATTTTCCCCCATAATACGTAAACCATAGACTACATTTTCATAAATGGTTTTCGGAAAAGGGTTCGG
+TCGTTGAAATACCATGCCAACTTTGCGTCTTAGCTCAGCGACATCAACATGTTTATCATAGATGTTGCTG
+CCATGAAGGTTTATCTCGCCACTTATATGGCAATTATCAACTAAATCATTCATACGGTTAATAGAGCGTA
+ATAACGTAGATTTACCACAACCACTTGGACCAATGAACGCTGTTACCTGCCCTTTGGGAATAGACATAGT
+AATATTATTTAGCGCTTGTTTTTTACCATAGAATAAATTTAATTTATTAATATCTAAGGCAACTTGTTCT
+GGTGTTAAATTGGTTAAATCTAGCTTTTTTTCAATTGCTTTATCTGAGCCAGGCGCTAACGCCTTTGGGC
+TAATAGAAATCATAATAGGTGTTTCTCTAATTACTTTTGATTAATCTTTATTTACTAATTGATCGTTATG
+AATTTAAAATTATTAATTGCTCGTTACTAATTTACTATTAATAACTGCAATGAATAACTATCCATTACTC
+ATTGCTAACTGTTGTGAGAGCAAACTAGTGCTCTAGCATCTTATATCTTTCACGTAATTTATTACGGATT
+GAAACGGCGGTCATATTTAAAGCAACAATGATAGTTACTAATAGTAAGGCTGTTGCAAAAACCAATGGAC
+GTGCGGCTTCAACATTAGGACTTTGGAAACCAACATCATAAATATGAAAGCCTAGATGCATGAACTTTCT
+ATCTAAGTGTAAGAATGGGAAGTTACCATCCAAAGGTAGGTTAGGTGCCATCTTAACTACACCAACCAAC
+ATTAATGGCGCAACCTCACCAGCTGCTCTAGCAATCGCTAAAATAATACCCGTCATAATAGCAGGACTGG
+CAATAGGTAAAATAATTCGCCACAACGTTTCGGCCTTGGTTGCTCCTAACGCTAATGAACCATGACGCAT
+AGTCGATGGAATGCGTGATAAGCCTTCCTCTGTTGAAACAATAACTACCGGTAAGGTTAATATGGCTAAC
+GTTAACGCTGACCATAAAACACCCGGCGTACCAAAAGTAGGGCTAGGTAAGTTTTCTGAATAAAATAGTT
+GGTCGAGTGAGCCACCCACCATATAAACAAAGAACCCTAAACCAAATACCCCGTAAACAATAGAGGGAAC
+GCCGGCTAAGTTGATAACCGCAATGCGTAGCAGCTTAGTAAATGCATTTTTACCGGCATACTCATGTAGG
+TAGATAGCCGCGATAACACCAAACGGTGAAACAATGACTGTCATTAATAACACCATAAGCACGGTACCAA
+AAATAGCAGGGAATACACCGCCTTCTGTATTAGCTTCGCGAGGGTCTTCGATGAGAAATGAACCAATATG
+GCTAAAGAATAATGCCGTTTTCTCAAAGGTATTAAGTTGATTATTAAATGTGACTTTAAGAATATATTCA
+AAGTTAATAGTAACGAGTTGACCGTCCATAGCACGCATCACGATATGATCACGTGATATCTGCTCTCGAT
+ATCCCATCAGCTCGTTTTCTAGTATTTCGTAGTCCTGGTTCAGTGCCGCTATTTCGCTATCAATTTTTAC
+TTGTAACTCAGCCGTTAGCTTATCTTGCAATTGATATTTACGCGTTTTTAATCGCAAACGTTCTAATTGA
+TAGTTGATAGCACCAATATCTGACTTTTGTAAATCATCGATCTGGTCTTGAAAATTATCAACACGCGTTA
+ATAATTCATCCAACTTGTTTTTATCTACTTCTTTTCCATCAACCACTACACTTTCAATGAAACCGTAAAA
+GTTACCATGAGTACGACGTTCAACCACAACTAAATCTTTTGGTGTTTGTGTCTTTTGAATGTTATGACTT
+AACAACCAACGAAAATCTAAACTCACCAGCTCGCGGTTACCTGTTTTGATTAACAGTCGCTCTAATATTT
+CTTGTTCTGGATCAAGCGCCAAATTTAAATGTGCTAATTGGCTTACCGGAATTTGCTCTCTATCGTAGAT
+TTCACCAATGACAACACTCTTAGCGCCATGTTGATCGGTAAGATCAAATTGATATAACTCACTTGGCCAA
+AAATATGACAAGCCCCGTGAAGCGATAAGCCATAATAGGCCTAACACTGAAATTAAACTGATACTTACGC
+CACCTGCCGATAACCATATCCACGGTGAACCTGATTTAAACCACTTATTCATAAAGTAACTCGTCATTGG
+TGAGTGACTTTTCATCTTGTTGCTGTAAAGCCCAACTTATGCGTCAAATGTACTCATTGATACTTATCAA
+CTCCGTACATTTTCCTTTAAATTGAACTCTACAGCTTAAAGCTGACTAGCCACTTATATATAAATTATTG
+TTTGTTTTCTAAATTCAATACGATTAACTACATTGAGCTGTATTTTTCGCGTAATCGTTGACGAACAAAT
+TCTGCTGCGGTATTGAAAATAAAGGTGAAGATAAAGAGTACAAATGCTGCCAAGAATAATATTCGGTAAT
+GGGAACTGCCTACTTCAGATTCGGGCATTTCTACCGCAATGTTTGCTGCAAGTGTTCTCATACCTTGGAA
+GATACTCCAATCTAAAATCGGCGTATTACCCGTTGCCATCAAGACAATCATTGTTTCACCAACTGCACGA
+CCAAGGCCCATCATCACAGCAGAAAATATGCCGGGACTGGCAGTTAGAAGTACCACACCGATTAATGTTT
+GCCATTGTGTTGCCCCTAATGCTAATGAACCGCTTGTTAAATGACCTGGCACACTGAAAATAGCATCTTC
+AGCCATAGAGAAAATAGTAGGTATAACAGCAAATCCCATCGCAATACCAACAACTAGAGCGTTACGTTGA
+TCAAAGTTGATACCTAGGTCATTGGTTAGGTATTGGCGCATATCACCATTAAAGAAACTGTTTTCAAGCA
+GTGGTGATAAAGAAAAGGCCGCATAGGTGGCTAGTATTATCACAGGAATTAACAAAATGGGTGCTAATGT
+TTCTGGCAGTTTGTCTTTGAGCTGGTTTGGTAATTTATGCCAAGAAAACGCAGTGATTAGTGTTGCTAAA
+GGTAAGAAAATAAATAACAGGAATATTGCTGGTAAATATTCTTCCATTAACGGCGCTAACCATAAACCTG
+CTAAAAACCCTAAAATAACGGTAGGTAATGCTTCCATCATTTCAATGGTCGGTTTAACTTTTTTACGCAT
+TCCCGGTGTCATAAAGTAGGCGGTATATATCGCAGCAGTTAAGGCAATAGGTACTGCAAATAACATCGCA
+TATAAAGCCGCTTTAATAGTACCAAAAGAAATAGGTACTAGAGAAAACTTACCTTCAAAGTCATCAGAGC
+CTGATGTTGATTGCCAGATATAGTCTGGCTCAGGGTAACCTTCATACCAAACCTCCTGCCATAGCGCTTG
+CCAAGTAACTTCTGGATGCTCATTATGAACACTAAAAGCCTGTAAACTTTTATTAGAAGCATCAAGAGGG
+TCATTACCAATAATAATCAAACCATTAGCACGAGGCGCTATCGAAAATGCTTCGGGTTGAGTTGAGGCAA
+GTTTGCCTTGCCAAAGATGTGCTGAGCTGGTGGTATAGAAAACATTAACCATACCTGAATTGGTCATGGT
+GTAAAAACTCTTTCTGTATTGCTCAGTATAAATAGCGGTTATCGCACTTGATGTTTTGTTGTTTTTGTCA
+TAACTCGCTTCGCCATCATTAGCGTTGAAGCTTCGAATTTGCTTAAACTGGCGACCTGATTCCGTTGCGA
+CTTCAAACCACTGACTGATTCGACCACTACTATCACCTAATAAAACAGAACTACTCCCTGAAAGCAGTGC
+CATTGAGGTAAGGTAAGTATTGCTATTATCGAGAGTCGGTGTAATTGTTGCTTTAAGGCTGACTTCTTCG
+TCATCATTTAGCGAATATACATACACCGTTGAAGCACTTCGAATAAAAGCTAAACTTAAGTCAGGTGTCA
+CTTTTATTTCATCAATGACATCATCAGTAAGCTCAATTTGTTGAAAAATAGTTTCGTATTCAACATCATC
+ACCATCACTAGAAGAACTGAAGTCATCTTCAGCAATAAAGCTTGTTTTTATTAAACGTTTATCTTCAGTA
+AAAGCAACAAAAACAATTCTTTCATCATCCATTGCAAAGGCTAATTGAGAAAGCGGTGTTTGTTGTTCAT
+CAATAACTAGTGAATTTTGACCGAGAGGATAATTTACTTGAGGGATTATTTCACGGGTATCATTAGCGTA
+TTTAGCATAAAAGCTTGGCTGAATTAATAACGTTTTACCCTTGATGGTATGAAGTAATTTATTCGCTGAA
+AAAGAATTAACTACATTAACCACTTGTTCTTGATTGAAGTCTTCACTTGAAAATAAAGACATAGAAAGCG
+CATTATCACCAACAGCAAACTGGTTGTCTGATTCAGAGGCGCTGGCTTTTAAATAATAGAAATCAATGTT
+ACCAGCTTCTGTAATTTCATAAGCCACTTCTTGTAACTCATCAACGCCAGTACTTAACACTTTTTCATTA
+CTTGTTAAGTCTAGACTAATACTAACCTTTGGCTCAATTTTAGCAGAGTCAAAAATAGGTTTTACTACGT
+AAAGTAAATACAAAAAAATCAGCACTAGGGTAAATAAAACGCTAATACCACCGAGGGTTATTAACCATTT
+TGCCAATGAATTTTTAACCCCACGGCTTCGGTTCGAACTAATAAGACTTGCCACTTAATTAACCTTATTA
+TCAACAAGCTAAAAAATAGCTCATTCAATATAGAGAATATGATAAAAATAACTGAGCGAAGTATAAGTCA
+GTTATGTGACAATTTTATTACAACGGAAAATCGATTAGATAAAAAATTGTTTTGGGAGTACCAGGGGGAA
+TAAAAAAGCAGCTTTAAATGAGAGCTGCTTTTTTAATATTATGACTACCTAGCCTTGCGACTATGAATTA
+ACAGGGAGTTATTCGTTTTACATAAGTAATGAAAATAAATGTTCCAAAACAAGGAGCTTGATTGAGTAAT
+AGTTGGCTATTGTGGTTGATTTCAACGATGTTAGGGGGTATTAAGCCCCTTTAATTCAAGAATTTAATAT
+ACCAAGGCATCGCTTTGTCTATACCTTGTTGAATTTTAAACTCAGGCTCAAAGCCAATCAAAGATTTTGC
+TTTAGAAATATCAGCCTGTGAATGTCTAACATCACCTGCTCTAAAATCTTGATACGTTGGCGACTTTTGA
+TAATCAACACCATTTGCTTGTAAGGCAACTTTCAAGCTATTAAATAAGGTATTTAAACTCGTTCTATCAC
+CGAGGGCAACATTATACACTTGGTTTTTACCTGCATCATTGGCCGTTGCAGCTAAAATATTAGCTTGTAC
+GGCATTTTCAACAAAACAGAAATCGCGACTCGTTTCACCATCACCATTTATAAGTAATTCTTCATTAGCG
+ATCATTGCAACTGTCCACTTAGGGATTACCGCAGCATAAGCGCCGTCAGGGTCTTGTCTTTTACCAAAAA
+CATTAAAGTAGCGTAAGCCAGTGCAATTCAAACCATAGGTTTTATGAAACACATCGGCATAAAGCTCATT
+TACATATTTAGTTACTGCATAAGGAGATAGCGGTTTACCGATAGCATCTTCAACTTTAGGTAATGCTGGG
+TGATCTCCATAAGTAGAACTTGATGCAGCGTAAACGAAGCTTTTAACTTGAGTTTCTTTCGCTGCCGTTA
+ACATAGTCAAAAAACCGGTAATATTTGCTGAGTTAGTTAATAGGGGATCAGCAATTGATCTAGGTACTGA
+GCCTAACGCTGCTTGATGAAGGATATAATCAACACCACTTTTGTAATGGCTTAACGCGGTTTGACAGTCT
+TCCAATTGGCGAATATCACCTTTAACAAAATAAAAATTTTGCCATTGCTCAGCCGAAACCTGTGTTTGAA
+CTTCATCAAAGTTGTGCTGATGACCCGTAGCGAAGTTATCTAAACCGACAACTTTCTGATTTAATAAAAG
+TAATGTTTCTAAAAGATTCGAACCAATAAAACCAGCACAACCTGTGATAAGCCAAGTCTTTGGTGAATTG
+AGTAGTTCTTGTTTAATTTTTTTAAATTGAGTCATTTGTTTAAATAGTCCTTTCTTTAAAAAGACACCCT
+TAGCTGAATCTTCAACTAAGGGTGTTTTATCTATATCTAAGTAAGTTATAGTCAAATAATTTATAAGCGA
+ATATCAGCTAATTCTTTGTCTAGCATATATTTCAAATCATAAATCACATGATCTTTTTTCATCAATAACT
+TAATATCATCTGCGGATAATGCTTTAAATTGATCATGAGCTACTGCAAAAATAACCGCGTCATAGAAGCT
+ATGCTTAGGTGCTGATATTAAGTCAACATCATATTCATGTTTTGCGTCTTTAGGATTAACCCAAGGATCG
+TATACATCAACATTAATATCAAATTCAGCTAACTCAGACAAAATATCAACAACTTTGGTATTTCGCACAT
+CAGGGCAGTTCTCTTTAAAGGTCAAACCCATAACGAGAACATTAGCGCCATTAACTGGTAACTTCCTTTT
+AAGCATAGTTTTCACTAACTGTGAAACCACATATTCGCCCATAGAGTCATTAATGCGACGACCAGCAAGT
+ATGACCTCGGGATTGTAACCTATAGATTGTGCTTTATGAGTCAAATAATAAGGATCAACACCAATGCAGT
+GACCGCCGACAAGACCAGGTCTAAATGGTAAGAAGTTCCATTTAGTACCGGCTGCTTTTAATACTTCTTC
+AGTATCAATATTCAATTTATTAAAAATGACGGCAAGCTCATTGATCAAAGCAATATTTAGATCTCGCTGA
+GTATTTTCAATGACTTTTGCCGCTTCAGCCACTTGAATACTTGATGCTTGATAGGTACCTGCTGTAATAA
+TTGATTTATATAAACTGTCAATAAAGTCGCTAATCTCTGGCGTTGAGCCCGAAGTTACCTTAAGGATATT
+CGTTACTCGATGTTCTTTATCACCCGGGTTAATGCGTTCAGGGCTATAACCGGCATAAAAATCTTGGTTA
+AACACTAAACCAGAGTGACGCTCAACTTCCGGTAAACAAACTTCTTCGGTTGCTCCCGGATATACCGTAG
+ATTCATAAATGACGATATCACCTTTATTAATCACTTTAGCAAGCATAGCACTCGCCTTTACTAATGGGGT
+TAAATCAGGTTGTTTATGTTTGTCGATAGGCGTCGGCACGGTAACAATATAGATATTACAATTTTTTAAA
+TCGTCAACGTCAGCAGAATATGAAATAAATTCAGAATCAGCTAATTCTTCACTCGATACTTCTAAAGTAA
+AGTCATGTCCTTGCTTTAATTCGCCAACACGTTTGGTGTTGATATCAAACCCCAAAGTAGGGTATTTTTT
+ACCAAACTCTACTGCGAGAGGTAAACCAACATAACCTAAACCTATAATGCCTAGCTTCACGTTTTTTAAT
+GAGTGCAACATACTATGTCCATTTATTGTATTTTGATTAATCTTTCTTTTAAATTTTTGGTAATAGATAA
+TGCTATAAGTTGAGCATTATCTATTGTCGCTTTATTTAAATACCGCTGATAGCAGCAATTGCCACTGCCG
+AATTGTAGATGATGCCTGTTACACTGGTCCACAATGCTAAGTTATTCATATACTCAGCATCAAGTGGTAC
+AACGATGGTATCACCTGGTCTTAAGTTATCACCGGAATCACTGCTAAACCAATTACCGCTGTCCATCATT
+TTAATACTACCATTGGCAGAAATAATATAAATTCGGTCTTCATCTGCACGTTTTTTGCTACCACCACTTT
+GAGATAAATAATCATCTGCTGATAAATTAATATCGTATATATGTGATGAAGTGACTTGTACTTGGCCGAC
+AACGTTAATAGAATTTTTCAAAGTAGGAACATATAACACATCACCACCTTCAAGAAGAACGTCATAGCTT
+TTGTTATTCATTACCCTAGGTAAATCAAGCACTAGACGTCCAACGGGCTGTACATTAGCCATATCTGCTA
+ACATTTGCTGTACTTCAGCATAAGATTGCGAATAGTTTTGATCAGACATGGATTTAGAGGCCATTTCTAT
+ACGTAAATCTGCGGTCAATTTTAACAAGTTCTGTTGCTCAATTTCGCGTAATTGCACCCGCGTAAAAACA
+GAGCCTTCTTGATGGGCAAATTTGGTAAAACCACCGGCCTTAGTTATTAAGTCGGCCAAACTCTCACCAC
+GACGTACGGTATATTTACCCGGAAAGACAAATTCACCTCGTAGCTCAACAACGCTGTTTTCACTCCAGGC
+TGGAACTTGATGAATATTCAACCTATCTTTTGAGTTTAATATAACATTATCTTTTTCATCACCAGCAAGA
+GCCCCACTTAAACTAAACATTAGCGACGTTTGTTGTGCTCTATTATTAATAATCTGATTACGAGAAACCT
+CAGCACGTACCACATAAGCCGACTCAGTTAAGCCGCCTGCAGCGGCAATTAAATCAGATACACGGGCATT
+TTTAGCTAAAGGATATATCCCTGGAAACTTCACTTCACCGTCCGCTTCAACTAATTGAATTGGTTGACCG
+GACTTGCCTTGACGTTTTAATTTTTCAATAATAGGCATTAATAAACGTTGACGAGAAAAAATTGTTAATT
+CTTTAGGATCAAGTTCTTCTTCTAATTCTCCACCACTAAACTGAGCTATAGATTGTTCAACTAATTTAGC
+TGCAGCAGCTTCTTCACTATCAAATTGAGCGACTTGCTCACTATCGCCGTATTTCAACCAAAATTGTTTT
+TGTTTATATTTCTCTTTCGCTAAATCTTGTTCTTTTTTGGTGAGGTTATCTTGAGTAAAAGCCAAAGAAT
+CTAAGTTGATTTTACTGTCAATTAATTTAATGATGTTGGCAAAAACTATGATCTTATCGTTGCCTTGTAA
+AATAATATTATCTTTTGAGTTTGACGCTGAAATAGCTTTAGCTAAATCAAATTGTAAGATTTCAATATTA
+CGGGCAATATCAATTTCACGCACAACAATAGAATAATTAAGGTCGGCCGAATGTAATAAATGAGAGTCGA
+TATTAGGGAAGATATCCGTGATACGCTGACCGGTTTGCCATTGGTATTTTCCAGGACGGGTTACTGCACC
+GATAACAGTGATAGACTGTTCAAACATCTCAGCAGCTTTCATCACATAAACCGCATCACCTGCATGTGCT
+TTTTTAGCTAAGTCATTTTTTTTAGTCAGATCAATATTAACAACAGTACGTAAGGAGTCTTGATTATAAC
+GTTCAACACGAGTTGTTTTAGCAAAGGCTGTAGGTAAAAGCCCACCGGACATAGCCAAAACATCATTAAA
+GTTTTCGTTTTGGCTTAATTCATAAATAGCTGGGCGTCGAACTTCACCTTCAATACTGATAGTATTGCCT
+TTAGGTGCAATGAAAATAACATCACCAGATTGCAATAGTACATCGCTACGTGAATCACCTTTAATCAACA
+AGTCATATAGGTCTAGGGTGGTAACTAACTTACCAGCACGTTTAAGTTGTATATTACGTAAACTACCGAT
+ATCACTAATACCGCCAGCCGCAAAAATAGCATGGGTAATACTAGATAATGAACTTAAAGTATAAGGCCCT
+GGTTTATGAGCGTCACCTAAAACAAAAACACGCATAGAGCGCAAAGAAGCGATACCGACAACAACATCAA
+CACCAATAACTTTTTCTTTAATTCGTGCGGTCAACAAACGCTTCATTTCATTAAATGATAAACCTGAAAC
+AGTAAAAGGCCCGTGAGAAGGAAAAATAATTTGTCCCTCACGGTTTACCGTTAATTCAAGTTCATCTTTT
+TCTTTACCAAATACTTGAATAGAAATGTTATCACCTGGACCAATGATATAGTCTGCAGGAATAGCAATAT
+CCATCATAGGGGCAAAGGTTTGCGGTGAATTAGCAAAAACATCATAACCAAAAGGTTTGAGTTCATCGCT
+ATTTTCTAGCTTCTCTAATTCTTCTTCAGAAATAGGGTTTCCTTCAGCATCAAATTGAGTTCCACGTGGG
+AAGGTCTCTGTATTCTTTTTTTCTTCACTAGAACCCCCTTTCGATAATTGACCTTTTATACTGTTTAGAT
+CAACGCCCATACTTTTAGCAAGCGCTTCTTGTTGCGAAGGAGGTAATTTTTTAAATTGCTCCATTTGCTG
+TTGGCTTATCTGATTTGCAGCAAGCGCTTTCAAAGGTAAATTAGCAAGGAGGAAAGTCGATATCAGTAAA
+ATACCAAATAAAGATTTTACAACATTAACGTTGTTATTCTTAAAAAAATTTTCAATAGCGGTTATCATTT
+TAACAAAGAGTTCCTATATGGCCCGTGCGTAATACATATAAAGCGAAGGTTTCAATCTATCCCTGAATAA
+TTCCAAGAAGCTAATGCCAAGAACCCTAAGTTTAATCACTAAATTTAGTGACGACAAAGTTTACCAGTAT
+ATCGTTATGCAAACAATATGTTAACTAAGCTAGCCGCCCTTATTATCGAGTTGTCATTCAGTGAGCACGA
+GGAAAGATTTCTCTACACCTCCCAAAGCAAGGTATTCATTGATTTATGCCAAAACTTGCCTTTATTTGTT
+CACACGGGTATAACACTCGCGTAACTAAAAAAACTAAACTTAAAAAGTTACGGTAAAAACTAACGCTAAT
+GATTATAAAAATAAAATCTAGGATAATGATATGACTCAACCTAATGCAGGTACCTTGTTTGGCCACCCAA
+AAGGACTTTTCCTTTTATTTGGTACTGAAATGTGGGAACGTTTCGGTTATTACGGCATGCGTGCCCTATT
+GGTACTTTATCTTATTGCCTCTGTTCAAGACGGCGGTTTTGGCTGGACCAATCAAGAAGCGTTAAGGCTC
+TATGGCTTTTTCACTATGGCTGTTTATTTAACACCGGTAATAGGTGGCTGGTTAGCTGATAACTATATTG
+GTCAGCGTAAAGCAATTATCTGGGGCGGGATAATTTTTTCATTAGGTTATTTTACCCTAGGTATTCCAAA
+GTCAATGATTGTTGGCATGGAAGAAACGGTATTTTACCTTGGTTTAGCACTTATTATTACGGGTAATGGT
+TTATTTAAAGCCAATGTTTCTAGTTTGGTGGGCGAGCTTTATGACGATGGCGATCACAGACGTGATGCTG
+CTTTCACTATTTTTTATATGGGCATCAATTTAGGTGCTTTTTTAGCGCCAATAACTGTCGGTATATTAGG
+TGAGCAAGTTAACTGGCACTACGGCTTCATCTTAGCAGGTTGTGGTATGTTGATTGGTTTGGCCCTTCAG
+CTTACTTTAGCTAACAAATATTTAGGTGATATTGGCGTAGTTCCATCAGCTAAGCGCACTAAAGGAGAGC
+AAAAATCTCATGCACCATTAACGTCTCAAGATATGGACCGCATGAAAGTTATCTTGATCATGAGCATGTT
+CTCAGTTGTTTTCTGGGCGGGTTTTGAGCAAGCAGGTGGCTTATTCACTATCTATGCTTCTGATTTTACT
+GACCGTACTCTCTTTGGTTTTGAAATCGCTGCTTCTTCATTTCAATCATTAAACGCTATGTTCATTATTT
+TATTAGCACCTTTTGTTGCCTCAGTTTGGGTTAAGATGGGTTCAAATGAACCGACTTCTCCGAAGAAATT
+TGCTTTGGCGATGTTGTTTTTAGCCTTAGGTTTCTTCGTTATGTTCTGGGCTACTATGGTTCAAGGTGGT
+GATGTTGCTGTTAAAGTGAGCATGTTGTTTCTTGTTTTTGCTTACCTATTTCATACCTTGGGTGAATTAT
+GTTTATCACCAATTGGTTTATCGCTGGTAACGAAATTAGCCCCACTTAAATTTACGTCATTATTAATGGG
+TATTTGGTTCTTCTTTACAGCCTTATCTAACTTCTTAGCCGCATTTATTGGTTCATTCGTTGGTGAAGGT
+GAAGAAATGGTTAATAATGCAGCAAACATCTTTATGGGTGTTGGTGTCGGTGCTTTAATTACTGGTCTTA
+TCATCTACCTATCTGCTGGTAAGTTAGTTGAATGGATGCATGGTGCAGAAGGCGATATTCCTTCTAATTT
+AGAAGAGAAAATCGAACAAGAAATATCAGTTACCGGTACTCACGAAGGTGTTGCTGAAACTCATAACTAA
+TTAGTTTACGTTACAGGTTACAGAATAATATTAAGCTGGGTGAGCAATCTCCCAGCTTTTTTTATATTTG
+AAAACAGACGTTAAAGCAGATGTTAATGTTGGTAATAATAGTCGATAATTAATAGCCGTTAACTATTTAA
+TGATGACCCCTCTAATGAATGCACGTTCACAATTGCGAAAAGAAATTAGACAACGCCGTAATGCGCTATC
+CGTAACGGAACAGTCTAATGCAGCGATAGCTTTGACCAAAAGATTGTCTAGTCATAGTCAGCTTCTGCTA
+GCTAAACGCATCGCAATCTACTTAAGTAATGATGGCGAATTATCAACGGATAACTTTATAAGTTGGTGTT
+GGCAGAATAACAAAGAGGTCTACTTACCAGTAGTACATCCTTTCAGTAAGGGAAACCTACTATTCTTGCA
+TTACCAGCAAGATACTGAGCTAGTTAGCAACAGGTATGGCATTTTAGAGCCAAAGTTAGACGTTACTTTG
+GTTTGTCCACTTGAGCAGCTTGATATTATATGTACGCCTTTAGTCGCTTTTGATAACTCAGGCGCAAGGT
+TAGGCATGGGTGGCGGCTTTTATGACCGCAGCCTAGCTCACTGGCAACAAAATAAAACATACCCGCTCGG
+CTTAGCCCATGATTGCCAGCTGGTCGATACTGTGCCAGTAGAAGGTTGGGACATTCCCTTACCTGAAATA
+ATTACGCCAAGTAAAAACTATCGATTTATTTAGCAATATCAGGAGGGAGTCGATATTTTATTCGTGCAAG
+TTAATTGCTAGCATACAAATTAAAGCCCGACTATTTTAGGCTATACATCAGTCAATGATGTGTTTAGCTA
+GCTTGGCTATTAGCAGTAACCAAAAGTATTTTCCTAACTTAGTGGCCATTCAAATGTAGTAAAAACCTGC
+TGCCATTGTTCATCAAACGGCGCTGATATTTTAATTCTATCATTGTTGATGGGGTGGTTAAATTCTAATG
+ACTTGGCTATTAACATCAAGCGTTTAAAACCAAAGTGTTCGATGAAAAATGGGTTTTGCTTGTTATCGCC
+GTAGTTGATATCCCCTAGAATAGGGTGACGTAAATGCGCTAAGTGACGACGAATTTGATGACGTCTGCCA
+GTAATAGGGCGTACTTCAATTAAAGAATACCTCACACTATCAAACTTACCGACTTTTATCGGCAAACTCG
+CTTGCTGCTTTACTTGATAATAACTCTGCGCCGATTGTGCTGGCTTGTCACGGCTAACATTTTTATCCCC
+CAATTTATCTAGCTTCTCTTTCAGTGGATGATCGATTAAATCTACCGGTACTGCCAAGTGACCACGTGCT
+AAGGCATAATAGGTTTTCACCATAGCTAAATCACTGCCATCGATATTTTTATCCGTAGTAAGTCCTTCGG
+TCATACTCTGCTGGCCTTGTTGACCCGTCTGAGTCTTATCATGAACCTTGCCCTCAAGCTCAGTGTCAGA
+CTTAAACTCAGCTTGGCTACTTTTATTGGCAAAAGCTTCACTTAGTTTAGTCGCTACGTCTTTAGTTAAA
+GCAAAAAGAAGTACACCCGAAGTTGGTCTGTCTAATCGATGAACGGGATAAACATATTGCCCTACCTGAT
+CTCGAACTAACTGCAAAGCAAAATAAATTTCATCTTTATCCATATAACTTCGATGTACAAATAACCCCGC
+AGGTTTATCAACCGCTACCATATACTCATCTTGATATAGGATATCAAGTACAGGTTTTTCCGGCTCTATA
+TCCTCGGAAATTGCTACTTCTAAAGTAGAATTATTCATATCATTCACCTTTACTTACTTTTTCTGCTAAT
+GCTTTATCGATTTTTTGGATAACATCAATCAAAGGCTTAGCACTCGTTGATAAGTGTGTAAAAGCCTCTT
+CAGCCATTGGCGTTAAAGAAATCTTTGTCGGCAACGATTGTTGTTGATGTATCATCATAGTTATCTTAGG
+AATAAATATAAACTGTAACCATTGACCAAATGCTAAAGTATCACAGCAAAAAGGAGCGTTACTTGAAAGC
+TCTGCAGCACTTGGCTGCGGTATTTGCCAAAGATTAAGTGATTTAAGCTCAAAAGCTAGGTCAGCCAGCA
+AAGTGCTGATATGTTCAGGGTCAGTTTTTATCATCATCTGTGATTATTTTAGGTCGGTTCTTTAAGGTGA
+TTAGTCAATGTCGATAATTACCAGTAAATTATCTCAGATAAATAATTTACTATGTTAATGGCGTCATTAT
+CCTTATAATAACGCGCTATAACAAGCAGCAATATTTTTGACTTTATGACTGACACAGCACCAGCAGCTAA
+CATAGCTACCCTATCAGAATTACTTAAACTTTCAGGTTCACAATACCGCCTTTATGATATTGGTCGACTA
+GTTAGTGAATTACCTAAAGAGCAATTTGAAAAAGTTGAATTGAATCAATTGCCATACCCTACTCCTACTC
+AAGGGTGTGCTTGTATTGCTATAGCATTTTGGCAGAAACAATCTTCTCAGCCTTATTTATGGTTATTGAA
+ATTACCACTTGATGAACGTGGTTTATTAAACCAAGGGGCAAGAAATCACTTTATTGCTATTATTGTTGAG
+GCTTTAGGCGCTGACTTAACTCAAGAAACCTCTAAAAAACAGGAAGAATTACTCAGCAGTAATCCTTACC
+TTTTCACCCCAGCACAATATAAATTAGCTAGCTTAAACAGCAAAATAAAAGTGGATTTAAAACAGCAACC
+GAGTGCGTATTTCTCCCCTTTTAGAGAATATCTCAGCCATGGTTCTGATTGGGGTAATTGGCAAGGTGTC
+GGCGTACAAGGTATCACCGATTTTATTGCGAGAATTAAACATGATAATCATAGTGAGTTGTTACTCAACG
+CGCTACCGCACTTGCCTGATGAAGTGCTATCTCCCGTTTGTAGCGCCTTAGAAAATGAGCAATATCCAGT
+CGTTTTAATTGACGCTTTGGTATCTGCATTAGAAAACGCATTAATAATCCCTGATAATTCAGTAAAAACG
+ATGCAATTACTGCGATCACTAGCCGCTAATAGTGACCATACTCATGTGAGAAAAGTCGTAGGACAACTGT
+TGAGCAATCAAGAAGTCAGCAGCGAATTACTTATCACTTTGTCTGGTAGATGCTGGCAAGCGTTAGCTGA
+TGAAAAAATGCTTATGTGTTATTTTGAACATTTACTCAGTAATAATAACTTACCCCTATTTTCTAGCATT
+TTTAAAGACTTAGTGACTATCCCATTAATTAGACCTGTTGCTTTCCAGTGTATTCGTAGTGAGGATCGCT
+CACCAGCATTAGCACAAGCCATTGGGCAATTATTGAGCCAAACTTAGTTATTATTAATTGTGGAAAGTAT
+CATTTATGGAAAATATTTATTATTTATTACTCTTTTGTTTATTCTGCTGGTACTTTGTTTACTTAAGACA
+GGTCTCTGAAGCAGCTAAACGTCATATTCATCGTTACTGTAAAGACGGTGGTTTGCAGTTTATTTCCCTC
+GCTAGACGTTCTAGTAGATTAAAGTTTACCAAGAAACACGGCCCCTGTATTTATAGCATTTTTGACTTTG
+ATTTTAGTGGTGACGGTGAATCCAACAATCAGGGCTGCCTAACACTTTATGGCTTAAAACTAGAAAAAAT
+CGACTTACCCGCTTATCGAGTGAGTTAATACTGCCCGAGAATAACCATTGTTATGGTTATTCTCGGTCAT
+AAGTACCATCAACTAGTGTTATGCTATGAGCAATTAACACCTAGTTCAATTTATCTTTTTGGAGTTTTCG
+TGCCATTTTTACAAGCCGCTTTTTGTCTAAAAGGATTTGATGATCGTAATCGATTTTTTGCAACATCAAT
+ACTTACTATTTTGGGCTTTATCTTTTGCTCTGCCATTTTATCTAATTATTTGGCAGTAAATTTTATCATG
+TTATTAATATTAACCGCGGTACTGAGCTGCAGCGCTAAACGTCGATTACATGACGCTAAACTTAATAAAA
+ACTGGCAATTAGTGCCTGGTGGTTTACTGTTACTTACTGGTATCTTGAGTTTACTTCTTGAAAACAGTGG
+TAGTTATTATTTATTGATATTACCTCTATTAAGCGCCGCCCTTCTACTTACCTACCCAAGTAAAAATACA
+AAAGAAAAAAATAATTATATCTTGGGTTATTACGGTCCTGTTGACCTTAGTAGTTATAAACAAAAAACCG
+TCGTCATGAAAACTCATAATCAACGCATTGAGCCAACATTAGCTGCTGATGGTGCTAGTGAGCAGCTTTA
+TGCGTATAACACTACTGCTGAACAAAGTATTACACCTAACGACACATTTAATGATGAAATTGATCGTGAG
+GTTGATGGTAAACAAGCTGATATTGGCGAACTTATTCGCTTAAAATTCCTTGGTAACCGCAAAATACAGC
+TTGGGCTTATCGCCAGTGTCGCGTTAATTTTTATCGGTGTACTAGTTAATAGTGCAATTAATGCTATCCC
+CACAGAGCAGAATAATACTAACAACACCGAGTTGAGTGAGCCGCAAGTAGTATCTAACAATGTATCCGTT
+ACCATTCTTGCCAATAAAAATCATTTGCTCGCGATGCCTGATAATTTCAATTTATACTTATCAGAATACC
+AAGGCGTAATTATTCACTGGCAAGCCGATCAAGTTGCTAATGGCGAGCTATGGTCACAATTATCCACAAA
+CGGTGATAAAAGTTGTCAAAGTATTAAGTTTAACAAGGGCTCTTCAATACGTCCTTTAACTGTATTGGTT
+GAAAATGGTAGTGAATATTTTGCTAGTTTTTCTCCTCTTGATAGTGGCGAGTTAATTCAAGCGCTAGCTT
+TTCGCGGTAAATTTTCGCTGTGTGGTTATAGCTTTTCTCTTAAAGGCAGCCAAGCGGTATTGGGTAAGCA
+CAACCTATACGCACCTTTCTTAGAACAAGACGCTTAAATAAGCGGTTTACTCCAAAAAAAGATACAAAAA
+AAGCTGCTCAATATATTTGGCAGCTTTTTTAATGTTCTTTAGGCTAAAAATAACTTTTAATAATACCATT
+TACATTAATTTAGTGATCTAAATTCAACGAGGATAAATCTTCAAGTTCAAGGCGCGTGATTGAGCAATAG
+CTGGCTATTGGGATTGAGCGCAACGCAGAAATTGTAGATGTAGACCATTTGAAGATGGGCAATTAATTAG
+TGTAATTGGTATAAAATACTTATTGAGTAAAGCCAATACCTGCTTCTATTAAACTCGCATAGACACTTTT
+CATCGCAACGGTGTTCTCGGTAAGAGAGTCATCCCATTTGTCACGTTTCTCGAATCCTAAATCACTAATT
+TTAAAATAGTGATCGGTTTTTATGCCACTTTTATCTAAACAAGCTTTTGTACAACCTAACGCACAACCAT
+CAATGGCTATAATAGGTCGACCTGAATTAGCCATCGCCATAATAGGCTCTATTTTACCTACTACGCCAGC
+AACACAAGACATTTCAGCAATACCATCACCATCTAGAGTTAATGAAATATTATGCGCCATTTGTGCAAGG
+TTTGAGCACCCAGAACAAGAGTAAACTATTGGTTTACAATTTTTTTCGTCACTGATTATTTTCGATAATT
+TATGTACATTCGACATTTAAGTCACTCCTAAGCTACCTATAGTTACCTTACTAGCGCTGGCAACATGACC
+AATAGGAGTATTTTAACAAGTAAACATAACGACGAATTGATTTAGATCATTACAGTAAATAATACCCATG
+ATATATCTGTGGTTATTTGTACCATTCTGTAACTATTTGTTTTATTTTCACCATATCTAAGTGTACTTGA
+CAGGCTTTACTTACCCGCTCAATGGCCTGCTCTTCAAGTATTTCTATGCTGGGCGCTTTTTTTACATCAT
+AACCAAGCCAACCCATAAAGAGTTGTAACGCTTCAGGTTGATCAAATAGTCCATGTAAATAGCAACCAGC
+GATTTGACCATCATCGCTTATTAACCCTTGCCCTTCTCCTGCGATAGTAATTAAATGAGACAGTTTCGCG
+CCAGAGTTATTGAGTGTGCTCACACCAGCATGAATCTCATAACCACTAATATCAGCCTTTTTGTCTGTTA
+ATTCCAAAATACCTGAAACATTAATTAACGTTTTTTTCGACTCTAAAACGGTATTCATCGCAAAATAACT
+TAACCCTTCGCTTACGCCAGGTTGTCCTTCCAATCCTTCGGGGTCTGCAATCAACGCCCCTAACATTTGA
+TAACCACCACAAACACCAATTACCTTGCCTTGATAGCGTAGATGTTTGGCAATATCGTCATCCCAGCCTC
+GTTGCCTTAAAAAATCAAGGTCGCCACGGACATTTTTACTACCGGGTAAAATAATAAGATCACACGCTGG
+GATAGCTATTTTTTCGGGATTAATCTCATCTTTCGACCCCTTAGCAAAAAGGAACTGGCAATCAATATCT
+TCATGATGGCGCAGAGCATCAAAGTCGGTATGATTACTCATATGTGGATAAACTAAAACTACAATACGCA
+CTTTTGATGAAGTCGATGTTCCCTCAACTAGCGCCTGTTGTGTGACTAAGGCATCTTCAGAAGATATATC
+TAAGCCATGTAAATAGGGTAAAACTCCCAGCACAGGTTTATTGGTCCTTTCTTCTAACCATGTCAGCCCA
+GATTCAAGTAATTTAATGTCCCCGCGAAAGCGATTAATCACAAAACCAACCACTCTGTCTTGCTCTGATT
+GTGACAGCAACATCAAGGTACCAACGAGCTGAGCAAAAACGCCCCCCTTATCAATATCAGCAATAATCAA
+TACAGGACAATCAACGGCTTCGGCAAAGCCCATATTAGCAATATCACCCTTGCGTAAGTTTATTTCTGCT
+GGACTTCCTGCCCCCTCAACAACAACTAAATCGTACTGCTGTGTTAAGCGTTGGTGCGAACTCAATACCG
+CTTGCATAGCCACTTTTTTATAATCTTGGTACTCACTAGCCTCCATATTAGACGATGATCTATGCATAAG
+TGCTTTACCGTGCACAATAACTTGCGCGCCAGTATCACTATTAGGTTTGAGCAATATGGGGTTGAAGTCT
+ACATCTAACGCTAAACGCGCCGCTTTAGCTTGCAACGCTTGTGCTCGTCCAATTTCACCGCCACATGGTG
+TCACGGCACTATTAAGCGCCATATTCTGTGGTTTAAAGGGTGCGACCTTAACCTGTAAATCAGCAAACAC
+ACGGCATAGCCCTGCCACGAGAGTTGTTTTTCCCGCATCAGATGTCGTTCCTTGTACCATCAAGGTTTTA
+CATTGACTCGCTTTGCCTTGCCTAATTTGAGCTCCCTCAAAAGTACTCGGTGTAGAATGGCTGTTACTTT
+GCTTAGTGTTCATCTGATATTTCCTCAAGAAACGGCATAGCAATGGTCGTCACTTGTTGGGTTAATTGTT
+GGTACTGTACTTGGTCTTTGGTTTGAGTTTGCTTTACGGCTTGATCTAGTTGTTTATCTTGATAAGGCTG
+ACTAATTAAAATGCGGGAAATGCTGCCATGGCCAATCTGTAGTTTTTGATGCCAACTGGCTTGTTGCCAA
+TCTAACTGCAATATATGCGCTAAAATCATGCGAATAACGCCGCCATGCACGATAACTAAAATTCGCTTAT
+TTTTTTGTGATTCTTTTTTCCCCTGGCCTTGCGCTAATATAAGTGCTTCTTTTTGCTTAGTGGCAATGCT
+GACTTGCTGTTCTATCAGCTTTTTCCAAGCCAGTTTCACGCGAAGATGAAAATCAGGCAACGCTTCAGCT
+TGTGGTAATACAATGTTTGCAGGTGCCTGAAAAAAGCCTTCAAGTTGTGACCAATGCAGTTGAGTTTTCT
+CTACACCCTCTTGTTCAGTTTCAACAACACTACCTTCGAAAACACTTTCTTCGAACAGAAGATCATCAAA
+AGGCACACCATCAAAACTGCCGAAGTTCATCTCTTGTAACTCAGGTGATATTTCTAAGGATAATTGGCCT
+AACTGTGAAAATTCTCTTGCTAGGTTTTGGCAACGTATCAACGGAGAAGAAATAACTCCTTGATAGGCGT
+TAGAGGTTTTTTGTTGTGCCAGTAAACGTCCAAGCAAACGCGCATTTTCTGCAGCGATAGGGGCAACGTT
+AGTAGAGCCGTATAAGGCTGGCTTGCCCAAGACTTTAACATGTCTTATTAAGTCAATTTCAAGCATATTG
+AAAGCTCACTATATTACTCACCATTACTTTTTATACAAAGCGGGATACCCGCAGTAACCAAGGTGACTTT
+ATCTGAAACTTCTGCAACTTTCTGGTTTAACCAGCCACAATAATCAACATATAATCGGGTAGATTCACCC
+ATGGGTATTACACCTAACCCTATCTCATTACTAACAATAATAATGTCAGCATTTACTGAGGCTAAGCCCG
+TGGCTAATTTGTCTATTTCAGTTTGTAAATGTTGGGATTGCTGACCACGATTCTCTTCATGAACCGCATA
+AAGTTGATTGTTTAACCACAGCGTTAAGCAATCCAGCAAGTAGACATTATTGTTATCAAGATCACTCAAT
+GTTTCTGCGAGGGCTAATGGGCATTCAATTAATTGCCAACTTTCACCCCGAGCACCTCTATCACTTTGAT
+GTTGGGCTATTCTATTGTCCATTTCTGGATCAATGGCGGTTGCTGTTGCAATATAAACCGCTTGTTTTCC
+CTGCTTTACTGATAACTCGAGTGTCTGTTGCTCGGCAAATCGAGACTTGCCCGATCTAGCTCCACCTAAA
+ACAAGATGAATCATCCGACTATTCCCATAAAACTGTGTCCTGTGAGGCTATGTCCCATAAAGTTGTGCCC
+CGTAAGAGCAACTTCTATGAATACATCTTTATTAATATAAGAAACGATCGTTAAATAGATAAGTAACTCA
+GAGAGTTGCTGCCCGGCACCTAAACAGTCACCAGTAAAACCTCCTATCCTCGCCATAAGCCATTGCTTAA
+AAAGCCAACGAAACAACACTAAAACGATCAACAACGAGAAAATCACTTCACTAGAATAAAAAATGAGCGG
+AGCGAGACCTATCAAGAGCAAAATAGTTAATTCTGATGAGGATTGTGCTTGGGCTAATGGTTTACTCTTA
+CTTTGTTCAATATCACTTACATAGGGCATAGATGAGATTAAGCTGCCAGCAACCGCTCGGGATAAAACCT
+CTGCTAATAAAATAGCTAAAAGTAAGTGATTACTATCTTGCTCAGCTAGTTTTACCAGTAATGTAAATTT
+TAATAATAAAGCCATCACTAAGGTAACGGCACCATAAGTGCCGATACGACTATCTTTCATAATAGTCAGT
+CGTTTTTCTATGGTGAAAGCACCACCGATACCGTCAGCCATATCAGCTAAACCATCTTCATGAAAAGCGC
+CTGTTAATAACAAGCTTATCGTCATAGTTAACAATATAGATATATTGGCGGGTAAAAAGGTACTAAAACA
+GACATAACTTAACGCGAGCAGTAAACCAGTGACTAAGCCTACTAAGGAGAAGTATCGATTAGCTTTATTT
+AATAATGCTTCTGAATAATGCATGGTTTTAGGAACAGGCAAACGAGTAAAAAAGCTTAACGCTAAATAAA
+ATAAATTCAGCTGCGCAGCTACTTTATTTTTTAGCGGCTCATTCACTGATACACTCATACCGTAACACCT
+GCACTTTCAAAGCTGGCCATATTATTATAAAAACTTGCAGAGGCTTTTATTAAAGGAAAAGCAAGTGCGG
+CACCTGTTCCCTCTCCTAAGCGAAGACCTAAATTCAATAAAGGTTGGCTGCTTGACTCATTAAATGTTTG
+CGCCGAGATCAGTTCTTCAAGCAATTTTTGGTGGGCATTTTCTTGAGAAACGTGAGAGAAAATTAAATAG
+TTAGCCACATCTTTATCTAAGCGCAGTGCAACTAAAGCAGCGACACTGACAATAAAGCCATCAATAACAA
+CCGGTATACTAGCAGTCGCCGCTGATAATATAGCAGAGACCATTTGAACTATCTCAAAACCGCCTAACTC
+AGATAACAGCAATATAATCTCATCTTGAGTTAAATTTTCAACATTCTTCTCTGATACTTTAACGCGTTGA
+AGTGCGCTTTCAATTAAGGCTATTTTTTTCTCTAATTGCTCATCAGTAATACCGGTACCCCGACCAACAC
+ACTCAGGAACACTAGATAAAGTTAAAGCCGACATTAATGCAGCAGCTGAACTGGTATTGGCAATGCCCAT
+TTCACCTAATAACAATATCTCAGCACCTTGCTTAACTTGTGCTTCAACCAGTTGTCTTGCATAGTCGAAT
+CCTTGCTCTACCGCTATGATAGACATAGCGCTTTCAACTGAGAAATCATTTGTTCCTGCACCAAGTCGTT
+GCTCAATAAAGTTAACACTATTCATTGTTTTGCTTGCAACTTGAGGGACTTCATCAGCGGAAATAGGCTG
+TAATATACCGCAGTCGACCACAGTTAAAGCGATATCATTACTTTGACAAAAACAATTTATCGCAGCACCA
+CCCATTAAAAAATTTAGTACCATCTGTTTAGTAACTGCACTGGGCGCAATACTAACATTATTATCATTAA
+TACCGTGGTCACCAGAAAAAACTAACATAACAGGATTATTTATACTGATTTGGCTAGAACTCTCTAGCTC
+AGAATGACTAAAGTCTGAGTCATTACAATCTGAATTTTTTTGATGCCTTTGATTAGTGATCAAAGCAAGT
+TGCAGCGCCAAAGGCTCTAGTGCCCCTAATGCACCTAATGGTTTAGTTTTGTTATCAATTTGGGCTTGTA
+TAAATTCTATGCTTTTTACATTTAAAGGCGTGATGGGGATCATTGGGATAGTCTAAATAGTTGTTGGATA
+TAGAAAAAATAATGACAGTATTTTAAGCTATTTAAATCACTAAAAATATAATTCTTTTTCACTATGATAT
+GTCGTTAAATACATCATAATTTTATGTTCTGACATAAGATGTTAATATTTTACCTAATAACATTTACTCC
+GATGTTAACTAGGAAAAACTGTTAAAACTCTGTACCATCAGTACTAGAAAGTATTTATACCAATCAAACA
+AATACCAATTGCACTAAATAATTGATCATTTTCAAGAGGTCTAAATATCCAATAACATTGTTGCTTTCAA
+TCCCAATAGCCAGCTATTACTCAATCAAGCGCCTTGTTCTTGCAAATTTATCCTCACTGAATTATGTAAC
+CTTAATTAATACAAGTGGTATTACTTATTGGTATTACCTTAAAATTTTACGTCAGGCTGATATAGTTTTA
+TGAAAAAATATGCAAAATATACCCTTATCCTTTCTAGCATTTTATTAACAAGTTGCGTTAATCAAAATAC
+AAAAATTGCCACAAACATCATGCCCACCACTAATGCTTGTACTAAACTCGATTTACTTAAGAGTGCTTAT
+TATGATGATTTTTCTTCATTAAAAGAGATTAAGGTTTCAGGGAGAGCCAGTAATATATGGAAAGCTAAAT
+ATCAGCTTTTTGGTGAAAACTGCCAGGTGTTCTCATGGGGTGGAAAACAGCATACCTATTCTTGCAACTT
+AGTAGCGCCGAATGAAGAAACGGCTAAAAGCTATTACCAAAGTGCTAAAAGAGTCACCCAAGAGTGTTTA
+GGTGAACAATGGCAGTTGGAAGAAAGTAAAAGAAAACATGACGATGGTATGAAAACGACCTTTACCAACC
+ATGATGCTAAACCGAATGAGAAAGTGACTTTTTCAACGCACTTAGTACCTACTTCAGGTTTATTTTCCAC
+AACATGGACAGTTTACTATTATGTTGGCAATAGCTCAAAGCCAAGTAATAATAAGTAATCATGAATTTGA
+TTTTAAAACGTAGGCTAATGATTATCTAAAGATACTCTATGATATAAGCATACGTATTTCATAGAGTAAA
+AAGCTGATATTTACCTAAGTTATACTGGGTAAATATCAGCTTTTTTCATTCATAATCTAAAAACTTACTC
+GTTTCTAGTTATCTGTAGAGTCGAAGCCATCTAATGTGACACCTGATAAGCCGCCTGTACCACCCTGCTC
+ATTACTGCGCAATTTAATCATTAAACGTAAATCATTCGGCGAGTCCGCATGATGTAATGCATCCGCATAA
+GTAATCATACCCTGTTGGTAATGGTTGAATAATGCTTGGTCAAACGTTTGCATACCTAATTCATTTGATT
+TTTCCATCACCTCTTTAATACCACCAATGTCACCTTTTTTAATGAGTTCACTAATATAAGGAGAATTAAG
+CAATACTTCGATGGCGGCAACTCGGCTATGACCATCTTTTGTCGGTACCAGTTGCTGGGCAATAATACCG
+CGCAGATTTAACGCTAAATCAAACAACAACTTTCCATGCTGGTCCGCTGGCACTAAGTGCATAATCCGGT
+CAATAGCTTGGTTAGCATTGTTTGCATGCAAGGTAGCTATACATAAATGCCCCGTTTCTGCAAAACTAAG
+CGCATGCTCCATTATCTCTTGGTTTCGAATCTCACCAATTAAAATGACATCAGGTGCTTGGCGTAATGAG
+CTTTGCAGTGCCGCATCAAAGGATACGGTATCTAAGCCAACTTCACGCTGAGTGACCATACTCTTTCCGT
+GCTCATGAACAAACTCCACTGGGTCTTCAATAGTAAGAATATGCCCACAAGAGTTACGGTTACGATAACC
+TATCAATGAAGCCATCGATGTCGATTTACCAGTACCGGTACCACCCACAAAAAGCACTAAACCACGTTTA
+GACATAACCACATCTTTTAAAATCGGAGGTAAGCCTAAATCATCAACATCAGGAATATCTGTAACAATAC
+GACGAACAACCATGCCCGCCATATCTCGTTGCCAAAAAGCAGAAATACGAAAACGACCGATGTCATCAAT
+TTGAATGGCAAAATTACATTCTTTTTCAGTATCAAATTGATTTTTTTGCTTCTCATTCATGGAGTCATAA
+ACTAAAGCTAATGACTGTTCAGCAGTCAGTACCACGTCATCTATAGGCTGTAAATCACCATTTATTTTAG
+CGCTCACTGGTAATTTTGCCGTAACGAACATATCTGAGGCGTCTTGCTTTACCATCCTTTCTAATAATTC
+ATGAAGATTCATTTATTACCCTCTATTCCTGTCAGTTCTACATTTACAAAACACCATGTTAAAAGCCTGA
+AAATTGATTTTTATCAACTGCTTTTTCCATCGCATCTTGTTTAGTAATCATGCCTCTGTTAACAAGGCCC
+TGTAGACATTGATCCATAGTCTGCATGCCATGTTGCATACCTGTTTGAATCGCTGAGTACATTTGGGCAA
+TTTTATCTTCACGAATAAGGTTTCGAATAGCGGGAACCCCAATCATAATTTCATGAGCAGCAACACGACC
+ACCACCGACTCTTTTAATTAGGCATTGTGAAATTACCGCGCGAAGTGACTCTGACAGCATTGAGCGAACC
+ATAGATTTTTCTTCGCCTGGAAATACATCAATAATACGGTCAATAGTTTTTGGTGCTGAGGTTGTATGCA
+AGGTGCCAAAGACTAAATGGCCTGTTTCTGCTGCTGTCATAGCTAAGCGAATCGTTTCTAAATCTCGCAT
+TTCACCGACTAAGATCACATCTGGATCTTCACGCAAGGCTGAACGTAATGCAGCTGAAAAGCTTAACGTA
+TCGCGGTGAACTTCACGCTGATTAATAAGACACTTTTTATTTTCATGTACAAATTCTATTGGATCTTCAA
+TGGTGAGAATATGATCGTGTTTATGATCATTAATATAATCAACCATCGCAGCTAACGTGGTTGATTTTCC
+TGAGCCGGTAGGCCCAGTAACTAACACCAAGCCACGTGGTGTATCTGATATTTCACGAAATATTTCAGGA
+CACCCTAAATCATCAAGTGAAAGGATTTTACTCGGGATTGTACGAAATACGGCTGCGGGGCCTCTATTTT
+GATTAAAAGCATTAACCCTGAAACGTGCTAAGTTTGGTACTTCAAATGAGAAATCGACTTCCAAGTTTTC
+TTCATATTCTTTACGTTGACGATCATTCATAATGTCATAAACTAACGCATTAACATCTTTGCCATCAAAG
+GCTGGAATATTCAGTTTACGTACGTCACCATCAACACGAATAGCGGGCGGTGTACCTGTTGATAAATGTA
+AATCTGATGCGTTATGCTCCACACTAAATGCGAGTAGTTCGGTAATATCCATAAAAGCCTCTTTTTATAA
+AGTGATAAAAAATAATAATATTATCTTTTATCGGTAATAATTTAATAGGTTATACTAACCAGAAAATAAG
+ATAAGTTAACATAGCTCAATATTTAATATGATAAATGTAAAAGATAATCTTAATAAAGTTAAAGCGCAAA
+TTCAGCAAGCTTGTCAACAAAGTGGTCGATTAACTCCCCTTGCAGAATTATCAAAACAATCATCTCCAGT
+ATCGCTACTAGCCGTGAGTAAAACTAAGCCAACTTCACTTGTTGAACAAGCGTACCTGGCTGGTCAACAC
+GATTTTGGTGAAAACTACCTGCAAGAAGCAGTAGAGAAAATAGCAGAGTTAGCAAATTTACCTGAGATAG
+TTTGGCACTTTATTGGTCCTATCCAATCAAATAAAACAAAACAAATTGCCAGTAACTTCTCTTGGGTTCA
+TAGTGTTGACAGAGAAAAAATAGCCTTGCGTCTTAATCAACATCTCACGGATGATAATTGTCACGATACT
+CCGCTAAACATTTGTTTACAAGTCAATATTAGCAATGAAGAGTCAAAGTCAGGTATAAGTATTGAGCAGG
+TTTTTTCTCTTGCTAAAATTGTTGATAGTTGTGATAAACTCACCCTAAGAGGCTTAATGGCTGTTCCTGA
+AAAAAATGCCCCTAAAGCCTGTTATGAGCAAATGCAGCAATTGTTTACCCAACTTAAAAAGCAATATCCC
+AGCGTTGATACTCTCTCTCTTGGCATGTCTAATGATTTAGATAACGCTGTAGCCCACGGTTCAACCATGG
+TGAGAATTGGCACCGCCATTTTTGGCGCCAGAGAAAATAAAATTTAACCATTAATCGTTTAGGAATCCCT
+TTTATGAATAAAATAGCCTTTATAGGTGCCGGCAATATGGCACGTGCCATAATTATTGGTTTAGTTAATT
+CTGGTATCACTCCCCAAGACATTATAGTAGCCAACCCTTCTGAAACTAAGAGACTCAATTTAGCGACAGA
+GTTTGGAGTGTTACAAACAAACGATAATATCAAAGCCAGTGAGTTCGCCGATGTTATTGTGCTTTGTGTT
+AAACCACACTTTATCACTGATGTTTGTTTTCAAATAAGCCAAGCAATCGATATAGCAGGAAAACTATTCA
+TTTCTGTTGCCGCAGGTACTACCGTTGCACAAATTCAATCAGCGTTATCAAAAGACGACACTTTAAACCT
+TGCTCCTGTAGTCCGTGTCATGCCAAATACCCCTTCTCAACTTGGTTTAGGCATGAGTGGTCTATTTGCT
+TCAAAAGAAGTGGCGGTAGAGCAAAAGGCTAATGCAGAAAAAATTACTAACGCGGTTGGCAAAAGTATTT
+GGCTCGACACAGAAGATAAGATTAATAATATTATCGCTGTTGCTGGTTCTGCTCCAGCCTACTATTTCTT
+ATTTATGGAAGCGATGGAACAGCAAGCAAAGCAGTATGGTTTTTCTGCAGAAGAAAGCCGTATGCTAGTG
+CAACAGACCGCGCTTGGTGCTGCCCAAATGGTCGCTCACAACAGCGCCCCTATCAGTGAGTTGCGCGCTA
+ATGTCACCTCAAAAGGCGGTACAACACATGCCGCAATAGAACGTTTTAAGGCTGATGGTATAGAAGAAAT
+AGTTAAAAATGCCATGAATGCTGCAATTGCTCGTGCTGTAGAAATGGCTAAATAAAAACGTATTAAACTA
+ATTCTAACGAATTCAAAGTAACCAAAATTAAGTAGAGGAAAAAAAATGGAAGCAATTATTTATTTGCTTA
+GATTCGCCTTCGACGCCTTGTTAATGATTTTAATCATGCGTGTATGGCTACAATGGGTTAAAGCTGACTT
+TTATAATCCATTAAGTCAGTTTATTGTCAAAGTAAGTAATCCATTAGTGATACCACTGCGTCGAGTTATT
+CCAGGCTTAGGTGGTTTTGACTTAGCAACAATACTCATTGCTTATGTAGTAGCAACGCTGAAGTTTGTTT
+CCCTCGCCGCTTTATCCGGTGAGAGTTTAGGGGTGTTAGCTTTTTATATCGGTTTATTAGTGTTATTAAA
+ACAAGCTGGATTTCTACTTTTTGTTATCATGATTATTATGGCGATCATGAGTTGGGTTGTTCAAGGTTAT
+AATTCAACGTTAATGGTGCTTAGCCAATTGACTGAACCTTTTTTAAATCCTATTCGCAAAATAATACCAA
+ATATGGGTGGTTTAGATTTATCAATGTTGCTGGCCTTTTTGCTGATGAATGTCATCAATATCTTACTTTC
+AAACTCATTACCTTACTGGGGTGCGTTGTAAAACAATAGTATTTTTTTTGGTCTGTTCTATACTAAAGAT
+ATGTAATAGAACAGTACCGATTCCTCTATATTTCTTTGGAGCACCACATGAAAACGTCAATCATCAAATT
+ACTTATTGCCTTTAGCCTTAGCTTGTTTTTGATGAGCAATGTTAGTGCTGAAAACATGAAAAAACTAGGC
+AATATGAATGTGCATTATATGGCTATTGGTTCAACTTTTTTTACGCCTGAAATAGCTAAAGTCTATGGCA
+TTACGCGTAGTCGATATAATGGTTTAATCAATATTTCAGTATTAGATAATACCCAGAAAAACACACCATC
+GAAAACGGTTAGTATTACGGGTAAAGCCAAAAACAATCTAGGCCAATTTAAAGATTTAGCGTTTAAAGAA
+GTCAAAGAAGGTGGCGCTATTTATTACCTTGCACAGGTTAACTATAGCAATGAAGAGACAATTCATTTTG
+ATATCATGATTAATGATGGCAAAGAAAAACAGCAATTAAAATTCTCGCAAACTTTCTACGTGGATTAATA
+GTCTGACATAGTTTAATTATTAACATATATTCAGATTAAAAGAGCTTTTAAAAGCTCTTTTTTTTGCTGT
+TAACTTTAGCGAAACATCCAATTCTAGGATAGAATAGCGCGATTAATACCAAGTTTATTAAATTGGTATA
+AGCCCCATCAATAAAACTCAAAATAGCCACAGGTACCCATCATGTCAAAAGTTGTATTAGCCACAGGAAA
+TCAAGGTAAAGTTAAAGAATTAGCCCATTTACTGGCTGAGCAATCAATAGAAATAGTACCGCAGAGTGAG
+TTTGATGTTCCTGAAGTTGCCGAAACTGGCAGCACCTTTGTAGAAAATGCCATTATTAAAGCGCGCCATG
+CAGCAAAGATCACTGGTTTACCCGCTATTGCTGATGATTCTGGTTTGGAAGTTGATGCACTAAATGGTGC
+TCCTGGTGTTTATTCGGCTAGATACGCGGCAGATATCACTGAAGGTGAGGTCACTGATGATGACAATACC
+AACAAACTCTTAACTGCGTTAGCCACTACTCCCGACGAATTACGCACTGCGCGTTTCCACTGTGTTTTGG
+TTTATATGAAACATGAGAATGACCCAACACCACTTATCTGTCATGGTATATGGGAAGGAACTATCTCTAG
+AACTAAGCAAGGTGAGCAAGGCTTTGGCTATGATCCTGTTTTTTGGCAACACGATTTACAAATGTCTTCC
+GCGCAGCTATCACGCGAAGTGAAAAATAAACTAAGTCACCGTGGTCAAGCATTAGCTAAGTTAGTTGAAA
+AACTAGCGCTAGCTACCTCATCAAAGTAAGTTCGAGTCCTTTACTTATGTTAGAACTGTTAGAAAATCAG
+CCCTTATCACTTTATATTCATATTCCATGGTGTGTGGAAAAATGCCCTTATTGTGACTTTAATTCACATG
+CCGTTAAAAGTGCTATCCCTGAGCAAGATTATGTCGCAGCGCTGATCAGAGATTTAGACGCAGATATTGC
+ACGTTTTGGGTTAAGCACTCGCTCCTTACATTCGATATTCATTGGTGGTGGTACGCCGAGTTTATTTTCT
+GCTGCGTCTATTAAAGACTTGCTAGAACAAGTACTCAATCGTTTTGACCATAAAGCAGATATAGAAATCA
+CTTTAGAAGCAAATCCTGGCACTGTTGAAGCAGATAAATTTATAGGCTTTTTCAAGGCCGGTGTTAATAG
+ACTCTCTATCGGCGTACAGAGCTTTGCCTCTGATAAATTAATTAAGCTTGGCCGTATTCATGATAGTAAC
+CAAGCTAAAATAGCAGCAAAATTGGCTACAGAAAGTGGTGTCAGCAGTTTTAATTTAGATCTAATGCATG
+GCTTACCCAATCAATCGTTAGATAATGCCCTTGATGATCTAAAAACGGCTATCAGCCTAAATCCGAATCA
+TATTTCTTGGTATCAATTAACGATTGAACCCAATACTATTTTTCACTCTAAACCGCCTAAGTTACCTGTT
+GATGATATTTTATGGGAGATTCAGGACCAGGGCGTTAAGTTACTCAATGAAGCGGGTTATCAGCAGTATG
+AGATTTCTGCATACGCTAAGCTAGGCTATCAATGTCAGCATAATTTAAATTATTGGCAATATGGTGATTA
+CCTTGGCATTGGCTGTGGTGCCCATGGAAAAATCACTGATAGTCGAAGCCAGAAAATAATGCGTACCATT
+AAAGTAAAACACCCTAAAGGCTATTTAGATGATAATCGTGATTTCTTAGATAAATTATCTGAAGTTGATG
+AAAGTGAACGTCCTTTTGAGTTCATGATGAATCAGCTAAGACTGCACAGCGCTTTTAGCATTGAGCAGTT
+CCAAACAAGCACAGGGCTTAATATAAAGGTAGTATTACCTTTGCTTAAAGAAGCTCAACAAAAAAACCTC
+ATGACCTGTGAAGTGATAGACAATGAAGAATATTGGCTGGTAACTCAGCTAGGACAACGATATTTAAATG
+ATTTACTGGAGATATTCTTGTGACAGAGCAATCCTCAGTACACTCACCATTGACGCAAAGTATAGAAGAC
+CAAGAGCGACTTGATTTAACGTTTATGCGAAGGGCCTTTGAACTAGCGCAACAAGCTGAGCAACATGATG
+AAATTCCTGTTGGCGCCGTGGTAGTGCATCAAGGTAAAATCATCGGTGAAGGTTTTAACCAATCAATCAT
+GCTTAACGACCCATCAAGTCATGCTGAAATGAATGCCATCAGACAGGCAGGAGAGTTTCTTAATAACTAT
+CGCTTGCTTGACTGCACTTTGTACGTAACTCTCGAGCCCTGCCCTATGTGTGCTGGTCTGTTAGTGCATA
+GTCGAATCAATCGCTTAGTTTATGCTTGTAGCGATCTGAAAACAGGTGCCGCAGGCAGTGCTTTTAATTT
+AGTAAATAACCCACAGTTAAATCACCAATTAGAAGTATGCTCAAATATCCTAGAAGAAGAGTGCAGCCAG
+TTGTTATCTGCATTTTTTAAACGACGTAGAAAAGAAAAAAAACTAGCCAAAAAAGCCGCTAAAGATAGCT
+CGCTGTAATCTCAATAAATTACATTGTAATGTTAATGAGCCATTTTGCTAACTTGTCAGCTAAAATTTGA
+TATGCCACACGCTTTCAGGTATTAATAGAGGCATAACAACAGCAAAATAATAATAATACTAAGAAATAGC
+TAAAGGTTATCACTACACATGATCAAACGTTTTCTGCCCATCTATCATACGGGTTGGTTTTATCTACTTT
+TATTATTCTGGGGATTTTCCTTTTGGTATGCTTCTATCGGCGGCCTAAACCAGATAAATCTATTAAATAT
+TCAATGGCTAAGCCAACTTGAATCATCTCCTGTTTTATCAGATAAAAAACCGACCTTAAATGCTAATGAC
+ATTTTAACGTTACATTCCGAGTTCAATGGACAAGATATAAAATCAGTAACAACTCTTTTGTCGTATTACC
+CCAATAGTCAGATAACCCTGTTAGGTCAACAATCAAGCAGTTTTATGAATAAACTTGAGGCTTACCTATC
+CTCAAAACCCCGTAACAGTAAGATTGTTATTGGCTCAAGCCAAGTTAGCTCTGCATCACCATTAAAGTCT
+CAGGCAACAATGCATTTTTCACCATTACTTAATTGGTTTCGCTTTTCGTCAAAAATTGACACTGAATTGT
+TGAGTTCAAAGTACTTTATTTTTTCACCTTTCTTGCAAAGTAAACGACAAACTTTTCCGTTGATATGGCG
+AAAAGATGGGATGTTATATCTCACTTTACCAGGCGAAATAATAAAACAGCTAAGTTCAAATACCGAACTA
+TCCATCAAACAAGATTGGCAATTGAGTTTACTCACGCAGGTGAATACTTTAGCTCCTAAAAAATATCCTT
+TGGGTTTTTTTGGTGAGGTATTTATTTCAGAGAACTTACCCAGGGTTAATCAAATAAATCAAGAACGTCA
+AGAAAGATCGGAGACTGTTTTACCTAAGTTAAGCTCTGTAAGCCAGTTTATTCAACAATACTCTTCAAGC
+GCTAACACTAACTCTAGGCCTAACTACAAAGTCATCTTCATTACCGATAATAACTACTCTCAGGATAAAG
+TACTCAAAACATTACTTGGTAAATTGCTTCAAGAAGATTATGTTTATCAGAGTCTGGTTATTATTTTATT
+TGCTTGGCTGCTCTTGCTACTAGGCATTTCCCTAACCTGGTTCATAGGTCAATTATCCTTAAAGCAGCAA
+TCGATCAGTGTACTTAGTTACGTCGTATTGCTTTTCATTTTACAATATGTCTTTTTCAATCAAGGACAAT
+GGCTTGAAGTTCCCCCGATAATAATCTCGATAATGGGGACATGGCTATTACTTCTTGCTTATCAAAAAGA
+ATATAAGCTATTTTTAGCTGCACTTAATTCCCAAAAAACGCCTTATAAAGAGACTAACGAATTTTTAGTA
+CCGCCTAATTCCACTGTTGAGTCCAAAGTGAAGTCCAAGATAAGAGCTAAGCTAAAAAGCCTACTAACTA
+ACAAACGAGTGAAATCTCCTCAAGTAAAACACAGCAGCTTTTTACCAGAAGAAAATACCAATGCAGCGAG
+TCATAATCAATTTCCACCGATAAATAAACCTTCACCCGTATCTGGGAATGATATTAAACAAACATTAGTT
+ATCGTTGATAACCCAGTAACAAATACTATCTCGACAACTCATCAAACTAGGGTTGAAAATTTTGGCCGCT
+ACCAAGTCGAAGGGGTTTTAGGAAAAGGTGCGATGGGCATCGTTTATCAAGGCGTTGATCCTAAAATCAA
+CCGTCATGTAGCTATAAAAACATTACAATTAAGTGATGACATTGATTCGCCTGAATTTGGTGAAGCTAAA
+GCGCGTTTCTTCAGAGAAGCGCAAACAGCAGGTGGTTTAAGCCATGCCAATATAGTCACGATTTATGACG
+TAGGTGAAGATAATCACCTAGGTTACATCGCTATGGATTTACTCACAGGCGCGCCATTATCATTATTTAC
+CCAAGCGGACAAAATACTCCCTACGCCATTGGTTTATCAGTTATTGATTCAGATAACTGATGCGCTAGAA
+TATGCCCATAATCAAAATGTTGTTCACCGTGATATCAAACCCGCTAATATTATTTATGATGACGATTTGC
+TCAAAGTTACGGTTACTGATTTTGGAATAGCTTATGTCAGTGATAACAGTAATACCCGAACAGGTATCAT
+TATGGGTAGCCCCTATTATATGTCTCCAGAACAAATATTAGGCTTAAAAGTGGATGGTCGCAGCGACATT
+TTCAGCTTAGGCGTGACTTTTTATCAATTGCTTTGTGGCCACTTACCTTTTGAAGGAGAGTCCATAGCAA
+CGGTGGCCTATCAAATAACTAAAGCGAAGGCTATTGCCGTTAATCAACGCAATACTAATTTGCCAACAAG
+TGCGATGCGTATTTGTAGTAAAGCCATGCATAAAGATATTGATAAGCGTTTCCAATCAATGTCAGAATTT
+AAATTGGCATTAACCAATGCACTTAAACGTGATTTTAAGATCACAGCAAACTAACTTGCTTACGAATAGA
+TTAAACATCCACGCTTGCATAATAAGGTAAAGGTAAACAGTTAACCCCTATGAATTATCACATTAAATCC
+CTTTGTCATCAGGGCTCGATTCGAGACAATAACGAAGATGCTATTAGTTACGGCATTCATAAAGAGCTAG
+ATGTTGTTTGGATGCTAATTGCTGACGGTATGGGCGGCCACAATGCCGGTGAAATTGCTAGCGCCATGTT
+AGTCGACCATATCAAATATGCCTGGGGTAAAGTATCCATAACTAAACAAGCTAATTGGCTGACATGGATT
+ACAGAGCAACTTAATGCCGCTAACTTGAGTATTTTTAAGCAAGCCAAAAACACAGTAGGGCAGCAAGGAA
+TGGGGACGACAGGCGTATTAATGGTTATCGAAAATAATAAATGCCACCTTGGTTGGGTTGGTGACTCTCG
+AGCATACACATTAAAAAATAAAAACTTAGTACAAGAAACCATTGATCACTCCATGCTACAAGAATTAGTC
+AATAAAGGTGCGATCAGCGCTGAAACAGCAAAGAGTGCTAAGACTAAAAACTTACTTTCACAAGCAATAG
+GTGTTCGAGAAAAAATATCTGTCGATACTGCAACTATTGCGATAGAGAGTGGTGATACTATTATGCTTTC
+GACCGATGGCTTACACGATTATTTAACTGATCGAGAAATCAATCACTACTTATCTGAATTCTCTACTGAA
+AAAAACGTATGTGATGATATGGTTGAGCAAGCTATAGCCCAAAATAGTAGAGATAATCTCACGGTAGGTT
+TGATCTATTTGAACAATTGAATATAGATTAATTAGGCATTTATTTGGTTTATTTAACCTAAGTGGTGATG
+ATGTCATCAATAATAAAGGCAGTTGTTCGAAGATGTTTTACTTATCAGGTGTTTAAATAGCGATGATATT
+CAATCTGGCGAAAAATCAATATTGATAAATACCTACCACAAGCTTTAGCTAATTCCATCTGATGGAATAG
+CTATCAACTAAGGTTGATTAAGTACTCTTTGCTTTAAGTTTTTCTCTAGTTTGCTGGGTTACTGACTGGT
+GATTCATGTAATTCAGTTATTGCTTGGTTAAAATGAGACTGTCTACGTGAGATCATTTTATGATGCTGGC
+GGTTTAACTGTTTTCTACGTTGATTACTTTTTAATGGTCTTTTCATGTTAATTATTTCCAATTGGCTGTT
+AAATAGTCAGATAACTATAGCCTGCTATCATGACAGTTTTATGACATCGACAATGAAAAGTATAGCAGGG
+AAACTGCGATTTATTGAGCCGTTTCAGCTGTTACCTCTTCCTCTTTTAAAATACTTTCAGTAGCATTTTC
+CTCTGAAGTCGATTCATTGACTGAGTCATTTACAATGTCATTTAATAATAAAGCTTGTGACTTCTCTTGT
+GCTAGCTGTAATGCAATTGCTTGCTCTTTGGCTTTTTCATCTAGCCAACTTAAGGTATCGTAATATCGAC
+GAATATTATCGACGTATTGAACTGGCTCCTCACCGCGAGCATAACCGTGTTTAGTGTTCTTGTAATATTT
+TTTCTGTTGTAATAATGGCAATCGACTTTTCACTTCAACCCAACGGTCTGGATCACCACCTTGGCGTTGG
+GTGATAATTCTCGCATCATTTAAGTGACCAAAACCAATATTATAAGAAGCTAGCGCAAACCAAATTCGAT
+CTGGCGTCGGAATTCTATCAGGCATCATGGCAATCATACGTTTAAAGTACTTTGCCCCCCCTTGAATGCT
+TTGCTCAGTGTCTAAACGGCTTTTTATACCCATTTGTTTCGCTGTTGCTAATGTCAACATCATCATACCG
+CGAACTCCCGTGTATGAACGTGCTGTTGGGTTCCAGTGTGACTCTTGATAGCTAATAGCGGCTAATAAAC
+GCCAATCGAGCTCTTGCGCATACTTCTCAAACAGCGGTTGATACTCAGGTAAGGTTCCAGCCACCGCTTT
+AATAAAGGTTCTCGTTTCCACATAATTAAACTGTTCAATATGACCATAGTATTTATCATCCAGCGCCAGC
+AAAGTGCCATCGTGATGAACGGTGCCAAAAAACTCAACCAAGCTTGCTAAGATATCATCGTGGCTATTTT
+CACTTACCATCCAAGCTAACGGCTCAGGTTCATTAATACTAAAGCCAATACTTATCTCAGGGTAATAACG
+ACGGTTAATCGCTAAATTATTACTATCAATAATGGTATAATCTATCTCGCCGCTTAAAACCTTTCTCAGT
+AGTTCTTCACTATCAAACTCCGTTGATTCTTGCCAAGCTAATTCGCTATTTGTTTGTTTTAACTTTTCAA
+GATTTTCTACGTAACTTGACCCTGAAGTAACCATCAGCGTACCTGTTAAATCAGCCACTTTCCTAGGTCT
+AACATTGCCTTGTTTAAACACTAACTTTTGACTAATGGTTTCATAGCTAGGCGCAAACCTAAAACGTTGT
+AAGCGTTTATCCGTAATTGATAATCCCGAAGCAAGTAAATCTACCTCTCCGGTATTTAATTTAATAAAAA
+GTTCATCAAGGCTATACGTTGGGACAATGCGTAATTCAACATTAAGTGAATCTGCATACTGTTTTGCTAA
+CTCATATTCAAAACCAGCAAAGCCATTAGCTGTAGTGTAATAATTTGTTGGGCCAAAAATTGTGCCTACA
+TTGATATAACCTCTAGCCAAAATTCGAGATAAACTTGAAGAATCATTTTCTTTATCACAAGCACTTAATA
+GTACTGTGGTGAAAATAACCAAGAGCAACGAGGTAAACTTAGTCACTAACTTACTAGTGAGCTTAGTTTT
+TATTGAAAAAGATAAATATTTAGTCATGGTCTCAATTGTGTCGTGTATTGTTCTATTAGCCAAGTACTTT
+TTACCTGACACTAGTGTTAAGTTATTACTTGACTTTTTCCGTTAACAAAAGCCTTATTTTCAACTATAAT
+ACGCGCGAAATTTTCGATTAGCATTTACTATGCAAATTTAGCATATAGAAGCCAATCCAAACCTTACATA
+AAACTTGGTGATTACCCTATGACGATGTTGATTAAAAACCTTCGTGGCGCTCCAGCACTATCTGACTTCA
+GAGTTAAAAAACTATTAGCTCAATGTGAACAGTTACAACTGCCAGTAAATGATATTTATGCTGAATTTGC
+CCATTTCACTAAACTTAATGAAGAATTAAGCACAAGTGAAGAGAAAGTTTTACAGCAATTACTTACTTAC
+GGCCCAACAATTGAAGAACATCAACCTGCTGGTTTGTTTTTATTAGTGACTCCTCGTCCAGGCACTATTT
+CTCCTTGGTCATCAAAATCTACCGATATAGCGCACAATTGTGGTTTAGCTAAAGTGGAGCGTTTAGAGCG
+TGGTATTGCTTATTACGTGACATTAGAAAATGATGCACAATTAAGCACCAGTCAAGAAGCACAGTTAAAC
+ACGCTATTACACGACCGTATGATGGAAAGTATTTTTAATGACTTCGCCCAGGCAAGCACCTTATTCGCAA
+GCAGTGAACCAGGCGAGCTAACGGCAATTGATATTGAAAGCGGCGGAAAAAATGCGTTAGTTCAAGCCAA
+TATTGAATTAGGTCTCGCCTTAGCAGAAGACGAAGTTAATTATTTATTCGAAAACTTCACCAAATTAGGT
+CGCAACCCTCACGACATTGAGCTTTATATGTTTGCACAAGCAAACTCTGAGCACTGTCGCCATAAAATTT
+TCAACGCAGAATGGACTATTGACGGCGTTAAACAAGAAAAATCTTTGTTTAAAATGATCCGTAATACTCA
+TGAAATCAATCCTGATTATGTTCTTAGTGCTTACAAAGATAATGCTGCAGTAATGGTTGGCAATAAGGGT
+GGTCGTTTCTTCCCTAATCCTGAAACAAATGTTTATGGTTATAACCATGAAGACATTCAAATATTAATGA
+AGGTTGAAACCCATAACCATCCAACGGCAATTTCACCTTACCCAGGTGCTGCAACAGGCTCCGGTGGTGA
+GATTCGTGATGAAGGCGCAACCGGTATTGGTTCAAAACCTAAAGCTGGTTTAGTAGGCTTTTCTGTATCT
+AACTTACGTATTCCTGACTTTGTACAACCTTGGGAAACTGATTTTGGCAAACCAAGCCGTATTGTTACTG
+CTTTTGATATCATGATTGAAGGCCCATTAGGCGGGGCAGCATTTAACAATGAATTTGGTCGTCCTGCTAT
+TTTAGGTTACTTCCGTACCTATGAAGAAGAAGTTAACTCGTTTAACGGTAAAGAAGTACGTGGTTACCAC
+AAACCAATTATGCTTGCGGGTGGTTTAGGCAACATTCGTGATGAACATGTACAAAAACGTGAAATCATCG
+TTGGCGCTAACCTTATTGCTTTAGGTGGCCCTGCCATGAACATTGGTTTAGGTGGCGGTGCTGCTTCATC
+AATGGCATCTGGTCAATCAGCTGAAAGTTTAGATTTTGCTTCTGTTCAACGTGAAAATCCTGAGATGGAA
+CGTCGTTGCCAAGAAGTTATCGATAAATGTTGGCAGCTAGGCGAAGAGAACCCAATAGCTTTCATTCATG
+ATGTTGGCGCGGGCGGTTTATCAAATGCTTTCCCTGAGTTAGTTGCTGATGGCGGCCGTGGTGGTATTTT
+TGAACTTCGTAACGTACCAAATGACGAGCGTAGCATGGCGCCTCATGAAATCTGGTGTAACGAGTCTCAA
+GAACGTTATGTTATTGCGGTATCTGACAAAAATTTAGCAACTTTTGAACAAATATGTCAACGTGAACGTG
+CGCCTTATTCAGTTGTTGGCCGTGCTACAGAAGAAGAACACTTAACCGTTACTGATTCACATTTTAGCGA
+CAATGAAAAATTAAATACGCCAATTGATTTACCTCTTGACGTATTACTAGGTAAAACACCTAAAATATAT
+AAAGACGTTAAAACAGCAACGGCGGCTGGTGATTCATTAGATCTTAGTACAGTGACATTAGCTGATGCTG
+CTGACAGAATTTTAAGCTTACCAACCGTAGCTGAAAAAACGTTCTTAATTACCATTGGCGATCGCTCGGT
+AACCGGTATGGTTAATCGAGATCAAATGGTTGGTCCTTGGCAGGTTCCTGTTGCTGACTGTGGTGTCACT
+GCCTCAGCACTTGATTCATACCACGGCGAAGCAATGTCTTTAGGTGAACGTACTCCCGTTGCTTTACTAA
+ACTTTGGCGCTTCTGCTCGTTTAGCCGTAGCTGAATCACTAACGAATATTGCTGGTACTGATATTGGTGA
+TTTAAACCGTATTAAGCTTTCAGCTAACTGGATGTCTCCAGCAGGTCACCCAGGCGAAGATGCTGGTCTT
+TATGAAGCAGTTAAAGCGATTGGTGAAGAGCTTTGTCCAGCCCTTGGTTTAACTATTCCAGTGGGTAAAG
+ACTCTATGTCGATGAAAACCCAATGGGAAGAAAATGGCGAACAAAAATCTGTAACCTCTCCTCTTTCTTT
+AGTTATTACTGCTTTTGGTGTTGTTGAAGATATCCGTAAAACAGTTACACCTGAGCTAAGAACTGATAAA
+GGTGACACTCGCCTTGTTGCTATCGACTTGTCAAAAGGTAAAAAACGTTTAGGTGGTTCATGTTTAGCAC
+AAGTTTATAAACAACTTGGTAGTGAAACTCCTGATGTTGACGATGCAGAAGTCTTAAAAGGTTTCTTCAA
+TGCGATGCAAACACTTGTTCGCGCTGAAAAGGTTATTGCTTATCATGATATTTCTGATGGTGGTTTATTC
+ACTACCGTTACTGAAATGGCTTTTGCTGGTCATACCGGTGTTGATATTGACATCAGCAAGTTATCAAACG
+GTGCAAACGATGATTTAGCCACTTTATTTAATGAAGAGCTTGGTGGTGTAATTCAAATTCGTGAAAGCGA
+TGTTGATGCCATTCACGCTATTTTAGCTCAGCACGGCATTTTAGAGAACTGTACTGATATTGGTCGCCTT
+AATAACGAAGATACTATTCGCTTTAGCCGTGATGGTGAAGTGGTTCTAGAAAACTCTCGTACATATTATC
+GTACCGTTTGGGCACAAACGACTTACAGAATGCAGTCGCTTCGTGATAACCCAGAATGTGCACAGCAAGA
+GCATGATGTTAAATTTGATACTGAAGATCCAGGTTTAAACACTGAATTAACCTTTGATATCAACGAAGAT
+ATTGTTGCCGACCTTATTATTAGAGATGCTGTTAAAGATGCAGAAAACTCTGCAAACGACATAACTAACC
+CACGTGTTGCTATTTTACGTGAGCAAGGTGTTAACTCACATGTTGAAATGGCAGCCGCTTTTGATAGAGC
+AGGCTTTGTTGCAATCGACGTGCATATGTCTGACATTTTATCTGGCCGCGCTGATTTAGCAGACTTTAAC
+GGTTTAGTAGCTTGTGGTGGTTTCTCATACGGTGATGTATTAGGTGCTGGTGAAGGTTGGGCAAAATCAA
+TCTTATTTAATGCTAACGCACGCACTATGTTTAAAACATTCTTTGAGCGTGAAGATACTTTCACCTTAGG
+TGTTTGTAACGGTTGTCAGATGTTGTCTAACTTAAAAGACATTATCCCAGGCTCAGAACATTGGCCTCAC
+TTTGTACAAAACAAATCTGAGCGTTTTGAAGCACGCTTCTCATTAGTTGAAATTCAAGAGAGTCCTTCAG
+TGTTGTTTAAAGGCATGGAAGGTTCACGTATGCCTATCGCTGTTTCACACGGTGAAGGTCATGCCGAGTT
+TAGCTCTGATGCTGCTATTGATGCTGCAAACAACTCAGGTACGGTATCAATGCGTTATGTAAATAACTAC
+GGTGACGTTACAGAAACTTACCCAGCTAACCCGAATGGCTCTGTTGATGGTATAACCTCATTAACAACCA
+CTGATGGTCGTGTAACTATTATGATGCCTCATCCTGAGCGTGTATTTAGAACGGTTGCTAACTCTTGGCA
+TCCAGATAGCTGGGGTGAAGATTCACCTTGGGTGCGCATGTTCCGTAACGCGCGTGCTTTCATTGGTTAA
+TCTTTTTGCTATTAAGCCCAAATCATTTGTCAAAAGTACTCACTGACATTCGTCAGCTCCGTGCTTTTTC
+CTTTGATTTGGACTAACTAGCTGCAAGATAAACAATAAAATATAGCCGGAAATTTCTAATAAGAGATTTC
+CGGTTTTTTATTGCCTTTTGTTCCTGGCTAAAATATTGTTACCGTAAGCGATTAAGACCAATCGGACTCA
+TAAAATAAAAACAATAAAGGCCATCTAACGTATGCAACAACATGACTGCTCTCCCCTTGATGATTTCATT
+GAATACCCAGAAGCTGAAATGCTAAGTAGATCGCAAAGTTTCTATGATCTGGTTAAACGCCGTCATTCTA
+TTCGTAGCTTCAGTGATAGAGCAGTCGATAAACAAGTTATTGAGAACTGCTTAAAAACTGCTGGAACAGC
+CCCTAGTGGCGCTAACCATCAACCTTGGCACTTTGTTGCGGTTAATTCTATAGAGATTAAAAAACAGATC
+AGAGAGCAAGCAGAATTTCACGAACGTGGTTTTTATGAGGGCCGAGCAGGTAAAGAATGGCTTGATGCTT
+TAAAAGACTTAGGTACCGATGCTAATAAACCTTATTTAGAGCATGCACCTTGGTTAATAGCTATTTTTAG
+TCAAAAAAAGGGCGGCGTATGTGAAGAAGATAAACACACTAATTATTACGTCCATGAATCAGTGGGTATC
+GCCACTGGAGTATTGATTACCGCACTGCATAATGCCGGTTTAGCTACTTTAACGCATACACCTAAGCCGA
+TGTCTTTTTTAAATAAGGTTTGCCAACGTGGCGATAATGAGCGTGTTTATATGTTACTCATTGCTGGCTA
+TCCTGCCGATGATGCTACCGTACCTGCTCATGCACAAGTTAAAAAGGGCTTGGAAGATATAGCAACTTTT
+TTATAATGCCTGATACTCAGCTAAGCAAAATCTAACGCAATATCAGTGCAACCTTTTGCGCAACGAATGC
+CAGTAAGTTCACCTTGCTCTGGCGTATAAAGTTTTAATGGTTGCTTGCAAGTACTACACGGGACTGTTCT
+TCCTGACATGACTTGCTTAAGCAACTTTTTTTGCTCAAAGAATGACTCTTTACTCGCCTTTTGTAACGCT
+GCGAACTGTTTAAGATCTATATTCATAACCTTCCAAACTTATACATAATGAAGCCAACAACCTATTTATT
+TAACTTGAATAAAGTTACTAAACGAAAAGGTAGTGGCTTTAACCTCTTTAGAGTCGTTGACTCTAAACAA
+AGTAAACACCATCAAACTGCCCTTTTAAAGGTGCAGCGCTTGATTCTAACAACTCTTGATAACTGGTAAT
+ATTTTCATAGCTCACCGGCATTTGTGGGTAAGCGGTAATTTCCCAGGGTAAATCTGGATGTGCTTCTGAT
+GGTGTAAAAGACAGTTTTTGGTTATTTTCTAATAATAACTGGCCGAACTTAAGCGCGAGCTCCTGATTGG
+GAAATAATATTGAGAATTCTATTTCACGCTCACTAAGTAAATCTTCACCACTTTCTTGCATCTGCCAAAG
+GGTATTGCCAATTTCATCTTCAGGGTAAAGCGCTAAATCACGTGTCATAGTTATTCTCATTTATTTATAT
+TTAATATTATTTAGGATTATTATCCTCATTTGGATATTTTAGCTTTGCTAAGTGAATAAACCTAGTAAAA
+TAAGTGCAAAGCCCACGTTACTCATTTGAAATATGCCCGTAGATAACAAGTGTTCAGACACCCAAGGTCA
+AAACCCGACTCAAAACCATGAAAAGTTTGAATGGCATATTAAAATTGACGAACAAGTTAATACTACTGCC
+ATTGCATTATTAGAAAACTATGGTTATGAGCAAAATATTTCTTTGTCAAAAGCGCAGCTAAAACAGGCAA
+TAACTAAAGGCGCATTATGGTTAACGCCTGCTAAAAATAAAAAACAAACACAGCGACTACGCCGCATTAA
+GAAGCAGTTAGTAAAAGGCGATGAACTGCACTTTTATTTTAATAGTGAAGTGCTCTCATCACCTGTTCCA
+CAAGCATTGTTAATTGCCGATTTAATTGATTACAGTGTCTGGTATAAGCCCTACGGTATGTTGTCACAAG
+GCTCTAAATGGAGTGATCATTGCACCATCGCTCGTTTCGCTCAGCAAAACTTACCGAACGAACGCCCTGC
+CTTTATTGTGCATCGATTAGATAGAGCGGCAACTGGCTTAATTATTGTTGCTCATAGTAAAAGCGCAGCA
+AGGGCGTTGTCTCATATGTTTGAGCATCATCAACTTGAAAAGCATTACCAAATTATTGTCCATGGTGATC
+ACCGCAAAAGAGCCCAACCAGACATTATTGATAGTGACGTTGATGGTAAAAAAGCACGAAGTACTTTTAC
+TTGTTTGGCCTATGATGAAATGACAGACCAATCATTAATTAAGGTTAAAATTGATAGCGGCAGAAAGCAT
+CAAATACGACTACATGCTGCAAGTATTGCAATGCCCGTAGTTGGAGATAGATTACATGGAATAGCTGATA
+AAGATGAACAGCGTAATTTGCAATTGTGCGCAGTAAGCTTACGCTTTGTTTGCCCTCTAGCCACCGAAAT
+TTCGCCCGAAAATGACAAAGCATTAATCGAACAAAAACGTTTATTTGAATTGCCAGAAACATTAAAGCCC
+CAGTTATGACTGAGGCTTTAACTTTATACGTATACCTAACTTACTAGGGTATAGCGACTAAATACAGTAG
+TTAAAATCACTGTCTTCAAGTAAAGACAAGCTGTCACCAACCAAGTCTTTTGTTTCTATCGCTTTTAATA
+ATTCAAGACCAACCTCACGTTGCTCCTTCGTAAGCGCGATGTAAGGTAAGCGGAAGTTATTAGGAACAGC
+ATCAGTCATGATCATGGCGGTGTTAATGGCAATAGGATTAGGCTCACAAAATAGCCATTTCATTAACCCC
+TGCAATTTATCATTAAGCTTAGCTGATTCTTCTACATTATCTTTATCCATTAATTGGCGCATAAAACCAG
+GAATGATATTAGAAGCAACAGAAATAACGCCATGAGAACCGTGCACATGACGTCCTACATAACATTCATC
+ATCGTTACCTGACCAACAAGAAATACCTCGTTTTTCATAATAGGCAATGCGATCGTTACCAGAACATTCT
+TTCACACCAATAAAGTTTTTATGCGTTGATAACGGTTCGATAATTTCTGGTGTTAAATCTTGTCCTGTTC
+TTCCTGGCACGTTATAGATAAAGGCAGGGCCTATATCAAGAACACGTTTAAAGTGCTCGCTAACACCTCT
+AATTGAAGTACGACCATAGTAAGGATTAATTTGTAGAGCGGCATCCATACCCATAGCAAACCCATTTTCA
+GTGGCTTTTATTGCTTCGCGGGTATTATTACTGCCAGTATTACCAACAATAATTAATTTATCACCAAAGT
+TATTTACACAATGAGCAATTAGCATTAAATGCTCTTCCCAGCTAAGTAAATGCCCTTCACCGGTAGTACC
+GCCAACAATTATGCCGTCTACACCAGCAGAAATTTGTTGTTCTATCAAGAAATCATAAGTTTTTAAACAA
+ACCTCTCCTTTATCTGTGTAAGGAGTTTTTATTGCGGTCATTAAACTTGCTGCTTTTAATCGTTTCATTA
+ACTATCTCTAATTCTTTTATTTAACTTCAATAGGGTAATACCAAACGGATTCGTTTATTGTACAACTTAG
+AGTGTTAGTAGCGAGCTTATAACAAGTAAAATAATGTAAACATAGTTATTCTATATTTCATTAATTTTGT
+GATGTTATCAGTTTGCTAATACGCTCCCGAAGGGCGAGTTTAAAAGCTTTATATGCGGCGTTATTAATTT
+TGACAAAGGAATAACCATTCTCTTCAATCAATGCCTTGCCTAATAAGCCTTTTAATTCTCGCTAAGTGAC
+CAATAAATGAGTCCGATTGGTATAAATCAGTAAATTCTTGTCGAACATTCTAGCAATGACCGGGGTTATC
+AACAACCCGTCTCATGATATATTCATCATTCGTTAACCTATGCTGGTAATGGAATATCTGATGGTCTAAT
+GATAATACCTTATATGCTTGATAATTATCATCATTATTTAAATCAGCAGCATAGAGTTCTTCATTAATAA
+GTTCATTCTTAGTGAGTGTAAAATGAATGTCTGCCACGAGTCCCCAATCACCCAACTCAGTGATTTGTTC
+AATAACATTCCCTTTTTTATCAAGTGTTATAAAGGTAAACTCAAAACTACCATCGCTACTAAGTTGAGCA
+TATTCAACGGTTTCATTGCCATGCTCATCAATATCATTTCGATACCAGCGTCCAAAGAGCAAGGCTCGGG
+GATAACTAGATTTACTCACTATGTGTTTTCCTAATATTTTGCAATGTGGAACTAAAAGATTAAGTTATTA
+CTTAACCATCTAAAAACCACAGTTCTTATCAACAAGTTTGTGACTATTTTAATGTAAAAAGTGGTGTTGT
+GAAAAGTTATTATATTGTCAAAGTAGATAACACTGTATTTTCTTATTAGACAAGTTTCATTTAGGGAACT
+CAATAACAAACTGAAATATCCTGAAATTAATTAAATGTTATGTCTCTATGTTTAGCTTATTTCAATTCTT
+ATCTCGTTCAACACTTGTTGCTGCACTTACTCGTTATACAATAACTTAATCCATTTGACACTTTCATGAT
+CCTCACAGAAAAATTAGATATAAGTTTAACTAAAAAAGGTTTAAATTTATCAGCAATTAAACCATTTAGG
+AAAATGAACTATGTCGGCCCCAAAAGTACAGTTATTATTAACAGGCAATGAGTTGATGACAGGTGATATT
+GTTGACAGTAACTCAGCTATGATGGCACAAGTACTGAAAGACATTGGACTTGGGGTCAACCGTAAGGTGA
+CGGTAGCTGATGATTTAGCGCTCCTTGTTAATGAGATAACTTACATGGCTAGTACCAGTGATATATTAAT
+TATCAACGGTGGCTTAGGACCAACAGTGGACGATTTAACCGCACAAGCTTTAGCACTAGCCATTGAAGAC
+GAATTAAGCCAACACCCACAGGCGCTTACTCATTTAACCAACTGGTGTCACCAACGGGGCGCGGAGTTAA
+ATGGCCCTAACTTGAAACAAGCTATATTACCTAAAAGTTGCCAAATAATAGCGAATAAAAATGGTAGTGC
+TGTTGGTTTTTACGTACGTTTTAATCATTGTGATATTTACTGCACACCGGGCGTTCCTCATGAGCTAGAA
+ACAATGCTTATAAAGCAAATAGTACCTGCTATCTCTGCAGACTTACCAAGCGATTTGATCACTGACGTTA
+CGCGCTTACAGGTTTTTGGCCTTGGCGAATCTAGTTTGCAAAAAATAATTAATGAACAACTCCCCCAATG
+GCCAACAGCAATTGATTTGGGCTTTCGCGCAGGAATGCCGTTACTTGAAGTTAAACTCACCACAAATACT
+AAAAAAGGTTTAGCGTTGAAGCCAATATGGCACAACAAACTAGCCGACGTTCTTGGAGATCATTTAATCT
+CTGAAATTCAAGACAAACCCAAATCGCTTGCAGAACATCTTCTTCATCAATTACAACAACATAATTTAAA
+GGTCACCACCGCAGAGTCATGTACTGGTGGCTTGATTGCTAGTAAGTTAACCGAGATTAGCGGTTCATCC
+ATGAACTTTGAAGCAGGTTATGTGACCTACAGTAACAAAATGAAAACAGCCATGCTTGATGTCCCCGCGA
+AGCTGTTTGAGCAATATGGTGCTGTGAGTGAGCAGGTGGTTGTTGCTATGGCAAAAGGTTCATTGATAAA
+ATCTACTGCAGATCTTACTATTGCAGTATCAGGTGTCGCAGGTCCAAACGGCGGAACTGAAGAAAAACCG
+GTAGGTACCGTGTGGCTTGCTTGGGGTAGCATTGATAACATCAAAACTCAATGTTTACTTCTACCTTACA
+AAAGAGTTAAATTTCAAGAGTTTGTAGCGGCCATTGGCTTAGATTTACTCCGCCGTTATCAACAAAACAT
+AACGTCGATTCCTAACTATATAGCAGAGCGCGCCTTTACCGATCAGTGAAGTGTCAACAAGGATAGACAA
+AAAGTTAACAAATTGATGAACTAGAATAATGTATAGCCGGATAGAAGCCTGCTTATCCATTGCTTAGTTT
+AGTAAAAATTTATATATTAAGACTAATAACAAATAGAAATGATAGATTAATTTCAGGAGCCTATTTTGAT
+AGAGAGAAATTTTATAACCAGTGGTCGAAATACCGTTATTCACAAAGTAAAAAAGTTCGATTTACTTATA
+ATCAATGGTGATAAGTCCATTGTTATTATTAGCCACCGCGGTATAGGCATATATAAGGGTGAAATACCTG
+CAAAACGCTCTATTGCTAAGAAGGCTTACCAAGATATTGTGGATATTTCGTCCTCAGAATTATTTGGTGA
+AGAAAAAACACTTTTGTTTGTTCAGGCACTTGATGGCATTGAATATAAAATAGATTACTCTAAAGAAGGT
+ACTAGCAGCTTCATTAAAATTCATCAAAATCATTATATGTAACAAAGTCCATAAACTACATACTCATAAT
+AATTATATAGTAAAAGAACAGCACCTAACCGTTATTTGGCTCAGCAGTACTTAACGGTTTGGGGGAGCCC
+GCGCAATGACCAAAGCCAGTTTAATCTGTAATAAAAAAAATAATATAGATTTAGTCTTAGAGCCAATCAA
+AGGTGGTGACACTATATCCACCTTGAGTATCAAAGAATTAATTGATGCATCAGAATTTGCAAAACTTCGC
+ATTAATAACGGTAATATTAAAAATGCTGTTGCTGAGTTAAATGATGTTTTAAAACCCCTACAAGATAAAA
+AAGTAGGCAGAACAATTCGCTATCAAGTACTCGAACGGGTTGATGCGAAAATTAGTATCACTATAGAATC
+CGATGAGATGGGGGCTACCGCTGAAATTACTAGCGCTCAAGGTGGTAAACATCTTTCTGCAAAAGCGATA
+TTAAACGCCGCACAAGAGGCAGGTGTAAAAAAAGGCTTTAGTAAAGAGCATTTAATTCAACTTGCACAAC
+TTGCTGCAAAACAAATTCCCAATAGCCAGATTGATATGCAAATTGCTACCGGGAAAATCGCAGTTAATGG
+CAAAGATGCCCTAATACAGCCTTTAGTTGAAAGTGCCCAAGCCAGAATTTTAAAGCCTAAAAAACGAGAA
+GATGGTAGTGTCGACATGCGAGACTTAGGCGATATTATCTGTGTAAATATAGGTGATGCTATTGCAAAAA
+AAGTGCCTTTAACCCAAGGGAAGCAAGGCTATACTGTTACTGCTACCCCTCTATCACCAGAGCCTGGTAA
+TGATGTTGAACTCGTCGCGGGAGAAGGAACAAACATAAGTCCTCAAAATACTAATATTCTGGTTTCTGAA
+AAAGTTGGCTTACCTAAACTTATTAATAATGGTATGGAAGTTGATGAGATTTATAAAATTAAAAATGTCA
+CTGTTGCCACCGGTAATATCAACTTTACCGGTAGTGTTATTATTGATGGTGATGTTACTGAAGGTATGAA
+AGTAACTGCTTCAGGTGATATTACGGTAGGTGGTTTTGTTGAGTCAGCAACCCTTGAAGCCGGTGGTGAC
+ATCACTATATCTGGTGGGATTATTGGCCGAAAACATGATGTTGAAAAAAAACATATTACCAATATCACCA
+TGAGTGTCAATATCAGTGCAAAAGGCAGTATCTATGCAAAGTATGGGCAATATGCCCAAATTACTTGTTA
+CCAAGATGTTCGTATTGAAAATCAATTACTGCACAGCATTTTAGATATAAGTGGCCGATTATGGATAGGA
+AAAAATGAGCAAGCTAACGGAAAACTAATTGGTGGCTACACCAAAGCAGGGACATCGGTTCATGCAGGTA
+TTATTGGCGCAACAGCGGGTAGTAATACCATTATTAATTTTGAGCATAAAATACTCAAGTTTAAAGATGA
+AATTCACCAATTAGAAGAGCGACTTAAAATAGAGTCTGATAAAACAAACGAATTGAAAGTAGCAATCAAT
+AAATTAAAAAAATTACCAAAAGAAAAAGCCAGGCCAGAATTAGTAGCTAAAATTGTACCAACCTATCAAT
+ATCATGCTAATCAAATGGGTGAAATACTTAACGAAAAGCTAATCCTCGAAGACAGTTTTCAAGGATATAT
+AGTCAGTATTTATGTTGAAGCAACGGAGAAGCTTTATCATGGCGTAGAGTTAATTGTTGGCGACTATAAT
+GACAGATCTCGTCGTGAATATGGTCCAAGCAAAATGAGATATCGAGAGCGAAAAATACTGATTGATCCAA
+TAGTGAATACATAATGGCTATGGCTAACAAATCTGTACTTAAATCCAGTTTCTTTGCGCTAGCACTTATA
+CCGTTCAGCCAGCAAGCATACGCTCAACAATGCTCTATCAACCTTAATTATGGGGTCATCATTGACCCTA
+AACATATCCGGATTGTCGATAAAGCGAAAACCCAAGTACAAATAAATAATGCCACACAACTGTTCATTAA
+AGGTAGAGAGATCGCCTTATCTAGTGAGCAACAGCAATTGCTGACTAGCTTTAGTGTTGGCATTCGTCAA
+CAAGTACCTGAAATTGTATCTATTGCTATTGAAGGCGTTGATATCGGCTTAAAAGCAGTAAACGAAGTAG
+TTGCCGGCTTAACAGGTGAAAATAGCGCTTCACAACAAAAAGTACAGGCCAAATTTGAAGAACTAAAATG
+GCGAATTCGAGCGCGATTTAATCAAAGTGCTAATAATTATTATATAGCCCCACAAGATTTAAATAACTTG
+GATGAAATGTTTACTGGGGAGTTTGAACAAGAAATTGAAGCAATGATTTCAACATCTATCGGTACAATAT
+TAGAAGCGGTTGGCCAATCAATTTTAGCTAATGATAATAGCAATGAATTCGATGGTGAAACACGTATAAC
+CACTTTTGATAAACGCTTAACAACACTCAGTAAAGGTTTGGAGTTAGAAGTCGCAGAAAGAGCTAAAGCA
+TTAGATATAAAAGCAGAAAACTTTTGTCAACAACTGACTTACCTAGATCAACTAGAAACAAAACTTCACC
+AAGCCATACCAGCATTAAAAGAGTATAACCTAATCGAATCATCGAACTAGCTCGATATATTTATCCCCTC
+ACATCGACACAATTTAACTCATAACAACCTTTATAAGTAAGGATTCCCTTACACAGGTTGTTTTATTTTA
+TAGCGACTATAACTTCTCAAATAGTGCACTTCTGATTTATCAAATCTTAGCAGCAAAAAGCCCAAGATAC
+TTAGTAAGGTACATTGGGCTTTTATAATCAGTTGATTAGCGAATATTACATGTTCGGGTAGTTTGGACCA
+CCAGTGCCCTCAGGTGTAACCCAAGTAATATTTTGACTTGGATCTTTAATATCACATGTTTTACAGTGAA
+TACAGTTTTGAGCATTGATGACAAACTTGTCGCCCTCTTCAGTTTTTTCAACCTCATACACACCAGCAGG
+ACAGTAAAGCTGTGCAGGTTCATTGTATTTAGTTAAATTAACTCTGATAGGAATATCTGCATCTTTAAGT
+TTTAAATGACAAGGCTGCTCTTCTTCATGGTTAGTATTTGACAAAAAAACTGAAGAGAGTTTATCAAAGC
+TTAATTTATTATCTGGCTTACTATAATTAATAACTGGCATATCGGCAGCCGGCTTTAATTGAGCATAATC
+TACACTATCATCTTTAAAATTAAACGGTAATTTACCAGCAAAAAAGTTTTGGTCTAACGTATTGTACGCG
+CCGCCCAACATGGTACCAAACTTATGCATAGCTGGACCGAAGTTACGGGTATTGTATAACTCTTCATATA
+ACCAAGAGTCTTTATATAACTGCGTAAATTGAGTTAAATCTTGCTTACCTTCTTCTGCGATAGCTTCTCC
+AACAATCAATGCTTGAGCAATAGCTTCAGCGGCAATCATGCCAGACTTCATCGCTGTGTGATTACCTTTA
+ATTTTCGCAAAGTTAATAGTACCAGCATCACAACCTACTAATAATGCTCCTGGCATCGTCATTTTAGGTA
+AAGAATTAAAACCGCCTTTGGCCATAGCTCGAGCGCCATAGGAAACACGTTTACCACCTTCAAGGTACTG
+ACTAATCTTAGGATGATGTTTGTAACGTTGGAATTCATCAAAAGGACTTAAATGCGGGTTGCTATAATTT
+AAGTCGATAATTAAACCAACAAAAACTTGGTTGTTTTCGGCATGATATAGGTAACCACCACCATTAGTCT
+TTTTATCTAATGGCCAACCGGCTGTATGTACAACAAGTCCTGGCTGATGTTTTGCTGGGTCAATATCCCA
+AATTTCTTTAAAACCTAAACCATAATGTTGTGGAGAACTTTGCTCATCAAGGTTGAATTTTTCGATTAAC
+TCTTTACCCAAATGACCTCGACAGCCTTCAGCAAAAACCGTGTATTTAGCGCGTAATTCCATACCCGGCA
+TGAACGAATCTTTTTCTTTGCCTTCAGCATCTAAACCCATGTCGCCAGTGATAACACCACCGACACTACC
+ATCGTCATTATAAATAACACTTTGTGCCGGGAAACCAGGGAAAATTTCAACACCTAGCTGTTCAGCTTGT
+TCAGCTAACCAACGACAAACATTGCCCATACTAACAATGTAATTTCCGTCATTGTGCATAGTTTTAGGCA
+CAGAAAAATTAGGTAATTTGATACCTGAATTTTCATTATTCAATAGATAAATATCATCGCCGGTAACTTT
+AGTCGTTAATGGCGCATTTCGTTCTTGCCAATCCGGAAATAGTTCATTCAAAGATCTTGGTTCAAACACA
+GCACCCGAAAGAATGTGGGCTCCAACTTCAGATCCCTTTTCAACAACACAAACCATTAATTCTTGCTGTT
+TTTCTTGTGCTAATTGCATTAATCGACAAGCAGTTGATAGACCTGCGGGCCCTGCTCCAACAATGACTAC
+GTCAAATTCCATCGATTCGCGTTCCATAAGATCTCCCAGTGTGATTATATTTATATTTTAATTTATATCT
+TAAAAGTCTATACTAAATTTCAAACGTGCGTTTGATATTCAAACAAGTGTTTGATAGTATCCTACAACAG
+ATGTCCAAGCAAGACACTGTTAAAGCATTTCGTTAGATTGTATCTTAGTTTAAAAGTTTTAACCAAGTTT
+ACGTTGACGTTGACGTAAAGCAAGAGTATCTTTTAACTATTATTTATTTTTAAATTAACAACCCTTTTCA
+GAGGCTACGATGAAAGTATTAGTTCCGATAAAACGTGTTATTGACTATAACGTCAAAGTTCGGGTAAAAC
+CCGATCAATCAAATGTAGATCTTGCCAATACAAAAATGGCTATAAACCCCTTTTGTGAAATTGCCGTTGA
+AGAAGCTGTTCGTTTAAAAGAAGCGGGTATAGCAACAGAAGTAATTGCAATTTCTGTCGGTAATAAATCT
+TGTCAAGAGCAGTTGCGTACTGCATTAGCTTTAGGTGCAGATCGCGCCATACAAATTGACACTGATGAAA
+GCTTAGACGCACTAAATATTGCTAAATTATTACAAAAAGTTGTTGAAGAAGAACAACCGCAACTTATAAT
+TTTAGGTAAGCAATCTATTGATAGTGATAATAACCAAACAGGTCAAATGCTTGCTGCTTTAACAGGTATG
+CCACAAGGCACATTTGCTTCAGTTGTAAAAGTTGAAGGCGAAAAAGTTAATGTTACCCGTGAAGTAGATG
+GCGGTTTACAAACTGTTGCGCTTAACTTACCTGCTATTGTGACCACAGATTTACGTTTAAATGAACCTCG
+TTACGCTTCATTACCTAATATTATGAAAGCTAAACGTAAACCATTAGCAGTGAAACCTGCAGCAGATTTT
+GGCATTGATTTAACAGCTCGTACTAAATTATTAAAAGTTACTCCTCCTGCACAGCGTCAAGCAGGTATTG
+TAGTAGAAAGCATTGATGAATTAGTTGAAAAATTAAAAAATGAAGCCAAGGTGATCTCATGAGTATTTTA
+GTAATTGCTGAACACGATAACAGCTCGTTAAAAGCTGAAACTCTAAAAACAGTTGGCGCAGCACAAAAAA
+TTGGTGGTGATATAACATTACTAGTTGCTGGTTTTAATTGCCAAAATGTTGTTGAAGCTGCCTCAAAAGT
+AAATGGCGTAAGCAAAGTTTTAGTTTGTGACAATGCCGCTTATGAACATCAACTTGCTGAAAATGTTAGT
+TTGTTAGTTACTGAGTTAGCCGCTGACTATGAACATATTTTAGCAACAGCGCTAACTACCGGCAAAAATT
+TTATGCCTAGAGTTGCTGCTTTGTTAGATGTGTCTCAAATTTCTGACATTATTGACGTTGAGAGTAGTGA
+TACTTTTGTTCGTCCTATTTATGCAGGTAATGCTATTGCAACAGTACAAAGCTTAGATAACAAAAAGGTT
+ATCACTGTTCGTACTACTGGCTTTGATGCCGTTGCGACAGATGGTACTGCTGAAGTAGTTAATCTTGATA
+CGGTAACTGATGCAGGTATCTCAAGCCATGTAAGCGACGAATTAACCGTATCTGAGCGACCTGACTTAGG
+CGCAGCAGGCGTTATTATTTCTGGTGGTCGTGGCATGCAAAATGGCGATAACTTTAAATTACTTGATGGT
+ATTGCCGACAAACTAGGCGCGGCTATTGGCGCATCACGTGCTGCTGTTGATGCAGGCTTTGTTCCTAATG
+ATATGCAAGTTGGACAAACAGGTAAAATTGTTGCTCCAGACTTATATATTGCGGTAGGTATTAGTGGTGC
+TATTCAGCATTTAGCGGGTATGAAAGATTCAAAAGTTATTGTTGCTATCAATAAAGATCCTGAAGCACCA
+ATCTTTCAAGTCGCTGATTATGGTATTGTTGCTGACTTATTTGATGCGTTACCAGAGTTAGAAAGCAAGT
+TATAACTCAAACATTAGTCATTACTTTCAAGCAGTCCTTTAAACAGTACTAAGCACAAAGTAATATTGAT
+ATAATAAAACCACGCTTATGGAAATAAGACGTGGTTTTATTTTGTCTAAAATTTGTGAAGTAAGTTTAGT
+TAATAGTGAAATTTAAGAATATTGAGTGATTTATGAAAAATAATTTATCGAGTTTAAGTGATTTAGCTGC
+TGCATTTGGTAAAGCGCCAATTGAGCAGGATAAACCTACACCCGTGAGTGATGACTCATTAGTCTACTCA
+ACAGGATCAGGTCGCATCAACCAACAAAAAGAAAAAAGCATTACGCCAAGTGATGGTTATGCCAGGGTAA
+GGCGCGAAACTAAAGGCCGAAAAGGCAAAGGCGTTATTGTTATTAGTGGCTTAGGCTTAGATAATAAAGC
+ATTAAAAGAGTTAGCAAAGAAACTTAAAAAAACTTGCGGTAGCGGTGGCTCCGTCGTTGATGAAACCATT
+GAAGTTCAAGGCGACAAACGCGACGTTATACAGCAAGTACTCGAAAAGGCCGGATTTAAAGTTAAATTTA
+CCGGCGGTTAACGCTTTCCTTAACGTAAGCTATATCAATAGATGTCTGAATAAAGGTGTTAGATCTGATA
+GCTTTTTCTGCCAGATAAAGCATGTGAGAGTGTATTGCCATCTACATATTCTAATTCCCCCCCAACAGGG
+ACTCCGTGGGCAATTCTAGAGATATTCACTTGATGTTGCTGAGCCAACTCAGCAATAAAGTGTGCTGTTG
+CCTCCCCTTCCACCGTCGGATTAGTTGCCAAAATAACTTCACTAAACTGACCTGTAGCAAATTGCTTCGC
+TAATATATCTAAGCCTAGATCATCTGGTCCTATGCCATCAATAGGAGATAAATGCCCCATCAAGACAAAA
+TACTTCCCAAAGAACTCACCTGTTTGTTCAATAGCAATAACGTCACCCGGCGTTTCTACAATACACAAAG
+TAGTTGAAAGTTGTCGCTTTGGGCTTTGGCATATTTCACATAGTGCTTCTTCAGTAAAGTTTCGACACTG
+CTGACAATGACCAATATCAGTCATGGCTTTCGCTAAGGTATTGGCAAGCTTACTACCACCACGACGATTA
+CGTTCAAGTAACTGAAATGCCATGCGCTGCGCTGATTTTGCGCCAACGCCAGGTAAACATTTTAATGAAT
+CAATTAACTCTTGAACCAGTGGACTAAATTTCATAACTAACCATTTAATTTTATATTGTAATACGTGAAT
+CTGAAAATTTATTCGCAAACACAAACAAAAATTAATGATTCACCACTATTTAATGGCTAATTTTAATCAA
+CTTAACCGGTAAATAGTAGTGACTTCTTGAAATATATACACATCATTTAATGATACCAAGTTGATTAAGT
+TCTTTCCCACTCAGCGAGAATTAAAAGGCTTAGAGGCAAGACATTGATTGAAGAGAATGGTTATTCCCTT
+GTCAAAGTCAATAACGCAGCATATAAGCCTTTTAAACTCGCCCTTTGGGAGTTTGTTCAATGCCTATTAA
+CATCATTAAATTTATTTGATTTAGAATAACTAGATCTAAACAAATTTGCCTTCTTATTGAACATTTAACA
+TAGCTCTGAGTTGGGAAGAAGTTTAATCAAATTGGTATGACTAGCTAATACTTAGCTAGTCCAGTCTTTA
+GAACCATGAATCCATTTGCTATAACACCAGTAACTATTGCTCATATTTATTTTGGTAAGTAAAAGTCGCT
+TTTTGGCGAATGTTATCAAGTGAAGTTCCCAACAGTACTTCAAATTCCCCCACTTCAGCCAACCAGTCAT
+TGGTGTGAACATCCCAAAAAGATAAGTCACGTTTATTTAAGGAAATACTAACTCGCTTACTTTCTCCTGG
+CGCTAAATAAACTTTGGCAAACCCTTTTAACTCTTTTATCGGTCTTGAGACACTAGCCTTTTTATCGTGT
+AGGTATAACTGCACCACCTCAGCACCAGCGACAACACCAGTATTCTTAACCTCCACAGTCACAGTAATAC
+TTTCATCAGCCACTATCGTTGATGCTGATAAGTTAACGTTAGTTAACGTAAACTGGGTATATGAAAGACC
+ATGACCAAAGGTAAAGGTTGGTTTGATCTGTTGTTGTTCAAACCAGCGATAGCCAATAAAGACTCCTTCA
+CTATATAAACTTTCTTTAGCATTATAATCATTAAGCGCAATGGGTGCGGTGTCTTCCAAATGAGCTGGTA
+AGGTAATCGGCATTTTACCACTCGGGTTAACATCACCTGTTAAGATATCAGCAAACGCATGGCCCGCTTC
+CATCCCGCCATACCAACCCCAAACAATCGCGTTGGCTTGTTTTGCCCAAGGCATTTCAACGGCTGAGCCA
+GCGACAAGGAATATGACTGTTTTTTTATTGGCTGCAATCAACTTACTAATAATTTCATCTTGCGAGTTAG
+GTAGCTTCATATCCACGCGATCAATTGACTCTCTGTCGTCACCGTGACTCAAGCCACCAAAATAGATCAC
+AACATCGGCAGCTTTAGCAGCAGCAATATACTCGGCCTCACTACTGAATAATTCACCTGGCGCATTCCAA
+CCTAAAGTAAAATGTTCACTACCATCATATTCAATTTCAAACGAGTAGCTTTCACCCGCCGTTAACTCTA
+TATCATGCGACAACTCGGTAACTTTACTTTCATTAGTCGATGATGTTGATGATGTTGAATCAGTATCATC
+AACTTGATGAGTAATGACAATTTGGTCATTTATTTTTAATTGAAAATCACCTAATGTTTCAACGTTCAAT
+TGATGTGAACCTGTGCTTAAAGGTTTGATTGTTGCCGTCATCGTAATGAACTGAGTATTGGCTGAATTTT
+TGGCCGTAAAGTTAGAATCAACTATCCAAGATTGCTCCTGTAAATTCACCCTTGCTGATTCATTAAAGTA
+AGCTATATTCCAGGCTGGCGTTCCAGTCCAGTGACGACTCACAACATAATCACTGGCAATTGCAGACAGT
+TCACTACTACGTGCTCGCATCACGGTAATATTTACATTTTCACCAAACTTTGCTTTTAAACCTTCTAGTG
+GCGTGATTTCATACAAAGATTTAACTTCTGATGAACCGCCACCCGTGCCGTGTTTTTTATCTGCATTAGG
+ACCAAGCACTAAAATATTTTTGACTTGTTTTTTATCTAACGGTAATACCGTTTTAGAGCCGACAACTTCA
+TTTTTTAATAACACCACACCTTCGGTAGCAATCTTACGTGCCGCAGCTTGATGCGCTTTAGTATTCCTTG
+CCCCAGGAGAACGATTATCGTCATACATACCTATGGTATGTTGCACTCTTAAAATACGTCTAGCCTTTTC
+ATCTGCCACTGATTCAGGAATTTTTCCTGCTTGGATCATTGCTAAAAAAGGCTTCGCCAAAAAGTAATCT
+TGATAATCAGCAACATCTGTACCCATTTCTAAATCTAAACCATTAACAGCAGCATCATAGGTATTAATAT
+CAACATGCCAGTCGGTAAGTAATACCCCTTGATAACCCCACTCGCCTTTTAAAATATCCATCACTAAATG
+CTTACTCTGATTAGCATTAGTGCCATAGTATTGATTATATGAACCCATCATGCCAAGCACGCCGCCCTCT
+TTAACCGCAGCTTCAAAGGCAGGTAAATAAACTTCTCTTAAGGTACGCTCATCTGGCTTAGCATTGACGC
+CGACTCTATTTAACTCCTGCGTGTTTAACGCATAATGTTTAACAGTAGCGGCCACATCATTTGCTTGAAT
+AGCTTTAATCTGAGGTACTACCAACTTTGCCGCTAAGATAGGATCTTCCCCCATATACTCAAAATTTCTG
+CCATATAAAGGCAAACGCGCTAAATTAACGCCCGGACCTAGAATAAAATCTTTTTTTCTGTCGCGTGCTT
+CAGCGCCCAAGACTTGACCGTGTAAGTGGGCCATTTCAACATCCCAACTGGCCGCAACAGAGGTAAGGTG
+AGGCAAATAAGTGGCATGATCATCTGTCCAACCAGCCGATGCCCAAGTATGACGCTCAATTTGATGACGC
+ACCCCATGAGGCCCATCAGACAACCACATTTCAGGAATGCCGACACGCTCAATTGCATTCACGTGGAATT
+TACCACTGGCATGCGCCAAAGATACTTTTTCTGGCAGCGTCATTTTTGACAGGAGCGTTTCCACATCTTG
+CTCTACTGTCACTAAACGATCCTCCGGCGCTGCAACATCCTGCTTTGTAATTAAGGTTTTATTGTCATTA
+ACACACGCAGTAAGGCCAGCACTAAGCGTGAGTATTACAGAAACCAACAGGGTATTTTTTAACTTGTTTT
+TCAGCTTTTTTGTCATAAATGTATTGTTCATTACCTAACCTTTTCAACTTGTTAATTTTGGGCACACAAT
+TAAATGTAAGCGCCTCTGTTTTGTTATTACCGGAATATCTGTAGAGTTTTCAGTAAGAAATTTAATTACC
+TTATTAGGGTCAGCTTTTGAAATACGTCAGCGGTGATATAACCTAAATTTTTACTACCATTTACTGCTTT
+GATATCTATTGAACCGATAAAATGTTCCCGTTCTTTACTGCCATCGTTATCACAGTAAGCCAGCATGAAA
+CCCAATTTTTTACCCTCAAATAATGTCACTGCCACTGGGTTTTTAATCGCCATAGTAAAACTATCGTCAT
+AAACTCGCACAGCCACTTCCCAAATAACTTTATTTGGTGCACTTTCGTTACGTCGCCACACACTGGTAAT
+ATGATCATTTAATAACACAAAGTTATCTGAGCCAGCGGCGTTCTTCTCGCCAATATCTACAGCCTGATTA
+TCAAGCGCTATATGGTATGCAAAGGCATTAAAATTAAACTGATGATTTCCGCCGGAAGCATCTTCATCTA
+GAAAAATTTCTAAGCAATCATCATCCCAATATAAATGTCGTGGGTCGGCATGTTGATCGAATAAAATATC
+ATCGGTGATTTCTACCAGTAAATATAATTGCTTTTCATCCCACATAATTTTAAATTGCCCAGAAAAATCC
+TCAGCACTGGGTTGCATGCCCAGAATAAGCTTATCTATTGGCTGCCATTTAGCTAGCTGCCAACTGGCCT
+CATCAGCTAATCCATCAATCAGCATTTTTTCTGATGATTTGAGCGCTTCAAGGGCAGACACATTAAGTGA
+GATTGCCACTAATATTGCGGTGATAAACTTCAACGGTGTAAAACAACTAACATATTTTTGCATTATTCTT
+TTTCCTAGTGATTTGCTTGGTGAGCTTATTAATTTCATCAGCAACCAATACAAAAGGTCGTTCTATGTTG
+ATAGTGCTAACGTCTAGTTCACTTAACAAGGGTGGTTCCATTGCCTCAAATTGGCTATCAAGAAGATCGG
+ATGAAAAGAAATGATTTTTACGCTGAGAAATTCGGTTCGCAATAACATTCTTATTAGCAATCAGATAGAA
+GAAATGGCAATAAAAAGGCAAGTCTCTAAATAAGTTTCGGTGGACCGATTTTAACCCTGAGTAAGCAAGC
+GCAATCGACTGACCTTGCTGTGAAAGCAAAACTAAGTGATCAGTGATACTTGATAACCAAGGAGATCTCA
+TTTCATCTGTTAAAGGTTTATTTGCTGCCATATGCTTTTTAGCTTCAGCGCTGTGAAAGTCATCTGCATC
+AATAAAAACCAATGAAAATTCATCGGAGATTTGTTTGGCTAAGCTTGACTTACCCGTGCCGCTAACGCCC
+ATAACAATAAACAAATACGGCAACGGCTGTGAGGACTTTGTCATTTAACGTCATCCTCATTGGTCATGGG
+AACCCTCACTTGTAACTGATAATGTTGTCCTGCCTGTAAGCCAGTTAATATATTGCCAACGATGACTTGC
+TTATCGAGTAATACTTCCATGATGCTAATATCGCTGGTTTGCTCAATATCAAAATTTACCATTGCTCCCC
+TAAACAGCCGCTGACCAGATAAATTTGGCAAGGTTACTGGCATTTTCGGCGCTAGGTGTAAACCGCGAGC
+ACAGCCCTTTAAGCCACACAACTCCTCCACTAAACAACGATATAACCAAGATGTGGTACCGGTATTAAAT
+AAATGACTCGAACGACCTGCTTTTTTCGGAAACTGGTGATAAGCCCCGCGATAATAGTTAGGTACATAGA
+TAGGTAACTGCCCGGTTACTTCAGCATTATCAAGGGATGGCAACATTTTACTGAGCATTTCAAACGCTAA
+ATTATTGTGCCCGGCTTGATAAAGCGCGTAAATATAAAATATTGCCGCGTGATTATAAACGGAGCCATTT
+TCAGACACCCCTGGATGTTTTTGCGTAATACGACCAATATCTTCCACCATACTGGTATAACTTGGCGCCA
+GCATCATTACGCCTTGCGGTGAAATTAACTGCTTAGCGATAGCCGTAATCATCTCGACTTGCTGAAACTC
+ATTTGAGGCCCCGCTGAGCATGGCCCAACTTTGAGGGTTAAGAAATATTTTTCCTTCAACATCCTCATCA
+GTACCAAAAACACGGCCATCATCGGTAATACCACGAGCGAACCATTGACCATGCCATAAGTGCTTATTTA
+CTGAGCTATTAATGGCTTTGGCTGCAAAACGATATTCATTATATTTTTGTCGGCTAATGGAAATGTCGTA
+TTCTTCACAAAGTTCGCACCAAGTGTTTAGTGCATAGGCTGTTGCTAAAGATAACCAAGTAGAAACGCCC
+TTGCCTTTATAACCAACCATATTCATTGGATCGCACCAATCACCTTGCTCAATAAAACTCAAACCGCGAT
+GATCGCTAGCATTAATCAGATAATCCAATGCTAACTCTATATGACGAGCAAAAGATTGCTTCTCTTCTGA
+ATCAGCAAAAGTAATCATTTCACTGAGTAAGCTGACATCAGCCGTTTCGTTTAAATAAACTGACAGGCAT
+ATCGGCAACCAAACACCATGGTCCGCATGCGGTACTTGATTAATATATTTAAGTTTCGCATCTGCATGTA
+ACAACACCCCCTCTGGCATAGCACCATTAATGGTTTGTTGGGAAACCGCTAAGATATAAGCTTGACGAGT
+TCGCTCTGGATTAATAAAAGCCATGCCCATATTATCTTGGATATAGTTTCTCGTTTGAGGGTCCGTGCTT
+AATCGGTTAACCTCACCATGATAAAACATCTGTCTTGGTAACCAGTGATTAAAAAAATCATCAAAGCCGT
+CATTACCACTATTAATGCTTAAACATGCTTTGCCTTTAGCAATATAATCTCGATAGGATTGTTCTGCTTT
+ATTTCGTTGCTGATGACCCAGATACTTTTCTTTAATATCAGCTATTTCTAACTCATTTTTTGCGGGTCCA
+AAGAGAAATTGATAGTTTTTCTGTTCACTAGGTAATAACGTCTGTTGAAACTGCATAACAGCAACTGGGG
+TTTCATAACGCGCTTCAACATTTTCTAATAGCGCAGCCTGTAATGCACTCGGTTGATGCAGGCCACCTTC
+CCCTTCAAAGTCTTTTTGATTGGCATGCCACGCCGTAGGAATGGTATCACTCAAAAAAAAGGTTTTATCT
+TTTAACTGCTTATTAGTAAAGTAATCCGCCACTTTTTGATAGGGCGTAACAGACTCAGCAACAATGGCAT
+TTAACGCTTCGTTATAACAAGCCGATTGATTCATCCATGACATATAACCAATAGAGAAATACGGATAGAG
+ACTAATATTTCTAACGGTATCCGTTAAATTGGTTACCGAAAAAAACCAGCATTCAACTAAATCATCCTCT
+GTTAAATTAACTTTAATGGTTATCTTCAAACCATGGTGTTCAATTGACCAAATAATATCACTATTGCCTA
+ACTCGAAAGAAAACTTATCAAGTTGAACGCGCATCGGCTCGTAAGGCAGTGAAATGATCTCACCACTGTC
+TTCATCCTTAAGGTAAAAAAATCGCCCAGGGTGATGACTGAAATAACTATGCTCTGGTTGAATAAAGCTT
+TTAGCTTCCATGTTCGGCGCGTAAGAGTATTTAGCAGGCTCTGGCTGCATAAACTGTGAATTGACATAAC
+CCCGACAATTCACTTGCATAACCATGGCGCGGTTCCATAAAAACCCGGTTGCATTAGGTAACGTCGTTGG
+ACTGGTAAGCTTTATATTGCTCAAGCCATCAACTGCAGTATCAATACTGAATAAAGGTAATTTAGACATT
+AACAGCTCCTGTTATAGCTGGCTGACCATCATCAGTATTAGATTTGTCTTGTTGAGCTAATAATTCCTGC
+TGAATTTTTTCTAATTGTTGATCACCTAACGGATAAAAGTAGATTAACGGTACGGCAATAGCAGCAAAAA
+TTGCCGGGATCAAAGTCATCAACAACACAATTCCCTCTTGGGAGACACCCGTTTGTACTTGATTAGCCAC
+ATACCCCATAGAGGCGAGTAACCAACCAATCATAGCCCCAGCCAAGGCACCGCCAAGCTTTTGAGCAAAT
+GCTGCCGCTGAAAAAATCATCGCGGTTGCCCGTCTTCCTGTTCGCCACTGCGAGTAATCCGCCGTATCGG
+CATACATAGAAAAAACTAACGGTGATTTTGGTCCCAATGCTAAACCAATCATTATTTGTAAAACGTACAT
+CAAGGTAATACTGTCGTTTGGTACAAAATAGAAAATGATCGAAAGTAGCGCAACAATAGTCATCAATATC
+ATCAACAAGCGACGTTTATCAACAAACTTGGTTAATAGGGGCGTGGATGCTGCACCAATGGCTAACGCAA
+TCATATAAGCCATGGCAAAGCTGCCAATTAAGTCAGGACGTTCAACGTAATATTTAAAATAAAAAGTGCC
+CGTGCTACCTCTTAATGAAATGGTCATCATGATAATAAGGGCTAAAACAAACAAGACTTTCCAAGGTTTA
+TTCTGCGTTAAGTCTTTTAAATCCTGCAATACCGGTGTTTTTTGCTCTGCCGGCGGGGAAACACGCTCAG
+TAGTGGATAAGAAGGTAATTACAAAAAGTACCGCTGCAATTAAACCATAAACCAACATAGTATACTGCCA
+ACCTAAGGCTTCATTGCCCTGCCCCAAATAATTGACCAATTCAGGCGTCATATAAGCAACGAGACTTCCT
+CCTGAAAACGCACCAATAAAACGAAAGCTTGTTAACGTAGTTCTTTGTTGGCTATCAGGGGTGATAACAC
+CCAATAAAGCGCCATAGGGCACATTAATGAAGGTGTAAGCCAACATCATAAAGATGTAAGTGCCGTAAGC
+CCAAATTAACTTATTACCATCACTGACATCGGGTACGGTGAAAGTAAGTACGCCTGCGGCCACCATAGGG
+ATAATTCCCCAAAGTAAATAGGGTCTGAATTTACCAAATTTTGTTTTAGTGCGATCAGCTATTGCGCCCA
+TCAGTGGATCAGAGAAGGCATCTATAAGCCGGGTAACCAGCATCATAGTACCGACAGCAGCCGGAGAAAG
+GCCAAATACATCGGTATAAAAGATAAACAGGAATACATCAAAGACCCGCCAATAAAAATTTGAGGCGATA
+TCACCACAGGCGTAACCCATTTTCTCGCCTAAGTTAAGTTGATGCTGTTTTATTTTTTTTATCATTATAG
+GTTCGCTGTTATTGAAAAAATTCACATTGATTCTTTAAGGCACAAAAAACGTATTACATTTAGTTTTTAA
+CCATTTCACAATTAAATGTAAGCGCTTACAAATATACTGTTATTTATAATTTTTTCAATGTGAATTTTGT
+CTAAAGATAAAAAGTAATGAATAAAGATTTGTTTAGTAACAGTTTTAATATAAAAAATTAAAAATGCGAT
+TGTATGTAAAACCTTCGTTTAGTGTATAAACTTTAATTTAAATTGAAATATTTATTGACCAATTTTTATT
+ATTAACTTACCTTTATGTAAGCGCTTACATTTTACTTTAATTTGTAACTTGTTAAAAAATACTGGTTTGT
+TTTATTTTTTTGTATCATTATGTAAGCGCTTACACCAACACATAATTATAATATAATATGGTCCACTCGA
+CTGGGGATGTAACATGAGTAAGAAAATATTCACTAAGACAAGAATAGCGACAAGTTTATCACTGATACTT
+GGAGTAACAGCACTGCCAGCAATATCAGCAGAAGAAGCAAGCTTGAAAGACAGTGATGAAATTGAAATCA
+TTGCCGTAACTGGCATGCTTTCAAGTATTAAAGAATCGACAAGAATTAAGCGTGATGCTTCTGGTGTCGT
+TGATGCTATCTCAGCTGAGGATATTGGTAAATTTCCTGATACCAATTTAGCAGAATCTTTACAACGCATT
+ACGGGTGTATCAATTGATCGTACTAATGGTGAAGGTAGTAAAGTAACCGTACGTGGTTTTGGTCCCGACT
+TTAATATGGTTACCCTCAATGGCCGTACAATGCCAGCATCTGGCTTACCTGCTGGTGGTGGTGTCGCAAA
+TTCACGAGCCTTTGAATTCTCAAATTTAGCATCTGATGCTGTTAAATCTGTTTCTGTCTATAAAACAGGT
+AAAGCTAACATAGCTACTGGTGGTATTGGCGCAGTTATTGACATAGTAACAGGCAAACCCTTAGATAACC
+CGGGCATGCATGTTAGTGTTGGTGCAAAAGCACTCATGGATACAAGTAACCGTGTAGGTGATGATGTTAC
+ACCTGAGTTATCCGGTTTATTCAGCTGGACTGATGATGATGAGATGTTTGGCGCCTCATTAACAGTTAAT
+ACACAAGAACGACATAGTTCTACCTCTGGTGCATTTGTTAATCAATGGCGAACCGGTGCCTTCGATGGCA
+CAATCCCACAAGCAGCTGATGATATTCAATTAAACAATGCACCTGATATTGGTCAACTTTATTCAATGCC
+ATCAGATTTACGCTACTTTATTACCGACCAAGAACGTGAGCGTACTAATGCTCAACTTACCTTACAGTTC
+AGACCTGTCGAATCTTTAACTGCAACGCTTGATTACACCTATTCAAAACAGGATACTTTTCAGGCACGCG
+CTGAACAATCTATTTGGATGGACACCTACAAATCTAGTTTAGGTTTTGACGATGAAACGACAGCCACTCC
+AATCGATTATAATGAAGATCGTGGTGATCAACCCCCACGTGATTTAGGTTTAGCGCAACAAGAGCTAAAC
+CAAGTAAATGAAAATGATTCAATTGGTTTAAACATTAGTTACGACGTTAATGACTATTTTAACATCACTT
+TTGATGGTCATAGCTCAACAGCTGATAGCTCTCCTGATGCAGAATATGGTAGTTGGGTTAATGCAGGGTT
+AGGTGCAAACATTTCTGCTGGTCAAGGTGTTGATTTTAGTAATGACTACCCTACTATGCGAGTCGATTTT
+GACGATTGTGACCCAAGAAGAGGTTTAAATTGTAACGGCATACTTGATCAAGATGATGTCGGTACATCAA
+TTCTTGATATGAACTATGCATCTCAAAAAACCGATATTAATGAATTTCGCCTGATTGGTGCTTATGAGTT
+CGAGGAAGGCAGTATCGAATTTGGTGTTGAGTCTCGTTCTATGGAGAGTCATTCTGTACAAAGCTTAACA
+CGGCACACTATGGGTAACTGGGGTGTTGAAAACCCTGGCGAGTTACCTGCTGATTTCTTAACTCCTGTTA
+ACTTCACCAAAGAAATTAATGATTTTGATAAAAATGGTGCCTTCAATCAAGGTTTCACTGGTAGTGCTTC
+ACAAATTGGTGCTTGGGCTGCTGGCGAATATGGCTTTGATTTTGTAGCCAATGGAGCGTCCGCAACTAAC
+CGTACTATTAAAGAAGATATTACCGCCGCATTTTTTCAACTGGACCTTTCAGGTGAGTTAGGCGGTCGTC
+CATATAACATATCTGCTGGTCTACGTCTTGAAAGTACTGACGTCACTTCTTCAGCTAATGTAGCACTACC
+TAATGCCGTTGCATGGGAGGGTAATAATGACTTTAACGTACGTTTCGGTAATGGAATGCAAGACTTCTCT
+GCCGATGCAAGTTATGACCATGCATTACCAAGTTTTGATTTTGACATCGAAGTTGTTGATAATGTTGTAG
+CGCGGTTCTCTTTCAGTAAAACTATTGCTCGACCTACTTATGATCAATTAAGTGCAGCCGCTTCTGATGT
+TAGCGGACCGACCGGCCCAACTAGCTTGCCAGGTGTTCAACTAGGTACGGCTTCTAATGGTAACCCTGGT
+TTATTACCATTAGAGTCAAATAATATCGATTTATCTGCTGAATGGTACTTTGCAGAGACGAGTTATGTAT
+CGATTGGTTATTATGAAAAGCGTGTTAATAACTTCGCTGGTCGTCAACCTGTTGAAGAAAATGTATACGG
+TTTACGTGATGCAACTGCAGGCCCTCGTGCTCAAGCGGCCGCTTTAGCGTTAACTGCATTAGGTGAAGAA
+ATAACTGATACCAACTTATTTGCTATGGTTGCTGCAACCGAAAATAATGTTGATTTCTATTCGATGCCAG
+CTGAAGATTTTGAAGTTCAATATGATGTTTTACCTAACGGTGAAGATCCCTTAATGGACTTTACGGTAAC
+TAAGTTTGTAAACAATAAAGAAGCTAAAATCGATGGTTTTGAGTTTGCTGTTCAACACTTTTTTGGCGAA
+ACAGGTTTTGGTTTTCAAGCGAACTACACCACTGTTAATGGTGATGTAGGTTTTGATAACAACGGTGACC
+CCTCAGTAACTCAGTTTGCCCTAGTGGGTTTAAGTGATACAGCTAACTTAATACTAATGTATGAAAACGA
+TGACTTCCAAGCACGTATTGCTTATAACTGGCGAGACAAGTTCTTAAATACACAAGCTCAATATATAAAT
+GAGCCTGGTTATACAGAAGAATACGCACAGGTAGACTTTAATGTGGCTTATCAAGTTACTGAACAGCTAT
+CTGTCTTCTTCGAAGGTATTAATATTACTGGTGAAGATACTCGAACTCACGGTCGTACCACAGCACAATT
+GTGGAATTTATCAGAGCAAGAAGCACGTTATGCTTTAGGTGGTCGTTATACTTTCTAATTCAAAGTAGAG
+AGTAGACTATGCTTATAAATGCCGTGCACTTGCACGGCATTTATTGCATGACACTTTATAATATTATTAC
+TATTCGGCAGGAACTAACATGGGCAAAGCTATTAAAAAAATTGTTATTGTTGGTGGAGGATCCGCGGGTT
+GGATTACCGCCGGAAGCCTCGCAGCAGAGCATTGCGTCGATGCAGCGAGTAGTATAGAAGTTATTTTGAT
+TGAATCACCTGAGGTTAATAGTATCGGTGTTGGAGAAGGCACTTGGCCCTCAATGCGTAATACTTTAGAA
+AAAATTGGCATAGATGAAAAAGAGTTTTTGCAACAATGTGATGCCTCATTTAAACAGGGGTCAAAGTTTA
+TAGGTTGGACAACCGGTGATGACACCGACTCTTACTATCATCCCTTTATGACACCTGATGGTTATGGCCA
+CATAGATTTACATGCCGCATGGCAAGCTAACCATTCAGAGCAAGCTTTTGGTGATGCGGTTAATATTCAA
+AGCCATGTTTGCCAAGCAGGTCTCGCACCTAAACAACTGGCAACACCAAGTTACGCTGCAGTTACCAATT
+ATGGCTATCACCTTGATGCAAAGAAATTTGCCTCACTTCTACATAAACACTGTACTCAGAAATTAAATGT
+TCAGCATATTGTTGATCATATGGACGGTATTATTTCTGCAGACAATGGTGATATTAACGCCATAAGTACC
+AAAGAACATGGTCATATAGCCGGTGATTTATTTATTGATTGTACCGGTAGCGCATCATTGCTGCTGGGAA
+AGCATTTTAATATTGGCTTTATCAATAAACAGCACATTTTATTTAATGATTCCGCCCTTGCTGTACAAGT
+TCCCTACCCTGATCAAGTAAACCCAATAAATTCAGCCACGTTATCAACAGCACAAAGTGCTGGCTGGATT
+TGGGATATTGGTTTACAGACACGACGAGGTGTTGGTTACACCTACTCGAGTCAGTATATCAGCGATGCAG
+AGGCTGAAAAATCATTAAGACAATATCTAATCAATTCCGTTGGCGAAGAGCAAGCTAATTTACTCAAGCC
+CAAAAAATTAATTTTTGAACCCGGTCATAGAGAAAAGTTTTGGCATAAAAACTGTGTTGCCATAGGAATG
+TCTGCAGGGTTTCTTGAGCCTCTTGAAGCTTCTGCCTTAGCCATGGTTGAATTATCATCAACTATGGTCA
+GTGAAGAGTTACCCGTGACGCGTGCCCATATGGATATTATTGCTAAGCGATTCAATGAGAGGTTTAACTA
+TCGCTGGCAGCGTATTATCGATTTTTTAAAATTACATTACATTTTAAGTAAACGCACTGATTCACACTAC
+TGGAGAGATAACCAACAACCTAACAGCATTAGTGAAGAACTTCAGGAGCTGATAAAATTATGGCAATATC
+AACCTCCAAGCCGTTATGATTTTGTTCAAAATGAAGAAGTATTTCCTTCAGCAAGTTATCAATATGTACT
+CTATGGTATGGGGTTTGAAACAGAGCAACGCGCTAACCCAAGAAAATTTGAGGCTAATCCCCTAGCGGAA
+AAAACGATTGCAGAGACACAAAAAAAAATAGATAAATATCTTACGGGTTTGCCCACTAATAGAGAGTTAC
+TCAATAAGTTAAAAGAGAAGTAATAAGATAAACATCAGTGAAAGGTAGTTATTATGAAAGATAAAATTGA
+AAATATTGTTATTGCTGGTGGCGGCACCGCTGGTTGGATGGCGGCAGCAGCTTTTTCAAAACTACTAGGG
+AAGAACTTAAATATCACCTTAGTTGAGTCAGATGACATTGCCTCAGTAGGCGTAGGTGAAGCCACCATAC
+CTCCGATAAAAACATTCCATAAATTACTCGGTATTAATGAGCAAGAAGTTATGCGAGCCACGCATGCCAC
+TTTTAAACTCGGTATAGGATTTGAAAACTGGGGACAACAAGGTGATCATTACATTCACTCCTTTGGCGTC
+ACAGGTAAAGAATGTTGGGCAGGTGAATTCCATCATTTTTGGTTACATGGTCTTCGCAAGGGTATTAAAG
+CCGACTTTGGTGATTATTGTTATGAGTTACAAGCAGCGAAAGCAAATAAGTTTGCTTTATCAAAGAACAC
+GCCGATTAATTATGCGTATCACCTTGATGCCACACGCTACGCAAAATATTTACAAGAATTTAGTAAAAAA
+CTGGGCGTAACTCGTGTCGAAGGAAAAATTCAACAGGTAAATAAAGGTAATAAAACAGGCGAAATAAACT
+CACTTACACTAGCTTCAGGACAAGTCATTGAAGGTGACTTTTTTATAGATTGTACTGGTTTTCAGGGGCT
+TTTAATTGAACAAGCTCTTCACACTGGATTTGATGATTGGTCACACTGGTTACCCTGTGATAGAGCGGTA
+GCAGTGCAAACCAAAGCGGTTGCAGCACCTTTACCTTACACACGTTCAATAGCCCGGAAAAGTGGCTGGC
+AATGGAGAATACCATTACAAAATCGTGTTGGTAATGGCCTGGTTTTTTGTAGTAAATATTGCTCAGATGA
+AGAAGCGATAAGTACGTTAACAGCAAACATCGAAGGGGAGTTACTTACAGAGCCACGAATCATAAAATTT
+AACACCGGCCGCCGTCGAAAGGGTTGGAATAAAAACTGTGTAGCTTTAGGTTTATCAAGTGGTTTTATCG
+AACCTCTTGAGTCAACAAGTATTCATTTAATTATGTCTGGAATTATCCGCTTATTACGTTTATTTCCTTT
+TGATGGCATCCATCAATCAGCTATTAATGAATACAATAACAAACTCGATTCAGAATTAAACGCCGTTCGT
+GACTTTATCATACTACATTACAAAGCAACTCAGCGTGAAGATAGTAATTTTTGGTTACATTGTAAGAATA
+TGGAAATCCCCCCTTCCCTAGTGCATAAAATGCAATTATTTAAAGATACAGGTCGTGTCTTTTTAGATGA
+TGGCGATATTTTCCGCGTAGACTCTTGGACCCAAGTAATGCTCGGCCAAGGCATTATGCCAACGCAGTAC
+CACAAAATAGCTGAAATAATGAATGATAAAGAGCTGGAGAACTTCATGAGTAACCTGAAAGCATCGATAA
+CTAATGCTGTTGAACAATTACCTAGTCACACAGAATTTATACAAAGTTATTGTAAATCAGACTATTAAAA
+AATACTGCTTATGTACAAGCGACTAGCATTGTATTGTTAATAGTTTTTGCTAGTTAATATCAACACTCAC
+ACAGTTGAGAAGTCTATGAAAAAAACACCTAAACTCAGTGTGCAACTTTGGTCTGTCAAAGATGCCATTA
+ACCAAGACTTTAATGGCACACTTAAGACGTTATCTAACATGGGTTTTGACGGTGTTGAGTTCGCCGGTGA
+ATTAGGCTCATATGCGAATGATGCCAAAGCATTAAAACTCTTTTTAGATTCAATTGACCTAAAAGCCAGC
+GGCGCTCACGTATCTTTTGAACAATTGGATCAAGACAACTTTCAAAAAACTGTAGATTTTTATCATCAAT
+TGCAAGTTGATACCTTGATCATTGGTTTGGATGACAGATCTTGGCATCCGCAAGGTATAGAAGAGGTGGT
+AAAATTACTCAATCAACTTGATACAAAGCTAGATCCTTATAATATAAAAACCGGTTTTCATAATCATGAA
+CACGAATTTGATAACTTTAAAGGCACTACTTACTGGGACTATCTAGCCATGAATACTAAGGATTCCGTCG
+TATTACAACAGGACGTAGGTTGGACAACATATGCAGGTAAAGATGCCGTAGAGTATGTTTATAAGTACCC
+TAATAGAAGCTTTACCACGCATTATAGAGTATGTATTCCCGAAGGAGTTAAAGGTAAACAACCTATTATT
+GGTCGAGATACAATTGATTGGCTGAGGCTGTTAAAGGCTAATATAAATGTTGGCGGGACAAAATGGATAG
+TTGTTGAGCAAGATGTATACCCCAATGGCATGAGTTCTTTAGCAGCAGTTGCCTTGTCTAAAAATGGATT
+AGAGCAATATATCGATAAACTTTAATAAACCTACCGGTTAATTTTTATTTTGTTAGCTACAATTTATTGC
+GTTATTGACAAGAAATATTAGCTTGTTCAAGGCTATTAGGTCGAATATAAACATCAGTAAAGTCTATATT
+TAACGGACCTGGCTTTTCAAAAAAGGCCGGTTCTGAATTTAACACGCAAAATTCTGCTAACGGTATCATC
+AATACGCGTTTGTGCAATTTCACCACTGTTAACTTGTGCAAGAGTACTTTCATAAAGTATTTTCCAAGTA
+TCCATAGGTACCATAAAAATATTTAAAGCTGCATTTATCGCTTGTGGACAACTTTCATTTGAACAGCCTT
+TCATTTGTCCATGACCATTCCAGTCACCAACAACAAAACCGTCAAAACCCATTTATCTTTTAAAAAATCC
+GTTAATAAATATTTATAGCCATGATTTTTTACCATGCCAACTGTTGAATGAAGCCATCACAGATTGAGCG
+CCCGCGGTTAAACCACCTACATAACCTTGGCCATGTACATCAAGTAATTCTTGCTCCGATGAGAGAGTAT
+TACCTTGATCGCCCCTAAAGCAATATTATGAAGGAACAAAGTAGCACCAATAACATTCTTATGTCCGTGC
+ACTGCATCTCTGCCCCACACAGTAGAAATTCGATTACCATCTAAAGAATCATCGATTGATGTTTGATACA
+TGGTCTCAGCTAGGTTGACCCAATCATCATGCGTGGCATGTTTATCATTATTAGGAAAAGCGCCACCGCC
+ATTTAAATAAGACCCAAAGCCATATTTACGCATATCTTCAACCGTGATATCTCGTATTTCGGGTTGGATC
+ATTTATGCTACTTTTTGCTCAAGCGTCATTGTGCTTAATAGCGAGACTATTTTCCTTCATTATCAGCATC
+AGTTTTAACGGCTATATCAAGTGTCGGCCAGATATCAATGTTAGATGAAGCTATTGAGACTTGTGATGAC
+CCAGCTGTTTTATCCTGCTTTATGTCCGTTACTTGTTTTTGTTTATTTCCATTACAGCCAGCCAACTAAC
+CAACCAACCAACCAACCAACAAATAAAGATGCCATAGCCATGCAAAGTATGCTGGCACCTGGACTATTTT
+TTATCTTTTTTTCATTATGTTGTTTCTTGTTTATTTTAATTTCTAATTTTGAATTTTGAATTTTTAATCA
+AAAGGTTAAATAGATAACAATTTATTAGTTGGCAATCGCTTTTACTTTACTGCCTGATAGACCGTAATAA
+GCAATAAAAAAATAGCAGAATATAGGTAATAAAAAGGCAGGTTGTACACCAATATTGTCTGCTAAAACAC
+CTTGAAAAAGAGGAATAATTGCACCGCCAACAATTGCTAAACATAAGATACCCGAACCTTGACTGGTATG
+CTTACCTAAGCCTTGAATGGCTAAACTAAAAATTGTCGGAAACATAATTGAATTACATAAACCAACAAGC
+AAAATTGCCACCATGGCAAGTGTACCTGAAGAGAATACAGCAACTAAAATCAATATAACGGCGAGCGTTG
+CGTTAAAAAATAGTGCTCTACCCGCAGCAACTTTTTGCATAACAGCAGCACCAATAAAACGTCCTACCAT
+AGCTCCTCCCCAATAATAAGCAATATACTTTGCTGCTTGGTATTCTTCTAAACCAGCAATCGAAGGCTCG
+GCAAAAAAGCTGACCAAAAAGCTACCAATAGCAACTTCAGCACCAACATAGACGAAGATACCAACAGCAC
+CGAGTACCAAGTGACGATATTGCCATGCACTGCCACTATCCTCTTGTTCATCTTTTTGAGCGTCTTCTTC
+GACCAAGGATAAATTGGGTAATTTTAACCAAGCAAAAACGGCAGCCAGAACTAATAACATAGCTGCTAGA
+AAAACATAAGGCATTTGAACTGATTCTGCTGACGTTTGGGGCGACAGGGCATCAGCTGCTTCATTTAAAA
+TTAGAAAGGCGCCAAAAAATGGTGCTACTGTTGTGCCTAAAGCGTTAAACGCTTGTGTCATGGTCAAACG
+AGATGATGCAGTTTTAGCATCACCTAACATACTTACATATGGGTTAGCTGATACTTGAAGTAAGGTAATA
+CCACTAGCCAATATAAATAAAGCCATCAAGAAAACGGGATAACTATGCATAGATGCAGCAGGATAGAAAA
+ATAAGCAACCAATAGCAGCGATGAGCAGCCCTAAAACAATACCTTTTTGATAACCCAGCTTTTTCACGAT
+TGCGCCTGCGGGTAATGAAAAAAGGAAATATGCACCAAAAAAGCAAAATTGTACCAACATAGCCTGACTA
+TAAGATAAATCAAAAACGCCTTTCAAATGCGGAATTAAAATATCATTTAGACACGTTATAAACCCCCACA
+TAAAAAATAACGACGTTAATGACGTTAGAGCGAATGCAAAATTTTTATTGTCTGGCATATCGTTCACCTG
+ATTAAAAGTACCTGAATTTGAATGCGTTGCCATAATTCCCTCTTCTTAAATTACTTTGTTGTTATTACTT
+AACTTGTCACTGACTAATAAAATATAAATAAACCGTTATATTTCAATACTTTAAATAAATTTAAATTGAA
+ATACCATGAAAATGGTTGACCTAAGTCTTATAAAGCTCTAACCTAAATGTAAGCGCTTACATCCATATTA
+AAGAGCATCCAGATACATTTATCAACCTTTTTTGTAAGCGCTCACATAAAAAAAAGATAATTGCCAAAAT
+TAATTGGCTTAAGAAATAGGTATTTAGTTAATGACTGTCAAACTGACTCTACCCACTCAATCTAAAATGC
+TTTCAAAAGATTTTGTATACGGTGTAGCAACCGCTTCATTTCAAATTGAAGGTGGAAAAGCATCAAGACT
+TCCCTGTATTTGGGACACTTTTTGTGACACACCAAATACAATTGCTGATGGGTCAAATGGTGAAATGGCT
+TGTGATCATTTCAATCGTTGGCAAGACGATATTGAATTAATTGATTCAATAGGTGTTGATGCCTATCGGT
+TATCTATTTCATGGCCACGCGTAATAACAGAGTCAGGTGAGCTAAACCAAGAAGGTGTCGCTTACTATAT
+GAACATTTTAGATACGCTAAAGTCCAAACGTATTAAAGCATTTGTTACACTATATCATTGGGATTTGCCA
+CAGCATCTTGAAGATAAAGGTGGCTGGTTAAATCGAGAAACCGCATATGAATTCAGAAATTACGCTAATT
+TAATTTCAAAGGTTTTTGGTAATCGTGTTCATGCTTACGCAACACTAAATGAACCTTTTTGTAGTGCCTT
+TTTAGGATATGAAGTAGGTACTCATGCACCGGGTATAATCGGAAAAGAATTTGGCAAAAAAGCAGCGCAC
+CATTTATTACTTGCTCATGGCTTAGCAATGGAAGTATTAGCTAAAAATAGTCCTAATACGTTAAATGGTA
+TCGTACTTAACTTTACGCCTTGTTATCCTGAATCGGAATCTTTAGCTGACATAAATGCTGCAGCCTTTGC
+AGATGATTATTTTAATCAATGGTATATAAAGCCATTGTTTGATGGCAAGTATCCAGAAATCTTATCGACA
+CTGCCAGCTGCCCATCAACCTGATATTCATGAGGGGGATATGGCAATCATTGCTCATTCTATGGATTATT
+TAGGTGTCAATTTCTATACACGAGCGATTTATCGCGCCGATGTTGATGAGCACTTCTTACAAATAGATCC
+CCCAGAACCTCGTACAGATATTGGTTGGGAAATATATCCCAAAGCCTTTACCGAACTCTTAGTTTCTCTT
+AATGAAAAATACAGACTCCCCCCTGTCTATATCACTGAGAACGGTGCGGCAATGGCTGACAAGATTATCG
+ATGGTGTAGTAAATGATCAAGATAGAGTAGATTATTATCAACAACACTTAAATGCCGTTAATGACGCTAT
+TGAACAGGGTGTAAAAGTTGATGGTTATTTTGCCTGGAGTTTAATGGACAACTTTGAATGGGCTGAAGGT
+TATTTGAAACGCTTTGGCATTGTTTATGTCGATTATGAAACACAAGTAAGAACAATTAAAGCTAGCGGAT
+TTGCTTATAAAGCGTTAATAACGAATAGATAACTGAATGTATTAGCTAAGAATTGCAGTTAAATGATAGG
+AAACCAAATGACTAAACTCCCCTTTTATGAAAAAGTAGGTTACGCCATGGGCGATGCTGCAGCTAATTTA
+GTTTGGCGCGGTGCTTTAGCTTACTTAGCCGTATTTTATACTGATACTTTTGGTTTAACCGCTGCCGCTG
+CCGCCATGCTATTTTTGGTGGTACGTTTATCAGATGGTGTAACCGACATAATAATGGGTATGATTGGCGA
+TAGAACCAATACTCGTTGGGGAAAGTTTCGCCCTTGGATATTATGGTCAACACCTTTTTTAGCCTTGTTT
+ATGGTACTAAGTTTCACTACTCCTGACTTAAGTTATAGCAACAAACTTATTTATGCTTATGTAACCTATA
+TCGGTTTGACGCTTGCATACACAGTAAACAACGTACCTTATTCGGCGTTAATGGGCGTGATGACGCCAAG
+TGATACAGAGCGTACTAGTTTATCTGGCTTTCGTTTTGCTGGTGCCTTTGCAGGTGGTTTGCTTGTAATG
+GGTTTTCTACCTGACTTAGTTGCCTATTTTGGTGAGGGTAATGATGCCATAGGTTATCAATATAGCATGT
+ACTTATTTGCCGCAATTTTGATAGCCTTAATGTTAATTACTTTTGCGAGTACCAAAGAACGTGTTACGCC
+AAACACTGATGAATCAAGTAATTTAAAATCTGACTTGCTCGATTTAAGTAAAAACCTACCTTTTATTGTT
+CTACCACTATTAGCGATGACATTATTCTTCTATTACCGTGATATTTATAGCGGCATATTTTTTGTTATTA
+TCATGGGCTCCATGTTAATTCTCATTAAGAGGTTAATCAAAAAAACACCTAAAAACTTAGGTGGTACTCA
+AAGAGATATGGTGGACTTACTTACCAATAAACCTTGGTTAATATTACTCGGCATTGGTTTTCTAACTATG
+ATGTTTAATGGCATTAAATACGGCACTATTGCCTACTATTTCAAATACCAAGTGGGTGATGAACTCATGG
+CAGGGAAATACTTTATTGCCTTATTACTCGTTTCTATATTAGGCGCATTATCAACAAGTTATTTATCAAA
+AAAATTAGGTAAACGACAATTATTTATTGTCTCACTTCTGCTAAGTGGTTTGCTTACTACTGCTTTTTAT
+TGGGTACCTAAGGGCAATGTTAGTGCTATTTTTGCTTTAGGTTGTAGTGCTGAATTTTTTGCAGCCATAA
+TGCCAACATTATTCTTTACCATGCTAGGTGATTCAGCGGATTACTCTGAATGGAAAAATGGTCGCCGTGC
+AACCGGCCTCATTTATTCTGCTGGAACGTTCGTGCAAAAAACCGGCGGTGGTTTTGCTGGTGCACTAGTA
+TTGGTTGTGCTTGCTGGCTATGGCTATGATGGCATGGACAAATCAACTATCGCATCGTCACTGCCTGGCA
+TGCAATTATTAATGAGCTGGATTCCAGCTTCCTTTGCCTTTGCTGGCGCTGCCTTAATGATTTTTTACCC
+GCTAACTTGTAAGCAAAATCAACAAATTGGTAATGAATTAATCCTACGTAGAACACCTTTAGCTGCAGCT
+TAATAATTTTCAATAGTTTTATTTTAAGCTTACATGAACAAATTTAGATGATAAAAAAGTGGGATATTAA
+TGATTAGTGTAAGAGAAAAAATTGCTTATGGTTTAGGTGATACTGCCAGTAATATAATCTTTCAAACGGT
+AATGATGTTCTTATTACTGTTTTACACTGACGTTGTTGGTTTATCTCCTGCTGTGGTTGGTACTATGTTT
+TTATTCGTACGACTAATCGATGCGGTTACCGATCCAATCATGGGCAACTTAGCCGATAAAACCCGCACTA
+AGTGGGGACAGTTCCGTCCTTATCTGCTGTGGTTAGCGCTACCTTTTGCTTTGATCAGTATATTAGCTTT
+CACCACACCCGACTTAACCGGTAATAATAAAGTTATCTATGCTTTTGTCACTTATACCCTTCTTATGATT
+GCTTATACGGCAATCAATATTCCTTATTGTGGTTTAGGTGGTGTTATTACTGCTGATGCAAAAGAGCGAG
+TCACGGTACAATCATATCGTTTTGTATTTGGTATGTTAGGCGGCGTCATTGTTGCAGGCGCAACTATGCC
+AATGGTGGAATGGTTTGGCCAAGGCGATACTGCAAAAGGCTACCAATATACAATGGTCGCAATGAGCAGC
+TTAGGCGTCGTCTTGTTTTTGTTATGTTTCTTAGGAACAAAAGAACGAGTAAAACCACCAGAAAACCAAG
+ACTCATCGATGAAAGAAAATCTGCAATCATTATGGAAGAATGACCAATGGCGCATATTATGTATTGCTTC
+TTTTTATTTACTCACGGGGCAAGTTTTACGCCTTACCCTTGCTGTTTATTATGTTAAGTACTTTCTCGGG
+CGCGAAGATTTAATCACGTCATTTTTAACACTAGGCGTAGTGGCAAGTATGATAGGTTGCGCGGTAGCAC
+AGCCGCTCGCTAAACGTGTATGTAAAATAAAAGCCTATATAGCACTGCAAAGTTTATCCGCAGTTATATG
+CCTAGCGAGTTTTCTTATTTCCCCCAACCAAATTATTCTTGCGTTTGTCGCCTTTATTTCTTGGAAGTTT
+TTTCTTGATATGGCTTCACCACTACTGTGGGCAAAAATGGCAGATACCATTGACTATGGTCATAAAAAAA
+CAGGTATTAGGGTAACAGGCCTTGTTTATTCTGGCGTAATATTTTTTATCAAAATGGGTATTGCTATTGG
+TGGTGCACTTGCTGGATGGTTATTAACTTTTTACGGTTACCAAGCTGATTTAGAACAGAGTGAGGCTACC
+AAGCAAGGTTTATTATTATCATTTACCGTTTTACCTGCATTAGGTTCATTTGCTGTAGCTTGGGTAATGC
+GAAAATATACCTTAACCGAACAAAGAGTCGTTCAAATACAGGTAGAATTAAGCACGGAGACTAAGTAACT
+TATTGACGAATATGCTAGAATTTTGCCGTTACTACTCAAATTATTTACAATTTAATTGCACAACCTAGGA
+ATAACATGGCGACAATATACGAAGTTTCAAAACTTGCTAGAGTCTCTTTAGCAACCGTTTCTCGTGTGAT
+AAATAAAAGCCCACAAGTTAGCGATAAAACACGCCAAAAAGTTATGGATGCGATGGCAGAGCTTGGTTAC
+CGTCCTAATTCTATTGCGCAATCATTAGCATCAAACAGAACCAATAGTGTGGGAATTTTAGTGTCAGAAT
+TACATGGTCCATTCTTTGGCCAAATGATGGCTGGCATAGAGTCCGAATTAAGAGCGGCGGGCAAACATGT
+CATTATTACCACTGGGCACAGTGAAGAAGATAAAGAGAAAGACGGTATCGAGTTTTTAATTAGCCGAAAT
+TGCGATGCTATTATTTTGCATGTAGAAGCGGTTAGCGATGAATACCTCATTGATTTGTGTAAAGGCCACA
+CACCAGTTTATTTAATGAGTCGGTACGTCGATGAGATCAGTGAAAATTGTATTAGCTTAAATAATGAATT
+AGGTGGATATCTTGCCACCCAATCAGTAATAGAATTAGGTCACTCTGCTATTGCTTATATCGGTGGACCA
+CAATTTAAAGCCGATTCAAAAGACAGATTAGTAGGTCATAAACGAGCATTAGCAGAAAATAATATTTCTT
+TTAATGACACCTTATATTTTGAAGGTGACTTCAAAGAAAAAGGCGGTAGCGACGGTTTAAAATACTTCAA
+TGAGAGTAATAAAGGATTTAGTGCATTAATTTGTGCCAATGATGAAATGGCTTCAGGCGCGATAACTTAT
+GCCCGAGAGCAAGGACTTTCTCTACCTAGAGATCTATCCATAATAGGCTTTGATAATATCATTTTTGCAC
+GCCATACCTATCCCAAACTAACGACGATAGACAATCCGGTAAATTCGATGGGGCATATGACTGCGAAATT
+GGTGTTAAAAAATATTTATCAACAAAAGAATATCTCTATTACTCACTTCTTTGAGCCGACACTTATCACT
+AGAGATTCCATTATTTCCAAAACTTAGCGCTACGGTCATTACAGTTAAAAAATAAATACATTTGAAAGAG
+AAGTAACACAAAAAATGAAAAATTCACAAGATACTCAAGTAATTAATTTAGTGGCTGATATTGGTGGTAC
+CAATATCAGACTAGCAATCACTGATAAAGACAATAATATCAACGAAATTAAGACTTATCAATGCAAGGAC
+TTTCCACATTTAAGTAATGTGATTTATCATTATTTAAAGGAAAATGGCTTACTTAACTCCCAAGTTAATG
+CTTGTTTAGCTATAGCTTGTCCTGTTGATACAGACTCAATCTCAATGACAAACTTGCCCTGGAAGTTTTC
+ACAAAAACAGCTTAAGGAAGAGCTTAAATTACATAGTTTAACGCTAATAAATGATTATACTGCTATTGCA
+ATGGCTATTCCGTTATTGAGTGATAAGCAAAAAGTAAAAATTGGCCACGGCGAAGCCGAAAATAAACAGC
+CTATTGCGGTATGTGGCCCAGGAACTGGTCTCGGTGTTGCTAATTTAGTAAACATTAACAATCACTGGTA
+CTGTTTAGGTGGCGAAGGGGGACATACCGATTTTGCACCGGTAGATGAACTTGATGTAAAAATATTTCAA
+CAATTAAAAACAACTAAAAAACGACTCTCTTATGAACAGTTACTTTCTGGCTATGGATTAGAACAAATAT
+ACCAAGCATTAGTAATAATCAATAATCAAGAAGCGACAAACGCTGAGCAAAGTAAGTTATCCGCTAAAGA
+AATTAGTACTCAAGCAATAGCTGGAACTTGTCCTATATGCCAACAAGCGTTGTCACAATTTTGCAAAATT
+TTAGGAAGCTTTTCGGGTAACTTAGCATTAACCACGGGCTCTTTTGGTGGCGTGTACATAGCGGGTGGCA
+TAGTGCCTAGGTTTATCGATTATCTGAAAAACAGTGAGTTTAGAGCAAGGTTTGAAACTAAAGGACGTAT
+GTCTCATTTAAACGAGCAGATACCTACTTACATCATTACCGAAAGCCAACCAGGATTACTCGGTGCGGCT
+GCTTACCTTAATCAAGTTTTCCCATAGTTCAAGTAAGCAGTTGAACTATAAAAATAAAAAGCTCAAGATT
+ACTTGAGCTTTTTTATTACAAAGACTCGATTGTCAAAGCGACTTAAAACGGCATTTTCATCCCAAATGAA
+GGTACCTTGATTATTTGTTATTAACTATCATTAGATCTCGTTTTCATTGACGTAAAAAGTATTATTGGTA
+TTCAAATTTCATCATTATTAATCTGCAAATGCCCCCCTATTTGTCCCCTAAAAAAACGGCTCAAACTATT
+TAAATCAAGTTGCTACTGGCGAAGAGAATAACTTAACGATTCGTATTTATGGTGAAAAATACCGCGTAGA
+ATGGCAACAACAAGAACCTAAAAGCGTGATACTAAAATGGTTAAAGGAGCCAATACAAATACTAAGAACG
+GGTGGTAATCATACCTCATTACCACTAGCTAATATTCGCACGCCTATGGAACACCCTGAAGAATATTTAG
+ACGCTTCGCTGATATATAACATAACTCTTCACAAGCGGTAAGAGCCTATCAACAAGGTAAAGATGCGAGT
+CCTCATACATTCGATTATCCGGGTATAAATGACGGCGTACACGGTATGGCAATAATTGAAGGGCTGGTTG
+AAAACCATCAGTCTGATGAAAAGTGGCTCACAATAAACAACTAAGTGGAGTATATAATATGAAACAAATT
+CAAATTCCAAGTTGGGACCCTCTATGTATGGATCTCGCCAAGACAGCTAAACTAGTAGTCAGGATTATTG
+CGTTGAACTAACAGGTACCGCAGCAGAGTTTGATTTAACAATTACCTAACTTTCTACCCACTTATAAGGG
+CATTTTTTACCTTAAGTTAATGACATTTCCCTTTACGAGATAGAACTTAAGAGCTCTTATAGTAATGATT
+GTTATACATAAAAATTATCTTTTCTCACCATTTTCAATGTCATTAGATTGAAAATTATTAATCTGTTCCT
+TACGCCAGCGACCAGGGCTTAAACCATAGTCTTTCTTAAAACGGTGAGCAAAGCTTGCACTATCGCCATA
+GCCTACTGTGTCAGCTATTTGGTCTAAATTATATTGGGTATAACGAAGTAAGTAGCAAGCATATTCTAAG
+CGAGTGTGAGTTAATAATTTGATTGGTGTCATTCCCATTTCTTTCTTACATAAACGAAAAAAATGCGGCT
+CAGACATATGCATTTCTGCAGCTAATTGCTTAACAGTCCAAGACAGTTGTAATTGCTTATTTACACGTCG
+TATTAGGGAGTGAAACTTTTGTTGTTGCTTTGTTAGTTGTTGCCCCATATTCAGTGTTTGCGCAATTTGA
+TAAACTAAGACTTCTACTAAGCGCAATATAATATCTGACTGATAAATACTTTCACCGTGTTGGAATTCTC
+TAATAAGTGACATTGTTTGATACAGTCGTTCCGCATTTATACTGGAATAAACTGAAGGATGTAGTTGATG
+AACAAACTTATATTCAGAGCAATCATGCAATAACAACCAACACATTTCCCAATATTCACCCGAAAGTTCA
+TACAAAAAAGGAGTTCCTGCTGGCAGTAAAACAATACTACCGGGTTTAACTAAATATTCGTTATTACCAA
+GCTTGATCTTTCCCTCTCCTGCATGAGTAGAAATTAAGTAATGAACATGCCCGCTGTTATTTTCATTATT
+TAAACAAATATTTCCTTTACCTGTTTTTCCAATTTTATACTCTGTTTGTAAATACGACATTCCTGCAAAG
+GCTATAAGACTAGCTGCTTGGCCTGGTAATTTATCAAAATTAATGAAATCCTCTATACAATCAGGATGAA
+TATTTAAAATATCTTGCCACATAAAATTACCAAAAGGATAGTTTTAAACATGATACATGACAATTTCACT
+TATGTTTATTTTATCACTATATTTTATAATTCTATGCAATATTCTAGTAAACTATAATGACTAAAACCAA
+TGAGTAATAATGAACCTTCATCATTAAAGCAAAGTATTAAATTAGCTTGGCCTATCTCTTTACAGAGCAT
+ATTGGTCACCATGCTAGGTATGAGCGACATTATGATGGTGGGCCACTTAGGTGATACTGCCGTCGCTTCT
+GTTGGGCTTGGTAACCGAATTCAATTTGTTTTTTTAATAATCTTAGCGGGACTTGCCTCTGGTGTTGGCA
+CTTTATCTGCGCAGCACTTTGGTGCAGGGCAAATAGGTGTGATTAGACAAATAATTGTTAAAACGCTTGT
+CATTGCTGCCGGAATATTACTGCCTATATTACTGATTACCTTCTTATTCGCTGGCAATATAATGGGTATT
+GCCACAACAGATCCCAGCGTTATAAACACAGGGACCAGCTATTTGTGGTTAACAATGCCTAGTTTGATTT
+TTGTTGTCGTTGTGATGATATTTGAAAATGCCTTAAGGGGACTTGGACAAGTAATTTTCCCTATGTTTAT
+TAGTATCATCGCCATTATTACTAATATTATTTTAAACTATTGGTTAATCAAAGGTGGCTTAGGTATAGAG
+CCAATGGGTGTCATTGGGGCTGCTTTAGCCACACTGCTTGCTCGAGCACTTCATGCTTTATTAATACTTA
+CTTACTTAGCAAAAGTTAAGCACAGTATTTTTCCAACAACGTTCTTTTGTGCTGATTTTTATAACAAACA
+AGCGTGGACTAAATTACTTACCTTAGTTTGGCCAATGATGTTGAGCTTTGGCGTTTGGTCTTTAGGCACT
+TTTGTATATCAACTGATATATGGACGAATTGGTACACAAGAGCTTGCTGTCATGAGTCTATTAGCCCCTA
+TCGAAGGTTTACTCGTTTCGTTCTTTTTCGGCTTCGCTTCCGCGTGCGCAATTTTAGTTGGTCAGCGTTT
+AGGTAAAAATGAGTTTTCAAATGCATGGTCTTTAGCCAAGAACTACGCTATCAGTGCGCCAATCATTACC
+TTTTTACTTGCGTTAATATTACTCCAATATCAATATTTGGTCTTTATGCCATTCAGTAATTTATCATCAG
+AAACAATCACATTATCCCAAGAAATTTTGGTATTGATTTGCTTTGGAACCTGTTTAAAAGTATTCAACAT
+GACTATTGCTATGGGGATATTGCGTGCTGGAGGTGATAATAAGTATTGTATGTTCATAGATATATCGGGG
+ATGTGGATAATAAGCATACCATTAACATTTATGGCAGCATTCTACTTTATGTTACCCCTGTATTGGGTCG
+CTCTCATCGCTTACTCTGAGGAAATAATTAAAGCAGTTATGTTTATTTTCAGAATGAAAACTAGGCACTG
+GTTAAAAAACCTAACCGCTGAAAGTATGGCGTAGTTGGCACTACGCTTAATTAACTTAACGCGGTTACTG
+TCCTTTACTATTAAAAACCTTTTTAATAGTAATCAAAACTTATCTGCCGAGTTTTTCAACTGACTATTTA
+AATAGTTAATTTGCTTTTGAATTCTTAATGCTTTGGGTTTTATTAATTGTACTTCTTGTTTAATTTTATC
+TGCTGACCAGCCAAGTTGTAATAGTAATAAAGAAATAACAGTGCCTGTTCGTCCTGTCCCCCCCTTGCAA
+TGTACAGCTACCACCCCTTTATTCTTAATCTCATTCAGGATTCGATCTTTCTTCTTTTGCCACTCTTGAT
+GAAACGCCTCTTGCGGGGCTTCATCATCAATAATGGGGAGTTGTAGCCACTGGATCTTATATTTATGGCA
+AAGCAGTGGCAGCTTAATGGCATTATTTTCTAGCATTTCTTTATCAAACATTAGGGTAAGCAACATAGAT
+ACGCCCTGTTGCTTGAGTTGCAGTATTGACTGCTCAAGGTTAACAGCTTTAGTTCCGGGGCAAGGTGTAA
+ATAATAGCTTTGCCCCATTTGACAGTGCTAAGGTTTCGAAGGGATGTATATTCATTAAATTTTCTCACAT
+TTAATATATACAAGAGCATTTAGTATGCTCTTGTATATAAGCACTTATAATTGAGCTTGAATTGTTTGAA
+CAGAATTAGCAGGAATTGACACTTCTACAAATTGATCACCAATTTGTAGTGAAAAGTTAATAGCTGCTTT
+GGTTGTGTTTAACAATTGTGTACTAACTAAATTGCTTTTACTCATGGCCGCACTTGCATGCAATGCATCA
+CTATCTAGCCCAGCTAATTGAGTTTCTACTTGCAATGCTTTATCGCCAGGGCGGATCGTTCGACTAAACT
+GAGCCAGTACATGATAAATTGGCGTGTAATACACCTCTCCCGTTTCAGTATCTATCATAATCGGTGCACC
+ACAGAAGTTTCCAACATGATTAGGTCCACCATTACTATCGAGTACAATGTTCCAATCAATCCAGCCTTCA
+AGCCAGTGATCTAAACTCACAATAATGTTTCGGGCATAACGATGCACTGGTGTATAAATTGGGTGTTCTT
+CTGGCTTTGGTGCCCATGTCGCGGTATATGCCCAATCGGTCGCATTTTCATTCCACCAAAAGTTATCATT
+ATTAAACCAGTTAGACTCTTTAAATCGGATGGGATCTAAAATACCTTCTGGTGCATCTTTACCTAAATCA
+TCAATGGTGCCTTCTGTGTGAATAATCGAAAACTCGGGGAATTTATTATGAACGCGGTCAAAGACTTCTT
+CGTTAACCTTATTTGTACTTTCATACCAATGAACCGCCGTACCATAAACATACTGAGCCGTTTCTTTATC
+CGCTAATATTTCATCTGTCCAATGCTCCATTTCATCACGATTTTGATCATAAATGAGTAATTTTACCTGC
+TCATGAGCACTTACTTTTAATTTTGGTCCCAAATGATCTTTAATAAAAGCACTTTGTGTTTTAGGCGTGA
+AATGCATACTTTCCCACTGACCACTATTACCATGAGGTTCATTTACCGGAGTTAGTCCCCAAATATCAAT
+GCCTTCTTTTTTATAGGCATCAAGGTATTTAATAAGGTAATCAGCATACGTTGCTCTATATTGCTGCTTT
+AATTCCCCACCTGTTCCCTGATGGTTATTTTTCGCTGTAGGTTTAATATAATAGTCTTCAATGTCTTTCA
+TCCATGGTGGTGCTGTCCATGCTGATGCTACTATTCTTAAATCTTTATCACTTTGTTTACTTTTAATTTC
+ATAGGCTTGTTTGATCATTGGCAATAAATCGAATTGCTCATCTTTAATACCTGCATGGTCTTGCTGTTTA
+AAACCATCTTGATCAACAGCGATACTAAAAGACGAGAGTGCTACATCATCTTTAACTGGTGCATAAGAAT
+ACTTACCATCCACAGCAAAGTCTGTCGCGCCAATATGAGTTCGAGCAATGGAAAAATTAGCCCCTTTTTC
+ACCATAAATATTTTCCATGACTTCTGCTCTTTTTTCTTTGCTTAAATGCGCAAGAACAAAAGCAGAAGAT
+TCGGTAAAAGAAGTACCAATACCCAATATGTTCTGTTTAATAATATCAGGTCTAATGGTAATCACTTTGC
+CTTGAGCTTTACCTTGTTGAAAGGTCAAGTTTGGCTGTGGTGAAACTTTAGCACCCGCCTCACTCGTTAA
+CAGAATTTCACTTGTTGTTGATAAATGATAACTAATTTCTTTCGTCTTGTTATTCACTTGAGATCCTTGA
+TCTTGAAACATACAGCCAGTCAACGTTATAGAAGATATGAGCCCGATGAGTATCGCTTTGTTTTTCATGA
+CTCACTTTCCACTATTTAAAGATTTATTAATGGGTAATTTAGTTAACCTATCTACTTGGATAGAATTAAC
+TTGCCAAACATGCCCGCATCTTTCCAACCACGGTCAGGCGATTTACCTGCGGCTGATTCAGAGCCAATAA
+AATTTTCTCTTAGTTCGCTGCCATCGTTATCGCAATAAGCAACCATTAAGCCCATGACTTTACCTGCAAA
+TAACTCAATAGCTTTATTGTTATCGTCCTTTCCTTGTAGAACGTCCTGGTAATTATCTTGATAGATCTCA
+ATGCCTAGCTCCCAGAACAGCTTGTTACCCTGCTGTAACCAACGGCTTTCAACATGGTGTGAATAACTTT
+GAGCAAGTTTATTTGTCCCTATATCTATCGCTTGATTGTCCAAAGACATATGGTAGGCAAAAGCATTATG
+GTTATACTGATGATCACCGCCAGAGAAATCTTCGTCTAAAAATATCTCTAACGTGTCATCATCCCAATAC
+TGAGTTAATGGGTCACGATGGGTATCAATTAAAATATCATCCACAATTTCAGTCAAAATATATAACTTGG
+ATTTGCTCCAAACAACTTTGTAGCGGCCTTGAAAGTCTTCTTTTGAAAACTCTGGACCTAACCAACGTTG
+GTCTAAGTTTTGCCATTTAGCTGATTGCCATATACTTTCGTCAGCGATCCCATCAACTTTAATCGCTTTT
+CCTGCGTAAGGAGCAAAATATTCTGTTCGTTCAGGAGCATGAGACTCTTTGGAATATGCACTGTGAGCCT
+GAAAAACAAACAACATAAAAAGTGTTGTTAAACTAACATTTAGAACTTTTATTTTTGTCATTATTATTCT
+CTCTTTTAGTGGAAGTTCATCCCCAAGACAATCCCTGAAATTAACAACCTGATGATTCATCATCTAATGA
+TGATTTCAACAAGACAACTGTATTACGCTAAAGCGGATTAATGCTGCGGTAAGTTGGAAAGTATGCAGGT
+AGTTATGTGTATAGACATAAAAAAGCCCTACTGACCAAAAGGTAAGTAGGGCTAGGAAGTTAATAAATTA
+GCTATTTATTTTGAAATATTTAAATCAGTAATGTAAATTTTATTACCTACACCACCACCTTCACCAAATA
+TCGCTATTTGTGTAATTTTAGATAAGTTAAGTGGTATATCAGCCACATTGATGCTTACCTCTGTCCAGTT
+ACTATTAACCGTAACCGGTACTTTGAATTCTGCACCATCAACAATAAAATCGATAAAATAAGCAGAGAAG
+GCACCTTGAGCAGCAATTTTGAAATTAATGGTGCTATATTTAGCCACATCTAATTTGTACTCTTGCACAC
+CTCCATAAGTATCTCCCATTAACGCAAGTACCGCGCCCCAACCTGCACCTTTTGTTAATTCAAAAGCATT
+TAAGCCATTGTAAACAACATCAGATGTTAGCGTGGTGCCAGTTGACCATTCGCTAATAGTGGTATTGCCA
+TTATGCGCTGAGTCATCTCCATCAAAGATCATATCTGAACTCTCGCCGCTAGATGAGAAGAATACAAATT
+TATCATCTGAGCTTTCTTTTGCTGGCGTAACTTTACCAGTGTCATAAAGCACCATATCGGTGATATAGAT
+TTTTTGACTAGCAGAGCCGCCTGCATAAACCCCAAACACTGCCATTTGATTTACAGTTGATAAATTAACA
+CCGTACTGTGCTAAATCTATATCAATGCTATTCCAATCAGCGGGATTTGCTAAGCTAAAGCTAACTTCTT
+GAGCAGTTTCATTTGCACCGACTTTAGAAACAATAGATAACGCATAACGCTCGAAAGTCCCTTGTGAAGC
+GACTTTAAACTTAATGTTAGTATAATTAGCCATATCAACATCATAGTTATCAACATTTACGCCATCAGAA
+ATATCACCTTGTAGGGCAAGTACTGCACCCCAACCACCACCAGCGGTAAGTTGAATAGCATCTAAACCTG
+AATAGTTAATTTCGCTTATTGCCGTACCTGTGCTCCACTCACCAAAGATAATGTTGCCAGCAGCACTATT
+GTTGTCATCATCAACAATTAAGTCGCTGGTGATATCTGCATCGGATGAAATAAAGACAAAGTCATCATTC
+GTTTCACTATCAAAGGCAATGGCTTCATTTTTAATAAGCGAGAAGTCAGTCACATTAATAGTTGAAACGC
+CTGTTTGGCCACCAATACCATAGACGGCAATCCAATCAATTGATGATAAGTTCAATGGGATATCAGCAGC
+ATCAATTGAAATTGTTTGCCAAGTTGCAATACTTTGATCTAGAGGCAGGCTAATTTCTTTACTAACTCCG
+TTAGCTGATATCGCCACTTTAAAGCCACCATCATAACCGCCACTAGTCGCTAGTGTTAATTCAACACGGT
+TGAATAAACTAAAGTCACCCAAAATACCGTTTTGGAAAGCTAATACAGTGCCCCAGTTACCTTGTTCTGG
+TGAGTTAGCACTAGAAGTAAGCTCCCACCCCATTAAGCCATCAAAAGTAACATCAGCTTGAATTACCGTG
+CCAGTGCTCCATTCACCAATAGTATCTGGGGTAAGGCTAACATCAGTGTCATCCGTAGAAGAAATAATAA
+CAAACTCATCGTCAACTACTTGACCTCCAGTATCTCCACCACCAGTATTTCCGTCGGTATTAGCTTGAAT
+AGAAACACTAACATCATCAATATAAACTGAACCTGCTTCAGCGCCTAAATCAAACAACACCCGGCTGTTA
+TCATCACCAAAACCTGCAATAGTGAACACATAGTTATAGGTTTGCCACTCCGTCGTTAATGCTACGGTTT
+CCGTAACATTTGTCCATGGGTCTGAATTAAGACCAAGACCGGCAATCATACTCCGCGCTATAGATGCTTT
+TGCTTTAAACGATAAAACATAAGTTTCACCGGGAATTAAAGTCATTATTTGACTTAAGTTAACATCCCAT
+GGGTTACCTGCTACTGCAATATCCGCTTGATAGAAAGTATTATCACCTTCGGTATTAACAGCAACAGCGC
+CTATCCAACCTTCAGTGCCATTATCAAAAGAACCATTGCTTAGAATTTCTTCACCTGCAACTGGACCAGA
+ATCTCCGTCACCTGTGTCTCCACCAGAGCCGCTATCGCCGCCAGTGTTTTCACCTTGCAAAATAGTGATA
+TTATCTACTCTAAAGACAGCACCTTCACCTTGAGCCCAATCTGGAAAAATCATGATAACGTCAATACCGT
+TTAGCTCTAAACCAGCATTACTTAAATCGTTTAGTGATATTGCATAATGCTGCCATTCTGCGGTGGGTGT
+AGATATTTGAATAAGCGCTTCAGTCGTTGTACCACCTTGTTCAACTTTCAAATTCCAGTTGGCATTGGCA
+TTATTTGGTGGCGTCACCAATTTCATGTCAAATTCCAACCAACCGTTATTTAACATCGGTGAACCGTCAT
+ACGCTACTGGAATATCCGCTTGAGAGGTATTAAAACCAACGACAGCCGGTGCTGCTCCCATTGAAAATTC
+AACCACTTGGTCATGGTCGACATCATCGGTAACAACAGCAAATGTTGTTTCTTCATTACTGCTCCATGCA
+GGCCAACTTTCATTATTAGCATTATCAAATACAACGAGATCAATTGCTTCACCTGTTGAAGGTTTTATTG
+GTGTTGGTGCATCACCATCAACTAATGAACCACCCTCGCTAATAGGATCTAAATAACCATCACGAACACT
+TGCACAACCTTGACCAGTTATAGGGTCAACTGAACACTCATAAACGCGAACGTAATCAAACTCAAAAGCA
+TTGTCAGCATTAAAGGCTGAGGCATCGATACCGCCATTATTAACATTTTCAGACCAACTTCCCCCCACGG
+CAAAGTTTAATATCAAATGGAAGTCTTGGTTGAATGGCGAGTTATCCCAATGGAATTCATTCTCATAGTC
+AGCAAACCAACCACGGTGTAATAAACCATTAGCATCGCCGTCACTGTCAATATTCACTTGTGACCTTAAT
+TGTGTTTGATATAAGTAACCATCGACATACCAGCGAATTTCGCCTTCTTCCCATTCTATTGCATAAATAT
+GGAAGCCGTCAGCAGGGTTTGCTTCTCCAGGTAAACTAAAGTGAGCACCACTGTTTGATTGATTTGGCCA
+GCTACGACCATACCAAAGATTACCATGTACTCCTGCCTCTTCAATACCTTGATTATTAATGGTTTTCAAG
+TTAACGGATTCAAAAATATCAATTTCCCCCGAATGCGGCCAACCACCATAAACGTCTTCAGTTGGTAACA
+TCCATATTGCCGGGAACGAACCTTGACCACGTGGAGGTTTAGCTCTTACTTCAACTCGGCCATATTTCCA
+GTCACCTTTATATTTAGTACGTAAACGTGCTGAACTATAAGGTAATGCTTGACCAGATTCTGGTTTAGCA
+ACAATTTTTAAAGCACCATTTTCTACAAATGAATTTTCAGGGTTGCTGGTATAACATTGTTTCTCGTTAT
+TACCACCACCACTACAGTTAACTTCATGTTCCCATTTGCTTAAGTCAATGTCGCTACCATCAAATTCATC
+GTTCCATACCATCGACCAATCTTCACTTGGCGCGGTTCCATCAGTGCCAGTGTCGCCACCATCAGAATTT
+TGTAGGATTACACTGATATCATCTAGATAAACCGTACCAGCTTCGCTACCCATATCAAACAGTGCGCGAC
+TGTTATCATCACCAAAACCTGATGTGGTCAAAGTGTAAGTGAAACTCTGCCATTGTGTAGATAATGTTGC
+TGTTTCAGTGGTATTAGTCCATGGGTCGTGCGCTAGACCAAGTCCTGCAATAATAGTACGTGCCACTGAT
+GCTTTTGCCTTAAAACTTAAAACATAAGTTGCATCTGGAACGAGTGTCATTACTTGGCTTAAGTTAACAT
+CCCAAGGGTTACCTGGTGCAGCAACATCTGCAGTAAAGATATTATTATCACCTTCAACAATAACAGTTCC
+TCCACTCCAACCTTCAGTACCGTTGTCAAAAGAGCTGTTCGTTAATAACTCACCTTCAGTGCCAGTATCG
+CCGCCATCAGTACCCGTGTCACCACCGCCTGTGCCATTATCGCCACCGCCAGTACCAGTGTCACCACCGC
+CTGTGCCGTCTGAAAAGCTAATATTATCAAAATAAACCACATTCTCTTGACTACGAGCAAAGTCAAAATC
+AGGGAATACGATGATTTGGTCAATATTAATGCTTTCGACTGCACCTATGTTACCTGAGAAATCAAAGGTT
+AATTCTTCCCATTGGTTAACTAAGGTATTCGCTACTTTAATTTCACCTTGTGCACCGCCACTAGCGATAG
+AAAATTTAAGTCCGACATCACTGATGACTGTTTTATAAACCATAATTTTTACAATGCTGTTTGAAGCATC
+TAACGTTAATGGTCCGAAATCGCCATGTGCTGATTCAGCACCTGCCCAAGGAGCACTTCCTTGTCTAGCG
+ATAAATTTAGCTACGCTGGTTGATGTGTTTGTACCCGTTGCATCAGGGTTAGTGACAATTTCTACTGCTG
+GGTTGTCGAGGTTTTCAAAAACATTCCAGCTATAAGCCGTGCCTGTGCCACTAGCTTCAAAAGTGATAGT
+TTCAATAGTACCGCTAGTGTCGCCATCACCACCCGTACCGGTATCACCGCCACCTGTATCAGCACCATTA
+CCGTTAAAAGTAATGTTGTCAAAATAAACCACATTCTCTTGTGCTCTACCCGCCAAATTAAAATCTGGGA
+AGACGATGATTTGATCTACATTAATAGACTCAAATAAACCGATGTTACCTGAAAAATCAAAGGTTAATTC
+TTCCCATTCATTGATTAAAGTATTAGCCACTTTAATTTCTGGTTGAGCACCGCCATTGGCAATGGCCAGT
+TTAAGTCCAACATCACTGATAACGGTTTTATACACCATTATTTTTATGATGCTGTTAGTGGCATCTAGCG
+TAATTGGTCCAATATTACCGTGTGCCGTTTCAGCACCTGCCCATGGAGCACCATCGACTCTCGCGGTAAA
+CATAGCGACTGTTGTAGAAGAATTTACACCTGAAGATTCTGGATTAGTAACAAATTGTACTGCGGGGTTA
+TCAACATTTTCAAATACGTTCCAAGAAAAGCTTTCGCCGGTACCACCTACCTCAAAATTGATAATTGGAA
+GACCATTATCGCTTGTAGGTGGAATTGAAAGACAGCCATTGGTATCAACTACAGCATCTACAGCAGTATC
+TGGACACTGATCAATGTCATCATTTACGCCGTCATTATCACTATCTAATTGTCCAAGTGAGCAACCATTA
+GCATCGACTAACGTTTCAGCAAAAGTATTTGGACAAGAATCAAAATCATCTACGACACCATCATTGTCGC
+TGTCTTGTAGAACGGGAGTATTTAAGTCTTCAATTATAGCTTTAGCAACAGAAATTTTTTCTTTTTCACT
+TTCTATTTTACTCAATGCTTGAGTAATTTTCTCAATAGACCTTTCAATTTTTCTATTTGATTTTTCAATT
+TCATTCATAGCTTTCGCTATTTTATTTTCTTTATTTTTACCTTTTGCCTTGGCTATTTTTTCTTCTTGTT
+TCTCGATCTTTTCTTCATACTTAGCAATTTTCCCTTCTTCTTTAACGATCATCTTTTCTAGTTTATTTAT
+TTCTTTTTCTGATCTTCGAATCTGTTTATTAGCTTTCTTGATTATTTTTTCATTTTTTTTATCAACGCTG
+CTTATTTTTTGAGTATTATCCGTACCGATATTACTTTGAACAGAACCAACGGTATTGGGCATTGCAAGCG
+ATTGTGGTGCTACCGCAAACATCCCCACTAACGCTAAACTTTTTATTATTTTATTCATCATTTACCTCAA
+TATTTTTGTTAGTGCATTCCAGCTTTATAATTGATAAATAGACATTCAACGTTATCGGAATAATTTGAAT
+GTTTTTGAACATGACCGTACTAATCGTATTTTTTCACAGTACTGGTTTTCTGTTCGCCTATTAAAATCAA
+TCAAGTAAAGACAATAAATCCTGAAATATAGACGACAATTAATCATCTTATTAGGTGATTAATTAAACAA
+CGACAATGCGCTAACATGGACTTTGTCAAAGACGAATCGGATAAGTTAAAATGACAATGCGCCAACATGG
+ACTTTAGCAGCGATGAATGGGAAATTGATGACATCAATTAAAGGATACAGTGAGGCTCAAATTTCAAATA
+TTCACAATTTATGAAATAATTAACCGCAGTAATGATTACTTTTTATAAGGAGTAAGGTGAATATGGGTAT
+GACAGTTTAAGGACAAGCGGTAAAAGCTAGATGCATAAGTTGAATTACCGGGTCATAATTCAATTTAATA
+ACTGTCATCGATTGCGAAATATAGGGATATTCCGCTACCAGTCAGATAAAAAGTCCTTGATCACGTCTCG
+GTAGTTTCGACTAACTTTGACTTGATCATACTCTCCAAGCTTTAGAAAATATTCGCCTTTGGTATGAGGT
+ATAACTTTTTGAATATAGTTAAGATTTACTATTGTTGAACGGTGAACTCGTTTAAATATTGATGGATCTA
+AATCATCTAACAAGTTTTTTAGCGTACTTCGCTTAATATGAGTAACACCTTGAGCGTGAACACAGCAATA
+ATCACCTGCGGCGTCAACCCACTCAATATCAGCCTGTTTTAGCAAAGTAATATCATCTCTATCTTTAATG
+ATTATTTTATGCTCAAGGTTACCCTTGTTTTGGCCTAATGAACTTTGCCCTTGTGAGCTTTGGCTTGAAC
+TAGCACTATTTTCTCTTTCATTAATGGTATCTATTGCACCAATAATTCTTGATTTATGCTCAGTTTCTTC
+TTCGGTTTCAAAGCGGACAATCGCTCGACTAACTGCCCGAGTAATTCGTTCTTCATCTATTGGCTTAAGA
+ATATAGTCAACAGCATGCACATCAAAAGCATCTAATGCGTATTGCTCAAAGGCCGTTGTAAAAATGACCA
+AGGGTACAATATCTGATTGGAGTTTTTTAATAACACCAAAACCGTCAACACCCGGCATTTGGATATCCAA
+AAAGATCAGATCGGGTGCCAAGTCCATTGTCTTCTCAATTGCTTCTCTACCGTTCTTACACTCAGCAATT
+ATTTCGATTTCAGGAACTTTATTTAATTTGGCACGTAATAAATTAAGTGCCAATGGCTCATCATCAACTA
+TTATTGTTCTTAATTTATGCATAAACCTAACAAACCTTCATTGAATTATATGCTTGATTAACTATATCAG
+GTTCACCCTGACTATCTAGTGGTAATTTAATGGTAGTTTTTAAACCACCAGAAGGTCTAACATTAAGGTT
+ATATACATAATTATCGGTATACAACGCTTTAAGGCGTTCATCGATATTACGCAGTCCAACACCTCGGCCT
+GTTTTGCTCTTAATTTTATTTATATCAACTCGTTTTGCTGACCCTGTATCACTTAATTCTAGTACCAACA
+TATTATCAATTACATCAGCCGATAAACTTATGACTCCACCTTCTTCATTTTGTGCAATAACATGTTTCAT
+CGAATTTTCAATAAGAGGTTGCAGTAATAAACTAGGAATGAACGCGGCTTTTGCTGCTTCTGATATTTGA
+AAATCAAGTTGTAGTCGCTCTCCAAAGCGAGTTTTTTCTATTTCTAAATAAAGTTCTAATGCTTTTAATT
+CAAATTCTAACGCTATTTTAGTATCAGGGTCATTATCTAGTGAATAACGTAAGAATTTACTCAACTGAAC
+CGTCATCAGCTGTGCTTTTTCTGGAAGCTCACATTCAATCAAGGAATTAATTGCATTCAATGTATTACAA
+AGAAAATGTGGATTTAACTGATACCTAAGCATTTTGATTTTGGCATCTCTTGCAACGGTCTGAGCACTTA
+ACCTTTTTAATTGTTCTGTTTTTGCTTCAGCTTCTTTTTTAAGCATGATTTCATGCTCAAATTGCAATAA
+TTGATAATAGCGGATGCCATGGAAAAAACCTGTCCAACAAAAATAAATAAAGATACTACTAAAATACCAA
+CCGCCAAATTGAGTCCAAATTTCATCAGTGCCCGTCAGTCTTATGTAGAGTTCTACTCTAATAACTGTCC
+AGATAAAAGAAATCAATAATACCGAAGTAATACTAACGAATACACGTATAAAAATGGAGGTATTCCAACA
+CCTCATAAAAGCCCAATACAAGGGCAGTGAGAATACTACACCAACAAAAGATTGTAAAAAGGTGTGATTT
+AGGTGTGCAACATCTATTTGAACATACCAAAGTGTTAAGGAAACTAGACTGATTAAAGAAACAAAAGACC
+AAAAACAGAACTGTAAAAACCAAAATAGGTAGATAGGATTTTCTGATATAGAGTTGTATTTTTGTTGTAA
+AAAATGTTCGGACATAGTGTCTCCTGGCGTTTCAACTTATTATGTTACAACTTATTATCAACCGGATCGA
+TCGTAAAATTCCTATCCGTCGCATGTATGACCCACCTTAACGCAAACAGTAAAAAATAATAAATACCATT
+AAGTCATTATCTTAGTCTATAAAAGCAATAACCCCCGTTTAAAAAACGAGGGTTATTAAATAAGCTACAC
+CGCTAAATGAAATTAGGCCACTTCATCCTTTGTATTAATATTAACGATTGTATCTGCATGAGTTGTTTTT
+CTGGGGAATATGTCTTTCATGACTAACTTAGGTGTGCGATCAACATAAAACAATCCCCAATGTTTTTCTG
+GCTCTAGTGGATCTGACGAGCCCTTCCATGGTTCATCAAAAGCTTCAAAGACAAACGTTAATATTTTCTC
+TTGTGTTGTCCATGCAAGCAATTGTTCATAATAATGAGCCTGTAAGTCTTCGTTAGCATTCCACGGTTCT
+ATACCCCTGCCATTTGATGCCGTTGTCCAACCCGCTTCAGTAATAATCACTGGCTTATCAGGGTAATGAT
+TTGCCACACTATAATAATTTTGTTTGGTATATTCGAGCGCATCTTCCATCGTTCTAAATTCCCATGCAGG
+ATAAGTATGAATGGAAATAAAATCTAATTCAGCAACCAAAGGCTCCAATTTGTACGTCCATGGAACGTAG
+TTTTCGCAAAAAGTAACAGGTTGTTTAATTTCTTTTTTGATTTGACGAACATAATTCACTAGTCTATCTA
+CTGGCACCATATGATCGGTCCATTCAACACTAGCTTCATTACCGACAGATACTGAGAAAACAATGTCATC
+ATACTTTAATGATAACTCGATCATTTTATGTATTTCATTACAGTTATTCTGTCGGTTAGCACTAAGAGTT
+TCTTCGCTAAATTCAGCACCCCATGGACAATGAGGGTTACTCATTTCAGCAGCCATATCAACACCGAGCA
+TTACTTTGAAATGTAATGCTTCTATACGAATAACATCTAAAACAATTTCAGCATGTGGTCCACAATCGTA
+AATACGAAGGTAATTCCAATTGCTTGCTAGTATAAGTAAGTCTTCCTTAACTTCGTCATACGTTGGATAA
+ATGCCCTCTCTTGGATTTTGTCCCTCACGATAGCCAGAATAACAAATAGCATTGGCATGGCTTAAATTCA
+TTGAACTAATTGTTGCTACTTTATCACTGTGTTTCTTAAACATATTTCATTTTCCCGTCTTTATCCCAAA
+GTCCCCAATAAGCACCTACATCGCCTTCATCAGCGACTTTCCATGTTTCATCAAATGATGAAAAATAGAA
+AATTTCGATACCATCTTCTTCCGCCCATAAGTAAGTATTTATAAAATACTTCAAGGCATTTTCATACGAT
+GGCTCTGCACCTCTTTCAGCAGTACCAACATTAGGCCAACCGGTTTCGGTGATAATGACTCTTTTGCCCT
+TACCTGCTTTCACGGCACGTCGATACATATCTTTCATATAAAGTAACGCATAATCCGCTGAGCAGCCTTC
+CCAGAATGGGTAACAATTGGCTAAAATAACATCACAGGCATCGGCTATCCGTGGGTAATCTTCAAATTCA
+AAGTAAGCATCAACATAACCCACTTCAACATTCGGCAAGGCTTGTTTGGCGCGATTGATATAGTCCAACA
+ATTGCTCTTCCGATAAATCACCACGCAGTAGTACTTCATTGCCTACCGCCAAAATATCTACATGTCCTTC
+TGTTGCAGCACAAATGGCATTAGCGAGCTCTTTTTCATTGTTTTCTAGATCGCTATCTAACCAAACACCT
+ACCATAGTATTAAGGCCATTGGCTTTTGAAATAGCGGGGATTTTTTCATTACCTTCTGTACAAGAAAAAG
+AGCGTACCCAATTTATATTGGGCTTAATTATGTTTAAACGCTCAGATATTTGTTCCGCTTCAATTTGTGT
+ACCCGGTCCTTGTCCTTCAACATAGGGACTAAAAGATATGCCATGAATTTTCTCAGTTAAAATATTGCTT
+GCTAAAGCTCGCAATTCATCAACTGACAAGTTTGAAAAATTCACACCTGCCAATGACATATACTTATTGT
+ATTTACTCGACATTTTGTACTCCAAAAAATTTCGTTTTATTATTCAAATAACGTTTTATTAGTATTATTT
+ACTCAGCAATCTCATTCAGAGAAGAGCTGAGTTGAATTTAGGTTAAGTGAAATTTGACGAATATGACCAT
+TGCGTAAGAACAAGTTTGAGCTTTCTTTCTCTGGTAACGTCAATTGATTTAAGATTTGCTGTCTCCCATC
+TTCCCATGTAATCGTCAATGTTGACTCTTCACGATCACTGACTTGATAAACAATGGGAACCTGACACCAA
+GTAAAGGCTAACCCCGATTCAGGTACTGTAATTTCTTGCCAATTATCATCAACATCCAAATAAGTAAATG
+GGGTTACTTCTTTAACAAACTCACATGGGCGTAGTAAATTAGTTTGAAATTGAACTGTGCCTGCTTTGAC
+CCTAATCCCCAACTCGCCAAAACGGGCAAGGATTTCTTCTTTAACTTGTCCAGTCATCCCTGGTTGTTGA
+GCGCCTGCATGTTTTGGGGTATGAGAATAAGGGTCCGCAGGGAATGCACCATATTCACTCGGTGTTTTAT
+TAAAGCCTAATCCTTCACGCACTCGGTAATACAACTTACCTAAATGGCTGCAAGTACCTTCATCTTCACC
+ATTATCTACCGCAGTGAAAAAGTTTTCTTCTACCGCTAGTAATAACTTAGCGACCATATGCCAATAAATA
+CAACCTAAACCTTCAAAACCAAACATGCCACCAGAACGCCCAGTAAACTCCTGATGATTAAAAACTTCTT
+CATAAATAGCGACTAAGGGAGATCTCGACATTTCAACTAGATCGCCATAAACACCAGACAGCGCATCTAA
+CTGTGTCATTAAATCATCACCATTGGTTAAGTCTGCATTAAAGCGATATACGCCATCACTATCTTGCAAA
+ATGATGCGTTCATCCTGCTCTCTAAGCATTTGCTTTAACAATGGATTTGTTTGAACTTTATTAGTATCAA
+CACAGTTTTTTTGCAAAAAGCTAGGTAACTTTCTGTCTGGATATAGCATAAAGGTATCTTGGTCTTTACG
+ATAAACATCGCTTTTAAACAATGCCTCTACTACAGAGATAACTTTCTCTGAGCTAAATGCTCCGGAACTT
+AACGCTGCCACTTGCCCTTCTAACATAGGATAAAGATCATCAATAGTTAAACTTTCCTGTTCAAAGGCAA
+GTAAGTTATAGGCATTATAAAGGCCATCTTCACGCTCATTGGTGTGAATAGTATGCTCAATTGCAGCCAA
+CGCATCTTCAAGCATTGACTTAATTTGCTCAATTGGTTGCAACATTTTTCCAGAGAATGCTTCTTGACTA
+TAAATTGTTTCGCGGTATCGACTTGATGCCTGCCCTAGTTCAGATGCACATTGATAACGTTCATCAGCAC
+TTATTGGTGCATTATTTAATAACGGACGCACTTTCTTCAATGCATTGGCCGTTTCAACGATCCAATCGTT
+TACTTCTTTAGAAATAATGGTCGATTCTGACTCTTTCGCTAATAGCTTTTGCAAGAAACAAACATATCTG
+CGTAAATAATATAAAGTCACGACAGATACCCCCTGACCCACTAAGGCATTATTGGCATCATTCCATTCAG
+GTCTTTGGGTATTTAACCAAATGCCTCCGTCTATCACTAAATTACCCAACTTACAAAGTAGTGGTACCAT
+TAACTTTTCAAGCAAGTTAACTTGATAAACTTCACCACTTGAGTCGAGCATCAATTTACCATCAGCACCT
+ATTTTGCTAACACGTTTTTCAATTCGTTCAGCTAACTCTTCATCATAAGTAACGGTGCTTTTAGCATTTT
+TAACTAAGGCATCAAATGGTTTTATTCTATAGGGCACATTAGCGTAACTAAACAGTGGTTGACGTAACAA
+TTCGCTCAGTTTATCTGGATGAAACGCTTTTGAAAGTTCCAACATTTTTTGTAAATAAATGATCTGATGA
+TCACCCCAATAACCGATATAACTCCACGGGTCATCTGGCTCTTCAACTTCCCAGTCAATTCCCTCTTTAG
+TAATACGGTAAGGGTTATAGCCATCAATGGTGGAAGCGTTAACGAATTTGGCTATCACATTTTCAATAAA
+CTTAGGGTAGCTGAATGTTAACGCTTCCCAATTTTGAAAAATGTCTCGCCAATTACCTTGATAGGTCAAC
+AAACTATTGTTGTTGTCATCTTTTAGTTTAATGGCAAATTGGTTCCATGGACGACTTGGGTCTCCATGTC
+TTCGACCAAAAAATATCGGCAGATATTCATAACAAAGACGTTCAAGCTGTTGATCTTCTTGTTGCTTAAC
+CAGTGTAAGTAATTGCTCTATATTGATGCTTTCGGGCAAACATCTAAAAAACTCTTGGTGACGTAAATAA
+ACATCACTATTAAACAAGTTAACGGTACTTGAGAAATCTTTTGACGATATTTGATAATGTTCATCAAAAG
+CACCACCACGCAACACATTAAACTGCACGTTAGCGTAATGGTGTACAGAAACATTTTCTTCTGCAGTGAC
+TTGAAAGCCATCTGCTGTTGCCATAATGCGGGCTAAGCCATCAGAGCCCTGCGCAATAGACGAAAGTATG
+TTATTTTCCAATGTTGAGGTACTAGATAGTTGACTACGCAGTTCTGTCGCTTGGCTTTGACTTTGTTCAA
+CATTAGCAACAAATTGCCAAGTTTTATTCTTAAGCGGCTCTAGTGTTATAGTTGAATTCACTAAGAATGC
+GCCACGAATACCACGTTTATGTGTTTCCTGTTTTATTGGCATTCCTGTGCGAAAATTAGCTAGCTGTTCA
+GACGACAGTAATATTTTTGACTGCTCTAAACCTGAACAAAATACCGTATTTGTTTTTAATGACTCACAAG
+GCTCTGCTCTATCAGTAATACCTGAGTAAACAGTAAAAAATGCCAATCCTGAACTTTCATCCAATTCAGT
+CCACTTATATGCATCAACTAAATTACTTGAATTAGTTTGCGTAAAACGTGGCGTGCCTGCAGGTAGGATA
+TTTTGAAAACCATCAATAAGTTCAACATTTGCAGGCTTGTCTGATAAGTTCACCAATTCACATTGACGAA
+CAAAACCATACTCTTCACTTGTCGCCCATGTGTATTTATATTTAAGCTGAAGATCATTATTTATTTCTTC
+AAAACAAAGCTTATTGCCCAATAAGTTTTTATATAAATTACGCGTGATTTTATAACGATTGTCATGTTCT
+CGGTTAAAGGGTTCCCAATTTACAATCTCGCCTTTGTGATCAACACGTAATAGCGTTTTACAACCCGTAT
+GAAGATCACTTTCATGTATTCTATCTACTGTGATATACGGAAATAATGCTGTTTCTGGAGAAACTCTTCC
+GGCAGTTAATCCACCCGTTGATGATACAAATAACCAATGATCACTATTTGAAATGACACTGATAAAAAAG
+GGTGCCATGTTGTTAACATTATTGATGGCGTAATATCGCTCATCATCTAACATAATGAATTCACCGGTTG
+TTTGATTGTTATCTGTTTTACAATTTTTCATGTTAATTCCTACCTTAACTAGCGGCCTATGTGCTACTTA
+AATATTTAAATTAGTCAGTACAGTTTTATTCTTACGTCTGTATCTACTCGTTATTTTGTTAATGGATTCA
+AAGTTAATTCTTTCAAGGTAATGGTTTAAAAACTCTCACGTAGTCGACTTCCATTGATACAGGAAAAATA
+CTGTCATCAATTGGTCCCCCAGCCGTACCCCACGAACCACCAATCGCTAGATTGAGAATAACGTGGTAAG
+GGTGATCAAAGGGCCAAGCCTCCCAACCAGTTGACTCGTTTGAATAAAAGAAATATGGGGTTTCATCAAA
+GAACACAATAATATGTTCTGGTGTCCATTCTATGGAGTAAACATGAAAAGCTTGGTCAACAGTTTCACCT
+TCAAAACTTGCTTTTCTTTGTTCCGAATTAACCCAATAATATGCCTTATTATGTACAGTGCCATGAATTG
+TTTGCATGTCGTAACCAACATGTTCCATGATGTCAATTTCACCAGAATTAGGCCAAGCATCACAAGTTGA
+ATTTCCTTGCCAGTCTTCATCTTGTGAGCAAGTTGTTTCGTACTTAAAGGGATCACTAGGTAACATCCAA
+ATAGCAGACCATGTGCCTTGCCCTTTAGGTAGTTTGGCTCTTACTTCAACACGCCCATATAATAAATCAC
+CTTTTCCTTGGGAATGAATTCTGCCCGACGTGTATTTAGCATTACCATAGTCTTCTTTGTGAGCGGTAAT
+AATAAGGTTTCCATCTTTAACCTGAACGTTTTCAAGAAGGTCAGTGTACGTTTGGTCTTCATCATTTACC
+TTACCAGCAGGCCAGATGTCATAGCTCCATTTGTTTGGATCCGGTTTACCTTCATAGTCGAACTCATCGT
+TCCAAACTAACTCCCAATCATTTGAGGTTTGTATGTCAACTGATGTGGTGGTGGTTTTACGTACTACGAG
+CGCATTTAGAATAGCCTGCCCTTTAGATGCCTTTAGTTCAATATTAAGCAATCCATCAGTGACGGTGACA
+TCATGAACAGCACGTACCAGCTCAGAGTTATTTTTACCATCGCGTGCCAGTTTTATATCAAGCTCATCAA
+TAACTAACTGCCCCTGAGCGTACACATCAAAAACGCGCTCTCCAATAGCAGGGTTTTCTGGCTCTGCAAA
+TTTAAAAGTAACTTCGTAGCTGCCATTTTCTACTGGCTGTTGTATGGTTAAATCGCCAAAACGATAGCTT
+TGAAACAGAGCACTATCTTGCGATCCTTTAATTGCCTCAAATATAGTGCCTTTATTGTCTCCTAACACTA
+AGCTGTCAGTTTGATATGTGATCCCATCAGAACCTTGATACTGCTCTCCACCGATATTAACGGCCCAGAC
+AATATTGCGATTAAAAGCATGAGAGTTCGATTTTTCTTTAACTGCATTTTCAGTGGATAGCTGAGAAGAC
+TGTTTAGTTGCTGGGATGGTTTTTATACTTTCCTCCGAAGTGCATGCACATAAAACTAGGATGGCTGACA
+TTGAAAGCAAAGTGCTTTTCAAGCGATTAATGTTTAAATTTTTTTTCATTTGTTCTCAAACCTTAAACAA
+GTGTAAATAAACAATACATTTGTTATTTGGTATTAAATAATTACATTCAACAATAAAGTAGCCTGAAATA
+ATGACAATCAAAACGAGTTAAAACGGACTGAGGGTGCGGTAAATACGACAAATAGTTATTTTCAGCGAGA
+ATATATATCTAAGAAATTACTCCTATGAAGCCAGTAAAATAGTCCTTTGACCCATACAATTGAAATATAA
+GATAAGAACAGGGCCAGTAGTTCGTTTCATCCTCCAGATAGTCCGCTTGACCGCTTTTAACTATTATTAT
+TTCACCAACCCTGAAATTATAATTATTAGTGTTATTTATTAATGCTGATATATAGCAGGGCCAACAGCGC
+TCAATATTTAAACAATATGTTACCTATTGTCGATATTCCCTTAGCCTAGGTCTAACATTTAATTTATATG
+AAAAAAACTGATGAAACTTAATCCGTTTTATAAAAAAAAAACAGCTAACATTTTTACTAAATAAAAATTT
+AATATCGCTATTAATTATAGGGTTGATGATAATTCTACAGCTCTCGCCGTAAAACGCTTTAGCCAAGCTG
+CTTAGCATTACTGAAGGAGGTTGGGCACTTAGTGCAAATGAATTTGGTGAACACGCCAGCGAAGCAAATT
+AAAAACAGTACTTTGATGAAATTAAACAATGAGCTAAATCAAGCAACACCACTTTCTTCTTTTTCGAGGA
+ATTTGATGAACCATGGAAGGGAAAGCCGGATAATTTAAAGGGTGTAGAAAAGCATTGGGGATTATTTAAT
+GTAGATAGAACACCACAAAAAGTATTAAGTAAGTTGGATTAGTCTACATTGATCTTACAAAATGAAACCA
+GAACAAAGTTCTGTAAAGAAGAGTATAAAAAAGGACTGAGATGAAAACATTGTGGTTATTAATTTTATCC
+TTAGTGATCTTTGGATGCACAACTTTTGGGACAAACAATACTAAAGTCGACGTAAATGTGATCTGTAAAT
+GGGGAACACAGCAGTTTGATTTGTGCCAATACAAAAATCAGGAACAGATGATTGATGCGCTGTTACTGGC
+GATGGTTCTGGACGAAAAAATTGGCCAAATGACTCAGTCGGTTTGGCACAATAATGTGTCTCCTGAAACC
+ATCCGTGATAAAGCTATCGGCTCTATCATTCATACTGAAGGCCCCACACCAGGGCCCAATGCCATGGACT
+GGGTCAATAAATTTAATGAATTTCAAGCGAGTGCATTGCAAACCCGTCTGGGTATTCCGCTACTGATTGC
+AGTCGATGCCGTTCATGGTCAAAATACCTTTGAGGGTGCGGTAATTTTTCCTCATAACATTGGTATGGCT
+GCCACCAGAAACCTGAACCTGATCAAGCAGGCCGCTCAAATCACAGCACTAGAAGTAGCCGGAACGGGAT
+TTAACTGGACATTCTCTCCCTGCATTGCCATGCCGCAACATGAGCATTGGGGCCGGGTCTATGAGGGATA
+TACTGAAGACAGAGATTTAACCACAGCGGCCGTTATCGCGTCTGTTCAGGGACATCAAGGAACGAGCCTT
+GCCCACCGTGATACGGTAGCAGCCACCGCAAAACATTTTATCGGTGACGGCGCCACTGACGGCGGGGTTG
+AAGGCGGAAATGCGATAATGACTGACCAAGTCATGCGCGAACACTATTTACCCCCATACACCGCGGCCGT
+TAACGAGGGCGTTGCGTCTATCATGGTTGGGTTTAACTCTTATAATGGCCATAATATGCATCAACATACT
+CACTTAGTCACCGATGTATTAAAAGGTGAACTGGGCTTTGAAGGCGTTGTTGTTAGCGACTGGAATGGCG
+GATTGCGCTTTGGAGATCCCCATACCGTTATCAACGCTGGTATTGATATAGCCATGCAACCGGGCAATCA
+CAATGAGTTCATGGCAAAACTTAAAGCATCGGTCTTTGATCAAACTGTCCCAATGAGCCGCATTGATGAT
+GCCGTGCGCAGAATTTTAACCATGAAATTTAACCTTGGCCTGTTTTCAGATCCCTTTGCCAAAAAAGAAT
+TCGCCGAAAGTGTTGGTTCCCCTGCCCATCGAGCGGTTGCCCGACAAGCGGTGCGAGAATCATTGGTGCT
+GTTGAAAAGCGACAATGATGCATTGCCACTAAGCTCATCTGATTCGATTGCCGTGATTGGTAGCCATGGT
+AACAACAGTGGTCTGCAAAGTGGTGGTTGGTCTATTCACTGGCAGGGACAAGCAGAAAGTTATCGCGGGG
+CAACGACCATTTTTGACGGTATCAAAGCGCAAGGAACACAGGTTGAATATGCTGAACATGGCTGCTATCC
+GGATATGCCTGCAAGCAAAGCCATTGTGGTTGTCGGAGAAGCCCCTTATGCCGAGGCTCTTGGCGATAGT
+GATGAGTTATGGCTAAGTGATGCCCACAAAAAACTCATTACTGGCTGCAAAAATCTCGGTAAAAAAGTCA
+TTGTGATACTTATTTCAGGTCGGGTCTTGGCGATTAGCGAAGATTTAGACAAGAGTGATGCGTTTATAGC
+AGCTTGGTTACCCGGCTCTGAAGGTGCTGGTGTTGCCGATTTCTTGTTTGCCACCAATGGCTTCAAACCA
+ACAGGTAAGTCACCTTATTCATGGCCGGTTGCCGTGACCGATATACCACTGGCACCGAACGCAGAACATG
+CTTTATTTAAATTTGGCTATGGTTTACAAGATTATTAACGTCGGTAAAACGCCTTTACTTAACCAGAAAT
+AACCAATTTAACAGAATATAACAATTTAAACTCTTGGAGAATATATGAAGTCTACTTTACCCCTGATCCC
+ACTTGCATCAGCATTACTATTGATTGCATGCTCTGGCGAAGTAACAACTAACGAGTCAACAAAACAACAA
+AGCACAGTGAGCAATTGGCACGTTGATTTTTTCGATGGTTTCGATACGTTCAACCCCGACAACTGGCAAG
+ATCAGCGCATATGGGTTAATAATGAGACCCAATGTTATGTTCCAGACAACCAGTTTGGCACGCGTGAAGT
+GAGCAATGGCAGCATCAAGCTGAAAGTTATCGATACTGGCGAGAAACGCAGTTGTGATAATTTTGACAAA
+CATGGCAAACAACATCCGGATACCCAATATGTTGCAGGTCGTATAGCTTCTAAAAATCTTAAGGAATTTG
+TTAAAGGCAAATGGACCGCTCGCTTAAAAGTCGAAAACAGTGGTCAATCCGGCATGTTCCCTGCTTGGTG
+GCTCCTCGGTGCTCAAAATAATGAGCCCCCCGTACAACAGCCTGATGAAAACGTGTGTTGGCCTATGGTC
+GGCTCGGGTGAAATTGATATTTTTGAGCATCACAGTGATGGCGGCCCAGATCATTATGCAGCACGAGCCA
+TTAAAAGTAATGGCAAGTGTGGAGACGGTGATTGGCAAGCCCTGATGTTGGTACAAGAAGCCAAGCTAGA
+CGAATACCATGATTATTCAGTGGAATGGGTTGGCGATGATGTTATTTTCCGCCTAGATGAAGTTGAAGTA
+TATCGACTCCCTGGTGAAGCAGATAAACTTGCTGAGCCCTTCTTCGCCATCTTGAATTTTGCCAAGATCA
+ATGATTCAGCCATGACAGCTAACTGGGTTATGGAAGTCGATTGGGTGAAGCACGAAGCCTGGTATTAATA
+GTAGCTTTTCATTAACCATGTACAGGGATACCTTTATCGCATCCCTTGATCATTTACAGGTGAATCGCCT
+TGTTTATGGCCGGTTGCTATTACCTATATTCCAATGGCACTGAACATGTGTTGATGTCTGTTTGTATCCA
+TATCACCCCTCCTTTTAGCTCGGCTATTGGCACTGTCTTTTTGAGACCTCTGTTTTAGTAATATCCGACT
+ATTCAAAAGGATTAATTTTCAGGAATTTGAATGAAACCTCTATTCGGTAAGGTTGCACTTGTTACTGGAG
+CAAGCCGTGGTATTGGAAAAGGTATTGCGCTTAGCTTGGGCGAAGCAGGCGCGAAAGTCTATATTACGGG
+AAGAACTGTCGAGGAAGGGAAATCTGCTTCATGCCTGTCCGGAACAATCCACCAGACAGTTGAAGAGGTC
+ATTAAATTAGGGGGAGAATGTGTGGCTATTCAATGTGACCATAGCATTGATTCTGAAGTGGAAGCCGCGT
+TTAATCGTATTAATGCAGAGAATAAGCGACTGAATATTCTGGTTAATAATGTTTGGGGTGGTTACGAACA
+TTATACTGATGGTACCGAGTTCTGGCATGAAAATGGATTTTGGACTGTACCAATTTCACGTTGGGACGCT
+ATGTTTCACTCTGGAGTTCGAGCCAATTATATATCCAGCGTACTTGCTGTACCGCTATTAATGCAGCAAG
+AAGATTCCCTTATAATTACTCTTTCATTTTTCGCCGCTCAACGTAATGACAAAGGAGTAGCATACGGTAC
+TGCTAAAGCCGCCTCCGATCATATGGTAGCGTGTATGGCAGAAGAGTTACGAGAACATAATATTGCTGCT
+GTTTCTCTGTATCCTGGCCTTGTACGTACTGAGTCGGTAATGAAAGCCGCAAAGCATTTAGATTTATCCA
+ATTCTGAATCACCACAATTTATTGGACGGGCAGTTGTAGCACTTGCTAGCGATACTGATATCATGAAAAA
+ATCGGGACGGGTATTGGTTGCCGCAAAGCTTGCCCAAGAATATGGTTTCACTGACATCAATGGAGAGCAA
+CCACGCCCTTTAACGGCACAAGATGTTTAGTGTTTAGATTTGGACTTAACCGGATTAATAAGTCACTGAA
+AAATAGTAGTAAATCCGTACTTTAATGAAATATTAAAGCTTATATAGTTTAAGTTATTAAAAGAGAATTG
+AGTCATGGAACCACGTATCAGCATCATCACGTTAGGTGTAAAAAACCTAAAAAAGTCTTTTGATTTTTAT
+ACAACTCTTGGGTTTCCATCATCGAGAAACCCTGAAGATGGTATTATTTTTTTTAAAACTAGTGGTGTAT
+GTTTAGCTTTATACCCTTTAGATAAACTAGCAGAAGATGTATTTCCTAGTCTTAATTCAAATCCTTCAGG
+ATTTTCAGGTGTTACATTTGCTCACAATACTCGATCTAAAGTAGAGGTCGATTCTATATTGGAATTAGCC
+AAGACTGCTGGTGGCAATATCGAAAAACCAGCTCAAAATGTTTTTTGGGGTGGCTATAGTGGTTACTTTT
+CAGATCCAGATGGATATTTATGGGAGATAGCATTTGGTGATTGTTGGGAGTTCAATGAAGATGGAAGTCT
+AATCATAAAATAATGATCTAAAAACTGGACGTCATCAATACAAAAACTAATCAACTTTATAGCACTAAGT
+AGAGACTACAACGACTAAAAAACCTGCACTATAATATTTACGTTTTGGAGCGAAATTCAAATGATTTTTA
+AGATAAAAACTACCTTTCTACTTTTAGCATTACTATTTTCAGTATCTAGTAACTCTCATGCTAAAAATAA
+TGATTTCACTTGGCCTAAAGGGAATAAATTAGCTGTAAGTCTTTCCTATGATGATGCCCTAAACAGCCAA
+TTGGACAATGTGATTCCTGAGCTGGATAAATATAATCTAAAAGCATCCTTTTATGTCATTCCAAACTCCC
+CTGTGATGAATGCACGAATGGGGGAATGGAGAGCAGCAGCAAAAAATGGCCATGAACTAGGCAATCATAG
+TATCTATCATCCATGCAGTGCCTCACTACCAAATAGGGAGTGGGTTCAAGAACATCATGACCTTGATAAT
+TACAGCGCCTCACAAATGGTTGAGGAACTGACAATTGCTAATACCTTTCTTAAAGCTATTGATGGTAAAA
+CCGAACGTACTTATACCGTTCCCTGTGGTGATTTACTCGTCGGTGGTGAAGAGTACCTCAGTAAAGTAAA
+TCATCTTTTTACTGCGATTAAAGGTCACGGGGCTGACAAAAGGTTTTCTCTTATATGGGATCCAACAAAT
+TCAACAGGAAAGGAACTAATTGATTATATTAAAAATATCCCTGCTGAAATATTATTAGTTAATATTATTT
+TTCATGGTGTGGGGGGAGATTATTTATCTGTTTCATCAGAGGCTCATGCCGCGTTATTAACTTTCTTAGC
+GAATAATCGGGATGCCTATTATGTAGATTCATATATAAATTTGATGAAATATGTAGGTAACATGGAATAA
+TTATTCCATGAATGTATGCAGACTCGCGAAATTTCCCCCCTCTTAATATCAAGTTTTAAGTGCAACAAAA
+GTCATTATCGATACAAAAACCAATCAACATAATGAATTCAATTAACGGGTCGAGACCAAGCCTCAATTAA
+TTAATTGAGGCTTAAGTATATAGTCAATATCTTCCAGCCACTCTTGCTAACATTTTATAACACCCAGTTT
+GTAGCCATTTCCTCGGTATAATTAACTTGATTACTAACACTCATGAAAATATAGCTATTGATACGTCTGC
+AAGTTTAAACCTTATAAATAGTAGCTATATACCCATTACCATTCAAGATGCATGTTTCAAAGTGCTTAAG
+CAATTTCAATTCAAGGCGCTGTGATGAAATAATGGTTATTCAGGAGAATATGCTCAGGATAATTGCTCCT
+GCATTATCTAATAAGGTACTTCCTGTACCGTCTGCATTCTCTAATAACACCATCCATGTAGCGCCATTAT
+AAATCACAGCAACGATGAAGTGATGTTGCTCAAGCGCTTCTATGATGGACTTAAAATCACTTTATACGTC
+GTTAAATAATCAAACCATAGAATGACTATGCTTAAATTATCTTCCTTGCCTAAAGTCCTTTTAATTCCCA
+TTGAAATCCTGCACTTTGATTGGTAACGGGTATATATTACGCTTGTTGTGCTTCATTGAGCTCACCATGA
+ATCTGCTCTACCCTTTTATTATCAAGAACATACCAACGCATCACTAAAGCTACTAGAATTGAGCCAATTG
+CAGGATAAACAGTAAAGGACAATAAGATCCCTTGCTGAGTCGCCTCCGTCTGTTCAACATCGGCTTGGTA
+GCCATAATAAGCAAGCAACCAACCGGCAAAAGCGCCACCAAAAGCGACACCCAGCTTAATAAAAAACACC
+ACGGCAGAATAAACCATTCCCGTAATACGAACACCAGTTTTCCAGTGGCCATAGTCAATGGTATCGGCCA
+TTTTGGCCCATAACAATGGTGTCGCCATTTGTAAAAAGAAACTCCAAAGGAAAAACAATGCAAAGGCCAT
+GATGTCATATTCTTTAGGGACAAAATAACTGATGACACATATGAATGCTGCGATTAATTGAAGCGTTATA
+TACGCTTTGATCTTACAAACTTTTTTGGCCAGGGGTTGAGCCAAAGCACACCCTAAAATACTACCAATCA
+TTCCGAGTGTAATAAACAAAGTTATATACTGTTCGAGATTAAGAACATATTTCACATAATAAATAGCTAA
+AGTCGCTCTTAATACTTGTCCCGTTAATAAAAAGAGACCGGCTAAGCATAAGATTCGCCACTGGTCATTT
+TTCCAAAGTGATCTTAAGTCATCAAAAAATGACGTTTTTTGCTCTGCAGGCGTGGAGACCCTTTCATTAG
+TGCCACTAAAGCATAATAAAAATAACACCACACCTAAAAGACTCATCGCCATCATGGTTAATTGATAACC
+TTTGGCTTTATCACCTTCACCAAACCACTCAACTAACGGAAGTGTACTGGCTGCGACAATAAGCCCGCCT
+AACATGCCTAAAACAAAGCGATAAGATTGCACAGAAACACGCTCAGAAGGCTCTGCTGTTAATACACCGC
+CTAATGCAGAATACGGGATATTAATCGCCGTATACGCAATCATAAGTAAAGTGTAGGTGGCAAAGGCATA
+AACAACTTTTCCATTATAGGAAAAATCCGGTGTAGTAAATGCCATGACTGAGATTATGCCAAAAGGCACC
+GCTAACCATAAAATATAAGGCCTAAACTGTCCCCATCGGGTTTTAGTTCTATCTGCCATAGCCCCCATTA
+AGGGGTCAGTAATCGCATCAAAAAGTCGAACCACTAAAAATAAAGTACCCACCAGCGCGGGAGAAAGACC
+AACGACATCGGTATAAAATATCAGCAAAAACATCATCACTGTTTGAAAAATGATATTACTGGCAGTATCA
+CCTAAGCCATAGGCAATTTTTTCTCGTATTGTTAACATAAAATCTCACTTCTAATTCTTTGGTATGATGA
+TAGTTGAATTAATGAATTCAATACTTGGGTGATATTACCATCATACTTTTTTCGGTTATTTACCATGAAA
+GGTAAAGCTGAAAATACTGTTGTCTTTTTATCATTATTGTCACTGTTAGCCCTGACACTGGAAGAGATTA
+AGCATCAAGCTGTTGTTGCTCTATTTTTCAGCAATACTGCTTAAATACTGAAACAGGCATCTTGAAGTAG
+CGCAGGTCTCAGTGTTCATCAACACATCAATTAGGCTTTAGAATTACAATATTGATCTAAGTATTGTTTA
+TGCGTAGGTAGTGATTTGACCGTTTGCTCTATCGAATTTTTAATACCATTTAAAAACATGTCTTGTTCAT
+TCGTTGACATCATATCAGCTATTGGATGGTGATTTTGTGGGGACAAACCTTGCCCTAACATGACTTGAAC
+CCAAGAATTCTCAGCAAATAAATCCCATGGTGCTTTAAAGACATAACCATGTTCTTTAAATAATTCAATA
+CGATGACTCAATGAACTTGGAACATCCATTTTGCTACAATAACGCCAAAAAGTTGAATCGTTTCTATTGG
+TAACATGGTAATGCAAAATGATAAAATCTCTAATGTATCGAATTTCTTCTTCAGATTGATAATTATATTC
+ATTTATTACTGAGTCAGTTATCCCCATTTTAGGGAACATTTGCATCAGTCTAATAATACCTCGTTGAATT
+AAATGTATACTGGTAGACTCTAAAGGCTCAATGAAACCGCTTGATAAACCTAAGGCTACACAGTTTTTAT
+TCCAATGTTTTCGGCGCTGGCCGGGGGTAAATTTAATAAATAAAGGTTTCTTTAATGTTTTACCTTCAAC
+ATTTTCAAGCAACAGTTTCTCAGCGTTTTCATCATTCAAATATTTACTACAATAGACGAGGCCGTTTCCT
+GTTCTATTTTGTAATGGAATCTTCCATTGCCATCCAGATTCATGGGCAATAGAACGCGTATAAGGTTTAG
+GCTCTTCAGTACTTTCTGTTTGCACTGCAACAGCGCGATCACATGGCAGCCAGTGTGACCAATCATCGTA
+GCCTGTATGTAAAGCTTGCTCAATCAGTACACCTCTAAAGCCCGTACAGTCAATGAATAAATCACCTTCT
+ATAGTTACGCCTGAAAGCAAGGTAAGAGATTTTATAAAACCTGATTTCTCATCGATATTTACTTGCTCTA
+TTTTACCTTCTATTCTTTTTACGCCATTTTTTTCAGATAGTTTACGTAAAAATTTTGCGTATAATGTTGC
+ATCCATATGGTAAGCGTATTTCAAGCCACTATTTGGCAGGTGAGCGAATTTTTCATTTAGTCCAGCTTGG
+AGTTCTAAGCAATATTCTTCATACTTTGCCTGATAGCCTTCTTTTTTACTTCGATTGTAAAATTGTAAAA
+ATGTTGTTGCCCAACAATCCCTACCAGTAGTGCCAAAAGAGTGAAAATATTCGCTATCGTTATCTTTCCA
+ATTTTCAAAATTGATGCCTAGTTTAAATGTTGCGTTTACACTACTCATAAATTCAGCTTCATTAATCTTT
+AACATTTTATGAAATGTTAACAGAGGGGGAATTGTTGCTTCGCCAACACCAACCGTTGATATTTCATCGG
+ACTCAACTAAGGTAATATTTAAGTTATTACCAATAAGTTTTGCTAATGCTGTTGCAGCCATCCAGCCAGC
+GGTTCCTCCGCCAGCAATAACAACATTTTTTACTTCTGATAGATTATTCATTTGTAATTCCTTACTAATA
+GCGTAAACGTTTAATTAGGTAATCTTTAAACTTTCGTAATGCTTTTTCACTTTGAGGATTGAGCATCCCT
+TTTGCATGTTCTGGAATGTGATCTAATGGCGTCGCTTCAAAAATATAATGTTTGAATAAATTGAACCAAA
+TATCTTTTTTATCTTTTGGCAAGTTCCTAAGCGCCATAACGGCATAAAGCAAAGCGTTACCAGACTCATC
+AGTAAGATGGTCGGTGGATGACCACCAAAATGTGGTTAACAAATTAAAATGTGCTAAACCTTCAACATGG
+TGCCACCACATACTGGGTAAAAATAGTGCATCACCCGCTTCTAATTCCCCAACTTGGGCATGTGCTAATG
+CTTGTTTGAACTTAGGGTATTTAATAAAATCGGATTTTTTAAAGTCAACTAGGCTTATTGATTGTCCCGC
+AGGGGTGAAATCAAGTGGGCCAATATAAAGGTTTTCAATTTGTTCTGGTGGGAATAACGTAAAACGTCTT
+TTGCCATAGATATTACAGGCTATATTATTAGGTACATCGTAATGGGCAGGTATTGTACTTTCATTGCCCA
+TCCACATATTCATAGCGGGTGATTTACCTGCTATATGAATATTGTTTTCTTTTCTTAAGTTGGGGAAGTA
+TGCATCTACAGGTGTTGTACCCATATAATAAAGAGAAGGAGGTGTATCACCTTGGGACTTATTTATTTGT
+CCAAACAAGTCTGCTAATGACATTTTATAGGCTTTGCAGTTAAGCGCTGTGAGTGCTTTGTTATAGAATA
+TGCGCCCGTCAATATCAGGTGTTCCGCAACCAACGACTAAATCTTGGCCACTAGCATATTTCAAAAGATA
+ACGTTGTAATGCGGTTTCAGATTCTTGCCCTTTTTTAACCATGGGCCAATCTTTAATAAAGCCCTTTAAA
+ATAAGTGGCTGTTTTGATTCGATTATAAAAGAAGGAACATCACAAGCAGATATACCCTCTACACTGGCAA
+TTTTTTTAAGAGTTCCTAACATTTTATTTCTCTACGTTGTTTGTAATAACTTGTTTTTTCTTTTGATTAA
+ATCACCCATATTTAGAAGTGATGCTATTGCCATATAGAGTGGTTTTAAAAAGCCTTTCTGACTTAATTCA
+GCCAGCTGTTGAGATGTTAAGTTATTTAATGATTCTTCATTGATAGTATAGAATCCAGATAATCTATTAT
+GACTTTTATCGTTAAGTTCTATATCAAAAACAAATTTTTCTAGTAAGTTATACTCATTTAAGAAGTTTAG
+AAAATCTTGACTCTCTGCAAAACCTTTATCTATCTCTCCCAAAACGTCGCCTATATGCTCTATAAAAGGA
+GTGTTTTGACCAAACTCTGTGAATATGCTCTCACCTCGTTCTTTATTAATTCTAGGACTATCGACATCAA
+GGTGGATAACTCTTTGTTTTTGTACATTGCCATTTATTTCTTGGTTCTGAAAACCAATTAAGAAAGGTTG
+TGCCTTAATTGTATGAGGAAGGTAACCACAATCCCAATCGCCATTAGTTAAAAATAAATTTTCTTTCTTT
+TCCAAGCCAAGTAGTGCGTATGATTGAAATTTTTCTGTTGCTTCATCTTTATGAAAAACAATAGGATAAT
+AAGCTTGAATATCATAAAACTCATTAGGAAAGGTAAGTGTAAGCATTATATTATCGCCTAACTCAGAGCT
+TCTTTGTGTATCAACCTTTAAGTTTCTATGTTGTTCATTATTCAACATTTGATGATTTGACATAATTTAT
+CTCTTTTTTATTTGAAATATTACGCATAAACAATTATCTATATACATTAAAGCATAGACATATTTAGTTT
+TAATTGATAAAAAACCGCCCAATGGCGGTTTTTTAAATTATAAAGACGTCGTTAGAAAGTATAGCGAGCG
+CCGATATTGTAACGAGGACCTGATTGAATAGCATTTAACAGTTCGTTTCTGCTACGGCTATACATACGTT
+GAGTTTCATCCGTTATGTTAATTCCTTCAAAAAACACAACTAAGTCTTCATTGATGTTATAACTCGCATT
+GATATCAATTTGTGAGTATGACTCATTGATGCGCGGGTTATTAAGGTTGTTGTCTGTTTTCACTAAGAAT
+TCATCACGCCAGTTATAAGCGATACGAACTTGTATGCCATTTTTATCGTAAAATGCGACTAAGTTGGCAG
+TATCACTTAAGCCAGGAAGGGCAAATTGACTGTCAAAAACGGTTGGGTCATATTCAGCATCACTATCTAC
+GAAAGTTAAGTTGGCTTGTATACCAAAGCCACTTTCAAGTGCATGTTGGAAAGCTATTTCAAAACCGTCG
+ATAGTAGCATCACGCTCATTAAATGGCACCGTGACATCAAACTGAATTAGTTCATCTTCGGCAACAGAGT
+GTATTTGCCCTGTTGTGGTTCCGCTTGCGTCTACGCCGGTTATGGTGCTTGACTCTGGATAGTTATCAAA
+AATATATTGTCTAATGGCAGTATTGTCACTACTACCTACGGCAGCCATAGCTTCATCAAAGCGAGGTCCA
+CTTGTAGGACTTCTAAGGCCGAATAATTCACTTTTATTTTTCGTTGTGCCAATGAAGTTTTCTATATCTT
+TTCTAAAATAACCTACAGACGCATAACTTCCTTCGTCAAAGTACCATTCTAATGATAAATCAACATTGAC
+AGACTCAAAAGGAATTAAGCCCGGATCACCACTGCTAGCTGTCGCAAAACCTTGTCTGATTTCACCAATA
+CCAACACCACCTCGAATATTATTGTAGGTAGGTCTTGAAAGTGTTTTACCGAATGAGGCTCTTGCTACCC
+AATCATCATCAATCTCTAAACTGATATCAAGGTTAGGTAAAAAGTTATTATAATCGCCATCAAAGTTAGT
+AAAGGCGCTTTCTCCAGTATCAACTGTTGCAAATTCATTGTTAGAAACCCAATCCACACCTGTGTATGCA
+GGTACCATTGCGCTTGCTTTAACATCAGTTTCTTCATAACGGAAACCCGCAGATATATCTAAGGGCATAT
+CTGCAATTTCAAATTCCATATTTATTTGAGCATAAATAGCAGTATATTCTTCTGATATAAGTTCATCAGT
+TGTCCATTGATCATTCACACAAAAACGATCTGCGCATGGCCAAATACCAGGTGAAACTTCGTTATTACTA
+TTAGCTGGCGCAGCATAAGAAGCTACTTCATTCGATGCATCGACAAAACTAAAATTGTAAAACAAGTCAA
+AAAGGTCAATTGTTTCTCCTGCTGCGTTAGTCCCTGTACTTGGTAAGTTATCTAATTGAGAGGAGCTGCT
+ACCCGGCGTAAACAAACTATCGGTAACATCATCTACACTGCCTTCACCGCCCCAAGTATCTCGCTGAGCA
+GTCATAATCGAAGCTCTAATATCATTCTCAGTTTTTGAGATACCAAAATCTACACTCGTGATAACACCCT
+CATCAAAAACGTATTGCCCTCTTAACTGAATTTGAGACAAATCATTTTCAAATTGGCTGTTTCTTAAAGA
+ACTACCTGTTGTAATTAATTCAGCGGGACTGCCTGTTAAACCGTCCAATTGTGAAATAGACATTACAGGG
+AAGTCAGGCCTAAAATCAATCGTGGTACTCTGACGAGAGTTAACGGCATACTCCATAGTTGAGCTATTAC
+CGTAAGGGCTATCTGCTTTCGATTTTGCTGAAGAGTCGTGATAATCAAGTTCAAATCTTAGGTTATCAGT
+AGCTTGCCATTCTAGATTTAAACCAATTGATTCATTTTTATTTATTGAAGCATCTGATGACGTAGAGAAT
+GATAAATCAGGACCTGCGCCTGAATGCCAAACAACAGGAGAGTGGTTTGTGCCTGTTGTAAATTCATTTA
+AGCTGCCATCAATAGTTTCACCTTCCCAAAACCAAGCACCAATGCCGTTTGATGTAGACTCAACCGTTTG
+TTCTGAAAAAGTATAATCAGCAGTAATAGTGATGCGGTCACTTGGAGCATATTGAAAAACAAGTTGTCCA
+TTATCTCTGGTGCGATCAAATTCGGTAAAGTTGTAACGAAATTGTTGTGGACGGTTGAATGTATCACCAT
+CTTCCCAGTCCGTATTATTGATACCGCCATTCCAGCCGTCAACGGGGGCAATGGCTTGAGTATGCCATTG
+CGGAACAACAGCCTCTTTAGTTGCACCATTTCTTTCTTGGTGACTAAATGAAATACCAAAACCAATGGTA
+TCATCGGCAAAAGTATTACTATAAAGACCTGAAATTTCAGGGGTGACGCTATCACCTTCGTCAGTTGACT
+GGTCCATCACAGCTTTGACCCCAAGAGACGCTTTTTGTCCTGGTGTATTAAGTGGTCTTGCTGTCAAAAT
+GTTGATAGTTGCACCGATACCGCCACTTGACACTTCTGCTTTAGCAGTTTTATAAACTTCTACACCGCTG
+ACAGCTTCAGAAGCAAGATTAGCAAAATCAAATGAACGAGAGTTACTAATGACGGTAGATTCAAGGTTAG
+ACGAAGGCATTTGACGGCCATTTAAAGTGACTAAGTTGAAGTCTGGACCTAAACCACGAACAGTAACTTT
+AGAGCCTTCACCGTTAGATCTGTCAATCGATACACCAGAGATGCGCTGTAATGATTCAGCTAAGTTAGAA
+TCAGGAAATTTACCCATATCCTCTGATGATATAGCATCAACAACACCTTGTGCGCTACGTTTGATATCCA
+TCGCTTTGACTAAGCTACTGCGGATACCTGTGACAGCTATTACTTCAACATTTTCTTTATCTTTTAAACT
+TACTTCTTCTGCTGATAGTGCAGGTAAAGCAGTTGCTCCAAGTATCAGTGACAAGCTCGTTGCAATTCTT
+GTTTTAGTAAATGTTTTCTGGATCATATTAGTTCCCCTTGATGCTATTTATTCAACACCTTATAATTTAT
+GCGTAAACGAATGTGTTCTCTGAGCTGACACTATTTTTAATAAAATAATAGTCATTAATACAATAAATCG
+TACATATTGCCCAAATATGATACTACTCTTTCAAAATAGAAAACCTATGCCTTTACGCTCAAACGCCCCC
+TTTTACAAGGTAAAGTGGACTAGTTAAAAAAAGGGCATTTACATCTATTAAGCCCCATATTTATCCCTGT
+CGTTAAATTTAAAAAGTCATTGATTATCTTTGGTAATACTTTTTAGGATCGTGCCAATGTTAGTACTATG
+GTGAATAATATTGAGGTTAGATGGAATGTTTTCGCTGTAAACTTAGGGGGTATTAAGTTTACGCTTAAGC
+TTTTCAATACATTTTGAATGTATTATGGGGACAGAGTTTATGAGTGTTTCAGTAGAGATAACACAGTGAT
+TGTTCTATTGAACAAGTAGAAATGAATACATATACCCGTTACCATTCAAGATGCATGTTGCTCAAGCGCT
+TCTATGATGGGCTTAAAATAACTTTATACGTCGTTAAATAATCAAAGCATAGAATGACTATGCTTAAATT
+ATCTTCCTTGCCTAAAGTCATTTTAATTCCCACTGAAATCCTGCACTTTGATTGGTAACGGGTATAGTTA
+GTGTGATTGTTATAACTGCATACCCAAGTGACTTTGAGTATGCATTATATAAGAAGCTTTACGATGAAGG
+ATTTAATTCAACGTTCTGTATAGGTTCGTCATCATCGACGGTCATTTTTCCACGTCGAGCTTCTAGAGCT
+TCTCGCACTTCACGCGCTTTATCTTCAGTTAATGGATAAGCCATTATCATCCAAATAGCGATTAACGAGG
+TTATTATCGGGATAATCACGTCGCATAAACGCATGAAGAAAATAGTGTCTGCTGACTGTTGGCCTGCTAA
+TGCAACATCAAATCCTGTCGCATTGAGTAGAAAACCACCTGCAGCGAGTGCTACAGCCATTCCGAGTTTT
+ACAACCCACCAATAAATTGAGCCAAACATTCCCTCTCGTCTTTGTTTAGTATTCAATTCATCAAGATCAC
+ATACATCTGCAACCATAGATCCCATTAAGGTGAACAATCCACCTAGACCAAAAGCAATAAAAATTGAAGG
+GATTAACAACAACATCGGACTTTCTGGTGTATAGCAAACCCATTTAAGTGCATAACCAATAATAGAAACA
+CCTGTCGAGAAAAAGAAGGCATTACGTTTTCCCATTATGGTAGATAGTTTAGTGACAAGAAAAATAACAC
+AAAATGTTGATATTGCTGACACCGTTCCAGCCCAGCCAGCAAATTCAGCACCTAATGATTGATCACCACC
+AAAAACATAATAAATAATGACGTAAGTTTGAAACGAAGAGACCAACATAAAACCGTTAAATACTAGAAAG
+GTTGCAGCGCATAAATAAAGAAATGGCTTAAATTTAATGGTTGTTAAAAAGCCCTTGATAAAGTCCTTGA
+AGCCAGCTGGGAATTCTTCGTTAGCTTCATTTTTATCACTTGAGCTGACATTCAAACTTTCTTTGTTTGT
+TTTTTCTTCTTGATGTTTTGAACGTTCTTTCAAAAATATAGCGGGTAAAATCCCAACACAGACAGTAAAA
+ACGCCAATAATAATAGCTAACCACCCTGCTCCTTCAATCATATCTTCAAATAACATATCATTTTGCATAA
+ACCATAGGAACCAAGGAGCCACTAACCAAGCCATTTGTCCCATGAAATTTTGTACCGCCATGAGCCTAGT
+TCGTTCATGATAATCAGGCGTTAACTCATATCCCAAAGCTACCCAAGGTGTTGCAAATACGGTATAAGCT
+AAATAAAAAATGATTGAACCAATCAAAAAGAACCAAAAATAAAAATTTTCACTTTGATCTCGGGGAAGTT
+GCCACAGTAAAGCAAAAATGACTGCAGCTGCTATAGCGCCAAAGAAAATATAAGGCCTGCGACGACCCCA
+TTTTGATTTAGTGTGGTCAGAAATATAGCCCATTAAAGGATCTGTTATAGCATCAGTTAATCTAGGCAAG
+GCACCAATAAGACCTACCAAAACAGGGTTCATCCCTAAACCAAGATTCAAGACAATAAGCATACCGCCAA
+TCGCAGCACCCAATAAATTATTAACAAATGCCCCTAAGCCATATATGAATTTTTGAACAAACGGAATCTT
+ATCTCTATCACTTGTTTCTACAGTATGGGCCATATTTTTATTCCAATATTAATTTTTATGAGTGCTATGC
+TAAAATTACACCTTGTTCTCCGAGCATAATTGAACAAAAAACACATTATATAGATAAGAAAAATACTCAA
+TACTAAAACGATGAGATGACCTTCAAAAAACGGTGAAATGGTCAATAATGCTATTTAATACAAATATGAA
+CACCTAGAAACGTAACGCCACTATCCCTAAAAAATCTTTTTAAAGTCCAGATAATCTACTGATAAGTCCA
+CCTTGTCGTATTTAACTTGTATCCTGAATTATTAGTAATAATGTAGGTATATAGCTTCTCCTAACATACT
+TACATACGGAATAATATTTTCATCCGTAACAACGCAATCCAACAAATAAATTTAAGGGAAGTAAATGCTA
+TCAAAATCGTGTCAACAAGTTCATGAGTTAAATTTTTCGGATGTAGAATCTGAAGTAGTTACACTGCTAT
+CGAGAATGACTATCGAAGAGAAAATTGGCCAAATGAGTCAACTTTCTGGAGATGGATGTATTGTGTCAAA
+AAACTTGCGCAAGGCGGTCATAGCTGGACATGTAGGTTCTATTCTTAATGAAGTGGACCTTGACACAATT
+AACGAGTTACAACGGATTGCTATACAAGAATCACGACTAGGCATACCATTATTAATTGGTCGAGATGTGA
+TTCATGGCTTTAACACCATTTTTCCCATACCACTTGCTCAAGCCGCAACATGGTCGCCAAAAATTGTTGA
+ACGGTGCGCTAAGATTGCTGCAATAGAGTCTTCAAATAGTGGTATAAACTGGACCTTTGCACCCATGATC
+GATATTGCTCGAGATCCTCGTTGGGGGAGAATTGCTGAAAGTCTAGGAGAAGACCCATATTTATGTAAGA
+CCCTTGCAAACTCAATGGTAAAAGGGTTTCAGGGTGACAGTTTATCAGACACAAATTCAATTGCTGCTTG
+TGCTAAACATTTTGCAGGCTACGGAGCAAGTGAAGGTGGAAAAGATTACAACACAACTAATATTCCAGAA
+AACGAGCTACGCAACGTTTATCTCCCCCCATTTAAAGCGATAGCCGAATCCGGAGTTGCCACATTTATGG
+CATCTTTCAGCGATTTAAATGGTGTACCAGTCACAGGAAATAGCTGGCTTTTAACGACTGTACTCCGCGA
+CGAATGGAACTATTCTGGCCCTGTAGTCAGTGATTGGGAAGCCGTTCCACAGTTAGTCATACATGGATTT
+GCCTTCGATGATTATGACGCTGCAGGTAAAGCATGTACTGCGGGGATCGACATGGAAATGGCCAGTGATT
+GTTACTTGAAACACATGAAGCATTTAATGAATAATAACGTTATCTCCCTAGATAAAATTGACAGTGTTGT
+AAAACGAATACTCACACTGAAATTTAACTTAGGGCTTTTTGAATCTGCCATTACATCCCCAAATCAACCA
+TCAAATAGTTTAAATACAGACCATCTAAGCATTGCTAAAGAAGCAGTAATAAAAAGTTGTGTCTTGTTAA
+AAAATGATAATCAAATATTACCCATAGCTAAATCGACAATTAATACCCTTGCGGTAATAGGGCCTCTTGC
+AGATGATGGTTATGAACAAATGGGCACGTGGGCTTTTGATGGTAAAGAAAACCAAAGCCATACGTGTTTG
+AATGCATTAAAAGAAGTAGCCAGAAACGCATTTAATATAAACTATGCTGTAGGGATGGAAACCACGCGTT
+GCAACCATCACGACGGTTTCGCTGAAGCGATTGATACAGCAATAAATGCAGATATAGCGTTGATGTTTTT
+AGGTGAAGAAGCTATTTTATCGGGAGAAGCTCATTGTCGGTCGAGCATCGATTTACCCGGTGCTCAGGAA
+CAACTGATTAATGTAATCCACGCAACGGGGACACCTATTATTTTGGTGATAATGGCTGGAAGGCCCATTA
+CTTTGGAAAAAATCATTTCAAAAGTAGATGCCATTTTGTTTGCATGGCACCCAGGAACAATGGCAGGTCC
+TGCTATCACTGATTTATTGTTTGGGGTAGAAAGTCCGTCAGGAAAATTACCGGTTACCTTTCCTCGAACG
+GTTGGTCAAATTCCACTTTATTATGCACAAAAAAATTCTGGCAGACCCCCCATTGATGAAAAATTTATTA
+ATATAGATAATATTAAAATGAGAGCGCCACAAACTTCCTTTGGTATGACTGCAACCTATTTAGATACTCA
+TTTCTCTCCATTATTTCCTTTTGGCTTTGGCCTATCCTATAGTCAATTTTGTTATACAAAGATCAAATTA
+AATAATAAAGTGATTCCTATGGGGGGCGCTGTTGAAGTAAGTGCAACGATTAACAATGTTGGTAATTATA
+ATGCAGAAGAGGTAGTTCAACTCTATATTAGAGATATTGTTGGTAATGTAACTCGCCCTATAAAAGAGCT
+TAAGGGTTTTCAACGAATCACTTTAGGAAAAGGTGAAAGCATGGTAGTCACATTTAAACTACACACTGAT
+GAACTTGCGTTTTATAACCAACAAATGGAATATAAACCCGAAGCCGGACTATTCCATGTTTGGATCGGCG
+GGGATTCAAGCACGACGCTAAAAACAGAATTTGAAGTGACAGATTGAGAAATTACTGGATATAAAAATAA
+TATGCACTCATTACTTAATAACTTAGTGGTAAAAACTAAAGTGGATGAACTAATGTCAAATATGACATTA
+GCACAAAAAATTGGACAAATGACACAAGCTGAACGGCAAAGCTGTACGCCCGCAGAAGCAAAAAAGTTTC
+ATTTAGGTTCAGTTATGTGTGGTGCGGGCTCTACCCCTGGGGAAAACAAACTTAAAGATTGGTTAACAAT
+GGCTGACAGCTATTGGCAAAGCTCATCAGTAAAAGATGCATGTCATCATGGCATACCCTTACTTTTCGGG
+GTAGATGCTATTCATGGTCATAATAACCTTTGTCAAGCCACTATTTTTCCTCATAATATCGGCTTAGGCG
+CTGCTAACGATCCCGCACTGATTAAAGAAATAGCCATCATTACCCGTAAAGAAGTATTGGCCAGTGGCCT
+TGACTGGACCTTTGCACCAAATCTTGCGGTTGCAAAAAACCAGCATTGGGGTCGGTTTTACGAAAGTTTT
+TCACAATCACCCGATATAACTAATAAATATGTCAATAACATTATTACGGGACTGCAAAATCAACTACACA
+CCGAAGGTATTCTCGCTTGTGCAAAACATTGGGTTGGCGACGGAGCAACGTCTTACGGTATTGATCAAGG
+TGATGCCAAAATTTCGTGGCAAGTGTTAAATAAAACTCATATAAGTCCATACATCACAGCGATTAACTCG
+GGAGTGATGACGGTCATGGCATCGTTCAATAGCTGGAATGGTGACAAATGCCATGGCCATAAGTTTCTAC
+TTACTGATATTTTAAAAAAACAGCTTAAGTTCTCTGGTTTTGTCGTCTCCGACATGAACGGCATTGACTA
+TCTTTCAGACGATTTCTACTTATCAATTGCACAAGGCGTAAATTCGGGCATTGATATGTTTTTGGTTTCA
+GAAAACTGGAAACAATTTATTCGATACTTAAGTAACCACGTAGAATTAGGGACAGTATCAATTTCAAGAG
+TTAATGACGCTGTACGTAGAATTCTTACAGTAAAAGTCGCAATGGGCTTACTTGAAGCCCCTAAACCAAG
+TAAACGAAAATGGGCAAATGATAATAGCTTTGGCTCTATGGAGCACAGAGAAGTTGCACGTAAAGCCGTT
+AGAAAATCACTCGTTTTACTTAAAAACCATCAAAACACACTACCTTTAGATAAAGCGGCACGTATTTTAG
+TAACAGGAAAAAATGCTAATAACATTGGTCATCAATGTGGTGGATTTACAATAGCTTGGCAAGGTGTTTC
+AGGAAATGATGAGTTTGAGCAAGCAACATCGATATGGCACGGTATTAAAAAAATTGCACCTAATGCGTTT
+TTAAGAGAACAAGTTGAACATGTAAATGCAAATGATCACGATGTTGCTATTGTAGTCATTGGTGAAACCC
+CCTACGCTGAAGGATTTGGTGATATTAGAAATGACGATAATCTTATTATAGAAGCAGGATCACAAATAAA
+TGGTCAAATTAATGTTTCAGAGCCTTATGGTAGCACGATAGAATTACAAAGCTTACACTCGGAAGATTAT
+GCAACAATTAAAGAACTTACTGATAAAGGATTACCTGTCGTTGTCATTTTAATATCGGGTAGAACACTAA
+TTATTAATTCAGAACTTGAAGAGTCAGCAGCATTTGTTGTCGCTTGGTTGCCTGGTACTGAAGGACAAGG
+AATTAGTGATGTTATATTTGGAGATGTTAATTTTCAAGGTAAACTATCCTTTGATTGGCCTAAAAACACC
+GTAACAAGCTCTTTGCCACTATTCCCTCAAGGTTTTGGATTACATTATTAAAATCAAGTAAAAGATCGTT
+GTCAGAGACAACTTAATGCCAACCTCTAAAGCACCAATAAAATAAGCCAATAATCCCGATATTGTAAATT
+AATATTGTGGAGTATGTCACAAAGTACCACCAACCTGCTTAATACCTAAGGAAAACTGGACACTGGCAGT
+AAGAGTTATGTCAGATCTTTTTGCTAAACGAATGGGGAGAGAGCTTATCTCTAAAGAGATAGGTAACATT
+ATTTCTTATAATTACGTAAGAAATAGCTCTGCTATGCCTATTTCACCTTATTATCCCAGCGTACTCTCAA
+GTAGAATATTTCAAAAAATAAATGTACCAAAGAAATCAGCATTTCTTTTTATTCTTAATGCAAAATTTAT
+TCATGTCAACTTGAAATCAAGCAAAGAGCTACTGTTCAGTGATGCTGAACAATATGAAATTATTATTTTG
+AGCCAAGTTCAATGAAAATGGCAGGAAACAATTTTGGCACAGTAAATGGGGTATAAAGACAGAGGATTAA
+TAAAAAAATATACGGGGGAATCGATTGACGATGACGAACCAGATTATATTAATCAGATAACTAATAAACT
+CGGCCAACTAAAGTAATTAGATTGTTACTACAGATTTTCCATCAAAAAAACTCAAGAACCTCTCGAGCTT
+TTTTATTGGGTTAGAAAGAGCTTTTGAAATGAACTAAATATTGTCCCCTCTTCCACTTTTTAGCTTTAAA
+CAACTATTAAACCACTGTTATATAATGGATTTATATTTAAAACGGCATTTTCATCCCTGGTGGTAATTGC
+ATACCGCCAGTAAGTGCGCCCATTTTATCTTTATTTTGCTCTTCAACACGACGTACAGCATCATTTACAG
+CAGCCGCTAGTAAATCTTCAATCATGTCTTTATCATCTTCCATTAAGCTGTCATCAAGCTCAACTTTACG
+AACACTATGACTACCCGTCATTGTTACTTTCACCATACCTGCGCCTGCTTCACCAACAACTTCCATTTGC
+GCTAGTTCTTCTTGCGCTTTAGCCATTTTAGCCTGCATTTGTTGGGCTTGCTTCATTAAGTTACCCATTC
+CGCCTTTCATCATTTATTCTCCAATATTTCTAAGTAGACTGTTTATAAATTATATTTAAATGCTCAATGT
+AAGTATTTTACCTGAAACACTGTAAGTTTTGAAATGAATTTATTCTAAAAGAATAATGGCAGTTCCAAAA
+GAAACGTTCAAAGTTATCATTCAACATTAGCGAGGTGAAATACTCTCTTCATTCAAACTTGCTTGAAAAG
+TTTCTTGCAAGGCAATCACCACGGCATCTTCTTTTAATAAAGTCTTAGCGTACTCTAGACGCTTATCATT
+AATTTGACCTTGAATTTGATATGGGTCGGCAACCGTTTCTTCCACAATATCAAGTGTAACCGTGATTTGT
+CTTGCTAAGAATTCACAAATAGCGCTCTGTAAATGTTGATGAGCGATTTCAGTACTTAAATGTCTAGTTG
+CCTGATCTAGCTTAAGAATCAAATTATCATCAGTAGATTTTTCACTGATTGTTGCATGTATTGCTAATTG
+ACGAATACGCGCGGTAAGCTGCATTGAATCGATCATATGCGCCCATTTATCAACTTGATTCGCTTTTGTT
+ACTTTTGCGGGATCTATACTATCTTGATGAAACGGTAAGTCAGGTTCTGGCGCAATGACCAAGCTTTCAG
+TTGATACAACTTGAGGCTTAACTGTAGCGTTAACACTGTCCTGAGTTTTATTTTTACTATTGTCTGCCCT
+ATTAGGTTGACGCAGAGTTGCGTCACTGGACTTTTTTGTTTGCTTCTCCAACTCTTTCTTTCGACTACGT
+AGCATATTCCGAGTCGCGAGCACAGAGCCTACCGGACTATGGATACTAAGTTGCCCTACTTGTTCATTGG
+GCACAATGGGCGCTGTATTTTGTTTTTCTTTATAACTTTCTACCACAGGCACTTGTTGTGGAGCTTTAAC
+TTCTTGAGAAACCACATGCTGCGCTGGGGTTTGATTTAATGAGTTATTCTCACTCTGTTTGAGTTCATCA
+GCTTGTTGCTCAATGGCAAGCATTTGCTCATTTAACTCAGTTTGTTGAGTATTGTCCGTAGCAGCAGCGG
+AGTCACTAATATCCACTTCAGCAAAGCTCTCAACAACGGCCTCTGTAACCGCTGCTTTAGCTATGTCAGC
+ATTATTTGAAAGAGTTTCAGTGGTTTTTGACAAGTTATCATCATCGAAGCTAATCGCTGTGTTTTGCTCA
+ATATTATCTATAGTAGACTCATTGGTAAGCTGTGACTTTTGCATTGGTTTAAAAGCAAATAGTCGCAACA
+ACGTCATATCAAAAGCAGCTTGTTCGTCAAAAGCGTACGGTAAATCTTTTCGGCCATTAAGGCTTATTTG
+GTAATAAAGTTGAACGTCTTCAGCTGACATGGCTTGACTAAACTTTTTCAATAAAGCCAATAAGTCTGCC
+GGTAAATCAAAAGGTTGCTCAACTATTTGCATTAGAGCTATTTGATGAAATAGTTGAATTAATTCAGCAA
+ATAAACGGCTATAACTTGGCGCATAAGAGGCTATCTCTTGAGATAAAGTCATCAACGCTTGGCTGTCTTG
+TTTTAGTAAAGTAATCACCAACTGGTAAACCCAGTTTTGATCTATACCACCGAGCATCTGTTGAATATTA
+GTTAAGTTAATATGACCTTGCCCTTGAGCAATAGCCTGGTCGGTTAAACTTAATGAATCTCGCATACTGC
+CACGAGCAGCTTTAGCTAATAACGTCAGACAACCTTGCTCGTGACTCACTTGTTCATGAGAAAGTATTTC
+AGCAAGCTTATCTTCAATTTGTTTGACAGTTAACGCTTTTAAATGAAATTGTAGACACCGTGACAACACT
+GTAATAGGTAATTTTTGAGGATCTGTAGTCGCTAAAATAAATTTAACATGCTCAGGTGGCTCTTCTAACG
+TTTTTAGTAACGCATTAAAGCTATGACGAGATAACATATGTACCTCATCAATCAGGTAAACCTTAAATCG
+GCCCCTACTAGGTGCATATTGGACGTTATCTAGAATTTCACGGGTATCATCAACTTTCGTTTTAGAAGCC
+GCATCTATTTCCAAAAGATCAACGAAACGCCCTTGGTCGATATCAATACAGGCATCACATTTTCCACAGG
+GTTTATCTGTTATTCCAAGTTCGCAATTTAGACTCTTAGCAAAAATCCGTGCAATAGTCGTTTTACCAAC
+ACCTCGCGTACCCGTAAAAAGGTAAGCATGATGTAAACGCTTTTGAGATAAAGCATTTGCAAGTACATTG
+ACGACATGTTCTTGCCCCATCAATTGCTGAAAGTTCTTTGGGCGCCATTTTCTTGCTAGGACTTGATAAC
+TCATATTAAATTACTTTTAGATGCTTGGATAAACTATTCACCTTGATATTGTATCAAAGAATAAGGAGTA
+ATATTTAGCTCTGCAAGACGTTCCTCTCCACCTAAATCAGGTAAAGAGATAACAAAACCTGCTTCTTGCA
+CTTGTGCACCTAGACGGCGAATTAGTTTAGTTGTCGCCTCAATGGTACCACCCGTCGCCAATAAATCATC
+AATAATCAATACATTATCTTCAGGGGTTAATGCATCTTGATGAATTTCTAGAATATCTTCACCATACTCT
+AACTGATAAGCTTGAGAGTAGGTAGGACGGGGGAGCTTCCCTGGCTTTCTGACCGGAATAAAACCAATAT
+TCAAGGCTAACGCTAACGGCGCACCAAAAAGGAAACCACGAGCTTCTGTGCCAACGATTTTAGTAAAGCC
+TCTACCTTTATATTTGTTTTCTAAAAGCTCCATTACAAGCTTAAAAGCTTCGGCGTCTTCTAATAGACTA
+GTAACATCACGAAACATGATGCCTTCAACAGGGTAATCTGGAATAGTGTGGATTGCATTGATAAGTAGTT
+GTTGCTGTGTTTTATTCATAATACCGAGGTAAAACCAGTGGTACTGGTTTCTAAAAGTAAGTTAATAGAT
+AGATATGCTGAGCATAAAACAATTTCCCTACTTTTTATAGCGATAAAACGGTTAGTCAGGCAAAATTATG
+AATTAGCTTGCCGTGTATCACTCTCAAAGTGAGTACCAGAAAATTCAGATAAAATGGTAAGGAACTGTTC
+TTCATTAATTGGTTTATCAATTATCTTATCGAAAAGGCTAAATTCAACTAAATCCTTAAGTGTGTGAGAA
+CCTTGTGTAGTCATAAAAAAAACAGGAACCGACGAGGATAACTGATTAGCCTTTAGGTTTTTAGTAAGTT
+GTACACCATTCATCAACGGCATTAAATGATCAATGACAAAGAGTTGATAGTTTCCTTGTTGTGCTTTCCC
+TAATGCGTCTAAACCATTAATGGCTAAATCAACATTGTGTCCTTGTGAAATGATAAGCGCTGCAAGCTTT
+TCTTGAACAGTTTTATTATCATCTACAACTAATATATTCATATACAACTTTTAAATTTTCGAAGCTAATT
+TGGCGCGAATATTACCCTATAATTATTTGAGTATATAGGGCTAACGTAGATATATTACGTAACAAAATGA
+TCGTAATGTAACGTCAAATTAGCACAAACGTATTGTTTAGATGCCAATACGGTATTTATTTGGACAGCTT
+AAGCTTTTGACGTTTGGAATCGGTAGTACTCTTTGGGTTAACATAAATATTACTTGCATTAGGTCTTGCA
+CCTTCAACCCAAGGTGATGCCGGTGCAGCTTTATTGGCTTTCTTTTTAACGAAGTCTTTTTTGTTATTAC
+TCGGTTTTGAGTTACTTGCCGTTACTTTAGGAGCTGATGATGTAGTAGGGTTCGCTATTTTACCCGTTCT
+TTCAACATGATAAGTTTTATCTATAGCATGTAAAAGATTTCGTAACACTTGATCTTTACACTCTCGATAG
+TGCTGATGGTCAACTTTACGTGAAAAGGCACTCAATTCGGGCTTACTGATTCTAAAGTCAACACTTTCTA
+ATAATGAAATTATTTGTTCAGCTTGTAGGTTTAGTGCAATTTTTAGTTTAGTCAAAATGATATTATTTGA
+TAAACGTTTTTCAGGTATCGCCAAAGGTCCAGGTTTTTTACCGCGCTTTTCATTGATAAAACCATTTAAA
+AATACAGCTAATTTTGTATCAAATAAGGCGACAAAATCACTATCGGTGTCTTTTTTCAGCCACTGACTGA
+CTTGCTCACGACTTACTTCTTCACCAGCAGAGGCAAAGATCGCTACCATTTGTTTATCATTAAAGTTAAA
+GGTATAACGCAACTTGCGTAAAACATCATTATTATTCACGGTAATTTCCAATACATAAGCACAATGAAGC
+CATTATACACGCTAAGGCAATGGCTAACCTATATGTTATTAAAATACTTACCTAGGACAGGCCTACGTCA
+AAATATAAATAGTTAGCTCAAGTTAGATAAATAAACATTAAGACATTAGCAGGCAATAAAAAACGGGCAA
+TGGCCCGTTTTTTGAATCTTAGTCATTTATGAGAGGTTGATTAACCACCACATTTTTTACTTTTATCTTT
+TGATTTACCTTCGCCACATTTACCTTCACCACATTTACCTTTTTTGGCGTCTTTCATTTTACCTTCGCCA
+CATTTTCCTTCACCACATTTAGCTTTTTTGGCGTCTTTCATTTTGCCTTCGCCACATTTTCCTTCACCAC
+ATTTAGCTTTTTTGGCGTCTTTCATTTTGCCTTCGCCACATTTTCCTTCACCACATTTAGCTTTTTTGGC
+GTCTTTCATTTTACCTTCGCCACATTTTCCTTCGCCACATTTTCCATCTTTATGGTCAGTAACTATAGTG
+ACTAACTCACCTGAAGCAAATGGATTTGACTCTGCTTTAGCAATATTACTAGTGAAAAGGCCAAAGGCAA
+GTAAACTCATTACCACTGCAATTGATGATTTCTTAACTATATTCATAATTTATTTCCTTTTATCTGTGCT
+TATTTTGAATTGATCTCATTATTATTGAGATTTAGTTATATGACTTTTAACATAGACCTGCAAGTGTTAA
+TAAAAATTTCAACTATCTTGTATATTATGCAATAAAAAGCCAGTTATCATTTTAAAAAGATAACTGGCTT
+TTTTAATCACTTCTATTTTAGTTAATAATAACTAAATAGTGACGTTTTTGCGTCTTGCTGTATCAACAAT
+AAAGCTTTTCCAACCCTTTGCAGACTTACGTGCACTAGGATCTTTCATTGCTTTTTGAATTGCTGCGTAT
+GCCTTCTTATACTTCTCTAAATAGAAATATGATTCTGCAATACTCATATGAATACGACCTTGGTTAGAAA
+CACCAAGTTCAATAGCTTTATTCAAAGCAACAATTGCCTTAGAAAATTGCTCATCTTGCTTTAACAACAT
+ACCTTGTTTGCGATAATGCTTTGCATCACTAGTCATTTTGGCTAATTCACCATAATAACTTGCCGCTTTA
+TCGATATGTTGTGCAGAATGCCAAGCATTAGCCAACGTAGAGATATTTTTATCATCACGTTTAACTAAAC
+CAGAAGCGATGTATTTTTCTAACAACTGGGCAGCCTTATAAGGCGCTTCAGTTTGAGAGTATAAACTCGC
+TAATGTTTTAATTTGACTTTCTTTATCCAAGTGACCAAGTTTATAAGCTAAATCCAGCGTTTGAACTGCC
+TTATCATAATCTTCAATCAGCAAATAAAACATTGGTAATTGTGTCCACCACTGCTTATTTTCTGGAAAAA
+CTTGTATTACTGTTTCTAAAACCTTTACAGCTTCTTTATACATTTTACGTTCATAGTAAGAAGTAATTTT
+TAAGATGTATGGGTTTTGATTTGGTTTATCACCAAAAGCAGCAATCGCTTTATCCGCAGGCTCAATAACC
+TTATCTAATTGCTTTAATGAGTAGTACGCATTTGCAATTTTGACGTAGGTTGGACCATCGTCTTTACCAG
+AGAAATCCATCCAGGCATAAAAACTTTTAAGCGCGCCTTTATAGTCTTTGGTTTGCATCTGCATATCACC
+CAATAACTTTAAAGATTCACTTTGATCAACTTCATTAAGAATATCTGGTTCTAAGGCTTTCTTAAGATAT
+TCAATAGTTTTTTGATCATTGTCACCTAACGTTGCATACATAACAGCAACCATACGCGAAACATAAGCTT
+TGTCGTATGGTTTTGAAGCCTCAATATCCAACAAAATAACTAGAGCACCCTTGATATCATCAGCACTATA
+AGCTTCAAAAGCCTTTTGTACTTTTTTACCAACACGAGGGCCAACTAATTGTGTAGGACGTTTCTTCTTC
+TTCTCAACCTTCTCGGCACCAGCAGCTTCTGCATAATTTGCAAAAGGTGCTTGCGCAACAAGTAGTGAGG
+CAACAACAACAAGAGAAGTTGATAATTTTTTAAGTTTTAAATTTTTAAACACTAATTTATTAAACATAAC
+TATTAACCTCCCATTTTGAAGTCAAGTTGAACCGTTAAACCTGGTTGTCTCAGAGGTTTACCCTCAACAA
+CTTTAGGTTTGTACTTCCACTTTCTAAGTGCACGTTTGGCTTCTTTATCAAACACACGCTTAGGCTGAGC
+TTCAAGTACTTTAACGTCTTCAACACCACCAATTTTGTTAATCGTAAAAGAAAGAATAACATAACCTTCT
+TTACCATCTCGAGCAGCCTGAATCGGGTACTTAGGCTCGATACGAACTATCGGTGTAGCATCGCCATCAC
+GTCCCATACCAGCTCCAGGAGCTGACAAGCCAGTTGAAGCACCTGCCATTTGAACACCCGGCATATTGAA
+GTTTAAACCACCAGTATTATTGTTGGCTTCAGGTTCCGGTGTTTGCTGCTTCGGTGGAGCTTTTGGCGGC
+GGAGGTGGTGGCGGCGGTACACGTCGACGTTGTTCTGCTGCAGACTTTGGCGGAGTAGTATTTACCTCTA
+CAATAATATTTTCTTGTTGCTCTTCCTTGTTTCTATCACCGCTAGAAACAAGAAAGGCCATAAAAGCAAA
+TAAGCCAAAGGTAACTACAACGCCTAGTAGTATTGATACTAAAAAGCGAACCATATCTTACCCCTTCGCA
+GCCGCGATAGAAATTCGATCTATACCAGCCTCTTTAATTGCATCCATTACTTTAACAACAACACCATGTT
+TGGCATCTTTGTCAGCTTGAATGATTACAACATCGGTAGGTTGTTCAGCAAGTAATTTCTCAATTCTTGC
+CCCAACACGCTCAATATCTACTCGACCTTTATCTAACCAAATTTCACCGTTATCTTTGATTGCAACAAAG
+ATATTGGCATTTTTTTGCTTAGTTTGATTAGCCGCTTTAGGTTTATTTACTTCAATACCAGCTTCTTTTA
+CAAAAGAAGTGGTTACGATGAAGAAGATCAGCATGATGAACACGATGTCGAGCATCGGTGTCATATCAAT
+TACTGCTTCTTCGTCTTCACGAATACGTTTACGTGCCATGAATATATCTCTCTAGTGGTGAGGTAAACTG
+TCAACCAGTTTAGCCTTTGCTAGTTTAACTTTAGCGTCTAATCTTGAACTAAAGAACACACCTGATAATG
+CAGCTACCATACCGGCCATAGTCGGGATAGTTGCTTGCGATATACCAGCGGCCATTAGACGCGGATTACC
+AGTACCTTGTTCAGCCATAACTTCAAATACGCCAATCATACCTGTTACTGTTCCCAGTAAGCCGATAAGA
+GGACACATTGCCACTAAGGTTCTAATGGTAATCATTCGCTGTTCAAGTAACTCGTCTGCTTCGGAGATCC
+AAGTCTCTCTAATTCGATGTGCATACCAAGAAGTTGTATCTCGGCGTGCATCCCAACGAGCGATGATATC
+ATCTCTCATAGTTGGGTAGACTGATGCTAAGAACCAATAGCGTTCTATCATCAAAATCCACATCAATAAG
+AGTGCGAAGGCAACAACATAAAGTACATTACCACCCGTCGCAATAAAACCCCTGACAGATTCCCAAAGCT
+CTATCAGGAATAACATTATTTAGACCCCTTCTCTGCAATAGCAGCGATTAAACCAGCGCTCTGCTCGTCT
+AATTTTTGTAACACTGACTTACTCTTACCAGCAACAACTGAGTGGATTAAGATAAGTGGAAGTGCACAAA
+TTAGACCTAATGCTGTAGTTACAAGAGCAAGAGAGATGTTACCAGCCATAATTTTCGGGTCACCAGTACC
+AAACAAGGTTATCGTTTGGAAAGTCATGATCATACCAATAACAGTACCTAATAGACCCATTAGAGGAGCT
+ATTGCGGCAAACATTTTGATTAAGTTAATACCACGGTCAACCTTAGGGGTTTCACGAAGAATAGCTTCAT
+CAAGTTTAAGCTCTAACGTTTCAGCATCTACTGATTGGTTATCATAGAAAACTTTAAGTAAACGACCAAG
+AGGGTTGTTTTCATTTGGCTTATCAAGATTTTTCTCTTGAGATTTAATTTTAGAGCTCATGCCACCTAAA
+ACGATTAAACGTTCAAGTGCAATGATAACACCAAAGATTAATAATACCGTGATGGCATAACCAACTTCTT
+TACCTTCGTGGAAAAACTCTTCTAACGTTTTCTTACGAGTTTCTAGAGATAAGATACCGCCACGTGAAGG
+ATCCACGTAAACAGCTGCATAACCAGAAGTTACACCAGAGAAGTTTGAGGCCGTATCAGTTATGTAACCT
+GCAGGTTGCTTAGGTAAAGGCTGTACTTGAGAAACTTCATCGTTGTAAGTTAAGTAACCGTTAGCTGATA
+CTAAGTTAAACGTACCGATACGAGTAATCGTTTCAGTAGATTTAGTACCATCTAAATTAGTAACATCAAC
+ACTAAACTGTGAGATTTTACCTGATTCAGTCATTTCGGTTTGTAAAGAAAACCATAGTTCTTCTAAATCA
+GAAATGCTTGGGATTTCTTTTGCGTTAGCGATGCGATTAAGCGCTTCACCACGGTTAGGAAATTCAGCAC
+TTACAATTGAAGTACTAATTTGACCAAATGCATTTGCTGCTGCAGCACGTGAAACACCAAACATTTCACC
+TAAAGTACCAGTCGCATTATCTAATTCAACTTCTTTTTGTGCTAACGTAATTTCATTAGCAGCATATTCT
+TTAGTTAAACGTTTGTTACGTACGTTTTGATCTGATAATTCTTTTTTCGCTTTATTTAATAAAGCAGTTT
+TATCAGCGCGTGCAGACAAAAATTCAGCTTCACGTTTTTTATCAAGTTTAGCTTCTGATACACGGTCAGC
+TTTAACTTGTTTTAGTAAATCATCTAATTCATTTGCTTGAGTTGTTGCTACAAAACCAGTCGTCAAAGAC
+GCTGCTAGCAATACAAAATTAATAACTTTTTTCATTATTTTGCCCCTGCTGCAAATACTGGTAATTTAGT
+TAAATCCATTGGAAGTTGTTTACGTGCCATACGAATAGCATCTGTAACAGGCTTTAAGTATTCATCGCCT
+AACTCTTCCCATGCACGTGTATCATTGTTCCATAACCAAGAATGCTTAGCATCTAGTGATTGTGCAACAA
+ATGCAATACGGCCCATATGAACGAAATCAGCAGTAAGTGTGCGACCGCCTAAATCAATCTCGCCTTGATA
+AGCGTCAAAGATAGTTCCGTAACCGGCTTCAATTTCATAGGCTTCAAGTACTAAACGGAATTGCTCAGAC
+GTTGTAACGTTTGAATCATCCATTACAGCGCGAAGATTAGCAACACGAGCATTACGACGGTCAATGTTCA
+TTGGAACATCTAATTTAATGAATGTTTCAAGCGTATCGATCATCTTGTACATTAATGGCACAACACCTTG
+TTTGAACTCATCGATGCTATCAATTTGTCTTTGCAATGAAACAACATTAGCTTTTTGATCATCAACCATA
+CGTTGAACATGGTCGTTATAACCACGTAATACATCAGCTTCATCAACAGTATTACGGTATTCAGCAAGAA
+GGTCTTGCGTTTGTTCGTAAATGCTATTTATTTTAGCTTGTGACTTTGCAGATTGCTTGAAGATTTTCGC
+TTCAGCTTTTTGAAGGTCTGTTAGTGCATCCGCAGCAGCTATATTGCTGCCCGCTAGTGCCAGTGCGCCA
+ACCATCGCTGTTGCGATAAGGCTTTTCTTACTTACTTTGGACATAGTTCCCAACCATTGCTATTTTAATT
+TTGATAATCCGAATTAAACAAATTTTGTAAATCCGTTGATTACCTCAAATATAAAAGTCTGTCGTTTTTA
+TATGTAAATTTTTATGAATACAACAAATCAATAATCCCAAATGACAGCAGTGCTGTCAAGGTGAGACTTT
+AAAAGACGATATTATGTGTTTTTTATTAAACTATCTTTAGAAGAAAGCCGATAACTTAGCATTATCAAAT
+TACTGCAAGTAATAGACTAATAAAAAAATATATCTTAAATACTAGCAAAATTACTTAAATATAGATTAGT
+CGAAATCATAATTTAAGGGACAAAAATTTTGCAGAAGTATGTTTTACTAACATCTTCGTAGTAAGTCAAA
+TTTATTTGCGTTAAACGCTCGATAAACGACCAAAACATTCGTTCTTATGAACTTATTATTATAAAGATAT
+GTTTACAAAAACCGAATAAATCACAAAAAAAAAGCCCTACTATTTAGTAGGGCTTAGTAATTTTTTCACT
+ATTTATTGGTTAAATCATACGAACTAGAGATTAAAATCTAGCAGTAGCTTTAACATATAAATATTGACCC
+GCTAAATCATAAGAATAGTTTACAGTATTCGAATCATCGTAGTTAGACATGTAAGGAGGTTTAACATCGA
+ACAAGTTACGTGCACCAGCAGAGATGGTGTAAGTATCATTGATGTAATAAGTACCTTGGATATCAGTATA
+AACTACAGAGTCAGCTACTGTATCTAACGTAGTATCTGTTGCACTAATATCATCACCTTCAGATTGGTAA
+CGGAAAGTCACGTTAGCTGAGTAGTCATCTGTTGCGAAGTTAAAACCTAAGTTAGTTCTCCATTCAGCGA
+ATACTGCTGGGTTACCTTCCCATTGGTCAGCTGCAACCATTCCTGCGGCTTCAATAGTTTCACTACCAGC
+AGTTAGCGTGTAGTCATAAGCCATTAAATATGTACCATTTAAGGTAGTAGTAAATGTACCACCAGCAAGG
+TCCATATTGTAGCTAAAGTCAAAATCAATACCTGAAGTTTCAAACGTTGAAAGGTTATCATTAATTACCA
+ATACACCTGAAAGTACTTCACTTACATTACGACGAGGTGATGTAGGATGAGGAGGAGTATCTAAAGGACC
+GAATTTACTACCTTTAATATCATCACACAATTCGTCTGAAAATCCAACGCTGTTGTAACATGCATTAGCA
+ATATTATCTACACCAGAAGTACCGATACCTTGCTCAATTTTGATATTAAAGTAATCAAAAGCTACCGAGA
+AGTTTTCAATACCTGAGTATACAATACCCACAGTAAGACTTTCTGACTCTTCTGCTTGTAAATCAGGGTT
+ACCACCAACAATAGCGTTTGATTGAGAATCAGAGTCAAAGTCTGCTGGTATACCATCTGCTGCACAGTTA
+GCTTTAAGTGTTTCATTTGAGCTTAGGCCATAATCCCAACAAGGATCAGTATAGCTAAGCGCAGATTGTT
+CTTGAGGATCAAATAACTCAGTAATGCTTGGCGCTCTAAAGCCCTCTGCAAATGTTGCACGAGTTAATAA
+ACCATCTACAGGTTCCCACTCAAAACCAAACTTTGTGTTAGTTGCGTTATCATCAAGGTTACTATAATCA
+GAAGCTCTTACCGCTGCTGTAAACGTTAAACGTTCAGCAAAAGGTACGCCTGATAATATTGGGAAGTTAA
+ATTCTGCATAAACTTCTTCTACAGAATAATCACCTTCCGTTCTTATACCAGCTTGACCGTATACTTGACC
+TAATGCTTCAGCACCATCTGGTTCATTTAAGTAATACTCGGTACGACGCTCATAACCAGCAGCCCACTGA
+ATAGCACCACCTGGTAATTCAAGTTCACCAAGGTCACCAGATAAGTTAGCCATAAACTGAGTTGTTGTAC
+CTTTACGTACAGGAGAGAACGTTACTGTAGAAAAATCACTTTGTTCTGGAGTCATAGTCCCTTTAGCAAA
+CGGGTTCCATACACCTGGACAATCTTCATCAGCAGCACATAACGCTGGGTCTAATAATGTTTCTGTATTT
+GGACGGTTTAATTCACCGGTGTTAACACGTGTATCAACAAAACGAGAGTAGTTGTATGAAACATCCCAAC
+CCCAACCATTGTCAAATTCACCTTCTAAACCACCAACTACGCGGTAATCATTTGTATCTTGTTCAAAACC
+ACGACCACCACCTTCAGTGATACGACGGTTAATTGAAACATCTACACCATAAATGTTGTCAGGGTGAGCA
+GCGGGTACTGGAGCACTCCAGAATGTTGCTGCAGGTGCCATTTGTTGACTTGATTGACGGTTTGAATAAC
+CACCTTCAGCAAATGCTGTGATTGAGTCAGATATTTCATAAGTAGACGCAGCATTTACAGAGAATATTTT
+AACTGGAGTAACTAAGTAACTCGTTGCAGCATAGTTATAACCATGATCAGCTGTGCTAAAAGGAACACCT
+GCTCCATCAATCGTCACATAACGTCCACCAACAGTTGAATCGTCAGGTCTTTTAGAGCCAACTGCTTCAC
+CATTGATAATATAACCTTTAGGCAAGTTTACACGACCAAATTCAGAATGTGATGAACCACCACAATATGT
+TGTAGAGCCTACGCCATCATCCCAAAGTGGACATTCTGAGTATTTTCTGTCTGCTTGAGTAACTTCTTCA
+CGGTCAGTGTAATCTACAGAGAATACAACATTACCTTTATCATTAGAGGCACCTGTTACGATTGAAAACT
+TAGCTGTATCACCGTCGCCTTCACCCGTTACATCATATTGTGCTGTAACTTCAAGGCCTTCAAAATCTTT
+TTTAGTGATAAAGTTAATAACACCAGCGATAGCATCAGAACCATATACAGTAGAAGCACCATCACGTACA
+ACTTCAACACGCTCGATAAACGAGGTAGGGATAGAGTTCAAATCGCCAGAGTTGAAGCGACGACCATTGA
+TTAGAATCAATGTACGGCCTGAACCTAAACCACGAAGTGATGCTGTAGCAAAACCTGCACTCGCGTTGTT
+TACGTTAGAACCTAGTTGCGCGCCGTTGATTGCTGGGATTTGTTTAATGAAACCTTCTAATGAAGTAACA
+CCAGATGCTGCGATATCCGCTGCAGAAAAAATACTTACTGGGCTAGCTGCTTCCATATCAGTACGTTTGA
+TACGAGAACCAGTTACTTCAATTTTCTCAACTTCTTCTACGCCTTCTTCAGCTGCAAAAGTTGGTGCTGA
+AATGGCTGCAGCAGCACCAGCTCCGAACATCATCGCTACGCGGATTGCTTTAGCTACTTTACTATTGTTA
+TACATGTTTACTCCCTGGATCACATAAGTGATTGGTTGTTTATTTGTTTGTTTTTTATTTTGTAAAGACT
+CAAGGCTATGCTGCCTCGTTAATCTTTTATCAAGTTGTATACCTGATCTGTCGGCTAAGATAGTAAACGG
+GAATTGCAGGAATCGTCAACACCAATTGCAACCTAATAGTAATATTTTTAACATCTGGACACATTCTGAC
+ATACATTCTGACATACATTAACGTCATTTAATCCCATGACAAAACAACAATAAGCCTTTGAATTAAAATG
+ATTTAAATAAAAACTCAGTATTTCAGTAAAATGATAATATTTATTTTATTAAAAAATGTAAAAAATACAC
+CTTATAAATATTTACAAATTCATAACAAACATAAAAGATCATTAATTACAATTACTTAATTAAGTATCAA
+GATCTCCCCCTGTCACTATGCTAAATAAAAATGCACATATAACCAATTTATTTTACTCTTAATAAACAAT
+GACATAAAATAAATAAACAATAGCTATGTACATTTATGATTACAAAGTTATAGTTTTTGCTATCTGACAA
+ATTTCATTTATTGTTACTTTAGGCTACTGATGTATCCGCTTATTACTGTTTTTTCTTTGCTTAGAACTAC
+GGTATAATCACGGTTAACATAACTTTATTGCCCTACATATGCCCCAAAATAGACATGAAATTGCTATTAG
+TCGTTTATCAACATTGCTAGAACATATATCTGTTCAAGCAAAACAAACGGATCAATTAAACAGCAAACAA
+AAGTCTCATCGATTGATCGAAAATAACAATCTTTTCTCCCAGCATTTATTCACTACTGAAAGTGATAAAA
+TTTTTATATACGTTGAAGAAGTAAAAAAGCGATTGAATGAATTTTCACGGTTATATGCGTTAAGTGGAGA
+CAACCCTAACAAAGCTGAGTTTGCAAAGTCGTCCCTACAACGAATAGAGCAACAGATTTCAGCATTAATG
+AATGCCATTCAATCTAACCAAACTATGCATCAAGCAGCACAAGCAAGCTTTGACGCTAGAAAAAATGTTC
+GAGTAAAAGCGGCTAAAGCTGCTCAATTAAAGCAAAACGATGTCTATAATAAAATGGCTAAATCAGTTTT
+ACTCACAAGCCATCAGTTATATCAACAGTTAAGTGAACATCATGAATTCGAAAGAAGATTAAGGGATATG
+ATCACCGAGCGCGAGCAACAACGAATTCGCTCTAAAAGTGCAAATACTGAAAAACTTTCACAGGAAGTAC
+TTGCTCTACACCAGCGTTTAGGTCGCTGTCGTAAAGCTATCTCTTCAATTGAACGAAGTATTGAGCAAGC
+AGAGAAATCTAAACTCAGATAGCAACAACATCATCACCTTATAGACTCGCATTTTGTTTTAACTAAGGTT
+ACTCTTTGTATAAGCTCAAATAGGCTATTACTTGCTCAATCATTTTTAAAAAGAGGTTTTATGAAAATTT
+CAGATGATATTCATAACTATTATGAAAAACTAGTTATGCAACATTTTGTCTCGGCAAAGTTTGATGAAAA
+GTATGATATCGATTTTATTGCAGATTTAACTTGTGTGGTTTTAAATCAACTGCCAACTCGTTACATTCGA
+CATGAAGTCGACATGGCATTTTATTTACCACCTTCAGAACGTTTCGAGATGGAAAATAAAGTGAAAAAAG
+CTATAGCTAAAGCCCTTGAATTTATGGATGTAAATAGAATTAATACGTAGAATACTGAAATTAGGTGGCA
+ACCCAATCAGCCACACTTCGACACATATGAATACCCCCCAAAGTTAGATATACTGACTTATTCTACAGTT
+TGAAATTATTGGTGAGTTATAGCGGTTAAGCGAGCAATGACTTAGTCCTAGTGTTGTTACATAATCCTGA
+CTCACCTTTTCTATGACATACTTTATTAATTTAAATCCCTCGATTATTTCCTAGAAGTAATTTATCTCCT
+CACGCATAACATAATACCCATCCAACCCATTGTGTATCGATAGCCAAAAGTGAACAGTTAAATAGTTCTT
+CGATTTCAAAGTATGCCATTGTTATACCCACTTATTTTTAAACATAAAAAATCCCTAACCTGATGGAGGT
+TAGGGATTATTATTTAGTTAGAATAACAGTCCATAATTCAGACACGTTATTCACTTTAGCAATAAATTTA
+GACTTTAAAACTAGCTAAATACATTGCAAAGACTATTAGAAGTTAACAGTTACACCTGCATAGGCACGAC
+GACCAACTAAATCATACAATGGATCATTCGTCCAGCCTTTCGGTAATTTATCAAAAATATTACGAAGACC
+AGCATTCACTTTAACATTTTCGCTAACAATGTAATTAAACGATAAATCATGGGTGGTAACTGAAGGAATA
+TAACCTTGTTCTAAATCTTCAGGTGAACCGCCACCAGGTGATACATCATAAGTTACAACACGATCAATAT
+AACGTGATTGCCAAGTAACTGATAAATCATCTAAGTTATAAGTCGCTGAAAAACTTGCTTGTAATTCAGG
+GTCACCTGTTTCACCAACTTCAACATTGATTTCATCAGGACGATCTTGAAATTCAAATTGCTCTAATTCA
+AGCAGTTTATTTACGAATAATTTTAAATATAACTCGCCTGGAACACCTAAACTATCAAGTGCAAAGTTAT
+AACGCATTTCTACATCAATGCCTGAAGTATTATAAGCAGAAGCATTTAAGAAACCAGAACGAACTAAGTC
+AATATCATATGTTGTTGCACTACGATCTACAGCACCACAATATACAGCATCAGGACCGCCAGTTGCATCC
+ACACAGTTATCAGCAATATCTTGTGATTCTACTTCAATAATTGCATCTTTAATTTCAATATCGTAGAAAT
+CTAATGTAATTGAGAAGTTTTCTAAATAACTAGGCGTCCATACTGTACCGATGGTAAGTGAAGTTGACTC
+TTCTGGTGTTAACTCATCATTACCACCTGAGAAAGTATCGATACTTACATTATCATTTGCTTCGAATCCA
+ACAGGAATACCTAATGCAGCACAGTTACTTACACGATCTGGATCGTCAAGAATGTTATCAGCATCACACG
+GATCGCTTACACGTGCAAAACCTGGCGATAGTGGGCTAAAAGCTTCAGATATGTTTGGCGCACGTACCGC
+TGCACCGTAAGTACCACGGAAGCGTAAGTCTGCAATAGGCGCATACATCATACCTACTTTCCATGCATCA
+ACAGATCCTGCATGAGAATAATCAGAGTAACGGTATGCACCATCAAGTGTTAATTCTTCAGCTAAAAATT
+GTCCTGAAATAAGTGGTAAGCTAACTTCAACGAACATTTCAGTTACGTCATACTCACCAAATTCATCGGG
+TGTTGCCGAGTTAGTAGTTGCACCACTTTTAGTTAACTCATCAGTAATCGTTGATGATGATTCAGTACGA
+TATTCAAAACCAGCGGCTATACCAACAGCACCACCAGGTAACTCGAAGAATGCACCTGTATCACCAGCTA
+AACTACCACCAATAACTTCTTGCTTAATAACATCTTTACGCGTTACATCGGCAGAAACCCAATCTAATGC
+TTCAGGAGAAGATTGCGCAAAACCAAATGGGTTATAAGCAACACAACTACCAGCATCAACCGTAGCAGGA
+TCACTGTAATCAGCATCTTGAGCACTTTCAAGTTGACTACGACAAACTGCTTGTCCTGTAGCTGGATCAA
+TAACTGAATCAATGCCCGCAGCTAAATTACCTGGAATCAGGTCGTTTTCACTTACACGGTTGTTGCTTGT
+TTCACCATAAATGTAAAATAACTCATAATCTACATCAGTATCTCCTAATGAGAAGAAACCATCCAAACCA
+CCAACAAAACGGAACAATTCACGATTATGATTAGAAGAGCGATTACCAAGTTCACCAAAGAACTTAGCCA
+TAGAAGCAGTACCGGTTCCACCAAGTTCAGCTCTTGCTTCATCACTTAAGAAAGCGTTATCTGCAACATT
+GATATCAATACTACCGAATCGGAAGCTAGGTTGAAACTGCTGCTGTATATCAGCTCTGGTATATTTAAAG
+TCACCGAAGAAATTGATATTTTCAGTAATTTCATAATTTATAGTAGAACCAACTGTAGTACGTTGCACGC
+CAGGAATATAGTTTTCATACTGCTCACCGAAGAAACCACGATCACCACAACTTGCTTCAAGTTCACCAAA
+AGCAAAACTATTATCTAAACTACGTGAACAAGCATCTTGTCTATTGCCACTTTTATCAAAAGTAAAACGA
+TCGCCGCTAAATGGATTCATGACACCGAAATCATTGATCATTTCAGAACCGACATTAGGTCGACGGAACT
+TATCAAAAACACCGTCTTCTTCGCCTTCATTATCAGGGTTAATTACAGATCCCCAGCTATCCCATTGACG
+AACAGCTGAAGACATCACTTCAGTGGTATCTTCAATACCAGCGAAGAAAGTAATATTACCTCTACCATCA
+GCTATATCGGTACCGCCTAACACACTGAAAGTATAGTTTTCATTGCCAACACTTTCAGTTGAATTACCAC
+CGGTCAAATTAAACTCTAAACCGTCAAAGTCTTTTTTCAAGATAACGTTTACAACACCTGAAACAGCATC
+TGAACCATAGATAGCAGAAGCACCACCAGTAATGACTTCAACACGTTCAATTAGAGCTGCTGGGATTGTT
+GATAAATCAACCTGAGAAGAACCAGGAGAGCCGGCTACATGACGTTTACCATTAATTAAGACTAAAGTAC
+GTTTAGTCCCTAAACGACGTAAATCAACAGAGCTAACACCAGCTTCAGCGCCATCATTATTGTTACCAAT
+AATAGTACTTGTTGCACCAAGTGCAGGCAATTCGGCTAACATACTACCAAGATCTGGGTTACCAAAGCGC
+ACTAACTCTTGCGCATTAATCGTGAGTGTCGGAGATGGTGTTGATAATTCAGCTCTTTTAATTCGAGAAC
+CAGTAACGGAAATACGCTCTACTGATTCAAGTTCGTCAGCTTCAGCTGCAAAAACTGGCGCTGAAATTGT
+TGCTGCTGCACTTGCACTCACTATCATAGCTAGTCGTATTGCTTTAGCTACTTTACTATTGTTATACATG
+TTTACTCCCTGGATCACATCGGTGATTGGTTGTTTATTTGTTTGTTTGTTTTTATTACGAAAAGACTCAA
+GGCTATACTGCCTCGTTTATCTCTTATCAAGTCGTAAGACCTGACCAGTCAGTTAAGATAGTAAACGGGG
+ATTAGCGGAATCGTCAACACTATTTGTAACAAAATAGTAATAACCTTAACATTTAGATACATTAATACTC
+ATATCAGAAACAATTAAACACAACAAACAAAAACAAAAAACTTAATTATTTACAATGAGTTAATTATAAA
+AAATCATTTTAAACGATATTAAAATTAATCACCTGAAACAACTGTAAAAAAAATATTAATATAGTTACAA
+TTAAGTAACAAATATCAATTTTAAAAATAATAAATAGTAAAAACATAAGCTTATGAATTATAAAAGACAT
+TAATTAGTGCTACAGCATTAATTAATGGGCAAACAAGAAGTTAAATATATATAACAAAAACAATAACTTA
+ATATAAAAAAGCAATATTACGTAAACTTTTAATTACAAATGTAACGTTTAAATGCAGTACAAAGTTTATT
+TACTACTGAAAATGATGGTGTTTTCTATATGTTGAAAAGGGTGCGGATTTAATAGATGGGCTTTGAAAAC
+GGAAAACGAGCTAAATAGTTTAGAAAAGCTATTATCTCGATTGGGCATTACTAGCTCAATGGTTTTTTAA
+AGAAGTTTTGTCTAATCTTCAGATGATATTTATAATCACTATGTAAAACAAATTAAACAAAATGATATCT
+TGGCCAATTTTGAACAAAACTACGATTTAATTTTATTGTTGATGTAACATCTGTGGTTTAACTCGATGCC
+AAAACGTCATATCTGACATTAAAGTCGACATAGAATTTTTCATCATACTCAGAATTTTTCTGATATGAAG
+AGTAAAATTATTACTGTATTTTTTGAATTTTTTTGATGTAAACAGAATAGAGGGATATATAGAAATTGGG
+TGGCAACCCAATCAGCCACACCTCGGCACATGAGTCGTCTGCTGCGGTTGCTTCCTTCCGGACCTGGCCG
+AGTTCACAGAGTATCATTGCGAGGGGACCGAAAGGGTCACCATAGAGGCTTTAAAAACATCTTGTCCTTA
+AAGCGGCGCAAATTATCGCTAATCATTCGAACAGATGCAAGTAGAAGTTAGAAAAAAGCGACTACTTGAT
+TGTTTTTCACTCTTATTATCGAAATTAATCTTTCTTTTCTACTCGCTTAGCTAGTTTTTCATTAATTTCT
+AATAATACTGACTTAATAATCAATAGATTTTCTTTGCCAATACGCAACAGAAGTTTATCACTATCCTCTA
+ATGCTTCTAATTGAGGATCCTTATATTTATACATTACACTGGTTCGAGTTACATCCATGGTTGATTTAGG
+CAAATCCATATCAAGTACTCTGGTTATTGCATCTTGCAGTGTGTAGGTAAAATCTTCTTCATACCCCAAT
+TCATTGTATGCCTCATCAATCAATGGCTTCATATCAATATACCAATTAACTAGCGTTGTGCTGTCCACAG
+AGCGGAGCAGATCAACGTATAGATCAAAACGCTTGCTTGTCTTACTATCCCATTGCCATACATTTTGTTC
+GCTATCAACATTGATTGATTGCTCATCAACAGAGAACTTCTCTTTAGGCTGAATAAAAAGGCTATGTTCA
+TAGGCCAGCTGTCCTTGGGCAAAGTTATCAGTAAAAACGACAAAACGGCGAATAATATCTTCCGTAATCA
+GCAGTGGTAACAATTCATTTCGCCAAGTTAAATCAGGTAATTTCGTTTGCAACCAATCATCACTTTCATC
+TAATTTTGGTAAAGTGATAGTCACTTCTTGTTCTATCGGCTCCACATCTTCGACAACGACTGTAACCGGT
+AACTCTATAAGCGCTTCATCATCTTCCTGCTTTTGTGTTGACTGAGAAGCAGGTATCACTGGCTCTTGTT
+TTAATAATTCACTTGAATCTATAGGACGCTTTTCAATTTTTCCGCCTGAAAATTGCCATAAAGCGACAGC
+TACTAAGATTAAAGTAACAATAAAAATAATAAGTGGACCCGAGTTTCTCTCTCTCTTGCCCTGCTCTAGT
+TGTTGTGTAGGTTCTGAATTGTCCATTGCCATCCGAATTATTTTTGTTAATGCTGAGTAGGTATTATTGC
+AACGCTTTTTGTCTTGTGATGCAACCATCAAAACGTTTTTTTATTGTTTTTTATGTGGTTTTTTGTATTA
+TTTATTATTTCAAAATATGTATTACTTAAAAATAGCCGACTTCTTTACGGAAGGCCATTTAATATCAATA
+TTTTTAAAGTATCGACGAGACTTGAGCCCTATTACTTTGCGTCTGACTGGTTCTCTGGTAAAGCATTAAT
+AAAAGCAGGCAATTCATTACAGTTTTTGACTATTTTATTAATTATCGGGTAAGCGCTCATATCAACGTTA
+AATCGATGCGCATTATAAACTTGCGCCACTAAACAAATATCAGCAACACTCACGGTATTGGCAAAACAAA
+ACTGCCCTGCACTGCTCGCTAATTGCTTTTCTATTGCGATAAAGCCAACATTCATCCAGTATTCAACCCA
+TAACTGCTTCGCTTCTTCTGTTATATTTAATGAGTTAGTTAAATATTGCTGCACCCGTAAGTTATTGAGA
+GGGTGAATCTCGCAAGCTATATCTAACGCTAAAGCATGTACTTTCGCTCTACTTTTTGCCTCTTTGGGAT
+ATAAATAGTTTTCGCTGTTGGTTTGATCTAAGTAATCAATAATAGCCAAAGATTGGTTTAATGAAAAATC
+ACCATCAACTAAGGTTGGCACTAAGTGATTTGGGTTGAGCTCACTGTAGGTATTATGGTGCTGTTCTCCG
+CCATTTTTAACAAGATGTACTGAGATTGACTCAAAGGCAATACCTTTCATGTGCAGTGCAATTCGGACAC
+GATACGCTGCTGTTGAGCGCCAATAGCCATAAAGTTTCATAGTGTTTCCTTCATATGATTATTATTCTTT
+ACAAACAAAAATGCTAATTACCTGACCCAGTTAACTACTATAGTTAGCCCTGTGTTGATAATTAGCATTT
+TTTTATTATTTTTAAAAAGCTGACTTAAAGTCTATGTATAAGCTTACGGCAACTTAAAAATTACTGCGCT
+TTATACTCAACCACTTTTTGATCAATTGAGCCAAAAATACTTGCGCCTTCATTATCAAACATTTCAATGC
+GAACAGTATCGCCAAAACTCATAAACGGGGTAGTTGGCTTACCATCCGCAATTATCTCTAACATACGTAT
+TTCAGCTAAACAGCTTGAGCCTACTGAACGGTCATAGTTTGAAATCGTACCTGAGCCAATAACACAACCA
+GTTGAAAGTGGACGTGTTTTTGCAGCATGGGCAACAATCGTTGGAAAATCAAATGTCATGTCTACACCGC
+AATTCGGTTGGCCAAATAGCGTTTCATTTAGATGTGTAGTCAATGGTAGGTGTAATTTTTTGCCATCCCA
+CGCATCGCCAAGTTCATCAGGCGTTACTGCTACTGGAGAAAAAGCACTTGAAGGTTTTGATGCGAAAAAG
+CCAAAACCTTTCGCTAATTCACCTGGAATAAGATTACGCAAAGAAACATCATTTACCAACATTAGTAACT
+TAATATGATTCGCTGCTTGCTCTACCGATATCCCCATAGGCACATCATCAGTGATCACAGCCACTTCAGA
+TTCAAAATCAATGCCATACTCTTCGCTAGCAATTGAGATATCATCACGTGGACCAATAAATGCGTCTGAG
+CCGCCCTGGTACATTAGAGGATCTGTCCAGAATGTTGCAGGCATTTCAGCATTTCTTGCTTTACGTACTA
+ATTCAACATGGTTTACATAAGCACTACCATCAGCCCATTGATAAGCTCTAGGTAACGGTGATTCACATGC
+TGCTTGTTCAAAAACTAAGGTATCAGTAATTTCATTATTATTTAGCGATTGATAAACTTCAGCCAATTTT
+GGTGAAATCTCACTCCAATTATCAAGAGCAGCTTGTAATGTTGCAGCAATATGACTAACTACTACCGCTT
+TATCCAGAGCACGGTTAACAACTACCAGTTGACCGTCGCGTGTATTATTCTTAAGTGTTGCTAGTTTCAT
+TCTTAAACCTTTCTAATAGTTATCGATACATTTAAAGCATAAAAGTATGGTACGAATTTTTTCACTGACA
+ACCAAGCAATAGTGGCAGCTTAGTAAAAACAATACGGAAAATTTTCTTTACGGCTTTTATTACACTAGCA
+AACTGCCGAAAACACACACATTTATGCCAAGTTATACCAACTCAATTAATTAAAATTAAATTTTCACAGT
+CTTTTTATTAATATCATATTCACGTAACTTGTTTGCAATTGCAGTATGACTAAGGCCAAGCTTTTTAGCG
+AGTTGTCTAGTACTTGGGTAAGCTGGATACAATTTACGCAATAAATCTGCTTCAAAGCTTTTAACTGCAG
+CATCTAGTGTTCCTTCGAACTCTTGTTCTAAATAACCGTGTTCACGGGTATAAGCTGGTAGCTGTAGATG
+TGTAGTTTCTATTTCATCCCCTTCCAGCAACGAAGCAGCACGTGTCAGTACATTTTCTAACTGACGGATA
+TTACCTGGCCATGGATAATGTTCAATAAAATCACGACAGTCATCGCTTACCTTCAGATGGGTACGGCCAA
+TTTGCTGTGCGGCTTTGATAATAAAAAACTCAGCAAGTGGTAAAATGTCGCTACGACGCTCTCTAAGAGC
+GGGTAATGTGAGGCCAAATACGTTTAATCTATAATAGAGATCTTCTCTAAAATCCCCTATTGAAACAAGA
+TTAAGTAGATCTTTGTTGGTAGAGCTAATGATACGTACATTCACCGTAACTTCTTGCTCAGAATCCACAC
+GTCTAAAACTGCCGTGTTGAATTACTCGCAATAATTTACTTTGTAATTTGGCTGACATTTCGCCAATTTC
+ATCAAGGAATACAGTACCGCCATCGGCAAGTTCAAAGATTCCACGCTTACTTGACTCTTGCTCTTTTTCA
+CCGACACCAAATAATTCAGACTCTGCAACATCATCAGGCAATGCGGCACAATTTAACGTCATAAAAGGAT
+TTTCTGCGCGTTCACTAGCACCATGACACGCTCTTGCTAATAACTCTTTACCGGTACCCGTTTCACCCAT
+AATTAAAATTGAAGAGTCGAGTGACGACATACGTTTAGCTTCACGAATGACTTTTCGCATTGCGCTTGAA
+CTTGCTTGAATACCTGAAAAAGTATTCTCATTAGGCTGTTTAAAAACATTCATTTGCTGGCCAAGTCGTG
+CTTCAGACTTTAAAATTAGCACAGCGCCAGCAAGTACTTGCTTGTGTTCTTCATCAGCAACGTGAATTGG
+CATAATATCAGCGACAAAGTCATCGCCTTGGAATTTCAACCGTCGAGTTTGAGCAAGTACATCATTGGCA
+TCTAACCAACGATTAAAGTTGAAACCTTTCAACCACAAGCTAATGTGTTGACCAACTAGAGACGTTTCGC
+TCTCACCAATAATACTCGAGGCGATGGTGTTAACAATTCGGATATTGCCCTTTCTGTCAATTGAGATAAA
+GGGGTCTGGAAAGGTTTTAATTAAGGTAGCAAGTTCATTTCTTTCACGCTCAGATGGCATGTAAGGGGCA
+GTTTTTACATCACCTACTCCTTCAAGCAAGCGTAATTGCGGCATAAATGTTTGCAAATCAGAGAAGTCTA
+AACTGGGAATATTAATAAAAATACGCCCAGGCTGCATTAACTCAATGCCACGTACATTAATGCCGTGTTC
+GACAAATATACCTAATACTTTTTGTCCCATGCCAACACGGTCATGACAAGTAATTTCCAAACGCATTCAA
+TAGCCCTTAATCAAGAATTTAACTCAAGAATTCAACTCAAGAATTTAAATCTAGAGTTTAAAGAAAGGGC
+TATTGTAAACTAATTTTTACGATAATAAAGCACAACATTAACCAAGTTACATTTTGTATAATATGTTGTG
+GCATTATTTGGCTAGTTATTCTACTGGAATGATTTAATCACCCAACTGATCTGTTTTTGCTGCACAAATA
+AAATCATTCTTGTGCAAACCACCAATTGAGTGTGTCCACCAAGTGACAGTAACTTTACCCCATTCAAGTA
+ATATTGACGGATGATGAAATTCACTTTCTGCTAACTCAGAAACTTTATTAGCAAACGCCCATGCTAACTT
+ATAATTTTTAAACTTGTATTCACGTTCAAGCATCATGACATTATCGCGCACTTGTGGCACCCAATCAGGA
+ATTAATCCGATAAGCTCTTTGAGTTCTTCGTCACTTACTTTTGGCGCATCAACATGACAAGCTTCACAAA
+CTTGGCTCGCTAATTTATTGTTTGATTGTACAGTCATTATTTATCCTTAATAAATTCTTTAGGTTATATA
+CCTAAGCTACTTAAAGGTACGTGTTTCAGGACACCTGAGCGATTCCTGATCAAGCCGCCTCATCTAATTA
+AGGGTTATTCCCTTAAAAAAGGAGGCAACGAAGAGCATGTTTTGCTCAGACATCCCTCACAGGGCTGGTT
+TTGAAACACTTTATGCTGCGTTATTAATTTCGACAATAGAATAACTATTATCTTCAATCAATGCCTTGCC
+TAAAGACGTTTCTAATTCCAGCTAAAACCTGCATCTTCATGTAGTTTGGTTATAGTAATAATTATTATTT
+AATCATCACTGAGTTGGCATTTTTTACATTTTTTTATAGAAATATTAACTGGCTTTTTTCACCGGAAATT
+TAGCCTCGTGCAAGCCGAGTGCCTCTGCTTGGGCAACCAGTTCCATGATGTCATCAACTTCAAATTTTCG
+AATCTCATCTAAATCAGAAACTTTGGTTAACATATAATAAATTGGCTGCATAATATCTATTCGATAAGGT
+GTTCTTAATACATCTAATATATCAAAAGGCTTACGGTCAACGTCAGTATTATTCATGGCGTAATCGGTTT
+CTCCAGGAGAAGATAGCACCCCACCGCCGTATATACGTAGGCCTTTTGGTGTATCAAGTAAACCAAATTC
+AATAGTAAACCAATACAAGCGTGCTAAAAATACGCGTTGCTCTTTAGTCGCATTCAAGCCCATTTTTCCA
+TAAGCTTCAGTGTAATTTGCAAATGAAGAGTTAGTCAGTAATGGACAATGACCAAATATTTCATGAAAAA
+TATCGGGTTCCTGTAAGTAATCCATTTCTTCCCTGCTACGTATAAAAGTAGCTACAGGAAATTTCTTTTC
+AGAAAGTAATCTAAAGAATTCGCCAAAACCTATTAATGCAGGCACAGGGTAACATTCCCAACCAGTAGAT
+ACTTTTAAGACCTTACTTACCTCATCAAGTTGAGGTATGCGGTCAGTTGGTAAGTTTAATTTTGCTAAGC
+CTTCATGATATTCATCACACGCTTTATCTTTAATGCATGCAATTTGACGAGTGAATAGCTCTTGCCAAAT
+TAAGTTTTCTTCGGTTGACCACTCTATGAAACCATGTTCATCAGGTACCTTCGAAACATACTTTGTTCCT
+TTTGCCATGTTATTTACCTTTCTTCTTAAGCGACGTTGTGATCGTTTTTATATAATAATTTTTATCATTA
+ACGCCTTTACGCTGAGGCGTTAACGAATTAAATTTTTGTTTTGTTACTGTATTCATCTTAAAACATCTAG
+GGAGATAAAATAAAGCAACACGAAACGGTCAAAAAACAAACAAAGGCATTTGTTGTACATGAAAGGTTAC
+ATGATTAATTACAGCACAATATTATTGTGCTGTTATTTTTTTGATGGGCTGACTAAAGCTTTAATTTGCT
+GAGCAATTTTTTTACGGACTTGTGTTAACTTTGGTTTTTCTTTAAAAGGTATAGGTCTGCATAGCTCCAT
+TGTTTTAGCGCCTAATCTTGCAGTGAGCATTCCAGCACCCAATCCTTGGGCAAACCGGGCAGATAACTTA
+CCTAACAATTCAGCACCCAACATATCACTGCCAAAATCAGCAACTAACTCGCTAGCGCCAGCATAAGCCA
+TATTAACAAAGACTTGTTTTATTAACTTAATACGACTCCAATACCCTAATTTTAAGCCGTAAAGTCCTGC
+AATTTTATTTATCATACGTAAATTACGCGATAACATAATCAACATATCTATTAAAGCGACGGGGCTTAGC
+GCAATTAAAACAACCGCTTCGGTAGAGAATTTTGCAACTTCGTTTAATGCTTTTTCATCAACTTTACTTA
+ATACCACTCGTGAGTACAGTTGAACTAATTCACTAGAGCTATAATCAGCTGCTAACGCATCATGCCAAAC
+TTGCTGTTCTTTGGGGCAGTCAAAAACCAAATCGCAGGGTAAGTTATTGCTAATGTTTTCACAAAAATCT
+TTCCCTCGTTTATTTGAATGCTCCGTTAATTGTTCTGAATCTATTAACAACAGCTCTGTTGCTTGCTGTT
+TCATTTTTTGACGATTTTTAAATTGTTTCAGCCCTATGAACTCACGCCATAGATAATTTGTGCTTACTAA
+GGTTAACGAAGCTAATAACAACGCATAAAGACTAGTAATTATTGGCGATTGTTCGAATCCTACGATAAAA
+AAATCAACCGCTTCAATCGCGAGTAAAATGACAAATAAAGTACCTATTGTTCGCCACAACCATGAACGTT
+TACCGCCCTGTACAACATCAATATCTTGATGAAGTTGCTCATCGTCAAGCTCAGTTTTTCTTACTTCATC
+GAGTCCATTTTCATCAAGCGACATAGGCAGGTAGGTATCGTTATCAAAAACAACTTGTTCGGTGAAAGTA
+GCACCAGCCTCCCCGTCTTTGAACTGGCCTTTACCTTGCTCTGTGACAGAATCACTTTCGCTAAAAAGAA
+TTTGCTGCTGTTGTAAGTTTTCATTATCTTTAGTGGTCATATCATTTTATCTGCTAGTAAAAACTGTAAG
+ACTTGGTCCATTCGTACATGTGGTAAACATTGTTGTTTATTAAGTCCACTTAATGGTGCGAACTCTATAA
+AATTAAAGCTATTCGATTGCCAATAATCATCGTTAGGTAACTGACTAGGAACCGCGCCTGGAAACACAGT
+GATTTTTTGACCAAATATTCCTGCCGATTCTTCCAAATTAGCGTGACCTATACTTTGACCTTGAATGACA
+GGAACATCGATTCCTTTATGTTTACTCATACCTGACTGGGTTGCTTTAACAGAAGCAATAGCTAACGTTT
+TAACTTGTACTGACTCGTAGTTTAAATGCTGCTTATTCTGGTGAATCAATTGATTTAGTAATGCCACCAA
+TGGACCATGTTGCTCAGGAGTAACGTGGTCAGCTTTGGTGGCACCAAAAAGTAGTTTATCGATTTTTGGT
+GAAAATAAACGAGAAAAAAAGCCAGACTTACCATAATTATAACTTTCTAAAATCATCGACATCGCTAACT
+CTAGATCGGCAAAACTTTCTTTCCCTTTATTCAATGACTTTAAACAATCAGCAAGTACTATTTGTCGATC
+GAAACGAAGAAAGTGCTCACGATAGAATTTACGTACAACCTGTTCTTTGTATTCCAAGTACCGTGACCGC
+AGCATGCCAATAAAACTATCATCGGGTGCATTTTGATAGTCATTAGCATCAAGTTTATCTAAACCAGGGA
+AAGGGAAAAACTCTAAAATAGGTGCTCCTGCTAAGTCGCCAGGCAATATAAATCGTCCAGGCTGGATAAC
+TGACAAACCAAGTTGATGACGAAAAGTATGTAATAACGCGGTATATTCTTGTGCTAATTCAGATAAAAGC
+TCTTCACTAGCACAAGCAAAAGGATCTATTTCATTTAACTTAGCTAAGAAACTATTACTATACTCTGCCC
+TTGGAGAACTTGTCATTAACGAATAGGTTTGCTGTGACCATTCTTGATACGTTTGTTTGAGCATAGGCAA
+ATCAAGTAACCACTCACCTGGGTAATCTGTAATATCTAGTGTCAGTGTTGCCATGTCCGTGGCATATTTT
+AGTATTGAATTTTTAGGCTGATACCGAATAGCTAATCGTAATTCGCTGATACCGTGAGTCGGTTCAGGCC
+AAGTTGCAGGCTCTGACGTTAAAGCGGAAATTGCTGAGTCATAATCAAACCTTGGCACATGGTAGTGTTT
+TTGTGGCACACGCTTAGCCGCAATAAAGTTACCATTATGTACAGGGTCAAAAAAGCTAAGTTTAGTGCCA
+TTACCTTCATTGATTAATTGGTTCACCAGTGAAGTAATAAAGGCTGTTTTACCACTACGGCTTAACCCAG
+TAACTGCCAAAGTTACATGCTGATCGAGAGTGCGATTGAGTAACTCATTTGCTTTATGCTTTAGCTTATC
+TAAGCCACGCTTTTTCAGTGTTGATTTACTTATTAATGCCATAACGAATTGATAACTTATAAATTTAGAT
+CTGCTTTGAACGTAATTTTATAATAAGGTCTTTTAATTAAAATTACACCTGATTGATTGATTTTTATTAG
+AAATATAGCACTTAGCTAAAGGAATGAATTGCCTTATACCCATGATGCTTCAAGATGCGTGTTTCAGGAC
+GCCTGAGCGATTCATGATCGAGGCGCCTCTTTTTATTAAGGGTTGTTCCCTTAAAAGTAGATGCAACGAA
+GCGCATGATTTGCTCAGACATCCCCGTAGGGCTGGTTTAGAAACGCTTTATGCTACGTTATTGATTTCGA
+TAAGAGAACAACCATTATTTTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCCTGCA
+TCTTGAGGTAACATGGGTATACTATTCATAAATAGAAAAGCTGTCTACTGACAGCTTTCTTAACATCTAC
+AGCTTATTAATTTCCCTAGAAACCGTATACTCAGCTGATGTAACATATTGCTCCATCGCTTGTACTTTTC
+CTTCTAGCAAACGAAACTTACGACGAATATCATAGAGAGCTTGCTTAGGTGGTTCACCTGCTTGCCAAAT
+TCGAGCTTTCACTTTGATTGACTCATTGCTTACATCAACGTTTTTCTTTCCTTGTTGATGGCGCTTTGCA
+TACTGGCTTTCACCTGGTTCGTGATTAGCATTCGTTGCTTTCTCTGGCGCTTTATCCAGAATAAACCAAG
+CCGCTACATATCCTAAGATAAGAAACGGCATGCCAAACAACACACCTGATACCACTAATATTCTAACTAA
+CCAAGTTTCCCAACCGAAGTAATCTGCTATGCCAGCACAAACCCCTGCTATCTTTCCTTGCTCGGCGTTA
+CGATATAATTCACCTCTTTTTCGATTCATAATTTGGTTCTCCAGTTTGGGGTCTCCACATCTAAAATCGC
+TTCGAGGGTTTGAATCCTATCAGCCATGGTATCTGCAACTTCTGATAATTCTGATAATTGAATATACTCT
+TCCTGGCTTAAACCTTGGCTAACTTGCTTTTTACTGCGGTAATGCAAAACCAGCCATATTGGAGCAACAA
+TAATCATAAAAATAATGACGGGTGCGACAATGATCTCTTCCACAATACTTCTCCTTTATTCTATTCTACC
+GATAGTTTTATTTGTGTTTTCTTGATGTTGTGATGTTATTTTTGCTTGTTTTTCATCTTAGCTTTCAACT
+GCGCTAATTCATCATCAACCATTTCATCTGATTCAAGTCCTGCTATTTCATCTGCCAATGACTTGCTACC
+TAAATCATATGATTCAATTTCCGCTTCAATATCATCAACTTTACGCTCATAATGATCAAAACGGCTTAGG
+GCATCATTAACACGAGTACTATGAATATTTTCTTTTACTTTTAAACGAGAGCTCGCAGATTTCTCACGAA
+TAACAATAGCTTTTTGACGTACCTTGGCATCGCTCAACTTATCTTGTAATTGCGAGATTTCACCTTGTAA
+TTTGCTAAGATGTTCATTGGTATGTGCTAACTCATCGACTAACGCTTGTGCACTTTCACTGCTCTTTTTC
+TTTTCCATTAAAGCAGCACGAGCTAGGTCTTCTCGATCTTTACTCAAAGCCAATTCAGCTTTTGCTTGCC
+ATTGCTCAGCATCTTGCTCAAGACGGCTCACTTGGCGAGCTAATTCCTTTTTATCTGCCAATGTCTTTGC
+TGAGCTAGAACGCACTTCAACTAAGGTATCTTCCATCTCTTGAATGATCAAGCGTACCATTTTTGCTGGA
+TCTTCAGCTTTATCTAATAAATTATTAATATTAGAATTAATAATGTCGGTGAATCTTGAAAAAATACCCA
+TAACAACTTCCTCAACTAATGGCTAAATCATGCCAAACTGTATTTACTTTGCTTAAACTAAGCATTAACT
+TAGCGTTGAATTACTTCTTTAAGACATTCATGTTTCACGCCAACTTTCAAAACAAACCTAACCAACTGTT
+TTTAAATGATTTATTTTTTATTAAAAAAAGACTTTCAACCTTCCAAGTAATAAAATACACTATTTGTTAG
+TGAAATAAACCAACATTTGAATTTACTATGGCGAGTTTTAACCAACAAGATAATCTTCTTGGCCAATCAA
+ATAGCTTTTTAGAAGTACTCGAGCAAATATCCCAAGTTGCAACGTTGAGTAAACCAGTACTTATTATTGG
+TGAACGAGGTACAGGTAAAGAGCTTGTTGCCGCACGTTTACACTTTCTATCGAAACGCTGGGAACAGAGC
+TATTTAAAGCTTAATTGTGCCGCATTAAATGAAAACTTACTCGAAACAGAATTGTTTGGTTACGATAGTG
+GCGCGTTTACTGGTGCCAGTAAACGTCATGAAGGACGATTTGAACGTGCGGATAAAGGCACACTCTTTTT
+AGATGAAATTGCCAATACCTCAGGCCTTATTCAAGAAAAGTTACTGCGCGTAGTTGAATACGGTGAATTT
+GAACGTGTTGGGGGCTCAAGAACAATTAATAGCGATGTTCGTTTGGTCGCTGCAACTAATGAAGACTTAC
+CTACGTTAGCAGCATCAGGCCAATTTAGAGCGGATTTATTAGACCGCTTAGCCTTTGATGTTATAACCCT
+CCCCCCACTTAGAGAACGTTTAGACGACATAATAATGCTCGCAGAACATTTTGCTATGAACATGGCCCGC
+GAACTTGAGTTTGAATTATTTAGTGGCTTTACCGAAAAAGCTAAACGTAGCCTGCTTGAATATCACTGGC
+CAGGTAATATTCGTGAGTTAAAGAATGTCGTTGAGCGAAGTGTATATCGTTGTAACAATCCACATTTACC
+CGTACATGAACTAATCATTGACCCGTTCGAGTCACCTTTTAGACCGAACCAACGAATTAAAACTCATGAT
+AGAGTCAATGAACTCAATAAAAATAATATTTCAACGAGTGATAATGTAGTTGATGATAGCGTTACAGTAA
+AACCTTCAGCAGTCGACACAGCTAAAGTAGCGCCGAAAGTTGTGACTCAACAATTCCCTCAGTCATTAAA
+AACACTATCACAAGAGTATGAAATAGAATTAATACAAACAGCATTAGCTCATTGCCAATTTAATCAAAAG
+AAAACCGCAGAAGCACTCGAATTAACATATCATCAATTAAGGGGCTATCTAAAAAAATATAACTTGCTTG
+ATGGTAGTATTACCGATGAACTTTAAATCGATACTCTCGTTAACCGTAGCAGCATTCGTAAGCCTTTTAA
+CAGGTTGTAATGAAGGTAATAAATTATCGTTAAGTGAGCGTAGTATTATCTATTGCTCTGAGGGTTCTCC
+TGAAACATTCAACCCTCAACTCAGCACATCAGGCACAACGTCTGATGCCACCGCGAAGCAGCTATATAAC
+AGCCTGATTGTTTATAAGGGTAAAAGCAATACGTTAGGACCTGCTTTAGCAAAGTCTTGGCATGTAACCC
+GTGATGGTAAGAAAATAACCTTCTACTTACGCCAAGATGTTAGCTTTCATCAAACAAGCTACTTTACCCC
+AACCAGATTACTTAATGCCGATGATGTTTTATTTAGCTTTAACCGTATTTTAGACAAAGATCACGCTTTT
+CATCATGTTTCTGGTGATCAATATCCTTTTTTTCAAAGTGTAAAGTTTTCAGAGCTTGTTGATAAAATAG
+AAAAAATTAATGACTTTACTGTTCGTTTTATTCTAAAACGTAACGATAGTTCATTCTTAGCTAATTTAGC
+TACTGATTTTGCAGTAGTTTTATCTGAAGAATACGGACAAATACTCCAAGAGAAAAATTCAGAGCATGAA
+ATTGATATATTTCCTATTGGTACCGGCCCTTTTAAGCTTAAAGATTATCGTGTTGGTTCATTAATCCGTT
+TCTATCGCCATGATTCATATTGGCAAGAAAAAGCAAAAATAGAACAGCTTGTTTATGATATATCGCCCAG
+AGAAACCAGCCGTTTGACTAAGCTCTTAGCAAAAGAGTGTGACGTCAGTAGTTATCCTATAGCACATGCA
+AAAATAGCAGAAAGAACTGATTTACAATTAGAGTCGATTACCTCATTAAATGTCGGATACTTTGGTTTTA
+ATACTCAAAAAGAACCATTCAATAATAAAATCGTTCGCCAAGCCATCAGTTTAGCGATTAACAAGCAGGC
+ATTAATTGAAACAGTCTACCAAGGGCAAGCCGCATGGGCAAAATCTATATTACCCGAAACATCATGGGCT
+TATGACAAAAACACACCTGAATTAGGTTATGATCCTGTTCGTGCAAAGTCTTTATTAGAAGTGGCTGGTT
+ATCCCCAAGGATTCACGATGGATATATGGGCAATGCCTGTGCAGAGACCATACAATCCAAATGCCGTAAC
+GATGGCAAAACTAATCCAAGCTGACCTAAAGAAAATTGGCGTAACAGTGAAGATAATTAGCTATGAATGG
+AGCACCTTTTTACGTCGTTTGTCACAGGGTGAGCATCAAAGCTTTTTACTCGGCTGGACTGCAGATCATC
+CCGATCCTGATAATTTTTTTACTCCGATACTCAGTTGCTCTGCGAGCGATCTCGGCAATAATCGTACATT
+TTGGTGTAATAAAGAATATGACCAACTACTACAACAAGCGCTTAAAACAACGAATATGAGTAAAAGAAAA
+AGCTATTATGCTAAAGCTATGGCAATAATTAATGAAGAAATGCCTTTATTGCCTATTGCCCATTCAAAAC
+GCTTTCAAGCCCGCGGAATAGATGTCGAAGGTGATATATTGTCAAACTTTGGCGGTATCAGTTTTTATAG
+TGCGGCTAAAAAGGCGATAAATAATGAAGCTAAAAGCGAAGTTCAGCCAGAGATAGCTGATAAGGCGAGT
+AACTAATATGCTTACCTTTACCTTACGCCGCTTAAGTTTATTCATTTTTACCATGTTGGTATTAACCCTT
+TTATCATTCAGTTTAAGCTTTTTATTCCCCGGTGATACTGTCATTAATCACTCAGGCCAGATCAATGCAT
+CAGCAACAGAACTAGCTCATCTGAATCAAGTTTACCAGATGGATAAAAGTATATTTAATCAATACGGTGC
+ATATTTAACACATATTCTTAATGGTGATTTTGGTCAATCTATGGCGAGTCAATCACCGATTAGTAATGAA
+ATAATAAAATTATTGCCTGCGACCATAGAGCTAAGCCTAGTCGCTTTGCTTATCGCCATGTTAGTGGGTA
+TTCCTTTAGGATTTATTGCAGCAATTAAGCATAATAAAACCAGCGACAATGTCATTTTATCACTCGCCAT
+GCTTGGGTATTCCATTCCGGTTTTTTGGCTGGGTCTACTAGCAATTCTGGTATTTTCAATAGGACTTGGT
+TGGTTGCCATCAGCAGGTCAAATCAGTCTTCTGTTTGAAATAGAGTTTGTCACGGGTATTCAATTTTTTG
+ATATTTTACTTAGCGATAGTCCTTATAAATGGCAAGCATTTAGGGATGCTAGCGCCCATATGATTTTACC
+CGCTTGTGTTATCGCCTTAGCACCTGCAACTATTTTCATCCGCTTATCACGGGCATCTATGATTGAAGTA
+TTAGCCGCCAGTTATATCAGAGCAGCTCGCGCTAAAGGTTTAAGCTTTCAACAGATCATATTTCGACACG
+CTATACGAAATGCACTAATACAAATAATACGCCACGTAGGTTTACAGTTTGCCAATTTGGTCACTATTGC
+TATGGTAACTGAGGTTATTTTTAGCTGGCCCGGCATTGGTCGTTGGCTTATAGATAGTATTTACCAGCGT
+GATTACACTGCTATTCAAAGTGGCTTGTTAGTGCTTTCTTGTTTTATATTTATTGTTCATATTTTAACAG
+ATTTTATTTATGCCGCTCTCAATCCATTAGCGCGAGGTAATAATCATGGCTCGTGAAAAAATATACCTTG
+AGGAGGTATTTCCCTCCCCTTTCATGCAATTATGGGGCATTTTTCGTAAAACGCCTGTCGCCATGATTGG
+TTTTTGTTGTTTCATATTTTTAATTTTATTAGCTATGTTCGCGCCAATATTAGCCCCCTACACCCCAGTA
+GATGGTAATTTGGACATGATTTTATTACCACCAGCGTGGCATTCAGATGGCAATGTTAGTTATCTATTAG
+GTACTGACGAACTTGGCCGTGATATGTTATCTAGGCTAATGTACGGTACATCGCTAACCTTTGGCTTAAG
+CTTTATAGTCGTCATTTTCTCTCTAGTAATTGGCGTGGTTATCGGTTCATTATCTGCGTTAACTAGGGGT
+ATTAAATCGAGCTTTTTGAATCACTTTCTCGATGTAGTGCTATCTATTCCTTCACTATTACTCGCGATTA
+TTATTGTTGCTATTCTAGGGCCTGGTATTAGTAATACCGTCTGGGCAATAGCGATTGTATTTATCCCGCA
+ATTTATTCACATTACCCGGTATGCGGTAAAAGAAGAGTTTAGAAAAGACTATGTGCTAGCATCACGTCTC
+GATGGGGCCAGTAATTTCCGTATTTTGTACTACTCAGTATTTCCTAATATTGTTGAACGTTTAATGAGCC
+AAGCTACTCTTGCACAGTCTGCTGCAATATTAGATATAGCGACATTAGGCTTTTTAGGCTTAGGGGCACA
+AATCCCCTTACCTGAATGGGGCGCTATTTTAGCCAATGGTCTTGAGCGTTTTTACATAGCGCCCTGGACA
+GTTTACTTACCTGGCTTAGCCATTTTATTTGCAGTTGTTGCGACAAATTTAGTGGGTGAAGGTATTCGCC
+ATGCACTCAAGGTGCGCAAGGAAAATTAATGGTATTATTAACCATTTCGGTAGTAACAGAGAATGTTGAT
+TTATCTTTTTTAACATTAACTATCCCCCTAAAAAGAGCGCGTAAGTAGAGCTTATGAATTTACTCGACAT
+TCGAAATTTATCCATTGAGCTTGATACACCCAGCGGACGTGTATTAGCAGTAGATAGGGTCAGTTTATCG
+ATAAAAGAAGGTGAAGTACGCGGATTAGTCGGAGAATCTGGCTCAGGAAAGTCACTGTTAGCGCAAGCTA
+TTATAGGTGTTTTAGAAGATAAGTGGCATGTTCATGCTGATCGATTCCATTGGCGAGGAATCGATTTATT
+GCGCCTATCCATAGGTGAGCGTAGGGCCTTATTATGTCGTGATATCGCGATGATCTTCCAAGAACCGATG
+AGCTGCCTTGATCCCACAACGTTGATAGGTGAGCAGTTAAGTGAAGCCATTGATACCTCGCAATTGTCTG
+GCTTCTTTTGGCAACGCAAGAAACAACGTAAAGAAGCGGTAATAAAGTTACTGCACAAAGTAGGTATTAA
+GAAGCATGTTCAATGCATTAATAGCTACCCTCATCAACTGACTGAAGCAATTTGTCAACGTGTTATGATA
+GCAATTGCGCTTGCGGGTAGACCTATTCTATTAATTGCCGATGAACCTACTGCAGCAATGGAAAGTACAA
+CCCAAGGACAAATATTTAGGTTACTTGCTAATCTAAACCAATTAAAGAACATGTCTATCCTATTAATTAG
+CCATGACTTAGAAAACCTTACCCATTGGACCAACACCATTACCGTTATGTATAGCGGTCAGTTTGTCGAG
+GCTGGTAGCACTGAGCAAATATTTAATAAACCTATGCATCCTTATACTCGCGCTTTAGTCGATAGCAGTA
+CCAAGGCCAATTTACAGCTACCGACAAAATCTCGACTGATGACCTTACCTGGTAGTATTCCCGTTCTTCA
+ACATTTACCTATAGGTTGTAGACTCGGGCCTCGATGCCCTAGAGCACAAAAAACTTGTGTAGCTGCCCCT
+ACAGTGAGTAATTACCATGGTCATAAAGTAAGTTGTCATTTCCCTTTACTTAGGGATACAGGAAAAAAAA
+TAAAGGGTTCTAATTAAGATGAGTGTTTTATTAGACGTTAAGGACATAGCAAAATCATACAAACTCAAAG
+GACACTGGTACCATAAACGTAAGTTTAATGCCCTGTCACCGTTATCTTTTGCCATTGAAGCAAAGAAGAC
+CCTAGCAATTGTTGGCGAAACAGGCTCAGGTAAGTCAACTTTGGCAAAAATATTAGTCGGTGCAGAAACG
+CCCAGCACAGGGAAAATATATTTAAATGGCCAGTTGTTACAGAACCAGCATTTTAAACAAAGATGCCAGC
+ATATTAGGATGATATTCCAAGATTCTGGCACGACCTTGAACCCTAGTTTAACCATTCAAGAGTTACTCGA
+TGAGCCATTAATACTTAATACGGTATTAAATGAAAAACAGCGTAAACAGCTTATCCGTACTACCCTACAA
+AAAGTTGGCCTGCTGGGAGATCACATGAATTTTTATCCTCATATGTTCTCTGGTGGCCAGAAGCAAAGAA
+TATCACTAGCTAGAGCAATTATATTGCAACCTCAGGTTATCATCCTAGATGAAGCTTTAGCAGCGTTAGA
+CCCTTCATTACGTTCGCAAATGATTAACTTATTACTCGACTTGCAACAGCAGATGGGATTAGCGTATATA
+TTGATTTCTCACAACTTAGGCATTGTTCGTCACTTTAGTGATGATGTAATGATAATGTCGCAAGGTGAGG
+TAGTTGAATCAGGAAAAACCATTGAGGTAATGCGTAACCCTCAGCATAAAGTGACTCAGAAATTAATGAT
+GAGCCAGAACTTTAAGTTAAAATAAACTGCAACTTTTCTTTTAAGCCGCTATATTTTTCCAGCTTACTAA
+TTTAATCAGCTTAAGTTTCCATAAGATATAAAACACAAAAAAGCCAATCGCAGGTTACTACGATTGGCTT
+TTTTAGTCGAAAATTCTACTGAAGTTATAAATTAGTCAATTCATTACTTCAATTTCTATAACGAATTATT
+AATAAGCAGTTACTGGCTCAGCAACTTGCTTACGTGTAATTTTAGCACCCACTTTTAATGAGTTTACAAA
+GCTTTGATAAGCTGACTGCGCTAGCTGGGAAGTTTGTTGCTGAGCTAAGTTAGGAGTAGCCGCAACGTCG
+TTCACATCCACTGCTGTAACTTCAATAAGAGCAAGGTCACCATTACTCAACGCAACTGTTGACGCCGATA
+TAACACCACTAACTGGGTGTGGTAAAACAAAGGCTGCACGACTAATACTTTGGTCAATTTCAGGGCTATA
+ACGGGCAACTTTCTCTTTGCTAACAAAACTTGTGTTTAGTGCTGTTAGTTGCGTAGAAATATCGGTGCCT
+GCATTAAAATCAGCGAGTAATGAATCAACTGTCTGTTGAGCCTTTTCAGTCGCTTTTTGGTTAACTATAA
+TATCTTTAATTTGTGCTTCAACTTCAGATAAAGGCTTAACGTTAGCTTCTTGGAAAGTATTAAGGCGTAG
+AACAAGGGCAACATCATCATTAACTTCAATTAGATCAGAGTTCATGTTGTCTTGTAAAACTATATCTGAA
+AAAGCGGCTTCAACAGCTTTAGCTTGATCAAAAGGAGCACTGTTACCACCACGTAATAACCAAGGAGACG
+TTTGTATAGTAACATTTACCTCTGCTGCAGCATCTTCTAGGCTATCAGGAAATTCAAAGCTAATACGGGC
+CATTTCTTGCTGTAAAGTAAAGAATTTTTCTTGTGCTTGATCATTACTTAATTTACTACGTAATTCAGTC
+TGTACATCAATTAAAGCTTTTACCACTTCTTCTTTATAATCAGTTAATTTCAGTACGTGATAACCAAAGC
+TAGTTTTAACTAATTGGCTAGTATCACCAACATTAACCAAGGCTAACGCTGCTTCATCAAAAGTTTCTTC
+CATTACACCTGGTTCTAACCACTCTAGATCACCACCATTTTCACCGCTAAAGGTATCATTAGATACTTCT
+TTGGCAAGTACGGCAAAATCTTCACCTTGTTCAAGACGAGCTAGTACTGCTTGTGCTTGTATTTTCGCTG
+CTTCATCATCAGCATTGCCGTCATTAAATTCAATAAGGATATGAGAGATTCGACGCTGAGCAGATTCAGT
+AAAACTCGCTGAATTTTCTTGATAATACTTAGCGACTTCTTCATCAGTAACATTAATACCTTTGGCAATG
+TTAGCAACATTTAAACTGATATAGTCAACTTTAACTTGTTCTTTGTTTTGAAAGCGAGCTTGATTAGCTA
+GGTAGTAGCTGTTCACTTCTTCATCCGTTAATTCAACAGTTGCTTTAAACTGCTCTGCAGAAATTGTAGC
+GAATCGGATATCACGCGTTTGGTTTTGCAACGCAAGTTGTAATTTCTCTTGATAAGGCAAGTTAAACTCA
+GTAGCAATTAATGCCTGGCTTAACTGACGACGAGTCATTTCAACGCGTAAATAATCACGAAAGTCTGATG
+ATTGGAAGAAACCAGCTTGATTAATAATGGCTAAATAGCGATTGTTATCAAAAGTACCGTCAACTTGGAA
+TTCAGGCATCTTGCGGATAGTTTCTTTCAAACGAAGATCAGAAACACGAATAGCAAGCGCTTCACTGTTT
+TGATCAATTAATTTTTCATTAATTAGGTTATCTAAAACGCCCTGACGAAAGTTAGCCATATAATTAGCAT
+CATTTGATAAGGTATCAAACATTTCACCAAACTGTTGCGCCATACGACCACGCTGTGCTTGATAAGCTTT
+ATTAAATGCTTGTTGGCTAATTGGTTCACCATTTACCGTTGCTACTGAAGTATCAACTGAGTTGGTATAA
+CTTCCAACACCTGCAACAGCGAAGGTTAGGATAATCAAACCAAGAATAATTTTGGCAGTTAATCCCTGCG
+ATTTTTCACGAATATCTTCTAACATTTATTTCTCTTTTTTTATGCCTAAAAGTTCTAGACTTAAGTGTCT
+TTAAAGTAAAGTTGCTCGCGATTTTAGCAGATGATAAGCATTGCTTGAAGCACAACATGAGCTAAATGCA
+AATTTATTATGATGTTTTTATTTTTACTTGGGAGATAAAAGTAAAAAACCACCTAAAAGGTGGTTTCTAA
+TACGCGGTATAACTTAGCCCAAATTGGAGCCTAGTTACATGCGTCTTTTAATGCTTTACCAGCTTTGAAA
+GATGGAATTTTTGCAGCAGCGATTTGGATAGTAGCACCCGTTTGTGGGTTACGACCAGTACGAGCAGCAC
+GGTCACGTACAGAGAAAGTACCAAAACCAACAAGAGCAACTTGCTCGCCATCTTTTAATTCATCAGTTAC
+AGCGCCAATAAATGAATCTAATGCACGACCCGCAGCAGCTTTTGAAATGTCTGCACCAGCAGCAATTTTC
+TCGATTAGTTGAGATTTATTCACAGTGTATACCCCTTCAATTGTTATTATGCAACGCTATCCTTTTTAAT
+AATGTATTCAATCTAAATTAAATTTTGATTGAATACTTGAAGCGTTGAGTTTAGAAAATATTATGCTCCC
+TAGTTCCCACCAATTCATCTATATAACATAGAGAGTAAGGGGTCTAGCGATATAAGCGTAGTTAACTTAC
+CATAGTTTCAGCGTTTGAAAAGCGAAAATTGCTTTTTTTTGCAATATTTTTAGCTTTTTTGACCTTTTTT
+GATATAAATCATCAAAATAGGCCAAGCTTTAAGCAAATTATTTTTCTACTTTCCATTGTTCTACAGGCTG
+TTCAAGCGCTAGAGCCAATACCTCATCTATCCATTTCACTGGGTGGATAGACAATTCAGCTTTCACATTT
+TCAGGAATTTCTTGTAAATCACGTTCATTTTCATGCGGTATTATGACTGTTTTTATACCGCCGCGATGTG
+CTGCAAGTAACTTCTCTTTCAAACCACCTATAGCTAATACTTCACCTCGAAGCGTTATTTCACCTGTCAT
+GGCAACATCTGCTTTGACCGGATTACCAGTTAAACTTGACACTAACGCGGTACACATACCAACCCCTGCG
+CTAGGACCATCTTTTGGTGTTGCACCTTCAGGTACATGAACATGAATATCACGCTTCTCATAGAAATCTT
+CATTAATACGAAGCTTCTCAGTACGACTTCTCACCACGGTCATCGCAGCTTGAATTGACTCTTGCATGAC
+ATCGCCTAGAGAACCGGTATAAGTCAATTTTCCTTTACCTGGTACAGAAGCTGTTTCTATAGTAAGTAAT
+TCTCCACCCACTTGCGTCCAAGCCAAACCAGTTACTAAGCCAACTCGGTTCTTATCATCTGCCTTACCGT
+AATCAAAACGTTGTACACCTAAAAATTCATTAAGATTCTCTTGGTTAATTGTCACTTTACTTAGTTTTTT
+ATCAAGTAAAATAGACTTCACCGCTTTACGACATAATTTAGATATTTCTCGCTCTAAACTACGTACACCC
+GCTTCACGTGTGTAATAACGAATAATACCAACAATAGCACTATCTTCTATTTGAATTTCTTTGGCTTTTA
+AGCCATTACGTTCGATTTGTTTGTCAAGAAGGTGGCTTTTCGCAATATTTAACTTTTCATCTTCGGTATA
+ACCTGACAAACGAATGACTTCCATCCGATCTAACAAGGGACCTGGAATATCCATACTATTAGAGGTGGCA
+ACAAACATCACATCCGATAAATCATAATCAACTTCAAGGTAATGATCATTAAACGTCGTATTTTGCTCTG
+GATCCAATACCTCAAGCAAAGCTGATGCAGGATCGCCGCGCATATCAGACGCCATTTTATCGATTTCATC
+CAATAAGAAAAGTGGGTTTTTAACGCCTACTTTCGATATTTTTTGAATGAGTTTACCTGGGAGTGAGCCA
+ATATAAGTACGTCTATGCCCACGAATTTCAGCTTCATCACGAACACCACCTAAGGCCATGCGAACATATT
+TACGTCCGGTAGATTTAGCAATTGACTGGCCAAGTGAGGTTTTACCAACCCCTGGAGGTCCAACTAAACA
+GAGAATAGGACCTTTTAACTGGCTTACTCGTTGCTGTACGGCTAAATACTCTAAAATACGCTCTTTAACT
+TTATCTAAACCATAATGATCTTTATCTAGTACTTCCTGAGCAAGCGCAAGATTACGTTTTAATTTACTAC
+GCTTCTTCCAAGGTACATTTATCATGCAATCAATATAGCTACGAACTACTGTTGCTTCAGCAGACATAGG
+TGACATCATTTTAAGCTTTTGAAACTCAGCTAAAGTTTTATCTTTAGCTTCTTCAGGCATTTGCGCTTCT
+TCAATACGCTTAGCCATTTGTTCAAGCTCATCGGGGGTGTCTTCACCTTCATTCAGCTCTTTTTGAATGG
+CTTTCATTTGCTCATTCAAATAATAATCGCGTTGACTTTTTTCCATTTGCTTTTTAACACGTGTACGAAT
+TTTCTTTTCAATTTGCAGTAAGTCTATCTCACCTTCCATTAGAGCCATCAAATGCTCTAAACGCACATTA
+ACATCAATAATTTCTAATATTTTTTGCTTGTCTGCTAGTTTTAAAGGCATATGAGCAGCCATCGTATCAG
+CAAGTTGCTCAGCGTCATCAATGCCCGAAACAGAAGTCAGTACTTCAGGTGGGATTTTTTTATTAAGTTT
+TACGTATCCTTCAAACTGAGAAATAGCCGAACGAATTAATACTTCAATATCGTCATTAACTTCAGCAGTT
+GGACCAACATATTCAATTTCTGCGCTGAAGTATTCTTCTGTTTCAACAAACTTGTTTATCGTTGCACGCT
+GGGCACCTTCCACCAATACTTTTACGGTCCCATCGGGAAGTTTTAGCATCTGTAAAATAGTGGCGACGGT
+ACCTGTACTGTATACGTCTTCAGCAGTAGGATCATCGATAGCAGCATCTTTTTGTGCAACAAGAAATACT
+TGCTTATCGTTTTCCATGGCTAAATCTAGACAGCGAATTGATTTTTCACGACCAACAAAAAGTGGAATAA
+CCATTTGCGGGTAAACAACAACATCTCTTAAGGCTAAAACGGGGATCTCAACGACACCAGATAATTCTTT
+ACTCATTGGCTTCTCTTCTTGGGAATTGTGTTAATTGAAAAAAATAAAGCTATAGAATCTATATGGGGCT
+AGGCTGTTAACTTTCAACATTAGATAATAAATAAAGCGCTAAACTCACTAATTATTAAGTAATTAATTGT
+ATCTAAGGATCAAAAAAGCCTCAAACAGTCAGTAATTATTGTACTTAATAATTACTGACTGTTTGAGGCT
+AATATAATTAAAACTAAGCTTTACATCAATATGATGAAATTACTCGGAAGCAGCTTGTTCTTGTTTACTA
+TCATAAATAACAATCGGCTTGCTCTCACCTTTGATTGTATTTTCATCAACAACGATTTTGCTAACATTTT
+CCATCGATGGTAATTCATACATGGTGTCAAGCAATACAGCTTCAACAATAGAGCGTAAACCACGAGCACC
+TGTTTTTCGGTCCATCGCTTTACGGGCTATAGCATGTAACGCATCACTTCTGAATTCCAATTCGACATTT
+TCCATATCAAATAATGCCGTAAATTGCTTAGTTAGCGCATTTTTAGGCTCTTGTAATATTTGAATAAGGG
+CAGCTTCATCTAGTTCACGTAATGTTGCTAAAACAGGTAAGCGTCCAATAAATTCTGGAATCAAACCATA
+TTTAACTAAATCTTGTGGCTCAACATCAGCTAAACGATCCGTCAATGATATCTCTTGATCTTTACCACGA
+ACTTCAGCGCCAAAACCGATACCAGTACCAGTATGATTTCTCTGCTCAACAACTTTGTCTAAACCTGCAA
+ACGCTCCACCACAAATAAAGAGTATTTTGGACGTATCTACTTGTAAAAACTCTTGCTGCGGATGCTTGCG
+TCCACCTTGAGGCGGCACAGAAGCGACGGTACCTTCAATAAGCTTTAACAAAGCTTGTTGAACACCTTCA
+CCTGAAACATCACGGGTTATAGATGGATTGTCTGACTTACGTGAGATCTTATCGATTTCATCAATGTAAA
+CGATACCACGTTGAGCTTTCTCAACATCGTAATCACATTTCTGTAATAATTTTTGAATGATGTTCTCTAC
+GTCTTCACCAACATAGCCAGCTTCAGTTAACGTGGTTGCATCTGCCATTGTAAATGGAACATCTAATAAT
+CGTGCAAGGGTCTGCGCTAATAATGTTTTACCACTACCTGTAGGCCCAATAAGCAAGATATTACTTTTAC
+CAAGTTCAATACCATTATGATTATCACCATTACGTAATCGCTTATAATGATTATAAACAGCAACTGCTAA
+AACTTTTTTCGCATGGTCTTGACCAATAACGTATTCATCGAGGCTCTCACGGATCTCGATAGGAGAAGGC
+AATGCTTCTTTACTTTCTTTTGGCGAAATTTCAGAAATTTCTTCGCGAATAATGTCATTACATAACTCTA
+CACATTCATCACAAACAAAGACTGATGGGCCAGCAATTAATTTACGTACTTCATGTTGGCTTTTGCCACA
+AAATGAGCAGTAAAGTAATTTACCATTATCGCCACCACTTTTAATATCGGTCATGCCCTACCTCTAAACT
+TTTAATACCAGTAAATCCATTTATTACTCAATCTACACCGTTAAGTATACACCGAAATCCTATTTATCGT
+TACGTTGTTCTAATATGGAGTCAACTAATCCATATTCAACTGCTGCTTCTGCACTTAAAAAATTATCTCT
+GTCTGTATCTTGAGAAACTTTATCCAATGTTTGACCTGTGTGTTCAGCCATTAATTTATTAAGTTTGTCT
+TTTATGAATAATATTTCTTTCGCATGAATTTCAAAATCTGACGCTTGCCCTTGAAAACCGCCTAAAGGTT
+GATGAATCATGACTCGAGCATTTGGTAAACAATAACGTTTGCCTTTTTCACCACCTGACAATAGGAATGC
+GCCCATACTTGCCGCTTGGCCAATACACACAGTGCTAATGTTAGGTTTGATAAACTTCATGGTATCGTAT
+ATTGCCATACCCGCAGTTACTGAACCGCCTGGTGAGTTTATGTATAAATATATGTCTTTATCAGGGCTTT
+CAGATTCTAAGAATAATAACTGCGCTATGATAAGATTAGCCATATGATCTTCAACTTGACCACAAAGGAA
+GATTACACGCTCTTTTAACAGCCTTGAGTATATATCATACGAACGTTCACCTTTAGCTGTTTGTTCAACA
+ACCATAGGCACTAACGCGCTTTCAATACCTGTCGCACTGCTTTGTGATGAAACTTGAGATGATCTTTGTG
+ATGTAATTTGAGAATTAAACAAGAGTATACCTTCCCTTAATAAATAATAATGGCCTGTATGTTGCCATAC
+AAGCCATTAAATTTAAGCGATTGCTTAGTTAGTTGTCAATGTAAAACTAATGAAAAGTAAGCTTTACTTA
+GCTTCTGGGTTCATTATTTCATTGAAACTAGCTTTTTTATCAGAAACTTTAGCTTTTTCAACTAAAAGCT
+CAACAGCTTGCTCTTCTAAAGCAACATTTTGCATCTGCTGCATAAGCTCGTTGTTGTTAGCATAGTATTC
+AATAACTTCTTTAGGATCTTCATAAGCTGAAGCCGCAGAAGCAATTAGTTCATTCACTTTAGTTTCATCA
+ACTTTAAGTTCATTTACTTTAATTACTTCACCTAAAAGCAAACCGATTTTAACACGACGTTCTGCTTGCT
+CTGTAAACATTTCAGCAGGTAATTGTGGTAAGTTCTTAGGATCCATTTGGCCTTGGAAACGTTGCATAGC
+TTGTTGACGTAAAACATCAACTTCTTGCGTAACAAGTGCCGAAGGTAAATCAACTTCATGTCCAGCTAAT
+AAGCCATCAATAACTTGTGTTTTAACTTTAGCTTTAACGGCTTGAGTTAATTCACGTGCCATATTTTTAC
+TTACTTCAACACGTAAAGCTTCAACACCACCTTCTTCAATGCCAAAAAGTTTTGCAAACTCTTCATCAAT
+TTCAGGTAAAATTGGACCTTCAGTTTTATGAATAACAATATCAAACTCAGCATCTTTACCTTTAAGATTT
+TCAGCATGATAATCTTCAGGGAAAGTAACTTTGATAGTTGCCTCATCACCAGCTTTCATGCCAGTAACTT
+CTTTCTCAAAACCAGGGATCATACGACCAGCGCCTAGTTCTAATTCAAAACCTTCGGCTTTACCACCTTC
+AAACTCTTCACCGTCTACACGACCAGTGAAATCAAGTGTTAATTTATCGCCTGATTTAGTTTTACGTTTG
+TTTTCTTTCCATGTTTGATGTTGCTTTTGTAGCGTAACAAACATTTCATCTAAATCGGCATCAGTCACGT
+CAACTTCTGGACGTTCGATAGCGATCTTTTCTAAATCTTTTAATTCAACTACAGGGTAAATTTCAAAAGT
+TGCTTCAAACTCTAATGCTTTACCATCTTCATTGCTTTTAGCAACAAATGAAGGACGACCAGCTGGATTG
+ATTTTTTCTGCAACAATAGCATCAACGAAATTACGCTGCATGATTTCACCAGCAACTTCTTGACGTACTG
+ATTTGCCGAAGCGTTTTTGAACTACTGACGGTGGTACTTTACCTGGACGGAAACCGTTAATACGCTGTGT
+TTTACTGATTTGACGAAGACGATTCTTTACTTCTACATCTACTTTTTCGGCCGGAACAGAAATAGTCAGA
+CGACGTTCCAAACCTTGTGTAGTCTCAACTGAAACTTGCATTTAAATACCTCAAAAACTTAGCGTATTAC
+GCTTTTTACGCATCAATTAACAGTCAACACTTTTGATAAAACTTACCAAATTGGTGACAATATGATGCCC
+TGTTACAAAAATTATGACGACGAATTATAGCGAGACAAAAAAAAAGTTGCAAGGTGTAAGTTTAACCTGT
+GAATAATTTATTTCGTTATTCAGTTGCATTGACAACATTTGAGTAAATTTAGCTTTGATTTGGTAGTGGT
+TATTAGGATTGTTTTACATAGATAATGAATTTATGCACGGAAAATTTCACATAATAAACAAGATGCTATA
+AATAAAATTTTACAATAAAGAATAGATCGCAAAAATAAATATAGATTTAGATGGATAATTTATTGCAGAT
+GAAGATTGTTGTAATAATAACTGAAGATTTTTGAAGTTATAACTAATTGAAGAGAAAGTGGTCGGTGATG
+CAAGATTCGAACTTGCGACCCCTTGGACCCAAACCAAGTGCGCTACCAAGCTGCGCTAATCACCGACATA
+TTCTCTCAATATTTTATTAATAAGAGATATTAATAAAGTAAAGATGGGGTGGCTAAAGGGACTTGAACCC
+TCGACAACCGGAATCACAATCCGGGGCTCTACCAACTGAGCTATAGCCACCATAACACTTTTCTTTTTCC
+ATACCTAAGTATGGTGCGCCCTGTAGGATTCGAACCTACGACCCACGCCTTAGAAGGGCGTTGCTCTATC
+CAGCTGAGCTAAGGGCGCGCATTTTCCTACAAAGCATATCCACTTAAACTAAAAAATAAAAGTGGTCGGT
+GATGCAAGATTCGAACTTGCGACCCCTTGGACCCAAACCAAGTGCGCTACCAAGCTGCGCTAATCACCGA
+TTTATGCTGTTTCAACTAACAGTAAACTGCCTCGTTTCAACGGATGCGGATATTACCGAGTTGCTTAACT
+TCAGTCAAACCTTTTTTTTAAATAAATAACTGTTCGGTCATTTTTAACACAAGTAGCTGCATTCTTCTTC
+TAGTCACAGTAATGTCTGTAGTTTATTTAAGCAAACCAAGTTTTATTACTATTTTATCTATATAAAAAAG
+CATTTAGCCTTTAAATAAAGTAAACCTACAATACGAGTGTCGTTTATGGCAAAATAGCGGTGTTTTTTTT
+ATCACTTAAAACCAAGGTCAGCAGTAGAGTTATGAGAGCATCATTGATCGATGGCAAAGCAATTGCCAAA
+AAGCTTAGAGATTCAGTTAAAGAAGAAGTTAATTTACGTATTAGTAATGGCCAAAGAGTACCTGGCTTAG
+CTGTTATTTTAGTGGGTTGCGATCCTGCTTCTCAAGTCTATGTTGGAAGTAAACGTAAAGCATGTGAAGA
+AGTTGGGTTTATTTCTCGCTCTTATGATTTACCCCACACTACGTCTGAGCAAGAACTATTAGCTTTGGTA
+AGTGAATTAAATAATGATGACTCTATAGACGGTATCCTAGTACAGCTACCTTTACCAAAAAATTTAAATG
+CTGATCTAATTATTGAACACATTAATCCACTTAAAGATGTTGACGGCTTTCATCCATCAAATGTTGGCAA
+ATTAGTGTTAAGACAGCCAGGTTTGAGACCTTGCACACCAAAAGGCATTGTTACACTAATTGAATCAACC
+GGTATAGACCCTAAAGGCTTAGATGCACTTGTTATCGGTGCATCAAATATTGTCGGTCGACCTATGGGTT
+TAGAGCTGTTATTAGCTAAGTGTACTGTAACGACAACACATCGCTTTACTAAAGATTTAGAAGGTAAAGT
+GCGAAATGCAGACCTTCTTGTAGTAGCCGTTGGCAAGCCTGGTTTTATACCAGGAGAATGGATTAAAGAA
+GGCGCTATAGTAATTGATGTAGGCATTAACCGTTTAGACAATGGCAAGTTAGTTGGTGACGTTGACTTCG
+GTGCGGCTAAAGAAAGAGCTTCATTCATCACTCCTGTTCCCGGAGGTGTTGGTCCAATGACAGTAGCAAG
+CCTAATTGAGAATACGCTAATTGCTTGTCAGCAATCATCTCAATAATAGCACTATTAAAGAATTTAGAGC
+TTAATCAAATTTAGAGCTAAACAATAAAAAGGGTGAGCACTTAGTGCTCACCCTTTTTATTATCATGACT
+TGTTAAAAGTACTTAAACCATATTTTAAGCTTTACGCCACGTAGTTTTACCCGCACTATCTTCTAAAACG
+ATATTCATGGCATTAAGTTTGTCACGTGCATCGTCAGCCATCGCCCAATCTTTATCAATACGAGCTTGAT
+TTCGTTGTACAATAAGTGCTTCAATTATTGCAACTTCATCATTATCATTATCACCTTGTAAGAAAGCGGC
+GGGGTCAAGTTGTAATAAACCAACAATCTCCCCCAGAGCAACTAATGTTGAAGCTAAATCAATCGCTAAG
+GCATTGTTAGCTGCAGCCTTAGCCACATTTAACTCTTTCGATATTTCAAATAATACCGCCAATGCTTGTG
+GCGTATTAAAGTCATCATCCATTGCTTGGCAAAATTGTTTAACAAAGCTTGAGTCTTTATTGATGACATA
+ATCACTTTCGATGTTCACATCACGTAGTGAAGTATAAATACGCTCTACAGACGCTCTTGCTTGCGTTAAG
+TTATCAGTAGAATAATTTAACTGACTACGATAGTGACCTGTTGTTAAGAAGAATCTTACTGTTTCAGCAT
+CATACTGCGCTAATACATCACGTATCGTAAAAAAATTACCTAAGGATTTAGACATTTTTTCTTGATCGAC
+TTGCACCATACCTGTGTGCATCCAGTAGTTAACATAAGGAGTATTAAGGGCACAGCAGCTTTGTGCTATT
+TCATTTTCATGATGAGGAAAAGTTAAGTCAGAACCACCACCGTGGATGTCAAAATGATGACCTAGCTCTT
+TAGCGTTCATGGCTGAACATTCAATATGCCAACCCGGACGGCCTTCTCCCCAAGGAGATGACCAACTTGG
+TTCACCCGGTTTTGCTGACTTCCACAGTACAAAATCAAGCGGATTATTTTTATTCTGGTCAACTTCAACG
+CGCGAACCCGATTGTAATTGTTCCAGATTTTGCCCACTAAGCTTACCGTAGTCATTGTAGCTAGAAACAT
+CAAACAGTACATCACCCTGCCCTGTAGATGCTGCGTTAGCACCCGCTACATAAGCATGTTCCTTGGTCAC
+TAAGGTTTCAATCATCGCGATGATTTCATTCATATGTGTGGTGACTCTCGGCTCTAAATCAGGCCTAGCC
+ATATTAAGTGAATCGAAGTCTTGATGCATTGCGGCAATTGTTCGTTCAGTTAACGCTTCAGTCGTTTCAT
+TATTTTCATTGGCTCTATTGATTATCTTATCTTCAACATCAGTGATGTTACGGACGTAGTTAACATCGTA
+GCCAGAAAACCGAAGATAACGAGCAATATTATCGAAGCTAATATAAGTGCGACCGTGGCCTATATGGCAT
+AAGTCATAAACCGTGCAACCACAAACATATAAGCCTACTTTACCTGCATTAATTGGTGTAAAGGTTTCTT
+TTTGACGACTTAACGTGTTGTAAATCTGCAACATGATATTTTATGACTCCTACTGAGTAGTTTTTATTGA
+ATAGTTTCGATTGAATAAGAGTAGATTGTACCTGAACAAATCTAAAGGATCATCAATACTGATGCACTTT
+ATAGCAAGTTAGCGTACAATTATGCCAATTAATTTATCAGAACTTAAATAGAGACAATTATGATCATACT
+AAAAACCAGCCTTGGCGATATTAAAATTGAATTAGACTTTGAAAATGCTCCTGTTACAGCAAAAAATTTC
+CAACAATATGTTGAAGATGGACATTACAATGGCACTATTTTTCATCGCGTGATTAAAGGTTTTATGGCAC
+AAGGCGGCGGCTTTGCTCCAGGCTTAGAAGAAAAAGAAACTCGCGCAAGCATTAAGAATGAAGCAAACAA
+TGGCTTAAGTAATAAACTAGGCTCTTTAGCCATGGCACGAACTCAAGAGCCTCATTCAGCTTCTGCGCAG
+TTCTTCATTAATCTAACTGATAATAACTTCTTAGATTTCACTAGTGAGTCTATGCAAGGTTGGGGTTATT
+GTGTTTTTGGTAACGTAGTTGAAGGTATGGATATAGTCGATAAAATGGCTTTAGTTGAAACGGGCAACAT
+GTATGGTCATGGTGACGTTCCAAAAGACGACATTTTAATTGAATCTGCGATTGTTGAATAACCTTAGCGG
+CCAGTAATGATTGAAGATAATAAAACAGCAATAACTTATTTTATTGCTGATTTACACCTTAGCGAAAACA
+GGCCTGATATCAGTGCCTGTTTTTTACGATTTTTAGAAAGTGATGCCGTACAAGCTGAAAAGCTTTATAT
+CCTAGGTGACTTATTTGAAGCTTGGGTTGGTGATGATGATGATAGTCCCTTCCTTAAAACTATCGCTGAT
+GCACTCACTAAGCTAAGCAAATCAGGGACAATGATTTATTACATTCATGGTAATAGAGATTTTCTAATTG
+GTAAGCGTTATGCGAAACAAGCAAGTATGCAGCTTCTCCCTGAAGTGGAGACTATTGACCTTTATGGTCG
+ACATGTAGTCATTATGCATGGTGATACCTTATGTACTCGCGATGTCGACTACCAAGTGTTTAGAAAAAAG
+TCTCGTTCTTGGTGGTGGCAAGCAGCAATTAAAAGTCTACCGTTATTTATACGCAAAAAGATAGCTGCTG
+ACTATAGAAAGAAAAGTGCTACTGCAACGGCAGTGAAATCACAAGCGATCATGGATGTTACCGAAAGCGA
+GGTAATTGAGTGTCTACAAAAATATCGAAGCCAACTGTTAATTCATGGTCATACACACAGACCAGCTATC
+CATGAAATTTCTGTAAATGGTGATAATGCTCAACGTATCGTCTTAGGCGATTGGTATGAGCAAGGTGCTT
+GGTTAAAAGTAACTGCTAACTCTATTCAATTACTCAACCAATCGTTAACCTAATATACGTTTGTATGCCT
+TACTATTATTTCCTATCTAAAATATAACGGACAACATAAGTTGCCCGTTACTATTAAAAAAATTATAGCT
+ATTCCAATAGATTAAACTGGCGTTCCAGAGTGAAATTTGAAATCTTCATCGGGTGATAAAATTAACTCAG
+CTTCAACGTTAGCAAAGTAAGCGACCCGTTCACTAATGTCCTTCCCCGCAACTTGCCCAGCTAGTGTCAA
+ATAATCTTGATAATGACGAGCCTCTGAGCGAAGTAGAGACACATAAAATTTATTCAAATCATCATCTAAA
+TGCGGTGCCAACTTAGCAAATCGCTCACACGATCGTGCCTCAATGTAAGCACCAATAATTAACTTATCTA
+CCAAGGCATCAGGTTCAAAAGTTTTAACATGTTTTAGCATACCTTTGGCATAACGACCCGCGGTGATCCC
+ATCAAAAGGAATATCTCGCTTAACCATAATCTCTAATACTTGATAAAAATGATGTAACTCTTCTTTTATT
+AAAAGCACCATTTTATCAATAAGATTTTGGCTAAATGGCGACGTTCCCTGAGACTTACTGCTTTTAGGTA
+AAATTGCTTTAGATAGATTGTTTTTATTAGCAAGTGACGCTAAATCGCCCTTCTTTCGATATAAAAAATC
+TTCATAGGGTTCAAACCATTCAAGTAATACGTTAGTACTGTCTTTATCAACGGCATATTTTCGAATGAGA
+TACATAGCGGTTTGCCCTGCTTTAAGCTCGCAGGCTAAATGGTCTCGTAAAATTATCGGTAAGTTTTCTT
+TTTTCTTTGCTTTATTTACCCACGCATCAGGCGTTTCACAGGATAAAAATTTTAATATAGGTATGAGTAA
+CGTCTCTGCTTCTGTCATCTGTTTATCTCAGTGCTAAATAGCGAGTAAATTCTTTTAAGTGAATTGTAAT
+TTAAATTATTGCGCTATTTTAAAAGTCTATTTCTTGAGATACTAGCATAATCTGTTTTTTACCATACATA
+GATCAAATTTATGCCTTCTATAATAAAAAAAACCTTACAAGTAAAAATGCAGCCCAAAAACTGGTTAAAA
+AACACGATAAGCTGGTGCATAGCGAAAACATGAAAGTGGTTTCTCATGTACAACGAGAATGTGATGACTG
+GATAATTAATACACTGATACTTGATAACCTCGACGTTCCCTTTAAATACAAACGTAAGAAGCTTTACCAA
+AGTTTACAAGGGCAAAGAATTAACCTTACTTATTATCCTGAAGTTGAAACTATTGCCGGCTTTAGTATTG
+AAGTTATGTCAGTGGTACGAGTCAAAGTCAGCTAGAAATCTAAAGATAAACAAGCTCCTTATCGCATAAA
+AATATTAAAAACACTTTCTATAGAGCTTTATTGTTTATTTTTCCACCAACACTTGACGAATCATCTTATA
+TCTCGCATAAATAAGGGTGTAATAATAAGAGTACTAATGACTTAATCATTTATTGTTGTTGTTTTAGACT
+AAAAAGTACTTTCCGAATACTAACGTGCGAGAGGATTGATTATGATACTAAATCACATATGGGGGCTGTA
+CGCTCACCCTAAAGAAGAATGGCATGTTATTGAAAAACGCCATGAAAGTTTAAGTTATAGTTTGATGCAT
+ATTTTGACCATAGCGCTCATTCCGACAATATGTTCTTACTATGCAGCTGCCCATATTGGCTGGACTATTG
+GTGTAGGTAACCCAATTAAAATAAGTGTAGAAAGTGCTCAAATCATGGCTGTTAGCATGTATTTCGCTCT
+TATTTTTGGCGTATTCGCCTTAGCTTACTTGATTCAGTGGATGGCAAAAACATTTGACTCAAAACCTGAC
+TTTGTTCAAGCACTTGAGCTTGCTGCATATACTGCGACACCATTACTTATGGTAGGTATTACCGCATTAT
+TTCCAGTATTATGGTTTGTTGCTTTAGCGGGGATTGCTGCGGTAGCTTACTCTATCTATCTGTTATATTC
+AGGTGTTCCTATTATGATGAATATCCCTGAGGAAAAAGGCTTTATCTACTCAAGCTCAGTAGTGACCTGC
+GGATTAGTCTTGTTAGTTGGCTTAATGGCATTTACCGCCGTAATGTGGACTATGGGATTTGGTCCTGAGT
+TTGTTGCATAACTTACCTAAAATATAACAACTGAATTAATTTATAGTTAAATAAAAAGCCTTATTTCTAA
+AATAGAAATAAGGCTTTTTTGTGTTTTATATTTTGAAACAGGTATAAGTAACTCAATAGTTACCTAATAA
+GTATAAGTACTACTCTGCACCTTCATTATGCATATCAATAATAGAATCAGCATTTTTGTCTGATTCTTCT
+TTACTCGTATTATTACGCAATGCATCTAATCTTTCTAAATATGCTTGGTCGATATCATTGGTGACATAGT
+TACCATCAAATACAGAAGTATCAAAAGTTTTGATGTCTGGATTGCCAACGCTAACTGCAGAGATTAAGTC
+CTCAAGAGATTGAAATATTAATTTATCTGCACCAATTAAACTACAAATATCATCCAATTCACGACCATGT
+GCAATGAGTTCATTAGCACTTGGCATATCTATACCATAGACATTAGGGAATCTTACTTCAGGTGCTGCTG
+AAGCAAAATAGACATTTTTTGCACCTGAGGCACGCGCCATATCAATTATCTGCTCCGAGGTAGTGCCTCG
+AACAACAGAATCGTCAACTAGTAAAACATTTTTACCCTTAAATTCCGTTGCAATAGCGTTAAGCTTTTGA
+CGAACTGATTTTTTACGTTGCTCTTGACCCGGCATAATAAAAGTACGACCGATGTATCGGTTTTTAACAA
+AACCTTGTCGGTAAGGTAAGTTAAGCTGCTTTGCTATTTGTAAGGCAATATCGCAAGATGTTTCAGGGAT
+AGGAATAACAACATCAATATCAATATCTTGCCATTCCTCGGCAATTTTCTCGCCTAACTTAGTTCCCATT
+TCTACACGAGAGGCATAAACAGACATTTTATCCATGGTTGAATCAGGGCGAGCAAAGTATACAAATTCAA
+ATATACATGGGCTATAAACAGGATTTTCAGCACATTGCAGACTGTGAATTAGGCCATCTTCAGAGAAAAA
+TATAGTTTCACCTGGAGCAACATCACGTACAAATTCAAAAGAACATGCATCTAGCGCAACTGATTCAGAC
+GCAACCATATACTCAACGCCCAATTCAGTTTCTCTTTTACCAAAAACTAAAGGACGAATTCCGTTAGGGT
+CACGAAAAGCAATCATACCGTGACCAACAATAAGCGCTACAGTAGCATATGCGCCACGAACACGTTTATG
+GACTTTAGCAACTGCAGTGAAAATATCTTCCGGTGTTAGCGCAATGTTTTCACTTTGCTGTAATTCATGC
+GCTAGGATATTTAACAGAACCTCAGAATCTGAAGTTGTGTTCACATGGCGACGAGCTTCATCAAATAACC
+ATGTTCTTAATTCTTCAGCGTTGGTTAAGTTACCATTATGTGCCAATGACAAACCAAAAGGTGAGTTGGC
+ATAAAAAGGTTGTGCTTCTGAAGAGCTAGAAGTGCCCGCTGTTGGATAGCGAATGTGACCAATACCAATA
+TTACCTTGTAGGCGAAGCATATGGCGGGTATGAAAAACATCTTTCACTAACCCATTACCTTTTCTTAGCC
+TGAAAGTATTATTATGAATTGTTACAATACCAGCAGCATCTTGACCACGATGCTGAAGTACAGTTAGTCC
+ATCATATATATGCTGACTAACAGGAGTTTTACCGACAATACCAACAATACCACACATGAAATTCTCTCCA
+CAAAAAAAATATTTACAATACTTATTTTCACTAAATTATTAACTTAGGATGGTGTGAGCCATCTAATAAA
+TATTGAATTATAAGATATCGAAATAATATCTTATAAATTATCGTATACGGATTGACTCCGCATGGGCTTA
+GTCGTTATTAGTAACAACTAAGTTATATAACTTGATGACCCTTTAAGGTATTCAAAAAACCATTCAACTA
+CCAATTTAAACTCAGGGATCAATTCTGAGCTTTTCCACCACTGTGTATTTTCTGCTCCGGTAAAAGCATC
+AACAAAAAATATCACTGCACTGATAATGAGTACACCTCGAAGTGCTCCAAAAACAAGCCCTAAAACACGA
+TCTGTCCCAGATAGTCCTGTTTTGCTAACCAATTGCCCAATAAGATAATTAACCAAAGCACCAAGCACTA
+AGGTTGATATGAAAAGAATGGCGACGGCTGCGGCATTACGCAAAAATGGATCAGAAATATTTGTTAAAAG
+ATTGGCAAGGTTTGCGTAAAAAGTGCTGGCAATAAAGAAGGCACTGATCCAAATAACTAGAGATACTGCT
+TCTTTTACAAAACCTCGTATTAAACTGACTAGTGTTGAAACGCCTATAACGGCCAAAATGGCGTAATCTA
+TCCAAACCATAACTTGAATGTCTCGTTGAGTTTATCTAAATTAGAGGCGCGCATTCTATCAGAATTAGCC
+AAATAATGCCTAGCACTTTATAAAAGCCGGCTACTTATTTGGTTCAAAATACGCAACTTTACCTTGGATG
+CCAGTAAGCGTTTTTAAAGCGGGTAACTTTTTAACCATACTGGTCTTTATTAATTCCGGTCCTATGATCA
+CCTTAGTTAATGTGCCTTGCTTAGTTTTGATTGGTTTGGTGAAGGCGATATAACCTTTAGCTTTTAATTT
+TTTTAATAACTGGGCAACATTGTCTTTATTTTTAAAGCTACCTAAATGGATAACCCAGGCCTCTTTAGCT
+ACTGCTTTTTCAGGCAACGTCTTCTTTGGTTTGCTAACTACTTTTACTGGGGGCTTTACTGCTGGCTTTG
+ATACTTTCTTTGTTACTTGATCAACTTGTTTAGTTGGCTTTGAAGCAGAGTTATCAATACCAGGTTCATC
+AATTGCTTGTTCATTAGAGATGGGTGTCACTTTTTGTCGTATGAGCTTATCTTCAGGGAATGGTTTATTG
+GTCAATTTACCCGAAAACACCTCTGCCTTTGGGATAGCTTCAAAATCATCTTGGTGTGATTTTTTCTCTC
+CATCAAGTAGATCTGGTAAGAAAATAATAACCACGGCTGCAACAATAATAGTCCCGACAAGGCGATTTTG
+AAAAGGTGTAGACAAGAGACACTCCTAATTAATACTACTCAGCTAACTAATAGTTAACTGTGCTCTGATT
+TTCGAAACAGTAAAAAATGAACCAAAGACTAGAATTAAGTCAGACGAATTAGCCTGCTTATTCGCCATTC
+TAAAGGCCTCATCCACATTGTCAAAACAATTAACTGAATTTGTAAATAACGCTAACTTACTTGCCATTGT
+TTCTTTTGTAGCAGCTCTTGGCACACTTAACGCACCGGTATACCAAAAATCGATATCATCTTTTAGTGAT
+TCTAAACTTGCACTAATATCTTTATCGCCCAGCATAGCAACCACAGCATAAATATTTTGATAGTTAGCTT
+GCTCTTTTATCTGCTTAAGATATCCAGCGAGATAACGAGTAGCTTGTGGATTATGACCGACATCAAGAAT
+AACATCACATAGGCCCTTCTGCTTGATTAACTCAGTCCGCCCTGCAACCTTAGTCTTAGCAATAACTTCA
+TTGACAAAATCAGGTGTCAGCGTCAAATTAAGCTTTTCTAATACCATGAGTGCTGTTGCGACATTGTCGC
+GTGGAATATGGGGAGCTTTTAGTTCTGTTAACTGCGTTTGTTTAGTTTTCCAGTTCCAATGAGGTTGAGT
+ATTTTGAACGATAAAATCTTGGTCTCGTAAAAATATCCTATTAACTTGGTTTTTATGTAACTCGTTAGCA
+TGATTTATCACTGACTTGGGAGCATTAGTATCACCAATAACAATGTCTTGCTCTTGTCGCATGATTCCTG
+CTTTTTCAAAACCAATACTTTCTCTATCATTGCCTAGAAAGCTTTGATGATCGAGATCTATTGTTGTGAT
+GACAGCTATATCAGCATCGATAATATTAGTTGCATCTAACCGACCACCCAGGCCAACCTCAAGAATAATA
+AAGCTTGGCATAGCTTCCATTAACACGAGTAATGCAGCTAAGGTTGTATACTCATAGTAACTAAGCGAAA
+TATCTTCTCGAGCAACTTCAATACGTTTAAAAGCATTGATTAGGGCCTGATCTTCTACATCTTGCTTATT
+TATCCGCAGACGTTCATTAAAGCGCTCAATATGAGGAGATGAGTAAACGGCAACACCTCGCGGTGAAGCA
+AGTTCTTTACTATTGAGTAAGGCGTTTTCAATAAAAGCACAGGTGGTACCTTTACCATTAGTGCCCGCAA
+CAGTAATAACCTTAGCAAAATTCAAGTTTATAGCTAAGCGTTCTGCAACTTTGCCAACACGAGATAAACC
+AAGATCTATCTCAGTACTATGTAAGTTTTCTAAATAATAAAGCCACTGATCGAGATTAGTTAAATCTTGA
+TAGTGGCTTGAATTGTATTTTGACATTTATTCATCAACAAGTGATTTGAGTTAAATAGACAATAGCGATT
+ATTCGTTGATACTAATTACGAAACAACGCTAGTTTGGCCCATAAACTTACCTAACATACGCGCTAAAGTA
+ATTTTCATTTCTCGGCGATCAATAATCATATCAATTGCGCCTTTTTCTAATAAAAATTCACTGCGTTGGA
+AACCTTCAGGTAATTTTTCTCTAACGGTTTGCTCAATAACACGTGGTCCAGCAAAACCAATTAGCGCTTT
+TGGCTCAGCAACATTGATGTCACCTAACATAGCTAAACTTGCTGATACACCGCCCATCGTTGGATCGGTT
+AATACAGAAACGTAAGGAAGACCTTTTTCACTCATTTTAGCAAGCGCAGCACTAGTCTTTGCCATTTGCA
+TTAAAGAGAAAAGTGCTTCTTGCATACGGGCACCGCCACTAGCAGAGAAACATATAAAGGGTAGATTATG
+CTCTAAACAATACTCTACACCCTTAACAAAACGAGCACCGACTACAGAAGCCATTGAACCGCCAAGGAAT
+GCAAATTCAAACGCAGCAACAACAACTGGCATGCCGTGTAATTCACCTTTCATTACAACGAGAGCATCTT
+TCTCACCGGTATTTTTTTGCGCAGCACTAAGACGATCTTTATATCGTTTAGAATCTTTAAATTTCAAGAT
+ATCTTGTGCTTCAAACTCTTCACCTAACTCCATGCGATTATCATGGTCAAGAAAGCTATCAATACGTTTA
+CGAGCACTGATACGCATATGGTGATCACACTTAGGACATACTGAAATTTGACGCTCTAATTCAGCTTTAT
+AAAGCACGGCATTACATGAAGAACATTTGCTCCATACACCTTCAGGAATGCTACTTTTTTGAGTCGTTTT
+TGCTTTCGGGAGAATTTTTTCTATCCAGCTCATAATTTTATTTTGGCCTGTTGCAACGAAATATCTGTCG
+GTTTATTGATGGAGACACTCCATCAAACTCTATTCTAAACCGCACATTAGACCATAGTATAACCTATAGA
+ATATAGAAAAAACTGGTCTGCTCAGTAAATAATTGTGATTTGATTAAACTTTCTATCTATAAAAACAATG
+GCCCTAAACGGCTTTTAGGTAACTCAAAGTTCTCAGGGTAATCTACATCGACAAAATATAGCCCCTCTGG
+TGGTGCCGTAACACCTGCAACACAACGATTTTTAGCCAATAAAACTTCTTTCATCCAGTGTGGTGTTTCT
+TGTGATTGACCAACTCGCATTAAGCTACCAACAACGTTTCGCACCATATGGTGTAAAAAAGCATTGGCTT
+TGATATCAACTACAAGATAATCACCCTGTCGTGTCACCCGACAATGTTTTATAGTCCGAACCGCAGAATG
+AGATTGACAATGCACCGTTCTAAACGAGGTAAAGTCATGTTTACCGAGAAGATAATCAGCGCCTTGTTGC
+ATAAGATTTTCATCTAAAGCGAAATGACAATGACTAATACCATGACTCAATATTGCTGAACGAAGGGGTT
+TATTGTAAATAATATAACGATAATTTCTAGCTGTGGCACTAAAGCGAGCATGAAAGTCATCATCAACTTT
+CTTTACCCAAGCAACAGCTACATCAGAAGGTAAGTGAGTGTTTACGCCTAACGTCCAAGCGGTATCTTTG
+CGTTTTTTTTCGGTGTCAAAGTGGATCACTTGATTGGTTGCATTAACCCCTGTATCGGTTCTCCCGGCAC
+AAACCACTTCAATTTTTTCATCCGCAATTTTAGATAATGCTTTTTCTAACTTTTCTTGTACAGTGATAAC
+ATTATTTTGGCGTTGCCAGCCACAATAGTTTTTACCATCATACTCAATGCCTAACGCATAACGCATACAA
+GTCTACCTTTTCTAATGAGGAGATTATTTTCGCTGCGCATTATCCTTTATTTTATAGCGTTAGGCTATTG
+CTTGTTAGTTTATACCCGTAATCATTCAAAATGCTCGATTCAGAGTGCTTGAGCAATTTCAGTTTGAGGC
+GCGTCAATTAAATTAGGGTTATTCCCTATTTCTTTGACGCAACAATAAAATGGGATTGATCAAGCGCTTC
+TACCATGGGGCTAAAAACGATTTATACATCGTTATTGATTTTGAGAATGGAACAACCATTCCCTACAATC
+AATGCCTTGCCTAAATCGTTTTTTCTCCCACTGAAATATGCATTTTGAATGGTCACGGGAATATATCAAC
+GCCTTACAATGAATCTAATAATGCTTGTGCCTCTGCTCGCTGAGTTTTATCTCCCTTGGAGATTACCTCT
+TGCAAGATTACTTGGGCATTTTCTTCATCATTCATTTCTATATACATTTTCGCTAAATCTAATTTACTCG
+ACATTGAGCCATCTTCATCAACATCCACACCACTATCATTTTGAGAAAATTTACCTAAACCAACGTCAAT
+ATTGGTTTTCTCATAAGGCTCTGACGCATCACCCTCATCTAAACTATCAGAGATGAGCTCATCGACAGAG
+ACATAATCTTCTGTTGGCTCTGTTTTCTGGGAGTTTTGAACACTTTCTTCGCCAAGGCTATCATCAATTA
+AATCATCACCTATGTCATCACCTTCAAAGATCAGTTCAATCTCATCGTGTTTCGTTGGCGTAGTCGCTGA
+TTCCTCTTCAATATTGGCTAATAGCTCATCAAAATCAACATTAGCTAACTCATCTATAACGTCTAATTCA
+TCAGCTTCTTCAAGTGGTTCTTCGTCAGCCATTTCAGATAACAAACCAGCTAGCACATCTTCATCGGTAA
+AGTCAGGTGATAGAACTATCGACTCAGGTGAAATATCTTCCGCTTGCTCAGTATCATCTTCCATTGAATC
+ATCTGCTAATAATTGACTTAATTCAGCCTCAGTAAAACCACCATCGATTTGAGTATTGAACGTTTCATCA
+ATTGATGAATCAGTTAACTCATCACCAACGTCGTCTCTTTTATCTTCTTGAAAGTCTCTCGTTGCTTCAT
+CTTTACTGATGGTATCAGCAATAAGTGCATCAATATCTAGTTCATCATCCAACTCATGACTTTCATTACT
+TATTAGTGTTTCTGAAGCTAACTCAGCGTCACTTTCTTTAGCAATAATATCGGTAAAGTCAGCGGTAAGA
+AATGGTGTTACATATTCAGCGGTAAATGCGGATATTTTAGCTTCATTCTCTGCTTTTTCATTTTGAATTT
+TATGGTCTTCTGGACTTAATGTACTATCAGTTACCTTATCAATAGTACTTTCTTCATCCATTCCCACATC
+AAGTTCCAACGGATTCATTGCTTCTGATGAATCTTGTTTTACAACGTGTTGAGGTGTTGGAGCATTACCC
+GACATTGATTCAAGTAGTGCATCAATATCATCTGGGTCAGTTACCTCTGCGGTATCATTGATAGAATCAA
+GTAATGCATCGATATCATCAGGGTCTGTTACATCAACTGGCTCATTCACTGATTCATTTACCGAATCAAG
+CAGCGCATCAATATCATCTGGATCTGTTACCTCTGCGGTATCATTGATAGAATCAAGTAATGCATCGATA
+ACATCAGGGTCTGTTACATCAACTGGCTCATTCACTGATTCATTTACCGAATCAAGCAGCGCATCAATAT
+CATCTGGATCTGTTACCTCTGCGGTATCATTTATAGAATCAAGTAATGCATCGATATCATCTGGGTCTGT
+TACATCAACTGGCTCATTCACTGATTCACTTACTAAATCAAGCAGCGCATCAATATCATCTGGATCTGTT
+ACCTCTGCGGTATCATTTATAGAATCAAGTAATGCATCGATATCATCTGGGTCTGTTACATCGACTGACT
+CATCCACTGATTCACTTACCGAATCAAGCAGCGCATCGATATCATCTGGATCTGTTACCTCTGCGGTATC
+ATTTATAGAATCAAGTAATGCATCAATATCATCTGGGTCTGTTACATCAACTGGCTCATTCACTGATTCA
+CTTACCGAATCAAGCAGCGCATCGATATCATCTGGATCTGTTACCTCTGCGGTATCATTTATAGAATCAA
+GTAATGCATCAATATCATCTGGGTCTGTTACATCAACTGGCTCATTCACTGATTCACTTACCGAATCAAG
+CAGCGCATCGATATCATCTGGGTCTGTTACCTCTGCAGTCTCATTGTCTGGTTCACTTACCGAATCAAGC
+AGCGCATCAATATCATCTGGGTCCGTTACCTCTGCTGGCTCATTGTCTGAATCACTTAGTGAATCAAGCA
+GCGCATCAATATCATCTGGGTCCGTTACCTCTGCTGGTTCGTTCTTTTCTTCGGAAGATTCTTCAAGTAC
+GAGGTCTTCATCATCGAAATCGTCTAAGCCACCAAGTAAATCATTTAGATCATCTTGACTTAACTCTCCC
+CCTTCAAGTTCTTCACTTTCTGTATTTTCTGCTTCATCATCTAAACCTGATAATAATGAATCTAAGTCAT
+CTTGATCCAACTCACCACCATCAAGAATATCAACGTCACTTTCATCATCTAGTAGGATGTCTTCAAGATC
+ATCTAAGCTATCGTCTTCATCCAAATGGATAACGTCATCATCACTTTCTATTAAATCTATAGACAGGTCA
+TCATCCAAATTCAATTCATCATCAAGTGATAAATCAAGCTCATCGTCTAAATTCAATTCATCATCAAGGG
+ATAAATCAAGCTCATCGTCCAAGTTCAACTCACCATCAAGTGATAAATCAAGCTCATCGTCCAAGTTTAA
+CTCATCATCAAGTGATAACTCTTCAGATGTGCTCTCCTTTTTGGCGACAGGTTCTTGTTTTTTACTGTCT
+AATTCGTTGAAGAAAACTTCATCCGAGGCCTGTTTTCGGCGTTTAAACAAAAGAGCCAGTAAAAGTAGTA
+TCAGGATTGCTGGCAGAGTGCCCATGGCAATTTTGAACCACAAGCTTGACATGATATCTTGTTCCGCAAG
+TGCAGCCTGCTGTCTCTCTAATAAAAGTTCTTTTTCTCTGGCTTCAGCTTTTGCTAATAGGGCTTGCTGC
+AACTTGATCATATCGTCCATTTGCAGCTTGATTTCTTTACCTTTCGCTACCTCATCCTGCATGATGCCAA
+GCTTGTCATTAAAGGAAGTAAGTTGCTGACGTAAATCATCATTTTCTTTTAAAATAGCTTGTAAACCATC
+AATTGAGTCTGAGATATCATTTTGAATATGTTCTAATCGTTCCTGCTGCTGACCATCAATTTTTTGCAAT
+TGGTCATTAATCTCAGTTTTTACCGTCTCTAAGTCTTTTTTCTTAACGCTAGGCTCTATAAATACTGGTA
+TCTTAGGTGTTTTTGGCTGTGCTTTCTTCCAAGCTTTACTATCACTTTCAGACTTTTTCTTCGCACTGTT
+AGTATTTATTGCCATCATGTTATTAAACGATGGTATTTTTAAATATTGCCCTTCAACCAAATAATTGATG
+TTGCTATCGACAAACGCTTGTGGATTCTCTTGATATAACGCCTGCATGACTTGATAAACGCTCAAGCGAT
+TATCAGGGCGAACTCGAGTAGCGATGTTCCATAAAGTATCTTTAGAGGTGATTGGGCCGTATTTATCATA
+AGGAAAAACATCACTACTTTTAGGTCCTCGCATGCGAATGCCGCGTTCTTCCTCTGCATTAACGGGGAAG
+TGAGCCGTAAGTATGCCAATAATAACCGCCTGCCATAGGCACAGGCGCAATAAATGTTGCATAAGGATGT
+CCTAATAAACTAATTTAAGTTATGGCACTGTTCATTATATTTATAGCGCCAAAAAAATACCGCATTACTT
+TACCTGACTAAGAGATAAAGCTTATCAGGAAGATAAAATGCAATAATTATTCCAAAAAACCATTAACTAA
+CAAGATAATAGCAAATTCAATCAATAAGTCTCCTCTTATTGTAACTCTTGTGTAAATCTATACTTTGTTT
+TGAGGGGGAATATACTACTAATTAACTTTATTCCTGTTATAAAGTCAATTGGGCTTTTAAAGGACTGATA
+CAGTAAAATTAAAAGTTAAAAACTAAAAAACTCGTCAACAACGGTATATTTACCATCATTGACGAGTTTT
+TATATACTAACTATTGTAGTAAAAGTTAGCTTAAATGATCTTTTACCAATAGTTCAGCAATTTGTACGCT
+ATTCGTTGCCGCACCCTTGCGAACATTATCCGCAACGATCCACATATTAATGCCGCAACTATGGCTAATA
+TCTTCACGAATACGACCAACATAAGTATCATCTTTTCCGCTCGCATCTCCAATTTGAGTTGGGAAGTCTT
+CATCATTACGACAAACAACAATACCAGGAGCTTGCTCTAATAAATCTTTAACTTCATCAGCTGAAATAGG
+TGAATTCGTTTCAATATGCAAGGCTTCGCCATGTCCAAAAAACACAGGAACACGAACAGCTGTTGGGTTA
+ACAAGTACGTTTTCATCGCCTAAAATCTTTTTAGTTTCCCAAACCATTTTCATTTCTTCTTTGGTGTAAC
+CATTTTCTAAGAAATCATCAATTTGTGGGATAACATTAAATGCTATTTGACGTGAAAACTTTTTACTCTC
+TACTGGCTTACCACTTAATAGATTAGCAGTTTGTTTCGCTAATTCATCCATCGCTTCTTTACCACCGCCA
+GAAACCGATTGGTAAGTACTAACATTTACACGACTAATACCAACAGCATCATAAATTGGTTTTAACGCTA
+CCAACATTTGAATGGTAGAGCAATTAGGGTTAGCTATTATATTGCGATTACGGTAATCAGCCAGCGCTTC
+AGGATTAACTTCAGGCACAACAAGAGGAATATCAGCGTCATAGCGAAATTCAGAGGTATTATCAATAACA
+ATACAGCCAGCTTCAGCAGCTATTGGAGCAAATTTAGCTGAAGTAGAACCACCGGCAGAAAAGAAACCAA
+TTTGTACTTGGCTAAAATCAAAATCATCTGCATTTAATACTTCAATGCTCTGACCATTAAATTCAATAAT
+TTCACCTGCAGAGCGAGCACTGGCTAAGGGATATAATTTATTAATTGGAAATTTTCGTTCTTCAAGAATC
+TCCATAATAGTTTTGCCAACTAACCCTGTTGCGCCAAGTATGCATACATCAAATTTTTGTGCCATGTTCC
+TCTCTCTCTTCATTAGACTTTCTCAAAAAAATGAGTCGTCTCGATAGTTTAAATTAATTTTTATTAAAAC
+CTAAACGATGCGGTACATCGCTATAAGTAGTAGATGATAAGTTGACCGTTACAGCAGAAAACTCCCTTCG
+AACGGGATAATTTTTCCTTAAACTGTCGAAACCTTGTACAAATAATTGTTGACGAAATATTGCATCGTCC
+CGCCTAACATCGTAAACCATTTTAACTAACTGGTTTAGTAATATTTGATTAAAATCTTGATTAATTTCAA
+TTGCAGGGATACTGGCCGACGGTAAAAAGTTTGCCAACTGATATTTAGGCGTTATTGCTAACTGTTGACA
+TAATGCCTGATAGAGCATTTCACTACCACGAGCTTTTCCTTCTAAGCTATAACCTGCTATATGTGCTGTG
+GCTATTTCAGTATAAGGAATTAAGGCTTCAAGAACATCAGGTTCTCCTTGCCAAACATCGAGTACAATTT
+TTACGCCATGACCAGCCGTTTTTAATGCTAATAAGGCGTGGTTATCAATAACATCACCACGGCAAGCGCT
+GATTAATATTTGATCCTCACGCAATAAGGCAAGGTTCTCTGCATTTATCAATTTGTTTGTAGGATGTTCA
+CCGCCAACAACTTTAGGCACATGCAAAGAAATAACATCACACGCTAAAACATCCACCAAGGGTACATAAT
+GTCGTTGGTCAGTAGGGGGATGACTTTTATCTTGTTTTTGCTTTTCGGCTAGTAACGGATCACAGATTTT
+ATGTTGAATACCTAATGCAGTGAGTTTTTCACTTAAACGAGTACCTGTATTGCCGCCGCCAACAATACCG
+ACGGTTAATGAAGATAAAGTGAGTAAATACCGCTCAGCTAAAACGACTAATGCGCTGAGTACATACTCAG
+CAACTGAAATGGCATTACAACCTGGCGCTGATTGGAAGGTGATGTTTCGTTTGGCGAGATAACTTAAGTC
+GATATGATCAGTACCTATAGTGGCACTACCAACAAAAGAAATTTTATCGTTCAAGTGAAGTAGTTGTTCA
+TTAACCTGAGTAATTGAACGTACTAATAAAACATCTGCATCAGCAACTTGTGCTGCGGTTAACGTCCGAC
+CTGAAAAAGGAACTAACTCTCCCTGCTCTTCGCCATCGATACCGTTATTAAGGTGGCAGAGTTCACTAAA
+AAACTCCTTGGCAAATGGCATATTTTCATCAAAATATATTTTCATAAATTCTAACTATTTGACTAAAGAC
+ATTAAAGTGCTCAATTATACGCTCATTTAGAGCATAAGTACTAAATTTAACCCAGCAGAGCTAAAATTTT
+GTCACTATTTATAAAAAAACCACGCTAAATATTATTTAGCGTGGTTTATTATTAGTTAGAAAATGCGCAT
+TAAGTCGGAGCTTAACTCCAGAACTTAAGCTTATTTATATTTTTTCATTACCAAGGTGGCATTAGTTCCA
+CCAAAACCAAAGCTATTCGACATAACAAGGTTTAGCTCAACATCACGCTTTTCAGTAACAATATCTAAGC
+CTTGTGCTTTTTCATCTAAATTATCAATGTTAATTGAAGGAGCAACAAAGTTGTTTTCCATCATTAATAT
+TGAGTAAATAGCTTCGTGAACGCCAGCAGCACCAAGTGCATGACCTGTCATTGCTTTAGTAGCACTAATA
+GCTGGTGAATCTTCACCAAATAATTCTTGAATTGCGCCTAATTCTTTAACATCGCCAACCGGTGTAGAAG
+TTCCGTGAGTATTTAAGTAATCAAGTTTACCTTCAACACCTTGCATGGCTTGTTGCATACAACGAACTGC
+GCCTTCACCACTTGGAGCTACCATGTCATAACCATCAGAGGTTGCGCCATAGCCAACAAGTTCAGCGTAA
+ATATGTGCGCCACGTGCAAGGGCATGTTCTAATTCTTCAACAACAACCATACCGCCGCCGCCAGAAATAA
+CAAAACCATCACGGTCTGCATCATAGGTACGAGAAGCTAATTCAGGTGTATCATTACGACCCGCTGATAA
+AGCCCCCATACCATCAAACATCATAGCAAGTGACCAATGAACTTCTTCACCACCACCAGCAAAAACGATA
+TCTTGTTTGCCTAATTGAATAAGCTCCATCGCATTACCAATACAATGAGCACTTGTTGCACAAGCTGAAC
+TAATTGAGTAGTTAACGCCTTTAATTTTAAAAGGCGTTGCTAAACAAGCTGATACTGTGCTGCCCATAGT
+TTTTGGTACGGCATAAGGACCAACACGACGAATACCACGGTTACGAAGCGTATCAGTTGAAGCAACGATG
+TTTTCAGATGAAGCTCCACCAGATCCAGCAACAATACCAGTACGGAAATTTGAGACTTGATCTTCAGTTA
+ATTTTGCATCTTTAACAGCTTGATCCATAGCAATATAAGCATAACCTGCAGCATCACCCATGAAACGGAT
+GGCTTTACGATCAATGTGATCTTTAGTTTCAATATCAGGTTTACCCCAAACTTGACTACGTAGACCTTGC
+TCTGCAAAACTTTCAGAATGAGAGATACCTGACTTACCAGCTTTTAATGAGGCTAATACTTCATCCGCAT
+TGTTACCAATACTTGAGACTATACCTAAGCCTGTTATTACGACACGTTTCATTTAACTACCATCTATAAT
+TATGAAATTTTGCGCTATTATACAAGTAATAGCGATTGAACTGGTATTACTAGTTGCTTATCACAACAAA
+AAACCAGCGTACACTTGTACACTATAATATGATATCCATTCTAATATATCTATGACATTTTAATTTATCT
+ACCTTTATTTCTGATCAAAACCTATATTTCGCGTAAAATAGGCAAGGTAAGCGAATAGAACTATCCTCTA
+ACACTGTCACTTCACCTAAAGAATTTTTCATGAAAAAACTCGATAAAACAAATAATAGCAATAAATTATC
+CTACCAAAAAGATGGAACCCCTTATTGCCAGCGCTTTGATGATATTTATTTTGAAAGTGAGTCAGGTTAT
+CAGCAAAGTGATTTTGTTTTTATTCAAAAAAATAAAATAGGATTACGTTTACAAATTGCTAAACAAACAT
+TTACCGTGGCAGAAACAGGTTTTGGCACTGGGTTAAATTTTTTATTAACCTTACAGGCGTACCAAAAAGC
+ACAACAAGTTTCATCGTTCCAGCTAGCACCTTTGCATTTCATCAGCGTGGAAAAGTACCCACTAACAAAA
+GAGCAACTAGTCCAGTCTTTGTCTATTTTACCGCAACTACAATCGTTAGCCTTAACATTCATTAATAGTT
+ACCCTGATTGCCCTGTCGAAGAGTTTGGTCAAGAATTTAAAACAACCTTTTTCAATGGCCAAGTACGGTT
+AACTCTTATCTTTGATGATGCCGCCCAAGGTTTCTCTTCATTAAACTGTTCAAAAGAAGGTTTAGTCGAT
+GCTTGGTATTTAGATGGATTTACTCCAGCAAAAAACCCTGACATGTGGAGTAAGGATTTATTCTCTCAAA
+TTGGCAGACTTTCTAAAGATCAAGCCACACTGACCACATTTACTGTTGCTGGCTTTGTAAAAAGACAATT
+GCGTGATATCGGCTTTCGACTTGAAAAACTATTAGCGAAAGGTAAAAAGAAAGAAATGCTGTCTGCTGTC
+ATGCAAAGTAACCCGATAACGAATAAAGGCTACTATTTAAGACCTCTTATTACAAAACCCCAACACGTAA
+GTATTATTGGGGGTGGTATCGCTTCTGCTTGTGCTGCTTATGCATTAACTAAGCAAGGAGTAAAAGTAAC
+TTTATACTGTAAAGATACTTCTCTTGCGCAAGGTGGGTCTAGCAATGCGATTGGCGCTTTATATCCTTTA
+TTACACCAACAGGAAGATGATATAAGCTCTTTTTACCAGCAAGCTTTCTGGCGTGCTAAAGCGTTATATA
+CAGAGATTGCCGAGCAAGGTTTTTCATTCGCACACCAATGGTGTGGATTATTAGAAGTATCCTACAAGGA
+AGCATTGATTAAGAGACAACAGGCATTTGAAAGCTTGAATACTTGGCCTAATGAGCTCATCCATGGAGTC
+AATGCAAAGCAAGCCAGCGAACTTGCAAATATAGATTTACCTTATGGTGGTCTTTTTATGCCTAACGCTG
+GTTGGATGTCACCTCGAGACTTAGTCAAACAAATTTTTAATGCGGCCAAATCAACTACCCGTTTAAAAAT
+AATGACCGACACTCATATCACTAAAATACAACAAGTTGCTAACCCCAGCTCAAATGAAAATGGCACGTCT
+TGGTCTTTAACGAGTAACCAAGGTGAATTTAACGCCAGTGTATTGGTAATATGCGGAGGTGCTGATGCGA
+TTGAAATCGAACAGCTAAAATCGTTGCCGCTTACGGCTACTCGTGGCCAAGTAACAAGTATGAAGAGTAA
+TAAGAAGATAAATAAACTTTCTACCGTTATTTGCCATAAGGGTTATTTAACCCCTGAGAATAACGGCATC
+CATTGCATTGGGGCAACGTTCCAGAAAAATGATACTAATATCACCACGAACAAAGCTGATGATGACTATA
+ATTTAACGATGTTAACTAAGTGCTTACCAGAGTTATCGTCAACTATTGATTGGCAAGAACAAGATATTTC
+ATCAAGTAAAGCAAGACTACGTTGTATGTCACAAGATCACTTACCTCTTGTTGGCGCAGTACCTGATATT
+AAAGAACATGTAGCAACTTACTCTCATTTAGCCAAAGATAAAAATTGGAAATATAGCCAAGCAGCACCGT
+GTATTGATAACCTCTATGTCCTACTTGGGCTTGGTGCCCGTGGCTTGTGTTCCGCACCTTTGGCTGCTGA
+TATTTTAACAGCAGAGTTATGTAATACCCCTTACCCTGTAGATAGCCAAATGTTATTCAACTTAAGTCCT
+AACCGCTTTATCATCAGGGATATTATAAAACGAAAAATAAAGTCATAAGTATAATCGACCTACTAAATAA
+TTAAGACATCAAAGAAGGAGTAAATAAAAGCGTAAATAAACAAAAAAACTTGTGCTAAATCAACCTCCTT
+ACCAGCAAAATAATTTACGGTACTTCTGTCGATAAAAAATGGTTTATTATATTTAGGAGTTCCAGACATG
+AAAGTCAGCTTGCCTCAATGGCCTATCATTATCATTGCATTGCTATTAAGCATCGCTTTTCATCCCGTTG
+ATGCCCAACAGCTAAATACATCACAAGCCATTAACCAAGCTGGTTTACAACGTATGTTATCTCAACGCAT
+GGCTAAAAATTATATACTCTTAAGCCAAAATATTGATGCGAATGCTGCTGCCGATGAATTAGATGAAAGT
+GCAGCACTTTTCGAAGAAAACTTATTCAGCTTAACGAGTTCGATTAAAGATAAAAAATCGAAAACTGCGC
+TGCAAAGACTTAAAAGAGAATGGTATGGTTTTCGTGTGTTTGCTTTAGAGAATGCTAAGACAGAAAACAC
+TGAACGAGTCGTAAAGAAAAGCACTTCTTTATTGAAAACTGCACACGAATTAGTGTTAAGCATCGAATTT
+ACATCAAGATCTCATAGCGATCATTTAGTTAACTTATCTGGTAGGCAACGAATGTTATCTCAGCGCTTAG
+CTATGCTTTATTACGCAAGCAACTCAGGTTATACGGAAAAATTATTTCAACAAGAAATGCATAAAACAGC
+AAGACAATTTGACCAAGCCTTAACTAAACTAATCAAATCGAGAGAGAATACTCCAGAAATCAAAGAGTCA
+TTACAAGATATTGCTAATCAATGGAGCTTTTACAAAACCCGTTTTGATGGTTCAGATAAAGGAAGATTTT
+CACCTAAGACGATTAAAGTAGTGAGCGAGTCTTTGTTAAAAGCAATGAACGACATCACTAAACTTTATGA
+GATAGTTAGCACAAGTGAAAACAAATACGCTTCTTGGATAAAACCAGCTAATAAATAAAGTAAGTTAGTT
+CGTATAAAAAATAAAAGCGATGAACAGCACTGTTAATCGCTTTTTTATTTAGGTATTAATGGCTAATTTC
+TCTTGTAATTTCAACCAAAAATTACTGACAATTACGCTATCCTGTGGAGATAACTCTGCTTTAGCAGCCG
+CTATTTTATGATTAATCGCTTGTATTAGTTCTGTCGTTAGTGATTGTTGTTCATCACCAAAATCTGTAGC
+TGTCAAAGCAATTAAACCACGTAAGTAACCGCTAGCAAACAGAGTATCACTATCGATATCCTGTTCAAAT
+AAACTATCCAAATATTTATATAACTGCTCAACTGTCGTTAAGGTATTGTCTGAACTATCTGACATAAAGT
+TTTATCCTAGATATTAATATATATCACTTACCATAATCTTAAAGTGGACTTATACCACTTTCCTTAGGTT
+TGTGAAGTAGTTGTACCGATAAAAATCAGGGCAAGCTGCTCGATATTACAATAGCTTGCTATTGGAGTTG
+AGAGCAACGCAGTCTTGAAGCTTTTTACCTGCACAGTGATTCATAATTTAATTATTATTGAGGACTAGCA
+AGGGGATAAAGCACTTGGTCTTTATAACCGGTCGTTATGGGCATAAACCCAGAAAGCTCTTGATCGAGTT
+CAATATCACCAGTATCACTAATTAATGGCTTATTATTCAAAGCTTCTAATTTAGCCTTAGTCGCCAGAAT
+AGTAATATTATCACTACCACCGGATTGAGCTAAAATAGTACGAATAATACGAGGACTTAGTTGCTGATTA
+CCGCGACCAAAAACATGTCCCTGTCCACCAATGAGGGTTATGACAAGTTTGCTTAAACCGTCATAATCTG
+TAATAGCTTTATAGAGTTCAGCTTCAGTTACATCAGAGGCAGCAAGTGATTGTTCACTCACAATATCAAC
+ACCTAGCAAAGTATTTTCTAAGGCTAGTTCACTCATTAAAAAAGCAGTGGTAGAGCCAGATCCAATGATA
+AACTGTCGATCATCATACTCATTCATTTCTTCAATAACATTGGCAGCAATATCTTGTAGCACCAATTCGT
+CACTTTCTTTTCCGCCTGATTTAACTGCTTGCACGTATCGCAGCTCACTTGGAATTTTCATCTCACTATA
+TCGCTTTGCTTTGACGATGCCTTGTCTAAATAAACTTTCGTCTATATCCATCACATCACCAGTAGTTAAG
+GTGACTAATTCCTTGGTAACCATCAATTCAATAATACGGCCTGCAGCTTTTGGCGTAATAGCATAAACAC
+CAGAGTGAATTTTACAACCTGCAGGTATACCTAAAACGGGTACTTGCTGGTAATCATCATCACTAGCCAC
+TACATTAGCAATATCTCGAGCAGTACCATCACCACCGGCGAATAAAATAATGTCCACGCCATGTTCTAAT
+AACGCTTCTACCGTTAATTGGCTATCGTTACTCTCGGTATGCTTTTGCTTTGCTTGATAAAGTACTTCTA
+CTTTAAAACCCAAATCACGGGCGCATTGCTCACCCATAAGATCATTGGCGGTATAAATAACGATGTCATC
+TTTGTAAGGTAATAATACCTCAAGCGCTAATGTAGCCCTCGCGTTTGCTTGAGGTTTCGCTCCTAGGGCT
+AATGCGTGCATTGCCATGCCGTCACTTCCCTTAAGTGCAACACTACCACCGATGCCTGCAATAGGATTGA
+TGATAAACCCCAGTTTAAAATGTTTCATATTCATGTTCCTTTTCACTATTTCCTACATTCTCACCAAACT
+GCAATGCCGTTAAAGGGTAAGGTGTTTGATAAAAGTTAGTTAGTGCTTCAATAAACTGCTGTGCTCGAGA
+TGGAAAGCCATTCTCGATAAAAATTAATACTTGTTGATGAACCTTAGCTTTGAATCCACTCAGGTCACCT
+TGATATCCATTGAGATTATCAGCTGAGGTATGGAATTTTCTCTGTGCTGCAACATTAAAGGCCCATTCAA
+TCGCTTGGGGAATAACTTCAACCTGCTCAAATTTCTTTTGTTGTTTCTCATTGCGACCATCTGGAATATA
+CCAATAACCAAAATCTTCTAACAGACGTCTTTTCTCACCCGCTTGACACCAATGCGCTATTTCATGAAAG
+GCACTGGCGTAATAACCATGAGCAAAAATTATTTGATGGAAAGTACAGTTATCATCGGCAGGTGCATACA
+AGGGTTCATCACCCCCTTTGATTAAACGAGTATTGTATTGCTTAAAAAAGACATCATCGAACAGGGAAAT
+AAGATCTTGATAGTGGTGCTGCATAAACTAAGCTAATTAGCTGGAATTATTGTCGGCTATTATAACGAAA
+AATAGCGATTGTTACATTGCCATTCTTAATTAATTACTCAGGTTGATAGTCGTATTTATCGTTTTATTCG
+CACGCTCTTAATTACAAAGTAACCTGAGATACTTAATCTAATCCGTAATGGAAAACTATTGAACTAGAGT
+TTTTCTCAAAGGCCATGAGCCGATAAATGGCTCATGATAAAACAAAAAACGGTAAAGGATTAAATATCAT
+CTTCGATGTTATCTTTACCCGAGGTTCTCTCTATACTTTCAAGCTTATGATGAATGGCAGATTTAATCAT
+CATATAGGCACTAATCGGTGCCGTTAGTAATAGAAACAGAGAAATGAGTATTTCTTTTACACTTAATCCT
+GCTTGCGTAGTGCTAAAAAAGATCATGGCAGCAGTTAACAAGGCTGCCATACCGAGTGTTGTCGCTTTAG
+TTGGCCCATGAAGACGCATAAAAAAATCAGGCATTTTCACTAAACCAATAGAGCCAACGAGTACAAAAGA
+ACCGCCAACTAATAATAATATTGAAATAATCCATTCAGTCATAACTTAACCCTTATTCTATAATATCGCC
+GCGTAGCAGGTATTTACATACTGCCACTGTACTAACAAAGCCCAACATAGCGATTAGCAGTGCAGCTTCA
+TAATACAATGCTGTGCCCATACTCATGCCATACAAAATAATCAATGCGATACTATTTATATACATAGTAT
+CTAGCGCAAGTATCCTATCAGGTACAGAGGGCCCTACCAATAAACGCCATATATTTAGTAATAATGACAA
+ACCTATCATAGCGAACACAATTAAAATCACAGTTTCTAGCATTGAAATATCTCCATAAGAGGGGCTTCAT
+AACGTTGCTTAATTGTGTTTATTAAGGCTTGTTCGTCTTTAAGATCTAAAACGTGTATCAGTAAAAATCG
+TTGTTCCGAATCCTGTCCTTCGATGAAAGTCTCTGTCCAAGGCAGCACCTCTGCGCTGACTGTGCCCGGT
+GTTAATGACACAGTACTAGCTAAAATGGTAATTGGCATACTGTGTGTTAAGTCTAACGGCACCTTGATGA
+AGCCAGGAGTCAGTTTTTTGGTCGGACCTAAGATCAAAATAGCAACCTGTACATTCGCAGTAACGATGTC
+ATATAAAACCAACAGTAGATGACGTATCGCTAAACCTGGCTTGATAATTAATGGCTGCTTAGTTCTAAAT
+GGGCTAGTCGCCAATGGAATCACTATGGCTAAGATAACAGCTAATACAATATGCCCAGCCGATACACTGT
+TATTTAATAATAACCAGACAAGAAATAGTAAAATGCTCAATATTGGAGCGGGTAGCCATTTAAACCGTGT
+ATCTAACCGCATTACTGACCTCCTGAAAGGATAACTTTAATGTTGTGATTAAAATCATGTAACTGGGTAG
+CTGCATCAATTGCATACTCACTTAAAGGTCCAGCAAAAAAGCTCATCAATGGTGCTCCCGAAATAAGAAT
+AATCAATGCTACTAGCTGCGCTGGATGAACGCGCTCTTGCCCTATATTCTCTGTCGCTTGAACTTGATGA
+TGCCAAAACACAGTGCTGCCTGCTTTAGACACACCAATCAGAATCGCAAGACTTGCCAGTAAATAAAGTG
+GCCAAAATACAAAGGTATATTCAGCATTTAATGTAGCTTTAAGCAGCCATACTTTACCAATGAAACCAGA
+CAATGGTGGCATGCCTATCACCGCAATACCGGCAATCAAAAAGCAAACACCAAGAAGCCTTGGTTGAGTG
+AGTGGAGGACCAGCAGTAATGCGATCAGCAACGTTCCCCCTTTGACGACCAATTAAGTCAGCTAAGATGA
+ATAGTGCTGCAGTGACCAACGTTGAGTGGACTAAGTAATAAATAGCTGCAGAGCTGGCCTCAACGGTTTG
+AACAGCAACTAAAGCGACTAAGGTTCCCACCGACACAATCACTAAATTGGCGGCTAATTTCCTTAAATCC
+TTACTTGCTATAACCCCTATGGTACCCATAGCAATAGTAGCGAGTGCTAACCACCACAACCAACTTTGCG
+CCATATGACTCAATTCACCGGCTTCATCGCCAAAGATTAACGTATAAACACGCATCATTGAGTACACGCC
+AACTTTTGTCATTATTGCAAATAATGCAGCGACAATAGGCATCGCTGTAGCGTAAGTATTCGGTAGCCAT
+AAATGTAGCGGTAACAAGGCGCCTTTTAAAGCAAAAACCACCAACAGCAACAAGCCACCTATTTTAGCTA
+GGTAAACATCATCACCTTGTAAAAGTGCAACTTTCTGAGCCATGTCAGCCATGTTCAGAGTCCCTAAGAC
+CCCATATAGAATACCCAGCGCAATCAAGAAAACCGCCGAGCCAACAAGGTTCATAATCACATATTGTAAA
+GCCGCACGGGTATTCTTTTTATCTCCACCGTGCATTAGTAATGAATACGAGGCAATGAGCAATACTTCAA
+AAAATACAAATAGATTAAAAGCATCACCCGTTAAAAATGCGCCATTTACCCCTAAAACTAGAAAATGTAC
+CAGTGGATGGAAGAAACTGCCTTTATCATCATCTCCTGCACATGCATATAAAACACATACAATACCAAGT
+AGTGCGGTTAAGCAAGCTAACAAAGTAGATAAAGGGTCGGCTACTAAAACAATACCAAAAGGGGCACTCC
+AATCGCCGATTGCATAAACTTGCGTACCGTCAACTTGAACTTTTAATAACAAAGCCAACGATGCTAAAAA
+GGTAATTATACTTAATACGACCGAGGCAACTCTTCTGATAGCTATACTTTTACCGCAGGGCGGCATTAAT
+AAAATAACCGCTGCCAACATCGGCAATAATACGGGGAAAGATGTCAAATGCTGGATCATACTTTACCCTT
+TTTATTTTTATCGTTATTTTTATCACTATTCTTATCGAGCACCAGACCATCTACATGATCACTTCCTAAA
+TCTGCTCGCCCTCTGATGGCTAAAATAACCACAAAGGCCGTCATAGCAAAACCAATAACAATCGCAGTTA
+ACACTAAAGCTTGTGGCAGTGGATCAGCATATTGAGGACTAGTTCCTAGTACAGCAGCTTTATTAAGGCT
+AAGTCGCCCTGAAGAAAACAAGAATAAATTAACCGCGTAAGAGAGCATAGTTAGCCCTAATACAACAGGG
+AAAGTTCTAGAACGTAATATTAAAAATACGCCACAAGACACTAAAATCCCAACGCAAGATGCGTAAAGTA
+ACTCCATTAAATCTTCACCCCTTCTTTAGGCGCATTTGTTGTTAATTGACCTAGACTTGCTAAAATCATT
+AATGTCGCACCAACGACCGTAAAATAAACACCTACATCAAATATCAAAGCACTAGCGAGTTCTATTTCCC
+CAATAAAAGGAATATCAAAGTAATCAAACCACGTTGTCATGAAAGGTCTTCCAAAGAACCAACTGCCAAC
+CCCGGTAAATAACGCAATAATAATCCCTGATGCAATAATCTTGCGGTAATTAATGGTTAAGCGCTCTGCA
+ATCCAGTTTGAACCATGCGCTATATACTGCAAGATAAAAGCGATTGCCGTCACTAAACCTGCGATAAATC
+CACCACCGGGCAGATTATGTCCGCGTAGGAAAATATAAAACGACACCATTAATGCCAACGGCAGTAATGA
+CTGAGAAATACTCGCTAATAAAATAGGGTAGCGTTCTTTCGCCCAAGGCCGCCCTTCACTATCATGACTT
+GGCATAATTAATGGTAAGTTGACTAACAGTTTTGAAATACCTAATGCTGCAATACCTAGTACACAGATCT
+CACCTAAAGTATCAAAGCCACGAAAATCGACCAAAATAACATTAACAACGTTAGTTCCACCGCCACCTGT
+TTTAGCATTCGCTAAAAAGAAATCAGAGATAGATTCGAGAGGACGGGTAATTAAGGCATAACAAATACTA
+CTAACCACGATACCCAAACCGGCTGAGATGCCTAAATCGCGTAATACACGAATCGAGCTAGACTCTTTTG
+GCGAGCGTTGCGGTAAGAAAAATAATGCCAGCATCAGTAAAACAATGGTGACTACTTCAACTGTTAATTG
+GGTCAATGCTAAATCAGGTGCTGAGAAACGAGTAAACGCGACAGACACCATTAAACCAACAACCGAAATC
+ATCAACAGCGATATCATACGAGTGCGATACCAAATCACAGTACTAATAGCACCAATCATTAACAATGAAG
+CACCAATTGCGTTATGAACATCAATTGGAGTAAGTTGTTTTTGTCCGCCTAACTGGCTCATTTCAAATAA
+TGGCCAACCAGCGAAAAACAAGACAACAACAAACATTAAGATTAAATAGCGTTGTAAAGAACCGTTTTCA
+ATGGCGCATATTTTACGTTGGCACCACTTTGTCACGACATAAATGCTGCTATCGAAGGCTTTTTTAGCGT
+CCAAATTAGGCAATGAAGCATGATATTGATATAAATAACGGCGCTGTGTATACAGTAATACACCACCGGT
+TACTGCGATGGCGCTCATCAAGAGTGGTAAGTTAAAACCGTGCCATAGAGCAACTTTAAACTCAGGTACA
+TATCCACCGATTACAGCAAAGGACGCTGCTTTTAAAATATCGTCAACAATAAAATTTGGAAATATCCCCA
+CGACTAAACATAAAGCAACCAGTATCTCAATTGGCACTCTCATATAACGAGGCGGTTCACTGGGTTGTCT
+TGGTAGATCAATCGGGTCACCATTGAAGAAAACATCGTGAATAAAGCGTGCCGAATAAGCCACCGCTAAA
+GCACCTGCAACAGTAGCAAGAACTGGAATAAGCCAAGACATAGACCCAAGTAATTGTTGATGTAGCGTTT
+CAGCAAAAAACATTTCTTTAGATAAGAAGCCGTTTAATAATGGCACACCAGCCATCGCCGCCGCTGCCAC
+CATTGCCAACGTTGCAGTATAAGGCATAAATCGCCACATACCGTTGAGTTTTCGCATGTCACGCGTACCT
+GTTTCATGGTCAATAATACCGGTCGCCATAAACAAAGAGGCTTTAAATGTTGCATGATTAATTATATGGA
+ATATAGCGGCTACTGCTGCAAGCTGAGTATCCAATCCTAATAATAATGTGATTAAACCTAAATGACTGAT
+GGTCGAATAGGCTAATAAACCTTTTAAATCATGTTTAAATAACGCTACATAAGCGCCAAATAATAAGGTG
+GTTAGTCCGGTTAAACTGACAAGAATAAACCATAGGTCTGTACCAGCTAAAGCAGGATAAAAACGTGCTA
+ATAAGAAGATACCCGCTTTAACCATGGTGGCCGAATGCAGGTAAGCACTTACCGGAGTTGGCGCGGCCAT
+CGCATGTGGCAACCAAAAATGAAAAGGAAATTGTGCTGACTTAGTAAAAGCACCTAGCAGTACTAATATC
+AAGGTTACTTCATACCAAGCATGTGCTTGAATAATGTCTTTACTCTCTAAAATAATATCTAAATTATAAC
+TACCAACGATATTACCCAATAAAAGCAAACCAGCGAGTAATGCCAAACCGCCACCACCAGTTATGGCTAA
+GGCCATTATTGCACCTTTACGTGCTTCAGCTTTATGCCACCAATAACTAATTAACAAAAACGAGCTAATA
+CTGGTAAGTTCCCAAAAAAACCACAGCTGTATGATATTGTTTGACATGACAATACCAAGCATCGCGGTCA
+TAAACAGCATCAGATAAGCATAAAGCTTGGGCATAGAGTCTTTACTGCTTAGGTAATAACGAGCATAAAA
+GATAACTAATATGCCTATGCCTAATATCATAAAAACAAACAACAGCGCTAAGCCATCTAAACGAAAGGCG
+ATGTCTATACCCAGTAAAGGGATCCACGAAATAGTTCGACGAATAACTTCACCAGAAAAAACTGCTGGCG
+CTAAGCTAATCGTCATTAATAATGCGATGATCGGCATTAACATGGTCAAACCAGTCGATTGATTACGCGT
+TAATTTACCCGTCATTGAAGAAATAATACTGCCAAGTAAGGATAGCAAGGGTATCCAAAGCAAAGTCATA
+GAGTAAACCTTATAGTTTTTATAATGAGAAGTAATCGTATCGAGAGATGTAGCCATAATATGTCAAATTA
+CATAGCAGTGGCAAACATTATAAATGTGAAATTTTGTAACGACTTTATCACGACATAACACAAGATTTTA
+GACTTAAGTCTAAAAATAATTCGGATAATTTAATTATTTACGTCAATAATTCAAATAATACACTTATTTC
+ACTAGTCGCACTACCTGCATTAAGTGTAGTATTTACTTTAATGAAGCAGTAATAAACTTATAGGTGATAA
+ATGAAGAAGCTCGATAGCATCGATTTACAAGTATTGACCATACTATATGATGATGCAGATATTACGAATA
+AAGAACTTGCAGCCAAAATAGGTATTGCCCCATCTACATGTTTAGAGCGTGTTAAGCGCTTAAAACTAAG
+TGGTGTAATTAAAGGTGCGTTTATCGATGTTAATTTAAAAACTATCGGCGGTAATATAGAAGCAATTGCA
+GCAATTCGTTTACAACCCTATTCTGAGCAGATTGTTAATGGACTGCGTGACGATTTATTAATGCACCCTG
+AGATACTCAATTTATACCACATGGGTGGTAGTTATGATTACTACATTCATATGTCAGTAAAAGATAGTGA
+GCATTTACGTCAGTTTGTTTTTAAAAATATTACTTCTCGTGATGAAGTGACGACCGTAGAAACATCATTA
+GTCTTTGAACACAGTCGCAGTGGTATTTTACCCAATTTTGACGAGTAACTATTAACCCATAATTGTTAAA
+AGTGCCTCATAAAAAATCCCGCGTTATTTAACAATAACTGCGGGATTTTTATTTTGACGCTCTAATTAGC
+TATAAGTACTAGCTTTTAAGATCATCAAAAAATTTCTTAACACCGTCAAAAAAACCGGTTTCTTTTGGAC
+TGTGTTTCTTGCTGCTACTCGCCATTTTTTCTTCTAATTGACGTAATAAGTCAGCCTGATCACCTGATAA
+GTTAACAGGCGTTTCAATAACGACTTTACACATCAAATCACCGGTAGTAGAACTACGTACAGACTTAACG
+CCTTTACCACGCAAACGGAACATCTTACCTGTTTGTGTTTCTTTAGGCACTTTCAGCTTAACTTTACCAC
+CAAGCGTCGGTACTTCAATATCACCACCTAAGGCAGCAGTAACAAAGCTAATAGGCACTTCACAATATAA
+GTGATTTTCATCACGAACAAATATTTCGTGGTCTCGTACATTTACTTGTACATATAAATCGCCTGCTGGT
+GCGCCATGTTCTCCGGCTTCACCTTCACCTGATAAACGAATTCTATCGCCAGTATCAACGCCCGCTGGAA
+TTTTAACTGATAACGTTTTCGTTTTCTCCACACGCCCTTGACCACGACATGAAGTACACTTATCAGCAAT
+AACTTTACCCTTGCCACTACAAGTAGGACACGTTTGCTGAACAGCAAATAACCCTTGACGCATTTGTACT
+TGGCCGTGGCCATGACAAGTGCTACATGTTTTAGCTGAAGTGCCTTTCTTAGCTCCAGAGCCATCACAAG
+GTTCACAGCTAACATACGTCGGTACTTTAATTTCTAAGCTTTTACCCTTAACCGCATCTTCAAGTGATAA
+ATCTACGTTATAACGTAAATCTGAACCACGTTGCTGACGCTGACGTCCACGACCACCGCCGCCGCCTCCA
+AAAATATCACCAAAAATATCGCCGAAGTCTTGACCAAATCCACCACCATGACCACCGCCGCCGCCACCGT
+TACCACCTTGTTCAAAAGCAGCATGACCATACTGGTCGTAAGCAGCACGCTTTTGGTCGTCATTGAGGAT
+TTCATAGGCCTCTTTAACTTCTTTAAACGTTTCTTCTTTAGACTTATCACCTTGAGTACGGTCTGGGTGA
+TATTTCATTGCTAATTTTTTATAGGCTTTTTTAACTTCTTTCTCAGAGGCGTCTTGGCTAACCCCTAATG
+TTTCATAATAATCACGTTTTGACATAAATCGGTTTCTTTACTTCAAGTTGATTGAGACTAATTTTCTTCA
+TTTTTTGGTGAGCTACACAATAAAAATCAAGAAAATTAGCACCAAGTTAAAATTATGTTCGAATACTTTA
+CATACAAAAAGCGTCGAGAAATATCGACGCTTTATTTTGATGACATAGTCTAACTCTTTTGCTTGCTAAG
+ATTAAGTAATAAAACCTAACCTTAGCGAATCAAAAATTACTTGTCGTCTTTAACTTCTTCAAACTCAGCA
+TCAACAACATCGTCTGCAGGAGCTGCGTCAGCTTCTTGAGCACCTTCAGGAGCGCTTTGAGCTTGTTCTT
+TAGCTTGAGCAATTTCCATTAACTTAGCTGATGCTTCCATAAGTGCTTGAGTTTTAGCTTCAATTACTTC
+TTTATCATCACCTTTAACTGCTTCTTCAAGCTCAGTTAATGCTGCTTCAATTTTTTCTTTATCTTCGCTT
+GGTAACTCTTCGCCTGCTTCTTCAACTTGCTTGCGAGTCGCGTGAATCATGCCATCAGCTTGATTACGTG
+CAGTTACTAGCTCTTCAAATTTAGCATCAGCATCAGCGTTAGCTTCTGCATCACGTACCATCTGCTCTAC
+TTCTTCATCAGATAAACCAGAAGAGGCTTTGATAGTGATTTTTTGCTCTTTACCAGTATTCTTATCTTTA
+GCCGTAACGTGCAAGATACCATCAGCATCAATATCAAAAGTTACTTCGATTTGTGGTGTACCACGTTGTG
+CTGGTTCAATACCTTCAAGGTTAAATTGACCTAAAGATTTGTTTGCTGAAGCTTGCTTACGCTCACCCTG
+ACAAACATGAACAGTTACTGCAGCTTGGTTATCATCAGCTGTAGAGAAAGTTTGTGATTGCTTAGTTGGG
+ATAGTAGTGTTTTTGTCGATAACCTTAGTCATCACACCGCCCATAGTTTCGATACCTAATGATAGTGGTG
+TAACGTCTAATAAAAGAACGTCAGTCACATCACCAGAAAGAACACCCGCTTGAATCGCCGCACCAGAAGC
+TACTGCTTCATCAGGGTTAACATCTTTACGTGGCTCTTTACCGAAGAAATCAGTAACAGTTTTTTGAACT
+AGTGGCATACGAGATTGACCACCAACTAAAATAACATCATCAATCTTGCTTACTGATAAGTCTGCATCTT
+TAAGCGCTTGTTTAAGCGGCTCTAATGTTGCTTTAACCATATCTTCAACTAGTGATTCTAACTTAGCACG
+AGTCACTTTGATGTTCATGTGCTTAGGACCTGAACCATCAGCAGTGATGTAAGGTAAGTTTACATCTGTT
+TGTTGTGCTGAAGAAAGTTCACATTTAGCTTTTTCTGCTGCTTCTTTTAAACGCTGCATTGCTAAAGGAT
+CAGACGTTAAGTCCATGCCTTGGTCTTTTTTGAATTCAGCTACAAGGTAGTTGATTAAACGGTTATCAAA
+ATCTTCACCACCTAAGTGAGTATCACCGTTAGTCGCTAATACTTCAAAAGTGTGTTCGCCATCCATTTCA
+TCAATTTCAATGATTGAAATATCGAATGTACCACCACCTAAATCGTAAACTGCAACAACTTTGTCACCTT
+CTTGTTTGTCCATGCCGTAAGCAAGGGCAGCAGCAGTAGGTTCGTTGATAATACGTTTGACTTCAAGACC
+AGCAATACGACCAGCATCTTTCGTTGCTTGGCGTTGTGAATCGTTAAAGTAAGCAGGTACAGTAATAACA
+GCTTCAGTTACGGTTTCACCTAAGAAGTCTTCAGCAGTCTTTTTCATTTTCTTAAGAACTTCAGCTGAAA
+CTTGTGGCGGAGCAATTTTCTCGCCTTTTACTTGAACCCAAGCATCACCGTTATCCGCTTTAACAATACC
+AAATGGCATAATATCGATGTCACGTTGTGTTTCTTTATCTTCGAAACGACGACCGATTAAGCGTTTAATT
+GCATATAAAGTGTTTTCTGGGTTAGTTACAGATTGACGCTTAGCAGGTTGACCTACTAATGTTTCGCCTT
+CGGCTGTATAACCAATAATAGAAGGAGTTGTACGATCGCCTTCTGCATTTTCAATAACACGTACACTGTC
+GCCATCTAAAACAGCAACACATGAGTTAGTTGTTCCTAGGTCAATACCAATAATTTTGCCCATCTTGGGA
+GCTCCTATTCATTTAACTTTATCTACATAGATAAAGTAATTTTGATTAAATTGTTTGTTGAATAATAAGT
+GGGGTCAGCAAAATGCTTTTCAATAGATAAATTTAAAAAAAATGGCTTTTTGTTAAGATTTAAGCAAAAA
+ATGAAGGGAAACAGGCAATGTTACTAGAGAACATTACCTTTAGTGGAGTTTTGACTCGAAATTTACATTA
+TCAATTATTTTTAATTATTTCTTGTAGCGCTAGATCAAAACGAGGATCAGCTTTGTCTGAACTTGATGTT
+TTCCAAATTATTTCATTTTTACGATTAATGAAAAATGTTGTTGGTGTTCCTCTAACGCCATAAAGTTTAG
+CAACCTCTTCCCCCATTACTCCTGTTAAAAAAGAGTAACCTCTGCGATTAATTTCATCTTGAGGCTTTGC
+ACCCTCGTCTTCATTAAAGCTAATTGAGATGAGTTCTACACCTTGTGCTTGATATTTTTTCTGCAAGGCA
+ACTAACGTCGGTTGTAGTTTTTTACAATAAGGACACCAAGTTGCCCAAAAATGTAAAATGACTGGCTTGT
+TTTTATACTGCTCTAAACTAATCACTTCGCCATTTTGAGTTTTTAATTGCCAAGGTTTAGCTGTTTCATT
+TGCGTTTACCGTAAAACTTGCCCCAATAATAAGGCTAACAAAAACAAAAAACATCGTTCTAAAAATATGA
+TTCATAATAAACAGGGGATAAATAAAAGAATGGTATTGTAAAAGACCTTGTTTCCCCGAAGTTATTTCAA
+AAATAGAAACTTTTTTTCAAAAAGACCAAAATTCAGGCAAAAAAAAAGTAAAGAGCTAAGCTCTTTACTT
+TTTTATTCAATCATTGTCAGTTTGATTTATTTACTACGCGGTAGCATCAACAGTTGGTGCAGCTTTAGAT
+ACCATCACCATCGCAGGTCGAATTAAACGACCATTTAACTCATAACCTTTTTGCATTACTGCAATAACAG
+TATTTGGCGCTACTCCAGGTACTTCTTGCATTGACATTGCTTGATGAAGTTCAGGGTTAAAAGGTTGATC
+TTGTGGATCAACAGCCTTTACACCAAATTTATCTAAAGAAGTAATTAAGCCTTGTAACGTTAATTCAACG
+CCTTCAATAACACCTTTATTACTTTCATCTTCTTTATCAATATTTTGAAGCGCTCGCTCCAAGTTATCAA
+CGCTTGTTAGCATTTCACCAGCAAATTTTTCTAAAGCAAACTTACGTGCTTTTTCTACATCTTGAGCAGC
+CCGACGACGAATGTTGTCTACTTCTGCTTTAGCGCGAATAACTGAATCTTTTTGATCCGCAACGGTAGAT
+TGAGCTGTAGCTAATGCTAGCTCTAACTCGTTAATTTTTTCTTGTTCAGCACTAATCACTTCATGGGCAT
+GATCATGTTGATCTTCTACCTGCTCTTCAGCTTGTTGTACTATGTCATCTGCTAATTGCTCAGCACTTAA
+CTCTTCTTTATTACTTGTTGATTCTGTTGTCATGGAAAAACCTCAATTTTATAACTCTTGGTGACATTAT
+GGGGACTCTCTAAAATGATTCAAGCTTGATTTAAAAACATTTTGTAAAAAGTGAACTTTACAAGTGAGCA
+AAATCCAGCGAAACTGCTCTTAACCCTAGCAAAATAAGTAAATTACCGTTATGGCTCAACACTATAAAAC
+TATTGGCCTTATTGGCAAACCTAATCATGATGGCGCCAGTGCCACCATACAAACATTGCACAAATACTTA
+TTAGCGAATGAGTATAAAGTTATTGTCGAAGTTTCAGTAGCGCAATCTCTCGATATCAAAAAGATGAAAA
+CCGGCACATTAACTGATATTGGCGAACAAGCAGATCTCGCCATTGTTATTGGTGGTGATGGTTACATGCT
+TGGCGCAGCGCGCGTACTCGCCTGTTTCGATATTGGCGTCATTGGTGTAAACCGCGGTAACCTAGGCTTT
+TTAACCGATCTTTCTCCTTCTGAAATCATAAAACCTTTAGAGCAAATATTATCAGGCAAGTCACGTAGTG
+AACAACGCTTTATTATAGAGGCTGAAGTTTATCGTCACGGAAAACTAAAAAGTTCAAATAGCGCGGTTAA
+TGAAGCGGTACTCCATGCCGGTAAAGTTGCCAGCATGATTGAGTTTGAAGTTTATATTGATGGCACCTTT
+ATGTTTAGCCAGCGTTCAGACGGGTTAATTATTTCCACACCTACTGGCTCAACGGCCTATTCGATGTCTG
+CTGGTGGACCTATTTTAACGCCCAACTTAAATGCACTATCGCTCGTACCTATGTTTCCTCATACCTTAAC
+AAGTAGACCAATTGTTGTTGATGGAAATAGTGAAATCAAATTGATACTAGCCAACGATAACCATGAAAAC
+TTGCAAGTGAGTTGTGATGGTCATGTTATTTTAACGGTAATGCCTGGTGACGAAGTTATCATCAAAAAGA
+GTGAGTGCAGCATTCGTTTAATCCACCCATTAGATCATGAATACTTTAACGTATTACGAAATAAATTAAG
+CTGGGGTAACAAACTTTATTAACCTCCTGTTGCTACTTAACTATGAGTAGTAGCCAGCATTACTATCAAA
+AAATAAGCAAATAGTTTCAAATAAACTTGAATAAAAGCCATTTACTGTATAAATTAACAGTTACTGGTTT
+TTTATTCATGCTTATTGCCAAAGGTTAACTATGCTGCTGCAACTTAACATTCAAAATTTTGCCATTGTCC
+GTTCATTAGATATTGATTGGCAATCAGGTATGACGACAATTACCGGTGAGACTGGCGCGGGAAAATCAAT
+TGCTATTGATGCGCTGGGCTTATGTTTAGGTGATAGAGCAACCACTAATGTGGTTAGACCAAACTGCAAA
+AAGGCTGATTTAGCCGCCACATTTGAAATAAAGAAAAATAAAATGGCGCGCGCTTGGCTAAAACAACATG
+AACTCGTTTCTGAGCATGATAGCGAATGTATTCTTCGCCGTGTTATCTCCGCTGAAGGCCGCTCAAAATC
+ATATATCAATGGCAGCCAAGTGCCTTTAGTGCAATTAAAAGAAATTGGACAGCTGTTAATTAATATCCAT
+GGTCAACATGATCACCAGCTTATCGTTAAAGCGAATCAACAGTGTCGTTTGCTTGATAATTATGCCAACC
+ACACACCTTTGTTAAGTGCAGTAAAACATTATGCCCAGCAGTGGAATAAGCTTAATAAAGAATTAGAAAT
+GCTGCAGCAAAGCAAACAACAACGTGAAGCTGAACAACAACTCATCCAGTACCAAGTAACTGAACTGGAC
+GAATTTTCATTACAACCTGATGAGTTTTCAACACTAGAAAAAGATTATAAACGCCATAGTAATGCGCAAG
+ATTTATTGGACTCAACGCTAAGCACATTACAAAGCCTATCCGAAAATGATAATTTCAATATCTTAGATGC
+ACTTAGAGAGTGTAGCGAAAATATCAATTCAATCGCACGCGTTGATAATCAATTAACTGATGTAGCCACT
+ATATTATCAGATACCTTAATTCAATTAGATGAAGCAAATAACGATTTAACGCACTATTATCAGCAATTAG
+AACTAGACCCTCAAAATTATGCGATCATTGAAGAGCGTTACTCTACCGCAGTGCAGTTGGCCAAAAAACA
+CCAACTGTCACCAGAAAATCTAGTTAACTTCCATAGTGAATTAAAACAACAGCTCGCTTCAATATCTAAT
+GATGAAACCCGCATTGATACAATTATTGAAGAATTAGAGCAGACTAGAATTCATTATAATGAAAGCGCTG
+AACTGTTATCAGCATCAAGAGAAAAATCAGGTAAAAGCCTGAGCAAGCTGATCAGTAAAAGCATGCAAGA
+ACTGAACATGCCCCACGGACAATTCTTTATTGCCGTTGAGAATAATAAAAAACAAGAAAATGGCAAAGAA
+ACTATCAATACCAATGGTAGTGATACTATTAGCTTTCAAGTTAGCATTAACCCAGGGCAAGCGCTTGAGG
+CTATGCATAAGGTTGCCTCCGGTGGTGAACTATCTCGCATCAGTTTAGCTATGCAGGTTATTTTGGCCGA
+TAAAGTGATCACGCCAACACTAATATTTGATGAAGTTGATGTCGGAATTAGTGGCCCAACAGCGGCTATG
+GTAGGTAAAAAGTTAAAGCAGCTATCTAAAAATACTCAAGTAATTTGTGTTACCCATTTACCCCAAGTGG
+CATGTAAGGGACATCAACAACTCTTTGTGAGCAAATTGACTGATGGCGAACTCACTGAAACTAAAGTAAG
+TGAACTAAGTGAATCAAATCGGGTCAAAGAAATTGCTCGTTTGCTTGCAGGAGATAAAATATCTCAACAC
+AGTTTAGCAAATGCGCAAGAGCTATTAGCCAGCTAAGCTCATTTACACACACCGTTTTAGTAAAAAGGGA
+TCCGATAACAGGTGAACTACCTACTTTCATTGTCGTGATGCAAATAGAGTTTTTTTAACTGATGTAATAA
+ATAGCTTTGAATCCGTGCTGGGCTTGGGTATTATCCCTGCTCACACTTTTAGCCTGTTTTTTTGAGCTAC
+TTAAAGGTAAATAGATTTTATGTATTTTCGCGTTGCCATTGTTATTACTGCCCTAACCTTATCAGCCTGT
+TCTAGTTGGGTTTTTCGTTACGATGTTCCCCAAGGTAATTACCTTGAACAAAAGAGCATTGATAAATTAC
+AAGTAGGTATGACCAAGGAACAGGTTAAATTTATTTTGGGTAGCCCTGTTGTTGTAGATGCTTTCAATAA
+TGATACTTGGAATTATGTCTACAAGTTGAAGTCTGGCCGAAGCAAAGATTTCGATATGAAAAAGCAATTT
+ATTATTAACTTTTCTAATGACAAGTTAGTCTCAGCTTCAGGAGACTTTGAGGTATCTGATAATTTTAATA
+CCCCTTTCAATGCGCCTGTAGTAGAAACTGAAGCGGCAAATGACACTGAGCTCAATGAAGAAGCAAAGGC
+TGTTGTTAAAAGTAAGACTATTAACGGTAAATAGATAACAAACAGTTAATGAGCTCTTTACCTTGGTAAA
+ACTTGGGTACAAAAAAACGGCATGAATGCCGTTTTTTTTATGCCTATTACAAACTAAATATTTGTAGAGC
+TATTTATTGGCGTCAACTCTCAAAGGGTTTACACGACCACCTGTTGTTTTATCAGCTCGCCCTTCTAATT
+TCGCTTTTTCCGCTCGACGCTTTCTAACATCCTTAGGATCAGCTATCAATGGACGATAGACTTCAATTCT
+ATCGAGATCGTTAACGACTTCAGATAGTTTTACTGCCCTATTCCAAACACCTACTTTGTTAACTTTAAGG
+TCAATTTCAGGAAATAAAGTGATAACGCCCGAATCGAGAATGGCTTGCTCTACAGTAGAACCTTCTGCAA
+CCAATAAGGTTAATATTTTTTGTTTGTGTGGAACACCATAAACAACTTCTATGGTTACCCTGTCATTGTT
+CACTGAATCATCAAGACTACTTAACTCGCTGTTTTCGAAAGTCATAATTACACATTAACTCCGTAAATTT
+CTTTTGCTCGCTGGGTAAAAACTTGCACTAAGCTATTACTAAAATGGCCAAATACTTTACCAAAAGCCAA
+AGAAACAAGTTTATTAGAAAACTCATACTCTAACTCTAAACTAACCTTACAAGCTTCATCTGATAAAGGC
+GTGAGTAACCAATAACCTTCAAGTTTTTTAAAAGGGCCATCAACAAGTGACAAATGAATTTTTTCATTAG
+ATATCAAGGTGTTTTTAGTTGTGAACCACTTACTTAACCCACCTTTAGAGACAAGTAACGCTGCTGTTAC
+TGACTGCTCATCTTGGTCTATAACCTTACTGTCATTACAATCTGGTAAGAACTTAGGATAGGCTGGGATA
+TCGTTTATTAACTGGTACATCTGATCAACACTGTACATAACTAAAGCACTACGACTTATGGTTGGCATTA
+CTACTCCGCATGTTGCCCCCATTCAATGCCCGACATGATAGCAAAACCTCACAAAAAGCGCATCAGACCA
+ATTCTATTAAATATATTCATAACTCAGAACTACAGTAGTGAGCTTAAAACAAGAAAAATTATTTAAACAT
+AGTTATTCTATATTTCATTCATTTTGTGATGTTATCAGTTTACTAATGAGTTCCCGAAGGGCGAGTACCT
+AATCAAGAGTAAAGGCTTACATGCGGTGTTATTAATTTCGACAAGGACGCTGCGTGGATGAAGCTTATTA
+GATAATGCAGGAGCAATTATCCTGAACAACCATTCTCTTCAATCAATGCCTTGCCTCTAAGACTTTTAAT
+TCTCGCTGAGTGAGAGATATCTTAATAGATTTGGTCTAAATCCATAAATTTTCATCCTAAATAGGATTTT
+CTCATGCAAAAGAAATTTATTCTCAGTATAATCACCGCGTTTGCTGCTTATTGCGGCAAAGGAATGGATG
+ATAAAGATGGCTAAGAAAAAATCAAAAAGCTCTAACAGTAATACTATCGCTTTAAATAAAAAAGCGAGGC
+ACAACTATAGCTTAACGGACAAGTTTGAAGGCGGAATGAGCTTACAAGGTTGGGAAATTAAGAGTATTAG
+AAGTGGCAAAGTAAATATTTCTGACTGTTACGTACATATTAAAGACCGTGAAGCTTATTTATTAGGAGCT
+GAAATATCTCCTCTGAATGCTGCTTCTAGTCACGTTGTATGTGATCCAAACCGTGATAGAAAATTATTAC
+TTAACCGAAGAGAGCTAGATAAAATCATTGCAGCTGTTGAACGTGATGGTTACTCTTTGATTGCAACGGC
+TATGTACTGGAAAGCCTGTTGGGTGAAACTCGAGTTTTACTTGGGTAAAGGTAAGAAAGATCACGACAAA
+CGTTCCGATATTAAAGACAGAGAATGGGCTGTTGATAAAGGTCGTTTAATGAAGAATAAAAACTTAGATC
+GATAATTTGTTAGGCTGTTTGTTAGGTAAGTGGTTAAAAAATACCACGTTGTCTATTTAACTTAAGCGTT
+GTATAATGCGATCCATAGGTATATCGAACCTATAATTGTAAAAATAATAGAAAATGTAGAAATGTTAAAC
+TTTGGGGCGGATCTAGGATTCGACAAGATTCATGAAACTCAAGGTGCATGCCCAGGGGCGGTTTGCCTGG
+TAAAAAGCCGCAAAACTATAATTGCTAACGACGATACGTTCGCACTAGCCGCTTAGGCTAGCCATCGCCT
+TGAAATCTCTCCTATTGGTTAGAGGATCGATGGTCACCCCAAATAGGATAGCGAGGGAAGCACGCTTGAG
+GCTGAACCGCGAAATAGTATCAAGCTCACCATGACGAAGCCTGTCGCTTGGCGTCTAATTGGTTAAATAA
+ATGAGCGACTAAGCATGTAGTACCGAGAACGTAGGCTTTTTGGACGGGGGTTCGATTCCCCCCCGCTCCA
+CCAAAGAAACCTTTTGAAAATCAATAGATTGCAAAAGAATATTTTATCGATGTCCCATTTACGTCCCTAG
+CGTATATGGGAATACATAAAAAAATAGAGAATAAAAAGAAAAGGATGCTTCGGCATTCTTTTTTATTGTC
+TGAAATATGCCGTACAGGCCTTTATTTTAAAAGGTTTTGATTGGGGTTATCTAAAGGGTAAAGCAAAGAA
+TACCCATAAAACACCCCTGATTTAAGACTATTCGAGCTCTAAAAATAAAAAATCCAACACTTGTATTGGA
+TTTTTGTTTGTTAGCTATTTATTCATTAACAGAGCCAACTTAAGCAGGCACTATGTTACTTATTGAGTAA
+CCTTGCTTATTCCGAGCTGAGATGAATTAAACATTCAACATAATATGTTGGTGTACTCGAACAATAATAT
+CATCACTTTCTTTTTTCCAATTTACTTCATCAGAAAACGCTCTTACTGCCGTAATAGCTTGATTGACGAA
+CTTGCCATAATTATGGTGAGTTTCATCACTTTTATCAGCAAAAAATACAAAGCGTAAGGTATCAACTAAC
+CGATCAGCTTCCCAATGCACACAAAAACGTCTTTCAGCATTGTTTGGATTAACCCCTATCGATATTAGCT
+CACCGGCAACGTTTGTTGTCTCATCTTCATCATAACGAACAAAGGGTGATACACCGTTAGCTATCATCGC
+AGCTTGGTTAATTTGATTGGCATTACAGGAGTTATTAAAAGCACTTTCAATTTTTTGATAAAGCTTGCTA
+AATGGTTCATCCGACAAATAATCAATGTCTGCGCCTTTTAATAAACGACGTGCCATAGGTATACTCGCAA
+CTACATAAGTTATCGAAGTATGATCCTTGGAAATACTCTGGTTTTGACTTTCATACCTGTCAGCTATTTC
+TCTAAAGGTATGGCTAATAGAGTTAGTATCGCCTTTTTCTTTGGCAAAAACGTCAAAGGTTAAATGTTGG
+TGATCTCGCAGCTTAATTTCATTTTCAGCTAAACCAATTTTTTTCGAGATATCTTTGATTGCTTGAGAAA
+CTTTAAAATGGAATTTACCGGAGTTTACTCTTAATTCTTGTCCTGTGGCTAAGAAAAGTATTTTAACTTT
+TCTAGCGCGAACAGCGCCATCAAAATACCCTTTAAAAGTACTATTATGCTCAGGGCAGTAAAAGAAAAAT
+GACTGCTGTTCTGTATGTAAAACTTGTTGTTCACCACTATAACGCACTCTAACTAAACGGTTATTCGCAA
+CAAAGTTTACGTGTGAAAGTCCATGTTCCTCGACGATATCAAAAACTTTATGAGACAAGGATTGATAGAA
+TTTTTGATAGGGTTTGTCTGCCGTTTTATCAATACCACCGCAGACTAAGTCTATTAAATTATCCGTTAGC
+GGGATCTCAGCTAAAATATATTGATTATCACGCGAGTCACTTGGTACATATACTCGCTCCCCTGATCTAT
+GTTTTTTTAAAATTGATGAAGTTCGTCTCATATTTCCTTTTTAACCTTATGGTAAATTAAGTATCTGAAA
+TAATGCTATTACCTTTTATAGCATACAAAAACGAAAGATTTCGTACTATCTATAAGTAATTATAGATATA
+TTTTAAATTTCATATTTTCATAATCAGAGTTTCTAGACATAAAGCCTCCAAAAAAAATCACAGTGACATA
+ACCTTTAATAAAAGCAATTTGATCACATGTATAAAAAAGACAAGAGATAAACCATAGCCTTACGCTCTGA
+TCATTTATATGCCTAGTTGATCTACTCCATTTAACGTCACAATGTAAGATAAACTTGACCAACAAAGTGA
+TATAAACAAGACGGTCACTGCGACCTTAAGCTTGGTAGTGCCTAGGCGTACCGCAATTAAAATTCCGAGA
+GGAAGACCGATCAAAATTGGCGTCAAAGCCAACCCCAAAAGAGCAGACTTATCTGGAAATATCATGGTAG
+CAATTAGAGAGGCCGCAATAACTAAAAGCTCCTTCTTTTATAAAGAGCCCAATTTTGGTCAACGCTTGTT
+ATTCTTTCAACTTCTTGTTGAAAGTATGAAGTGGGATCTAATTACATGCATAAATTAAGTATTTGAGGTG
+TTCTTATGTGTTCTATCCGTTTGCTAATATTATTACTTCGTTGAGTCGCTAACTGAATAATAGCCTCTGC
+GACATCATGTGCTTTTACTGGTTTAAAATCAGCCAACACACCAATCATTAAAGGACTTACCATATTCAAA
+ACACATTGAAGTACTTTCTCATCTTTTCTTGTTTCTTCACGAGAGCCGACTAATGAGCCAGGGTGCATAA
+ATGTGATTTTTTCAAACTCAAGTTGTTGTAACTCTGCCTCCATTTCACCTTTGCAACGAAGGTAGTGCGA
+ACGAGAGCTAACAGAGGCACCTAAACAAGAGACAACAATAATATGTTTCACCCCGAACGAGTACATGTCT
+TTGGCGACTTTAACCACTAAATCGACATCAATCACTCTAAGTTTTTCTTTGCTTCCTGCTTTTTTCAAAG
+TTGTTCCTAATGTGATCACACCGATAATTGGCGAGTTAGTTACATCACCTTCAGAGGGTATTGATAAATC
+AGGACTCAACCATTGAGTCAGCTTGCTATGCGCTATTGTTATAGGGCGACGTGATAGAGAGTAGATGTGT
+TCAACACTATCATTGGCTAGTGCTATCTCTACAGTTGATTTACCGATGAGCCCAGTCGCGCCAGCTAGTA
+CGATTGATAAACGGTTAGGCATAATATCCCTTAAATAAATAGTTATTTGCTTAAATTCCCTAAAAGAACA
+ATAACACTACATCCAAAATAAATCAGTCAGTCTAGTTATGCATTGTGATCATTTGTAACCCTGAAGGATC
+TTGAATGCATTAGCTAATAATTGATTAATGAACTTTATGAGGGTTGGGATATCATTTAATCCCGAAGAAT
+AAACGGGAGTTTTTATTCCTTTTTCACAAACTATTAAGCACGAATAAAATTATGTTCAGAGCATCCTCCT
+CTACGCCTACAGCTTAAAAAACTAGCTCAGTACTTCCCTTTTAAAGCGCTTCAGTTTGATATAATCGATA
+CCCTTGTTATTTATAAGCACTCAAGCAGTACACTATTTTTAATTGTCGGGTTATAATCAGTCCTTAATTT
+ATAATTTGTTAACAAGGTTTCCTCGGCAATGGAAAAACGTTTTATTACTGCGCAAGAATTATTAGAAGAT
+TCTTTTCGTGTAGCCGCTAAAGTATTTGAAGATGGCTTTCGCCCTCAGTTTATTGTAGGTATTTGGCGTG
+GCGGTGCACCAATTGGTATCGCTGTTCAAGAGTATTTCGATTTCAAAAAAATAGAAACGGATCACATTGC
+TGTTCGTACTTCATCTTATTACGGCATTAACCAGCAAAGTAAAGAGATCAAAGTTCACGGCCTACATTAC
+ATTATTGAAAATGCTAATTCAGGCGATGGTTTATTAATCGTTGATGATGTTTTTGATTCTGGTCGCAGTA
+TTGATGCCTTAATTAAACAGTTAAAGCAAAACATGCGTAACAATATGCCTCTTGATGTTCGTGTTGCTTG
+TCCTTGGTATAAGCCTCAAAACTCAAGAGTTGATTTTGCTCCTGATTACTACATTCATACTTCTGATGAA
+TGGTTAGTTTTCCCGCATGAATTATCAGGGTTAACACCTGATGAAATCATCAACGGTAAAAAAGATTTAG
+CCAATATTCAGGATTTATTAGTTTAACGGCGACTTATCTAGCTCTAGATAAATGATTAAAAGCATGTCTT
+GATGACATGCTTTTTTTTGGCCAATAAAAGTTCCCCTGGTCAATAACCACCTTCTTTCAATACATCCTTA
+TCACTTGAATTTCTGCAATCATGTTGCTTTATTCGCTCTTTATCATCGAAAATGATAAAAACCCGCAAGG
+TAACTTTTTTCAGACTTCCCTAATTATCACTCAATAAATTGATGCTGAACAAAAATAAATATAATTAAAA
+CTTGATCTATATCAATATAAGTTTAAACTTTCAGAAATTACTGAAACCTCAGAACACTATTATGATACTT
+ACTTCAAAAATTGAATCCTTTGTAATGCATTGTGGCGAAATGGGCAGCCGTTGGGGCTTTAACCGTACTG
+TCGGTCAAATGTATGGCTTGCTTATTATTCATCAAGAGCCATTAACCGCTGTAGATATTTCTGAAGCACT
+TAATATATCTCGCGGCAATGTCAGCATGGGAATCAAAGAACTGCAATCATGGCGTTTAGTGCAAGTTCAG
+CATAAGCCTAAAGATAGAAAAGAGTATTACTCTCCAGCAGGAACAATTTGGGAGATGGCTACCCGAGTAT
+TTGAAGAACGTCGTAAACGCGAAATTGACCCTACCCTTTCACTCTTACGCGATAATTTATTGGATGAGCC
+TGCCAATCAAAAAGAAGTGTACGCACAAGAGAAGATGCATGAAATTCATGACTTACTAGAGACCGTCACC
+CATTGGGCTGGTGAGTTACAAAGCATGAGTCCAGAGAAGCTTAATACCCTGATGAAATTAGGTGCTGGGG
+TAAGTAAAGTCATCAACCTTAAAGACAAATTAATTAATAAAAGTTAAGTGTCCGTTTAACTTTATTGTCA
+CCATTCAAAGAACATTTTCAATTTACAGTCCGATACTTATAAACATATAAGTGGTGGGCTAATGGAGTCC
+GTTATGCTTGAAACGCTAATGCTGTCACGCATTCAGTTTGCCGCCAATATAAGTTTTCATATTCTCTTTC
+CAACAATCACTATAGCGTTAAGTTGGTTTCTATTTTTTTTCAAATTACGTTTTGTTCAAACTGGTGAGCC
+GGTTTGGATGCGCGCCTATCGATTTTGGGTGAAAATATTCGCCATCACTTTTGCCATTGGTGTCGTTACG
+GGCATTACTATGTCGTTCCAGTTTGGTACTAACTGGCCTAAATTCATGGAAACGGTTGGGAATATTGCTG
+GCCCGTTATTAGGTTATGAAGTATTAACCGCATTTTTCCTCGAAGCTGGTTTTCTCGGTATTATGTTATT
+TGGTATGAATAGGGTTTCAGCAAGAGTACACACTTTAGCGACCCTTATTGTTGCCATAGGGACAACCTTG
+TCTGCCTTTTGGATTTTGGCCCTTAACTCTTGGATGCAAACCCCTCAAGGTCATGAAATGCGCGATGGTG
+TTGCTTTTCCTGTCGATTGGTTGGCTATTATTTTTAACCCATCATTTCCTTATCGATTATCGCATATGGT
+TGTTGCATCAGGCTTAACTGCAGCCTTTCTAGTCGCCGGCATCAGTGCTTATAGATTACTTAAAGGTGAC
+GATAAACAAGCGCCAAAACTGACACTAAAAATAGCTTTAACAGTGGCAATGTTTTTAACGCCCCTACAAA
+TTTTTATTGGTGATATGCACGGGTTAAATACACTTGAGCATCAGCCACAAAAAATTGCAGCGATGGAAGG
+CGTGTGGCATACCGAAAAAGGGGCTCCGCTATTACTTTTCGCTATTCCAGATGAACAGGAAAAAACTAAT
+CATTTCGAGCTAGCAATACCCAACATGGCAAGTTTCATTTTAACCCATGATCTTCAAGGAGAAATTAAAG
+GCTTAAATGAGTTTGAAGGTAATCACCCACCGGTGGCACCACTATTTTATGCCTTTCGAGTTATGGTTGG
+TGTTGGCATGTTAATGCTAATAATTTCGTGGGCGGGTCGCATACAACTTTGGCGGAATAAACCTTTGCCA
+CGGTGGTTATTAAAAGTTTTAGTGGCCATGAGTTTCTCGGGATGGTTAGCGACGTTAGCTGGCTGGTATG
+TAACCGAAATAGGAAGACAGCCTTGGCTAGTGACGGGCATTTTAACAGTGAAAGATGCCGCCACCGATAT
+AGCACCAGGTAATGTTGCTTTATCACTCTCCCTATATCTCATTTTATATGTGGTGTTAATGACCGCTTAT
+TTACACACACTATTTACCATGGCAAATCGTGCGGTTGAAATTGAAGAAATAACAGATGACGAAAAAGTTA
+AACCTGTGATTATCTCAATGACAGCAAAGGAGAATAATTATGTTTGAAGCTAATTCACTGGCGGTAATTT
+TTGTTTCACTGATGGGATTTTCTATCTTGTTATACGCCATTTTAGATGGTTATGACCTAGGTGTTGGTAT
+ACTGCTGCCACTAACACAAAAAGATGATAGCGATACTATGATCGCCTCAATAGGGCCTTTTTGGGATGCT
+AACGAAACTTGGCTAGTACTAGCAATTGGTTTGTTATTAATTGCTTTTCCTGCAGCCCATAGTCATATAT
+TTAAAGAACTCTATTTACCAACCGCGGTTTTATTAATTAGCTTAGTATTGCGCGGCGTGGCATTTGATTT
+TAGAGCTAAGGCGGCATTTAGCCACAAACCTACCTGGAACAAAGTATTTAAGGTGGGCTCATTACTTGCT
+GCCATGAGCCAAGGTTATATGCTTGGTATGTATGTGATGGGCTTTGAAGACACACTAGCTGCTTATGTTT
+TTAGTTTACTGAGTGCTTTTGGTGTCGCTGCAGCATATGCTTATATTGGTGCCTGTTGGTTAATCATGAA
+AACAGAGGGCGCGTTACAAGTTCAAGCAGTTAACTGGGCCAAAAGGACTGGGATTCTATGTTTTATTGGC
+GTAGTAGCGGTTTCTGCAGTAAACCCATTAATTAACCCTGATGTCTACGCGAAATGGTTTGCTTGGCCCA
+CAACCTTATATATTTTACCTTTGCCAATACTGTGCTTTGCCTTATTTGTTTATAGTCAACAGCAGCTAAA
+ACTCTTACCAGCTCAAAATGATAAAGGTTGCTGGCGACCGTTTGTTGCCGCTGTCATTATTTTTGCCTTA
+TGCTTTTTTGGCTTAGCTTTTAGCTTCTTCCCTTACATTGTGCCGGGTAAGTTAACCATTTGGCAATCTG
+CAGCAGCGCCCGAGTCACTAAGCTTTATTCTTTGGGGAGCAATCATAGTAGTCCCTGTGATCATCAGTTA
+TACCGTATTTTCATATCGTGTATTTTGGGGAAAGGTGCAGGAGTTGAGATATCATTAAGTCACGATTAAA
+AATGACGTTCATTGAGCAGCTGTTCTGACAGCGTATCTCTGGTAGTGAAGTAGTATAAGAGAATGGCTAG
+CAAGAGAGGGGTAAGATTACCTAAATAGCTAAGTAGCTAAGTAGCTAAGTAATTGAGAGCAAAAATACTT
+TTGAACAATAGGTACAACCAAGCAAAAAAATTACTTGGTTGTACGCTCAACGACTATTAATGCTTACGTC
+ACGTTAGCTTAATTTAAACTGAGCAACTAACGCTTTCAAGTTAACATTGGCATTGGCTAACTCTATCGTT
+TGATCAAGACTATTATTACCATTTACCACGAGTTCATTTGCCATATCACTAATTGCCGTCATATTTCGGG
+CTATTTCATCAGAGACACAACTTTGCTCTTCCGCCGCCGTAGCAATTTGTAGATTTAAATCGTTTATTTG
+GCTTACAGATTCATTAATTGAGCCTAAATCCCCCGCAACCACTTCTGTTGATTTAGCAACTTCTAAACAG
+GTGGATTTAGTTGAGCCCATGGTAGAAATGGCAGAACTAGAGCCTTCTCGCAATTGTAAAAGGGTATGCT
+CAATTTCTGTTGTACTGTCTTGAGTCTTAGCAGCAAGAGCTCTAACCTCATCAGCAACCACTGCAAAACC
+TCTGCCATATTCACCCGCTCGCGCGGCTTCAATGGCTGCATTTAACGCTAATAAATTTGTTTGATCAGCA
+ATATCTCCAATGACTTTCAATACATTATTGATATCAGAGGTATTTCGTTCAATTTCTGAAATGCTGTTAG
+CCGTATTTTCAACTTCGTTAACTAACCTTGCAACGATTGCTGTGGCTTCTCCAACCGATTCTTTAGATTT
+CAATGCCTGAGTATTGGTTGTTTGCGTAAACGCTGCTGTATCATTACTATTTTGAGCAACATCTTTTGCG
+GTAACACTCATCTCTTCGATAGCGGAAACGATTTGATCAGTTTCAATCATGTGTGCATTGAGAATGGTGC
+CATTTGAATCAACTTCATCTCTAAGTTTTTTTATACTAACGTCAATTTCTGTACTCGATTGCGAAACATC
+AAGCATTAGTCGTTGTAGTTTTTCAATAAATAAATTTATATTTTCAGAAATAAGACCTAGGTCATCATTA
+TTCTTCACAGGTAAGCGAGACGTTAAGTCACCATTACCTTTAGACAAGTCATGAACCATTTCTTTAAGCA
+ATAAAATAGGTCGGTACAGCGCTTGTAAAACCAGTAGCAGTACTGCAATTCCAATAATAATCATTACAAT
+AGAAGAGATCACGGCTTGATTAAGCGCGGTGTCTAAAGAAGCATAAGCAACCGATTTATCAATACCAACG
+AACAAGTACCATTTTTTACCATTAACCAGCTCTATTGATTTAGTAAAGGCAATTTTATCTACACCATTCA
+AGGTATAGTCTTTCATCATTTCATCTTGTGACAGCATTTCTCTTTCAAGCTCTGCCATGCCCGCATTACG
+AAAAGGTGTTCCCACGACCACAATCTTAGAAGTCGAAGCCAGTACATTTCCTTCTTCATCAGTAATAACT
+GATATCGCACCCGGCTGGTTAATGCCTTTGACAGTATCACCTAAAATAGTAAGTTCAATATCTGCTAAAG
+CGACACCATCATTCATCACTTTAATAATTGAAACAACATCATTCCCTGTAGTTGCATCAGGGTAAACTGC
+TGTTATATCCAATACATTACTGGCTTTAGCTTGACTGTACCAAGGACGCTTTGTTGGGTCATATAATTCA
+GGTTTTGCAACACCATCAACCCACGCATCACCAACCGATGTTGAATATGCTCTACCATCATCAAAACCAA
+TATATATTGCAGTAACATCACCTGCAGTTTGCGCTAATTTAGCAATACCAACAAAATTATCTTGATAAGA
+GCCATTAACATAATTATTAGCCAATTCATCAATTAATTTAGCTTTAGACTGAAACCATGTTTCAACTTTA
+TCGGCTTCATAACGAATCATGCCTTGGGATGTTTCATTCACGTTTTCAACCGTATTATTTCGAATTTCAT
+TATAAGACATCCAATTGGAGACTAATAAACAAAAGACGATTAAGCCACTCATTGATACAATCAGAGCACT
+TCTAAATCCAAGCATTTTTTTCATATTATAACTCTCGATTAATTTTTTTTATAAACGACATTCAGGTTTA
+GGACAACGCAAAATAATTTAGTCCTGAATGTACTTTTTCCATACGGGTTGCAATTTTCCATTTTTGTTCA
+GTGTTGCAAGCTCTTTTGTAAATAGTTCAATGACACAGTTTGATGTATCTTTGTGAAAGACGAAGTTAAC
+ATCTGAATCATCTTTTAATAAATGAAGAGACGTAATAGTACTTTTTTCAACCCCTAATTTTTTCAGTTGG
+TAATACGTTACATCTTCTGAGTAAGCAATGGCATCTACACGTTTGCGTAGTAACATTTCCAACATGCTGA
+CAGCAGATATTGTTTCAACCTGCTTCGCTGGATTTTTTTGAATATTTAGTAATTTTTGACCGATATCTCC
+TCTTACAACAGCAATAGTTAATTCATCAAAAGTTTTGTTTTTCAAGGTGTCAATATTTGACGTTAAAGCC
+AAAACAGATATTTTTGTAGTGATAGGTAGAGGCACAAGTTGAAACTTATTTGCTCGCTCTGGTGTTGTCA
+CCATAGAAAAAGCACCATAATCAGAATAACGTTCCATATACATTATCAACCTAGCCCAGGGTAAAACAAT
+GATATTATTACCTCTTTTTTTTATGCTAAGTTCATTGTAGATCATAGCTAAAATTTCAGGTACAGCTCCC
+ACTAAACGACCTGATTCATCAAGATAGTTATAAGGAGGATAATCTTCTGTTACCCAATGAAGTTTAGATA
+AAAATAACTTACTTTTACTTTCTGTACACGCAAAGGTTGATGAAGCGAATAATAATAGTATTAAACCAGT
+TAAAAATTTTATCATTTAAAATTGCCTGAGTGTAATACCAGTCGGACGTCTTTATTGATCCATTCGGTAT
+AAGTTATTTGTAGGCTCATTAAGTGCCCTAACCAAACAATCAATTGTCATTTTTAATTTGCTTCCTTTGC
+TTTATAAAAACATCCTAGTATACGAGGTAAAAACAATTGAATTGATATTTCAAAAATTAAGTATAGTCAA
+AGATTACCTATAGTTAAGTATAATTTCATCTCTATTCTCTTACTGGCCATCAGTGCTGTATTATTTGCTC
+TGAAGCTTGAGAAGTTAACGAATATTATAGGTGCTTAAAACTTGATTGGTTTAACAGGTATGATGATAAA
+AATTGACAGGATTAAACGATGAATATCGTTCAATCCTGTTTAGAACTTGAATTAAGATAGGCTAACTGTG
+GACGTTATCTTATATCACTAACTTCAGCCTCTAAAATAGCGCTGCTCAACAAATGGCATTTTTTGAATTA
+GCATTGGTAGTTTTTTACCACGAACTTCGGCAAAAATTTCCGTATCTAATACTGCATATTGAGTTTGAAC
+ATAACCCATGGCAATAGGAGAGCCTTTAGTTGGCCCTGCTGTACCACTAGTTACTACGCCAATTTCGTCG
+CCTTGGGCATTGAATAACTTGATGCCTTCTCGTACAGGGGCTTTTCCTAAACCAACCATACCGATGCGTT
+TACGCGCAACGTCTTTTGTTGCGATTTGATCAAGAATGATATCTGCGCCTGGGAAACCACCAGCACGTGC
+ACCATCAGTGCGTCTTATCTTGCTAATTGCCCATAACAAACTTGCTTCTACTGGCGTTGTTGTTTGGTCA
+ATATCATGGCCATATAAACATAAACCTGACTCTAAACGAAGAGAATCACGTGCACCTAAACCAATCCACT
+CAATTTCTTCCTCAGCTAACATTAAGCGAGTAATACGCTCTGCATGTTCACCAGGAATTGAGATTTCAAA
+ACCATCTTCACCGGTATAACCAGCTCGGCCGATAATACATTGAGCGCCAGCGAAATCTACCACACGAGAA
+TCCATGAATACCATATCAGCAGACTCAGGTAATAAGCGTTTTAATACTTCACCCGCTTTTGGTCCCTGTA
+AAGCCAATAAAGCGCGGCCTTCTAGTATTTCTATTTCAACATCTGCAGGTAGGTGTTTTTGCATGTGCGC
+AATATCTTGCGCTTTACAGGCGGCATTGACGACAACAAATAAATGGTCACCAAAGTTGCTCACCATTAAA
+TCATCAAGCAAACCACCTTGATCATTGGTAAATAGTGCATAACGCTGTTTACCCTGAGGTAAATCGATAA
+TATCAACCGGCACTAATGTTTCTAATGCGGCGGCAGCATTTTTTCCAACTAGTTTTAATTGCCCCATATG
+AGAGACATCGAACAACCCTGCTTGAGCACGTGTATGTAAATGCTCTTTCTTAACGCCCATTTCGTACTGT
+ACCGGCATATCATAACCAGCAAATGGTACCATTTTACCACCAGCTTCAATATGAAGGTCATAACATGGAG
+TTTTGAGCAGTTCTTGATTTGATTCAGTCATAAGATCTCCGTAAACCGCCCATAAAGGGCGGTCCAAAGT
+ATAGTTTGAAATAGCAGGTAATTAGTCTGCTTGTTTTGTCATTTCAGCAGGAGCTTTGCCGCCGCTAACA
+AAATATTCGCGGGTTAATTTAATCACTATCGGACTTAGTAATACTAGTGCGATTAAGTTAGGAATTGCCA
+TTAACGCGTTCATTGTATCAGCAAGTAACCAGATGAATTCTAATGAACCAATAGCGCCAACAGGTACTAC
+TAAAATCCAAAGAATACGGAAAGGCATAATCGCTTTAACACCAAAGAAGTACTGTACACATTTCTCACCG
+TATACACTCCAACCTAGGATAGTTGTAAATGCAAAAACAGTAAGAGCAATAGCTACAATGTAGTTACCAT
+ATGGGATCGCTGTGGCGAAAGCATTGGATGTTAATTCAGCACCCGTTGAACCAGATGTCCACTCACCAGA
+AACTACAATAGCTAAACCAGTAATTGAACAAACAACTAATGTATCAATGAACGTACCTAACATGCCAACA
+AGGCCTTGAGCTACAGGGTTATTAGTTTTAGCCGCGGCATGAGCGATAGGAGCACTACCTAGACCAGCTT
+CATTTGAGAATACACCACGAGCCACACCGAAACGAATAGCAGCCCAAACAGCAGCACCGGCGAATCCACC
+TTCAGCAGCAGTTTCTGTAAATGCACTTTCAAAAATTAGAGCGATAGCAGCAGGAAGTTCAGCGGCATGT
+ACCATCAACACAACAATACCACAACTGATGTAGAAGATTGCCATTAGAGGAACAAGTTTACCAGCAACAT
+CACCAATACGTTTAATACCACCCATAAGCACTAAACCTACAAGTACCATTAAGATAATACCGGTAGCAAC
+AGGCGGAACACCAAAGCTACTTTCAAGTGCATTGGCAACTGAGTTTGATTGTACTGTGTTACCAATACCA
+AAAGCGGCGATAGAACCGAAGAGTGCGAATGCACCACCTAACCAACCCCATCTGCTTGATAAACCATTTT
+TGATGTAGTACATCGGACCACCAATGTGGTTTCCGTTAGCATCTACTTCACGATAGCGTACAGCAAGTAC
+CGCTTCAGCGAATTTAGTTGCCATACCTACTAAGGCAGTACACCACATCCAAAATAGAGCACCTGGGCCA
+CCTAGGAATATAGCAGTTGCAACACCTGCGATATTACCAGTACCGATAGTTGCAGATAGTGAGGTCATTA
+ATGCATTAAAAGGGCTTATTTCACCTTTTGCACTTTTATCTTCATCTGGGATACGGCCAGTCCAAAGTAA
+TCTAAAGCCTGTACCTAACTTAAGGATTGGCATAAATCGTAAACCGACCATTAAGAATAAACCAACACCA
+AGTATCATAACTAGCATTGGGACGCCCCAAACCAAGCTATTGAGACTGGAAATTAAACCCGTTAAAAATT
+CCATAATAATTTCTCTCTGTTGTAATATTTTGTTTATATTTATGTATCAACCTAGTGTTGATTTTATTAT
+TTAGTAAATAATCGAAGACTTTCAAAGAAGATGAACAAAAGTTTCCAATAGGAAACAAGCTAGCTAAAAA
+TATGAGGAATTGCAAGTTTTAAATTGGAATAGTTGAGCTTTATTTTTTGTAATTATAGTGATTACAAAAT
+AAAACACTTGTTCTAAAAAAAGCATTAATAACTTTGAATACAAGGCATTACGAGATGTGTCTTTGTGGGG
+TTCAATTGACTTTAGCAGAGACTAAAGACAATTGACTTAATCTGGCGGGCAAGAGTTATTCTGCAGTAAT
+CCACAATATCAGTGCATCCTCTTTGCTAGTAGATATGACTAGATGTCCCATGGTCGCATCGTAATAGGCG
+CTATCTCCCACCACTAAGGCTGCAGGCTCATAAAACTCGGTCAATAGCTGAACTTCACCTTCTAAAACCA
+GCAGGAATTCTTCACCTTCATGACGAACCCACTCTCCGAAGTGTTCAAAGTTTCTCGCATGCACCCTACT
+CTTGTAGGGCATCATCTTCTTGTTTCTAAGCTGTGTAGACAACAGCTCGTGCTCATAAGTTAACGTGGCA
+TGAGGTCTGCCTTGCCCGCCTAAAGTTACGTCTCGTCTACCAGTAACTTTCGTTTCTTTGGGTTTGGTAA
+ATAGCTGAGGTAATTCAATATTAAGCCCTGAAGCCAACTTTTGCATGACACTAAAGGTTGGTGAAATTTG
+CTCATTTTCAATCTTAGACAAGGTAGAGCGCGCCAATCCCGTACGCTTGCTTGCTTCTTCAAGCGTCAAT
+TTGTTTTCAGTACGAATAGCTTTAAGCTGCACGCCTATAGTAGCTTTCTCTACTACTCGCTTATTGTTCT
+CATGGTCTCCAATAGTCATTGAAGGATACTTATCAACCTTATCTTGCTCGCTCATCGTACCACCTAGCTA
+TAATATTTTGTTTCAACAATAGTGGCACATTAATATCCTATACAGAACTCTTTTAGGAAACTATCAAGGG
+GATAGTGCGACATTGACTAGACTTTATTGAAAAAAAGTTTCCTATAGGAAACTTTTATTTGCATTTATAA
+ATATTGCCTGTTATGTTTTATACGTGTTCGAAATTCAATCAATAGAAAAATCAGTACTAGAAAGGTAGTT
+GATTCGTGAACACTAATAGATAAAAGGTATAGCACCGACAATATCTCCGCCTTTGATAAAGCAGTCTTAC
+GATGCATCAAACAGGCATAGATATGATAAATAAATATAACGAAAAGTCTCAGGGTGGTTTAGCAATAAAC
+GCAGTAACCTGTAAATAAAGACTATCAAACATAATCATTAGGTTACTGAATGCATATTCATAACGCTTAA
+CTATTGAGGAATACAACAATGAAAAACACTTACACATCTGGTGAACTAGAACAATTTTTTTCAAGCGATC
+TATCTTCTACTGATGGCGCAGTTCAAGTGGCTATAGACCTTGAAGAAGCGCGTCAAAATCAACAAATAGA
+ATTAATCGCTTCAGAGAACATTGTTTCAAAAGCAGTTATGGAAGCTCAAGGCACGGTATTAACAAATAAA
+TACGCTGAAGGTTACCCTGGCCGTCGTTACTATGGTGGTTGTGAGCATGTTGATCTAGTTGAAACATTGG
+CGATTGATAGAGCCAAACTTATTTTTAAAGCTGATTTCGTTAACGTACAACCTCATTCAGGCGCACAAGC
+TAATGGCGCAGTAATGCTTGCTTTAGTTAAGCCGGGCGATACAATTTTAGGCATGTCACTTGATGCTGGC
+GGCCATTTAACCCATGGCGCTAAACCTGCCCAATCAGGCAAGTGGTTCAATGCTATTCATTACGGCGTGC
+GCAAAGATGATATGCGTATCGATTATGACCAAGTATTAGCCCTGGCTATAGAACATCAGCCAAAAATGAT
+CATTGCTGGTGGCTCAGCAATTCCTCGTCAAATAGATTTTGCTAAGTTCCGTGAAATTGCCGATCAAGTT
+GGTGCCATCTTAATGGTTGATATGGCCCATATTGCTGGTTTAGTCGCTGCGGGTGCACATCAAAATCCAC
+TCCCTTTCGCCGATGTAGTTACTACAACAACGCATAAAACATTAAGAGGCCCTCGTGGCGGCTTAATTTT
+AACCAACAACCCAGATGTCGCGAAGAAAATTAATTCGGCCGTATTCCCTGGTTTGCAAGGTGGCCCATTA
+ATGCACGTTATTGCGGCAAAAGCAGTCGCTTTAGGCGAAGTACTAGAGCCTTCTTTTGGTGCCTATATTA
+AACAAGTATTAAGTAACGCTAGAGTCCTAGCTAGCACATTGCAACAACGAGGTTGTGACATAGTTACCGA
+TGGTACTGACACCCATTTAATGCTGGTTGACTTACGTCCTAAAGGATTGAAAGGAAATACCACAGAAGAA
+AGTTTAGAACGAGCAGGTATTACCTGTAACAAAAATGGTATCCCATTCGATTCAGAAAAACCTATGGTAA
+CTTCTGGTATTCGCTTAGGTACACCAGCAGGTACTAGCCGTGGTTTTGGTAATGATGAGTTTGAATTAAT
+TGGACAGTGGATTGGTGATGTTCTTGATGGTTTAGTTGCAAATCCCGAGGACAATAGCGTAGCAGAACAA
+AAAGTTTTACAGCAAGTTCAACAACTGTGCTTGAGATTCCCTTTATATAGCTAAGCAACTAATTAATTCC
+ACAATAAGTTCAACTATAAAAATAGGATTATTACCATGAGCACAGTAGAAAAAGATTATCAATTTGCCCC
+AAGTCACGAGTGGGTTAAAAATAACAACGACGGTACTGTTACTATCGGTATTTCAAACCACGCGCAAGAA
+TTGCTAGGTGATGTTGTTTTCATTGAATTACCAGAACAAGGCGATGAAATAACGGCAGGCGAACAATTTA
+CCCTCGTAGAATCAGTAAAAGCCGCTTCAGACGTATATGCGCCTGTTTCGGGTGAAATCATTGAAATTAA
+TGAAGCACTAGAAGACTCACCAGAGTCAATTAACCAATCGGCATTTGTTGAAGGCTGGATTGTAAAAGTT
+AAGCTTTCAGAGCCTGAGCAGTTAGAAAACTTACTCAGTTATGAGGCATATAATGCCGGTATCGAAGAAT
+AATTAGATATCTGCACATGCTTAACATTTACTAGACGTTATACTGGAGCTTTCATGACTAACAATAATTT
+ATTAGCACAACTGAATGATAACTTAGATTTTATCAGTCGACATAATGGCCCTGATCGAACCCAACAACAG
+CATATGTTAGACACGCTGAAAGTAGACTCTATCGAACAAATGATCGATAAAACAGTACCCGATAATATTC
+GCCTTTTGCAGCCAATGGCATTAGCAAAACCGCAAAGCGAAATTGAAATGTTAGCTACACTCAAAGGTAT
+AGCGTCAAAAAACAAAGTAAACAGAAGTTATATTGGACAAGGGTATTATGATACCCATGTCCCTCACGTT
+ATTTTACGTAATGTCTTCGAAAACCCTGGCTGGTATACCGCTTATACGCCTTATCAGCCAGAAATTTCAC
+AAGGTCGTTTAGAAGCACTGCTTAATTTTCAACAAATGATCACAGATCTTACCGCAATGGAATTATCCAA
+TGCGTCTTTGCTAGATGAAGCCACTGCAGCTGCAGAAGCAATGAGCTTATGTAAGCGTGCCAGTAAAAAT
+AAAAGTAATGTCTTTTTTGTTAGTGACGATGTTCACCCGCAAACATTAGACGTCATCAATACCCGAGCAA
+AGTATTTCTCTTTTGAGGTTGTGGTAGCCCCCTGCTCAGAACTAGAAAATCATGATGTGTTTGGCGCTTT
+GTTGCAATATCCCGGCACAACAGGACAAGTACATAATTTAGAAAAAATCATAGAACAAGCCCATAGCAAA
+AAAACCTTAGTTGCAGTTGCCGCTGACTTACTGGCGTTAACCGTACTTAAAGCCCCTGGCGAAATGGGCG
+CGGATGTTGTTATAGGTAGTGCTCAACGCTTTGGCGTTCCAATGGGTTACGGTGGTCCACATGCTGCATT
+CATGGCCACTAAAGAAAAGTATAAACGTACCATCCCTGGTCGAGTTATTGGTGTTTCAATTGACTCAAAG
+GGTAAACCTGCTTTACGTATGGCGATGCAAACTCGAGAACAACATATTAGGCGAGAAAAAGCCAATTCGA
+ATATTTGTACCGCGCAAGCATTACTTGCCAATATGGCATCATTTTATGCCGTATATCATGGCCCGCAAGG
+GTTGCGAAAAATGGGTCGACGCGTGAATCGTTTAACATCAGTGCTCGCTGCAGGTTTGCAAAAAGCAGGT
+ATTGAACTGGTCCATAATGATTTCTTCGATACGATTACCCTACAAACAAATGAAAAAACTGATGCTATTT
+ATCAACGCGCATTAGCTGCAGACCTTAATTTGCGCTTATTACCTGATCAACTTGGTATCAGTTTAGATGA
+AACCACAACGTCTGCTGACGTTGAAGCATTATGGTTAGCCATTACTGAACAATCTTTTAACGTCGATGAT
+ATTGAACAAACACTAAGTGCAGAGTTTTGTAACATACCTGCAGATTGTCAGCGTACTAGTGAGTATTTAA
+GTCACCCAGTGTTTAATAGTTATCACAGTGAAACACGTATGTTGCGTTATTTAAAAAGTCTTGAAAATAA
+AGACTTTTCATTAACTCACGGCATGATACCGCTGGGCTCTTGTACAATGAAACTCAATGCTACCGCGCAA
+ATGATCCCTGTTACCTGGCCTGAATTTTCACGCATGCACCCTTTTGCACCAAGCGATCAATGTACAGGAT
+ATGAAACCTTAGCTGAAAGCTTTAGCGACATGCTAATAGAAATCACTGGATATGACGCTTTTTCATTACA
+GCCAAACTCTGGTGCGCAAGGTGAATATGCCGGACTTATCGCCATTCAACGTTACCACGCCTCTCGCGGT
+GAAGATTATCGAAATATCTGCTTAATTCCTAGCTCTGCACACGGTACTAACCCTGCCAGTGCTTCCATGG
+TATCAATGCGTATTGTGCTGGTTAATTGTGATAAAGAAGGCAATGTTGACCTAGATGATTTGAAGGAAAA
+AATAAACCTTCATCGTGATCAACTCTCTGCAATGATGATCACTTATCCTTCAACACATGGCGTTTATGAA
+GAAAGCATCAAAGAAATTTGCGAGCTTATTCACGAAGCTGGTGGTCAAGTTTATCTTGATGGTGCCAATA
+TGAATGCTCAAGTAGGGTTAACTTCGCCTGGTTTCATTGGCGCTGATGTCTCTCATCTCAACCTACATAA
+AACATTTTGTATTCCGCACGGCGGCGGTGGCCCAGGTATGGGACCTATAGGTGTTAAATCACACTTAGCC
+GACTTTTTGCCAGGGCACAGTGTTACTAATACAGTAGGCGCAGTATCAGCAACCGCACTAGGTAGTGCTT
+CTATTTTACCTATTTCTTGGGCCTACATTGCTTTAATGGGCGCTGAAGGACTAAAATCAGCCACTGAGCT
+CGCTATTTTAAATGCTAACTACATTATGGAAAAACTCAGCCCGCACTACCCTATATTATTCAGAGGTAAG
+CAAGGACGTGTTGCTCATGAATGTATTATTGACCTCAGACCATTGAAAGAGTCTTCCGGTATCAGTGAAG
+AAGATGTTGCGAAACGTTTAATGGATTTTGGCTTTCATGCACCAACCATGTCATTTCCTGTCGCTGGCAC
+CTTGATGATTGAACCAACTGAGAGTGAGTCTTTAGAAGAATTAGATAAATTTATTGATGCACTGATTACG
+ATTCGCCATGAAATAGCGAAAGTTGAAGAGGGAACTTGGACACTTGCCGATAACCCACTAGTCAATGCAC
+CTCACACATTAAACGATCTGACCGGTAGTGACTGGCCTCGTGCTTATTCACGCTTAACCGCTTGTTATCC
+GAGTAGTTGTCCGAGCCAACCAAAATTTTGGCCAACAACTAACCGTATTGACAATGTCTACGGGGATCGA
+AACCTAATTTGTAGCTGTCCTCCGATTGAGAGCTACCAATCAACTGATACATAAGTATCTATAATAAACT
+AGCGCGTAACTTAGCTAATATAAGTTATTCGCTTGAATAAATAACTACAACTACAACATGAATACGGGGA
+AAACCATGAATAACTTTAAAATCAAAAAATCATTAATCGCTTTAGCACTTGTTTTACCAGCCTTTGCTTC
+TTATGCAGAAACGTCTGAAGAAAACTTGAAAAAACAGCTTACTGAAATTCAAACGCGTTTAGCACAATTA
+GAAGAGTCTAAAGAGCCAGCGGCTACTTCAGACAATACCTCTATTAATTTTTACGGTTCTTTACGTCCTA
+CTTTTGGTCTAACAAGCACTGATTCTGCTGATAGCTGGGATGTTGGTGATGCATTATCACGTATCGGTAT
+CGCAGCAGAGCATAAATTAAGCAATGGTATGACTGGTTTTGCAAAAGGTGAGTTTAAAGTTCAAATTCAA
+GGTGATGCGAGTTTTGGCGATGCACGTAAAGCATATGTTGGTATAAAGGGTGATTTTGGTCGTGTTGCCA
+TTGGTAAACAGGATACAACTCAATACGCAATCATTGGTGACCCAGTTGATATTTTCAACCGTGCATCAAC
+ACCACTTGCCTATGATGACGCTAGCCCATTCCGTCAACAAGAAATGGTTAGCTACAGAAAGAACTTTGGT
+AACTTAGAATTTCGCATTGAAGGTCAATTCAAAGGCGAAACAGATATTGAAGGTAGTGATTTAGTTAACG
+GTGGTTTTAAATATTCTGGTGATAGCTTTACTTTAGCTGCTGCTTACCTAACTAGAGACATGCCTGGTAC
+TGATGAAAACACAGTAGGTGTATCTGGTTCAAAATCATTTGGTGACTTATATATTGCCGCAGCTTATCAA
+GACATTGACCGTGGTGGTAATGGTCAAGATAGAACGACTATTGATTTAGTTGGTGCATACAAAATTAATG
+AAATCTACAAAGTTAAAATGGGCTATTCTATATTTTCAGACGATTTAGTACCTGTAGCTAGTAAAGAAAT
+CACTCGCATCAATGCCACAGTAGAATGGCACGGTAGCCCAGATTTCTACTTATTTGCTGAAGTTCAAAAC
+AATAGCTATGATGATGAAGTTGCAGGTAATAAAGAAGACAGCAATCAATTTATCGTAGGTATGCGTTACA
+ACTTCGATTATAGCTTTTAAGATAGTTTAAGCAGTCCTATCAGGATTGTTTAAACTTAAAGAAAGTTAGA
+TATGTTACCAATGTGGTCTAGGTAACATATCGAATAAATAAGTTTTGTAATAAAAAAGTCATTGTTAAGC
+TATATTTAACAATGACTTTTTTGATCTTTATCACTGATATCACGCGAGCGCTGAAATAGTGATAAAACAG
+AACGGAAACAATAGTTCTTAGTTTATCGCTAACAATTCAACATCAAAAATTAATAATGAACCTGGCGCTA
+TTTTTCCTGCCGCACTATCGCCATAAGCTAAATTTGATGGAATATAAAAACGTGTTTTTTCACCAACAAC
+CATCAACTGAACACCTTCAGTCCAACCTTTGATGACTTGCTGTAAACCAAAGCCAATTGGCTCACCTCTA
+TCTACCGAGCTATCAAATACTTTTCCATTGAGTAAAGTCCCGTGATAATGCACTGTAACTTTTGAAGAAG
+CACTTGGGTGCTCAGTGCCACTGCCTTCAGTTAGCACTTTGTATTGCAAGCCAGAAGCTGTTTCTAATAC
+CCCTTCTTCACTCTTATTAGACACAAGAAAATCACTGCCTAAAGTTGCATTTAACTGGGCCGCTTTTTTG
+TTGTTATTTGATCGCATCAAGCTGAACACAACAATAGCAATAACAATCGCTAATAATATAAATTTACTCA
+TTTAATAACACCTTTATTAACTCCTTTGTAGAGTCGCTTATGTAAAAATGCATGCTACTTAATTCTTCAC
+TAATTTACTAGTTCAAAAGCTTCAAATTAGCTTATTAACTTGTTTGCCTTTCTATTGATTAAGGTCAACC
+TTATTAGATTGCTTAATACATCAAGATAGCCTAAATTAATGAGCTTAAAGGTAAGATTTTAATGGATTAA
+AAAACATGAAGTATATAGTTATAGCGCTGACCGTAATGCTACTGGTTAGCTGTACCAGCACCTCTGATTT
+CCCCACGATAGATGACCCTAATGTTGAGTTAACCAGTATCCAAAAACAGTACGCAGATGAATTAGCTAAT
+ATACACATTGGTGACTATATCGATTATGTTGCTAAACAATTTCCCGAGATGGTCGTCGCTTCAGACAATA
+TGAAAAATACGATTTATGAATTTACTTACCAGCAGCAATATCTTTTAGCCGCAAATAATAATGATGAAAC
+AAAAACCTATACTCAAACATTACGCTTTTATTTTATCAATCAAAAACTTGCCCACTGGAAGGTGAAATAG
+TAGTAAAGAAAAAGCCATAAATAGCAGATGTTATCTAGGCTATTTATGGCGTTAAAGTTAACTAGTGGTT
+AGCTAACTTAATTAAAATTGATATTGCTCTGCTGCGGCTAATAATTTTTTAGCGGTCAACTTACTGTTAG
+CACATGCATTAATATCTTTTTTATTAAACACCAAAATTTGATCTTTGAAACCTCGGTCCTGCTGCTTACC
+TGCACCTTTAATGATGAAACTAACGTACTCTTTACTCGGTACTTCTCGTAAGCCATTACCGTATAAACAT
+AGAGTTTCAACTAGCGCATTATTCAGTGCCGAAAAATGTTCTTTTCTAGCTTTGGTTTGAGCAATTTGTT
+GCGCTTCTCGTTGCTTATTTAATTTAGTGACTTTTTGCTCAAGCTTAATTTTATTTTTATTTAGAGCTAC
+ACGGTTTACTTCAAGATTTTTAAGTTCAGCCTTTAACTCATTTTGAGTCTTTTTCTCAGCACGTTGTAAT
+TGATACTCAATATCTTTACGTTGTCGGTCAATATCACGCATTTCGTAAGCAATTTCTCGTTGCTCACTAC
+GTATCTCTCTAGCCCCTTCTCGTTGTTGCTCAAAAACTTCAATGACTCGTTCGATTTCATCTTCATGCTC
+TTCAAAATCAACATCGCCAAAATCAATAACCATTTCTTCATCATTTGAAATTATAATTCTATCTGCACCA
+CTCACTGGTGCTAATGCTTCTAATGCCGCTAAAGGTGCTAGTGACTCTAATGGCGCCACCGTTTGAAAAA
+ACTGACGATGCGAAGACCCTCTATGAGCAGAATTTATTGTAAAAATAGCCCCTTGCCCTTGTAAATAAAC
+GCTATCAATTGAACGAATCAATGATTGATGCGAGTTTTGTGTCGCTTTGGCCGATGACAATATAATGTCA
+TTCATAATCGATAGTTGCTTGTGCAAATGGTCATAGTTTTTATCTGCGCTTTGAGCGCTAAACGCGAGTA
+GTAATGTGGCGCTTACCACGGCAACTTTTGCTTTTAGGTTAGCTACGTTGCTTCGAAAATTTGTCGTTGG
+TAAAAATGTTGCTGATGTTTTCATAAATTTCCTCTTTATAGATAGTACTGATATCTGTTTATATGCCTGA
+GTTAGCCAAAGCTAACTTAGTTCTAATTGGTGATGATTTTCTAAACCAAGACTTTATACCTAACCTTTAG
+TGTTAACGGGTTGAGTTGTGCTGCTATCTATTTTGCCGTTTTGCTCTAGGCTGATATTTTGAAAACTAAT
+TTCTCGTTCAAGTTGTTTAAATTTAATTTTCTGTGCTAATTGTTCATCTTGCCGCTGTGCATTAAAAAAG
+CTGATGAAGTCACTCATATCTTCTTTACGTTCTTTTCTAGACGCGCCAATCACGTAACCGACCAAAGCAA
+GGTTATTACTTTGTTGTTGCTCGCTAATATCAGTACGGTAATTAGCTAAAATAACTTGTTGCTCCGCCGC
+AAATTCACGTAATTTTAAATTTACTAATCTTTCGATGTCACTGTTGTCTTTGTTTGCTAAAGTGCTGGTT
+AACTGGGCAGCTACTTTTTGCTGAACTTGTTGATCAATCATCGCTGTTACTTGCTGATCAAATGCTTGTT
+GATCAAAGCCTTTATCCTGCATAAAGGTCATTACAATGGTGATAGCAACTGCTGAGCACACCATTGATAA
+CGAGGGAACACCTAACCACAGTCCCCAATTAATGGAGTGACCTTTAGTCTTGTTATTTTCCGTCTCAAAA
+TGCTGTTCAAATGCTTGTGCTCTATGCCAATCAGGCACTTCTTGCTCAGCTTCAACACTTGCTTGATGGG
+CAAGACTTTCACTAAATAATGCTCGTTCATCTTCACTCATTTGAGCATTCGTTGATTTTGGCTTAGACAT
+ACTCCACCCCTACCTTGATAATTTGATCATCGACTAAGTGCAGCTTTAATTTGTCGAGTGCGCTATACAG
+TTGTGACTTTGCTGTATTGGTTGAAATACCTAACTGCTGGCTAATATCTTCGAAAGTGCATTGTTGAAAA
+AACTTTAACTCAACGACTAATTTCTGTTTAACGGGTAAATGCTGCATAGCCTCTAACAAAGCACTACTTT
+GTTGCTGAATTTGTAAGTTTTTCTCTAGACAGACTGACTCTTCATCCTCTTGCTCTGGCACATCATCAAG
+TGATTGCATCGGCCGTTTTCGTCGGTAATATTCGAGACAACGATAATGAGCAATTTTAAATAGCCAATTC
+TTAAAAGGACATTCACCGCGAAATTTAGATAAATTTCGAAATAATGCGATGAAAATATCTTGCATCAAAT
+CCATGGCATCTGCTGGATTATTCACCATGCGTAAAGCGTAGTTATAGAGATTTTTCTCATAACGCTTTAC
+CAGCGTTAACCATGCAGATTTTTTACCTTTTAGCGCTTGCGCTATGAGCGTTTCATCGCTTCTTTCAAAC
+ACAAAGGCTCCTTTTTTATAATTATTAGTAATATTTTGATTATGCCATTGTTAACAACATAAGCTTCATT
+GTTACTTGGGTTCAACTATAAAGTAGTGTTGGTTAGCAAAATAGTTTGAAAAAATTTAATGTTTTTTTAA
+TCATGCTTTTTATATTGTTCATTTTATTGCAGATATCAAACACCTCTCTATAAAGACTGTGGCATGAAAA
+TCTGCACATAAAAAAGCCCTTTACCGACATTATCGATAAAGGGCTTTATAACTCACTGTTAACACTGACA
+GTCATAACATTTGGAAATTAGAACTTCATTACCACACGACCAGTAATTTCACCATTTATCATCTCTTCAA
+AAATATCATTAATATCTTCAAGGGACTTTTCAATAGTAATAGCTTTTACTTTTCCGCGGGCAGCAAAGTC
+TAAACATTCAATCAAATCTTTACGTGTGCCAACAATAGAGCCAACAACACTAACGCCATTAAGCACAGTA
+TCAAAAATAGGTAATGGCATATCTTCAGGGGGTAAGCCAACTAACACACACTTACCACCGCGACGAATAA
+CTTTATAGCTTTGTTCAAAACCGCTTTTACTTACCGCAGTGCAAATACTGGCATGAACGCCTCCGGTTTC
+AGCGAGGACCTTAGCAACAACATCATCTCGTTTAAAGTCTAAACAAAGTGAAGCACCCAATTTTTTAGCA
+AGGTCTAACTTGGCCTCACCTGTATCAACCGCAATAACATTTAACCCCATGGCAACGGCATACTGTACGG
+CTAAATGCCCTAAACCACCGATACCAAAAATAGCGACCCATTCACCCGGTTTTGCGGTAGAAACTTTAAG
+TGCTTTATACGTAGTAACACCTGCGCAAAATAAGGGAGCGGCATCAACATAACTAATACCATCTGGAATT
+TTTACCACATAATTGCCATCTGCTTTACAGTATTCGGCATAACTGCCGTCCACTGAATAACCAGCATTTT
+GTTGCGATAAACATAAGTTTTCATCACCTGTTAAACAGTAATCACAATGACCACACGCACTATAAAGCCA
+AGGAATGCCTACGCGGTCGCCTAATTTACAATGACTGACCTGATCGCCTACTTCAACTATTTCGCCAACG
+CCTTCATGGCCCGGCACTAATGGCATTTTAGGTTTTACCGGCCAGTCTCCGTGACACGCATGTAAATCGG
+TATGGCACACTCCACAGGCATGGATCTTAACTAATACTTCATGACTTGAAATTGTTGGCTTGTCTAGTTG
+CTCAATTTCAAGTTTACCCTTAAATTGATGATTAACTGCTGCTTTCATAGTTGAACTCCTTTTTCAGTAA
+TGATGGGATTTAGCTTCTAATTCATTGTAAAACCCCTGCTCAATAAGACAAGGATATAGATCAATAAAAG
+CGCATGAAAATTAACTATCTATTGTGTATTTAGATTAGCGAAGGAGTATTGTTTCTATCCAGAAGATATA
+GTGTTTTAAATAATGAAGTTAATCGATATTATGGGGGGGGGGGGGGTAAAGCAGAGGTTATTAAAGTCGC
+CATCCATGGCTTAAATATTTTACAGCGTATTTTGTAATGTCAGTTCTTTTATAGCAAAGTACTGACATTA
+CATTGTCTTAGAAATTAAGTTTGTAACCTAATGCGACTTTATCAGATGCTGCATATACTGCTTCTCCTTC
+ATCGCCTCAAGCACTTTATTTAATATAGAAGGTGCCAAGTTTAGGCTTAGAAACGGCTTAGAAGTAATAG
+CCGATATTAATGTTCAATCGCTTATTCCAATCATCAGCATTGCCAACTAAAGTACCACCGAGAAATGGCT
+GGTTTTTAGCAATAACAAAGTCAACATAAGCGTAGACGCCACCAGCACTAATTGCAACGCCCGTTGCATT
+CATTGTTGTATCGTCTAATCCGGCTGATTTATCAGTTATTAAGTTGTAATCGTTATAGTAAGTCAGGTTA
+GTGATAGGCCCAAGAGACACTGACTGGCTATAAGATAGGTTAAGGTTATATGCCGTAGCTTCCGTTGGAA
+TTGTGTCATAGAATGCCCAAGCGCCTACAGCAACAGCATCAGAGCCGTTGTCTAGGTCATATTCATACTC
+TGAAGCTTGGAACATAATACCGATGTTTTCAATTTTGCTTTTTACATGAAAAGCGTATGCTGTGTGATCA
+CCTACAGAGCCAACACCTGAGCCACCTTCAAGATCACCTGATAATAATGAGACACCCACTTCAGTATTAG
+AGAAGAAATTATAAGTATATCTTAAGTTTATCGTATTACTCTCGCCCATTTGTTGAGCAGGAGCACTGTA
+AATACCTTCACCAGCAGCAAAGTCGCGGATACCAACTACATCATAAGAATAGCGGTGAGTTTTGTCACCT
+GAATAACCGTCAACACCACCTTTTTCGTCATTTAAAAAATAGGCAACACGGATATCATGTTTGTCATACT
+TACCTGTAAATGATAAACCTGCGTCATAGTCATCTTCTAATCCAGCATAATAACCAGAGCTAAAGAAGAA
+GTTGTTAGAGTTATAATTTAAGTTACCAAAAGGAACTTGAGTAATACCCACTTTTCCTTCCCAGTTATCA
+CTGAACTGGTAGCCTACATCGGCGTGGTGAATTACATTCATGTATTGATACCAGCGATATTGAGCTGACA
+ATTTAACATCACCAATACTGCCGTTTACATCTAGACGAAAGACGTCAAAATCAAAATCTCCACCACGATC
+TTTATTATCATCATCATAGTCTTCATAGCTATACTGAAAACGTACAGCACCGCCAATTTTGATTTTAGGC
+GTTAAATCTGTAGTAGTTTTTGTATTGGTATTAACTTCTTTTTTAAGCTCAGCAACTTGTTTCTCAAGTT
+GTTCTAGTCGCTCAATTTTAGTGTTTTCTGTTGCCGCCCAAGCCGTTGTTGAGCTTGCTAACAATAAACC
+AAGTAATGGGATGGATGTTTTCATTTGTTATTCTCCAAAAGATAATTTGCATTTGTTTTTATATTATTAT
+TTTTATATTTTTATTTCTTAGAACATATTCAGAATGCTTAACAGCGTTAAAGCTGCTTCAATATGTTCTT
+GTTAACTTCCAAAATAATACTAAGGAGATATCAACTAACATTGTAGTCAATTAACTTAATCACTTAATAA
+GAGAATCTTATATCAAGAAAAAAAACAAACGTTAAACTACCGATTAACACATTGTTATTAAACAATATAG
+TTACAAAATCATTACATCATAAGTAATTAAACAATGAGAAAAATAAATTATATTCAAACAAAAACATCCG
+CTAAAGCACCCCTATTTCGTCCGTGAATTATTTGTAGCAGGATCTTAAGATGATCTATTAGCACTAATTT
+TAAAATACTCACAGTTCAGATTATTGGGCAAGCTACTAGTGGATTAATTAGACAATTTAAAATACTTATC
+AACCAGTAATATATTTTCATTAGACTGCGATGATCCAATAATTAATACTAAAACCAATTCCATTAAATTT
+ATTCCCACCTCAGAGCTATGTCAGAAGAGTCATAACAAACAAGATTTTTGCTGGTATAGTCATTCTATAT
+CTCACAAATTTGTGCAGTTATTTCTTTTCTGAAAAGCTCCCAAGGGCGAGTACCTAATAAAAAGTAAAGG
+CTTAAATGCTGTATTATTGATTTTGATAAGGACGCTGTATGGATGCAGCTTATTAGAGAATGCAGGAGCA
+TATCTCCTGAATAACCATTCTCTTCAATCAATGCCTTGCCTTTAAACCTTTTAATTCTCGCTGAGTGGGA
+AATAACTTAATGGACTTGGTATAACTAGATTTTCCATAGGGTTCTTGATTGGAAGGTCCCTTTGATACCT
+TCCTTTATTATCGGATTTATACTTGCATCATGCCTAACAGTAATACTTACCCTCTAAAATACCACCATGC
+TCATTGAACCATCCTTATTAGTAGTAGCTTTAATTGCAGTTATAGCAGGCTCTGCTCTTCAAAGTATGTC
+AGGCTTTGGATTAGCGGTTATCGCCTCACCTATTTTAGTCATCATTAATCCTGAATTCTTACCTGCGCCT
+ATACTGGCATTAGGTTGTATTTTATCACTGTTAAATTGCATTCGTTATCGGCAGCAATTACATTTTAGCA
+ATATAAAACTAGCGCTTTTGGCGCGAATTCCTGGTTCAGTACTGGGAATTGTATTGTTAGCTTTATTACC
+GTCAATATTTTTTTCCGTCGGTTTCTCCTTCCTTATAATACTCTCAGTGTTCCTGACTTATCGGCGTGTA
+GATATCCACCATTGTCCGAGAAACTTAGTATTAGCGGGATTTTTTTCAGGACTCATGGGCACCACAACGT
+CAGTCGGTGGCCCCCCTATTGCGTTGGTTTACCAAAATAGTAATCTCAATACGTTAAGAGCAGAACTTGG
+GCTTTTTTTTCTTATTGGAACACTGGTATCTCTGGCTATGTTACTGGTATCAGGCAATATAAATTATGCT
+CAACTGCAACTGACCTTGCCTTTGATCCCTGCGTTATTTGTCGGGTTTGCTTCTTCATTTTATTTGGATA
+AGTACTTAGGGCAGCGTTATTTAAAACCATTAATTGCTACGCTTTCGCTGACGTCCTGTGGCATTATTTT
+GCTAAAAGCCTTCCTTTATTGAAGCATTTACTAAAGGTTTTAATAAATGAAACACTAAAGAGTATTGTTA
+TGAAATAAATGACTAAAAGATGCATCAATTAACATCAAGGCTACTATGTTTGAGCTCTCCCCCTGAATAT
+CATTTTCCTAAATAAAGTGCTCCAAATTAACATGTTCCTCATTATGTTAGTGCGACAAATATTAAGGTGT
+GGTCATTGAGGCATTGAGTACTTTTGCACTTAGCTTCCCATCGTTTGCTCACTGTTATTTACCATCAATC
+CCACTAATAACACCACTAACACCATCCAAACTTGTGCCACTGGCAATATAAAATTGAATGGGTTGTATCC
+ACTAAAGTGAGAAATTTAGCAACAATATAATAGTTGAGGAACACAGAGTGTTAATCGGTTAAAAACAAGC
+AGCACCAAATAGAAGGGAACAGAACAGAACAGAACAGAGGTATAACAAGTTCGACGCTCTGAAGACGTCC
+TTCCAAAGTATTACGATTTTTAATAATAAAAAACCGGCAAAGTGCCGGCTTTTTATTTTAATCTAAGTGC
+GATTCAAAATATTAATCACACTTTTTAAAGATACTTATTGTGGTACTGCCGCATAAGCAACAACTTCACA
+CAACATTTCTTCACGTGCCAAACCGGCAACAATCATTGCGGCTCGGTTAGGATATGGTGCTTGAAAGTAC
+TCAGCATACACTTTGTTAAACACCGGTAATTGGTCGCGCGCAGTGACATAAATAAGTACTTGCGTCACAT
+CGTCCATAGTCAAATTGGCAGCTTCAATAGTGTGCTTAAAGTTTTCCATTGTTTGACGTGCTTGCGCTTC
+AATACCACCTTCAACTACCTGCCCTTCTGCATTAATTGGGATCTGAGCTGTTGATAAAGTGTTATTAGCA
+ATAATTGCCCATTCTAACGGTGCTTTCGAAGCAAATAGTTCTGTTTTTACTGGTGTTTTCATAATTTTAC
+TCTGTAATTAAATTTAATCGATAACGTAACGCTTTAACAATAAATAGCTTATTAGCGTAGGAAGCGTTTG
+TCTTCATAATGCGGGGATTAACCATCATGATAAGCCCCCTTAAATTAAGGTACCTACCATGATTAATTAA
+TTTGACTTATAACCCTTGCTCGTCAGCCATCTTGCGAGCAATTTGCGGTGCATTCCATAAGGACGGTAAT
+AAGACCAGGGATACAGGTACTGCCGTTACTACAATAAAGGATTGCAATGCCGATATACCACCTGAGCCAA
+TAGAGATAAGCAAAGCTGCCATAACCCCCATCATAACGCCCCAGAACACACGTAAAGAACTCTGTGGTGA
+ATCAGTACCAGTCATTACCATAGATACTGAGAATGTCATTGAATCGCCCGTAGTCGCTACAAAGATAGTC
+GTTAATATCAAGAACAAGAATGATATTATCCAACCAAATGGCAACTGCTCTGTAATAGCCAGTAATGCTG
+CTGGTAAATTAAAACCAGTGAAAGGTTCTGAAATAACACCTGGTGTCGCTAACTCAAACGCTAAACCACT
+GCCACCTACAATAGTGAACCAAAAACAGGTGATAACCGGCGCAACCACTGAAATAGTTAAGATCATCTGA
+CGGATAGTACGACCGCGAGAGATACGCGCAACAAACATCGCCATTAACGGACCGTAACCTAAGAACCATC
+CCCAAAAGAACACAGTCCACCAGTCAAGCCATGCAGTATTTGCACGATAAGTCGCCATTGGAATAAAGTT
+ATTTAGGTAAAGACCAAAAGAGTGCAAGTAACTGTCAAAGATAAAAGCAGTAGGGCCAAATATTAAAATA
+AATGCCATTAAGAAAATTGCTAAAATAATATTGATACTACTTAAAAGTTGGATGCCTTTAGTAACACCAC
+TCACAGCAGAAATAGTATAGATACAAATAAGACCAACTAATATGGATACTTGTGTTACGTAGGTATCAGG
+AATACCAAACAGTTTTTCTAAGCCAAAGCTTACCTGTAAACCAAGGAAACCAATAGGTCCAACCGTACCT
+GCCACTACAGCGAGTACACAACAAGAGTCAACCAGAGTACCAAAAGCACCTTTCATTACCTTGTCACCAA
+AAACAGGATAAAGTAAAGTACGCGGTTTTAACGGTAAGCCCTTTTCATAATGCAAATACATAAGCACTAC
+GCCAGTCAAACTACCTAGAATGGCCCAAGCTAAAAAGCCCCAATGCATAAAGCTTTGTGCTAACGCATTA
+TAAGCCGCTTCAGTTGTTCCTGTTTCCCCACCAAAATAAGGAGATGGGGAAGTAAAATGCGCCATTGGCT
+CAGCAGCAGCCCAAAAGACACCGCCACCCGCAAGTAGCGTACACATGATGATAGAAATCCATTTAAAGGT
+CGACATCTCAGGCGACTTTAGTCCCCCTAACACAACGCCACCAGTTCGACTTACCGCCATAAAGATCCCA
+ATAACAAAAGTCAGGAGCAGGAGTACTTGCCAGTAAGCGCCAAAGATTTTAGTTGATGCTGCAAAGGTTG
+AATTAACCCAGTTAGACACCATTTTGATATCGTACAATGCGAGGATACAAAATAGCACAAGCGCGCCACC
+ACTGATCAAAAATACGGGTATATCTACCCCTTCTAGGAATTTGATTTTAGGCATTTTAACCTCGCTCTCT
+TCCGCAATAGCTTTAGAAGTATTCATTATTATAGTCTCCTGATAGATCTCTTATCGTTATAATTTATATG
+TCACTATCCCTATATTGATTTCATACCAAACAAACTAACTTTTTTGATCAACTTTACATGATCAATCATT
+CAATCTATTTGGTATTGCTCAATACAAACTAGCGCTTTAACACTTGTGGTTTTAAACCCTCATCGAGTAA
+GTTCAACCAGTTCATGCCCATGACTTTGGCGATATCTTCCGTCCTAAAGCCTCGGTTTTGTAAACCTTTT
+GTAATATTTGGAAAGTCACGGCTATCACGAAACCAGGATAACGGACGAGGCCAATCAGCATTTGCTTTTG
+AGCCTTCTCCATAATCCATTTCCTTTGACCAACGTCCATTACGCATCCATTCAAGTACAGATAAGGGTTG
+TTCTTGACACAAATCTGTACCGATTCCAATATGATCAATGCCCATTAAATCTGCGGTATTAGCCACCATG
+TCGCAAAAATCATCCAAGCTACAATCAGGGCCATTTTTAAGATGAAACGGGTAAAGGCTAAAACCTAATA
+ACCCACCTGATTCTCCCAATGCTTTTAGCACTGTGTCCGACTTATTGCGCTTGGCTTCATGAAAACTGTT
+CGGGTTGGCATGTGAGATCACAATAGGACGCTCTGATATATCTATCGCCTCTAAAGTACTGCGCTCTGCA
+CTGTGGCTCATATCTACCACCATACCAACACGGTTCATTTCCTTGATTACTTGTTTACCAAAGCGAGTAA
+CGCCACTATCTTCTGCTTCATAACAACCACAAGCCAATAAGCTTTGATTGTTATAAGTAAGCTGCATAAT
+CATCAAGTTGAGTTCACGCATGATCTCAACCATGCCAATATCATCTTCAATGGGTGAACAGTTCTGCGCA
+CCAAACATGATGCCGACCTTACCTAATTGTTTGGCAAGACGAATATCCGCCGCGCTTTTCACCGGCATGA
+TCAAATCATGATGGATCTCAAACTGGCGATTCCATTCACCTATTCGCAATAATGTTTCTCTAATTTGTTC
+GTGGTAAACAACGGTGACATGCACCATAGTTACACCACCTTCTTTAAGCTGCTGAAAAATAGCCCGGTTC
+CAATTTGAGTACTGCAGGCCGTCAATGACAATAAGATCGTTATGCATAATGACTACTCGATTTATGAACG
+GATATAAGTGGTTTTTACGATAGTGTAAAATTCTTTTGCGTAGCTACCCATTTCACGTGAGCCAAAACTA
+GAATCTTTACGGCCACCAAAAGGTACGTGATAATCAGTACCTGCTGTTGGCAAGTTAACCATTGCACAAC
+CTGTTTGAGCATTGCGTTTGAAGTGCGTTGCATATTTAAGAGATTGCGTACAAATACCGCCAACCAAACC
+ATAATTGGTGTCGTTCAGTGTGGCTAACGCTTCGTCGTAATCTTTCACTTTAATCACACAAGCGATAGGC
+GCAAAAGCTTCGTCACGGTTAATCGTCATGGCATTGGTAGTTTCAGTGAATAAAGCTGGCGTTAAGTAAT
+AACCCTCAGTTTCTTCAGTGATAACATCACCGCCACTGACTAACTTGCCACCTTCTTTTTTGGCTATTTC
+AAGGTAGTTAAGGTTTTGCTTCATTTGACGAGCATCTGCTACCGCGCCAATATGAACGCCTTCACGTAAT
+GGATGACCGACAACAAGTTGCTTCATTCTTGCAACAACCGCGTCAACAAAACGATCATGAATACCTTCAG
+TCACGATTAAACGTGATGAAGCAGTACATTTTTGACCTGTACCAAAGAAAGCACCGCCAACAGCACACTC
+AACAGCGTTATCCAAATCAGCGTCATCTAGTACGATTAGTGCATTTTTGCTGCCCATTTCTAATTGGCAT
+TTTACTAAGTTTGTTGCCGTTGCTATTGCAACTTTACGACCTGTTTCTAAAGAGCCAGTAAAAGTTAGTG
+CGTTAATCTTTTTAGAGTTAATTAACAAATCACCTACTTCTGCACCAGGGCCCATTACCAGGTTAAACGT
+ACCTGCAGGCAAACCTTGACGTGAGATGATTTCAGTTAATGCCCAAGCACTCGCTGGCACTTGATTCGCT
+GGTTTTAAAACAACCGAATTACCAAACGCCAATGCTGGTGCTATTTTCCAAGCAGCGGTTGCTACAGGGA
+AATTCCACGGTGTAATAATACCGACAACGCCAACTGGCTCTCTGCGGGTTTCAATCTCAATACCTGGGCG
+AACTGAATCAGCTGTTTCACCCATTTGACGCAATACTTCAGCGGCATAATAATGAAAAAACTGACCAGAA
+CGATAAATCTCGCCAGCGCCTTCAGGTAACGTTTTACCTTCTTCTCGGGCTAACAACTTACCTAATTCAT
+CTTTACGTGCAATCAGCTCATCACCGATGGCCATCAATACTGAATAGCGTTGTTCTAAGCCACTTTCTTG
+CCATTCAAGTTGGCCTTTTATTGCTGCATCTAAAGCAGCTTCGGCTTGTTCTTGGTTAGCTTGTGCATAG
+TGACCAATAACATCACTGATGTCCGCTGGACTGATGTTAGCAAGTGAGCTTTCGCCTTCTACCCATGTGC
+CATTGATGTAATTGCAAAAAATTGATTCAGACATAAATACCTCCATAAAATAATTGAATTTATTATAGGC
+AGTATGTTTTAATAATAAAAATTAATAAAAAATATCTATTGATAAGGATTCCTTATGGCACTACCTGAAT
+TTAAAATAGCCCAGTTACGTCACTTCGTCTGGGTAGCAGAATTAAAGGGGTTTCATACGGCAGCAGAAAA
+AGCTTGTCGAACTCAACCGGCAATATCTTTATCAATTCGAGATCTAGAAAATAAACTCAGTACGATATTA
+TTTGAAAAGCGCAATGCGAAAACCTCAAATACTGAACTAACGCCTTTTGGTCAATATTTTCTACCTAAAG
+CGAAAGAGCTTATTGCCCACCATGACAACGTTGCTCAGGATATGGCCTTGATGAGTGAACATAAAACAGG
+TCATTTACGCCTCGCCTCAGTACCTTCTATTGCGTGTAGGATGTTGCCCGAATTATTGTCAAAATTTATC
+GCTGATGTGCCAGAGCTTCATATCAGTTTTTATGATGATAACTCCGAGGCGGTCTTAAGAAAGGTTGAAA
+AACAACAAGTAGATATTGGTATCGCTAGTTTGCCTCATGGACATGAACATGCCGATATTACTTTTACGCC
+TATTTGGGAAGATCAGCTTGGTGTGGTTTGTCGTGAAGATCACCCTTTTGCGGAAATGACTGAACTGCAT
+TGGAAAGAATTACGTAAACAACGACTGATCAGAAATGGGACTTCTCGCTTGCTCGAAGATACTGAAGCAG
+AGCCGTTATTGAGCGACTCGCAATTTCTTATTTCTAATATGTTGTCATTAATCGCTATGCTTGAAGAAGG
+TCTTGGCATCACCACGTTACCCTGGTTTGCTTTTCCTAAAAATAATAGCAAACTTCGTTTTATCCCACTG
+ACAACGCCTAAAATTGTCCGTCATATCGGCATAGTTCAACTCAAAAACAAATCGTTATCCCCAGCAGCAG
+AAGCCTTAGCAAACTTCATTTTAAAAAATACTAACCAAAAAAAGACTAGTGACCTTAACCCTGAATAAGT
+GCTGGAAACGATCACTCTGACAGCGACTTACTACAAGGAAAAATTTCACAATAACGCCTGCTGAAACAAT
+CATACCCGTTACTATCAAAAGCAAGGATAGCTTTTGACCTTACTGACTCTCATCGGTATGTTAGATAGTC
+TCAACTTGGGATAAGTCACCTTACTCAACAATCAGTTAACTCTTAGTTAAAACAGATAGCAATTCACTAA
+ACTTTACATTTACAAACGTGCAACTCTCAAAATTACTGCTACATTATAGTTTTAGCAGTACTTCTGTTAA
+GAGTAATAGTATTATTTAAAGGACTATCAAATGACTATTAAAGTTAGACTAACTGCCATATTAATTGTAA
+TGATTATTTTACTCGCTACCGCAATAACCTCACAAAAAATAGCCACCAACAAAAACAAACATCAAACCCT
+AAGTAGTGATACGCGTTATCTTTCTTACTTGATCGCCGATGAATTTAGACAAAGCTCAATAGACTTAACC
+CGTCTTTGCCGATTATTTGTTGCTACTGGAGAACAAAAATATTGGGATGCTTATTGGCTCATTGTTAATT
+GGCGTAATGGCGAGGTTGAGCGTCCTAATAATGTTGATAATAATTTATATCCAGATCAGCGCATTAAGCA
+AAGTAAGATCATGAAAGAGTTAAATTTCTCAGCGAACGAGTTCACTTTATTAGAAAAAGCCAACAGTTAC
+TCTAACACCTTGATTGCTACAGAAGAGCAAGCAATGCAAACTATTAAAAACGGAGAAGTAGCGCAAGGTC
+CATTCCAAAAATCCCCTAATGAAAGCATCAATGACTTTGCTTTACGTTTAGTCTTCAGTGATGCGTATCA
+GCAAGATGTTAAGAAAATAATGACGCCTGTAAACGCGTTTTTTAATGCGTTAGATAAACGCACCGCAGAT
+GATTTACTTCGTTCACAACAAGATGCAAACTTTTGGTTAAGCAATAGTTTAATCGTGCAAGTAATCGTCG
+CCATAATATTACTTTCTCTAATGTTTTTTATGAAAGTCACCCTATTTAAACCCTTAGAACATGTCATTAA
+TGCCATGAATAATATTGGTGGCGGCGATGGTGATTTAAGTCAACGTTTACATGAACACGGCAAGGATGAA
+TTATCTTCTTTAGGTAAAGGTTTTAATCTATTTGCCAGCTATATTCAAACAGTCGTGATTGAACTACGTA
+GCGCAATTGGTGAAATTTCTAGCTCTTCAGCACAATTAAATACCACGGCAAATTTAACCGAGCAATCAGT
+TATCGAACAGAAAGTTGGCATTGAACAGGTACTTATTGCTATAGAGCAAATGATTCCCGCAGTGCAGGAA
+GTTGCCGTTAATGCATCGCAAGGACTTGAACAAGCAAAGCTTTCTGACGAAGCAGCAAAAGAAGGTTTAC
+AAGTGGTGGACCAAGCAAATAATAATATCAACTTATTAGAAGTAGATATTGATAATGCTTCTGGAGTAAT
+CAATAAACTTGCACAAGATACTAACAATATCGGCTCGGTATTAGATGTTATCCGTGGCATTGCCGACCAA
+ACCAATTTATTGGCCTTAAATGCTGCAATTGAAGCAGCGCGGGCCGGAGAACAAGGACGAGGTTTTGCTG
+TGGTAGCTGATGAGGTTCGGACTTTAGCTCAGCGTACACAAGACTCAACGTCTGAAATTCAACAAATGAT
+TGAGAAACTACAAGTTGGTGCTAAGGATGCTGTTAAGGTGATGGTACAAAGTAAAAACCGTACGACTGAT
+TGTGTAGAAAATACCGGTCAAGCAGGTCATTCCCTATCTAAAATCACCTCATCTGTAGGAGAAATTACCG
+ATATTAATAGCCAAATAGCCGCAGCGACTGAAGAGTTAAATGCCAGCATAGAGGAAATACGTCGTACTGT
+GGATAACATCAATCAACATGTAGAACGCACAGCTAAAGGCTCTCAAGAAACAGCCAATAAAAGTGACTAT
+ACCACTCAACTTACCAGTCAAATGCAGCTATTAATTGAGCGTTTTAAAACAGAATAATACCTAAGGGCTG
+TTGATTTTTTAATTGACAGCCAACTCATTGAACATATCAAGTCTATAAAACTATTTGCCACTCAGCGACA
+GTTAACAGGTTTACTGCAAGCATTAGTGAGGATAACTTATCCTGCATGTCTAATAGCCTACCTTCCTGTA
+GCACCTATGCAGAGACCAATAACGCTGCTTAGTTAAGGCTTTAACTTCCTATTAGGTAGTGGCCCTTTCG
+AAAACTTGTCAAAAGTTGATTAACTGCACAATACTCACTTGACTTATAATGACTAAATCAATTGTAACCA
+CGCACATAACTTTCCGTACTAACATCATTACAAAATGTTTGCTCATGCTTACTTACATGCTGTTGTGTAT
+TGGTATTAGCCGGGTGTTTATTCTCGCTAACAGCCACTTCTTTATGCTCTAAACCTGTAGCGTTTAAATA
+ATTACTTTCGTCATGGGTTAGTGAATTCATTGTGCACCTCAATCAATTTATGCGGTTAAATATTTACCGC
+TGTTGGATATGCAATGATTATAGTAAGCCTTTTTCGATAATAAAAATTAATAAATAATATACAATGATAA
+AAAAAACTTATTACCTCTATTTAAAGTTAAAAAGCTTCATTGAAGTTTTAGCCCACCAATTCACCAACTA
+CTCCTGCTATTGCCTTTTCATTAAACTTAACATTCTTCAAACAAACAATATGACTACCTTTAAGTAAAAT
+AAAATAATAACTATACTATTCAATTAACTAGACAAGGTATATAAGTTTTTCTTATCAGACGATAGACCTT
+ATTGCCTTGTATAAAGTGACTTAATGGGCGAAAAATAACATCACATTCAGTGAGGTCATTTTTTAGACTT
+CATTAATATCCGCGTTGATTTATTAAAGCTTCAACGAGTTAATGCTTGAATTTGCTTCTATACCAGAACA
+AGAACAACAAGAAAATCGAAGTCAATTCAGATAACATATTTTGTATAGCAAATGAGGATCAGTAAATGAC
+AACTAATGCAGCTATCCACTCATCGCTTTGGGGTGAAAATTCTTTACCTCTTCGCCCTGCAAGTCAGGTG
+ATGAAATTGGAACGCCTTGGCGCTTACCATCAAAGTCGCCTAAGTTTTATGCGTACTTTGGTACGTCGAA
+TATTTCGTGAACGCTGGAAGATTGAACCTTCCGTTTTTAATCTCGATGATGATGGCTACGGCACGGTTGT
+CTATGAAGTCCAAGCCCCACATGGTTTGTTCAGCTTTGTTTTATTTTCTGATTACCTTTCACCAGATGAA
+CGTAATGACCGTGTTATTGCCACCAAATGGGACCTTACTATGGCCCTGGTTGAAGGTAAGGTTGACCAAG
+CTTATATTGAACAATTACGTGAAAACGTCCCTAAACAAGAAGCCGGACGCGTAGATGCCCGTGTTTTTGT
+TTTATCTCGAGCCAACCGCAGTGCACGTAACTTTGATTATGTGGTCAATCAACTTGCTGCAGGTGAACAA
+CCTGATGTGGCTAAGATTGTTGAAGTAGGTTATTTGTATCGCACCACAGCAGTTTATGGCAGTGGTAAAC
+TCGGTATGGCTGATTGGGAAAAAGTCAGAGAAAAACATAAAGATTTTGCCCGACCATTTGCTGGTGAAAT
+GTTTGTTTGTCTGATGCTACGGAACTTTAGTTTATTACAAGTCGAACATATTGCTCGTCATAAAAAACCC
+GACACATTCAATCCAATGAAGCCTGAGATAAAACGCTACTTTGGCATCGGTAATTCAACGGGCCTTGGCA
+TGGCGCCCTATTTGGTCAATCATCCGCTTCTTATCAACCAATGGATAGAAATGCGTGAACTGGCTCTAGC
+ACGCGTTCGTGCACTAGGCAGCGTTAATGATCAAGTACGTGAAACCATTAGTCAACTAATTGACCGCAGT
+GCACAACACACCCTTGAAACACAGACCGAAGATGAATGGCAAACCAATAATAATAAAGCGGTTATTGAAG
+ATATGGCCTGCCTGAAAAGTCGTATTGAAGGTGGCTTTGACTCATGGAACGAGCTAGTTGAGTACAGTGA
+ACAACATTGCTCGTTGCAGGGCCAAGAAATGTTGGTGTCTTGCATGTTAGAAATATACCCCGAACTTGTC
+GACGAATTAGAGGATTTTCACAGTGCAGAGGAGTTTTTAGACCTTGACCCACTCATGCCTGCTGGACAAC
+TTAGAGATATCATCGAAAAACGTTATGACTGGGCATTAGCAATAGATTTTGACGCAGAAGGCGCTCGAGA
+AACTTACTGGTACCGTTCAGAAGAAAAAATGGAACCTCGTCTAGGCAGTGTTGCTGATATTGAAGGTAAG
+AAGAAGCAAATGGCACTGGGTGTCGGTTATGCCGTACGTAAATGTTATAACCAATTAATTGATTATATCG
+CGCAAAACCCCGATGACACCACGGCTCGATTTATGGTTTCACATCCAAAATTACGTGGGATTGTACGACG
+CATTCAGGGCATGAACCGCTGTGTTTATGGTGATATCCAAGCAAATCTATTAGATCGCGAAGTATTACCG
+ATGCACTTATTGCGCGCCAAGTTAGCTTTTTTTGGTGTAAGTAAGTTTGATCCTCGTTCTCGTTTATGGG
+TACGTAATACCATGTTCCAGGGCGCGCCACTATTAGAAGAAATTGGCCAATCATTTAATGACGACTGGTT
+TATGCCACTAGCACCAAAGCAATAGGAGAGTTCCGTGAATATTTCAATGAATGAATTAAAAGCAGCTCTA
+CGCAGATGCTTTGAAGCAAGTGATTACTTTGTCGGTAATTATGAAGATGCAGCCAACATGGTGCTTTGGT
+TAGAAAAGCATGGCTTAAATGGCTTGAGTGAGTTCAAATTAGCCTTGCCTTATATTGGTGAAGATAAAAA
+CAAACCATTAAGTAATGTAATTTATGAAGATAGCACTTCAGCAATTATTGATGCTCACCATCGTAGCGCC
+CTTAATTGCATTGCTGCAGCGGTAGACCTAGCACACGCTAAAGCATTAGAAAGTGGTATAGCCACAGTCA
+CAGTGCATAATTGCCACAACAGAATTTTTATTCTAAAAGCACTGACAGATCGTGGTCGTAGCGGTATTAG
+TGCCGCAGCTTATTGGCAAAACGGTAGTGATACCGTGACCGAACATACTGCTGCCATCCGCTCAGGTCAA
+CGCTACCCAAGTTACAGTGAGGGGGTTACCAATCTAACAAGCAGTGAAAATGACAAACAAGCGCTTACTA
+TTATTTGTAGCTCACGAGTAGACTTAACGTCTTCTTTGCAAAATAGTAAAAGTCATTTTATTAGCCCTAA
+ACAAGTTGAAAGTAATAAAGAGCATACTGTTGAACATGGTATTGAAATTGATGCTGGTGTTTGGGAAGAA
+ATTAATAAAATAGGCTTGGGCGTATTAGTTGAAAATACCGAGCGTTCACGAAAAGATGCCGGTGGTAATT
+AATACCAATCGGACTAATTTATTGATCACTTAGCGAGAATTAAAAGGCTTAGAGGCAAGGCATTGATTGA
+AGAGAATAGTTATTCTATTGTCAAAATCAATAACGCCACTTATAAGCCTTTCAAACTCGCCCTTCGGGAG
+CTCATTAGCAAACTGATAACATCACAAAATGAATGAAATATAGACTAACTATGTTTAACTCATTTTGCTT
+GTTTTAAGCTCGCTAATGTAGCTCTAAGGTGACCAATAAATTAATCGTTTGGTATAAAAGGCCTTTAACT
+ACTGTCGACAGATACAAGGTATTTGTCGACATAAAAACCTCCTTTTAAGGTGCCAATATTTTGCATAATC
+TAGCAATAGCCCCCCTCAGCGGTATCTTACCTATTACTGAACCTCCTAAGCAAAAGTTACACCAAACACA
+ACTGTTTGAAGTGGCGGTTTCGATTAGTATCAATGGCATTAGCCAAGCGGTAATGATGGCATCTCCAGAG
+CATTTAAAAGACTTTGCCCTTGGTTTTAGCTTAAGTGAAGGCTTGATTAACTCATGCAACGACGTGTTGG
+ATATCATTGTTCACTCTCATCAATGTGGCTGGCAAGTTGATCTACAGGTTTTAGCAAGAGTTCAGCACCA
+ACTTAAACAGCGACGTCGCACTATGGCGGGGCCAAGTGGTTGCGGTCTTTGTGGACTTGACTCCATTGAA
+GCGGCAATGTCATTAAATGTCCCCCAAGACCAAACGACTAAAACGCTCAAGTTACCGTCCGAGCAGGTGA
+TCATTCAAGCGAAAGATGCCTTGCCAAGACTATTGAAAAGTTCAGGGGGTACAAGAGGAAATCACTGCGC
+AGCCTTTTTTGATTTATCTGCACATATAGTCGCGTTTCGAGAAGATGTTGGTCGACATTCAGCATTGGAT
+AAATTACTTGGTTGTTTATCCAATAAAAAGCAAGCGACTAATGAGGGCTTTGTCTTAATAACAAGTCGTT
+GTAGCCACGATTTAATCGCCAAGGCTGCCCGTTTATCTTTAACAACCTTAGTCACACTAGCGCAACCAAC
+TGACTTAGCAGTTAGTTCGGCCCGTAAAACACAATTAGCCTTATTTTGCTTCCAACACGGGCAACTAAAA
+CGCTACGCTTAACAAGAGAACTTACATGTCTACGTCAGCAAAAAAAAAGTCATCAAAAGCCTGCTCCTCA
+AAAAGAAAACCTGCCTACTCTTCACCCGCTGGTGGTTGGGGCGCACTAAGAAGCTCAGCTAAACATTTGA
+TCCAAAGTGAAAATGCAGCCAAAAGCGTTAAAGCATTACTTAGAGCAAATCAGCCTGGTGGTTTTGACTG
+CCCTGGCTGTGCATGGGGAGATTCAGGAAGCGCCGGCAAAGTAGATTTCTGTGAGAATGGTGTTAAAGCT
+ATTGCATGGGAAGCGACCAGTAAGCGAGTCGACAGTAATTTTTTTAAACAATATTCTATAACTCAACTGC
+AACAATGGGATGGTCATTCACTTGAAAAAAGTGGTCGTTTAACCGAACCAATGTTTTACGACGGGATAAG
+TGATCACTACCAACCCATTAGCTGGGAAGACGCTTTTAAGGTGATTGGTAATAGCCTGCAACAACTCTCT
+TCGCCCAATGAGGTATTATTATATACCTCAGGTAGAGCAAGTAATGAAGTCGCTTATTTATATCAGTTAT
+TTGGCCGAGTGCTGGGAACTAACAACTTCCCTGATTGCTCGAATATGTGCCATGAAGCCTCAGGTATTGG
+TATGACAAATAGTATAGGTACAGGCAAAGGTACTGTAACCATAGATGATTTTTCTAAAGCTGACGCCATT
+TTTGTCTTTGGCCAAAACCCTGGTACCAACCACCCCCGCATGCTGGGAACGTTGCGAGAAGCAAGTAAAA
+GAGGCGCTAAAATTGTTTCAATAAACAATTTAAAAGAACGTGGATTACAAAAATTTTCAGACCCACAAAG
+CCCAAAAGAAATGATATTTTTAACAGGTACAAATATTAGTCAACATTATTTCACGCCAAGATTAGGCGGC
+GATATGGCATTATTACGCGGGGTGGCTAAATGTTTATTCGAACGGTTTGAGCAGGACAAATCGGTACTTG
+ATACTGATTTTATCCAAGAACATTGCCATGGTTTTGAAGCGTATCAACGTAGCGTAGCATCAAGTGCTTG
+GGATAAAATCCTTGGTCAATGTAATCTAAGTAGAGAAGAAATTGAACAAATAACGACGATATACGCCAGC
+AGTGATAAAGTCATTTTCACTTGGGCGATGGGGATCACGCAACACCGTCATTCTGTCGATACAGTACAAG
+AACTGCTTAATGTGCTAATGCTACGAGGCAATATAGGTAAGGCTGGTGCTGGCGCATGCCCTGTTCGTGG
+TCACTCAAATGTACAAGGAAATCGTACCGTTGGCATTGATGAAAAACCGCCTATGCCCTTTCTTGATGCG
+TTAGAAAAACGCTACTCTTTTAATGTTCCACGTGATCATGGCTTTAATACCGTTGACTCCATTCATGCAA
+TGCTTGCGGGTAAGGCTAAAGTATTTATTGCCCTAGGTGGTAATTTTGCAGCGGCGACACCCGATACAGC
+ACGTAGTTATCAAGCCTTACAGCAATGTGATTTAACCGTTCAAATCAGTACTAAGCTAAATAGAAGCCAT
+GTGGTAACAGGAAAGCGTGCGCTAATCCTTCCGTGTATTGGCCGTACAGAAGTCGATCGTCAAGTCAGCG
+GTGAGCAATGCATCACGGTAGAAGATTCTATGAGTATGGTGCATAGCTCAACGGGGCAAAATGAACCAGC
+CTCTGAGACGCTTCGTTCAGAGACCGCTATTGTAGCTGGTATGGCAATGGCATCGGTAGGCGATAAAATA
+GTCGACTGGCATAAACTAGCGAGTGATTATGCACTCATTCGGCAAGAAATCAGTGTCGTTATTCCTGACT
+TTGAAGATTATAACGCCCGCATAAAAGAAGGAAGAGGTTTCCACCTGAAAAACCCTGCTGCACAACGTCA
+ATGGTGCACACCGACGAAGAAGGCGACATTTTTTGATGCGAATCTACCAGAACAACTCGCCCATGAACGT
+GCACAATCACTGACCGATAAACCAGTATTAACGCTGCAAACATTGCGTTCTCACGATCAATACAACACCA
+CCATTTATGGCATGGATGATCGTTACCGTGGCGTTTATGGTGAGCGAAACATTATCTTTATGAGCAGTGA
+AGATATTAATAAGCAGGCATTAAATAATGGTGATTATGTAAAAATAACAACCATCTCAAACGATGGTATC
+GAACGTTCTCTATCTAATTTCAAAATTATTGAATACCCAATAACTTCAGGATGTGTAGCCGCTTATTATC
+CTGAAACCAATCCTTTAGTACCATTAGAAAGTATCGCTGATAATTGTGGAACACCAACGTACAAATCTAT
+TGCGGTATCAATCGAGAAAATATAGAAACTTACAAAGGATTTTCAAAGAAAAAGCCTCACAACTGAGTCA
+GTAGTGAGGCTTAAATTTTCTATAGTAGTGAAATCAATATCGATTTAATTACTATTCTTCTGATTGTGTT
+ATTTCTACATCCATGTCATCAGCGACTGAGTTTCCACTCAGTATTGCGGTCACAGCCATGATAATTACTG
+CAAATATCACGGTTGTTAATTTGAAACCTCGCGAAGACGAATTATTCATTGTTTTACCTTTGTCGCTGCC
+TGTTTGATTTATTATTAAGTTGTACTATTTATGAACAGGCACGATGACACTAAACTATTAACTTTTTTTT
+TACAAGTTTTTTCATGAAGTTTTGTTAACAAGGTTTTTCACTCATTTTTTAGAATAAAATTAACTCATTA
+AATCAAATATTAATCCTTGCTGAATTTCTTGCTGTTCACTTGATGATATGGTGACTCGAATAGAAGCATT
+TAAAACTCCTGCGCCAGAACTTAAAGCGCCTAAACTGGTATCACCACCTAGTAATTGACTGTATTTAATA
+GCCATAGCCAATGCGGTGCTATCTGCAGTCAAATCATCATGACTTTGAGCATGGAACGTTTGCTCATTTG
+AATTAGTTAAATTAGTTGAATTAGTTGAAGCAGGGTTTAACGGTGATAAAGTAAAAAACAGGCTAGTATC
+TGCTAATTTATGTTTGTGAAGCTTAACCGATAATCGCAGCGAATCGACTTTCAATAAATGATGTGCACTT
+TCAATCAGAGCATTGAGCAGTTTTTGTATATATAACTCATCACTATTGAGGTAGTGAGGCACACTCTCAT
+CAATCAAGAAAAAAATGGATTTCCCTTCATACGCATTGCTTGCTTTTAATAACGACTCGGTGCGCTGTAG
+AAAACCATAAAAATCAAAACAGTCTTCTTTAGCTGTTATTTTTCCTGACTCTATATTAGATAAGTCCATC
+ATAGTATCGAGTAACAGTGCAACATTACTGCCCGCATGGCTTATTCCTGTGACCTGCTTATTATTGATGC
+CTTTTTTCTTTAGCTGCTCCACAAATGCTTTCACTGCTAATAGTGGCACCCGCAACTCTTTGTTTAGGCT
+CTGTAAGAAATTACTTTTAGCTAAACTTTTTTGTTCTGAGCTCTCTTTAGCTAAAATAAGTGCTCTGGTC
+TTAATATCAACTTGCTGCCCTAGCTCACTCGAATAGGCGGCCATCATTAATACCAGCATTTGAAATAATA
+CGGCGCCAAATGTTCCTCCAATGAGAACCGCCCACGCTTGCCAACTTTTTGCCTGACTAAACCAAGGTTG
+TTTTTCCGCAATGTCAATTTGCCAAAGTCGAGAAAACACCTCAATCGTAATCGTATCAACATGGCGATTT
+ACCGTAGGAAAAGCCTGGCCAAAGAGAGAAAGAGGTTGGCTACCTGAAACATCTTGAATAAAAAAACTGA
+CCTCTTGCTCTTTTTGCTGAGCGAGTTGCTCAAAAAAACTATCAAACTGAGCGACAGCGACCACAAAACC
+TAATAATTTACCTTCCTTAATTATTGATAACTTCTGCTGAGCTTCGTTACTAGCAAGTTCGTTAACCTCA
+GGCGGTAAAAAAACGGCCTTACTAAATAACATACCGGGCTTAGCTAATTCGTCTTGTACTAAAGTGATTG
+GTGCACTAGCAATCACTGCTTTGCTATTAACAACAACTTGCATAGACAAAATATGCGTAGGATTACTATA
+AACATCTAAACCTAAAGCTTCCTGGTTGTTGTATTGAGGGTAAATGTAATACAAAGGAGCATATTGAGTA
+CGGGACTGAGCTGGTATGGTATTGCCATTTGCTAACAGCTCTATAATAGCAAAGTCCTTTTTCAGTGCTT
+TTCTGCTTTCTTGTTCAAAGCCGGCTCTATCGGCAAAGGGAACAATTGGAGCCCACTCTAACGCTCTTAC
+GCTTGAGCCCTGCTCAAGAATACCTTCACTAAATAAGTTAAATTCTGTTAATGAAACCTTCTCTCTGGCT
+TTAAATAATGCGGCAAGACTATTAATGTTGTTCACAACGTCATCAACTTCAGCGAGTACTAAACGTTCTA
+CCTCTGTTTTAGATTGGTTAAAAAGTGCTTGTCTATAGTCTTGCTGTTCATGCTGGGAGGTTTTAAGCAG
+TAATAAAATAGCTAAACCACCTAAAATAGAAGTAAAACTGACAAAGAGTCGTTTAGTCAATTTAAACCGT
+TCCGCATTTTTAATGAGTAACAATAATGGAATAAAAAATACCGCAGCTAACATACTCGTCGACCAAGTAT
+TAACAAAGGTATAGAAGAAAGTGCCTGTCATTACTTGATTATCAAGCATAGCAATCACTAATACTGAGCT
+GGCAGACACTAAGCTTGCAATTGGGCCTATACGTAATATAAAGAAAAACAGCTGCTTTCTTGATGTTAGC
+CATTCTTTATAATGAATAAAACGATAAACAAGCTGTTTAGTCCAACACCCTTGTAAAATGATGGCTAGTA
+CGGCAATAGTCATCACCGATAAATTGGCATCTAGATGAAAGTAATAGCCCAGACCAACTGCCAATAGAGG
+GCTCACCAGTAATACAGCGATAAGTGGTGTGATCCCCCAAATAAGCAGTAGACCACTAATAAGCGCCGCA
+GAAGGACCGACAAAGTTTACTAGAGATTGTGGATTGATTAGCCATATCGCGCCAAAACAAACGGCAAGAT
+ATAAAATGGCAGAAATAATAATACGCGGTAAGTGGAGTTGCATCATAAGTAATTATTTAAGATCGGCATG
+GTCAGTCCGTTAATCAATTGTAAATATTCATCTTAGCTTTCAACTATAGTATCTGAATAATTAACCTCTA
+TACAAAATAATATAAAGAATTCCATAATATAATTTGCGCTACGTGCTCTGGTAAGCGAAAATACGCGCAA
+TTTTTATTCTTTCAAGACTATAAGATCTGGAGCTACTATGTCATCGCGTCAAGAGTTAGCAAATGCTATC
+CGTGTATTAAGTATGGATGCCGTACAAAAAGCAAAATCAGGGCACCCTGGTGCACCTATGGGTATGGCCG
+ATATCGCAGAGGTATTATGGCGTGATTTTTTAAAGCATAATCCAACTGACCCAAACTGGGCCGACCGTGA
+TCGCTTTATTTTATCAAACGGCCATGGCTCAATGCTTATCTATTCACTATTGCATTTATCGGGTTATGAT
+TTATCTATTGAAGATTTGAAAGAATTCCGTCAATTGCATTCAAAAACCCCAGGTCATCCTGAATACGGTT
+ACACACCAGGTGTTGAAACAACGACGGGTCCATTAGGTGCTGGTATTGCCAATGCCGTGGGTATGGCTAT
+TGCTGAAAAAACGTTAGCAGCACAGTTTAACCGTGAAGATCATGCGATTGTTGACCATTTCACTTATTGC
+TTCTTAGGCGATGGTTGTTTAATGGAAGGTATCTCTCATGAGTCTTGTTCACTAGCCGGAACTTTAGGTC
+TAGGTAAACTTATCGCTTTTTGGGATGACAATGGCATTTCAATCGATGGTAAAGTTGAAGGTTGGTTTAC
+TGACAATACCCCTGCTCGTTTTGAATCTTACGGCTGGCATGTTATTTGTGTTGATGGTCATGACCCTCAA
+GCAATTACTCACGCTATCGAAGAAGCTAAATCAGTCATTGATAAGCCAAGTATGATTTGTTGTAAAACTA
+TCATTGGTTTTGGCTCACCAAATAAGTCAGGTACTCATGACTGTCACGGCGCACCATTAGGTGATGACGA
+AATTGCCGCAACACGTGAATTTTTAAACTGGTCACATGCTCCATTTGATATTCCAAGTGACATATATGAG
+CAATGGGATAGAAAAGAAAAAGGTCAAGCGAGCCAAGTGAGCTGGAATGACAAATTTGCCGCTTATAAAG
+CAGCACACCCTGGTCTTGCAAGCGAATATGAACGTCGTGTGATTAAAGGTGAATTACCTGCTGAATTTGA
+AGAAAAAGCAAATGCTTTCATTCAACAGTGTCACGAAAGCAGTGAAAACATTGCTTCACGTAAAGCATCA
+CAAAATGCGATTGAAGCTTTTGGTAGCGTTTTACCTGAAATGTTAGGTGGCTCTGCCGATTTAGCTGGCT
+CAAACCTAACGTTATGGTCTGGCTCTAAAGGTATTCAAGAAGATGCTGCTGGTAACTATATCTTTTACGG
+CGTACGTGAATTTGGTATGAGTAGCATAATGAATGGTATTTCATTGCACGGTGGTTTTGTTAACTACGGT
+GCGACTTTCATGATGTTTATGGAATATGCACGTAATGCGGTTCGTATGTCGGCATTAATGGGCATTCAAA
+ATATCTTTGTTTATACCCATGACTCTATTGGTCAAGGTGAAGATGGTCCAACGCATCAGCCTATTGAGCA
+GTTAACTAACTTAAGAACTACACCAAACTTAACGACTTGGCGTCCATGTGATGCAACAGAGTCTGCTGTT
+GCATGGAAAGCTGCTGTTCAAAGCCAAAAAGCGCCAACAGCGTTAATATTTTCACGTCAAGGTTTACCTG
+CAATGAGTCGTACTCAAACGCAAGTAAGCGATATTGAAAAAGGCGCTTATATTTTAGTTGATTGTGCTGG
+CACACCTGATGTTATCTTAATGGCTACAGGCTCTGAAGTTGCTTTGGCAGTTAATGCAGCAACAGCATTA
+ACTGAACAAGGTAAACTAGTGCGTGTGGTTTCTATGCCTTCAACGAATGTTTTTGATAAGCAAAGCAGCG
+ACTACAAAGAAGCTATATTACCGTTTAGCGTAACTAAACGTGTCGCTATTGAAGCAGCACATGTTGACTT
+CTGGGCTAAATATGTTGGTCTTAGTGGCGCAGTTGTTGGTATGACAACATTTGGTGAATCAGCTCCAGGT
+AATGTATTACTTGAGCACTTTGGTTTCACTGTAGACAATGTTGTAAATACTGTAAACAAGCTATAAGCAA
+ATGAGTTAAGCGAACTACCACTGTTGAAAATAGCAGTGTTAGTTCGCATTATCCCATAAGTTATTACTAG
+CTTATCGATTAACACCATCCATAAATGCAGTAAAATCATGACAATTAGAATTGCCATTAATGGCTTTGGC
+CGTATCGGTCGCAGCGTAGTTAGAGCGCTATATGAAAGTGGCAAGACAGATTTATTCACCTTAGTTTCAA
+TCAATGAACTAGCACCTGCTTCAGGCATAGCACATCTATTAAAGTATGATAGTACGCATGGTCGATTTCC
+TTTCAGTGTTAGTGAGAAAGAAAACCAATTAATTATCAATGGTGATGAAATAGCATTAACGCATATTGGT
+AACTTAAATAGCCTACCTTGGCAGCAACAAAATATTGATATTGTCCTTGATTGTACCGGTAAGTACGGCA
+ATAAAGCTGATGGTTTAAGCCATATTAATCGAGGCGCTAAGAAAGTTTTATTCTCTCACCCGGGCAGCCA
+AGATATTGATGCAACCATCATTTACGGCATAAATCATCAAACATTAACGTCAAGTGATAGGGTAGTATCA
+AATGGCTCCTGTACAACAAATTGTATAGTGCCCGTGATTAAAGTCATCGATGAAGCATTCGGCGTTGAGA
+GTGGTAGCATCACCACCATACATTCATCAATGCATGATCAACAAGTCATTGATGCTTATCATAAAGATCT
+ACGCCTCTCTCGTGCAGCAAGCCAATCAATCATTCCAGTCGATACTAAACTAGCTGCGGGTATTGAACGA
+ATATTACCAAAATTTAAAGGCCGCTTTGAAGCGATTGCCGTTCGCGTACCTACAATCAATGTTACCGCAA
+TGGATTTAAGCCTTACCGTTAATAATGATGTTTGCATTTGTGACATCAATCAAGCGATACAAGCCGCGAC
+CAGTAACCATGATTTGTATGGCGTATTATCGTATACCGAAGAGCCACTGGTTTCGGTCGATTTTAATCAT
+GACCCTCATTCTTGTATCGTCGATGGTAATCAAACACGAGTCAGCCATAAGCGTTTAATTAAAATGCTGG
+TTTGGTGTGACAATGAATGGGGCTTTGCCAATCGCATGTTAGATACTGCTATGGCAATGCATCAAGCAGA
+AAACTAAGAACAAGTTACTAAATTTTATAGACAATATTTCACATAATTCACCGACAGTGAAAACAGGAGA
+CAACAATGTCGATTATCAAAATGGCTGATCTAACATTAGCCAACCAACGCGTATTAATTCGTGAAGATTT
+AAATGTACCTGTAACCGATGGTAAAATCACTTCAGATGCTCGTTTACGCGCTGCATTACCTACACTTAAA
+CTTGCACTAGAAGCTGGCGCAAAAGTTATGGTTATGTCTCATTTAGGTCGTCCAACTGAAGGACAACCTG
+AAGAGAAATTTTCACTTAAACCTGTAACTGATTATTTAAGTGCAGCATTAAACTACCCTGTTCGCTTAGT
+CACTGATTACCTAGACGGTGTAGATGTTGCTGCTGGTGAATTAGTCGTATTTGAAAACATTCGCTTTAAC
+CTGGGTGAAAAGAAAAATGATGACACGCTAGCTAAAAAGTTAGCTGCATTATGTGATGTTTTCGTTATGG
+ATGCTTTTGGTACTGCTCATCGTGCCCAAGCCAGTACTCATGGCGTAGCCAAATTTGCCGCGACTGCTTG
+TGCTGGTCCATTGCTTTCTGGTGAATTAGAAGCATTAGGTAAGGCTTTAGATAATCCTGCAAGACCACTT
+GTGGCAATTGTTGGTGGCTCTAAAGTATCAACTAAATTAACTGTGCTTGATTCTTTAGCAGGCATTGTTG
+ATCAACTTGTTGTTGGCGGTGGTATTGCTAACACCTTTATTGCAGCAGATGGTCATAACGTCGGAAAATC
+ATTATATGAAGCTGATTTAGTTGAAGAGGCAACTCGTTTAACTAAACAAGCGAAAGCAAACAACGGTGAT
+ATCCCAGTACCTAGTGATGTTGTTGTTGCCACTGAGTTTTCAGCTTCTGCAACTGCAACCTTAAAACCGG
+TCAATGAAGTCACTGCTGATGAAATGATTTTTGACATTGGTCCTGAGACAGCAAAAGCGTTAACTGAAAT
+TATCGCTAACGCTGGTACCATAGTTTGGAATGGCCCTGTTGGCGTATTTGAATTTGATCAGTTCGGTGAA
+GGTACTAAGGTGATTGCACAAGCTATTGCTGATAGTTCAGCCTTCTCAATTGCTGGTGGTGGTGATACTT
+TAGCCGCTGTTGATAAATATGAAATTGCCGATAAAATTTCTTACATCTCAACAGGTGGTGGAGCGTTCTT
+AGAATTCTTAGAAGGCAAGAAATTACCAGCAGTAGAAATATTAGAGCAACGCGCTAAATAATAACATTGC
+TAATGACTAATGGTCGCTAACAATTAGCGACTATTGGAACTAAATAAAAAACGAGTCTCTTTTCAAGGCA
+CTCGTTTTTTAATAGCTAAAATATTTATATTAAAAGAAAAAGAAAGCAAAACGAAATACAAACCTGACAA
+GTAAGACCAAAACGAAACAAGAACGAAATAAAATCGAAATACAATCGAAACATCTTGCAATGCAATTGTA
+GTAAACTTACAATCACAATCTCGGAAAAACCACTAATATAGATTGTAAAACAAGTGTATCTTGTAATATT
+CGCACAAAATTCAGCTTTTCCATCTATTAGTGTTTTAAAATCAACTTTAAGTAAATTATCCTGTCAGATA
+AAGGTGCTATTTGCTATAATTTTGTTATCTGAATAAAAACTTTCAACCTTAGCAACAAAAACTTATCTAG
+GAGTAAGTAAATGGCTTTAATTTCAATGCGCCAAATGCTCGATCATGCGGCAGAATTTGAATACGGTATT
+CCAGCATTTAATGTAAATAACTTAGAGCAAGTACGTGCAATCATGCTTGCCGCTAGTGATACTGATAGCC
+CTGTCATCATGCAAGCATCTGCAGGTGCCAGAAAATACGCCGGCGCGCCTTTTTTACGCCATTTAATTTT
+AGCTGCTATTGAAGAGTTTCCACATATTCCAGTAGTTATGCATCAAGACCACGGGACTTCTCCTACGATT
+TGTCAACGTTCAATCCAATTAGGTTTTTCATCAGTAATGATGGATGGCTCATTAATGGATGACGGTAAAA
+CTCCAAGTAGTTATGAATACAATGTTGACGTAACACGTCGCACTGTTGAAATGGCACACGCTTGTGGTGT
+TTCTGTTGAAGGCGAGTTAGGTTGTTTAGGCTCACTTGAAACAGGCATGGCTGGTGAAGAAGACGGCGTT
+GGCGCTGAAGGTGTATTAACTAAAGAACAAATGTTAACAGACCCTGAAGAAGCTGCTGACTTTGTAAATA
+AAACCCAAGTAGATGCATTGGCTATTGCTTGTGGTACTTCTCATGGTGCTTACAAGTTTACACGTCCACC
+TACAGGCGATATTTTAGCGATTGATCGTATTAAAGCAATTCATCAACGTATTCCACATACTCACTTAGTA
+ATGCATGGCTCTTCATCTGTACCACAAGATTGGTTGGCTGTTATTAATGAGTTTGGTGGAAAGATCCCTG
+AAACTTACGGTGTACCTGTTGAGCAAATTCAACACGGCATTAAAAATGGCGTACGTAAAATCAATATAGA
+CACTGATTTACGTCTTGCGGCTACGGGTTCTATTCGTCGTTTCTTGGCAGAAAATCCAAGTGAATTTGAT
+CCACGTAAATTTTTACAAGTATCGACTAATGCTATGTACGACATTTGTAAAGCGCGTTATGAAGCATTTA
+ATACTGTAGGTAATGCCAGCAAAATCAAGCCGATAAGCCTTGATAACATGTTTGATCGTTACCAAAGTGG
+TGAGCTTAAAGCACTCATCAAGTAACATCATCGATACAAAGTAGTTACAAAAACTATTAATTAAAAGGGC
+TTAGGCCCTTTTTTTATGCTCGAAAAAAATAAGGTAGTTAGGTATAATCGCTTAATATAATCACGTTTCA
+TTTCTATTAAGTAATTTTTTCAAGATGTTTTCTCGTTTTATTCTAGTACCCATTTTTTCAATCTATTGTG
+CGTTTCCTACGCTGTCTTATGCTCAAGAGCAAAAAGCAGGGACAAATTCGGCTAATGCTTCAGACATATT
+ATTTAGTCTTGAAAAAGCTGATGAGTCCCAACAACCTGCATCTGGCACTTTATTTACCGCCTCAGCAGAG
+CTAGGTTTACTTTATTTGACAGGTAATACCCGCAGTGCCGATATTAAAACAGGCTTAGACTTACGTTTTG
+AAAGAGGCCTTTGGCGAAGTTTCTTTGTTTTTGATTTGTTAGTGAAAAAAACTGAAACTGAGAGTGAAGT
+GAGTAGCGATGTCATTCAAAAAAACCTTGAAACGACCGATCAAAAGTGGAGTATTACTTCGCAAACTAAC
+TACACCCTTGATGCTATAAAACAAAACTATATCTATGGCAGTGTCTTTTATGAAGAAAATAGATTTTCTG
+GTTTTGATTCACAAGCATCAATCTCAACCGGTTGGGGTCGCCGTTGGTTTGAAAATAAAGAAGCTAGTTT
+TGATGCCGATATAGGTCCCGGCTTTAAGAGGGATATTACCCAAGTTACCCCTGAAGAAATAGAAACGGGC
+ATGAAGAGTAAAACCCAAGATACCCTTATTTTACAAGCACAAGCCCTGTATATAAGAAAAATAAATGAGC
+ATATAGAGTTTAAGCAACTTTTCGTGGTCAAACACGCTATTGAACAGGGGCAAAACAGTATTTATAAAGC
+TGAAACATCAATTACTAGTAAATTAATTGATTCACTGCAGCTTAAGCTTAGTTTTATTATCGATTACAAC
+TCCAAAGTAGATGATGATAAAGAGAATTTAAACACAGAAACTTCTGCGGTACTTATTTATAGTTTTTAAT
+GACCTAACGAGTTGTGCAGCTAATATTATTAGCTGCCTAACTCAAATGAATGCAACTTAAATTTCTGTAA
+ATCGTTAGATAATAGCTCAACACTTTGCTCGTCAATCATATAAGTAAAAGTGCAAGTTCCTGACTCACTA
+AATTCATAACAAACACTAAGAAAGTCTCTTCCTTGCTTGGTGCTATACAAACCAAACTTGAAAGTAACAC
+CATTCATCCATTGGGAGACGTATTCATTGATTGGTAAAGTTAATAGGTATTTATCAGGAGTTTCCTGTTT
+TTGCCATTGGCGGTACTTATCTATAGCATACTCAACATCATCAACTTCTGACTCATTTATCCACAGAGGA
+TAAGTTACATTGAAACTATTTTTATCAGTACTAATTGGTGAGTTACTGCCCTGAGCGGAATATAATAAAG
+TACTGCCAGAAACCAAACCAGTTTGGGCCACTTTTAAGCGGGTTTGCTTTTTAAGATAATTATTCGTGTG
+AGCGCTGTACTCAGAAAAACTCACCTTTGTTTCCGTATGACTTTCTGTGTATGCCCCTATAGAGCCGCAA
+CCCGATAGTGATAAAGTGGTAATAGTTATAGTAATATACGAATTCATTGTCGTTTCTTAAAATGATATTG
+GGTCTTGAAGCACTGTTAATGTAACAACTTTTTTTTCACATTAACTAGGTACTGATTTTGACTACCATTT
+TAGCGTCACAGAATAGTGTAACTGTTGAAAATCGTAACTTTGGCGTAAAGAACTGTAGTAAATAAAAAAA
+GTGGAATAATCAAAACATTATTATTGAGTTTTTTGCCACTGCTCGAATCCTTTTTTTATTTTATTAATTG
+TTTCAGGTTTAGTTCCAAGGCTCAGTGCCATGCAATGCTCAGCACTTTCACCTTTTGATATTTCTAAGCC
+TGACATAAGATTCAAATCTGCTGCTCCAAGTAAACCTAAGCGATAGTTTAGTGATTCTTTAGACTGAATA
+ACAACATCTATCCTCCCTTTAATTAATTTTTTCAGGTTTGTTTCTTCATTAGAAGATATATCTAGATTCA
+CTCCCTCTTGAAATCCTTGTTGTAGAAAGTAACTGTGGCTATTATCTCCACGCATGATACCTACCACACT
+TGTTTTTAATGCCTCTAGAGAATCTATATTGATCTCATTCGACGCAAGTTTATACACATGAATTGGGGTG
+GATTTATAGAGGGGACAAAACCAATGAAATTTTGACTCTCGCTGCTTTGTTCTATAAATGGAATAAATAA
+GTATATTAGGATTGGTTGTTGCTAAATGAAAACTTCTTGCCCATGGATAGACATCTATCGAATATTTAAT
+ATCGGTGTATGCCAGTATTTCCCTTATATTACTGGTAACTATTCCTGAGACTTCCTGGCCCTTTAAAATA
+AAAGGCGGCCAATCTTCTGTTACCACTTTTAGCTCTTCTTCGTTGGACCGTGCAGTAAAAGAAAGAAGTA
+AAAATATAATTAACAGAGAATTTTTCATTGCAACTCTACATCTAGGTTTAATGTGTTAAATCAATATAAT
+AAATTGTATCATTTAAATTGTCATCCACATTAAAAGTATTAAACTTTCGTTCACAAAAAACTAATTTTTT
+CATTTTAGAGAACTAACGAGAACTACCTCAATCTCTCTATTTAAAAGAACTATTACTTAATGAGTTCCTT
+TTTCAGTGTTTAGGACAATAAAACAAAGTTTACTTTGCTAATCAATCCAGCTTTGCCCTAAAATAACCGC
+AATTATATTTTCCTCCAAATAAAAAGGTATCTACATGGCTCAGCCACTACCAGATAAGTTCATCATGTCG
+ATGAATCGCGTTTCTAAAGTAGTTCCACCCAAGCGCACGCGTTTAGACTGAGAATACACCTTATTATCAC
+CTCTTGCATACCACATTAATTCCCTACACAGAAACTGATAAATAGTCCAATTAAATCAAGTTACAACCAT
+CAGGTATTCTGATATATTCCTCAGGTATTTTACTCTCTAAAATCTAATAAATATTATTCAAGGAAGGATA
+AGTCATTGTCAATTCATTTCTCCATTTTCAAAACATTACTATTCTCATTTTTAGTCATCACTCTTACTGC
+TTGTGGTGGAAGTGGTGAAGAAAGCCCCGAAGCTAACCAGGTAGAAGTCATTCCTCCAGTAACGCTACCA
+TCAGTTAACGAAGTGCCCGTTATTACCTTAAATGACGAGTACTCAGTCATCGAATATAGTGACATTACTG
+TTAGTGCTTTAGCTGAGGACAGTGATGGTGAAATTATCAGTTATCTATGGCAACAGAAATCAGGGCTTAT
+CGTTGACTTAAGCGAAACAGATTCAAGTACATTAACCTTCACCGCCCCTAATGTGAGTGAAGACCAGCAA
+CTCACTTTTGAGCTGACAGTTACTGATGACGACAACGCACTTACTACTAAAAATATAATCATTCGCTTGC
+ATGCCCTAGAAAGTGATATTGAAGACATAGTTTTTGCAAATGAGAACTTCAAAAGCTGTATTTTTAATAT
+AGCTAAGGAAGCAAATTTGCATAAATCGGTAAATTTTAGACAAATTGACTGTCGTGATCAAAATATCTCG
+TCAACACAAGGTTTGGAAAACTTTACTGAACTAAAGACATTAACACTTATCAATACTCAGATAAAAACTA
+TAGATTTGAGTGCTTTAATACGGTTGGAAACTATTTGGCTTAGCCGTAATCAATTGTCTGAAATAGACTT
+GAGCAAGCAAACTTTATTAACAGATCTAGAGCTCCATGATAATAATTTAGCCAGCATAAACTTAGTGAAT
+CAAGTCTTATTAACTTATTTGTCTATAACAAATAACCAAATAATTTCAATAGATTTAGCAGCTCAAACAC
+AACTAACTAATCTTGCTTTAGATGGTAACCAACTACCAGAAGTTAATTTAAGTGCACAAAAACTATTAAC
+TCATTTATATTTATCCAATAACCAACTGACAAAAGTCGACTTAAGTAAACAAAAATTGTTAACTGATTTA
+GCTTTATCCGACAATCAACTGACAAAAGTCGACTTAAGTGAACAAAAATTGTTAACTAATTTAGCTTTAT
+CCAACAATCAACTAACAGAAGTCGATTTAAGTACTAAACCATTGTTAACTCACTTACGTTTGAATGATAA
+CCCGATAACAGACATAGATTTACGTGCCCAAAGATTGCTAATTCTTTTAGGTTTATCCAATAACCTACTC
+ACAGAAGTCGATTTACGTGTCCAAGAACTTTTAATTGATTTAGATTTATCCAATAACCTACTCACAGAAG
+TCAATTTACGTGTCCAAGAACTTTTAATTGATTTAGATTTATCCAATAACCTACTCACAGGAGTCGATTT
+ACGTGTCCAAGAACTTTTAATTGGTTTAGATTTATCCAATAATCGATTAACAGAAGTCGACTTGAGTACT
+CAAACATTTTTAACAGGGCTCAATTTGGATGATAACCAACTAACTAAGATAGATTTAAAGAATCAAACAA
+AACTACAATCTTTTTCAATAGACAATAACCAAATTACTGAGCTTGATTTATCTTCACAGCCTGAACTCAG
+CCGTATTTCTATTTGGAATAATTATCTCACAGCCATTAACCTTAGCACCCCATTAAAAATAACAGATTTA
+GACCTTACAGAGTCTAAGCTCACAACTATCGATTTAACTGCCCAACCACAATTAAAAAATTTAATCTTAT
+GGAATAATGAACTGACAAGTATAGATTTAAGTAACCTAGTACAACTAGAAAGCTTAAATTTAGGCTCGAA
+TGATAATCTATCTGAAGTTAACTTAGCCGGGTTAACAGGTTTGTCTAATTTAAGATTGAGTAATCTAAAT
+CTATCAACTATCGACCTTAGTCAACAAAGCAACTTGCTTTCTTTACACATAGATGGCAATCCACTAACAA
+CCCTTGATTTAAGTGCGCAAAAAAAATTACATACTTTATCAATAAGTAAGGGTAACTTAGAAAACTTTAA
+CTTAACAAATCTTACCAAGTTAACTTCCTTCGCTTCTTATAATATTGAACCTGAAACCATACAACTTTTT
+CCTGACTTAAAATTAGATTATTTAGCTTTTAATTACTTCCAAGCAAAATACATTAATTTAACCGCACATA
+CTGAGCTAACGACGTTAGTAATTAATGAAGGGGGGATAACTGACATTGATTTAAGTGCCCATGAAAAGAT
+CGAAAATTTACAGCTAACCGCTAATCCATTAACACTAATCAACTTAGACTCACAAAATCTATTAAAATCT
+TTAACTTTGGGAGGTAGCCAAATAAAAGAAATAAACCTAAGTAATAAAAAGTACCTAAGGTCAATACAGC
+TTACAAGTAATAAAATAAGCCAAATAGACTTAACGGGGCTAGATGCACTAGAGTACCTTCGCCTGACTGA
+TAATCCATTAACGAATGTCACCAAGGATTATTTAGATAGTTTAAATGGAATTAATGGTCTAAAAATTTAT
+TATTAACGCTACCACAAGCAAAGTTTACACTTTAAAGGAGCCTAACCACCCACAGGCTCCTTTTGCCCTC
+TAAAGTTTATTTAATTCATTTCAGTAAAATACAAGTTTATTTTGCTTATCCCCTCATGATTGCCCTAAAA
+TAACCGTAATTATAATTTCCTCCAAATAAAAAGGTATCTACATGGCTCAGCCACTACCAGATAAGTTCAT
+CATGTCGATGAATCGCGTTTCTAAAGTAGTCCCACCCAAGCGCACTATTTTAAAAGATATATCACTTTCA
+TTTTTCCCTGGCGCTAAAATCGGTGTATTAGGTTTAAATGGCTCGGGTAAATCTACCTTGCTTCGTATTA
+TGGCGGGTGTTGATACTGAATTTGAAGGTGATGCGGTTGCTTTAGCGGGAACTAAAATTGGTTATTTACC
+ACAAGAACCTCAACTTGATGAAAATCAAACAGTACGTGAAGCCGTTGAAGAAGCTGTTTCTGAAGTTAAA
+AACGCTATGGCCCGTTTAGACCAAGTCTATAACGAATATGCTGAAGAAAACGCTGACTTTGACGCCCTAG
+CAAAAGAACAAGGCGATCTCGAAGATATCATTAATGCACAAGATGGTCATAATATTGATAACGTTTTAGA
+ACGTGCTGCTGATGCATTACGTTTACCAGAATGGGATCAAAAAATTGCCGTACTAAGTGGTGGTGAACGA
+CGTCGTGTTGCACTTTGCCGCTTATTACTTGAAAAACCAGACATGTTATTACTCGATGAGCCAACCAACC
+ATTTGGATGCTGAATCTGTTGCATGGTTAGAGCGCTTCCTGCATGACTACCCTGGGACTGTAGTAGCTAT
+CACCCATGATAGATATTTCTTAGATAACGTTGCTGGTTGGATATTAGAGCTTGATAGAGGCCATGGTATT
+CCTTATGAAGGCAATTACTCATCGTGGTTAGAGCAAAAAGATGCACGTCTTGAACGAGAAGGTAAAACCG
+AAAGTGCATTACAAAAAACCATTAAGCAAGAACTTGAATGGGTTCGTTCAAATCCAAAAGCGCGTCAATC
+AAAAAGCAAAGCCCGTTTGGCACGTTTTGAAGAGCTTAATAGCCAAGATCATCAAAAACGTAACGAGACT
+AACGAGCTTTACATTCCACCTGGACCTCGTTTAGGCGATAAGGTACTTGATGTTAATAACTTAACCAAAT
+CATTTGGCGATAGAGTACTTATTGATGACTTAAGCTTTAGTGTTCCTAAAGGTGCTATTGTCGGTATTAT
+TGGTCCAAACGGTGCAGGTAAATCTACACTCTTTAAAATGATGTCTGGTGCTGAAAAACCTGACTCTGGA
+AATGTAGTGCTGGGTGATACGGTTAAGCTTGCTAGTGTTGATCAGTTCCGTGATGACATGGATAACAGCA
+AAACCGTTTATCAAGAAATCTCTCAAGGTCATGACATTTTACAAATTGGTAATTTTGAAATTCCGAGTCG
+TGCCTATGTTAGTCGCTTTAACTTTAAAGGTAACGATCAACAAAAAATCATTGGTGAGCTATCCGGTGGT
+GAACGTAACCGAGTTCATTTAGCCAAGCTTGTACAAACGGGTGGTAACGTATTACTGCTCGATGAGCCAA
+CCAACGATTTAGATGTTGAAACTCTACGTGCGCTTGAAGAAGCATTATTAGAGTTCCCTGGTTGTGCCAT
+GGTTATTTCACATGACCGTTGGTTCCTTGATCGCATTGCTACTCACATCTTAGATTACCGTGATGAAGGT
+CAAATCAACTTCTTTGAAGGTAATTTTACTGATTATGAGGCATGGTTGAAGAAAACTTTAGGCCCTGCAG
+CAACAGAACCACACAGAATTAAATACAAAAAAATAGGGTAAACACTAAATAAAAACAGCCGTTGTTAGTA
+CGTTAGTAACTTTGCTGTGATTTGTTAATGAGTTTACCGATAAAAGCCAGTTAAAACTTGATTTTAGCTG
+GCTTTTTTGTGCCCAATAATTTTTTACTTTTCAATAAAATGAGACTATGCTGAAGCCAATCGATGACAAA
+AGTCATTAGTCAGGTTGGACAATAGACATGGATGATAGACGACAATTTACTCGTATTTTATTTTCAATAA
+AAGCAGAGCTAAAAATTGAAAAAAATATATACCATGTGTCTATTCATGATATATCACTTAATGGTGCTTT
+AGTTACCGCTATTGAGAGTGAACAACCGTTAAAAGGTAAAGTCGGTACCTTACACTTTTTATTATCAGAT
+AAAGAATCAGAAGTGAACATGAGCATTGCCATTGTTCACGAAGAAAAAAACGAAACAGGTTTGCAATGTA
+ATGCTATTGATATTGACAGTGTTACTCATTTACGTCGTTTGGTTGAACTCAATCTAGGTAATAACGAACA
+ACTTAATAAAGAACTGGGTCAGTTATCACGTACAAAGTAAGGTTAAGCTATTGATTATACCTGTTTTTTA
+GTTTAAGTTGAAATTAGTAAAAATTTACAACATCTCTATCCAAACCTTTAAGGAGTCTTAATGAATCATC
+TAATCATCTCTTGTATTGGCCCAGATCAAACAGGCCTAGTAGACACTTTATCTAAAGTTATTTCCAAGCA
+TCAAGGCAACTGGCAAGTTAGTAGTTTGCATCATTTATCAGGCTTTTTCGCCGGCGTGATTGAAGTTGCC
+GTAGCAAGTGAAAAAAGTGAAAGCTTAATCAGTGCATTAAAAGCTATTAAAGGATTAAGTTGCCAAATTG
+AAGTGGCAGAGCCTAACATGCCCGACGTTATTAGTAATTTAGTACTGGAAATTACTGCTAATGATAGAGC
+GGGAATTGTACAAGAAGTATCCTCTGTTATTCATCATCAAAATGGTAACTTAATCAAGCTAGTAAGCTCA
+CACGATAGCGCGGCCCATAGTGGCCAAGATATTTTTAAAGCGAAAGTACAAATTGCTATTGATGATAAAT
+CGGTTGATCACCTTATCAGTGCATTAGAGCAAATCGCAGATGACTTAATGGTAGATATTTCCCGCTAGTC
+TATCTAGTTAATAGTGCTTAGTAAGACTGCTTTACTATTAAGCAACACGTTAATTTAACTGTATGCTAAT
+CAAAAACGAGTGCCATGAGCACTCGTTTTTTATATCAATTTCACTCACCAATAGTTAATAAATACGGGGT
+TATGATTATCACCCTTGAAGACGCTATCCTAGGATAAGGTTTCCAAAAACTTTGCAGCTTTATTAATATC
+TCGGCTACGTTTCATATCAGGCAAACTTTTCAAAAAAGTTTCACCATAAGGTTTATTCACTAACCTATCA
+TCACAAATCACTAGCACACCACGATCACTAACATCACGAATAAGTCGCCCTACCCCTTGCTTTAACGCGA
+TAACCGCTTGAGGTAATTGAATTTGACTAAAGGGCTCTCCGCCTTGACGTCTTACATCTTCACACCGAGC
+TTGCAACAGAGGGTCGTCCGGTGAAGCAAAAGGTAACTTATCAATAATCACGCAAGTGAGCTTATCACCA
+CGAACATCAATACCTTCCCAAAAACTTGCCGTAGCTAGCAGTACCGCATCATCTTGTTCGACGAACTGCT
+CAAGCAGTTTTCGCTTAGCCATTTTACCTTGCACTAATAAGGGGTTATCAATACTCTCAGCTAGAACTTC
+AGCAACCTGGTGCATTACACGATAACTAGTAAAAAGCATAAAGCAGGCACCTTTACTGGCTTTAATCAAC
+GGCTCTGCCAACTCAGCTAACTTTAAGGCGCGATTTTTATCATTGGCCTGCGGTAAATAACGCGGTACAA
+CAAGCTGCGATTGCGCTTGGTAATCAAACGGGCTATCAAGTAATAACTGTTTAGCATCTTGTAAACCTAA
+GTGTTTAGCAAAATGATTAAAGCTATTATCTACAGCTAATGTTGCTGAGGTAAAAATCCAACCGGCACCC
+GACTCTTTCACAAAGGTATTAAACTTTTCACTAACGTTTAAAGGGGTTTGATGCAATACCACGCTCCGCG
+GAGTGGTTTCATACCAAAAGCTCATGCCGTATGCTTCAACATTTGCCATCACGTCGTATTGAGCAAGTAA
+ATTAACAGCACGGTCAAAGCAATTATCTATCGCTTCATTTCTTGAAACACACAGTTTTATCACTTGATAT
+AGAAAATCTAAATCAATTTTTAGGTTAGCGAATTTTTGCTGAAATTGAACTTGTTTATACTTTTCCCGCC
+AATTGCCACGTTCCGGATCATAATTAAATAACAGGCGAAACTCTTGGCAAGTCTTTTGTAGTTTTTCGGC
+TGCTAAACCTAACTGTTTAACATCAGTTAAACTACTACGGTGTACTTGTAATACGTCGGTACATAAATCA
+ACGAGTTGCTTGCTAGAAAATGCCTCGCCAAAATATTCACTCGCGATATCCCCAATTTGATGCGCTTCAT
+CAAAAATCATCACTTGAGCCTTAGGTATAAGCTCACCAAAACCAGTATCTTTTAAGGCCATATCAGCAAA
+AAACAAATGATGATTCACCACAATAATATCAGCATCACTTGCTTTTTGACGGGCTCGAACTAAGTGGCAT
+GCTTCATAGTCTGGGCAATCTCTTGCCAAACAATTATCCAAGGTACTCGTTACAAAAGGAAAAATACTGG
+AGTCTTCACTGACATTCACTAATTCGCCAATATCGCCACTTTGCGTGCCATTTGCCCAGGTTTTCACTTT
+AACTAGATCTTGCAACATTTGAGCATCAAGTTGACCTCTACTATCTTGATACTGCGCTAACCGATAGTTA
+CATAAATAGTTTGCGCGACCTTTTAATAAAGCGACTTGCGCATTACTCGCTAGCGCCTTTTTAATTAGGG
+GAATATCTTTATGAAAGAGTTGCTCTTGCAAGTTCTTAGTACCCGTAGAGACTACTATTTTTTTAGGATT
+TTTCGGGTTTAACGATAAAAAGGCAGGGATCAAATAAGCAAAGGTTTTTCCGGTACCGGTTCCTGCTTCA
+ACAATAAGCGATGATTGTTTGTCTATTGCATGGGCAACATCAAGTGCCATATCGGTTTGCGCTTGACGTG
+GCGAGAAGCCTTTGATGGCTTTAGCCAAAGCGCCTTCTGGAGAAAATGCTTGGCTAACTTGGCTAACGTT
+GTTTTCGGTCATGTAAAATGTGAGGACACAAATGAGTATTTATGCAGAGAGTATACTTAACTACAGCTTA
+AGCATAAAGATCTAAGTGCTTAGTATCGTCGTTATTACCATTGTCAGATTTTTCAACGTTAATCTCTTTT
+TCGTCTTGCTCTGAAGCAACATCATTCTTGATGCTATCAGTTTGATTTTTATGTTCTTCCTTTTGCTTAG
+CATGCTGCTCTTGCTCACCCCCTTGTCGGCTGGAGTGGTATTGATCTTCTTCCGTGGTAAAATAACACTC
+ATGGTTTTCAATATGATCAGGGTCTTGGCTAAGCTTACTGTTAGCTGCCTCTTTGAGTAATGCCTTAACC
+TTCAAGTTTGCTGGCTTAATCGGTACAGGGACTACACGCGTTAATTGAGTAGTAAAAATATCCATTCTTA
+GTTCCTCCGCAATTTAAAAGTTGCACATAAATCATTATATCCAAACTACTTGAAGATGCGTGTTTCAGGT
+AGCTTGGGTATATATTGCAATACCATGTTATCGACTATTCGCTTAAAATCTTTAGGCTATATATTTTAAC
+TGGCCTACACAATCAATTTAGAGTAATAACTTTAAGTATGATTCATATAACAAATCATAATAAAAAACCC
+TTATTTATTACTTGCAGGCATCTTAATTACACAGTAGTGTAAACAGCATCAAAACAAATTATTTTTCTAC
+CTGTTAACTTAATTTTAGATTACCATCAAGTTAACAGCAAATGACCTACTATTAGAGACTTTTTAACCAT
+GATTATTAACCTGAATCGCCGACATCATCACCATCACTACAACTAGCCCATTCAGGTTTACTTAATAAGT
+AAATTACTGAAGGGCAACTGGCCTTTCAGTGGTTTAAAAAAGCATAATACATCCTCTTAATAGAAGTAAT
+TGTAATTGCTAAACCCCCGAAAGAGTCACGACTCTCTCGGGGGTTTTCGCATTTTGGCGAATAATAAATT
+GTATATACATGACGAATTTTAAGATTAAAAACGATAGGAATTAACATTATGAGCACATCAGAGCCACGTT
+TACGCATTGCCATGCAAAAATCAGGACGCCTAAGTGAAGACACCCAAAAACTACTTAAGCTTTGTGGATT
+AAAGCTAAATTTGAGTGATAGAAGATTATTAGCTCATGTAAGCAATATGCCTATTGATATTATGCGTGTC
+CGCAGTAGCGATATTCCAGGTTTAGTTATGGACGGAGTTTGTGATTTAGGCATCGTTGGTGATAACACAC
+TCGAAGAAGAAGAATTAGATCGTCAATTGAAAGGTAATAAGTCTGAGTACATTCGCACTACCTCTTTAGA
+TTTTGGCGGCTGTCGCTTTTCAATTGCAATGCCTGAAGAATTTGAATACACAGGTTTAGCGTGTTTAGAC
+GGCCTACGTTTTGCCACAACTTACCCACAATTATTAAATCGTTTTGCTAAAGCTAACGGCATTAATGTAG
+AGTTTTGTTTGTTAAAAGGCTCAGTTGAAGTAGCTCCTCGCGTTGGCTTAGCTGACGGTATTTGTGATTT
+AGTTTCTACTGGCGCAACACTTGAAGCTAATGGCTTAAAAGAGGTGGCTGAAGTTTTCCGTTCAAAAGCA
+TCACTGATTCAACGAGCTGACCCATTGTGTGAAGAAAAACAAGCCATTTTAGATACATTATTGCCACGTG
+TTCATGGCGTAATGAAAGCGAAAGAAAGCAAATACATTATGCTACACGCGCCAAAAGATAAGATAGCTGA
+AGTCAGCAAATTAATGCCTGGCACAGAAACACCAACTATTTTACCACTTGCTGAGCGTGACAATATGGTC
+GCTGTACACGTAGTCGCAACAGAGACATTCTTTTGGGAAACCATGGAACAATTAAAAGCTTTAGGTTGTC
+ACTCTATCCTAGTGATGCCAATTGAGAAGATGATGGGCTAAATAAGCAGTATACTTGAAACTTCAGCGGC
+ATTGTCTGCGTTGTTCGTTGCAATCACTTAGCAATACCGAGTAAAGAAGCTAAGCTCAGGCAACTCACAA
+CTTGACAGCTTTGCTGAAGTCACAATTATTTAGCTTAGTTTCTCAGACAATAACATTGAATATTGAAAAT
+ATTAATACCGAGATATAATTATGATAAATCAACTTATCAATTGGCAAGAGCTTTCACCGCAACAAAAAAA
+TAGTGCCCTTGCTCGACCGGCTATTGCCGACAGCGCTTTATTATCAACGCAAGTTGCTAACATCTTATCG
+CAAGTTAAAAATCAAGGTGATAAAGCTATTCTTGCGTTAACTGAGCAGTTTGACGGTATCGCACTTAGCA
+CATTATCCGTAAGCTCAGCGCAAGTTGCCCAAGCCAAATTAGCATTAACAGATAAACGCTTAAAAGCTAT
+TCACACCGCTTACAAGCAGATAAAGTCATTTCATAGCGCGCAAACAGCTTCTGACATTACCGTTGAAACA
+ACGCCTGGCGTTAAATGCACGTTAAAAACGGAAGCTATTGAAAGTGTTGGTTTATACATTCCTGCTGGCT
+CTGCTCCATTGCCTTCTACGGTTTTAATGTTAGGCGTACCTGCACAACTTACTGGCTGTCAACGTACCGT
+GCTTGTTTGTCCTCCGGATAAAAATGGCCAATTAGCTGATGAAATATTAGTGGCTGCCGATCTTTGTGGT
+ATTACAGAAATATATACCGTTGGTGGTGCACAAGCCATTGCGGCACTCGCTTACGGCACAGAAACAATTC
+CAGCGGTAAATAAAGTATTTGGACCTGGAAATCGTTATGTTACTGAAGCTAAAACTCAGTTATCACAGCA
+AGTCGCAGGTTTCGCCATTGATATGCCAGCAGGCCCTTCTGAAGTATTAGTTATCGCTGATGGGCAAGCA
+AATCCAGCCTTTATCGCGGCTGACTTATTATCCCAAGCAGAGCACGGTGTAGATAGCCAAGTAATACTAC
+TCAGTGATAGTGAGTCTTTAATCTCAAAAGTATCAACTGAAATAGCGCAGCAACTTACCTTATTATCTCG
+CTGTAAAATTGCAGAACAAGCGTTAAAGCAATCTCGCTTAATTCTGACTAAAGATTTAGCGCAGGCTGTT
+GAAGTATCAAATGAATACGGACCTGAACACTTAATAATTCAAACAGAAGATGCTCCAACATTACTCAGTA
+AATTACGAAATGCAGGTTCGATATTCGTCGGTGCTTATACGCCAGAATCTGCGGGTGATTACGCCAGTGG
+TACTAACCATGTTTTACCAACCTATGGTTACTCAAAAGTTATTTCAAGCTTATCGTTAGCGGACTTCTCT
+CGTCGCTTTACTGTACAAGAAATAACAAAAGCGGGTTTACAAAGTTTAGCTGAATGCATTATTGAGTTAA
+CGGATGCTGAAGGGTTAGATGCACACCAGCGCGCGGTAACAATTCGTCTAGAAGAAGGTAGTTAGTTATG
+ACCTCGCCAGTAAATGACGCATCAGAAAGTATTACCTTAACAACTGACAGCTTGATAGATAAGTTAGCAA
+GAGAAGAGTTAGTCGATATGGTTCCTTATCAATCTGCTAGACGTCTTTTTGCCAGCGGTGATAATGAGCA
+AGCCAATAGCAGAACTTGGTTGAATGCTAATGAAGCGCCCGGTCAAGGTCAGTATCAATTAAGCAGCGAG
+AATATTAATCGTTACCCTGATTTTCAACCGCAAGCACTATTAAAAGCTTATAGTAATTATTGTAACTTGC
+CTGTTGATAATATACTGGCAACTCGCGGCGCAGATGAAGGTATTGAATTAATTATTCGTAGTTTTTGCCG
+TGCTTATCAAGATAGCGTCCTGATCTGCCCACCAACTTATGGTATGTATGCTATCAGCGCAGAAAATCAC
+GGTGCTGGTATTATTAGCGTACCATTAGTGAATACGCCAGAAGCACAATGCCAGCTAGACCTTGAAGGAT
+TGAAGCAACAAGTAGGAAAAGCAAAAGTTGTCTTTTTATGCTCGCCAGGAAACCCTACAGGTAACACCTT
+ATCATCAGCACAAATTAAAGCCGCTATTGAGATCTTTAAAGACAGCGCTATGGTTGTTGTAGATGAAGCC
+TATTATGAATATACCAATAAAGAATTGGGTGCTGAGCAAGTAAATATTAAATTAATTAGCCAATATGATA
+ACGTGATTATACTAAGAACCTTATCAAAAGCTTTTGCCTTAGCAGGATTACGCTGTGGTTTTACCTTATC
+GAATAAAGCAGTCATCACACTACTCAGTAAGGTTATTGCGCCTTACCCTATCGCAGCACCTGTTGCTGAA
+ATTGCCAGCAAAGTATTAACGAATGATTTAGACGTTATGCAAGCCAGAGTAATTTCTGCCAATAGTTTAC
+GTGAACAGTTGAGTGAATGGCTGAAGCAACAAAAGTGGTGTAGCGATGTTTTTGATAGCAATGCTAACTT
+TGTACTGTTTCGTTGTAATAATATCGATGAAAAAAACAAAGTATTTAACCTCTTAGTAGAACATAACATC
+TTAATTCGTGATCAGTCTAAGCAACAACAGCTTGAAAATTGCCTACGAATAAGTATTGGCAGTGAAGACG
+AAATCGCGCAGCTAAAACAGCTATTAGAAACACTATAAGTAACGTAATGCTACATTATAGGTGTGGCGTA
+ACAAACATAATGAAGAGCATTTTATGAGTAATACACAAGAGAAAATATTATTTATCGACCGTGACGGTAC
+TTTAGTGGAAGAGCCAGCTATCGATAAGCAGCTTGATACTTTGGAAAAACTTGTATTCGAACCTAATGTC
+ATTGCAGAGTTATTAAAGTTGCAAGCGAAAGGTTTCAAACTAGTGATGGTTTCAAATCAAGATGGGCTAG
+GAACAAACAGCTTTCCACAAGCAGACTTTGATTTACCTCACAACAAGATGATGGACTTATTTAGCTCTCA
+AGGTGTACATTTTCAAGATGTATTACTTTGCCCTCATTTTGATGAAGACAATTGTAATTGCCGTAAACCT
+AAACTTGGTTTAGTGAGTGAGTACCTGCAACAAGGTCGTGTAGATTTCGCTAACTCTTTTGTTATTGGCG
+ATAGAGAAACAGATATGGGACTTGCCGCTAACATGGGCATCGTTGGCATCAAATATGACCCCGAGACATT
+AAATTGGGCGCAAGTGAGTGAGCAAATAATTACTCAGTTAGAGCAACCAAGGATAGCTACTGTTACGCGT
+ACAACCAAAGAAACAGATATTACGGTTACCGTTAACTTAGATAAAGCCGGTGAAAGCAGTATAGATACTG
+GTTTAGGTTTTTTTGACCACATGTTAGATCAAATATCTACTCACGGCGGCTTTAGCTTACAGTGTCACGT
+TAGTGGGGATTATCATATTGATGAACACCACAGTGTTGAAGATACTGCACTAGCTTTAGGGCAAGCTCTT
+AAACAAGCATTAGGCAATAAACGCGGTATTAATCGTTTTGGTTTTACAATACCTATGGATGAATGTCGTG
+CTGAATGTGCTATCGACCTTTCTGGTCGTCCATGGTTAGAATTTGATGCTGATTTCACCAGTGCCAATGT
+CGGTACCATGTCTACACAAATGGTACCTCATTTTTTCCGCTCCCTTGCTGATTCAATGTTAATAACATTA
+CACTTATCAACGAGTAAAGGTAATTGTCATCACCAAGTTGAGAGCTTATTTAAAGTTTTTGGTCGCGCAT
+TAGGTCAAGCAATCAAGGTTGATGGGGATGCAATGCCAAGTTCAAAGGGTACCTTATAATGACAAAGGTA
+ATGACTTCAGCAAAAAATGTCATTGTAGATACCGGCTGTGCTAATTTATCATCTGTTAAGTTTGCCGTTG
+AGAGACTTGGCTTTGAGGTTACTATCACTGATGATATAACGATAATCCAACAAGCTGAAAAAGTTATATT
+CCCAGGTGTTGGTAGCGCTAAGCATGCCATGAAAAACATTAAAGCTAAAAATTTAGAGGCTGCTTTGCAA
+GGGTTAACTCAGCCTGTACTTGGCTTTTGTTTAGGCATGCAGTTAATGACTGAGTCTTCAACCGAAGGTA
+AAAAATCCTCAACTGAAGGTAATAATGATGACAATACTAGTCACATAGTCCCTTGCTTAAATTTGATCCC
+AACAAACGTTGAACCATTAAAAGCACAAGGAAATAGATTGCCACATATGGGCTGGAATACGCTCACTCAA
+GTAAGCAATCATCCTATTTTTAAGGGAATATCTGAAGGCGATTACTTTTATTTTGTGCATAGCTTCGCAG
+CGCCAATCAGTGAATACACCATTGCCAGTTGTGAGTACGGCAGTACTTTTTCTGCTGCTATTGCGAAAGA
+TAACTTTATCGGTTGTCAATTTCACCCTGAACGCTCTAGTGCATTAGGCAGTAAAATAATTCAAAACTTT
+CTCGAGTTAGACTCTACAGAACTTAATCAGGAGCTTGTAAACTTATGATGATCCCAGCAATTGACCTTAT
+CGGTGGTGAAGTTGTTCGTTTATACCAAGGCGATTACGCTCAAAAAACGAATTACCAATATACGGTACAA
+GACCGTCAACAAGCCTATGCTGAATCAGGTGCTACTGTTATGCATTTTGTTGATTTAGATGGTGCTAAAG
+ACAGCACTAAACGTCAACTAAAAACCTTAAAAACAGTCGTTAACCACCCATCTATGATTATTCAAGTAGG
+TGGTGGTGTACGTTGTGAAGATGACGTAAAACAATTATTAGCGCTTGGTGCAGATCGCGTTGTTATTGGC
+AGTTTAGCTATCAAGCAACCTGAACTCGTAACACAATGGGTAAAAACCTACGGCTGTGAAAAAATTGTAT
+TAGCGCTAGACATTAAAATTGACGCACAGGGCAATAAAACATTACCGACACATGGCTGGATTGAAGATAG
+CGGTGTGAACCTAGAAGATTTACTTGCGCAATACCAAGATGCTGGTATCAAACACGTACTATGTACTGAC
+ATTAGTAAAGACGGCACGTTAACAGGCACCAATGTTGATTTATACTCTGAGGTTTGTGCTAAATATCCTG
+ATATTGATTGGCAAGCTTCAGGCGGTATTGGTAGCTTAGCTGATATTAAGGCTTTGATACCAACTGGCGT
+AAGTGGCGTTATTTTAGGTCGTTCATTGTTAGAAGGAAAATTCACGCTTGAAGAAGCAATTGCTTGTTGG
+CCAAAGACCTCAGCAAACAACGCTGAAAGTAATACCTCAAGTAATACAGGTGATAAATAATGTTAGCCAG
+AAGAATAATTCCTTGTCTTGATGTTCGTGATGGCAAGGTAGTTAAAGGTGTACAATTTCGTAATCATGAA
+ATCATTGGCGATATCGTGCCTTTAGCAAAACAATATGCTGAAGCGGGTGCTGACGAATTAGTTTTTTATG
+ATATTACCGCAAGTAGCGACGGCCGTGTAGTTGATAAAAGCTGGGTAAGCCGTATCGCAGAAGTAATTGA
+TATTCCTTTCTGTGTTGCTGGTGGTATAAAAAGCGAAAACGACGCCAAAGAAATATTAATGATGGGTGCT
+GATAAAATCAGTATCAACTCCCCTGCACTGCGAGATCCTGACTTAATCACACGTTTAGCGGATGTGTTTG
+GTCAGCAATGCATTGTCGTCGGCGTTGATAGCTTTTATAACAAAGAGACTGATGAATATCAGGTCTATCA
+ATTTACTGGTGATGAAAAACGCACTCAACAAACAGGTTGGAACACATTCGACTGGATTGAAAAAGTGGTT
+AGCTTAGGTGCTGGCGAAATTGTACTAAATTGCATGAACCAAGATGGTGTTCGTCAAGGTTACGATATTG
+AGCAGTTAAAACAAGCAAGAGCAAAATGTAGTGTGCCTTTAATCGCTTCTGGTGGTGCTGGAACTATTGA
+ACATTTTAGTGATGTTTATCAACAAGCCGATGTTGATGGTGCACTCGCTGCATCTGTTTTCCATAAAGGT
+ATCATTCCGATTAAAGATTTAAAAATCTACTTAAAAGAACAAAATATTGAGGTAAGACCATGTTAGTAAC
+TAACGATAATATAAATGATTTGGCATGGCAGAAAATGGATAATCTTATTCCTGCAATTATTCAGCATGCC
+GCTACAGGTGCAATTTTAATGCAAGGTTATATGAACCAAGCCTCTTTACAAGCAACCCTAACAACGGGAA
+AGGCAACGTTCTTTAGCCGCTCAAAACAAGCACTATGGGTTAAAGGTGAAACTTCTGGCAACTTCCTAGA
+AGTGAAACAAGTGTTAACTGATTGCGACAACGATAGTTTACTTATTGCTTGTGAACCCATTGGTCCAAGT
+TGTCACCTAGGAACCGAATCTTGTTTCCCTGAGCAAAAGCTTACTCAACAAAACTTTCTTAGCCAACTTG
+AGCAAGTCATTCAACAACGCAAAGATGATGATCCTAAAGAGAGTTACACTGCTCATTTATTCTCTCGCGG
+TACTACTAAAATGGCTCAAAAAGTAGGTGAAGAAGGTGTTGAAGTAGCACTTGCTGCTGTCGCTGAAACC
+AAAGAAGACTTACTGGGGGAATGTGCAGATTTGTTCTATCACACCCTGGTATTACTCGCTGATCAAAAAA
+TAGAACTCAGTGAGGTTATGGAAGTGTTGCAAACACGTCATAACAAGTAGTCCCCAACTCTGTTAATGAA
+CGTTTAAGCTACTTTGCTAATTACTAGCATCCTTGTTATCTTTATAAAACAGGGATGCTTTTATTCTAAC
+ACCAGTGAAGTAGGTTTTAATTAGATGGCGTTCGCTTATGGAAAACTCATTTTATCGCTCATATCCAGCG
+TTCCCCCTTAAAGCACTACTCCTCTTTGCACTATTTTTCATCACACAATTTGTGCATGCTAAAACAGATA
+GTGTTCTTGTCTATATTCGAGACGATGTCTACATTGACTATCTAAAGTTTGTAGATGATAGAGATATTAG
+CTTAATAGATAACTTCTCCGGCAAAAACATCCGTCGTGATGTCGTCGACATGATTATTGCTCAGCGAGCA
+CTCAAGCTTGGTGGCTTTAAGCATAGTTTCACTTATGCACCTGGTAAGGTTAACTTTCGTAACACTAAGA
+TGTTACAAAATGGCCAATTACTGATTAGTTTTGATTCCTACTGGCAACAAGATGCACTCCCTCTCTCCGA
+CAAGCTTTATATTTCTGACGAAGTTATCAGAAATGGTGAGTACGTTGCTGGCATATACACTAGCCCTCAT
+AATAAAAAAACACTCTCGGTAAAAAAACTGACTGATCTTAACGATCTTACCGCTGTGTCAACGCCTAAAT
+GGAGCACTGACTGGCATACTCTTGAGCAGTTGCCCCTTAAAAAACTCACCAGGGATGATTCCTGGTTATC
+TATGGTACGTATGGTGAATATAGAATGGATCGATTTCATACTAATGCCATTTAACTCGACCCCAGACCAA
+AGCTTTATTATGGATAAAGTACATTTAGTGCCAGTTAAAAATATTGGTGTTGTACTTAAAGATTCTCGTC
+ATTTTGTTATTAGTAAAATACACCCTAAAGGGCAGGAAGCTTTTATTGCTATAAATAAAGGCCTTAAAAT
+ACTCCGCTCACGTGGTGCTATTGTTAAAGCGTATCAACAAGCAGGCTTTTTTGTTGATACCAAGAAAGTC
+ATCATTATTAACCCCTGAGTATTTATCGAATTCATTCTCGACATGTAGTACCATGCTGGCAAATAAAGTT
+ATTTAATGAACCTAAGCATTGTTTACAAGAATAATGAGTGGTATTCATATTACAGCATAATAAGTAACAG
+CTAAGGACTAGCGATGTTAAAGCGGATGGCAATAAAAAAGTATGGCAATCAACTATTACCTAAGCTGCAA
+AAACGTTATGGCGAACAAACTTTTTATAATGCCAGTCAAGTCAGATCGACTATTTATCAATGTAACTTCA
+ATCCAAACTACTTGCCGCTTGGTTATCTACTCTTTCTTGATTCGTGTGCATTAAATAAAGTTACTGCTAC
+TGAATTTCCTGAGTTATGTATGAGAAAGTACAAACAAGAAATCAAGGACTACCTTAGTGACCGTAGGTAT
+TATGGTTACCTGAAACTTCTAAACATTTAAACATTTAAACTTTTAATAATTATGACAATAAAAACTACTT
+GGCAAACTAAAAAATTCACAGAGCTCTCTCTTGACCAATTATATGATGTGCTAAAACTACGTATTGATAT
+TTTTGTTGTTGAGCAAACCTGTTTTTATCCCGACTTAGATAGTGATAAAGACTTACTAGATAGACATTCT
+CAAACACTACATCTATTGGGTTATCAAGAAGATCAGCTTGTGGCATATCTACGTATTTTACCAAGAGGAC
+AAAGTTACCCTGATCATGTCAGTATTGGCCGAGTCGTAACGGCAACTCAAGCAAGGGGGGGTGGTTTAGG
+TCATCAGTTGATGACAGAAGCTATAACGCGGTGTCAGCAACATTTTCCCAATGAAAATATTAAGATTTCA
+GCACAACAACATTTAAAAGCCTATTACCAGCAACACGGATTCACTCAGGTATCAGAAATGTACCTAGAAG
+ACGACATACCGCATATTGCTATGATTCGACTGTCTAGCTAATAACTAGCGATCATAGAAACAAAAAAACT
+CGCTTACGCGAGTTTTTTATTAACTAAATGACTATAACTTAAGCCAGTTGAGCTGATAATAATTGGTTAA
+CTTTTTCAACGGCTTGTGTGCCATCAATAGTTAAATAACTACAGCTACCTGATTTAGCTTCTGCTTGATA
+GAAATCTACCAATGGCTTAGTTTGCTCGTGGTAAATAGCTAAACGCTTACGCACTGTCGCTTCTTCATCA
+TCTGGACGAATGGATAAATCGTCACCACTTACATCATCTTTGCCTTCAACCTTTGGTGGGTTATAAACAA
+GGTGATAAACACGACCTGAGCCAGAATGTACACGACGGCCAGCCATACGTTCAACAATGACTTCATCTGG
+TACATCAAATTCAAGAACATGGTCAACAACAATACCACTTTCTTTCATTGCATCTGCTTGTGGTATTGTG
+CGAGGAAAGCCATCAAGTAAAAAACCAGCTTTACAATCTTCTTGAGCTACTCGCTCTTTAACTAATCCGA
+TGATTAAATCGTCAGAAACTAATTGACCAGCATCCATTACGGCTTTGGCTTTGTTACCTAGCTCCGATCC
+TGCTTTAATAGCAGCACGTAGCATATCGCCTGTTGAGATCTGTGGAATACCAAATTTAGCCATTAAGAAC
+TGTGCTTGTGTGCCTTTACCAGCGCCTGGAGCACCCAATAAAACAATGCGCATATTATGTAACCTTAAAT
+TGATGGTTGAAGTGTGGAAGTAAATATTACCTTTGCTAAATAGCATAAATATTCATTTGATCGAACAAAG
+GTAATATTTCTTGTCTTTACAATAAAGTCGCTGACACTATACAAGTTAGGCTATGTGCAAACAAGTGGTG
+AAAGGGTCGATTGATCAAAAAAGGAGGTGTTTCATGCATGAAACCCTCCTTTTTAAGACTAAAGTACTAG
+CTAAATATTACGTTTAGATTGCATATTTTACTTAGTAAGACTTAACATTAACTTATTCAAGCGTGAAACA
+AAGCTTGCTGGATCTTTTAAGCTACCACGTTCAGCCAACATCGCTTGTTCAAACAATACTTCAACCCATT
+GGTTGAACATATCATCATCTTGCTCATCAGCTACATGCTTAACCAGTGCATGCTCACCATTGATCTCAAA
+GATAGGTAAGGTATCAGGTACCTCTTGACCAACCGATGCCATTAGCTTAGCCATTTGGCTACTCATATCA
+TCATCATCAGCTACTATACATGCAGGAGAATCTGTTAAGCGTTGAGAAAGTTTAACTTCTTTAACTTTGC
+CGTCTAAACTCGCTTTAATGCGTTTAACAACAGAATCATACTCTTTCTCAAGTTTTTCTTGAGCTTCTTT
+TGTTTCTGCATCATCCATATCGCCAAGATCAAGTCCACCGCGAGTAACCGATTGCAGTTGTTTACCATCA
+AACTCTGTTAAATGGCTTACTAACCACTCATCAATTCGATCTGACATTAATAATACTTCAATGCCCTTCT
+TACGGAAAACTTCTAAATGAGGACTATTTTTTGCCGCTTCAAAGCTATCAGCAACAACAAAATAAATTTT
+GTCCTGACCTTCTTTCATACGTTCTATATATGAAGCTAACGATACATTTTGTGTCGTAGAATCTTCATGA
+GTAGAGGCAAAACGTAATAACCCAGCAACTTGTTCTTTATTTGCATGATCTTCAGCAGGACCTTCTTTTA
+ATACTTGACCAAATTCATCCCAAAATCCTTGGTACTTATCAGCATCTTTATTACCAAGTTTTTCTAACAT
+TTTCAGTACACGTTTGGTACAGCCTTTACGAATAGCTTGGGTAACCTTGTTATCTTGCAAAATCTCACGA
+GAAACGTTCAAAGGTAAATCGTTAGAATCCAAAAGACCTTTTACAAAGCGTAAGTAAGTCGGCATGAATT
+GTTCAGCATCATCCATAATAAATACACGCTGTACAAACAACTTCAAGCCATGTTGTTTTTCGCGGTTGTA
+CATATCAAATGGTGCTTTAGTCGGTACATATAAAAGAGAAGTATATTCTGTTTTACCTTCTACACGATTA
+TGTTCCCACAATAAAGGATCACCAAAGTCATGAGAAACGTGCTTGTAGAATTCTTTATACTCTTCATCTG
+TAATATCAGCTTTTTCACGTGTCCATAAAGCAGTAGCCTTATTAACAGGTTCCCAAAGTGCAGGAATAGC
+ATCAACTGCATCAGCAGCTGGTCTTGTTACATTATCTTTTTCATCTGTCACTTCAGCTACAGCTTCAACA
+GCAGGAACTTCTGCAGTTAACATTTCAACTGACACAGAAATATGATCTGAGTACTTAGTAACAATAGACT
+TTAAACGCCAGTCATCTGCGTATTCTGATTCATCTTCTTTTAAATGAAGAATGATATCAGTACCGCGATT
+AGTCTTCTCTATCTTAGCCGTAGTGAATTCACCTTCACCAGCACTAATCCACTCGACACCATCCGTTGCG
+CTATCACCAGCTTTGCGGGTACGAACAGTTACTTTATCAGCAACAATAAATGCAGAGTAAAAACCAACAC
+CAAATTGACCGATAAGTTGTGAGTCTGACGCTTGATCACCTGACAATTGCGAGAAGAACTCAGCAGTACC
+CGATTTTGCGATAGTACCTAAATGCTCGATAACTTCGTCAACGTTCATGCCGATGCCATTGTCAGAAATT
+GTTAATGTATTATTTTCTTTATCACAGCTAACACGAACACGAAGGTCACCATCGTTTTCGTACAATGTAT
+TATCTGATAATGCTTTAAAGCGCAGCTTGTCTGCAGCATCAGCGGCATTAGATACTAACTCACGCAAAAA
+TATTTCTTTATTTGAATATAGTGAGTGGATCATTAATTGTAGTATTTTGGCATTGTCCGATGCAAACGCA
+TGATTTTGTACTTGATTAGTTTCTGACATCTAAAATATCTCCGGTGAAAAATTATTAATGTACTTTTAAA
+AAGTTGTTAGAAACTATGTGGGGCTGAGGAAAGAAAATTCAAGGGATAACTATAAATGCTCATCAATTGA
+CAATAAGAAAAGCAATAAACTAACGACAATTCAACTTCATGGCTAAAATTAATTAATTGATTCTTCTATT
+TCACTAAGCAGTAAAAAATCGTATTCATCTGGGATAGGAAGGGAAACGCAAGATAGAAAGAAAATACCGG
+AGTAGGTTGTCCTACTCCGGAAATGTATACTCGCGATAAATGATTGACAGATCAGGTTTACCAATAAGTA
+TGCAGTTATTAATTTGTTGCTTAGGGAGTAAACCACAATTTATTAACCGACTCACATTAACTTATAGTGT
+CTGTAATACAAACAGCTTATTTTTCATATACTATTACTATTTAGCATAACTAAGCAAGTAAAATGAATAT
+ATATTCCTAAAATAAAAATCAAGCCGTACACTAACCCATTATAAAACATAGCCTTTTAAAGCTTAAAACT
+ATTTACAAACAACTTTATGAATTATATATTTATTTAAGTAGTAATAAGTAAACAGCTTAATTATTTTCTA
+CTTCTTTAAATAGATCTTTAGCAATGTCCTACTCTCACATGGTCTTCTTTAGTATGAATCAAACTACGCA
+TTGCCACATTTTTAAATCCCAGACAGCTAAAAGCCCGACGCTTTCGAATCGGGCTTCTCTAAATAGAATG
+TAACAATGTCCTACTCTCACATGGGCTTAACTAACCTAAGTCACGCTACCCTCGGCGTAACTACGTTTCA
+CTTCACTATCTGTGGGATTGTTCAAATGCCAGAAAGCAAAAAATCCGTAGCGTAAGCTACAAGTTTCTTT
+AAAGAGAAGCTTAGCAATGTACTACGCTCATATGGACTTCGTTTTTTAAATCCCAGACAGCAAAAAGCCC
+GTTACTTTCGTAGCGGGCTTCTTTAAATAGAAGTTTAGCAATGTCCTACTCTCACATGGGAACTCCCACA
+CTACCATCGGCGCAACTGCGTTTCACTTCTGAGTTCGGAAAGGGATCAGGTGGGACCACAGCGCTATTGT
+CGCTAAACAAAAAGGGGACAATCTTAGAAAGCTTTGCTCAATGAGCTATAAATATCGTTTTTTTATTTTC
+AAGTAACACGTAAGTACGTGATGTTTTTCTTACCTTTCGGTCTATGTCAGTCTTTATACAAATCACTTCA
+GTATCACTTTTCAGCAAAACTACTTGGGTGTTGTATGGTTAAGCCTCACGGGTAATTAGTATCAGTTAGC
+TCAATGCCTCGCAGCACTTACACACCTGACCTATCAACGTTGTAGTCTCCAACGACCCTTTAGGGAGCTT
+AAAGCTCCAGTGAGAACTCATCTCAAAGCCTGCTTCCCGCTTAGATGCTTTCAGCGGTTATCAGTTCCGA
+ACGTAGCTACCGGGCAATGCCATTGGCATGACAACCCGAACACCAGTGGTTCGTCCACTCCGGTCCTCTC
+GTACTAGGAGCAGCCCTCTTCAATTCTCAAACGCCCACGGCAGATAGGGACCGAACTGTCTCACGACGTT
+CTAAACCCAGCTCGCGTACCACTTTAAATGGCGAACAGCCATACCCTTGGGACCGACTTCAGCCCCAGGA
+TGTGATGAGCCGACATCGAGGTGCCAAACACCGCCGTCGATATGAACTCTTGGGCGGTATCAGCCTGTTA
+TCCCCGGAGTACCTTTTATCCGTTGAGCGATGGCCCTTCCATACAGAACCACCGGATCACTATGACCTAC
+TTTCGTACCTGCTCGACGTGTCTGTCTCGCAGTTAAGCTGGCTTATGCCATTGCACTAACCGTACGATGT
+CCGACCGTACTTAGCCAACCTTCGTGCTCCTCCGTTACTCTTTGGGAGGAGACCGCCCCAGTCAAACTAC
+CCACCAGACAGTGTCCCCAAGCCCGATAAGGGCCCTAGGTTAGAACATCACGCATACAAGGGTGGTATTT
+CAAGATTGGCTCCACCACATCTAGCGACATGGTTTCAAAGCCTCCCACCTATCCTACACATGTAGGAGCA
+ATGTTCACTGTCAAGCTATAGTAAAGGTTCACGGGGTCTTTCCGTCTAGCCGCGGGTATACGGCATCTTA
+ACCGCAAATTCAATTTCACTGAGTCTCGGGTGGAGACAGTGTGGCCATGATTACGCCATTCGTGCAGGTC
+GGAACTTACCCGACAAGGAATTTCGCTACCTTAGGACCGTTATAGTTACGGCCGCCGTTTACCGGGGCTT
+CGATCATCAGCTTCGTCCGAGGACTAACCGAATCAATTAACCTTCCGGCACCGGGCAGGCGTCACACCGT
+ATACGTCATCTTTCGATTTTGCACAGTGCTGTGTTTTTAATAAACAGTTCCAGCCACCTGGTTACTTCGA
+CTACTCTTCGCTTACACCGCAAGGGTTTAACGTTGAGCAGCGTACCTTCTCCCGAAGTTACGGTACTATT
+TTGCCTAGTTCCTTCACCCGAGTTCTCTCAAGCGCCTTAGTATTCTCTACCTAACCACCTGTGTCGGTTT
+GGGGTACGGTTCCTATATATCTGAAGCTTAGAAGCTTTTCCTGGAAGCATGGCATCAACAACTTCAACTC
+CGTAGAGTCTCGTCTCGTATCTCAGTGTTAATGAAGACCCGGATTTACCTAAGTCAACCACCTACATACT
+TTCACACGGACTACCAACGCCGTGCTTGTTTAGCCTACTCCGTCCCTCCTTCGCAATATATAGAAGTACA
+GAAATATTAATCTGTTTCCCATCGACTACGCGTTTCCGCCTCGCCTTAGGGGCCGACTTACCCTGCCCTG
+ATTAACATGGGACAGGAAACCTTGGTCTTTCGGCGGGGGAGTTTTTCACTCCCCTTATCGTTACTCATGT
+CAGCATTCGCACTTCTGATACCTCCAGCAAACTTCTCAATTCACCTTCAACGGCTTACAGAACGCTCCCC
+TACCACTTGAACCTAAGTTCAAATCCGCAGCTTCGGTGACTAGTTTAGCCCCGTTACATCTTCCGCGCAG
+ACCGACTCGACTAGTGAGCTATTACGCTTTCTTTAAAGGATGGCTGCTTCTAAGCCAACCTCCTAGCTGT
+CTATGCCTTTCCACATCGTTTCCCACTTAACTAGTACTTTGGGACCTTAGCTGGCGGTCTGGGTTGTTTC
+CCTCTTCACAACGGACGTTAGCACCCGCAGTGTGTCTCCCGCATATCACTCATTGGTATTCGGAGTTTGC
+AAAGGGTTGGTAAGTCGGGATGACCCCCTAGCCTTAACAGTGCTCTACCCCCAATGGTGTTCGTGCGAGG
+CTCTACCTAAATAGATTTCGGGGAGAACCAGCTATCTCCCGGCTTGATTAGCCTTTCACTCCGACCCACA
+AGTCATCACCGCATTTTTCAACATACGTGTGTTCGGTCCTCCAGTTGATGTTACTCAACCTTCAACCTGC
+CCATGGGTAGATCGCCGGGTTTCGGGTCTATACCCTGCAACTAAACGCGCAGTTAACACTCGCTTTCGCT
+ACGGCTCCCCTAATCGGTTAACCTTGCTACAGAATATAAGTCGCTGACCCATTATACAAAAGGTACGCAG
+TCACCCGACTAAATCGGGCTCCCACTGCTTGTACGTATGCGGTTTCAGGTTCTATTTCACTCCCCTCACA
+GGGGTTCTTTTCGCCTTTCCCTCACGGTACTGGTTCACTATCGGTCAGTTAGTAGTATTTAGCCTTGGAG
+GATGGTCCCCCCATATTCAGACAAAGTTTCACGTGCTCCGTCCTACTCGATTTCACTTAAAGGTTGCTTT
+TGTATACGGGACTATCACCCTGTATCGTTGTCCTTTCCAGAACATTCTACTAGCACCCTATAAGCTTAAG
+GGCTGATTCGCGTTCGCTCGCCGCTACTAACGAAATCTCGGTTGATTTCTTTTCCTCGGGGTACTTAGAT
+GTTTCAGTTCTCCCGGTTCGCTTCGTTACGCTATGTATTCACGTAACGATACCTACCTTATGGTAAGTGG
+GTTTCCCCATTCGGACATCTTTGGCTATAACGGTTTTTATCACCTCACCAAAGCTTTTCGCAGATTAACA
+CGTCCTTCATCGCCTCTAACTGCCAAGGCATCCACCACATACGCTTAGTCACTTAACCATACAACCCTAA
+GTAGTCTCATCCGAAGATTTGAAAACGAAGTACACCTCGGAGACTAATCCAAGGTAATTGTAAAGTCTGA
+CATTTTCACGTACTCAGTATATCCGAAGATATACGATGAGTTACTTGATAAGACATCATGTTCTTTCGAA
+CAGTATGAATTCGATAATACATCCTTGGGGGGATGCACTATCACCATTACCACATTCACGATAAGAGAAT
+GAGATAACAGCTTGGTACTTATAATCATGTAAACAACAGCGCGACACCGTGTTTACCTTATAAATACCGA
+TATTTATATCAGCTTTCCAGATTGTTAAAGAATTCAAATTAGCACGCATTCGGCATAATTCGTGATTAAT
+CTCTCTAATGAGAGTAAAAACCAAATTTAAAATCACTACAAAAGTGTATTTAAATTTGGTCTCTTTCTTT
+AGTAAAAGATACGTGATGAGTTGGTGGAGCTAAGCAGGATCGAACTGCTGACCTCCTGCGTGCAAGGCAG
+GCGCTCTCCCAGCTGAGCTATAGCCCCATCAGGGTATCTTTCAATTTGTTATCATGTAATTTGTGTGAAC
+ACTCGTGAAATACAATCCGAAAACTGATTTCCATTAAGCAATTTTACTTCAAGATAAGGAGGTGATCCAA
+CCCCAGGTTCCCCTAGGGTTACCTTGTTACGACTTCACCCCAGTCATGAAACACAAAGTGGTGACCGTCC
+TCCCCGAGGGGTTAAACTAGCCACTTCTTTTGCATCCCACTCCCATGGTGTGACGGGCGGTGTGTACAAG
+GCCCGGGAACGTATTCACCGTAGCATTCTGATCTACGATTACTAGCGATTCCGACTTCATGGAGTCGAGT
+TGCAGACTCCAATCCGGACTACGACAAGCTTTGTGGGATTCGCTCCACCTCGCGGTATTGCTGCCCTCTG
+TACCTGCCATTGTAGCACGTGTGTAGCCCATCCCGTAAGGGCCATGATGACTTGACGTCGTCCCCACCTT
+CCTCCGGTTTATCACCGGCAGTCTCCTTAGAGTTCCCGCCATAACGCGCTGGCAAATAAGGATAGGGGTT
+GCGCTCGTTGCGGGACTTAACCCAACATTTCACAACACGAGCTGACGACAGCCATGCAGCACCTGTCACA
+GAGTTCCCGAAGGCACAAGTCTATCTCTAGTCTCTTCTCTGGATGTCAAGGGATGGTAAGGTTCTTCGCG
+TTGCATCGAATTAAACCACATGCTCCACCGCTTGTGCGGGCCCCCGTCAATTCATTTGAGTTTTAACCTT
+GCGGCCGTACTCCCCAGGCGGTCAACTTAGTGCGTTAGCTGCGCCACTCACGGATCAAGTCCACAAACGG
+CTAGTTGACATCGTTTACGGCGTGGACTACCAGGGTATCTAATCCTGTTCGCTCCCCACGCTTTCGTTCC
+TCAGCGTCAGTATCTGTCCAGGTGGCCGCCTTCGCCACTGATGTTCCTTCCAATCTCTACGCATTTCACC
+GCTACACTGGAAATTCCACCACCCTCTACAGTACTCTAGTCTACCAGTTCAAAATGCAGTTCCAAGGTTG
+AGCCCTGGGCTTTCACATCTTGCTTAATAGACCGCCTACGAACGCTTTACGCCCAGTAATTCCGATTAAC
+GCTTGCACCCCTCGTATTACCGCGGCTGCTGGCACGAAGTTAGCCGGTGCTTCTTCTGTTGTTAACGTCA
+CAGAATGCAGCTATTAACTACACTCCTTTCCTCACAACTGAAAGTGCTTTACAACCCGAAGGCCTTCTTC
+ACACACGCGGCATGGCTGCATCAGGCTTTCGCCCATTGTGCAATATTCCCCACTGCTGCCTCCCGTAGGA
+GTCTGGGCCGTGTCTCAGTCCCAGTGTGGCTGATCATCCTCTCAAACCAGCTAGAGATCGTCGCCTTGGT
+GAGCCATTACCTCACCAACTAGCTAATCTCACTTGGGCTAATCAAATGGCGAGAGGTCCGAAGATCCCCC
+CCTTTGGTCCGTAGACGTTATGCGGTATTAGCAGTCGTTTCCAACTGTTGTCCCCCACCATAAGGCATAT
+TCCCAAGCATTACTCACCCGTCCGCCGCTCGTCAGCAGATAGCAAGCTATCTCTGTTACCGCTCGACTTG
+CATGTGTTAAGCCTGCCGCCAGCGTTCAATCTGAGCCATGATCAAACTCTTCAATTAAAAATCGTTTGTG
+ATGTATCCGAAGATAACATCTGCTCAATGAATTCTGTCGTGATACCAACTCCCTCTAAAGGAAACTGATA
+TCGCATTACATAGTCGCTACCTATCTAACTAAAGATAAATAACTATATTTATTTGCATGAACATCATTCA
+TTAAGCGTTTTTTTGTTCCTACCTACTAAAAGATAGAGAACTATGTAAAACAACATAATGTGAGTGCTCA
+CACAAATTGCATGATAACTAATTGTTAAAGAAGAACTTCTCAAGATAAATCAAGAAGTAGATGAGAGTCG
+CATTCGCTCTTCACCTTAGCTACGTTAAGTAGCGCTGTTCGTTGCTGTTGCCCCGAACTGGATGCGTATA
+ATACGCTTCCAAGTTTTGATGTCAACGTTTATTTTAAATAATTTAGAAAAGATTTAAAACATCATGTTAA
+CTTACGTTAGTTATCGTTAAAGCGAGTAGATAACGTATCAAAACAGTTCGTTGATGATTCATTTTGCGTG
+AACCCCTTGGAACTGGAGCGCATTGTAAAGAGTTCTTGGGGTAGCACAAGCACTAATTTCACTTATTGGT
+TCGTTTGCATAATAAAGCAGCAACTCTGTTATTATCCTCGCACATTATCGATGTGTCAGATTTCTTTACA
+TAGTATTAACAAAGCATAAACACATTCAACCCTAACAAAAAAACACTAAAATACAATTAGATAGCAATAA
+AATCATGTTTCATACATCCAAAAATCACTTGAATTATGGTTATATATAAGGATATCTAAACTATTTATGT
+AAATAAATTTTACAAAATTAACTTTTTTATTTGTAAAAACGTCTCTATTACCCCACAAATATCGCCGCAC
+AGCTTTAATGTTAACAATTTTGTAACAAAGGCATTATTATTGCTTGTAATAATGACTCGCTATTTTTCAT
+TGACGCTTTATCAATGAAAATAAAGAAAGTGTAATAAATATACACAGCGACGGCATAATAATAAAACGGA
+GATAAACATGCATTTTAAGAAATCCTTAGTACGGAGCCTGATTACTTTAGCAATCACAGCTACTGCTAGC
+ACGACTGTTCTTGCCAATGAAGTTTCAGGTGATATCAGTAAATTCAAATCTGTGGGAAATGAAGTTAATA
+CCAAACAAAAAGCAACTGGCTATATTGTTCAACTTAAAGGCAAGACAGCAATTGCTCAAGCTCAAGAAAT
+AGGTGAGCTTTTACCTACCAACCAATTAGTTGCTAATACCGGAAACCGTTATAACGCTCATACTCCTGCA
+ATGGAAGCGTATACTAAAGCGCTTGAGAATAAGCAAAAGCAAGTTGCCAGCAGTATTGATTCAATTAATA
+TTTTGCATTCTTTCAAGCATACTTATAATGGTTTCACTGCCAAGTTAAATGCAAAGCAAAAAGCGCAGTT
+AGAATCTCACCCTGATGTTATCGGTGTATATGAAGATAAATTAGAAACAGTTAACACTGCAAATACTCCT
+GAATTTCTTGGTTTAACTGGTGCTGGCGGTCAACACGCCATGAATATTAAAGGTGAAGGCGTCATTATCG
+GTGTTATCGATACAGGTGTTTGGCCTGAAAACCCTAGTTTTGCTGACGATGGTTCTTATTCAGACCCTGC
+AGACTTAGGTTGGTTGGGTTCATGTGATACAGGGACTGATGAAGAGTTTGCCTGTAATAACAAATTAATT
+GGCGCAAAATATTTTGATTCAAGCTTTAGTAGCCAATATGATATTCAATATGACCTAGGTGAATTTGATT
+CTCCTCGCGATGCTGATGGTCACGGTAGTCATACTGCAAGTACAGCAGGTGGTAATGAAAGTGTAGCTGC
+TATGCTTTCTGGTACACCGGTAGGTACAGTTTCAGGCATGGCGCCACGTGCACGAATTGCTGCTTATAAA
+GTTTGTTGGAACAGCGATTATAAAAACCCTGAAGGCGGTGATGAAGCGGGTTGTTTCGGTGGCGATACTA
+TGGCGGCAATCGACGCTGCAGTTACTGATGGTGTTGATGTAATCAACTATTCTATTGGTGGTAGCAGAAC
+AGATTTAACAGTACCTGCTACTGCAGCAATGTTAAATGCAACGGCTGCTGGTGTATTCGTTGCTGTTTCT
+GCTGGTAATGATGGTCCTGATAAAGAAACTGTCGGTACTCCAGCTCCTTGGGTGACAAGTGTAGCAGCAT
+CTACTTATAATGGTACTTCAGCTATTGTTGGTAAAGCGCTTGATATTACTTCTGGCACTTTAGCTGGCTC
+TTCAATCTTATCAGTACCTTCTGGATTTTCTCCAGCAACTGTAGGCCTTTCAGGTGAACTTGCGTTAGCA
+GAACCAGTACAAGCATGTAATGATGCTCCATTGACTAACGGCGAAGATTTAGCCGGAAAAATTGCTCTTA
+TTGCTCGTGGCTCTTGTGCTTTTACTGAGAAGTTTCTCAATGCACAAAATGCAGGTGCGGTAGGTGCTAT
+TATTTATACTACAGAAGGTACATCGCCATTTTCTATGGGCGGAACTGATCCTGCAGTAACCATTACAGGT
+TCAATGATTTCTTTTGCTGATGGTCAATCGTTAACGGCAAGTATTGAAGATGGAAGTACATCGGTTGCAT
+TTACTGATAATACAGCCGCGGGTGAAGCAGTAGAAGTTGGCAATACTATGGCTGATTTCTCTTCACGTGG
+TCCAAACTTAAATACATACGATATTATCAAACCTGATATTACCGCTCCTGGTGTAAAAATATTGGCGGCA
+ACAACTTCTGCACCAATGTTCGGTACTCAAGGTGAAACATTTAAGTACCTGCAAGGTACTTCAATGTCTA
+GCCCACATATTGCCGGTTTAGCTGCACTGTTTAAAGAATCAAACAGTTCATGGTCTCCAGCACAAATTAA
+ATCAGCGATGATGACAACAGCTCGTCAAAACTTAACTAAAGAAGATGGTACTACCCAGGCAGACCCATAT
+GATTTTGGTTCTGGTCATGTAGCTCCAGTTTCTGCTTTAGACCCAGGTTTATTGTTTGATACTAATCTTG
+CTGATTATTTAGCATTTCTTTGTGGTCAAGACAAAGAAGCTTTTGTTTCTGGTTACGACACAAGTTGTGC
+TGACTTAGCAACTGCAGGCTTTAGTACTGATGCTAGTCAATTAAACCTAGCTTCAATTGCTATTGCAGAG
+TTACTAGAACCTGAAACAATTTTCAGAACTGTTTCTAATGCAACACCAATCGCTTCATCTTACACTGCAA
+CAGTTGAAGCCCCTGCTGGTTTTGACATTAGTGTTCAAACCTTTGATGCTGCTGGTGAAGAAACTGAAGC
+TTCAACATTAGATGTTGCTGCTGAAGGCGGGAAAGCTAGTTTTGCAATTACAGTTAGTCAAACTGAGACT
+ACTGAAATTGAAGCTTGGAAGTTTGGTGCAATCACTTGGACAGACGGTGCTGGTCATTCAGTACGTTTAC
+CATTAGCAATTAAAGCGATACCAAGCGTTCAAATTGAAGTACCTGAACTAATCTCAGGTGACCTTAACCG
+TGGACGTTTCCGCTTCCCTGTTAAAATGCTTTATTCTGGTAGAACAAGCATTAAACATGCTGGTTTAGTT
+GCTCCATTTGGAACAGCGGGTACTGTTGAAGCTGATCCTGCACAAGAATTTGAATTCTTAGGGGCTGGTA
+CTAATTACCACTTATTCCATATTCCAGAAGGAACACAAGTAGCACGCTTTAGCTTATCTGATGCTCTAGT
+CACAGAAGAAGGTAGCGATCTTGATTTATACGTTTACCGTTGTGATAAATGGAGTTGTGCACAGGTAGCT
+AACTCATTAAACGGTGGTTCAAACGAAGATGTTGTACTAACAAACCCTGAACCGCGTGCAGATGTAGATG
+TTGGTGATGTTTATGTAACTATGATCCACGGTTATTCAACGGGTGCAGCAACAGAAACAGATTATACTAT
+GGTAGGTTGGATTGCAGATCAGGCTGAAAGAACTACTCGTGTAATCTCAAGCCGAAGAGCAATTAACGGT
+CGCTTTAACTACACCAGTATATTAACTCGAGGTCTACCAACAGGTACTACCTATATGGGTGCTGTTACGT
+ACTTCAATGCTGAAGGTGAAGCTGAAGGTACTACTGTACTTGAGTTAAAAAACTAGTTAACACTTTATTA
+AATGGCTAGTTAACTCATTGATTGAGTCAATTAACTAAATAATAACAAAGCCCTCTTAAAGATAATTTAA
+GGGGGCTTTTTAATACTCTCTCTAATCACATCCCCCTAGTCTTTTAACTGCTATTAAACTTGTTGCATAG
+GTATTATTTACTTCTTATATCTCACACAACATTGTAAATGACTTTAGTCAAACCTTTGGGAATGGTTCTC
+TTTCTATCGCTTTGATAGAAATAAACAATAGCATAACGCTACAATTCCCCGCCTTCCCTTATCTATCTAC
+TAAGTAAAACCACATAACTATTAGCCAAATTGAAACTAGAGTTCGATGAAGTTAATTAATGCCTAACGGT
+CTTGTCGTTGAATAAGTTAACTCATATCAGCTTTAGCTAATAAAAGGCTTAATAACAGCAATCATATAAA
+TTTTTAGAGGCTAAACAAACATAAAGGTAATACTTCGAATTAAGCTAAGAGAACTAACAATGAACGCACT
+ACATTACTTTGATAATTTTGCGCTAAGTTGATGAGCAATAAAATAGGATAGGGATGGAGATTTAATGAGT
+AAATGATAAAAAAGTCAATCAGGTAAGAAGCTTTAAACTTATTGGAGAGGCAATTAAGTAAATGACAGAT
+ATAAAAAAGGCCTTACCGAAGTAAGGCCTTTATAATGAAAATCAATAAATTATTTACTAACTTTACGACG
+AGTAGCGAAAGCAACTAAACCAGTAAATAATAAGATTAAAGCACTAGGTTCAGGTACTACAGAAGCTGAA
+CCGAATGAGATATTCTCATCAAAAAGAGCTATATTCCCTGTATTATTATTAAACACATCAAGGGTACCTA
+AACCATCAAAAACATTGAACTGCCATGCAAAAGCACCTAAGACATCATCAACATCTGTGGTAAGATTTTG
+AATACCATCAAATAAATTAGCTGTATTGTATTCAGCAAGAAATTGAAAGCCATCCGCGATTAAAGGTGCT
+GACATATCAATACCGAGCAATGAAAAATCTTCCCAAACAAACACGCTGCTGAAACCATTTCCAGCATCCT
+CAGCAGTATCTAAATTTATAGATATATGACCAATTACATCAGTACCAGAAAGAATATCTTGGCTGATTAA
+TGTTGCATTAGCTGCACCAGCAAAACTTAACGCTAAAGATATTGACAAAAAAGCGCGTAAAATTAATTTA
+TTTAACATGTTACTTCCTATTTATAATATGGCTGTTTTATTTTTATTGTAATAATAGCGGCATCACTTAA
+AAAGTAATCAACGACTTTATAAGTCTTTGCCGACATTGCATTATACAAAGCAATAATCACGCCCAAATAA
+AAATAACATTACATAACAACATGTTACCACAAAGTAAACAATAAAATTACATTTATTTAACACAACAAAG
+TGATAGTGTAAAAAAAGCTGACACTTTGATAAATAAGCCAGTGATATTAAGTATTTGTTATTATATTAAT
+AATTTGCTAGCTTATGATCATAAAAATAGGGCTATACTTATTACAGCCAAATTTACAGCCAAATCGGCTC
+AGTATTTGAGCTAAGTATTCGTTTTACTATTACTTAGAAGTTATCAATAAGGTTTTTCTATGAAAATAAA
+AGCATTATCTTTCACTGCAGTATGCTTAGCTGGTGTACTACTTACCTCATCAGTTGTTAACTTTGTCAAT
+GCAAAAGAAATAGCCATTTATCGCTGGGTTGATGAAAACAACATAGTGCACTTTAGCCAAAACCTCCCAA
+AAGGTGATGAATATAGAGAATTTAGTACTATTTCATCTTATAAGGCATTATCGAAAGCAGAAAGAAAATT
+AATTGCTGAAGAAGATTCAGCAGAACAGAAAGTTATGGATCAAGAACAAAAACAAGATGATGTTATAGCT
+CAAAATAAAGCTACGTATCAGAAAAACTGTAAAGCTGCTCGGCTTAATATCAAAATGTTGAATTCGTTGA
+ATGAGATACATATTAATGAAGAGAAGAGTGATGGCACTATAGGTAGTCGTCCGTTAACCGCTCCCGAAAA
+ATCAGAAAAGATGGCATTAAGTAAAAACCACGAAAATCTTTACTGTAATAAGTAGAAAAACTAAATTAAC
+TTAGTCCTACTGACAACACAGTAGGACTAAGTAATAACGCTAAGTAATAGTTCTAATAATCTTGTTATTC
+AAGTTATCAATGAGGTGATTTAGCAGAAAAAGCTAATTGTCCTTCTACAACACTCACTTCAATAATACAG
+CCTTTAGTAAATTCATTACCGAGTATTTTTTGGGCTAATGGGTTTTCAACACCTTGCTGTATTGCTCGTT
+TCAGTGGTCTCGCACCGAATATTGGGTCGAATCCCGCCGCAGAAATGAGTGAAAGTGCTTCTTCATTTAT
+AGTTAAATTTAGCTCTTGCTCGATTAATCGGTCTGCTAACGCTTCAATTTGTATTTTTGCAATTTTCTTG
+ATTTGTTCAGCAACCAATGGATGGAATACTACTGACTCATCGACACGATTAATAAACTCAGGTTTAAAAT
+GCTGACCTAATGTATTCATTACTTCTTCTTTCATCTGGTGATACTGACTTTCACCAGCTAACTCTTGAAT
+AATGTCAGAGCCAATATTTGAGGTCATGATGATAACAGTGTTTTTAAAATCTACTGTTCTGCCTTGCCCA
+TCAGTTAATCTGCCATCATCTAAGACTTGTAATAAAATATTAAAGACATCCGGGTGAGCTTTTTCTATCT
+CATCAAGTAAGATGACTGAGTAAGGTTTTCTGCGTACTGCTTCGGTTAGATAACCACCCTCTTCATAACC
+AACATAACCAGGAGGAGCTCCCACTAGACGTGCGACCGAGTGTTTTTCCATAAACTCTGACATATCAACA
+CGAATTAAAGCATCTTGTGAGTCAAATAAAAACTCTGCAAGCGCTTTAGTTAACTCCGTTTTACCAACAC
+CCGTTGGGCCTAAGAATAAAAATGAACCAATTGGCTGATTAGGATCGCTTAAACCAGCACGGGATCGTCT
+AATCGCATTAGACACTGAGGTTACTGCTTCATGTTGACCAATTACATTTTGGTGTAGGTTATCTTCCATA
+TGTAATAATTTATCACGCTCTTGCTCCAACATTTTAGCAACAGGAATACCGGTTGCGCGACTAAGAACAT
+CGGCGATTTCAACTTCAGTAACTTTATTGGCTAATAAAGTCATTTCTTGCATTTCAGCTTGGCTTGCTAA
+ATCTAATTGCTTTTCTAGCTCTGGTAATTTTCCATACTGCAGCTCAGACATGCGATTTAAATCGCCAGTT
+CGTCTTGCCGCTTCAAGTTCTATTCGTGCTTGTTCAAGTTCTTCTTTTATCGTATGAGCGCCATAAAGCG
+CTGCTTTTTCAGTGGTCCAAACTTCATCTAACTCATCATACTTTTTCTGCTTTTCAGAAATTTGTTGAGA
+AATGATTGCCAAACGCTTGATGGTAGCCTCATCTTCATCCTTTTCTAATGCTCTTTGCTCAAGCTTTAAC
+TGTATTAACCGTCGTTCGAGTCTATCTAAATCTTCTGGTTTGGAGTCCATCTGTAAACGAATACTTGAGG
+CGGCCTCGTCAATAAGATCAATCGCTTTATCCGGTAATTGTCGATCACTGATATAGCGATGGGATAATGT
+TGCGGCAGCGACAATAGCTGGATCGGTAATATTTACCGAATGATGCAGTTCATAACGTTCTTTTAAACCA
+CGTAAAATTGCAATGGTATCTTCCACACTTGGCTCTTCTACCAGTACTTTTTGAAAACGTCGTTCAAGTG
+CAGCATCTTTTTCAATATACTTTCGATATTCATCAAGCGTAGTGGCCCCCACACAATGTAAATCACCACG
+TGCTAATGCTGGTTTTAACATATTACCGGCATCCATAGCACCATCTGACTTTCCAGCACCGACCATAGTG
+TGCAATTCATCAATAAAGAGAATGACTTGCCCTTCTTCTTTTGACAATTCATTTAAAACAGCTTTTAAAC
+GCTCTTCAAATTCACCTCGATATTTTGCTCCTGCAACAAGAGATCCCATATCTAGTGACAAAACTCGCTT
+ATTTTTCAAGCCTTCAGGCACTTCATTATTCACAATGCGCTGAGCTAAACCTTCAACAATGGCAGTTTTA
+CCAACACCGGGTTGCCCTATGAGTACTGGATTGTTTTTAGTACGTCGTTGTAATACTTGCAAAGTGCGGC
+GGATCTCATCATCTCGACCGATAACAGGATCAAGTTTTCCATGCTCAGCAAGTTCTGTTAAATCAACCGT
+ATATTTATTTAGGGCCTGGCGAACATCTTCTGCATTTTGATCGTCAACATTTTCACCACCTCGTACATGA
+TCGATTGCCGACTTTATCCGTTGCTGGTTTGCGCCTAATTCGGCCAGGATTTGACCTAAAGGACCTTTAT
+CATCGATAACCGCGAGTAAAAACATCTCTGAGGAAATGAATTTATCTGACATTTTTTGCGCATGCTTATC
+GCAAAGATTTAAAATTCGCCCTGAAGCTGCTGATAGTTGTACATCGCCAGCGCTGTCTTGCACTTGTGCT
+AATGAGCTTAACGCTTCATCTAGTTTCTGACGTAAAGAGCGCACATCAATACCTGCACTCTTCAATAACG
+CAATGATAGAATTGCCGTTTTGATTCAATAACGCCATCATTAAATGAACGGGTTCAATGAACTGATGGTC
+TTTGCCAAGGGCAAGTGATTGCGCATCGGCAATGGATTCTTGAAATGATTGGGTAAAACGATCTAATCGC
+ATGTTAACTCTCCTAACTTTCCCTATTACATAGTTAAGTTATAAGGCTAAAAGATTATTTTTCAATGAAA
+TTTCAGATATATGATTGATATAAGTCAATAAGGTGTTCGTTATTACTTTAGTTCATGCACACAAGCATTA
+ACGTCTACAAATAAGACTCGCCATACGACCCGTTATTTTCTTTCTTCTATATGAATAATATTTTTCTGTT
+TCTTGGTAGGTACACTCTGCAAGACTATTAATTACAGTGACTCCTAAAGAGACCAACTGTAGTCGGGCAA
+TTTGATGTAAATCGGCTAGGTATTTTCCATTGGCTTGCTTTACAAAAGCATTAGCAAAAGCAACGTCTAG
+TTGAGTAAATGCTAGTTTTACTTCGCTACCTACTTCAAAAGCATTCTTACCAATACATGGACCAAGCCAA
+GCAACAATATCAGAGGGCTGACTATTCATCTTTGCTATTGTTTTAGCAATAATATTTGCAACTAGCGGAC
+GCCAACCGCCATGGATTGCGGCAACTTCACTGCCCGTTTTATGACTTAAAAGTATTGGTAAGCAGTCTGC
+TGTCATTATAGCCAAAACTATATTTTTTTGGCTAGTAATGCTGGCATCAGCAACCCTAGCTTGTTCATCT
+ACGCTAGTGATTGTCACTACCTCATTACCATGAACTTGCTCTAGCCACTGAATTTTTACTTCATCAATTA
+GTTGTGTATTTGACTTTACCGTCTTATTGAAGAGCTGCTGGCTAATAAAACGGTTTAACACATTGCGATT
+GTAGGTAACTCGCTCTGCGTTATCACCAACATGCATACCTAAATTAAAGTCACCAAAAGCTGATGAAACT
+TGTTCGTTTAACGATGGGGTTAATGATGAATTTAGCGATAACTGAGGGGAAAGACGTGTTGTTTGTAACG
+CGAGGACTTTATCATCGAGAGAATATGATGAATTAAAAGGCCATTTTACCAACTCAACAGTAGCGTTGGT
+AAAATGAGCCCGTTTACTATGACTAGTATTCGTCTTGAGCATTAAGCTTGTTATCTTCTTGAAGAAGCTC
+AATTAGCTCAACAAAGTCTTCAGGTAGTTCTGCATGCCAAGTCATTTCCTCTCCTGTTATAGGATGGAAT
+AAAGATAACATAGCCGCGTGTAATGCTTGACGCTTGAAGCTACGTAACTTCATTAATAACGCTTCTGTTG
+AATTCTTTGGTGGACGAGGACGACCGCCATAAACAGGGTCACCGACTAACGGATGCGTAATATGAGACAT
+ATGAACACGAATTTGGTGTGTTCTACCTGTTTCTAAACGTAAACGTAAACGTGTATGTAAACGATATTTC
+TCCATAACTCGGTAATGTGTTACCGAAGGTCGACCAATATAAGAGACTGCCATTTGGGTACGCTTAGTAG
+AATGGCGTCCAATAGGCTCATCAACTAAGCCGCCGGCTGTCATCACACCGTTTGCCACCGCTTCATATTC
+GCGCGTGATCTCACGTAATTGTAAGGCATCAACCAAGTTGGTTTGTGCTGCAATAGTCTTTGCTACAACC
+ATTAAACCAGTAGTATCTTTATCAAGACGATGCACAATACCAGCTCTAGGAACTACATTAAGAGCCGGGT
+AATGATGCAACAAAGCATTAAGCAATGTGCCATCCGGATTACCTGCACCAGGGTGAACAACTAAACCTGC
+TGGTTTATTTATCACTAAAATATAGTCATCTTCATAAACAATATTTAGCGGGATATTTTGTGCTTCAAAA
+CGTATCTCAGCTTCAACTTTTGCATTGATATCAATCTCTTCGCCGCCATACATTTTTTCACGAGGTATGA
+GGAGAACGTCTCCATTTACTTTCACTTGTCCGGCTAAAATCCAATCTTTTATCCGCGAACGTGAATAATC
+AGGAAACATTATCGCTAATGATTGGTCAAAGCGTTTACCTAAACACGATTCAGGTACGATATCTTGATGT
+TGGATGATTTCTGGCATTAAATTCTCTTTAAACTCGATTAAACCTAGCGTATTAATCAAATTACCATTTG
+CACTGTGCAAGGTAAGATTGCTAGGGTAGAATGCATATTCTTAAATATATAAGCATTTTACCCGTTTACG
+CGATGGTTTGATATTTATTTTAATTAAAACAAAGTAGCGATAATAAATTTCATGGATAAATTGACAGTAA
+AAATTATTTTGACCGTTCTAGCATTGGCCTTAACTGGTTGTTCCTCTTCTGAAAACGATATAGACAAGGT
+ACCAGATAAATCTGCACAGTCTCTATTTGTTGATGCTCGGACAGCCCTAGATAATGGGTTATACCAAAAA
+GCTATTCAAATACTTGGCGCTATAGATTCTCGCTTTCCTTTTGGCCCTATTTCACATCAAGTACAACTTG
+ATTTGATTTATGCTTATTATAAAAGCGGTGATGCTGCACAAGGCATTGCGTTAGCCGATAGGTTTTTACG
+TTTAAATCCCAATAACTCCAATATTGATTACGTTTATTACATGCGTGCACTTATCAATATATCTACTGAA
+GAGAACCTATTCCAAGATTTGGCGGGAATAGATCGTTCCGATCGTGATCCTGAGGCTTCACGCAGTGCTT
+TCAATGATTTTAAGAGCATAGTCACTGATTACCCAGACAGTAAGTATGCTGCAGATTCACGTAAACGCAT
+GATTTCAATAAAATCTCGCCTTGCGCAATATGAAATTGCTGTTGCTAAATATTATGTGAAACGTGAAGCT
+TATGCTTCCGCTGCTAACCGTGCTCGCTACGTAGTTGAATACTTTTCGCCAAGCCCGGAAATAGAGCAAG
+CATTAGAGATTATGATTAATTGTTACGATAAGTTGGGTCTAGCAGATTTGAAGAAAAATGCGCTGCAAGT
+ACTTGCCGCTAACTACCCAAATAACAAACTAATGAACTAGTTAGAGCAACCGAAACTAACTTTAGGTTAG
+TGTAAAATAAAAAGCTAAATTACTTAGGTGATTTAGCTTTTTTTATGGTCATAAAAAACTTTATGCTTCA
+GTACACTTAAAGCACCTGAGTATTATCGCTCAGTTGATATAATGGATAAACTGAATTGTTATTGTTTTAC
+TTAGATACAGCTTTCACTGATAGGATGGGAGTATCTGTTTGGCGAGTAAAGTTGAGACAACAAAGAGATG
+TGCGACTATAACGATATTACAGTCGCAATACATAGTTAAGCTAAAATTAGATAGCTTCTCGGTTCTCTTC
+ACCTGTTCTGATACGAATAACACGTTCAACATCAGTAATGAAAATTTTACCATCGCCAATTTTTCCAGTT
+TGAGCCGTTTCTAAAATAGCATTAACACAGCGCTCTACATCTTCTTTAGCAATGACGATTTCTAATTTTA
+CTTTAGGTAAAAAATCGACCATATACTCAGCACCTCGATACAACTCAGTATGACCTTTTTGACGGCCAAA
+ACCTTTAACCTCAGAAACAGTCATACCGGTAACACCAATTTCGCCAAGGGCTTCTCTTACATCATCCATC
+TTAAATGGCTTAATAATCGCTTCTATTTTTTTCATCTGCGTTGCTCGTCAGTTAAAGTTGTATTGATTAG
+AATAATAAAGTTATTACAGCGTGTTTATTGCAATTTAGCAATATCCAATTGGCTTTTAATTTTGTTAAAC
+TAGTGAAATTAGATACTTTACCCTCAAGCCTTGCTAGGAAACTCTATGAATCAGCAAATTATCATTGCCG
+AAATGAAAGTTTTACCTGAAATTGATGTTCAATTTGAAATAAACCGCCGTGTTGCTTTTATCAAAAAGCA
+ACTAGTGCAATCTGGACTAACTAATTTAGTGTTAGGAATTAGCGGTGGTGTTGACTCTTCAACCTGTGGT
+CGCTTAGCTCAACTTGCGGTTAATGAACTCAATGGACAACTAGATGAGGGTGAAGATAAAACACACTATC
+AATTTATTGCAGTACGTTTGCCTTACGGCATTCAAGCAGATGAAGATGATGCTCAACAAGCGGTAGACTT
+TATTCAACCAAGTCATTGTTTAACAACTAACGTACTTGCTGGTGCTGACGGTATTCACCATGAAGTATTA
+CAAGCAATGAGCAAAGCGCAAATATTGACGTCCAGCGATGCCCAAATTGACTTTTCTAAAGGTAATGTGA
+AAGCTAGAGCCCGTATGGTAAGTCAATATCATATTGCAGGTATCATTGGTGCTTTGGTTATAGGTACAGA
+TCATAGCGCAGAAAATATCACGGGTTTTTTCACTAAATGGGGTGATGGCGCATGCGACTTAGCACCACTT
+TTTGGTTTATCAAAGAGACAAGTGAGAGCCATTGCTAAGGAGCTTGGTGCGCCAAGTATCTTAGTAGACA
+AAGCCCCTACTGCTGATTTGGAAGAACTCGAGCCAGGTAAAACAGATGAAGATGCCTTAGGCATTAGCTA
+TGAGCAGTTAGATAACTTTTTAGAAGGTAAACAGGTCACTACTGCCGTTAGCGAACACATCATCAATATT
+TATAAAAAAACTCAACATAAAAGACAAGCGATACCAACAATTTACGGTTAAATGTAATTTGATAGGCTAT
+CAATGCTTCGCATAATCCATTTTTATTATCTATAACTGAATGACACAGGGCAGTTAATAAAAATGGAATT
+TTTATGCTTTATACTCAGTCTAATTGTGAAAAAAACACACCGAAAAAAACTTCTAATACCTATCATCAAT
+TAAAATTATCGTTGGGAATGACGTTAATTGAACTAATGGTAGGTATAGGAATTACCTCCATACTTACCAC
+AATCGCTTTACCTAGTTTCAATGATTTTATTGTACAACTGCGAGTCGATAATGAAATCTCACGTCTTAGC
+CGTTTATTACTCACGGCACGAAATCATGCAATAAATAGCGGAGATAACGTTATTCTCTGCCCCTTAGAAG
+ACAACGGCACATGCTCAGTGAAATGGCATGAAGAGCTCAGTGTATTTATCGACACTAACAATAATCAGCA
+ATTTGATATCGCCAACAATGAACTTTTAATTACCACAAAGAGCCCTATAACATCAGGTGACATATTGATA
+TATGCGAAAAATAGAAACAGAATAACTTATCAGGCAACAGGGCATTTGTTTGGGTTAAGCAATGGTACGC
+TAAGGTATTGCCCGAAAGACTATGAGGAAAAATCAAGAGCTATAGTGGTAGCACGATCAGGCCGATTTTA
+CGCGACCACAGATAACAATAATGATGGTCAAGATGAAACGCGGAGCAATCAGAAAATCATCTGTGATTAA
+TTCCATATCGTCATCAATGCTTTGCCTAAAATCGTCTCTAATTAAAGCTGAAACCTGCATCTACAAGTAA
+CTTGGGTATAGAGCTTAGTAAAAAAGTATAAATACAAGGTTTTACACATAAAAAAACCAGCGAAAAAGCT
+GGTTTTTGACTTTAAAAATAATCCTACTGGGCTATTTTCACTCGAATCTTATTCTTAGCAACTCTTGTTT
+CATGCAAACTAGATAATGCTACTTTTGCTTCAGCTTCATTAGGCATTTCTACAAAGGCAAAACCTTTCGA
+TTTAGCTGTTGCTTGGTCTAACACTAAGCTACATTCTGCGACTGTGCCATGGGCGGAAAATAAAATACGA
+AGTTCTTGCTCGGTTGTTGAGCGAGAAAGGTTACGAACTAAAAGTTTCATAAAGAACCATTGGATTGTTA
+TTGCGAACTAAATTGTCTCATATATTTGTAATAGACCAAGCTATATTATGCATTTAAAACAAAATAACTT
+ATTGTTAGGGTTCTAACCAACAATAATTGTCCCCCACAAAGAGGAATAGTAATGCCACACTTTATAATGG
+ACTGTTCACAAAGCGTATTAGAGTCTCATAAAGAAGAGTTTATCATCGAACAAGTTCACCTTATTGCCTA
+CTCAACAGGGTTATTTGATGAAGGCGATATAAAAGTCAGAATAAATCCCTTTAAGAAATTTATTGTTGGT
+AATAAAACTGACGATTTTATTCACGTTTTTACTCATATAATGCAAGGCAGGACAACTGAGCAAAAAGCTG
+ATTTATCAAAAATGGTAGTAACTATGCTTACAACTATGTTTCCTGATATTACTAATATTGCGATGAACAT
+TAGTGATTTTGAAAAAGCCACTTATTGCAATCGAACTATGTTGTAGCTATTTCAACTGAAAAGAAAAACG
+CGATAGTGAAGTAAGTAGCACGAAGATTGAAATTGATGCTACTTTTAACTGTATAGTCACTAAATTTAGG
+TATATTACTTCAATGCTGTGTTGCCGTTAATTACGTACAGACCCTATTTCTTCCTTTATGTTTAGCTCTA
+TAGAGCTGTTTGTCTGCTTGCTTATATAAATCTTCAATAGAAGTATTTTCTGTATTCAGTTCAGACACAC
+CAATACTAATCGTTATGTCTATCGAAGTCGTATTATAAATAAAGACTTTATTTTCTATCGTTAAACGCAT
+TTTCTCAGCAATGACCTTTGCCCCCTCAAGTGAGGTATTATTGAGTAAAATTGTGAATTCTTCACCGCCG
+ATACGAGCAAAAACATCACTTTTACGCATAACTTTTTCTAGCTCTTTTACTAAATCTATTAAAATACAAT
+CTCCAGCTTGGTGCCCATAATTATCATTGACTCTTTTAAATAAATCGATATCAAGCATTATTAGTGAAAC
+TGGTTTTTGTTCTCTAAATGCTGTAGCAATTAATTTCTTGGACATCTCAAAAAAATAACGTCGATTGTAT
+ATATTAGTTAAGTTATCCATTATCGATAATCGATGTAATTCATTGACACTTTTTTCAAGGCTGTCATTCG
+CTTCAACACTCGATAAACGGCTATTGTATATGGCTCTTGAAAGTAAAATAGTAGCGGGTATATAAATAAA
+AATTAAGACAACTAAACCAATATGTTGGTGTTCTCCAAAGGAAATCATAATAATAATTTGAGGAATTATC
+ATTGAAAAGAAAAAGAGCAAATATGCCTTATACAGCGATGACATAGAGAGTGCGGCAGCCGTTATAATGC
+CGATGATCATAATCAAGCTAACCAACTCATAGGGTTGAGGTGCATATACAATGGATAGAACTGAAGATAT
+TGTCCACATAGCTGCTTGAAACACATTAGAAAGCATGAAATATAGTTCATTTTTTTCTATTTTTTCATGA
+GCCTTCTGTGCTAAATGTTTTTTAAACATTATTGCATTATAGAAACGATACATAGCCAAAAACATTTGAA
+AAACAAACCAGACAACTAAAATTTCAAATGGAATAAATTTAATGAATATCCAAAAGTAAGCAGAAGACAC
+TATTAGCATAGCAATCATTGCTCTTGGTGTTTGTTCTACTAAACTTTCGATAAGTTTAGGATGCACAGCA
+GCCATGATATTTCCTAGTGTTTTATATTTATCACACTAATAAATAATTCATTAAACTATAGTCTAAAGTT
+ATCCTTTATTTACTGATTTCAATCAACTAGTTCTTAAGTAAAAATCTTATTTCCCCACAAACAGAAGGAT
+TATTGAGCTGATATTTAGGTAGTCAACCTTCGATAAATTATGCAGATTTGTATTCTAATTGACTACCGTT
+AAATGATAACTCCCTTTACCACTATTTTTTACTTGGTATAGTGCTGCATCTGCATGTTTAATAATGTCTT
+CAGATGAGCATTCGCTAAATGATGATGTCGCAATACCAATGCTAATCCCTATGGTGAACTTGTTATTATC
+AATAACAAAAGGTTTAAGAAATTCAGCTAAGATATTATTTGCTAATACTATTAACGACTCGGTAGAATGA
+ATATTCTCTAGTATTACAGAAAATTCATCACCGCCAACCCTAGCAATGACATCACTTTCTCGAAAGTGAT
+TCTTTAACTTGTTGGCTACTTCTATTAAGAGAGCATCTCCTACAGGGTGACCATAGTTATCATTAATCTG
+TTTAAACCCATCCAAATCTAACATCAAAAATGCCAAGGTAAAGTTTTCTCGATGCTGGCGTAACAGTGAG
+TGTTTTAAACTTTTCATTAACGAGTATCTATTATCTAACCCCGTTAAGCTATCGCTTAATGCCAGTTGTT
+CTAGTGATTTTTCAGCTTTTTTTCGCTCAGTAATATCAAGTATTGAACCTACGATGCCTTCGATACCTTC
+GGCGTGAAAATAAGCCTTGTGAAACATAACATCGTGAGTTGTACCATCAGCATACTCCACCTTAGCTTCA
+TAAATTTGCGTACCTTTTCTCTCAAAAAGCGCATTGTCTGCTTCAAAGTAAGTTCTAGCTAGCTCATCAT
+CAAAGAGTTCTAAGACACTTTTACCGATTAATTGCTCACGGTTTAACCCTATATATTCTTCAAAGGCTTT
+ATTGCATCCTAAATATCGACCTTGTGCATCTTTATAAAAAATAGGCGTTGGCGCCGCATTGATAACGGCT
+TGCATAAAATCTGTTTCATTATATTCAGGTAATATCATGAAAATATCTCATCCTTTTGAATTAAGCTCGT
+ATTGAATTGAAAGATCTGCTTTAGAGAGAGCTTCGATGATCCTTGAACAAAGAATCCTCCCCGCCCATTG
+ACGATTACCCTCCACTGGCAACCTTTAATTTCATGCCTAGGTCACCAGAATCTGAAGCCAATAACTGTAA
+AAAATCTTCTGCTGGTATAGGCCTTGAGAAATAATATCCTTGACCATAATCACAGCCTGCACCAATGAGT
+AACTCCATCTGTTCTTTTGTTTCGATACCTTCTGCTATAACTTTCAATCCTAACTTTTGAGCCATGGTGA
+TAATAGCTTCAGACAAAATCATATCCTCAGAGCCTGGCGCTATATTTCTTGTAAACGATTGGTCAATTTT
+AAGATAATCAAGTGCAAACTTTTTCAAGTATGATAGTGATGAATAACCTGTTCCAAAATCATCCATAGAC
+AAGCCAATACCAGCAGACCTGAACTTAGAAAGTCGCTCCATTGTGCTTGTATTATTATTCATTAATAGAC
+CTTCTGTTATTTCAATAACAATGTTTTCACCAGGTAATTGATTTTCAGCAAGGTAAGCTAGCCAATCTAA
+TTGGTCTATCGATTCTCTAAATTGTACCGGTGATTTATTGACACTGATTTGTATATCTAAACCAAGCTGG
+TCTTTGCATGTATTAATATGTTGAACGGTTTGCTTGAATACCCAATCACCTATTTCAATGATTAATCCAG
+ACTCTTCTGCCAGTGGAATAAATTCTGCAGGACTCACCATGCCTCGCACTGGATGTTTCCATCGCAACAG
+GGCTTCTGCTTTGCGAATAACACCTGTTTGTAGTTCAACAATGGGTTGATAAAAGACCTCAAGTTGATTC
+AAACTAATGGCTTTACGCAAGTCGTTAATTAATTCTAAGTGATCTAGTGCTTCCTCCTGCATTGAGGCGG
+TAAAATAGCAAAATCTATTTCGTCCAAGGTTCTTAGCAAGATACATTGCTTGATCAGCATTTTTTAATAG
+CTCCAAAGTGCTGCTTGCATCGTTTGGATAGATGGTGACCCCTAAACTAGCGGAGATATAGGTATACATT
+TTAGAAATAAAGAAAGGCTCACTTAAAGTCTGTAAGACTTTCTGACAAATTGATTCAACATTATGTATAT
+CGGCTATGTCAGACAAAAGAATAGTAAACTCATCACCACCTAATCGCGCAACAGTGTCGACTTCTCGAAT
+ACAATGAGTAATGCGTTTTCCGGCCTCAATAAGTAGTGCATCACCATAGACATGACCCCGAGTGTCATTT
+ATTTTTTTGAAGTTATCTAGATCAATAAAAATTAGAGCGAACTTTTGATTTTTACGATGAGATACCTTAA
+TTTCTTGTTCCAACCTATCAATAAACATTATTCGATTGGGTAAGTTAGTCAAACTGTCATACTTAGCTTG
+TCTTAATATCAATGCATCTTTCTTTTTCTTTTCTGTTATATCTGAAAATAATGCAATCCGTCTAAATACG
+TTGCCATAATCATCATAAATGGTGCTAATTGAAAGCCATTCAGGGTACTCCTTACCATTTTTCTTAGTAT
+TCCAAATTTCACCTTGCCATGTACCGGTTAACTTTATTTCTTCCCACATTAATTGATAGAATTCTGGGTT
+TTGCTTTCCAGAACTAAATACATTAGGATTTTTTCCGATTAATTCGCTGGAGCTATAACCAGTAATCTCA
+GATAAAGCGGGATTAATCGCAATAATCTCATTCTTACTATCGGTGATCATCATCGCTTCAGAGCTATTTT
+GATAGACAATGTCTGCCAGTTTTAAATCTTCTTCCTGCTGACGTTTATTTGTTATATCTTTGCTGATACC
+AATTAAACCAACAACTTCACCTTGTGCATTTTTCAATTTCACTTTGGTAATTTCAAGAATGTATGGTTTG
+GCATTTGAACGGGGAATAGTTTCAAAAGAAACATGAGGAGAATCTTGTGCTAAAGCCGCTTTATCGGAAT
+CTAAGCAATGATGTGCTATTTCATCGCCCAATAACTCAGCTAAATTAGATGAAGGAGTATTTAGCATATC
+TTCTTCTTTTATTCCGGCTAAGTTACAAAATGTCTTATTGACGAAATGATAACGACCATCTATTCCTGTA
+AACCAAATTCCTATTGGTGAATTATCAATAATGGCGCGTAGTCTTGAGCTTATTTCTTCTTTATCAATCA
+TTAGATTTTGAAAGGATGTCGCCATTTCATTGAATCCAAGCGCTATATTATTGAGCTCATCATGAGTATC
+AAGCGTTACACGAGCATCAAGATCACCACCATAAAACTTACCGGTAACTTTAGTTAGAGAGTTAATGCTT
+CTAATTGTTGATAAATGCAGCCCTATTATAAAGTACAGTACTATAAGAAAGAGTGCTGACGAAAAGCCTA
+TACTTACAATTAATTGAGTGTTTGCTTGTTTAACTCGACTGCGAAGTAAAGTGCTTAAGGTAAAAGAAAG
+TGAATTATCTAAAAACTGATAACCGACATCAATAACTGAAGTAGATTGATTATAAAGCTCAAGAGAACTC
+AAAGAAGTGGTATCAGCTAAAATCCCTTCTAAGGTAAATTTGATATGGCTCTCAATTGATTGAATTAGCT
+CCTGAGCGGAAAGACTTTCTCCATCCGAAATCAATTCTCTCTTAACTTTGTCCACATTCTCTTTAAAGAC
+ATCAAGAGGCACAATAGTCTTTGATAAGAGTGATAGCATTTCCCCTCTAAATTTTACTTCCTTATTACCC
+AGATATGAAACACCAACAGCACGTGCCTGGCCAAGTAATTCTAAAGTAATGGGTATGGTGAATAAAAAAC
+TATTTGTTAAATAATAAGAATCAAGATCATCCATTACAAGTAAATAATAATAGTCAGCCACTTGCAGTTG
+TAGGGAGTTTACATTGTGAATTAATTCTGTATGTAAATTAAAACTTTCATTAAGTGCTAACGTCATTCCA
+TTAGCATCTAAATATTGCCATTGCTCAACAATTGTAGACCATTTGGCTACTTGCTTTAACTCTGAAGGCA
+AGTTATTGCTAACTTTTAAGAAATTGTTAACAACTTGCTTATTCACTGACATCTGTTTTTCAGTACTGTC
+ATTAACACCTGCAATAACAGCCGCAGACATTCCTCGGTGTTGTTGAAGTGATTGAATTAATCTTGATGTT
+TTTTGTGTCTGCTTTAAGCCGTCCAACTGCTGATTAGCGGTGCTAATTGACTCAGACAAATAGACTAATA
+AAGAAATTGAAACAATCAATAAGGAAAGAAGAGAAAGTCCACCAAGTACAATTAATTTACGAGGGTAACT
+CAGATTGTTCATTAAATTTATAGCGGGGTTGAATAACTGTTTCACAAATATACCTTACATAATTTATGAG
+TGTCAAAGCGACATGTTATACCTAATTACTTCCAAACAGGATGTTTTAGGTATTTGAAAAAAATCATTAA
+TTATCCTGTCAACTGTATTAGCTGTACCAGGAAATATTGGGATTAAAAATAAAAGCTTTACCGTCGAAAC
+CATTTCATCACAGCAAAAATGCTGACTATTTCTAGTCTATTTATCCTGCACTTCCCATAGGCTATTTATC
+GACTTAAAATACAGAATAACGTATTGAATACAGATGTCTGAAACATCATTAATGGCTCAATCCATATTTT
+TCATATTGCTCATTTAGAGTTAAACGAGCAATGATTTGTATAATTATTGAGATCTAATTAAAGGAGCCCC
+CCTATTACACAGCTTTATTATTACATATGTAAACCATGAGTAAGTTGCTTCAATCGAGTATTTCTTTTAA
+AAACCTTAGTAATTAAAAGGTCTAATTCAGATGTTTTCTCATTTTCATAAAATCTATTAAAATGGTTAGC
+GTCATCCCAAAGAAATCTTAGCAAAACATGACATAAAGAGAATGGCTATTGATGTATTTCACTGACAAAA
+ACAATGAAATAACTATAATTTGATTAGCAATAAAGCAAATTACTAACACTAAAAAACAGTAAATAAAAGA
+AGTTCATATCCGATACTTTTCGCCAGCATGGCCATGGTAATTCAATTTAGTTTTAATCAATTAGCGAAAT
+TTTATTAAGTTCGTGCTACGTTTATTACAATAAGTTAATAATTTCGTTTATGAGTTAGTTATTAACTTAA
+ATTTTTCTATATACCAAATGGATGAGGAAATATATAGGTCCCTCAAAAATAAGGTATAAGCTTATATGCT
+CAAATTTAAAAAAATTAATCACAAGCTTGTTTTTACATTTCTATCTCTTTCTTTAACACCACTCATTATT
+TTTGCCTATATCAGTATCAATATGGCAAGCGACTCCATACAGGCACAAGCATTTAGTCAATTAGAATCTG
+TACGTTCGATTAAAAAAGCACAAATATCTAACTACCTCTCATCATTAAAAGCCAGTTTACAGGTATTAAA
+TGATGATCCTTATGCATCCGAAGCGTTCAATGCCTTTGATCAAGCAATAACTTCTGCTGGTTTAGATAGT
+AATGCATGGCGACAAGCAGAAAATAAATATGCTGATCGTTTTATAAAAATTAATAAAGTGAATGCTTGGT
+ATGATCTCTTTTTTATCAATTTACAAGGTGACATTGTATTTACCGCCGCAAAAGAGTCTGATTTAGGTAT
+TAATATTCCTCAATCTCACATTAACCAAACTAGTCTAGGCGATGTATTTCAAAAAACACAACAAAATGGC
+GTAACTGAAATATCAGTTACCGACTTCAAACCTTACCCACCATCCAACGATGAGCCCGCTGCGTTTATGA
+TGACAAAGCTAATTAACTTAAGTGGAAAGCACATAGGTTATATTGCTCTACAGTTCCCTTTAAATAAAGT
+TAATGAAATCATGCAGCAACGTGATGGCATGGGCGATACCGGAGAAACATACCTCGTAGGTGAAGACCAG
+AGAATGCGTTCAGACTCTTATTTAGATCCCAAAGGACATTCAGTTATTGCATCTTTTGCTGGTGATATTA
+GTAATAATGGAGTGAATACCGATGCGGTAAAATCGGCATTTAACGGTGAGACTGCAAGCCGTATTATTAT
+TGATTACAACGGTAACAGCGTACTATCTTCGTTTACCACGGTAGATTTGGGAGACTTTAAATGGGCACTT
+ATTGCAGAAATTGATGAAGCAGAAGCTTTTGAAACGTCCAATAATCTTATTAATATATCAACAGGCATTG
+TCGCCGCAGTATCGGTCGTTATTGGGTTTATAGCAATTTTAATTGCTAAAAACATCAGTGGCCCTATCGT
+GCAGGCGGTTGCTATAGCACAACGAGTCTCGTCAGGTGATTTGACGGCAAAGATAGTCGTTAATCAAAGT
+GATGAGTTAGGCTTATTGCAACAGGCGATGCACGACATGATAGCTAAGTTGAAGGATATGATTGAACATA
+TTTCGAGTTCTGCCGATCAGCAAGCCACTGCTTCTCAAGAACTATCCAGCATTACCGAGTTAACCAATAC
+AAATGTATCTCGACAACACCAAGCAACAGAGCAAGTTGCTACCGCAATAAATGAGATGAGTGTTTCAATT
+GACGAAGTAACACAAAATACTGCTGAAGCGTCAAATGCAGCAGATACTTCAACCAAACTAGTCAAGATTA
+GCTCTATTGCAGTCAATCAAACCATAGACCAAATCCTCCAATTATCAGATGACATCACTAAATCTAAAGT
+TTTAATTGATGACGTTCAAGCGGGAACCAAAGATATCGCGAATATTTTGGTCACCATTAAAGGCATTGCC
+GATCAAACAAATTTGCTCGCACTAAATGCAGCAATAGAAGCAGCGAGAGCAGGAGATCAAGGTCGGGGTT
+TTGCAGTAGTCGCTGATGAAGTGAGGAATTTAGCACAAAATACACAAAATTCGACGGTAGAAATCGAAAA
+AATGATTAAGTCATTAGAGTTAAATGTAAGTGCTGCAACAAACTCTATGGTTGCAGGTACAACACAAGCC
+CAGCTCATCGTTGATAAAACGAATGAAGTAACACAGTCATTAACCGAAGTTGAGTCATCTGTAGCAATGA
+TCTCTGATATGAATATTCAAATATCTACTGCCACACAACAACAAAGCTCAGTTGCGCGAGATATAAACCA
+ACAAGCAACAGAGATAAGCAACATTTCAATTGAAACGGGTGAAAGTACTAAAGAAATATCTTCTGCGAGT
+GACGAATTGGCGGCTTTAGCAGTAGAACTGACGAATCAAGTTCAAGCATTTAAAATATAATTTTTAACAA
+CTGACTCTGATTAATTAATGATTATAAATTGATACTAATAAACATGCTGACAAAACATATTCATTAACAA
+TGTTGAATGTAAAAAGCCCTAGCGACTATCGTCTACTAGGGCTTTTTTTCATTTATCAGCTTGTTATTTG
+GTTGTTAGTTATTAATACACCAAGATAAGTTCACCTAAATAGAACATTGTCATTATCCTAGTTGCTTAGC
+CTTTTCAATTTCATTGGCAATAGCTTGCGGTGAGCCGGTATTACGACATAACCAATAATATGCACCCGGC
+ACAATGAACAAGGTAAATATACTTGCTAATGATACGCCAGCAAAAATAACCACACCGATAACCATACGAC
+TTTCAGCACCAGGCCCAACGGCTAACACTAAAGGTATTGCACTGGTTACTGTGGTAAAAGTAGTCATGAC
+AATTGGACGCAGTCTTTGCTGCGCGGCACTGATTAACGCCTCTTCAAAAGCAATACCTCTATCACGTAAC
+TGGTTAGCAAACTCAACAATTAAAATACCATTTTTTGCCGCTAAACCAATCAACATAACAATGCCAATTT
+GACTATAGATATTTAAGCTCATGCCCATAAGTTCTAACCCAGCAAGGGCTCCTACCAGCGCCAGTGGAAC
+GGTAAGTAATATAACAAAAGGATGAATAAAACTTTCGAACTGCGCAGCTAACACCAAATAAGTAATTAAT
+AGCGCAAGCAAGAAAACAAACAAGATAGAATTACCTGACTCTTTTAATAATAAAGACTCACCTTTATAAT
+CAACTTGTACATGCTCTGGCAGTTTATTTTTAGTTACTTCAACTAGAAAATCTAATGCATCACCTAAGGC
+ATAACCGTCGGCTAAGTTCGCAGTAACAGTGATACTACGTAAGCGATTATAACGGTTGAGCCTCGATGAA
+GTCGCATTCTCAGCAATAGTAAGTAAGTTAGCGAGTGGAATTAGTTTTTCCGTGGTTCGAGAACGTACAT
+AAAGATTATCGATATCAGTCGGGCTTTGAAATTGTTTTTCATCCCCCTCAACAATTACATCATATTCTTC
+ACCACGATCAACAAAGGAAGTAACGCGACGTTGACCTAACATAGTCTCTAACGTTTGTGCTATGTCTCCT
+ACTGGCACACCTAAATCATAGGCACGTTCACGATCTATTTGTACTAATAACTGAGGATACGTTTCTTTAT
+AATCACTATTAATATTCGACAAGTTAGGGTTCTTTTGCGCTTCCGTGATCAAAATATCACGCCACTGAGC
+CAGCTCTGCAAAGGTATTCCCTTGAAGAACAAAAGACACTGGCGCATTACTACCACCGCCGCCACCAATG
+CCACGGCGCATAATAGCAAAAGCACGTACATCAGTAACATTTTGCACATCACGATTTATTTTGTTAATAA
+AACTAAAGGTATCAATACTTCGTTTATCCCACTCAGGTAGACCAACAATAGCAATACCACCACTGCCACC
+AAAACCAGGAACACGTACTAACACACGGTCTAATTCCCCCTCAGCTTGATAACCTAAAAGCTTCTCTTCA
+ATCTTATGCATATTCTTTACGTTACTTTCATAACTAGCCCCTTCAGCGCCTTGCATAATTAAGAAGAAAT
+TCCCCCTGTCTTCTTTAGGCGTATATTCAGAAGGTAATTTATTAAACAACAAAAATACTGCAGCTAATGA
+TAAGCCCAGCACAAGTACAATTAATAATGGCTGATGAATACTACTGGCTAATGCACGGCCATAAGCGGCT
+TCAAAGCGAGCAAAAGCGCGATCAAGCTTTTGTCCAAATGAAGAGCTTCGCTCTCTATGCTTTAACATTT
+TTGAGCACATCATGGGCGTAAGTGATAAAGCGGTAAGACTTGAAAAAACAACGGCTGCAGCGATAGCAAT
+GGCAAATTCGGTAAACAAACGCCCCATATTGCCAGAGAGAAAGACCAGTGGCACAAACACAGCAACCAAT
+ACTAATGTGGTAGCAATAACCGCAAAAGCGACTTCCCTCCCCCCTTCGTATGCAGCCATTAATGGCGCTT
+GACCATTTTCAATACGACGGTAAATATTTTCAAGTACGACAATGGCATCATCAACAACAAGACCAATAGC
+GAGCACTAAAGCCAATAATGTAAGTAAGTTAATGGAAAAACCAAACCAAGATAGCGCCATCATTGAACCA
+ATTAAGGCAACAGGTACCGTAACCGCAGGAATTAACGTAGCGCGAACGTTACCTAAGAATAAAAAGATTA
+CTAAGACCACCATAACCATGGCAATAATTAAGGTGTTATACACTTCATCGATAGAGCCTTGAATAAACAC
+AGAGCTATCATAACTATTGGTGATGGTTGTTCCCACAGGAAGTGAATCACGAATAGCGATCATTTCTTTC
+CTAGCCGTTTTAACCACGTCCAAGGTATTGGCTTTAGACTGTTTTATTACCCCCAAGCCCACCATATTTT
+TACCATTGCCGCGGAACATATTTTCATCATCTTGTGCACCAATGAATACTTCAGCAACATCACCTAATCG
+CACAACTGACTTACTCTCAGAGTGATTAATCACCATATTGGCAAAGTCTTGCTCGGTTAAGTAGCTACGC
+TCAACGCGAATAGAGAAATCTCTGTCTATTGACTCTATACGCCCTGCGGGTAGCTCAACATTCTCGTCAC
+GTAAGGTACTTTCAATATCTTGTACGGTAATATCACGCGCAGCCATAGAAGCACGATTCAAGCGAATCTT
+CATGGCATAGGTACGACCGCCGCCAACACGAACACGGGCAACGCCATCAACCACGGCAAAACGGTCAACG
+ATGTAACGATTAGCGTAATCGGTAAGCGCTAAGGTGCTCATGGTTTCACTTTGTAAAACGAACCACACAA
+TCACGCTTTCATCGTCATTGGCTTTTGATACTTCAGGAGGATCAGATTGCTCTGGTAGATTATTTAATGC
+ACGAGAGATACGATCACGCACATCATTTGTCGCGGCATCAATATCGCGATCTAAATTAAACTCAATGGTA
+ATACTTGAACGACCAACACGACTATTAGAGTTGATGGTTTTAACCCCCTCAATACCGCTAATTCTATCTT
+CAAGTAATTGAGTGATTTTGGTTTCAACAATGGCAGCAGAAGCCCCCGGGTATGTGGTACTAATATTAAC
+AATAGGCGGATCAATATCCGGATATTCGCGTAACGGCAACATTAAAAAAGCAACAATGCCAAAAGTTATA
+ATAAGTAAGTTTAATACCGTAGCAAAAACAGGTCTTTTAACCGATAAGTCAGAAAGGATCACTAGGTTTT
+GCTCCCGTTTTCAGCGGGAGTTTTGTTGGCCTTTTCCTTAGCTGACTTGCTTGCCTTATCTCCAGCCTCA
+GCCTCAACTTCAGCAACTTGACCAATGATACTGACAGCAGAGCCATCTCGCAGTTTAAGTGCCCCTTCAA
+CAACCACATGTTCGCCTTCAACTAAGCCTGATAAAACCTCTACTACACCAGGATGACGTCGACCAATTTT
+GATTGCTTTTCGTATCGCTTTCCCTTCCTTTTCAACAAAGACATAATGGATATCTTCAATAGGAATAATA
+CTGCTTTCAGGTAACTGTAATATATTCTCTACTTGTAATAACACACTAATATTGAGCAACATGCCTGGGT
+GAAGTTTTAATGCTTTATTACTGATAGTGGCGCGCACTTTAATACTTCGCGTACTTGAATCAATTCGGCT
+ATCAATGGCCGTTATTTTACCGATGAATTCTTTATCTTTATAAGCGCTGTTTACCGCACTCACTTGTTGT
+CCAACATGAATATGGGTTAGTAAACGCTCAGGTAAGTGAAAATCAACTTTGATAATACTCAAATCATCTA
+AACTAGTAATGACATCACCGGCATCAATATAAGCACCTTTACTCGCCTCACGAAAACCCAATACGCCAGC
+AAATGGGGCACGAATAGTTAAGTCATTTAATTTAGCGCGTGCACTAACGAGTTGTGCTTCAATCGCCTTG
+GTTTTTGCTTCTTGTTGCTCGACTAAAGATTTTGAAGTAGCTCGACTGGCGAGTAACTCAGATAGTCGTT
+TTAAATGCGCCTGTGACTCTGACAAATTGGCTTTTAATTCGTTAACCTTTGCTAGCTCTTCTTGGTTATT
+CAACTTAACTAACTTAGCGCCTTTCTTAACTCGCTCACCATCATCAAAGTAAATCTCATCAACAAGGTCT
+GAATATTTACTGGTAATAACAACTTGCTCATTGGCTCTCGCTGTACCCACGGCTTCAACGCTTTCAATAA
+ATTCGGCAAGTAATACCGGCACCATTTTTACCGCAACGACACGCTTGAATGTACTTTTTTCTTGCTTAGC
+TTCTGGCCATTGCAAATAAGTAATTAAGGCCACTAGGATGGCAACGATAATAAATAGGGGTAAACGGCTG
+ATGAGAGTCGGAGTACTTGCAGGTGCTGTAGACACAGACTTATTTGGCATAAAATTCTCTAGTAGCATAT
+TGATAGTGAAGTATAAAGCGTATATACCCACACTACATGAAGATGCAGGTTTCAGCTGGAATTAGAAACA
+CCTTTAGGCAAGGCATTGATTGAAAAGAATAGTTATTCTATTGTCGAAATCAATAACGTAGCATAAAGCG
+TTTCTAAATCAGCCCTACGGGGACTCCTGAGCAATTTATGCTCTTCGTTGCCTCTTTTTTAAGGACGCTA
+CATGGATGTAGCTTATTAGAGAATGCAGGAGCATATTCTCCCGAATAACCATTAATAAAAAGAGGCGCCT
+TGATCATAAGACGCTCAGGTACCCTGAAATATGCAGCTTCAAGTGGTTTGGGTATAGTTGTACACAAATA
+CTATAACCTATAGCCTACTTAATAGCATTTACCTAGACGGTAACTTAGCTTAAAATATTAACCACTTAAC
+GCAAATTAATGCAAATGAGATAACCCCTTGAACAAATTAGCCGTACTAGCCTTTGCCTTATTATTATTTT
+TTAGCACCATGTTATGGTATCTCGCCAATAGCTCTTTAAATGATTACCTCAAAAGCCAAGTGATATTGCA
+GAGTCACTACTATAGTTCTCAAGAAGCAAAACTACTCAGTGCTGATTACTCCGATAATACCGGCATCACT
+AACTTCACTGACTTTTCTCTGAGCAATATTGATGGCTTAATCCAGCCTTTACTTTTTAAAGCAGATACTA
+TTAGTGCACAACTGGCAAAAGTACCTACCCGCCAGCTTGATTCGCCCAGCATACAGAAAAAAACAACCAC
+TATTGTTCACATTGAAGAACTTCGCCTAGGCAGTTTACAGGCTTGGTCTGAGATTTCTAAAACAAGTGAA
+ACAGGTAAAACTAATTTAGAAGTTTTGTTTGATCGCATTAATGCCCAGCTAGCCACTGATTACCCCGCTT
+TATATCCACAAATCAGTGCAGGACTTTATGCAAAAATGTACCCTGAACGAAGCGAAAAATTGGCCTTAGA
+GGAGTTAGACACCAAGCCACAAGTACAAACGGTTGAAACCAACCAAGCGATAATCGCCTCCAATGAAGCT
+AAGCAGAAAAAACGCTTATTAGGAAAAGCATTAACACGAGTAAAAATAAGTTCAGTGATTATTGATGACT
+TGACCCTAACCGTTATTAATGAAAATAAAACGCAAACCAAGCAGTTTAAAAATATACAGTTAGGCAGTTT
+TGGTAATGAAAATGGTCTAGAGAGTAATCAGTTGGGTGGAGAGCTACTTAAACAAATACTTTCTAAGTTA
+ATCAAATTAGAAAACTCTAATGCCATGAAAAATTAGGCTAATTAATATAAGACCGCTTTAATAAATCATT
+GGTCTATACCCGTTACCATTCAAAGTGCAGGTTTTCAGTGGGAATTTAAGTGACTTTATAATGGCGCTAC
+ATGGATGGTGTTATTAGAGAATGCAGGAGCATATTCTCCTGAATAACCATTATTTCATCACAGCGCCTTG
+AATTGAAATTGCTCAAGCACTCTGAAACCTACATCTTGATTGGTAGCGGGTATAACTTATATAGTTTAGT
+TTACTAAAAATTTATTAAAGTTCATTCTCTGCTGCCGATATAGATCAAAACAATAACGTTTTATCACTGT
+TATTATTAACTTAACCACTTTAAGTTGTGCAATTTATGTCATCTACTATGAAACAATTAATTACCGTTAC
+CGACTTGAAGGGTAATTATACCTATGTAAATCAAGCATACTGCCAAACAACTGGCTACCAAGAAAGTGAA
+TTACTCAATACTGATACTCGTAGTTTAACTCATGAACAAATGCCTAAAGTTGTGCTTGATGAGCTATCAG
+CAACCTTAGCAAAAGGTTTTTCATGGCACGGTTTATTAAAGCTAAAAAGCAAAACAGGTAATAAAATTTG
+GCTAGATGTTTTTATTACCCCGCAATACAGTCAAAATAAAATAACGGGTTTCCAATGTATTAGCTCCATC
+GCAGATACTTCACTTACGAGCAATGCAGAACAGATCTATCAAGCACTAAATAAAAATAACAACTGGATAA
+CCTTTGAGTTTACTAAAAACCATAAGTTTGCTTTTCTAGTTTTACTGTCCATTATCGCGCAAGGCTTTAT
+TTTTACTCAGCTAGGCTTGTTCGCCTCCATTGTTGCAGGGCTAAGCGCCATTACCCCAGTTCTCGTTTTT
+TGGTCTGATATCATTCCGACCGCTATGCGTGCCCAGCGTATGCAGAGCGTATTTGACTCAGTATCTCGTA
+AAGTGTATTTCGGTAAAGGCACCGCCAGCGTTTTTGATTTTAATTTCTTACTGTTAAAAACCAAAATCAA
+AGCCATTATTGAGCGTACGCTTGACGCAGCTAAACCAATAAGAGCCGTTATGGCAAAAGTAAGTCAAGGT
+TTAACAGATACTAGAACAACATTAGCACAGCAGAAAAATGATTTAGAACAGCTCAGTACCGCAATGAATC
+AAATGCAAGATTCTACGCAAGATATTGCACAAAACACGGTTAATGTTGCCAGCGAATTAGAAATCACTTT
+CGAACATTGTGAGCAATCTCAGCAAAGTATTTATGAAACTAGTGACAAAATAAGTCATTTAGCACAATCA
+GTAGAAAGTGCATCAAGCTCAGCTGATAGCTTAACGCAGTCGGCGAATAACGTCGGTGCCTTGATGGAAG
+AAATTCAATCAATTGCTGACCAAACAAATTTATTAGCATTAAATGCAGCTATTGAAGCTGCACGTGCAGG
+TGAACATGGCCGAGGTTTTGCCGTCGTTGCCGATGAAGTACGAAATTTGTCATCACGCACTCAAGATTCA
+GCTGTAAAAATTCATCAACGCTTAACCATTATGCTTAATACCATAGAGGAATGGGTCGCCTTGATGAATA
+AAAATAAAGATGAAGCGCAGTTCTGTGTTGATAGTGCTCAAGCGTCTCATCAGCAAATTAATTCAGTAGT
+CGAAAAAATGCAAAATATTAACCAAGCGGCAACTCAAATAGCCACAGCAGCTGAAGAGCAGTCTCACGTA
+TCTCACGAAATAAATAGCCACTTAACAGATATTGCACAAAATACCGAATCGACTTGGCAGCAAACTGACA
+ATGTCGCCGAGCAAATGGAACAATTGGCAAAAAGTGTTGATGATATTGCCGACCTGGCGAGCACCTTTGT
+CCCCAAGAAGTAGGTAAATAAGGAACTGATCATGACTTGGAAAAACACTCAAAATCACTATGGTTCGATT
+TCAATTAAAATGCACTGGTTAATGGTGGTTTTAATGATTTTTGTTTTTGCCAGTATTGAAGGCAGAGTGT
+TTTTTGAAAAAGGTACCGAGCTACGAGATCTCTTCAAGATGTGGCATTTCATGCTTGGTTTATCGGTATT
+TATTTTAGTCTGTGCGCGCCTCTATTTACGCAGTGTACAAGTTATTCCCCAAATAACCCCGCCACTTTCA
+GTTATTCAAGCTAGGGGCGCCCATATGGCGCACTTGGTGCTTTATGTTTTCATGATTGCCATGCCAATTT
+TTGGTTGGTTTGTGCTCAGTGCAAAAGGCAAAGTCATTCCCTTTTTCGGATTAGAGTTACCCGCTCTTAT
+TCCCTATGACAAACCTTTTGGCAAAGTATTAGAAGGCTGGCACAAAGAAATTGGCTCATGGGGTTATTAT
+CTGATTGCCTTTCATGCAGTAGCAGCGTTAGTGCATCATTACATTCAAAAAGATGACACGCTAACACGTA
+TGTTACCGGTAAAGAAAAACCACTAAGGAAGCAGCTCTTCGCTAGTTTCTATGAAAACAGTTTTACTGCC
+ATCACAATGCAAGTCTGCTATAAAATGTGGCGAGCCATCATCATGGATCTCTAAATAACCCAAGCCACTT
+TTAGGTTGCAGACGTTGGTGACCTAACTTCAATTTCTGCTCTTGCTCATCAACCATTAACTTACGTCCTT
+TAATACGCATAGAGCGACGTTTTGTAAATAAATTAAGGGGGGAATAAGGGCCATAAAACCAACGATTCAT
+TCGGTCAAATAAACCAATGAGCGGTTGAGGGAATTGGTTCTTAATACCACTCGAAGTAATTTGCCAAATA
+TGGGGTGAATGGTGACGAAAACGCAATTCAATATCGTAAACAAAAGAGTAATGCACATCGCCTGAAAGAA
+TAATAAAGTGTTCTGGTGTTTTAGGGTGTTTGAAAATATTCAACAAGGTACTCGCGGCGCCTGGATGCGC
+CATCCAATTTTCAGCATCTACTGCTAAGGGGTGTCCTGCTAAAGTGGCAATGCGTTGAATAGTTTCAATA
+ACCTTAACACCAAAAATAGGTGCTGGTGATACCAATAAGATAGCGTTATGGCCTATCAATTCTTGTTGTA
+ATTCACATAAAGCTTCCCAATCCATTAATCCTGAAGGGTCATCCAACGCTTGTTCTGAGCGCCAGCGACG
+CGTTCGACTATCAAGCACGACTAACTTAGGCTGACTATCAAGGGTGTATTGCCAATGGGAGAACTTCAAT
+AGATAGTCAATAAACCTATCTTGCGAGCATGAGGCTTTCGAACTTAATCCTTGTGAATCATCGTCTTGTT
+GCGCTGAATTTGGTTCTTTTTGATTAGCATTTGCCACTTGGTACTCATTAGCAACTGCATAAAAATCCCC
+TTGAAATTGTTTAGGATCATTACCCCAACCTTGGCATAACCAATAAGCAAACAAACTATTGCCGATAATA
+CGTTTTGCCAACGGGTCTTGATAAGCAGCCTGCTCCCATGCAGCCGTTAAATTCCAATCATCGGTAACAT
+CATGATCATCAAAAATCATGTAGGTTGGTGTGTGCGCAAGTAAGCGCTGCACTTTATCTAAACCACTAAT
+AAAACCTTTAATTGCGGCTAACTCTTGCTGATGAATCGCTTGGTATTTATCAGGGACAATAAAATCGTCC
+AATGTCACCTGCTGCCATAGGGTCGGTGACCACACTAAAAAGTACATTGCCATATTCTCAGCAAAGGTCA
+TCACATGATTGTGAGCATAGGTGGAGGTAAAAATGGCTTGTTGTTTTCTTGATGTAAAAAAAGCGGCGGG
+TGAATTACTTTTAGGTAACAGTAACTCCCGTTGAAAGTATTGTTCACTAAACTGATAAAGCTCACTACCG
+CAAGTAATGCCTTGTTCAGCTAAATTTTCATCACTAAAACTTTCATCATTTAATCCTAATAAAGCGATCA
+CTTGGTGAATTGCATGGAGTGTTACGCCGGCAACATGATCAGCATAAATTTGATCGCCAGACATCATCAA
+TAACGCCGGCCTTCTTTCAACATCTGATAAGGTTTTTCCAACTAATTGATCGCCTGCTAATAAGCTATCA
+GGGCTCTCATGATGTGGATTACGACAAGACCCATGAAGTAAATTATTTATATTCTCTTGGATAATAAAGG
+AGGGGCGACTTTTATTGCTATAGGCTAAATGCGGAATAATATCAGCTAGGCATTTACTACTCTCTTCAGC
+GCGAGTAGTAGCGCTAATATCGATACTGTCTTGAGCCTTATTGTCACTAAAACCAAAGCTATCACTTGAG
+TTTACAAGTCGTAAATCATATTCAATATAAGTCTCTGCCGGTAAGTTAATACTTACATCAAATAAATGAA
+CAACAGCTTTTTCACCAACACGAAAAGTCGTTAAATTACTTTCATCAAGTACTGCGGTAAAGATTAATTT
+GTCTGTATCTACAGTATTTTTATATGGGGTATGTGTATCTTGGGACTTGGTTAAGGCGTCATCATAGGTT
+GAATTATCGTTACTTAGGTTTTCATTACTTAAGCTATCCTTACCTAAGTAACAACAGAGCTCTCCACGAC
+ACTCAAACGGACTAAGCCACCACAACACTAATTGTTGTGATGTTAAACGTCGTAAAATTGGCCCCACTAA
+AATTTCTGCTAACACCTAAGTCTCTATTATCTAGTTAAATTAGTTATACATTAACATAATGTATAACTAA
+GTTTATCTCGTAAACTCGCCTTAATAGCAAGATGAAATTGTTACCTTATGTGATTCCCCTCCGAGCACTC
+TATATTGTCTATTGAGCAGCTTACCACTGTTACCTTGTCACAATGCTGTTACAAATCCTTCATCGTTGAT
+TCATCTTTACTTTACCAAACTGTCATTTTAAATCACTAGGATACTGAGGAAGTTAATGCATGCGCATTAA
+CTTCCTAACTTCTAACCTTAAATTAAAAACAAAGGAAGCACTATGAACTCAATGTGGGTTTCACTTTCAG
+CCTTGTCATCATTTTTACTCTCTAGCGTCGCCGTTGCTGGCGTTTTACCCGACGTACAAAAAAACAGTCA
+GTGGTTTGCTGATGGCGAACAATCTGTTATCGCTAAAACGAAACTAACGCCGCGTAATAAAGCAAAAAAC
+GTCATTTTATTTGTCGGTGACGGCATGGGTTTATCTACCTTAACCGCGGCACGAATTTTAGCTGGACAAA
+ATGAAGGTAAATCAGGAGAAGAAGGTTATTTAAGTTTTGAAACCTTTCCTTATTCAGCGCAAGTTAAAAC
+CTACAACGTCGACGCTCAAACGCCAGATTCTGCTGGTACCATGACAGCCATGATGTCAGGCGTAAAAACA
+GATGTCGGCGTTATTGGTGTGGATGAAGATATTGCCCGAGGTGATTGCTCCACAGTTGCAGGTAATGAGT
+TAGTGACCTCACTTGAGGCTGCAGAAATTAAAGGTTTATCAACGGGCATTATTTCAACGGCGCGCATAAC
+CCACGCAACGCCTGCTGCTACCTATGCAAAATCTGCCGATCGCAACTGGGAAGATATCTCTGACATGCCT
+GAGGCTGCAGTAACGGCTGGTTGTGTTGATATTGCAACACAACTTATTGATTTTGAGAAAAATTTAGAAC
+AGCGTTTCCCTGGCATTGATGTTGATGGCATGGAAGTCGCTTTTGGTGGTGGTCGTCGCCATTTCCTTCC
+TAAAGATGAAAGCTTCAACAGCGCCGATGCCAGTAGTGCTATTGAAGGTGATCGAACTGATGGCATTGAC
+CTAACAGCCAAGTGGCAAGAGCAGTATCAAAACGGTAAATATGTTATTGACCAAGCGGGTTTTGATGCTA
+TTGATGCCACTAGCACTGAGCGCGTATTAGGACTTTTCAATGAATCTCATATGCAATATGAAGCAGACCG
+CAAAAATGATATTGCTGGTGAACCTTCATTAACTCAGCTAACTAGCAAAGCCATTGATATTTTAGATAAC
+AATGACAAAGGTTTTTTTCTTGTGGTTGAATCTGGACGCATTGACCATGGCCATCATGCAGGCTCTGCCT
+ACAATGCATTGACCGATACCATAGAGTTTTCAAATGCTGTACAAGCAGCTATCAACAATACTAACCCCGA
+AGAAACCTTAATATTAGTGACTGCGGATCATAGTCATGTATTTACCATTGCAGGTTACCCTAAACGTGGC
+AATCCGATATTAGGCAAGGTAGTTAATGTTGGTGATACTGAGCCGGCACTCGCTAACGACAATATGCCAT
+ACACCACCTTAGGTTATACCAACGGTAAAGGCTTTAGGAATTTAGTTAATGAAACCAATGCCGACCTTGC
+TTATAACGATGATGCCGTTGCTGGTCGTCAAGACTTAACCACTGTTGATACAAGTTCAACAGGTTTCCAT
+CAAGAAGCAGCAATACCATTGGGTTCAGAAACCCATGCTGGTGAAGATATCAGCCTACATGCCTCAGGCC
+CTGGTGCTCATTTAGCACAAGGTGTTATCGAGCAAAGTGTTGTTTTTCACATCATCAATCAATCTCTTGG
+CTTAATTGCTCAGTAACTTGCTAATAGAAAGGAATTAACAATGAAAGCCTTAAATAAAAAATCAAATAAA
+ACATTAAATTTAACATTAAAATTAACCTCATTAGCCGTGTTAGCCGCATTAGCAGGTTGTGATGGCAGCG
+ACGGAACAAGTGGTGATAACGGTACCCAAGGTACAAGCAGTTTAATCAGCCAAACCTTAGTTACTGTTGG
+TCACGAACAATGTCTTAACGGTGGCGTACAAATTGATTCAGGCTTAGATAGCGATAGCTCAGGTATTTTA
+GACGCGGGTGAAATTACAACAACAGAGTTTGTTTGTAAACCAACAGTGACTCAAATGCAGGGTTCATCAC
+TGACCGCGACGACCAATAACCTTTGGTATGAACAAGGACAAAATATTTTAGGCCAAGCGCAGTTAAATGC
+TAAATCTTTGGTTAATGCTCGCGGTAAAGCAAAGAATGTCATTTTATTTGTCGGTGATGGCATGGGTTTA
+TCAACCGTTACTGCCGCACGTATATTAGCAGGACAGCAATTAGGAAAATTAGGTGAAGAACACGAGTTAA
+GTTTTGATAAATTCCCTTACTCTGGTTTTGCAAAAACCTACAATGTTGATGCACAAACGCCTGATTCTGC
+TGGCACGATGACAGCGATGATGTCAGGTGTTAAAACCGATGCAGGCGTCATTGGTGTTGCCGAAGCCATT
+AAGCGTGGCGATTGTGCTACTGCATCAGGTAATGAACTGGTTACAGCATTAGAATTGGCTGAGATTGCAG
+GGAAATCAACGGGTATTATCTCTACGGCTCGTATTACTCATGCAACGCCCGCAGCAACCTATGCTAAATC
+TGCGGAGAGAAATTGGGAAGATATTTCAGACATGCCTGCCACAGCTATTGCCGCTGGTTGTGTTGACATA
+GCGTCGCAGCTTATCAGCTTTGAAAGTGATATTGAGAGCCGTTTCTCCGGTACTGATGTTGATGGTATCG
+ACGTTGTGCTAGGTGGCGGAAGACGCCACTTCTTACCAAAGGACGCAGCATATAATACCGCTGATGCAAC
+CAGTTCTGTTGAAGGTGATAGAACTGATGGTCGAGACTTAACGGCAGAGTGGCAAGCGCAATATCCAACG
+GGTAGTTTCGTGATTGACCAAGCGGGTTTTGATGCAGTTGATAGCAACGCTACACAACGTTTATTCGGTT
+TGTTTAATGAATCACATATGCAATATGAAGCCGACCGTAAAAATGATATTTCGGGTGAACCTTCTTTACG
+TGAAATGACCAATAAAGCTATTGATATACTTGATAATAATAAAGAAGGTTTTTTCTTAATGGTTGAAGCG
+GGTCGCATAGATCATGGCCATCATGCAGGGAGTGCGCACGGAGCATTAACCGATACCATCGCATTCGCTG
+ATGCAGTACAAACTGCTGTTGAAAACACTGACCCTGAAGAAACTTTGATTATTGTTACAGCCGATCATAG
+TCATGTATTTACCATGGCAGGTTATCCAAAACGTGGTAATCCAATTTTAGGTAAAGTCGTGAGTGTAGGA
+AAAACTGAACCAAGCTTAGCAAAGGATGGCATGCCTTACACCACATTGGGTTATACCAACGGTAAAGGTT
+TTAGAGATTTAGGCTCAGAAACTGATGCCGATGAAGGATATAACGGTGATGCGATAACAGGGCGTCAGGA
+CCTCACTCTGGTTGATACAAATTCAGCAGGTTTCCACCAAGAATCTCTAGTACCAAGAGGCTCAGAGACA
+CATGCAGGTGAAGATGTCGGTATTTATGCAATGGGACCTGGCGCTCACTTAATTACCGGCACAAATGAGC
+AAAGTGTTATTTTCCATGTAATGGATTATGCCGCTGACTTAGTAAAAAAAGCTGAAAAGGCAATGAACTA
+ATTCGCCATTAATCAGCCTGTTTAGAAGTAATATAAAGAGAAGCTGCCACGTTTTGTAAAAAACAGGCAG
+CTTCCTTTCATTTACTTTACTTTACTTATTTTACATTGTTTAACCAACTCACCTATTTCTTATGAGAGCA
+ATATTAGTATGAAAATTATCTCTGTATCACGATTAACCCTACTGCTATTCACAATATTAGGGGTGACCAC
+ATCAGTCAATAGTACCGCCGGCGAATGCAAAATATTACCCAAGGTACTTAGCGCTTATTATGATTTTAAC
+CAACAGAAAAGCAATAATAGTGAAGGAAACAAAATACAGATACTGGCAGCTAAACAAACACAATCATTTG
+AATTACACCGATACAATAATAGAGTCTTGCAGCGAGATATTAACCAAGGCGTTAATGATATTTGGTCGCA
+CAAGGGCAATCGTTTATCGTTAAATAGAGCTTTTGAGCAATACCAACACACCATTGAGTATCAATCAAAT
+GAATTAAGATATCAGCCGAAATGGCAAGATATTTTTCAATTAGTCGCGACACCTGATTTAGATAAAATGC
+AGCTTGTCGAGCAAAAAAATTCAGGTTGCCAATTAGAACAGCATTATTTTCATAAGACTAAAACATCAGA
+ATATCAATTAGTTTGGTTACCTAACCTTCAGTTAGTCAAGTTCTTCGAGCTCAAGAGTCCAACTTTGACT
+CGCCAGTGGTCATTAACAAATTATCAAGGTAGCGTCGAACAAATCGCAGTACTCTTTGCTGAATATTCAC
+GTTATCAAAGTACTGATTATGCCGATGTTGGCGATAACGAATCAACGCCATTTTTAGCAGCTATGATTAA
+TCAAGGGTTTTCAGCCAGCCAGAATACACGGGCTCTACACACACATCATGAAGCACATTAAGTTCAGGGG
+TTTCCTATGACCAAGGAGTGATGTTGAAATAAGTCACGGAAATGACTTCTTTCAACGTACTTCTCAACCC
+TCTAGGTTATCACTTTTTAATAAACTTATTCGCTGACCAAGCCATATAAAGTATTCATCACAATGTCCAA
+TCCTTGGGTAACTTCTGCTTCATTCATTGCCGCAAAACCCAGCCGGATAAACCGATATTTTGTCCTAGGT
+AAGTCATCAGGCAACTCATTAAATCTACTAAATTCCACTTCGGTTTGTAAGTACACTTGCTGTGGAAGTA
+ACTTCTCTTTTAGCCCAATAATCGACTTACCGGTATCAAGCCATATTGCCATACCGCCAGCAGGTACTTC
+GAAATGTATTGGTAAGCCTTTATCTTGAAAGGATCTTAGCTGTTGAACCATAAAATCACGACGCTTTTGA
+TATAAACGTGTCATACGTCGTAAATGTGCTTCAAAGCCACCTTGCTGCATCCACTTAGCCACCGCTTGTT
+GAACTAAAACATTACACTTATGGTTCATTACCATTTTATAAGCCGCCACTTGCTCAATTAGGGCATTATT
+TGCCACAACATAGCCAATACGTGCGCCACCAAACATCAGTTTTGAAAAGGTAGATATATAGATAACCAAA
+CCTGCTGGATCATCAGCAGCCATAGGTGCAATCGGCTGGCTGTCATAATGAAATTCGTGATCATAATCAT
+CTTCTACAATGGCGACACCGTATTGCACCGCTAATTGATAAATTTGCATACGCCTAGAGATATCTAAAGA
+GACAGTCGTTGGGTATTGATGTAATGGCGTAAGATAAAGCAACTTAACCTTACCTTTTGCAAATACTTGC
+GCTAAATGCTCAGGATTTATGCCTCGCTCATCTTGTTTAACAGCAATTAATGTCGCACCTGTGCGCTCAA
+AGGCAGCCCAAGCTGGTGGATAACCTAACTGCTCAACCGCAACTTTATCACCGGGTTGTAGAAGTAACTG
+TGAAATCATATACAAGGCTTCTTGTGAGCCATTGCAAATCATCAACTCTTTATCAGTAATCGAGCGAACG
+CGTCGTAAATACGTGGCTATTTCCTCAATAAGCTCAGCTTCTCCGCGACTATCACCGTAACTTAAATCAT
+CTATTTTAGGACGCTGACACGTTTGTGAAAAATGACTTTTAAACTCATCAAAAGGAAATTTCCTGATATC
+AGGCTGGCCACCAGAGAAGTTATAAGGATATTCGCTCGCTTTAACTTTCGGCGTAACAGCAAAGGTTTGT
+TTGACTCGAAATTTCCAGTCAAAACTTTGCGGTGTTTTCGCCACTTTATTTATTGTACGACTGCCTTGAA
+TTGGCAGGTTTTCTACTACTCGATAACCTGAACGCTCTCTTACTTCAACCCAGCCTTGCGCTACTAACTC
+AGCCAAGGCCGCCATAATAGTATGACGATTTACCGATAACTGCTGAGCAAGTTTTCGTGCAGAAGGTAAT
+GCTTCTGTCGGCGCAATCTGTCTTTCTCTAATCGCCTTTCTCAAGGCATCAGCAATCGCCAAATACTTTG
+CTTGCTTCGATGACGATTTATTAGGATCCGAGTTTTCATAAAATACTTTCAACGTTAACGCTTTCAATCT
+GGTCTACCAAGTTATCAATATCTGGTTGTAGTAGTTATACCAAAACCAATCATAATAACAAGCATAATAA
+CAACTATTACCTAACCTTTTATGGAGCAACTTATGTTAAAACCAAGGCTAAAGCCAACCACGTTAGAAAC
+CAGTTTACTAAAATTAGAACCAATGAACTTGCAACACTTAACAGGTTTTTTATCGGCAGGAAATCACTCA
+CAAGTATGGCAGCATATGCCAATAAATCGTTGTCAAAATACAGAGATTGCAGCGGCGTGGATGAAAGAAG
+CAATTGATGAAATGACCCAAGGTTTACAGATCGCCTTTGTCACCATTGATAAGAGAACTAATAAAATAAT
+TGGTTCAACACGTTTGTTTCGATGTAATGACAAAGATAAGAGTATTGAGATTGGTCATACGTTTATCACC
+CCTGAATTCCAGCGAAGTTACGTTAACTCTCATGCAAAATACTTAATGCTAAAACATGCCTTTGAACACT
+TGGGCATGGCGCGTGTTGAAATTTGTACTCATGAAGATAATCAACAATCTCGACAAGCGATTGCCCGTAT
+TGGTGGTCACTTTGAAGGTGTTTTAAGAAAACATCGCCGAGCACCGAATGGTAACTATAGAAATACTGCA
+TTATTTAGCATCATTGATGATGAATGGCCTCAAATAAAACGACACTTGTTAAGCACAGGAAAAAACCAAG
+AGGAATTCAGTTATGTACCCAGCTAAGCATTATCAAACAAATGAAGAAAACATTACCCATTATCATGAGA
+TTATTGAGAGTAACCCCTTAGCAACACTACTATTTAGTCATGAATCAGAGATTGACGTTAGTCATATTCC
+TTGTCACTTTTCTCTCAAGACTTCTAACACGAACACACAGCAACTAGAAAGAAGCACGCTTACGGCTCAT
+GTGAGTAATCATCACCCGTTAGCCAAAGTGCTACAGCGTTCATCAACAGTAGCCCTTCAATTAGTTTTTC
+ATGGTGAAGATGCGTACATATCACCACGGGATGTTTCTAAGCAACATAGCCATGCGCAAAGCGTACCCAC
+TTGGAATTATGCCAAGGTACATGTATCTGGTATCGCCCATGAGGTAAAGGATAGTGATGATAAGTATCAA
+TATATGGCAGCGAGTACCGCTTACTTCGAGCAACGTCGTTCGACAAACAACATCGATAAGCCATGGTCTA
+TAGAAGAGGCTCCAGCAATTGCCATTAAAAAAATGCTTAATGCTATTACTATTTTTAGTATTAATATTAC
+TCACCTTGAAGGCAGATTTAAGCTCAGTCAAAACAAATCGAAAGCAGTACAAAAAGAGATAGCAGAACAA
+TTAACAACAAGGGGTGTTGAAGAGCTAGGACAACTTATGCTTGCACTTTAACAGAATGGAAAAGTGATTA
+GAAAATGAAAAAGGCTAATATTCAAGGCATTGAATATTAGCCTTTTAGTGGTAACTGAGAGTTAACTAAA
+GTTTCTAGTTAAAGTGAGACTTAAAAATAATAACCAAAATTAATATTAAATCTTGTTTGCCAGTCATCAC
+TATCGCCTGCCATGGTGCCACCGACAAATGGCTGATTTTTTGCTCTAACCAAATCAACGTAGGTATAAAG
+TCCACCCGCTGAAATAGCGACGCCCAAGACGTTCATAATAGTGTCATTATTAAAGTCGCCCGACTTATCT
+GTCATCAAATTATAATTATTATAAAAATTTAATGAGGTAATAGGTCCAAACTCAACAGGTTGTAAGTAGG
+CAACATTAACAGTATAAAGCTTGGCTTCACTTGGAATGGAATCATAAAAACTGTAAGCTCCAACCGCAAT
+GGAGGGCGAGTATTCATCAAAATCATACTCATAGTCGGTATATTGTAGCTTTACGTTCCAACGATCAAAT
+TGTGCATCACTGTGTATCGCATAAGCAGTTCGTTCACCTATGGATGAGCTTGAGTCACGCAAATCACCGC
+TTAAGTAAGAGAAGCCCAGTTCAACATTCGATAACTGATAGGCATAACGTAAACTTATTGTATTATGCTC
+GGCAGCTGCATTGTCAGGTTCGTCATAAATACCTTCATCATTAGCACGAACACCAACAATATCGTAAGAG
+TATCGATCTGATCTATCATCTACGTAGCCATCGATGCCGCCCATTTCATCAGTAAAGAAAAAAGCGATCC
+TTAAATCATGTTCATCAGTTTTTCTAATAAACTTTATACCCGCATCATAATCATCTTCTAAACCAACATA
+ATAATTACTACTAAAAAAGTAATTATGTGAGTTGTAGTTCAAGTTACCAAATGGCACACGTGTTATACCT
+ATTTGACCTTGCCATTTTTCATCAAAATCATAACCGGCCCAAGCATGATGAATTACATTCATGTATTGAA
+ACCAGCGATATTGAGCAGATAAAATTACCCCGCCAACTTCACCATTTAAATCAAGACGGAAAACATCAAA
+ATCTAAATCGCCTCCTCGGCTAGTATTATCATCATTATAGTCTTCATAAGAATACTGAAAGCGGACTGCC
+CCACCTAACTTAATACCCGTATCTTCTTTTTTATCTACTGTTAACTCTACTTCACTATCAGCAGAGTTAA
+CTGAATCTTTTAGCGCCTGTATTTCTTTTTCTAATTGATTAACTTTTTTTATTAGTGCTTCATCATCAGC
+TGAAAAAGATGATGATGAAAAACACATAAAAACTAAAGTAATGGCCAAGAATTTCATAATACCTACCTAG
+ATATATTTCATTAAAATATTGCGAACTTTGCTAATTATTACATATATTTACACTTTATATGAATATAGTT
+ACAGTTTTCCGCTAGATAGAAATATTCACTGTAAACTAAACAGTGAACATTAGTAGTCATGAAAATGTGT
+TTTCTCGGCCATTTTAATAAATAGAATTAAGCTGTGGGAAAATTTATTAAGACTTTGCCTATATCTGATC
+CCACCTAAAAAACTACCTGAACCGATTTGAATATTCTGCGGGTTCTAGACCTTACAGCGGCTCCATAAGA
+CAAAAGCTTATGCCCTTGTTAAAGCTTAATAGTTTTTCCTTATTTAAAGATCCAGCTCTAACGTATCTTG
+GGCAGCTCTAGAGACGCACAGACACATAAGCTTATTTACTTTGTCGGTGTTAGTTAGACATTCATCTTTG
+TGGATAACATTGCCGTTAACTACAGGAACAACACACGTTTTACATTCGCCCGTTTTACAACTGTAAGGCA
+CATTAATACCTTGAGCTAATACTGCGTCTAAAATAGATTCTTGGGCCGACACCGTAAATTGTTTTGAAGA
+GCGTTTAAGTGTCACAGTAAAGGGTTTTGCCGTAGCATCTATCTTATGCTCAAAACGCTCAAAATGTAGG
+CGTGTACTATCAATGCCATGCTGTTTAGCCAGTTCAAGCAACTGATCTATCATCTTTTGCGGGCCACAAA
+AGTAAAAGTGTGCCTTTATAGGAGAGCTAGTTAATAGCTTTTCTAAATTTAGTTTATTGCCTTCATCACT
+CGCGTATAGATATAATTTATCGCCTAGTTGCCTGCTTAGTCGATCACTGAAGGCCATTTCATCGATTGAG
+CGACCGCAATAATGCAGTGAAAAATCACGCTGCTGACTGGTTAGCGTTAAGGCCATCGCTTTAATGGGGG
+TAATACCAATACCACCAGCGATCAACACAACAGGATCTGTTGACTGTTCAAGGGGAAAGTAATTTTGCGG
+CTGTACACAGTTTAACCTGAGCCCAAGTGTGAAATATTGATGAATAACCGCAGAGCCACTTTCTTCAATA
+TCGCTATTATCTACGTTATTGTCTTCTTTCAACTCATTATGATCATTTAGTACGGCAATTTCATAACAAT
+CAGTTCTACTGGGATTTGAACAAAGTGAATAATGTCTGTGCGTAACTTTCCCATCATTTAATACTACAGG
+TATTGCCAAGTGTGCACCGGCCTCAAAAGCAGGTAATGCCTCACCCTTTACATGTCTGAGCTCAATAGCT
+CTAATACGAGGGGTCAATTGTCTAATACCACTAATAACTAACGGTAACTCTCCCTCTCCAGATATTTTCG
+GATAATCAGGTAAGCTTACTTTGGCTACTGCACTGTTTTTTGATAAACCTTCACCTGATGACGAGGCAAG
+CTGCTGCGTTTTCAACTGTGCTTTTAGGTCTGAAAGCTCATTCGTTAGCGGAATAATTAATGACTCAATT
+TCACTTTCACTATATCTAGGTGTTATATGCTGTGGGCAGTTCCAATCAAATGCTTCGACTTTAATAACAA
+AACCTCGCTCTACTTTAGCTCGATAATCATCATCTTCAAGACTGGCAAGTGTTTGCCAATCATCTTCAGC
+TACTTGACTGATTCGTCCCATCAATTTTAAGCGACGTTTATTTGGATAATCGACAAATATCAAAGCAACA
+CGATCATTATTACGGAAATTTCCTGCACTTACATACTGGCGATTACCTTTATAATCAGCAAAACCTAATG
+TAGAAGCATCAAGCACCTTCAAAAAACCTTTAGGTCCGCCACGGTGTTGAACATAAGGCCAATCGGTTTC
+ACTAACGCTGGCCATATATAAACTATCTCGTTGGGCAATAAACTCGGCTTCAACTGCGGATAAGAGAAAA
+TTGTAATCCTCACCTTGGTCCATACTGGCATAACCTGCTCGGCTATTCTGCTCTTGCTGCATTGCTCTTA
+CTGTCTCAGTAAAGGCTAGTTGTGCGTATTTATGTGCCATGGTCGACTCCTACAGGATCATTAAACTGAT
+TATTAGACTAAGTAAATGGTTACACTATGTTGACAGCTGATAATTGTTGTTAGCTATAACGTTTTGATAA
+CCACCTTTTACTGAATAAAACTTTCAAATTGAAATAATTCAAATGAACTCCCTGTTCATTTGAACTATTA
+TTAAGATGCTTTTTGCAGGGAAATTTTAGGAAAATCGATAGCTACACGACTTGCCTTACCCAAAATATTG
+GTCATGATATTCATGCCCACATGAGTAATAATTTCAACAATCTCAGCATCTGAATAACCTGCATTACGTA
+TTTCAAGTAACTCAGCAGTGGTCACTTCACCGTTGTGCTCAGCTAAAGAACGCGCAAACTTCACCGCGAT
+AGCTGCTTGTGCATCTTGACTACCACCCGCTCTATTTTCAGCCATTTCATCTTCCGTTAAACCAACGCCT
+TTACCTATTGCAGTGTGCGCCGAAACACAATATTCACAGGCATTTTGTTCAGCTAAACCTAAGGCAATAC
+GCTCTTTAGTTTTAGAGGTTAACTCTCCCTCGTTAGCTATAGAGTGTAAACCTAAAAATGCTTTTAAGGC
+TGCAGGTGAGTTTGCAAATACTTTTAAAAAATTTGGTACCATGCCGAGTTGGCTTGTTATCGCAGCATAA
+AGCTCTGCTTGTTCTGGATTTGCTTGCTCTGGGGTAACTAAATTAATACGACTCATTGTTCTTCCTTATT
+CTCATTAAAATATAAAATATGAACTGACATATAACGTTATGCTCATGTTCATGATGGTGTTAATAACTAT
+CTTTCAACAACGCACTGTCGGTTATTACTCTTTACTACGTTGCAATATTACGCTTAGTTATTGTCATCTC
+ATCTGATGATTTAATGCGGCTAACCAAGCGATGAAGCTATTGTGAAACAAAACGGTTTAATTAAGAATAA
+GCATGATTTACAATTAATTATTTCAAATACTGAAATAATCAACGAAGAGACAGACAATGGATACATTCCA
+CTTAATGAAGGTTTATATTGCCGTTGCTGAAGAGCAAGGCTTCTCAGCGGCGAGCAGACGCCTCAATATG
+TCTGCGCCCACGGTTACCAGAGCAGTCGCACACTTAGAAGAGACATTAAAAGTAAAGTTGCTCAATAGAA
+CCACGCGTTATGTCAGAATGACTGAGGCTGGTGCTCGTTATTTGGAAGATGCAAAAAGAATTTTGCACGA
+TGTAAAAGTTGCCAACGAAGCTGCGTTAGGTATCAACGCTACCCCACAAGGAAAAATTAGCGTTACCGCC
+CCAGTACTTTTTGGTCAGCAGTTCGTATTGCCAACGATCACCGACTATTTAGTGCGTTATCCACAGACAC
+AAGTGAATGCTGTTTTTTTAGATAGGGTGGTTAATTTACTCGAAGAAGGTCATGACGTTGGCATTCGCAT
+TGGTGAGCTACATGATTCAAGTATGCGTGCAAAAAAGGTCGGTAACGTTAGGTTGATACTCGTTGCATCT
+CCTGAGTATTTAGCGAAAAATGGTATTCCAAAAAACTGTCAGGAGTTGGCTCAGCACACACTTATTGCGG
+CTAATACCGGTAGCCTAAATCCGGATTGGCAGTTTCTGGTTAATAAAAAAAATCAAACAATAAAGATCAA
+CCCTAGGTTGACCGTTACTACAAATCAGGCAGCAATTAATGCGGCAAAAAATGGTTTAGGAATAACCCGA
+ATTATTTCATATCAAGTTGCTGAAGAGCTTAAAAATAATAAGCTTAAAATACTATTAGAAAATTTTGAGT
+ATCCTGCCAAACCCATTAATATAGTTCATAGAGAGGATAAATTTTCTTCCGCAAAAGTCAGAAGTTTTAT
+CGACTTACTCGCTGAAAATCTGCAAACTAATTCCGCTTTAAACTAATATTTTTCTGAACAGTATTCTCTA
+ATACCACTTTGCTGAAGTTAGTCTTTGAGAATCTATACCGAAAATATTTGTCTGTTTTATCTATAGCGGA
+CATGGCATATCAAACACATTCCTCTGACATTTTCCCGATAGCGGAGGTTCCCCATAGATAAGAACATGAG
+TATTTTGATGAGAAACTATTGCCAATAACCGGTTAAACATGAATGCGAACTAAACCACCAATTTAAGACA
+GTCGAGGATGCAGTAATGTTAGTGGAATAAAGGGAAAACGCTAAGAAATTCAGACCAAACAGAACTATAG
+GTCAATAACGCAGAAGTTCACTTTGGAAAATAATTAGTTCGGATTTTGTTAACTTAAAAGTACCTAACTT
+TTACCAAAAAGGGGAGTATCACATACCAACATGTGTTTTCATTTTAAGAAAAATGACGTCTATTTTACCT
+ATATTTTAATTGGCAGTGACTTTTGCCAATACATACAGACCGAGACTGGTTATTATTTTTATCAAACTTC
+AATGAGCGTTAAAACGAAAAATACAGCGCAATATGATTTTTCTCGTTTTAACTAATACCTATCCACTTTA
+ATCATTCGAAATATCTAATTTACTATGCTGAACTCTCAATGGAGATGTTATTCCACTTTGTATGTACATG
+CTTTGTGCTTTCTTGATATCAGAAAGGTTTCCTGATGATATGCATTTCCACTCATCAATCATATGGCAGT
+ATAGATACCAGACAGTTTTACTTTTCATATATGTTCCTTAGCGACAGTATTGCGATAACATATTTAAAGA
+TTAATTCAAAAAGGTATATCTAGACAAACGAATTTTTTTAAGTAATGAGTGAAAAAATTTCACGTATATA
+AAGATCCTACTTCGATTAATGTGGAGTAGACAAACACTTGGATTATGAGCTTAGCTGCAGTCACATATTG
+TTCTCGTTCTGTAACTATACTTTGCTCTTTTGGGTATGGAATTCGTCTCAAAACGATTTTGGGAACGTCC
+GCTATACAAAACTTTTTAATTCCTCTGCCAACTTGCTTAGATCAACTAACTGATGTTCTGTTGAACTCGA
+CAAACACTCAAAACGTCAAACTCTTATTTCTTCTCTGCGCGCTTAGGGAACATTAGCACTAATAAAGATT
+AGCACCAGACAAAAAGCAGCTGAGGGTGTAATCGTCACTTGTGCCACAGAGAGGTCATGAATATTGTAGA
+TTAGTATCACTGTAAAATGTTTTTCTTCAAACTGCATATCGATAAATCGCCTTGTTGCAATGAAATTCAA
+CAACTATAATTAGAACTGGCGCATTTTATTAAAAATGCAAACTAGGTACTTAACGTATTATTATATAAGT
+GAATTATTACCATGATTGAACTTACGTTACAAAAGGTTGGCACTGGCTTTGGCGTTGAATTACCTCAAGA
+AGTACTTGACCAACTACAAGCTAGCGGTGGGCAATGTATTTTCTTAGAAAACATGTTTGACGGCAGCTAT
+CGATTGGCAAAGCATGATGAAAAATTCGTTGAAAATATGACGTTAATCGACGGCCAAATGCACGAGGAAG
+ATGCATAAAAATGACCTGCATAATTTTTAGGTCGCCAGTTCTATATTTTCTACAATAAAATAGTCTAGCA
+GGATAATAATAATAATTGCTGAGGCTTAATCTAACATTCTTAAATAATAGCTTTGTCTAAAGCGAGCAAT
+TAGGTAAGTCAAATTATGCCAAAAACCTGACCTTCAATTGATATGAAAAAGCAGCCATGTAAAGACTGCT
+TTGTGCTCAAACAGCAGCCCTTAAAAAGATATCGACATGTCTAATCGAATCCACTTTTTACAATCCTTGC
+CCGAACTCAAGCACCGTTTGAGATAGTATCTGTTTTGCCTTCTCTCGAGATAGACAGTTAGATAAAGGGT
+CATTATAAAATAATTCTTTGCTAATTTTTTTTTCAGGGGATACCCACATCATGTTGTCTAAAACAGCTTC
+AACTTTACAGCTAAAGCTCTCACCATTCATGATATAGAAAACTTTAAGACTATCAGTTCGATTAATTAGG
+TTCTTGTAGGGGTAATTTTCAGCCCTATCTACAGTAAAATGTTCTGCACCTGCTAAATTACAAAACAAAA
+AGACACTTGTTAAATACATGGTTTTAAATGATTTTACTAATGAGTCATTCATTTATTCTCTCGATTAATC
+TCTAAAGTGTAGATAACAGATTAAATATGATAAGGTTTAAAAACAAACGATATAAAATTAACTTCAATTA
+AGAAAAACTTAAGTATGAAATATTTACCACCATTGAAGTCCTTACAGTTTTTTCTGGCTGCGGGACAATC
+TAAAAACTTTAAACAAGCAGCCGAACAACTTAACGTAACGCAAGCAGCAGTCAGCCAACAAATTCGATCG
+TTAGAGGAAAACTTACAATCAAAACTATTTGAACGTACAAATAGACACACAATGCTTACCGAAAAAGGCC
+GAACACTACTACCTTTCATACAAAGAGCATTTGAAGAACTATCATCCGGTATACAAAGCATTACAGGTGA
+TCAAAACCCACAAGTTTTACGTATTTCTACAGTACATTCATTTAGTTCTCTCTGGCTAATTCCTAGGCTT
+CAAGAGTTCCAGAAATTACATCCTGAAATAATGGTGCAACTTGCTCCTTCCAGTGAACTTATTGATTTTA
+AACAATCACATATTGATTTAGCAATTCGTATGGGAAGAGGTGGTCACTCTGAGTTAGTACAAAAAAAAGT
+CTATGATGATAATCTGACATTTGTTGCAAGCCCAGAGTTACTAACTGGTATTAATAAAGACATCCCGGAG
+CAAGTATTTCGTTTGCCTTGGATAGAAGACACTAGTATTGGAATACAGGAAAGGTTTCAAGATTATTGTA
+AAAGCGTAAATATTAAATTTGAAACATTAGTACCCGTAATTAAAACGAATGACGCACTTCCTTTGATTGA
+TAGTGCTGTTCAAGGCCGTGGTTTCTTATTAGTAAATACTAGCTTAGTCATCGAACATTTACGCACAGGT
+CGTTTGGTCAAACTACTCAACTACTCTAGCAAAAGTCCTTATTCACTTTATCTTGTTGCGCCGGAACAAC
+AATTTTCATGGAATAAAGTTAAGCTATTTGAAGACTGGATAGTTCCTAAGTTACTAGAGTCATTCTCCAA
+TCTAGAAGTTCGCTAATAGCTCATGATAACGCTGAGTAAGTAAATAGTTATCAACAGCATAAATTTTTTA
+TTAAGCTTAACTAGTTTTTTACACAACAACTATAAAAGCATAAATTTATGTCGGCTATATGATTGTATAA
+TTGACTTTCATACTCTTAGGGATTTTCGTCTTCTCTACACACCAAAGGAGCATTAGCGCTGATAAATATT
+AGTGCTAAAGATAAACCGATTGGGGATTTCATCCCCCCGATGCAATGCCTTGTTAGCGGTATTAGTAACC
+ACCTTCAAGTTCTTTAGATACTATTTCAGAGGTTAATTCAGGTATGATTTGTTTTTGATTTCTTGCACAA
+ATATATCTAGATCCATCACCTTTACGACAATTATAATAACTACCCCAAGATCGGTTATCAGCAACAGGAA
+TTAGGTAAGCTATTTCTCCTTGCCCTATAGCATCATGACTTATTAAATCTCGTTCAGTTAAGCGCGCCTG
+CCGAATTGCCTGCATTAATTCAATTTTCGCTGTTGATTGTTCTGCCTTAGTAGCCGAGTGTTCAGCACTT
+TGAGCAAAGTATGCTGATAAAGCAGAAATTGCGGCAGGTATTATCGCTAGTATTACTGCTTGCTTAAATG
+TTAATTCCATCGCCATAAATACTCTCAGTGAAGTTTAGAAGTAGCTAACACCGACTTAAGCGGTAAATAT
+AGTTGGCAAAAGAAGAACGAAGTGAAAGCCAACTGTATTTTTCCGTTTGAAGTTCTTGTTATGTTTATCA
+ACTAATTTAAAATACGCTTTTCCATTGCTCAGTGTCTACGAACCACCGTTCCTCATAAATTTGATCACCT
+TCAAACTTGAACAAGACTGACAACTGAGAGGCTATCATCTTATCGGACTTCCACTCTACAATAGAGACAA
+TTTCATTTTCTCCTTCGAGCTGACGAAGCCCCGTAATTTCGAAACCTGGAGGCAGGATTTCCCCAAGATT
+ATCTAAAGCAGAACGGAATGCTTGTCGCCCCTTTAAAACATCAGCTTGTCCTGGCATGATGAATATCATT
+TTTTCTACATAGTCAGTTACTAACGTATCAAAATCTCCAGCACCAAGAGCTTCCCAACCACGTTGTACTA
+TATTGGCTAAATTCATTACTTTATTTCCTATAGGGTTTAAACAGTTTAACTATAGAAGTTATCCACTAAT
+ATTACTGAGATACTGAAACATATAGAAAACTATTCAAAGCAAACTGTCACTTTTACCACTAATCTGGAGT
+TAGCATTTAAGAGCTTATACTGACAATTTTTTGTATATTTTGACCTACAGTGGACATGGCTGAACAATCA
+CACTTATCAAATGGCCTGCTGATAATGGAGGTTATCATGAACTAAAATGTGACTTTTTATTATGACTTTT
+GTTAATGAATCGTTTGGCGGAATATGAACTAAGCACTATTACGCTAACTCACTTAGTTGGGCTTTGATAA
+CTAATCAGTAAGCATAAATAATGTCAGCTATGTATAAATATAACGATGGTTAGCTGACATATACGTCAAT
+AGATTAGCTAATGTTTTGTTGACGAGTACAAGCTATTACTTGAACACTTTGACAACATTTTAAACTCTTT
+TTGTAGCGCTTTACCTTCTTCTGTTTTCTCCATTACATTCTCCCCTGCTGCCCAAGATTGCATGTTTGGA
+TAGACATCAACAAACATAAACCCATTGTGATTTCCTACTCTAGGCTCCATATCATAGGAGTTAATCCCGC
+CTCCTTTAACATTAGCATTCATGAATTTTACCCATTTTTCATTCAATACTGCAGCATCTTTCATCGTTTT
+ATTTTCTTTCAGCTTACATTGCCAAACATCTACAATATGTTTTTCAGCGTAACAATTTGCGCTAAATATA
+AGTATTAAGGGGATCGTAAACTTTATTAAATTATTCATTATGATTCCTTGATTAAATTGACCAAAGAAAA
+CGTGGGAGGAACTATTACCCAAGACATCATTCTAAAATTACTTCAGCTCAATTATTGTTCACATATATTG
+TTAATGCAAATAACTGAAATTTTCAGACCAGCGAACTCAAGCAAAATGGACTATTGATTTAACATTTCTA
+AAGGTAATGAATGACTATGGAGTTGTCACAGGTGCCATCTATATATGAAATATCGACAACAGTAAAGAGT
+TTGAAGGGGGCGTATATTATCCCATTTTTATTAAGTGAAGTTACAGAATTCAGTGAGGGTAAATTTTCAA
+TAATTAACTCTGCTTAATTATCTTAAGCAGAGTTAATTATTAAATTTTATATATATATATTGTGAATAAA
+ATGGTTTCAGTTATAAATATTTTCTTTCTAAATCAAAAGGAGATAAAGGCTTATCAAAATAAAAACCTTG
+GATTTTACCTATACCCAGTTTCACACATAAATTTAAGTCACTTTCTGTTTCAACGCCTTCAGCAACAATC
+TGTAAATCTAGCGACTTGATCATAAGAACTAAACCGCTTAATAGCTGCTTAACTTTTTCTGACGAAGAAG
+CATTCGGCATCAATGTTCTATCTATTTTAACAATATTAATTGGAAAGCTATGTAAGTGTGATAAAGATGA
+AAAGCCAGTGCCAAAGTCGTCAAGTGAGACTTTACAGCCTAAGTCACTTATTCCTTGAATAATTTTAACT
+GTCTTTTCTGGCTCAATAATTAAAGCTGTTTCAGTCAATTCCACTTCAATTAAATGAGCAGCAACATTAT
+GCTGACTTAAACAGTCGCGAATAAAATCAAATAAATATTCATCCGCTAGCTGCACTGAAGAAAAATTAAT
+TGCCATGGTTAGTGGCGAGCTTCGATTTTTGTTCCAAAGGCTAAGCTGTTTTATTGCTTGTTGTATTACC
+CATTTACCAATATCAATAATGAGTCGAGACTTTTCAGCAATCGGGATGAACTTGTCTGGGCTGATCATAT
+CACCGTCGATATTCCATCGAATTAGTGCCTCCACCCCTGTTATTGTTTTACTTTTAGCATCTATGACTGG
+TTGATAGTGTAAATAAAAGTCGTCATTCATTATTGCTGATCTTAGTTGAGTTTCAATCTTAAATTGCTCT
+AGAAACTCATTTTGCATTTCTTCTTCAAAGAATGAAAATTGATTGCGGCCTTTATTCTTAGCTCGATACA
+TTGCAATATCAGCGAATTTAAACAATTCCTTAGTATTTGAACTGTCCCACGGACATGTGGAAATGCCGAT
+ACTGGCACCCGATTGAATCCAATGATTATCGATTTGAAAAGGTTCACGTAACGCATTGATAATGCGCTGA
+GAAACAATACTAGCTCCATTAATGGATGGTAGACGCGTTAATGTAATGGCGAATTCATCTCCACCTAAAC
+GCGCAAATAATTCATTACCACGTAAACAGTTACTTATGCGTTTAACCACCTCAATTAACAATTTATCACC
+AATATCATGACCAAAGTTATCATTTACATATTTAAAATTATCCAAGTCTATTAATAACAATGCGAGGATT
+TTCTTTTCTCTTTGGTTACTCTTAATATCTTTTACTAAGGATTCATCAAAATAATAACGGTTGGCTAGAC
+CGGTTAAGCTATCATGCTCTGCAAGTTCTTTAGTACGCTGGTAACTTTGATATAGTCTTTTTTCCAAGTC
+TGAGCGTGCTTGTGCATTGACTATCGCCCTTTGTAATCGAAAGACGTTTATCTCAGTTTTAACCAGAAAA
+TCTTGGGCTCCTGCATTAATACAATTAAGTGCTAACTCATCTTCTTTTGATGTGCTCATCATTATTACAG
+CAGTATCATGCCTATTTGGATCGCCTTTTATTTCTAAAAGTAACTCAATCCCGTTTCGTTGCGGTAAGTT
+ATAATCGAGCAATATCGCATCGAAAGAAGAGTCTTGTAGATTCTTCAGAGCATCATCCACGGATTCAACT
+TCAGTAATATTACAACTAATATCACTTCGTTTTAACGTTCTTTTTATGAGCTCTCTGTCAACGATATCAT
+CATCAACAATTAATACTTTCATGTGTTGCAATGGCATTCCAAATAATAGTGATTAGGATTCAATATAGCT
+AATAAATATAGCTAAAGTACGCTACATTTTTATGCTTTTATTTTGGGAGTTGCACTACTTTCCAGTAGCT
+GTCTAACACGTTTACAATATCTAAAAATTTAGCTCCTGACTTCCCTTTTACAAAGTAACCTGCGATATGC
+TGGCGGTAGCTAGATAACATGTCTTCTTCAGATTTAGAGGTAGTGAGGACAAAAACGACTAACTCTGACA
+AGTTTTCGTCAGCACGTAACTCTTTTAAAAACTCGATGCCTCCCATACGTGGCATTTGCAAATCAAGCAA
+AATGATTAATGGACGAGAAACTTTATTACTTCGTAATAACTCTAACGCTTCAATACCATCATAAGCCCGA
+ACGATGGGGTTCGCGATTCGTTGTTTTAGAAAACTTCTTTCAATTGTCATCGCATCAACGTCATCATCTT
+CTACTAATAATAACGTTACGTCGCTTGGATTTTCAACCATAATTCTCTCTCTTTATTTTTATGAATTACT
+GCTAATTAGGTCTTTATGATTTCGGCCAATGAATAATTACTTTTGTTCCACGTTGTCCATCAGAAACAAT
+TGAAATGCTCCCCTGATAATGTTCAGTAACTCGTTTTATCATTGCCAATCCCATACCACTACCTTCGACT
+TTATCTCTAGATTTTAGTGTTTGAAACATCTCCATCGCTTTATCATGAAATTTTTCAGGAATGCCAGGAC
+CATCATCCTCTACCGTTATTACGTGATAATCAGAACTGCTTTTGCATGAAATACGCACATAGCCACTTTT
+TTCATCGTGATGCTTTATTGAATTTGAAATTAAGTTTCTAAGGACTATCTCAAACGGAGCTCTGGGGATC
+ATTATTTCAATATCTGGTGCGGAGATATTGAATCCAGGGGGCTTGTCTATCAAATGGAGAATATCGATGC
+TCATTTCATTTAAATTGACAAGTTCACTTTTAAATTCACTTCGATTAATACGTGAATAATCTAGCAAATC
+ATTAAGTAGCTTCATCATTCGATCGCTTCGTTGAGCTAACAAGGCTAAATGCTTTTTTGATTCATCTGGA
+ATAATGTCTTGGCAATCTTCGGCTATCCAACCAACCAATTGTTTAATCGCATTAAGAGGCGATTTAAGAT
+CATGAGAAGCAACATAAGAGAATTGTTCTAAATCACTATTTGATTTTTCTAAATGAATTGTTTTTTCTTC
+CAGCGCATGGGTCATGTGATCAGCATAAGCTAAGGCCTGCCGATTAGCTCGCGATAAAAAGAGAAAAAGG
+CCAAGTAATAAGGCATCTATCACTAAACCTCCCATTAAAATAAATGACGATTGATTAGCTGCTGACTCAT
+CTCTAAAATCTAGATTAGATTGAATAGTGAATGACCATGTACGACCATATAATGAAATGTCCTGTTCTTT
+GGTAAATAAAGGATTAGCGTCCGCGTCAAGTACACTTTCGTCGTCATGATCATCAAAGAGCAAATCGCCA
+GCATCACGTATTTGAATACTTACATGCCTATTTTTTTCAGCTAAAGTTCCCTGCATTAAATTTTTCATTA
+TAAAAGGCGCGTAAGTTACACCGTCAATAGCGTCTCTTCTCGCCTCAGTACTTTCAGGCTTAGTACCATT
+TTTATAAAAAGGGGTATAAAACAGAAAACCAGGCGTTTTTTTAGCATCTTGTACTAAGGTAATTGGTCCT
+GTTAATTGAGCGACTCCTGTATCTCGCGCTTTTTTAATTGATGAATATCTGTTGGTTTCAAAGGCCATAT
+CAAGCCCTATAGCTTTCTTATTAGGGGCTGCTGGTTCAACATAAGTAATGGGCCAATACTCGGATTCATT
+ATGGCTGGGGTGTATTGCATAGTTTGGCCTAAGCACCCGTTGTTTTTCTATATAATCATCAAGTTGATCC
+GCCTGAATATTATATATAATACCTATACCATTAATACCAGGGTACGTTAAATCTATTTTTAGACTCTTTG
+AATAAGCTAACCATTTGGTATGAGTGATATCAGTCTCATCAGCATCAATATATGCTACCGAACTCCACAG
+TGCATTTTCATAGAGTTGCATTCTCTCTTTTACTAAACTAACGACTTGTTCAGCATTACGTTGAAATTTA
+TCTTCTAGTTTTTGATTAAATTGAGATTTTGAATAATACCAAGCACCAAACGTTAACACTACTGATAGCA
+ACACAATTAGCCAATGAACAAGGTGCATTTGCCCAGCATAAATCAGTTTTTTTCTTTCTTCGCCATTATT
+TTTTGTATCAACCATTTTGTTCTCTGCAAAGAAATTATTGAGTTTCACTATAACTGATTTCTTAGATTAA
+TCAGATATTTATTCTTATTGCTAGTTAAAAGTGATTTATTCTTCATTCAGAAGTTACGTGGGGGGAGTAC
+GACTAACATTTACATTTTTTATCAACAGTAATTTGGCCGTAACTTACTAAGAACAAGCAGCTGAAAATAA
+GTTAATTTCGATCATTATGCGTAGTTACACCAAAGTAAGTAAATTTGTTGTTATGAATTATTGGAATAAA
+GAAGGATAAATCACGCTAGTGAAAGCACTAGCGCGATAGGTTTGAAACACTAAAGATAAATTAATGTTTT
+TTCAGCTCATTAGCTTTTAATAACATCGATTTACTTTCTTCGAGAAAATCTCCGGCATAATCACCAAACC
+AACCCGAAACATTATTAAACATATCAACAAAGGCATCTTTATCATCAAGGCTGACATCTTCAAGTAGTTC
+TAAAAATCGGTAAGCAAAGCGTTTCATCATGCTGACATTATCTTTGTTAGCAAAAATAATATCCGCATAA
+AGGGTAGGATCTTGAGCAAATAATCGCCCTACCATAATCAACTCTAATCGATAGATAGGTGAACTCATCG
+CTACTAGGTTCTCAATATCAGCCCCTTCACTCATCAAGTGATAGCCGTAAGCGATAGTAGAGAAATGTCG
+CATAACTTGTACCATTGACATCGCTTGGTCATGTTCATGCGCTTGCACCGGATAAATTTTAGCGCCCCAC
+ACTTCAAACTGCTCAATGAGCCATTGATATTGTTCAGGGTTACGCCCTTCACAACTAATAATGGTTTGTT
+TAATTAAGCCTGTGACATCTGGACCAAACATAGGGTGTAAGCCAACAACAGGACCAGCATGTACCTTTTT
+CATTTCAAACAAAGGCGACTCTTTAATACTGGTTAAATCGGCAAGAATACACTCTTTTGGTAAGTTATTA
+AGATGATTAATAACCATAGTCGTCAGGCGAATAGGCACAGCAACAATGACTAAGCTCGCATCAGCTAAAA
+TAGCTTCACTGTTGGGCCAATCATTTTGCTCAATAATAGCAACTTGGTAATCAGAACGTTGAAAAAGGTC
+GACAAAAACAGAGCCTAATTGCCCTTTACCGCCCACTACCACAACCTTTTTACATTCTGGGTTAACGCAG
+CGATAACCACTAGCATCTTGACTGACATAAGAGTCACGCATTAAACGGCGTAAAACATCTTCAATTAAGT
+CAGGTGATAGACCAGCCTCACTTGCCTGCTGGCGACGTTTAGCAAATAAACTCGCCTCGCGTTTAGCATC
+ATAAATGGGTCTGCCAACACCACTTTTTAGTTGACCAACTTTACTGGTAACAGCAAGGCGTCTTTGCAAT
+AATTTGACTAAATCACTATCAATTTCATCAATTTCGTCACGTAAACTTGTTAACTTTTTATCAAAATCGG
+GATCTGAATTTTTCATTAATGTCTCTTATCTAAAACAGAGTATTTGAAGCATATTACACAATACCTTTAA
+AATAGAAAACGCGACATATACCCGCTCACTTTGATTGGTAGTGGGTATAAGTCACGTCTAATTAAAATAT
+ATTATGCCAATCGGACTAATTAATCCGTTTGGTATTACCTAACAATGTTAGGCAAATAACCTTTAGGCGG
+TACGTGCAGTTAAACAACCCGATAGGCGTGCATTAGCATCATCTAATAGTTGTTCGGTTTCAGCAAAATC
+AATACAAGCATCGGTAACAGATACACCGTAAGCTAAGTCTTCTTTTGCTAAATCACTGCTTTGGTTACCC
+GCGTTAATATTACTCTCTAACATTATACCAATAATTGATTTATTACCCGCACAAATTTGTTCGACAACAT
+CTTGTGTTACCAGTGGTTGTCGAGTGTAATCTTTACTTGAGTTACCGTGACTACAGTCAACAATAATACC
+TGGGGCAATACCTTGTTTAGCTAAGGCTTGCTCACACTCTGCAATACTTTTTGCATCGTAATTAGGCGTT
+GCACCACCTCGTAAAATAACATGGCCGTCAGGGTTACCGCTAGTTTGGATTAAAGCAACCTGCCCTTGAC
+GGTTTATACCCATAAAGTGATGTGGCGAAGCTGCTGATTGTAATGCGTTTACTGCAACACTTAGGCTACC
+GTTAGTACCATTTTTAAAACCTATTGGCATGGATAAACCACTTGCCATTTCTCTGTGAGTTTGTGATTCA
+GTGGTACGTGCGCCAATAGCTGACCAGCTAAATGCTTCTGCAAGGTATTGCGGGCTAATCGGATCAAGCG
+CTTCCGTTGCCAAAGGCAAACCAAGTTCTGTTAAGTAAAGAATCAATTCACGTGCTTTTCGAAGGCCCGT
+TTCAACATCAAACGTACCATCCATATGAGGGTCGTTGATCAAACCTTTCCAACCCACTGTTGTTCTTGGC
+TTTTCAAAATAAACACGCATAACAATGAATAGTGAGCCTTGGTATTTATTGTGTAGCACCTTTAACTGAC
+GAGCATAATCTTTAGCTGCTTCAACATCATGTACAGAGCACGGACCTGAAATAACGAGCAAACGAGGATC
+TCGCTTGTGGATGATGTCACTAATCGTTTTACGCGACTGCTGTACAAACTCACGACCTTCTTCTGAAAGT
+GGTAATTCAGCACGTAACGCTTCTGGGGTAATTAATACATGCTCAGCATTCACATGAATGTTATTTGAGC
+TGGTCGGCACGGCAGATAATTCGTTGGCTGTTGTCATGATTTTTCCTCAATGTAGTTCTTTTTCCACCAA
+GTGGATCTTTAAAGTGTGTTTACGCTAGCTAAATAAACAGATTAAACATGTGAAATTCAAGGTAGGAAAA
+AAGCGACTAAATAAGGGCTACAGCTCAACCAAAAACAAAAACAAGAAATCGTAAAGATTTAATTACGCGA
+TTTGTATTGTTATTTTTACACTCTTTTTTACGTATGTATAGTGTTAATTCGAAATATTCAGAGAAAATGA
+AGTAAAAACTTTATCGATAAAGGAAAATAGTAGATAGCGATGGTTTTTTGGGCTCATTATGATGACTGTT
+ATCTTCCCTTTAATGTAAGCGAAGGAAGTCAATGCTACTTTATATTGCTTTATTAAGACCTGTTACGCTG
+TTTCTATCGTGGCTCAGGCTATCGTGACTCAGACCAGAGTCGATGATTCACTAGGTTATGCCAATTAACT
+AAACAATCACTAAACAATCACTAAACAATTACTAAAAAAGAACTAAGTAATAATAAAGCCATAAAAAAAG
+CGCCTTTCGGCGCTTTTAATTAGTTTACGAGTGATAAGCCATTAAGGTTTATGCACCGTGAATGATACGT
+TTATCAATCAGGTTTTCAACAACACTTGGATCTGCCAATGTTGAAGTATCTCCTAAACTATCTACATCAT
+TCTCAGCAATCTTACGTAAAATACGACGCATGATTTTACCTGAACGTGTTTTCGGTAAGCCCGGTGACCA
+TTGAATGTAATCAGGTTTTGCAAAGCGACCTAACTCTTTCGCCACAAATTCACGTAGCTCTACATTTAAC
+TCGTCTGATTCAGTCGCGTTGCCCATTAAGGTCACGTAACAATAAACGCCTTGGCCTTTAATTTCATGTG
+GGTAACCAACAACAGCCGCTTCAGCAACAGCTGGATGAAGTACTAATGCACTTTCAATTTCAGCAGTACC
+TAATCTGTGTCCTGAGACGTTAAGCACATCATCAACACGACCTGTTATCCAGTAATAACCATCTTCATCA
+CGTTTAGCGCCGTCACCAGTAAAGTAATTACCAGGGTATTGACCTAAATAAGTTTGATAGAAACGATTAT
+GATCACCATAAACGGTACGTAATTGTCCTGGCCAACTTGCCGTCATTACTAACAGACCTGCATTTTCACC
+TTCTAAGGTATTGCCGTCTTTATCAAATAGTGCCGGTTGTACACCAAAGAATGGCTTACCCGCACAACCT
+GGTTTCATATCGACTGCACCAGGTAGTGAAGTAATTAAAATACCACCTGTTTCTGTCTGCCACCACGTAT
+CAACAATTGGGCAATTACTCTTGCCAACAACTTCATAATACCAATGCCATGCTTCAGGGTTAATTGGCTC
+ACCTACCGTACCTAACAAGCGTAAAGAGGATAAATCAGCTTGATTAACTAAATCATCACCAATACTCATT
+AATGCACGAATGGCAGTAGGTGCTGTGTAGAATACGTTAACTTTATGTTTTTCACAGACTTGCCAAAAAC
+GACCAGCATCTGGGTAAGTTGGTACACCCTCAAATACTAGAGTAGTTGCACCGTTTGCTAACGGGCCGTA
+GAAGATATAAGAGTGACCAGTAATCCAACCAGCATCGGCTGTACACCAGTAAACTTCGCCTTCTTTATAA
+TCAAACACATACTTGTGTGTCATCGCAGCATAAAGAATGTAACCACCACAAGTGTGTACTACACCTTTGG
+GTGTGCCCGTTGAACCTGAAGTATAAAGAACAAATAAAGGATCTTCAGCATCCATTACTTCTGGTTCACA
+GATTGCTGATTGTTTCGCAACGGCTTCTTCGTAGTTGATATCTACTTTATCATTCCAAGCAACATCACCA
+CCGGTACGAGCAACAACAATTACTGAGTGAACGTTAGGACAATCAATAACCGCAGCATCAACATTTGATT
+TAAGTGGAATACGTTTACCACCACGTAATGATTGATCCGCAGTGATTACCACTTTACAGTCTGCATCAAG
+TACGCGCGCTTTAATTGATTCAGTAGAGAAACCACCAAATACAACAGAGTGAATGGCACCGATACGTGCA
+CACGCTAACATCGCGTAACCTACTTCAGGGATCATTGGCATGTAGATACATACTCGGTCGCCCTTTTTAA
+CGCCGCGTTCTTTTAATAAATTAGCAAAACGACAAACATGGTCGTGTAATTCTTGATACGTTACTTTTGA
+GTCATCATTTGGATCATCACCTTCAAAAATAATAGCTGTATCATTTGCTTTAGTCGCTAAGTGGCGATCA
+ATACAGTTATAACTTACGTTAAGTTTACCGCCAGAGAACCAGTTAATTTCAGAGTTTTTAAGATCAACTT
+TACTTACGCTGTCCCAAGGTTTGTACCAGTCAATAAACTCTTTCGCTTGCTCGCCCCAAAATTCATCAGG
+TTGCTCAATTGATTTTTTGTACATAGCATCGTATGTAGCCGCATCAATGTGGGTATGCGCTTTAGCTTTC
+TCTGAAACTGGATAACAAGATTTTAATTCTTTCATTTTCTCTTCCTTCGGACTTAACTTGAGGTTATTAA
+TACCATTGGGATTAATTAATTAACTTTACGTTGACCCATTAATTAACCCATTGGTATAACATGAAATATT
+TTTTATTTATATTGTTCATTCATCAACGTTAAATATCTTTTAATAATTTTTACATATTATTTGAACATAG
+TTTTAACGTATTGTTTTCTTTATTTCCAGCAATAAAACTACATAAGTTCTGCAGCTAACGACAATTGGAT
+AACTAACATGCTAAAATTTTTAATCCGACTTTAATATACAACTTTAGTATTAATTTAAGTTTTTACTCTA
+AAAAATTGTAAGCAAAAATGGCTGGACAGTACCATACCATTGAAAATAAAACATGACAACGCTGTCATTT
+CTTACCTGAATGTTTACCATAAAAAAGCACCTGGCATGAGTTATTGGCTTTATGCTTATTTATTAATAGA
+TAGCGCTACTTTGCCAAATTTAGTTACCTGTTAGATATTTCAGGTTTAAAACGTTACTTCCACACTGGCT
+ATTACCGAACGGCCAAAGATAGCTCTCGCGTAAAAATTAGTACTATTACGGTGCGCTAATGCATTTCGAG
+GGTTACCTTCAGTTAATCCAACACTGTTGGTTATATTTTTACCGTGTAGCGCAAAGCTAAACTGCTTGGT
+AAGTTGGTAAGTAAAACCTAAATCGATAACAGAGTAAGCCGCTAACGAAAAATTATTAGCAATATCTGAA
+TAGCGTTTCCCTATATAAGCGTAGGTTAAAAAAAACCTCGCCTTATCTATAGTGTAACTCGGACTAATAC
+GTAATTGGAATTCAGGCGTTCGAGTAATTTGATTACCATTATATGCACTTTCAATCGCATCACTGGGAAT
+GCCACTAAGTACAGCTTTTTGCCAAACGCCTAGGCCTGCAACGGTTAGCTGCTTGGTTAAATTAACAGTA
+AAGTCAAATTCAATACCTCTAGTTTTAGTATCAATAAAAATACTTTGTTGGCGATCATAAATGCCACGAA
+ATACGGTAAAGGGTAATGGATTAAAGCGAGTTTCAAATAATGCAGCCGTTATACGCCAATTATTGTCAGC
+TAAACGTACGCCACCTTCAGCAAAGGTTAATTCAACGGGGTCACCAAAACCAGCTTCTTCTGGGATAGTG
+TCTTGATAATCCCCCCAACCTATCTCATTGCCAAAATTAATTAGCTTCGGCATTTCAAAGCCACTCGATA
+AATGAAAAAATATTGCAGATAATGGTGATAACTGATAATTACCACCTAAATTCCATGCAAGCTTGTTAAA
+GTCATCATTTTTAGTAAAAGTGTAACCGCTCTTGTATACCGCATCAAAATTACTATCCGCTAATGCATAA
+ACACTATCAGTACCCGCGGTTGATGTTAATGATAAGTGCTCCCAACGTAACCCAAAGTCTAAAAGTAATG
+GCGTTATAGGCTGCCATTCAAGGTAACCATAAATAGAATTAGATATAGCTTCCCCTTCTCCATCTAAATA
+ACCCGGCCCCGCATACGAGGTGAAACCTTGTTCACTGAAACTAGCAACAACATTATCGCGATCATCAAGT
+GCGACAATATCTAAACGACGTGGCTGGTCTTTTACTTCGGTTAGGATTTCCCCTTGCCATTTATCGAGAG
+GTAAACTGCCAAAATCATTGTAGGCGAACATATGTCCTAAGCTGACTTGCACTTCATCTAAATCTACATT
+GACACTAAAATGATTTAGCCATTGTTTTTGCTGATAATGTGAATATAGAGGGTACGCGGTAGTGATTAAT
+CCATTAGAGTTTAAGTCAGCAGGATTTGAAATTATTTGTTGACTGTGACTATAAACATAAGCAGGTTGGG
+TTGCCCCTTGTGATTGTTGTTGATTAATAAAATCAGTTATATCCTTTTGTTTAAGTCGCTCAGCTGCATC
+AAGTAAGGTGTCATTACCCAAATTAATTAAGGCATACATGGTGTTTTCCATATCAGCAACACTGAACTTA
+TTTTTAAGTAAGATCTTTTCTGCTACATCCCAATCAATACTGGCATTAAAGCGGTGTAATTTACTTTGTT
+GACCATCTTCAATGTCACGTTGAAAAGAACCTTCGGGGCTTTTAAAGGTAAGGTTATTAAAGTCGGCACT
+GAGTAAAGTGCCATAGCTAGCATCTATGCCTGTAACACCTTGTGGGGAATTAGCATTGGTCATAGGTGTG
+GGTGAGAAAAAACTGGTTTTGTCATCCAAAAATCGATAGGAAAAATTCATTTCAGCAGCTTTAGTCTTTC
+GCGTAAGGTTAACCTTAAATTGACCGCCCTGATCTGCCGTATAACCGGGTTCACGTACACCGTCACTTTG
+CCGATAAAAGCCACCAAACGCATAAAACCATTGCTCATTAATGGCGCCACTTGTTAAGCCATCAAGCCGA
+GTAAAGTGATGATCAAGCCCCTGACTAAGCTTAAGTCGATTAACTTGTTTTTCAGTCCCTTTAGCCGTAA
+TAAAATTTACAATCGCAGCAGGTCCATTAAATGTAAAAATACCGCTACTTCCGCCACGTATTGTTTCTAT
+TCCCTGAGTCATTAAATCTTGTCGCAGAAAAAAATCTGGCCAAACACCATCATAAACAATAGGGATGCCA
+TCTTCCATCAGGCTGATAAATCGAAAGCCCTCACCTCCCCTTAACCCACGAGGTGCAACATTATTATTTG
+TTTCGCCGCCAGATCCTTCTACCCAAAATCCAGGTACATTTTGTAATAACTCTGCAGTATTTTCATTAGA
+TAACTGCTGTAAGGTACCGCTACTTATATAGCTTACCGAAGTAGAAGAAGATAATAGGTTTCTATTTTCA
+CTTCCATGCCCCGTCACCAAAATATGCTCCCATACACGATTAACCTCTAAAGCATCGCTATTTTCAGGGG
+CAACAACTGTCTTAGGAAGAATAAGGATGACGTGTGTATCCACTAAAATCTGATAATTAAATGGGCTATC
+TCTTAATACCTGAGAGAGTAAATCGTCCAAACTCGATTGCTGCTTTAGCGCTTTATAGCGTTTATTATCT
+TCTCCATACTCAACATTAGCGCGCATAACCAATTGCATATTGGCTTGCTTAGCAATACTCAGTAGCATGT
+TATTTAATGTGCCCGCAGTAAGTTCAAAGTCAAACTCTTGAGCAAAGGAAGTAGAGGATAAAAAGAAAGA
+AACGACTAAAACACTATTAAAAATAACGCTTTTAATAGTGTTTAAACCAATAAAAAAATTTGAGGTCGGT
+GTATAAATCATCCCGACTTATATAAGGGCGTTGTCATATATGCTCTCATTATTGCTATTATAATTTTAAA
+GCTATTCCTTACGTTTTACGATAACGACACTATTACCGTGACGTTGTACCTCAACAGGAAAAATATAAGG
+TAGGGCAATTAACCAGTCATCCACTTTATCGTATATCACGCTACCGGTATAGCCCATGTTAGCCACCTGT
+TTATTGGGTATATGAATAGATAAAGTAGAGTAGCGTTTCAAATCAAAAATCACGTTAGCTAAATCAGTAT
+TAACATAATTTAATCGGCCATCTTGCCATGCCATACGCTCATTAACCTCAATCGCATAGGTTGTTGAAAA
+TTGACCTAAGCTATCAAGTTCAAGTGCTTGCCCTGCCACAAGGGTAGCGACTTGATTTTTGTCACTACTG
+TTAGTTACTTTAGACTTAACCTCTGGCTCAACGTTCACCTCAACAATACCCTCTAATACTGAAACTTGCA
+TCGCGCTTTTAGACTCTCTGACATTAAAAATAGTACCCAACGCTTGTACGCTACGGCCATGATTATGCAC
+AATAAAAGGTCTTTCTTTATCTTTTTCAACAGTAAAAAGCGCCTCTCCATACAATAAATGAATATCTCGA
+CGGTTAGCTGAGTAATCAATAAACACCTGTGACTTAGCCGCTAAAACAATAATAGATCCGTCTTGTGCGG
+TAATAGTTTTATGCTCGCCTAACTTTGTTTGATATTCGTTGGTACGCAAGGTACTTGAACTTGCTACTTG
+TAATGGTTTATCGGTCGTAACCATCTCGCGGTTATATTGTGTAAATGTAATAAAAGTCGCAAAAATGACA
+CTGGCGAAACTGGCCGTATACATAGTTTTTCTCAAGGTGAAGAAGGAAATAAATTTCGCCAAAATACTTT
+CTTTTTTTAAAGCATATGGATTAACTCTGGAGGAAGTATTTACTGCAGAGCTCGGTGTCATTGATAACCC
+AAGTAAGTCTTCACTAAATAAATCGACGGGAAGCTCATCAGCTACTTCCCAAAGGGTTTGTAGTTGCTGA
+TACACTTTTTTATGCTGGGCACTCAAAGATAACCAAGCGTTTAATGCCTGTTGATTGTTCTCAGAGTCAT
+CTTCTTCAATAGTGAGCAACCATTGAGTTGCTTCATCACTTATTTGAACATGTGTTTTATCGCTTAATGG
+CTCATCTTGAGTTTTGCCAAACTGGGCGCTTTCAACCGGGTTCTTATTTTCTTTAATATCAATTGGTTTC
+ATAGTTTGCTCTAGTCAAAGTGACTATCTATTTAATGCATTAAGTTACAAATCTGACTTGAGTTCATCAA
+AGCAGTGTCTGACTGCTCTTAGGACATATTTTCGTACCATACTCTCTGATACTTCCAAGGTGCTAGCAAT
+ATCCGCATAAGACATGCCTTTTATTTTATATAAAATAAAAGCTTGTCGACACTTAAGAGGTAGCGTTTTG
+ATTGACTCTGACATTTTACGCAAAAGCTGTTGAGATTCATTCTTCCGCTCGGGCGAGGTACTTTCGTCAC
+TATAATCTTCTTGTTCATGCATTGACTCCAACGGACTTCTTGCGTTAGACCTGAGCTTATCAATAGCCAG
+ATTTAAGGCAATACGATAAAGGTAAGCTTGGATATAACTGCTTATTTCTTGGTTATCGAGTCCAAGTAAT
+TTAACAAAAGCTTCTTGAACTACATCTTCGGCCTCACGTTTAGCTAAACCTTTTGCCATAACACGGTGAA
+TCAAGCGTAGATGATGATCTTGATACAGCAATTTGACTTGGGCCACTCTCTTTTCATCAGAAGAAGCCTG
+TTCAATATTTTTTAAAAAATCAGTCATAACTAACCACAACATATCGAATTTCTACTAAATAAGAGGCCAT
+TGCAACACGGTAAGATAACAGGATTAAATCCTTGTAGTGCCATGGGAGTGCCATCGTATTCCTTTAATAA
+AGATTGCTGGATACTTATAAAACGAATGAGGTGGCATTTTTGGGAATAAATAAATAATTTTATTTTTACT
+CCACCTAATTTACTTTTATCATACCTAAGGAAGTCACTATTACCATAATCTAAACGAAGTAGTCTAAACC
+TCTTCGTTAAATAACTTCCCTAGCGTTTTTTATATAAACTAATAGACTGCAATCTCATCGATATATAAAG
+GAAGTTTTGGTATTTGTGGATCAGTAGAGTTCTTAGCATTAATAGCAATAACACGAAGAAATTGCATTTT
+TACTTGCTCAAAGTCTAAGGTTAATAACGGCCCTTTAATTTGAGTTGGCGTTAAACGTAATAATGATTGC
+CAATTAATGCCGTCATTCGAAACTAACACTTCAACTGACACAGGAGGCTGCAACTGCCTGTGTTTACCGG
+TATCAATGCCCAGTTGCACTTGACTGAACTCAGTGGCCTGCTCAAAATCAATAATCGCATCTAGATCCTC
+ATCGTAAAACACCGCAAAATCATCAACATTGTAATACTGCTGGTAAGCCATAATGCCATCTAATAAACGT
+TCTTCACCCGTTTTTGGAGGTGCAGCAAAACTGATTTTTTTACCTAAAGCTTTATGCGGCGCTAACGCCA
+CATTCACTTCACTAAAAAGCGTTCTTCCCTGGGCTGATTCGACAGCCACCCGTATTAACACTGGCTGCGT
+TACTGTGATGGCATTCTTATATAAATAGGTTGCTTTACTGTAGGGGGCGGGTTCACTACCATCAATAGTA
+TAGAATATATTCTTCCCCGCAATATCGGCTGTTAAGTTTACGGTTAATTCACCACTTTTTACAACGTCAA
+TCTTAGTGCTTGCGGTAAAAGCACTGGTGCTTGGGTTAAGCCCCATTTTCTGATATCGCGTAATAATATG
+ATCAACATTAGCACTATAACGAGACCAGTTTTTATTTGTCGGTTGTGTCCAAAATACTTCAGCTAAAGCA
+CTTAACCTTGGTAATAACATGTACTCCGCATGGCGGGGACTCTCAATGTACTCTGTCCATAATGCCCCTT
+GTGCACCTAGAATATGTTGTTGATGCTGTGGTGATAAATCTGCCGGTACTGGGTCGTATCCATAAACCAT
+TTTAAGGGGTAAGTAACCATGAATGGCTTTAGGTTCATCAACTGAACGCGATTGATAAGCATCTAAATAA
+GTATATTGGTAAGGGCTCATTATTACATCATGTCCAGCTTCACTTGAAGCAATACCTCCTTCAATACCGC
+GCCACGACATAATCACAGCGTCTTTGGCAATACCACCTTCAATGATTTCATCCCAGCCAATAAGAGTTTT
+ATCTAAGCCGGTGATGATTTGACTAACACGTTTAATAAAGTAACTTTGTACCTCTTCTCCATTGGTTAAG
+CCCTGCTCTTTCATCAACTGTTGTACAAAGTCACTTTCAAGCCACTGTTTTTTAATCACCTCATCACCAC
+CAATATGAATATATTTTGATGGGAACAGAGTCGCAACTTCTTGGTAAACTTTAGCAAGCATAGTAAAAGT
+ATCCTCAGTAGGGCAAAGTACTTCTTCAAATATACCAAAGCGTTGCTCAACCTTAACCAGATTTTTATGG
+CAAGAATATTCTGGGTAAGCCGCTAAAAATGCAGTGCTATGCCCCGGTACACCCACTTCTGGAATCACCT
+CAACATGAAGTTCTTTAGCATAAGCCAATACCTCTTTAATTTGTGCCTGAGTATAAAAACCACCATGGGA
+TTTATTATCAAACACTGATTGATAATCGTAAGTGTGACCGACAACCGTTTGTGCGCGATGCCCGCCCACC
+GAAGTTAATTTAGGAAACTGCTTAATTTCAATACGCCAACCTTGATCATCGGTGAGGTGCCATTGAAAAT
+AGTTAATTTTATGAAATGCTAGCCAGTCGATATAACGTTTTACAAAGGTAACATCAAAAAAATGACGGCT
+TACATCTAAGTGCATACCGCGATGTTTGAAACGTGGTGCATCAATAATATCAACACTAGGTAATAGCCAT
+TGCGCTTTATTAATTGGCATACGGCTTTCTATATCACTTGAGAATAACTGCCTTAAGGTCTGCGCAGCGT
+AGAATAAACCAACTTCGCTACTGGCACTAGCCGTGACTTTGTTGGCATCAATGGTTAAATGATAACTACC
+TTCAACAGCTTCTTCACTTGATTTTTCCAGCAGTAAGAACGCTATTTTATTAGCCGAATTAGCCAATTTA
+TACTGTAACCTAGCTTCTTCTGTAGTCAACAATGATGGCAAATATCCTGTGGCTGGTTGTATGAAGTCAC
+TAAAATAATGAGCAACTTTTTTAGCGTCATTATTGGTATAAATTAATTGAGTTTCATTATTAAAGGTAAA
+GGTTTCTTTTCCCCAACTCACTTGTTGAGGATATGGGAATAGCGCGTTTTGCTGTGCACTTTTTTGTGCG
+CCAGAGGTAAAGGGTGACGCAGATAAAGTAAGCAATAATAAAAAAAGTGATATTTTCACAAATAATCCTC
+GGTATAAAAAACCCGATTTCATGCCATGTAAATGAAATCGGGGGCAAATAAATCAACGACGCTCAAGGGT
+AAAGCGTATTAATGCCATCAACGTGTGTTTGTTTTACGTATACTGATTTACGTGTATCTAGGGCTAGCCG
+TGGCGGTATAAATCATCACAGCTACCCCTCAATTTAACGCTTAAAAATCGTAGGTTAATGAAGCTGTGAA
+CGTTCGACCTAAGATTGGACGAGCATAGTAATATTCAAAGCCAGCTTGTTGGTCATTAATTGCACGAGGA
+TTACCTTCCGTCAAACCAATTTCATCTGATAGGTTAGTTGCTTTTAAGTGAATACTTAACCCTTGATTGA
+AGTGGTACATAACACCTGCATCTACGGTGGTATATGCAGGTAAAGCGAATTCATTTTGACCATCAGAGAA
+ACGTTCCCCTAAATGATGAATTGTTAAGTACACATTACCTTCGTCGAAATGATAAGTCGGCGTTACGCGC
+ATTTGTATCTTAGGCGTACGCTTAACTTGATTGCCTTCCCAATGACTGAAATCACCTTCAAAGCCTTCCA
+TTTTAGGGTCTTGTACTACACCAGTCAGCTCTATTGAGATGCTCTCAACTGGCCGCCAAACGGCCTCGAA
+TTCAATACCTGTAGTAATTGCATCAACCGTTTGGTTAGACACTTCACCGTTACTACCGGTAAAGTTACGC
+TCAGTTAAGTCTTGAAAATTAGTATTAAATAAGGTCACGGAAGTACCAATAGTATCTCCTGAATAACGAA
+CACCTATTTCACCGAAAGTAAGGTTTACCGTTTCATTAAACTGTGCATCTTCGCCTGAGTGAATACCTTG
+ACCATGGCTAAGTAAACGTGGCATTTCAAACGCATCAGCATAACGACCGAACATGGCAATATTTTCATTA
+AAGGTATAATTAAAACCTAATGTCCATGCCGTTTCAGTAACATCCATTTTTTTATTGAAGAAAACATTAG
+AAGGCATATCCGTATAGTTGTTTGCCATAATGTTATCAGTATCATTGCCATTAGCATCAAAAGCGCCATC
+AACTTCTTGTGCAAATGAAGTGCCTGAACCAGTACTATTTAAACTTAAACGCTCAACCCTAATACCACCA
+TCGAGTCTTAAATCATCGGTAACTTGAAATTCTTCATTAACGAAAAGTGAGTGCGAGCTTGTGGTGCCAT
+AAGCAGTTGCTTGACCCCAACCTGGCGCATATCCTGTAGAGCCTTTATCGGTAAGTTGACCAATAACACC
+ACCTTGTGAGTCAAGCGCAACAATATCTAAACGACGTGCATTGTCTCTCACCTCGGTTAAAAATTGTGAC
+TCCCACTTATCTACAGGCAAATCATCGGCATCAACACCAGCATATAACCAACCGAAGGTTAAACTGTGAG
+CATCATTTTCGTAAGTAAAACTTAGTTTAGTCACTAGTTGGTCAGCTTCATAACGCGAGTAAAGTGGGTA
+ACTTGTTGTAACTAAGCCATTACCGTTAAGGCTACTGGCATCGTTAAATATTTCACCTGAGTTCACAAAT
+TGATAAGCTGCACTTACTGCACCGTCATCAGCAAAATGAGTTAGCATATTTTGAACATCATCAGCTTGTA
+AGCGCGCATTGCCATCAACCAGAGTTGAGTTATCAAAGTTGAGTAAGATATACATATCATTTTCTAACTT
+AGAGTAACGAGCTTTTGCATTCATATACCAGTTATCAGATAGGTCATAATCAAACTCAAAACCTAAAGTA
+GTCACTTTAGTGTGCTGGCCATCTTCAAGATCTCGGTTTAAATAACTACCATCTTGTTTTAAATAACCAA
+GGTTTTGCTGATCTTTACCAATAAGCGTACCTGATTGAGGATCAACTCCTGGTATGCCTTGAGGGTCGGC
+TTGGTTTTGCAATGGAATAGGCACATAAAAAGTGGTGTGGTCATCAAGATGTTTTGCTGAAATAGTCAAT
+TGACCATTATCAAACTCACGGACTAAATTGGCACGAATTTGACCACCTTGATCAGCAGTAAATTCCGTAT
+CACGCACACCATCTGATTGGCGGTAAAAACCACCCACTGACATTTTCCAGTCTTCGCTGATTGGAGCCCC
+ATAAAAACCTTCAAGACGAGTCATACCATAATCTGCATATGATAACTTAACTGTACCTTCAGCTTCATCG
+CTAGGTTTACGGGTAATAAAGTTAACTAATGCGGCGGGACCATTGGTGGTAAGTAATCCACTTGTTCCGC
+CACGTACTGCTTCCATTCGTTCAATGGTAATATCTTGACGCTGATAAAAATCAACCCATACGCCATCATA
+TACAACCGGTAAGCCATCTTCTTCGACACCAATATAGCGAAACCCTTCACCACCACGTAAACCACGAGGT
+GCTACGTTATTATTCGTTTCGCCGCCTGAATCTTCTACCCAAAAACCAGGTACTGATTCTAATAAATCAG
+CAGTACCTAAAGGCATTTCTCTGGCAAGTTGCTCTGGACCTAAAGAAGTGACTGATATTGATGATTCTAG
+AATAGTTTGGCCACGGCCCGTATTACCCGTTACTACAATGCGTTCTAAATCTGCAACTGCTGGTTTGCCT
+GCTTCTTTTTTTACTTCTTCAGCCATTGCTGAAGAGCCTATTGCAAGTGCTGCCAATGTTGCACAATAAA
+CCGCAGATTTTTTAAATGTAATGGTCATATTTTCCCTCAAGCTTTTCACTTTGTTTTAATTGAATTAGCG
+CTGTTTCGTTTTAGCTCTTTTTAATTTAATTAACGTTGTTTCGATTCAACGTCGCTTAGTTGTAAATTTT
+GTTGCTAAAGCGCAATAAAGTGATATGAAATAAGTCAGCTTTATTTTGCTTACATAGATAAATACGTAAA
+CGAGGGGATATTTGGGAATAAATAATTAATTAAATTTAATAATTATTTTACTGAGGGCTTTAACTATCAC
+GTTAATTATGGTGCTAATTGTTACTTTAATTGAAGTATTACAGGCATAAAAAAACCGAGCACATGGCTCG
+GTCATTTATTAACTTTAAACAGTAGCGATGTGCTAACTAGTCTTCAAAGTCACTTTCTTCTTCATCTCTT
+GGCGTAAAGGTTCTAATACCTTCTTTTGCTTCGATTTCAATGTAAAATGACGTTAAGCCTTCAACTTGAG
+TTTGATCAATACGTTTATTAATCTCTGACAATTGTACTGGCTCTGCTTCTTCTTTGGTGTTACCAAATTG
+GCAATCAAAATCCCAAAAGTCAGCACCTGCTGGTAATTTTTTGTTGCGCTCTCTTTTAAGATACTTTTTA
+ACTTCATGCTTTACAGCATCAACGCGTCTTTCAAGTTTTACTTTCGGGTGGGTTAATTCAAACGTTTTTT
+TCATGGTGGGCCTTAAGTCAATGGCTACAATTACTCGTCTATAAGACGAGAAAAAGGTGTAAATAGTATA
+ATGTCGGCTATTTTACGTTACTTTCACGCAAGTAGCGAGATAGGATAGCAACACAAGCATAAAAACCTGA
+GTGTGTTGCCGATAGACCTGTTTTTATAGCCTTAACACTACAATGACAACATTGATTGAGTTGCCGCAAT
+CAAGTGATGCTTAGTGTTTGGTTCAACAGAAGCATGACCTGATGCCTCACTAATAACAAGACGCGAATTA
+GGTAACTGTTGATGTAATAACCACGCATTATCAGCAGGACAAACAATATCATAACGACCATGAACGATAG
+TCGTTGGAATATCTTTTATTTTATCGCAGTTCGCTAAGATCTGATTGTCAGTTAAAAAACAATCATTCAC
+CATAAAGTGTGCCTCATGGCGAGCTAATGTCCAAGCATGGTCGTCACCTGTAGCTGCATCAACAAAGGCT
+TGATCAGGTATTAAGGTACAGCAACGGATTTCCCAAATACTCCAAGCCGTTGCTATTTTTTGCGCTAGGG
+CTTTATCCTCACCAATCAACATTTCGTAAGCCGCTTTAGTCGTCGCTTGTTCTCTGCCTAGCGGAAGTAC
+ATCAATATAATCTTGCCAATAATCAGGGAAAATACGTGTTGCCCCGCCACCTGAAAATGTCCAATTAGTA
+TCAACCTCACGTCCAAGGAAAATACCACGTAAGACTAAACTTTTAACACTGACCGGATGCGCCTCAGCAT
+AGACTAAAGATAACGTAGAGCCCCACGAACCACCAAACACATGCCATTGTTCAATATTCAAGTGTTGGCG
+AATCTTTTCTATATCTGCAACTAAGAAATTGGTTTCGTTGTTATCTAGACAACCATGAGGTAATGAACGA
+CCACAGCCACGTTGATCAAATAAAATGATATGGTATTGCTCAGGATCAAAAAAACGCCTGTCATTAGTTG
+AACAACCGCCTCCTGGACCACCATGAATGAAAAGCACGGGTTGCCCTTTAGGATTACCACACTGCTCTAC
+ATAAATTCGATGTTGGCCATCAACATCAAGTAGAAAGTCATTAAACGGGGATATTTCAGGGTAAAACTGA
+TTCATCTTGTTCATTTTATAAATTCTCTTCAGGCATATCCTGATAATAAGCTAATACTTGAATTAATTTG
+ATTACGTTAATTTAATTAACTGATTTTGATTAACTTAAATCTAATGCAAATTTTTTCAATATCTCAATAG
+GCACTATCTCTAAAGCTTTAATATGGGTCTTTCGTAAGTGAACTCTCGGTGCTCTATCGCCTTGATAAGC
+TTCTAACCATCGCTCTGCACATAAACACCAAGTATCTCCAGGTTTTATGCCTTCAAAGTTAAACTCAGGT
+CTTGGCGTTGATAAATCATTGCCTTTAAAACGAGAGAATTCTAAAAACTGCTCGCTTGCTTCAATGCAGA
+TGGTATGTGAACCAACATCTTGCTCAGAGGTATTACATTTATTATCACGAAAAAATCCAGTTACCGGATC
+TCCACCACAGCCTATTAACGCTTCACCAAAAACGTTAATTGATTCATCCATTTCCATTTTTTTGTTCCCA
+TTGCTACTACTAATTAGCTGACAGTATACCCATGTTAATTCAAAATGTAGAATTCAGTGGAATACCTGAA
+AAAAGAGTTCAGACTTACTGCCTAATACACCTTACATTCTCATCCTAGAAATAGTGAGACATAAAGGATC
+ACAAAAAATATGAGTAGTTTTTTTGCACGACTTTTAGACAGCACTCACAAGTAATCGTTAATATTACCGT
+GCTGATTAATGGTTCGTAGCACCTGTTGATTTTCCCCCATACCGCCAATCGTTATTAACTGATCATCTAA
+AAGTAATAAACCTCGGTGGTCCATTGTTGCGTTAGGTGTTGTTTTAACTTGCCAACCTTGGGTTTTAATA
+TCATAAATCCATACGCCATTATCAGGCGTTGAGGCCTGTCCGTTATAACCTATACCATTGAAGTTATAAG
+GATTGTCACTACCGCCAATAAAAATAATTTTTTGATATTGATCGATTCCGACCGCTGCCATGCGGTATCT
+TGATTTTCCTGTCGGGTGAGGTAATAATTGCCATGCTATTTTACTTGGATCTTTTTGATCTATTTTTCCT
+ACATAACAACTTGCTTCAGCTGCATAACTTCGACGTTTATTGATATGAACATCAACTCGTACGCCATCAC
+AAATAACAAGCGTATTACCAACGATTCCGCCTGCTTGTCCAAATACCGGTTTCCCTGGAAATGGGCTTGC
+TTGCTGCCAAGTATCTGTTTTTATGTCGTATAGCTGAACCAAGTTAACATTTCCATCATTATGCCAACCG
+CTAACTAAATAGATATATCGGTTATCATAAGGCAGAGCAACGCTATCATCGACAGGCACAGGCATAGATG
+CCAGTTTTTTATAGCTCGCATTAGTCACATCATAAGAATAAACATCAGGAACTGATACTTCACTATGATC
+TTTCGCAACAGTATAACCACCAAAGATATACGCTTTATTATTTATGCTCGTTGCAACACTAGCCAAGCGC
+CCCGTTAAACCATTAATCGGTTTTTCAATCGGCACAGGGGCAATAGACTGCCATTTTTTCAGATTAACAT
+CATAGATAAATGCCTTATTATGAACATCTTGATAGGTCTTATTTTTACCTAAACCAGAAAAAGACAATAG
+ATAGTCTTTATTCTCAATAGAAAGCTGAGTAACTGCGTTATTAGCGACAGGCTCGGGTAATAAAGCTAAT
+TCAGTTTCGTGTAGTGAATTAGCTCGAACAGATAGGGTAAAACTAAACAGAACTGTTAAATAAAAGAACG
+CCGATATACTTTTAGTAAATAGATGAGCAGTGAAAAAAAATGATTTAGGCATAAATATAATCCGAATGTT
+TAACATGTTATATATACCCGCTCCACTTGATGATGCTCGTTTCAGGAAGTCTGATCGCTTCATAATCAAG
+GCTCATTTTTTTATTAATGGTCATTCCCTTAAAAAGAAATGTAACGAAGAGTATGATTTGCTCAGCCTTC
+CCCAAGAGGCTGGTTTAGAAACGCTTTATGCTGCGTTACTGATTTCGACAATAGAACAACTATTATCTTC
+AATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCATGCATCTTCAAGTGGAACGGGTATAA
+GTAGTTAGTCAGAAGTGGCTATCAAGACAAAGTCTTTAGCAGCGAACTCTTTACCATTAAGTATGATTGA
+TACTTGGTGTTTTCCTGGGTAAAACACTCGTGTGCTTATTGCTTTAAAACTCTGCTTTCGATCCACTTGA
+TGTGACTCATTCGCCCCAAGGTTACGTTCACTGATCTTAAAAACCTTTTTCGATAACTGTCCGTTCTTTT
+TCATAAAATACAGCCCATATTCCAAGCGTATTTTTTTACTTCTTGTTGAGGTGTTTTTTACAGTAAAACT
+GAATTGAGCATACTCGCCAAAATTAACCTCATTAGTTAGTATCGCAAATTCAGTGAGTTTAATGCCTGTG
+CTGTCGTAACCAAAAAGTGCCAGGGTATCAGGGCAAGCCTGTTTTAATAACGTTCGACAAGCATGTTTAA
+GCGTTCGGTCGAACTGTTCACTAGTACCTAGGTATTCTTTGACAAAAGCAATCACCACTTGAGGATTATC
+TTTGGCGATATCATTTAAGTTATTGGCAACGCTACGACGAACAATTTCTGTCGGATCATCAACTAGACGA
+TGTAATATAGGTAAGAGTTCAACGGGATCTTTCTTATATTCTTGCAGCGCTATCGCCCAAGGTAAACGGG
+GTCTGCTACCTTCAGTCGCTAAACGCCTAACCAAGTAATGCTCATGTTGGCTCCATAAGATCATTTGCGC
+TAACATTTGATTGCCATATTTAATTAAGAAAGGTCGAACTGCAAATTCACCACTGGTAAATTGCGTTACT
+TGCTCCATAACCTCAACCGATTCTTGAAAGTGATTTATGCCATAGGTTTCTATATATTCTGGTAAGAACA
+TATATTCAACACTACCTTCAGTAATGCCAGCATCGGTTAAACTTGCAATTAACTTAACTAAAATGTCGGC
+AGCTTGAGGGAAATCAGTTGGCATAAACTGATGCATTACCGCTTTGGTATGACTCATGCGCTCTTTTAGC
+TCTAATACTTCAAAGTTATCGCATAACATAAGTGCCATGAACTCTTGCTCATCAAAGTCTGGCAAACAGG
+CTTTTAAATGTATCGATAAGGTTAAATAAAAGCGCTCGTTGTATAAATTTTTAAAAGGTTCCATAGTGAT
+GATTTGAATCCAGAGTTTTTCAAAGGGTAAAATAGGTATAATACCAAGTTGATTAAGTTCTTTCCCACTC
+AGCGAGAATTAAAAGGCTTAGAGGCAAGGCATTGATTGAAGAGAATGGTTATTCCCTTATCAAAATCAAT
+AACGCAGCATGTAAGCCTTTTAAACTCGCCCTCTGGGAGCTTACTCGATGCCCACTAACATCGTTAAATT
+TATTTGATTTAGAATGACTAAACCGAAACAAATTTTCTTTGTTATTGAACATCGAGCAGAGCTCTGAGTT
+GGGAAGAAATTTAATCAAATTGGTATAACACTATACTGCACTAAAGCTGTATATAAATACAGTCACGTTT
+CTTTAGTTATTTTTACTCAACATACAGGGTAACCATATCACTGTTACCTTGCTGGTCTTGCACTATGATT
+TGCTGCTTACCTATGGTTGATAATAAATGCTCTTTGCCTTGGTTTGGCTTGATTTGATAACTGTGTTTGC
+CGTTGATATACCAATTGTGTGTACCTAAGCCGCCAATGCTTTTTAACCATACGCTCGGTATTTTGCCTTT
+ATCCCCTGACTTTCGATAAATACTGCCCTCTTCAATACCGGTAATTTTTAAGGTCGCACTTGAGGCTATA
+TCTGGGCTAGCACACTTAGGGTCAAGCATAGGTATCAAGGTAAATCGTCGTTGTTTTACCTTAATCCAAG
+GCTCTAATACCTTAGGCCAAACAGCAACATGGTTAACTTTTTTCGGCACTGTCGCGCAATCCATAGCAAC
+TCTCAATTGGTTTGCTGGATTAGTCCAAAAGGTAAAAAGTCCACTTTGCCATGCATCTACATCGCTGGTA
+TGCCAAGTAGGCGGCACAGTATCGTCAATAATCCACGCTTGGTGATCTTCCTGACAATCACTCGCTCGGT
+TGTCGCTTTTTCTGGTGCCTAAAGGCCAACATATTGTCTCTTTCGTTACCTTGTCAGGTTTTGTGATCTG
+TTGTGCATTCAAATTAAGACGGTCAGCAACATTAAATAATAACGGCCCTGCACTAATACTGCCATAGTGC
+CCTGGCATGGCGGTGCCATCGGGTCTACCTAGCCATACGCCTAAGGTATATTCTTTGGTTACTCCGATTG
+CCCAAGAATCACGAAAACCGTAACTTGTACCTGTTTTCCATGCCATCTTTCCTTGTTGTAAAGACGAGGC
+AAAAGTATCAATACTGCCAGGGCGTTCAATGCCAGCTAAGAGCTCTTGAACCACCCAAGCACTCTCTGAG
+GAAAGTAAATTACGTGTTTGCTTATCTTGTGTTAACTCTTTCTGTAAAAAGCGTAATTGACTTACTTTAC
+CTTGGTTAGCAAAAGCCGAATAACTTTCAACGAGTTGTTCTAATGAGGTTCCTGCGCCACCTAAAATAAT
+GGCTAAGTTGGGTTTTCCACCTGGAATTGATAGGGTTAAACCCGCATTTTCTAATTGCGCAACAAAACGA
+TTAACGCCATAGCGCTCTAAAAGATCTACTGCTGGCATATTGAGAGAACGCTTCAAGGCTTCTGCCGCTG
+ACACAGGTCCATTAAAGGCACCATTGAAATTACTGGGGCGATAATCCCCCCAACTGCGCGGAACATCAGC
+CAGTAAAGAATGTGAATGAATCAAGCCTTCATCTAATGCTAAGCCATAAATAAACGGTTTTAAGGTAGAC
+CCCGGAGAACGGATGGCCTGCACCATATCGACATAACCATGTCGCTCTGCATTAGCAAAATCAGCGGTGC
+CAATATAGGCCTTCACTGCCGAGTTTTTATTGTCTACCACTAAAATAGCCGCTGAGCTTTGTTTAGGTAA
+CCTTGTCATATAAGAGGTAAGTGAATCTTGTAACGCCAGCTGCAAGTCACTATCAATAGTGCTTTTTACC
+ACCGATTGACCATTGGAATGATTCAATAACCGCCGAGCCAGTAATGGCGCTAATTGCTTAGGGCGAAAAT
+TAAAGCTAAAAACTTGCTCTAACATTGCATCATCCACAATTTCTTGTGGCCATACATCAAAATCTGCAAG
+CCTTTGTAATACCTTATTTCTCGCTTTTTGAGCTGCTAAGGCATGTAAATCAGGACGATATCGAGTAGGT
+GCTTGTGGGAGAACCGCCAGTAAAGCAGCTTCCGCATGAGTAAGCTCTTTTGCCGATTTATTTAAGTAGG
+TAAAGCTTGCCGCCTGCACTCCTTCAATCGTTCCACCAAAAGGCGCAGTATTAAGATAAAGCTGTAGAAT
+TTGCTTTTTATCTAACTGCCACTCTAGTTGTAATGTTCTTAATACTTGCTTGGTTTTTCCCCATAAACTT
+CGCTTGTGCGGATGTAAAATCCTCGCCACTTGCATTGAGAGTGTTGAGCCACCAGAAACAATTTTATTAC
+TCGCGACATTTTGCATTGTCGCTCTGAGCAATGAAAACGGATTTATGCCCGGGTGATGCCAGAACCAGCG
+ATCTTCATAATTAATTAATGCGTCGATATAGAGTGGGGAGACTTGATGCAATTTTATCGGGTAACGCCAA
+ATACCATTTTTATCAGCAAAGCTTCGTAATGGTCGATCATTTTCATCCACCACAACACGGGCAAATAAGT
+TATTTTTCTCAGGTAAGTTTAATGGGTAAAGACTATCAAGCGTAAATAACACAGCGAGTGACATAAACAA
+GGCTAACGCCAAAAAGACCACTATTCGTTGATGTTTACACCAACGAATAATGGTTGTTAACCCTTGTTTA
+ATCATGACAGTACCAACACGTATTCCTTTTGGATTAATAGTTTTCAACCAATACTTATTGACTAATACTT
+ATATCGCCAATAGTAGCACCAATGCCTCTAAGCTCTGGTCGATACATATCTTCAACTAAAGATGCTGGTA
+CCTTGTAAACACCGGGAGTCACCGCGCGCACTAAGTAAAACAAATGCGCAGTGCGACGTTTGCTAATGTT
+AAGTGCTGCAACAAAACGATCATCGCGATATTCTTGATAAGTTATCGGCGTATTTTTTTGCCAATATTCA
+ATCGTTTTCCCATCAACTTTAAGCTCATCTAGTTTTATCGAATTACCGAGATTTTGATTTTCCAATTCAA
+AACCCGCAGGTAACAAATCAACCACTAGGGCATCAGGTGTTCGCTGCTTAGCAGAGACTTGCAGGTGAAC
+CAAGAATAGCTGACCGACTTTGACTTGATCAATACTGGTTTCTTTACCTTTTACGCTTAACCACTGTCTT
+TGAATCGACAAACCATTGGCACTTTCTTTCGGGGCTTTTTTACCGTAACCACTGACGCTAATATTTGCTA
+ACAGCGGATGTTTATTGTCAGAAGTGATAGTTACTTCTTGTTGCAGTACCTCGCTCGACAAACCTTGCTG
+ATAAACCGAGGTTTGGCTAAGTTTATTGTTAGCCGCGCCAAGAATAACGTTGGCAGACCAAGGTTTTCCT
+TCAAACGCCTGCAGTGATAAACCGGCTAAGAACAAAGCATTACGTTCTTGCGTACTCAAGTACTGACGTA
+AATTAACCTCTTCAGCCAAGGTAAAACTAAGGGCGATAGCTTCTTCTTTAGCTTTATCCTCCTTTAACAT
+TAAGTGGATCATTAGTGCTAAGTCACGTATTTGGCTGCCATAATCAGCAAGATATTGTTGTCGTTTATTC
+GGTAGATTATTTAACGCGATAGCCATTAATTGCTCACCACGTTTTTTATCACCCATGTTAAATAATGCCA
+ATGCAAGATGTGTTTGCGACAACCCAGTTTTGGCGTTAGCACTATGGTTTTTAGCCAAGTTACGTAAGGT
+GCCAAGTGGCGCTTGATTCACCCGAGAGAGTACATAAGCGGCATAAGCTTTGTAAGCGAAGTAATAGTGT
+TTACCATCATCACTCCAACGTTCGTTATAAAACGGTCGGGTGCGCGCTAAGTAATTTTGCAAACGCGTTA
+AAGTTTTAGCTAACATTTCTTCAGGTACAGCTATGCCCATATCACGGGCATTTAATAAAAAGTCAGCAAC
+ATAAGCAGTTAACCAGTGCTCTTCTGCAGAGGTATTATTCCATAAACCATAACCACCATTACTCAGCTGT
+AACATCGCTAATCTTTCGATGCCTTTATTGATCATATCTAACCGTTTATCTTCACTAACCGCTTTAATCC
+CCATACTTTTCTGTTTGCCTGGCGTGGCAAAAAGCAATGGATAAGCACGACTACTGGTTTGCTCTAAACA
+ACCATAAGGATATTGTAATAAGTGAGTCAGTTGCGCCTGAAGATCAATGTTTGCTTTAGGCGATATAGTT
+AAAGAGGCATGCACAGTCTCAGGAAATAACGCTTGAGCAATACTTGGGTCAAGACGCAGGCTATCACCTT
+GTTGAAGAATTTTCTGACTGCGAGTTAACGTTGCCGGATAAGCGGGCCGCAAACCTAGAGACCAATTTCG
+ATTAACATCTTCAAGTAATTTTGTACCCGAGACATTGAGTGAAAATCTTGCTTTGCCTTCATGTGCTAAG
+GCCTTCACAGCATAGTTAAGAGTGGTTTTCTCGCCCTTTTTAAGGGTGATTTTTTTAGTATGTTCAAAGG
+CTGCAACGGGTCCTGAACTGCTTAGCTGTACAGTTAACTGCTGCTGTTCACCACTGAGGTTAGTTACATC
+TAAGGCCAGGGTAGTTTCATCTCCCATCGCTAAGAATCGCGGCATAGCCAGCTGGGTAACAACGGGGGCT
+GCTATAGTGACTTCTTTATCGTTATGACCAAATTTATCGGCAGAAAAAGATAAGGCCATTAAGCGAATCC
+GACCATTGAAATCAGGAATATCTAATGGAATGATGGCCTCGCCCTGTTCATCTAATGACACTAAACCACT
+AAATAAAGAAACAATTTGCACATCCGATTGTGGCTCCTTGCCGCCTCGCGTTAAATCACTATCGCCACCA
+AAACGTAAGCGGGCATTTTCAGCCTGGTTAACTTCAATAACTTTACTATAAACATCCCGAGAATCGACTT
+CATATCGTCGCTGGCCAAAAAATGCCTCAAAGGGATCTGGCGTTTTAAACTCACTAATACTTAATACACC
+TACATCAACTGCAGCAAGTGTCACAAAAACTTTTTCAGCTATTGGCGCTGCTTCCGTGTTCTGACCTACT
+TGATGACCGACTTCATTTGTCACTTTTATTTGCACTGGTAATATTTTATTGGGAAGTGCTTTTTCAGCAA
+CCTCAAACTCAATATTGAGTTGTTGTGATTCACGCTGAAGTGGTAGGTGAACCAAGCCAAAACTACGTTT
+AGGGGTTATGGTTTTGAGTTTATCGCCCGGCTGTAAGACCAGCGCACTGATATAAATATTATGCTGTTGC
+CAATCCGCCGATACAGGGATTTCAATTATGGCACCCTCAGCAGGAATAAACTGACGCGTTGACCATAGCG
+GGCTATTTCCTTCCACTAGAATGATGGCTTCACCGGCCTGGGGAGGAACAATATTCACTTTGACCAGATC
+TCCTGCGGCGTAACTTGCTTTATCCAGCGCCATGGTCACTTTGTCAGGTCTAGCAGCACCGCTGCCTGAT
+TGACTTTTTTTCCAATCTGCATACCAATTGGTGCCGGCATAAAACTGCACACTTGATAATAAACCGCTGT
+TAACATCACGTACTTCGAGGCGATAACGGCCCCAAGTAACAGGAAAATCAACGCTTGCTGTTACACCGTC
+TTTTATCGTCAACGAGCTTGTTAGCTCAACAAACTCATTATCATTCCATTCATAATGCCAACCTCTATTT
+TGAGAATACACCCAAAAATAACGTCGGTCTTCACGTATCAATTTAATATCTAAAGCATTCGCGCTATGTT
+TAGTGCCATCAAGTGACGCTTTAACAATGTCAAAAATAACCGTTGAATTTGCGGCCGGATTATCTTCGCC
+AAAACTGCTTCTAATCCCTAACATTTTATCGCTGGGCCACACTAAAGCTGAATAGGCACGTGTTACAGGG
+CGACCACCCGATTCAAATAAACTACTGATAAAATTAACTTTTAATGGGCTATGCAAACCACTCCAATCAC
+CTTGGTAGCTTATAATTGCTTGTCCTTTGGCATCTAATTCAATGTCTTTAAGTTCCGTACGATTATTGAA
+ACGCGTTTGTCTAATATCGCCAAATTCAAATTTTGGTAAGGTCTCAACAGGGTTTCGCCACTGTGTGGTA
+TTCACTTGGGTAGAAAGTCGATTACCTGACGCTGGCGCACCAAATAAATACTCGCCTAAAATCGGCAACT
+TAATGTGTTGTTTTTTAGTGGCTAGCAATCGTTCTTGTGGCGCTTTAGCATTGAAAGTGATTTTTAATCG
+TTCAGGTAAGAACTCTTCCACTTTAAAGTCATAAGTAAAACTTTCTCGATTAACATTCACTACTTCAAGT
+TGCCAATTACCTAATGCAGCGCTCTTGGGGATTTGCCACTGATAATGATAAAAACCTTGTTCATCTCCTT
+GCCACTTAAAGGTTTTTATTTTGCTGCCATCGGGGCTTTTTATCGCGGCAGATAAAATACTTTTTACAGT
+TAATTTGCCATCATCACTACGTAATAAAGCATTAAAATCGACAAACTCTGCTGGACGATATAAATTTCTC
+GGTGCATATATAAATAACTCTTGGGCTCTATATGGGCGAAGACCAAGATCAAAGTCTGACAAATCTAGTG
+CCGGTTTATTAAGCTCAATAATGGAGAAGTGCTGTTCATTTTGCGCAATGATTAATGACGCTGCAGTTAA
+ATCACTGGCAAATGAAGCTTCACCACTTGGCGAGGTAACACCTTGCTGTAAGATATTGCCCTTGTCATTC
+ACTAAGGTCACAGCAACGTTTCCTATAGCTTTACCGGTTTTTAATGAAGAGGCGTAAACATCTAATTGTT
+TATTATAGAAACGGGCATGAAGACCGATATCCGTCACAGAGAACCACATAACCTGATGATTATCATAGGC
+ACCCGCTTGGGTCATCACAGCTAAGTAGATACCTGGCTCTGAGAGCTGTGCTATGCCTTCAATGTTAATA
+CTGCGTTTAACGCGGGTATTTTTAGGTTGGTCGAGATCGTACCGACCACTATAAACAAGCTCGCTAAATT
+GAGTAATTCTCTTCATATCCCAGCGATAGTTTTTATAGGACATTTCTTGCAAAAAATGTTGACGATCTTT
+ATCGTTTACTTGATAAAAATTAAGATCTACTGCATCAATGTTTACCGATACTACCGGTAAACCATTGCCT
+AAACCCTGAGTTAAAAAGGCTCCCGTAGTATCAAAGTTAATGCTCGCAGTGATGCTACTGGTTTTAACTT
+TTTTGTTTATCGTTTTACTTAAAACTTTGCCATTAGCAGCCACTAAACCTTGATAAATGGTGACATCAAA
+AGAAGTATCGGGGTCGACATACGGAAACCAAATAGTTTTGCCTGATTTTGAAATAACCCATGCACCGTCG
+ATAGCGCCTTTATCTGCAGCACTGATATTAAAATATTGCTGGTGATTTTTAGAAGGGTCTAGGGGAACAG
+ATAATGTAATGGCAACAGAATTTCTACCGTCTTTGCTACGTTCAGAAACGTCTAGTACGCTAAGAGGTGT
+TTCACCATAGTCTTTTTGTACTTGCTGTAAATTAAAACTGCTTTCATTAGGTTCACCGCTAGCGATTGTC
+TGTTTCGCACTGACTTCAGCATCAACTGACACCTTAACATCTGATCCCTCTTTCACTGGCTTGCTATTTT
+GCTCGCCACAGCCGAACAGCATCATATTGGCGAGTAATAGTAGTGTCCAAAGAAAGATTGGAGAGATAAA
+GTTAGTTTTCATTAAATACCCTTTAAAAGTTCACAGTTTCCATAAATAGGATTATATACCCGTTAAATAG
+TTCAAACTCAAAGTATTTGTATTAACAGGAATAAACTTCAAGAAATAGCGTTACTAACACTAGGGTCTGC
+TGATCTTTCGAGATTGTTTTTACAGCGTTTTGTTGGGTATTTATACAAGGCAGAGCCTTTGTCATGTGGT
+TGTTCCACATAAAAAGGCGATAACGCCGTACAAATGACCAACAAACGCTGTCCGAAGGATTCGGCTAAAA
+GCGTCTTACTCATTGTTGAGTAGCATTTGCTTAGAGTGACCAGGCTACACACGACTCGCCGCGATTAAAA
+CGCTTTTATCTCGAACAAAATTTAACCGCGAAAGTTCAACAGACCCTAATTAATTTGAATGTATGGCTAA
+AATTATAAAGATATAAATACTGAACTATCGGCAATAAAATGCCCACAACAAAAAAGCGCCCTTAGGCGCT
+TTTTTGTTGTCATTCGTTAACCGTCGTAAACTAATTAAGCATGGCTAACTGTACTTTATGATGTTGTTGT
+TCTCGCTCAACATACTTGCCCCATTGCAAAGCCGTTTTTTTAGTACTGGTAAATTGTGCCGCTTTGGCAA
+AGGACGTTAAAGATCGTTCAAATTTTTTCAGGTTGAAATTCGCCATGCCCAAAATTAAATGCATATTGGC
+AATATCATTTACTTGATTGCCTTTATTTTCCTTATGCTTAGCGTATCGAGCTAAGGCTAACGTTGAAGAG
+TTTATCGCCGCTTGCCATTGCTCAGTATTCAAATACGTTTGTGCTAACAAAGCATCGTGCTTTCCTGATT
+GGGCAATGTCGCTCACGCGAACCAATACTTTGGTCGCTTTATCATATTCTTTCGCGGTCAAATAGGCACG
+AGCCAACATGCTTAGGTTATCTTCATCGGCAAAAATACTGCCTTGAGCAATTGAGTCTTCCAAAACTGCA
+GCGCTTTTAAAAGGCGCACCATGAAACAAATAGAGTTGCGATAAGGTAAGGATATCGCTCGCTTTGGTGA
+TATAACCCGCTTGGTAAGCTGCTTCCATGACGGCCATTTGTTTATCTTCTTCACCAATTTCACCGTACAT
+GCTTGACAGTTGTAACCAGTATTGTGGTTTATCATATAAGCGTATGAGCTTTTCCATTACTTTGGTTACT
+TGCTTAGGTTGCTTTAGCTCATAATAAGTAGCGCGTTGTAAAGTGAGCCAATTCTCTTTAGGGTGTTTGT
+TTTTCGCTTCGACTAAACTGATGGCCATTTCACTATGTTTTAAGCTATTAACAAAATCTTTGTCTTGGTA
+ATAAACTTGGGCAAATAACATTTCTTGCGTGCCGGTTAGCTCTTTAGCGTTAATCTCGCGCCACTGGGTT
+AAGTAATCTAGTGCTTCTTTGTAGTGCTGTTGCTGCATGCTCAATTGCGCTAAAGAATACAGCGTAGAAA
+TAATCAAACTGTCAGGTATTGCGGTTTCAGCAATCACTTTATTAAAGCTATCAACTGCTAATGTTATATC
+TTCATTGGCATAATACATAAAACCGTAAAAATTGAATAACATGGCACGTTCATAACTATTTAAGCTATTA
+AGTCGATCTTCTACTTCGGCTAAGACTTCAAAGCCCTCTATTTTATCACCGTCATCAGCCAGCTGTTGGG
+CCCGTGATAATTGTGAATATACGCGGTTACGCATTGCCGGTACTTTTTTACTGACGCGATAGCTCTTTTT
+AGAGACGTTTTTTTTATCAGTGCTGTTTTCATCTGCTTTAACTGTTGCTGTTTCAGCAGCGAAAACGTTG
+CTGGTTGTTATCGTGACAAGTAAAGTAAATACGGTTGTCAGAAGTAAGGAATTTTTACTTTTCATAATTT
+GCTCCTTCATTAGCTATTAATTAACTATTAATTAGTAATAAGTGATTTGTAAGGTTATCCCAAAAGGGTT
+AACCATCAATTTCAAAACTAATTTTGTTCTGTACGCCAGCCACTTCCATGGCAACACCATCAACAACACG
+TGGTTTGTATTTGAACTTAGCAACCGCATCAAGGGCAGCTCTATCAAATATCCCTTCAGGTTTTGCTTGC
+ACTACCTTGGCATGACTGACTGAGCCTGTTTTGGTCACAACAAACTCAACAATAACAAAGCCTTCAATAC
+CACGAGATTGCGCACGTCGTGGATAAATAGCAGCCACCTTAACAATCGGCAAATAATCACCATCGCCACT
+GTCTAAGCTCAAACCACCCGATAAACCAATATCCCCTTGAATATCCGCTGCAAAACTACTTTTCGCCGCA
+TTCGCATTAGGGGTGGACTGCTGCATTTGAGGTGCGTTCATTGGTGGTGGCGGCTCTTTTGGCTTAGCTG
+GTTTTTGCGGTTTACGCTCTTTTTTAACAATCGCTTCATCTTTTTTTAAGCGGATGAAATCAAGCACACT
+GCCTTTGGCAGGGTCTGTCATCACTTCATTGCCACCGGCAATTAACTTTTGCATTCCCCACAGTAAGAGA
+AAGGTCATACTTAATGCTAATGCGCCCGCAATAACGTATCGAGCGCCACTGCGTACTATGATTTGTTGTG
+ACGTATCTGTTGACATATTTATTGGCATGTTTGTTGACATATTAGATCCTTAACCTATTCCTAGGCCTCT
+TGCGCGGCAATAGATACATCATAAACCCCGGCGGCACGGGCAGAATCCATCACCTTAATTAAGGTATCAG
+TGGTCGACTTTTTATCCGCTTGAATCACAACAGTACCTTGTGGGTTCTCTGCTTTTAAACGCTCAATATT
+CGCTTGTACACTGCGAATATCCACTTTGCGTTTATTGATCCAAATATCGCCCTTATCACTAATAGCAACT
+AAGATATTGGCACGCTCTTTCTTTACCGCTGTAGCGGCTTCAGGACGATTAACATCAATACCTGCTTCTT
+TAACAAATGAGGCAGTTACAATAAAAAATATGAGTAAAATAAACACCACATCAAGCATGGGTGTCATATC
+AATTTCTTCTTTTTCATCTTGATCTTGTAACATTTGATTTAAATGACGCATAACTAACTCCAACAATTTC
+TATTTTGAATAGCCATTTCACCTGAGGTTAAATAGCTACTCATTATTAACTTAATGTTTAATGACTAACC
+GTTAAACTATCGGCGAGCAATTCAGCTTCTTTTTTAGCGTTTCGGCGTAACCAAGTTGCAGTAAATACAC
+CTGATAGTGAACCGACCATACCTGCCATAGTAGGGATAGTAGCTCGTGATACACCCGATGCCATCGACCT
+TGCATTACCGCTTCCTGATATTGCCATCACATCAAACACCTCAATCATGCCTGTTACCGTGCCCAGTAAA
+CCTAACAGCGGACACAAGACAACCAGGGATTGAATAAGTGCTAAATTACGATTTAACTTAGTCGTACCAC
+GAGAAATTAGCGCGTTGCGTATTTGTTCGCTGTACCAAGACGTTTGATCTTTGCGACCTTGCCATACACT
+GACCATATGTTTCTTTACACTGCGATAGCTGTAAAAAACAAAGACAAAGCGTTCAAAAATCAACAACCAC
+ATAATGAAGATAACAGCGGCAATCACGATTAATACTTGACCACCGGTATCCATAAACTCATTAATGGCAT
+CGTACATTTCCATTAAGGCAATCACTATTTATGCTCCTTGACCTGCAAGTGTTTGGCTTTGAGCTAGCTC
+TGCTGATTCAGCTCTTTCTGCAATGATGCCAGTACTTTCTTGTTGTAAAATATTAACAATATTACGACTA
+CGACCATTTAAGTAAGCAAAGATAAAGACCATTGGAATGGCAACCACTAAGCCTAAAACCGTAGTAACAA
+GCGCTTGAGAAATACCGCCAGCCATCAGTTTAGGGTCCCCGGTACCAAACAAGGTAATGGCTTGGAAGGT
+ATTAATCATACCCGTTACCGTTCCGAGTAAGCCGATTAGCGGTGCAACCACTGAGATGATTTTAATCAAC
+GTTAAGCGTTTAGATAGCTTAGGGACTTCTCTTAAAATAGATTCAGATAATTTAAGTTCTAAGGTTTCAG
+TATCTAGGTTCGGATTGTTATCTTTAACTTGCATAACACGACCCAGAGGATTATCACTTGATGCAACTGC
+TGACTTAAGTTGTCGTTCAACTCTAGAGCCAATAAACACTAAACTAATAAGACGTTCTAGCGCGATAAGT
+AGTCCGACTAAACCAATCGCTAAGATGATGTAACCTACTGGGCCACCTTGGTCGACACGTTCTTTCAAAT
+CAGGTGCTTGCACTAATAAGCTTAAAATTGAACCACCTGTTGGGTCTAAGGCAAAAGAGGTGGTGTTACC
+GCCACTGTTAACCAAGTCACTTGTTGATGCTAAATACCGATTAGAAGGCTGTCTAATTAGCTCAGCAACC
+GTACCTGTTTCATCAATATATTCTAAATATTTACCATTGGAGATTAAGTTAAAACCACCAACACGCGTCA
+CTGCGGCATTGTTACGATCGCCATTCGCTAAGACAACTTCACGGTTGAAGGTGGTGACTTTGCCGCTTTG
+TGTCATTTCGCGTTGTAATTCAAACCATAAACGCTCAATTTCTGCAATGGATGCTAGCTTTGAGCTTGAG
+CCCATGCTTTGTGCAAATTCATCTAAAAACTGACCACGCCCTGGTATTTGCGCAGAAATAACTGACGTCT
+GAAATTTACTGCGGGTATCACCTGATACTTGCTGTAATACACCAAACAATTCTTTTAATTCACCTAAACG
+TTTATCTAACGCTTCAGCTTTGTTTGCCAGCTTAATTTCGTTATCCGCAAAGTTTTGTTCAAGCTGTACA
+CTGAGTACTAACGCATTATCACGCTGATAACTCATATCATTCAGCATATCTTGCTGTTGATTTACTTTGG
+ATTTAAATTGACTTTCTCTTGCTTGGTTTTGCTTAGTTTGCGTTATTTGGCCCTGCTCTAGTTGATTTAG
+TAAATCATCAAGGGTGAGCGCATCTTGTGCATGACTAACAGCACTTAAACAACTTAATGAAGCAAATGTC
+ATTGAAAGCACAGAAACAGTTAACGCTTTTTTACCTGCTTTATTTAGCTTAGATACCGAGTTTTTTAACG
+TTTTAGCTACTGTGTTTCGTATTTTATTAGGATAATTAGTCATCATTATTACTCTGCTTGTGTCGAGGTT
+TCATTAATAGACACCGGTACCATAATTAAATCTGGTGCTAACTGTTTACGGGCTATACGTAAGGCTTTAT
+TAATACCTAAACGATAATCTTGTGAGAGTGCTTGCCATTGACCCTCTCCCCCTTTTGAAGATTGTTTCCA
+TTCACCTAAACGGCTACCGTCACGCGTTTGATAAACCAAACTCACGCGCCCGATGCGTAAAAAATCAACA
+TCCATTTTTTTACCATCAATAGGTAATATTCCGCTGTAGGCTTCAATGGTACGACCGTAATCAACTTCAA
+TTTGGTACGCTTCTAATACCCGGCGAAACTTTTCAGAAACGGCAATATCAGCACGATTCATCATGGTTTT
+TAAATCTTCAACACGCTTGGTTCTTTCGCTTGGTAAAAAAGGAACATCAAGGGTAACAAAGGTATCTAAG
+GTGCTAATCATACGTGCCATTAATGGCGATATTTGACGCTCAATAATACTCACTTCTTCCATCGACCTTG
+CTAACTGGGCTAGTTCGGTCATTTGGCTATCAAGTTGTGCTTGCATTTGTTGGTTATAAACACTGAGGCC
+ATCAACTTCTTTTGTGACCACATGAAATTGCTGTAACTTAGTTTGTGCTTGGTTAGTTAAAGTGTTTACT
+TTTTGTTGTGATTTAGCGGCAGAATGATTGATTTGCTGACCAGCATTAACCACCTTATTTAACGAGGTAC
+TGCTTGAAGGATCAGTAGCACTCGCTGCAGTAGCGAAGATTAAACTACTCGTGGTAAGGCTAATTAATAG
+GCTTGCTTTGGTGAGTTTAGACAACATCATCGGTTTACCCTTTCTCTTTTTAGCTCTTATTGATAAGAGC
+GTCATAAATTATAAATACCAACAGTAATCTGCATAGTTAGAACAGAGGTTAAATTATTGGTATTCAAGAA
+TATGACAAAGTGTACCGAGGAAATATGACAGTTAAACTGAAAAATCATGACGCTTATGTTGCATTAAGGT
+TTCAGTTTAATGACAACCAAAAACAGCAGAAATAGTGAGTCGTTTGAATATTCAAATAAAGTAAGAGTCT
+CGCTCAATACTTTCTGGGCTGTAGCGGAATAGGATAAATTTAATGACTATTTTTAGTTAAAATCAGTAAG
+GAAATCACAACAAACATCACACATCGTAATAAAATAAAAAAAAGTCAACTAAATGATGCGCGAAGCGGAA
+GTTAATAACTCTTTAATACTAACGTCCGCTTCAAGGCTCTAAGCCGACATTCATTTTATATTTTACCGTT
+AATTACGATCCTTGAGCAGTTATTTGCTCTAATTCGTTTCTGTATATTTTCAACATGTGGTATTTTTGAT
+AAGTTTTGGGAGGCAATCATCAAGAGAGAACTTTTGAAATTTTGCTCCTAAGAAGCTCCCTAAATGCAAT
+CACTGCGGGGCTGACCTGCTCTCTGTTTGGACAAATCAAATGCAGTTCAACAGAAGACGAATCATAACCC
+GATAAGAGCTGTACAAGCTGTCCGCTATTTAAATCTGAATAAACATCAATCAGGGAGCGGTAGACAATAC
+CTTTACCACTAACAGCCCAACGTCTCACTATATCTGTGTCATTACTTATTCTATTGCTATTAACTTTGAT
+TTTGTATGTACCTAAACTATCAGTGTACTCCCAATGATCAAATAAACGACCAGCTCTACGGTGTAATAAA
+CAATTATGATTACGCAGATCTTCTGGGGTTTCTGGATTTCCATACTTCGATATATAAGCAGGAGATGCGC
+AAGTGATTCTACTCATAGTTGCAATCTGAAATGAAACCATGGATGAGTCCTCTGGCTTCCCAAAACGAAG
+GGCCATGTCAACTTGATCTAAGTAAAAGTCTGAAACTGAATCACCTACAGTCAAGTCAATCGACAATAAA
+GGATGCTCTTCAAGCAACTCTTCTATCCAAGGTAAAAGGGTATTACGACCTAAGTCAGACGAAACGGATA
+ACCTCAGCTTCCCACTCACCTTACCTTGTGTCTGATGTGCCGATATACGCCCTTGCTCTAAACTAGCTAA
+CGCATTGCGGCAATGAAACAGAAATTGCTCTCCTTGTGGCGTAATCCTCAATTGTCTTGTCGTTCTAATA
+AGTAACTGTACATCTAACTGTTTTTCTAATCTTTTGAGAGCTGAACTGACTGCCGCAGGCGTTAGATTAA
+CTTGGTTTGCGGTTTCCGTTATGCTGCCTGTTTCGACAATTCGTATGAATAGATTTAGATCTGAAGTATT
+CATTATTAACTTATATTTGAAAGTGTTCGTACTATTAGTGTGTTTTAGTTTAGTAAAAGTTATGGATAAT
+GTCACTATCATAAATGGTTCTTCACTTTATAGTTATTCGCACTCTGAGAGGTAAAAATGGCTCAACCATT
+ACACAACGATGATTTACTTAATAGCCCATTGAAACTCCCATGTGGAGCAATCATAAAAAACCGTCTCATA
+AAGTCAGCAATGTCGGACTCACTTGCTGACGGGGAAGGCAACCCAACGGGAACTCAAATTCGACTTTACG
+AGCGATGGTCACAGGGTGGTATTGGATTATCAATAGTTGGCGAAGTGCAAGTGGATGCCAAATATCCTGA
+AAATCCTGGAAATCTAGTATTAGACAAGAATTCGAACAAAAAAGCTTTGCAGGCATTAACCTCTCGAGCC
+GCAATTAATGATGCTCATATATGGCCTCAATTAGGTCATGCTGGAGCGCTTGCATACCAACCACTTAGCC
+AACTTAAAGGTCCATCACATCTTAAGATAGGTGAATTTGAATGTTCAGGTATGACAGAAAAAGAAGTATC
+TCGTTTACCAGACATGTATGCCAAAGCTGCGATAATCGCACAAGATACCGGATTTACAGGTGTTCAAATT
+CATGCTGGTCATGGCTTTCTGCTCAGTCAGTTTCTCTCTCCCCTATTTAATCGTCGAAAAGATCGGTATG
+GAGGTTGTATAGAGGATCGCAGCCAAATTATTGTAGAAATAATTGAAAAAATTCGATTAACGGTTGGACG
+TACTTTTCCTATTGGCATCAAGATGAACTCTTCTGATCAATTAGAAGGTGGTCTATCTCAGGAAGATGCT
+TTAGAGGTAGTGCGCATTCTTGATAAGACTTCAATCGACTTGATTGAGTTAAGTGGTGGCTCTTATTTTC
+CGGGAGCTAAATCAAGCTCTGATTCCGCTTCAGGTGGACCATACTTTGTTGATTTTGCGATAAAAGCTAG
+AAGTGTGACCAATATACCTTTGGTAGTTACAGGTGGCTTTAAAACACGCGAGCAGGCAACAAATGTTCTC
+TCTTCAGATACCGTGGACTTTGTTGGCTTAGGACGTGCTTTGATACTTAAACCTGATCTACCAAAAGAGT
+GGATAAGCGGTATAGGATTCATTCCTCATTTTCCAAAATTCGAGTCACCACCTCATGGAGGGATAACGGC
+ATGGTACACAATGATTTTAACAGTGATAGGTAATGACAAAGAAATAGACGTTAACTTGGCTCTATTACCA
+GCAATTCAGGCATATGAAAATCGCGATAAAGCTCGTATCACCAAATGGCTAGCTAAGTACCAGTAGAGTT
+AGCCGAGTAGCTATGCAATTATGATAAAATAGACACCAATAACCTACGCCTTGTTTGGTTTTTAAACGCA
+TATTCAGCTGTGTTATCGCTTAATATGGCATTGAAACAATGATTGATTCGCCATTAAATTAGCGTATTCT
+AAATAGTTCTATATTTATTCATTTGGAAAGGTCATCTTGAAAAAAATTGCGCAAGGTTTTTTGTTGTTAT
+ACGTGCTTTTTAGCTTATCTGGTTGTATTGCCGCTACGGTTTTATCTGCCGCGGTAGATGTCACTACAAC
+AGTTGTTGGTGGGACTATCGACGTTGTCGATACTGTGACTCCAGATATTATTGATGACGATGATGAACAA
+GCAGACGACAATGATAACGACAACGGAAAAAATTAAACGGCTTGGTTTGATAAACAAATCAGTCGAATAA
+GGTTAGCATTCCTCATCGCGTGACGCCTTTTTCATTATTTATCAAGATCCACAGTTGCCTACAGTTAGCC
+ATAATAATTAGCTTTGATTTATTACTGTTTAAATAAGCGTTTGCAGTGCTTGCTCTCTATTGGTGAATTG
+ATATTTTTTATCTAATAAGGTTGCTAAAGATAACTTATCTAATGACTGATTAATTTTCTCATTACCCGTG
+ATAACCAACACAGTTTTCTCTTTTGATTTAGTCCGGTCGATAAGATCGGTGATCATAATTGCGGTGGTTG
+TTCCTATCAATTTGGCGTTCGATAAATCTATCACTAAAGTAGTGAACGCTAGGTTCTCAGTGAAGCGACG
+TGATAACTCCCTAGAAACAGCAAAACTAACTGGACCGTCTATTTCGAGTAAAAGCGTATTTGCTAGGGAC
+TTACTCAGGTTGTTTTGAATATCATCCGTTAACGCTATATTTGTCTCGTTTGATGATATTTCACTAAGTA
+ATTCATCCCCTCGTTTAAAGGTAATATTATCAAGTTGAATATGAGTTAACCGATCTAATGTCACTAAGTT
+TGCGATGAACATACCGACTAATACGGCAGTGATTAAATCAACAAAAACGGTAAGCAGCAACACCAATAAC
+ATTAGAGTTGCCGAAAATAATCCAACTTTTTTTATCTGAAAAATAAAACGCCAATCAATAATATCAAGAC
+CCACTTTAATGAGCATACCTGCCAAAACGGTATGAGGAATATACTGTGCATAATCTCCTGCCCAAAGAAT
+AACAATGAGTAAGGTAATAGAATGTATGATGCCTGACAGGGCTGTTTTACCGCCAGCACGAATATTAATG
+GCAGTACGCATGGTCGCCCCTGCGCCCGGCAATGCACCAAAAAAACCCGCAATAGTATTAGCAATTCCTT
+GGCCGATCAGCTCTTTATCACTATCGTGGTGAGTTTCGGTCAGCGTATCAGCAACCATTGAAGTAAGTAA
+TGAGTCGATAGCGCCTAATACCGCTAATAAAAAGGCAAAATAGCTAACCTGAGACAGTGACTCTAGCGAT
+AGGCTAGGCATTGATAAACTCGGAAATCCTGTCGGAATTTCCCCGATAACAGAGATGCCTTGTTGGCTAA
+AAAAGGTAGCACTAATAACCGTTAAGGTGATTAAGGCAAACAATGGTGCAGGAATTATTTTGGTCCATTT
+TTCAGGCCAATAGATCATAAGCAACAAGGTGATCACACCCAGTACCGTCGCTAAAGTATTTTGCTGACTG
+AGTGCGTTCGGAATATTCATTAAGGCTGCTAACGCATTACTGTCCCCTGCGCTACCTAACAGTGGCGATA
+TTTGCAGCAGAATAATAATGATGCCAATGCCTGTCATAAAGCCAGAAATAACAGGATAGGGAACCATAAC
+AAAATACTTACCTAGTTTGAGTAAACCAAATAATATTTGGAATAAGCCGGCTAAAATGACACAGGTAAAA
+GCGAGCACCAAGCCAGTGTCAGGATGACTGCCGATTAATTGAGTGAACACTAAAGCCATTACTACACTCA
+TAGGTCCGGTTGGACCGGATATTTGTGTGGCAGTTCCACCAAAGAGCGCCGCAAAAAAACCAACAAAAAT
+CGCGCCGTAAACACCGGCTATAGCCCCTGCTCCTGATGATACGCCAAAGGCTAATGCTAAGGGTAATGCT
+ATTACTGCAGCGGTTAAACCGCCGAAGATATCACCTTTAAGATGCTGACTAGATATTTTGTTTAGTAAAA
+TAATGACTATCTTTTGTGGATAAGAGAGGGCCCCAGTATACGCGCGACTCAAAAAAAACTGTTATTAGAC
+CTTGGTAGGCAAACTAATATGAACCGTAACACCAGCTGGGTTTTGATGATTATAAGCGCTGATATTTCCC
+TGATGAAACTGGCAAATTAAGCGAGAAATATATAACCCTAAACCAAGGTGTGGCACAACTTGCTTATTTT
+GTGCGTTTTGGTTTTTATCACGCAATGACACCATGGAATCAAATAAACTTTCGCTCAGTTGCTCTGGTAA
+TAAAATGCCATTATTACTAATAAGCAGTTCAGCATTGTGCTTATTACTGCTCTTTTTCAACTCAATAGTG
+ATGATATTATCTTGGCTAAATTCAACCCCATTACTGACTACTTTATCTAACAATTGCACTATATGTTCAG
+GAGAGCCATGCAAAAGAAATGTACTTGCATTGAGAGCTTTAACGTCAATATTCAAGATGAACTGCATTGT
+TGGGTATATTTGCTGATAGCCAGAAATACAGCCTTTAACAACTTGCTGTAAATCAAAATCAATTTTTTCA
+GTGCTAGATAACATTTGTTCAAGGCGAGTTGCTTCACTCATATTGGTAAGAATTAAGTTCAACGTTTTGA
+TGCCGGTTTGTGCTCTTTCGATATATGGATTATTGGTTTTACCTGTTTGAGCTTGCTGCGTTTCTAGTAA
+ACTTAGGTTGTCTAATGAGGTTTTAACCACGGCGATTGGCGTTCTTAATTCATGAGATAATCGAGAAGAC
+ATATTTTCTAAATAGTGGTTGTACTCACTTAAGCGGTTAACTGCGGTGGTAAAACTGCGAGATAAATCAC
+CTATTTCATCATTACTGTTAGATGCCTGCATTTGGCCAATAATTCGACCTTGCTTATCAATAGCTAGTTC
+GGCTTGACTAGATAACTGTCGTATTCGCGATGAAATACGTGAAGCAAATAAAATAAAGGTCAACGCGCCT
+AAACTCATAATCGCTAAAATGACGGTAAATAGTTTTTCTAACGCGCGATTTCGTAAACTACGTATGCCGT
+TTGTTGTCTCTTCAACAATGACAGCACCTTTTACTTGGTTATTAATAAAAATAGGATAAGCAGCAGAAAG
+CACTAGGGCTTTTTTATCGGTCGTTAAACGCCATTGAGAGGTTGCCTTACCACTTAAGGCATTAACAATA
+TGTGAGCCTTGTAAATGCTGTGCATCATAGAGTTGATCGATAAAGTCTGTCGACGGTTTAGTTAGAATTT
+TATAATACAGAGGCAATAAAAGTTGTTGCTTAAACTGATACCAGAGACTATTTTTTTCACCTTCTTTGGG
+CTGCTTTTCTTTCGCATGCCAAACGCCACTGGCTGAATTTAGTGAGCCTGCGCTAGCGAGCACTCGGTGG
+TGTTGATCAACAACCCAAATGCTAGAATTGGTATAACGCATGCCCTTAACAATACGCTCAATCTCTGGCG
+AAGGGACAACAATAGTACCCAAGCTTTCTTCTTTACTGGGATCTGCTGAACCAATCGCAGAGACGGCTTC
+ACTATTGGTTTTATCTACGTCATAAAAAGCAAAAGCAATGTTATCGCCTAAGTTGTCTAAAGGTACTCTT
+AACTCGATATTATAACCTTGTGACGTTGGTAACCAGTGTCCTTGAATCTGTGGCGCCGGCGCAGGGATAG
+CAGTTTCATCATCAGTAAGTGCAAAGGCAGATATCCAACCTGCTTTTTTATTACTGATAATAAAGCGATT
+TAACTTATTGTTGGTATCACTAAAAGACAGGGCTAAATGATCGTTATTGGTAATACTTCGGGTATTTTCA
+CCACGAAAGATCAAGCGGTTATCAACCACCTGAAAAAACAAATACAAGTAATTATTATACTTACCGACAC
+TCGCTTTAAAATTTAGGCTTAATGGCTCGTTGGCAAATAACTGCTGTTGCTGGTTATAAAAATGAGTGCG
+TTGATTGAAGTCAGGCCAATCATTAGGTAAACCGTCTAAATTCACGGCTTCTGTTAATTTATAGCCATAA
+AGATCTTTACCTTGTTCAACATTAGGTAAAAAACTCGCTTGGTTATTAAATAGGTTTTCACGCTCATGCA
+AAGCAGTCGCTAACGCCCGCGCTGTACCCACTAATGTTTGCTCTTGTCCAAAGCGCAAATATTTTTCCAT
+TTCCCAGACATATTGATAACCAAACCAAGGAATGACAAACAGAAAACTTGAAAGCAATAACAGTTTTGAT
+CTAAGTCCAAAGCGCAATTTCAAGCGTTTACCGTTAGCCATGTTAGCCTTCTTCATCAGCAATACTATTA
+GTACTTAACCAGCGATAACCCATGCCATAAACGGTTTCTATGCAGTCAAAATTGTTGTCGTGTAACATAA
+ATTTTTTGCGAATTCGCTTGATATGAGAAGTGATGGTACTGTCATCCACATATATTTTTGAATCAGTCAT
+CAACTGGGTACGGTTTTTAACATGACCAGGATTTTTGGCTAAGGCATGAACTAACCAAAATTCAGTAATA
+GTTAAATCAATAGAGCTATTTTGCCAGGTAATACTCATACGCTGGCTATCCACCGTAAGCGCCCCAGAAC
+GAGTAATATGGTCATCGTTAATGGGTTTTTTTAGTGCTTCTTGGCGACGAAACAATGCTGATATTCGCGC
+CGTTAGGTGAGGTAAACTAATATCTTTGGTAAGGTAATCATCGGCACCGATTCGTAAACCAGATACCGTA
+TCAAAATCATTATCACGTGCCGTTAAAAATATAATAGGTAAGGTAGCCGACTTAGCCCTAAGTTGCTGAC
+ACAAAACAAAACCACCATCATATTCATCATTCAGACCTATGTCTAAAATGACTAGGTTGGGTAAACGCAA
+ATTAAAAGCTTGGGTAGCGCTAGATCTATCTGCATAGGTTTGCACTTGATAGCCTTGGCTACGTAATACA
+TCAGCATAGTTTTCTCTAATAGCAGCTTCATCTTCTACAATGGCAATTCTTTTACTCATTTATGGTCACT
+TTTGATTGTTTAGATTAACTTGAAGCTAATAGCTGTTGCCTGTTCATTTCTCGACTATATCTAACTTTAC
+TCGTTAACGCGCTTAATTTTTGAAATTGCCATATTGTTGCCACAATTGCTCACTGCTTTGCCTTTATTCG
+GGCAGAGCAATGCCCATTTTTTGCGGTTTAATAACTCCTGTCAACAACACAGGCTTATCAACATAACTTA
+ACAGCATAAATTAACAATACTGTTTAACAACACTGTTAACAAAAAATATGGCATAAAAGGATAACTCATG
+AAAAACACGATTCAATTACCACAAACTCAACTAAACAAAATTACTGGAAAAAAATTATTCATCACCACGG
+CACTTATTGCTGCTTTAGCAACGAGTTCAGTGAATGCGACAGAAAACACCTTACCGCCAGAAAAAATTCA
+TCAAGAAGCAACCAATGAAGAAAATATTGGTTTTGGTACCGGTGCTGTTATTGGTGCTATTGTGGCTGGT
+CCCTTAGGCGCTATCGTGGCAGGAATAGGTGGAGTATTTGTTGCTAAGTACATTAATGTTAATGATCAAA
+ATGACGAACTAAGTACTGCGTTAGTCAATGAACAACGCAAGCAACGCTCTAATGAGCAAATACAAAGTCA
+ATACCAAGCTAAGTTACAGCGTTTAGAAGCTTCGTATCAACAACAATTAGTCGCCTTAGAAACACAACAA
+CATGATTCGGGCCAATTGCAAGCAGACAACCTGTTAATGAGCCTACAATTCTCTACTGGCTCAAGTGACA
+TAGCGCCACACTATCAAGAGCAAGTCGCCGCTCTCGCACAAATATTAAATAGCTCACCCGAGATGAAAAT
+TGACTTGTCTGGTTATACCGATTCAATCGGTGAACAATCACTTAATCAAACGTTATCACAAGCCAGAGTT
+GAATCAGTAAGAACCTTGTTGATGGCACAAGGCGTGGAAGAACAACAAATAGCGACCTTTGCTTTTGGTG
+AAGAGTCACCTGTGGTCGCCAATAATGAAAGTGAAGTTAGCTTTTATGACCGTCGTGTTGTGCTGAAATT
+ACATACTCCACCATCAAAAGAAGAGTCTCAAACGATAAACAACCAAATGGCGAATAATCATTAATTCTCC
+GGTTCATTAACTCCCAGTCAGTCATTTTATTTGATAAAAAAAGGAGGTGTTTATGGCCATTTAATTAGTA
+TAAGAAATCTATATCAGTAATAAAGTAATGAAAAAAGTCGCCCAGTAAGGCGACTTTTTTATTGATATCA
+TGGACAAATTAAAACGCGATTGTTTTCGACCGAGCTATTTAACCTGAGCTCGGCTTAATAAATTATTCTC
+TAGCAACTACTTTTACTGACTTCTGCGTTAAATTCACTTGCAATAGACTCGCTATTGACGCGTCAATTTG
+CCTTGAATTAAGCAAAACTATCTAGCCAGAGATACATTGAAATATTTAATTTATATATTTCAGGTAGTTA
+AAAACTTATTAAACCGAGTTCAGGTTATTTAATGAGAGTCAGCCGCCTGAAAATCTTCGGTTTCAAAATA
+CAAAGGTTTTATCGTGCCACAGTTTATAAACTTATATTGAAGTTCAGTTTCTTTTGGTACTGCTGATGAG
+GTATTAAAACGGCTTAAACACCCTGCTTCTAAATCGACACCCAATATATGATCAAAGCTAGGTGCTTGCT
+GAATTCTGTGAATATAAAATTTATAATTTTTTCTTAATGAAACAATATCGTATTCTTGTTTTGTGCTTGA
+AGGTTTAATGTCGTCAAACGTACGAACATACAACTGCTTATCAAAAGACAATGAAATATTGCTATACACT
+AACATGCCATCACGCTCAAAATGCCCCGCATATAAGTCAGCCTCTATAACCATTTTCTCGCCACGCATTA
+AGCGTTGTAAATTAAACGGTTTGGGTTTAATAGTAATAAGTTGGCTATCTCTAACCGTTTGTAATACCGC
+CAAATCATTATTATCTAATTTATAGAGTAGTTGTACATTATGAGGCTTGTTATAAAGCGGCATATGAGAC
+GCATAAATGCTAGAACCGTGAGTCACCAAAACCATACCGTGTACGCCCATATATCCTGGGTCTAATGGCG
+GTAACTTCTTGACCTCATCCTCAGCAAAACTCACTTGACTTAATAAAAACACAAGACCAAATAACACTTT
+TTTCATAAATTAATTCTCACTACACATAGGTTGGCGCGATTTCTACAACCAAGATTTCAAATCCAATTGC
+ACATTATAATTTGTTTTTAAAAGCAAAAGTATCCTATTGAGGCAAGATTTTACACTTAATGGTCTTTTAT
+ACCCCTTGGAGCTTACCTTTTTGAGTCATCAAGTACTTTTAGGCATCGCCAAAAAAAGCTAACGCTAACG
+TTATATTTCACTAGATCACGTTAAATTAATCACTGCGCTTATCAAAAGAGAATTGTGCCGCAAGCTCTGT
+TTTTCCTGAAAGGTTTCTAGGTGTGGTATAAAATTCAACATTAAGCGCATCGTCTTGGTTATTTAGCTCT
+ATATGAGCAAAACCCCAAACAAAACTTTGCGACCAATGCAGCTTATATTGTGGATAACGTTTGGCTTGTT
+GCTCTGCAAATGGGCTATGTTTACCACGCATTTTTGCTGCGGCGCCACTGATAATGAGAGGTAATGGTGG
+GCGCGTATTATCTGCAATGTAATTAGAGCAATCATCGGTAATAAGCTCTAAATCATGCTCATGTCCGGCG
+ATATATGCATCCGCATATTGGCACAAAGAAGGTAATAATAAATCCCTTAGTACATGGCCTTCGCTGTATT
+TACTACCACCAATTGACCACAAAATATGGTGCCCATAAACAACCTTCCATTTAGCGGTAGAGTTTTTTAA
+TCCCTTTGCTAACCAGGCAAGTTGCTGTTCGTCTTCACCTTTTATCGGTAACTCATGCAGATCTGCTTGT
+TCTAATTCGGCGCTGCCATCCTTAAGTGCTTTCGTTAACTCCCCTTCACTGCCATCGCTATTAAGGGGTA
+CTTCATGGAACGTTTGCCCCGAAAGTAACATATTGGTATCAAGGACAAAAAACTCAACATCATTGCCTTT
+ACTCCCTAAGGTGTATTTATAATAACCTTGCTCATCTAAGGTGAAGTTTTTTTGTTCTGCCATCCATTGA
+GTTTGCAAAGCAACACCTTGGCGAGAGCTTTTCCAGTCATGATTTCCTAACGCTGAATACACCATTAAAT
+CAGGGTGTTCGGTGAATAAGGGCATTAACGGCGAAAGTATTAAATCATTCATGCGCTTTTGATCATCTTT
+GCCATCATCTGCACCAGCGCCATCAGGATAGATATTATCGCCTAATTGAATAGCAAACTGGCAAGGTTTA
+TTAATACAAACCTCGGTCATTGCCAGTCCTACCGCTTCAGCCCCACCTTGCTCTGTGGCAGTATTGGTAT
+TGGGATAAACATAAATGGGCGCATGATCAAATTCAGACTCAGGTCTATATTCGGCTACCCAGTCTTCTTT
+TTCATGAATGATAAAGTCTGCTTTGTTTCTGGGATTTTCTATATGCTTTTTCTTGGGGTAATCCACATGA
+TAACCACCATCTCCGAAGGCAAGAAAATTGATGTTATTGGTAGCTGTTTTATCGGTAATATTCTTATCAA
+CGCTATCAATTGATTGCGTATTACTGCAGCTAGCTATAATACCTAAACTCAGTAATGATAAAGATAACAT
+CACTAGTGATAATTTCTTCGGCTTGATTGCTTTTAACAGCACGTCTTTTTGTCTAACTGTCGGGGTTACA
+TCTTGGTTTTTCATAATAAACTCAATTATGGTAACAATTTATAGGTAATCAAAGTCAGCGTTTTTCAACT
+ACTGACTTTGATTCATGCTAGGTGACTTAACAGGAGTGACAGTTAAAAAGATGTGATGGTAATGCCTAAT
+TCATAGCTACGACCATACTCTTCAAACTGATAGTTATATTGCGTGTCACCGTGATAGAGGTAATACGGCT
+CATCATTAATATTTATTGCGTTAAAATAAATTTGCGTGGTGTTATTCAGATAATACTTCGCACTAAAATC
+AAGTTGCATATGTGCGTCTTGATAAACATCAGCATCATTATCGGTAAACTTGAAGTTCTCACTTTTATAG
+GTTGAGCTTAATCGTAAGCTGATATCATTATTTTCAAAGCCAAACATTAAATTACCCACGGTATCTGCTT
+GATTTGGCAATTTTTCATCCGCATCAACAAAGGTACCATTGGCACCTAACAATACCCCCGAGTCGAACGT
+TTTAGTCCACGCCAGTTCAAGACCTGTTAGTGCAGCATTACCACCATTTTTCGGCTGAATAACTTCTTCA
+AAACCATCCCACTGTCCATTATCCTGCACCTCTTCTTTAAGGATATAATTATCAATGTCTTTATAAAAAA
+GACCTGCTGATAAGACACCAATATGTCCAGGATAATACTCAAGACTTAAATCAAGGTTGTTAGCTTCATA
+CGGTTCAAGATCAGGATTCCCCACAACAGCTTTTCGCTCGGTTATGATTTGACCATTATCTTCTGACACT
+TCCGTTTCTATCAATTGGTTTGCCGCAGTATCACTGAAGGTTGGTCTGGCGATAGTTTGTGTATAAGCAA
+AACGACTGATTAACTTGTCGCTAATGTTATAACGCACATTTAGACTTGGGAAAAAATCATCATAGTCTTT
+AGCGCCCTGCCAAGGGCTGATATTGACGGTTTCACTGCCATCACTTTCATCAACAATTAAGTCGACTTTA
+CTGCCTTTGGTACTAAAGCTGGTATCTTCATAACGAACACCCGCAACAATGTACCAATCATTAATGTCAA
+AACTGACCATGGCATATAAGGCTAATACATCTTCATTACTGGTATAGGAGCTACCTTGACTTTCAATATC
+AGATTTAAGGCTGTTTAACTCAAAATCATTAATATTTGTAAGAACATAATCACTCAGCTGATGTTGAGAA
+AGACCAGGGCCAAAATCCCCTAAATTGTAATCAACAGGTCCTGTATTGAATGCTTGTGCGCTGGTATCAA
+CGCCTGCAGCATCGGTAAAACCACCATCATAAATTGCTGCATCAACACGGTTAAACTTTTCACGGGTACG
+GTATTTTCCACCAAACTTAATTTGACCATTGTTGTTTTGCCAAACAAAGTCTTTGCTGAAATCTAATGCT
+AAGGTGACTTCTTCATCTTGTGTTAAGTTATTTTCATAAACCACTTCATCTAAGGCAAAGTTATTCAAAT
+CTTGAGATGCAGCATCAAACGTTAGCTGTGGAATAGGACCAGAACTCAAATAGCCAAAAGTTAAATCTTT
+AGCCACAAAAGTACTATCGATACGATCCGGTTCAGCTTCACTGGCTTTAGAGTAACCCGCACTGTATTCA
+ACAAGCCAATCGCCTATCTGGTTTTCCCCTCCAGTGATGATGGAGAATATTTTTTGTGCTTCATAACGAT
+CCTTGGTATCACGCTCCATTTTGGCATCAGAAAACTGGGCACTATTCTGGGTGTTTGAGGTTAAATCAAT
+TTGGCCTTTATCGTATTTAAATTGATTTCTTAAACGATATTCATCATCTGAAAACTTACTGTACAGGGTG
+CGTAAATAGTACTTATCTGTTGCTGAGGTATATAAGTCAAAATTTAAAGCCGCGCCCAAACGTTCACGTT
+CAATACTATATGCACGTTGCTCTATTTCTTCTGCCCCAAACGCTTCAACATCTTCGCCTGTTGCAGCGTC
+TTCATAATCAAATACGCTCCAACCGCCATCTGTTTCGACATTATGAGAGCCAAACTCTCGCTTAAACCAT
+GAAACAGCGCCGGCAACGCCAAGCTGACTTCCGCCCGCTAAGGTATAAATATCGGTATAACTTCCCGAAA
+GTTTAGGGCTAGTTTCTGAGACCAATTCATTATGTGATGCTTGTGCAGTAAAAGAGTAACTTCTGTCGTT
+ACGATCAAAAGCTGATAAACTTTTTACTTCGATAGAACCGCCAATGGCACTGGCATCCATGTCTGGCGTA
+ACTGTTTTACTCACTTCTAATGATGAAATAAGTTCACTCGGGATAACATCTAAGGCGACACTGCGAACGC
+CCGCCTCGGGTGAAGGAACATTTAGACCATTGATAGTGACATTATTCAGGTTTGGATCTATACCGCGAAT
+ACCAACAAAACGCCCCTCGCCTTGGTCACGTTCAATAAATATTCCCGGCATACGCTGTAAAGCCTCAGCA
+GCATTTTGGTCCGGCAATTGGCCTATACCATCACTACTGATAACTGAAACTAATTTGTTAGCATTTTTTT
+GTCGGTTAATAGCACTCGCTTGCCCTGCTCTTTGCCCATAGACGATAATATTATCTAACTCTTTTTGGTC
+CGAGTTAGCCGCACCAATAACAAAGTTTTTCGATAAAACCTCACCATCAACAACCGAGATTTTTTGCTCT
+AAATCATCACTACCAATATATTTAATGATTAAGGTATATTCGCCTTCAGGCAATTTAGCAAAACGAAAGG
+ATCCATCACGTTCACTAATTACCGTTAAATCCAACTCTTTTATCTGCACTTGGGCGCCTTGAAAGTAAAC
+CTTGTTACTTGCGTCGGTTACTCGCCCTTCAATAACACTGTCTGCCCAACTTAAAGGTGCTGTTAATAAC
+GCTAAACTGCCCGCTAAGGCGATAGTTAGTTTATTAAGGCGAAAATTATTACCGTTAAAATTCGTTAAAG
+AAAGTTTCATGTGATCTAGTGCTCTCATATTGTTTTAATTTTATTGCCTCAACATAGCGAACTAGCAAGG
+CAAAGTACTCAGGTACAAATTGATATTGACGCTAAAGTAAGTAAAAAATATGACAACACGATGACAGTAA
+AACGGTGACTGAACCGTTGAGGTTAAAAATTGTTAATCTCCGCTTTATTTAGCGATAAAAAACAGGAGGA
+CGAGCTAATTAGACCCCTTAATTTTACTAAAAACTAACGGTTCCCCTACCCGCCTATTAACCAATACGGT
+AAATAGCATACCTATCGATTGCTAATAAATGAGCAATCATCATGTTTAGGTAAAAAAACTGTCATCTGTG
+TGAGCTAATATCACTTTCATAAACACCTTCACCTTAATAACAGGGCTGACCATGAACACCTCTTTTATAA
+AATATCATTCCCACCTTTTAACCATATTATTCTTTACCCTAGGTGCAGTTATAACCTGTACATTCAATTT
+GGGGGATTTAAAACCAAGCAGTGAATTTGACTACCTTGACGCCTTAGGTGAAGGTGGCATGACTTTAATG
+ACCTTGGTATGGATAGGCTTTATTTTAATCAGTAGACCTGCGGGAAAAGTCACTAACTGGCTTTTTTCTG
+GATTGATACTGATGAATATCTCGATGTTATTAGACTTTATTGACGAGTTTGTTATTTATCCCCAAAACAG
+TGCTTGGTTGACTGCCATCGAATCATTACCTGCCCCAGTAGGCATGGTGATAATGAGCATAGCCTTGTAT
+CACTGGTATCAAGAACAAATGACGATTAATGCACAATTAAGACGTACAGAACGTTTTTATCGGGACCACA
+GTCTTACTGACTTTATCACGGGTTTATACAGTGCTAAATATATGAAAAAGCAAATAAAACATCAGCTTCT
+TTATAGTAAAAAAACTAAACAACCTTTTACTATGATGATGATAGACATTCGCCAGTTCGACCAATTCAAT
+CGACAGTATGGTCATCAACAAGGGGATATTTTATTACGAGAAATTGGGCAAGTGATCACCATGAATATTA
+GAGATCAAGATTTAGCCTGCAGATATGCCAGTGATCGTTTTGTTGTTTTATTGCCCAATACCACCACAAC
+ATTCGCGGAAACGTTTGCTTGGCATATTGAAAATAGTCTAGCCAACTTAGCGTTCAAAGTGGGGAGTGAT
+CAACAAGCAAATTACCAGAAAATCACGCTGTGCAGCAAAGAGTTTGATGGTAGTCAAAGTGATTACCAAG
+TGCTTGAGCTGATGAGTCAACAAATGGACAGCACCAAGAAACAAAACAACAAACATCATAATAAACAGGT
+TGCCTAATGAAAGGCTATGAACGCTACGACGAAGTACTCGATGCTCAGCAAGTTCTACTGAGCTTGATAG
+ACTTAGCAACGCAAAGAGGCGCCCACCCTGATAAATTACTCAAAGGTACCAAGCTATTTCACAATGATTT
+AAGCAAAAAGAATTTAGCAAAAAATAGCTTAACCTGCTCGGCAAATACGTTGCTAACAGTAATAGAAAAC
+TGCTCAAAGTTAGTTCAGGGTAATGAAATTAGCTTTCTACTTGGCAGACGATATTTTCCTTCACATCTGG
+GGTTATTAGGCCAAGCACTAATGAACTGTCGGCACCTAGGCGATATGTTACGATTATGCCAATGTTTTCA
+GCTTGCTTGCTTTCCGTTAATGAACTTACAGCTAAAACACTTCAACAATAATAGTTACCTTATTTTTCAA
+AGTGCAGTTGGCAAATTATCAAAAAATCAACAGACCTTTATAACTGAGTTTATGTTGAGTGCTTTACTGG
+GTGCCATCAAATATCGCTGTGGAGAATTACCTAAGTTAGACATTCACCTTGATTATCCTGAGGTACAACA
+TATCGAGCAATATCATGTACATCTCAACATGAAAGCAAATATAAACATACAGTTTGACCAGAAGATCTGC
+ATGGTTACTATAGCGTCAAAACAACTGTATTTGCCCTTTAACGACAGCGCAAATAGCTTAAAAGCAGTAG
+CGCTACAGCAAATAAGTCAATTAAACCCAAAACCCTACCCCATTAGTTTTATACAGCAACTCAATAGCTA
+CCTTAGTCAACGTTTATCAAATAAAGGTGACTTATCGCAAGAGTGCTGTGCACAACATTTTGGTTATAGC
+AGTGCCACGTTAAAACGTAAACTTGCGAATCATCAACTCAATTATCAAGGTCTCATTGATGCCATACGTA
+GCCAGCAGGCAATTTTTCAGTTGGTTATTTGTCAGCACAGTAATGAAAAGATTGCCGATGCCCTGTACTT
+CAATGACGTGAGTAACTTTCGTAAAGCCTTCAAACGCTGGACAGGAGTGACGCCAAACTCTATGCGTGAG
+CAACACTGCTTTAACTAGAAATAACAAGTTTTACAGTTTCAAGCAGCAGTTACTTTGATATAACCTTGGT
+CTATCGCTTCAAATAAAGGCGATAATTGCTCTGCAGTTGAATGGAACCAATAATCACGATATTGCGGTAA
+TACAATGACTGGCATACGTTGATGATATTCAGCGCATTTGTCATTAGGCGCGGTGGTGAGAGTGACCAAT
+TGTTTGGGCTCAGGAGTCAATGCTTCGTTATTACTTTGGTTTTGCTTCACATACCAAATTCCCGCCATGA
+GAAAGGGCTCGTCATTAACATGACTAAATAAGTACTTTTGTTTTTTGTCCCCTTCAGTTCGCCACTCATA
+CCAGCCAGCGCAAGGAATTAAACATCGGTGTGTTTTTATCGCGTCTTTAAAAGTAGCTTTAGTAAGTACA
+GTTTCACTTTGAGCATTAATAAGTAATCGCTTTGACCAACTGGGTTGAATACCCCAAGTAGAATCAAGCT
+GCTGAAAAGCTGCCTCGTCATTTGAAACACTGTTTGAATGGTCATTTATATCACGGTTAACCAGCGTGGA
+AACTGTCTGCCCAGGACTAAGGTTATTGTTTGAAGCAGCGCTAAAATCACAGCCAAAAAAGTCACTGATT
+ATCTTACTGTGCTTATTATCAAAGTTCATTCTTCCACACATAAAAACCTCAATGATTAACATTATACTTC
+AATGAATATTCTTCATCGATTAGATTAATATTTCGTGGCTAGGTACGTCATTGTATCAGCGTATTAAATT
+GCTAGGAATGTTAATTTATTTGAATAAGAAGAGAGCTAGGAAAAATTGTTAATACCCATAAAAAAACGCA
+GTACAGCCATTGGGATAGCTATACTGCGTAAATAATGAATACAAAGAAAGTGCTAATTATTGCAGAACCT
+TCTTATTACTAGGCTTACTTAAAAGTCCCACTTCAAGGCAACTTCAAAGGCAACACCTTTGGTTTCACTG
+CGCATTAAGGTATCTTCAAACTCAATTTCTTTTTTCTGATTTAAGATGTTTTGCACCTTAAATTTCAATG
+TTGATGAGTAAGTAGGATAGTAGGTATAGACCATATCAAGTGAATGGAATGGTTGCTCATAAGCATCATC
+CTTACCGTCAATGCCAGGTATAATAATACGCTCAGCAAACACGTTATAAGCAAGGGTAGCACTGTGATTA
+CCATTCGGCGCATCCCAACCTAAGTTCATATTTACTACCCAAGGTGAGTGACCTGTCATGGCACGTGTTG
+GATTAGTAATTGAGGTAGAAACGCCGGTTTGTTCAACCACGTTCTGGGTATCAATATTTATTTCTGACTC
+ACTTACCGTAAAGTTACCCGATAAGAAGAAGTCTGTCCCGTTCATACCCGCAAAATCACCTAAGAAGCCA
+AAGTCTTTTAAAAACTCTACCTCAAGTCCGTACACATAACCGTCTTCTGCATTAGCAATTCTGATTAATG
+GTGGGCCATCTTGTGCAGGTGATTGTACCGCTTCTATTGGCTGATCCATGTCCTTGTAGAATAAACCTAC
+AGAAAGGTTATCTCCCGCAGGTAAGTACCACTCCCAACGTAAATCATAGTTATCAATAGCGGTACTGGTT
+ACACTTGGCGTTCCACCAATAGGGAAACCAGTAAGGGGATCAATGTAGGTCGCCGGCGCGACTTCTCGGA
+TATCTGGACGAATAGTCGTTTGTGCGTAAGAAGCACGAAACTGCATTTCATCGTCAAGCAAATAAGTGAA
+TGCTAGTGCACCAAAAACATCATCATCTTTAAAGGCAAGTGCTGCTAAATCTTCATTCGTCGGCTTTGCA
+GGTAACTCAAACTTACCAGTTGCGGGATCTAACGGGGCAACGACTTGGCGAAAATCTTCATAACGCAATC
+CTAAGTTTACTCGCCACTTTTGCGCGATGAAAAAATCGGTATCAATAAAGTAAGCATCAACCAGTTGAGC
+AGAGTAGTAATCATCTCCGCTAGCAGTCGTATCACGAATAATTAATTCATTGCCCGATAATGGGTGATTT
+AGCATAACATCATCATTTAAAATGACGCCCATTTGATGGCCAGTTAGGTCTAGGTTATCAAAAGCAAGTG
+TGTTGACATCTATGCGTCTTGCCATAGCGTCACGTGTCTTTTCAATAAAGTTCCCGCCTGCTTTTATCTC
+TAGTTCTACATTGCTAAAGTTAACTGGCAATGAAAAACTAAAACCATAGTTTTCAACATTATCGTCTAAG
+TTTTGAAAACTATAACGAGAAGAAGTGGTCGCTTTACGTAAAGAGCTCTCATTGATTGGATCAAAAATGC
+CATCTTCAGGTTGACCATTTGAACCATCGGCAATGATATAGCGTGTTGAGATATTGCCAGGAGCATAGCG
+ATTGGAGCGCGCATCTGAGTAAAACCAATCAGCACCTAAGTTCCAAAGTCCTGAGAAGTTATGTGTACCT
+CTGATTTGATTCGCGATCATTTCTCGCTCTTCATAAATAACGTCGCTATCACGTACTCGCAAACCGTCAC
+TAATAGTGACATTGTTGGTGTTGCCGAGTTTATCGCGTATTTCATCACGGGTATCGTGCAAAATTAACGA
+GCTGAAATCAATGCGGTGATCACGTTGAAATTCTAAGCCAACGTTGAACATGCCAGAAAAGCGTACCGTA
+TGTTCAGTAGATTTAATATCATCGGAACCACGTACTAAAGCCCAACTGCTGTCTTCGCCATCAACACCTT
+CTTGATAGGTGAAATCCTGTCCTTCGTATTCTTCTGATACTTCCCATTTATTGTCATAGGAAACCGCGGT
+AAGGAAACCTAATCGAAAGTCATCAAAGTCGAATCGATTACCTAATGTGACATCAAAGCCAGTATTCGGG
+TTAATGCTAGTGGCTTTTGGATCATAATCGCGATTCATCTGCGCAGCAATCTCACGGTTATCTTGCTGTG
+ATAAATCATTTATAGGGCTATGACTTTTCCACAATTTTTGCAATGACGCTGGTGCTGCACGAGTACCATC
+ATCTTTACCATACCAATCGTCGTCTCCGCCATTATAGGATAAACCATCATCAAAGTTATTGGTGTTACCG
+CCAAGCTTACCTTGCATGGAAAAAACAAAGTCAGAAGGAATTGTTTTCAAACGCACATCGACATTACCGC
+CAGCAAAATGGGCAGGCATAGCAGCAGAATAGGATTTTTGTACCGACAATGATTCAATGATTGATGAAGG
+AAATAAATCGAGTGGAATAACCGTTCGCGTTGGATCTGGGCTAGGTACTGCCGCGCCATTTAGTTGCGTA
+CTTGAAAAGCGCTCACCTAAACCACGCACATAAATGTATTTTCCATCCACCAAGGTAATACCGGTAACAC
+GACGTAACGCCGCAGCCGCATCTGAATCACCGGTACGTGCTATTTGCTCAGCGCCGAGGATATCAGCAAT
+AAAGGCCTGATTTTTACGCTCTTCCATGACCGCACTAGCAGTGCCTTTTAAGCGACTTGCTTTGACAATC
+ACCTCTTCCATGGCTTGCCCATCAGCATTTTCTTCTAGTGCAGTTTCTGCATAGGCGGTTGATAAACCAC
+AGCCTGTAGCAAGTGCTAGAGTTAAAATGGATAGTTTGAATTTTGTTTTCATTGGAAACCTCTTGAAACT
+TCTTTACTGGGAGAAGCAAAAAAACCGCTTCAAACTTGTCATTCCCGAGGTGTCTTAATCGGAAATCTAG
+TTTTTAATTACCCTTTATTACGGACTAATAAATAACCGGAATAAATGCTGTAGCGATTCTTTTCGCTACA
+GCATTGGGTATCAACGCTTATTAGTCGTCTAAGCCAACAGTCCAGTTAGCTGTCCAGTCATTATCCGCAG
+AGACCGCACCGATGTGCTTCGCATTTTCAAAAAATGCATTGCCGGTAAAGTCTTTTGCTTCAGTGGTATC
+AATCGTGAATATACCGTCAAGTACTGCCGACGTATCAAGTGCGGTCGTATTGTTCACATTCAACGTTGGG
+TTTTGATTAAGCACCCAGTCTTGTGTATCAAGCAATACTGTTTTGTCTTCCGCTTTGGCACTTTTGAAGT
+TTTCTTCACAAGCAAATACTGAGTTGGATATTACCGTTTCACCGGCAACTGCTTGGTCTACTGTCACTGA
+AGTTGTCGCGCCGCCTTCGATTTCAAAACACTCGCCCATGCCCGTAGGACCCGTTACCACAAAGTTATGT
+AACTGTGCTTTAGTGCCTTCACGAAGGTAAACCCCTTCAGAGTCTTTACCTGGTGCTGTGAAAGCGTTAC
+CTATGATAGTCATGTTGGCAATCGTTGGGTTTGATTGTGGCAGTTTGTTCGGGGTAGAGCCGTCGTTATC
+ACCTTCAATACCACGGTTAGCTTCACCATTGTCGCTAGCGTGTTTAACCAATACATATTGTAAGTTGCCG
+CGATAACCGTTATCCCAATCAACGCTGTCATCTTTATTTGAGGTAAGCACTACATATTTAGCATTAACAG
+TTCCGCCAAAGAATTCAATACCATCATCAGCATTTTCATGTACTTGAATGTATTCTACTTTAGTACCTGA
+GCCTACTGCACCAAAGGTTATACCGTTAAGTTCGTTGTCTGGTTTAACTTCATAACCCGCATGTTTAACG
+ACAACATAGCGTAAAGTACCTGAACTGTCGGTATCATCAGTGCCACCAAATACGGCACCTGTTTCAACAC
+CTTCAACTTGTAAGGCACAATCACTACCATCTGTTGGACATTTATTTGATTGCGCATTACCTAACAGAAC
+AATACCTCCCCATTGTCCAGCCCCTGTAACACCTGAGCTAATATCTTCACTAGATGTAAAGATGATAGGT
+GAACTAGCGCTGCCATTTGCTTCAATTTTTGAGTCACGACTAACAACTAAGTAATCACCACCAGAGCGAC
+CAAAAATAGTCGTTCCCGCTTCAATTGTTAAGGTTGCACTTTTAGCCGTTGTAGATTCTGTAGAAGTCGT
+TCTGTCTTGACCGACAAAAACAGGGCCACTTAAGGCATATAGGTTATTAGCCGTTAACGTTAAATCGCTG
+GTGATATCGCCACTTAGCTGACAGGTAGTTGTTACACCATCGGCAGGTGAAATGGCGCTAGTACCCGTTG
+GACAACCTTCAACTTCTGCTTGGGCAGTAACAACACCACCACCAAAGCCAAATGCCCAACCTTCTCGCCA
+ATCATCTACATCCGCACCATCTAATGCACCGATGTAATCAACGCTATCAAACCAAGCATTCTGAGTAGTA
+GCAACATCTTGCCCTGCATTTTCAGCGATTAGCGGTGAACCACTATCTGGTATGCCACTTGCGCCAATAA
+GCACAGAAGTACTTATGCTATTAGAGTCTTCAGCTTCAAACCAAGTCGCTAAATCAAGTAATATTGATTT
+ATCTTCAGCTTTTGCATCTTTAAAGTTTTCATCGTTATTACAAGCCATCACCACATTTTGCATAACAATT
+TTATCGCTATTGGCATTATCAACGGTAACCGATGAGGTTTTGCCACCTTCAAACTCTAAACATTCACCCA
+TTTCACTTGGGCCGGTTATTACCGTGTTGAAAATTTTAGCGGCGGTGCCTTCACGTAAATAAATACCTTC
+AGAGTCTTTGTCACTGGTAGTAAAGTTATTACCAATAATCGTCATGTTAGCGATAGTAGGATTTGATTGC
+GGTTCTTTAGCCGGGCTTGAACCGTCGTTATCACCTTCTATACCACGGTTTGCTTCGCCAGCATTTTTCG
+CATGTTCAATATAAACGTGCTGAAGCATTCCTTTAAAACCGTTATCCCAATCAACACTGTCATCTTTGTT
+AGCCGTTAAGACCAAATGTTTTGCATTAACTGCACCACCAAAGAACTCAACACCATCATCAGCATTGCTG
+TGTACCTGAATATAATCAACTGTGGTGCCTGATCCAACGCCACCAAAAGTAATACCATTTAATTCATTGT
+CCGGCTTAATTTCAAAACCAGCGTACTTAATGACAACATATTTTAAAATACCTGAGTTATCTTCCCAGTC
+TGTGCCGCCAAAAACAGCGCCTTCAGCAACACCTTCAACTTGTAAGGCACAATCACTGCCGTCAGTTGGA
+CATTTATTTGAAGGAGCGTTACCTAAAATAACTAAACCACCCCACTGTCCTGCAGCTGTAGCCTCACCTT
+TAACATCTTGCAGTGATGTCATGATAATTGGCTTAGCTTTACTGCCTTCTGCCATGATTTGTGCATCACG
+GTGAACAACAATATAATCGTTACCTGATTGACCAAATAATACCGCGCCTGGTTCGATAGTAAGTACAACA
+TCCGTATCAGGGTTGCGCATTTTACCGCTTTGACCATTAGTGCTGCGTGATTGTGCGGCTGGTGCTACTG
+CGCCGCCTACCTCAAGTCCACCACTAATTGCATACATAACGGTTTTGCCATCAACACTCGCCACTAAGGT
+GGTACTTTCATTAATAATGCTGTCGAGCACTTGAACCTGTACGTCAAAACCAAGTGCTGCCGATACTTCA
+GTACTTAATGCTGTATTTGCTTTACCAGGTAATGATTTACCCGCATCAGGCGTTGGTGCTGGGTTTTCAA
+TAATGGTATCGCCCACTGATTCATCAACACTAGAGTTTAAATTAATGTCACCACCACAAGCAGCTAAACC
+TAAGGTTAAAGCTGTTGCTATCATACTGTATTTAAATAGTTTTTTAGTTTGCATTTCATTTGCTCCGCAG
+CAATTAATGAAGAAAGATTACTTTACCTAGCAAATACACAGCTTTATCAAGTTGCACATTATCAGGTAAC
+AATTTTTCACATAAAGTAAATTTGACTACATACTAAGGTTAATAAATGACAGAAATGTTTTAGAAGTGTG
+ACTATTTGATGTCGTTAATATTTCAGAAAAATGACAGTGGTGTGAAACGACAGGCACAAAAAAAGCGCCG
+AAGCGCTTTTTTTAAGGAGTTTATGAATATGACCTACAAGTGGTAACCGACTTCTTCATGTTCAGCCTGA
+TCTAAACCGTTAGACTCTTGCTCTTCACCAACACGTAAACCATCCGTCATCAAACCGACCAATTTAAGGA
+TAATATAAGTAACGACTGCGGTATAAATCAGTGTAGAGAATATGCCGATAAGCTGAACACCAATTTGTTC
+CGCCATCGTAGCAATGCCTTCAGCAAAACCAAAACCACTAAATACACCAAGACTGGTCGCTGAGAAAACA
+CCGACTAATAACGTACCTAAAATACCACCAACACCATGTACAGGAAATACATCTAACGAATCATCAATTT
+TTAATTTTTGTTTAATATAAACCGTTGAATAAAAACAAACAAAGCCTGCACTAATACCAATAATTAACGC
+GCCACCAGGGCCGACAAAACCAGAGGCAGGCGTAATGGTACCTAAACCTGCGACCATACCGGTAACAGCA
+CCTAAAACACTGGCTTTACCAAATTTTTTCCACTCAATAGCTGCCCAAGTTAATGTACCTGCTGCGGCAG
+AAATATGTGTAACAAGCATAGCCATAGAAGCATCACCGTTAGCGGCTAGTGCACTACCACCATTAAAGCC
+AAACCAACCAACCCATAACATACCAGCACCAGTAACAGTCATGGTTAAGTTATGTGGCAACATAGGTGTT
+TTAGGAAAACCTCGACGTGGACCGATAACAAGAGCGGCAACTAATGCCGCAGTACCCGCCGTAATATGTA
+CAACAATACCACCGGCAAAATCATAAATGCCCATTTGTGCTAACCAACCGCCGCCCCATACCCAATGAGT
+AATAGGTGCATAAACAGCAAGTAACCAAATACCACTAAAGAGTAATACCGCAGAGAACTTCATACGCTCT
+GCAAAACCACCAATAATAAGCACTGGCGTAATAATGGCAAAAGTCATTTGAAACAGCATAAATAAACTTT
+CAGGGATATCTCCTGACAAAGCATCTTTAGGAATACCATGCATCATCACTTTACTAAAATCACCGATAAA
+AGCATTACCCTCACCAAAAGCTAAGCTATAGCCTACTAATAGCCATAAAATTGATGAGATTGAGCCGATA
+GCAAAACATTGCATTAATATTGATAACACATTCTTTTTACGAACCAAGCCACCGTAAAAAAGAGCAACGC
+CCGGTAAGGTCATCAATAATACCAATGCGGTAGATGTTAAAATCCAACTGGTGTTTGCGCCATTTAGTTG
+CCCTTCTTCCGCCCAAGCAGTGCCTGAGATAAAAAAGCTAAGTAAGGTTAAACACAAGATTAATGCTTTG
+CTCATAGTTGTTTCCATAGTAAATAATTCAATAACTGACATGAACAAAGCACAAAACAAGCCAAAAAATA
+AAACATTAACTTTCAATACCTTAAAAACAGCATGCCTTAATATAGTGCCATAGCGCACCATAAAAGCACA
+AAATACGCACCGAACGCTCTAAAAGAGTGCAAGTACGCACAAAATAAGTGAAGTTTATATTTTCCCCTTA
+GGAGTATCATTTTAATTCCCACGGAGATCCTGCTCTTTGATACAATAACCGCCATATAATTAATGGTTAA
+TCGACGGTAATAAAATGGACTCACAACTAAGCTCGACTGCGAACATTGAAATCACGCCAATCATCGCGTT
+TTTCAAAAGCCTCCAAGATAAAATTTGTCAGGCATTAGAAGAAGCTGACGGTACTGGAAAATTTGTTGAA
+GATAACTGGAAGCGCAAAGAAGGCGGCGGCGGTAGAACTCGCGTGATGACCGATGGCACGGTTGTTGAGC
+AAGGAGGCGTAAATTTTTCTGTGGTATCAGGTGATAAATTACCACCATCAGCCACGGCTCATCGTCCTGA
+GCTTGCCGGCAGAACGTGGCAAGCTTGTGGTGTTTCACTCGTTATCCACCCAAAAAACCCTAACATTCCG
+ACTTCACACGCTAATGTGCGCTTTTTTATTGCTGAGAAAGAAGGTGAAAAACCCGTATGGTGGTTTGGTG
+GTGGTTTTGATTTAACACCTTTTTATCCAAACGATGAAGATATTCAGCATTGGCATCAAACAGCGCACGA
+CTTATGTCAGCCATTTGGTGACAATGTTTATAACGATCATAAAAAATGGTGTGATGAGTATTTCTATTTA
+AAGCACCGTGATGAAACCCGCGGTGTTGGTGGTTTATTCTTTGATGATTTAAATCAGTGGGATTTCGATA
+CCTGTTTTGATTACGTCAAAGCCGTTGGCCAAGGTTTTATCGATGCTTATGTGCCTATTATGCAGCGTCG
+CAAAGATGAGGCTTTTGGTGAACAAGAGCGTCAATTTCAATTGTATCGCCGTGGTCGTTATGTCGAGTTC
+AATTTGGTATTCGATAGAGGCACGTTATTTGGCTTACAATCTGGTGGTAGAACTGAATCAATTTTGATGT
+CTATGCCACCACTTGCACGTTGGGAATATAACTTCCAAGCTGATGAAGGTAGTGCAGAAGCTAAATTAGC
+GGATTACTTAAGTCCAAAAGATTGGCTTAACGTATTGAAATAAAGTGTGATTGGTATTTAAGGCTTAGGT
+AACGTTTTGAATGAGAGTCTTATTTAATGATGGCTAGTACTAACTAGTTAAGCCGCCATTAAATAAGACT
+CTCGTCTTACATTTTTAGCTTTACGCTGATATGAACCTTTACCTTTTTTCGCTTTAACCACCTGCATCTT
+ATAAACCTTTGATGTTACTAATGCGGCTAAAAAATTCCCTTTAATTTGTCCTCTTCCCAACTCTGTTTCA
+CTTTTATTTACTTTAACAGTGCCAGCTTTCGCTAATGGCTTTTTCTGCTTACTCATGATTTATCCTTTAA
+AAGTTTGTTACTTATATACGTTCAAATTATTACGTTAAGTCATTACGACAATGTAATGCCTGTTTATTAT
+ACATGTGGATCGTTACAAGTAACAATAAATAGTCTGCTTCGCCACCATTGCAGTCATTATACTTTAAATT
+AAAGCGACAACTTTCCTGATAAAACAGCGCTAAACGTCCAAGTTATTTATAATTATTTTCTATCCATAGG
+ACTCGTTGTACCAGAGGAGTGCTGTCCAATTACATAGGTATATATTTGGGTGGTTCTCAAATCATTATGT
+CCTAATAGCTCTTGCACTGTGCTAATGTCGGCACCGTTTAACAATAGTTGTGTAGCAAAGCTATGACGAA
+AGGTGTGTGCTGTTACATGTTTCCTAATACTTGTTTGGTTAAGCGCCTTTCGCAGCGATTTGGTCAAAGC
+TGTCCAATGAAGGTGATGGCGACAATAGTAGCCGTCAGTTGGATGTAGGCATCTAACCGTTGAAGGAAAG
+ACAAACTGCCATTTAAAGTCAATAATGGCATAAGGGTACTTTCGAGCTAACCCTAAAGGGAGGCTTGTTT
+AATTAAATAGCTTAGAATTTTCGCTCCTGCCCATCTTCCAGTTTAGGGATGAAAAGTGCTAAAACGACAA
+CGACTGAGATAACGCCACCGGCTATATAACCCAAGCGCTCTAGGCTAACGCCTTCAATGCCATACGCATG
+ATGGAACAGAAATGCTGCCAAGCAAGCTACCACGATGGCTATAAATATTTTCATAATGTTTCCTTAAGAT
+TTTACTGCTATTTATCGCCACATATTACTAAATTTAGGCTTATTAGCCACCTTTGTTTTCATGAACGAAA
+GAGCTGATATTTAATTTGATAAAAATAGAATTTATTGAAACACAAGAGTCTCTCCAAAAAACATACCTTA
+AAAGTATCAACAAAAGCATCCCATAATCTGGTCAACTTCACACCATGGCATGAAATTTCGCTTTGAGGGA
+TTTGATGAATTTCAGCTCAAATAAGTTACTCAACGTAAATTCTGCCACTTTGACCTTGTTTGTACTGCGA
+CTGCGTGGACATTATTTAACAAAGCGTAGTATTAATAGCTGTTATTAGAGCGCAGAAGTTAAGCATTCTG
+CTAAATATAAAATAAGGACAATAATATGAAATATATTTGTATTTCAATTACTCTACTGTTTTCTATTCTA
+GCTTTCAGTAGCAAAAGTTATAGTCACGATGAGTTTCCCATCCTCCAAGGTCCCTATTTGGGGCAAAAGC
+CACCCGGCTTAATTCCTGAACTTTTCGCTCCTGGTATTGTTTCAATCAATGGAAGATATGACTTCGGTAT
+TTCGTTTTCCCCTGACTTAGATGAAGTATATTTTTCAGTACAACCAAAGGAAGGAACGGCTGATATCTAT
+TTTTCAAAAATCGAAGATAAAAAATGGAAAGCCATTCAAAAAGCAAAATTTACCAAAGGACAAAAAGCTG
+GAGAAATGGAACCATTCGTCAGAGCTGACGGTAAAAGAATTTATTTTACCGGGTATAGCTCTGACTTTTC
+GGGTGAAGAAATATGGTATGTAGATCGTTTGGACAAGGGGTGGAGCAACGCAATAAAACTTGATTCACCT
+ATAAATGACGATGATGTGATGAATTTGACTCAAGCCAAAAACGGCGATGTTTTTTATGACAACCGTTCAA
+AACGAAAAATGTATTATTCATCCAGCAAAAATGGTGGGTTTCCCAAAGTGCAGGAGGTTGACGTTGAAAT
+TGGATCTCACGCTTTTATTTCCTCATCTCAAGATTATTTATTGGTACAAGCTCAAAATAAAGAAGATCAA
+AAAAGAAATAGCGATATTTACGTTTATTTTAAGGAAAAAGATGGGGCATGGACCAAGCCAATTAATCTTG
+GAAATACAGTAAATTCTGACTTTCATGAAAGAGTTCCAGGCGTCACGCCAGATGGTAAATATTTATTTTT
+CAGCCGATATAACGAAGAAGGCGGAATAGCAAACTTGTATTGGGTGAGAACAGAAGTTATTGAAAATGTA
+CGACCGAAATTGTGATGCATTAATAATTGAATCTGAGTGTATGCGTTGAAGAAGGCGCTTAAATTAAGCA
+TTCTGCTAAATAAAAAATAGGGACAACAGCATGAAACATATTTGTATATCAATGACTCTACTGCTTTCTA
+CTCTAACGATGAGTAACAAAAGCTTTAGTCAATATGAATTTCCAGTACTGAAAGGCCCCTATATGGGACA
+AGAACCACCAGGTTTGGTGGCAGAGCCATTTGCACCTGGCATTATTTCTAAACAAGGCTGGGAGCTTGAA
+GGCGTGTTTGCGCCCGGCATGAAAGAATTTTACTTCACGACAAACCGAAAAAGCGCAACCGTTATCGGTT
+TTCGTCAGCAAAATAATGTTTGGAAGAAATATATAGAATTCCCTAGGACAGGTGAAATTGTATTTTCGCC
+TGACGGAAAACGTATGCATATGGCAAAAGGCTATAAGGACCGCATTGGCGACGGCTGGTCAGAACGCAAA
+AGTCTTGGACCTATGTTTGACCGAAAAGACTGGGGTATTATGCGCCTGTCGGCCTCAGCCAAAGGCACCT
+ATGTTTTTGACGATTATAAAAGCAATGACGTAATTCGTATATCAACATTCAAGGACGGAAAACGCCAAGC
+GCCAACAATGATGGACCCAGTGGTCAACACAGGTAAATGGACAGCTCACCCCTTTATTGCGCCAGACGAA
+AGCTACCTGATTTGGGATAGCGAACGAGAAGGCGGCTATGGAGGCTCTGATCTTTATATTAGGTTCCGGA
+CAAAGGATGATGCATGGGGCCCTGCAATTAATTTGGGCGACAAGGTTAATTCTGATAAAAATGAATTCTA
+TGCGAGTGTCACCTCTGATGGTAAGTACATACTCTTCAACAGAGGCATGGATGATAAGGGTAATATAGAT
+ATTTACTGGGTGGATGCACAGATTATTGAAACCCTCAGGCCAAAATAGTTAGCTCTAGAATAAACTACTC
+ACTCGGAGCAAGAGTCGCTACGATCCCACTGACACAGAGTGGGATCGAATCGACTGTTTTTAGTGATAAG
+CGTAAGTAGTGATGCTGTCACTTCTAGCTTCAGCTTAGCTACCAAAGAAGTAATTGACGTTTTTAAAAGA
+TTCAGATGAAAAGAGCATTATTTCTAAGGTGCTAATAAGATGCTCCGCCTCCCCTATAACGAATTAATGG
+CAAAAGGTAAGGCGACACAATTTGAACTCCGTTAACTGCAGTAAGTAACCAAAATGACTACTATTTATTC
+ATAGAAACCACCATGTTATTTTGAGATTTACGGTTGGTCAGGAAAATACCCAAAGCAATAATGCTTGCCC
+CGAACAATGTAGTGCTCTCAATGGTTTCACCAAATAAAAGATAAGCACTAACTGCCGCAGAAACAGGGAC
+TAAATAAAATACACTTGCGACTCTGCTTACCTCTCCCCGCTGGATCATTATATAAAGCAAGCTTAATGCC
+CCTAGTGATACCCCGACGACCATATAAACTAGCGATATAATAAATTCACCTGTCCAAACGACCTTAAAGC
+TTTCAAAAAACGGTAACAATGCTAAACATATTAAGCCCGAAACCAGAGACTGAATCGCACCTCCATAAAA
+TATCTCCATATCTGCGCAATAACGCTTCTGATAAAGACTTCCAAAGGTAACACCAAACAAAGCAAGCACG
+GACATAGCTATAGCAACCCAACTGAAAGACGTTGTTTCAATTGAATCAATGACAACGACGATGACTCCTA
+AAAATCCAAAGAGCAATCCAAACCATTGGGCTAAGTTAAGTTGTTCATTAACCAGTTTTCGTGCAAATAG
+AGCTACCAGAATAGGCTGTAGTGCAACAATTAATGCCGAAACTGCTGGGGAAAGCCCCATATCAATTGAT
+ACAAATACACCAACAGAAAATAGACAGACAGTTAAGCTTCCAGCTACCGAAATATGTATCGCTTCACGCC
+AGTTCGGGAGTTGGTTACCAATCAATTTCGCAATAATTAGTAATATCAAACCTGCAGCCATGAAGCGTAA
+ACTTAGAAAACTCAAAGGAGTGGAGTGTGGTAATCCGAGTTTTGCACCTACAAACCCACTGCCATAAAGC
+AATACAAAAAAGAAGGGTAATGCAAATATATTAACGAAGCTTACTGAGACCTTAAACCCTAAGCTTTTAC
+TCATTTTTTTATCCTCAACACACAACGCTATGTACTAGGTAGTACAATTAAGTTATGTACCTTATGGTAC
+AATGATTAAAAATGCAAATAATTAGGAATGGATAGATGTCAGAATCTCCCAAAAAAAAGCGGTTACCACG
+TGGTCAAGGACGAGAACGTATTTTATCTTCGGCTGCAGATCTATTTTTGAAAAATGGCTTTGAAGCAACC
+AGTCCTCAAGCAATTTATGCGGCAAGTGGTGTCGGGCAAGGAAGTTTTTACCATCATTTTGCCAGTAAAG
+ATGATTTGGCAAATGCAGTTTTGGAAAGAATAGTAGAAGAAAAAACCGCTGAATTAAATCACATTACGAG
+CACTATACCTAATCCAAAGAAGCGTTTAGAGGCATACCTAAAATTACCTCGCAAAGGAACCGAAGGCTGC
+AAATTTGGGCGTTTCATGTATGAGACTTCAGGGCAAAAACAGCAATTAAATAAACCTATTCAAGGATTCT
+TTGATGAACTGCAGCGCTTTCTCAGTCATAACTTTCAGACAGCGCAAAACCAAGGATTAATTTCATCAGA
+TTTCTCTGCCCAAGAGTTAAGTTCTATTCTGATGGAACAAGTACAAGGTGGATATATAATGTCGAGGATC
+TATCAAAGTGATGATCTCCAAGTTAATACACTGAAACGTCTGGCGAAACAATTAGGATTAACGTAGTTTA
+CTGTATTGAACTTACTGCCAACAACAAAGCTCTTACACCGTTATCCTTTTTCTAAAGTACAGGACATATA
+AAGACTAATGATCATTCAACAGCACAGCACTGATATTGAAACTCCAACGGGAACCATGCGTACTTATGTT
+TATCGTCCTCAAGCATCAGGTAAGTTTCCGACTATTATTTTTTATTCTGAAATATTCCAACAAACTGCGC
+CTATAGCAAGAACAGCAGCGCTAATGGCTGGCCATGGTTTTGTGGTTTTAGTGCCTGAGGTTTTTCATGA
+ACTCAACCCAATAGGCACGGTATTAGGCTACGATGATGCAGGTAAAGACAAAGGTAACCAAGATAAATGG
+GCTAAACCTTTAGAGCATCACGATAGCGATACACAAGCCTTAGTCAATTTTATTCAACAGCAAGATTACT
+GCTCTGGAAAAATTGGCACTATGGGTGTTTGCATTGGCGGTCACCTCGCTTATCGCGCTGCCTTAAATAA
+GAGTGTATTAGCCGCCGCTTGCTTATACGCTACCGATATTCATTCAGGTGATTTACCCAGCGCAGAAGGC
+AATGATTCACTAACGCGTACCAAAGACATTAGCGCGGAGCTGATGATGATTTGGGGTAAACAAGACCCAC
+ATATTCCTGATGAAGGTCGCATGATGATTCATAAAAACTTAATAGCTTCAGGTAACCTTTTCTCATGGCA
+TGAGTTTAATGCTTCACATGCATTTATGCGTGATGAAGGCGAGCGTTATGATCCTCAACTTGCATTAAGA
+GTTTACGGCATGTCTGTTGAATTATTTAACCGTACGTTAGCTTAACCGAAACTAGTTTAATCCTAACCAA
+ACTTAATATACCTCTATCAGTTAATAGCTCTATTGATTATAAGTGAAGCTCCTTAGTAGAAAGGCGCTTC
+CAAAAGAATTATTCATTGAGTTATTTTACTAAAGAATAAAACGACATCCACTCTAAAAAACTACAAATTT
+TCATTATTCAGTATTGTACTAATGACAAATACTTTTAACCCCGTTCAAGAGAAAATGATTAACTAACGCT
+ATAATGTTAGTTAAGAGTTTCTATTAATCGCATCTGATATTTAGCCAGGATACCATTAACACGATTCGTC
+AAGTGTTCGGTTATAACGGTGTTATTCATCTGTTTGACGTCGTAAATGGCTTAGTTGCCCCTATCAGTAA
+CGTTTTACACTTAAATGGTTGAATATTGTTCGGTTCAGAACAACAACATCAAAAACGTAACTAAATATAA
+AAACAAATGCGAATTATCTTTTGGAGAATAACGAATGAAAACATCCATCCCATTACTTGGTTTATTGTTA
+GCAAGCTCAACAACAGCCTGGGCGGCCACAGAAGAAACTAAAATAGAGCGACTAGAACAACTTGAGAAAC
+AAGTTGCTGAGCTTAAAAAAGAAGTTAATACCAATACAAAAACCGCCACAGATTTAACACCTAAAATCAA
+AGTTGGCGGTGCCGTACGTTTTCAGTATAGCTATGAAGATTACGATGATGACAATAAAGATCGTGGTGGA
+GATTTTGATTTTGACGTCTTTCGTTTAGATGTAAACGGCAGTATTGGTGATGTTAAATTATCAGCTCAAT
+ATCGCTGGTATCAATACATGAATGTAATTCATCACGCCGATGTAGCCTACCAGTTCAGTGATAACTGGGA
+AGGAAAAGTGGGTATTACTCAAGTTCCTTTTGGTAACTTAAACTATAACTCTAACAACTTCTTCTTTAGC
+TCTGGTTATTATGCCGGTTTAGAAGATGACTACGACTCAGGTTTATCATTTATAGGTAAGTATGACAAAC
+ATGATATCCGTGTTGCCTATTTTTTAAATGACGAAAAAGGTGGTGTTGACGGTTATTCAGGTGACAAAAC
+TCATCGCTATTCTTACGATGTAGTTGGCATTCGTGACTATGCTGGTGGCGAAGGTATTTACAGTGCTCCT
+GCGCAAGAAATGGGCGAGAGTAATACCATAAACTTAAGATATACATATAATTTCTTCTCTAATACAGAAG
+TAGGTGTATCGTTATTATCAGGTGATCTTGAAGGTGGCTCAGGTGTTGGCTCTGTGGGCGATCACACTGC
+ATACGCTTTTCATGTAAAAAGCAAAATTGAAAATATCGGTATTATGTTCCAAGCTTCAGAGTATGAATAT
+GACCTAGACAACGGCTCTGATGCTGTCGCTGTAGGCGCTTGGGCATTCTATGACACAATTCCAACGGAAG
+CGACGTCGTATAACCTTAACTTATCTTACAGCCAGTCAGTGTCTCTTGGACCTATCACTAACCTGACTTA
+CTATAACGATTACAACTTAATCACTGATAAATCAGCCGGATTAGACGATACCACAATGAACGTAACCGGT
+GTTGCGATCAGTGCTGGTGGCGTTTACGCTTATGTTGACTTTGTTATTGCTAAAAACCAACCATTTATCG
+GTGGTACTTTAGTAGGCAATGCTGATGATTGGAACAAACGATTAAACATCAATATCGGCTATTACTTCTA
+AGCCTTTCCTATCTCTGTCGTATTTTAGCAGTAACCTGCTTTAATACGGCATTACCCTCTTTTATTTCTT
+CTCTTTCTATCCATCACCCTTTGCTCCATTTTAGTCAATTCAAATTATAATCATTACCAAATATCACTTT
+TAATTACTCACCTAAGACATCATTTATACACTTGGTCCTGTATCAAACTCTGACTCCATCATATCGACAA
+TGCGTTGCACTGAAGAAAGCAATTGGTTTTGTTCCCATGACCCCAACGCTTGAAATTGTGTTATAAAATT
+AGTCGGCCATAATTGTGGTACTTGAAGCAACAAGCTTGCCCCTTTGTCAGTTACAAACAGTTCTACCCTG
+CGTTTATCATAATCACTGCGCTTGCGTTGCACTAATTTGTTTACTTCTAAACGATCAATAATGGTGGTGA
+CCGTAGCAGGGCTAAGATTAACGGCTTTCGCTACCATTTTTGCCATTGGTCCCTTTAATTCGACTATTTT
+TTTTATGACTAATAACTGAGGTCCGGTTAAGCCAAACTTCTTATTTAATTGTTTAGAGTGCAAGTCAACT
+GCACGATTAACTTGCCGTAAAGACAATATAAGCTGCTCATATATTTCCACTGTATCGATCCAACTATTAA
+TTAAATAACTAAGTGACTAAAAGATAAACCCCTTCGCCTAAATCAAAGGGGTTACTCTATAATTTAAAAA
+CCAAACGTTCTGGACACCGATAATACCACTCGACTGTCTGACGTATCCCAGTCCATACTGGTGTCTTCTG
+CCGCTAGGTTAAAGTCAAATCCGCTGAAGCTGGTCGTGTATTCAATACGGTAATGGTTATATGATTTCTC
+ATCAAAATTATTACCCCAACCCCACTTACTCACATCGTCCGACGTTGAACGATCGATACTTACACGGATA
+TTATGACCTTCACTTACGGTGAATGTGTGTGCAGCCATCATAATGTAATGACCTGCGCCGGTACCAAAGT
+AATCCCAGGCGTACCAAAAGTTTAATTCGGTATCACCCATAGATGAGTTATAGCCAAACTTGGTATATGC
+CTCACCATATTGATAATCACTTGAACCATCATCACCATGATAGGTGTAATAGGCTACCCCGGCATCTAAG
+CCAACTTTGTCGTTCAGTTGCCAGTAATTACCAACATAAAAATCCCATTCAATATTGGTATCGTCACTCG
+CACCAAAATCTACATTACTCGCCCAAGTCCCCACATAAAAACCACCATCGCCGGCATAATCTAGACTTGC
+TTGTAAAGCTGGGTCACTGTCAGTTTGACTCACGCCATTAAAGGTATAATCCGAGGTTAGGTTGACCGTT
+GATGAGACATCAGCATGCGCACTACCCGCAGCCAATAAGCAGGTCGAAGCTAATGTTATTAGTTTTTTAT
+TCATTATATTCATTTTGTATTCCTGTAATAATTTTTTAGTTTTTATTGTGTATTTTGTAAATTATTTAGC
+TAATTCAATCTTTTGAAAATCAACTTCATACTCTGTTGGCGAACAGTCTATTTCTTTTACTACCTTAAAT
+TTCTTCACCAAAATGTAGCCCAGACAGGTAAAGAACAGCCCAATAACTACCGCGCCAACCCATTGTATTT
+GTAGAAAATCTAGTTTGAATAACAGGGTTAACAAGCTCAACGCAACGATATTACCTACTAAATATTTTGC
+TTTGCCCAGTTTATCCACACCAATTCCAAGGTTGTCGGTATACAGGCGAACCAGTGAATCAAGCGAGTTG
+ATAACAAAGGTGATGCCGACGATAGCCATGGCTAAGTTATAAAATCCGCTGGTATCGATACTGTTGATAC
+TGTAGTAATACAACACGGCAAACCAAGCCGCTATGGGGAGTGACGGAATAACTAACATCGCCGCCAACAC
+TTGGTAAGTACGCAAACCACCAACAAAACGCGAGGTAAACTGACCAATCATAATGCTCCAAGCAAACCAC
+CAGTAAAGATAGAATTCATGATAATCATTAAGCGGCAGCACAAATTTATCTAAGTTACCGAAATAACCGC
+CAAGTAGACCTAACGTTGAAGCAAACTCACCAACATTTGAACCTTCTCCCATAAATGCACCGGCCCACAT
+CACAACAATTAAGGCTAAAAATGCCCAAGTAGTTGCCAGGCTTAATAAACGAACGTAACGAATGTTAGTG
+CTTGAATAAACCGAGGCACATATCACGGCAAACACAATTAAATAGAAACTACTGACCAGGGTTTCTCCAT
+CGCCCAGCTCCGGCATATACCAAGGCAAATTGGTTAATAGTAAGTAGGCTGTGAAGGCACAAGTACCAAT
+AATCACGAAGTTATTAATAAACTTAATCAATGGCAGTTCAAAAAACTTAACACGTGGTTCTATCACACAA
+AAATAGAAACAAGTCAGGAAGTAAAAGCCCCAAATGAGGAAGGCCCAGAAGCCAAACTCGATGGCGAGTG
+GATTAGTAAAGCCATATTCCGGACTGGCCGCTAAATCAGCATAGCCAGCGAACTCAGTCAGTGGAAACAT
+AATAAGTCCCACATCAAGCCCAGAGGTAAAAAGAATGGCGATAAAGGTGAAAGTGTGTACGGGTGTCACC
+CCAATACATTTCACGTTACCCCAACGTATTAGAATAAATACGATTGCAACAAAGGTGAATATTAATCCTG
+CCGATAGCCAAGCTGTCATAATAGTTGCTCCCTACTGTGTTGCTGATTTAAATAATTCATACTTTTCTCC
+TTAACTAATGTTTAGTTTTTATTTTATTTTTAATTAATTTTAAAGTTTTGTAATATATTTCAGGTGGTTA
+TTTTATATTTCGTGTTGCCTCCCTAGGGCGCTGTTGCTGTTGCCAGTTGGGTGTAATGTCGACCTTTTCA
+TTCGATGGGGCGAGCGTATCCAAGCCGCGAATGAGATCAGCAGCACGCTCCGCTACCATGATAGTTGGCG
+CATTTAAATTTCCATTTGGAATGGTTGGAAAAATTGATGAGTCAACAACACGTAAGCCTTTAATACCTCG
+GACTCTGGTTTGCGGATCAACCACGGCCAAGTCATCAACACCCATTTTGCATGAGCATGATGGGTGATAG
+GCGCTCTCCACTGCTGAACGTACAAAGGCGTCAATCTCTTCATCGGTTTGAATATGAGCGCCAGGTTGAA
+TTTCTTCACCGCGGTACTCATCAAGCGCAGGTTGATGAATAATTTCTCGCGTTAAACGCACGCAGGCTCT
+AAATCCAGCACGGTCTTCTTCATGCTCAAGATAGTTAAAACTAATTTTAGGTGGAGCTTTAGGATCGTTA
+GACGCAACATTGACGCTGCCACGGCTCTTAGGTTTGTTATGGCCAACATGGACTTGAAAACCATCACCTG
+CAAAGGCTTCTTTACCGTCATAACGCATTGCCGCTGGTAAAAAGTGATATTGCAGATCTGGCCATTCAAC
+ATTGGCTTTCGAGCGAATAAAACCACAAGATTCAAAATGGTTCGTTGCACCTAAACCGTCTTTATTTAAG
+ATCCAGCGTGTGCCGATCAAAAACTTGTTCCACAAGCCCAATTTGCCATTGAGGGAGATTGGCTGATTGC
+ATTTAAACTGAAAGTAAAATTCTAAATGATCTTGTAAGTTCTGACCTACACCAGGTAAGTCATGCAATGT
+TTCAATACCAGCTTCTGTCAGTACGTTCTTTGCACCTATGCCTGAGAGTTGCAATAAATGCGGCGAGCCA
+ATAGAACCCGCAGATAAAATAACTTCTTTATTAACTTTTACATCAAGGACCTGCCCTTTTCGTTCATAAC
+GAATGCCAACAGCAGTTTTATTTTCCAGTAATACCTTATGCACTAGCGCATGGGTGATCACGGTTAAATT
+TTTACGCGTCATCGCTGGACGTAAATAGGCATTAGCTGTAGAACAACGCACACCATCTTTAACCGTCATG
+TGCATGGCGCCAAAGCCTTCTTGTTGACTACCGTTATAGTCATCGGTGGAGAAATACCCGGCATCAACGC
+CCGCATTAACAAAGGCTTTATAAAGTGGATTAGCCATTTTGTTGCCGTTATTAACGCCTAGTGGTCCGTC
+GTTGCCGCGATATTCATCGCCGCCAAAAGCCCACGTTTCAGCCTTTTTAAAGTAAGGTAAGCAATGAGCA
+TAATCCCAATTATCAGCGCCATACTGCTGCCATTCATCAAAATCTCGGGCATGTCCACGGACATATACCA
+TGCCATTGATCGATGATGAGCCACCCAACACCTTGCCTCGAGGGCAATGCATACGTCGATTATCAATGAA
+AGGCTCTGGCTCTGTTTCAAATTGCCAAGCATATTTACTGCTATTCATCGGAATAGATAAGGCTGTCGGC
+ATTTGGATAAAAATACTTTTATCGCTGCCTCCTGTTTCTAACAACAATACATTTGAGTTGCCGTCTTCAG
+ACAAGCGATTAGCCAATACACAGCCCGCAGAGCCCGCGCCAACAATAATGTAATCATATAGATGTGTTTT
+CATAATTTTATAACCAAGTAAGTTCAAAGAGGACCAAATTTAAAAAACCAACTTTAAAAAGGACTTTCGA
+GTGGTTCTAAACCAACGTATACCGCTTTAATTTGGGTGTAGTGGTTTAATGTCGCTAGACCATTTTCTCG
+GCCAATACCCGAGAGTTTATATCCGCCCACAGGCATTTCTGCTGGTGAAAGTCCGTAGCTATTAATCCAA
+CAAATGCCTGCTTGCATTTGATGTATAACCCGATGAGCACGAGTGATGTCTTGGGTGAATACGCCAGCAG
+CAAGGCCAAATTCAGTTGCATTAGCACGCTTGATAACCTCGTCTTCATCGTCGAAGGTCAACACCGACAT
+TACTGGACCAAATATTTCTTCACAGCAAATACGCATATCATCATTACAATCAGTAAATATGGTGGGTTCG
+ACAAAATAGCCAGCATCACAACCTATTGGGTTTAGCGCAGCGCCACCTTGCAACAAGGTCGCACCTTCTT
+TTAGGCCTAGGTCGATATAATCGAGTACTAAGCGTTGATGCTTGGCTGAGATCAGCGCACCAAAGTTAGT
+CTCAGGATCCATGGGGTCGCCAACAATAATGTTGTTTTTAGTGCGCTCTACTAGTTTTTTAATAAAGGTT
+GGATAAATTTCTTTCTGCACAAAAACACGTGTGCCATTAGTGCAAATTTCGCCTTGGGTATAAAAATTAC
+CTAACATCGCCGCCGATACCGCGTTATCAACATCAGCGTCATCAAAGATGATAAGCGGTGATTTTCCACC
+CAGTTCCATGGTGACATCTTTTAACGTGGTGGCAGCACCTGCCATGACCTTCTTACCCGTACCCACTTCA
+CCAGTAAAAGAAACTTTAGCAATCTCTGGGTGATGGCTTAACCACGAACCGACATCCCCTGCTCCTTGCA
+GCACGTTAAATACCCCATCAGGCAAACCGGCTTCACTAAAGATTTCCGCCAATTTGAGAGCACCTAACGG
+TGTTTCTTCAGAGGGTTTGAATATCATTGCATTACCACAAGCAAGAGCAGGAGCAGCCTTCCAACAAGCA
+ATTTGTAATGGGTAATTCCATGCGCCAATACCGGCACAAATACCTAAAGCTTCGCGGCGTGTGTAGTAAA
+AATCAGCCCCTACTTGTTGCTGATTACCTTCAATGCCTGGTGCCAGACCGGCAAAAAATTCAATAGAATC
+GGCGCCCGACTGCACATCAACCACGCTAGCCTCTTGCCATGGTTTACCCGTATCCAAAACTTCGATTTCT
+GCCAATTCATCATTTCGTTCACGCAGTAAGTCGACCGCTTTTAATAATACTCGGCTGCGCTCGGTCGCGC
+TCATCGCAGACCACTGGGCAAATCCTCGCTTAGCGCTTTCGATAGCTTTACTTTTTATCAGTTCATCAGC
+AATTTCTACCTGATAAATGACCTGACCCGTTGCCGGGTTCGTAACATCAAACGTTTCCCCTGTGCCATTG
+CTTGTATATGCACCATCAACATAGTTTTTATATTTAATTAGAGGCATTCGATATCTCCTGTTTAATAACA
+TCATTAATAAATTTTTTGCATAGCAGTTCAGCTGCTATAAATTCTTGTTCTGAATTTTCACTCAAAGCAC
+TTCTAAGCCAAAAGCCATCAATCATCGCTGCCGTTTGCTTGGCTGCGTTGGCAGCAGACTCAGGGTCAAG
+TAACTCTTTAAAGGAGAAAAGTAAATTGCTGTGAAGACGATTACTGTTGATAGATTGTAATCGCGCCATT
+GCAGGGTCATGCATCGACATCGCCCAAAAACTTAGCCAAGTTTTAGTCGCCAGTAGAGAACGCTGAAATT
+CGGTAAAATTGGCTTCAACAATCAAATTCAGCCTGATGTGTGCGGGTGGATTCTCTTCGGTAATTCGCTC
+TAAAAGAGATTGCTGTAATTGGTCAAGTAAATAACTAACGGTTTCTTCTATTAACTCTTTTTTACCACCA
+AAATAGTGACTGATAATCCCCGACGACATACCGGCAATTTTGCTAATAGATACGATGGTAGTATTTTGCA
+AACCACGCTCAGAAATAGATCTTAACGTAGCATCAATAAGCTGTTGCCTGCGTAACGGTTTGATACCTAA
+TTTCGGCATATTAACTCTCTTCTTGTTTTTAATTGAACGTTCAATTAATAACAAAAGTAATGCTTAGTAA
+ACGAACTGTCAAGCGTGTAAGTAGCTTCTAAAATCATATTTACTGCTATTAAAACTTGATTTAAATCAAG
+TTAACGCACTAAAAATAGACAATCCTCACTGAGAATTTAATTTGTACACTAACTAAATTTAATAATAATT
+GACTAATAACCAAACAAAAATTTGCTTATTTTTACATCAAACCGTAAAAAACGACGCTTTTGACAAACAT
+AATGTCGGCATTAGTTAAGTTATAAATAACGACTACTCGTTAACTATTTTTTAGCTGAATCGATTTTAAG
+AAGTATCAAGGTAAACTGCACAGTGTCATGACAAGTCAAAAGGTCCGGATTTTGAGATAATTAAATTTGA
+AAATAATTTAAAATAATTCCTAAACAGGTACATTTATGAATGATATTTATAAAAATTGGCGTGATTTAAA
+GTCAGCTTTAATAATAAATAGCGATAAAAATGACGATAGTGCAGAGTTGGTTTAAATGGGGGGATTGTAA
+GTAAGGATTTTGGCATCAGTTGAGTGGCATAAAGGCTATTATGAATCAGCGAATATACCTTCACCTATAC
+CCTAAAGATGAACACCTATAACTAGGTCAAAGCGTTCATCGTTATCTTTAAGTATCAGAAGCTTTTAAAA
+GTAGCGCTATACGGTAAGTGATAACTTACTATCACTACTTGGGCTGGTCCGCATTATTATTAACGTTAGC
+AATGCCATTAATATTACCGTCAATGTCACTATTATATAGACAAGTTCCAAGGACCCTGTAGCGTCACGAA
+TATATCCGGCTAACAGATTACCCAAAGCGCCTCCTAAGCCAAAAGTAACCATACAGATACTGCAAATTTG
+CATGGTGGCAGTAGAAGAGAAAGATTGCCTAATCCAACCTGCTAAAATGCCCCAGACAGGAAAGTACATG
+AGTCCATAACCAAAGCCAGCTAAAACTGCAAACTGTGTAGGATCATAAACAAAGGCCATTAAACTGAGCG
+CAAAGCCGGTAAAGATAATCATTAATGCCGTAGCATGGCTGGTACGATCGGCAATCCAACCAGTAATGAC
+GCCAGCAAACATGCCTGTTACTCCGGCAATAGTCCAGGTATAACCGCCAAGTGTCGCGGGTAATTGTAAT
+TCATTCAGGTAAGTACTAAGCCAGTTGGCAAATGGCATAGTGGAAAAGCCAAGCAATAAGCTCACCACGC
+AGGCAAACAGTGCGGTTCGTTCTCGTATAATAGTAGAGAACAGTTTTGATGCTGGGATCATAGCTTGTAC
+TGGGATGGTATGAGTGGATGGCTGACGGTTCAATTTTGTTAGCAAGCGCCAAGTCAATGAAACAACTATC
+AAACCAACTAATGCGGCTATTTGCCAGCTACTTTGCCAACCCAGCGTAGGTACTACCATTAAAATAAGTA
+AGCCGTTAAGCCCATACCCCCAAGCTGTACCACTTGAAGCAAAAGACAAATAAGTAGAACATCTTTCAGG
+TTTAGAGTGACGCCCAACAATTTCAACAATCGCCCCCCAACTTATAGCAGCACTAGCGGCTAACACAACC
+AGTACCACAGTAATAATTAGAGGATGTTGTAATTGTGACATGCTATAAAGCAATATTGTGGTGAGTGAAC
+CAGTGGCTAAGACCAGTCGTGCAGAACAAACTTTATTGCCAATAAACCCGAGTAATAACGCCCCCGCAAG
+GTATGACAATTGGGTAAGTGCGCCAATAGCGGCTAAATGCCAATTGGTTATGGCAATAGATTCTCGCATC
+AGCGGCACTAAAGCTGCAAAGAGAAATAGTCCAAACCCGTGGCTAACAATTTGGTTCAAGCCAAAAACAG
+CAGAAATGCGCAAAATGAATTCTCCAACTTAATTTTATATCATCGATATTGGCAAGTTTGCCTTGAGTGT
+TCTTTAGGAAATGGATGAAAAACGTAAAGTGATTACGACAGGTATTTAAATAGAAAATTACCGCATAAAA
+CAACTGCCTTATACGGTAATGTAAATAAGAAAAGTATTACACCAAGCCTTCTTCGATCAGTAAATCTAAA
+ATAGCTTGTGCCGACTCTTCCACGCCATGTACCACTTTACCACCGCCGCCAGATGCTTTGGCCGTAGCCG
+CTTTAAAGCGGTCTGCTGCGGTTTTCGCCTTGATTATTTTAAGACGTTTAGGACGTTTTTTGGCATCAGC
+TGTTTGCCATGTTGAAGATTCTTCATCCGTGAAATTAGCACCCAATGTTGCTTCAAATTGACCACGCATC
+GCAGGGCCAAAAGCACTCTGCCTTGGCAGTGCAGCTGCCATATCAACACTGGCGATAAAGGGTAAATCAA
+CTTTGAGTTTACGGCGCTGGCCACGTGGTAAAGCTTGTAAGACTTCCGCTTGTTTATTGACTTCATCGAT
+AGATAAAATCTCGGCAATCGAAGTAACCATTGCCATGCCAAGCTGCTCTGCCAATAAGTAAGGCAACATG
+CCCGATGATTCGCCACTTTCAGCGCAAACACCAGTCAATATAATATCTATTTTTTGCTGCTTCAAATACT
+CAGCAATCACCAGAACAGCGTCTGCATTTTCTGGCATTTCTAACAGATTTATCTCCGCAAGCCCCATGCC
+TAGATAACTTCGCAATGCCGTTTGTTGGCTAGCATCATCAGACAATTCGCCAGCGTGCAAGGTTTGTAAG
+TTATCGCCAACAAGTTTAAGTCCTAACTCTATCGCTCTAGCATCTTGCTCAGCACGCCTTGGGCGACGTG
+ACGTTGGATGTTCACCAATAGAAACTAACGATATCACCGACAAGTTATTGTTGCTCATTGGTCATCCCCT
+CATTAATTGTTTGCTTGGCCAGCTTTCTTTGCTCAACGAGTTCAACCAATCGAGCTAATATGTCAGTACT
+GTCCCCAATGGCACTTATGTCGGCACGTTTAACCATGTCACAACCCTCATCAGTATTGATCGCTACCACT
+TTGTCACATTGACCAATACCCTGCATGTGCTGGATAGCGCCCGATATGCCGACTGCAATATACACTTGCG
+CAGTTACCCAAGTACCAGTGGCTCCTACCTGTCGCTCACGTGGCATATTGCCATCATCAACAGCAACACG
+ACTAGCACCTTCAGTAGCACCCAACACACTTGCCGTATGATGAAATTGTTCCCAGTCGTTAATACCATTA
+CCACCGGAGAGAATAAAACCAGCCTCTGCCAGAGGAATTGCATTGGGATCAACACTAATATTGCCTTGAT
+CAAGCAGTTTTCCGTTAGCTAATGGGCTTGGCAGTTGCGACATTAATAAATTCTCGTGTCGCGTTTCACT
+AATGGGTTCGCTACATTCTTCCATGACCAACAATAACTTGCTTAAAGGTCGGGTAATATCTCGTTTACCT
+GCACTACCTCGACAAACAACAGTGTCATCATTTAGTTTCCATACGCCACACGCAGGTCGCTGTTGTAATG
+CAGCCGCCAAGCGACGACCTAAATCGCCACCGCCATTAATGCTATCGGGCAACAGGATATGTTGTGGATC
+TAACTCACCAATAATGCCTTGAAGGTCATTACATCGTTGCTCAGGATTATATTGGTCATATTGCTCATCG
+TTAATGTGGATTAAACGATCAACACCCGCCTTATTTAACGAGTCATCTTTTAGCTCACCAAAGGCAATAG
+CGACTACTGCGCCACCACCGCTGTTGCGATTGGCCAATTGCTGCGCCAAACCAAGTGTATCTTTGTCATG
+GCCATTCAAACGCCCTGATACCAAGTCCAGTACTACCACAATATAAAATGCGGGTTCTACCACTTGATGT
+AATGGCAATATCACTTCACTTGCAGTAGCTGAGCGACGTGAGCCTTGCTCACTATCGTTAGATGCCCCTG
+AGCGATCGATCCGTTTCAGACCATTAGGACCAATAAAACCTATGATATGCAGGTTTTTACGCAGTAATCC
+TGAGGGTCCAAATACAGGTCCAATAACTAATGCTTGATGCATTGGATGTAGACGATTACGGGCTATCCAT
+TGCGCTCTTGGGTCTCGGCGGAATAATTCACTCATACTGCACCTCCGACCATGCTTTCAACGACAACTTC
+GGCCGTATTTTCAACTACACCTTCGCCCGTATTTTCAATGAGCGCATCTAACATTAATTCAGCAATGTCT
+TTCACTTCAGGTCTTGGTTCAACTACACCTTCAAGCATCGCACTACACCCTGGACAGGCCACTGCAACAA
+TTTCAGCCTTAGTCTCAATAACATCCGCCATTCGCATGTCAGGAATACGCTGCTTACCCGGTATATCGGT
+AACCGGAGCGCCACCACCACCGCCACAACAACGGGCGGTTGATTTGCTGCGATCCATTTCTTTTATTTTG
+ACTCCCATACTTTCTAACAAGAATCGAGGAGCATCATACTCACCGTTATAACGACCTAAATAACAAGGAT
+CGTGATAGGTCAGTGCCAGTTCTTTACTGTTGTCTAACTTAATTTTCTGTTGGCTCACTAACTCAGCAAA
+AAATCCGGTGTGGTGCATAACGTTATAGTTACCACCAAATTCACCATATTCATTCTTAATACAATGAAAG
+GCATGCGGGTCAGCGGTAACAATGGTATTAAACTTGTATTTATTCATGGTGCTAATATTACTATTGGCTA
+AGCGCTGAAAAGTCGCTTCATCGCCCAAACGTCTAGCCAAGTCACCACTGTCACATTCCACATCTCCTAA
+GACAGCAAAATTAACCTTAGCAGCACGTAATAATTTAATCATTGCTCGCAGTGTGCGTTGATTACGCATA
+TCAAAAGCCGCGTCACCAACCCATAAAAGTACATCGGCTTGAGTGACTTCCTGCTTTTTCTCATTATGAC
+CAAACACCGTAAGATTTTGATCTGCCGCCCAGTTCATACGAGAGCTCGGAGCAAAACCGTTCGGGTTATC
+TGTTGCGCTCAGGTTCTCTAAAATCTCACTGCCCTTGCCTGGAGTTTGTCCTTTCTCCATGGTTTCAAAA
+CGTCTCATATCAACTATTGCATCAACATGTTCAATCATCATAGGACAAGCATCAACGCAGGCACGACAAG
+TAGTACATGACCACAAGGTATCGCTTTCAACCAATACGTTAACAATAGGAATGATCGCACCACCTTTATG
+GGTGCCCACTTTAATGCCTGGATAAGGACTGCCTGCAAATTTTGCGTCATCGCCCCCAGCCATGCCAATG
+ACCATATCTTGGATCAGCTTTTTCGGATTTAGCGGTTGCCCTGCAGCAAATGCAGGACAGTTATTTTCAC
+AACGTCCACATTCAACACAAGCATCAAAGCTTAATAGTTGAGTCCACTTAAAGTCGATTGGCTTTTCTAC
+GCCAAGTTTCTTGGCGCTTAAATCTATTGCTTTTAACCCCGTTGACTGACCGCCACCAAAACGATCTTGG
+CGTCGATGTAAGCCCAAATGCAAAGCACCCGCAAAAGCGTGCTTCATTGGCCCGCCCCAGGTCATGCCGC
+AAAACATTTCGCCAATGCCCCAAATAATGCCAGCAACTAACAACAGTGCGAGTAACCAACCGCCAGTATC
+ACTCGGTAATATTCCCGTTGCGGGTAAGGTGAGGATAAAAAAACTCAATGAAAAAATCATCAAGCTCTTT
+GGTAATCGCTGCCATTTCCCTAACGATAAATTAGGCGGAGGATTACGACGTCTGATCATCACAAAGATAC
+TGCCCACAAACATTAATAACGAAGAGCCAAGTAATGACCAGGTCAATATCTGCAGTTTTAGCTGAAAGAC
+ATAAAGCAATATGATTAATATCGAAGACAAAACAAAACCACCCGCCGTAGCAACGTGGGTATTGGACATA
+TATTTATCACGGGCAACGACATGATGTAAGTCAACTAAGTAGCGACGAGGGATCTGTAATAACCCAAGCC
+AATGTATCGTTGATGATTGTCCCTGTGACCACAGCAACATACGTTTAACTGCACCGACTAACGTTAGCAA
+TAAGGCAAACGAAATGAGGGTAAACAGAAAATGGGAAAGAAATTCGGATGATGACATAACAAGACCTATT
+AATTATCCTAGGTGTATACCCAAGCTACTTGATGATGTGTTTTCATGTAACTTGAGTTGCATACCACCGC
+ACAGAACGATGGTATGCATTCTAAAAGCAACTTAAGCTAGAAATCCTTACATAAACGCAATGCGTCATAT
+ATTGCCGCATGAGTATTACGCTGCGATACACAATCACCAATGCGATAGAGTAAGTAGCCTTCGCCTTCTT
+CTGACAACATTGGCTGAGGTAAAGCCGCATAAAGTGCTTCAATATCAATTTGCCCTTTGTTGCGAGAATC
+GCTTTTCAATTGCAGATAAATTTCTTCATCAGGACGCACGCCATTTTCAATCACAACCTGATCAACAACA
+CGCTCTTCTTGCTGTCCGGTATATTCATTCTCTAGCACTGCCACCAATTTATCGCCTTCACGATAGACTT
+TTTCTAGTATTAAATCCGAGGACATGATCACCTCTTTTTCATACAAGTTACGGTAATAGGTAGGGAACGT
+TGTTCCACCCACTGCAGCACCTGGTTTAATATCATCAGTTACCATCTCAACCAATGAACCGTTTTGTGCT
+AAAAAGTCTGCGGCTGACAAGCCACTAAATTCACAAATGGTGTCATACACTAAAACATTTTTACCTGGCG
+CAACCTTGCCACTTAAAATATCCCAAGTGCTTACTGATAAACCTTCTTCAACACCCCAATGCGGGTTTTG
+TGCTAAGAAAGGTTGGCCACCAACTGCTAAAATAACCACATCGGCATTTAGGCTGCGGATCATTGCTTCA
+TCAGCAGCGGTATCAAGACGTAGATCAATTCCTAAGCGGTCTAGCTCTAAAGCAAACCAACGGGTTATAC
+CGGCAATTTGGTCGCGCTGTGGTGCTTTTGAGGCAATAGTGATTTGCCCGCCAAGTTCTGGATTTTTTTC
+AATTAAGGTAACGTCATGACCACGCTCGGCACAAACGCGTGCTGCTTCCATACCAGCTGGACCACCACCA
+ATAACGACAACTTTACGTACTTTTCCTTCGGTTTTAGCGATGATGTGTGGCATCGTCGATTCACGTGATG
+TAGCGGCATTTTGAATACACAATACATCTAAACCTTGGTACTGACGATCGATACAATAGTTAGCACCCAC
+ACATTGTTTTATTTGGTCAACTTGGCCAAGTTTGATCTTAGCGATCAAATGCGGATCAGCAATATGTGCA
+CGGGTCATACCAACAAAATCAACATAACCAGCTTCGAGAATACGCTGTGCCTGATTAGGATCTTTAATGT
+TTTGTGCATGCATTACCGGCACATTAACCACTTCTTTAATGCCTGCGGCTAAATGTAAAAATGGTTCAGG
+TGGATAACTCATATTCGGAATAACATTGGCCAAGGTATTATGAGTATCACAACCAGAGCCGATTACGCTG
+AAGAAATCGAGTAAACCAGTGGCATCATAATAAGCAGCGACCTGTTTCATGTCCTCATGGTTTAGTCCAT
+CTGGATGAAATTCATCACCACAAATGCGCAAGCCCACAGCAAAGTCACGACCCACTTCTTCACGAATAGC
+ATGTAGTACTTCCATACCAAAACGCATTCTATTTTCGAAACTTCCGCCATATTCATCGTCACGCTGGTTA
+ACCCGAGGGCTCCAGAATTGATCGATTAAATGCTGATGAACTGCTGACAGTTCAATACCATCTAAACCAC
+CCGCTTTTGCACGCCCCGCCGCCTTGGCATAATCACCAACAATGCGTTGCATTTCTTCAATTTCAATAGT
+TTTACACGTGGCGCGATGCACAGGCTCACGAATACCACTTGGACTAACTAACGTTGACCAATTACCACCA
+TCCCAACGAGAACGACGTCCCATATGGGTAATTTGAATCATGATTTTACCGCCGTGCTTGTGTACAGCAT
+CGGCTAAGTTTTGAAAATGAGGGATGATTCTGTCAGTAGATAAGTTAACCGACTTCCACCAGTCTTGTGG
+ACTGTCAATCGATACTACGCTAGAGCCGCCACAAATTGACAGACCAACCCCACCTTTGGCTTTTTCTTCG
+TAATACTTAACATATCGTTCGGTCGTCATGCCACCTTCGGTAGCATATACTTCGGCGTGTGCCGTACTAA
+CCACACGATTTCGTATGGTAAGTTGATTAATTTTTAATGGCTGAAATAGTGCATCGAACTGCGCCATGAT
+GAGCTCCTGATATTAGTTCTTTAAAAAGCTGTTTATAATAAAAAGTTAGCGTGGTGTTACTTCAAAGTAA
+CCAACATCGCAACCCTCTTCAGCGGCACATTGTGTTTGTTTTGCAACGGTTTTCACTGGGTAACCTAAGG
+TTTCAGCAATTTGATCCATCGCACCAGCAAACCAACCAGTAAACATATAATCGACTTTGCGATTAACCTT
+GCCGTATTGATAAACAAAAGCAGAATTTTCTAATCGAACTTTTGCTGTACCATTTTCAAGATCGAGTTCT
+TCAGTAATGAAAAAGCCCCAACCACGTTGTGATAAACGTTTCATGTAATGCTCAAACAATTCTTCACCAC
+GAATACCGTGCTCTTCGCCTTCTTTTTCACACCAGTAAAAAGCAGATTTATAACCAGCTTTATATAAAAC
+ATCGGCGTATTTTTCGGCGCCAAGTTCTTCTTCGATGCCCATATGGTTGTTAACAAAAAAGTGACGCGGT
+ACATACAGCATAGGTAAAGCATCAGTGGTCCAAACGCCAGTCTCATTGTCGACTAAAATCGGCATATCAG
+GACTGTGGCTCGCGGTATTCAGGTTATTTACATTACTCATTGTCTATTCTCCCCAGACGTCTTTAAGAAC
+GCGAACCCAGTTCTCGCCCATGATTTTTTTAATTTTAGATTCTGACCAGCCGTGTTTTAACATCGTAGCG
+GTCAAGTTAGGAAATTCACCTAAGGTACGAATGCCCTCAGGGTTAATAATGGTGCCAAAGTTAGTTAAGT
+TACGGGCATAACCTTTGTCGTGAGTTAACATATCGAAGAATGCTTGATCATGGCCTTGCGTAAAATCAGT
+GCCTATACCAACACAGTCTTCACCAGCTATATTGACTACATAATCTATCGCTTCAACGTAGTCATCAACC
+GTAGAATCAATGCCATTTTTTAAGAAGGGAGCAAACATGGTTACGCCAATAAAACCGCCGTGTTCGGCGA
+TAAAGCGTAATTCTTCATCCTTTTTATTACGCGGATGTTCTTTTAGTCCGAAAGGTAAACAATGTGAATA
+ACACACTGGCTTAGTGGACGCTAAAATAACTTCTTCTGACGTTTTTGGTCCCACATGAGATAAATCACAC
+ATGATGCCAACTCGATTCATTTCAGCAACGATTTCAAGACCAAAGCCAGATAATCCACCGTCACGTTCAT
+AACAACCCGTGCCTACCAGGTTTTGCGTGTTGTAAGCCATTTGTACAATGCCAACACCCAATTTTTTAAA
+TATTTCGACATAACCAATTTTATCTTCAAAAGCATTAGCATTTTGAAAGCCTAAAATGATGCCAGTTTTG
+CCCTGCTCTTTCGCTTTAGCAATATCAGCAGTCGTATGTACAGGCATAATTAAATCACTGTTATCACAGA
+AAAATTGATTAAATTCGGTGATGTTGTCAATGGTATCTTTAAAACCTTCCCACACTGATACGGTACAGTT
+GGCAGCGGTTAAGCCACCTTTAGCCATGTCTTCAAATAAATCTCGGTTCCATTTTGCGATGACTAAACCA
+TCGAAAATTATTGAGCTTTCATGTAACGCTAAAGCTTGATCTGTATTCATTAAATTAACCTCATCTATGC
+TGTGAGATCTCTACTGATCAATCACAGGCAAATTTAAACTAAAGTCAGTCTAACAAAGGCAAATAGCGTG
+GTTTGGGAGAATGCGACACCTACCTTACTAAAAACGGCGTAGGTGTCGTTAATTGGATAGCTGACCAGAG
+ATAGGGGTAATCAGCATTTGCTCATGACGCTAACTCATGGCGCTAATATAAGATCAGTTAAGTCAGGGTT
+ATATATGTTGTCGATACAAAGTTAACGTTTTACGCCAAGCAAACTTAACTTCGGGGATCATCAATGGCGA
+GCGCGGCTCAAAAACATTGCTCGATTGTTCGCCTTGTTCATTTTCGAGATAATAGTCAATAACATGTTCT
+TTATTCATGCCATAGGTTTGGTGCATAAAGTCGAGTTCTTTGTCCCCTAAGCAAATACCGTAGTACCTAT
+GTATCGCCTGTGCTATCTGCTCAGATGCTTTAACCATGTCTTTTTTGACTTCTTTGGCTACCGACTCGCC
+CCAGCCAACTTTGGTGGTGGTACTCAAACCAGGTTCGAAGCTACCTAAATCGACAGCATTAGAGGAATAT
+ATGGCGCCCTGTACCTCAGGTAAACTAATAAAAACACAGGGATTTAGGGCTAATGCCAAATCTATTGCCA
+GCTGTTTTGCGGCCCGCACATGCTGATTACTAACCTGCCAGTTACTTTGTTGCGTGCGGTTTCTTAAACC
+CTTTGACAATATGCTTTGACTATCAAAATGATGGGCTATTTTTTTAACAACGGTAATTTTATCCGCATCC
+GTTAACTGTATTTGCCGCTCGATTATGTGTAAGCCCTGCTTACCAGTGACCGATACCTTAGTGTTAGCAT
+CGGCATACTTTAGATTAATTCGCTGCCAGCTATTAATATCTTTTAAGAAATCAGCATGTTCATTGAGCAC
+CATAGCACTACTTCGATAGGCTTGCTGATATAACTCCAGTGCCTTAATCAACACGCTATGATTGAGCTTT
+AACGCACGCATATCGACGTTTTCACGCTTTTGCACACACCCGATATCGTCGCAAATATTTTGACAAAGCC
+GATCTATAGTTTCGAGACATATTTGCAATAAGTCACTACTTGGCAGACGCTCAGCCACGGTGGAGTAATC
+GAGTAAATTACTGTCACTTAAAAAGTTAGCCAACGCCAATAACTGGCTGTAACCACGTGCTCTAGCAATG
+CGGTACTTAGAGCGCTCTTTTTCTAATTTTTTGGTGGCTATGGTCAATTGCGATGAGCCAACACAATTAA
+CTACTAACATTGGAATACGTCGCCCAGATAAAAGCTCAAAGGCCAAGGTTAAGACTTCTTCAACATCGCT
+TAAGCCCATGATGTCTTCGTTATCTTCTTCAATCGCTGAAAATATACGCTCAATAAAAAAGGGCTCTCGT
+TCTACACCGCTACGCAAAGTATTTTTTTTACCTTGGAGGCGTTGTTCTAACAGCCGGGCCAATCGCGGAC
+GATCTGGTTCTAAGCTTGCTAAGGCAGCAGAGATTTCCGTTGAAAGTTCCTGGTTAATATCGTGGATACG
+ACTATACATACCCGCGCGCCAATAAATTTCAATATTCGCCACGGCCTGAGCAATCACTGGTGAATCAATA
+ATGCTATTTACCGCAAGCGTTAACCATTGCGGACCAAGATCCGATTTTTGCAACAGTATACGTGCCGACT
+CATAACGCCTCGACTCAGGTTCCATACGACTTAGGGTGAGATCTCTGACCGACAGAATGAAATCAGGCAA
+GCTGCCAATAACCAATAACAACTGCTCTTTGGCATCATCAAGTTCTTGCCCTTTTGTCGCTTTGTAGATG
+AACTTTACCAAGACGGCAATCAGTCCCATTAATACGGTGTAACCGACAAAAAATATCAAATTCTCATTGG
+GCAACCAAGTCCCAAATCCTAGATAATATCCGCCTTGGGCCGCTAAGAAGGTTACCGGACCTGCAGTCCA
+ACCAACTTCAGCGAGACTCCATAATGAAGATTTTCCGACGCCAGATTGCGCCATGCGATCAATACGGCGT
+TGGCCACTCTGTTGAATTTGAAGATGATTTTTTTCTGAGTTTTCGGAATTTAACAAGGAGGATAATTTCA
+TATCGTTAAGTATTCATAAAGTAAGTTGTATTACCAAACGACTTCAAAAGTGCAGGATTCAGCGGGAATT
+AGAAACGTCTTAGACATGCTCAATCATCCTGAAATAGCCTCTTGAAGTATAGATACCGTTTAACCTCAAG
+AGTAAACGGTATCTTGCTGTGTTTTGTTAGTTAGTGATGTTGTTGATGTTGATGTTGAACCTTAACCGAT
+CCCAAGCTGGATTCTTTACTGGAAGCAAATTGCTTATTTTTAGCTAAAACGTTGCGCTCATCTCGGGGCG
+GAATGCTAAAAGAATTACGATAACACTTACTAAAATGCGGCGTAGAAACAAAACCACATGCTATAGCAAT
+TTCAATAATAGACATATTGGTTTGCTTTAATAACTGACGTGCTTTTCCTAATCGTAACTGTAAATAATAA
+CGATGCGGCGAACAGTTGAGATATTTTTGAAACAATCGCTCTAACTGACGTCGAGATAAATCAACAAAAC
+TAGCTAATTCATCTAGGCATAATATTTCTTCAATATTTGCTTCCATTAACGCGACTACATCTTGCAATTT
+TGACTGAGTAGCACCAACAATATGCTGTAATGGTATGCGTTGCTGGTCGTTTTCATCACGAATATGTTCA
+TGAGAAAACATGTCTGAAATAGCCGTTGTTAAAGCTTTACCGTACTCTTTAGAAATCACCTGCAACATCA
+TATCAATAGGTGCTGTACCGCCTGAACAAGTCATGCGATTACGGTCAAGTATAAACAATTGATTGGAGCT
+TTTTATTAAAGGGAACTCTTCCTGACAACTCGCCAACAATTCCCAATGAATGGTGCTTTGATAGCCGTTT
+AATAAACCCGCTTTAGCCAATAAATAACTGCCCGTGCAAATGCCGCCTAGCACGATATTACAGCGAGATA
+AATGGGTTAACCAGCTAAGCACTTTTCGCGTCACTGTGCCTTTTATATCTACACCGCCACAAACCAACAC
+AGTATCAAACTCAACATAGTTATTGATGCAAGAATCAACCTCGATCTTCAGTCCATCACTGGCAGTAACA
+ACGCCGCCATCTTCACTGAGAATAGTCCAACGATATAGTTGTTCTCCAGACAATTGATTGGCCATTCGCA
+ATGGCGCAATTGCCGAGGACAACGCTAACATGGTAAAGTTGGGTTGTAATAAAAAACCAATATGTTTACA
+TTTTATCTGTGCCTGACTGCTAGTTGATGGTACTAATGGCATGTGATTTATTCCTATTCTGAAGATTGCA
+GTTCTTATTATTATTATTGCAGTTTTTTTTAAAACAGCATGTAGATTTCCCTAATAACTTAATTATTCAC
+TCGTTTAAATCTAGTTAGTCAAAATTTATCACCCAGGGATTGATTTAGATCAAAAAGCCAGGTTTTAATT
+AATAACAACGCATGATTTGAATCAATAAAAGCGTTAAGTTCAAAGTTGAAATCTACGCATACAATAGATT
+TACAGTACTTTAAAATCATCCCAATTACGACGTTATTCATACCAATTAGCGACATTCAAAGATAAGCATT
+TGATTTATTGTTGATTAATTAACCAGCACTTCAAAGGCATTGGCAAGGGACAAATGTCTCTATTAGCTAT
+GAAGATGTCTTAATCGGCTATATTTATTATAATCACTTATTTGATAATGGTATTAATGTAAAATGCCCAG
+AGGATTATTATGACTGCTACCAACGACAAAGGCCTGCAACAGATTGCGACTATTATCGAGCAACACCAAA
+CATTGCCCGGAGCGATGTTACCAATATTACATGCCATTCAGAATGACTTGTCTTTTATTCCGTCCAATGC
+ACTACCTTTAATCGCCAAGGCTTTAAACGTATCTAAAGCTGAAGTTCACGGGGTGATTAGCTTTTACCAT
+CATTTTCGCACTGAAGAACCCGGTGCTCATGTGATTGAAATCTGCCGAGGCGAATCATGCCAAGCCATGG
+GGTCACGCGCGTTAGAAGAAAATATCAAACAAAATTTGTCAATTGATTATCATCAAACCAGCAAAGATAG
+ACAATATACTTTAGAACCGGTTTATTGTTTGGGTAATTGTGCGTGCTCACCTGCAATGCGTATTGGTGAT
+GACATTCATGGTGAATTAGATCTACAAAAATTTGAACAAATTATTGCATCGTTAAATACTTATTCGTTGG
+AGTTAAAATGAATCACTCACCTTCCGATGACAGCTCAATGCCAGTAGCGTCACGAAAAATTTTCGTTTCT
+TTAGATACTACTGCCCGCTCCCGCGGTAGTGATAAGGTAGCAACGCAGGTTGAAAGTGTACTTAACGCAC
+AACCAGAACTAGCAGCAACATTAGTAAGAAATGGCTCTCGCGGCATGTTTTGGTTAGAGCCTTTATTAGA
+AATTAATACCCCCAAAGGTCGAGTCGCTTATGGTCCGGTAAAAGCGGAAGATGTAAACGACATCATTAAC
+CTGCAATGTTTTGATGATGCTACTGAACACCCATTATGCCTTGGTTTAACCGAAGAATTACCCTGGTTTA
+AATCTCAACAACGGTTAACGTTTGCCCGAGTGGGCATTATCGATCCTATCGATGTTGATGATTACATTAG
+CCATGGTGGATTTGTCGGTTTAACTAATGCTTTCGCAAAAACTGCACAACAGTTAGTCGATGAAGTAAAA
+GAGTCTGGTCTCAGAGGTCGTGGCGGTGCTGCATTTCCTACAGGTATAAAGTGGCAAACCGTTTTGAATG
+AACCAGAGCAGCAGAAATATATTGTCTGTAACGCCGATGAAGGTGATTCAGGTACTTTTGCCGATCGTAT
+GTTAATGGAAGGCGATCCGTTAGTACTAGTTGAAGGCATGATCATCGCAGGCCTTAGCGTAGGAGCTGAC
+CAAGGTTATATCTATTTACGCAGTGAGTATCCTCAGGCCCATGACCTATTAAATAAAGCCATTAGCAATG
+CAAAAGCAGCTGGTTATCTAGGTGATAATATTTGTGGCACTGAGCACAACTTTCATTTAGAAGTGCGTTT
+AGGCGCTGGTGCTTATATTTGTGGCGAGGAAACATCCTTATTAGAAAGCCTTGAAGGCAAACGTGGCTTA
+GTTCGCGCTAAACCACCACTACCCGCTATTGAAGGTTTATTTGGTCAACCAACCGTGGTAAATAACGTCA
+TATCACTCGCTTCTGTACCTTATATTTTAAGCCATGGCGGTGATAGTTATCGTGATTTCGGCATGGGCCG
+ATCTCGTGGCACCTTACCCATTCAATTAGCGGGTAACATTGCTCAAGGGGGGTTAGTTGAATTAGCTTTC
+GGTATATCCCTTAATGAATTACTACAGCAATATGGCAATGGCTGTAAAAGCAAACGTGCTATGCGCAGTG
+TACAAGTAGGCGGACCGTTAGGTGCTTATTTGCCCGCAGAGCAATGGGATACCGCCCTTGATTATGAAGA
+GTTTGCCAGTATTGGTGCCGTATTAGGCCACGGTGGAATTGTTGTTTTTGACGACACTGTCGATATGGCT
+GCACAGGCTCGTTTTGCCATGGAATTTTGTGAAGTAGAATCTTGTGGTAAATGTACCCCATGTCGAATTG
+GCGCCGTACGTGGCGTTGAAGTCATTGATAAAATTATCGATGGCAACAATGACGAACAACAACGACAAGA
+CAGCGTAGACTTATTACATGACCTATGTGACACCATGGAATTCGGTTCTTTATGTGCTATGGGTGGCATG
+ACCCCATTCCCGGTGCGCAGCGCACTAAAATATTTCCCTGATGATTTTTTGCCACAACCGTCAACACAAA
+AGGCTCAATAAAATGATAACTTATTATGATCCCAAAACAGAGCCTGCTGCCAATCAATCAGCCGACCTTA
+GTAAAGATTTAGGCACACCGCCTTCTAAATCTACGGTACAAGTTAGCGTAGAAATTGATGGTGTTACTAT
+TGTTGTACCTGAAGGAACTTCAGTATTACGCGCTGCCGCTATTGCCGATATTAATATTCCCAAATTATGT
+GCCAGTGATAATTTAGAAGCCTTTGGTTCATGTCGTTTGTGTGCGGTAGAGATCGAAGGCATGCGCGGCA
+TGCCAGCTTCTTGTACTACACCGGTAAGAGAGGGCATGAAGGTACAAACGCAAAATCCTAAAATAGCGAC
+ATTACGTCGTAATGTTATGGAACTTTACATTTCAGACCATCCATTAGATTGTCTTACCTGTCCGGCCAAT
+GGTGATTGTGAGCTGCAAGATATGGCAGGTGCCGTCGGTTTACGTGAAGTACGCTATGGTTTTGAAGGAA
+AAAATCACCTCGACGGAGCAACTGATTCGTCGAATCCTTATTTCAGCTTTGATGATTCTAAATGTATTTC
+CTGTTCTCGTTGTGTCAGAGCGTGTGAAGAAGTACAAGGTACCTTTGCCTTAACGGTTGAAGGTAGAGGT
+TTTGATTCACGTATAAGTACTGGTCAAGACACTAACTTTCTAGAATCTGACTGTGTTTCATGTGGCGCCT
+GTGTACAAGCTTGTCCAACAGCTACACTCACTGAAAAATCTGTAATAGATAATGGCCAGCCAGATCATAG
+CATCATTACTACCTGCGCTTATTGCGGTGTAGGCTGTTCGTTCCGCGCTGATATGCAAGGCGATAAAGTA
+CTGAGAATGGTGCCAGATAAAAATGGTAAAGCGAACCAAGGACATTCTTGTGTTAAAGGCCGATTTGCTT
+TTGGCTACGCTACTCATCAGGACAGAATAACTAGCCCGATGATTCGCGATAATATAGAACAAGACTGGCG
+TGAGGTGAGTTGGGAAGAAGCATTAGCCTTTGCTGCTAAGCGCTTAACCGATATTCAAGAAGAACATGGC
+CGCAACAGTATCGGCGCGATAACGTCGTCTCGTTGTACCAATGAAGAAACCTATTTAGTACAGAAACTAG
+TCCGTGCAGTTTTTCAAAATAATAATGTCGATACCTGTGCCCGCGTTTGTCATTCGCCAACAGGTTATGG
+CCTAAAAGCTACCTTAAACGAGTCAGCAGGAACACAAACCTTTGAATCGGTGATGAAAGCTGATGTGGTA
+CTCATCATTGGCGCCAACCCTACCGATGCGCATCCGGTATTTGGTTCATTACTTAAACGTCGTTTACGCC
+AAGGGGCTAAATTAGTAGTGGCCGATCCGCGCAGCATCGATCTTATCGACAGTCCGCATACCAAAGCACA
+ACATCATCTTAAACTGCGTCCTGGGACAAACGTGGCATTAATCAATGCCCTCGCCCATGTCATTGTTGAT
+GAAGGTTTAGAAGATGCTGACTTCATTCAAAGTCGTTGTGATGATGCTAGCTTCCAGCAATGGTACAAAC
+ATATTCAAGACCAACGCCATTCACCAGAAAGCACAACAGAAATTACCGGTGTCGACGCAACAGAGTTACG
+CGCAGCGGCCAGACTATATGCTAACGCGGGTAACGGCGCTATTTATTACGGTTTAGGTGTTACAGAACAC
+TCTCAAGGCAGTTCATCTGTCATGGCTATTGCTAACTTAGCAATGGTTAGCGGAAATATTGGTCGAGAAG
+GTGTTGGTGTTAATCCACTGCGCGGCCAAAATAATGTACAAGGCTCATGTGATATGGGTTCGTTTCCACA
+TGAGTTGCCAGGATATCGCCATGTTAGCGATGAAAGCACCCGTAATTTATTTGAACAAGAATGGCAAGTT
+TCATTGGATTGTGAGCCTGGTTTGCGCATTCCAAATATGTTCGAAGCAGCAATACACGGTGACTTTAAAG
+GTTTGTATTGCCAAGGCGAAGATATTGCTCAATCGGATCCAAATACTCAGCATGTACAAAAAGCGTTAAG
+TTCGATGAAATGCATCATTGTACAAGATATCTTCCTTAACGAGACGGCAAAATACGCCCATGTATTTTTA
+CCCGGCTCATCGTTTATGGAAAAAAATGGTACCTTCACCAATGCCGAACGACGCATTTCTAGAGTACGTA
+AATTGATGCCAGCACTAGCAGGTAAAGAAGATTGGCAAGTAACGATTGAACTTGCCAAAGTACTCGGTTA
+TGAAATGAATTATGAGCATCCAAGTGAGATAATGGATGAAATTGCCCGCTTAACACCAACATTTAGTGGT
+GTCAGTTATGAAAGGTTAGATCAGCTTGGCTCTATTCAATGGCCATGTAATGAAAAATCGCCTCTAGGCA
+CGCCAATTATGCATACCGAGGATTTTGTTGGCGAAAAAGGCAAGTTTGCGATTACTGAGTATGTGGCCAC
+ACCTGAAAAAGCGAATAAGCATTTTCCGTTGTTATTGACCACAGGCCGTATTTTAAGCCAATATAATGTT
+GGCGCACAAACAAGACGTACTGCCAATCAAGTTTGGCACGATGAAGATGTATTAGAAATCCACCCTAATG
+ACGCTGAAGATCGTGGCATCAATGATGGTGATTGGGTAGGTATTGCCAGTCGTGCAGGTACCACCGCACT
+ACGCGCACTCATTAGCCAACGCGTTCAACCAGGGGTTGTTTATACTACCTTCCATCACCCGTTAAGTGGT
+GCCAATGTAGTCACCACTGACAATTCTGATTGGGCAACTAACTGTCCTGAATATAAGGTAACAGCAGTGC
+AAGCAACTAAAGTTGATGAGCCGTCGCAATGGCAAGCAGAATACGCCCAGTTCAGTCAGCGACAAGCGAA
+ATACTTAAAGAATAAAAATGGGGGGGAAGTTGCTAAAACATGACATTACAGTAGCAGACACCGACGTTAA
+TGTGCCTACAGCACAACAGCGTCAAGTGCTGCGCTGTACTAATGACACCCTAACAACAGCGATGGACGAC
+ATCGCTGAAGAGACTGCTATTGCCTTGGTTTATAACGGCATTTCTCATGTGGTGATGATGAGTACACCGC
+ATGATTTGTACGACTTGGCAATCGGCTTTAGTTTAAGCGAGAAAATTGTCGATGACGCTAGTGAAATACT
+TGATATAAGTGCGACTAAACAAGCTTTAGGCATTGAAGTAAATATCACAGTATCCAATCGAGCAGTTTGG
+CGCTTAAAACAACAACGTCGCAATATGACGGGGCGCACTGGTTGTGGTTTGTGTGGTGCTGAGTCGTTAC
+AACAAGCGATGAAAAATCAACAAACTTCGATAGCTGATGGACAAAAAAACAAAAAAGCACCGCGAGAATT
+GAGTGAGTTAACTAATTTGGCGATACAAAAAGCTGTAGTTGACTTACAAGGGCACCAACCATTGCAACAG
+ATGACTGGTGCAGTGCATGCTGCTGCTTGGTGTGATGAAAATGGCAGCATTAAACTCATTCGCGAAGATA
+TTGGCCGACACAACGCATTAGACAAACTTATTGGCGCACTCAGTGCGTCAAACATTGTCATTAACCATAG
+CAGTTTTTTGCTCATTTCTAGCCGTGCTAGTTATGAAATGATCAGCAAAGCACAAGTTGCAGGTATTAGT
+ATGTTGGTAGCGGTTTCGGCCCCAACCGCTTTGGCGATAAACATAGCAAAAAACACTGGTATGACGTTAG
+TGGGGTTTGCCCGTAACGGTCGTCATACCATTTACAGTTAAACTAATTACAGTAAAACAAAGAAGCAAGA
+GAGCAGCATATGTCAGATGATCGTTTAAAATATGTGGTAGATATGGCCAATCAAATTGCGGTTAATTTAT
+TACATGGTAAAGAACAGCAACAATGTGTGACTGAGATTAGTCATCACATCAATCGTTTTTGGGCGCCAAG
+CATGCGTGCACAACTTGCAGAAGCGGCAAACAATGATAACTATCAGCTCGAAGCTATGGTTATTTTAGCG
+CTCAAGCAAATCAAGAACGAGCAATAACACACTAGATATCACAGTATTAATGGCGATGATAATCGCCATT
+TTTTTCATTCAAACTTCCGCTGTTAATTGTCAAAACTATCCAATCACGCCCCTTTTCATCCAATTCCCCG
+TATTACCAATAGTAGAATTCACAAAGCTTTAAGCAATGATATATTGTCCAAAACAACGTCGCTAGTCGTT
+TTAAAGATAATCAACTACGTCGTTATTTATTTAATAAATAACACTGCATGAATGCAGCTTATTAGACAAT
+GCAAGAGCATATTGTCCTGAACAACTAGTTATTAAACTGAACTACATACCGGCTAAAGACGGTAGGTTCT
+TTTGCGGACTGAAAGTCCTATAGTGATCGTTGTACTCATATCCTTCCAAGTTAAATTGTCGGGCCTCGCT
+TCGCTCGTGCCGACCTACAAAAACTAAGCTGGTTTATTCCGTAGGTCGATGCTTGCCTCGACAAAAAGAA
+TTACACCAGGACTTTCGCCTATCAATTTTTCATTGTCGATATAAATCAGCATGTTCTTTATATATCTTTT
+CGGTTAACTCAGTTGCCACTTAACACTGTGATTTCGTTCTTTCCTACTGCGTTCTAAAGTCAACGGCTAG
+CTAAAGCTACTCATCTAAAGATGGGGGTTTTAACCCACGTTCGGACTAATAAATGCCTTGTATTTGGCCA
+TTTTTACTTCGTATAAAGTAGATCACTTAATTAATGAAACTGGTATTAATCGGCCTTTAATTTTTCCTTT
+ACCTAAAGTAAAAAAAAACTATAATCAGTGACAAAAAAGCCAGAGCATATTACCGCTCTGGCTTTGTTAA
+TTAACACTCGTGTTAGTTTTTCACTAGTTAGTCACTAGCTTAGCTGGAGCGTATACCGCAGGAGTCAACT
+TCTCCTCTTTTAGTGATCTCATTAACCCCCACATCATAACTATCATGACTAATGAAAAAGGTAATGCGGC
+GGTAATAGCGGCGGTTTGCAGACCTTTCAGTCCTCCTACCAATAATAAGATGGCCGCGACAGCGCCTTCA
+CCTAATCCCCATGCTACACGATGAGCCGTTGGTGGATGTTCATTACCCATTGACAAAATAGTGGTAACCA
+CTAACGTGCCTGAATCTGATGAAGTAATGAAGTAGGTCGCAATAAGTAATGTCGCCATAAATGCTGCGAT
+AGTACCCATGAAGCCAGCATCAAGCTTGTCTAATGTTACATATAGCGCTGAAGTTACATCTGCCTTAACA
+GCATCAACAATACCCGCTTGTCCAACAGCAGCAACTAGTTCTCCTGCTTCATTGGTTACTTGATGGAACA
+GCTCTAGGTATATAGCGGTGCCTCCGAAAAGAGTTAACCAAATAAAACCTAGCATAGTGGGTACTAACAA
+TACGCCAACAATAAACTCACGAATGGTACGACCTTTAGAGATACGCGCAATAAACATACCTACAAATGGT
+GCCCAAGACATCCACCAACCCCAATAAAATGCGGTCCACCAAGATTGCCACTGACTATTTTCGTTAGCAT
+CAGTCCAGGTACTTAGTGATAAGACATTACCTAAATAATCACCAGTACTTTGCAATACAGCACCCAATAA
+ATAACGAGTAGGACCAAAACAAAGTAAAAATACCAAAATACCAATGGTCAACCACATATTGACTTCCGAT
+AAGATTTTTACACCTTTACCGACACCTGATACCACTGAAATTGTCGCAATAGCAGAAATAACAGCAATCA
+GTATAATTTGATTACTCAGAGAAACCTCCATACCAAACATGGTATTAAGGCCAGTATTCATTTGAGTAAC
+GCCTAAACCTAACGACGTTGCTACACCAAATACAGTACCAAACACGGCAAGCACATCAACTGCATGCCCA
+ATTGGACCGTACATTTTTTTCCCAATTAATGGGTAAAGTGCTGAACGGATGGTCAAAGGTAATTTCTTTC
+TATAAGAAAAATAAGCCAACGACAAACCAACAACTACATAAATTGCCCATGGGTGAAGCCCCCAATGGAA
+AAAGGTTAGACGCATCGCTACTTGTGCTGCTTCCGGCGTTAATCCTTCAGTGATAAATGGATTACTTTGA
+AAGTGGTAAATAGGCTCCGCAATAGACCAAAAGACTAAGCCTATACCCATTCCTGCACTAAATAACATGG
+AAAACCACGAGAAGTTACTGTATTCAGGTCTTGAGTCATCATCACCTAAACGTAAGTTACCGTAGCGACT
+AAATGCCAGCCAGATACAGAAGAACAAGAATATTGCAACAATGCCAATGTAATACCATTTAAGATAAGAC
+AGTATCCAACCCGATACCGCCGTAAATAATGCTGCTGTTTGTTCAGTGAAAAACACACCGCACAAAACAA
+ACAGAGTAATTATAGCCATTGATACAAGTGTTGTAACTGGATTCATGCCTTTTAACAGACCATGATTCGC
+TACCATGAGAAACCACCTTTTTTTTAGTTGTTATAAGTAAAAGTATAGATTTCTATAAACTGTTAATTTA
+GGTATCAGTTTATAAGCATCTAGATGAAAAATGTGCATTTACATTTATTATTAATAAGTGACTTACTTAT
+AATTGGAGTTCACTTACAATAATTTTCTGTCAAGTTAATTGAAAAAATCAACTTATCCCATTAAGTCAGA
+GTTGATTTAGATCAAGGTATCTAAACACGACACCGAAAGAACATGTACCGACTTATAGCCATTCCACTTG
+TAGATTCAGAATTCTGCTGGAATTATAAACATATTTAGGTAAGCCTTTTGATGCTCACTAAGTGATAAAT
+TTATTGAAATCTGTCTATACCCAAGCTACTTGAAGATGCTAGTTTCAGGATGCCTGAGCTAGTCATGATC
+AAGGTGTCTCTTTTTATTAATGGTTACTCCCTTAAAAAAGGAGACAACGAAGTGCATGGTTAGCTGAGAC
+ATCTCCGCAGGGCTGGTTTAAAAACGATTTATGCAGCTTTATTGATTTCGACAATGGAACGACTATTCTC
+TTTAATCGAAGCCTTGCCTAAATACATTTTTAATTCCAGCTGAATCCTGCATATTCATGTGGCTTGGGTA
+TATATTCAGACAAAAAAAACCAGCGATATAAATCACTGGTTTCAAGGCTGGTCATGAATTAACTCGACAA
+CACGGTGGAAATGGCCCCCTTATTATTCAAAGACGGCGTTATCCACTAGCTGTTTAACTCTTTTCAGCTG
+ACGCTTTAATATTACTTTGCATCGTATGGCTGAACCAATCGATAAAATTCACCACGCCAAACTCAAAGGT
+CGTTGAGTAAGGTCCAGGTTGGTAAGCCTTAGAATTAATACCTTTTTGATTATTCTCAGCTAACGTTCTG
+TCTTGCACATTGGTTGCATCCCATACTTGGCGTAATTGGGCAACATCATAATCAACACCTTCTACTGCGT
+CTTTATGGACTATCCACTTGGTGGTTACTTGAGTTTTTTGTGCGCCTAATGGGATCACCTGAAAGGCAAT
+TAAATGATCTCCCATCGCGTGACTCCACGAGTTAGGTAGGTGCAAAATTCGCATCGAACCCAGATCAGGG
+TTTTTAATACGGCCCATTAATTTTTTACAACCCGCTTTACCGTCAATCGTCATCGATACGGTGCCTTCAA
+GTAACGGCATACGTACTATGCGGTTACGTAAACCATGGCCATGTGAAACATGCTTATATGGAATGCCTTC
+TGCTTCCCACATTGCTTGTTTAGCCGCTACCTGTGCCTTGAATTCATCACTAGCGCGTGGATCTTCAGTA
+TCATCCCACTCTAATAAAGTATTTAATAGTTCAGGGTGATTGCCGCTACAGTGATAACACTCACGGTTAT
+TTTCAATCACTAACTTCCAGTTAGCATCTTCAATTAAAGTGCTTTCTACAGCGACCTTACAATTATCTAA
+ATCATATGGTTCTAGGTAATGGGTTAAATCATCGAAGAAACCATCGATATTTGTTGGATTTTCACTCAGA
+GAAACAAAAATATAACCACCAGCAACACGACAATTAACTTTGTGCAGACCATAATCATTCTTATCGAAAT
+CATCGCCCATTTCAGTGCCTGCAAAGAGTAAATTGCCATCTAATTCATAAGTCCATTGATGATAAGGACA
+TACTAACTTAGGTACCTTACCTTGTTTAACTAAACAAATTTTAGAACCACGATGACGACAAGTATTATGA
+AAAGCGCGTACTTCACCATTTTGATCTCTGATAACAGTAATCGGGTTATCGCCAATATCTAAGGTGATAA
+AATTACCATTATCTGGAATTTCGCCAGTGATGCCAACGAACAGCCATTCTTTGTAAAAAATTTGTTCCAT
+TTCTACTTGAAAAACATCGGCGTCGCTATAAAACTGCTGTGGTAAAGAAAACGTTATTGGGTGTTTTTCT
+AATGCATCCGCAACAGCCTGCGCTGATTTATTTGGTGAAGTAACTAGTAAACTTTCGTGTTCATGTGAGC
+AAGACATAAGTAATTCCTCTGTTCTTTATATTCGACAAAATAGATGTCGCTTTTTTTTAGTTAAAATGAA
+CAACTTTATCGAATCAAGTGTTCACATTATTTGTTGTTAGATATTGAGTCCCACGGCGTCAATCGGTTTA
+CCTAAAAACGACCAAAAAGCGAATTAATACCGACCAAAAAGCGAATTAATACCAGCCAAAAAAAGTAATT
+ATTAAATAAATTGATCTAGATCAAAATTATTACACAAAGGATAATTTTTAGAGCTGGCAAAAACGACTAC
+ATTCATGTCGCTTTTAGTTAAGTGGTTGATAAGTACTTAGCGCATCGTATTGCCATAACTATAATATTCG
+GATCCACTCATGATAAACACCTCCCAATACTCTGTTAACACGCAAACATGGACCAATGGGCGTCACGATG
+TTCAATGCGTTAAAGTGATTGACGAAACCATTGATGCACGTACCTATTGCTTTACCAGCACAGAGCCTGT
+AATGCACTTTTTCAAACCTGGCCAATTCGTGACGCTAGAATTAGAAATTGACGGTATGCAAGTATTGCGT
+AGTTACACTATTTCATCATCTCCTTCAGTGCCATACAGTTTTTCAATCACTGTAAAAAGAATGCCTGGAG
+GTCAAGTATCAAATTGGCTGCATGATAACCTTAAACAAGGTGATCAAATCGCGGTGCATGGCCCGGTAGG
+TATATTCAATTGCATCGATATTACGGCCGAAAAAGTTTTATTACTCTCTGGTGGTGTTGGTATAACACCA
+GTGATGTCAATGGCCCGTTGGTGGTTTGATACCAACGGTGATGTTGATATGGTTTTTGCCCATAGTGCCC
+GCACCCCTAAGGACATAATATATCGTCGCGAACTTGAGTATATGGATTCCAGAATAACTAACTTCAATCT
+CAACTTTATTTGTGAGAGGTATGACATTGGCGATAGCTGGAGCGGTTTTTGTGGCTTCTTCGATGAACAA
+AAGCTTCGAATGATAGCGCCTGATTTTCTCGATCGCACCATTTATTGTTGTGGACCGACGCCTTATATGA
+CTGCTGTCAAAAGTATGTTGCAAAATATAGGCTTTGACATGGCCAATTACCATGAAGAAAGTTTTGGTGC
+GCCACCGGAAGAAGCACAACTCGACGCTGAACAGCAAATGGAAGATGCCGCAGGCGAATCAATCGATGAC
+GATACTTTAATAGAAGTAGCATTTAGCAAAACGGGTAAATCAGTCAAGATACAACCCGGTGGCACAGTGC
+ATTTAGCCGCTTCACAAGTTGGCCTTCATATTCCTAAAGCTTGTGGTATGGGCATATGCGGCACCTGTAA
+AGTGAAAAAAATTCATGGTGAAGTGATTATGTCACATAACGGTGGCATCACAGATGAAGATGTTGCTGAT
+GGATATATTCTTAGCTGCTGTAGTGTTCCTCAAGGTGATGTTTCAGTCGAATATTAAAATTTAGACCCAT
+TCCACATGAAGGTACAGGATTCAACGGGTATATATACCCGTTCCACTTGAAGATGATATTTTAACTAAAA
+TATCATCTTTTTTTTTTATGTCGTAAATAGATGTAAAAAAGACGTTAGCTGAATGGTTAGCCACTATTTA
+GCAAGCTACTATCGACTTAATCCAAAACAAAAAAACTACGGCGAATTGAGCCGCGGAGAAAGCAAAATGT
+TTTACAAAAATGATCAAATAGCCGGTTTCGATGACAGTATTTGGCAAGCCATGGAGCAAGAAGACAAACG
+TCAACAAGATCACGTTGAATTAATTGCCTCAGAAAACTATACCAGTGCGCGCGTGATGCAAGCCCAAGGC
+AGTCAACTGACTAACAAATACGCCGAAGGTTATCCTGGTAAACGTTATTACGGCGGCTGTGAACACGTTG
+ATGTGATTGAGCAACTGGCGATTGATCGTGCAAAAGAATTGTTCGGCGCTGATTACGCTAATGTACAACC
+TCATTCTGGCTCACAAGCCAATGCCGCAGTCTTTATGGCCTTGCTTAAGCCCGGTGAAACGGTGCTGGGC
+ATGAGCTTAGCGCACGGTGGTCATTTAACCCACGGCTCCAAAGTGAGCTTCTCCGGTAAAATTTATAACG
+CGGTGCAATACGGCTTAAATGAAGTAACCGGTGAAATTGACTACGACGAAGTAGCACGTCTTGCAAAAGA
+GCATCAACCGAAAATGATTATTGCCGGTTTCTCAGCGTATTCACGTGTAGTTGATTGGCAGCGTTTTCGT
+GACATTGCCGATAGCATTGGTGCCTGGTTATTTGTTGATATGGCCCACGTTGCCGGTTTAGTGGCCGCAG
+GTCTGTATCCTAACCCAGTACCAATTGCCGATGTGGTAACCACCACTACCCATAAAACCTTACGTGGTCC
+ACGTGGCGGCTTGATTTTAGCGAAACAAAATGACGAACTGGCTAAGAAATTAAATTCAGCGGTTTTCCCA
+GCAGGTCAAGGTGGCCCATTGATGCATGTTATCGCTGCCAAAGCGATTTGTTTCAAAGAAGCACTTGGTG
+AGGGTTATGTTGAGTATCAGCAACAGGTCATCGATAACGCCCGTGAAATGGCGAAAACATTCCAAACCCG
+TGGTTATAACGTAGTTTCTGGTGGTACGGACAATCACCTATTTTTATTGGATTTAATCGATAAAGGTATT
+ACCGGTAAAGACGCGGATGCTGCGCTGGGCCGCGCTAATATCACGGTCAACAAAAACTCAGTGCCTAACG
+ACCCGCAATCGCCATTTGTCACCAGTGGTCTGCGTATCGGCACACCGGCCATCACCAGTCGTGGTTTTGG
+ACTTGAAGAAGCAGCAGCATTAACGGGTTGGATTTGTGATGTGTTAGATGACATTAGCAATGAGCAAGTG
+ATTGATGACGTGCGAAGTAAAGTGTTGGACTTATGTGAAAAAAATCCGGTCTACCGCTAGGTAACCCGAC
+AGAGAGCTTAGCAGCAGTTTAGCTCTCTTTGTTTAGCCAATAATACAATGTAGAAAAAGGGTATACCATG
+CAACAATATTCAGGATTTGGTTTATTAAAACACTCGTTAACTTACCACGAGAATTGGCAACGGGTTTGGA
+GTAATCCTACCCCGAAAAAACACTATGATGTTGTTATCATAGGCGGTGGTGGACATGGTCTGGCAACGGC
+TTATTATTTAGCGAAAGAGCATGGCATCACTAACATTGCCGTGATTGAAAAAGGTTATTTAGGCGGCGGT
+AATACCGCGCGTAATACCACCATTGTGCGTTCAAACTATTTATGGGACGAAGCGTCTCACTTATATGAGC
+ATTCCTTAAAATTATGGGAAGGCTTAGCACAAGAGCTGAACTATAACTTGATGTTTAGTCAACGCGGTGT
+ATTAAACCTAGGCCATACCCTACAAGACATGCGTGATATTGAACGCCGCGTGAATGCTAACCGTCTTAAC
+GGCATTGATGGTGAAGTCTTAACCACCGCACAAGTACAAGAAATGGTGCCTATTTTAGATTGCTCAACCA
+ATGCACGTTTTCCGGTGATGGGCGCTTCATGGCAAGCCCGTGCAGGTACGGCTCGTCACGACGCGGTTGC
+CTGGGGTTTTGCTCGCGCAGCCGATGCGTTAGGGGTTGATTTATTACAGCAAACGGAAGTCACTGGCATT
+CGCCGTAAAGATGGCGCAGTAGAGGGCGTTGAAACCAATCGCGGCTTTATTTCGGCCGGTAAAGTGGCAT
+GTGTCGCTGCGGGTAACTCCAGTGTTATCGCCAAGATGGTGGGCATGGAATTACCGCTTGAATCTCATCC
+ACTGCAAGCGATGGTATCAGAGCCATTAAAACCAATTTTAAATACCGTGGTGATGTCCAATCATGTCCAC
+GGGTATGTCAGTCAATCCGATAAAGGTGACTTGGTCATCGGCGCGGGTATTGATGGTTATACCGGTTATG
+GTCAGCGCGGCTCTTTTAATGTGGTTGAGCATACTATTGCCGCCATTATCGAAATGTTTCCTATTTTCAG
+TCGTGTGCGTCTTAATCGCGCCTGGGGCGGCGTGGTTGATACGTGCCCAGATGCCTGTCCTATCATTTCG
+AAAACACACATCAAAGGACTGTATTTTAACTGTGGTTGGGGCACGGGTGGTTTTAAGGCTACGCCGGGCG
+CTGGGCATGTCTTTGCGCATACTATCGCCAACGATGAGCCACACCCGTTAGCCAAACCCTTTAGTATCGA
+CCGCTTTTCATCAGGCGAATTAATTGACGAACACGGCGCTGCCGGTGTTGCGCACTAAGAGGAATTTATT
+ATGTTACTTATCCACTGTCCTTATTGTGAAGAGCTGCGCGAAGAAGAAGAGTTTAGCCCTGCTGGGCAAG
+CTCATATCGTGCGCCCACTTCAACCCGAAGAAATTAGTGATGAGCAATGGGCACGTTACTTGTTTTTCCG
+TAAAAACCCGCGCGGTTTACATCACGAGATGTGGCTACATGCGGCCGGTTGTCGCAAATATTTCAACGCG
+ACCCGAAACACCGTGACCTATGAAATCATGGAAACTTACAAAATGGGCCTAAAGCCCAGCGTCACCGCTA
+GTGAAGAGGGCCAATCATGAGCCAAGTTAATCGAATCGCTGGAAGCAGCAAACGCATTAATCGCAACCGC
+ACCTTAACCTTTAGCTTTAACGGCAAAGAATATACAGGTTTTGAAGGCGATACCGTCGCATCAGCCTTGT
+TAGCTAATGGTGTTGATGTCGTTGGGCGTAGTTTTAAGTACTCACGTCCTCGCGGTATTATTACCAGTGA
+CTCGCAAGAGCCGAACGCCATTTTTCAAATTGGCTCGACGCAAGCGACCACTATTCCTAACCCACGCGCG
+ACACAAACCGACTTGTACCAAGGATTAACCGCAAGCTCAACCAACGGTTGGCCTAATGTTGATTTCGATT
+TAATGGGCACCGTGGGCAAATTAGGTGGCTCGATGATGCCGCCCGGGTTTTATTACAAAACCTTTATGTT
+TCCACAATCGTTATGGATGTCATACGAGCACTTAATTCGCAAAGGCGCTGGTTTAGGGGCAAGTCCTCAG
+CAAAATGACCCGGACAGTTATGACAAAATGCACCATCATTGTGATGTGATGATTGTCGGTGGTGGTCCTG
+CGGGCTTAGCCGCAGCGTTATCTGCTGCGCAAACAGGCGCACGCGTTATCATCAGTGATGAGCAAAATGA
+ATTTGGCGGCAGTTTATTATGCTCAACGCAGCAAATAGATGGCCAATTGCCGAGTCAATGGGTAGAAAAA
+ACCGTGGCACAGCTTAGCGAGATGGATAACGTGATGTTACTTCCTCGCAGCACGGTGTTTGGTTATTACG
+ACCATAACCTAGTGGGCATTAATGAACGTCGCACCGACCATTTAGGTGAGCATCAACTGCAAAGCACCCG
+TCAACGCGTGCATAAAGTGCGCGCTAAACAAGTGATTTTAGCCACCGGTGCTCATGAGCGTCCGCTTGTT
+TATGGTAACAATGACGTGCCAGGTTGTATGTTAGCCAATGCAATTTCTACCTACATTAATCGCTATGATG
+TAGTACCAGGCAAGCAATTGGTGTTAATGACCACCAATGATAATGCCTACAAAACCGCGATTGATTGGCA
+TCAAGCCGGTCGTAAAGTGGTCGCTATCGTTGATACGCGAAGCACCTCAAATGGCGACTTGGTCAATAAG
+GTCAAAAAACTGGGCATCGATATCATCTTTGGCCATGGCGTGATTGAAGTCAAAGGCAGCAAACGCGTCA
+AAGGCGTTGAGGTTGCGCCAATCAATGCGAGTAATCACAGTGTTACTGGTCCAGCGAAACATATTGTCTG
+TGATACGGTTGCCAGCTCAGGTGGTTGGAGCCCTGTTATTCATTTGTCATCACACACAGGCTCGCGTCCG
+GTGTGGAACGACGACATTGCGGGGTTTGTACCCGGTGATACCGTGCAAAAGCAACACAGTTGCGGTGGAC
+TGGAAGGCGTTTACGCGTTATCAAAAGTCATCAGTGATGGTTTCACCACTGGCGCTGTCGCAGCAGAGGC
+CGCAGGCAAAGGTGATGGACGTTATGCGGGGAACTCGCCAACAACCAGCGACCCACAAGAAGATGCGTCC
+ATGGCGCTGTTTCACATACCGCACAGTAAAAAAACCAGTCGCGCGCCAAAACAGTTTGTTGATTATCAAA
+ATGATGTCACCGCCGCAGGTATTGAACTGGCAAACCGTGAAGGCTTTGAATCGATTGAGCATGTCAAACG
+CTACACCGCGTTAGGTTTTGGTACGGACCAAGGCAAGTTAGGTAATATCAACGGCATGGCAATTACCGCT
+AAATCGTTAGGTAAAACTATCCCTGAAACGGGCACCACTATCTTCCGCCCTATGTATACCCCCACCACGT
+TTGGCGCCTTAGCGGGTGCGGATGTGAAGCACTTGTTCGACCCAGCACGTTTTAGCGCTATGCATAAATG
+GCATTTAGAAAATGGCGCTGAGTTTGAAGATGTTGGCCAATGGAAACGCCCGTGGTACTTCCCACAGCCA
+GGCGAAACCATGCAGCAATCACTCGAGCGTGAATGTTTAGCAACACGTAACAGTGTCGGTATTTTAGATG
+CTTCGACCTTAGGTAAAATTGATATTCAAGGCAAAGATGCACGCGAATTTTTAAACCGCGTCTATACCAA
+CCCATGGAGCAAGTTAGGCGTAGGCAAATGTCGCTACGGCGTTATGTGTAAAGAAGACGGTATGGTCTTT
+GATGATGGGGTTACCGTCTGTCTTGACGATAATCGTTTTATCATGACCACCACCACTGGCGGGGCGGCGG
+GCGTATTGCAATGGTTAGAGCTATGGCATCAAACCGAGTGGCCTGAGCTGGAGGTGTATTTCTCAACCGT
+GACTGACCATTGGTCAACCATGACTATCTCAGGACCTAACTCTCGTAAAGTCTTGGAGAAAATCTGTGAT
+ATTGATGTCAGTAATGACAGTTTCAAGTACATGGATTGGCGCGCAGCGACGGTTGCGGGGGTTAAAGCAC
+GCATTTTCCGTATCTCGTTTACCGGCGAGCTGTCGTTTGAAATTAACGTGCAAGCAAACTATGGCATGCA
+TGCCTGGAAAGCGGTGATGGCGGCGGGTGAAGAATTTAATATCACCCCGTATGGCACCGAAACCATGCAT
+ATTTTACGTGCAGAAAAAGGCTTTATCATTGTCGGACAAGACACCGATGGCTCGGTGACACCACAAGATT
+TAGACATGGACTGGGTTGTGGGTAAGAAAAAAGACTTTAGCTTTATTGGTAAACGCTCTTGGACGCGCTT
+TGACAATAAACGTGACGATCGTAAACAAATGGTGGGCTTGAAACCGAAAGACCCTACTTTTGTACTGCCT
+GAAGGCGCACAAATTGTCTTTGAGAAAAACCAATCCATCCCAATGAAAATGGTGGGTCACGTTACCTCAA
+GTTATTACAGTGCTTGTATGGGCTACTCGTTTGCCTTAGCAGTCGTTAAAGGCGGTATTAGCCGCAAAGG
+TGAGAGTGTCTATTTGCCATTAAGTGATGGCACCACCGTGGAAGCTGAAATTTGCAGCCCAGTATTTTAT
+GATCCAAAGGGAGACCGTCAAAATGTCTAACTCAATCCAGGTAGAATCGCCGCTACACCATGCTCAACTT
+GACCAATTAATTGGCCAATCAAGCGCGGGTGGCATTGTCTTGCATGAGCATAAGTTATTGGGTCACCTTA
+ACTTACGTGGCAACTGTGCGGATGCTGAATTTTTAGCTGGTGTACAAGAAGCACTCGGGGTCGCACTGCC
+TATTACGCCGTGTAGCAGCGCCAAGAGTGAGCTCGCACAAATCATGTGGTTAGCGCCCGATGAATGGTTA
+ATTATTGTCGCCTCAGGCAATGAAGATGAAGTCGAGCAAAAGCTGCGTTCGTATTTAACCGGCCACTTTG
+CCGTCAGTGATATCAGTGGCGCGCAAACTCTGATTGAACTGAGTGGTGAGCATGTTATCGACTTGATGAA
+AAAATCAACTGGTTATGATTTACACCTGGATAGCTTTCCCGTGGGTAAAGTCGTGGGTACTACCTTTGCT
+AAAACGGGTGCGCATATCTTGCGCGTGAGCGAAGATTCGTTTCAGCTGGTGGTACGCCGCAGTTTTTCTG
+ACTATGTGTGGTTATGGATCCAACAAGGTAGCCAAGAATACGGCCTGACGATCGTTTAACGCTTGTTTAG
+CTAAAACCAATCGCCCCTTAACGCACATTGTTTGTTGTTTCAATGCGCGTTAAGGGTAGCGATCACTCAT
+TATAAAACCGCTTATGTTTAACTGAATAGCTTGAATGCATAAAGTCATTCTGTTCAAACTAAGCGGTTTT
+CACTTCAAAATAGGATCGAACATGTCCGATATCAAACCTGTATCGCAAACGCATATTATTACCGCAGATT
+GTCCTAGTCGGCCGGGAACGGTTGATGTGGTGACCCGTTTTTTGTGCGAAAAAGGGTTCTATATTAATGA
+AATTCACTCGTTTGATGATACCGCGGTCAATCGTTTTTTCATCCGCATAGAATTTAGAGCACAGACGGCG
+ACAGACTTTAGCGCTGAAACCTTTAGCCAAGAGTTTGAGCAACGCGCCAGTGAATTTGAGATGCAATGGC
+AACTAGCCTCCAGTCCGTATAAATCTAAAGTTGTGATCATGGTGTCCAAACACGATCATTGCTTGAATGA
+CTTATTATACCGTTATCGCACCGGCGATTTGGATATAGAGATCCCCGCGATCATCTCTAATCACCCAGAT
+TTAGAAGAGCTAGCAAAGTGGCATGGAATTCCTTATTACCACCTGCCCATCACGAAGGACACTAAACCTG
+AGCAAGAAGCCAAGGTGTGGCAGATTATTCAAGAATCTGATGCGGACTTGGTGGTATTAGCGCGTTATAT
+GCAGGTCTTATCGAGCGATTTGTGTCAGAAGTTGTCCGGTAAAGCCATTAATATTCACCACTCGTTATTA
+CCCGGTTTCAAAGGCGCAAGACCGTATTTTCAAGCCTATGACCGTGGCATTAAGTTAGTGGGCGCGACTG
+CGCATTATGTCAGTGATGACCTCGATGAAGGGCCAATCATCAGCCAAGGCGTTGAGACGGTTGACCACGG
+TTATTATCCTAAAGACTTAGCGGCTAAAGGACGTGATATAGAATGTTTAACGCTGTCGCGCGCGGTGCGT
+TGTCATATCGAACATCGCATATTCATGTATGGGAAAAAGACCGTGGTCTTTTCTAAGTAGCGGGCTCTTA
+GTCGCCACTTACTAATCGCCATCTTATTAGAAGTAATCAACGACAACGTTTATTCATTTATCGTAAACAT
+TGTCGCTGTTTGTTAAGTATTAACCCTCATTTGCCAAGGTACGTTTGTCTATTTATAGCGTATTAATGTC
+TCTTGAACTGCTCACTCTGCTTGCTAAATGACATGATGAGCAATAGTGAAAAAAGGACATCTAAATGTCA
+ATGACAGTAACAAGCAGTAAACATGATGTGCGAGCAATTGGCGCTATTAGCATAGGCGCGCAGCTAAAGT
+CGATCCGAATAAGGAACAAGCTAACCCTTAGAGAGGCGGCTAACCTGACTAACTTGGCAGCTTCAACCTT
+ATCTAAAATTGAGAATGAACAAATTTCGCCAACCTTTACTGTGATGCAAAAGTTAGCAACCGGTTTAAAT
+ATTGAGTTACCGCAATTATTTACTAAGCCAACTGTGGCTCAAGCAGTTGGGCGTCGTGATATAACGTTAA
+AGGACCAAGGAAATTATCATTTAACTTCCACGTATGAGCATGAATTACTGTCCACGCAATTTAGCCATAA
+AAAAATGATGCCATACAAGTGCAGAGTTCACGCCCGTAGTTTCGATGACTTCGGTGAATGGGTTCGCCAT
+AGTGGCGAAGAGTACATGTTGGTGTTAGAAGGCGAAGTCCAGTTGGTGACTGAATTCTATGAACCAGTGA
+ACTTGGTAGAGGGTGATAGCGTCTATTATGATGCAATGATGGGGCATTTAGTTATTTCTGTAAGTGAAGA
+CGATGCACAAATTCTCTGGGTAACTGCCAAGTAACCTCGATATATAGCGATCCACAAACGATCCATCGGT
+TCAATTTAGTTTAACACGACTAAAATCGAACGTTATTCGCTGATTTTATAGTTCTTTAGTGAAGTTGACA
+CCTAACCTGTGATAACCAATTAACCATCTAACGATCAGATCTTTCAACTAAAAATCATTCGAAGAAGAGT
+AAAGTTTGTCGATCATTTTATTCTCTAATGTAGCACTTCTCATTCTTTTTAAACTAGTTCCGTCTGTTTT
+TGGCATGCTAGTGTCTTTTTTAGGTATGCCCATATAATCATCAAAACGGTACCCTAAACACAGTGCTTTT
+CACCTTAGCCAGTAACTATTTCAATAATGATAAGGAGATTGGCTTCGATTCTTAATTAATGACCAAAGCA
+ACATTTTAAAAATATTATTAGTGTCATTTAACCAACAAGAGAGATTGATATGTGCTCAAATCATGGAAAC
+CGCGGCGTTGTTTATACTGGCCCTGGAAGTGTTGAAATTCAAGATATTGCCTACCCTAAGCTTGCCATTG
+GCAATCGAAAATGTGAGCACGGTGTTATTTTAAAAGTAGTAACTACCAATATTTGTGGCAGTGATCAACA
+TATGGTACGTGGCCGTACTACCGCTGAACCTGGGCTTGTTTTAGGTCATGAAATTACCGGTATGATCATT
+GAAAAAGGCAGCGATGTAGAGTTTTTAGACATTGGTGATATTGTCTCTGTACCTTTTAATATTGCTTGTG
+GTCGCTGTAGAAACTGTCGCGAAGGAAACACAGGTATTTGCTTAAACGTTAATCCTGGTCGCGCTGGTGC
+CGCCTTTGGTTACGTTGATATGGGCGGCTGGGTTGGTGGTCAATCTGAATATGTGATGGTGCCTTATGCT
+GACTTCAACCTGCTAAAATTTCCTGATAAAGATCAGGCATTAGAAAAAATTCGTGACTTGACCATGCTCT
+CTGATATTTTCCCAACGGGATATCATGGTGCTGTAACTGCTGGTGTTGTTCCTGGTGCCACAGTTTATAT
+TGCTGGTGCTGGACCTGTAGGTCTTGCTGCTGCAGCTTCATCACAATTACTTGGCGCGGCTTGTGTCATT
+GTAGGTGATATGAATCCAGAGCGTCTAGCTCAAGCTCGTAGCTTTGGCTGTGAAACTATCGATTTACGTC
+AAGATGCCACAGTGCCAGATATGATAGAACAAATATTAGGTGTTCCAGAAGTAGATGCTGCTGTGGATTG
+TGTTGGTTTTGAAGCCCACAGCCACGGTTGTAGTCATCATAAAGAACAGCCTGCAATTGTACTTAATACT
+ATGATGGAAGTAACACGTGCTGGGGGTGGTATCGGTATTCCAGGGCTTTATGTAACTGGCGATCCAGGTG
+CATCTACTGAAGCGGCTAAAACTGGCCAACTTAGTATGAATTTTGGTCTTGGTTGGGCGAAATCACATTA
+TTTTGTTACCGGTCAATGTCCAGTAATGAAATATCATCGCAACCTAATGCAGGCTATTTTGTGGGATAAA
+GTTCAAATTGCTAAAGCGGTTAACGTGAAAGTCATTTCACTTGATGGTGCACCTGAAGGTTATAATGCCT
+TTGATAAAGGCGCCGCACAAAAGTTTGTCATTGACCCTCATTCAATGGTGGTTTAATTCTAGTTTATCTA
+TAATAAACGGCACATTTATTGTGCCGTTTTAGTAACTACAGAGTGACGTAGACATAACAGTGTCAGCAAA
+GAGCTTATTAGCATTGATATTGTCAACTACAAAGCAATAATTCCCCCAAACGCTTAAACAAGCCTAGGTT
+CTGAATCTATGACCAGTTTTAACTGCTGATATTCATAATTCCAGATGGTTGACGGTAAGTTAAGTTTGAG
+TCGATACTCGACAAGATCTAATTGAATTATTTACTCAGTTTTTAAAAGTTGACTTTGATTTTCGTAATCA
+TAAATGCCAAAACCAACGACCATACTTAACACTAACAACAAGGTGTTAATGATAAGCTAAACAGATATCG
+ATTTTGTTAATTTTATTAATAACATGTTGTTGTATTTTATCTCAGCTATCAAATCTAAAGCTAACTTCAC
+ATAAACACATCGGACAAGGCTGTAAACCCAATGTTGATGTCTTGATGTATAGAAATATCATATTTTTATA
+GCAGAAATTATAACGTCTACTAACTGATAAATCTTGTAATTATCCATAAGTTCGGTCCTATTTATATGTG
+TCTATATTATCGATATTAACTTTAAAATTATTATTGCCCCAGAAAGCACAAATTATATATACACATAACG
+CTTAGCAAATAAATGCAGAGCGTTTCAAATGTATATTTCACACTACTTTTAATAGATTGCCCGTGATTCC
+ATTGCTGATAAAAGTTGTTGCCTTGGCATGTAAAACTTAACGCTGTGAAGATCGCCATACACTCACTTTA
+TTACTAAACTCCCCACGGGCAACCAGTTTATGCAGCTTTATTAACAGCCGCAGTTAAGTCCTGAATTGCT
+TTTTTACCATCACCAAACAACATCAGAGTATTGTCATTGGCAAATAACGGGTTGGGTAATCCCGCAAATC
+CCGCGCTGAGACTACGTTTAACCACAACCACAGTTTTGGCTTTGTCGACATTAAGAATTGGCATACCATA
+AATAGGGCTGCCTTTATCTTCCCTCGCCATCGGGTTCGTTACATCATTGGCGCCAATTACGATCACCACA
+TCGGTCTGATCAAATGTGGGGTTAGCTTCGTCCATGGTTTTCATCAGGTCATAATCCACTTCGGCTTCCG
+CCAAGAGTACGTTCATGTGACCAGGCATGCGGCCAGCAACAGGATGAATGGCATATTCCACCTCTATATT
+TTGTGACTGGAGTGTATCAGCGAGATCCCTTACGGCATGTTGAGCCTGTGCCATCGCCATTCCAAATCCT
+GGAACAATCACTACTCGACTAGCAGTTTCCAAAACCATAGCCACCTCATCTGGGCAAGACGACTTGACCT
+TACCACCATAGACTTCATCAGCATCCATAGTTTCGCCACTACCAGTCTCGATGGTACCAAATAGCACATT
+CACCAACGAACGGTTCATCGCCACACACATAATTTGGGTTAGGATAAGACCCGACGCGCCGACTAGCGCA
+CCAGAAATTATTAGCACTGTATTTCCCATGATAAAACCAGCCGCCGCTGCAGCAATACCGGAATAAGCAT
+TTAACAAAGCAATTACTACCGGCATATCCGCTCCGCCGATAGGTATTACCAGAGTAACCCCCAATACAAG
+GACAATAGCCACCAATAACACCAAATAACCACCACTGACGGGCGACTCAAATAAACCATACCCCATGTAC
+AAAGCGCTAATTACCAACAGTACGTTGAAAAACTTGATCCCGGGAAACCCTATCGATTTTCCTGGTAACC
+ATTCTTGCAACTTGGCAAGTGCCACCGCACTACCCGACAGTGTCACACCACCGATCAATACGGTTAACAC
+TATTGCTACTTGCGAGGCAATCAACAAAGGACCGTTGTTCTGTTCTGCACCTACACTCATTACCAGGTAA
+CTGGCCACAGCTATGGCTAGCGAAGCACCACCACCAAAGCCATTTAGCAAGGCCACCATTTGCGGCATGC
+TAGTCATTGGCATTTTTTTAGCTAATACCGCACCAACCAGTGAACCCAACAAGATACCTGCGATGATCAA
+CTCGTAACTGACGATCTTACTATTAAGAAGTGTCACAACTACCGCAATAAACATTCCGATAGCCGCAACA
+ATATTTCCCCTGACTGCAGTTTTCGGTCGGGTTAGTCCCTTGATGCCAGTGATAAACATCACCGCCGCCA
+CCAGATATAATAAATCAATCCATATAAAATTCATTCTTATGCCCTCTTCTTAAACATGCTTAGCATACGG
+TGAGTTACCATAAACCCGCTGATCACATTAATCGTCGCCAATACAACAGCGATAAAACCCAATATAGACG
+CCATTGTGGATGCCCCCTCCCCAGCACCCGCTGCTATCAGAGCACCAACTATGGTGATCCCCGAAATAGC
+ATTACTGCCGGACATCAGTGGTGTATGAAGTGTCGCTGGTACCTTGGTGATCAATTCCACACCCAGATAA
+ACAGCTATTACAAACAAGGCTATCTGTAAGACTAAAATTTCCATTATGCTACCTCTGTCATTTGTTCTTG
+CTCGTTAATCAACTCCGGCAGTCCCAGTAGGCTCCGAAGTCGAGGATGATATACTGTGCCTTGATGACTC
+ACCAAAGTGCCTTGGACTATCTCATCTTCGAAATCCAATACCATCTCACCACTGTCAGTCATTAGCTGCA
+GCAACAGATTCTCAATATTTTTTCCATATAACTGACTAGCATGATGAGGAATACTGCCAGCGATATTATC
+AGGACCTACAATCGTAACCCCGTGGGCTTCAATAGTTTGACCATGTTTTGTCAGTTCGCAGTTACCACCT
+CGTTCAGAGGCCAAATCGATGATCACCGCTCCACGTTTCATCCGACTGACCATATCGGCAGTGATCAATA
+CAGGGGATTTTGCGCCAGGGATCGCGGCAGTGGTGATCACCACATCCTGCTCTGCCAACACCTCACTCAT
+TAGTTCACGCTGACGGCTCAGAAACTCTTCGCCCTGGGCCTTGGCATAGCCGCCCTGACCTTCTGCAGCT
+CCGGTGTCCAGTGCCAGTTCAATTGCCTTGGCACCCACAGAAATAATCTGATCACGCGCTGCTGGACGTA
+CATCGTAAGCCTCAACTATCCCACCAAGGCGTTTAGCGGTCGCTGCCGCCTGCAATCCTGCAACGCCAGC
+CCCCATAATAAACACCCGTGCCGGATTTAAGGTACCCGCAGCAGTCATCAACATAGGGTAGATTCGAGGA
+CAGATACTCGCCGCCATCAACACGGCTTTATACCCGGCAATCGTCGCCATCGAGGAAAGAGCGTCCATAC
+TTTGTGCCCGACTGATCCGCGGGATCAACTCCATAGCTAGTGAAGTAATATTCTGTTTCGCCAAAAAACC
+CGCTTGTTCCGGTTCACCTAATGGATCCATCAAACCGATGACCCACTGGTTTGCGCGAAACTCATTGGCT
+TCATCGGCAGTCTGTGTCCGTGAGACATTCACCTGAGTGATGACTTCGGCGCGGGTGAGTAGAGTCTGGC
+GGCAATCAACTATCTCCGCTCCAACAGTCCTATAATCCTCATCTGTATAACCAGCTTTGACACCAGCATC
+ACTTTCCACCAACACCTGACAGCCTTTGGCTATCAGTACCGCAGCATTTTTTGGCACCATCGCCACTCGT
+TGTTCGTTTGCTTGAGCTTCTTTAGTAATTCCAATAATCATTTCAAACTCCTGTTATTAATTTCGGTGTA
+ACTTGACCTGATATAACCTCGATAATGCTTCAGAAGACGTTGGCATCAACAGTGATCACAACTGTTTTTT
+AAGCGCAAAAATCCTGATGGCTATTTTTATAACCATAATAAACATAAATACCGAAGGTGAAACCTGACCC
+CAGAGAGCGGTGTCAGGTTATTCTGAAAAACTTAGGCGTCGTTAGCCTGTTCAACGACTGCTTGGAATAA
+CACATCACAGCCAGCCGCTAAATCGGCAGGATCAGCGTTTTCGGCTTCATTATGGCTGATACCATTTTCA
+CAAGGGACAAATACCATAGCGGTGGGTGCCACCCGCGAGATATAACAGGCATCGTGACCAGCGCCACTGA
+TAATATCCTGGTGGCTGTAACCTGACGTTTCAGCAGCTTTCCGTACCGAATCGACACAGTTTTTGTTAAA
+AGGTACCGGTGGTGAGTGCCAGATCTGCTCGAACTTCATTTCTAGGCCCTGCTCATCGGCAATTCGTTGG
+CTTAACTCACGTAGTTCATGGTCCATTGCTGCCAGAATCTGATCATTGGGATGACGGAAATCAATTGTAA
+AAAACACTTCTCCCGGAATGACGTTGCGCGAATTAGGGAATACCTGCAACAGACCAACAGTCGCACAAGC
+GCTAGGCTGGTTACTCAGACCAATACGGTTAACCTGATCAATAATCTTAGCAGCGCCTACCAGTGCATCT
+TTCCGACTCAGCATCGGCGTTGGTCCGGCATGGGATTCCTGCCCTGTAAGTGTCACTTCATACCATCGCT
+GTCCCTGAGCATCAGTCACAATGCCAATGGTTTTCTTTTCATTTTCGAGGATCGGTCCCTGCTCGATATG
+CGCTTCGAAGAACGCCTTGAATTCACGATTACCGCACTCCACTTCACCGGCATAACCAATGCGGGCAAGC
+TCGTCCCCCATAGTTTTACCATCGAGATCGGCACGACTGAGACCGTACTCAAGATCAAAAACCCCGGCAA
+ATACCCCAGAGGCCACCATCGCTGGTGGGAAACGTGATCCTTCTTCATTTGTCCAAACAGAAGCTTCAAC
+AGGAGCAAGGGTCTCTATATTGTGATCGTTTAAACTGCGGATCACTTCCAGTCCCGATAATACACCATAA
+ATACCGTCAAACTTACCGCCCGTCGGCTGAGTATCTAGGTGGCTGCCCATCACCACAGGTGGCAGACTAT
+TATCTTTACCAGCCCGTCGGGCGAATATGTTACCCATAGTGTCAACACGAACAGTACAACCAGCCTCCAG
+ACACCAGTCAACGAAGAGGTCGCGCCCCTCTTTATCGAGATCTGTCAGAGCTAACCGGCAAACACCACCT
+TTGGGTGTGCCACCAATTTGCCCCATCTCCATCAAGCTATCCCACAAACGCTGACCATTGATTTTATTAT
+TTAACATTTATTATTGCTCCTTATGTGTCGACCGACAGGACGACCAAGAAATTTGACCACTAGGTAAAAT
+TAGCAATCTTTTACCTAGTGGTCAAGAAATATATGCCTATTTCAAAAATTAATTTTACCCAATGGTAAAT
+TTAATGATAACAGCATGTTTAATAATACTTTTAAATAACAATCACTCTATATATTCCTACGAATTGATAT
+ATTCAGAACATAAAAAACGCCAGTACTACTGGCGTTTTTTTATGTGGTATAGATTACAACTGAAAATTAA
+CGGAACAACGGGATGATATGTTTACCGTAGTTCTCTATAATTTTCTCTTCATCACCGTTATCCAAGTAAA
+CGTTGAACTGGGTAGTACCCGCTTCTTCAAGCTCTTTAATCTTAGTGACATGCTGATCCATATCACCCAG
+AACGCAGAAACTCTCAACAATCTCTTTAGAAATAAAATCCAGATATGGGTTATCACTCTGACCGTGTTTT
+GAGTAGTCGTAACCCTTACGTTGTTCGATGTAAGCCGTCAGACTTTCAGGAACAAGACCACTGTGAGCTC
+CATATTTTTCAACGATATCAGCTACATGATTACCCACCATAGCAGGGAACCATTTAGTGGCTTCGACACA
+ATAATCCATGTCCCCCACATAGGCAGGTGCAGAAGCAATAACTTCAAACTTAGACATATCACGTCCCGCT
+TCTACACCAGCTTTAATTGCTTGATCTGCAAACCATTTTACCAGTGATGGTTCTGCGATTTGGATAACAA
+CACCGTCACCTACTTCACCAGCGGTTTTCAACGCTTTAGGACCATAGGCACCAATGTATACCGGCAACTC
+ATAACCTTCTGCCCATGGTAATTTCACTGCTTCAGGACTGTCGCCGTACTGAACTTCGTCACCACGGACC
+ATTGCTTTCACCTTAGTAGTGAATTCAGCAACACGGGCCAGGTTAGCCGGTTTTTTCCCCATAACTCGCA
+TAGCGCTATCGCCACGACCCAGACCAACATGAAAACGCCCCTTACTTTGCAGCGCAAGGCTGGCGAATAA
+ACTCGCGGCCACTGACCAGTCACGTGAGTTTGGATTAGTCACACAAGGACCAAAACTTATTTTAGAGGTG
+TGTTCCATACACATCGCAATGGCCGGATAACATTCGCGCCACAGCACGTGTGAATCGTAAAACCAGCAAT
+GTGTAAATCCTGCGTCTTCTGCCTGTTTGACCAAACTACGTGCACGTTCGGGGCTTACAAACCCTTTGAA
+AGTAATACCAAAATCCATGATTTTCTCCTTTATTAACAAAATTGTTATTTTTATTTATTGTTGAAGCTAT
+TAAGTACCAGGCGCCCAAATTTTAAGACCTGAATGGGTAAACGGTACTTTTTTGGAAATATTAAGACGGA
+TCAGCATCGGCGTAATAGCCTCTACACAACGGGCATTCACCGCCGGACCTACGTTATACGCACACACATC
+CATTCGCTGGATAAGAGCAATGACCTGCTCTTTAGCTGCTAGATCGTTACCACAAACCAGGATATCGCAA
+TTGATCGCCTGGTCGAGTTTGTTGAGGGTATGAGCAGACACATTGTGCAGTGCTCCTACCACAGGAATAT
+CATCACCTAGCAGCGCCTGAGCCTCTTCGGTCACCGAGCCTTCAGCCGGCATATCCACCGCTTTAGGATT
+ACCTTCAGCCAGTGGCACAACGATATCCACTAAGATCTTGTCGGCCAGCTGTGCTTTGATGGCCTCTAAA
+GTGGTATTGTGCGCGCTATATGGCACCGCTAGAACAACCATCTTATCGGCTGCATCTACCGCATCCTCAT
+TATTTGCACCGGAGATAACACCCAGTTCATCACTTGAAGGTTTAATAATTTGATTGAGCTCAATGGCTAT
+TTCATCAGCGCGTGCTGCATCCCTAGAACCCAACACAACATCAACACCTGCTTTTGCCAAGCGTAATGCA
+AGACCTCGTCCCTGGGGACCAGTACCACCTAAAATTGCTATTTTCATCTAAATAAATCCTCTTTTAATGG
+TCTAACTAAATCGAGGGCTGAACTCACTTCTGATTGCCAGTTAACCCCCTTAAAAATGAGTGCCGGTTTT
+TTACCATCTTTTGCCATCAATAAACCAGACGCGGCGGCCAGTTCATCAGCTAGTGCCGGAGCGGTGACTG
+CTAATGGGCGGCCAAAAGCATCTTTTTCACCAGCTAAATCCACTTTCGCAGGGACACCAGCTAGGCCAAT
+GGCTACATTCACTAGCCCCATGCGCCATGGTCGGCCAAAAGTATCGGTGATCACCACTCCAACCCTTACG
+CCATAGGCTTCTTCTAGACGGTCACGTAAAGCACGAGCACTAGCGTCTGGATCAACAGGCAAGAGTAGCA
+AAGTGTCTTTCTGGTCGATATTAGATTCATCTACCGCCGCATTGGCGCAGACAAACCCTAGATTATGCTC
+AGTGATAACAATGCCTTCTGATTGCCCTGCATGTATTACCGCTCGCAAAACACCTTTTGACTCAGCAAGA
+ATGACCTCAATTTTACGCGGATCCTTGTTGACCTTATTCGCCAGAGCCAGAGCCTCTGTCGATGGGATAA
+TGTCTTTGAGAGCGACATAACGATCCTCTGCTTTGGATACCACTTTCTGGGCAATGACTAGAATGTCCCC
+GTCTTCAATATAAAGCTCCGTTTTGTCCATGGCGCTTATTAAAATCTGCGCCAGATCATCGCCCGGTTGA
+ATATCACCAATACCGTCGATGGTTTGAATTGTTACGCTGTTTTGCATAATTTATTTAACTCCTGAGTAAC
+TGGACTTGACAATAGTGCCAACAACTCTAAATCGTCTGGGGTATCAATATCTAACGCTAATGCAGGTAAC
+TTAATCACCTGGCAAACTATATCCCGCTCCTGTGCCACCCTTTGATGGGCGAGACTAGAGTCAATACCGT
+ATAAAAACGGGATCGCATTAGGTGGCGTAGTCAGCAATGCATTAGTACCTAGATCAAATGCAGGGCATAA
+TAAAACTGACGGCACTGGACGGTAAATCATCAACAGCCGTTCAAACTCCCTGTAATCGAGCTCGGCAATA
+TCCGCGGGGATTAACAGTTGTGACTGAAAATCATTATTAAGACTCCAGCGGGCGGCACTTTCAACAGCCT
+GCCGTAAGCCCAGCTTAGTTTCTATCAATACCGATGCACCATAGGTACAGGCGATATCAGATATGAACTC
+AGAAGCTGTCACCACCAACAAGTGATGCTGGGGAAAATACTTATTAAAAAATGACAAAGTAGTTTTAAAC
+ATCGACAGCGCCAGTGCCTGGCGCTGTCGGCTGCTCAGTTGTGGATCTAATCGAGTTTTAGACAACTGCG
+GATCTTTCATGGGTATGACAATATTGGTTCTCATCTAAACCTCCTCTGCCAATTGAGTACCGCATTTAAG
+CCCAAATTTTGTGCTCATTTCGGCTACCACGTTTTCAGCAAGAGAAACCTTATCTATGCGGTTTTTCATC
+AACGTTTGTGCCACCATCACCTTCAGACCACTTGCTTCAAGTACAGAGGTAAATTGTTGGTCTTCGATAT
+CAATAACAAAACCGTCAATCAACCCCTGATAACAGTTCGCTACCCCCAAGACATCGCTGCTAAAGTTCAT
+CGCAGCCATCATTCGATCAGCAGGACCTTTAACCGTCTTGCCATTAATCATTGGTGATACCGCTACCACA
+GGGGCTTTGGAAGATTTTAGTGCCGCTCGAATCCCCGGCACATTCACAATGGGGTTGATACTGACAATGG
+GATTACTCGGCGCAATGATGATCAGATCGGCTTCGTTGATGGCTTTCAGTGATTCTGGAGTAGGTTGCGC
+ATCTTCAATGCCCGACACGAAAATATCAAGGATCTCCGGCTGACAGCCCTTTTTGACAAAGTAACTCTGA
+AAATCTAACCAACCCTGCTCTGTATGGATACGATTTTGAATCACCTGATCGGTAGGTAACAATATATTGG
+CGGTCACACCAAGCTGCTTAGCAATATGCTTGGCTATCACCGACGGTCGAATGCCTGATTGTTTCTGTTG
+GGTGCGGTATATATGGGTAGCAAAATCTTTATCGCCCAAGTACATCCAGGTATCACAGCCCAGACGCTCA
+AGTGCTTCAAGGGTATTGGTCGTTTCGTCTTTTAGGCCCCAACCCTTTTTAGTATCAATCAGATCCGCTA
+GTGTATAAGTAAGGGTATCAATATCAGGGGAGACCCACAGACCATGAAATAACATATCGTCGGCTACATT
+ACCTATCACTGACAGCTCGTTTCCATATTCACTGTGATACAGACCTTCGGCCATTTTGGCGCCACCGACA
+CCACCGGATAACAGCAAAATTTTCATCGTTGAATGGCTCATAACAAACCTCCAGAAACTCTTGGCAAAGC
+AGCATCTTCTGTTACTGCTATTTCCACCACAGAAATAGTTTGGGGACAGGTATTTTTGACAATTTCAAGA
+GGTGAAGATCGCTCGAAGGTTTCAACCGATTTATATAGGGTATTACGACGCACAGCGCTTAAACCTGCTT
+TTTCGATCATCATTACCATATCGGCTGGCATAATCTCTTGACCGTTTTTACCGCCGGAGGCCCGGGTAAT
+ACTTTCATTCATTAAAGTGCCGCCAATATCGTTGGCACCTGCCCGTAACATTGCGGTGGCATAATCCGGT
+CCTAGTTTGACCCATGATGCTTGGATGTTGTCGATCCAGCCATTGAGCATTACTCGTGAAATGGCATGCA
+TCTTGATATTTTCATCTGGCGTCGGGCCTGGACGAACATTAGGGTTGCTCAGATACAGTGGCGATTCATA
+GTGGACAAATCCCAGTGGCACAAACTCAGTGAAACCGCCGGTTTGTTGCTGAATACTGCGGATCTTACCA
+ATATGCTCTACCCAGTGTTTCGGGCTGTCAACATGGCCATACATAATGGTAGCAGTGGTTGGTAAACCCA
+GTTTGTGAGCTGTAGTGATTATATCTACCCACTGTTCAGTACTGAGTTTATCCTTGGTCAGTTGTTTACG
+GATCTCCACATCAAGAATTTCCGCCGCCGTGCCTGGCATAGATCCGAGCCCATGATCGATTAAATCCTGG
+ATAAAATCTGCTGTAGACATCCTGCTTTTGCGAGCGCCATACCAAATTTCAAACGGTGAAAATGCATGGA
+TATGCATCTCAGGCACCTGCGTCTTGATAGCTTTTAAAATATTACGATAGTGATCGCCCTTAAGATCTGG
+GTGTAAACCGCCTTGGATACAAACTTCAGTGGCACCACGATCCCAAGCTTCCTGGGCACGATTTGCAATT
+TCATCCATCGACAACAATTCAGCACCTGCTTCGGTTTTACGTTTGGCAAAACCACAGAACTTACAGCCCA
+TATTACAGACATTGGTGAAGTTGATATTACGGGTAATCACAAAGGTCCCACAATTACCAACAGTCTTCAT
+CCGCAACTCATCGGCAGTCGCAATTAAAGCATCAAGCTCAAGCCCTTGGGTATCGAATAAGACCAATCCT
+TCTTGCTCACTGATATCTTCATCATTGAGCGCCTTATTGAGGATGTCGCTGACTTTTGGAGAAATTGACG
+TTAATAAAGCAGTTAACGAACCATCACCACCTGACGATAGAGGTACCATTGAAATATAATTATTCATCAC
+TATTCTCCTTAAAGGGCCACGTGGTAGATCATATCAGCGGCATGCTTTGCCGATTCTGCAGTAACACATT
+GTTGAGAGGCTAAACCGTCGGCGCGAGCCATACCTTCGAGTCGCTTTGAGATTTGTGGGCTAAGATATTG
+TTGTTTAAGATATTCAGGGTAAACAGCTAGGCGTTCTTGTAACTGATAACCACAGTCCTGAGTCGCCTTG
+GCTAATTGCTCAATTTGAGGCCAGGCTCTTTCTGGGTTGATAAAGTCCTTGGTTAACGGCGAAATTCCAC
+CCCAATCATTAATACCGCTGCCGATATAATCTTTATAGCGTTGTTGTAGATTTGGTGGTGCCTGAATACT
+AATACTCGGATCGAGCATTAGACGAGCGACGGCCAAAGTCCGCAACATATCTTCAAGATCAGGCTCTGGA
+TGGTCAGCCATGGCCGTGCCGGATTTGGCACAAAAATTCTGCACGATAACTTCCTGAATGTGACCATATT
+TGAGGTGAAGATTATTAATGGCTTCAAGACTTTCTACACGTTCCTGCCACGTTTCACCAATACCTATCAA
+AATACCAGTGGTATAAGGAATGTTCTGCTCGCCCGCACTTTTGATGGTTGCCAAACGTGTAGCGGGAACT
+TTGTCTGGACAGGCGTAGTGCGCTTGTCCTTTTTGCAATAATCGTTCACTGACAGTTTCAAGCATCATGC
+CCATGCTAGCGCTGACTTTTTTAATATTTGCCAACTCATCAGCGGTCATAGTACCGGCATTAACGTGTGG
+TAACAGGCTGGTTTCACGCAGTATTAGTGCACTGATCTCAGCTACGTATTCCATCATCGTGGAAAAACCT
+TGTTCAGCGAGTGCTTCTCTTGCTTCGCGATAGCGTAGTTCAGGTTTTTCACCTAGGCTCAACAACACTT
+CTTTGCAGCCCATTGCCTGACCCTGACGAATGACGGTCAATACCTGCTCCGGCGTCATGATGGTTGCATT
+ACCGGATTCTGGACGCTGAACGAAGGTGCAGTATTGGCACTCATCGCGGCACATGTTGGTCAGAGGAATA
+AAAACCTTTCTTGAATACGTCATGATCTTGCCCCAATGTTGATCACGCACAGCACAGGCGGCTTGTCGGA
+GCGTATTCAACGCTTTGCCGCGAACATCGCCTAGTTGGCTGGCCTGTACTGCTGTTAACTTATCCATGAC
+GACTCCCAGATTATAATTATTGTTTTTGTTATCTAAGGGCTTAAATGATCGGCAGTATGAAATCAATTCA
+TCACCACTAAGTTTTACCCTTTGGTCAATTTATACTAGTTTAAGTTTTACCATATGGTCAAGCATTTTTA
+ATAAATAAATTAAAACTATATTTAAGTCATTGTTATTTATATATTATTAATAATTTATTATTTATACGAG
+AGAATACGATTATTAAACAGGTAAAGACAAATAGGGAGGAAGTATGAAATATGAATGACAGATACAACAA
+AGGTAAACTAAGCAATTAAAGTTTTGATAAATAAGATATTAATGGTAGAAAAATACCATTTAAAGCCATC
+ATTCAATCGATTAGGATGTATTAAAACCCACAGTTGCTAATATCGGGGATAACATTTAGCCAAAATATTT
+TCATTCGTTATCCGAGGTCCACACACCTAATTTGAACGACGGCACAATAGAGGAAGACAAGGTGCTAATT
+CAATGAGAAATAGAAGTTGGTGGCCAAATTAACTACGTCACCCTACGGCCTATTCTGTAGTGCTTTAATC
+TTCGCAGCGTTCACCAAAAGTGGATCCTTACCCAACTGCTGGCTAGCAGTATTTACTCGCGTTCGTCCAT
+GATAAAATAGGTACAGTCCACTGCTGATAACTATCGCTCCACCAAAGTAGACATAAAAATCAGGTAGTTC
+CCCGAACATCAACCAGCCAAGACCCAAGGCCCAGAATATCTGTGAATATATAAAAGGAGCGACTGTCGTG
+GCAGCCGCATATTTATGAGAAATGATAATCAGGCTATGAGCTGACCCGCCAAATAGACCGATAAAAATAA
+GTGCAGCCCATACCTCTAGACTAGTTGGAGTCTCCCAAATGAAGGGCAAAAATAAACTGGTTACTACAGC
+TCCGACTATAGCGGTATAGAACAAAGTAACTGGTATCGGCTCGCTAGCTGAAAGTTTTCGTGTGGTGACG
+TTATAAATAGCAGTACAGCAAGCCGCTCCAAATATAAATAGTGCACCTATGCCAAGATCCGAAGAACCCA
+GGCCATTGATGCCAGGCCGAACGATAATCAAAGTGCCAATGAATCCGACTATAACAGCCACAATTGATGA
+AGCGCTCACCCGCTCACCAAGCAAAGGAATAGATAGCAATAACACTAACAACGGTACAGTAAAGAAAATA
+GCGGTGGCTTCAGCCAGACCAAGCATCGTCAATCCAAAAAAGAACAGCACAGTATCAATCAGCAGGATCA
+GAGAGCGAGCAATTTGTATAAATAGTTTATTGGTCTTCAGCAGGCTCATGCCATTCTTCGGCCAGAGTAA
+TATTATCATCAACACCAGATGTCCCAGATATCGAGCCCAAACCACCTGTGCTACAGGCAGTGCCTGTCCC
+AGATATTTAGCTAACGCTTCCTGAACGGATATCAGCAACATGGCAGCCATCATGTAAAAAATACCGCGTA
+ATTGATTGGTTTCCATAAAGGCACTCTGGTTAAAAAATACATAAGAACTGCGACTTACGCACTTTTTGAT
+ACGATTAATGAAGACTAACACTAATCATATTTTACCAATTGGTCAATAATTATCTATTACTCGATCGCAA
+AGTCTTAATTGATTGGTGCAGGAGTATTCCCGTCTGCTCAATTTACTCGACTAATTAACTATTGGACGTA
+GACAAACTAGCACTCTCAAGCTGCATACCTAGTTCAAATAGTCGGGCTACCTCGATATGAGCTTAATTAC
+GCCACTCACCGTTAACGTCATGTTGTAATTTAAGTTCATTAATTGGCACTTGTAGTTACTCGTCAGTTTG
+TGACTGTACGCCCCAGCACTACTCTTCTAATAAAATAATATCTATAGGCTTTTCAATGGAATTCCACTGA
+CTTTCAGGCCGTGGCTCGTCGGTAACTTTATTGAACTTTGGAATAGAGAGCCTGATTAGTGGTTTAATTA
+ATTCAGAGGGTATTATGTGGGTATGGGAAGATAAAAAATGGCCAAAGTTCATTGATGATAACTCCACTAT
+TGTACCTAGATTAGAAAAATGTATCCAAGGGGTTTCTCCTCTCAAGCAACTAAGAAATATGCTCACTCTT
+GAGCAGTATTTAGGTTGGGAAGCTGTCGTATTACTAAATAAAACACTTTCATCAGCTAAAATTAAAGGTG
+AGTTATTTTATCGTGATTCTGTACGCTCTAGTATCGTAAATAAGCTAGGGATCAGTAAAGGAAATAAGTA
+TCCTCAACAAAGTGATTCAATGGTTTAATTATTATTAAGAACTATCCGTTTTCGTTTTTTTGATAATCAG
+CTAAGTTATAGAACCATTAAAGCTTGGCATCAGTTACTGTTCCCTTCCCAACCATTAGTTACCCCTAAAG
+CGATTGGTGAATATCGAAATGATAAAATGCAACGACTCTCTGGTCGCTAAGAAAAACAGCAAATTCACTA
+CCTAGCTCCTGGATTAAACTAAAAAGAAGTAACTCATGAAATGGATATATTTTTCAATTGGCTAAATTAA
+CCCTATGAGAGGTCAGCCTATATTCGTGCTGCCGTTGCCAAATTTTGGTTTGTTACTGTTCACCCCTTTG
+ATAATGGTTACGCTCTGTTATCTCGTGTCATAACAGAGCGTTGTTTAGCAGAAACTGAGCCAAAAAAATT
+TGCGTTTATTCTCATTATCTTCGGTATTTGAGGCTAATAGGAATGAATATTACCAACAACTAGAAAATCA
+ACAACGAGGCGAAATAGATAATCTTCTTGAGGTGACACAAAGGTTCTGTCGCAAACTCAAAATCTGCAGC
+CTTAATTGAAGGTGTACTCAGTGCCTATTTTGAAGGAATAGGTGAAATCCATATACGGGATGCCGGTTAG
+AATAGATTACAAAATAGACTCTTTATTAATTTTAAGCGTCTGAAATATTTTATTTATTAGCATTATTTCT
+ATTTTGAAATTGCAGTACGATAGTTGCAATCAACGATATAATCATTCCGGGAAAAACAATAGAAGGTATG
+CTTTTTCCTTCAATAAATAGCATTAGAAAAGCAACACAAATAGGATTTAAGTAAATATAGGCCATAACTT
+TCGAGGGGCCTAATACCACAGTCGTTTTTTGAATAATGAAGGTAGATGCTAGTGTTGCAAACAATGCTAG
+ATAACCCATATGAAACCATAAATCTGATTTCAATAAATGCCACTGAAGCGGCTGATTAAAAACAAGTAGC
+GCCAATAACATCCAAAGAGCACCACAAAAAAGTGTGCAAAAGACAATAACAATGATTTCGTCTCCTCTAT
+AAAGAAATTTCATGGATATAGAGTAACAAACCATTGAGATACAACCTCCTATGAAGAGAGCATCCCCACC
+GTTGAGGGAAAATGCTAACAGTGCTTCAATATCGCCACCGAAGATAATCCAGGATGTACCAGCAGAGCCT
+ATTAGATATACCACTAGCCTTTTTTTAGTAATTTTCTCTTTGAAAGCAAAGATGCTAAATATAGCCGTTA
+GAAATGGTACTAAGGTGTATAAGGTGCCCGTATTTAATGGCGTTGTGGTTTTTAAAGCTTCAAACATACA
+AATAAAAAAAACAGAAAAAAATACGCTCATTATTAGGCTCCTAGGCAGCGCTCTAATAATTCCTTTTCTA
+TATTGTGCTTTAAACAGCACAAAAGGTAATAATGTAAAAGCAGCTATAACAAACCTAAGTAAAGTTAATG
+AGAAAGGGTTAACAACACCAGATAATTTTTCTGATGAAATAAATGAACCCGCTACTAATAACGTTACCAA
+TAGTGCTAATAGATGGTATTTAACATAGTTCATTTTAAGTTTTTCCTGCTACTCAATTCCGCAAATTTTT
+CTTGTTTAAACTTACTAATGAAGCCATTAGTTATCCGTAATCATTTGATTTTAAGATATTGTAATTATCT
+CGGTCGCAGGCGACCGAGTTTTAAAATAAGTCCAGCTGTTCTGAATTTATTTCTGATCTAATTCAACGAA
+AATTCACTATGGTCGGCTGAACTAGCCTCCAGCTGTCGTACTGGCTAGTTTTAATTGTTCAAGGTAATTT
+TCCAACACCAGATTACTGGGAGCGCCTTTTTTGGTAATCGTTGCAAAGGGCGTCAGGTAGCTCATATTTG
+CTGGCAGGATAGCTCGCATCACTCCTTCTTTGACCCACCGGTGGGCATAATGATCAGGTAAATAACCGAT
+ATAACGCCCAGTCAAAATCAAAAACGCTACCCCTTCCCTGTCTGTTGCTGATGCCGACAGCTGGAGTTCA
+TGATGCAATGCCTTGATCTCCGATGTTTGGTCATAGGCAGGCAACACACCGTTGTATTGTTTCAACATCG
+ATGGAGACAACTCGCTATCATGTCGGCAGAACAGCTCGTGTTCTTGCCCGCAATATAGTGACGAGCGCTC
+CTCATACAGGAGTAAATATTCAAGCCCCTCATAGTGTTTCTGTACGGGGATCACTCCGGTATGTAACTGA
+CCATCGAGCACCCCACTTATTATTTCATTGGGCGGGATCATCTGAATATTGATCTGCACATCAGGTCCCA
+GCCTATTGAGTTCCCTGAGCGCAGAGGTGATGCGCATTTGCGGCATCGTCACAAGGTTATCGGTAATGCC
+GATATTGAGTTCACCCTTGAGGTTAAAATGGATCGCATTGATCTGAATTCGGAATTGATCAAGCGCAGAA
+AATAATTGCCGGGTTGAACGATAGACTTCCCTTCCCTCAGTGGTCAGCGAAAAACCAGCACGACCCCGCT
+CACACAGTCGCAATGATAAGCGTTTCTCAAGATCGGCCATCGCAATACTCACTGCCGAACGGCTGACATT
+GAGTTCCAATGCTGCTGGCGTAAAGCCACTGTAATGAACCACTGCCATAAATATCCGCAACGTACGGAGC
+TCAGTGTCAGTCAGTTTTCCGGATAATGCCGGCGATTTTGTTTTCATGAATACACCCTGTCAACAGTCTA
+TGGATAAGTGAGTTATTCGTTTTTATTTATCAATAGTTGTATATAAACAACAATATAAATTAACCTAAGT
+ACATAATATCTATTCTTTAAATTCCCATGCGATGAAGATTATACGCAGAGACAAGCCTCTGAGATTTTCG
+TTACACTCCTTTAAAATCTCAGAGACTAAAAAATTAGAAGTTAAGTGTTAGAAATGCCATTTAGCCAGCA
+ATGATACGCTACGCTCATCCACACCTGATATGCCAAATTTATTGTTCCAGTAAGCGTACTCAATACCCAC
+ATAAACAGGCGATTTTAAATCAAATAACTGACCTACATTATATTTCAGCTGTGAGGTGAAATTCATTTCA
+GAGGCCTGACTATCTGAAGACGTACTCCAATCAATAAAACCATCATATAGGAAATCAGCACTGCCCAATT
+TAAAGCCTTTACTCCAGGTGATGGTCAACATTTGATCGTTGTCCCACAACATGTTATTGGCCTGATAAAC
+ATTGGCGGTGAAGTAATTAAAGCCAGGTATATTAAGGCTTACACCCAGACCAATTAGGTAATTATCAAAT
+GACTCACCCATCTCCCAAGTGCTAGCAACATACACGTCACTGACAATGCCAAACGACAGATCGTTACCAG
+TGACATAGCCAAGACTCAGTCGCGGAGAAAACTCAGCATAATTTTCCAGAGTGCCATCATCATATTTAGA
+ACGATCCAAAAAGAAGAAGGTATCACCCCATGTGTGGCCACTGGCATGTTCTACGGTCAAGAATTGACGG
+CTATTGTCACCCACTTCATATTGATCACTGGTAAGATAACTGAGACTAAAGTCGCTCCATTGCATCTCAG
+CGCTCGCCATAGGGCTAAATGTAAGAGTGCTACAAATCGATACCATCGCCAGTGCCATATTTTTAAAATT
+ACTCATGCTATTTTCCTTTTAAAGTTTAAAGAGTGTGCTGTGTTGTTATTTTTATTGTAAATACTGCACA
+CACTGATCCATGCGTCTATTTTTGGAAACAAAGTAATGGACGCGAGTATCTATAAGTGTGGAAAGTATTG
+CCTATCCAGGACTCACCGGTAAAAGCAGTGAGTCCTATTAACCAGGAATAAATTAATCGCTATTGACAGC
+CGTAGGCGCATTCACCTCGGCGTGTTTTGTTAGAGCGTCGAACATAGGATTAAACGGAGGACGTTCAACA
+TATTGACCAGCGCCCCTGACTGCATTCAACACGCCATTTGCCCAAACAAGTTTACCGCGACTAATGGTAT
+GGGACGGTATCCCTGTCACCGTCCGTCCCTCAAAAATATTGAAATCTATATTCTGGTGGTGAGTTTTGGC
+TGATATCGTCCTGGTCCCCTTAGGATCCCAGACCACCAGATCTGCGTCGGCGCCAACACTGACCGATCCT
+TTACGCGGATACAGATTAAATATCTTGGCGGCATTGGTGGACGTCGCCGCCACAAACTCATTGATAGTCA
+ACCGGCCGGTATTAACCCCAGCATCCCAAAGTACAGCAAGACGATCCTCGACCCCTGCGGTACCATTGGG
+GATCTTGGTGAAATCATCTTTTCCTGCAGCCTTCTGATCTGCACAAAAACAACAGTGATCGGTCGCCGTG
+GTCTGCAAATTTCCGCTTTGCAGTCCCTTCCATAAAGCTGCCTGATGGTCTTTTGAACGGAACGGTGGAC
+TCATGACATGAGCCGCGGCAAATTCAGAATTTGGATGACGATAAACACTGTCATCTACCAGCAGGTGTCC
+TGCAAGTACCTCACCGTATACCAACTGGCCCTCGTTGCGAGCACGGGTGATCGCCTCTAATGACTCTTTA
+CAGGAGACATGCACTACATAAATTGGCACATTCATCACCTCGGCTATGCGGATCGCTCTGTTGGCCGCTT
+CCCCTTCCACTGCCGGTGGTCGTGACAGTGGATGACCTTCTGGGCCGGTGATTCCCTGGCTTAGCATTTC
+CTGTTGTAATTGGAATACCAGCTCGCCATTTTCCGCATGTACTGTTGGAATAGCACCGAGATCCATTGAG
+CGACGGAAACTTTTTACCAGTGTTTCATCATCGGCCATTATAGCGTTTTTATAAGCCATAAAATGTTTGA
+AGCTGTTAACCCCATATTCGTTGACCAGAGTGCCCATATCTTCATAAACCGAGTCATCCCACCAAGTAAT
+AGCAACATGGAAAGAGTAATCCGCGGCAGATTTACTTGCCCAATCCTGCCATTGATGAAAAGCTTCTATC
+AATGACTGGCCTGGCGCGGGGATGACAAAATCAATGATAGTCGTAGTGCCGCCAGCTAGGCCTGCGGCGG
+TGCCGGTGTAAAAGTCATCACTAGCGACCGTACCCATAAAAGGGAGCTGCATGTGAGTATGAGGATCTAT
+CCCCCCCGGTATGATGTACTGGCCAGTGGCATCGATGCATTCGGCGTTCTCCGGGACATCCAGATTGTCA
+CCGATGGCTACAATCTTACCTTCATCACAATATACATCTGCGGCAAAGGTCATGTCGGCAGTGACTACTG
+TCCCGCCACGAATAATTATCGACATTTTTATCTCCTAAATAAAACGGAATTCAGTCGTGCTGTGGCGAAC
+AGACAATAACTGCCTGTTACCACAATGGTGCTGTTACAAATTAATGTATTCAGCGAGTAGTTATGCGTTG
+TTTCTCAGGCTTTTCAGTTCGCTGGCATCCGACGCTGTTTGCTGGATCCCAACACTACTTTCTGCTTGCT
+GTTTGCTGGCGGCGATGAAATACACCACACCACCCATAATAGACCCAGTGAACCAACCGAATTGATAAAA
+CCAGGAGAACATGCCTGTAGTTATCGCAATGAGCGTCAAGGTGACAGGGATTCCGAAAGCAAGCAGTCCA
+GCTTTATTGAAGCCACCGTAAATACCCTCTGATTTATAGAGCTCTGCCAATTCCAGACGCTGTTTTTTGA
+TAATAAAGTAATCGACCACCATGATCCCGGCTATCGGCCCCAGCAAACTGGAGTAGCCCAATAACCAGCC
+GGTGTACATGGCTTCAACACTAACATCAGACTCAATCCAACCCAGTTTTTTAAGCAGCTCCCAGCTCATC
+AGTAACACACCCAGCAGACCAGTCAGTAATACACCGCGTGTTTGACTAATCTTCTTGGGTGCTAGGTTCT
+GAAAATCATTGGTAGGTGACACAACATTGGCGGCAGTATTAGTCGACAGCGTCGCGATAATAATCATCAC
+CATTGCAATCACCACCCATACTGGGCTGTCGATTTTGCCAATAAGGTTAATTGGATCAGAGATAGTTTCA
+CCAACCAAGGTCGTTGAAGCGGCAGTCAAGACTACCCCTAAAGCGGAAAAGAAGAACATGGTAGCTGGCA
+GGCCTATGATTTGGCCTGCGATTTGTGATTTCTGTGACTTAACATAACGACTAAAATCCGGAATGTTCAG
+CGACAAGGTTGCCCAAAAACCAACCATCGCAGTTAACCCGCCAAAGAAGTAACCCCAGAATGATGCACCT
+TCAGGACGGTTAGCGGGTGTGGCTAGAATTTCAGTCACAGAGATCTGTGGATAGGCCCACATCATCAGAC
+CAATACCTACCGCAAGCAACAGCGGTGCGGCAACGGTTTCAAGGATCTTAATTGATTCGGAGCCCTTGAT
+AACGATAAACAGGTTAATAGCGAGAAAAGTAAAGAAGCCAAAAACCTCACCCGTTCCTCCCAAGGTCGCC
+CAGGACTCAAACAGATTTGACATCAAAATATGAATAGCGACGCCGCCAAACATGGTTTGGATCCCAAACC
+AGCCACAGGCGACTAGCGCTCGGATCATACAGGGAATATTGGAGCCTTTGATACCAAAGGAAGAACGTAA
+TAATACCGGGAAAGGAATGCCATATTTTGTACCAGGATACGCATTAAGGGTCAAGGGAATCAATACTACG
+ATATTTGCCAGTAATATGGTGATCAGCGCTTCAGTTACACTCAAACCGAAATAAGCCGTCAAGACCCCCC
+CTAGGGTATAGGTCGGCACACAAATTGCCATGCCCACCCACAACGCCGCGACATTCCAGGTATTCCAAGT
+CCTGTCTTTCACACTCGTCGGGGCCATATCTTCATTATAGTGATCACTATCCTGGACATCTTTGCCCACT
+TCTAGCTCATAAAATTCGCCAACCTGAACGACTGACGAAGAATTTAAATTACTGTTGCTCATCTTCATTC
+CCCATTGTTACCAATCAACTAAAGCTGTTGCCTTAGTTATTTATGATATTATTATTATATTAAGAACTCA
+CAATTTCCTGTGGTGAACCTAGATTTACACCCAAGCACAGAGCCACGATAACCTATTGTTATAAATAAGT
+TTTTTTTGTCATCTTCAAATTCTCAATGTTATTTTTCAATTAAACTCTAGCTGTGTAAATTACAGTTTGC
+AAGTGTTATTTTTCCATTTGGTCAATTTTAGTGTCGAATAAGTATCCGGATCTTGACTCAAAAATGGCGT
+CGAAAACTAGGCCGTTTTTTAGGAGGAAAGGGACTTTCAGGGGTAATTGGTTTTGTCTGAAAATTGGCAG
+GAAAAGACGTTAAAAAATTATTTCAATAGTAGACCTTTGGTCGTATTGACGAAAACAGCTTACTAAGATT
+GACTGAAATAGTCGCCGGTTTTAGTGCTGAGATATAACGCCCGATCATAATCAAAAACACTACCCCTTGC
+CTGTCCTTCCTGATGCCGACGGCTGGAGTTCATGATGCAACGCCTTGACCTCCGAGGTTTGATCATAGGC
+TGGCAACACACCGTTGTATTATTTCAATATCGATGGAAAAAACTCGCCATCATACCGCCAGAACAGCTAG
+TGTTCTTGCCCGCAATACAGTGACGAGCGCTCCTCATACAGAAGTAAATATTCAAGCACCTCATAGTGTT
+TCTGTACGGGTATAACTCCGGTATGCAACTGACCATCGAGCACCCCACTTATTATTTCGTTGGGCGGGAT
+CATCTAAATATTGATCTGCACATCAGGTCCCCACCTGTTAATTTCCCTGAGTGAATAGGTGATCAGCATT
+TTCGGTATCATCACAAGATTATCGGTAATACCAATATTGAGTTCACCCTTGAGGTTAAAATGGATCGAAT
+TGATCTGAATTCGGAATTCATTCTGTGCAGAAAATAATTGGCAGGTTGAACGATAGACTTCCCGTCCATC
+AGTGGTCAGCGAAATACCAGCACGTCCCCGTTCACGTATTCGCAATGATAAGTATTGTTCAAGATCGGCT
+ATCGCAATACTCACTGCAGAACGGATGACATTGAGTTCCGATGCCGCCGACGTAAAGCTACTGTACTGCA
+CCATCCTAATAAATATCCGCAACGTACGGAGCTCAGTATCAGTCAGTTTTCCGGACAATGCAGGCAGTTT
+TTTTCATTGATACACCCTGTCAATAATCTATTTAATAAGTAAATTATTAGTTTTTTACTTATAACATATT
+GATTATAAATAAAAATAAATATAGGTGAGTAAAGGCTAACCTAAAAGTTAGTACAAATGTATTTATCACT
+TGTTGTCATCCGAGCAAACTGAATTTCAATCAAACAGGCTAGATCCTGGGCTATTTGCCCCGCTTTGGCC
+TCGCTTAACAAACAACTGTCAATCTAAGGGAACAATAATGTCAGCTTTTGATATCCAACAATCTGCCAGT
+ATGAGCCGAGAAGAACTAGAAGCTTACTGGATGCCATATACTGCCAATCGTCAGTTTAAAGAAAAACCTC
+GGATGATTGTGGGTGCCAAAGGCGCCTATTATACAGACGCCGATGGTCGCAAAATATTCGATGGTTTGTC
+CGGACTATGGACTTGTGGTGCAGGTCACAACCGCCCCGAAATTGCCGAAGCAGTTTACAAACAACTTGGT
+CAACTCGATTATGCGCCAGCATTCCAGTACGGTCACAAGGGCGCCTTCGAACTGGCAAATAGAATTAAGG
+AGTTGACCCCAGACGGCCTTGACCATGTATTTTTTACTGGTTCAGGTTCAGAAAGCGCTGACACCTCATT
+AAAAATGGCCCGCGCTTACTGGCGAAAAAAAGGTAAAGGTACCAAAATCAAACTTATCGGTCGTAGCAAA
+GGTTATCACGGAGTCAACTTCGGTGGCTTTAGCGTTGGTGGTATCGGTGCCAACCGCACTCTTTATGGAC
+CAGCGGTTGATTGCGATCACCTGCCACACACTATGTTGCCTGAAAACAAGTTTATCCGTGGCATGCCTGA
+AACGGGTGCAGAAAAAGCCGAAGAGTTACTTGAACTCATAGCGCTACACGATGCGTCAAATATTGCCGCA
+GTGATCGTCGAACCGCTCGCAGGATCTGCAGGGGTGCTGCCACCACCTAAAGGTTACCTAAAACGCTTAC
+GTGAGATCTGTGATCAACATGAAATACTATTAATCTTTGACGAAGTGATCACCGCCTTTGGCCGAATGGG
+CTCTAATACAGGTGCTGAAGAGTTCGGTGTGGTACCGGATATTCTCAATGTCGCCAAGCAACTGACCAAC
+GGAGCGGTGCCTATGGGCGCGGTGATTGTCAACGATGACATTTACCAGACATTTATGGATAACGGTGGTC
+CCGAGTATATGATGGAATTGCCACACGGCTATACCTATTCAGGACACCCGGTCGCCTGTGCCGCTGCTCT
+GGCATCACTGGACATATTGAAAAACGATCAGTTGATCACCCGAGTACGGGAGATGAGTCCAGTATTTGAA
+CATGCCCTGCACTCACTTAAAGGTACCCAGTACATTAGTGATATACGCAACTATGGTCTGGCAGGTGCAC
+TAACTATTGAGTCAGCACCAGGAGAGCCAGCATTACGTCCATATCAAATTGCCCAGAAGTGTTGGGAAAA
+AGGATTTTATGTACGTTATGGTGGCGACACTATCCAACTTGGCATGCCATTTATTGTTGAGCATCAAGAA
+ATTGATGATGTAATCAACGCGGTGGGAGAGTCAATTAACGAATTGAGTTAACTATATAGGTATACCTATA
+TAAGTGAACAATACAAACAAGCACATTACATACTAACAATAATTAGCTACGGGTAGGCACTGCGCCTCCC
+AAAGGAGAACAAAATGAGTATCGTAGGACATTTGATCAACGGCGAAAATCGCACAGACGCAACACGTCAC
+CAAGATATATTTAATCCATCAACGGGCCAAGTAAGTAATCAGTTAGCAATTGCTGGTAAAGCGACCGTTG
+AAGAAGCAATTGAAGCTGCTAATGCTGCCTTTCCAGCTTGGCGCGCTACCCCTCCGGCAAAACGCGCCCG
+GGTTATGTTCCGCTTTAAAGAGCTATTGGAACAACATGCTGATAAGATCATTACCCTGATTGGCGAAGAG
+CACGGAAAAATATCACACGATGCCCAAGGAGAATTGCAACGCGGTATCGAAAGCGTTGAATATGCCTGTG
+GTGCCCCAGAATTACTTAAAGGTGAACATAGTCGTAATGTCGGCCCGTCGATTGATTCATGGAGTGAGTT
+CCAGCCACTGGGTGTTGTTGCGGGCATCACTCCGTTTAATTTCCCGGCGATGGTACCCTTATGGATGTAC
+CCAATGGCAATTGTTTGCGGCAATACATTTATCCTAAAACCATCAGAGCGCGATCCTAGTTCCACACTAT
+TTATTGCTCAATTATTAGAAGAAGCGGGGTTACCACCAGGCGTGCTAAACGTTGTTAATGGTGACAAAGA
+AGCGGTAGATACACTGCTCCATTCACCAAAAATTCAGGCAGTTAGTTTTGTAGGTTCGACCCCTATTGCC
+GAATACATCTATGCGACTGCTAGCGCTAACGGCAAACGCTGTCAGGCACTAGGCGGCGCTAAAAACCACG
+CCATCGTATTGCCCGATGCAGATATGGACAACGCTGTTAATCAACTACTCGGTGCTGCCTTTGGATCTTC
+AGGTGAACGTTGTATGGCTTTATCTGTGGCAGTCACTGTCGGTAACGCCGCCGGTGATGCGCTAGTTGCT
+AAAATGAAACAAGCGATGACAGGTCTCAAAGTCGGCGCTCATAACGATAGCAGTAATGATTTTGGTCCAG
+TGATCACCAAACAGCACCAGGAAAAGGTTGTTGGCTATATTAATAGTGCTGAAGAAGACGGTGCCAAGAT
+TGTTGTTGATGGCCGTAATCCAAAAATTGCAGGTTTCAGCGAAGGATTTTTTGTTGGTGGCACGCTAATC
+GATAACGTCACCCCGGAAATGATCAGTTATAAAGAAGAGATATTTGGTCCGGTATTACAGGTAGTGCGTG
+TAGAAAGCATGCAAGAAGCAATGAATCTTATCGATGCCCACGAGTATGGTAACGGCACTTGCGTATTTAC
+CCGTGATGGCGAAGCTGCACGATACTTCTCTGATCATATTCAGGTAGGCATGGTTGGTATCAATGTACCT
+TTACCAGTACCTGTCGCTTATCATAGCTTCGGTGGCTGGAAGCGTTCATTGTTCGGTGACTTACATGCCT
+ATGGCCCGGATTCAGTTCGCTTTTACACCAAACGTAAAACTATTACCCAACGTTGGCCATCGACCGGTGT
+CCGTGAAGGCGCTGAGTTCGCATTCCCTTCATAACCCCTAGCGTTTAGTCTTTATCAGCGGGACAACAAG
+GTGGTGTCCCATTTTTAATGGCTATTTCCTGATAATTATGACTATATAAATGTAGAAAAACTGAAAAATA
+AAAATACTATAACTCTGAATTTACAAAAATAACATGAGCCAGTTACTCAAATAATTAATAGTAACATTGT
+TAATATAAATTGTGATTTCACCATTTATATTAAGGCTTTCGTTCCAGAAAATCTAAACGCCTCCATCAGT
+GTAGGTACAGGCTAAAGTAAATAAGGTTATTATATGTCAGTTAATTTTGTTGATTCATGTCGACTACCCA
+CGCATTTAGGTGAGTTTGAAATGTATGGTTTCGTGGAAGAAAGTGGTCAGGAGCATATAATGTTAACCTA
+TGGTGAGATAACTCCAGATAAGCCATTGTTAATTAGACTTCACTCTGAATGCTTAACTGGTGATTCTTTA
+TTTAGTATGCGATGTGACTGTGGTTATCAACTAGAAACAGCATTAGAAAACATTGTTGATGCTGGCCAGG
+GTGCATTACTTTATTTACGCCAAGAAGGTCGTGGTATTGGCTTAATTAATAAAATTAAAGCTTATCATTT
+ACAGGACGATGGCGCCGATACTGTTGAAGCGAATGAACAACTTGGCTTTGCCGCCGACTTGCGCCGTTAC
+ACTATGTGTAAACCAATGCTGGAACATTTTCGTGTTAACAAAGTTAAATTATTGACCAATAATCCGAAAA
+AAGTACAGGCATTAAAAGATTTGGGTATCGAAGTCGTTGAACAGATGCCAATTCAAGTTGGGCGCAACCA
+GTACAATCATGAGTATTTAAACACTAAAGCCGAAAGAATGGGTCATATGATGACACATGGATTGTTAAGT
+GATTTAGGGTAAGGGATTATGTCGCATCGTTGATTACTATGATGTGGTCAACTAGAACAATTCAGTATTA
+TTATCGTTTAAAAATGCATTCACCTTAATATTAGGTATTCTGTTATACCGTCTATTTTTGAATTTACCTA
+TGTCTTAACTGGCTGAATAAAAGGGACTGCGGTTATGGACTTGTTTCACTTCCTGTCCTAAATATTAAGG
+CCGATACCTTTTAGCAAGGTGTGGGTGAGGAAATCACCAGCACTTTTGAAATCATCATTTTCAAGCGAAG
+ATTTGCCCAAAGCTATCTGGATCTGAGTGGAGAAGTCGGCATAGGTCTGGGTGGACGCCCAGATCACAAA
+AAATAAGTGATGGGGATCAATATCATCAATTAACCCTTGAACAATCCAGCCTTTAACCAGTTCGACATCC
+CTTTCCAGCGCCGGCGCTAGATTTTCCTTAAGGTATTGGCTAATATGCGGCGCACCATTGATTATTTCAT
+TGGCAAAAACTTTAGAGCCGTTGGGGTGGCTCTGGGAAATCTCCAACTTACCGCGTATGTAATTGGATAA
+CATGGTGGCCGGATCTGTGCCTTCCTGGTCTATTAGATTCATTCTTGCCAACCAGAGATTTAATATATTT
+TTCAGCACTTTCTGATAGAGTAGCTCTTTGGAGGAAAAATAATATAGCATATTCTGCTTGGAGAAGCCTG
+CTTGCTCAGCAATGGACTCTATAGTAGCACCATTATAACCACGGTGGGCAAAGATGTGTTCCGCCGCTTC
+AATAATTTTAACTTCGTGGGCTTCACGGGTTCTTGAACGACGACGTTTGGTAGTTGGCTTCTCTTCAGGT
+CTATTTAACAACATGGGGACTTTCACTACAAAATATAGGACAGAAAACAACTAATAATAGCTATTAATGA
+ATCGGCATTATATGCCAATGAAAATACTATGTCAGTTGTTTTATGTGAGTATATTCCCTTATCACAGACT
+AAGATCACAGTTAAATCAATATTTTGGGGTATAAATATGTTCAAGCTACATTGAACTTTACTAAATTATT
+GAGTGCTGAACGATAGCGTAAAAAAGCAATCTCTGATTCCAATTTACATCCACTTATTTGCAATTTCAGC
+TATAGAAAATAAATCTCAGATAAAATAAAGACTTTGAAAGTTATAAAAATAGAGGGCTAACTTTACCTAT
+GATAAAAAGCTGTCCCAATCTTTGTAAGCTATCAGTTGGAATCAAATGCCTGTTATGCTCGTAGAGGTAT
+ACCTTAACAGTTAGAAACAACGGCATCAATTTGTACCAAAGCATCCATAGGGATAGCCGAAATGCCAATT
+GTTGTTCTTGCAAAAAGAGAGCTGTTAAAGAATTTTTTGTAAACTTCGTTTACAGCATTAATATCTGTGA
+TATTTTTAAGTTTAGTATTTACTTTAGCTACATCATCCATAACGTGATCGACACTTCCCACAATTGCCTT
+GATATGGATAGATTAAATGAATTATATGCAGAAGTTATTACCAAAGCGTTATCACTCTCACATGTTGATC
+AATATTTAAAAACTTATGTGGCGGATAAATCTAACCATGTTTACAATGCTAAGATCTCATTTTACGTAAA
+GTGTTTAATTATCTTCTTGACGAGGTTGCAATGGTTACAAACTATGTCACCAAAAGAAGAAAAAAACCAA
+CAAAAGATCGTATTAAAATTGATATCGACAACTACAAAGCAATGTTAACCTCTGCCGAACATTACCTCAG
+CACTGCCATGCGTCTAGCTTTACAAACCACACACGCAATTAATGAAATCAGCTCAGCGAAATATAACGAT
+TGTGCTTGGCTGAAAAAAACTACATTGCAAGATGCTTACTTGTATTTGGTACGCTAAGAATTCATAGACA
+AAAGTGAAGGAAAAAAAATCGTCCTATATTTCACAAGATCCGTTATCTCTCAATACTCTTGTATAGTAAA
+AAAGGTTTAGATCCACAAGAACGCGCTGCTCACTCGGACGCAAAGACCACGAAAAAATACAAAGAAGGGC
+ATGTTGAATGGGTGCAAATTCAAGCCACTGAATTAGCTATTTAAACCACTATATAAAAATAATAAGGTTA
+TGCTCTAAAAACAAAAAGGCCTGAATAATGAATTATTCAGGCCTTTATTCAAACTTTCTTTACAGAAAAT
+TGTATTGGAAATATTTCTATTTCTTAGCCAATTTTTCTTTGATACGTGCTTTACGGCCAGATAGCTCGCG
+CAAGTAGTAAAGTTTAGCTTGACGAACATCGCCACGACGTTTAACTTCAATTGAATCAACAATAGGGCTA
+TGTGTCTGGAATACACGTTCTACACCAACACCGTTCGAAATTTTACGAACAGTGAAAGCAGAATGTAAGC
+CGCGGCTTTTAACAGCGATAACTACACCTTCAAACGCTTGAAGACGTGATTTATCAGCTTCAGTAACTTT
+TACTTGAACTACAACAGTATCGCCTGGGGCGAATGCTGGTAGATCTGTTTTCATTTGCTCTTGTTCGAGC
+ATTTCAAGAATTTTACTCATATTACCTTCTTCCTAGTGTGCACAGTCTAAGTGGTTTATTTCACTTGCTT
+TTTAATCAAAGTAAGTGCTTTCTCCTGCTCAGCTGTCAGAGCTAGGTTGTTTAATAGTTCTGGTCTTCTA
+GTCCACGTTCTTAGCAAAGATTGCTCTTGTCGCCATAAGCGTATGTGTTCATGATTACCACTTAACAATA
+CTTTTGGTACTGACATTTCATCTCCCTGAGGAGTTGTTAGTACTTCTGGCCGAGTGTAATGAGGACAATC
+TAATAAACCGTTAGAGAAGGAGTCCTGCTCTGCTGATTCTTTATGTCCTAATACCCCTGGCACTAAGCGT
+GCTACAGCATCAATAACATTCATAGCAGGGAGTTCACCACCACTTAAAATGTAATCGCCAACCGACCACT
+CTTCGTCAATATCTGACGCGATTAGTCGCTCGTCTATGCCTTCATACCTACCAGCAATAAATACTAGTCG
+ATCATGTTGTGCTAATTCACTTACGCCTTGTTGATCAAGCTTTCTTCCTTGCGGAGACAAGTAGATAACT
+TTAGCTTTACCGCCATTAACTTCTGCCGCTTTACGCGCAGCTGCAATGGCATCTCGTAATGGTTGCACCA
+TCATTAACATGCCCGGACCACCGCCATAAGGACGATCATCAACGGTACGATGCTTATCATGGGTGAAGTC
+TCTTGGATTCCATAAATGAAAATCAATTAACCCATTGCGAATCGCTCGGCCTGTTACCCCGTACTCCGTG
+ATAGCATTAAACATTTCGGGAAAAAGGCTTATCACCCCAATCCACATTTTGTTCTTCCCTTTATCAGAGA
+TAGTGCTAGTCACAAGTTAAAAACCCGGGTCCCAGTCAACACAAATTTGTTTATTTTCAATGCTAACCGA
+CTCAATTACTTGTTCAAAAAGGTACGGGATTAACCGTTCTTTTTTACTAAAGCCATCTTTTAAATTAGCT
+TTCACAACCAGTACATCATTAGCGCCAGTTTCCATCATGTCTGTAACTACACCCAGGTCGTAACCTTTGT
+TAGTCACAACAGACATACCTATTAAATCGCGCCAGTAAAAATCATCTTCCGATAATTCTGGCAACGCTGC
+TTCATTGGTTAATATTTCAGAGCCGACTAATGCTTGCGCTTCATCTCTGTCATCAATACCAGCCACTTTC
+ACAATAAGTACTTTGTTATGCTTGCGCCAATCAGTTATTTCAACTGTTTGTGTATTATTCCCTAATTTTA
+ATGACCAAGGGAAATAGTCAAGTATGGCTTCAGTTTCATCAGTGAATGAATGAATTTTTAACCAGCCTTT
+GATTCCGTAAACTGCGCCTACTTTACCCAAGATGATTTTTTTTTCTTCTGTACTCACAAAAATTCTCCTA
+CTGCCTACTAAGCTATTAAGCCGCAGTTGCGTCTTTAACTAACTTAGCCACACGATCAGATACTGTCGCA
+CCTTGACCTACCCAATGGGTAATACGGTCTAGATCTAAGCGTAATTTTTCAGCTTGACCTTGTGCTGTTG
+GGTTGAAGAAACCAACTTTCTCGATGAAACGACCATCGCGAGAGTTACGGCTATCTGCAACAACAACCTG
+ATAGAATGGACGCTTTTTAGCGCCGCCACGAGCTAAACGAATGGTAACCATATCGTCCTCTATATATGTT
+AAGTGTAAAAACGGATTTTCCAGACACTTCCTGTCAACAAGCGACAGAAAAGCTCGCGTATTTTACGCTT
+CTAGTATATTTTTACAAGTTTTATTTACCTATCGGGTAATGAGCGTTGTGACGGGTGTTGTTTAAAGAGA
+ACAAATTAGGTCAAATAGATTAATTTGATTGCCATGACGGGGATTGTAAGAGTAGTTCAAAGGCTTTGGC
+AGCTACGGGGCGGCTAAAGTGATAACCCTGCATAGAGTCAACATTATTAGTCATCATGAACTCACATTGA
+TTGGCTGTTTCAACGCCTTCAGCGGTTACGTGTAGTTTTAGTTGTTTAGCTAGAGCAATGATGGCTCTTG
+TAGCAATGATATCTCCTGCACTTTCAGGAATATGTTTTATAAAACTACCATCAATCTTTAATTTGTTGAG
+CTTGAACTTAGCTAAATGTTTGATAGACGAATAACCGGTGCCAAAATCATCAAGTGCAATAGAAACACCT
+AAAGCACTCAACTCTCTAAGTTGCACTATCGATTGTTTTGCATCTTTCATCAGCGTGTTCTCTGTGAACT
+CTAACTCCAAGTATTGAGGCTCCAAACTTGTTTCGGTAAGAGACGTGGATACCGTACGGGCATAATTGCT
+AATAGCTAATTGCATCACTGACATGTTAATGGTCATTACGATGCAAGGATAACCCTGCTGCTGCCAGGTT
+TTATTTTGCAGGCAAGCTTGTGCAAGTACCCAATCACCAATTTTTGTAATGATGCCAATCTCTTCTGCTA
+TCGGAATAAAGACATCTGGCGCCAAATCACCGAGTAACTCATTATTCCATCGTAACAAGGCCTCTACAGC
+AATAATTTCATTAGAGTGGGTTGCAATGATAGGTTGGTAGTGTAGGACTAATTCATCCCTTTCCATTGCA
+CCTCGTAATTGTTCAGCAATTTTCTTCTTGATATTAACTTGCTCTTGTAGCTCTTTAGAGAAAAAAGCTA
+GGCGATTACGGCCTTTTTCTTTGGCAAAGCACATCGCCGTATCTGCATGTTGAATTAACTCTTTACCGTA
+TTCACCATCACTTGGGTATAAAGCAACTCCGATATTACCCGTGATATAGACCTCTTGCATGGCAATTCGA
+TAACATTTAGTGAGCTTTAACAATATTTTGTCAGCAAACATATTTATATTATCTTTAGGCGAAATAGTCT
+CGAGTATGATAATAAATTCCACCCCAGTTATTCTCGCTAAGGTATCACCTGAACGTAATTGACCAGATAA
+ACGTTTAGCTATTTGTTTCAAAAGCTTATCGCCGCCCACATGACCTTGTTGATCATTAACGGCTTTAAAG
+TCATCAATGCCAATAAATAATACGGCAATTGAAGTATTGTTTCTTGCCGCACGCGCTAGAGCCTGTTCGA
+TACGATCTTGACAAAGTTCTTTGTTAGGTAAATTAGTTAAACTATCAAAAAAAGCCAGTCTTTTAATTTC
+CTCTTCAGCAACAAATTGTAGCTTCATTTTTTTACGTAAATGCAAACTATAACGAATGAGTAAAACCAGT
+GAGCCTAAGGCTGAAATGCTAACTAGCGTGATAATGTTACCTAATTGCCAATGCGGTTGACTGCTAGATA
+AGTTCATTACAAATTCAGTGATATCGAAAAAACGTGTTGACCACATCAGTGCCGCAGTAATAAGCACGAT
+AAACAGACTTTCAAATACCATAGCAAAACGTTGAAAAAACCCTACGTCTTCAGTCTGACTCACTGAGCTG
+CGAGCGACAGCTTTGCTAACTTTATGTATAGCCATTGAATCGATTACCTTAAATTACAAACTAGAGCTTA
+ATTGAACAGACAACCATGGGATGGTTGCCTTTTGATCACTTTAATTGGGCAAGCGAATACTTAACACTCA
+TGAAATTTTATAAATTAAGTGATGGTAAAACGAATTAAGTATAGCTAGACGATAAGAAAATAACTTACCT
+TTTGCCGATAAGTGACAGTTTGCCTAATTCCATCATGTTTGACATGATCTGTATTAACCGATTAAGCAAT
+AATTGTATTATTTCTGAAAATAAAAAAGCCGTAGATACGGCTTTTTTTTGTTTGAAGTGTTTTTTGCAAT
+AGAATTAACGGCCGAACATTCCGCCGCCACCGCCCATACCACCACCGCCTGGTGGCATCATGCCTTGCAT
+GCTGCGCATCATCTTTTTCATGCCGCCTTTACCTGACATTTTTTTCATCATTTTTTGCATTTGAGTAAAC
+TGCTTAAGTAGCTTATTTACATCTTGAATTTGAGTACCTGAGCCAACAGCAATACGACGTTTACGAGAAC
+CTTTAATAATGTCAGGACGCTCACGTTCACCAGGAGTCATAGAATTGATAATAGCTTCCATTTGCACGGT
+AATTTTATCATCCATTTGATCTTTGATTTTACCAGACATGTTGCCCATGCCAGGCAGCTTATCCATCATG
+CCAGTCATCCCGCCCATACTTTTCATTTGTACAAGCTGGTCACGAAAATCTTCTAAACTAAAACCTTTAC
+CGCTTTTAACTTTATTAGCTAATTTCTCAGCTTGCTTTCTATCAACTTTTTGCTCAATTTCTTCAACTAA
+TGAAAGCACATCTCCCATACCAAGAATACGAGAAGCTATACGGTCTGGATGGAAAGGTTCAAGGGCTTCA
+ATTTTTTCACCAACACCCATAAATTTAATAGGCTTGCCAGTGATATGACGGATTGATAACGCAGCACCGC
+CACGGGCATCACCATCGGTTTTGGTTAAGATAATACCAGTTAGTGGCAACGCATCATTAAAGGCCTTCGC
+TGTATTAGCAGCATCTTGGCCTGTCATAGCATCAACAGTGAAAAGGGTTTCTATTGGATTGATAGCAGCA
+TGAAGTTGCTGGATCTCAGCCATCATGTTTTCATCAATATGCAAACGACCTGCAGTATCAACAATTAGCA
+CATCGTAAAAATTTTTCTTAGCGTGATCAATGGCAGCATTGGCAATATCAATAGGTTTTTGCTTGATATC
+ACTCGGGAAGAAACCAACACTTATTTCTTCAGCTAGCGTTTCAAGTTGCTTAATAGCGGCAGGACGATAG
+ACATCTGCACTTACTACTAATACTTTTTTCTTTTCACGTTCTGTTAAAAATTTGGCTAGTTTAGCTACAG
+AAGTTGTTTTACCTGCACCTTGCAAACCGGCCATTAGCACAACCGCTGGTGGCGCAGCTCTTAAATCAAG
+ACCTTCATTGACTTCACCCATCGCTGATTCAAGTTCTTTTTGAACTATTTTGACAAAAATCTGCCCAGGA
+GTGAGGCTTTTAGAAACATCTGTACCAACAGCTTTTTCTTTTACTTTGGCGATAAATTCACGAATGACGG
+GTAAAGCTACATCAGCTTCAAGTAATGCCATACGCACTTCGCGTAAAGTTTCTTTGATATTGTCTTCGGT
+TAAACGGCCACGGCCACTAATATTTTTAAGCGTTTTACTTAAGCGTTCGGAAAGATTGTCAAACATGAAA
+TACTCTAACAGCGAAATATGGATAAGGTTAATGCTGCTATTATACCCAAATATACCTAAGATGCGACAGC
+AGATAGTTCCACATATGATTTAGTCGCTATATAAAGTTGATAAAATAGGCCAAGCGTCAATACTAGCCAT
+GGTATAGTAACGGTGATTTTCTTCGATATATTAGACATTAACCTAGGTATTTTATGGAACAGTTGACCGC
+CTTAACAATAAATTTTCTCGACTTGAGTGCTGAAGCAAGTCCTTGGCTATTATTAGGTTTATTAATTGCG
+GGGCTAATGAAAGCGTGGGTACCTAGTAAAGTATTAAGTAAACATCTTGGCCAAGGAAAACTTGCCATCA
+TCAAAGCGGCACTTATTGGTGCTCCATTACCTTTATGTTCTTGCGGGGTTATTCCGGTAGCAACAGAGCT
+TAGACGAAGCGGAGCTTCAGCTTCAGCAACTTCTTCATTTTTGGTCGCAACCCCCGAAACTGGCATTGAC
+TCAGTATCAGTTTCTTATGCTTTATTAGGCCCTGTTTTTGCTATTTACCGCCCTATCGCAGCGATTATGT
+CTGCCATCATCACAGGTTTATTGGTTGCGACGATTAAAGAGGAACAGATGAAATCACCAGCTGAACAACT
+GCAGAATGAAAAATCTGGATGTTGCAGCAATAAAGAGACAGTTAAAGTAGAAGAAGTACCTAAAAGCAAA
+AAACCCTGTTGCGGCAGTAAAAAAGTTACACCAGAAATAATTAAAAACACTTTTGTAAGTAAAACTCAGC
+AAGGGGTTTATTACGCATCAACTAAACTTATCGATGATATTATTATTTGGCTTTTAATTGGTTTAATTTT
+TGCCTCGCTAGTGCGAACTTTTTTACCTCAAGAGTTTCTATTAAGTTATGGCAGCGGTTTACCTGCCATG
+CTACTGATGATTTTGATATCAATTCCTATGTATATTTGTGCAACAGCCTCAACGCCTATTGCCGCTGGGT
+TTATTATGGCGGGGCTATCACCTGGTACAGCTTTGGTATTTATGATGGCGGGCCCAGCAACAAACATTTC
+AACTTTAGGCGTTATTCGCAATGAAATGGGTAGTGCTGTATTGATACGATACTTGCTTGGCGTGGCAGGT
+TGCGCTATTGGCTTCGCGTTATTATTGGATTTTTCATTAAGTTTTTATGACATTAATATTACTGAGCAAA
+TGCAGCATAGCCATGAACTTTTACCTAAATGGTTTGGATTAAGCTGTGCTGGCTTGATTGCTTTTCTATC
+AATTAAGCCACTAAGACACTTGTTGATTAAATAAGCCTTAGCTTTCTTAATTTAAGTCAATACTTTGCGC
+TAATCACATGGCGCTAAAGATTTTATCTGATAGAATCAACTTTTTAATGCATATTTTCAGTTGTTTTAGG
+GGTTTTAAGTGAATTTTTTGGTTATAGGTTCAAGTTTAGCATTCTTGCTTTATATACTTGCTACGTTGGC
+AATCGTTACACGATTATTCCATCCTAAAGGACCGAATATCACCTTAGTTTTAAGTTTAGCTACTGCAGCT
+ATTATTGTGCATGGTTTTAATGACGGTTTATTATTTTTTTCACAAGATACAATTAACTTTAACTTGCCTA
+ATGTAATTTCCTTGGTCAGTTTAATTATAACGATAGCGGTAACGCTAGTATCATTACGCTTTAAAGTTAA
+TTTATTATTGCCGGTTATCTATGGATTTACAGGTCTATGGCAATTAGTCATTCTCTTTATCCCACCTATT
+GATTCCATTCCTTTGGTGGTAGAAAAAGTTATTTTATTAAGTCATATCAGTTTTGCGTTAATCGCTTATT
+GTGTGCTGATTATCGCTACTTTATATGCTTTTCAAGTGACCTATATCAATTTAAAACTCAAGAGTAAGAA
+CTTGACTGCGGTGGCACATTTACCACCACTTATGCAGGTAGAGAAGCAACTTTTTAGTATCTTAACTGTT
+GGCACTGCAATTTTATTTATCAGTCAAATTATTGGTTTTGTTTTTTTAGACGGTTTTTTAGCAAAAGAAA
+ATGCCCATAAAACAATACTTTCATTACTCTCTTTTGCTATTTATGGCCTAATTCTTTGGGGACATTTTGA
+AAAAGGTTGGCGTGGGCACAAAGTGCTTGTGTTAATGGTGAGTGCAAGTGCCTTACTTACTCTTGCTTAT
+TTTGGTAGCCGATTCGTTAAAGAATTTATTTTATAAATAACAACTATTCCTCCCCTCCCTTGTCGCAATG
+ACACTGCTGGTATAAGCTAGCAGTGTTATTTTAACTATTAGAAAAGGAAATTCCCTTCTTGGACAGTATA
+TCCACCCAGATGCTTTTTACCATTCTTGGCATCTTAATACTGATTTCTGCTTATTTTTCAGGTTCTGAAA
+CTGGCATGATGTCATTGAATAGATATCGATTACGTCATCTTGAAAAACAAAAACACAGAGGTGCTAAGCG
+AGTTAGTAAATTACTCGCTCGACCAGATCGCCTTATTGGTTTAATTCTTATTGGTAATAACCTAGTTAAT
+GTTTTTGCATCATTAGTTGCTGGGGTTATTTTTAATCGATACTTCGGCGATGCTGGGATTTTATATGCTG
+GTTTAGTACTGACCTTGGTCATCTTAATTTTTGCAGAGGTCACGCCAAAAACATTGGCGGCACTCTATCC
+TGAACAAGTAGCTTTCCCTAGTTCAATAGTTTTAAGCTTATTGCTTAAAATCCTTTTTCCTATTGTGGTT
+GTCGTCAATTGGATAACCAATGGTATTTTAAGGCTTCTTGGTGTTAGCTCTGAACAAAGAGAGCAACATA
+GCCTTAGTAGTGAGGAGCTAAGAACCGTTGTGAATGAATCTGGCGCGTTATTACATCAGCGTGATCAAGA
+TATGCTAGTAAGTATTCTAGACTTAGAAAAGGTCTCCGTTGAAGACATAATGATCCCACGCAGTGACTTA
+GTTGGCATTGATGTTAACGATGACTGGAAAAAAATTCAAAAACAGCTTACTCAAGCTAATCATACCCGTG
+TATTACTCTATCGCGATAGTATCGATGATGTTGTTGGTTATATCCATGCTAGAGATGCCTTAAAATTGTT
+ATCAAAAAATCAGTTCAACAAAGCTACTTTACTAAGAGCGGTACGTGAGTTGTATTTTGTACCTGAAGGT
+ACTCCATTAAATATTCAACTATTAAAGTTTCAGCATGCTAAAGAGCGTATAGGTCTAGTGGTTGATGAAT
+ACGGTGATATTCAAGGCTTAGTAACGTTAGAAGATATTCTTGAAGAGATTGTTGGTGACTTTACTACCAC
+CATGACCCCAACAACCAGTGATGAGGTAACCTTACAGCCTGATGGCAGCTATTTAGTGGATGGTAGCGCG
+AGTATTCGTGATATTAATAAAGAGATGTCATGGCAATTGCCCACAGATGGCCCTAAAACCCTTAACGGCT
+TAATTATCGAGTATTTGGAAGAGATACCAAAAAGTAATATTAGCTTGCGTATCTCTGGCTACCCTGTCGA
+AATCATTGACGTTGCAGGCAATAAGATTAAAACTGTTAGGGTCATGCCTGAGCACTTTATCGATGAAAGT
+CCTGAAGAAGAGTAATTAGAGCAATATAAAAGTTAATCACAAAGTTATCCACAGAATGAGGGTTTCTAAA
+ATCCTCAATAGCTTTCCACAATTTCTGTGGATAACAATAGCCAACCCTATCAGCAGCAGCATTTTGCTAT
+TTCAACAATTATTTAACGAAAAACCATTCTTTTTTTTCTGATTTTTTAATGATAATACTAGCTATTCTTG
+GAGCGGTTATCGCAGCTAGCCTTAACGGATTTTTATTGTAAAATTAACAAATTGGCAAGCTTTATGCGCT
+TGTCGCATTATTAAACACATCGATTAACTGACTAAATAATGCCATTCTAGTTTTCACAATATTGTCCGAC
+TTATTCGAAAAACAATCGCCATAACCAACCATGATCTAAGTCTTTTTCACAACTTTTTAGTTGACTGCTA
+TAACGTCGAGCGCGGTTATCTACTTTCCTCGACACTTTCACCAACCAAGGCTTCTTTTTATAGCTTTTAT
+GCTTAAAGCCACCCCAACCTTCATGATAATTTAAATACTGACTATATGCGTCCCATTTAGATACACCATT
+AACTTTTTGGGTTTTAAAAATAAACCAGCCCATAAAGTCTATTGCATCATCAAAGTCATCACGATCAGCC
+CCTGAATTACCCGTTTCCCTAATGTAGTCTTTCCAGGTCATCGTTTTCGCTTGTGAATAACCATATGCAG
+TACTTACCCTGCCCCAAGGTATAAAACCAAAGAGATAATCCATAGGAGGCGTTGCATCATGACGAAAAGA
+ACTCTCTTGATACATCATGCTCATAGGAACATGGATAGGTACGCCCCAGCGTTCACGGGTTTCTTTGGCA
+GCAAAATACCAATCACGATGTTCGCGAAAAATTTCACATATATTTTCAGGATTTTTTGGTGGCGGGGTAG
+CGCAGCTTGCCAGTAATAAGACGCTGGCTGCTGTTAACAGTACTGTTTTACATGAAGACATAAACAAATA
+ACGGTTATTATAATTTGTCATTTATAATGACAGAAATAGATTGTTAATGGCAGTTTTTGCTAATAAAATT
+ATCAGTTTAATTAAATTCAAAGAATAATTAAAATAAATTGAACTAAACAAGAGAACTGCACTCTTATTTA
+ACAGTTATGTTATTCCCTTAGTGTTTCATGTTTTATGCGCTCTCTATTTTTAGTTGGGCGCTTTTTTTTG
+CCTAAAATTCAGTACCTCAAAATAACAATAATGTTATTCCGCTCTCTTTTAGTGATGGTTCATGTTTATT
+CATTCTCTATTTTTAGTTGGGCGCTTTTTTTTGCCTAAAATCCTGCACTCCTAAACAACAGCAATGTTAT
+TCCGCTCCCTTTTAGTGATGCTTCATGTTTTATGCGCTCTCTATTTTTAGAGGGTTCCCTTTTACCACCT
+AAAATTCAGCACACCTAAATAACAGTAATGTGTTAATTAAAGGCTCAGTTGCACATTCCAGTAAGGGCAT
+AAATTAATATTAAAATTAATTTGAACTAATCAACAAAACACCCCTCTTACTTAACAGTTATGTTATTCCC
+TTAGTGTTTCATGTTTTATGCGCCCTCCTGTCTTTAATAAGCAGTTGGGCGCTTTTTTTTGCCTAAAAGT
+CAGCACTCCTAAATAACAGTAATGTGTTAATTAAAGGCTCAGTTGCACATTCCAGTAAGGGCATAAATTA
+ATATTAAAATTAATTTGAACTAATCAACAAAACACCCCTCTTACTTAACAGTTATGTTATCCCCTTAGTG
+TTTCATGTTTTATGCGCCCTCCTGTCTTTAATAAGCAGTTGGGCGCTTTTTTTTGCCTAAAAGTCAGCAC
+TCCTAAATAACAGTAATGTTATTCCGCTCTCTTTTAGTGATGGTTCACACTTTTATTTGCTCTCCTATCT
+AACATAAGCAGTTGGGCGCTTTTTTTTGCCTAAAATTCAGCACACCTAAATAACAGTAATGTGTTAGTTA
+AAGATTAAGCTGTACAATATTAGTAAGAACAAGAATTAATATCAAAATAATTTGAACTAAACAACATAAC
+AACACTCTTACTTAATAGTTATGTTATTCCCTTAGTGTTTCATGTTTTATGCGCCCTCCTGTCTTTAATA
+AGCAGTTGGGCGCTTTTTTTTGCCTAAAATTCAGTACGTCAAAATAACAATAATGTTATTCCGCTCTCTT
+TTAGTGATGGTTCATTTTTTTATGCGTTCTCTGTTTTTAGAGGGTTCCCTTTTATCGCCTAAAATTCTGC
+ACTCCTAAATAACAGCAATGTGTTAGTTAAAGATTAAGCTATACAATATTAGTAAGAACAAGGATTAATA
+TGAAAATTAATTTGAACTAAGTAACAAAACAGCACTCTTACTTAACAGTTATGTTATTCCCTTAGTTATT
+AGTAATGTTTCATGTTTTATGCGCTCACTATTTTTAGTTGGCGCTTTTTTTTGCTTAAAATAAATGAATC
+AATAGCTAACTGTTTTAACTAACCGATGACACGAATGAAAAAATAGTTATTTATTAGCTGTATATAAAAT
+GAATTTTAAGAAAAATGCTGATTAGCTATTCAATATGAATGGATTTTTTGGCAAGAAATATATGGCAATG
+AAAATATTTTAAATAAAATGAACTTATCACTAATTTCGTCCTCTTATTTAATGAAACATTCCTCCCTGGA
+TTGCTTTCATTTGATTTAAGTTTTGTTTGCTTAAATAACCGGCGCGTCACCTTGACGCGCTTTTTTTATA
+GCTATTATTCTGTTTTTACTACTTTTCTATCAATAATTGAACCAATCAAACTCCAGTCTGTTTTATGCGA
+AATAATCTGATAAAAAGTCATCAAAATTTAGTTCGTCACCTGCTTCAATATCTGCTTGAGCTTTATGAGA
+GTCAGGAACGCTTGCATCAAAAAATGCTTGATCATAGGATTGATAATCACGCACTTTAGCTTCTCGTTGA
+TATTCAATCGCTTTATCTAAAGCAAATTGCGATAAAGATTGCTCTTGAATAATCGATAACAACTGTGCGG
+AAGGTGTTAAGCTTGAATCATTAATTTTAGCTTGTTCACGAACAATAGCTTCACTGTATTTACTGGTTTG
+GTATGATTTATCTAACAGTTGTGCAACTTGCTTCATCTGCTCGAATAATTCATTGCCCCACTCAGGAACC
+GATTTAAGCGTAACTTCACCACTACAATTAGCATCGCTAAGTAATAATTCAGGATCTCGACCACGAAGAA
+CCACTGCATTCATGTTATCTTCATGAAATTTCTGGCGTGTACAATCAAACTCTTTATTATCAATAAAAGC
+ACAATAAGTTATAAATATATCTAAAAAGTGAACCTGCTCAAGGCTAATGCCTGTATCTGAAAAAGGATTT
+ACATCAAGCGCCCTCACTTCAATATATTCAACACCACGCTCTCCTAGAGCATCTGAGGGTTTTTCACCTG
+CTTTAGCAACTCGTTTAGGGCGAATAGGTGCGTACAGCTCATTTTCAATTTGTAGTACGTTATCGTTAAG
+CTGTTGGTATTGACCATCAACTTTTACACCAAGGCTGGCAAAGTCGTTAGATTTAAGTTTTATAGCCTGT
+TGAACACCATCAACATAATCAGCTAAATTATTATAACAAATTTTCAGTGCTGACTGCTCAGAGCTGGTAT
+AACCTAAGTCACTCATACGCAACGAGGTGGCATGTTCGAGGTAAAGCGCGCCAAATGGAGATTTCTTAAA
+AGGCAATTTATGTTCTTTACCTTGTAAAAATGATCCACAGATTGCTGGAGAGCTTCCGTATAAGTAAGGG
+ATTAACCAACAGAATCGTTTGTAATTTCTTAAGATAGAAAAGTAGCGTTCAGAAATAAAATCATTAATAG
+GTAATGACTTTTCACCGGATGACTGATGCAAATCTTGCTGCACTTGCCAGAAGTCTTGAGAGAATGAAAA
+GTTAAAATGTATGCCTGAAATAACTTGCATCATTGAGCCGTAGCGATTTTTCAAACCTTGACGATAAACT
+GTCTTCATGGTGCCGATATTTGAACTGCCGTATTGCGCTAAGGGTATTTTTTCAGCATCATCAACAAAGC
+AAGGCATGCTCATTGGCCACAATAATTCACCTTCAATGTTATCAAAGGTATATTTTTGAATATCTTGAAG
+TTGTGCAATGGTTTGCTCTGGAGAAAAACTAACCGGAGTAATGAATTCAAGCAGGGTTTCCGAGTAATCA
+GTAGTTATCTGTCCATGCGTGAGCGCGGAACCAAGTTGATGATAATGACCATGCTCCGATAGCTTACCCT
+CTGGTAATATTCTCAAGGCTTCTCGCTCTATACCGCGTCCAATACCGGCAACGGCAGCCAAGTTTTTATT
+TTGGCTAAAAGCGCCAATATAATCAGTTAATGATAGTGTCAAAATAATTCCTATATATACTAATCAGCCT
+AACTATTATCTCAGTTTAGCTTAGTTTGATTTAGTATTTAGCGAGAAAAGGGTAAAAAGCCTCCCCTTAT
+AGATATTCATATAAATAAGGGGTCTGTTGGTATTTTTCAATACTTAACTATTTTTAATTGCCAAATAGTT
+TATTTAGCTAGTTCAAGATCAACTACTTCGATATCAAGCTTTTGAAGTTGTGGCCTAACTACTTGACCGT
+CTCCTACAACAATCCATTGCATAGGTTTTGATAATTCTTGTGCCGCTATAGCGTTTAACTGCTCAATACT
+TATGCTGTTAATTATACTGCTTTGTTCTTCACCATAATTAACAGGCAGATTGAACTGTAACAATTGTCTT
+AAGAAACCACTTTTTTGGCCCGGCGTTTCAAAGCTTAATGCTTCATTTTGCGAAATGGCTTGGCGCATAA
+AAGTAACTTCACTTTCTGTTAAGCCATGTTGTTGGTAATTTTTCAATTCCTGTTCAATTTCAACCATAGC
+ATCATAAGTATGCTCTTTTTTAACACTGGCACCTGCACTAAAACGACCTAAAGTTTTACCCGCAGAAAAG
+TAGCTTGATGCGCCATAGGTATAACCTTTATCTTCACGTAAATTCAAATTAATACGGCTATTGAACGCAC
+TACCTAGTGGGTAATTCATTAACGTCGCTTTAAAGTGTTCACCCGTTGCATCATAAGTCATCGCTCTACG
+TGATAGCTTTATCACCGATTGGCTGGCATTAGGTAAATCAACAAAATACAGCTTGTTAGGTGTTACCTCA
+GGGAAGTTATAATCGCCACTAATCGTATAATCTTTACCTTGCCAAGTGCTTAATGAAGCAAGTTTTATTA
+ATAATTCAGCTTTATCGATGTCTCCAACCACCACTAAACTTGCTTTAGCTGGCGAAAAGTATGTTTGATA
+AAAACCTTTAATATCATCTAGCGTTATCGCAGATACAGTAGCAATAGTACCGCTATCAGCTAAACCAAAA
+CGATTATCTTTGCCGTAAGTCACTTGCTTTAAAGCATTGTTAGCTAACGATCGAGCATCTTTATTACCTT
+GCTCTAATCCTTGAATCAGTTGATTTTTAACACGATTAAAATCATCTTGTGCAAATTCAGGTTTAAACAT
+CATCTCGTTCATTAACGCTAAGGTAGCATCGAAGTTTTTAACTAAGCTATTAACTTTAATGTAAGTATTT
+CGCCCTGCTGCACCAATAGAAATATTACTGCCCAGTTTAGCTAATTCATTCGATAACTCTTCTTTGCTGT
+GAACAGTGGTGCCTTCATTCATCAAACTCGCTGTTAAACTTGCTAAACCCGCTTTTTCCACAGAATCAAG
+CAATACACCACCATCAAGACTTAGTAGCAAACTAATAGTCGGTGTTTCACTATTTTTAGTCGCAATAATT
+TCAATGCCATTTTCAAAAGTTTCACGCCATAGAGTTGGTACTGTAATTTGTGGATTAGCAGGAGAGCTCG
+GCATCACGCTGCGATCAAAATCACTAGCATTCTTCATAATAGGCGTATCAAGTTGTGCTAGTTTCGCAGG
+ATTACTTACGTCCGGTAAAACAAAATCATTTGCTTTGGCAACTAACGCTTCTTGACCTTCAGGAACTATC
+GATAATATTGCTGCGCCTTTACCTTGAATATATTTTTTGAATACACGCATAACGTCAACTTTGGTCACTT
+TATTATAACGAGCAACTTGTTGCTCCGTATAATTTGCATCCCCTAACATGGTTTGATAATGCGCTAAATT
+AGAGACCTTGCCTGAGACACTTTGCAGTCCATATATAGTACCCGTTTCGATACCGACTTTAGTCTTCAAT
+AAATCATCGGCATTAACACCGCGCTCTTCAAACTCAACTAAAGTATCATTAATCACTTGTTCAATTTTTG
+CTAATGATAAACCTTGCTGTGGGTTTGGCAGCGCATAGAAGCTCATTTGACAAGCAAGTTCACGACAAGG
+ATGGCTTGCACCAGCTTGCACAGCAATACCTGATTTAACGAGATTTTTATAAAGTAATGAAGTTGGACCA
+CTACCTAAAATATTAGCAAGTACATCTAAAGCTGGCTCATCTTCGTGCATGCCATAAACAGTAGGGAAGC
+TAATGTAAAGTAAAGGTAAAGATACATTGTCGCTAAATGAATAATAACGGTTCTCGCTTAATGTCACTGA
+CGATTTAGCGATATTATTTACCGCAGGTCCCGCATTTAAACTACCAAAATACTTATTTACCCAAGCCAGC
+GTTTGCGCTTCATCGATATCACCACCAATAGTGATTACCGCATTATTTGGACCGTACCAACGAGAGAAGA
+ACTCTTTTAAATCAGTTACCGTACCACGGTCTAGATCTGACATGTAGCCAATAACTGGCCATGAATATGG
+ATGTTCACGTGGGAAAATCATTTGATTAACAGTTTCATTTAATCGGCCATAAGGGCGATTATCAACATTC
+TGCCCACGCTCATTTTTTACCGTCGCACGTTGTATTTCAAACTTTTCTGGAGTGATAGCTTCGAGTAAAA
+AACCCATGCGGTCAGACTCAAGCCATAACATTTTTTCTAACTGGTTTTTCGGTACTGTTTCAAAGTAGTT
+AGTGCGATCTGAGTTAGTGGTGCCATTGAGGTCACCACCACTTTGTGTCACGACTTTAAAGTGTTGTTCA
+TCAGCCACATTTTGTGAGCCTTGAAACATCATATGTTCAAAGAAGTGCGCAAAACCAGACTTCCCTAATT
+GTTCACGAGCGGAGCCAACATGATAGGTAACATCAACATGCACCAAGGGATCTGAATTATCTTGATGCAA
+AATAACTGTTAAGCCATTAGCTAATTTATACTTTTTAAAAGGAATATTCAGAGTATCTTGCTGAGCGGTA
+ACCGTTTCAACCAAACTCACGCCTGTGGGTAAGGTTATAGTTTCTTGGCTACTACAGGCAAATAATAATG
+CTGTACTAGCAGCTATTGCCGTGATTCTAAATTTATTGATTATTTGTGCCGGAAAGCGGATTTGAGGAGA
+TTGTCGCAAAATAACATCCTGTAAAAAGAGTAAAAATGAATAGTTTGAATTATCATAACAAACATAGAGA
+CTACTCGGTAAATTTAAATGTATAAAACTATTGCAGAACATCATGATTTTATTGTTGTTGATAAAGAAGC
+AGGTGTAAATTTTCATGACGAAGGTGACATAGGCTCAGGACTGTTTTCTCTGGTGAAAAAACAGTTACAA
+AGCCAAAATAACAATACTGAATTATACCCAGTACATAGATTAGATAAGATGACCTCAGGTTTAGTTGTTT
+TTGCCAAAACTTTAGCTTGCGCGCAGATCTTTGGTCAACTATTTAACGATCACGACATAGAAAAGTATTA
+CTTGGCTATTGGTGATAAAAAGCCAATTAAAAAACAAGGTTTAATTAAAGGTGACATGGCGAAAAGCCGA
+CGTGGTATGTTCAAGTTATTACGGTCGATGGAAAATCCTGCTGTTACGCAGTTTTTTTCATTTAGCATAC
+CTAACAAACAGCGCTTATACCTGCTTAAACCACATTCAGGTAAAACCCATCAATTGCGTGTTGCTTTAGC
+AAGTATTGGTGCCCCTATTGTTGGTGATCCACTTTATTACACAACATCGCAGGCAGACAGAGGTTACTTA
+CATGCTTTTGTCCTAAGATTTAACTATTTAGGGGAAAGCTTCGAGTTTATTTCTCTACCTACTATGGGTG
+AACTCTATTTAAATACTGAAGTGATTGAGCAATTATCGGCAATAAAAAAACCTTGGCAGTTAAACTGGCC
+AAGGCTTTAATTCGATTATTAATTACTAATAATTCAGTGTTCTGATTTGTTTACAGTGAATGCAAAAAAA
+CTAAACCTATGGCTGTTGGACACACAAATTAACCGTAAATAACAAAGTACCAAGGCCTTGGCCTTATTAG
+TAGTTACCTATAATGAATGCCAGAAAACTAAACCAATGGCTGTTGGACAAACAAATTTAGTATACCAAGG
+CCAAATTTTCCAAAATAGGCTATGTTCTACATGTTCATTGCCTTGTTTAATTTCCGACAAAATATCACTT
+CTATGCCATATCCAACCAGCAAATACACAACACAACATAGCAATAATTGGCTGGCCATATTGTGTTGATA
+AAGTAGCAACGAAGTCTAACATCCACTCTAAATTGATAACGATAAGAATACTCAGTACTAGAATACCTAA
+ACCAATAAAGGTTGTTGCTTTTTCACGTGGCGTATCGTGACGCTCCACCACATAAGACACAGGACCTTCA
+AGCATCGATATACTTGAGGTGAGCGCCGCTATTGACATTAACACGAAGAAACCAAAAGCAACGAAAAGAC
+CAACATCCCCCATACCAGTAAACAGTGCAGGCAATACAGTAAATACCAAATTTGAACCTGATATGAGGCT
+GCCATCTTCTGCGAATATAGCTACACCTTGTGCTTGAGCAACATACATAGCAGGAATAATTAATAAACCG
+GCTAAAAAGGCGATAGAAACATCTATTAACGTTACTTGTGCACCAAGCGTTACTAAATTCTCTTTTTTAG
+CAATATAAGAGCCATAAATGATCATTACACTAGTACCCAATGACAAAGAGAAAAACGCTTGTCCTAAAGC
+ACTTATTAAAAGGTCGGGTTCAAATACACGAGAAATGTCAGGATTTAAATAAGCATTGAAACCTTCTCTT
+GCCCCATCAAGCGTAAAGACGTAGATAATTAATAAGATCAATAAACCGATTAACATAGGCATTAGGCGTT
+TTGACCATTTTTCAATACCTTCTTCAACACCCCGACGAATGATAAAAATGGTTAGTCCCATAAAGAGCGC
+GGTGAAGAGTATATTGCGAATTAATGAGTGATTTATCAGCCAGTCAGCTGCGCCCGTAAAACCACCTAAT
+CTTGCTAAGGGCTCTATGGCATAAGACATCATCCAACCGGCGATGATGCTATAGAAACTTAAAATAAGTG
+CCGCACAAATAATACCGCCAAAGCCAACAACAAAACCAAAGCGCTTTTGCCAAGTATTACGTGCAATCTT
+TTGCATACTGCTAACGGCGTTTGCCTGACCATATCGACCAATTAACAGCTCTGCCATAAAAGCGGGGTAA
+GCTAAAGAGAACGCCAATACTAAATAGACGAGCACAAAAGCAGCACCACCGTTGCTCGCTGTTTGGGTTG
+GAAAACCCCAAATATTACCTAAGCCTACAGCGGAGCCTGCCGCCGCCATAATAAAACCGAAACGCGAACT
+AAAGCCGCCTCTTGAAACACCCATTCATTTCCCCAAATTTCTTACGAACACTATTTGCTAACTATTTACC
+TTTGAGTAACGCTCTATACCCGCTCCACTTGAAGGTGCTCGTTTCAGGAAGTCTGAGCGATTCATAATTA
+AGACACATTTTTTTATTAAGGGTTATTACCTTAAAAAGAAATGTAACGCAGAGTATGATTTGCCTAAAGG
+CGTTTCTAATTCCAGCTGAATCATGCATCTTCAAGTGGAACGGGTATATATAATTTCCTCAAGGTTGTTT
+TTATTTTTATAATTGCTGTGTTTTTATAATGACGAACTTCTATAAAAACACTAATCTACGCAATTACGAT
+AAAGAAAAATAGAGTTATACATTAAAAAAAAAAAAAGCCCTGTGTATAGCTCTTTTTACAGACTTTACAC
+AGGGCTAATATTTTTAACGCTCAAGCTTTACTAACAAAACAGAGCGTTATGATCCTTATTCCGCTTCTGG
+GCGCATATGTGGGAATAAAATTACATCTTTGATAGTTGGCGAATCAGTAAATAACATCACCAAACGGTCA
+ATACCAATACCTTCACCTGCTGTTGGTGGTAAACCATACTCTAAGGCGTTGATATAGTCGGCATCATAAT
+GCATAGCTTCATCATCGCCAGCATCTTTTTCTGCTACTTGTTTTTGGAAACGTTCAGCTTGATCTTCTGC
+ATCGTTCAGCTCAGAGAAACCATTAGCTAGTTCACGACCACCAACAAAGAATTCAAATCTATCGGTTATG
+AATGAGTTTTCATCGTTACGACGCGCCAGTGGTGAAACTTCCCAAGGGTATTCCGTGATAAAGGTAGGTT
+GATCTAATAAATGTTCTGCAACTTCTTCAAATATTTCACAAATGTATTTACCTGGGCCCCAAACTTTAGA
+AGCACTGTTTTCTTTAACACCAACAGCTTTAGCCATGGCTTTGATTGCATCAAAATTATTTTCAGGGTCA
+CGTAAAGCCGCTTCATCAAGTTGCTCAGCGCCACGATGATCTTTGCCGTATTGTAAAATAGCATCAACCA
+TAGATAAGCGTACAAACGGCTTACCTAGGTCGTAGAATTTCTCTTCTACTACTTCACCTTCAGAATTTTT
+AACGGTATTACGAATAGTGGTAGTACCTAATACATCTTGTGCAATAGTACGTAACATTTCTTCTGTAGTG
+TTCATCAGGTCATGGTAATCAGCGTAAGCTTGATAGAATTCAATCATGGTGAATTCTGGATTATGACGCG
+TTGAAATACCTTCGTTACGGAAACTACGGTTAATTTCAAACACACGGTCAAAACCACCAACGACTAAACG
+CTTTAAGTTAAGCTCTGGTGCTATACGTAGGTACATATCAAGATCAAAAGTATTATGATGCGTCATAAAA
+GGTTTAGCCGTTGCGCCGCCCGGTATGATTTGCAACATCGGCGTTTCAACTTCCATAAAGTCACGCTGCG
+TTAAGAAGTTACGTATGCCCGCAACAATTTTTGAACGCATTTTAAAGGTATTACGGGTATCTTCATTAAT
+AATTAAATCAATATAACGCTGACGATACTTAGTTTCTTGATCGGATAAACCATGAAACTTTTCAGGTAAT
+GGACGAAGTGACTTAGTTAATAATGAGTAATGATCCATGTTCACGTAAAGATCACCTTTACCTGATTTAT
+GTAAAATACCTTTAATACCAACAATATCACCAATATCTAATGAACCCCATTTAGCACGTATCTCTTTTTG
+CACTGTTTTTTCAGCATAACCTTGAATACGACCAGACGAGTCTTGTATCACTAAAAATGGTCCACGCTTC
+GCCATAACACGACCGGCAATAGCATAAGTTACTTGTAGCTCTTCAAGTTCTTCTTTGGTTTTTTCACCAT
+GTTCAGCTTGAATATCAGCGGCTAAATGTTCACGATTAAAATCGTTAGGAAAACCATTAGCTGAACAATT
+AGAGCGAATTTTTTCAAGTTTTACACGACGCTCAGCAATCAGTTTATTTTCATCTTGTGCTACGGGTGTA
+TTATTGGCTTTATCTGTCATGTTAATTTCTCGTGGTTATCTTTAATTTTTCAATTGGTTTTATTTGGCTT
+TGCTTATGTTTTATCTTGTTAAACGTAAGCTACAAACCAGACTTTAAACTGGCTTCTAGAAACTTATCTA
+AATCACCATCTAATACAGCTTGGGTATTACGATTCTCAACACCCGTGCGTAAATCTTTAATACGGCTATC
+ATCTAATACGTACGAGCGAATTTGACTGCCCCAACCTATATCTGATTTGCCATCTTCTAATACTTGTTTA
+TCTGAGTTTTGCTTTTGCATTTCCATTTCATACAATTTAGCTTTCAGTAGCTTCATCGCCGTCGCTCTAT
+TTTTATGCTGAGAACGATCTGCCTGACAAGCAACCACGGCCCCTGTAGGCTCATGGGTAATACGAATAGC
+TGAATCAGTTTTATTTACATGTTGTCCGCCAGCGCCAGAAGCACGAAAAGTATCAATACGTAAATCTGCA
+GGGTTGATATCAATTTCAATATTGTCATCAATTTCAGGGTAAATAAACGCTGAAGCAAATGAGGTATGAC
+GACGACCTGAAGAGTCAAATGGTGATTTTCGCACTAAACGATGTACACCCGTTTCAGTACGTAACCAACC
+ATAAGCGTATTCACCGGTATACTTAATGGTGCAACCTTTTATTCCGGCAACATCCCCATCGGTCACTTCA
+ATCACTTCAGTTTTATAGCCGTGTGCTTCGCCCCAACGTAAATACATGCGCATCAGCATTTCTGCCCAAT
+CTTGCGCTTCTGTACCGCCTGAGCCTGACTGAATATCCAAATAGCTATTATTAGCATCTTGTTCGCCAGA
+AAACATTCGGCGAAATTCTAGTTTTTCTAACACCTTATCTAAAGCATCAGCTTCAACTTCAGCATCATCA
+AAAGTTTCTTGGTCTGATTCTTCTACAGCCAGTTCAACTAAACCTTCAATATCTTCACAACCCGTTTCGA
+GTTCAACAATGGTATTAACCACTTCTTCTAAAGAACTTCGCTCTTTACCAAGGGCTTGAGCACGTTCTGG
+CTCATTCCAAACATCAGGGAGCTCTAGTTCGCGAGAAACTTCAACTAAACGTTCCGCTTTAACATCGTAG
+TCAAAGGTACCCCCGAAGCAAATTAGCGCGCTCACGGATTTCTTTTAATTTACTTAATATAGGGTTTGTT
+TCGAACATAAGCCTTCAAAAATAAGTTTTCAAATATATCTTTTACAACGATTTCACTCGTTAAGATAATT
+AAAAAATAGTCGCGCATTGTAGCGTAAAAAGACGAGCAAATAAACGGCTAACACTGGACCCTTTCGCTAT
+AAAATTCATAATCTTTAATAAAATCAGAAATAATCTCAATTACACTAACTAAGTGAGCATTTTTGAGTGA
+TTTAAATACATCCCTAAGTCATCCGAAAACTCGCAGTTTGAGGTATCATAGAGAGACAATAAAGACTTTA
+CTTTCAATGTAATATACTTGTATTGGTACTTCAGAAAACTAGGATCTGTTGTTCTTTCAGTTTGTAACGC
+TGTTGCACTTGAAAAAGATAGCAATCGAGGCGCTTCATTTAATCTTTGGTTGTTCCAAATGCGAATGAAG
+CAACAAAGAGTGACGTTTTTTCAAGGCAACCCGAAGGGCTATGTCTAATTTTCAACCTAACATCGTTGGA
+AATCATTAAAGTAGAGTGACTACATAGCACTCTTTTCGCCTTGTTAACTTAAAAATTAGCCTATAGCAGA
+GACTAAAATGAAAGATAAACAGACCCTAAACAATAAAAAAGGCCAGTATGTGATCATACTGGCCTTTAAA
+TACGATAATTAAATCGCTAATTTTTTAGTGATAAAAATTTATTTATCAAATTTAACTGAGTCTTTAACTA
+GAGAAGTAACTTCTTCTGAAGTTTTTGAAACAACATCAAAAGCTTCTTTAGCTGAATTTGAAACTTTAGC
+TTGAAGCGCTTCGTTAAATGATTTTTGAGATTCAACAGCGGCTGTAAAATCTGTTTGTGATGATAATGCT
+TTAGTTTGAGCAGCACTGTCATTAAGAATAGAAGTAATTAAAGCTGTTTGCTGGCTGATTAATTGCTCAA
+CAGTTTTAGTATTTAATTCTACCAAACTATTCAATGGTTTCATTGCAGTTTCAACTTGCGCTGTATTGCT
+GAAAGATTTCATTGCAGTAGTAAATTGATTTGTTAATTGTTCAGTTAATTGAGTAAACATAATTAAGATT
+CCTATTTTATTTCGTATTATACTGCGGTGCAGCAATCAGATTTAAAGTGAGTATACCTAGCAATATTGTA
+TTGGTCAATAATTATTTGCTGCGCCGCAACAAAATAATAATATATCCTCAATACCCTCTACGATTTACCA
+ATAATCAGCAATAAAAAAGCCAGTATCGAGATACTGGCTTTTTCAATCATAAGCACAAAAATGGCTTATT
+TTTTGATGATAAACTATTTAGCAATGGTCGTTACTTCAGCCATAGAGTCTTTAACTAGATTAGTTACTTC
+TTCAGAAGTTCTAGTTACAACATCATAAGCTTCTTTAGCTGAAGCTGAAACTTTTGCTTGAAGCTCTTCA
+GTGAAAACTTTTTGTGATTCAATTGCTGTTGCTAAATCTGTTTGCGCTGATAACGTTTTAGTTTGAGCTA
+CGCTATCGTTCATGATTGTAGTAATTAATGCAGCTTGTTGATTGATTAATTGTTCAACCGTTTTAGTATT
+AATTTCTACAAGACTGTTAAATGGCTTCATAGCTGCCGAAAACTGGTCTTCATTGTTGAATGACTTCATT
+GCAGTAGTAAATTGTTCCGTTAATTGTGTAAACATAATAAAGCTTCCTTTTTAAGTATGCTGCATCGCAG
+CAGATTGATTAAAACTAGTATAATAGGTCAAAAGATGGTCGTCAACATTTTTTTTGCTGCACCGCATCAA
+ACCACAAAAATAAAACGCAAATAATTGATATTGAAGAATAAAATTTAAAAATAAATATTTATTACTCATT
+TAAATTGATTACTTTTTTGGTGCTGTCTTAACTTCAGTCTTTGGCGCTGCTTTAACTTCAGTCTTTGGCG
+CTGCTTTAACTTCAGTCTTTGGCGCTGCTTTAACTTCAGTCTTTGGCGCTGCTTTAACTTCAGTCTTTGG
+CGCTGCTTTAACTTCAGCTTTTGGCGCTGCTTTAACTTCAGCTTTTGGCGCTGCTTTAACTTCAGCTTTT
+GGCGCTGCTTTAACTGCTGATTTTGGCGCAACTTTAACGGCTGCTTTTGGCGCGACTTTAACGGCTGCTT
+TTGGCGCGACTTTAACGGCTGCTTTTGGCGCGGCTTTAACGGCTGCTTTTGGCGTGGCTTTAACGGCTGC
+TTTTGGCGTGGCTTTAACGGCTGCTTTTGGCGTGGCTTTAACGGCTGCTTTTGGCGTGGCTTTAACGGCT
+GCTTTTGGCGCGGCTTTAACGGCTGCTTTTGGCGCGGCTTTAACTACTGCTTTTGGCGCGGACTGCGACT
+TTTCTTTAATAAGTACTTTTGGAACAAGCGGTTGATTGTCAACTGAAGTCTGACTTACGTTAGCTGACAA
+TACTGAAAAAGAGTCACTGAGAATAATTTCTGCATCTTTTTTCGCCTTGGTAAGCGTTTCAGATGTTTGT
+TTAATCGCTTCAGTCAATTGGCTCTGAACATCGGCATTAAATTTAGATTGTTCTGCAACAAATTCAGTTA
+TGTCTGTCGTTACAGGTATATTTTGGCTAAATGAAATACTGTCGTCGACCAAACTTGCAATAAGCAATCC
+TTGCTGATGTGCAACAGTACTCGCTGTTGATATATTTAATTCGACCAATTTTTCAATTGGTTTTAATGAG
+GTCTGAAATAACTCTGTAAATTGATTAAACATGCACTTCTCCTATAATTTTGCTGCTAAGCAGCATTACT
+TGATGAGAATTTAATCAATTTTTTAGTTTGGAGTCAATCATTATTTTGTTGCGGTGCAACAAAATTTTAT
+TTTTTATCTGTTGGCTTCTGAAATTTAGTCCACATATTCATATTTTGTTCAACAATACTGCTGAATAAAC
+CAAAAGGTGAATTTTTATTAATATCACTACTCAGTTTTAAAATATCATCTTGATGTTCAATAAAAGCAGA
+AAGACTTTGCTCAAGAAATTGTTGTAAATAGTCTTGGTTATCATTACCATAAAAACATATCAACCGTTTC
+AATAAGGTATTGGTTAATAACGATTGTTTCTCACTAGTTTCTTCTTCACTTATAATTTGAATTAAAATAC
+TACGCGTTTTATCTTCATTTGTTTTCGAATCAACTATTTTAAATTCTTCATTGGCAATAACTAATTCTCG
+AATATAATCCAAGTTTACATAATGACTCTTTGTAGTGTCATAAAGACGGCGGTTTGGATATCTTTTAATT
+GTGATCAACGTCAACCTCGGTTGGTTATTAATTTTACTTACGCTAGGGTAGAGGAAGTAGTCTTAACTGC
+TAGTATAACAGAGATACTATCTATAAAAAAAGCGACCTTATTGGTCGCCTTTCATATTAACTACTCTGTA
+GTAGGGATTATCGTTACAAATGCTAAATACGCTTTCTAACGTAGCTGCCAGGAGCAGCTTCAATACTTGG
+GTATTTTTTAGAGCCTTGTTTACGTGCTGTTACTTGCTTACCTGATTGAGGTTCAACCCAGTTTTCCCAA
+TCTGTCCACCAAGAACCTTCTTTTTTGGTTGAACTTTCAAACCATTGTTCCGCGGTATCAGAAAGCTCTT
+CATTAACCCAATGTGGATATTTACCGTGATCTACAGAGTTAATAACACCGGCTAAATGGCCAGAGCCAGC
+TAAAACAAACCTTGTAGGTCCAGAAAGAGCTTTGGCTCCTTTGTATGATGCCTGCCATAAAACAATATGA
+TCCGCGATTGTAGCTAAGAAATAACTCGGCGTATCAATTTTACTTAGTTCAATAGGAACACCTTCAACTT
+CAACAGCACCATCTTTTATCAAGTTGTTTTCTTGATAAGTATTGGTCATATAAAAATCAAAAGTTTCCGC
+CGGCAAGTTTGAAGAGTCACTGTTCCAGTATAAAATATCGAACGGAGCAGGATCTTTACCTTTTAAATAA
+TTATTAACAAAATACGACCAAAAAAGACTATTTTCACGTAGCATGCTAAACGCCAAACCAAGCACTCGAC
+CATCTAATAACCCTTTTTCTTTAATATCCTTTTTCAAGAACGGTAACATTTTCTCAGAAAGATAAACGCC
+TATTTCACCCGGCTCTTCAAAATCTAATAATGTTGTTAAAAAGGTCAATGAGTTTATTCGAGTATCACCT
+TTTGCCAATAAGTATGATTGGGTTGTTGCTAATAATGTTCCGCCAATACAATAACCAACGACATTCACTT
+TCTTTGATTTAGTTAATTCTTCAATAACATCAAGTGATGCGATTGGTCCTTCTTTCATATAGTCATTAAA
+GCCTTTATGAGAAAGTGTCTTGTCTGGATTGATCCATGAAATTACAAAGACTGTATGGCCCTGACCTACA
+GCCCATTTGATCAGTGACTTTTGCTCATCCATGTCCAAGACATAATACTTATTAATAAAAGGAGGGATAA
+ACAATAAAGGGACTTCATTGACTTTTTTAGTACTGGCTTTGTACTGTATAAGTTGGATTAAGTCATTTTG
+GTAAATTACATCACCTGGCGTGTATGCTAAGTCTTCGCCTAAAGTGAACGCATCCACGTCAGTTTGGTTA
+ATTTTAAGGGCATCCGCAGGACTTTGTTGTAAGTCTTGCATAAAGTTTTGTAGCCCCTTGATGAGGTTCT
+CGCCTTTAGATTCTAATATGTCTCGGCAAACTTCAGGATTCGTTAATGCATTATTGGTTGGAGAAACAGA
+ACTGATATATTGTCGAGTATAGAACTTTACTTGCTCTTCAGCTTTGGGATCATCGAAATGCAAACTATTA
+ACCGTATCTTGCATCATGTTAGAACTTAAAAGGTAAGACTGTTTTAAATAGTTATAAACAGGATTTTCAG
+ACCATTCACTGTCTTTAAACCTTTTATCATTACGTTCCTCTGACACCACTGACTCAACTTTTGAACCCAA
+TAATGCTTTAGTCGCATTTTGCCAAAGCTCGGCTTGTTGAGTCATAAAAGACATTTGTTTACTAAATAAC
+TCAGCAGTATCAACTTGTACCCCTTTTGATAAAAGTTCAGTTAATTTCTCTGAATCCATCATTGAATTTA
+AATTTTCTTTATCAGAACCACTTAAAACCTGTTTAACCATGGTGTTAAATATCTCTGAGTATTGCTCTAA
+AAAATCAGCTACTTCTTTCTGCTCATTCGATTCCATAATATATCCTTGTAAATGGTCTGGTTATAATTTA
+TTTGCCTTTAAAGCAGCCCAAAGTTAAAAATTTTAAATGTTTTTCATAAATTATTAATAAACAATTTACA
+AACAATAATAATAAGATACAAACTTATTTGATAATTATCTATTTTAACGGCCTTCATCAACCCTAACGAT
+AAACATAGCGTGCGTGTCTAGTGTATGGAGAATACTTAGGATACCTTTATTTTTGACGCGGTGCAGCAAG
+AAATTATTGACCAAGGTGATTTTGCTAGGTACACTCGCTCCAAACATGAATGCTGCGCTGCAATATAAAA
+ATAACGATTGGAACCTTAATTTACTCTAAATAATGAAAGAGGAACCTTAATTAACGCTAACGGAAACTAA
+TCAATCAGTAATATTAGGGTATTGGCTTTTTTTAAAATTTTAAGAGCAATACGAAAGATAATACTCGTTG
+AAAATTTATTTGAAGGATAAAACACATGATGTATCAAACTTACGACCTCTATAGTCGCTCCGCCGAAATG
+ATGAATGGTTTTATCTCAGTGAATCAACAATTACTGACTCATCCGTTTAACCCGTTTTCAAACACCCTAC
+TGGGAAAAAGTATCAATGCAGCACTTGATAGTGCCTACCATCATACTAAAGTTTACGATAAACAACCTTT
+TGACATTAAAACAACAATAATTGATGGTGAAACGGTTAACATTGACGAACAAGTTATTTTAGCAAAACCT
+TTTTGTAATTTAATCCACTTCAAACAAGATACTAAAGTTCAACAACCTAAACTATTTTTGGTTGCTCCAC
+TTTCAGGTCATCATGCAACGTTATTAAAAGCAACAATAGAGCGTTTAATTTTAGATCATGACGTTTACAT
+AACTGATTGGCTAGATGCTAAAAACGTTCCTTTATCTGAAGGCAACTTTGATTTTGATGATTATGTAACT
+TACCTTATCGAGTTTATGAAGGAAATTGGCGAAGATACCCATGTATTAGCGGTTTGCCAACCTGCAGTTC
+AAGCACTAATAGCAACCGCTGTATTGGCTAAAGATAAAGATGCCGCTACACCTAAATCTCTAACAATAAT
+TGCAGGCCCGATTGATACCAGTATCAATCCAAACGAACTCAATAAATATGCCAGTAGTAAAGATTTAAGT
+TGGTTTGAAAATAACGTCATAATGACGGTGCCTGAGCGTTTTCCTGGTGCAGGAAGAAAAGTATATCCGG
+GCTTTATTCAATTAACTTCTTTTATGGCGATGAATATTGAAAATCACGTCAAGAAACACACTGATTATTT
+TGGTCATGTTTTTCATGGCAAAGAAGATAAACAAGAAAGTCACCGTGATTTTTATGATGAATACTTAGCT
+GTATTAGATCTTAATAGTGAGTTCTATTTAGAAACTCTAGATCGTGTTTTCATTAATCAAGATTTAGCGA
+ATGGTAAAATGACTTACCATGGTGAGCTTGTTGATTTATCAGCAATAACTGATACTGCATTACATACCAT
+TGAAGGGAAAAATGATGATATTTGTTCATTAGGCCAAACTCAAGCAGCACAGGCTTTATGTTCTGGTATT
+CCAGAGCAAAACAAATTGGATCAAGTTTTTGATGGTGTAGGCCATTTTGGAACGTTTAGTGGCTCGGCTT
+TCCGTGAAAGAATAGCACCGAGTATTGCAGAATTTATTCAAAAACATAAATAACTCTCCTCTGAGAGAAG
+TAAGTTATTAAGTACATATAAAGTAGGTTTTTATCAAACCTACTTTTTTTATTTTATAATTTAGACAATT
+AAACTATCTTGCTACCCAACCACCGTCTAATACCATGGTTTGTCCTGTCATATTTTTAGCGAGATCACTG
+GCTAAATAACTTACTGAACCACATATTTCTTCTATATCAATAAACGCTTTTTTCGGCATTGGCGCCAGCA
+TAATATTATTAACAACTTCTTCTTCACTGATACCATGCTCTTTAGCCGTATCTGCAATTTGTTTCTCAAC
+CAGTGGCGTTTTCACATAGGCAGGACAAATAGTATTAATAGTAATATCTTGATCTCCTGTTTCTAACGCA
+ATAACTTTAGAAAAACCGATAATCCCATGTTTAGCTGCAACATAGGCACTTTTGAATGGAGAGGCGACTA
+AGCCATGCAAAGAGCCAATATTAATAATACGGCCAAAATTATTAGCACGCATTAAAGGTAATACCGCTTT
+AGTCATCATTGCTGGGCCAACTAATAGTACATTAGTAATCAACTGCCACTTCTCTGCGGGAAACTCTTCT
+AATTTCGAAACATATTGAATACCTGCATTGTTAACTAATACGTCAATGCGATTATTAAATTCTTCCGCAC
+GAGCAATAACATTATCAATGTCTGCTTGCACAGTAACATCAAGTTTAAACGCTAACGCATCTCCTCCTGA
+CTGGTTAATACTTTGTGCTACATCTTCAGCCACAGATAAATTTATATCACTAATAAGGATTTTATAACCT
+TGCTTGGCTAAATCTTTTGCTATTCCTAAGCCAATACCACTGACAGAACCCGTTACTAAAGCCGTTTTTT
+TAAGTGTCATATTTTATTCCATTAGTTTGTTTGTATTCTAAACAGAATATAACGATAGTTTGTTAATGTT
+AACTAAACACTTCAATTATTTACTTTCTAACTATACCCATGTTACCTCAAGATGCCGGATTCAGCTGGAA
+TTAGAAACGCCTTTAGGCAAGGCATTGATTGAAGAGAATGGTTCTCCCTTCTCGAAATTAATCACGTAGT
+ATAAAGCGTTTCTAAACCAGCCCTTTGGGGAAGTCCGAGCAAATCATGCTATTCGTTGCATCTGTTTTTA
+AGGGAACAACCTTTAATAAAAAGATGCTCCTTGATCATGAATCGCTCAGGCATCCTGAAACTCGTATCTT
+GAAGTATCATGGGTATATACGTTTAAGCTGAAATAGCCTCATACAGTCTAGACAAAAGACGAAATAACTT
+ATACCAATAAATTATATACGAGTAAGGCGTTCACTTATCAACCAGTTATCGTGTACAAAAACAACTCACC
+CTATAATGAGTACCAACTCCCCCTTTTAAGACAAATAAAAGTCGACTTTACAGCCAAATATAAAATTTAA
+TTTTGCACATACTACGACTAAAGTTAATTAGTTGAATGATTCAGCTTGATATATGATAAAAATTGAGCAA
+ACAGCTCAAAAAATATAAAGTTTAGAAACCTCTATGTACAAATATGAAATATAACAAGGAGCACAGTTAT
+GGGACGCATTGCATTAGTAACAGGTGGAACTCGTGGAATAGGCGAATCAATTAGCATTATGCTGAAAGAG
+CATGGTTATACTGTCATAGCAAACTACGCTGGCAATGATCAGGCAGCTCAAGAATTTTCAGAACGAACAG
+GTATCCGAACTTCTAAATTTGATGTCAGTGATTTTGAAAGTGTAACTAAAAGCATTAATGATATAGAGTC
+TGAAATTGGGTCAATTGATATTCTTGTAAATAATGCAGGAATTACAAGGGATGGCACTATGCATAGGATG
+GACTTTGAAAAATGGAATGCCGTTATTCAGACCAATTTATCCTCATGTTTCAATACCTCTCGCGCTGTCA
+TTGAAGGAATGAGAGAACGATCATTTGGGCGCATTGTTAATATAGGATCGGTTAATGGACAAGCTGGTCA
+ATACGGTCAAGTAAACTATGCGGCAGCTAAATCTGGTATCCATGGATTTACTAAAGCATTAGCACAAGAA
+GGCGCAGCAAAAGGCATTACAGTTAATGCTATTGCACCAGGTTATGTTGAAACAGATATGGTTCGCGCGG
+TACCTGAAGACGTTTTAGCAAAAATTGTTAAAACAATACCGGTAGGACGCTTAGGTCAACCCGAAGATAT
+TGCTCGTTCAGTATTATTTTTAGTGGCCGATGAAGCCGGTTTTGTTACTGGTTCGACCCTATCCATTAAT
+GGTGGTCAGCACATGTACTAACTATAAAAGTATCACCATACTACTTTTATAAAATTAACGTAGATGAGCA
+ATCATCTACGTTTTTTGTTTATACGCCCTTAAACTCTGCAATCTAATCAATAAACTCAGTAATCGGTACC
+GTGAACGACCTGTATTACCAATTTTAAGAGCTAGCGTTTGGTTTAGCTTTAGCCAAATAAAGAAAATAAG
+CAGAGGAGATACCCGCAGAGGCAAAAATCATACACATCACCATAATTTGATATCTTGCGGCAATAAAAGG
+AGAAACCCCCGAGAGAATTTGTCCTGTCATCATGCCTGGCAGAGAAACAATTCCAACCGCTAATAGTGCA
+TTTACGTTGGGGATCATTGATGCTTGAAAGGCAATATTTCGAGCCTGTTTATAGCTCACCTTATTTGCCA
+ATTCAGAGTAAAAACGCTCTCCAGATAAACTAATACTATTCATGCTACTGGCAAATACCATACCTGCAAG
+AGGTATAAGTGTTTGGGCGTGATACCAAGGAGATAGTTGTAAAACACCTTGGGTGATAATTAATAACGTT
+AAAACACTACTAATTGAAATAGCGAATACCGCTCTTTGAAACAGCTCACATTTAGGTGCTTCGATGTTAT
+TTAATGCTATCCAGCTAGAAAAGAAGACCATTATAATCAGTAACATTAGTACTAACCAAGCGCTATCTGA
+CTCAAATACATAACTAAGAAAAAAGCCTACTAACAATAATTGCACCAACATTCGCGCTAGAGCATGTATT
+GTTCTTTTTTGTGGTAACGACCAGCTAAATTGTATAAAGATGACCACCAATACAGGAATAAAAGCTAAAG
+CTAACTGCGGTAATTCAATTATTGCCAGTGATTTTTCCATCAGTAGTTCTCATTACTTTTCAGCTAAATA
+GCTGTGATATTTTCAACCATGAATTGCACCGTGCGTTTACCACGAAATTCATTAACATCTAACCGGTAAG
+CTAAATGTACCTGTTTTACTTGAGCGTTCGGCCAAGTCTTAACATCAACATTAAAAGCAATACCATCAAA
+GATTTCTCCCTGTTTTTCTACCACTATTTTAAGATGCTTTTCGCCAACAATACGCTGCTGTACCAATTTA
+AAAGTGTCATCAAATAATGGCTCAGGGAAGTTTTGCCCCCAAGGACCAGCGTCTCGCAATTTTTCGGCAA
+AATCTAAACTAAGATGTTCAAGCATAAGCTCGCCATCAGATAAAATAATACTCTGCAAATCTTCTTCTTT
+TAACCATTTACCCGCTAATTCATTAAATAGTTGCTGAAAACGCGCAAAGTTACCGTGTTTTATAGATAAA
+CCTGCCGCCATTGCATGGCCACCAAACTTAAGAATAATATCTGGGTGTTGACTGTCAATATGCTCTAATA
+AGTCTCGAATATGCAGGCCAGGAATAGAACGCGCCGAGCCTTTAATTTCTCTCTCGGAAACATCAACTGA
+GTCATCATCTTTGCCATTAGCAAAAACAATACAAGGACGATGAAATTTCTCTTTTAACCTGCCAGCAACA
+ATACCGATAACACCTTGATGCCAGTCTTGTTGATAAAGGGCAATCGCATTAGGTAGATTATCTTCATCAA
+ACTTGAGAGAAGTAAGTACTTGCTCAGCTTCGGCTTGCATACCCTGCTCTATTTCTCTGCGTGTTTTATT
+GAGATCATCAAGCTCTGCAGCCATCACACGAGCACTAGACAAATCAGTAGCAAGTAAACAGTTAATACCA
+TAAGACATATCATCTAACCGACCTGCAGCATTAATTCTCGGGCCGAGGGCAAAACCAAAATCACTGGCAA
+CGAGCCTTTGCTGATTTTTATTCGCAATTTCAATAAGCGCTTGAATGCCAGGTCTAGTTTTCCCTGCACG
+AATACGCTTCAAGCCTTGTTCTACTAAAATTCGGTTATTAGCATCCAATGAAACCACATCGGCCACAGTA
+CCTAAAGCAACCAAATCTAATAGTTGAGCAATATTAGGCTCAGCAATACCTTGCTCTGAAAAATAGTTTT
+GCTCACGGCAATACTTTCTTAAAGCTAGCATTAAGTAAAAAGCTACCCCCACGCCAGCAAGAGCTTTACT
+CGGAAAGTTACAACCATGCTGATTAGGGTTAACAATGGCGTCGGCAATGGGTAATGAATGTCCTGGCAAG
+TGATGATCCGTAACAATTACCTGCATACCTAAATCTTTTGCACGTTTAACACCGGCAATACAACTGATGC
+CATTATCCACCGTTATTAACATTTGCGTATTTTGCTGTGCTGCAATGTCAACAATCTCAGGGGTTAGGCC
+GTAGCCATATTCAAAACGATTTGGCACAATAAAGTCATGATTGTTACTGTTAAACAGGCTCAATGCAGTC
+ATCATTAAAGCAGTACTAGTCGCACCGTCGGCATCAAAATCTCCAACAATAACAATACGTAATTTATTCA
+CTAGCGCGTCATGTAATAACTGACAAGCTTTGTCCATGCCCATAAGCGCTGTTTCATCGACCATACCTTG
+TAGATGAGCAACATTAAGTTCAAGCTCTTGTGCAGATTCCATACCACGGCTAGCATAAATTTGTTTTATG
+ATTTCAGGTAGGTTATCAGGCAAATGGTCGGTAGCTACTTTCACTCGGCGAACAATTGTTTTACTCATAC
+TATTCGGTCTCAATTTTGCTGGTGATAATTATAATTGTAATAACGTTTATAGCTTATTTTTACTATAAAA
+AAAGTACTTGGTGAAAATCAGCAAGTACTTTTAAAGGTTTATCTATAAGGAAAATAGATTAAGTGTTTTT
+CAACAATTCTTCTAATTGCTCTGGTGGTTGGTAACCAGGAACCATCATACCATTTGATAAGATAATCGCT
+GGCGTACCGCTTACACCAATTTGACGACCAAATTTAAACTGAGCTTCAATTGGTGCTTCACAAATTCGAT
+ACGCAATACCAGTACCCGATTTAGCTTTAGTTAACGCTGTTGCATTATCTTCACTACACCATACTGAACG
+TAAATCTTTGAAACCTTGAGTTAAGTTACCGTTTTGGTCTTTAATACCTGCTCGTGGATAAGCTAAATAA
+CGAAAGGTGATACCGCGAGCATTATAGTCTGCCATTTTTTCGTGCATTTTACGGCAATAACCACAGGTAA
+TATCAGTAAAGACTGACACCACGTATTTTTCATTCTCAGCTTTGTAAACGATCATGTTATCTTCAAAGCT
+TTTCAATCCCTCTAGACGGACTTTAGCTAAGCTCTCTTCGCCTATATCTTTCACGGTAGAGCCTAAATTG
+TAGACTTTTCCTTGAATGAAAAACTCACCATCATAACTTGCATAAAACAAACCTTGGTTGGTAACGAGTA
+AAGCAATACCCGGTAATGCTGTTTCTTCAACTTTAACAACAGTTAATCCTATAGAGCTGTTAATTTTTTC
+TTTCAAAAAATCTGCATCAAGCGCAATTTGATCACTTACTGGCTTGGCCAATGTAGCTGGTACATTAGTT
+TGTTCGGCTGCATTGGTGTATTGCAACAACAGGGGTAAAGTGAATGTGGCAAGTAGAGCACTAATAATGA
+ATGTTTTAAACATAATGATTCCTAACAACTTCCTAACAGCTTTCGAATAAATGAAAGCAATAAATCGATA
+ATAATGAGTCTAATGGTCGTGTTCATATGAATAGACCTAGATATAAGCAAGGAAATTACAGCCATGAGAG
+ATTATTTGCAACTTAAAATAGCCAGTAAATTGAATTAACTTGTAAACAAAGATAATTGTTTTTGCTAAAA
+TCCCGTTTAATATAGTTCGTATTAAAATAAAAACTGGAAATAGCATAATGAAAATTGGTTTATTTTATGG
+CTCAACCACTTGTTACACTGAAATAATTGCCGAAAAAATCCAGGCGATAATGGGTGCCGACTTGGTTGAT
+ATATTCAATATCAAAGATCAGCCATTAGCCCTTTGTCTTGATTATGACTTTATTATTCTAGGTATATCCA
+CCTGGGATTATGGTGAGTTGCAAGAAGACTGGGAATCGATGTGGAGTGATATCAGTCAAATAGATCTTTC
+GGATAAAATTATTGCGCTATATGGAATGGGCGATCAAGTTGGTTACACTGAATGGTTTCAAGATGCACTT
+GGCATGTTACACGATCAAGTAATCGCACAAGGTGGAACGGTTGTTGGTTATTGGCCAAATCAAGGTTATG
+ACTTTACCGCATCGAAAGCATTAACGGCTGATGGTAGCCAATTTGTAGGTTTGTCTTTAGATGAAGATAG
+CCAATATAACTTGACCGATGAGCGCTTAGATACTTGGTGTGAACAAGTATTACTAGAGTACAGCAGCCTA
+CTTTAGATATTGTCCGTTTATTCAAAATATGTCCTTGGAAAATTTACTCCGTCAATTACTCAGCCCTTGC
+GATAAATAGTTACAGCAAGGGCTAAAACCACTATAATTGCCGGCATATTATCATTATACCAATCTCACTA
+ATTAATTAATCATTTCTACTGGTTAAAATTACCAATGACTTCGTTATTTATTTAATAATTAGAACAACTA
+GTTATTTAAATAAATGTCTTGTATTTGGCAATTTTTTCTACGTATAAAGTAGATCAATTATTTAATGAAA
+TGGGTATTATTAACTCTTAGTGAACTATCCCTTATGTTTGAGCAATTCGATCTAGACTCAGAATTATTAG
+CCAGTATTAATAAAATTGGTTACACCAAACCTACCTCAATTCAAGAACTTGTCATCCCTCAAGCGATGGT
+TGGCAAAGACGTATTGGCATCAGCGCCGACTGGCACAGGTAAAACTGCCGCATTTTTATTACCTATTGCT
+CAGCATTTATTAGATTATCCACGTACCAAACCTGGTTTCCCGCGTGTATTAATTTTAACGCCGACTCGTG
+AGTTAGCGATACAAATAGGTGAAGACAGTGAACAGCTTACCGAGTTAACGAAAATTAAAACCGGCGTTAT
+TACCGGTGGTGTTAACTACGGTAGTCATGCTGATATTTTAACGAGCACAACCGATATTTTAGTCGCCACA
+CCAGGTAGATTATTAGAATATATTGAAAATGAACAGTTTGATGCCCGTGAAATTGAGATATTAGTGTTAG
+ATGAAGCTGACCGCATGCTCGATCTTGGCTTTAGTGAAACCATTAATCGCATTGTTGCTGAAGCACGCTG
+GCGTAAGCAAACCATGTTGTTTTCAGCGACTCTTGAAAGTCCAGGCGTACAACTTTTTGCCGAAGAAGTG
+CTTAATGAGCCAGTTTTCTTAGAATCAAAACCATCTCGTAAAGAAAAAGCCGTCATTCATCAGTGGCTTC
+ATTTAGCAGATGATGCGAACCATAAGCTAAACCTACTAGTAAACACCTTAAAACAAGAAGGCGTAGAACG
+TACCGTTGTTTTTGCTAATAAGCGTGAAACCGTGCAATACCTTTCAGGTAAGCTTTATGCTGAAGAGTTA
+CCTTGTGTTTGGTTAGAAGGAAAAATGCCACAAGATAAGCGTAACAAAGCAATAGAACGTTTTAAAAAAG
+GTGAAGTTAAAGTGTTGGTGGCAACAGATGTTGCAGCACGTGGTCTTGATATAGATGATATCAGTCATGT
+TATTAATTTTGATATGCCACGTAAGGTCGATATTTATATTCATCGAATTGGCCGTACTGGTCGCGCAGGT
+AAAAAGGGTACAGCTATTTCCTTAGTTGAAGCCCATGATATGGGTGTTATTGGTAAAATAGAACGTTATA
+CCAAAGAACGCCTGTCACGCCGATTTATTCAAGAGTTAAGACCAAAAAACAAAGAATCTCGCGTGGTAAA
+TAAAAAGGCAAAAATTAAACTTACGACCTCTCAGAAAAAAGCTAAAACCAAAAAACAAGTGAAGAAAAAG
+GCTAAGCGAGCAAAAGCAGCTAAGTAACCCTTTACCAAGTTATACCCAAGCAACTTCATGTAGCTTGGGT
+ATGTCCCTGCCATACAATAGTTACATTATTGTGACACTTTTATTGCACTTAAGCCTTGGTATGTAATATT
+TCTGTCATAAAGCAATGCTGTAATAGCGCCGCATTCACTTTATGGATGAAGTTATAGCAAACGCATTAAA
+TAACAACCTAACATTAACTTGTTACTTAATCTGTTTGGTATTGAATAGTCCGACATTTATGAGGGTTTTG
+CTCAAATGCTGAGTAATGTCCTAATAATTGGGTCTTCAACTTTATGATAGTAATTAATATGAAAAATCAG
+CCATTAACAAATAAAACATCCCCACGAGTTAAAACAATCATCACACTTGCTGTGGCAACGTCACTTAGTA
+TTTCATTTGCGCATGCAAAAGCGAATGTAGAACGTGAAAACAATGAAATAAGCACGAAAGCAAGCCAGGA
+CACTGAAGTAAATAAAAGCACTGAAAGTAGCTTTGAAGATGCTTGGGATTTTGCTGACTTATATGATAAT
+GAACAGGGTGATTACCTTAAATTGTCTGGTCGTTTGCAATTAGACTCTACTTGGGTTGATAGCGACCAAG
+GCGATTTTAACGACACATTATGGCGTCGATTTCGCTTCGGTTTTAAAGGCAAGTACGGTGAATTTAAAGT
+TGCTTTAGAAGCAGATGTAAATTTAAACGATTCATTAAGTGATGCTTATAATCGATTAACTGATGCCAAT
+GTTAGCTGGTCATTAGATAAAGACACCGAACTTAAATTCTTAAAGCAATCTACCGGTTTCACATTAGACG
+GTAAGACTTCATCTAAAAAGCTACTGACACCACAGCGCAACAACCTAACAAATAATTTATGGTTTACCTC
+AGAGTACTTTACCGGCGTTAGCGTAAAAAGTAAGCTCGCTGATGATTGGTCGTATAAGACAGGGGTATTT
+TCTAGTGACGGCTCTGATGAAATATCGATTAACGATGCCAGTTACTTCGCTATGTTTTCGACCAGTAAAA
+AGTTAGCAAAAAATAACCTTTGGGACAAAGGTGAAGTTAGCTTTGATTATGTCTATAACGACACCCATGA
+AGACGGCAATACCCGTGACTTCTCTCAAGTTATTAGTACTTCAAGTAAGTTTAAACAAAACGACTGGGGG
+TTACAGAGTGATATATCTTGGGGTAAAGGAGACTTAGGCCAAAGTGATCTCTTTGGTATTGTCGTCATGC
+CAACCTATCAACAAAGTGAAAAAATTCAGTGGGTTGCTCGTTATACCTACTTAAGTAGCTCAGAAGATAA
+TGGCGTTCGTTTAGGCCGTTATGATAGTAAAGTAGTTGATGATTATGGTCAAAGCAGCGTAGATGGAGAG
+CGCGGTGACAAATACCAAGAAGTATATGCTGGCGTTAACTGGTTTATAAACGAGCATAAATTAAAACTTC
+AAGCTGGCTTACAGTATGCAAAAATGGATGATAATGCCAATGATGGTGGCGCTTATGATGGCTGGAATTT
+TACCCTTGCTATGCGTAGTTACTGGTAACAATATAAAAATATAAGCACATAAAAAAGACCGGGTTGCTTG
+TAGCAAACCCGGTCTTTTTTATATTTATACCCAAACTACTTGGAAATACTTAGCTAACTATCCTCTTGTT
+CTTCTTTCGCAACTAAGCGATATAACTTAGCACCAATAAAACCACCAACAATGGGCGCAACCCAGAACAA
+CCATAATTGCGCTACAGCCCAATCACCAACAAACAATGCAACACCGGTGCTACGTGCAGGGTTCACTGAC
+GTATTCGTTACCGGAATACTGATCAAATGAATTAAGGTTAAACACAAACCAATCGCGATAGGTGCTAAAC
+CTGCAGGGGCACGTTTGTCTGTTGCTCCCATAATGACAAAAATAAACATCATAGTTAATACGACTTCAGC
+GACAAGGGCAGCTGTCATAGAGTAACCACCAGGTGAGTGTGCTCCATAACCATTTGACGCGAAACCAGCT
+GATAAATCAAAACTTGGTTGACCACTCGCTATAAGGTATAAAGCGCCAGCGCCAAGAATCGCGCCAATGA
+CTTGTGCAATGATATAAGGCATTAATTCATTAGCAGGAAAACGTCCTCCAGCCCAAAGACCTACCGATAC
+TGCAGGATTTAAATGACAACCCGAAATATGACCTATCGCATAAGCCATAGTTAGCACGGTTAAACCAAAG
+GCGAATGATACACCAAGTAAACCAATGCCTACATCAGGAAACCCTGCGGCTAGTACTGCACTACCGCACC
+CACCAAGAACCAACCAAAAGGTACCAATACATTCTGCTATATATTTATTCATTTTCATTCCTTTACCAGT
+TAATAAATTTATATTTAAGAGCTGTGATAATTAATAAACAAAAAGTCGCGTAAAATACCCTTTCATTGCT
+CGCTGTAGCGAATATCTACTTTAACCAAATAAATCACCAAGTTTATCCTTCAATTTATCTTTAGCTTTAT
+CTTTAACTTTGTCTTCTAACTTCTTTTGTTGCTGTTTGACAATATCTGAGTTTTTTAAGTCAGCTAACGC
+TTTATCTGAATCAGTTAATAGCGCTTCAAGGTCAAGTAACTCTGCAGATTGACTATCACCTAGTTTCAAG
+GCATTGCTCAATTTTTCATTTAGGCCTTTATTAACTTTCTTTTTAAAGCCATCCAGCTTAGCAGAAACCT
+GCTGTTTGAAAGCACCGGTCAGTGCGTCATTTAATGACGAAGCGATAGTAAAACTTGGCTTGCTAAGCTC
+GCCATTGACGCCAACATCAACAGTCAAACTATCTAATGATTTAATGGTATCAAGTAACAACTTGGTAATT
+TTTGACTCAGCCTCACCTTGGTAGCTCGCTTGTTTAAGTGAGAATTGATTAGTTGCCTCAACGTCACCAT
+TAACCACGCTAAAACTGCCTATACCATCAAGTATCCCCGCACTTAGTGATAAGCTTAACGCTTTGCTTTG
+TGTTAACTCAGTATTAGATAATGTTCTGTTATTAACAAGCCACTCACCGTTCGCGCTAAATTCACCTGAT
+TGCGTTAACTTAAAGTTACTACTCAATTTAAGCTCACCATTATCAATTGAATTAATATTGATAAGACTAT
+CTTTACCTCTTATCCAGTGTTGATGCGTAAGCTCACTGCCAGTGACTTTGACTTCACCCTGTTCGATCTT
+AATTGAGAACAATGCCTTCTTAATTAATATAGCGGGTAGTGGAGAATCTTCTTTAAAAAAGATAAAACGT
+CCGTCAGCGTGAGATTTTACTTCACTCGTTGTGCCATCACTTTTCATATCAGTCATAAGCGGTGATATTT
+GTTCATAGGCCCATTGTGCTTTTTGTACGTAGCCTCTCGCTTTTTCACCAAAGAGAATATGAGCAAAATC
+TTCCGTATCAATACTATCTAGCTGATACGTTTTTTCTATTTGTTGCCAATCCTTTGTCGGCGCATTTTTT
+AACGCATCAATTTGCTGAGCTAATATTTTTTTGCTGTTTAATACTTGCTGTTTAGCTTTTTTAATTAGGG
+CTTGATCGGCCTTAAATTCAACTTTAATTTTATCAAATTCAGTTTTTATTTTTTCGATATCAGCAAGTGA
+GCTAACTTTCATTTTCCCTAGCGCTTCTACTTTATCTTGGTAAGACTTTAATTTAGCTTTACTGGGTAAT
+TGTGTTTTCAACGCTTTAAGCTTGGCTTGCTCAACTTTATAGCTATTTTTTAATTCATTACTAGCTTTAA
+CCGTTAACAAATTACTGTCATCAAGTAGTGCTTTAATATCAGGTAATTGCATATCCACTTCTGGCAGCAT
+TGCTTTTGCTTGATCTGATAAGCTATCTTCTGCTTTATCACTTACGTCATCAACATAAACTTTACCCGCT
+TGAGATCTAACACCAGAAAATGCTAATTCGCTTACTTCGAGTTCATCAATAATAATTTTACCAAATAGGT
+ATTGCCAAACATCAACAGCCGCAGTAGCGCGCTCAAAACTAAATAAGTTCTGTGTGGGGGAATCTTTATC
+GGTGACTTGCAAACCTAGAACACTTAATTGTAAAGGCGAATATCCAAGTTGTACTTCTGCTACATTCACT
+TCAGCACCAAAAGCACTCTCTGCAGAACTCACGATAGCGCTTTTGACTAAGCTTTCAGCAAATAAATACA
+ACAAACCAGCAACTAATGCGCTTAACAGAACAAAGGCAACCATTCCTTGCCAACGAATAAACCGTGCCAT
+TACAGGCCTCCTTTAGTTAGGCTAGACTCACCTGTAAAACTGGTATACAAACCATAAAACTTAGATGCTT
+TTAATGCTTTAACAATTCTAAATTTCTCAAAAAACGTCATGATATGCACTCGATACTTCTCAATAATAAA
+CTTACTGATAAAATATATAGGTGCGCATAAAACAGCGCCTAAAACAAACGCACCTAATACATAGGTGTGA
+TGCCAGTGTGCTAATTTAAACAAGCTGAGTTGGTATAATGAAGTAAAGAAATCAGTCAAGCTTGATTGTG
+TTAGTAGGGATTCACCCACTTGAACAATCAAGGGAGATAATAAATAACTCAGACCAGAGAAGAAACCGGC
+CGCAAGGATAAAACTACCTAAATGCACTCGGATGATTAATACAAAAAATATTATGACAATATTATGCAAG
+GTTAATATTGGCGATAAACCAACGATAAAACCTAACGCTATTGCTAAGGCTATTTGCCTAATGGAACTAT
+CACTGTTTAAGGCATGTAGTAGCTTTGCTAGTAAAGTTAACATGTCACCTCCTGTTAAAATGTTTAAAAT
+TTGTCATCATCAAGACCAATAAACCCAGTTGGTTATTGGTTTAGATGATTATTAGCTTTCTTTACGAGTA
+AAAACCCAATCATTGTCTTTAGACATAGCTTCGTTATATTGATAACCCGCTAAATCAAATGTTTTGATTT
+GCTCTACGGATGTTAGCTTATTCTGAATGATGTAACGCGCCATCAGTCCGCGTGCTTTTTTAGCAAAAAA
+ACTGATTATCTTATATTGACCGTTTTTCCAATCTTTAAAGGTTGGTGTAATAATTGTAGCGTTTAACGAT
+TTTTTCTTTACTGATTTAAAGTATTCGGTTGAGGCAAGGTTAATAAGCACATCATCATCTAGCTCACTCA
+AGGTTTTATTCAGTTCATCGGTAATAATCTCGCCCCAAAACTGGTATAAATTATCACCTCGACTGTTACC
+AAGCTTACAGCCCATTTCTAAACGGTAGGCTTGCATTAAATCAAGGGGCTTTAATAAACCATATAAACCT
+GACAGGATTCTGAAATTTTTCTGTGCAAATTCAAAATCTTCATCACTAAAAGATTGCGCATCAAGTCCAG
+TGTAAACATCACCATTAAAGCTCAATATAGCTTGTCTTGCGTTATCTTGAGTAAAAGGTGTTGACCATTG
+CCCAAAACGTGCAGCATTTAAACCAGCAAGTTTATCACTGAGTTTCATCAAGCTTGCGATTTCACTTGGT
+GAAAGTTTAATGCAGTCATCTATTAATAATTGGCTTTGCTCAAGCAAGCCAGGTTGACTAAATTTTTCTG
+TAGCCAGAGGAGATTCAAAATCTAATTTTTTCGCAGGTGAAACAACAAGTAACATATTTTTAAGCCGATT
+TTTGGGAGTACTTAATAACACGTAATATATCATAAGCTTTAAGTAAGTTAACAGCGTTTAATCAATGCTA
+ATCTGTGTCTAATTAATGCAATTTGGCGTAACTTACAAACAGAAATACAATATCTTGTTAAAAATAGCGC
+AATAAAGGGTGCTTTTTTATTTTTATGTTGTAATATTTCACCAGCTACATTCATTATCGAATTTAGAAAT
+ACATAGTAATCACATTTCCGGAACACAATTAAGGTAACGCCATGACAAATTCTTCTTCACAGCTTGCACA
+ATTAAAACAAATGACCACTGTTGTGGCTGACACAGGTGATATTGAGGCTATTGCAAAATTTCAACCTCAA
+GATGCGACAACAAACCCATCGCTTTTATTAAAAGCAGCTTCTTTACCTAATTATCAAGGGTTAGTTAAAG
+ACTCTGTTGCATGGGCTAAAACACAATCTGACAATGCAGAACAGCAAGTTATAGATGCTGCAGATAAAAT
+TTCAGTATTAATTGGCCTGGAAATTCTAAAAATTGTCCCTGGTCGTATTTCTACTGAAGTGGATGCTCGA
+TTATCTTTTGATACCTCTGCATCTATTACTAAAGCCCACAAACTGATTGCTATGTATAACGAAGCAGGCA
+TTAGTAACGATAGAATTTTAATTAAACTTGCCTCTACTTGGGAAGGAATTAAAGCAGCAGAACAACTTGA
+GCAAGAAGGTATTAACTGTAACCTAACTTTGTTATTTAGCTTTGCACAAGCACGCGCATGTGCTGAAGCA
+GGCGCTTATTTAATATCTCCATTTGTTGGTCGTATTTTAGATTGGTATAAAAAAGATACCGGTAGAAATG
+ACTATGCAAGTAATGAAGACCCTGGTGTTGTTTCTGTTACCAGTATTTTTAATTATTACAAGCTACAAGG
+TTTTAACACCGTAGTAATGGGTGCCAGCTTTAGAAATATCGGCGAGATTCTTGAATTAGCCGGCTGTGAT
+CGTTTAACAATCAGCCCACAGTTAATGGAAGAACTAGCAAACAGCACAGACACGGTAATCCAAAAGTTAA
+CGGCTTGTGAAGCTACGGCAGAAAAAGAAGCCGCTTTAAGCCAAGCAGAGTTCCGCTGGCAGATGAATGA
+AGACCCAATGGCAACAGAGAAACTTGCTGAAGGTATTCGTAACTTCACCATTGATCAGGTCAAGCTTGAA
+AAGCAATTAACAGATTTACTCTAAACGGTAGTTAATTACTTTACCGACATAAATTAGTTATTTTAAGGGC
+ATATTTTATTATAAATATGCCCTTTTTAATTTCAAAATATAAAGTTCCTAGTGAAAAGCTTGGTAAGTTA
+CGTTGGTCATATCAATCATTAAAAGAAAGTTTCGTTAAAAGATCCTGCTATAAGAAATTTAGCTAAAAAA
+ATATATCTACATTTTCATACTCGCTTGAGCCGTTGTGAGAAGCGTAATAACCAAGTGAATAGATAAGCAT
+GACCAACAAGAGGCATCAAGATACAATCAGCTGAACTTATGTATATCAATGAAGTTTTATATCTGAAAAA
+TAAGAACTTGTTGACAAAATTGAAACACCCGTTTAAATTTTGTGTTCACCTTTATCATCAAATAAACTCA
+ATGCCAAAAAATGTTATAAATTTTGCCCACGCAAATGGATTCCCCGCAGGTAGCTATCAAACGTTATTTA
+ATTACCTCCCTGATGATACACAAGTTATCGCATTGGATAAGTATGGCCATGATCCGAAAATGCCCATTAA
+CCATAACTGGCAGGCCCAAGTTGAAGAATTAATAAATCATGTTGAATCACAACAAGTTGATGGCAATAAG
+GTCATTTGTCTTGGCCATTCATTTGGTGGTGTGATTTCTTTTATTGCTTGCTGTCAAAGATCCGACTTAT
+TTAAAGGGCTTATTATGCTAGACCCACCTGCATTAAGCGGGGCTGGCGCACTTGCTGCTAGATTATTAAA
+GAAAACTAAATGGATAGATAAATTTAGTCCTGCAGGTCGTGCTAAAAACCGTCGTAGTCAGTGGCCATTA
+GGGTCAGATATTGGTGCGTTATTTTCTGGAAGGAAACTGTTTAGATCATTCGATAGTCGCTGTTTAGCTG
+ATTATATAACCCATGGTATTTGTAAGCGTAATAATCAATTAGAATTGAGCTTTGATGCGCAAGTTGAAGC
+GAATATTTTTAGGAATATCCCTTCGAATTTATCCAGTTATAAAAATAAATTAACCGTGCCAGCAACTTTG
+GTATACGGTGACACTACCGATGTTTTCCCTCATCACATTTTTAGCCGCTTTGTTAAACTTAATAAGCATA
+TAAAACTTAAAACGGTTACAGGCGGACATATGTTTCCTCTTGAAAGTCCTGAACAAACAGCTTTGTTAAT
+CACTGAGATTATAAAAGATTTTCCTGATACTTAACTATTAAGGTTTAAAACTATTAGATATTAAAAACGC
+GACCTAAGTCGCGTTTTTAATATCTAATATTCATCTATTCAAATAGCATTCATAATGATTAATACTGAAG
+CTAGTGGTTAAAAGAACTAGGCGCTTGCACGGAGCTGACGATAGTCAGTGAGTACATGCTACGAAGTAAT
+TTTATTCACTGGCAAAAGTATTGAGCATTATTGGCCTTTAACTTCTGACAAGCCGTTAAAGATTGCTTTA
+TCACCTAAGAACTCTTCAATACGTAATAATTGATTGTACTTAGAAACACGGTCAGAACGACATAAAGAAC
+CAGTCTTGATTTGACCTGCAGCAGTACCTACCGCTAAATCAGCGATAGTTGCATCTTCAGTTTCACCTGA
+ACGATGAGAGATAACAGCAGTAAAGCCAGCATCTTTAGCCATTTTGATAGCAGCTAACGTTTCAGTTAAT
+GTACCAATTTGGTTAAATTTGATTAAGATAGAGTTACCAATACCGTTTTCAATACCACGCGCTAAAATCT
+TAGTGTTTGTAACGAATAAATCATCACCAACGATTTGAACTTTATCACCTAATAAATCAGTTTGGTATTT
+GAAACCATCCCAATCTGACTCGTCTAAGCCATCTTCAATTGAAACGATTGGGTATTCTTTACAAAGCTCG
+CCTAAGAAGTCAGAAAATTCGTTAGCCGTAAATTGCTTGCCTTCGCCAGTAAGGTCGTAAATACCTTTGT
+CCGCATCGTAAAACTCAGAAGCAGCACAATCCATCGCTAACGTTACGTCTTTACCTAATTCGTAACCAGC
+AGCTTCAACAGCCACTTTGATTACAGCTAATGCATCGGCATTAGATTCTAAGTTAGGAGCAAAACCACCT
+TCATCACCAACAGAAGTACTCATACCTTTTGAAGATAATACTTTTTTAAGTGCATGGAAAATTTCAGCAC
+CCATACGTAAAGCTTCACGGAAACTTTTAGCGCCAACAGGTTGAACCATGAATTCTTGGATATCAACGTT
+GTTATCAGCATGTTCGCCACCATTGATGATGTTCATCATTGGTAATGGTAATGAGTAAACACCTGGCGTG
+CCATTTAAGTCAGCGATGTGTTCGAATAATTGAACTTTCTTTTCGTTTGCAGCCGCTTTAGCATTTGCTA
+AAGAAACAGCAAGAATTGCGTTAGCGCCAAATTGTTCTTTATTTTCTGTGCCATCTAAATCGATCATGAT
+TTGATCAATGTTAGCTTGGTCTAAAGCACTTTGACCAATAAGAGCTGCTTGAATGTTAACGTTTATTGCT
+GCAACAGCTTTTAAAACACCTTTACCTAAATAACGTGCTTTATCACCATCACGTAATTCAAGAGCTTCAC
+GTGAGCCTGTTGATGCACCAGAAGGAGCTGCGGCACGACCAAAAGCACCTGATTCAAGATATACATCGGC
+TTCAACGGTTGGGTTACCACGAGAATCCATGATTTCACGTGCTAAAATTTTGCTAATCTTTGACATTATC
+ATTCCTACTAATTTTGATGACGCTCAAACAAACTGCTGAGCAATAAAGTTAATTTTTAATCTTGCTATGG
+CCACAGCTAAATATAATTATGCAGCCTAATATTCTTCCTAAACTTAAAACAAAAACCGCAGCAATAGCTA
+CGGTTTTATATGGTTTCTTCGGTTAGCTTTTTTGCAGTTTAAAACTCGCTGCAACAAAGCTTTCGAATAA
+CGGGTGACCATCACGTGGAGTAGAATTAAACTCAGGATGGAATTGACCCGCAATAAACCATGGATGATCC
+GCTATTTCAATCACCTCAACTAAACTTTTATCTGACGATAAACCCGAGAAAATCAAACCTGCTTTGCTTA
+ATTGTTCTCGGTAGTTATTATTTACCTCAAAACGATGACGGTGTCTCTCATTGATTGTTTCACTACCATA
+TACGTCGCAAGCCTTGGTACCTTTCACCAAGTGGCACAATTGTGAACCTAAACGCATAGTACCACCTAAA
+TCTGATTGCTCATTTCGGTACTCAACTTGGCCTTCTTCGTCTAACCATTCACTGATTAAACCAACCACTG
+GGTGTGGAGTTTCGCTATTAAATTCAGTACTGTGCGCATCAGTTAAACCGGCAACATTACGAGCAAATTC
+AATTAAGGCTACTTGCATACCTAAACAAATACCTAAATAAGGTACTTTGTTTTCACGCGCATATTGTGCC
+GTTAAAATTTTACCTTCAACACCACGTTCACCGAAACCACCAGGAACTAAAATAGCATCCAAGTTAGCTA
+AGATTTCAACACCTTTGACTTCTACATCTTGCGAGTCAATGTATTTAATATTTACAGTGACTTGGTTTTT
+AAGACCTGCATGTTTTAACGCTTCGTTTACTGATTTGTACGCATCAGGTAATTCAGTGTATTTACCAACC
+ATACCAATAGTCACTTCACCGATAGGATTTGCTTCATGGTAAAGCACTTCTTCCCATTCAGTTAAGTCGG
+CTTCAGGTACATCTAAACCAAATCGCTTAACAACTATTTCATCGGTACCTTGAGCTTTTAATAAAGCAGG
+AATCTTATAAATACTGTCTACATCACGCATTGATACAACCGCTTTCTCTTCAACATTAGTGAAGAGAGAT
+ATTTTAGCGCGTTCGGCGTTAGGAATAGCGCGGTCTGAACGACATACTAAAATGTCAGGAAAAATACCGA
+TAGAGCGTAAATCTTTTACTGAGTGCTGTGTTGGTTTAGTTTTGATTTCACCTGCTGCTGCTAAATATGG
+CACTAAGGTCAAATGCATAAACATAGCACGATCACGACCTACCTCTAATGCCAATTGACGAATAGCTTCT
+AAGAAAGGTTGTGATTCCATATCACCAACCGTACCGCCTATTTCTACCATGGCGATATCGTAACCTTCAG
+CACCTTCAATAACACGACGTTTAATATCGTTAGTGATATGAGGAATAACTTGGATGGTAGCGCCTAAAAA
+TTCACCTTTACGCTCGCGGGCTAACACATCTTGGTAAATTCGCCCCGAAGTGAAGTTATTACGTTTGGTC
+ATTTTGGTGCGGATAAAGCGCTCATAATGGCCTAAATCAAGATCGGTTTCTGCGCCATCTTCGGTAACAA
+AAACTTCGCCATGTTGTATAGGGCTCATGGTACCTGGATCAACGTTAATATACGGATCTAGTTTCAGCAT
+GGTAACTTTTAAACCACGCGCTTCAAGAATTGCTGCCAATGAGGCTGCGGCAATGCCTTTACCAAGAGAC
+GATACTACACCGCCAGTTACAAAAATATATCTAGTTGTCATGTCTACACCGATGTCAGAAAAACAGAATT
+TTGTGCTTAATTGGTTAATATATATAACTTTATTTCAAGCTAACTTTTATAAATGACTCTATATACTTGC
+ATATTAGTAAAACTAAAACACAGTAATTAGTGTGAATATTAAGTTGTTGAAATAGGAGTTTTGCCAAACA
+AGCAGGACGGGAAAGTATTATACGTAAAAGACAATATCAATTCAATTAAGTTTTTCCTTACTCAGCGAGA
+ATCAAACGCCTTATAAACAAGGCATAGATTGAAGAGAATGGCTTTTGCCTTATCAAAAACAATAACGCCG
+TATATAAGGTTTTTGAACTTGCCTTTCGGAGCATGCTTGGAAAACAATAACGGCATAAGTTTGTTTGATT
+TAATATATACCCAAACCACATGAAGATGCAGGTTTCAGCTGGAATTAGAAACGCCTTTAGGCAAGGCATT
+GATTGAAGATAATAGTTATTCTATTGTCGAAATCAATAACGTAGCATAAAGCGTTTATAAACCAGACCTA
+TGGGGACGTTTGAGCAAATCATGTACTTCGTTGCCTCCTTTTTTCAAGAAATAACCCTTAATAAAAAGAG
+ACGCCTTGATCATGAGTCGCTCAAGCGTCCTGAAACACGCATCTTCAAGTGGTTTGGGTATAGACCAACA
+ACAAGTCATCACAGTTATATATTTGTCTATTTCGTATTATTTTTAATGTTAACTTTATTTGCTTTGATAC
+TTTTTTATGAGTAGTTGCGTATAATGACGCAACTTACCAGAATTAATCCTTAGATTGACGTTAAAATGAC
+TATAGAAAATTTAAACAACACTTTATCCGCCATAGACGATATTAATCGCCAAGACCCAAATACAATTTTG
+CTTAATGGTGAGAACCAAGCAAAAGAGTTAGTTTACGGACAACAAATGACTAACTGTTTAAAACACTATT
+GGCCTGAAGCGAATGAGTTATTAAAAATTGCAGTTAGAGCACAACATATAAAGCGTTGGCAGCTAAAGCG
+TACTGAATTTTCTGAAGGGAAAGCCGGTTACTATCAATGGCGAATTGCCCAAGGTAAGTTTCATGCAGAG
+CTAACAGCAAGCATTATGATTGAACAAGGTTACACTGTAGAAGAGTCTGAGCAATGCGCTGCGATTATTA
+GAAAAGAAAACTTGGGCACTAATAATGATAGCCAAACCTTAGAAGATGTCGCCTGCTTAGTTTTTCTTAT
+GCATTATTTTGATGAGTTTGCAGCAAAATATACCGAGCAAGACAATGAAGCTAAGATTGTTCGCATTGTG
+CAGTTAACATGGAAAAAAATGTCTGAACAAGGACATGATATTGCTTTAACTTTAACGCTGCCGGATCATT
+TAGCTGCCATAGTTACCAAAGCGCTTAGTTAGTCGATTTATTAGCCATGCTCTTGATACTCAAAATGATA
+ATGCTGATTTCTCTAGTTTAATGTATATAGTCATTACAACGGTAGAGTCAGCACCATTTGTTTATCATTA
+ACTTATTAGTTATTTACTCTCAGGTAAGCGTAATAGAAAAATAAACGGACCAATAACCAAAGCGACGACA
+AGCGCTGTTAGCATTACACTTTGCAACATAAAAGCCGACCAACACACTGAGAGAATCATAGTTAATAAAG
+CGATGCGTTTAGCCTTTCTAGGAATACTCCGATATTTTTGCCAATCATGAATTAATGGCCCAAATGTTTT
+ATTCGCTAAAAGTTTTCGCTGCATTGTAGGTGAGGATTTAGCAAAGCAGGCAGCCGCTACAAGTAGAAAT
+GGTGTGGTTGGTAAAATAGGCAATACCACACCTAAAATGGCTAAAGCAACAAAGAATATTCCTGTTACTT
+TTAGAATTAACACTTTACCTTTATTTCCAGCTTGGGATAATTGGTATTCCATTTTTGAATTCAAATAATA
+TCTCCCTTTGCTCATAAATTATAGGTGAAAGAATATAATAAATGTTCATCTCAATTAGGTATACATTTGA
+AGTTAGTATTATACCAATCAGACTAACTAAGTGATCTCTTTAAATAGTCTTAATACTCAATAAAATCGTT
+GTTTTCAATCCTAATAGCCAGCTATTTCTCAATCAAGCGCCTTATTCTTGAAAATTTACCCTCATTAAAA
+TTTGAACCATTAATTAATCTGATTGGTATTATTTAACTTTTGATGTGTTATTGGTATCACGACTTTTTCT
+AATCAACTCATTGTCCGCTAACATTGAGTCTTTTTGATTAGTCAAAGATTTTGCCAACCGATCATAAAGC
+AAAACATTAACCGTTGCCGCTAGGTTCATGCACCCCACCGTTGGCACATAAACAACATCATCCGCTATAT
+CAATGACTTCTTGTTTTACCGAGCTATCTTCAGGGCCGAAAATATAAACAGCCTCTGGGGGATGAATAAA
+ATGCGGTAACGGCGTTGCGCCTTCAACTAAGTCTACACAGATGATTTTAGCAGACGATGGAATACTTTCC
+AGTGAGTCTTTAATACCTATAAAACTTTCCACCTGCAATAACGGAATTTTATCTTGCATGTTGAAAGTAT
+CAGTTTGTAATGTTTTTTTATGATACTTGGCGGCTTGTGCATATCGATTACCATTATAAATGATTTGATC
+CGCTTGATAACAACCTGCTGCACGTATCACTGCACCAACATTCGTTGGGGTTTTTGGGTTAGTCAACGCT
+ATGGTAACGTGCGCTTTATTTAGTTCGTTTTTCTTAGTCATATTTTCGGTCATATTCATTATCTTATTTC
+TGGCTATTAACTTGCTTTTCTTGGATTTTAACTTGCTGCCAATAGCTTTCTAATTCAGCTAAGTCATGTT
+CAGTAAAGCTTTTGCCTGATTGATTTACTTGTTCTTCAACCCCAACGAAGCGCTTACTAAACTTTTTATT
+CGCCTGGCGAAGTAGCGTTTCTGGATCTTCTTTGGCATGGCGACATAAGTTTACTACCGCAAACATTAGA
+TCTCCTAACTCTTCGGCTAATGCTTTCTTATCGAGTGTGTCCGCTTCTAACTCGTCTTTAACTTCTTGTA
+CTTCTTCTTCAATTTTAGCGAAGACATCAGGCATGTTATCCCAATCAAACCCCACATGAGAACAGCGTTT
+TTGAATTTTAGCTGATTGTGATAACGCGGGTAAGTTTTTTGGAATATCGGCCAAAATGCTCAATTTATCA
+AGAACCGCATTTTCACCCATCTGTTGTTGATTTTTTTGCTCTCTTTCTAGCGCCTTTTCATTTTCCCAAT
+TGGCTTTAATTTCTTCATCGGTTTGCAAACTTGCCTGAGCAAATACATGAGGATGACGTCGGATGAGTTT
+TTCACAGATTGCTGCTATCACAGTATCTAAGTCAAAGTGCTGCTGTTCTTTGCCTAATTCGCTATAAAAA
+ATCACCTGAAAGAGTAAGTCTCCCAGCTCTTTCTCAAGCTCTATGAAATCACCCTGCTCGATTGCATCAA
+CCACTTCATAAGCCTCTTCTAGCGTATGACTTGTTATAGAAGCAAAGTCCTGCTTAATATCCCAAGGACA
+TCCTGTTGTAGGATCCCGTAATTGAGTCATAATCCAACGTAATTTTTCGATTGAGGCTTGTTCATTTAAC
+ATTGTATTTTACTTCTTTGTTTTATTATATTTGTCATTATTTAATACACCCGATTTAGTTACTTTCCAGA
+GCAACTCCCGAAGTAACTAAAGTCGTCTTACTTGGGTAACATCATCTAATTGACGTAACTTATCCAAAAC
+TCGCGTTAATAACTCACTGCTTTCGACTTCTAATTTCAAGTTCATACTCATCGTCTGTTTCACTTTGTCA
+GTATGACTATCCATGCCAACAATACTGACTCTTTCATTAGCAATAATGGTTGAGATATCTCGTAACAAGC
+CCTGTCTATCGCTGCCGATAATTTGTGCGGTGGCTTGGTAACTTATTTTATTCTCACTTCCCCATTGTAC
+TTCAACTAACCGCTCGGGTTGTAAGGTAAGGGCATTGGCCAATTGTTCACAATCCTGACGATGTACAGAA
+ATACCTCGACCTTGGGTAATAAACCCCGAAATTGTATCACCGGGAACAGGCTGGCAACACTTAGCCATAT
+GCGTGAGCAAATTACCAACGCCAGAAACAGTAATACCATTATCGTCTTGCGCTAAAGCTTTACTGGTTGT
+CGTTTGTTTGACTAAACTTTGCGGATCTATTTCAGGTTTAGGCTTTAATTTACTATCCAGTTGGGTAAAG
+TGGTTGATAACTTGCTGTAATCTCGCGTTACCACTACCTATAGCAGCATAAAGATCATCAACAGTTTTCA
+TATTAAAGCGTTTTGCTGCCGCTAATAAGTCCGTAGATGCTAAATCATGTTTAGCTATTTCGTTATCAAA
+TAATTCTTTACCCAGTGCAATGTATTTATCTCTATCGAGTAACTTAAAAAAGTGCTGAACTTTTGCACGA
+GCCCGTGAAGAGTGGATATAATTTAAATTAGGGTTAAGCCAGTCTCGGCTCGGGTTAGGTTGTTTACTGG
+TAAGTATTTCTATCTGATCACCCGTTTGCAATCGGTGGGTAAAAGGTACTATTTTTCCAAATACTTTTGC
+ACCAATACAGGTATGGCCTACATTAGAATGAATATAATAAGCAAAATCTAAAGGAGTTGACCCCATAGGT
+AGATCGATAACATCGCCACTAGGAGTGAAGACATAAATTCGGTCCTCAAATACCTGGCTTCGTAATTCAT
+CAAGTAACTCGCCACTTTCAGCGACATCATCTTGCCATTGCAAAATTTTTCTTAACCAGCCAACTTTATC
+ATCAAAACTATTACTTTTACCGCTAGCATTCCCTTCTTTATAACGCCAATGCGCCGCAACACCAAGCTCA
+GCATCATCATCCATTTGCTTAGTTCTAATTTGCACTTCAACCGACTTACCTTCTGGCCCTAAGACAACCG
+TATGTATTGATTGATAGCCATTAGCTTTAGGTGTCGCTACATAATCAGAAAACTCTTTTGCAATATGCTG
+CCATTCAGTATGAACAATGCCTAAAGCTGAATAACAATCTTGAACTTTTTCAACCACCACACGTACAGCT
+CGAACATCAAACAGCTGGTCAAAATCAAGTGATTTTTGCTGCATCTTCTTCCAGATACTGAAGATGTGCT
+TAGGACGTCCATAAACCTCACCTTTAATAGCTAAAGCATTTAACTCGCTATTTAAGTGACCAACAAAGCT
+GGCCATGTATTGCTCGCGTTCCAGTCGAGTTTCATCTAAAAGCTTGGCAATTTTTTTATAGACCTGTGGG
+TGAAGGTAACGAAAGGAAATGTCTTCAAGTTCCCACTTTAATTGACCTATTCCTAAACGGTTCGCTAATG
+GTGCGTAGATATTCGCACTCTCTTTTGCCACCAGCACCCGCGTTTCTTCATCACTATTTTTCTTTTCGCG
+TAAATCACATAAGCGCTCAGCTAACTTGATCACGACCGCACGTACATCATCCACCATAGCCAATAACATA
+CGACGAATATTGTCTATATTTTGTGGGGCCTGATCGCTTGACTGACTACTTTGTTGGCGTAATGCTTTAA
+TGGCTGCCATTTGCTCAACACCTTGACAGAGCATCAGGATATCTTTAGAAAAGTGTTCTTTAACAAATTC
+TATTTCAATAATGTCATTTGCTAATAATGGTGAGATAAAAGCCGCAACTAACGAATCAGCATCGAGGTTC
+AGGCCACTTAAAATCTCAACCATTTCCATACTTTTATGAAGTAACTGCTGTTTCTCAGCACTCTCAGGCT
+GATAACAGTTCGATACCTGTAACCATAAAGCTGACAAAGCATTTTTTTTGATATCAGTTAACGCTAAATC
+GGTTAGCCAATGCTCAAAGCTTTGCTCTGTTATTTGATGTGATTTACGCACGGAAACCATGGGTATTCCT
+TTCTCTTTGATTGGTTAGCTTAACATTGAAATTTAAGGGTTTTCTGATATTTAATGCTAACTAGTATGAG
+TAAACAATATCATAGTCTCAACATGCTTTGTTTGTGAAAACATATCCATGAGCGATATTTTCTCAAGCTT
+ATACCCCTTAGAAACAAGTATTGCACTATCTCTCGCTAAGGTTGCTGGATCGCAGCTAACATATAACACG
+CAGGGTATTTTTAGTTCAGCGATTTGACTCACCGCTTGTTCTGCGCCCGCTCTTGCGGGATCAAGCAATA
+CTTTATCAAAAACTTGTCCTTGTACCCAAGGCTCTAATAGCCAATGACTATTTAAATCAGCTTGGTAAAA
+CTGACAATTATCAAGTCCATTAACAAGTGAGTTCTGAGTGGCTTTGTCCACCATGGTTTGCATTCCTTCA
+ACACCAACAACGCGTTTTGCGTGTTTTGCCAGCGCTAAACTGAAATTTCCAAGACCGCAAAACAAGTCCA
+AAACATTATCGGTAGCTAAAATATTTAACCAAGCTAAGGCTTGGCTTATCATGGCATTATTAACTTGATG
+ATTAATTTGTATAAAGTCATTACTCGAAAAATAGACTTTACTGGTATCAGTTAATTCATAGGAAAGTTCA
+AAAGAGTCTCCCCCTTTGATATCAGCTAGCGGCAGTTGCTTGTTACCATCATCAATAATGACATGCCAAC
+AATGTCGCTGGGCATATAATTGCCAAAGCCCGATGTCAGTATCGTTCATAGGTTTTAGCTGTCGAACAAC
+GACTACAACTTGATTATCTTTTTGTATTTTATCTGCTGAGCTTGTATCACTAATATCAGCTTGAATTACT
+TCTATATGGCCAATGGCAGATTTTACGGTAAGTTGTGCCAATAACTTCTTTAGTAAAGGGAAAATAGCAC
+TAAGCGGTTCAACTAAAACAGGACATGACTTAATTGCTGCTAGTTGATTGGTTGATTTTTGCCTAAAACC
+AATGGTCGCTTGAGCATTTTTATCGAATTGCACGCCTATGCGGGCTTTACGACGATAATGCCATGGAGAG
+CTTTTTATTGCAGCCTGCCAAGGCAAGTGTGCCGTATTAATTTCAGGAGTTATATTCTGAGTACTAAAGC
+TTCGAGAAAACAGGTCAGTAATTTTTTGTTGCTTAAAAAGTAACTGTTCCTCTAAAGCAAGCATTTGCAA
+ATCACAACCTCCACAAAGACCAAAGTGCTGGCATTGGGGTATAACTCTACTAGCACTTTGTTTATCAATT
+GAAATAAGTTTAGCACGAGCATACTTACTTTTTTGCTCAATAACCTTTACATCGACAATTTCATCGGGTA
+AAACGCCCGCTATAAAAATTGGCTTATTTTGCCACCGGGCAACACCTACACCATTCATGTCAAGTTTATC
+AACGGTGACGGTCAATCGTTGATTAGACGTTTTTGGTTTTACTGCTGCTTTAAAATAATTTGCCATTTTC
+ACCCTAGAACTTACGATAATATAATTAACCAATTAATGCTTATTTTGAAGTAGCTTAGCCATCTACACTA
+TAAATTTATCGCAGCTTATGAGATTATTTATGTTAAGTTGGATAATCATTAAGATAGCTAATTATTTCAG
+TGGGTATTTTACCCTAAATTTATCACAAAAGTTCAACAAAAAAATGCATAAAATAAGCCTGAAAGACTGG
+GTTATCATACTCACTATAATACCAACCACCTTAATCGGTTTTGGTTTAGCTAGTTATTTTTCTTATAGCC
+GCTCCGTTGAACTTAATGACTTTCTCGAACAACGCGCTAAAAGCATTATTGAACCGATTGCCATTGCCAG
+TAAAGACCCTTTATTGAGCAAGAACAGAGATAAACTTCGTCAATTGATCGGCTTTACTCACCGTAATCAA
+TCAAGCATAGTAAAAAGCATTGTTATTTTTACTGAAGATAACCAGGTTTTTGTTACCAGTGCTTACCATG
+GTGATACCAATTTAATGCGACTAAAAGCTGGGGTAGAGTTACCACACCACACGAACACTGAAACATTATC
+TGATTATATAATTTTTAGAACCCCCATTATTGATGAGAACTACAACAATCAAAGCAACGCAAATATTACC
+GCAATGGCCAGTTCTGAATATAATTATGCTACCAATAATTCAAAACCAGTAATTATTGGCTATATAGCCA
+TGCAAATTGATAAAAGCCATCTTAATTTTCAGCAACAAAGCCAATTTATAGTCGCATTTGCTTTTGCCTT
+ACTAGGCTCATTACTTAGCGCTATTTTTGCAATTAGGCTCATTAAGAAAGTAACGAAGCCTATTAACTCT
+ATGGTGCAAGCAATTGAGCGAATAAGAGAAGGGAAATTAGAAAGTAGAGTGAGTGGTCAACTCATTGGTG
+AGCTGAATTTTTTAAAAAATGGTATTAATGCCATGGCGCAGTCACTCGACGGTTACCAAAATGAAATGCA
+GGCCAGCATAGATCAAGCAACAATAGACTTACGAGAAAGTTTAGAACAATTTGAAATTCAAAATGTCGAA
+CTCAGTATCTCCAAGCGTAAAGCGCAAGAAGCCAACAGAGTAAAATCAGAGTTTTTAGCTAATATGAGTC
+ATGAGTTGCGAACGCCACTCAATGGAGTAATAGGCTTTACCCGACAAGTACTAAAAACGCCACTCACTGA
+AAATCAACGTGATTATTTACAAACAATTGACCGCTCTGCAAACAACTTATTAACCATAATTAATGATATT
+CTCGACTTTTCAAAACTTGATGCCGGCAAAATGGTTACTGAAAACATTCCTTTTTCTTTAAGGGAATCTA
+TTGATGAAACCCTTACACTATTGGCGCCATCAGCCCATAAAAAGAATATTGAATTATCTATAAACCTTCC
+ACAAGAACTACCTGATTCTCTTGTTGGTGACACCATGAGAATAAAACAAATCATCACCAATTTGGTCAGT
+AATGCGATAAAATTTACGCCACAAGGCTCTGTTGCTGTCGATATAACCAGTGAAGAAATAAGTCAGAACA
+ATATAAAATTAAAAGTCATTGTTACCGATACCGGTATTGGTATGACAACCAATCAGCAAAGAACCATTTT
+TGATGCTTTTACGCAAGCAGATCAAAGTATCACCCGCTTATATGGTGGTACTGGGTTAGGTCTGGTAATT
+TGTCAGCGACTTGCCCAAGAGATGAATGGCGATATAGGTTTTAGCAGTGAAAAAAATCATGGCTCAAGTT
+TTTGGTTTACTTTCCAATGTGAGATTAATGCAATGCCGTTAATGTTGGAATTAGATAATCAGCATTTAGC
+CAATAAAACGGTACTCTACTTTGAAGAAAATAATCATAGTAGAGAAGCAACCAAAAACTTGTTAAAGCAC
+TGGAAAATGCGTGTTACTAGTGTAATAAATAGACATGAATTATCACAAGTACTCTCACATAGCAGTCAGA
+CCCAACGAGGTTTTGACTATGCACTTATAGGCCATAATCAAACAGCAACAGCACTAAGTGAATTGAAGAA
+AACGATTGCACAAGTACAGCCAATTTCCAGCAATATCCACTTAGCTTTAAATAATACATCACCAAGCTTG
+CAAGAGGCCTTGATTGCCAGCGGTGCAATAAGTTGTATGAGTAAACCTCTATCACCAACAACCTTAAGCC
+GAGTACTACAGCCAGTTATGGAAACTAAGGCCGAAAAGCTCACTTTGAATGCAGCTATGGATAAAGTATT
+ACCGATAAAAGTACTAGCTGTTGATGATAATGAGGCTAACTTAAAATTAATTAAGGCATTGCTGTTAGAG
+CAAGTAGCTGAGGTTGTTGAAGCCGACAATGGCATGTCAGCCGTAGAACTTTGTAAAGTAGAAAATTTTT
+CTTTAATTTTCATGGATATTCAAATGCCGATTATGGACGGCATTAGTGCTCTAAAAGAAATAAAACAGTT
+AACTAACAATAATAACACTCCCATCATAGCCGTTACTGCACATGCATTGAGTGGTGAAAGAGAAAAAATG
+CATCAACAAGGCTTTAATGCTTACATGACAAAACCAATAGATGAAACGATGTTACGTCATATTATTTATG
+AATATTGCGATTTCGATCACCTAGTCAATTCAACGGTTCCGGTCATTTCAACTGATGTTATTAACCAGGT
+TGAGTCTGCTTCAAAGGTAATTGATTGGCCTTTAGCACTAAAGCGTAGCGCCAATAAAGCTGATTTAGCC
+AAAGAGATGTTATTAGGTTTAGTCGAAAGTTTACCCGAAACTCAACTCAGCATCCGTGAAGCAATTGACG
+TTCAAGATATCGCTCAAATAAAACGTCTGGTTCATAAACTCAATGGCGCTTGTTGTTATACTGGAACCCC
+AAATTTAGCCAAAATCACTATTCAATTAGAAACCCAATTAAAAATGGGCTTGAGTACTGAAGAGCTTGAA
+CCTGAGTTTTTAGAGTTTTTCGAACATATAGAGCAGGTATTATTTGCCGTACCTGAAGCGCTAAAAGAAA
+TGAGTGAAAATAGTCATTAGTTGAGCAGAAAAGAGTAAGAAACTATTGATGTTATTTTACTAGGGGATAA
+CTGGTGTTTTGTTAATTAATAGCTTTTTTTAGTTAGCGAATGGTGATGTTTGGTGATGTATCTATATCAC
+CATCCTCAGTAATCACGGCAATACCTCCACTACATTGAAGCACAGCTAAACTATGTCCATTTTCATTACG
+AACGAAAGTAAGCTCATAACCAAATTTTCCTAGGCTGCTAGCAGAAAATTTTTGCGCCAATGATAATTTA
+TTCCACCAAACAGACTGCTCCGGAGACTCCTTTCTACGCTCGAGCATTGGCTTCATCTGTGTTTCCATCA
+TTAATTCCCACCTATTTGTATGCTGAATCCTTTATACAGCGTATTCGTTAAAGTGTAGACCATAATTTCT
+AAAGTGTAGACTATAATTTTAACAAAGATAAAATTAGTGAGTTTTTAAATCATACCTAACGGTAACTATA
+GATCCCCGTCACCAATCAAGATGCAGGTTTCAGAGCGCTTGAGCACTTTGAATGGTAACGGGTATATTAA
+GTATTATAAGTTCTTGCTTCTAACATCAGCTGTTTCATATCTCTAACAGCTTTATCTAAGCCATCAATAG
+CCGCACGCGCTATTATGGCATGGCCAATATTCAACTCGATAATTTCTTTAATAGCAGCAATAGGTTTGAC
+ATTAAAATAATTTAAACCATGACCTGCATTAACTTTTAATCCTAAGTTATGCGCATACTTAATACCGACA
+GTTAGGCGCTCAAGTTCTATCAGCTGCTCTTCTTCTGAGCTTAGATCTGCATAATGTCCCGTATGTATTT
+CTATATAAGGAGCTTTACTGGCAACCGCAGCATCAATTTGTGCTTTATCCGCATCAATAAATAAACTTAC
+AGCGATACCTGCAGCTGTTAATTGCTCTGTTGCTTTAGTTATCTTATCTAACTGCCCTACAACATCTAAA
+CCACCTTCAGTAGTCAACTCTTCGCGTTTCTCAGGAACTAAACAACAAAATACTGGTTTCACATCACAAG
+CTATCGCTATCATTTCATCAGTGACAGCCATTTCAAAGTTCATACGAGTATGTAATGTTTGTTTTAAAAC
+ATGAATATCTCTATCTTGGATATGACGCCTATCTTCGCGCAGGTGCACAGTAATACCATCTGCTCCGGCA
+TGCTCTGCAACGCTTGCAGCATAAACTGGGTCAGGATAATTAGTACCACGCGCCTGTCTTAAAGTGGCAA
+TATGGTCAACGTTTACACCTAATAATAATTCAGACATTTTTAATCTCTTTTTAATTTTTTATAATATTTT
+TCTAACTAGCTCAACTGTATGCTTTGTTTGCAAAAAGTTTACGACTATTTAATGGCTTATTCCCTAACAA
+CTGGTTGATAACCTGTCTCATTAGTAACTTGAAAGTATAACTAACGTCTTCAGACATTCCATTTTGGTAT
+AGAGATCCCCGCTGGGCAATCGCTTGTAAATGGGTTTTATCGAAGCATTGAGTGCTGTTTTTTGGAAAAG
+GATCATATACAGGAACAAAGCCTTGCTCGGCGATATAATGAAAGTAATTAACATCGTGCTCAAATACAGG
+GCTAAAGTCAAATGACAATCCCAACTCTTCAAGCAGCGCTAATTCAAATAAACGTAATTGCGGGGCAATT
+TCTTCGCCTTGAGCTAAGGCTGTCAAAGTTGTTTGATATTGAGAAAATAAGTGCTGACAAGCAATTTGCT
+CTGTTAATAAACGAATCAATAATTCATTGATATAAAAAGAGCTAAACAGGCTATACTTTACCAGCGAATA
+TGACTTTGAAATTGAGTCTATTTGAGTAATATACTTAACATTACCCTGACCTTTCAATGTTAGTTTTAAC
+GGTAAAAAAGGCTGAATTAAGCCTTTTTTTATAGAACGCTTAGATTGACCAACATATACTAAAGCCGTCA
+CCTTACCATCTTGCTCTGTTAATAAATCAACTAACTGCTGGTTTTCCCGGTACGGGCGACTATGTAAAAC
+AAATGCGTTTTGTTCAATCATTTATCGCATTCCAACTAGCCTGAGTAATCATCACCATAACCTAAGCTGC
+GTAATGCTCGTTCATCATCTGCCCAGCCTGATTTCACTTTTACCCAAGTTTCGAGGAAAACTTTACTCTC
+AAATAAATTTTCCATATCTCGTCTAGCTTCTTGACCAATAGTTTTTAAACGCTCACCTTTATTACCAATA
+ACCATGCGTTTTTGGCTATCTCGCTCTACTAATATGAGCGCATTTATATGAATAATGCCCTTATCATCCA
+TCTTAAACTGCTCTATCTCTACCGTAATAGAGTAAGGTAATTCATCACCAGTAAAGCGAATTAGCTTTTC
+ACGAATGATTTCAGAGGCCATAAAACGGCTAGAGCGATCAGTGATATGATCTTCAGGAAACCAGAAGACT
+CCTTCTGGAAGGGATGTTAAACATAATTGGCGAATGGTATCAACGCCATGGCCTTTGGTCGCACAAATAG
+GAACAATATCTCTAAAGTCATGCATAGCACCTAATTTTTGCAAATGAGGTAATAACTCATCTTTATCGGG
+TATGTTATCTGTTTTATTAACGACCAATATACATGGTGTGCCACTTTGTTTAACTTTAGATAACACTAGC
+TCATCATCTTTTGTCCAATGAGTGCCTTCAACTAAAAACATTATTAACTCAACTTCTGCAATTGAGCTAC
+TTGCAGCACGGTTCATCAATCTGTTTATAGCGCGTTTTTCTTCCGTGTGTAAACCAGGGGTATCTACCAA
+TACTGCTTGTCTATTTTCTTCAGTCAAAATTCCTAAAATACGGTGACGAGTTGTTTGCGGTTTTTTAGAA
+GTAATACTAATTTTTTGCCCTAACAAGGCATTCAATAACGTTGACTTACCAACATTTGGGCGACCGACAA
+TAGCAATTAAGCCTGCATAGGTATTCGAGGTATCGTTGTGCATAATTTATTTTCTCGTGCTGCTTTTTTT
+GCTTGAGCTGCTTGGGTTACTTTTAGTATGTCGGGGATTTGCTAATTTAGCTTGTTTTGTTGGTTTTATT
+TTTACTTCTTTTTCTTGTTCTCTTTCTTTTTCAATTAAAGCAAGTATCTGCTGCGCAGCTTCTTGCTCTG
+CTTTTCGACGACTTGTTCCTTTAGCGATAACTACTTCACTGATCACTGACGTTTGGCAACGAACGGTAAA
+TTCTTGGTTATGTGATTGTCCCGTTGTATCAATTACTTCGTAAGTAGGAAGAGGGATCTTTCTTCCTTGT
+AAAAATTCTTGCAGGCGAGTTTTAGGGTCTTTTTGTTCATTACCCGGTTTAATCACCATCAAGCGTCTTT
+CAAACCAACTTAAGATAAGTGCTTTACAACACTCGATATTTGAATCTAAATATACAGCACCAATAATGGC
+TTCAATCGCATCTTCTAATATAGATTCACGATGATGACCGCCACTTTTTAATTCACCTGGCCCTAATATT
+AAGCACTCACCCAAGTTAAAGTCTCGTGCAACTTCAGCTAACGTTACCCCTTTAACTAGGCTAGAACGCA
+TGCGAGTAAGATCGCCTTCGTCATGCTTTGGAAATTTATCATAAAGCGCTTCAGCAATAACAAAACCTAA
+AATAGAGTCCCCGAGGAACTCTAGTCTTTCATTATGAGCGCCCTTGGCACTTCGATGTGTAAGTGCTTGC
+ACCAATAATAATGGTTCATTAAATTCATAACCAAGCTTTTTGGTTAATCTAGCAAGATTGTGAGGGTTAA
+TTTTCACGATGTAACTCTTTATGCCATGTAAAATAAATAGCCATGTTAAATAATTGCGCCGATGCGATCA
+AAACGTACACCTGATGGTAACCATTGAGGTAAAATACTGTCTTCGCTTCTATCGAAGTCGAAACTCATCC
+AAATAGCAACAGCCTCACCGACAAGATTTTCTTCAGGAACAAAGCCCCAAAAACGTCCGTCTAAAGAGTT
+ATCACGATTATCACCCATAACAAAATAATGCTTAGCTGGTACCAAAAATTCATCCGCGGCAGTACCTGTT
+TGCGGGAAGTAGTGAGCTACCCGAGGTAAGGTTTGGCTATCATTTAAAACTTGATGGCTTTTATTTAACA
+TCTTAGATTCGAATTCATTCATACCAAGTTCAGCATCTGGCCCTACATATTTACCAACAAGATTTTGTTG
+TATTTGCTCAAAATCGGGGCATTTAGTATCAGACTCTTGACAAGCTCGCTTGATATAAAGTGATTTATTT
+CGGTAAATAATTCGATCACCTGGCAAACCTATTACACGCTTAATAAAATCGACTTTTGGATCTTGTGGAT
+ACTTAAAAACAACAACATCACCGTGTTCAGGTAAGCCGTTTTCAATAAACTTATGTCTTAGCACTGGATC
+TTTTAAGCCATAATTGAATTTATTCACCAGAATAAAATCACCATCAAGTAATGTTGGCATCATTGAGCCT
+GATGGTATTTGAAAGGGTTCGTACAAAAATGAGCGTAGAATTAAAACAAACGCGATCACTGGAAAAATTT
+GCACCGCAGTATCTACTAAAGGCGACGGCTCTGTTAACGTTGCTAGTGCTTGTGGTGTTAATTCGGCTGC
+ACACAACTCTTTTGCTGATAATTGTGCGGCACTAGCTTTCAATTTTCGCTGTGGTGCTAAATAAAACTTA
+TCAGTAAACCAAACGATTCCAGTTAATACGGTAATTATCACTAAGATAATGGAAAAATAAACGGCCATAC
+ACTTCCTATTTTAAAGTCCTATTAGGCTAAATCCTATTAGGGAAGTTTTAGCGACAAGTATTTATTTACT
+GTCGCTACTTTAGAAATTAACTTAACGGCTTAAACTAACTATCAAGTTTAAGAACGGCTAAAAATGCTTC
+TTGTGGTACTTCAACATTACCCACTTGTTTCATACGTTTTTTACCATCTTTTTGCTTTTGTAGAAGCTTC
+TTCTTACGACTAATATCACCACCGTAACATTTAGCGGTAACGTTTTTACGTAGTTGCTTCACGGTAGTAC
+GCGCTATAACATTATTACCAATAGCGGCTTGTATAGCGATATCAAACATTTGACGATGTATCAGCTCTTT
+AAGCTTATCTACCAGTAATCGTCCACGTGCCACTGAGTTTGCTCTATGAGTAATCATAGCTAAGGCATCA
+ACGCGATCGCCATTAATCATGACATCCACTCGAACCATGTCTGCCGCTTCAAAGCGGATAAAATGATAAT
+CTAATGAAGCATAACCTCGACTTGTTGATTTAAGCTTATCAAAAAAGTCCATTACCACTTCAGCCATAGG
+AAGCTCATAAGTAACAGCAACTTGGTTTCCGTGATAAATTAAATCTTTTTGCACTCCGCGTTTTTCAATA
+CACAAGGTAATGACATTGCCTAAATATTCTTGAGGTACTAAAATATTCGCTTGAACGATGGGTTCTCGAA
+TCTCCTCAATATTATTAATTGCAGGAAGATCGGCAGGGTTATCAATAGAAATAACATCACCGTTAGTAGA
+AGCTATTTCATAGTTTACTGTTGGCGCTGTGGTAATTAAATCTAGATCATATTCACGAGCTAGGCGCTCT
+TGAATAATTTCCATGTGCAACATGCCAAGAAATCCAATACGGAAACCAAAACCTAGTGCAGAAGAATTTT
+CTGGTTCAAAAAATAAAGACGCATCATTTAAGCTTAATTTGTTAAGCGCATCTCTGAAGTTTTCATAATC
+ATCTGAACTTATTGGGAAAATACCAGCATAAACCTGTGGTTGCGCTTTTTTGAAGCCAGGTAAAGCATTT
+GCTGTTTCTTTCTTACTGATAGTGATGGTATCACCTACTGGCGCACCATGAATTTCTTTAATACCAGCAA
+TGATAAAACCAACTTCGCCAGCTCTTAATACTCCAGTATCTGTTTGTTTTGGTGTAAATATACCGACTTT
+ATCAATTTGGTGAACTTGTCCAGTAGACATCACCAACATTTTATCACCTTTTTTAACTTCACCATTGATA
+ACACGAACAAGTGAAACAACACCTTGGTAATTATCAAACCATGAGTCAACAATTAGCGCTTGTAGTGGCG
+CATCTATTTGACCTGCAGGAGAAGGAATATTTTTGACAATAGTTTCTAAAACATCTTCAATGCCGATACC
+AGTTTTAGCTGAACAAGTTACAGCATCTGTAGCATCAATACCTATGATGTGTTCAATTTCTTCACATACG
+CGCTCTGGATCAGCTTGAGGTAAATCAATTTTATTCAAAATTGGTAAAACCTCTAAATCCATTTCAAGTG
+CGGTATAACAGTTAGCAACCGTTTGTGCTTCAACGCCTTGTCCGGCATCAACAACGAGTAATGCACCTTC
+ACAAGAAGCTAATGAACGTGATACTTCATAAGAAAAATCAACATGTCCAGGCGTGTCGATAAAGTTTAGC
+TGGTAAATTTCACCATCTTTCGCTTTATAATCTAAGGTAACACTCTGCGCTTTAATTGTGATGCCACGCT
+CTCGTTCAATATCCATTGAATCAAGCACTTGCGCTTCCATTTCACGTGCTTGTAAACCACCGCAATGTTG
+AATTAAACGGTCAGAAAGTGTTGATTTACCATGATCGATGTGGGCAATAATTGAGAAGTTTCGAATATTT
+TTCATAAAAGGCAGTCAAATAAAAAGCGTTAAAATAATATTATGGCGTGATTTTAACGAATTTACTGCCT
+TGGGGCTATCTTTTGTTCAGATATCTTTTGTTTCAAGCCGTAACAGGCTAATACCAGTTACCATTCAAAG
+TGCAGGATTTCAGTGGGAATTAAAATGATTATAGGCAAGGGAAATAATTTAAACATATTTATTCTATGGT
+TTGATTATTTAACTATGTTTGGTGAAGGGAGTACTTCAATAATTTTCGGTTGTAAATTTTCACTTTGTTT
+ACCCTGTTTTTGCTGAAATTTAGCAAACCGGTACCCTAAATATCCTCCAATAAGACCAAGCCCTAAAGCA
+AATAATTCATGGGGTAATATTTGTTGTTTTAACAACCATTGCCCTAAAGCGGAAAAAGTAATTAGACCAA
+GTAAAGGTAATAAATAAACTTGACCAGCACTCGATAAAATATGTTTTTCAGGTAAGGCTAAAACAACGCA
+ATCGCCTTCCTTCAATGGTACTCCCGTGACACTGATATCATAGGGCAAGGTTAGGGTAAGTTTAGCTTGT
+GGCAATGCTTTAGCAATTTGCCCACTACCACAAGTATCAACTTGCGCACAACCACTGCAAGTAGATTTTA
+TTTGGCTGGTAACGGTAACTTGCCCTGCTTCGATAGCGACAACATTAGCCAATTCTTTAATCATCTTGCT
+GTTCTCCTTTCGAGCCCTGAGCATTGTTATTTACATTATCAATCACAGCTGGGGCGATTGATTCAGCAAT
+TTTTTTGGCCGTTGCTAATGGGATATTACCAACAATGCCAACTTCTATCCCTTGCAGAATATGATTAAAA
+ACTATTGTGGCACCATCGCTGGCATATTCAGGCGCTCTAAATTTTTCTTGGCTAGGATTAACATAAACAG
+ATACCTCAACTAGACCATCGGAAAATAGCATAAATTCAACCGCTTTTTCATTACCTTGATTATGACTATT
+TAATCTATGTTGATTAGACTTTACCACTGAAAACCCTTGAGGTAGCCAGTCAACTTGCCATGAGAGTGCC
+TTATTTTGTTGTTGTGTTAATTCAACAACCTTTGGTAATTCCGTTAACTGAAACTGTTCTAGGTTATCTG
+TTAATTGCTCATTGACTTCGATATGAGTAAATTGAATTTGCTCTAGTAATTGCCCTTGACGTGTCAGTAC
+CGCCATTTTTAACAACAACCCGGTTTTCTGATCAAGCCAAAGCCAATAACTAAAACGATATTTATCTTTT
+GATACGATGCGAACAAGTTGAGCCACACGCCCTAAAATCCGGCTACGTCCAACAGAAATAAAACGATAAC
+TCTCTTCTAGTTCACTGATATTACCACGAAAAATGCTTGGAATTGGGCTTCTAACATCACTAGAAATTAT
+GGAGTATGGTTCTTGCTCAGGTTCGATATAACTAACAATCTTACCTTGTCGTAAAACATCACGGCGAGGA
+CCATTGAGTCGAGTAAATATTTCTAATTCTTGCTCATTATCACCAATACCATGCAACCAATGATAGGGCT
+CTGCTTGGTTATTTTTAACAACAACAAATGAAGTAGAAAAATTGAGTTGACGAAGTGAATTGGAGAGTCG
+CTCTAGGGAAAATTTCGCAGACTCTGTATCAGCAGTTATTGCTGATACATTAAAGCTTAACAGCAATAAT
+AAAAATGCCGATAGTTTCATATATTCTCAAAAAATGATGGCTGAAAGTAAAATTATACCAACTAGTATTA
+TCAACTAATTCAGCCAATCAAGCTATTTTATATTGCTGCCTAATTTAACTTGTTGATTATGATCTTTCAA
+AAGTGCTTGTAAGCGGCGCTGTTGCGCAATTCTATCAGAAGCTAATTGTTCATTCATTGCTTGCTGAGTT
+TGTTGCTTACTTTGTTGACTTTGCTGAGTTTGACTAGATTGGACATTGAAGCTAACAGGGTTTGCATAAC
+CTGATAAAGGTACAGTTTGTACAACCTGACTTGGCGTAACAATGGAATTGTCAGTCACATTATTTTGAAC
+ACCTACAATCATTAAAGCAGCAGCAGAAGCGGCTATGGCAACCTGGCCCATCGGCTTAATCAAACTAGAA
+ATTTTTGCTTTAAAACGATTTGTTGCATCTACTACACTGTTAGTCTGTTGAGCTGCTGAATGATTATTGA
+TAGAAACATTTTCATCAGTAGCTAGATGGCTATTTTTTCCAGAGGTTTTCATAGAGGAATTGGGCGATAA
+AATAGTTGCCTCTTGCGCAATCGCAGCAGAAATAGTTTCACTTAAATCTAGTTGCAACGATTGTGGCACT
+TCATCGCGTAATACATCACCGATTAAATGATAATTTTGCCACGTACTTGATAAGTGTTCATCCTTGAGCA
+TGTTATCAACTAAATGCGCACTGATACTATCATCTGTTGATGGAGAGTAATTATCGACTAATGAAGATAT
+TGACTCTGTTTTAATTTCACTCATATTTTACCTTAAAAACACTTAGTTAAATTCTGCTTTGACAAATGAC
+TTAATTATTTTTCTGCAACAAGGGTCTAATCTTCTTGTCGATAGCATCACGTGCTCTAAAAATACGTGAG
+CGCACTGTGCCTACGGGACACTCCATTATCGTCGCAATTTCTTCGTAGCTTAAACCCTCAATTTCTCGAA
+AGTTAATTGCTAAGCGCAGATCATCAGGGAGTGACTCCATGGTGCTAAAAATTACTTTTTTAATTTCAGC
+TGTTAGTAATATTTTTTCTGGTGAAGCATTTTCTCTTAGCGCATCACCAGTATCATAAAGTTCAGCATCA
+CTAATTTCGACATCATTACTTGGTGGCTTACGACCTAATGCTACACTGTGATTTTTGGCACAGTTAACAG
+CAATACGATATAGCCAAGTATAAAAAGCACTATCGCCTCTAAAGTTAGGTAATGCTCGATATGCCTTAAT
+AAAGGCTTCTTGGACAATATCAGGTACATCGCTATGATTTTTAACATAACGACTGACTAAATTTGCAACT
+TTATGCTGATATTTAGTAACCAACAGATTAAACGCATTTTTATCGCCACGCTGAACCCGCTCAACTAACT
+GTTGATCTATATTTGGTTCGCTCTTTTGAGCCGTATCCTTTAACACTGACAATTGATTTGTACTCATATT
+TTCCATTGGCTCATAACAAACGCATAAAATAAGACTAACGTTTTTCAAAAAAGTTCTATTTATTTCAATC
+TTTTTTAATAATTAGAATTATTGGCTTGTCAGCAATGACATTATTAATTACCAGACTATACCCATGCTAC
+CTCAAGATGCGGGTTTCAGGATTACAGAGCAACTCTTGATCAAGGCGTATCTTTTTATTAATGGTCGCTC
+CCTTAATAATAGATACAACGATGAGCATGATTTCCTCTGTAGCCCCCGCAGGGCAAGTTTAAAAGGCGTA
+TAATCCGCGTTATTTATTTTGACAATAGAATAACTATTCCCTTCAATCAATACCTTGCCTATAAGCCTTT
+TAATTCTCGCTGAATCCTGCATATTGAGATAGCATGGGTATATAATTAAACGTTAATTAAACGCTATTAT
+CTGGCGACTTATACCCATGTATTATAGAATACCTGAAAATCCCTTACTTATATATTCGCTTTTATAGCTG
+AACTTAATCAAAAAGTATGACTCAACAAAACAATTGTGATGTTTTAATCATTGGCAGTGGCGCCGCAGGT
+TTAACTTTGGCACTCCATTTAGCTCAAAATGCCGATGTCGTCATTTTAAGTAAAGGTCCATTAAACGAAG
+GTTCCACCTTTTATGCTCAAGGTGGGATTGCGGCGGTATTTGATGAAAACGATAGTGTTGCTTCCCACGT
+TGAAGACACCATCGTTGCTGGTGCAGGTCTGTGTGATGAAGATACGGTTCGATTTACCACTGAAAATGCT
+AAGTCTTGTTTAGAGTGGTTGATAGACCAAGGCGTTGAATTTGATAAAGAACAAAGTAGTAAGGGCGAGT
+CACGTTATCATTTAACTCGTGAGGGCGGACATAGTCATCGAAGAATTTTGCATTCAGCGGATGCTACTGG
+CCAAGCAATTCAGACCACTTTAGCCGATCAAGTAAGACAACATTCACGTATTAGAATCTTTGAACGTTTC
+AATGCCATTGATCTTATTTGCCAAGCTAGTACTACTGGTAACCAACCCAAACAATGTATTGGTGCCTATA
+TTTGGAATAGAAATACCGAGAAAGTTGAAAGTATTTACGCACAAAAAACTATTTTAGCCACAGGCGGTGC
+GAGTAAAGTTTATCAATATACTTCAAATCCCGATGTCGCGAGCGGTGATGGTATTGCGATGGCATGGCGA
+GCAGGCTGTCGCGTTGCGAATATGGAATTTAATCAATTTCATCCTACCTGCTTATTTCACCCTTCTGCTG
+GAACTTTTTTACTTACCGAGGCACTTCGCGGTGAAGGCGCTAAATTAAGACGTCCTGATGGCAGCCGTTT
+TATGCCTGCTTTTGATGAGCGCGCTGAATTAGCACCCCGTGATATAGTTGCGCGAGCGATTGATTATGAA
+ATGAAACGTTTAGGTGCAGATTGTATGTATCTAGATATCAGTCATAAACCCAGTGATTTTATCAAACAAC
+ATTTCCCAACCATTTATGAAAAAACTATGTCCCTTGGCATAGATATCACTAAGCAACCCATTCCTATTGT
+TCCGGCCGCACATTATACCTGTGGTGGAGTAATGGTTGATCATCAAGGTAAAACAGATATTAGCCAACTT
+TATGCTATTGGCGAAATGTCATATACAGGCTTGCATGGTGCAAACCGTTTAGCGAGTAACTCGCTACTTG
+AATGTCTTGTTTTTGCCCGCGCTGCTGCCATAGAGATTGGTGAAACCTTAGTACAAAGTAATCACTATTT
+AACCCTACCTCATTGGGATGATAGTCGTGTAACAGACTCAGATGAAGAAGTTGTCATTCAACACAACTGG
+CACGAGCTTAGATTATTTATGTGGGATTATGTAGGTATTGTACGTACTACCAAACGTCTAGAGCGCGCAT
+TACATCGTGTTGAATTACTTCAACAAGAAATTGAAGATTATTATCAAAACTTTAAAGTAAGTAATAATTT
+ACTTGAGTTAAGAAACTTGGTGCAGGTGGCAGAGCTTATAATAAGGTGTGCCATGGAACGTAAAGAAAGC
+AGGGGTCTACATTACACTTTAGATTATCCTGACTTATTAACAACAGCTAAACCAACAATACTTTCGCCAG
+TATAATAAAAATCACTTAACTCAAAACCGCAGAGCTATTTTAATTGGTTGATCACTCTGGCTAAGCGAGA
+AAAATCTTGCTCATGTAAGCTATCCCTAAATATGAAAAACTGTTTAGGGTATCCTTTACTAAGACTACTA
+TGTTGGTCAGATGCACTGTTATTTGGCATAAGAACTAACCAACAGCCAATAAAACTGAGCCTACTTTCAG
+CTAATAGTTGATAACTTACTTTCTCGTTATCAAGCACAATCCCCCCCGTATTAGTCAAGATGAGTGAGCT
+GGTAATAGGCTTGTTATCACTAATTGATAAGAATAAGCTAAGTGATATAAGGCTGAAAACCGCAAGCACT
+AAAGCTAAATTATAATGAAAGGTAAAGCTAACAAGAATAACTAAGCAAGTTAATATTCCTATAAAGCTAT
+AAACTGCTAGCTTGTAACGGGAACTTCTTACATTTATATTATACTTTGACGCGTTTGAGTATAAGTTGGA
+CCATTGCGTTGAGCTCTGTATCTTCACAAACTTCATGTCCCATAAACCATGCAAATAATTCAGGATCTTG
+ACCGGTAAGTAAACGTTCAAAGGTAAACTGATCTTTCGTTGATAACTCATCATATGCTTCATCAACAAAA
+GGAATAAACAACACATCTAACTCTAACATACCGCGACGACAGGCCCATTTTAAACGAGCTTTATTGACTT
+TTAAAAGATTAGTCGAGTTTTCATTATTTGTCACTGTAGTGCTTGAAGCTTCGTTACCAGACATAAGTAC
+CCTTTCTTGATTAACACAATTGATTAGCCTCCATATTGTAACAATAACTCACATGGCACAGCTATTAAAA
+ATGCTAATTATCATTAATAAAAACTGTCCTCGAGTTGTTTTTGCTATTTTCGCCCCTATTCTATAGTTAA
+CCTTTAATATATAAGCATAGCTAACCCCGCGCTTTCTCATAGAGTTCATTATGACAATTACCACCAGCAA
+ACAATTACCATCTCTAGCACAACTACCAGAGACATACCTTATTGAACTTAGTGAATTTGGGGCAATTTCT
+TTATCTGGTGAAGAGCAAAGTAAATATTTACAAGGGCAAGTAACATGTGATGTTAATAGCATAACTGAGT
+CAAACTTACTTGTAGGGGCTCACTGTGATGCAAAAGGAAAAGTATTTTCTGTTTTCCGATTAATTAATCG
+CTCATCTGCTCACCTATTATTACAACCAACTGCTAGCATTGAAGGTTCACTTAAAGAACTGAAAAAGTTT
+GGTGTTTTCGCTAAAGTTACTATCGATATTGCTGAAGAACTCGGCTTTATAGCTTTAATTGGCAAACAAG
+CAAGTTCCCTAATACAGCAAGAGTTCTCTCAAGTTCCTGATAGCTTAACGCCAGTAGTGCAAATTGGTTC
+AACTAGTTTAGTCTATCTTTCTGGTGAACAACCGCGTTATATCATTATTGATGACAAAGCCACTATCACA
+GCAATCACTGAAAAATTAGCACTACCTACTTATTCACAATCAGTATGGAATTTATTAGAAATAACCCAAG
+GTTTTCCTATTTTAACAGCAAATACTAGTGGTCATTACGTACCTCAAATGCTTAATTTACAAGCGATTAA
+TGGCATAAGTTTCACTAAAGGTTGCTATTTAGGACAAGAAACTGTCGCTAGAATGCAATATTTAGGAAAA
+AACAAACGTGCATTATTTTGCTTAAACTCTCAACTTGAGCAACCTTTTCAATCGGATGATGTTATTGAAA
+AGCAATTAGGTGAAAACTGGCGAAAAGCTGGCGATATTCTCGCCCATTATCAAGCTGATGATGGTAGTTG
+TGTCATTCAAGCGATATTAGCGAATGATGGTGACTTGCCTATACTGCGCATTGCTTCTCAAGCTGACTCC
+GTAGTAACAAATCAAACATTACCTTATACCCTTATAGCTGAATAACTCTTACAGCTGAATAAACTCAAAT
+TTTAAAAAAATTAGGATGAAACATGAAAATAGCTAAAAATAATGTCGTTGTTATGCACTATGCAGTATCT
+GACAGTGAAGGCACTTTAATTGATAGCTCTTACGAAGATAAACCAATGGCTATTATCCAAGGTAGTGGAT
+ATTTAATCCCTGGCTTAGATGATGCCCTTGTCGATCATCAAGCTGGTGATAAATTTGAAGTTGCTGTTGC
+TTGTGATCAAGCTTACGGCGAACGTCATGATGATTATGTACAAACGGTACCAAGGGAAGTACTTGCTGGT
+GTTGAAGATCTTGCTCTTGGTACCCAGCTACGTGCAACAACTGATGATGGTGAGCAAACGGTTATTGTTA
+TTGACGTGCAAGATGATGTTATTACTGTTGACGGTAATCATCCTCTTTCAGGCTTAGACTTAAGCTTTGA
+CGTTGAAGTTATCGAAGTACGTGAAGCCACTGCTGAAGAACTTGAACATGGCCATGTTCATAGTGAAGGT
+GGTTGTGGGCACGACCACGAATAAAGTTTTCTGATTAGTTTGTAACATGCTACAAACTATCGGACATAAA
+AAAACGTAACCTTACGTCTAAGGTTACGTTTTTTTTCGCTGAGTTTTTGCTAAATGTTATTAACAAAAAC
+TCGTGCTAATTATTCAGTTATGCTTTTTCTTTTTCTTTTACTTCTGATTTATCTTCTGCCACAACAGTTT
+TTGATAAAAACATATCGCGTAATTTAGTATCAACATCTTTAGCCATTTCAGGATGTTCATCTAAATATTT
+AGCAGCATTAGCTTTACCTTGACCAATTCTTTCACCATTACAGCTATACCAAGCACCTGCTTTCTCTACA
+AACTCATGCTTAACGCCTAATTCAATTAACTCACCTAAGTTGTTAATTCCTTCACCGTATAAAATTTGGA
+ATTCAGCTTGTTTAAACGGTGGCGCAATTTTGTTTTTAACGACTTTCACACGCGTTTCATTACCAACGAT
+TTCATCACCGTTTTTAACCGCGCCAATACGACGGATATCTAAACGTACAGAAGCGTAGAATTTTAACGCA
+TTACCACCGGTCGTCGTTTCTGGGCTACCAAACATAACACCAATTTTCATACGAATTTGGTTAATGAAGA
+TAAGCATAGTATTAGATTTTTTCAAATTACCGGTAAGTTTACGCATCGCTTGTGACAACATACGTGCTTG
+CAAGCCCATATGTGAATCACCCATATCGCCTTCAATTTCAGCTTTAGGTGTAAGCGCGGCAACAGAGTCA
+ACTACAATAACGTCGATAGCACCAGAGCGCGTTAACATATCAACAATTTCTAGAGCTTGTTCGCCGGTAT
+CAGGTTGAGAAATTAATAACTCATCAATGTTAACACCTAATTTTTCAGCATAAACAGGGTCAAGAGCATG
+CTCTGCATCGATAAAAGCACAAACTTTACCATTGCGTTGTGCTTCAGCAATAACTTCTAAAGTTAACGTG
+GTTTTACCGCTTGATTCAGGACCATAAATTTCAACAACTCGACCCATTGGTAAGCCGCCAGCACCTAAGG
+CGATATCTAAGCCTAATGAACCCGTAGAAATAGTTTCTACATCCATGGTGGTATTATCACCAAGCTTCAT
+TATTGAACCTTTACCGAATTGACGTTCAATTTGGGCTAAGGCTGCTGATAGTGCTTTTTCTTTATCGTCT
+TTCATAGATTACTCCGCGAGCAGTTGTGTTATTTCGTTTTGATGAGACAAGTATACTGTAAGTTCGTACA
+GTATCAAGTTTTATTACAACTTTTTTTATTTTAAATAAAAAAACAACTTAACGTTACTTTTAATCAATTG
+AAATATAAAGAATAAAAACATAACAATAACTTTTCACAATTCAAACGAAAAAAGTTACTTCTCTCTTTTA
+ATCCCGATAAATAACTTCGCTTACACAGTACTTTATCAATCATGAATATTACGATTTAATAGACAATACT
+AATGTGCTAATTTTTCACGTCCAATACTAACAATTTGCTCTGAAATCTTTTTGTTAACCCCTTTTACTAG
+TACCCAACTGTGCCAATATAATGTCTCTACTAATTCCTTACCAGGGCATAAACTTATTAATTGACCCGCG
+ATTAACTCTTGCTCTATTTGCAATTTGGGTATCAAGCAATAAGCAACGCCCTGCTTCGCTAACGGGATAA
+ACGCTTCTGATGAACGAACACTATGACAATAATACTCACTGGCTGCCAAGTTAAAGTGTCTTGCAATATA
+ACGTACGTGCATATCATCTTTATGATCATAACTTATCGCTGGCGCCATCTTTAATGAGTTTTGGTTTACC
+CCTTCCGGAAAGTATTTTTTAGCAAAAGCTTTACTGGCCACCAAACAATATTCCATCTCACCAAGCTTGA
+AAGAGCGATAACCTTTTAAGGGTTTTTCAATAGTGCTTACTGCGCCAATAGCTTGGCCGCTTCGTAACTT
+ATCTAAAGTTCTCTCTTCATGTTCAATAATTAAATTCAACTCAACTAAGTGATTTTTAAGTACTGGTGTA
+ATTGCATCAATAAACCAGGTAGCAATACTGTCTGCGTTAACCGCTAGTGAGATTTTCATCGGCTTAATTG
+GCTGATCTGGAGATAATAGTGGTACCAGCTCATGCTCAAGTTGTTTCACTTTTTTAAAATGACTTAGTAA
+TTGTTCACCTGCGGGTGTCGCGACGATAGGTTGATTACGAATAAGAACCGGTTGTCCAACATGCTCTTCT
+AACGCTTTAATGCGTTGAGATATTGCTGATTGTGAAATGAATAGTTTTTGTGCCGCCAACTCGAAGCTTT
+GTAGTTCGATAACTTCAGCCAGCGCAGCAAGCAGTTTATAGTCAAAATTTGCCATAATCCCACACAATCC
+TTCATAAGTTTTACTAATGATAGTTAATTATTATTAATTATATTTAAATGGAGGATTAATGCAAACTAGC
+GCTTATCAAATTTACAGACTATTTATCGAGTACCATTATGAGCTTATTAGTTTTAGCAAAAGGTTTTACC
+CTAACATTAAGTATGATCATACCTATTGGTACGCAAAACTCTATGTTAATCAATCAGGGCATTCATCAAA
+ATCATCATAAAATGACCGCCGCTCTTTTTGTTCTTTACGATGCTTTATTAATAAGTATGGGCGTACTTGG
+CGGTAGCATTTTACTGTCACATAACGCCACTTTATTCAATGTACTCACTTGGGGTGGTATCTTGTTTTTA
+AGTGTTTATGGCCTATTGTCGATGAAATCTGCATTTGTGCGAAGTAAGAATACTGCTGATACTATTTTGA
+AAAAGAAATCAGCAAAAATTATTTTTCTGACAACCTTGGCCGTTACTTTTTTAAATCCACATGCTTACAT
+TGACACCGTAATGGTTATTGGCAGTGTTGGCGGGCAATACTCAGATGAGGTAAAAGTGTATTTCCTTATT
+GGTTGTATTTTTGGTTCGTTAACTTGGTTTAGCTGTTTAGCATTTGGCGCAGCCAAACTTTCAAAACAAT
+TAAGCAAACCAAAAGTAAAAATGACGATAGATATAATTATTGCTTTAGTAATGTGGTTAATTGCTTGGTC
+GCTGTTTACTACATGGATGGCCAGATAATCCCAGTAGCACGGAATAATTATTAAAAAGTGAAGAAATGGT
+AATACTGCTTATGGCATAATCTAGGGAAATACCGCTAGGTATAAATATCCCTAGTATAAAGCTAGTAATA
+ACATAAGAGTTTTAGCATTTCATGACCACTGCCACAAAAGATCTTTCATCACACACCCCTATGATGCGCC
+AGTACTTAACTATTAAGGCTGAATTTCCACATACTTTGATCTTTTATCGCATGGGTGATTTTTATGAATT
+ATTTTTTGACGATGCCAAAAAAGCTTCTGACTTATTAGATATATCACTTACCGCTCGGGGTAAAACTGGC
+GGTAATGCTATTCCAATGGCGGGTGTGCCATATCATGCGGCTGAAAACTACTTAGCGAAGCTAGTCGCCC
+TAGGTGAATCGGTCGCTATTTGTGAGCAAATTGGCGATCCTGCCACGAGTAAAGGCCCAGTAGAGCGAAA
+AGTCGTACGTGTTATTACACCCGGTACTGTTAGTGATGAAGCACTGCTAGTCGACAGGCAAGACAATCTC
+ATTGTTGCCATCGTCGATAATCAATCCCCAAATGCAAAACTAAAAACAAGCTCAGCACCCGCTTTTGGTC
+TTGCTTATTTAGATATGGCCAGTGGTCGATTTGTACTCACTGAACCACAAACTGCTGAACAACTCCAAGC
+TGAACTTCAACGTTTATCTCCTGCAGAATTACTTTATAGTGAATCTCTACAAGACTTTAGTTTAATCGAG
+CAAAGAAAAGGTTTACGTCGTCGTCCAGAGTGGGAGTTTGATCTTGATACTGCCATTAGTTTATTGAATA
+AGCAGTTCGATACCAAAGAATTAACTGGTTTTGGTGTTGATGACAAGCCTTTAGGTCTGGCTGCTGCAGG
+TTGTTTATTTCAATACGTTAAAGATACTCAACGTACTGCCCTGCCTCATATTCGCGCCATTGTTTGTGAG
+TCTGCCAATAAAGGTGTGGTACTTGATGCAGCCACTAGACGAAATTTAGAACTGACCCAAAACTTACATG
+GCGGTTTAGATAATACCCTTGCTGCTATTTTAGATAAATCTTCCACACCAATGGGGTCTCGTTTACTTAA
+ACGCTGGTTACACTTTCCATTACGTGATTTAACGGTTCTTAATAACCGCCAAAATACGGTGAGTGATATC
+ATAGCATTAGATCTTATCGCGCCTATTCAGCCATTATTAAAAGGCTTGGGTGACATTGAACGTATTGTTT
+CTAGAATCGCCTTAGGCTCTGCAAGGCCTCGTGATTTTGCTCGTTTACGTCATGCTCTACAACAATTACC
+AGAGTTACAGAATGAGTTAAAAAGTGGATTAACAGAATCCCCTACTAACTACTTAGCCACTATTGCTCAG
+CAAAGCCAGCCAATGCCTCAACTAGAAGGCTTGCTAGTACATGCCATTGTTGAAAACCCACCCGTACTAA
+TACGTGATGGTGGTGTTATCGCACCAGGTTATAATAACGAGCTTGATGTACTACGCGATTTAAGTGATGG
+TGCGACTGAGTTTTTAGCGCAACTTGAACAACGTGAGAAAGAACGTACTGGCATCCACTCATTGAAAGTA
+GGTTATAACAGGGTTCATGGCTTTTTTATTGAAATGAGTCGTACCGCCGCCGTTGATGTACCTGATGATT
+ACATTCGCCGTCAAACATTAAAAAATAATGAACGTTTTATTACCGAAGAATTAAAGCAACATGAAGAGAA
+AGTACTTAGCGCTCAAAGTAAGTTTTTAGCCCTAGAGAAATCACTCTATCAAGAGTTATTCGATAAAGTA
+TTACCTGATTTAGCGCAACTGCAGCAATTAAGTCAAGCCATTGCTGAGCTCGATGTATTAACTACCTTCG
+CAGAACGTGCATTAGCGCTAAACTACGTAAAACCTAGCTTAGTTGAAGAACCAGGCATTAGTATTGATGC
+TGGTCGTCATGTTGTCGTTGAACAAATGACTAACGATGCCTTTATCGCCAACCCAGTGTTGTTAACAGAA
+CAGCGAAAGATGTTAATTATTACTGGTCCAAATATGGGCGGTAAATCTACCTATATGCGCCAAACGGCCT
+TAATAGTTTTACTTGCTCATATAGGTTGTTATGTGCCTGCTGACAACGCGACCATAGGTTTAGTTGATAG
+GATATTTACCCGAATTGGTGCTTCCGATGATTTAGCCAGTGGCCGCTCAACCTTCATGGTCGAAATGACT
+GAAACGGCAAACATTTTACACAACGCTACGGATAAAAGTTTAGTGCTGCTTGATGAGATTGGCCGTGGAA
+CTAGTACTTACGATGGCTTATCACTCGCTTGGGCTTGTGCTGAAATGTTAGCACTTAAAACCAAAGCTTT
+TACTTTATTCGCGACCCATTATTTTGAGCTGACTTTACTTGCCGGTCAAATTTCAACCTTAGCCAATGTG
+CACTTAGATGCCATGGAGCATGACGATAACATCGTCTTTATGCATGCAGTACAAGAAGGAGCGGCTAGCA
+AAAGTTTTGGTTTGCAGGTAGCACAGTTAGCAGGTGTACCAAAAACAGTGATCAAGCGTGCTAAACAAAG
+GTTAAGTGAATTAGAGCAACAGCAAACGCCAAGCATACTACCAGCACCTATACAAAATGATGCCTTTGAA
+CAGCTCAGTTTCGCCCCTGAAGAGCATTCAGTGGTAACAACACTTATTGATACCGATATTAATGAGCTAA
+GCCCGAGACAGGCACTAGACTTATTATTTAGCTTAAAAGAACAACTCTAAGCTAATTCACTAATGACCTA
+TTTTAGCTAGTTGAGTCTACAAACTCAGCTGGCTAAAGTTACAATAAGTAAACCGCTATCAAGTTTAATA
+AAGCCATTTTCATTAAGTTTGTGATCTTGTTGTACGTAGAGAAAGTAATTCAAGGCAAGGCGCTTGATTG
+AGTCATAGCTGGCTATTGGGATTGAGAGCAACGCGGCCTTGGAGTATTTTAACCTGGACAAGAGGGCAAT
+AATTTAATGAAATTGGTATAAACTACACGCTTAAAAAATATGGTCTTCAGAAACGAAAAAACCTCAGCAT
+GATTAGTGCTGAGGCTTTATCTTTTTATGGTGCCCCGACCCGGATTTGAACCAGGGACACGAGGATTTTC
+AATCCTCTGCTCTACCAACTGAGCTATCGGGGCATTCTTTATCGAGTCGAACTCTCTAAAGAGCGCGTAT
+AATATAGTTAAAAATTATCAGTGGCAACCGTTTTGTAAAAAATATTGTATTAAAAGTAAAATTTATTGAT
+AGTGGTTAATTAACATACCGTTAAGCGAGTTAAAACGGCTTAAATAACAGCACTAGTGGAATTAAAGCTC
+AAACTCACTAAAATCTAAATCAGTATCTGGTGTTGTCTGAGTTTTACTTGGAGGATCAAGTAACGATGGC
+TGCATATCAGCTTCATTTTCTTGTATGGCGATGATCAGTTTTTCCTTTGGTTTTTGCTGATTTTTCTTAC
+GCTTTTTTCGTTGAATGCAACGTTTTATGACTTTTTGTTTTTCATCGTTGTTAAAAGTTTTCCATTCTAG
+TCGTTCATCACGCGAGCGCATGCAACCTAGGCAATGACCTTTCTCATCCGACTGACAAATGCCGACACAG
+GGGCTAGGAACGTCAAAAAACTCTAATTGCATTTAACCTCCTCCCTAATACCTATTTTAGTAAGTTATTA
+CTCACTTATGCTGGTTAAAGTGCGCCAAGACCGCATTATTCTCAATAGTAATAGCTAGCTACTTTGCAAA
+TTTTGTCTTACCTTATTTTATTTTCACTACGCTCAACAAGATCACAAATATAATAAAAATGGTGTTGGAA
+TATCTAAAAAAAAAATAAAAAATATGCGCTGTAAGTTAAGTATAACTTATCAACGCATTTTTATAATAGC
+CAGTTAAAACTGGCTCTAAGATTTTTTAAAAGCTATGTTTACGCTAACTTATCACTAACAATATGATACT
+CAGGATCTTCAATGATATTAAGCTCAACTAACTTATCTGCCTTATGCAACAGTTCTTTACACTCTTTATT
+TAAGTGTTTCAAATGCATGTTTTTGTTACGCGATAAATAGCGCTCAGCCAGAGTATCAATTGCTTCAATA
+GCAGAGTGGTCAACAACACGTGCATTTTTGAACTCAACAATAACATCATCACTGTCGTCTTCTGGCGTAA
+ATTGCTCAAGGAAATTAGCAATTGAACCGAAAAATATTGGCCCATTCACTTCATATACTGTTGAGCCATC
+TTCATTAACGCTACGGTGAACCAGAATATGTTTAGCGTGTTCCCAAGCAAAAACTAGCGCTGATACGATA
+ACACCAACGATAACAGCAACAGCTAGATCTGAATAAACAGTGACACCTGAAACCAATATAATAACAAAAG
+CATCTGCTTTAGGTACTTTGCCTAAGATACGTAGACTTGACCACTCAAACGTACCAATAACCACAATAAA
+CATTACGCCAACTAATGCAGCTAGTGGTATCGCTTCAATTAAACCAGAAGCAAACAATATAAAACCTAAT
+AAGGCTAAAGCTGCAGTTATACCAGATGCTCTACCACGACCACCTGAGTTTACGTTGATCATAGACTGAC
+CGATCATCGCACAACCACCCATGCCGCCAAAGAAACCCGTAACTGTGTTAGCTGCACCTTGAGCAATACA
+CTCTTTATTACTGCGACCACGTGTCCCAGTTAATTCATCAATTAAAGTCAGTGTTAATAAAGATTCAATA
+AGACCAATTGCCGCAAGAACAAGCGCAAAAGGAAGAATAATTTTAAAGGTTTCGAATGAGAACGGAACTT
+GAGGAATCGAGAAAGTTGGTAAACCGCCAGCGATTGAAGCAACATCACCAACAAGTTTAGTATCAAGGCC
+AATACCAAAAACTAATAACGACACACCCACAATAGCCACTAAAGTAGAAGGTACTGCTTTAGTAAGTTTA
+GGGAAGAAGTGTATAATTGCCATTGTCAGAAGGATCAAACCTGCCATGGTAAATAATGGTGTACCTTGCA
+TCCATTCAAGTTCACCAGCAGCGTTAGTTACTTTAAATTGCCCTAACTGAGCTAAAAAGATAACAATCGC
+TAAACCATTAACAAAACCTAGCATTACAGGGTGCGGTACTAAGCGAATAAACTTACCTAATTTAAATATT
+CCCGCCAGAATTTGTATTACGCCCGTGAGCACCACAGTGGCAAATAGGTATTCAACACCATGAATGGCAA
+CTAAACTTACCATTACCACAGCCATGGCGCCCGTGGCACCAGAAATCATTCCAGGTCGACCACCAAAAAT
+AGCGGTAATTAAACCAACTATAAAAGCAGCATATAAACCAACTAAAGGCTCTACCCCGGCAACAAAAGCA
+AAAGCTACCGCTTCAGGTACAAGTGCTAACGCAACTGTTAGACCTGATAACACATCATTTTTCAAGTTAG
+ACACTTTACTGGCGTGTAATTCAAACATTTTTATCTCATTGGGTTTATCGCTAATAGTTAACTTTTCCGG
+TTAAATCATTGGCGAAGACGAATTGGCGAACATGATTCATTTATGTTTAATTAACGTTAAACATAGACAA
+AAACAAACAAGTTTTACGTGATTTTGAGGGGCGGGAATACTATAGAAATAAAGAGGAAAAGTCAATATTT
+GCTTACTTTTACAACACAAGTAAGCAAATAAATTTTACACTGACAATTAAATTAATTGTTAGCTGCTTCA
+CGTTGCTCTAAAAAAGCTTTTATTTCATCTCTAGAGCTTAAAATATGATGCTTTAATACCGCAACAGCTT
+CGTCAACATCGCCGGTTTTACAAAAAGCTAATAGCTGATTGTGTTCAGGTCCTGCTTTTGAAATGCCACC
+TGCCCACAATAAATGCATACGAATATATCTATCCGCATTTTTATTTAAGGTATTAACTAAATCTTGTGTT
+TGTGGACGATTAGCTGCCGAGTATAAACAATTATGATAGCGAGAGTTCAGCTCGCTCCAGGTATTTGCGG
+CATTTTCCTTACCAAGGGCTTTATCTAATTGGCCTAAAATCTCACTTGCCTCAGCTAGCTTTTCACTAGT
+TAATAGTGGTAACGATGCAGCTAATAAGTGCCCTTCAAGCATTGCTCGCAATTCAAAAAGCTCAACAACA
+TGCTTAGCGTTAAGTTCAGTTACTGTGGCGCCTTTATGTGGTTCAAAGACAACTAAGCCTTCTCCTTCAA
+GCTGCAATAAGGCTTCTCTTACCGGAATACGACTTACATTTAATTCGGTCGCTAACGCCGCTTGACGAAG
+TGATTCGCCAGCCTTCAACTCACCACTAAGAATTTTTTCTCTAAGTGTTTCAACCACTAACTGTGTTCTT
+GTTTTATATACTATAGTCATAAAGTTTTTCCGAACAATATTAGCAACTATTAAGGAGTCAGTAGTATAAC
+ACCATTAAAAATGTACTTTTACCGTTTAAATTATCTAAAAAAGGCAGAAATTTATCCGCCTTTTTACTAT
+GGTTAACTTGAATAAATATTATAGCTAGCGATTAACGGTAACTACTCAACTATCCAATAAGTTTCTTTCT
+TTTGACCATTGCGTAAATATTTAAAAGTAACTCTATCGCCTTTTTCAAAGGTAGCTAGATGCTTCTTAAT
+TTGAACCGCTGATGCCAAATCAATAATAGCACGACCGCCCACTTCCAGCAGTATGTCACCACCAAGTAAA
+ATAGGACTGCGACCAATGACAACACTAAGGTTACCACCTTTAAAGCCTAATTTATCTGCTAAAGTACCTG
+GTATAACATGCTGAATTAACATGCCGTGGCCTGCTGTATTGTTAATAGCATACGACTGTTTTTTATTAAG
+TAACAATGGAATAAAACCCGAGAATGTACCTGGGTCACTATCAATTATATGGCGTACGGTATCAACTGAA
+ACAACAAAACCTAAGCCATTGCTGCCACCACTTTTAGATAATATATGGCTAACAATACCAACAATTTCAC
+CATTGAGGTTAAACATTGGACCGCCAGAATTACCTTGGTTAATTGAAGCATCAGTTTGTAATAAACGTGG
+CACTAAGGTTCTGCCCGGTATTGCGTTACCGTCACGAATACCACTTAGATAGCCAACAGATAAACTGTGG
+CTAACACCAAAAGGTGCACCAATAATAATAACTTGTTCACCAATTTGATAATCGTTACTTTTAGCTAATT
+TTAATGGTTTAGCTGTGCTAGGAACTTCCCCAGCCTGAATCATCGCCAAATCAATAAGCGGCTCTACCCA
+AACAACATGACCGGTAGTTTTAGTGCCATCAGCAAATTCAACTTCAATTGCTGTTGCTTTATCAACAACA
+TGAGCTGCTGTTAAAATACGACCTTCGCTACTTACTAAAGCTCCTGACCCTAATGAATTTGCAGTTTTTG
+CTTTATATGCTACTTGACCAATTTTTGGATCAGCTAGTGATTGTACATGTAATTCAACCACTGAAGGGTT
+GACCTTCTTATATAGTGTTTGAATTGAATTTTCTTTGACTTGAAATGCTTGGATTGGTGTTCCACAGCCA
+CTTAAGAAGAAAATACTAAGAAATAGAAGAGCTCTGCTCATTGAAAAATCCGCCTATGATGAAATTGATA
+ACAGTGTAACTAAGTGTAATCTTTTTATCATTCTTTTTATGTACTTGAATAGATAAATAGTCGAGTTAAG
+ATGATATAGTAAAGGTGATTATATGTACCCAAGCCACTTGAAGCTGCGTGTTTCAGGACGCCTGAGTAAT
+TGATGATCAAGGCACCTCATTTCATTAATGGTTATCCCCTTAAAAAATGAGGCAACGAAGAGTATAAATT
+ACTCAGGTGTCCCCGTAGGGCTAGTTTAGAAACGCTTTATGCTACGTTATTGATTTCGACAAGAGAACAA
+CCCTTATCTTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAAACCTGCATCTTCATGTGG
+TTTGGGTATGAATAGGAACAGAACATGGAAATTATCGCCATACTGGCGTTACTGTCATTGGTTTGGTTGC
+TCTGGCAATTAGTTAAAGCAAAACGCTTTACTCGTTTTAAACAACAAATTGATTCAGAATTAAAAGATAA
+AGTCATTGCTAATATTATTGAAGAATTAGCATCAACTCGCTGTGAACAATTTCCTAATAATGATTGCCAT
+CAAACTGCAACATTAGCTTATTGGACTCAATATAAAAGCCGCATATTGCATGCGGCCTTAGCACGTGAAA
+TTATTGACCAACAATGGTTAATTGACAGCGGAAACTTACGTAACGCCCAACATTTATTTTTCATTGAACG
+TCAATATTTACCCTTACCAAGTCAAAGCGAAGCCTAATTCGGCAAACTAAAACTAAGCAAAAGGTTTAAC
+GGGTATATACCCGTTACCAATCAAGATGCAGGTTTCAGAGTGCTTGAGCTATTTCAATTCAAGGCGCTGT
+GATGAAATAATGGTTATTCCATTGTGAATCACAGCAACGATGAAGTGATGTTGCTCAAGCGCTTCTTCGA
+TGGGTTTTAAATGACTTTATACTGCGTCAAATAATCAAAGCATAGAATGACTATGCTTAAATAATTTTTC
+TTACCTAAAGTCATTTTAATTCCCACTGAAAATCTGCACTTTGAATGGTAACGGGTATAGTTAAGCCTTT
+TTAGCAAATTGTAAATCCCATACACCATGACCTAGGTTTTGACCACGATTTTCAAACTTCGTTAACGGAC
+GAGAATCTGGGCGTGGCACATAATCATTACTTTCAGACAAGTTGTTATAACCGGGTGCACTTTGCATATC
+TTCTAGCATACATTCTGCATAATTTTCCCAGTCTGTTGCCATATGGAATACACCACCAACTTTCAACTTT
+TGTCTGATCGTTTCGACAAACTCAGCTGAAACTATTCGGCGCTTATGATGCTTTTTCTTGTGCCAAGGAT
+CTGGAAAGAACAACTGAACGGTTGTTAGGGTATCGTCAGGTATACAGTCTGCTAAAATCTCGATAGCATC
+ATGTTCACAAACTTTTAAATTACTAACGCTTTCTTCAACCGCTGATGAAATGCACGCACCAACACCAGGT
+TTGTGAACTTCAATACCAATAAAGTTTAGCTCTGGTGCTGCTTTAGCCATTTCGACTAAAGATTTACCCA
+TACCAAAACCAATCTCTAAAACCACAGGGTTTTCATTGGCAAATAATGTTGGAGCATCTATAACGCCATC
+ACTATGGTTTAAACCCATAGTTTGCCAATGATCGTTAATCGCACGTTCTTGATTGTTAGTTAACCGGCCT
+TCGCGTTTAACAAAGCTACGTACTTTACGAATGTACTTACCTTCTTGTTCGGCTTGTTCTATGGTTTTAT
+GTGTTTTTTCGTTTTTTTCAGTCATAAGTTTTCTTTATTAAAAAAGTTAGTTCGTTATTCTAAATAAATG
+GCATTTTAGACAAAGCCGTCAAGTTATTCAGTGCCTGCGCTTATGGAACATAAGTAATGGTAATGAATAG
+CGCCGACAATGCCGTATAAAAATCATTTATGACGAATAAAACTATTCAGCCCACCAAACATCGTATAGGT
+CGCTTACCGCTACTGAAGTTGCTCCATTATCAGTCAACCATTTTTCAACAGTGCTGCGATTCTCATCAGT
+ACATGAACCTAGTTTTTGAGTGCAAATAAGACCATGCCATAAAGTATCACCTTCACCACCAAAACCTAAG
+CCATTTGGTTGGATAGCCTCTGCAAAAAACTTATTAATGAAAGCATCAAGTTCTTCACCATTTATGCCAT
+CTTTTAATTTCCAAGCAACATCGAAGCCTAATTCCTGAAACTCATCAACACGTAATTTTTTACGAATACG
+GGTACTACGGTTTTTTGCGTTCATTTTCATTATAAAGCCTTATATTTTTCTTAATGCTAAGTTGGAACTA
+AGCTGAGCGAATTTTAAAGGCGACATTATATACTCGTTAACATCAAGATGCGAATTTGCCTATTTGAGCT
+CAACACATTATTTAGTTACACTGCGCGCTATGAATAATCCTATAGTAATATCAGCCAAATCGGCTGAACA
+ATTTGGCCAGCAAGTCGTAAGCTGGTATCACCTACAAGGTAGAAAGCACTTACCTTGGCAACAAGATAAA
+ACCCCATATAGAGTGTGGATTTCAGAGATAATGTTACAACAAACACAAGTTGCGACAGTTATCCCTTACT
+ATCAACGTTTTATGGAAAGTTTTCCGACAATTACCGACTTAGCCAATGCTGATGAAGATGTGGTTTTACA
+TCATTGGACTGGTTTAGGCTATTATGCTCGAGCTCGTAATTTACATAAATCAGCTAAAATCATGCTCAAT
+GACTATGATGGCCATTTTCCCATTGAAATTGAGCAAGTTATCGCTTTACCTGGCATAGGTCGCTCGACCG
+CTGGCGCTATTTTAAGTTTATCGTTAAAACAATATCATCCTATTTTAGACGGTAATGTAAAACGGGTGCT
+GGCACGAAGTTACCTTGTTGAAGGTTATAATGGCTTAAGTAAATTCGATAAAGCGTTATGGCAATTAAGT
+GAGAAATTAACGCCTGCCATTGAAACCGATAGTTTTAATCAAGCGATGATGGATCTTGGGGCAACTGTGT
+GTACTCGTAGTAAACCAAGCTGTGATATATGCCCCGTTGAGCAAAGTTGCCTAGCCAAAGCGGGTGATCA
+GCAAATGAATTTTCCTCAGAAAAAACCTAAGAAAAAAATTCCTGAAAAACAAACAATCATGGTGATCCCA
+AGATTGAAAAACGAAAACTGCGATAAAGTTTTAATGGAAAAGCGTCCTCCTGTTGGTATTTGGGGCGGCT
+TATGGTGTTTTCATGAGGTTGATGAGCTAAGCGAAATTAATGACTTAATGACGAGTTTGTCACTTAAGGA
+AATTTCATCACAAACCCTAACTGAGTTTAGGCACACTTTCAGTCATTTTCATTTAGATATTACTCCCGTG
+GTAGTAGACTGCCAGCAACTTGAAGTTTCAAAAATAAACGAACCTAATCAGCAAAAGTGGTATGATTTAC
+ACCAAGGATTGAGTGTCGGCCTAGCGGCTTCCACACAAAAACTACTTACTTTGCTTAGAGACTGTTAATC
+TTTGATGTTTATATCTGTTCAAATTAAATAATCAGTAAAGTTCAACAGCCGTACTAATTAACTACTACCT
+ACCTAATAAAGAGAAGAGAATCCATTATGAGTCGCACAGTATTTTGTCAAAACCTAAACAAAGAAGCCGA
+AGGTTTAGGTTTCCAACTTTATCCCGGCGAAATAGGTAAACGCATTTTTGATAACATTTCTAAAGAAGCT
+TGGACTATCTGGCAAAAAAAACAAACCATGCTAATAAATGAAAAAAAAATGAATATGATGAATGTTGATG
+ACCGTGCTTTTTTAGAAGCAGCTATGGTTGCTTACCTATTTGAAGGTAAAGAACCAGAAATTGAAGGTTA
+TGTGCCGCCAAGCAAATAATCACAATTAACAGCTACACAATTTTTGACTGTTTATTTTATAGCTCGTTAA
+TGCTTATAAAAGGTGCATGAAAAACAAACTTGCTGTAAAAAACAGCAAACAAACACTTTTTATAAAAAAC
+TTAGTAGAAAACAGTTGACGGGGTAAAGGAAAAACAGTTTAATACGCCCCGTCTTAACGAGGTAGCGAAT
+TACAGCCAAGTTAAACATGTTGTGCCCCGATAGCTCAGTTGGTAGAGCAGAGGATTGAAAATCCTCGTGT
+CCCTGGTTCAAATCCGGGTCGGGGCACCATTTACAGAAGTGGTGCTCAATAGAAATATTAAGTAATACTT
+CGGTGCCAAAAGTATTTAAGTTGTTTAGATTAAGCTTAGATATTGCACACAGCTTTGTGTGCCGACTTAG
+CTCAGTTGGTAGAGCAACTGACTTGTAATCAGTAGGTCGCCAGTTCGATTCCGGCAGTCGGCACCATTTA
+TTCTCTTCGGAGAAGAAACGAAACCTTAACAGTAATGTTAAGGTTTTTTTTCGTCTGGAGTTTATCAGCT
+ATGCTACTAATTGAGTCAATGACTCATTAACTTGCAGCAGTTCGATTCAGGTAATCGACACCATTTATTC
+TCTTCGTTTCGCCTGAAGTTTACCAGGTACAGAAAGATCTCTTTATTAATTCAACTTATACATTAGCAAT
+AACCAGCATAACGATAATTATTAGTTATACTTATTTAAGTTTTCCAGTAAAATATTTTAGGTGAATTAAT
+GAAAAGTCTCATCACTGTTTTATTCACATTACTATTAACTGCCTGTAGTAGTGAGCCAACTACTAAGTTT
+GATTATAACGAAAAAACTAACTTTTCATTATTCAAAAGCTTTCAATTTGTTAAACAAATATCTCCAGATC
+TTGATGCAAATCCAGTGATGGATAATCGTATTAAGCAAGCTATTGAGAGTGCTTTAGTGCGGCAACTATT
+ACTTCCTCAAGCTGAGTTCGCCGACTTGCAAATAGAATTTCATTTTTCTCAACAGGAAAAAGCTAATAAC
+TCCTCTTTTAGCATTGGATTAGGTGGGGCCAAAATTGGCGGTAGTGGCGCTGCTAGTGTCGGTGTAAGTA
+CCAGCATTCCTATCGACAGTGATGCCACCATAATTACTAAAATTTTTGTAGATATTAGCCATGATGGTGA
+AGCTATTTGGCACGGTACTGATGTTTATGAAGGTAAAGGTGATATGCCATTCCAAGAAAAAGAGTTAGCG
+ATTACCACAACAGTTAATCGCTTGTTATCCAACTTTCCGCCTAAGAAAATACAGGAATAACACTCACTCC
+TTGAAAATCATACGCTTAACATAAGAACGACTAATTATTCCTAGTAATTAAAAAGTACCGATGATAAATA
+ACTACGCCATTAACTATCTCACCACCATTAAGTAACTGTCTGTGGATAAATTGAAAAACGCTATGTTTTT
+ACAAGTGGCATTAAATTATCACTAAAGCTTAATAATATTTTCAACTTTACTTAAGCAGATGATGATCTCA
+CACATGCCAAAAGTGCTAGCGGAGTAACATAATACGGTTAATAAGAGAAAGTAAGGGTCTCACATGGAAA
+AAGTAGTACTCATCACTGGCGCGAGTTCAGGTATAGGTAGGATCACAGCAATTTTATTGGCTCAACATGG
+CTACATTGTTTATGCCGGCACTAGAGATCCGTCAAAATTTACTATTAAGCTTGATAACTTACATGTGATA
+GCACTTGATATCACTGACAATAAAAGCATCAAACACACTATTGACGCTATACAAGCTGAACAAGGCCGAG
+TTGACGTACTTATCAATAATGCAGGTTATGCTTTGGTATCAACGGTTGAAGAAGCCAGTGAAGAAGAGAT
+GTTCAATCAATTTAATATTAATGTTTTTAGCATCCTTCGATTATGCAAAGCCGTTACCCCCTTAATGAGA
+ATGAATAGTCATGGTGTCATCATCAATATTAGCTCTTTTCTGGGAAAAATAGGCTTGCCGCTTTTCACTT
+TTTATAACGCCAGCAAATATGCTGTTGAAGGTATTACCGACTCACTTAGATATGAACTTGAGCCTTTCAA
+TATTCGAGTACATTCCATCATGCCTGGATTTTTTAATACCAACTTTGCTAAAGGTAATTTGGTCACTAAT
+GATACGACACTAGATGAGAATAGTCCTTATAGCGAACTAGCTAGCAATCTATTACCTGATATATTAGCGC
+AAATAAATGGCGGCAATGAAGCTAAGGAAGCTGCAGAACTTATCGTTAAAACAATTGAAGATGATACTTC
+ACCAGCACGTTCGACTGTTGGAGATAAAGCCAGTAAGTTCATCGCAATGCGCCGCGAACTTAGCGATGAA
+GATTTTGAACGAAGAGTTAAGGAGTACTACAACCTTAATGGATAGTTTCTTTTTTAACATTACCGATAGA
+CGTTATAAAATAACCGAGCTTTTTAAACATCAAGAGCAACATGTTATTCGCGTTGATATATCTAACGGTT
+TAGTCTTTTTCGATATAGTACTCATGCTCAACGAGGACAAAACACTTAACCTTAAAAATATTGACCGAAT
+GAACTTTATTGTTTCGGTTGGTCAAGGTAGTTGTTTGATAAAAGATAACTTAACTAAAAACAGTTTTTCA
+TTAGCTGATCATAGTACCTATTTATTTGCTACATCAAGACAAGATATGGAAATAACTCTTCAAGGGGCGA
+GTAAATCAGAAATATTTATCCTCTTTGTCAGCGACTTTTTTATTAAACGCTACTTGAGTGATAATGCTTA
+CGAACCAATCAACTTTTTATATAAAAAGTTGCAAGAAGAAGTCAGTCTTGAACTCATTCATGAGACACCA
+ACAGATGCTTTAAGCCTGTATCTGATTGATAAAATTGTTAGTGCTAAACATAGCGAAAAGATGAGCAGTA
+TGATCAGTGAGCATAGAGCCATTGAATATATGATACACAGATTCTCACAGCTTGATTTACGTGTGCCTAC
+AGAACATACCGTCGAAGAAATAGAAATCGCAGCTAAAGCAAAAAAAATCATCTTACAAGACTTTCGGACG
+CCCCCTTCTATTAAAGAGTTAGCTAGGCTTTGTGGCACCAATGATTTTAAGCTTAAAAAATACTTTAAAA
+AAATATATCAAACGACTATCTATGTTTATATTCAAAAAATCCGCTTAGAAAAAGCGAATTTATTGCTGCG
+TGAGCACCTAATGAGCGTAGCTGAAATAGCCAATGAAGTTGGCTATAAACACCAAGGCCATTTTAGTGCC
+ATCTTTTTTAAAACATACGGGGTTTACCCAAAAGACTTAAAAAATTCCCTATAGTGATACGCAAAAATCC
+CGCTAGTGATAAAAGCATATAATAATCACTGATTAGGCAAGGTAAAATTCAGTTAAGAAAATTACTGAAT
+TACAAATTTACTTAATTAAATAACGACCAAGGATACTATGATGACTAAAGTTGTTTTGATCACAGGTGCA
+AGTTCTGGAATGGGTGAAATGACTGCCCGCTTTTTACATGAAAATGGTTATACCGTTTATGCCGGTACGC
+GAGATAAAAATTTGGCTACGCCAGCGATCTCAGGTGTGAACAATATTTATCTTGATGTAACAGATACCAA
+TTCAATGGAAGCTGCAGTAAGCACAATTATGGCCAAAGAAAGTAAGATTGATGTATTAGTCAATAATGCT
+GGGTATGGCCTTGTTTCTAGTGCTGAGGAAGCCACAGACGAAGAAATTTTCAAGCAGTTTGACGTTAATG
+TTTTTGGCTTAATGAAAATGACAAGAACTGTACTGCCTTATATGCGTGAGGCTAAGTCTGGCGTCATTAT
+TAATATCAGCTCTTTTCTTGGTAAAATGGGCTTGCCATTGCTTTCTCATTACAATGCCAGCAAATATGCG
+GTAGAAGGATTTGTTGACTCCATTCGCTTTGAAATGTCACCTTATAATGTTCGCGTTCACTCTATTCAAT
+CAGGCTTGTTTGGTACTAACTTTGTTAAAAAAGGCTTAGTCGCCAATACCAACACAACCAGTGAAAGTTC
+ACCTTATAAAGATCTCGTTGCCCACTTTGTCCCTATTGTTGCAAAAGCGATTAACGAAGGTCCAAGCCCG
+CAACCTATTGCCGATACAGTCAAAGCCATCATTGAAAATGAAGACTCACCTATTGCCATACCTGTTGGCA
+GTGAGGCGACTTCTTTCGTACCACTAAGAAAAGAATTATCAGATGAAGATTTTGAAGCTAAAATTAAAGA
+AACATTTGGTCTTTAACTAGAAAATATAACCAAAGTATAAAGCCACTTAATCAAAGTTGTTAAGTGGCTG
+CTCGCTAACAGATAATTGCACTGCAGGAAAAGTAATGGATAGTCACCCTATAAAAAATTCACTTGGTATT
+TTTCCAAAATCATGGAGTGAAGAACATGCCGGAAGAATTCCAGGTAATATTCCTATCTGGGTAGGGATAC
+TTTCAGAGCTTACAGAGTTTGGTATTTTTTTTGCTGCGTACTTTATTGCTAAATTTTATTACCCCGATAC
+TTTTGCCCAAGGTCCTCAAAGTTTACACACCTCATTGGGTGTTACTAATACCATTGTATTATTATCTTCT
+AGCTACTTTATGGCCAAAGCCATGTCCTTTATAAGGGTAAATAATAAAATTAAATGTGAGCGATATTTAT
+GGTTGGCATTAAGTTGTGGTGTGTTGTATTTGATCATTAAAACCTGGGAGTTTCACTGGAATACGCTGCA
+GGGTTTTAGTGCCAATACTAATGAATTTTTTACCGTTTATTACTATATGACCTTTAACCATTTTATTCAT
+GTTGGTTGGGCTTCATGTGCCATCTTGTGGGTAATATATCGTTTGAGAAGCGGTGCTTATTCATCAACAG
+AGCATTCAGGCTTAGAAGCATTGGCCGTGTATTGGCATATGATAGATTTAATGTGGATACTTATTTTCCC
+ATTATTATATGTACTTAGGTAGGAAATGATAATGAAACACCCAATAAAATTAGAATACTATTTAGCTGCC
+TTAATTGTAATAACATTACTAAATACCTTCTTAGGAGAGAAATTTTCCTCCACAGCCTTAGTGAGTGTAT
+TAATTGCAATAACAGTAACTTATAAAGGTTTTATCGTCATAGATCACTTTATGGAACTAAAAGGCGCCAA
+TAAGAACTTACGCTTTTTAATGCGATTGTACTTTGTTATTTTCCCCTCACTGATAATTGTGAGTGCTTTT
+TATTAGTCGGTGAGTTCTTTAAAAAAACGAAAAACGATTGCAGATGAATTATTCATTTTGAGGTAATATG
+AGTTCATAAACTTATTATTTATCATCAAGAAATCATATGAATATATCTAAATTAATCTCTACGTGTTTAT
+TGCTACTAGGGACCACAGTAACTACCTCTGTTGTAGCTAGTGAACATGAACATAGTCATGGGCACGCATC
+CACTGAACAAGGTATGCAATTAGATCAAGGAAAAAAATGGCCCATTGATGCAAGCTTACATATTGGCATG
+AGTAAGATAAAAGCCTCAATCGAAGAAAACATTTCAGAGATCCACCATAAGCAATTTACCGACGCACAGT
+ATAAATCACTCGCTGGTAAAGTAGATGTACAACTCGCATATTTATTTGAACACTGTAAGTTGCCAGCAGA
+TGCTGATGCACAATTACATATTTTGCTATTTGATATGATGCAAGCTAGTAAACAAATGCAATCGTCAGAT
+AATCCGCGTGCAGGGGCTATTACAACAATAAAAGCCTTGCAGAAATATCCTCACTATTTTGATGATAAAG
+AGTGGCAATCATTGCAACACTAAATGTAATATTTAATAAAGACTTACGTGTGTCGAGTAGTAAAATAATA
+ACCTCAAAAACCTATCGCTGTGCATAAACCCAAGCTACTCAACATTAGTAAGTGAAATAATTTAACTCAT
+CAAGTTAAATTATTTCGTTTGATGAACTCAACATAAAAAATTAGTATGATCTTGTTTCTTGAATCTTCCC
+CGATTCTTTTGTAACACTTAAGTATATTGTTTAATTTGATTCACTTATAGGACATCTTTTGATGTCCTTT
+TTTTTATTCTTATTTTACCTACTCAATGACGGTTTTATCTAAAAAAAACAAAATGGTGCATACAAACCAA
+AACGGTGCATTTAAAAAGATATAAATTATTAAATAATAAAAAATAACCTTTAAAGTTAACAAGTTAAAAG
+TAGGCATAAATTTTGCTATTAGATATTTGTCGTTATCCATATAATTTTAAATATGTCTATTCAAACACCA
+ATACGTGGCTTACGTTCATTTTGTGTTGCCTCAAAATGCTTAAGCTTTAAACATGCAGCAGCACAATTAT
+TTTTAACTCCATCAGCGGTTAGTCACCAAATAAAACAACTAGAAGAACAATTAGGTTTTATGCTCTTCAA
+ACGAAACACCCGCTCAATTGAACTAACAAGTTCAGGTAAACAATTTTACCAGTCAATACAGCCAATAATT
+CACCAATTGGAATCTACCATATCGGAATTTACCCACAACCAACAAAATCATACCATTGTAATTAGTTTGC
+CCGAGTTTTTTGCCAGTGAATTATTTATTCCTCGCTTAAGCGAATGGTCTGAAAAGAACCCATCAATTAA
+TCTTCAGTTAGAGACTGTAAAGGCAGGCAGTGAACCATCACAGATTGCCGATCTATCTATCGTATTAGCT
+AATGGAAAGCCAAATGCAAGTATCGTTCAGGAACTATTTCCAATTCGTTATGCTGCGGCTTGTAATAAAA
+AGCTCTACAAAAAACTTAAAAACTCTGGCTTTAAAGCACTAAAAAATACTCCGCTAATATTACATAGGTC
+CAGACCTTGGTCTTGGCATCAATGGGCTGAAAATCTAGGTGTTAACGATTTTGATCCTAAGCAAATTATA
+CAGTTTGATAGTATGTTTGGTGTCGCTCGCGCAGCACAACAAGGTATGGGAATAGCATTAGTCCCTTTAC
+CAATGAGTAAAACATGGTTTAGTGAGCAGCTATTAGTTAAATTATTTGACGAAGAGCTAAATACCAATGA
+TAGATATTATTTAATTCAACATGAAAATATGGAGAGTAAAGTAGAGTTAACATTATTTGCCAATTGGGTG
+AAAGAAACCTTCATGACTGACTACCTGTAGGTAGTCGTTTAATAAGTGAAATAAATTCATTTGATGAGTG
+TTTTTTAATAGTTTGTCAGGGATATAACAATTCCTTAAATTAAAGGTGTATCAAGGTGATACACCTTTAA
+ACTGGAGAATTAACATGACAACTAAATCTATAATTTTTAATACCCTTCTAGCAAGTATTGCATTAAGTAG
+CCTTGTCTCTGCTTCGGCTAGCGAGCTAGCATTAAAAGTTGCGGTAATTAAAGATACTGTCGGTAGTAAA
+AATATAATGACTGGCGACTTAACTACTGGAATAAAAAGACTTACTAGAATGAATATGGTTGAGCAAACTT
+TCGAAAGTAATATGAGCTTATGTGTTGCATATATACAGTCGAATAACAAAGCCAAATCAGAATCAAGTTG
+TTCTGCTGCAATTAAAAGCACAAAATCAATGCCATTGCACAATGAACAAGCCATTTACCTTAAATCTCTT
+AGTTATAGTAACCGAGGTATTGCACGTTATTTCAGTGATAACTTATCAGGTGCGATTGATGATTTAACAA
+CGGCAATATCAATTAACTCGAATCCTATTACCAAAGGTAATTTAAGACTAATCAGTGGTCTTTCCGTTGA
+GCCTAATGAAACGAGAAAAAGTCTACTTTCTGATTAAAAATCTCACTTTGAAACGACTGACTTATTGGGT
+TTAAACCAATAACGTTCAAGCACTTTTAAGGCTGACATAATGTAAAAGACTGCAGAGCAAATAAGTAATA
+CTCGTTGGATTAAAATCTCGCTAAAGTTACTATCTGCCGCCATAGCGCTATTTACAATCACGAGTAGTGC
+GATAAACCCTGAACTATAATACTTAGCCATTGGCGAGCCAGAAAAAATATGTCTACCAAAAAATAGTGCG
+GTAGCAAGCAGCAATAATAAGTAAAAATTAAACTGTGGCACAGCAACAATCAACCAATAAAAACCACAAG
+CAAATGCCCCGCCTAATAAGGTCGACAACAATGAGTTTTGTCCAGCCTGCTTACCTTCAGCCAAATCAGG
+TTTAAGAATAAAAAGCGCCGAAAAAACCATCACTAATAAATAATCACTCAAACCATAACTGATAAAAATT
+GCCGCAATGGGGAAAACGACCAAAGTACTTTTTAAAGCAGTTTTCGCTGCAATATTTGAATAAGCCTTAC
+TGTATTTAGGCTTTATAGGAAATTGGGTGAAATTAGGATCCGGAAAAACAAAGTGTGCTAGCCAAAGCAT
+CGCAATAGTTAACCAACTGGAATAAACAAACCCTGCTGAAAAACCTATTGCTAAACCTTCGTTGCTATTG
+GCAATCATAGGTAAGACTAAAATAGCGATCATCGACATTAAGGTAAACCAAAATGAGCCACCACGATTTA
+AATAGTAATATAGATGAAATAAAACCAAGGCTAACGCGATTAGATAGACAATCGGATACTGTAAAAAAAA
+CAATGAGAAAGCTAACCCTATAGCAAAGGCCTTTAGGGTACTCATCATATTATTAAAACTGGCTTTAACA
+GATGGTTTCGGTAATGGCATGGCCAAAATCATCGCGGTGAAAACAGGCATTAAAAAAGCTAAAGGCCAAT
+TAATGCCATACGCTAGCCCGCAGGAAAGTGTGACCCCAAAGGCAAAACGTAATACACGCATGGTGCTAAC
+ATCAGTAAAAATACTCTTACGAATGTAAGTACCTATATTAGCAGAATGATTTGTCACTTTAATAGACATA
+AGAAAGTATGCTTAATACTCTAATCCAAAGCCAACCAAGACTGTTAACGAACCAATTATCACCAGTATAA
+ATTTGTACATCTGCTTGACCGCCTAATCGACGCTTACCTTTAGTACTATCGTCATCAAAGGTAATCATTA
+CCGGAAAGCGTTGCGCATCTCTAAGCCAGCCAGTTTTTGATTCAACCGTAGCTAAACCACCGACAGCACT
+GGTCGAAGAAGTATCAACGGCAAATCCTATACTACTTATTTTCCCTTGATATATAGTACCAGGGTTAACA
+TCTAAAGCTATTTCAACCGAGTTTCCTATGGCTAAATTTGCTAAGTTGTTCTCACGTAAATTCACTTGAA
+CCCAGGCATTATTACCTTCAATAAAGGTCATTGACGCAGCGCCAGCTTTTGCATAAAAACCAGTATCGAT
+TTGCAAGTTAGTGATGCCACCATAAGAAGGGGCGAGAACAACAGTTCGGCTGAGGTCCAATTGTGTTTTT
+TTAAGTTGCGCCATCGCGGCACGAATTCTAGGGTTAGCATTACCTTCTTTACCTAAAGACTGCTTAGCTT
+TATCTAAGTTAGCTTCTGCACTGACTACTTGAGCTTTACTCGCCTTGATTGCGGCACGTGCTTTATCGCC
+TTCAGAATGAGAAAGCACATTTTTGTCTTCCATTTCAAAAACACGCGAACTTTGTGCATTAACATGTTCA
+ACGTTGGTTTCTGCAACAACAAGTTGTGCCTGCGCAGTAACAACTGATGCCATACCCGCACCAATTTCTT
+GACCAGCCATTTCTAAAGAAGCTTCTGCATTTTCTACGGCCAATTCATAATCACTTGGATCAATTTTAAA
+TAATATATCGCCAGGAGCGACTATCTGATCTTGCTTGACTAATACTTCTATTACCCGACCAGAAACTTGC
+GGCACAATTGGAATGACATAAGTTTGCACTCGTGCTTGATCTGACCATGGCGCATGTCTGTCGGCAATGA
+TGTACCAAACAAAAATCAAGGCTGTTATGATTAACACGTATTTAGTAATTTTTCGCACAGGATCTTGTGT
+TTCAATTACCGTTTTTGCTTCTTGAACTGTGGCATCTTTTTGTTGTTCTTGCTCTGACATGTTGTTTATT
+CTTCCGTAATAATCTGTTGCTTTAAAATAACGTCACTCTTAGCTTGATATAAATACCCAGCGTCACTTCT
+AAGTCATTTTAGGGTAGATAATCGTAAATATTATCATCGTTGATCCATGTGTTATGGATGATTTTCATAA
+ATAGTTATTCATCAAATACATCCATATATTTATCCTTAATTTCGAGTACTCTCGGTAAACACTTTATAAA
+CTCTGGCACTAATACGGGATCAAAATGCTTCCCAGTTTCCTCTACTAATAATGCGATGGCTTTTTCTACT
+GACCATGCGTTTTTATAAGGACGTACTGACGTTAATGCATCGAATACATCGGCGATAGCAACAATACGAG
+CGCTTAAGGGAATATCTTCCCCTGATATGCCATTTGGATAACCACTACCATCATATTTTTCATGATGACA
+AAGGGCTATTTCGCGTGCCATTATCATCAAGTCTGACTCATGCTCCCCAAGTATTTCTACACCACATTCA
+ACATGTGTCTGCATGATAGTCCACTCTTCTTTATCGAGTTTACCTGGTTTGAGTAACACCCTATCTGGTA
+TCGCTATTTTACCAATATCATGCATCGGAGCAGCATTATAGAGTAACTCAACCCATTCATCATTAGCCTG
+AACTTGCTCAGCTAAAAACTTAGAGTACCAACTCATTCTAATAACATGCAACCCCGTTTCATTGTCTTTG
+TATTCAGCCGCACAACCTAATCGCTGAATAATTTCTAGTCGCGTATCATCGAGCTCTTTTGTACGTTGCT
+TCACTAATATTTCAAGTTCACGCTGTTGATTATATAGCGCTAATTGTGCACGTACACGCGCAAGTACGAT
+AGGCACACTGATTGGCTTAGTAATGTAATCTACTGCGCCTAATTTAAATCCCGCTTCTTCATCTTTTGTT
+TCTGTTTTAGCGGTAACAAAAATCACTGGAATATTTGCTGTGCTCGGATTCAACTTTAATTGCTGACAAA
+CTTCATAACCATCCATACCTGGCATCATAATATCAAGCAGGATAATGTCTGGCTTATTTTTTGCTGAGGC
+GACTTTAAGCGCTAATTCACCATTAATCGCTGCTTTTACTTTATAAAAAGGACGTAATACACCACTTAAT
+ACATCTAGATTATCTGAGTTATCATCAACAATAAGTACTGTCGCTTTATCTCCGTCTACTACTTCATGCT
+TTGATAATGTCATACGCACCTCTACTATTATTGTATCGATAGTACATCGAAGGGAGTACATGCACTATTG
+ATTACTTTATTATTAGTTTCTTGTAAGTTACTACTGATTCAGTATTTAGTTATTTAGTACATCGATGAAT
+TCATTCAAAGCGGTTTCCGCTTCAGTAAATTCATAACTTTCTATTTGCTGATAAATTTTCTCAAATAAGG
+CTTCTTGTTTAGTGCCCTTTAATTGATTTAAAATATCTTCAGCGAGTTCAATTGATTCTGTTTCAAAATT
+TTCAATTAGCTCAAGTAACTGAGCTAATTGCACCGTAAACTCTTCATTAAAGTTAAAATCATTAATGGGT
+GCAGTACTTTCAACACTATTTTCTTTAGCTAAATACTCAGTTAATTCATTTAAGACCAGCGTTAACTCTT
+CAGTGACTTGGTCAAGTAAATTAACTAACTCATCTGTATTAGCATCATTTGCACAAACCAGTTCCAATTG
+ATCGGCATATCCCTGTAAAGCGTTAGCACCGATATTACCGGCACTTCCTTTTAAGGTATGAGCAAAACGG
+GTAACTTCCTCTTTATCTTGTTTTAACATAGCGACTTTAAAACGTTCTACAAAGTCGTCTTGTCCACTAA
+CAAATCGACCTAGTAATTTAACATATAATGATTTATTACCATTAGCCACCGCTAAACCAGCACTGGTATT
+AATAGTATTAAAATCAGGTATTGATATAACCTTTTCAGGTAAGGTGTAAACACTTAATTTAGCCTTATCA
+ATGTCATGGTCAAGCTTAATCGACGGTGAAACCCACTTTGCAATGGTGGCAAACATGGTGTTTACATTAA
+TAGGTTTGGTGATGTGATCATTCATTCCTGAAGCTAAAACTTTTTCTTTATCACTCACCATAGCATTAGC
+TGTCATGGCAATAATAGGAATTGAAGAATCACTTTCTCTAATAATTTTTGTTGCAGTAAACCCATCCATT
+ACCGGCATTTGTAAATCCATTAAAATTCCGTCAAAGTGCCTGCTAGAGAATTTTTCTACCGCGATGGCAC
+CATTTTCAGCTAACTCAACATCAATGTTAGATTGCTTCAATAATTCAAGTGCTAGTTCTTGATTCAACTC
+ATTATCTTCTACTAATAATATTTTCGCGCCGCTTAAATGTTGCTGATTTTGAATAAGCTCATCGTCTCGT
+TTCATTTCCCGAGTATTGCTGTATGCCTCATCACCATTAAGGCGCATCATTTCATCAAAAATACTCGAAG
+AAGTGACAGGTTTAACCAATACGCTATTGATACGCTTTTTGAGCTGGTCAACCGCCTCATTATCATTGGC
+ATTAGACGTTACTAAAATAAATTGGTTATCTTGATAATTATTTTGTGACTTAATGATGTGATAGGTTTCA
+ATGCCATCTAAATCAGGCATATTCCAATCAAGCATAATGAAATCAAACGTCAGTGTTGCTTGCTTAACGA
+GTTCAATTGCTTCTTCCCCGCTATTAGCAGCAACCACATGACAATGAAAGGATTTTAAAATAGAGCTAAG
+TACATCCAATGCGAGCAAATTGTCATCAACAATAAGAATACGTTTATCTGCTAGAAAAGACTTTTGCTGC
+TCAACAAGCCTATTATCAATGACATCAGACACTTGTAGTGTGGTGGTAAAAGAAAAACAACTGCCCTCAC
+CCGCTTTACTTTCTAGCCATATCTGGCCATTCATTAACTCTACTAATTTTTTAGAAATAGTTAACCCTAA
+ACCAGTACCACCGTACTTTCGGGTGGTTGAGCTATCAGCCTGACTAAAGGATTGAAATAGCTTTTTCTGT
+TGTTCATCATCCATACCTATCCCGGAGTCTTTTACTGAAAACTCCAAGTTAATATCATCACAATGACTTG
+TGCTAACGTTAGTCACTACGTTGACTGAAATAACCACCTGTCCCTGCTCGGTAAACTTAACCGCATTTCC
+GGCTAAATTTATCAGGATTTGATTCAACCTTAAGGGATCCCCCTTAAGGTTGACTGGGACATCTGGAGAG
+ATATCAAACAACAGCTCTAAGTTTTTCTCTCCAGCTTTTAAGCCAATAATATTAGCTAGGTCTGCAAAGG
+TATCATGCAAACTGAACTCAATAACCTCAATATCTAACTTACCCGCCTCAATTTTCGAGAAATCAAGGAT
+GTCATTAATAATCCCTAATAAGGATTCTGCCGCTTTATAAACTTTGGTCACGTAATTCTTTGGCTTTCTG
+TCTAACTCACACCCCAATGCTAAATGAGACATGCCCATAATGGCATTCATCGGCGTACGAATTTCATGAC
+TCATGTTCGCTAAAAAGTCGGACTTTGCTTTTGAAGCATCATCAGAGATACGTTTTGCTTCTAACAGTGC
+AAATTCAGCTTGTCTATCTAAGGTGATATCACGCACCATTACCGCCGCATACAAACCATTGTGAAAATGA
+ACAGGCGTATACACCGCCTGAATTTCAATAAGCTTGCCTGATTTATGCTTAACTTTAAAATCTCGTTCTA
+AACTTCTAGTATCGATGACCGTTTCTTCTTGAAAGAACTTTTTAAGTAAAGCTTTATGACTCTCTACTTG
+TTCTTGAGGAATAAATAAATCTACCGGATTACCTACAATTTCATCTCTTTCAAAACCAAGTAATTCAATG
+CCCGTTTGGTTAATCTGTTCTACTTCATCATTTTGATTCATGATGACCATACAAACTGGTAAATGCTCTA
+GCATTTTTTCGAGACGTTCAGTCTCTTGTACACGTAAGGTGATATCTTGTAGTGCAATCACACAGGCTAA
+TTCTGACTCATCGTCTTCAACAGGTGAAATGCTATATTCAAGAGGAAGTTCTCTCGCTCCGCTCATTAAT
+ACATATTCATTGCTAATACGGATGACTTCCTTGCTTTGAATTGCCTTATAAACTTCTGTGTCTTCAAAAG
+TTAAATTTTCTTTATTATCTCCAGCAAACAGTGAAATAAGATCACTTGAAAGAATCTGCTCTTCGCTATA
+TCCCGTTATTTTTGTGGCAGATTCATTGGCAAAAATAAAGTGACCAAGTTTATCTACACCTAAAATACCA
+TCAGCGACAGAGCTATTAATCAGTTTGCTTTTTTGTTCTGATGCCGCCAATTCTTTCGTTCGAATAGTAA
+CTTGCTCTGCTAATTCTTGCTGAGACCGTCGACTAATATCATTCGCCCTATTGGAAATAGTGATCATAAA
+AATAGAAATAGAGAGAATAAAGGCACTTGAAATAATGAGTCCTATCAGTAGTAGATTTCTGACATCGTAA
+TACTCAGCCAGCATTTCGCTGAGTTCAATTTCACTGACTACGGTAATATTCGAATTTTTTAATGAGATCC
+ATTGCCCAACAACAGTTTTTCCTCGGTAATTGGTATAGCCATGCAAGTTTTGTCCGTTGAGCTTAAACTT
+TGCGGCTTGCACTATCGGATTAGTTTCAGGGTTTTGCAAGCGAACATTAAGCACAGTGCTCTCGCCGGCA
+GGCACAATGCCTTTTTGTTGTAACTCTGAGGTAAAACGACTACTTGAAATCATATAACCTCTAGAGTCTA
+CTGCAAAACTCTCGAAGCTTTTACCTAGTCGGCCATCAATAAATAATTGCGAAAACTCTCTGTCAGGATC
+GAACCGAAAACCTAATACGGCAATAATCTCCTGCTGTTCGTTGCGAACAGGTGTGGCAATAAAAACTTCA
+GCATCTTTATCCTCTGCATTTCTATTTCCGTCAATATTTACATTTGCCCAAACAGGAGGAATGAACTCTG
+TACGTCCCATGAGGACTTCATTAAATAATTCAGGACGCTGGCTAATTATCGGGGATTTTTTTCCTTCAGC
+ACTTTGCACAAGATTTAATAGATATCGCCCTTGAACATCAGTGATGGTATAAGCTCTTCCTCCTTGTGTA
+GTGTAAGGTCGCTTACTAAAGTACACCCTCAATGCTTTTTTGGCTTGGGCAAGCTTAATCGTGTCATCTA
+TTTCACTAGCGATAACCAGCTGATTAACTAACCGTTTAAAGCTTTTAGATTTAGCAATGTTATGTGCCAA
+TAATTCACGTTCACGGTACCAACCCGCCAATGTTTTTTTAGTAACATCTCTTGTAACATTAAACGTTTCT
+TTTTGATCAATAAGTAACTGATCCTTAAAGTCATTCAGGAACAAGTAAATACCGCCGGTGGACAAGGAGA
+TAATAAGGATAAGTACAGTGAAATAGGTCGTCCTAAAGGCTAACGTATCCAGTTTTATCGCAATGGTACT
+GGCAAATTTTCGCGCAAAAAACAACGCGAGTAAAACAAAGATTACAGCATAGATAAAGACGCTCGTTAAA
+CTAATACTCTTATCTATATGTGCTCTACTGTTTTGACCTTCATCGAGGCTAGATTCTGCCCACTTACTTT
+GCATCGCAAGTATAAAATCATCACCTAATTGATCTATTCCCCAATTTAATAACCCCACTAATTGTGGTTT
+GTTTTTATTAACACAAAAACCAATAGGTAAACTTTCAAATTGACTGATTGCGATGGGTTTAATATTTTTA
+AAATCATGCTTTTTAAGCATATATTTATAAAGGTATAAATAAGTGATAAATACATCATATTTACCGCTCT
+CTATGCTTTGATAGCCTTGGAGGTTACTACTTAACCCTTTTGAATTGACTGATAATTGTTTTGCGAAATT
+AGCATCGGCATATCCTGCAATTGAGGCAATTTTTAATTCAGAGGTGATATCCATTTCACTTTTAATATCA
+CTATTTTTATTAACCACCACGATAGGTGTCATTTGCAAAAAGGGTTTAGTAAATAAAACCTCATCTCTTC
+GTTGTTCAATATTGCCGCACACTGAAATTGCATCAATATTGCCACGCAACATATCATCATATTCAAGCCG
+AAAATCTGATACTGAGGTCTCTTGTAAATCGACCGGGAGTATTGCTGATAATTGTTGACGAATGAGCTTG
+CCTGCACCAGCAGTAACCCCTTGTTCGTCGATATAGTCAAAGGGTGGGAAAGTGCCATCAACACCAATAT
+GAACAACAGGATTTGCGTGAGCCCAAGTCACTAAGTCGGTAGGTAAGTTTTCTGCCATTCCATTTTGTAG
+GAAGAAGGACTGTAGAAAGAAAAATACGATGAATGAAGACTTGTTTAGTTTTATCATAAGAAATAAACAC
+TTAAATTATAAATAACATTTATTATTTTTATACAGTCTAGTCTATTATGGATTAAAGATTAAGCGATTAG
+AACATATAGTTATGCCAAGTAATTTTAGTGATATTAATGCCTTAGTTATCGATAACAACAGCAGTATGAG
+ACAAATCATGGTCTCAATGTTGCGCGTTATGGGCATGAAGACTGTGATAGTTGCCAATAGTGAAAGTCAA
+TGTATGCAGCTAATTACTGCAGAAAACATCAATTTAGTGGTCTGTGGTTGGAACTTACCAAAACTGAACG
+CTCTTTCAGTATTAAAAAAGTTACGTGACAATGAAAACACCATGAAAACTCCCTTTGTGATTGTCTCTAC
+CATGATCGAGCAAGACCTTATTAAACAAGCGATTGCAATGGGTGTGTCAGAGTATTTAGTTCCCCCATTT
+AATAAAAAAATATTTGAAAAACGTATAAATAAAGCACTCAAAATGCCAATACAGGCAAGTGCAACAAGCC
+TATCCCGTACTATCAATAGCAAGCGATTTAGTCAAAAAGTCCATTGTGGTGAATTAAATGTATTAGTTGT
+TGATGATATTGCCGATAACATTGCAATTATCAAAGAACTCATTAAAGACAAATATAGAGTCAAAGCTGCG
+TTAAATGCTAAGACAGCAATGAAGATTTGCTTGTCTGATTTACCACCCGATTTAATACTACTCGACATTA
+TGATGCCAGAAGTTGACGGGTTAACTTTGTGTAAGCAACTTAAGGAAAACCCGTTAACACAAAATATTGT
+CGTTATCTTTTTAACCGCACTTTCTGAAACAGAGGATGTTGTTAAGGGGCTTTCTCTTGGTGCGGTCGAT
+TATATTACTAAACCTATTGTTCCAGCAATATTGTTAGCCCGCATAGAAGTGCACAGTAAAATCATTTTGA
+ATCAACGCACCATACAAGGTCAAATAGATGATTTTTTGCAGAAAAATGAGATATTCGTTCAGTATAATGA
+CAACACATACAATAAGTTAACTAGGCTATTGCATGATAGTGCTGAAACATTAATTGAACTGTCTCCCACT
+GTTAATACAAAACCTTCCAGACGTTCTTTATCACAATTAAAATACAATATTGGCATGAGTACCTTGTTAC
+TTGATAGCGGCCATGTTTTAGCAAAATTACAACAGAATAATTACACACTAACTCTTACTAAAGAAAAACT
+TGGAAATCTCTTATTCCCAATTTTGAGTATTTTTGATTTCATTATTGCTAGCAAAAATATAGAGGCCTTC
+GACAATATTGATGAGAGTATCAATATCAATTGCGATAAAAAACTACTGGGTATTATCTTTGCTTGTCTTT
+ACCTCAATGCCTTAGATGTCGCACCTAGGGGCTCTAAAGTGTCAATTACTTCAGCAAGCTATCAAGACTT
+CGTACTCATCAAAATACACAATATTACAGAAATACCCGAAGAAGCCTTAGATAAGATTGCGCACTTATCG
+CATTCAAATAAAACGAATGAGGTTAATGATATGAGTATCAATCTAGCTTTCTTAGTCATGAACATACTAC
+AAGGTGAACTGTATTTTCATAGCAGTAAGGAGTTTGGGACCACTTTCTACCTAAAGTTACCTTGCTAAAG
+TTACTCATTAATAAAGAATTAACGTAATAGTTACTTGAATAACCCTTTAGAACAGCGATAATAACGTCAA
+GTTATAAGTACATACACTAAGTATCATAGTAAATAGGTCATTCCTCAGGAGAGAAAATGCCATTAGTAAA
+CCTATATAAAAAACTGAGCCCTTTTCAACGGGTAATTATTGCTTTAATACTCGGTATATCTACAGGTATT
+TTTGTTGGTGAACCGGCGGGGGATATTAAAGTCATTGGCGATGTTTATATTCGCTTGCTTCAAATGACCG
+TTTTACCCTACGTACTCGTCTCTATTATTGGTGGCCTAGGTCGATTAGATAGTACGATGGCAAGCCGTAT
+AGGCTACCGAGCAGTCAAAGTAATCGTGATCATGTGGTTGTCTGTCATGGCGACTTTATTATTGCTCCCC
+TTAGCTTATCCTAATTGGGAAACAGCCGGTTTCTTCAGTACCAGCATGCTGGCAGAGCCCGCCGCCTTTA
+ACTTTGTAAAACTTTATATTCCGAGTAATATTTTTGCCTCACTCTCAGAAACTATTGTTCCAGCAGTCGT
+GCTGTTTTCATTATTAATGGGGATTGCCTTAATACAAGTCAAAAATAAAGAAACACTATTAACCTTAACC
+ACCAATATTGGTGATAGCTTAATGAAAGTTGCCTCTTATGTAGCTAAATTAGCGCCATTAGGGATTTTTG
+CTATTTCAGCTTCTGCTGCAGGTACACTAGAAGTTGAAGAACTTGGTCGATTACAAGTATTCTTATGGGT
+ATACATCACCGCCGCAGCCCTATTAGCTTTTGTATTTTTGCCATTACTGATTCATTGGGCCACGCCTTTT
+TCCTATCGTGAAATTTTATCAACCGCTGGTGAAGCCGTGATAACGGCGTTAGCTACTGGTACAGTGTTAG
+TCGTGCTTCCAATGATCATTGAGCGCAGTAAAGCTTTATTGGCTAAACATGGTATGGAGTGCGAAGAAAC
+AGACTCAACCGTTGATGTGCTTGTACCTACTGCGTACAGTTTTCCCAGTACAGGTACCTTACTGGGTTTA
+GGCTTTATTCTATTTTCCGCTTGGTATGTCGGCTCGCCACTTGGCTTTGATGACTATATTTCTTTTGTTA
+TTATGGGCGCCTTAACCGCTTTTGGTAGCATGGCTGTTGCCATTCCATTTTTACTCGACTTTTTTGACTT
+ACCTGCTGATCAATTCCAATTATATCTATTAGGCAGTGTCGTTACTGCTCGTTTTGCTACAGGTTTAGCT
+GCACTACACGGCTTTGTCGTTACTTTATTGGTCGCTTCTGCGGTATTGAAAAAGCTTAGATGGCATCGAA
+TGATGCAAGCCATTGGTGTGCATTTAGCCGTTACTTTGGGTGTTATGATTGCAGCTGGTTTTACTTTAAA
+GTCATTAATTCCTTACAAGTATGAAGGTGTACAAACATTTGAATCAATGAAGTCGATGAATGCAAGTGCT
+AACCTCGATCAATATAAAGAATTGACACCATTAGGCTACTTTGAGCAGCAACAACCTCGCCTTGAGGTAA
+TCCTTGCCCGTAAAGGTATTCGTGTTGGTTATAACGACGCTAGCTTGCCTTATGCCTTTAGAAATAAAGA
+TAATAAAATGGTTGGATTTGATGTTGAGTTATTGAACCAATTTGCTAAAGACCTTGATATCAATTTATCC
+ATGATTCGCATTGAAGAGGGAGCGGATGAAGCCGAATTATTAGCGGATGGAAGTATTGATATCATTATTG
+GTGGTCATGTAATCACACCAAAGCGCGCATTAAAAATGGCCTTTTCAGATGCTTACACTTTCCATACTGC
+TGGTTTATTAGTGACAGATGCTAAACGTGATCAGTTTTCTGACCTTTATACCATTCAAGCAATGAAAACA
+TTAAAGTTAGGGGTGGGAAATAGTAAGTATTACCAAGACATGGTGAAAGAATATTTACCTAATGCACAAT
+TAACAGAAGTGAATAATGTTAGACAATTTCTTAAAGGTAACTATGAAGATGTCGACGCGTTAATTTACTC
+AACCGAGTCGGCTTCTGCGTGGGCTATGTTATACCCAAATTATTCGGCGATTATACCTAAAGGTTTAAAA
+CTAAGAGCTCCGGTAGCCTTTGTATTACCTAAAGGCCAGTTAGATTATGTACAGTATATGAATACTTGGC
+TCAAACTCAAAAAAGAGAATGGGTTACAAAAGAAAGTATACGACTATTGGATTTTAGGTAAAAATCCTGA
+AGCGAAAAAACCACGTTGGTCGGTTATGAAAGACGTGTTAGGTTGGCTTTAATTAATATTCGATAGAATA
+TAGAAAACTAAAAAGCACTTTAATTAACTTTAAAGTGCTTTTTTATTTCAGAGAACAGAGAATTGTAAAT
+TAGCTTTTATGATAGTTATTGATATACCACTGAGTATGCTCAGCAACAGTATTATTATAAACGTGCTGCA
+ATGAAGGTAAAACAACGGCATCAGCTTGACCTGTAAGCTCATCCATAAAGACTTTTTTAGCTTCAGTTGC
+CAGTACTAAAACATTGTCATATCGACTATGACAAAAACCAGCTAAGCGACCTTTACCGTAGAAAATATCA
+TTCTCTGCCGCCGTCACTTCAATACCATCCACACTCATGTTTTGTAATGCACTAAGCCAACTATCAATAA
+TCGGTCGCCATTGCTCGCCTTTTACTGACGTTGTGCCCACATTAAGTACGGGTAAATCTTTTCGCTCATG
+ACGCTTAAAATTATACGAATGATTATCGTAAACAACACATTGGCCAAAATCTGCTGCTAATGCCTCAACT
+ACAGCCGCAACAATGCGATAAAATTGTGCATGCTTGGCCTTACTTTTGGCAATCATCTCTTCACTAAGCG
+GGGTTTTCCATATTTCTTTACCCCAAGCTGTTTCATAGACACACTCATCAGTACCACGATTTAAATCATA
+TTCATAACGTGAGTCATGGGCAATTAAAGTAATCGCTTGTTTGGCAATGAAACTACCCGTGTAGGGATCT
+TCTTCATAATAACGATCGCTCTTTTCTAGCAAGCAGTTATCTTCAAGCTCTGCTCTAAAGTTACTACCGT
+CATGAATAGCCGCCGACATAGCAGGCAAATATTTATCAATTTTGAGGGTAAAAGCACCGCCAACTACGGT
+AGCGATAAAACACTGACGTTTATTAATTTTCTTAATAATCTGTTGTTCTGTTAATTGCTCGGTTATTTCT
+TCGGTACGTTGCTCAGTCACAATCCAACTCCTTGGCTAAATAGTAAAGATATTTATATCATAGGTTAATC
+GTACATTAAAGATAGGTAACATTAAGCTATTAACTGTTATTTCAAGTAGTTAAATTAAATGATTTTGTTT
+GCACTGTTTATCATATAGATATTTACAGCCAACTAACGACTTACTTGTTTAAGTATATGTTTCATTCGCT
+AATTAAAAAACAATTCCTAGTTATATCAAACCACCACCTATTAAAGCAGCAGATGGCTAAAATTTGATGA
+TAAGGTGCCACAACCTCCGCTATAGCATAAAGCACGTTGCACTCCTCATTACCACTGATAGTAAAACCTT
+AAAACTACTATTACAATTATCATTAAAAACAATAACTAACACATAATAAAAACGCCACAATAACAAGTGA
+TTACTTTACTTAGTCTTGTGAACTAACCTTTCTCATTATTTTGAACTGTTACCACAAGTTTATTGATAAT
+TTATAAGCAACAACACTAGTCAAGCGCCTATTGAGACTGGTAGAATCTAGCGCATTATATTTTTGAACAT
+AAAAGAAGACATTGAGATGGGCAGAGCTTACCAAAACCGCAAATTATCTATGGCCAAAACCGCAGGGGCC
+AAAACTAAAGTTTACTCTAAGTACGGTAAAGCAATTTACGTTTGTGCTAAAACTGGTGGCATTGATCCCG
+ATGGTAACCTTTCTTTACGTGGCTTAATTGACCGTGCAAAGAAAGATCAAGTTCCTACTCATGTTATAGA
+TAATGCGATAAAAAAAGCTTCTGGTGCTGGCGGTGAAGACTTTGTTGAAGCCCGTTATGAAGGTTACGGC
+CCTGGTAACTGTATGGTTATTATTGATTGCTTAACAGATAACGGTAACCGTACCATTAAAGATGTTCGTC
+AATGTTTCAGTAAAAATCATGCAAAAATAGGTACTTCTGGCTCTGTATCTCATATGTTTGACCATCAAGC
+TGTATTTGCCTTTAAAGGTGAAGATGACGAGGCCGTTTTAGAAACACTGATGATGGCTGATATTGATGTG
+ACTGATGTGGAATTAGAAGACGGTATTATTACTGTTTACGCTCCTCACACTGAGTTTTTCAAAATTAAAA
+CTGAGTTTACTAATTCAATGCCTGAATATGAATTAGAAATTGAAGAGCTTTCTTGGGTACCACAAAACTA
+CATTGATGTTGAAGGCGAAGAAAACTTAGAGAATTTTGAAAAATTCATCGCTATGTTAGATGACTGTGAT
+GATGTTCAGCACGTTTACCATAATGCTGAAATCAAAGACTAACGTTAATCGTTTTAGCTTTAATAAAAAA
+ACCAGTACTTAGTACTGGTTTTTTTGTGCTCTAAATTGTAAAAAAGTACTGTTATTGATGGTATAGCGGC
+AACACTTTACCACTTAAGCTACCGCGCCATTTCTTACCCTGTTCAATAAACAATACCTCACCATAATGTC
+CTTCTTTAATACTTGAATCAATGGCAATGACTCTTCCTTGATAACGGCTTTCAATTTGTTTTTGTGAGGT
+ATGACCAACGATTAAATTTTCAACATCAAAATGTTTGAGCAATAAATCAATTTCTTTGGAAGTTGCGCCT
+TTGTCTTTTGAACTAGCGCCTTTTGCACTAGTAGCCTTTTCACGATCTGCGGCAAAATATCCGCGATACC
+AAATAGGACCATTGGTGGTGTGAAGAAATTTAGCCCAACCTGCTCGTGGCTGCTCGTGGCTGCTCAAGCT
+CAGACTTTACTAAGCTCTCTTTAAAGACAGTATTGATTTCAACCAAGCTACGCTGTTCAGTGGCTAAGCT
+AGGATGAAAACCACCATGAGCAAACAGCATATTATTAACCTTAACCAATACCTGCTTACTGCGTAACCAA
+TTACCGATAATACTATTTTGGCTAAATAGTTGTTCAAAAGGTTTATCTAGTTGCTTCGCCGTTTCAACAT
+ACTTAGGGTGTAAATAACGTAAATCACCATTGAGTATCATCACTTCATGGTTACCTAGCGTTAAGTGAAT
+ATCCCCCCCTGCTTTTTGGGCTTGTTGCTCTAAATCGTATAAAAACCATAATATTTCAGTGACTTTATCA
+CCTCGATCGAAGATATCGCCAGTGATAACAAAATGCCCTTTTCCGAAAGCCCAGTTTTTATTTTTATCAA
+TGATATTGTTATTAGTTAGTAGCTCAATCATCAAGTCATATTTACCATGAAAATCACTTAATGCCGCAAC
+AGGATAATCACCATAAAATTCGAGTACTTTGTTTTCAATACTTCTCAATGCGTGTATATCCGCAGGCATG
+TTACAAGCCGAAATAGACAACGGAAAACTAACCGCTTCAGTAGTACGAGTTATAACATCACCTTGACACA
+ACCAATAGGACTCAAGTTGTTGTTGTTGTTCATTAACAAAAACATAAGGTCCATCATCAACCGGTGGTAA
+TGTTTCAATCTTAGATTTTTCATTGGAATAAGCCAAGGTTGAAAGGCTACTGGCCAATAATAATGTTGAT
+GTGAGAATAATTGAACGCAGGTTAATGTAAAAAGAGTGAAACATGGCAACTCCAGAAAGTAAGGAAATTA
+ATATATTGAATAAAAAGGCCAACAAATGTGAATCATTTGTTGGCCTTTTTATTATGTAATGCAAGCAAAC
+TACTCGTTTATGAGTACACCGTAATAGCTTTACTCGCTCGCTTTAGGCTCTTCATTTTCACTTTGCTCAT
+CAGAGTTAGTCACAGAACCCGATTCAATTTCTACTGCTGACACGCGTTGTAAACCTCTAGGTAGTTTATT
+GCCACGACGACCACGCTCACCTTTATAGTGCTCGATATCTGCCGCTTTTAGCGTAAGCTTGCGTTTGCCT
+GCATGCAGAGTAATTGCCGCGCCTTCTGGGATGATACAAAGTAAACTAACAAATTCCTCACGTAACTTTG
+ATCGTGCAGAAGGGATATTGATAATCTTATTACCCTTACCTTTACTGAGTACTGGTAAGTTTTTAACCGG
+AAAAACCAACATACGCCCTTCGCTAGTAATAGTGAGGCAGTTATCATTTTCAATATTGTTGATGCATTGC
+GGCATCAACACTTTAGCGGCTTCAGGTAAGCTAATTAATGCTTTACCATTTTTATTTCGACTAACCATAT
+CGCCAAAACTACTAACAAAGCCATAACCGGCATCACTGACTAGCAGATATTGAGCATCGTCATCCGACAT
+TATGCTATGGACGAAGGTTTTCCCTGTTGAAAGGTTAAAGCGTCCCGTTAATGGTTCACCTTGAGAGCGT
+GCTGTTGGTAAGGTATGCGCGTCAGTAGTAAAAGCACGACCATCAGAACCTATAAATACCACAGGGCGAT
+TACTTCGCCCTTTTGAAGCACACAAATAACCATCACCCGCTTTATAACTTAAGCTGGTAGGATCAATATC
+ATGACCTTTAGCACAGCGGGCCCAACCTTTATCAGAAACGACAACGGTTACCGCCTCACTTGGTACTAAA
+TCTTTTTCGGTAAGTGCTTTTGATTCGCTACGTTCAACTAATTGAGAGCGGCGATCATCACCATACTGTT
+CTGCTGCAGCAAGGATCTCTTTTTTCATCAGCGTGCTCATGCGTGCTTTTGAATTAAGGATCTTCTCTAA
+ATAATCTTGTTCTATACGAAGTTCATCTTGCTCGGCACGAATTTTTATTTCTTCGAGCTTGGCCAGTTGA
+CGTAATTTAATCTCTAAAATTGAATGAGCTTGAGTGTCCGATAAGGCAAAGCGAGACATTAACTCTGCTT
+TTGGATCATCATAGCCACGGATGATTTCAATGACTTCATCAATATTTAGGTAAGCGACCAACAAACCATC
+AAGAATATGCAAGCGCGCCAATACTTTATCTAAACGATATTGCAGACGACGGCGTACTGTTTCACGACGG
+TATTCAAGCCATTCAGATAAAATGACCAGCAAGTTCTTCACTGCAGGACGGTTATCTAAACCTATCATAT
+TGATGTTAACGCGATAACTTTTTTCTAAATCGGTACTGGCAAATAAATGTTGCATTAATTGTTCAACATC
+AACACGGTTTGAACGCGGAATAATGACAAGACGTACAGGATTTTCATGATCAGATTCATCACGAAGGTCG
+ACTACCATAGGCAGTTTTTTCGCTGTCATTTGTCCCGCAATTTGCTCTAATATTTTACCACCCGAGGCTT
+GATGAGGAAGTGAGGTAATGACAATATCACCCTGTTCTACATCATAAACAGCGCGCATTCTTATGCTACC
+ACGCCCTGTTTGGTATATTTTTTCAATTTCGGCTTTCGGGGTAATAATCTCAGCATCTGTAGGATAATCA
+GGCCCTTTAACAAACTCAAGTAAGTCACTCACTTCTGCTTTAGGATTTTCAATTAAATGCACACAAGCAT
+CAGCAACTTCACGCACATTGTGTGGTGGAATATCCGTTGCCATACCGACGGCAATGCCCGTAATACCGTT
+GAGTAAAATATGAGGTAAACGCGCAGGCAGTGTTTTTGGCTCTTGCATGGTGCCATCAAAATTTGGCTGC
+CAATCAACAGTGCCTTGCCCTAGTTCAGCAAGTAATACTTCACTAAAACGTGATAATCTCGACTCGGTAT
+AACGCATTGCGGCAAACGATTTAGGATCATCGGGTGCTCCCCAGTTTCCTTGCCCGTCCACCAAAGGATA
+TCGATAAGAAAAAGGTTGCGCCATCAATACCATAGCTTCATAACAAGCACTATCACCATGGGGATGAAAT
+TTACCTAATACGTCACCAACAGTACGGGCTGATTTTTTATATTTAGCAGTCGCAGACAAACCAAGCTCTG
+ACATTGCATAAACTATGCGTCTTTGCACGGGCTTTAAGCCATCACCAATATGTGGCAAAGCACGGTCCAT
+AATTACGTACATGGAATAGTTTAAATAAGCTTCTTCAGTAAAACGTCTTAATGGGACCTGTTCTACTCCA
+TCAAGGCTATATTCGAGCGCATCTGACATGAATTGATTTTCCTGATATTACGAGTCTAATTATTTTTATT
+ATTAAGGTTATGACATTGGTTAAAGTAAACCAAAGTAACCTGAGGATAACGATTATAGCTTATCTGATTA
+TGACCTTAGACAAAATAGATAAAAGTAACAAAAGCTTTAATAATACCAATCGGACTAACTTATTGATCAC
+TTAGCGAGAATTAAAAGGCTTAGAGGCAAGGCATTGAATGAAGAGAATGGTTATTCCCTTGTCAAAATCA
+ATAACGCTGTATGTAAGCCTTTTAATATCGCCCTGCGGGAACTCACTAGCAAACTAACAACATCACAAAA
+TGAATCAAATATAGAATAACTATGGTTAACTCATTTTCCTTGTTTTAAGCTCGCTAATGTAGCTCTAAGC
+TGACCAATAAGTTAATCCGTTTGGTATAATACATAGTCTACACCTGTTACTAATCAAAGAGCAGGATTCC
+GTAGTAATTAATTTAATAGAATGGGTATTAGCATACCTTCATCCTGCTACAGAGATATTTTGATAACAAA
+TAACGGTATTTCGGCCTTGATCTTTCGCTTGATACATAGCTAAGTCGGCATCATGTAATAAGTCGTCGAA
+GCTCATTTTATTATCAGCCATCGTTGCAACACCAATACTGAAAGTTACCCTACTTTGTAAAACTAAAGAT
+GAAAAATCATACTGCGAAATTTTTTCATTGATACGCATGGCAATAGCTTTTGCTTTATTGCTGTCTGCAA
+AAGGTAATAATGCAACAAACTCATCGCCGCCAAAACGAGCAAGCAAATCACGAGAACGCATGGTTTCTTT
+AACTAAATCTGATACTGCCATTAAGATTTCATCGCCAATATCATGGCCAAAACTATCATTAATTTTTTTG
+AAGTGATCTAAATCTAACAATAATATCGATAACTCTTCTGGCTGTTCTGTAAAACTAGACACCATTTTCT
+CACCGTGTTTAAACAAAGTATTACGGTTTGATAAGCCAGTTAAAGCGTCTGTTCGAGTCAAGAGGATAAG
+TTTATTACGTATTCTTAACTGTCTGAATAAAATCAATACAAAGACGATACCTGTGCTGATAATCAGCGTG
+AAATTATATTGCTGCGCAGCTTTTTCGTCTTGTACTTCAGCAACTCGGCGAATTTTTAACTTATTTTGAC
+TTTCCATCAATGCGTTATTGGCTTTTTTATCTTTAACTTCAAATGATTGCTCTAAAGAGGCAATCATAGC
+TATACGCTTATTTTTACGATAAATATTATATGTTGTTAAATAGGATTTTTTTTCTAGGTAAGCTAAATCA
+TATTTTCTTTGTCTTGCGTAGTGATCGGCTAATAATAAATGCAGCTGTAAAAATTCAGGTTGTGCTAATT
+GCTGTTCAGAAATTTGTTCCGATAACTTTCCTGCCTGTTCCAAAACAGTAATAATATTACTGCTATTATT
+ACTGTTACGACTCTCAGAATTTTTATCATTTGCATTTTCTTTCAATAACGCTTGCGCGACTAAAAGTAAA
+TATTGCTCTGCAGGGTTTAATGGTGCTGTGGATAAAGTCAGCTGTGCAAGTGCTATTTCAATTTTATTCT
+TTTCGATACTTTTTAGTTTTAACTGTGTAATTAAGAAGAGTAATTCAGGGTTGATGGGTAACATTTTTGT
+TGGTGGAATATGCAACAAGTTACTTTTTTTAGTTTCTCCCTCATCTAAAACAGGTACTTTAGCAAGCTCA
+TTCGCCTGACACATCGATATACAAATCGACGGGACAACCAATATTATGAATATGATGTGACTGATAAATT
+TCATTGGGCACACACCTTATTTTTCCCCGAGGCTTTAGCTTGATAAAGTTGTTCCTCAGCTCTTTTAACT
+AAACTGATTAATTCACTATCATCAGTTAAGGTAGCAACACCAATACTGACGCTAATTTTTTCAATATTGT
+TAAGCTGCCATGTATGTTCATTAATAGCAGCGCGAATACACTCTGCTGTTTCCATTGCCAACTTCAAGTT
+GGTTTTTGGTAAACACACCATAAACTCTCCACCGCTAAAACGACCAAAAACATCATTCTTTCGCACCATA
+TTAGCGCCAATAAAAGCGACTTTAGCTAAAACTTCATCACCAATACTATGGCCTAAGCTGTCATTAATAC
+CTTTAAAATGATCGATATTAATCATCATTAAACTCAAATGATATTGTTTAACTTTTGCTAATTCAAAAGC
+CTGTTGAGACTTTACCATCAAGCGACGCCTGTTAGCCGTCCCGGTAAGTTTATCAACGTTCAAGGCGACT
+TTTAGTTTCTTCTGACTTTGAATTAATTTAACTAACACCCACGCAAAAGCTAAGGCAAGTAAAGCACTAA
+TAATCAGATATATTCGCTGCTCTTCATTCTCTAATTTTGCTTCATTGAAGCTAGCTTCGTAACGGGATTT
+TTGGTTGTTTAATATTTCATTTTGCTTATCTGCCTGCTCGGCTTCAAGCTTTAGACGAACTTGCGCAATG
+GAGCGATTATCTTCATTTTCATAGAGTTTTTCTGTTAACGCGATCACTCTAGACTTTGTCTCATAAGCTT
+GTTTAAATTTTTCTTGTTTATAAAAAACCTTAGCTTTAAGGTTGATGATATTGACATAACCTTTTCTTTT
+TCTCTTAGGCATATCCTCATGATTAACTAGTATTTTTTCAATACGAGCTATACTTATCAATACTTCATCA
+AAGCGCTCTAATTTGTATAAAACACTCGCTTCATCAAAATAAAACTGTAAACGGTAATCTACTTTCTCAG
+TGAACTGTAAATACTGTTTGGCCAGCAATAAATATTGGTGCGCGGCATCAATATTACTGTCTTTTTTCTT
+TAAATGAGCCCAAGCCATACCTGAATAAACAGTAAACATACTGTCACTTGAAGTATCTTTATTTGATTCA
+GCTATTATCGTTTTAAAGACGGTTATTGCTTGTTCGTAACGTTTTTCGCGAATATGAGTGATGGCAATGT
+TATGCAAACTGTTATGTGCAGATAATAACAGGCCAGCCTTTTTAAAGTGTTTATATGACTGCTGATAATA
+AGCCATAGACTGATCACCTTGTCGTAACAGAGAATAGAGAATACCCAATTCAGTGTTAGCGGTACCTTTA
+AGCTCTTCATCATCAGTTTGTCCTGCGATGTTATAAGCATCATTAAGCAAAACTAAAGAGCGCTTATAGT
+TATCCGTTAAATAAGCAATAGCGCCTAAGTTAATAAGCCCAAGAGCTACTTGTATCTTATTGTGTAAAGA
+CTCCGCTACTTCTAAGCCCTTTTTATACTCTTTAGTTGCCCGAGGAATATTCCCTAAACTTTCAAATGAA
+AAACCTCTTAAGTACAATAGTTCACTCATTAATATGCTTGGACTAGCAAGTCTTCTCCCTATGATGAGCC
+CTTCATTCGCCGTTTTTTTAGCCGCACTATATCTATTTTGTTCAATTTGTATTTCCGCAAGTAGTTTGAA
+ATAAACCAAATTTTGTTCAACAGTGAGCGCACTAAGCACATTTTCAAAAGTAGTTAATTGTTTAAGGGAA
+AGTACTAGATCAGTCTTTTTCAATTCTGTTACTTGTTCGGCAACGAGATTAAATTTTTTAATATCAATCG
+TCTTTTGAGCGACAGCAACCATTGACATAAGGAAAAGGGAAATACTGATAACGATTTGACTCGCATGGGG
+CATTTTTTTCATAAAGCACAACAAATACTAACTCCTAAATAAGCAGGTCGGCATTCACCGAGAATGGCAG
+TATAGAACTATTTAGCCTGAGAGTTAAATCGTAATATTTAAGCCATAAAAAATCCTCTATAAAAGAGGAT
+TTTCTAACTTAACTCTATTACATAATCATAACAATGTTATTGCATGAGTTATTCACTAACACTTAGGTGT
+TTAATGCCCTGAAAAGACTAAAACCTTAACAGGTAATAACAAGGCTTGCATGCGAAGGATAATGGCATGA
+ACAACCCCTACAGCATCAACCATATGTAAATAAAGTGTCTCTGGAGTACTGAGTGTTCCGCTGGCAATCA
+ACTCATGATGATAACTATAAGCATTTGCTACACATTTTGTTCCAGGGATTACGCCATCAAGCCCACCTTC
+ATACAGTGGTACTAATCTTACCGTTAGCGTGCCTGGTCGCGCACGTTCTTGCACGTCTAACAAGGTCTCA
+TTGGTTCTAACTTGACCTGTTGCAATAACGCTTTGAACGCTATCTACTTTCATAGGAATGATGGTAAAAG
+GTTTAGATAAACACGTTATTTCAGCAAAAGTACCTACTTTAATAACATTCGCCGCTAATTGGTTAAAACC
+CGCTTGAACGGCTTCTCTACCTGATGCTTCACCAGAAGAAGGTACTATCATACCGGCAGAGCGAATCATT
+GGATTAACAAAGTCACCTGGTTGCAACGCGAACTGCTGTAACTCGCCATCAATATGGGCATAAACAGTAC
+GTTTAGCTTCATCAACAATTGCACTATCTAACACTTCAATTGCGCTGGCTTTTTTTGCCGGTAAAATATT
+ATCAATGACGGCTTGGGCTGAAACTTGATTGGCTGAAGATGCTGATAAACCCGCTTCATTTATTGCCACA
+GTATCAGCCATTTTTTGCACTTCGCTTTCACTAATAATATTATTACCTTTTAGTGAGAGCTCCTTTTTAC
+GATCATATTCATTCTTCGAACGCATGTAAGCACTTCTAGCTTTTTCCACGTTACTTTTTGCTACCGTAAG
+TTGTGCATAGGCGGTAGAAAACTCAGCCTCAACTTGCCTGATATTTGCTTCTGCTTGTTCAATTGCCGCC
+ATTTGAGATTCATCATACATGCTAAAAATAGCCGTACCGGCTTTAATTTTCTGATGATTTTCAACAAATA
+CATGCTGAACCCTGCCACTTTTCTCCGGCATTATAGAAACGGTTCTAAATAGTGGTGCAGCGTTAGTGGT
+TGATGGGTGATAATAAAAAATTAGCGTTACTAATGATATAGATAACATCGCACACGCTGTTATGCCCCAC
+CGTAGCTCATACCACATGGTGAAAAAGGTAATTTCTTTTCCCCAAGCCTTACCTTGGCGATATTTTCGGA
+ATAAATAATCCGGCAAAATAGTAATAAGCGAACAAAGTAAAACTTCTAACATTTAGTTATCCTCCTTTAC
+TGCTACTGTATCTTCAGTCTTTTTCTGTGTTTTTTGCTCTTTACTTTGAGCAATAGTCGTTAAAGACTTA
+GCAATAGATTGTAAAGGGGTTAAGAAGTCAGGTAGTTCAACAACGGCTAGCACCAAAGCTGCAACCCAAA
+AAATATTGTTATGAGTAAATAAAGCTAAAATAGTTAATATTGTGATCAGCTGTATTTGGGTATGATTTTT
+CCCGTGAGCAATATGCTCAGGAACTGCATGTAATTTAAAGTAGAAAACACCCGCGATTAAAACTAAAACG
+ATAAGAATAACAGCCATTACAACCATTAAAGGATCACTATTAGCGCCAGCCAAATACCCTGGAATATGCT
+CTGTATTCATTTCCTCTCCCTAGTTATTGAATTATCTCTTATAGCGAACTTATGGCTAATTTATATCTAC
+GTTAACTTTAAACAATTGCCATATCACCTTTACTTTGCAACCAAATTTTTCTGTCTGGACTACGCTTTTT
+AGAAAGTAGCATATCCATTAATTCCATCGTTTCACTATGTTCATCAACGGTTAACTGTACTAATCGACGG
+GTATTAGGATCCATAGTAGTTTCACGTAATTGCGGTGGGTTCATCTCACCCAAACCTTTAAAGCGTTGCA
+CGTTTACCTTCCCACGTTTCTTCTCTGCTTCAATTCGGTCTAAAATACCGTCTTTTTCTGCTTCATCTAA
+TGCGTAGAAAACTTCTTTTCCAATATCAATGCGATAAAGCGGTGGCATGGCAACGTAGACATGACCAGCT
+TGTACTAAAGGTAAAAAGTGTTGCATAAATAAGGCACATAACAAAGTCGCAATATGCAGTCCATCGGAAT
+CGGCATCCGCTAAGATACAAATTTTACCGTAACGTAATTCAGATAAATCATCACTGTCGGGGTCAATGCC
+CAGTGCCACTGAAATATCGTGCACCTCTACCGAAGCAAGAATTTGCCCTGAATCGACTTCCCAGGTGTTT
+AGGATTTTACCTCGCAGTGGCATTATCGCTTGAAACTCTCGGTCGCGAGCTTGTTTAGCACTACCGCCAG
+CTGAGTCACCTTCCACTAAAAACAACTCGGTACGCGCTAAATCTTGGCTACCACAATCAGTTAACTTACC
+AGGTAACGCGGGTCCTTGAGTGATTTTTTTACGCACTACTTTTTTACTAGCACGCATACGTTTTTGGGCG
+TTATTAATGCAAAAGTCAGCTAAGAGTTCTGCTTTATCTGTATGCTCGTTTAGCCATAAACTAAAAGCAT
+CTTTGACTACGCCACTAACAAAAGCGGCACATTGACGTGACGATAATCGTTCTTTGGTTTGCCCGGCAAA
+TTGCGGGTCTTGCATTTTGATAGATAGGATATAACTACATTTATCCCAGATATCATCCGGCGTTAGTTTG
+ACACCGCGTGGTAATAGATGACGAAATTCACAAAATTCTCGCATCGATTCAAGTAGCCCTTGGCGCATGC
+CATTAACATGTGTACCGCCGGCAATGGTTGGAATTAAGTTAACATAACTTTCACCTATACTTTCACCACC
+TTCCGGTAACCAAGTAACAGCCCAATCGGCCGCCTCAAGTTGTGAAGTAAAACTGCCAACAAAAGGGTCT
+TCAGGTAATGAAACATAATCTTTTACTGAATCTTTTAGGTAATCGGTAAGACCATCTTCATAACACCACT
+GATATTTTTTATCTTCAATTTTATCATGAAATTTAATGGTTAAGCCTGGGCATAATACCGCTTTAGCTTT
+AAGTAAATGCGTAAGGTGGCGCACCGAAAATTTCGAAGTATCAAAATAGCTAGCATCGGGCCAAAATTTA
+ACACTCGTACCTGTGTTTCGTTTTCCTACTGTGCCTGTTTCTCGCAGCTCTTCAACTTTGTCACCGTTTT
+CAAATGCCATTTCATAGACTTTACTGTCTCGTCTAACACTGACATCAACACGCGTTGATAAGGCATTAAC
+TACGGAAATACCAACACCATGCAAACCACCTGAAAACTGATAGCTTTTATTAGAAAACTTACCGCCTGCG
+TGCAGCTTACAGAAAATAAGCTCAACCCCTGACACACCCTCTTCAGGGTGAATGTCGGTAGGCATACCAC
+GACCATCATCAATTATTTCAAGTGACTGATCTTTTTCTAAAATAACACTAATATTTTGTGCGTGACCGGC
+AAGCGCTTCATCCACTGAGTTATCAATAACTTCTTGACCTAAATGATTAGGTCTAGTGGTATCGGTATAC
+ATGCCTGGGCGGCGGCGAACGGGTTCTAAACCACTAAGTACTTCAATGGAGTCGGAATTGTATTGGTCAG
+TCATTTGAAACTCAATTTGATCGCAGTTAAAAGATTTAGGCTATATTGCACATTGCTAATTTTATTTGTG
+GCTATATAAACCTGACTACTATATTAATCACTTAGCGAGAATTAATCCGTTTGGTATTATCAAGTTGAAA
+AAAATCACTGATAGTAGGTAAGCAATTATCAAAGTTGATAAAACTATGGTCACCACCCTCTTGTACTATT
+AATCGACAATATTGATATTTTTCCACAGCTTGTTGGTAATTTAACACTTCATCGCCCGTTTGTACCATAA
+CAAGGTAATTATTTTTTTCCGTACAATCAATTGTTGGTGCAGTTTGCTCAAGCGCTTTCAACTGCTGCAT
+ATGATCTTCGGTCACTTGGTAGACTTCCTCGGTATAAGGATTAACTTGCTCACCAATATAATCGTGCAAC
+AGTTCATAAGGTGTTATTGCTGGATTGACTAATACCGCTAAACAGTCATATTTTTTTGCAAGATAATGAG
+CAAAATAACCACCTAATGAAGAGCCGATTAAATACCATTTTGCATTTGAATCATGTGTTTCAATAAGCTG
+CTCTAATTGACTCATCGCGTTCGCTGGCGTTGTTGCTAATTGAGGGCAGTAAAATCCGACATTAGGGAAG
+TTTTTAGCCATGTATTTACGGGTTTGTTCTGCTTTTAACGATAATGGAGAAGAGTTAAAACCATGAATAT
+GGAGGATGTTTTTTTTCATTATTAAGCTTTTACTTTTAGTTATTAATTTTAATAGTTAATTTTAGTTACT
+AAATAGGCGCTCTATTTAGAAAAGAATAACCATAACGCTTTGACTTATCATCTTCTCGTTATGCTTCATT
+ATTTATAACATGACAACCTCAGTGTTTAATTGGCCATCTGCATATAAAGAAAAAAGTCTATATCCTGGCC
+CTTTGCTTAAAGCAGCTACACCATCAACCGTTGGATCAAATTGAATCGATGTAGCAGGACAAGTATATAA
+AACAACCGGCTCATTTATTGGGCTGGTTATAGCGTTAGTTAACGTCATATCACCATGGACATGCCCACAC
+GCAATCGCTTTTATATTGTCATAGGAGTTAATAACTTGCCAAAAAGCATCCTTGTTTTGTAAACCATGCT
+TATCAATAAAGTAACCAACATCAATCGGATGATGGTGCATCATAAGTAACTGATTTTTATTTTTCTGGAT
+AGCATCTTTTAGTTTCACCAGTGCTTGTTCTCCAACATACCCTGCTGGAGTGGCACTCTTGCTATCAACG
+AGTTGAACTTGCCAATGCGACAAGTTAATTTCTTTGTCTGCTTGAAACGGTGATGCTGAAAAATATTTGT
+CTAATAGTTTTGGCTCGTCATGATTGCCTGCCAAGTAATAAATAGGCACAGTAATATGACACTCAAGCAC
+ACAATCAACAAAATTTTGGTAAGACTGCTCAGTGTGGTCTTGAGTCAAGTCCCCAGTAAAAATGATATAT
+TTTATGGATGGGTTATCGCAAATACTCAGTAAAACTTTTTTAAGATTAGCGAGGACATTATGGCCATGAT
+GTAAGCCGTCAACTGATGAAAATAGATGACTATCAGTTATTTGTGCAAAAGTAATAGGTTGGTTATTTGG
+AGAATAAGGTTCTGTTATGGTCATAAATTAATACTTCATCAGTTAACTCTTTATAATTAGCTCTTTATAA
+ATTAGCTCTTTATAAATTAAGAGTGCAGCTCTACATTTACTTGCCCTAAGCGTAAGCATAAATGTAGCCA
+TTCATTTAAAAACTGATTGATTTGTTGTTTTTCATCTTGTTGGTGCATTTGACTATTAGGGTAATCGTAA
+CGAGGCTTTACCTGCCTGATGTCCTGTGTTGAAAGAACTTCCGCCATACGAGCATCATGATATAACCGAA
+TAGTCATGCGTGGATGAAGTGCAGTGGCAACAATGTTCGGAATATTTTTAAAAGATGAGCTTAAACTATC
+TTGCTCAAAACAGATAACAGAGGTGTAACGAGTTACTTCTGTTATCGTTACGCTATAGGAGAGGAAGTCA
+CTGATAAAAAATTGTCGAATTTCACTAAGTGCCGTTTTACCTGCTAATACTTTTTGCAGTAACATATAAT
+TGTTGGCACACAAGGTCATCAAACTAACTAAGTTAGGTTGGTAACTTTTTCTACCTGCGTTATTAAACGC
+TTTGTTAGGAAAAAAACTCATGGTTGCCTCTTAACTGCCATTTCAAACACTAATATCTTTAGAAATATTA
+CTTCCAGTGGCATGACTATTTAGTGCTTGTCTATTGAATCGATAACGATTGATAGTTCAGTGCCAGCCAT
+TGTAACCCGATAATAGTAGCTGCGTTAGTGATTTTGCCATCGGTCAATAGCGCCAAAGCTTGAGTGCGAC
+TGACAATATGTAACAAAATATCTTCATTTTCTTCAGGCAAACCATGAATAGCACCATCCGTTACTAGATC
+ACTATTAAAGTGCGCTAAATATAGGTGAATCCGCTCACTCATACCGCCAGGGCTAGAAAGATATTGCATC
+ATAGGTACTAAATCATTAGGGCAAAGTGTTAAATTAGTTTCCTCTTTGGCCTCTCTTATAGCGACTTCTA
+TTGGCGTTTCATTTTCGTCAAACATCCCCGCAATAAATTCTAATAACCAAGGACTGTCATCCCCTCTTAA
+AGCACCAGGTCTAAACTGCTCTATCAATAGCACCTTATCTTGCTTTGCATCATAAGGCATGACGACCACA
+GCATCACCACGTTCAAAAACTTCTCGGGTAAATAGCTGACTTTGCTCTCCCGAAAAAAGTTTATGCTGCA
+GTGAATATTCATTCATCTTAAAAAAGCCCTGATATTTCGTTACCACTGAGTGCACAGACACCTGTTCATT
+ATCAAACTTCAGCATAGCATCCGGCTTATTTTTATTACTTTTCATCAAGTATCTCTTTTTAATAATAATT
+TGTTACACTAGTAAACAGTTATTTTATTTGGTTAATTTAAAAATCCATGTAGGATACTCTACCAGCGAAT
+ATCTATAAATATAGAACAAGAGTAATACACCCAAGGAATTCCTTACTCATGAATAAAACACTAAGCACAC
+TAATTATAGCGATAACTACTGCTATTAGTAGTACACAAGCACAGGCTGATGATTTACTTACCGTTTATCA
+ACAGGCTTTATTAAACGATCCTGTGGTACTTAAATCACAAGCTCAGTTTATGATAGTAAAAGAAGATATA
+GTACAAGCACGCTCTGCTTTATTACCACAAATTTCTGCTAATGGTGGCTACTCTATAGGTGAACAAGAGT
+TTGTCGGCACTGATAACACTTCAATTATCAATCAAGAGTCAGACAGCTTAACGTATGGCGCTAGCTTAAA
+TATGCAGCTTTATCATCACGATAGCTGGTTACGTTTAAATAATGCAGAAAAAGCAGCCCATCAAAGTGAT
+TTAACTTATCAAGTAGCAAAGCAAGATTTAATTACTCGCGTTGCTAAGGCTTATTTTGATTTACTTAGCA
+CTAAAGATGATCTCGTTTTTGCTACCGCTGAAAAAGATGCCATTGCTCGTCAACTTGAGCAAACTAAGCA
+ACGCTTTTCAGTTGGGTTAACCGCTATTACTGATGTATATGAAGCACAAGCACAATTTGATAGTGCTGTT
+ACCGAAGAGATTCGTGCGGAAAATGCGATTTTCCAAGCCGAAGAAGAACTACGAGTAATAACGAATAGCT
+ACCCTAAAAACGTTAGTGTATTAAATACTCAACGTTTCAGTACTAGTACTCCGGTGCCAAATAGCGCTGA
+TGAGTGGCAAGTCACTGCAGAAGCGAAAAACCTCGACTTAATTACCGCTAAAGTAGGCATAGATATCGCG
+CAAGATAATATCGATATTGCCCGCGCTGGTCATTATCCTACGCTAGACTTTGGTGCAAACTATAATGGCA
+AGGATGAAGAGCAAACGATTGGAAGTGCGGCATCCGCAGACTTACCTGGCGTTAATGGTTACTCGATAGG
+CGTACAGTTAAATGTTCCTATTTATTCAGGTGGCGCTATTCAAAGTTCAGTGCGTAAAGCACAAAATAGC
+TTTGTATTTGCTAGCCAAGATTTATCTTTAACACACCGTAGCGTAGTTCGCACAACCCGTAATGCTTACA
+ATACGGTAATTGCTGCTATTTCGGCTATCAAAGCATTTGAACAATCGGTATTAAGTGCTCAAAAAGCTCT
+TGAAGCGACTGAAGCTGGTTTTGAAGTGGGTACTCGTACTATTGTTGATGTATTAGATAGCACGCGTAAT
+TTATATAACGCTAAACGTAATTTATCATCAACGCGTTATGCTTATATCCAAAACGTTTTATTATTAAAAC
+GTGCTGCAGGTACAATCACTGATCAAGATATAAATGCTATTAACTCTGGTTTGATGGTCGCTAATTAGTC
+GCTCATAACCCATTGTTTACAATCAAAGTGACAAGTAGATTACAACGCTACTTGTCACTTTTTTTTATAA
+TAATACTTATATAACTTTAGTTTATTTTATTTACATCAAACTTCTAAAAAACGTTACCAGCTCTTTTGCT
+TCTCGCTCAACTGAATAATGTTCTAAAACCCGCTCACGGCCATCACGCCCCATTTGCATTAGTTTCTCTT
+CATCAGCTAATAACAGCGACATTTTTTCGGTAACTGCGTCTAAATCATTAATAGGCACAACGTAACCATC
+AACACCTTGACGCACAACTTCAGGCCAAGCACCCGCCTCGCTGGCCAATACTGCTGCACCACTACTCATA
+GCTTCTAAAATAGTTAAACCGAAACCTTCATTTTCACTCAAGGCAACGACTAATGACAAACTGCTAAATA
+TTTTAGGAATATCAGCAAAGTTTTGCTCCCCAGCAAACACGATACGTTCAGTTAACCCAGCTTGGTCAAT
+TTTACTTTGTAATTCATTGACAAAGCTTTCATTGCTCGAAGATATTGAGCCAACAATCACCGCTGTATAA
+TCAGGTCTATCTTTTAATATGTCGATGCACGATTCAACAAATAGGTGCACCCCTTTCTGCTTACGGACTC
+GCCCTAATATAGCAATGCCCTTTTTACCTTTAGCGCTATTTTCTGGAAGTAAACCAAGAGATTGCCACGC
+TTTACTTTTATCTGTTGCTGGCAGATAAATATCCGTTTTTACTCCATGGTAAATAATAGCATCAGGTTTT
+CGGTGTAAATAACTTGCTGAGGCTTTACACATAGCAAGTACCGCATCCATTCTATCCGTTAGCCATAATG
+TAAAACCTGATCGATAACGCTGAGCTGCACTACTAAAAACAATTTTTAATTTAACGCGAAATACATATTT
+TAATAATAGAGCTTGGATCATCTCATCAACACGACGGGCATGAAAAATTCTAAACTTACCTTTAGGGAGT
+GGCTTTGTAGATAAATTCGCAACTTGCCAAAAGCTAATCGATAATGATTCATCAGGTAAATGATGCTTAC
+CCATCACTCGTAAATTGATCAAACTTTGCTCATGAGACAAAACTTGCAACATAGTTGATGTTACGCCAGA
+AAAATTAGAGTTTGAATTACCGATGATCAATTCAATCTCTTGTTCATTGACGACATTTTTTTCTCTTTGA
+ACCATAGCGACCAGCAATTAATAGTATGTAAAATAATACTCACCATTCTACTTGAAAGCAGATAATAAGT
+TAATTGCCTATTTAAAAGTAACTTAGGTATAATCATGAACCTACATATTCCTCAGAGAGAACACTGTGAG
+TAGCAATAAAGTTTTACAGCCAGATTTTAAATTGTCTTTTTTATTACCCAAATATTGGCTTACATGGTTA
+GGCGTTTTTATTCTTTACACTATTTCATGGCTGCCTTTCAAACTTCAGCTGTTCATGGGACGTATGCTCG
+GCCGATTATTAATGAAAATTGGCTCCAAGCGTAAACACGTAGCCTTAACGAACCTTAGATTATGCTTTCC
+AGACAAAAGTGAAGATGAATTACAAATATTATTAAAGAAAAACTTTGAAAATACAGGCATTGCACTTTTT
+GAAACCGGCATGGGCTGGTGGTGGCCTGATTGGCGAGTAAAACGAAAGTTTAAAGTCAAAGGTTTAGAGC
+ACCTTGAAAAAGCACGTAAAGAAGGCAATGGCGTTTTACTGCTTGCGATGCATTATTTAAGTGTCGAAAT
+GAATGCAAGAGGCGTTGGTTATGGCCACCCTATGGTTGTTTTTTATCGTCCTCATAATAATCAATTGATG
+GAGTTCTTTCAGTTCAGAGGTCGAGGTCGTTCGAATAAGTACATGTTAGGTAAGCGTGATGTAAAAGGCT
+TAATGAAAGCGCTAAGAGATGGCGAAGCATGTATTTACTTACCCGATCAAGACTATGGCAGAAATCGTAG
+TGTTTTTGTGCCGTTTTTTGGTGTTAAAGAGGCAGCAACGACAACGGGTACTTTAATCTTTGCTCGTCAA
+AAAAATGTAGAAACCATGATGATTATCCCAGTAAGAAACGACGATGGCAGTGGCTATACGTTGGAAATCA
+TGCCGCCATTAGAAAACTTTCCCACTCAAGATAATATTGCTGATGTCACTCGTATCAATCAAGAGTTGGA
+AAAAGCAATTTCACGAAAACCCGAACAATACATGTGGTTGCACAGACGTTTTAAAACGAGGCCAAATCCT
+GATGATGCTTCATTATATAAATAATGTTCAACGATACCTTTAGCGATAGAAAATAAAGAGAGTTTTCTTT
+AATATTCTAAAACTTAAAAGGTTAAAGTTTAAAGTTTACATTGATAATTTGTATAAATATTTTTCTTTAC
+GTAAAGTAAGCTAACCTTCACTATAATTCAGGTGATAATAACAAAGGTGTTGATTAACCGATGAACTTTT
+GGCTGCGGAACATTATTTTAGGGCTTTTTCTTACGATATTGGCTTGGTTATTTTTTGCCAACCAGGACTT
+TTTACTTTCTCTCGATGGCTCTAATACGAAAGAAAACGCTATAAAAACGACTGAAACGGTTGTTGATTCA
+ACGCCAAAAGAAGTGGAGGTTGAAAGTAAAACTAGCCTTTATCAGCAAGGGAGAAGCTCAGGCAATGCTG
+CGGCAGATGGTTTATCTAAGTTTTATGCAAACTTACATGGTGATATGGATGGCAAAGGTCCTAAAATTCG
+TAATAACATTGTTTATCTTCCTGACCCTAAAGGTGACTTAGCTAAGTTATTACAAGCAAGAGAAATGGTA
+GTTCGTCCATATAATAAAAATTGGCAAGGAAGTATTGAATCAAGACCCTTTAGAACAGGTGATACTTTAA
+ACCAAAAGTTAGTAGAATATTCTGAAAAAGACGGTATTGATTTAATTTGGTGGTTAAACCGTGATTATGT
+CGTAAAAGATCCGTTTCGAATTGAAAAAGATATTTTAAAAACCACTTTTCAAGTAGCAAAAGCCATTGAA
+GGACATTTTGAATCAGGCCTCTCTATTTTCTTTTGTTATCGTCAACGCGCGGTTGTAGTCATTAAGAGTG
+CTCCTCAACCTTTTTTAGATGAGGAGTGTATTTTACTTGCTAGTGAGAATCCTTATTAGCCTGGCTTATT
+AATCGTCCTTGATATACCGCCTGATTTAATCAACTAGGCGGTTTTGCCAAATGTCTCCAATCGCTTTTTC
+ACCAACTATGCTTTCCCTATTAATTAGTTGCCCCGCATTTTGCATAGTCGCTTGATGCCCTAAAGCCCTT
+AATTTTTGATACATATTACTTAGCTGTTGTTGTTCTGACTTTTCTAATAAGTCCAACTTCAGTAGGGTTT
+TAAAAATACCTAAATTATCACATACAAGCATCAACTCCCTATGCTGAGTAGCGTAGGCAAGTACTAAAAA
+CTGAGCAAGAAATTCAATATCAACCAAGCCACCTTTACCCTGCTTAATATCAAAGAGCGATTCACTTGAT
+TTATCTAAATGGCTACGCATTTTTTCACGCATAGTAATAATATCGTTTTTAAGCTCGAGAAATACTCTTG
+GTTTTGATAAAACATCTTGCCTAATATTGATGTATTGTTGCTGAAGCTTCTCATTACCAAAAATCATTCG
+GGCTCTGACTAACGCTTGATGCTCCCATGTCCAAGCTTCTTCATGTTGATACTGAGCAAAAGTATTTAAA
+TGTACAACCAATAAGCCGGAATTACCTGACGGCCTTAAACGCATATCTAGTTCATATAATATGCCGCTAT
+TCATGCGGGTGTTAAAAATATGCATAATACGCTGGGCTAACTTCACGTAAAACTGGCTGGCTGGTATGAC
+TTTACTGCCATCAGCCCTACCCGTTGTGTCTTCACTTGCCTCACTATGATGGACGAAGACTAAATCTAAG
+TCTGAGCTGTAACCTAACTCTACCCCGCCGGTTTTCCCGTAAGCAATAACACCAAAACCTTTTTCCTTTG
+CGCCATCTAAGCAAGAGGTTGGTATACCAAAGCGCTCACTAACTTGTTGCCATGCAAGGTTTATCACTTC
+TGATACAATGGCTTCAGCCAAGGACGTTAAGTGGTCACTGATTGTTGCTACCGGTAATACATCGGCAATT
+TCAGCGGCGGCAATGCGTAATTGTTGAGATTGTTTAAACTGACGCAAAGCTTCCATTTGTGCTTCAAGGT
+CTTCTTCTGGAATTCTTAACATGCGCTCACGCAACTCGATGCCATAAGATGACAATTGTGGTGGGTTGTG
+TAATAACTTGGGATCAATAAGTTCATCAAGTAAAATAGGATATTTAGCAATATAATCTGTCACCCAACTA
+CTTGCTTGGCATAAATGAATAAGTTGCTTTAACGCACCTTCATTTTCAAAAAGTAGTTCTAAATAAGCAG
+TACGTGTCACTATTTTGCTGAAGACTTGCAATACTCTTGCGATAACTTGCTCAGCCATTTCATTTTTTTG
+TAATCTACATAACAGTAATGGTATTAATTTATCTAACACCTGACGACCTCTGTTACCTAAACTGCGTTTG
+CTCGTATCCTCTCGAAAATCATGCAGTATTTGCCAAACTTTATCGCTTTCCCATGAATGTGCTTCTTGTT
+CTAACCAAGCAATAGACTCTTCATCACTCCAGCGGCTATGCCAAAGGGTTACCCAGTGTTCATCTGCAGC
+TTGATGGTTCGGACTATCAAGTCCGATAAGTTGGTCAAACTCTTGGTGAACACCATCCATATGTTTGGCT
+AATATAACTAAAAATTCAGGCCAGGTTTTAATAGCAAGTACGGTTAATAATCGCTGCTGATCAAGTTCAT
+TATCGGGCAATGTTTGCGTTTGTTTATCAGCTAAAGCTTGAATGATATTTTCAACACGTCGTAAAAAACG
+GTAAGCATTTTCTAACACTTCTTTATTTGCAGCGTTAATTTCGCCTGAGTCGACAAGTTTTGGCAACACA
+ATTAATAAACTGCGTTGTTGCAACTCTTTTACCCGCCCGCCTCTAATTAACTGAAAAACTTGCACGATAA
+ATTCAATTTCGCGAATACCACCAGCACCAAGTTTAATATTATTAATTAATTGTTTACGACGAACCTCCTG
+CGCAATCATCATTTTCATGCGACGTAAACTATCGATGACGCTAAAATCGATGTAACGACGGTAAACAAAG
+GGTCTGAGCATGCTTGATAACTGCTCATGGTATTTAGACTCACCAATAACCCGTGCTTTCAACATGGCAT
+AACGTTCCCAATCGCGTCCCTGTTCTTGGTAGTAATCTTCCATTGCATTGAATGTCAGCACCAGTGGCCC
+ACTATCACCAAAAGGACGTAATCGCATATCTACACGATAAACAAAACCATCACAGGTAACTTGATGTAAT
+GAGGCAATAAGCTTTTGGGCTAAGCGGGTAAAAAATTGCTGGTTATCTATACTGCGGCGACAGCCCTGGG
+TTTCTCCACTTTCGGGATAAGTGAAAATTAAATCTATATCGGAGGAAAAGTTTAATTCCTTGCCACCAAG
+TTTCCCCATGCCATAGACCAATAAAGTCTGGTTTTCACCTTGTTCATTTGTCGGTGTACCCCACTTTTTC
+TGACAAAAATCAGTGAGCCACTGCAAACTAGCTAAAATAAGTTCGTCCGCTAATGAGGATAATCTTGCCA
+ATGAAATATCTAGACTAATGCTAAAAATCAAGTCATCAAGCGCTATCTTAACCATGTGTTGTAAGCGAAA
+TCGCCTAAGGATTCGATGCAACTGAACTTCATCAGTACAAGGAGATAATTGTCCAGCCAAAAGACTTTTA
+TAATCAGGTAATGCTTCTTCGTTAGGTTCTTGAAAAAGCTCAAGAACGAGTTCAGGTGCTTGTAAGGCAC
+TGTTTAAGATGAAATCACTCAAGGTTATCGCTTGTTTAAACGCACTAAGCTGATCTTGTGTTAACTCATT
+ACAGGCATCTGCATGTTGATCACTAAATTGCTGCCAGCTGATTTTTTGTTGGTCGTGTAAAAGAGGAGAA
+AAAGATAACGTCACAAGAATTCCTTATATAAGCAAGCGTTGCTATAGACATAATATGTCGTTAATGGTAT
+TAATTGACACTTGTCTATGATTTGTCGCTAATATTAATTAACTATTACGATAACATAGCATTTTTAAGGA
+GATGATGGCAGAAATGCACTTACTAAAAACACCTTTTTTATTGCTCTTGATCATAATTACCACGCTTAGT
+TTAGTTGGCTGTGGTGATCCTGTAAAAGAGCAAATCGAACAGCAATTACCCATGACCGAGCAAAGAGTTG
+CTCAGTTAGGTGATGCTTTAAATAATGGTCAAGTTCGCAATGCCAGCTTAATTAAAAAATATGCTGATAC
+AGTAATGGTTAATAAGGCGAACTTAGCCCCCTTGATCAATGAGTTTCGTAAAGATGCTTCTACTGATGGC
+CCTATGTACAAATCGCTATTAGATAGGATTAATACAGCAAAAAATCAACCACAAATGTTTGAGTCTTCTC
+AGGCGCTTTATAATGAATTACTAAATATTTACCAAGCAGCAGATCCCGTACTTTATTCTGATGCATTGAG
+CGACCCGCTTAATGTATTGGCTGATATGTCTGATGGTCAACTGCCTCGTATTAATTCATTATCAAAATCG
+CAGAGTCAGCAAGCCAACAATGCTCAAGATTTCGGTACCGGTGAGCAATTAATTGGTAACCCCAGTTACG
+GTAACTGGCAAACAGGCAGCAATGGCATGTCTTTTTGGGCTTGGTATGGCATGTACTCAATGATGGGTGA
+CATGTTTGGCCGACGTACCTCTTATAATGATTGGGGTAGACAGCGTAATTATAGCTACTACAACGACTAC
+GGCAGAACACGTTACAGTTCACCAAGCCAATTAAAGAAACAAACGTCGCTTGATACTCGCACTAAGAAGT
+CGTTCAGTAGTCGCGGGCAAAAATTTACCAGCCCGTATAGTAAAAATAGAGCGGGATCGTCAAGCTTATC
+AAGCCAAAGTAAAACAGCCCAAACGAGTGCTAATCGCTTTCGCACCAATAGTGTGAAGAAAAGCAATTAT
+GCCAGTAAATCTAAAAGCAAAAATTCTAGTTTTAGAAACTCAAACACCAATACATCACGCGGTTTTAGAC
+GCGGGAAGTAATGAATAAATAAAGAATAGGAACAGTCAAATTATGAACTCATTCATCGAACTCACTGGTG
+TTAATCAAGACTTGCTCGTTTATTTGGCCATCGATGTTTCGATAGCCATATTATTATTAGGGGCTATGCG
+TTTCCTTTCAGGACTTAGTGCAAAGGTAAACAGTACTGATGAATTAGCCAAAGAAGATAACTTCGCTTTT
+GGCATCAGTGTTGCTGGTAGTGTATTAGCGCTAGGCATTGTTCTTACTGGTGCTATTACTGGCGAATCAG
+CAAGTAGCTATGCTATGGAAGCTATTGGTATGCTGGCATACGGCGGTTATGGTTTAATACTGATTAAAGT
+AGGTCGTATTATCCATGATAAAATTGCACTGCAGCACTTAGATAAAAATGCACTGATAATAGAGAAAAAC
+TTAACTATAGGTATTATCGACGCCGCTGGTGCTATTGCAACAGCGATAATCATTCGTGCTGTATTACTGT
+GGGTAGACGGGCTCGATTTAAGTACATTCATTGCTATCACAAGTGGATTTATTGTTGCTCAAACCATGTT
+AGTCATAATTACTCGACTACGCGAACGACAGTATGCTAAAAACAACCAAGAAGATTGCTTACAAGAAGCG
+TTAAGTAATGGTCAACTTGCTTTAGCCATTCGTTATAGTGGCCAAGTCATTAGTACCGCTTTAGCGGTAA
+CTGCTGCCAGTCACTTCCTAATTTATAGCCCTGAAACATTAGTCGTCAATTTACTCGGCTGGTTAGTTTT
+TGGTATCGGGATGACTTTACTTGTTGCTCTACTTTCTGCAATAGCTAAGCGCATCGTGCTTTGGGGAATA
+AACCTAGTTGAAGAAGTTGATCAACAACATAATATCGGTGTTGCCAGTATTGAAATGGCAACCAGTATCG
+CTATAGCCTTAATATTAACGGCACTAATGGCCTAATAAAAGTGTTATACCTGTTATCATTCAAAGTGCGT
+GATTTCAGTGGGAGTTAAAAGTGTTTTAAGCAAGGCATTAATTTTAAACAATGGTTACTCTCTTGTTCAA
+ATTAATAACGCCGCCCAAATCGCTTTTAGCCCCATCGAAGAAGCGTTTGAGCATCATCACTACGTCGTTG
+CACCTTTTTGTAAGGGAATAAGCATTACTACAAAGGTGCGCCTTGTATTGAAATTGCTCAAGCACTCTGA
+AACAGGCATCTTGATTGGTAACGGGTATAAACTCACCACCATAGTGCGCTCAGGTGCTGGTGGTGAGCAT
+CATTAAACACTGCATAAACTTCATCTATCACTCTCCTTTTACCTTAATTACTAGTCACTAATACCTATGG
+CACAAAACACTTTACCTCAAAAGAAGTCTCACCTACTCGACGATATCTTACTTATTCTAACGATGGCTGT
+TCTAGCAGGCTGTGGGCTAATTTATGAGTATTTACTCTCTCATTACGCCGGTCGAGTGTTAGGCGTGATG
+GAAAGCACTATCTACACCATGATTGGCTTAATGATAGTGTCGATGGGACTTGGTGCTTTTGCTGCTCGAA
+AAGTACGTTGTGCTTTTAATGGTTTCGTATGGCTAGAACTTATTATTGCCTTACTGGGTAGCTCTGCCAT
+TTTGATCATTGGTGGTTTAATCGCTATTACGCAAATATTCCCGCAACTGATTGCAGATATGTTATCACTT
+CCGCCTGATATGAAACCTCAAGGTGGGCTTTTCAAGGATTTAAGTTGGCTAGCGTTTAATAGCCCTTATT
+TCTTTGGGGTATTACTCGGCTTTTTTATTGGTATGGAGATCCCATTAATTGCTCGCATTCGTGAGAGCAT
+TCACCAGCAACACCTTGCCAATAATTTAGGCACTATTTATGGCGCAGATTATGTTGGTGCTGGTATTGGT
+GCGGCGATTTGGGTTGTTTTTTTACTGAGTTTAGACATTAGTAAAGCAGCAGCACTCACCGCAAGTTTAA
+ACCTAATTGCCGGTGCTTTTTTTATTCTCCGTTATTGGCAACACCTTAATTGGCGTAAAACCTTTGTTGC
+TTTACATTGTGCCTTAGCTTTAATTATAGTTTTAATGTTTAGTTATGGTAATCAATGGCTTAATCAAATG
+AATAGTCTGCTCTATCTTGATAAAGTGGTTCACACCGATAAAACTCGTTATCAACAGTTAACCTTTACCG
+AACGTCATATGGGTCTTGAGCAAGACAATATAATCAATTTCTATCTAAATGGTCGTTTACAGTTTTCATC
+TATTGATGAACATATTTATCATGATTACCTTGTTGCCCCTGTAATGGCAGGCTCTGCGCGACATGATAAG
+ATATTAATTATTGGCGGCGGTGACGGTTTAGCGTTAAGAGATGTTTTAAAATACAATCCAAAACACGTGA
+CGCTAATTGATTTAGATAGTGAATTAATTGATATTTTCAAACAACCAAAGAAGCAAGTAAACCCTCGCTT
+AGCGAGTCAAATTTTACAGTTAAATAAAAATAGTTTACAAGATGAACGAGTCACAATTTATCGTGCTGAT
+GCGTTTATTGCCATTAATCAATTGTTAGAGGATCGACAAACATTCGACGCAATTATTGTAGATTTACCAG
+ACCCAAGTCATCCCGATCTTAACAAACTCTATTCGGTAAACTTTTATGCACGACTTAAGTTGTTGTTATC
+AGGTGATGGTTTAATTGCAATTCAATCAACTAGCCCTTATCACGCTAAAGACTCTTTTATTGCTATTGGT
+AATACTTTAGCAGCAGCTAAGTTTTCCCATGTAGAGCAATATCACGATAATGTGCCCAGTTTTGGTGAAT
+GGGGATGGACCATTGCCTCTAAGAGTGGCGCTAGTCCGTTAACAAGATTAAACAAACTAACTAAGCTTCC
+AGTAGCGCATCAATGGTTAAACTTGGCTATATTAAAGGCTGCTTTCATTTTCCCTAATGATTTTTATCAG
+AACAAAGATAATATTGGTATTAACATTTTAGGCAGTCATACGATTTATCAATTACACCAAAGCGCTTGGC
+AAGATCAACAAGGCTTAAATTAATCGATAATACCAAAATGTTTCGCAAAGACAATTGATACAAAGTAACT
+ACAAAGAGTAACAATTAGTTTATAAAAACACCTTGACATAATATGTCAGGATGTTAAATTTAACTCAGAC
+GACATATTATGTCATCTACTTTTTCACTAAAGAAAGGAAGGATAGGAAATACATGAATATTCATACTATA
+GCCGATCACTTAAACAGCTTGGCAGATAATTCAGACACAGGAATGAGCTTTGATTGCCAACCAATATCTG
+GCGAAGTCGACGTCCTGCAAATTAGCATTTCAGACCGTGAAGAGTTACCAATTTTTGTTTCGGTAACCGA
+AGACCAAATTATTTGCATCAGCTACTTATGGGGAGCAGAAGAAGTTAAACCTGAATGTATTCATGCCATG
+CATGAGAGCATGTTAGAAATGAATATCCCTATGCCCTTATCATCATTTTCAAAAATTGGTGATAAATATG
+TAGTCTTTGGCGCTTTATCTATCAGTTCAAGCTTTTCAGATGTTGAGCATGAATTAGCAGTGTTAAGCAA
+CAATGCTATAGAAGTGATTGATGATATGAGTGATTACTTACTTTAGTTAAATAACTAATTAAGCGTCACT
+TTGATTACCCCTAGTTAGGAGTTACTAATGAGTATATTTAAAAAAATAATGACCGCAATACGTGGCGGTG
+CATCAGAAGCTGGTGAAGCTATCATTGATGCAAATGCAACCCGTATCTTTGAACAAGAAATACGTGATGC
+TGAAAATCACCTTACCAAAGCAAAACGTGATTTAACAGGTGTTATGGCTGAGCAAATGTCAGCAAAACGT
+GAAGTTGATCGTTTAACCCGTGAAGTTTCAGAACACGAAGGTTATGCAACACAAGCACTCGAAAAAGGTG
+ATGAAACACTAGCACTTGCTGTAGCAGAAAAAATTGCTACCTTAGAAGGTACCTTAGCCGATCAGCAACA
+AGCTCACGATAGTTTTAGTGGCAATGCTGAACGTTTGAAAGAGTTAGTTAAGAGAAGTGAGCGTCAAGTT
+GCCGAGCATAAACGTCAACTGTCTATGGTTAAAACCACTGAAAGTGTACAAAAAGCGACGTCAGCTATTA
+CCGATAACTTTTCATCAAGCAATTCTAAGCTATTAAGTGCGAAAGATTCTTTAGAACGTATTAAAGCTAA
+GCAACAAAAGTTTGATGACAAAATGAAAGCGGGTGAGTTACTTGAATCTGAAAATTCGGATTCATCATTA
+CAAGCGCAGTTAAAAGCCGCAGGTATTGGCTCACAAGACAATAGCGCTAACTCAGTATTAGAGCGTTTAA
+AAGCTAAACAAAAGTAACCTTACCTAAGCCAGTTAATTTATTTAACTGGCTTACTTTGTAATGATTACTA
+AATAAATATGTTGTCTGAGCGGGACTTTATTCGTTCATTAGTTTTGTGTTAAATCAATATCCATCCTACT
+TCAGGTAACCTTATGAGTTTTTTTAAAAAGATATTTAATAAATCATCTAACGAACCAAGAAAATTAACAA
+ATGTTAATCAATTACTGGTTGGTGATATTATTGTTTTGACAGATAGCTTTGCCTTACCTGAGTCCTTGCG
+TGGACAAGAGTTTCAAGTAAAAGCCGTTAATAGCTATGAATTTGAAGAAAAAGTGCAAACCGAATGGGCC
+TTAATAGGGACTAACGCACTAGAAATATTTTTATCACTCGAAGTGGATGATATTACCGAGCTCAAATTAT
+CATTAAAAATTCAGCATGAAGATGTCGAAACCTTATTTGACTTAGACAGTTTTTCCGAAGTATTCGATGA
+ACCAGGAGAGGCTTTTTTAGAAAAAAAGGCTGACTCCAATATCGCTGCCCTGTGGAGTAGCGAGCAATAT
+CAACAAAGCGTGTTTGCTAAGGTTGGATTTTTTCACCGTAAAGATCACCGTAGTGAGAACCTCTCGGCTT
+ATGAAGGAAAAGATAGCGGGGAGCAATTTGAATTATATAGCTTGTATAATGAAGATCAGAGTAAAGGCAT
+TGATATTGAAGTATGGCAAGATGGCGATACTGAAGTGTGCTTAACTTTATTTAGGCCGCTTAGTGATATA
+ATTGATATGTATCCAGCAAGTTAACCGGAAAGTATTATGGCGAGAAAAATCCCCGATAAATGGCAATCCT
+CCGTGAAAGCGATAAAAGCGGTGCAGGTCGCTTTTGATATGGATGAAAAGATCCAACTGTCTATTCGTAA
+ACAGGCACTTGATGCTGGTTTAAGTCCTTCGGATCAAATTCGTGATATTTTAGGCTTACCAATCAATAAA
+AGACCCAAGCGACCACGCTTAACTGTGAGTTTAGCTCCTAGTGACTATCAACTTCTCGCTGATAAATATC
+AACTACAAGCCGAAGATCAACTAGAAATTAAGAAGAAACTTATGGATGATTTAATCGCTCATATTAATTC
+GTGCAACCGCGACGAAAAGGAATAGTGATATCAATGTCTAATATCACTAGTTAAAATTCAAATATAACGG
+CTTTGTGAAAGTTTTTTTTTGTGCCATACTGCAATGAACATGAATAAACAATAACTTCACTTAGGATATC
+ATTATGTTAAAAAAAATTATCGCAGTATCTCTGGCGTTAGCCCTAACAGCTTGTGCCAACACTGATGCAC
+TTGATGCAAATATCACTTCACTAACGAGTAAAGTTGATGCTTTATCAAGCCAAGTTGCAGATTTAGAGTC
+ACAGCAACAATCTGTATCGGCTGATGTTAAAGCAGCAAAAGCAGCAGCTGAGCAAGCAGCAACTGATGCT
+AAAGCAGCAAATGAACGTATTGATAATGTTGTAGCTTCATATAAAAAATAGTTATTTTTGCTAGCTTATT
+TAGCAATAGACAATAAAAAAGCACCATATGGTGCTTTTTTATTGTCTATTGCTAGAGTAGTTTATTAATA
+AAACAGGTTAACCTTTAAGGTTATTTAGCTAGTTCAACAACTAATCCGTGTGGTTTTTCAATAACAGGTA
+GTAGTTGCTGCCAATATTCACGATTAGTACCAACAAATCGTTGCATCGCTTTAGTTAAAATAACATTGCC
+TTTAGTTGTCTCAAGATCTGACAACTGTTGATGTATCTCTATTAATTGCTTATCACCATTTTCAAAAGAC
+ATTTTTACTGGTTGATTAACGACTCTCACTTTAGTATTTACCGGAACATTATCAAAAAGCCATTTAATAT
+CATCATCATACATTCGAATACAACCTGAGCTAGCGCGCATACCAATACCAAAACGCTTATTAGAACCATG
+AATTAGGTATTCACTAGTGCCTAGTCGTAAGGCATATTTACCAAAAGGGTTGTTTGGTCCTGCGGGAACT
+ACGTCAGGGAGGTACTCTCCATGCTCAGCAAAGTGACGCTTTTGCATTTCTTTGGTTGGACGCCAGTCGG
+GATCTTTTCTCTTTTCACCAATTACAGTGCTAGTTAACGGTGTAGACAAGCCCTGTCGACCGATACCTAC
+AGGAAAAACATGGACTTTATTTTCTTCGGGTGAATAGTAATATAAGCGTAATTCAGGCAGATTGATGACT
+ATTCCTTTTCGTGAAATAAAGGGTAATAACATTTGATTTGGTATTACCACCTCGGTATCAACTTTAAGTA
+AAAAGGGGTCATGCTCGGGATTAGCCGCCAGTAATGCTAAAAAACCAACATCATATTGCTCAGCTAATTG
+CTGAAAGTAGTCTCCTTTAACTACAGTATGAATGATAGGTTCACCTATTAGACGCTTGTTCTCACTTTCT
+ATTTCATACACAGTTGCCGTCGAAGGCTTAATAAATATCAGTGCGATAAAGAAGCTTAACGAAGTAACAA
+GGGATCTTTTATTTTTTATCATGTTATTTATGGCCAGTAAGGTTTCATTGTTAAGGCTTTTGCTCTGGAC
+TGATCTAATGCCGTGATTAAATTTTCACTTTTATTGGTTAACCATTGCGTTAATTTATTTTCTTTTTTTG
+GTAGGTGCTTTAACTGTTGCAGTAATAAGCTCAACGATTGTAACTCAATAATACCCTGTTTAATATCTAA
+CAAAGGCATGTTGAATCTCTTAACAATGTCACTCTCTGGCTCAGCGAACAAGCAACTAAACCAACTTGTA
+GTTAATAGTGCTCTAATCAATAGGCTATGTGCAGTTAAATATAACTCAATAGAGGTAGAATCTTGTGGTT
+TTTGCAATTTAACTAATTCATCACTTAGTGCTTTAGTGCTGTTGGTTAAGTGTTTAGTTGCAAATTCAAC
+TAATGAGGAAGAGTTATCAATTTTAAGCGTCTCATCACTATTTCTTTTAAGTAATAAAGAAAGTAAGTCA
+ACTTGCAGATTATTAAAGCGTTCACTATGCAATAGTTCTAAAACTTGCAACTCCCTTGGATAACGGCTTT
+GACGTAATTGTAATTTTGTTATCAACTCTTGATTAATTAAGTTCTCTTTTTGATATGAGCTTTGTTTGTT
+GATTAGTAATTGAATATAACGTGCATTTTCAACCCAATGAATCGTTCGGATAAAATAACTAAGCTCAGTG
+CGAAGTGCTTTTTCATCTGGAGATAATAGCTCATCAAACAACCAAAACCCTTGTCTAAGTAATATAAGCT
+GTTCACTTACTTTGCTGAGCATATTAAATGAAGGAACTTCCACATAACTATCAACACAGAGTTGCAGCTG
+GTTTAACGAAAACTCGATGCCATGAGTGAGAGCGTTATGGAGTGGTATTTTTTTGGGTAAATTAATCATT
+GAAAGCTCTATTTGCTCAACAATAGCGCTGTTATTAGGCGGCTTATTTTCAACATGAGAAGCTAATGTAA
+GGCTCTCATGATATAAAGCATAACCACGGGCTGCTTTTGTTAACTGTCCGGGTCGTAAAGCTAATTGACT
+AAATAACAGCTTAGTTAATCCTAATAACGCTTGAGAATCACCGCTGACGAACTCTAATTCAATTTCATAT
+ATACGCGGCTTTTTAACATAGTTTTGACAAGCAACTTCACCACAATCAAATGCAATCTCAATTTGAGCAT
+CTTCGAAACTAACAAGCCAAGTATGACGGGTAAAATGGGTGGAAAATAGTTCGACAATCTGTTGCTGCAA
+TAGATTAATATCGATATTAGGTTGAAAAATAATATCGGGAAATAGTGAAACAATAGGTTTAGCATCACCA
+ATGTCGACATTATATTCGGGTCTTTGATGCAAACCTGCAATGATGGTGCCTGAGGTTTTTATCGTTTGTT
+CAAAACGTTTAGTTTCATCAAAACATTTTGTACCACGTGTACGTAAGGCAATTCTATTTTTACGTAGTGT
+TAGGTCAGCAGTATCAAAGTAATGGTTACTCAACTGCTTCTCCTGATGAACGAAGGTGACGTCGTGTTCA
+GAGAGTAGTTGGCTTATAGTGGTTTTTATTTTCTCTGGTTTGGTCTGTTCATTGCTATCAAGCAATGAAT
+ATTTTAGTTCTATTTCTGTAACCATTATGCCCTAATTTAAGTGTTTACTTATCACTTAACAAGCATACCG
+TTAGTACATCAATATGCCAATAGCGAGTTCCCCATTATTTGTTGCAAACTTATATAGAATGCGACCTAAC
+CTAAGTAAAACTTAATAGAATGTAACGAAACTTATTGATTAACTTAGTTATCAATCATCGAAAAAGTAAA
+CTTACTCAAGGCTTGAGTTAACTTTTGTAGGTAATGAAGTCATTCTTAGCTTGCCATCAAAGCAGCAAAC
+ACATAATATCTTGTCTTCTTTGACTTATTTACTACATTGGTTTTTCTATGAATAACGTTATTAACGTCAT
+AGCATTTCTTGCTATAACTTTAGCTAGCTCGCTTTTTATCTCTGCTCAGGCTGCAGAAAACAATTACAAG
+CAGGGCTATATCTCTGATGAATTATTCATATATATGCATACAGGACCAGGTAAGCAGTTTAGAATTTTGG
+GTACTATCATTGCGGGTTCAAAAGTTAAAATTACCGGCGCGGTAGACGGTGGTTATAGTGAGATCATAGA
+TAATAAAGATCGAACTGCATGGGTTGAAAATAAATATGTAACCACTCAACCAGGTCTACGTTTTGTTGTT
+GCCGAACTTAATGGAAAAATAGCTAATAGTAGTGATTATAGTAGCCAGCTTGACGGTGAAGTAAACGAGC
+TCAAGAGTAAAGTTAACTTATTAACTAATGATAAGAAAAAGCTTTCTGCAGAACTTAAAAAATTGACTAC
+TACATTGGAAAAAACTCAAGCTAAAATTAAAGATCAAGATACCAATATTAAGAAACAATGGTTTTTCAAT
+GGCGCTCTAGTGTTAGGCGTAGGTTTGATTTTAGGCTTGATTTTACCGCGTTTCTTCGCTCGCCGCCGTG
+GTGCGATGGATAGTTGGTCATAAATTGATAAATTTATAGGTAACACTTAGTACCTCAGATCTCAGTTTGA
+GGTACTAATAGAAAATCAACTAATCCGTTAACACTTTCTATTTTGCTAAATTAAAATATTGAAAAGCGAC
+ATCACTTGCTGCGACCTTACTGAAATTCTGCTTAAATCAGTTTATTATTAATACCCGAATATTCACCTAC
+GCTAGTGCTTTAAGTTCCCTTCTAGGCACTAAAAGTGACTTAATAGACCTGTTAATCTTTCGTAGGTCTT
+CTTTGGACTTAGGTACTAAATACTTGTTATCGACAGTAATGCATCAAGTAGAGTTATTCAAAGCTCAAAG
+AGTCTAGACTTACAGTGGCTTAATAAACTGTAAATGATTGCTTAAACCCCAGCTAAGATGAACTCTATTA
+ACATCTCACAACTTTAATAACCCAAGATATCGGCGAATAAAGATCACATATTAAATTGACGTTTCAACTT
+TTATCCACTCACTAGGTACTATGCCCATTGAGTCAGTATAATGAATCCATTTATTAGGACTAATCACTAT
+TTTATTAGGGTTAGCATTTAACCATGCTCCCCACCAACTAAAACTGCTGTTAGCAATAATATTATGTGTA
+CACAAACTCATTAGGTGCATGTCTTGAAAAGACTGTTCGCCGGAATTCCAATCAACAAACCGTACTTTCT
+CAACATTTATATTTGCTCGACACCAGGTAATATCATCCGAAAAAATAACAAATAGTGGCTTCTCTACTAA
+GCCTTCAATTTCTTTAATCGCATTCTGATAATAAGGTAAATCACATATGCCACCCAAAGCTTTATGTTTT
+AAATAATCGCCTCGTCGTATATGTACCGCAACTGTTTCATGCTCAGAGATTTCCTGATGCAGCGCTAAAC
+TCTTAGGTTCAGTAAACTCTGGAAAGGTAAGTTTTTCTCTAATCTCACTGGCAATCGAATTAAAGTATTG
+TGGGTTTTGCCATGAGCCACGGTAATAAATAGAAGTGTCTTTAGTACCTAAATCAACTTCTTGATAAGAG
+AAATGCAAATGTTTTTTCTCTTTAATATATGTACGTGGAATAAATGGCGTATATTTTTTTATTTCTTTGA
+GTAACTTAGTGAAAATATTTTTAGTGCTTTGCACCGCAAGCTTTTCTTCTGCAGAACAATAGTTTTCATT
+TAAATTAAAAATACGCTCTAGCTCATAACCATTATGCAGTTCATAACTCGCCATATCATGAATATCTAGC
+TTAGTCGTTTCATTAAATTTATGTTTAACTGCCAAATAAAATGCATATTGAAACAACTGGTTACCAAAAC
+CACCACACACTCTTACTACCTTCATACGCTAAACTGCCTAGTTATGATTTACATATAGCCGTATATTAGC
+AGCCATTACTATTACTACAAAGTGAAGACCTATTTTATTGACACTTATCGCACAATAAAACCAAGATTTA
+CCCTGTAATTATCGTTATAATCAGTAAAAATCACTTGATATAAATTCCCCCCTCTTCAAGGAACGTTAAC
+ATGACAACAAAGAAAGTGGCTCTAATTACCGGTATTACTGGACAAGATGGTTCATATTTAGCGGAGCTTT
+TATTAGAAAAAGGTTATGAGGTACATGGTATTAAACGTCGTTCATCTTCATTAAATACCGAGCGAATTGA
+TCATATATATCAAGATAATCATGAAAAGAATCAAAAATTTTTCCTTCATTATGGTGATTTAACCGACTCA
+TCAAACTTAACCCGTATATTAAAAGATGTTCAACCTGATGAAGTCTACAATTTAGGTGCTCAATCTCACG
+TCGCTGTATCATTCGAATGCCCCGAATATACTGCCGATGTTGATGCCATTGGTACCTTGCGACTACTTGA
+AGCTATTAGATTTTTAGGCCTAGAAAAGAAGACTAAATTTTATCAAGCCTCTACTTCCGAGTTATATGGT
+GAAGTGCAAGAAATACCACAATCAGAAACGACGCCCTTTCATCCTCGCTCCCCTTATGCTGTTGCCAAAA
+TGTATGCTTACTGGATAGTGGTAAATTATCGTGAGTCTTATGGCATGTATGCCTGTAACGGTATTTTGTT
+TAACCATGAATCTCCTCGTCGTGGTGAAACGTTTGTGACCAGAAAGATTACTCGCGCGATTGCCAATATT
+GCTCAAGGTTTAGAGTCATGTTTATACTTAGGTAATATGGATGCATTACGTGATTGGGGACATGCAAAAG
+ATTATGTGCGAATGCAATGGATGATGTTACAACAAGAACATCCTGATGATTTTGTTATTGCCACAGGTAA
+GCAAATTAGTGTTCGTGAATTTGTAACTTTGTCAGCACTTGAAGCAGGTATAGAGCTAACGTTTAGTGGT
+GAAGGTTTAGATGAAGTAGCACGAGTAACTAAAATTATCGGAGATAACGCCCCAGCATTAAGCGTTGGAG
+ATATCATGGTTAAAGTTGACCCACGATATTTCCGCCCTGCTGAAGTTGAAACTCTGTTAGGTGATCCATC
+TAAAGCGAAAGAAAAACTAGGCTGGGTACCACAAATTACAGTGGAAGAAATGTGTAGTGAAATGGTCGCT
+AACGATCTCAGTAAAGCAAAACAACACGCCATTTTAAAAGCACATGGCTACCAAAATTCGACTAGCGTAG
+AATAACGCAAGGACATCAATGAAAATTTTATTAACTGGTGCTAATGGCATGGTCGGCAAGAATATCCTTG
+AACTTGCCAGTAAGCATCAACATACTTTTCTTACTCCAAGTAGCAAAGTACTAAATTTACTCGATGCAGC
+TTCAACACAAGCATATTTAGTTGAACATAAACCCGACATGATTATTCATGCTGCAGGTGTTGTTGGTGGT
+ATTCAGGCCAATATGGCGCATCCCGTCAAATTTTTAGTTGATAACATGCAGATGGGACTAAATATCCTTA
+ACTCGGCTAAAAATTGTGGCATAAAGCAATTTTTAAATTTAAGCAGCTCATGCATGTATCCTCGAGATGC
+TTTAAATCCGTTATCCGAAGAATTAATTCTTAAAGGCGAATTAGAACCTACCAACGAAGGTTATGCATTA
+GCAAAAATTGCCTCAACCCGTTTATGTGAATACATCAGCCACGAAGAACCAGAATTATTATATAAGACCA
+TTATTCCTTGTAATTTATATGGCCGTCATGACAAGTTTTCTCCTCATAACTCCCATATGATCCCTGCCGT
+TATTCGAAAGGTTATTGATGCAAAGCAAAAAGATTTAACTGAAATAGATATTTGGGGCGATGGTAAAGCA
+AGGCGTGAATTTATGTATGCCGGCGATTTGGCTGATTTTATTTTTTACGCTATAGCAAACTTTTCCCGTA
+TGCCACAAAACCTTAACGTAGGGTTAGGCGAAGATTTCACAATTAATGATTATTATCAACGTATTGCAGA
+GATTATTGGCTTTTCAGGTACCTTTAAACATGATTTAACTAAACCTGTCGGTATGAAGCAAAAATTAATA
+GATGATAACAAACTTAATGCCTTTGGCTGGTCTTACAAAACGGACTTAACAGAAGGCCTAAAGAATACAG
+TGCAGTTTTTTTTAAGTGAACAAAATTTAAGTGAGCAAGCTAATGACTAATTATTCTCTGGCAAGCAGTA
+CATGGGATGAGCGTGAATTTGGCGCAATTCAAAAAGTAATAGATTCAGACATGTTTACTATGGGTAAGCA
+CGTTGCACAATACGAAAAAAACTTTGCTGATTTTTTCGGTTCAAAATATTCAGTTATGGTGAGTTCTGGC
+TCTACCGCTAACTTATTAATGATAGCCTCACTATTTTTTACTAAGAATCCTGCGCTTAAATTACAACGTG
+GTGACGAAATTATTGTCCCCGTAGTTTCATGGTCAACTACTTATTTCCCACTACAACAATATGGGCTAAA
+AGTTAAGTTTGTCGATATTGACCGCAAAACACTCAATATCGACTTAGAAAAACTAGCAGCAGCAATTACT
+GACAAAACTAAAGCGATACTGTCGGTAAACTTACTCGGTAATCCAAATGACTACGCCAAAATGAATGATA
+TTATTGGCGACCGCGACATTTTTATTCTCGAAGATAACTGTGAGTCTATGGGCGCCACGATAGCGGGTAA
+ACAAGCAGGGACTTTTGGAGTTATGGGCACATTTAGCTCATTTTTTTCGCATCATATCGCCACGATGGAA
+GGTGGTTGTATTGTTACTGATGACGAAGAGCTTTATCATATATTACTCTGTATTCGTGCTCATGGATGGA
+CCAGAAACTTACCTAAATTTAATAAAGTGAGTGGTGAAAAAAGTGATGATCCCTTTGAAGAGTCATTCAA
+ATTTATGTTACCCGGTTACAATGCTAGGCCTTTAGAAATGAGTGGTGCATTAGGTATTGAACAGCTTAAA
+AAACTACCTAGTTTTATTGATATCCGACAAAAAAATGCACGTTTATTTCAAGACTTGTTTGCTAATCATG
+CCTACATAGAAATTCAACAAGAAATCGGCAAAAGTAGTTGGTTTGGTTTTTCTTTAGTGCTGAAAGAAAA
+TGCACCGTACAGCCGAGCAGAATTAGTAAAATTATTAACTGAAAATGGTATTGAATGCCGTCCCATTGTA
+ACGGGAAATTTTCTAAAGAATACTCAGGTTCTAGAGTATTTTGATTATGAAGTGTCAGGCACCGTAGAAG
+TAGCAGAATATATCGACCAACATGGTTTATTTGTTGGTAATCATCAAAATGATATTGAAAAAGAAATTAA
+ACTGCTCGCTAAGGTATTGTTATAAAATTATGACTAACTTTAAATATCATCAGACAATAGCGTGGTAATA
+CACATACGCTTCAATCAATCCTATACAGATGATTTGTCGAATAGCTGAAGCTTTTATCGGCTTAAATTTA
+AGGTTAACAAGGAAATAAATGAAAATTTTAATCATTCCAAATCGTGGCCGCTCATATAACGCAGTTCGTC
+CAGAAGCTGAGTGTTACATTGCCTTAGCTGAAGCTGGGCATGACGTTACCGTAATATCTAGTGGTACTAA
+TGCTTATATTGATAGATACAAAAAGTCCAAAGTTAAGTTTATTGAGTTGAAAACACTTAAAAAGCATAGC
+TGGGCTGTAATCAAACAAATTCGTCAATATATCAAAGCCAATAACATAGATATTGTTTACGCTACTGAAT
+CAAAGGGCATTCCCAATGCCGCTTTTGCTTGTATAGGAACCAAGGCCAAATTGGTCGTTTATCGTGGTAC
+CTCTGGCGGGATGTATAAAACGGATCCTAGTAATTACTTATGCATGTTACATCCACGTATTAACGGAGTT
+ATTGGTGTTTCAAGCGCAGTTTCAGCTAATGTTAGAGAAAAAGTAAGAGGCGCAATTAAAGCTAACGTTG
+AAACTATATATAAAGGCCACGATCTAAGTTGGTATAAAGAAGATGCTGCTGATTTAGTCAGCTTGGGCAG
+TAATAAAAAGTATTTCAACATACTGTGTGTCGGAAGCCCTAGACATCATAAGGGCACTCACATATTGCTT
+GATGCAGCCAAAGAGCTCAATGATATAGAAGATTTACGCATTATTTTAGTGGGTGATAATTTAGATAAGC
+AGGCTTTTATTGATCAAATCAATAATTCAGGTATGAGCGAACATATTTTACAACCAGGCTTTAGAAGTGA
+TGTGCCCGCTATAGCTAAAGCATGTGACTTGCTGATACTACCTTCACTAAGTAAAGAAGGTTTAACACGG
+ACAGTATTAGAGTCTCTATCAAATGGAACACCTGTTGTTTCATCAGCCAATGATGGTGTAGTAGAAACTA
+TAGAAAATGGCTTTAATGGTTACCTCGTGCCTATTGGTGATGTACAAGCTATGGCGGATAAAATTAGAAT
+GCTTTATAACGATAGAGTGTTGCTAGAAAAGTTATCTAATCATGCTCAAGATATTATTAAAGACAAAATG
+TCACACCACAAAACGGTGACACATATGGAAGCTTATTTTGAGAAAATAATAGCTCAAAACTAAGTCATTT
+AGCCTTAAAGATTAAAGCTGTTATAAAACAAAGGGGATGATAAACATCCCCTTTAACTTTCTTTTAAATA
+TGATAACCAGATTAAACTAAGTCAGGAATAATCTATACTTGATAAAAATCGCGATACCAATTGACAACAT
+TATCAACACCTTGACTAACACTCATAGCAGGTTTGTAGCCTGTAGTATTAAAAAGATCATCCACATCGGC
+ATTAAGTTTTGTTTAGCTTTAATACCAATAGAGTCTTCCAATGATTCAATAAACTCAGTCAATTTGACTG
+GATTATCATTACCAATATTATAGAGCTATCTTATCTTCCTCTTTATCAAAATAAATATCTCAATTCTACC
+GCGCTAGTAATTTAGATTCACACATGTGTAATTATCTTATTATGTCACTGTTTTGTTAACAAAGTTAAAA
+TGTTAGTGACACACCGCCTTAATTACAGCTTATACGAATGTATTTAGTAAAAGAGATGACATAGAGAAAT
+TATGAAAGATAAAATCAAAGTTTACTCTTGTTATTAATTAGTAAAACAAACCTAAAATTAGAATACCCAT
+GCTAGTAATTACATCCTTTGCTAGGTAAAATGCTTCCTTTCGCCTAACGTCTAACAGTGAATTTTAACTT
+GTTAAATTTATTTAAAATTTTATATTTGGTTATCACAACCTTTACTATAGTAATACTATGTAGCGTGAAC
+ACTTATGCCAAGGGGCCATCTCCCTACCTACCATTGCAAATGGAGCCTTTAATCGAGCTTGAGTTACAAC
+GTTTAGCGACCGTAGCAAAGCTGCCTTTATTAACAAAACCTTATCATGCTGCAACTGTAAATCGCTATTT
+GAAAACAATCGTAGATAGCCATCCAACCTTGTATCGTCGTATTAATACTTATTTAAAACGTTATAAAAAA
+ACGGCTGCACTAACCCATGCTTCAGTACAATTAAACTATGCAAATCAAGAGAATATTGTTTTACCAAATC
+AGCGAGGTCAAATGGCTGATGCCAATTACCAAGCCAGTTTTAGTAGCTTTTGGCAAGCAAACCAATATGT
+GATCATCAATGCTGGCGCCATATATTACGAAAACGGTGATTACCTTAGAAACAATAGTTTTATTTCTATT
+GGTGCTGATGTTTTTCAAGTTGATATCGGTTATCGAGAGCACTGGCTTTCGCCATTTCAAGAAAGTTCAG
+TACTTCTATCTACACAAGCAAAACCACCATTAAGCGTGACTATTAGCAACCCAAACTTACTTACCGATTT
+TAATATAAAATATGAAATATCTATTGGCTTACTAGATGAGCAAACAGATATCAAATTTGACACAGAAAAG
+CCGCCCGTTTCTGGAGAGCCCGCATTACTTACCATGCATTTAAGCGCACAACCCTTCGATTGGTGGACAA
+TAGGTTTTAATCGTACTTTTGTTTTTGCTGGCGGTGAAGATAGTCTTTCTTTGGGCGATATTTGGAATGC
+AATCATAGACCCTGTGAATAGTGATAACTGTGGTGGTGACGGTACAGATTTACAAGACTGCAGCGAAGAG
+TTTGGTAACCAAATAGCTTCTGTTAGCAACAAATTTGATCTTAATTGGTTTGATGTTCCTTTTAGTTTTT
+ATTATGAATATGCTGGTGAAGATACTTCCGGACATAAGAACTATAAACTTGGTAACCTAGCTAATAGTTT
+TGGTTTATTTCTGCCTTATATTGGTGATTCACTATCAATGAATATGGAATTTACTACATTCCAATCTGAA
+TGGTACACTCATCATATTTATGGTGAGGGCTATTCAAATGATAGTGTTGTGATGGGTCATTGGTGGGGCA
+GTATGAAAGACCCTAAAGACAAAGTTGGTGGTGAAGCTGGAAGTATTCGATTTGATTGGCAAAACAGTGG
+TGACTCTCAAATATCATTTCTATATCGCACTGCTAACTTTAACCAATCAAGTTTTGCTGATTACCAGCAA
+TCACATGAATTAGAAATGAAGTATCACAAAGTAATTGACACAAATTTCTTAACTCTGAAGTTATATTTAG
+GTAGAAGTAATTTAGGTGATAATTTTGTACAAACTGGCATCTCATATACTTGGTAATTTAAAGTTAACAC
+GTTAGGAGTAAACAATAATGAGGGTTATAACCTTTGGCACTTATGATATTTTTCATGTTGGCCATGTGAA
+TATTATTGAACGAGCAAGACTGCACGGTGATCATCTTATCGTTGGTGTTTCTTCTGATAAATTAAATATT
+GCCAAAAAAGGACGGCCACCTATTTACTGTGAAGACGATCGTCAACACATAATTCGTTCTATGCGCTGCG
+TTGATGAGGTTTTTTTAGAAGAGTCATTAGAGCTCAAAGCTGATTACATTAAATATTATAATGCAGACAT
+ATTAGTCATGGGTGATGATTGGCAAGGTAAATTTGACCATTTAAAAGATATCTGTCAGGTAATTTATTTA
+CCTCGTACCCCTTCAGTTTCGACTACAGAAATTATTGAAGTCGTTAAAACTAAGCGTCTATAACTTAATT
+AGAGCCCACTTATGACAGCCAAACGTTATTTATTTTATATCGCTCATAACTATTCTTTTGAAATATTAAG
+ACCCTTACAACAAGTAATTTGGGCAAATGGTGATGAGGTAAAATGGTTAGCTATTGGCCAAGAAGTCAAT
+CTCAGCTACTTTCAAAGTAATGAATCTGTATTGAGATCTATTGATGACGCTAGAGCTTACAATCCCGATG
+CTAGCTTCGCGCCGGGGAATGAAATCCCAAGTTTCATTCCTGGTTTAAAAGTTCAAATTTTTCATGGCCT
+TGAATGGAAGAAAAAAGGTCACTTTGTTATTCGAGGTTTTTTTGACCTATATTGTACTCATGGTCCAGCA
+ACCACAAGCCGCTTCAATACATTAGCTCAAGAACATGGCTTTTTCGATGTAGTTGAAACTGCTTGGCCAA
+AGCTTGATTATTTATTCACATCACCTTCGATGCCAATTAAAGATAATTTGCACGCTCAAGAAAAAAAAAT
+CATTCTGTATGCGCCAACTTTCTCCCCTACATTAACTTCAGCCCCTGCATTATTTGATGAAATAAAACGT
+TTAAGTGAGCAAAAAAATTATCATTGGTTAATTAAGTTTCATCCTAAAATGGCAACACAATGGCTCAAGC
+AATATAAAACCTTAATAAAAGACAACGTTCAAATTATCGAAACATCAAGCATAAATGAATTATTACAAAC
+TGCTGATATTATGGTCTCCGATACTTCATCAGTTATTGGCGAGTTTTCGTTACTCAATAAAGTGACCGTA
+AGTTTAAATAATAAAGAGCCTGGTGATTACCTAGTCAATATTCAGACAGCAGGTCAACTTGAACCAGCAA
+TTGAGCAAGCACTCAACCCAAGTAAGGAATTGAAGACAGCAATTAAGGCATATGCTGACGATCTTCACCC
+ATATCAAGATGGCCAGGCTGCTCAGCGTATTTTATCAGCGACAGAGAATATTTTAATACATGGTAAACAA
+GCGAAGAAGAATAAACCATTAAATCTTTTTCGGAATTTAAAACAAAGAAAAAAACTCAAATACTGGACTA
+TTTAAATGAGTTATAGCAGTACATATAACTAATCCGTCTAGCGATAAAATATTTTTCATTTGACATAGTT
+AGAGTATCTGCGCTATTAATAGTACATTGAATAGTTTTCGCTTAAAAAGAATATTTATTAGCTTTTTTCG
+TATTTTTACACAAAGGCTAGAAATAGATTAAAATGACTCACATGACCAAATTGATTAAGCACATTAAAAA
+CAACCTCCTCCTCGCACTCATCGTGCGCGGCTAGGTTTTGTTGCTTCTTCAAAAGTTTAAATATTGAGAA
+CTAAGTAGAAATAAAATAAAACCCGCGCTAACAATCGCGGGTTTTTTTATGTCCGCAGTTAGGTTAGTCG
+TGAATAAGTATGAATGCAGACATCAGCAAAGATTTTAAAGGATAAAAAATGAGCAACCCACAAATTAATA
+ATGACCAAGTTATAATTTTTGACACTACTTTACGTGATGGTGAGCAAGCATTAAATGCCAGCTTATCGGT
+ACATGAAAAACTTCAAATTGCCTTAGCAATTGAACGCTTAGGGGTAGACGTAATGGAAGTCGGTTTTCCG
+GTTTCTTCTCCTGGCGATTTTGAATCAGTACAGCAAATTGCCCGCACAATAAAAAATGCTCGTGTTTGTG
+GTTTAGCGCGCGCAGTAGAAGCAGATATTGATGCCTGTGCAGAAGCGTTAAAAGTTGCGGACCAATTTCG
+TATCCATACCTTTATTTCAACCTCTGATGTGCACGTACAGCAAAAACTAAAAAAAGAATTTAGTGATGTA
+GAAGCAATGGCAATTCACGCGGTTAAGCATGCAAGAAAGTACACTGATGACGTCGAGTTCTCTTGTGAGG
+ATGCAGGCCGTACGCCAATTGATAATTTATGTCGCATGGTAGAAGGTGCTATTAAAGCCGGCGCCACCAC
+AGTCAATATTCCCGATACAGTCGGCTACACCCTACCCTTCGAATTTCAAGGCATCATAACTGACTTGTTT
+AATCGTGTACCTAATATTGACCAAGCGATAATCTCTGTCCATTGTCATAATGACTTAGGTTTAGCTGTCG
+CTAACTCTATGGCTGCAGTTCAAGCTGGAGCACGTCAAATTGAATGTACTATCAATGGTATTGGTGAACG
+TGCGGGTAACTGTTCGTTAGAAGAAGTCGCCATGATCATGCAAACACGTCAAGCATTGTTAGGTGTAAAA
+ACCAATATCAATCACCAAGAAATAGCACGTGTGTCTAAGTTAGTCAGCACAGTATGTAATATGCCTGTAC
+AATTAAATAAAGCCATTGTTGGCGGTAATGCGTTTAGCCATTCATCAGGTATTCATCAAGATGGCATGTT
+AAAAGCTAGTAATACGTACGAGATCATGACACCTGAAAGTGTCGGTATCGCCAAAACTAAATTAAACCTA
+ACCTCTCGCAGTGGCCGTCATGTCATAAAACACCGCATGGAAAGTTTAGGTTACCAAGAAAGTGATTATG
+AAATTGAAGAATTATATGCTGACTTTTTAACATTGGCAGATAAAAAAGGTCAAGTATTTGATGATGACTT
+AGAGGCGTTAGTGTTTAAGTTACAGCAAAAAGATTTACAAGATTTTTTCCAGTTAGACACGATTAATGTG
+CAATGTGGTGATGGCGAGTTTTCTACCGCTAGCATCAAGCTCATCTCTGGTGAAGTAACAGGTGATAAAG
+AGAATAGCAAGACACATGCTGCTACAGGTAACGGTCCTGTTGATGCGCTGTATCAAGCAATTAAGCAAAG
+TGTTGATATAGAATTTGAAGTCAGTGATTACAAAATATCTAATAAAGGCTCAGGTGAAGATGGTTTAGGC
+CAAGCCGATTTAATAATCATTTGGCAAGGTAGAAATTTCCACGGCTATGGTTTAGAAACTGATGTAATTG
+AAGCATCAGGACAAGCATTAATTAATGCACTAAACAGCATCCATAGAGCGATGACTATTGCTGATTTGAA
+ATCCGCAAAACAAGCTTAATCGCCGAAAAAATTAAAATTAGCAGTAGCGAATCAATCGCTGAAAAGTTTC
+TAAAATATAAAAGGTTATAAAAATGTCCAACATAGCAATTCTAGCCGGTGATGGTATCGGCCCAGAAGTC
+ATGGTTGAAGCTAAAAAAGTGTTAAACACGGTAGCGAGCAAGTTTGATTTTGAAATAACAACTCAAGACT
+ATGATATTGGTGGTGCTGCCATTGATAATCACGGTAATGCTTTGCCTGATTCAACCATGGCTGGTTGTAT
+AGAGAGCGATGCTATTTTATTTGGTAGCGTTGGTGGTCCTAAATGGGCAAATTTACCGCCAACAGAGCAA
+CCAGAACGCTGTGCCTTATTAGGTTTACGTAGCCACTTCGATTTATTTTGCAACATGCGCCCAGCAACAT
+TACAACCTGCGTTATCCTCGTTATCTACTTTGCGTAGCGATATTTCCGAGCAAGGTTTTGATGTATTAGT
+GATCCGTGAATTAACCGGTGATATCTATTTTGGCGAACCAAAAGGCCGTAGAGGTGAAGGCGAAGAAGAA
+ACAGGTTTTGATTCTATGTTTTATTCACGCCGTGAAGTTAAACGTATCAGCCACCTTGCTTTTCAAGCAG
+CGCAAAAGCGTAATAACAAAGTGACTTCTGTTGATAAAGCCAATGTATTAGCAACCAGTCAATTATGGCG
+TCAAGTGGTTGAAGAAGTTGCAGTAGAGTATCCTGACGTTGAATTAGAGCACCTTTATGTTGATAACGCT
+GCTATGCAGTTAGTTCGCGATCCTAACCAGTTTGATGTGATGCTTTGCCCTAACTTGTTCGGTGATATTT
+TATCTGATATTTGCGCCATGATTACCGGCTCTATGGGCCTGTTACCTTCAGCGAGCTTAAACAGCGACGG
+TTTTGGTATGTATGAGCCTGCTGGTGGCAGCGCACCAGACATTGCAGGCCTTGGCGTAGCTAACCCTATT
+GCTCAAATTCTATCAGCGGCATTAATGCTTCGTTATAGCTTAAATCAAGGTGCAGCAGCCAAAGCGATTG
+AAGATGCAGTATCAAATGCACTTGATAATGGTGTGTTAACTGCTGATTTATTACCAGCCAACGAACGAAA
+AAATGCTAAATCAACCAGTGAAGTGGGTGATTATATTTGTAAACAGATTGAGAGCGCATAAGATGACAAC
+TTCTACCCCGCAAACCATGTATGAAAAATTATGGCAAACCCACTTAGTTGAAGCAACGAAGGGGGAAACA
+CCATTACTGTATGTTGACCGTCATCTAATTCATGAAGTGACCTCACCACAAGCTTTTGCAAATTTACGTT
+TTCATAACCGCCCAGTTCGTCATCCTGAACGTACTATTGCGACCATGGATCATAATATTTCAACGCGTTC
+GATTAAAATTGATGCCGCTGGTGAAGGCGCTGCCAACCAATTACGCGCATTAGCAATAAACTGTAAAGAC
+TTTGGTATCGAACTTTTTGACATGGGTCATAAAAACCAGGGTATAGCACATGTTATTGGGCCTGAACTAG
+GGTTGACATTGCCAGGTACTATTATTGTTTGTGGTGACTCACATACCGCTACTCATGGCGCTTTTGGTGC
+TCTTGCTTTTGGTATTGGTACCTCTGAAGTAGAACATGTTTTTGCAACGCAGACTTTACGTCAAAACAAA
+GCAAAAACAATGAAGATTGAAGTTAAAGGCCATGTCGGTGCCGGTATTAGTGCAAAAGATATTATCTTAG
+CTATTATCGGGAAAACCGGTAGTGCTGGTGCAACAGGTTATGTGGTTGAGTACTGTGGCGAAGCTATCGA
+AGCGCTAAGTATGGAAGAGCGCATGACGGTTTGTAACATGAGTATCGAATTTGGCGCAAAAGCAGGTTTA
+ATAGCACCGGATCAAACTACCTTTGATTATGTTGAAGGTAAAGAGTACGCACCAAAAGGTGAAGTATTTG
+AACAAGCAGTTGTTGATTGGAAAAACCTAAAATCTGATGCTGATGCACAATTTGATGCGGTATTAACGTT
+AGATGCCAAAGACATTAAGGCGCAAGTTACTTGGGGTACAAATCCAGGGCAAGTTATCAGTGTCGACGGT
+ACTGTGCCTTCTCCAGAAGACTTTAGTGACCCGGTTGAAAAAGAGTCTTGTGTTAGTGCGCTTAACTATA
+TGGGCTTAACTGCAGGCACCAAGATGACTGATATTCATGTGAATAAGGTGTTTATTGGTTCTTGTACTAA
+CTCACGTATTGAAGATTTACGTGCCGCTGCCGGTGTTGTTCAAAAATATGAAGGTCAGCAAGTAGTCAAA
+ACTATTGATGCCATCATAGTTCCTGGTTCATATCGCGTTAAAGAGCAGGCTGAAAGTGAAGGTTTAGACA
+AAATATTCACCGATGCAGGTTTTGAATGGCGTTTACCTGGTTGCTCAATGTGTTTGGGCATGAATGACGA
+TGTCCTTGAAGAAGGTGACCGTTGTGCATCAACCAGTAACCGTAACTTTGAAGGTCGTCAAGGCCGTGGT
+AGTCGTACTCACTTAGTTAGCCCTGAAATGGCAGCCGCTGCAGCTATTACTGGTCACTTCGTTGATTTAA
+ACGCCTAATAGCCTATAACCTTACTGAGAAATATAAAATGGAAAAATTTAACACACATACAGGTTTGGTT
+GTGCCATTAGATGTTGCAAACGTCGATACGGATCAAATCATCCCTAAGCAGTTTTTACAAAAAACTGAAC
+GCGTAGGTTTTGGCGTGCATTTATTTCACGATAGTCGCTACTTAGATCATGATGGCACGCAGGAAAATCC
+TGATTTTGTCATCAACAAGCCAGAATATAAAGGCGCTAGTATTTTATTAGCCGGTGAAAACTTTGGCTGT
+GGTTCAAGTCGTGAACATGCACCTTGGGCACTACAAGAATATGGCTTTAAAGTCATCATAGCATCAAGTT
+TTGCTGATATTTTTTATGGTAACTGTATCAACGTTGGCCTGTTACCGATTAAGTTGACTGAAGCTGAAAT
+TGAGCAGTTATTCAAATTATCTCCTAACGCCCAACTAACGCTGACTGTTGATTTACCAAATAATGTTGTA
+ACTTGTGGCGAATTATCTTTTAAGTTTAGCTTGAATGAATTTCAACAATATAGTTTAGAAAATGGTGTTG
+ATAGTGTCGGTTGGACGTTAAATAAACTTGATACCATCAAAGCCTTTGAAGAGAAAATGCCTGCGTGGCA
+ATAAACTCTGTTTGTATAATGACAAAATAAAATAATTAAAAAAGCCCCGATCAGTGACAACTTATCGGGG
+CTTTTTTTTCTTTTCAGCAACGATGTCACTTAACTGAAATAGCTAAGGCTACCAATTTGTAAGCGCCGGT
+AAACTGAATTTTTCACCTTGAAAAGAGAGAATGACTTGTTGAGGTAATATTTTCTCAACTATCAAATTAT
+CACCTATGTAGTCACCTTCATAACGATCTCGACCATTAACCTTTATCCAACCCTGACCGTCAGAAGCATA
+AATGTGCTGTTCAAACTCTAAACTTGGTAAAGCATTTTGTAGCTGTTGTGGCATTTGAGTGAGTGGCCTA
+ACAGAAATCTCTTCATTAGGGTTGATAAACGACTCATAAGCATTACTGCTGTTTTCTAAACGATTATCAC
+CTGACTGTTCTCTAGGTGAGTCTCCTACGTTAGTTTCATCTATTGCGGCTTGAAATCGGGCTAATAAATC
+ACTAGAAACACCTTCAACTTCAGTAACTTTATAATTAGTATCCTGCTTATTTTCATGAGGCAAGTCATTC
+TTTTCACCGCTAACTAGCAGAGTTTCTTCCCTAATAGGCTCATAAATTTTATTTTCAATTACCTGTGAAT
+TATTCGATTTGCGCTCGGCTTCGATCTTGCTCAATTTTTTAACGCTAACAAGTGCGGTATTTGGCGATGA
+ATTGTCTATTCTAGTTTTAGGTGTTTTGTTATTGATATCGGCTCTAGCTTGCTCTGATTGAACCTTACCC
+TCATCTGACAGCAGTTTTTGTTCACTATTTTCGACAACCTTTGCCAATTCAGTACCGTTTAGATGTTCTT
+CGGTGCTGATTACATTTTCTTGATTACTCATTTCCACGACATCTTTAACGGGTGTTTGTCCCCACCAAAA
+GCCAGCTAAAGTAAAGAAAGCAGCGATGCTTAAAACAGTAGAAAACAGCATGACACCATTATAATTAACT
+CGCCCCTGCTTGCGGGTTACGTCTTCTCCTAATGCACGGTCTGCTGCTGCAACAACCGTTTTTTTATTAA
+CAACACTATCATTTTGGTTATACGCCAACATCAATGCGCTATGACACAGTAAGTTAATCAATCTTGGCAC
+ACCTTGAGACAATTGATGAATCTTAGTTAACGCACCTTTATCAAAGAGTGGTCTTGCGCAATCTGCGACC
+GTTAAACGATGCTGAATATATTGGCTTAGCTCGTTTTTTGTTAACGGCATTAAATGATATCTAGCCGTTA
+TTCGTTGTGCTAATTGGCGTAAATCACGCCGTTGCAATAATTGCTGTAATTCAGGCTGACCTATTAGAAT
+TACCTGTAACAACTTTTTAGTATTGGTTTCTAAGTTGGTAAGTAAACGCAATTGCTCTAACACTTCGGGC
+TGTAAATGCTGAGCTTCATCAATAATCAATAATGTATTGATATCATTTTCATGGTTTTTCAGCAGTTTTT
+CAGAAATTTTATCGGTTAAGGTTTTTAAACTAGCACCTGTTTTTCGGTAACGAATTTTTAATTGATCACA
+TAAAGTGGCGAGTAACTCTTGGCAAGACAAGGTCGGGTTAAGAATAAAAGCAGCTTGTGTGTTTTGTGGT
+AACTGCTCCATTAAACAACGGCTAATTGTGGTTTTCCCCGTTCCTACTTCTCCGGTTAATAATGCGAAAC
+CACCCACCTCACCTAATCCATAAGTTAAATGTGTCAATGCTTCCCTGTGCCTTTCACTCATAAATAAATA
+TTTAGGATCTGGGGAAATTGAAAAAGGTAGTTCACTTAATGAGAAAAAATTGCGGTACATGGTATGTCTG
+GGCAAGAAAAATAAGGTACAAAATTAACCGCTTGCTTGAAGGATGTCAAAGAGTAACTAAATTTAGAGCA
+ATTGCGTAACATTTAATTGCAAATAATAACAATTATCATTAAGATGTAGTTAATTAATTACTATCAATAA
+TACTTAGAAGGAATACATGGTGTTAAAAACATCCTTTACTCTATTGGCACTTATTATCAGCGGCCAAGCA
+CTCAGCCAAGAAAATAAATCAGAACCAAATCAGACCCAACAAAAGTCTAAAGAACAAGACATTGAGCGAA
+TTATCGTTACCGGTAGTCGTATTGCAGAAAATATAGATGAAGTACCTGCTTCAATAACCATAATCACCCA
+AAAGCAAATTGCCGCACAGCTAAAAGTTTCCTCAGAAATTCAAAGCTTATTAGCGAACCTTGTCCCTGGC
+ATGGCACCAAGTACAGGTTCATCGAGTAATTCAGGGCAAACGCTTCGAGGGCGTTCTCCATTAGTGATGA
+TTGACGGTGTACCGCAATCTACACCATTACGTAATGGCTCATTAGGTATCAGAACACTCGACGCCAGCGT
+CATTGAACGTATTGAAGTAATTAAAGGTGCCACTTCCATTTATGGTAATGGTGCTGCAGGCGGTATCATT
+AATTACATCACTAAAAAAGCGAATAGTGATAAAGCACTAAGCGGCCATGCCAGTATCTCTAGTCGCTTTA
+GTGCCGTGGAAACAGAAGATTCAATAGGTCAGCGTTATGAAGCTGGTATCAATGGAGAGATAAATAACTT
+CGATTATGTTCTCAATGCCAGCTACGAAGAAAATGGCTTACAACGCGATGCTGACGGCGATATTTTAGGT
+TTGAAATACGGTCTATCTGATGCGGTGATGCAAGATTACTTTGCTAAAGTGGGTTATCATTTTGACGATG
+AAAAATCATTACAGTTCACTTATAACTATTATGAATCGAAGCAAGATGTCGATTTAATCGATCAAGTTGG
+CAATATTAATACCGGCGAAAAAACGCAAGCTATACCTGTACCCGAAGGCCAAACTGTCTTAGGTGAACCG
+CAGGGCCCAAGCAACCATAATATGATGCTTAAATATGTTGATGATGAAGTATTCAAACAAACACAGTTGA
+TGGTCGACCTTTACAGCCAAGAAGTAGACAATACTTTCTTTTACTCGCCAGTACTCGCTAATCCTGATGC
+TGGTTATGCCGGCGGACAATCATTAATAAATTCAGATAAAAAGGGTCTACGGGTAACATTTAATACACTG
+GTTGATTTCAGTTTTGATAATGGTGACTCACTTGAAGCCACCTTCATTTACGGCATAGATGCCCTTAATG
+ATGTCACTTCTCAATCTATGGTGGATGGCAGAGTTTGGGTACCAGAAATGGATATGGAAAACCTCGCCGG
+TTTCTTGCAAACCAAGTTAATTTATAATAATGACCTTGTTATTAAGTTAGGTATCAGACAAGAAGATATT
+GATTTAACGGTAAATGATTACAGTACGCTTAAGTTATGTAAGAGTGCTGAACAATGCTCTGTTCCCGTCG
+ACGTCACTGGAGATACCTTAAATTATAAAGCGACCACCTACAATATTGGAATCAAATATAATGCGCTGCC
+ATTATTTAGTCCTTTTGTTAGTTACTCACAAGGCGCTGATATTTCTGATACCGGTCGATTATTACGAACA
+GCAACAGTAACCGATATTTCACTTATTCGTACTGAAGCTTCAATCATCGATAATTATGAATTAGGTTTCA
+GTTCTGATTTTGAACAAGTGCATTTTGAATTTGCGACTTATTTTAGTACCTCTGAGCTAGGAACAACCAA
+TAAATTTAATGCAACTACGGGTGTCTATATGCCAGTACGCGCACCACAAGAAATCTATGGCTACGAAGCG
+TTGATTAATTATAACATTAACGATGCTTGGGCCGTAAATGCTACCTATAGTTGGGTAGAAGGCAAAAATA
+CTGAAGCTGACGTTTATTTAGGAGCAAAGCAGATCAGTCCACCTAAAGCGACAGTAAATGTAAACTGGAA
+TCCTAATAGCGATATCAGCGTAGCGATCAATTATTTATATGTTGGCGATCGTAAACGCTTTGAACAGGTT
+GATGGCAAATTTGTGGGTGATCAAGGCCCTATTGATAGCTATCAGGTTGTTAATCTAAGCGGTAATTATA
+ATTTCGCGAGCGATTGGTCAGCATTTATTGGCGTTGAAAATTTATTTAACCAAGATTACTACCCGACAAA
+ATCACAAGGTTACACCTACGGTGGTTACAACATCAAAGGTTTAGGAACCACAGTGAATATGGGCGTTAAT
+TATCAATTCTAAACACCTATGATTTTTGGCAAAGCAGCAATTTCTGCTGCTTTGCCAAACGGACAATCTC
+TGAACTTATGCTTATCTTATGATACACTTTATTTAACATTCTCTTCATTTTGGTCGTACTTTGTTAACCA
+GCAAACCTGAAATTAAAAATAGCGAACTTAACAGTTACTTAGTCGGTGGTGCGGTACGCGACAAGTTACT
+CAATCGCCCAATAAAAGATGAAGATTATTTAGTCGTTGGTGCCAGTATTGAGCAAATGATAAAGCTTGGT
+TATCATCAAGTAGGCAAAGATTTCCCTGTTTTTTTACACCCCAAAACAAAAGCGGAATATGCCTTAGCCC
+GTACCGAACGTAAACAAGGTCAAGGTTATACTGGTTTTAGCTGCTACTTCGCCCCAGATGTTACTATTGA
+ACAAGACTTACTTAGACGCGATCTCACCGTTAATGCCATGGCAATGGACCACAACGGTAAAATAATTGAT
+CCCTACAACGGCCAAAACGATCTTAACGATCGTATATTACGCCATGTCAGTGATGCATTTATTGAAGATC
+CTCTACGTGTTCTTCGCGTCGCACGTTTTGCCGCACGTTATCATAAGTATGGTTTTACCATTGCCGATGA
+AACGCTTACTTTAATGCAAGAAATAAGTGCTAGTGGCGAGCTAAAATGTTTAACGCCTGAGCGAGTATGG
+CAAGAAATGCAATTAAGCTTGGCTGACGGTGGTGCTAATTCTGACACTAATTCAGGTAACCCTGAAGTCT
+TCTTTGAAGTACTACAGCAATGTAATGCCTTAGAAGAATTATGGCCTGAACTGGCCGTTTTGTGGGGCAT
+TCCAAACCCCGCGCTTTGGCATCCTGAAATATGCAGTGGCATACATACCATGATGGTATTACAACAAGCG
+GTGTTGTTAACACAAGCCATACCTGATGAGCACAGTGACCATAGAACTGCAGTACGTTTTGCTGCCTTAT
+GCCACGATTTAGGTAAGGGTGTTACCTCTGATAAATTATGGCCTAGCCACAAAGGACATGAAACGTCGGG
+TTTACCCTTAGTTGAGCGAATCTGTGGACAGCTGAAAGTACCTTCACATTACAAACAACTTGCTTTGAAA
+GTGTGTGAATTTCATTTACATTGTCATAAAGCTTTTGAACTTAAAGCCAGCACCTTATTGAAAATGTTTA
+ACCAGCTCGATATTTGGCGCAAACCAGAAGAATTTGATTTATTTTTAATGGCGTGTAAATCTGACTTTTT
+AGGTCGTTTAGGTTTTGAAAACCGTGCCTATCCACAAGAGCAATATCTACAAGCAGCAGTCAAAGCAGCT
+AGAAAAGTAACAGCCCAACCCTTTTTAGAAAAAGGCTTACAGGGTCTTGCTATAAAAGAAGCAATGGCAA
+AAGAAAGGCTCAGCGTTATTGCAAATATTAAAGCCGATTTCGCGCATTTAAACCCTACACCGCAATAAAG
+AAAATACGCCTTTCAATTTAAAATCCTGTGTTGTTTAGTGAGAATATTCGCTAAATAGCCTTATAAAAAT
+GGTGAAATACAGCTATAACAACCAAACAGTCTGTATAAAATACAAGCAACAATTTATTGCAAGACATTTA
+CAAACGACAACAACTTATTAGCACCACTTTAACTATCATATTTACATCAAATCAGGGTCTGGTTTGGGTA
+ATACCAAGTTAACTAAGCAAGGTGATTAATATGACAATGCAAATAGCGTCTTCAAATAACTCAACAGCAA
+CGTTCACCATTCAAGCTATTAAGCCTAGTTGGCCTCAACCAGAGCCAAGACCAGACTTTACTGGTGTTTT
+AACACCTGAACAAAAGAACACGATACAGCAAGGTGCTGATGACAAAATAGCTGAGCAAGTTGAAAATGTG
+AAATCAAATTACCAAACAGCCAAAGACATTGATTTGATGCAGTCATACTATCAACAACAGCAGAAACTTT
+TTGATGTCTACTTACAAACAAGTACCGATGGCGATGCTGCAGCAACTACGACTCAATTGGGTGAAAATAG
+CAGTGCGGTATCAGCATTAACAACTACTTATGCTGAATTATATCAATTACACCAAACAGTAAAAGAAGGT
+GTAGGTCAATTACCGAGAGTTAGCGCAGCTTATGAAGGGATTGACACATTACCAGCAAGTTCAGTTACCC
+GCACCAATGAAGCTATCAACAGTGCAGCTAGTCAACCATTGGTCAATAAACAACTTGATGCTTACAACAG
+CCTTATGATGCCAAGTACGTCTTCTTATGTGCACCTTAGTGCTTAGCTATCTGCTACATGAAATTTAGCA
+CTTAAAGAACAAAGGTTTACTTAAGTTCCGGTTTATCTATGGTTCTAAAGGTGAGGTTTATCCTGGGTTC
+AGAGACTTTTTTTGTCGGAGGCAAGCGATGTAACCAATGCTGCTGCGTAGTGCCTTTCATCACTAACAAA
+CTGCCTGGTTTAAGCTGTAAGGCAACAACTTCTTTTGAACATTTATGCTTAAAAGCAAACTTTCGCTCCA
+CGCCAAAGCTTAATGAAGCAATAGCACCTTGTTCTTTTAAATCTGCTTCACCATCACTGTGCCATGCCAT
+GCCCTCTTCACCTGAATGATAAAGGTTTAACAAACACGAGTTATAGGTTTCATGACTATGCTGTTCAACT
+AGTTTTTTGAGTGTAAGTAACTCTTCAGTAAACGGGATCGAATATCTGGTCACGCCAGAATAACTATAGG
+CAAAAGGTTTACCGTCAATCGTATCTGCGCACCAAGCGACTTTTCTTTTCGTTTCGATGATCTTACCAAA
+CACTAAGGCTTGATCGTTACGCCATGCAATAGTGTTAAATAATCGCTCAAAGTAATAACTGCTCTCACTA
+AGAGGCATGATTTCGCCATAGTAATTAACCACACCATCATTTGGCAAAATGTTAATCGGCTCATCGAGCA
+AAGAAGAAAATAAGTCCATGATTAAATAAAATAATCTTAACGTAAGTTAACGATTATCTACTGCCCCAAG
+GATTAGCTGAAGTTGCAGCTGCAGCACGCTCACGCGTTTTCTTAGCTTGTTTAATTCTTAACTCTTCAGC
+ATCGTCAAGACTTAGTTCTTTCGGTGGTCTTTGCTCTAACCCTGATGGCACAATACGGTCACGTGGTGGC
+AATTCAAAGTTTGCATCGTCCGCCTTAGGTAAGCTGTTATATTGATACATATAAAAAGCTTCAACCTTTT
+CTTGCGCCCACTGGGTTTTCTTCAAAAACTTTAAACTCGATTCAATACTGGCATTTTGCTTAAAACAATT
+TAAGTTCATGTAAGCGGCTAAAATTTCAAAACCGTAATGGTCAACTAAGGTTGTTAATACAGTTTCAAGG
+CTAGTGCCATGTAGTGGGTTATTCTTATAAATGTCTTTATTGGTCATTATTATTCCTAAACGGCCTAAAG
+TGGCAACTGTACTATGAGTTGACAGCAGCGAATGAACCAATTATACCACTTGCTAGAGTGATGTCATGGT
+TAATCCCTTTTAATATATACCCAAGTGAATTCAAAATGCGGGTTTCAGTTGGCATTAGAAACGTCTTTAG
+GCAAGGCATTGATTGAAGAGAATGGTTATTCCCTTATCAAAACCAATAACGAAGCATAAAACATTTCTAA
+ACCAACCCTACGGGGACAACGAAGAAAACCATCTACTTCGTTGCATCCTTTTTTAAGAAAACAACCATTA
+ACAAAAAGATGCGTCTTGTATATGGCTCACTCTGTTGTCCTGAAATCCGCTGTTTGAGTTCATTTGGGTA
+TAAACAAAAAAGCCCCTTGTTTACTTTCTCAAGTAAGACAAGGGGCTTGTATTTAACTACTTTAGTTACC
+AAAGTAACTAAGTCATCATTAAATTGATTTACTGCTTAGTAGCATTAAGTTCTGCATCAGCATTATCAAG
+TGCTAGTTTATAACCAAATGAAACATGGTGATAACGTGCGCTTGAATAATCGTCATGTATTGCAAAGCCA
+AAGTTATATACTTTACCTGTTTCAATACTCACATCACCCGCTTTGTCAGATTTAAGCTTACGCTTAACAA
+CTACCGACCAAGTACCATTTTTAAGTGAAGCTTCAACAGCTGCGCCAACGCCTTTATGCATGTCGCGTTC
+TGCTAAAATCTGACCATCTTCTACTTCTTTGGTGCCTGATTTATAGCGAATAACATCCATAAATTGATTA
+GACTTTTGTGCCGCATCAATGTCGCTTTGATCTTTAAGTTTATCCCAACCACCTAGCGCTTTACCGCCAC
+GTCCTTTAAGCTCTAACTTAGTACGCGATTCTTTAAGATACTTAGTAACACCTGTACCTGAACCCGTATC
+GAACTTAAGACGCTTAGCTAAATCACTACCTTTCAATGTATCAGCATCTGGTGCAAACGGCATAGAGTTA
+GCATCGGCATGACACGTACCCCAACAGCCTGCTCTATCTGCGTATTCAACATCATCAGTTGCTAGCATAA
+AGGCTAATTTCATTGGGTTTTCTGGGTCCATTTTACCGCCATCAACAAATGGAACAGCTGCATGTTCACC
+ATCAGCCCAACTAAATCTCAAATATAGATTTTCAGCATCGTACGTTGAATCAATCGTTACATCGATATGG
+CCACGTTTTCCAGGGATAACATTAGGTTCTAGTTTCTTCTCACTTTCACCAGTAACGATATTGTTACCAA
+TATCCGCAATCTCTTCACCATGACATTCAATACAACGGTCGCCTTTAGTAAAGGCACGTTTACCACCATG
+CTTACGACCTAGGATCCATTCAATAGACGCTGTACCAGGATAGAAAACACCAATATCTTTCGAGCTTGCT
+TTGCCCCAATCAACATTAATATTACTTGCACTAGGTGCAGCACTTACAGACCCTTTCGATGATTTACTTG
+TAGTCGCTTTGCTAGAACCAGCATTAGCTAATGCTTCTTCAACAGCAGAGGCTATTTTCTGTTCAGTTTT
+TGCTTTTTCAGCCATTTTTTCTTCTTTGACTTTCGCAGCAGCTGCAGCTTCTTTCGCTTCTACACGTGCT
+AAACCTTCGCGATAAGCTTGTGGTACTTCACGAATATAGTCTGGATTTGGCGCTTCTAGCTTTTCTAATT
+CTTCATCAGAAAGCTTGTCACGTACGTTATGATGCGCAATACCTTTATGGCAATCGATACAGGTTTGTCC
+TGTTTCAAAAGCATTTAAATGTTGTTTACGTGCACGTGGCTTTTGGAATTCAGGATTCATAGATTCAAAA
+TTGTGACAGTTACGACACTCTCTCGAGTCAGTTGATTTCATGGCATGCCAAACACTTTGCGCTAATTCAA
+ATCTGTGCTCATTAAATTTTTCTTTGGTATCAAGCTTGCCTGTTAACCAAGAAAAAACTTCTTTTGACGC
+TTGAATTTTACGAACGACTTTATGTATCCAAGGTTTAGGAACGTGACAGTCAGGACAGCCAGCTCTTACG
+CCGGTACGGTTAGAAAAATGTATTGATGGTTTATATTCTTGGTAAACGTTGGCTTCCATTTCGTGACAAC
+CGATACAAAACTCGGTGGTATTCGTTGCTTCCATGGCAGTATTGAAACCACCCCAGAAGACAATACCTAC
+GATAAAGAAGATAACAGCGCCTGAGACAGTAGTGCCGAGGATTAATCGGCGTGACCAAAAACTTGGTTTT
+AAGAAAGTGTTATTTGCCATAATTGACTCTTGAATTGACTCTTAATAAGTTCAGCTCTCTTCCCATTAAC
+AATAAAGTTGAGGGAAATTATTATCCATTGCCTTCCTATTCATTTAAACAAGGAAGTCACAATGCTTATA
+AGGCGTAGTAATAATTTTAAGGTAATTATTACAACCCTTTTTATTTTCACTTATTTACTTACTTATCAAC
+CATGATCTGTATAACAAGTTAAATGAAAATAAAAAGGGCATGGCATCAGCCATGCCCTATTCATATTTAG
+TAACGCTTACCTATAAAGGTAAGATAATTACCTAAGTCTTATGGTTCATACGGTTATGAACGTTAAACTT
+ACCAGTAGGCGTTGTTAAGCCTTTAATGCGGTGTAACTCTTTAAGAGTTTTTGCATCATAAACAACAATT
+TCACCTGTTGGGTTTTTAGCATCTTTACGGTTCCAAACTGAAACCCAAACTTCAGAGCCATCGTTGTTAA
+ATTCCATGTGTAAAGCCGCTTTACCTGGCTCAGTTGTTACACGGATAGTTTTAACAATTTCATGAGTATC
+TTTATCAAATACTTGCACTGACTGTTGAACTTCTGGTTCAGGGTGCTTAAGTTGATCAGCCCAAACGTAT
+TGTGAAGTTTCGTGAGTACGGATAAATGCACCAGCACCATCTGTTTCAACTTCATAACAAAGTTTCCACG
+CTTCTGCAGGGTGACCGATTGGATCGTTACCCCATACAGATACAAGTCCCATACCTAAATGAGTTGTACC
+GCCAACAGGGCCACATTTTTTATCAATCCAGTTAGCGCCTGGACCAGGATGTGGAAGGCTTTCAACATCG
+ATAATCGCTTCTAACTTACGTTCTACAGTATCAACAACAACCATTTGGTTTGAAGCATTTGCTGCTATTT
+GGAAGTAACGACCTGATGGGTCAAAGAAACCATCATGTAAAAATTCAGAAGAAGCAATCGAAGTAATGGT
+TAAGTTCTCTAAGTCGGTATAATCAACTTGTAACATTTGACCAGTTTCTTTAACAGCAACGATGAATGAA
+GACGTTAGCGGCGAAGTGTAAATTGCAGCTACACGTGCTTCATTGATGAATTCACCTTTAGTATTGTAAC
+CACGAGTAGAGACAACTTTAAGTGGGTTTAACGTTACAGCATCCATAATAACGAAATGCGCAGGCCAGTA
+ACCACCAGCAATTACGTATTTTCCGTCACCAGAAACAGCGATATCACGAGCGTCATAAGCCATTTTAGTT
+TCAGCAACTAACATTTTGTCAGGTGTTTGCCATAAATCGATTTTGTTAACTTTACCGTCACGACCAATGG
+TGTACCAAAAACGACCAACATCTTTTGCATGGTCAACTTTATGATGCTCAGTACCTTTGATTACATGTAC
+TGCGTAACCTGTATCGATATGAGTGATGATTTTTTTAGTATCGCCATCGATGATTGCCGCAGTACCTGCG
+TCACGTTCGATAACAACAAAGAAGTTTTTCCAGTTTAAACCGTGCATTGGTTTAGTTGGGTAATCCTTCG
+GAGCAACATATTCTTTAGTATGTGAACGCATTTGCTCTAAAGACATTTCTGGTGGAACAGGTGGTTCCAT
+TTGAATGAACGTTGCCATGTTGGCAATTTCTTTCTTAGTGAACAAATCATCAAAGTTGTTCATGCCGCCT
+TCAGTACCTAAAGCGATAATTTTCTCTAGACGCTTTTGGCCTTTTTTCATTGTGCTTTTTGGCTCTAAGT
+TTTTGCCTGTAGCGCCTTTACGCAAAGTACCATGACAACCAGCACAGCGTTGGAAGTATTGTAGTTTTGC
+TTTTTCATAATCAGCTTCAGCTAAAGTTGGTTCTGCCGCTGATACTGACATACTAACACCAGTAGCAGCC
+ATACCTATTGCAAGTCCAAGTGCTGAAAGACCATATTTTACTGTTTTCATTGGGTACTCTCCAGATATTA
+AAAATTATATTTTTGTTTAACTTGTTAGTCGTTTTTATTTAGTAGATCGGAACTATTAAGAACCAATCGA
+CTGAAATCCTGATAAAAAAGGCATCTTCAGGAAATTTTGTTTACTCATAATTTGTAAATAATGTGTAAAA
+CGTTGATGCGTCATTTATGTAACGAAATATTACTATCAGCACTATCAGCTATATCCACTTTTGAAAATGT
+GATTCAGATCAAGTTTAAAAAAAAATAACTTTTAATGAATACACAAGTTGATCAAGGTCAATAAATTGCG
+CATTGAATTATAAAAAAACTACTTGTTCATCAGTATTAAGCGCTACTATTCAGTCAACGTTACTAATCAT
+TTAACCATATTTTTTTTAGGGGTATTTTCATGGAGAATCGCACTAAGTCATTTATTTATGCGGCTATCAT
+CGGCTTAATTATTGTTGCCATCTTTTTAGGTTTCTTATCAAGTATGGCGAACCCCATTTCTTGGATTCTC
+ATTGCAGTATTATTACTCATTCCTGTTCTTTACAAGAAAAAGTCTAATCCAAAGCAAGTACAATGGCGCG
+AAGAGTACAGCGTTGGTATTGCACATATAGATGATGATCATAAAAAACTAATTAGTTTATTAAATAATTT
+CAGTATCGCTTATGACTACGCCATGAGTGAGTCGTTTGAAAAAGAAGCATTAAACGAATTAATTAGCTAT
+ACCAAGTATCATTTTGAGCGTGAAGAAAAGATGATGGAAGACAACGATTATCCTGATTTAATCGCTCATA
+AAGCGCAGCATAAAGTGATGATTGAGCAAGTTGAAAAATTTGTACAGCTTTACAATGACAAAGGCCATGA
+TGCACTTGAAGAAATTGCTAGCTTCTTAACTGATTGGTTAATAAATCATATAAATGGTACTGATAAACAG
+TATTCTGCACACTTACATAGTAAAGGTATCCATTAACACTTAATCACACGCCTTTCACAGACGAACACAA
+AAAAGAGCTTCCTAGAAGCTCTTTTTTTTGATAAATACCAAATCAACGGAATGAGTTCAAATTCAGTAAA
+AATTAGTATACATCCACTTTACCTCTCTATTTAAGGGAGCAACCCTTAATAAAAATATGAACCTCAATCA
+TGAATTGCACAGGTATCCTGAAAATCGAATTTTGAAGTATCATGGGTATAATTCCGCATAAAGTGATTTA
+AATCAAAAAAGCCTCGCACTTCATCAGTAAAGTATGATCTTTGACAAAAAACTAATTCCCTAAGCGTTAT
+AAGGTTAAGACAACTTAAAAAGCACAGTGGAAATAAAATGAGTTCTATCAAAATCACCTTAAGCGGCTTA
+GCTCTCGCTACTCATTTATTAAGCCTTACCTTTGTTACAGCTGCTGTTGCAGCTAACGATATCACCAGTG
+AAAAAGAGTTATCTAAAGCACGCAAAGATCAACTTACTCATATCGTTAAACAAGATTGTGGCTCTTGCCA
+TGGTATGACCTTAAAAGGGGGGTTAGGCCCCGCGTTATTACCCGAAAATCTTGAAGGAAAATCAGTACCG
+TTTTTACAGCATACTATTTTATATGGCCGAACTGGTACGGCAATGCCGCCATGGAAGCCACTATTAACTG
+AGCAAGAAGCATTGTGGATTTCTCAACAATTAAAAGCGGGAAAAGTAGCTAAACAATAAATCAACTATGT
+AATAGCTAATGCAATGTATTAAAAAATAATACTCAAAACCAAAAACACTTTTACCAAATATAACAGCAAA
+GACTTTTAGCACTAATAAAAGCACCATGAAAGGATAACTGATGAACACATCTTTATTAAAACTAGCGAGC
+ATTGCAATACTGTCTAGCGTGATTGCCGCTTGCGCTAGTCAAACGTCTAATGAAACAGCTCAAACACCAC
+TTCGCGCAACAGGGGATATGGGGGTTGTTATTGAACGCGCCACTGGCCAAGTGCAAATTGTTAACCATAC
+CCATCAAGAAGTGTTAGCAGAAATCGATGGTCTAGGTGATTTATCTCACGCTTCTATTGTTTATTCACGT
+GACCAACGCTACGCCTATGTTTTTGGCCGTGATGGTGGTTTAACTAAAATAGATATTCTTAAAGACAAAA
+TTGCTAAACGCGTAATGCAGTCAGGTAATAGCATTGGCGGGGCAATTAGCCAAGATGGTAAATTAGTTGC
+CGTTTCAAACTACACACCTGGCGGCGTAAAAGTATTTAATAGTGAAACTCTTGAATTGGTTGCCACAATC
+GACAGCTCTATTTTAACCACTAAACCAAAAAATAAAGATGGTAGTCCTGTACGTTCTAAAGTAGTTGGCT
+TAGTGGATGCGCCAAACAACAAATTTGTTTTTAGCTTATTTGATAGTCATGAAATTTGGATTGCCGACTT
+CTCAACGATTGAGCAAGATAAAACGCCTAAATTAACCAAGTTTACGGATATTGGCCTATTTCCTTATGAC
+GCCTTAATTAGCCCTGATGGTCGCTATTATATAGCAGGTTTATTTGGTGAAGACGGCATGGCGCTCGTTG
+ACTTATGGCATATAGAAAAAGGTGTTAAACGCATTTTACCCAATTACGGTAAAGGCCAACAGAAATTACC
+CGTGTACAAGATGCCGCATTTAGAAGGTTGGGCAATCGCTGGCGACTACGCTTTTATGCCTGCAGTGGGT
+CGACATGAAGTCTTAGTAGTAAACACTAAAACATGGGAACAAGTAACTGCAATACCTGCGCATAGCCAAC
+CAATATTTGTTATGGCGCAGCCTGATAACCGACAAATATGGGTTAACTTTGCCCACCCTGACAACAACAC
+CATTCAGATATTTAATACCGAAACTTTTGAGCTAGTAAAAACCTTAACGCCTGGTCCTGCTGTTTTGCAT
+ATGGAATTTACGCCACGTGGTGAACACGTATGGATGTCAGTACGCGATAGCAATGAAATTCAGATATACG
+ACACCAAAACTCAAACGTTACAAAAAACACTCAAATCATCAAGCCCGAGCGGTATTTTCTTTACCAGTCG
+CGCACACCAAATAGGCTTATAATCATGACTAAAGAAACCGCAACCATTAGTCAATTACAGCAAGACATTA
+TTAATAATAGCCAAAAGGGTTTTCCACTTACCAGCCAGCCTTATAAAACGATTGCTGAGCAGCTGGCTGA
+CGTTAATATCGTTACGAATGAGTTGGAAGTATTTCAAGCCATTGATGATCTAAACAGCCAAGAAGTGCTA
+TCACGTGTTGGACCAGTATTTGATCATAAAAAAGCAGGCGCTAGCACATTAGCTGCCCTTGCTGTGCCAG
+CAAAAGACCTCGATAAAATTGCCGGCATTGTTAACCAATTTGACCAAGTGAATCATAACTACGGCAGAGA
+GCATGTTTATAATTTATGGTTTGTAGTAACAGCCAGCGATATGGTGGCACTCAATAGCACCATAGTAAAC
+ATTGAATTACTCACAGGTTTACCTGTTTTAGTCTTACCCATGGAAGCCTCCTATCATATTGATCTAGCGT
+TCAGTATCAATGTTACTGGCATAGAAAGCCCTACTTCCAATCAAGAAAATAGACCTGTTACTTTTGATAA
+TAATGACACAACCAGCTTAACTGACATTGAAAAAACAGCCTTACGTCGAGCTATTGAGAAAGGCTTACCA
+ACGCATTTATTCCCTTACCAAGCCATTGCCCAGCAACTCGCGTTATCTGAGCAACAAGTGCTTATGCAAA
+TTTCGCTTTGGCAAGAAGAAGGTTTGATCCGTCGCTTTGGCTTAGTCATTAAGCACAGAAAGTTAGGCTA
+TGACGCCAATGCCATGGTTGTTTGGAATATTCCGAATGAAAACATGGATGCCATTGCCCTGAAATTAGCA
+AAGTGTGCTCCGGTATCACTATGTTACCAGCGCCCTCGACGCCTACCTGATTGGCCTTATAACTTGTTCT
+GCATGATTCATGGCACGGATAGAAGCTTAGTTTTACAGCAAATAAGCCAAATCACCGAGCAGCTTGGCCT
+TGAGTCTATTGAAAAAGATGTGCTGTTTAGCTTCAAAGCTTATAAACAACATGGTGCTCGTTATTTTAAA
+ACAAACAGCAAGAAGGCGAAAACCAACAATATAAGTGCGGGTAAAACAGAAAATAACAACGACATGAAAA
+AACAAGGACAAGCCCATGGATAATAGCAGCAGTCCACTTAAGACCGAAAGTATAAGCAAAAGCCGAAAAT
+GCCAAACTGTTGAACTTTCTGCGCTAGAGAAACAATTAATCAACCTACTACAGCATGGCTTACCTGTTTG
+TGAGCGCCCTTTTGCACAAATTGCCGAAGAAATATCAAGTACAGAACAAGCCGTAATTGAATGCTTAACA
+AAATTGCGCAGTGAAAAAGTACTAACCCGTTTTGGCCCCATGTTTGATGCAGCTAGTCTAGGTGGCGCTT
+TTACCCTAGCAGCTTTAGCAGTACCTGAAGCTGATTTTGACTTTGTTACCGAGCAAGTGAATAGTTTTGA
+GCAAATAGCCCATAATTACCGCCGAGATCATGATTTTAATATGTGGTTTGTTATCGCCACTGAGTCGGCT
+GAAGAAATTGAGCAAGTAGTACAAGCCATTGAAATAAAAACCGGTTTAAAGGTGCTCAACGTACCGAAAC
+TAAAAGAGTTCTATGTGAGTTTATACCTACCAGTATAACTACCCGTTTAATCGATTACTCGTTAAAAAAT
+AGCAGCGAAGCTTGTTAATTACTGAGTCCAAACGCCACATACAAAAGAGTTTACATTATGTCTACAGTCA
+CTCAAGAAAAAATAACGCAAGAAAAACTTAGCGATCAAGAAAGACAATACATTTTATTAACCCAAAATGG
+TTTGCCTATTATTCAGGAGCCTTATCACGCGATTGCAGAGCAAATGAACCTTAGTGTTGAGCAAGTACTT
+AGCCTGACCAAAAGCATGCAGGAACGTGGCATTATCAGACGCATTGCCGCTGTACCTAATCACTATAAAT
+TAGGTTATCAATTTAACGGAATGACCGTATGGGATATTGATGATGAGCAAGCTGAAAAATTTGGCGATGC
+TGTTGGCCGATTACCTTTTGTTAGTCATTGTTATTTAAGACCACGCTTTTTACCTGACTGGAATTACAAC
+TTATTCGCCATGGTGCATGGAAAAACAGAAGAATCAATAGCCAAGTATCGGGGCCAGATCAAAGAATTGT
+TAAAAGAGGTCTTGGTCACCCGCAACCATGATTCAAGTCAAGACATTATTACCAAAAGTAATGATATGTT
+AACCAGCACAGCAATACTGAAAAAAACAGGTTTGCGATTAAAAAAGTAATAGTAGCGTAATACCAAAGGT
+ATAACTGACTTATAACCAGATTACATTAATCGTATAAAGAGCAACGCCGAAAAACAAGGTATGTAATACC
+AAGCCTATTAAGTTATTTCCCGCTCAGCGAGAATTAAAAGGTTTAGAGGCAAGGCTTTAATTAAAGATAA
+TGGTTATTCCCTTATCAAAATAAATAACGCTGTATATAAGTCTTTGCCTTTTATAGGTACTCGCCCTTCG
+GGAGCTTATTAGCAAACTGATAACATCGCAAAATTGGTGAAATATAGAATAACTATATTTAATCAATTTC
+ACTTATTCTAAGCTCGCTAATAGTAGCTCTGAGCTGGGAATAAATTTAATAGAATTGGTATAATATTATG
+TTTAGAATTTCACAATTATTAAAAACACTTCATGACGACATGGCTGAACTTAAGCCTGTTAAAGCATCAC
+GTAAAATGAAGGGTCCTGTGGTTATATGGAACCTGATCCGTCGTTGCAACTTGCAATGTAAGCACTGTTA
+TTCAACCTCTCTTGATATCGACTTTAAAGACGAACTATCAACTGAACAAGTTAAAACCACGATAGATGAT
+TTAAAAGTTGCTCATGTACCCGTATTAATTTTGTCAGGTGGCGAGCCTTTATTACGCCCTGATATCTATG
+AAATTACTGAATACGCTAAGCAAAAAGGTTTTTACCTTGCACTGTCTACCAATGGCACTTTAATTAATGA
+AGACAACATTGAAGCCATTAAAGCCGCAGAATATCAATATGTTGGTATCAGCATTGATGGCTTAGAAGAG
+TTCCACGATGAATTCCGTCGTCAAAAAGGCAGTTTTAAAACCTCAATGCATGCCATTAAGTTATGTAAAG
+ATGCCGGTATTAAAGTAGGTATGCGTTTATGTTTAACGCGCGAAAACTTCAAAGACTTACCTGCCATGTT
+GAATTTAATGGAAGAAAATAGCGTTGATAAATTCTATTTATCTCACCTTAACTATTCAGGCCGTGGCAAA
+CGCACCGCTGAAAATGACGCCATGTTCAAAATGACTAAAGACGCTATGGAGCTTCTTTATGAACGCGCTT
+GGACACATATTAACCAAGGCATAGAAACTGATTTTGTTACCGGCAACAATGATGCAGATGGTCCATTTTT
+ATTACAATGGGCAAGCAAACAATTTGCTGAAGAGTATCCAGAAGCTATTGCTAATTTAAAGCAACGTTTA
+ATCAATTGGGGCGGTAATTCTAGTGGTATTAACGTAGCTAACATTGATAACACCGGCACAATTCACCCTG
+ATACTTACTGGTGGAATCACCCTATCGGCAATGTAACCACTGAAAAATTCTCTGATGTTTGGCGTGATAC
+TCAAGACCCGTTAATGTTAGGTTTTAGACAAACACCACGCCCAGTAAAAGGACGTTGTGCAAGTTGTGAA
+CACTTAGCTATTTGTGGTGGTAATACGCGAACGCGTGCTTTCGCTCAATCGGGTGATGCTTGGGCTGAAG
+ATCCTGGCTGTTATCTAGATGACGATGAAATTGGTTTTATCCCGTCGCCATCAAAGTTTGCCGACGAGTT
+AACTAACACAGAAAATCCGATTCAATTTGTTGAAGTCTAACCGTAGTAAGTACACTAATTATTAAAGAAA
+ACTTAGCAACACGTAGCTAACTAATTCTTAATGATACAAAACTAAAGAAACTAATTAAGCAACCGAGCCT
+GTCCTGAAAATAGGCTCAAGTGCAATAAGGCGAGAGCATGAATACACCATCAGCAAATCAACCAAACAGC
+CTAATCTCAGCAGATAACGATAAAATATCAGCGAGAGGGAAATCAGTATTAAATCAAGGCGAAGTTGCCC
+TAGTTGGCTCTGGCCCTGGTGATGCTGAATTACTAACTATTCGTGCAATGCGCTTTATTGAGCAAGCTGA
+AATCGCAATTTATGACCGATTAGTAAGTGATGAAATATTAGCGCTATTGCCTGATAATTGTGAACGATTT
+TACGTGGGTAAAGAGCAAGCTAAACATTGTGTACCACAAGATAAAATTAACGAAATTTTAGTACACGAAG
+CGCGCTTAGGTAAAAGAGTATTACGCCTGAAAGGTGGCGACCCGTTCATTTTTGGTCGTGGTGGTGAAGA
+AGCAGAATACATGTTGCAACATGGTGTAAGTTGTCATATTTGCCCAGGTATTACCGCCGCTTCTGGCTGT
+ACAACGTATGCAGGTATTCCGTTAACACATCGCGGTGTTGCACAAGGTTGTACATTTATTACTGGTCATA
+TTCAAAACAATGGTCAGCTTAATTTGCCATGGCAGAGTTTATGTTGTCCAACCCAAACGGTTGTGTTTTA
+CATGGGCATTAATACCTTATCTAAAATTGCAGAAAAACTTGTTGAGCATGGCCGAGATATTAATACGCCA
+GCGGCATTAATTCGCAAAGGCACACAGCCTGAACAAAAAACCTATCGCGGTACTATCGGTAACTTGGCGG
+AGCTTGTTGAAAAACACAACATTACCCCACCAACACTTATTGTTATTGGTGATGTAGTAAATCAGCTAAC
+TGAACAACAATTAAAAACCCCTGGTTTTTTAGATGCTAATGACTATGTTCAACCACAAGCAATTAAAATA
+GCTTAAGTAAGACTAAATAACTGCCAGCTAACAGTCGTCATTTCCGAGGTTACTAATCGGACGTGGCATG
+GATGCTACTTAGTAGACACAGACGGTACAGGAAGTACCTTATTAGGTAATGCGGGAGTAATTATCCTGCG
+TCCATAGCTTGAAAAACTGGATCCTCGATTAAGATACTACGAGCATGACAATTGGAAAGTTTGGAAGATA
+GCTTAACTCGACCAGCCTTCCCGCCGTCATCTCCGAAGTGCCTGATCGGAGATCCATTGGCTAAATATCA
+AGAAAACAAGGTTACCCCATGACTAAACATCCTTTTCTAATGTCGATTTCTATCGCCCTTTTATGTGTTT
+TTTTTGCCGTCAATACTGCCAACGCAGCGCCAGCCAAAAAGACCACAATGTCAGCAGCAGAGAAAGTTGC
+AGCCAAAAAACTTTATCAAGACAATTGTCAAAGCTGTCATGGCGTTGATCGATTAGGCGCTATGGGGCCT
+GCATTATTACCAGAAAATCTTGCCCGTTTTCGCAAAAACAAAGCAATTAAGGTTATCAATACCGGTCGTG
+CTGCCACGCAAATGCCCGCTTTCAATAAAACGTTGACTGAGTCTGAAATTACCAGCTTAGCAAACTATAT
+ATATACGCCATCAAAAGCCTCACTTAGCTGGACCGTTGCTGATATTAACGCCTCAAAAGTACAACATTTT
+GACCAAAGTAAATTACCCAATGAAGCACAATTTGACGCTGATTTAATGAATTTATTTATTGTTGTTGAGT
+TAGGTGACCACAGTGCCACCTTATTGAACGGCGATACCTTTGAACGCTTAGATCGCTTTAAAACTCGCTT
+TGCTTTACATGGTGGGCCAAAATATTCACCTGACGGTCGCTTTGTATTTTTTGCCTCGCGCGATGGTTGG
+ATCAGTAAATACGATATTTACAATCGCAAAACCGTCAGTGAAGTTCGCGCTGCGATTAATACACGCAACA
+TCGCTATCTCAAATGACGGTCAGTATCTAATTGTTGGTAATTACTTGCCCAACAATGTTGTGATACTCAA
+TACCGCTGACCTATCCCCCCTTAAAGTGATTAACGCCAAAGACAGTAACGGCAATAGCTCACGCGTCAGC
+GCCGTTTATAATGCACCACCACGCCACAGCTTTATCGTCGCCTTAAAAGACGTAAAAGAAGTCTGGGAAA
+TTCCTTACAGTGATGAGGGTGGCGTTGAAGTATATAAAGGTTGGGCACATGACTATAGAGTAGAAGCGAA
+AGCGGAAGGTTGGAAGGCCGACTTATCTAAAAAAAGTGAGCAATTCCCAGTTCGCCGTATAAAAACCGAC
+GATTACTTGAATGACTTTTTCTTCGACCCTGATTACATTAACTTAATTGGTACTGCGCGTAATAGTCACA
+ATGGCCAAGTAATTAACCTAGACACTAAAAAGAAAATTGCCTCTATCGGTTTAACTGGTATGCCACATTT
+AGGCTCAGGTATAACCTGGAATTATCAAGGTAAAGAAGTATTTGCTTCCCCCAATATCAAAGAAGGTAAA
+ATTACCGTTATCGATATGGAGAACTGGAACATCATTAAAGAGATTAAAACTGAAGGCCCAGGTTTCTTTA
+TGCGCAGCCACAGCAAGTCACGTTATGCATGGACCGACGTCTTTTTTGGCCCGAACAATGACAAAGTACA
+TGTTATTGACAAGAGTACATTGAAAATAGTGAAGACCTTATCACCATCACCGGGTAAAAATGCCGCTCAT
+GTTGAGTTTACTAAAGATGGTAAATTCGTACTGTTAAGCGTGTGGGATATGGAGGGTGAACTCATTGTGT
+ACGATGCCCAAACATTGGAAATAGTAAAACGTATGCCGATGAAAAAACCGTCAGGTAAATACAATGTTTA
+CAACAAAATTAATTATGAACGAGGCACAAGTCATTAATATCACCTAGCCCAGAAAATAACGTACTATTTA
+ACAGCCTGTGACATCAAATGTTACGGGCTTTTTTATGCCGACTAAACATTCCATAGTCGGTAGGCCTTGT
+GTAATGTTATTGGAGATATTGTTACTATATTGAAATTAATTTGCTATTAGCTGGTTCTTAATTAGCTAAG
+CTTTATAATATTAAAGCTTAGTCATCATGGGCTGATAAACGATCACTAAATAATCTATTAACCATCACTA
+AAACATAAATAAAGGCTATCCATTCATGTTATCAACTTTTTTTAAAGCAAAACCTGTCATTGATGAAGAA
+AGTAAAGAATGGATTTTTGATACCTTTGCTTGGTGTATGGATCAACTTGATGGCGACTTTTTCAAAAATA
+ACAGTGAATTGATATTACCTAACAATAACTTTTATCCGGGTAGTGCAAGCAGTATAGAAGCAATGGCAGA
+TAAGATATTCTCTAATACCCTAAATTATACTGGCATGACGTCTTGGCCACTAAAACTGATCTCAGCTGAT
+AATTTCACCCAAAAGCCTATGCCTCAATTATCTTTTGAATCAAGGCTACGTGGTGAGAATGCTAAGGTAA
+GTACTAAAGTCGCTTCGAATGTAAGCTCTACTATCAGTTATAAAGTAGAAGGTGAAGCACTAGTATCTTC
+AATACCACCAAAAATACCTACGATAGACATTGCTTTTCACTCAAGTCAGCTTAATCAACCGCAAGATTTA
+ATCGCCTATCTAGTACAAGTACAGGCCGGTATTTTAGTTAACCAGCACGGAATACTTCCCCCTGGTGGTA
+AAGACGTATTGCCTCAAACAATAGATTTAGTCGCTTGTTTTATGGGTTTTGGTGTTATCTTTGCTAATAC
+AGCTTACCAATTTAAAGGCGGATGTGGCTCTTGTAACAATCAAAACCTTAACCGACAAGCTGCGCTACCT
+GAGTTAGAAACGGTTTACGCTTTGGCATTATTTTGCGTGATAAAAGGGATTGATATTAAGCCGGTAAAGA
+AAGCGCTAAAATCTCATCTTACTAAGCCATTTCGCCAAGCTCACAAAGAAATTTCATTGTATTTACAACA
+GCCCAGTAATCCTATTCATGCTCGACTAATCGCTACTAACGGTTAATGCTAGCAAGCTTGCTTTATTAAT
+CTATGCTTTGCTTATTCTATATTTTTACATTGGTGTATATTGTTTAATAAATCACCTTGATATTCGCTAG
+ATTCATTTATAAGGGCTAAAGAGGTAATCCCCATTGGCTCGGCAAGTGTTTCAACCAACTGGTTATATAA
+GCTAACGCTAATCGGTTTAATTTGGTCGAGTTTACTTAGCAACTCATCTTGCTCTTGTGCAGACAATTTA
+TTACCCTTAGATGCCTTATGTGCTTTTTCTAACCAAAAAAGATAAGCATGTCTCACTTCACTTTCACTGA
+CTAAGGTGAGTCTACTGATACGGTAATGTAACCTGTCATATAGCATAGGCTCATCGCTTAATATCGACAA
+TCTAAGCAACTGTAATCCTGCAACAATTTGACCTGAACGTCTTGAAATTTTCTGTGATAGTTGTAAAGCA
+TTTACCAAGTACTCTTTGGCCAACGTATAATTACCTTGTTTAAGAGCCATTATTCCTAAAGTATTATAAA
+TAGCGCTTATTAATACTTCAGAATTTTGCTGTTTAGCTAATTGCAAAGCTTGGGCATACGTTGTTTTAGC
+CTGACTATATTTATTAAGGGAACTTAAGCTACTTCCTTTGCTAATCAATAAACTTATTTTTTGTTTGCCG
+TTTTTAATCGGTTGTTCAAGTCCACAATTAAATAGCAAAATAGATTCATTGGGATGCCCAGTTCGGCGCA
+AAAATATACCTAAGCTACTTAACAAAGAAACAAATTTATCTGTTTTTTTCTCTAGCTCAGGATAAGAGAG
+CATTACTTTTACCGTTTTTTCAACCTGGTTTAAATCATTTAGCGCAATAGAAGCTCTTAATAGATTTTGA
+TGCCAGGATAATTGATCATTGATAGTCAGCTGGCCAATATTAGCAAGGTGTTTTTTAAGTATTCTTGATG
+AAACGGAAGGTTGTATTCTTAAGTAGTCTTTTGCTTCAGCTAGCTTACTCAATAAACTTTCTGATGCAGT
+CTCTGCACTTACAGAATGAATAATAAAAGTAATCATTATAAAGATCAGTAATCTAAGCATAACATCCAAT
+ATTGATTGAGTATCTTCAATGATATAAATTGGCTTGTAGTCTAAGTAAACCGCTTAGAAATTTTTATAAA
+ATTCTAAAGTGCCTAAAATACAGTAAAAATTATAGCACCTCTTCCTCCTTTATCTAGAAAGTCGGTTAAA
+TTCCCTCCTAACATCCTCCTTCCGCACAATAAACTAAGGTATCCAACCTAAAGTGATACCATGAAAATAC
+TCGATAACATAAAGTTATTCCATCTAATTCATCGCAGCTTGTCCTGCAAATCTTTCATCTAATTCGAAAC
+ACATTTAACAGTTTGAATTCAGTGATGTTTGATGTAAATTAGCAGTTGAAATAGTCGCTAGGATAACTCT
+GGCAACGACACAACAACTAGCAATTCACTTAAGTGGAGTTAATGTGAAACGACAAACTGGCGTTGTATTT
+TTAGTGCTAGCAGCCCTAGTTGCGATAGGAACAGCTGCTGCACATTTATCTTGCATCTATTTAGGCCCAA
+AGTGCTATGTAGCTCAAATGGCTCCCCCGCAAATTGTAGAGTCAGCGATTAATGGTACCTATTTAGCACC
+AATAGGCACAGTATTTGCTTCGGGGATTTTTGTTGTTTTAGGACTCTATGCCCTATCTGGTGCTGGCTTT
+ACGGGGAAATTGATAGATAAACTGCCACTCGTAAACTATGCAATATATGCCATAGCAACGCTTTGCATCA
+TTCGTGGTCTATTACCATTACAACTATGGCTTCGTCACCCCGAAAAAGTAAATGATACTGTTTTTTATGT
+CGGTATTGTTTGGCTAATGACTGGCTTGCTGTATTTAGTTGGTTATCGAATATGCTCCACTAAGCCAACC
+TCAATTTGATAAAGTAGAAAATAATGATAAAGACTATATTACAAACAATGCGCCCATCTTTCCTAGTATT
+AACACTAGCCTGTGTATTTTTAGGACTTTCCACGTCATTAGCTACAGGTGTATCGATAGATAAAGTAGTA
+TTTATCCTTATCTTCATTGGTGCAATGTCTGCTCATATCAGTGTAAATATGCTAAATGAGTATCATGATT
+TCAAAAGTGGTTTAGATTTTAAAACCATTAAAACCCCTTTTAGTGGTGGTAGTGGTGCGCTACCTAATAA
+CCCTAAAGTTGCGAATTTAGTATTGTTGTTTGGGCTATTAACATTGTTTATCACCATGGCAATTGGCATA
+TATTTTATTAGCACTATTGGCGCGACAATTTTGCCGATTGGGCTAGTGGGACTGGTGATTATTGTCACCT
+ATACCCAATGGCTAAATCGTATGCCGCGATTATGTTTAATTGCCCCCGGTATGGGATTTGGACTGTTAAT
+GGTTGTTGGTACGCATATCGTTTTAACATTGGACTATTCATTACTGGTTTGGCTAGTATCGTTGATACCA
+TTTCTTCTGATCAATAACCTACTTTTGTTAAATCAATATCCGGATATGAAAGCTGATGCCAGTGTCGGTC
+GTAAAACCTTTCCGTTAGCTTTTGGTATTAAGCGCAGTAATCAAGTTTATGGGGTATTTATGTTACTAAC
+TTATTCATTAATTTTACTGTATGTAGTGATGGGTATACTGCCAAACATGGGATTGATTGCGTTAGTTCCA
+ATGCCGCTATCCGTTTTTGCATGGATTGGAGCGATTAAACACAAAGAGAACATCGGGGACTTTCAGCAAC
+ACTTAGGCGCGAATGTAGCAGCAACCATAATAACGCCATTTTTATTAGGACTATCAATACTGATTGGTTG
+ATGGTTGATGGTTGATTAAAGTAGAGCAAAATATTTCAGTGTATTTTGCTCTACTTAACAACAAAGTGAT
+ACTCCGCTTTGTTCGTACTAATTTTTACTTAGATGATTTATCAGCAATATATTGATCAACTAAACGGGTT
+AAAATATCTAAAGGGACAGCACCGTTTTTCAAAACTACATCATGAAAATCTCGTAAATCAAACTTATCAC
+CTAAACTGGCTTTAGCTTTCTTACGTAACTCTAGGATTTTCATCAAACCTATTTTATAAGACGTGGCTTG
+TCCCGGCATAACGATGTAGCGCTCAATTTCTGAAACTACATCACTATGTGCCATACCTGTATTAGCGACC
+ATGTAATCAATCGCTTCTTGTCTAGTCCAACGTTTATGATGAATACCGGTATCAACCACTAAACGTACCG
+CACGAAATAATTCAGCTTGTAAGCGACCTATATTGTCAAAAGGATCATCTTGAAAGCCTAAATCCCAAGC
+TAAACGCTCAGTATATAACGCCCAACCTTCTGTATAAGCGGTAAAGGGTGATATCCGACGGAATAAAGGC
+ATACCTTCTAACTCCATCGCAATAGCTATTTGAAAGTGATGACCTGGAATACCTTCGTGATAAGCAAGGG
+TTCTCATGCTGTATTTCGGTGTTGCTTTAATATCGTATAAATTAGCAAAGAACATACCCGGTCGACTGCC
+ATCAATCGATGGTTGCTGATAATAGGCTCCTGGAGCCGTTTTTTCTTTGAACTCAGGGATTCTCCGCACC
+TTCATGCTCGCCTTTGGACGAATTCGAAAAGCCGACTCTAAACCCGCATTAATTTCATCAAGAATGGTTT
+GATAATCCGTTAATATTTGTTCTCTACCCGCTTTGGTATCAGGGTAATAGAATTCATCTTGAGCAGCTAA
+GGTTTCAATTGCTGCAGTGAATCCTTGGCTAACGTCATAGTTTTCTTTTTCTAAAATGGTCAAAATGTCT
+AACTGAATTCGATCAACTTCATGTAGACCGATATTATGAATTTCACCTGCGCTGTAATCGGTAGTAGTGA
+AAAACTTAAGCGCTTGAGCATAAACTTTATCACCATCAGGTAGCTTCCAAATGCCATCATCGGTAGTAGA
+TTTATCAGCGACTTGATTAAAATAATCTATAAGCAATTGATAAGCAGGATGTACCGAAGCAATAATTTCC
+TCTTTAGCTAAGTTTAATAATCTAGTTTGCTCTGCAGGAGAAATATCTTCAGCATCGGATAACTTCGCTT
+TTAATGATGAATAGAGAATATTTTCTTCAGCAGGCTTAGCTACAAACGCTGTCATTTCTTCAAGAACACG
+GTCAATAACAAAACGAGGAGGTAAAATGCCTTTTTCTTCCCGTAATTTTAAACCTTCAAGATTTTGGGAG
+AACTTAACTTTTACTTTATTAAGTCGAGCAATATAGTTCTCGGCATCACCAACTGAATTGACCTGATGTT
+GAGCATCCATAAAACTAGGGTAACCATTTTGAATACCAAACAACTGGTTCACTGGATAATTGTGATATCG
+GTATGGTTCAGAGACTAATAAGATATCCAATAAATACATGGCTATTTCTTTAGATAAAAGCTGCGATTCA
+TCTAAGTCACTATCATCATAGGTAAGCAGTGTTTCTTTTACTTTTTTCATTTCAGCAAAAAGAGCATCGG
+TCTTTTCTGGGCGATCATCATCAAGCTCAGCGTTATGTCCGGTAATGCCGATAGACTCCAAGAAACCCAA
+TGAAGTCAGCGTTTCCGGACTTTCAAATGCTTGTTGTAAAACAGTTCTATCAAGAAATGAACGTAACATA
+AAAGGTTTTTCGGCGTACCATTCGTGTGATGCAAATGCACCCCCTAGTACTATGACAGACAATAGGGAGA
+GTCCTATCCATTTAAAAATTGATTTAACCATGTGATTTCCTTATCTATTATTTTACAGCTGGCTTATCCT
+AAACCTCAATAGTAGGGTACTTCAAGAGCTAATCAGGGAAACTTACAATTGGTAACAAATGAACTATATG
+GATATTTTGGGACGAATCTATGGGTTAGAGTACAAATTAGTACTCGTTAGCGTTTCCAAAGTACGTTGAT
+TAACGCACCTACCATGATAAACCCACCGCCCATAATGGTAGTGGCCATAGGAACTTCACTAAAGTATGCC
+CAGCCAATAAAGACTGAAAACAGCACTTGCACATAGGCATACGCGGTTGCTTTGTTAGCATCGGCACTAT
+GGAGTGCCTTGGTTAAGCCCACCTGCCCTACTTGAGTGAATATGCCCACTAAAACCAGTAACCCGGTCGC
+CGCTAGACTTGGCACAACAAAATCACTGCCTAACATGACTACTGAAATAGGAAGGGCAACCAGAGGGAAG
+TAAAAAATAATGACCGAGCTGTCGTCAGTTTTTGTCAGTTTTTTGATAATGACATAAGCAACAGCGCTAC
+CAAATGCTCCCATTACAGCCGCGCCAATACTAATCCATGGATAATGTATGGCATTGTCTAATTGCAAATT
+CGGTTGAATAATTATGAATAAGCCAAGTAAGCTGATGGCGATACAAGCGATGGTTGAGCGCTGTATGGTT
+TCTTTCAAAAAAAACACCGCCAACACTGCGGTAAATACAGGATGCAAATATTGTAATACGGTCGCTTCTG
+CTAAGGGTAAAGTTGTTACGGCATAGTAAACAAACATCAGAGCAAATGAACCGACAGTACCGCGTGCAAT
+CAATAGCGCTTTATTATGGCCCCATAGGGATATCTTTTTACGTTTTATATCAGCGTAACTAATAATGCCC
+GAGACAATGGCTCTTGCTGCAACAATTTCCAGGACTGGAATACCTAAGCCGCTAACTTCTTTTACACAAG
+CCGCCATTAGGGCAAAGCCTAACGCCGAGATCAACATATACCAAACGCTCATTGGCACTGAATTTTTTAT
+GGTTGTGAACATTTACAGTTGTACTCGAATAAAGAAGAAAGAAAGTTATATCAAACGGATTAGTTCGGTG
+ATTGGGCGCTATTCTATCTCATTTAGTGTCGATGCGAACTAGCTTGGTCAGATTATTACTCAGGGTTTTG
+TTATCTGTGTTTGGTATTTGCGTCCCTACGTTAAGCCGAAAAAAGTCTGCCTGGAAAATTGATAGTGCAT
+TGATAGAAGAAGACATATCGAAAAGGTGTTCTAAATGAGCTTTAGAACTAGCTTTAAAATAGCTATAAAA
+CAATGAGATAGATCAACAAAAATAACAAAATAAAGTTAATGCATCGTAAATTTGACTCATATCAACAAAA
+GTGTCGGTTAAATGCAAAAAGTCCTTATTAAAGAGTAGAGTAGCAGCTCTATTCAATTCCCTATTATCTT
+TAAGGTTACTATCGTGATTGTTAATAATCGTGTTAAGTCTGTTAGCTTTATCATTATTTCTATTCTCATA
+TTGTTGTCGGTTATTCTCAGTTTTTTGACTAACCCTGTTAGTCCAACACCTTGGGTGTTAATCGCAGCAT
+TGTGCATGATGCCGCTGATAAAACAGAAACACATCAAGCAAATTAAATGGAGCAAAGAGTACAGCATAGG
+TATTGAGTATATTGATCAAGACCATAAGAAGCTGTTGCACTTATTAAACCAATTTAGTATCGCTTTCGAT
+TATGCCCAGTGTGAAGAGTTTGAACGTGAAGCCTTAGAAGAGTTAGTAAGCTATACCAAGTATCACTTTA
+AGCGCGAAGAAAAGTTAATGGAAGATTATGGCTACCCTGGATTGGCTGAACATCAAGAAGAACATCAAGC
+CATGATTGATAAAGTTGAAGAGTATGTCGCCATTTATAACATTGAAGGTCATGATTCACTGAAACAAGTA
+ACTAATTTACTCACCTACTGGCTAATTAACCACATCCAAGAGTCTGATACCCAATATCGTGATTATCTAG
+TTGAGCTAGGTGCTGACGAGTTTGATGTTTAGTATTTTTTCTGATTTATATTTTCTGTACTCTACTTTCT
+TTGTCCCTCTCAACTTAGTTGAAGATAAACACTAAAAAACTACGTCGAAATCTTTGAGGATTTAGGCGTA
+GCTTGTTTTTATTAGCACATATTTACTTGCTTAAACTGGCCAGTTTTTCAAGTATAGCTTGGTATCGTTG
+CTGTTCGCACACGCCAAAGCCAGATAATTGTCTTACTTTATTGCGACCAAACAATGGCACTGACATACCA
+GCAAAAAATCGGCAAAAACTTTCAATCGATAATGGCTGATTTATTTTTCCGCTAAGTCGTTCAGCCAATT
+CCGTCATGCCCTGCTTTAAGGCTTCATCACTCGGCCATGGGATCTGAGCTTGAGAATGCTCAAGTACTGC
+CACTTGACCACGACAAACACTACAGTGACCACATTGTGGGACTGTTCCTGAATTGCGAGCTGAATCGAGA
+CTATTATTATCGGAGCTATTACCGTCAAACCTTTTATCATCGAAACTAGTATCATCAAAGTAGCGCGCCA
+AATTTACCGTTAAACAAGTATCGAGCTGGAAAAAACGTACTAAAGTGGCGATACGTTTAATTTCTTTTTC
+TTCATTATCTTTAAAATAATTACTGAGTGTTTGGCACAAACTAGGATCTGCCAATTCATTCAGCTTTATA
+TTAAATACCTCAGTCATACCTTTAGTTTCAAGCACTATCAATTGTTGTTCTTGTAGGTATTCAAGAGCGG
+CTATAACACGATTACGTTCAATACTTTGATCTTGCAGTAAAGTATCAAAATTCAAACTACCCCAGACTTT
+TTTAAAGTCTGTAGCATTAAAGATACGTTGTAAAAAGTCTTTACGTTGATCATTAAAACTATTGATAATT
+TCAGCTTTAGGTTTTAATAGTTTAATTTTAAAGTCAGCAAAGTAAGCATAAAGTGGTTCAATCACGCCCG
+CTAACTCTAACTGTACTAATAGGGTTTTTAGCGGAAGTTGTTTAATATTAACAGCATTAGACAACTGCAA
+TATTTGTAACTCCCACTTTCCTTCAGACCGATTGTCACTTATGCCTACGTGAGTGCTTGTTATTACCTCT
+GATTTTATTGTATTTAATAACATTTCAATGCCGGTAAACTCAGGTGTATCTCCGTAAACAAAGTTTTCAA
+CGGTATTTAAGCCATCAAGATTAGCTAAGGTAAAACACTGCGAAGGCAGCCCATCTCGCCCTGCTCGTCC
+TATTTCTTGGCTGTAGTTTTCTATAGACTTTGGCAAGTCATAATGAATAACAAAACGTATATTACTTTTA
+TCAATGCCCATACCAAAGGCAATAGTCGCGACAATAACCTGTATTTTACCTGCCATAAAGTCTTGTTGAA
+TTTGACTGCGCGTATCACTGTCAAAACCAGCATGGTAAGCACAAGCATTGATGCCTTGCTGTTTTAAATA
+TTGCGCGACTGTTTCAGCTGAATGTTGCAAGGTAACATAAACAATACCAGCACCTTGTTGAGCAGAAATG
+ATTTGCTCAAGTTGCTTGTTTTTATGCGCTTGCGTAACAGGTAGCACACTTAAATCAAGGTTAGATCGAT
+AAAAGCCTGTTTGCACAATATGTTCATCTCGAATAGCAAACTTAGCTGCCATATCTTGTTTTACTTTACG
+CGTTGCCGTCGCGGTAAGTAACAACACTAATGAAATATTCAACGCTTGGCAATAACTCGGTAGCTTTAAA
+TAATCGGGTCTAAAATTATGCCCCCACTCAGAAATACAATGCGCTTCATCAACCACCAGCATAGAAACAG
+GTACAGATTCAATAAACTGTCTAAAGCGTTCATTCTTAAAACGCTCAACTGACACCATTAATACTTTAAT
+ATCGCCATCGCGCACACCTGCCATGACGGTTTGTGCTTCGTTGCCTTTTAAGGTCGAATCAATACTTGCC
+GCCTTAATACCTTTGCTTGCAAGAAACGACAATTGATCTTTCATCAAAGCTAATAAAGGCGATACCACTA
+AGGTTAAATGCGGTAAATGCAGTGCAGTTAACTGATAACATAACGACTTACCCGAGCCTGTCGGGAATAT
+AGACAAACTTGATTGGCCTTTAAGCAATTGCGTAATGGTCTGCTCTTGCCCGGGGCGAAAGCCATCGAAG
+CCAAAGGTCTCGAGAAGTGATGCTTTAAGACATTCTTTATGAGAGTAATCTTGTGGGTTATTCATAATTT
+AAGTACCGCAAAAGGTATGATAATCTTTATCACCATCGACAGGGGCATCTTGATAGTTTTTAGTCTCAGC
+TATTTCGGTATAAGGCTGTCGCAATACCGCCAAGAATTTATTTAGCGCAGTTAAGTCACCTGTTTCTTGG
+CAACTATCTAAGAAGGCTTCAACATGATGGTTTCTTGGAATAACAATCGGGTTATTGCTCACCATTAGCG
+TATGAGCAGACGATTTAAATGACTCAATTCGACTATTCCAATGAGGTAACCATTCATTAAGCACATCAGT
+TAACGGCTCTTCAGTAGTATTATCGTTAAGTGAATCAGTTAATGCCGTGAACGTTTGCGTGTAATCTAAT
+TTTTGTTCTTTCATAAGTGTAATCAAATCATTGATCAGCTTACCATCACCTTCCGCCGGTTCATCGATAC
+CTATTTTAGCGGCCATCATTGTCAAATAACCTTGCTGAAGGTCTTGATGAAATTGAGTTAATAATGGTTC
+AATTTTTTCTACTGCATCATCTTCATCGCTATCAACTAACGGTAATAATGTTTCAGCTAACCGAGTCATA
+TTCCACTGCATAATGCTTATCTGTTTACCAAAAGCATAACGACTATTACGATCAATTGAGCTAAAGACAG
+TCTCTGGATGATAAGCATTCATCATAGCACAAGGGCCGTAATCTATGGTTTCACCTGAAATAGTCGTATT
+GTCTGTATTCATTACACCATGAATAAAACCAACTCTTAACCATGAAAGCACTAAAGGAATTTGCTTTGAT
+AAAACAGCAGAGAAAAATTCAAGCACTTGTTGGCTGCTAATTACATTGTCAGCTTTAAGGGCATCACTAT
+TGTCACTCGAATTTTCTGATGAGTTAGCTATTAACTCGGGAAAGTGACGATTGATGGCATAATTTGTTAA
+CTTTTTAAGCGAGTCTGTATCACCACGCGCAGCAAAATATTGGAAAGTTCCAACTCTTATATGACTTGCT
+GCTATACGCGTAACAACGGCACCATCATAAGGCCGCTCGCGATAAACATTTTCACCGGTAGTGACCACGG
+CTAAACAACGGGTAGTAGGTACACCAAGAGCAAACATAGCTTCACTCATGATATATTCACGCAATGCTGG
+GCCAAGCGCACAACGACCATCACCTTGACGTGAAAAATCACTGACGCCTGAGCCTTTAAGCTGAATATCC
+CAACGTTGTCCCTGAGTATCTGCAATATCCCCTAATAAATGCGCACGACCATCGCCAAGCTGCGGATTAA
+AGTGGCCAAACTGATGTCCAGAATAAGCTTGTGCAACTGGCTTACTTCCTTCAATCAATTGATTGCCTGA
+GAAGTATTGTGAGAGTAGTTCGGCATCATTATCTTTAGTGAACGGTATAGTTAAAGCTTTGGCTAATGGT
+TCGTTCCACAATAATAAGGATGGCTGGCCCACAGGCGCAGGCAATGTTTGCTGTGAAAAGCTTTCGCCAA
+GTGCTTGGTAGTTATTAGAAAGAATTAGGGACATTTATTTCTCGGGATAAAATTTGTCTTCAATACGTTG
+ACAAAATTGTACTAGATTTTGGTATCTTTTGGCATTTTTAGTAAATTTACTTTCAAAACCGTTATCAAAG
+CGCACTGAAATAAACTCACATAAATGCGAATAAACGACGGCATCAAATGAGGTATGAGTGTCGCCAAAGA
+AAAAATTTTTATCTGCCAAAAGCGTGGACAATGACGCTAAGCTCTTATCTGAAATAGCGAGAATTTCTTC
+TAATGAGTGACGACCAACGCCTTGGCCATGAAGGTTTTTCTTTACCGATTTACGAATAATATTAGGTAAA
+AACCAGCGCAGTGGTATCGGTAAAGTAGCAAAGAAAGCTTCATTGGTTAACGGCCAACATTCATCCGTCG
+CCCAACGAGAATAAACCAAACACCAATAAAGACCTTCATCTAATGACTTAGTTATTAAATGAGCTTGTGC
+TTTCTGCTCTGGTGTTAATTCGGCATCTAAAGTTACCTGATACTGTTTTGTTAAGTAGGTGATTATGGCA
+TCAGAATCAGCCACCACTGTACCGTTATCATTGATGAAAGGTAATTTACCTTTTGGTGATTTTTTTAAAT
+ACTTGGCGCCATATTTAACCTGGCATGGAATATTCGCCATACGCATAAAAAGATCAACCTTAACCACAAA
+TGGACTAGCGTCCATCACATTAAAGCACTTGCCAAACCCATAAAGTGTAATCATTACTCATCCTTGTTTA
+CATATAGAAAATGAAAATTAACACGAAAAAAAAAAAGGCCAACAAACCTGTATTATTATACAGTATCTAT
+ATTAGCCTTTTTTTACAAGTAAGAAGCACTGAATATAATTGAGCGCCAACATTATCAATGCTGCAATTTA
+ATCCAGTTTCCGCTAGATTACTCTGTAAATATCACTTTTATACAGAATTATATTTCTGCTGCAACCACTG
+AAATTTCAACAAGCAATGCTTCTCTCGCCATTTTAGCAGCAACGCAAGCGCGTGCTGGTGCATATCCTTC
+TGGCACCCATGCATCCCATACGGCATTCATATCAGCAAAGTAGCTCATGTCTTTAACATAAATAGTCGCA
+GATAATATGTGCTTTCTATCACTACCTGCTTGAATTAATAATGCATCAACTTTATCAAGCATGGTTTGCG
+TTTGTTCGGTGATATCTTTAGTCGCATCTGCTGCAACTTGACCACATAAGTAAATAGTCCCGTGATGCTT
+AACTATTCGACTCATTCTTGGTTTAGTTTCTAATCTTTCAATCATTTTGATGTAGGCTCTTCCTATTTGA
+GATTTTAGCTGCATTGTTATCGATTTATATTTCATCACTTATAGTCATAAGCTCAAAAATATAAAACTCA
+AACGCTTTGCTAAAATCCCAACTAGTTTGAGGTCCTTGTTGGTTATTGTTAAAAGAAAGCCCCAGTGTTT
+TTCAACAATGGGGCTTTAGTTGTTTTTTATAAAGTATAAATTACTCGCAGGTAAAATAGTGCTATTTACA
+GATAGTTCATCTTAATTCAAGGCGACTGCACGGAGCTGACGTTAGTCAGTGAGTACAGTCAACGCTGAAG
+TTAGATGAAATAGCAAAAAAGAGCGCTAATTTTTACTCCCACTCTATGGTGGCAGGCGGCTTACCTGATA
+TATCGTAAACTACGCGAGAAATACCATCAATTTCATTAATAATTCGGTTAGAAACCAAGCCTAAGAAATC
+ATATGGTAAGTGTGACCAACGCGCCGTCATAAAGTCGATTGTTTCAACACAACGTAAAGATACAACCCAA
+TCATATTTACGCGCATCGCCCATAACGCCCACTGATTTTACTGGTAAGAATACGGTAAAGGCTTGGCTTA
+CTTTTGTATATAAATCATGCTTGTGCAATTCTTCAATGAAGATAGCATCGGCACGACGCAATAAGTCAGC
+GTATTCTTTTTTCACTTCACCTAATATACGTACACCTAAACCAGGTCCAGGAAATGGGTGACGATAAAGC
+ATGTCGTATGGTAGACCTAGCTCTAAGCCAATTTTACGTACTTCATCTTTAAATAATTCACGTAATGGTT
+CAACTAAACCTAATTTCATGTAATCAGGTAAACCACCAACATTATGGTGTGATTTAATCACATGTGCTTT
+ACCCGTAGCTGACGCTGCTGATTCAATTACGTCTGGATAAATAGTGCCTTGTGCTAACCATTTTGCATTA
+TCAAGCTTGTTCGATTCTTCTTCGAACACATCAATAAATACGTTACCGATAATTTTACGTTTTGCTTCTG
+GCTCACTTTCGCCCGCTAAACGATTTAAAAATCTATCTTCAGCTTCAATCTTAATGATGTTTAAACCGAA
+GTGATCACCAAACATATCCATTACTTGCTGGCCTTCGTCTAAACGAAGTAAGCCGTTATCAACAAATACA
+CAGGTAAGTTTATCGCCAATAGCACGATGTAATAACATAGCAACTACTGATGAATCTACACCACCTGAAA
+GGCCTAGAATAACTTCGTCATCACCAACTTGTGCTTTCATTTTAGCAATTGCATCATCAATGATTGATGC
+TGAAGTCCATAATTTTTCACATTTACAGATATCGACAACAAAGTTTTCTAAAATACGAGAACCTTGTTTA
+GTATGTGTTACTTCTGGGTGAAATTGTACGCCGTAGAATTGTTTTTCTTCATTAGCCATTGCGCCATAAG
+CACAACTTGCTGTTTGTGCAACGGTAACAAAACCTTCAGGAATAGCTGACACTTTATCGCCGTGACTCAT
+CCAAACGTCAAGTAAAGCATTACCGTTATCGCCAATACTGTCTTCAACTTTGTTAAATAACGCAGATTGA
+GCAATCAATTCAACAGCAGCATAACCAAACTCTTTATGGCTTGAACTTTCAACGCCACCGCCAAGCTGCT
+CAGCCATTGTTTGCATACCGTAACAAATACCTAATACAGGTACGCCAGCAGTATATACATATTCAGGTGC
+ACGAGGAGAGTTAGCTTCAGTTACTGACTCTGGGCCACCTGCAAGAATAATACCTGTTGGATTAAAACCT
+TTAATTTGCTCTTCGGTAACATCCCAAGACCAAAGTTCACAGTAAACGCCAATTTCACGTACGCGACGAG
+CAATTAACTGTGTGTATTGTGAACCAAAATCTAGAATTAGTATGCGGTGATCATGAATGTCTTTGCTCAT
+GCTGTTTCTCATGTTGACGGCTCGTCATGAACAAACTTTATGCTGCATTGTTTTCATAATTTAGCAAAAT
+CATTTATGGAACATAAACTCATTTGCTAAATCACTCAACAGCTTTGCCTAAAGCTCGTTCATTTAGAGCG
+ATATATATTAAGTAAAAAACTGAGCATCTCTATTGAGAGTTTACTCAGTCTATTTAAATTTGTTTTGTTT
+CCATTTACCGAAAACAATTAAGAATAGTTTAGTTCAAAGCTTGTTAGCACTAGAGCAAAGAAGAAGCACG
+GAGCTGACGCTAGTCAGTGAGTACTTCTGATGCCGCTATTGTATTAACAAGCAAAGAAATAAGCTGTTCG
+ACTAACCCATACGATAGTTAGGCGCTTCTTTGGTGATGGTTACATCATGAACATGCGACTCGCCCATGCC
+CGCAGAGGTAATTTTCATAAACTCTGGCTTAGTACGCATCTCTTCAATAGTGGCACATCCAGTCAAGCCC
+ATTGATGAACGTATGCCACCCATTTGCTGATGAATAATAGCTGATACTGGACCTTTATAAGCAACACGAC
+CTTCAATACCTTCTGGTACTAATTTGTCTGCTTCGCCTTCAGATTTTTGGAAGTATCGATCACTTGAGCC
+ATCTTTTTGCGCCATAGCGCCTAAAGACCCCATACCACGGTAAGACTTGTAATAACGACCTTGATAAAGT
+TCAACTTCACCTGGTGACTCTTCAGTGCCAGCCAACATACTGCCAACCATTACGCAGTGTGCGCCAGCAA
+CTAGTGCTTTAGCTATATCACCTGAGAAACGGATGCCACCATCAGCGATAACTGGAATACCTGTACCTTT
+TAATGCTTCTACCGCATTTGAAATAGCTGTTAATTGTGGAACACCAACACCGGTAACAATACGCGTAGTA
+CAGATTGAACCTGGGCCTATGCCTACTTTAACCGCATCAACACCAACATCGGCTAGTGCTCTTGCGCCAG
+AGCCTGTTGCAACGTTACCTGCAATGATTTGTAAATCAGGATATTTTTGGCGGGTTTCACTCACACGGTC
+AATAACACCTTGAGAATGGCCGTGTGAAGTATCAATTAATAAAACATCAACACCAGCAGTAACTAACGCG
+TCAATACGCTCATCAGTTCCTGCACCAACACCAACAGCAGCGCCAACACGTAAACGACCTAATTCGTCTT
+TACACGCGTCAGGCTTATTTTCAGCTTTTTGGTAATCTTTTGCAGTAATAAGACCGACTAATTTGAAAGC
+ATCATCAACTACTAATATTTTTTCAATACGGTTAGTGTGCATTAAACCTAAAATTTCTTCGCGTGCAGCA
+CCTTCTTTAACCGTGATTAACTTTTCTTTCACTGTCATTAGTGAAGAGACCGATTTAGTTAAATCAGTTT
+CAAAACGTAAATCACGGCCTGTAATGATACCAACTAAGTTGTTTTTATCATCTACTACAGGGAAACCTGA
+AAAACCTAAGTCGTCAGCTTTATGCATGACTTGTTCAATAGTAAAGTCAGTACTTACTGTTACAGGATCT
+GAAACAATACCGCTTTCATATTTCTTCACTTTACAAACATGTTTCGCTTGTTCAGCAATAGTCATATTTT
+TATGAATAAAACCTAAACCACCTTCTTGCGCTAACTTAATTGCTAGGCGTGACTCAGTTACTGTGTCCAT
+AGACGCAGATACCAAAGGTACGTTCAAATTAATTTTACGGGTTAATTTAGTTTTTAAATCAGCCGTGTGT
+GGGAGTACTGTCGAATGAGCAGGTACAAGTAATACATCATCAAAAGTTAAAGCTTCTTGGGCAATTCTTA
+GCATCGCAACATCTCTCTAAAAGGGTTGGTTAGGGAGTGAATATTGCGGCAGAATTTTAACCGTTTTCTT
+GTTTTAGGTAAACCTATTTTTATTAACTTTTTATTAAAAGTTTGTAAAAATAAACTAGAAACATATTTAA
+ATGATGAAAATAAATTGAAAGACAGCTCTATTCATTAAATAATAGTAAATCTTATCAATTATTAAGCCTT
+GATTTCTCACCCTTATGAGCCAACAGCATATTTTACAAATCAGTGAGTTAACTAAAAAAGTACGTTTTAT
+TCTAGAAAGCGAATTAAACACTGTTTGGTTAACTGGCGAAGTATCAAATTTTATTGCCGCCAGTTCAGGT
+CATTGGTACTTATCATTGAAAGATGCAAAGTCACAAGTTAAGTGCGCCATGTTTAAGGGAAGCAATAGAC
+GTGTCCGCTTAAGTACGGGTGCAGCTCCGAGTAATGGCCAACAAGTATTAGTTAGAGCAAAAGTATCTTT
+ATATGAGCCACGTGGAGACTTTCAATTAATAATCGAGCATATGGAAGATGCTGGCACGGGATTATTACGT
+CAACAATACGAACAATTAAAGAATAAACTTAATAACCAAGGTATTTTTGATTTATCTCGTAAACAGCAGC
+TACCAAAAAATATCAGCTGTGTAGGTATTGTCACTTCACCGACAGGCGCTGCCGTTAAAGATATTTTAAC
+CGTACTGAAACGTCGTAATCCAAATATTAAAGCAATAATCTATCCTTCATTAGTGCAAGGCGAATATGCC
+CAAGGCGATATTTGTCATGCCATTGAGAGTGCTAACAGTCGCAACGAATGTGATGTACTTATTGTTGGTC
+GGGGTGGTGGTTCTTTAGAAGATCTATGGCCATTTAATGAGGAAAGTGTTGTTCACGCCATTTATAAAAG
+TGCATTACCGATAATTAGTGCCGTTGGTCATGAAATTGATACTACCCTGAGTGATTATGTGGCCGATTTA
+CGTGCCCCAACACCCTCTGCAGCTGCAGAGTTAGTATCAAGTGATAGTAGTGAATTACTAAATCAATTAC
+TCATGTTTAAACAGCGCTTGATCAAAGCTCAACAAAACAAGTTAGTGTATTTAGGCAATGAACAAAGTTA
+TTTACAACATCGTTTATCGCAAGTGCATCCCGAACAACAGTTACAGTTACAACAGCAAAAAGCTGATGAA
+TTGAGCTTACGATTAAAGCAAGCAATGAAGCGTAATATAGAACAAGTACAGAGTAAGCCTATTCAGCTTA
+GCCAACGACTGTTGCAGCAATCTCCCCTAAAGACTATTCAATTACAGCAACAAAAAATTGACCAAAATGC
+ACATAGGATCACGCAAGCAATGCAAAATTCATTGCAACATAACAGTGAAAAATTTGTGCATTTGATTGAG
+CAATTACAATTAGTTAGTCCACTTGCTACGATAGCAAGGGGTTACAGTGTGACTCGTAATAGTAAAAACG
+AAGTAATTAGCAAAACCGCACAAGTAAAAATAGATGAAGAAATCAGTGTGCAGCTTAGCGATGGGCACAT
+TAATGCTAGAGTGATATAACGCTTACACTATTATTCATCATTACTAACCACTAGTAAGCTTACTTAGTAA
+ACTTACTAAAATGTATAAATAACTGATATGATTTCGATATATTTACTAAGACAACTTATGCTATGCGCTT
+TAATTACCGAATTGTTTTTATTATCACTGCCTTAGTTTTTACTTTGTCTGCCACCTTAACGGTAATTAAC
+TATTTAACTTCGATGGAGACGACTCGGGAGCAACTAAAAAATAGTGCCCTGCCGTTAACAATAGATAATA
+TATATACTGAAATTCAGAAAAATATCATTGAACCTAATCTCATTGCCTCAATGATGGCGCACGATACTTT
+TTTAATTGACTGGCTATCACATGAAGAAGATGATCAGCAGCAAATTGTACATTACTTAGAAACCATTCAA
+AATAAATACCAGATGTTTACCGCCTTTCTTGTATCAGATAAAAGCCGGAACTACTACTCAGCCAAAGGAA
+TGTTGGATAAAGTTGATAAAAAAAGTCCTAATAGTCAGTGGTATTTAGATTTTCAAAAGACCTCTGAACT
+AAGCGAAATAAATATAGATTACAATACCCATATGGGCAGTGAACTTATCATGTTTATCAACCATAAAATC
+CTTGATAGTGATTATCATATGATAGGCGCCACAGGTGTAGGGTTAAAAACATCTTACATCAATGATATGT
+TAAAAGTTTTCAGACAACGTTATCAGTTTTCAGTTTACTTTGTAGATGTTAATGGCAAGGTTGTGATTGC
+TGAACAAAACGTGAAAAAATTGAATAACCTGAGCGATATACCTGATCTAGCGAGGCAACTTTCAGACATT
+ATTGGCAAAGGAAGTCAGGTGTTTGAATACACAGAGGCGGGAGAAGCTTTTCTACTTAATAGAAAATATA
+TTAGTGAATTAGACTTATATATTATCGTTGAGGCCAAGGTTAACAACTTTACCCAAGCGGCTGAAGAAAC
+CTTTTATCTCAACGTACTACTCTCAACAGTTATCACCCTACTTATCAGCTTTATCATTGTGCTTTATGTT
+AGAAAAATTCATTTAAAATTAGATAAACTGGCCAGTAATGACGACCTAACTAACTTACCTAACAGACGTA
+GTTTTCATGATGAACTCGCAAAGCAATTATTACTCAAAGAACGTTATAATAGCGAGCTGTCTCTTTTATT
+TATTGATATTGATAACTTCAAAAAGGTTAACGACACCAAGGGACATGACGTTGGTGATAAAGTACTAAAG
+TCTTTAGCAAATGTTTTAAATGGTAATGTGAGAAAAAGTGATTTTGTTGCGCGATGGGGAGGAGAGGAAT
+TCATTATCCTTTTAATCGGCTCTGATATTAATCAAGCCCAAGTTATTGCTGAGCAACTTCGTTCACAAAT
+TGCCAATAGTAAACATTTATCCCAATATGCCCAACAACAAGTTACCATTAGTTTAGGGGCAACGTCTGTG
+ACTAATGAAGATAATATCGATACGATTTTAAAACGTGCTGATTTGGCTTTATACAAAGCTAAATCTAAGG
+GAAAAAACTGCGTTGTGTCAGACTAGTGCTTGATAGAGTAACTCTATTACCTGTTGTTTATTCACTTGAT
+TGAATTTAACACCAAAAGATACACCATCAACTTGCTTCTTAAAATTACAGACGGTCGCATCAAGCTTAAT
+GTTGTCTTCTCCTTCACTCGTCTCCACCAAAACCTCAATAACTTTATCTTCAGCCAGTACCAACTTTTCA
+CCATTGATAATATCTAACTGACCACCATTAACAGATAAATTTGTCATGGTAGTTTGCCAGTAAACATCAT
+CAATTTTAACTTTAGCTACTATCTGAGTGTCAATGCGCACAGAAGAACGTAATTGCTGCAATGTTACGGT
+ATTTGGGATGTCTAACACCATGATACGGGAGGGAATTTGTAAGGTTTGCCTGATGGTGCTAATAAAAGCA
+ACTGCGGCACCATCTCGACCTTCAATAAGGCCACGAACCGTAATTACAGTACCTTGACCAATATATTGAG
+AAAACGCACCTAATTTTGAGGAATCCGGGAATTCAATGAGGACATATTTCTTAGGCAAGTAGCCAATGAA
+ATAGGTATTAAACTTTCTTTTTTGACCCGCAGGCGTAGAGATATCAATAATGATTGGCGCACCCGCTTTC
+AAATAAGATAAATTACGTGCAGAAGGTTTAGTTGGATCAATTAAGATTTCTGGTTCGGCCATATTCTTCG
+ATGAGATACTATGTGGAGCATATTTGTTACCTTAGTAAAACCAAGGCTAGATTGCAACTTGCTATTTTCA
+TAGCAAGTTGCGGTGAATCCTAGTCTTTTTTATAACCTTGCGTGGCACGAGCAATTTTCTTTTGCTCGGT
+ATAGTTCAGTTTCTTCTTACCAGCAAACGGGTTCAAGGTATCTTTAAATTGAATACGGATAGGTGTTCCC
+ATCATTTTTAATGACTTACGATAATAGTTCATTAAATAGCGTTTATAAGACATAGGTAATTTCTTCGCTG
+AGTTACCATGAATGATAATTATAGGCGGATTATAACCACCAGCATGCGCATATTTAAGCTTAATACGTCG
+CCCTTGATGTAAAGGAGGTTGATGATCAAAAACCGCCATATCAAGTATTTTGGTTACCATTGCGGTTGAA
+ATACGTTTAGTTGCAGAAACAAACGCTTCTTCAACTGACTCATATAAATGACCAACACCTGTACCATGTA
+AGGCAGAAATGAAATGTACACGAGCGAAATCAATAAAACCTAAGCGTCGATCAAGTTCCGTCTTAATACG
+ATCCTTCTCATGATCTTCTAATCCATCCCACTTATTGACGGCTAAAACCAGTGAACGACCTGCTTCAAGG
+ATAAAGCCTAATAAGCTCAAATCTTGATCGCTAATGCCTTCTTGAGCATCGATGATAAGAAGACAAACGT
+TGGCATCTTCAATGGCGCGCAACGTTTTAATCACTGAGTATTTTTCTACAACATCAGTAACATTTTTACG
+ACGACGAATACCAGCAGTATCAATTAAGGTGTACTCACGACCATTGCGTTCCATTGGAATATAAACGCTA
+TCACGCGTTGTACCAGGCATATCATAAACGACAACACGTTCTTCACCCAAAATTCGATTGGTTAACGTTG
+ATTTTCCGACATTAGGGCGACCAATTATCGCTAATTTTATCTTGTCATTTTCTTGAGGTTCATCTTCAAG
+CTTCTTAGCAAGTTCTTCTTCTGTTAGCTCAACGTCCTTATCACTAAAGAAAGCATCATCAAACTCACCT
+TCACTTGCTTCACCCTCTTCTACTTTGGGCTTGCCAAGTTCTTCAATATGAGGCGTTAGTGCAATCGTTA
+AAAGTTGCGTAACACCACGACCATGAGCAGCCGCAATTTGGTGAACATGCTCGCCTAATCCTAACGAGTA
+AAATTCAGCCACGGCCGAATCACCATGAATTCCATCAATCTTGTTGGCAACGACAAATATTTTTTTATTT
+TGCTTACGCAAATGATCAGCAATACCATGATCAGCTGCAGTCAAACCATCACGAGCATCAACTAAAAACA
+GTACCGCATCGGCTTCTTCTATCGCCATTAATGACTGTTCAGCCATTTTCACATCGATACCTTGTTCATC
+GCCATTAATACCACCAGTATCAATTACAATAAAAGGATGTTCTTCTACTTCAGCTTGACCATATTGACGA
+TCGCGAGTTAGACCAGGGTAATCGGCTACAAGAGCATCACGACTACGGGTTAAACGGTTAAATAACGTTG
+ATTTTCCGACATTAGGACGGCCAACTAGAGCAACTACAGGAAGCATGAGCACCTCAAAGGAATCACCATG
+CAAGCGAGTAATGCACGGTTTTTCAAACAAATATAAAAACTAAATATCAAAGATTAAAAACAAAGCTACT
+CAGTCAGCTCAGTTAAAAATGATATTGCTAAAAACAAGCAACGGCTCCTAATGCACTTTGCATAGGAGCC
+GTTATTAACTTTAGTTGCTTTATTTAAAAAAAAGCAACTTATACCCAAGCCACTTGAAGGTACGTATTTC
+AGGACGATTGAGCGACTCATGATCAAGGCGTCTCATTTTATTAAGGGTTATTCCCTTAAAAAAGGAGGTA
+ACGAAGAACATGGTTTGCTCAGACGTCCCCGAAGGGCTGGTTTAGAAACGCTTTACGCTGCGTTATTGAT
+TGAGACAATAGAATAACTATTCTCTTCAATCAATGCCTTTCCTAAAGGCATTTCTAATTCCCGCTGAAAT
+CTGAACCTTCAGGTAGCTTGGGTATATAAACAGTACAACTTATTGAGCAGCACTGACAATTTTTGGTGTA
+ATAATAACTTGTAAGTCACCATCACGTGATTGGCTATACATTACATCATCAACAACGGTTGGCGTTGAAT
+ATATACCACTACTATCAATTTGATGACGAGACACTATTTCACCTGTCTCTTGATTTAACCAATGCAAGTA
+ACCTTCAAAATCGCCAACCACAACATAGTCATCAACAACTGCTGGCCCAGTTACACTGCGATTAGTTAAC
+TCAACATTACTCCAACGTTCAATACCATCAATTCGATTAAGAGCATAAATATGACCGCGAGTATTGGTAA
+TATAAATATCGTTACGATAAACAGCAATTTGTCTGTATGAAGAGTATTGACGTTTCCATAAAATTCGCCC
+TGACTTTAATTCGATTGCAACCAAGTTACCGCGAGCAGAGATGGCATAAACTTTATCGCCAAATACTACT
+GGCGCTGAATCAACATCGATAACGCGTTGTAATTCTGTTGAACCTGTCGCTTCACCTACTTCTGTTGTCC
+AACCTGCTTGACCCTTCTCAAGAATGTATACACCTAACTCACCCTTGCCAGAGCCTACTAATACGCCACC
+TGATGCAATAACCGGTGTACTAATACCACGTAATGTTAAAGCAGGAACATCTTGTTCGGCTTTCCATAAC
+TCTTCACCAGTACTAGCATCAAAACCTTTAAGTACACCTGATGCAGAATTCACCACTAAAATACCAGCAT
+CAATGGCAGGAGGAGTAATAACTTCACCTTTGATTTTGGCTTGCCATACTAGCTCACCTGTTTCAGCATC
+TAAGGCAAAAACGTCACCGTTTTCAGTACCAAGAAATATTTTATTCATACCTGCAATAGGACCGCCAGCG
+ACTAAGGCAGAAACACGACTATCCCAGAAGCTACGTTCATCATTAATGTCACTTAAATCAGCTTGCCAAA
+CTTTATCGCCACTCTCTTTTTCATAAGCAACAACATCACCAGTACGACTGGCGCTATAGACTTTGTTGTA
+TGCAACAATAGGCTTTATACGCGAAAAGTAGTCATCTACACCATCGCCTACACTTTGGTCCCACAATATT
+TCCACATCAAAAGCATTATCTAAATCAGAGAGCTCTGCAACTTTAGTGCTAAGGTCTTCTTCATCACTTG
+ATGAACAAGCGAATAAGCTTGAAGTCAGCAAAATAATGGCGAGTACTTTTTTAGTATTCAAACCTTTAAA
+AAAATCTTTATCAAAACAACGCATAGTTTGCCTTATTAACAACAGTAAATGATCTTGCTAAAAAACCTAA
+ATAGGTTACTTAGCTGCAGGTTCAGCAGCGACCACTTCAGCCACAGGCAAAGTAGTAACTTGTGCTAAAT
+CATCTAATTTAATCTGTAAACTTGGGCTTGTAGCAATACCGTCAGCAGCAATAGCGGCTTGATAAGCATT
+ACGAGCAAGATCATTTTTACCTTGTTGCAAATACGCATCACCTTTGACTTCTTCAATAGCAGCAGTAAAT
+GATTCAGGTAAATTACTATTTAATGTGGCAAGGGCTTCTGAATATTGCTCAAGTTGAACTTGAACACGAG
+CCAAACGTAAACTTGCAATTGCTTTAATACCATCAGTTGGCGCAGACTCAATTGCAGTCGTTAACTGTTT
+TTGAACTTGTGGCCAGTCTTTATGGCTCGCCGATTCTTTGGCAAGGGCCAATGCAGTTAACGCAACATAG
+CTATTGTCACCATTTTCACTGATAAATTTTTCAGCATTCGCGGTAAAAGCCTTAGCATCTTTACCACTTT
+GTTCGATAAGTGTTTGGTAGCTATCTGATACGGCTATTTCTTCATCAAACTTATTATCCTGATAAAGGTT
+AAAACCGATAAATCCAGCAAAACCTAGGGTGACACCCGCGATAATAGTATAACCATTTTGTTGCCAGTAA
+CTTTTAATTGCTTCTACTTGTTGTTCTTCAGTTTGATAAATTTCCACTACTTCACCTTGGCCTAAAGCCT
+TTAAATTAATTCAGATAACAAGCTCGAAACTTGAGTAAATTCGATGCTTTCCTGTTCTTTTTGTCCGCGT
+AAGTATTTCACCATGACTTTCTCTTGGGTAATTTCATCATCACCTAAGATTAACGCGATTTGTGCACCGG
+ATTTATCGGCACGTTTCAATTGTTTTTTCATATTGCCGCCACCACAGTGACATTGCAATCTTATTTCTGG
+TACTTGATCACGCCATTGTTCAGCTAACTTATTCGCTGCAACTTGTGCATCATCACCCAATATAACGACA
+TAGGCATCTACCTGTGGACGAATATTAGTTACTTTTTCTAATTCTGTTAGCATTAAAACTAAACGCTCAA
+TACCTAAGGCAAAACCAAAGGCTGGTGTTGCTTTACCACCCAATTGCTCAACTAAACCATCATAGCGACC
+ACCAGCACAGATAGTACCTTGTGCGCCAAGTGTTGTAGTTACCCATTCAAAAACGGTACGATTATAGTAA
+TCTAAGCCACGTACTAAGCGCTCGTTCAATACATAATTGATACCTGCCGCATCCAAGCGAGCACATAGCG
+TATCAAAGTGTGTTTGCGTTTCTTCACCAAAATGATCTGATAACTTAGGCGCGTTCGTTAAAGCTTCTTG
+CACTTGTGGATTTTTACTATCCAATACTCTTAACGGGTTAGTGTGCATTCGGCGTTTAGAATCTTCATCT
+AGTAACTCTTCATGCTCAAGTAAATAAGCAATCAAAGCTTCACGGTAATTAGCACGTTCTTCGTTTGATC
+CTAATGAATTCAACTCTAGTGTGACAAATTCATTGATACCAAGTTCCCGCCATAAGCGCGAAGTTAGTAA
+AATAATTTCTGCATCTATGTCTGGAGTCGCAATTCCAAAGGCTTCCAAGCCAAATTGATGAAACTGGCGA
+TAACGACCTTTTTGTGGTCTTTCATGGCGAAACATAGGTCCCATATACCAAAGACGTTGCTCTTGGTTAT
+ATAATAAACCATGTTGATTACCTGCTCGGACACAACTTGCAGTACCTTCTGGACGGAGCGTTAAACTATC
+GCCATTTAAATCATCAAAGGTGTACATTTCTTTTTCAACAATATCGGTTACTTCACCAATACCGCGTTTA
+AATAGAGCGGTTGACTCAACAATCGGCATGCGAATTTCAGCAAAACCGTAATTACTGGCAACACGGCGCA
+GTACCGTTTCAACCATTTGCCAAATATTAGTTTCACTTGGAAGACAATCATTCATGCCACGTATTGCTTG
+TAGAGCCTTTTGTTTAGCCACTGAGCTGTTCTCTCTTTTTATTTTTCTATAAGGCCGAGCAGCATGCCCC
+TTTTGGGCTCACTTTCTGGCACTTAATACTGTGTTAAAATTGCGCAGCGCGCAGTATACCTAATAATAGC
+AATCGAATAAACCATGGTGCTTATAGTGTTTTAATTGCCTGACACGATAAGTTAACGCTGGCTTTAGTCT
+TTTGTTAGGATATCAATTTTGTTTTTTTCATCAAGACGCTCACTCATTGAACGTGCTTTCGCGCGGATAC
+GTTGCTCTAGTTGGTCAACAAGATCAGTGTTATCAAAGCGTTCCTTTTGGCGTATACCATCTAAATAATA
+ACCACTTTTTTTACTGCTCCCCGTTAAGCCAAGGTCTGAGACCATCGCTTCACCTGGACCATTAACAATA
+CAGCCAATAATTGAGACATCCATCGGCGTCATAATATCTTCAATACGTTGCTCTAAAGCATTAACTGTTG
+ATACCACATCAAACTCTTGTCGAGAACAACTTGGGCAAGCTATCAAGTTAATACCGCGACTACGTAATTT
+AAGTGATTTTAAAATATCAAAACCCACTTTAATTTCTTCAATGGGATCAGCTGCGAGTGATATGCGTATA
+GTATCGCCAATTCCTTGAGCTAATAATAAGCCCAAACCAACGGAGGACTTTACCGAACCAGAGCGCAAAC
+CGCCGGCCTCGGTAATGCCTAAATGTAATGGGTTATCAATTTGTTTTGCTAATAATTTATAAGATTCGAC
+CGCTAAAAAAACGTCAGACGCTTTAACACTGACTTTAAACTCATTGAAATTGAGTCTATCTAAAATATCA
+ACATGGCGCATAGCCGACTCTAACAAAGCCTCTGGCGTTGGCTCAGTATACTTTTCTTGAATATCTTTTT
+CTAAGGAACCACCATTTACACCAATTCGAATAGGAATATTATTGTCGCGAGCACACTCAACCACACTACG
+GATTCTATTTTCATTACCAATGTTACCGGGATTAATACGCAAGCAATCAACGCCGTATTCCGCAACTTTT
+AAGGCAATACGATAATCAAAATGAATATCAGCAACTAAAGGAACGTTCACTTGTTTTTTTATTTCACGAA
+AAGCTTCTGCAGCATCCATTGTCGGTACACTAACACGAACAATATCAGCGCCAACGGCTTCCAACGCTTT
+TATTTGCGCTACAGTTGCCGCTACATCAGTGGTCAATGTATTTGTCATTGACTGCACAGTAATAGGCGCA
+TCGCCGCCAACAGGTACATTACCGACCATAATTTGACGAGAGACACGGCGTATAATTGGTGATTCTTTAA
+ACATAATATTTCTTTATATTTTTTCTGTATGCAAAGTAGTAACTAAATTAAGGATTCCCCTAAAACAGTG
+ACTACTCAACAATAGGTAAGTTAAATTTAGCAATATTGCCAACATTAAAAGCCGACATATCTACTGGCTG
+ATCATTAAAAACAATACTGGCTAACTCTGGTTTTCCAACAGTAATACTCAGCGGTGCTTTACCTTGTACA
+GTCATTACATAACCTGACTTTTTCACACCCCAAGCAATTCGCTCACCCGTTGCATCATAAATATTTACCC
+AACAATCACCTTTAAAGGTAAACACTGCAGTACTTATCGCTGCTACTTCTGGTTCTGCAGGTTGAGAAAC
+GTCATTTACTACAATATTAGCTGAAGCTTTAAGATCATTATTAGCATCATTTATTAGCGCTTTAGTGCTC
+GTGTCTAATGCTAATTCTATCTCATCTTTTTTTTCACTTAGCTGAGCATTATCATTAACGGGCGCCGTTT
+CAATAGCCAAAGAAGAAGGTTCGATATTCGTCGTTACAACATCACCACTAACGTTTTCAGCAGGAGCTGT
+ATTTGGAATCATATTTGATGAGTCATCCGCCTGCTGCCTGCTTTCTTGTAGCCACCATAATACAGTCAAT
+CCCACCAAAACAGCCACGATCAAATAGCTTAACCACATAACACGGCTATGCTCTGCTTGTTTAGATGTTT
+CTTTAGAGAAGCTCAACATTTCGCTGCGTTGAATAGTCGCAGCATCAAGCGCATCATAACTTGCCAGTAC
+CTCTTTTACTTCAACGCCAACCAATTTAGCATAATTGGCTAAATAGCCACGATTGAAAGTAACGGGCATT
+GAGGGGTCAAAGATATCGTCTTCAATATTTTGAACCAGTGCTACTTTTAAGTTCAGTTTACTGGAAATAA
+ACTCTTGTGAAAGTGATAACGCTTTGCGAGCTTCACTCAGCATAGCGCCAGGACTCAAAACTTCTATGTA
+ATCATTTAGTTCAGTGACTTGTTCGGTAACATCACTTTGTTGTTCTTTATCTACTTCTACAGCAGGGGAT
+ACATCATTAGTCATTAATATTTTTCACTGTTTGAGGATCAACCACATAGAGCTTATCGCCTATGCGGATT
+TTATTTTTTTCGGAGATATCATTCCACTTACGTAATGTATTGAGTTTGACATTATATTCCACAGAAATAC
+TATACAAATTCTCACCTGGTACTACTGTATGTACTATTTCTTGCGTATCAACCAGTTCAAACTCATTACT
+TACTGCTGCAACCGCTATGACTTCAGCTACCACGACTTCAGTTTCTACTTCTTCAGGTAAGGCTTCTGGT
+AAAGGTACATCACGTGTCGCAGCTATAGGCATAGTTGAAGTCGGTTCAATCGAATTTGAAACCACTTGAT
+TAACTACAACAGCTTCTGTTGCCAAAGGAATTACTTTATCTACTGCTTCATTAAGCGGCACCACGTCTTC
+TACTTTTGTTACTGCCATATCACTTGCTGGCTTATCTGTTACTGCGATGTCACTTGTTGGCTTATTTGTC
+ACTGCAACTGTACTTGCTACTTTAGTTGAAAGTAAAGCAGCCCCTGAAACAACGGCGGTTGGCGTGGTAC
+TTGTTATCAATGGCGTAGACACTGCTTTCGTTTTAACCGCAGTAGTTGCCGCATTATTTGTCGCATTAGC
+AGTACTCATTGTCGGGGTAACTGTTTTAATACTACTGGTATAAGGTGTGTTCGCTGATTTTCTCGGCGAA
+AGTTTTACCACACGCTTATTATTAGAGGGTGATAATGTGCGATTCTTTTCTTTTTGCGTTAGTTGGTACT
+TCTTTGCCAAATTATCAGCGTCGATCAGCTCCAACTCATTAAGTAGGTATTGTTTACCCTCCCATGATTG
+TGGATACATTTTCACTAACATATTCGCGTAATTTCTTGCAGTTCTGCGTTGGCCTAGTTTCCAATACAAT
+TTATACGCAAGTGATAATGAATTGGCAGTAAAACGTTGTGTACTTCGCTCAAATTTTTGTAAGTAACGCT
+TAGCTTCTTTGTAATTGCCCATGGCATATTGCAGACGTACCATTTGAAATAACGTACTTGTTCTGTTTGG
+ACTATGGTAAATAGACTTATTTAAGTACATTTCTGCTTTTTCAAAATTGTCATTTTGTAAATAACAAGAG
+GCAAGGTTTTCATAACTTTCCGATACTAATAAATAACTAGGTACCGCAATCGCTTTGAGAAATTGTACTT
+CTGCTGCAGCAACGTTACCTTGTCGACACAAGAATACCCCGTAATTATTCAAGGTATCGGCACTGTCAGC
+TTTAATGGATAGGGCTTGTTCAAATGACTCAATAGCGAGCGTTCCTTCGCCTACTGTTTCATAATAATGG
+GCAAATGCTGTATGTACTTGGACTAAATTCGGTGAGAATTTTTTTGCTTTCTCAAGATTAAGTTTTGCTT
+GAGACATATCACCCATTTTTAAATAACCTAATCCTAAGGAAATACGCGTCGCCGCCATTTCATCACGATT
+TGCTTGGTTTTTTACGATAGGCTCATTATTTTCAAAGCTTTGGGTAACACAACCACTTAACAACGTCATA
+GAGATTGCTGTCAAAAGGGTTGAAATTAAATATTTAGCCATAGCTTTATCCATAATATGCAATGCGTTAA
+CCGCCTCTTATTGTTATTTTTTCACCAAAAATCAGTAGACTAATGATTAGACTACTTTTATAGAGATAGT
+GTCAGCTTTAGGTTGATTTTTCAATGAACTTATTTCAGCGTTTTTGGCTGCATTTATAACACTTCGCTTA
+GTTCTATCAAAAACATCACCTGCAAGCTGACCACAAGCTGCATCAATATCTTCTCCACGTGTGCGCCTAG
+TGATAACAGTTAGGCCATAACTTTGTAATACTTTATCAAAGCGATCGATGCGAGAGTTACTTGAACGTGA
+ATAAGGTGAACCAGGATAAGGATTAAAAGGTATTAAATTAATCTTACTTGGCAACCCTTTCAATGCATGC
+GCTAATTCATGGGCTTGGTCGGTACTGTCATTAACGTGGTCAAGCATAACGTATTCAATTGTTGCTTGTT
+TGTTCGCTTTTGAGCCTTCGATATAACGACCTGCTGCGGCAATGAAGTCTTCTAATGGGTATTTTTTATT
+AATTGGTACTAACTCATCACGCAACTTATTATTAGGTGCATGAATTGAAATAGCTAAGGCACAATCGATT
+TTTGCTTTAAGCATATCTAATGCAGGAACAACACCTGAGGTACTCACAGTTACGCGACGCTTAGATAAAC
+CATAACCTAAGTCGTTCAACATAGTATCAAGCGCTGGTATTAAATTTTTCATATTTAATAATGGTTCACC
+CATACCCATCATAACAATGTTGGTAATCGGGCGAGTACCGGCGATACGAGTGGCACCAATATCATTGGCG
+ACACGCCATACTTGGCCAATAATTTCGGCCATAGATAAATTGCGATTGAAGCCTTGCTGAGCGGTAGCAC
+AGAAGGTACATTCTAATGCACAGCCAACCTGAGATGATACACATAGCGTTGCGCGATCATTTTCAGGGAT
+CCAAACGGTTTCTACTTCTTGTCCGCCTTCAAGCTTCAAAGCGTATTTAATAGTACCGTCTTCTGACACT
+TGTTTTTCAGAAATATCTGGTGCAGATATAATACAGTTACGCTGTAGTTTCTCACGTAACTTCTTATTGA
+TATTGGTCATTTGTTCAAAGTCACTGTAACCAAAGTGATAAATCCACTTCATGATTTGATCGGCTCTAAA
+AGGCTTTTCACCAATAGATTCTAAGTATTCACGCATACTTTTATGATCAAAATTAAGTAGGTTTACTTTT
+CCGCTTACATCACTCATAGAACAAACTCTCAATAACTAAGATTAAACTACTAATGTAAGTAGCCTAAAAA
+ACAAGGCGCATATTGTACGCTTTTTAAGCGACAATCGCAATTTTACTAAATTATTTTCAGCGAAATTATT
+ATCCGCTTAAAATAGCAAAAGGATTTTACTAATTGCTCAGTAAAATCCTTTTCAATGCTTAATAAATTAT
+TAAGCAATTAAACATCAACCTTTCAATTGCCTACCAAGGTAAGCGAATAAAAAGTGCCAATATTTAAAAT
+CTAATTAACGAGTGCGTGCACAAATTTCGTCATCAGAGAAGAAATAAGCAATTTCACGAGCTGCTGATTC
+TAAAGCATCAGAACCGTGAGCAGCATTTTCGTCAATTGAATCAGCAAGATCAGCACGGATAGTTCCAGCT
+AATGCTTCAGCAGGGTTAGTAGCACCCATGATTTCACGATTTTTAAGAACAGCGTTTTCGCCTTCTAAAA
+CTTGAACCATTACTGGGCCAGAAGTCATAAATTCAACTAAAGCGCCGAAAAAAGGACGTTCGCTATGTTC
+AGCGTAGAAACCTTCAGCTTTTTCTTGGCTTAAGTGGATCATTTTAGAAGCAACAATTTTTAAACCAGCA
+GTTTCAAAACGGTTGTAGATTTGACCAATGAAGTTTTTAGCAACTGCGTCTGGTTTTACGATAGAAAAAG
+TACGTTCGATAGCCATGATAAGCCCTTATAATAAATTTAAATTTTAGTGTAATTAAGTAGAGATCAAATT
+AACAAACTGACATCTACAAATTTTGGCGCGATTATAAACGAAATAATAGTAAACTGCTAACATTAACCGT
+TGAATAATTATCATAGGGTTTGTTGACCTTTCGAGGTTATTTTTGCAGCTGTTTATTGGGTATTTATACA
+AGGCAGAGCCTTTGTCATGTGTTTGTTCCACATCAAAAGTCGATAACGCCGTAAAAATGACCAACAAACG
+CTGTCCAAAGGATTCTGCTAAAAGCGCTTTATTTTTGTTGAGTAGTGTTTGCTTAGAGTGACTAGACTAA
+ACACTACTCGCCGTGAATAAGGCGCTTTACTCTCTTTAAAAAGGGCGAACAACATTTAACTGCGAAAGAT
+CAACAGCCCCTGATATTTTGCTAATTTTTTACTGGTCCTTTAGTCGTAGTCACCAACTAGATAGTCAAAG
+CATTCTTCAAGTTTATAATGAAAAGTTCCGTTTATTGGCCATTTGCTAAATTTCGCTGTAACTCAAGCGG
+GTTGTGATTTCTTTCATTTCATTGGTAAAAAAAATAATAAATATTTCATCCTTTCATCTTAAATTGTCAT
+TTTTGGTTGTTACATTTGGTCACATTGTCGAAAAAATTCTGAAATGCTTTCATAGTTCACTGCGAGTTAA
+AATTAAACAACTGCAGGATTATCAATGCAATTTATAAAACGTGCGCATGGGGAAGAACAACCATACTGGC
+CAGCAGGGCCATTTAAAATTAGATTACCTTTTGTTCATTACCGCTGGGAATTACCAGAAATGATACAAGG
+TTTTTTCATGTTCGTGGTTGGTTTAGCCATGATCCCTTTGCTTGAAAGTTACTTAGGTATGCCATATGAA
+GCAGCATTAGCTTTTACCTTTGTTGCTGGTGTAGGTTATATTTTACCCGCCTTACTCGGGGTTCCTTTAG
+TGCCCGGTTGGATAACACCAGCAATTCCTGTGGTATTACTTTACTTGAAAGGCTTTGAACCAGGTCCTGA
+AGCAATCAGAGCATTGTTTGCCTTACAAATTGAAGTCGCTATTATTTTTCTTATTTTGGGCGCAACTCGT
+CTAGGCTCTAAATTAGTTGATGTCATTCCAAACTCACTAAAATGTGGAATAATTATTGGCGCCGGCATGG
+CAGCCATGATGGGTGAACTAAAAATTGGTGGTCGTATTGATGCAACACCTATTTCATTAATTGTTGGCTC
+TATTATTTCAGCCTATATCTTATTTTCTCTTTCTTTTAAAAATGTTATCAACGAAAACTCTTTTGCCCGC
+AAAATTGCAAACTTCGGTATGGTACCTGGAATGATCATTGCCATGCTCGTAGGTTGGACTGTCGGTGAAT
+ACCCATTACCTGACATAAAATGGGGCATTACTAACCCAGATTTCTCGTTAATGTGGCAGTATTTACCCTT
+TACTGTTGGCTATCCTGATTGGGAAATATTCTTACTGGCCATCCCAACAGCCTTAATAGCTTATGTGATT
+GCTTTTGGCGATATCCTTGTTGGTTTTACCTTAGTTAATCGTGTTGATCATATTCGTAAAGATGAAAAAA
+TTGAAGAGAATGTTGACCGTGTTCATCTTGTTACCGCTATTCGTAATGGTTTTCACGCATTTTTAGCACC
+ATGGCCTGGATTAGCAGGACCACTATGGACAGCTGCCCACGCTACCGTTGCAGAGCGTTATGCTATGGGT
+CGTAAATCGATGGAATCTATTTATAGTGGTGGTGGTACTTTTTGGATGAGTGGTTTACTTGCACTATTCG
+CATTACCGTTAGTGACCTTATTTAAGCCGGTATTACCCATCGCACTTTCTCTGACCTTAGTGCTTACAGC
+CTACATATGTATCATGGTTGGTATGGAACAACTAAAAAATTCAACGGAACGCGGCGTTGCTGGAATTGTT
+GCGGTTACATTAGCAATGCCAGATCCTAAATCAACCATGTATGCAGTATGTATTGGTGTAATACTTTATT
+TCCTCATTGAGCGTCCTAGATTAATGGGTAAGCATAACAGCGAAGATAACATTATTTTTGCTGATGAAAC
+GCAGGAAGAAGTCGCTGTAACTAACAGTAATAATACTTAGTAATAGGGAATATATAAATGACTACTATAA
+ACATTTTTGAGCAATATTTAGAGCCAAACGAAGCTAACTATATGGCCCTGACTCCCATTTCGTTTTTAGA
+GCGTGCAGCCTTTGTTTATCCAGACAAAACAGCAACCGTTAATGGTGATATTCGTCATACTTGGTTAGAA
+GTTTTTCAACGTTGTTCACGCTTTGCTAGTGCTTTAGCAAAACGAGGCATTGGCAGAGGCGATACGGTTT
+CAGTTATAGCACCAAATATTAGCGAACACTTTGAAGTTCACTTCGGTGTACCTATGAGCGGTGCAGTACT
+CAATTCTATTAATACTCGTCTTGATGCTGAAGCTATTGCTTTTATACTAGTGCATGCAGAAACTAAAGTA
+TTAATCACCGATAAAGAATTTAGCCCAATAGTAAAAAAAGCATTGCGCATGATCCCACATAAACCTTTAG
+TCATTGATATTGATGATCCTAATTTTAACGAAGGTCAATTAATCGGCTCGTTAACCTATGATCAGTTGTT
+AGAAGAAGGTGATAGTGACTTTGAATCAATACGTCCTAAGAATGAATGGGATGCTATCTCTTTAAATTAT
+ACTTCTGGTACAACCGGCGATCCTAAAGGCGTGGTTTACCACTATCGTGGTGCCTACCTTAACGCCGTAA
+GTAATGTTATGTCATGGAGTATGGGCGAGCATCCAGTCTATTTATGGACGTTACCTATGTTTCATTGTAA
+CGGCTGGTGTTTTCCTTGGTCGATTGCAGCAACTGCAGGTACCAGTGTAAGTTTACGTCATGTGCGTGCA
+GAGCCTATATTCAATTTAATTAGATCTGAAAAAGTGGGCTACTTTTGTGGTGCTCCTATTGTATTGAATA
+TGCTTAACGGCGCAGAGCCTTCATTAAAAGCCGACATTAATCACCCAGTGAAAGTAATGACTGCTGGTGC
+TCCACCTCCAGCTTCAGTGATAGAAGGCATGGAAGCGTCTGGTTTCAAAGTAACTCATACCTATGGCTTA
+ACCGAAACTTATGGTCCTTCTGTTGTTTGTGCCTGGCATGACGAATGGAATGAAGAAAGCCCTGAGAAGC
+AGGCTAAATTAAAATCTCGCCAAGGGGTTCGATCTCCGATGCTTGATCAATTGATGGTAGCCGATCCTGA
+AACTTTAGAGCCTATGCCAAAAGATGGTGAATCAGTCGGTGAAATCTTTATGCGAGGTAACCTTGTGATG
+AAGGGCTATCTAAAAAACCCTTCAACCACGCAAGCTGCTTTTGATGGCGGTTGGCTTCATTCAGGTGACA
+TCGCGGTTTGGCACAGTGATGGTTATATTGAAATAAAAGATCGCTCTAAAGATGTCATTATTTCAGGCGG
+TGAAAACATTTCTAGCGTTGAAGTGGAAGATATTTTGTATCGCCATCCCAAAGTTCAAGAAGTGGCAGTG
+GTCGCGAAAAAAGATGATAAATGGGGAGAAACACCTTGTGCGTTTATTACACCAATGCCAAATGTGGAAA
+TAACCGAACAGGAAATGATCAGCTTTTGCCGTGATAATATGGCGCACTTTAAAGCACCAAAAACCATAAT
+ATTTGGTGAGTTACCAAAAACATCAACGGGTAAAATACAAAAATTTGTTTTGCGTCAACAAGCAAATGAA
+TAAATAGGCAAGTAATATACCCAGTCCACTTGAAGATGCTCGTTTCAGGAAGTCTGAGCGATTCATAATC
+AAGGCACATTTTTTTATTAAGGGTCATTCCCTTAAAAAGAAATGTAACACAGAGTATGATTTGCTCAGCC
+TTCCCCAAGGGGCTGGTTTAAAAGCGCTTTATGCTGCGTTATTGATGTCGACAATAGAATAACTATTCTC
+TTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCATGCATCTTCAAGTGGAACGGGTA
+TAAATATGAACACTGTTTTTTAAATAGTAGTTATATACTCAAACGACTGCGAACTACATGACCCTGTATT
+TTGACGTTGTTTTAGTATAGTCCCTTCCAACCTCCTACTATTTTTTTGGGCTGGCTTATCGCCAGCCCTT
+TTTTTATAATCATTTAATTATTTTATCGTTTATTTGAACTAGGTGACTAATGTTTTTACAGCAAAAATTG
+TCCCGTACTTTCTTTTCTGCCATCACCTCTATTTTACTCGTATTACTTATTGGTATTTATTGGTATTCAG
+TGCCTTTAATTAATAAAGAAGTCTACAAAATTGAAAAAAATGCCAGTCGTCTAGTCTTGAATAATGTCTT
+TGAGTTAGCCAGTACCATGCAACTCAACCTAAAACCTCAAAAAGAAGAAGTTGTTCATAGACTACGTCAA
+ATAATCAAAAATAGTGTCATTGCCAAGACGGGTTACCTTTTCATTTTTGATGAACAAGGAAATATGCTGC
+ATCACCCTAACCCCAATATTAACGGCACCAACGCTTTACAGCTTAAAGATCCAAAAACAGGAAAGCCCAT
+TTTACAAGAGCTCATTGCTGTTGCCGATACCGGAAAAGAGCTTGAATATCTTTGGGATAAACCTAGCGAT
+GCCAATAACTATAGCTATAGTAAATTATCCTTGGTACGACACCTACCTGAACTGGGTTGGTATATTTGTT
+CTTCTGTCTATATCGACGAATTGCAAAGCAGCGGAAAACTGCTTAGCCAGCGCATTTTAACCATGGGTTT
+TATTACCTTCATGTGTGCAATTTTTTTAGCGTTAATTTTTTCCTATTGGGTAACCAAACCAATCAATACA
+CTGGCTTTAATAGCCAGAAAAGTGAGTCAAGGCGACTTAACCGTAACCAGTGGAATATCACGTACCGATG
+AATTAGGTATTTTAGGCAAAGCCTTTGACGACATGGTAGAGCAAATGCGTGAGAATATTGAAATGCTTGA
+TTTAAAAGTTGCCTCACGTACACAAACGTTAGCCACAACCAATGCACAACTACAACAAGCACTGAGCGAG
+AGTCAACAAGCACAACAGCAATTAGCACAAGTACAGCACATCAATGCTGTTGGGCAACTTGCTGGCGGAT
+TAGCCCACGACTTTAATAATATACTCACTATTATTTTAGGTAACCTACTCGCAGCACAACAAGATAATGA
+GAATAATAGGCCATTATTATTACGCTTGTTGCCTGCAATAAAAGCCTCACGTAAAGGCAGTGACATTACT
+AACCGTTTATTAGCCTTTTCCCGAAGACAATATTTAGTGCCTTGTAGAGTGAATATAAAGGCATTAATTG
+ACGAAACAATCGAATTATTAAAAGGTTCTTTACCCAGTAAAATTACAATTAACATAGATTATTCATGTGA
+CAATTTGCAGGTTTATGTCGATGCTAATCAGCTAGAGAATTGTTTAATTAATTTGGTGTTAAATGCCAAA
+GATGCCATGCCAAATGGCGGGATTATCACTATCATTGTCAATAAAAGAGTAGTGAATGAATTTTTACAGT
+TTGATGAAGAAGTCACCTTCGGGGACTACCTTGATGTCACTATCACTGATGATGGTAATGGTTTCTCAGA
+ACAAGCAATAAACAAAGCATTCGAACCCTTTTTTACTACCAAAGATACTCACCAAGGCTCGGGTCTTGGC
+TTGAGTATGGTGTTTGGCTTTATCAAACAATCCCAAGGTTATATTCGCATTGCTAACCAACAAAATGGCG
+GCGCTAAAATATCGTTATTATTGCCCTTACTTACTTATGAAGAAGAAAACAACTCAAAAGCAATACTTCA
+TGACGATACAAGAATAACGAAAGAAACTGGCTTCTCGAATAAACTGATTTTATTAGTTGAAGATGATCAT
+GATGTTCGCGCGATTATTAGAGAGCAGTTAATTTCATTTGGCCTAAATGTTATCGAGGCAAATGATAGTG
+ATGAAGCCGAGCAACTTATTGATACTATTAATGACTTATATGGTATGGTTTCAGATATTAGTATGCCGGG
+TAATAAGGATGGTTTTGAACTGGCTACCTTGCTAAAAAGTCGCTCCCCTAACTGTAAGATTGTACTCATG
+AGTGGCTATTTTCAACAGCAGCAAAAACCCAATAAAGACACGCCTATTTTGTTAAAAAAACCTTTTGTGG
+CAAGTAAGTTATTTCAAGCATTACAATAAAAAAGAATCGAGGTGATAACACTTGTGAATACTAAACCCTT
+AATTTACGTTATCGATGATGAAGCCGAAATATGTGACTTAGTTTGCCAAGAACTGGAGCGTTATAACTTC
+AGTGCGCAAGCATTCACTACAGGCGAACAAGCCCTATTGGCAATTAAAAAACAGTTACCATCACTTTGTA
+TTATTGATCTTGGTTTGCCTGATATGGATGGTTTGTCATTAGTGAAGAAGCTTTTTGATGATAAAAAAAT
+TGGCGTTATTATTTTATCAGGTCGTAACAGCTTGCCCGATAAAGTCTTAGGCTTGGAGCTTGGTGCTGAT
+GATTATATTAGTAAACCTTTCGATCCGCGAGAACTCGTTGCTCGAGTAAAAAGTATCATTCGTCGGATTG
+TAGTCAATGAATCACCTATCACATCACTTCATACCGCAAGCTTTGGCGATTGGACATTTGAACAATCAAC
+ACTGACTTTAGCCAACAACAAGGGCGATAGCTTTATGCTAAGCGCTGCTGAAACTGAAATACTGATGGTA
+TTACTGAATGCCCCCAGACAAATATTATCACGAGAGCGTTTACTGAGCGAAGATGCAACATCTTTCGACC
+GGAGTATTGACGTTAGAATGTCGAGATTAAGAAAAAAAATAGAACACGATCATAAAAACCCCAAAATCAT
+TAAAACGGTGTACGGTGCAGGGTATATTTTTACTTTGGAAGTCACTTGGCAGTAAGTTATGTTGCTAGCA
+AAGTAAACTAACGTATTCTAAACATTAGTGAGTTCGCTACTTTGCTTTTGAACATGACTCAATAACCTCA
+ATTCTGCTTAAGCATAGTTGAGGTTAATTAAGCAGTCACCGAATATTACAAGCTTGTTCTACGGTATTGA
+CGATATTCAGGTTTCCAAAAATTATGCTCTATTTTTGCTAACAACTCATCATCAGTTAGCTCCAATGCTA
+ATCCTTGTTTATAAGCTACTTTAGCAATAGCAAAAGCAATATCCCTACTTAATTGTGCAATAGACGTTAA
+CGGTGGCAATAACTCATCAGACTCGCCATTTGCAAGCGGTGATGCCGCAGCTAAGGTTTCACTCGCCACT
+TGTAACATCCCATCGGTAATTCGACTGATATTTGCCGCAACAACAGCTAAGCCAACACCAGGGAAGATGT
+AACTATTATTACATTGAGCAATTGGGAACGTTTTTCCTTGATACTCAATAGGATCAAACGGGCTTCCTGT
+TGCAATAATTACTTGCCCTTGTGTCCAATTAATAACTTGGCTAGGTGTTGCTTCAACTTGACGAGATGGA
+TTACTTAACGGGAAGATTATCGGCATCTCACAATGAGACTTCATCGCGGTAATAACTTTTTCAGTAAATA
+ATCCCGCTTGGCCAGAGACACCAATAAGAATATCAGGTTTAGCGCCGTGCATTACTTCAACAAGTGAGGC
+AAACTCTCCAGCAATATCCCACTCAGCGATGGCTTCATTGCTTTGTACTAGTTTTTGCTGAAAATCACGA
+AGTTCGCCCATACCCTGCGTTAACAAACCAAACCTATCAACCATAAACACTTGGCTACGGGCTTGCTCGG
+CACCAAGGCCTTCATTCATCATCTGGCTGATAATTTGTTCGGCAATACCACAACCTGCAGAGCCTGCACC
+AACAAAAGCAACATTCAACTCTGAGAGTTTAGAGCCTTTACTACGACAAGCAGCCAGTAAAGTCCCAACA
+GTTACCGAAGCAGTTCCCTGAATATCATCATTAAAACAACAGATTCTATCTTTATAACGTTGCAATAAAG
+GCATCGCATTTGGCTGTGCGAAATCTTCAAATTGCAACAAAACATTTGGCCAGCGACGTTTAACTGCGCT
+GATAAATAACTCTAAAAATTCATCATAGGAATCTTGATCGATACGCTTATGTCGAGCACCCATGTACATA
+GGGTCATCTAATAGTTTCTGGTTATTAGTACCTACATCAAGCATTACCGGCAAAGTATGCGCTGGGCTAA
+TACCACCACAAGCGGTATAAAGAGAGAGCTTACCGATTGGAATACCCATACCGCCAATGCCTTGATCGCC
+AAGACCCAAAATACGTTCACCATCGGTAACTACAATCACTTTTACTTTATTTTTAGTCGCATTACGCAGC
+ATGTCATCAATATTAAATCTATCTTCATAAGAGATAAACAAACCGCGTGAGCTGCGGTAAATATCAGAAA
+ACTGCTCACAAGCATCGCCAACCGTTGGGGTATAAATAATAGGCATCATTTCGGCCAGATTATTTTGTAC
+CAATTTAAAAAACAACGTTTCATTATTATCATGGATAGCACGTAAATAAATATGCTTATTGATGTTAGTT
+TGAAAACAACTGTACTGACGAAATGCACGCTCTGCTTGTTCATCAATACTTTCAAAGCGTGGTGGCAAAA
+GCCCAGTTAGGTTAAAACTACCGCGTTCTTCTTTGCTAAAAGCACTGCCCTTGTTCAGTAAAGGGGTTTC
+TAATAATGATGGACCGGCATAAGGGATGTAAAGTGGGCGTTGAGATTGAGGCATTTGGATGACTACTTAT
+TTGTTTTGTGAATAATCGAAATAGGTGAAATTGATAATACCATTAGTATAAATGATATTGAACCTGCTGC
+AAAGCAGGAGAATGGTTGAATATGTTAAAAATTAGAATAATTAGTTGAATCTATTTGATAAAAAATTAGA
+TTCTACTATGTGAAATCAGCATATATTATAAGCAAGAACAGCAGGACTCTACTAGCTGATGATTTGAAGC
+CAGTGCAGTCAAAGTAATATCGACAAAGCAACAGAACTAATCTACTTCTGCCATCCAAGCTAATTGAATC
+GCTTCTAATACTCGCTCGCCGCAATGCTTAGGATCATCATCAAAACGTTCCAAATCAAGTACCCACTGTC
+TTAAATCAGTGAAATGCAGTTTAAAGGGGTCAACGTTAGGATGCTCTTCAATTAAGTCCAACGCTATCTC
+TTGCGAATCACTCCAAAGTAGTCCTGTAGCCATGATGTTTTCCTATAATGAAGCCGTTACTTTAGTAAGT
+TTATACTTATGTATTTAACAATACGTTTAACACTAAAATAACAAATGAAAGAAAAAGAAATCTACAATTA
+ACATTAGTATAAGCCAAATGAATAGCAACCTTGCTTTTCGACAAAAAGGGCAATCGGTATGCCACCAATT
+TTTAAGTTTACTCTTCATTCACACTCCACAAAATACACCTTGTCACAATATTAACGTATTTAGTGATTAA
+AACCATAAAACAAAATTAGCCAAATAACCACAAAATAAGCAACACAATGCTAATATACAGTGAATAATTG
+GTTTTAAATTCCATAAATAATCAATAAACATAAAAAACAGGCTGAAGCATGGACTCTTTTGATAAACACA
+TTTTAAGTATTTTACAAAAAGATTGTACTTTATCAACCAGCGAGATTGCTGAGCGAGTGGGACTTTCGAC
+GACCCCTTGTTGGCGAAGAATCCAAGCAATGGAAAAATCAGGTGTCATTAAAGGGCGTGTTGCCCTGGCG
+GATCCAGAAAAGTTAAACGTGGGTTTATCTATTTTTGTTATGGTAAAGACTAATCAACATAATCCCGATT
+GGTTAACGACCTTTGCTAAAGTTGCAGAAGACTTCCCTGAAATTGTCGAGTTCTATCGCATGAGTGGCGA
+TGTAGATTACTTGCTTAGAGTTGTGGTGCCCGATATGAAAGCCTACGACCGATTCTATAAAGAGCTTATC
+ACTCGGGTAGATTTTTCTGACATAAGTTCAAGTTTCGCTATGGAAGAAATAAAGTACACCACTGCCCTGC
+CTATTGATTATATTTAGCTTTTTAATATGGGGAAAACCTAACAGCTGCTCAATAAGTCTTTATAAAACCA
+CCTAAGTAGTGACCCTATTAAACATGTAGCAGTAATTCAATAGGGTAGCGCGGCTTAATTAGTGAGAGTT
+TTACTTTTATTCATTACTAAAATTGTGCTGTAACGTTAAAATAATATCCTTCGTATTCATTTCTATTTTT
+CTCGTTCACAACTGAATTATAACCCGTTTGCACTGAGTAATTCTGATTAATGAAATAATTAGCACTCACA
+CCATAAGCATCATCTTCGCTAAAATAAGCGGTAATAGATGTTCTTGTATCATAATAATAACTGCCATTTA
+CACTCCAGTAATTATCAGCAAAAAAATAGTCCCTATTATCATGTAGGTATTCACCACCAATCATGAGATA
+ACTTTGCTCTCCTACGCTAAAAAAGTATTGAGATGAAAGTTCGTTAATATCAAAATTATCACTCGCATTA
+TAGCTAAAGCCAATATAATCAGTCCCCTCTAGCTGCCAATTATAACTCATAGTATAACCACAAATATTAT
+CGAAATTTTCTTCACAACCAGCACTAATAAGAAAATTATCAGAAAATAAATACCCTATTAATAATGAGAC
+GTCACTATCATCGTTATCAAAGCTATAATCATTCCACTTACCTTTTGACTCGTTATAGTCGTAACTAGCG
+CCAATGATAAAGCTATTTACTATCCATTGACCACCGATACCGTAGGTAGTAGCGCTTGAATCAAAATTAG
+TGTCCTGACCATGCATTAAAGAAGAGCCATCCCTATTTCGGTTGACCGCCGAAGCAAAGACATTACTACT
+AGTATTAATGTAAGCAAACTCATTTAAAGGGCCGAGTGCCAACCTTTCATCAAAATAATATTTACTGGAT
+AACGAAAAATTATCCGAATCACCTTTATTGTAAAATCCATATTCTGGTGCATCAGCAAAGTAACTTTCAT
+GGGCGTAAGATAGTGACGTAAACGACTGGTAGCTTTCGGCAAGTACGGTATTGCTTAGGAGAATAACTGC
+TAAGGCTGATAGTTTTGATAGTTTCAATGTGTAAGATCCCTTTAATTGTAATATCCATATAAAACAAAGT
+AAATATGACAGTTCCCACTTCCCTCGTCTACCAATACACTAAGAATCTTACACTTTTCATACAATTAGCA
+GGAAACATGCTTCTTGATTGGTAACCGGTATAATAATAAAATATCATTTATCACTTTTTCATACCCTTTT
+GCAGATTTAATATGAGTACAATAAAATTCTCAAGTACAGAAACAGAGCAGTTAGTTATTAAGATTCAAGA
+CTATTTTGCCAAAGAGCTCGATCAAGACCTTGGTCAGTTTGATGCTGAATTTTTACTCGACTTTTTTTCT
+AAAGAAGTCGGCGCTCACTTTTATAATCGTGGTTTGTCTGATGCGCAATTGGTTATTGCCGCTAAACTGG
+ACAATGTTAGTGAAATGATACAAGAAGGCATTAGTGAAATAGAAAAGCCTATAAGTTAAGTTCTTATCGT
+ACAAGTAATATTGACACTTTAAAGTTTCACAGAAATTCGCAGCTATAATAATGGCTTTAGTCGGCTAATT
+TAAACCAATAAAAAACTCGCCGAAGCGAGTTTTAATTACTGTAATACTTACTGCTATTTACAGCGTATCT
+TTAATCTTTAGTTTTTACCGGAAAACCGCGATCGCGCATTAATGCTTCTACTTTTGCATCTCGACCTCTA
+AAGGCACGATAAGCTTCACTTGGATCAACCGCATTGCGGACACTAAATAAATGCTCTACCAGTTTATCGG
+CAACACCTTTATCGTAAAAACCACCAGGAGCTTCTGCAAAAGCTTCTGCCGCATCAGACGTTAAGACTTC
+AGCCCACATATAACCATAATAACTTGACGCATACCCTTCACTACTAAAGATATGACCAAATTGCGGACTA
+CGATGACGCATAACAATTTGCTTAGGCATTTTTAATTCAGCTAGTGTTTTACGCTCAAATTTATCTGGGT
+CAATACCTGTAGGGTCTACAGTATGAAACTTCATATCAACCAAAGCAGACGCTAAATATTCAGTAGTGCT
+AAAGCCTTGATTAAAGGTTGCTGCTTGTTTAATTTTAGCTATAAGCGCTTTAGGCATGGCTTTGCCCGTT
+TTGTAATGTACAAGGTAGTTGTCAATCACTTCATCAGTCGATAACCAACGCTCTAATAGTTGTGATTGAA
+ATTCAGTGTAATCACGCACGCCAGAGTTAAGTGTTGGGTACTCAACTTTTGAGGCTAAAAAGTGTAAAGC
+ATGACCAAATTCATGGAAGTAGGTTTCTGCATCTGACCAAGAAATCAAAGTAGGTTGTCCAGCAACACCT
+TTAGAAAAGTTAGAGTTGTTAGAAGACAGTACATTTGTCTTACCGCCAAAGGTAGTGTGAGAGCGATAGG
+TAGTCGCCCATGCCCCTGAACGTTTACCTTTACGTGCGAATGGATCTAAATACCATAGGCCAATATGCTC
+ACCTGAAGTTTTATCTTTTACTTCCCAAACACGAACATCTTCATGAAATACCGGTACTGAACCATCAGTC
+ACTTCCACGAAATTAAAATTAAATAAGCGCCCTGCTACATAAAACATAGCTTCACGTAAATTATTTAACT
+GTAAATACTGTTTAACTTCATCAGAGTCTAGGTCGTATTTATCTTTACGTACTTTCTCGGCATAAAAGCG
+GTAATCCCAAGCTTGTACTTGTTCTATCCCATCTTGTTTTTTCCCAATAGCTAACATATCAGCAACTTCT
+TCATCAACACGTGCAATGGCTGCTGGCCAAACAGATTCCATTAAAGCGATCGCATTTTCTGGTGATTTAG
+CCATGCGATCTTCTAATCGCCACGAGGCATAGTTTTTGTAGCCTAATAAGCCGACACGTTCATGACGCAG
+CTGTAATATTTCTGCAATGATGGCATTGTTGTCAAACTCATCGCCATTATCACCACGGCTGTAGTAGTTT
+TGCCAAACCTGTTTTCTTAAAGCACGCTCTGTTGAATACGTTAAAAAGGGGTCCATAGAAGAGCGAGTAT
+TGGTAATTGCAAACTCACCTTGATGATCTCGCTCAGTCGCAGCAGCAGCGGCAACATTTACTATAGACTC
+TGGTAAGCCGCCCAACTGTGCTTTAGTTAAGTAAACAACATAACTTTCTTCATCCGCTAAAACGTTATTA
+CCAAACTTCGTTTGTAACTGCGCTAACCGTTGATTAATTTCGGCATAACGCTCTTTATCGCTATCATTTA
+ATGTCGCACCATCACGTGAAAAACTATTATAAGTTAATAAAACTAAACGCTGTTTTGCCGGACTCAATGA
+TTTAACTTCATCAGAATTATAAACAGCTGAAATACGATTAAATAATTTTTTGTTTTGTTTGATCCTTGAT
+GAAAAGGTAGATAATTTCGGTGCTAGTTCTGTACCAATTTTTCTAAATTCACTGCTTGATTTATTTGCAC
+TCCAAATACCGTAATACGTGAAAATTCTATCTAGGTCACTGCCCGTTTTTTCCATAGCAACAATTGTATT
+TTCAAATGTAGCCGCTTGGGGGTTATTAGCAATTAAATCGATTTCAGCTAAATTAGTCGCCATCGCTGTT
+TCCATTGCTGGCACTAGGCCTGCTAATGTTACTTGATCAAATGCAGGAACGCCCTGAAAAGGCCCTTGCC
+ATTTAGCTAAGAGAAGTGCTTCGGATTCTTTTACCGCTTGAACACTGACAGTAGCTTTAGTTACTGTGTT
+AGCTGCTGGCTTTACATCGGTAACTTCTGTTGCTGTTGAGCAACCCATTAAAATACTAGAAACTAAAAAT
+GCTTTGATAAACAGTGGTTTCATTGAATATTCTCTTTTTATAGTAATTGCCATTACTATACCAAGCATCA
+ACTAGAGGCGATATATCAGTAATTACCATCTACCGCAGTATCAAAGCGGTTAATCTCATTTATACCCATT
+ACCAATCAAAGTGAGGATTTCAGTGGGAATTAAAACCACTTTAGGCAAGGCAAATAATCAAAGCATAGTC
+ATTCTATGCTTTGATTATTAAACGCCGTATAAAGTGATTTTACCCCCATCAAAGAAGCGCTTGAGCAACA
+TTACTCCATCGTTGATGTGATTTATAATGACGCTACATGGATGGTGTTATTAGAGAATGCAGGAGCAATT
+CTCCTGAATAACCATTATTTCATCACAGCGTCTTGAATTGAAATAGCTCAAGTACTCTGAAACCTGCATT
+TTGAATGGTAACGGGTATATTATATGTTACAACACATAAAAAAGGCCGACTACCTAAGTAGCCGACCCAA
+GGGGAGAGAAAGGGTATATACCAAATCGATGCAGAAACTTTCTCAGTCCTTAAGAAAGATGACTAACTGA
+TTTGATATGGGGTTGGGGGCTCCCCTAAAACTGTCACGAGCAAGTACTACTCGCTGTTTACTTGTTATTT
+ACTTACTATTTAGTAAGCGCCGCCTTTTTAGCGACAAAATCAACTAACTCTTGTTCTGTCACTGAGTTGT
+CAGCATTACTATCTATATTTGTGAAGGACTTCACTAACCATCTATTTTCTCCATCAACAACTTCTTGTCG
+GCTTAACATGCCATTTTTGTCGATGTCTAATGAAGTAAAAGTAAATTTATCGCTTGGCTCTTTTACTTCT
+TCGATAGCTGCTGTAATTGCTTCTGCGTTAGCCGAGTTTTCAGCATTCACGACGGTATTATCTTCATTGC
+TATACGCGAGTTCATCATCAGCATTGACGAAAAAAGATGCCATACTTACGGCTACTACAAATGCGGTTAC
+TTGAGTTAAACTGATACTATCCATGGTGAATCCTCTTTTTTAATATTAAAGCGTTTTATAAGCGCTAGTT
+AAATCCATTATCAACCAAGGTTTAGCACAGAGCATGCCAAACAATATAACCATTTGATTTAAAAGAATTT
+AATTAACAAATGATGCATTAATAACGTACTAAAGTGTCACCAAATAACAACACAATAAAATATTGCCAGT
+TATTGTTAAATAAAAAAACAAAAGAAAACATTATTTTACAAAGACTTAAGAAAGTTAAAATTATCATTTA
+TCCTTGTCTCAAAATAAAGACACCCTTGTTTTTACTTTATTTTTGTCATACAAAGGGTACTCAGATGTAA
+CCATGTAAAGCGTTTAGGCTAGATTTTATGACTTCACTTAACAACCCAAAAAAAAGTAAGCGATTACCAA
+GGCAGTTAACACTTTCTTTTTTTGGTTTTAGCCTATCATTCCTTAATAAAATTTCTATTAAGAAACTAAC
+GTTAATTGGTTTTACCTTCGTTGCAATGCCATTAGTAATGGCGTTGATTTTTGGCGCTAATAAAGCCAGT
+GAATTAGCCCAAAAAAGTACTAGCGCTATTTATAATGTTGCGCAATTGACACAACTTAACAGTAAGTTGG
+ATGAAACTATTGCCAAACTAGAGCGCTCTGCAAGTCAATTTGTAGTACTCAAAGACGATGAATTGCTTGC
+CATATTTAGTGGTCACCACAAAGCGTTAATAGATATAATTCAAGAAACATCGGCTAAACAGCAAGATAAA
+GTACTAAAAGAGCAGTTAACGTCGTTGAAAGCTGAAAGTGATAGAATAAAAGAACTGATGCTAAACGAGA
+ATATCGATACGTTTTCATTAGAAGAAATCCAACAAGAATTTAAACCATTACAGCTTATCAATGAGCAGCT
+AGAGAAACGCAGTACTTTTGTTGTTAATCAACAGGTTTTAGATATACAACAGACCACCGAAGAAATTAGC
+GATAACATTCTTGAGCGTTTATATATTATCCCTATCACTTTGCTAATTGCCGGTGTATTTATCATTTTGA
+TCACCAAACCATTAAAACGGCTCACTGATGAAATTCAATTGCTTGAGCAAGGTAGTTTTGAACAAGAAAT
+TAACTTACACGGCCCTGCTGAAGTCAGGGAAATAGCAGATGCGCTAGAAAATATGCGCCAACGGCTACAT
+GCACTTGAGTTACAAAAGTCGAGTTTTATCCGTCATATATCCCATGAATTAAAAACACCACTTGCCGCAA
+TTAGGGAAGGCACCGAGCTTATTTATGATAATAGTGTTGGCCCGCTCAATGAGGACCAGCAAGAAATTTG
+CGATATTATTCGCGTGAGTGTTAATCGTCTCCAGCGTTTAATTGAAGACTTACTCGATTTCAATATTGTT
+CTTGATTCAACAAGCCTTCATGGCTTAGAGAAAATTAGTTTGTCTGAGTTAATAAACGATGCCTGTAATG
+TTCGAAAACTCGATATAAAGTCGAAGAATTTGACCATGAAGTGTAATAACAGTCCGTATTTTGTTTACAG
+CAACAGTAAACAACTCAGTGTCATTCTAGATAATATTCTCTCTAATGCGATAAAATATTCTCCGGTGAAT
+GGAGATATCACCATAACTTATAGCAGCAGCAAGGAATGCATAACTATTAACATAATTGACCAAGGACCGG
+GGATAGACCCATCACTTAGCGAAAAAGTATTTGATGCTTTTTATCAAGGTAAAGCACCGATCAATAGCCA
+GATAAAAGGTAGTGGCTTAGGGCTTACCATAGTCAAAGAGCTATTACTTCGCCTTAATGGTAAAATCGAA
+GTTATACCAGCAAGGAAAATTAGCGCGGCTAATGAGAGCGGCGCCTGTATCACCATCACTTTACCTAATA
+CACAAACAGATAATGAATTATGAAAAGACCTAACCTGAGCGTAAAAAATTCAGCAATTAGACCAGCTAAA
+CAGTATTTTTCGATTGCACTTATTTTGCTATTAACTAGTTTATCAACCGCTTGCCAAGTGACTGAGCCAA
+CGGTTATTACACATAATGAAAAGACTATTACTAATAATTCGGTCGAATATAGTCAGTATTATTTAACCTT
+AAAAACCCTAAATAATAAGCAGCTTATGTCAGAAGAGAAAAAGCTGCAGTCCTTAATGACTAATCAACTC
+AATGACAAAACGCTTAGTCAAAGCAAACTCATTCTACTCTATAGTTTGCCAAATCCGGGGCTGTATCAGC
+CTTACAAAGCAAAAAGCCTGCTAAATGAGCATCTATTAGCAAGCAATGAAATGAGTCAAAGCAACTTAGC
+TTTTATCATGTTATTAAGAGATCAATTAAATATTCAACTTCGTTTACTTGAAAAACAGTCACTCTCAGAT
+AAAGAATATAATGAGCAGAACGATAAACATAACGTAACCATTGAACAACTGAACCAACAATTAGAACATG
+TAAATAAACAACTTATATTACTCAAAAAAATTGATAAAAACATTAACGAACGTGGCTAAGAGAGATAACA
+TTTTATGAGCCTAAGCAACCAAACAGTTACCAGTAATTCAGCCAAAATACTGATAGTGGATGATGACCCA
+AGTTTATTACGTTTACTTGGTATTCGTTTATCTGCGGCAGGATATGATGTTGAGTCTGCCGCCAATGCAA
+AAATTGCTTTAGGAAGATTACAAAATTTTATTCCTCAAGTAGTTATTAGTGATTTGCGTATGGAAGGCAT
+GGATGGCATGGCTTTATTCGAACAAATTAGAATACAGCATCCTAATATTCCTGTCGTCATTATGACTGCT
+CATGGCACCATTCCAGATGCAATTAACGCCACTAAACAAGGTGTGTTTAGTTTTTTAACTAAACCTTTTG
+AAAGCCAAGAGCTACTTGATACCGTTGAACAAGCCATACGATTACAGCCTTCACAGAATGAGAAAACCGG
+AGAAACAGAGCTATGGCGAAATAATATAATTAGCCGAAGTACTGTGATGACTTCACTATTACAACAAGCT
+AAACAAGTAGCTAACAGTGATTTTAGTGTACTTATTCATAGCCAAAGCGGTACCGGTAAAGAGCTATTGG
+CAAAAGCAATTCACCAAGCGAGTAACAGGAAAAATAAGGTATTCACGGCAATCAATTGTGCCGCTATACC
+TGAACAACTCCTTGAGTCTGAATTGTTTGGTCACATTAAAGGGGCGTTTACTGGTGCAGAGCGAAATCAC
+CAAGGTTTATTTCAAGCCACCAATGGCGGTACTTTATTTTTAGATGAAATTGGTGATATGCCACTTAGCT
+TTCAGGTAAAACTTCTACGGGTTTTACAGGAACGAGAAGTCAGGCCGGTAGGTAGTACACAAGCGGTAAA
+GGTCGATGTTCGCATCATTTCAGCAACCCATGTTAATTTAACCAATGCCATTAAAGCCAATACCTTTAGA
+GAAGATTTGTACTACCGACTTAATGTAGTTGAGTTGGAATTACCTACTTTGGCGCAACGACGAGAAGATA
+TTCCATTGTTGGTACAATATTTCTTAAATCAAGCAGTTGCTCGATCGAATGTCCCTATCAAAAGCATCAA
+TCAAGAAGCCATGGAATTACTTATTAGTGCCCCTTGGCCGGGTAATATTAGACAGCTGCAAAATGTTATA
+GAGCAAAGTATTGCGCTGTCTAGTGAAAGCATTATCAGTGCAAATTTAGTAAAAAATGCGCTGCGTGATG
+ATTCAACTCAGTTTCCCTCTTTTCAGCAAGCACGTGATCATTTTGAGCGAGATTACTTATCAAAATTATT
+AAAAATTACCGCAGGAAATGTATCACAGGCAGCTCGAATTGCTCAACGTAACCGTACTGAGTTTTATAAG
+TTGTTAAATCGTCATCATCTAGTCGCTGAATCATACCGAGAAGAGTAACTTATACCCAAGCGACTTGAAG
+ATGCGTGTTTCAGGACACCTGAGCGATTCATGATCAAGGAGCCTCATTTTATTAAGGGCTATTCCCTTGA
+AAAAGGAGGCAACGAAGAGCATGGTTTGCTTAGATATCTCCGTAGGGCTGGTTTAGAAACGCCTTATACT
+GCGTTATTAATTTCGACAATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTAAAAACGTTTCTAATT
+CCAGTTGAAACCTGCACCTTCATGTCGTTTAGGTATATACCCGTTACCAATCAAGATGCAGGTTTCAGAG
+TGCTTGAATGGTAATACTTCATCAAGCGAGAGCTTAGGGTCTAGCTCTCGAACCGTATAATAATCCATTG
+ATTGAAACGATTAAGTATCGACCTTAGTGGCTAAACTCTTTTTTACACCATCAAGATAAGCATCGTATTT
+TTTCCAGTTATCTACTGAACGATTATTAATAGGACTACGTACTTGTAGCGCGCTAGCAGTCGCAACGGGT
+GCTGAGTTTTGATGAATATCAACACATTGTTCTTGCCAAGAAAGATCACAAAACTCAATAAGCTGCTTAG
+CTTCATTGATAGGATCGTTAACCAATTTCTCATAATTAATTAAATAAAAATTGTCAGGAAAAAGTGCTAA
+CCACAATTCCGCGAGTTGTTTGAATAACAAATAGAATTCTGTCGTAGTTTGCAGATCATACGCATAACTG
+TAGTACGATTGATTAACAGAAAAAAGCTGTCTGAAATTACTCACAATAGTGTCCAATGGGTTTCTATCCA
+AGCAGATGATTTTTGCCTTGGGTAATGCTTGTAGGATAAAACCAACATAAAGTACATTTAATGGCATCTT
+ATCGACAAACCTTGCTGTTTTACCCGTTATCGCTCTCGTACTTTCAATATACGCTTTACCTAACGCTTTA
+AAATTTATATCTTTTGTTGCTGTTACCGTCTCTGCATCGATCACACGATTACTAGTGGTTTTAGTCATCT
+TTTTAACTAATAAACCAAAGTGTTGCAACTCCCCTGCACTAGTTACGTCAGTATGTTGTGAAATGATTCG
+TTCAACCAAGGTGGTACCTGATCTTGGCATGCCCACGACAAATATTGCTTCATCTGTTTCGAAGCCTTGA
+GATAGGGAATACTTGCTGTCTTTAAAGTGGCTTGCAAGACTCTTGAACAGCGTTTTGTCTTCATCAATGT
+TGTACTTCAATTGTTCAAGTTTGAATTTTTTAGCTGTTTCCAAGTAGTAAAATGCTTTGTCAAAATCTTC
+TAAGGCTTCATATTCACGTGCTAGAGCGTGGCCTATATGTAACCTGTCGTCCGCATGTTGCGTTTGCTTA
+AATAATCGCTCAAGTAGAGGAATATGATTGTAGTCTTCTGATATTCCGCCTAAACCCGTCAATGCTGAAT
+GTGCTTTGTAATAATTGGGCGCCATTGAAATAGTTTTTTTATAGGCTTTTCTAGCCCCCTCAAAGTCACC
+AATGAATTTTAATGAAGCACCTAAATTAAAAAAGTAATTTGGATTTCTGTCATTAATAGCGACTGATTTT
+TTAAAAAATTTAACGGCTTTTTCATGCAATCCCATTTGACTATACGCTACGCCAAGCGTATCTAAGGTTA
+GTGAGGATTGAACCGTTAATTGAGCAATTAACTTAGCGGCAAGTTCTGCAAAGTACAGTGCTTCAACATG
+ATTATTTTCGAGCGCATAATGTTTGGCAAGTTGTGATAAATACTCAGGGTTATTAGGAGCAAGACTATTA
+GCTTGTTTAATTAATTCAATTGCTTTTGCCAAATTATGATGGGCACTGGCAATCATAGCTAATAAAAAAT
+AGGCGTCAGCAAAATACTTATCTTGCTGTAAAATTGAAATTAAATGTTGGTGTGCCTGTTGATACAAACC
+TTGATTTAAGGCTTGTTGTGCTTGCTGGTGTAATACTTTTATTGTGCTAGACATGCATCGGATACTTAAA
+TTGGTTACTGATAATCATGGAAAGGCTTAGATTAATATCGTTCAGATTAATTAATGGTTCAACTTCAGTG
+CCACATCAGCAATGAAAATAATTTTTCAATAACAAGGCGCTTGATTGAGTAATAGCTGACTATTGGGATT
+GAAAGCAACGATGTTATTGGATAATTAGGCCATTTAAAAATATTACTTAGTTCGTCTGATTGGTATAAGT
+ATATCCATTGATAAATCACTAAGTAAAGCATAAAAAAACACAGTATCATTTAGCTAAGCTTAATAATACT
+GTGTTTTTGTGTTCATACTTTCAATCGCTAGTTTTTGCTAAATAAAACATCTCTTATTGAAAGTCTATGT
+GTATTAAACCTCATAACTCTCATTAAGTTAATGGATATTATAGGTCAAATAAGTAATCAAAACGCACGCC
+AACTTTACGTGGCGTAATTAGGTAGTGGCCATAATTACGCTGAATTGCGGGGTCGTTTGCAGTAGTTATA
+TCACCAACATCGCGGCGTACAGAGCTGTAGGCATACTTATCAAACATGTTATCTACGTATAAGGTCACCG
+ACCAAGCATCTTCAGAGAATCGTGCCGACATATTACTTAACGCATAACCAGGTAATGCTTCGCCATTATT
+TCGTAGTCCAACTTTAGAATAAACATCACTTTGATAGGTTAAACCATAGTTAACATCTAAACCTGTACCA
+CCAAAAACTTCAGTTGAATAGGTTGCACCTAATGAAAATTGTTGCTCTGGTGAACCGGGTAAGCGATCTC
+CTGAAAAACCAATATCAGGAACATCATCACTGGTCAATTCTGCCTTAGTATAAGCATAAGTTGCATAAGC
+AATAAGACTATCCGTCAACATCGCTCTACTTGATATTTCAACCCCTGACGCTTCAGCTTCACCCGCATTA
+GAGGTATAAGGTTGTTGACCAACTTCCGTTGCTCCCTCAATTTGAGCATTGTCCCACTCCACCATAAAGA
+GTGCGGCATTAAAGTGTAATTGGTTACTGAACCAAGTGCTCTTAAAGCCTAACTCGTAGTTTGTGGTGGT
+ATCTGGCTCATACAATAATTCATCAGGTTGAGCACAAACGCTTTGCTGCTGTCCAATATCTTCATCACAA
+GCGGCGATTCCATTTGAGCCACCAATTCGAAAGCCTTCACTTATCGTGGCGTACCCCATGACATCATCAC
+TGAATTGATAACTGGCATTAACTTTAAATAGGCTGCCATCATCATCAGCTTTCGACTCCATTAGTTCTAT
+ATCAATGAAGGTTGGATCATAACTCGCATCATAAATCGTGTTTAACAAAGGTAAATCCGCATCAGATTGA
+GCGACGACATCATATTGATAGAAGCGTGCTCCCAACATCAGAGTTAACTTATCCGTTACGCTATAGGTAA
+TTTCACCAAAAAGTGCCGACTCAGTAATTTCTGCTTTATCCACAGAGACATATTCCAGAGAGTCAGGACG
+TAACTGCTCTGCTCCAAAGTTATCAACCGCGTATTGATCAAAACCCGGTGTGAACTCACGACTATCGTTA
+AAGCTTTCAAATTTATTATAATAAGCACCAACTATCCAAGAGAATGCTGAATCTCCCGTAGAGACTAAAC
+GAATTTCTTGGGTGAAATTTTCAGCTTCATCAACTTCTCGCGTAAACGCAGAGAAGCCTGGGAATTCTTC
+ATAGCTATAATCTAAACGAATCAATAAATCGGTTTGATCGCGCTGGCCAAGGGCTTCAAATTCTGAATAA
+CCGGTTGCAGAAGTCAGCTCCGCAAAACCTAAATCAACAGTCATTTCTAAACTAAGTAAAGTATCTTCTT
+TTTCTCTTGGCTCTTGGTAACGATAACCTGATTCATATTCACCTATCACAGTAGATAAAGGATTCGTTTC
+ACTTAAACTATTGTGATGAACGATCGAACGGCCACCAATTTCTTGTTTTTGATAAAAGTAAGACAAGGTT
+GCATCGAAAATATCATTGGGTTGCCAGCGAATCATCGCTTTTGCCGTCGTTGTTTGCTCAAAATTAGCGT
+CTGCCACTTGTCTCAAGTTACTGTCAACGGCATCAGTATCTGACCAATCAGGGTCAGGTAATGACACGCC
+ACCTTCTCGAACCACATAATTGTAATCAATATAGCCAGGTTCATCCAAATAATTAACGGCAAAACGTACT
+GCTAATTCATCGTCAATAAGTGGCGTATTAAACACAAAACCAGCTTCCCCACCGGTATCATCACTTTCAG
+ATAAGGTAAAAAAATCACCATAAAGTGAGCCTGATGTTTCGTCTAGTATCGGCTTATTGGGTAAATAACG
+GATAGCGCCGCCAAGCGTGCCCGCGCCATATAAAGTGCCTTGTGGACCAATTAAAACCTCGACACGTTCA
+ACATCAATAAGTTTCATATCGACAACAAGGGGAATTTCGCCAATGTATGTGGCAACAGTACCTGCATCAG
+AATCAGGACCGGAAGAATTGGTATTTAAACCACGAACAATAATTGGAGAACCTGTACGACCACCTTGATC
+AGCAACACTTAAGCCTGGCACCCAACGAGCAACATCAGATAACTGAGTTATATTTTGATCTTTCATCACA
+TCACCATCCAGTGCCGTGATATTTAAAGGCGCCTCTTGCACGGTGGATGCTCGACGAGAGGCCGTCACTT
+GGATACGCTCTATACCATCCGCTGCAGACTCTTCTGCATAACTATTTACCGGTAAAGCCAGTGCAGAGCT
+CAATGCTAAGCATAGTGTAGACTTTTTAAATACCTGCGATTTTTTTACTTTCATGTGGTCTGTTCCGAAA
+TTATATATATGGCTTATAGCCACTTCTTATAGTTAATTATTTCACTATTTGAAAGTTTTTCTGATTCAAA
+TATCAATTTTATTATGAAGAAATAGCAGGTCTTAACACTAAATCATTGTATTTATGACAGCTATTCTATC
+TTAAACGGCATTATATATGGTTATGCAGTTTTATTGAATAACTACCTACCTATAATAATTAAATAAAAAC
+TTAGGAGCATAAAGAAAAACTCATCTTATGTGGCTAACAACTGCTTTAAATAATTTAACTCTAAATATTT
+CAATTAGTTTGTTGGATTATTTTTCGCATAACTATTTTTACTAAGAGGTAAATACATGAAAGGAAAATAG
+AGAGGGAACTGAGTCAGGTAAATTAACCTTCCTGACAAAGCTAACAAAATTGTAGACCGATTTAATAATA
+AACAAATACCATAATGGCTTGAAGTAATGTGCTTATTTTTATGAACGAGGTAAGCCTCAGCTTTTATAGC
+CAGTAACTTCTCGATAGAATTACGTAGACTAAAGGAGATTAGTCTACGTAGATTGTACAAATTTAACCTA
+TTTCATTGGCTGATAAGGTAAAGTCGATTTCTCTCACTTTTATATTTACGCCAGCATCTAATAACTCTTG
+GTAAAAGTCACCCTCTTGGCAATAACTAACCTGCCGACAAACAATAACGTACTTAAGCACGCCTGCTTTA
+TCACTTTGAAGTGCTGCTTGTTTAAACCAATACAGCGCTTGAGTGAGATCCTTATCAATATAATTACCAT
+TCAAGTACATTTGCCCTAGATTTACTTGCCCTGGTGCAAAACCTAACTGGCCTGAACTACTAAAACGCTC
+AAAAGCTTGTTCTACATTATCTTCAAGGTAGTCAGATTTTAGCAAACTTAGACCTGCGAGGTTTTCACGC
+TTACCTGGAATATACAAATTAGTACTTAGTTCCGTTTTAGGATCATTAACATAATTCCCGAACAGCATAT
+TTTTATCTGGACGTTTGACCATATAAATAGCGCCAGAGTCATGCATTGTCTTTATCTGCATTAACGATAA
+GTCATAACGCTTAGATTCAAAATAATCTTTATACCTTAACTGACCATAACGAATGCTATCTTTTAGCGAT
+TGTTGGCGCAGGTAAAAGATGTTGCCATAAAGTAGTGTTACCACATCACCGGTAATATCGACTACTTTGG
+CAATTCTATATTTTTCATTTGGTCTAAGGTTATCACTGAGAATTCTGAAATCTAAAAAGTAAATGTCATC
+TACTTTAGGGCTGGCGAGGTAGAGTAAACTATCATCCTTTTCTTGTTGAGACTGGGTAGATTTTTGATAG
+ATAAAAAAACATAGTGTTATAAAAACTACGATTTTCAGCACGTTAGCAACAGTAAAATATTGGCTGTTAA
+ACCAGCCATTATCTGGCCTCAGCCTTATTGCTGCCTTCACGGTATTATCCACACCGTTTCTTTTTTTTAC
+CCTGTCCATCCACCATCCTCAATATTTATGTGTCAATTACAAACAAAGCCACAATGCAAAGAAATTAACC
+CTATTTATATCACTAAATAGGGATTTGATGACCTAGCAACCTCGCTTGTAACCAAGCAGAAATATCCCTT
+AGCTGATCTGGTAACACCGAATGATCCATTGCATAACTTTTCCAAGTCACATCATAATCAGCCGCTGTTA
+ATAAGGTATTTGCCATTTTACCTGCACTCATTGGCACGACATCATCTCGCTCACCATGATTTTGTAAAAT
+AGGCGTCGCTGCATTAGCACTATGACATAGCTCTGGTAAAGTATCTGATGTTGGTAAATAACAAGATAAT
+GCCAAGATACCCGCTAAGCTTTGCCCAAAACGTAAACCCGTAAATAAACTCAAAACACCACCTTGGCTAA
+AACCAGCTAATACGATATTTTTAGCAGCTATACCCGAATCAATTTGTTCTTGGATTAACGCCTGCACCTT
+TTTTTCAGAGGCTAAAACACCGTCCATATCAGCACGGTTATGTAAATCTAGGCTTTTGATATCATACCAA
+GATCGCATAACATAACCTTGGTTAATGGTTACGGCTTGCTCAGGTGCATGAGGGAAAATAAAGCGTATAC
+CGTGATTTTCTGGTAAAGAAAATATAGGGACAATAGGTGCAAAGCCGGCACCTGAGTCTCCCAAACCATG
+TAACCAGATGACACAGGAAGTTGCTGGAGTTTCAGGTTCTATGGTAATTCGTTCAAGTGATGTTGCTGAC
+ATAAAATTCAATGATTTATTCGTTAATAAGAAGATGCCACATCATAACAATCGTTTGTGTCTGTGGCAAA
+ACTGCATCTCAACTACTCCGATAAGGTTCACAATAATTGCCCTACATGACTTTGAAAGTAGTCTAAAAAT
+GTTCTGGTTTTACTGGCAACATGGCGATTTTGATAAAGCACACTCAAACGCTGTGCAACACTCTCATGGC
+TTAGCGATAGTCGTTGAAGTGATTGCGCTTGTGAATTGTCCTTTAATACTCTGTTTTTTAGCACACTATT
+TTTTAAAACATAGTCCGGTAATTTACACAGACCTAAGCCCTGCTCCGCCGCACGAAGACGCATTTCTGGA
+CTAGACAGTACCACTCTGCCGTTAACATTAACTTGCTCAATTTTATCACCATTACGAAAGTGCCACGGCT
+GACCTTCCTCTTCTAATATGCAGTCATGCTGGCTAAGTTGTTCTGGTTTAGTTGCTTTTTCTTGAAGCAA
+CTTACTTGCTAGCTTCGACGACATTGTCGGTGAATAATAAATAGATTGTGGAAAACTCAACAACTCTTTA
+GCAATCCAGTTTGTTGTTGGCAACGCTTGTTCATGCAAGACAAAACAAAGATCAAACTTGGGATCAAATT
+CAGGCACTGATCCTGAGTAATGCTGACAATGTAAGTGAATTTTAGGATAGCGACTTAAAAAATCACCAAT
+TAACGTACTTATAATTTGATTAAAAAACTCTAAGGGTAATAAAATATTCAGCTTACCTTGGGGCTGATGT
+AGTGATGAAGAAAGCTCCTCCTCTACCTTAGTTAAGGCATCTATATGCTCTTTGCTGGCACAAAAAAGTA
+ATCGACCACTATCGGTAAGCTCTTGCTTTCGCGTAGTACGTAGAAGAAGCTCACAGCCTAGTTTTTTCTC
+TAGCAACACTAAACGCCGACTTAACTTAGACTTTGCTATACCTAGATCTTTTGCTGCTGCGGTAAAAGAT
+CCCGCTTCGACTAAACTAACAAATAAATGCAAATCATCTAAATTGCTCAATTTCATATTCCCTTTCTATT
+GTTTCATTTTTAGAACAATGAATCCCATTAAACACATCTAATAAAGTAATTGCAACTTCAGTACACTGCA
+CCTTCTAACTAATCACCCACTAATTATCTAGAACGTACGAATTAGTTAGAAAGCAATTAGCTAGCCTTTA
+CTAAATAATTGGTAAATATTTGCTAAACCTTTACCAAAAAAACAACATAATGGAGTACATCATGAGCACA
+GAAACAATGATTAAAGTTGAAGAGATTTTAGCCGAACAATTTTATCAAGAAGTAGAACAAGCCTCAGGCA
+AGGTATTAATCGATTTTTATGCTCCGTGGTGTGCACCATGTAAAATGCTAGCACCTGTTGTTGAGCAAAT
+AGCACAAGAACATGAAGACATTAAAGTTATAAAAATCAACGCTGATAACAGTCAAGAATTGATGGCTGAG
+TTTGGTATTCGAGGTATTCCTACATTGCTTTTAATGAACAAAGGAGAGTTAGTCGCTACACAAGTTGGAG
+CCGCTTCTGTCAGCCAAGTGACAAAGTTCGTTCAACAGTAATAAACTTTCCCGTTATCTAGTTAGGCTAT
+CAACACCTGATAACCTAACTATTTTCGTTACCTGCACAATATTATTGACCATACCTTGATCTATTTCGGG
+CATCACTACTGACTATTCATTACAATCATTCTTAACAATCATTCCTCAAAATATCGTCGTAATATCTTAG
+ATGTATACAAGGCACGCAAATGATGCAAATCACCGACTTAAAAACAGAACAAAAAATCCCACCGCTTTTA
+CGCTTAGGTTTTAGACCTTTTTTTCTAAGCGGGGCGTTATTTAGCATTTTCGCCATTACGCTTTGGCTAT
+TAATGTATAAGGGAACAATTAGCTTATCACCTTTGGGCGGTGGTTATTGGTGGCACATTCATGAGATGAT
+TTTTGGTTTTGGCGGCGCTATTATTGCAGGTTTTTTATTAACTGCTGTACAAAACTGGACTGGCGTTAGA
+GGCGCTCAAGGCAATACATTACTCGCTTTGTTCTTGCTCTGGTTAGCGGGTCGCACTTTGCTAGTCGTGC
+CTGATTTACTTGGTTCATCACTAAGCAGTTTAATTGACCTACTTTTTCTACCAACTGTTGCGTATGTCTT
+AGCTAAACCAATTATTGCTATGAAGCAATACCGTAATTTGTTCTTCGTACCGCTTCTCGCTTTATTCACC
+ATCGCTAATTTAGAGATGCACTTAGCAATACATTACCCTACAACATTCAATAGCGTATATTCTGGTTATG
+CGGGCGTTATGTTAGTGACCTTTTTAATGTCAGTAATGGCTGGTCGTGTTGCGCCTATGTTTACAGCCAA
+TGGCACAAAAACCGAGAAAGCAGCGCCACTACCTTGGTTAGATAAAGCCGCCAATGGAAGTTTAGCTATT
+GCTATGTTCAGTCTCCTACTAGAACCGATAGTGGGTTTTTCGGCAACATTCTTCGGCGTATTACTTATCA
+TTGCTAGCGTATTTCAAACGATGCGCTGGGTAAGATGGCGTCCTTGGATAACGTTACATGTTCCTCTTTT
+ATGGTCTATTCACGGCGCTATGAAATTTATCTGCTTCGGTTTATTCGTACTTGGTGCAAGTTATTTAATA
+CCTGAAGTACCAAGTAATCATGTTTGGCACTTACTGACTATTGGCGGTATTGGCGGTATGATTTTAGCCA
+TGATTTCGCGTGTGTCTTTAGGTCATACAGGGCGTCCATTAACACCACCAAAATCAATGACCCTTGCCTA
+TATATTAATTAACTTAGCTGCACTGGTACGTTCTTTTGGCCCTTGGGCTGTTCCTGAAAAAACGTTATTA
+TTTATTGATATCAGTGGTGGGTTTTGGATTATTGCTTTTGTTATCTTTATTGCGGGTTACGGTCCTATGT
+TAATAAACGCAAGAAAAGATGGTCGACCTGGATAGAGTGATTTACACTAACTATCTACCATGACAGCAAT
+GTTTTGTTGTACCTAAATAAGTAAATAAGCTAGCTAGTTCTATTCGAATTACCTAGCTTATTTTTATTGG
+GCAACTATAAACAAATTAATAAAAATAGAGTAAACAACATGCGTGCAGTATTTTTAGATGAACAAACCTT
+CAGTTCTACCATTGATTTTTCTGTCATTGAACAACAGGTAAGCCAGTTAGTTTGTTATGCCAATACATCA
+CCTAATGAGGTTATAAAGCGCTGCCTAGATGCAGATATTATTATTACCAATAAGGTACAGTTAACGGCAG
+AAATGCTATCTGCCTTACCAAACGTAAAGCTCATCTGTATCAGCGCAACGGGTTATAACAATGTAGATAT
+TGAAGCTGCTCGTCACTTAGATATTGCCGTAACGAATGTTAGCGGTTACGCAGGGCAATCTGTTGCACAA
+TATGTTTTTGCCCAATTACTCGAGTATTATCAACAAACGAGTCACCATAATAGCAACACGGAACAAGGTT
+TATGGTCAAGAAATGATACTTTTTGCTATCACGGTAATAGCATCAGCGAATTAGCAGGAAAAACACTCGG
+TATTATTGGTTACGGAAGTTTAGGTAAAGCTGTTGTTGATATAGCACAGGCTTTCAATATGAAAGTGCTC
+ATTAGTGAACGCCCTCAGGCCAGCACTATTCGCGCAGAGCGAGTTTCTTTTGAACAGGTTATTGAAGAGG
+CTGATATTATCAGTTTACATTGCCCACAAACCCCTGAAACTGAAAACTTCATTAATGAAAGTGTACTAGC
+TCGCATGAAAAATACTGCCGTATTAGTTAATACTGCTCGAGGTGCATTAATTGATGAACCTGCGTTATTG
+GATGCTTTAAAAACAAAAGAAATTGCCTATGCTATTTTAGATGTATTATCACAAGAGCCGCCTCCAGCTG
+ATCACATACTACTTAATAACAAGCTTTCTAATTTAAAAATAACCGCACATATCGCTTGGGCTAGCAGTGA
+AGCTCAACAGCGTTTGATTGATTTATTAAGCCAAAATATTATTGCCTTTACCCAAGGCGAACAATTAAAT
+CGTTTAACTTGAATTAACTCAGTTAATCCAACTAAGTGATAAGTAAATTTCACTGCAAGTTAGTTAAAGC
+TTTGCTATCTTAGCCTTGAGATAATCAATTATGCGTTAAGAAAATCATGACACTTAAAAAAGACACCATT
+AAATATTTGCCGCTAACAGCAAAATATTTTTCACAAGTTATTACACTCGCTAATTCGGTTCATGGCGATG
+GTTATTTAGATGATGAGAAAATTGTTGAGTGGACCAATAAAGGCATAGTGAATAACATTAACTGTAGTTT
+TGTTGCTCTGCTTGATGACCAAGTTATCGGCTTTCGAAGTACTTATTCAGCCAATCAATGGCAAATAGAT
+CAATGGTGCAGTCCAGACTTATGGCAAGTAGATAGCCAGCATTGCTGTTATTTCAAATGTAATACCGTTG
+ATGAAAAATACCGTGGATTAGGCATTGGTAAACAACTATTACAACTCGCTATAAAAGCTGCACAGCATCA
+AGGCGCTCAAGCGGGTATAAGTCATTTATGGAAACAGAGTCCTAATAATAGCGCCGTGTCATATTTCAGT
+AAATGTGGTGGAAAATTAATAAAATCACACCCTGACAAGTGGAATGAAGAGAGTAAGCAAGGCTATAACT
+GCATTTTATGTGGGCATGATTGTCATTGTGAAGCTGCCGAAATGATTATTCATTTTTGATACTTAATATA
+CTGTTGATATCAAATTTTCTCTGCGAGTAAAGGGCTGACTAAATAAAATTCGCGTCACTATTGAGCTGGT
+CTTTTAAACGCTTAATAATATCTTCATTAAATAGCGCTAATCCTTTTCGAGTAAGAATAAAAGACGATGC
+GCTACCCACGTCATGAGCGATAAGATCTTCATGACGTAAAAACGCTATCGTGCCAATATGAGCAGCACGT
+TTGTCAATATCCGTCTCAGAGTCGACAAAAACATCGTTAAAGCCAATCTCTGTTGGCGTAGGAAAGTGCT
+GTGCTAATAGTTTTAGCGTTATTATTGACGACTCATCGAATTGTGAAAAATTTATGCTCATTAGGTTTTC
+CCCTCTCTGTAGAACTCCATGCTATTTAAAATATAGCAGAATAAAATGCATTATAAAGTTGTTAAGGCTC
+GGAGGTAACCGCCACTGAAATCACGCACTTTCAATGGTAACAGAATTACCATTAATTTATTTTCGCCTAA
+GCCTCCAAAGGTAAATGCCAATCAACTTGATTAACCTCGTGTTTAGCTAACCAAGCATTAGCTTGAGAGA
+AATGTTTACAGCCAAAAAAACCTCTGTAAGCAGACAATGGCGACGGATGTGGACCCGCTAAAACTAAATG
+TTTTTCTTGGTTAATATTTTTACCTTTCTTATGTGCATGTGCTCCCCATAAAATAAAAACACAACCATCA
+TTGTGCTCATTTAACGCGTTAATAGCTTGCTCGGTAAAAGTCTCCCAACCCAGCTTAGCGTGAGAATGCG
+CATTGGCTTGCTGCACTGTTAATACCGTATTTAACAACAGTACTCCTTGCTCTGCCCAATGTGTTAAACA
+GCCATGCTTTGGTATTTCAAAGCCTTCAACATCGGTCGCCAGTTCTTTATAAATATTAACAAGTGATGGC
+GGTACCTTGATGCCCTCCTGCACTGAAAAAGCTAAACCATGTGCTTGATCTTTTCCGTGATAAGGATCTT
+GCCCAAGAATGACAACTTTTATCTCTGCTAAATCAACGTGGTTAAAAGCATTAAACACATCACCTTCTGC
+TGGATAAATTGAAATCTCCGATGCTCTTTGCGTTGCGACTTCTTTGACTAAGTTTTTAAAGTAGCTTTGC
+TTCGCTTCACCAGCAATTAACTGCTGCCATTGGGGTTTTATCATCATGCTGCCTTTACGTTATACCGGTA
+AATTATCTCTGTAACTATTAGCAGTATTTATCCCTACGCTAATAGTAAAAAAGCCATCACCAAAGGTGAT
+AGCTTTTATATTTTACGTTATATCTTAACTTAAGTAATGTAGTTAACCACGCTAAAGTCAGTAATACTCT
+AGTGATAGAGTATTTATCGAGTAGCCTAACTTAAAAGATAACTACGTAAATCACTGAAGTTTGCAGCAAG
+ATCTTGCGACAAGATAGGCTCACCAGCACAATCCGCAAGCTCTTTTGGTAAACCTAACGGTTGACCAAGA
+ATGCTTTCAACAACTTCTTTAAATTTCGCAGGATGAGCTGTTCCTAAAAAGACACCAAACTCCCCTTCTA
+CAGCACTATATTGTAGCGCTTTATAAGCAACAGCAGCATGTGGTTCACTGATGTAACCTAACTTACGAAG
+TTGAATAACGGTTGATTGGGTTTGTTCTTCATCAATAGATACTGAGCTGACACAACCTTGTTCAACAATA
+CCACTCTTGAGCATATGCTCAACGCGCGGCCAGTTATTCGGGTTACTCACATCCATTGCATTTGAAATAG
+TAGCGACGGTTACATTGGGTGTCCACTCACCTGTTTCTAAGTAACGTGGCACCGTATCATTAGCGTTAGT
+TGCGGCAATAAAGCGTTTAATTGGCAAGCCCATTGCTTTGGCAAATAAACCAGCGGTTAGGTTACCAAAA
+TTACCACTAGGGATAGAGAATACAATGCTACTTAAATCACTCTTTGCGCGTGATAATTGTGCTACTGCTT
+CAAAGTAATAACATACTTGTGCCAATAATCGACTGATGTTTATTGAGTTTGCCGAATTCAAACCGATAGT
+ATTTGCCAATTCTTTATCATCAAAAGACTGCTTTACTAATGTTTGGCAATCATCAAAATCACCATCCACT
+GCTAATGTTTCAATATTTCCACCTAGCGTGGTAAACATTTTTTCTTGTAGTAAGCTAATTTTTCCTTTCG
+GATACATGATGACAACACGAATGTTATCAATACCGTGAAAAGCATGAGCAACAGCCGCACCGGTATCACC
+AGACGTAGCGGTTAAAATGGTCAAAGGTTTTGTCTCACCACTTGCTTTAGCATCTTTAGCAACAAATACT
+TGTAAACACTTGGCCATAAAGCGGGCACCAAAATCTTTAAAAGCTAACGTTGGCCCGTGGAATAATTCTA
+AAATGGCACGGTCTGGGCTAATCGGCTGTAATAAAGCAGGGAAATTAAAAGCATCGGTAACAATGTCAGT
+TAATTCACTTTTTGTTAAGTCACCTTCAACAAATGGTGCTAATATTTTAACACTACGCTCTACCAAAGGC
+AGTGCTAGCAGCTCTTCGATATTATCAAGTTTTGGCATATCGGTAGGGAAAAATAAGCCCTGATTTTTAC
+CTAAACCTTGTTTAACTGCTTGAGCGAAAGTTACCTGCTCATCATTTTCTTTTAAATTATAATATTTCAC
+TGTTTTTCCTAATAATCTGTTCACTAATATTGGTTAGCTATCATGCTTATATACCTTCAAAGCACATTGC
+TATTAAATTTCTGTTGCGCCAACATCATCGACTTTACACACATGGACAAAGCCTAATGCTGTTTGTAAAT
+AGTTCTCTTGTAACCATAAGGCAAATTGCTCTGCTTGTTTTTCGCTATCACAAACACAAAATAGTGTCGG
+CCCTGAGCCTGAAATTCCAACGGCTAACGCCCCTTGCGAGCTTAAATAATCTCGAGAGGCTTTATATTTT
+GGTAACAAATCTGTGCGATATGGTTCTGCAATCACATCGGTTAGTACTGAGAATGCTTGGCTTTTATCTT
+GGCGATGACATGCATCAACAAATGTCGCTAAGTTTTGACCATAGCTGATAACGTCGCTACGACTATAAGT
+TGTAGGTAGAACCTCTCTGGCTGCTTTAGTTGATACCTCAATACCAGGATACGCCATTACATAATAGCAA
+TCATCGAAACTAGGTAAAATGCGCGAGATCACATTTTCATCCGGAACCATTAATTGCAAACCACCTAAAT
+AACATGGCGCAACATTATCATAATGTAAGCTGCCACTAATTTGTGCTTCCATTTGGCCTGTCATTTTTAA
+TACGACATTTTCAGAAAAGCTAAAATTATGGTATTTAGCATAAAACGCATTCAAGGAGGCTAGTGCTGCG
+ACAACAGAACAGGCACTTGATCCTAAACCGCTGCCAACAGGCATTTTTTTATCTAAAGTAATGGCAACAA
+AAACAGGTGTTTGTTTCACACTGATTAATTGCTCATTAAACAATAATAGGCAAGACCAAACAATATTGTC
+TTCCTTATTACTTGGTAACTTATCAGCAAAGTTACCGATAACTGTTAGGCTATTGTCATTGCTAGTTGTT
+GCATTTACAGTGACCACATCGCCTAATAATGTACCATCTACCGGCTTTACTGCCAGCCCTAAAACATCAA
+AGCCTACACTAACATTACCTATAGAGGCCGGTGCAAATACCGAAACACTTTTATTAACATTGGTATTACT
+AACTGACATTAGTGCTGTTGCTCCCATGCTAAGGTTCTTAATAAATCACCAAAAACACCTGCAGCTGTAA
+CCGCTGCGCCCGCACCGTAACCGCGTAAAACAAACGGTAAAGGCTGGTAATAACGACTATGAATAGCCAA
+GGCGTTTTCGCCATCTTTAATGCTATATAACGGGTGGTTAATTCCTACAGACTCTATAGAAACTTGGCAA
+TTACCATCAACAATATTACCAATATAACGAAGTACTTTACCTTCTAATTTTGCACTCGCTACGCGCTCTG
+CAAAGTCACCATCAAGCTTAGTTAAGTTACTCATAAACTGACTAACATCACCGCTGGCATCAAAATCGTC
+GGGTAATACTGACTCAATATTGATATCTGATAACTCTAACTGCATGCCAGCTTCACGAGCCATAATTAAT
+AATTTACGCGCAACGTCCATACCACTTAAGTCATCACGAGGGTCTGGTTCAGTGAAACCATTTTCTTTAG
+CAATTGCAGTCGCCTCTGATAACGACATACCCTCTTCTAATTTACCAAACATATAAGATAACGAACCCGA
+CAAGACACCTTCGAAACGCTGTAACTCATCGCCCGCTTTAATTAAGCTTTGTAGGGTATCAATAACAGGT
+AAACCAGCACCGACCGTTGTTTCATATAAGAAACGACGATTGGTTTTTTGTGCAGTACTACGTAACTCTT
+GATAATATTCCCAAGAGTCAGTATTTGCTTTTTTATTTGGCGTAACAATATGAAAACCTTCAGCAAGGTA
+ATCTACATAACTCATTGCTAATGTTTCATTTGACGTTGAGTCAACAAAAACAGGGTTGATTAGATGGTTA
+TCACGAACAAAACCTTTAAGATTATCTACATTAACTGCTAGCGCTTCAGTTGCATTCGCCATAGCATCTT
+GCCAGTTATTTAAGTCGATACCTTCTTTATCAAATACCATGCCTTTCGAGTTAGCAATACCGTAAACTTT
+CAAGACAATGTTTTGCTTTTTCAAACTCGCTTGTTGACGAGATATTTGCGCTATTAGCTCACTGCCAACA
+ACACCACAGCCGACTAAGAAAACATCAATCGTTGGTTTATGAGAAAAGAAGTTCTGGTGACTTACTTTCA
+TCGCATCCATACATTTTCGTTGTTCCACAACAACTGAGATACTGCGCTCCGATGAATCTTGAGCAATAGC
+AACCACATTAACTCGTGCTTGTGCTAATGAACTAAAGAATTTAGCTGCCACGCCTCGTTGATGGTGCATA
+CCATCACCAACAAGTGACACAATTGATAGTTCACCTTTTAGCGCTAACGGTTCAAGTAGGCCATTTAACA
+GCTCTAATTCAAACTCTTCGTGTAAGCTTTGTTTAGCACGCGCAGAGTCACTTGAATAAATACAGAAGCT
+AATGCAATACTCACTAGATGATTGACTAATAAGCACCAAAGAAATATTTTCTCTGCTCATAGTTGCGAAT
+ACACGGCTCGCCATGCCTACCATGCCTTTCATGCCAGGTCCTGACACGTTTACCATGGTTAAGTCATCAA
+GGTTAGAAATTGCTTTAACGCGTTTTTGTTGGTCATTCTCATTGGAAATTAAGGTACCTGGTGCACTTGG
+GTTACTGGTATTCTTAATTAAACAAGGGATATGATACTGAGCAATTGGTCCAATTGTTTTTGGGTGTAAA
+ACACTGGCGCCAAAATAAGAGAGCTCCATTGCTTCTTGATACGATAAATAATCGAGTAATTTAGCTTCTT
+TAATGTAACGCGGATCTGCGTTATAGACTCCATCTACATCCGTCCAAATCTCACAACACTCAGCGACAGC
+ACAAACAGCTAATACCGCTGCCGAATAATCAGAGCCATTACGCCCTAATGTAGTTACTTCTGGCGTACCA
+TCATTGTTGTCCGCATTCACCCCAATAAAGCCTGGCATTAACGATACTTGATTTAATTCAGTGTATTCAT
+GCTCAAATTTTTCTTTCGACAACACTAAATCTGCTACTGCATTTAAAGATGACTTGTTGGTATACAAAAA
+CTTTTCTGGTGCTAACAGTGATACTTGTACGCTATAAGCTTGTAACACGGCATCAAGTATTGCCACACTT
+AAACGTTCACCAGTACTGATAATACGGGCACGGATATGATCTGGGCAATAGGTTAGTAACATTGCACCTT
+GCATATAGCGTGAAATTTGATGTTCATAATTCGCTAACGCTTGCTCACAATGTTGATTGTTAAAGTTGCT
+TATACTTGCCGATAAATCATCAATAATAGTAGTAATTGCACGTTTGAAGTGACCTAAATCTGCCACTACT
+TTTTCTTCATCGCTAATATTTTCAGTCATAGCAACTAAGTGGTTGGTAACCCCTTGTGGGGCCGATACAA
+CAACGGCAAGTTTTGATGATTTGCTTTTATCATGGATAATATCGGCAACTTGACGAAAACGCTCTGCTGA
+AGCTAGTGAAGAGCCACCAAATTTAAGTACACGCATGTTTTCTTCCTTTATAAAGAAATAGTGAATAAAG
+ATACTCTTTGCTTATTGAGCTGTTTAAGCTATTAGAGTTAATACTCTTCATTGTAAACGTAAAAAAGCCC
+GTAACCTTTTCAGGTCACGGGCTTCGATAAAATTTTTATTTTTACACGTTAGCCAGCGACCGCCATCCTA
+ATTAGGGTGGTAGTGGTTGTAATAATAGTAATGTGGCTAGTGTTTAATTTCATAACCTTAAAATGCCTTA
+AGTTACCGTAACTGTCAATCTTTAATGACAAATAATATTAAATAAAAAGTTATAATTTATGCATAAAAAT
+TTAATATTAGACAATAACGTATTAGCACAGACACATAGTCATTCTACTTCTACTTCTAATTCAAGAAACA
+AGTTCCGCAGCATTACATACTTGATTCCGTCCCTGAGATTTTGCTTGATATAAAGCACTGTCTGCTTGGG
+TAATCAGTTCTTCATAATTAGACTCTTTGCTACTAAGTTGTGCAACGCCTAAACTGACTGTTACCTTTAT
+CACCTGATCATTATAAGTGAAAGGTGTTGTGGCTATTATTCTACAAATACGCTGTGCAAGTTCTATTGCT
+CCTGCAGAATCTGTCTCAGGTAAAATAATAGCGAACTCTTCTCCACCATAACGCCCAAAGGTATCTTCAA
+CTCTTAATAAGGTACTTATTAAAGCACTGACCTCAATTAACACCATATCGCCACCTTGATGGCCATAATT
+ATCATTGAGCAATTTAAAATGGTCTAAATCAAGCATTATCAAGGATAACTTTTTATCATGTCGTCGTGCT
+TTTGCGTATTCTTGTTCTAGGGAGTCTTGCCAATGCCTTCGATTATAAACTTGAGTTAAACCATCTATAC
+GACTTATTTGCGCTATTTCAGCTAAGGTCTTTTGTAATTGCATTTGATAATGACAAGCATCGGTAACATC
+TTCAATTAAGATACAAATATGTTTGCCGTTAACATCAGTTTCTATAGGTAGAAAGGTGCAGTTTTGCGCC
+ATAAACTCACTATCTGTCGTGATCGGTCTAGTGTGAGGTAATTCGAATAAGTGATGTCTTTGTTGCCAGG
+AACAAAAGCTCGGCGTATTTAATTGTAAAACAGAACTAAGCTTGCGAGATAACCAACGTTGTGGCAGCTC
+TGGAAATGCACTAAAAATAGATTGCCCAATAATACTACCTGGTACTTTATCGGTATGGACCTGTAAAAAA
+CGATTCCAAATAACAATATTAAAATCAGCATCGATTACCAAAACACCGGTATTTAATTGGTTAGCAATTT
+GGCTATTAATTTGTTTAAGAGCCAGCTCATTTACAACCGGTACATCCGAAGCTGTTGGCGTAGTGTGTGA
+TTTAATATCAGACATTAAAATTCTTCCAAAATACGGTCAAGCACATGTTTTATATTCGTTATCGCTGTTT
+CAGGGATCAATAAGATCATATTGCAATTAAAAGAATAATCTGTCACTTGATAATTAATATTTACTTTTAA
+TGCTAAATCCCAAGTAAATGGCATTTGTTGTAAATGCTCAGATAAAATTTCCTGTACATTCGGCAGTAAT
+TTGGGCGCGTTATAAGACAATTGATTATTAATTTGCTGAGCAAATACATTTAAAAAAGTTGTCGTTAAGA
+TGGAACTAATATCAATTAATTGCTCATCTTGTGATAATTCATCTGGTTCATATCCCAATAAATCAGCAAT
+TCGACCAGAGTTCTCTTCTTTGTAAACCAATAAAGCCTCACCTCGAATACCTTCATAACCAAAAAAACCT
+TGGCTTACAACGGCCACGGTATTTTTCTGTTGACTCAAGGTTTTCATCAAATCTTTAGCTTCTACACTCT
+CAATACTCGGGACCTTCAAATAAACAAAAGTATCTAGATAACGGGCAAGTTGATCACTTGCTTGTCCCAT
+AGCAATATTAATAAGCTCTTGTAAGCAATCTTGTTGGTCTTCAGTTAGGTGAAATTGATTCATAAAAGGC
+CATGTTGGCGCAAATTATTAAGTAATAGATCTGCTTTTACAGGCTTACGCATAAACTCTTTTGCTCCTAG
+TGCTTTTACCTTATTTTGCATTTCAGGCTGAATATCTGCTGAAATAACAAAAACACTGCAATTAAGGTTT
+AATTTTTTTATGCCCTGTAAAACACCAATACCATCAATACCCGGCATAGTAAGATCAAGAAAGAGAATTT
+CGATGCTATTATCACGTAAAATTGTTAGCGCTTCTGCACCATTACAGGCAATCTGAACGGAATCTTTCCA
+TTCTTCAGGAAGACTTCTAAGCACTTGCTTTCTGGCCATGTTTGAATCATCACAAATAAGCACCGATGGG
+CTCATAGAAGGAGGGACCTTATTTTATTTTATTGGTGATAATTTACCCTAAATAAAAGCAATTGTTAATC
+AACAATTCATTTTTTTAACAATATTATGTAGATAGTTCATTTATAAGTGACAAACTCGTACTTTTAACAC
+GAAATCACTCCACTTTGTATCTAACTAAATAGATAAAAAAAGAGCATAAGTGCGACGTAACTGACTTCAG
+ATCTACATAAGAGGGGACTAGTGTTTTGAAATATAAATACTACAAAATATAATAAGTATCTATTTAGTTA
+GATAGTGAGGTTGAAGGGTAAATACAAAGTAGGTGTAGCTAATGGTTAATCAACAACGGCGCATATATGC
+CATTACAATTAGCCACCAATAATAAAAGAAGCACAAGCAATAGAGAATACCGCTGAGCTGATATAAACCG
+TGATAATTTTAATGCTATCGAAATTAATTTTCATCACAATGCCTTTTAAAATTTAAATAATAAATAACAG
+CGAGTTAATGAATTAATTATAATTTATTGCTACAGCAAAAAGTGTAGTTAAGGGTAGGTATATTGTCCAA
+TTTTGTGACAAAGATCATTGTTCTTCAAATATTTTGTTGGCTTTAGTGAGGGTTTTGCCACTGTAATTGC
+GATTGATAAGTATTAAGCCATTTTTTGGCAATTTCATAGTTTGGGCAGAATTTTTCAACGAGGTGCCAAA
+ACTCTTTAGAGTGATTTAAATGCTCTAAGTGGCATAACTCATGAACGATCACATAATCAATAACAGTTAA
+AGGCGTCATCATTAAGAGGTAATTAAAACTTACTTCACCTCGATTATTACAACTTCCCCAACGAGCACGG
+TACTGACGAATATTTATCGCTGTTGGGCACAAGGATATTTGTTTACTAATCCTTTCAAGGCGCTCACTGA
+ATAACTGTTCAGCTTGCTGTTTAAAGTAGACTTCGAGTTGTTTTTTTATCTGTTTAGATATTGCTAAAGG
+ATTTATTAACCTAGAATGAATTTTTTCACTTATAGCAACATTAAGTTGCTTAGTCGTAATTTCTTGATAA
+TTCTTTGGTTCTATTTCAGCAATCACAAGATGGCTAAAATACACCTCAGATTTTTTTGCTATACAGATAT
+TGAGAATGACTTTCTCGCCTAAGTAAAGCAAGTTTGAACCTTGACTGAAGTCACAATATTCAGGTGTTTT
+TTGTTGCTCAGCTAATTTACTACGCAGCCAAGCTGACTTTTCTTGAATAAAAGTATCAATAAAAGCTGAT
+GTAACATAATGAGGGGCTCTCACAGTCACTTGACCATGTTTAACCTGCAGTGCCAGTGTTTTCCTACGCT
+TACTGCGAATAAGTTTATATTCAAGCATAGAATGTTAACCGCAACACATCATATTCACTTAACTAGCTTC
+GCTCAGTTTGGTGGTCGTTACTTTTGCTTTACTCTTTTTCGCTTTAGCCGCCGGCTTTTTTATTTCAATT
+TCAGCAATAGGTAAATCAGTTACTTTTTCAACTGACTTTTTAATGATTGCTTTTGTCGGTTTTTTTGCTA
+ATAAGGCGACAAGTACTTCTTCTCGATGTTGTGCTAAGAAAATACTCAACTCTTCATTGGCATTATCGCT
+TAATTCTACCGAAGATTGAGAGAACATTTGGCTCAAGTTATCAGCCATATCCAACATTTTGTCATATTCA
+TCAGCTGATTTCTTATCCATAAATGTTTTCGCCTCTACCCCGTTTCTAATTACTACAAACCGACTTTCAA
+CTGCCATTAGATTTCCCCATTCTTACATTTTGAGCTAATTAAAGGCTCATAACGCTGTTAAAAAATTAAC
+GTTTACATAAATAATATTCATCACAATAGCATAATTAGCACTCAAGCTGTATATAAAAACAGTTAAATAT
+AACTACTTTCAATAAGCCAGATCATTGAAGCTTTAAAAACGCGTTAATCATCGCAAGTTTAATAGCCTCT
+ACTGCAACTTTCAGATGTCAATGTATCACCAAATGTAAATATTAATGTCAGTATTAAACAACATTTTCTG
+CTGAATAAAAAGGCAATCAATCACTTAGCGAATATACACGTTTTAACGCTTGATTTTTACTTACATCCTC
+TGGGTAAATGGTTACAACTTTTAACTAAAAAGAGTCCACTATTATGGTGTGCCTTGCATAACAGGGCCAA
+ATAAAAACTAACGATATAAAATAAACCTATGGAGAACTACCATGACTACTTTCAAAAAAACCTTACTTGC
+TCTTGCCGCTACTTTACCTTTATTAGCTATTAGTTTACCCAGCCAAGCAGCAATGACTCCCTATATGGAA
+AAAGCCTTGATAGATGTTTGTAAAGCCGCTAAGAGCAATAGTGTTATAAAGTTCAAAGGCACAACTAAAT
+ATTATCGCTTAAAAACTAAAACAGTTGCGTTGAAATTAATGTGTAACGGTGAGGATGTTATCACCTTTGC
+AGAAAGCTATGGTGCTGATAAAACGGCAGCTAGATTACAAAAAAGTTTAGGTAATGTGCGCATTACAGAT
+GTTGCAGCATTAACAAAAGTACAAGTAACTTTTTAATATGATGACTAAATAAGAGCGCTCAACATGATAA
+TTTTGAGCGCTCATATTTACAGCTAGTAAACTTAAAAACTCACTACTCGCCAAAAACCCTTTCAAACCAA
+GACCTATGATCCTCTTTTTCTTGTAAACAGTCCTTTGAAGTTACAATGCCGTCTCGCACCGCAGGATAGA
+TCACCGTATTGGCGCATTTATCTGTGACTGCATTACCCGTTTGCTGCTCAAAAAGAGTGACCACAATACT
+TTCTGGTTTAGCTTCAACTTTATTTATTACGCCCTGTTTATTTATGAAGTCAGCGAACAAAGGTAACGCT
+CCACTACTCCCCGTCAAACCCGTTGGTTTATTATTATCTTTACCCAACCAGGTTGTTATTAAATGCTTGC
+TGTCATAACCGATGAACCAACTATCTCGTAAGGCGTTACTTGTACCTGTTTTACCCGCGACTTTTTTGTT
+ATTTAAACGCCAAGTAAGTGATCTAGCTGTGCCCACTTGAGTGACTCTTTCTAAAGCGTAATCAAGTAAA
+TAGGCCGCATTACTTGATAAACGTTGCTCGCTTGATTGCTGCTTTTGCCAGAGCGTCTCGTTATTTGATG
+AGAGTATTTTGGTGATGGTATGGGTCTTTTGGTAATAACCATTATTAGCAATCGCTAAATATAATTGGTT
+GATTTCCAATGGCGACATATTCACTGCACCCAATAAAACAGAAGGACGCATTTTAAGTTTCTGCTGATAG
+CCCAACGCTTTAATAGCATCGGCTACGCTATCCAAACCTAAACTCATACCCAAATTAATAGTGGGTACAT
+TGAGTGAAAAGACTAACCCTTCAATTAACGAAACCTGCCCTCGATATTTCCCATCATAGTTTTTTGGTTG
+CCACTTTTTACCGGTACCATTTCTTAAGGTAATCGCCTTATCATCTAAAATAGTAGCAAAATTATATTGC
+TGATAACGCTCAAGTGCCGCAACATAAATGGCTGGTTTAATTAATGAACCAATATGACGCTTAGCATTAA
+GTGCTCGATTAAAGCCGGCATATCCACTTTCCCGACCACCAACGAGCGCCCTAATTTCACCACTAGCAAT
+ATCAGTAACCACCATCGCCGCTTCTAGATTCTTTTGGTGGTATTTCCGTTCTAGTAAAGGTAATTGCTTG
+GCAACACTTTGCTCTAATAATTGCTGGCTTCTGTGTGAAAATCCGGTAAATACTTTAATACCTGACTTTT
+GAGTAAAACTCGACAGGTGTTGATTTAATTCTGCATTAACTAGTTGTAAATAAGCCGGGTAATTTTTTTT
+GGCTAATCGTCGATTAGACCTAATAGATAGTGTTGATTCTGCTGCCTGTTCAAAATCAACAAGTGGTAAT
+AAGTGTTGTTCAAACATAAGCCTAAGAATAAGGTCTCGGCGCTCTGTCGCACGTTCTGGATGACGCCATG
+GGTCGTAGTAACTTGGTCCTTTAACTTGAGCTATCAATAAAGCCATTTGGGCATGACTTAATTCATTAAT
+TTTTTTACCAAAATAAAACTGTGCGGCTAAGCCAAAACCATAAACGCCATTAGCATAATTCTGCCCTAAA
+TAGACTTCATTAATGTAAGCTTCTAGCAGTTGATCTTTACTGTATCTAAGCTCTAGGATCACCGCCATTA
+GTGCTTCTTTAATCTTTCGAGACAGCGTGCGTTCGCGACTTAGAAACATATTCTTTGCGAGTTGTTGAGT
+TAAGGTACTACCGCCTTGCACCGTACGTCCAGCGCGAATATTATTAAGTAGTGCTCTAAAGATACCAACG
+GGAGAAACGCCATGATGATGATAAAAATCACGATCTTCAATTAACAATAATGTATCAATCAATTGACTAG
+GTAGTTCTTCTAACGACACCAGTACACGATCTTCCTTATTATCAGGAACTAAACGCGCAAGTAATTGTGG
+TTCAAGTATTAAAGTAGAAACAGCTTGCTCATCAACACTCAGGGAGACAACAATTTCGCTAACGACTTCA
+ATGCTGAGTTGTTGTGCGTAATTGGCACCATTAGCAAAGTCAAAAGCACGTTGAAAAATATTCAAACGTT
+CTGCCGACTGAGAAAATTGGCCTGCTCGGGTGGCAAATTTAACTTTCTGATAACCATTAATTTTTAGTGA
+CTGTGCTATTTCTTCTAGGTTTTCCTGTTCACCTAGCTGCAATTTTTTTATTTGACCATAAACTTGTACA
+GGTACTTGCCAACGCTGACCTTCAAACTTTTTCCTTACCTTAGCATCAAGATAAATAGAAAAAATTCCTA
+CCGTAAACACAGTGGCAATCATCAACTTGCCTAAAGTTATACCTATTCGGCGCATTACTGATTTTTCTTT
+GACCACAGGGCTGCTGCGTTTTGTTGCTTTATTTATTGACATTATTTTTCGATATGCTTGAGGCTGTTGT
+TTTGTAATGATTACTTTTGCAACTGAAAAGTTAAATACTCTCCAACTCCAAAGCTAGTTATTCTTTTATA
+TGACGCTTCATTTTATTAGTTGCCTTAGCGTTAACAGGATCATCTGGCCAATAATGCCTAGGATAACGGC
+TTTTCATATCTTTTTGCACTGCTTGATAGCTACCAGACCAAAATTTAACTAAATCTTGTGTTACTTGAAT
+AGGGCGTTGCGCGGGTGAAAGTAGCTCTAAAAGTAGAGGTATGCCTTGATTTTGTTCACTTATACCCGCA
+ATAGCGCCAACATTGGGCGTTATTGTTAGACCATATAATTCTTGCATAGGTAATGAAACTTTTGGAGATT
+CATCTTGAGAATAACTAATTGGGCAATGCCTTCCCGTTGGTCCAACATAAACAGTAGGTGCAGCTTGTTT
+TAATATTTTTTGTTCTTGATAGCTAAGTAAAGATAATAACATCGATGATAAATCGAGTTTATCGAGCTGC
+GCTTTAGTTTTTATACCGCCAACAAACGGAGCAAACCACGTTGTTAATTTTGCCAATAGCAGTTCATCAT
+CGATTACCACTAAATCATATTCCGGAAAGTACTTGTTCAACCATAACCAACGCGCTTTTAGTGCTAAATC
+TTTGGCCTGCCAGGATAAAAAACTTAACCCTTTTTTCATCACTAAACTACACCACATAGCACTAATTGAT
+TCAGCGGTTACCTCTTGTTTCAATGGCTGATCTGATAGGACTATTGCACCTAATGAGGTTTGTCTTTTAG
+CGATTATTCTACCGCTTTTATTATCAAAATTTGCTATATCTTGCTGCTTTATCTGTGCAGCAAAGGTATT
+GGTTATTTCTTCTAAGCTAATCTGACTAGCTAATCTCACCGTTAACTGGCCACCTAGTTGACTCGTTTGA
+GCGATAACAATAAAGTCTTCACCTGCTAAAGCATCTTGTTCATTCACTAAGGTTCCTTTGCCATTAACGC
+AAATAAAATCACCATGATTCCCTCTGGTTTTAGCCACGCGTTCTGGATAAGCATAAGCGAGCAGTACACC
+TGTTTTTGCTAAATCCAGATCATGAACCCTAAAACGTAATTGTACATTTTGAGCCAGTCGACTCGCTTGT
+TGTAGAATCCGTTCTAACAATGGATTTTTATTACTTTTATGCTGAATAAGTAATTGCAACCGATGAATTA
+AATCACAATCATATTTCGCTTGTTCTCCTTTTAAAATATCGCGTTCTTCGAGTAAAGCGGCGATTAAACA
+AGCCAACAGCGTTATATTCGGCCCTTGGGTTTGTGCCATTAATATCATATGAGCAAACCGTGGGTGACAA
+GGCAAACAGGATGCTTTTTCACCGTGTTTGGTTAGCAGGTATTTATCATCAACAATGTCTAGGCTTTGTA
+GTTCTTGCCACGCTTGTTGCTCTTTAGCTTTACTGGGCAGTTCCAATAAAGGCAACTCAGCTAAGGCTGT
+GACTCCCCATCGAGCAGCTTCGATGAGTGTAGGTAGTAAATCAGCTTGTTGAATATCATTAACACTGTGC
+AGCGGTCTACGCTCAAAATCATCTTTGCCGTATAAGCGAATACACTGCCCATGCATTAATCGCCCTGCTC
+GCCCCGCTCTTTGTACAGCTGAAGCCTTTGATATTTGCTTTTGCATTAGCTTATTCATCAAACTAGCACT
+ATCAAAAACAGCAACTTTTTCAAGGCCGCAATCAATAACAAGATCAATGCCGTCAATGGTCAATGAAGTC
+TCTGCAATATTTGTAGCTAAAACAATTTTACGATGTCCACTTAGACAGGGTGCTATTGCCTGCTGCTGCT
+CCTTTAAACTCAACTCCCCAAACAAGGGACAAATTTTGACACCTTCCACTTTTTGAGCCATTAAGCTATC
+AAGTAAAAACCGAATATCGGCCACACCCGGTAAAAAAACTAAGATTGAGCCTATGTGGTTATACATTTTA
+TCTTTAATAACCGCCAATGCATGTTCACGCCAACGTTGATGAGCCCTAGGGGCTTGATAACTCACTTCTA
+TAGGATAGCTCCGTCCTTCACTATTTAACAAATAAGCATCAGGCAATGCTTGGCTTAAATACTCAATATC
+TAACGTTGCCGACATAAGCAGTATTTTTAAATCATCACGTAATTCTGTTTGTACTTCACGGGTGAGTGCA
+AAAGCTAAGTCGCCCTGAAGACTTCGTTCATGAAATTCATCAAAAACGACCAATGCCGTACCTAATAGTT
+CGGCATCTTTTTGAATAATCTGCGTTAATATGCCTTCAGTAATGACCTCAAGACGGGTACTCGTTGATGT
+TTTACTATCATTACGTAATCGATAACCAACAGTTTCCCCTACCTTTTCTTTCAGCTGTGCAGCTAAAAAT
+GTTGCTATATTTTTAACGGCCAAACGTCTAGGTTGTAGCAAATAAATTTTCTTATTAGCCAAACTTGGCA
+ACGTTAATAACCATAGAGGTAAGCAAGTTGATTTACCCGCTCCAGGAGGAGCCGATAATATGAGGGTATT
+TTGCTCATCGAGGCTTTGGCAAAATTGTTGCTTAATTGCTTCTATTGGTAAATAAGTAGTCACGGTCATC
+GACAAAATTAAATTATTAAAAACAGGGCTGCTATCATAGCAATTATTAGTTGTCGGGCATATTGCCAAAC
+AGTTTAAACAATCAACTTCATCGCTTTATTCAATCTCAATAGCTGGCTATTACTCAATCAGATGCTTTGA
+ATTTTAATGGCGAAGCTCGATAATATGGCTGCATAATGTTTCTTAACTTAATCAACAGGCGTGAATTTTT
+CGATAAGAACTACGTTGGCATGACGATGAAACTGATTAAGCAAACCTATGAGCTTGTGACATAAAATGGA
+TAAAATAGAAAGTTAGATTAAACGGCAAGAGATGCAAAATAATTTTATCCCAGTTGGTCTAAATTTTTAA
+GAAAAACTTAGGCAGAAGCTAAGATAAAAGCTTAAAAAACATATACTCCCTGCTGAAGTAAAAAAAGATC
+ATTCAGAATCTAAGAGAATGATGGCGAAAACTTGCAAAAAAATATTTATCTGCTTACTTGGCAAATTAAT
+TAAAGCCTGTTATTACTTAACGTTCCCCTTTATTAATCAGAGACAATCAGAGAGGAAATAACATGCAACA
+TTCGGCACATGGAAGTTATATCATTGAACAACAAAGTAATATTTTATTGGTTGATGTACAAGAACCATTT
+AATGACGTGACTGCGGAAAATTACCACCAAGATATAAAACAACTAATAGAAAAAATGACTGGTGAACCAT
+GGGGGTCATTAATCACCTTTCGTGGTAGTAGTGTTTTCACCCCTGATGCCGAACAGCAGTTAAGAGAAAC
+AACTCAATATCGACAAGAAAAAGGCATGATTGCTATTGCTGTTGTTATTTTAAATAGCGCCTATGCAGAT
+ATGCAACAAATGCAATTGCAGCGTATTTACCATGACTGCCAAATAGAGTTTCATGTTTTTAGTGATAGTG
+AAATTGCTGCTGATTGGCTCAATGATTTTATAGAGCAAGCAAATTCATTAAAAAACAAACAACGAAAGGC
+TTAACTTGTTAATTAAAATGACAATACCAAAAAAAAACGACATTATAATGAGCTACTAACTTAATTAGCT
+CATTTTACTATGATACTTCAAGTGCAACCCGCCAAATTAATTAAGCGTTATAAACGCTTTCTAGCTGATA
+TTGAACTTAATTGTGGTGAGGAAACAACCATACATTGTGCTAACACGGGTGCGATGAAAGGTTGTGCAGA
+GCCCGATGATACTGTTTGGTACACCACCTCAACCAATACTAAGCGAAAATATCCATTTAGCTGGGAGATC
+ACCCAAAGCCAAGATGACCATTTTATTTGCGTCAACACCTTGCGCGCTAATCAGTTGGTGGAAGAGGCGT
+TACACTTAGATTTAATCAAAGAATTATCTGGCTTCAATGAATTAAAACGAGAAGTAAAATACGGCAATGA
+AAACAGCCGAGTTGATTTTTTAGCAACTTATAATAATGCCCCTGACACATATATTGAAGTTAAATCAGTC
+ACATTATTAGAGAGTGGTCATGGCTATTTCCCTGATGCGGTTACCACACGTGGACAAAAACACTTACGTG
+AATTAATGGACATGGTCGCACAAGGACACAAGGCTGTTTTATTATTTGCCGTTTTACATAGTGGCATCAA
+TGATATTTCTGCCGCTAGTCATGTTGATCCAATTTATGCAAAATTACTCAAAGAAGCTCGCCTTGCCGGT
+GTTGAAATAATCGCCTATAAAGCAGGTTTTTCACTACAACTCGGAGAGCTAGATGTTAAGTTAGTAGAAA
+AAATTCCCTTTATTGAACGATAAAGATTGACTCACCCTAGTAAAACTTGCTAAAAAAGCTTGCTCAAAAT
+TTTTAAAAAACAGTGTGAAAATTATAATTTTCATTAACTAGTTGATAACGTTAGACAAAATATTTATTTT
+AGCTAATTTGTTGATTTTTATCATGAGCGACACAATATAGTCCTGATTCATCGGGTCATATATAACATAT
+TGGCACTTACAACAAAGGCATCATATTACGTAAAACGTGATATATTAATAAATTGCCTTGGTCTATGTAG
+CATTGGGAGAATAAGCATGCCAACAAATAAACACAAGCCACTAGGTATTCTTGCCTTAGCAGGCGTTGCG
+CCATATCAAGAAAAAGCTGGCGAAGAGTACATGGAAGAGCCTCAGCAAGAGCATTTTAAGAAAATTTTAG
+ATGCTTGGCGCTTACAGTTACGTGAAGAAGTTGATCGTACCGTATCGCATATGCAAGACGAAGCAGCAAA
+CTTTCCAGATCCTGTGGATAGAGCGGCTCAAGAAGAAGAGTTTAGTCTTGAATTACGTACACGAGACCGT
+GAACGTAAACTTATCAAGAAAATTGAAAAAACGTTGCAGTTAATTGAAGATGACGACTTTGGCTTTTGTA
+AGTCTTGTGGCATAGAAATTGGCATTCGTCGTTTAGAAGCCCGTCCTACTGCCGATCTTTGTATTGAATG
+TAAAACGTTAGCTGAAATTAAAGAACGCCAAATGGCTGGCTAAAAGTAGCTAACCTTAGCCACTTGTAAC
+TAGACATAGTTCACATGCAAAACTTGCATATCAAGCGACCACTAGAGCCTAAGCAGGCTTTTCAATATCG
+TGGTCGCTTTGCACCATCCCCTTCCGGTTTACTTCACTTTGGTTCTCTCATCGCTGCTTTAGCGAGTTTT
+CTTGATGCAAAAGCGTTTGTTAATGATCACGGCGAGCAAGGAAAATGGTTAATTCGCATCGAAGATATTG
+ATCGGCCTCGTGAGCAAAAAGGCGCCAGCACCGCAATATTAACGACACTTGAAGCTTTTGGGCTACACTG
+GGATGAAACTGCGCTTTATCAAAGTACACAATCTCAATACTATCGTGATATTTTATCTAATCTCGCACAA
+CAGAAGTTAAGCTATTATTGTCAATGTACTCGCTCTCAAATCAAGGCTATCGGTGGTATCTATCAAGGCC
+ATTGCCGCACAGCTAATTATAAATCACAAGGCAACGCCACTAGGCTTGTTAACCAATACGGTTTACATCA
+ATTTAATGACCTATTTCAAGATCACGTTGTTTGTAATAAAGCCTTAGCTAATGAAGATTTTATTATTCAT
+CGCAAAGATGGTTTGTTTGCTTATCAGCTTGCGGTAGTCGCTGATGATATAGCACAGGGCATTACCCATG
+TTGTCAGAGGCTGTGATTTACTCGAACCCACCGCTAGACAGCTGACTCTTTTTCAAACATTAAACAATAG
+TTTTTTAAAATGCACAACGCCACGATACGGTCACATTCCTTTAGCAATCACGAGTGAAGGTTATAAGCTT
+AGTAAACAAAATAAAGCACCCGCGATTAATAATGCTAACCCACAACCTGCGCTTATTGCGGCGCTAATCT
+TTTTGGGCCAAAAATCCATACCTGACTTAGTCAGTGCTAGCGTTGAAGAGATCATTCAATGGGCCATAAC
+TCATTGGCAACGGGACCTTGTTCCCAAAGCTTTTGAAATAAACATTGATTAAACTAAGCTAAAGTAGTTT
+TTGAAGCATTACTCATTTAAAAATATTCGTCCATAAAGGAAATATTATGTCTACTAATACACGCAATACT
+ATCGTAATCACTGGTGCCAATCGTGGCATCGGGTATGCCATGGCTAAAATTTTTCAACAACGTGGTGATA
+TCATTTATGCACTTTGTCGTCAAAGCTCTAAGGATTTAGATGCACTTGGTGTCAATGTGGTTGAGGAAAT
+TGATATTGCAACCCAGGTAGGTATAGAGAAAGCGGTAACATCTCTCAACGGTATCAACATTGATTTATTG
+ATCAACAATGCGGGTATTTTACGTGATGAGCAACTTAGTGATTTAAACAAAGACACCATTATTGAGCAAT
+TTAATGTTAACGCGCTTGCGCCACTCTGTTTGAGTCACGCTTTACTTTCTAACTTATCTTCAGGTAGTAA
+AATTGGCTTAATCACCTCTAGAATGGGTTCTGTCACTGATAATACTTCAGGAGGAAGATATGGGTACCGC
+ATGTCAAAAGCGGCGCTTAATATCGCGTCAGTATCATTGGCAAGAGATCTCGATGATAAAAATATTGCAG
+TCGGGATTTATCATCCTGGTTATGTACAAACCGAGATGGTAAATCGCGATGGCGTTTTGAGTAATGGTGA
+CATTAGCGCGAGCGAAGCAGCTGAGCGACTAATTGCCTTAATGGATAACTTATCCATGGCAGATTCAGGT
+GTATTTAAGCACTCAAATGGCGAAACATTACCTTGGTAAATTTAGGATCTGTTGATTTTTTGCGGTTAAA
+TTTTGTTCGCTTTTTTAAAAGAGAGTAAAGCGCTTTAATCGCGGCGAGTAGTGTGTAGCCTAGTCATTCT
+AAGCAAATTCTACTCAACAAAGAGTAAAACACTTTTAGCCGAATCCTTCGGACAGCATTTGTTGGACATT
+TTTACGGCGTTATCGCCTTTTTATGTGGAACAACCACATAGCAAAGGCTCTGCCTTGTATAAATACCCAG
+CAAACCGCTGCAAAAACAATCTCGAAAGATTAACAGACCCTAGTCTAAATAAGTCAGTTTAAGAAAGAAA
+AATGAGCTTTGCTTCTCAAGCTTATTTTTCTATCCTTTTTTTGCTGCTTTTTCATGCTATTTGCCATGAC
+AGTTATTCTCTTTTGCCCTCCACTGTTATATCATTGCGCCACTATTTTATGTCTGTATTAAAGGCCTGTG
+ACTATCAAAAGCGTTATTAATTTATGCAAAAGAGTTTTCTCCAAAAAAGTGAGTAAAACTATCGCCAAAA
+CGACCCCTAAAAAGGACGCTAAGAAAAGCGCCCGTAGCAACACTAATGTTACAACTGCATCCTTTGATAA
+CCCATTGATCTTCTCACGAGATCAGCATCCCGTTTCACGTAAATTACTTAGCCCAAATGCACTTAAAGTA
+TTATATCGCTTAAATAAAGGTGGTTTTGATGCCTACCTTGTTGGTGGCGGCGTTCGTGATATTTTATTAG
+GCTTTAAACCTAAAGATTTTGATATTGCAACAAATGCGACACCTGATGAAATTAAAGAGCTGTTTAGAAA
+TTGTCGCTTAATTGGTAGACGTTTTCGCTTAGCACACATTGTTTTTGGTCGTGAAATAATTGAGGTTGCA
+ACCTTTAGGGGCCATCACGATAATGCTTCTGAACAAGAAAAAAGCTGCAAGAAAACCTCTAAGCAAAGCG
+AAGATGGCATGCTATTGCGTGACAACATATACGGTAGTATCGAGGAAGATGCTGAACGTAGAGACTTCAC
+TATCAATGCGTTATATTACTCAGCTAAAGACTTTAAAGTTTATGATTTTGCTAATGGCGTTCAAGATGTA
+AACGATAAGGTGATTCGCTTAATTGGCGATCCTGAAACTCGTTACCGTGAAGATCCAGTACGTATGCTAC
+GAGCCATTCGCTTTGCTACCAAGCTTGATATGCAAATAAGTGATGATACTAAAGCACCGATCAAAGAATT
+ATCTACTTTAATGGCCAATATTCCTGCGGCTCGTTTATTTGAAGAATTCTTAAAAATGTTCATTGCAGGT
+AAAGCTGTCGCTAACTTTGAGCAACTACGTAGTTATAACCTCTTTGGCTATTTCTTCCCTGCTGTTGAAC
+AAGCACTTAACGATGAATCAGACCAGCAACGTTTTTTACTCGACTTTATTATGCTGGCGATGGAAAACAC
+TGACAAACGCATAAACAATGATCAACGAGTAACGCCTGCGTTTTTATTTGCTGCTATGCTTTGGTATCCA
+TTACAAAAGCATATTCAACAAATTAAAGTCACGACTCAACTGACTCCACAAGATATCTTCTTTGCTGCCC
+TAAATGAAATAATGCCAGAGCAGCAACGCAGTATTGCGATTCCTAAACGTTTCCAAGCCGTCATTAAAGA
+TATTTGGATCCTGCAAGATAAGTTAGGCCGCCGCGAAGGAAAACGAGCATTTAAAACGATAGAGCATCCT
+AAATTTAGAGCAGGTTATGACTTCTTGTTACTACGCGCACAAATAGAAGATACTGATGAGCTTAAAGAAT
+TGGCACACTGGTGGACAGATTTTCAAGAGGTCTCAAACGAAGCTCGTCTTCAAATGATCAAAGGCGTAAA
+ATTACCACAAGGCGCAAAAAGGCGCCCAGCAAAGAAACGTCGTAAGCCTGCTGCAAAACCACCTGAAGCA
+TAACGGCAAGCTGATGCAAAACAAAGTAACAGCTTATATTGGTTTAGGTAGTAACTTATCAGATCCAAGG
+ATTCAGGTGAGCAACGCAGCTAAAGAAATAGGTAAAATATCCGCAAGTCATGTTATTGCCTTTTCCTCTT
+TGTACTTGAGTAAGCCGATGGGCCCACAAGATCAAGATGATTACATCAATGCGGTAATTGCCATCGAGAC
+AAGTTTATCTGCACTTGAATTATTAGACGCTTTACAAGCCATAGAAAATTTGGCTGGGCGGGTACGAAAA
+GATAACCGTTGGGGCGCACGAATTCTCGATTGTGATATTTTACTGTACGGTAATGAATTCATAGAGAATG
+AGCGCTTAATTGTTCCTCACTATGGTATGAAGCTGAGAGAGTTCGTTCTCCTTCCTCTCGCAGAGATTGC
+GCCTTCTTTACAATTACCAGACCGTAGCTTAATCAGCGAACTTGCTAGCGAAATCAACAGTAATGGCATA
+GTCAAATTATCATTATCAACATAATGAATATTAAAATTATTACCCTTAACAGTATACTCATTAACGCTAA
+CTGCTTAATAAGCTAATTAACCTATTCGGAAAAGTCATGGCTAAAATCACTACTGCAAGCTTGCTTAACA
+TGAAACAACAAGGCAAAAAGATATCAACTATTACTGCCTATGATGCCAGCTTTGCAAAATTATTTGATCA
+AGCAGGCATACACGCCATACTTATTGGCGACTCTTTAGGTATGGTATTACAGGGGCAAGACAGCACATTA
+CCTGTGACAATCGAAGATATGGCTTATCATACACGTTGTGTAAAACGTGGCGTTGAAGAGACCCTTATTA
+TCGCCGATATGCCTTTTATGAGCTATGCCAACGAAGAGCAAGCTCTAGCAAATGCAGCGCTGTTAATGCA
+AGCAGGCGCTAGTATGGTAAAAATAGAAGGTGGTGCTTGGCTTAACGGCACTATTTCTGCCCTTGTTGAA
+CGCGGTGTTCCCGTTTGTGCTCATTTAGGTTTAACACCGCAATCAGTTAATATTTTCGGTGGCTTTAAAG
+TGCAAGGCCGTGACGATGACAAAGCCCAACAAATGATCGCTGATGCAAAAGCACTTGAAGCAGCTGGCGC
+TCAACTATTGGTACTTGAATGTATTCCAGCGATTTTAGGTGAAGCCATCACGCAAGCGCTTACTATTCCA
+ACTATTGGTATAGGCGCAGGTAAAGACACTGATGGACAAATTTTAGTTATGCACGATGCCTTAGGTATTG
+CGTGTAATTATATGCCTAAGTTTTCGCGCAACTTCTTAAAAGATACTGGTGATATTAAAAAAGCCGTTGA
+GCTCTATATCAGTGAAGTGAGTGAAGGTAACTTCCCAGGTGATGAGCATATATTCAAGTAATCCCAACAA
+ACAAATGAATTTAGTGCTTTTTAGCAAAAATTCAAAACATAGCTCTATTAATAAGATACTAACAATAGAA
+TACTTATAAAAAATAACGGCAAGATAAATTTATGAAAACAGTCAGTCAAATTAGTGAATTACGTGCACAA
+GTAAAAGCATGGCGTCAACAAGGTTTAACCGTTGCTTTTGTCCCTACTATGGGTAACTTACATGCAGGCC
+ATATTTCGTTAGTAGCTGAAGCACACAAACATGCTGATAAGGTTGTTGCCAGTATTTTTGTGAATCCAAT
+GCAATTTGGCGTAAATGAAGACATTGAAAACTACCCGCGCACGATGATCAATGATGAGCAAAAATTGACT
+GCCGCTGGTACTGATTTACTATTTACACCGTCACCTGACATTATTTACCCCAAAGGCCTCGCTAAACAAA
+GCTTTGTTGAAGTACCAAATATCTCTGACGGATATTGTGGGGAGAGTCGTCCTGGTCATTTTCGTGGTGT
+TGCCACGATTGTCTGTAAACTATTTAATCTAGTACAACCAGATGTGGCTTGTTTTGGCTTAAAGGATTAT
+CAGCAAGTACAAGTCATTCAAAGAATGGTTGAAGACTTGTCGATGCCAATCACTATAATTCCAGTGGCAA
+CCATAAGAGAAGAAAGTGGTTTGGCTCTGAGTTCTCGTAATGGTTATTTGACAGAGGAAGAGAAAGCTAT
+CGCACCTGCCCTACACCAAAGCTTACATTGGTTAGGCGAACAAATTAGAGCAGGTTATGCTCAGCAAGAT
+AGTATTGATTTTATTGGCTTAGCTAAACATGCTGCTAAGACAATTAATGATGCTGGTTTACACACAGATT
+ATCTACATGTCTGTCACGCAGAAACATTGCAGCCAGCAAGTGAAGATGATACTCAGTTAGTTATTCTAGC
+GGCAGCACATTGTGGTAAAGCTCGTTTAATTGATAACTTGCAAGTAAACCTAGCTTAACGCCCTTTGCTC
+ATTACTTTAAATGTTTACTTCGCTTATTCTTTTTAGCTGAGTAAACATTTAATTAGTGCCGATACAATCA
+TAACAATGTCTCATAGTTCATTAAGTTCTTATCCAAAACTGTCGAAGAAAACCGATAAAAAGGCCATTTT
+ACGCTTCTATAAAGATAACCATTATTCAGCAAGATTTATTGGCTTTGATAATTGCTACCTTATCAAGATG
+GGTGACAACATTATTGCTAGCGTAATTATCTCACAAGGCAATAAATCGCAACAGATAGACACAGCTACTG
+AAGTGACGTCCACCGATATTTTTCAAGACTTGAGCCAAGATAAACCACAATACTTACTACATGCATTGCT
+TGTTTCACCTGATTATCAGAAGCAAGGTTATGCAGTGCAACTACTAAAACATACGATAACGCATCATCAG
+CCGCTAATTTGTTTTGCACACACTTCGTTAAGTAAACTATACCTAGAGAATGGATTTACTCTTATTGCAG
+ACGACTTATTGTGTAAATTTTTAAATCCTGCTCTATATAATCGATTCCAACTGTATTTAAAACATAAACC
+TGAACTCAAAGCTTTTATTCATCAATAAGTGATGTAATAAGAATCAGCCTTGTTTATACAATGCTTGATT
+TGAAGAATTAACTAGTCATTTAATCAAAGTCAGCCTTTAATTTAACAATGCCAATCATAAGCCAAGTAGT
+CATAACAAACGGCGCGGTAAAAGCAGGTATGGCTATCATCTCAAAAACTCTTGTAAACAGTACTGAGAAT
+AAAATAGCCAAAATGATAAGCCAATACTTATTAGGGTAGCGATCGACAAGCGCGATAGCGACAAGGCAGC
+CATTGAAACCATAAAGTCCCATCATTGCTTTCTCTTGAGAAAAACCAAAAGTAGTCGCGACCAGCAGGCC
+GATAAGTGATCCCAATATTGCCCATACTGCGGTTTTATAGGAACTGAACAGCAGTGCACAACAAAATACT
+GCACCTGAAAGCCAACTGTCTTGCAGCATAACTTGCCCTACACCACGAAGAACTCCGTGCAAAGAATCAA
+TGAGTGTCGGTGATATAGAGCCAGTAAAACTCCCCGACATTGGATCTGCTAATCCTACAGAATCAATGAT
+CAACACAATCGTCCATGTTGAAAGAATAAAGGGTGTAGTCAACGCGGGAATGCTTGGTATTTTAGTTATC
+ATCACATGCATAAGAAGCGCAGAAAAAGCACCTCCCAATAGCACCAAAACAAGAGAGATAAAACTCAGAG
+GTAAAAGGGAGAATACTGCGATACCAACCAAAGCAGCATTGAAGCCATAAAAACCTTTAGTTACGCAGTT
+TGAATCATACTGAAATAATTTAGCAACGGCTAAACTCGATAAAATTGCCAGTATACATCCTAGCAACATT
+GTAGGTGAGTTTAATCCAATACCTACCAAAAATAGGAAGCCAGTGACAGTATTTGATTGCAACATAACTT
+GAGCTAAGCTACTTAAAAAACGTTTAGTGAAATTTTCAGCTGGATAATTCATGATTATTTATTGACCGCA
+AAACTGTATCGACAGTAACAAGTCAAGCTGCGACTTATCCTAACGGTTATACCGCTAGAATAAAGGAAGG
+ATAACCTTAGGTATTCACTACCACTAAAACTATCAGTGGCTAGTGAAATTAGTGTTTAAAGCTAGTTGCT
+ACTAATATACTTTAGCGTTGTTATCACTTTTTCAACCGATGTAGCCCAAGCTTGTGCACTGGCATCCACT
+TCTTTTAACGGGTGAATCAACTCTTCACTATGTAAGGTAATATAAGGCTTATCTAATGCAGCGCAATAAC
+CGGCATCAAAAGCAGCATTCCATTGTTTGTATTTATCACCAAAACGGATAATAGCAACATCACAACGCTC
+AATAAGCGTTTTTGTTCGTATGGCGTTCACTTTGGCCGATTTATTATCACGCCAAAACTGTTCTGTTTCA
+GCACCAAGATGATCACCCGCACTATCACTCGTTTCATGATGAGTAACCGCCGAAGAAAAGACGATGTTTA
+AGTTGCTCTCTTGGCAACCTTGAATAATTTTTTCGCGCCAATCGGTATGAATTTCACCGGAAAGATATAC
+TGATAATTTCATCATTAAGCCCCTAGTTAGAGTTAGCTAAAGCTATATTTAGCGAAGGTTATATTTACCC
+ATAATACATGAATTATTGTTGTTCACTATGTGAATATAATGGAATAACATTCCACTATGTGGGATACAAC
+AAAAATGGGGGTGTGTTTAATTTTAAGCGAAATTGAAATAAAACGGGATTTAAACTCAAAATGCTAATCC
+ATCATAACAATCTTGCTAAAAGGCGACAGACAAAACCAACATTGTAAGTTATAAAGCCCTTTTGTAGTTA
+AGTAACCATAAAAGGGCTTTATACCAATACCATTAAATTATTGCCCACTTGTGTTGGTTAAAATACTCCA
+AGGCAGCGTTGCTCTCAATCCCAATAGCCTGCTATTGGTCAATCAAGCGCCTACCCTTGAATTACTTTTC
+CTACGCAATCAGCTCACAAACTTAATGGAATTGGTATTAGTTGTTTCAATTAACAGAGAATGTTTTAGTT
+AATTTCTTTGCCCTTAGCATGCTCAACCAGATCTTCTACAATAGTTTCTTCTTGTACAAGGCTCTCTTCT
+TCAAGCTGGGTTTGTGGAATAATTGCATTTAGTGCAATGGCGACTAAACCACATAAACTAATACCTGTTA
+AGCTAAAGTCATCATTGCCAATAGCCATGCCACCAATACCAAAGACTAACGTAGTTGAGACAATTACCAG
+ATTACGTTGTTCAGCAAGGTCTACTTGAGCTTTTATTAGAATGTTCATACCTACACCTGCGATCGAACCA
+AAAAGCAGGATCAGGATACCGCCCATAACTGGTGCTGGAATGGTTTGCAGTGCAAGTCCAAACTTAGCAA
+CAAATGCGAGGCCAATAGCAAAAGCGGCAGCCCAAAGCATGATCTTAGGGTTAAACATTTTAGTGAGCAT
+TACCGCACCAGTAACTTCTGAATAGGTGGTGTTTGGCGGTCCACCGAATAACGAAGCTAGTGAAGTAGCT
+AGGCCATCACCTAATAGTGTGCGGTGTAAACCAGGACTTTTAGTGTAATCTTTACCGGTTACACTACCAA
+TCGCGATGATATCACCGACGTGTTCAATTGCAGGTGCGATGGCTACAGGTAGCATGAAAAGAATAGCGGT
+TAAATTAAACTCTGGTGTTACAAAGTTAGGAATGGCGAACCATTCACTATTAGCAATGGCTTCTGTACTG
+ACCATGCCCATAACTGACGCCATGATATAGCCAACAAACACTCCAGCCATAATTGGAATTAAACGGAAAA
+TGCCTTTACCTAATGTCGCAACCAATAATGTGGTTATTAATGCCGACATAGAAACAATTAGTGAGTCAGC
+ATAAGGGAACAGCACAGCTGAGCCATCACCAGCTTTACCCATAGCCATATTTACTGCGATCGGCGCAAGA
+CTGAGTCCAATAACCATAATGATAGGACCTGTTACTACCGGAGGCATTAGCTTATGTAAAAAACCAGCCC
+CACGAACGGCAACGACGCTGGCAATCAGTACATAGACTAAGCCAGTTACGAATAAAGAGCCCATAGCTAC
+TGCAATACCCCAGGTTTGGACTGAGTAGGCTATTGGCGCAATAAATACAAACGAAGATGCCAAAAATAAT
+GGCACTTGCTGCTTGGTAATAAACTGAAATAGAATAGTACCAATACCTGCTGTAAATAAGGCGACACTTG
+GGTCTAACCCTGTGATTAACGGCATTAATACCAATGCGCCAAAAGCGACGAACAGCATTTGCAACCCAGC
+AAGGGCATTACGCCAAGAAGGTTGGTTGAAGCTACTTTTATCTAAAGAAGGTTCTGACATAAAACGTCCT
+ATTAAGTGGTTTTATTATTAAATTCATTCGCGACTATTGACTAGCTTTATTTGGTGCCAAATATTTTATC
+GCCTGCATCCCCAAGACCAGGAATGATATAACCACTCTCGTTCAAATGATCATCTATCGATGCGGTATAG
+ATATCTACATCTGGGTGAGCACTTTTAACCTTCTCAATGCCTTCTGGTGCAGCGACTAATACTAAAGCAC
+GAATGTCATTACAACCTGCTTTTTTTAATATGTCGATGGTCGCATTCATTGAACCGCCAGTCGCTAACAT
+AGGGTCGATAATTAAGGCGAGGCGCTGATCTATATCACCAGCTAACTTTTCGAAATAAGTAACGGGCTCA
+AGCGTTTCTTCATCACGATAAAGACCCACGACACTAATTTTTGCACTAGGCATTAGCTCTAATACACCGT
+CCAACATGCCGATGCCAGCACGTAAAATTGGCACTACAGTCGCTTTTTTCCCAACTAGACGTTGACCGGT
+AATTTCACCATCCCAACCTTCCATTTGGAAGTTTTCCAATTCAAGATCTTTAGTCGCTTCGTAAGTTAAT
+AAGGAGCCGACTTCTGCTGATAATTGACGAAAGCTGCGCGTACTCATGTCTTTGGCGCGCATTAGGCTAA
+TTTTGTGTTGTACTAGAGGGTGTTTTATTTCGAATACTGACATGCTTTATAATCCAATGAAAAAATTTTG
+CTTATTTTCACATAAATTGATCGGATATTGGAGAGATTTTAACTATATTTCTCTACTTAGTCAGCAAGAT
+CAAAGAAAATGAGTTGTGGTAATTACTAACGAGAAAATTATTTCTCGCTAGTAAAAATTGTAGTCAACTT
+TTTGTAGTAACGTCACCGTTAATCAACATCAATATTAAGTAAGTTCGCTGGAGAAAACTGATCCGTTAGT
+ACTGGACTATCATCGGGCCAGTCTTGATGTGTAGCAGTTGATTTTATATTTTTATAAAGTTGCTTTACCT
+CGACACCAATGGCGAGTAATTTAATCGCTAACTGAGTGATACTTTCGCTTTGCTCTGCAGCCGCTAGCTC
+TTTGTAAAGGTTTTCATCAAGTCCACTATTACGGGCTAATATTATTCGATTACTATTATCAGGATTACTC
+ACTTGATAATAGTCACCAAAAACAGCTTTATATGTTGCTGATTCATATCTATATAACTGACTAGAAGAGA
+AGGTATTAGCTGTGAGTATACCTTGGGGAGAAAGCAAACGTTTAGTTTCTTCTAGATACTCTTTGGTCAT
+TAAATGCTCTGGAATATAATCACCGTTAAAAGCATCAAGTATAATCCAATCGTACTCTTGCTTCTTTAAT
+AGTGCTCTTTTGACAAAAACTCTCCCGTCTTGACTATAGGTTTTTATTTGATCATTTTCTAAAAAGCCAA
+AGTATTGTCGAGCTACTTTAATAACACTCTCATCTATTTCGACATTATCAATATAACTATCAGGCAACAA
+TTGGTGCAAGGTATTTGACATTGTGCCGCCGCCAAGACCAATGATCAAAATATGCTTGGGCTCAGGATTA
+ACCAATAAACCTGTGAGTAATTGTTTAGTATAATTGAACACTAATTGTTGTGGCTGGCTCTTAAGAAGAC
+AACTTTGCCGCGTTTTAGTACTCTTAACATTAAATTTTAAACAACGTAAATCGCCATTATCTTCCACGAG
+AATATTTCGATATAAAGAGCGCTCACTGTGAATAACTTCAGCCATTGCATTATTGACACAAACTACCAAC
+AAAAAACAAAGGCCGTAGATAAGCTTACCTGCTGAATTAAGCATGACTAATATCTCGTTGTGCTTTCGAT
+TTAAATAAATTTTCGTTCGCTTTTGCAACCACAATCGTGATGAAACCTAATAAACTAAGTAACAGACTAA
+TACTTACCACAATCGTATCTATATCAAACCACAAGACTAAGTAAAAAGAAGTAATAATGGTACCTATAGC
+ACTACCTAAAGTAGAAACGAAATATAGCTTTCCGGCAACTTGACCACTTTCATTAGAGTTTCTTACCAAC
+AATCTTACCGAGTAAGGGGATAACATACCTAAAATAATCGTTGGAATAAAAAAGAGTGCTGTTGAGGCTA
+ATAAAGACCCATAACGAGAATCCTCTATCGCTAAGAAAATACTTTCCATTAACCAAGTGCTTGATGTGAC
+TATTGGAAGCAAGGTGAGACCAGCAATAATGAAAATAGCACCATAGCGGGTAAGTGATGCAGAGCGAGTG
+GATAGCTTACCGCCAAATAAATAACCTAACGCTAAACTGAGCATAAACACTGTGATGATGCTGCCCCATA
+TATGGACACTGCTGCCAAAAAACGGCGCAAGAATCCGTCCTGCTAGCAGCTCAATACACATTATGGAAAA
+GCCACTAGTAAAAGCGAGAAAATAAATAAAAAGGTTATTGTAATTAATAGAATTTTTGGATTCTTGCATG
+CTTTATATAATTTTTATTATGTAAATTTATATAGGCACTGTAAATTATTTTTCTGATTTTGGGTAGTAAG
+CAACACTATATAGCTAATAATACGTTGTTCTTTTCTGTATTATTTCAGATGTTAATTAGCAAGTTGGCTT
+CACAAAAATATAACAAGTAGCTCTTTCCGAACTGATGAAAGTCATGAAATAAGATAAAATCATCATGATG
+AAAGAGCATCATACTTGTAGTAATAAAGCTCTTATACCACTTATTAACGACCCCAAATAATTGCCTTTCG
+TTATTTCAATGAACCGTGGGAGTCATCATGATATTCAGTCATCTCAAAGTGTCATAAGCTATAATCATGG
+CGAATTTCAATGGATATATGTGAAAGCTGCGGCAAAATTTCCCTTAAAATACCTTCATATTCATCTGAAT
+TAAGCGGTTGCGCAGAAGTTACTTTAAGAATTGCAGCTTGGTGAGCAGTCGCTATTGTCCAAACATGTAT
+ATCGTTAATTACCGTGTTTTTTTTGCTCAATGCCTTTGAAATTTGTTCTAACGTTGATTTTTTTACCGAT
+TTATCGAGAAGAACATTACTAGAATCCTTAATTAAACCATATGACCAACGTAAGATTACGATAGCGCCAA
+CAATCCCCATTAAAGGATCCATCCATATTAAGCCGACATATTTTCCTATTAATAAAGCAACAATGGCTAA
+TAGCGATGTGAGTGTATCCGCAAGTACATGAAAGTAGGCTGCTTTCATATTGTGGTCGTGATCATGATGG
+TGCTCTCCATGATGATGATGGTCATCATGTAGGATAAAAACAGAGGCAACATTGACAACTAAACCTATAA
+TGGCAACAACGATTGCTTCGTTAAAATGAATTGATTGTGGTTCTAATAGCCTTTGAACCGACTCAACGAT
+CATCATCAAAGCAACTATTGCTAATGCAATTGCACTGGCAAAACCACCTAAAGAATTGACCTTACCAGTA
+CCAAAGCTGAAATCCTTATTGTTTGCATGTTTTTTTGCATAAGAATAAGCGAAAATAGCAATTAAAAATG
+CTGCGGAATGAGTGCCCATATGCCAACCATCAGCGAGAAGGGCCATAGAGCCCGACCAAGTACCAGCGCC
+AATTTCAAGCACCATGATCACTGTAGTTAACCAGAAAACAGTTTTAACTTTATTTTCATGAAGTTTATTA
+TCAAGACCGAAATCATGAGAATGCTCCCATTGAATACTACTATCATTTTCCATCGAACTTCCTAAACTTA
+TTACTTTACATTACTTAGAAATAGCATATATTTTAAACCTGAAATATACTACCCCCCTGTATATTTATTT
+TCAAGTAAAGGAAGAAGATGTCACATACCATAGCAAGTAAAAAGAAGTTGCTCAGTCGCGTTAGACGGAT
+AAAAGGTCAGTCTATTGCTTTAGAAAGTGTTTTAGAGGGTGAGCCAGACTGCATGGCTGTTTTACAACAG
+GTAGCGGCGATTAAAGGCGCTGTTAATGGACTGATGAAAGAAGTATTAGAAGGTCACTTGAGAGAACATT
+TAGGTGCCGATGATTTGACTCAAGAAGAAAGAGCAGAAGAAGTTGAGCAAGTTATTACTGTTCTAAAGAG
+TTATCTAAAATAAAAGGAGCGATGGCGAATTTTATTTTTTCTTCGAGACGGGTTATCAATAAAAAGTGTG
+GATGTTTACCTTTTATTCAGCCTTATGCATTAATGTTAATGTGAAAAGTAGTGCTTAACGTTATTTAGCG
+TTCACCAAAAGATTCTGCCAATGTTTTACGCAAAGGTTTCAGTAAATAATTCAACACTGTACGGTCACTT
+GTTTTAATATCAATCTGAGCTGTCATACCCGGTAAAATATCTAAAACCTTACCCGAAGTCGTTGTCACAG
+GGTTTGTTTTTGTTGAAACGTGTACCCGATAATAAATCTCTTCACCTTGGCCTTTTTCTTCTTTTAAGGT
+GTCAGCACTAACATAAACGACCTCACCAATAACACCGCCATAAATAGTGTAATCGAACGGGTCAAAACGT
+ATAGTGGCATTAAGTCCTTTACGCACTTGAGCAATATCTGCAGGACTAATTTTCGCTTCAAGAATTAACT
+CATCACCCACAGGAATTATTTGCATCAACTCTTCCCCTGCGCGCAAGACTCCGCCGATGGTCGTTACGCG
+CACATTTTTCACTATGCCTGGTAATAATGCCTTAAAAATACTATCTTCTAATTGTTGTTTACGTTGCGTT
+AAAACTTGTACATTTTGTGCAATTTCATCTTCAGCTTTTGCTAACTCTGCCCCTGCATCTTCAAGGTAAG
+TATTTTTTCTATTCAATAATTTAGCTTCACTGTCATTCAAGCTTCTAGCGGCTCTAATAACTTCGGTACG
+ATTCACATCACCTGATGCTGATAATTTTTTAATCAATTCAGACTCTTCTCGCGCTAAATCCACACCCTTT
+TTTAAAGCCTTTAACTCTTCAGCCAAGGTGGTACTTTTTTGCTCAAATAAAGCACGTTCAACCTTTATCT
+GCTCAGGAAAGCGCAGTAAATCATCAGCAAAAACTAACGTTTTATTGCCAAGAATTTCTGCACGCAATCG
+CGTTGCTTTTGCTCTTAATGCAGAAAGGCGAGCATCAACCTCTTTCACTGCAGCGCCAATACGCGTGGTA
+TCTAATGTCGCAATTACCTGCCCTTTAGTAACACTATCCCCTTCTTTTACATATAAATTGGAAATCACTC
+CCCCATCAACTGATTGAATAATTTGCACACGGCTACTAGCAATCACTTCGCCTGTACCTCGCGCCACTTG
+GTCAAGTCGAAAGTTTGAAGCCCACAGCACAAAAACAACCAGCCCGATCAATATCCCCCATAACACTAAT
+GAATAGTTACGCAGGTAATAACTCTCTAAACGCGCAGTTGACTCTTGATTATCGTCATCATTGGAAAAAA
+AACTATCAAATAACATGATTGTCACCTTGATTCACATTAGCCGCGACAAAACCTTTTGGTGTGCGTAATG
+TTGGAGCATCTCTGCTTGAGACAGTTGCTTTATTTTTCGTAACATTAGACATGATTTTGGACAGAACATC
+CTCAGGTTTCCCATCATTGATTATCTCACCGTGCTGCATCACAATAACGCGATTCGCCATCTTCGCCGCT
+AAAGCAGGGCGATGAGTTGAAATAATTAAAATATCATCGGTTTTAACATTGTCTAGCAATGCCTGTAATA
+CTTTTTGTTCCGATTCGTTATCTAAAGTCGCTGTAGGCTCATCCAACAACCATATTTTAGGTTGTGCTAA
+AAAGGTTCGACCAAGACCAACCAGCTGACGTTGACCACCAGATAATCCTTCTCCACCTTCACTAATGGCT
+AATTCCATACCTAACGAATCATCCGCAGCAATTTTATCTATACCAAGTTGCTCAGATACCTGTAACAAGT
+GAGAGTCACTTACCGCGCCAGATAATGCTAAATTGCTACGTAAAGTTCCTTTAAATAAATGCACACTTTG
+GGGTAAGTAACTGACCTGATCAGCGACAATATTGGGCTCTATTTCCCATAAGTCAGCCTGACCCAATTTA
+ATTCTGCCTTCCGCAGGTTTATATAAACCTGCTAACACTTTAAGTAAGGTCGATTTACCTGATCCTATCG
+CGCCGAGCAATACAACACGATCACCCGCAGTAAAGGTTAATTTATTAATATTTAATTGCCGTATAGGTGA
+TTCAGGATAGGAAAACATTATCCCGTCTAAACTGATTTTTTTAGGTAACTCATCAGGTAATAATAAATTT
+TGATCTACGCGGCGCTCCGTGTTCAATAATAATACCTGATTCACCATTTCTAATGCTTGCGCAACATTTT
+GCCACTGCGAAAAATACTGCACACTTTGTGCAACAGGGGCAATAACACGGCCACCTAAAATACTACAAGC
+AATCAAGGCCCCCATGGTTAAATTACCTGCTTCAATTTGGCCAACACCAACAACAATAGCACTGATATAA
+GCAGCAGTAGATAAACTGCCTGTACTAACAGTGGCAAAATTACTGATCGCTTTTTGGCGTATATTATAGC
+TCGAAATAGTTTGCGTTATCTCTTGCCATTGTGCTGAAAAACGCCATGTTGCATTATTCGCCCGAATAGA
+TTCAGCGCCTTTAATAGCATCAACTAATAACCCTTGACGTTCATTAGAGCGCATCATTTGCTGTTTAAGT
+AATCGGCGTAATCGTCTTTGTGTCATCCAGCCTAAAGTTAGTGCTATAGGTAATAACATCAGATAAACCC
+AGCCAATATGGCCGCCAATAAGTGCAATCATACCAATAAAAAATAAGGCGAAAGGTAGGTCTACTAAAGC
+AAAAACAACCCCTGAACTAAAGAATTGCCTGACCGAATCTAAACCACTCACTTGCGCGGCCAGTGTACCC
+AAACTACGAGGGCGCTCATCTAACTGCAAATGCATCACATGGTCAAATACTTGTTGTGATACCGCTTTAT
+CTACCGCACAACTCACACTGTCTAAGGTACGTGCACGGATTGTTTTTAAAAACCAATCCAGTACAACGAC
+AATAAACATCCCCATGACTAAGGTAGTTAAAGTGGCATACGCTAAAGTTGGAACCACTCGATCATAAACT
+TGCATTGCAAAAATAGCCGTTGATACCGCCAAAACATTAATAATAACCGTGGCAACGATAATATCGATTA
+ACCAACGACGATTTTTAAACATTTTACTAAATACAAGTCTAGCGGCAATATTACCCTTTAATGAAAAAAT
+GGAGCTTTGCTCACTTTTTTTTGCGACGCGCAGCCACAAGACAATGCCCGTTTCGAGTTGCTCGTGTGTG
+CAATGCTCGCTCTCACCTGCCTCATTCGTCACTAATAACTTATTCTCTTTTGCATGTTCAACCAATATCC
+AGCCCGAGTGCGTAAAAAGCATGGCCGGTAATCGACGTTGATCAAAACGCGTCCACCTGACTTGGGCTGC
+TTGTATGCCTTTTAATTTTAATGCATTGAAAACAAAGTACAGTCGTTTAATCACCGGCGCTTGTGGCAAT
+TGCGTTTCAGCCTGCTGACAAGCGTTAACTAAAGCACCTGTTTGCACCGAAGTCTCTAACTTATCCAATA
+AATTTTTTAACACGTTAACAGGCAGCGCTTGTTGTAATAAAGCCTGCTCTAACGTTAATTCATCGACTAC
+ATCGGGTGCAGCAGTTTGTGGGGATGCGTTTTCTACAGTTTGCTGTTCTGCGATATGATTACTGTTCATA
+ATGCTTTAATCCTGCGGGATCATCCAAGGTTCCCATTAAGGTCAATAACTGTAACGACAACTGTTGCCAA
+TCACTTGCTATCTGTACGAGTTGTAAACGTAACTCTGTTAGCTCGCGTTGGTTATTAAGTACTTCTACCC
+ATGATTTACGTCCTGAATTATATTGGCGTAAAAACGATGCCATCGTCGCTTCAACTTCATCTACTATATC
+TTTTTGTGAACGCATTAAGTCTCGCTGCACGCCCCTATTAATCATTAACACATTAACTTGGCGCCTAACA
+TCATTCAAGGCAGATTTCACCTCTTCATCTGCGGCATTTAAACGCGCAGCAGCGGCGTTTACACGCCCTG
+CACTTACTAAGCCAAGTCCTTCCATATTACTTTCAAATACTAAGCCAGCCCGAGTTTGGTCGACATTTAT
+ATCGTTATCTAAAAAATCATACTCAACACGAAAAGAAATGGTCGGCAGTGATGCCACTTTTTCCTGTTTT
+AAATTTAAACGCACCACCTTAAGTTGCTCACGCTTATAGCGAATATTTGCATCATTTTTCATTACTAATT
+TATTAACCACCAAACGATCGGGCAAACCTAATAAACTATCATCAATAGCGCCTTCCGTTGAAACCCGTAT
+TTGTGTTAATGCCTGTAACTCAGCTTGAGCCACTAATTCCTCACCCATAATACGTTGTAATCTTGAACGG
+GCTTGCAGTAAACGCGAGTAAGCTAAGCGGGTATCGGCATTAGAGGCTAACTGACCTTGTTGACGACGAG
+AAATGCGACCATGTAAGTTTTCATGTTCCTTAATATTCTGTTTTGCCACGGTAATACGTAGTTTAATCCC
+TTGTATTTTAGCGTAAATTTTTGCGGTATCGCTTATCAACTCACGCTGATTTTGTATTAAGCCCCATTGC
+TCAGCGGTATAATTGGCGGTCGCTTCATCAATCGCCGTATCTATTTTACCAAAGGCCCACAGCGGTTGAT
+TTAAGCGTAGTGTTCCTTGGTCTGCATCATTATTTAAATTGTTAGCCTGTGCAGACAGCGTGGGGTAGCG
+TCTCGCTTTTGCACTGTCTATATCCGCCTCATACGAATTAAGAGCCGCTTGTTGGCCCTTTAATGCTGGG
+TTATGAATGATAACCGCTTGTAACGCGTTTAAAAAATCACGTGGTAAGGTTCGCTTTTTAAGTTGTGTAA
+AATCCCCCTGTTTAAATAGCGTAACTGATGACATAGTCGAAGTATTATCCTCTATATTAGGAGTATACTG
+GGCCTGAAACTCTGCTGCCTCTATTGCCATTGATACCAGTACGATTAACGACAACATGAGTAATGACAAG
+CTAGGCATAGATAAGGAATACCTGCGACTTAACCTGCCATTAGTTGTCCATACTTTTTGCATTTTTTTTT
+GCATTAAATATTAAGCCTCTGTTCGATTAATAAACACCTCAAGTCTGAATAGTAAGACGTAGTTGTGCTA
+TTTTTTATTGAGAAACTGTCGTTTTCGTCGTAAAAGCATCACTGGTGAAATGTTCATCATAGGTAACGGC
+ATTATTGGCATCATTGGCAGTCGTTCGTTGGTTACCTTTCTTAAACGCCGCTATTTTATTGGTTTCACCT
+TCTTGCTCGTATGCTTTCAATAAGTTTTGTCGCCATTCTTTTTGCCAAGGACAGCTAGCAACTGCTTTTT
+CAAAGTGCCTAATACCATCTTGAGCATGGTTTTTAGTCAAATAAACCAGCCCGATCATATAATGACACGC
+TGCATGACCAGGGTTATGATGTAGCATCTTTTTAAAGCACATTTCAGCATCATCAAGCTTACCCTCTTTG
+TATAGTGCGACACCGTCAGTTAAAAAACCGGGCTCAGGCAAGGTGAGCAAATCAGTTATAGGGTGTGATA
+CTATTTTTGCATTAGTACCTTTGATTAATGGTGTTAACCGAGTTTGATAACGCAGCCACTTACCTTTTGA
+TGTTTTATAAATAGGTTGTCGTACCTGCCAAACACTGGCTGTTTTCACTGTACGTACTAACTCATTAAAT
+TTAAGTACTTTGGGTTGCCAGTTTACGCCAATATAACTCAACATTTTACGGGCGCAGCCTTCTATGTCGT
+CAACGACATCTTCATAATTAATTTCTAGAATTTCATCAGGAAAGGTTTGCTGCCAATGATGCATTAACAG
+ATTATGATCGGCTAATTGTTCTCCAATATGCTCTAGATCATAGGCAAAGCCCATACCGCCATGCTTAGCT
+TGATAATCAGTAAAATAATTCGACATAGCTATGTCGCGTGGGTCGCGACGTACTGAAATGATTTTAGCGT
+TGGGAAATAAAAATTTAATTAAACCAATATTTTCAAAATTATGCGGCATTTTATCCACCACGTATTTTGA
+TTCTGGCTTAGTTTCAGCGGCGAGTTCTTGTAATTCTTTTAACATATTATTGGCAATACCTGCGATGGTA
+TCGGCATTAAAATCGTCAATACAATCGGGGTATTGTCGACCAGAGCCAGTGTGGCGTTCCCAGCGATTTA
+TCCCTTGTATAACTTGCGGAATAACACCTAACTCACCGGCACCAAAAATATCACTGTGCCCGGATAATAT
+TTGTTCAACCAAAGTAGTACCCGAGCGCGGCATGCCTAACACATATACCGGTATTGTTGATTCAATACCG
+TAGTTAGGACGATGCTGATACAAGGTTTTGTTAAAACAAGCACGTAATCTTGCACAGTCTTCGCGGTGTT
+TTTGAGCATTGTATGATAAAAACTTTTTACTGGCGTTATTAGCCTGTTCAGCAAATCTAAAGGCTTTATT
+ATAGTCCTTCTTTTTTTCCCACGCGGCTGCTAATTGGAACAAAATACCGGCGCGCAACGAGCCTTCCATG
+CTAGGTTTATTGGCCGCGATAGCCATTTTATCTAAGGCTTCTACATCATCAGGAAAACGCCGGACATTAA
+TTAGTGCCGAACACCCTTTCAGTAGGTCAATATCTTTAATACGTTCAAATAAGGCTACTGCTTCATCAAT
+ATTCCCCTGCTGCATTTGTTGCTGACCTAATCCTTGCAGTGCCGGTAAAAAATGGCTGTGCTCAGCCAAA
+ATATCACGATAGAGCTTCTCTGAAACTTCAAAATTTTGCTCTTGGCATTCCACTTCAGCTAAAGCATTGT
+TTGCCTGTGCTTGTTTCATTTTAATCAACACTAAGGATTGTTCATCTGTAATCTCTAGCGCTTCTGCCAA
+ACTGACAGCCCGTACTGCCGCTTTGCGTGCCTTTTTATCAAAACGGTGCAAGCAGGCTGTTGATAACTGC
+ACCCAAAGGTCACTATTTCCTTCATCCTTTTTTAACGCTTTTTGCAGTAAACTAATCGCCTGCATAAAGT
+GCCCTTGTACCTGCGCTAGTTCAGCAAGTGCCATGCATAGCTCTACGTTATTGTTATACTGCTTTAAGTA
+TTCACGTAGAATATTCGTTGCTTGTTGATGAAAATTTTTTTCCGCTAACACTTGGCTATAGCTTTTAACG
+TATTGTACTAATACGGCTTCATCATAGTCACCCGCTTGTTGTCGCACACTTAACTGAGTAAGCCATTCTT
+CAGCAGGGCAAAATAAACCTTGTACTACCCATAGTTGTAATTGCGTAGTGTTCAGTTGAAACCAATATTG
+CTGGTAAAGCGGATCACCGACCTTATGATAATTAACTAACACTTCTGTTGCGCTATCGAGCTGTTTTTGT
+GCCTGGTTGAGCTCATTTTGTGCAATATATACGGCCACTAAATTGCGGTGTACGATGAAGCGCTCAGGAG
+TGATTATTAGTGATTTTTCAAAAAAGTGTTGTGCTTCAGCTAAGCGACCAGAAGCTAAATAACAGTATGC
+TAAGCGTGCCAGAGCTAATGCATGGTTACCTTGTTCCATCAAGATATCACTTAACATTTTAATGGCGTCA
+TCTATACGCTGCATCACAATTAACACCACAGCCAAATCACAGCGGGCATCGACATCAAGCACGTCAAAAT
+GTTTAAGCGATTGTTGGTATAAGGCTTGGGTATTTTCTTTTAATCCCATATGGGCGTTAGCTGTAGCTAA
+CAAGGGCAATACTGCTGGGTTGCCGCTGTCATACCAAAGTGATTGCGCTAATTCGAGCAAACTAGGGTAT
+TGTTGATTTTCGGCAAGTTGTCGCAACAGAATTAATTCGTTCATCACTACTTCTTCATATTGTTATTAGT
+TAATTTCTAAGTGAATCAAGGTTTATTCACTTTTATTTAAGCACTATCCCAATAAAACCTTAATAGGACG
+AATGTATAAAGGCTTTGATTAGCTAAGTTATCAAATTAATGAACAAAGGTTTTATGCCGCTGCCCAGAGC
+CTAAAACATGATATAACAAAAATATGTCAGCATTACGAACACACTAAACAACGCTGTTTATCAAGCCAAC
+GAACAATGTCGTTGGCGACAAATTATGATCAGTGTTGGTAACAATGGTAACTGGCAACCTTTACCGATGA
+AGCGCTACGCGAGACCTTGGCTGGTCATTATGCCCACTGGCATGGTATTAGTGTATAACTCGCCGCCTGC
+CCCAGCGTCTAGCTGCATATTAGGTACTATTCCGGTCCAAATATCAAAAGTGTCGCTTCCTCCGTCTACA
+TTACGAAACAACGTCCCCTCCTGATTAATAACCACGACTGTCGTTGGACCAGCAGCCAATAGGTTTAATG
+CACTATTCGTTTCGGATACGGAAGTCACCGAAACGTTACCCGCTCCACCTTTTAAATCCAAGCCATTCCC
+GGCGATTATCACTCGGTCATCGCTGCCCAAATTATCCGCCCCCGACCATAAACCCCATGTCCCATTTGCA
+CTGTTTTCATTAGTGAGTAAAGTACTAACACTCGAATTGACCTTAATGTAGATCGTATAAGTTGTATTAC
+TGTCGAATGTTCGGCTTGAATGGTCCGATGAAGTCCCTCCGACTAAATCAAACACCACGACAGTTTCATT
+GACCACCACTGCAGTATCTATAGCGAAGTTATCTGATGTAACGGGGTCTGTTGGCACATTTCCTGCTAAA
+TCAGCTATCCCCGTATTGACTACGGTTATAGTATTGCTCGTATCTGTGATCCCATCTGTTGGTGTAAATG
+TACCGGTCCATGTCACGCCGCTATCACTTGTACTAATTGCCGACAGTGTGCCGTTTGCACTCGTTAAATC
+AATGTCGTCGTTAGTAAAATTGGTTACCGCCTCACTAAAAGTAATTGTTAAAGTCGCCGTTTCACTTTTA
+GCTAAGTCTGTATCACTTAATACAACACTGTTAATAATCGGTGCGACTTCATCCAGATCATTAATATCAA
+GCGTGACGACTTGTTCACTACTGTTATTGCCGGTATCGGTCGCCACCACGATAAAGCTGTAATCGGCTTT
+GGTTTCATCATCCGGATTGGCCGTTAAGGTCACTGCTCCTGTACTGCTGTTGATGGTAAATAATGCGGCA
+TCATCACCGGTTTTCAAGCTGTACACCGTTGCGCCTATAGCAACATCACCGCTATCGGTTGACGTGACCG
+TGTACACCACTTGACCAGCACCACTGTTTTCATCAATAGCGGTTGCTGTCGCCGCCGAGGTGATCGTCGG
+CGCGATTTCATCAAGATCGGTAATATCAAGCGTGACCGCTTTTTCGCTGTTGTTACCGGGCGAATCAGTA
+GCCACCACGGTAAAATTGTAATCGGCTTTGGTTTCATCATTCGGATTGGCGGTTAAGGTCACCGCTCCCG
+AAGTGCTGTTGATGGTAAATAAGGCTGCGTCGTCAACGGCTTTTAAGCTATAAAGCGTTGCGCCAGTGGC
+AATATCACCGCTATCGGTTGACGTGACCGTGTATACTACTTGGCCAGCACCACTGTTTTCATCAATAGCT
+GTCGCGCTTGAAGCTGAAGTGATCGTTGGTGCAACTTCATCAAGATCAGTAATATCGAGCGTGATCGCTT
+TTTCGCTGCTGTTACCGGCACCATCACTTGCCACTACGGTAAAGTTGTAATTGGCTTTGCCTTCATCATC
+CGGATTGGCCGTTAAGGTCACCGCCCCGGTGCTGCTGTTGATGGTAAATAAGGCCGCATCATCTCCACTT
+TTTAAGCTGTAGGTCGTTGCGTCGGTAGCAATATCACCATTGTCAGTTGACATGACCGTGTAAACCACTT
+GGCCAGCACCACTATTTTCATCAATAGCTGCCGCTATCGCCGCCGAGGTTATCGTCGGCGCGACTTCATC
+AAGATCAATAATATCAAGCGTGATCGCTTTTTCGCTGCTGTTACCGGCACCATCACTCGCCACCACAGTA
+AAGTTGTAATCAGCTTTGCTTTCATCATCCGGATCGGCCGTTAAGGTCACCGCCCCGGTACTGCTATTGA
+TGGTAAATAAGGCCACATCATCCCCACTTTTTAAGCTGTAGGTCGTTGCGCCGGTAGCAATATCACCATT
+GTCAGTTGACGTGACCGTGTACACCACTTGGCCAGCCCCACTGTTTTCATCAAGTGCGGTCGCGCTTGAA
+GCTGAAGTAATAATTGGTCCAACTTCATCAAGATCGGTAATATCTAGCGTGATCGCTTTTTCGCTGCTGT
+TACCGGCACCATCACTTGCCACCACAGTAAAGTTGTAATCTGCTTTGCTTTCATCATCCGGGTTGGCCGT
+TAAGGTCACCGCCCCCGTACTGCTGTTGATGGTAAATAAGGCCGCATCATCTCCGGCTTTTAAGCTGTAG
+GTCGTTGCGCCGGTAGCAATATCACCATTGTCAGTTGACGTGACCGTGTATACCACTTGGCCGGCGCCAC
+TGTTTTCATCAAGGGCTATCGCGCTTGAAGCTGAAGTGATTGTTGGTGCAACATCATCAAGATCAATAAT
+ATCAAGCGTGATCGCTTGCTCAGTGCTGTTACCAGCACCATCACTCGCGACCACAGTAAAGTTGTAATCG
+GCTTTGCTTTCATCATCTGGATTGGCCGTTAAGGTCACCGCCCCGGTACTGCTATTGATGGTAAATAAGG
+CCGCATCATCACTGGCTTTTAAGCTGTAAGCCGTTGCACCCGTGGCAATATCACCGCTATCGGTTGACGT
+GACCGTGTAGACCACTTGGCCAGCGCCACTGTTTTCATCAAGGGCGGTCGCGCTTGAAGCTGAAGTGATC
+GTTGGTGCAACTTCATCAAGATCAGTAATATCGAGCGTGGTCACTTTTTCGCTGCTGTTACCGGCACCAT
+CACTTGCCACTACGGTAAAGTTGTAATCGGCTTTGCTTTCATCATCCGGATTGGCCGTTAAGGTCACCGC
+CCCCGAACTGCTGTTAATGGTAAATAAAGCTGCATCATCACCGGCTTTTAAGCTGTAAACCGTTACGCCC
+GTGGCAATATCACCGCTATCAGTTGACGTGACCGTATATACCACTTGGCCAGCACCACTGTTTTCATCAA
+GGGCGGTTGCTGTTGTCGCCGAGGTGATTGTTGGCGCGACATCATCAAGATCAGTAATATCAAGTGTGAT
+CGCTTGCTCAGTGCTATTACCAGCGGCATCGCTCGCCACCACGGTAAAGTTGTAATCGGCTTTGCTTTCA
+TCATCCGGATTGGCCGTTAAGGTCACCGCCCCGGTGCTGCTGTTGATGGTAAATAAGGCCGCATCATCTC
+CCGCTTTTAAGCTGTAAACCGTTGCACCGGTAGCAATATCTCCGTTATCGGTTGACGTGACCGTATACAC
+CACTTGACTGGCACCACTGTTTTCATCAATAGCTGCCGCTATCGACGCCGAGGTGATCGTCGGCGCGACT
+TCATCAAGATCGGTAATATCGAGCGTGATCGATTGCTCACGGCTGTTACCGGCGGTATCAGTCGCCACCA
+CAGTAAAGTTGTAATCGGCTCTGATTTCATCATCCGGATTGGCTGTTAAGGTCACCGCCCCGGTACTGCT
+ATTGATGGTAAATAAGGCCGCATCATCACTGGTTTTTAAGCTGTAAGCCGTTGCGCCCGTGGCAATATCA
+CCGCTATCGGTTGAGGTGACCGTGTAGACCACTTGGCCAGCACCACTGTTTTCATCAAGGGCGGTCGCGC
+TTGAAGCTGAAGTGATCGTTGGTGCAACTTCATCAAGATCGGTAATATCGAGCGTGATCACTTGCTCGCT
+GCTGTTACCAGCGGTATCAGTCGCCACCACGGTAAAGCTGTAATCGGCTTTGGTTTCATCATCCGGATTG
+GCAGTTAACGTCACCGCCCCGGTACTGCTGTTGATAGTAAATAAGGCTGCATCATCTCCCGCTTTTAAGC
+TGTAAGCCGTTACACCCGTGGCAATATCACCGCTATCGGTTGACGTGACCGTATACACCACTTGACCCAC
+GCCGCTATTTTCATCTATAGCGGTTGCTGTCACCGACGAGGTTATCGTCGGCGCGACATCATCAAGATCG
+GTAATATCGAGCGTGATCGCTTGTTCAGTGCTGTTACCAGCACTATCACTTGCCACTACGGTAAAGTTGT
+AATCGGCTTTGGTTTCATCATCCGGATTGGCTATTAACGTCACCTCCCCGGTACCACTATTGATGGTAAA
+TAAGGCTGCATCATCACCGATTTTTAAGCTGTAAGCCGTTGCGCCCGTAGCAATATCACCGCTATCGGTT
+GACGTGACCGTGTAGACCACTTGTCCGGCGCCACTGTTTTCATCAAGGGCTGCCGCTATCGCCGTCGAGG
+TAATCGTCGGCGCAACTTCATCAAGATCGATAATATCGAGTGTGATCGCTTGCTCAGTGCTGTTACCAGC
+ACTATCACTTGCCACTACGGTAAAGTTGTAATCAGCTTTGGTTTCATCATCCGGATCGGCAGATAAAGTC
+ACCGCCCCGGTACTGCTGTTGATGGTAAATAAGGCTGCATCATCACCGGTTTTTAAGCTGTAATCCGTGC
+TGCCCGAAGAAACATCATCGCTATCAGTTGACGTGACAGTGTATACCACTTGACCGGCACCACTGTTTTC
+ATCAAGGGCGGTCGCGCTTGAAGCTGAGGTGATTGTTGGCGCAACATCATCAAGATCGATAATATCAAGC
+GTGATCGCTTGTTCTCTGCTGTTACCAGCGGCATCGCTCGCCAGCACGGTAAAGTTGTAATCGGCTTTGG
+TTTCATCATCCGGATCGGCCGTTAACGTCACTGCCCCGGTACTGCTGTTGATGTTAAATAGGGCCGCATC
+ATCACCGGCTTTTAAGCTGTAAGACGTTGCGCCCGTGGTAATATCACTGCTATCAGTTGACGTGACTGTG
+TACACCACTTGTCCGGAGCCACTGTTTTCATCGATTGTGCTAGCCGTGCTTGCTGACGTAATCGTCGGCG
+CGACTTCATCAAGATCGGTAATATCGAACGTGACTGATTGCTCACTAATGTTACCTGCCGGATCGCTCGC
+CACTAAGGTAAAATTGTAATCGGCTTTGCTTTCATAATCAGGATTTGCCGTTAAGATCACCGTCCCCGTA
+CTACTGTTGATAGCAAATAAAGATGCATCATCACCCGTTAAGCTAAACCTGGCATTCTCATCATTAGTGA
+CTGCTTGATAAACAACCTGGTGAGTACCACTGTTTTCATCTAAATCAGACGCAAGAGAGCTAGAATCAAA
+AACTGCGCTAGTGGTATCTACATTAATAAAGGCTGCCGGACTTATAACTTGTTCACTTATATGAGAGGTA
+ACTGCAATACGTCCCTCACCGGCAGCATTAATAACTGAGCCAGGGACTAAAATGGTTGCTACGCCATCTA
+TCAGCTCAGCACCACTAATTTCAACAATATGAAATTGGTTACCCCATTGGATAACAACCGAATCACCAAT
+GTTTACATTGTCTACCTGAACAGCTACACCTGCTTCACTTTCGACTTTATTAACACTGCCCCGCTCCGTA
+TCAATGACAGGAGGTTTAATCAATGCGGCGGCTAAGTCAGCCTTTTCAGCATTCACACCTGCTTCAAATG
+CCTCCAACCCGTCCTGCAGTAATTCAAATCCAGACTTTGTAAAGGCCAACTCACCATCAGCCTGCGTTTC
+TATCTCGATTCTTATTTTATTAATGGTCACATCAATACTCAGCATTGATGTTGAATCACTCCCACCCGAG
+CTTGCTAATGCATTCTCTGTTCCTGATAGCAATGCCAAAATATTACCATATTGCTCGGCGGCATTAAGGC
+CATCTGAACTGTCATAATCGTCATCTAAAATAGTTGTTACTGGGGCTAATATGTCTTCAACATCAAATAA
+CTTGGAAACCTCAGCGTTTACTGCAACATTTTCTGTTGTTACTTTATTGTCTTCACCAATACCTGCCTGA
+CGCGAAGCAAGCTCAGTTAAAGGAGTAATGCTCATAGTGACATCACCAAAGCCATCAGTGTGTCCCATTG
+CACGCAGTGACGAATCGCCTAAACTAACAAGTTTCCCAGTAGTTTCATCTATATAATCACCTTCACTACC
+ATTGCTATCGACAACCTTAGCTAATAGTGGTCCTTGATAACCATTATCAATGGTGAAAACAACCGGTCCA
+TCACTAAAATCATGCTCTTTATTTGCCAGTTCATTACCATCTTTATCATACAATGTAATAGTCGCAATTG
+ACTTAAAAGGACCAGCTACTGGATCCAAGGTCACCTGGTAGCTTGGATAATCTTCATCATCACTATCCAA
+CGCTACGGAGCCAAGCACACTAGCACCAAATAAGGCAACACCCCATGTTAAAGGGGACAGTCCTAAAAAA
+TCATTATCCTCTTGTGCTTTTCGAACAATAGGTTCATTGCCCTCAGCGATCACTGGCTTATCCGTACTGC
+TGATACTCATCCCTTCAGCGGGCGTAAAACTACCATCCGCTGAGAAAGTCGCATTCATCGATTCACTATA
+AAAACCTTCAACTTGAGCAACAATTACTCCTTCTACCTCTACTGTTAAATCATCATCTTTACGCTTTAAC
+ACTAACTCTTGAGGAGCTTGTTGAGTTCCTTCTTTAACTACCGTATAAATTGCACCATTTAATGCGGTCA
+AAATCTGTAATTCGACCAAAGTAAATGTTTGACGTTCGCCATTTGCTAATTCAACAAGTAAAGTTAACTT
+TATCATTATATGCCCTTTAAAGCGGCTCTATAGCGTTCAATGTTGTAGGATTGAAATATCTGAATTAATC
+CATTATTGAATACTATGCTCAACGCATCTGTTTTTATTGTTTTACTGACTCCACTTTCAAGAAATCTACG
+CCAACCAAAATAACTGCTCACACAATGAAAAGCGATCAGCAGATGATGAATGATGTCATGCTTTTTTAAT
+AAATTTTTACAGGCGTGTGCGCCATCTGTGCAGAGAATTAAATATGTATTTACAATCTGTTCGAGTTTTT
+CAATTAAAGCGTCATTATTGTGTTTACCAAGCAGATAGTTTGCCGTTTTATCGCTTCGTTCTTTAACAGT
+GCGTGACTTTTTTTTATCTTTATCAGAGTACTTTTCGTCTTGTTTACTTCGTTTTCTGGGTATATATTTG
+AAGATATTTTGAGCACCTCCAAATGAGATTGAAAAGAACATCTCATCCGCTTCTGTTTTGTCACTGCCCT
+CATTAGATCTTGCTTCCGTTTGCGCAGTAAAAAGCCAATGTTCCCATCGAAAAATTGCAGTGCTAACGCA
+ATGTGGAAAGCAAATTACTTCACCTTTAATATTTTCAATCATTGATTCAGTTTGAGTACGATTTAATTTA
+GCTTTAACCGCATCAAGCAACTCACGTTTTTGTGTGTCGGTAAGATTGAAAAGTGAATGAATAATTTGTC
+TAAATACGTGGTTGTTCATAAGAAACCATCTCGTCTATATCAACGACATGGTATTAGTTTAGTAGAGACC
+TACAATTAACGCTAATAGCGTTTTTAAAATTGAAATAGAGGCAGGAGATCATAACTCGAGGTTAAATAAC
+TATAAAAACAACCTAGGGTTAAAGCCAGAATTGAAGTGAAAATAGTAGAAAGTACGAGCCCTATCAAGGA
+TAAAATTAACGAATAAAATTAATTACCTAAGCGGCCTTCAATTCATAAAAAAACCATGTTCTATAAGTAC
+AATTAACAGTTAGAGACGTCGGATTTTTATATGATTATAGTTTTACTAGTGTTGATGGAAAGGTAGATGG
+TTATTTAATGGCCTAAACAAAGCCTCAAGAGATGGCTCAATATTTTCTAATATGAATAGTATTTGTCAGT
+TTAATAAAATGAAAGAGATAGATGCTTTATCGTACAAGGGCATTGGCAGTGTTTCACTTAAAAAATTAAC
+ACTTCAAAAGTGTGGAAATTAATCAGAACATTAAAATAAGTGTAAAATATTTTAAGAGACACGTGAGTAA
+TTTTTTAGGTCAGGGATAAATAGCAAAAATAAATTCCTACTAAACTCACAGGCAAACCTTGATTTGATTT
+TCATTGATTAGATTAATGATTGTTTACTGTGGATGTGCCTAGGAAAATGGTGGGCCTTCGCAGACTTGAA
+CTGCGGACCTGCCGATTATGAGTCGGATGCTCTAACCAACTGAGCTAAAGGCCCATTTTCACATGTTTGG
+CCTGATATATTCTAATGCGTTTGTTAGTACAATTAAATGAGTGAACTAACAAAGCGGGTGCAGTATAAGC
+ATTTTTTATTTTATTGTCACCTAATGAACTTTAAATAATCGTGTTTTTTTACTGACCGCTCATTTCTTAA
+ACAAACAGAGGTATCTTCGCACTAAAATCGGTAAGTTAACCCTACACTCACCTCAGTTTGAACCCAAATA
+CTACTAGAGATGTATATAGCACAAGCTTCAACATCACAAAATATTGCGCTATCAGAATTAAAGAATGTTC
+CGTATACACGGCTATCTAGCCTCAGGCTAAATTTTTCACTTAATTCAATTTTACTCGCTAAACCAATATT
+CACTGAAAAGCGTGTTTCATTACTGAGCTGTTTATCATTAGGAGCAAGGTGAGTTAAACCAAGGCCGCCT
+GTTAGATAAAAAGGAATCGGTCCTTCAGAGATAGGTACATTGCCGCCTAGGTGAGCATAGGTGATACCAA
+GCCCCGTATTGCTTGCTGAAAAATCATTCGACTCAGAAAAGTTAGTATTGTAATGGCTTATTAAGAATTC
+ACCTTGTCGTTTTCGATCAAAAGACCAAGCAGTTAATAAGCCGTAGCTAGTATCATCACTTAATTCTATT
+CTATTGTTAATATTATCTTGAGTAGTATCAAAATCACCACCGAAGCGATAGCCAATCAAAGGAGTAACTT
+CAAGTTCTAGTGCTTGTTTTGCCATAGAGGGCATAGATATGATGGTAAGAGCACAAAACAGGGCTAAAAT
+AACGCGCATAAAGATTCCTTATCTTAGAAAGTAAAAAAGAGTAAGCTAGGTTACTAACTTACTCTTTTTT
+ATGTCTATTTAAAATAGAATTTAAAGTACTATTTTAAATTTTAACTTTTATTCACCATCTAAGAAGCTTT
+TAAGCTGCTCTGAACGAGATGGATGACGTAATTTACGTAAAGCTTTCGCTTCAATTTGACGAATACGTTC
+ACGAGTAACATCAAATTGCTTACCAACCTCTTCCAAAGTATGGTCAGTATTCATATCGATGCCAAAGCGC
+ATTCTAAGTACTTTCGCTTCACGAGCAGTTAAACCAGCAAGTACTTCATGAGTTGCACCTTTAAGGTTTT
+CTGAAGTCGCTGAATCAACAGGAAGCTCACCACTACCATCTTCAATAAAGTCACCAAGATGTGAATCTTC
+ATCATCACCGATTGGCGTTTCCATTGAAATTGGCTCTTTAGCTATTTTCAATACTTTACGAATTTTATCT
+TCAGGCATTACCATACGTTCAGCTAATTCTTCTGGCGTAGGTTCACGTCCCATTTCTTGTAACATTTGAC
+GAGAAACACGGTTTAGCTTATTAATGGTTTCAATCATGTGCACAGGAATACGAATGGTACGCGCCTGATC
+AGCAATAGAACGAGTGATTGCTTGACGGATCCACCATGTTGCATAAGTTGAGAATTTGTAACCACGACGG
+TATTCAAATTTATCAACGGCCTTCATTAAGCCAATGTTACCTTCTTGGATTAAATCAAGGAACTGTAAGC
+CACGGTTGGTGTACTTCTTCGCAATTGAGATAACTAAACGTAAGTTTGCCTCAACCATCTCCTTCTTTGC
+ACGACGTGCTTTCGCTTCACCAATAGACATACGACGGTTAATATCTTTAATGCCGTGAATATTTAGGTGG
+GTTTCTTCTTCAATTTGGTTAAGTTTGTAGATACAACGTTCAACATCATGCTCAATATCACCAAGCTTAG
+TTGAATACGGGTTACCTGCAGCTTTTTCTGCTTCAAACCATTCTTTTGAGGTTTCATTACCCGGGAATAT
+TTTGATAAATGTAGTCTTAGGCATACCAGCACTAACACAGTGCTTCATGATCAAACGTTCTTGAACACGT
+AGTCTGTCCATCATGCCACGCATGTTTTTAACTAACTTATCAAATAATTTAGGAATTAAACGGAATTCTT
+TAAAAACTTCGGCAACCGCATCAATAGCTTCTTGAGCGTCTTTATGGCCGCGGCCTTTCTTCTTGACTAC
+TTTGGTAGCATTCTCATGTGCTTCGCGTAGCAAAGTGAATTTTTCACGCGCTAGCTCTGGATCTGGTCCA
+GTATCTTCTTCTTCTTCATCTTCTTCTTCAGCGTCGCCTTCTTTCTTTTCGCTATCTTCATTGGCGAGAT
+CTTCTTTCGATAATTCACTACCAACATGCGTCGCTGCAGCGGCAACATCGTCATCTTCAGCATCTGGGTC
+TAAAAAGCCGATTATAATATCAGTTAAGCGGACTTCTTCCGCTTCAAAGTTATCCCACATATCTAATAAA
+TAGTTTATTGCTGGTGGGTATTCAGAAACACTACGCTGAACTTCTTTAATACCTTCTTCTATACGCTTAG
+CAATGACGATTTCGCCTTTACGCGTTAGAAGTTCAACAGTACCCATTTCACGCATATACATACGTACAGG
+ATCTGTTGTGCGACCAATTTCACTTTCTACAGTCGCAAGTGCTTGTGCTGCTGCTTCGGCTGCATCTTCA
+TCTGTATTTGCTTCAGCCATCATCAAGGTATCTTGATCCGGCGCATTTTCAAATACTTGAATACCCATAT
+CGTTAATCATACTAACGATATCTTCAACTTGATCAGAGTCGATTATGTCTTGTGGAAGATGATCGTTAAC
+CTGCGCAAACGTTAGATAACCTTGTTCTTTACCTTTGGTTATCAGGTCTTTAAGTCTAGATTGAGGGGCT
+GGTTCCATTGACGAGTGTCCACCTGTATATTATAAATATGGGATGTAAAATATGCGCTTAAAACATTAGT
+AAAAGCTAATAAATGACGCAATAAAGCCGGAAATTATAGCGAATTTTTAAAGCAGTTACCAGCAAATATC
+CTGTCTTAATCGCTTGTTAGCATTTAACGCTAATATAATAACGCTAATCTCATTCATGCTTACTAAGTAT
+AGCTAAAACTAACCATTAAGCATTCAGTAATGCTTGTAACTCTTGCTTTTCTTCAGCTGTCATTTGTCCA
+GCGCGTGCCTTTTGTAATAATACTTCAGTACGTTGCTCAACAAAGTCATTCAGAAGCTTCTCAATATTAT
+CAAGAAACACATCAGTTGCTGCATCAGCTTCCACATTGTGCTGCCAACACATCAACTTTGCTAATTGTGT
+GCCTTGCTCAGTTCCGCGAAAACTTTCAAGCAATTGTGGTGATTTAATATCAGGGTTTTGCTGACATATA
+CCTAACACTTGCATTAACAGCGGTATTCCTGGCACAGTTAATGGTTGCAACACATTTATATCACCTAAGC
+TATTTGCTATATGGGGATGTTCTAACAATAAAGCAAGTGCTGATCTTACTGGGGTGACCTTTGTTCTGGT
+TTTAACTGCCGTTTTTACTGCCGTACTTTTTATACTCTTAGTAAACTTGGCTAGAAATTGCTCGCTACCA
+GTACCAAAATTGTTAGCTATTTCATTAAGCATTGCATCTTTTAAAATACTGTCAGGAAGCTTAGATAAAT
+AAGGCTGAAATGACTCAACTAATGCAGCTCTTCCTTCTAGAGAGCTCATATCAACTTTCTGCATGAGTTG
+CTCAAAGAGGAATTTGGATAACGGCACGGCGTTATCAATAATAGTTTCAAAAGCCTGCTGGCCTTGAGTT
+CCAATCAAAGAGTCGGGGTCTTCACCATCAGGCAGAAATACAAATTTTAATGAAAAACCGTCACGAATAA
+GAGGTAAGGCATTTTCCATCGCTCGCCAGGCAGCGTCGCGACCCGCTCTATCACCATCATAACAACAGAT
+AACATCAGGAACAGTGCGAAATAAGGTTTGTAATTGCTCAAAAGTCGTTGCGGTTCCCAGCGAAGCAACA
+GCATAATCGACACCATGTTGTGCTAACGCGACGACATCCATATAACCTTCAACAACAATCAAGCGCTTAA
+GTTGTTTATTGGCTTGCTTAGCCTCATGTAACCCGTAAAGTTCTTGGCCCTTATGATAAACACGTGTTTC
+TGGCGAGTTTAAGTACTTGGGTTTTTCATCGCCTAAAACACGCCCACCAAAGCCAATGACTCGACCACGT
+TTATCGCTGATGGGAAACATGATACGTCCACGAAAACGATCATAGGGACGTTTTTTATCGCCTGAAATGG
+CCATACCTAAGTCGATCAATTGCTGATTGGCTTGACCATTACGCGAAAAACTATTCATCACGCCGTCCCA
+AGCGTCACTTATGTAGCCAATACCAAAGCGCTTAACAACCTCACCACTGAGCCCTCGAGCTTTTAAATAG
+TCGATAGCTCTTTCTTTGTCACTAGCCACTTTTAATTGCTGCTGAAAAAAACGACTAATTTGCGACATTA
+GCTCATAGTCATCTTGTTTTTGTTGGTAAACTTGCTGCTGTCGACGTTGCTCTTCTGGGCTAGCAGTATT
+TTCTTCTCGGACTACTTCCATTCCGCAATGAGAAGCAAGTTCTTCAACCGCATCAACAAAATCAAGACGA
+TCAAATTCCATCAAAAAAGAAATAGCATTACCGTGTTCACCACAGCCAAAGCAGTGATAAAACTGTTTAT
+CTTGACTCACAGTAAAGGAAGGTGATTTTTCATTATGAAATGGGCAACAGGCCTGGTAGTTTTTACCCGC
+CTTTTTTAACGGTACTCGGCTATCAACTAGATCAACAATATCTGCTCTGTTGAGTAAGTCATCAATAAAT
+TGTCGAGAAATGCGTCCAGCCATAATGTTTAAGCGTCACCGTTAAAGGAAATATCACATTCGTATTCTAC
+ACAATACGAATAAGAATGTAGTTCGATTTCTTAAGTTTCAGTTAAAGAAATCTTAAAAAAAAGTCATAAA
+AAAACCGTAATAGCTAAAGCCATTACGGTTTTGTTTAATGCACTAATATAGTGTTAGCTATAAAACCTTA
+ACTATAAACCTTGAAGACCTGCTCTGACTTGACCACTTACTGCGCCCATGTCAGCTTTGCCTTGCATTAA
+AGGTTTTAACACTGCCATCACTTTGCCCATATCAGCCATAGAGGCTGCTCCAGATTCAATGATTGCCTTG
+CTTATTAATTCATTAATTTCTTCTGCACTAAGCGGTTGCGGCATAAAAAATTTCAAAGCAACAACTTCCG
+CTGCTTCTTTTTCAGCCAATTCATCACGACCACCCTCGGTAAACATCTTAATAGACTCTTTACGCTGTTT
+AACCATTTTGGTTAAAATCACAATGATGTTTTTATCAGTTGCTTCGGTTTTATGATCAATTTCTGCTTGC
+TTAATTGCAGAAATAGCCATGCGAATTACACCAAGACGTAATTTGTCTTTGGCTCGCATAGCAATCTTCA
+TTTCATCTTTGAGTTGTATTAGAAGTGACATTTCTCTCTCCATAATAGGCAATCTCTTAGAATAGTTATA
+CTAAGATAATTCTTAGTACATGCGAACGCGACGAGCGTTCTCACGAGAAACTTTTTTCGCAGCACGTTTA
+ACAGCAGCGGCTTTCTTACGTTTACGTTCCCAAGTAGGCTTCTCATAAGATTCGCGACGGCGAACTTCTG
+AAAGGATTCCTGCTTTTTCACATGAACGTTTAAAACGACGTAATGCAACGTCAAATGGTTCGTTTTCTCT
+TACTTTAATTACTGGCATGTACTTTATTACCTTAGGGTAGCTATATAAATTGGTGACTGATTTCGACTGA
+ACAATGCAAAAAATTGCATTGCTTGCCTCATCCACACCCACTCTATTAAAAATTGGTGCCGTATTCTACT
+GCTAAGCCACCGCTAATGTAAAGGTTAATTTAAGGGTTATTGTTTGAATACGCTGGTGTCTGTCTTATAT
+ACCCGTTATCATTCAAGATGCAGGTTTCAGAGCGCTTGAGAAATATCAATTCAAGGCGCGGTGATGAAAT
+AATGGTTGTTCCATTATAAGTCGCTGCAACGATGAAGTGATGTTTCTCAAGTGCTTCTTTGATGGGTTTA
+AAATCACTTTATACTGCGTTAAATAATCTAACCATAGAATGACTATGCTTAAATCATTTACCTTGCCTAA
+AGTGGTTTTAATTCCCACTGAAACTCTGCACTTTGATTGGTAACGGGTATAAACACAGTAAAATCGTCCC
+TCCAATAATTACGGGGATTTTGCCAAGTAATTATTGGCTACTATTCCTATTTTTTGAGCCTCCTTTTGAG
+CTTTTTTTTGAGATTACATATTTATGCGTATTTTGGGTATTGAAACTTCTTGTGATGAAACAGGTATCGC
+CATTTATGATGACGGTTTAGGTGATAGTCCTGAAGGTATACTCGCCCATCGTTTGTATAGTCAAATAGCC
+GTTCATGCTGATTACGGTGGCGTAGTACCAGAACTCGCATCAAGAGACCATGTACGTAAGACTATTCCTC
+TGATTAAGGAAGTATTGGCAGATGCCAACCTTACCCCCAAAGATCTAGACGGTGTTGCGTACACTGCTGG
+TCCTGGTTTAGTTGGCGCACTCTTGGTTGGTTGTTCCATTGGTCGAAGTTTGGCTTATGGTTGGGAGCTA
+CCCGCAGTTCCTGTACATCATATGGAAGGTCATCTATTAGCGCCTATGCTTGAAGATGATGTACCTGAGT
+TTCCTTTTGTCGCTTTATTAGTTTCTGGCGGACATACCATGCTGGTACGTGTCGATGCTATTGGTGAATA
+CAAACTACTTGGTGAATCAGTTGATGATGCTGCCGGTGAAGCGTTTGATAAAACAGCTAAATTGCTAGGT
+TTAGACTACCCTGGTGGACCGGCTTTATCTAAGATGGCTGAAAGCGGTGAAGCAGGACGCTTTAAATTAC
+CCCGCCCTATGACTGATAGACCTGGTTTAGATTTTAGCTTTAGTGGTTTAAAAACAGCGGCAGGAACCTT
+AGTTCGCAAAGAATGTTTGAATTTGTCAGATAGCGATCTTAAGCAAACCCATGCTGATATTGCCAATGCG
+TTTCAACAAGCAGTGGTAGACACCTTAGCGATAAAATGTAAACGCGCCTTGCAACAAGAAAAATTAAGCA
+GATTAGTAATTGCTGGTGGTGTAAGCGCCAATACAGCTTTACGAGAGCAACTGGCGATAACCACAAAGAA
+ACTTGGTGGCAGTGTATTTTATCCACGTCCTGAGTTTTGCACTGATAACGGCGCTATGATTGCTTATGCT
+GGTTTACAGCGTTTAAAAGCAGGAACAGATGCCGACTTAACTTTTAAAGCTAACCCTCGATGGGCGCTCG
+ATTCATTACCTCCAGTAAAATAGCCAACAAGTAAAAAGCAGCTAGTGCTGCCCTGAATTTTTCACTACTG
+ATATTCAGGGCGCTATGATTGCTTATGCTGGATGATTACGTAAATTTATAACATTTAAAAGCAGTAACCA
+AGCAGACTTAACCTTTTAAGCTAATCCACGATGGGCTTTAAATTCCTTACCTCCAGTTAATTAACAACTG
+AACATAAAACACGAATCACCTGTACACTATATGTGTTATAGGTGATTACTAAGTTTTATTAGAGGTTTTA
+TTAAATTTTATGAGTGATTTTACTTTCTGTCCCTTTAAGTAAACGCTTAATGTTATCTCGGTGGCGAAAG
+AGTATCAGAGCGCTAAGCATCAAAGTTGGGTAAACATATAGCGGTTTTAAGAAATAGACATAAAGTGGTG
+CTATAGAGACAGTGACAATGGCTGCTAGACTAGAATATTTAGTAAGCTTCACCACTAATACCCACGTAAG
+AATTAACAATCCCCCCAACGTAAAACCAATGGGTAATAAAGTCCCCAGCGCAGTAGCTACTGCTTTTCCG
+CCTTTAAAATTGAAAAATATTGGATACATGTGCCCTAAGCAAGCGGAAACACCAATAAAACCTAAATAGA
+GAGAATCTATTTTTAAAAAGTAAGCTCCCCAAACAGGAATAGTCCCTTTAAGAATATCAAGAAATAATAC
+CGTTGCAGCAGTGAACTTATTGCTTATACGTAACACATTAGTTGCACCAGGGTTTTTCGATCCTGTTGTT
+CTAGGATCTGGAAGACCTGAAAATCGGCATACTAAAATAGCACTCGAAATAGAGCCTATTAGGTAAGCCG
+CAATGATCATAGTGAGCGTAAGTAGCAACATCTAAATGACGAAATCCATTGTTAAGTACTATAAGGTTAA
+TATTCTATCTTCATCTCTGCTAGTTTTTCTACCACTTCGCAGGTAAAATCCTTTCTTATTTTGTAACAAT
+TGCTTAAGTACTGCAATAGTTCTTCTAACAACATAACAGGTAAATCATGGATAAGGTGTTCATTAAGGGT
+TTAAGTATCCAAACCACCATTGGTTTTTTTCAGTGGGAAAAAGAAATAAAACAAACCTTGGTTATTGATC
+TGGCCATGGGCTGGAACACGGCCAATGCAGCACTCAATGACGAACTAGCCAAAACATTGGATTATGCCGA
+TATCTCAGTCGCTATAGAGCGCTTTGCCAACGACAATCCCGTTGACTTAATTGAGACGCTTGCTGAGCGC
+TTAGCCAGTTATTTAATGACACAATACCAAATCCCTTGGTTAAAGCTATTCATTGGCAAACCTGGCGCAG
+TTCATAATGCCCAAACTGTTGGTGTTGAAATTGAACGTGGCACGCAAGCTGTTGAGATATCCTCTTAATG
+GCTCAAATCTATATTTCATTAGGCAGCAACATTAACCGTGAGCATTACGTTAAGCAAGGTCTACTCTCAT
+TAGCTAAAGTATTTGAGCTGCCTTTTGAACAGTTAACATTATCTTCCTTATTTGAAAGCAAGGCCGTTGG
+TTTTGATGGTGCTGCTTTTTATAATATGGTGATAGGCATCAAATGCACACAAAATGTCGAAGAAGTGGCG
+AGTATGTTACGCGCCATAGAATTTTCTCACGGCCGTGACCATAACGCGAAGAAGTTTAGCCCGCGTAGCT
+TAGATCTTGATTTGTTATTGTTTGATGATTTAATTATTAACGAACCTGCGCAACTGCCTCGAGATGAAAT
+AATTAAAAACGCCTTTGTTTTATGGCCATTGAGTCAAGTTGCACCTGAGCTTACCCACCCGATTGTAAAA
+CAAACTTATCGAGATTTATGGCAAGGTTATAATAAAACCAGTCAGCAACTTAGCATAGTAGCTAACTGCT
+GGTAGTGACGATTCTGATTGAATTTATTTCCCCCCATCCAAAATAGTAAAGGACAACTAACACCCCATGA
+GCACTTTAGAAATAATTATCCTAGCCTTATTACAAGGCTTAACCGAATTCTTACCTATTTCAAGTTCAGC
+GCATTTGATATTACCCTCGCAAGTTTTAGGATGGCAAGATCAAGGACTAGCCTTTGATGTTGCCGTTCAT
+GTTGGCACTTTATTAGCCGTTATGATGTATTTTCGTAAAGAACTTGGCGTTATGGCAGTTGCTTGGTTAG
+GTACTGTTGGAGTCGGTCCAGAGAAAGGTCGTGGGGGTTTTGATGCCAAATTATCATGGTGGATTCTACT
+CGCTACAATTCCCGCCGGTTTATTTGGTTTATTGGGTAAAGACTTTATCGAAGAACACTTACGTTCTGCG
+TTAGTGATTGCCATGACTACCCTGTTATTTGGTTTCCTTTTAGGTTTTGCCGATATCAAGGCCGGTAAAC
+GCACTGAACATAAGCCAATGGAGAAACTGGGGCTTAAGGGGGCAATGTTAATTGGTTTAGCACAAGCTGT
+TGCTTTAATTCCTGGAACCTCACGTTCAGGCATCACCATGACTATCGGTTTAATGTTAGGTTTAAGCCGT
+GATAATGCCGCTCGTTTTTCATTTTTACTGTCTATTCCTGCGATTGCTATGGCCGGCAGTTATCTAACAT
+TAAAACTCATTTTATCAACTGAGAGTGTCGATTGGTTTGCTATGGGATTAGGTAGTTTGTTAGCATTTGT
+TAGCGCCTATGCTTGTATTCATTATTTTCTCATTTTATTAGAGAAACTAGGGATGATGCCGTTTGTTATC
+TATCGATTAATTCTAGGTGTTGGCTTACTTTGGTTTATCTTGTGATAGGCTTTCTTATACCTAGGCTCAG
+TAGAAACAGCACCCATTACATATTAAAAATATAATTTTCAAGATATTACTAACACATTCGAGAATAAAAT
+ATGATTGCCATTACTCTAGATAATTTTCAACAAGTCGTTGTTGAAGAATCAAAAAACAAATTAGTACTCG
+TTAGCTTTTGGGCTGAACAAGTACCTGAGAGTGTTGAACTAAGAAATAAACTAGCGGCTAAGCTATCAAA
+CCTAAGCGAACATATCACTTTAGCGACTGTTGATTGTCAAAGCCAAGGGCAAATCGCTGAGCAATTTGGT
+ATTAAAGGCTTACCTACGGCTATTTTATTAAAAGATGCCCAGCCTCTAGATGGAATTTCTGGACCACAAG
+ATGATGCAAGCATTGCTACGTTTTTAGATAGTCACTTACCAAAACCTGAAGATATACTGCTTGCACAAGC
+AAAAGCTGCACTTGGGGATAATCTATTAGTTGAAGCTGAAAATATCATCATGCAGGCCTATCAAATTGAT
+AATAATCGCGCTGATATTAAGGTAATATTAATTGATCTTTACTTACAAACGGGAAAGACCAGTGAAGCAA
+AGGCATTATTAGACACCATAATGATGGTTGACCAAGATAGTCAATATCACGCTTTAATAGCCAAGCTAGA
+ATTAGCTGAGCAGGCGGAAAACTCTCCAGAAATAAAAGCATTAGAAGCACAATTAGAAGCAACGCCTGAT
+GATATCAATGTCAGTCAACAACTTGCAGCTCAATACAGCCAAGTTAATCGTCAAGAAGATGCACTCACCA
+TATTATTTCGTTTAGTACAAGCAGGTGATGAAAGTACAAAAGAGAGAAGCAAAGAGCTATTTCTTGATGT
+ATTAAAAGCCTTACCTGATGGCGATCCGCTGGCAGCAAAGTTTCGTAGAAAGCTATACACCTTAATGTAT
+TAATAGCTATCACTAAACGCTTCAAAATTAGCGTTAGAACTAATAAAAAGCCCAATTCATTAATGAATCG
+GGCTTTTTTATTTTGGTCGAGACACTTTCCAGTTAAAAGTAACCGCCTATGGAAGGTGTTCACTGGCAAG
+GTAGTCATGAGATTGCATCTCTTGTAAACGACTTAGGCAACGCTTAAATTCAAAGGCTAAACGACCACCG
+CTATACAAATCATCTAAAGGCAGCTCTGCCGACATAATCAACTTCACATTACGTTCATAGAATTCATCAA
+CTAACGCAATAAAGCGGCGAGTTGTGTCATCGCTATCAGGGCCCATTTCTTTAACATTAGCCATTAATAC
+CGTGTGATAAAGTTGACTAATTTCCATATAATCACCTTGGCTACGTGCACTTTCACAAAGTACTGAGAAG
+TCAAAGTACACCACGCCATCACTCACTAAAACAGTTTTTAATGGACGGTTATGAATCTCAATGGATTGCC
+CTGATTTACCTTCATCTGTAGAGAGTTGCTTAAAGTAGTGCTTTAAATTTTCATCTGCTTGGGCATCAAG
+TGGATAATGAAAGATTTCCGCTTGCTCTAAGGTTCTTAGACGATAATCAACACCACTATCTACATTAACA
+ATGAGAGTATGCTTATTGATAAGTTTTATAGCCGGTAAAAAGCGCTCACGTTGCAAACCATTGCGATACA
+ACTCATCAGGGATAATATTAGATGTCGCTACTAACGTGACATTATGCGCAAATAACTCTTCAAATAATGT
+GCCTAAAATCATGGCATCGGTAATATCAGAAACAAAGAACTCATCAAAGCAGATAATTTGTGTTTCATCT
+GCAAATTTCTTAGCAATAATTTTTAGCGGATCGGATTGTCCAGACAGACTTTTGAGTTCTTGATGCACTC
+TGTGCATAAAACGATGAAAGTGCACACGCATTTTATTATTGAAAGGTAGGCTCTCAAAAAAGGTATCAAC
+TAAATATGTTTTCCCCCGACCTACACCTCCCCAAAAATATAATCCTTTGATAGGCTCCTGCTCTTGTTTT
+TTATAAACTTTTTTCCAACGGTTAAGTACTTTTTTAAAACCAGAAACAGCTAATGGCTTGCTTTGTAAGT
+CGTCATATAAACGTTGTAAGTGAATAACCGCATTTTCTTGTGCTGCATCAAAGAGAAAATCATCTCTGGT
+TAAATCTTGTTTATACTTATCTATAGGAGAGAGCTTTATCATTGAGAGCCTATGTTATTTTGAATCAATT
+ATTAATATGTCGATACCAGTTACCATTCAAAATGCAGAATTTCAGTAGAGATTAAAATCACTTTAAGCAA
+GAAAAATAATTTAAACATAGTTATTACTATGATTTAATTATTTAGCTCGGTATAAAGTTATTTAAAATCC
+ATCGAAGAAGCACTTGAGCAACATCACTTAATTGTTGCTGTGACTTATAATGGAATAACCATTATTTCAT
+TACAGCGTCTTAAAATGAAATTGTTCAGCACTCTGAAACATGCATCTTGATTGATAACCGGAATATACAC
+TTGAAAAATAAATTTTTACCTAGATATTTTTACTAAGTAAATTGTTTAGATGATAGTATAATCTATCTTG
+GCACCATATTTAATTTCTATTTACAATGTAAGGTACACCCTATGAATGTAGTAATAGCTCTAGTCATTTT
+TATCATCGGCGGCATCGGTGGTTTTTTCGCAAATCGTCTTCTTTCTAGTACAAGCCAAGAGCAACGTAAA
+TTAGCGGACCAAGTCAATAAAAGTGAAGCAGCTTTAGATCAATACAAGTTAGATGTTGCCGAGCATTTAG
+ACAGCTCAGCCAAATTACTTGACCAAATGAATAACACTTGTCAAACAGCCATGAAGCAAATGAAAGAAAG
+TACTCAGTTATTGCAAAAAGCAACTACAGTAGAAGCTGAAGGTATGCCATTTTTCTCTGCTGAAACTCAG
+CAACAACTAGCACAAACGGCGACTTTACGTCACCAAAAGCGCGCTAGTGAAGCAGTTGAAGCCATGACTG
+AAGCACCGCTTGATTATTCAGGAAACCCAAGTGGTTTATTTGCCGACCAGAAACAAAAAGTTACAACTAC
+AGTGTAATTTGATACATGATTAACTGAACTAAAGCTTTTTAGTTCAGTCTATTTAGGAGTATTTATTAAA
+GTTAACTGAACTATAGTTAGCTTTTTTTATTGGGTTAACAATAAACCTCGGAGAACGCTTAAATATGAAA
+AAATCATTTACATCATCTAAATTATCAATTGTCATCAGTGCCGCATTATTATCATCGACCTTAGCACTTA
+CTAGCGCTCCTGCATTAGCAAACTTACCTGCCCAAGTAGATGGCCATGTAATGCCCAGCTTAGCTCCAAT
+GCTTGAACATGCGACTCCAGCTGTTGTTAGTATCTCTGTAATAGGCACCCATAATGTGCCACAACAAAAT
+GTACCTGACGCATTCAAATTTTTCTTTGGTAATAAAGAAAAAAATCAAGGACAACCTCAACAAAGACCAT
+TTCGCGGCTTGGGCTCAGGTGTAATTATTGATAGTGATGAAGGTTATGTTGTTACCAATAACCATGTCAT
+AGAAAATGCTGACAAAATTATGATCACCTTAAAAGACGGTCGTCAGTTAGAAGCGAAGAAAATCGGTAGC
+GATGCAAAAAGTGACATTGCTTTATTACAGATTGATTCTGAAAACTTAAGTGAAATCAAATTAGCCGATT
+CCGATAATTTGCGTGTTGGAGATTTCACTGTCGCGATTGGTAGTCCGTTTGGTCTAGGACAAACCGTTAC
+TTCTGGCATTGTTAGTGCGCTAGGACGTAGTAATCTAAATATCGAACATTATGAAGACTTTATTCAAACC
+GATGCTGCCATAAATAGTGGTAACTCCGGTGGCGCTTTAGTTAACTTGCGCGGTGAGTTGATTGGTATCA
+ACACAGCGATATTAGGGCCTAGTGGTGGTAATGTCGGTATTGGCTTTGCTATCCCGAGTAATATGATGCA
+TAACCTAATTACGCAGATAATTGAATTTGGTGAAGTACACCGCGGTATTCTGGGTGTATCTGGACGAAGT
+GTTAACAGCGAAATTGCCAAAGCAATGGAGCTAGAAACAAGTCAAGGTGGCTTTATTGAGCAAGTGATGC
+CTGACTCTGCTGCAGACGAAGCGGGTATTAAGGCAGGTGACGTGATCATTGCCGTGAATGGTAAAGCCAT
+TAAAAGCTTCTTTGAACTACGCGCTAAAATTGGTTCAATTGGTGCGAATAAAAAAGTTAAGTTAACGGTG
+ATAAGAGATGGAGACAACAAAGTATTTACCGTTAAGTTAAAGCAAGATCAAAGTGCAGATATTACTGCCG
+CCAGTATTCACACTATGTTAGATGGTACTAAATTAGAAAATGACACCAAGAAACAGGCGATTATCATAGA
+ACAAGTTGCCGAAGGCTCTCCGGCACAAAGGGCAGGATTTCAAGCAGGTGATATTATCACGGGCGTTAAC
+CGTAGTCGTATCAAAGATATTGCTCAATTACGTGATTACCTTAAAGATAAAAGTGGTGTACTAGCGCTAA
+ATATTGTTCGGGATAATCATTCCCAGTACATAATGATCCGTTAATAATATAAGGTTATTGAGTAAATAAT
+ACCTAAAGCTGATTAGATTGACGAGACCGACTTGCATCGGTCGAACTCAATGTAATCAGCTTTTTTTATG
+TTACACTGAAAACATTGGTACAACATAAAATAAGATAACCTTTGAAACTCTTTTCTTCAATCAAATATAC
+AATTACAGCAATAAGTTACGGTGTCCTGATCGCTGTAGTGTTATTACTCCTAATACCTGGATTAGTTCCT
+GGCTTAAACGATACCAGTTTAGCAACAAGCCTTTTTAAAGGTAGTCAAGCGCAACAAGCACCACTTTCAT
+TTGCCAAAGCAGTTAGCATCGCTAGCCCTGCTGTTGTTAATATTTATTCTCAACAAATTGAAGTGAATCC
+ACAATACGGTCGAAAAGCGCGTAAAAGTACTCGCTTAGGCTCAGGCGTGATTATGGACACCCATGGTTAT
+ATATTGACTAACTTACACGTAATTCGCCAAGCAGACCTTATTCAGGTACTACTGCAAGATGGCCAGATAT
+ATCCAGCCGAGTTGATAGGTTTTGACCATTATACTGACTTAGCGGTTCTCAAAGTCAATGTTAACAACTT
+GCCTGTAATCCCACAAAAGGAGCAGCAAACATCGCTAGTTGGTGATATTGTTCTTGCGATTGGTAACCCA
+CTAAATTTAGGTCAAACAGTGACTCAAGGCATTATTAGTGCAACAGGCCGTAATGGTTTGAGTAACACTA
+GCTATTTAGAGTTTTTACAAATGGATGCTGCCATCAATGAAGGAAATTCCGGTGGAGCACTTATCAACAG
+TAATGGTATTTTAGTCGGCATTAATTCAAGAAAATTCACCCAGTCAAATCCACAATTATCAATCCAAGGC
+ATTTTCTTTGCTGTACCTTATCAATTGGCTTACAAGGTAATGCGACAAATCATTGAAAATGGCAAAGTGG
+TACGAGGTTGGTTAGGTATTTCCACTAACCGTTACCATAAAGAACTAAAAGGCTTTGTTATTGAAGAAGT
+CATGGATAATAGCCCTGCAAAAGCAGCGGGAATACAAGTTGGCGATGTAGTTTATCAGATCGATAATGAG
+TCGATTAATAGCGTAACTGGTGCCTTAGATATTATTGCTGAAACCCAGCCAAATACAGAGCTAACCTTCA
+AGATTTACCGACAAGGTAATACCATAGAAGCTAAGGTAAAAATCATTGAATTAAGAAACTAATTTAAGCC
+ACAACAAATCAATTTAGATACTCATAAAAAAAAGGCAGACGGTATTTATACCGTCTGCCTTTTTTGTTAA
+CTACCTTTATTAACTTTTTATATTAACTGATAGTAATACCAACTAAACGCTATTGGTTATAGCGCTTATG
+AGTCTAATTCAAGTAAGTATTTTACTAAATTTTGGTAGTCTTGCTCAAAATTGTTACGATCTAATTTTGC
+CGGATCAATTTTATATTTACCATTAACAATAATCGTTGGTACGCCGGTTAATACACGTTTAGCCGTCATA
+TTTTCTTGATACTTTTTCATTGTTTTCGCTTGTGAATTAACACTAAAGCTTTTCATCAATTTATCAAACT
+TGTCGCCGTCAGCACCATTTAATACAAAGATATTACGCAAATCTTTTTCTGTCGTAATCACAGCACGTTG
+TACATGGATATAGTTAAATACTGCACCAATTAATTTATCTGAATCACCTAATTGTTCTGCGACCACGGTA
+GCCTTAGTGATCATTTGTTGAATTTTAGGGCTAGCTGCTCGAAGAAAATCAACATGATTACGTTCAAATG
+AGGCATCTTCAGGTAAGCTCTTTTTAAGACTATGCATGATAGGCTCAAATTTAAAGCAGTGACCACAATA
+TACTGAGAAGTATTCTCTCACTTCTTTTTTCTTAGTTACCGTTTCATTCACTTTAGTATATTGCTCACCC
+TCAGTGTATTGTGCAGCTGCGGCGTTTACCGATAAAGCCAACAACGGCATTAACAAAAGAGATTTTAGTA
+ATTTATTCATTATTATTTCCTAAAGTAAAATTGCCCTATTACAGTAACTAACCTAAGTAATTTACATTAC
+TTATTCATTATCCGTAATTAAGGCTAAAAATTATTCAAACTTAACGGCGGTTGTTGCAGTGCTGACATTT
+GCTCTTTAAGCATTAGTATCTGCTGCTCCCAGTACTTCTCAGTATTAAACCATGGAAAGTTTTGTGGGAA
+AGCTGGATCATGCCAACGTTTACATAACCACGCCATGTAATTAACAACGCGCATAGTTCTTAGTGATTCT
+ATCAAAAGAAGCTGGTCATTTTCAAACGTAAAGAACTCCTCATACCCCATTAATAGTGTATCAAGTTGTA
+ACAGCTGCTGTTGTCTATCACCTGATAGCATCATCCAAAGGTCTTGAATAGCAGGTCCTGTTCGACAATC
+ATCTAAGTCAACAAAGTGAGGTCCTTCATCACGCCATAAAATATTACCTGCGTGACAATCACCGTGTAAG
+CGAATTTGTTGCATGCCTTGTGCAGGTAAATACTGCTCAGCTGCTACCGCAATGACTTGGTCCAAAATAG
+TAAAAAAGGCTGTCGTTAAACTCTTGGGTACATAATTTGAAGCTTTGATAGTTTCACGCGCTTGAAAAAG
+CAATTCATCACTGTTGAAATCTGGTCGTTGTATGAAATCATTCTGCGACGAGACAGCATGGATGCGCGCA
+ATGAAGCGCCCCATCCATTCTAACTGGTTAAGATTATCAACCTCAAAAATACGTCCACCTCGACAAGGAA
+ATACCGCAAAATGATAACCTTGATGCTCAAATAAACTTTGTCCATTTATTTTAAGTGGTGCAACAATCGG
+TAACTCTTGTTCCTCCAACTCAAAAGAAAAGTCATGCTCTTCATTTATTTGCGCAAGCTGCCAACGCTGC
+GGCCGATAGAATTTAGTTACATATTTAACTAAATTATCATCATGAAATTGATAAACACGGTTCTCATAGC
+TATTAAGCGCTAATAAACCACTATCAACACTAAAACCAGCACTCTCTAAGCCATCAATTATTAAATCTGG
+TGACAAGGCACTGAAATCAAATGATGCCATTAGCGTTTATTAAAAAATCGGCTTTCTTGCTCGATTCTTG
+CCTCACTTTCTGGTGAAACTTGTTCTACAACAAAGGTAATATTACTCATGTACTTTTCCAATTCATAAGG
+ATCAACCGAAATACTGATAGGTAGTGTGTAGACTGTCGCAGCCTCAACCACCACTTCTTGTTTACCATGC
+CACTGGGTATTTTCAATACCTTTTACAGAAAGTTTATAAGTATTATCTGTTTGTGACATATTAAGAATTT
+TTAAGGTATAAACATTCTCAATGTCACCATTAAAGTTTTCTCTTGCTAACTCAGTGCGATCGCGAATGAT
+ATCTAACGATAAAGGTACACGATTAACAATTTCGAGTATTAACATGGTACTCATGATAACAAGCAAGACC
+GCATAACCAATAAGCTTAGAACGAACTAAGTGAACTTTCTTGCCTTGCAATTCATGCTCTGTAGTATAAC
+GAATGAGACCTTGAGGATAATTCATCTTATCCATAACGCCCGAACAAGCATCAACACAAGAACCACAGTT
+AATACATTCATATTGCAAGCCGTTACGAATATCGATACCGGTAGGGCAAACCTCAACACATAAATTACAA
+TCTATACAGTCGCCAAGTCCCATCGCCTTATGATCTTGTTTTCGACCACGAGCACCTCGTCCCTCACCAC
+GTTCAACATCATACGCAACAGTTAAAGTATCTTTATCAAACATAGCTGACTGAAAGCGCGCATAAGGGCA
+CATGTGCAAACAGACAGTCTCTCGCATCCAACCCGCATTGCCATAGGTGGCAAAGGTGAAGAAAGCTAAA
+ATTCCCGCCATCATCACACTGGTATCGAAAGTAAAGACATCAACGAATAGCTCTTGCATCGGTGAAAAAT
+AACCAGCAAATGTCATCGCGGTAAACAAGGAAAATAATAACCAAGCACTATGTTTTAAGGTTTTTCGAAT
+AACCTTATTACCCGTCACTTTTTGCCCATCTAGCTTCCTGCGCTGGTTAGCCGTACCTTCAATTTTTTCT
+TCAAACCATATGAAAATGAAAGTCCAAACGGTTTGTGGGCACATATAGCCACACCAAACACGACCTAAAA
+AAGTGGTAACAAAAAAGAGGAGAAATGCACCTAAGATAAAAAACCATGCCAATAAGGTTAAATCTTGTGG
+CCAGAGTGTTAAGTTAAAGATGGTAAAGCGTTGTTCACTGATGTCGAACAATATAGCTTGATGACCATTG
+AACTGAAGCCAAGGAAGAATTAAAAAGAAAGCAAAATAAACCAAGTTCATACGCTGTCTTAGCTTTTGGA
+AAAAACCAGATACTTTACGAACATATATTTGGTCACCTGGCTTATAACGTTCTTTACCAGTATTTTTACT
+GCCATGAATTTTGACGTTTTTGATTGGGATATGCTGCTCTACCACAGGCTTATTTGTCTTAGGCGTAGAG
+GATGATTGGTCGTTTGCTCTCACGATAAATCCTTGTTAAGCGAAAAATAACTACTAAAAATATGACTAAC
+TGGCTACAAGCTAGTATCAAAAAGATAAATGATTTTATTAACAAAAGCCGACAATAGCTAATAATTTATA
+CCTTAAAACAACTAATTAATATAAAATCGACTCTTCTCATTTATTATATGGCATCTTATGAAGCATTTAT
+TGATCTTAATCGTGGCCGCATCACTCTATTTACATTTCTATCCAAACGAGAAAGTAACTGAGTTTTATAA
+CGAGCAGAAGCAAGCTCTGCTTGATGGTTTCGGTGAATTCAGTGATACTAAAGTCCGTTTGAAAGCCGAT
+AAGATTTATCTAGATTTAGAAAGTGAGCTAGAGAATTTTTCAGAGAAAGAAGTTGAGCGATTAAAAGAAA
+TCACCTCGTCAAGGGATAATGTAAAGGCATTTTACTTAAGCATTTGTAAAACCGATACCAGAGACATTGA
+TTTTCATATTACCAATGAAAAGAAAGTTTGTTCAACTATAGATCGTTATACAAGCATGCTTTAAATCTTA
+GATTTAAAGCACATTCCCCAGATCTATAGATATAAACAATACTAGCTAGCAGATAACCTAACGAGTAAGT
+TAGCAAAGTTATCGCTCGCTTGCTCTTGTTCAACATGCTGTTGCGCTTTTATTTGCCACACACCATTAAC
+CATCACATCTGACACTGGATTTTGCTGACTCGCAAAAATCATACTATCAAGTAACTGTTGGCTAGCACTG
+GCAAATAACTTGGTTTTATCCTTGTCCAGTACTAATAAGTCAGCCTGCTTGCCAATGGCTAAACTTCCGG
+TATTGCTATTGGTACTCTGCGCTCCACCTATTGCCGCTTGCTGCCATAAATTTTGCCCAACGGAAGCCTG
+TTCATCTGTAGCTAAAATAGCACGTTGTTGCTTAATTAGGCGCTGTGCATATTCAAGCCAACGTAATTCC
+TCAATCGGGTTTACTGAAATGTGGCTATCAGAGCCAATGGCTATAGTGCCTTTATCTGCTAGAAACTCTG
+TCGTTGGGAAAATTCCATCACCTAAATTAGCTTCAGTTGTCGGACAAATTCCTGCAATAGCCTCTTTAGC
+GATAATGCCTTTTCTTTCTGCTTCGTCAATATGCGTTGCATGAATTAAACACCAATGCTTATCAAGTTCG
+ACATTATCAAGCAGCCACTGCACTGGTCTTTGGCCAAAATGGGCCAAACAATCATCAACTTCTTTTTGTT
+GCTCACTAATATGAATATGAATTGGGGCTTGATTGTCTAAGCTACGCACATGTTTCACCGCACTAAGTAA
+TGATGTTTTATCAACGGCACGTAGAGAGTGAGGCGCAATACCCACATTAGTATTCGAATATTGTTCACTT
+AAGGTGAAACAATCACTGACTAATTGATTAAATTGCTCAGTAGAATTGATAAATCGCTTTTGTCCATCAC
+TCGGCGTTTGTTCACCAAAGCCACTGTGTTGATAAAGTACAGGTAACAAGGTCAAACCTATACCAGACTC
+TTTTGCGGCATCAAAAATAGCTTGTGCCATCGTTGCTAAGCTAGCTGACTTGTCTGTAGTAACACTAGAA
+TTATAAGTACTACCATCTATATCATGATGTAAATAATGAAATTCGGCGACACGGGTATAACCCATTTTTA
+GCATTTCAATATACAGCTGCTTCGCAATATTTTTAGCATCAAGCTCGGTTAGCTGTGCCAAAAATTGATA
+CATGATTTTTCGCCACGTCCAAAAACTGTCTTGTCCTTCACTGCCTTGCTCACTAAAACCTGCAAAAGCG
+CGCTGAAAAGCGTGTGAATGACAATTAACCATGCCAGGAATCACAGCACCTTTAGCTATTTCCGCGCCTT
+CAATCTTGCCTGCATCTACGGCAGTGATTATGCCCTGCTCTATCGTGATAGTTTGTTTACTTGCCCAACC
+ATCGTTTAATAAAATATTCTCTGCGTATAGTTTCATATTGCTCTACTAATTTACTCTACTGAATTTGTTA
+TTTGGAATTACCTGAGTAATTTGCCATAAAGATGAAATCAATCTCGCTATATCACTTATTTCTCTCGAGT
+GAAATCAACTAAACACTGTACAAATATCTGTAATTTATCTTTTATTTTTTCTGCTTTATCTTCATTGTAA
+TGATCACTTGGTTCATCCATATAAGTTCGTTGTGATAACTCTAACTGAAGCGCATGTATATTCTCTGCTG
+GATTACCATAACCACGCGTAATGTATCCGCCCTTAAAGCGGCCATTTATCACCGTAGAATAAGGCGATAA
+ATCAAGGTTTTCGATTTTATTAATCAGTTCAGTACTACAACTTACACCATTAGCACTACCAAAATTAAAG
+TCAGGCAATTGACCCTCAAAGAAACGAGGTACATGTGACAATATTGAGTGAGCATCAAGTAAGACAACTC
+TGCCATATTGTGCTTTCATATCGGCTAACGTATTTTTTAAGGCTTGGTGATAAGGTTGCCAGTAGCCGTC
+AATTCTTCGCTTAATTTCCGCTTCATCAGGTTCTTTACCCGTTATATACAATGGAGATAAATCAAATGAG
+GTCGTTGGGCAAAGCTCTGTGCTGTTTGCTCCTGGGTATAAATTTATACCATCAATATTTCGATTTAAAT
+CGATAACATAGCGACTGTATTTAGGTTTAATAATATAAATACCAAGATCTTGAGCAAAATCATAGAGCTT
+ATCCATATACCAATCGGTATCAGGGACCTGATGACCAGTCTTTGTCATGTTACAGGCAATACTCTCGGGA
+ACTAATTGCCCGTTATGCGGCATGCTGATTAGCATAGCAATATTACCCGTGACCAAGTCATAACTTGTAT
+TCATACTATCCCCTAAAATTGACTACCAATCAAATTGTATATACAACTTGGTGACAGCTAATTTATCACG
+CGTTAGTTACTCTGAGCAAGGACAGATGGAATTCTTTTCTTTTGCTCGTTTTAATCTGAGAATTTTGATA
+TGTTGTTAATTCACCTTTGTAATAGGTGCTACCTATTACATTGATAGGTTTAATAGATTTTACTTAAAAT
+AGTTGAGCTATCATAATAGCTGCATCTTAACGAATTGAGTCAAGTAGTTACTTGGCAAAGAATGACAACT
+AACCCTAAAGGATTTCATTATGTTTACTGATATTACCGGCCAAAAAGTCCCTTCAGTTACCTTTCCAATT
+ATAGCTGATGACACATGGAGTACTCGCAATTCAGAGGAAATTTTTGCCAACAAAACCGTAGTAGTTTTTT
+CATTACCTGGTGCATTTACACCAACGTGTTCATCATCTCACCTGCCACGATATAACGAATTAGCGACTAA
+ATTCTCAGCCAACGGCGTTGATGAAATTATTTGTATTTCTGTAAATGATACCTTTGTAATGAATGCTTGG
+GCAAAAGATCAAGACGCCGATAACATTAGTTTCATTCCTGATGGTAATGGTGAATTTACACAAGGCATGG
+GTTTATTAGTTGATAAAGCGGCAATAGGATTCGGCAAACGCAGCTGGCGCTATGCTATGTTAGTTAAAAA
+TGGTGTTATTGAAAAAATGTTTATTGAACCTGATTTACCAGGAGACCCATTTGAAGTATCTGATGCTGAT
+ACCATGCTTAACTTCATCAACCCTGAAGCAGTTCAAAGCACTGAAGTGGCGATTTTCACCAAACATGGTT
+GTTCTCACTGCACTAAAGCTAAAGCATTATTAGCTGAGCAAGGTTTACAGTATGAAGAATTAGTATTAGG
+TGAAGACACAACAATCACGGCAATGCGTGCTATTTCAAATGCTGATACTACACCACAGATATTTATCGAT
+GGTAAACATATTGGCGGTAATGATGAATTAGTAAAGCACTTTAGCTAGTACGTATTTAGACTATTAAAGC
+ACTAAAAAACTAAGCTATACCCCAATAAAAACACAATAATGATATACTCTCGTTATTGTGTTTTTTGTTT
+ACATGCTACTACTAGTTCTCAATAGCTAGTAACAATGTTACTTATTGGAATAAATAATGGATAACCAGCC
+TTATAACCCTCTTCATGGCCTAACTCTCAAGACCATAGTTACTGAATTAGAAGCCTACTTTGGTTTTGAA
+ACGTTAGGTAAAACAATCAAAATTAAATGTTTTACTGATGACCCAAGTATTCAATCTACATTAAAGTTTC
+TGCGTAAAACGCCGTGGGCTAGAGAAAAGGTTGAGCAGCTTTACATTAAAAATAAAATTAAAATTCAAAA
+TTCATTTGAATCAGGTGATTTGGATTAGGTCGACAGATTCATTCGCATCTCTGGCTACTAATTTAATAAG
+ATATAGGATCAAAGTACTGGTATTGCAACGAAAAATATCTAATGATGGCGGTAATACTAATTACTAAATA
+GGCACATAAGTACATTATGTCTTCAGCTACTCATTATATTTTAACTTGGCAATGCCCGGACAACACTGGC
+GTGTTAGCCAAAGTATCGCAAAGTTTGTTTTCACACGGTGCTTTTATCACCGAAACATCACAGTACAGTG
+ACCCGTATAGTGAAACCTTTTTTTCACGTATTGCTTTTGATGATCGTAACTTAACGGTTTCCAGTAGTGA
+ATTCGTTAAAGCATTAAATGAGTTAGCCAAACCACTCGCCATGCAATATCAATTACGTAAACGTGCTGAT
+GTACCCAATGTCCTGATTGCGGTGTCAAAAGACGATCATTGTTTAGTCTCATTGTTAACTAAGTGGCGTT
+CTGGTGCTTTACCGATCAATATCGTTGGCGTTATCTCTAATCATCAATATTGTCAGGCGTTAAGTGAATG
+GCATAATGTTCCCTTTTACCATTTACCCGTCAATGCAGAGACCAAACTCGAACAAGAAGCTCAAATTACC
+GACTTAATGGAAGAACTTAATATCGACTTATTAGTATTAGCCCGTTACATGCAAATACTTTCTGATGGTT
+TATGCCAGCAACTACAAGGTAAGGCCATTAATATCCATCACTCATTCTTACCTAGCTTTAAAGGTGCTCG
+CCCTTATCACCAAGCTCATGCTCGTGGTGTTAAAGTCATTGGGGCAACCGCGCACTATGTAACAGCGAAT
+CTTGATGAAGGTCCAATTATTGCTCAGGAAGTAAAACCAATTAACCACGCTTTTACCATAGAGCAAATGG
+TACATATGGGCCATGATTTAGAAGCGACAGCATTAAGCCATGCCGTAAGGATACATGCTGAACAACGCGT
+TTGTATCAATGGCGATAAAACAGTTATTCTGGCTTAGCTTTGTTTTAATTTTAGTTTGATTTTAGTCTAA
+CGATACATTTCAAGGTCGGCTGTAATTAATTTTGTACAGCCGTCAACTCCCCCTGACGTAAAGTGTTTTA
+CTAAATAAGGGTAAAATTAGCCTAAGTGTCCACTTTGTGATTAAAATTACCTCATAACCTATTTTAATAA
+AAAGTCCTGATCATGATTAATATAGAAAAAATTCATCACGTTGCTTATCGCTGCAAAGACGCCAAAGAAA
+CAACCGCTTGGTACAAAGACAAGCTAAACATGGATTTAGTGCTCGCTATTGCTGAAAATGAAGTACCTTC
+AACCAAAGCGCCAGATCCTTATATGCATATTTTCCTCGATGCGGGAAATGAAAATGTTTTAGCCTTTTTT
+GAATTACCTAATTCTCCAGCCATGGACAGAGATCAGAATACTCCGGCTTGGGTGCAGCACATTGCTTTGA
+GAGTAGCGAGTTATGATGTATTAGTCTCTGCTAAAGAAGAGCTTGAAAGTAAAGGCGTTGAAATTTTAGG
+TCCAGTTAACCACGGTGTTTTTAAGTCTATTTATTTCTTTGATCCTAACGGCCACCGTTTAGAACTTGCT
+GCCGACACAGGTACAGAAGAGCAATATAAAGAACTTAACAGAGTTGCTCACGATATGATTGAAGAATGGT
+CAGTGACTAAACGTGCACCGCGACATGCTGCTTGGTTACACGAGCAAGATTAATTTACTATCGCTCACGT
+TTCACTCACTTTACAGACAAAAAGATAAAAAGCACCTAAGTTATCACTGAGGTGCTTTTTTTTGCAGTTT
+GTCTCGTCAACTCAAATTAATAGCAGCTAAAACTCACTAAGATAAATCAGAAAAATTACGCTTCATACTC
+TTTACATAATTGCTTAACGGCAATAAGCATTTCTACATTGATGTACCTTGTGCTTACTCAACTGAGTAAC
+TCTGAAATACATATTCTCAAGGAGCTTGGGTATAACTCTGTTAACGGGCTAGTTGTCATCCCTTACAAAA
+AAACAAATGGACGTCTAGACGTTTAAATGGTTATACTCTAGGAAAAGAACGTTCGAGACAAGCTCAATAA
+ATTCATCAAGGAGTTGAAATAAATTAATTATGTTCGAGATAAAACATTTAAAAACGCTTACAACCCTTGC
+CAATACAGGGAATATTCGCAAAGCAGCTGAAGTGTTATTTAGTAGTCAGTCTGCTTTGTCGCATCAAATA
+AAGGATCTTGAGCAACGCTTAAATGCGCCTTTGTTTATTCGTAATACTTCACCGGTTGAGTTTACTGAAG
+CAGGAAAAGTATTACTTAGTCTTGGTGAAGAGTTATTGCCAAAAATTAAAGAAGCTAATATCACCTTAAA
+ATCACCATCTTTAGCCCTAAGCTCTTTAAAAATAGCCATAGCATGTCATGCCTGCTTTCAGTGGTTATTG
+CCGGTAACAAGCCATTTTTCACAGCAAAAAAATAACGTTGAACTCGAGTTTATTGATGAGTCGTTTGAAA
+TTAATAAACATAAAAATCAAAGTGAAGAGAAAGCTGACATTCTGTTTACTGACGAGAAATTAGCAGAAGA
+AAATGTCATTTACCAAGAAATTGGTCAGTTTGAGGTGATGGCTGTTCTTTCTAATCAACAAGCTAGCAAA
+CTGAAATTATCAGAACGGGTCGGATCTTTTTCTCAAGGTGGTGTGACAACAACGCCCTATTTACTGCCCG
+AGAATTTTAGCCAGTTGACTTTACTAACCTATCCTTTGCCACCCGAGCAGTTAGATATATTTAAATTATT
+TCTAACGCCAGCCAAATGCAAACCGAGTAAGATAAAGCAGGTGACTAATAGCCATGTTATGTTGCAAATG
+GTCTCAGCTAATATGGGCGTGGCTACATTACCTGATTGGCTAGTATCAAGCGTAACCAAACAGTCACTAT
+TTCGTTGTATGCGCTTAGGTGAAACAGGCATTCATAAAAAGCTCTATGCCCGTTATGATAAAAATAGTAA
+ACAAATTGATATGATAGAAAAACTATTACCTGAAGCTATCAGAGAGTTTACAAATTTGTATATAAATGAT
+TAATACGGTTGGTATAACTAACAATTGAGGTAAACCATGTGGTATCAAACTGAAATAACGTTGAAAGCAA
+GAAAACGTGGTTTTCATTTAATCACTGATGAAGTCCTAAAACAACTGCACGAGCTGAACAAGGTTAACTG
+TGGCATTCTTCATCTTTTTATAAAACACAGCTCTGCTTCCATTACCCTTAATGAAAATGCCGACCCAACG
+GTACGCTCAGATATGGAAGCGCATTTTAATCACTTTGTCCCTGAAAGAGCGCCTTATTATCAGCATACTT
+ACGAAGGTGATGATGATATGCCTGCCCATATAAAAGCCAGTCTACTGGGTAATAGCCTTAGTTTACCTAT
+TAGTCATGGGCAATTAAATATTGGGATTTGGCAGGGAATATATTTAGGTGAGCATAGAGACCATGCCAGC
+AACCGAACGATTGTGGCTACCATCAATGGAGAGTAAATAGCTAAGAGATAACAAGCTAGATCCTCGACTC
+AAACACCACGAGGATGACGACTTAGAGGTTACTATTTAATAACCTAACTTCAACGACGTCATTGCCGAAT
+TGACTTACGATAATGGCATTCAGCTTTAAGTTGTATGGTTCAAGTTAAAGAAAAAAGCACGGAATTGATG
+ACTATCAATGAATACTTTTGACGCCTAAATTGGACCATACAACGACAAGATGAATGTTATTTAGCTATTA
+GTTTAGTCTTCTTCTAATACATGTGGTCCGGCATAATTATCAAAGCGAGAATACTTACCTTGGAAGGTTA
+ATGGCACACGGCCAATCGGTCCGTTACGTTGCTTACCAATAATAATCTCTGCCATGCCTTTAAATTCACT
+GTCATCGTGATAAACCTCATCACGATAAATAAACATGATTAAATCTGCATCCTGCTCTATTGAACCTGAC
+TCACGTAAATCTGAGTTAATTGGTCGTTTATCCGAACGTTGCTCCAAACCACGGTTTAACTGAGATAATG
+CCACAACAGGCACTTTTAATTCTTTAGCTAAGGCTTTGAGTGAACGCGAAATTTCAGCAACTTCTAAGGT
+ACGGTTATCAGAGAATTGTGGTGCTCGCATTAATTGTAAGTAATCAATCATGATCATACTAATACCGCCA
+TGATCGCGATGTATTCTTCGCGCTCTTGAACGCACTTCTGTCGGCGTTAGCCCTGCCGCATCATCAATAA
+ACATTTTGCCTTTTTCCATGAGCAAGCCCATGGTTGAAGACAGACGAGCCCAATCTTCATCTTCTAACTG
+ACCAGTACGGATTTTAGTTTGATCAATACGGCCTAAAGACGCCAGCATACGCATCATGATTTGATCTGCA
+GGCATTTCTAAACTGAAGATAAGTGCAGGATGTTCTTGTGTCATCGCAGCATGTTCGGCCAAGTTCATCG
+CAAAGGTTGTTTTACCCATCGATGGACGCGCTGCAACAATGATCAAATCAGACTTTTGTAAACCTGCTGT
+CATTTTATCTAAGTCAGCGTAACCACTCGGCACACCGGTAACACCACCTGATGGCGTTGAACAGAGTTTT
+TCAATTCTATCAACAGTTTTTTCTAACACTGAATTAAGACTTTCAGGGCCTTCATTCTTGTTGGCTCGTT
+TTTCAGCAATTGCAAAAACTTTGGTTTCAGCAAAATCGAGTAAATCGGCGCTGCTTCGTCCTTGCGTATC
+ATAACCTGCTTCAGCGATTTCATTCGCCACGCTGATCATTTCACGGGTTACTGCACGTTCACGTACAATG
+TCAGCATAAGCAGTGATATTTGCCGCACTTGGCGTGTTTTTCATCATCTCTGCGAGATAAACAAAACCGC
+CAGCATCGTCAAGTTTTTGGTCGTTTTCTAGGGCTTCAGACAGGGTGATTAAATCAACAGGTTCGCCTAA
+TTCGATTAACCCACCAATGGTTTCAAAAATAAGGCGATGTGAGCGACTATAAAAATCAGCGGCAACGGCT
+TTTTCAGCAACTCGATCCCACGTTTCATTATCAAGTAGCAGTCCGCCAAGAACCGATTGTTCAGCTTCTA
+GCGAATGCGGAGGTACTTTTAATTCATCGATTTGTTTGTCTTTAATGAATTGTCTTTCTTTTGAAAATTT
+ACCTGGCTTTTTGTCGGCCATTACCTAACCCTACTCTACTACATCACCATACTCGCGCTTGCTTTAACTC
+TTACTATAACTAAGACAAAACAACGTAAACGAGTATCTAAAAAAGGAGTGCTAATGTAGCAGAATTTAGC
+CTATCAGAATATAAAAGTTTCACCTAAAAGAGCCGTGAAGTTAAAAAGATTACTTGCTGCTAACCTCAAT
+ATTACCGCTAACCGTTGACACTCTTACTAAAGCACTGCCATTGGCCGTTTGAAAATTTAACTCAGCACCT
+GGGCCATATTCATCATGCTCAGTTTTAACATCAGTGATATTGTTATCTATGTCGCCGCCAACACTTGATT
+TAAGGTTAAAACCAGCATCGACACCTTTTTGAAAAGTAAATATTAAATCACCACTTACTGTCGACGCTTT
+AAGCAAGGCTTTTGCATTTAAGATGAGCTTTGCTTCTAAATCACCACTAACCGTTCTAATACGTAGCTCT
+ATCACTTCAGCTAAATTAAGCTGACTTCGACCTGAAACATTATTGAAAAAAACTTCCTTCGCTTGGCTGT
+CAATAATCACCTCACCACTGACCGATCTAATTTCTAACCGACCGGTGGAGTCGGTATCATTTATGTCGCC
+ACTAACGGCTGACAATGAGATCTTCCCAGACAATTTGTCACTATTTATATTGCCACTAATACTACTTAGT
+TCAACATTTTGCGTTACGTTTTTTGCCAAAACATCACCGCTAACCGATATAACTTCAACACCGCCATGTA
+AGTTAGATAAATGAATATCACTAGAAACACTTGAAGATTTCATGCGGATATTTTTTGGCATAAAAACAGT
+GATCTTTGAACCATCTGCACTCCAATTATCCATTCTAGAGTATTCAACATTAATAAGAACTTGTGCACCT
+TTTTGTTCAAAAATGAGTTTTTCTGCGTCATCATCTAGTGTGCCGGTAACGGATATTTTATCTTTATTCC
+ATCCAACAACATTAATAAGACCACTGTGATTATTAATCGATACATTAGTGACATTATTACTTGATATACT
+TTCTGCAATTTCAGTATCTGCAAATGATGGTCCACTTAGTAGTAAACAAGTTGTCATTGTGAGCATAGTT
+GCGCATTGCTGTGTTTTTCTTGTTAATTTGTTCATTGTAACCTCTTATCTTTGCTATTTATTACGGTGTT
+TAGCGAACTATGTCTTTAGTTAACTCTGCTGGGCGTTAACATTGTAAATAGCTAAATCACTTGATATTGG
+CGATATAATTGCTGTAGCAGCTTTAATTCTTGTTGCTGAGTAAAGTCTAATAAATTTAATAAGTCGGTAT
+TATTTTCATCTGTTAGCAGTGCTTTTCTTATTGATGCTCTTGCATCAGATAATTGCGTTAACTCTTGTTG
+CATTGCTGCAGGTAATTTATCAACAGTAGGCTGGCCATAACTTGCTAATAACGTTTGTTTTTGTTTTTTA
+AAGTTTTGTTGCATAAAATTAACCAACTGCCCTTGAGTAACGCCATTTTTTTCTTGAGTTTTTACCAATA
+CGGGTTCACTTTCTTTATTAATCGACGGTGAAAAAGTAAACCAAGACACCAACATTACCAGTGCAATAGA
+AGCAGCCCAAGCACTTGGCATAAAAAGATTACCTTGATTTTCTGCTGCAACTTCTTGCCTCTTATGATTG
+ATGGCTCGCTCGATACCTGACCATAAGTCTCGTTCGGGTGTCATTTCAACGGGTAACGTTGCCACTTGCT
+CTGCGAGTGTTTTATCTGAAATTTTATTGTTTAGATGCATGTGGTCTTGAGGGTTATATTTACTCATGAT
+TTATTTCCTCCTCAATCGATACAAAACCATTAGCTATTAATGATTCTTTTAATAAGCTTCTCGCTCTGTG
+GTATTGCGACTTACTCGAGCCTACTGCCATTTTTAACATGGTGGAAATTTCCTCATGGCGATAGCCCTCA
+ACAGCAAACAAAACAAAAACTAAGCGTGCTCGTTCTGGTAAACGGGCAATGTGCTGGTCTAATAGCGTGA
+GCGTTGAATCATCGGTTAAACTAACACTAGGTTCTTGAACGCCAACCCCTTGCTCTTCAATACTAAAAAC
+ACGCTGCAACCAATTTTTATGTTTACGTAGGTGTCCCAGCACTACATTTGTTGCGACACTGTGTAGCCAA
+GTACTAAATTTACTTTCACCACGAAAATTATTAATTTTTTGCCACAAGACGACAAAAACTTCCTGGCAGA
+CATCTTCAGCACTGTCTTTATCTGCCAACATGCGCCAACACAAGGCATAAATTCGCCGATGATATTTTTC
+ATAAAGCTGATAAAAAGCGGTTTGAGACCCTTGCTTAGCTTCTGTTATCCATAACTGTTCATCATCACTA
+TCACCGGAGTGATGATCTTTATTGGCACTAAAGCGCGCCTTTAGGTCAATGACTTTTTTATCTTGTCTTA
+TTTGGCTATCCAAAAGCTAAAGTCTCTATTTGGTTCAAAATAATTATCCAATAAGTTATCTACAATAATG
+TTCTAAAATGATATGCAATATTAACTAAGATACCTTACCCAGCAAAAAGGTTTAAAGAGTATTTAATAAA
+ATTTATATGATAAAAAAGTATAACTGATAGTTGTGATTACAGTGGAGAAATCGAGGTGAGAAATAGCATC
+AATTAATAGGCACAAAAAAAGCGCCAATAGGCGCTTTTTTTACGTTTATTACAACAGGGGAAGTATTTAC
+TTCTTACCGATTGCAGCAAAACGTTTGTTGAATTTATCAACACGACCACCGGTCTCAGCAGCTTTTTGCT
+TACCAGTGTAGAATGGGTGACAAGCTGAACATACGTCTAGGTGAATGTCTTTACCTATAGTAGAACGAGT
+TGTTACAACATTACCACAAGAACAAGTTGCATTGAATTCAACGTAATTAGGATGAATATCTTTTTTCATA
+GGAACCTCTATCTCTTTAAAGAGAAATTGGGCGCATCGCCACTTAGCCATTTACTTACTGTGTACCCTTT
+GAGAGTTTACTCTAATAAGGATAACCGAAATGCCAAGCACCATACGTAGTTAAAAATTAATGGGGGCGAA
+TAATAAAGGATAGCCTGAATAACTGCAACATAAATAAGCCAATACTGACTAAAAAAAGGCTCGTTAAGGT
+TATTTAGAAAATAAGCGATATTGTTACTTGGCAGTATTCATCACACGGGGCAAAATAGCCCTAACCATTG
+CCAACCAAAAAGCAGCTGATTCAAAGTGCCTGAACAATACATTCAAGTTGCGATTCCTGTTCCTATGCGA
+CAGTTATTTACTTATCGAGTACCAGAAGCGCTAAGTTCCCCTGCTATTAAAGTCGGTGAACGCGTTGCGG
+TATCTTTTGGTCCACGAAAGGTGATTGGTATCGTTATTGATGCACAAGCACAATGTGACTTTGAGATAAG
+TAAGGTAAAAGACATTACTACTCGTCTTAATGATAATTTCAACTTAAGTCAGTCACTGGTTAGTTTTTTA
+CAATTATGTGCTCATTATTACCACCACCCCGTTGGCGATGTTTTCCAACAAGCCTTGCCTATTTTGCTTC
+GAAAAATAGAAAATATTACCTTAAGCCCTCCGATGGTATGGCAAGCACAATGCCCAAGTGAAGATAACAG
+TGACCTATTAGCCAAATTAGAGAAAAAAGCCGCTAAGCAATTCGCTCTTTATCAAATAATTAACAACCAT
+AACGGCATCAGTTGGGTAGAGCTGCGCACATTGGGATATAGCAAAGCACAGTTAAACGCTTTGCAGAGCA
+AAGCGTTAATCATTGAGAAAGAACAGGTAGCGAGCCAATATACTTGGCAAGAGAATACCCTCAATCAAGC
+TGACAGGTTAGTACTTTCAAGTGAACAAGCCATTATTGTTAGTGCTATAAACCATTCTTTAGCACAATTT
+TCGTGCCATCTAATTGATGGGGTTACGGGGAGTGGTAAAACAGAAGTCTACTTGCAATCCATGGAAGAAG
+TACTTGCCAATAATCAGCAAGTATTAGTGATAGTGCCAGAGATTGGCTTAACACCCCAAACATTAAACCG
+CTTTGAACAACGCTTTAATGTGCCTATTGCGTTGCACCATTCAGGGCTGAATGATAAAGAACGTTTAGCC
+ACCTGGTTAAGTGCTCAACAAGGAAGTGCCGCTATTGTTATTGGTACTCGTTCAGCAGTTTTTACGCCCT
+TACATCGCCTTGGATTGATCATTATCGATGAAGAGCATGATTCTTCATTAAAACAACAAGATAGTTTTCG
+CTACCATTGCCGAGACATGGCTATTTTACGCGCAAGGCAATTAAATATTCCAATCGTTTTAGGCACCGCT
+ACGCCTAGTTTTGAGTCTTTGCAAAATGCGTTATCTGGAAAATATAGCTACCACCAACTTCTTAACCGAG
+CAGGTAAAAGTAATAAAGCTAAAATAGCCCTTATTGATATGAACCAGCAGCAAGTCGAGTTTGGTTTATC
+TGGCACACTTAAACATGAAATGAAGCAAACCTTAGCCCGTGGTGAACAAGTATTATTATTTTTAAACCGT
+CGAGGTTATGCGCCAGCTATAAACTGCCAAGAGTGCCATTGGCTTGCAGAATGTCAACGCTGTGATAAAC
+CTTATACCTTACACCAAAAGCAACAACTGCTGATTTGTCATCATTGTGGCAGTCAAAAGCGCATACCTCC
+GCAGTGTCCTAGTTGCGGTAGTGTTCGTATAGCGCCACTAGGCCAGGGCACAGAGCAATTAGAGTCTCGT
+TTAGAAGAACTATTTCCTGAAAGTTCTATTGTGCGTATCGATCGAGATAGCACTCGTAAAAAAGGTGAAT
+TAGCAAAATTATTACAAGAGGTCACTGATAAAAAACATCAATTACTGGTTGGAACACAAATGTTAGCAAA
+AGGACACCATTTTCCTGATGTCACGCTAGTAGCTGTGCTCGATGTTGATGGTGCTTTATTTAGTTTTGAT
+TTTCGCGCAAGTGAGCAAATGGCTCAATTGCTGATTCAGGTAGCAGGACGCGCTGGACGTGCCAGTAAAC
+CCGGGAAAGTATTAGTGCAAAGTAACTTTGTTGATCATCCTTTGTTGCAAGATTTAGTACACAATGGTTA
+TCACCATTTTGCCCACCAAGCACTCACTGAGCGAAAACAAGCACTATTACCACCTTTTACTTTTCAAGCG
+CTGTTACGAGCTGATGCGAATTATCCATCTTACCCAGAAAAATTTTTACGCGCTTTAACACAACGACGAC
+TAGAGGGCTGTGAGTTTGCCGGCCCAGTTCCAGCGGCAATGGAAAAAAAAGCAGGTAAATTTAGATATCA
+CTTGATCATTCAAGCGAAATCACGAAAAGATTTACATCGCGCAATTTTGCAGTTACTTATTCAAATACCT
+AACAATGAATGGCAGGGTAAGGTTCGTTGGAGTTTAGATATTGATCCTATCGATCTTAATTGGTAACAAA
+AAAGCCTAAGGTAACCGTGTTTTTTTATGTCAGCTCGGTTACACTAGCTAAAATTTTCCTCTTAGCGACT
+CTCCGCATTTCATGGCTAATCAAGATTACGTTTCCCGCGCCCCCGCAAAAAAGAAAAAAAATAACCGTAA
+TGGTAAAAAGGCATCTAAAAACTCCAGCGCAGTACCACTTAAAGCAAAATTAATTAGCCTGTTACTGATA
+GTACTCATTGGTGTATTTTCTTATGGCTTATGGTCATTAAAAACGGACCCCAGCACTAAGACACCATTAA
+TTGAACCCGTAAAAATTACAAAAGAAAAAAAATCATTAAACAAAACAGATGAATTACCTAAGCCTCCGAA
+AGAAAAATGGACTTATGTTAAAGATTTAGAAACCAAAGAAATTGAAGTTGGCGAATATAAGGTCGAAGAA
+AAAGGTCCTTATAAAATGCAATGTGGTTCATTCAAAACACAGAAGCAAGCTGAAACATTAAAAGCACGCA
+TAGCTTTTTCTGGACTCGAAGCGCAAGTACAAAGTGTCTCAGGTAAAAACGGCACTTGGCATAAAGTTTT
+CTTAGGCCCCTACCCCCGTAAACGTCTCGCTGAAAAAGATAAACATAAGCTCAAACGTAATAATATTAAT
+TACTGTCAAATTTGGTTATGGCGATAATAATACCCGTTACCAATCAAGATGCAGGTTTCAGAGCACTTGA
+GCAATTTCAATTCAAGGCGCTGTGATCAAGTAGTGTTACCCAAGCGCTTCTTCGATGGCTTTAAAATCAC
+TTTATACTCCGTTAAATAATCAATGTATAGAATGACTATGCTTCGATTATTTATCATGCCTAAAGTCATT
+TTAACTCCCTCTGAAATTCTGCACTTTGAATAGTAATGGCTATAATATTCATCACACTCCTTGAAAAGCC
+AGTAAAGATCCCAATTACATTAACATCAAAGAATTGAGTTAAAATGAGGTTAATGTGACTACTATCGTTT
+CAGTTAGACGTAATGGCAAAGTGGCAATTGGTGGTGATGGTCAAGTATCACTTGGCAATACGGTAATGAA
+GGGAAATGCTCGTAAAGTACGTCGTTTATATAATGGCAAAGTACTCGCTGGTTTTGCCGGTGGTACAGCC
+GATGCTTTTACATTATTTGAGCGTTTTGAAAGTAAGCTTGAACAACATCAAGGTCATTTAACCAAAGCCG
+CTGTCGAGCTTGCTAAAGATTGGCGAAGCGACCGAGCGTTAAGAAAACTTGAAGCCTTACTTGCTGTCGC
+TGATGAAACAGCATCATTGATCATTACCGGTAACGGCGATGTAATTCAGCCTGAGCATGATCTTATCGCT
+ATAGGTAGTGGCGGTAATTTTGCGCAATCAGCCGCAACAGCTCTCTTAGAAAATACCGACTTAAGTGCCA
+AAGAAATAGTAGAAAAATCACTTACTATTGCTGGTAATATCTGTGTATTTACCAACCAAGAACAAACTAT
+AGACGAACTATAGCCCTTAGCAGAAACTGATTAACATGCTGCCTGAGTATGAGTAAAACACTCCTTAGGC
+AACAACGAGGAATAAATTATGTCAAATATGACCCCACGTGAAATTGTTCATGAATTAGATAGCCACATTG
+TTGGTCAAAGTGATGCCAAACGCGCTGTTGCCATCGCGCTAAGAAACCGATGGCGTAGAATGCAGCTTGA
+TAAAGATCTGCGTAACGAAGTTACTCCTAAAAATATCTTAATGATTGGGCCTACGGGTGTTGGTAAAACT
+GAAATAGCTCGCCGCTTGGCAAAACTTGCCCACGCACCATTTATTAAAGTGGAAGCGACTAAGTTCACTG
+AAGTGGGCTATGTTGGTAAAGAAGTAGAAACTATTATTCGTGACCTTGCTGATATGGCAATAAAAATGGT
+TAAAGAAAGTGAGATGGATCGTGTTAAACATCTTGCTGAAGAAGCGGCTGAAGAGCGTATTTTAGATGTT
+CTGCTTCCTCCTGCTCGTGACGGCTTTGGTAACGATGAAAAAAGTGATGACAGTAATACTCGTCAAATTT
+TTCGTAAGAAATTACGCGAAGGAAAATTAGATGATAAAGAAATTGAGCTTGACTTAGCAGCACCACAAGT
+TGGTGTTGAGATCATGGCACCTCCAGGTATGGAGGATATGACTTCACAATTACAAAACATGTTCCAAAAC
+ATGTCTAGTGAGAAAACTAACAAGCGCAAACTTAAGATTAAAGATGCTCTAAAAGCGTTGCAAGAAGAAG
+AAGCGGCTAAAATAGTTAATCAGGATGACATTAAGCAAAAAGCTATTGATGCAGTAGAGCAAAATGGTAT
+TGTCTTTATCGATGAAATTGACAAAATTTGTAAACGTGCTGATAGCTCTGGCGGTGGGGATGTTTCTCGT
+GAAGGTGTACAGCGCGATTTACTGCCGTTAGTAGAAGGTTCAACCGTAAGTACTAAACATGGCATGATCA
+AGACAGATCACATCTTATTTATTGCCTCCGGCGCCTTTCAAATGACTAAGCCATCTGACTTAATCCCGGA
+ATTACAAGGTCGTTTACCTATACGAGTAGAATTACAAGCATTAACTGCCGATGATTTTGTTCGTATATTA
+ACAGAACCTTTTGCCTCACTTACTGAGCAATATATCGCATTACTTGCTACTGAAGGTGTGTCAGTAACTT
+TTACCGATGATGGTATTAAAGCAATTGCTGATTCAGCTTGGCAAGTGAATGAGACAACTGAAAACATTGG
+TGCTCGTCGCTTACATACTATGATGGAACGTTTGGTTGAAGATTTATCATTTAATGCTGACCAACGCAGT
+GGTGAGACCATCAGCATAGATCAAGCTTATGTTACTAAGATATTAAGTGAAGTAGTTAAAGACGAAGATT
+TAAGTCGCTTTATTCTTTAATAACAATACCCGCTCCATTTGAAGATGCTCGTTTCAGGAAGGCTGAATCA
+TGCATCTTCAAGTGGAACGGGTATAGATACTTATTACGTGTTACTCAACGGACTTATTTACTGGTCCATC
+GAATATCTGGTAGATAAATAAAGGTTAGATGGTTTACTACAATGAAAATTACTCGTTTTATTATAGATAG
+TGCCCTACACAATCTAACGGTTGAGTTCTCTGCAAATGAGAATATCACTAGTACTCAACTAAGCTTTGAA
+TATTTGCGTATTAGCTCTGATGCAAACTCAGCTAAAAAAAACAAAGCAGGTCAAATTCAAGTAACTAGCC
+ATAAAAAGAATGTACTTTTAATAAGTATCGAGAGCGTCGCTAAGCACGGTTATCGCTTGATATTTGATGA
+TGAGCATAGTGCAATATTTAGTGAAGAGTATCTGCAAACATTAACACTTGAATATGAAACTAGGTGGCAA
+ACTTATTTAAGTGCTCTTAAAGATAGCGGTCACTCCCGCGAAGCTATGATTGACTTTAAACAGTTATAAA
+CCTCTCAGCTTCACCGACTAGATATCAGTTTTACGTTTACGTTTCATACCTAATAAAAAATGCCCTGACG
+CTCAAAGAGTCAGGGCATTTTTATTTACATCATTAAAAATGATAATGCTATACCATTATCTTATACAGTA
+AAGCGACTAACCTCTGTAGTTAGCACTTGGGCCTGTTGAGACAACTCTTCACTCATTTGCTCATTTTGTT
+TCGCAGAATCACCCGATTGCTCTGTCACATCTCTGATCATCACTACATGTTGGTTAACTTCCGATGCAAC
+AGTACTTTGCTCTTGAATCGCCGTAGCAATGGCACTATTCATATCCATAATCAAAGCAACATCTTGTGTT
+ATCTCATCAAGCATTGCTCCGGCAGAACTTGCTTGCTCAGCACTCTCTTTCCCCTGATTACGACATTCCG
+CCATTAGAGTGACTATCTCTTGAGTACGTTTTTGCAATAAGCCAATAATTGTTTCTATCTCTTGCGTTGA
+GTCTTGAGTTCTACTGGCAAGTGTTCTCACTTCATCAGCAACTACAGCAAAACCGCGACCTTGCTCTCCA
+GCTCTTGCTGCTTCAATTGCTGCATTTAACGCCAATAAATTTGTTTGTTCGGCAATGCCACGAATAACAC
+CTAATACTGAAGCAATAGTGACACTTTCTTTTTCCAATTCTTTAACGACGTTTTCTGAATCCAATAGCTT
+TTCTGATAATTGGCCTATTTGGTTGATGGTCTGTTCCACCCCTGCTTTACCTTTACCTGCATTACTATTC
+GTTACTTCAGCTTTATGGGCTGCTTCTCGCGTATTAGTCGCAATTTCATCTACTGTTGCCACCATTTCTG
+TTACTGCAGTTGCTACAAGATCCGTTTGCTGCATCTGAGTTTCTACACCCTCATTAGCATTGTAAATATT
+TTCAGCCAAGCTGCCTGTAGCGGTATTGAGAGTATTAACTGAATGATTTACTTCTACAATAAGTGATCTA
+AAGTTAGTTAACATATGGTTAAACACTGTCGCCATATCCGATAGTTCATCTCCACCACTAACATCGACTG
+CAATAGTTAAATCATTACTCTGAGCGATACTATTCATACTACTTTGTAGATTGCTAATTCGATTCAAAAT
+ACTTTTTCCGATTAACCAAGCACTTACTAAAGCAACTACGAGCACAACCGAAAAAAGGCTATAGGCCAAT
+GTATTAATAAAATTCACATCTTCTTTCACCGCAGATTCACTATGAGACAGTAGCTTTTTCAATTCATTAT
+CAACTTGATTAACTACATGACGCATTTTATTTCTGCTGCCCATCTTCTCATTATAACCGAGCTCTTTTTG
+GGATATGACTAGATTTGAGAAAGAATTTTGATAGGCTTTGATTAGCTTATTCACTTCCTGCTTTTTAGCG
+AAGGTGAAGTTACTTGCTTGGACTGAGGTCAGTAACTTGTTAACATTTTTATTAAGTTTATCAACATATT
+TTTCATCAAGACGTAACATAAAATCTTTTTCGTTTCGTCTAAGCTGCAACATTTCACTACGTAGACGATA
+ATTGTCTTTGCCAATAAGCGTCTCAACGCTATGAACCGCACCCCGAAGTTCTCCATATAAACCTGATTTA
+GCATCTAGGCCAATTTTCTTTTGTAACCCGACAAGATGCGTAAATTGATCTTGATATTGAACAAGAATAT
+TCCCCATACTTGTCAATTCCGGCATAGAAAGACCAACCTCTGCAAAGTCATCTGACAACGCATTAATTTG
+ATGCTGAACGTTTTTCATTTGTTTATTAAATTGGTCTGAATTTGTTAACTTTTTATGAGCAGAGAAGTCT
+TTTTCTTCGTGTCTTAGTTCAAGTACTGACGCTTTAATATTACCTATACTTTTTGCAATATTTATATCAT
+GTTGTAATGCCGAACTTTCATAGTTCAGCAACATTAACATTAGGATCATAGCCAGTACTAAAATTGCAGT
+ATTAGCGATTAATTTGTTCTTAATAAGCATAGGGTCTAACCTTAAAAATTTAACATATATTGTATAAAGC
+GTGAATTAACGGAAATTCGATTGGTATTACTAGTCAATTTATTTTTGTCTTTTCAATGTGATTTAGTTCG
+ATGGTGGCAACCTAGTACAGAGTTGAATAAGCCTAAGATGTACTATTTTTGCCTTTTCTGCGTGTATTAT
+AGAACTGTATCGGTAAGTATCGGTTTTTTTTTAGTTTTAAATTATAAACTACAGGCAGTTATCCATTCAT
+CGTCAATCATAACAAAAGACAATGAACTACATTTATTATGAATAAGAGTGGCTTACGTGTATTCCCCCTC
+AAAATGGTTTAACTTAAATTATTTTTTCTTAAGGTATCGTACTAACTTACTCTCAGGTAGTGGTTTGCTA
+ATAAAATAACCTTGCACTGCATCACAACCTAAATGACGAAGCAGATTGAGTTGTTCGATAGTTTCAACAC
+CTTCAGCTAAAACCCTTTTACCCAAGCCATGTGAAAGGTCAACCATAGACTTAACAATAGTGAGGTCAGA
+ATCATTGATAGCAACTTCATTAATAAAACTACGGTCGATCTTTATTTTATCTATTGGCAGGTCTCGCAAA
+TACGCTAAAGATGAATAACCTGTACCAAAATCATCAATGGAGACTTTAATCCCCATGCTTTGTAGTTTCA
+CTATGCTATCCATTGCTCTGGTAATATCAGTCATCACTACATTTTCAGTAATCTCTAATTCAATATATTT
+AGAGGGTATACCGTATTTATGCAATAACATTTGAATATTAGTAACCAGTTGTTCATTCTGAAATTCGACT
+GCCGTTATATTCACAGCAATAGCGACACGTCGTTGATATAACTTGAACCAACGCTCACTTGCTTGACAAG
+CTTTGACTAAAATATAATTATCAAACTCATTATGCATGCCTAACGTTTCGAGTTCTGTTAAAAAGTCACC
+AGGGGAGAGTAAGCCCTTTTCAGGATGCTGCCAACGTACTAAGGCTTCTACCCCTTCGAGTTTATTGGTA
+AATAAGTTTAATTGTGGCTGGTAATATAAAACAAACTCATCATTAGCTATGGCAGATCGTAGCTGTTTCT
+CCATCAAGACTAAATGCCGGCCCTGTGCCTGCATCCCCTCTTCAAAAGCAACAGAAGGAATATTATTGGT
+TTCGGCGTGATGTAGGGCAAGGTTGGATTTTTGTAGTAAATCTTCAGACTTATCCGCATCATCGGGATAG
+AAACAATAACCTACGCTACCTTGAATTGTTATTTCTTGTTGCTCATAGCGAAAACAACGTTCAATGAGTT
+CATGAATATGATTTACCGCTCGATCAACATGTGATATTTGTTCAAATTCAATGACAAACATAAAAGAGTC
+ACCACTTAAGCGACCAACAGCTTGTGGTATAAATACACTATGATTCAGACGGCTGGCAATTTCTCCCAGT
+ATAAAATCCCCAACTTTTAAACCATAAGTATCATTTATAAATTTAAACTGTTTTATATCAATTAAAAAAA
+CTGCCAACTTCATCTGATTCTTGTTTATTTTATTGGCGTGTGTCAGCTCTTGCATTTTATCTGACAATTT
+AGCCATCACTTGTTCACGGTTCAGTGCCCCGGTCAAAGAGTCATGTTTACCTAGGTACTGCGCTCTACTT
+ATCGCACTCAACGTGGCAAACCTTTCAGCTCCTTGCATCCAAATAAGCAAGGTAAAGCCAAGAATACTAT
+GTGCAGCAACATCGAAATATAATAGGAATAGTTCTAATTGACGGAACCAAGGCTCCGTTAAAGCAACAAT
+GGAAATAAAAGAATGCATTAAGTACCGCAAGCCAAAAATGGCAGAGAAATACATTAAAACTTGACTTGAA
+AAGTAGCTTTTTTTGTCAAATAAAAGATAACAGGCTAATGAAAGAAAAGTGCAGCCAAAAATAAAACTAG
+GAAGGCTTATGGTTAAATAAAAGTGGTTAAATGCTTGGCTTGGGTCAAAGGCAAAAAACATTGTCGAGAT
+GACACTGAGAATTATAATTGCACCAATGCCACCGCTTAATATTTCTTTAGACAATTCCTTGTTGTTTTTT
+GCAATGTAAACGCCAAAAATCAGGAAAATCAAGAACGAATATTGGAAAATTTGTAGTAATAATTCAGCTA
+ATATTTGCCAAGAGTCACTTGAAAAATTACGACTAGAATACGGCACAAAAGACTTAATCAGATAACTAAA
+ATTTAGTGCACCTATACTCATTAGCCAATATTTAACATATTTACGCGAAAAGGTGCGATAAAAAATATAA
+AAGACAAATAATAGTACTGAAAAAACCACTGTTTGTGTCGAAAATAAAAAAGTTCGAGGTGTTATAAATT
+CGATCATAAAGAAATTTTAATCATGGCTATTAATATACCTGTCTGGAACGTGTAAGCTGCTAAAGTACTT
+TAGGTTAAACCACTAAACATGTGTGCTATTAAAGAGGCTTTTACCTTTAAATTCAAGTCATACCCGATAA
+ATATATAATAGGTTTTATTTTTAACATAACAATATATACTGGCATAGCCCCTAATCTTCAGACGAAAGAG
+AACTAACATGCAATATAACACTTCTGAATTATGTGACTTTTATGCCGATTTGATTGATGTTGTTGATCCC
+ATTTTTTGTAATTACGGTGGTCGCAGTTCATTTGCTGGCAAAGTTGTTACGTTAAAGTGTTTTGAGCATC
+TAGGTTTGATCAATGAACTCGTTGCTACATATGGCACAGGGAAAGTATTGGTCATTGATGGTGGAGGATC
+CACGAGACGCGCTCTGATTGATTTAGGTATCGCGCAATGTGCTGCTAACAATGGTTGGGAAGGAATTGTT
+TGTTATGGCAGTGTACGTGATGTAGATGCTTTAGATGGAGTAGATATTGGTATACAGGCGCTCGGAGCAA
+TTCCAGTTGGGGCAAGTGAGCAAAATATTGGAGAAACTGATATGGCGATTAATTTTGCCGGAGTGACCTT
+ATTACCTGATGATTATATCTACGCTGATAATACCGGTATTATACTGTCGCCTGAAGCACTCGAGATTGCA
+TCAAGTATGGCTTAGTAATAACTTAGCCTACAACCAGAGACATAACTCCTAGTACCTAAGATCTAATAGA
+TAGATGGTCTGACTTCTGGCGGTATTGATGCTGGGTGTTGCAAATACCACTTCTCTAACCAAATTTCTAT
+CTCCTCAGGTACTACTCCTGGGTGAATAATATTACCTTGAATTAACTCTCCGCCCATGGCAATAAATGCT
+TCCGAAGCTTCATGTCTGTCAATATCAGTACCTACAAGTGGAATCTTCATACTGCGAGTCAGTGTAACAA
+GTGCATTAGTTATCGCCTTATCTACCCGATTACTACTATCATTCGTTAATTGCTGACAATTTATTTTAAG
+TTGATGGATTGCCATTTTTCTGACATAACGTAACGCCTCATAACTACCTGAAAAATTAGCGATGGAAATG
+TTTATATCTAATGATTTTAGCTGATCAATAATGGCTTTTACTCGATGACTTGCACTAAGCAATACTTGCT
+CACTTAGCTCAATCATTAAGTATTTACCGGCAATATTAAACTGTTTTAATTGTTGCTCAATATAATCAAC
+CAAATCTACTTCAAATAAGCTTTCACTCGACAAAGTTACAGAAATACGTTGATGTACGCCTATTCTATGC
+AAGCTATCTAAAGTAGAGAAAGCTTTGTTAAGCATATATTTGGTCAAAAAATACAATTCACCACTATGCT
+CAGCAAGCTCAGAAAATTCAGATAACTCCAATGGTTTAACCGAGTCATGTTCATACCAATGAACCTTTAA
+CTGAAAACCTACAATATAATGGTTATTAATATTTACTTGGGGCTTTAAATAACAAAATAACTTCTCTTCT
+TTAATATCTCGACGTAACGCTTCCATTCGAGCAAGCTGAACTTGGTTATATGAAATACTGTTATTATCAA
+AATAATTAATTTGCTGCTGCGTCTTTAAACCCTTAAGTAAAGCATCACCTGCGTGATCAATAATTTCATC
+AAAGTCATCACCATTTTCCCCTGAAATAGCAACACCAAAAGCAAGTTCAAAATTTACAGAAAAACTCTTA
+AAACTCATAGCATCAGGCACAGAGTCAGCTAATTGATGACACAATTCATTAAGCATACTTTTATCATCAA
+AACGGCTATCAGTTAAATTGTAAACTACCAAGAATTGTAGGCTTTGTAAGCGAGCTATTCTTACTGGTTG
+AGGATTAACACCAAAGCTTAGTAAACTTGTATTATCCTCTATTCTTTGCTGTAAACAGTACGCAAACTGC
+AATAATAACAAGTCAGAATTATGATAGCCCAGCAAACTATTTACTTGTTGAAAATTGATAGGCTTGAATA
+CCACGGCAGCGTAACGTTGCCCAGTGTCAGCCTTGATAGCAACGTCAAAAGCTCTTAGCGCTTGCTGCGC
+AGTTGGTAAGTTTGTTGTCGGATCATGCGTATAAGAAAATAGCTCTTCAACGCTAATGGCTTTACTATCG
+TCAGTTAACGATGTAGAGATAAGTAGTTTTTGAATACAGAATAGAGCCAGAACACTGGCCGTAAGAACCA
+TAAAAACATAGCTAACAATAGCGGTCAAATTAAGCGGGAGCTTATCACTATAAAGTTGCGCAAAAAGAGC
+CGATAAAGCAATAATTATAATTACTATGATAAGTAATACAAAGTACTTAACGTTAAAACGATTCATATTT
+AATCACCTATCCTAGGAGATTTTATCAAAGCAATTAGTTAGCCTAATAAAATTATTACCTTTTGTACAGA
+AATACTAAATTTTAAGGATGCCCTTTTAAGATAGACAGCTACTTTTTTGATCTATTACTAATGCGTGGGC
+GCAATCACCATCAACGGTTAGTAAGGCTTCAACTAAAAAAAGAAAACCATTTAAACTATCACTAGACCAA
+TAGCGTTTTAATTGTTTATTACTCGTGACTAACATAGCAACAAATTTTTTATAAGCTGAGCTGTCTTGAT
+TTTCAAAACACTTCTGACTAATAGCTTTAAGGCGACCTTTCCCTTTTAAACATTCTTGGAAAATAATACT
+GTAGTTATTAATTAATGGAGTGATCAATTCTGTATGTATTAAAAGTTGCTCATGCTCATTCGCCTTAGCA
+TAAGCGATTAAACGCTTTAATCTTTCCTTAGCAAATTCCTGCTCACGTGTAGCAACAAGGGTCATCGACT
+CTACTAACACCTTATTTTCCTTGCGGGTAGATGAACTTTCTCGCTGTTGAGTTATTAGCTTTCTCTGCAA
+TTTTTCTGCACGAAAAAAGAAGTAAATACTAATAAATACAAAAACAATCGTTATAACTGAAACAAAAAAC
+ATTAAGGTGCCTTAGACGGATTAACTTGCGCAATATTAACAGACTCATCAATGCGTGCCAAAAATAGATA
+CGGATCAATATCTTTAAAACCTGCCATATTTAACGAATATTTCATTGTCACTGAAAAATCACCTAAATTT
+GCAAAAGCTCTTGTATTTACAGCTTGCACTAGCTTGTCTAACTTTTCATTAACTTCTTGGCTACTTTGGT
+GCTCAAAAAGCAGTAAATACTCACCTTCATTTAACAATCCCACATAGTCAAACTCTGCTATATGTTCATT
+AATTACACTGGCCAAACCTTTAGTCACTTCACTAATCGTTTTACTATTAAAATGAAAAACAAGCTCCTGC
+CAATTCTCAACAACCAGGTAACCTACATGGAAAGGGTATCGAAACTTCCTTGCCTTTTTAAAGGCCAATT
+GGTAAGTGAATTTTGTTTGCATCGGACTCGCCATACTATGACTTGGCTTTTCAAGCTCTTGATATGCCCT
+ATTTATTTTTTGCGCTCTTGACCTCAAGAACAAACCTACCAAGGTGAGTATTAATAAAGCAACTAATACC
+GATAAACTTATAATAATGATACGTTGTTTTTCATACTTCCCTATAAAGCTACTTGATAGCTCACTGCTTT
+CAGCTAATTTAACAGCAAGTCTTTTTGACTCTTCAACAGGCTCAATTTTGGGTGTTTTCCCAACCGCTAA
+ATGAGATAAACCCTGCATTATACTAAACGATTTTCTTTTATCATTAAGGTTGTCGAGTAATATTTGACTA
+TATTTTTTACGCCAGTCATAAGCAAGTCGGTAGTTTTCTTGAGAAAAGTGCATTTCTGCAACCATTCGAT
+AAAAGCCTGTATATTCTGACGCAATATTCTTACCGTTAAGAAGGCGTACCACTTCATTTAGTAAGGCATA
+ACCTTCAGTTATTTGTTCAACACCTAATTTAGCACTAACCAGAGCAACCGACGTTTCTATACGTTCAGAA
+AGCATATTATGTTGATGAAAAACTTCTATTGCTTGCTGTAAAGGTTCAAGTGCTGCATGAAATTGTTTTT
+GTCTCATTAAAACGATACCTAACCACTTATCAGCATGAGCAACATTAATAGGTGCATTATTACCCTCAGC
+AGATTTCTTAGATTCCCAAAAAACATTATATGCATCATCAAAGCGTTGTAGATAAAAATAGGCATACCCT
+AGATATAAATAGGTTTGAGCAATATTTCTTTTTTGATTCATTTCAAATCTTAATTTTAATATTTTTAACT
+GCATGGTTAGTGATGTTTGATAGTCTCCTAAATGGTGATAAGCCAAGGCTAAAATAGTCAGTAATTGAAT
+ATGCTCTGTTAGTTCACTACTACTGATACCAAGCTCGACTTGTTGTAGGTCGGCCAAAGCCTGCTGATGT
+TTTCCTAGCATTGCAAACGCGACGCTACGATAACTTAGCGACAATAGTCGACACTTAACACTACGACTAA
+ATTCACTATTCCTTACTGCTTCTTCAGTCACTTCTAACAACTGCTTGTATTCTTTTCTGGCTACATATAC
+ATCCGCTAATTTGAATAACAGCGCCAATTTAATTTTTTTATCTAAACTATTTGCTGCTAAGCCTCTTTTA
+GTAAACTCAAAAACGTTGTTCATATTTCCTTGATTACTAGCAACCTTTGCAGAAAGTAAATAGACTTTTG
+CGAGGATATCATTTGAGTAATCGTGTCGATTATTAATGATTTTTTCCGACAGTGACTTCACTATATCAGC
+ATCAATCATTTCATTATCTACTTTCAATAATTGCTGAACTTGATTACTTAATACGGCTTGTTCAGACGCG
+GCTTGTGCGTGAGCAGTACTGACTAAAATAAAAGAAAGTAACTGCACTTTAAAAGTAAATACTATAAACA
+GAAACAATCGTTTTATCGTCATATCTATACCGTTAGTAATTGAAAAATAAAACATTGGAGGTTATCCAAT
+ATTACTCATCACTCTTTTTACCTCATAAAGGTAAACAAAAATAGCCTTTTCTGTTTACATTTAAGGAATT
+CATCTTATAATAATGGGGTTGAGCTACCAAGCTTGATAAGGGCAAATCTAATGAAAGTTAGAGACGCAAA
+GTTACCGGTCTAATGGGAAACCTATGATAGCGGGACTGCAAATTTTAGATATAGTGGGGGCTTATCTTAA
+TTCGATAGTTCACTATCTGTTTCTTCCGGTTTCTTTGCGTGGCCTCTTTCCCTGTATTTCTCAACCCATC
+ACTTGCTGCTCTTTACCTATAATTTATTTAGCACTATTTAAAAATTGCTAATAAAAATAGTGCTTGTATG
+TCTGCATTTGAAAGTAAGACCAATCGGACTAATTTATTACTCAGTTAGCCCGAATTAATCCGATAAGTAT
+AAGAGCCTAACACAAAGTTCTTTGCGCCAGGCCGCACTAAACTAGGATTGAAGTTCAGAAAGTTTATTTT
+ATGATTTTGTCACACTATTATCTTTGTCGTTTATATACTGCGTTATGATTTTATCTAACATAGATAATGG
+CATTGAACCATGCTTTAGTATTTGATCATGAAACTCTCGTAAATCAAAATCTTCACCTAATGTTTGTTCC
+GCCTCTTTTCGTAAGCGCTTAATCGTTAACTCACCTATTTTGTAAGATAAAGCTTGCCCTGGCCATGAGA
+TATATCGATCTATTTCCGTTTTTACATTATGTAGTGACAATGCGGTATTACTGGCTAAAAAGTCCATTGC
+CTGTTCTCGGCTCCATCCTTGCGTATGCATTCCAGTATCAACAACTAAACGGCAGGCACGCCACATCTCA
+TAGGTTAAGCGACCAAAATTATGATATGGGTCTTCATACATACCTGCTTCTATTCCTAAATATTCAGAAT
+ATAACCCCCAACCTTCACCAAAAGCAGAAATGTAGCTTCTATTCCTAAACTTCGCTACATCCTTCATTTC
+TTTCGCTAATGATATTTGCAAATGATGTCCTGGCACGGCCTCATGTAAGGTTAGTGCTGTTAAAACATAA
+AGTGGTCGACGATCTAACCTATAAGTATTGACCCAATAATTTCCTGGCTGATCATCACGTGATGATCCAG
+CATATCGTCCCGTTGTATATTTAGGCGCTATATTGGCAGGTACTGCCATCACACCATAAGGTGTTCTTGG
+TAATGTTTTAAATAACCTCGGTAATTTAGCATCCATTTTTTTAGCAATAAAAGATGCTTCTTTTAACAAC
+TCTGTTGGTGTGGAGGCATAGAATTGAGGATCGGTACGTAAGAATTCGACAAATTCACTGAAGCTGCCAT
+CAAAGTTGACCTGTTCAATGATAGCGTTCATCTCAACTCTGATACGCTTTACTTCTCCTACCCCCTGCTG
+ATGAACTTCCGTTGCAGTCATAGGTAACGTAGTATAATGCACTAATCTATTTTGATAGTATTCCTTACCG
+TTAGGTAGCGAAATAGCCGCAATATTATCCCGAGCATTTGGCTGGTATACATTAACCATAAAATCATAAT
+ATGCCGTATATGCAGGCATCACTTTAGTGCTTAATACTTGCTTAGCTTGTTGCTGTAAATCTTTTTTCTG
+ACTCGTAGTTATAAAAGCAGACATTTTATTAAATGGTTGGTAATACGAACTTTCAGTGACATCTTCTTTT
+ATGTAAGCCGCAATAGATTGTTCAAATCCCTTCAGTACGATTTTCGGTTGACTAATACCGCTCTTTAGCC
+CTTTTTTCATCCAATAAGTTTGTTGAGAAAAGTAGGCTGGAAGTAAGGATAAACGCACTAAATAATCTTG
+ATAATCAGTAAAGGTTTTAAAGTCTACTTGCTTAGAGATATTTGCAATCCACACATGAAAACCCGACTCT
+GCCGTGAGCGGCATATAATGTTCTTTGTTAATGTAACTATCTAACTGGTTTTTAAGACTATAGGTAAGTA
+CAGAAAAATTAATCTGATTTTCTTGTGTAAGCTTTTCATTATCCAATGCTATTAACTGTTGATAAATAGC
+CAAACCTTGTTGATATTGCGCTAGCAAAAAATCGGCTGACAGATCAGGTAATTTAGCGTTATTACCAATA
+ACCTCTGGTTGATTAAACGGACTTGATTTTAGATAGAAGGCTTCATGAGTTTCGATAATATTTGCTAGCT
+GTTGATCTTCACTCGGGGTGTTTTTTGTGGCGTTGGCAGCATAACTGTAATTTATCAGGCAGATATTAAT
+CAGTATAAGCACTAGGTAAGTGACTACATTTTTCATAGGAATTACTCAAAAGTAGGAAGGAGCATGATAA
+TAACGATACAAACATTATCATGCCTTTAATATGGTATTATTAGTAAAGCTATAACTTGAAGAAAAGTTCT
+CTATATACTTTTAACTCAGCGATCGACTCTTTGATGTCATCTAGGGCTAAGTGAGCCCCCGTTTTAACAA
+CAGACTCTAGTACTTCTGGCTTCCAACGTTTTGCCAGCTCTTTTATTGTACTAACATCTAAGTTTCGGTA
+ATGGAAATGATCTTCAAAATCAGGCATATATTTATTTATGAATCGTCTATCTTGACCGATACTATTACCA
+CACATGGGTGACTTACCTTGAGGTACCCACTCTTGAACAAAAGCTAAGCTTTCTTTAGTTGCATGAGCCA
+AGCTCACTTCACTGTCGCGGCAACGTTGAGTTAATCCTGATTTCCCGTGATGTTCAATGCACCATGGATT
+CATGTTATCTAGCACATCATCAGTTTGGCTAATGGCAAAAATTGGCCCTTGCGCTAAGATATTTAACTCG
+CTATCGGTAATAATGATAGCGATCTCTAAAATTACATCTTCTACAGGCTCGAGGCCTGTCATTTCCAAAT
+CAAGCCAAATTAAATTACTGTCGTTACCCGCCATAACCTTCCCTTAAAAAAATGCACAAGCATTCGTATA
+TAATTGTTAGTATAATACGCCAGAACCAAGTCGGGTCAAATTAAATATTGGATCAAATAAAATCGTATGA
+ATAAGTCACTTGTCTAAGGTAAAAAAACTGACCAAAGGTCAGCAAAGGCGCATTAAAGCCAATCATGATA
+ATAGATTACATGGTAAAACCACTAAAAATAAAGATAAAGTGCAATGGGAAGATGACGACTTAGGCACTCC
+TCAGCAAGGCGTTATTATTAGTCGGTTTGGCCAACATGCCGATGTCGAAAGCGAACTTGGTGAAATATAC
+CGCTGTAATTTACGTCGTTCTATTGGCTCGCTTGTCTGTGGAGACAAAGTACTTTGGCGTCTTGGCAGAG
+AAACTCAACATAGTATCACAGGTATAATAGAGGCTGTTCATGAACGTGACTCTGTATTAAGTCGTCCCGA
+TGTTTATGATGGCGTTAAACCTATCGCGGCAAATATCAGTCAAATCCTCATTGTCTCTTCTGTGTTGCCT
+GTTTTTAATAGCGATATTATTGACCGCTACTTAGTAGCTGCAGAGCAAACGGGGATTACTCCTGTTATTG
+TGCTGAATAAAACTGATTTATTAGACAGTATAAGCGCTGAAGAACAAGAGAATATAGCCAAGCAATTGAA
+AATTTATCAAGATATTGGCTATCAAGTGCTTTACGCTAGCAGTAAGTCTCGCGATGGTATAAGTGAACTA
+AAAATGCAGCTTGCCCAGCATACCAGTATTTTCGTTGGTCAGTCTGGTGTCGGGAAATCAACGTTAGTTA
+ATGCTCTCATGCCAGATTTAGGGATATTAACAAAAGAAGTCTCGGACAACTCAGGTTTAGGGCAACATAC
+CACGACAGTGGCACGCTTATACCACTTTAATGAGGGGGGGGATTTAATTGACTCACCAGGTATTCGTGAA
+TTTGGTTTATGGCATTTAACACCAGAACAAGTATGTCATGGTTTTGTTGAGTTCTCGGAATTTCTTGGCT
+TATGTAAATTCAGGGATTGTAAGCATCAAACAGATCCTGGCTGTGCTCTAATCGCTGCAGCAGAAAATGA
+ACAAATAAATCCAGCTCGCTTAGCAAGTTTTCAACGTATATTAGCCAGCCTAAATGATAATAAATTAACT
+TCTCGCTTTAATAATTAAGGAAAAATGAGTGTCTTCAAAAAATAGTCTTAGCGATAAAATTAAAATCACC
+TTCCAGTACATTATGCCTAAACATGCTATTTCACGTTTAGTTGGTAAGTTAGCCGCTGCAAAAATGGGTT
+GGTTAACCACTAAGCTGATCAGTATGTTTATTAAAGCCTATGGCATTAATATGAATGAAGCTAAGCTTAA
+AAAGGCCAGTGACTTTGATACCTTCAATAACTTTTTCACTCGCGAACTAGAAGAGGGTGCTCGAATTATT
+GATAATGATGAGAATACAATCTGTTATCCCGTTGATGGTGCAATCAGTCAACAAGGCGATATTATTGATG
+GGCAACTTATTCAAGCAAAAGGTTTCAACTATAGTGTCACCTCCTTGCTCGGTGGTGACGAAAAAACAGC
+AGCGCCTTTTCAAGGAGGGAAATTCTCTTGTATTTACTTAGCACCAAAAGATTATCACCGTATTCACATG
+CCAATGGCAGCAACCTTACGTGAAATGATTTATGTACCCGGTGAACTATTTTCAGTTAATCCATTAACCG
+CTCAAAATGTACCCGACCTTTTCGCGAGAAATGAACGCGTAGTTGCCATTTTTGATACTGAAATGGGTGA
+ACTCGCCATGGTATTAGTCGGTGCAACGATTGTTGCCAGTATAGAAACTACTTGGGCAGGTACGATTACG
+CCTCCTGCAGGAAAAGACATTTTTAGGTGGCAATATCCTAAAGACGGGGCTGATGCGATTACTTTTGAAA
+AAGGTGATGAAATGGGTCGCTTTAAACTAGGATCGACAGTTGTTAGTACTTTCGCACCTAATATGATTAG
+TGAATTTGCAACCGATGCTGGCCCTGGTACTGTCACTCGACTTGGCGAAATCTACGCTGCACTAGATAAG
+AGTGCTTCATAACGGGCAAGAAACAGTCAACGAACAAAACTGTTGCTCATTTAGTGTACTCATTATAAGC
+TTAGAGGAAATACGATCAAATTCGTAACACCTCTAAAACTTATATTCAATAAAAGTATAACTAAAACAAT
+TAAATAAGGGACAAGTACATGGCACAAGAAAATTCCACAGTAAAACCTACACAGGCTGAGTTAACTTTAC
+TTAATGTGCTATGGAAAATGGGCCCTGCAACCGTAAGACAAGTTCATGATGTCGTGAGCACAACGCAAAA
+AACTGGCTACACTACGGTATTAAAAATACTTCAAATAATGCATGAGAAATCACTGGTCATCCGAGATGAA
+AGTAATCGTGCTCATGTCTATGCCGCTGCCAATAGCCAAACACAAACACAATCATCACTCATTAAAGACT
+TAATTAGTAAAGCTTTTGGAGGCTCGACCTCAAAATTAGTCATGCGTGCTATCGACGACTCAACTAGTGA
+GCAAGAAATTAATGATATTCGCCAGTTACTAAACTCTTTAGAAAAGTAGGACCATTAAACTTTAACTATG
+TTTGAACAATTATTTAACAGCCCTTTTTTATATAGCTTATCGCTAACCTTAGTGCATTTTTTATGGCAAG
+GTTTACTGGTGGCGCTTATCTTAAAGTCCTTGTTATATATAATTGATAAGAATAAATCAAAACTGCGTTA
+CACACTCGCTACGTTTGCAATGTTATCAAATGCAATACTTGCGGTACTGACCTTTACCATGGTTTACCCT
+GACACAAGCTCAGGCATTAATAGTTATCTCAGTCCCATTCCCCTTACAAGTTTAGTAAATGAGTTAACCC
+AACAAAATGCCTTGTTTACTTATCAAGAATTGTTGCCCTCAATTTTAGCCTATTCATTACCTTACCTGTC
+ATTACTTTGGCTAGCTACCATTGCAATTCTTTCTAGCAAGCTACTCATTGAAATTCGTAATGTAAATAAC
+TTACCTCTGCATTCGAGCATTTCCCCCTCTTTGGCTTTATCAGCCCGCTTTGAAGAATTGGCCAAACAAA
+TAAAGTTAGCTAAAACACCCAGATTACTTATTTCATTGAAAGCTGAAGTACCTATGGCAATAGGGTGGTT
+AAAGCCTGTGGTATTGCTACCCGCTAGTATGGTGACCGGACTAAACGCGGCTCAACTTGAAATGCTTATT
+TTGCACGAACTTGCACATATTCGCCGTCATGATTATTTAGTTAATTTTTTACAAACACTGATCGAACTAC
+TGTTTTTCTTCCACCCAAGTGTGCATTGGATCGGCAAGCAAATGCGTAATGAACGTGAATATTGTAGCGA
+TGATATTGCTGTTCAACACTGCGGTGATGCCATAGCTTACGCACACACCCTAACGGATACCGCCTCTTTA
+TGTGCTAAAAATCACTTCCATACGATTCCGACCATGGCAATGGCAGCATCCGGCGGTGATTTAAAAGAAC
+GAGTGCTTCGCCTTGTTGATCATCATTGTGCCCCAACAAATAACACCAGCAAGTGGTTAGCGGCAGTAAG
+CCTACTTTTAGCGCTAGCATTATTGAGCATGAATCAATTATTGACCATGCCTTTTGCTCAACAGCTAAAC
+AACAAATTCCCATGGCAAGAAAAAAACAGTATTAACAGTAATATTGCGAGCACAACGATTGCAGCAATGA
+ATTTTAATAAAGACAACACAAGTAATCGGAATACAACACTGAACAATGATTCGATTGCTCAGCAACTACT
+CCATCGCGAAGAGACGTTACCTGATGCTTCTGTTGTAGAGTTAGAGAATAATCAGAATGCATTTGCTGTG
+AAAAGTAAAAACGAATCAGAGTTAACCACTGCTATTGTAGAGCCTTTGGCTATCAGCAATTATCAAGATA
+CCATCAAAGCAAAGGAAACGGCTCAGATTAATCGAAGTGCAACAATTAGCAGTACAAAACAGATAACTGC
+GGGTGATAACGAGGTACTAACAGCCCTAAGGGTGAAAGTTCAGCGTGATAGTAGAACAACACCTCAACTG
+ACTTCAGCAAAATCAGACCTAAATGTAGCAAAAAATAGTTTATCATCAACAACTAATTTGCAGCCGTTAG
+CTATTGAAAAATCACAACCTCAATTAATATTATCATCGATTTCAGCAGACAAGTTTACTGCGCAGCCAGC
+TATCATTAATTCATCTCAAGAGGGTAATATGCAATTATCCCTCTTAAATGATAAAGCGTTAAATAGCAAA
+AAAGACTCGTATCACAAATTGGCTTATAACCAAGAAGTTAACAAACTAGCCGAACAAAGTGAATTATATA
+AAGCCTCAAACACAGTTAAAGTTGGAAAGGCGAGCGAAATTGAACCATCAAAGCAAGAAGTATTGCAGAT
+GCCAACCTCATTTGAGGCAAAATTACTTAACTCTATTAATCCAGTATATCCAAGCCTTGCAAAGCGCCGT
+GGCCTTGAGATGGAAGTACAAGTAGATTTCATTATAGATCGTGATGGTAAAGTTAAAGATATTAGTTTCG
+CGCAACAAAGTAAGCTTATTTATTTCAAATCAGCTATCCGCTCAGCTATTCGTAAATGGCGATTTAGTCC
+TGCTACGATAAACAACCGAAAGGTTGAAAGTAAGATGACAAAGATATTCTCTTTTAGCTTGCATGCCTAG
+TAGTAATAACGAATAAAGAAATGTTGCAACTCGCCTCATCTTAGCTGTATATCTCCATATAGCTACAACT
+AAATATAAGCATACAAAGGCATATTTTTGAGTAAATACCACTCCTTTAATTCAGAGAAAAACATCAAATA
+CAAACTACCAAATGAGATTACCTTATTTTGGAATAAAGGCCTATTTGACTCATTTATAGGGATAGATAAA
+GTAAACATACACTATGCGCAATTTATTCAAGAGCAAGTAGAGTGTCCTACGATAGTCATAGTGCCAGGGC
+GCTGTGAGAGCTACTTAAAGTACCAAGAGCTGTCATTTGATTTATACCAGCAAGGGTATAACATTTTTAT
+CATAGATCATCGAGGTCAGGGACTATCAGGACGAATGCTGCTAAACGTAAACAAAGGTTATGTTACAAAA
+TTTCAAGACTATGTGGATGACTTACGGTATTTCATTGAAAATATCGTGACACCCAAATCTTCAGAAAAAC
+CATACCTCTTAGCGCACTCAATGGGTGGGACTATTGCCACCCGTTTTATGCAAGACTCTCCAAATGCAAT
+TAAAGCCGCCGTGATATCTTCACCTATGTTGGGCTTTTATTCTGGTTTGTTACCAAAGAGCATAGCTAAA
+ATACTGGTAGCCATTAAGCTGAAATTCAATAATATTATCAGCAATACGCCATGGTATTTTTTAGGACAAA
+AAGACTACTCCCCTGTCAATTTTACTGATAATAAATTAACTCATTCAATACCGCGCTATCAATACTTTGT
+TGATTTGTATAAAAAGAATAAAATCATCCAACTTGGTGGTGTTACCACTCACTGGTTAGCACAAAGTATC
+GCGGCTCAAAAAGAGCTTTTCTCTAAGATTGTTCAGCTTAAGACGCCTATATTATTGCTTCAAGCTAGCG
+GTGATACTGTCGTTTGCCAACAAGCACAAGATGATTTTTGCCAGCAATTACATACATTGCAACCACAATC
+ATGTCCAAATGGCGTACCGAGTAACATTGATAACGCCTTCCATGAGCTATTTTTTGAGACCGATGATCTT
+AGAAATAAAGCAATAACACAAAGCCTTGCTTGGTTTGAACAACATACTTAACGCTTTAAAGTGATGTAAA
+CTAACAGGTAACAGTCTATTTTGACTGCTCACTTTGCACTACAGAGCTAGGATCTTGATGAATAAAGACT
+TCACAAGGAGCTAACACTTGGCAAATTTCAGCCTCTATCTCATCGCCTATACTGTGTGCTTCTAATAAAG
+ATAAGTTGTCACTCAACTCTAAATGAAATTGGATAAATTTCTGTACTCCTGACTGTCTAGTGCGTAATTC
+GTGAATGCCCAATGCTTGTTTATGTTTCAAAACGATAGTTTTTATTTGCGACAATTCTTCATCACTTAAC
+TCGCTATCCATTAACTGAGAAACACTTTGCACCATAATTTGGCCAGCACCAAAAACAAGATATAGAGCGA
+CCAATATAGTGAAAACACCATCAGCTTGTAACCATATTCCCTGACTCAATATAATTGCCGCTAAAACGCC
+TAAGTTTAGAAATAAATCAGATTGGTAATGCAATGCATCACCACTGATAATAATAGAGCCAGTACGCTTT
+ATTACGTAACGCTGAAACACAACTAGAATAAGAGTTAATACAATAGAGATAATTGTTACCCAAATAGCGA
+CTTCACCATGAACTATCGCTTGTGGATTAAGCAGCCGAGACACACCACTAAAAATCAATAATATGGCAGA
+GCCAAGTACGAAAGAAGCTTGTACCAACCCCGCTAGACTTTCAGCTTTACCGTGACCAAAACTGTGCTCT
+TTATCTGCAGGAGCTAAAGCAAAGCGCAAGATAACAATACTCATTATCGAAGCAAATAAGTCTAAAATAG
+AATCAGTGGTAGAAGCGAGCATGGCACTAGAGTCAGTTACCAACCACGCATACAATTTAATCACCACTAA
+GATAAACGCGGTAGACGTAGAAAATATTGCTGCTAGTCGCACCCAAAATGCATAATCGTCTGTTGAGCTT
+TTTATAGCCATTGCTAATCCTTGGAGAAAAATTAAAACCTGAAAGTTATTACTTGTTAACCCGAACTCTA
+ATAAATAGATAGTTAAGGCATTGAATTATAACATCTAAACTACTGTAATAGCGCCAGCTTGATACTTTTT
+ATTAACGTTAGGTAGACTTAAGCTTTAAGTACTGAATATTGTAAATAAATTTAACAATCAAATGAGTAAA
+AATCACCGGTATATAAATATATATTAAGCGGGGTTCAGGTTCGTTATAATAACAAAAAATTTATTACAAG
+ATGATTGTTATGCTAGATGTTGTTCTTTTTCAACCCCAAATCCCACCAAATACCGGTAATATAATTCGCT
+TATGTGCAAATTCAGGCTTTCGTTTGCACTTAATAGAGCCATTAGGTTTTGATTTAGATGATAAAAAATT
+ACGTCGTGCCGGTCTAGACTACCATGAATTTGCCGCCATACAGCGCCATGCAAACTTCAATGCTTTCCTT
+GAAAAAGAGCAGCCAAAACGTGTGCTAGCGATTACCACTAAAACCAATAACTTTTATGGTGATATCAGCT
+TTGCAGCCGGTGATTATTTATTGTTTGGTTCAGAAACAGCGGGGTTACCAGAGGAAGTTCGTGCACAAAT
+TCCTGACGAAAATAAGCTTAGAATTCCAATGCTAAAAGAGAGTCGCAGCATGAATTTGTCAAACGCAACA
+GCAGTAATTGTTTACGATGCATGGCGTCAGCTGGGTTTCCCCAACGCCGTATAACAAAAAATCATATCTT
+TATTATAAAATAACTGTAAATCAAATTATGATCAAATTTACAGTTATTCTTTTTAAAATTTCTTTAAAGT
+ACTTATTTAAGGTACTTATTTAAAGTATTTCTTTTAAATGTGATTAGATTACTCAAATTTCTTATCACGA
+GAAAGTAAATCAGCCGCTGCCAACTTAGCATCTTTTCCGCGATAAAGTACCTGATATACTTGCTCAACAA
+TAGGCATTTCAACATCATGTCGCTGGGCAAGCATATAAACTTCTTTGGTATTTCGGTAACCTTCAACGAC
+TTGACCGATATCAGTTATCGCTTGTTCAACTTCTTTGCCTTGACCTAACGCTAAACCAAATCGACGATTA
+CGCGATTGATTATCCGTACAAGTCAGTACCAAGTCACCTAAACCTGCCATGCCCATAAAAGTAGCGGGCT
+CAGCGTTTAATGCTAAACCTAAACGAGTCATTTCAGCCAATCCACGAGTGATTAACGCTGTACGTGCATT
+TGCACCAAAGCCAATACCATCAGCTATACCTGCGGCAATAGCGATAACATTTTTAACCGCTCCGCCGAGC
+TGCACGCCAATAAAGTCTTTATTAGAGTAGACTCGAAAACGTTTTTCACAATGCAGTAAGTCAGATAATT
+CAGCAACAAACTCATCGTCCTCAGAAGACAACGAAATAGCCGTTGGTAAGCCTGAGGCCATTTCTTTAGC
+AAACGTTGGGCCAGATAAAACAGCTAAAGACACTCTATCGCCAAGTACTGTTCTAGCAACGTTTTGCAAT
+AAATCACCGGTTTGTGGGTCAAGCCCCTTAGTTGCCCAAGCAATTTTTGCATTCTCGGTTAACATAGGTT
+TAATTTGCTTTAGCATATCTGCAAAAGCATGGCTTGGCACTACCACTAACAGGTTATCACTCGCTTGCAC
+TGCTTTTTCTAAATCTGCTTCTAGTGCTAAATTTTCAGGGAACGGGCAATCAGCAAGATACTTATTATTT
+TCTCTATCTTGCTCCATTGCAGCGACATGATTATCATCACGTCCCCATAACAAGGTTTTATGACCATTTC
+TGGCTAAACAAATTGCTAGCGCAGTGCCATAAGACCCTGCACCTAACACTGTAATTTTTGCAGCTAAAGA
+CATATAAAACCCTATTTATAAGCTAATGTTACTTTTGTATATTGCTACTAACTAATGTGTTTCACTACTT
+TGTGCCACGTTTTCTTGTGTTGCACGTTGTTGTACATAAGAAGCGTATAATCCTTCAAAGTTAACCGGTG
+TTAAGTTAAATTGTGGGAAAGAACCACGGTTAACTAAGCTTGCTACCGTTTCACGAGCATACGGGAACAA
+TGTTGTAGGACAGAAAGCGCCAATTGTATGTGCTAATTGTGCTTCAGGTAAGTTGCCAATAGTAAAAATA
+CCCGCTTGTTGTACTTCAGCTAAAAAGGCAGTTTTATCTTCCACTGTAGCAGTAACCGTTACCGATAAAA
+CAACTTCATAAGTATTGTCAGCTAGCTTAGTTGAACGTGTATCAAGATCTAATTGGATTTCTGGTTTCCA
+ATCTAATTGAAATACAGCTGGAGAATTAGGCGTTTCAAAAGAAACATCTTTAGTGTAAATACGTTGAATT
+GCGAATTCTGGAGATTGTTGTGCTGCTTCACTGTTCTCTACTTGATTTTCTTCAGCCATGAGTGGCTCCT
+TTATTATATTTTTTCTAATTGAATTTATTATTTTGCGTCTAAAAGCGCATCTAATTGAGTATTTCTTTCT
+AAGGCGACTAATTGATCGCAACCGCCAATATGAACATCATTAATGAATATTTGTGGCACTGTGTAGCCAC
+CATTAGTGCGTTCAATCATGGTGCTACGCATTTCCATATCATCATCAATCTTAATTTCATTATATTCTGT
+CTGTTTACTCTTTAATAAGGCAACAGCATGAGTACAATAAGGACAATATTCTTTGGTATATATTTCAACT
+TTTGCCATTTTAATCACTCTTTATTTTCTATTTAAACGGATAGCGAAAATTGCAGTAAATATTCTATTTA
+GCTACAGGTAAACCTGCACTAGTCCAGCTATTCATGCCACCTTTAAGTACGCTAGCTCGAGTGAAACCAC
+CTTTATATAAATCATTAGCAATTTGCACAGCACTCATACCCGCAGCACATACTACTATGATGGGCTTGTC
+TTTATATTTTTCAAGACTAGTGAAGTCATTTTTGTTGATTTTTTCACTTGGTAAATTGATTGCATCGAGA
+ATATGTCCCGCTTTAAACTCTTTTTCCTTGCGGATATCAAGCGCAATACCTTCTTCCTTATTCATCAAAA
+AAGTTAAATCTTGAGTACTGATTTGTTTAATCGGTGACATTTTCATTTTAACTGTCGTGACGATTATCAT
+TACCACTAAGGCAACCCAAACCGCGCTCAGCATGCCATTATCGCTTGCAAAAGTAATTAATTGTTCCATA
+AATAAATGCTCGTTTTTATCAAATTTCGAATCGGCACATTATACGCAAATGACTTAGAATTGCGAGCATA
+TACCGCGAGCTAAAACTTAGTAACCCTTTACGGAACATTTCAATGTTAAATCCTTAGTGAATAACACAAT
+CTGTGGGTGTACAATACTTGCTCATAAAATATATAAATCACATAAGATACTAAATTTAACGGGAAAAATA
+ATGGCGAATAAGAAATCAACGGTACTGATGATTCTAGATGGTTGGGGATATAGAGAAGAAACGAGTTCAA
+ACGCGATTCATCAAGCGAACACACCAGTATTAGATAATTTAAAAGCCAAGTACCCAAATATGCTTATTGA
+TACCTCAGGCATGGCCGTTGGCTTACCTGAAGGACAGATGGGCAACTCCGAAGTAGGCCATGTGAATTTA
+GGTGCTGGCCGTGTGGTATATCAAGACTTTACGCGTATCACTAAAGCGATAAGTGATGGTGACTTTATTG
+AAAACCCTACGCTTTGCCACGCAGTAGATACCGCGACATCAAACAATAAAGCTGTGCACATTTTCGGTTT
+ACTTTCTCCAGGTGGCGTACATAGTCACGAAGAACATATCTTCGCTATGATGGAACTAGCCAAAAAACGT
+GGCGCGCAAAAAGTTTACTTACATGCATTTTTAGATGGTCGGGATACACCGCCACGCAGTGCACAAGCTT
+CTTTAGAAAAAGCCCAACAAAAATTTTCAAAGTTATTTACAGAAACAGATACTGGCGAAGGCCAAATAGC
+TTCAGTTATTGGCCGGTACTATGCTATGGATAGAGATCAACGCTGGGATCGAGTTGAGGCGGCTTATAAC
+TTAATGGTTAATGGCGAAGGTTTACACCAATATAATAGTGCCTTGGATGCTCTTGCCGCGGCCTATGAAC
+GTAATGAGAATGATGAGTTTGTTGGAGCCAGCGCTATAACCAGTCCATCAGGTAAAGCTATCAAGGTAAA
+TGATGGTGACGCTTTGATTTTTATGAATTTTAGAGCAGATAGAGCGCGTCAATTTAGTCGTTGTTTTACC
+GACACAAACTTTAATGGTTTTGAGCGAAAGCGAATTCCAGCAATAAGCAATTTTGTTATGCTGACACAGT
+ACGCTGCAGATATTGATGCTCCATCAGCTTTTGCTCCCACTCCGCTCACTAACGTTATGGGTGAATGGTT
+AGCTAAACATAATAAAACTCAATTACGTATTTCTGAAACGGAAAAGTATGCCCATGTTACCTTTTTCTTT
+AGCGGTGGCAAAGAAGATATGTTTACGGGCGAAGAGCGTATTTTAGTTCCTTCACCTGATGTTGCAACCT
+ACGATTTACAGCCTGAAATGAATTCAACTCTACTTACCGATAAGCTCGTTGGCGCAATTGAAAGTGGTAA
+ATATGACTTTATCGTTTGTAATTACCCAAATGGCGACATGGTTGGCCATACCGGTAGTTTTGATGCTGCA
+GTAAAAGCCTGTGAAGCAGTAGATACCTGTGTTGGTCGTGTTGTTAAAGCTGCGCAAGATAACGGTGGTG
+AGTGTTTAATTACTGCTGATCATGGCAATGCTGAACAGATGCAAGATCCAGTATCAGGACAAGCTCATAC
+TGCTCATACCTGCGAACCAGTACCCCTTATTTATGTTGGCCGAAATGCCTCGCCAGCAGCCTCTGGCACC
+TTGAGCGATATTTCGCCAAGCGTATTGCATTTAATGGGAATGGAGCAACCTCAAGAGATGACAGGTTCAG
+TACTAATGCAGTTAATCAAGTGATAGTAAGTTACCTGATAGTAGATTAGTAAACTATAACTATTTCACCT
+CAAGAGATGCACTTCTTGAGGTGACATGGGTATAAGTGATACATTGGCTTTTGATTTATTTCCATCATCA
+ATTATGAGATTGTTTATCCACACGTATTTAGCAAATAAGCGCCTTCAACATATAGCTACAGCAATCATAG
+TAATACTAAGTTTTATACTTGCTTTTCCCTTGCAAGCTGAACAAAGTAACCTCAATGAAAGTGCGCAAAA
+AAAGAACCGCGCAAAACTCAGCGATGTCCAAAAGGCTATTGCGCAACAAGAGTCGAATATTTTTGATGTT
+AATAAACAACGCAGTAGTTTGGAGCAACAATTAAAAAATGATGACTTAGCGATTGCAAAAGTAGCCAAAG
+CAATTAATAAAATTGAAACTGATCTAGAAACGACTCAAGAAAAAATTACTGCCTTAGCGATAAAGAAAAA
+ACAGCTAACTATTGCTAAACATAGACAAGAACGTTTATTAGCACAACAACTTAGAGCGGGCTACACTACT
+GGTCAACATGATTATCTCAAGTTGTTACTCAACCAAGATCAAAGTGAAAAGATCCAGCGCACCATCAGCT
+ACTATCAATACTTAAATCAAGCACGAACTAAAGAGATTGATAATTTTCAAGTGACCATCGCTCAACTTCT
+CCAAGTAAGTACCGAACATCAAACACAGGTTGACCATTTACAACAACTCAAAGACGAACAATTACAGCAA
+GATACCCAGTTTCGAAGTAGTAAATCGCAGCGAAGTCAAACCCTAAAGAAATTAAGTCGTAAGTTACTTT
+CCAGCCAACAGCAATTGAATAAGCTTAAAGCAGAAGAAAATAATTTAAACCAAGCATTGAATAAGCTAGC
+GGCACTTATCCAAGCTGAAATTGATTTAACCGGTTTAAGTAAATTGAAACGAAAGTTATCTTGGCCAGTT
+AAGGGTCGCATATTGCATCGGTTTGGCACTCGAAAACAAGGCTACTTAAAATGGAAAGGTGTATTAATTA
+GTGCTCCAATAAGCCGACAAGTACAAACCATTCATAATGGTAAGGTATTATTTTCAGATTGGCTTAAAGG
+CTATGGTTTATTAACCGTGATTGATCATGGTAATGGTTATATGAGTTTATACGCACATAATCAAACCTTA
+TTGAAATCAGTCGGTGATCGTGTAGAAACAGGTGAGCCCATTGCGTTAATTGGACAAAGTGGTGGTTTAG
+AGCAATCAGGTCTTTATTTTGAAATTCGCCACCAAGGCAAAGCGCTCAACCCTAAACTTTGGTGTCGGTA
+ATTATTGAATCATTTATTAAACAAGATCTCTCAACATCATTGCGCTAACTTTATATATTTTTTAACTAAA
+TAACTGCTACGCTTTCTTATTATAATAACTAAAAAGACAAATATTACCCTGTGCTAAATACTTTTTTAAA
+AATTATCTCTATACGTTCTTTTATAATACTTTATCTAATGCTTTTTAGTGTTCAAAGCATTGCTCAAGCG
+AACCAAGTTGCTATCGTCATTGATGATATGGGGTATCGGTATACCGACAAACATGCGTTAACTTTACCTG
+GAGCAATTACCTATGCTTTTCTACCTCATACCACCTATGGTAAAAAACTTGCCATGCAAGCCAATAGCAC
+TAATCATGATGTGCTGATTCACATACCAATGGAATCTGAAAATAGAAAAAAATTAGGTCCTGGTGCGCTA
+ACAAGTAATATGGATGAACAAGCATTTAGTCAAAGCTTAACTAAGTCCTTCGCTGAAATTCCCTTTGCGA
+TTGGTATTAATAATCATATGGGGAGCTATCTCACACAATTATATCAACCTATGGCTTGGACTATGACGTT
+TTTAAAACAGCATGATTTGTTTTTTTTAGACAGTAAAACCAGTCCTCATTCACAAGCACAACAAGCTGCT
+ATCGATTTTGGCGTACCGGTTAAAGCAAGGCATATATTTTTAGATAATGAATTAACTGAAAAGTATATTA
+GTCAGCAATTTAAGCAACTCATTCATTTCGCTCAAAAACACCAAACAGCTATTGCTATCGCCCATCCTCA
+TCCCGAAACTGTGGCAACATTAAATAAACTCATTCCTACCTTAAAGTTACACGGTATTGAGTTAGTTCCA
+TTATCTCGTTTATACCCAACATCGATCAATAAGGTAATTAACTCTACAGCAACTGAGTAAATTATCGCTA
+GAACAATGAAATCTCTAACGCCATATAATTCAGTCTAAAGTATCGCTTAAAGTTTAATGTTATTTTCTCG
+TAAGACTTGATGCAAATATTTAACAGGTATTGCGTAAGTGATGCCACTAGGGTTACTAATAACAGCCTCT
+TTAGTTGCTTGTACAAAAACTTTATTAATTATGCCAACCACTTCCCCTGTTTTCATATCATACATAGCAC
+TGCCACTGTTTCCAGGATAGGCCGTCGCATCAAGCTGATAAACCAAATAAGGATTTCTCATACGTTTGAG
+CATTTTTAAATTAATTTGTCCTGCAGAAGCTGCAGGAACAACAGTAGGAGTAATACTGGCAATCATGCCT
+CGATGTGTCACAGGGTAAAGACCCAACACGCCGCCAATGGGAAAACCGGTGAAAGCAATATAACTCCCGT
+CTGCGTACAAATCTTCATTCGCTAAAGTCATCGCAGGTAAGGCTGCCCCAGAGATCTTTAAAATAGCTAG
+ATCGTATAAACTTGATGTTGCAACAATTTCGGCTTCTCTTACTTTAGCATTTTTACCAGAACCAATGAAA
+ACAGCCATTTTCTGTAACAAACTTTCATCTAATAAGGTAGGCAATACATGGTCATTAGTAACAATGTAAC
+GACCATCACCAATAACAAAACCTGTGCCTCGTAGAATATTTTGTGGTCGACTCGTCGGTGTATGTATTCC
+AATACCAACGACAGACGGTTTGATTTTAGCAACAACGCCAACAAAATCTGCTTGCGCGTATGGTGTAAAT
+AAAGAAGCAATAACTAGCAGTAAGGGAATATGTATGGACATAAATTTTTCCTAAGTAAAGTGAGCTACAG
+TTGTTATCGAGCACAAATACTATCTTATAGCAATCGGACTCATTTATTGATCACTTAGCGATAATTAAAC
+TATGCTGCCTAAAAAATGCTTTAAGATTATAGTTGGCATACAATATTTTTCACGAATATATCATCAAGCA
+GTTTTGGCATAACACTATCATAATAAATATAGATGAATATTCTGTGGTCTATTTTAAAGTGACCAAAGAA
+AGAAGTCTGACCTGTATAGAATTAGGTCTCAAACTTCAATAGAAGCTATTCCAATTAAGATTAACATGGA
+AACTCATGATATAGCTCATTAAATTATAAGCATTTTTTCTATCTCATACTTGCCTATGTAATGCTTTCAC
+AGTCATAATAGCGCTGCTAAGAAGTGTCCCATATTAATTTTCAGGATGATAAATGATTACCTTTGTTCAC
+GAGCTTATAAGCCACAGTGTACAACGCTCTCCCGAAGCAATTGCGCTGCAAGTTAAAAATATGAGCTTGA
+GCTACGCCCAGCTTAATGAAAAAGTAACTAAGGTAGCGCAAGCTTATGCTTCACTCGCCATTACACGCGG
+CGATCGCATTGGTATTTATATTAGTAAAATCATCGATAAAAAAGTGTCTCGATTTACCAATTATTTAGTT
+TGTGATGGCGGCTTACACCACCATCTAGCTAACTCTTGTAATTTTGGTCAATTAATACGAAAAAACTACC
+CCGTAGCTATTAGAAATAAACTCAAGGAGGGTGTTCAAGAACTCGTTAACATTGTCGGTCCCATATGCAA
+CCCGCTTGATATTTTAGCTGATAAAATAATGTTACCTAAAGCAAGTATGGGCGATTATGTTGTTGTCTTT
+CAATCGGGGACCTATGTTGCGACAGCCAGCCCTAAGGATCTTCTTAGTCAGCCACAAGTAAGTGAACTAT
+TAATTTAAATATTATCTTCGCAGAATTACAGATACTCTATCTTAATGAGTATACTGAAATTAGCCTAGTT
+ATTTACAATTTCATAATGGAATAAAAATGAACTGGAACAAACGATTATTAGACACCCCTATTATTGGTGA
+TATCACCAAAAAAATTGTCTCAGCTAAGGCGAGTAGAGAGGCGCATAATATATCAGATCATTTTACGCAG
+TTTTTACAGCCTTGTGTTGCCGTCAGCCAAACCTTAAAAGAAGAAGCATTTAAAATTCGTCATAATGTTT
+ACTGTGAAGAACTTGCTTTTGAAGAGGTTAGAGACAATGGCCAAGAAACAGATGAATTTGATCACCAATC
+AATGTTTTCTTTAATCAAACATAAACCGTCAGGTACATTTACTAGTTGTGTACGCTTAGTCACTTCAAGT
+GGCCCTGATGAATTACTTCCTATTGAGAAGTATTGTATGGGGTCGATCACTAACGAAGAGCTTAGCCCTA
+AACGCTTTAATCGCAATGAAATAGCAGAAATATCACGTTTAGCCGTTAAATCTGATTTTCGTCGCCGTAA
+GGCCGATAACTATAAAGGCTCAGGTACTGGCGTTATCAGTGAAATTACCTATTCAGAAACCGAATTACGT
+TGCTTCCCCTTCATAGCCATAGGATTATATATGGCGGCAGCCACTATGAGCATGAATACCGGTATTCGTC
+ATGTTTATGTGATGATGGAGCCACGACTTGCCCGTAGCATGAAATTTATCGGTATTAATTTCCAGCAACT
+AGGTCCCCCTGTTGATTATCATGGTTTACGCGCCCCTTATTATATTAATCCTGAAATTTTTATGAAAAAT
+CTCTCTCCTGGTTTTAAAAGCCTTTTTAGTATAATTGAAGAAGACATTTGCTCACAACTGAATCAATTAG
+ATTTAGCCTAACAAAATTACAGCGGTAAACCACTAAGCACCTCTTATGCCACAGAAACTTATTCCTCTCA
+TTGAAAATGTATTAACAATTGATTCGAGTTTATCATTTGATCCTCAGCAAGTTTCTCGCTTTATGCTTGG
+CACTGAAGGATTGACTTGCTTTGAAAATAAACAAAGAAGTATATTTGCCGTAATTACACTAACTCAGTCC
+CATGAGATAAAAGCACTACTTGATTTGGCCAACCACTGTGCGACCGATCAAGAGCTCGCCTTTTCTCTTT
+ATCCTATTAGCACAGGGAAAAATTGGGGTTATGGCACCAGCCAACCTGCTGGCACAGCTAAAAACATTAT
+TCTTTTGGATTTAGGTCAATTAACCGATATAAAACACTTTGACAGTGAACTTGGTTTAGTCACGATTGAA
+CCAGGGGTTACTCAACAGCAATTGTGTGATTATTTACAGCTACATAATCATGACTATATGGTGCCTGTCA
+CTGGGGCAGGACCAGACTGCTCTATACTAGCCAACGCCTTAGAACGCGGTTACGGTATAACACCTTATAC
+AGACCATTTTGCTGCCGTTAACAGTATTCAGGGGTATTGGGCCAACGGCACGCCTTATCAATCAGCCGTC
+AATGAACTAGATGCCAGCGATGATAAGTTTGTCGATAAAACGTTTAAATGGGGACTTGGCCCCTATTTGG
+AAGGACTATTTACCCAGTCTAACCTTGGTATAGTGAGCCAAATCACCATTCGGTTAGCCAAGAAGAAAGC
+TGATTTCACTTCATTTTTTATCCAAATGGAAGATGATGCATTACTTGAACAAGCGGTTCCCTTAATACGA
+CAAGTATTACAAGACTATGAAGGTATTGTTGGCTCAATTAACTTAATGGATCAACGCCGTTTATTATCAA
+TGTTTGCCAAAAATCCCAATGGTAACGACGTCCATCAAGTAATGGAAAATCAAGATATTGAAAGATTGGC
+TAAAGAATTACAAGCGCCTAACTGGACCATTGTTGGTAGTATTTACGGCAGTGTCGGCGTGGTCAAAGCA
+GTAAAAAAAGAAATTAACCGTATTTTTAAACAATTGCCTTGTAAACGAATATATTCAAATAGCTTAATCA
+TCGTTGTAGCGAATAAAGTTATTAAATACATCCCCTCATTATTGATTAATAAAGTGCCGCCTTTATCTGT
+GGCAGTAGAGCAACTGGATTCGTTTAATAAGGGTAAAGAGATTATGCTGGGCAAGCCGAATAAGGTTGCC
+CTAAAACTCGCTTACTGGCGTCATACCGAGACTGCAAGTTTTGATAAAAGTGAATTATCACCAGGAAAAG
+ATGGCTGCGGTTTACTTTGGTATGCTCCATTAATAACGATGAAAGCAAAGAAAATGCGAGAGTTTGTCGA
+GTTTGTTAGAGAAACTTGTCCAAAATATAATATTGAGCCTTTCATCACCTTTACTAACCTAAAACACGAC
+TGCGTTGATAGCACTATTCCTATCGTTTTCGATTTAGGTAATCCTCAGGCAGTCGCCGATGCTCATGATT
+GTTTAAAAGCTCTGGTAACAGAAGGTCTTAAAAAAGGCTTTGTCCCCTACCGTCTTAATATAGATCAACA
+ACAGTGGTTACTTAATAAAGACAGTGATTTTTGGCAAACAGTCAATAAAATCAAGGGCAGCTTAGATCCA
+CATAATATCCTCAGCCAAGGAAGATATAATCCTAGCTAGCTATTTTTTGAACCTAACATATTAGTCATAT
+GTTTTAATTGAAAAAGCCCGACAAGCTTGTGCTCATCGGGCTTTTTTAATTAAGCGTTTACTTGAGTGAC
+TACTTTGTATTAATAAAGCATGCAAGCGCTAGGATTTAAAATTGATAACAAACCTAACCGTTCTAAATCA
+CAATAATCAACGGCATTTTCTAGCATTTTTTTATCTAGACGAATAGGCTCTAACTGCTCTTCAGTTAACA
+AGTCGTTGAAATCTAAGTTTTGATCTTTAAACACTTGCTGCTTACTCATCACACGCTTAGCTATATATAA
+CAACTGTGTTTCTGCAGTGTATTGGCTTAGATCGTCAATATCCTGATCACGAATAGGTGCGAAAATGCTA
+TAGGGTAACTGCCATTGTTTTAACAGTTCGGCAGAACATTCACCAAACGTAAATCCTAATACATCTTGTT
+GCTTCACCCAAGGTAATAAATTGATATCCTGGCTATCACAAGCACGCTGTTTTTCCGTTGTTATTTGGTG
+AACAACTAATTCACCTAAATTATGCAACAAGCCTAAAATAAATAAACGTTCAGCATTAATAATACCTAGA
+CTAGTTCCTAAAAACTTCATCAACAACGCGCAATCAACACTTTTTATCCAAAACTCATCAAGATAATCTT
+GGTTGGCATCAATGTTTTTGAAAGCTTCCGTCGTAAAATAGGCAATAACAAGGTTATAAACTTCCGTAAT
+CCCCAGTACCAAGACAGCTTTAGATATGGTGTCTATTTTACCGGGATAACTAAAAAAAGGACTATTCGCT
+AATTTTAATACCGTACCAGAAAGGGCAGGATCGAGTAAGATAACCTCTGAAATATCATCTATGGTAGATG
+ATTCATCATCAATTAATTCCCTAATTCTGATAAAAGAATCGGATAAAACAAAAATTTCACTGGCTTGTTC
+TACATAATCATCTGCGGTCATCTTGTTACCTTTAATACTGCAGTTTAGAAATTTGACATATAAAGTTGCC
+GAACAAATAAATTCGATCTTTGGCTGAATATAGCTATATACAGATCGCCATTCTCAAGTTCAAGTTACTA
+ATAGTCAATACTTATTTGATATGAGCTAAACTTCCTCATATTAATTACGCCTTTATCGAAAATTAAATAT
+TGACCTTTAATGCCCAAAAGCACTCCCGATACAGTTTCCGTTTTATCAAAATTAAAAGAACTAATTTTAG
+TTAAATATTCACTTACTGGATAATGAATTTCTTGCACACTTTCATTTAGTTCTTGAACTGCATCACTACC
+AAATTGAAGCCTAAGTTGCGATAAGCGCATACTGATCTCTGGGATTAACTCTTCTGCTTTGGCTTTTAGG
+TCTATAGGCTCTGGCTCACCTTTTAACATAGCGCGCCAATTGGTTTTATCACTAATGAATTCTGCTAGTG
+CAGTTTCTACTAAACCTGATTGTAAGCGAGTACTCACCTTAAATATAGGGAGAGCTTGGCATGCTCCTTG
+GTCAATCCAACGAGTAGGTAATTGAGTATGTCGGGTTATGCCCACTTTCAAGCCTGAGCTATTAGCTAAA
+TATACATAATGATCAACCATACAATGACTTTCCCCCCACTCTGGCTCACGACAAGTGCCTAAATGAAAGT
+GGCAAGTTTCAGGTTTCATAATACACAAATCACATTGAGCAAGTTTAGCCATACATGGATAACAATATCC
+CTGAGAGTAACTTTTTTTAGTACGCTTTCCACAGTGCTTACAGGCTATAGTGCCGGAAAAGTGTAAGGTT
+ATTTGCTTTCCTATTAAAGGATTTAGCTCAATACTCTGTTTAGTGCCATCACCATTAAGGCTAGCTAATG
+GTAGTTGATACTGAACTAAATTATTACTATCAAGTTGTGCGGTAAGTTTCTCTACTGCACCGACGTCACT
+AATTGGCATAGTTGCTCTCTATTTTATATTAGGATTTAATTTTTATTTGTTCGTAAAGGACTTTCATAGC
+GATGTTCATTCACTAGAGTTGTACTTTTTTCCGTGTTTGTTTGACGTCTTTACGATTAGCCTTCCCGGTT
+AAGCGTCTTTGCACTGAACCTTTGGTTGGCTTGGTCGCTCGTCTGTTTTTTTGTACTACCATCACGGATT
+TAATGAACTCTTTCAGTCGCTTTAGCGCATCTTCTTTATTCATTTCTTGTGTTCTAAAGCTCTGCGCTTT
+AATGATAACTACACCATCTTTGGTAACTCGACTGTCTTTGGAAGCAAGTAACCGCTCTTTATAAATTGCA
+GGTAAAGTAGATCGCTTAATATCAAAGCGTAAGTGAATAGCGGTTGCCACCTTATTTACACGCTGGCCGC
+CATTACCCATTGCTCGTATAGCACTAAGTTCTATTTCCCAATCAGCCAAGCTGACATTATTTGATATCTC
+AAGCACTTTTATTTACCATTTAGATACCTTCAATATTGATACTAGTAATTATCACGTTATATGACCGAAA
+TAAACAAGACGAACACCTGGTGGGTTTACTTTTTACGCTGTAACGATAATAGCTTATACGCAGGCGTTAC
+CACAGATATCCTTCGTCGCATTGACGAACATAATAACAGTAAACTTGGTGCAAAATATACCCGAGCAAGA
+CGACCTGTAAGCTTGGCCTATCTCGAAGAGGCCGATGACAAAAGTACAGCATGCCAAAGAGAGTATAAAA
+TTCGTCACCTCACTAAAGTCAAAAAAGAGCTGTTAGTAAGCAAATATAGCCAAACCAAACAGGTCTGATC
+AGCAAGGTATATGCACTTTATTTCGATTTAACACTAAAGTACTGTTAGAATGCTTCGATCGAATGTCGTT
+TACTCACAAAATGAAGTTGCAAAGATGTCTATAAAAGAAATGTTTATTGAGAATTATTGCCCGATTAGTG
+CTGATAGGATCAGCTTCACACGCCAACAAGGTAGTGATTTTGCCAAACAAGTAGCAGATGACTTTAACCC
+ACTACATAATATTGATGCTAAACGTTTTTGCGTACCTGGAGATTTACTTTTTTCAATAATAATCGCCAAA
+TCGGGACTACATAAAAACATGACCTTCGATTTTTCAGGTATGGTTAGCGATGATGTTCACCTTACTTTTC
+CTCAGGAAATTGATGAAAGTTTTGATATAAAAGATGATAAAGATAAAACGTGTCTAAGTGTGCATGTTAG
+TGGCGATAAAACACATGAATCTGTACTGATTAATGCACTGACAAAGGCCTATGTCGATTTTTCTGGTCAT
+ACTTTCCCTGATATTTTAGTGAAATTAATGGCTGACAATAGCGTCATGATTAATCCTGCTCGCCCCATGG
+TAATGTATCAATCAATGTCTATTGATTTACATACATTAACGGCTGAAACAGTCACATTAAAATTAGCCAA
+AACCAGTTTATCAATAGAAGGAAAGCGCGGCGATGCATGGCTTGAATTTGACTTGTTATCAAATGATAAA
+GTTATCGGCCACGGTAAGAAACATATGCTTTTGAGCGGCTTACGTACCTATGAGCAAGAGACGATTGACG
+CTATGGTAAATCAGTACCGCGACAGTAAGAAGAATTACCAAGCATAAAGTCATTTACTGAATATATTTAT
+GCTCAAATGTTTCTCGCTGCTGTAGTTTGTCTTCACTACAAAAAGCAAAAACGTTAATATTTTTAGGACG
+CTGGCACTTAATAGGTTGTTGATAAAACTGCAACCAAGCCAGCTTTTTATCTCCATGATATTTTGACTTG
+ATCACAATTGCACTATCTTGGTTAAACGTAGCCATCTTCTTTGGTAACTTGAGTTTTACCTTATTCAATT
+TGGCATAATGGGTTGTGCTTTTCTGCTTCTTCTTGGCTTTCTTTTTTTTTGTTCCATATTTCGACTTAAA
+TGCTGACAAAGAGCTATTTTCACACTGCCACCACTTATCTCTCGCTTTATCTTCCTTTGCTCGCAAAGAC
+TGCCCTCTTTTTAAAGAGTAGTTTTTACGTTGCATCATTTGAACATTATGTAGTTTTTCTAATAAAGGTT
+TACACCTTTTTTTAGCGGACGAGTTTGTGCTAAAAATTAGCAGAGATATGGTCACAACAACATAAAAAAA
+AGTAAACATAGTGAGTTTTTTCATCATAGCAATCCTTGCTAATGCAATTAACTTCGCCAAATAAAATTTG
+GCAAATCACCTTAATGGCTAAGGTCTCCCTTTTTTCAAATATAGACTAGACTTTACCTTTTTAGCAAGTC
+TCATTACATGGAGTTTAGTGATGAATAAGTATGTTCTACGGATTTTCTTTGCCTTTATTTTATCAGTCCA
+TTTGTCTTCAACTGCACAACAAACAACTCAAAAAACTCAAAAATTTAAGCCTAATATTCAGCATGGCGTG
+AGCTACCAAAAGGTCGATGACATTAGCCAGTATTATGTCTCTGAAAAACTGGATGGTATTCGTGGTTACT
+GGGATGGAAAACAATTGTTTACTCGCCGAGGAAATTTAATCAATAGTCCTAGCTGGTTTACTCAGCATTG
+GCCTACATATCCAATGGACGGTGAACTCTGGCTTGCTAGAGGGCAATTCCAACTATTACTTTCTTGTGCA
+ACTAAACGCATAGCAGTCGAAAATAAAACGACTAGTTGCTGGAGAAGTGTTCGCTTTATGATATTTGATC
+TTCCTAAACATCTAGGGGATTTCAATGAACGAGTAATTAAGATGCGGACTTTACTTGTACAAAATCAATC
+GGTTTACTTAGCCATGATAGATCAGGTAAAACTGGAGGAATTAAGTGCGCTTGATCACAAACTTGATGAA
+GTCATCGCAACTCACGGTGAGGGCCTTATGCTACACCTCGCTAGCGCTCACTATCAACAAGGCCGAAATC
+CCGCATTGATGAAGCTAAAGAAATATCAAGATGCCGAAGCAACAGTCATTGGTTATACCGAAGGAAAAGG
+TAAATATCAGAACCAACTTGGCGCAATCAAAGTAAAAACAAGTGATGGAATAATTTTCAAAATTGGATCA
+GGTTTAAGTGATATTCAGCGTGCCAACCCACCAAAAATTGGCACTATTATTACCTTCAAGTACAACGGGC
+TCACACAAGCGGGTATACCAAGGTTTGCCCGTTTTTGGCGTATAAAAGCTAGCGGTTAACTCTCATAAGC
+TCAACCAGCTATTATTTGATTTCCAAATTATTTTGGCTGATAAGTAAAAATTAAAACTTTAAGGCCCTTG
+CCTTCATGGGCTTCCTTGAAGGCTTCAGGATTTTCAAGCTGTTGCTCAAAGTAACAATCAGGGCATTCAC
+GCTCAACCTCAGCTTTTAAGAAGTTTGCATCTAAATCTGGGGAGTTTAAACATAACATCAAGCTAGCACC
+TGGATTCATCCATTGTGGAATACGGCGGATTATTTTAGCGTAATCACGTTCGATATTAACACTACCCTTT
+TGAAATGAAGGAGGATCACAGACTAAAATATCATACGGTCCATATTTTTTAATGCGGCTATTCGATTTAA
+AAATATCGACACCTTCAAAGACAACTTGTTTGCCTTGCTTTTTAGCCAGCAGGTTAAGTTGATGATTTTC
+TCTACCTTTACTTAGAGATGATTTGCTTAGATCAATATTAACCGCTTTACTGGCTCCACCTGCAATGGCA
+CTTAGCGAGAAGGCACAGGTATAGGCAAAGAGATTAAGCACATTTTTACCTTCTGCTCGCTCTCTTAACC
+ATGACCTTCCATTACTCATGTCCAAAAACAAACCACTATTTTGGGCTTTACCAAATTCAATATGATAATT
+GAGTCCCTGCTCACTCACGATAGTATTACTTATGGACTCACCTAATAATAACTCGGTGGGCGCAAATTTT
+TCATAGCGAAGTTGTACTTGCACCGAGCGACATTTTTTAATCAATTTTTTTAATGCATCAGCTTGTTCTT
+CTAACCATTTGCTATCAACAGCTTGGTATAAAGTGATAAGAATAACCGGAGATAGCCAGTCAACATTTAC
+GTGGCTTAAATTGGGATATGCGTGTCCTCGACCATGAAATAATCGTTGGGCATCGGTAAAGTCTGTGCTG
+GTAATATGTTCTATCATGGCTAGGGTATCGGGTAATTAATAATAAAAAACGCCCAATAATAACATTTACT
+ATTCGGCGTTTATATCGTTTAAATCTATTTAGATGTTTTAGCTAGAAACCAAAAAGGTTAGCTGCAAAAA
+ACTTTGTTGCCACAGTATTAATAAAAATAAGCAGCACGATAACAGGGATAAAAGTACCCAATGAAAAGTT
+AATATATTTTTCTACCCATGAACCTTTGTAGTTTTCATTACCGATACTTAGTTCTTCAGATAGTTGCTTT
+TTCTTCCAACGGTAACTCACAAAAATACACAGTAAGAAACCATTAAGCGGTAAAATTGTATCGTAAAAAA
+CATCATAAATAACATCGAATAAGGACTTAGTACCGCCAGCGTACGAAGTAAACTCGGTAAAAAATGGCAC
+CATGCCAAACGATGCTGTGGCAAATAAAGTTAGCACACCAGCAGTAAGCGTTAAGTAACCTAATGCTTTT
+TTACGACTGTGCTTTTTCTCAGTGACTAAATATGAAACCGGTACTTCAATGATGGAAACTAACGAAGTAA
+TTGCGGCAAAGAAGACTAATAAGAAGAAGAATGCAGCCACAGCACTAGCACCCACATAACCCAATGAGGT
+TTGTAGTGCTAAAAATATTTTAGGTAGAAAGGTAAAAATCAATGACACTGAGCTATCACTTAACTCACTT
+GGATTAACTTCAGGGTTAAATGAAAATACTGCAGGAAGAATCATCAAACCAGCAATAAATGCCACACTCG
+TATCCGTAATCGCCACTAATTTAGCGGAATTAGGAATATTAGTTTGTTTATTTATATATGAGCCATAGGT
+TAGTAATATCCCCATACCCAAAGAAAGTGAGAAAAAAGCTTGCGACAAAGCACCGTTGACTACACTTGGC
+GTTATTTTATTAATGTCTGGGACTAAGAAAAAAGTAACCCCTGCCATAGCATTATCAAGAGACAATACAA
+ATACAACCATTAAAATAAGCATAGTTAGCAATGCTGGCATTAATATTTTAGCTGCTTTTTCAATTCCGTC
+TTTGACCCCGGCCGCCAAAATAAAACTGACAATACCGGCAACAGCTATTAAAGCAATATATAAGTACGGG
+CTGTTAATAAACTCGCCAAAACCAACATCACTTGCTAAATAGTCTAAATGACCTGTTACCGTTAAGGCAA
+TATAGCCAAAAATCCAAACAGTGATCACCATATAAAAAACGGCAATCATAAAGGGAGTTAATACCCCTAA
+AAAGCCAGCGGCTCCCCATAACTTACTGCCTTTACTCAATGTTTTAAATGCGCCAACAGGCTCTTTAGCC
+GTATTACGTCCAACAGCCATTTCAGCAATCATCACAGGCAAACAAATAAGAAAAACAAATAATGCGTACA
+TTAACAAAAATGCACCGCCACCATTTTTAGCGGCGTTAACTGGAAAACCAACTAAATTACCTATACCTAC
+TGCAGAGCCTGCAGCGGCTAAAATGAAGCCAATTCGTGAGCTAAAATGCTCTCTAGAAGCGGACATACTT
+ACCCTTTTTATAATTATTATGATAACGCGATAAATGAGATCTCTCGATGCTAACAAGCTTTACTAACTTT
+GTCTTCTTTTTAGCTGAGCTTTGCTATTACCAAGCAAATAACAATGTGTAAATGTGTAAAGTTACCTTGA
+GTGTACTCTGGACAGATAGCGTCAAAATATCACTCCCAATTAACTTAAACCGCGAATACTACCCTGTAAA
+CAGAAGCAAACACTACTCGCTTATAAATGAAGCATTGAGCGGTCATCCAACAACCATTCGCTACTTTGAG
+TTATTAAAAAATACAGATGTATTCAATTTTATTAATATTAGTTAAGCCAACTTAAATTACTTAGAGAAAA
+GTTTAGGGTTCATAATAGATAAAATACTCGTCGCTTCTTTTTCAGCAAAATCAGCAGCTTGTATTAAATC
+ATCCACTGATAAACCTAAAGGTCTGCATAAAGACTCATCAATGACATCAGCATAAGAGAACTCATCACTG
+TGACTATCAATAAGAGCCAGCCTAGACGCTAAATTCAAGATTTTTACATCTTTATTAATTTCAATAGATG
+ATGCGGCATTGAAGTGCCTAATTGGTAAAATTATTTTTTCAGGAATTTGCCATATTTTTAATAAATCAGC
+AGAGATTTCAGTATAAGTATAGCCCAACATCTGTTCTTGCAATTGCCATGGCAGCTGGTTTTTATCATAT
+TTTTCACATTGTTGAGCAACTTCAGGGTTTATTTTAGCCACTAATAACTCACCAAAATTTTGCAATAGTC
+CCGCTACGAATAGGCGTTCAATATCACGGATTCCGGCAGAAATGGCTAGATTTTTCGATACCAGCCCACA
+ATAAACACTCATACGCCAAAAACGCTTTAAATCAATTGCCTGGTTTTCAAAGTGCTTAAAAGCGGTGGCG
+GCAACATCAACTAGCATCATATTATAAATGGCTTGCGTGCCGATGATGGTAATGGCACGTGAAATAGTAC
+TGATTTCACCTGGGAAGCTATAAATGGCACTGTTAGCTATTTGTAGCAAACGAGAAGTCATAGAGGGGTC
+GATACCAATAACATCAGCAAAATTTGAAATTTCAGAACTTTCATCAGCCATCAATGCTTTTACTTTAAAA
+CAAGCATCAGGTAAAGCAAACGAACCGTTAGCTTGTAATGCATAATCATGTGCGTTCATAGTCATCCTTA
+GAAGTTGATCCCTTAAACAAGGCGCTTAAAGCAAACCTCATTAATGTAAACTTTATAAATATTAGTAAAG
+CCCTACAGGTTTAATTGAACGGTATACCACCATCTTGCTTTATATGTTCAGTTACTATGTAAGTACTTGT
+TTGTGCAACATTAGTCAGTCTGCCAATATTTTCTAACACCAGTCTATAGCTTTCAATATCGGCAAATCGT
+ATTTTCAGCAAGTAATCATATCCACCTGCCACTAAATGACACTCAACAACTTCTTTAATAGTCACAACTT
+CTTTATTGAAGAGTTTGAATGAATCTGAAGTTGTTCTGCTTAAGGTGACTTGAACAAAAGCACTCATACC
+AAAGTTTAATTTTCTGGCATTTAAAAAGGCACCATAACGTTCAATATACCCTTCAGTTTCTAAGCGTTTA
+ACTCGATCTAAACAGGGGCTAGCACTTAGGTTTACTTTTTTGGCTAGATCCACATTTGAAATTCTACCAT
+CTGACTGCAAAGTAGAAAGGATCATAAGATCAATACGATCTAAGGGTTTTGTTTTGTTATTACTCATGTT
+CACACTACTTAGTAGGGAAGATAATGGATATTGCCACAGTAATCTCAATAAAAACAGTAAAAAAAACGCG
+AACGTTACCTGAAGGTATTCATTCGCGTTTTATTTCATTCAAACTTATAGCTATTTAATCAGTACTTAAT
+AACTACAAGGTATTCAAACAATTTAGTCTTCTTCAACCAGGGTCATCAGTGAGGTATTTCCCCCTGAAGC
+CGTAGTATCAATACTAATCGTTTTTTCTGTAACCAAACGTTGAATCATAGTATCAAAATATTCAGAGGTT
+ATTACCGGTAAAATAGCCCCATGACGTAATGCTAATTTTTCACTAATATAATGCTTGATTTCACAACCAC
+TATCGACCACAACACCAGACAAAGCGGGGTGTGCCAGCATAGCTTCTAAATGACATTGTTTAGCTACCTG
+AAAAACATCTTTACCAGCGCCTGTGGCAACAAATTTGTCTCTAAATTCCAATGCTTCTTGATAAAACAGA
+TCAGAAACAACAGCAATAACGGTATTGCCTGTAGCAAGCGAGGTAACAATAGATTGCACCCAAAAGTGAA
+AACTAACATTTTCATCCGCATAACAAATAATATTGCCTCGGTTTTCCAAATAAATAATATTTGATTCACC
+TGTTGGCCCTGGTAATTGTTGTGGTTTTTTCAAACGCTTTTCAATATCAATAAGCTGTGAACGCGCCAAG
+ACTAGGGTATGGTTTAAATCTTCAGCTAGATCATCGACAATTTCAACGTGCGCTATTTTAGCCAATAATT
+GGCGAACACAAGAAATTCGGGTATTTAGTTCTGTTGAACGCCACTCTTTCTCCGCCCAATTCGCTTTATC
+CATCAAATGATTTGCTTGATGATTCTCAGCAGCATCACCTGATAAGGTAATCGTTTTATTTGCTGAAAAG
+TTAAAATCCCGCTCATCTGGTGTAGCTTTTTCTTTAACTAAACGCGTTAAATAATTTGGGCCACCCGCTT
+TAGGGCCTGTACCAGAAAGGCCTCGACCACCAAATGGTTGTACACCAACAATCGCGCCAATCATGTTACG
+GTTTATATAAATATTACCCGCACGTGATAATTTGGCTAAATTAATAGCTCTATGCTCAATACGCGTATGA
+ATACCCATAGTTAAGCCAAAACCAGTGCCATTGATTTTATCCACAACACTTTCTATTTCATTACCTTTAA
+AGCGAACAATATGAACACAAGGACCAAAGACTTCTTGCTTTAACACGCTAATATCATCAATTTCATACAA
+GCGTGGTGCAAAGAAAAAGTGACCATCTTCATCTACAACATCTTCAGAGAACTCACATTGGTAAAGTAAC
+TTGCCATGTGATTTCATATATTCGGCGTGAGCATTTAGCGCATCTAGGGCTTTTTGGTCAATAACTGGGC
+CAATATCAGTACTTAATTTTGCAGGATTGCCAATATGTAACTCCGCCAATGCACCTTGAAGCATGGTAAT
+AACATTATCTGCAATATCTTCCTGTAAAAAGAGTACGCGTAACGCTGAACAACGTTGACCTGCACTCTGG
+AAACCTGATGAGATAACATCATCAACAACTTGTTCAGGTAATGCCGTTGAGTCAACAATCATGCAATTTT
+GACCACCCGTTTCAGCAATTAGCGGTACTTGATCACCACCACGGTCTGATAACGTTTGTGAAATACGTGT
+GCCAGTTTCTGTAGAGCCAGTAAACATGACTGTTTGAATACGGCTATCTGGAATAATAGTGTTACCTACG
+GCACTACCGCGCGCAATAACAGCCTGTACTACGTTTTCAGGCAAACCAACTGACTTCATCAATTCAATAG
+CACGAAGCGCAATTAAACCTGTTTGTTCCGCGGGTTTTGCTAAAACAGTATTACCCGTGGCAATTGCAGC
+AGCAACTTGGCCTAAGAAAATAGCCAAAGGAAAGTTCCACGGACTGATACATAACACTACACCACGTGCT
+TCTAATCTTTCATCACTGCTTAACTCAATAGCGCGAGCGGCGTAGTAACGACAAAAATCAACAGCTTCGC
+GCACTTCATCAATGCCATCTTGCGCGACCTTACCCGCTTCTTTGATACACATTGCAATGAGCTCATCAAT
+ATGGCGCTCTAAAATATCACCAATGCGACAAAGCAAGGCGGCGCGATCTACTGCAGGCGTTTTTGACCAA
+GTGCTAAAGGCTGTTTCGGCCTTATCAATCATCAGTAACATATCACCATGGCTTGCATGTTGATGGAAGC
+CGATAATTTCACTACGGTTCGCCGGGTTCATTACGGCATTGGCGCCATCAGGCACTTCATTTTTATTCAA
+TAAATGGTCAACAAACCAATTATCTAAAGCGGCTTTTAGCGGAATGATTTCATTAATATCCGTTAGATCT
+AGACCTTTTGAATTATCTCGGCCTTTCTCACCTTCACCTCGATAGAGGTCAATAGGCATAATTATTTGGT
+TATTGTATTTAGCTTTAAGGCGTTGAGTTTTTTCTACTGGATCTTCCAATAATGATTCAACTGGTTGATC
+TTCATCAACAATAGCATTAACAAACGATGAGTTAGCACCATTTTCTAATAAACGACGTACCAAATAAGCC
+AGTAAGTCTTCATGATGACCTACTGGCGCATAGATTCGACATTGAATACTTTCTTCTTTAACAATTTGGT
+CGTACAAAGAGTCCCCCATGCCATGTAAACATTGGAACTCAAAACCAGCTTTATCATCGCCAGCTAATTC
+AACTATGGTTGCTGCAGTATAAGCATTATGCGTGGCAAATTGTGGATAGATAGTATCGCGATATTCTAAT
+AATTTATTGGCACAAGCATGGTAAGAAACATCGGTAGATGACTTACGGGTAAACACAGGAAAATGATTCA
+AGCCATCTTTTTGAGCATTCTTAATTTCAGTATCCCAATAAGCACCTTTAACAAGACGCACCATCATTTT
+TCGTTCAGTACGCAACGTTAAGTCACGCAACCAATCAACAACATGAATAGCACGTTTTTGGTAAGCTTGC
+AGTGCTATACCAAAGCCTTGCCAATCACCAAGCTCACTATCAGAAAATACCGCTTCAATGATATCCAATG
+AGATATCTAAACGCTCTGATTCTTCCGCATCAACCGTTAAACCAATATTGTATTGCTTAGCTTGTAAACA
+TAATGCCTTTAACTTAGGCACTATTTCAGTCATTACCCGTTCTTTATGAGAAAACTCATAACGAGGATGA
+ATAGCAGAAAGTTTAATTGAAATGCCAGGTACTTTACGCGGATCGTTCTTACCTGAAGCAACAGCAACTT
+CACCAATAGCATTAATAGCATCTTGATAGGCTTTTAGGTACATATTGGCATCAGCCATAGTACGGGCACC
+TTCACCAAGCATATCGTATGAATAAACATAACCTTGCTGTTCTTTCGTCGCTGCACGTTCGGTAGCAGCT
+TTAATGGTTTCGCCCATAACAAACTGTTTACCCATTACTTTCATGGCATAGTTCATTGATTTACGAATAA
+CAGGCTCACCTAAACGACCAACAGTTTTCTTTAGTAAACCAAATTGTTCTTTTTTACGCTTATCAGCGTA
+ATTAACCATAGAGCCTGTAAGCAATAAACCCCATGATGAAGCATTAACAAATAATGAGTCACTGGCACCT
+AAATGGGAACTCCACTGACCTTGAGAAATTTTATCGCGAATAAGCTCATCTTGAGTATGTTTATCTGGTA
+CACGTAATAACGCTTCGGCCAAACACATTAATACCACGCCTTCCTCTGAAGAAAGTGAGTATTCATTGAG
+TAGCGAATCAATTGCACCATTACCTTCTTGGTCTTGACGAATTTTTAAAACCATTTTACGTGCGCGTTCC
+CACGCACGGCTTCTTGCGCTAACATTTACTTCTGCAGCAGGTAAAATATGATCAACGGCAACATTTTCGT
+CAATTCGATAAAACTCACGAATTTTTTGTCTTATTGGACAATCAGTAATCAATGAACCAGTAAATAGCAT
+AACCATTCCTCAAAGTGTGACAGGTAGAAATCCTGCTTTAGTTATAGTCTTTTTTTCCACTAATACATAT
+ATTATTAGTTGGTGACGACATTAAATTTATGAGCGAATTTTAGGGTAACAACCACAGGATGTGCTGGTTA
+TTTTCAGGATTTAAAACACTTTTATATGGGGGAGTACGAATTCAACAGTATAAAGTGCTGCAAATCGTTT
+TTTATAATTTGTAGGGAGTGTTCGTGGGTTATTATTTACTCACTTGATGAATAATATAATTTTTGAATAA
+TATAATCCTTTGTATCTTGAGACGACATAGGTTTGGCAAAGTAGTAACCTTGTCCGTACACACAGTCCAT
+CTGTTGTAGTAACTCGGCATCAGCTAAACTTTCAATGCCTTCTCCCACGGTAGACATTTGTAGATTATTA
+GCCAAATCAACAATGGTTCTAATTATGGCTCGGTTATTATTATGCTCATCAACATTACTAATAAAGGAGC
+GATCTATTTTCAGCACATCAATCGGAAAACGATGCAAATAGCCCAAGCTTGAATAACCGGTGCCAAAATC
+ATCGAGTAATATTTTTACCCCCATATTTTTCAAGGCTTGCATATTAGTCAAAACTATCTCAGCATTTTCC
+AACAAAGCACGTTCAGTTAATTCAACGCGAAGATGATGGGGAGCTAAACCTGTTCTTTTTAATACTTTTT
+CAATATCTTGCGGTAAGCTAGTACTAAAAAATTGCTTGGAAAATAAATTACAACTGACATAAAGATCATC
+ACAGCCTAATTCATCATGCCAACACTTCAACTGCTGACAAGATTTTTCAATAATCTGAATATCAATTTCT
+TTAATTAAATCAGTTTCTTCAGCCAGCGGAATGAAATCATTAGGGTAAACAAAACCACGCTTAGTACTTT
+GCCAGCGAGCTAGCGCTTCAAAACCTTTAAGTTTTTGGTTATCCAGTTTAATAATTGGTTGGAAATAAGG
+GATGAACTCTTGCCAAGTAATCGCTTCTCGAATATCCGCTTCAAGGCTTAAAGCATTCTGTACTTTCTGA
+TGCATACTGTCGTCAAAGACTTCATAGCGCCCTCTACCATTGTCTTTAGCATGGTACATAGCAGTATCAG
+CATCTCTGAGCATAGTATCAGCATCAGTATATCGTATATTGCTAAACGATATGCCAATACTAGTGCCTGT
+GTATACTAATTGATTATCGATAGTAAAAGGTTGTTGAAGAAAAGCCGTGATGCGCTGCGCTACTTCAAAG
+GCTTCATTGTTACTTTTCAAGTCTTCAATTAAAATGACAAACTCATCGCCACCTAAGCGAGCAACGGTAT
+CTACTTTACGAACAATAGCCAATAATTCTCGCGCTATTATTTTCAATAATACATCACCCGCATGATGTCC
+TAAACTATCGTTAACTACTTTGAAACGATCTAAGTCTAAAAACAGCACAGCAAAAGAAAAGTCATCTTTT
+CGTTTTGCACAAGCTATCGCATGATTAAGTAAATCAAGGAATACCATTCTGTTGGGTAACCCGGTCAAAC
+TATCATGGGCGGCGGTGTGTTTTAATAATTTTTCAGCTTGTTTACGATGGGTAATTTCATCTTCAAGGGC
+AAGTGTGCGTAGTTTAACTTGTTGCTCTAATAACTCATGACTGCGCCTTTCAAAATCAGCGAGTTCTCGA
+CGTTTAATGGCTGCTGAGACATGGTTCGAGACAAAGTTAAGTAATTCGGCATCTTGTTGGTTGTAGGTGG
+TTTTATAATAATAACTCTGTAAAACCATGACCCCAAGTAACTGACCTGAATAGATTAATGGTACGCCTAA
+CCAAGAATGGATATCATCCTGTGGTTTTTTAGTTTCACCTTCAAGATGTAGACTCATCATTTCTTGATAA
+GTAAGTAATACTGTCTCTCTTCGGCGAAGCACTAGTTCGGAATATCGATTTGAGAGTTTTCTTGGTTTAA
+AGTCTTTAGCTAAATTAGATGTTTTTTCATCCACATAATAAGAAAAGCTTAACGTGTCTGAATCTTTTTC
+ATATTTAGCAATAAAGAAGTTCTTAGCATTGATCAGCTGTCCGATAATATTGTGAACTTTACTATAAAAA
+GTATCTATATCGAGTTCAATATCCGTGGTTAATTCCGATATTCGATATAACGATTCTTGTAGTAACTCAG
+ATTTTTCTCGCTCACGAATTTGAGCCATCAATTCTTTGGTACGTGCATTAACCGCATTTTTCAAGCGTTG
+CTGATCTTGTAAACGTACCATAGCACCAACAATATGCTGGGCGGCAAAGGTAAGTAAATTTAAGTCACTT
+TCATTATATCGAATTTTTTCATCATAACTTTGTATAGTTATGGTACCAATCACTAAACCATTTTGGAGTA
+AAGGCACACCCAGCCAGTCAGTGCCGCGGACACCAAACTGTTTGATTTTATAATTATCAAATAACTGTTT
+TTCTAATTCAGGGGTTAAGAGAAGTGGTTGTTTTGATTCAATAACTAAATTAGTAAATGAACCATCATAA
+TCTTGGTAATCTATGATGCCTGACGGTTTTTCATCTTTCTCATCAAGATAATAAACGAACTCTAAGGTTT
+CAAACGTTTGGTCATAGAGCACGATGAAGAAGTTTTTCGCGGTCATTAACGACGCGATAGTGGTATGTAC
+TTGCGGATAAAAGCTATCAAGATCATTACATTCTTGAGATAGCTGGTTTAATTTAAAGAGTGCGGTATAA
+CGAGCTTGCAAATCAGCATTTTTTTTCTCTAGAAAATCCACATTTCCAGAGAGATCAGCAATGCTCGCCT
+CTTTGGCACGTATTAGCAGCTCTGCTGCTTGAGTCGTGTTTTTTTGTTGACTTTCTGGTTTCAAAATTAC
+CATACCATTTAGTTATTTGCTCGCTCATCGTTCAAGCACTTAATAAATAATTATTAAGAATTGCTTACTT
+ATTGCTGAGCGTCAGCTTTAGCCGACTTACTAATTTCTTTAACTTTATGTTTATTACCACAAATAGCTGC
+TTGTTTTTCATCTCGATAATAACGAATATCAATACAATCTTGCTGATAGCGACGTTCTAATTCGGTACGA
+ATAATTACATCCCCTTTAGTATTAATAATGCGTTTATGTAAAGCTTGGCACGCTTGAATTTGTTCAGAGG
+CTAAAGTGACATCTTCGCAAACATTATCAACACTTGAACAACTTGCTAACAAAGTGATAAAAGGTACCAC
+TAATAAAACTATTTTATTCATTTAACTATTCCATTACATTAAGAAACAACTTGTTACTGCAAACTATTAT
+ACCCAAGCAAGACCAAATTGCGAGAGCCTATATAGTTATTAACAATATCAATTAATTAGTATAAATATTC
+ACTTTTATTGTTTTATTTTTCACCACTTACATCAGCTACTTATGCTAGTCACCTCTGATACATTTAAAAC
+TCTACTTTCTCCGTCCTTGAGTGATTCATCTAAGCGTAAGCTTCCTATTGAGTAACGGTGCAATGCAATA
+ACAGGGTTACGAAAACGGCCAAACATACGCTTTATTTGATGATAACGCCCCTCAGTTAAGCTAACTTGTG
+CTTCAAAGAGAGAAACAATATGCAAAATTGCTGGTTTTGTCGTTATGTTCTCATAAGGAAAATACATCCC
+TTTTGCAAAAGCATCTATATAGTCTGTCGTTAACGCATTTTCTAGTGTCACTTGATAACCTTTAGAGACT
+TTATGTTCCGGTGACGTTAGCCGCTCAGACCAACGACTGTCATTGGTTAATAACACCAGGCCTGACGTAT
+TTAGATCGAGTCGCCCGACGATATGTAAACTATCCAAAACATCTTGATCAAATTGTTCAGCAAGTAAATC
+AATCACAGTCTTATGTTTTTTATCCTTGGTCGCACAAACCACACCAATTGGTTTATTCAGCATAATATAG
+TGTGTTTGATTAGCCTGTAGTACTTCATTATCCATAACGACATGTGAAAACTGGTCAACTAATTGAGCAA
+TATCAGTCGCTAACACACCATCAACATAAACCCTTTTTTGCGCTAAAATCAACCTTACTTTTTTACGATT
+GATTTGGCGTGAATCACTAATCAAGCGATCTAAACGTGCCGTGTTAATAGCCATATTTTAAAAAAAGCCC
+ATCAATTAGATACTAGTCAAAGATTGCTGCTGTGCAATTAAATTAAGTACTTTACGCAATTTAGCCTGAA
+TATAACCCGCTAATAACGTTGGCTGCAATACCAATAAATCCGATTCTGAAGCCGTTATCGCAATAGTGCA
+AAGCAATTGCTGTTCGTCTTCGTTAAAACAACAAATAACATCATCAGAGAAATGACTGATGTTAACGCTA
+CGGGTCGATAAGCTATCTAACCCTTTTTTAAATTGTTCGAAACTTGTCGGTGTTACTAAGGATAATTGAA
+TCGTTAAAATTTCCTCTTCATCACCATACCAATTGGCAGTTAAGGTTTGAAAATTAAACTGCGCCTCTAG
+TTTGTTGATCACTGATTTTATATTGGTAAACTTATCGAGTAAGTCTTTATTTACGTTAATTGTTATCGGT
+AGCGTTTCGGTCATCTTCTATATTCTTTCTCTTATAACCAATAAAGTATTTAGCCAAAGCACAATTTTAA
+TAGCACTTTGTTATGCCGCATATCATAACCGCGTTGCATCCAAACTTCAGCTTGTTTGCTCAATATCATT
+AAAGTTATTCTACTAACCTACTTCAGATATTAAATGGTTAACATTACACCGCATTACAAAAAAAACTAAT
+GATCAGAATAAAGCGAGAAAGATTGTTATCGGAAATGGTTGCCTATTTCTCTTTATTTAAAATAGAGTTT
+ACTTTCGAACATCTTCCCTTTAAAAGCGAACAGTCTTAGTTCTGAAAAAAAACACAAAAACAGCAAGCAA
+CTGATTATATTGAACTTTAAATTATGGCATGGTTATTTCATTACTTATAACATCAAGTAAAAATAACAGT
+GAATATTTATGAAGATTGCATTAACTAAAAAACAACCTTGGAAAAAATGGGTCGCTATCGCCAGCTTTAC
+CCTAGTGCTAAGTTACGCCGGTTATAGCGTCAGTGGGAAGGCAACAAAATCTGTCCAATTAAAAGATTTA
+AGCTTTCAAACAGTAGTTCAAGGTGATTTAGATATTTATGCTAATGCCTATGGTGAATTTGCTTCAGCAA
+AAGAACGTTTATTAACGGCGCCTGCATTAGGTAAGGTCTCTGAAATTTTAGTTCGTCCTGGCACTAAAGT
+AACACCTGACACTATAATTTTGCATTTATCAAACCCTAAATTAGTACAAGAAGTAAATGCTGCTAATGGC
+CAACTTGCTCAACAGTTAGCCCAAAGAGAAGCATTCAAATATGAACAACAAAGTGAACGTTTAAACTATC
+AAGGTCGCATTGCTGACATAGAAGCCGAGATTGAAAAAGCTGAGCTTGAGCTCTCGGTGAACATGAATCT
+GATGGACTTAGGTGTTTCTTCCAAAATAGAATTACAACGCGCTAAATTGGCCGTGAAACAGGAAAATAAA
+AGGCTTGGTTTCGAAAAGAAGAAATATAAGCAATTTATTGAAATGCAAAGCCACCAACTCACACAGCGTG
+ATATCACTATAAAGCAGCAGCATGCACAAGTTAACTTACTTGAACAACAGCTTGATGATATGAAGGTGAA
+AGCAGGTATTAATGGTTCACTACAAACCTTAGAAGTTGAACTAGGTCAGAGCGTTCAATTAGGTCAATCA
+CTAGCTAAAGTAGGTAGTGATGAAGTATTGATTGCTCGTTTACGCTTACCACAAAACCAAGCAGACCAAA
+TAGATATCAATGCTCTAGTCTTAATCGATACCCAAAAGGGCATTATCAAAGGTCACATCACCCGCATCGA
+AAGTGTTGTTAACAATGGGTCAGTGCTTGCTGAGGCTGTCATTGATGAAGACTTAACTTCTAATGCACGT
+CCTGCGTTATCAATATCAGCACAAGTATTTGTCAGGCATCAACAAGAAATCAGCTACATAGAACAAGTAC
+CAGGGTTTCGCCCACGCAGTAAACAAAGCCTTTTTGTTCGCGACACTAACGACTCATTAGTGCAGAGAGA
+TGTCACCTTTGGCGAGTTATCAAAAAATAAATTAGTGATCACTTCAGGATTGAAACCTGGTGAGCAATTA
+GTGAGTAGCGATACGCAAAAATACACTAAATATCCGCAACTTTTAATTATTGAATAAAAACGAATAAAGG
+CGATTACGCAAATAGTCGCCATACAATAAAACAATTCATCTTAAGATGAATGTATAAAAATAAGCAGTAA
+ATACATTGCAACAGTTAAACAAATTAAGGAAAACTTCATGAAAAATATAGTTACCATGTCAAACATCCAC
+AAACGTTACGATGGTCAGCAAATAGAAACCCATGCTTTACAAGGCGTTAGTTTAGAAATAAATCAAGGGG
+AGTTTGTTGCAATTACCGGTCCTTCTGGTTGCGGTAAATCGACATTGCTTTCTATTATGGGTTTAATGGA
+CTCAGCTACAGAGGGGACATATCAACTCGCCAATATTTCGACTGCAGGCTTAAAAGTGGACCAACGCACG
+CAAATTCGCAATGAGCATATTGGTTATGTTTTTCAATCATTTAACTTAATAGATAACTTGACTGTATTTG
+AAAATGTCGCCTTGCCACTTGAACACAGAGGTTGTTCTAAAAGTGAGATAAAAACCCGCGTTGAGAAAGT
+ATTGACGCAAGTTGATATGTTACATCGCCAACATTATCGTCCAAACCAATTATCTGGCGGTCAACAACAA
+CGTATTGCTATTGCACGTGCCCTTGTTGGTAAACCTGACCTGATTTTAGTTGATGAGCCAACGGGTAACT
+TAGACAGTAAGAATGGTGACCAAGTGATGTCACTATTAGAACAACTTAATAAAGATGGATCCACCATAGT
+CATGGTAACCCATGACAGTCGCTATTCACGTTGTGCTAGTCGCCAAATTCAACTGCTCGATGGTCAGATT
+GTTTCAGAGATTAATGCAGGACTAAGTCCACACGTTGAAAACAATGAAAAGTCATTACAGGGGGTTGCAT
+GAGTTTATTCAAAAAGTCCTTATATCAAGGAATAACACGGGTCTTTTCACTGCCCCGCCTAAGCGTGCCA
+CTAATTTTAACACTTGGCTTAACATTAGGCGCAGTATTAAGTGTTATTTCAATTTCATCGACCTTGTTGT
+ATCAACCGCTGCAAGGCATAGAAAATGAGGATTCGTTGCAAACCTTTGATTATCGTTTTAAAATGTCAGA
+TACCTTAAGTGTTTCCTATTGGAACATGAATCGTTTAGTCGACTTTAGTGAGCAATTTACTGATTTAGGT
+GAATGGGCTGGTGTTGCACCTTCAGAGCAAGATGTGGTGGTAAATAACACTACGTTTGCAACGACGCGTT
+ATGATGCGTCAAGTAACATTCTTTCAGTGTTAGGTAGTCAGCTGTTACTAGGCGATGATGTCACTATTGA
+GTCAACAGAAAAGTATGTTTGGATTTCTCAAAGCCTTTGGGAGAATGCTTTTGCCAGCGTTAAATCTGTC
+ATTGGTAAACAAGTAACAATTACCAATAAAAATTATATCATTGCTGGTGTTATTGAAGACGTAATGGCGA
+TAAAGAGTACCCGTGCAGTTTTACCACAGCAAGTCTGGTTTATCGCCAATTTAGCCAAAGTTAAGACGCA
+AACTGACTCAGTTGGTAATATTAGCAACGATATTGATACCCTGATTCTTAAATCGGCTAATGGCCAAGCA
+AAACTACCATCACTAGCCCAAGTAGATGCTTGGTTAGAAGATTATGTCACTCGAAATGTCGATGGCGAGC
+AAGTGCAAATGTTTTTGGACTTCATGAATAGTACAAAAAAAGAAGCTAAAGGCAGTAATTATCGTAGCAA
+CATGTTAGGTGAAACTGAAAGTCTACTCATCGCATTATTTACCGCCGTTATAGGGCTGTTATTAATGGCT
+ACGCTAAACCTACTAAATTTATTCATCGCGCATTATCAAGGAAGAACTAAAGAATTCGCAATTCAAATAA
+GCTTAGGTGCAAGCTTAACAAAAGTGAGATTATTGGTATTACTTGAGAACCTACCGAGTTTTGTTTTAGC
+GGCCGTAACGGGTTTATTAGTGACTGGTTGGGCGATAAAAAGCTTACCGCTAATCGCGGGTGATAGTTTA
+CCTATGATAGATGCCATTGCTATAGATAGCACCACCATACTTGCCTCAGTAGCCATTATATTAGCGCTAA
+GCGTACTATTTAGTTCCCTCGCATTGGTTGATATTGATAAACATGCACTAGGCAATAACTTAAATAGTAG
+TGGTAAAGGAATACAGGCACAAAGTAATCAATGGCTGAGCCGAGTATTAATGGTTTTACAACTTTCAATT
+GCCTCGATATTACTAACCGCTTCAGTAATGATAGCGATGCAAAGCTATCAAGCAGTATACCAAGATACCG
+GTTATGACATAGGCAATAGTTATGAAATTGGCATGACGGTTAGCGATGAAGAATATATTACTCAATTAAA
+TACCTTTGACTCCTATGGCAAAAGCGAAGCTAAACAATTACTTGATGGTGTGTCAAACTTGATAGAACAA
+CAGGTAAGCAATAGCCGAGTTATTATCCCTAACTATGGCCCTTTGTCTGATTCTTTACGTGTAAATGCCT
+TTCGTGATGAAGAATCAGGAGAGCGCGTTATTCACCAAATAAAGACCTTAGGGGCAAAGTATTTTTCAAC
+CTTTAATATCCCTATGTTAGCTGGAGCGAATGTCAGCCAAGCCCAAATTGATAACGATGAAGATAGAATT
+GTTATCGATGAAAATATGGCAAAATCCTTATTTTCAAACTTAAGCTACCAAGAGGTTATCGGTAAAACTA
+TTCAAATGAGTCCCGATGGTTCAACACCACCATCAATTGTTACCGGGGTGGTAGCTAATACTTTAAGCCA
+AACCGGTATTGCAGAGACCTTAGGTTTACCTTCGGTATATTCTCATCGAGTAAACCCAGGTTCTACCTTA
+CAATTTACTGTGATGTTACCCGCAGGAAAAACCATTACACCAGCGATGTTAGAAAGCGAAATTAAACGTC
+AATTCCCACGTTTAACGAACTTAACCGTACAATCATTAATAGATATTGGGCAGAGACAAACATTAAATCA
+ACGTCTTAGTTTATGGATAGTGCTTGCCATGACGGGTTTAACGTTATTTCTTGCTGCTATTGGTGTAGCT
+GGTCTAACACAAATGACCACAAACCATCGAAAATATGAACTTGCTGTGCGTATGGCAACGGGCGCCAAAC
+AAGCTAAATTGGTCAACTTTATTTTAAAAGATGCTTTGTCTATGTTAGTGGTTGGATTAGGTTTAGGTTT
+TATTATTTCTGTTTTTGGTTATCAACAAGTCTCACAAAGCTTAGAAATGTTACCTGACTTTAACTGGTTT
+GCAATGGCCTCATTAGATGCCGCGTTAGTGATTATTGTTATCTTGTCGGTAATTATGCCCGCATGGCGAG
+TGATAAGCAGTGACCCAATGCAGGCCTTGCGAGAAGAGTAAATTTATTAGTATGATTTTTAATACTAGCC
+AAGTTACTAAAGTAATTGGCATACTAATATCAACTGCAGTTATTCCTAAGGGTTAATATCTACTGTAAAA
+GTGAAGTAAACGACTTACCTCGTTTCTTTCACTTTTATTTTTCATTGTTATTATTTACCTTTGTATTAGC
+TAAAAACCGCTTAATTTTATGGAAAACCCAATGACAAACGCCACCATTTTAATTGCTGATGATGATGAAG
+ACATTCGCTTAGCATTAAACTTATTACTTAGTGCACAGGGCTATCAGATTATTGAAGCGGCTAACGCTAA
+AGAAATTATCATAGAAAGTAACCGACAACAGCCAGATTTAGTATTGTTGGATATGAACTTTTCTAGAGAT
+ACCACTAGCGGTCAAGAAGGTTTAGCCATTTTAGAACAGTTACAGCCATTAAATATCCCAGTGATTTTAA
+TGACAGCGTGGGGTTCAATTGAATTAGCGGTAGAAGGCTTACAAAAGGGCGCCAATGATTTTATAGAAAA
+ACCATGGAACAAGCTTAAGCTACTAAACAGTATTAAACAGCAATTAAGCTTTTCTCGGGCAAAAGAACAA
+AACCAAGGTTATCGACAATTACTTGCCGGCGATAATAAAAAGGCTTGGGTTTGTCTATCAGAAAGTATGC
+AGGCTATTGAAACGCTAGTCGCGCAAATAGCTCCAACAGATGCCAACATCTTAATTTTAGGTGAAAATGG
+CACAGGTAAATCATTGCTTGCTGAGCGAATTCATCAGTTATCATCACGCCAGCAAGCTCCACTTATCGCG
+GTTAATATGGCGGCAATTCCTGATAATTTATTTGAAAGTGAACTCTTTGGTCATCAAAAAGGCGCCTTTA
+CTGACGCTAAACAAAATCGTGTTGGCCGATTTCAACTCGCTGATAAAGGGACTTTATTTTTTGATGAGAT
+AGGATCTTTACCCCTAACACTTCAGCCTAAATTATTACGAGTGTTAGAAACGGGTCACTATGAGATTTTA
+GGTTCGAGCCAAACACAAGTTGCTGATGTGCGTTTAATTAGTGCAACCAATGCCAACCTCAATCAACTGA
+TAAGTGAACAGGCGTTTCGCCAAGATTTATTATACCGTTTAAATACAATTGTGATTACTATTCCACCCTT
+GCGTGAACGACTCGAAGATATTCCAGGCTTGGCTAATTGCTTTATCACTAAATTCAGTGAGAAGTACCGG
+AAACAAGCATTAAACATCAGTCCATGTGCGCTCAGTAAATTAAAACAACACAATTGGCCGGGCAACATAC
+GTGAATTTAGTCATGTGATTGAACGTGCAGTTTTACTCACCAGCGGCGGAGAAATAACAGCACAGCAATT
+ATTACTAGAGAACGCCGATAGCACTAATGATACGGTACTGTTACAACCACTTGAACAAGCAGAGAAACAG
+TTGATTGAAAAAGCGATGACAGTCACCGGTGGGCAAGTGATAGAAGCAGCAAAATTACTCGATATATCTC
+GTAATGCACTTTATCGACGTTTAGAAAAGTTTGCCATTCATCATGTCGAATAATACCAATAAATCTAATA
+AACAGTTAAGCTTGAAATTCAGTCATGAACAGTGGCTGATCTTTGGCTTAGCAACTACATTAATTGTTAT
+ATTGGCCTTGACCATTGCACTCACTTATACCCTTGCCTGGAGTAAATTGGCGACAGTCACGTTAGTGTTT
+TTTTTATCTTACCCGCTCATTTGGCTTGCTTGGCGTAGTTATAATTTTTGGAAACAAGCCATCATGCAAC
+TTACTACCTATACACAAGTTGTTCGGGAGGGTGAAACAAATTTACGCTTCAAAGTGCAACATCAAGACAA
+TTTATTAGCTGAGTTACAGCAAGAAATATCAGCCCTAGCCTTAGGTAACGCACATAAGTTGCAACAAAAC
+CAAACACTGGAAAATGTCCTGAGCCATATACTTGATTCCTGGCCTATACCTGTGTGTTTATTTGATGAGA
+ATAATCAATTAAGCTACCGCAATATCGCTATGAAAGAAAAAATCCAACAACCTATGCTTATTGGCACAAC
+TGCTGAAGACTTAGGTTTTGTTATTGAAAATGGTAATTTAACCCACAGCCAGTTCAATCAGCAATGGCAA
+TGTCAGAGTATCAGTTACCTCTTTCAACAAAAAAAATGTCATATTTTTTCTGCTTTAGATATCTCTCAAC
+CACTACATCAACAACAAAGTATTACTCAGCAAAATCTTATTCGGGTATTAGCTCATGAGCTTCGTAATTC
+TTTAACACCCATGGCATCGATGGCTGACACGCTGTTATGCAATGACAGCTTTAACGAAGATCAAGTACGC
+TTAGTCTTAAGTCGGATCAGACAGCGAAGTAATCGTTTACTTAGTTTTATTGAACAGTACAGTCAGTTGA
+GTCAATTACCTGCTCCGCAATCGAGTTGGTTTGAATTTAATGATTTACTTGAAGAAGCTAAGTCCATGAT
+TACCGAGCCTTGTACAATAAACTATCAAGGCAGTAATCAATGTTTTGCTGATGAGCAACAAATGGCACAA
+ATATTAATTAATATTTTCAAGAATGCTCAAGAAGCTTGTGATGAAGAACACTGTGAAATTGACGTTAGCT
+TATACTACCGACAAGAAAACTCACAAGGTTACCAACAGACCAAGCAAGTAATTGATATTAGAGATAATGG
+CCCTGGTTTTGCTAACCTTGATAATGCTTTGACACCTTTTTACACTACTAAGAGTCATGGCTCAGGTATT
+GGCTTATCACTGTGCGCTGAAATCACTCGTAACCATGGTGGTGAATTCACCTTAGAAAATACTGAACATG
+GCGCAAGAATTAGGATGGCATGGCCGGTAGACAATAAAGCTCACTAATATTTTGATAGTTTAATTTCATC
+ATTCATCGAATAATCCTATTCCCTCCCAAAATACACGCCTCATCAGATAAGTCATTTAGGTAAGCTGTCA
+CAATTCATTCGTTAAACGGTCATGATTAAGTCATTATTTAGTCGATAATCCGTCATAAACAGTGAGCATA
+CTTCCCCGCAATTAAAACAATAAACATTTATCTAGGGGATATATGACTATTCAATGTTCAAAAAATCTTA
+TCGCTATAGCCATTGCTTCAGCATTGTCGTTACCTGTTTCAGCAGCTGACAAACAAGAAAGCGAAAGCAC
+TATGGAAGAAGTCACTGTTGTGGCTAAAAAATTATCTCATGCCAATCATGTGATTGAGTCATCAATGATA
+AAACAGCAATCACCTGCGAGTAGCATACTCGCGATTATGGACAACCTACCCGGTATTAGCATCAATGAAG
+GCGATGCTTTTGGTGGTGATGATTGGTCAACATCGATTACGATGCGCGGCTTTACTATTGATGGTAATCA
+GCAGCAACTTGGAATGACAATTGACGGTATCCCAAATGGTGGTTCTAACTATGGCGGTGGCGCAAAAGCA
+AATCGTTATTTAGACAGTGAAAATATGCGTACCATTGAAGTATCACAAGGAACTTCTGACATTTCATCTG
+CCTCATTAGAAGCATTGGGAGGTACTTTCAATTTTGTCAGTGCAGATCCTGCTTTTGAAGAAACAACAAC
+ATTGGCCTATACCGATGGCGATCATGATGCATCTCGTTATTTCATTCGTCATGACACCGGACGCATTTTT
+GATAATACCTACGCTTACGCGAGCTATTCATCCACTTCCACTAGCCGCTGGGTTGGCGAAGGTTCAAACG
+GAGGTATGCAAAGAGAGCACGCTGAGGTTAAGTTCATTACTGAGCTAGGTAACTTAAGTATTACCGGCCG
+TTTATCTTATGACGATGCCGATGAAGATAATTACAATTCGGTTAGTTTAGAGCAGTTCAATCAAACACCT
+GACTGGGATCAGTTAACATGGAACTGGACCGGTACTCCCCATCTTGATCAAATGTTTGCCGAGGGTTGGT
+CGACCTTACGTGAAAATACTTTAGGTTATGTGAAATTTGATTATCAACTGTCAGACAACTTCTCTTTTCA
+AATTACCCCCTACTTTCATAAAAATAAAGGTCGAGGTGATTGGATCCCTCCTTATTTAGTGTCTGCGGTT
+GATGATGAAGGTAATCCCGTCAATCAAGGTGGTTCAATAGGCTCTACTTATGGCTTTACCGATCAAAATG
+GTACGCCATTAGCCCCTGCTGCGGGTTGTGAGCAAAGTTTTACTTGGCCATGGGATTCTGGCCCAGGTTT
+ACACCCTGCCTGTTATAGTGATAGCGCTGTGCCAGTCATGTCATATCGTCATACTCATTATGAAAAAGAT
+CGTGTAGGTTTAACTGCAAACGCACAATGGTCTATTGCCATGAACGATATTAAATTTGGTTTATGGGCAG
+AATCAAATGAGCGTAATGAATCGAGAGATTGGCATAAAGTGATTGATGCACGTGTTTATCATCACTTTGA
+TGCAACACCTTATTGGACACAATATAGTAATGAATTTCAAACCGACACTTTAAAGTTCTATCTACAGGAC
+ACACTAGATTTTGGCGATCTCTCATTGAATATCGGCGCCCAAAAATACTTAGTAGATATTGAAAAAACGG
+ATGGCTTTACCAACCAACAAACGGGCAAAGTTAATAGTGACTCAGATGTACTCTTTAGTACTGGAGCCAT
+TTACCAAATAAACAGTAATATAGAATTATTTGCCGGTTACAGTGAGAACTTTTCAGCCATTAAAGATGGT
+GTGTTAGAAAGGGAAGCTTCGACTCTTGAAAACATCGAACCAGAAACAGCTGAGAATATTGATTTAGGCC
+TGCGCTACAACACTGAAGATATTAGCTTTTCGGCCACTTACTACACCATTGATTTTGAGAATAGAATTAC
+CTTCATAGCCCCTGGAAGTGATTCTGATGGTATTGATTACACCATTGGTACTAATGGCTCTTACCTCAAT
+GTTGGTGGTATTGAGTCCGATGGTTTTGAACTCAGTGTAAACTACCGCTTAAATGATCAGTGGAGTTTAT
+ATTCATCTTATACCAATAATGATTCACGTTATGTCGGTGATGCCCCAGGTTTTACCGCCGGTGATAAAGT
+CATCGATTCCGTGGATGATATGTTTGTCTTATCAAGTGATTACACTAAAGGTGATTTCCGCCTTGGTGCA
+TCGGGTAAATATACTGGAGAACGTGGTGATGCGCCTTCTTACACTACATTTGATTTCAATGCCGGTTACT
+TTGTTCCTTTTGACGGTCAAGCAATTAGCTCAATTGATATAGCTTTCGTTGTTACCAACATTACCGATGA
+AAGTTATTTATCAACGGGAACAGGCAATGGCACTACCTTCTTTATTGGTGCACCTCGAACGGCCTCAATG
+ACCTTTACTGCCAGCTTTTAAAGCTTAATAGACAACATTGAAAACAAAGCCAAGTAGTTATTACTTGGCT
+TCTTTCATTTAAACTAATTGATAACGGGTCTACATATGTTAAAAAATCTCTATTTAATCATGCTACTGCT
+AACCTGCTTTAGTATTAACGTTAATGCAGCAACCGATACTTCTGCCATTGATAATTCAGCAACTGGGAAG
+AATTTAGTGTTAGTCACCATTGATGGTCTTCGTTGGCAGGAGTTATTTTCTGGCGCAGATGCTGCTTTAC
+TCAATAATAAAAAATTTGTTCGAAAAGGTCATCACCTCCAGGAGAAATTTTGGCATGACAATGAAGAAAA
+TCGTCGCCAATTATTAATGCCATTTTTTTGGAATACTGTGGTAAAAGAAGGTATGGTCATTGGCAATCGT
+AAGATAGGTTCAAACATGTCGATTGCTAACCAATGGCACTTCTCCTACCCAGGTTACAGTGAGATTTTTA
+CTGGTGTGGTTGATCACTCCATCAATAGCAATAAAAAAAAATTAAACCCACAAATTTCTTTTTTAGAATG
+GCTTAATACTAAAAATGAATACCAACACAAACTTGCAGCATTTGGCAGTTGGGATGTATTTCCGTATATT
+TTAAATAAAGATCGTAGCCAGCTTTATATTAATGCAGGATTTGATTCAGCCGAAGGTTATGCTTTGTCAG
+AGCAGGCCAAGTTACTCAATAATTTACAAACAGAAATTCCCAGCCCTTGGCACAATGTTCGCTTAGATAG
+TTTCACTTATCGTTACGCTAAAGATTATTTATTAACGGTTAAACCTAAAGTCATGATAATCGCTTTAGGT
+GAAACAGATGACTTTGCACACGACGGCCATTACGACAGTTACTTAAACTCTGCTCATCAAACGGATAAGT
+TTATCGCTGACTTATGGCACACCCTACAAACAACGCCAGGCTATCAAGATAATACCGTATTAATGATCAC
+CACTGATCATGGCCGAGGTAGTAATGCCGATGATTGGCAACACCATGCTTCAAAACTAGCGGTACAAGGT
+TATATGAAAAACCTCGAAGCGTTTCCAAATGGCATAGTGGGCTCAGAAAATATTTGGTTTGCTGCCATGG
+GCCCTGGTGTGATTGCACGTGGTGAAATAAAAACCACACAAGAAGTTAAGCAAAAACAAATTGCTGCTAC
+CGCATTGACCTTGTTAGGTGAGGACCCCAAGGTATTCAATCCAAATGCAGGCTCTGTTATTAAGGAGGTT
+TTTTAATGAAATCATCATCATTTGTTCTACTATGTATGACCAGCTTTAGCCTATTCATAACCGCACAAGC
+TACGCAATTAAATCAGTTACTTCACTTAGATAGGTCAGATAAGTTAAAGAACTCACCACAAAAAATTCTT
+TTTGGCTCCTGTTCACATCAAGACAAAGCTATGCCTATTTTAAAGTCTATTAATAATGAGGCTGCAGATT
+TATTCATTTTTCTGGGTGATAATATTTATGGTGATACAAAAAACATGCAAGACATGGCCGACAAATATCA
+ACGTCTAGGTAATAATCCAGACATACAAGCACTGCGCTCAGCCACACCAACCATCGCCATTTGGGATGAC
+CATGACTTTGGTGAAAATGATGCAGGTGCTGAATATCCTCAAAAAGAACAATCAAGAAAGTTAATGTTAG
+ACTTCTGGCAAGAACCACAGAATTCAGCCAGATATACTCAAAAAAATGGTATTTACACTGCTTATATGTA
+TGGAGAAGAACACAATAAAGTGCATGTTATTTTACCTGATTTACGCTGGAACAGAGATAAATTGAGCAGT
+GTCGATAGACTAAATTACCAAACAAAACGTAAGCCGAAGAATATGGGACCTTATAGTCCTAGCTCACTAA
+AAAACGCCTCAATGATTGGTGAAACTCAATGGCAATGGTTAGAAAAAGAATTACAAAAACCATCAAAAAT
+TAAAGTGATTGCCTCTAGTTTACAGCTATTACCTGAATTTACTGGTTGGGAGTCTTGGGCCAATTTTCCT
+CATGACAGAGAACGCCTTTTTGCTTTAATTAAAAAGCACCAGGTTAATGGCATCATAATCATTAGTGGTG
+ATACCCATTGGGGAGAAATGTCTAAGGTATCAGACAAGCTAGATTATCCATTATGGGAAGTAACAAGTTC
+AGGCTTAACGGAGGAGTGGAAGGAAGTAAGCCCTAACAAACATCGCATAGGAAACTTTATTAACAAAGTA
+AATTACGGTGAGTTACTCATTGATTGGCAGCAAGTCGACCCGCAAATAACGCTGAACTTAAAAGACGTAG
+ATGGCAAAGTATTTAGTCAGCAAAAAATGCCGTTATCTTCGATTAGTCCATACCATAAACAATAAACTGC
+AACTGCAATGAGTCTGAATCGAAATAGGGAGTTAACAATGTATACGGCGATGGCGTCACTAGCCATTGAC
+TATTTATCGAACTTGTAGGCTTGAAGGGAAAGATTTGAGTTTAGCGTTATTCTTTTGAAAGGTTTTAGAA
+AACCGCTTGTTTTGTAATATAAAAACAAGCGGTCTTACCAAAATTAGTTGAGTTGACCACATACGTTAAC
+TCTTCACTAATTGCTTTTGCATGGCAGTGTGAGTTTCATTTTGAGAAGTTACTTTATAGCCTAGGTAATC
+ATACAGCTTCTTTGCTCTATTATTCGTTGCAACAGAAAGTGTTAGTTTAGTACATCCTATATCTAATGCC
+CTTTGTTCAACTAACGTCAATAATTTTCGACCAAAGCCTTTATTCCTGTACTTTTCACCAATGACGACAT
+CAATGATGTGCAAACCTGATTGATACTTGCTTAATATGATTTTACCGATTTCAAGATGCTCTGCTTGAAC
+CAGATAAGTTATAGCGTCTGGCCACTGGTTGTTGTAATAGCTTAATTGAGCCAAATACTGCATTTCAACA
+ATTTTATCCAGTTGTTCGTGGGGGAGAAATGGCAGGTTTTGTTGTGCATGTTCTGAATAGAGTTTTAGAA
+AAAATTGCTCATCACTTGATGTGAAACGCGTAATCACTATGTTCATTATTTTGTGGTGCTTAATATAGAA
+GGGAAGCCATGAACAGGATTCCCTTGATTTCATAAGTAGTATTAATTTCGAGAAGGGAATACCCCTTGTA
+GTGCAATAATATAATTAACCACCTGAAAAGGCTGAACATTATTTACTGGCTGACTATTTCCAATATCTGC
+CTCTTGTACATTAATTGCAGCAGCTGCCATATCAGCATCAGCATCAGCATTAGAATAGGTAGCAGAAGAA
+ACTCCTGCATCATTTGACCAAACATTACCAACAGCTGTATTAGCATTGCCAGCACCACCTTTACATTTTG
+CCAAGGCAGCAACTGAATGATTGTGTGCAGGTAAATTCCCTTGGGCTAAAGTATTTGATTCTGTACCACT
+TTTTTCACCTAATCTCCTACTAGATAACCCTGGCCCATTCCCATTATGCATAGCAACTCGCCCACGTAAA
+TCAGGCAAACCAAAAGATGTTCGACCATCACCACCATACGTTGTACCTAAAATTGAAAAAAGTGCAGTAT
+TAGAGCTTATTGATAGTAATTGACCATCACACAGCGCCCAACCACGCGGGGCAAAGTTACCACCAAACAT
+TAAAATTTGACCGATAAATGGTTCCATAATAATTCCTTATTCATTGTTGATCTTTGTACAACCCCTTTAA
+ACAACAAGGTACTACTGAAGTACAAACTAAATTAATAACATTACCATTAAGTTAATAAACAAAATGTTGA
+AACATAGTGTTGTTTCATTGATTGACTCGCTTCAATATTCATCTTCTGTGTTTGTAGTGTCGAAAGATGA
+GTCACTGAATAAATATCATCTGTGAAATTTGGACTATCACTGGTAAAGACTAATTGAAATTGTTCCATAC
+CATCATGTTCAGGCCCAACCTCAACCTTTTTCAGGGTTAACCAATGACTGCCATTTTTATTGCGTAATAA
+AAACGTATCATTAATTATATTTTGAAATTTTTGTTGAGTAGATTGCTGACTTGATTGTCCATAACTAAGG
+TCAATGCCACTTGGTTGTGCGATAGCATTAGGCAATGCAGTCGCAACTATTGCGCCGGAGATTGATAATA
+AAAAATGTCGTCGATTTATCATGCGTGTATTTCCTCTTGATGACGCATCACAATGACCAATGCCAATGTG
+ATGCGTGGGCTAATAACACAACTGCTAAGGCTTCTAAACCTTTATATGTATATCATTACAACTTATTATT
+TAATACGAGCTTTTAATCCTGCTAGAGAAAGAACAAACAATAGCAGGGTACTTGGTTCAGGCACTGGTAT
+TGGTCCTGGTCCGCTATCTTCAGTCACGATATTTAACGATGAATAAATTAGGTGATAGCCATTAGTTGCA
+GTTTCACTTACTTGCCCACCCATTAGAGCGGTTTGTAACCCCGCACCGCCGATATCCAAATCAACAGAAA
+AGTTACCATCAGCAAGGTCAGCAAAAAATGTAGCCCCTAAGTTAAAGGTGTAAACACTATACTGAGCATC
+TGTTGCCCCGCCGCCACTTTCAAACATTGCATCCAATGCTACGGTAGTATCAATACTACCTAATGAAAAT
+GCATCTAACTGGCTGCCAGATGCAGCAGAATCATGATCCCAAATACCAAATGAAAAGCTCGCACTTAAAA
+TGGTGTCTGTAATTGCGCCATAATTAAATAGCCAATTAACATTAGCTGGGTCGCCAAAGAGTTCGCTACC
+GATACCAGCATCAAATGGGGCGGGCTGCCCTGCTTGGGCAGTTAGAATATCAGGAATAAGGGCATAGCTA
+TTCCCATCGACAAGCCCAGAAGTAGCATTACCTAAGTCTGAAGTAATTAAGCCAGCATTTGCTGTTGGCG
+ATAAAAACATAAGTGAGATTAGTAAAGGTGAAAATAAATTTAACAAGTTTGACGGCTTCATATAATAATC
+CTTTTACTGAAATTTATAGTGTTCTTATTAGTTCATCTCTAGATTCAATGCATAAAACATACCGGGCTAT
+AGTTATCAGTAGCTTATAAAACGAACAGTTATTTAAAAAGCGAACAGTGTAAAAAAACCTGACAGTTAGT
+TTCAACAGGTAAAAGCGTCATTATTAATCTATGCCTAACAATTGACTACAATGAGTAGTAAATGGCTTGA
+CTCAAGGTTCACACAAAAAATAATGGCGATGAAATATCAGGTCAATATCTAGATTTACTCTAAAATGTGA
+AAAAGAAAGGAACACTTATGTACGTTATTTTTACTCATAAATATTTCCTGCCAATATTGGTGTTTTTCTG
+CGGTTTGTTGATTGGGAAATATTTACTTACGCCAGAACAAACTGTCCATGCTAATGATGAAGCATCGAGT
+AAATATGAAATAGAGCAAAAGCAGCGAGTAAAACTTAATAATCATAAACCAATAAACATATCAGAAAATC
+ATAGTAACGCTCTCTCTGAAATCAAATCTCAAGTTAATCAGAAAGAATATCCTGTAAGTGATGATACAAA
+GCCAACCAATATGTTTAAAGCTTCTGCCGTTCGTCTTGCTCTTTTATCAGAGGATAGGCTTTTCGAGCAA
+CCAAAATTATACTGGCACAATCAGCTTTATTTATCTGAGTCAATAGAAGATAAACTTACCGCTATTGCAG
+AGCTGGTTAACTTGCAAGAAACTCATCTTTTAGCATCTGGGCTAGGTGATGATAATATTGAAGTACGCAT
+TGCGACCATTGAGGGATTAAAACAAATAGCGAATAATGAAGCGGTTCAAGTATTAGGACAGGCCTTTTTT
+TCTGAGCAAAATACGGGGGTAAAAAACGAAATCATCAACGCACTAGAAACGTTAGACTATTTAGATAATG
+CGTTAATATTTTTAGATTACACCAAAAGACACTCTACAGAAAAATAATAAAGTAAATGTAATTTACTTTA
+TTAAAACAACAGTAAACTAACTAATAACGTGCACCTTTAATTCTGGCTGATTGGTTATTTGGTAGTTAAA
+CTCTAAGGTGTCACCCAATGAAAATTGCTGCTTACAATTTACTGTTCTTGGACAGGTTAAGCTAGAGTCA
+TAATCTTTTAGTACATGATGTTTATAGGTAGTTATTACCGTAAAAAGTTTAGCATCTAAATGCTCTGGTA
+TTGTTTTAGGAATTTGTATTGCTATCGCGGGGAGTGCTAGTTTTCCTTTATTAACTCGCCCTAATAACTG
+TTCTTTATTAATAGTTAACGCGCTCCCCAATCTAATACGCGTTTTGGTTTTGTCCTCGCCAATAAATTCA
+AATTCATTTTTACTATCAACCATGATTAATTCAATTTTTATCTCTTGAGGGATTAATATCGCCTTTGGCG
+CTTGTTTAATAAGATGGTGGCTTACGGCGACTTGAGGCTCTTTAGCTAAACAGGCTTGCATGATTTCCAG
+AATGATAATATCGGGAGGGTTGGTGTTATCAATTTTATAATTGAATGCGTCTATTTTTTCAATAGCTTTT
+ACTGATTTGTTTAATTTCAATGTATTTACTATATGTTCTACTGAGTCTATTGATATTTGGTGTAAATCTA
+ATAAGGTAAATTTAGCTTGATGCTCTGTTAATATAAACATCAACGGGATTGCTAATATTGCCAAAGGTCC
+TGTACCTGCATATAACACTTGAGCTGGTGTCTCTGGTTTAAGCTGATTTACATCTAAAATTGCACTGTGT
+AGTGCTCGAATAAATTGAACCGTACGGACGTAATCGTCTGCACACATAATTGCCATTGTCGGTGATACGG
+CTAAGCCCGTGTTCGTTGCTGTTTCTCCTTCATCTATCTTATCGCTGATCAATTTATCGATATTGACTAT
+TTTGTTTAACCTTTGCGCCAGTTCATTCATCTGCGGTTTTAATGTACAGACAGGATTTTTTTCATCTATT
+ATTTCACTAATTAGTGTTTGGATTGATGACATATTTCGTCCTTAAAACATTTACCTTACTTAGAACGGGT
+GGCGTAATTGCTGCTCAAGCCAAGCATTAACTACCACATCAAGCACTAAATGAATTCTGTCACTTTGACT
+ATTATTAACGACATTATGAGGGTCTGATAAGCGTAAATACCAACACTCTCCTTGATTCATGAAAACTTCA
+CTATCGTTTAAAAAAAAGTGCACATCTGTATTTGTCTCTATTGGCACATGCAGCCTAGCTTCTCCATATT
+CAGCAGCTAAATCTAGATCGGTATGTTTTTTAATAATAGAGCCTGCAGCTAACCTCATTAAGCGAACAGA
+TTTTACTGGACATTGAAACCAGCTGACAACCTTTGGCAGATAACTAGTTTGCTTTAAAAAATGAGTATCG
+ACAAATTCATTTTGCGAGGGATCAGAGTAACTCATTCTAATAGGGTGAGTTTCGCCTTTAGGGCTTCGCA
+GTGGAATTATTGACCAGTCGCCCTCAAAATTATCTTTTACAAAGTGTTCTACCCATTCATTATTTTTCAG
+TTTTTCGAGGTCTTGGCGCATTTGCGAATGGTCAAATAAAATAGGTAGTTTTATACGATCTGGAAACGAC
+ATTATGCTTATAATTTATAAAGTTTTTATATTAGTTTAGTTAAACACACCTATTTTTGCGAGTTAGAGTT
+ATAAACACTTATAGCGGCTCTTTGAGCTCAATGATATTACTTGAGTAAGCAATTCAAATCTTCGCACGAC
+ATATCAATCAACTATAAGCTACTGATAATCCCATTAATCGACTTGCTTACAAATAGTACTATCAGTAGGC
+CTTTAATGCATGGCTGCTAATAGGTTATCGATAAACCTTACTGAGCAGACGTTCATTGATAATGGTTAAG
+TGATTACAGATTAAGAAATCGCATATCTCACTTTTTAACTGTGGAGTTTCATTTATTATTTTAAGCTGTT
+GAAGGTCCATGCCGGCTTTCAGACTATATAAGTATCCAGTTTACAAACAAAAAAGCCCCTACATCACTGT
+AGAGGCTTTCTTTTAAAATAGTTGAGTTGACCACATAAGCCGGGTTTTGTAGCTCCTTTACTAAAAGCAA
+AAGAGATGACAATCATTCGTCTAGGCTATAAATCGCTCTATAGCTCAAGCAACCTACCCGGTTTCCACGC
+GAGCCACGCTTATATTATCAAAACTTGCGTTTTAATAATCATGAAACCCTATTTGGTCTTGCTCCAGGTG
+GAGTTTACCCTGCAATTACTGTTACCAGCAATCCGGTGCGCTCTTACCGCACCCTTTCAGCCTTACCTGT
+TCCGCAAGCGGCCATCGGCGGTCTTCTCTCTGCTGCACTTGTCGTCGGCTCACGCCGCCCAGGCGTTACC
+TGGCACCCTGCTCATTGGAGCCCGGACTTTCCTCCCCTCTATCTGTTTAGTTCAAATCGAAATTTAAACT
+ACAACGATAAAGCAGCGATTGTCTGGTCAACTCGGCGCGCATTCTACCTTATTCAGTGGGAATGTCTATA
+ATCTTTACTGAATGACCTTACTTAAGTCCTAAAGCAACTTCATATAATGCATTTTTCTTCACACCATAAA
+TTTCAGCCGCAATAGCACACGCCTTTTTAGGCTTCATCTCTGCAAGTAGTAATTTCAGCGTATTAATCAC
+CTCTGCAGAAATTTCATTTTCAGTCGCTTTATAACCTTCAATGATCAACACCATTTCACCCTTTAACTGA
+TTAGCATCTTGTTCCAGCCAAGCAAGTAGGTTTTCAGCGGTGTCGCTGTGAATAGTTTCAAATGTTTTTG
+TTAATTCTCGAGCGATAACAATATAACGATCACCGCCCAAAGTCGTAACAATATCTTGAACCGTGTCGAT
+AGCCCTGCGTGGTGCATCATAAAAAACCATAGTGCGAGATTCATCGGCCAACGCAGTTAACGTTGCTTGT
+CTGGCACCGGACTTAGAAGGTAAAAAACCCTCAAAGCTAAATCTATCCGTTGGTAAACCCGCAACCGATA
+AAGCAGCTATAGCAGCACAGGCACCGGGGATAGGTGAAACTTGTAAGCCAAGGCTTCGACAATGGCGAAC
+TAGGTGAAAACCAGGGTCACTGATTAATGGTGTTCCTGCATCGGATACAAGCGCAATAGTTTTGCCCTCT
+TGTAACATACTAGCCACTTGGTCCTGCCGTTGACGTTCATTATGGTCATGTAATGACATGGTTTTATTTT
+TAATAGAAAATGCAGACAGCAATTTCCCCGTGTGTCGAGTATCTTCACACGCAATAACATCAACTTGCGT
+TAATATATCAATTGCCCTTTGGCTGATATCGCTTAAATTACCAATTGGGGTGGCGACAATATATAGAGTC
+GCAGGGGTTAGGGTTGTTTCACTCATGTAAACTTACTTCACTTGATTAGGCGGATTTAGTTGTGACTAAC
+TTCGTAGGCGTTTATTATAACCCCATACTGATAGCAATATGCACGGATTTATTTATTGTGTTAAAAACAG
+CGTGCTTACTTGTAAGATTAAAGCCAACAAAGGTAGATAACTTTTCAATGCATTTTCACCATTTTAAATC
+TCGAGTATTACCTGCCCTGTTGCTTATTTTTCTTACAAGTTGCAGTACTAAGCAAGCTCCTGATGCTACA
+ACAAAAACTCAAGCACTCACTAAAATTGAAGAAATTGATGTCGATGCAGGAGCCTTGTCTGCTGAGCAAC
+ACGTTGAACTTGCTAAAACATTAAACACCAACGGCGCAGTTAATGAATTATTGACTGCAACCAAACTATT
+TTATCAGCAAGAAAATTATGTAAAGGCACTTTGGCTTGCAGATAAAACCATGCCATTGGTCGATGACAAT
+GTAATCAATTTTAGTCATGAGAAAGTTCAGTTAGCTCTGATTAAAGCAAGTAGTTTGCAACAACTCAGTT
+ATTACCCTGAGAGTCATATAGAGCTTAATCAACTTGAGCAATACGCTACTGAAAATAGCATTCTACTTAC
+TGCGACCTATTACCGATTATTAAGTGCTGCGTTTCATGAGGAGGGGCAACCTATATCTGCTTTAAATGCC
+CAGTTGTTTGAATTTTCAGCAACTCCGGCTAGCACACAAAGCCAACAGCAAATATCGGATATTTGGCATA
+ACTTTCAGACCCTATCCCAATGGCAGCTCAACATGCTTGCGTTGGATAAAGCGCCTGAGCGTAAAGGTTG
+GTTAATGTTAACTAACTTAGCGAATAAGTTTGGTGGCAATCAAGCACAAATGAAATACCATTTGAGCACA
+TGGCAGAAAAAATTCAAACTCCATCCAGCGAATGTCATCGCAAAACAGCTTTCTTCTCAAGCGATCTCAA
+CGAAAGATATAAAAAATATAGCAGTGATTTTGCCCTTAAGTGGTAAACAACAATCTTCTGGACGTGCAAT
+ACAACAAGGTATTTTGGCCAGCTTTGCCAACGACAACACTAAAAACCTGCACTTTGTCGATAGTAATACA
+GTCAACTGGTACGGGTTAACTAATGATTTTACAACATTAAAAGTCGATTATGTGATCGGTCCATTACTTA
+AATCTAATGTTGATAAATACATCAGCCATACCAGCGCACAAACACAATCGAAAAATAATGACTTGCTTAA
+TGCCAGTTCGGGTTTATTTGATATCAATAAAGCCGAGGGTGCCTTAGACACATCATCAATTAGCCAAAAT
+AAAACAGCTGATTATATCACTGCTATCGACAGCGATTCTGCGATAAAGAGCTATTTAGAGCCAACACAAG
+ACAGTAAAGCGATAGATACTTTACTGTTAAATATCCCGGCAAAATCTTCTTTAACACGTCATCATACTGT
+GCTTTCTATGCGCCCAGAAGACGAAGCCAAACAAGCCGCAGCAACGCTGAGTCGTCAAAAATTTCAGCAT
+CCCGTGGTATTAAGCCAAGAAAATATTGTCAGTAAGCGAATTGCTCAAGCTTTTGTCAAACAGTGGCAGC
+GGATTACAGGTAACACTATTGAGGTTGTCTATTATGATACTGGCGCTCAAATGCAAGAGAATATTAAAGC
+CAGTTTATCGGTAGATAAAAGTAAGACTCGTATTACTAAACTCAAAAGCCGTTTGAACCAGAGTATTAAA
+ACTAAAACCCGTAATCGACGTGATATAGATATGATTTATCTCGTTGGCACCCCTGAGCAAACGCGCCTAG
+TAAAGCCGTATATCGAAGTCAACATAAGTGAATTTGCTGAAATAATTCCTGTTTTTGCTAGCTCACGAAG
+CCACAGTACTCAAACTGATTACAGCAGTAATAGCGACTTACAAGGATTAACGTTTACCGAAATCCCTTGG
+TTGCTAGCCAGCGAGCAAAACGTAGAATTGGCGGTTCTTAGTCAAGAACTTTGGCCAAAGCGTAGTGATG
+GCTTATCTCGACTTTTTGCGATGGGATATGACAGCTACCAACTCATTAATAAGATTCCATTAATGCAACA
+AGCGCCTTATCTCCATCACTGGGGACAAACCGGAGTACTCAAGCTCAATAAAAATAGCATTTTGACACGC
+AGCTTACTTTGGGGTGTTTACAAGAAAAACAGGGTGGTTTCTATTGTTATGGAATAATAAAACCTCAGCC
+AAAAATACAAGCAGTACCGATAAAGGACAAGTTACGGAAAGCTATGCACAGCAGTATTTGTCTAAACAAG
+GCCTAAGGTTTATTGAAAGAAATTTCCACTCTCGCCAAGGTGAAATTGATCTTATTATGCTTGATGGTGA
+TACTTATGTTTTTGTTGAAGTAAAATATCGTAAAAGCAAAGGCTTTGGTGGTGCAATTGCCGCTATTTCA
+GCGAGTAAACAAAATAAGGTTAAACATTGCATAACATTTTATCTACATCAAAACGGATTAAATGAATATA
+ATACTCCCTGCCGCGTAGATGTGGTAGCGCTTGAAGGTGATATTACTCAGCCACAAGTTACTTGGTTAAA
+AAATGCCTTTTAGCTTTTTACAATTAACTCATTACTCATTTTAAATAGTCACGGAGTCATTTTTCCATGC
+TAGAACAGATCAAAAACAATTTTACCGAGAGCATTCAAACACAAATAGCTGCTAGCGAGTTGTTAGGACC
+ATCTATTGAACATGCTGGTATGATGATGGTTCAATGCTTGCTTGGCGGCAATAAAATTATCTCTTGTGGC
+AATGGTGGCTCTGCTGGCCATGCCCAACATTTTTGTGCCCAATTACTCAACAAATATGAAACTGAACGCC
+CTAGCCTGCCAGCAATATCTCTAAACAGTGATATATCAACCATTACTTCAATCGCTAATGATTACCAATA
+TGATGAAGTTTTTTCCAAACAGATAAGAGCCCTTGGTCATAATGGCGATGTATTATTAGCTATTTCTACC
+AGTGGTAACTCACGAAATGTAGTTAAAGCTATTGAGAGTGCAGTATCTCGTGATATTCCAATTATTGCCT
+TAACAGGATTCGACGGTGGTGATATTTCAGGATTATTAGGTGAAGGCGATGTTGAAATCCGCGTTCCATC
+AGCAAGAACCTCTAGAATTCAGGAGGTTCATTTAGTTGTATTGCATAGTTTATGTGAGATTATTGATACT
+ACCCTATTCCCGCAAGGTGATTCATAAATGCTTATTCTAAAAAATGGCTTATCTGCATTGGCTAACAAAA
+AAACTGCACGAATTGCAGGACTTCTCATGCTCGCTTCAGCGCTGCAAGGGTGTGCCGTTGCAACGGTAGT
+TGCCGTTACCGCTGGTGCCACTATGGTGGCAGATAGGAGAACTTTTAGTAAACAAATTGATGATCAAAGT
+ATTGAGTTTATCGCTCATAATGAATTAAATAAACAAAAGGCATTGTCTAATAACACGAACTTACATGTGA
+TTAGTATGAACGGCACTGTTTTAGTTATTGGCCAGGCTCCTAATAGCTACCTGAGAGACCTCGCGATAAA
+AACCATCCAAGATGTTCCAGATATTGTAACGATACATAATCAGGTCCGTATTGGCTCTACAACAGCGCTC
+TCGACACAGAGTAATGATATTTGGCTAACCTCTAAAGTCAAATCAGCTTTGCTTACCAATGGCGAAGTTA
+ATGCCAAAGATATTAAGGTTGTCACCGAAAATTCTGAAGTATTTCTTTTAGGTTTGGTCACTAAGAAAGA
+AGCGAATATTGTTGTAGAAATCACGCGTAACATCAACGGTGTCAGCCGTGTATTTAAGGCTTTTGAGTAT
+ATTTAATACTCATACCAAGTCCATTAAGTTATTTACCACTCAGCGAGAATTAAAAGGCTTAAAGGCAAGG
+CATTGATTGAAGAGAATGGTTATTCAGGAGAATATGCTCCTGCATTCTCTAATAAGCTGCATCCATGCAG
+CGTCCTTGTCAAAATCAATAACATAGCATATAAGCCTTTACTTTTTATTAGGTACTCGCCCTTGGGAGCT
+TGTCAGAAAAGCAATAACTGCACAAATTTGTGAGATATAGAATGACTATAATAGCAAAAATTTTGTTTGC
+TATGACTCTTCTGACATAGCTCTGAGGTGGGAATAAATTTAATGGAATTGGTATTATTTAGTTTATTGAA
+ATTAAAACAAAAAACCCGTAAACATCATTGATATTTACGGGTTTTAAAATTTAATAACACTAACAATATT
+TAAATTATTTAATAATTTTTAGGCTAGCTTTACTTTTTCCTTTGGGCTTGCTCGACTTTTCTGTCTCACT
+ACCCGTTGAAGCAACACTACTTAAAGTAGACTTTGGTTTTTCAGGAATCACATCAACCACGTCATCTTCA
+TCCTCAACAGGATGTTCGATTGGTAATGAAGTTCCTGCGCCATTTTCTTTGGCGTATATAGCACCTACAG
+CACCATAAGGTACCGTGATGTGCTCTAACTTACCGCCAAAACGGGCACTAAACTCAATAGCTTTATCACC
+CAATGCGATAGTACCAACAGCTGAACTGGCAACATTTAAAACAATCTGCCCATCAGCAACGTAACTCATC
+GGCACTAATACACCATAAACATTGACGTCAACCATGATGTATGGCGTTAGGTCATTGTCTGAAATCCACT
+CATAGAAAGCCTTAACTAAATAAGGCTTATTTGAGCTCATTGAGTTAGGTGTTGCGTCATCCATTAGGCT
+GGATGACCAAAGCGTAATTCACGTTCTTCTTCAGTCAATGAAGCTTGGAATGATTCACGTTCAAATACAC
+GTAACATATAGGTTTTAAGTTCTTTTGAACCTTGACCGGTCAATTCAATACCAAATACAGGTAAACGCCA
+TAATAATGGTGCTAAATAACAATCAACCAAACTGTACTCTTCGCTCATAAAGTATGGTGCTTCGTTTAAA
+ATTGGTGCAATACTTAGTAAACTTTCTTTCAATTCTTGACGCGCTTTTGCTGCTTCTGTTGCAGTGCCAG
+ACATAATCAATTTAGTAAGACTATACCAATCTTGTTCCATACGATGCATCAATAAACGGCTACGACCACG
+TGCTACAGGGTAAACTGGCATCAATGGTGGATGAGGAAAACGTTCATCTAAATATTCAACAATGATTTTA
+GCTTCATATAGTGCTAATTCACGATCAATTAAAGTCGGTACTGTACCATATGGATTCAAGTCCAATAGGT
+CTTCAGGCAAGTTAGCTAAATCAACTAAGTTGATGTCAACACCAACACCTTTTTCTGCTAGAACAATGCG
+TGTCTGATGACTGTACATATCATCGGCATGAGAGAACAACGTCATCACAGAGCGTTTATTTGCTGCTACG
+GCCATAGAGCCTCCTAAAATCGTTTACTTTAAAAACTAACAAAGGGGAATTCGACATTTGACTATCGAAT
+TCCCCTGAAACTTATTGCAATAATAACTTAGTGTACGTCTTTCCAATATTCTTTCTTAAGGAAATAAGAA
+ATAATAAAGAAGAAGAATAAGAAAGCCAATACCCAATAACCAAGGGCTTTACGCTCAAGTTTATTCGGCT
+CACCAACATATTCTAAGAAGTTTGTTAAGTCACGTACTACTACATCATACTCTTCAGCAGTTAAACTACC
+ACCCATTGCTGGTGATAAGCTAGAGACTTCGTGCTCTTCGCCATGTTCGTCAAGCTCTTTATGTACAACT
+AACGTACTTACACCTTGCAAACTTTGTAAAACGTGCGGCATACCTACATCTTTAAATACTGTGTTATTTA
+CGTCAAATGGACGTGATTCATCAATATAAAAAGAACGTAAGTAAGTATAGATCCAATCAGGACTACGTAA
+ACGTGCTTCCAACGTTAAATCTGGTGGCGCGCTACCAAACCATTTTGCCGCTTCTTTTTCCGGCATGGTA
+TTTAGAATGTGACCACCAACTTTGTCACCTGTAGGCATGAAGTTAGCCACACCATCAGCTTTATCAATAC
+CTAAATCGTCAAAAGTACGATTATAACGTTGGTATTGTAACTGATGACAGCCTAAACAATAGTTCAAATA
+TGTTTTAAAACCTTTTTTCAAAGACTCTTTATCTGATAAATCATTATTAGCTTTATCTAGATGAATACTA
+GGCCCTGAAGCCACAGCAGTGAACGACAACAGTGTCGTTACGCTGAAAAGTATGCCGAAAGTAGCGGCTA
+TAATTAATTTTTTCATTAGTCTGCAATCCTTTCTGGAACTGGTTTAGTATTTTCATTTTTGCTATAGAAC
+CACAAAGCAATAAAGAAACCAAAATAACCAAAACTAGCAATCACACCAATTAAATTAGCCGTTGGTGTTG
+CTGGCATAGTACCTAAAGCACCAAGAACAACAAAACAGATAGCGAATTGAATTAAGTTAACTAAATGTAA
+CTTCGAACGATAGCGAACTGACTTAACAACACCACGATCGAACCATGGTAAAGCAAATAACATCACGATT
+GCGCCAAACATAGCAACCGCACCTAATAACTTATCAGGAACAACACGTAATATTGTGTAGAAAGGACCAA
+AATACCATACAGGTGCAATATGCTCAGGTGTTTTCAAACCGTTCGCAGGGGTAAAGTTTGGTGCTTCCAT
+AAAGTAACCACCGCCCTCTGGTGCAAAGAACATCACCCAACAGAATAAGAATAAGAAACCAGCAACGCCC
+ATAATATCTTTAACAGAGTAATAAGGGTGGAAAGGAACAGCATCAACAATATCGTATTTTTCACTATATT
+GTTTATGGAAAGTAAACTTACTTAGTTCTTCAGGTTTAACACTGCCTTTAGGCTTTTTAATGTCAACACC
+TTCAGGGTTATTTGAACCTACTTCATGCAAGGCAAGAATATGCAAGAACACTAGAACAACCAGTACCAAT
+GGCATAGCAATAACGTGTAAAGCGAAGAAACGATTTAAGGTAGCTCCCGAGATTACGTAATCACCACGTA
+TCCAAAGCGTTAAATCATCACCAATAATTGGTACAGCGCCAAACAAGGAGATAATTACTTGCGCACCCCA
+ATATGACATATTACCCCAAGGTAATAAGTAGCCCATAAAGGCTTCAGCCATTAATACTAAGAAGATCAAC
+ATACCGAAGATCCATAGTAATTCACGAGGCTTTTGGTATGAACCGTACATAAGACCACGCATCATGTGCA
+TGTATACGACGACGAAAAAGGCAGATGCACCCGTAGAATGCATGTAACGTAATAACCAACCGAAGTCGAC
+ATCACGCATAATATACTCAACAGAGGCGAATGCTCCATCACCAGATGGTTCATAATTCATTGTTAACCAA
+ATGCCGGTAACAATTTGATTTACTAGTACTAACATGGCTAGAGAGCCAAAAAAGTACCAAAAGTTGAAGT
+TTTTTGGTGCTGGATACTGCGCTAAATGCTTATTCCAAGCATCTGTTACAGGTAAACGTTTGTCTATCCA
+ACCCATGAAATCAGTAGCTAATTTCATTAACATTACGCATCTCCTTGAGCAACACCAATAAGTAAAGTGT
+CATCATTGATATAAGAATGCTCTGGAACCACTAAATTTAATGGTGCTGGAACGCCTTGAAATACACGACC
+AGCCATATCAAATTTACTACCATGACATGGACAGAAGAAGCCATTTGGAACGCCTTCAACAAACTGATCG
+AAATCACCAGCATGGTGAGTAGGAGCACAACCTAAATGAGTACAAACACCTAAGGCAACTAAGAATTCAG
+GTTTAATTGAACGATAGGCATTAGTTGCATAAACAGGTTGCTGGGCTTTTTCAGAATCAGGATCACGCAA
+CTGGTCATCGTGTTTAGCTAAATTACTAACTGTTTTTTCCGTTCTACGTACTATATAAACGGGTTTACCA
+CGCCATTCAGCACGGATTAATTGACCAGGCTGTATTTTACCTATATTGACTTCAACTGGAGCACCCGCAG
+CTTTCGCGCGAGCACTTGGATTCCAGGAAGCAATAAAAGGCACAGCAGCCCCAGCCACACCAACACCACC
+AACAACTGCAGTAGCAGCGGTTAGGAAGCGTCTGCGGCCGTTATTTACAGGCACATTGCTCATTCATACT
+CTCCAACTAAGACACTAACAAAACAATTATTTTTATGACTTACTAAGCGATAAATTTATAATAACCAGCA
+AGCACAGCGTTTGTTTTTGTTAGATCAAATTCATACCAAGTGGTATATCGACAAAAAATTTTTACGATCA
+TAAAGAAATAGCGTGTTTTTTACAAGGTAAAAAGGGGCTTAGGCACTGTAAAAACAGAAATAATTTGAAA
+TACTTTGAAATAGAATAAATAAAGTATATTTAGACAGAGTTAATAGGAATTATTAACAAAAAATTAGCTT
+TAATTTGAACATAAAAAAACCGACACAAGGTCGGTTCTTTAAATGCATATATTCTAAATATTCTGGATTT
+AGACAAAGCGGTCAAGTTGTGAGCCCCTGAACTTAGGTTAACTAAGTGACTGGGGCGAACAGCGCAGACA
+ATGCTGTATAAATCCTGAATATGACGAATATTAACGTTTTGAGAATTGTGGCTTCTTACGTGCTTTATGA
+AGACCAACTTTCTTACGCTCAACTTTACGCGCATCACGAGTAACGAATCCAGCTTTACGTAGTTCACCAC
+GTAAAGTTTCATCAAAAACCATTAATGCACGAGTAATACCGTGACGAATCGCGCCAGCTTGACCTGAAAT
+ACCACCGCCTACTACAGAGATGTTAAAGTCAAATTTTTCTAACATTTCAACTAACTCTAATGGTTGACGA
+ACAACCATACGAGCAGTTTCACGACCGAAGTACTCAGAAATGTCACGTTTGTTAATTGTGATTGCACCGT
+TACCAGCTTTCATGAACACACGAGCAGTTGAGCTCTTGCGACGACCAGTACCGTAATATTGATTATCAGC
+CATTGCTTAAAGCTCCAAAAGTTGTGGTTGTTGTGCTGTATGTGCATGCTCTGGGCCTGCATATACTTTT
+AATTTGCGGAACATTTCACGACCTAAAGGACCTTTAGGTAACATGCCTTTCACTGCAAATTCAAGAACGC
+GTGTTGGAGCTTTTTCAATTAACTTTTCAAAGCTAATTTGCTTAAGTCCACCAGGGAATTCAGTATGCGA
+GTAGTAAATTTTACCTTTCGCTTTGTTACCTGTTACACGTACTTTCTCAGCATTGATAACAACGATATAA
+TCGCCAGTATCTACGTGAGGTGTATATTCTGCTTTATGCTTACCGCGTAAACGGGTTGCAATTTCAGTAG
+CGATACGACCTAAAGTTTTATCTTCGGCGTCCACTAAGAACCATTCGCGTTGTACGCTTGCTGGTTTTGC
+TACAAAAGTTTTCATTAAAAAACCCAATCTTAAAAATGTTACTTAAATGATAATTTAAAAATTTAAACTA
+CCGGTTAAATGGACTACGCCATTGCCCCTTCGAGCATCGAGCCCAGCGCCACTATTTATAGGGAACTATT
+CACATAAAAGTAAAAAGAAACCACCAAATAATAGGCTTTTGTAACGTAGGGAGCGCGGATTATACAGAAA
+GAACTATCTAAAATCACCTATATTTGTTGAATAAATAGTTAATTTTTAAATTCAGTGCCATTTTTACTAT
+TTATTATCCATAATCTATTTATTTTTATCGTGATATCCGTAAGTGCTTAACTGATGTTAACCACACCCCG
+GTCTTATAAAAGGTGCAAGATATAATAAACTACAAAATAGCTATTTATTTAACTAGAAATCAACACCTTT
+AATGGCCTTTAGTGCTCATTAAGAGTGATGCTATTGCTGATAAACGAGGAGCTGGCATTGATATTAGAAA
+ATCTTAGCGTGATTTGTGGTAACAGAGGCCAATACTTCAAAAAAAGTTAATATTCAGTTAACAATAGGTT
+ATAAAACAACCACCTAGTGGTTGACCAGAAATAAAAATAAAAAAAATTGCAACAAAGTTTTACATTTATT
+AAATTTTGTCGCAGTATGAAGCCAGCCCCCGTAAAAACTAAATGGAACTATAAATATGAAAAACTTACAA
+AATATGAAAAAAAGTGTACAAAAAGGTTTTACGTTAATTGAATTAATGATCGTTGTCGCGATTATCGGTA
+TTTTAGCAGCCGTGGCGTTACCTGCTTACAAAACTTATGCGGATAAAGCTAAGTTTACTGAAGTAGTATT
+ATCTGCAACTGCAGCAAAAACAGCAGTTGATCTTTGTATTCAAACAGGTAAGGGCGGTTTAGTATCGAGT
+ACTACTCCTGCTACTATGCTTCTTGAGGCAGCTAAGTGTGAGACTATACCTGACGTTACTGGTTGGTCTC
+AATCTGGCATGGTAACATCAGTTAAAATTTCCGGTACCACTCTTGTCGGTCCTTACTTAGTTACTGTGAT
+TCCAGCAGTACAAGGTAGCTTCGATGCTACCCACACGTATGTATTGACCGCAACAGTTGGCAATGGTACA
+GCTGTTTGGAATCATAGTGGTGGTTGTGTAGCTGCAGGATATTGTTAATACTGTTTAATACTGTTTAATA
+TAATATCAAACATAAAAAAGCTCCTTCGGGAGCTTTTTTATGGCTTATTTACTTTCAACAAACTTTACCT
+ATCACCTAGTTATCCCTTACATAAAGAGTTTTATTATGGACCCGTTAAAAAAACGCTTTTTTAGATATCA
+CCTTACGGCTAGCTTAATTATTATATTACTGGTTAGTGCTATATGTCAGTTTCTGTGGTTTCCACAACCG
+TTTTTACAACTTGATGGTACTTGGATGGCGCTACTGATGTTAGCTGGCGTTGATATTATAATAGGCCCAT
+TATTAACATTATTATTAGTTTCAAGTAAAAAATCAAAGCGAGAGTTGAGCCTAGATATGGCCGTTATTGT
+TATTATTCAAATATCGGCGTTAACTTATGGTTTAATGCAAATAGAAAAAGAGCGTTTAATTGCCTTAGTG
+CATTATGATGGTGTATTTCACTTAGTACCCCAAAAAATTCTAGCTGAACCGTTGAACAGCGCAAAAATCA
+TACCCACACTAAACTTATATCAGGGTATTCCTTTAGTGATGATCAGCGAACAAGATGTCGATAAATACAT
+CCAACAGACCCAAAATAAATTAGTCCCTTTTTTATACGCCTTAGAAAATTATCAAGCGATTGATATTGAA
+GAACTAACTAAGTTTACTTTTGATTATAAAAATTTACCGGAAGCCATTGCTAAAAGATACGGCCAAGAAT
+ATATTTTCAAGAGAATAACCGGCAAACGACGAAGTGCTGTTATTGTTTTCAATCAGGATATGCTCATTGC
+TGACATCCAGCTCTTGCCTAAAGCTGATAAATAGCCTTACCTTTATTAAAAAACGACGTTAAAAAAGCAA
+AGTTAAAATCAAAAAATCAAAAAATCAAAGGGGTCAGAGTAAATTGATTATCTGCCTAACCTTTGCTTTG
+CTGATACTTAATTGACTTTCTATCTCCACCTCTTGCTTTGGGCGAAACTGACACACCAAGTTGCCTCTCT
+ATTTGCTGCTTAAATCTATCATCACCTAAAATCCAAGCTTTATTCACTGATGCTCTGATGAATGACGCTT
+CATCATCACTCAAGTATCGTTTACAAAATTTAAGATACGATTGCTGCCGTTTACTGGCAGAGTCACCAAG
+CTTTAAATAACAATCATGCTCCGTGAGTAAGCTTATTGTTTTTCCTAAAGCATGCTGATGATAACTTGAC
+CAAGGATATAATTCAGGTCGAACAACCATTTCTGCACGTACCGGGTTGAATTCAATATACCGAGTAACTA
+TTAAAAAATAACTATCGCTATCAACCAAGCTCGACTTATATCTACCTTCCCATAAAGTGCCTGTTCGGTG
+GTAAGTTTGATTTATATATCTTACATAATAACGCCCCAGTGACTGCATCATCAGGCTAACGCCATTTTCA
+ATTCTTGGTGTGACCAATAAATGCACATGGTTTGTCATTAAAATAAAAGCATGAATTTCAACTTGATGCT
+TTTGGCTATATTCAAGCAGTTTATCAAGATAAACTTGATAGTTTTGGTTTTCAAAAAAGCAAGATTGGCG
+ATTATTACCACGTTGAATCACATGTTGCGGAATGTCTTTTAAATTTAAGCGAGGTGATCTAGCCATTTTC
+ATCCTTAAAAATATAGCCTGAACAATAAGATTAGTTCATAATAAATAAGTTTACAAAAATCAACTAACTC
+TGACCCCTTTGATACACTAAGATACACTAAGATACACTAATAGTGATAGAAACATTAGAGGAAAACAATC
+ACTATATTGATAGTCAATTAAAAAATAAAATTACTGGTGACGCGATAAGACTTTATCCAGATTTTTTTAA
+AAAAGTACAATGAATGCATCAAATTAGAGAGGCATAATGATAATCTCTTTGTTCTTTTATTGTGTAATCA
+GTTACACTCAAATTAGTTACTGTTTTAAATCTACCTAAGGTTATCACTAAAGTTATGAAAGGAAATCACC
+AACAAGCTAGTCTGCTATCGGCATTATCAAAGCAGAACCTTATTCCTTTAGAATCAATAGATGATATTAC
+GGCTGATTTCATCGGTAAAAAAATACCTTTCATTCGTTTTTTGATTGAAGACAAAAGTATTGATGGAAAT
+AGTATTGCTAAAGTACTTTCTAAAAGCTTTGGCCACCCACTAATTCAACTTAGTAACTTCGATACCAGCT
+TGGTACCTGAAGGTGTTCGTAATGAAAAACTGATCACTAAACATAATGCATTGCCACTATATTTACGTGG
+CAAAGTACTGTTTATTGCCATGTCAGACCCGACTAATTTAGATGCCTTAGAAGAAATACAGTTTAATACC
+GGTTACAGCACTGAGCTAGTATTATGTGATGAGAAGAGCTTACAAACTTGTATTGAAAAAGTACTCGAAG
+ATGAAAGTGCTGCATTAGATATAAGTGACATCGATGCAGATGAGTTAGCGGGTATTGATGTTGAAGAGTC
+AAGAAAAGAAGACGCTAACGCTAACGGTGAAGATGATGCACCTATCGTTGTTTTCATCAATAAAATATTA
+CTCGATGCTATAAAGAAAGGGGCTTCAGATTTACATTTTGAACCTTATGAAAAGTCATTTCGTATTCGCT
+TTCGTATTGATGGTATTTTATCTGAAATAGCTAGACCACCAGTAAGCCTCTCTTCAAGAATGGCAGCCCG
+CTTGAAAGTGATGTCTAAATTGGATATTGCCGAACGTCGTGTTCCACAAGATGGTCGAATTAAGTTGGCA
+CTATCCAAGAAAAAGTCGATCGATTTTCGTGTCAGTACTTTACCCACCATGTGGGGTGAAAAAGTCGTAA
+TGCGCATATTAGATTCATCAAGTGCTATGCTGGGTATAGATATGCTGGGTTATGAACCCGCTCAGAAAAA
+AATATACATGGAAGCATTAGAACAACCGCAAGGTATGATTTTAGTTACTGGACCAACAGGTTCAGGTAAA
+ACGGTATCGCTTTATACCGGATTAAATATATTAAACACACAAGAACGTAATATATCTACAGCGGAAGACC
+CTGTCGAAATTAACCTTGAAGGCATCAACCAAGTACAAATCAATAATCGTGCCGGTTTAACTTTCCCAAG
+TGCATTGCGCTCGTTTTTACGACAAGATCCAGATATTGTCATGGTGGGGGAAATTCGGGATTTAGAAACC
+GCTGAAATTTCGATAAAAGCCGCACAAACTGGCCACTTAGTATTATCAACCCTGCATACTAACTCTGCTG
+CTGAAACGCTTACTCGTTTACTTAATATGGGGGTTCCTTCCTATAATGTTGCCAGCTCTGTCTCTATTAT
+TATTGCTCAACGTTTGGCAAGACGATTATGCCCGCAGTGTAAGGAGGAAGAGCCTCTTTCTGAAATGCTA
+TTAGCCGAACAAGGTTTTCCTGCTGATAAATTAGCTGACATAAAGTTATTTAAACCTATAGGCTGTACTC
+ATTGCACTGGAGGCTATAAAGGCCGCGTGGGTATTTACGAAGTGATTAAAATTAGCCCGACTATTGCTTC
+TATTATCATGGAAGGTGGCAACTCTCTTGATATAGCGAAGCAATGCCAAAAGGAGGGGTATAACAACTTG
+CGTCAATCAGGTTTATTAAAAGCAATGAGCGGTATGACAAGTTTAGAAGAAATTAACCGAGTAACTAGCG
+CTTAACGTAAGTTTCGTTTAACTTACTTATACTTAAAGAAATAATTCACCTATTTATTAGATAATACTTT
+ACCAGCTCCAATGTTAAGGCGAGAGTAAAGTGATTCATGGACCAGGGTTAACTATGGCTATCACAACAAA
+AAAAAAATCAGCTAAAGATAGAACTAAAGTTAAAGAGCAAGATGTCTTTGTTTGGCATGGGGTTAACCGT
+AAAGGAAAAAAAATTAGTGGTGAACTTTCTGCTAAGAGTATTATTGAGCTAAAAAATCAGCTGCGTAAAC
+AAGGCATAGTACCAAGTCGTGTTAAGAAAAAAGCTAAACCATTATTTGGTTTAGGTAGCGGAGATAAAGC
+AATAACTCCTATGGACATTGCTGTTATTACCAGACAAATAGCCACTATGTTAGGTGCTGGTGTTCCGCTA
+GTTCAGACTATTGAAATGATAGGCAAGGGGCATAATAACGGTAAGATGCGCATGCTTCTTGGAGATATCG
+CCACTAAACTTTCTTCTGGTATCCCTTTATCAGACTGTTTACGTGATCACCCACTCTATTTCGATGACCT
+TTATTGTGATTTAGTCGCCTCTGGGGAGCAATCAGGTGCACTAGAAACTATTTACGACCGTATTGCTACC
+TACAAAGAAAAAGGTGAAGCATTAAAAAGTAAAATTAAAAAAGCCATGACTTACCCTATTGCGGTGTTAG
+TGGTTGCCTTTATCGTAACATCAATACTGCTTATCTTTGTGGTACCTGTTTTCCAGGAGATATTTGCCAG
+TTTTGGCGCTGAACTCCCTGCTTTTACCCTAATGGTGATTGCTATTTCTGAATTTATGCAGGCCTATTGG
+TACTTTGGTTTAGCTGGACTTTATTTAGCATTTTTCTTATTTAAACGTGCCCACAGAAATAACCAAAAAT
+TACGAGATAAGGTTGATAAAAACATACTAAAATTACCTGTTATTGGAGATTTATTAGAGAAAGCAGCCGT
+TGCTCGCTACGCGAGAACATTATCAACGACTTTTGCTGCAGGTGTTCCTTTAATTGATGCACTAGAGTCA
+GCCGCAGGTGCATCAGGCAATGCCGTATTCCGTGATGCAATATTAGAAGTACGCGCTGAGGTGTCTTCGG
+GAATGCAAATGAATTTAGCTATGCGTAACTGTAAAATATTCCCAGATATGGTTATACAAATGGTGGCTAT
+TGGTGAAGAGTCTGGTGCTGTAGATGATATGTTATCAAAAGTAGCTAATGTATACGAACAGCAAGTTGAT
+GATGCTGTTGATGGTTTAACCGCACTGTTGGAGCCGATGATTATGGCCGTATTAGGTGTCGTTATTGGTG
+GTTTAATTATTGCTATGTACTTACCAATATTTGAAATCGGTAAGATTGTATAAACTAAGACATAACAGTG
+GTGTTGTACTTGATACAACACCACTGTTAACTGACCCGTTATTCCGTCATCTATACCCCCTCTAAAGTAA
+ATTTAAAATAGGCTACCCCATTGTTAGATAAATTTTATTCTCTCTTTAATCACATAAACATGTTATTTCA
+AGAACTCCCTACCTTCTTCTATATTACGGTTGCCCTAATTTCATTGGCCATAGGTAGCTTTCTTAATGTT
+GTCATTTATCGTACCCCTAAAATGATGGAATATACTTGGTATCATGACTGCCGAGAGTTTCTAGCCGATG
+AGGTTGCTAATGTTAAGGCAAAAAGACTTACTAAAATCACCCTATCTAAACCTGACTCTACCTGCCCTAA
+CTGTGATCATAAAATTCGATTTTATGAAAACATCCCTGTATTAAGTTGGTTATTACTAAAGGGGAAGTGT
+AGCCAGTGCACTAATAATATTTCAGCTCGTTATCCTATAATCGAACTTTCTACCATGGTGCTAAGTCTTA
+TTGTTGCTCAACATTTTGGTGCAACAATATCTACATTGTGGGTTTTGTTACTCACTTGGTGTTTGATTAC
+ACTTACCATGATAGATTTTGATCACATGTTATTACCTGATCAAATTACACTGCCACTTTTATGGTTAGGT
+TTACTAATAAACATAAATGGAACTTTTATCCCATTACCCGATGCTGTCATTGGAGCAGCCGTTGGTTACA
+TGAGCCTATTCTCTGTCTTTTGGCTCTTTAAAGTAATAACAGGTAAAGAGGGCATGGGTTATGGCGACTT
+TAAATTGTTCGCTGTTTTTGGTGCTTGGATCGGTTGGCAATTACTTCCTATTCTAATTTTAATGGCATCA
+GTTGTTGGCGCAATTGTTGGTATTACTTTAATGTTATTCAAAAACCATCAAAGAGAGCAAGGCATCCCTT
+TTGGCCCATATTTAGCAGTAGCTGGTTGGATAACTTTATTATGGGGTGATGGTATTTGGTCATGGTATTT
+ACAAAAAATTCTTTAATTCACAAGTTAAGTTATAATACCATTCCATATAAAGAAGTGAGCACTTAGAATA
+GCATGGGCGACATAAGAGCAAACAAAATGTGAGTAGATATAGTTATTCTACATCAAACAAATTTTGTGCA
+GTTATCATGGTGTCCATGCGTTCCCGAAGGGCGAGTTTTAAAGGCTTATATGCCGCGTTATTGATTTTGA
+CAAGGGAATTACCATTCTCTGCAATCAATGTCTTGCCTCTAAGCCTTTAAACTCTCGCTAAGCGATCCCT
+TTCTTATACGGATTGGTATAAGTTACACTCAATATGTCTGGATTATTTTAATTATGTCTAAACTAGTTAT
+TGGTCTTACTGGCGGAATAGGTAGTGGTAAAACCACAATTACTAATTACTTTCTAGCGTTGGGTGTTGAA
+ATTATTGATGCTGATATTATCGCTAGAGAAGTTGTTGCAATTAACAGCCCTGCATTAAAAGCAATTGCCA
+AGCACTTCGGTGATGACTATATTCAAGCTGATGGTCAGCTCAACAGACCATTATTACGAAATAGAATTTT
+TAGCAATAAAGCCGATAAGCTTTGGTTGAATAAGTTATTGCACCCCTTAATTCGCGTTAATATTGTGACG
+CAGACTAAAGAAGCTAAAAGCCCGTATTGTATTTTAGTTGCCCCTTTACTCATTGAAAATAACCTACTTG
+AATTAGTTGATCGTGTATTAATCGTTGATGTGAATGAATCAACTCAGATAACACGCACCCTAGTACGAGA
+TAGTAGTTCTGAACAAGAGATCAAAGCGATAATAGCAAGTCAGACAAGTCGTGCTGCCAGAGTAAATGTT
+GCCGATGATATTATTAACAATGATGATTCGCCTTTGTCAGAAATCAAAGAGGCTGTTCTATCGCTTGATA
+AAAAGTATTTAACCTTGACAAAAATGGTTTAAAAATCAACAATGAAATAGTTATTTATTTACATTTTTGG
+TTAACTGGTTACAAAACTTTGTATGTCTACGGTCTTATATGAACATCCGCTCAATGAGCGAATACGAAAC
+TACCTAAAACTTGAGCAACTCTTCGCTCAGGCCTACTCATGCCTTAGTGGTGATCTTAGTATACTGACTA
+GCCATCAAGTTTTTTTTAATGCCCTATTTTCCATCTTAGATACCTTAGAACGAAATGATACCCGTGGTGA
+TTTAATTAAAGATTTAGAGAAGCTAGAGCAAAATCTTGTTGTTTGGTCAAAAGTTCCTGACGTAGATACC
+AGTGCTCTTCAAAAGAATTTGTCTGAAACGGTTAAATTAGTTAGTCACTTGAGAATTCCACGACCCACTT
+GGTGGTTGTTAAAAGAAGATAAATTACTTTCTTGCTTAAAACAACGTTTTGCCATTCAGGGTGGAAGCTC
+TAGTTTTGACTTGCCACAATTGCACTTCTGGCTTCACCAAAATGAAGTACAAACGAAACAAGAAGTTCAG
+CAATGGCTCAATCTATTAAGTGATATATCATCTGCTCTTGCAATAGTGCTTAAATTTATCCGACTGCGCG
+CTGAGTTTGAGTTAATAGAAGTGGATAGTGGCTTTTATCAAGATAACGGTGAAGGGCTTTTATTATTGCG
+AATAAAGTTAGCTAAGGATGCCGCATACTATCCAACAGTTAGTGGTAACAAGTTCCGCTATTCCATCCGC
+TTTATGTTGCCTTGTCAACATACTGGTCGCAGGTACGCTAACCAAGCAACTGTATTTCAATTAGCTCGCT
+GCTAACCGATTACCTTATACTGCTCTATATACACTACCAGCCTACAAATGATTCCATGCAACTAGCTTTC
+GTGTATAATTAGTAACACTTTAAAATTTAAATAATATACGACCATGACCTTAAAAGTTCCTTGTCCACAA
+TGTCAAAAAACTGTTGTATGGCAAGCAAGTAGCGAATTTAGACCTTTCTGTAGTAAACGCTGTCAGCTCA
+TTGATCTTGGAGAATGGGCAGAAGAAAGTCATAAAATCAGCCAAAACATTCAAGTTGATACTGTTTTATC
+AGAAGAAATGTTGGATGCGATGGAAGATGAATTTTTACTTAACAACAAATTTTTTGTTGAGCCCGAATAA
+ACCATAGCTGAACTAGAAAGGCCTCACTAGAGAGACCTTTCTACTAGCTTATCAATAATGGTTTTATTTG
+CTTCTGGAAAGTCTAGCTTCTCAAGCTCATTTAAAGTATACCAGCCCTGGCCTTGCCCCTCTTGTGCACT
+TGGTTCACCCGTAAAGTTATCAACGATAAAAACATCCAAACAAACACTCTTATCTCCTTTTTCGTCTCCC
+TCTTTACTTCGGTATGTATGCTCAATTTTAATGAGTGGCTGACAAGATAACACGTCAATCGCTACTTCCT
+CTTTAAGCTCCCTAGCAAGTGCTTGAGCAACTGTTTCGTTGTTTTCCACTTTACCACCTGGAAACTCCCA
+TTTTCCGCCTTGATGGGCCTTTTCTAGTCGCTTAGTTAAGAAATATTGACAAGCTTCATCTTCACTTGCC
+CTTGTGATAACTCCTACCGCAACGTGCACAACTTTACTCATAAATTCACTTCTTTATATACCCGTTCTAC
+TTGAATATGCATGATTCAGCTGGAATTAGAAATGCCTTTATGCAAGGCATTGATTGAAGAGAATGGTTAT
+TCCCTGCTCAAAATCAATAACGTAGCATAATGCATTTCTAAACCAGCCCCTTGGGGGAGGCTGAGCAAAT
+CATACTCTGCGTTGCATTTCTTTTTAAGGGAGTAACCCTTAATAAAAAAATGCGCCTTTATTATGAATCG
+CTCAGACTCCCTGAAATGAGCATATTCAAGTGGAGCGGGTATACAATAAAAATGCCAGTCATAAGACTGG
+CATTTATTAATAACATGGCTAGCAACTAGGCAAGCTTGCCATGACATTGTTTATACTTTTTACCTGAGCC
+ACATGGACAAGGTTCATTACGACCCACGCGAGGAGTTTGTGCTTGCTCACTAGGGCTTGATGCTGATTGG
+TGCTGGAAATCCATTGGTACTTCTTCAGACTTTCTATGCTGCTCTTCTACCGCTTCAACATCAGACTCAG
+CACGAATTTGTACTTTAGATAAAATACCTACAACGTCATACTTTAAGTTATCTAACATTTCAGTAAATAA
+CTCAAATGATTCACGCTTGAATTCTTGTTTAGGATTCTTTTGTGCGTGAGCTCGTAACCCGATACCTTGA
+CGCAGGTGATCCATGGCTGATAAATGCTCTTTCCAATGTGAATCTAAGCTTTGTAACATCACTGCTTTTT
+CAAACTGACGTAAAACATCTACGCCAACAGCTTCTTCTTTATCTTTATAAGCTTGTTCAAACTCAGTAAT
+GATCTTTTCGCGCAAGCTTTCTTCATGAAGTTTACTATCATCTTCAAGCCATTTAGCGATGGTCAGTTCA
+GTTGCATACTCACCCTTTAATTGTTCTTCAAGGCCTTCGATATCCCACATTTCGTCTAATGATTGACGCG
+GAATGTGCTGATCGATTACACCATTAATCACATCACTGCGAATTGCTTCAACAACTGAACCAATTTCTTC
+ATTATCAAGTAACTCATTACGTTGCTCATAGATAACACCACGTTGATCATTAGCAACATCATCATATTCT
+AATAATTGCTTACGCATATCAAAGTTACGACCTTCAACTTTACGCTGTGCATTTTCAATACTACGAGTAA
+CCCAAGGGTGCTCAATAGCCTCACCCTTTTCCATGCCTAACTTACGCATCATATTTGAAATACGTTCTGA
+GGCAAATATACGCATCAATGAATCTTCCATTGATAGGTAAAAACGCGTTGAACCTTCATCACCTTGTCGA
+CCTGAGCGTCCACGAAGTTGATTATCGATTCGTCTAGACTCATGACGTTCTGTAGCAACTATATGTAAAC
+CACCCAACTCAAGTACACGTTCATGGTCAATTTTCCACTGCGCTTTAGCTTTAGCGATATCATCTTCGCT
+AGGGTTAGTTAATTTAGCGATAGTGGCATCTAAATTGCCACCTAAAACGATATCAGTACCACGGCCAGCC
+ATATTAGTCGCTATTGTTACTGCATTTTCTTTACCTGCATCAGCGACAATTTCAGCTTCTTGCTGATGAA
+ATTTAGCATTAAGTACTTTGTGCTTAATTTTTGCTTTTTTCAAGAAATCAGATAAGAACTCAGAAGTTTC
+AATCGCAATAGTGCCGACAAGAACAGGCTGCCCTCGTTTCACGCAATCTTGTATATCAGCTAAAATAGCT
+TCAAATTTTTCTTCTGTAGTTAAGTAAATCAAATCAGACAAATCTTTACGAACCATTGGCTGGTTAGTAG
+GAATAATAACAGTCTCTAGACCATAGATATGATTGAATTCGAAAGCCTCTGTATCTGCTGTTCCGGTCAT
+GCCAGATAATTTTTCATAAATTCTGAAATAATTTTGAAAGGTGATAGAAGCTAGCGTCTGATTTTCATTT
+TGAATATTAACGCCTTCTTTGGCTTCTACTGCCTGATGGAGACCTTCAGACCAACGTCGACCTTCCATTG
+TTCGACCCGTATGCTCATCGACAATAACTATCTCATCATCTTTTACGATATAATCGACATCTTTTTGAAA
+CAATTTATGAGCACGAAGTGCTGCCATAACATGGTGTAATAACGTTATATTGGCCGCTGAAAATAAAGTA
+TCACCCGCAGTGAGTAACTCTTTTTCAACCATGATCTCTTCAATATGAATTTGACCACGCTCTGTTAAAT
+AAACTTGCTTGGCTTTTTCATCAATAGTGAAATCACCCGTGCTTTCTTCACCTTCTTTATCTTCTTCTTC
+TTGCTGTTCAAGCGTCGGTACTAAAGTATTAATTATCTTATAAAGTGCAGAGCTATCTTCAGCTTGACCT
+GAAATAATCAGTGGCGTTCTAGCTTCATCAATTAGGATTGAATCTACTTCATCTATAATGGCAAAGTGTA
+GTGGTTTTTGAGAGCGCTCTTGCGGTGAGAACACCATATTGTCACGTAAATAATCAAAACCAAATTCATT
+ATTTGTGCCGTAGGTGATATCTGATTGATAGGCAGCTTGTTTATCTTGAGTTGTCATTCCGGCAACATTA
+CAGCCAACAGTTAAGCCAAGAAATTCAAATAAAGGACGACTCCAATCTGCATCACGAGTAGCTAAGTAAT
+CATTGACAGTAATAACGTGAACACCTTTATCGGTTAACGCATTAAGGTATGACGGCAAAGTTGCCGTTAA
+TGTTTTACCTTCACCAGTACGCATTTCGGCAATCTTGCCTTCATTTAGTACCATGCCACCAATCATTTGC
+ACATCGAAATGACGCATGCCAAACACTCGTTTACTGGCTTCTCTAACGACAGCAAAAGCTTCAACTAACA
+ATTGTTCTACTGTTTCGCCTTGAGTAAATCGTTCCTTAAACTCTGTGGTTTTGGCTTTTAATTCTTCATC
+ACTTAACGCTTCTAATACCGGTTCAAGTGCATTTATTTTAGTTACTTCTTTGCTCATTTGTTTTAGTAAT
+CTATCATTTCGACTACCAAACATTTTTGTTAACAAATTTCCAAACATCTTATTTAAACCATTTAGTGAGA
+ATTATTAGTAGCTACGTTCGCCACCTTTCGTGAATGTATAATGATAACCGCTTAATGTCTTTGTCGGTTA
+TTTCCCTTTGCGATAAACAAATTTAATTGGATTAATTTGTTTATTATTTCTTAATATTTCATAGTGAACA
+TGCGGGCCTGTTGAGCGGCCAGTACTGCCCATACGCGCAATATTTTGCCCTTTATTTACAACATCACCAA
+CATTTACCAGTAAATCTTTATTATGACCATAGCGAGTAGTTAATCCCCCACCGTGGTTTATTTCAATGAG
+TTGCCCATAGCCGTAGCGTTTACTTGCCCAAGTAACTACGCCTGAAGCAGTCGCAATAATAGCGGTATTT
+TCTTTCCCAGCAAAATCAACGCCTTTGTGCATTGTAGGTTTACCATTAAATGGGTCTTTACGTACGCCAT
+AATATGAAGATAACCAGCCTTTAGTTATCGGTCTACCTGATAAGTAGCCATTATTTTGTATATGGTGACC
+AAAAGTCAAAGATTCAAGCATTAGAAGCTGTTTTTCTTCATAATTTATCTCACTTTCAAAACGCTCAATT
+TCAATAAAGAGTTGTTCTAGTGTTTTATCATTCACTAAAAAAGTATTCGAAGCTGGCCCACCGCTAGCGG
+GGAGCTGGTTGAAGTTAAATTCTTTTTCAGGAATGCTAGCATCATCAGCCAAACGATCACCCAAAGCATT
+TAAACGTAATACTTGGCTTTGTAATTCAGCTAATTTAATTGTTAGTGCGGTAATTTGTTGATCTTTCACC
+TGAATCGGAGCTAGATGATTTTGAGATAAAACTTGGTACTTATCGCCATTAGGTTGTGATTTATTACTGG
+CAATCAGATGAACAATTAACCCAGAAATTAGTGCAAAGGCACATACCGCTGACAACCAATGCAATTTAGT
+AAGCCGCATTGAAAATCGGACGTTCTTTCCTCGGTATAGTAGTGTTAAACTCATAGGTATCTATTTCGGT
+TAATTTATTCAATAAGCATTATTATTGAATTTTGCTAATTTTTGGTGACAACAATGGCTAGAAAATCAAA
+AGTCCCTATTAATATGTCAGCGCTATTGCAAACAACGACTGGCACTTTGGCACATATTCAGACAAAAACC
+AACTCTTTGACCATCTTAGCGGACATTGTACGGCAAATTTGCCCTGATTTGCCAGCAGATGCTTGGCATA
+TTGCAAATTGCCGAAAAGATACTCTAATTATAGAAGTGAAGTCTCCTGTTTGGGGACAAAGATTACAGTT
+TGAACGCAATACTATTTGTAATGCATTAACGAGTAGCACTGAAGGTAACTTTCATAAAATAGAAATTAAA
+GTCAATCCACAGGGCTTTCGCCAGCAACGCCACGAAGTTACCGAAAAAACACGCGCTGATCTTTTACAAT
+CAGTACCTGTAAGATCTCCCCAAAGTAATACTGTTGTTAACGAGAAAACCGCTAAGCAGTTTTTAGAGAT
+CGCAAAAAATGCCCCTAAAGGCTTAAAAGAAAAATTAGAGAAATTAGCACGGGTTGCAGGAAGAAAGTAA
+GCTGGGCAACAAATTAAAATATGCGAACACTCTTAAAGCAATGTCCGCATTTCGTGAAGCGTGGAAGATT
+TAAAATGCAGTGGCGTTAACTTCTTGATATTCTATCGGTGAAGTTTTATCACCTTCATAGGTTACCCATT
+CCCAGGAATCAGTCCGTTTAAAGACTTCTCTAAGCAACAGGTTATTTAAACCATGGCCTGATTTAAAAGC
+GTTTAATTCACCCAAAATACTGGCACTGCCCATATAAAGATCACCAATAGCATCAAGTATTTTATGCTTT
+ACAAATTCATCATCATAACGCAATTCATTTTTATTAAGCATTCTATAATTATCAAGTACTATGGCATTTT
+CTAAACTGCCACCCAACGCCAAATTATGAGAGCGTAAGAACTCAATGTCTTTCATAAAACCAAAGGTTCT
+AGCACGACTAATTTCTTTAATAAAAGAACAACTAGAAAAGTCCATACTCATGGTTTGACAAGTTTTCTCA
+ATAACGGGGTGTTCAAATTCAATAGAAAAATTGACCCTAAAACCTTCATAAGGCAATAACTCTGCCCATT
+TATCGCCTTCTTCAACACGAATAGGTTTCTTAATACGCAAAAAGCGTTTTGGCGCATTTAATGTCTCAAT
+ACCTACCGATTGAATTAAGTAAACAAAAGGTAAGGCACTACCATCCATAATAGGAATTTCAGCTGAATCC
+ACATCAATAATTAAATTATCGATGCCTAAACCTGCAACAGCTGAAAGTAAATGCTCAACTGTTGAAACCT
+TAACTTGCTGTTCATTAACTAAACAGGTACATAACGTTGTTTCGCCCACAGCTTCTGGTGACGCTTTGAT
+ATCAACCACAGGGTCAAGATCAACACGACGGAAAACAATACCGGTGTTTGCTGGCGCAGGACGGAGAGTA
+ACCTGCACTTTTTCACCTTTATGTAAACCAACACCTACTGTTGAAACACTCGTTTTTAATGTACGTTGCT
+TAATCATATCAGCCTCGCTTACTTTGCTTTTTATTGGTTAATAAATGCAATTGCTTTTATAAATATTTTA
+CTTAGCGCGAGGCCAAATAAAGTCATTTACATGCAGCATTTTACCCCATTATTAAAATGAACTACCTACC
+TACTCCCTATTAAATCTAAGCATAGATTTAGGAATAAAAGTAGCTAAGCTCTTTTCAGGGCGCATAATAT
+ATCAAAAAAAAGCGCTAAAATCAAAAATACCAATAACAGTTAAACTTAATTCAGATCTAATACCTAGAGA
+ATTAATCCGCTTGCTTACGTAAAAAAGCAGGAATATCTAAATAAGTATCTAAGTCGGTTGCTGCTGCTTT
+CTGCGCATTGCTATCAGTCATAGCTATTGCTTCAGTCGCTAAATTTGCCTGTGGTGCAGCTGGTGTATAA
+TCCCCACCGACAACTTTTGCTTCAGCCATTGGCATAGGATTTACTAACGTAATATCAGGCTTACTTTCAG
+CGCCAATACCCGTAGCAACAACAGTCACACGAAGCTCATCTGTCATATCCATATCAATAACAGCACCAAC
+AACAACAGTCGCATTTTCAGAAGCGAAAGCTTTAACGGCATTACCAACAGTTTCAAACTCATCGATACTA
+ATATCCATACCTGCGGTAATATTAACTAAGATCCCGCGTGCACCAGCTAAATCCACATCCTCTAATAAAG
+GACTTGAAATAGCAGCATCAGCAGCTTCTTGTGCTCTATCATCGCCAGAAGCAGTACCAGAACCCATCAT
+GGCAGTACCCATCTCAGACATAACGGTACGTACATCAGCAAAATCGACATTTATCAAACCAGGACGAGTA
+ATTAATTCTGCAATACCCTGAACGGCGCCAAGTAGCACGTTATTTGCTGCTTTAAAGGCATCTAATAAGC
+TTGTTCCAGGGCCAAGTACTTTCAGTAACTTTTCGTTAGGAATAGTAATCAGTGAATCAACACTTTTAGA
+TAAAAACTCAATACCTTGATCGGCATAGTTCATTCGTTTTTTACCTTCAAATGGGAACGGTTTGGTTACA
+ACAGCAACCGTTAAAATCCCCATTTCTTTTGCAATTTCAGCAACTACAGGCGCCGCACCAGTACCGGTAC
+CACCACCCATACCAGCTGCGATAAATATCATATCGGCACCTTGCAAGGCTTGCTTAATAGTTTCTCGATC
+TTCTTCAGCTGCACAACGGCCAATTTCAGGGTTTGCGCCAGCGCCTAACCCTTTAGTGACATCAGCGCCA
+AGCTGTAAAGTGACATCTGCAGAAGAATTACGTAACGCTTGCGAATCAGTGTTTGCTGTAACAAACTCTA
+CACCTTCAATCGTTTGTGAAACCATGTGTTCAACGGCATTACCACCACCGCCACCAACGCCGATAACTTT
+AATTATCGCTTCTTCGCTATGGTCTTCCATTAATTCAAACATTTTTCTCTCTCCGTTTTACTTACAATAA
+CTTAAAATATTTAATAAACTGTTGTTATTTGTTACTTTAATTAACAACAATTCGAGATAACTGTTATTTC
+CATGTAACAGCTCACCACACAATTTTTTTAAAACTCGCCCTTAAACCAGGCATGTATTCTTGACCAAAAG
+TCACCAACACTTTCTCGTTTTTTCGCCGAACTATTCACTTCACTCGTCGCCTGCATACCATAATGTAGAA
+GGCCAACAACTGTGGAGTAAGTAGGATCGTTTACATACTCTTTTAATCCTTGTACTGATAACGGATTAGC
+TATACGAACTGGCATTTGGAAAATTTCTTCGGCAAATTCAAGTACGCCTTCCATTTTCGCCGTACCACCT
+GTTAGTACATAACCGGCAGCAATTTGATCTTCTAGACCAGACTCTCTAATTTCGTCTTGAATTAACTCGA
+ATAACTCTTGATATCTAGGTTCAACCACTTCAGATAATGTATGACGCGACATTGAACGAGCAGGACGACC
+ACCAACACTTGGCACATCAATACTTTCTTCCATGCTAACTAATTGTTTTAAAGCACAGGCGTACTGCACC
+TTAATATCTTCAGCATGACTGAGTGGTGTTCTAAATATTTTAGAAATATCACTAGTTACCTGATTGCCTG
+CTACAGGTATTACCGCGGTATGTCGTAAAGTGCCACCAGTAAAGACTGAGATATCCATTGTGCCTGCGCC
+CATATCAACAACACACACACCTAATTCTTTTTCATCGTCGGTTAACACTGCATAACTTGAAGCTAATGCC
+GAGAAAATCAGTTGATCAGCGGTCAAATCACAGCGTTCGACACATTTAACTAAGTTCTTAGCCATGTCAT
+TGGCACAAGTAACGATATGAACTTTAGCTTCCATACGTACACCAGACATACCTATCGGACTTTTAATACC
+GTCTTGACAATCAATGCTGTATTCCTGCGGAAGGACATGCAGCATACGGCGTTCGGCAGAAATAGGTACT
+GAACGCGCGGTATGAATTACATTATCGACATCTTCTTGAATAACTTCTTTGTCATTAATTGGCACCATGC
+CATTTTCATTTTGGCAACTAATATGCTTTCCTGAAATGCCTAAATAGATTGAGCTTATTTGGCAATCAGC
+CATCAATTCAGCTTCATTAATGGCGCGTTGTATTGCTTGAATAACTAAATTCAAGTCGTTAACACCGCCT
+TTATCCATACCACGAGCAGGTTGATTACCAACACCAATAATACTCAATTGGTTGTCTGGCGTAATCTCTC
+CTACTGCGACAGATATTTTGGAGGTGCCTATATCAAGGCCAACCACTAATTTTCGTTCTGCTGCTTTAGA
+CATTTAACTTAAACTCTTAACTAATTATGTTAATTTAGGGTGATTTTTATTGTTATTTTTTTGCAATTTA
+CTTTGTGTCTTATGTTGGGTAATACTATCTACAGTTTTCCAACCAACAGCCAATCCCGTATCATACCGCA
+AATCGATGTAATCAACCGCCTGATTTTGCTGTTTTTCTGCAATTTTTTTTGCCTTTAGCTGTGCTTTAAT
+TATTGGATAAACATCCATAAACCGTTGAATACGTTCAACTCGCTCTTCACGACCTAAATTTAAGGTCACG
+CCATCATCCAACGTTAGCTGCCAAGAAAAGCGTTCACTCAGTACTAACTCATCAATTTTTAGTGCTTTAT
+AGTCAAGTAATGCATTGAGATCTCTATAGTTTTCTAACGCTAACAATTCGCTTCCTTCAGGACCAAAAAA
+GTTAGGAAGGTAATGATTAATACGTTCAATATCAGCCTGAAACACTTGACCAAGTTGATTGATCAAAAAG
+TCACCATTCCATAGTGCTATCGGATTTTGGTCAACCACATATATTTTCAATTCATTAGGCCACTGCTTTC
+TTACGGCGACTGAGTAAACCCAAGGTAAAGTCAGTACATAACTTTGTACTTCATTAACATCAACTTGAAA
+AAAATTCCCCATATCAACCTGATCTATCGCATTAATAATATCGCTACGCTTGCTGTAAGGCATTTCTCCA
+GAAACCACGATTGAAGTTACCGGTGCACTTTCTTGTCCAATAAAATGTTGAGTAAGCCAATAACTGACAG
+TTATTAGGCTAAACAGAACGACAATAAAAAACACCAAACCCAAACCAAAAGACAAAGTGCTGTCTTGGCC
+TAGTTGTGCTGTTTTATTACTATTGCCTTGCTGTTTTTTCGTCATAGTCGTTTATTACTCTTTGACACTA
+AGCTGTAAAATTTGAGTTACTAACTCACTAAAGTTCAAACCGAATACTTTTGCGGCTTTTGGCACGAGTG
+ACGTTTCTGTCATCCCTGGTACAGTATTGACTTCTAATATCTGCCATTCACCAGTTTTATTTCGCATGAT
+ATCAACCCGTCCCCAACCCTGAGCACCCGTTGCATTAAATGCTTTCATTGACAAAGATTTTATTTCATTC
+TCATCACGTTCATTTAAACCACAGGGGCAGTGATATTGTGTACTTGTAGATTGATACTTTGCCTCATAAT
+CATAAAATTCACGTGGCGTTTCCATGTGAATAGCTGGTAAAGCCTTATCTCCTAAAATGGTAACGGTATA
+TTCTGGACCATCAATCCATGCTTCAAGTAAGACTTGGGTGTCAAAACCAAACGCTTCAATTAACGCGTTA
+CGCAATTGTGCGATGGTTTTTGCTTGTGCCATACCAATACTTGAACCTTCATTAGCCGGTTTTACCATCA
+CTCGACCGCCTAAATCAGCGAGAATATTTTCTAATGATAATGTTGAAAATTCAGCTTTATTAACGACGGT
+AAAAGGTGCTGTTGGTATGCCGCACGCTTTAAAAATTTGTTTGCTTCTTACTTTATCCATTGAGAGCGAG
+GAACCTAAAACATTCGAGCCCGTATAAGGAATATCTAAATACTCAAGTGCACCTTGCAAACAACCATCCT
+CTCCACCTCTACCATGTAAAGCGATGAAAACTCGGTCTATTTTGTTACTTACTAAATCAGTTAACGGCAC
+TACTTTAGTATCGATTAACACAACATTAAAACCAGCGTCTTCTAAACCTTTCGCAATAGCTTGTCCTGAA
+TTGAGTGAAACTTCACGTTCTGCTGAATTTCCACCATAAAGCACAGCAATCTTCTCTTGCTTGAGCAATG
+CTAGTGATCTATCCAGTGCTTTAACCATTATTTGTCACCCTTAACTTCAGATTGAGCGTCAGGCTGAACT
+GAACAACGAGTATGCAACAAACTATGATCAGCTAAGTTGCGAGCAACTGCACCAATACTCCCGGCTCCTT
+GTGTAATAACCATATCGTTATCTTGCAACTGAGTTGCTAATAATTGCGGCAGTTTATCTACATCACTGAC
+ATAAACAGGCTCTATTTGACCACGTAAACGAATTGAGCGTGCTAAGCTTTTGCTATCAGCAGACGAGATT
+GGTGTTTCTCCTGCAGCATAAACATCAAGCAAGAATAGACAGTCAACTTCTGACAATACCTCAACAAAAT
+CTTCATATAAATCGCGGGTTCGAGAATAACGATGTGGTTGAAAAACCATAACTAAACGTTTATCTGGCCA
+ACCTTGACGCATAGCTAGGATTGTCGCTTTCACTTCACTCGGATGATGACCGTAATCATCAACCAAAACC
+ATATCACCGGCAGCGGTACTAAAATCGGTTAGTTTTTCAAAGCGTCTACCTATACCTTCAAATTCGGTTA
+ATGCTTTACAAATTGCTTCATCATTAACACCCTCATCTTTGGCAACGGCTACACCAGCCAAAGCATTTAA
+AACATTATGCTGACCAGGTAAATTTACACTCATCTCTAGCGGCTCTTGTCCTTCAACCTCTACGGTGAAA
+TGACTAACGGCACCATTTTGTTGGTAATTTACTGCTCTCACATCTGCATCTTTAGAAAAACCATAGGTGA
+TCACTTGGCGACTAATGCGTGGTAATAGTTCACGGACAACTGGGTTATCAATACAAACAACCGCTAAGCC
+ATAAAAGGGCAAGTTATGTAAAAACTCTATGTAGGTATCTTTAAGTTTTTCAAAGTCACCTTGATATGTT
+TCCATATGGTCGGCATCGATATTGGTAATAACCGAAACCATAGGTTGTAAATGTAAAAACGATGCATCAC
+TTTCATCGGCCTCTGCAACCAAGTAGCGACTGCTACCTAATCTTGCATTAGTACCTGCACTATTAAGTAA
+GCCACCAATCACAAACGTTGGATCTAATTTACCCTGTGCAAAAATACTGGCAATCAAACTGGTTGTAGTT
+GTTTTTCCATGCGTACCCGCAATAGCAATGCCGTGACGAAAACGCATTAATTCAGCTAGCATTTCTGCGC
+GTCTAACCACAGGAATACGTAATTCTTTTGCCTTAACTAGTTCAGGGTTCTCACTATTTATCGCAGTTGA
+TACTACTATTACGCTGGCTTGAACCACATTTTCTGCTTGGTGGCCAATGACAATGGTCGCCCCTAGAGCT
+CTCAAGCGTTTAACCACTTGATTTTCACCAATATCTGAACCCGAAATTTGATAACCTTCATTAAGCAATA
+CCTCAGCAATACCGCCCATACCAGCGCCACCTATGCCAACAAAATGGATACGTTTTACCCGGCGCATTTC
+AGGTACCTGAGCTGCAGTTGAGTTGGTACTATTATTTGAGCTATTACTTACGTGAGTTTGCTTAATCATA
+TTTTCTCTTCATTATTTCTAAGTTTTGCGCCATTCGATATTGAAAGCTGTTGGCACAATTTTGCTACTTT
+CTGACTTGCATCACTAGTTGCAGCACTCAAAGAAGCTTTAGCCATGTCAGCTAAAGTTTGAGGCTGATCA
+AACAGCTCGATTATTAACGACGTGATACTCTCATTATTTAGTTCTGCCTGTGGCAATAACTTTGCTGCAT
+CTCGCTTTACGAGGTACAACGCATTTTTTGTTTGATGATCATCTACTGCATGCGGTAGTGGTACAAAAAT
+GGCTGGTGTTGCTGCCATGGCTAATTCTGAAACGGTTAGCGCTCCCGCACGACAAATCACTATATCAGCC
+CACTGATATGCAGCAGCAATATCAGTAATAAATTCGGTAACTCTCACTTTTCCAGTATCAATATATTCCT
+GTTTATAAGATGCGGTGACTAGTGCTTGGTTATTGTCGCCCGTTTGGTGCCATATACAATATTTCTCATC
+ACTTTCTGATAAATCCTTAAAGCTATCCGGCATCACCTTATTTAAGACTTGAGCGCCTAAACTACCACCT
+ACCACTAGAATATTTTTACTACCTTCGTGGCTTTGATCTATATTTTCTGAAACCAGTGCTTGCTGACCGA
+TTGACGCGCGTAAAGGATTACCAACCACTTCAACATCAATTCCGCTAACAAATGCATTAGGAAAGGCGCA
+GCATACTTTATTGGCGATACGCGCTAACAAGCGATTACTTAATCCGGCAGCAGCATTTTGTTCATGAACG
+ATTAGCGGTATTTTACTTAGCCAAGCGGCCAAACCACCCGGAGCACTTGCATAGCCACCCATGCCTATAA
+CAACATCAGGTTTCACTGTTTTAATCACGCGTCTCGCTTGAAAAAGCGACCTTAACAATTTAAAAGGCAT
+AACAAGCGTTGTTAATAGATTTTTACCACGCAGACCACTTATATTGATAAACGAAATATCATAACCATGC
+ATAGGTACAATTTGAGCTTCCATACGATCGGCAGTTCCCAACCAATGGATTTTCCATCCTTGCGCTTTCA
+GCTCATCGGCGACCGCAATACCAGGGAATATATGTCCACCGGTGCCACCAGCCATGACTAACAAAGTTTT
+TGCTAAATCTTTATTACCTTGGCCATGATTAACGCTCATTATTTATCACCATTTTGCTTAGTTATACTCT
+TAAGCTCTTTCTTAGTCGCTCTTTTTGAGCTTGTAGCCTGAATACTCTGTAAACGAATTTCATGGTCAAT
+ACGTATTAAAAGAACCAGCGCTAAAGTCATGATTATCATCGAGCTACCACCATAACTAATCAGTGGCATG
+GTCAATCCTTTCGTTGGCACAATACCTGCACTTGCGCCAATGTTTACTGCTGCTTGAAAACACATCCAAA
+TACCGATGGAGTACGCTAAAAACCCTTCAAAGTATTTTTCTTTAGCCAGTGCATAACGCCCTAAAATAAG
+TGCTTTGTAAACCAAAGTCATACTCAGTAGTAGCACTACACTGATACCGACAAAGCCGAATTCTTCAGCC
+AAAACAGCCATAACAAAATCGGTATGCGCTTCTGGTAAGTACTCTAATTTTTGTATGCTATTACCTAAGC
+CCTGACCTAATACTTCACCACGACCATAAGCCATTAATGATTGGGTTAACTGATAACCACTGCCAAACGG
+GTCTTGCCATGGGTCTAAAAAACTAGTCACTCGTCGCCAGCGATAGGGTTCAAAATAAGCCAACATTCCC
+AATGATGTTGCGCCAACTAACGCCATAGCGATAAATTGCCATAACTTAGCACCCGCTAAAAATAACAAAC
+CGAACGTGGTGACAAACATTACGATAACTGTACCTAAATCAGGCTGTAATAATAACAATGCCGCCATAAC
+ACCAAATACAATTAACGGTTTAATAAAACCTTTTAGGTTCTCCATTACTTGTTCACGGCGACGTACTAAA
+TAGGCAGATAAATAACAAAAGAAAAACAATTTAGCTGGCTCTGCTGCTTGCACTGTAATTGGGCCAAGCA
+CAATCCACCGTGTTGAACCGTTTACTGAACGACCTATGAGCAACACAGTAACCAGCAAGACAATGGCAAA
+ACCTAATAAGTAACTACTATTTTTATGCCACCAAGACATGGGGATTTGTAAGGCAACCCCGGCAACAGCA
+AGGCTTAATCCAATATAGATACCGTGGCGAATAACAAAATGGAATGGATTATTAAATAAGCGTTCCGCTA
+CCGGTATAGACGAAGAGGCGACCATGACTAGTCCAACCATATACATGGTCAATCCCAACACGATAAAGCT
+TCGATCAAAGGCATTTGCACCATATTGATTTGAGCCTGCCATTAAGCGATTAATCCACTCTGGTAGTGGT
+GGTACAGGCACTTGTGATAGAGTTTTTGTTATTGCCTGAGTTGTCTCTAAAGACATTGTTCTGGCTAAGG
+TCATGGTTTTTTCTAACGACATGAGTCCTCCTTAGCTTGTACTGCTGCAATGAATTGCTCGCCGCGTACT
+TGATAATTTTTGAACATATCAATACTGGCGCACGCTGGTGAAAGTAAGACCATGTCACCTGGTTTGGCTA
+TCTGCTTAGCTTGCTCTACTGCTTCCCTGAGGGTATCCACTTGAATAGCATCACTCACTAAACTAGCAAT
+CTCAGCGCCGTCCTTACCTAAAGTAATCAGCTGATTTACATCACAATTTAATATTGTTGTTAGCGCTGAA
+AAATCAGCACCTTTGCCATCACCGCCAGCAATAAGAATTAACTTATTTTGGCCTGTAAGCGTCGGGACTA
+AACCAGTAATAGCGGCGAGTGTTGCACCAACATTTGTCGCCTTAGAATCATTAATCCATTGAATGTAATC
+TTCACTCGCTACGCGCTGGCAACGGTGAGCTAAACCCATAAATCCGGCAAGGTTTTCTGTCATAGCTGAT
+AATGACCAACCAGCGCTATAACCAAGTGCTAAAGCTGCCATATAATTGAGCGCATTATGCATACCGGCAA
+GAGGTAATTCATCAATTGAAATTAAAGCTTGTTCACCAAACATCATTACCATTTTATTATCAATAGCTTG
+CAGACCAAAACAGTCTTGCTCTGGTTTATTTAAACCAAAAGAAATTATTTCTTGAGCGGCAACTAAAGTA
+TTTGATGCTTGATCTTCTCGACTCACCACGGCAATTTTTGCTTGTGGATAAATACTTTGTTTAATAGCCT
+GGTAATTCGCTAAGGTCTTATGCCGGTCAAGGTGATCATCACTTAAATTAAGCACACTCGCAGCAATAGC
+ATGCATACTGGATAACGTTTCTAGTTGGAAACTCGAAAGCTCGACAATGACAATGTCTGGTTGATTAGCA
+AGCTGAGAGTTATAGACATTTTCTCGATGAAGTAGATTAAGTATTGGCTCTCCGATGTTACCTGCCAATG
+CAGCATTAACTCCGATAGCTTTTGCTAGAGAAGCTAACAGTGACACTACGGTAGACTTGCCATTTGAGCC
+AGTGACTGCCAACATTTTCATCGGGGAGATGCGGCTATTGTTAACTAGGCAAAATAATTCAACGTCACCT
+ATAACCAGACAGTTTTCTGGGATAAGTGCTGTAATTCCTTCACTGACTAAATCAATACCTGGACTGGTAA
+TAATTATATCAGCACTAGAAATTAAACTTTGTTGCCATTGACCGAAAACAAATTTTGCCTTTGGATAATC
+ATTCTCGTATTGAGTTTGTTCATCCCTATTTGCAAAAGGCATAGGTCGTGAATCATTAACAGCAAATGAC
+AAATCTTGTGCGTGCAAAAAACGTAGGCATGACAAACCTGTCATTCCAGCTCCTAGCACGACAATATTTT
+TATCTTTAAACGCTGTTAACCAAGTCATAACTTATTTAAATTTACCTTATTTAGTTTATCGATCTTTTTT
+AAAATATTATTTAGCGTAACTTCAATGTGGCTAAACCAATCAGCACTAATATCAATGAGATAATCCAGAA
+GCGAACAATAACTCGCGGCTCTGGCCAACCTTTTAATTCATAATGGTGATGAATTGGTGCCATACGGAAA
+ATACGCTGACCACGCATTTTATAGGAACCAACCTGTAAAATGACCGAGACGGTTTCCATAACAAAAACAC
+CGCCCATAATAAATAAAACTAACTCTTGGCGAACAAGAATCGCAATTACGCCAAGTGCAGCACCCAAGGC
+CAGTGAGCCGACATCGCCCATAAAAACTTGTGCTGGATAGGTGTTAAACCATAAGAACCCTAGTCCTGCA
+CCGACAATGGCAGTACAGACAATAACTAATTCACTTGTTAAGGCGATATGTGGGATATTCAAATAAGCAG
+AAAAGTTCACATGACCTGTAACATAGGCAAATAAAGCAAACGCTCCTGCGACCATAATGGTAGGTACAAT
+AGCTAAGCCATCAAGACCATCGGTTAAGTTAACCGCATTTGAGGTGCCGACAATAACGAAATAGCTCATC
+ACCACATAAAAAATGCCTAACTGCGGTAACAATTCTTTCACAAAAGGAACTAATAGCGCCGTTTCATTTG
+GGCCTTGTGCAATAAAATATAAAAATAGCGCCGTGCTTAAACCGATGACGGTTTGCCAAAAGTATTTCCA
+ACGAGCTATTAGACCGTTCGCGTCTTTACGAATAACTTTACGGTAATCATCGACAAAACCAACAATGCCA
+AAGCTCACTATTACGAATAACACCACCCAAACATAAATATTGCTTAAATCGGCCCAGAGTAAAACACTGA
+TCACAATAGACGCGAGTATTAACAGACCGCCCATGGTGGGCGTACCTGATTTAGATAAATGACTTTCAGG
+ACCATCATCTCTTACCGTTTGACCTATTTGCATTTTTTGCAAATAACGAATAAGTTTGGGACCAAAATAC
+AATGATATAAACAACGCGGTTAGCGTGCTGATAATGGCGCGAAATGTTAAATAAGAGAAAACATTAAACG
+CTGAATAAAATTGAGTTAAATACTCACCTAACCACAATAACATTAAGCCATACCTTCTTTACTTTGATTA
+TCACTAGCTACATTTATTTGGCTAGTACTTTGTTCTTGATTCATAGCTTGCTCGGCATTCATTTGTTCAA
+ACCAATCAATAATTTCTGTCACTACATGCTCCATATGCGCACTTCGAGAGCCTTTAACTAAAATAGCAAT
+ATCTTGCTGACCAACAGACAATTGTTGACTCAACATGGTAAATAAATGGGTCATCAAATCAGCTCTTTGA
+TTGAAATGCTGACTTTGATCATTTTTGTGATTGTCTTTGGCAAAAGCATCACTGGCACTTTGACTTAACA
+CACCTAACGACAAGAGAGTATTTAACTGTAAGTGCTTAGCAAACCCACCAACTTCTTGATGATAACTACG
+CGCTTCACTGCCTAGCTCGCCCATGTCACCTAGAATAAGTAATTGCTTACCTGGATAGCTTGATAATAAT
+TGCGCTGCCGCTTTTGCTGATTCAAGATTTGCGTTATAGCTATCATCAATCAGTTTTACGTTGCAGCCCG
+TTTTTTTATTTTCTAATTGATGTAAATTTAGTCGACCTTTTACTGGCTGCATTTGGGCTAAACCTAACTG
+AATGTCCTCAAGACTGGCACCAAATTCTAACGCAATAGCAGCCGCAGCAACCGCATTACAAACATTATGT
+TTACCAGGTACCGTTAAAGTCATAACACAAGAACCTTGCTCGCTTTGCAAGGTAAAGCTGGCACAGCCAT
+TTTTGTCTAAGCTGACCTTTTCGCTATAACAATTGGCTTTATTAACACAAGAAAAGGTACGAACCGTTTT
+ATCCGTTAAACGCCATTGCCATTTGCTGGTGTACTTGGTGTCTTTGTTATAGAGAGCAACACCATTTTCA
+CCAAGCCCTGAAAATATTTCACCTTTTGCCCGAGCTACGCCACATAAATCGCCAAAACCCTCTAGGTGCG
+CTGCAGCAATATTATTAATCACGGCAACATCTGGCTGAGTTAACGCTGTGGTATAAGCAATTTCACCCAT
+ATGATTAGCACCCATTTCAATAACAGCAAAATCATGGCTGTTATCTAAGCGAAGTAATGTTAATGGTACG
+CCAATATCATTATTGAAATTACCATTCGTTGCTAAGACCTTACCTAAACGAGATAATATGGCCGCAACCA
+TTTCTTTAACCGTTGTTTTTCCACTACTACCGGTAATGCCCACCGTTTTTGGTGCGACTTCTTTTTTAAC
+AAAAGCAGCAATTTTACCTAGCGCTATTCGCGTATCACTCACGATTAATTGCGCGGTATCCGTCACTGCG
+CTCAAATGATGATCAACGATGAGTAATTGACAGCCTTGTTTGATAACTTGCTCTGCAAAGCGGTGGCCAT
+CAAAATTAGGTCCTTTAAGAGCAAGGAAAGCAGAACACTTGTCAGAATGCTCTTTGATAGCACGACTATC
+AATAACTAAATCGTCGATAACTAATTCATCAAGGCTTAACGCTGTTTGTATTGCTGGAACAATGAGTTCG
+CCATCAGTAACTTTAACTAAAGTAGTTAGTGAAATAGTAATCATAAGTTTGCCTCATCAGACAATACGGC
+CAAACCAGCGTGCTTTTGATAAAAATTTTTCACGACTAAACGTTCGTTGTAAGCTAATTTCTGGGTACCA
+ACGATTCCGCCCTTTTCATCATGCTTAGCCACAATGACGTAATCTTCGTGGCCTTTACCTGCCAACAGTA
+CTATATCGCCAGGTTTTGCTTTATTCAGAGTTTTCAATACCGCTTGTTCTCTTTCTAAAATAATCGATAT
+TTGCTCTGCATCTGGACAGGTAAAACCGGCAACAATATCATTTGCTATCAACTGGGCATCTTCACTACGC
+GGGTTATCATTAGTAACGACCAAATGGTCAGCATATTTTTCTGCCGCTTGTGCCATTAAGGGCCTTTTAC
+CTTTATCTCTATCACCGCCACAGCCAAACACAACATAAAGCTCACCTGCACAATGTTGACGACAGGCTTG
+CAGCGCTTTTTCCAACGCATCAGGCGTGTGAGCATAATCGACCACGGCAGTTGCTAAATTTTTAGCACTG
+GTTGCTTCCATTCGCCCAGCAATTGCGCTTACTTGAGTGACTAAATGAGGGATCTCGCTTAATGGTATGC
+CTTGGATAAGCAGCACACTGATAGCCGCCAATAAATTATCAATATTGAAGTCGCCCAATAATGGACTGGT
+AATATCGATATCGCCTAAATGACTCATTAAAGTAAATGAGACACCATGTCTATGGTGATTAATACCTTTA
+GCGGTTACAAAGTTTTTATAATTACTATTATCGGTTTCACGGCTATATAACCAAAGAGTTTGTTGCTTCG
+GCCAATTCTCTAGCCATTTTTTTGCTTGTTGATCATCAAAGTTCACTACTGCAACTTGGTTACTATCCGC
+ACTAAAAATTTGCTTTTTCGACTCACCATAACTTGCCATTGAACCATGGTAATCAAGATGATCTCTGCTT
+AAATTAGTAAAAATCGCTATATCGAATAAATCTGCTTGCACGCGATTTTGTGATAGCGCATGAGAAGACA
+CTTCCATCGCTACATAACTAAATTGTTCATCGCTAAAACGCTTAAATAATTGGTGTAACTCACAAGCACC
+GGGAGTAGTATTTTCTATAGGATGTAAATTATCGATACTACCTGCACCATTAGTACCAATAACAGCACAC
+GTTTTTTGGTAAGCACTAAGCATTTGAGCTAATAACTGACTGGTGGTAGTTTTACCATTAGTGCCGGTAA
+TGCCCACTAGCGTCATATTATCTTGCGGCGCTTGATAGTAATTTTTTGTTAGGGTAAATAAATGCTGGTT
+AAGTTGATAGAACTTAACAATCGCTACCGTGTTATCGCTTGACGCAAAAGTAACATCACCATGCTCGGTA
+ATATTCTCGCACTCAGCAACTACTAGCTTAGCCCCCTGTTTTATTGCTTGCTCAATATATTGGCGACCGT
+CTTGATCATGACCAATAATAGCGCAGAAAATGTCACCATCAACAATCGCTCGACTATCGTTGTGAAGATC
+ACCGCAAAAGCCCATTAAATTAATCGAGCTAGGTAGTTCAATGGAAAACACACTCAGATATGTAAAAATA
+CTTTGGCTAGCAGGTTTAGGCATGATGCTCTCCTGCTACTGGTTTTTGTGCTGGATGTGTGAGCTTGATA
+TGCTTACTGGCTGTTCGTGACTTTTGTGCATCCGGAGCAACATTAAGAACACGTAAAGCACCTTTCATCA
+CCCGTGAAAATACCGGTGCGGCGACTTCGCCACCATGATAAAGGTCACCACTTGGTTCGTTAATGACCAC
+AACGACAACTATTTCAGGATTAGAAATAGGTGCAATACCGGCAAATAAAGCAACGTAATCATTACCATAA
+CCACCAGCAACTGCTTTAATTGAAGTGCCAGTTTTACCACCGACACGATAACCATCAATTTTTGCTTTTG
+GTACATGTTCATCTACCACAGCTTCAAGCATATGAGTAATAGCGAGACTATTCTTGGCAGAAAAAATTCT
+TTCTTGATCTTCTGGGTCAGTCGTTTTATCACTGCTTTTAACAATGGTTAATTTACGTTTTATTCCACCA
+TTAGCCAGAGCCATGTAAAAACGTGTTAATTGCGCAGGAGTAATCGCAAGTCCCGCGCCCCAAGAGAGGG
+TTGCTAATTCGAACTTAGACCAACGGCTTCTATCATGCATCATGCCAACGCTCTCACCAACTAGGTTAGT
+GCCTGTATCATCAGCAAAACCCGCATCAAAAAATTTAGTTAACAAATAATCCTTTGGCACAGAGAGCGCC
+AATTTAGTGGTACCCATATTTGATGAAGTGACCAAAATTTCTTCAATTGATAACTTACCACGGTTAATAG
+GATCGCTTACTCGACGTCCGCCTAAACGCATCCAACCAGGGCTGGTATTTATAATAGAATTAGCTTTAGC
+TGAACCAAACTCTAACGCCGTTAACGCAGTGAGTGGTTTCATGGTAGATCCAGGCTCGTAGATATCAGTA
+ATGGCGCGATTTCTAAAGCGATGAATTGCTGTGTTACGACGGTTATTTGGATTATACGATGGGCTATTCG
+TCATGGCCAATATCTCACCGGTATGGATATTTGCTACCACTACTGAGCCAGAAGTCGCTTTAAATGCCTG
+CACAGCACCTTTAAGTTCTTTATAAGCAATCGCTTGAATTCGTTGGTCGATACTTAAGGTAATATCTTGC
+GCTTGTTCTGGTTCTTCAACAGAGATAATTTCAATTTTTCGCCCTTTAGCATCTTTTCTAAAGCGTTTAG
+CGCCACCTGTCCCCGTGAGTAAGTCATCATACATGCGCTCGATGCCTTCAATGCCTTTATCATCCACATT
+GGTGAAACCAATAAGGTGAGCACTAATTTCACCGGTAGGGTAAAAACGCTTTGATTCCTTACGTAAATGT
+ATTCCTGGGATTTTTAATTCTTTGATGTAACTCGCCATAGCTGGCGAAATTTTACGTTCGAGATAAATAA
+AACGTTTACGTGGGTTTTTAACTACACGAGCGATCAATTTATTTATATCTTGATCGAGTACATCTGCGAG
+GGCTTGCCAATGTTTGGTCATAGCGATGGCATTATTATCCATAATAATCTTAGGATCAGCCCAAACAGTT
+TCAACCGGTACACTAATAGCGAGTTCAGCACCATTTCGATCAACAATAGAGCCGCGTTGAACCGTATTAG
+CGGCAACGCGTAAAGAGCGTAAGTCGCCTTGTTTTTTCAGCATTTCAGGTTCAATAATTTGGATATAAGC
+GGTTCGCGCCATCAAACTGATATAAATAAGAGCAACAACAGCCAGCACTAAATAATAACGCCATGGGGCG
+GTATTTAGTGGGTTATTGTTTTTGGCTGCTTTTTTATTCACACCGCTCCATATATATTATTGTTTTGCTG
+TTGCCTAACTTATGCTTGGCTTATATCTAACTCAAATTCAGCTAAAGTTTTTCTATCTTTGTTAACTATT
+AACTTATACTTTTAAGAAACTTGAACCCACATTCTGTTTTTATTCCAAGGTGACAATCACTTCCGAATTT
+CCATTCGGACGTTTCATATCCAATAAGTTTTTTGCTTTACTCTCAATTGCGCTGTGCTCAGCCAAACTAC
+TTTGTTCTAATAATAAATTGCGCCATTCAATATTTAAGTCATCTTTTTGTGACAATAAGACTTCAAGTTC
+ACTGGTTGTCTGTCTATTGATATGACTGTAATAGATCACAGAAAACGAAGACATCACGACAAACAACAAC
+AAAATATAAGTAACGCTATAACGGACAATATCTTGCCAAATATCAAAAACTAAGGCACGCGCAGCCATAA
+CTAATCAGTGTTTCTTTCTAAACGCTCTGCAACACGTAATACTGAACTGCGAGAGCGAACATTTTCTTCA
+ACTTCCGTTTGACTTGGTTTTAACCTACGACCAACTAAAGAAAGTTTTTTGCCCTTATTTAATTCAATTT
+CACTTATAGGTAAGCCACGTGGAACTTTTTTACCTTGGGAATGTTTTTTCATAAACTGTTTAACTAAACG
+ATCTTCAAGTGAATGAAAACTAATAACAACAAGACGTCCGCCTTCTGCTAGCACGTCAAGAGAAGCAACA
+AGGGCTTTCTCTATTTGATCCAATTCACTATTAATATACATACGAATAGCTTGAAAGCTTCGTGTTGCTG
+GATGCTTTTTTATTTCTCTTTGAGGAGCAGTAGTTTTAATGAGTTTTGCTAATTGGCTTGTTCTAGTTAA
+TGGTGTTTCTTCTCGGGTATCAACAATAGCATTGGCGATTCGCCATGCATGTTTTTCTTCACCAAAAGTA
+CGTAATACCCAAGTGATGTCCTCAACATCGGCAACCGCTAGCCATTCTGCTGCTGTCTGGCCTTTACTGG
+TATCCATACGCATATCGAGTGGACCATCTTTCATGAAGCTGAAACCGCGTTCAGCTTCGTCAAGTTGAGG
+AGAAGATACGCCAAGATCAAGCAAAATACCGTCAACCTTACCAGTTAACTCGTGCTTTTCTGCAATTTCA
+GCCAAAGCAGCAAAGCCTTGGTGCTCAATCAAAAAACGCTTATCATCTTTGAACTTTTCAGCGGCGGTAA
+TTGCTGTAGGATCACGATCAATGGCGATTAAACGTCCATTGTCTGATAACTTAGAAAGAATGACTGAAGA
+GTGACCGCCGCGACCGAAAGTACAATCGATATAACAACCGTCATCGGTTATAGCTAAGCCATCAACGGCT
+TCATTGAGCAACACTGAGATATGAGTGGTGTCTAGTTCCATGTTATATTTTTATAACCCTTGTTAACGCA
+TTTATTTTTAAAAAGTGACTTTGGTAAAAACTAAAGTGATAAATCTAGTAGGCGTTCAGTCAATTCAATT
+TCACCCGATTGTATTTTGCTAATGCCCTGAAGCATTTGCGATTGCCATGCTGTGTCATGCCAAATTTCAA
+ATTTTTTCAATTGACCAACAAGCATGACATTTTTTTCTAAACTTGCATGCTGTCTTAAAGGACCGTTTAT
+TAATAGTCTGCCGTTTTTATCCATCTCGCAGTCACTAGCATTACCTAAAATAACTTGCTGCAATAAACGC
+TCTTGCGGGTTCATGCTTGATAGATTGCACAGCTTTAATTCAATTTCTTCCCATTCGGGTAGCGGGTAAA
+GTAATAAACACGGATGTTGAATATCAACCGTACAGACCATTTTTCCTTGGCAATCAGCAAATAGCTCTTC
+GCGATACTTAGTAGGTATCGTGATCCTATTTTTGCTGTCAAGCGTAATTGCGCTAGTGCCTCTAAACATA
+TCTGTTGTTACTTCACTCTTTTGAACAATAAATAAACAAGTGTTTGATAATGTGATTCTAAGATCCACAT
+TTCTCCACTTTTTTCCACATTGCTACAGTTTAGTGAAAAAAGCAACGATCTGTCAAGTGAGGAAAACGAA
+AAACGAGTATGGATACACTGGCTATAACACCAGTAAAATTAAGGCTTTCGAGGAAGTAGATGAAATTGTG
+GACTTTTGTGGCAAGTAATCCCAGAAAAGGACAAAAAAATAATTTTTTTACTGAAATGGTGTCTATTTTT
+AGCGACAGGGGTGATGAAGGTGGTGTTTAGGGGGCGCTTTTTCCCAAAAAGAAAAAGCGGCCCCTAACAG
+AGCCAATCATAGGTATTTAGAATAGCTCATCATCAATAGCAAACAAACATTCACAGCCTGATTTTGCTGA
+TGCAATTAATGAAAGTCGACGTGGCAATAATCGAGTAAAGAAATATCGAGCAGTATGCACTTTACTTTGA
+TAAAAATCTTCACCGCTTTCACCGTTGTTCTGTTGCTGTGACAAAGAAACTTGTGCCATTTTCGCCCAAA
+CAAATGCCATCGCCGTATAACCAAAGACATGTAAATAGTCATTTGCCGATGCGCCTAATTCATTTATGTC
+ATCTTGTGACTTAGACAATAAATCAGTCGTTAACTCAGTTAAATCAGTTACGGCTGCAGCTAAAGGGGTA
+ATAAATTCACTCATGGCTTGATCGTGTGAACAGCTTTCAATGAAAGTATTCACTTCATCAGTAAACACTT
+TTAGCATAGCACCTTTTGAACCAGCTACTTTGCGCATTAATAAATCCATGGCTTGAATGCCATTGGTGCC
+TTCGTATATTTGGGTAATTCGAGCATCACGTACTAATTGCTCTTGACCCCATTCACGAATGTAACCATGG
+CCACCAAAAACTTGTTGACCCGCAACTGTATTTTCAAAACCTAAATCGGTGAAAAATGCTTTGGCAATAG
+GTGTCATCAATGCTGCTAATGTTTCACCTTTAACTTGTTCTTCGCCTTCAGCATAAGTAGCGTAATCCAG
+TTGCATAGAAATATAACTAGAAAGCGCGCGTGATCCTTCATTCAGTGCTTTCATATTTAAAAGCATACGA
+CGAACATCACCATGAACCATGATAGAGTCGGCTTCTTGATCAGGATTTTTAACACCATTAGTTTTACTAT
+CAAGTGCTCGACCTTGTAACCTGTCTTTCGCGTACTCTAGCGCATTTTGATAAGAACGTACTGCAGCACT
+CAAACCTTGGATACCGACACCAATTCGTTCAAAGTTCATCATGGTGAACATACATGCTAAGCCTTTATTT
+AGTTCACCAATTAAGAAACCTTTTGAATCATCAAAATTCATGACGCAAGTTGCCGAGGCATGAATACCCA
+TTTTATGTTCTATAGAGCCACAACTAACATTGTTATATTCACCAAGCGTTTCATCATCATTAACATTAAA
+TTTAGGCACTAAAAATAGAGAAATACCACGAGGTCCAGCTGGTGCATCCGGTAATTTTGCTAAGACTAAA
+TGAACAATATTTTCAGTAAGATCATGCTCACCGCCCGTGATAAATATTTTGTTACCCGTAATGCTATAAC
+TACCATCATCTTGCGGGATAGCTTTGGTACGGATAATGCCAAGATCAGAGCCAGAATGTGATTCAGTTAA
+ACACATAGATGCAGACCAATCACCCGCATACATGCGCGTTAAATAGCGCTCTTTTAATTCATCACTACCA
+TGTTTTGCTAATGATAGTGCCGCACCTGCGGTAAGCACTGGATAAAGCGCAAAAGATATATCGGCGCTAC
+ACAACATTTCTTCATGCATCGCAGTTAACATTTTTGGCATACCCATGCCGCCATAGTTAACATCACCGCC
+AAGTGCAGTCCAGCCTCCCTCAGCATAAGTATTAAACGCTTCTTTATAACCAGGAGCAGTGGTAACGACA
+CCATCTTTAAAACTCACACCAATTTCATCACCTTGACGAGCAATAGGATCAAGTTCTTGTTCAGCAATTT
+TGGCACATTCTTGTAAAATAGCTTGAGCTGTTTCTTTATCAACTTGCTCCGCTAATTTAGGTAGTTTTTG
+CCACATATCATCCGCTTTAAATACTTCATAAAGCAAAAAACTCATCTCTTTTAACGGAACTTTATACTCA
+GCCATGATGACTTCCCTTATTAAATTTTTATTTCTGTGTGGTAAACACACAATTAAAACACTTGTTTGAA
+TAATAATGTAAATCATGAAAATGTAAAGCTATATCGAACAATAGCTCAGTATTTTTTACTTAATGGGAAG
+GTTATTCAGATAAATAATGGTATTTACTGGTTAGAACTTTGATCGCTATTTGTTATCATATTTAAAACTA
+AGTTAATGTGTTATTTAGGCTTTATATCCGTTATCAATCGAGATGCATGTTTCAGAATGCGAGAGTGATT
+CCAATGGTAGGGATAGATATGAAAATTAAGAAAGTGATAATAACTTTACTAACCTCTGTACTAGCGAGTA
+ACAATTACGTGAGCATCGATTTACCTTATGCCTTTTTTAAAAAGCATCATCTTCCGTTAACGATAATGAC
+CTTGCTATTAGTATTTATGACTAAAGCGCAAGCACAGCAATTGAGCTTTAGTAAAACTCAAGTAGACCAA
+GGGTATAACTTTCAATACCAATGGCTCGATCACACCAAAACCAAACAAGCTATTAGCTTTACCTTAAATC
+AAGATGGGTTATTTGAGCGCTTTAGGAATTTCAGAACTTACCAAGATAGTTACGCACAAAAAACGATTCT
+CAAGCGTATTAAGAAAAAAATGCAACAAAGCCCTATTCAGGGCGTGCAAATATTTTATCGACAACAACAA
+AATAGGTTTGTCATTGAAGCCAAGGGCTCAGATAGAGATAAAGTAGCGAAAGCTTATCAAACATTAGCTA
+GACTTGAGAATGAAGTCAGGCAACAGTATCTTGAGGATACCTATTATCAAACGTTTACCAATCATGAACA
+GATAAATGGTATTAAAGTAGATCATGTAAGTATTGCGAATAATTCGGTCATTGATTTAAAACCATTAAAG
+CCACTAATTTTAGATCATGTCTCAATTAAGAATATTCGAAAAGTCACCAACTACGTATTGGGTTTTGTAC
+AGAGTATTCCTTATAACACCTTAGACTCTCGCCTGACTTCTTCCGGTGCGGGTTTTAATCCACCATTACA
+ATTACTGTGGGAAAACCAAGGCGATTGCGATAGTAAAATGACATTAACTGCGGCGTTATTAAGGGCTTTG
+ATGCCACGTATTGATATGGCTTTAATCTATATTGATGGTCATGCTTTTATTGGAATTAATATAGAGGGCG
+AAGCAGGAGAAGTAACGATTACCCATAATAAAGTAAAGTATTTGTTAGCTGAGCCTACGGGACCAGCGTT
+ACTGCCTTTAGGTACGCTAGCCCCAGAGTCAGAGTTAGCTATTAATCAAGGGCACTATATTGCCCAAGAT
+TATCATGTAGCTTTAGCTGAGCAGAAAGCTGAATAGACAATGGAGCCTAAAGAGCAGTCAGTAGACTAGG
+ACATTTGTTCATAGTAACTACCTAAAAGAATAAAGGTTTAGTCAATATCTGCAACATGAGCAAGAAAGGT
+CAAACTCGGCGCAAAAAAAGCACTGCCCGTTTCGGCTTGGGTATATTTAAGTAAATGATCTGAATTACCA
+TGCCCATCACCATGAATCATGCTTTTAAGCATAGTTTCAAAGGGCTTAGGTGACTGACAATACGACACAA
+AAAATAAGCCTTTACGCTTCATGTCGCCATAAGGCATGCTTTGCCTGACAATTTCAATACTATTTCCTTG
+CTCATCTTTAAGGCTGGTACGTTTAGTATGCGCAGTCAGTGCCTTATCTTCGCTATCATATTCAACGTTA
+TCTAGTTTGGTTCGACCATAAACATCTTCTTGTTCATGTTCAGCCAGCGATCCCCAAAGTGTTAAATTAT
+GTTGATACCGTTGAGTGTGCAAATAACTACCGCCAGTAAAGTTAATATCATCTTGCTCTTTAACCAAAGC
+GACTTCTCGACGATGTAAACCTTGAGGGTTTTCAGTACCATCAACAAAACCAGTTAAATCTCTGCCATCT
+AAAAATCTAAAAGCTTGTACTTGTTCAATTAATTCAACACTATCACCGAGTAACTCACACACCTTAGTGC
+TGACAATATGATTAACATCGGCGCGATCACTGCGAATTTCAATATAAATATCATAACTATTTGTCGGTGC
+AACTCTGTCATCACTATGCATTGCAGGAAATGGCGCTAACATCGCTGGACGTGCTTGGGGATAAAATTCA
+TCCCAATAAGCATCACCAATAGCGACAACGCCAATAAGGTTTGCTTCTGAAAACTGATCAGAATAATTAT
+CAAAAAGCTTGGGTAGACGAGAAATTGCCGCACGAATAAATGCATTCTTATCATCGAGTGCGTTAAATAA
+TAGATAATTTCCATGAAGGTTTGGTTCAGCACAAATACCAAATTGTTCTCTAGCCATTTTCCATTCCTAT
+TAGCGTATTTTATATGACAAACTTATATTGTTTGTATTGTACACAATAAATATTATTTTATACTACTTTC
+ATTAAGTTTATGATCTTGTTTTACGTAGAGAAAATAAATTAGAGCGATACTTAGACTTGGATATTTTAAT
+CCGCATAAGCGCACAGCAATTTAATAAAAGGGTTATTAGCTTACTTAGACGGTAACCACTTAAATCACCT
+TCCATAATCCTTTATCATTTATGCACATTAACTCTTTAAGTGTTTCTTTATCGTCGCCAAAGTGATTATT
+AAAAGTAATATTAATACATTGTTGTTTATTACGAGTAGCCTTTTTCCCCTTTATAATAGTGCCACGATTA
+CCACTCTTAACATTTTGCCAAACCGACTTTGTTTGATTGCTGTCATTGAGTAATGCCACTACTTTTTCCT
+GCATTAATGCTACATCTTGAGCGGTTAAGTACTTAGCAGAGCGAGAGTCTGCATCGACAATACCTGTTAA
+GCCAGACACCACTTCAAATGGCAGGTTAATTACGCCTTTAAAAAAGCCAGATACTAAACCGCTACTCGCT
+TCTGAGCCAACAGTCTTAGCATCAACAATAGTATTTTCAATACGTGATAGGTACTCTGGAATATAACCTC
+TGGAGAGCTCTATTTCTTCAAGGTAACGTGTGGAATGCGGTCGCCAACGAGCGACTTCTTCAGTGGTATT
+ATTGGTAGTTTTAACAACAGCATCAACACGTTTAAGTATCGCTGGCATAGACGCCTGTAGTTTTGCTACT
+TGCTGTTCAATGCTCGCGATTTGACTTAGTAGTGTTGGTAATTGCCTTGAATAATATTCGCTTTCAACTA
+CGACTTGTTGCACCACAGGAAGAGAAGCCTCAACTTGCGATAAGATAGCGGGTGTTTGTTGAGCGACTAA
+TTCCCTCACTTTACCCACTTCAATTCTGACCAAGGCGACTTCACTAACAATATCATCAACTTTCGGACTA
+ACTAAATCGACTGTTTGTGTGGTCTTTTCAATAACACTGATAATGGCAGGCACATGCAAAGTTAACTTGA
+ATAGAGACAAGGCTAAAAAAGCAATTGCTAAAGCAAGCAATGCCTGAGAATAAGAAAATTGTTTCACCAT
+ACGAATACTACTGTTGCTCAATCAAATTAATTTCATCAATCAAACAATGAGTCAATTCACCAATTAATAA
+GTGTGCTGGCTTATCTGTCATTGATTCTCTCTTAATTATAGTCTCTAACTCTTTTGCTGCTTGATTAAGT
+TCCACAAAGCCAAACATTTGTGCCGCCCCAGCTAAGCGATGTGCGAGATAAGAAATTTTCTTTATATCAT
+CATTATCGCTATAGAGAATAAGGTCTCGCTTATCGTTACTGAGGTTGGCTTTAAATTCAGCGACTAAATC
+GCTTAAGTCAACTTGGGATAAGCTTTTATCCACTTTATTAACAACTTCATTTGCTGTCAAAGCATGCTCT
+GCTGACTTATTTTTTTGGTCAGTAAATAATATTTTTTCATTATGAGCAGTGAAGTACTTAGCAATAGTGG
+CAATAAAGAGTTTTCTTTCAATAGGTTTCTTTAAATGCCCAGTAAAACCTAACCCTAGGTATTGGCTAAC
+TTCATGGGACATGGCGTTAGCGGTTAAAGCATAAATAGGTTGATTACAACCTAAAGCACGTAAGGCTTTA
+AAAGCTTCAACGCCATCCATTTCGGGCATTTGAATATCCAAGAGCACTAAATCGGGTTGATGCTCAACGC
+AAAGTTTCACTGCTTCCTTACCATTTCTGGCGACAATAACTTCTAGACCTAAACTCGTCAATAAACGAGC
+TATCAACCGTCGATTATCATCATGATCCTCAGCCAATAAGATTTTTCCGCTAAAGAATATTTCACTACAT
+TCAACAGGCGGTAAATCAGTTAAGGTATTTACACTGTCGTCAGTATCATGTTGATAAGGTAGCGTTAAAC
+AAAAACAACTCCCCTTCCCTAACTCACTGGTTACCTCGATATTTCCTAACATTAATTTTGCTAGCTGGTT
+TGATAAAGTCAGTCCAAGTCCTGAGCCGCCAAAACGCCTGCTGATGCTATTATCTGCTTGAGTGAAAATT
+TCAAAGACTTGAGCTAAATGCTCTTCACTTAAGCCTATGCCGGTATCAGTTACCGTAAAAACGAGTTCTT
+CTTTTTGCTGAGTAATACTTAGCATTACCTGACCGCTTTCAGTGAATTTAATCGCGTTAGCACATAAGTT
+AAGTAAAATTTGTTTTAACCGTAAACTGTCAATATGAATAATAAAAGGTGCAGGTAATTGATGCTCAATA
+GTAAAATCCAACTGTTTTTGTTGAGCTTGAGAGGTAAAGGTATGTGACAAATCTTGAATTAATTCAGCCA
+AATCAAGTGGCTGCACTTCTAGTTCAAATTTATTTGCTTCAATACGGCTTAGGTCCAAAATATCATTAAT
+GAGTTCAAGTAAATGTAAACTATTGCCATGGATTACTTCAATATCTTCATGTACTTTATCTTTATCAATA
+TCGTCATGGATAATGGCTTCCGCATGACCAACAATGGCAGTTAGCGGTGTGCGAATCTCATGACTCATAT
+TAGCTAAAAATTGACTTTTAACTTGATTCGCTTTCTCTAATTCTATGGTCAAATCTTCAAGTTCATGCGT
+GCGCTGTTTTACCCGCAACTCCAACTCTTGTGTTAAGCGCTTTTCAAGGTAACGGCGATAGATAAAAAAG
+GCCACCACGAGCACTAATATTAGGGTTAAAATAATAATATTACGTTGCTGCTCGACTTTGGCTGATTGTA
+ATATCTGCAGTTTTCTACGCTGTTCTAAATCGACTATTTTCTGACTAAGCTGCTCTGATTCGAATTCTGC
+CAACTTGTCATTCAGCATATTGTTCGAGGTAATTAGATAACTTTTCTCATAACGTTGATGTTCAGAAAGT
+GCCTTAATAAATTGTTGTTGACTGGCACTTATCAGAGACGAAATTGACAAATTTTCAGTAAGTAATGTTT
+GATAATCAATTTTTTGCCCTACCGCAATTGAGCGTTCAATGTATTGTTCCGCTTGTACTAGATCTCCAGA
+ATAAAAGTAAGCTTTAGCAAGACTCTGTAAGCTTCCTGCATAGGCTTTTTGATGCCCTACTTCTTTACTA
+ACAATTAACGCCTGTTGAGCATATAAAATGGCTTGTTCAACATCAAAGGTATCATTATATATTTCAGACA
+TATTATGCAACTGTGAAGCGATATCATGCGTATAGTCATGTTTTTGAAAGTACGTTAAAGCCGCTAATAT
+ATTTTCCTTACCTAACTTGAATTGTCCTGAATGTTTATAAGCAATACCAATATCAGCTCTTGCTGATGCA
+ATACCATAGCTATCATTCAACTGGATACGCTTATCAATAATTACTTTCAACATATCAATTGCGCTATCGT
+AACGCCTTAAGCTGATGAGAAGTGAAGCTATGTTGTATCTAACGTCTATTTGGTCAGCTTCATCGCCATA
+TTGTGTATAGAGTGACTCCGCAAATTGATAATTTACTAAAGCTAAATCTGATTCACCCAAATAAGTATAA
+ACAAGGGCAACATTATTAAATAAATTTGCTCGTTCAATCGCAAAATTATTTATATCATCAGCTTGGTTCG
+TCTGATAATAGACTAATGATGCTTGATAAGCCTTTAGTGCTGATTTTAATTCACCCTGATAATAATACAA
+TATACCTAGCATCTTATGGGCTTGTGCTTTTAAGCTGAAATGATTAGATTCATGGGCCAATTCGATGGCG
+TTATTAACTGCATCGATACCTTGGTCATATTGATGTAAGGTAAACAGTACCTTTCCTTGATTAAGTGAAA
+CTTCAGCCTTCTCACCAGAATCGAGTTCTGCTGATTTATAGAGATTTAATAACGCTTCTAACGCGGCCTT
+TTTATCTGCTTTTTTGTTAATCTCGATAAGCTTTTTAGTTAATTGGCTATCCTGTGCCCACGTTTTATCA
+ACCGTTGTCAGACTTGCCACCGTTAGTAAAAAAAATAGCAATATTATTTGTGTTAGGCGTTGCATCATCA
+GGTATTTAAAGCTCAACTTTCGCTATCATGGGATACTGAATCTAATGAGCAGTATTAAGGGACATTATTT
+ATAGCATTAATTGCTATTAAAAAACATCATATCAATAAATCGTCTTTGCAAAACTCATAATTTCACTATA
+AAAATCAGATCTAAAACAAAGATAATAGGCACTGCTTTTGTAAAAAATCAAGCCATTAGTTGCATTACTT
+TCAATCCAAATCTATACCTACTTGATAGCATTTATACCAATCAAACTAATTTATTGATCAGATTAGTGTT
+TACTTCAGTTTTCTCTATTAAGGATAGCTCTATGATTAAAACATCGGTCGCATTGATACTTGTGCTAACA
+AGTATCACCAGCCTACTTACTGATGCATATGACGGAAAAAATCAATTTGTCGAAGTCGAAATTCGATCTT
+TAGATGGCTTAATGTCCTTATTTAAAAAACACCATTACACCAGTAACGATTGGAAAAATGGTGATAGAGA
+AGTACCAAGGTTAACGTTCGAAGGCGTTAGTGAGCAATGGAAAGAAACGTCGAGTAAAATTCCCGTCAAA
+CAAAAGAAGCAGGTGTTTTTTCGCTTAATGGCACCTTTAGTTTTAATGTCTAATGAAAATATTCTCGCAG
+AACGCAACATTGTAAAGTCAGCGCCGTTGTCATCGAAAACATTGCTTAAAATAGCTAAGAAATATCGTTT
+AGTTAACAATGAAAGCTTAAGTTTAACGAGCAAACAACGTCAACAATTGTTGCAACAAGTCGATATTATG
+CCGCCATCTCTTGCATTGGCTCAAGCTGCAGAGGAAAGTGGCTGGGCTACGTCACGCTTTACCGAAGAAG
+GTAATGCTTTTTTTGGTCAGTGGGATTTTTCTGGAAAAGGCATGACACCTAAACAGCAACGTAAAGAGCT
+AGGTAATTATGGTTTAGCCCGTTTTGATAGTCCATTAGATTCTGTTGAGGGTTATATGCTTAACATTAAT
+ATCACTGGGGCTTATAAAAAGCTGCGTGTATTAAGGGCTCAGTTGCGCCAAGAAAATAAAGCTATTACAG
+GGTTAGAATTAGCAGGAACGTTAGATAAGTATTCTGAACGTGGACAAGCCTATATTGATGGTCTGCGATC
+GATGATCCGTTATAACAAATTAGAAGATGTAGATGAAGCTTATTTATCTGACACGATATTGATTAAGCTT
+ATAGCCCCCAAATAACGTCAGTGAGTTATTACTAGACAGAAAGACTAAAGCAATTTAAACCGCAATAAAA
+AAGCAATGTTTGGCAACATTGCTTTTGATTGTTCGAACTTAAAGTTTACTCAAGCTTTAGCTTCATTGTC
+TAACGTTAGTGCTTAACACTAACGATTAACCCAGCGATTAATTTGAAGCTAGTTCTTTAGCCGTTACAGC
+TCCTTCAACAAGTTTTTTATTTTTATTACGAGAAAATACCTTTTTTATGTCCTCGATAATTAAATACAAA
+CTTGGTATTAGTACTAAAGTAACCACTGTGGCAAATAACACACCAAAGGATAATGATACCGCCATAGGAA
+TCACTATCTGTGCCTGGGCACTGGTTTCAAAGAAAATGATAGGTACTAAGCCAATAAAAGTAGTAATTGA
+GGTTAACATGATAGCGCGAAAACGCTTGGTTCCAGCATGTATTACTGCATCTTTTAAACGCTCACCACGC
+TGTCTTGCCTTATTAACAAAGTCGACCATGACTAAAGAGTCATTAACTACCACACCTGACGCAGCGGCAA
+TACCAAACATGGATAACACACTTAAATCCAAGCCTAAGATCATATGACCAAATACCGCACCAATAACGCC
+AAAAGGGATTACGGTTAAGATCATAAGAGCTTGAGAGTATGACTTTAACGGTATAGCCAAAAGCGAAAAT
+ATAATCATAATCGAAATCATTAGATCACGCATTTGTTCTGCTGCACCATCCATTTCTTCCTGAATTCGAC
+CGGATACTTCACTTTTTACCGACGGATACTTTCTAAGTAGGTCAGGAATAAAATTATCACGAACATCTTT
+AGCGACTTCAAAAGGTTCAACCTGCTCAGCATCAACAGATGCCCATACATTAATAGTACGATTACCATTT
+TCACGACGAATGCGAGTAACACCATCGGTCAAATTAATTTCAGCTAACTCAGATAAAGGCAATTCTGCAC
+CATTAGGCGCCTGGATCATAACATCATCAACATGGCCAACACTGCTGCGCTGCTCAAGGGGATAACGCAC
+CATAACCTTAACTTCTTCGCTATCTCGTAAAATACGCTGCGCTTCTAAGCCATAAAAACTATAACTAACT
+TGCGAAGCAATATCTTCCAGAGTTAAACCTAAGCTATAGGCTAAGGGTTTTAATGAGAACTGCACTTCTT
+TAGCACTGGTTTGACGAGAGTCATTAACATCACCGACCCCTTTAAGCGAATTAAGTTTAAGCTTCAGCTC
+TTGTGCTGCAGCCATTAGCTGAGCATCATCCTGACTTTCCAATCTAAAGGCTATATCACCATCATCACGA
+CCACCGCCAAAGAAATTATCACTAATGGTTAGCGACTTAACACCAGGGTAATCAGGAATTGCTTTACGCC
+ATAAATCGGCAAGTTCAAAAGTGTTGATAGCTCTTTCTTTTGGAATAACTAGCTTAACCATCACTTGGCC
+ATTAGTTCTGCTACGTAACTCAACTTGCATATCGGCAATCATTGAATTTCCATACTGCTTTTCAATATCC
+TGATCTATTTTATGAATAATACTTTCAATATTTAGTAAGGTATTTAAAGTGGATTTTTCTGAAGCATCTA
+TGTTCATTTCCACATTGATGCGAGGAAAATCATGAGGGATTTTAGGCTGACCAACATAACGCACTAAACC
+ACCACCAAATAAACCGGCGCTCAGCAACATCAAACTAATAAAAAACATCAGTACAGCATATCGATATTCA
+ATGAACTTTATTAAAGCGGGGCGATAAACATTTTCGATGAAGTTTTTTAACTTAGTATCAATCCAGGCAC
+GAAGTCTATCCAGAGGGTTTCTCGGGTTAAACTTTTTCACTTTCATTTTAACTAAATGCGCCGGTAAAAT
+AAGTTTGGATTCGATTAGTGAGAATATCAGACATAAAACTACCACCCCGCCAATGGCTTTGCCAAAGGCT
+GAAGATGGCCCTTCACCAAAGAGGAAAGGTAAAAATACAGCAATAGTAGTTAGTACACCAAAAGTTGCTG
+GCATAGCGACACGTTTAACACCACGAATAACATTGTCTGTGGTATGACCGTGCTCTTCTATTTCATCATG
+AGCACTTTCCCCCATAACAATGGCATCATCAACAACAATACCCAATACCAATATAAAAGCAAATAAGCTA
+ATAACATTGATGGTGACACCAATAAACTCCATCGGCATAAATAATAAAGTACCTAAGAAACATACTGGCA
+AGCCCATCATTACCCAGAAGGCTAAGCGTACCCGCAAAAAGAGGGCCAACATCAAAAAGACTAATACCGC
+ACCACTTTTCATGTTGTCTAACATCATATTCAAACGGCCATTGAGGTAATATGTTAAATCAACCCAGGTT
+TCCAGCTTGACACCTTGAGGTAAAACCGATGCTTTCTCATCAACATAGTTATTCATAATATCGGCAATCT
+TAGTAATACTTTGATTCTCTGAGGCACCGACAAAAATAGTGATTGAATTTTCGCCATTAAACTTAGAGTA
+CTGTAACCCTTCTTCGAAACCATCATTGATGGTAGCAACCTCTCCTAACATGACTTTGGTGCCATCTTCT
+AAAGTAACAACAGGAATTTGTGCAAATTCATGGCCACGATAGGCTTGGTTTTCCACACGTAAGTTGATAT
+ATCCATTGGCAGCACGTATCTGTCCCGCTGACATATTGCGGGAAAAACTGCGAACCGCGTTAGCAACATC
+TCTGAAACTTAAGCCGTATTCACGTAATTTATCTTTACTTACTTCAACTGATATTTCATAAGCTAAGCCA
+CTATATAGCTCAGAAATACTGATACCTGGTAGTTGCTGTATTTCATTATGAATTTTACGACCTAGCTCTT
+TCAACTCACCATTAGTTAAATCACCATAGAGCGAAATATACATCACCTCTTGACGAAATTTCTCTCGTTC
+GACCTTGATTCGCTCCATTCCTTCAGGAAAACTTGGAATAGCGTCAATAGCTGACTTTACCTCTTCCAGC
+ACAACTTGTGGATCATAATCAAGTTCAACTTCAAACCAGCCGTTGGAGTAATTTCGATTAGAATATGTTA
+TCACTCGCTTAAGACCTTGCACTGATTTAAGTGCTTCCTCAATCTTAATGGTAATACCTTCTTCAACCTC
+TTGGGGTGCGGCCCCAGGATATGGCGCTGCATATGAAATCCAGTTAAACTCTAGCTGGGGAAACATTTGT
+TTATTAATGGTTAGTGCCGTTAAACCGCCACCAATTAAGATAAAAACCATAAGTAGGTTGGCAGCGATAG
+TATTACGTGCAAACCAGGCAATAATGCCTTTATTTGTATCGATATCATCATGGGGACGATTTAAATTTTC
+ACTGTCATTTTTTTCATTTGTTTTCAAGTCACTAGAACTCATCACTACTCTCCTGACTCTATATTATTCG
+CCATTTGAGTTTCACTTTTCTCAGTTTCGATGTCTTTTTCTTCCAATTGCAGAACATCAGAGGCTACAGC
+CAATTTCATACCATCTACAGGATAATCTAGCGCAGATACAATAAGTTGGTCACCATCTTGTAGACCATTA
+GTAACAATAACATCGCTGCCTTGCTGGCGAACAATGTCAATTACAGCATAATGTAATTTTGACTCGTTAT
+CTAAGAGAGCTACTTTACCGTTTACCACTAAATAGCGAGGCACTAAGCTTGCTTGACTGATGTCATAACC
+CATAATTTTAGCATTCACGTAACTACCAAAGCGTAACGGTACATCACTGCTATCGCTTGAACTATTTAAT
+AAATAAGGATCGTTAATTTCAGCCACTAAGTAACTCATGCGACTTTTGCTATCAATGACACCTTCACTGC
+GCGCTATAATTGCTTGCCATTGTGTATCTTGTCCTGCGTAAGTGCCAATAAGGTTAACTGGTGCATTAAC
+ACCTTGTTCAGTGGACTCAGTTTTAACTAAAAAGGCTAATTGATTATCCGCAACTGGCAAACGAATTTCT
+GCAGTTGCGGTACCCAATACATGCCCAATTTTACTACCAACACCAACAAATGAACCCAAACCAATATTCC
+GACTGTCAATCATTGCATTATACGGCGCACGAATTTCTGTGCGTTCTAAATTACGCTCAGCTCTTAAAAC
+AGAGGCTTGTGCTGCTTTAACTCGAGCTAATTCTTGCGCTAATTGTGGTTTACGTAAACTCAACTCAGTT
+GGTGAAGTATTTGTGATTAGTTTCCACTCACGTTCAGCTACTTTACCTTGAGCAAGCTCTGTTTCTAATG
+CAGCTCTAGCCGTAGCCATTTTAGCTTGAGCATCAATTAAGGCAGCTTGATAATCACTCGGATCAATACG
+CGCTAATAGTTGACCTTCTTTGACAAAGCCACCCCGAACAAAAACATCATTCAATTCAACAATTTCACCA
+TTAACCTGAGCAACCAATTCTGTTTCATATTTAGGCTTTACCATACCGTATGAGTTTACTTCTAGCGTCA
+TTGGTGCAACGGATATATTTTGAACGGCAACGATAGGAGTTTTATCAACTTTCTCTTTTTCTTCTGGTGG
+TTTTTTCATATTAGAAAATATTGCCATTGCAGCAATGCCTGCAGCTAATATGACGATAGGTATAATAATT
+TGTTTTTTAGTGGCCACTTTTAATCCCTTATTTCTCTAAAAGTTTTATATTTTATATTTTATATTTGCTT
+TATTGATCGCAAACTTATCTTTATTTTAATAGCGCTAGAATAACCAATTCTTGATTACAAGTATTAACAA
+AGATGTAACTCAGTATTACAAGATGCACGCCAAAAAAGAGTAAAAAAGTATCACAACACAACTAAAAACA
+TAAAATACAATTATTACAATGACTTGCAAGTAAAATTTTGTATCTTTATTTTTATAAACTTGTCCTTGGC
+GACAATTATATTTTTTGTTATTAGTCTTTTTCACTACTTCTTGAGCTGTTTCTCATCAACATTGTTAAAA
+TCGCCACATATATACCCATCACCATTCAAAGAGCAGTATTTCAGTGGGAATTAGAATAACTTTAGGCAAG
+GAAGATAATTTAAGCATAGTTATTCTATGGTTTGATTGTTTAACGCCGTATAAAGCGATTTTAAACCCAT
+CGAATAAGCGCTCGAGCAACATCACTTCGTCGTTGCTGTGATTTATTATGACGCTACATGGATGGTGTTA
+TTTGAGAATGCAGGAGCAATTCTCCTGAATAACCATTATTTCATCACAGCGCCTTGAATTGAAATAGCTC
+AAGCACTCTGTAACATGCATAATGATTGGTAACGGGTATAGTAAGTGAAAATCGAATTGAAATCAGTGGG
+TATAACTTTTTGAATACGTTATAATGAGAAAAATTTCTCCACGGCTTTTTCCATGACAGATTCTCAAAAT
+ACAACACCAGCAACACTTGGTAAATTCAACCTACTCAACATTGTTGCCATGTTGGACAAAGGCGCATACC
+TTGATGGTGGAGACTTAGGTGAGATTCTATTACCTAAACGCGACCTGCCAGAAGCTTGTCAAGTTGGTGA
+AAAAATTAAGGTATTCCTTTATCTTGATTCCGCTGAAAGGCTTATAGCTACAACGACTACACCTTTAGCC
+CAAGTTGGTGAATTTGTCTCTTTAAAAGTTGTACAGGTGAATAAAATTGGTGCCTTCCTTGATTGGGGAT
+TACCTAAAGATTTATTAGTACCTTTCACTCAGCAGCACTCTGAAATGGAAGTGGGTAAGTACTATCTAGT
+TAGAGTTTTTCTTGATCAACTTACTAATCGTATTGCCGCCTCAAGTAAGATAGATAAGTTTCTTGATATC
+TGGCCCGCAGAATACCAACAAGGCGATAAAGTAAACTTAATTATTGGTGGAAAAACTGATTTGGGTTACA
+AGGCTATTGTTAATGACCTTCATTGGGGCTTACTTTATGATAATGAAATTTTTCAGCATCTTAGAGTTGG
+CAAAAAAATTCCTGGCTATATTAAACAAGTACGTGAAGACGGCCGCTTAGATCTTCTTTTAACACGTGGT
+AGTAAAAATAAAGTTAATGATTTTTCTGAAAAGCTATTAGCGCATATTGCTGATAGAGGTGGTATCACGC
+CATTAAATGATAAAAGTGCCCCCGAATTAATTCAAAGAACTTTAGGGGTAAGTAAAAAAACCTTTAAAGC
+AACGGTAGGCAATTTACTAAAAAATGGAAAAATTGCTATTGTTAAAGAAGGTATAAAGTTAGTTTAAATA
+AATTAACTCGATAACGTTCAAGTAAAAAAAGAGGCTATAACATTGTTATAGCCTCTTTTTTTTACGCTAA
+CTTTTGCTAAGAATATTAATACTACCAGTCAGACCAATTTATTATTCCGCTTGGTATTACTAATTATAGC
+CAACAGCATAATCTATTAGTATTAGAAGCTTCCTCGAATGCCAACGCTGAAATTACGACCTGGTAATGGT
+GCTACTTCTTTTAGAAATGAAGAATGAACACGAGCGTGCTCATCTGTTAAGTTTTGTGCTTTTACATACA
+CGGTTAAATCATCACCAACACCATTGATGTAATAATTAAAGTTTGCATCAACCATGGTATAACTATCGGT
+GTTTGTCTCTAACTCTGCAACATCATCTTGCTCGAAGTAATGGCTCACGCTTAGCTCACTATCAAACTTA
+TCGGCTTGGTAATTGAAAATAGCACCCACTCGCATCGGCGGGATGCGTGGCAAGTTATCATTTCCATCTT
+CATTCACTAAGCGTGCACGAATGTAATCAGCTATTAGGCTTGTTTTAAATGACGATGAAACCTGATAAAC
+AAACTCAGCTTCAGCACCGTACATCTCAACATCATCTTGCTGATACACTAAAATCGGTAGCCCTGCTTCA
+TCTTCATGTTCATCGGCATGGCCGTGTTCCTCAACAAAAAATAAACCGGTATCTCGCTGATAATAATAAT
+CATCTACACGGTTATAAAAAGCACTAATGACGTAGCCAAAATCACCATTAAATTTTCGGAATGTTAAGTC
+AAAATTAAGTGACGTTTCAACACTCGGTGCTTGCTCTGCTAACTCAACATGTACTTCATCACCTTCTTGG
+TGCACATCAAACATAGCACCGACTTCAAAGGTATTAGTTCCTATATGTGGACCAAAGGAAAATAACTCTC
+CCGCAGAGGCCGCTCGTTGTGATAATGCTGTTGAGAACCCTAAATTATAACCTGGTTGGTAATTCCATAC
+TAAGCCTACTGAGGCACTGATTGGCGTAAATGACTGCTGATCGAATGAGACTAATGTTTGATGATGTTCA
+TCGTGTGATGGCTCTGTATGTTGATCCTGATGAGAATCTTCAAAGCCAATTAAGCTATCATCAGCATCTA
+TATTTACCTGCTCGACCCTTGCACCTAATTGTAACAATACCGAACCGAAGTGTTTCTCTTCTAACCAAGC
+AACAGCAAACATTTCCGATTTAGATGGAGGAGAAAAAGCCTCTTCACCCAGTGCTTTAAAGTCTGATGAT
+TTATAATGAATTGTCCATGCACCCTGCCATCCTGCGGTGTTTTCGTGGAATAAGTCAATGCGTGCTTCGG
+TACTTTTATTGGTAAAAGTTGTGCCCACTTCACCTGACTCAATCTCTTGATGCTGATAATCACTATAAGC
+AAATTTTGTTGCTATTTTACTAATAAATTGTTGCTCGAAATTATACTCACCAAGTACTTGCCATCTATCT
+TGCTTCATTTTGGCATAAACACCGACTTCTTCATCATGATCTGAGTGTTCTTCTTCATGCTCATCATCAT
+GTTCTTCCCCATGACTATGTCCAGGAATGCCGTATTCTCTGTCCATAAAACCATAAGAGAAACCGATGAA
+GCCATCTTCAAATAAGTAACTTGAACCCAGTGTTGCGCCACTGGAAGTACTTGAGCTATTGGCTAGACGA
+GTTTCCCCATGCTCTTCATGTTCTTCTTCGTGCTCATCTTCATGACCTTCATCATGGTCTTCGTTATGGA
+TATCAGCTTCACCCGCAAGTTTATAGTCTTTAGAGTCACGCCAAAAGGCATCAAGATGAAAAGCAATGTT
+ATCAGTACCCGTTTGGATATTAACAGAGGCCTGCTGCTCATTAGATACATCGTTATATTGTAACAAGTAG
+TCGACTTGATCATCACTACTCGTTGGCACACGTCCATCCACCACGTTAACCACACCACCAATAGCGCCAC
+TGCCATAAAAAAGTGTCGCTGGACCCCGTAAAACTTCTATTTGAGTGGCGGTACTCGTTTCTGTAGCGAC
+AACATGATCAGGCCCGACGCGTGATGCATCGCCAACGTCTAATCCGTTTTGTGTAATAAGAACTCTAGGG
+CCATCCAAGCCTCTAATAATCGGTGTGCTGGCAACCGGACCATAATAACTAGAATGAACACCAACTTCAT
+TTTTTAAGGTTTCGCCTAACGTTGCCGCTTGTTTCATTTTTAATTCATCTTCACTGAGCACATTAATAGG
+CAATGCTGACTCGATTGACGAAGTATGTAGTGGTGTTGCATGTACATCAATAACTTCCATTACCGATCTA
+GGTAACACTACACTTAAGTCAGTAATATCTTCTTCTTTCATTGTAATGTGTTGATTGCTATGACCGTAGT
+TTTTAGCACTAATGTGAAGTTCAAAAATCCCCTTCTTAACATCGGTAAAATTAAATAGTCCCAGAGAGTT
+TGTGCGTACTTGCTGTGAATCTCCATTTAACCCTACAGTAGCATTATTAATCGGTTGACCTTGTTTGTTC
+AGTACAACACCAGATAACTGCTGAGCGAAGGTGTTAGGAACAAAACATAACATTGTACCCAGTGTCGACA
+GTACCGTAGCACTAACTATTTTTTTCAAAGGTGATTTTACTTGAGCATTAGTGCTCTTTTGAGTCGCAGA
+GAATGACATAAACTGGTTTCCGATAATTTTAGGAGGTGTATACCGCACTGCAAATTGATATTCGCAGACA
+GACAACTAATACCAATCAGACTAACTAAGTGATCTTTTTAAATGGTCTAAATATCCAAAAACATTGTTGC
+TTTCAATCCCAATAGCCAGCTATTGCTCAATCAATCGCCTTGTTCTTAAAAATTTATCCTCATTAAAATT
+TGAACCATTAATTAATCTGATTGATATAAGTGAAGTACTTATTTTGACTAAGCACTTCACTATAAAAATA
+CATAATAAGAAAACTACAGAAAGCTTGGCGGCGCTCTTAATGGAGGGTATACGTAAGCTGAGGAAGTTAG
+CTTAAGATTGATAATGCGAATTTTGTCAAAATTAGTGATACTTGAAGATATCGGATATAGCCTTATAGGG
+CTTGGTGGGGTGTCGATACCTTGTTGACACAAGTTACAGTCATGCTGTTCAAAGCTTGCAAAGGTGTCAA
+ATTCAACTTGTGCATAATGCTCACTATGGACAAACAAAGTGGCGCAAAAAAGCAAGAGCGTTAAAGCACT
+CTGGCGAATTTGTCGTTCATTCATTTGAAGTTGAGATAATGTAAAGTTCATACTTGTTATAGTATAACAC
+TTAAAAATCAAACTCAATAATTGCTTCTACCTCTGTAAGAGATTTTTTTCACCTTCAACAAAAAAAACAG
+CAGTGCTGCGCTATACTTTATGCAAGTTCTCCTCTCCTACCATCGCATCAAGTAGTTATTGATTGAATAG
+TTATGTTGTCTCATTAACCAAGGATATCTTTATGGCACCTTTGACCCACTCCCCATTAAATAAAGCTAGT
+GCTATACCCCTAAAACAAGCATTATTTTTACTGCCCATAATGCTTGTAACACTTCCAATTTATAGTGAAA
+GCTTTACCGCAAAGCGAACAGGACAAGGTTTTACTGGCCTAACACAAGACTTTACTTCATCGTTGAGCAA
+CCCCGCCTTACTGACTAAATTCCGTAATGATAATGACGTCTTTGTTTCTTTAAATATAGGCATCATGGCA
+TCTGATAAATATAATGTTATTGATACCGCTGAGGACATTAGTAACGATCTTGATACATTGGCCGACGATA
+TAAACGGTATGTCACTGCAAATTATTCAATCACCCGAGCAAATGAAAAACTACAACGATGATTTAAATCA
+GCAAGTCGACACTATAATTGCTGACTTTGAAAAAATAGATGGGCAAGTTGTAAAAGTGCGTAATGGCTTG
+AACTTACAAATTATCATCCCTAATCAATTTTTGAGTTTTGGTCTTTTTACCAACCAATATAGTCGTATTG
+CTGGTGTAATGGATTATAACGAAAGCGATGAAGAAATATTAAATGATGCCATTTTATCAGGAGACCTAGA
+TTTAAAAGATCTAAAATCAACAACCTCAGCCATTGGTTACTCCGTTGCTGAGGCAGGTTTTATGGCTGGT
+TACCCTGTGGTTACAGACACTAACTATGATCTAAGTGTCGGTGCCAAGTTAAAATATCAACGTATTGATC
+TTTATTATAACCGCGTACAAATTAGTGACTTCGATGACGACGATTTCGAGATTACCAATGATGAGAATAT
+CACCAACAAAAGTGGCGCTAATATAGACTTAGGATTATATGTAAATTGGGGCGAAGAACGTCAATGGCAT
+GCGGCATTGGTCACAAATAATTTAATCAAGCAAACCGTGCATCATGCTGAGCAAAACCTAATTTTCACCT
+TAGAAAATAGTACTAGCTTTGGTTTAAGCTATCAAAACAGTTGGCTCAATTTAGCAACCGATATTGATTT
+AACTGATCGTGAACAAATCGCGTCTATTGAGCCATCAAAATATGCTGGCGTGGGAGCTGAGTTTCGTTTC
+TATGAGCACATTCAATTTCGTTTAGGTTATCGTACTGACTTAAATAATGTTGATGATGATATTTATACTG
+CGGGTATTGGTATATCACCTTGGGATGTTTTCGCCGTTGATATTGCTGCCTTTACGGGAGGTAGTGACAC
+TATAGGGGCTGCATTACAACTCAGCTTAAAAATATAGCCATCTTAATAGAGAAAAATAAGTGGCTTACTT
+AAGTAGCAACAAGTGGAGGCTCTGTATGTTGTCGCCTTTCAAGCGCAATAAAAAAGCAGTTATTGATAAT
+ATTCAATAACTGCTTTTTTGTAATATATGTATTTTGCTTAATGGCTCTTAAAGCTCAAAGTAATTACAAA
+AGACCTTATATAACTCAGTGCCCTGATTAACACTCGCAGAAGCGAAGTGCAAAATAGGAATAACGTCTTG
+CTCAAGTGACACATAATGCAATGCCTCACCATCACCGTAATTATCCATACGAAGAATTCGGGCTAACGGC
+TCACCAGCCGCTAAAGGCTTACCAAATTCCCCAAGGTAATCAACCATTCCACCCATAGGTGAATATAAGG
+CTTTATAATCTTTCAGATAACAAGCGTATCTAGTCATTTCCTGTGGCTGATACTGTTTATTATCGATAAC
+ACCCTGAGATTGCAAATAAGATAAAATACCAAGTGCATCTTGCTTAGCTACATCTAGGTCAATTTGCTCT
+TGAGAGCCAAGTTCAACGGTAAAGCTTTCTTTCTTAAAAGCTCCTTTGCCCATAGTAAAGTTGCGACCTA
+AATCTTGATAAGCTTCTTGTAAGCTCCACCATGGACAAAATGTTGCTTCGTCCATGGCGCCATCAAAACC
+ATTTTGAATAAAGATAGTATGCTCAATATCAAAATACTCCGCGCTCGCTTTTGCATACTCTGGACAATAT
+AAGTGCTTACTTGAAATAGGTCCTGTGTGTAAGTCTAAAACGATATCGGCTTGATGGGCAAGTCGTTGTA
+ACTGGTAAGCAATACGTTGCCCCGTAGTGATACCCCAAATATTGTGCTCTAATCGTTGATCTATTTCAGT
+AATCAAAAGTTGCTGGAATTTATCTGCTATCTCTTCTTCACTCGCATCAAGGTATTGCTGCGCAAAGGGG
+GCAATAACACTTTGATCAAAGTGATACATGCGATTCCAGTTTTCCCCGGTAATGGGGTCAAAACGACCTA
+AAGTATATTCACCATTTTTATGATTACAGGCTACTGGGTTAGCATAGGGTACTAAGGTAATATTGCCTTG
+TAAATTACAATGCTGTAGCAGTTCAAGTAACTGAAAGATAACTGCATTACCTTGTACTTCAGCACCATGC
+ATATTAGCCTGAATATAAACACTGGGAGCAGAATTATTTTCAGTTTCAAAAACATATACCGGCACAGTGA
+GCTTAGCACCACTTGCCATTTCGCCAACGGACATCACTTCTTTGGTAAAATTATTCATCGAAACTCCTCA
+ACTAAGCCAAATAAGATGAAGCAGGCAGAGCTGCTCTGATTTGAGTTAGCGTACCATTTTGGTAAACATA
+TTCAGCCGCTAATTCATGACATAAGAAAAACGGCATGCTTTCAGTAAAGCCATAAGCACCGCAATAACCA
+AACACGAGTTGTTCACCAACAGCCGTGTCTTTAGGTAACTGTAAATGCCCTAATTTATCCATACTGGTGC
+ATAAAGGGCCATGCAAATCAAAAGCTTGCATAGAGTCGTCTTCAGCTACAAACCCTTCTCGTAGTATCTG
+TACCGGAAAAGGTTGATCAGTAATAGCAGGACGCAATAAATGATTTATTCCCGCCGCCAACACTAACTGA
+TCTTGGTTGTAATTCATTTTTCTATCAACAACAGGCACGACATAATAGCCATACTCTGCAACCGCAAAAC
+GTCCCAACTCAAGCCATAATTCTTTGACACCAGCTTTTGCTTTGATAATGGCCAAGTCTTCGATAACTTG
+AGACCAAGACAAAGCTTGTCCCTCGCCTAAATAATCAATACCTAAACCACCACCTAAATCGAGTACTTCA
+AGTGTCATACCAATGCTACTAGCTAAATCAGTCAAGGGAGTTATCATTTGGGACCATAATGAAAACATTT
+TTTCATTACTGAGCATGTTACCCCATTGGAAAATATGCAAGCCACAAAGATCCAACGCTGGATAGCTATC
+TACATGAATATTCTGCCATTCAGACACTGATAGACCAAAGGGCGTTAAGCTATTTCCACCCAGTGGGTTT
+TTCTCGCCTTCATGCCATTGCAGCTGAACTCTCAGTAGTACTTTCGGTTTTTCAACACTCTTGAGTGATT
+GTTCCTGCTCAAGTACTGCTTCATTTAACCAGTTCAGTTGATTTAGACTCTCAACCACAAAAGTATTAAC
+GCCCTGCTTAATAAATGCAGTCAGTTGTTTTTTTGATTTAGCTGGTCCAGTATTTAAGATCCGACTAGGG
+TCTATTCCCTGCGCTAAAACTTGAGCTAACTCACCGCTACTAGCAACATCAAAGTTAAAGCCTTCACTAT
+CTAATGTTTGAATTATTTTGGATAGTGGATTCGCTTTAACGGCAAACCATAATTTAATGACATCTTGCTG
+CTGTAAAGCGGCTAAATGTGCTTTAAGTGCATCAAGTTGATAAACAAAATAGCCTTGTTCATCTTCTGGT
+GATTCATGTGTAACTAAGGCATTTTCAATGCTGGTGTCAAACCAAGTGGATTTAGTCATCATAATTATCT
+TTATAGTTTTCTTTTAAGTTTTAAAACGGTAGATAGTTATATCAGGGGTAAATAAACGCTAAGCGGTAAC
+GCTCAAATTAAAGGGTAAAGCACGGAGTTGATGACTATCAATGAGTACTTTTGACGAATAAGTTGAGTGC
+TACGGCAACGAGGTTATGATCCCCTAAGTATTATCTTAGAATTGATTCTAATTCTAAAGAAGCATCGCTT
+TGTTCATCGCGATATTTAACGATAAGCGCACAGGCCATACTTAGACCTTGCTCTTGAGCCCATTCACCTT
+TAACAGGACGGGTACCAGGTACAACAACTGCACGTTCTGGAATTTCAGCACCTTTTTCTCGCATAACTTG
+ATTAACACAATCATAAACAGGTACTGATTTTGATAGAGATACGCCTGGTGCTAATACCGCACCTTTTTTA
+ACAACAATGCCTTCAACGACAACGACACCAGCACTTAAAAAAGCACCATCTTCAATGATTACCGGGCTAG
+CGCCTATTGGCTCTAATACGCCACCAATTTGAACTGCTGCTGAAATATGTACATTTTTACCAACTTGTGC
+ACATGAACCAATCAAAGCATGGCTATCAACCATAGTGCCACTATCAACAAAAGCGCCAACATTGATATAA
+GCTGGTGGCATGATGATAACGCCTTCGGCAACGTAAGCACCTGCGCGTACTGATGAACCTCCTGGTACTA
+AACGAACACCATCTTCAGGTGTAAACTGACGAGCTGGTAAGTTGTGTTTATCAACAAAACCTTGGTAATT
+ATCATCAAAAGCAATGTTTTTACCCGCTTTAAAAGCAGCTAAAATACCTTGTTTCACTTCAATGTTGGCA
+TGCCAGTTACCGGCATCATCTTGGTTTGCCGCTCGTAAACTACCTGATTCTAACTGTGCTAATACATCTT
+GCCAGTTCATTTATTACTCCGCTTATCTGATAAAAAGTCTATAGAAAGATTATGAGTATTCGTGTTATCA
+AAGGTATGCTTAAGGCACACTTAATGAATAAAACTAAATACATTGTGCGGAGGACTGGGCATTGACAGAG
+AAGAGCATAATATCAGCTGAGCCGATATTTGGGCTAATATGCAAAGACCAGAAGCTCCCCACTTAAACAA
+CCCATAGGGTTGTTTTTCAAAGTGACAGTTGTTGGGATTCAGCCCACTACTTTATAAAATATATAAAGTA
+CACAACCGATAAACAGCTTATCAAATAGCCATTTATCTCGGCGTTAATCCCCCTCATTACCATCTACAGA
+TTTTGATATCTGTTTTTGAATTGTTCAAGACAATACAAAACAATAGTAATTACCTGGTTAACGCTCCTCT
+TCTGGCCCTATTAAAATTTACTGGTTAGTTACTCAACCAATAAATTGGAATTAGGGACACTTACTATTTA
+AGCATTTTTTTTATCTCGACACAATTAACTTACGGCAAATAACCCTATTCCCTTATACTTATTTACCGTA
+GAATATAACCATTGTTCTTTCTCTATTTATTGCCCTGTGTCTTGCCCTATGTCATTGTCAAACCCTAGCC
+AAATATTGTTACGTAATAGTGAATTACTTGTAGCTAAAGTTCCTTTATTTATTAACTTACCTGAAGATGG
+TTTCATTGAGGCTTATACAGAGATTCATAAACCAGACACTATCCATTGCTTTAATACAAATTTCATTGAT
+TATCAGGCAATTACCAAAAAGCATTGCAGTCCAACAAAGACTAAAAATGTTAAGGCAACTTTTGCCAGCA
+CATATCAAACAACAAGCTGTCATGATCTTGTGATAATAGCGTTTCCTAAAAGTAAAGCTGAACTCAACTT
+CACGCTTGCTATGATTACTCATTGCATAAATGATGAAACAAAAATAATACTGGTTGGCGAGAAAAAAGGC
+GGTATACAGTCTGCAGCTAAATTAACTCAACATATATTTTCTTGTTGTCAAAAAGTCGATGCTGCACGCC
+ATTGTCTGCTTTTTGTTGGTCTATTTCAGCCAGAAAGGTTATCAGATGTTTTCAACCTGCAAGATTGGTT
+CAAAAAATACCAAATTACTGTAGAAGGTATTGAGCTAACAATAGCTTCTTTACCGGGTGTTTTTAGTCAG
+CAAAAGCTTGATGTTGGTACCGCATTATTACTAAGTAATTTACCGAGTAAAATGACAGGAAAAGTACTCG
+ATTTTGGTTGTGGTGCAGGAGTAATCAGTTGCTTTATTGGCAAGAAATTTAGCGGTACAAACTTATCTCT
+ATTAGATGTTAGCGCTTTGGCATTAACCTCAGCACAAGAGAGTTTAGCTTTAAACGGTCTATCGGGTAAT
+GTATTCCCATCAAATAGCTTATCGGATGTTAACGAACACTATCAACACGTTGTTTCAAACCCTCCATTTC
+ATCAAGGTGTTAAAACGCACTACCAAGCCAGTGAAGACTTTTTAGCCGGAATAAATAAAAAACTTAACAA
+ACAAGGTAACATTACGATAGTAGCCAACAGTTTTTTACGTTATCAACCGATCATGGAAACACACATTGGT
+AATACTCGCGTGATAACAAAAGACAAAGGGTTTACTATTTACCGAGCTCAGCTATCATAAAGATACAAAA
+TATAATTTATTGGGTACCATGCCACACTTAACCAACACCATATCACTGCACAGTCGCTTAGTTAAAAGTA
+TAATGGGGTTAACCCTATTAATAATCATCGCTGTTTCGATGAGCATTATTAATATGGTCGATGAACATGA
+GAATAAGACTATCGCTAGTGAAACTCGAGCATGGGCAAATATCCTCGCAAAAAATAGTCGTCAATTTCTA
+GAAAGTGATAATGATAATAGTCAAACAGCACTGAGCAGCGAACTTAAAAAATTAATCTCAACTCCTCTCA
+TTAATCGTATACATGTGTATCGCTTGAATGAAGATAGCAGCATAGAGTATTTCAGTAGCTATAATAAAAA
+TCATAACTTTCCAGCTATTAGCGACAAAATAGCCCATATATCACAATTAAGTACTATCCAGTTTGAAGAA
+AATCATCTAGAACTTATTGTAAAAGTCAGCCAAGGTCAGCATACCTTGGGCTACTTATTTATCCAATCTA
+GCCTGCTTGAAAAGCAAAGTTTCATCAAAAAATTAACCTATATTATGGTTAGCTTTCTTCTCTTTTTTCT
+TATAATTGCGTTTGGTGTTTCGCAATGGTTATTTAATAAAACCAATCACCCCATAGTCAAGTTAATCGAA
+GATGTTGGACAAATATCACAAAGTAAAAATTTCACCCTTAAATTAGCTAACCAGCCTTACAAAGAGCTTG
+ATATTCTGGCTAAAAACATCAATGTATTATTACTTCGCACTGATAAGCATATCACTAGAATAATTGATGA
+GCATCAGCATGCTTTATCTCAAAATCAAGCATTAGAGAATAGGCTTAGTGCGAGAACAGATGCATTAAAA
+GAATCAAATCAAGAGTTATTATCAACCTTAGAAAAACTACATGAATTTCAAGGGCAATTGGTTGAGACTG
+AAAAGATGGCTTCACTCGGTGACATGGTTGCCGGCATCGCACATGAAGTAAATACCCCTATTGGTTTAGG
+TGTTACTGCTTCAAGTTTGTTAGCAGATAAGCTAAACGAAATTAAAGCTTCTTTTGAAGATAAAACCTTA
+AAATCTAGCCAATTAAAGAAATTCTTAACTGATGGTGTTGAAAATGTCTCGATAATATTTCGCAATTTAG
+AACGCGCAGCAAAATTAATATCGAGCTTTAAAAAGGTTGCTGTTGACCAATCTAGTGCTGAGAGTTCTAC
+TTTCAATGTTCATGATTTACTCGATGAAGTATTGCTAACACTTTCAGCTAAACTGATGTCTACTAATGTA
+ACTGTCTCAGTAATCTGTCCAGAAGATCTCAACATAAAGAGTAAACCAGGACCCATCAATCAGATATTAA
+TAAATCTGATCCTAAATTCAATTTATCATGCCTTTGAAGGACTTGAACAAGGTACGATAACGATAAACGT
+TATGAACCTTAGTGATCAATTGCATATTAATTATAGTGACGATGGTCTTGGTATTGATGATTCGGTGAAG
+GCAAAAATTTTTGATCCCTTTACAACCACCAAACGCGGCAGTGGTGGTAGTGGTTTAGGTATGCATTTAG
+TTTACAATTTAGTTACTCAAGCGCTAGATGGTCATATAGTTCTTGATAATGAACCAGAGCATGGTGTGTG
+TTTTGATATCACTTTTCCGGTAGAATTAGCAGCAACTTAATGAAATAATGGTCTTAAAAATTGTTTTTTC
+AATTTCACGTGACTAATATAGTTAAATAAATGTAAACATATTACAAATAGTTCACTCATTATAATAATAA
+TTTCAATCACCATTTAAATATTAGGTAAATTCCAACATGCAGACTTATCAAATCTTAGTTGTCGAAGATG
+AAGACGTCACCCGCTTTAACTTACGCAACTTATTTGAAGCAGAAGGTTACGTTGTTTTCGAAGCTGTTGA
+TGGTAATAGCATGGCTGAGCAGCTCAGACTTCATACCATCAACCTCGTCATTATGGATATTAATTTACCT
+GGCAAAAATGGCTTGCTATTAGCACGTGAATTAACAGCAAATAAAGACTTAGGGTTAATTTTCCTTACAG
+GTAGAGATAGCGATATTGATAAAATCCTTGGTTTAGAGATTGGCGCAGATGATTATTTGACCAAACCTTT
+TAATCCACGCGAGTTGACTATCAGAGCTCGAAATATTTTAAGTCGCATAGGTCAAACGAGTACTGAAGCC
+GAACAAAGCATAGTAAGCTTCAATCAATGGACTTTAGATGGTAATTCTCGTCAAATGACCAGCCCAGAAG
+GTGAAGTCATTGCTATTCCTCGCGGTGAATTTCGTGCATTAAGTTTACTTATAAAAAATGCAGGTAAAAT
+AATTTCACGCCAAGAATTAATTAAAGAGATGACAGGTAGAGATTTACGTTCTAATGATCGTACCGTCGAT
+GTCACCATAAGGCGCCTTCGTAAGCACTTTGAATTGAACCAAGAAACTCCAGAGCTTATTAATACCATTC
+ATGGTGAAGGTTATCGTTTTGTCGGTATACTAGATTAAGTTATAATATATTAGCAGCCCTCTCTTGGGCT
+GCTTTATTAGTTGAATCAAATAAAAATGTAATTACAGCTTAGATAGTTTCCAACCAGTTTTTAAAAGCAA
+ATACTGCTTGATCATTCAATAACCTCAACTCTTTTAACAATACCGATTTTTTCTCTTTTGACACCTCAGC
+TTTTTCTATTAACTTCAATTGTCCATGTAATTGGTACATACCAACACTTGCTGCAGCGCCTTTCATTTTA
+TGGCAATGATTTTGCCAGCCAGAAAGTGAATCATTGAGTTGTGCATTTTCAATATCGTTAAGGTAAATCT
+CAACTTGCTGGCAATATAAAGCAAACATCTGCTCAACAATGACTTTACCTAAACTGTCTAAATAACCTTG
+AAGTAACTCCAGATCTAAATCAGGATTCGATTGTTTAGTTTCCACAAACACGCCTTTTTCTGTAAGGAAT
+ATAGGATGCTTCTATATTACCGCAGTAATAAAAATCAGACAAACATATTGAAACTTATGAAAAAACATAT
+CATATAGCTATATTTTTTATCTCTTGTGCAACAACAGTAATGATTACCATTAAAAAATAAGCTAGAATGT
+GCGCCCTTAGATCTACTCTTCGTCCTTATCTCAAGAAGAACTCGAAGATTAGTTAGTAACTATCGTTTAA
+AGTGGAGTCGAAATGACGACATCAATGCCAGATATCGCCAACCATACAACAGCTCAAACCGAAGGTACAC
+TTGACTGGGTCGGCATGAGTAACATTGAAATGCCTATTATGGTTGCCTCAAAAGGTGAAAGTGAGCGTAT
+GGTCTCTGCTCATATTGATGCCTTTGTGAACTTAAAAGATGCACAAGCTAAAGGCATACATATGTCGCGT
+CTTTATCTACTTATCGATGAATTATCTACAAGTAATATACTTAACTATCAAAGTTTAGTGAGTTTGCTTG
+ATGGATTTATTAGTAGTCACCAAGAATTAAGTGACCAAGCTAAAGTACAATTTTGCTTTGATTATCATTT
+ACGTAGAAAATCATTAATCAGTGGTAAAGAAGGTTGGAAAGCTTACCCGGTAACGCTAACAGGAAACCTA
+AATCAAGGTAAACTCACTATCGAGCTAACTATTGATGTACCTTATTCTTCAACTTGTCCATGCTCTGCGG
+CCCTTGCAAGGCAGTTGATACAAAAAGCTTTTCAAGATAAGTTTGCTCAACAAAGCGAACTGGCATTAAC
+TGATGTTCATGATTGGTTAGGCACAACAGAAGGAATCGTAGCAACTCCTCATTCTCAACGTTCTGTTGCC
+GAAGTAAAAGTAAAACTAAATTCTAGTATTAATGACTTTCCTATTACCGAGATAGTTGACCTGGTTGAAA
+ACTCTCTAAAAACACCGGTACAAGCTGCAGTCAAACGCGAAGATGAGCAAGAGTTTGCTCGCCTAAATGG
+TCAAAACTTAATGTTTTGTGAAGATGCTGCTCGTCGTTTACAGCATAGTCTGAATCAAACAGATCAATTT
+GATGACTTCTGGTTACGGATAAATCATTTAGAGTCTCTTCATGCCCATGACGCTGTTAGTGTAACGACCA
+AGGGTATCAAGGATGGCTATCAGCCATAGCGATAACTAAGCTCTATTATAAAACTTAAAGCCAATAGTGA
+AATCACTATTGGCTTTTTTGTGTCACTTATTTAACTGTTAGCAGAACATCAACTTCAGAAGTCACTTAGA
+CAGAATCTCCTTTTGCTATATCACACGCCTATAAACGATGTTTATTTCATTATTTTTTGCACGATAAAGA
+TATAAGCACTTATCAAAAATAACAATCACAGCAAAAACAATCTGTTGATATAAGCACTTTTCATTATTCA
+ATTAATACTCAGTACAGCCGTCAAGATGACTGACGAGCAAAAGCTCTATTTAAATTGACCTTTACCAAAG
+AACTGGGTAGTGTTGATAGTTCCACTTACTTAAAAAGAGGTGTATTTATGCATTTTTTCCATGCCTTTAT
+TCTTTTTACCTGTCCTGTAAGTAAGTTGGTTTATTATTAGGAGAAAAATATGCAACTTTATGATCATAGC
+GTCCAAAAGGACAACTGTGGTTTTGGTCTAATTGCCCATCAACAGGGTGAAACCAGTCACAAACTAATTA
+AGACCGCTATTTCCGCTTTAGATCGTATGCAACATCGTGGTGGTATCGCCAGCGATGGTAAAACAGGTGA
+CGGTTGTGGCCTATTATTGCAAAAACCAGACAGTTTTTTTCGCGCCGTAGCCGCCGACAATAAATGGAAG
+CTAGGTAAAAAATATGCTGTCGGCATGATTTTCCTAAGCCCTGATCCCGTTGAAGCTGCACTTTCTAAAA
+AAGTATTAGAAGAAGAGTTAGCAAATGAATGCTTAACATTAATAGGCTGGCGCACTGTACCTATCGACAC
+ATCGGTATTAGGTGAAATTGCGATAGGCAATTTACCAACGATAGAACAAGTCTTTGTTGATGCTCCTCCA
+GGATGGAGAAACCTAGAGTTAGAGCGACGTTTATATATGGCGCGTCGTCGCGCTGAAAAGCGTATTACCG
+ACGAAAAATTTTATGTTGCCAGTTTGTCTTGTCTAGTAACAATCTACAAAGGGCTAATGATGCCTGTAGA
+TTTACCTAATTTTTATTTAGATTTAGCTGATATTCGCATGCAAAGTGCTATCTGTGTATTCCATCAGCGC
+TTTTCAACCAATACCTCGCCACAATGGCATTTAGCACAACCTTTCCGCTATCTAGCGCACAATGGTGAAA
+TCAACACCATTAACGGTAACCGTCAATGGAGTCGGGCGAGAACTCACCGCTTTAAATCACCATTATTGCC
+TGACTTACAAGATGCTGCTCCTTTTGTTGGCCAGACAGGCTCCGATTCATCATCTTTAGATAACATGCTT
+GAACTCTTTTTAGCTGGTGGTATGGATTTATACCGTGCAATGCGCTTATTGATGCCGCCTGCATGGCAAA
+ACAGTCCGTTAATGGATGATGATTTACGTGCCTTCTATGAATTCAACTCTATGCACATGGAACCATGGGA
+TGGCCCCGCTGGCGTAGTAATGACTAACGGCCGCCATGTTGCCTGTAACCTTGATAGAAACGGTTTACGC
+CCTGCTCGTTATGTTATTACTCGTAATGGTTTTATTACCCTCGCTTCAGAAGTAGGTATTTGGGATTACG
+GTGAAGATGAAGTGGTGGAAAAAGGCCGTGTTGGCCCTGGTGAAATGCTCGCCATTGATACCTACACAGG
+TAAAATATCTCATTCAGCCGATATTGATAATAATTTAAAGGAACGTCACCCTTATAGAGAGTGGTTAACT
+AAAAATATTCGCCGACTAGTCCCCTTTGATCAACTTGAAGCTAACTTGATTGGTCAACGTGTATTTACTG
+ATGCAGAGATGAATCAGTACCACAAAATGTTCAATTACAGCTATGAAGAAATTCAGCAAGTCATTCGAAC
+ATTAGCCGAAAATGGCCAAGAAGCGACGGGTTCTATGGGTGATGATACTCCTATGGCAGTATTATCGAGT
+CAAACGCGTACTTTATATGACTATTTCCGTCAGCAATTCGCGCAAGTAACAAACCCGCCAATAGACCCTT
+TACGTGAACGTTATGTGATGTCACTAGGTACCTGCATTGGTCGTGAACATAATGTATTTAACGAAACGTC
+GGGTCATGCCGATCGCATGTTGTTTTCAACGCCAGTGCTTATGTATACCGGCTTGAAACAATTACGAGAT
+TTAGATCCTGAGCATTATCGCTCAGATACATTAACGCTAAGTTTTGATGCAAAAGAAGGTTTAGAAGCCG
+CTATTAGACGCTTGTGTAATGAAGCAGAAACACTTGTTCGCGATAGCAGCACTGTTATTTTGGTGTTATC
+AGATAGAAATATCCAACCAGGTTTACTCGTTATTCCTGCGGCAATGGCTGTCGGCGCGGTACAGAAACGT
+TTAGTTGATCAACAGTTACGTTGCGACTCTAATATTATTGTAGAAACGGGTTCAGTGCGTGACTCGCATC
+AGTATGCGGTATTACTTGGCTTAGGTGCTACCGCTATATATCCTTATTTAGCGTTTGAAACGATTGAGCA
+ATTAGTTGAACAAAAGCAAATAGATTTATCAGCCCGTGATGCCATCGTTAATTATCGAGAAGGTATCAAT
+AAAGGGCTATTGAAAATACTCTCTAAAATGGGTATTTCAACCATTGCCAGTTACCGCTGTGCCGGATTAT
+TTGAAGTTATCGGCTTAAATGAAGATATTATGGAGCTTTGTTTTAGTGACTTACCAAGTCGCATTAAAGG
+AGCTGATTTCAGTGATATTCAACAAGATGCAGCTAACCTTGCACGCAAAGCATTTTTACCTCATCAAAAA
+GTTAATCATGGCGGTTTATTAAAGTACGTTCATGGTGGTGAGTACCATGCCTTTAATCCTAATGTGGTTA
+ATTATTTACAACGTGCAGTGCAAAACGGTGATTATAATGATTATCGTACTTTCGCCGATGAAGTTAATCA
+GCGCCCAGTAGCCACCCTGCGAGATTTATTAAAACTTAGGGATGACTGCGAGCCGATTGAACTTGACCAA
+GTAGAGTCTGAAGGAGAAATGTTCAAACGTTTCGATAGCGCCGCCATGTCAATTGGTGCGCTTAGCCCTG
+AAGCACATGAAGCACTGGCTATTGCCATGAACCGTTTAGGTGGTTTTTCAAATTCTGGTGAAGGTGGTGA
+AGATGAGCGTCGTTTTGGTACCGTTAAAAATTCTCGTATTAAACAAATTGCCTCAGGGCGCTTTGGCGTA
+ACCCCACACTACTTAGTCAATGCAGATGTCTTACAAATTAAAGTAGCGCAAGGGGCAAAACCTGGTGAAG
+GTGGGCAGTTGCCTGGTGATAAAGTATCGCCATTAATTGCTAAATTACGTTACTCAGTACCTGGTGTTAC
+CTTAATTTCTCCGCCACCGCATCATGACATTTATTCTATTGAAGATTTAGCTCAGCTTATTTTTGACTTA
+AAACAAGTGAATCCAAAAGCGGTTATATCAGTGAAATTGGTCTCTGGACCAGGCGTTGGTACCATTGCGT
+CGGGTGTTGCTAAAGCGTATGCCGATTTTATTACCATCTCAGGTTACGACGGTGGTACTGCCGCCAGCCC
+ACTTAGTTCAGTAAAATATGCAGGTTGTCCTTGGGAACTAGGTTTAGCAGAAGCTCATCAGTCATTGGTA
+ACCAATGGTTTGCGCCATAAAGTGCGTCTACAAGTTGACGGTGGTTTAAAAACCGGTGTTGATATTGTTA
+AAGCGGCTATTTTAGGCGCTGAAAGCTTCGGCTTTGGTACTGCACCTATGGTAGCACTAGGCTGTAAATT
+TCTCCGTATATGTCACCTAAATAACTGTGCTACTGGCGTTGCAACGCAAGATGAGGTTTTACGCGAGCAG
+TTCTTTAAAGGCTTACCTGATCAAGTAATGAATTATTTTAAATTTATTGCCCGTGAAGTACGTGAAATTC
+TTGCCGGTCTTGGTGTAAAAAGTTTAACTGAGATCATAGGCAGAACTGACTTATTAATACAGATTGATGG
+ACTTACGTCTAAACAAAGTAAATTAGATTTATCACCGATAATCGCACCTGTTGTTGCCGGTGAAAATACG
+GCACTTCATCAGACAGAAGAAAACACTGCATTTGATAAAGGTCAGTTAAATCAGAAAATTTTAGCTGCCA
+CCAGTGATTCGGTGTCTCATAGTAAAGGCGGTGAATATCGTTTTACTATTCAAAATACTGACCGCTCTGT
+TGGAGCAACCTTATCCGGTGAAATTGCTCGTCATCATGGCGATCAAGGAATGGCGTCTTCTCCGATTACA
+ATACATCTATCAGGTACTGCAGGACAAAGTTTTGGTGTTTGGAATGCTGGTGGTTTGAACATGATTTTAA
+CCGGTGATGCCAACGATTATGTCGGTAAAGGTATGGCGGGAGGTAAACTCACGATCAAGCCCCCTGTTGG
+TGTTGAATACGCTAGCCATAAAACGATGATTATGGGCAATACTTGTCTATATGGTGCTACTGGCGGGGTG
+TTATTCTCTTCAGGTCGTGCTGGTGAACGTTTTGCTGTACGAAATTCAGGTTGTCATGCAGTTGTCGAAG
+GCACTGGTGATCATGCCTGTGAATATATGACTGGCGGTATAGTTACTATACTAGGAGATACAGGTGTTAA
+CTTTGGTGCAGGAATGACCGGCGGTTTCGCATACATATTAGATGAAACAGGTGACTTAGATGTTCGTCTG
+AACAAAGAATCTATTGAAATGTTGGCTATTGAAGATTTAACCATTCACCAAGAACATTTACGTGGCATCA
+TCAATCAACATTTTGAAGAAACGGGTAGCTTGCGCGCTCATGAAATGCTTCATGACTTTGATCGATATGC
+ACCCTTATTTAAACTGATTAAACCGACAGCTACCGATGTAAAGACCTTATTAGGTCACCGTAGTCGTTCA
+AGTGCTGAACTTCGTGTCCAAGCACAATAATTGGTAAGAATTGAGGATTTAAATAATGAGCAAAAATGTT
+TATCAATTTATTGATGTAAAACGAATAGACCCAGCAAAGAAGTCGATTAGTGAACGTAAAATTAACTTCG
+TTGAAATTTACCAACCGATGGGTAATGAACAAAGTGCGGGTCAAGCTGACCGCTGTCTGGACTGCGGTAA
+CCCATATTGTGAATGGAAATGCCCCGTGCATAATTACATTCCACAATGGCTTGAACTAGTCACTGAAAAT
+CGTATCTTTGAAGCAGCTGATTTATGTCATGAAACCAACAGCTTGCCAGAGATGTGTGGTCGAGTTTGCC
+CACAAGATAGGCTTTGTGAATCGGCTTGTACCTTAAATGATGAGTTTGGTGCGGTAACCATAGGTAATAT
+CGAAAAACATATTACTGATACTGCCATTGCACAGGGTTGGAAGCCCAATTTATCTCACGTAGTAAAAACA
+GGTAAACGTGTAGCCGTTATTGGTGCAGGTCCCGCAGGAATTGGCTGTGCTGACGTATTAACTCGTAATG
+GTGTTGATGTTGTGGTTTATGACAGACACGCACAAATTGGTGGTTTACTTACTTTTGGTATTCCATCGTT
+CAAACTAGAAAAAAGTGTTATTCAAACGCGCCGTGAAATTTTAGAAGGCATGGGTATAGAGTTTCGCTTA
+AATATTAATGTTGGCACTGATATTAGTTTTAAAGATATCAGTGATGAATATGATGCTGTTTTCTTAGGCT
+TAGGTACTTATACCGATATGAGTGGCGGCTTTGACAATGAAGGAGCTCAGGGCGTTTATAACGCATTAGA
+TTTTTTGATTGGTAATACTCAGAATTTAATGGGATTTACTAAAGCGGACAATGCTCAAGTTAAGCCTTAT
+GTAAATTTCAAAGATAAAAAGGTTATTGTACTGGGTGGTGGTGATACTGCCATGGATTGTGTACGTACTT
+CCATTAGGCAAGATGCAACAAGCGTGACGTGTGCATATCGTCGTGATGAAGCCAATATGCCTGGTTCTCC
+TCGCGAAGTTCAAAATGCCAAAGAAGAAGGTGTTAATTTCGAGTTTAACCTTCAGCCGCTCGACATTGCC
+GTGAACGAACAAGGTGTTGCTATTGGTGTTAAGTTTGTTAAAACTCAACTCGGCTCACCAGATGCTAACG
+GTAGACGCAACCCAGAGCCTATAGCCGACAGTGAGTTTATTATGGAAGCTGATGCCGTTGTTATTGCTTT
+TGGCTTTTTACCAAGCCCACCTCAATGGATGGTCGATGCTGGCGTAGAGTTAGACTCTCGTGGTCGTGTT
+GTTGCTGTGGATAGCTCTGACTTTGCCCTGCAAACAAGTAAGCAGAATGTCTTCGCCGGTGGTGATATGG
+TTCTTGGATCTGACTTAGTCGTTACTGCCATTGACCAAGGTCAAAAAGCAGCTATGGGTATCTTAGATTA
+CGTGACTCAATAGTTAACAACTAGATAAATAATTCACCGTAATAATCTGAAAAGCTGCGCGTTTATAACG
+TGCAGCTTTGTTATTATCGCTATGCAACTGTAAGCTCAATCACGGAAAACTTCCGCTCTTTGCATACAGA
+ACTCCCTTAAACATTTATTAGAAACCCTTGACGCTCTGTCATACGATAAATAATAAGCCCTGCCTTAGTG
+GCAAAAGTGACGGTTAAAGACCCCCCCCCTCAAACATCGTAGTTTTTTAGCACCAATAAATATTGGCGCT
+GATGTTCCCTTGGTGCGCTAAGCGGAAGTTACACCGAAGTAATCCCTAACGTCCGCTTGAAGCTCATAGT
+TACCGTTGGATTTCACATCTGGACGCTAACTTTACGTCACGAAAATAAGCTTAATTACTCACTAGTCGCA
+ATACTTCATAATATTAGTTTAAGTAAATGAACTGACATAAATCAGCACCTTACTACATCCAATAATAAGA
+GTTCTGACCTGAGCCAGCATTCTTATTGTTTAGTTTGTTTCGATCGTAACATCCGCTCGACCACCTCTGC
+GAGGGTCAGTGCACTGACCATGTACATAACGACCATTAGCAGAGAACGGCCCTGAGTTACTTATATTAAT
+GAAATCCCCAATTATAAACTGATCGACAACACCTGTGGTAATTGACACATCGGTGAGTTTTGACGAACCC
+TTAGATTTATTAGGATGCCACCAATGGTGCCCTGGTTTGCTATCTATCCACCAGATCAAATAGAGATCAA
+CTGGCTCATCTTCTTTAACAAAAAAGATATCATTATTTTTGTAATGCCTGGACAATTCGCCGGTTTGATC
+TGCCAGACAGGCTTCAAAATCATCAATGCATTGAATGACAGAATCTGGCGCCAATAACCACCCATTTTGA
+GCAAAGCCACTTGCGTACCCCTTACGTGGGTTATTTCTTGTAGGATAAAACACCTCGGGTCTCTTAACCC
+TGATCCCATATCCGTCAGGCAATTTTTGTTTAATTTCACGTGGCAATTTACCGACCTTTGATAGCTGTTC
+AAAGAGAAGTTCACCTGATCTCGCATCCACCATATCAATTGGACCCGCGTAAGCAAACGTCACAAAACTC
+GTTAAATTTTCTTTACAAGCAGGTACTTGAGATGCCCCGACAATGGGTTGCTCATCATAAACAGGATCAT
+ATCTGTAGACTCCCCAATCCACATCCTTTGGACCCGTTAACGTACTAAATAACACTGAGCTTTCGCGGGG
+TCGTGGGGCTCCGGGAAGGAGCGCGCAATGGTAATCTAAATCAGGAAAATCTGAAGCACTAGGATCTCCC
+GGCTGTCCAAGATCAACACACTGACCCGGCAAATTAATAACAGATCCATCCATAGGGTTATTTATTTGCC
+GTGGGCACTGGAAAGGATTTGGGTTATCAGGGAAACAAGGGATATACCCTTCTTCCAGCTCGAGCCCCAA
+ACTAGAAGGGTCAGGGACTGGAGTTCGCGATATTTCAATAATATCGACAGGGAATTCAAAACTCCAATCA
+TCCTGACTAGTGAAACCACAGAAAAAGTTTGGTGGTGTATTATCTGTACCCAAGTATATATTTGCTGATC
+CTGCTTTAGGGTCGGTTGAACCTACCGCAGTAAAATCACACTCACCTCTAACCGGCTCAGCAAAACCGTT
+CTTGGTAAAATGATTGTCATTGCGAACACGCTCTCCTTCGTAGGCCGGTAAGTGAGCAAAAAGATTACTA
+CTAGCAAAAAACAAACTAGAGGTTAAAAATACCAAAAAGAATTTTATATAGCTTAACTTGCTTAAGTATT
+GTCGCATAAGAACTCCTAACTAAAAGCTTGGGATAATTACATGATACTCTCAACAATTTTGAGACAGTCC
+AGATAATTGACCTCCCTACTAAAGCTTCAGAGATGTCCAATACTGCATCTATAAATTTGCCTAATTGTTC
+TTTATTGTCTTGGAATTAATTCACAATAATACAAGGGTAATAATGAGTATCCGATATAACGATTAACTCA
+TTTTCAGTATCAATGGCCTGATTTTAATAGTAGCTACTACCTTTCGTTAAGTAAAGTTTAACTAAGATGC
+CCACTACGCTACTATCATTGCGATATATAAATTCCCTGAAAATATTACTTGTTTGATTATTTAATGCCTC
+AGATAGGAGGCAGAGAAGGAAAGAAATAGTTTCTCTTGTTAGTTATTAATACAGCATTTAAAAAGCCACA
+TTCAGGCTGAACGACTCAACGACGAAAGTCATCATTAAAAGACTCATGTTTTTATCTATGGGGAACTTCC
+GCTATTAGGAGACTGTTAACCTAAAGTGATTGTTCAGTCATGTTCGCTGTAGATCAAAATATACTAAAAA
+TTTCAGTATAAATTCCCAATGCTAATGACCGCAGTGTGGCATTAGTGATCATGATTAATTTCAATCTAAT
+TCAGTGATTGGTAATATCAAAAATGATCCGTAGTAACAGATATCTTAGATTACGTAATCCACTAACTCAT
+AGCTATATAAATAATTACCTTAATACGTAGTTATCTGAACAATAAAAAAGGTACGTTCAAAACGTACCTT
+GTTTATTATCTTTCTCAACTTGGTATATATCTTATCAAGTCTAATAACTGCTCTTACTCAAGTATTTCTA
+GCTAGCTATTCGCTCGTAAACACAAAAGTCTAATTGATGAATATTCTTTTCATCGCTCTCTCTAAGCTCA
+CTACTTACTTTTTCCCAACTGCCGTCCTCATAATTGGGAAATTTAGTATCGCCATCAATAGCAGCTTTAA
+TATGAGTAATGTATAAACGGTCTGCTTTTGGTAAACAATGCGCATAAATTGCACCACCACCAATCACCAT
+AATCTCTTCAGCGCCTTCAATACCATCGCTGCCATCAACTAAAGCCAGAGCTTGCTCTACTGAAGTAACA
+CTATCAATGCCTTCTGCTTGATAGTGTTCATCACGAGAAATAACAATATTACGTCGACCTGGTAAAGGTC
+TACCAATGGATTCAAACGTTTTACGTCCCATAATAATAGGTTTACCTAGAGTGACTTTTTTAAAATAGGC
+TAAGTCTGCAGGCAAGTGCCAAGGCATATCATTATCTTTGCCAATTATATTGTTATCAGCCGTCGCAACT
+ATCATCGATAAAATGGTCATACAAAACTCTCAAAATTATTTTCTATATTATCGCTAAAAAAAAGATAAAA
+AAAAGCACTTGTTTATAAAAATTTACAAGTGCACGATATCTGCATAAAAATCTAGATTACAGCTTCCGAA
+TAACTTTCATCTAAGTCCATTAATACACCATCCTTCAATATGTAAACTTGCTCAGCCATATTGATTGTTT
+CTTGTCGGTGAGCAATCATGATCCGCGTAATTGGCAAATGTTGGATCTGTTCACTAATTTTCGCTTCATT
+TTCTTTATCTAAGTGACTTGTTGCTTCATCCATAAATAACACGCAAGGAGATTGGTATAGGGCACGAGCA
+AGTAGTAACCGCTGAATTTGGCCACCAGATAAATTAGACCCCATATCACCTACAAGTGAATTATAACCCA
+TGGTCATCTTGTTAACATCGTCATGAATTGCAGATAAGTGAGCGCACTTTTCTATTTTTAGGTAATTTGG
+TTGGGGATCAAAAAAACTGATATTATCCGCAATAGAACCTGCCAGTAGCGTATCACCTTGCATAACTGCC
+GCTATTTTCTTACGGTAATTTTTTAAACCAACATGATTAATATCTTTACCATCAAGCATTACTTTACCTG
+AAGTGGGTTGCAATAAACCCAGCATAATTTTCATTAGAGTCGTTTTTCCTGATCCTGATGGACCAGTGAT
+AACAATCGAGTCCCCTGCTTTTACTGACAAATTAATATTATTTAATATTGGTGTTTGATCGTCGCTGTAA
+CTAAAGCAGATATTTTCTAGTGTTAATTGTCCTTTTGGTTCATCAGCCTCACTATTTGAAAAAACATCTT
+CACCTTCCCGGTTAGCTTCTTGTTCAGTCAAAGCAATATCGGCAATACGGTCAAGGTGTAAACGCATCAT
+TTTAAATTGAATAATTTGTTCTATTAAATTAGCAAACCTATTTGTTAATTGTCCTTTATAGGCGATAAAA
+GCCAGCACCATACCTACGGACAAACTATTAGCCATTACCATGATGGCAGCAAAATAAATAACTAAGACAT
+TTTCTAAACCAAACAACAGTTTGTTGAACGAGTCAAAACTGATATTTAACCTTCCTAAACTGATTTCACT
+ATTAATGACATCAGCATAACGATTTTGCCATATTCCTTGACGCTGTGACTCATTGCTAAAGAGCTTGATA
+GCTTGCATGCCACGAATATTTTCTAAGAAATTAGACTGCTCCTTAGCAGAACTTTGAATCAATTCTTCGG
+TAGCTTGATGCAGTGGGCGATATAGCATTAAGCGTATTATGGTATATAATACTATTGCACTAAGCACTAC
+CGCAGTGAGCTTCAAAGAGTAGAGCGCCATCATTATCAAGACAGTAATAGCCATGACACCATCGACTAAC
+GTTTCGACAAAACCAGTGGTAATACGCTCGCGTATTTGAGCAAGAGAACCAAAACGAGAAACAATGTCAC
+CAATATGTCGTGACTCAAAATAGTTCATTGGCAAGCGTAATAAATGTCTAAGCAGATTCACCCCCATTTG
+TATATTGAGCAAGCTAGAAAGGCGTAATATCAACCAACTACGCACCGCATTTGTGACAACAGAAATTACA
+ACGATTAAGGCAAAACCAATAGCTAATACCGTAAGTAAGGGTTTATCAAAACTTATCAGTACTTCATCGA
+TTACCCATTGCATATAATAGGGGGTCATTAGTGCAAACACTTGCAACACTAGCGATAAACTAATCAATTT
+AACAAGCCCAGCTTTTAAACCCGACATTGAACTCCACAGTTGGGTGAATTTCATGCGGCTTTGTTCTTGC
+TTTATTTCAAATTTATTTGTAGGTGTAAGCTCTAAGCATATGCCAGTAAAGTGCTTACTAAACTCTTCCG
+TAGATAATGTGAGCTTGCCAACAGCGGGATCATTGATCAAATACTTAACTGACTTTCCCTTGCCTGACAC
+TTGGGTTAGCACAACAAAATGATTTAAGTCCCAATGTAAAATGCAAGGTGTCGCTAATTTATGTACTTCT
+TCAACAGAGCACTGTAAAGCACGACAGGCTAACCCTAAACTATCACCTAACTCAATAAGCTGCTGGAGAT
+TCATCCCCTTTAAATTGGCAGAAAAGCGCTTGCGCATGGCGACTAAATCTAATTGATGACCATAAAATGA
+AGCTATCATGGCGATAGAAGCTAAACCGCACTCAGCAATTTCAGCTTGGAGGACCAAAGGAGTTGTCTTT
+GATACTGTAAATTTAAGTCGTTGTTGATTAGGCGAAGTTTTTATCATTTATTATTAAGTTATTTTTTATT
+TAAAATATATTCGAATATAGAAGCAATAATGATTGAAAACATAATAATAGTTAAATCTACTTTAAAATAG
+AAAGCAAAAAAAACTATAACTATTACCATCACAGTTCCCAGTTTTTCAAACTTCATCATTAACAGCCTTT
+AAAGGAAATATGTAAGCATGGAGATGCTGATAAGATAATGAATAAACCATTATCGCAACAAAAAAAATAT
+AACCTAAAACATCAAAGTCATTTCTAAAAAAAAGAAAAGCCCCTCCTCCCAATACCACAGGCATAGCAAT
+AAAATATACATAATCAAACTCAACTTTTTTTCTACAATTTACACAATCAACACTTTTCTTCTTAAGTAAG
+TCGTATTCTTTTATTAGGTTTTTTTTACAATTAGGACACTTTCTCAAACCACATCTCCTTATTAATTTAA
+ACGTATAAACGCCCATTCATATTAGGGCGTTTATATTTTGTACTAATTAATTATTATTTTTATGCCCACC
+CCAAACGTGCTCAACTAAACCATATGTGGCCAAACCTAAAGAAGCTCTTCTAAGTAAATAGCCCCCTAAA
+GTTCGAGCCCCTGCTGAACCAGCAAAAGCTAGGGCAAAGCCTAGTAAATGTACTATTCCACCATTTACTT
+CTTTAATTTCGTTTACGTTTAATTCACGCATAATGATTTACCTCTTAATTATCGGTATACTACCGATGTT
+GATTGCTAACAATTGTTAGCTATTAATAGGCTAGATTGATTCGTCCAACAAAAGCTGAGTCAATCTAGCC
+ACTTTATTTATATTTAAGTCATAGTGACTCAAACAGTAAATAATTTGTTAGCCAAAAAATAATAATATTC
+TTATAATCTTGGTAATTTTTCCTTTCTACGATATACGGCCCCGTAAACTATAGATAGGCTCTAACAACCA
+TTCAATGAGTGAGCGCTTTTCCAGCATAATATCTGCCTCAAACAACATGCCACTTTTTAAGTCAAACGAT
+TTACCAAAAGCCTTCATTTGTTGTTGATTTAATTTTGCTCGTAAACGGTAAACAGGCTCCTGTAATGCAA
+TGGGTAATTGTATTTCACTGGGTGTAATCAGTGTCTGATCAATACGAATAATTTCACTATTGATAAAACC
+AAAACGTTGATAAGGAAAAGCATCAAAGCGTAGGCGGGTATTATTACCAACTTGAATAAATCCAGCAGAT
+CGTGTGGGTAGTAAAAGCTCCGCAATAAGCTCTGAGCCCTCAGGTAGTATGTGCAGTAGCGGTTTAGATT
+GTGCTTTAGATTGCGATAAGGTTTCACCTTCTACAACCTGAACCCCAGTTACTACACCGTTGTTGCTTGC
+TGTGATGGTGTATTTATAGTTACTCGCAACTTGGACTAATTGACGCTGAAGATCTGCTTGTTGGCGTTTA
+AGGTTGTTAATACGCAAGGTATATTGCTGAGGAATATTTTTAATATTGAACGCTATTTGGTTTAATTGAT
+TTTGATGTTGAAGCAACAAACGGGCAATATTTTGTTTTTCTTGTTTCGCTTCGAGTAGCGCTTGCTGTTG
+GCGATCATTTTCTAAGTTAGATAAATAACCACTTTTATTTAGTTGATTAAAATCTAACTGTTGCTCAGTC
+AACAGCGTTAACTTTTCATCAGCCAATTCTAATTGATCTTCCAGTGCGATTTTTTCATTATCTAACGCCA
+TATTTTGAGCGTAAAGATTAGATAACTCTTGTTTTTTTAAGGTCTGATGTTGCGATATTTCATCAATCAG
+TAAATTTGCTTGAGCATTGAGTTGTTCGGCAAGTTGCGTACTTAAATCAATACCATTGCTATTATTTTGT
+TGAACGATAATAGTTGCAAGTGATTGACCTTTTAAAACCTTATCACCTTCTTTTACCCATAATTTTTCTA
+TGGTGCCGCCTTGATTAGCAAAACTTTTAATAACACCTTTATTTGGCATTAAAAAGCCACGGACGGTTTC
+TTTACGAGAGTATTCAGCACTAAAAAGGAAGGTAATAATGGCGATAGCAATTGAGACTAAAATGAGTACA
+GTTAGTTTGATAGATAATGGTTGAGCTAAGGTAATAGCACCTGTTAAACGCTCACTTTGATGTGAAATAG
+CTTCCCTTCTAAATAGTGACATATCAATCCTTTGAATATGTAGTCGATAAAGTTACATCTGTTAAAAAAC
+CTCGTCTAGTAATTATATTAGCTAAAAATAGATATAAATAAAGCCAGATTTGCAGAAAATTAAAAATTGT
+AAATAAAGTCAATTAGTATCAGCAACTTAAAATAACAAATATTGTTTAGCATTTAAAAGCGATCCTCAAG
+TCGATTTCAATCAGAGTTAGGTAAGCTAAAAACAAGACAAAAAAAAGCACTTGTTTATAAAAATAAACAA
+GTGCTTAGTATCAACATGGTATGTTATTGACGATATTCTACTTCAACATCGTAATCATCTTCATCCCAGT
+CGTCATCATCTAGGTCGTCATCTTGAGAATGAGCAGCGATAGTTTCTTCATGGTAAGTATCCCATTTAAA
+CTCAACGGTTTTACCATCAATCACTTCTTCTTCTTCAGGCGGTAATTCTTCAATGAAGGTCATTACTTTC
+TGCGTTAATTCTTTTGTACCTGAACGATTAAAAGCAGAGATGCTATGCACCTCACCTTTCCAATCAAGAC
+CGGCTATAATAGCATCAGTAATTTCTTTTGCTTCTTCTTCAAGTACTAAATCAAGTTTATTGAAGACAAC
+CCAACGAGGCTTTCCTGCCAGTTTTTCATTATGCTGTTCTAGCTCGCTGATAATTACTTTAGCGTTCTCT
+AATGGGTCTGAGCCATCAACAGGCATAATATCAATAACGTGTAATAATATACGACAACGTTCAAGATGTT
+TTAAGAACTGTGTTCCTAAACCTGCACCGTCAGCTGCACCTTCGATAATTCCTGGGATATCAGCAATAAC
+AAAACTACGCTGTGTATCTAAACGTACTACACCTAAATTAGGTACTAAGGTAGTAAATGGGTAATCAGCT
+ACTTTCGGTGTTGCTGCTGAAACACTGCGTATTAAAGTAGACTTACCTGCATTAGGTAGACCTAACAGGC
+CAACATCAGCAAGTAACAATAATTCAAGTTTGAGGCTACGAATTTCACCTGGCGTACCATCAGTTCTTTG
+ACGAGGTGAACGGTTAGTACTACTTTTAAAACGTAAATTACCTAAACCATGCCAGCCACCTTTAGCAACA
+AGCATCTTTTGGCCTTTATAAGTTAAATCACCAATTTGCTCACCCGTGTCTTGATCGACAGCGCGTGTTC
+CAACCGGTACTTTTAACACTAAATCTTCAGAGCCTTTACCTGTACAATTCTGCGGTTGACCATTTTGTCC
+ACGTTTAGCACGATGAAAACGTTCAAAACGGTAATCGATTAAGGTATTTAAACCTTCGTCAGCCATTAAA
+TAAACATCGCCGCCATCGCCGCCATCACCACCATTAGGGCCGCCATACTCAATAAATTTTTCTTTACGGA
+AACTGACACAGCCGTTGCCGCCATCACCCGCTTCAACTCTGATCTCAACTTCATCAACAAATTTCATGGA
+ATCTCAATAACCCTAATATGGTAATTCTTGTTCAATTATGATTAGTATAAACTATTTTTGACCGACTAAA
+AATGAATCTCTACTCAGTCAAAAAAAAACTAAAAAAAAACCTCGCTATGAAGCGAGGTTTTTATAAATCG
+AAGCTTATATTAGTCAGCGATAATGCTAACAAACTTACGACTCTTTGGACCTTTAACTTCAAATTGTACT
+TTACCGTCAGATAAAGCAAATAAAGTATGATCTTTACCGATACCCATGTTGCTACCAGCGTGGAAACGAG
+TACCACGTTGACGAACAATAATGTTACCAGCTAAAACAGATTCGCCACCAAAGCGCTTAACACCTAGGCG
+TTTTGCTTCTGAATCGCGACCATTTCGAGTACTACCCGCAGCTTTCTTATGTGCCATGTCTAAATGCTCC
+TATTAGCCGTTAATACCAGTAATCTTCACTTCAGTGAACCATTGACGATGGCCCGCTTGCTTACGTGAAT
+GCTTACGACGTTTAAATTTAACGATAGTAATTTTAGGAGCACGAGCTTGTGTAACAACCTCAGCAACTAC
+TTTACCACCAGCAACATAAGGCGCGCCTACATTGATGTTATCGCCATTAGCGATCATTAAAACGTTATCA
+AATTCTACTGTTGCGCCTACTTCAAGCTCAAGCTTTTCTAGACGAACTGTTTGTCCTTCGGTTACACGAT
+GCTGTTTACCACCGCTTTGGAATACCGCGTACATAGCTACTCCGTACTGCGTCATTATATATGTGACGCT
+AATTTTAAAAAATATAGGTCGCGAATTCTACTCGAAGAAACTACCTAGGGCAAGTCTAAAAGTGATCATT
+TATTAACTTTATTGACCATTTATGCTTTTTAATTACTTTTGCTCTAAGAAATTAGAACAAAGCCAGCAGA
+AAGCTACTTTTGCCTAAAATTTAGTGTAAACTTTCCCATATCAACTAATTGAATACATTTGATTATTAAC
+TAATCAAAATAGCTAAAGAAAAGTGGTATGGGCAATAAAGACAGTATTAAAGCAATACAGGCATTAGCGC
+AAAGCGATATGGCGGCAGTAAATGATCTTATTTATGATCAATTACAATCTGATGTCGCACTCATTAATCA
+ACTCGGTATATATATTGTTAACGGTGGCGGCAAGCGTATGCGCCCAATGTTAACAGTGTTGGCGGCTAGA
+GCATTCGCATACCAAGGTGACAAACATTTGGAAATTGCGGCAATTATTGAGTTTATTCATACTGCAACCT
+TACTCCATGATGATGTCGTCGATGAGTCGAATATGCGTCGTGGCAGAGAAACCGCTAATGCTTTATTTGG
+TAATAGCGCCAGCGTACTAGTCGGTGATTTTCTTTATACTCGCTCTTTCCAGATGATGACTAAATTGGGT
+GATATGCGCATTATGGATATTTTATCTGAGGCCACTAATATAGTTGCTGAAGGTGAAGTATTACAGTTAA
+TGAACTGCAATGATGCAAGCACCACCGAAGAAAGTTATATGCAGGTCATTTATTGTAAAACGGCGAAATT
+GTTTGAAGCCGCAACACGCCTTGCTGCCGTTATAGCGAAGCAAGATGCTAAAATAGAGCAAGCCATGGCA
+GACTATGGTAAGTATTTAGGTACTGCATTCCAGTTAGTTGATGACATTATGGATTATACTGCTGATGCTA
+AAGAAATGGGCAAAAATGTCGGTGATGATCTTGCTGAAGGTAAACCAACATTACCATTATTATATGCTAT
+GAAGCACGGTAATGAGGCTCAACAGAAATTAATTAAAGAAGCTATTGAGCTTGGTAATGGCATGGATAAC
+CTTGAGTTGATTCTTCAAGCGATGGAAGAAACAGGTTCTTTACGTTATACCCAGAAACAAGCTGAAATTG
+AAGCTGATAAAGCCATCAAGGCACTCAACGTCATTGCTGATAGTGAACACAAACAAGCGCTTATTTCTTT
+AGCACATATAGCTGCTAATCGAAGCCATTAATGTTGTAGCCATTATGAATTAATATGTTAATTCGCACCC
+AAAATTAACACATAAAAAAACGCTGTTATCAATCGATAACAGCGTTTTTTATTGTCGGTTTTAAGGCTGC
+TTAGCTAGCCATAAAATCAACACCTTCTTGAATATCTTTTTTCAAGGTAGCAAGCATATCTTCTTTAGCT
+TTTTGTTCAAAAGCGCTTAACTCACCGTAAGGTAAAATTTCACTTACACCGTTAACGCCTAAACGTACAG
+GTTGTGCGAAAAACTGTGCATCAGCACCGTTACCTTCAACATAAGCGTAATCTACAACATCTTCACCTTG
+TAGACCTTTAACTAAAGACATACAAAAACGTGCTGCTGCTGCGCCCATTGAAAGTGTAGCTGAACCGCCA
+CCCGCTTTAGCTTCAACTACTTCAGTACCTGCATTCTGGATGCGAGGAGTAAGTGCTGCAACTTCTTCAT
+CTGAGAAAGTAGCGCCTTCAACTTGAGATAGTAATGGTAAAATAGTTGTTCCTGAGTGACCACCAATAAC
+TGGTACTTTAACAGTAGCAACATCTAAGCCTTTAAGTTCAGCAACAAAAGCTTCACTGCGGATAACATCT
+AATGTAGTAACACCGAAAAGACGAGCTGCATCATAAGTGCCAGCTTTTTTGAATACTTCAGCAACAATTG
+GAACAGTACCGTTAACTGGGTTAGTAATTACACCTACCAATGCTTTAGGACAGCTAGCAACAATGCCTTC
+AGCCAATACTTTAATAATACCAGCATTTACGTTGAATAAATCAGCACGGTCCATACCTGGCTTACGCGGC
+ATACCAGCTGGAATTAAAACGATATCAGCACCTGTTAATGCACCGTTAAGGTCGTCACGACCAAAACCAG
+CAACTTTAACGTCAGTTGGGATGTGTGATAAATCTACAGCAACACCTGGAACAACAGGCGCAACATCATA
+TAAAGATAACTCAGAACCTGCTGGTAATTGAGTTTTTAATAGTAATGATAATGCTTGACCAATACCGCCT
+GCGGCGCCTAAAACAGCTACTTTCATGTGATTTCTCCGAAACTAAGTGGGTTTAATTAGTGTAAAATTTG
+TTATTAAAATATTATTCGAGTAAATACGTTAATTTTTTGCTGACCAAAAGATATAGCATAAGCCAGTAAA
+AAACAATTGTTATACTCTATTACTCAGATATTAACTTTCAGTATTCTGATGCGATGACGTATACTATCTT
+TATTTATACTGATTACAAACGCCACTTTAGTCTACTACAGGGTTGATTACGCATTATGAGCGGTTTACAA
+AAACAAGAAGCACTCGTACAAGAATTTAAAGATTTACTTAAACAAGAACAGTTTGGCTCTCAAGGTGAAA
+TCGTTGATGCACTGAAAGCCAATGGTTTTGACAATATCAGTCAATCAAAAATATCTCGTATGCTCAGTAA
+GTTTGGCGCAGTAAGAACACGAAATGCTCGCCAAGAGATGGTCTATTGTTTACCTGCTGAATTGGGCGTA
+CCTACCGCACAAAGCCCTCTTAAGCAGCTAGTATTAGAAATAGAGCACAACGAAGTTATGATCATCATTC
+AAACTAGCCCGGGGGCTGCGCAATTAATTGCCAGACTTCTTGATAGTTTAAGTAAAAGTGATGGCGTACT
+TGGTACTATTGCTGGTGATGATACTATTTTCATTGCTCCTAGCGATGTCAGTAAAATTAATGAAACCATC
+AAAAAATTAGAGCAGCTATTCTCTAAAAACTTAACCTAAACTTTATTTAAACAGCGCTTAGGTTAGTTAG
+AACTTTCTTTATACTGCTTAGTAACGCTTGTCCTGTAACAGGCTTAGGCATATGCAAGTTCATTCCCGCC
+GCTAGACTTAGCTGTTTATCTTCTTCTCGGGCATGAGCTGTCATAGCAATGATGGGTAGGTATTGATAGT
+TACTTTGCGCTCTAATATGTTTAGCTGCGGTGAGTCCATCCATAATCGGCATTTGAATATCCATTAACAC
+CACATCAAAATCTTGCTCTGCTAACAGATCTAAAGCCTCTTGACCATTATCAGCTATCGTCACTTTAGCC
+TGCATGTTCAATAACAACTCTTTAGCGACTAGTTGGTTAACTAAATTGTCTTCCACCAATAAAACTGACA
+CTTCTTTTAGATTGTGCTTATCATGAGTAATTGCACATTCTTGCCTATTAGTGGTTTCTGTTTTTTTAGA
+TATTATCCCTTGAGAACCCTGAGAATATTCAGCGATCACGCTTAAATTTTTATCCTGTTGTGCTGAATGC
+TCGACTTTATAAAATAGTGCTTGTGATATTTGATCAAGCGCATAACGGAACAAAGGCATGTCAACTAATA
+GATAAGGCACAGACAGTTGATCTAAATAGTTACAAGTATTGTTATTCAATTGAGTTAATGCCGGCTGACA
+CAAACAGAGTAATCTAAACTCATTTAAAGGTGCTATTAACTCTTGTTCCCTTTGTTGCTTAACAAAGTCT
+GCTTCACCGATCAGTAAGATACTATTATCCGCAATATCTAACTGACATAACGCTTCAACACTATTAACGC
+CATGCAACAGCCAGTTCATTTTAGCAATACTTTGAGTAAAGCTAGCTGAGAGTGTTTGATCAACCGCATA
+AATAGTAATATCCGATAATAGCGGCTGACTTAGCTCTGCAGGTAAAGTAGTCATAAACTCTTCAGTAACT
+TTTTGAGCGGTATTATTAGCTCTCGCTGAGTCTTGCTGCGCCAATGTATCGAGTTGAACTATTTGAAAGG
+GTAATACAAAGCTAAGCTCACTGCCTTGACCTAATTGGCTTGTCAGTTTTATCTTACCGCCGAGTAGCTT
+AATGATTTGCTGGCAAATAGATAGACCTAAGCCTGACCCACCGTATTTACGAGTCATTGATTCATCGGCT
+TGACTAAAGGCATTAAACAAATGACTTTGATTATTACTAGCAATACCGATACCAGTATCGCTCATTCGAA
+AGCGTAATTTAGCTACGGTATCGTCTATAGAAAGCACATCAATAGTTAATTTAATCTGGCCTTGTTCAGT
+AAACTTGATAGCATTATTAAATAAATTAGCTAGCACTTGCACTAGACGCATTTCATCACTAATTACATTG
+CTAGGCACATCTGCACTCATATCAACAATGATCTTGACGCGTTGATGATCGACATTGGTGATATTGAGTT
+TTAACGCCTTATTAATAATGATTGGCAGGTTGACTGCATCTTGGCTGACAATCATTTTACCCGCTTCTAT
+TTTAGATAAGTCCAACAGTTCATCAACAAGATGAAGCAAGGTTGATGAGGCACTTTGCGCATTTACTAAA
+TAATGTAGCTGACGGGTATCTAGGGAAGTATGAGCTAATAAGTCCATCATGCCCTGCATAGCATTGATTG
+GTGTTCTAACTTCATGGCTCATATTTGCCAGAAACTGAATCTTCACTCGGTTAGCATACTCAGCTTGATC
+TCTTGCTTTTACCAATGCTGATTGTGTTGCCTGCTGTGACGTTACGTCATGAAAAATACTGATAGTGCCG
+AGAATATTACCTTGTTCATCGGTAAACTGATTACAAAAACCTTGATAGATAAACTCCCCAGCTTTAATTA
+AAGCTTGCTGAGGGTAAACATTATTATTCAGAGCATTTAAAATTTTAATTTCTTCTGCCAAAGGAACCGG
+CATAAAACTGGCTGAGTTACTTCCTAACATTTGTTCTACAGAATGATTAGCCAAGCGCTCAAAAGCCTTG
+TTACACCCCATTAATGAACCATCAGGATCATTAAAGACGATCAATTCAGGGATGGCATTCATCACCGAGC
+GCAATAGGGCGTAATCACGTTGGTGCTTAGTACTTGTTTCTTGTAGCGCTTTAGTCTTTTCAATGACACG
+GCTATCTAATACATCATTTTGCTCGGTTAGTTGTAATAATAAACTACGGTTCTGAGCAAATATATCTTCA
+ACCACTTGAAACCAATGCAACCAATCCGCTGCTGGGGTAACTTTGCCAGGGTCTCCTTGAGCGCAATATT
+CAATATGACTTATAAATTCAGTAGTTGGCTTAATAAAGGTACGCTTTGTCATGGTATTAACTAACATCAA
+AAATGCGAATAAGCCAATGAATAGCATCGCAAAAACAAAAATAAAATCACTATACTGAGGCGCTGAAAAA
+TCCTCATATTGTTGATATTTAAGTAAGGTCCAACCATTAGCGGTGAGCTGCTGCTTTTCAATAAACCAAT
+CACCTAAGCGCTCGGTATCTCCCATTGTAGCTAAATGCTTAGCACTAAGGTATTGAAGTGATTCAGGTAA
+CAGATCTTGCCAAGAAGCACGGTAGCTTAACGACTCTTTCCCCAGACGTTTTGAAAGTAAAACATCATTA
+TTTTCATTATATAAAACAAAGCCTTGATTGTTTGATTCTAATTCAGGCAAACTGGCATGTAAACGCGATA
+AATTGATATCAATAACTACTGAGCCTAACAACTTGTCCTGATGAAAAACACCTGTGCCTAATGAAGCGTT
+CATACCGCCGCCCGCGGCATCTAGATATGGTGGAGACCAGATAACATGATTGTTTTTTGCAGTTAATACT
+CGCATAGCTTTATTATGTTGGCTATCGAGGGCTTTTTCACTAAACTGCCATATTTCGCGATCAACCCAAG
+GGTATATATTCACAAAATTATCCAAAGAAATATAATAAAACCATGTAGCTTCTTTGAGGATATTTTGCGA
+AGCAATGAATGCAGGGGTTAGTGCATTAGCCATGGCAATTTCTTGTTTTTTAAGCTCTCCAAACTTACTT
+ATTTGTCCTATACCTGTAATATTACTACTCAAGCGTTTACCCTGTTTAATAACATCATGCTGAGGCTTAT
+TTAAATAAAACAGGTTTTCTTGTTGTAACAAGGAAGGCATGGGAATGTTTATTTCATTGGGATGCTTCAG
+AATATATTCGGCAAGTTCTTGTATGCCAACTACCGCTTGCACACTTTGCTCTAGCATAAAATTTAACTGT
+TGCGCTTCTTGCTGGAGCTCAAGCAAACTTTGCTTTTTATGCTGTGAAATTTGATTGAAATAACGTACTG
+AGGCGGCAGAGAAGGCAATAAGAATAATGACAATAAAGGCAACTACAACGGTGATATTATAACGCCTAAA
+AACTGTATTTATACCTGCTTGGAAATACACTAAAACGCCTTAATTTTTTGTTTAAATAACTAGATAACTT
+GATAAGTTAAAGCAGTCACCTCATTTAAACAAGCGTTAAACAAGGAAAGTAGCGTATTTAACTAGGGTCT
+GTTGATTCTTTCGCGGTTAAATTTTGTTCGCCTTTTTTAAAGAGAATAAAGCGTTTTAATCTCGGCGAGT
+AGTGTGTAGCTTAATCACTCTAAGCAAATGCTACTCAACAAAGAGTAAAACGCTTTTAGCCGAATCCTTC
+GGACAGCGTTTGTTGGACATTTTTACGGCGTTATCACCTTTTTATGTGGAACAACCACATGACAAAGGCT
+CTGCCTTGTATAAATCCCCAACAAAACGCTGTAAAAACAATCTCGAAAGTTCAACAGGCCCTGAGCTACT
+GTTCCAAGTGCATTCGCAAACTATAAATTTTCCTCTGCAAAGGAAGCAAGTCGGCTTCGTACCACGCCGT
+TTAAGTTAACAGTAGCAGAGCCTGGAAAGTCTTTAAAACGCTCGACAATATAAGTCAGCCCAGAAGTTAC
+TGCAGTCAAATAGTTACTATCAATTTGCGCCAAATTTCCCGAGCAAACGAGTTTAGTTCCTTCACCACAG
+CGAGTGATAATGGTTTTTAGCTGAGCCGCTGTTAAATTTTGACACTCATCAAGCAGTACTAGGGCATTTT
+GAATACTCCGCCCACGCATAAAGTTCACTGACTTAAATTGGATATTGGCTTTATCCATAATGTAGTTCAA
+GCTGCCATGCATGCTTTCATCTTGTTGATGTAACACTTCAAGTGAATCAGTTATTGCGGCGAGCCAAGGC
+GCCATTTTCTCTTCTTCGGTACCTGGTAAAAAGCCAATGGACTCTGCAATTTCAGGAGTACTACGTGTAA
+CAATTATTTTATCATAAAGACCACGTTCTATTACTTGTTCTAACGCCGAAGCTAAGGCTAACAAGGTCTT
+ACCGCTACCTGCTGGTCCGGTAAGGATAACTAAATCAATAGTAGGGTCCAATAATGCATCCATCGCCATA
+CCTTGATAAATATTTTTAGGATGAATGCCCCAAGCATTCTTCGCTAACAGTCGTTCACGTCCGAGATCTA
+AAATAGCGAGTTTATCGTCATCCCAACCGGTAACCTTACCAGCAAAAGTGCCACTGTCATCAAGTAAGTA
+TTCATTGATGTAAGTTGAGGGTACTGTTTCTCGAGAAACATAATGGGTAGTATTTCTTCCTTCCGTCTCG
+CTATCAACGGATTGAATTTGTTGCCAAAAGTCTCCCTCAAATTTATGGTAGCCTTTCGTTAAAAATTGGA
+TATCATCAATGAGCTGATCAGTTCTATAATCCTCTACGTGTGCCAGACCTGCTCCCTTGGCTTTCAAGCG
+CATATTGATATCTTTAGTGACCAAGACTATTTTTTTATTTGGAGTTTTCTTTTGAATATGCAAAGCCGCG
+TTAATGATACGGTTATCATTTTCATTGAAAGATAAGGTGTGTGCAGTTTTCTCAAGGGCATAATCATTAA
+TAATGGCGAGGCTGCCACTGGGGTGTTGGTCATCGTTTTGAGGTAGTTTTACGCCAGCAAGTACTTGCTC
+TGGACTGGCATCTCGTAACGTATCTTCAAGCGCTCGTATAGCAACTCTAGCATCACGGCTGACATCTTTT
+CGCCTATCTTTAATTGAGTCGAGTTCTTCCAGCACTGTCATGGGTACAACGACATCGTGCTCTTTAAAAG
+ATAAAAAAGCGAAAGGTTCGTGCAAAAGGATATTGGTATCTAATATATAGATAATAGGTTGGTCAATTGT
+CTCGTTGATTTGAGACGTTTGGGTTGAATTATCACTTAACATATTCTCATTATTCATATTCTCTTTAGTC
+ATGGCTAATCTCCGTGATTCACTGACAAAACAAATATAAAAGAGCAATCCGTAATCAATACCTATAAAAG
+TATAGCTTATTCACAATAATATCTTACTTATCACTAAGCAAGCATAATTTTTTAATGATTCCGTCTATGA
+TTAGGAGTACTATAGCGCTTTTTTTTTACCCCTAGTTTTTAATGTTTAGTATCGCGCTTAATCAAATATA
+AAGTAATAACTAAGCAATCGTTGGAGAAGTAAGTTTATGCCATTTCAGGTAGGTCAGCGTTGGATCAGTG
+ACAGTGAATCAGATCAAGGATTAGGTACAGTAACAGGGGTTGAACACCGCTTTGTTAATATTGTTTTCAC
+TGCTACAGGTGAATCCCGCAAATATGCTAAAGATAATGCCCCACTAACGCGTGTTATATTTAATAAAGAT
+GACCTTATTCCTAGCCACGAAGGCTGGTCTTTAAAGGTAATTTCACATAGTGAAGCCCAAGGTATCATCA
+GCTATGAAGGTATACGCCAAGATACCAATGAGCAAATCATCCTAAAAGAAGTGATGATAGATCACTTTAT
+TAAATTCAATAAACCTCACGACCGCTTACTTAATAGCCAAGTTGATCGTTTAGACTGGTTCCGCTTGCGC
+AAAGATTGTTTACAACATCAGTATCAACAGCAGCAATCTGATTTAACAGGTTTGACGGGCGGTCGAGTCA
+GCTTAATACCACACCAGCTTTACATTGCCGATGAAGTCGGTAATCGCTTTGCTCCGAGAGTTTTACTTGC
+CGATGAAGTTGGCTTAGGTAAAACAATTGAAGCCGGTTTAATAATCCACCAGCAATTAGTCACTGGTCGT
+GCAAAAAGAATTTTGATCATCGTGCCGGAATCTTTAATGCATCAATGGCTGGTTGAAATGCTACGCCGAT
+TTAACCTTAACTTTAGCATTTTTGATAATGAACGCTGTGTTGAAACCAGCCAGGATAACTATGTTGATGG
+TAAGAAAGCTAATCCTTTTAGTTCAGAACAATTGGTATTGGTTAATCTAGGTTTTATCACTAATAATCCA
+CAATGGTTCGACGCACTGGTTAGTGAAGATTGGGATTTGATGGTTGTCGATGAAGCGCATCACTTAAACT
+GGCAACAAGATAAACCTAGTATTGAATACCAATGTATTGAACAACTCGCGCAAGTTATCCCTGGAGTTTT
+ATTATTAACCGCTACTCCTGACCAATTAGGTCATGAAAGTCACTTTGCTCGCTTGCGTTTACTTGATGCT
+GACCGTTTTTATGATTATCAAAAATTTACCGAAGAAGAGTCCCACTATAGTGAAGTTGCTGATGCCGCCA
+ATGCATTAGTTGAAGGGAAGCCCCTTTCTAGTGAGCAAGAGACAACACTCTCTGATTTATTGAAAGAAAC
+TGATATCAGCATTCAACTAACAGAGTTAAACCAAGCAGACAGTAAAGAATCAGCAAAAGTACGCCAAGGT
+TTATTAAAACAGTTACTCGACAGACATGGTACTGGTCGTATCTTGTTTAGAAACTCTCGAAATACTATTA
+AAGGTTTTCCTGCCCGCCAAGTAGTGCCTACAGTACTTATTATGCCCGAGCAATATCAAGAAAATATTAA
+TGAGTTTATGCTCAGTGACTGCCCAGAAGCCCTAGCTAAATCAAAGCAGGCTAAATATATTTTCACTCCA
+GAAATGCTACACGGCTTGGATCAACGAAATGATACGTGGACTGATTTTGATCCTAGAGTTGATTATTTAA
+TTGACCTATTACAGTCGCTTAAAAGAGAAAAAGTCTTAGTCATTTGTGCAAACGCCCAAACAGCTATTGA
+TTTAGAAGCCGTTCTTCGTATTAAAGAAGGTATCCGCAGCGCTGTTTTCCATGAAGGTCTATCGATATTT
+GAACGCGATAAGGCTGCCGCCTATTTTGCCCAAGACGAAGATAGTGCTCAATTATTGCTTTGTTCTGAGA
+TTGGTAGTGAAGGGCGTAATTTTCAATTTGCTCATCATCTAGTACTTTTTGACTTACCAAGTAACCCTGA
+TTTATTAGAGCAACGCATTGGCCGCTTAGACAGGATCGGACAAACAGAGATAATCCGTATTCATGTGCCT
+TACTTTGCAGATTCGGCACAGCAATTATTATTTGATTGGTACCAACAAGGTATGCAAGCATTTGAGCATA
+CTTGTATTACGGGTCGAGTGGTTTTTGAAACCTTCGGTGAGCAATTACTCTCATTAGCATTAAGCTGCCA
+GCAGCAGTCAGTTGAGGCAGAATCACTCATCAGTGATAGTTGGCAGAAACATTTATCTATTAAAGCGGAA
+TTAGAATCTGGCCGAGATAAATTATTAGAGCTGAACTCATCTGGACAAGGTCGTGCACATGAGTTAGTTG
+AAAAAATCCAACAAGTTGATAACGACATAAACTTGCCTCAATTTATGTTTCAAGCACTAGATGTTTTTGG
+TGTGCAGCAAGATGATAAAGCCGATAATGCTATTGCCTTAAATCAAAGCGAGCATATGCTTAATAGTAAC
+TTCCCTTGCTTACCTGAAGACGGCACTACGGTTACTTTTGATAGAGAAACAGCCTTAGTTAATGAAAATT
+ATCAATTATTAACGTGGGATCATCCTATGGTTCGTGGGGTAATGGATTTGGTCTTGAGCGATGAAATTGG
+TAACGCCAGTATTGGTTTATTAAAAAATGAAGCGTTACCAGTAGGCACATTTTTCCTTGAATGCTTATTT
+ACTGTTGAAGCTACCGCCCCTGCTCATTTACAGTTAGGTCGTTATTTACCTACTACGCCAATTCGTATTC
+TGGTAGACAAAAATGGCAATAATTTAGCCGACAAAGTCAGTGAAAAAGTACTTGATAAACAATTATCACC
+GGTTAAAAAGCAAATGGCATTACAACTTATCAAAGCACTTAAGACCCAAATAACGCCTTTGGTTGCAAAA
+GCAGAAATACACGGCGAGCAACACATTGTTGAAATTCAAAAGAAATCTTTAGCTGCTATGCAAAGTAAAC
+TCTCATTAGAGCATCATAGGTTAACCGCATTAAAAGCGATTAACCCAAGTGTGCGCCAAGAAGAGATTGA
+CTTTATTAGCCAACAACAAGATGAATTGAGCCACTATATTGATAAAGCGCAATTGACCTTTGAAGCCATT
+CGCATGATAGTAGTTACTCACTAATGCTTAAACGTTAACTGGCTACCCACTAATAAATTATAGGGCTATG
+TTCATTAGAGCATAGCCCTCTATTTTGAGAAATTAATGAGCGCAAACCCTGATTTTATTTATCTCCCCCC
+TATGTCACCTTACCTTGATATTATTTACCAAGATGACGATATTGTTGTCTTAAACAAAGCAAGTGGTATT
+TTAAGCGTGCCAGGTCGCTTACCTGAACATCAAGATTGTTTACAAAATCGTGTACAACGAGTGTTACCTA
+CCGCAACTATCGTGCATAGGTTAGATATGGCCACATCAGGCATAATGATTATGGCGTTGAACAAACCAGC
+ACATGTTGCTATTAGCCGTCAATTTGAGCAAAGAAAAACTCAAAAAAGCTACCTTGCCCGAGTCTGGGGT
+TTAGTCGAACTAAATGAAGGCAGTGTTGATTTACCATTAATATCAGACTGGCCCAATCGACCAAAGCAAA
+AAGTTGATCATGAGAACGGCAAAAAATCATTAACACATTATCGGGTACTTAGTCATAATGATTCAATAGA
+TGAACAAGCTAACACCTTGCTTGAACTAACACCTATTACCGGGCGTTCTCATCAACTTAGAGTCCATATG
+TTAGCTTTAGGTCATCCCATTTTAGGGGATAGGCTTTATGCGCCTGAAGAAGCATTAACGATGAGAAACA
+GATTACAATTACATGCGTTGAAATTAAGCTTATTCCATCCAAGAACTGAACAAGCGATTACTTTTGATGC
+GCCGTGCCCTTTCATTTAATTCTTTTTATGTCGCGCTTTTATTCTATGGTCGATATAGAATTATTGGTAA
+AGGGTAATACCCATGAGGCTTAAGAGCTTTAAGGAAAAACAGTTGCATACGACAAGTCCACATAACGTAA
+GTCGAAATAAAATCAGCTCAATACCATTGGTTTTATTTATCTGTATGCTTACTTTTATTTGCTCCCCCCT
+GACCTTTGCAGAAGAACAGAAAACTGACGCGTCAGCAGAGAATACTCAAAAGACTGCGAATAAAGTTACT
+CCAATAAAAAAGCCTATCGAATTAACTCAACAGTATAAAGAAGACCTTAAGCATTACCTAACAGATGAAC
+AAGTAAAGCCATTACTCGCGGGACCTGATGATTATCTGACTTTAGTGAAAAGATATACCAGTGCGAACGG
+TAAAGGCGTTGTGATTTTATTACCTGAATGGCAGCAAGGCGCCACCAATCCAAAAGCTATTAATTACTTA
+CGTAATGCCCTTCCAGCTAAAGGTTGGAGCACTATTGCCATACAGCCGAGTAATAAACCAGAGAATTATC
+CCTCAACGGAAATTACGGTTGCAGAACAGAAAAAAGAAAATCAATTAGTCCTCAAAGAGTATAAAAGTAA
+ACTAAATAGCATGCTCAATGCTGTTATGAATACCGCAAGAGAGTATCCCGGCATAGTGCTAGTGATTGCT
+CAAGGAAATAATGCTGCCTTACTAGTCGATATATACAGCCAAGATGATAGTCAGCAGCCCAATGCACTCA
+TCATGCTAAGTAGTTATCGACAAAGTAATCATGCACTTATTAATGGTGTAAATGAAAACTTTGCACGTCA
+GGTGGCTTCAACAGAATTACCTATACTCGACCTTTACCTTAAACACGATAATCCACTAGTGCTAAACAAG
+GCAGCACAAAGAAGGGCCTTTTCGAAGCAAGAAATGAAAGTATATTACCGCCAACGTCAGTTAAACAATA
+CCGTTACCGGTTATTATCCAGAAGAAGAATTATTGAGCCAAATTAATAGCTGGCTAAAAGCTATTGGTTG
+GTAAAGTTGCCCCCTAAAGCGATTTAACATCAAATGGTTTGATGGTTTGATGGTTTGATGGTTTGATGGT
+TTGATGGTTTCTAATCAGAGTACAGAATTTAAAAGTAATGCACTCTGATTTTTATTTTTGGCTATTTATT
+CTGTTTCTCAATCAAGTCGTATGCGGCTTGAATTTCTTGTGTTTTTTCTTTAGCACTTTCCATCATTTCT
+GGTGGTAAACCCTTAGCCATTAATTTATCTGGGTGATGTTGAGACATTAATTTTTTATAAGCCTTTTTGA
+TTACTCGCATTTCTGAGTTTTTATCAATCCCCAGAACTTTAAAAGCATTATCTAATTGCTGACCGCTAGC
+GGGTATATTTCCTGATCCCTGCTGATGATAACCTCGGCCGCCTTGTTGTTGATGGAAATTAGCGCCAGCA
+ATAATCATTTCTAATAATTTATCAAGTTCACCAGCTGAATAACCTAACAGTTTTGCTATGGTGTGCAAAA
+CAGAACGCTCTGCGTCATCTAATTCGCCATCACTAAAGGCAACTTGAACTTGTATTTCTAAAAACATTAG
+CAACAAATCATGTCTATTGCCCATCAAACGTTTAAATTTAACAAGGCGATCTTTGAGCGGAAAACCTGTT
+GACTTTCCTTCGCGAAAAGCATCTTGTGCTTGTTCACGTAATTCACTACTTAGTCCCAGTTTGTCCATAT
+AAGCACTAGCGAACATAATTTCATGACTAGTCACTTTCCCTTTAGCTTTGGCAACATGTCCCATCACAGA
+AAAAGTGGTATAGAAAAAAGCAGCTTGTCGAGCTATCTCATCTTCTTTACCGCCGGCTAACCCATTGAAA
+TTAAAACCTCGGCCACGATCAAACATATGACCTAGCCAAAGACCTAATAAAGCCCCAAACAGGTTTTTAC
+TGAGCATAAAACCAAACAAAAAACCTAAAATCTTACCCCAAATATGCATTTTTTTAAGCATTCCTTACAA
+TAATATCTAACCAATAGATGAACCTATAGCAAGTTGATTAAGTCCTTCCCACTCAGCGAGAATTAAAAGG
+CTTAGAGGTAAGGCATTGATTGCGGAGAATGGTTATTCCCTTGCAAAAATCAATAACACTGCATATAAGC
+CTTTTAAACTCGCCCTTCAGGAGTTCACTAAATACCCACTAACATCGTTAAATTCATTTAATTTAGAATA
+ACTAAACCTAAAAAAACTTGCCTTGTTAAAGTATATTAAGCATAACTCTGAGTTGGAAAGAAATTTATTC
+AAATTGCTATTCGACATAAGAAGTTAGTCCAACTGAAAAAATTGCTATATCATAAAGCAATTAGTCGTTA
+AAATACTTGATTCATCGCTATAAAATCAATTTATAAATACTTTCACCATTTTCGGACAATAAATGTTTTT
+TTCCCGTACATTAAGTTTTACCCTAGTTGCACTGTTAGTAGTTTGCCTTTCACAGAAGGCTCACGCTAAC
+GTCGAACAAAAAAGTCAATCCCCTGAAACTAGATTGATGCAGTGCCCATTACCTGAATTTGATGATATTG
+CCATTGGTATACCTGAAGTTGTTGATAGCACTATCCGTATATCCTCTTCACAAGCAAGTATACAACAAGA
+CCAAATCGCACTATTCAACGGCTCTGTTATTCTGGTAGATAAGGGTCAGAAAATAATTGCCGACCAACTT
+TCCTTTAATCGCTTAAAAATGCAAATAGAAGCCATTGGGAATATTCATTACCAAGGCAAACAAATCAATA
+TTTTTGCCGATAAGCTAAGTGCAAGTAAAATTGATAAGTCAACAGAGATGACCGCTGCTTCATACCAACT
+TGATGGCAATCCAGGCCATGGTAAAGCAGGGAAATTGTCAATCAACAGTGATGGCATGATGAGTTTAGTC
+GACTCAACTTTTACCACCTGTTTACAAGAAGTGCCTGATTGGCAAATAAAGGCTTCTGAGATTAACCTCT
+CTGCAAAGGGAGATTTTGGTGAAGCTTATCATGCCCAATTTAGAGTACTCGATGTACCTGTTTTTTATGT
+GCCCTACTTTTCTTTTCCAATATCTAAAGAACGCTTAACTGGCTTTTTGTATCCTGAACTAAGTACGTCT
+AGCAGCTTAGGCATAGAGTTTACTGCCCCTTTTTATTGGAATATTGCCGAGAATTATGATGCCACGATTA
+CTCCGCGCTATATGTCTGAACGCGGCACGCAATTGCAAACTGAATTTCGTTATTTAATGGACCAACAATC
+GGGTAAAATTGATCTTGAATATTTAAATAAAGATAAAAAAATTAAAACCAATGACGATCCTCGATATTTA
+GCGCGATTTCAACATATAGGCACTTTTTCTGAAGATTTCCGCGCTTATATTGATTACACCACCATTAGTG
+ATGATAACTATTTAGTTGATATTGGCAGTAAACAGTATAATTCAAACGATGCTTATCTTTATCAAATTGG
+AGAATTAGCTTACTTTGGCGAACAGTGGCAAGCGACATTGCAATTACAAGATTTTGAAGTACTCGGTGAT
+CATCAGTCGAGCTATAAAACATTACCTCACCTTGAACTATCAGCCCAGCAACCGTTAAATTTTTTATCTG
+GCCAATTTGAACTTTATTCTGAAATGACTAATTTTCAACCCTCAGAGAAAGATCAAGTATCGGCAAATCG
+CTACCATGTTGAAGCGGGGTTTACTTTCCCAATTACTAGACCTTCTTGGTTTTTAAACTCTGAAGTAAAG
+TTAATGCATACTTATTATCAACAAGACAATATTTCGGCAGGCAGCTCATTAGAAGAAACAGTAGACAGAA
+CCCTACCTAAGGTACGTATCCATGCAGGTGTTAATTTTGATAGACAACTTCTCGCTTTTGGACAAAGCTA
+TCGCCATACCTTAGAGCCACAATTACAATACCTTTATGTGCCAGATGAAGATCAATCTAATATTGGCTTA
+TATGACACCACCATTTTACAAGATGATTTCCACGGGATTTTTCGTGATACCCGTTACAGTGGTTTAGATA
+GAATCGCGGCAGCTAATCAGTTTACTTGGGGTATTACCAGTCGATTACTTGATGAAGAGAACTTGGAAAT
+AATTCGTGTTAGTCTTGGTCGTATTCAATATCTTGGTGAAAATAATACCGACCTTGCCAATGATGCCTTG
+TTAACTGATAATGGCGGCATTGACAATAAACAGTCATCTGTTGCAGCAGATTTATTCTACCGAATAAATC
+ATCAGTGGCAGGTCAGTGGAGATATTCAATATAACACCCTAGAGGACTTTACTAATAAAGGGCAAGTTAA
+TCTTGATTATCAAATTAATAAATATAATCTAATTCAATTGAACCATCGCTATACTCGTAATGTCTCAGGA
+GATAGCTTAGAACAAGCTTCCCTCTTAACAAGTATTGCTATTAACGAAAACTGGGCGTTTGTCGGTCGTT
+TAACACAAGACTTACAGCAAGATAGAAGTTTAGAATCATATGCTGGCTTTCAATATGAAAGTTGTTGTTG
+GGCGGTGCGTATAGCCTACCAGCGCCATATTAACTCTAACTTAGATGCCGCCAGCTTTGTTAGTGAGGGT
+CGTGAACAGTTTGATACAGGCATTAGTATCAAACTAATCATTAAAGGCTTAGACGGCAAACAATCAGCCA
+TCGGTACGCAAGAGATGTTTGATAAGAGCATATTTGGTTATAAACGCCCTTATTACTTACAGAATTAGCA
+CCATACGCAATATTAAAAATATAAAACAAGATATAAAAAATATGAAATATAGAATTAAAGCATTACTGTT
+AGCCTCTAGCCTTATTATTACTACTATCACGTCAGTGCAAGCTAAAGAAGAACTGCTTGATAGAGTAGCA
+GCCATTGTTAATACTGGTGTAGTACTTGAGTCTGAAGTTAACGACCTACTTGTCAATATTAAGCAACAAG
+CTAAAAAAAATAATCAGAGCTTACCCTCCGATAAAGCTTTACGTATTCAAGTGATGGATAAATTAATTAA
+TGACAGCCTACTCAGTCAAATGGGTCAGCGCATGGGCATCCAAATTAGTGATGCACAACTTGACCAAACC
+TTAAATAACATGGCCAGAGAAGATAAATTAACTTTAGCTCAATTTCGCCAACAGGTGATTGATGAGGGTA
+CTAGTTATGAGAAATACCGTGAGAATGTCCGCATAGAACTTGTTTCAGGTGAAGTTAGCCGTAATAGTGT
+TAGGCGTCGAATATTTGTTTCTCCACAAGAAGTGGACAATTTACTTAAAGTAATGAAAGAACAAAGCAGT
+AATAATGTCGAATATCATTTAGGCCACATCTTAATAGAATTCCCTGCGGATGCTAGCCAAGAAGATTTAG
+CTGCAGCTAAGACTCGCGCAACAAAGGTAGTAGAGTTACTTAATGATGGTTCAGACTTTGCTAAAATTGC
+AATAACCTCTTCAGGTGATGCTAACGCGTTAAAAGGTGGAGATTTAGGTTGGAAAAATATCAATGAAATG
+CCAACACTGTTCTCAGAACTAATTAATGATAAACCTAAAGACACTATTGTTGGCCCCATCAGAACTGGCT
+TAGGTTATAGCATAGTTAAAGTATTGGATATTCGCGGTAGAAAAGTAGTTGAGGTGGAAGAAGTAAAAGC
+TAGCCATATATTAATTAAGCCATCAATTATTTTAAGTGATGAAAAGGCCAAGAGTTTATTACAAGGATTT
+TTAAATCAGATAGATGCTGGAGAAGCTACCTTTGAAGAGTTAGCTAAAGAACATTCTGAAGGGCCAACGT
+CAGTTCGCGGTGGAGATTTAGGCTGGGCAGATCCTAAGAACTATGACCCTGCTTTTACAGAAGCACTCGC
+AACCATGAAAAAAGGTGGCTACCATAAACCATTTCGTTCTTCTTTTGGCTGGCATATTATTAAGTTAGAA
+GATCGCCGTATGGTTGACGCCACTTCACAATTGAACGAAAACCGTGCTTATCAAATTCTTTTTAATCGTA
+AATATGGTATGGAAAGTACCCGTTGGTTAAAAGAAACACGCGATGAAGCTTATATTGAAATATTTGAACA
+GGATAACAAGTAATGACACAACGCATTGCCATTACCCCCGGAGAACCTGCTGGTGTTGGTCCCGACTTAA
+TAATTACTATCGCTCAGCAAGATTGGCCTGTTGAAATGGTTGTCATTGCTTCAAAAGCATTATTACAAGA
+AAGATCAAAAGCGCTTTCTTTACCGCTAACCATAATCGATTATGATCAACATGCTCCAGCGAAATCTCAA
+AAATCAGGCAGTTTAACAGTACTTGATGTTGAGCTAACTGAACCTTGCGTACCCGGAACACTAAATAGTG
+CAAATGGCTCATACGTGGTAGAAACGTTAAGAATTGCCAGTGAAAAAAATATATCTGGTGAATTTGATGC
+AATCGTTACCGGTCCTGTTCACAAAGGACTAATAAATAAAGCGGGTATTGCATTTAGTGGACACACCGAA
+TACTTTGCAACTCAAGCCAACTGCAGTGATGTTGTAATGATGCTTGCGACTAAAGGCCTTCGAGTCGCAT
+TAGTTACAACACATATACCATTAGCCTATGTATCTAAAGCAATTACCTATGAACGCTTGCAGAAAGTCAC
+TAGAATTTTACATAAAGACTTGCAAGAAAAATTTGGTATCAAATCACCTAAAATATATGCTTGTGGTATT
+AACCCTCATGCGGGTGAGGATGGCCATCTTGGCCGTGAAGAAATAGAAATCATGGAACCAGCTTTTGCTG
+AACTTCGCGCTGATGGCATAGATATTATTGGTCCTTTACCAGCCGATACCATTTTTCAAGAAAAGTACTT
+GGCTGAAGCGGATGCGATTTTAGCTATGTATCACGACCAAGGTCTTCCTGTGCTGAAGTACAAAGGCTTT
+GGCTCTTCAGTAAATATAACGCTAGGTTTACCGTTTATCCGTACTTCCGTTGATCACGGGACAGCGCTTG
+AACTTGCAGGTAAAGGTACCGCAGACTCAGGCAGTTTTATTGAAGCAATGAACAACGCCATCAACTTAGC
+TAGTAACAAATAGTTTAACAAAGAAGTAGTTATGAACGACAAAAAACATTTAGGCCATCAAGCTAAAAAA
+CGCTTTGGACAGAACTTTCTCCATAATGATGCTGTTATCAGCGACATTGTCGATGCCATTAACCCTGAGC
+CAGGTGAAAACTTAATAGAAATTGGTCCAGGTTTAGGTGCATTAACAGAACCTGTTATCGAACGCGCAGG
+TAAATTATCAGTCGTTGAATTGGACAGAGATCTTGCCCATAGGCTGCGTCATCATCCATTTTTAGCTAAG
+GATTTAACTATCTATGAGACCGATGCACTGAAGTTTGATTTTTCCGAGTTAGCGACTGAAGAACAGCCAC
+TGCGAATTTTTGGTAATTTACCCTATAACATTTCAACACCACTTATTTTTCATCTTTTAACTTTTAAAGA
+TAAAGTGAAAGATATGCATTTCATGCTGCAAAAAGAAGTGGTAGAACGTATGGCTGCAGGACCACACTGC
+AAAGCCTATGGTCGTTTGTCAATAATGACTCAATATCAATGCCAAGTGTTTCCCGTAATGGAAATTGGGC
+CCGAGGCTTTTAAACCTGCGCCCAAAGTAGATTCAGCGATAGTACGTTTAATTCCTCATGCGCATATTGA
+GAACCCTGTTAAAGACATAAATGCACTGAACACCGTTTGTTTAGCCGCATTTAACCAGCGCAGAAAAACT
+ATTCGAAATACGTTTAAGAAATTAATTACTGAAGCGCAGTTAGCTGAATTAAACATTGATGCTAATTTAC
+GCCCAGAGAACTTATCTCTTGATGAGTATAAAAAACTTGCCGATTTTATTGTTGATAATCCGCCAGAAGC
+TGCTCCAGTTAAAGAAAAAAGACGTATGGCAAAAAACAAAATGACTGAACCAGCAAATAATAATTTGAAC
+GAGAATTCTGCACCCGAAGTAGATTAATACCAATTTGACTAAGGTTGTTCCCACTCAGAGCTTGTCAGCG
+GTTTGAGAACAAATTGAATTTTTTACATTATAGTTATTCTATATGAAAGGAATTCAGTACGGTTATCGAA
+TCGCTGACAAACTCCCGAAAGGCGAGTACCTAATAAAAGGTAAAGGCTTAGATACTACGTTATTGAGTTT
+GACAAGGACGCTACATGAATGTAGCTTCTTAGAGAATTCAGGAGCATATTCTCCTGAATAACCATTCTCT
+TCAATCAATGCCTACCTCTAAGCCTTTTAACTCTCGCTGAGCGAAAAGAAACTTAATCAAAATGGTATAG
+TTTATGGCAATCTATCTGGTAGGCGATATTCAGGGTTGCTTTAATGAGTTATCCTCTTTGTTATTACAGG
+TCAATTTCGACCGTAACAACGATGTCCTTTACCTTGCGGGCGATCTAGTCGCTCGCGGTCCAAACTCTCT
+TGAAACCCTACGCTTTGTAAAATCTCTTGGAGAAAGCGCCAAAGTAGTTTTAGGTAACCACGACTTACAT
+TTACTCTCAGTGCACGCTGGTATTAAAAAAGCTAAAAAATCAGATAACTTATCTGCGCTATTAGCAGCCC
+CAGATGTTAATGAGCTTATGGACTGGTTAGCGGCACAGCCTTTATTACAAGAAATACCTAATACTTGCTC
+GAATTCAAATGCTATAAATCAAGCTAATAATAACAGTGCCTATATGAGCCATGCCGGAATATCACCTCAG
+TGGCAACTATCCGTTGCATTAGAGCAAGCAAAATTTATTCAAACTAAATTAGCCAGTAGTGATCGTAATA
+CTTGGTTAGCACTTATGTATGGTGAAAAACCAAACGATTGGCATCAAGCAATTACTGAAATTGAAAGGTT
+TCGTTATAGTATTAATGCCTTTACCCGTATGCGATTTTGTTTTACTGATGGGACTCTAGAGTTTGAACAG
+AAAGACTCTCCTGAAAATATCACGCTTACTAACATAGTCCCTTGGTATGAACTATCTCAAACTATCAATA
+ATACAAGTTGGGTGTTTGGCCACTGGGCTTCGCTTATGGGTAAAAGTTCGCATCCTAATATTTATCCCTT
+AGATACTGGCTGTGTTTGGGGTAATCAATTGACCATGCTTCGCTGGCATGATAAAAAATACTTTATACAA
+AGCTCTGAACTGAGTGATTAACAATAACTATTTCTCACTGAGTATAATAAAAAGTTATTGGCAATTAAGT
+ATTTCCAAATACCTGCCGATACAAACATAGCTTGATATATCAAAACTAACTAACGTATTAACAAGGCAAG
+TAGCCTTTCAATTGGGTGGATTCAATGAATTTAACTGTAGCTGTAAAAATAATTGGTGGCTTTGCCATCA
+TCTCAACTTTACTGATAGTCATTAGTACCATATCGTTATCTAATTTAAGCACCATCAGCGAGTCGACTCA
+GCAGCAGAACACATTAGCTATTCCAACACTCAAAGCCAGTAATAAACTTGCTATTGAGATCAGTCAGATG
+AGTAACTTAACCTTGAAAGGTTATTACCAAGAGGATCATGCTCTATTAGCCGGTAACCTTAATAATTATA
+AAAAGATAGAAACAGTATTCGCGCAGCAATTATCAGAATTAAAACAAATTGTCGCCTCTGAACAAGATTT
+ATTGACGAACTTGACTCAAGTAGACCAGCTATATTCGAATTTTAATAATGCGAGTATTGAATTGTTTAAC
+AATCGTAAAATTTCTATTGAACAAAAGCAGCTATTGACTGAGAAGATTGATATTTTAGAAGAAAAAGCCG
+ATAACACTATTATGTTACTGCTAGATTTGGCTGACCATGAACTCGCAGATACCAAGCTTCAGCGGGCAAT
+TAATTTAAGTGACTACTTCGAGAATCAGTTGAACTCGATTGTTTCTTCCGCTCTAGAGTATCGTGATATC
+TTGAATGAAAGCACAGCAGAGTTTATTGGTAGTGAGCTTACACGTAGTATTAGTGATGCAAGACAATCAG
+TTGATAATATTACCTTTGAATTAAATAGCCATGAAATTAAAGACATCTCAGAACAAGTGACCTTAGCGTT
+CAATGAAATAGAAAGTCTTTTATCACAAGAAAATGGCATCATAGCCCACAAAAACAAGCAGTTAAAATCT
+AATCGACAAGCTTCTCTTATGCTCTCACAGGAAGAAAAGGTAGCTAAGCAAGTAAATAGAATATTAGATA
+AGCAACTTGAACTAGCTAACCAAACAACGATAACTTCCAGTCAACTAATCGAAGACTCAGTAAGCAATGG
+CACAACTCATACAACCATTATTATGCTCATATCAATTGCTGTTGCGCTCATAATTGCTCGAATTACACTT
+ATTGGTATTACACGTCCGTTAGCACGAGTTAATGAAATGCTAAGTATTGTGGCCTCTGGTGATCTTTCGT
+TGAAACTAGATGAAAGTGGTAAAGATGAATTCGCTCAGTTATCAAAAAATTGTAATTTATTAATCGATAG
+TTTACGTAACCTGATTGAAAGTATAGTCAATCGCTCAGCGCAGTTAGCTGCTGCTGCAGAACAAACCTCA
+GCAGTTACTGCACAAAGTACCACTGCAATTGAAGAACAGCGTAATCAAGTAGAACAAGCCGCTTCGGCGA
+CAACAGAAATGAGCAGTACCTCACAAAGTGTACTTTCTAGTGCAAATGATGCTTTAAGCGAAATTAAACA
+TGCAGATGAAGAAGCTGAACGTGTTAAAGGTATTTCAGCTAGGAACCGTCAGACCATTGAAATGCTTGCT
+AATGAAGTAGAATCCGCCTCTCAAGTTATCAATCAATTACAACAAGACAGTGCCTCAATTGGCGGAATAT
+TAGATGTAATTCGTGGTATTGCTGAGCAAACTAACTTACTGGCATTGAATGCTGCTATTGAAGCAGCAAG
+AGCTGGTGAGCAAGGACGAGGCTTCGCTGTCGTTGCAGATGAAGTTCGAACACTAGCAAGTAGAACACAA
+GAATCAACGTCTGAAATCCAAACAATGATAGAAGCACTACAAACGGGCGCTGGAAAAGCTGTAACCGTAA
+TGGATGCAGGTAAATCTAAAGCAAGTGATTGTGTAAATCAAAGTGAGGAAGCTGACCAAGCTCTCGAAAC
+AATTACTCATGCTGTACACGAGGCATTCGATCGCAGCTCGCAAATTGCAACAGCCGCTGAAGAGCAAAGT
+GTTGTTGCCCATGAAATCAGTGAAAACCTTGAGTCCATTGTGACTATTGCCGAGCAAACAACCGCGGGTT
+CACAACAAACAGCAGCATCAAGTAGTGAAGTTGCTCGTTTAGCTGAAGAGTTACAGCAATCAGTACAAAA
+ATTTAAATTATAGTAATCAATCTAAACGGCAAGTCTAAACTTACCTTTAACTTGCCATTTAGATTACAGT
+TATACTAATCTCATTAAGTTTTTGATTTTGTTTACGAAGGGTTAATAGATCAAAGTTAGGCACTCTATTG
+AGCAATAGCGAGCTATTAGGATTAAAAGTGATGCAATCTTGGAGTATTTTAGCCAGTACAAGGGATCAAT
+AACTTAATGAAATAGGTATTATAGTTGACAAGAATTATTCAAGCTATATAATGCACCCAGCTTGAAGTTA
+GTTTTATTTTTTTGTACACCATTTCGATGTTATCTCATGCTTACCTTAGATAAGATATCTGTAACACGTC
+CTGATTTATAAGTAATAGCAACTCTTTTTAGCAAACCCCTAACAGCTTAGCTTTATGCCAAGATTGTTAG
+CACAATTACTCTTAAATATTTATAGGATACACATATGTCTACTACAACTGGTACAGTAAAATGGTTTAAC
+GAAGCTAAAGGTTTTGGTTTCATCGAGCAAGAAAATGGTCCAGACGTTTTTGCTCATTTCAACGCTATCG
+TTGGTGACGGTTTTAAAACTCTTGCTGAAGGTCAAAAAGTTGAATTTACAGTTACTGACGGTCAGAAAGG
+ACCTCAAGCTGAAAACATCGTTGCACTTTAATTTGCAATATTTAGGTTAGTTATTCGATAACAAACCTAA
+AGATGTTAAAGAAAGGACATACCTTAATTGGATGTCCTTTTTTATTGCCTATCTAAAAATACATTTTATT
+TTCTTCCAACCCTACCTTCTCTCTAAACGTTTCTATACACATACTTGCCTTCAGTTCAGATTAAGGCTCC
+CATTAAAGCGCCCCTACATCATATCTGAGTAGATGATTACATCTTCGTTGTTTAACAATGAAAGCCTCTA
+ACCTCTTGTAGAGCTTATGAATCACGCATCCTAAATGGTGACTCTTATATTTATGCATTCTCTAAGTGAA
+AGGCACAAAAAAAGCCAGCTCTTATAAAGACCTAGCTTTTTAAATACTGCCATATCTATGACAATGAACT
+CATCTCATAACGAGATTTTAATCAACTTTGATTCTAGTAATATCTGCACCTAAACTTTGTAACTTACCTT
+CTATGCACAAATAACCGCGGTCAATATGATAGATTCGATCAACTTGAGTTGGTGACTTTGCCACTAAACC
+AGCAATTACAAGACTTGCTGAAGCACGTAAGTCGGTAGCCATTACTTGAGCACCATTCAGGCTAGCAACT
+CCTTTAACAATAGCGGTATTGCCTTCTAAAGCGATATCTGCACCCATGCGTTGTAATTCTGGAACATGCA
+TAAAGCGGTTCTCAAAGATAGTTTCGATAACGGTTGCCGTACCTTCTGCTAATACATTCATAGTCATGAA
+CTGTGCTTGCATATCAGTAGGAAACGCAGGATGTGGAGCCGTTCTAACATTGACCGCTTTTGCCGGCGCA
+GACATTTCAAGTTCAATCCAATCATCACCTGTAGTGATGGTTGCACCTGCTTCTTGAAGCTTACTTAATA
+CAGCTTCTAACGAGGATGGATCCGTATTTAAGCACTTAATGTGCCCTTGAGTTACGGCTGCAGCCACCAA
+GAAAGTACCTGTTTCAATACGGTCAGGCATAACCGAGTATTCTTTACCACAAAGTTCACTAACACCTTCA
+ATGGTTAGGGTATCAGTACCTGCACCTGTGATTTTAGCACCCATGCTTATTAAACAGTTGGCTAAATCAA
+CAATTTCAGGCTCACGTGCAGCATTCTCAATAATGGTAATACCTTCAGCTAATGCTGCGGCCATCATTAA
+ATTTTCCGTACCAGTTACACTAACCGTGTCCATGAAAATAGTTGCGCCAGTTAAACGACCTTGCTTTTTA
+GCCACAATATAACCATCTTCAACGGTAATATCTGCGCCCATAAGCTTTAAACCTTGGATATGCAGGTTAA
+CGGGTCTCGCGCCAATGGCACATCCACCAGGTAAAGATACTTCCGCATGCCCCATACGGGCTAATAATGG
+ACCAAGAACTAAAATTGATGCACGCATGGTTTTTACTAAATCATAAGGTGCACGACAAACATCAATGCTG
+CTAGCATCGATCATCAGTTTCTCTTCATTAAGCCACTTTGTTTTGGCACCTAACTGACCTAATAACTTAA
+CCGTTGTTAGGATATCATTTAGCTGCGGTACGTTACTAAAAACAACAGGCGTTTTAGATAACAGCGCCGA
+CATTAAAATAGGAAGAGCTGCGTTTTTTGCTCCGGAAATCACGACATCGCCGCGAAGTGGTTTACCACCA
+ATAACTTTAAATGCGTCCAAAATAACTACTACTTACTTAAAATGATTAAAAAATATCGAGCCAGTATACA
+CAAAAATGCCCAGCATTAAAAAACTAGGCATTAAAAGTACAATTTAGTAACACTATTACTCATTAATACT
+AACTATTAAATAGTTTATCGCGTTGCCATTGTGCTTTATTAAATGTTTTCACCGTCACTGCGTGGATTGT
+GCCATCTTTTATAATATCAGCTAATGGCTTAAGTACTGCTTGTTGACGTTTAACGCGGCTTAAGTCATCA
+AATAGATCACTTATCGCATTAATTCGGCATTGAGAGCCATCAAAAACCACATGAATCTCATCAAGTTCAA
+GGGTATCAGTTATCAATTTTTTTACTAATTCTTCGATTTCACCAACTTCCAAGGGAGTCTCCTTTGTTCG
+TTATATTTATAATACTAATCGCATGTTATAGGTAATAAACCATCTACGCCACTTAAGGTGATTAGTTTAG
+TTAATTTTTCAGGTATATTGCTAAAACTTAGCTGGCAAGAATGATGTGCAGCCTGCTCTAAAAGGTAAAA
+AAGCCAAGCAAGGCCAGCAGTATCAACCTTACTAACGTCACTTAAATCAACGTTAATAGCGCCATGTGCA
+AACCAATTTACATATTCACTATTTTTGATATGCGCGACACTATGTCGGCTCAATTGACCAGAGACAGTTA
+GGGTACCATGATTAAGAACTATATTCGCTTTACTCACTATTTATCCTTGCTGTTCTTTTTTTGCTGCTGA
+ACTTTCATCTTTTACGGCGCGATTTTTAAAAACAATGTTTCGAGTACTTTTGCTTTTTAATAATTCAGTA
+ACGTAAGGTAGGCCTTTTTGTCTGATGATACTACCTAGCTCAGCTTGCTTTGAGTCAAGTAAGCTGATTC
+CCTCTGCAACCATATCAAATGCTTGCCACTGTTTCGTTTTTTTATTAAGCCTTACCTTGAACGCCACATC
+AATATTATCTCGACCCACCATAATAATACGCGTATTTACAGCCACTATTTTTTTACCCGCGAATGACCTT
+TCCGGAGAAAACTCTACGGCTTGGTTATCGTATAAAGTAAAGACTTGTGCATAAGAGCTCACTAAATACT
+CTCGAAATACGGGTACAAAGGCACGACGTTCGGCATCTGTTGTTTTTCTTAAATGTTTGCCAATGACTTT
+AAAGGCTGAATATTTATAGTTGATATAAGGCATCAGTTCTTCTCGAACAATATCTTTCAACAAGTTTGGA
+TTCTCTTGAATAGCTTGTTGCTCACGCGCAAAACGTTTAAAAGTCTGCTCAGCCGCACCTTGTACCATCT
+GATATGGATTACTTTGGTCTACGATTAGGCGCGTTGACTCTGTGGATAGCTCAGTTGTCTGAGAAGGCAA
+AGTTATTGCTGTTTCATTATTAGCAAGAGCACTCTTACTAATGGTCAAACTACATGCCAGACCAATCGTT
+AAACCCAAAATAATATTACTTGTACAAAACTTAGTTAAACTCACCTATCTACTCCTCACCACTTCCTTGG
+CTAAATAAAAACTGTCCTATCAATTCTTCTAGTACTAATGCTGGTTTCGTGTCTTCAATAAAGTCGCCTG
+GCTGCAAAGTATCTACGGACTCATCTACAAAACCAGGTTGCACACCTAAATACTGCTCACCTAATAAACC
+TGCAGTTAATATTGCGACAGAAGTAGCTTCTGAGAACTTATTATATTGTGTATAAATTTCAAGAGTAACT
+ACTGGTGTATAGTCTTCTTCATCTAATGAAATATCACTAACACGACCAACAACAACCCCACCTACTTTGA
+TCGGTGAGCGCACTTTTAAGCCACCAATATTATCGAATTTAGCAAAAAGCTGATAACTTTCACCATTACC
+ACCTATACCTGAGTCTGCGACTTTAAGTGATAACATCAATAAGGCCGCTAAACCTAATGCAACAAAAAAA
+CCTACCAATAATTCTACTTTCTTAGACACCATGTCTTTCACCAACGCCTTGTAATAAAAAATTCACTAAT
+AAAATTCTAACGAGATAACAATGTTCAGTAATTGCTTTATGAGCCTAAATTACTTGACGAACATTAATGC
+CGTTAAAATGAAATCCAAAAATAACACCAGTAATGATGATTGCACCACAGTTGAAGTAGTCGCTCGACTA
+ATACCTTCAGAGGTAGGTTCACAATCATAGCCTTTGTATACGGCTATCCACATCACAACAAAAGCAAAAA
+CAATACTTTTAATAATACCGTTGAGAATATCTTTTTGGAAGTCGACTTGATCTTGCATTACTGACCAAAA
+AGTACCGCCATCAACACCTAACCAATCCACACCAACAACATGAGCGCCAAGTATTCCTACCATAGAAAAA
+ATAGCAGCTAACAGGGGTAAGCTAATAAATCCAGCCCAAAAACGCGGGGCAATTACTCGTCTTAATGGAT
+CAATCGCCATCATCTCTAGACTTGATAATTGCTCAGTCGCTTTCATCAAACCAATTTCAGCGGTAAGTGC
+CGATCCTGCACGACCCGCAAATAACAGAGCGGCAACCACAGGGCCAAGCTCTCGTAATAACGACAGTGCA
+ACCATAGGACCTAAACTTGCTTCCGCGCCATAACCCACAAGAATAGTATAGCCTTGTAAAGCCAAGACCA
+TACCAATAAACGTACCTGACACCACGATAATCAACAAAGACAATACACCAACACTGTATAGCTGTTGCAT
+CAGTAAAGGCGTGCCCTTGCGAATATTGGGTACATGCATTAACGCAGAGATCAACAAAATTACTGCGCGG
+CCTAGACCACTTATCATATTGAGCGTTTGTTTACCTAAAAACTGTATCTGCTGCACTATTTTCCGCCTTG
+AAACTGATTCATTTAATTAACTCTTTTTGACGATATTTTAATGAGTTCATCACTATAAGCTGGTGCTTCA
+TAATGAAAAGGCACCGCGCCATCAGCTTCACCTTGAATAAACTGTTGTACTAGAGCAGAGCTATCTTGGC
+GTATTTGATCAGGTGTACCGTGGCCAATAATTTTCTTTTCAGCAACAATATAAATATAATCTGCGATGCT
+CATAACTTCAGGAACATCATGTGAAACCACTATAGAGGTTAACCCCAGCGCATCATTTAATGAACGTATT
+AACCGGACAATGACTCCCATAGAAATAGGGTCTTGGCCAGCAAAAGGTTCATCGTATAAAATGAGTTCAG
+GATCTAATGCAATAGCTCTTGCTAGTGCTACCCTACGGGCCATTCCTCCAGAAAGCTCACTGGGTTGTAA
+GTGCCTTGCACCTCGTAAACCAACAGCTTCAAGTTTCATCAAAACAATTTTTTCAATGATGGCTTCAGAT
+AATTGGGTATGTTCTCTTATGGGGAAGGCGATATTATCGTAAACACTCATTTCAGTGAATAACGCACCAC
+TTTGAAAGAGCATGCTCATATCTTTACGGACTTCATATAAGTCAGCGCGCGATAACAAAGGGATATTTCT
+GCCTGCAAAAAATATATTGCCACTTTCAGGCTTTATTTGGCCACCAATCAAGCGAAGTAATGTCGTTTTA
+CCAATACCACTCGGCCCCATAATAGCGGTAACTTTGCCTTTAGGAATAGACAAACTGATATCGTCATAAA
+TCACCCGTTCACCTCGTTTAAAGGTCAGGTTTTCAATTTCAACCAAATTTTCTTCAAGTGCGGGATTTGT
+CATGGTTCAACGTCACTGTTGTTTATTGTCTGAATTTACAATAGGAATTCTTTTAATAGAGGTGATTTTA
+CCTGAGCGGTAACAATTCTTCATTAGAAATAAACAAATAACAGCGCAATAAGTGTAAAAATCAGAGGTTA
+AATTGTAAGAAAGTGATCGTTTTTGCTCAAAAGTAAGACAAAAGAATATTATTTTCCTTCAGTTGACATT
+ATTTACTTCTTTTTTGCTCAACAACCAGCGACAATTTACCCTTAACTTTGGAGCCATTAATGCTAGAACA
+AATATTTATATTACTCATTGCCCTTGTTGTTTTAGTTTGGAGTGCCGATAAATTCGTTTTTGGCGCTTCA
+TCATTAGCAAGAAACTTAGGTATTTCACCAATGATAATTGGTTTAACTATCGTTGCTATGGGTTCTTCAG
+CACCAGAAATGATGGTGGCTGCAACGGCATCAATGCAAGGTAACCCAGATACAGCCATTGGCAATGCTAT
+TGGTTCAAACATTACCAATATTGCCTTGGTACTTGGTATTACCGCTTTACTACAGCCGTTAACCGTTTCA
+TCACAAACAATAAAGCGTGAAATCCCCCTTATATTAGCCGTTACCGCCTTAGGGTATTGGTTACTTTTTG
+ATAATCACTTTAGTTTCATTGAAGGTATTATCTTGATATCTGGCTTTGCCATCTACATTATTACACTCCT
+TGTCATCACATTGAAGAAAACAAGGGGTAAACCCAGTGATGATCCGTTGATTATTGAAGCAGAACAAGAT
+GTTGCCGCTGCCGTTAGTATGAAGTTATCTTTAATTTGGCTGGGTGTTGGAATCATTTTATTACCATTGA
+GCGCGAGCTTTTTGGTTGATTCTTCTGTATATATTGCTAAAGCTTATGGTATTAGTGACTTAGTTATAGG
+TTTAACTATTATAGCGATAGGTACCAGTTTACCTGAGCTCGCCGCAAGCATTATGAGCATCATTAAAAAA
+GAAGATGATTTAGCATTAGGCAATATAATAGGCTCTAACATTTTTAATATTTTAGCTGTTCTCCCAATAG
+CCGGTCTAATAGCTCCTGGTAATATTGACGCTTTAGCTGCCAGTAGAGATGCGCCTTATATGTTAGGTAT
+TACTTTGCTGCTATTTATCTTATGTTTTAGTCGCCGCTTAGGTGCATTTAGAATTACTCGTGCCAAGGGT
+GCATTATTACTGTTAAGCTTTATCGCTTACCAAGTATTACTTTTTAGTCAATTGTCATAATAAAGGTTGC
+TGTTAATTAATCATTATGAAAAATTTCAAAGAATTAGCAAAAAACGTTATTGAGATTGAACAGCAAGCTA
+TCGCTGAACTAGTACAGTTTATTGATGATAACTTTGAACTTGCCTGTCAACTCATGTTTCATTGCAAAGG
+ACGAGTAATCGTCATTGGCATGGGGAAATCAGGTCATATTGGTGGTAAAATAGCGGCTACGCTTGCTAGT
+ACTGGCACACCATCATTTTTTGTTCACCCTGGAGAAGCTAGTCATGGCGATCTAGGCATGGTCACCAGCA
+ATGATGTGGTTTTAACCATTTCTAATTCGGGTGAAACTAGTGAAGTACTTGCTATAATTCCGGTTATAAA
+GCGCATCGGTGCTAAATTAATTTCAATGACTGGCAACACTGAATCTACCTTAGCTAAATTAGCCGATACC
+CATGTTTGCATTAAAGTATCGGCTGAAGCTTGTCCTCTTGGTTTAACGCCAACATCAAGTACCACGGCAA
+CCCTAGTAATGGGTGATGCATTAGCCGTTGCTTTACTCAACGCGCGTGATTTTACCGCAGAGGATTTCGC
+TTTATCTCACCCTGGTGGCAGTTTAGGCAAACGTCTATTACTGCGCCTAAGCGACATTATGCATAAAGAC
+GATCGCGTACCTATGATTTCGGAAAATGCTCTTATCAAAGACGCCTTAGTTGAAATGTCCTTAAAAGGCC
+TGGGCATGACTGCTATAGTTAATGAACAACAACAACTAGTCGGTTTATTTACTGATGGTGATCTTCGCAG
+GGTATTAGACAATAGGATAGATATCCACAGTGAAAGTATTAACACAGTAATGACCCATAACCCTAGTGTA
+GCGCAGAGTGATATGCTTGCCGCACAGGCGCTAAAAATAATGGAAGATAAAAAAATAAACGGCCTTATCA
+TTGTCGATAGCAACAATATACCTGTAGGTGCAATGAATATGCATGACTTCTTAAGTTCCGGAGTACTTTA
+ATGAATACCCTATATGGCAATGTAGAACACAACGTTTTAGCTAAAGCGCAACAAATAAAGTTACTGGTAT
+GTGATGTCGATGGTGTATTTTCTGATGGCAGAATTTATTTAGGCAATGATGGTGAAGAGCTAAAAGCTTT
+TCATACAAAAGATGGTTTTGGCATTAAGGCCTTAGGTGCTAGTGGCGTTGATGTTGCGATTATTACGGGA
+AGAACTTCAGCTATCGTTGAGTATCGTATGAAAGCATTAAATGTTGCACATATTATTCAAGGCCAAGAAG
+ATAAGTTACCTGCATTAATTGATTTAATTGAACAATTAAACATTACTATTGAAGAGGTAGCGTACATTGG
+TGATGATGTACCTGATTTACCTTGTATTGAAGCCGTTGGCTTAGGCATTAGTGTTTCCGATGGACATCCT
+TTAGTTCTTCGTTCTGCCAATTATACCACTTTTACTCGTGGTGGATTTGGCGCGGTAAGAGAGACATGTG
+ATTTGATCATGCAAAGCCAAAATAGCTTAGACAAAGCATCAGGCGCCAGTATATGAATCGATTAAATAGC
+CTAGCGCTATTTGTCTTACTGCTTAGTGCGCTAATTTATGGCATTATTGAATGGCGTAGTGCATCAATAG
+AACAAGATACTTTAATTGTTGATGAGCAACGTCCGGATTTTATTGCTGAGCAGCTAGAAAGTAAAATCTA
+TAGTGACTTAGGGCAACTCTCCCACACTATTGAAGCAGAAAGAATGGAGCATTACTCTGATTTGGAAGTC
+AGTTACTTTGAATTGCCGAATTACACATTATATCCGCAAAAAGAAGGCCAGCCATGGAAGGTCAGTGCGC
+AAGAAGCGACACTTTACAAAGACAACCGTGTAGAGCTAAAGAATCAAGTACATATTAAAGCGACAGAAAT
+TGACGGCTTAATAAAAGAGATTCACTGCAAAACAATAGCATTAGATTTAAAAACCAATATCATTAGTTCA
+GAGCAATCAGTTGTTGTGGTGGGAAGAGATTTCACCATGTACGGCTCAGGATTAATTATCGATTTAAACA
+CAAAAAAAATGACCTTAATCCAGCATGAACGTACTATTTATAAAAAACATGATGAAAGTTAATTTAATTA
+AAAAAACAGTTTCAGTTTTAGCCGTAGCCTCAAGTTTACTCTTTGTCAGTAACGCTTTGGCGGCAATAAA
+AGATTTGGAACAGGAAATAATTATAGTCGCTGAAAGTCAAGATGCCGATCTAAAAAATAAAATTATCAGT
+TATTTAGATAATGTTATTATTCGTCAAGGCTCTATTTCTATTACCGCCGATGTAGTTAAAGTCTTTAGTC
+AAGTTAATAAGAAGAATGATGAAAAAAATGAAACTTATTTGGCAAAAGGCAAACCTGCTATATTCGAGCA
+ACAACTAGAAGATGGTAGCTTAATTACCTTGCAGGCAGATGAAATAACCTATAGCCCTAACTCGAATACA
+ATCATTATTTCAGGTAATGCCCTAGTCAAGCAAGCTGGAAGTGAAGTCAGTGGTAATGAAATAACTTATA
+ATACTGTCAGTGAAAAACTACAAGCACGGAGCGCTAATAATCAGCCTGTTACTACTATTTTACAACCAAC
+GGTACTCAAGAAACAGAAAGAGACTTACGAAAAATCTAAAGAAGAAAAACCAACTGACAAGGTAGTAGAA
+AAAGAAGGCGACAGTAGTGACAACTAACACAGTGAAAACAACACCTGTAAATACACTGATTGCCGATGGT
+TTATCGAAGTCTTATAAAAGTAGACAAGTCGTTAAGAATGTTAGTTTGCAAGTTGACGCAGGACAAATAG
+TTGGCTTATTAGGCCCCAATGGCGCCGGAAAAACCACATCCTTTTATATGATTGTTGGCTTAGTCCCCAA
+TGACAATGGCTCGATCAAACTCAACGGTCAAGACCTTACCCTTGCTCCTATGCATGAAAGAGCCCGAAGC
+GGTATTGGCTATTTACCTCAAGAAGCCTCAATTTTTAGAAAGCTAACTGTTTCTGATAATATTATGGCGA
+TATTACAAACACGTAAAGAGCTTAGTGAAACCCAGCGCGCTGAGAAACTTGAAAATTTATTAGAAGAGTT
+TCACATTTGTCATATCAAAGACAATACCGGCATGAGCTTATCCGGTGGCGAAAGACGAAGAGTTGAAATT
+GCCCGAGCACTCGCTGCAGATCCTCAATTTATTTTATTAGATGAGCCCTTTGCTGGTGTTGACCCAATTT
+CGGTTGGCGACATTAAAAAAATCATCTTACACTTAAAGCAGCGAGGCATAGGTATCTTGATAACAGACCA
+TAATGTGAGAGAAACATTAGACGTTTGTGAGCATGCTTATATAGTTAGTCATGGTGAAATTATTGCGCAA
+GGTAATGCAGATCAAATTCTTGCTAATCAAAAAGTCAGAGATGTATACCTTGGCGAACAATTCACGCTAT
+AGTAAAGCGATAGGCTAGTATATTTAGCCAGAATACTTAATAGAATAGTAGTTACCCATTGTAATAGCGT
+AACTACTAAGAATAATAAATAGGAAATCATATAACCTAGATGCGCCCTACACTACAGCTCCGTATTGGAC
+AACACTTAACAATGACTCCACAATTGCAACAAGCTATTAAGCTGTTGCAATTGTCTACGTTAGAGTTACA
+ACAAGAAATTCAAGAAGTTTTAGAGAGCAATCCATTACTTGAACTTGATGAAAAAGCTCAAAGTGATAAT
+TCAAGTGAACAAAATAATCTTGAAGAAGCCTTTTCATCCAATACTAATGAAGAAAAAACGGATCAACCTG
+CGGGCGATGGTAGTGAAGAACAGCAGGCCAGTATTGACGAAATCAGTACTACTGAGGCGATGGAAAAAAG
+TGATATACCAGAAGAACTAAATATAGATACTACTTGGGAAGAAAGCTACAGTGCTGGGGTATCAAATACT
+GGCGCAGTAAGTAGCCCTGCTGATGACTACACCTATCAGGGTGAAACCACTGATTCCATTCAAGATCATT
+TATTATGGCAAATGGAATTAACCCCTTTCAGCGATACTGATAAAACCATCGCAATTGCTATTATAGAAGC
+AGTCGATGACGCCGGTTATTTAACTGTATCACCAGAAGATATCTTAGAGAGTGTTGGCACTGAAGGGCTC
+GAGCTTGATGAAGTAGAAGCCGTATTAAAACGTATTAATATGTTTGATCCTATTGGTGTCGCAGCTCGCT
+CCATTCCTGATTGCTTACTTATTCAATTAAATCAATTTAGTGCTGATACCCCTTACCTGAAAGAAAGTAA
+ATTAATAATCAACGACCATATCGATCTACTTGGTAATCGAGACTATCGCCAGTTAATGCGTAAAACCAAA
+TTAAAAGAAGATCAGCTACGTGAAGTAATGCGTTTAATTCAAAGCTTGAACCCTCGTCCGGGTGATGCGG
+TAATTAAAGGCGATGACCAGTATGTTATTCCAGATGTTTCTGTTGAGAAAAAAAATGGCCGTTGGGTCGT
+TGAATTAAATTCTGATACTGCACCTAAATTGTCGATTAATAAACAGTATGCGGCAATGTCTAAAACAATG
+AAGTCGTCAACTGATGATGGACAATTTATTAGATCCAACTTACAAGAAGCTAAATGGTTTATTAAGAGTT
+TAGAATCTCGCAATGACACACTACTTAAAGTGTCCAATTGTATTGTTCAACGCCAGCAAGGTTTTTTAGA
+ACATGGTGCTGAAGCCATGAGACCTATGGTACTAAACGATATAGCTGAAGCTGTTGATATGCACGAATCC
+ACCATCTCACGTGTTACAACACAAAAGTATATGCACACGCCAAGAGGCATCTTTGAACTCAAGTACTTCT
+TCTCTAGTCATGTCAGTACAGAGAATGGTGGTGAATGTTCATCTACAGCAATTCGTTCTTTGATTAAAAA
+ACTTATCTTAGCGGAAACACCTGCTAAACCGTTAAGTGATAGTAAAATGGCTAACTTATTAGCTGAGCAG
+GGAATAAAAGTGGCACGACGTACAATTGCTAAATATCGAGAATCATTAGCGATACCACCGTCAAATCAAC
+GTAAGAGTTTACTTTAGAAGACTACAATAAAAGGATCATGTTTATGCAAATTAATCTTTCTGGACACCAT
+GTTGAAGTAACTAGTTCATTGCGCGAATATGTCGATACAAAATTCTCAAAATTAGAACGACATTTTGATC
+ACATTAATAATGTCCATGTTGTACTTACCGTAGAAAAGCTTAATCAAAAAGCTGAAGCTAATGTTCATAT
+GAATGGCAGTGAAGTATTTGCTTCTGCAGTCAACACCGATATGTATGCCTCTATTGATACCTTAGTTGAT
+AAACTTGATAGGCAGATTCTTAAGTATAAAGCTAAGGTTTCTCATCATTAAGTTGAGTTAGCCCGAAAGA
+CCGCTTTAAAGTAATTAAAGCCTATTAAAGCAGGCGTCCTGAGCTAAATGATTTAGCGTAAGTGGCGCCT
+TAAAACCATTAACACGATTATGCAATTATCCGAAATATTAACAACAAGCTGTACTAGTTGTGATGTAGCA
+GTAACCAGTAAAAAACGTATTCTAGAAAGAATTTGTCAACTCGCTGCGATTCAAATAACTGATATAGAGC
+AAGATGAACTATTAGATAGTTTACTCAATAGAGAAAAAATGGGTAGCACTGGTATAGGTAACGGTATTGC
+GATCCCACATGGTCGATTGCCCAATACAAGTAAAGCTGTTGCGGTGTTAATAACAACAGAAAAGGCAATC
+GATTTTGATGCCATAGATAATAGAGACGTAGATATTTTTGTTGCCTTATTTGTGCCCGAAAATAGCTGCC
+AAGAACATTTAGATACGCTACAAAATATTGCTAAACTATTTAGTGATAAAAAGATGATCAAGCAAGTTCG
+AAAATGCAATGATAATCAGGCACTCTATAACTTAATTCAACAAGCAAGCTAGCAATAGATATACCCAAGC
+CACTTGAAGCTGTGTGTTTCAGGACCGCTGAGCGATTTATGATCAAGGCGCCTCATTTTATTAAGGATTA
+TTCCCTTAAAAAAGGAGGCAACGACGAGCATAAGCCGCTCAGGGGCCCCATAGGGCTGGTTTAGAAACGC
+TTTATGCTACGTTATTGATTTCGACAATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTAAAGGCGT
+TTCTAATTCCAGCTGAAACCTGCATCTTCATGTGGCTTGGGTATAAGTTGCCGCGCATTCGGAATAGTAT
+AAATGAAATTAATCATTGTTAGTGGTCGCTCAGGCTCAGGTAAATCGGTTGCACTAAGAGTTTTAGAAGA
+TCTTGGTTATTATTGTGTAGACAACATCCCTATTAATCTTCTGCCGGCATTAACCCATACTGTTATCAAT
+GACTATGAAAACGTTGCGGTAAGTCTCGATGTTCGAAACTTACCGAAAGACCCAGAAGATATCCCAGAAA
+TTATTGCTTATTTACCTAAAGCAGTAGACGTTAACACGTTATTTTTAGATGCCGATGATAATGACTTAAT
+CAGACGCTTTAGTGAAACACGCCGTTTGCATCCCCTTATTAAAGAGAATATGGCACTTGATCAAGCAATT
+GCTTTAGAAAAATCATTACTCGAGCCTATATCTACTAATGCCGATCTATATATAAATACCAGTCAACTTA
+GCCCTCATCAATTGGCTGATTTAGTCAGAGAGCGGATTTTAGGTAAAAAAACAGGCTCTATGGTATTAGT
+ATTTGAATCGTTTGGTTTTAAACACGGTATTCCTGTTGATGCTGATTATGTATTTGACGCTAGATTCTTA
+CCTAATCCATTTTGGGAAAAATCACTCAAAGGTCAAACAGGCGTCGATCAAGAAGTAAAAGACTTTCTTG
+CCAGCCAAGCTATTGTTACTAAATTTATTTGGCAAATTAACAGTTTTATGATGACTTGGTTACCACATCT
+AGAACGAAATAATCGTAGCTATGTGACTATAGCCATTGGTTGTACTGGTGGTAAGCATAGATCTGTTTAT
+ATCGCTGAGATGTTAGCTAAGAATTTCCGTAAAGAGCGTGATGATATACAAACGCATCATAGAGATATTG
+ATATTAAATCCACCTAATAAGTGAGCACAACAGTGAATGTTATCTCTCAACAAGTGACCATTTGTAATAA
+ATTGGGTTTACACGCTCGTGCCGCAACTAAATTAGCGCAATTAAGCCAAAAGTTTGCCGCGAAAATCACC
+CTAGAATTAGCCGGTAAAGAAGCCGACGCTGGTAGTATTATGGCGCTAATGTTACTAGCAGGCGGTCAAG
+GAAAAATGGTAAATATCACCGCACAAGGCAAAGACGCACAGTTGGCACTCGCTGAAATATGCCAACTTAT
+TTCTGATAAGTTCGACGAAGCTGAATAAAAAAACCTATATAAAAGCTCCCCTTATAAGATAAAAAAGCTG
+ATAAAACCACTAAGTTACGATAAACTTAAGCCGACTTTCAGCTGTTTTCCAAAGAAAGCTGTTATTCTTT
+TCAACAATAATAAAACCAAGTGGACCAATTTATTGCCCACTTAGCGAGAATGAAAAGGCTTAGAGGTAAG
+GCATTAATTGAAGAGAATGGTAATTTCCTTGTCAATATAAATAACGATGCATGTAAGCCTTTGCCTTTAT
+TAGGTACTCGCCCTTTGGGAACTCATTAGCAAACTGATATCATCATAAAATTAATGAAATATAGAATAAC
+TATATTTAAATAATTTCACTTGTTCTAAGCTCGCTAATGTAGTTCTAAGTTGTACAATTAATTAGTCCAA
+TAGGTATGACCCTCCGTTTCGCAACGTTCTCAGCGATACACTCTTTAGAGGGTTTTCTGTGCACTATACA
+TTACAGAAGCAGAGTCGCTATGCCAGAAATATCAGAACAAGAGTATAACCAACAAAGATTACAACAAGTC
+AACGAAGCACTTGGCAGTGGTATGTTCGTCTACGTGCGAAAACTATTACAGCACATGCCTGCTTATGATT
+TAGCCCTTATTTTAGAGTCTTCTACTGCTAAAAGCCGCCCAGTGTTATGGCAGCTTATTGATCCTGACTT
+TCACGGTGAAGTACTTGAAGAGCTTAATGAAGAAGTTCGTAAAGGTATTCTTAAAAGCATGCGACCTGAA
+AAGCTCGCTGCTGTTGCCGAAGGCATGGATATTGATGATTTAGCTGAAGTTTTCCGTACCCTACCAGACA
+GTATTTATAATGAAGTACTGAACTCGATGGACTCGCAAGACCGTAGTCGTGTCGAAACAGCATTATCTTA
+CGAGGAAGACACTGCTGGTGGTATGATGAATACCGATACTATCACCTTACGTCCGGACGTAACGGTTGAT
+GTGGTATTACGGTACTTACGCCTTAAGGGTGACCTTCCTGACGCAACCGACTCTTTCTATGTTGTTGATC
+GTAACAATAAATTTATTGGCGCAGTATCACTAGCAGCAATCGTAACAGCTAAAGCAGAGGCCATTGTCTC
+TAGTTTGATTAATGCTGAAGTTGAAGCGGTGCAAGCTGAGTTGGGCGAGCAAGATGTTGCGCAACTTTTT
+GAACGTCATGATTGGTTTTCTGCACCCGTTGTTGATGACGCAGGCCACTTACTAGGTCGTATTACCATTG
+ATGATGTCATCGATATCATTCGTGAAAATGCAGAACACTCCATGATGAGTATGGCTGGTTTAGATGATGA
+GGCAGATACCTTTGCTCCCGTCATTAAAAGTACTAAACAGCGTTCATTATGGCTTGGTGTTAACCTGATT
+ACCGCATTAATGGCGGTTGCTGTTACCAGTATGTTTGAGGGTGTTTTTCAACAACTAGCCATTTTGGCGG
+TATTAAATTCTTTAGTTCCGAGCATGGGCGGTGTTGCTGGTAATCAAACCTTAACGCTTGTTATTCGTGG
+TATGGCGCTAGGTCATGTCGGTGACAGTAACGCTCGCGCACTGCTCAGTAAAGAAGTCGCTATTGGTTTT
+TTAAATGGTATTATTTGGGCGACGTTAATTGCGACTGTAGTAGCGATTTGGAAGCAGGATCTAATGCTTG
+GCGGCGTGATTGCATTCGCTATGCTGATGAACATGACTGCAGCCGGGCTTGCTGGTGTAAGTATTCCGTT
+GTTATTAAAACGCCTCAATATAGACCCTGCGCTTGCAGGCAGCGTTATTATCACCACGGTAACTGATGTT
+GTAGGTATTTTCGCATTTTTAGGAACCGCTACGCTCTTACTAACCTAGTTCTGTTTACCTAGTGCATTAC
+CAAATAGAAACACCTAATTTTATCTTTAAAAAAGCGTTATCAATAGCAAAATTGATAACGCTTTTTTATG
+AATCACTTTACTAGTAACTAAACTAAGAATAATAGTAATAGTAATAGTAATAACTTTAGTTTTTAATGTC
+CGGCAACTTGCAACTCATCAATTAAAATAGAGCCAGTACGGATACTGCCACGCATATCCACATCAGAGCC
+AACAGCGACAATCCCCTTAAACATCTGAGCTAAATTACCAGCGATGGTAATTTCACTTACTGGGTAGGCT
+ATTTCACCATTTTCTACCCAAAATCCTGACGCGCCACGTGAGTAATCGCCATTAACAACATTTACTCCTT
+GCCCCATTAACTCAGTAACCAATAAACCTGTGCCTAAGGTTTTTAACATGGCGTCAAAACTGCCATCATG
+TCCTTGGGCATCTACCAACCAGTTATGAATGCCGCCAGCATGGCCCGTTGTCGTTAATCCTAGCTTGCGA
+GCCGAGTAACTGGTTAACAAGTAAGTTTGCAATGCTCCTTGGCTAATAATCTCACGATCTTGCGTTAATA
+CACCTTCACTATCAAATGCACTACTCGCCAACGCCTTGGCAATATGCGGTCTTTCACTAATATTCAAAAA
+TTTAGGAAAAACATCTTTACCAATCTCATCAAGTAAGAAAGATGATTTACGATATAGATTTCCACCACTA
+ATAGCTGCGATAAAATGTCCCCAAATAGTATTCGCAATATCAGATCTAAAGAGTACTGGTACTTTACCTG
+TTGGGATTGTTTGAGGCTTTAAACGTGACAAAACTTCTTGGGAGGCCTGTAGACCAACATTTTTAGCGCT
+TTCTAACAAAGAGAATTCACGATTAACCGTGTATGCATAGTCACGTTCCATGTCATCACCATCACTGGCA
+ATCATCACACAACTTAAGCTATGACGGGTACTTGGGTAACCCACTAACTGTCCATGACTATTTCCATAGA
+CCTTAAAACCAGCAAAGGTATCAAAGCTAGCACCATCTGAATTACTCACTCGTGGATCAACGGCTAAGGC
+GCTTTCCTCACATTCTTTGGCGAGTTCGATTGCTTCTTCAGTGCTAATTTCATGAGGGTGATATAAATCT
+AAATCAATTGGCTGCATTGCCAGAAGCGACTTATCTGCTAGACCTGAACAATCATCTACCGAGGTATATT
+TAGCAATGTTTACTGCTGCGGTAACTGTTTTAAGTAATGCTTGCTCTGACAAATCCGCTGTAGAAGCGCT
+GCCTTTACGGCCTTCACGGTAAACAGTGATACCTAAACCACCGTCGTTGGTAAATTCAACATTTTCCACT
+TCACCCATGCGTGTACTGACACTTAAGCCTTGTTGACGGCTCATAGCAACTTCAGCACCGTCTGCGCCAA
+GTGATTTAGCGAGTTCAAGTACGGTGGCAACACGTTCTTTCACTTCACTAAGTTGTTTAGTTATTGGATC
+ATGCGATTTAGAGGCTAAGGTCATATTGGTTTCTACTTTCTCTTTTCTTTTTAAGGAGTAATAAGGCTTC
+AATAGCTACCTAGAATGTAGGGGCTGTTGAACACTTAAGATTATTTTTATTGTTTCTGCTTAGTTCACAC
+GGCTCGTCGTGATTAAAGTACTCTCACTCGAACAAGGTTTGACCGCAAAAGATCAACAGCCTCAATTAAT
+TTAGTGATATAATAAGGGTAATTATAATTTATTTTAACATGGTATTAGACATTATTATGCCCCAGTCAGC
+CAACGATATCGACGAATCTTCAGAAGAAATGGAAGAAGAGTTAAAAAGTAAAAGCGAAGTAAAGCGTGAA
+ATGCATAAATTACAAGATTTTGCACAGAGCTTAATAGAAATGTCTAAGCATCAACGAAGTCGCTTACCTT
+TAAGTGAAGACATAAAAGATGCGATGATTTTAGCTGATAAGATCAGCAATAAACATGAAGCTTTACGTCG
+TCATATTCGTCACACCGCTAGAATACTTTTGGAAACCGACCTAGAGCCCATTCATCATGCTATTGAGGTT
+ATGGCTAATAAACATCAACAAGAAACGGCAAAGTTTGTTCGTTTAGAAGCGATTAGAGATGAATTAATTG
+ATCAGGGAAATGACGCTGTTGAAGCTTTGATTACTGAATTTCCACAAATCGAACGCCAAAAAATTAAGCA
+GTTGATTCGCCATGCAGCAAAAGAGAAAAAAGCGGAGAAATTAGGTAAGCATTATAAAAATCTTTTCACT
+TACCTAAAAGAAAATGCTTAAATAAAACAGTGAATATCAGCAAGTATTTTGGATATTAATACTTGCTGAT
+GTATTCAAATTAACTCATTACTGCGTACCACCGATAGTCATCTCATCAACTTTTAACGTAGGTTGACCAA
+CACCTACAGGTATACTTTGACCATCTTTACCACAAACACCAACACCCGCATCAAGTTTTAAATCATTACC
+GACCATACTGATCCGTTTCATTGCCTCAGGTCCATTACCTATTAGCGTAGCGCCTTTAACTGGTGACGTT
+ATTTTACCATCCTCAATTAAGTAGGCTTCTGAACTGGTAAAAACAAACTTCCCTGAAGTAATATCTACCT
+GTCCACCAGCAAAGTTTGGAGCATAAATACCTTTTTTAACCGACTTAATAATATCTTCAGGACTAGACTC
+CCCTGCTAACATATACGTATTAGTCATTCGTGGCATAGGTAAGTGCGCATACGATTCACGTCGACCGTTA
+CCTGTTGGTTTCACGCCCATTAAGCCAGCATTATGCTTATCTTGCATGTAGCCTTTTAATATGCCCTTTT
+CGATCAACACATTATATTGTCCAGGCGTTCCTTCGTCATCAATAGATATTGAACCGCGACGATTGGCTAA
+TGTACCATCATCAACAATGGTACAAAGCTCAGAAGTCACTTGTTGACCAACTTTACCTGAGAACGCTGAA
+GAGCCTTTACGGTTAAAGTCACCTTCTAAACCATGCCCTACTGCTTCATGTAGTAACACACCAGGCCAAC
+CTGCGCCTAATACCACAGGAAAAGTACCAGCAGGTGCTTCAATGGCGACTAAGTTAACTAATGCTTGTCT
+AACAGATTCTTCAGCATAAGCAAGGTAACGTGGTTTGTTATCTCCCGCTTCAACTTCAAAAAAGTAACTG
+TAATCTGTACGAGCACCACCACCAGCACTTGCGCGCTCACGCTTGCCGTTTTCTTCAACCAATACTGAAC
+AATTTAAGCGAACTAATGGACGAATATCTGTACCAAAAGTGCCATCACTTGCACTCACTAAAATAGTTTC
+ATAGACACCTGATATACTGGCAATAACCTGCTTAACACGGCTATCAACTTGGCGCGCATGTGCTTCAACT
+TGATGCAATAAATCAATTTTTTGCTCTTGCGTTAAACTGCCAAGTGGTTCAACAGATTGATAAACTTCAA
+TAGGTGATTGACGGCTAAACGCTTTAACACTTGCACCAGTACCGCTATCTGCAATACCTTTTGCCGCATC
+TGCCGCTTTTTGAAGTGCTTCAGGGGTAATATCATCTGAATAAGCAAAGCCTGTTTTTTCGCCTGAAATG
+GCTCTTACGCCAACACCACGTTCAATGTTATATGAACCTTCTTTGACAATACCATCTTCTAAAACCCAGG
+TTTCATGCTGACTCGCTTGAAAATAAAAATCAGCATAATCGACTTGTCGTCCCATCATACTGTTTAGGGT
+TTTTGACAACATTTCTTCATCAATATGACTATCACTTAATAAGGATTTTTCAACTATATTCATTAGGTCT
+TAGCTCTACTTCTATGTTCTTTAATTATAATCAAATTGCTGCTTTATTTATTCAGCGGCGAGTTCAAAGG
+CATGCTTTGACGTATGCGTGTTAATTCTTCGGAGTGATAGTCGATTGAAATATAACCTTCACCCGTTTCA
+ATACTTTGTTCAATTTCGCCCCAAGGGTTAATGATCATTGAATGCCCCCAAGTTTCGCGACCATTTTCAT
+GAACGCCTTCTTGCCCTGCTGCTACAATATAAACTTGATTTTCAATAGCCCTTGCTTGCAATAATGTTTG
+CCAATGTGCTTTGCCCGTTACTCTTGTAAAGGCACTAGGTACGGTAATAATGTCAGCGCCCGCAATCGAT
+AGTTGCTGAAACAAATTGGGAAACCGCAAATCGAAGCAAACTGATAGCCCAATATTAGCGAATTCGGTAT
+TAACCATGCTTATTTCTTTACCCGCTTGAGTATAGCGAGATTCACAATAGCTCTTGGTGCTATCGCTGAC
+ATTAACATCGAATAAATGAATTTTATCGTATTGCCCTATCAACTCTCCCTCGGGATTGAAAACACAACTG
+CTATTAGTAAATTTAGTTGAAGATGTCGATAAAATAGGGATAGTGCCAGCAACTAAGTAAACTTTAAATT
+TTTTGGCAAGCTCTCCAAGCGCTAAGCAAAGGTCATTGCCTGTGGCTGATGCTATTGCCAAATCCAATTG
+TTCACTGTCTTTACTACCAAAATACAAGCAACACTCAGGCAGTACGACTAAATGCTGAACGTCCTCTTGG
+CTAGCAGTAATTTTAGATAGCAACTCAGCTATCTTAGCAAGGTTCGTTTCGACGTTAGCTGCTGATGATA
+ACTGTATTGCACTCAATTTAACCATCGGTTGCTTTATCCTTTTTAGATGTAGAGGGTGTTTCTATAATTG
+ACTCATCTTGTTTAGCATCTTCGGTCGGTACTGCGCCCTCGATACTAATATTTTTACTTTTACGATCAAC
+TTCTTTGAAGTCAGGATTATCGACCGTGCCCGTTAGCTCAAACTTAAATTCAGAGACTACTTGAGACCTA
+ACAACTTGATCGATAGCTACCCCAGCAAGAAAAGTTACTGGATTCAAAGAGGTAGCGATCCAAGCTAACA
+CTGGTAAGCTTGAAGTTAGGTTAGGTTTATAAGACATTTCGTAATCAAGCTCACCGGTGACCAAGTTGGT
+ATTACCTGTCATAAACAAGTTACCTGCGGTGCCATTCATTTTAGTATTATCGGTAGTTAACAATCCCTGA
+TCTAATTGATAGTTTCCTTTGATATTACTATAAAACATACCATCACTAAAAATATCACGAAAATCGAGTG
+TTAACTTACGTACCAAAGATTGTAAGCTCAACACTGAGAAAATACGTGCTGAGTCACTTACATCCGCTAA
+ATAGCCATCATCTAGTCGTCCATTAACCGTGCCGTTTAAGTGGCTAAGCATAAAATCATGCAAACCTCCT
+TCCCAGTTTAGGTTTACATCAATTTTTGCGCCACTGTCTTTAATAATTGATTCATAACCTGCTGCTTTTA
+ATTCTGCTTCTACATCATCCACCGACAGATTACCAACTAAGGTAGTTATTGATGCTTGTTCATTATGAAG
+CCAACTGCCGTCTAGATTTAATGATGTTTTATTTCGTTTTGCAGTAAAGTTTTTAAATTCAATCGTCTGT
+TGATCAATACGTTTAATGTTTACATCAACCTCCCCTAAATTCACTAAACCAATGACACAACGATCACAAT
+GAAATTTTAACGGTGGGATTTCAGCAAAAATAATATCATTTTCTGCTCTATCTGGTTGTTGGTTTATTAC
+TGCAACAGTTGCCTCTATATCGGTGTTTTCTTGCTCCTGAGGAAAAGTTAAAAACTCAGCATTAATATCC
+AAACCTTGCACTAACCAATCAGGATAAATCTTTATTTGGCTACGCGTTTCTTTAGCATTGAGTTGTAATA
+ACCACCATTGCGGTTTATCTAATAAATTAAAAGAAACATTGTTAAGCTCCTGCCCCAAGAGACTCAACTG
+ACCAATAGATCCTCTAATCCTTTTGGGCTTAGCTAAAAAAGGAATTGAGTTTACTTGCTCTACACTCTTT
+AAGTTGTCTTGCTCGGCATCAGTTGATGGTTGATTAATGCTATCAAGAATATTACTAATTAATGGCTGCC
+ATTTCGAAAAATCCACTTGAGCTAATTTGGTGGTGATATGAAAACCATCTCCAGGTAAAGCCATAGAGCC
+TTCACCTAACATTAAATTGGCACGGGTAAACGCAACATTTTGGTGTTCAAGCACTCCAGAAAAATGCATT
+TTGTCACCGTAATTTAATACAACATTAGACTGTTCTTTATCGCCATTAATTTTTACAGATAGAGCATTTT
+CTTGATTCGCGTCACGCTGATAAGGTGCTGGTAATAAAAGTCGGGTTTCGTTTAATTCAGTGTCAAAGTT
+TGCTGAGTAAGAAAAACCTCCCTGATGATGTTGATGTAGCGATAATGAACCTTGCCACGGCAGCTCACCT
+TGCGTATATCGACGTAATTTTTCAGGGACAAAGGACAGCCACGTAGACTCTTGCCATAACGCAGCTAAGT
+TAATATCAGTATCATAGTAATCAGCTTTATCCATACCAGATATATCAAGGGTAATGGGTAATCCTTGCCA
+CATCAGTTGTAAGTCTTTAGTGCTAATTTTATCGTTACTAAAAATGAACTGTCCTTGTACTTCAGTAAAG
+TCCATCTGAGGTGCTTGCAAGCCAACTTTGTTATTATCAAAGTTAATAAGGCCCCTTGCCAATGCTTGTT
+CATTATTATTAAGTGGTAGGTTTAGGTGAAACTCGCCAGTGACCTCACCGCTAATTTGCAACTGTTCTAA
+CGCACTACCAACACTATCTTTAAATGGGCTTTGATTTATCAAATCACCAATATAACGCGTTTGAGTTGGC
+TTTATTTCAGCATCTACTGTTAAAATTTGACCATTTGCTAAATCAGCAATACCTGCACGAACCCCTTTTA
+CGTCAAGGCCAGTTAGCTCTCCACCCCGCCCTGTTATTAACATAGAATTGTTAGTAAAATTTAAATTGGC
+AACAAAGTCAGTTATCGCAGGCCAGTTATCTACAAATTTAAACTCTGATTTACTCAACTCGGCATCAACG
+ACAAAAATACCGCTGCCATCGGTGAACGGAAAACGACTAATAGGTCCATTAATCAATACTTGCGCATCTT
+CAACCCGACCTGAAACAACAGCCGCATTTAAGTAATTAACTAAATTTTCACTCATGATTGGTAAAGGTAA
+GTAACGCCCCACTAATCCAGCATTACCATTGGATACATTAGCTAACAACGCTAACCTAACTTCGCCATCA
+ATCGGTGCTTCAACGTTAACTTGCGCTGATAAATTAATTTCTTTTGACAGAAAATCTAATTCTTCAACGG
+TTAATGTCCAACCTTTATCATCAAATACAGCATTTAGTTGCCCTGAAAGTTTTTGATAAGGAAAAGCTTG
+AACAAACAATTTATCAAAATCTAGCCTACCTTGCTCTGCATCAAAATCTACTGATAAATAATTATCGGCA
+TAACTGAGGTTGCCAGAGACATTTTCTAGACCAGGAATACCGTGACTATAGCTATTATTAAACCCAGAAA
+AGTTTGTCGCTATTTGCAGTGTGTTATTTTGATTACGAATATAAAGATCTTCAATTTTTCCCGTTAAGGT
+CATCTCAGATAGTAAATTTCGGGTTTCTTGTTTTTCAACAATCAAAGGTGTTAGTTGGGCCAGCATAGCA
+ACATCAATTTCAGATAGATGTAATGAAAAATCATTTGCTTGTTTCGCTAACATAACAGTAAATTGTTGCG
+GTGGCGTATCATTAAATCGCAATGCTAACGGTGTACTGTAGAGTATCAAGCTTCGATCGGCTTTACCTTT
+GACGAGTAATAATTGCCCTTGCTCTAATGTTAACGTTTGTTTTTTATTCTCAAACTGCCAATGCATGCTG
+CTATCTGAAAAATCAATTTTTAAACGGTCAATATCACTGTTATTAATGTGTAACCAAGCAGAGAAATTAA
+TATCCGTTTTGGTTTTGTCGTCTTCGAGCACTAAAACATCATCTAACCAAGGCGTTATATCAATCTGGTT
+TGCTTGTAAGTACACTTTTCCAGTAAGTGCACTGCCTTTATTACCTTGTAGGTCTAATTTCAAGTGCAAG
+TTGTTTGAACTCAAGCCGTTGAGCACCACACTGCCCTCCGCTTGATGGCGCTCACCTGTGTTTAACCAAC
+GTAGCTGGTTTAATCTTATACTGCGTGTAATTGACTCATTACGCACCGTGACTTGACTATCACGTATAGA
+GAATCGCTTGATACGGTTTAAAAAAAGGTCACTAATAACTTCAATATCATCAGCTTCATCATCTTTTTTC
+ACTGTACCTGAGCTATCTTTATCTTCTTTACCTATCCATAATTTTTCCGAGACATTGACTATTGCACCAG
+AAAGAAGAAGATTTTTTGAAATTAAATTTTGTTCTGTGAGTGTTCTCCAAAAATCAACTTGCATTTCAAG
+TTGCTCGATAAATACAGAGGCTCTTTCTGTCTCAAGCACTTGAACATCACCAATAATCAGGATGGGTCCA
+GACCGTTGCCAGGTCATACTTAATGTACCAATAACAATATTGGTTTGAGATATTTCGTTTAAGTAATTTT
+GTAAGGGAAGTTTATAATTATGGACATAAGGTAAAAACAAACGAAAAGCACTAATTATTACCGCTAACAA
+CACTAACAAAATAGCAATTGTTTTATAAAGGCGGTTTAGCCAACGGTTCGAAGTACTTACAATGCTCATT
+AAAACTTAGCGTGTCCTATATTTGTTATGATGTATACCCAAGCAACTTGAAGCTGCGTGTTTCAGGACCA
+CTGAGCGATTGATGATCAAGGCGCCTTCTTTTATTAAGGGTTATTCCCTTAAAAAAGGAGGCAACGAAGA
+GCATAAACTGCTCAGGGTCCCTATAGGGCTGGTTTAGAAACACTTTATGCTACGTTATTGATTTCGACAA
+TAGAATAACTATTCTCTTCAATCAATTCCTTCCCTAAAGGCGTTTCTAATTCCAGCTGAAACCTGCATCT
+TCATGTAGCTTGGGTATATACCCGTTATCAATCAAGATGCAGGTTTCAGAGTGCACTCTGAATGGCAGCG
+GGTATATTGCATAGGGCCATTACATCATAACAACATCAAATTGTTCTTGATTATACATGGGTTCGGCTTG
+TACTTTAATCAACTTCCCAATAAAAACTTCAACTTCAGCTAAGTTATGATATTCATCATTAACCAGCGAA
+TTACTCACTGCAGTTGACGCATAAACGGTGAACTTATCGGCATCATGAGCACGATTTACACGTACAATTT
+CTCTGAGTACTTCAAAACAAACTGTTTCTACTGTTTTTAGATGACCACGACCTGTACAAAGTGGGCATTC
+ACCACATAATACGTGCTCTAAGCTTTCACGTGTTCTTTGTCGTGTCATTTCAACTAAACCAAGCGCTGAA
+AAACCATGAAGACTATATTTAACCTTGTCTTTGCTCATTGCCATATCTAGGCTATGCAATACGCGACGTT
+TATGATCGTCATTATGCATATCAATAAAATCGACAATAATAATACCACCAAGGTTTCTCAACCTTAGTTG
+CCTCGCGATAACTTGTGTCGCTTCAATATTGGTACTAAATATGGTATCAGCTAAGTTACGATGCCCAACA
+AAAGCACCGGTATTTATATCAATAGTAGTCATCGCTTCGGTTTGATCAATAATTAAATAACCACCCGATT
+TAAGTTCAATTTTGCGATGTAGAGCTCGCTGAATTTCTCGTTCAACAGAGAACAGATCAAAAATAGGTAA
+CTCACCTGGATAATATTCTAATAAAGGTGTCAACTCAGGTACAAATTCTTCAGTAAAAACGGTTAATTCT
+TGAAAAGTCAGATTAGAGTCAATACGAATACGCTCAAGATTAATACCGACAAAATCCCTTAACACTCGAA
+AGGATAAAGAGAGATCTTGATAAAGAGGTAAATTAGTTTGCTTACGCTGTTTGCGCGCTAACACCTTATG
+CCATACTCGACGTAAAAATTCAGCATCATGTTGGAGGTCTAACTCATCAGCACCTTCACCCGCAGTACGA
+ACTATAAATCCTTGTTGCTCATCGCAATAAGGGGTAACGATATCTTTTAAACGATCTCGCTCATTAGGAT
+TTTCAATACGTAAGGATATGCCCGCATGTTGGGAGTTAGGCATTAATACCAGGTAACGTGACGCAATTGT
+GATATCTGTTGTTAAACGCGCTCCTTTTGAGCCAAGCGGATCTTTAACCACTTGTACCATGATGTGTTGA
+CCTTCGTGTACTAAAGATCGAATGTCAGGTACTTGATCAGTTTCTTCTTTTAAGATGAGTTTGCTATTAA
+TATCTGAAGCATGTAGAAATGCTGCTTTATCAAGATTAATATCGACAAAGGCTGCTTGCATGCCTGGTAA
+AACACGAATGACTTTACCTAAATAGATATTACCAACAATGCCACGTTTTGCTTGTCGCTCTATATGCACT
+TCTTGCAGTGAGCCATTTTCGATCAAAGCAACACGTGTCTCGCTAGGTGTAACGTTGATTAATAATTCAG
+CACTCATAAATATCCTTTAGTTCAAACAATAGTTCAAAAATCAGTTGAAAATTATTTCGTATGAATACTG
+CCAACAAAACCAGCGTTAGCCAGTAATTGGGCGGTTTCATATAGTGGTAAACCAACGACAGCGGAATAAC
+TACCATTAATGGTTTTAACAAATTGTCCTGCGATGCCCTGAATGCCGTAACTTCCCGCCTTATCTTGGGG
+CTCGCCGGTCAACCAGTAAGCTGAAATTTCAGCCTTCGTTAATGTTTTAAAAGTGACTTCAGTGGTAATA
+ACTTGCCCCTTGACACCCGCATGACTCACAAGCGCAATAGCTGTTAATACTTGATGCTGGTTACCTGATA
+ATAGCGACAAAGTGTCAATGCAGTTTTCTTCATTATCTGGTTTTCCTAGTATTTCACCATTAAATACCAC
+ACTGGTATCTGAACCTAAGACATAACTATATACTCGTTCGGCTTCCGGTAATAAATCTAGAACATGTTGA
+GCTTTCTGTTTTGCTAAGCGTAGTACATAGTCATACGCTGTTTCAGCTTTTTCTACTGTTTCATCGATAT
+CACTTGCCTGAACAGAAAATTGATAGCCCAATTGCGCTAATAACTCTCTTCGTCTAGGTGATTGCGAGGC
+TAATATCAGCTTTTGACTCGTACTGGTGGAATTAACTATTTCGTTGGTCATAAAAATCATTCAATACTGT
+TATAGTTAGCCCTTGAGAAAGTGTGGAGTTATTCAATGCGGAAATGACGGCGGACACGGCGTAATAATAA
+AAACACCCATGGCCAAAGTACAATCGTAGTTATCACTGGGTATAAATAATTAGGTAAGAATACAACATCA
+CTTAAGAAGCGTTGCAACCAAAAAACAACAAGGTGGTATTGCGCAGAGAGTACGCCAATAATGAGTGCTT
+GTTGCCAAACGGAGAAATTTCTAATTTTTTGAAAATTAACTACAACAATATAAACAGATAAAGCCATCGC
+ACAAGCATGAACACCCAGCACAGAGCCAAGTAAAACATCAAGGATAAAGCCCATTACCCACGCGGTAAAA
+ATATTTATTTTATTAGGTAATGCTAAGCACCAGTAAACCAATACAATAAGCACCCAATCTGGGCGAAAAG
+CATCTACGCTCAATGGCATAGGGGTAATACTTGCCATCAAAGCAATTAATAGGGTAAGGAAAATAATAAA
+ACCATTATTGCTAAACATTATGATTTTCCTACCGTTGCTTTCTTAGTGGTTAATGGGGACGCAGGCTTAA
+CGGCTTCATCCTTCGAAAGTAGAAGCATATAACGCAATCGATCAATTTGAGCGACAGGCTCACTATAAAT
+AGTCGCAAATTCTCGTGACTCGTCGGCACGCACAAAAACAACACGGGAAACAGGATAACCTTCAGGATAC
+TTACCACCTAAGCCTGAAGTAACTAATAAATCACCTTCTTTCACGTCAGCGCTATGTGGAACAAAGTTAT
+GAATAAGTCGATCAATTTGACCACTGCCCGAAGCTATGAGCCTTAAGCCATTTCGTTGAATACGTACAGG
+AATAGCATGAGATATATCGCTGATCAAGATCACACGAGAACTGCTTACACCCACATGTAATATTTGCCCA
+ACAATACCTTTTTCATCAAGTACTGGCTGACCTTCGTAGACACCATCATTGGCGCCGCGATTAATCACTA
+CTTGGTGAGAATAAGGGTCACTATCAACGGATAATATTTCGGCAAACATTTTTTTTATTTCACCACGAAC
+GGGTGAAGAAAGTAATGAGCGTAATCGTTCATTTTCTTGACGCACAATACTTAACTGCATCACTTGCTCA
+TGGAAGAATAGCTCATTTTCTCGAAAATTTTTATTTTCTTCCATGAGCTGCTGACGAATAACTATATTTT
+CTGAAGCCCAAGTCATCATTTGCTTGGGTGCATTAGCCATATATTGCAGCGGGCTAACTAGGGATTGTAA
+ATAACCACGTGCGGTTTCAAAACTCGCCATTTTATGGTCGAAAAAAATCAAGGCCACCGAACAGCAAAGC
+ACCAAGATAAGTCGGTGCGCTGGGGATGTGCCTTGATTAAAAATTGGGTTCATATAAGTTACAAGCTTGA
+GCGATAAGGTTTTGATGCTATAAAGAGAACATAGTTCAACGATATAGCAACATAACTTTCAATCAATAAT
+TTATTCAAAGCCATTTAGTTCAAGTACAAGGAAAAAGCACGGAGTTGACGTTAGTCAATGAGTACTATTA
+ACACAGTAATTGGGCTTAATGGACAAGAAAAAATATTGACTCTATTCGTAGGAGACTTTACTCATATGAA
+AAAAGATCGCCACCATGCATATCAATCATCTCTAATGCTTTACCGCCACCACGAGCAACACACGTTAATG
+GATCATCAGCAACAACAACAGGAATACCCGTCTCTTCCATTAATAAACGGTCAATATCTTTTAATAAAGC
+GCCACCGCCGGTTAACACCATACCTCGTTCAGAGATATCAGACGCCAGCTCTGGTGGAGATTGCTCTAAT
+GCCACCATAATAGCACTCACAATACCTGATAATGGCTCTTGCAGTGCTTCTAAAATTTCGTTGCTGTTTA
+AGGTAAAGCTACGAGGAACACCTTCAGCAAGATTACGACCACGTACTTCAATTTCAATTAATTCTTCACC
+TGGGTAGGCAGAACCAATCTCATGTTTAATGCGTTCAGCAGTGGCTTCACCAATTAAGCTACCAAAGTTA
+CGACGAACATAGTTGATAATAGCTTCATCAAACTTATCACCACCAATGCGTACAGAAGAAGAATAAACCA
+CACCGTTCAGTGAAATAATACCAACTTCGGTAGTACCACCACCTATATCAACAACCATTGAACCAGTCGC
+TTCTGACACAGGCATACCAGCACCAATAGCGGCAGCCATTGGCTCATCAATTAAATAGACTTCACGTGCA
+CCAGCACCCATCGCTGATTCACGAATAGCACGACGTTCAACTTGGGTAGAACCACAAGGAACACACACTA
+AAACTCTTGGACTAGGACGTAAGAAATTATTGCTATGCACTTGTTTTATAAAGTGTTGTAACATTTTTTC
+AGTAACAAAAAAGTTAGCAATTACGCCATCTTTCATCGGACGAATAGCTTCAATATTACCCGGCGTTCTA
+CCTAACATAGCTTTTGCTGCAACACCTACCGCTGCAACACTTTTCGAACCGCCAGAACGGTCTTGACGAA
+TAGCTACTACAGAAGGCTCGTTTAATACAATACCTTGGTCTTTTACATAAATAAGTGTATTGGCGGTACC
+TAAATCGATAGAAAGATCGTTAGAAAACATGCCGCGTATTTTTTTAAACATAAGCTCAAAATGTCCTGTG
+AAGTACTAATTAAGTAGACGCTGTCAAGGTGCGAATAACAGATCGGATAATGATACCTTAGAATTTGGCT
+AATGTGTTGCTTTTTTTACAATAAAAAGTAAAGAAAAAATAAAGGAATCTGCGGTAGGAATATTCTAGAA
+GAATTTACTACAAAGACGGGGGAATAAAGCACTTTTCTTGAGGGAGAAGCGATAAAGTATTGCTATTATT
+ATCCTTCTTCTTCCTCGTTACTCTTTTGAAGATTCATCTCATTTACTTTCTTTAAGTCTATAAATTAACT
+GAACTCATTTAACGAGATATTTCACGTTGATAAATAATACGATCATTGCCACGGTATATGCCAAAGGTAG
+CAATCCCACGTGGGTTATCATTAAACAAACCATCAACTCCTTCGGTGTCATACGCCCAATCGTATTGTAA
+CCAATCACTGATATTATAAATAACACCTACCTGACCCGTGTTAACACCCTTTATGTTATCAGTTGGCGCT
+TCTAATATTATATCGCGTGTTTCACCCAAAGGTAATTCATCAGAAAACTTACCTGGCACTATAATTTGTA
+CCGGCGATAATGCCGGGTCTAAGCTGATATTACTTAAAAATATATTGTTATAATCATAGGTAGTGCACGT
+ATCGTTTTCACTTAGGAAGTAACCATCATCGGTATAATAATTAACGGATAACGTTTGTGGTAAATTAGAA
+GTATCGGGACCATAGCTATTTGCAAGTTGAGCACGACCAAAACGAATTAATTTACCAGAAGGTTTTAAAG
+TAAGGATTAGGCCGTTAGAGCTATCCAGATCATAATCTTGTGCTGCTACAGTATCGCTATCAATAATTGA
+CACCATAGACAAATCTATATCACTAGTGAATTCATTAACTTCACTATTTTCTTCATGCGAATACACAAAG
+TTATCTTCATCATGATAACTATAACTAATAACACCTTTTACTCCTGTAAAATTAGCATCATCTAAATTAG
+CGGTTAAATGTACTAAGTTAGTAGTATCTTTACCCATTCGACTGGTATCAGTGACGGGAGCTAACATTGA
+TACACTTGGTACAGCGAAGTTTGGTACCATTAAACGTTGAAAACTTGTTAATGATAGCTTTAAGAAATCA
+TCAATATAGTTTTGTGTTAATACATCATCTTTATTCCTTGCCTCAATAACAAAAGATGGTGTAGTCAAGT
+AACTTAATGCCCCTCTTGTTGGACTGTCTGATAACATTTGACCGCTATAAACAAACGGTAATTCTGCTGA
+GTCATCAACACTACAAGTCCCTGTTAATATTCCATCAGCAATACTCGTTACAGTAAAATGACTGGGGATA
+AAGCGACCGACATAAGGTGTATTGCCTTCAATGCTAACACCTGCAGCTAAATAGTCTTCTTTGAGAGCCT
+GTAAAGAGATAATGCCCACTTCATCATAGGTAGCAATATCTACTTGGCTACCAGAAGTAAATTCAGCCCC
+AGTTTCTACACTCAATGCTCCATCTATGTCTGACGTAGGCAGTAACTGTGTATGAGACAAACTCGATAAA
+CTGACATCAATAAAATTATTGGTCGTTGCGTTAGTAGTTAAATCTTCAACTTGATCTGCTAAGCCGTTAG
+CATTTGCGTCATCACCAGTTTTCCACGCTACTGCTCGAGTGCTTATACGTATTTCATCTGCCGCGACTGT
+AAACACATCCTCTTCTCCACCACTACCATCTGTTGCCGCAGGGTTTACTTTATACGCGGTATCACCCGTT
+GGTAAGTTCTTATCAACAAACATATCAAAAGCAAATGGACGCACTATAATTGGATTAGAAGTACCTTTTA
+TGAAATCTCCTGAAGGGTTACCCTCATCATCTGGTAATTCATAACGCGCATTTAAAACAACAGAACCTGC
+ATCAGGGTAAGTAAAAATATATTCTGCACTGTGCTGAGTAATACCACCAAAGTCTAACGGAACGGCTATA
+AATGGTAAGCTATCAAAAACGGTACCAGTGATGGATGTGCCGATATTTTTACCTGAAATATTAACCAGTT
+CAGTTCCTGTACCAGGTGATTGATAACTTGCCGCCATTTCAATAGATTCACCCGTGATCAAAAGTGGTGC
+ACAAGCACCGGTTGCATCATCAGTTTTAACCGCTTCAATTTTGAAGGTATCCGCATTAAAACCAATATTT
+GAAGGTTTCCCTGAAAGCTGCACGGGTAAAGTTAAATCCCCTGAGTCAGTAACAAACCTAAAACCCGCAT
+CGGCAAAAGTAACATCACATAAGGTAGGAGAGCCATTTAAACATTCAAACGTTTGATCTAAGCTTAATGA
+CACGACCTCAGCTTTGGTATGAATATATTCAACATCAATTTCACCACCAACAATTGTGACATTTTTAGTT
+AACACATCGCTCATACTATCCGAGACGGATAACACCACATCGACAGCATCGGGGGTTAAAATACTACAAG
+ATGGATCACTACAAACACGTAATTTTATAATATCAGGCTCACATGTTAAGCCTTGTCCATTAAGAGTATT
+TATCTCAAAGTGATCGATAAAACTGTCACATGGATGAGTTTCTCGATAAACCCCCTCAATTTCAGCCGCA
+GATAATGCCGAGTCATACATCCTCACTTCATCAATTGAGCCAGTAAACCTATTGCCCGTCTCCCCAGAGT
+CGGTTTCTCCACCAATAGAAGCAATACCCGTATCAACGCCCCAATTACCACTATAATTATTACTGGTCCC
+TCCCCCGGTAACGGTTTGAGCAATACCATTGATATAAATCTCTCGGGTTTTTGTGTCAAAATTATGCACA
+GCTGTTACAAAGGTCCATGTATCTGCAGAAATAACTGCTGAGAGAGTATCAACAGAGACAGGACTTACGC
+CCCGAGAATAAAAACGAAGCTGACCACTGCCAGGGTCTCCCAAACTAAAAGCATATCCGCGACTATTATT
+CTCATCATCAGCAAAAATTCTAGAGCCACTTTGTAAGTTACTTGGATTTATCCATGCCGTGATAGTGAAG
+CTACCCTGTTGGTTTTCAAAAGAAGTTGGTAACGCCACATAATCATTTACCCCATCAAAGGTACCATAAG
+CACATGTGCCTGGGTTACCTATAAGCGCGGGAGTTGAACGAGCCGTATCAGCCCCGTTTTTAGATTGTCC
+GTTAAAGCTACCAGTTTCATCGATTACCTCACCTGTGCTACCATTCCAGGCCTGTTCATCCATGCGCCAT
+TCAGCTATAGGTTCTAGGGGGCCACATGAACGCTCAGTTCCATCCCAGTTTTTCCCTTGAACTTGATTAT
+TATATATATTATTGATGTCATTAACTGATAACTGCTTATCAAACAATAAAACTTCATCAAGTAAGCCTGA
+AAAGGCTTGTGAGCTATCAAAATCTCCTCCAAGTGAGTCTTGCTCTTGCCCTAAAATAAAGCCAGTGGCA
+TCAACATCAATGGCAAACTCACCATTATTATGTGTCGAACACCCCTGTAAAACATTATCAATATATAAGC
+ATAACTCGCCATTGTTAACATTAGTCTTTCGAGTCCAAACATGATGTTTCCATGAACCTGTGCTAATATT
+GCTGACAGGATTTTTGGTCGATGTATTAAAAGGGCTTTCTCTTATGGTGGGCCAAGAGCTGGTATTATTT
+TCATAGTAAAAGACTGCTTCATTAAACTGCGTGCTATTTGCAACTGATAATATGGTTTGTGCACTGGTAC
+GAGCAGTATTGACCCAAGCTGATAACGTGAAGTCTTTTAATCCATTGATAGCACTATGATCTAGGCTTAA
+GTAATCATTAATCCCTGTAGCAGATAAATCGGCTGCATTACATATAAAACCTTCCGTTGGCGTGACATTA
+ACCGCATTAGCATGATAATCATTACCACTGATATCAATAATGGAATTAGCGGCATCCCAATTATTTTCAT
+CAAAATGAAGATCTAAAACCGGAGAAGGAAGAATAGGACAGTTACGAATACTACCATCATAACCCAAGCC
+TGCATTTTGGTTATCATAAATAGTGGCTATTTCATCAGGCGTTATAGCCGAATCAAAGACTAAAAATTCA
+TCAAGTAAACCATCAAACGCACGACTAGAAGAGAAGTCACCACCAACAGCGTCTTGTTCTTGCCCTAAAA
+TTAGACTTTGTATATCTAATTGAAAGGTTTCCTGTGTAACACAGCCTTTTAATGTTTTATCTACAAACAA
+GCAACTTTGACTCCCTTCCTTTGTCCACACAAAATGTTGCCAATTATTGTCTGCAATTGAAGAAGTGGTA
+ATTATTCCATTTTGTGAATTATACAAATAGGGACGAAAACTGGTGTGGTTTTCAAACCACATAATCAACT
+CATTACTACTAAAGCTACCGGCTCCTGAGAGAACACTCTGGTTGGAGGTCTTACTAGTTTTTGCCCATAC
+TGAAATACTAAAATCAGTTTTTCCCGTTAAAATATCTTTATCCAGCACAGCATAATCACTTGTACCAGTC
+GCGCTAAGATCTATAGCATTACAGACCTTGCCCTCTACTGGTTGACTACCTTTTGCCTGCCCATGAAAGC
+CTCCTGCACTATCAATAATCTCGTTAGGGGTATCAGTATATTCTATTTCATCAAAACGATATTCAGCAAT
+TAAACTAGAAACAACAATGCCATCTGGAACTACTAATTCACTACCTGGATCGCCTGGGTTACAACTACCA
+TTTTTATGGGCATAAAAGGAAACATTATAGCTACCACCATTTAGAGGGGCTGTTATTTCGAAAGTATTTG
+TATAAGTTCCTCTTCCATTCTTATCATTTGTATTTTCACAAATAACTGGTTCATCATTAAATTTATACGA
+TGTTGACTTCCAATTAGCGTTAGCACCATTCCCTGAGGTAGTGACCTCCATAGTTACGGTAACTGTTTCG
+CCAGCAGCAACATTTGTCGTCGTATTTCCATTTAGCAATACGCTATTAATAACCCTAGCCGCTTGAGCAG
+GAATTGAAATGCAATATAATAATATGGCAAATACCAAAGCACTTTTCACAACGAAATTCCTTTCACTTTT
+ATCTGACTAAATCGCGTTCGTACATTGTAAATCGAGGTATCACTTAGATAAAAGCTCATATATTTAATAT
+TGATTGCAGTCAATTTATCCACTTGGATTTGAACAAAATTTACATAAGGAAAAGGTACTGAAGGGAGAGA
+AGTACTTAAAATCCATTTGCACATTTACAAGCTCCTTGCTTCAACTTGGATGCTACGGCTGCTTATAACA
+ACTACTTTGCTATCGGCCTCAATTGTACCGCTACCGCATTCGCCCGTGCTGGTTAACCGATAGAACTTCT
+CATCTGTTTGTGGGTGAGTCGCATACCAACTACACGAAACTTCAGCCCTACAATGATGAAGACCATCTAT
+ATTCATTCCTGATGCAGAAAAATTATGAGTTGTAACCGATGGAGCTAGTGGGGCTAAAGGACATGTTGAA
+GAGCTATTTAACGGAAATAATTGTTGTAACTTAGCCTGCATTGCAGAGTTAGCGGCCATATAAGCTCGAG
+TACCAATGACTTCCTGCGCAATGCTTTCACTGCTAGTTGATAACACTCGCATTAATGCTCCACCAAGGAG
+AATCAAAACAATAATAATAAATAATGTCATTAATAGAGCACTACCTCTTTGTTTTTTAAAACAAGAGATC
+GCTTTAGGGAATTGAAAAAAGTGAATTTTCATCTATCAATAATTGTTGCTGTATTTATTAAGCAACGGTA
+ACGTTAAGTCACTAAACATGCAAATAAAAAGCAATAAAAACCCCCGCAAAAGCGAGTTTTCTAATAGACT
+AAAGTCAAAAGTCTATATTAATAATTTTTTGCGATTTACTAAAGTAAATAAACCTAAAGCAAAAATAATT
+AAAGTAGAAGGTTCAGGGATAGCATCTGCTTCATGATCTCTAATATAAAAGGTTTCAAACGATTTATTAC
+TACTCCATTCGCCACTAATTAAATTAGCTTGAAAATTTAAGTGATCCCCGATTATGTAATTTGTATTCCA
+GTACTCAGTTGCCTGAATAAACATTGATTTATCAAAATCGTAAAAAGAATTAAGTGTCAGTATATTAAAT
+ACTGTATCAAGTTCTGTACTAGTTGCAAACCTCCAACCCTCACGATATTCAGGGGCAAGTAGTTGATTTG
+CACAATCACTATTATCTAAAACTGTTGTCAAATAGTCTTCAGGATTATCAACTTCTTGGAGACAACCATC
+AAATTGAGTATTTACTGGAGAAACCCAAGCCCAATCCTTATCATCAAATGTGATAAATGCTTGGTATGAT
+GCATCATCAATATCATTCGAAAGATCTAGAAGGGTCGCACTCGCTAGAAAAGGGAAGATAAAAGCTATTA
+AGACTATATATTTAAATGATTTCAAAACTATAATACTGACTATTTACAAAAAATATGAAATATGAAATGC
+AATTATCACACCACAGCAAACAAACCATTAATAAACAATATGTTAACGAGTATTTATTTTACCTTTTTTA
+AATTATGTAAAAAAAACAGACATAATATTAAGGTACATTGTTAATATGAATATCATTATTAAATGAAACG
+ACTTCACCATCGCGATCAAAATTCAATTTAATTTGAACCATTGCATTCCTCTGTAAAGTTGCCGGTAAAA
+CTTTAAAAGGTAGATCATTCTGATCGAAGGTTAAACTTTCAGCCATCAGTACAAATCCCCCTGTAGGTGT
+TAATGACTGGTTCGCAGTAAAACTATGCCCAAAATAACGTCTTAATTCAGAGTTATTAACACAATATGAA
+ACCGGAGCATCAAAAACATAAGCCCTTTTCGTTGGTGAGTGTTCATCAAAAATCATCCCTGCGTTCGGCC
+TAATAGGTACAGTCCATATACTGCCAGGTAAATTAGAAAAAGCTTTGAAAGCGGTTACTTTACCTTTTCC
+TGAATTGACATTAAAATCATAAATATCTGATGATTGCAACGGATAAACAGCAACGTAATCCAAACAAAAT
+CCTGTGCAGGCGAATGGGTTACCGCTAGAGTCAACAAACGAAACGACTTCAATTTCCCCTGACTTATCAT
+CTGGTACAACCGGAATATCTATATACATGGTGCTTGCTTTGATGGGTGTGAATTCTAAACATTGCGCTGA
+GTTATTATTGAATGTTCTCAAACTATTGGGTACAGCATTTCTCACTTCTCGATTCAAACGCTCCACAGCA
+AAACGGGCACTAGAAAGTAATTTATCTCGCTCAGTAACATTTAAATAAGTTTGTGTACTTAATGTTATAA
+AACCAGCAATACCAACAGACATTATCCCCAAGATTATGATAACTATTATTAATTCAAGTAAAGTAAAGCC
+AGAATTTTTTAGCCGTCTGTCGAGTCTATTTTTATTAAGAAAGTACTTATTACAACTAGCTTTCATTAAA
+AGTTTGCCTTATGAGTGGCAAATTGAATTTCTGTACCTAATGGCGTAGTAACAGAAACGGTAATTTTTTT
+AGCGCTTCTATTATTTGATAACCCCAAAGATAAACCATCATAAATCACCTTTATATCAATGGTAAAATTA
+TTATACCCCTTTGCTAATATTTCATCGTTGCCGGTAAATTTCTCAGAATAATTATGAAAATCATCAACGT
+CATTAAATAAACCACGCTTAACCTCTCCGTTATTAGGTCGTCCATCATTGCCATCTTCAGGACCAAGTTT
+TCCGGAATCTGTACATGGATTTGAACCATCATTCGGCTCCCCACACCTAACTAATCCGCCCGCCATATCT
+GAGTTTTGGTCAAAAGCTCGAGCGCTTATATCATTTAAAAAGCTTTGTCCTAACTCAGCAGCTTTAACTT
+GATGTATTTGGTCAGCACTTTTCTGCTCTGCAGGGGCTATAAGTGTTGAAACAATTGATAGTGAAATTGA
+TAAAGCCACTATACCAATAATTATCTCTATTAAGGTAAAGCCTGAGGTATGTTTCGAATAAGGAGTCGCT
+GTTTCAGAATATTTAAATAGCATGAATATAGCCTTCTGACTCTATTTGAATTCTCAAAGTCTCAACACTG
+CTCTGTATATTAATAATGCAACCTCCAACACAGTTATTGGCAAGAGTTGCATTACTAACTGGTCGCCCCA
+TACTATCAAAAGTAATGGCACTAGGATTATTTTTACCCTGAATACCAAAGCTGACTTGATACTTTAATTC
+AACTTCAAAGCCAGTCGCATCGGGCTGCCACTCAGGTATTTGTCCAGAAAATGTAGTAACGGTGCAATCT
+ACTCTATCAGGGATCCCATAGCGCGAAACAAGACTATCATTGTCAAAAACTAATTGATGGCAGTAACCAT
+CAGCAGTATCTGTTTGTTGCATTGCTCGTTGTTGCGTAAGCCGTAGGGCTGAAATGAGTTTCGCTCTGTG
+CGTATGAGCTTCATAACTGGCAGTGCCACCAAATTTTGGCGCTACTGATACCGCTAGAATCGAAATGAGT
+AGGATTACAGTGACTAACTCCACCAAGGTAAACCCTTGATGAATTAAATTACAACTGCATTTTGAGGACA
+TGCAAGCTCCTTAAACAAAAAGGAGAGCTTAGAGCTCTCCTGTTTTATATCAATTTACACTATATTAGCA
+ATCCGTTACTGCTGTAACTGGAATATCTGCATTCGCTGCAGATGCTGCTTCGGTATAAATCACAAAGCAA
+GTAGTAGGAACTACCGTTAATTTTGTATTTGTCCCATCTGGATCTGGCGTTATATAGATAACATCTGAAA
+TTGATGAGACAACAAATTCACCATCATCATTAGGCGATGCAGCACCAACTGCGATATCAAGTAAATTAAC
+CTCCCATTCAGTCACTGATGCTGTATTTGAACGAGGGTAACCAAAACTAACATTTACATCTACGCCATTC
+ACTACAACTACAGGTGTTACAGCGGCAGCACCACCAGAAGCAGCTGCAGCACCAACCGTCTCATTACCTG
+CGATTAATGATTTGCTATGCACTAAAGCTTTTACACTTTCTATGGAGCCTTTTATTGCATCTAAAGTCGC
+TGTACGCGCATCATCTTGAACATCTATAAATCTTGGTGCTGCTGTTACCGCTAAAATACCCAAAATAACA
+ATTACTACGACCAATTCAATTAAGGTAAAACCCTTTTGATTTGCTTTTACATTCATACTACTTTTCATGC
+TTCTTCCTAAATTTACGATCAAAATTAATTTAACTTAGTTTAAAATACTTAATTAAATACTGTACAAGAT
+GTATACACCAATAAATGATATTAGTGTTTACGATTTATCATTAATATAAATAATTACCGAGCTATTAGCA
+GGCTGATAACTAAAACTATTACCAACAGCTGTTAATGGTGATGGCGCAATATAATTACCATCACTGTTGC
+GAGCTAATGTTTCTTTTAAGTGGTAATGACATAAGGTAGTTGCGCCACTACCCGTAACATTTGCCAAATA
+CCTATAACTCTCATCATCATCATTAATTTCAGTAACATTACTAGCAATAAGAGGTGGTTGCTGTAATAAG
+CTATCCCATACAGAGATACAATCAGCTATAGCCATAGTCTTTGAATTTATTCCTGCACCGCTATTAGTCC
+CGACAATATAACCAGGGCTAATAGTTGGCGATGTATCTCTGTCTTCACTGGTTAAATAAACAACGGTACC
+GTCATAATTCACCATATTTACACCACTAGTATCTTTTGGGCGAGCTTCGACCTCCCACTGAGAACGTGCT
+AATGACACACCTGTAGCAAAACCGCCTGCCATACCTTCTATATTTGCCTGTTTAGCTTGTTCAGTTAAAT
+CGACAAACTTAGGAATCGCGGTTGCGGCTAAAAATCCCAATATAACTACAACAATAACCAATTCAATTAA
+GGTAAAGCCCTTTTGCTTAAGTACACGAACGGCTGTCTGCTCCTGACTAATTAGGGAAATCCTATTATGG
+GAAATGATTTTTATCATTGAGATAACCTTTTTATATCTGTTGATGCATCAGTTTAAACTTCATAGACTTA
+CTCTATAAACGTTCGCTTAAAATTACATAGTAAACTGACCTGAATACTTATATTAACATTATGGACACTT
+GCAAACCATTTTTCAATGTTAAATAGTTGTAATTACTTGTACTTGCTAAATAAATTTTCTATCGAACTAT
+TTATTTGTATGCCCTTAATTTATTCATTAGCAAATTAACTAACCCTGCTTTAATTTACCTGTGTCACTAC
+GGTAATCAAAATATTGCCCATTAGCAATACTATAACGACATAACCGACCGTTTTTAATAGTGTTTTTCTG
+AATTTCGATTGCTATTACTTTTGATTTAACCACCTGTAATGGTATGGCTAATGTTTGCTGCCAAATTTTG
+TTGCAGGCCAAGCTAGAATGCTCACTATCAACCCAACCCATCTCATTAACGTGAATAGATTCTTTTACAT
+TACTATTTAGTCGATTTAATATCACTGTATGCGGCTGTTTATCCATAAGCCATTGCCCATGTATCACGTT
+AACTTTACTGGTAAAGCTTTGTGCTAAGCCCACAAAGGCCGTATTAGTAATCTTTGCTTGTTGGCTAAAA
+AATACATCGACTAACAGCTTCATCATGATAGCAATGATTACTACAACGATTAAAAATTCAATAATTGAAC
+GTTGCTTTTTCTCTGTATAGTTTGGTGCTTTTTCCATGAATTTTTCTACTACCCCTGCATAGCCGAGGCC
+ATATCCCACATAGGGGTAAAAATACCTAGTGCTAACACGAGTACCATAGCAGCAACGACCACTAAGAGTA
+GCGGCTCAATTCTCGCCGTTAGCGTTGCCAAGTCATAATCAACTTCTCTTTCATAGTAATCACCCACCTC
+GGTGAGTAATTCATCAACTCGACCAGTTTCTTCACCTACAGCCACCATCTGCAATACTAACGGCGTAAAT
+AAGGCACTAGCTACAGCTGAGCGCAATAAGCTTTCTCCACTTTCGATACCTTGACGCATGGCAGAAATTT
+TTTCCTGCATGTAACTATTATCAACGGCTTCTGCCACTAATGTTAATCCGGTAGTCATAGGTACACCCGC
+TTTTAAAACGATGGCAAAACTATGTGAGAAACGTGCTAAAATTGAACGTTCGATAATACTGCCGATAATA
+GGAATTTTTATCTTACGTCTATCCCACTGGTATCGCCCCTTCTTTGTTTTAAGGGACTTCCTAATCATAA
+TTAAAACCACAAAGATGCCAAGTAACATGTAGTGCCAATAATTTATAAATAAATTTGAACTGGCAATAAT
+AAATCGCGTAGCAAATGGTAGCTCAGCTCCTAAACGAGTGAACATATTGGCAAACGTTGGGATGACAAAA
+ATATTTAAAATGACCATAGCTGCAGCTATAGCAATTAGCACCATACTGGGGTAACGCAATGCAGCTTTAA
+TACGTTTACGGGTGTCTAATTCACGTTCAAGATAAGTGGTTAACTTTAGAAAAGCTTGATCTAATTGACC
+GGTATTTTCCCCTACATGTACTAGAGAGACAAAAAGATGGTCAAAAATTTTAGGGTGACCATTTAATGCT
+GAAGAAAAGGTATAACCCCCCTCAAGTTGCTTTCCTATATCAGTTAATGCTTTTTTTAACGAGATCGAAT
+TCGCTGATTCAACCATGCCATTAATTGCCCGTAATATAGGTACGCCCGAACGCATTAACGCATACATTTG
+TCGACAAAAAACTATCAGTTCCTCTAATGAAACCCGACCATTATTGAGTAACTCAAAGACATCTATACTC
+GCAGCATTTCCACCTGTTTTCGCTGCGATAATAGAAATGGGAGTAATACCCTTTTTAAATAATTTTTCTG
+CGGCAATATCTACATTGGCAGCATCGATGCTGTCTTTCACTTGGCTACCGTTGGCATTTCGCCCTGTATA
+TTTAAATGACGCCATAAAACTCTCGATGCTCTAACATACGTTACTTGCTTAAATGTCTATTTAGCTGATT
+AATTAATATCAATAGTTTCAACTAAACGTAATACTTCTTCGACCGTGGTAATACCTGTTGCCGCATAATC
+AAATGCTGCTTTTGCCAGTGGTGTAAAACTGGGGTTTTCTTTAGATAGTTTCGCAAACAACTCACTATCA
+TTACGCTTTAAAGCAGCCATCATACCTTCATTCATTTCAAGTATTTCAAAGACACCAATTCGACCTTTAT
+AACCAGTATAGTGGCATGTTTGGCAACCTTTACCTTGCATAAACTGAATATTTTTCGCCCTCTCACCTGC
+TAAATTCGTTAGCCAAAAGAGTTCCTGTTCATCCGCTTGGTATTCAATAGCACATGAGTCACAAACTCTT
+CGAACAAGCCGTTGAGCTATAACCGCACGTAATGCACTACCCACTAAAAATCCCGCAGCGCCCATATCAA
+TCAGGCGTAAAGCACTCGTGATAGCATCGTTGGTATGCAAGGTTGATAAGACTAGATGACCTGTTATGGC
+ACCTCGCAAGCCAATTTCAACCGTTTCTTGATCACGCATTTCACCAACCATCATGATATCTGGATCTTGA
+CGAAGTGCTGTTCGTAAAACGCTAGAAAAGGTTAAATCTATCTTAGTATTAATCTGTACTTGGTTAATAC
+GGGGCAAACGATACTCAACAGGGTCTTCCACTGTGATAATTTTTTTACTGGCTTCATTAAGTTCGCTCAA
+AGCTGCATATAATGTCGTTGTTTTACCACTACCTGTTGGTCCTGTAACTAAAACCATTCCATGGGGGCGA
+TGAATTTGCAGGCGTATACGTTTAACAATATCTGCCGGCATCCCTGTTTGCTCAAGTGATAACAAACCCG
+CAGATTGGTCCAATAAACGCATAACAACTGATTCACCATATTGAACAGGCATAGTAGACATACGAACATC
+GATGTTATGCCCACTAATATCTAAATTGAAACGACCATCTTGTGGAATACGCTTTTCTGATATATCAAGC
+CCCGCCATTAACTTAAGACGCAACACCATGGCTGAAGCTATTTTATTTTCTTTGAGAATCTTTTCTTGTA
+ACACACCATCAATACGTTGACGAATACGTAATTGATGTTCTTCTGGTTCAATATGAATATCCGATGCTCG
+CATTTGTACCGCATCTTCAAACACGGATTGCAGTAACTTACCTACGGTCGCATCGCCACCTTCATCAAGA
+AAGGTTGTTGCGAGGTCAAAACTAGATGATTCTTCATACTCTTCTTCTAGTTGGCTAGCAAAAGATTCAA
+TTTCAGCAGTACGACGATATAAACTATCGAAGGCATCAAAAATCTGAGATTCCATGACTACCGCAAGCTC
+AATGCGCTTAGGCGACAACATTCGCTCTAACTGATCTAAGCCACTTAAATCCGCAGGATCACTCATCCCT
+AATAATACTGAAGCGCCTCTATCTTCAATAATTAAAGCTCTTAAACGCCTAGCATGAACTTCTGGTAATA
+AACTCGAAACAGCCGGTGATATTTTAAATTGAGAAATATCCATAAACGGCACATTGAGTTGCTGCGCCAA
+AAACTCTAATAATTGTCTTTCAGATAAGTAATTTAGCTCAATTAATGTATCACCGAGTTTACGGCCCGTT
+TGCTTTTGACTAGATAGCGCTTGCATGAGTTGATCATTGGAAATGATATCTTTATCAACCAATAAGTCAC
+CTAAACGCATCTTTAATTTGGGAGCTGCCATAATCTGTCCTACTGTCCTATTACTTGTAAGCGTTGCTTA
+ACAAAGTTTTCTGAAGAAACTGATAAATCATTTTTTGTTAATGCTTTTTTATAAGCCATACTGGCCAACT
+CAAACTGGCTGTTTTTATCGTACAAAACGGCTAAACCTAGCGGCCAACGGCCTATATCCGGTTTCATTGC
+TATTAACATTTTATACGCATCAACGGCTATTTTATTTTGTTTGGCTTGCTGTGCGGTATTTGCCAGCATG
+ACTTGATATTGCTCATCTTTTAATTGAGCAAGAGGTTTTAACGTATTCAGCGCAGCCGTGAATTGCCCTT
+GCTTTAAATGAATGCGCGCTTTCATTTGACGTAAACTGCTGTCTTTACCATTTAAGGCGATGCCTTGTGA
+CAATAAATTCACAGCATCTTGATAAGCTTGACGGCCAAACCATAAAGCCGCCAGTTTTTTACGTGTTTGA
+CTATCGCTCGGCCTGATAATGACTACATCTTCTAGTAGTTTTTCGGCCTTCTCGATTTGCTTAGCCGCTA
+GTGCTTTTTCAGCGAGGACTAATTTTTGCTCTGCTAGTTCATCCGCCGATAATTGACGTCGTGACACCGA
+CATTTTATTTACTTTTGGCTTAGGTTTAGCTTTGACGATATCAACAATGTCGTGGCTATGACCTGAACTA
+TCTCCCGAATGACTATGGGTATCCGCTATAACTTTCGCTTTCTTTACTGGTGTTACTTGGCTAGCGCTGT
+TATTTACCAAAGGTTTTGCCGTTATTAACTTGGCAGTAGTCTCAGCACTGTTATTTGATAATACTTTATT
+TACATCTGTTGGTTCAGCAATTTGACCATTTATAGGTGCTATTTCCTGTTGATCATAAATTTTAGTGACA
+TGTACGTTTATTGGATCATTCTGAACGGTATTTTCGTTGCTGCTTATTTGCTTAGACGTATTAATCTGGC
+TACTTATATTTTCAGGTCTATTTTTTGCTGAACTCATTTGAACGGCATTAACTTTATTCGTTATTTTTTC
+AGCTTTTAATGCGTTATTTTCACTAATTAATTGCCAAACATAAAAACTAAGAAAACAAACGGCTAACACA
+CAAAACCCAGTAACGAGCGCTATTTTTATAGGGGAATGGGCTACTGCAACATTACCTGACTGAGTAGCAT
+CGGTATTAGACTCAGGACTGCGCTGTTCTAAATCCTTTAACATCTGATTAATAACACTCATAACTTAACC
+ACCAGCGCATAATAAGCTAACAACAAAACGCTCAAGCCTCCTAAAAATGAAAAAGCCAATAAACTTACTT
+TTGAGCTTTGCTCAATGCTTTCAGTATCTTTTACCGCCGCTTTCAGTAATTTCATTGTCATTTTGTAATG
+TCCCTGACCATAAGCAAGCATTAACATTTTGTGGCACAATACATTCACTAACCGTGGCACACCTTTGCTA
+ACTCGAGCGATACTTTGGCATATCTTTACAGGAAAAAGTACTGCTCCATTATACCCCGCGACTTGCAATC
+TATGTTGAATATATTGCTGTACTTCATTTGCATTCATTGGTCTTAATTTATACGCAAAAGTAATACGTTG
+TCTCAATTGTCTAAATTCTGTTTTGGCTAAACGCACATCAAGCTCTGGCTGGGCAAATAAAACTACCTGC
+AATAACTTACGTGTTTCTGTCTCTAAATTAGTAAACAATCTCAACGCTTCTAAGCTATCTTCAGGTAACG
+CCTGTGCTTCATCAAGTATCAGCACTACCGAATGTCCCTGATTATGTAATTCTAACAAACGTGTTTGAAT
+GCGCTGAGTAAGCAATTGCACTGACATGCGTTGCGCTTGTTTAACGCCAAGTTCTACGGCAACAGCTCGT
+CTTAATTCATCAGGGTTTAAATAAGGATTTGGGATGTAAGCCGTAACAAAGTGATCTGGTATTTCATTAA
+GCAATTTACGACACAATAAGGTTTTACCCGTACCTACTTCGCCAACAACTTTAATGAAGCCTTCGCCTGT
+TTGCAGTGCTGTTGATAGCACTGCTAACGCTTCATCATGCATAGCCATTGGCAAATAAAAATTTGTATTC
+GGTGTTAAGGTAAAAGGTAACTCACCTAAGCCAAAATGATATAAATACATAGAAAATCGACTCAGTGTTC
+TCGTTAAGCTAACTCAAATAAAAAAGCCTTACGCTTAATTATCATTACTAGCTGCATTTTGTGCAGCCAT
+TTGGCAAACACCATGCTCTGTTGCATATTCTGCATCAGCACATTGCGCTTGACATTCTTGCGTTAGTGTA
+CCGTCATTTGATAACTCGCACGCGTCAACCTCTTCTGGAAACCATTTTGTTAACAAACTGCGCGCATCTT
+GTAATTGGTTTTTCCAAGTATCTTGACCAACAACAATGGGCTTTAGCATGATAACTAATTCACGTTTTTG
+CGATTTTTGCGACTTGTTTTTAAATAACTCACCAAGATAAGGGATATCACCTAATATCGGTGTTTTAGAT
+TCAATATCAATGTTATAGGTTTCAATCAGGCCACCAATAACAACAACTTCCCCTGAGTTAGCACGGATAA
+TGGTATCTGATTCGCGAACGCTACTTTGTGCTAGTGGCAATACCAGTGTTGTGTCACCAATTTTAATAGT
+TTTGCTTTGTTCTTCAGTAATAGTCACTGAAGGATGAACATGTAAAATAACACTGCCGTCTTTACTAATT
+TGTGGTGTGACGTCTAGTGCAATACCCGAGAAAAATGGGGTTAATTCAACCTCTGGTGTAGTCGTTGTTG
+AAGTACCGGTCGTGGTAGTGCTGGAAACCTCAGTAACAAAGTACTCATCTTCACCTACTTTAATAACCGC
+TTTTTGGTTATTAGTGGCGGTTATACGCGGACTAGAAAGTACCTGAACATTGCCTTGTGTTTGTAAAAGT
+TCAATAACACCTGAAAAATCGCTACCACTCGTTTGTTTACTAAAATTTATACTATTAACACCACCGATTG
+TGTTTGAAATAACATTACCGACAACATTACCTGTAGTTGAGTAAATAATGTCAGCACTACCGACTTGATC
+AAGCACTTTGTTCCACTTAATCCCCTGTTGGAAATCATCATTAAGAGTCACTTCCATTATCTTCGCTTCA
+ATAATGACTTGGCGATGTAAATGACTTTCAGTAGCTGTTATAAACTTCTTAACCGCGGTAAGCTCTTGTG
+GTAATGCACGCACTGTCACTAAACCTGCTTGAGGTGAAACAATCACTGAACGACCTTCCCCAGTGCCAAC
+GAAAGCGGTTAATGATTCTTTCAATTCATCCCAGAAATTAGACTCATTTTCGGTGTACAAGTTAATGCCA
+CTATTCTGATTACTCGAGCCATTATTACCACTTTGGTTGTTGTTACTGCCGCTATTACTATTATTGCTAT
+TGCTGCTATTGCCGTTACTGCTATTGCCACTGTTGGGATCGTTTTCAGAAACACCACCAGAATTGATAGT
+AGTACTAGATGAACCAAAACGTTTTAGGAATAAGTAATTTAGTGCGATAGTTTCAGTACGTATGCCCGGC
+GGGAAAACTTTTACAACATTGCCACGGCGAATAATTTCATAACCATAGACATCTTCAACGACGGTTAAGG
+CCTCTGATAACGTAACATTATTCAAGCTTAAAGATATTTGTCCTGTGACATCTGGATGAATAACTACGTT
+ATAACGTGAGCCTCTAACAATGGCTTGAAAAAAGTCTTTGGCATCAACTTCTGTCGCTGAGACCTCCAAG
+CGTTTTTCAGCTAACATGCCTTGCTTAGCCTGATCCATGTTATTTAGCATTAACTCTTGCTGTACTGAAT
+TTGGCACTTGCGTTAAGGCCTTTGGTCCATTTAAACGTTTAGTTTCTTTGATCGACGCATCTAAATCTGC
+TTTTATGTCTACAGGATCATTCGGCATAGATTGACAGCCTACTAAGGCAAAGAAAAACGCTGACAAAGCA
+ATGTTTAATTTTAGTTTATTCATAGGGGGACTTGTTTTTATCATTAGTTAGCTACTGTATCTTCTACGAT
+GTTACTCTTAAAACCTTTACTCTTAAAAACGTTAATCTTTAATCGTTTAGATTCGCTACGTAAGATCACG
+CTATGACTGTTAATTGCAGTGATACGATACTCACCTACATAGTCAAACATTTTATATATTTTGCCATTAA
+TAACCGCAGTATGAATACCATCACCATGGATAATTGAACTCAAGACAAAGCCAGCATCACGCTTTAACTG
+GTTATTATTGCCAGAGCCACTTGCACCAAATGGACGAGTAGGGTCAACATCAGCAGCTAAGCTTATCGAA
+GGGGCTAATACTAGTACCAGCGTGGCTAAGCTGATACCTAACAATGAATTAAAGTGAGTTTTAAACACCG
+ATAAACTCCTTTTTCAATCCTAAACTATAAATAGTTATGTTGACTTCACCACGCGGGTATTCTTTGACTT
+CGAATTTAAAATCTTGCCAAAAAAACTTCCACGTTAACTGTTCTAGCTGTTGTAAGTAATTACGTAACTG
+AAAATATTTACCTGACAATTTAATCTTAATACCATGTTTATATAAATTTAAACCAAGTTGTTCGGCTGTG
+GGTGAATGGTTTCCTGAATCAGCACTCGATTGCTCGTTGCTTAGATTTAATAAAGGTTTAGCGCCTATTA
+ATTCAAAGGAAAGTAACGATACACCTGGCTCTAATTCAAGCAACTTAAGTAAGGCTTCACGCATTTCGCT
+AGGACTAATTAGATCGGTAGTTAAAAGCACTAGTTGATTATCAATATTGGCTAGCTTTGTTTCAAGTTGA
+GCAATTTGTTTAACCGTATTGACATTAGGATCTTGTTTTAATGCTGCTTGATATTCTTTAATAGAGAAAT
+TAAGGGATTGATTACCTGATGTAATCGTTCGACTTTGTTTATCATATGAGATTGTTTGGGCACTTTTATC
+ATCAATATAAAAAGATGAGATAATAAAAAATATGGCTACTAGCCCTGTCGACAGTAGTAAAAATTGCTCT
+CTACTCGTTAGTTGAAGAAATTTTTCACTGTAACTTTTCCATTGCTCTTTCATTAGCCTTTTCCCCCTGA
+AGGTATGGAGCTAACAACAAATTCAGTAATATTCTGCTCATTTTTAGCAAGCTTAAACTGGATAAATGCT
+TTACCTGATAATAATCGAGATTGCTTAAAACCAGCTAACCATGCGGGTACCGCCTGAGGAGTTCGAGCTA
+GTCCGGTAAAACTCATATTTTTAGCATCAATACTGATGGTTTGTAATCGAATATCTTTATGATGCATAGC
+AGACAAGTCATTCATTGCCATAACAAAGCCCCCAGCAAAGGTCTCATTTGAATCAGTGAGCTTATTCAAT
+AATGCATCTTTATGCTGCATAACCAACTTCATTGTATCGAGATCTCTTTTCAATGTTGGAGATACCTGCC
+TATTTTTCAATTGTGACTCTAATTGCTTAGCAAGTTTTTGTTTTTGTTGTTGCTCTTTTAACAAAACATT
+GTATGTTGCCGCTGATTGCTTGTAATTTAGTTCAGTAACAACGACCCAAATCAACATAATTGATAACAAT
+CCTAACCAAACACCTACGACTCTTTGCAGTGTTAACAGCGGTTTTTCGGGGAAAAGCTCAGCTTGTAATA
+AATTAATATTATTTTTAGTTGTCATAAATTTACCCCCGCTAAAACTTCTGCTTCTTTATCATAAGGGACA
+CTATCTAAACTAGCGCCAATAGCCGCAGCGTATTCTCTATGTTGATGATACGGGGGAGGTAATTCCAGTA
+AACTCACTGGTACAATTGAATTCGCTGCTAACTTTTCAATAAATAAATTTTCTAATTTAATAGGTAGCAA
+CACTTTAATTTCTTTTATCGGAGCCTGTTTTAACTGACGTTCAAAATAATCTGTAGACCGTTGGATTTCT
+AAGCCAATATCATCAATAACTGAAAAGGATAATTCTTCTGCTGACTTATTGGCAATTTGGGAAAACCCAC
+GTAAACGACGTTGGAAGAATATTTTATTCTGTTTAACAATTAATAAAACAATTTCTTCATTGGGCTGTTG
+GCAAACTAATAAATTTGCATCACTTTTCGGCGCTAATAAATTAGCAAAAGCAAATTCTTGAGTAGTGATT
+GCATTGACTTTCACTGCACCTTGTTCTGTAGCTTCGACGAGTTTTTTTAGTTCATCTAATGATGCACAAA
+CGACATTGATTTTTTCTTTGCCGCCAGCAAGAATGGGCGCATCATAATAATCTAACACCATATTAGTAGG
+TGAAATACTCACTAAGTCTTTAATTTGCCATTTCAAAGCACTGTTCATTTCAGTGTCAGGTAAGCTTGGT
+TTGTCTATTTGCACTATTTGAGACTGTGCTTCATTAAGTACTAAGCAAGCATTTCCTTCAAGATCACTTT
+TATTATGCAGTGCTTGAATGGCACGGGGGAAATTAGCAGAGTTAGCTTTTTCGTGTTCAAAGATGACTTT
+TGCTGCCGTACTTTCATCAATCGTATTATCGGGCTTTTGCTGAGGAATTGAGCACAAGGAGACACCCTGA
+TGCTGAAAAGCAATACCAAGACGCTGATTTGAATTGTTTTTTGAAAAAAGTTGGCTGATTTTCGTTAAAA
+ATGACATTTATCGGCAATATCGCCCAAAGCTAAAATTATTGACAATACTACCCTTTGTGGCACATGTAGA
+GCAAGTATTACTAATGACGATTAACTAAGTTTATTAGTCATTTATGCTACTAAGAATACTATGGATTAAT
+AGTGAATATTAATTTTATAAACAATTTCTCCTCAAATAGTGGCGAGAATAAAAGCCAAGTTAAGGGCTGT
+TATCATTTATAATAGTCTTCAACCTTGTTATTAATTAATCTTTCAATAAATAATTATGCATAAGCCATTG
+TCCAAAATACAAAAATTAGAACACCCTCTCTTTGATAAATACAACCTAGATGTTCGCGTCAAGCGTGATG
+ATTTACTGCATAACATCATATCAGGCAATAAATGGCGCAAACTAAAGCACAACCTAGAGCAACTTAAAAC
+TAATGATTACCAAGGAGCATTAACTTTTGGTGGTAGTTACTCAAACCATATTCATGCTTTTGCTTACGCA
+TGTAAACAGCATAACATCCCCTGCATCGGTGTTATTAGAGGGGAAGCTAACTATGCGAATAACTTTACAT
+TGAGTTGGGCGCGGCACTGGGGCATGCAATGTCACTTTGTCGACAGAAAGACCTATCGTCGCCGTTTTGA
+GACAAACTTTATTGATGAACTAAAAACACTATATCCTAATTACTTTGTTATTCCTGAAGGTGGCAGTAAT
+TCACTTGCTATACCAGGCGTTGCCGAGGTGTTGACTGAATTGAATAGCCAAGTAGATTTCGATACCTTAA
+TCACCCCAGTAGGTAGCGGAGGTACGTTAGCAGGTTTAATTTCGGGAGATAGTGTCGCCAATCAGAAACA
+ACATAAAATTTTGGGTATTGCTGTATTAAAACAAGCGGAATATTTAGTTGATGACATTAAGCGCTTGCTT
+ACTGAAGAAGCTAAGAACCATGAGAACTGGAAGTTATTAACCAACTTTCATCGTGGTGGTTATGGCAAGT
+TTAGTGAGGATGATGTCAAACGAATAATAACATTCAACCAGCAAACCGGCGTATGCTTTGAACCGGTATA
+TTCAGGTAAAATGGTATTAGCTTTACTTGATTTAATAACGCAAGGCTATTTTCAGCCGCAAGAACGCATT
+GTTTTATTGCACACTGGTGGATTACAAGGACTGGGCGGCATGATAGAACAAGGTAGGTTAGATGCCAATG
+ACTGGCCACCATTAAGCAGCGTTGACAATGAATAAACCGTTAGTAACGCTCTCTATATTGTTATAAACAA
+TTTGCAGACAAAGGCAAAAATTAAAACCTTAACAAATAGCGTCCTTGGTTATCTGGTCGGCCAAGAAAAG
+ACAATGCTGATCTCAGTTGCGAAGGAAACTTAGCTCCGGGTTTCAAATACCCTTTCCCTGATATTTTTTG
+AGTTGTTAAGGTTAAGCCGCCATCAAAACTCAAACCTAAGTTGTTCTTAGGAGATACCTTTGCTAACAAA
+TCACCTTCAGCACAACTTATCTCAGCTGAAAACTTACCTAGTTTAATATTTTGCTCTAAAGCAACCACAC
+CAGCACGTGACCATAAAACATCACCTTCCGCTTTTGAACATGACAATTGATTACCTGTGACAATAACTAT
+CTCTGATAAAAATAACTCAACATTTCCTTGAGCACTCAGTGGAATAGGTAATGGCAACTGCTGTGCAATA
+TCATTCGCTGATATATAGAGCTCTACCTCAGTTAACGTAAGTTGCTCAGAAGAAACAGTTAGATTAAGTT
+TCCCTTCAGGTCCTGATAACATGGCATCTCCAAAAGAAACTTGAATACTTGGAGAAAGACCGAACAATGA
+CCAAAAACTCACCGTTGTTTTTACTTTTTCAATAGCATTATTATCTATCGTTACTCGTGAAATTTCGCCT
+TGCCAAATGGACCCTGAAACACCTTGCAATACTATATCCTTAGGCAATTGAACATTATTAATTACCAATG
+ATAGCGGAGTATTTGCGACTAAAAATGCGATGTAGCTACTTAAAAAAATTGCCGTAAAGGCAAACCACTT
+CTTCATGAAAACTCTCAGTTTTTGCTTTAGCTGGTATTAGCTAAGCTAAGTTGTTGCTATTAGCTATTAT
+GTTTTTGTTAAGTGCAAGCGTCTTACTTTAACTTCACCTGCACTATCACCTCGAGTTAAATCAATGGCTT
+TCACTTGCAAACCTTCATTATTAGCTAAGTGCTCCAGCCAAAACAACAATTGGGTAAAAGGTGTGCTATC
+TATCCATACCTGTAAGTCATCTCCTTGTGGCTGCATGCGTGTAATGGTTAATTTATAAGTTTTAGCACTT
+CGATTTGCAACACTTGAAATGCTACCACTAAGCTTTGATTTACCACCTGAACGCTTAGCTTGATGATACA
+AGGCGGTATTTTCCTCTACCCAAGTTAATAACTCCTGCTGCTTTGCCAACTTATTGTTAGCCTCAGTTAA
+ACTATTATTTATTGGTTGCCATATAGCGCTATAAAAAATAAATATAATAAAAACCAGTGCCATCACTGCA
+ACAAGACGCTGCTCTCTACTGTTTAGTTGTTGCCACCATTCTTTCATTATGATGCTTCCTTATTACTGGC
+ATTACTTCGTTGCTTGGCTGAGCCTTTTTTATTATTTGATCTTTTCGTCGCTCCTTTAGTGCTCCCTTTA
+TTAGTAATGCTAAAAGAACCCGTTACTTGATCACCTTGATTGCTTTGCGAGCCTTGTTTAACAATCAAAT
+TGGTTGTTGCTAACGCAACACTGAATTGTTCAAAAGCCTGATAATCTTTTGCTGTTGCTTGAATACGCAA
+TTCTTGTCGCTTACCATCAAACTTTAATGACTCTGGTTTTAATGCGGGCACTTTAGCAAAGGCAGGTTGT
+AATTTAGCAAGCATAGCTAAAAACCCTTGCCTATCACCAACGCCGCCGAGTAAGGCTAGCTCTCTATTCA
+ATTGAGATTTTATTGTTGAAATCCGAACCCGTTTTGTTTTTGGAAAGGCTTTTTTATAACTGGCAACAAT
+ATTTTGTTGAATATTTTCTTGCTCTGCATTTAGTTGCCATAGTTGCGCACTTTTATGACCTAAACTAAGC
+AAGATAGCAAACATAGCAACGCCTGCCACCCATAACCACTGTCGCCCGGTATGACTACGGTTTTCTTTAA
+CCTTGTATTGGCCTTGCAGTAAGTTAAAGTGACTTAATTTACTGTCATAATTCGTCGCCATAAGCGCTAA
+AGCTAATTCTTCAGGCATTGTACTGACATTACATTGTTCACTATGAGCTAATGGTGAATATGCCTCGATA
+AGAATACTATGAGACTGCTCATTACCCTCTGCATTCTCGGATTGCTTAGCTGAAGTTTGACATTGTAATT
+GCCATGCATTGGCGTCTACATTAAAACCCTGCCAAAGTTTTTGACGAACAATCACTTGCTCTTGATTAGC
+ATCGCCAAGTGCAATTGCACTCCAACCCTCAGCAACAATTGGCATAGCCAATACATCAGGCAAAATCGTA
+TCAGTTTCAATGTCCGCATCCGCCAACCATGATAACCATTGTTGCATCTGGCTATGAGCAACTATTGCAG
+TAAAACAATTATTTCCCTGCTCATCACTAGCCAAATCTGCATAAGCAAAAAATAGCTGTTCAACGTCTTC
+TGCCAAGCTATCTTCTAACATATAGGGCGTTGCTAAGCGTATTGCTCTGGAAGATTTTGCTGGAACTTTT
+AACGACTTTAACAGTACATCACAGCCAGGCACCAATATTTTCACCTGCCGCTTATCAGCTTTGCTAGTAA
+GCTCACTGAGTTGCTGAGCACCTTTTAGCTCACCACTCGCTATAATTTCCTGCGTATTGCTGCTAGTTTC
+AGCCACGACTAACCAATGAACGGTATCGTGTGCTTGACTTCCTAGACGGATAAATAATGTTTCTGTCACT
+AGTTACGTCCTATAGTACGACTAATTACTTGAATTTGTTGTGTATCATTAACTTTCATCATTGAACTCAT
+CGAAAAATAGCTATTATTAAAGCGTGCGCTAGCTTTTAATTTAAAATATTCACTATCAATAACGAACGAC
+GCTGTTTGCCATTTTTCCAATCTAACCTTTGTTAGTTCTTTTAGCTTCAAAAAATCTGCAACATCTCCAT
+AACCTGAGCTATCGCGTGCACTTAGCACTTCTTGCGCATCCTCTAAACTTGAACCAAGCAAAGCCTGTAA
+TAATTCAGGTTTTTCCGCATCAAGTGTATTGATGTTTATTAAATGTTGAGGATTTTGTGGCAGTACGCAT
+ACATAAGGTGTCAATGCTAAAATAACGGCAGGGGTAAAATGCTCAATTAACCTTAACTCATTAACACTAG
+CTAAATAACTATTAGCGGCAAGATAAGGAAACTCTCGTGAAGCATAATCATTATCCTCTGCGCCACCTGA
+ACCCGTTATTATGTCATTACTGTCTAGCCAATCAGTTAATGCATTAACCATAGCTTCCGCTTCAAAATTG
+CCAATGCCTTCGATGTTTAAATTGACGATAAGCGCTTCTAAAACAGTAGCTGCTGGTAATTGTTTATTGC
+TGGCTGAATTACTTCTCGATCCAGTTGATGAAGCTGTTGCACTTTTCGTCTTATTTTTAGCTGCTGGTGA
+GTTTGAAGAACTGCCCGTTCCACTTTTAGCCTCAGCTTTTGTTTTTGCTTCAGGATGTAATGCATTTAAA
+TTCAAACAACTTTGCAAATCACTGATTTCACCACTGATCTCACCAAAATAGACAGGGTAGTTACTCCCTT
+CTTCAGCCCAGATTTGCTCCAGATGAGTGACATCTGGCTCATCTTTAAATGCTTTAATTAATACTCTCTT
+AGTAAACGCTTCTGCGCCCAATGCATACCAATAGGCTTGCTGGTTAAAACTGATATTGGTGCTTCGTTGC
+ATTTGTGTTTGCAAGCGGGCGGTCATTTGCGCTGCAATAATAGATGCCAGAGCAACGATAAGCATCACGG
+TAATTAAAGCAACACCTCGTTGACCACTTTTATTGTAACTAGTTGATACCTGTTTAATAACCATCAGCTA
+AGTCTTACTCTTATCATCAGTAGCAAGGTCACCCGCCACTAAAAACTGACGACGAATTAAGCCATAATCC
+CGAGTTTCAATTTCAATAGCAATCGCTTGCGGTAGTTTTTTTCCTGACCATTGTTTTTGCCACTTGCTGC
+CATCATAAAATTCAAAGGATAAACTAGTGACTTGCGTTATTAATGGCCTTATTCTTGGCTCTTGTCCAAC
+AACGGCATCAACAAAATTATAATGTAAGCGCTCTAGCGTTTCATCAACCAAGCGATAGGCTACGCTTTGC
+ATATCACTTCGCGGCAGCAGTAATCCGGGGTTAGTCCAACCATTTCGTACAAAAGCAATAGCTTGTTCAT
+CGGCTAAAAAACTATCATCTGAGGTTTGTAAAAAAGCACTATTTGGCGCTTCGCCATTAATACGGATTGT
+ACGTTTTGCTATTTGGGTAAAATCACGTTCCATTAATAAAAATGCACGTTGTAATTCATTCTGTCTTTCA
+CTACGAACTTTTGAATTTTCATCACCACGTAAAACGGTATCAAAAATGGTAAAACTCGCCAAACTCACCA
+CTGAAAAGATAGCAATTGCAATCAATACCTCTAGCAAGGTAAAACCTTGCTGTGCAGGTTTATCTATGGC
+ATTAGTCTGGTAAATACCATGTTTCATCAGGGTTTATCCTGAGCAAGGTAAGTCAATAAGCTAGCACTTA
+CTAACTCATCATCCTCATTTAGTCGAACCTGCATATTCACGGCACGCAGCTCTTTATTCGCTGTTTTAAT
+AACCTTCTGCTGCCAATACCAGGTTCTACCCGCCATCTCAACTTTGCCTTTGCGGTTATTTTTTGGCGGC
+CAAGTTTTATCTAAACTCACTTCAACAAGTTGGTTCGATGCGACCCAATTAGCAAACATTTGCTCTTCTA
+GATGACTAATATGACGATAATTATTATCGGCAACACCGAGCAGTGCAACACCAGCAATAGCGAAAACAGC
+CATTGCCAACATAACTTCAATCAGGGTAAATCCATGTTGCTTAGTTGAGTTAATCATCATCAAGCACGGG
+CCCCTCAATAGTTAAAGGCACGTTATACAGTCCTGTGACGCGATAAGCTAAATCTTCAGCACCTTCGATA
+TAGGCCAGCTCTTCAGTTAAACGAAAAGTTACACTAAAAGGACTAAGATCTCCGCCAGAGAGAATATACA
+CTTGCGGGATTATTTTCTCTTCTCGCTCTTCCTTCGAAAGCAAGGTGAAGTCGTCTTCATCTTTTTCTTT
+AAAAGTATCGGCATCAAAAAGCATAGGCTCTTCAATAGGTAAGTCATCCAGCTCTATGCTGAGCTCTATT
+TCTTCAGGTACGGTGACATTAGCTTGCCAATCTTGCTCGGGGATTTCGGCCCATTTTGTACCATCATAAC
+CAACAAACTGATAACTATCTTTTTTAACTATTAAACCTAATTCAATATTATTGAGCATGCCATACTCAGC
+AGCCACTTCAAAAATAGCGGCAAAACGAGCACTCTCATGCTTTAATTTATCTTCAGGGTTATTGCCGGAA
+AAGTTAAATTGTACCAAGCTGGCCATTAGGCCAATCAGCACTACCACCACCATCACCTCAATTAAGGTGA
+AGCCGCGTTGTCTTATTGCCAATTCCGATAAATTTCTCATAGGATGATCAGTAATGGTTGAACTTGAAGC
+TGTAAGCGTAAATTTAAAGGAAATTGCACGGAGTTGACGTTAGTCAATGAGTACCTTTGACGCCTAAATT
+TAGATTTACAGCAATAAGATCAGCTATTACTTACTGGAAATCGCCTAGATTCCAATTACCTATATCATCT
+TCGGTTCCGGCTTCACCATCTGGACCTACTGAAAAGACATCCATTTTACCCTGCTCGCCTGGATTCAATA
+AAACATACTCATTGCCCCAAGGATCTTTTGGTAAACGTTTGATGTAACCATCTTCAGGAAAACGACGTGG
+CTCTGGTTCAATATCCGTTTGGTCAACTAACGCTTCCAAACCTTGCTCTGTCGAAGGGTAATCGTAATTA
+TCCATTTTATATAAACTCAAAGACGTTTCTAATGCGGTGACATCTGAAATGGCTTTTTGCATATTAGCGC
+GCTCTTGGCTACCCATTAAATTAGGCACAACCATACTGGCTAAAATACCTAAAATAACAATGACCACCAT
+CACTTCGAGTAAGGTGAAACCTTGTACTTTTTTCATGTTCATATTGCTTTCCTAACGTCTGATAAATTGA
+TGTAACTAAGGTAAAAGGGTTAAATAACGTTTAGCCGCCCACTAGGCTATTAAGTTGCAGAATGGGTTCT
+AAAATGGCCATCACAATAAAAAGTACAACGCCTGCCATGCAAACCATCAATGCTGGTTCAAATGCCTTCA
+ATGTAATACTCACTAAAGCATCAAACTCTCTATCTTGGTTATCTGCAGCGCGACCTAACATATGCTCTAA
+TTGGCCACTTTTTTCGCCACTTGCTATCATGTGCAACATCATAGGTGGAAACAACTTAGTTTGCTCCAAT
+GACACACGTAAACTCGAGCCCTCACGTACTTTGTCGGTCGATGCTTTCACTTGTTTTTTAATATATAAGT
+TATCAAGTACTTCACCTGATATTTTCATACTTTCTAACAAGGGAACTGCACTTGCTGTCAAAATACTTAA
+TGTACGGGCAAAGCGAGCAGTGTTAATTCCTCGTGCTACTTTACCAATACCAGGAATCTGCAATAAATAC
+TGATGAAATGCCATTTCAAAATTAGGCTTTTTTAATAACTGTGAAAACAACAATACTACTGCTGCAAATA
+GTATTACCAGTACTAGGCCATAATCCCGAAGAAAATCACTGCTGGCAATCAAAAATTGCGTAGTGCCAGG
+TAAATTTTCACCCATGTGTTCAAACTGACCGACAATTTTGGGTACTACGGCCGTTAACAAAATAGCAATT
+ACGCCAACAGCGACAACCGTCATTATAATAGGGTAAACAAGTGCCTGGATGAGTTGTGAGCGCATCTCTT
+GACGTTTCTCAGTATAATCAGCCAAGCGATTAAGTACTTTATCAAGATGACCTGACTTTTCGCCTGCGGC
+AACCATAGACCGATACAAACGATTAAACGCTTTAGGATATTCTGCCATGCTTTCAGATAACCCGTAGCCT
+TCAGTCACTTTGGTGCGAACACCCATGATCATACTTTTAATACGGTTCTTTTCACATTGCTCTGCAACCG
+CCATTAACGACTCTTCTAATGGCAATCCTGATTCAATTAAGGTTGCCAATTGACGAGTGATAAGCGCTAA
+CTCTGCAGCAGAGACTTTACCGCCACCACTTTGGCTAAAGCCTGCCGACAAACTTTTTTTATCATTCGAT
+TTTTTATGACTCGCTAATGTTGCAGTAACAGCGGTTGGCATTAAGCCTTGCTCGCGCAATAAACCGCGCA
+CTTGCCTAGCAGTATCACCTTCGATAACGCCTTTTTTAGTTTTACCGCGACTATCTACCGCTTGGTATTC
+AAATGCTGCCATAATTTTTTATATTAGTTGCTTATATTGAGTCTATTGGGTTCATGATGAATAATTACTT
+TTAATCTTCACGAGTAACCCGTAAGACCTCCTCTAAAGTGGTTTGTCCAAGCATAACTTTATCAAAGCCA
+TCCCGACGAATACTGGCACTGGAATATCGTACATATTTTTCAATAGCCTGCTCACCTTGACCATTATGAA
+TAAGTTCGCGTACTTTTTCATCCACAGGTAACAATTCATGAATACCCACTCGACCTCGATAGCCTTTAAA
+ACTGCATTCCGCACAACCAACAGCACGATAAATCACTGAATCATTATCATCTGGCAATGCTAATAATTGC
+CTTTCTTCGTCATCAGGCAGATGACTTGCACGACAATGTGGGCAGAGGGTACGTACAAGACGTTGAGCCA
+ATACGCCCAATAAACTCGATGACAGTAGGAAAGGTTCTACGCCCATATCTTCCATGCGGGTTATAGCACC
+AGCCGCAGTATTAGTATGCAAAGTAGATAATACCAAGTGACCAGTCAAACTTGCCTGTACCGCAATTTGC
+GCGGTTTCTAAATCTCGAATTTCACCTACCATCACCACATCAGGATCCTGACGTAAAATGGCACGTAAAC
+CGCGAGCAAATGTCATGTCCACTTTGGTATTTACTTGAGTTTGTCCTATACCTTCAATAGCATACTCAAT
+AGGATCTTCGCAGGTTAAAATATTACGCTCTTTCTCATCTATCTGGGTCAATCCAGCATAAAGCGTGGTA
+CTTTTACCTGAGCCTGTTGGACCTGTTACTAAGATAATGCCATGAGGCTTTTCGATAAGTGCTGAAAAAT
+TGACTCGGTTAGTGTCAGTCATACCTAAGTGTTTCAAATCTAAACGGGCCGCATTTTTATCTAATAAACG
+TAATACCACTCGCTCACCATGACCTGTTGGCATAGTTGAAACGCGCACATCAACAGCACGTCCCCCTATA
+CGCAACGAAATGCGGCCATCTTGTGGAATACGTTTTTCGGCTATGTCGAGCTTTGCCATCACTTTAATGC
+GTGAAACCAGTAACGACGCCAATTTACGATTGGGTTTAAGCACTTCTCGCAAAACACCATCAACACGAAA
+ACGTATCTGTAAGGTATTTTCAAAAGTTTCGATATGGATATCTGACGCTCTTTCTTTTATTGCTTCGCTG
+AGCATGGCATTGATCAGTTTGATAATTGGCGCATCGTCTTCATTTTCAAGTAAATCTTCACTTTCAATGA
+GTTCATCGGCAAGTGAATATAAATCAACTTCATTGCCAATATCTTCCATCATTTGCTGTGCTTCAGAAGA
+GTCTCTTTGATAAGCTTGCGTTAGCAATAATTCGAAAGCGGGCAGTTGTAAAAAATCAAATTCAAAAGAC
+GCTTTGAGTATGCGACGAACTTCTAAAACAATATCAAAGTTAACATCAGCCAAACAGTGCAAAATATAAC
+CACCAGTTTGTTCATCGGTTGAGATGAGTACACTGTGGCGCTTAGCAAAGGCAAACGGCAATAACCAAGT
+ACTGTTCACTTGTGCTTGTTCTGCCTCATCAAGCGCAGTGACTTCAACTTCATCAGACATTATTGCTTCT
+CTTCCGCAGCAACGCCTTCTGTTGTTACAGGAGGTTTAGGTAACTCTGTACCTTTGTCCTCAAGCTTCTG
+CTGATACTCATTAAATGACGGTGGTAAGGTTAGGTTATCTTGCCACTGCGGTAAGATTGGCATGTTTTCG
+TTACTCATTAACGATAAACCTTCCTCATGTTTACGAATTTGATCAGCACGAATGTAGTTATATTTTGATT
+CACTAATCTCTGTCATTAACGCTGAATCACGAACAATTGTAGCGCGTAAAAACACCATTAAATTACGCTT
+ACGTGTGCTGTTGCTAGTTGATTTAAACAAGTGACCAATAATTGGAATATCACCAAGAATTGGCACCTTC
+TGCACACTTTCTTGCACGTCTTCATCTATCAAACCTCCGAGTATCACGGTATCGCCACTATCAGCCATTA
+CAGTGGTTTTAATCTCTCTTTTATTAATTGAGATATCTACACCTGTGGTACCGCTGACTGAAGACACTTC
+TTGTTCAATAATCAGTTGCACCGCATTGCCTTCATTCACTTGCGGGGTAACACGTAGTTTAATGCCCACT
+TCTTGACGGTCTACTGTCTGGAAAGGGTTGGCGTTATTACTACCCGTTGCTGAACCGGTAATAATTGGCA
+CTTCTTGACCAACAATAAAGTAAGCCTCTTCATTATCTAAGGTGGTAATGCTCGGCGTAGCTAAAATATT
+CGAATTAGTATCACTACTTACCGCACTCACAATCGCGCCCCAGTCATTTTTAGCAATACCAAACATCATA
+CCGCTAACATTACCGAGTACTTGAGCAAGAATGCTATAATCACCGTCAGTAGAAGGATTTTCTGATATTA
+CAGGGTTACCATTTGCGTCAATAGTAGTTACTTTAGTCGCAGGTTCTCCTTCCGCTGCTTGAACTCCTGC
+AGCAACCGAAGAAATGCTCGCAGGGCCATTAGTAAACTGCGTAAAACCACCTGCTTCGTTATACCACTGA
+ACACCTAAACTAACGCCGTCACTTTCAAACACTTCAACGATAATCGCTTCAACTAATACCTGTGCGCGAC
+GCACATCTAATTGACGAATTACAGCCTCTAATGAACGTAACATATCGGGTTGTGCGGTAATTACTAAGGC
+ATTAGTTGATTCATGCGCTTCAATACTTACGTCACGTTTTTTACTAGAACGTGTTTTTGTTTTCGCTGTC
+GTTGTTTCTGAAGCAATTGAGTCACTAACACCTTGCAGCACTTTAACTAAATCTTCAGCTTTTGAATATT
+TAAGGTAATACACCCGAGTATTACCGTTACTTTCTAATTCACTATCTAAACGTTTAACCAAGCGTGCTAC
+TCGTTCACGGGCTTTCACTTCACCGCTAACAATCACGCTATTAGACCGATCATCGGCAACAATTTTAGGA
+ATTAAAAAAGTAGGTTGACCTGCTTTACCACCAGAAGGTTTATTCATCGCTTCGATGATACGTACCATTT
+CACCCGCTGAAGCATACTTAAGTTTGATAATTTCAACATCTTGATCACCCGCTCTATCAACACGTTCAAT
+AATTTTTACTAGTCGATTAACTGTTGAAGCGGTACCCGTTAACATGATCACGTTAGCAGGGTCGTAGTTT
+ACGACATTGCCGCCACCCGCTTGGTCTGACAATTGTCGTAACAGTGGCACTAATTCACGTACCGTAACAT
+TCTTCACTTCAACAACACGGGTAACCATCTCATCACCGATGATATTACTTTTATTACCTACTACAGGAAT
+AGCCGCTGTTTTCGCGTCTTTATTACGAATAATTTTGACAATATTATTGTCCATTTCAACGGCAGCATAA
+CCATACACTTCAAGCACATTGAGAAAGAATTGATAGTATTGTTTTTCCGATAACAAATCATAACTACGGA
+CATTGATTTTTCCGCGGACATTGGGATCTACTATCATGGTTTTTTTCAGGTTTTTACCAACGATATTTAC
+AAATTCGGTAATTTCAGTGCCCTTAAAATTAGGAGAATACTGAGCGGCACTTGCTTGACCAACCAAACAT
+AAGCAATTGATGGTTATCGCTGTCGTTAGAATGAGTAAAAACTTTTTCATCATTTGGGATATCTCTGCTT
+TATTATTTTATTAGATAATCTTTATTAGAAAATCATTAATCGATAATTATATAGCGTAATTGTTACGATT
+ATTAATTCGGTTAGCTTAGCAACTTAATCTAAACTAATAAGTATTTCAGTCAAACTACCTTGGCGATCAA
+CCAGTAATGAAATATCACGTGCTTTTTTCATTTCTGCCATCGCTTGCATTGCCTGTGTCGGAGCAATTAA
+ATCAAAACCATTCATCTGAACGGCGACATCACCAGTTTTTAAGCCGGCAAGTTTGAAAAACTCAGGTTTT
+TTACCTGGTCGAAGGGTGTAACCTATTATATTTCCGTCTTTACGTTTCGGTGAGATTCGTAAATAGTCGC
+CTATTTTTGTCGGATCTTTAGAAAATTCAGATCGTAGGTTTGTCGCTGTTGCGGTTAATGCTTTATTGTC
+TCTTTGATCAACAACACCCAAATCTGAAGATTTAGGTCCCACTGTGGACCGAGTTTTTCTTGAGGTTGCT
+TTGTTAGCAAACTCTCTTGCTGGCTGACCATAATCAAAACCATCAAGCATCAAAGTTTCTAGCCGACCTG
+AGTGCTTAATTATCACTCGATCTATTAATACTTGTTCAAGATTAGCGCGTGTACCAATGATGATATCGCC
+AATACCATAGGTATCTTGCTTACCTTGGTTTTCAATGATCGCTGCAGCAATAGATTTTTCATCACTTGCG
+ACCAGACCAGTCAGTGTTAAATTTAATTGGGTTTCTGGCACATTCGCCATTTCGATTTCAGTTGCTTGAT
+CACTATTCTCATTATATTGACCGAACAGATTAAGCGATTGAATTTTAGCAACATCAATTGCCTTCTTTAC
+TTTATTAGAATTGACGCTTTTTGTGTTGCCATTCACAGAAGTGTTTTGACTCGATTGTGTTTGTGATACA
+AGTGACCAAGTGATGTTTGCGCATACATAAGCAATATAAACGACTAATAATACCATCACTGATTGCGCAA
+CTCGTCGATGACCTAGCTGGGTGAATAATGATGCAAACGCTGTCATGTTAGTGGGAAATGCCATAGCTAC
+TTATATTATTGTTATTTTGAAATAATCTAGTCATTTATAGCCGCCGCCATATGTTAGATTTATGTTAAGT
+AAACACGAATGATACTTGACCGCAAGGTAAGCAACAAGCCGTAGCCTGAGATTTTAAGCTTTTTGAGCAA
+ATTAAATCGTAACTAGATAGTAATTAAGTCGTCAAAGCTAGATAAATATACCCAAGCCACTTGAAGATGT
+GTGCTTCAGGACGCTTGAGCAAAGTATGCTCAGACGCCCCAACAAGGCTGGTTTAGAAACGTTTTATGTT
+ACGTTATTTATTTCGACAATAAAATAACTATTCTCTTCAATAAATACCTTGCCTAAAGACATTTCTAATT
+CCAGCTGAAACCTGCATCTTCAAGTAGCTTGGATATATAAGGTTGTAATGTTAATTTTCAGACCAATATA
+TTTCATATAAGTTCCAGCTTTCAGGTTTATTATGTCAACAAGTCAAGATCCTCAAAAAAAGCCAATTCGT
+TTAGATAAATGGCTTTGGGCTGCAAGATTCTATCGAACCCGCGCTATTGCTAAACAGATGATTGATGGCG
+GAAAAATTTTTTATAATGGTCAACGTACTAAGTCGGGAAAAGCCGTATCAATCGGTGATATAATAAAAAT
+CAGACAAGGATTTGAAGAAAAAGAAGTCACCGTTATTGCATTAGCTGACAAACGCAGTGACGCTACTTTT
+GCTCAAACCTTATATCAAGAAAGTAAACAAAGTATTGAAACCCGTGAGAAAAATGCCCTAGCACGTAAGC
+AAGGTATTCTCCTTAGCCCTGCTAGTGTTACTAAGCCAGATAAAAAACAACGTAGGAAACTACGTGAATT
+TAAAGAAAGGATCTAACTGCCATGAGCCAATTCAATGTATTAAATCGCTACTTATTTACCGATGCCCATG
+CCCGTGGTGAACTCGTACAATTAAGTAGTAGCTTTGAAAGTATTATTAAAAACCATAATTATCCTGTCGG
+TGTAGAAAAACTACTTGGTGAGCTACTTTGTGCGACTTGCCTATTAACCGCGACCCTCAAGTTTGAAGGT
+GATATTACCGTGCAATTGCAAGGTGATGGCCCTGTTGGTTATATGTCGGTTAGCGGCAACAACAAGCAAC
+AAATGCGTGGCATTGCCAAAATGGCAGAAGAAACGTCAGCTGATACTCTGCAAACGTTAATTGGTAAAGG
+CACTATGATTATCACTATTCGCCCTAATGCTGGCGAAGCCTATCAGGGTGTTGTTGCTTTAGATGAAGAG
+AGCCTTGCCGATTGTTTAGCGCATTATTTTGATGTTTCAGAGCAAATACCTACTAAAATTTGGTTGTTTT
+GTGATACTGAGCAGCAATTAGCCGCCGGTGCTTTAGTGCAATTATTACCTGATGGCGACGGAAGTACTGA
+AAACAAAGAACAACAGCAAAGTGACTTTGAACATTTATGTCAGCTCACTAATACCATTAAAAGTGAAGAA
+GTCTTTTCATTAGAAGCTGAAGCATTACTTTATCGTTTATATCACCAAGAGCAAGTCAATATATTTGAGC
+CACAAATGGTTAGCTATCTGTGTGGCTGTTCTGCTGATAAATGTTTATCGGCAATATCGCAAATTGAACC
+AAGTGAAATTAAAGCGATATTAGCAGAGCATGGAAAAATTTCGATGACCTGTGATTACTGTATCACTACT
+TATGATTTTGACGAACTGAGCTTAAAAAGTTTCATTTCGAAAGTTAATCATTAAAAAAACCACTCTTTTT
+GACGCTAAAACCAATCAAAAGCTTCGTTATTAATTATCACTTATTCCATATAGTGATAATTAATAGCTAA
+CCAACACGTCGCCACAGCCCTCTAATTACTTAACATTACGAATTAAAATTCGAAATAAACGTAACTTTCA
+TGGTAACCATTCATGCTATTTATAGTGAAAACTTTCACAATAAACTATTTTTTACTTTCGTTTTGTTCGC
+TATTACCCTAAAATACCCCCAATAATGACAGCATGAAAACTTTCATGACTGGCTTCATTAATCGACTTAC
+TTAAATTAAAATTTGTCATACTTAGGAGTGAATTTGCTATGACCGCCCCGAAAAACTCAATTGATTTGTC
+ACAATACGGCATCGACGATGTTAACGAAGTTGTTTATAACCCATCGTATGAGTTACTTTTTAGTGAAGAA
+ACTAAAGCTGGCCTTGAGGGCTTTGATAAAGGCATAGTAACTGAGCTTGGTGCAGTTAATGTAGACACGG
+GGATATTTACCGGTCGCTCTCCTAAAGATAAGTATATTGTTCGCGATGATGTAACTCGCGATACAGTATG
+GTGGTCTGATCAAGGTAAAAATGATAATAAGGCTATGACTCCTGAAACATGGGATCACTTAAAAGGCTTA
+GTAACTACACAACTTTCTGGCCAACGTTTATTTGTTGTTGATACTTTTTGTGGTGCTGATGAAGCAACAC
+GTTTAAAAGTACGTTTCATTACACAAGTAGCTTGGCAAGCACATTTCGTTAAAAACATGTTCATTCGTCC
+TACCGATGCAGAACTTGAAAATTACGAACCCGATTTCGTGGTAATGAATGGTGCGAAAACAGTTAATGAT
+AAATGGGAAGAGCAAGGTTTAAACTCAGAGAACTTTGTTGCTTTCAACTTAACTGAAAAAATTCAATTGA
+TTGGCGGTACTTGGTACGGCGGCGAGATGAAAAAAGGTATGTTCTCAATGATGAACTACTACCTTCCATT
+ACAAGGCATTGCTTCAATGCATTGTAGTGCAAACGTTGGTGAAGATGGTGACACTGCTATCTTCTTCGGT
+TTGTCTGGCACAGGTAAAACAACACTTTCTACCGATCCTAAACGTCAACTTATCGGTGATGATGAACACG
+GTTGGGATGACAATGGAGTATTTAACTTTGAAGGTGGCTGTTACGCTAAAACAATCAACCTAAGCAAAGA
+AAACGAACCTGATATTTACAATGCCATTCGTCGTGACGCTTTACTAGAAAACGTTACGGTTGATGCAAAT
+GGTAAAATCGATTTTGATGATAATTCAAAAACAGAAAACACACGTGTTTCTTACCCAATTCATCATATTG
+ATAACATTGTTAAGCCTGTTTCACGTGCTGGTCATGCTAAAAAAGTTATCTTCTTAACGGCTGATGCTTT
+TGGTGTTTTACCACCCGTAGCTAAATTAACACCAGAACAAACAGAATATTACTTTCTTTCAGGTTTTACC
+GCTAAATTAGCAGGTACTGAACGTGGTATTACTGAACCAACACCAACTTTCTCAAGTTGTTTTGGAGCAG
+CGTTCTTAAGCTTACACCCTACGCAATATGCTGAAGTTTTACATAAGCGTATGGATGATGCTGGCGCTGA
+AGCTTACCTTGTAAACACTGGCTGGAATGGTACTGGCAAACGAATTTCTATCAAAGCAACGCGTGCTATT
+ATTGATGCAATCTTAGATGGTTCAATTGACAATGCTGAAACTGAAACCGTACCGTTTTTCAACTTAGAAG
+TACCTAAAGTAATTGCTGGCGTTGAGGGAGATATCCTTGATCCTCGTAATACTTATGAAGATCCAAGTGT
+TTGGAATGATAAAGCGGTAGACTTAGCGAAACGTTTTGTTAATAACTTTGATAAGTTTACAGATACTGAT
+AACGGTAAAGCGCTTGTTGCTGCTGGTCCTCAGTTATAAAACAATGAGTGAAAGGCTATTACTGAAATAG
+CCTTATTCAACAGACAATAAAGCCAGATGTTAAATTATTAACATCTGGCTTTTTTATTACCTAAAATTTG
+AAACTTCTATGTGTTATTTAAACACTAGAGGAAGATAAACTTTTGCCTGTAAGCCACCAGAGGGCTTGTT
+AGAGAGCTTAACTTTACCACCATGAGTATCAACGATACGCTTTATAATAGCTAAACCTAGACCGCTGCCT
+TCTGTCCCTCTAGCCGTATCCCCTTGAGTAAAAGGTTGAAATAATCGTTCAATATCAGCATCAGGAATAC
+CTGCACCATTATCACTGACAATGAAGAAGGCGTAGTCTTTTTCTACACCAGTGAAAACTTCAATTTCATC
+CGTGGTATAACGAATGGCATTTTGCACTAAATTTGCCAGTGCTCGTCTAACCGCAACGTGACGTAAAGGA
+ATTTTAGCGCATTCACCCGGATGAAACGTTATCACTCTATCAATGGGTGTTTCAACGTTCAGCACTTCAT
+CAACTAAAAGGTTTAAATCACCGAGCTCTGCTTTATCTTTTGAGTCATGACGAATGTAATCAATAAATTG
+GTCGATGATATTATTCATATCATCAATATCGGTTTCAATACCTTCTTTAAGAAAGTCATCTGACTCATTC
+ATCATTTCACTCGCTAAACGAATTCGGGTCAAAGGCGTACGTAAGTCATGAGAAATACCCGCCATTAATA
+AGTTACGATCTTCTTCGAGCTGCTTAATGCCTTTAGACATATGATTAAAGGCTTGAGTTACCGCCATAAC
+TTCTGAGGTACCGCGCTCAATAAGCGGGTCAGGAAAATCACCTCGACCAACATCTTCTGCCGCTATTTCT
+AGTGACTTTAACGGTCGATTGAGCTGTCGTACAAAAACCCAACCGCCCATAACACTTAATAAACCGATAA
+CAACCATAAAGAATATTAACGGCGAAAAGCTCCCTTTCTCCATACCTATCAGAGGAATTTTTACCCAAAG
+ATGCGGTGCCTGAGGTGCTCGTATCCAAAAAAGGTACTCATCACCTTGCGAAATTCTTACTTCAGCTGGC
+CCACCAAGCAATGCGGACATTTGTTCAGATCGATAAGGATATAACCCTGCATTGGCTAAACCAAACTTGT
+AGGCATCTTCTTCACGATAAACACCAATGCCCGTTTCATTATGAAAGGCCTTTGCCATTTTCGGGCTTAA
+CTTGGCATCATTGATATCAATGAAAACTACACGTACCTGTTTAGCCAACAATTGATTCATTTGTTGCTGG
+TTTGGCTCAATAACATAGAGCGCAAAAGAAATGTAGGAAACGATTTGATTGATAAAAAGTAAAAAACCTA
+TCAATAAAACCGTTTGTCCAAACGCACTGCGTGGCAATATTTTCATATAAAGGACTTAACTTGAAAGAAT
+AAACTAAGCTGGGCTACCATCAGGCACAAAGACATAACCTAAGCCCCAAACCGTTTGTAAGTATCTTGGC
+TTAGCAGGATCCTCTTCAAGCATTCGACGTAAGCGAGATACTTGCACATCTATACTACGCTCCAATGCTG
+AGTAATCTCTACCACGTGCAAGGTTCATCAATTTATCACGTGATAATGGCTCTCTCGGATGGGTAACTAA
+TGCCTTAAGTACAGCAAATTCGCCACTGGTTAACGGCATACTAATATCGTCTTTTTGCATTTCACGAGTA
+GCTAAATTTAAATGGTAGCCACCAAAACTAATAACATTTTCTTCTAGTGCAGGTGCTCCCGGAGCTTCTT
+GAGTACGACGACGTAATACGGCTTTAATACGGGCAAGTAACTCTCTAGGGTTGAAAGGCTTGGGCATATA
+ATCATCTGCACCTAGCTCTAGGCCAATAATACGGTCAACTTCATCACCTTTCGCTGTTAACATCACAATC
+GGAATGTTATTGGAATTCTGACGTAAGCGACGACAAATTGATAAACCATCTTCGCCGGGTAACATTAAAT
+CAAGTACTAACAAATGAAAGTTTTCACGTTCAAGCAGACGATCCATTTGTTCTGAATTAGCCGCACTTCG
+AACCGTAAAACCTTGTTCAACTAAATAACGCTCTAATAATGAGCGTAAACGCATATCATCATCTACTACT
+AAAATTTTAGGTGTTTCTTGAGTCATATGTTGTTTCACCTTGCTCGGTTTGTTTTTATTGTAAATATATA
+CCCGTTACTATAAGTGATATTGCTTACAATAAGAAACTGGCAAAAGTAAAAGACTCTAAGTATTTGTTAC
+AATTTATGTAATTCTTAGCTTAGCTTAGCTTACATTATTTTAAATAGTGAATACTTTGCTCTGTTACACA
+TTGAGTGAAACTTTTCTTGCGCTCACTGTGTGAAAGGGAAGATACCGCTTGTTTAACTAATATCATCTTT
+TGATCTCGCTCTGCTTTCGGTAAATGAGCAAGTTGTGCTTGAAAGCAACCAAATAAGCCAAAGTTTAATG
+CCACATCTGATTTCATACTGTCTTCACCTAAACAGCTTGCAAGCTTTTCTGCCAAGGTATTTTTATCCAT
+TTCAGTGATTAAGTAGCTTAACTTATAGTCGACTTTATCGAACTTCCTATCCTGATTACAAATGATAAAC
+ATATCGGCAACCGCAACAATAGGGATTAATTGTTGATGCTGCTTACTAAAGCGTTTTTTTAACCATTCAT
+TATGAGCCTGCTCATTTCCAGGATTAACATCAACGGAAGTGCTTGCTGAATTCACCGAAAAAAACCACCA
+CGCTTGGCTGGGTAAAGCGTAACAAGTAAGAACAATTAATAATAATTTTAATTCTATTTTCATATGACTA
+GACTCTGACAAATATAAATTGAATTTGATCTCTCTTAATATATTGTGCACCACAGCTAAAACTAAGTATA
+GTTAACTTATGTTTAAAAAATGTAGGAAGTAATATGGTCAACTCACTAAAAACCTTAGTAAACCTATTAA
+TAATAACCATGGCATTATTGCTTACTTGCAAAAGTACACACGCAAGTGGTCCAGTAAAAGAATTTGAACA
+AGCGATGGCGCAACACAAAGGTAAAATTGTTTATGTTGATTTTTGGGCTTCTTGGTGTGTTCCTTGTCGT
+AAATCTTTTCCATGGATGAATGCCATGCAAGCAAAACATCAAGAGCAAGGTTTTGTAGTGCTGAGTATTA
+ATCTGGATGCGGAGGAAACATTATCAACGAAGTTTTTGAAACAGACCCCAGCTAACTTTGCCATTATTTA
+TGATGCAAAAGGAAAGTTAGCGCAAAAATTTAAACTAAAAGGTATGCCTAGCAGTTACTTATTTGATCGC
+CAAGGCAAACTCATTAGTGCCCACACTGGTTTTAATGGTAAAAAGCAGCAACAGTATGAACATGAAATAT
+CGCAAGCACTAGCCCAATGATAAATATGCCGATTAACAGGCGGTAATTGAGCTAAAGAAAATATTGTCAA
+ACATTATTGCTGTTTTCGGAGTATGTTATTTTCGGGTGTTTTTAGTGTATTTCACCCAGATATAAAGTCC
+GCTTATTGATAAAACAATCAATAATAAAGCTATAAAATCCATAAAGAACACGCCTATATCACCTAGAATA
+CGGCCACTATGGCTATCAATAATAATGCGCTCGAGTGTTAGAAATTGAGCACGATAAGCCAGTTCGGCCT
+GATGTACTACATCGCCAGAAGCCTGCTCAGATTGCAGCCATTTTGGTGCAATAAGTGGTTGAATAACTTG
+CCAATCGAAAAAGTCGCTGTCAGTTTGATAATAACCTTCAGCACTATCAACTATCACCTGGCCGTTATTA
+ATACTCATTGCTTTTATCATTTCAGGTACGCCTGATTCGGTACCAAGCATGTCAACTAACTCACCTTCAA
+GGTTGTATAGTAAAATACTTTGCCGAGTAGCTACAACAAACACTTTTTGCTTATTATGTTTCAAAAATAA
+CTGACCAACACTAACAATTTTAGCATCACTTTCAAATAACAAATGACCCTCAAGCCAGACACTGTTATTA
+ACTACCTGAATAGTTTGTTGTTGATAAAAACGAACATCTTGAGGAATAGAAATACCATAATAATCAAGTA
+GCAGAGTACTTTTAATTGGTTGGTGCGCCAAGGATAAACCATCGGTATGGTTAAGAGCGACTCCCGTAAC
+AGATAAAAAAACAATAAAAAATGCAGCAAAAACGCCCAGTTTTCGATGCCACTTTCTAAAAGTGCGATTT
+AGCTGTTGAGAGAATGGTTTAACAGTTTTTTTCATAAATATACGGCAACTAAATAAAGGCTTATAAGCTT
+CGAAAGCTAGAGAGTAAAAAATAAGTCGTTATTTTGCCTGAGCATGTTCATTTTAGCTAGTCTCTGTTTT
+AAAGAGTGACTTTACTATTTAACCACAGAGCAAGTCTGGCGACTTTTGTGGTTGCTCTTACCGATAAGGT
+TGCGCCCGTAATGCCATCAATATGCTGACTGAGCGTTTTATCTTTTGTCAGTGTTGCCTGCGCAAATTGT
+TCACTATAAAAGTCATGACGAACTTCATCACCTCGGGTTTCTCTAAAAGTAAGCACTTTGAGCTGTTTAA
+TTGCATCTTTATGAATGTGAACGGCAATGGTGATTGGTTTTTCTTTACCCACCTCATTTAGAATCCAGAC
+GTTATCATTAGCTTCTTGCCAGTAACGCACCCGCATACGACTGTATTTATGACTAAGAATTTCTGCAATA
+GTTTTTTTATCTTCCGCACTTAACCACAAGACTTGCACCGCAGGTACTTGCTCATGAAAAATCCCTTTAA
+GGAACTCCTCAGATGTTTGATATACCCCTTTAGCCATAACATTCATCGCTAAAAAGCAGTATAAAAGTAC
+TAAAAATAAAAACTTTTTCACAAGTTTACTCTTAACTTTTAATAAATTAAAAAGCTCAACACTGTACAAG
+ACAGCATTGAACCACTTAGCTTAACAGTTTATTTATTTGTACTAAAACTGATAGCCAAAACCTAGGTTGA
+AGCCCTTTGAGTCTATAGAACCACCTAAGTCCTCATAATCCGCTTTTAACACTACGTCTTCATGTAAGAA
+ATAACTAACACCAACATTTGTTGATTCAACAGTGGTTGAATCGCTATTACCTGCGTTGTTGTCATATTCT
+GCATAACGAGCGAAAACGCCTACTTTTTCACTTATTCTGTAAGAAGGTTCAAGATACCAACCTGTTTGCT
+CATCACGACCTAACGCTTTGGCTTCATCACCATTGATGTCCCAGCGCGCGTATAAAGCACGAACGGTGAA
+ATCATTAACTTGATAAACAGCATGCGCTTCAAGTAATGTTGCATCTGCAGTATCAATAGGGGCGTCAAAA
+TTATTGCCACCTTGAGTAATATCTGTTTGATACTGTACCGTTGCTGCTAGCTCTAAACCAGTAATGGCTG
+TGTATTTAACACGACCAGTATAAGCAAGGTTTTCTGCCGTTGCTTTAGCCACTTTTTGACGACCGTTACG
+AATTTTAAAGTCATCACCAACTTCTAAACCACTAGTCACTGCACCATCAAGACTTACACCACCTACTGGC
+TTATAATTAAATGATAAACCAGCTTCCCACCAAGTAGCAGGAATAATGTTCTTCTCAACACCGTTACGTT
+CAACACCATAGAATGTTGGTGGCTCATGCGTTTCATTGATAATGCCGACAGGAATTAAGAACAAACCAAC
+TTTAGAGCTTGTCGCTTCATTAATATCAACTTCAACATAGGCTTGTTCAAGTTCAACTTCTCCTGACTTT
+CCTTCACCAGCAATAGAATGCTCTAGTTCAAATTCAGAGAAAAAACGTATGCTATCAGAAAACTCATGCC
+CGAAAAACAATACAAAACGGTGAAAATCTATCTTCGCATCTTGATCTTCATAGTTATTGTAATGTAACTC
+ACCATAACCACCAATTGTAGTGTTAGCAAACATACCGCCAGTACTTTCAGTAACCACTTCAACTTGATCA
+GCCGTTGCTTCAAGTTTTTTTTCTGTTTCATTTAAACGTTGTTCTAGTGACTTAAGCACTTCTTGTTGTT
+GAGTAATGACTTTACGTAACTCAACCGTTTCTTCGCTAGCGATAGCAGCATTACTTGTAAGCAATGTCGC
+AATAACTGAGGCAATTAATGTTTTGTTCATGTTATTTATCCAGAAAGTTATGTTATTTAATGTGTCTTAT
+ATTTATTTTCCGACATTAAACCACAAAACAAACAAGAATCAATAGCATTTGTATTATTTATTAGATTAAA
+AAGTTATTTCTTGATTTAAATCAGAGAAATTGTAAGTAAGTATGCTACCAAAACGAAAAAACCTATTTCA
+GTAAAACTGAAATAGGTTTTTAAAGAATACCAATTAAATTAATTGCTATAACACTGCAATTAACTACTTT
+TGATGCATATGCACATCGCGTTGTGGAAATGGAATGCTGATACCAGCTTTATCGAATTCAATTTTCACTT
+TTTCCATCATATCGAAATAAATGCCCCAGTAATCTTCTGCATTCGCCCAAGGACGAACAAATAAATTTAC
+TGAACTTTCACCGTGTTCACCAACCCAAATATCTACGGCTTGGTCTTTAAGTACACGTTCATCGGCTTCA
+ATTATTGTACGTAAAAGTGCTTTTGCTTTAGCGATATCATCGTCATAACCAATACCAAATACCATATCTA
+CACGACGGGTACCGTTAACATTAATATTGGTCACACAACCATTAGATAACAAACCATTTGGAATAATAAT
+ACGTTGGTTATCAAATGTTTTTAGGATGGTATTAAAAATTTGAATTTCTTCAACGCTACCAACATAACCT
+TGCGCTTTAATGGCATCGCCATTTTTAAACGGACGGAATAATAAGATTAAAACGCCACCAGCAAAGTTAG
+CTAAACTACCTTGCAACGCTAAACCAATTGCTAAACCAGCAGCACCTAAAATAGCAATAAACGACGCGGT
+TTGAATGCCAAGCATAGAAGCAAGAATTATAATTTGAATCGCTTTTAATAACGTACTTAAAATACTTAAT
+AAAAACTGATGTAAGGTAATCTCAACCTTTTTCTTTTCTAGTCCTTTACCTACTAGGCTAAGCACTCTTT
+TGATAATAAAATTACCGACGAAATAAACAACAATGGCTAATAAAAATTGTACGCCGAATTGCAGACCCAT
+CTCACCAAGCATTTGCATATAATGTTCGATTTTTTCTATATTGATTTCCATGAAAATGATATCCTAAGCC
+ATGTTAAATAATAGTTAACGTTGAAGTTAACCTTTAATTTACAATTGTAAGCTTTCTACAAAATGGTGTA
+AATTATATTCCGCTTTATTTTCAGCCTTCAAGTACCTATTTACCCCACATTAACTATTAAAACTAACAAG
+GAACGTCCTTTATTATGGCAACCCTGCTATCTTTTTTTACTCATAAATTTTTTAAAATATTGTTAGCTTT
+ATACTTGGGCATATTTTTATGTATTTGGCTTATTTCGTCACCGGTCGCAAAACACTTTATCAACCCAATT
+TTAGCTGAGCACCAATTACAGTTATCTGATGACTCAAGTATTCGATTTAATCCCTTTTTAATGCGTATCA
+CCCTTAGTGATATAGACTTATCAAGTACAAAAAGCAAGCAGCAATACACTGTATTTTCCTTAGAAGAATT
+AACGTTACAAGTCGCTTTATGGCAATTAGCGTTTGATAAAATTGCATTGAGTGAATTTTCACTTACCCGA
+GGTACATTAAAAGTCATTCAGCATGATGACCACCTGATCATTGCCGGCATAACAATTCCTCCTTCAACGG
+AAGGTGAAGAGCTTACTAAGGCGCAAATTAACGAGCCAGCCACAAGCCTTCCTTATCAGCTAGTGTTACC
+TGATTTTCTCTTAAGCCAATTTGCTATTGAAATAGAAATAGATAGTCAAAAACTGCAGAATAAAACTCAC
+CACATAGAGATTAAACAACTCGCATTAAGTCAAATAAAAGCAACAGAGACAAAGCAAGAAGGTCATTTAG
+CCTTGACCGCTTTAGTTGATGAAACTCATTTGTCTCTTACAGCGAATACGCAATTAGTATCAGGTAAAGG
+TGATATCCACAGTAACTTACTTATCAATAATTATCCTATTGAAAAATTAGCACCATATGTTGAACAACTT
+ACTGAATTAAAAGGCTCTCTTTCATTTACTAGTCAACAAACAGTAACCCTTGCTGAACAAGGTATTAATT
+TAAAAGTACAAAAAGCCAGCTTAACGTTGCAAGATTTATTGTTAGGTTTAGCTGAACAGAATTTTACTCT
+TCAAACCTTACAACATAATTTTTCTGATGTTGCTGTTCACTTACAAGACAACAAAATTACTCATCTAGCA
+GGTAATAGTAATATAAAGCTGACTGATGCCATTCTTAGCCAAAATGAAAGCAAAGCGACCATTACCGCCT
+TTAAACAACTTAGTCTAGATGACATCAATTTTGTGTTGGATGATGAGCCCAGTATTGATATTACCGATAT
+AGTAATGGATGACTTACTGTTCTCTAAAAAAGCAGCTCTAGCTGATGCTGTAGCCCAAAAAGCAATTGAT
+AGAATTAATAAACTTTCTGATGAAGATGGTCTTGATATCGCTGCTGCTGCAATTGTGAAACTACCGCCGG
+TTTTGCAATTGAAACAATTAACGGTAAATAACATACATATCCACGAAAAAAGTGTTGATATCAATAGTAT
+TATTTTTGATACCTTAGTTGGTGAGATTATTATTAAGGAAAACAAAGATATTGCTAACTTGATTCTTTTG
+GATGATAAAGCAAGTGAACAAAGCGCTACCCAATCGAATGTTACTGAGGAAGTCGCTGCTATTGAATCAG
+AAATCAAATTACAAGAAGCAGAAGCGAAGCATGATGGTTTTGTTTTCAGCTTCAAAGAACTTCGTTTTAT
+TAATGAAAATTCTTTTGCTTTTACTGACTTTAGTGTTGATCCAATCTATCAACGAACTTTATTTCTAGAC
+ACCTTAGATGTCGGAGCTTTAAGCAATAGAAAAGAGAAAAAACAACAGCAAACCCCTTATACCCTCGTGG
+GTCGTAGTAATAAGTACGCTAACTTCAATTTGACGGGTTATTTACAACCTTTTTCAAAACTTGCCACTTA
+TCATATTGAAGGGGATTTCAAAGAATTTTCATTGCCTGCTATTTCGTCGTATCTAAAAGCGTCAACCGGT
+ATTGAAGTGAAAACAGGCCAGCTCAATACCGCTTTAGATCTAAGCCTTGCTGGTGATGAAGTTGAGGGAA
+ATATAATTGTGCTGCTACAAGCGCTAGAAACAAGCTTAGTTGATAGTGAAGAAGCGGGTAATCTAATTGA
+TCAAGGTGCATTACCTTTAAACATGGCAATGGGCATGCTAAAAGATGGTGATGGTAATGTAGAACTTGAT
+GTCCCATTAAGTGGCTCTATCTCAGATCCAAATTTTGGTTTGAGTAGTATTGTTACCTTAATTACCAAAA
+AAGCCATTTTGTCTGCAACACAAGATTATTTAATGACCACTTTTGTCCCGTATGCCAATATAGTCTCTAT
+TGCGATAACGGCGGGTGAATTTGCCTTAAAGTTACGCTTTGATGATTTAGAATACCAAGTAAAGCAAGTT
+GAGCCCGATGACCACCAAAACGCCTACTTAACTGACTTCATTGCCTTGATGCAAGACAAAGAAGATACCC
+GTGTCACGATTTGTGCTATCAGCACCCCAGCTGATATAGGCCTAAAAGCCGGAGTTTCTGTAGAAGACAA
+AGCTGATATTAAACAACTACTCGACATTGGCGAGCAACGTGAACATGCCTTTAAAGATCATTTAATTGAA
+CAAGGTAAAATTGATTCATCACGTATTTTATTCTGTAAGCCTCAGATAGACATCAGCGAAGGCGCAATGC
+CACGTATTGGAATATCAGTCTAAATTATGGCTATCAATAATAGTTCAATGTAGTAATATCAATTAGTTAA
+AAACAAAGGGAAATTTGAAGATGAAAAGGTTAAGCCAATTTTTAATACCACTATTGTTACCATTACTGTT
+AAATAGTTATGCTACGTCAGCAGCAGAAGTAGAAACAAGCGACCAAAAAATAGTAGAAAATCAGCACGGA
+AAATTAGTTTGGGCTGACCTATACACCGGAGATGTAGAAGCTTCACTTAAATTTTATCACGACACTTTTG
+GCTGGACAGTTAAAGAATTCGCTAAAGAGCAGGCAAAATATCATTTACTGTACGATAATGGCCAAGCCGT
+TGCCGGTGTACTTGAGCGTGATTCAAAGCGTAACAAAACGGATAATGCCTTATGGGTTGGCAGCATAGAT
+ACTGATAATGTTTCGAGTAGAAGTGCACTAGCCGCTAAAAACAATGCCACCATAATATTAGCTCCTCATG
+ACTTTACCCTTTACGGTAAAAGATCGGTTTTAGCTGATCCACAAGGCGGCGTTATTGCCTTGCTTGAGTT
+AGATCTTACCAACAAAAATCATAAAAAAATAAGTAATAAGTGGGATTGGGCGCAATTGTTTAGTACCAAT
+ACCAAACAAGCTGCTTTGTTTTATCAAGACACTTTTGGTTATACTTTAGAGCCAATTAATGCCAAAAAAG
+AAAGCTTCTTTTTAATTCAAGCAGAAATGGTTCAAGCCAGTATTGTAAAGCTACCCGACTCATTTGAACA
+AAGAGATCGTTGGGTCAACTTTATTGAAGTTAACGACCTCTCCACTATATTATCAAAAGCCACAAGCAAC
+GGCGCAACTATCATTTATCAACCAGAAAATAGAGGCTTAGCCATCATTGCTGATCCCAATGGCGCATTAC
+TGGGTTTAACACAGCAGGAGAGTGAATAATGAAACAACTTAAAACCTTATTACTTACCGCTACTGTTGTT
+CTTAGTACCTTATTATTAACCGCCTGTGAGAATACCCATGTAAGTGGCTCTATGAGCTATGGTATGGGAT
+ATGGCGCTGGGTATCCGATGTACTATGGTAATGGTTATCATCGTCATACAAACGTTGTCGTTGTTAAACC
+AGCTAGAAATAACCGCTCTCGACCTACTAGAGCAAAGAGACGTTAGTCTAAATTGATTATTTGACCCATA
+GTTACGCATGACTGAAGAGAAACGCTTTTGAAAATAATGACACGCCAAGATAATTTTATTTATCTCACTT
+TTGCTTTAATTTTATTATTACTTGGCACGTCATTAGCTCAGCAGTTTTTTGAAGGTTCGGTGCAACGTTT
+AGTGCAATCTGCCACTATAGTGACGCTATTAGTTGCAGTTTGGGGAGTGGATTCAAAAGATTTCGTGCTG
+CGTAAAACCTTTATTTTTCCCATCGCTATTTTATTCTTTTCTTTTTTTAGTGCATGGCTTGATGATGCTG
+GCTTTGACCAAGTTTATTTACTGTTGCTGCTGAGTTTCTTTATCTCAAGCGCCCTTCGCACGGCTAAACA
+GGTATTATTTACCGGTGATATTGATGGTAATAAAATTTTAGGGGCCATTTGTTTGTATTTATTAATGGGG
+CTAATTTGGGCAACACTGTACACCTTAATACAACTAACTTTCCCTGGTTCATTTACTAACATCAACAGTA
+ACAATGAATGGTTTACCTTATTCCCTGATTTTATCTATTTTTCTTTTGTTACTATTACGACCTTAGGATT
+TGGTGATATTTCGCCCATTTTACCTATTTCAAGATTTTTAGTTTATTTTGAAGCCATAGTTGGCCAGTTT
+TATTTAGCGATATTAGTGGCTAGTTTAGTGGGTTCACATATGAGTAATTTCGGTGCAAACCATAATTCAC
+CTCAACATAATTCAGCTAATACAAGTTCAGATAAAAATAAGCGAATAAATAATTCACCTAATGACACCTC
+CAGTTCAGGTTCTTAGTACTAATCCACCAAGTAAACATAATAATAAGTTATTAACGTAAGGAAACTTCCA
+TGAAAAACCAACAAGAGTTAACCAGTGATCAGGCATTTAACCGCCGGGTTATTGATATCGCCATTAAGCT
+TGCCGCCATGGCGATGATTATCCTATGGTGTTTTTCTATTATTAGGCCTTTCATATTAATTACCATTTGG
+GCTGCCATTTTAGCCGTTGCTTTATATCCTTTACATGAAAAACTTACTGCTGCACTTAAAGGTAATAAAA
+AACTCGCTTCAACCATTGTTGCCATTGTCGGGATATCAATTATCGCTATCCCTTCAATTAACCTTTCGTC
+TTCTGCTATTGATTCTGCCCAGCATGTCTATACAGGAATTGAAGAAGGTACTTTAAAAATACCAGCTGCT
+GATGAAAGCATTAAAGAATGGCCGCTAGTCGGTGAAAAGCTGTTCAATTTTTGGCAGGATGCTTCTCAAG
+ATATTCAAAAAGTTGCCGGGCAATACCCTGAACAATTAAAATCACTTTCAAGCACTTTATTATCAGCAGT
+AGCTGGTATTGGTGGCGGTATATTACAGTTTATTGTTTCTTTAATTATTGCGGTAGTGTTTATGGCAAAG
+TCAGCCCCATTACATCAAGGTTTGAGTAAATTAATGCGCCGCTTGATGAATGACTTTGGCGATAGAACAA
+TTAGTACCACTATTGCCACTATTCGAAGTGTCGCTACGGGTGTACTTGGCGTTGCCGTTATTCAATCACT
+CATGTCTGGTGTTGGCTTGATGATTGCTGATATTCCTGGCGCAGGTATTTGGGCAATTGCAGTTCTTATA
+TTAGCTATCGCGCAATTACCACCCATTCTAATTTTAGGTCCTATTGCGGCGTATTATTTCTCTGTAGCGG
+ACACCACTCCAGCCATCGCCTTTTTAATCTTTAGTATTATTGTTAGTGCTAGTGATGCTTTCTTAAAACC
+GCTATTTTTAGGACGCGGTATGAGTATTCCTATGTTAGTCATTTTACTTGGCGCTATTGGTGGCATGCTA
+CTTTCAGGCATTATTGGCTTGTTTGTTGGTGCGGTAGTATTAGCCTTAGGTTATGAGTTAATGATGGATT
+GGTTAAGCCATACGCCAAAAAGTGAAGAAGACAATACTGAAGCTGAGCAAAGCGAATCTTAAGCATGATA
+TAGCTAAGAGTTTACGCATAAGCTAGCGTGATTAATCACGCTATCAGTTAAATAAAAAAAGCGGCATAAC
+CATCAATGGTTATGCCGCTTTTTTTCTATTTTTCTATTTTTCTATTTTTCTATTTTTACTTATTGATGAT
+ACTAATCTCGCTAAACAAATAACCCTTTTCAGGTGGTTTAAATATTAAATAACAGCCTTACCTTTTCAAC
+GTTACAGGTAGTTTACCTAAAGCCTTTCTTTCATTGAAAACAACTGCCATGCTGGCATTAAACCCTGGGC
+TTATACTTTGCTGATTTTTACTCTCATAGATTCTATCGTCAAAGTTTAACAACACTGCATCGGCTAGTTC
+ACTGTACTCATTTATTAAAAAGGGAGAACCTTTAGCAATAAGTATAGAAGGCTTTCCTAGCTTTCCCGCT
+AGCGTAAGTTGCTGTTTTAATAACGTTGCATAGGTCAGTTTTTTCTGTTGCTGAGCAGCACTACCATAAC
+TTGGCGTTAAATCATCCATACCGCCTAAATCAACTAAACTGGCCGTTTTAATATCAACAGTAGCAATGAC
+GACATCCGCTTCACTTAGCAGCGACTTCATTTGTTTATCCGACTCGGTATTACCGGCAATAAAGTGGCTA
+ATGCTAATTTTTTCAACCTCACTTGCTGGCAATATTTGCGCTAATACCTTATTAGTCGCATAAGTTAACG
+CCACCAGTTCTTGCTGATTTGCGACAACAAAATGTATTCGTTTAATACCTGTTACAGTAAGAGGTAACAA
+CTGGTTATTTTTCAATAATGTTACCGCGGCATTGGCAAGCGCTTGCTCTGTAATAATATGCTTTTCATTA
+GCAATAACAGCATTAACCGAGAGCAGTTGTTGTGCTACTGATTCATTGGCCACTTCAATATATTGTTTCT
+TATATCGGTTTAATCTCACTATCGATTGTTCAAACTCAGTTAACTGATATTCATTGTGCTCAATGCGTAT
+TGCTAAGGCCTTGGCCACTGCTTTTATAAAGTTATAAAAATTGTCGATATCATTTGGTGTTCGAACCTTA
+AATGGCATCACGGCAAGATCTGCACCTGCCACAAAGGTTTCAACGACAGCTTCAATGTCAGTAAAAAAGT
+GAGTAACACCCGCCATATCAAGAGCATCCGTCGCAATAATGCCATCAAACTCCATCTCTTCTCTTAACAA
+GTTGGTTAATATTTTACGGGACATGGTCGCTGGGCGAATAAGTTTATCGCCACTTTTACTGATAAATAAA
+CTGTTATCTAGGGCTGGAAACTGAATGTGAGCCGTCATTATCATCGCGGGTTTAGCGTGATCAATAGCCC
+AAGCAAAAGGTGCAAGATCCACCTTATCTATAGTCGCTCTGTCATGATCAACTCGTGGTAAACCTAAGTG
+ACTATCAACGTGCGTATCACCATGACCAGGAAAATGCTTCAAGGTTGCCATCACGCCTTGTGCTTGAATG
+GCTGTTACCGCACTAGCACCAAGTTCGGCTACTTGGACAGCGGACTCGCCAAAAGAGCGCGTATTAATCA
+CCGGGTTGTCAACATTGGTATTTACATCAACGACAGGGGCATAATTATTATTGATACCTAAGGCTTTTAG
+TTCTTTAGCAATAACTGCATTAACTTGCGTAGCAAAGTGAGTACCATGCTCAGGATAGCTAGCGCCAATA
+GCCATATTTCCAGCAAAGCCAGTCATTTTAGCAAAGCGAGCTACTCGACCGCCCTCTTGGTCTATTGAGA
+TAATCAAGGGGTTTCCTTGTTCTGACTTTAATGCCGCGGCTTGAATATCATGGGTTAGCTTCACCACTTG
+CGCTATCTCTTGCACATTTTCAGCGAATAATACGATACCACCGACATTACTTGTGCTTATCATCTGCGCA
+AGTTCTTTGGGTAGCTCAGTCACTACTTGTCGGCAATGTTTTGATGTTGGCACACTGGCCTTACCATCTA
+TATCAGAACAAAAGTATCGAATATCGAGCGACATTCTTTGTGCAACTTTTCGCTCAAATGGAGTGAATGT
+ATTAGTACTAGTGGAGTTATGGGTCATATTTTTTTCTGTTGCCTGACTTTGACAAGCGCTAAGCGCAATT
+GAAACTATCATTATTAGCGCACTTGGCACTAAGTAAGTTCGCTTATTACTCGATAATTTATCGAGGAAAG
+TACTCGGTAAGTGGCTCGATCGATTATCCATCAAAGACAAAACCTACTTACTAAAAGCAAGAACATATTT
+TACTAGTTTATTGATACCCACTGCCGCTTCACTGATCGATTCAGCAAGCATATAGGCTGGTGTTGTCACA
+ATTTTATGTGCTTCATCCACAACTACGTCAGTAACATCACAATCAATATGCGTTAAACCTTTGGCTGAAA
+TTAATTTCGCCGTTGCGTTATCTTTGCCAATAGTGCCTTTTACGCCTGCGGGATAAATAAGCGGTAATAA
+AGCAGGAGCAATACACATAAAGCCTGCTGGTTTTTCTACTTTGGCAAAAGCTTTAGCTGCGGTTAATACT
+TGTTCGTTAACACTATAATTATCGTTGTCTAACGCAAAACTACTTAAGTTCTTTGCTGCGCCAAAACCAC
+CGACAAATATGATGGCATCAAATTCTTTTTCATTCAGTTCTATTAAATCTTCTACATCGCCACGACCAAT
+ACGCGCGGCTTCAACAAGTACATTACGGCTTTCCTCTTCGCTCACTTCACCCGTGAGATGATTAATAACA
+TGGTGCTGAGCTATATTAGGTGCAAAGCAGCGATAAGTGGCGCCTTGCTGAGCTATCGCTAATAACGTAA
+TGACTGCTTCTTGAATTTCACTGCCATCATAAACACCACAACCACTTAGAATAACTGCTATATTTTTCAT
+ATTTAATCCTTTCTTTTTAACTATTTTTTATTGTTAAACCATATCATTAGCTGACAGCTTAATACTACCA
+AGACAGCAAAGAACATTAACAAAGCAAATGGCTTTGCACTGCCATCATAAAAGAAGGCTAAAATGGGTCC
+TGCTAACGCGCCTATTCCCCAACGAAGGGTACCAATAACCGCTGTTACTGTCCCTGAATGCGCAGGAAAT
+TTAGTTAAAATTAAAGCATCGCTATTTACCGCTATCATGGAAATACTCCCCATAAGTGGAAAAATAGCCA
+CAACGGTATAAATTAACGGTAATGCCAAAACATTTACCAACATCAGGGCCGTTGCTGCCATTGTTGCTAG
+CGTTAAACCAAAACGCAACATCGTCCTTGAACCTTTACGCACCACAAAACGTGTATTAGTAAAATGCGCC
+GTCATCAACGCTAATATATTTAAGGCAAACAACAAACTAAAAGTATATTCTGATACTTCAAAGATGGTTA
+AATAGACAAAAGGAATTGCGGTAATATAAGCAAAAAACGCCAGTGCTATCATCATTGATGAAATAATATC
+TAGTCGTGCTTCAGCATTGCTTAACACTATTTTATAGCGCTGAATAAAGCTCATCTCAACTTTTTTAACT
+ACTGGCCCTTCTGGCAAGGTCACATCGCTTGCATTAGGTAAATAGTAGCTAACCAATACCAGCACAATGA
+GGCTGTAAGCGGCTAATACATAAAAGATAAGTTGCCAGCTATGTGCCAGTAACAGCACACTGCCTATGCT
+CGGCGCTATCATAGGCGCTAACATCATAATCATGCTGACATACGAAAGCCCTTTCGCAGTATCTTTACCG
+TAATATTCACGCACGGCCCCCGGAACAACTACGGTGGCGGCACTGCTGACAAAGGCTTGAAAAAATCTAA
+CGGTAAGAAATTGCTCTATATTGCTCACAAAAGGTAATAATAAGCTGGCAATAAAAAAACCACCGATGCC
+CAACAAAACAAGATTCCGACGTGGGTGTTTATCTGCCATAGGACCAAACAATATTAAACCGAGCGCATAA
+CCCAACAAATAAATGCTTAAGCTATTTTGCACCATGCTCATGGGTGTATTTAAATGCTCAGCTAACGTTG
+GCATAGCGGGTAAATACATATCTACCGCTAAGGGAGAAACCGCTAATATTGAAGCTAATAAAGGTAATAA
+CAACTTTAAAGAGACTTTAAGCTGCGCTGAAGGTGTCAACGTATCGCCATGCTTTATTACTGCGTTATTA
+CTTGATGTATTATTGTTTGTCGCTGTCATTGTTTTTCCATCAATTGTGCTGTTTTTTGCTTGCTGGTATA
+TTCGTATACCAATTGACCTAATACCTTAACGGCCGTTTCAACATCCTCCCCCCATTGCACGCCATAACTC
+ACTCGCATGTAATTTTGATACTTTCCTGATGGAGAAAAAATTGCTCCAGGGGCAAAACTAACCCCTTGTG
+TTAGCGCCTGTTGAAAAAATTCACCCGTTTTTACATGTGACTGACAGCGCAGCCAAAGCACACTGCCCCC
+TAAAGGTTTTGAAATACAGACTTCTGGCGGGAAATGTTCGGCAATTAATGCTCGCATTCGCTCACAATTG
+TATGCCAGCGTCTTTCGTAATACACAAAGGTGGCGGTCATAATCGCCGCTCAGTAAGTATTCATTTAAGG
+TCCATTGCTGCAACATAGGTGTCGAGGCCGATTGTGCCCGCTTAATTCGTTTTGCTTGCTCTTCGAACTT
+ACCCGGTAATAACCAGCCAATACGATAACCTGGTGCTGCTGTTTTGGAAAAGGAAGAACAGGTCATCACT
+AATCCTTTTTCAGAATACAACTGAGCAGGTTTTGGCTTGTTATCAGTAAAGTATATCTCGCTATAAACTT
+CATCTTCAATCAATGGAATATCATGTTGCTCTAATAGAGAAACCATCGCTTGACGTTGTTCATCAGTTTT
+CATCGAACCTAATGGGTTGTTTATCGCCGTTGAAAACAAACAAGCAGTGATATCATGCTGATTAATAGCC
+TCAGCTAAATCTTCGACACAAACACCGTCTTCTGTACAGGTATAAACTTCAAGTGCTTTCATACCTAATG
+TTTCAATCAATTCAATCATGCCGAAAAAGCACGGAGATTCAATAGCAATAATATCACCACGTTTCGCTAC
+ACATTGCAGGGCAATGGAGAGTGCTTCTTGCGCGCCATTGGTGATGACAATATCATCAGGATTTGTCTCG
+ACACCTTGGTCTTGATAACGAAATGCCAGCTGCATGCGTAATTTAGCATCGCCCGTTACTGGGCCATAAC
+TTACTGCCTTTTCTGAGACTTTACTTAAGACTGAGCGCATTAATCTGGCAAGCGCTTTATCAGGCGGATG
+TGCTTGAATAGGATTTGAAATTCCAAGGGCAACAGTATTAGGTAAGTGCACCGCCGCATGGACTTGTTCA
+ATCATACTGCGACCTTGCACTTCCACCGGATCACACTGAGCCCATTTTGCCGGTCTTGGTTTAAGCGTTC
+GTGCTTGCATTGCCTGTAAATAATAGCCCGATTGTGGCTTGGCACAGACTTGTCCTTGTCGTTCTAATTC
+AATATAAGCTTGCTTAACCGTTGGTACACTTATATCAAACTGGCGACTTAGTTTGCGTAAACTAGGTAAC
+TTATCACCTGGGTGTAACGCACCTATTTTCTTTTGATGTTCAATAAAATCAATTACTTGTTGATACAAAT
+ATGCCGAGGAGCTTTTATCTAATAATTTCATTTATTTCTCAGAGTAAGTGCCTTGATTAACAACGCCAAC
+TGTATAGGTTACATTTTCATAATTTTGTATATGTTATTAAATCAAATTATCCTTACAATGTCACGCTTAT
+CCTATATACCCGATCCACTTGAAGATGCACGATTCAGCTGGAATTAGAAACGCCTTTAGGCAAGGCATTG
+ATTGAAGAGAATAGTTATTCTATTGTCGAAATCAATAACGCAGCATAAAGCGTTTCTAAACCAGCCCCTT
+GGGGAGGACTGAGCAAATCATACTCTGCGTTACATTTCTTTTTAAGGGATTGACCTTAATAAAAAAATGC
+GCCTTGAATATGAATCGCTCAGACTTCCTGAAACGAGCATCTTCAAGTGGAACGGGTATAAGTCCTACTC
+ATGGAGTGACAAAATTTATGAACAATACGCTTTTATACGTAATTACCGTCCTAATATGGGGATCGACTTG
+GATAGCTATTAATTACCAATTAGGTGAAGTCGCTGCTGAAGTATCGATTGTTTATCGATTTGGCTTAGCA
+GCTTTATGTATGTTCGCTTATTGTCGCTTCAAGAAATTACCGCTGAAGTTTTCAGCCAAACAACACCTGC
+AACTATCCGCTTTTGGTTTAACCCTGTTTGGCTTTAATTATTATTTACTGTATAACGCACAAGCTCATAT
+TAATTCAGCATTGACCAGCATTGCATTTTCCACTTTGATGATGATTAATATTCTTAATGCACGTGTTTGG
+TTTAAAACTCGCATTTCGAGCCGAGTTTATTACGGTGGCGCACTTGGCTTAATGGGTATTGTTACCTTGT
+TTTGGCCACAAATAAGTAATGTGCATTTTGGTGATAGTACTTTATTGGGCTTAGGCTTGTGCTTAATTGG
+CGTGGTGTTCGCCTCTACCGGTAATATGATTTCGATTAAGAATCAGCACGACAATATGCCAGTACTACCT
+GCCACGGCATGGGGCATGATGTACGGCAGTCTATTTATGTTTGTTGTTGCGCTTGTTCAGGGTCAAACCT
+TTAACTTTTCTTATACTTTCGAGTACATCAGCTCATTGTTGTACTTATCAATATTTGGTTCGGTTATTGC
+TTTTGGTTGTTATTTAACATTATTGGCTCGTATCGGTGCACATAAGGCCTCTTATGCCACGATTATGTTT
+CCCGCAGTCGCTGTGGTTATCTCAAGCTTTTTCGAAGGTTTTATCTGGGATAGTTATACCTTTATTGGCT
+TAAGTTTGATGTTAGCAGGTAACTTAGTGGTACTCGCCAAACCAGGTATGCTAAAACGTTTCAACTCTAC
+GAGTTTAAAACAGGTTAGCTGTAGCGATGCAAAATAATTTTGCTTAAATTAATCGTGTTTTCCATGTTAA
+AGCAAAGCACAAACTTGCTATAATAATGGCAGACTGATTAACAAGTAAACTAATTCAAACTTAGCCAACC
+ACTTTAAAGTAACTTAGGTAACCTAATGCAACGACTAGCCCCAGCTTTACGTCAAGACAATGTACCTCTT
+GATTTAATTTCATTAATAAAAACTATTTTAGCTGCCACAAAAGAAATTTCGTTTCGTGTTAGCCAAGGTC
+ACTTAGGTGACGTGATGGGCTCAACCCTTGATGAGAACATTCAAGGCGAAGTTCAGAAACAATTAGATGT
+TGTTGCCAATGAATTATTCAAAGATATTTTACTTGAATCTGGTTTTGTTAAAGCGATTTCATCAGAAGAA
+GAAGATCACTCAGTTGCTGGTGATGAAAATGGCAAATATATTGTTTCTTTTGATCCCCTCGATGGTAGTT
+CTAACATAGACATCAATTCATTGATTGGGACTATTTTTTCTATTCATGAAGCACCTAAAGATATTGCCGC
+TGGTGATGATGACATGTTTAAGCAAGCCGGTGACAAGCAAGTATGTGCTGGTTATGTGCTTTATGGTCCA
+TCAACGATGTTAGTGATGACTACAGGTAGCGGTACCCATTTTTATGTATTAGACAGAACCCATGGCGGTT
+TCTTATTAGTAGAACGAAATGTACAAGTTCCTGCTGATACACAAGAGTTTGCCGTCAATATGTCTAACCA
+GCGTTTTTGGCAAGCACCTATGCAAAATTACATCAGTGATTTACTTGCTGGTGATACCGGTCCACGTGAG
+AAAAACTTCAATATGCGTTGGATAGCGGCCATGGTTGGTGATATTCATCGTGTTTTATGTCGCGGTGGTA
+TTTTCACATACCCTGCTGATAGTAGAAAACCTGAGCAACCATACAAACTACGTTTAATGTATGAAGCTAA
+CCCAATGGCGTTTTTACTTGAACAAGCGGGTGGTTTAGCAATGACCAGTGAAGGGCGCATTATGGATATA
+GAACCAAATAGTATCCATCAACGTGTTGAAGTTATTATGGGTTCTAAGAATGAAGTTGAGAAATGCTTAA
+GCTACTATAATTAATACCAATCTCACTAACTAGGTGATCATTTCTACTGGTTAAAATAACCAACTACTTC
+GTTATTTATTTAATAATTAGGATAACTAGTTATTAAAATAAATGCCTTGTACTTGGTAATTTTTTCTGCG
+TATAAAGTAGGTCACCTAATTAATAAAACTGGTATAAGCTAAACAAGTTTAAAAAATTAGATTAATAAAA
+AAGGCTTATTGTTTAAAACAATAAGCCTTTTTTATATTTGGTTATGAAAGCTATAACTGAAAGGCTTTTC
+CATTAACCGTTAGTTGACTTTGGACATATTTGGCTTCAACCGTTATTTCGTTATTGTGGCGGTTCAAATA
+ACCTTGTTCTACAAAATTATCCACCATAGGAGCCATACCTAATTTACTTAGGAATGCCATAGGTGCTTTA
+CCTTTAGCATCGGCTTCTAAAGCCTTAATTAAGGCCATTGAATTCAAATTAGCACTATCAAATAAATCTT
+TGTTGATGTTGAAGTTAAATTCAGTTGCCACTTTACCTTCTTCGGTAACAACACTTAAATCTGTTATTTT
+CAAGTTAGGATCTTTAGCGAGTATTTTTTCTGCTACTGCTGATAGCACTTTTAGGCTTTCTTCAGTGTCA
+TATTCACCTGAAGCATTAACCGACAAATTTGCCATAGCCGTGTTTAATTCTTGCAAAGCATGGACATCAA
+TATTAGCTAACAGTACCGCTACGTTGGGCTCTTTAAAATATTGTCCTGAAGCACTAATTTCTTTGGCTTG
+ATAGTTCAACGCAAGCGCTAATAAATCATTATCTAATGAAACCTCGCTCGTTAAGGTTGCTCCATCTAAA
+GAAAAAACTTTACTGTTATCGTTATAAACACTAATCCCTGTAACGGTAAAGATGGCATCACCAGTTAAGA
+TGGCCGTTCCCGCAAGATAATCACCGCTAACAACTTTTTGCTTAGTCGACATACCAACGTCACCAATAAC
+AAGGCGTTCATCCTGTCCTTTAACATCGAGACCTCCCCAAGAAAAATCACCAATGATGTGTTCATTATTA
+ATTAAGGTAAATTGGGCAAAAGATGGCTCAGATACAATCACGCTATCAGTATCTTGATAACTTATTTTAT
+CAGTATTAATGAAGGTGGTAACATCTTTACTAAAGCCCAGTAGTGCACCGACATGCAGCTTTTCGTTAAT
+AATATCAACTATACGTTCATCTACCCCAAGCGCTGCAAACTTAAATTTCGCCGTTGAATAGCCTAAACCA
+AAATACCAATTTTTATCCGTAATTATGACAGGACCAAAAGAGATGTCTTCTTCTACGGTAATAGTCACCT
+CATTGAGGTTATTATCTTCCAAGGCTATTTTCATTTCTGAGACGACATCAGCACCGAACCAACCACCGCT
+ATATTGGCTGGTTGTTAAGGTGATACCATCCGTTTCATTAAGTTTTACAAGTACTCGTTGACGTTCTGTT
+TCAACCATAGCGCCAATAAATTTTGGCGCAATTAGCAAACTAGCTAGGATTAAAACTATAGTGATATATA
+TTTTTTTCATTATTAAAATTCCTTTTTAAAATAATTTTTAAGTTCAATTATCTATTGTCAAATTGAACGT
+TGGCGTACCATTTCAAACAAACAGATGCCTGTTGCCACTGATACGTTCAAACTAGAAACAGTACCTGCCA
+TAGGAAGCTTCACTAGTTGATCACAGTTTTCACGGGTTAATCTGCGCATCCCTTTACCTTCGGCGCCCAT
+AACAAGTGCCATAGGTCCAGAAAGTTTTACATCATACAAACAGGTATCTGTCTCTCCTGCGGTACCAACA
+ATCCATACACCTTGCTTTTGCAACTGCTTCATCGTTCTTGATAAATTAGTTACTTGTACTAAAGGTACAC
+TTTCAACTGCCCCTACCGCAACTTTTCGAACGGTAGGCGTAATTTGTGCTGCATTATCTTTGGGCACAAT
+TATCGCTTGTACGCCTGCAGCATCAGCATTACGTAGACAAGCACCTAGATTATGAGGATCGGTGACACCG
+TCTAAAATAAGAAAAAATGGTGCGATTGATTTTTTTTCTGCAGCAAGAATGATGTCATCAATATCATTTT
+CTGTATAACTTTTCCCAGGTCTTACACGGGCAATTACGCCTTGGTGTTGCTCACCTTCACTTTTTTCATC
+AAGCGCTTTACGACTCGCCAATTGTGTCCCGATACCGTATTTTCTTGATAAATTAATGATTGGCATTATG
+CGATCATCTTCACGACCTTTTAATAACCATATTTCAATAAAACGCTCGGGAGCTGCGTTAATTAAGGCAT
+TAACTGCATGAATACCAAAAACTAACTCTTCATTTTTCGCCATGATCTTTCTCTATTTATGTAAACAACG
+AGGCTAATAAGCTATTGCCTAAGCCTTATTTTCCGAACTTTTACGGGCATTTTTTCCTGGGCGTTTTTTA
+CGTGCACTGCGTTTTTTTGCTTTGCTTTTTTCTTTTGGCTTGTCTTTAGATTTGTCTTTAGATTTGTCTT
+TTGAACCACCTTTAGACTTGCTTTTAGGTTTATCACTCTTAGCTGTAGTTGCTTGAGTTCCAGTCTTAGC
+TTCTGGTTTATTCTCAGCTGACTTTGACGTTGAACGTCTAGAGCTTTTACCTTTCGACTTGCCTTTAGGT
+TTGCCTTGGCTTTCTTCAGCTTCAGAGCCTTCAAGTCGTAAGTCTATTTTCTTTTCGTCAAGGTTTACCG
+CGGCAACTTGTACCCGAATTTCATCACCAACACGGTACTTTTTGCCACTATTCTCACCGGATAGGCACAT
+ACGTACATCATCAAAATGATAGAAATCACGACCAAGAGAAGTGATATGAACTAAACCTTCAATATGTAAA
+TCTTGTAAGCGAACAAACATACCAAAGTTAGTTACTGTTGAAATAACACCGGTAAAGTTATCACCAACAT
+GGTCTTGCATAAACTCACATTTGAGCCAATCAGCAACATCGCGAGTTGCTTCATCAGCGCGTCTCTCTGT
+CATAGAACAATGCTCACCCAGCTCTATAACTTCCTCTAAAGAATATTCATAGTTACCTTCGTTGGCAGCA
+TTTTTCGCTTCTTTTTCTAAAATAGCTTTGATCACTCGATGCACCACTAAATCAGGATAGCGACGAATAG
+GTGAGGTGAAATGACTATAAGAGGGTAGTGCTAAACCAAAATGGCCTTCATTGTCACTTTGATAGACAGC
+TTGGCGCATTGAGCGTAACAACATGGTTTGAATAAGCTCTTGGTCAGGTCGACCTGCAACTTTCGCTAAA
+ATATCACCGTAATCTCTTGGTTCCGGTGCTTCTTTTGACGGCAGAGATAAACCAAGTTCATTTAAATAGG
+TAACAAAGTTACGGTACTTATCTTCGCTAGGTTTATCATGAACACGGAACAAACCTGGCTTTTCATGTTT
+TTCTATAAATTTGGCTGTCGCAACATTGGCCATAATCATACATTCTTCAATGATTTTATGGGCATCATTG
+CGAATAAGCGCTTCGACACTGGCAATTTTTTTATCTTCATTGAAGATAAAAATAGATTCTTGCGTTTCAA
+AAGCGATAGCGCCACGTTTAAGACGAGCATCTGTTAGCGCGTGATACATATGTTCAAGATTTTTTAAATC
+AGGCACTAAGGTTTGGTATTCTTGACAAAGCGCTTCATCACCGTCGAGAATCGCAGCGACTTTGGTGTAA
+GTAAAACGAGCATGAGAACGCATTACTGCGGGATAGAACTTACTACCTGATAGTTTTCCGGTAGCACTGA
+TGGTCATTTCACACACCATACATAAGCGATCTACGTCGGGGTTGAGTGAACACAAACCATTAGAAAGTTT
+CTCTGGCAACATAGGGATAACTTGACTAGGAAAATACACTGAGTTACCACGTGATATCGCTTCATCGTCT
+AACGCCGTGCCGTGCTGAACGTAATAACTTACGTCAGCAATTGCCACCCATAAACGCCAACCACCTGATT
+TTTTTGGTTCACAATAAACAGCATCATCAAAATCTCTAGCATCATCGCCATCGATAGTAACCAAAGGTAA
+GTCACGTAAGTCTTTACGTGGTAATTTAGATGACTCTTCAACTTCATCAGCAATACTAGCCACTTCAGCT
+TGTACTGCGTGAGGAAATTGATGGGGTAAGTCATGGGCGCGCAAGGCTATCTCTATTTCCATCCCAGGAG
+CGAGGTGATCTCCTAAAACTTCAATCACTTTACCAATAGCATGAGAACGTTTAGTCGGCCTTTGAACTAA
+TTCAACGACGACCATTTGCCCGTGTCTAGCACCCATTTTAGTTTGTGGATCAATCAATACTTCTTGTTTG
+ATTTTACTGTCTTCTGACACAACAGAGCAAACATGATGATCAATATATAATCGACCAACGATAGGTGCTT
+TCCTTGGTTCTATAACTTCCAGTATCTTGACTTCTTTTCGACCTTTACGATCGGTACGGTCAACCAAAAT
+GGCTTGCACGATATCACCATGAAAGACACGCTGCATTTCGTGGGAGGAAATATAGAAATCTTTACCTCTT
+TTATCGGTAATAGATGAATCATCAGGAGAAAAGAAACCAAAACCGTCACGATGGCCAATAACTTTGCCGC
+TAAGCAGGCTATTTTTTTCCGGCAGTGCGTATTGTTTGAATTTATTAAAAATCAACTGACCACTGTTTTC
+CATCGCACGTAAACGACGCTTCAAACCAATAAGTTGATACTCTTCATCGTACTTTAGTGTTTTGACCAAG
+CTATTAAAACTTGGTGGCGGCGAGCATTTTTCGATGATTGATAGCAATAATTCGCGTGAGGCGACTGGCT
+TTTCATATTTTTTGGCTTCGCGTTTAGCGTGTGGATCGTTATAGGTCACTATAATGGGTCAATATTTAAG
+GATAACTACTTGTCAGTATACCATAAACTTTAAATTTACAACGCTTACACAAATGCTTAATTTGTATAAC
+TGGTTCTTTTCGCTTGCTCTATTACTTTACTGGGCATTTTACTGGCAAGACCTGAAATTAAGACACTGAT
+TTGTTTATGTATTACTTTATCATCAGTTACGGAGTGATGTAATTGAGAATAAAGCGCAGGATAATCTAAT
+GGGCTACCGTAGCCCTGCTCATATAGACTAGCAAGTCGCATCTGTGCAGCTAAGTTATCTAAACTTGCCG
+CCGTTTTTAAATAAACAATAGCGCGGTCAATATCTACCTGCATAAACTTGCCCATATGGTAATAACGGCC
+CAACTGCTCTAAACCTTCTGCTAAACCCTGATCAGCGGCTAAATGCATATAATGCAGTCCTAGCGGAATA
+TCTTTTTTCACACAAACACCATAAGCTAACATATCACCCCACAAAAATTGATATGAGGGCATATTCGCTT
+TATTGGCACGTGCTTCAATATCTTGCACTAATTGGCATTCATCAAGCACTACTTGGCTTAAATGCTTGTT
+GTCTTTAATTAAATCCAGCAATTGATTATCAGTATAAATCTGAACAGCTTGCAAGTTTTTCTTCATAGCG
+AATGCTGAAGAATTGGCAAATAAAAACATAACAGAAAGAACAAAGAAAAATAATATACGCATAAAAATCC
+TAACTAGGCTGAATCAGCTGACTTCTTTGTATCGGCAAGCAAGCTGCATCTATGAAATTTATTTAAATAA
+TATAACCATACTAAAGCAATTTTGGCGCCAACATAGAGTTTTGAGACTATTATTAATTCAAATTGGAAAT
+TTACTATAATCACTATTATTTAGCGTATAGTAAGGAACTCACTAACATTATCAATTTACGGATAGCTTAT
+TTCAGTGAGTATTAAAAATAATAACTCCTCCATTATTTATTCTGAACGGCGATTAATATGCTGATTGAAA
+AAGAGCTTTCTGAGTTAACCGTAGGCCACTATGTGGTAAAGATTATTCAGCAAGAAGGTTGCTTTTCGTT
+AACTGCCGCTGGACACATCAAAAGCAAAGCTGTTATAAATCATCTCAAAAGCAAAAATGTTCATCGTGTT
+TTAATTGATGATAGCAAAACATTATTGTCTAGTAGCCACGAGAAAAGCGCCACTGTAGACGCTCCCTCAA
+TCGTTAAAAACAAAGAACTTAAGCACGCAAAAGCGATTTTCGACCAATCTAAGTCTATTCAAAAGAAGTT
+ATTTCATGATGCACTTAGTGGCAGTTGCTTAGACTTATCACCGGTAGTGGAAGTCACTAATAAATCAATT
+GATGCAATATTTAACAGCCCTGATTCACTTGCCTGTATGTTAAATATTCGAGAGAAAGATGAATACCTTT
+TAGAGCACTCTGTTGCAGTTTCTGTTTATATCACCATTTTCTCTCGCTATTTAGACCTAGAGAGACACAT
+TATCGAGCAACTATCTATTGGGGCATTTCTGCATGATATCGGTAAAATAAAAATACCTGATAAAATCCTC
+AATAAACCCGGTAAGTTGACCGTTGATGAATTTACCATCATGAAAACCCATGCCAATCATTCCATAGCTA
+TCATTAAAGAAACGCCTGGCATCAGTGCACTTAGCCTTGAGGTAGCAGCCTTACACCATGAAAAGCTTGA
+TGGGAGTGGCTATCCTTTTCAAGTAGATGGTGAAGATATTAGCCAATATGGACGCATGATTGCCATTTGC
+GATATTTTTGATGCATTGACCGCTACACGTGTTTATAAAGAAGGCTTTACCCACGGTAAAGCTTTTAGCA
+TTTTGCGAGAATTGGCAAAGCAAGGGCAGCTAGATGCAAGTTTGGTCGACCACTTTATCAAATGTGTCGG
+GGTATTTCCTGTTGGCTCATTGGTGCAATTAAAATCAAATAAATTAGCATTGGTACAGGAGCGCAATGAT
+AAAGATCCCATTAATCCACAAGTTCACTCCTTTTACAGCGTCAAGCTAAATCAATTTCTCAACAAACAAG
+AAATTGATTTATCAGGCAGTGAAGATTCAATTGTTAAAAGTGTCAGGGCAGAAGAGTTCGACCTTGATAT
+GAAGCAAATTGTCGATATGTTGCTAATGGAAGGCTAGTTTTTTATCACGTGATAAAAAACGTATCACTCA
+ACGAGAGTAAACTCTCGTTGAGTGATACGTTATCCAAGCATTGAAAGTAACACTAAGTAATTAAATGGCT
+AAGCTGCGCTACTCACTTCTTTAACTTGCTTAACTTGATTCGCTTCTTTTTGCAGAATGATTGTTGCCTT
+TGCCTGTTTATCTTCTTTACGCTTATCTCTTAAGACCAATAGACAGGGTGTTAATACTAAGGTTAATACC
+GTAGCAAAAGCTAAGCCGCCAGCAATAGCCGTTGCTAGCTGTGTCCACCACTGTGTTGACGGTGCACCAA
+AGACAATAGTACGCTCAAAGAAATCTAAGTTTACCTGTAAGACCATAGGCAATAAACCCAAAATGGTGGT
+TATAGTGGTTAACATAACCGGCCGTAAACGCTGCGCGCCTGTTCTTAAAACGGCCTCAACCACAGGGTAA
+CCTTCTTTACGTAAAACATTGTAGGTATCAATCAGTACTATATTATTATTTACAACAATACCCGCCAATG
+AGATAACACCAATGCCGCCCATAACTATGCCAAACGGTTTTTGAACTAATAATAGTGCTAAAAATACGCC
+AACGGTTGAGAATATGACGGCACTTAAAATCAATAATGCTTGATAAAAGCTATTGAATTGAGTCACTAAA
+ATCATGGCCATTACAAAGAGTGCGATAGCAAAAGCATTCACTAAAAACGCTTGTGACTCTTGTTGATCCT
+CATTCTGTCCCTTAACATCAATATCCACTGACGGGTGCAAGCCAAGTGTCGGTAACTGTTCTTGCAAAAT
+AGGTAACTCATTCAGTAACTGAGCACCGGCAATTAAGTTCGCCTGCACAGTGACAACTCGCTTAGCATCA
+ACACGACGAATTGTATCAACTTTAGGTGCGGCTCTACGCTCGACAAAACTGCCAACGGGCACTAAACCTG
+ACGTTGTTTTTAAACGGAGTGAATCTAGTCGACTTATATTACGTTTGTCTTCCGGAAAACGAACTCGAAT
+ATCCAGTTCATCATCAACATCGTCAGGGCGATATTCACCAAGTTTTAAACCGTTAGTAACCATTTGCACA
+CTTGAGCCAACTAACGCAGCATCAGCGCCATAGGTAGCCGCTTTATTACGATCAATAATGAGCTGCCATT
+CTATGCCTGGTTTAGCACCCGTATCTTCTATGTCAGTAAATTTACCGGATGTTTCCAATGCATCACGTAT
+AATTTTCACCGACTTATCCAGTTCTCCAGGAAAACGCGAGCTCAATTCAAGTTTAAGATCCTTACCACTT
+TGCGGGCCGTTTTCATTTTTTCTCACTTCAATTTCAACGCCGGCTAAGTCATCCGTTAACTCGTGAATAT
+TGGCCACTATTTCATCCGCTGAACGTCTTACCTGCCAATCAACAAAATTTAGTTTAAAAGTGCCGATTTG
+GTTATTGCCACCCGTTCGAGTATATAAGGTTTCAATTTCCTCGAGCGGTAAGATACGTGCTTCTATAGAA
+CGCATAATCACGTCTTTTTCTTTTACTGATAAATCGCCATGAGAGCGCACCACCATAGTTGCACTTTGAG
+GCTCAACCTCAGGAAAGAAGCTCACGCCAAGACCAGATGCGCCATAGAGCCACATCACCACAAAAGATAT
+CGCAAAGGTACCAGCAACTATTTTCCAAGGATGTCTAATTGCTGTTGTCAGTACACGTATGTATCGACCG
+GTAAAACCCGATAATTTATTGAATTCTCCCGCTTCAGCATGCTCTATTTGTTGTTGTTCTTTACTGCTAA
+CAACGCGAGCTTTACCTAAAACAGCGCCTAAAGTGGGCACAAAAATGAGTGCCATTGCTAAGGAGGCTGA
+TAACACCGCGATGAGGGTAAAAGGTAAGTACTTCATAAACTCACCCATAATACCTGGCCAAAACATCAAG
+GGCGCAAAGGCTGCTAATGTTGTCGCCGTTGAAGCAATAATCGGCCATGCCATACGACGAGCAGCAGTAC
+CATAAGCAACAGCTTTGCTATGACCTTCATTCATCTGCCTGTCTGCAAACTCGGTGACAACGATCGCCCC
+ATCAACAAGCATGCCTACTGCCATGATTAGGCCAAATAGCACCACTATATTTACCGTCATCCCTGCTAAA
+GCAATGACTAATATTCCTGTTAAAAAGGCGCCTGGAATTGCTAAACCTACCAATAAAGCGGTGCGGCCAC
+CTAAAGCAGCAATAATGACAATAACGACCAATAATACCGCTGAAAAAACATTATTCTGCAAGTCTGTGAG
+CGTATTTTTAATTTCTATAGATTGATCACCAACATAATCCACTTTGACTTGTTGTGGCCATTTTAAACGG
+CTTTCATTGACAATTTCTTTAACTTTATCAACCGTTTCAATCAGGTTCTCACCAGAGCGTTTTTTGACTT
+CTATTGATACCGAGCGATGACCGTTTAATCGAGCAAAACCAGTAGGATCTTTATAAGCACGACGCACCGT
+TGATACATCTTGAAAGGTAATAACTCGATCGCCATCGACCTTAATAGGCAGTTCAAGTAAGTCTTGAATA
+TTTTCAAAAACAGAAGGCACTTTGATGGCAAAACGTCCTTTGCCAGTATCCATAGTCCCTGCTGGTACTA
+AGCGATTGTTACGCTCAACAAGGTTATAAATGTCCGTTTGATCAAGCCCATAGCTTTCCATTAATAACGG
+ATCGACAATGATTTCAACCATATCTTCACGGTCACCACCAATTTCAACTTCTAGCACTTCTTGCATGCCT
+TCGATTTTGTCTTTGACGTTCCGCGCTATTGTTATCAAACCTCGCTCAGTAACAGCCCCAGATAACACAA
+CCGTCAATGCTGCTTCTTGGTTAGCCATGGTGACTTCATTTACCACCGGCTCTTCAGTCTCATTGGGCAA
+TTTAGCTTTGGCTAAAGTCACTTTATCACGCACATCGGCAAGTGCTTCTTTAGGGTCAAGTCCGGCAATA
+AATTCTAACGTAACAGAGGCGTGCCCCTCTCCTGCATTGGAACGCATTTCTTTAATGCCCGCGATAGATT
+TAAGCTCATTTTCCATCGGTCTTACGAGCATGCGCTCAGCATCTTCAGGAGAAATACCATCATGAATCAT
+AGAAACATAAATAATTGGAATGGTAATATCAGGATTGGCTTCTTTAGCAATGTTGTTGTAAGTCACTGCG
+CCAGAAATAAGTAGTAGTACAAATAGCATCAAAACAGAGCGAGTACGTGTCAATGCGGCTTCAATAAGCG
+TTAACATAATAGCTCCTATTTTTGTGTAGCGGCGGTTACAGTAGCAGCTTGTTTATCTGTGCTATTGCTA
+GCTTTATCATCTACCTTATCGAAGATGGCCTCCACTCTGTCCCCTGCACGAACGAAGCCTTGACCTAAGA
+CAATGATATCGGCTTGTTCGCCAAGACCTGTCAACCATATGCCATCACTTTCACTTTTAATGATCTCTAT
+TGGCGTAAAGTGAACAATTGATTTTTTTACCGATTTAACACCGATATTACCTTGCTCATCTAAAGCGAGC
+AGTGCTGGTGATATTTTTATTGCAGACAATCTGGCTAAGTCTATGGTCAATTCACTGCTTAAGCCCGCCA
+ATAAATTCGCCTTTTTATTATCAATTTCCACTTCAATTTTAAAAGTATTGGTCGCATCATTACCGACACT
+GGCAATGTAACGCAGCTTACCTTGTGCTTGTGCACCATTTAATAAGGTTACTTGCGCTACTTGACCAACA
+GACAACTGACTTATTTGTTGTTCGGTGGCATGCGCTCTAACAATAAGCGGGTCTAAATCAGCAATCATGG
+CGATATCATCACCCGAGGCGACGTAGTCACCCACTTCAACATAGCGTGTGTTAAGAATTCCGGTGAAAGG
+CGCTTTAATAATGGTATGGGCAATGTCTAACTCTAATCGCTTTATTTCAGCGTTAACCGATTCCAGTGCA
+GCATATGATTGTGCTAAATGCACCTTACCTTGATAACCTTGTTTATTAAGCTTTAACGCACCTTCGTATT
+CTACTTCACGTTGGTTCAATAATGCTTGGCTACGGGTTAATTGAGCAGGTAAATCATTTAAAGCAATTTT
+TGCAATAATTTCACCTTTAGCAACTTTTGAACCTCTTTTTGCTAATACCTGAATAATTTTTCCGTGTATT
+TCAGCTTTTAATGTCGTGATGCGATCAGGCTCGGTGCGACCATAAAGCTCAATTGTTTTATGAATATGTT
+GTCCAAGTCGTGTTTCAACTTTAACTTGTGCAGTTATCTGCTTTTCATCATGACTAGGAATTTGTGCTTT
+TATCTCAGACTTTTGCTCTGCAACACTAGGGCCAGAAGCCATCCATAGCACTAAAACAAGGGTGATTAGT
+GCTGCAATAAGGTAAGGTCGTTGCGCTAACCAGCTAGATTTTAGGGTTAATTTCATCGTTATATCTCCAT
+TTTATCGGAATATGATAACGTTTTTTGATAAAGAAGATATAAGCTAACGTGCTACAAACTGTTTATCTTT
+TGTAAGTTTTTGTACATTAAAATAAACAAGGTTACGAAACATTCGCTTAGTAGAAACACCATTTGATTGG
+ACAAAAGCTGACGATTGGAATGGGGATAGATCTTTTACGTGAGACAAGAGCACTAGTGTTTATTATAAAA
+ATTTTAACGAGGTGTCGGCTTTACATTGCTTGGTAATTGGTCGTCATCCGCTTTGTACATTTCTGCCAAA
+GCGATGACTATATTTAGTTAAGAGGTAACTAAAATACTAGATAGAAAAAGATGACCCACAACCACAAGTG
+GTTGTTGCATTTGGGTTATTTACCACAAAGCGGCTACCTTCTAAACTTTCAAGATAATCAACTTCGCCAT
+CAACAAGGTATTGCAAACTCATAGGATCGATTACCATCATAACGCCTTGCTTTTCAATGGTCATATCGCC
+GTCATTCACTTTTTCATCAAAAGTGAAGCCATACTGAAAACCTGAACAACCACCACCGGTAACATATACA
+CGTAGCTTAAGTGCTGGGTTTTCTTCTTCTGTGATTAGCGAAAGAACTTTACTCGCGGCAGAATCGGTAA
+ATTTAATGGGTAATTCAGGGTTTGACATGGTGCTCTACTTAGTACAACAAAGTACAAAAAAATACGCTAC
+AAAGTGGGTGTTTAACAACGAGGGTAATTATCTTAAACTTGACTATTTTAGTCAAGTATTATTCTTTACC
+ATAATGATACCACTCCGTATAAGAAAGTACTCACTGAATGATAATTTATGAGGAAGTGTATTAAGTGCTA
+TTGATTGATTTGCCAAGAGACACTTTTTTCTTTCTTGGCATACTTTTGCCAGCGCGATTTAGTCAAGATT
+GCTGAGACTAAGACATTTTCAGGCGTAAAGTTAGCGGGTAAGGTAAATTCACCATTAATAATCTGAAAAT
+ATTGAAAACTAAATTTAAGATCGTTTTTGTTCAGCTTTGTTACATCTGCCAGCTTAAGCTTTACTGATTT
+ACCACTTTCTTGACCTTCAAAAACTAATTCAATATAACCTTTACTATAACGACGCTTTAATTGCTGCTGC
+ACTAAAGTTACTTGAAAGTGATATTGATTGGGAATCTTGCTCGCTACTATGTTGACATTTTCAACGAATA
+AACCTGCAGCTTCTTTTTCAGGTGCCATTATTTTTTCATAGAAGGCCAACTGCTTTTTCACTTCAAATTT
+CTGTTCAGCGGCTTCTTTGAGTAACTCTTGCGCTTTTATATTTGCAAGTTGCTCGACCGTTAGTTCAACT
+TCTAAGGTGTGAATTCGTGCTATATTTTCTTCTTGTTGCTGGTAAAGCTGTTCCAGCCTAAGCTTTTGTT
+GCTCAAGGTTAGTCACTTGAAAGTGATGATAATAATTACCCACTCGGTAGCCGGTAAATAAACACAGACT
+TATCACTGTTATTAAAAACAAAGCCGATTTAAAAGTACCTAAGCGCTCAATAACAACACCCAAATTTATT
+TTTGCTAACCATTTCATTTGTAAAGTATTATAATCCCGTAATGATAATATCAATCGCAACAATAAGAAAA
+CACTTAGCTTTGCCAAAAACCTCTTGGCAAATATGCTTACTTGCCATTATTGGTGGAGCCGCCTCCGCTT
+TATTAGTAGTGCTATTTACCCTGACTATTGAAGAAATTCAACAGCTCTACTTAATTAAACGCGACAACTA
+TAACAGTTTAGATGAGGTAAGTCGTTTTCATTTACCTATCATCGGCTCACTTATTATCCTCTTAATGGCT
+TGGCTTACTGGTTATAAATACATACGTACTGGCATCCCCTTTGTGCTACACCGGTTAAAAGTAGCGCATG
+GCATTATCCCTTTTAAAAACACATTAAATCAATTTTGGGGAAGTGCAGTAGCCTTAGCGTCTGGCTTTTC
+TGTCGGCCGTGAAGGGCCCGCGGTACATCTTGGCGCAGCATGTAGTAGTTATTTAGGCAGTGTACTAAAA
+CTCCCCTATAACAGTACCCGAACTTTATGTGCCTGTGGCATAGCAGCAGGTATTGCCGCAACATTTAATA
+CCCCGATAGCCGCGGTTATTTTTGTCATGGAAGTGGTCATGCGAGAATACAAAGCTCATGTTTTTGTACC
+TGTGATGCTCGCTTCAATTGTTGGCTCTTTGATTACTCGCAGTGTTTTTGGCACCAGTCATAATTTCCAG
+CACTTTAATACCATAGCGCTTGAACAACAGCATTATTTCTCTTTAATTTTATTAGCGATAGTCCTAGGGA
+TTTTGGCGGCTGCATTTAATAAGTATCTGGTTGTAATCATTAAAAAAAGCGTTAAATACCATATAGTACC
+CCGCTTAATTCTTGCTGCACTTATTACGGGTACGCTAGGTTACTTAGTACCTGGTGCTATGGGCACAGGT
+ACAAGTGCAATTGATATTTCTTTAACGAACAATTTACCCTTAGGTTTTCTGTTCAGCTTACTTATTGCTA
+AATTATTAATGACAATGTTCGCCTTAGGTTTAGGTATTCCTGGTGGAATTATTGGACCAACCATAAGTAT
+TGGTGCCATTACTGGCGCTCTTGTTGGGGCTGTTGTTATACAAGTATTGCCCGGAGAACATGTAAGCAGT
+GACTTTATTTTGATGGGCATGGCTGGTTTTATGGCTGCCAGTTTAAATGCTCCCCTTGCCACTTTGCTTG
+CTGTTGTTGAACTATCAGGTCAACTCGAGTTGGTTGTGCCTGCCATGATAGTTATTACCATTGCCAGCAT
+CGTATCGCGACAGCTTTGTAAAAATGAATCTATCTTCATCATGCAATTAGATGCGCAAAACTTGCTCTAC
+CGCAAACCTCCGGTTGAAGAATCATTGCAAAATATTGGTGCTTTAGCGGTAATGAAAGATAATTTGTTGA
+TTTTAGAGCAAGCAAGTCCTCGTACTATCATAGGAGAACTCCTGCACAGTCATGAGTCGCAATTAGTCAT
+TAACAAAGAACCGACGAGCGAAACTGATCAGCTCAATAATTATTATTGGGCGCAATTAGATGTAGAAGTC
+GTTGACGATGAAAGTGAAGATATTGAACATAATCTCGCTAATAAACTAATACTGCACAAACTTATTCCAC
+TGAGTCATCAAGTCACTTTAGCAGAGGCTTATTTAGCACTAGTAGAGCAGCGTTCAGGCGCTGTATATAT
+TTACCATAAAGATATCAATGACTGTATTGGATTGGTGACTTTTGAACAACTTAGAATTTATTTATTAGAA
+GGAAAACTCAATTAATGAGCACGTTTTTAATCAACAATATCCTCTGGCTTAAAGCATTTCATGTCATTTT
+CATGGTGGCTTGGTTTGCTGGTATATTTTATTTGCCACGCTTATTTGTTAACCATGCCGAAACCAAGTCT
+GATGAAATAGCGCAACAACTTAAAGGTATGGAAAAACGTTTACTCTATTTTGTTACCCCTTTTGCCATCT
+TCACCCTGTTGCTCGGTGTAGCAATAATATATGCCTATGGCTATGACTGGTTTGTTGCCGCAAAATGGCT
+ACATATCAAATTAAGTTTAGTCATAGTGCTCTTTGCTTATCATGGGTATTGTTTTAAGTTAGTTACCACC
+TTTGCGCAAGATAAAAACATCCGCTCAGGGCGCTTCTATCGAATTTTCAATGAGATCCCCGTGCTGATTT
+TGTTTGCTGTTATTATCTTAGCTTACGTTAAGCCAATGTAATTATGGATTATTTAGGAATTGTAAAGGTA
+AGATAACCTATGTGGTATTTATATCTGGGCTACGTGGCAATACAGTTTTATGCTATTGCCGATGTATTCT
+CAAGAAACTCCCTTGCAGCAAGTGCTGTGGTTTTTTCAATAGCGGTATTTTTCATTTGGTCCTTTATACC
+AATACTGGGTTATATTTTAGCCAAAGCTTTAGGTGCAAAAGGATATGCAAAAAAATTACCCTTACTTCTT
+TGTGGTGTGATCATTGCGTTGAGTGAAAACGCTTTAACTTACTTTAATTTAATCGCAGAAAAGCAATATA
+ATATTGGCACGGCACTTGTGTTTATATTGTGCTTTGTTATCGCCTACTTACCATTGAATAAGCAAGAACT
+GGCAAGCTAGCAGCAACGCATAACCTCATTTTGAAGGCTTCATTTTTCAAGCTTTATCGTTATAATCAAG
+ATAAGATGATTTGTCACCTGGTTAACGAATCATTGGTATTCTGTTTACAGCATTGAGAAACATCAAAATG
+AAGTACTTTTTATTCGCTGTATTAGCGATTTCAACCTTATTTTCATCCGCAAACGAAGCGAACCAATCTC
+CCCTGCTTTTATCAAAGCCTAAAATTGTTGGCGGCGAACTTGCTTCTCAAAATGCTTGGCCTTGGATGTC
+AGCATTAGTTTTTACCTATAGTGATGTAGATAGCTCTTTAGACGTTGCTGGCACTCCATACCAGAGTGAA
+CCGTTTTCATATTCTCCTTCAGGTCAAGCGAGTGCCACTATGGCTGACTGTGGTATTGCTGATAATTTAT
+GTAATTTAGCTGAAAATAAAATATGTTTAATTGCCCGTGGTGAAATAGACTTTTCGGTGAAAGTTGATAA
+TTGCCAAGCTGCAGGTGGTATCGGTGCAATTATCTATAACAATACTTCAGGGGTTATAAGTGGCACCTTA
+GGAGAAGATTATATTGGCAACATTCCGGTAGTTGCCATTAGCCAAAATGACGGAGCACTTTTACTCAATA
+AACTCGACAGTATTGCGACAATTAATTTATCGGTGAAACAAGATCTTGCGCAAAGCGCTAGCTGTGGAGC
+AAGCTTTATAGGAGATAAGTGGGTACTTACCGCTGCTCATTGTGTTGAAGATGTCAATATTGAGTTTTTA
+AAAGTTAATATTGGCGAATATGATTTAAGTGATGGCGCTAGTAATGCTAAAGCGATTAAGCGTATTTATA
+TCCATCCAGAGTACGATGAAGGCAGTGCCTTTAATAATGATATCGCGCTGATTGAGTTAGTAGAAGCGAG
+TGACCAAACAGCGGTTAAACTGCTCGATTACAATACCAGCAAACAATTAGCTATTGCTAACAGTCCCGCC
+ACGGTTATTGGCTGGGGTAACATAAATGCTTACGGTCCAAATGACGAAGCTCCGGTAAATAGTCAACCCG
+ATCAATTACGCCAAGTTGAGCTTTATTTATTAAGCAATGAAGAGTGCAAAAACCAGTTAGCCCAAGCTTA
+TAGCGACTTGAATAATACCATTTATTCACCCAATCAAGTGGGTATTACCAATAGCATGATTTGTGCTGCA
+TTCTCAGGAGACGTTCAAAAAGGTTCATGCCAAGGAGATAGTGGGGGACCTTTAGTAGTAAATACCAATG
+AAGGTTGGCAACAAATAGGTATCGTTAGCTTTGGTGTTGGTTGTGCTAATGAGGCTTTTCCGGATGTTTA
+TGCCCGCGTAGGAAATTTTACTACTTGGATTAATAACATCACCCAAGGGATTGCTATTGAGTCAAATTAT
+GACTTTGCTTTAACGCCACAAAATAAAGCGCAAACAACACAACTAATCGTCACCAACAATACTAATCTGA
+TCGCTAATTTAAGCTTCACGCTATTGGCTGATAACATAAGCAGCCATAGCTTTAGCTTGAATACCGATAA
+TTGTACCCAATTAGCAGCAAAGCAAAGTTGTCAAATTCAAGTTGATTTTGATGCCAAAACTCTAGGAAAA
+CATAAAGTACGGATTGTCATTAATAGCAATGATGTAAATATCCCAACGAGCCAAAGTTACATAAGTGCTG
+AAGCAGTTGCTTCCAATAGCGATATCAATACTCAGCTATCAAATGGTTCCTCAGAATTACGCTGGTTTAG
+TGGTGGTGACCAACCATGGCTGCTCGATAATAGCGAAGCAGCAATAATGAGCGGTGCTATTGGCGAAGAT
+CAACAAAGCGCTGTTTTACTGACATTTTCTGGTGCAGGCACCTTATCATTTGATTGGTCCGTTGCTTCTG
+AAGAAAATACCGACACCCCTGATGAGCCGTTTGGTGTTTTATATCTAATTATTGATGATAAACAAATCAA
+GTTTATCTCAGGAGAGGTCGCTTACACTAAGGTAACTATCGATGAGTTAGCCGAAGGGGAACATCAAGTA
+ACTTGGTTATATAAGAAAGATGGCGGTACTAGTGAAGGCACAGATAAAGCTTCTTTAAAGAATGTTATTT
+TCACTCCGACAGTGACAGCACTTCCGTCTCCTCCCACGCCGACACCCCTACCTCCAAGCACAACAGACAC
+CAAGTCGGGTGGTGGTAGTGTCTATTTTATGTTGTTCCTGCTCATCATGCTCACAGCTAAACGTCGACTA
+ATCTAATCGTTAACTATCAACGATAAAAGGCAGGATTATCTGTCTTTTTTTATTTTAGCCTTATCATCTT
+TGCAGACAGGTCAAATGTTCTTTAGCATTCGCAAGTAACTATATTATAAATACACTCGATTAAGAACTAT
+GCTTTAGAGTGCTTGAGCCATTTCATTTCCAGGTGCTGTGATGCAGTAATGTTACTTTCTACTGAAATCC
+TGCTCTTTGAATGGTAGCGGGTATATGCTATATTCTTGGCAAATTTGTCCCCTTTCAATGTAATAAATCA
+AGATGATGAAATTCCAAGGTAACCATATTCTCTCGGTATCACAATTTGACCGTGAAGCTATCGCAAAGAT
+CCTGCAAGTTTCTGCGCAAATGGCGCCTTATGCGTCTCGAAAAAAGCGTTGTCATGTGCTTGATGGCGCC
+ATATTAAGTAATTTATTTTTTGAACCGAGTACTCGAACCCGAGTCAGTTTTGGTACCGCTTTTAATTTGC
+TCGGCGGTTTTGTACGCGAGACTGTTGGTCAAGAAAACTCATCATTAAGTAAGGGTGAATCTTTATTTGA
+TACTGCCCAAGTAATCAGTGGCTACTCAGACGTTATTGCCATGCGTCATCCGCAAATGCACTCGGTAGAG
+CAGTTTGCACAAGGCAGTTCCGTCCCTGTTATCAACGGTGGTGATGGTGCCAATGAACACCCCACTCAGG
+CACTACTTGATCTATTTACTATTCAGTCTGAAATGATGCACTTTAACAAAGGTTTAGATGATTTAAATAT
+TGTTTTGATGGGCGACTTGAAACATGGTCGTACCGTACATTCATTATCAAAACTACTAAGTCTTTATGAT
+AATGTAAAAGTCACCATGGTTGCGCCAAAAGCGCTACAAATGCCTGATAGCGTTATTTCAACCTTAAGCG
+ACGCTGGTCATGAAGTTATTTTGACTGAGACTATGGCGGGTAATTTATCTGCAGATGTCATTTATCAAAC
+AAGAATTCAACAAGAACGCTTTGCCAGCAAAGATGAAGCTGAGTTATATCGCGGACATTTCAGTTTAAAT
+AAGAGTGTTTACCAGAAATATTGCCAAGAAAACACGGTAATAATGCACCCTTTACCACGCGACTCTCGCC
+CTGAAGCTAATGAACTTGATACTGATCTTAATGACTTAGACAACTTAGCTATTTTTAGGCAAGCACAAAA
+TGGTGTTTTAGTGCGAATGGCATTATTTGCCTTAACGTTAGGTGTTGAAGATCAATTAACCGATTATGAA
+AAACCAGTAAACTGGTTCACAAATAAAAACGCCTAATGGCAACATTCCTTATTAGTAACGATTTTAGAAG
+AAACAATTATGAATAAATCAGAACAGTTATTTGAACAAGCTCAAAAGATTATCCCTGGTGGCGTTAACTC
+TCCAGTACGTGCTTTCAATGGTGTTGGTGGTACTCCGTGTTTTATAAAACGTGCTCAAGGCGCTTATATT
+TATGACGCTGATGATAAAGCTTACATCGACTATGTTGGCTCTTGGGGACCTATGATTTTAGGTCATAACC
+ATCCAGCAATACTTGAAGCTGTTATTACTACCGCTAAAAATGGTTTAAGTTTCGGTGCTCCGACTGAAAT
+TGAAATTACCATGGCTGAGAAGGTACGTGAGTTAGTACCTTCAATGGAATCTTTACGCATGGTTAGCTCT
+GGTACAGAAGCTACGATGAGCGCTATCCGTTTAGCACGTGGTTATACTGGCCGCGATAAGATATTAAAGT
+TTGAAGGTTGTTATCACGGTCATGCCGACGCTTTGTTAGTAAAAGCGGGTTCTGGTGCATTAACATTGGG
+CGTACCTAATTCACCGGGTATTCCTGAAGATTTTGCTAAACATACCCTTACCGTTAGCTACAATAATATC
+GACGAAGTGAAAGAAATTTTCGCAAAATATGCCGATGAGATAGCGTGTATTATCGTTGAACCTGTTGCAG
+GTAATATGAACTGTATCCCTCCTGTTGAAGGATTCCTTGAAGGTTTACGCGACGTATGTGACCAATACAG
+CAGCGTATTAATTTTTGATGAAGTAATGACTGGCTTTCGTGTTGCACTAGGTGGCGCTCAAGCTCACTAT
+AATATTAAACCTGACTTAACTACTTTAGGTAAAGTCATTGGTGGTGGTATGCCTGTTGGCGCATTCGGTG
+GCAAACAAGAGATCATGGATTATATCGCTCCTGTTGGTCCTGTTTATCAAGCAGGAACTTTATCAGGTAA
+CCCAATTGCTATGGCCGCGGGTTTAGCTTCATTGACTGAATTAGCTCAAGGAAATAAACACCAACAACTT
+TCTTCTGCTACAGAAAAGTTAGCCATGGGCTTAAAAGCCGCAGCTGAACGTAATGGCGTTAGTTTAAGCG
+TTAACTACGTTGGCGCCATGTTTGGATTTTTCTTTACGGAAGATAAAAACCCTATTACTACCTATGAGCA
+AGCGACCCAATGTGATGGAGAAATGTTCAAGCGCTTCTTCCACTTAATGCTTGATGAAGGCGTATATTTA
+GCACCATCATCTTATGAAACTGGCTTTTTATCAACATCACATACCGATGACATTATTGAAAAAACCTTAG
+TTGCTGCCGATAAGTGTTTCGCTCAGTTGTAACCAGTTCACGATAGAGATTAATCTATAATTTATATATA
+AAAAAAACGCTGCCCGTAGCAATACAGGCAGCGTTTTTTATGTTTTTTTATCTCATAGCTATTTGTATAA
+GATAATGCTCACTATTGAGTTATACCAATTAAATTAATTAATGGGGCAAATTTTAATGAGAATAAATTTT
+CAAGAACAAGGCGCTTGATTGAGTAATAGCTGGCTATTGGCATTGAAAGCAACGATGTTATTGGATATTT
+AGACCATTTAAAAAGATCACTTAGTTAGTTTGGTTGGTATTTTTTAGCCAAAAGTTAGCTATTCAATGCT
+TCATTGCTCAACTCACCATGTAACCAATCTAAGCCTTCTTGCCAACCTAAATTGAGGCCATCAAATACTT
+TCAAATTCCAACCATCACGTTGTCGTATCGCACCAATTTTTCCTACCGATACTTTGCTTTCATTATCATA
+AGTAACGACAGCAATCGCTGCTAAGTTTTGATGCGAAGCCACGCTAACCTTGGCCTCAAATGAAAAGTCA
+TATTGATTTATTTTATTAATCAGCAGAGCAAAATTACTCGAAAATAGTTTAGTCAAAAAATCATCGTACT
+CTTCAGACATTTCTAAAGATATGACAACATCTTGACTGACAATAACTTCGGCAATATGCTCAGTTAAAAC
+ATTAATTTTTGCAAAACTAAGTTGGTATTTCTGCATAACGTCCTGCCCACATATTTTTGTACTTAGAACA
+ACAATACTAGACCTATATTTTCAACTTAACAAACGTGTGTTTGAATTTTTTTACCTGCTTTATTAATAAA
+TTTAAAGGTAATGATCGAATAACTGTACATTCACCATTTCACCGGCTTTTACTCCGCCTTGCTCGCTAGG
+TAAAACAATAAAACAATTAGCCCGAGCTAAGCTAGATAAGATACCTGAACCTTGTGCACCTGTTGAAGTA
+ACAACATTTTCACCCGCTTCATTAATCGATAAAACACCCCGTTGAAAATCCAGTCGACCTGGGGATTTCC
+GTAGGTCACTACTACATTTCACCGTTAGATGCGTACGCGTTAAAGGTTTGGCATTTTGCATTTTAGTTAA
+GGCGACCAACGCTAATTGATGAAAGGTGACTAACGCTGAAACGGGGTTACCCGGCAGTCCGAAAAAGACA
+CTGTTAGCTAGCTTTCCAAAGGCAAAGGGCTTACCTGGTTTCATTGCTATTTTCCAAAAGCCAATTTCAC
+CTAATTCATCTAACACTGTTTTAGTGTAATCAGCATCACCTACCGAAACACCGCCAGAAGAAATAACGGC
+ATCAGCTTGCTCATCAGCACTAACAAAAGCAGCTTTTATCGCCTCAAAATCATCAGAAATAATACCAAAA
+TCAATAATATCAACATGCAATGTTTTAAGCATGGCAGCTAAAACAAAACTGTTAGATTCATAGATATCTC
+CTACTCGTAAAGCTTGACCAGGTAATTTAAGCTCATCACCCGTGGCGATTAAAGCCACTTTTAATTTGCG
+ATAAACAACAACTTCAGCCACACCTAAAGAAGCAAGCACGCCAATATCAACCGCTGCTAATTTATGACCA
+GAATAGAGTACTTGCTGGTCAATCTTAATATCTTCACCAGCATTTCTTACATGAGACCCAAAAGTCTTTT
+CTTGTAAAAAGGTAATGTTCTCGCCATCAGCTTTGACATTTTCTTGCATCTCGACAGAATCACAACAATC
+AGGCATTTTCGCCCCAGTCATAATTCGAATACATTCGCCAGGCTGACATGTGCCTTGAAATGGTGCTCCT
+GCCATAGAGCGTCCAATTAGGACCAGTGTTTTACTCTCGTTAAAACTTTCAAGAGCAAAGGCATAACCAT
+CCATTGCTGAATTATCGTGTGGCGGTACATTCAATGGACTAGCAATGTCTTGCGCTAAAACATAGTGCAG
+CGCTTGTTCAATGGGCAAGGTTAGTGTTTCAGTGATAGGTGATACTTGCGATAGCATATTTGCTACGGCT
+TGTTCAAAAGGTAAAAGCCCTGGGGCGGAGCAACAATCAGACATAAAAAACTCGCTTAATTAGATATTAC
+AATTACTTAGTACGATAAATTTCACTCTAAACTAGATAGCTTTTCAAGCTTGTTAAGAGAAAGATTGGTA
+AAATCATTATAGATAAATTCGTTAACGATAGTATCGCTTAATTACTGACAAAATTAATAGTGATTTAACT
+GCCCGTTTATTGATTACAATCAATAATGAGGTGGGCAAAAAAAATTACCATCTCGCAATACAATGGGTAT
+ATACTCATTTTAGAACAGAATTTTATTTTATTACACCGAGCTATCACAGCTAACATTGTTTTATTTTTTG
+GCTAAATTAAGCCAACTATTCGAAGCATTCATGTTGTGACATGCCGTGACTAAAACCATGTATTTATTGG
+CTTTTAGTTGCCAGGGTTAACAAGGAAACGCGTTAGCCTCCCTACATTTGGAAAGGTGACATGTTAACAG
+ACAACTTTGGCCGTAGGTTCTCTTACCTGCGTCTCTCTATTACCGACGTTTGCAATTTTAGTTGCACTTA
+CTGCTTGCCGGATGGATATCAGTGCGATCAACCGCGTGATTTTTTATCACTATGTGAAATCAAACGTATA
+GCGAAAGCTTTCGCCGAGTTAGGAACTGAAAAGATCCGCATAACCGGTGGTGAACCAGCCCTACGTAAAG
+ACTTACCTGAAATCATTCGAATTTGTAAAGAAACAGCTGGCATCAAAAAAGTTGCCATTACAAGTAATGG
+TTTTAAGTTACCAGATCACCTGCCTCATTGGTTAGATGCTGGTATTGATGCAATCAATATAAGTATCGAC
+AGTTTAGATCCTCGTCAATTTCATGCGATAACGGGGCACGATAAACTTAAGACCATCCTCACGGGGATTG
+ATATGGCATTGGCTGACGGCAGAGCCTCAGTTAAAGTTAATACGGTATTAATGCGTGATCACAGCGGTAG
+AGAAATTCAAAGCTACCTTGACTGGCTAAAAGACACCCCTATTACCTTGCGCTTTATTGAATTAATGCAA
+ACAGGTGATAATAAAGAATTTTTTGATGCGCAGCATGTACAAGGCTCGCGTATTAAGCAAAACTTAATTC
+TCGATGGCTGGCTTCCAGTCATTCAAAATAAGTCTGCAGGTCCTGCCCAAGAATTTTACCACCCTGATTA
+TCAAGGTAAAGTCGGCTTGATCATGCCTTATTCTAAGGATTTTTGTAGTAGCTGTAACCGCTTACGCATA
+AGCTCAAGTGGCAAGTTACATTTATGCCTATTTGGTGAAGAAGGTTTGTCATTACGTGAACAATTACAAA
+GTGATGATATTGAGCCTTTACAAGCAAAAATATTAGCATTACTGGGCGATAAAAAAGCTACTCACTACTT
+GCATGAAAAACTGACAGGTGCCACTAAACACCTTGCTATGCTTGGAGGGTAAATATGACTCATCAAGTTA
+TTGATTGTTTAGGTGTGGTTCTCGCTGGCGGTTTATCTTCTCGTATGGGACAAGATAAAGCGCAACTAAA
+GCGCCTGCAAAAGACAACGGATCCATCAGCAAAATCAGCGCATAGCATGTTAGATTTTTCTAAGCAGCTT
+TTAGCTGATGCTGGTATCAAAAATATTGTTATCAGCGGTGATAATCATCAAATTCCTGATCGTGTGCCAC
+ATGCAGGACCTGTTGGCGGGATTTATAGTGTACTTTCGCATTACCTTGCAAATAGCCCTGAACACTTACA
+ACCAAAAGCCTTATTAATCTTACCCGTTGATTTACCTTTAATGACTGCCAGCGCTTTAACCGAATTACGA
+CTAAAAGGTGAGCTTAGCCACAAAGCAACGTTTTTCAGTGATAGGCAAAAAAACAGGCACCATATCCCTT
+TATACTTACCCAATAATGCATTCTTGAATATGTTTTTAATGCAAGCATTTCACCGAGAGGAATTGCTAGC
+AAACAGCAAAGGTAATAATAAGAAAAATGGCCCTTCAGTGAGAGCCATGTTAGAGCAAGTGCCTCATCAA
+GCCATTGCTAGCCTAAATAATCAGGTGCTATTTAACACCAATACGCCAGAGCAATGGCAACAAGCACAAC
+AAAAATTTTAAGCCACACGTATCTTATGAAGTTGCATGCACATCAATCCAATAAAACAGTGGTAACAAAC
+ACGTAAGAACAGTAATTTTAATCTAAAGATTTAGTAAAGGATAAACCTATGTCAGCACATGGCGGCAAAA
+CTTTCGTTCCATTAAATATCGCCGTTTTAACGGTATCTGATACACGCAGTGAAGAAAACGATACTTCTGG
+TCAAGCACTTGTTGAGCGCTTGACACAAGCAGGCCATAACCTAGCCGATAAAGCGATTGTGATTGATGAT
+GTGTATCAACTGCGCGCACAAGTATCAAAATGGATAGCGGATGACTCTATTCACGCCATTATTTCTACCG
+GTGGTACTGGCTTTACTGCCCGTGATAATACCCCTGAAGCACTAACACCATTATTTGATAAAGCAGTAGA
+AGGTTTTGGCGAAGTATTTCGTCATGTCTCATTATTAGAAATAGGCACTTCAACTATACAATCACGCGCT
+TTTGGCGGTATTGCAAATAAAACGGTAGTGCTTTGTGTACCTGGTTCAACCAATGCATGTAAAACAGCTT
+GGGATAAAGTCATTAAAGAACAGCTTGATGCGAGCCATCGTCCTTGTAACTTTGTACCACACTTGAACTT
+AAGTGCCGAGCAATGTGAGACACGTAACTAATGACAACGAATACTGCTAGCAACGAAGCACAAACATCTG
+AAAAAGCGCCAGAGTTAAGCCACCTTAACCAACAAGGTGAAGCAAACATGGTAGATGTTACCGAAAAGGC
+CATGACATCTCGTACCGCTACCGCGCAAGGTTATATTAAAATGAACCGAGCGACCTTTGAATTAATCACC
+ACAGGTAAGCATAAAAAAGGCGATGTGTTTGCAGTTGCGCGAATTGCTGGTATTCAAGCGGCGAAAAAGT
+GCAGTGATTTAATTCCTTTATGTCATCCTTTGATGCTAAGTAAAGTGCAAGTAGATTTCACCCTTGATAG
+TGAAAACAGTCAAGTACAAGTGAATAGTTTATGTCGCTTAACAGGGCAAACAGGTGTTGAAATGGAAGCA
+TTAACCGCAGTTTCTATTGCTTGCTTAACCTTGTTTGATATGTGTAAAGCAGCTGACCCTGCAATGATGA
+TTCATGGTATTGAAGTATTAACCAAAGAAGGTGGCAAGTCTGGTCATTGGCAAAGTCCGTCTACCTAATT
+AAGAGAAAACCTTATGATAAAAATTGTTTTTTTTGCAGCACTTAGAGAGCAACTTGACTGTGCTGAACTG
+TCTCTAGCAGCAGATGATGCTAAGACAGTCGATGATATTAAGCAGTTATTAAGTGATAAAAATGAACAGT
+GGCAACAAACGTTCAGTAATACGTCACTGTTATCTGCGGTAAACCATGACATGGTTGATGGTAGTCACTT
+GGTAAAATCAGGCGATGAAGTTGCCTTTTTCCCTCCAGTTACCGGCGGATAACTTATGTTGAAACAAGAG
+ATATCGATCCAAACTGATGATTTTAGTTTAGCTGATGAAGTTGCCTTACTTGAAAAAGATAATGTAACGG
+ATGGTGCGGTCGTTACTTTTACCGGCAGGGTTAGAAACAACAATAATGGTAATTCAGTGACGACCTTAAC
+GCTAGAACATTACCCTGGTATGACAGAGAAATCACTCGCTAAAATTATTATACAAGCCAAAGAACGTTGG
+AATATTGGTCGGGTAAAAGTGATTCACCGTATTGGCGAGCTTAGTATAGGTGACCAGATTGTTTTTGTTG
+GTGTAACCAGTAAACATCGACAAGATGCCTTTGCAGCGAATGAGTTCATCATGGACTATTTGAAAGTTAA
+AGCTCCCTTTTGGAAAAAAGAACAAATTACCGATGACGGTCAAACCTCTGAAAATTGGTTAGATGCTAAA
+AACAGTGATAGCGACAAAGCAGATCTTTGGAGCTAACGTGCTACGTATACTGTTAGTCACGGTCTTGATT
+ATGAGTTTACTGGATGTAAACAGTAGCCAAGCCTACCAAAGTAACGTCAACGACAGTACTAAGACTAAAA
+CGAAGAGTGATAGCAATAACAAACCACTACGAATTGCTGTTGCCTCCAATTTCACACCGGTATTAAAAGT
+ATTACTTGAAGACTTTACCAAACAAACTGGTATAAAAAGTCAGGTAATCAGTGGGGCTAGTGGTGCCATG
+TTTTTACAAATTAAATATGGCGCTCCTTTTGATATTTTTCTCAGTGCTGACAGTCGTCGGCCCAAAGAAC
+TTGAGCAAGCGGGCTATGCACTAGCAGGTAGTAGGAAAACCTATGCTATCGGTCAGTTAGCATTATATTC
+GTCATCATTGAGTGCTAATGTAAACTCAATTGACCAAGTATCTCTTGAGCTGTTAGCTCTTGATCCCCTA
+AGGAAGCCACCTGCACGCTTTGCCATCGCTAACCCTGACACTGCACCTTACGGTAAAGCAGCAAAAGAAG
+CATTAACTCATATGGGTTTGTGGCAAGCTTATGAGTCTCGCTTGGTCAAAGGTATTAATATTGGCCAGAC
+ATTTACCCAGTTGCGTAGTAAAGCCGTTGCTAGTGGTATTGTTGCCAATAGCCAATTGGTGTTAAATAAC
+TTATCAGGGATCATTATTCCCAGCAATTACCATCAAGCGATAGAGCAACAGTTAATTATAATTCGTAACA
+GCAAACAGCAAGCAGCTGCAGAAAAGCTAAGTCATTTTTTGTTATCCTCTGAAAGTCAAAACAGAATAAC
+GAGTTATGGCTACGCGCATACAAAGCAAGTAAACAATACAGATATAAAGTTAATCGAGTTGACGGCTAAA
+TGATAAATTCAGACTTACAAGCACTCGTTACCACGCTAGAAATGGCGGCATTAACCACGTTCATTTTATT
+AATTATTGGTACTCCCCTCGCCTGGTATCTGGCCAAAATGACCAGTCGATTTAAGGTTATTATTGAAGCT
+GTTGTGGCATTGCCACTAGTTTTACCACCTACGGTGCTCGGCTTTTATTTACTTATCGCTTTTTCACCCG
+AATACTTACCTGGGCAACTATGGCAACAAGCTACCGGTCAACAACTCGCTTTTAGCTTTTCCGCAATCGT
+TATTGGCTCTGTTTTATATTCATTGCCATTCGTCGTTCAACCATTACAAAAAGCCTTTGAACAACTAGGT
+GACTCATTGTTAGAAGCTGGCGCATTACTTGGCGCTGGACCTATCGATCGATTTTTCTCTATTGTATTAC
+CGTTAACAAAAGCGAGCTTTATTACTGCGGCAAGCTTGGGTTTTGCCCATACCGTAGGAGAGTTTGGTGT
+CATATTAATGATTGGTGGCAATATTCCTGGTGAAACGCGGGTACTTTCTATCGCCCTATTTGATCATGTA
+GAAGCCTTTGATTATGCCAGAGCGCACTTGCTCGCCATCAGTTTGTTGATTGGTTCAATGGTGTTATTAG
+CTGCTATTTACTGGTTAAACTTACCGACAAGAAACAACACTAAAAATTTAAGCCAGGTAAGATCAGTCAA
+ATGATGGGTAATACTAAATTAAATAAAGTACCTGCAGGTGAGTCTCCTCAACTCGACATCAATATTCGTG
+TTAACTATCAGCAATTCGAATTAGCCATCAATTTACCATTACCCTTAAAAGGTATCACAGGTATTTTTGG
+CCATTCCGCTTCCGGTAAATCAACCTTACTGCGTGCGATTGCAGGTTTGGAAAAAACACTTACTGGTGAC
+ATAACCTTAGCCAGTGCTAACGTTGCAGATAAAGTTTTAGTCAATACAGAGCAAGACCATTACCTCAAAC
+CCGAAGCGCGTCAAATTGGTTTGGTTTTTCAAAATAGTCGCTTGTTTGAGCACTTATCAGTGCTAGGCAA
+CTTAGAGTTTTCCGTTAAACGTTGCAAAAACAGACAATTGGACTTGAATGAAGTCATCGAACTGACAGAG
+CTGACAACATTGCTTGAACACCAAGTAAATCAATTATCAGGTGGTCAACAACAAAGGGTTGCTTTAGCAA
+GAGCCATTTTGGCTGAACCCAAGTTATTACTACTTGATGAACCCTTAAGCGCGCTTGATCAACACAGTAA
+AACTCAATTGTTAAAGATGATGTTAAATATTCAAAAAAAGCTGAACTTGCCTATGCTATATGTCAGCCAT
+TCATTAGATGAGTTACAGCAAGTCTGTGACACTTTATTAGTGTTAGCAAAAGGTAAGGTCGTTAATTTTG
+GTAATATTCACCAAATCATTCATCAGCTAAATAATTTTGGTGATAATACGCTTATTCATCAACAAACCAG
+TTTGTCACTGCCTATCAAGCAATTTGATAATGGTCATGGTTTAACGGTATTAGCGCTAAACGCACAACAA
+GACATTTACCTAACCAGTGATAAAGCCTTCGAAAGACAGACTCATCTGCGTTGCTTTATTTTGGCAAGTG
+ATATTAGTATTGCATTAACAGAGCCAAATAATAGCTCCATTGTGAATCATCTCTTTGGCACAATAAAACG
+AATAAGTCATAGAGAAAACAAGGTACTACTAACCATTAACTGTGCTGCTCAAGAGTTTTTTGTCACTATC
+AGTGCCTTCTCTGAGAAAAAATTATCGTTATCCAACAGACAACAAGTCTATTTGCAATTCAAAGCCAGTG
+CTGTGCGAACTTTTATCCACTAAAGCAAATAGAAACAAATGAGGAACCTACGTGTTAAGTAATCAAGAGC
+AACTCAAATACTCCCGTCAAATCATACTCGATAAAATTGGTAACCAAGGACAAATCGCGCTGCGTAACGC
+TAAAGTACTCATCTTAGGCGTGGGCGGTTTAGGTAACCCTGCGAGCTTATACTTAGCTGCTGCTGGCGTT
+GGTACACTCTATATCGCTGATGGTGACTATATAGAGCTCAGTAATTTACCCAGACAAATTCTCTTTAGTG
+AAGACAATATTAATGAAAATAAAGCTGATGTGGCCGCTGAAAAATTACAACAGCAATTTCCCGATGTGAC
+TATTGAAGCGATAGATGAAATGTTCGATGAAGAGTTAAGTGATTATTATCTTCCACAAGTCGACTTAGTG
+CTCGATTGCTCTGATAATATCCAAACTCGCTACTTAATTAATCAAGCATGCGTACAACATAAAGTGCCAC
+TGATAGTGGGAGCCGCTACTGGCTTTGATGGTCAACAATTGACTATAGACCCTCGCGATGAAACCAGTGC
+TTGTTATCATTGCCTCTTTCCTGCTAGTGAGAAAGCACCCACTGATAACTGTCAAACCATTGGCATTATA
+GGCCCCGTACTCGCCATGATTGCCGGTATGCAAAGCTTGCAAGCGATTAAGCTATTAACGGGTAATAAAG
+TACAACTCAATCAGCTTAACTTACTTGATGGTTTAGCGAATCAATGGCAACAATTTACAATGAAAAAACA
+AAAGAGCTGCACAGTTTGTGGTTCAAATTAAGAGTTATAGCCGTTACAGTTTACCTAAGCTAAATTGACA
+GTCGGCACTTGAGAGAATCAACTCAGTGCCATTTTCAGTCACCATCTCTTGCGTTATGTCTGCCCACTGG
+TAATAAACATTTCTATGCACTTTCGCCTGTAAATCCCTGCGAACAGTGACATACAAATCACCATTTTCAG
+TAACAATTAACGGATGTTCTGCATTAAGAATAAACTCGTCATCCAAGTTAGTACTAACCTTCATAATGTT
+GTTGTTTTCATCAGTCCAATGCCACTGCGTAATTACAAAAGGGGCATCATCAACTTTTATTTTCACTTTC
+TCCACCGGTGTTACTAAGAAGTATTCATCAACATTTTTATTAACTTCTTTAATCAACACAGACGCAAATA
+ATTTTACTAAAGGTAGTCTTTTAAAAATACCGCCTTGATAAAACCAATCACCATTGGCTTTTATCTGTAT
+ATCAATCTCTCCACAATACGGAGGATTCCAAGATTCCACTGGTGGCATTTTTGTGTGAGTTCCACCTAAC
+TGAGTCGAAATTTTATCCAATGACATACTGCTCCCCTTGTTCAAACTTTTCAATTTTCCAAATGCGATAA
+GGTAACTGTATTAAGCGATAAGTAAATTTCCTTATAACTATTATCGTGCTAACTTAATGCTTGATACATT
+TTTTTAACATTTACTACCGTTAACGTATTACGATTTGTAGTAATTATCGTAAGTTATCTTACAAGGAAAG
+ATCTTTTATGTCACAAATCCTATCAAAGACTAAGCTAAGTTTAATAGTCTCTTCTGCCCTGCTAATAGCA
+GCGTGCAGCAATCAAAATAATGAAGCAACAAATGCCATGAACGATATTACCGCGCCTATAGCTAAAAAAG
+TTCCCCATAAAATGGTTATTCATAATCATACGCGTGTCGATGATTATTACTGGATGCGTGACGATAGTCG
+TAAAAATCCAGAGGTTTTAGCACATTTAGCCGCAGAAAATGATTATATGAAAGCCCAGCTTCAGCATACT
+GAAGCAATGCAAGAAAAGATCTTTCAAGAGATTAAAGCGCGTATTGAAAAAGACGATAGTTCAGTACCAA
+CCAAAAAAGGTTATTTTTACTACGCGAGTCAAATGCAAGGTGAAAATGAATACCCTATATACGTAAGATC
+ATCTGATTTTTCAGGCAGTAATCTTGAAGTATTACTTAACGTCAATGAATTAGCCAAAGCACACGATTAT
+TATCAAGTAAGTGGTTTAAGTGCTAGTCCAGATGGCAAGCTACTCGCTTACGGAGAAGATACCGTTAGTC
+GTCGAATTTATACCGTACAATTCAAAGATATCGCGGGTAAAACATTACTTGATGACAGACTTGAAGGTAC
+CAATGGTGGCATTGTTTGGGGTAATGACAATAAAACCGTGTATTACATCAAAAAAGATCCACAAACCTTG
+TTAGGTTACCAAGTATTTCGTCATACCTTAGGCACCCCCCAAGCGACCGATGAAATGGTCTATGAAGAAA
+GCAATAAAGCTTATTATACCGGCCTGAGTAAATCTAAAGATGGCAGCAGTGTCTTTATTTGGCATTCAAG
+TACCGAAGCAAGCGGAGTTTCAGTTATTGATGCTGATAATGCCAAAGCAATGCCTAAAAAATTCATTGAA
+CGTGAAGAAGGTCATGAATACTCTATCTCTAAGATGAATGACTGGTATTACATCAATACTAACTGGCAAG
+CGACTAACTTTCGTTTAATGAAAGTAAATAAAAAGCACCTTGGTGATAAAACACAATGGCAAGATGTGAT
+TCCAGCAAATGATGCAGTTAAGCTTGAGGATTATGAATTATTTGCTAATCACCTTGTTTATCAACAACGT
+GAAAATGGCATTAGCCGATTGACTATTCAAGAATTATCAAGCGGGAAAAAGCAACAACTTAGCTTTAATG
+ATACTGCGTACACCTTATCGCTATACGGTAATAATGAATTGAAAAATAATAAATTACGCCTTTATTACAC
+TAGTTTTACTACGCCAGGAACACATTACGATGTGGACTTAAATACCCTTGATAAGACGCAATTAAAGCAA
+GCAAAAGTATTGGGTGATTTTGACAGTAATAATTATGCCTCTGAGCGTATTTTTGTTAAAGCTCGAGATG
+GTAAAAAAGTACCGGTTTCTTTAGTTTATCGTAAAGATAAATTCAAAAAAGATGGCACTAACCCATTATA
+CCAATATGCCTATGGTTCATACGGGCACACAATCGATCCTTCTTTTTCAGTGAGTCGATTAAGCCTATTA
+GACCGTGGTTTTGTCTATGCTGTTGCGCATATCCGCGGGTCAGAAATGCTGGGACGTCCTTGGTATGAAG
+ACGGTAAGAAGTTAACAAAAATGAATACCTTTACTGATTTCATTGATGTCACTAAAGACTTAACAGCACA
+AGGTTACGGCGATAAAGAAAATGTCTTCGCAGTTGGTGGTAGTGCTGGCGGTTTACTCATGGGCGCAGTT
+ATTAATATGGCTCCAGAGCAATACAAAGGCATTGCCGCAGCAGTACCATTTGTTGATGTAGTAACGACTA
+TGCTTGATGAAAGTATTCCACTAACAACCAATGAGTTCAAAGAATGGGGTAACCCAAAAGAAAAAACTTA
+TTATGATTATATGTTGTCCTATTCACCTTATGATCAAGTGAAAGCACAAGACTACCCTAACATTCTAGTT
+ACTACAGGATTGCATGACTCTCAAGTACAATACTTCGAGCCAATGAAGTGGGTCGCTAAGTTACGTGATT
+ATAAAACTGATGATAATTTATTATTGTTTAAAACTGATATGGAAGCTGGACACGGTGGTGCTTCTGGCCG
+CTTTAAACGCATTCATGATACCGCTTTACAATATAGCTTCTTCATTGACTTGCTTAATAAGAGTTAATCA
+ATTCAGTTAGCTTAAATTATCTTCATCTTAGACACATCTGGGTGAAGATAATTATTTCTCACTTACCCAT
+CCCCAAACTTATCGGACTATACCCAAGCCATTTCCTTTACTAATGACATTAGTATTAATATTCTTTATAT
+TAATACATCCGATGAACTACCGATGCATGTGTCAATGAAGACTTTCCTCCAGCTATCTTTTATAAGTATG
+CTATGCATCAGTCATCAAAGTTTTGCTGACCATAGCCCCAATGCTCTACAAGTGAGGACCATTGCAATTG
+CACCCTATGGTATCGATGACTCAGGAAAACTAAGCGGTATCTACTATGAGCTAACGCATTCATTACTTAT
+CAAGAGTGGCTTAGCGTCAGAGCATCATATATTTCCCTACGGCCGGATAATACATGAACTAAAATTGGGT
+AAAACAGATCTCACCATCATGTTCAAATATAAAGAGCTCGCCAATTACGTTGATTATATTCACCCACTTC
+CAGCGTTAAAAAATGTCGTCATTGGTCGCCATGGCCATGATTATCAGAATATTGAACAACTAGAAGGCTT
+GAACATAGCTTACCTAAACGGTGCAAAGTTTAGCTATGAGGTAGATAATAACCCTAAGATTCATAAACAA
+ATTGTGGTAGATTTTAATCAAGGTTTATTGATGTTAAAGAAAGGTCGTGTTGACGCAATCATAGGGCCTA
+TGAAGCCTATTATCAGTGGTGCAAAACAATTAGGTCTAAGTAAAAGTTTTTTTGGTAAACCCCTTATTGT
+TTCTGAACGAACTCCTTGGTTACAGTTATCGAAACAAAGTAAAAGTCATATTTCCGCCGAAAAGATAAAA
+GCAACATTCAGTAAAATGATTGCTCAAGGTGCATTAGAGAACCTTCAATTAAAGTACCAATAAAACCTCC
+TTAAATTGATTAATTCGTCTTTGGAAATCGCAATTCTGTATACTGTGTAAACTTATGTAATGTCGCTATT
+ATCATCCAGCATCTTTGATTACACTATAGTCATGAGTTATTTTTTAACATGAGTTAATCACTTTATGACA
+CGTCGATTTCGACTACTGCTTCCATTATTCTCAAGCCTGTTATTATTAGCTTGCAGTAGCACTTCACAAG
+TAGATGAAAAATTAAAAGACCTTCCTCTTCCCAAAAACTGGCAAGATAGCCAACAAGCCTTGGCCGTTGA
+ACATAATTGGTTATCTGAACTTGATAACTTACAAGTTCATCAATTAGTAAAAAAGGCATTAGCGGCTAAC
+CATCAATTTGCCATGCAAGCTTACACACTCGAAATAGCCGAACAGCAACTTATCATCTCGGGTAGCCAAC
+TTTGGCCAGAGCTTGATCTAGCATTTCGTAGTGGCCGTAATAAAGACAATCAAACCGATAGTTATTCAAA
+CAGTAACTCAGTTAACTTGAATTTAAGCTATGAAGTGGATATTTGGGGCAAGTTATCTGATGCCGATCGC
+ATGACTAATTATAACTATCTCGCGCAAAAAGCCACTTTTGAGCAATACAAGCAGCAGCTTGTTGTCAACG
+TATTAACAACTTGGTTTCGCGTGATTGAGGCAGAAAAATTGCTCGCCCTTTATCGCAGCAGAGTTGCAAA
+TTCTCAGCAGAATTTAGCTATCATTGAAGCAGGCTATAATTCAGGGTTAACCGCTGCACTTGATGTCTAC
+TTAACACGTAACGATTTGAACAACGAGTTAACGAGAGTATCAGAGCAAGAAACAGAAAGAACCAAACTAA
+TTAGACAGCTTGAACGCTTGATTGGTGAATATCCGAAAGGCGAGCTTTTAGTCAATGCTAACTTACCTTT
+ACTCACCACAGACATTCCTGTTGGCTTACCGTCAGAACTAATCAGCCGAAAGCCAGAATTAAAAGCCAGT
+TGGTATCAATTGTTATCGCAAGATGCCGGCTTAGCTTATGCGCATAAACAACGTTTTCCTAGCATTGTAT
+TATCAGGTTCGATCGGTGACTCTACCGCAGACATTGGTGACTTACTCTCTGGTTCTTCATTGGCATGGTC
+ACTACTGGGCAGTGTCTCAGCACCCATTTTTAATGCTGGGCGCCTGAAAGCAAATGAAGAAAAAGCCCGT
+ATAGAACTCAAACAAGGTGAACAGTTGTACCTTGATACTTTATATAACGCTTTTAGTGATGTTGAAAATG
+CTATCACCACTGAAAAGAACTTAAAGAACAGTTATTACACCATGTTGGCCGCACAAGAAAATGCAAAAAT
+CGCCTCCACATTATCTTTCGAACAATACCAAAGTGGTTTAGTTACCTATACCACGGTGCTTGATGCGCAA
+AACCGTTCTTTTGAAGCACAATCGACACTGATAAAAATTAAAAACCAACTCATTGCCAATAGAATCAATT
+TACATCTTTCCTTGGGTGGCGACTTCACCACGCCGTCACTTGAAAATAAGGCCGAATAACCATGTCTCTC
+ATCATTGAAAAGAAAATCCCTAACTATAGAAAAATATTATTGCCGGTCATTATTATCATTGCCACCTTAG
+TATTAATGATGGTTATTTTTAAAAACCCACCAACAAGTAACCGTGGAACGCCTTCAAAAGCACCGCAAAT
+GACAGTGGAAATCATCACACTTACACCTCAAACCTATCAAGTGATGGTACAAAGTTTTGGTACCGTCAAA
+CCAAGAACTCAAAGTGTGCTTTTCGCCCAAGTTTCAGGACAAATTAATTACGTAAGTAAACAATTTAGAG
+CGGGTGGTTTTTTCGAGCAAGGTGACATATTAATCCAACTTGATGATAGAGATCATCGCGCTGAAGTTAA
+CATTGCTCAAGCAAGTCTAATGTCAGCCAAACAAATTTTACAAGAAGAAGACGCACGGGTAAAACAAGCC
+AAAGCAGACTGGAAAAGGCTTGGCAATGGTAAAGCGCCTAATGCATTAGTATTACGTCAACCACAATATG
+AATCGGCAAAAGCGCAAGTACTTTCTGCAGAAGCTCAGCTGGATAAAGTAAAATTATCGCTAGAACGGAC
+AAGTATTGTTGCACCTTACGCCGGCCGTATATTAAAGAAAAATGTTGATATTGGTCAGGTGATTTCAAGT
+AATACCCAGTTAGCCGATATTTTTGCTGTTGATTATGTCGAGATTCGCCTACCGATAAAAAACAAAGACT
+TACCGCTAATGAAATTGCCTGAAGAGTACCGCAATGCTCATGAGCAGTCCGAAACTAGTCGTTCTAACAG
+TAATAATACTGATAACAATAACTCTATGATTAGTAATGTTGTTATTTCGTCTGATCTGATGGGCGATCAA
+GTATGGCAGGGAAAGATTGTTCGTACTGAAAGCGCCATTGATGAAGTATCGCAGCAACTCTATGTCGTGG
+CACAAATTATTCGCCCATACGACGGCGAGTATAATCAAGGTGCGCAAATAAAAATGGGCCAATATGTGAC
+TGCGGAAATTACCGGGCGAGAAGTCGACAATGCCTTAGTAATACCGAGCAGTGCCATTTATCAAGGCAGC
+TATGTGTATATAGTTGAAGACGGCTTATTGATGCGTAAAGAGATTAAATTAGGATGGCAAAACGGTACTG
+AGTCTATCGTCACGCAAGGATTAATCGCGGGTGACCAGTTAGTACTAACCTCATTAGGGCAAGTCAGTTC
+AGGCACACCGGTTGCCATTGCAGGTCGAACGCCTAGCAAAAAATCAAAAAGCCCTAAAGAGCGCCGTCAA
+AAATCAGAGCAAGTAGCCAAAAAATCAACCACAACACCTGTTACTAAGGTGAATAACTAATGATTGCTTG
+GTTCGCACGAAATCATGTTGCCGCCAACTTACTATTAATTACCATTTTAATAGCAGGTTTATTTAGTTTA
+TCTAATCGCATTCCGCTAGAAGTATTTCCCTCTTTTGCCACCGACCGCATTAACGTTAATGTGTCATTAC
+GCGGCGCGACTCCAGAAGATGTAGAAAAAAGCATATCTATACGCATAGAAGAAGCAGTGCAAGATTTAGA
+AGGCGTTAAACAAATTGCTAGTAGATCACAAGAAGGCTCTTCAGCGGTCAATATCGAAGTTGAGTCAGGC
+TACGACCCTCGCGAGATGCTCGCCGATATAAAAAGCCGTGTTGACGAAATAAATACTTTTCCTGCTGATG
+CAGAAAAACCCGTAGTCTCTTTAGCGACACGTAAACGTGAAGTTATTGCCGTGACTATTGCCAGCATCTA
+TAGCGAGAAAGAAACGCGTGAATTCGCTGAAAAAGTCAGAGATGATTTATTAAAAATACCCGCGATTACC
+CAAGTGGAACTCAGTGGTGTGCGCGACTACGAAATATCGATTGAAGTACCTCAAGATAAATTACGTCAAT
+ATGATTTAACCATAGCGAAAATATCTTCTGCTATTTCAGATTCAAGTACTGATATTTCTGCTGGTAATTT
+AAAAACCAAAGGTGGTGATATTCTGTTGCGCTCAAAAGGCCAAGCCTATCGCAAAGACGAGTTTGAAAAA
+ATAGCCATTAAAACGAATGTTGATGGTTCTATCATTCGCCTAAGTGATATTGCCATCATCAAAGATGACT
+TTGAAGAAACCCCTGTTCGTACTCGTTTCAACGGTAAACAAGCCGCATTTATAGATGTTTATCGAATCGG
+TCAACAAAGCGCGATTGACGTTGCCGATGCCGTAAGAACCTATATTAATGATCAACAAAGTACATTGCCT
+GTAGGCGTTGAATTAAGTTTTTGGGATGACGATTCTCAAATCGTGAAAAATCGTATTTCGACATTAACAA
+CCAGTGCCTTACAAGGCGGTATCTTAGTACTAGCCTTATTAACCTTGTTCCTCAGACCCTCCATTGCCTT
+CTGGGTATTTATTGGCATTCCGATTTCTTTTATGGGCGCCTTTATTATGATGCCGGTGTTTGGTGTCACC
+TTAAATATCATGAGTTTGTTTGGCTTTATCTTGGTATTGGGTATTGTGGTCGATGATGCCATTGTCACCG
+GAGAAAATATTTATACTCATCTAAAAACGTCAGAATCAGGTGAAATGGCAGCCATTCGTGGCACCGAAGA
+AGTTGCCACACCAGTAACTTTTGGTGTATTAACAACCGTAGCAGCATTTCTGCCACTGGCCTTTATTGAA
+GGTGCACGTGGCGCTTTATTTGCGCAAATTCCAGTGATCGTTATTCCGGTATTGATATTCTCTTTAATAG
+AATCAAAATTCGTTTTGCCTTCGCATTTAAAACACTTGAAACTACGTTCAGAAAAAGAAAAACAATCAAA
+GTTTAGTCAACTACAGCAATCATTCGCTGATGGTTTCGAGCAAGCGATAATCCGTTTTTACCAGCCCTTA
+TTGAAACGTGCCATAAGCAACAAGACCACCACCTTAGTTGGTTTTGTCGGCGTTTTCTTAGTTATTCTTG
+CCCTTATTATGAGTGGTTGGACTAAGTTTATATTCTTTCCGCGAATCCCTAGTGAAACCGTAAGAGCAAC
+ACTAACCCTACCTGCAGGTACACCATTTGAAGTAACCAATAAGTATATTATTAAAATGGCTGAAAAAGCA
+GATGAGCTGAAACAGAAATATATTGAGCCATCAACTAACAGCAGTGTCATTATCAATATATTAGCAACCA
+CCGGCGGTCGTGGCGGTGCTTCAAACTCCGGCAGTGTTCGTTTTGAAATAACGCCACCAGAATCACGTGA
+ACTTGCCATCTCCTCTAGTGAACTAGTTCGTGAATGGCGAAATTTAATTGGACCTATTCCAGGTTCGGAA
+AGTATTACCTTTAGAGCGGAGATTGGTCGTTCATCAGACCCCATTCATGTGCAGTTTAAAGCAAGTTCAC
+TAGACACATTGAAAGAAATAACCGATAAAGTGAAATTACGATTAGCCACCTACCCTACGGTATTTGATAT
+TGCTGATAGTTTATCTAACGGTAAAGAAGAGCTGCAGATTGAGTTAACAGAACAAGGTAAAGCGTTAGGG
+TTAACCCGCGTTAGCATATCAAATCAAGTAAGACGTTCTTTCTTTGGCTCACAAGTACAACGTATCCAAC
+GTGGTAGAGATGATGTACGCGTAATGGTTCGACTACCCATAGAGGAACGCCGCACTATGGCTGATTTAGA
+AGATATTCTTGTGGTCACTCCTTCAGGGGGCTCAGTACCACTATCTCATGTAGCCAAGCTTATCCCTGGT
+AAAAGTCCGTCGACCATTTCAAGAATTGATCGCTACCGCACAGCCAATGTAAGTGCAGATGTTGAAAAAT
+CAAATACCAATATGACGGTGCTGCAAGCTGATTTAAAAAGCTATTTAGATGAGTTAATAGTGCAATATCC
+AGGCGTTAGCCACTCCCTTGAAGGCGAGGCGAAAGAGCAGCGTGAATCTTTTGGCTCGCTTGGTTGGGCA
+CTGGGCTTTGTCTTCTTTATTATTTATGCGTTGTTAGCTATTCCTTTCAAGTCTTATATTCAACCAATCA
+TCGTGATGAGCATAATTCCTTTTGGCATGATAGGTGCTGTTATTGGTCACTGGATTATGGGTATGGAATT
+AACCATCATGAGCTTACTAGGCATGTTGGCGCTAATCGGTGTAGTCGTGAATGACTCGCTAGTATTAGTA
+GATTTTATCAATAAAAAACGCAGCGAAGGCGGTGAGTTAATGGAAGCGGTGTTAACTGCAGGTGCGGCTA
+GATTTAGACCGGTAATGTTAACCAGTTTGACTACCTTTATTGGTTTAATGCCGTTGTTGTTTGAACAATC
+GACACAAGCACAGTTTTTAATCCCTATGGCAGTATCATTAGGTTTTGGTATTTTATTCGCCACTTTCATC
+ACCTTGATACTAGTACCGGTCAATTATTTAATTGTTGAACGTTTAAAAAGCTTATTTTCATCAGAGTCAC
+CTATCGACCAACAAAATATCGCTGCACAAGCTTAGGTGGTAATCCCTGCTCTTCACTTATCCTTGAGCAG
+GCTTATACGAAAAATTAGGTGGTAAATACGGATAAAGTTGCACTTTAGTTAAGCAATTTATGATTTTTCA
+AAATATTTACTAAAAAAGTAACATAAAACGCATTTTTTTCTTGTCAACAAGCAACGAAATGCAATACAAT
+CGCCGCGCTGTTAAAGAGCAGCACACATATTTCTATAATATGTATCAGTACACCTCAGTGGTGGCTATAG
+CTCAGTTGGTAGAGCCCCGGATTGTGATTCCGGTTGTCGAGGGTTCAAGTCCCTTTAGCCACCCCATTTT
+CTCCTCCCCAAGGAGTTAAAAAATAGAAGTACGAAAAGATAATCGGTGATTAGCGCAGCTTGGTAGCGCA
+CTTGGTTTGGGTCCAAGGGGTCGCAAGTTCGAATCTTGCATCACCGACCACTTTTAAATATCCTCTTCTG
+AAAACACACATAACAAATTTACAACTCATAAACTGCTCCCCCGTGCATACCCTGTATTCAGGGAAATCTA
+TAACGATCATATTACTTTCATCTCCAATAAATATCTTAATAAACATCTCATTACCTGGCTTGTAGAGATT
+TCCAAGGGGCTTTATTTGATTCCTCTTGGCTAAACTATTATCATCTGAACTTATTGGGTGAGATCTTTCG
+TCCTCTTGCTAGCTAATAATAATAAAAATAAGGCTCTCCAATAGCATAACCAGCTAGCCTATCTAGCTAA
+GTGATAATAATACTGAGAAAAATAATTTTAAAAGGAATACAAAATGAAATCTCTTAAGAACATAGTATTA
+AAAAGTATTTTGGCTGCTTCGCTTGCCGTTTCAGCAACGCAAGCAAGCGCTGACGGATTCTATATTGGCG
+CAGGTATTTATAGCCCTGAAACTGAATATGAAGCGATACAAGATAGTGATACTACGCCAGCATTTTTTGT
+GGGTTATCAGTTTATTGATACCAACATTTTTATGTTCTCTGCCGAGCTCGGTTATTACGATTTGGGCAGT
+GTTGGCAATAATGGTGCGAAGATTGACTCCGATGCATTAAGCTTATCTGCTGTCGCATATTTACCGATTG
+GTCCTATTTTTGAAGTTTATGCCAAAGCGGGTGTAGCACAAACTAATATAGATTACTCTGTTGACGGTAC
+CACTACTGATTTAGGTGGTACTGAAGGTTTCGGTGGTATCGGTGCCTCGCTTGATATTCTTGATACTTTT
+GATTTTTATGTTGAATATTTAGTTTTTGATACTGAAGTTAAAACTGAATCTCTGGGTGTGGGTGTTCGTT
+TCGACTTCTAAACCACAGTAGTACTATTGATTTTTTAGTAAAGTGGCAGAAATTCTCGGCCATTTTACTT
+CCTTTATTATTTTCTTCCTATGGTGTTCTACCATCTAAATTACTAAGTACTCTGATCACGTTATACCATG
+TTTGATAAATATCTATCTCTACTTGTAAATGGTTTTTCGATCTTGAGGAAGTTTTTAGTCACTTTCGTTT
+CAATGTACTAAATCACGTTCAATTATTCCATTTCGACAAGGCCGTTGTTTAGCGCTAAATGTTACTGAAA
+AGTACCCATATTAAGCGTTTGGCAGTTAATTTTAAAAATTTATATAAACAATTAAAAATATACTATGTGT
+GTATTATGTGAGTTTGCAAAGCTAATAAATCATGACTAAATACAAGTTATGGTAAGAGCATATACGTTAT
+TCCCATAACTACAACAGGATTGTGATTCCGATTGTCGAGGGTTCAAGTCCCTTTAGCCACCCCATTTTTA
+ACTCTCCATAAGTTAAAAAATAGAAGTACGAAAAGATAATCGGTGATTAGCGCAGCTTGGTAGCGCACTT
+GGTTTGGGTCCAAGGGGTCGCAAGTTCGAATCTTGCATCACCGACCACTTTTAAATATCCTCCTCTGAAA
+ACACACATAACAATTTTACAACTCATAAACTGCTCCCGTGCATACCCTGTATTCAGGGAAATCTATAACG
+ATCATATTACTATCTAACTACTGTAGTGAGTCTCTTGAAACTCAACCCCTATGTTTATCTTTTACATGAG
+TTGCTGACTCAAGCAACTTGGCAACAACTGGTTAAAAAAAACTCACCTCCTATACTTTAGATGAACCAAA
+TATAATGTGGAGGTTCCTATGACTATTTCTACCCGACTCGACTCCTACTTAACCGCACAGAATATATCTT
+TTCAGGCCATTGAACATGACCACAGTGCAAGCTCTTTTGATAGTGCTATTACGGCGAAGATTCCCCTGAA
+CCAAATAGCCAAAGCTGTCATTTTAAAAGACCATGAAGATAGAAAATTAATGGCAGTATTACCTGCTAAA
+AATAAAATAAGCTTATCTGTAATTAATGATGAGCTATTCGGCAGTTACAAGTTACTTAAAGAAAAAGAAG
+TCTATCGCATGTTTAGTGACTGTGAGCATGGGGCTATTCCGCCCGTAGGTGAGGCTTTCAATATGCAAAT
+GATATGCGACGAGCTATTAGACCAATTAGATTATGTTTATATTGAAGCTGGTGATCATCGAAAGTTATTA
+CGTATTAACAATGAAGATTTTAAAATCATGACTGCAAATAGTAAACATTTGCGTTTTAGTAATGAAGTTT
+TTCATTAATGGTGATGATCTATGTCTTCTGATTCTGCGCCACAGCGTTGCTTCTAACTTGGTGAGTACTG
+ATGTATCGCCTAAGATGAGTACAGGAGCAACTACTGCAGAAGGATAGATTAGTGAACGGTAACTAACAAA
+ATCAGTTACAGGCTCAACAAACTCTTAATCATCAATTACTGTCCTGTTAATTTTCTACCTAATAATTTTG
+AAATTTGATTGGCACTAACGGGTTTACTAAAAAAATACCCCTGTGCATAATCGCAACCAAGCTCCTGAAG
+CATAGTCGCTTGTTCTTCGCTTTCAATACCTTCAGCTGTAATTTTATGCTCAAGGTTATGACCCATTTCA
+ATCATCGAACCAACCAAAAGTTTTGCTTTATGGTCGACAAGAATGTCATCGATAAAATATTTATCAATTT
+TTAAGTAGTCTACATTAAGATGTTTCAGTGAGGCGAAGGATGAATAACCAACGCCGAAATCATCAATTGC
+CAGTAATATACCCAGCTCTTTTAAATGTTCAAAAACGGCAAGATTTTCTGGGTTAGTCTGTATCACCCCT
+TCAGTCACTTCTAGTTCAAGATCACCCGGCAACATTCCTGTTTCTTTAATAACACGCTTGATCAGTGGCA
+CCAGATCACTATCAAGAAAATGACTTGGTGATATATTAACAGCTATTATAATTGAAGAAAAACCAGCTTC
+CTTCCACAACGTTGCCTGGTTACAAGCTGTTTTCAAGACCCATTCAGTGAGTGGTTTTATCATGCCGATT
+TGTTCGGCCATGCTGATAAAGTCTACTGGAGAAACCTGACCGAGCAGTGGATGATTCCAACGAGATAAAG
+CTTCAACGCCTATGATGTTGCCCGATTTAATATCAACTTTTGGTTGATAAACGAGTGACAATTGTTGTTG
+TTCTATCGCTTCTCTTAAATGTTGTTCTATTTTAAAACGGTATTCTGCTTTATCGGTTAGCTCTTTCTTA
+TAAAAAGCAAACCTATTTTTTCCAAGATCCTTCGCCGCATACAGCGCAGTATCTGCTGCTTTTAATATAG
+TTTGCAGATCGATTCCATCGTCGGGATAGTGTGCAATACCAATGCTACAGGCTGGTGTAAACTTTCTTCC
+AGCTAGCTCTACAGGTTTTGATATCAGTTCAAGACAACGTTGCGCAACGTGAGCAGCACCGTAGTCATCC
+ATCACATTATTAACGGCAATACAAAATTCATCGCCACTAAGGCGAGCAATATAATCAATTTCACGACATG
+CGCTTTTTAAACGCTGTGCAACTTTCTTAAGGAGTAAGTCTCCAACGTCATGCCCTAGGCTATCGTTAAC
+CGTCTTAAAATTATCAAGATCGATATATAACAGGCCAAACTTATTTTTTTCACGTGCTGATATTTTTACT
+AACTCTTCAATGTTTATATAAAAATGGGGGCGGCTGGAAAGCTTAGTTAGCTCATCGGTATAGGCTAAGT
+TTTGAATACGTTTTTGATTTTGTTCTCGCTCCATGACAATACCAGCAAGTCGAGCTGCTGATGTAAGATC
+ATTAGATTCTTGTTCGTTAGGCAATGCCGGATAGTCATGATACATACCAAAAGCTCCTAATACTTTTCCA
+GAAGAGCTTTTAATAGGTTCTGACCAACAACTGCGCATACCATAAGGAAGTGCTACGTACTTTAAGTCAG
+CCCACTTAGGATCAGTTGCAATATTTTCGACAAGTACTCGTTTTCCGGTATAAGTAGATGTACCGCAGGA
+GCCAACTTGTGGGCCATATTCAAGACCATGTACTGCTTTGCAATAAGATTTTGGTAGGCTAGGTGCACCC
+GCATGTAACAGCTTCCCCCCCTTTAATTCGAGCATTGAACAACGTAATCCAGAGTGACGCTCTTCGTACA
+TTAACGCAATTTCAGCATAGATTTTAGAGGCGGGCTTGCCTTTGGCAATTAACTCAAGAATTTTGGTATT
+TCTTTCATTGAAAAATTCTGATTTTTTTTGTTGTGTTATATCAACATGGGTACCAATTAAACGTATTGTC
+TCATTATTCTCACCGCGGGTTACTTTAAAAGCACGAGAGCGAATAAAAACGTCATGGCCTACTTTATGGC
+GCATACGCATTTCAACTTCAAATGTGTCTACTTCCCCAGATAAGAATTTATGAACATTCTTTAGCACAAA
+ATCTTTATCATCAACATGAACCATTGCAGCCCAGGTACTTAACGTATTTTCGAGCTCATGTTCACTGTAA
+CCCAGCATACTTTTCCAGCGAGGGGAGTAATAAACATCATCCGTAGCTAAATCCCAATCCCACAGACCAT
+CCGATGCACCTCGCATAGCCAGAGCAAAGCGCTCTTCACTATTAAGAAGTTCCGCGGTACGAACGTCTTT
+ACTTAGATGTGCTGCGACAAGCTCTGAACGTAATTGCTCAATCTCTTTTTGTAGCTGTGTTTCTTTGTTC
+GCTATTTCTGTCATATATCCTCAAATCACTACATCAAATAATACAAACAGTTTGAGTTTTATTATTTGTA
+AAGCCTAACTAGGAAAAATGACATTCCTTCACATATTTAAACTAGCAAACAATGTTAAATACACAAAGCT
+GTATATTTGTGGTCAGAGCTGTTTATATTGGTTAAGGAATACGTATAGTACTTTCATTAACAATATTAAT
+GATAGATGACTTTTGCTAGCTTGCTGATTTTACTATCTAATTATGGAACGATTGTAACTAAGATCTCCTA
+GTTACAATCTATTCATATGAAAACTTAGTTAAGTGGAAAGCTAAGCTTTAATTTTGTTAATTACTGCTAA
+CGTTAATTTTATCGTCACCGTATCAATAAATCACTATACAAACGTGATTTATTATTTTAAAAGTAAGTTA
+CCTAGAGAAGTAAATTAGTAATAGATGAACATACCAAAAGTGCAATTCAACCCCAAGGTTCATAAAAATA
+TTGGGATAGAAATCATTGAATTATCTGATATCTATAAGCGCTCTGATGATGACCTTGAAAATTTTATTGC
+AAAACCACACCGTATAAAATTTCACAATATATTGTACATAACGCAAGGTCGCGGAACACACTTCATTGAT
+TTCAATACCTATACTACTCAAGCTGGAAGTGTTGTTTTTATTAATAAAAACCAAGTTCACGCATTTGATT
+TAATCAACCAACCACAAGGTAAGCTGATTATTTTTACTGATGAATACCTTGATACTATTCTTACCACGAT
+CAAAACGCCTTTATCCGCTCATAACTATCTACTTACCTCCTATTCGCCTACCTTTTCATTATCAAAAAAA
+ATAAGAAACACCTGTGACGTACTGCTCACAGAGATTGAAAAGGAATATCAAGTAAAAGACCCTAATTTGA
+ATTTCTTAAACTTAATATTTTCGGCGGTATTAACCAAGCTATCAAGTGAGCGAACTCGATCTTTTGAGCA
+ATATTTGAGTGAATCTCGTACGGAAAAATTTATGACATTCATTGAGTTACTTGAAGTAAATTATACCAAC
+ACACGCGATGCAAAAATATATGCTGACATGTTGCATATGACGTATAAGTCGCTTAATCAAATCTGTAAGC
+TGGCAACAAAACAAACGACAAAGCAACTAATTGATGCGTATATCATTTTAGAAGCAAAGCGAAAGCTTTC
+AATTGAAAATATCCGCGTTCAGCAACTTGCTGACGAATTAGGCTTTGATGAGGTCACTAACTTCGTAAAG
+TACTTCAAAAAGAACACTCTTCTTACCCCTTCACAATTCAAAAAATTAAACCAAGGTTAGATATTTACCA
+TTTTTATGCCTCAATTCACCTGAACAGTTACTAAGCAACAACATATAATTCCCTTATCTTATTTAGAAGG
+AAATAACGATGAAAAAAAGCTTTTTAACGACTGTCGTAGCAGGATTGTTAGCCATCACTGCCTGTAACGC
+CACCACTGTGAATTCGGAGATGAAGATGAATATATCAAATAAAGAAAAAGCCGTTGCCTTACTTAATAGT
+ATTGAAACCGGTGACCAAACCGCTATTAGTTATGTAAATCCAGTAAAGTATACCCAGCACAACTTGGCTG
+TAGGAGATGGATTAGCTGGTTTTGGTGCTGTTTTACAAGCCTTACCTAAAAATAGTGCCAAGGTAAATGT
+AGCGCGTTCATTTACTGATGGGGAATATGTATTTACTCACAATGACTATAACTTTTTTGGCCCCAAAATT
+GGTTTTGATTTGTTTAGATTTGAAGACGGTTTGATTGTCGAGCACTGGGATAATTTAGACGATAAATCAG
+CAACACCAAATCCAAGCGGACGTAGCCAAATAGATGGTCCAACAACAGTGGATGATTTAGATAAGACAGA
+TGAAAACAAAACATTAGTGGCAAACTTTGTTGATAGCATATTAGTTAAGGGGCAATTTGATCAATTAAGC
+GCCTTCTTTGAGGGCGATTTTTACCATCAGCATAATACGGTAATCGCCGACGGTTTATCCGGATTAGGTC
+AAGCGCTGGAAGCAATGGCGAAAAACGGCATTAAAATGGTCTATACCAAAAATCATAAGATACTCGGTGA
+AGGTAACTTTGTATTAAGTATCAGTGAAGGCTCTTTTGCCGATAAGCCGACTTCATTCTACGATTTATTC
+CGTGTTGAAAATGGAAAAATTGTTGAGCACTGGGATGTAATGGAAACGATTATTCCAAAAGAGCGATGGA
+AAAATACAAACGGTAAATTCGGTAATTTATAATTAATTTTTTTGAAATATTAAAGAGAGATATTGCGTAC
+TTCAACACGATATCTTTCTTTAATCATTGTCTGAAATTAGCGTTTATATCCGCATCCTTACCATAGATAA
+ACCAATACCATTTAGCCTCATCAGGGGCAATCAACAGTGTTTTCAGGGGGCAACGACGAGTCAAAGGGGA
+GAAGTATATTCCCATCACAAGTAAACATAATTGGTAGATTCCCAATGCTTACTATTGAGCCACAAGCCAC
+TAACGTAAAACTAAACAAACAGTAATTAACTTTGCTAAGTAATTTTTCATATTAATACACTACAGCTTTT
+TGATGAAGAAAACTCAGTTGTGAATTGAGTTCTCAATTAGGTTCAACAGTGAATGCTGAAGATAACTTCA
+TCACACAGTTCAAATTAATATTATGTAACATAATCAACTGGTTGACGAGTTACAGATGTCAGGCTATTTT
+ACAGTTACTATATATTCGTCAAGGTATTTCCTTTATCATACTTAAATAGTTGACTATTATTAACTTGGCG
+TGTTTTGTGCTTTTTTTTTTAAAAATAACAAATGTAATAGTATCTAAATTATAAAAACATCAACGATAAT
+CGTTGGTGTTTTTTGTTCTTATTATTAAGTAATATGAACTAAGGTCAGCTATTGATATAGATCTAAACAA
+ATCTATAGCACCTATGAGATAATATCAGGCATTTATGTAAGGCATTTACTAAAAAATTCAATATGGAATA
+ACTAAAAGAGAGTATTATGGAGCAAAGTTTAACCCAGGTAACCATCATTTATTATCAAGTAGAGTCACTT
+GAATTACTACATGAAGTGAAATCATTTCCAAAAAACCATCATGGCAGAGTTGTTTTACCTGCGGAGTTTA
+AAAAGGGTAAATCAATTATTGCAGTTTGTGAGGGTGAAATTACCATTTTAAATAAAGTAGGCGATCGTAT
+TTTATCTGTTGGTAAAGTCGCATAAGAAAATTGTAGTCTCTAGTTCGGATAATAATAATATTGATAAGCT
+TTCAATCATCCCCAGTTGAAGCTTATCAACAAGTTTTTATTTACATACACAAAAACGCTCAAATATCTCT
+TCAGTAAGCTATTTCTAATTGATCTAATTATTAGGTCAGCGAGTATTCAAAAGTCACACAATAGATTCAC
+CTCCTTCGTTTTGTACTTCATTTTTTAGCCATTCAATAAACAATTCTATTTTTGTGTTTTTATTATTAGG
+TAACGTAGCAACATAATACCGCTGTGGACACAGAATTTTTTTATCAATAAAGGGTTTAATCAACTCTCCT
+CTCTTAATTTGATTACTGATAAAACTCTCCCTACCCATTGCTACACCAGCATTATTCATAGCTGCGATAA
+CGGCCAAATCTGAGCGGTCAAACCTGATACTCGCACTAGAGGCTAAGCAGTTTATATTGAAATTATTTGC
+CCATAATGCCCATTCATCTGTGTTGGAATCATATCCCCATGCTTGGTTATCATGTAACAACGTACACTGA
+CTTAAATTATTAATCTTGCCTATTAAATCAAATTCTTCAGCGTACTCTGGGCTACATACCGGTACTATCG
+TCTCTGTCATAATATCTTGACAATATAACTTACTCGGTTGTTTTTCATCAAAATAAATTGCTACATCAAT
+GCCATGTCCATGAAAGTTGATATTTTCATTTCCCGTCAAGATGTTGAGTGAAATAGCAGGGTATTGCTTT
+TGAAAACCGGCAATTCTAGGCACCAACCAGCATTGCGCAAAAGAAGGTCGAGAATAAACAGTTAACTCTC
+CAGAAATTTCATTGCTTTTTACCTCGAGTATTTCCTGATTTAAGCTACTAAATGAGGATTTTACCGCGAT
+ATAAATGCGTTCACCTTCCTTGGTTAACTCAATTTTTCGGTGTGAGCGTTTAAATAACAAAATACCTAAT
+TCGCTCTCCAAGGCATTTATTCGATGAGATATGGCACTTGGCGTCATCGACAGCTCTTCCGCCGCAAGAG
+AGAAAGAACAGTGCCTAGCGGCCACTTCAAAGGTATGCATTTTAGACAGTTGAAAACTGCTTAACCGTTT
+ATTGTTAGAGATAACATTGTCTTGAGTATACATAACGCAGGCTATTCCATAGACTATTTTCGACAAATTC
+AGACAATAACAATATCATCATGCACAACATAAAATAACTCAAATTGAATAATGTTATGCTTTTATAACGG
+TTTATATCTTCTTGTTTATATCTAACTCATGTGAAGTTGAATTATCATCATTTGTCAGTCAGTGACGATT
+ATTGTTTAATACTATTAAGCACAACATCATAAAGCGGATTGAGAGGTCATAATGAACAACGATAACATTG
+CACAGCTAATAGCTGACTTTCCCCTCATAGAAAAAATGGTCGAACTAAAAGAGGTAAGCTGGTTTAACCC
+TAATATTACTTCGCTGCAAGAAGGCCTTCCTTATGTCGGACTTGATAACAATAATATTCAAGATGCCAGT
+GACCGATTAGCACGTTTTGCCCCCTACATGGTAAAGGCATTTCCCGAAACGGCGATAACCAATGGCATTA
+TTGAATCTGACGTAGTTGAAATTTCAGCAATGAAATCGCAACTAGAGCAGCAATATGAAGTAGAAATTCA
+AGGTAAACTGCTGCTAAAAAAAGACAGTCACCTGCCCATTTCAGGTTCAATCAAAGCGCGTGGTGGCATT
+TATGAAGTATTGACACATGCTGAACAACTAGCAATAAAAGCAGAGGTGCTTGAGCTTTCAGATGATTACA
+GTAAGCTATTTACCGAAGAGTTTAAGTCCTTTTTTAGCCAGTACAGCATCGCTGTTGGTTCAACGGGAAA
+CCTTGGTATGTCTATTGGTATTATGAGTGCAAAACTGGGTTTTTCAGTTAGCGTGCATATGTCTGCAGAC
+GCGCGCCAATGGAAAAAAGAAAAACTCCGTGCTCATGGTGTTAATGTTGTTGAGTACAACGAAGACTACA
+GTGTGGCTGTAGAGCAAGGTCGCCAGGAAGCTGAAAATGATCCCAAGTGCTTCTTTATCGATGATGAAAA
+CTCCCAAACACTCTTTTTAGGCTACTCCGTTGCCGGTGAAAGACTGAAACAACAGTTTGATGCTATGCAT
+ATTGTGGTAGATGAAAATAATCCACTATTTGTCTACCTGCCCTGCGGCGTCGGTGGTGGTCCTGGTGGCG
+TAGCATTTGGGCTGAAGATGGCTTTTGGTGACAACGTGCATTGTATATTTGCCGAGCCAACACATTCCCC
+TTGCATGTTACTTGGAATTCTCACTGGATTACATGATGGCATTGCCGTTCAAGATATCGGCATCGATAAT
+ATTACCGCTGCTGATGGCCTGGCTGTTGGAAGAGCTTCTGGCTTTGTTGGCCGGGCAATGGAAAGACTGT
+TAGATGGTTTTTATACCATCAGCGATCAGAGAATGTATGATCTGCTTGGGCTATTAAATAAGGTAGAAGG
+TATTCAATTAGAGCCATCGGCATTGGCTGGTATGTTAGGCCCTATTGTTGTAACTAATAATGATGAATAT
+CTTAAGCGTATAAACATGAGCAATGAAAAATTGGTAAACGCAACACACCTTATTTGGGCAACGGGTGGCG
+GTATGGTTCCAGCGATAGAAATGGAAAAATATCTATCAAAAGCTGGCAGTTAATCTTATTGTGGTTCAAT
+GAGCTAGGCGCTTCAATAATAATTGAAAAAGAGCAAGTTGCTCTTTTTTCATTTATACCCGTTCCACTTG
+TAGATGCTCGTTTCAGGAAGTCTGAGCGACTCATAATCAAGGCCTATTTTTTTATTAAGGGTTATTCAGG
+AGAATACGCTCCTGCATTCTCTAATAAGCTACATCCATGTAGCGTCCTTAAAAAGAAATGTAACGCAGAG
+TATGATTTGTTCAGCCTTCCCCAAGGGCTGGTTTAGAAACGCTTTATGCTGCGTTATTGATTTTGAGAAG
+GGAATAACCATTCTATTCAATCAATGCCTTGCCTAAAGGCGTTTCTAATTCCAGCTGAATCATGCTCCTT
+CAAGTGGAACGGGTATATATTATGAACAAAAATGTTCACTGACTTTATCAACAATATAACCACCAATGGG
+GATGGCCGAAGTCGCTGCTGGCGATGGCGCATTACAGACATTAATTGTTCGCTCGCTATTAGCAAACAAG
+AAATCATGCACTAAACTGCCATCATTCATTACTGCTTGCGCACGAATACCTGCAGGATATGATTTGAGAT
+CTGATAGCTCTATTGAGGGGCAATATTTTCGCACCAAGGTTAAATAACCCTTTTTAAAGAGTGAATTTTT
+AAACTCAGTAATGCCAGAACTCAAGTTTTTCCCCAGTACTTTCCAGAAGCCAGCAAACATCACCATTTCT
+TTAATATCACGTAAGTTAATATTAATTTTGCCATAACCTTCTCGTTTAAAACCCAATACCGCATTGGGAC
+CAACAGTGACGCTGCCATCAATCATCCGAGTTAAATGCACACCTAAAAAAGGTAATGTTGGATCAGGAAT
+CGGATATATTAAGTGATTAACAATGGCGTTTTTATTCGCTGGCAACTGATAGTACTCACCACGAAACGGT
+ACAATTTGAAAATCGACTTTAATATCTAACATTTTAACCACACGATCAGCCATTAAACCTGAACAGGTGA
+TTAAGTAACGACTATAAAATTCACCTTGGTTTGAACTCACGCGAATCTCTTCTGCCGTTTCCTTTAACTG
+AGTTACTTTGGTATTTAGTCTGCATTCACCGCCCAAAGACTGAAATTCCTGCGCCATTTTAATGGTAATG
+AGTTGGTAATCGACAATGCCTGTCGATCTAACCAAAATAGCGCCAAGCCCAGTAATATTAGGCTCCTCAA
+TTTTAAGTTGCTGCTTATCTAATAACTCCACTTCAATATTATTCTTTTGGCAGCGTTGATAAAGCGCCTC
+CATGCGCTTTACTTCTAATTCATTGGTGGCAACCAACAACTTACCGCATTGATTAAAAGGAATATTATGT
+TGCTGACAAAAATTGATAGTGGCATCTACCCCTGCTCGACAAAACTTAGCCTTTAAACTGCCAGGCTCAT
+AATATACGCCAGCATGAATAACACCGCTATTATGTCCAGTTTGATGAGTGGCAAATTCACTTTCTTTTTC
+CAATAATAATACTTTTTTATCTGGATAGCGTTGTTGTAGCTGCCAAGCAGTCGATACACCAACAATACCA
+CCGCCAATGATTATGTAGTCATAGATCATATAAATACCTTAGCTTTACGATTTCAGTTTTGCGTTTTCAC
+AATAAGCACCGCGCTGACGCAGTAATTCACGATAAAGTCCTTTATCGGCAACAAATTTATCACGACCATG
+TAACCAAGCGTGATTATTCACCACTAACATACTGCCCACAGGAACACGGACATTAAAGGTATTTTGTTCT
+GCTTCTAATGATGTGCCCATTTCATATAAATACTGACCTTGACGCATATTTAAAGGTTCAGCAAATTGAT
+CGATAAAAAGCATTTTAGGCCGACCATTATCATCTTCTTCAAAAAACACCGGATGTTGCATTTTATAGGT
+AATATTTTTACTCGCTGGCGATGTCCATTGAATGTCTTCTTTTGCCAACGGATGATTATAGAATTTTTCT
+AAATCTTGCCATTCATCTACATGCAATAACAAAGAATCACCGCCCGCCATATTCTCTTCCGCTATTTTTT
+GCATAATAACCCAGTCGGTGCGTTCCTCTACATAGGTACCATCATTGTGTAATTCCATACGTCGATGGGC
+TTGTCGTAAATAACTATCACTATTGTCTTCATTTTTTACGCTGAATCGCGCATAAAATTTGCCATACATA
+GCATCTAAATTAGGTACACCAATTAAGTGAGAAACAGCAGTCGATAATAAAATATTAAACTCAAGCTGAT
+CAAATTCAGCCGCAACAGGCTCGCATTGCAACATAAAGGCACCCGTATCTCTATTCTTGATAATACCTAG
+CAGTAAGGCACCTAAAGTATCATTAGTGAGATGATTAAGAATACCCGCAACATGAAAACGCAAAAATGGC
+TTGTACTCTATCGCCTGCACTCCTAACGGTAATGCCTGTTCAATAAATCCTTTTACTGTTTCAGAGCTCA
+GCTTTATCACTTGTAAACGTGGATTCGCTGCAAATGGAGCTACCGAAAAGCCATATGGAATTGATTCATT
+GTTTAATTTTATTGCTGATGTATTCATTCTATCACCCTCTTATGCTTTTGATTTAAAACCAATACCCATG
+CTATTCCAAGATGCAGGATTCAACGAGAATTAAAAGGCTTATAGGCAAGGCATTAATTGAAGAGAATAGT
+TATTCTATTGTCAAAATTAATAACGCGGCATATACGCCTTTTAAACTCGCCATGCAGGGGCTACAGAGAA
+AACCATCCTCATCGTTGCATCTATTATTAAGGGACTAACCATTAATAAAAGATGCGCCTTGATCAAGAAT
+TTCTCTGTAGTCCTGAAACTCGCATCTTGAAGTAGCATGTGTATAGATAGTCGTGTTAGTAAATTGCTAA
+CTACTGCTAGCTTCACTGTAATTTTTATTGGTCTTCATTAGTGTTTTACTCTATCTAGAAAGCGAGAATA
+AATATAATATATAGTTTTTATAATTTTCATAACTTTTACTTATCGATGACGTTACTATGAATTTAAAGCG
+CCTTGAATATTTTTGTCAATTAGCCGTGTTGGGCAACTTTACTCGGGCTGCACATAAAATTGGCATTGCT
+CAACCAGCACTGACCATTGCGATTCAAAAACTAGAACAAGAAGTTGGATTGAAGTTAATTAATCGGGCTG
+AAAAAAACGCATTATTAACCGCTGAAGGTGAAGTATTATATAAACTGGCAACCCAGTTATTAAGCCAAGC
+AAAACAGCTTGAATTAGAATTAGAAGAACTCAAAGACCTAGAGCAAGGCACTATTCGATTTGGTGTTTCC
+GCTATGATGGGCTCTTATTACTTCCCCAAAGTACTAGCAACATTTAAACAAAAGTATCCAAAAATAAAAA
+TGCATTTGGTTGATCAAGGCACAGCTGCACTTGAGAAAATGTTACTCAATGGCGAACTTGATTTAGCCTT
+AGTTCGCAGTGATTCAGAGAACCCACAACTGCGCTACACTGAGCTTTTTAATGAGGAGGTTGTTGCAGCC
+ATGGCCAGCTCTCATCCGCTAGCTAATGAGCAAAGCATATCACTCGCACAATTTTGTCAGCAGCCATTGG
+TACTATTTCATGAAGGGTATTTCTTGCGTGAAGTCATTAGTCAATATTCAAAAAAAAATCACTTAGCCTT
+AGATATTCGTATGGAAACGAATCTTATTGAACTGCAAAAATCATTGGTGCGTAGTGAGGTGGGAATTACC
+ACTTGTCTATCGCGTATTTTACAAAACGAACAGCAGATGACATCAACTCCCTTTGAGCCAAAAATTGAAT
+TTAAGCTGAGTTTGGCATGGAAAAAAAATCACTACCTCTCTAAAGCCAGTAAAGCTTTTATGACACATTT
+AAGCTCAACGCTTGATCCTATGGGCTAAACTTGAAAAATTGGCTCTCAACTGCAGAGAACGATGAATTCA
+AAGCCCCATATAAAAAAGCCACTACTGATGAGTAGTGGCTTTCTTTATACAAAATCTAAACTAATTTGAA
+TTTAGATAAGGTTATAGAACCTTGCTGTATCGTCTAATGTCTTTTTAGCTTTCTCTATTAACTCATCAAT
+TTCGGCTTTGGTAATAACCAAAGGTGGTGAGATAACCATGATGTCGCCACATGAACGCATAATTAAGCCA
+TTATCCATTGAATAATCACGACAAACACCACCACCAGCGGCATTAGGGGCTAAACGTTCTTTAGTTGCCT
+TATCTTTAACAAGTTCAATTGCTGCAACCATGCCTAAACCACGCGCTTCACCCACAATAGGATGGTCTGC
+AAGTTCTTGCCAGCGTTGCTGTAAGTAAGGTGATATTTCACTTTTAACTTGATCAACAATACCTTCTGAT
+TCTAAAATTTCGATATTTTTTAGTGCGACAGCCGCCGCTACCGGATGACCTGAATAAGTGTAACCATGGT
+TAAAATCGGCACCTTCTCCGATCACTACATCAGCAACTTTATCTGAAATGATAACGCCGCCAATAGGCAA
+ATAACCTGAAGACATTCCTTTAGCGATAGTAATCATGTCTGGTTTTAAATCAAAGTATTCACTCGCGAAC
+CATTCGCCTGTACGACCAAAACCTGAAATAACTTCGTCTAAAATAAAGAGAATATCGTACTTGGCTAGAA
+TTCTTTTAATTTCAGGCCAGTAGCTATCTGGAGGTGTTATAACCCCACCAGCACCTTGGAAAGGTTCTGC
+AATAAAAGCAGCAACGTTCTCTTCGCCTACTTCTAATATTTTAGCTTCCAATGATTGGGCTGCTTTAAGT
+CCAAATTCATCTTGAGACAAATCGCCACCTTCAGCAAACCAATAAGGTTGATCAACATGCACAATACCAT
+CAATAGGTAAGTCACCTTGTTCATGCATATAACCCATTCCACCTAGGCTTGCCGCAGCAACAGTAGAACC
+ATGATACGCATTTTTACGACTGATAAAGGTTTTCTTCGTTGGTTTGCCTTTTAAGTCCCAGTATCTACGC
+ACCATTCTAAAGTTTGTGTCATTCGCATCAGAGCCTGAGCCAGTAAAAAATACTTTATTCATATGAGCAG
+GCGCAAGAGAAGCTATTTTTGCTGCCAGGTTAGTTGCTGGTGCCGTGGTTGTTTTAAAGAACAAGTTGTA
+ATAAGGCAGTTCTGTCATTTGTTGACTTGCTGCTTCAACGAGCTCTTTACGACCATAACCAATATTTACA
+CACCACAAACCCGCCATACCATCGAGATATTTTTTACCATTATCTTCATAGATATAAACACCTTCCGCTT
+TAGATATTAATTTAATACCTTTTTCTGCTAGCTCTTTATTATCACTAAATGGTTGAAAGTGATGTGCTGT
+ATTTTTCTGCTGAAATTCTGATTTCATAACATAACCTTTTAATTTTTATTATAAATTATCCGCTCTATGA
+GAGCGGTCTGTTTAAAACGTTTTTTAAAAATTACACTCTACTTAGCAAGCTCTTTGAACATGTTTTCGAA
+CGCATCTAAGCCTTCTGTTAATACTTCATCTGTGATGGTTAGTGGTGGTAAGAAACGGATAACATTTCCG
+TAAAAACCACACGCAAGCAATACCAAACCATTTTTAGCCGCATGAGCGATAATCGCTTGGGTTAATTCAG
+TATTTGGTTGCTCTGCATCACCGTTTTGGATTAATTCCATGGCAATCATTGAACCTTGATTACGTACTTC
+TAAAACTAGTTCAGGGAATGCCGTTTTTAACTGGCTTAAACGGTGGTTAAATTGTTCACCAATGTGTGCT
+GAACGCTCAACTAAACTTTCTTCTTCGATAATATCTAAAACCGCTAAAGCTGCAGCACAAGCGACAGGAG
+AACCACCATAAGTTCCGCCTAAACCACCTGGCAATGGTGCATCCATCACTTCACTTTTACCCACAACGGC
+TGCGATTGGGAAACCACCCGCAATGCCTTTTGCCATGGTCATTAAATCTGCTTCAACCCCTGAATGTTCA
+AAAGCAAACATTTTACCGGTACGGCCAAAGCCCGTTTGGATCTCATCAGCAATTAACATAATTCCATGCT
+GATCACAGAGTTGACGTAAGGCTTGCAAAAATTCAGTAGGTGCCGCATAAAAACCGCCCTCACCTTGTAC
+AGGTTCAACAATAATGGCTGCAACATCGCTAGGTGCGATATCGACTTTAAATAAATTCTCTAGGGCTTTT
+AACGATTGCTTAACCGTAATGTCATGGCATTCGATTGGGAATGGGGCATGAAAAATATCACCAGGAAATG
+GGCCAAATAAGTTTTTATAAGGTGTGATTTTACCTGTTAGCGCCATGGTTAAGTTGGTACGTCCGTGAAA
+ACCACCATTAAAGGCAATAACACCACGACGACCAGTATGGGCACGAGCAATTTTCACACAGTTCTCAACG
+GCTTCAGCACCTGTTGAAACAAATATCGCTTTTTTCTCAGAATCACCAGGGGCGATATCGATTAGTTTTT
+CTGCTAATTCAACAGCAACTTCATAAGGGTTAACCATGACACAAGTATGACTAAATTTATCTAACTGTGC
+TTTTGCAGCAGCGACAACTTTTGGGTGACTATGACCGGTATTACACACCGCAATACCCGCACCAAAGTCG
+ATATAGCGATTACCTTCTACATCCCATATTTCTGAGTTTTCTGCACGCTCTACATACACTGGATACATAT
+TGCCTTGGCCACGAGCGATCACTTTAGTCTTTCTGTTTTGTAATTCTTGATTTGATGTTGTCATTGTATT
+GTCTCTAAATTCTTTTCTAAATGGTGAGAGAGACACTTTTGTATAACTCTCTCGACATAATATAAATTGG
+GTTAAACTTGCCTAAACGAGGCTATTTATCTAAACCGCCCATACATAGGTATTTAATTTCTAAGTAATCG
+TCTAAGCCGTATTTTGAACCTTCGCGGCCGTTACCTGATTGTTTAACACCACCAAATGGAGCAGCAGCGT
+TAGAAATAATGCCTTCATTAATACCTACCATGCCAAACTCAAGCCCTTCAGCTACTCGCCAAACCGTTCC
+AATGTCGCGAGAATAGAAATACGCCGCTAAGCCGTATTCTGTATCGTTGGCAAGTTCAATCGCTTCTTCT
+TCAGTTTCAAAAGCAATAATAGGTGAAACTGGACCAAAAATTTCATTGGCTGCAATGGGCATATCATTGG
+TCACGCCAGTTAGGATTGTTGGCTGATAGAACAGTTCACCTGCTTCTGAACGCTGTCCGCCAAAGGCAAC
+TTTTGCACCTGCCGCAATAGAGTCAGCAACCAGTTTTTCAACATCACAAACCGCTTTATCTGAAATCATT
+GGGCCAAGGTTAACGCCCTCGACTAAACCATCACCAATGTGCAATTCAGCTACTGCATTTTTGAATTTTT
+CGGTAAATTCTTCTAATACGCCTTGTTGTACAAGAATACGATTGGTACAAACACACGTTTGACCTGCATT
+ACGGTATTTAGAAATAATCGCACCTTGTACCGCAGCATCAATATCGGCATCGTTAAAAACAATAAAGGGT
+GCATTACCACCTAATTCCATTGATACTTTTTTCACGGTTGTTGCACATTGAGTTAATAATAATTTGCCAA
+CGCCAGTCGAACCGGTGAAAGTGAATTTTGCAACATCAGGATGTTGTGTTAATACTTGCCCCATGCCGCG
+AGAGTTACTACCAACAACAACGTTAAATACGCCAGCAGGAATACCTGCTCGCTCTGCTAATTCAGCCATT
+GCTAATGCCGACAACGGTGTAGATTCAGACGGTCTAACCACAAAAGTACAACCTGCAGCTAACGCCGCCG
+CCGCTTTACGGGCGATCATCGCATTTGGGAAGTTCCATGGGGTAATAGAAGCAACTACGCCAACGGGCTG
+CTTAATAACAACAATTTTTTTATCACTCGAAAGCGCAGGGATGGTATCGCCGTAAACGCGTTTACCTTCT
+TCAGCAAACCATTCTAAAAATGCCGCACCGTAGGCAATTTCACCTTTAGCTTCAGCTAGAGGTTTACCTT
+GCTCTAACGTTAGGATACGTCCTAGGTCATCTTGATTTTCCATTACTAAATTAAACCAGTTACGTAACAG
+AGTTGCACGTTCGTTGGCCGATTTAGCTGACCACATTTTTAATGCACCTTTGGCAGCAGACACCGCCAAT
+TCAGTTTCGGCTACATCAGCATTACTCACTTGAGCAACAACTTCCCCAGTCGATGGGTTGATTACTGGGA
+ATTGTGTTTCACTACTATGCCAACTGCCGTTAATATATGAAAATGGTTTGATAAGCTGGCTGTCTTTTAT
+GCCCGCGGCTTCTAAATTACAAGTAACTTCAGTCATGGTTTTATCTCGCTAGTTATTTAATAAACAATAA
+CGGTATTGAAACCTAGTTTTAATTAAGGTTAAATACAAAACAATAAACCTTTAGTTTGAAGTAGACAAAA
+CATGTATAAACACTCGATTATTCCTAAACCAGTTAGTGAATATGATTTACGTTTGCTGCGTATTTTCATC
+TCAGTAGTAGAACATGGCGGATTTTCATCGGCAGCTAATGCCTTAGGAATAACGCGCTCTACCATCAGTG
+TGCATATGTCTAATTTAGAAACTCGCATGAAATTAAAATTGTGTTTACGTGGCCGTGGAGGATTTTCTTT
+AACTGAAGATGGTCAGGCTGTTTACCAAGCCGTACTTGATTTATTTGCCACAATGGATGATTTTTCTTTA
+TTAATTGATAGCTTAGGCAGTGAATTAAGTGGCGAATTAATTATTTTATGTGCGGATCAACTTGATGAAA
+GCAAACAGCATAAAATGGCGCAAGTGATTAAAAAGATAAACGATGCCTCACCTAATTTGCACCTAGTGTT
+AGATGGTGACTCTATCTCAAATATAGAGAAGGCTCTGCTAAAAGATAAAGCTCACATCGCTTTGTTTCCA
+AGCTATCAACAAATCGAAGGTTTGCAATACCAACCGCTATTTAGCGAATCTATTTATCTATGTTGTGGCA
+AGCAGCACCCTTTCTTTAATCAAGTCGATACGGCTATATCTGAAGAAATATTAGGGCAAGCCGCTGCTAT
+ACACCCAGGCATCAATATAGATTTAGCTGGTAAACAACAATTAGAAAAACTTAACTTATCTGCAAAGTCT
+TATCAATTTGATACCCGTAAGGCCATGATTCTATCTGGCTGTTATATAGGTTTTATGCAACAAAGTTTTA
+TTCAAGCAGAACTAAACCGTGGCGAGATCAGAATAATAAAACCCAACAGTCATCATTATCAATTTAGGTT
+ATCTTTAGTTAGTAAGAAAACCCCCAGAGAAGTCAAAAAAGTTGAGTTATTAACGAATGTATTTTCCCAA
+GTATTTGAGCTATAAAAGTTCGTGGGAATTTATCTATATGAATACATTCTGCCTCGCGTATAAAAAAGGG
+GCATACCCGATGGTATAACCCCTGTTCACTTATTTAACTATAATGGTATTAGTTTAGTAAAATGCTTGTA
+AACCCGTTTGAGCACGACCGAGTATTAAACCATGTACATCATACGTCCCTTCATAGGTATTTACCGTTTC
+TAAGTTAACCATATGACGAATAACATGAAACTCATCTGAAATACCGTTGCCGCCGTGCATATCACGCGCC
+ATACGAGCAATATCAAGTGATTTACCACAGTTGTTACGTTTAACCATTGATATCATGGTTGGGTCCCACT
+TTTTGGTATCAATAATACGACCAACACGTAGTGATGCCTGTAAACCTAACGAGATTTCGGTTTGCATATT
+AGCGAGTTTAGTTTGGAATAACTGTGTTTGTGCCAGCGGACGTTTAAATTGAATACGATCTAAACCGTAC
+TGACGTGCACCATGCCAACAGAACTCAGCAGCGCCCAATGCCCCCCAAGAAATACCATATCTCGCCATAT
+TTAAACAACCAAATGGTCCAGCTAAACCGCGTATTTCAGGAAACATATTTTCTTCTGGCACAAAAACGTT
+ATCCATTACGATTTCACCCGTAATTGAGGTACGTAAAGATATTTTACCTTCAATTTTTGGCGCTGATAAA
+CCTGCCATGCCTTTTTCTAGCACAAAACCACAAATTTGATTTCCTTCAGCTTCATTTTTTGCCCACACTA
+CAAAAACATCGGCGATAGGTGAATTGGTAATCCACATTTTTGAGCCCGTTAAACGATAACCGCCATCTAC
+TTTCTTAGCGCGAGTGATCATACTTGAAGGATCAGAACCTGAACCTGGCTCGGTTAAACCAAAACAACCT
+ATGTATTCACCCGTAGCAAGCTTAGGTAAATATTTTTCTTTTTGTTCAGTAGTACCGTACGCATTAATTG
+GATGCATAACTAATGAGGATTGCACGCTCATTGCACTTCTATAACCACTGTCTACTCGTTCTACTTCACG
+GGCGACTAAGCCATAACTTACGTAATTAACACCTGAACAACCATAACCATCAATGGTTGCACCTAATAAC
+CCAAGCTCACCAAACTGACGCATGATATTTGGATCAAAGTCCTCATTACGGTTAGCCATTAATACACCAG
+GCATTAACTCTTCTTGGCAAAAGGTATGTGCCATATCACGCACCATTCGTTCATCTTCTGATAATTGGTC
+GTTAAGTAGAAGTATGTCATCCCAATTGTTTAGTACTGAATTTGTCATGTTATTCCTCCGTTATAAAATT
+TAGATTTATATTTAGATTTAGGTTTAGTTACGTTAGGTTTACTTTGATTTTAATATTTCATCAGTGTGCT
+GTCCCAGTGTGGGTGGAGCAGCGTGATAAGTAATTGGCGTTTGTGAAAATCTTACCGGATTGCCGACCTG
+AGGCACTTTACCTGCGGTAGGATGATCTAGCTCAAAGGCCATTTTACGATGTTTAATTTGTGGATTTTCA
+AACACACGGTCAATTGAATTAATGGGACCACAAGGTACATGTACTTCTGAAAGTGCTGCTAACCAATAAT
+CTAACTTTTGTTTGATAAAGTAAGACTCCAGTAAGGGGATAAGTGTTTCACGATGCTTTACGCGTAATGC
+ATTGGTTGTAAACTGCATATTCTCACCAACCTCTATGCAACCCAGTACATTACAGCATTTTTGAAATTGA
+TCATCATTGCCAACGGCTAACAGGATATAACCATCTTGTACTTTCATGGCTTGATATGGAACAATATTTG
+GGTGAGCCGACCCTAATCTTTGTGGTACATCACCACTCACTAAATAACTACTGCCTTGATTCGCTAAGCA
+GGCAACTTGCGTATCTAATAGTGCAATATCTATCTGTTGACCTTCGTTCGTTTGAGTTCGATGATATAAG
+GCAGCTAAAATACCCGACACCGCATACATACCTGTCATTAAGTCCGTTGTTGCTACCCCTACTTTTTGTG
+GTCCACCACCGGGTAACGAATCTTTTTCTCCAGTGATGCTCATCAATCCACCCATCGCTTGAATCATGGC
+ATCGTAACCCGCTCTATTCGCATACGGGCCATCTTGGCCAAAGCCAGTGATTGAGCAATAGATAACATCT
+TTACGAATTTTTTTAATGCTCTCATAATCTAAGCCGTATTTTTTAAGTCCGCCAACCTTATAATTTTCAA
+CGACAATATCTGCTTGTGCTACTAATTTATATATTGCTGCTTGTCCATCAGCACTTGTCATATCTACTTC
+AATCGACTTTTTCCCTCGATTAGCGGCAAGGTAATATGCTGATTCAGCAGTATCCTCACCCTGCTCATCT
+TTCACATATGGAGGACCCCAGTGGCGAGTATCATCTCCCTTTTCAGGTCGTTCTATCTTCCACACTTCGG
+CACCATAATCAGCCAATACTTGTGTAGCCCAAGGGCCTGCTAAAATTCGGCTAAGATCGAGTACTTTGAT
+TCCGGTGAGTGGGCCTGCCATTAAATGCTCCTTAAGTGAGAGTGATGATTACTACGCTTTTAAGTTAATA
+AACTGAGGCACCATTTACCTCATGATAAATAAAATGGCTAAATGCACTGGTTTTACACACAACCGTTTAT
+AACCTTATTGAAGTGTTATTTACAACAAAATTTTAATATTTATTGATGTTTTGCGCTTTATTGTTTATTT
+TATCCAACACTAGATTTATTTAAAATATGCTATAAGGCAATGTGTTTATGAAAAATTTAAGCCACTTTTA
+TATTAACGGACAATGGGTCTCTCCAGAAAAACCAAATGACTTTATCGTTGAAAACCCTTCAAATGAACGT
+CAAATTGGTACTATTTCTCTAGGCACTAATGTCGATGTTGATAAAGCCGTTACCGCGGCTAGAAACGCAT
+TTAATCAGTATGGTTTTAGTTCAAGAGAAGAACGTATTGCACTATTAGAGAAACTATTAAGTGCCTATAT
+GAATCGTTATGACGAGATGGCGCAGGCTATTTCCCAAGAAATGGGCGCGCCAATCGATTTTGCCACGGCT
+GCTCAAGCTGATTGTGGCCGAGGTCATATTCAAACGGCGTTGGATGCTTTAAAAAATTATGAATTTCAGC
+ACACCTCAGGAAATGCCACCATAACCCATGAGCCAATTGGCGTTTGTGGATTTATTACACCGTGGAACTG
+GCCTATTAATCAAATTGTTTGCAAAGTTGCGCCCGCACTAGCCACAGGTTGCACTGTGGTTTTAAAACCG
+AGTGAAATTGCTCCTTTATCCGCCCATGTTTTTGCCAAAATAATTGATGATGCCGGTTTCCCTGCAGGAG
+TTTTTAATCTTGTTAATGGTGATGGAATGGGCGTTGGCTCTGCGATATCGTCTCACCAAGATATTGATAT
+GGTTTCTTTTACTGGCTCAACTAGAGCGGGTTCATTAATTTCGAAATCTGCAGCAGATACGGTAAAACGG
+GTGGCACTAGAGTTAGGTGGTAAATCACCGAACATTATATTTGACGATGTGGACCTAGAATCGATCGTGA
+CTAAAGGTGTTGTCGGCTGTATGGAAAATACGGGTCAATCATGTAACGCACCAACACGTATGCTAGTGCA
+AGAGTCTGTTTATGATGATGCCGTTAAAATAGCGACTCAAGTGGCTAATAACATAAAAATCGATAGGGCT
+GATAAGCCAGGTAATCATATTGGCCCATTAGTTAGCAAAGCCCACTTTGATAAAGTACAAAGCATGATCA
+AAGAAGCAATAGAATCAGGCGCTACATTATCAGCCGGTGGTCTCGGTAAGCCTGAAGGTTTTGAATTGGG
+TCATTTCACCAAACCGACAATATTCTCAAATGTGAACAATAAAATGAACATCGCACAAGAGGAAGTATTT
+GGCCCCGTTTTGGTGATCATTCCTTTCAAAGATGAGCAAGAAGCGATCACGTTAGCAAACGATTCTCCTT
+ATGGTTTAGCTGCCTATATAAATACCCCTGATGAAACAAAAGCGAGCCGTGTTGCAAGGCAAATGAGGGC
+TGGAATGGTAAGGATTAACTGGGCTTCACATCATTACACTTCCCCGTTTGGTGGTTATAAACAATCAGGA
+AATGGTCGTGAGTGGGGAACATATGGCTTTGATGATTATTTAGAAATTAAAGCGACTAGCCGTTAGTCTT
+TGAAATTTTAATTATATTTACTTATACCCGTTACCATTCAAAGTGCAGGTTTTCAGTGGGAATTTAAATG
+ACTTTAGGCAAGAAGAATGATTTAAGCATAGTCATTCTATGCTTTGATTATTTGACGCAGTATAAAGGCA
+TTTAAAACCCATCGAAGAAGCGCTTGAGCAACATCACTTCATCGTTGCTGTGATTTATAAGGGAATTACC
+ATTATTTCATCACAGCGCCTTGAATTGAAATTGCTCAAGCACTCTGAAACCTACATCTTGATTGATGACG
+GGTATATAAGCTTAAATTTCCCCTAAAAGGGTGTTGATTTATTGACTTGACTATGTTTCTATAAATAAGA
+ATTTGAAGAATATATTTAACATAACGATGTCATTCTGAGTTTTACAATAGATTTTATAAGTAAATAACAA
+ACAAAAACAGGGTATGAACCATGAAAAAGAAAAGTATATTACTAATAACAACAATGCTTGCTTCACTGGC
+CGCATCTGCATCAGATAAAGTAGTTAACGTTTATAACTGGTCAGATTATATTGACCCTGCAGCGATTAAA
+CAGTTTGAAAAAGAAACCGGTATCAAAGTTAACTACGATGTTTATGATTCTAATGAAATCCTCGAAGCTA
+AGCTGATGGCCGGTGGTTCAGGTTATGATGTTGTGGTACCAACAGGTTCATTTTTAGAACGCCAAGCAAA
+AGCAGGTATTTACGCACAAATCGATAAAAACAACCTGTCCAATTACAATAACATTGATAAAGCAATGGCT
+GGTAAAATGGCGCTTCATGATCCAGGTAACAAGCACAGTGTGCCGTATACTTGGGGAACGATTGGTCTAG
+GTATTAATACTGATATGGTTAAAGCACGCTTAGGTGATGTGGAACTTAATAGCTTAGATCTTATCTTTAA
+GCCTGAAGTCGCAGCTAAGCTAGCTGATTGTGGTATTGGTATTTTAGACTCACCTGCTGAAGTTATGTCT
+ATCGCGTTAAACTACGCAGGTTTAGATCCTAACTCTGAAAGTGATAAAGATCTTAAAGCAACTAAAGCGA
+TGATTAAAAAGGCTCGCCCTCATTATAAATATTTTGACTCAAGCCGCCTGATTGCTGATTTAGCCAATGG
+CGATATTTGTGTTGCGTTAGGTTATAACGGCGATATGTTGCAAGCTAATAGTCGTGCAAGTGAAGCTGGA
+CAAGGCGTTAAAGTTGAGTACCTAATTCCTAAAGAAGGCACCATTGCTTGGTTCGATATGATGGCAATTC
+CTGCTGATGCGCCTCACAAGAAAGAAGCTTATGCCTTTATCAACTTCATCTTAAAAGCTGAAACAGGTGC
+TGGTATTTCTAACTATGTTTATTATGCTGTTGCTAATGAAGCTGCTACTAAGTTTGTTAATGACGACATT
+AAATCTAATATCGGTATTTATCCGGTTGGCGAAACAAAAGAAAATCTGTTTTCTCAACTCGCTCACACCT
+CGCGTTTTGACCGTAAATTAACGCGTGCTTGGACACAAATCAAAACAGGTAGATAGTTTTAATCATTGAC
+CATAAGGGCATTAGCTTGCCCTTATGCTTTAGGACATAACTACAATAACAAATATCTAAATCCTGTCGAA
+AATATCCCTAGGAATCTCGAATGACTCAAGAAACAACTATGCCTCTTTGGAAACAAGATGGCGCTAAACC
+TTTTATTCAAATAAAAAACGTGACTAAAAAATTCGGTGAATTTACCGCCGTAGATAATGTTTCGTTAGAT
+ATTTATGAAAATGAATTATTTTGTTTATTAGGAGGTTCGGGATCAGGAAAAAGCACCCTGTTAAGGATAT
+TAGCCGGTTTTGAGGACCTCACCTCTGGTCAGGTACTCATCGATGGCGTTGATATGGCTAATATTGAGCC
+ATGGAATCGACCGATAAATATGATGTTTCAGTCATACGCATTATTTCCTCATATGACCGTGGCTAAGAAT
+ATTGCTTTTGGTTTAAAGCGAGATAACGTGCCGAAAAAAGAAATTGCAGAACGTGTTACTGAAATGCTTA
+CCATGATGCAAATAGAAGCATTTGCAGATAGAAAACCCGATCAATTATCAGGCGGTCAGCGCCAACGTGT
+TGCGTTAGCAAGATCATTGATCAAACGCCCTAAATTACTATTACTTGATGAGCCTTTAGGTGCACTGGAT
+AAAAAGCTTAGAGAAGAAACTCAATTTGAATTAGTTAATATTCAAGATAAGTTAGGAGTTACCTTTGTTG
+TGGTGACTCATGACCAAGAAGAAGCCATGACACTAGCGACCCGCATTGGCGTTATGGGTAATGGTATTAT
+TACCCAAGTTGATGAACCTCGCGATGTTTATGAATATCCAAGCAGCCGTTTTGTTGCAGAATTTGTTGGC
+TCTATTAATTTATTTGAGGGTCGTATTTATGAAGATGAAGTTGAGCATGTAAAAATAAAGTCAAAAGAAG
+CTGGTTGTAACTTTTTTGTCAATCATGGCATTAGCTGTGCCCCTAATCAAAAAGTGACAGTTGCTGTTCG
+TCCTGAAAAAATGAAAGTCACCCGTAGAAAACCAGATCAGGAATATAACTGCTTACACGGGCAAATCATC
+GACATTGCCTATATGGGTAACCTGTCAATTTTTAGGGTCAAGTTAGAGAGTGGCGTCATTGTTCGTGTCA
+CCTTACCTAATCTTGTCAGAGAAAACCGCAATCCATTAACATGGGATGATTTTGTTTACCTTGCATGGGA
+TGACGACAGCAGCGTGGTATTAACATCATGAGTAAAGTAACCGGCACTTTTTGGCTCGGTCGTTATGACA
+CAGTCAAAACTCGATTTAGTTCATTGAAAAAAATTCGCTGGGGTAGATACTCTGTTATCTCTATCCCTTC
+CTTATGGTTAGCCTTATTTTTCTTTATTCCCTTTTTAGTTGTGTTTAAAATTTCACTGGCTGAATCTGCT
+ATAGCTGTACCTCCTTATACAGATATGTTTGCTTGGAATGTAGAAGATGCAATTATTGATGTAAAAATAA
+AACTTGGCAACTATTTATACCTTTTTGAAGACTCCTTTTATTTAGACGCCTATTTAAGTTCAGTTAAGAT
+CGCCGCGGTCTCTACTTTTTTTACTTTATTAATCGGCTTTCCAATGGCCTATTTTATTGCAAGTAAAACA
+GGCACCATGCGAACGCTTTTATTAACGCTTGTTATCTTACCTTTTTGGACTTCATTTCTATTACGAGTCT
+ATGCGTGGATGGGCTTTCTTAAAAAGAATGGTATTGTTAATGAGTTTTTACAAGGCATTGGCCTTATTGA
+CCAACCTATTCAAATGTTACAAACCGACTTTGCTGTATACATTGGTATTGTCTACACCTACTTACCTTTT
+ATGATCTTACCTTTGTACACCACCTTAGAAAAACTAGATGGTAGTTTGATTGAAGCGTCTAAAGATCTGG
+GTGCAGGACCAATTAGAACCTTTTTCTTGATTACCTTACCCATGTCTATGCCCGGTATTTTAGCTGGCTG
+TTTATTAGTGTTCATACCTGCCGTTGGAGAATTTGTTATTCCTGCCCTATTAGGTGCGTCTGACACGTTA
+ATGATAGGACGAGTGCTTTGGGATGAGTTCTTCCAGAATAGAGACTGGCCAATGGCCTCAGCAGTGGCGA
+CCATGATGTTACTTATTTTAGTTGTTCCTATAATGTTTTTACGTAATGGCAAAAAAGAAGGAGCTGAATA
+ATGACTAGAAATTCAAAGTTTTTATCAATCTCATCGTTATTTGGATTTATATTTCTTTATGCGCCGATAC
+TTTCACTAATTATTTATAGCTTTAACAAATCTAAGCTAGTGACGGTATGGGGTGGATGGTCTGTTAAATG
+GTATGCTGAATTATTCAGCAACCAACAAATTATTGATGCGGCAATAGTGAGCTTAAAAGTTGCATTTATC
+ACCGCAACGCTATCCGTTATTCTCGGTGTTCTGGCGGGTTATGTACTGAGTCGAATGGGTAAGTTCCCTG
+GTAAATTAATCGTTTCAGGTTGGATAAGTGCACCGCTTATTATGCCAGAAGTGATCACCGGTTTATCACT
+CTTGCTATTGTTCGTTTCTTTAGAGAACTTAATAGGTTGGCCTGCAGGAAGAGGCATTACCACGATTATT
+ATTGCCCATACTACTTTTTGTATGGCGTATGTTGCAGTAATTGTGCAGTCTCGCTTGTCACAAATGGATG
+ATTCATTAGAAGAAGCTGCGATGGATTTAGGAGCAAAACCACATAGTTTGTTCTTTCTAATCACCTTACC
+TATTATCTCTCCCGCGATAATTTCTGGTTGGTTACTGGCGTTTACTATGTCGTTAGATGATTTGGTTATC
+GCGAGTTTTGTATCCGGTCCAGGTAACAGTACGCTACCTATGGTTATCTTCTCTAAGATAAGACTAGGGG
+TGTCACCTGAAGTGAACGCACTGGCAACAATCATGATATTAATTGTCGCCATTGGTGTAGTCGCTGCTAT
+GTGGCAAATGAGAAAAAAAGAAACCACCCTCTAAATAACGCTCATTTTTAGTCTTTCTTATTAAGGTTGT
+ATCGTTGTACAGCCTTTTTTATTTTCAAAGGGATTCGTTACATGAATAAATCCGTAAAAACAAAAATTAT
+TTTTTCCACCCTGTTATTACTTATCATCACAATAACCTCATTATTAATCGTCTCTTCAATCTCTGTTGAT
+AAAACCGCAACCTCTTTATCTGAATACCTACAACCAAAAATTAAAGAAAGCAGTTTAATGCCAATGGTTA
+TTGCGGCAGACGCTGAAACGGCAAGAAATGAAGTATTTTTTGACCAAGTAATCAATGAGGCTGATCGCCT
+TGCAAGTGACATTGCGTTTTTACGGGTACAATTTCGCGCGCTTTTTTTATCTGCTGAAGATGTTCGCCAT
+ATTTTAAATATGTACATAAAAAGTGCTATAGAAAGTAATCAATCAGCCGTTGGCGTATATGCTGTTTTTC
+TTCCCAATGCACTTGATGGTGCTGATGAAGCAAATAAAGGTGCAGACGATCTAGCAACAAATGAAGCAGG
+AAGATTTGCTGTTTATTGGGCTTTGAACGAACAAGGTGAAGCTATTGAAGAAATAATGCCTGAGGAGATG
+ATTAACGATACCAGTCCTAATTCAACTGGACAACCCTATAACTCCTGGTTTACTTGCCCTATTGAAAAAC
+AACAAAATTGTTTATTAGAACCCTATATAGACAAAGTTGATGGTAAAAACATATTAATGACTTCAATAGC
+GATACCAATTAAATTCGCGAATAAAGTCGTTGGTGTTGTCGGTATTGATATCGCGTTAGCTGATATCCAA
+ACAAAAGCAGAAGCGTTCTCAACTAAAATTGCGGATGGCAACAGCCGAGTATTGATTGTATCTGAAGATA
+ACTCGGTGATAGCTGATTCTAACAATAGTGCTAATCAAGGTGCTTTATTTTCTGAAATAATTAATAGTAC
+TCAGTTAAATGAAGGCATTAGTGAGAATGATCGCAGTTTTACTTTGGTGAAACGTATTCATTTAGGTGGC
+ATCACTCAGTGGAGTATTTATACCGAAATACCTAAACAATATATTACTGATGAAGTAAATCAGACCATGA
+CTGTGTTAGATAAAGGCACTGAAGACCAGTTTACCAGTGTTCTGTATATGAGTTTATTGGTGTTAATCAT
+AGGTAGTATTGTAATCTTTTTCATGGCTGAAAAATTGACAGTACCCTTAAGAGCTGTGGCGGACGCTTTA
+AAACAAATAGCCAGTGGTGATGCTGATTTAACTCAACGTATCAAAGTTAATTCAAAAGATGAAACGGGTC
+AGCTTGCCCATTCGTTTAACCAGTTTGTAGAAGGGCTGGCAAGTATTGTAGGTCAGTTTTCAGAAGGCGT
+TAAAACCACCTTTTCGGCCTCTGAAACAGGTAAAGCGTTATCGACAACAACTAACTCACAATTAGCTAGC
+CAACAGTTAATGATTGAAATGGTCGCGACGGCAGCAGAGGAAATGTCGCAAACCTCTACCGATGTTGCGC
+AAAATGCGGTTTCAACTGCTGATGCGACTAAAGAAGTTAGAAGTGCAGCTTCAAATGGTATTATTAAATT
+AAAACAAACCACCAGCACCATTTCAAAACTGGCAGAACAGATGCAGTATTCAAACGAGCAAGTAGATAAG
+CTGTCAACCAATAGCGATAATATTGTTAATGTACTCAACGTGATTAAGTCAGTTGCAGAACAAACTAATT
+TACTTGCCTTAAACGCAGCCATCGAAGCCGCAAGAGCAGGTGAATTAGGTCGTGGTTTTGCGGTTGTTGC
+TGATGAAGTAAGGGCACTCGCGGGTAGAACGGCCAGCTCGGTATTTGAAATTGAAGGCGTCGTTAATGAG
+TTACAAGTTTCAACGAAAGAAATGGTGGCAACTATCAGTGAAAACGTTAAAAGAGCCGAGGCTTGCACTG
+AACAAGCACAGGAAACGCAAACGATCTTTGAAGTTATTGAACAAGAAGTGACTAACATGACGGATATGGC
+GGCAAATATTGCTTCTGCCGCTGAAGAGCAAAGTCATGTTTCAGAAGAGATCAGTAGCACCTTACAGAAT
+ATAAATACCACCACTGACGAGCTTACGCAAAGTGCTCAGCAGACCTTAAAAGTGAGTGAAGAGCTGTTGG
+TATCAGGACAAGATCAAGAACAACTCATCGGGCGATTTAAGTTTTAGGTCAATCTGTTGAGTTGAGTTGA
+GTTGATAAGTCATAAATTGATGGCAATAAAAAAGCTAACAACACCTTGTTAGCTTTTTTTGTTTACATGA
+GCATATACCCAAACCACTTGAAGATGCGTGTTTCAGGACGCCTGAGTGATTCATGATCAATACGCTTCAT
+TTTCTTAATGGTTATTCCCTTAACAAATGAGGCAACGAAGAACATGAAGTACTCAGATGTCCCTATACGG
+TTGGTTTAGAAACGTTTTATCCTACGTTATTGATTTCGATAAGGGAGTAACCATTATCTTCAATCAATGC
+CTTGGCTAAAAAACGTTTCTAATTCCAACTGAAACCTGCATCTTCATGTAGTTTGGGTATAAAAGGTTAG
+ATACCTAACTTATCTCTCATCTGGTAATACCAAGCACCCATCGCGGTGTAAGGCGTTTTAAATAACCTAC
+CACCTGGGAATGGATATTGAGGTAAGCCAGCAAATACATCAAAGCGTTCTGCTTGGCCAGTAATTGCATC
+GGCAATAACTTTACCGGCTAAGTGGGTCGAAGTTACACCATGGCCACTATAGCCTTGAGCATAATAGACA
+TTGTCATTTATACGGCCAAATTGTGGTAATCGCATTAACGTCAGTAAAAAGTTACCTGTCCAGGCATAAT
+CAATCTTCACATCTTTGAGTTGAGGGAATGTTTTTAACATTTTAGGAATGATAATTGATTCTATTTTAGA
+AGGCTCTCTCGCCCCATAAGTTGTGCCACCACCGTAGATCAGACGACCATCGCCTGATAAGCGGAAGTAA
+TCTAATAGGTAGTTACAATCTTCTACGCAGACATCGGTCGGTAATAATTGCTTTTGCATGGCTTCTGGTA
+AGACTTCAGTGGTAATTATTTGCGTTCCACATGGCATTGATTGTTTCTGTTGCTTAGGTAAAAGCCCTTC
+TAAATAAGCATTACCAGCTACAACAACAAAATCAGCCGTTACACTACCTGAGTCTGTTTTAATGACCGCT
+TTTTTACCATGAACAATATCAACAACAATACTGTCTTCGTAAATTATTCCACCTAACTTTTCAAACGCAG
+CAGCTTCACCAAGGGCTAAGTTGAGAGGATGAATATGACCACCTGCTTTATCTAATAATCCTCCCACGTA
+ACGTTCAGTACCGACATGATTTTGAATGTCACTTGCACTTAATAGCTCAGTTTCATGGTAGCCATGCTTA
+GCCCACAGTTTTTGCTTTTCAGCCATTTCATCCAGCTGTTTGCTGTTACAAGCGGCAAAAACACCTCCTG
+GTCTTAAATCACATTTGATGTCGTAATCGTTAATTAAACGTTTAATTATTCGACTACCTTCAAAGGCCAT
+TTGTCCCATTTCAGTACTAACATGTTTGCCATAATTACGTTCAATAAAGTCCATATCTCGACTATAACTA
+TTAACTAACTGGCCGCCGTTGCGACCTGAAGCGCCAAAACCAATGCGACTGCCTTCAACAACCACCACTT
+TGAAGCCTTTTTCAGCCAAATGTAATGCGCTTGATAATCCAGTAAAACCAGAACCAACAACGCAAATGTC
+GGCAGTAATATCTTCTGTCAGCTTTGATCGCTGAACTTTATCATTAGCACTTGCCGCATAATAAGAGCCT
+GTGTGGGAAACGTGATTCATAACTTGCCTCTGAAATTTTAAATTTATTAACTATTTAATTAGCTATTAGA
+TAAGTACCATTTAACTTCTAGCTCACTAATATGCATATCAAATTGCTCTAACTCTTTTTGTTTAACAGTG
+TGATAGTTTTTAGTAAATTCTTCGCCTAAATAGCTTGTAAGTATTTGATCTTTTTCTAATTCTGCAAGTG
+CTCTATCCAATTTTAATGGCAGTGCTTCACAGTCGTCATCAAACGCGTTTCCTACCGTAGGATTTATAGG
+TTTGATTTTATTGGTTATACCATGATGAATAGAGGCTAAAATCACAGCCATCACTAAATAGGGGTTAGCA
+TCAGCGCCAGAAACTCGATGTTCTATACGCGTTGCATTTTTATGTCCTCGAGGAAGGCGAAGTGCAACTG
+TTCTGTTGTCTACTCCCCAATTTTTTGCCATTGCAACATAGTACCCTGGCATAAATCGACGATAAGAATT
+CACGTTAGGACATAACAACGGCATGGAAGCTGGCATTAGTTCAAGCATGCCACCGATGGCATGTTCTAAT
+GTTTCATTATAATCATTATGCTCATCAGCAAAGACATTGTTACCGCACTCATCTAAAAGACTGGCGTGGA
+CATGCATACCACTACCGGCTTCATTTGAATAAGGCTTAGCCATAAAGGTCGCATCAAAATTATGCTTATC
+AGCCACTGTTTTGATAATACGCTTTAACAAAATTGCATTATCACAAGCAGCGACTGGATCGGCTTCATGT
+TTTAAATTTATTTCAAATTGTCCAGGCGCACACTCAGCTACTGCGGTATCTGCAGGTACATTTTGCTCAA
+TACATACTCTATTAATATCGTCTAATAATGCACTGTAATCATTCAGAGTATCGACGGAGTAAACTTGAGT
+ATGTTCATCTCTTTTACCTGTTTTAGGTGAGATAGGAGCTTGTAAATTTCCTTTGTTATCTTTATTTTTA
+TCTAATAGATAAAATTCTAATTCAACGGCAACAACAGGGTATAAATTTATTTCTGCTAATTGTCTAACAA
+CGTTACTTAAGATATTACGTGGGTCGGCAAAAAAAGGCGTTCCATCGTGGTTGAACATGCTCATTAATAC
+TTGCGCGATTGGGCGATCATGCCAAGAGGCCATATGAAGGGTGTTCGCAATAGGTTTACAGACCATATCC
+GGCTCGCCAATGTCTTGCCCGAGCCCACACTCTTCAATAGTTTCTCCAAGTACATTCATGGAAAATATCG
+TAGCGGGCATATTTAAGCCACTGCTATAAATTTTTTCTAAACTACTTTTTTCAATGCGCTTTCCTCGAGC
+AAAGCCGACTAAATCAGAAATGAGGACATCTATAGCCTCAACTTCTGGGTGATTGGAGAGAAAATTTTCT
+ACCTCTGTTGTCTGTCCAACTTTTATCATAAAATTACCTTCGAAATTGATACATATAATTTACCCATCAC
+AAAATGATGAATATTTGCTTCACTATCTATTAGTAAGTAATTGTAATAGCTACGTCAAGGTAAAATCAAA
+TAAATAAGCTATATTTTTTACATAAAATGACTTTATTGTCATTTTATTGCCTTTTTGTAAAAAATATTCA
+TTGAAAACCGAAGTTTTTTAATTTACCTTAGAGTTATTGAAATTTAGCAGTAACTTATTTGGAATTGATT
+CGATGGTTAGTAAAAATCAGAAGCCTGTTGTCGGCATTACCTGTTGCAGTAGTCTTAACGGGATTCATCA
+TCAACAAGTTGTTGGTGATAAATACATTCGTGCCTTGATGGCCGGTAGTGATGTTATCCCCGTTTTGATT
+CCTAGTTTTGGTGAAGCTATGTTAGAAATATTACCGCATTTAGATGGTATATATTTAACAGGTAGTTATT
+CGAATATGGAACCACATCATTTTGGTGGCACTGAATTAGGGGTCGATATGCCACGTGATCCCAATCGAGA
+TACCACTAATTTAACCCTATTAAAAAAAGCAGTAGAGCTAAAAATCCCCGTGTTGGGTATTTGCCGAGGT
+TTTCAAGAAATGAATGTTGCGCTGGGCGGAACATTACATCAGCAAGTATTTGAACTCGATAATATGACAG
+AGCATAGAGAAGATAAATCGGTCTCTATGGATGAACAGTACAGTGTGTCTCATGACTTAAACTTATCTGA
+GGCCGGTATATTATCTTCGATTATGGACGGAGAGTTAATTCAACAAGTTAATTCATTGCATGGTCAAGGC
+GTTGATAAATTAGCTGACACTCTAAAAGTGGAAGGCACAGCACCTGACGGATTAATTGAAGCATTTTCAT
+TGGCGGATAACGCTAGTTATTATTTAGGGCTGCAGTGGCACCCCGAGTGGAAAATTGCTGAGAACCCTTT
+TTACACCGAAATATTTAAAAGTTTTGGTGATGCTTGCAGAAAATACAAAGGAAATGAAGCATACAGTTAA
+AGCCATTAATGTAATAAACTAACTCTTTTTCAATGCAGGTACTGCCTGTCAGTGTAGTTAGTTTATTAAG
+GGTAATTATGGACGTAGGCAAAAGATTAAAAGAAGTTAGAGAAATGTATGGGCTTTCACAACGTGAATTA
+GCAAAGCGCGTTGGCTTAACAAATAGCACTATATCAATGATAGAAAGAGATGCTGTGAGCCCATCGATTA
+GTTCGTTAAAGAAAATTTTAGAAGGCGTTTCTCTAACGGTTACTGAGTTTTTTACTTTAGAAATTCCCAC
+TGAATCGCAAGTGGTCTTTAAAAAAGACACCTTAGTTGATGTAGGGAGTGACGGTGTAGAGCTACATTTG
+GTTGGTACACCACAGCCGGACTCTAAACTTGCATTTTTGATTGAGCGTTATCAACCTGGATCAAGTACTG
+GTAAAGATATGATCACTCATATTGGTGAAGAAGCAGGTACGGTGATCGAAGGAAGTATTGAGATAACAGT
+GGCAGGACGTAGTTTTAAGCTAACTAAAGGTGATAGTTACAAATTTTCGACAAGCTTACCGCATAAGTTT
+AAAAATACATCGAAAAAAGTTTGTAAAATTATTAGTGCGCATACGCCGCCTTCTTTTTAGCGTAACTCTG
+TAGCCTTGAAAGCGAGCTGTTATTAATTTTTTTTAGCACCCATATGGGGGTTAATTAAAAAGTGAAAGTA
+CATTAGATTGTATTTAATTTGATTTAATTTAAAAACCATAAAACCATAAAAAAAGGAATAACATGAATAA
+AATTAAATTGTTAGCAGCAACATTCGCGCTTACGGCTATAGCTCCACTCGTCTCTGCAGAAGTCAGTGTT
+ACAGGAACATTAACGTCGGATTATGTATTTAGAGGTGTTAGTCAAACAGATAGCTCTCCGGCTATTCAGG
+CGAGTTTAGATTACGAACATGAAAGTGGATTTTTTGCCGGCGTTTGGGCGTCAAATGTTGACTTCGAAGA
+CGATGCAAATGCAGAAATTGATTTCTACGCGGGTTACTTTGGCGAAATTAATGACACTTTTTCTTATGAT
+GTTATGTATAACTACTACACCTATCAAGGTTACAGTTCAGCAGATGATTCTGATTACGGCGAATTTCTTT
+TCAATGCTTATATTAACTCATTCACGTTAGGCCTTGGTTATGCTTCTGATTATGTAAATACCGGTGATTC
+AGCACAGTATATTTCAGCAGCTTATGATATCGAACTTCCTAAAGAGTATGCCTTAACTTTACAAGCTGGC
+TATACCATGGGTGATGCATTTGACGATGCCGAGTATGTAGATTATAGCGCAACAGTTGCAAAAACATTTT
+TTGACTTTGATTTTACTGCTGCCGTAATAAATACCGATATTGATGATGCTGACAATGCAGATTTTCGATT
+TGTTTTAGGTGTTTCACGCACATTTTAAGCACTTTGTTCACATAGCGTGAACATCTGTTTGCTTTACCTT
+TAGCCTGCTTGTCAAAAAGCAGGCTAAATTTTTTATCTTCTACTGAAATATCCCTAATTTTTAGCTAAAT
+TTACTTTATTAGAAGTACGTAAAACCTCTCTGTCGCGACAGTTGAAAAGTAATAATTGTCACTAATTCAA
+GTACTGCTAATTTACCTGCCTTTTTATTTCTTATTTTTCGTTTAAAATATAATCTTGTAATAAACACAGC
+ATCAATTTTTTATCATAGTAATAGTCTGATAAATAAACTAAAATAATACCTGTGTTGCTTTTTTGTGCTA
+CCCCTTAGCTTTAACGTCTATGAGATCTATTTCATTGTTTTTTAATCGCTTTATGTATTTTATTATCTTG
+CTTGTTGGTGTTTTTATTCCAGCTTATAGTAATGAGCATCCTTTAGAGCTTACTAATGAGTACTCTGTAG
+AGCTGTTAACTGAAGACGAGGGTTTTGTTTCTTCTGAAATATATTCGATCATTCAGGACAACCAAGACTT
+ACTTTGGTTTGGCACTGCCGAAAATGGCGTTATGCGTTATGATAGCCGGAAAATAACCCTCTTTGAATTT
+GATAGTATGAATTCAAACGGTTTATCTCATAATGATGCTGGCAATCTCATGTTAGATCGTAACGGGAGAA
+TATGGATTGGTACTTGGGGCGGAGGCGCTAGTCTTTATGAACCAAAAACAGGAAACTTTCAGCATTTTAT
+TAACGATCCTCTCCGGGTCGATTCTATCTCATCTAATCGCATACAATCTTTATTTCATGACCAAGAAGGT
+ACTATTTGGTTAGGCTCCTATGATCATGGCTTAAATCGATATCTTGGCAATAACAATTTTGAGCATATTG
+AGAAAGATGACAAGGTAGAATCTGGTTTATCCCATAATAGAATATGGGATATAGAAGATAATGATAAGCA
+AAGCTTATGGATTGCGACTAGTTTTGGCTTGAATTTATATGATAAAAATAATAAAACTTTTTCTCATTTT
+TTCCCTGACCCAGATAACCCTACCCCCACGGGGGCAAATGAAATAAGAAGTATTTTAAAAACTTCAAAAA
+ACAAACTTTATGTCGGTACACAAAAAGGCCCCTTTACTTTCGATAAACAAAGCGGTCTTTTTACCCCTTT
+AAAAACCCTTGATGATCAATACCTGGGTCAAGTCAATTCTATGATTGAGGATCAAGAAGGTTATCTGTGG
+TTTGTCTCCAGTAAAGGTTTGTTTCGACAATCAAACTCAGGTCCTCGAATTGAACAATTTGTACTTGATA
+ATAATAACGGCTTGAGAATAATTTTCGAAGACAGTTCGAGAACCATATGGGTTACTAGCGAAACTCACGG
+TATATATAAAATAGTGCCTCATCGTAAGTTTAAATCGATTAACAGTTCTGCACTAACAGCACCAAATGAT
+ATAACCGTTGATGCGAATGGTGATTTGCTAATTGTCTCATCATCATCTCAATTATTTAAATGGCAAATAT
+CCTCACAAAAACTAGAAATACTCTCAGCACCAATCTTTAGCAATGAAAATGGTTATGGGGTAAACCGGCT
+ATTAGAGAAGCCCATAATATTTCTAGATGACAATAATATTTTATGGATTGCACAAGATGATGGTTTAGCA
+AAATTTAATTTGATAACTAAGCAGATTGATTTATTAAAATATCCAAAATCTGATCCAAGCTATAACGAAT
+TCAGAGAGTTACGAGCGCTCAATACTGATAAATATGGCAACCTTTGGATTGGTACTTATAAAAATGGTGT
+TTATCGCTACGATCCTTTGACAAAATCTTTTAATCATTTAGACGATTCTTTCGGATTATCTCATCCTGAA
+GTATTGGAAATATTTAAAGACAATGCACAAAACATCTGGGTTGGTACGGGCGATGGAGTCAACCTTTGGG
+ATGAGAGTAATAAACAGTTTATTTCATTTAAAAGTGAGCATAATAACAAAGATAGTTTATTGGGAACAAT
+AGTTCAGGATATACATCAATCTAAAGATGGAGAGATCTGGATTGCCACCCAAAAAGGCCTCAACTTATAC
+CTGCCTAAAACGAATAGTTTTAAACATTTTAGTAGAAAAAATGGCTTACCTACCTCTTTGATACGTGCAA
+TTGAAGATGATAATAGTGGTCATTTATGGCTGACAACAAATAAAGGTATTTCAAAGCTAAATCCAATATC
+AGGAAAAGTAACTAACTTTGACAGTTACAATGGCTTATTAGGTTTAAATTACTATGCAAATAGCCTGGTT
+AAGGGTGGAAATGAAACACTTTTCACTAGTAGCCAAAGAGGCATTGAATTCTTTAACACATCGGCTATTG
+AAGCTAATAATAGCGAGTTCAATATTATTCTAACGGGGTTCAATAAAATGGGACACTCCGTAAAACTTGA
+AAAACCTTATTCTTATGTAACTGATATTGAGCTTTCTTATATTGATTACTTTTTTTCTTTTGAATTCTCA
+GTATTAGATTTCATTTCCCCGAGTAAGAATTTGTATGCTTATAAGTTAGAAGGATATGATGATAATTGGA
+TTGATATTGGTAATCGCAATGTCGCTTCTTTTACAAATTTAGATGGTGGCTCATATAAATTTTTGGTCAA
+AGCAACGAACAGTAGTGGTAAGTGGGGAGAAAAAATACTCTCTATTAACTTGTATGTCTCGCCACCGCCT
+TGGAAGACTTGGTGGGCATATAGCTTATATGCACTATTAACACTGCTTGTTGTATTCATTTTTATTTATT
+TTAGAACACGTTTTCAACAAACAGAAATAGCCAGGCAGAAGCAGTTTGTATTAGCACTTGAAGAACAAGT
+TGAAGAAAAAACCGCATCCTTAAATGCAAAAGCAAGTGACTTAATCGCTGCAAATAAGCAGTTAGAAGTG
+CTTACCTATCAAGATGGGTTAACAGGGCTTTATAATCGCCGATACTTTGATAAACAACTGACAACAGAGA
+TAAATAGACATTATCGTCAACAGCAATCATTATCTCTCATCCTTTGCGATATTGATCACTTCAAGCTATT
+TAACGATCTTTACGGTCATCAGCAAGGTGACAATTGTCTGAAAAGAGTAGCAGAATGTATTGGTACTAAC
+GTAGCAAGAATGACAGATGCCAATTGTCGTTATGGTGGTGAGGAGTTCGCTATTATCCTACCCAATACAT
+CAGTGGAACACTCGACTCTGGTTGCTGAACGTTTATGTTTTGCTATAGAGAACATGAAAATTCTTCATGA
+AAAATCTAAAACGAGTAACTTTGTCACCTTAACTATAGGGGTTGTTACTATTCCTCCTAAGCAAAAAACA
+TCCGTTGACGCAATTATTTTAAGTGCAGATAAAGCGCTCTATATGGGTAAGAAAAATGGAAGAAATAAGG
+TTGTCCGAGCTGATTAGTAGCTAGCTGCAGGTTTTAGTCAGTTGTAGGCGTTGTGATTAAATCAGAGAGA
+TAAGTTTCGTTAATTAATGATTCATGTCCACGCCTAATATTGCCACGATTACCCTTCATCCGAGTGTTAG
+AGACACTTGTATTTTTATAAAAAAGTGCACCTTAGTATTTATTACAAAAGTGTTATGCTAAATTATCCTG
+TGACCTCTTGTTATATCACTAATAGGATTAAGTTCTTTGGATGAACTACCCCCAATAAATAGTCTCGATA
+ATGAAGAATTTCAACAAGCCCATGTTGTTTCTTTATTTGCCTTGGTGGGTATGTCAATTACTGCCGTCAT
+GTGACTCATTGGGCTATTCAACAACAATTTCATTTTAGCTGCGAGTTTATTCTTCGCCTCTTTTGTCTAT
+TTCCTTGGTTATTATGCTTATAAGAAACACAACAATGTCGCATTAAGCTCCGCTATTATTCTCTATTCTC
+TCTATTTATTAATGTTCTATCTTATTTACTCTGGTGGTGTTGAGAATACAGGACCTTTATGGATATTTAT
+TGTAGCCCCTGTTTCAGTCTTTATTCATGGTTTAAAGCGCGGCTTGATTGATATTGCAGTATTCGTTTCA
+ATCATAAGTACCCTAATGTTTATGCCAACAGATATTATTGCTCATGCTAACTACAGTACTGAATTTAAAT
+TACGCTTACTCTATTCTTTTTTAACCGTTACCTTTCTGTCAGCTTTGTATGAATATTCAAGAAATAAATC
+TTATCAACACACTTTAGAATTAAGTAAAAAATACCAACAGCTTGCCCACTTCGATCCCTTAACTCAACTT
+TCGAACCGTCGTGATGCACTCGGTATTTTAAAACAAGAACAAGCGAGAATGATACGTAGTAAAGAACCAT
+TATCCATCATCATATGCGATGTTGATTATTTTAAAAAAATTAATGATCAATATGGTCACAATGCTGGTGA
+TGCAGTGTTGATAGAACTTGCAAAAATATTTACCAGCAATATAAGAGAACAAGATTGTGTCGCTCGCTGG
+GGTGGGGAAGAGTTTTTATTTATTTTGCCGCAGACACTCGCGAGAAATGCCAATGTTTTTGCTGTAAAAA
+TTCAAGAAAAATTGCAAAACCATTTAGTGGATTACCAAGGTAAAGAAATTAAAGTATCGGTCAGTATGGG
+TATTGAACAATTCAATGGCAATCAAAACATTGATGAGATAATCAACAGCGCAGACAAATACTTATATCAG
+GCGAAGAATTCAGGAAGAAATCAAATATTTCCAAAATTTTAAATCTGCGATTATCAAGGGGTAATGAAGT
+GCACCTGAACGTAATGCTAATAACCACATTAACCTCCGCTAGACCGTTAGTTAGTAGTCGCCATACATTT
+TCTTAACCAGCTACTAGCACTAACGTTATCAGAGAAAAAACGATGCTTTACACCAGCGTCAGTATACGCT
+TTTTTACAAATATCCTCTGTAATTGAAGGACTATCGGCATACTGAAGATTGATGGCTACAGCGCGTACTT
+GAACTGCTTTTAAATAATTAGTGAAGTAGGTCATTGCCTCAGGTGTTGCGAGTGCTTCGTTACGAAGTAC
+CACTAAGCTAGTATAGTTATTCATATTTAACTGTGGTCTTAAGGACGTTATTTGTTCTTCCATGCGTTCA
+AAAAATTCTGTGTTGCAAGGTCCAGTAATATCCACAGTAATAAGATCATTATCTACCGTTATATTGCTAC
+TTCCATGTGGCAAAAAAGTACGTTTTGACATGACGTTCTCTGAGTAAACTTAGGTTGAGTAGGTTTATAA
+TAGCAACATTAAATTCATAATGCTCGATTGTGAATTATTAGACTTTTAAAAATATTTTTGCAGCTTCTTT
+TGCAGTTTTTTGGGATAGCTAAGCCTGTAGGAGATACCCTTTATTGGGTTATCTCCATAATAATATTAAG
+TACTTCGCTTATTTACTTTAAACGCTATGACCCGTAGTCGCTTTATCTACTAAATAAAGAATGGATTGGT
+AATCTATCCCTGCATGATGCGATAAACCTATTTCACAGGTTCTGCTATTGCTATAGCCCACAGAGCAGTC
+TGATGGTACTTGCTCTTTTAAGGTGGCTAAAGCATTTTCATTTAACTCTGGGGTGGTAAAACCTTTATCT
+CCCGCAAAACCACAACACTGAATATGTTCAGGAATAACAACATTATTGCTGCATAACTTAGCAAGTTGCT
+CCATTTTATCGGTTAAGCCCATACGTCTACTGCTACAAGTGACATGCAGCATGATGGTATCGTTTAATTG
+CTTAAAAGCTAAATGTTCAGCCAATACATCCGCAACAAAACCTACTGGTTCATAAATAGATAAATTTGCA
+GTGGCGGCTGTATTTTCAAGTAACATTGATTTACAGGGACTAGTATCAATTAAAATTGGATATTTACCAT
+TTTCACTCAGCTCAATTAGCTTTGTTAACAGTGAACTTCTTTTCTGTCCAGCCTCATCAAACATACCTTT
+ACTATTAAATGGCATACCGCAACACTCACCGGTAAAGTCAGGACTAATAATGTCAAAACCTGCCTTTGCT
+AAAACCGCATAGGTCACTTCAGTTAACGAACGTTGCTCAGTTGCATCAACCGCTTGTCCCATACTTCTAC
+TGGCACAACTGGGTATATAAACAACCTTGGGTTTAGCACTATTGCTGTCTGAGATCGTTTTGGGCTGATA
+ACTAGCTTTATTTGGCAGGTACTTACTCCATAGTGGAATACTATTCGCTGACAATTTACGCACGGTGCCC
+GTTAAACCGCCCATCACAGTATTACCTAGTAGGCGTTGACTAAAACCAGCAATGGCTAAGGAAACCCGTG
+TCATTTTTTCTATGCTGGCAAAGTTATTCGCTAACTTTTTCGATACTCCTTGGTACTTAGTATTTCTAAC
+ATTGCGAAGATCTCGAATAAGGTCACCGGTATTAATGCCGACAGGACAACGATCCGCGCACAAACCTGTT
+GCTGCACAGGTATCTATACCTAAATAGTTGAAGTCTTTTTCAAGTTCACTTAACAATTGAGGGTTATCAC
+CTGAGGCTGTTAAACGACTAATTTCACGATAGGTGGTAATACGCTGTCTTGGTGTTAGACTCAGCCCTTT
+TGAAGGACAGACCGGCTCACAAAAGCCACATTCAATACATTTATCGACAATGTCATGTGCTGCCGGTAGG
+TTTTTTAAGTTTTTAATGTGAGCTAACGGATCATCATTAATGATAACGCCGGGGTTTAATAAATAACTTG
+GGTCAAATAAGGCTTTTAATTGCTGCATCAAACTAAAACCTTCTTTGCCCCACTCTAATTCAATGAATGG
+CGCCATGTTGCGTCCAGTACCATGTTCAGCTTTCAATGAACCTTGGTAATCGACTGCCACTAGCTGGCAA
+ACGTCATCCATAAAAGACTGATATCGGTCTACTTCTGACTGCGTTGAGAAATCCTGGGTGAAAACAAAAT
+GTAAATTACCATCAAGAGCATGGCCAAAGATAATGGCTTCATCGTAATGATATTTTTCAAACAGCCCTTG
+TAGTTTGGCAACCGCATCTGCAAGTTGTTCAACAGGAAAAGCAACATCTTCAATGATAACAGTCGTACCT
+GTTTCTCTTACGGCGCCAACCGCAGGGAAGGTACCTTTTCGAATGGCCCACAGTTGTGAGTACTCACTCG
+CAACATCAGTGAATTTGATGACATTGGTTTGTTCAAAGTCGCTTAATAGACTTTCTAAGTCAGCTATTTG
+CTCGGTTAATAACTGTTGATTGGCTGCACGCGTTTCAATCAGTAATGCGCCAACATCTTGGTCGAGTGTT
+TTAATAAATTCAGGCAAGCCCTTCATATCACTTACTGAGGCTAACGATCTTCGGTCCATCAATTCAACCG
+CAGACACATTTGCATCAGCTAGCGCGCTTACCGCAGAACAAGTTGTTTGCATATCAGGAAAAAACACTAT
+CGATGAAGCACGGTATTTATGCTCGATGACCGTGTTATAGGTAATCGAAGAAATAAAACCTAAAGTACCT
+TCTGAGCCAATCATCAAATGTGCCAAAATATCGATAGGGTCTTCAAAATCAACCAAGGAGTTAATTGCAT
+AACCCGTGGTATTTTTTAATCGATATTTATGCTTAATTAACGCACTTAACGTCCCATCGCTACGAGTTTT
+AGTAGCCAGTGTATCTAACTGTTCTAATAATTGGGTATGGCTAGTTTTAAACGCTGAAATACTTGCTTCA
+TCTGCGGTATCAAGGATGCTACCGTCATGTAAAACAAGGCGAATATTATCAAGCGTCTGATAACTGTTTT
+GTGCAACACCACAACACATACCACTGGCATTATTAGCGGCAATACCTGCAACTTTACAGGTATTAATTGA
+AGCAGGATCAGGGCCTATTTTTCGTCCATAAGGTAATAAATACTTGTTAGCGTCAGCACCTATCACGCCA
+GGTCCCAGTTTGATTTTTAGACCGAGATCTAATATTTCATGGTCACGCCAGCTATTAGTGAGCATAATTA
+AAATTGAGTCAGATTGGGCCTGACCCGAAAGGCTGGTACCAGCAGCTCTAAATGTTACCGGCAACTTTGC
+TTGTGCTGCAGCTTTAATGACCCTTACCACTTCAGCTTCGTCATCTAAAATAAGTACTAATTGTGGTACT
+AAGCGATAGAAACTTGCATCAACGCCATAAGCTAAACGTCGAGTATAATCGGTAATAATACGTGATGCAG
+GAATAAACTCTGCCACTTGCTTAGCAAGCAATTGATAATGCTCAGGTAACATAAAATCTTCCCAAATTAA
+CTATTAACTATTAAATATTTATTAATAAAACAATAAGCGCTTTCGGGCCGTGAGCACCATAAGCTAACGT
+TTGCTGAATGTCAGCAGTTTTCGATGGTCCTGATACTAAGACAACATTGGTCGGTAATTTATCTTGCCAT
+TGTTGCGAAGTCATTAAGCTACCAAAGTCAGCATATAATTTATTGGCATCGACAATAACAAAGTGCACTG
+GCGGCACCAAGGTTAAGCTTCGTGGCTCATTTTCGTCTGGCCATAAGACTATGCTACCTGTTGCAGCAAT
+TGAGCAATGCGAGCTTGATAAAGCGGCTGGGCATTCATTAAAGAGCATTTCTTTATTATTATCAATTGAA
+AAATCATAGACTTGTAGATCTACTTTGCCATCTAGTGCATTGATAACCTCACGGTGAGAATCATTTTCAC
+CATAAAGCAATTTAGAGATATTTAGTGCCTTAAGCTGCTCGCTGATAACCTCGGCCATATTTTCTTTAGT
+TGTTTTGATCACTTGAGCATGGTTTTTCTCAAGTTCAGAAATAAACTGAGCTAAATTTTCTTCACGACTA
+AATTCAGGGTAATTATAAGGGACTTCTTCAGGCAATTTTTCATAATCTGCCCCCTTGACCTCCGCTTTCA
+ACTTAGCAAGAATATTGCCACGCGCGGTATTACTGACTGCTTTGATATCTGCTTTTGTGTTTGTCATAAG
+GTTAGCCTCGCTCTTGCTGTGATTGCTTCGCTTTTTTTTGTTTAGCATTAATACGCTGATGTAAAGTCGT
+TGCTGCCGGTTTAGGTGCCGTTCTAACACTTGTCCAGCCACCTAATTTTTTAGGCATCAAAAAGCGAAAG
+CGTGTTAAACCCCACATTGATAAGGCATACAATTTTGGTGACTTATGCACTTGTGCCCATACTTTCCAAA
+TGAGTGCTTCCACACTACTACGACCTGCTCCCTGCCCTTTCATCACTTGAGGTTGCTGAGATTTAGGCTT
+TACACTCTCTTGGCGCAAACGTAATAATATTTTAGGAATAGGGATTTTAACGGGACAAACTTCACCACAA
+GCTCCACATAAGGTTGATGCCGTTGGTAAATTAGTCGTCGCTTCAAGTCCCAACATATGCGGTGAAATCA
+TTTTACCAATAGGACCAGGATAAACGGTTCCGTAAGCATGACCACCTATACGGGTATACACAGGGCAATG
+GTTCATACAGGCGCCACAACGAATACATTGTAACGTTTGCTTTAACTCTTCATCAGCAAAGGCTTGACTA
+CGACCATTATCAAGTAAAACTAAGTGCACTTCTTTAGGGCCATCTTTTTCACCAGGCTTTCGAGGTGAAT
+TGATCATATTAAAGTAGGTTGAAATGGCTTGTCCGGTAGCGCTTCGCGTTAACAAACTTAACAGCGGTGG
+CACGTCTGCCAAGTGTTCTATCACTTTTTCTATGCCTGTTATCGCTATATGCAAATCAGGAATAGTGGTA
+CACATACGACCATTACCTTCGTTTTCCACTAAACACAGTGTGCCCGTTTCCGCTACAGCAAAGTTAACAC
+CTGAGATACCCACATCAGCCTGACAAAATTTATTCCTGAGCACCTCTCTTCCTTGCTGAATTAAGGTATC
+AACATCGGTGCTGTACTCAAAACCCTCGATATTATCAGCAAATAGTTTAGCCACTTGTTTTTTGTTTTGA
+TGGATAGCTGGCATGATAATATGAGACGGGTGCTCTTTGGCCAATTGCACAATGTACTCGCCCATATCTG
+ACTCAAGACATTCTACATTTCGCTCTTCAAGGTAGTCGTTGAGTGCCGTTTCTTCTGACACCATAGATTT
+GCCTTTAACGACTGACTTCCCCTTTTTTTGGGCAATAAGCTGAGCAATAATCTCATTTGCTTCAGTAATC
+GTTTCTGCCCAATGCACCTTAATGCCATTTTTTTCAAGGTTACCTTCTAATTGCTCAAGTAAGAGCGGTA
+ACTTAGCCAAACAACGCTGCTTAATTAATTTGCACTGTTCGCGTAATACTTCAAGCTCATCTTCTGATGA
+AAAAGCGCCTTTACGCTTATCCATCAAATAATCCATCGCACCCCTGAAGTTCGATCTTAGTTCTTCATTG
+CCGAGATCTCGGGTAACGTTCGCACGAAAGGCTTTAGCTGATGCTGCATATTTACTTTCTTCTTCGATAA
+TATGTTTCATAGTGACCCCTTAGACGAATTACCTTTTATACGATTAAGTAAGTAACTCGCAATATGTTCA
+CCACGTAATGACTGTTTTTGATAATCAAGCGCGCCATTTATATTCATCATGCAACCATGATCGGCACTGA
+TATATCTAACAACATCAGTTGCTACAAGGTTTTTACTTTTATCAGCAACCATAGCGGCCGATATATCCGC
+ATGTTTTACTGCAAACGTACCACCGAAACCACAACATTCACTTTCATAATCATGTATGACTAACTCAACG
+TTCGCGAGTTGAGAAATCAACTTATTGCCGGTGATATGCACGCCCATTTCTCTTCTAGCAGCACAAGACG
+TATGCAATGCAACCCGCTCTTTTGGGCCCTGATCGATAGGTTTTAAACGCAGTACATGCACTAAGAATTC
+TGTAAATTCAAAAACACGCTGACAAAAATTATTGATTTTAGGATCATCACCAAGCAAATCGAGATAATGA
+TGACGCATCATGCCACCGCAAGATCCCGAAACGACAACGACAGGAATATCCAGAGGGAATTGTTTCACCT
+GTGCCATTGCTACCGCTTTAGCTTCATCTTTATAACCTGAGTTATAGGCTGGCTGTCCACAGCAACTTTG
+CCCTTGTGGGTAAATTACCTCAATGCCTTCGCGCTCAAGTAATTCAATAGCATCCATGCCCGTATCTGGA
+AAAAAACTATCAACTATACATGTACCAAATAAATAAACCTGCTTTGGTTTTTTAGGATAGTCACGGAGAT
+GCTGAGTATTAAGTTGTTGCATAGATTGCTCTCTATTATTGTAAATCACAGTTTCAAAAAATAGTGTTAA
+TCAATCATTTCAAAACTGTTGAAGTAGCTAGCTTATATAAATAGCTGCACGAGTATGTAAACTTGCAAAC
+CTAGGCATAATTGAGGACAAGCCTGGCTGCAAGTTTTTGATGGCTATTTAATTAGCCCATTACTTAGCCG
+AGTAAGGGATCACTAATGTTGAATACATTGATAGCAATTAACCCAAGCACGCCGACAGCTATTACATAAT
+AAATAGTTGGTAATATGGTTTTGCGCAATGTTCTACCCTCTTGCCCTAATAAACCAACAGTTGCGGAAGC
+TGCTACCACATTATGAATAGCTATCATGTTGCCTGCAGCTGCACCTATAGCTTGTAAAGCGACAAGTAAG
+GCACCTGAAACAGACAGTGCATTAGCAACTTCGAACTGAAACTGACTTAACATCATATTACTCACGGTAT
+TTGAACCCGCAATAAAAGCACCAAGGGCACCAATACTAGGCGCAAACAAGGGGTATAGATCGCCAAACGT
+TTGCGCAACAAAACTTGCCATTGCAACCGGCATCGCTGCTAAGTCAGCGCCATTAACACCTGAGTTGATT
+AATATGCGTACCATAGGGATGGTAAAGATAAGTACAAAACCGGCACCCACTAGCGTAGTCGTTGACTGTT
+TAGCTGCATCTACCACTTGTTTGAATTTCATCTGATGCAAAAATAATGTCAGAATACAAACAAAGAACAA
+AATACCACCGGGTAGATATAAAGGCTGAACACTCGCACTAATACCTACTTCACCAAGAATGTTGCTAAAG
+CCAAATGAAAGGCTCTTTAATAACGCTTTAAATTCAGTTGAAACACGGCTAAGCACAAGGATTATTGCAA
+CAAGTAAATACGGTAACCACGCTCTAGTTAACGACATTGATTTTTTAGCTTCGCTGTTATCTTGTTTAAA
+TGATATTTTGCCTAACCAGTGAGCAGGCCATTGTTCTTTTGGTGCGAAATCCCATGCCTTTTTTGGCATA
+AGAAAGCCACGTTTTGCTAGCGGTACCACAATAGCCATACCGACCAATGCGCCAATTAGTGAAGGAAACT
+CAGGACCAAGAAAAACGCCCGTTAATGCGTAAGGGACGGTAAAAGCTAAGCCAGCAAAGATTGCAAAAGG
+AGCAATTTCAAAACCTTCTTTCCAACTTTTATTCTGACCAAAGAATCGCGTCAACATCACCACCATGAAA
+AGTGGCATTAACGTACCTACAATGGCATGCCCAATGGCAACCTCTGAGGTTATTAATCGTAAAAATTGCT
+CCCAACTACTGCCATTAGCAATTAATTGCTCAGTAAGATTACTCTTATCTAAGCCGCTACTAACACCAAT
+AATAATGGGTGTACCTACCGCGCCAAATGACACCGGTGTTGATTGAATCATCATACCAATCATCACCGCC
+GATATTGCAGGGAAACCAATAGCCACCAGTAAAGGTGCAGCAATGGCCGCAGGTGTACCAAAACCTGATG
+CGCCTTCAATAAAGCAACCAAAGAGCCAAGCAATAATAATTGCCTGCACCCTGCGATCTGGGCTGATATT
+AGTAAAACCGGCTCTTATACGTAAAATAGCGCCAGAGTGCTGTAAGGTATTGAGCAACATTATTGCGCCA
+AAAATGATCCACAAAACAGCAATGGTGATCATTAATCCTTGAAGGGAGCTGGCAACGATTCGATTAAAGC
+TCATTTCCCAGGCAAAAAAGGCTATAGCTGCTGTTACGGTGTAAACAACAGGCATAGCCTTTTTTGCTGG
+CCAATGAAGCCCTATAAGTAATATTGCCGACAGTGCAATCGGCATAAACGCGAGTAAAGCTTGTAGTGTA
+ATTGACATATTTTATCCTCGCCCTACTTTCATTTTCAGTAGGTGCTTTGTTATAGTTTTATATACCCAAG
+CTATTTGAAGATGTGTGTTTCAGGACGCCTGAGCGATTCATGCTCATGGCGCCTCATTGTATTAAGGGTT
+ATTCCCTTAAAAAAGGAGGCAACGAAGTGCATGTTTTGCTCAGTCATCCCCGTAGGGCTGGTTTAGAAAT
+GCTTTATGCTGTGTTATTGATTTCGACAAGGGAACAACCATTATCTTCTATCAAACCCTTACCTAGAGGC
+ATTTCTAATTCCAGCTGAAATATTCATCTTCATGTAGCTTGGATATACAATCTAACCCTAACGACATTAT
+TTATGAATAGCGCTATAATGAATTCATTATTAACTAAAAGAGTGTAATAGATGCCTAATGCTAGCGAATT
+GGCTTTGTTTTCATTAATTGTTGAAGCTAAATCCTTCAATAAAGCTGCCCAGTTGGCAGAAATATCACCA
+GCAGCACTGAGTAAAAAAATATCTAAACTTGAGAAAAATTTAGGCATTCAATTGTTGTATAGAACAACAA
+GACGATTAAGTTTAACGGAGGCAGGCGAAATACTTTACAGCCACTCTAAGGATATTAATAAGCAAGTAAA
+TGATGCAGTTAGTGCCGTTAGTAGTTTTAGCGAAGGTCTATCTGGCACCATAAAAATGACAGTGCCAACC
+ATTTCAGGGGAATTAATACTCGCGCAAGCGGTTGCTGAATTTTGTCAGCTACATCCCAAATTAAGTGTTG
+AAATGCGCTTAGAAAATGAGTTTGTTGATTTGATTAAAGAAGGACAAGATTTAGCAATTAGAACGGGTGT
+ATTAAGTGACTCTAGTTTAATAGCAAAACCGCTACTGCAGTCAAATTGGATCGTATGTTGTGCGCCATCT
+TACATTGAAAAGCATGGTACCCCACAAACACCTCAAGAATTATCCCGACACAACTGCATGGCATACACCT
+ATCAAGACAAAGGTGCGCATGATTGGTATTTTAGTCAGTCAGACGAAGCCTATTATGTAAAAATTTCAGG
+AAACTTTGCCACGAATAACTCACAAGCATTACGTAAAGCAGCTCTGGCAGGGTATGGCATTGTCTATGTG
+CCACGCTGTAGTGTTTATGATGATATGCAACGGGGTGACTTAGTACAATTGTTACCTGAATTTCATGGCC
+GTCAATTAGGCATTTATGCGGTATATCCTTATACCAAACATCAGTCTCAAAAAGTACGCCTGTTAATTGA
+GCATATAAAAGATTGCTATCAACAACAGGCCGAATACTTCTAATATCCTGATTATTACTGTGTGACTGCT
+GACTTTATACCCAAACCACTTGAAGATGCGTGTTTCAGGACGCTTAAGCGACTCATGATCAAAACTGCAT
+CTTCATGTGGGTTGGGTATAGAACACGATTAAGTGCGGAATCGTTCAACAGATTTGTTAAAACTAATCGC
+TAACTCTGTCATTTTCAATGAGGTGTCTCGGCTTTCCATACTGCCTTGGCACACCGCATCACCCACGGTT
+TTAAAATCTTCTACCCATGAGCGCATATCTACCACTTGATGATGTGATTGCTCGGCCTGACTGGCAACTT
+CAGTACTTACATTACTTAAACTCAAGATGCTTGATTGAATTAATGACAGAGATTCAACTGTTTTTTGTGA
+CAACGCAACGGCTTGATCAGCCTGCGTTTGGTTGCTTTCCATAGAAGTAACGATTTGAGAAATAGCGCCA
+ACAATGCCTGCCAACATAGTATTAATCTCAATCGTAGACTGATGAGTACGTGTGGCAAGAGTTCGAACCT
+CATCGGCAACAACAGCAAAACCTCGACCAGACTCACCCGCTCTTGCCGCTTCTATTGCAGCATTGAGCGC
+TAGTAAGTTTGTTTGATCAGCAATACCCGCAATGGTGCTTACTACCGTAGAGACTTGATCACCCGATTTA
+CGTAACTCAATTAACATTTCAGAGGACGCTTCAATATTGTTCGCTAATGAAGAAATACTTGTTGACGTTT
+TAGCTACTTGTTGTGCTCCGTTTTCAACCGCTTGCGCGCCTTCTTTGGCTTGTTCAGCTGCACTATTTGA
+TTGTTCAAAACCATTGGATATTTGGCTTTCTAAGGTCACCATACTTGATAACAGCAACTCTATTTTTTCA
+TTTAATAAATTAACTTGTACATCAGCATTTTCAGAAGTGGAACCCAGTACATCGACCAACTCATTTATGT
+TATTAGCGATATGTCTGACATCAGTAATACCACTATTAAAGGCTTTAAGTAGACGGTTAACACTATCAGC
+AGCAAGACCAATTTCATCATTAGAGAGTGCTGGTACAACCCTTGTTAGATCATAGTTTTTTGCTACCTGA
+TCCAATTCTTCAGCCAATTCTCGAATAGGTAAAGCTATTTTTTTGTGGGAAAGGGTATACGCAACTACTG
+CGACTGTCACTATGCTAGCAAGCAGAGCTAATACTAGTCGCTGAATATCAGCGATTTCAGTGTAGATTGC
+TGCCGAGCTATTATTCGCATCTTGGCTAACATCTTTACTTATTTTGGTTAACTTTTCAGAAACATTTCTT
+GAGTGCGTATCAACTTCGACTAAGATAGCTCGCGCGCCATCCCAATCAACTTCATCAGCGGTCATAACAC
+GCTGAAGTTGAGTCATTACGGTAACTAATTCATTAATTTCTTCAACTATTGTTCGGTATTCTTGGTGCGA
+CGATAATGCACCATTTGCCATCAATAATTGGTCCAGACGTTGCTTTTTTTCATTTATTACATTAGAGAAT
+TCATTCGCCTCAATCATAGTTCCGTACAAGCCGTACGCCGCTATTTGTATAGCATCTAATGATTGTTTCA
+CTTGTTGTAAATCACTTAACTCAGGCAAGGTTGCACCAATGAACTGGCTAGTTCGTTGCTTTACTTCACT
+CGCAGCACCAAACAAAGTTACTGAAGCCGCAATAGCGACAATTAAAACTAACAAATAACCTAGTAAGACT
+TTTTTACTAATTGAAGCCATTTAATTCCTCTGGAGTGTAATAAGCTGAGCATCGTACACTTATACACGAA
+AAAGAAATCAAATATAGGAACTTGTCTATAAAAATATAATTTACTCAGATATTTCATCACTATGATTCGA
+GCAATACATGAGACTTCAATGAGATAATAGCTTTCAACAATCAGAACAATTTAAAAAGTTTTTTAATTGA
+TCTGATTGTTATTTTTAGCCACTTAATAATTATCTCAATATGGATTATCGTCAAAAAGCTTAATAATAAA
+ATCATTCATGTCGAATTTATTCAATAAGTATCATTAGCCAGAGTTTATGCTGACTTTTTAATAAGGAATA
+AGCCCATGACGACACGATTAAATTACTTTGCCACCTCGCCTAAAGCGATGGATATTTTATTAAACCAAGA
+GAGCTACCTTGATGAAGCATTTAAAGGGAGTAAACTGCTATTAGAATTAGTAAAAATAAAAGTTTCACAA
+ATTAATCAATGCGCACTGTGTATTGATATGCACAGCAAAGACGCACTAAAATCCGGTGAAAGTTTCGATC
+GTATTTATGGCTTAAACGCTTGGCGTGATATGACATGCTATTCAAAAAAAGAACAGTGCTCATTACAATG
+GGCAGAACTTATTGTATCAGACCAACCCGCTACAGATATTGAATACCAATCCGTTTTGCAAGTGTTAGGC
+GAGCAAACCTTGGTTGATTTAACCATAGCGATTAATGCCATTAGTAGTTGGAATCGTATTGCCAAAGCAT
+TTAAGCCAGCCGTAGGCAGTTTCGATGCCAATTAACGCGATTTAAAACAGGATTGAGCTAAAAAGCATCT
+TTAAGGAGTCCGCTAAGCGTGCCAGAGCATTTAGATTTTACATTATTCCAACCTAAGGGACGCTTAGCTT
+CTATTGTACAAGGCGTGTGGTCAACTTCTGTTGCTATACATAGCTCAAATAACATAAAAAGATGGCTACA
+CAGTGATGCCTGTAGTGGATTTTTGTTTAATCTAAGTGAGCCAATACAGTTAAATGACCTATCAATTTCT
+ACCGGTGGCGTGCTGCTGCCAGTAAGTAAACAAGCACAAACAATTACCTTACCTCCCGGCGCAGTGGTGG
+TTGGCGTTCGCTTTCATCCAGCAATGAGTTTTGCCATTTTAGGCAACATTTATCAGCAAGCTACCCAGAT
+AAAGAAATCTGAAACTAATATTCTTTCACTGCAAACACTTGGTAATCAGCTTGAGCAAGCAAAAGGCCAT
+TACGCCCGTATTGTGGTATTTTATCGATGGTTAAATACCATGCTACTAACAATTGATAATATCCCTGCCC
+CTTTAATGTCAGCTTTAAAAGCATTAGAAGATAAAAAATCACCAGGGGAGTTGAGTAATCATGTGCTTTT
+AAGCCAACGGCAAATTGAACGGCACTTTCAAAAATGGTTGAATATGACGCCAAAATATTATCAAAGAATA
+TCACGAGTCAAAAATGCGTTAAAAGTACTTAAACTTCATCCGGAAACAGCACTAGCCGATTTAGCGCTAA
+GCATAGGTTTCACCGATCAGGCGCACATGACCAGAGAGTTTAAGTATATCGCTAGAATCACCCCTAAGCA
+TTATGCTCAAAAAGTGATTGATGATAAGAGCAATGCTCTATCAATAATAAAACCAAAAGTTGGCTAAGCA
+TTGAATATTAATTAACACAACTATTTGAAGCTCGATTCTTCTATAGATAAAGCATAAGACTTATATTCCA
+TATCAGCCTTTAAGATATGCTTAGCTAGCCAATTATAAAGAAACATGGCTATCTTATGGTGTACATCAAG
+ATCATAATCATCGAGTTTACCTCGTAGTAAGTGAAATTTTTCTCTTAATTCACCATGCTTCTTAATGTGC
+TCTTCAGTGTCGGGGTAATTAATTTGTCTTAATAAGTTTTCCTCAGATTCAAAATGTAAATCAATATAAG
+AGGATAAACTTTGAAAGAGCATAATTGCAGCCTCCTTATTATCTTGATGGAAGAAGTCATTAATCATAGT
+AAAGAGCACTTTATGCTGTTCATCTATTTCTATATTGCCAATAGAATATTCCGCAATCCATTGAATACCA
+ACTTTATCGGCTACTTTATGATGAGAGATAATCTCTATCGGATTTTTTACCGCTTTAGTCACGCTATTTA
+AAATGGCACTTTTCTTCAATGGTTTAATTAGGTAACCACTTAGTCCGAATGGGATCCAACGCTTAATGAC
+CGATTTATCCTTATGATGGGCATACGCAATCACAGGTACTTTATTACCCTCTTCACGAATCAATCTTGTA
+ACTTCTAGGCCATTAATTATTGGTAAGTCGTAGGCTAATAGCACTACATCTGGTTTGAAGGTTCGGATTT
+TTTCTAGTGCTGCTTGTCCGTCATTGACTAAAGCATATATAAATACCGTGTCAGCAAATATTTCCTCAAT
+CACTTTGGTAAATAAATCAGAAGATTCTGCAATGAGTATTTTATAGCGAGACGTTTTAAGACATGCCTTT
+TCAGCATCCTCTGTAGTTAATAGATCCGTATTAACACCAATAACTGTTTTCTTTTTCGGTATATGGAGTT
+TTTCAATTCCCTGCTTTATTGACTGATTATTGGCTTTTAATTTTATTAATTGGTCTACAATTTTTTGAAT
+ACTACTCGAAACATTTTCATTAATGTCGCCAACCGAGAGTCCTATTAAATTTTGTAAAACCGCTTTGGCT
+TCCTTATTATCTAGCGCTTCATTTGTTGCCGATAAAATCTCATTTTCACATTTACTTACTTCCTGAGTAA
+ATGATTTTTTCAAGGCGACTCCGTGTTCTATGCAAGACGCCAGTTCATCTTCACCTTCTGAAATAAGCTG
+CTCTAAACTACTATTCTTATGGTTTTCTATTAGCTTTAATTCTTGTAACAAAACCAGCTTTAACCGATAA
+GGATTGTTTAACGGGTTGATAATGACATAGTTATCAAATAGGCCATTTTCACAGGCTAAATAAGCACGGT
+AAGTTTCACGGTTACTAATGAGTAAAATAGCACTATGTGGCGCAATTTTTTGTTCGTACTCTTCTAAATA
+ATTAATATAAAATTGGATGGTACTTTTAACATTGTTAGACGCTAGCAATAACACTTTAGGTTTCATTAAC
+GTTATATCATGCAACTTTTTTGGATTATATTTGTAAGATTTAAATGAAAGCTCTAATTCCATTATTTGTT
+GAATAGCCGGTTCTACGCTATCACGGTCTTGGTAAACCATAATAACGTCGGGATGATTTGGTAAGCTTAT
+TTGACTCATAAGTGATTTATCGCTTTAAGTGTTTTTATTTCATTGTTTTTCAAAGAAAAGTCAGCGAGCC
+AAACTTCAAAATCATGTGCTTTAAGAGGCCGACTGTAGAGATAACCTTGTTGATTGAAACAACCTAAGTC
+ACTTAATTTATCGGCTTGTTCTTGTGTTTCTATTCCTTCAGCAATCACATCTACCTTAAAGGTTTTTGAC
+AACAAAATGGTTGCCATCACAATCGCAACATCTTCAGGACAATGTTCGATGTTATCAACAAAACACTTAT
+CAATTTTTACATTATCAATAGGTAAGCTTTTCAAACGTTGTAAGGAGGAATACCCAGTACCGAAGTCATC
+AATGGCGACTTTAACCCCTAACTCTCTTAAGGCACATAGAATCGGGGTATGGTAGTTATTGTCTTCTGAG
+AAGAGTGATTCTGTCACTTCAAGTTCAATAGACTCAGCAGGTAACATTTCATCTACTAATGTCTTTTTCA
+CTTGGGCGAGAAGGTCATTTCGTTCAAATTGTCGTAGTGAAACATTAATTGCCATAACCCCAGTAAAGAT
+ATTTTTAATACGCCACTGTCTTAATTGCTGGCATGCCGTTTTTAAAACAAAATAACCAAGCTCTTTAATA
+GATCCGTTAGCTTCAGCGATTGGAATAAATAAATCAGGAGGGATTAACCCTTGCTCAGGGTGATTCCACC
+TAATTAAACACTCAACACCATATACTTCGTGGGTTTGTGTATTTACTTGTGGTTGGTACCAAACTGCAAA
+TTGATCTTTTTCAATCGCTTGGGTAATTTCACTTTCAAGCTCTAGCCTTTGTTGTATAAGAGCCTTCTCT
+TTAACATCAAAAAATGAGTAATGATTACCTCCTGACTTTTTTATCTTATACATGGCAACATCAGCGAATG
+AAATAAGCTCCCTCACATCCTCAGAATCTGAAGGAAATTGGCTAACGCCAATACTAATTGTTGTCTTAAA
+TTCACCATATTTAGTTTGAAAAGGGACTTCAAAAAGAGAGAGTATCTGCAAGCATATTTTATCTAGATTT
+TTTAGTGCTTTCTCGCCTTCAATAACAACAATAAACTCATCTCCACCAGTACGCGCTATAATGTCATTAT
+CTCGTAACTTTGCTTCAAACCGGTTAGCAACACTCTTTAAAAGCTCATCCCCTACATCATGACCCAGCGA
+GTCATTAATCATCTTAAAGCGGTCTAGATCACAAAAAAGCACAGCGAAATAGGTCGGTTGTTCTTGATGA
+AGTACGCATAAATGGTTCAATTTCTCAAAAAGTAAATGCCGGTTAGGTAAACTAGTTAATGAATCATGGT
+AGGCATGAAAGTGCAGCTCTTCTTCAGACTTTTTTCGATTGGTGATATCTGTAAATTGGCAAATATAATT
+AGAAATTTGACTCTCTTTATTTCTAATACTGCTGATATTTAACCATTCAGGATACACTTCCCCATTTTTA
+CGTTTATTCCAAATCTCCCCTTGCCAAGAACCTTGGTCAATTATTTGTTGCCAAAACTTTTTATAAAAAT
+ATTTATCCTGTTTCCCTGAATTTAAAATGGCAGGTGTTTTACCAATAACTTCTTCTTCACTGTACCCGGT
+TATATTTGAGAAGCTTTTATTGACCGTTTGTATCAATCCTTGATTATCAGTCACAATGATCGCTTCATTG
+GTATGATCGAATATTTGTTCAATAATAGAAGTTTTTGTTAGTTCGGCATAATTGCTTTCTTGAATAAATA
+GTAATATTTGTGCTGAATTTTGAGTCTGCTGGCGAAAGTAGCAAGTTTCTACTTGGAGGTTACTACCGTC
+TTTACGAGTGAGTATTGAATGATAATGTCCATAAATAGCACTTTTCCCTGATAATATTTTCTTTGCCGAA
+CAGTTATCAATTTCATCTATATTTTGACCAAGTACATTTTCTTTTAGAAATCCTGTCATAGCGAGAAACT
+GTTCATTTACTTCCTCTAATTCGCCATTGAGATTTAAGACCAATATGCCGGTATCAATTTCACCTTGAGC
+TAATCCTTTATCTAAAAATGTCATCCCAAGTAATTCCTTTTATTAAGATGAGAGCTCACCTCTGAAATAT
+ATTCTTCATATACTTATATATTAGTTATAATTCAATATAATGCAATTTTTTACCTACTCAATATTATGTC
+TTGTCTGTGAATTTTTCCTGAGCGGGAAATAACTGAATTATCAGGGTGCATTATTGACGCTGAGTCATAT
+TTTTTACATAAAAAAAGCGTAATAGATAACTATTACGCTTTGAAAATGGCATTGAAAATAGGGTGAGATT
+TAATGTCTACGTTATATCTCTTTTATACGCACGCTTCCACCGCTGGTTTTTAATACCAACTCAGGTCCGC
+CGCCATTGATAGTACCTTCAATTGAGCGTTTAGTGATTTTTCCATCAACGGTAAACTCACTTGATACACG
+CCCACCACTCGTTTTAGCCGAAAGGTTTACAGCTACATTTTTAACTAAATAAGCAGTAATAGAACCACCA
+GAAGTTTTGACCTTGCTATCTTTGGTCGGTTTTGTTGGTAATTTAAGCTCAATACTGCCACCAGAGGTAT
+GGGCATCAATTTTTCCGGTGATATTATCCAGATCTAAACTGCCTCCTGAGGTTTTAATATCAACATTGCC
+TTGTATATCCTCTAATGAAATCGAACCACCTGAGGTATAAGCGTCTACTTCACCTTCAAGGTCTTCAATT
+TCGATAGAGCCACCACTGGTATTAAGATCTACATTATAAGTTTGCGGTAGAGTAACTTTATAGGTGACTC
+TTATATGGTTATTACCGAAGTTAAAGCCACTACGATCGAAATCACCTTTAATGGTGACATCGTCACCATT
+ATTTTTAAAACTGACTTCCATGTCGTCTTCATTTTTTCCAGTGATTTCGACTTCAACAAGTACCGTTTCT
+TTTGCATGCGTTTCAATATCAATAGCACCAACATCAGTCGCAATTTTCAGTAAACCGCCATTGGCAACAG
+TAAACTCTTTATTAATGGTTTTGGCTTGTAAACCACCAGCCATTAACAAAAGAGCGATAGGTGCATATTT
+AAAAGTATTGTTCATCTTTAACATTAGGTATCTCCGTATATCTTTATTGGAATTTTCATGACAAGTGAAT
+AAGTTTACTGCTCACTTAGCCAATTTTTTGGTCATTATTAAGTGAGATGCAACAAAGAAGTAAAAGGTTT
+AAAGCTAATTTTTATTTAAATAATAATTAAATACTTCAGCCCTTAGGCTAACCACGAACTTAAGAAAAAA
+CCACCAATGATTAAAATAATAAAGAGTAATAATGCCAGCATTAGAGGTTTAGGTCCCGCTTCTTTAATAG
+TTGCCCACTGGGTTTGGGCGCCTAAAGCTGCCATTGCCATCGCTAAAGAAAATTGGCTGGCAAAACTCAA
+TACTGTTTTAAGAAGTTCAGGCAAGATGACGATACTATTAATCATTGCAGTAGCCATAAAACCGAAAACA
+AACCAAGGAATAGCGATAACACTCTTTTCACGTTTAGTTTCACTATCAGCGTCAATACGATTTAGTGCTG
+CACTTAACATCAGAATAAATGGCGCTAACATCATCACTCGAATAAGCTTAACAACAACGGCCGTTTGCAT
+AGTCTCGCCATTAATACTTTGTCCAGCAGCAACCGCTTGTGCGACTTCATGGGCAGTACTACCAATATAA
+ATACCAAAAGACTGGTCGGTCATATCAACCCATTGATAAATAAACGGGTAGATAAACATCGCTAACGTAC
+CGAAAAGCACGACAGTCGCAATGGCAATAGTAATGTGCTGTTGCTTTGGTTTAAGTACCGACTCAGTAGC
+AAGTATCGCTGCCGCACCACATATAGCACTACCAGCCGCAGTTAAAATGGCAACATCACGATGTAACTTC
+AAGACTTTAATGCCAACAACAGTACCCACAGTGAAAATTGTACTTATCATCACTAAGTCAATAACAACAG
+CTTGCCAGCCAACGGCCAATATTTGCTGAAAACTGAGGCCAAAACCAAATAATATAATGCCAAATCTCAG
+TAATTTCTGTTTGCAAAAAGTCGAAAAAAGTTGGTCTCTTTCATCTTCAACTCTCAATGAAAAATGCCCA
+TAAAACATGCCAAAAACAATCGCTAATGGTAAAGCACTCAAACCAAAAGCAGATACTTGCTCTACTTTTG
+CTAAAGCAATTGCCAATAAGGCAATGATGGGAAGAACTATATAAGTGGGCATAACGCATCTCTTGTCTAA
+TAAATGACTGTGTGTTTACACGTGACCACCAAAGAGTAATCACTTTATGGAATATAATATAACGTAAAGT
+TTTAAATAAGAATAATGGATTGATTCGATGTATAGTATTCAAAAAACCGAACTAAAGGTGCTGTGTTAAA
+ACTGAGCACTCAGGCCAATAATTCTTAGGAGGAAATGAAGCTATGAGTATATCGATAAAAAAACTTCAAC
+TGTTTGAAGCGACTGCACGCTTAGGGAAACTCACGAAAGCAGCCAGTGAACTCTCTTTAAGCCAATCAGC
+CGCCAGCCAAGCGTTAAAAGAATTAGAACAGAGTTTAGGTTACCCATTATTTGAGCGGACTGGTCGAGAT
+TTATTGATCACCGAAAATGGTCTTAAGTCGTTGCCTAAAGTACGTCAAATAAGCGATTTACTTGATAGCT
+TAAAACTGGCCAATTTAAACACCATGAGTGGTGTATTGCGAGTAGTAGCCAGCGCCACCATCGCCACTTA
+TTTACTACCTCAATTGATTGCAAAATTTGTAAAAATTTACCCTGAGGTTATACCTGAAATACATATAGGT
+AATACCCAAATGGTGATAGATTATTTAGATAAAGGTAAAGCCTCTATTGGTTTAATAGAAGGCCCTGCAG
+TGCATAGACATTTACAAATAACGCCATGGCAAGTGGATAAATTGCAAATTTTTTGTGCACCTGAACATTC
+ATTAGCAGAAAAAGCGACTATCAATCTCGAACAGCTGCAGCAATACTCATGGGTATTGCGTGAACATGGC
+TCAGGAACACGCGCAATATTTGATGCTGCAATTGAACAAATGGGTGCCCAAATTAGCTTAGGTATTGAAT
+TGACTAGACAGAGTGCTATAAAAGAATCGGTCAAAGCCGGTTTAGGCTTAGGTTGTCTGTCACAACTTAG
+CATTGCTGAAGAGCTAAATAACGGTGGATTAATTGCGTTACATTCACCATTAAATTTGTCTCGTCGTTTT
+GCTTTAGTCACCAATAAAAATAGCTATCACAACTCGCTAGCCCAAACATTCATTGATTACTTAATGGATG
+AGCCTCTGACAAGTAGAGGTTAATAGAAGCATAAAAACGGCAATGAAAAATATTCACTGCCGTTTTAGGT
+TTAGGTTTAGGTATTAGCGACTTATTACTCGCCTTTCTTTCATTATTAGCGCTAAACGCTTATTCATACC
+TAAGTGCCTTGATTGGATTTTTTCTCGCTACTTTAGCAGCATTACCGCCCACAGTGCTCCACGCAATAAT
+CAGTGATAACAAACCAACACCTAAACATATTGGTACCAGCCAAATAGCATCTATGCGATAAGGAAATGCT
+TCTAACCAGGTTAGCATCAAGTAGGCAGAGATAGGCCAAGCAATGAGATTAGCCAATACTACAGGTTTGG
+AGAATTGCCAAATAAGTAAACCAACAATATCTTTAACACTCGCGCCCATCACTTTTCTGATACCGATTTC
+TTTGGTTCTTCTTTCTACCGTGAAAGCAGATAAACCATATAAACCTAAACAAGCTATAACAATGGCTATC
+AATGAAAACACCAAGAATAACTGGGCGGTGATGAGCTCATCATTGTATTGCGCTTTCATCATTTCACTCA
+AAAACTCTAAGTTAATAGGCTGCATTGGTACGTTGTTCTTCCACACACCTTCAATCGCACGAATCAAATT
+AGGAATATTATTGGTATCAAAAGAGATATTGGCTACCCGAAAACGTTCTGGATTCAACGTATATACTGAA
+GCTCTAACGCCAAACTTAATTGAGCGAAAGTAAACATCTGGGATAACGCCAATGATAGTTAAATGCTGTG
+TTCCGCGGATATCACTTTCCAATGTTTTACCAATAGCCTCTTGCGCACTGCTGAAACCGAACTTTTTCAA
+GGCCGAACTATTGAGTACCACACTTGATTGACCCACTGTATCTTTAGCAACGTCTTTAATGGTGTCTGAA
+CCAAAATTTTCATCAAACAAACGGCCTGCTATCGGCTTCACTTGATAAGCTTCAAAAAATCCATAACCCA
+TATTATGGTAATTCATCAATTCAGCTTCATTAGCTCCTCCATTGGCATGTGCTTCAAGTAGCTTAAAATT
+ATTATTATTCTCATTGTCTTGCGATGGTGCCTCAGAAGAAAACGTTACACTCGTTACTTCAGACAAATTT
+AATAACTCTTGCGTTAAACTTGGTAAGTTATCCCCGGCGTTGCGAATACTAAGCACCAGTTTGTTATCAC
+TTTCATAACCAACCGCCATGTTATTAGAGAAAATCGTTTGGCCATAAACAACCAAGGTTGAAATCACTAA
+AATAATGGATGTCGCGAATTGAAAAACCACCAACACGCTTCTAAATTTTGCCGAACTTTTCGACTCAACA
+CTTTTACTCGATTTTAGAATTTGTCCAGGTAAGAAGCGTGATAAATACAATGCAGGATAAATGCCCGCGC
+CAATACCCACACAAACAGCCAGCCCAATTAAGGTGAACAATAAACTTGGATCATTCATTAGATGTAAAGC
+TAACTCTTTACCTAACACTTCATTATAAAATGGTAATGCTAATTCAACAGCGACCAAGGCAAACAATAAA
+GAGAGTAAAACTAAGGCAATCGCCTCACCTAAAAATTGAATAGCCACTTGAGTTCGGCTAGCGCCTAAGA
+CCTTACGCATAGCAACTTCACGCGCTCTTTTACTGGCTTTAGCGGTAGATAGGTTCATAAAATTAATACA
+AGCAATAAGTAACACTAAGCTTGCGACAATAATAAAGGTAGTAATCATTTTACTATCGCCCATAGGGGTT
+AAATCCCCGCCATTACCCGCGTGGCTTTTGGCATGTAAATGCAAGTCTGCCACTGGCATTACTCGCAGTT
+TAATTAAATCGGTAACCTGCTTACCTGAGGCTTTTTCACCTAAAATATTAACAAGCATCTCAACCAGTGG
+ACTTTCATTATTCATCCAAAAATTAATACGTTCTTGTAATTGCTCTGAAGAAATACCCGAATTCAATTTA
+AAATAGGTATAAACATTTAAGCTGGTCCAAGTATTTAACATGCCATCATTATCGCTAAACAAGGCTGGCT
+GTAAATAAATCACCATATCGGTATTTAAATGCGTCGCATCGGGTAAATTTTTCATCACTCCAGTGATAGT
+CAACGTTGCTGTATTGCCGGCAACACAGCATACGGTAAGCGTCTCACCAATAACGTCACTTTTACCAAAG
+TATTTGTAAGCTAACTCTTCAGTGATAACCAAGTCCATTGGTTTATTAAAGGAAGACTCTTTAGAGCCAT
+GAATAAAAGGTAAATCAAAAACATTAAAGAAACTGCCATCAACCATAGTAAATTGTTCTGGAAAGGCATT
+TTCATTTTGTCTTACTGTCATATCAAACTGAATAAAACGTACGCCGGTTTCAATTTCATTTTTAGCAAAA
+TCACGAATTGCTTCCATCATGCTACCCGCTGAACGGACAGAATCAAACGGTTCTTGATTAGGGATAGAAT
+AGGCAGTGTGCGTACGTACTAGTTGACCATGATCTTTAATCCAGGTATCAAAACCGGATTCTTGGCGAAC
+AAATAACATGATTAAAATACAGCTCATCAAACCGATGGCGAGACCAAAAATGTTAATAACCGAAAAAATA
+CCGTTTTTAATGATATTACGCCAAGCGGTAATAAGGTAATTGTGAAACATAAAATTCTCCTAATTAGCAA
+TTAAGCCGTTTGCTCAGCAGCACGAACACTTTGTGCAACCACATGACCATCAAATAAATTGATAGTACGT
+CTAGCGTAATCAGCATGTGCTGGGCTATGTGTCACCATCACTATAGTAGTGCCTTCATCGTTAAGTGCTT
+GTAACATTTCCATTACTTCTTGACCGTGTGCACTGTCTAAATTACCCGTTGGTTCATCGGCCAAAATCAT
+TTTTTGATCACCAACAACCGCTCTAGCGACTGCGACTCGTTGTTGTTGCCCGCCAGATAACTGACTTGGT
+AAGTGCTTAGCGCGATGGGCAATACCCACTTTATCCATGACCTTTTCAACTTTAGCTTTGCGCTCTGCTG
+CTGGAATATTGTGATAAATTAAGGCTAATTCAATATTTTCAGCAACGGTTAACTCATCAATCAAATTAAA
+GTTTTGAAAGATAAAACCAATGCTTTTTTTACGAATAACGGAAAGCTGTTTTTCTGAATAACCAGCAACA
+TTTTCGCCATTAAAGATATAATCACCACTACTGGGTGAATCCAACATACCAATAGTATTAAGTAAGGTTG
+ATTTACCACAACCTGATGGTCCCATAATGGCAACAAACTCGCCTTGGGCAATTTCAATATTTACATTGTT
+TAAGGCTGATGTTTCTACATCTTCAGTTTGATATACGCGTGTTAAATTATGTAGTTTTAGCATGGTAAAT
+TCCTTTGCTCTTCACGAGTCTTTTAATGTTCTGTTCAGTGATGAATTATGTTTATTACTTGTTATGTAAA
+GCTGTTCATTGCGGCCAGATAATCAGCCGCTAACGTGTGATTCACTAATTAAAGTTAAGGCGCTGCATCT
+CTTGGTAGCTGCTATAAGGGCTAGTGACAACTTGTTCACCAAGTTCAAGTCCTTCAATAACTTCTATAAA
+TTGGTTATTTCGTCGTCCTAGGCGCACATTACGCTTCACCGCTTCGCTACCATTTGGGCTAACAACAAAC
+ATCCACTTGCCGCCAGTATCTTGAAAAAAGGCACCATTGGGGATCAACAGTGCTTCACTCGCATCGCCAA
+GTGTCAGCTTGATTTGAATGGTTTGTCCGCGGCGAATGCCTTTGGGCTGCTCGGAGGTAAATTTAAAATC
+GACTTCAAATTGACCGTTTTGCACTTGTGGATAGACTTTGGCAATGACTAAGGAGTAATTTTTATAGGTC
+GCCGTTTGACCAATATCGACACGGCCTAGGTAAAATTCATCAATAAAAGCAGTGAGCTTATAATCGTTAG
+GTGTATCTATTTGTCCAAGACGCTCACCGCGGGCAATGCTTTGGCCTACTTCAACATTAAAGCCAGATAA
+CTTACCTGCTACCGGCGCTTTAACATTCATGTTGTCTAAATTTTGACGTGAAATAGCCAAGTTACTTTCT
+AAACGACGACTCGTGTATCTTAAAAACGTGAGTTGCTCTCCTTGCATACGAGCATCTGATTGCTGACTTT
+CAATAGTTAGCGCCAATCGGTCTTGATACCAAGTTAAGGTATCTTCAGTATCTTCCATTTTCGATTTGGT
+AATCGCACCCGTTGCGATAAGCGATTGTGAACGGTCAACTTGGCGAGTTAACAATTTAATTTGGTGCTTA
+ATATCAACGATGTTACGTTTATGTTGTAGACGATTCTGCTCTAAATTTAACTCAATAGAGCGCATATTAT
+TTAGTTGCTCTGCGACGCGTGTTTCATTGCCTAATACACTGAGTTGCAGTGAAGCATTTGACAACTCTAC
+GATAAGATTACCCGCCGTTAAGCTCGCGCCATCTTCCACTAGAATCTTTTCTACACGTCCTCCTTCAATG
+GCATCCAAATAAACTGTTTTTGCCGGCGTAACTCGACCACGGATAGGGATGAAATCTTCAAAAACTCCTG
+AAGTTACTTTTGAAATAACTACCCGGCTATTATCTACTGATAATACTTTCCCCGTACTCTTACTAGCGAT
+CATATAACCCGCAAAAACAACGATGAGCATGATCAAGGTTAGACTTAGCCATTTTTTCATTGGGCTAGCA
+TTGGTGGTGACTTTACGATCCATTCCTGCACCCGAAACGGCATTAGTTACAGAAGTGAGCGGTGTGGTAT
+TTTTTGTCATATTAACTTTTGTCATAGTAGTTTTGTCGCAATAATTTTATCGTAATAAGCTCTCAATAAC
+GGAGCTGGCCTAAACCAAGAATAAATAAATTTAACGTTCTCTTTAGCCTTAGTAATCCAATAATCATTCC
+AACTTGTAATCGATTGTTTTTATTGCTTTTTATAAATAGTTGCTAAAATAACCTAGATTAAAACTGTACG
+TTTATGAACAGTAGGTGTACGTTAATGAACACTTTATGCAGTATATACCCAAGCCACTTGAAGATGCGTG
+TTTCAGGACGCTTGAACAATTCATGATCAAGGCGCTTCATTTTATTAAGGGTTATTCCCTTAAAAAAGGA
+GGCAACGAAGAACATGGTTTGCTCAGACGTCCCCGCAGGGCTGGTTTAGAAACGCTTTATGCTATGTTAT
+TGATTTCGACAATAGAATAACTATTCTCTTCAATCAATGCCTTGCCTAAAGGTATTTCTAATGCCAGCTG
+AAACCTGCATCTTCAGGTAGTTTGGGTATGGATTACTAAAAACGACTGAAAAAAGCTAAGCGGTATCCAA
+AGACAACCTAGGCACTATCTAAGTACTGCCATTGCACTGACCAAAATTGAAGGGTGATTAAGCGTGAAGA
+AAGAAGGAAAAATTCTCATTGTTGATGACGATGAAGATATTTTAACGGCAGGTAAGTTATTACTAAAACG
+CCACTTTTCACAGGTAAGTACCTGCAATGTACCTGAACACATTCCTCGCTTTATTAACGATCAGCATTTT
+GATGCCATTATTTTGGATATGAATTTTGGTCCGGGTGAAAGCTCTGGTGCGCAGGGATTTTATTGGCTAC
+AAAGGATATTAGAAATTAAGCCAGAAAGCGTCATTATCATGATCACCGCCCATGGTGGCGTTAATGTGGC
+AGTTGAAGCAATGAAGCTAGGCGCCACCGATTTTATTGCCAAACCTTGGCAAAATGAAAAAGTTATCGCA
+ACGGTATCAACTGCAGTTTTACTGGGCAGAAGCCGTAGTGAAACGCAAAAATTACGTGAAACCAATAAAG
+TATTAGTACAAGCGAGTAACCCGGCAAGCCAGCAAAATATGCTCGGCCAATCTCAAGCGATGCAGCAAAT
+ACAATCGTTAATCGCTCGATCTGCACCAACTGAAGCTAATGTGATGATATTGGGTGAAAATGGGACTGGC
+AAAGAGTTAGTTGCCCGAGAGATACATCAACAAAGCGCTCGCGCTCAACAAGTGTTTATGTCTGTTGATT
+TAGGCGCAATCAGCGAAACTTTATTCGAAAGTGAATTATTTGGTCATAAAAAGGGTTCTTTTACTGGCGC
+ACAACAAGATAGAGTTGGCCGGTTACAAGCGGCAGATGGTGGTACCTTATTTTTAGATGAGCTAGGAAAC
+CTACCTCTTCATCTACAAGCAAAATTACTGACTGTATTAGAGCAGCGAAAAGTCACCCCCCTGGGTGCAA
+ATAAAGCTATCGCCTTTAATGTTAGGGTCGTGTCAGCAACTAACTTATCTAAAGAAACGTTAAAAGATGA
+ACAGCATTTCCGACAAGATTTATTATTTAGACTCAACACCGTTGAAATTAATTTGCCGCCTTTGCGCGAA
+CGTAGCAGCGATATAACATTACTAGCCAGCCATTATGTCGACTTTTACGCAAAAAAATATCAGCAACAAG
+GTAAAGGTGTTAAACAGTTGAGTGATGACGCATTAGCAGCAATATCCTCTTATTCATGGCCCGGTAACAT
+CAGAGAACTGCGCCACGCAATTGAGCGTGCGATGATATTAAGCCAATCTGAAATGCTGACTTCGGGTGAT
+TTTCAGCTTGATGTCCCTAGCCATGTTAAACCAAGCCAATCGGCATCAACTTCAAAGCACAAGGTAATAA
+CAAATCAGTTTGAAACAACCAGCGCTGAGATAATGCTACCAGAAGAGCTGAATTTAGAGCAAATTGAGAA
+AAATGCTATCGCTTTAGCCCTTAAAAAGCATCGATTTAATATAAGTCATACCGCAAAAGAACTTGGCTTA
+ACACGTGCTGCACTCTACCGCCGGATGGAAAAACATGGACTTTAAACGCTTTTCACTCTTAATAGCCACG
+CGCACTATTTTAGCCATGCTCACGTTGATTTTTCTCACGCAAGCAATTATGAGTGATGGTTATCACGCGA
+CCGTACTGTTGCTTTCGGCAGTATTACTGATACAGTTCTTTGAAATAACACGTTTTATTTCAAAGACCAA
+TGCAGAATTAGTCCGCTTTTTTGAAGCCGTCCGCCATGCCGATTTTTCACAACGCTTTGAGCTAAAATCC
+CTTGGTACAGGATTTGATGAATTGGGTTCCACCTTTACTGATATTCTAAAACGTATTCAACGTGTGCGTT
+CAAATCAAGAGGCCGAACTACGACATATTAAAGCCATTATTGAACATGTCCCAGTACCGCTGTTAAGTAT
+TGATCATAATGGTAAAATTACTTTATGGAACAATAGCGTCAGGCGCTTATTTGGTACCAATGCAGTCACC
+CATATAGATGATATGGCACAGTTTAATGAAGACTTCCCAAAAAAATTACAAAGTATTTTAGCGGGTGAGC
+GCACACTAGTTCATATCACTATTGATGACATGGAACATAAGCTCATTATCTCGGCGACTGAAATAACGAC
+AGCAACACAGCAAGAAACCTTACTGAGTATGCAAGATATTCAAAGTGAGCTAGCACTAGCTCAATTGCAA
+GCATGGCAAGACTTGGTCAGTGTCTTAACTCACGAGATAATGAATAGTATTACGCCGGTAGCATCACTGG
+CTAAAACAGCTGTAGATTTAGTTCAAGATGTACAAGAAAAAACCCGGACCTTACCCGCTATTACCAACGA
+GATAACTGAAGAATTAGACGATGTATTAGGAGCAGTAAAAACTGTCGCTAGGCGAAGTGATGGCTTAATG
+CAGTTTGTCACCAGCTACCGTCGTTTAACACGCCTGCCCTCGCCTAATAAAAAAACAATATCAGTAGCGA
+CTATATTCGACCACGTCACAACGTTAGCCAAGCAGAATTGGCAAAAAGATAACATTGAACTAACCGCGAG
+CATCACTCCTCAAGCTTTAGATATTCATGTTGATCCAGATATGATCGAACAAATATTGCTTAACTTATTG
+TTAAATGCTGAACACGCGTTAATTACAACAGCAGGAGTAATAGAGAAGAAAAACAGTACACCAAAAATAG
+CATTAAACGCATTTTTAAATGTCCGTGGCCATGTCATCATTGAAGTTGCTGATAATGGTAAAGGTATTGA
+AAATAAAAACATGACACAAATTTTTGTACCCTTTTTCACTACCAAAAAAGAAGGCTCGGGTGTCGGTTTA
+GCTTTAACAAGACAAGTGATGTTAGCTCATAATGGCAAGGTTGCTGTGCGTAACAATAGCCAAGGTGGCG
+CAACCTTTAGTTTAACTTTTTAACTGTCGCGCCTATTTAAATCTAAATTTACTCGCTAGGGTTAGGTAGT
+TGCCATTGCTCGAATAAACCATCACTATTGGTAGTGACAATTTTATCGTGAGCTAAATAAGCCACACTGA
+GTATTGACGAACGACCGCGAGTCATTTCAGATTGCCATTCAGCAACTAATGCACCATCAGATACTCGCCA
+AAGTTTAATAACTTGCTTAGGAGATCCCGTTAAAAGTAGCGAATTATCAGCAGAAAATAATGAATCATTA
+AACTCAAAGAAACGTAAACTAGTATCTAATTCAGCGAGGACTTTTCCCGTTGATGAATCCCAAAAAGTAC
+GGTCTTTGATTGCATCTAACGTAAAAACAACCTTAGCATCACCACTAATTTTGACATGGTTCACTCTTGA
+ACCATGAGAAAATTCCTGAACATTATCCCCTGAGCCAGTTTTCCATAAACGTGCTTTTTTATCACTTGAG
+CCAGTCAATGCAATTTCACCGTCATCAGACAAGCTCACCGAATTTATATCTAATCGATGTTTATCAAAAG
+TGCTGACCTTATTGCGCTTCACATCGATGATACTCGCTTTACCGCTGCGAAAGCCTAATAATATTTTTCT
+GCCATTTGCAGATATATCCATATCATTGATAATATTATCTGCAACTTGCCACTCACCTATGTGTTTATTA
+CCCTGCATCGAATACAAACGCACCGACACTTGATTCGATACTAAATAAAATTGATTATTTTCACTAATAT
+CAAGCAACTCGATGAATTGCGCATCATTACCCATTAAGCAATGTAATGGCGATTTCACCTGCTTTTTACT
+CCATAAACACACTGTTTTACCATCAGCAACTAAATTAAGCTGACCATCTTTAGAGAGTGCTGAGGCTGCA
+ATGATGTTATCACTATGACTTAACGCTAATTCTGACGTACCGGTATGAACGTCTTGTTGGCTACAACCGA
+AAAGGCTTAATAGGCTTACCGCACTTATTAGCATTGCAACTTTTACCATACTCAAACATTCCTTAATAAA
+TTTGTGATGACATTGGGAATCATCCATGACTATATACGATTACTCACTGTGCTAAAAATGATTAACTGTA
+TTTAATCGCATAAAAAATACTTGGGAACAAAAGCATATATCGCTATAGTTAGCTTTCAACTAATCAATTT
+AATCAAGTATTCGGTCACATAGGAAGTCACCATGGACAGTATTAACACTTCAGCTTTAACAACACAATTC
+TCTGCCACAGACACTTCGCGTTCAGCGCAGACAGCTACGGTGCCAGTCGCAAGTACATCCATTGTTGATA
+CTCCTCAACAATCCGAAGCCAGTGCCCCAGATAAAAGTAAGCAATTACAACCAGACCAACTGGCATTATC
+TGAAGAAGCGAGAGCTAAATCGGCTGAAGCCGAAGCAAGCACAAAAGAAAAAGATGAAGGGAAGAAAAAC
+ATAGATGCAAGTAGCTTAAGTGGTGCTATGTCGCCAGCAGAAGCGGCGGCCGCAGAGAAAGCTAAAGAAA
+GTGATCTCGATACACAAATTCGAGAATTATCAATGGAGATCCTCGAGTTAAGTGTAAAAGTTCAAATGCT
+ACAAGACAAAGAAGATAAAGCGTCAGTAAAAGAGCGCCAATCACTTGAAGTAGATTTAGCGATGAAAAAA
+GGTAAACTTGAAGCTTTGTTAGAGCAAAAGTTACAACAGGCTGGTGCTGGTCAATAGTCCCTAATCAAAA
+AGTGTAAAACGAGTGGCTATCGTTTGCCAATATCATTACCATCAAAATTTTAGCCCGCCTTTATTTAAGA
+CAATAATATCGATTTTACTGAAATGAGGCTCATATATAAAGTAGTACAAAAACTTATGCGTATCATAATC
+TATCTCTTGTTTTCGTTAGCTTCAGTGTCTGTACATGCAGAGACAATTGCCCCCTTCACTACTGACGGAT
+GCAGCGTTTTTCCTGATGGTACCTTTGAGCAGAAAGAATTATGGCTATCTTGTTGTACCGCTCATGATTA
+TGCTTATTGGCAAGGCGGTACCTATGAAGGCAGGTTAATCGCTGATGAACAACTTCAGCAATGTGTTGCT
+AAAGTGGGTGAACCACAAATAGCGAAGCTCATGTTAATGGGTGTTCGTGCAGGGGGAAGTCCATATTTCC
+CGACGTCGTTTCGATGGGGATATGGTTGGTCATACCCTCGATTTTATCAAGCATTAACGATAGAAGAAAA
+AAGACAAATTAGCACGCTAGCAACTAGCCCGGTTGAAAGAAACCAGTAGAGTAATGATAACCTGCTATCG
+CTCTACAACCCTCATACTCAAAGGAGTTCACCCTAATATATTTAAGATTCAGTCATTAAATCTGCAAGTG
+CATGTTCAATATCGCTATGGTTAAAATGAAAACCATGACTGAGCAATTTTTGCGGATAAATATTCTGGCT
+TGTCAATAATAGCTCTGCACCTTGTCCCATTAAAATATTTAATACAAATGCAGGTACGCTAAACCAAGTG
+GGCCGATTAACTTCTTTGCCTAATGCCTTAGTAAACACTTCATTAGTTATTGCCTTAGGAGAAGTGCAAT
+TAATAGCACCTTCAATACACTTTATTTGTACACTAAAATGAATAGCGTGAATCATGTCATCTATATGTAT
+CCAGGACATATATTGTTGGCCATTACCAAGTTTTCCGCCTAAACCTAAAGAAAAGGGTAAACGCATTTTC
+TCTAATGCTCCACCATCACTTGCTAATACGATACCAGTACGTAATAACACCACACGACAGTGTTCTTTGG
+CTTTAAGTGCAAGTTCCTCCCACTTTTGGCAGAGGGTGTGCGCAAAATCAGAATGAGTAACTTTTGCATC
+TTCATGCGTTGATACAGCACCCGTTTCACCATAATAACCTATGGCTGAACCACTAATTAAACAACTTGGT
+TTATCCGTGGCGCGTGCAATCATTTCAACTATTTTTTCAGTGATGTTCCATCGACTCTGACAAATATTTT
+CTTTTTGTGCGCGACTCCAGCGTTTATCAATAATAGGCTCACCGGCAAGGTTAATGATCACATCAAAATA
+ATTTTGCTCTGGTAACTGTTCAATAAACTCAATGTTTTTAGGTAAATATAGTTGTGCTTTTTGAGTGTTG
+CGCGTTAAAACAGTGAATTGATATTTGTGATTAAAAGCACTAATAAAGTGTCGACCAATTAAACCTGTAC
+CACCGGTTACTAATATTTTCATATTCACTCCGCTACATTTAAGACTATTACTCTTAAGAATACGTGAGGG
+ATATCAAATTCGATCAATTATGATCATAAAGTAAATACCAATCACGAATCAGTAATTAAAAACGCATAAC
+ATTGAGTAAAGTCGCTTTTAATAATGAGTATAGTCGCTTTAAATTAAGCTAAAGGACAGTGTTTTAAATA
+GTCTAATTTATATCCATGCCAAGGATTCAGAGCAGTCACATAAGTTTTGTAAATATATTTCTGTTAATTG
+ATATGAAATATATGTCGGCTGAAATTATCTAAGTAATTTCAATCCATAAGAAGTTAACAGCCCAAGATGG
+CGACAAAAAAGGATACACCATGGTGCAGTTTGGATTCAAAAACCTGTTACTAATTACAATAACTGTCTTA
+GTCGGACTTTCCGTTTCTTTAACAAGCTATTTTTCCTATATAAAAGAGGAAAAAACCCTGACCGCTCTCA
+TTATCAAAGAAAACAGTGAATTCGTGCGGAAACAAGCGGAGCTCATAGAACAACAATTGAATGAAAAAGC
+ATTAGGTTTGGCCCGAATTGCAAAACTCTATGATGATCAAGGAGAAGAAGCCGGTACTGAGTATTTTGTT
+AAATTAACAAAAACCATTGCTTATTCGATGAACCTCAATAGCTCTGCCATTGGTTTTGAAAGTGGCGTTG
+GCTACTGGAATCAAACGAGTAATACTTGGCCTGAACATATATTTTCAGGTGATGTTAGAGATGAATCATA
+TTACCAATTAGCTCGCAGAAGCTCAGGCACCGCAACAAGTGAGCCATATTTTGGTTCAATGACTTATTGG
+GTCAGTATCGTTCATAAAATTAAAAATGGTATGATTTCAGTTGATATGAAATTGGATTTTTTGAATGAGT
+TAGTTGAGAACTCCGCAGAAATACCAGGGGCTGTAGCATTAATTTTTAATCAAGACACCACCGTTTTGGC
+TTCGACAAGTAAAACGGTTAAAAACAAAAAACTAGCAACGAGTTACCCTTGGTTTAAAGAGGCAGCGTTA
+AACGCTGTTAGCCATGAAAGGGGGATATATACCTATCAATTAGATGGTGTGGATAAGTTACTGTTTGCAC
+ATCAAATTAAAATAGCTGATAAATATTGGTATTACACTTTAGGTCTAGATACAGAAGTTGCCTATGCAAG
+TCTGTCTAAAGCGAAGCAAAGCGCTATTATCAGCAGTATTGCCGCAACATTAATAAGTGTTATTTTGGTG
+TTCATCTTATTGCAAATTATTTATCGCCCTATACTTGTATTAAAAGAAACAATCACTGCACTTTCTCAAG
+GTAATGGCGATTTAACACAGCGACTTAAGGTAAATTCAACTGATGACTTAGGTCAAATTGCAGATGGTGT
+TAATCGGTTTATAGAAAGCTTGCAATCAATGATATTAGAAATAAAAGAGGCAACAACAGCACTAAATGGC
+AATGTCTCTAAGCTGAAAGACCAATCAGAGCATAATACCGTTATATTAAATGGCCATGTTCAAGAAACTG
+AGCAAGTGGTAACGGCTATTGAAGAAATGAATGCTACTGCGGGCTCTATGGCAAGCGATATTGCCAATGT
+CGCTCTACTAACAGATAACGCCAACAGCGCAGGTCGTGAATCGATGAAAACAGTAAGCCAAGCACAAGGG
+ACTATTGCAGAGTTGGTTACTGACGTTGATAACTCGGTAGAAAGTGTGAGTGAAATGAGTAGTAAAACCG
+ATGGCATAAATTCGATTTTGAGTGTTATTGGTGGCATTGCCGATCAAACCAATTTATTAGCACTTAACGC
+GGCTATTGAGGCCGCTCGCGCTGGTGAACAAGGTCGTGGTTTTGCCGTTGTTGCCGATGAAGTGCGTAAC
+CTTGCAAGCCGAACCAAGTCAAGTACCGATGAGATTGAAAGTGCACTTTCTAGCCTATTAAAAGGTAATC
+AAACGGTTGTTGATTCAATGAGTGTCACCAAAGAGCGTTGTCAAAAAGCGGCGACAGGTGCAGGTGAAGT
+ATCAATAAGTTTAGATGAAATGACAGGTATTGTGTCTGAGATTAATAATTTAAGTACACAAGTTGCCACT
+GCAGCTGAAGAACAAAGCAATGTCACCCATGAGGTCAGTAAAAATATGACCGCAATTAACGAGATTGTCG
+GCGAGCTAGATAACAACGGTAAACAAGCGTTTGCTGAGCTCAATAGTATTGATGATATCAACCAGCAGTT
+AACTGAGATTATCAGCAAATTTAAAGTGTAGTTTGTACCTACATTTACTGAAAAACCACAAAAAAACCGT
+AGTACTTAAAAAGTAATACGGTTTTCTTCTTTAAAGCTCAACTAGGTTCAATCGTTGCCGTCAGTTATTT
+TTTAACCCATTGCCCTTCAGCATTTTGAATTAAATGTCCTGGCTGAGTTTTAGCCATAGACTTTTCGCCC
+GCTAGCTTAGTAACTTGCTGCATAGTGATTTTATTTTTTCGCGCCAAGTTAAGGTAAATATCTTTACGTT
+TTTTATTGACCATATCTACCAAGTCGCTAACTTCAGTGCTTGCCACTACCACACCTAGATAACCATTAGA
+CATTTCACCAACAAGCCCTTGCTGTTTGGCTTGATCGAGAGTAACTGCCCAAGCTGAAAATGCTATGGAA
+GAGGCAATTAACACTAGGCTCACTTTTCTAATTAAGTGCTTGATTGAGTGTTTTATTAATTTATTCATTA
+TTGCTCCTAAAAGATATCACTATCGTCACTGAAAATATCATCGAGTTCTTTATCGACTTTGACTCGAATC
+TCATGATCAATCTTAAGATTCAAGTTAATCGTGATTGGCTCTTTAGCACTTACTTCAACTCGATGAGTGC
+AGGCAGTAAATAAAAATACAGCTAGCAGTGGTGCCAGTATTTTAACCATAAATGTTCCTTAATTGTTTAG
+TTCTTTTTTGTATATACCCATGTTACCTCAAAATTCAGGATTCAGCTGAAATTAGAAACGCTTTTAGGCA
+AGGCATAGATTGAAGATAATAGTATTCTATTATTTAAATCAATAACGTGGCATAAAGCGTTTCTAAACCA
+GCCCTACGGGGATCCCTGATAAAGTCATGCTCATCGTTGTATCCGTTTTTAAGGGAATAACCATTAATAA
+AAAGATACGCCTTGATCATGAACTTATCTGGTATCCTGAAACTCGACTTTTGAAGTATCATGGGTATAAC
+CCTTTGATAATTTTGCTTTCAAAATCCTCGGTAATATTGAGTGATTCAATTAAGCCTAATAAATCATAGC
+TAAGATTTAAATTCAAATTTACATCATTGTCCAAATCAGGATTTCGGCCCCTAATGGCTGTATCTAATAA
+CATATAGCCGTCATCCGCCATCGAAACTTCTGATGAGAGATGATGGTAGTGCAAGTTTTCCAAGGCGCTA
+AACGCCAGCTTTAATTCAGTGCTACTGGCTTTTAGTTCTTCAACCGCGGGGTTATTATAAACTTGGATAA
+TACCGTCACCGACATTTTTTATGCTACCGCCTTTGATGAGAAAGTTTTCACCATCATATTGAATGGGTAA
+CTGCCCTGAGACTTTTCCTGTCACGACTATACCTTGCTTTTTATCTAACTCGAGTAGTTTTTCTAAATCT
+ATTTTAGTTAGTGCTACTTTCACTGGCAGATCTTTCCTAAAAGGCCACTGAACTTGTGGTATATCAAAAC
+GTCCACCTAATAAGTGTCCGCGAATATTATGTGCTAATAATTTCAGTCTATCTTGTGAAAAGTCGATATA
+AGTTCTTGTTGAAAAATTATTAATGGGTGTCGCCGTTTCTATCTTGGCAATGGTCAGATTAGATGACGTT
+TTAGTCTGGTCTGGTCTCGATTTTATCTCACCATTTTGTAACTGCAGCTTTTGTTGCCAGTTAAGCTCTT
+GTAGCCAAGTACCATCAACTTCCCCAGTAACATCTTGTACCGTTAGTGTGAGTATCATTGGATTAGCTAA
+TAGGTCATCACTATTTTTTAACTGTCCGCTTAAGTGATAGTCGATATTGCCATCAATAAGCTTCAACTCA
+ACAGGTAGTTTCAACTTCAAAGCTAATAAATCAGTAAGCAACACATCTTGTGCCGACACAATCACACTCG
+GATGACGTAAATCCCCCATTAAGATAGCGGTCGCTATGGGTACATCATCGGCAATCACTTTAGTATTTAT
+CGTTATCTCTTCAATATTTCCACTGAGCTTTGTAGTTAACTCAAGTTCATCAACTTTCAATATATTAGGA
+TAATTTAGCTGTTTTATCTGACTGTTAATATCTAATGCAAACGTCACTGATTCACTATTTTTAGACTGAG
+GTTGATTGTCATTTTTAGCAATCGACACTTTACCTTGCCAATGACTGATTAACGATTTTATATTCGGTTG
+AGCATTGGGGGTTGATTGTTGAGATTTCCTTATCGGTTCAATAACTGACTTATTTGACGGTAAGCTGAGC
+TGAGCTAATTCGATTGCCGTGCCTTGGGCAAGTGTTAGCTGCCAAATATCACTGTACTGCACAATTTCCC
+CTATGACACTTACCTTTACTGGCTGTCTGCTATAAGGCTGTAATTGAGCAATGCTTGCTGCTCCTGTCAG
+TGATAATTTTGCTTTTTGTAAGTTAGTTGTTATTGCTGGATCATCATTAAAATTAAAGAGTACATCGTTT
+AACGAGAGTTTTATTGGCCCATATAAATTTCTACTAACAATATCAAGGCTATCGCTGGCTATAGATTGCT
+GGGCAAAGTCAATTGTTAGCGAACCCAATGACTGAACTGTTAAGGAATTTATAGCATTGTCTGTGAGCAC
+GTTTATTATCTGCTGGTCCACTGTTTGCGCTGTGAGTTGCTCAAGTAACTTTTCTGCATTAAAAACTAAC
+TGTATGTTATTACGCTGGTAATCTTTATGAGTAAAGTCAAATTGTAGGGTTTCTCCCACTAAAGCTGTTT
+GCCACGACAATGTTGTCTCTAGCTCAATCGGCCCTAATGAAGAAAAACCTTGTGATGCCTCGAAAGAAAA
+ATCAGTCATTTGATTGGTCAGAGCCAAGGTTTGCTGTTGCCAATCAAGTTGGCTATTAAGTTTCCCCGCA
+GCAATCCAAGAGTCATCGAGCAAGAGTGTTGATAAACTAAGAGGCAAAGCTCTTTGGTGTCTGACGAGAA
+ATGGCCTGAGCTTTGCTAAATCTGTCGCTAAACTAGCACGAATCTCATCACCATTTTTAGTTAACGCCAA
+AGCAAGAACACTTTCATTCTTTTGATTAGCTAAAGAGAATGCGAGCTGCTGAGCATTGGCTGAAAATTGC
+CCTTGATAAGTGTGGTTTTTATTAGCTTTTTGATGGGTTTGTTTATTAGTTTTTTTATTAGTAAAGGGTT
+GGTAGCTAAAGGTTTTGATATCAATTTCAACTGGAATGGATATCAACGCAAGGTCATTAATTTTTTTTCT
+AATAAGTGTGGGTAACTCACTGAATTTTACGTTACTTGAAGTAGGGTTTTCAGGGAATTGAAAATCACCT
+TTAGCACGTACCGTAGCTACATCAATATTTATCGCTGAAATAGCGTCGGCTATATTATCTACGTCTAACT
+TGCTGGGCTCAAATCGCCATTCTACCAGACTACCAATTAATTCTATTTCCGCATAAGGAGAATCAATACA
+TATACGGGTGATCAGTAAATCAAAGTTGTTATTTACTTCAAAATCAATACAGGTTAACTCACTATTATGC
+TCAGTCAGATAATTATTTACTATTGCTGTCACCACCGAGCTTCGACTATAAAATACCGCACTGAGTGTGA
+TAACAAAGACCAAAGATATGGCTAAGGTAAATTTAAACAATCGCAAAATAATCCCTTACCTTCAAATATG
+ACTGTGAAATAGCGTATATCGATTACCTATATGATAACTTAATATATTGATTAACTTTATCATTATTAAG
+TCGTTGTGGAGATAGGCGATCAACAATTTCTAATGCTTGATGCACTTTACTGAGTCCGATTTTGTCCTCT
+AAAGGTAATTTTTCAAATGATTTATCATTAATTGTTTCCTTAAGTAAGGCTAATGCCTCATTAAGAGAGG
+TTTTAAAGTCAGGTTGCAGTTTCTGCTCTTCGACGTTTTTCAATATTTTTTTTGCAGTAGTTAACGCACC
+AGTTAAAGCCACTATTGTTTCACTTTCAGGGATATCTTCATCATCACTGTCGGTATTCTCATCACTATCA
+TCTTTATTTAAGCGCTCAATAAAGTCCCCAAGGAAATTAGTTAACGTGGTGGTAGAAGTGGTCTCGCTAG
+ATTCGTTAGTGGTAGCTTCCGCTGAAGTCCCGCTTAACGTGGCATACTCACCTTTTGAAATAAGTCCAAA
+TTGATAAAGCTTTTCTTTTAACGCGCCTACATCATCAAATGTTAGTTCTGCACCGCTAAAAAACTCACTG
+CTGATAGCATTAATCTTTTGCGCTCTACTTGATAAATATAAACTGTTATCAACAACAGCTGGCTCTTCAC
+TTTTAGCAATGCTTTCAGCATGTTTTTCAGTGATTGCTTGTATTTCAGCAGTATTTTGCTGACTCACCGT
+TGAATTGTTATTAAAAGTGGCGCTATACAGGCCTAGGTTATTGATCATTTGGTAAATACCGTAATAAATT
+GACACTTTTATTACGAGCAATTTATATACCAATTACACTTGTTATTTTAATGACACTAATGCTAACAAAT
+CTTGATAGGCTCAAAAAGCATAAGGTACTGTCGTAAGCTTTACTAAGCACCTTACTAAAGCGCTTACTAA
+ACCGCTTACTAAACCGCTTACTAAACCGCTTAAAATATTAGTTTTTTAAACGGTTTATTTTCTAACTATA
+AATATCAAATTTAAAGTAACGTGCACAATAAGGTATGACTTTTTGTTTATGGTTTAATCCTATTAAACGT
+CTTGACGAATAAGGTAATCAAAAGCTCCCAAAGCAGCATTTGCACCACTTCCCATCGCAATAATAATTTG
+TTTATAAGGGTTGTTGGTTACATCGCCTGCTGCAAAAACCCCTGTAATAGACGTCTCACCTCGGCTACCT
+GCAATAATTTCACCGCGATTAGTTAATTCTATTTCACCTTGTAAAAACTCAGTGTTTGGCATCAAGCCTA
+TTTGCACAAAAATACCTGCCAATGCCAGTGAATGATGTTCACCTGTACCTCGGTCGGTGTAACTTAAGCT
+AGTGACACGTGTACCATCACCATGCACTTCAGTGGTTTGCGCATTAGTAATAATAGTGACGTTAGTTAAT
+GAATTAGCTTTTCTCACCAAAATATCATCTGCACGTAGCGTGTCTGCAAATTCTAAAACAGTGACATGCT
+CTACAATACCGGCTAAATCAATGGCAGCTTCAATACCTGAATTACCACCACCAATAACCGCTACGGGTTT
+GCCTTTAAAGAGTGGTCCGTCACAATGAGGACAGTAAGCAACCCCTTTGCCGCGATACTGATTTTCACCC
+GGTACATTCATTTCTCTCCAGCGTGCGCCAGTTGCTAATACCACCGACTTACTTTTTAATACGGCGCCAT
+TTTCTAAGCTAACTTCAACCAGTCCTGTAGCTTCATTGCGCTTCACTTTACTCGCTTTATTACTGTTCAT
+GATATCTACATCATATTCACGAACATGTTCTTCTAAACTAGCAACAAGTTTTGGCCCTTGTGTGGCTTTG
+ACCGAGATAAAGTTTTCAATCGCCATGGTATCACTGACCTGTCCGCCAAATCGGTCTGCAACTAAGCCAG
+TATTAATACCTTTTCGTGCCGCATAAATTGCGGCGGCGGCACCTGCAGGCCCACCACCGACAACTAAAAA
+GTCATAGGTATCTTTATTCTCTAATGCTTTAGCTTGGCGAGCACCCGCATTGGTATCTACTTTATTTAAA
+ATATCGGTTAATGACACACGACCCTGACTAAATGACTCACCATTTAAATACACACTGGGGACTGCCATCA
+CATCACGATCAAACACTTCCGTTTGAAATAACGAACCGTCAATCATGGTGTGTTTTATATTCGGGTTAAT
+GGCTGCCATCATATTTAAGGCTTGTACTACATCCGGACAATTCTGACAGCTTAACGAGATGTAGGTCTCA
+AAAACAAAATCCCCTTCGAGGTTGCGTACTTGTTCTATTTGCTCAGCTTCAATTTTTAAAGGGTGTGAAC
+CACTGTGTAATAACGCCATGACTAATGAGGTAAATTCGTGCCCCATTGGTAAACCTGCAAAACGCATTTC
+GCTATTACTCGCCACACTACGGACTAACATAGATGGCACGCGTTCGTTGGCCGCTTGTTCACTATTATTA
+CCATTAATTTCAGTGATTAATGGTGATAATTCAGCGATTTGTGTCACTAATTGAGCAAGTTCTTTTGCCT
+TAGGGCTTTCATCAGTAAAGGTGATTAGCTCGACTGGTGTTTTTAAGTTGTCTAAATAACTTTTTAATTG
+TGTTTGTAAGTTTGTGTCTAACATAATGACCTCTAAAGATATTCAATGGGAAGTGGAAAGTGATAAGGGA
+AAGGAACTTTAGTTTTGCTATTAATTAGCAAGTGCGAAACATCCTTATTCCGCCGAAGTTTGACTTTAGA
+TTTGAATTAAATGCTTTCTGCTCAAGGCGCGAGGGCTGTAGCATAGCTTGCCTATGTGAAGCCCTCGTAA
+CGCAGAGCAGTAAGCATTTAAACGAATCTAAGGAAAATTTAACTAATCCTAATTTAGATTTTGCCTACTA
+GGTCTAATGATGGAGCTAAAGTTTCAGCACCTGGTTGCCATGCTGCTGGACAAACTTCACCATCATGCTC
+AGCAACATATTGTGCTGCTTTAACTTTACGTAGTAACTCAGCTGCGCTTCGACCTATGCCTAAGTCATGT
+ACTTCAGCGATTTTAACTTCGCCTTCTGGATTAATAACAAACGTGCCACGAAGTGCTAAACCAGCTTCTT
+CAATCATGACACCAAAATTGCGGGTAATTGCGCCAGTTGGATCACCAATCATTGGATATTTGATTTTGTT
+AATCGTATCTGAGGTGTCGTGCCATGCTTTATGAGTGAAGTGGGTATCGGTTGATACTGAGTAAACTTCA
+ACGCCCATTTTTTGTAATTCGTCATAGTGGTCTGCCATGTCACCTAATTCGGTAGGACATACAAAAGTAA
+AATCAGCTGGGTAGAAGAAAACTACTGACCATTTATCCGCAAGGTCTTTTTCACTTAGTTCAACAAATTC
+ACCGTTGTGAAAAGCAGTAGCGTTAAAAGGTAATAATTTAGTATTAATAATTGATTGGTTCATTCTGAAC
+TCCCGTTAAGTATTATAAATATGTTTGAAACGTTAAAACTGTTTCGTTGAAGACGGGGTAATAATAGAGT
+CAGAGGATGAATTAGTATAATCGATGATAATTATCAATATGATAGTTAAAACCTATCATGCAGTATTCTA
+AAGAACACTATAGTGAGCTATTTGAAAGGTTTTAGCTTTTAGTAAGAATGGATAAACTAGGTAATGATAC
+CGTTGAGAGACTTTCTAACACTGGCCACTATCGATCTAACGCATTGCATACGTGAATAATTAGGTCTAAT
+CACCAAAGAGATGCCTCGTACAGGCACTGGGGCTTGAAACTGACCATAATGAATAGTATCGCTAGCTAAA
+TTTCCTTGTGCAGCAAGGGCTGGTAATAAAGTAATGCCCATGCCGCTTGCCACCATATGACGTAGCGTTT
+CCAAGCTTGTCGCTTGAAAACTATTATCTTCTTTAGCACCCGCAGAAAAACAATAGCCCATTGCTTGGTC
+TTTAAGACAATGGCCATCAGCTAAGGTTAGAATTTTTTCATCATGTAAGTCGGAGAGTGATAAATCTTTT
+TTATTGGCAAGTCGATGATTTTTTGGTGTTGCCAGCATCAGTGGTTCATCAAACAATTGGTATGATTCAA
+ATTTATCCATTTCATCAAGGTAAGGCAAAATTAATACGTCTAATTTACCTTCATCCAATTCCTGCAATAA
+TACCTTGGTCTGATTTTCATGTAGAAAGAAGTTGATGTTAGGTAGTGCTTTATTCAAGTCTGCCATGATA
+TGTGGCAACAAATATGGCGCTAATGTAGGTATTAATCCTAGATGTAAATCACCCGCAAACGGGTCAAGCA
+AGGCTTTAGCACAAGATTCAAATTGTCCTGCGGCTTGTAATACTTTTCGCGCTTCTTTAACTAACTGTTC
+CCCAGCAGGCGTTAACATAACATTGCGGCGATGACGCTCGACCAGTTGCAAACCTAGTTGCTCTTCCAGT
+TTCATTAGTTGCCCACTCAAAGTAGGCTGACTAACAAAACAAGATTGAGCCGCTTTACCAAAGTGTTTAT
+GTTTATCGATAGCCGTTAAATATTCTAAATCGCGCAACTTAATCATAGCTAAGACCTATCTTTTAATAAG
+AAAACAGAGAGTTTGGCTATGGTATTATGATCACGTGTTGAAAGCGAGTTTCATAAGGTATGTGAAGTAG
+AAATGTTGCCCTCAGATTAGCTTAAATAAAGCCACTTATAATAAGTTCAGTCATGCACATTGACTAACTA
+TGGCCTAGCGATCCTTTAGCTAAGGGTTAACTAACTGCTAGCCAAATACCAACAGCTATCATCAAACTAC
+CCGCAATACGATTCATCCATTTAACATTATCGCCGCGACTTAAAAATAACCGTAGACTCTTACCACCCGT
+TGCGTAAGCCATCATGCTAGTAAATTCGGTAAACATGATAACGCCGAGTAACATCAGTAATTGTGGTGCT
+ACTGCGCGGTCAACACTAATAAAAGGAGGAAGCAGGGAAATCATAAAGGCCCATCCCTTGGGGTTAGCAA
+TAGCGGTGACGAACCCTTGCGTGAATAAAGAATAACGACTGACATCGCTGGGCTTATTGTCACCTATCGA
+CATTTTACCCCTTGAGCGCCACATATTAACGCCTATGTACGCTAAGTATGCACCACCTATCCACTTCAAC
+ACTTCGAATACATCTGGGTAGTTAAGCATAATACCAGCAACGCCAAACACAGCTGCTATCGCAACAATTG
+CGACACCAATGAGTTCACCAATCATCATCCACATGGTACGACGCACACCAATGCTCATGCCTAGCGTCAT
+CGCCAATGTCATGCACATACCTGGCGTGATTGAGACAAAAAAGAAGGTAGGAAGAAAGACCGCAAGAACA
+GCTATATCAGGCATTCGATTCACTTTTAAGTTGAAGATAGGAAAATTCAGAGACACTGTAACAATAAAGT
+GCAGCATTGATTATAAAATAACGATGAATAATCGAATTTAAAAGGCTAAATGCAGAAAATCGACTGTATA
+ACCAAGGTATTGAGGTTTATTTAATACGAGTAGAAAAATGATTAATATTAGAAAAGAACAAAGAGAGAAA
+GTAGTAGGTCATGCAGAAGACAATAATTACTGTGAGGAGCAAGTGCCCCTCGCCAGTAATAGATAAAATT
+GCTTAACGCAGAAGCGTAAACCAACCCATTACCATTGGTAATAATGGCATAGCAAACATTGCCACAATAA
+TCATTGCTAAGTGTTTGAAAGAGGAGGGATCTTTAAAATCTTCTTCGTGCTGAGACATGGTCTAGTTTCC
+TGTACTGCGGTTAAACAACTAAAATATGGCGCGGATTTTAGCCGATATTGTTAATGATGGACAGAGAAAC
+TTGATCTAGATCAAAGGGTATAGCGACGAAAAACTAAAAGTTAAGTCACTAATCTTCGCGTAACCAACAA
+CTTACCGAGCAGGTATTCTAGCTATTCGATTTTGTTATTTGATATTTGATATTTAATTAATCATCTTTAA
+AAATACCAACATAAGTCACTTGGCTGGTAGATTTGCTGGCTCGATACATACCTTTAGTATTGAATGGTAA
+GCTGATATTACCTTTACTATCTATAATAATCACACCACCCGTACCACCAACAGGCATGAGCACATCATGA
+ATAACTTCTTTACCCGCTTGGTCAATACTCTTACCTTGATATTGAACTCTGGCACAAATATCAGCCGCTA
+CGTTATAACGAATAAAGAATTCACCATGACCCGTTGCTGAAACAGCACAGGAAGCATTATCAGCAAAAGT
+ACCTGCACCAATAACAGGTGAATCACCAATACGACCATAACGCTTATTTGTCATACCACCAGTAGAAGTA
+CCTGCAGCAACATTGCCAAATTTATCAAGCGCAACAGCGCCAACCGTACCCACTTTATATTCAGTATCTA
+AAGCAAAGTGCGCTGCTTGGTAGTCTTTATTTTGTTGTTTAGCCTTTTTCATTTTAGCTTTAGCGCGTTG
+CAATGATTTATATCTATGGTCAGTATCGAAGATCTTATTATCAACTAACTTAACCCCTTGGCTATGAGCA
+AAGCTTTCTGCGCCAGCACCACTTAACATCACATGTACTGATTCATCCATCACCAAACGTGCTAGATTTA
+TCGGGTTTTCAATATGTTTAACTCCCGCGACAGCGCCTGCTTGACGGTTTTTTCCGTCCATAATTGAAGC
+GTCCATTTCATGAGTTTCATCATGGGTATAAACAGCACCTTTACCCGCATTAAAAAATGGTGAGTTTTCG
+AGAACATTTATTGCAGTGGCTACCGCATCAAGGCTAGTACCACCTTGCTCAAGAACCGTATAACCTGCTT
+CAACAGACTCTTTTAATTTAGCACGATAAGCCGCTTCTTTTTCAGGAGTAAAATGGTCTTTTTGAATGGT
+GCCCGCACCACCATGAATGGCGATAGCAAAAGGAACGTCTTTTGCTAAGACAGTATTAGAAAATGCAGTA
+TTAGCAAAGGCTGATACAAGTAAAAAAGTTAACATCGGTCGCGTTATTTTCATTATTATTCCTCGTTATT
+CTTAGACTGTAAATCTTAGACAATTAATCGGCAGTAACTGAACTGCTTTACAACTCATCGCACGCAAAAG
+AGTTATAGCCAAATGTCCTGAAACGCGCATCTTCAAGTGGCTTGGGTATATAAGTTAAATCATGACAATG
+CTTGCGATAATATAAGCCACAAGTGTTAACGCGCCACCAAACAGTGCATAAGGCATCTGGGTTTTAACGT
+GCTCAAGTAAATCACAACCTGATGCGATGGCTGATACACAGGTGGTATCAGAGATTGGTGAGCAATGATC
+ACCAAAGATACCACCACCTAAAATGGCAGCAATGACTAATGAAGGCGGTAAACCGAGCGCTTGAATTAAT
+GGCACGCCAATAGGAATTAAAATGGCGAAAGTACCCCACGAGGTCCCTGTACTAAATGAAATAATAGCAC
+CTGCAATGAACAACATAGGCACCACTAAAATTAATGGTAGATACTCACCAACAATACCTGCAATAAAATA
+ACCTGTGCCAAGCTCTTTCAAGCTAGCGCCAAGGGTTAATGACAATAACACTATCGTGACTAACGGTAAT
+AGTTCACCAATGCCTTTAAACCCTATTTCTACTAACTCTTGATGTCCGAAACGATTAGAAAAACGCAATA
+AAAAGTAACTTACTGCCAAGCCTAAGCAAGTGGCATAAAGTACCGATTTACTACCGTCACCTTGAGTGAT
+ATCACCATTACCGCTCCAATACATAAAGAAAAACATGCCGAAGATCATGCTCATTAAAGGTACCAACATA
+AAGCGTGCTTTGGTGGCTGGCACCATGGCCTCATGCAGTATGGCTTGTGATAGTGTTTCTTGAGGTGCAG
+CTGTTTGCACTATTGAAGATTCAGCTATTGAAGAGCGCTGCGATAAATCATCAGATTCTACCCTTTCCTT
+TGTTTTTTCGCTGGTATTCAATGCCAACTCTGCCGTTTTCATTGGCCCATGTACTCTATCGGTCACTACC
+GTATAAACCACCATGAGCAAAGCGATAATAGCGTAGAAATTAAATGCGACTGATCCCCATAAAATAGACA
+CAGAAGACTGCCCTAGTTCATAGTTATTTAATAGTGCGAGTACATACGCACCCCAGCCATTTAGTAATAC
+TAATATACATACTGGCGCACTGGTACTGTCAATAATATAGGCTAAGCGAGCACGACTCATTTTGAATTTG
+TCGAATAAATCACGAGACAAAATACCTGCAGTAAGCACACTAAGATTTGATTCGATAAAGATGACCATGC
+CGGTAAACATGGTTAGAGCACCTACTTGTCGCTTACTTTTGGCGATACCTTTATTAACTAACTTTTCGAC
+CGTTGCAGTAACACCACCTGAATCTCTAACATACGCCAGTAAAGCGCCAATCAGTAAACTGAAAATCAAA
+ATACGGGCATTACCAGCAGAGCTGACGACGCCGATAACACGTTCGAGAGAGCCTATAAAAGCATGAAAAA
+TGACATTGCTATGCTCTTGTGATGCTAATAACAACTCAGAGGTAAATACCGCGGTGAGTAAAGCAAGAAT
+GACTTCTTTTTTCCAAATAACAATAATAATAGCGACCAAAGGAGGTAGCACAGACAACCAATCCATAAAA
+GACCTTAAAGCATGAGTTTGATATTGAGTGGCTTGATTATACTAATTCAATTAATCAAGCTAGTCGTAGA
+GGGAGCAGTGTGGCAAATAACTAAGGCAGATTCAATATATACCCGTCACCAATCAAGATGCTGGTTTCAG
+AGTGCTTGAGCAATTTCAACTCAAGGCGCTGTGATGACATAATGGTTATTCCATTGTGAATCACAGCAAC
+GATGAAGTGATGTTGCTCAAGCGCTTCTTCGATGAGTTTTAAATGACTTTATACTGCGTCAAATAATCAA
+AACATAGAATGACTATGCTTAAATCATTCTTCTTGCCTAAAATCATTTAAATTCCCACTGAAAACCTGCA
+CTTTGAATGGTAACGGGTATATTGACTAAGTGAAAATAAAAAACCCGACTAAATGTAAATTTGTCGGGTT
+TTTTATTATTTTTAAAAGATAAATCTCAGTACTATTTAATAGTAATCATCTTCTTTATTGTGCGCTTGTG
+GATCTTCGATAATATCGTTGATGTTAACTTCAAAGTTATCATTGTTGTTACAATCAACCATATAAATAGT
+ATGTGTTGAGCCATCAACCCAGGTAACAGTACCACTGCCTTTTTTACTGCCACATTTCATACCAATATGA
+ATATCTTTAAATTCCATAAGCCCTCCTCAACGCTAACTTCCAAGGTGTACTGAGTTTGACTTCAGTACGA
+CCAGTTAGTTCATTTTTTGAACACCCAGTAATTAAGTATAGTATTGATGTCATGAAATGCTAGTAGATTA
+TTGTCTGATTTAAGCATGAAACTGCTGAACGTAAGTAACTGACTCAAATTTATAAAAGAATATTTAAGGA
+AGAAAAGCACTACCTAAGGTACAACTTGCGCTCGCACCAGTGACTGCTGGCAGATTACTGTCTAAACCTT
+GATCAAAAGCGTATGCAAGCCAAGCAAACGCCATAGCTTCAAGAATATCACCATCAATATTCAGTGCTTG
+CATGGTGTTTATTTCAAAGACAGTGTCGGATGCAGTTAATCTACTGCTAAGCGCTTCCACTAGAGCCTTA
+TTATGGACACCGCCGCCACACAAGTAGACTTTACCTTGTGCCGTTAGCGCCATAATGGCGTCGCTAATAC
+TCTGTGCGGTAAAAGCCAATAGTGTCGCTTGAATATCGGCATTATGATTGATTACTGTTTCATGTTGCGA
+ATGAGTTGCCTCTTTAAAAGCTGTTAATTGCTGTTCAAGCCATTCAAGGTGAAAATATTCTCTTCCTGTA
+CTTTTAGGTGCTGCAGAATTTATATAATCATCTTGCATCAACTGCTCTAGCAACAACGGAATAACTTGTC
+CCGTTGTTGCCCAAGCGCCATTTTTATCAAAGCAGTCATCACTATTTGGGTGATGTTTAGTGAACCAATC
+ATCAAGTAAAGCATTACCTGGTCCTGTATCAAAACCCAAAACAGCTTGATTAGAATCTCGTGTTGGCAAA
+AAGGTTATATTGGCAATACCGCCTATATTCACCACAAAGTTCGCGGCGGTTGTTTGAGTGAATAACTGTT
+GATGAAAAATCGGGACTAAAGGTGCGCCTTGACCACCTAACGCCATATCTTTACGACGAAACTGACCTAC
+CACGCGAATCCCAGTCAACGTAGCCAACGTTTGGCAGCAACCTATTTGTAAAGTAAATGGGTTATCGCCA
+CTTGGACGATGACGAATGGTTTGCCCGTGATTACCAATGGCAATAATATCTTCAGGGGTTAGCTTTTCTT
+GATTAAGTAATGCATTAATGGCCTGAGAAAATAACTGCGCTAATTCAACATCCAAATGAAATGCACGATC
+AATCTCATTACTCCCAGGTTGATAAAGTGAGGTGATTTTATCTGCAATAATAGCGCTATAACTTTGATAG
+AAACTAGCAACTAATCGAGGCTGTTGCCCCTTATCAGTAAAGTCTACTAGCGCCAAGTCGATACCATCAG
+CACTGGTGCCTGACATTAAGCCAATATAGTATCTTCCTTCTGCTACCGTTTTATTATTAATCATTAGTCG
+CTATATCACTTGCTTGTGTCGAAAGTAATGCATTTTTAGCCCCTGATAAGGCTTGTAGACGTTCATCAGC
+TAATAATAAGAATTTGGCTTTATATTTTTTAGCGATAGGCCTAGCATCAGGTAATTTGACGGTACGCGGA
+TTACGATGTACGCCATTAAGCAAAAATTCGTAATGTAAATGCGGGCCTGCCGCTAAACCGGTAGCGCCAA
+CATAACCAATGACCTGACCCTGTTTGACACGCTGACCTTTTTTGACTGCTCGTTTAGAAAAGTGCAGATA
+CTTAGTCACTATGCCATTACCATGTTGAATAAAGACATAGTTACCATTGTATTTATTATAGGTCGCATGC
+GTCACCTTACCATTACCTGCCGCAACAACTGGTGTGCCGGTCTTAGCTGCGTAATCAATACCACGATGTG
+CTTTCCAACGTTTCTGTACTGGATGAAAACGTTTTCGTTTAAAACTCGAGCTTATATATTTAAAGTTTAC
+AGGTGCACGTAGAAAAGCCTTGCGCATACTTCTGCCATCAGGACTGTAATACTCATCATCGGTAAAACGA
+ATAGCTTGGAATACCTCATCTTGGTTAGTTATTTCCGCCGCTAAAATATTGCCTGTACCTATATACTCAC
+CGTCGATATATTTCTTTTCATAAGTAATATGAAAACTGTCGCCTTCACGGATATCTAAGGCGAAATCAAT
+GTCCCAACCAAAAATATTGGCAAAGTTAATGATTTGGCTATCATTCAATCCAGCACTGACGCCTGCATTC
+CAGAAACTAGAATTGATGGTGCCGTAACTAAAACTTTCTCGTATTTCTACTTCTTTAGTTTCCCGATGAG
+ATTGATAACTGTCGCCCACTAAATTAATAAATAAGGTATCAGTTTTAGAGAGTGGATATTCAAGCGCGGC
+TAATTGTTGCTCTTCATCGCTGGCAATGCGTAATTTATCACCGACATTTAGTCTTTTTAATAATTTACTT
+TCTTTACCTTTAGCGGTACTGACCGCATAGGTTGTTTGCGCACTAAAACCCAACCGTTTTAGTATCAAGG
+CTAAAGAGTCACCACTTCGAACCTTCACGGTTTGCCAGCTTAGTTGGGCGAGTGTTTCTAACGAATCTTG
+TATTTTTACTTTTCTTTCTAATTTCCCGCTCACTAAACTGCCTGCATTTTGCGCACTGACAGTTTTAGCT
+AACGAGGGTATCTGCTCAATTGTGATTTTGTTGTTGGCTTTGCTACTACTTCGCTGAGGTAAGGCACTTT
+GTTTGGGCGTTGTACCTTTAGGCACTATATCTTCTGGCAATGATACCTGAATGCGTTTTCCTACTTGGAT
+ATTATCAACATCGAGACTTTCGTCATTCGAGGGAATGATCAATAAAAGCAGTAAAAAACAACTACTGGCA
+ATAATTATCCGGCGATGTAACTTAGGTAGGTTTTTAAATATTTCTAATAATTTTTTCAACAGGATACGAC
+TCGAAACTTTCATAGCGGGAAATGATAAATCAAAAACAAATTCAGTAATCTACCGACTATATCAAAACTG
+TACCTAAACTACAGAAAAAATAATGCGATTACTGACTGCACTCATCGATGAAAACCCTAGTCTTTGTAAG
+CAAATGTAATTAATCACATTCAAAGACGAACTGAGTAAGAGGCACTTATTTAAATTTGGTTCTCCACTAA
+GGTTAATAACAGCAACGTCTTAAGTTTTTAATGAGGTGATTTACTTTTAAAAACAAAAAAATCAACTTAA
+CTTGCTTAAGTTAGCCCTTTATTAACTCTGTTTATCATTAAGATCACTATTTCTTTACTAAAAAAGCCAT
+TATAAAGTTTTATCCCACCCGCAAAGTGCAGTAGAATTCGACCATTAAATAAACTTTACCTAGTCAATAT
+AACCACTCAACTTACCAAAACAGTGTGCGCCTTGTTTTCAGTGCTCCGCTCAGTAGTTATCATTTATTAA
+AAGACTAAGTACTCAAAGCCAATCAGTGGAGTCCTAATGACCGATTTTAACCAAGCATTCGCCGAACTAA
+AACGCGGAGCAGAAGAAATATTAGTAGAAGAAGAATTATTAACAAAGCTTAAGACAGGTAAGCCGCTAAA
+AATCAAAGCGGGTTTTGATCCTACTGCGCCTGACTTACATTTAGGCCACACGGTATTAATTAACAAGCTT
+CGTCAATTCCAACAATTAGGTCATGAAGTTATTTTCTTGATTGGTGACTTCACCGGAATGATTGGTGATC
+CAACGGGTAAAAATGTGACGCGTAAGGCACTCACTAAAGAAGACGTATTAGCCAATGCTGAAACGTATAA
+AGAGCAAGTCTTTAAAATATTAGATCCCGCTAAAACAACCGTTGCCTTTAACTCTACTTGGATGGATAAA
+TTAGGCGCGGCAGGTATGTTACAACTTGCCTCTCGTCAAACGGTTGCCCGTATGATGGAGCGTGACGACT
+TTAAAAAACGTTATGCTAACGGCCAGGCCATTGCTATTCATGAGTTTATGTACCCTTTAGTACAAGGTTG
+GGATTCAGTTGCGCTTGAGGCTGATGTTGAGCTGGGTGGTACCGACCAAAAGTTTAATTTATTAATGGGT
+CGTGAGTTACAAAAATCTGAAGGCCAGCGTCCACAAACAGTATTAATGATGCCATTACTTGAAGGCCTAG
+ATGGCGTTCAGAAAATGTCTAAGTCATTAGGCAACTACATTGGCATTACTGATACGCCTACCGACATGTT
+TGGCAAAATAATGTCAATTTCAGATGTATTAATGTGGCGTTACTACGAGTTACTTAGCTTTAAACCGCTT
+GAAGAAATTGAAGGTTATAAAACCGAGATAGAAAATGGCAAAAATCCTCGTGATGTTAAAATTGATTTAG
+CCAAAGAATTGATTGCTCGTTTTCATGATGAAGCTGCTGCACAAGCTGCCCATGATGAATTCATCAATCG
+TTTCCAAAAAGGTGCGTTACCTGATGATATGCCGGAATTAACGATTACCACTGAAAATGGTGAAATAGCC
+ATTGCTAACTTGCTTAAAGATGCAGGATTAGTCGGTAGTACTTCTGATGCCTTTAGAATGATCAAACAAG
+GGGCGGCTAAAATTGATAGCGAAAAAGTAACTGACCGTAGCTTAGTTATTAGCGCTGGCACGACGGCAGT
+TTATCAAGTCGGCAAACGTAAATTTGCTCGTATTACCGTAAGTTAATTAACCTAAAAATTTACTTAACTT
+CCTATCAAGCCAGTACTTAAGTTACTGGCTTTTTTATGTCTTCCTATCCACTTCTTTGCTTGCTTGAAGT
+AAATAATTTGCAATAACTAGTTGTTTTATCTTGTCACTGGGATAATGTAGTGATTAATAATTATACGCAT
+GGATGGCACTTAAATGATTATATTCTCACTTCATCTCTTGCTACTTACTACTTATTTTACTTAACTACAC
+TTAGCCAAATAAAATTATTTAAATCAATGAGTACGACTTAAAGAGTGAGGTTGTAAATGACTAAACCTGC
+CCAGACAATTCTATCATCTCCACGTTTTAACGCTGCCCATTCATTATCACTATCTTTAGCTATATTGAGC
+ACACTTTGTTCAGTAAGTGCTTACAGTGAACAAACAGATAAAGAACGCATCAAAAGTTTAGAGCAACGCT
+TATTAGAACTTGAGCAACAAGTACAAAAGAAAAACAATCAAAGTTCAACAATAGCTAAAGATGGAAAAAA
+CCAATCTAGTAATAGCGAAAAGGTCGTAGTCATACCTAAAACCACTCAGCGACCTAGTCATGACTTTGAA
+GCACCTGATAAAAGTATTGTACTGAGTAATAGTGATACCACCTTACAGATTGGCGGACAGATTTGGTTAG
+ATGCTATTTATAATAGTGGCGAAATGACCAATCGGGCGGGCTTTCAAACATCATCCATTGCTTATGAAAA
+CAATACCACTAAAGACAATACCCTGCTTAGTGTAGGCCAATCTAATTTATCCTTTAAAAGTTACACCCCG
+ACTCAGTATGGCGCTATGACCACTCGCTTTGAGTTTGATATGTTTGATGATCAAGGTAATGCTGATTTTA
+ATCTTACCCATTTATGGGGAGAAATAGGTGATTTTGGTGCCGGTCAAACCTTTAGTGGGTTCATGGACAT
+CAACTCCTTCCCCAATATTTTAGATTTCTGGGGGCCTAACTCCATGGTATTTAGCCGCCAGCCTCAAGTG
+CGTTATAGCACAGCAGTAAGTGAAAGTGGAAGAATAATGTTTACCATAGAAAAATCTGCTAGTGATTTTG
+CCGTGCCAAAATCATCTACCAAAGCAGATTATGACGATATTAATGAGTTGCCTGACTTGACCGTGTCTTA
+CTTACACAGCGGTGACTTTGGTTACATAAAGTCGGCTATGGTGTTTAGACAACTTGGCTATGAAACCTTA
+TCGACTAAAGATACAACCTTAGGTTGGGGACTCAATATTTCAGGTGCCATCACACTCACCTCTGCGGACT
+CGATAAAGTTTCAACTAGCGCATGGCGAAGGTATTGGTCGTTACGTTAATGACACCTGCTGCAGTTATTA
+CAGTGATGAAACCGGTGGCGTTGATGCAGGTATAGACGGTAATGGCCGGTTGAAAGCTATTCCTGTGACT
+GGCGGATTTGCCTATTATAATAAACAGTGGAGTAAAAAGTGGAGCAGCGCTATTGGTTATAGCTATTTAA
+CTATTGATAATCTAGTGACGCAAAAAGACAAAGCGATCAAAAATAGTGCTTATTCAACGGCGAACCTTAT
+TTGGTATCCTGCTAGTCAAATAAAAGCAGGCGTTGAATTACAGTATGGTGATGTTCAAAGTAAATCAAAC
+CTTGAAGCGGATAACTTTAGAGTCCAAGCCTCGGTCGGTTTTAAATATTAATAAGGAATCTATTTAATGA
+AGTTAACTAACTACCTAGTAATTTTTGTTCAACTCTTAGTATTAACCTGTGCCAGCCCGGTATTGGCAAA
+ATCGCCACAACAGCCCGTTATACAAAGTATATTAGATGATGCCTATCATAAATTTGAAAATGATACTTCA
+GGCAAGAATGCTGATTATATTCCTGCATTAGCTAAGGTGGATTCAGCTTATTTTGGCTTAGCGGTAGTCA
+CTCCTCATGGCAAAATTTATACCAAAGGCGACGTAAGTCAGCCTTTCTCTATTCAATCTATTTCTAAAGT
+ATTCACCTTAGCATTAGCAATGGAACAAAAGGGTCCACAAACTATTGTTGATAAAATAGGCGTAAATGCC
+ACAGGTTTAGCATTCAACTCAGTGACGGCTATAGAACTAAATAAAGCACGCAGCGTGAACCCTTTAGTTA
+ATGCCGGTGCAATAGCCACGGTAAGCTTACTTGATGGTAAAAATGAAAAAGCTAAGTGGTCGGCTCTTTC
+CGCTTGGTATGATAAATTTGCCAACCGAAAGTTAAGTGTTTTAGAAGATGTTTATAAATCTGAATCTGAT
+ACAAACGGTCATAACCGCGCAATCGCCGAATTATTAACGTCTTATGACCGTTTTTATGGTGATGTCGACC
+TCAACCTTGCGATATATACTCGTCAATGTTCAGTTGCTGTCACGACCAAAGATCTTGCCGTGATGGCATC
+GGTATTCGCCAATAACGGTGTTCATCCGTTAACAGACAAACGTTTGATGAGTAGTGATAATGTCTCACGG
+GTGTTGGCAGTAATGACAACCGCAGGACTTTATGAAAATAGTGGCCAGTGGGCTTATCAGGTAGGTTTAC
+CTGCAAAAAGTGGCGTTGGTGGCGGTATTATCGCGGTATCACCTGGAAAATTTGCGGTCGCTGTTTTTTC
+ACCTAGGCTTGATTCTGCAGGTAATAGCATACGCGCGCAAAAAGCCATTGATTATATCGCCGAAAAATTA
+CACGCTAATATTTTCTAATGCATTAGTATAAATATTGTTAGCACGCTTTTACGGTTTTGGTTACCACACT
+CCTTGAGACTAGGCGTGTGGTCAACGTCAAAATTACGCAGGTAAATTTTTTAAAAAATTACCTGTCACAA
+TAGAAAAACCGCACGATTTCATCCATGCAATAGCCTCTGACTCATCAACAAACACTCGTCGTTCATAATC
+CCCTTCACTCTGTGGGACAATATTTTCAAGTTGCATGCTCTTCCAAGCAGATGGCGAATAAATATGACAA
+TCTTTAATACAGCCATTATTTTTAAATTGCTGGCAATGCTCAATTAAATGAGATTCCATCTCAGGAACAC
+CTAACTCCCATTCATCAAAATAGGAAAAAATAGCCCAATGAGTTCCATTTAAATGCGCTGTTTTATCTCT
+AAATTCTTGACTATATTGAATAGCCGCTTCTTCATTCCAGCAACCACTGAACCACTGCAAGACATAATTA
+TTTTGTACTAATATTCGCCAATCACCATGTACTGCAAACATATCAATTTACCTATAAAAATAGCGGGTTG
+TGCGCTTTAGTTACCATTAGAAGACTTGTTCAATTGAAGTAAAGTCATAGTTTTCTATTAAGCTATTTAC
+CTTCATATCGATACATATACCCATAATTTATATAGGGATTTAAGGAGTTCAAACCACAGTACATTTATTT
+ACATAGCTTGATCTACATCATAACGGCTTTAAGGCGAAAGCGTAAACTGTGACATATTGTCGCAGTTGGT
+TGTTTTTATACCATACTGTATGAACACAACACCTTGGCGATGTCATGTTAGTAAATAAATTTTTTAACGT
+CTTTATGCGTTTTCCCCAGCAAACAGTCTCTACATTGAGAACAGCGCTTACCCAAGTGTTGGTTCTATTT
+TTATGTGTCATCATGCCCGCACAAGCCCTTTTCGTAAGCCCTCCTAAAGATCCTATGCCGTTAATTAAGG
+AGATCTTTGCCGAGCAAACTAAAATTAGTGAAAAACAAACCACTAACGAAGGTGGGCCCTTAGTTTGGAC
+CGTATACAAACAAGGAACTGAAGGCGAAGAAATTTTAGGTTACGCCTTTGAAACTAACGACATAGCTAAA
+ATTCCTGCCTATTCAGGCGAACCAGTCAATATGTTAGTGGCTATTGATCCTAAAGGCGTTTATTTAGGCG
+CTAAAGTATTAGAGCATCATGAACCGATCATATTAGCGGGTATTCCTGAGAGTAAATTACATAATTTCAC
+CAAACAATATGACGGTTTACATGTGAGTGACCGCCTAAAAGTTGGCGGTAACAAAACCGACAACGTTATT
+CATATCGATGGCCTTTCCGGCGCAACCGTTACGGTAATGGTGATGAATGTTGGTATTGTAAAATCAGCAA
+CAAAGGTTGCTCGTGCGCTAGGTATTATTAGTGCTAGCCAAGAAGTAATTCAACCGATGGGAACCATTTA
+CCCTGACGTTTTTGCCAAGTCAGATTGGACTACCCTCACAGGTGATGGCTCTATTCGTAAGTTATACCTC
+AATAGAAAAACGGTTGATGAAGCTTTTGTAGGTACTGACGCTGAACATGTTGAAGAAGCGAGTAGCGAAC
+AAAAACAAGATATGTTTGCCGAGGTTTATTTTGCACAATTAAACATTCCTACGGTTGGTCGTAACTTATT
+AGGCGATAGTGAATATGACTATATTATGTCGTCATTAAAACCCGGTGAACACGCACTTATTTTAATGGGT
+ACAGGTTACTCATTTAAAGGTTCAGGTTATGTTCGTGGTGCTATTTTTGATCGTCTTCAAATATTACAAA
+ATGGCGATGCATTTGCCTTTAGGGATTTAGATCATAGTCGTGTACCCGATATTTATATTGAAGGAGCGCC
+ACAATTCACTGAACGTTCAGTCTTTATTATTCGTGACCACCACAAATTTAACCCCGCTTCTGATTGGCAA
+CTGGAGTTATTAGTTCGTCGTCAAACCGGTCCTCTAGAAAGCATATTCACAAGTTTTAAAGCTGATTATC
+ATACCTTAGACAAATATTTAGATCGCCCAGCTGTCATTATGCCTGAGCCAGAATTAACGCTAGCGCAGCA
+AGTATGGAAAGAAAAAGAAGCTGAAGTCATTGTACTCATTATCTTGCTTATTATTGTTGTGATGAGTTTG
+TTCTTCCAAGACATCCTTGTTCGTCATCCAACATTTATGCATAACTTCCGTCACTTATTCTTAATTGTTA
+CGGTAGTATTTATTGGTTGGTCTTGGGGCGGACAACTCTCTGTAGTGAACGTATTTACCTTCTTACAAGC
+CTTTATGTCTGATTTTTCTTGGGACTTGTTCTTACTTGACCCGGTGATTTTCATTCTTTGGGGCGCAGCA
+GCAGTCACCATGATTTTGTGGGGCCGTGCGGTCTACTGTGGCTGGTTATGCCCGTTTGGCGCGTTACAAG
+AATTAATGAATATTTTTGCCCGCCACATCAAAATTCCACAATTTGAATTACCTTGGGCTGTACATGAGCG
+TTTATGGGCCATCAAATATCTAATTTTATTAGCGTTGTTTGGCTTGTCGATGGAGTCATTATCACTGGCA
+GAGCAATTCGCTGAAATAGAACCATTTAAAACAACTTTCCTACTAAAATTTGATCGTGAATGGCCGTTTG
+TATTATATGCATCTATCCTACTCATTATTAATATTTTTAACCGCAAGTTCTTCTGTCGTTACTTGTGCCC
+GTTAGGCGCAGCATTATCAACCAGTAATAGCATTCGTTTATTCAGCTGGTTACGTCGTCGTCCTGAATGT
+GGTCAGCCTTGTAAAACATGTGCTAAAGAATGTGAGATTCAAGCAATAGATCCAGATGGTGTTATCAATA
+TGCGTGAGTGCCATTACTGTCTTGATTGCCAAGTGACTTATTTTAATGAAGAAAAATGTCCACCATTGAA
+AAAAATAGCAAGAAAAAAAGCAAAGTTTAAAGAAACAGAAATAGAAATAACCGAAGTAGCTTAATTGGAT
+CAAGCGAGCTAAATAACAAATTTAATTACATTTTAAGTAAAGTGGAGAATACCAATGAGTAAAGAAGAGT
+TAAATTTAACGAATGACTCCAATGAAGTTACATTGGAAAGCGAAGAACGTCGTAAGTTTTTTGGTAAAAG
+TGCCCTAATTGGTGCAGGTGTTGTAGCAGCGCCAATGACAGCAGCTATGTTTGCCTCTACTGCGCAAGCA
+CAAAGAAAAGAATTGGCAATGAGCCCAGTGGTTCATCCAGGTGAATTAGATGAGTATTATGGCTTCTGGT
+CAGGTGGTCATTCTGGTGAAGTACGTATTATGGGTATCCCATCAATGCGTGAGTTAATGCGTATTCCAGT
+ATTTAATACTGACTCAGCAACAGGCTGGGGTTTAACTGAAGAATCTAAACGTGTTAAAGGCGACAGCGCC
+GATATCATGATGGGTGACTCACATCATCCTCATATGAGTATGACCGATGGTAGTTACAACGGTAAATATG
+TTTTCATTAACGATAAAGCTAACTCTCGTGTAGCACGTATTCGTTGTGACATCATGAAGTGTGACAAAAT
+GCTTACGGTACCAAACGTACAAGCAGTTCACGGATTACGTGTACAAAAAGCACCATATACTAAATATGTT
+GTTTGTAATGGTGAATTTGAAATTCCAATGAATAACGATGGTAAAGACGGCATGAGAGATGTCAGCACTT
+ACCGTTCGTTATACAACGTAATTGACGCAGAAACCATGGAAATGGCTTTCCAAGTAATGGTTGACGGTAA
+CTTAGATAATACTGATGCTGATTTTGATGGAAAATACTTCGCATCTACCTGTTACAACTCAGAAATGGGT
+ATGAACTTAGGCGAAATGATTTCTGCTGAGCGTGACCACGTTGTTATATTCAGCTTAGCGGCTTGTGAAG
+CAGCACTTAAAGCCGGTAAATTCAAAACTTACAACGGTAATGATGTACCAGTATTAGATGGCCGTAAAGG
+CTCTGAATTAACACGTTATATTCCAGTACCAAAATCACCTCATGGTTTGAATACTTCGCCAGAAGGTAAA
+TACTTCATGGCAAATGGTAAATTATCACCAACAGTAACAGTAATTTCTATTGCTAAATTGGATGATTTAT
+TTGCTAACAAAATTAAACCTCGTGACACTGTAGTAGCAGAGCCAGAGTTAGGTTTAGGTCCTTTACATAC
+CGCTTTTGATGGCCGTGGTAATGCTTACACTACCTTATTCCTAGATAGCCAAATTGCTAAATGGAATGTT
+GAAGATGCTATTAAAGCGTACAAAGGCGAAAAAGTTAACTACATCCGTCAAAAACTAGATGTGCATTATC
+AACCAGGCCATAACCATACAACACAAGGTGAATCACGTGATGCTGATGGTAAATGGTTAGTTGTTTTATG
+TAAGTTCTCTAAAGATAGATTCTTACCTACTGGACCACTTAAACCAGAAAATGATCAATTAATTGATATT
+TCTGGTGATGTAATGAAGCTTGTTCATGATGGCCCAACATTTGCTGAACCGCATGACTGTATTATGGTAC
+ACCGTAGTAAAGTTAAGCCTAAGAAAGTTTATACTCGTGATGAGCCAACGTTTGCAGAAACATTAGCAAT
+CGCGAAGCGTGATGGTGTTGATCCGATGAGTGACAATAAAGTTATTCGCGATGGCAAAAAAGTACGTGTA
+TATATGACTTCTGTTGCACCAACTTATGGTATGAGTGAATTTACTGTAAAACTAGGTGATGAAGTTACGG
+TAATCATAACTAACCTTGACCAAGTAGAAGATGTTACTCATGGTTTCTGTATGACTAACCACGGCGTACA
+AATGGAAATTGGTCCTCAACAGACTTCTTCTATTACCTTCACTGCCAACAAACCTGGCGTACAATGGTAT
+TACTGTAACTGGTTCTGTCATGCACTACACATGGAAATGCGTGGCCGCATGTTCGTTGAAGCATAAGCTT
+TAACTTAACAAGCAGTTAATTAAGAATTCATAAGCCTGACACTGAAAAGTGTCAGGCTTTTTTGTGATCT
+TAATAACAGGAAACTGGTTCTGTCATGCAGTTAATATACGACAAGCATGGAAATGCGTGGCCGCATGTTC
+GTTGAAGCATAAGCTTTAACTTAACAAGCAGTTAATTAAAAATTCAAAAGCCTGACACTGAAAAGTGTCA
+GGCTTTTTTGTGATCTTAATAACAGGAAACTGGTTCTGTCATGCAGTTAATATACGACAAGCATGGAAAT
+GCGTGGCCGCATGTTCGTTGAAGCTTAAGCTTTAATTTAACAAGCAGTTAATTACAGATTCAAAAGCCTG
+ACACTGCAAAGTGTCAGGCTTTTTTGTGATCTTAATAACAGGAAACTGGTTCTGTCATGCAGTTAATATA
+CAACAAGCATGGAAATGCGTGGCCGCATGTTCGTTGAAGCATAAGCTTAAACTTAACAAGCAGTTAATTA
+AGAATTCAAAAGCCTGACACTGAAAAGTGTCAGGCTTTTTTTTGATCTTAATAACAGGAAACTAGTTCTG
+TCATGCAGTTAATATACGACAAGCATGGAAATGCGTGGCCGTATGTTCGTTGAAGCTTAGGCTTTAATTT
+AACAAACAGTTAATAACAAATTCAAAAGTCTAACACTGAAAAGTGTTGGGATTTTTGTGGGCTCTGTAAT
+AGGAAACTGACTTATCTTGGTGTAATACAAATAAACATGAAAAACCATTGGCATCTATTTGCCGATACTT
+GACAGTTGAAGCTCTAAACCTTATAAATAAGCGATATATCGTGCCTATATACAGATAAATACAATTACCC
+ACGCTATTGCAAGGTTTTTTATAATTTTATTCCCTATAAGAGCCTATAAATGAAACTTATTTAATCGAGA
+TCAACTGATTTTCATCGAATAATGCTATGCTGCATTTAGTTACCCCTTTATAGAATAATTGTTTTGCTAC
+TCTTTAAAAAATCACTTGCCATCTTGTTCATCATCAGCAGTTTTTATGCTCAACAAGTAAGTGCGCAAGA
+AATTCAATTATCACCTGCTGATGATTTACAACAAGCTCTTAATAATAGCCAAAATGGCGATGTTATTACA
+TTAGGACCTGGGAGTTATTTCGGTAATTTCATTATCTCCAATCAAGTAACACTTCGTAGCAATAACAAAG
+GCGAAGCCATTATAGACTCTCAAGGTAAAGGTCATGGTTTATGGCTGAAAAATTCACAGATCACCATAGA
+AAACCTAACCATAACCAACTGGGGTCATGACTTAACTGACCAAAATTCTGGTATCTATTCTCACGGTAAA
+ATAGACAACAACAAAGTGCCTAGCTTAACCATTAGAAATAACATTTTAATCGGGGACGGTTTTGGCATCT
+GGCTTAATCAGGCTGACAAAGCGATTATTAGCCATAACCGCGTTAAAGGAAATTTAACATTACGTTCAGC
+TGACAGAGGGAACGGTATTCAAGTTGCCAATGTCACTAATAGTCATGTTTTTCTTAACGAGGTTAGTGAA
+ACCCGTGACGGTGTTTATGTTATTTCCAGTCAAAATAATATAATTGAACAAAATACCATGCACCATTTAC
+GCTACGGTATTCATTATATGTATTCTTATGATAATACAGTAAAAAATAATACCGCTTATGATACTCGTGC
+AGGTTACGCCCTAATGAGTTCACGTCGATTAACTATTACCGGCAATAAAACAACCAACAGCGAAGATTAT
+GGTTTTTTACTGAATTTTATTACCCAATCTACTTTTAGTCATAACTATGTTAAAAACGTTTGGACAAAGC
+CTGAAAACAAAGTGCTTGGCCGCGATGGTAAAGGTTTATTTGTTTATAACTCTGGCTACAATACGGTAAA
+ACACAATATTATTGATACCGCTGAAATAGGCATCCACCTTACTGCAGGCTCGGAAAACATCAAAATCTTC
+GGTAATAGCTTTATCAATAACCCCACCCAAGTTAAATATGTTTCCAATAAAAAACAAGAATGGAGCAAAG
+ATGGTCGAGGTAATTACTGGAGTAATTATTTAGGCTGGGATATGGGAAATGATGGCATCGGCGATACTAT
+TTTTGAACCGAACGACGGTATAGATAAACTCGTCTGGCAATATCCAGAAATGAAAATGATTATGGACAGC
+CCTGCAATTTTAATTTTGCGCTGGGTTCAAAGACAATTTCCGGTACTTAAACCTCCTGGCGTTAAAGACA
+GCTTCCCATTAATGAGCGCCCCAAGTTTAACAAAAAACGAGCAAGCCGCTACACCACTTGCTGTTACAAC
+CTCTACCTTTACAAAAAGTAATTCTGCGCAGTCAGCAAACACCACTAGCGCAAGCTTGAAGGAATAATTT
+TATGAGTACTCCACTAGTATCACTCACCGATGCAGGTATAAGCTACCAGCAACTCGATGCTTTAAAGTCA
+GTGACAATGCACTTGAACCAAGGTGAGGTTCTGGGTTTATTTGGCCATAACGGCGCCGGTAAAACTACAA
+TGATGAAACTCATCCTAGGGGTTATTTCTCCAAGTCGCGGTACGGTTGAAGTCATGGGCATGGCACCTGA
+TTCAAAAGAAGCGTGGCATTGCCGCAGTAAAGTTGGTTACTTACCTGAAAACGTGAGCTTTTATGAACAG
+CTTACCGGCTTAGAAGTATTAACTTATTTTGCAAAATTAAAAGGTTTCAACAAAAAACAAGCTATTGATT
+TACTTGAGCAAGTGGGTATTACCCATGCGATGAAAAGACAAGTAAAGACGTACTCCAAGGGTATGCGTCA
+ACGTTTAGGTCTAGCACAAGCATTTATCGGTGAACCAAAGTTATTATTGCTTGATGAGCCAACCGTTGGT
+TTAGATCCCATTGCTACCCGCGATTTTTATAAAACAGTGGATCAATTAAAGTCAAACGGCTCTAGTGTCA
+TTCTATGTTCTCATGTTTTGCCAGGTGTTGAGCAACATATTGATCGGGCGATGATTTTATCGACTGGTGA
+ATTACTAGCTATGGGTACGTTAGCCCAATTGCGCCAACAAGCTGCTTTACCTGTTACTATTAAACCCTTT
+GGACTTAATGGAACCGTGGCCAATGACAGCAAACTAAAAGGTTTTTTAACTGCCAGCTGTCCAAATACTT
+TATTGGTACCTGAACAAGAAAAAATGAAGGTGTTAAAGCAGCTACTCAGTCATGAAGGCTTAGATGATTT
+ACAGGTAGATACTGCAAATTTAGAGCAAGTTTATCAGCACTTCTTGTTGAAACATGAAAGTGGAGAGAAA
+AAATAATGAGACAAGTATTAACCGTTGCCAATAAAGAGTTTCACGATGGTTTAAGAAATCGTTGGTTAAT
+CTCAATCACACTCATTTTTGCTCTACTGTCTATAGGCTTAACTTACTTTGGCGCAGCAGCCTCAGGTGCT
+GTTGGCGTAGCTTCACTTTCAACAACGGTTGCCAGTCTAGCCAGTTTAGCTGTTTTTCTTATTCCACTTA
+TTGCCTTGCTGCTCAGCTACGATAGCTTTGTCGGTGAACAAGAAAGCGGTACCTTGTTGTTACTATTGAC
+CTACCCATTAAGTAAAAGCCAATTATTACTCGGTAAGTTTATTGGCCAAGGCAGCATTATCGCCCTAGCG
+ACCTTGCTTGGTTTTGGCTCATCGGCGGTATTACTGTATTTCCAACTCGGTGACATCCAAGTATTAACAA
+GCTTCTCAGTATTTATTGTTAGTGCGATTTTATTAGGCTTAAGTTTTACTGCAATTTCTTATTTAATTAG
+TTTATCGGTAAGTGAAAAATCTAAAGCCGCTGGTTTTGCTTTAATCACTTGGTTCTTGTTTGCGCTTGCC
+TTTGATTTAGCGTTATTAGCTTTACTTGTTGGCGTTGAAGAAGGTATTACCCAAGCCGGTTTAACGCAAT
+TGATGATGCTTAATCCTGCGGATATTTTCCGTTTGGTAAACCTTTCAGGCCTTGATAGTAGTGATGTTAA
+CGGCGCTCTTGCTGTTGCCATTAATGCCAGCCTCTCACAAGGACAGTTGTTCACCGCTTTATTTGCTTGG
+GTTGCATTACCCTTGAGCATTGCCATATTTATCTTCAAAAGGAAAAAACTGTAATGTCTGCTATTTTTAA
+AACGCTCGGTGCACTTTTTTGTTTAATTGTCATATCTGCTTGTTCAGATAATTCAGCAAAACAAGCCGTA
+ATTCATAAAGCTGTTGCCATGGAAAGCAGCGATGAATGCCATTTATGTGGCATGCTTATCACCAATTTTG
+ATGGCCCTAAAGGCGAAGTTTTCCGAAAAGAGCAAGGTGATAAAGTCTTTAAGTTCTGCTCTACCCGCGA
+TATGTTTAGCTATTATTTAGACCCAGAAAATACACGTAATGTCAGTCAAATACTGGTACATGATATGAGT
+AAAATGCCTTGGGGCAGTGACAGTATTGATGATAAATATTTTATTGATGCTAAAACTGCTTGGTATGTAA
+CTGGCTCTGAAAAAACAGGAGCTATGGGGAAAACACTAGCGAGTTTTAGTTTACAAACAGATGCTCAAGC
+GTTTGCTGATGAGTTTGGCGGTAAAGTACTTAGCTTTAAAGACGTGAATCAAGATAGTCTTTGGTAGAGA
+GTCATTAAAGAGAACCCCATTATAAATGGGGTTCAATGACATTAAAGCTTTTCTACGCGATACCCTTTAG
+TTTTCAATAACGCTAAGACACTTTTATCACCCGCTAAATGTGCAACACCTACTAAAACAAATTCTTTACC
+TGTGCTTTTACCATTGTCAGAAAACATGCGATCAATATGTGATATCCAAGTGTGGTTTCTATCGGTTAGT
+AATTTTTTAAATGTTTTAGGATCATCCTTCATTGGAAGAATAGCTAACGTATTAAGCTGCTGTTCATCAC
+CTGCTCGCCAGGCTTTAAGTAAGCCTAAAAACATCGCTTTAAAGTCTGTCATTTGCTCAAGGTTTGACTT
+GATGAAACGATCTTCATCGCCAATACCCATATTAGCAATCATATTCATTTGAAACTCAGCGCTCTCTAAA
+TAGGCTATCTCTTTATTATCTCTAGTTGCTTGTTTGCTGTAGAAGATATCAACACCTTCTCCTGATAACT
+GTGCTTTTTGCGCTTCTAATAACGCCAGCATAGTGACCAAAAACCCAGGTTTAAAGTGCTCAAACATAGC
+TAGATCGACACCTAAAGAAGAAACATACTGACTGAGTTCTTTTTGCGTTTTCGTTGATAAAAAGCTGCTA
+ATAGTTTTGCCATTGCTATAAGTCATTTGTTGCATCATTTTCAGTTGAAAATCAGCATTACTGGCATCGG
+ATAAGTTAGCTTCTAATACTATGCTATCGCTTTGTTTATAAGCCTCATTAAATTCTTTGGGTAGTGGAAA
+TTCTGACGGTGGTAAAATGTGCACTGTCCCCCCGATAAAAATATAGTCATTGCCTTTACTGACTTTCCAA
+ACAGATGATTGTGCTTGCGCGGTTAAAGAAACAAAACTCATTGCAAGAAGGGATGCACCAATAAATAGAT
+GCTTATAAGTACTTTTAATCATTAAATATCCTTATTCTTTTCTGTAAAATAATGCAGCTCAAGGTTAAAA
+AGCGCTGTAATCAGGCTATACCCGTTACCAATCAAGATGCATGTTTCAGAGTGCTTGAGCTATTTCAATT
+CAAGGCGCTGTGATGAAATAATGGTTTTTCCATTGTAAATCACAGCAACGATGAAGAGATATTGCTCAAG
+CGCTTCTTCGATGGGTTTAAAATGACTTTATACAGCGTTAAATAATCAAACCATAGAATGACTATGCTTA
+AATTATTCTCCTTGGCTAAAGTCACTTTAATTCCCACTGAAATCCTGCATTTGAATGGTAACGGGTATAA
+AATATTGTCGGTTTCCCTGTTCAAACCTTAAGCCAGTTGTTAGGCTAGCATTTTACTTCTAACGCATTCT
+TTACTCTGTGTTGGCTAACTTATGGTATTAACATTGCCGATAAAATTACTGTTACTCTACCTACTTGTAT
+TAAATTTATCTAGTTGTAGCTCGATGAACAACCCTGTGACCTATCACACTAGTTTTGATTTTTCTCAAGT
+AAAAACCTATAGCTTTTACCCGAGTGATTCAAAGTTTTTTGATAGTCAAAGCCTGAGCCATGCACAGCGA
+AATCGTATTGAAATAGCAATAGAAAAGAGCCTCAATGCACAAGATTTTGTTTACAGTGACCTTGAAAGTG
+CAGATATGATAGTGACCTATCACCTAGTTAAGGGGACACGTCAAGATTACCAAGATTATAATAAAATCGT
+GCTATTTTGCCCACACTGTTTAAAAGCCAATACTTGGCAACAAGACAACGATGATTGGTCTATTTATCCG
+GGCGGTTTGATTATTGATTTAGTCGATCCTAAACGTAATCGTTCTGTGTGGCGCAGTATATATCCGCTAG
+ATTTCAAGCCAAAAGATAACAGCACCATACAAAATGAAAAAACAATGGAAGCGGTTGATGTTATGCTGAC
+TCAGTATCCTGGAAAATAAAAATGACACAAAAATATTTATTTATCCCAAGCTCTATTCAAGCCGCTTTTA
+CCGATTTATAATGCTCCATTCAATAACATAAGAATCTTACCCATATATGAACTACCCAGATGACGAAACA
+GGCCAAGTATTAGCCGAAATGCACCAAGCAGGTATAGACTTGAGCCAATCACATCATGTGGTATTTTTTC
+ATTTGTTTGAGAAAGAAAGCCAAGCACAGGCTATGGTTCAACATTTAAACGAACATTTGCCCGAAGTAAA
+ATGCGACTTACACCCAGATGAAACACCTAATGTTTGGGATGTAGATTGTACCGTTGTTATGACACCATCA
+CATGAAGCTATTGTTAAACAAGAAGAAGCTTTTGATAAAATCGTTACCCAGTTTGCTGGTTACACCGATG
+GCTGGGGGATTGAAGCTTAATTACCGCTTCTGAATAATACTCATGTTTAGCTTTTATCTAAAAAAATACT
+CTATGTATGTCTTCATAGCGGCCGAGTCTGTTGCACTCTCTCTGTGTAAGCGCCATGGGGCGATGTTCAA
+TCGTTTTCGCCAATTTTTTGTTGTTAGAATTGTGCGTAGTGTTGGTGCTCGGGTAAACCTTACCGGCATA
+ATTGATGACGATACCGATATTTTAATTGTTAATCATCAAAGCATGTTTGATATCTTCTCTCTTGAAGAGG
+TCGTAGGCTTGGATACGCGTTTTATCGGTAGAACAGGTATTATGGATAAATGGCCTGTTTCTCGAATTGT
+CGATAGGGTTGGTCATATTACCGTCGATCAAAAAGACAGCCGTGCCATCATCAAATTATTAAAAGACGTA
+AAAATTTGCAAAGGTAAAAAGGTTATCATCTTTCCTGAAGGAACACGCTCACAATCAGGACAAATTGAAC
+CTTTTGAAGCAGGTGCAAAATTACTGGTTGAAAAGCTTAAACTTAAAGCTCAACCCGTTGTTATTAAGAA
+CATCTTAGATGTTTATAACGAGTCTGATAAATCAGCGACTTCAGGTACCATAGAGATAGAAGCTTTACCT
+GCAGTCAGCATTACTGATAATTGGTACGAAGAGATACAACAACAAATGAACAAAACGTTTAGCCGATAGC
+TTACAGCACTGGCTAATGAGCTATCAGACCCGCTAATTGCGGCAATATGGCACACTGGGTAATTGTTTGT
+AACTGATAAAATATCGGCACCTTTTTAACTCGTTACAACAACGAGTTGTTATACCTAGCTTGGTGCTTCC
+CAATGAAAAAATCTCTCTTATTTACCGTCATACTCATGGCGTTTGATTGACCAATAGCTAGCTATTGGTC
+TTGAGGGAAGAAATTGAAAAACAGCCACTACTAGTTCTCACATCACACGCCCAAATTTCGAATTAAAAGT
+ATTGTTTTTTTTACTTTATTCTTAAATAACCCGTTAGACAGTAATTTTATTTTTTCTCTATGATCTTAGT
+TGTGCCTTTTTCTTTTTTTGGCTTTTCAACAATATGAAAGGCCGGTAATGAAACATGCCAATAGATAGCG
+GCTAGGCGTAGAGCCAATGCTGCAGAGATTGACACAATCATCGCATTGGTATCATTCCAATTTAATCCAT
+GCAATATAATAAATAAACTACCACCTAACATGGCCGCCAGCGCATAAATCTCTTCACGTAAAATCATCGG
+GATTACATTACATAAAACATCTCGAATCATTCCGCCGGCAATCCCCGTAATAGTACCTAATACCACAGCC
+ACCGGAATTGGTGCGCCCAAATATAATGCTTTTTGCGTGCCTAAAACCGCAAACAAAGCTAAACCTAGTG
+CATCAGCAATGAGCAAGAAACGCTTAGGGATCCGTTTTGGTTGTCTAATAAGCACTATGGTGAGTATTGC
+AGTCGCTAAAATAACATAGAGGTAGTAGGGTTTTTCCACCCAAAAGACGGGCGTTTGTAAAATAACATCT
+CGAATGGTACCGCCACCCACAGCAGTAACTGAAGCCAACACCACAACACCAAAAGGATCAAGTTGATAAC
+GCCCAGCCATAAGCGCCCCTGATAAGGCAAAAACAATGACGCCAAAAATATCTAAATAAAATAAAAAGTC
+GTTCATGTAAATACCAAATTAACTAAAGGGAGATTAGCTTGACGTGACTAACTGCCAGCATAGTGCTGAC
+AGCACGAGTAAAAATAAACTGCTATAGATAGTGAAATTAACTTTTCGGCTTGCGTTAATAATATCGCGTG
+GCTCTGGCTGTTTGCCAAGATCATTAAAGGCCGCCTTACGTAACTTTTCGCCTTGATACATAGCGACTCC
+GCCGAGTCTCACGGTAAGCGAAAAAGCATGTACCGCTATAAAAAAATTATTATTGAGTTTAAATAAGTGG
+CCTCGTGTTAAGCGCCAAAATAATAAACTGCCCTGCCCTACAGTACTTAGTAATATCAATAACGCCATTA
+ACCGGCTAGGCAACCATTGGATAAGCTGGATAAACAGCTGACTGTAAAAGCCAAAGTGCTTATATCGCCC
+TAATTTAGTATTCCAACAATAATGCATTTCTAACATTAGTCGGTAGCTCAGAGCCGCTAACGGACCAACG
+ATAATAAAGAGGAAGCTAACCACATAAATTTGCTGCAAACTGCGAAGCAAGTGCATTTCAATAGCTGCTT
+TACTTAAACCCACTGATGAGAGTTGATCTGTTTCTCGCAAGAGTAATGGCTTGAGAGTTTGCTTTGCCAG
+ATAGTTTTTTTTAGCAACTAAAGCTTGCGCAATACCTATGTTTACCTGCCCTAGATTAAGGCTGCCTAGG
+GCAAGATAAAGTAATAACCCTTGCCATAGGTAATCAACCGCAATAAAGTCAGCAAAGAGCCATAAAATAA
+TAACTATCGGTACCAAAGTGACTAACAGCGCTAATAAACCAGCGATGGTTTGATGTTGAGTACCATTTTT
+ACTGTTATTAACCTTATTACCTAACTGTAAGCAATAAAATTGGAAAAAACGTAGTGGCTCATGGGCAATG
+AAATGACTAACTAAGGACTTAATGATCAGCACTACCATGAGAATTAACACATGGTAAGTAAAAGGTGCTA
+ACTCGGTGAGTACTTTCATTAATTATCCCTTTTCAATTGCCAGCTTCTAGTTTAAGTAAAGTGCTTAGGC
+TGCGCTAAGTACTTTACCTTTAAGTTGTCCTAACATATTCAGTACTAGTTGCGATGAGTTAACCGCCGCT
+GTTTCTAAATACTCTTCAAAGGTATGCGGTGATTCTTTACCAGCAATATCAGAAAGTGAGCGAATAACAA
+CAAAAGGTGTTTTAAGCTGCAAACACGCTTGGGCTATTGCAGCACCTTCCATTTCAACTGCTGCCATAGT
+GGGGAAGTTAGCACGTGCTTTGGCGACATCTTCTTCTTTAGTCATGAAAGTGTCTCCTGTAGTGATCAAC
+CCTGTTACCGCTTTAATGTTTTCCCCAGCTGTTTGGCTTAATTGTTCAATGCCTTTTTTTGCTGCTGCCA
+CTAAATCATCATGTGGCATAAACGCCGCAGGATTGGCTGGTAATTGGCCAATTTCGTAACCAAAGGCAGT
+CAAATCAACATCGTGATAGCGAACTTCTGAGCTCACCACAATATCACCTACTTTTAAGCTCGCATCAAAA
+CCACCAGCAGAGCCAGTATTAACAACGTAATCTACTTGAAAACGGTCAATTAATATTGCTGTTGCTAGCG
+CCGCCGCAACTTTACCAATCCCTGATTGAACAATAACGACATCACTACCGTCTAATTGGCCTTGGTGAAA
+AGTGTAACCTGCATGTTCTGTGCTTTTAGCATCGGTTAATTTTTCTTTTAAAATGGCAACTTCTGGCTCC
+ATTGCGCCAATAATTCCTGCTTTCATGATCATTCCTAACTGTGTTTAATATAATTAAAATGTGTAAATAA
+TAACTGCTCATTTCATTTCACTATGGCAATTTGAAGCATTTTTTTATGCGTATTCCTGCAGGCCGAAGAA
+AATAAGGTTATCGATAAATTGAATGTTTTCTACCGCTAGAATATTTTCAGTTGTCTGTGCTAACAATAAC
+CTTGTTAACGCTTTACCATCACCACCTGTTAATATAATGCGATTAATATCACCTAATTGCTGTGCTTGCT
+CAATGGCTCGCTCAATCATGCCTAGCGTTGCTGCCCAACACGCGTTATTGACATTATCAGATGTGTTAGC
+ACCAAATGCTAAGCTAGGCATTGTCTTACTTTTTGCATGAACCAAGGTGCTATGGCTTAAAATACTAGTA
+AACAGTGCGTTAATACCAGCTAATATCCAACCACCTTGGTGTTGACCATTACTCGTCAATAAATCTACAG
+TGGTCGCAGTGCCTGCATCTATTATTAATACATTTTCCTGTGGGTAAAGATGTATAGTGCCTAATAGTGC
+GAGCCAGCGGTCTATACCTAAGGTTGTTGGTTCTTGATACGCTGAAATCAAGGTGTTTTTTTTCTGTTCA
+CTATGCACTTGTTTATAGCTGATTTTTTCTCTTGCACACCAAGTAGCAAGTTCATCGGTTAATGCCGACT
+TCGCCACATTGGCAACGATTAACTGGCTAGCTTGGTTGAAGTATTTTGTAAAATATTCTGCAGAAAACTC
+ACTATTGTTTAGCTGCGTAGTCGCTGATAGCTCACCGCTAATGAGCTGCACATATTTCGTTCGGCTATTG
+CCGATATCAATTAATAGGATCATTCGTCCATCCTAAGACTTACTTCACCACCGTAGACTGGTTTAACTTG
+CCCGTCGACCTCTAGCAGTAAAGCACCTTGGTTATTAACTCCTCGACATATGCCGTGAGTTACTCGTTCG
+CCGGTAATTAATTTTACCCGCTTATTTAAAAAAGCATCATGAGCATGCCACTCTTCTAACATCGGCACTA
+AACCCACTTGCTGATGTTGTTGTAATCGCTTTCGTAAACAACTGATTAATTGTGCACTGAGTCCATTTCT
+ATCGATTTTGACTTTACTGTGTGATTGTAGATCTGTCCATTTTTGTTCAATTAATTTACCTGCGTCCACT
+GGCATATGTAGATTTAAACCAATGCCAATAACACAATGACTAGGCTCTAATGCCTGCCCTTCAAGATCAA
+TTAAGATACCTGCGAGCTTGACGCCATCAAGATAAATATCATTAGGCCACTTCAACTGAACTTGTACGTT
+ACTATGGGCTTTTACTGCATCGCTGACCGCTAGTGCCGTTAGTAAACTTAATCCCATAGCCCCTGATAAT
+CCTTGTTCTAAGTACCAGTACATAGACAAGTATATTTGCGAGCCAAAAGGTGAAATCCACTGCCTACCAC
+GACGACCTCGACCAGCACTTTGATATTCAGCTAAACAAACCTGCCCTGATGTTACTTGATTAGGCAAACG
+CCTCATTAAATAATCATTAGTAGAGTCAATTAAGCTATGCACTTCAATCAATGGTAAGTCGCTTTGCTTT
+TCAGCTTGCGGGTTTTTTTCATCAGCCAATAGACTGATAATTTTGTCTTTCTCTAATAAGTACAGCGGCT
+GCGCCAGCTTGTAACCTTTACCGGTGACACTGTAAATATCTAAGCCAATTTCGGTTAATACTTTAATATG
+TTTAGCGATAGCAGTACGACTGATGCCTAATTGCTCACCGAGCAACTGTCCTGAAATAAATTGACCTGAG
+GCTAATGACTTAACTAAGTGCTCTTTAACTGTTTTAGTCATCACTACTACCTCTAATAGAATTACTATCT
+CCAATAACAGTGATATTTTCGATAGGATTTAAATCACTCAACGAAGAGAATGATCTCTCGCCTTTATGTG
+TAATCATGCGCACTTCAGGTATTAATGATACTGAGAATTTTTTTGCTACTTTCTGTTGAATATACTTAGC
+TAAACTAATAATTTCTGCCCCTAGTTCACTACCATAATTCACTAGAACTAAGGCTTGTTGTTGATGAACG
+CCAACGTCGCCATGGCGAAATCCTTTTAATCCCGCCTGATCAATTAACCAACCAGCGGCCAGTTTTATCT
+CACCGTTTTTCTGAGGGAAATGGGGGATTTTAGGGTATTGTTGCTGTAATTGAGCAAAATCTGCATCATT
+GACTATGGGGTTTTTAAAGAAACTACCTGCATTAGGTAACTCTTTAGGATCAGGTAACTTGCTACTGCGT
+AATGCAATGACTTGCGCCATCACTTGTTTAGCCGTGCTTTCTTTGGCAAGAGTATCTAGTCCCGCATAAG
+AAAGATTTGCTTGCCATGCTTTCGGAAAATTAAAGGTCACTTGAGTAATTAACCCTTTGTTATAACGTTC
+CTGCTTAAAAATGCTATCACGGTAGGCAAATCGACAAGCTTGTTTAGTGAGCGAGTGCAGTGTTTCACTG
+GCAAATTCATACCACTGTATTTCTTGACAAAAATCAGCAAATTCCACCCCGTAAGCGCCAATATTTTGCA
+CTGGCGCTGCACCAACGCTACCGGGAATCAGGGCTAAATTCTCTAAACCATAAATCCCCTGCTCTAGACA
+AAAACAGACAAGGTCATGCCAATTTTCTGCTGCGCCGACGGTAACAACAAAGTGATCATCTTGTTCAACA
+ATACTGATACCGTTAAATTTCGGTTGGATGATAATTGGTGCTTGAGCTTCTACAAACAGAGTATTACTAC
+CTTCGCCAAGAATATAAAAGTTGTCTGAGGTATTGCCAGCAGATAAATCAGGTAACTGCTGCAATTCTGC
+CAGGGAACTTGGGAAATAGATGCGTGAGCAACTCGCCTTAATATTAAAGCTGTTACTGCTTTTTAGGGAG
+TAATTTTGATTTGAGTGCATAGCCATGAAAATGAAAAATGAAAGAATCATTATTGTACTGAAAAATCTAC
+TTAACTCCAATTATTCACAACGATTAACCAAGATAAGGTAACAAAGAATTTCTTGCTACCTTATTTATAT
+GTATGACTCATTTTATTTATTACTAGTACTTTACTAGCACTTTATGAGTAATTTACTGTTCAAAGAGGCT
+AAATACGCACTAGAACATCATTAAGGGCTAAACGAGATTTTGGTAACTTGGCGTTGAAATCGTCTTCTGG
+GTGATGATAACCAATAGCCAATGCTACATCACATTGATAACCATCAAGCTCTTCGCTAAACTCTTTATTC
+ACCAACTCAATATCAATACCTTCCATTGGTGTGGAATCAATTTGTAGTCGAGCAAGTATATGAAGAGTAT
+TACCTAAGGCTAAGTAAGTTTGTGCTTTGGTCCAAGTACTGGTATCACCAGATTCGCTAGTATTTAGCTC
+CGCAAATGAATAAACAGCAAAAGCTGCTTCTCGTTTTTCAGCAAGTGTGCGTTTGTCTTCAATACCTTTG
+TCAACTACCTTGGCATAGTCCTCACGTGTATATTTTGGATTATGAGCAAAAAGTATCACCTGCGAGCTAT
+CAAAAACATGTTTCTTATTATACTCATGCATATTGGCAAAGGTATTATTCAAGCGCTGCTTGGCGGCATC
+ACTTTCAAGTACGATAAACTTCCATGGCTGGGAATTGATAGACGAAGCTGAAAGACGCATTGCTTCATAT
+AGGACATCTAAATCTGTTTGGGGAATTTTTCTCGTTGCGTCGTATTTTTTTACCGTATGGCGGCTAGCAA
+GATCTTCGATAATAGGGTGAGTCATAATGATTCCATCAAGAAAAGTAATATCAACATAAGGTAGTAGCTA
+TGACGTTGATATTCAATGTCGCTAAGGTGTTTTTTTACTTAACATTACCTTAGCGACTATATGGCTTCGT
+TTGAAGACTATTTATTTACGTCAACCACGACACGACCAGTAACGTTGCCATCAAGTAACTTACCTGCCAC
+GTCGATAGACTCTTCTAAACTAATCACTTCTGCTATCGATTCCATTTCCGTTGCTGGTAAAATTTCCGAT
+AGTTTTTTCCATGCTGCTATTCTATCTGCTCTAGGGCGCATAACACTATCAACACCTAATAAAGAAACTC
+CTCTTAAAATAAAGGGAGCCACTGAGGCAGGTAAGTCCATGCCTTGTGCCAAACCACAAGCCGCAACAGC
+GCCACCATATTGGATGCTTGCGCAAACATTGGCGAGAGTATGACTGCCAATAGAATCAACCGCGCCAGCC
+CATTTTTCTTTCATTAACGGTTTACCTGGCGCTGATAATTCATTTCTATCGATAATCTCAGTCGCACCTA
+AGTCATATAGATAATCATGTTGATCACTACTACCTGTCGAGGCAACAACTGAGTAACCCATTAAGGAAAG
+CAGTTTCACCGCAAAACTACCAACACCACCAGTGGCGCCCGTAACGAGAATTTTACCACTTTGGGGAGTA
+ATACCGTTTTTTTCTAATGCCAGAATACACAACATAGCGGTATAACCTGCGGTACCAATTGACATAGCCT
+GCAGCGGTGAAATAGCTGCAGGTAAAGGAATGAGCCAGTCACTATTTACTTTCGCTTTTTGTGATAAACC
+ACCCATATGCTTTTCACCAACTCCAAAGCCGTTCAGTAACACTTTATCACCAACTTTGAATTCATCACTT
+TCACTGTGTTCGACAATGCCACTGAAATCTATCCCTGGTATCATAGGAAAACTTCTTATTACGGGAGCTT
+TCCCAGTTATTGCTAAGGCATCTTTATAATTAAGCGTGCTATAGAGGACTTTCACTAGGACATTACCTTG
+GGATAAGGTTTCCTCAGGTAATTCAGTGATCGATGTCTTGTAACCGTTTTCATCTTTATTTACCAGTAAA
+CATTTAAACATATGAACCTCCAATATAGACTGATCGTCTATTAATTAATAAAATATTATTTTTTTAACAA
+CTGTAAGAAATGATTGATAAAAATATCAATCGGCTTAGTTGTTTGAACCAACTTGCAACGGCTTACCGCA
+CCTTCCCAACCAATCCAAAAAAACTCTGCTAACAAGTGATGTTCTTCTTGTTCAGCATCAGGGCAAAGCA
+CATTGAGGTGATCAAAGATTTTATTTTGCCAGCCCTGCATCACCATCACTAACTTATCTCGGTGGCTCTC
+AGGTAAAACAGCAATTTCTTGTTCTAAGTTGCCCACTAAACAGCCACGATTAAAATTATAGCGTTCGATA
+CCTGCTTTAGCATCATCAACAAAACTTATTAACCTTTGTTCAGGCGCTAACTGGTCATTTTTTAAGTGCG
+AATCAAGTTTACGACCGAAGTAGTTGTCGTAATAGTCAATTACCGCTAAACCAAAAACTTCTTTATTAGC
+AAAGTAATAATAGAAAGATCCCTTAGGTACCGACACTTTTTTTAATATCTGATCTAAACCCGATGAAGCA
+AAACCAAATTGCGTGAAGTGTTCAACGCCACTACTGATTAGTTCAGTTTTGGTATTAGTGGTATCTCGGC
+CAGACTTTGCAGGTCTGCCTCTTCGTTTTTTAATAGTATCTAATTGCATAAACCAATATTAGACCGATCG
+TCTATTTAAATGCAAGTATTAAATTGTCTAAAGAATGAACAATAAAATAAATACAACAACAACTAACATG
+GTCAAATAAACTATTTTCATGGTCAATTTAACTAAAAAGTTAAAACAAAATCTTCTGCTTGATTTTCATG
+CAATCCAAATAAAATAATATATTCATTAATTATCAACAAGTTAAAACATTATTAATCTTTGGCACAGCAC
+TTGTAATAGCTATTGCATACCAGACGATGTTTAACATCCAAATAGAAAACTAACACTACAACGTAACCAA
+CAAATACAAAGAGAAGAAGGAATTTATTATGAGCACATTTAACATGACTAAAAAAACTAGCAGCAAAATT
+AAAGATGTAAGCCTTGCACTAGTACTTATCGGATCTTTAATGGGCGCCACGCTAAGCACTAGCGTTAATG
+CCGCACCTTTACCTGATGTTGAAAAAGCCGTAAGCGACTTTATTGTTGCCCAGGGAGAAAAAATGATTAC
+TGAATTAAATACACAATTACAGCAATCTATAGAGAACGAAATTGAAGAATTTTCAGCCAACTTTTCATTT
+GATAATACGTCAACTTGGTTAGCAATAGAGCAAGAATACAAGCAAGCTACACCAGCAGTTAACGATGATA
+GCAAAGTAGCTAATTAAGTGACCAGCAGAGCTTTAAACCAACTTAATAACATGTAATCAAATTGCATGTT
+ATTAAATTTAAAAACTAAATAGTTAAACTAAATATCAAAAATAAGCAGGAGAAAATTATGGGATTATTCA
+GCCGTTTTACCGACATTGTTAATGCAAATTTAAACAGCATGTTAGACAAAGCCGAGCATCCAGAAAAAAT
+GATTCGCATGATCATTGGCGAAATGGAAGAAACATTAGTTGAAGTGCGTTCAACAGCAGCCAAAAATATT
+GCTGAACAAAAGACCTTGGCAAGAAAAGTTAAAACGACTCAGGAAGGCGTTGCTCATTGGCATGACAAAG
+CAGAGATTGCGTTAAATAAAGGTAGAGAAGATTTAGCAAAATCAGCCCTTGCGCAAAAACATAAATGCCA
+AGCTGAATTAACTCAGCTAAATGAAGAAAATGTACAATTAACTGACTTGTTGAGCGCCATTCAAGAAGAT
+GCGCAACGCTTGCAAGATAAGCTTAGTGAAGCCAAACGTCGTCAAGATGCATTAAGACTTCGTCAAGAAT
+CCGCTGAAGTGAGATTAAAGGTGCGAGAAAAAGCTGTGATTCATAATATTGATGAAGCAATGGCCAAATT
+TGAACGTTACCAACAAAAAATTGATCATCTTGAAGCGCAAGTTGAATCTTATGATTTAACAGAGAATAAA
+GATTTATCAACACAGATATCTGACCTTGAACAAGACGATAACATTGAAGCGGAATTAGCTGAAATGAAAA
+AGAAAGTTGTTAACGGTTAATGATTGAATATAGCAACTCCCTCGTTTAGACGAGGGCAGTCATTTTATAT
+AAGTAATAGTGTAAACGTTAGATTGTAAAACTAAGGAGTTCCCATGAAATATGACAGAGAATATTCAAGT
+ATAAAAAATGTTCGCCAGACATTATGTAAAGACGTAGCAAATAAAAAATTGACTGGTGTCTGTGCAGGTA
+TTGCCAAATATTATGACTTCCCTCGATTAGCTGTGCGCATCGTCGCTATTGCCGTACTGATTATGTTACC
+CGTAGCCACGGGCGTTGCGTATGTCGTAGCAAGTATGTTGTTACCTAACAGTAAATATTACTAATTTAGA
+ACTAATCTAAATACTTTTCATCTCTATAAAAGTGAGGAAACTATGAGCTTCTTTAAATCCTTAATACTGG
+CAATTATCGCGACTATCTTCTTAACCTATGTTTTTGGTGTTGGCATGCTGGAGTTAATGGACTTGCATGT
+GATGATGGACGGTGAAGCCGTTGAACCACTGAAAGCTATAGGAGTTTCAGCTTTAGTGGTTGTGGTATTA
+GTTGTGGCCGCACTAGGAATTGTATTAAGTGTTTTTGGTGGCATGATATTTATTGGCTTGGTTATCTTTG
+GAAGCATTGCCATGGTGACTGTCGGCATATTTTGGCCAATTCTATTAATGGCTGTCGTTATCTGGCTTTT
+TACTCGAAATAACAGTAGTCGAAATAAAAACACTAAGCAATATGCTTAGTGTTTAGTGAGAGCAGTAATA
+ATCTAGCAAGCTAGATTTAAATAATATCGCTCAATTTTATTTGAAAAATTTAGCTAGAATGTTTTTACAT
+TCTTCTGATTTAACTAAATGAGAAAACGCTTGGCTTTCTTCACTAATAACCTGGCTCAATGCTAATTTAT
+TCGCTTGACGTATTAACCGTCGACTAGTCATTACTGACTCAACAGGCAAGTTGGAAATGGCTTGGGCAAC
+ATCGGATGTAAGTGCTAAGAGTTCATCGGGCTGACAAGTTTGGTTAGTTATGCCATAACTCAATGCTTGC
+TCTGCGTTAAACGTCTGTCCAAGCACCATTAATTCAAAAGCTTTATTTGGACCGACTTTTTGAGTTAATA
+ACAAACTAGATCCTGCTTCTGGACATAAACCTAGCTGGGTAAAAGGCAATTTAAATTTACTATTATTAGC
+CGCTATGACCATATCACAATGCAATAATAACGTAGTGCCAATACCCACAGCAACGCCAGCAACACCAGCA
+ACAAGAGGTTTAGTAAATTCTGACAGAACTTTAACAAAGGCAAGGGCCGCTAATTCGTCATCAGCGGAAC
+ATTGAATAAAATCATGCAAGTCATTACCAGCGCAAAAACACTGTTCATTTCCTTGAATAACTACGCAATG
+AATACTTGATGTTTGCTCTGCATAAGCGAAATACTGACAGAGCTGTTTATACATATCGTTAGTTAATGCA
+TTTTTTTTATCAATACGATTCAAGGTAATGGTAAAAACACCTTGGTTTTCTGTCGTTAAAATCAAATTAT
+CCATTTTCCACCAGTTTAGTTACATAGGTTTATCAATACGGTATAGTCAAACTCTAATACTTGTTATCAG
+GGATGTATAGTTACAATGAGAAATATTCACTATAGAAAAGTCAGTATTTTGTTCGCTTTATTGCTTGGAA
+TGATAACTAATGTCTACGCAACAAGTTCGATTACAGTGACCGATGGATATATTAAAGCAAGTATACCTGG
+CACTGACATTACCGCCGCTTATATGACAATAAATAATACTAGTGATGAAGCGATAACGTTACAAAAGGTC
+AGCAGTACAATCTCTGATCGCATTGAAATTCATGAACACAGCATGGCTGACGGTATGATGCGAATGCGTG
+AAGTGGGTGAAATCACTATCAAGGCTAACAGCAAAGTTGTGCTTCAACCATCAGGATTACACCTCATGAT
+TTTTTCACTAAAACAGCCTATGAAAGAAAAAAGTGTTATTCCATTAACATTAAAGTTCTCAAATAAAACA
+AACATTAAAATTCAATTACCTGTTCGTAAATATAAATAGTACAATACCAACAACCTCATCCTTGGAGTGG
+ATATGAAAACAATGTTTTCTACAAAATCAATTGTCTGGGCCTTTACTGGCATATTTTTTCTTCTATATGG
+CATTGGTGTTTATTGGAGCACTGCTCCTATGTCCATCAACATTCATGCTGAAGTAACACAAGCAGCTAAA
+GCTGAAAATGTCGCCCCTGTTGTTGGCTATACCACTACCACTGCTTTGATAAAAGTCAGTGAAGCACTGC
+TAAATAAGCCTGGTGGTTATTTATCAAATGACATTATGCCACCTTCTCTCTTTTTAGATAATATGCCTGC
+TTGGGAGTTCGGTGTATTAGAAATGGTTCGTGATATAGCATTAGTGATGCGTAAAGACTTTAGTCGTTCT
+CAATCACAATCCCTTGTTAATAAGCATCTACTCGAAGCGCAACCACGTTTTAATATCGACAGTGAAAGTT
+GGGCAGTACCGAGTGCAGAATCTGAATATGGAGAAGCTATTAAGCAACTTTATGCCTATCGTTCGGCATT
+GGTTAGCACTAATGGTAATAAAGCTCAGTTTTATGCTCGTGCCGATAACCTACGTGCCTATATTGAAGAA
+GTTCAAAAGCGTTTAGGTGGTTACTCTCACCGCTTAAGCTTGAGCGTAGGTCGTGAACAGGTAAATACTG
+ATTTAGCTGGTGATAAACCCGCAGAGCAATCAAGCCAAGGTGACTCTCATTTGCAACTGCAAACAAGTTG
+GTGGCAAATAGATGATGTATTCTATGAAGCTAGAGGTGCTACTTGGGCATTACTGCAATTACTTAGAGCC
+ATTGAAATAGATTTTAATAGCGTGTTAGAAAACAAAAATGCCAAAATTAGCTTACAGCAAATTATTCGCG
+AGCTAGAGGCAAGCCAAGAATCAGTATGGAGCCCAATGATTTTAAACGGTAGTGGCTTTGGTCTTCTTGC
+CAATCACTCACTGGTAATGGCTAACTATATTTCTCGCGCAAATGCAGCATTAATCGATTTAAATGAACTT
+TTAACCAAAGGATAATGACATGAAAAAGACTTTACTCGCTGGCAGCTTAGCGGCACTAATGTGTGGCACT
+GCCCAAGCCGATACTCTATTAGGTTTATATATCGGCGGCCAAATCTGGTCTAACGAAGCCAGCGGTAGCT
+TTGGTGAAGGAGCTGATAATCAATCAGTTTTTGAATTTGATGATGAAAACCAAGGCAGCTTCTATGTCGC
+TTTTGAGCACCCAATTCCATTAATTCCTAACATTAAAATAGCATCAACAGCCCTTGATACGGTTGGCGGT
+ACTACGTTAAACGACAGCTTTAAGTTTGATGGCATTACTTATAATACTAACTCAACATTAGATACTACGT
+TAGATGCCAGCTTCGTTGATTACACCCTTTATTATGAAGTATTTGACAACGATTTGTTAACCTTTGATTT
+TGGTTTAACTGCGCGTGATTTAGACGCTACTATTCAAGTCATAGAACCTGCAACCCAGTTACAAAGTGAT
+TTAGATGTCTCTGGTATTATCCCAATGTTTTATCTATCAACTATTGTTGGTCTGCCTTTTACCGGTTTAA
+ACGTTTTCGCCGAAGCTAACTTTATTAGCTATGACGATCAAACTGTTTATGATGCACAAATTGGCGTGAG
+CTATGCAATTTTAGATAATCTTGCAGTCGATTTTGACGTAACACTTGGTTACCGCACAGTGAAAATGGAA
+TTAGATGATTTAGATGATTTCTATAGTGATTTAACTTACGACGGTTTCTTTGCCGGTGCTGTTGTTCATT
+TTTAGCCCCTAGCCATTTGGCATGATAGATAAACATAAAATAAAAGCCGTTGATATTTAAAATATCAACG
+GCTTTTTTATATCCAAATAAATTTAGTCCTTATTTATTAAGGTGAGAAAAGCGTCCATAACGCTGGTGTA
+AAATACCGACCCGCTCTACATACACTTGGGTTTCTTTATAGGGCGGAATACCTCCGTGACGTTTAACTGC
+GCCTTCCCCTGCATTATAAGCTGCTGAAGCTAATTTATTATCACCCTTATATTTTCTGAGTAGGCGTGCT
+AAATGTTTAACGCCTCCCTTAATATTCTGCTGGGCACTTAACGAATTCCGTACGCCAAGCTCTTTCGCTG
+TTGCAGGCATTAACTGCATCAAACCTTGCGCGCCCTGCTTCGACACAGCTTGGGGATTAAAATGAGACTC
+TGCGTGAATAACCGCTCGAACAAAAGCAGGGTCAATATCATATTTCAACGCAGCTTTATTTATATCATTC
+TTATAAGGCTGTAAATAAAGGGTTGCTTTACGCCAGTCAATTAATGAATCAACTTCGCAGGCATAACAAT
+CAAATCGATAACGACTAAAATCAACATCAAGTGGTTCGATATCAGAGAAAGACGTTACCCCTGAGGTTGA
+TTTATAGGTGTAAATATTTGCTGTTTTTTTTTCAAAAGCGTAACTGACGATTACAGACGTAGCTAAAATT
+AGGAACAAACCTAAGCGGCAACATTGAAATTGTTCCCTTGAAAATCGTCTCATCTACCCTCCTTATTCAA
+TACACTTAACATAGACTAAAATCCTTTCATAATTCTATATTCCATTTTGGAATAAAAAATCGCTATCTAT
+TCCTTTTGATCTGAATGAAATTTGTCTATTCTTCATCCATCAATTGTCATGGGTGAAAATAGTTATGTTG
+CCAGAGCAGCGCTTATTAAATCAAAATACATCAAATTCAGCAAACAATAGTAGTGCCTTAGATGCAAATC
+AATTAGCTTCACTACAACAAACCGTTGCTGATTATTCATCACTACAACTTGCTTGGGCAAGCGGTTATCT
+AGCAGCGAAAAGCGAACAAGGCCATAATGCCCTAATCGCACCGGCTGCGCCAGCTATTGCTGCCAAGACT
+TTAACTATTTTATATGCCTCGCAAACAGGTAATGCTAAAGGTGTTGCCAGCAAACTTGAGAAAAGCGCAA
+AAGCAGCAGGCATTAATGTTGTACTTAAAAACATTGCTGACTATAAAGCCAAAGGCTTAAAAAATGAAAG
+TCACCTGTTAATAGTAGCCAGTACTAATGGTGAAGGCGAAGCACCAGATGATGCCATTGAGTTTCATGAA
+TATTTATTAGGTAAAAAAGCACCTAAATTACCTAACCTTAGCTATAGCGTTTTAGCTTTAGGTGACAGCA
+GCTATGAATTTTTCTGTCAAACAGGTAAAGATTTTGACGAGCGTTTAAAAGCATTAGGCGCAAAACAAGT
+CACCCCTCGCCTTGACTGTGATGTTGATTACGACAGCGAATGTGAAAGTTGGACCTTAAGTATTGTTGAA
+TCTTTGAAAGATGAGCTTACCCAAGCATCTTCAGGTTCTGCAAATGTTGTTGATTTACCAACAGCAGGTG
+CTGAAAGTCAGTATTCAAAGCAAAACCCGTTTGAAGCTGAATTTTCTTTAAGTCAAAAGATTACTGGTCG
+AGATTCTGCTAAAGATGTTCGCCATATTGAAATTGACTTAGGTGAATCAGGTTTAACTTACCAAGTAGGT
+GATGCCTTAGGTGTTTGGTTTGAAAACGACGCTGATTTAGTGGCTGATTTAATTGCTACCTTAAGCCTTA
+CTGGCGAAGAAAAAATCAAGTTAAAAGTAAATGGCGCAAATCAGGTTTTCACACTAACAGATGCCTTAAC
+TACCCAGTTAGAAATTACACAAACAGCACCAGCATTTGTTGAGTTTTGGGCAAAAATTTCTGGTGATAAA
+GCACTGACTGAAATAGCTGCTGATAAAAACACAGCTAGAGAATACGCTGGTGAGCACCAAATTATCGATG
+TGGTAAAAGCAGCAAAAACTGAAATTGATCCTCAATTCTTTGTTGAAGCACTTCGTAAAATAACCCCACG
+CTTGTATTCAATTGCATCAGCACAAGCTGAAGTTGAAGAAGAAGTTCACTTAACCGTTGGTTTAGTAAGT
+TTTGATGCAAATGGCGAACCACGCACTGGTGGCGCTTCAAGCTTCTTAGCAAACCGCTTAGAAGAAGGTC
+AAAAAGTACGTGTTTTTGTTGAACACAATGACAATTTCCGTTTACCTCAATCGGATGATACTCCTGTCAT
+TATGATTGGACCAGGTACCGGTGTTGCACCATTTAGAGCTTTCATGCAAGAACGTGAAGCGCGTGATGCC
+AACGGCGATAACTGGATGTTGTTTGGAGATCAAACTTTCACTCAAGACTTCTTATATCAAGTGGAATGGC
+AAAATTATTTAAAATCCGGTTTGTTAACACGCATGGACGTAGCGTTTTCTCGCGACCAAGCTGAGAAAGT
+TTATGTGCAAGACCGATTAAAAGAACAAGCAAGTGATGTTTTTGCTTGGTTAGAACGTGGCGCACACCTA
+TATATTTGTGGTGATGCTAACCGTATGGCCAAAGATGTTCATCAAACCTTGGTAGAAATTATCCAAGAGC
+ACGGTAAATTAAGTGCAGAACAAGCAGAAGACTATTTAAAATCACTTAGATCTAATAAGCGTTACCAGAA
+GGATGTTTACTAATGAGCAACAATTTCACAAAAGTTGAAAACCCTGTATTGATTGTTGAAGGTAAACAGG
+CCGACAATGAACGCTTAAAAGCTGAAAGCGATTATCTTCGTGGTACGATTAAAGACGATCTGCAAGACAG
+AATGACAGGTGGTTTCACCAGCGATAACTTCCAGTTGATTCGTACTCACGGTATGTATCAACAGGACGAC
+CGCGATATTCGTGCAGAACGTCAAAAACAAAAACTCGAACCATTGCATAACGTTATGCTTCGAGCGCGTT
+TACCTGGTGGTATTATCAACCCAACACAATGGTTGGCTATTGATAAATTCGCTGATGATTATACCTCTTA
+CGGCAGTATTCGCTTAACTACACGTCAAACGTTTCAGTTTCATGGTGTACTAAAGCCAAATATTAAATTA
+ATGCACCAAACACTAAACAGTGTTGGCCTCGATTCTATTGCAACTGCCGGTGACGTTAACCGTAACGTAC
+TGTGTACTTCTAATCCGGTTGAATCCGCACTGCATCAAGAAGCTTACGAATGGGCAACCAAGATCAGTGA
+GCATTTATTACCAAAAACGCGTGCCTATGCTGAAATTTGGTTAGATGAAGAGAAAGTAGAAACTACTGAA
+GCAGATGAAATTGAACCTATTTTAGGTAGTAATTATTTACCACGTAAGTTTAAAACAACCGTAGTAATTC
+CACCAAATAACGACATTGATGTACATGCCAATGATTTAAACTTTGTTGCTATTAGCGAAGGTGGTGAGTT
+AATTGGTTTTAACGTACTTGTTGGTGGTGGCTTAGCCATGACTCATGGTGATAAAGCAACTTACCCTCGT
+TGTGCTGATGACTTTGGTTTTATACCAAAAGAACATACATTAGCAATTGCCGCAGCGGTTGTTACTACTC
+AACGTGATTGGGGAAACCGTGTTAACCGTAAAAACGCTAAAACTAAATATACGTTAGATAGAGTTGGTGT
+TGATACGTTTAAAGCTGAAGTTGAACGCAGAGCAGGTATTAAGTTCTCTGAATCTCGTTCATATGAATTT
+ACTCACCGTGGCGATAGCTTTGGTTGGGTTGAAGGTATTGATGGTAAAAACCACCTGACCTTATTCATTG
+AAAATGGTCGTATCCTTGATTTCAACGGTGCTAATTCTGATAGTAAAGCGTTAAAAACAGGTATGCGTGA
+AATCGCCAAAATACATAAAGGTGATTTCCGTTTAACTGCCAACCAAAACTTAATTGTTGCTGGTGTTTCA
+GCAGAAGATAAAACGATTATTGAACAACTTGCTCGTGAGCACGGTTTAATCAATGACGGTGTTTCTAACC
+AGCGTAAGAGTTCAATGGCCTGTGTTGCCTTTCCTACTTGTCCATTAGCCATGGCTGAAGCCGAGCGTTA
+CTTACCTGGCTTAGTCGATGATGTTGAAGCTATTCTTGAAAAGAATGGCCTAAAAGATGACAGTATTATT
+TTACGTGTTACTGGCTGTCCAAATGGTTGTGGCCGTGCAATGCTTGCTGAAATTGGTTTAGTCGGTAAAG
+GTCCTGGTAAGTACAATATGTACTTAGGTAGTGATTTAGCCGGTAGTCGTGTACCAAAATTATACAAAGA
+AAATGTTGATGAAGCTGGCGTATTGAGTGAAATTGATGCGTTAAGTGCTCGTTGGTCTGCAGAACGTAAT
+GACGGTGAAGCATTTGGTGATTTTGTTATTCGTGCAGGTATCGTTGAACAAGTTATTGTGAGCTTTAGGG
+ATTTTCACCATGCTTAATACCACAACAGGTATTGCCGATAAAGAGCTTACCAGCCCTTTTGAAGTAACCT
+TTCCTCATCCTGCTATAGGAGAGTGGAATCAATCTTTGGAAAAACAAACAGCGATTGCTCGTGCAGAGTG
+GGCAATGGAAAACTTGCCAGGTCAGTTTGTTTTATCTTCAAGCTTTGGTATTCAATCTGCGGTGATGTTG
+CATTTACTTACCCAAGTAGATAGCAATATTCCGGTATTGATAACGGATACAGGACATTTATTTCCTGAAA
+CCTATCGATTCATTGAGCAGTTGACTGATCGTTTGAACTTGAACTTACAAGTCTATCAAGCAAAAGAAAG
+TGCCGCATGGCAACAAGCCAAGTACGGTGATGAATGGGCGCAAAGTGATGATGCACTTAAAGCCTATAAT
+CGCCGTAATAAAGTTGAACCGCTAGAGCGCGGGTTATCTGACTTAAATGCTAATACTTGGTTTTCTGGTG
+TTCGTCGTCAACAATCAGCTCACCGAGAAGGTTTGTCTGTTGTGGGTACACTGCGTGGTCGTTATAAAGT
+ACATCCAATAATTGATTGGAGTAATAAAGACGTACATGAGTACTTAACTAAGCACAACTTACCATACCAT
+CCCCTTTGGGATGAAGGTTATGTATCGGTTGGTGATGTACATAGCACAAAACCATTAACATTGGGTATGA
+GTGAAAGTGATACTCGCTTCGGCGGCGGTCAACGTGAATGTGGTTTGCATACTGATGGTGATGGTATTTA
+ATTTTTACTCACATCTAGTAAATAATTAGATCAACAAAAAAAGCTAAAAGAGAAAACTCTTTTAGCTTTT
+TTTATGTCTGTTAATCCATGACTAGATTCAAAATAGACATTAACTACAGCAGCTAACTTTATATTTCTGT
+TGATTAGTTGATAGGCTTGGATCTTTATTTATCTGCTTGACGTCGCGGTGGCGACCACACCCAAGGGGCG
+ACGTACCGCCGCGCCTCCCCTTGGAACCCCTGCGACGCCCTACTCAGCAGAACATTCAATCCCCAACTAG
+CGTAAACCTCGATTCCTGCCGATTTATCATCCCTGAACAACGGCAGCCCTCGACGTCCTGTCTCGGGTCG
+AGGTCTACCTTTGCTAGTCGATGATTGAATTGCTGAGATGGGATTTGGAGTACTTGGCACAGCCACGGAA
+CCTAGCAGGTGTCATCCCCGTGGTTACTTAGTCGGGGATCTAGCTCTTAGTGACATGGATTCCGTACAAG
+ACACTTACGGAATGACGAACCTTAAAAATAGAGCAGTTCCCCGATCAACAAGCACCAATTCTGCTTGAAC
+AAACGCTGAGATGAATGAAAGTGTTCACGTATGTTCATCATGGATGATGAACAAAGCGATGTCGGCACAT
+GGATGTGCCATCAGCGCTGTTACGTCGATAACACTTGAGTGAATTGAAGAAGTAGTTTGTTAGCAGCGCC
+ATGGGGTTCCAAGGGGCTTTTGGCGTGTAACGCCCCTTGGGTGTCGTCGCCACCGCGACAAATTACTTTA
+ATTTACTCTGACCCAATTTATTTACGAATTTTAAAGTCTAATTGTACCGTGGCGTATTTTTCAACAGGTT
+TTCCATCTTCAAATTTAGGTGCGTAACGCCAATTATTTAGTGCTGCTAAAGCGGTCCTCTCAAATTGTTT
+CCCACCTATAGATTCTAATACTTTTGTATCTAACACCGTTCCAAAATCAGAAATAGTAAAACCTATTATT
+ACATAACCCGATTTTCCTCTGCGAGCATAATCAACAGGGTATATAGGCTCAACTCTAAATAAAGGTATTG
+GCTCTTGACTGTCATCCCATGGTGTCATTGAGCCAATGGCAATACAATGGTTGGTAGCTTCATCACTTTT
+ACCACTTTTCTCTAGCGCATTGATTAAAAATGCATGTGTATTTAGCTCTAAAGGATGAGTTGCTCCTTCC
+AGCGCTTTAAATACTGGTAAGTTGCTTTCGAAGTAATCAACCGATTTACTATATTTTCTTCGAGTTAAGT
+AGTATTTCCCCGCATAAAAATTAGACTCGATAACTCGTTTATCATTTGAAGATAGCTTATCTTTAAAAAA
+CTCTTGTGCGGTTAGAATAGCGTTACTTTTACTAGAGCCTAGGCGAAGTAGTGCTATACCGGCTTCTAAT
+TGAATTTGAGCATTGATAAATGGGTGCTCTGCTGCATGCTCTGCTGCATGCTCTTCAGCAATGCTTAATG
+CTTTTAGATGATAATTAATAGACTTCTTTCTTTGATCGTAATTTAGAGATAGACCTAAGAGGATATATAT
+TTCAGCAAGATCTATTGCACTATCCCCATATTCAACTTTGAAAGCATTCAAAGTATTAAGAAGTAATGAC
+GTTGCTTGCTCTTTTTGATTTTTATCAAGATGCAGTCGGGCTAATATTAGCGCTAAGTTTGCGGTGTTGA
+TATTTGCAGTACCATAGAACTTACTGCCTAATTGATAAGCTTCAGTGGCATATTTAAATTGGGAGTCTGC
+ATCATTATTCTTTACCGCCCCCTGATATGAAAAGTAGGCAGTTTTAAACTGGCTATTCAAGGTTACTTCT
+TGTTTAGCCCTTGCGCTGAAGGATACTGTTATAAGTATTGCTAAAGATAAACCTACCCATGTTGCATTCA
+TTTTAATCCCTTAATTACTAATTTTATTATTTTAAAGTTCGCTTAGGCTTTTTAACATACTTTCACATTT
+AAAAAATAATATGATCAGTTTAGATGTCAATGGGCTCAGAGCGCTTGAAGTAGAACTTTCAGCCGTGATT
+TTGAGTTATTCACCATTAAGCTCGTTCTATTGAAAAACTCTGTACTTCACTTATTGTTTTAATATCAAGC
+GCTAACATCACCAACCTATCAATTCCCAAAGCGACTCCTGAACACTGTGGTAATCCATGATTTAATGCCG
+CAATGAAGTTTTCATCAATAGGCTTAACAGCTAATCCTTGAGCAGCTCTCTTTGCATTATCTTCTTCAAA
+TCTAACTTGCTGTTCATTAGCATCAGTTAATTCATTAAACCCATTAACCAGCTCTATGCCTTTGAAGTAA
+CATTCAAATCGTTGTGCAACACGAAGATCATCAATTGATTTTTTTGCTAGTGATGCTTGCGCTATTGGAA
+AATCATAGATAAATTGCGGCGCATCAATACCTATGGTTGGTTCAATGATTTCAGTGAAGATAAATTGAAG
+CAGCAAATCGGCATCATTCATTTCAACTAGCCAATCAGCAGATTTACCATACTTATTTAATACCTCAGTA
+AGCTCATCAAAAGTGGCGGTTAGTGGATCTACAGAAACTGTTTTAAGGAATATATCTTGATAGCTAGTAA
+ATATCGCCTTATCACCACCTAAAACGACTTGCAGTAAGTCTGCGACCTCTGACATCAAATCAAACTGATC
+AAAGCCAATACGGTACCATTCAAGCATGGTGAACTCGGGATTATGATTCTTACCTGACTCTTCATGACGA
+AACGCCTTCGCTATTTGAAAAATACAGCCATATCCAGAAGCAAGTAACCGCTTCATATGAAACTCTGGCG
+AGGTTTGTAAAAATAACTCGGTCGAATGACCTACTGGACTATCAGCTAAAAAATCATACTTACAGGAGAG
+TGCATTTAAATAGACATCGGTCACTGTGCCTTGAGATAAAGAAGGTGTCTCCACTTCAACGACATTGCGT
+TCAGCAAAGAACTGTCTAATTTGTTGTAATATTTTTGCTCTTTTTTGAGCGTTTTGCCAAGTTAGTGTGC
+TTTGCCAAGTCATGTGAATACCGTTAATAGATTAGGACGTTGCATAGACAATAGATTCCCGACAAGAAAC
+TTCGGGAATGACGACTGTTGCCATTGTAGATAAAGCCAACAGATTTACTAGATCTTTAATTAATAAATGG
+TTTTTTACTTTCTCTTAAGATCAAAAAAGGCCGCGTTAGCGACCTTCTTTATTCGATATTATTTCTAATA
+TGGATTGATAAATTAATTTAATGCTAGATGAAGTGTTTGCAAAGCAGAAGCACGGAATTGACGTGAGTCA
+ATGAGTACTTCCAATGCAGCTAACACAAGTTCTAGCGAAAATTAGTTATCAATTAAGCCATAATCTTAGA
+AACAACACCAGCACCAACAGTACGACCACCTTCACGGATTGCGAAGCGTAAACCTTCGTCCATCGCTACT
+GGGTTGATTAGCTCAACAACAAACTTAAGGTTGTCACCAGGCATTACCATTTCAACACCTTCAGGAAGCT
+CTACAGCACCTGTGATATCTGTTGTACGGAAGTAAAACTGTGGACGGTATCCTTTAAAGAATGGAGTATG
+ACGACCACCTTCATCTTTAGAAAGAACATAAACTTCTGATTCGAATTTAGTGTGAGGTAAGATTGAACCT
+GGAGCACAAAGTACTTGACCACGTTCAACATCTTCACGCTTAAGACCACGTAGAAGAACACCACAGTTCT
+CGCCAGCACGACCTTCGTCAAGAAGCTTACGGAACATTTCAACACCTGTACAAGTTGATTTTTGTGTATC
+ACGGATACCAACAACTTCTACTTCTTCACCAATTTTGATGATACCACGTTCAACACGACCTGTTACAACT
+GTACCACGACCTGAGATTGAGAATACATCTTCGATAGGCATGATGAATGCACCGTCAATTGCACGCTCTG
+GCTCTGGAATGTAAGTATCAAGTGCATCAGCAAGTTCGATAATTTTCGCTTCCCATGCTTCATCGCCTTG
+AAGAGCGCCTAAAGCTGAACCTTGAATTACTGGTAAATCATCACCAGGGAAGTCATATTCAGAAAGAAGT
+TCACGAACTTCCATTTCTACTAATTCTAATAATTCTTCATCATCTACAACGTCACATTTGTTCATGAAAA
+CGATGATGAAAGGAACACCAACTTGGCGAGACAATAAGATGTGCTCACGTGTTTGTGGCATAGGACCATC
+TGTAGCAGCAACTACTAAGATAGCGCCATCCATTTGTGCAGCACCAGTGATCATATTTTTGATATAATCG
+GCGTGACCAGGACAATCTACGTGTGCATAGTGACGTGCTTCAGTATCGTATTCGATGTGAGAAGTATTAA
+TTGTAATACCACGTTCACGTTCTTCAGGAGCGTTATCGATTTGTGCGAAATCTTTAACTTCACCACCGTG
+AACTTTAGTTAATACAGCAGAGATAGCAGCTGTTAAAGTTGTTTTACCGTGATCTACGTGACCGATAGTA
+CCAACGTTAACATGCGGTTTATTACGTTCAAATTTTTCTTTAGCCATTTTTCAATTACCTTTAAGTTTAG
+TAAACTATATAAATTAAAAGGCGCAGTCAAAATGACCTTGCCAGATGTAAATATTCGAGTAATGGATTCT
+CTAACGAGTTTCCATAATTTTTTGTGCTACCAATTTCGGCGCTTCATTATACTGCTGAAACTCCATAGAG
+TAAGATGCACGGCCTTGAGTAGCACTACGCAAGTCGGTAGCATAGCCAAACATTTCAGCTAAGGGTACCA
+ATGCATTTACAATTTTCGAACCTGCAGGACCTTCGTCCATACCATCAATCATACCGCGACGACGGTTTAA
+GTCACCTACAACATCACCCATGTTGGCTTCTGGTGTAGTAACTTCTACTTTCATCATTGGCTCTAAAATA
+ACAGGATTTGCTTCAAGCGCACCTTTTCTAAAGCCCATAGAAGCAGCAACTTTAAATGCTATCTCGTTTG
+AGTCAACATCATGAAAAGAACCATCATAAAGAGTAACCTTTATGTCTAATAACGGATAACCAGCTAAAAC
+ACCACTATCCATCTGTTCTTTACAGCCTTTTTCTACTGCAGGAATAAATTCTTTTGGTACTGTGCCGCCA
+ACGATTTCGTTAACAAACTCAAAACCAGCACCTTCTTCATTCGGTTCCATCTTCAACCAAACATGGCCAA
+ATTGACCTTTACCACCTGATTGACGGATAAATTTACCTTCAACTTCAACAGTACCGCGAATCGTTTCTCG
+ATAAGAAACTTGTGGGTTACCAACATTACACTCAACACCAAATTCACGCTTCATACGTTCAACAAGGATA
+TCTAAGTGTAGTTCACCCATACCCGAGATGATGGTCTGTCCAGTTTCATCGTCAGTGGCCACTCTAAACG
+AGGGGTCTTCTGCCGCAAGTTTACCTAACGCAATACCCATTTTTTCTTGTGCTGCGAGTGTTCTTGGCTC
+TACCGCAACTGAAATTACCGGTTCAGGGAACTCCATGCGCTCTAGCGTAATAATATGTTTCGCATCGCAT
+AACGTATCACCCGTGGTGACATCTTTCAAACCAATTGCAGCGGCTATATCACCAGCACGAACTTCTTTTA
+TTTCTTGTCTGTCGTTGGCATGCATTTGTACTATACGACCAAAACGTTCTTTTTTACCCTTAACTGGGTT
+ATAAACGCTATCACCTGTTTGCACTACTCCTGAATATACACGGAAGAATGTGAGTGTGCCAACAAATGGG
+TCTGTCGCTATTTTAAAAGCGAGTGCTGAAAAGGGTGCTTCATCATCTGCTGAGCGAATACCTTCAGATT
+CATCTTTATCATCATTAATACCCGTAATAGCGGCAACTTCAGTTGGTGAAGGCAGATATTCAATAACAGC
+ATCGAGTACCGCTTGAACGCCTTTATTTTTAAAGGCACTACCACAACTACACAGGATAATTTCATTTGCT
+AGTGTACGAGCACGTAAACCAACTTTAATCTCTTCTTCGGTTAAATCACCTTCTTCAAGGTATTTATCCA
+TTAACTCTTCGTTAGCTTCAGCGGCTTCAGAAATGAGGTTTTCACGCCATTCTTCAGCCATATCTTGCAT
+ATCAGCAGGAATTTCTTCATAGCTGAAGGTCATACCTTGATCACTTGCGTTCCAGTTGATGGCCTTCATC
+TTAATCAGATCAACCACACCTTCAAAATCGTCTTCAGCACCGATAGCTAAATGTATTGGTACTGCATTTG
+CGCCTAGACGAGTTTTCAGTTGCTCAACTACATATAAGAAGTCAGCACCTGTTCTATCCATTTTGTTCAC
+AAACACTATACGTGGTACAGCATATTTTTCCATTTGACGCCAAACCGTTTCGGTTTGCGGCTGTACACCT
+GATGAACCACATAGCACGAGTACAGCACCATCAAGAACACGTAAAGAACGTTCTACTTCAATGGTGAAAT
+CTACGTGACCTGGCGTATCAATAATATTAATACGATGGTCTTCAAATTGACCTTCCATGCCTTTCCAGAA
+ACATGTAGTTGCTGCAGAGGTTATGGTTATACCACGTTCTTGCTCTTGTTCCATCCAGTCCATAGTGGCC
+GCGCCGTCATGCACTTCACCAATCTTATGAGATAGACCTGTATAGAATAATACGCGTTCTGTGGTTGTCG
+TTTTACCTGCATCTACATGCGCACAGATACCAATATTACGGTAGCGCTCTATAGGAGTGATACGGGCCAA
+AGTGAAATCCTCTTACTATTACTGGTCAGTAAACAAGTAATATATATTTAGTGTTATTAATTAAATATTC
+GTTGTTGAGTACATCACAACAGCCAAACACTTAATTAATAAAACTCTGACTCATGTTTCTAACTTAGTGG
+TAAAAGCACTAGTCCGTAAAATGAGTATGGCTAGCAAGAGTAACTCTTGCTAGCCATGTATCTACCTTTG
+AGTGAACCCAAAAGTAGATAATACAATCAGTCAATACTGCTAGCTTACCAGCGGTAGTGAGCGAATGCTT
+TGTTAGCGTCAGCCATACGGTGAACGTCTTCACGTTTCTTAACCGCTGAACCTTTGCTATCAGACGCATC
+TAACATTTCGTTAGCTAGGCGCTGAGCCATTGATTTTTCACCACGTTTACGAGCTGCTTCAACTAACCAA
+CGCATGGCTAGAGCATTACGACGCACTGGACGTACTTCAACTGGAACCTGATAAGTAGAACCACCAACAC
+GACGAGATTTAACTTCGACAGATGGGCGGATGTTATCTAAAGCTTCTTCGAAAAGCTCTAATTGATCTTT
+TTCAGATTTCTGAGCTAAAATATCTAATGCACCGTAAACAATTTTTTCGGCAGTAGATTTCTTACCATCA
+ACCATAAGGATGTTGATGAATTTTGCTAAAAGTTCGTTATGGAACTTAGGATCTGGCAATATTTTACGTT
+GCCCAACGACGCGTCTTCTTGGCATCTTAATTCTCCGTAGTATTCAGGATAAATCCAAAATATATAAATT
+TTAAAAATTTCTTAATTTGGCCTTACTTAACGTTTTTATCTTTTACCTATCAAGTAGGTAAAGGAGGGAA
+AACTTAAGATTTAGGTCGTTTAGCACCGTATTTAGAACGGCCTTGTCTTCTATCGCTTACACCAGAACAA
+TCTAGCGCGCCACGAACAGTGTGATAACGCACACCTGGTAAATCTTTAACACGACCACCACGGATTAAAA
+TCACGCTATGCTCTTGTAAGTTGTGACCTTCACCACCGATGTATGAAGTTACTTCGAAGCCGTTAGTTAA
+ACGAACACGAGCTACTTTACGTAAAGCTGAGTTAGGTTTTTTTGGTGTAGTAGTATACACACGAGTACAA
+ACGCCACGACGTTGTGGACAAGCTTGTAACGCTGGAACGTTACTTTTTGTTACTTGTCTAACACGTGGTT
+TGCGTACTAGTTGGTTAATAGTTGCCATTATAGCTCCTGATTAGTTGTTACCAAGGAAAGTAGCCTTGAT
+AAATTATTGCATAAGCTTTAAATCAATGGGAAAAGCTTACACGCTCGTAATATATCTTTTACCTTATAAA
+GGCGTGAAATTCATCACTCCTTTTATATTATGCACACTGGGTACAGAATATCAGGTCGCGAAATTCTATA
+GGTCAATGATTGAGCTGTCAAGCATTTATAGCAATTACACTCACTAAGTGATCATTATCAACTAGCCAAA
+CGATCCTATAATGTTGTTGCTTTCATTGAGAGTAACTCGTTATCTCTCGAACAAGTGCCTTGTTAATCAG
+CGTCTTTATTGTTGAACTCTGTGGCCTTTGTTAACGTAGTTGGTAATAGTTTGCTAGCTTAAATCTCTAA
+ACTAGAAAAACAAAAAACCGCACCTCTTTCAAGGTGCGGTTTTATTATAACGCTTTACTATATGGAGTAG
+CAGGCTAGCCCATATAACAAATTATTAATGATTACCTGACAGTAAATCTGAATTTAAGGCATCAGTTAAT
+GCTTTTTCTGCATCATCAGCTGAAACAGTAGATTCAACCGCTGGTGCTAAAGCAGCAGCTTTACGTCTTG
+CTCGTTCTTGATGGTACGAATAACCTGTACCTGCTGGGATTAAACGACCAACGATAACGTTTTCTTTCAA
+GCCACGTAGACCATCTTTCTTACCTGCAACAGCAGCTTCAGTAAGTACACGTGTTGTTTCTTGGAAAGAC
+GCCGCTGAAATGAATGATTCAGTTGCCAATGATGCTTTAGTAATACCCATCATCTGCATTTCATATTCAG
+CTGGTTGCTTACCTTCAGCTTCAAGTTCACGGTTTGAGATATTAACTCGCGCCACTTCAACTTGTTCGCC
+TTTAAGGAAAGTAGAATCACCTGCATCAAGAATTTCACACTTACGGATCATTTGACGTACGATAACTTCA
+ATGTGCTTATCGTTAATCTTAACACCCTGTAGACGGTAAACTTCTTGTACTTCGTTAACGATGTAGTTAG
+CAACTGGTGCAACACCACGTAAACGCAAGATATCATGTGGAGATTCAGGACCATCGGCAATAACTTCACC
+TTTGATTACTGGCTCACCTTCATAGATATTCAATAGACGCGTTTTCGGGATCATCTCTTCGTAAACTTCA
+CCGCTAGGCTGAGTAATCAATAAGCGTACTTTACCTTTGGTTTCTTTACCGAAAGCAACAACACCCGTTT
+TCTCTGCAAGTATCGCAGGAAGTTTAGGTTTACGTGCTTCAAATAAATCAGCTACACGAGGAAGACCACC
+GGTAATATCACGAGTTTTTGAACTTGCTTGTGGTATACGAGCTAGTGCATCACCAACGCCAACATCCGCG
+CCATCTTCAAGGTTAACAATCGCATTACCTGGAAGATAGTAAAGTGCCGGAATTTCAGTACCAGCAATCA
+TTACTTCTTTGCCTTTCGCATCAACAAGCTTCAATGCTGGACGCATTTCTTTACCTGTTGCATTACGTTG
+TGCAGCGTCAGTAATAACGATACTTGATAAACCAGTTAACTCATCAGTTTGGCGAACCATAGTTACGCCA
+TCAGCTAGGTCAACGAATTGAACCTTACCTGCCACTTCCGTGATGATAGGATGCGTATGTGGGTCCCAGT
+TAGCGATAGTATCGCCAGAGTTCACTGCTTCGCCATCATTCTTAGAAAGTACAGAACCGTAAGGAACTTT
+ATAACGTTCTTTCTCACGGCCCATTTCATCAATGATTGTTAACTCTGATGAACGAGACGTAATTACGAGA
+TGTTTCTCTGAGTTTGTTACAAACTTAGCGTTTTGTAATTTCAAAGTACCTGTGTTTTTAACTTGTACGC
+TGCTTTCAGCAGTAGCACGAGATGCAGCACCACCGATATGGAACGTACGCATTGTTAACTGTGTACCAGG
+TTCACCAATTGATTGTGCAGCAACTACACCAATAGCTTCACCTTGGTTGATCATATGGCCACGAGCCAAA
+TCACGACCGTAACAATTAGCACAAATACCAAAGTCAGTCTTACAAGTAATGATTGAACGTACTTTGATTT
+GATCTACTGAGTTGTCTTCAATAACATCACAGAGTGCTTCATCAATTAGTGTATTACGTGGAAGTAATAC
+TTCATCAGTACCTGGAATTAATACGTCATCACACACGACACGACCTAGAACACGTTCGCGTAATGGCTCA
+ACAACATCACCACCTTCGATTAGTGGCGTCATTAATAAACCGTCATGTGTACCACAGTCATGGTTAGTAA
+CAACCAAATCTTGTGCAACATCAACTAAACGACGAGTTAGATAACCCGAGTTAGCTGTTTTAAGTGCCGT
+ATCGGCAAGACCTTTACGCGCACCATGAGTTGAGATGAAGTATTGTAATACAGTCAGACCTTCACGGAAG
+TTAGCTTTGATTGGCGTTTCGATGATTGAACCATCTGGTTTAGCCATCAAACCACGCATACCCGCTAATT
+GACGAATCTGTGCAGCACTACCACGAGCACCCGAGTCAGCCATCATAAAGATTGAGTTGAAAGAATCTTG
+TTCTTCCATTTCGCCATCTCTGTTCATAACCATTTCTTTCGAAAGGTTATCCATCATCGCTTTCGAAACT
+TTTTCGTTAGCAGATGACCAAATATCGATTACTTTGTTGTACTTCTCACCGGCAGTTACTAGACCTTGGT
+CAAACTGGGCTTGAATTTCAGCAACTTCAGCTTCTGAATCTTCTACAATCGTATACTTAGCTTCAGGAAT
+AACCATATCGTCGATACCAACAGAACAACCTGCAATCATCGCGTAATGGAAACCTGTATACATGATTTGA
+TCAGCAAACATTACTGTTTCTTTCAAACCTAAGTTACGGTAAGCATGGTTAATCAGTTTTGAAATTGGTT
+TTTTACCAAGTGGCTTGTCAATTAGGTCATAAGGTAAGCCCTTAGGACATACTTGCCACATAATTGCGCG
+ACCAACTGTAGTATCACGTAACTTAGTTACTGGTTCCCATTCACCATCAGCATTTTTAACGTGCTCGGTA
+ATACGAACTTTAATACGAGCATGAAGTTCAGCAACACCTGTACGGTATGCCTTTTCTACTTCTTTTTCGT
+CAGTAAAGTACATGCCTTCGCCTAAACCGTTTATACGAAAACGTGTTAGGTAATAAAGGCCTAATACAAC
+ATCCTGCGATGGTACTATGATTGGCTCACCGTTAGCCGGTGCTAGAACGTTGTTCGTTGACATCATCAAC
+GTACGTGCTTCCATTTGTGCTTCGATTGTCAACGGTACGTGTACCGCCATTTGGTCACCATCGAAATCGG
+CATTGTATGCCGCACAAACTAGTGGATGAAGGTGAATTGCTTTACCTTCAATCAACACAGGTTCAAAAGC
+TTGGATACCCAATCTATGAAGTGTTGGTGCACGGTTAAGCATAACTGGATGTTCACGGATTACTTCATCA
+AGTACATCCCAAACTTCAGCGCCTTCACGTTCAACTAATTTCTTAGCAGCTTTAATTGTAGTTGCTAAAC
+CACGTGCTTCTAATTTACCGTAGATAAATGGCTTGAATAATTCAAGTGCCATTTTCTTAGGCAAACCACA
+CTGATGTAGTTTAAGCGTAGGACCAACAGTGATTACTGAACGACCAGAGTAATCAACACGTTTACCTAGT
+AAATTCTGACGGAAACGACCTTGCTTACCTTTAATCATATCGGCAAGAGATTTAAGAGGACGTTTGTTAG
+AACCCGTAATAGCTCGACCACGACGACCATTATCTAATAATGCATCAACAGACTCTTGCAACATACGTTT
+TTCGTTACGTACGATAATATCTGGTGCAACTAAATCTAGAAGACGTTTTAAACGGTTGTTACGGTTAATA
+ACACGACGGTATAGATCATTAAGATCAGAAGTCGCAAAACGACCACCATCTAATGGTACCAACGGACGTA
+AATCAGGCGGTAAAATTGGTAAAACATTCATAATCATCCACTCAGGCTTGTTGCCTGAAGCAGCGAATGC
+TTCCATTAATTTTAAACGCTTAGTGATTTTTTTACGTTTAGTTTCACTACCGATTTCTGGTAACTCTTCA
+CGCATTTGCGCTACTTCACCGTCTAAATCAATTTGTTGTAGTAAAGCTAATACCGCTTCAGCACCCATTA
+AGGCATCAAATTCATCACCGTGTTCTTCTAACGCATCAAGATATTCTTCTTCCGTTAGAATTTGGCTTTT
+TTCTAATGTTGTCATACCAGGTTCGGTTACAACATATGATTCGAAATAAAGCACACGCTCAATATCACGT
+AACGTCATATCAAGTAGTAAACCAATACGTGATGGTAATGATTTTAAGAACCAAATGTGAGCCACTGGAC
+TTGCTAATTCGATATGACCCATACGGTCACGACGAACTTTAGTCAATGTAACTTCTACGCCACATTTTTC
+ACAGATAACACCACGATGCTTTAAGCGTTTGTATTTGCCACAAAGACATTCATAGTCTTTTACTGGGCCA
+AAAATACGCGCACAGAATAAACCGTCACGTTCTGGCTTAAAAGTACGATAGTTAATGGTTTCTGGCTTTT
+TAACTTCACCAAATGACCAAGAACGTACCAAATCTGGCGACGCTAATCCGATGCGAATACCATCGAAATC
+TTCGGTTTGATTCTGTTGCTTAAGAAACTTAAGTAAATCTTTCACACACTTCTCCTGTCGGAGTTAAACT
+TTGAGAAGAAGGCAAAATAATTTGCCTTCTTCGCTTACCGGCTTACCCATCAGGATAAGCTCAGTTGACT
+TATGGTTTGAAACCTAGTCTTTGTCCAACTCGATGTTAATACCTAACGAGCGGATTTCTTTCAACAATAC
+GTTGAATGACTCAGGAATACCTGGTTCCATGCGATGATCACCATCTACTAAGTTTTTATACATCTTAGTA
+CGACCGTTAACATCATCAGACTTAACCGTAAGCATTTCTTGCAAGGTATAAGCAGCACCATATGCTTCAA
+GTGCCCACACTTCCATCTCACCGAAACGCTGACCACCGAACTGAGCTTTACCACCAAGTGGTTGCTGAGT
+TACGAGTGAGTAAGAACCAGTTGAACGAGCATGCATTTTGTCATCAACTAAATGGTTTAGTTTCAACATA
+TACATATAACCAACAGTAACAGGACGTTCAAACTCACGACCGGTACGGCCATCAGTTAATACGAACTGAC
+CACTTTGTGGCATATCAGCAAGCACGAATAACTCTTTAATTTCTTTCTCTGCAGCGCCATCAAATGCTGG
+TGTAGCAATTGGTAGACCAGCACGTAAGTTACCTGCTAAGCGTAAAACTTCGTCATCAGAGAAGCTTGCA
+ACATCAACTACTTGACGAGACTCACCTACATTGTAGACTTCTTGAATGAAGTTACGTAGTTTGTGAATTT
+CTTGTTGTGCTTCTAACATACGGTTGATCTTTTCACCGATACCGCGACACGCCATACCTAAGTGAGTTTC
+TAAGATCTGACCAATGTTCATACGTGATGGAACACCTAACGGGTTCAATACGATATCAACTGGTACACCG
+AATTGATCGTATGGCATATCTTCAACAGGTACTACGTTTGAAATAACACCCTTGTTACCATGACGACCAG
+CCATTTTATCACCAGGCTGAATATGACGTTTAACAGCTAAGTAAACCTTAACGATTTTTAAAACGCCAGG
+TTGTAAGTCATCACCTTGAGTGATCTTACGACGCTTAACTTCAAACTTCTTATCAAAATCTTCTTTGATA
+TTATCAAATTGCTCAGCAATTTGCTCAAGTTCAGCTTGTTGACCTTCATCAGCTAAGTTTTGTGTTAACC
+ACTTGTCACGAGACATTGACGTTAAGTCAGACTCATTTAAACCAGCAGATAACAATAACTTCTTAGTACG
+TGCGTAAATACCATCTTCTAAAATGCTTAATTCATCGCCAAGATCTTTCTTAACTTCTTTAAGTTGCATT
+TGTTCAATTTCAACTGCACGAGCATCTTTTTCAACGCCGTCACGGGTGAATATTTGAACATCGATGATAG
+TACCTTTAACAGAGTTAGGTACACGTAATGAACTATCTTTAACGTCAGCAGCTTTCTCACCGAAAATTGC
+TCGTAGTAGTTTTTCTTCTGGCGTAAGTTGTGTTTCACCTTTTGGTGTAACTTTACCTACTAAGATGTCA
+CCACCATTTACTTCAGCACCAATATAAACAACACCCGCTTCATCTAATTTAGATAATGCTGATTCGCCTA
+CGTTTGGAATATCTGCCGTAATTTCTTCACTACCCAATTTAGTATCACGTGCAATACACGTTAACTCTTG
+AATGTGAATAGTAGTAAATCTATCCTCTATTGCAACACGTTCAGATAACAACATTGAATCTTCAAAGTTG
+TAACCATTCCACGGCATAAAGGCGATACGCATGTTTTGACCTAAAGCCAATTCACCCATATCAGTTGAAG
+GACCATCCGCTAATACATCACCACGTACAACTGGCTCACCCATACGACACACTGGACGTTGGTTGATACA
+AGTATTTTGGTTAGAACGCGTGTATTTAGTTAAGTTATAAATATCAATACCGGCTTCACCAGCATGCATT
+TCATTTTCATTAACTTTTACAACAATGCGCGATGCATCAACATAGCTAACTACACCACCACGTTTGGCAA
+CTGCAGTTACACCTGAATCAACAGCTACTACTTTTTCCATACCAGTACCAACAAGCGGTTTATCAACTCG
+TAAAGTAGGTACAGCTTGACGTTGCATGTTCGAGCCCATCAAGGCTCTGTTTGCATCATCGTGTTCAAGG
+AATGGGATAAGTGACGCCGCAACAGAAATAATTTGTTGTGGAGAAACGTCCATATATTGAACTTCAGCAG
+AAGCTTTTAAGATAAATTCATTTCTATGACGACAGTTAACTAAGTCTTGTACTAACTTGTTGCTATCATT
+ACGTTCAGCGTTCGCCTGAGCGATAACAAAGTTACCCTCTTCAATCGCTGATAAATAATCAATTTCATCA
+GTCACTAAACCGTCAATAACTTTGCGGTATGGTGTTTCTAAGAAACCAAAATCATTAGTTCGTGCGTAAC
+AAGAAAGCGAGTTGATCAAACCAATGTTTGGACCCTCTGGCGTTTCGATTGGACAAACACGACCGTAATG
+CGTTGGATGTACATCTCGTACTTCAAAACCAGCACGTTCACGGGTTAAACCACCCGGCCCTAAGGCAGAA
+ATACGACGTTTATGCGTTACTTCTGATAACGGGTTGTTCTGATCCATAAACTGTGACAATTGTGATGAGC
+CAAAGAACTCTTTCACTGCCGCAGAAATTGGTTTAGCGTTGATTAAATCTTGCGGCATGATTGCATCTAA
+GTCACCAAGACTTAAGCGCTCACGAACTGCACGTTCAACACGAACAAGACCAACACGGAATTGGTTTTCA
+GCCATTTCGCCAACAGAACGAATACGACGGTTACCTAAGTGATCGATATCATCAACTTCACCTTTACCGT
+CACGAATGCCGATTAAGGTTTTCATTACTGAAATAATATCTTCTTTTGACAAGATACCAGTACCAACATC
+ATCTGCATTGCCAACACGACGGTTGAACTTCATACGACCTACCGTTGATAAGTCATAGCGTTCTGATGCG
+AAGAATAAGTTAGAGAACAACCCTTCAGCAGCGTCTTTCGTTGGTGGCTCGCCTGGACGCATCATGCGGT
+ATACTTCAACTAAAGCTTCAAGCTTGTTAGTTGAACTATCAACACGAAGTGTATCTGACATGTATGAACC
+AACATCAAATTCGTTCATGTATAAAGTAGATAATACTTTATGGCCCGCTTGGCTAAGCTCGGCTAATAAT
+TCTAAAGTGATAATTGCATTTGCTTCAGCAATTACTTCACCTGTAGATTTGTCGATGTAAGCTTTTGATA
+AAACACGACCAACGATATAATCTGCTGGTACTTCTAGTTTTTCCAATTTTGCTTTTGATAAAGCGCGAAT
+ATGACGTGCTGTAATACGACGACCAGATTCAACTAATACTTCACCCTTCTTGATAGAAATATCAAAAATA
+GCAGTTTCGCCACGAAGACGTTCAGGGATAAGATCCATGATCAACTTATCACCTTTAATGGTGTAGTCAG
+TTGTGTCATAGAACATCGCCAAAATTTCTTCAGTCGAATATTCTAATGCACGTAAGATAATTGACGCTGG
+TAATTTACGACGTCTATCTATACGTACAAATAAGTTATCTTTTGGATCGAATTCAAAGTCTAACCATGAA
+CCACGGTAAGGAATAACGCGTGCGTTATATAATACTTTACCTGATGAGTGAGTTTTACCTTTATCGTGAT
+CAAAGAATACACCAGGAGAACGGTGTAATTGTGAAACGATAACACGCTCAGTACCATTGATTACGAAAGT
+ACCGTTATCTGTCATCAACGGGATTTCGCCCATGTACACTTCTTGTTCTTTGATATCTTTAACAGTACCT
+GCTGCGGCTTCTTTATCGTAAACCACTAAGCGTAACTTAACACGCAGTGGTGCTGAATAAGTTACACCAC
+GTATTTGACATTCTTTAACGTCAAATAACGGTTCACCTAATCGATAGCTTACATATTGTAATTCCGAGCT
+ACCTGAATAAGCTTTAATTGGGAAAATAGAACGGAAAGCAGCCTCTAGACCGGTTTCACCTGTTGGATCA
+GTATCAATAAACTTGCGGAAAGAGTCGAGTTGGATGGACAACAAGAATGGATATTCCATTACTTGTACGC
+TTTTACCAAAGTCCTTTCTAATTCGCTTTTTCTCAAAGTATGAGTAAGCCATGGGGTTCCTCAGCTTGCT
+GGTTATGGCCAAATCTGCCCACTGAGCAACGCTCAGTTAGACAGGTTATGCTGTAATATTTACGTCTAAA
+TACTACTAGATGCTTCTCTAATAACGAGAAAATCACCTAAACGCTTAATAATGCATTGTTAGAGAATAAA
+CAAATATTTATTTTCTAACAACAAAAGCGCAAAAAGGCCGGTGACGTTTAAATCACCAGCCATGCCTTTT
+CAGGCAAACAATCTGTTTAAAAACAGATTATTTGATCTCAACAGAAGCACCAGCTTCTTCAAGAGTTTTC
+TTAAGTTCTTCAGCTTCAGCTTTCTCTACGCCTTCTTTAACAACGCCAAGAGATTCAACTAAGTCTTTAG
+CTTCTTTAAGGCCTAAACCTGTAGCGCCACGAACTGCTTTGATTACTGCAACTTTCTTCTCACCGAAGCT
+AGTCATAACAACGTTAAACTCAGTTTGTTCGTCAGCAGCTTCAGCAGGTCCAGCAGCTGCAACAGCAGCA
+GAAGCAGAAACACCAAATTTTTCTTCCATTGCTTCGATTAAAGCAACAACGTCCATTACTGACATTTCAG
+CAACTGCGTTTAAGATATCGTCTTTAGAAATAGACATACTATAATTTCCTAATTTTTAATAAACAGGCCA
+TTTTTACTTTTCTTATTAAGTAATAAAGCACTGTTTGAAATAACTACAAATACAAAAAGCTTGGTTATAA
+GCAATAAGCTTATATAACCTATGCAGCTTCCTGTTCTTTCTGATCGCGTATAGCAGCAAACGTGCGGGCT
+AATTTGCCTGCAGATGCTTCTTTCATAACGCTCATCAAACGTGAAATCGCTTCGTCGTAAGTAGGTAGCT
+TAGCTAACATATTTACGTCTACTGCGTTGCCTTCAAATGCAGCTGCTTTTAATTCAAAGTTTTCGTTAGC
+TTTAGCGAAATCTGTGAATAAACGTGCAGCAGCACCTGGGTGATCACTTGAAAAAGCAATTAATGAAGGA
+CCTTTGAATACGTCAGAAACACATTCAAATTCAGTACCTTCTACTGCACGACGTGCTAATGTGTTACGGA
+CAACTTTCATCCATACACCATTTTCACGTGCTTGCTTACGCAATACAGTAATTGCTTCAACTGCAACACC
+ACGGGCATCCGCGATTACAACTGAGTGAGCGCCATTAGCAGCTTCTTGAACTTCAGCAACAATTGCTTTT
+TTGTCATCAAGATTGATAGCCATTGGCTTTAACTCCTGGTTCAGACCGGTAAAAGTACCGGTATTTACAA
+TCCTTAGCTAATAATTACTTACTAGCTAAGCCATAACGGCGAGGACCAGAAAAATCTAGGAAATATCTGG
+GTAATCACCATCTACGTAGGATAAATTAAGTAATTAAATCAGAAGAAATAACTACACCTACGGTCTTGGA
+CGGGGGTTGTGTATTTATTCAGCTTCATTCGATTTTACTCGAAAAACTGGCCAAAAAAGTTCACAACTCC
+TACCAAAATTTAAGGGGCGAAATTATAGATTATAATTTCGCCCTTGTAAAGATTCAATACACAAAACTTT
+ACTCAATAATATTTACACGTAATAAATTACAGGTAATATTAAGCTTGAGTTAGTGTTGCTTGGTTGACGA
+CAACGCCGGCACCCATAGTTGTAGAAAGAGAAACTTTCTTCAAGTATTGACCTTTAGCATTTGCAGGTTT
+TGCTTTTTTAAGCGCTTCTAGCAAAGACTCTAAGTTTTCTTGCAATTGTGCAGGTTCGAAATCAGCCTTA
+CCAATAGTAGTATGGATGATACCGTTCTTGTCGTTGCGGTAACGGATCTGACCAGACTTAGCGTTTTTAA
+CAGCGCCAGCTACGTCAGGAGTTACTGTACCAACTTTAGGGTTAGGCATTAAACCACGAGGGCCTAAGAT
+TTGACCTAGTTGACCAACAACACGCATTGCATCTGGAGAAGCAATAACAACGTCGAAGTTCATTTCACCG
+GCTTTTACTTGCGCGGCTAAATCTTCCATACCAACGATGTCAGCACCAGCTGCTTTAGCTTTCTCTGCGT
+TTTCGCCTTGTGTAAATACAGCAACACGTACTTCACGACCAGTACCATTTGGTAATACTGTAGCGCCACG
+AACGTTTTGATCTGATTTACGAGCGTCAATACCAAGATTTACAGCAACATCAACGCTTTCACGGAAGTTA
+GCTGTAGCAAATTCTTTTAATAAAGAAACTGCTTCATTGATATCATATTCTTTTGTTACGTCTACTTTTT
+CACGGATAAGACGAGCGCGTTTTGATAATTTAGCCATTGATTAGTCCTCTACCACTAAACCCATTGAACG
+AGCAGAACCCGCAATGGTACGCACTGCAGCTTCAAGTGAACCAGCAGTTAAATCAGGTTCTTTTGTCTTA
+ACGATTTCTTCAAGTTGAGCTGTAGTAACAGTTCCAACTTTATCAGTGTTAGGACGACCAGAGCCGCTTT
+TTATGCCAGCTGCTTTTTTCAATAAGAAAGAAGCAGGTGGAGTTTTTGTTTCGAAAGTAAACGAACGGTC
+ACTATATACAGTAATTACTACTGGAACCGGAGCGCCTTTTTCTAAAGAATCTGTTTTCGCGTTGAACGCT
+TTACAGAATTCCATGATGTTAACACCATGTTGACCTAATGCAGGACCAACTGGTGGTGACGGGTTAGCTG
+CACCAGCAGCTACTTGTAGCTTGATTAAAGCTTGGACTTTCTTAGCCATTTTAAAATACCTTTTGTTTGG
+GTAGTTAACGCAATCACTTAACATTAAGGTGGAATTCACCAACTCGACATAAAGTTTTCGCTTCCCTGTT
+TACAAAATTCGCTTTAAAAACAATTGTTTTCACAACAGAATAAAGCGCATTTAGTGCGCGCTAAAAATAA
+GCGGCAGCGGATTATATATTAACCAGCCATATCATTTCAAGCGCTTTTATTGTTACCTAGAAAATAGTGG
+TGTTCTGTATTTACATCAAACCACTGTTTCCCCTGTAAAATCAGCGTTTTTCCGCTACTTTATTAGTAGT
+AGAAATGGTAGCTTCTATACGACGGTTTTGTTCGTGAGCTGCAGCTGTATTATCTGTATTTAGTAATTCG
+CTTTCACCATAACCTATCGAATTTAAACGACTTGCATCAACACCAAAGTCATTAATTAAAACATCAACAA
+CAGCCTGAGCACGCTTAGCAGATAAAGTCTGGTTATATGCAGCACTTCCCTTTGCTGAACTATGCCCTTT
+AATTGTTAAACTAAGATCTGGATAAGCTTCCATAAATTTAGCGACTTTAACCATAATTGGTTTATATTTT
+TCTTTAACTACGGCTTTATTGCTATCAAAGTTAATAAGTAACTCAACGGTATCTTGCGCTTCAGTAAAAA
+CAGTACAGCCTACTTCATTTACTTTGTCCGTTGCAGGAGTATTAGCGCAATTATCTTTGCTATCTAATAC
+ACCATCATTATCACTATCTAATTCAGCGATAGGAGCAACAGCAGCGATAGGGGCAACAACGGCAGCTTTA
+GTTTTTACTGGCTCACTACGCTTTATTTCAGCTTTTTGTGTACCAAAGAAATAGATAAAGCCTAACTTAG
+CAGATAGGTCAGTGTAATTATCTTCAAATTGATAATGGCCTTTTCCTTCAAAATAAAGTGCCATATTCTT
+ACTTAAATAATGACGGTAGCCAGCACCTAATGCTGCAGAAAGATTTGATTCCTCAACATCTAAAACATCT
+GCGCCACCCACAACATAAAAACTTTCTTTAAATGGGAAATATAATAGATCTAACGCAATACTTTTGCCTG
+ATGATAAATCAACGTTATGATTTTCAGCAACCGGATTAAAATGAGTATAAGAAAGTCTAGTTTCAAATAA
+CTCTGAGATACGGTAACCCGCCTCCGCACCTACACCTGAAGCATGATCAATTGATGAGTTGGCATTGCTA
+TTAAAAAGACGATCCTCATCTGTTTTTAAATACAAAGTATGGCCACCAAGATACACCTTGCCAACTAAAC
+TCTCAGCACTTGGCTGCTCAGCAGCTGATAACGATAAAGAAAAAATTGATAAACCGATAAACTGGCTTAT
+TTTTGAAACTGGTAAGTAGCGCATTACATATTATCCCTATGAATGTAGTCCAATGATTGGTTTTTTACGG
+CGCATATTTTAATCGTTTCTTCTTTATGTTGCAGCAATTAGTTATCAATTTGTAAAAATATCTTTCAAAT
+TGTTATTAAAAAGACATTGATAAGCTGTATTTCGGGCTACATAGGCCTTTACCTCCTTGTTTGGGCTAAA
+GTCTCTTACATTTAACATTTTAATTTTAGTTATAATGTTTTCATAAAAATGTCAGTCACATTATTACTAG
+GTCTCATATGTCTATATCTGCACACAACAGCAAACTACAAAGGTTTGTTGAAAGTAAAAAATTCCAAAGT
+TTTCTTATTTTTCTTATCCTCTTTAATGCAATTAGTCTGGGCCTTGAAACAAGCCAGTTTGGTAAAGCTA
+ATGCTGAGCTTTTACACACCATAGATACGACCATCCTAGTACTGTTCACAATTGAGCTTTTATTAAAATT
+CATTGTTTATCGAAATCAATTTTTTCGTTCAGGATGGAACTGGTTTGATTTTATAATCGTTGCCATTTCC
+TGGGCACCTACAAGCGGTGCATTATCGGTTTTACGCGCCTTTAGAATATTGAGAGTTTTACGGTTACTTT
+CTGTCGTTCCGCAAATGCGTCGTGTGATAGGCGCCCTAGGGCATTCATTACCAGGTATGGCTTCAGTAGT
+TGGTGTCTTGAGTATTATATTTTATGTGTCCGCTGTACTAACCACTAAGATATTTGGCACTCATAGTGAT
+GCGAACATGCAGGAATGGTTTGGCAACATTGGGGCTTCTGCTTACACCTTATTTCAGGTAATGACATTAG
+AGAGTTGGTCTATGGGGATAGTTCGTCCAACCATGGAGTTATTTCCCCTCTCTTGGGTATTCTTTGTACC
+CTTTATCATTATTACCAGCTTCGCAGTCCTTAACTTATTTATTGGTATTATAGTTGATGCGATGCAAGTC
+ATGCATGAAGAAGAAGGTAAACCTAAACAAGTCATAGCAACTAAAGAAGATATGTTAATACTTGAACAAA
+AAATTGATAAACTAAATCAATTACTACAGAGTAAATCTAAGCCTGATAAATAGTAGAATTGAGTATTATC
+TTATGTGATTAAAGTATTACCAAATTAATACCAATAAGTTAAGGTTAACTTTATAAAAAATATAACCTTA
+CGGTAAAAAAATGACAACGGTTTCCCTTTATTCTCGTTTATGTAAACTACTGCCACTTGCTATGGTGATT
+ATTGTCTCTGCTTGTAGCAGCACACCACAACCAAGCAACCCACCTCCCCTAACCAAGGCTAATATTTATA
+TTAACCAGCTGGCTTTTGACGTGCAAGCGCCCAAACAAGCAGTAGTTGCTTTACCCATAGGTGAAACAGC
+AAGTCGTTTTATCGTTTATCAAGATTCAAACATGATTTATCAAGGTAAGCTTACTTCTCAACCAAGCTTC
+TCTGAATGGGGGCAAGGTGCTCACTATTACCTCGCTGATTTCTCGCAAGTAAAACGCCGAGGTGAATTTC
+ATATTGTAGTAAATACACCCAAGCAGCAACTAGCTTCATCAACGTTCGCGATTAAACATAATGCTTACTT
+TGCACTTACCGCCAAATCACTAATCAATTACTTTAAAGCAAGTCGTCATACTAATCCGAGAGATGAATCT
+ATTCGCATGATTGGTACTGAACGTTACGTTAATGTTTCAGGTGGTTGGGTAGATGCAGGAGGGGATCAGG
+GCAAACACTTAAGTCAGCATACTGAGTCTAACTTTTTAATTCCTCAACAAGGCGCAATAGCTACCTGGGC
+CATGGCAAAATCTTATGATAGCTTAAATCGATTGTATGACCGCAAGGCATTAACATTGGAGCTTGCTGAG
+GAAGTTATTTGGGGCGCAGATTATCTACATAGAATATTAGACAGTGAAGGCTATTTTTATACCAATATTT
+ACGACCAACGAGGCTTGGCAGAAGAGCGTTTAATCTCAGGTTATCAAGGAGCTGAAGGTGATTATAACAC
+TAACTTCCAAGCCGCTTTTCGTGAAGGCGGAGGCATAGCTATTGCTGCGTTAGTAAGAGCACATGAACTG
+AGTAATAAAACAGGTGTTCAAGGTGAATTTTCTGCAAAGCAGTATTTAATCGATGCGGAACGTGCTTTTA
+CTCATTTACAAAAGAACAACCTACGTTATGTTGATAATGGTAAAGAAAATATTATCGATGATTACACTGC
+CCTCATTGCGGCCACTGAACTTTATCGCATAACTAAAAAATCGAAATACTTAAAAACCGCGCGTCACCGT
+GCTCATAACTTAAATAATAGAATGACTTCACAAGGTTGGTTTGTCAGCGATGATGATAATAGACCCTTTT
+ATCATGGGGCTGAAGCAGGATTACCTGTTATTGCCTTAGTTGATTATTTAGCAATAGAGCGTAATCGACA
+AATTAAAACTAAAACTAAACGGACTATTAAACTATCGCTTGATTATCAACTCGCCTTAAATTCTCAGGTT
+GCTAATCCATTTAATTTGGCACGCCAAACATTTAAAAGCTACAAAGATGGCCAGCACACTAAACAACAAG
+AAGGCTTCTTTATACCGCATGCAAGTGAAGCTAGCCATGCTTGGCAAGGTGAAAATTCACGCTTGGCCTC
+ATTAACCGCTGCAGCAATATGGGGTGGTAAAATCACTCACAGTGATAAAAGTGGTGCTTTTGGTATCAAT
+GATGAACTCGCTTATTTTGCACAAAGCCAAATAGATTGGATCATGGGTAAAAATCCTTACCAAGTAAGTA
+TGTTATACGGTTTTGGCGTTAATAACCCACCGCATGCTAAAAGTGCGGGTACTATGTTAAATGGTGGTAT
+TTCAAATGGTATCACTGGCGCAACATCATACCTAAATGGCCGTGGCATTACTTGGGCTGAAGGACCTGAT
+GAAAATAATAGGCGCTGGGTAGAACAATGGTTACAAAATTCAACCTGGTATTTGTTAGCTATGACGGCAA
+TGACTGAGTAATTCACATCAATGGACTGAGCTATTAAACTTAGTCCTTTGACAACACCTATTCTTAATTT
+CTTCAAACACAGACTTCTACATTAGAATCTTTTCATCAAAGCTGCTGATAGCTAAATAGCTTTACCTAAC
+GTTTACTCTTCTCTTGAACTTACACAGACGAATATTAATCAGGTAATGATTAACCTGTAATAACGACTCT
+GTAATACTGAAAATTTAGTGCTACTAAACGGATTAATTAATCACAAAAAAAAACGCTTGCACAAAGCAAG
+CGTTATTATATCAAGTATTTTTTATATTCAGAAAAAGTGGCTACTTAGCTACCCTTCTCAACTTGACCAA
+ATTCTAAATCAACTGGCGTTGAACGACCAAAGATAAGTACAGATACTTTGATACGGTTTTTCTCGTAATC
+AAGTTCTTCAACTACACCATTAAAGTCAGCGAATGGTCCGTCAATAACACGAATAACTTCACCTGGTTCA
+AACAATGTCTTAGGCTTCGGCTTATCTGTTTCTTCAAGACGTTGTAAAATACGATCCGCTTCTTTCTTGG
+TAATCGGTGCAGGACGATCACTTGTACCACCAATAAAGCCAAGAACACGTGGAACACTTTTCACTAAATG
+CCAAGCATCAACATCCATTTCCATTTGTACTAAAACGTATCCAGGGAAAAACTTACGTGAGCTTTTACGC
+TTTTGACCTGCGCGCATTTCTACTACTTCTTCAGTAGGAACTAAAATCTCACCGAATTTCTCTTGTAAAC
+CGTGGATTTCAATGTGCTCAAGCAATGTTTTTTGAACGCGACCTTCATAACCAGAAAATGCTTGTACTAC
+GTACCAACGCAATTTCGGATTTTGATTAACTTTCTTTTCTTCGCCTTCAGGAGAGATATTTTCTTCTGAC
+ATATTTTCTTCAGACATAACTAAACCTGCATACCTGTAACTAAACCAACTAACCAGAATAGAACGGAGTC
+TAATCCCCAAAGTAGTAATGACATCAATAAAGTCACTACTAATACAATACCTGTCGTCTGTACGGCTTCT
+TGGCGTGTTGGCCAAACAACTTTACGTACTTCAGTACGAGCTTCTTTTGCAAATATAGCAGCATTACGAC
+CTTTTTCAGTTTGTAATGCAATTAAACCAGCAATACCAACCATTGCCACAACAGCCACTGCTCTAATTAA
+TACTGACTCTTCACCGTAAACGTAATTACCCGCAACAGCACCCGCTAAAAGTAAGAAAATAACTCCCCAC
+TTTACTGCATCGAAAGAACTGCTTGGTTGCTCTTCTGTACTTGCATTCATAATTCTATTCCGTATTTATC
+TACTTTCTAATAACACGACTTGCAAACACAAGTCGCTTAAACATAAATGAAATCATCTATGTTTACTCAA
+AAATGGCAGGGGTGGAGAGACTCGAACTCCCAACCATCGGTTTTGGAGACCGCTGTTCTACCAATTGGAA
+CTACACCCCTACAGATTGCTTATAAAGCAATAGTTACACTTATCAGGTGAATCTTAGTTTTTTGGGAAAT
+AAGAGATACTCGAGAAGTGAGGCGCTATTATACTCAGCCCAGTGTTTTACTCAAGAAGTATTTGATGTAT
+TGGCTAAGATAAGCCGTTTCTCTGCAATAGCATCTTTAAATAATCAGAACATGATTATTTAAAACGCAAT
+AGATGCTCAACTAGCCTTCTTAAGAAATACTATTTCGTATTATTGAAACCCGGTCACTCATTTAAAATGC
+GACTCTATACTGTTGGAAGTTTCTTTCCAGCGTTAAATTATGCGCACAAAAAAGGCCGCGTTAGCGACCT
+TCTTTATTCAGTACTATTTCTAATATGAATTTGTGTTTTAACAGATGATTTAACAAGACGTTGGCACGGA
+GTTGACGCTAGTCAATGAGTACCAACAACGACGTTAAATCGATGTTAAAGACAAATTAAGCCATAATCTT
+AGAAACAACACCAGCACCAACAGTACGACCACCTTCACGGATTGCGAAGCGTAAACCTTCGTCCATCGCT
+ACTGGGTTGATTAGCTCAACAACAAACTTAAGGTTGTCACCAGGCATTACCATTTCAACACCTTCAGGAA
+GCTCTACAGCACCTGTGATATCTGTTGTACGGAAGTAAAACTGTGGACGGTATCCTTTAAAGAATGGAGT
+ATGACGACCACCTTCATCTTTAGAAAGAACATAAACTTCTGATTCGAATTTAGTGTGAGGTAAGATTGAA
+CCTGGAGCACAAAGTACTTGACCACGTTCAACATCTTCACGCTTAAGACCACGTAGAAGAACACCACAGT
+TTTCGCCAGCACGACCTTCGTCAAGAAGCTTACGGAACATTTCAACACCTGTACAAGTTGATTTTTGTGT
+ATCACGGATACCAACAACTTCTACTTCTTCACCAATTTTGATGATACCACGTTCAACACGACCTGTTACA
+ACTGTACCACGACCTGAGATTGAGAATACATCTTCGATAGGCATGATGAATGCTCCGTCGATTGCACGCT
+CTGGCTCTGGAATGTAAGTATCAAGTGCATCAGCAAGCTCAATGATTTTCGCTTCCCATGCTTCATCGCC
+TTGAAGAGCGCCTAAAGCAGAACCTTGAATTACCGGTAAGTCATCACCTGGGAAATCATATTCAGAAAGA
+AGTTCACGAACTTCCATTTCTACTAATTCTAATAATTCTTCATCATCTACAACGTCACATTTGTTCATGA
+AAACGATGATGAAAGGAACACCAACTTGGCGAGACAATAAGATGTGTTCACGTGTTTGTGGCATAGGACC
+ATCTGTAGCAGCAACTACTAAGATAGCGCCATCCATTTGTGCAGCACCAGTGATCATATTTTTGATATAA
+TCGGCGTGACCAGGACAATCTACGTGTGCATAGTGACGTGCTTCAGTATCGTATTCGATGTGAGAAGTAT
+TAATTGTAATACCACGTTCACGTTCTTCAGGAGCGTTATCGATTTGTGCGAAATCTTTAACTTCACCACC
+GTGAACTTTAGTTAATACCGCAGAGATAGCGGCTGTTAAAGTAGTTTTACCGTGATCAACGTGTCCAATA
+GTACCAACATTTACATGTGGTTTATTACGTTCAAATTTTTCTTTAGCCATTGTAAGATACCTCTGGGTAT
+AGTAATTATTTACTGTTTAAGTTTGATATTTAATTTGAGATAAGGATAGATTAATCTAGGAATGGTGCTG
+ATAGGCAGATTCGAACTGCCGACCTCACCCTTACCAAGGGTGCGCTCTACCAACTGAGCCATATCAGCAT
+TCATATACAAAGATTGGAGCGGGCGGCGAGAATCGAACTCGCAGCTTTAGCTTGGAAGGCTAAGGTATTA
+CCACTATACGACGCCCGCGTTTTCTATCAGATATCTTTTTTTTTGAACTATACTTTTCAACAAAGTATAA
+CTCGAAAGATGGTGGAGGGAGGTGGATTCGAACCACCGAAGGCTGAGCCGTCAGATTTACAGTCTGATCC
+CTTTGGCCACTCGGGAACCCCTCCACTTTAAGCCTATACCTTTTCCAAGGTACCCTATAAAAGCATTGCT
+TTAATAAGTATTAATGGTGCCGACTGCCGGAATCGAACTGGCGACCTACTGATTACAAGTCAGTTGCTCT
+ACCAACTGAGCTAAGTCGGCACTACATTAAGTGGTGCGAATTCTAGTGTAATGTTTTACGCCTTGCAATA
+GCTAAATTCAAATATTTTGCACTTTTTTCATCTTTATTGTTTGTTTGATGGTTTTTCATTCAAAGGAAGG
+TCGTTTTTGCTGCTCAACGGCTTGTTACTGGTGGTTAAAGTAAAAAATCCGACACTGTTAAATGTCGGAT
+CTCTTTATTTTTCTTTGTTAGGACATATTTTTGGCTATATTTCTTACTATATATAGCCGTGTTATCCCTT
+AATTAAATGCAATGCTTAGTGTGATAAGGAGGAAGCTGGCATTCCACCTAATTGTCCTGCTGACATTTGT
+GGCATTATTGGCGTTTGTTGATCAACTTGTGCTCTAGCCGCTGCCGCTGTTAAAGCGCCAACTGATTTAT
+TTCGTGCTCTCACCATAGGAGCCGGGATGATACGACCCTTTATTTTCGGTTCAGGTGCAAAGTTAGCCGC
+CGATTTACCCAAGAGGCGAGTATGGATACAAGATCTAATTTCTTCTAATGTGTAATTGGCTTTTACTTTA
+ATACGAAGGTGTGGAATTGAAGCGGCTTCTAAACTACCACTCACAAACCAGTCTTTTTTAATTTTATAAC
+CTCGGCCCTGCGTATCGACTAAATCAATCGCGCCAAGTAGTTTCATAGTGCTACGATCACAAATAACAAA
+ATCTAAGTATTTGGTTTCAGCACTTTTTGCTGCCGTTTGACTGGCTCGACTTGAGACTCCATTGCGTATC
+GTTACCACATCACTGAGCCTGACGCGATTCAGCACACGGTATTTCGCACCTAATGCTTGTTCAACAAGAT
+TTTGGAAGTTTTTTTCTGCGGGTGTAAAAATTGCTTTTTTACTATCAAAAGGAAAAGGAAAGCTATTGTC
+ATTTAAACGACTTGCTAACACGGCAACAATTACCACTAAGGTAATCAAGGTAAATAATATCAGTTCCATA
+CATTTCTCCAGCGATTCAAATTCTTGACGCTTTCTCTCTATTAGAGAATAAACGTACTACTTAACCTTGA
+TTAAGCAAAATTTGTGCCGAAGATCGATGTTTAGAAAGGTTTATTAAGATATGATTTTGAATAATACTTA
+TTTAAGAAATAGATGCAGCGTCAAATACTGCACCTATATAGTAGTATTAATTTAGGCAGGGTATTTTTCT
+TCTAACGCTTGGTATAATTGCTGCTGAAAATCTTCTGCACCAGTATCTAAAGTAGTAACTAGCTTTGCTA
+ATACTTCATTATCTTCTTCACCGTGCCACTCTTTAATATAACTACCCTCTTTATAACCGTGGTCTTGGCG
+GAAAAAGTTTAGTGTATTTTTACCTACATATTGTCTGAATAATTCATCTAGATCCATATTCATTAACGAC
+ATGCAGTCAGCTAAAGCTTTGGCATCAAAAGCTCTACTTGTAACAGCAGCCGATGCTAAGTTTTCTAGCG
+CTATTTTAAAGTCACTTTCTGCCGTACCTTGGTGTAATTCTTTTGAAAGTTCACTGGCAATTAATTCGGC
+ACTATCACCAGACATTAAACGTAAACTCAAACCAAAGTGAAAAATATCAACGAGTTCTAATTGCACTTGA
+GCGATGTCAATTTCTTGGTGTTTCCACCATTTCCAACCATGATGGTCTAACATCTCAGCACATTCTACCC
+AAATTGCACGATACCATTCATAGCCATTTTCACGCCAAGTGTCACTAACACGACTGTTCATCGCATCTTG
+CATGACCAGCATTTGGCTAATTTGTTTCTCGGCTATAGAGAGTGCAGTTGATAGTTTTTCGCTCATGTAT
+TTCTCAAATAATAATGTTAGTACTGTTATTTTGCCGTAGCTGATAGCTTGTGACAAGTATTATACTAAAC
+GGATTAACTTATTGACCAAGTTAGCGCTACATCAGCTCGAAAGGTATTAGCTGTTTCTTTTGCTTTAAGA
+GTGGCTTTATGACTATATTAGGTAGGTAAAACTCTTCTCCCTCTGCTTATTGTTACCATATCACCAAGTA
+AACGAGTTAGCTCAAGGAAAGTTCTATGAAGTATTTAGACAATAACCTACTACTTAACTCCGTCATTGAT
+CTCATTGATGATTTGATTTTTTATAAAGATAAACACTTCAGATATATTGGCTGTAATACTGCTTTCCTCA
+ACTTTGTCGGCAAAAAAGCTGAGGACCTTATAGGCAAGGATGATTTTGAAATATTTGATCATGACTTGGC
+TTGCCTATTCAGAAAGCACGACAAACTCATGCTAGCTGAAGGTAGTGTCAGATCCAATGAAGAATGGGTT
+GTCTATCCTAATAACAACAAAGTTTATCTGTTAACCAAAAAAATTCCTTTTGTTTATGATGGTATTAACA
+CCGGAATTTTAGGCATTAGTCGTGATATCACTTCGTTAGAGAAAGCCAACCAACAATTAAAGCAACAAAC
+ATTATTGGATGAACTTACACAGATAAAAAACAGAAAAGCATATAACCTTAAAATTAAATCTTTACTCGCT
+GTTTTTGAGCGTTACCAAACCCCTTTCTCAATTATCAGCATAGATATTGATGATTTTAAAAATATTAATG
+ACAACTTTGGTCATGATGTTGGCGATACGGTATTACGGAGTTTTGGTGCGCTTATCGAGAAAAATATTCG
+AGAAACTGACCATCTATTTAGAATTGGCGGTGAAGAATTTGTCATTTTATCAGAGTCAAAAACTAAAGTT
+GATGCGATTCAGTTAGCCGAAAAATTAAGAAAAATTGTGGCTTTTAATACTATTCTTACCGATATTAATA
+TCACCATCAGTTTAGGTATTTGTGAAGTAACTACTGGTGATGGTCCCAACTCTATAGCTAAGCGAGTTGA
+TAATTTACTTTATGAAGCGAAGTCCCATGGAAAAAATAAAGTGACTTATCATTCAGTAACATAAAATTTC
+AATTTATAGTTCAAATTCATGGGCAGACCTTACTGTTTGATATGCTCACTTTAACTGAACAGTTTTTTCC
+TTACCATAGCGCGATAAGCTTTCGGCGTTAAATGTAAGTCTTTCTTAAATAATCGAGTTAAATGTCCTTG
+ATCTTGATAACCCACCTGATCTGCTATTTCTTGAATAGTTAAATTACTTGATGCCAATAGTTCTTTTGCT
+GTTTCTATTCTTAACTGCTGCCAGTATTGTGTCGCACGAACGCCCGTTGCCGCTTTGAACCGGCGGGTAA
+ATGAGCGTTGACTCATACCAAATTGCTTAGCAATTTCTGTCAGGGTTAATTCAGTATTTAAATTTGTCCG
+TAGCCAAAATTGAATTTCAGCAATCAATTCATCCGCATGCCTATCACCCGATCCCTCCAAATAACGTTGT
+TCCTCATAAGGCTTGCGTATTTCATGGGAGAAATTTCGTTCTACATTTTGTGCCGCTTCTTTACCGTAAT
+GCTGAGCGATTAGGTGAACAATAATGTCTGCCAATGCATTTAAGCTAGCTGCACAATAAATACGTTCAGA
+TTGCGTAATAAAGAAATCGGGCTTTAAATCAACTTGTGGATAGTCTCGCTTAAATTGCTCAACATAATGC
+CAATGCGTGGTTGCTGAGTGATTATCTAATAAACCTGACTCTGCCAAAAAGCACACCCCAGTGCCAACAC
+CAATTAAAGTACTTCCTTGCTGCCAGCAATGCTTTAACCAAGCAACTAATTTTTCATGACTTTTAAGTAC
+GGGGCGAGGATTACGCCACAAACTGGGCACAATAATAATATCAGGTGGGGTTGATTTAACTAATAATTCA
+CTATCAAGGGTGATATCGGCAACCATGGTAATGCCTGCACGTGACTTTATTTTAACTGACGATTCACTTA
+AAAATTGCGTGTCTAGTTTTAATACTGATTTATCATAACGCCTAGCAAAAGCCTCACCAGCGAGTAACAT
+CTCTATGGGTAAAGTAACTCCCGTGGCTAATACATGCGGATAAATAACTAAATTTACCGTTAACTTATTT
+GTTAGATAATCTATTTTTATCCGCTTATTAGGCATCATTCCTTTCCTTTTCGTTATTTTTGGCCATTATT
+GCATACTACAAGGCCATTTTGGCTTATTATTATTTTGAGGAGTCATTAGAATAGACACTATCAAACGCAA
+TACGACTATTTTGCATTTATTCAAATTCTTTAAGTGGATTATTACATGACACGTTTACCTTTAATTATTG
+GCATGGGCGGTATTAATGCTTCAGGCCGTACCTCATTTCATCAAGGCTTCCGACGTATAGTAATCGATAA
+ATTAACTGCTCAAGCACGCCAAGAAACATTTGTCGGATTAGCAAGCTTAATGAAAATTGTCACAAAAAAA
+GATGGTGCTTTAGTTGATGGTGACGGTAACCTTGTTTTAGCTGAAGAGATCGAAAGCAAGTTTGGGCAAA
+AAATTCTTGCTGGTACCCTAATTCGTAAAATTGAAAAAAACCATTTTGATCCTGATGCGACTCACTGGCA
+TCAAAAAATGAATGTCACGCCTACAGATAAGCCTATAGCGTTTGAATTACGTGCTAAAGAATTACCTCAA
+CCGGTACCAAGTTCATGGTTGGTTACTGACTTAGGTGCAGGTAGAGTTTCTGTCGAAATTCCTGAGCAAC
+TAACAATTACTCACGATTCGTACCGTGATAATCCGATTAAAGCCGCGGGTCAATTTCCTACAGGATTCGA
+TCCTACTGAGCTTTACAAAAGTCGAAACCATCCGCGCGGTTTGCAAGTAACAATCTTTGCGGCGACAGAT
+GCTATTCGCTCTACCGGATTAGAATGGGATGCTATTCTAGATAAAATTAGTCCCGATGAAGTTGGTACCT
+ACTCAGCTTCAATAGCAGGACAAATGCATGATGAAGGCTTTGGTGGCTTAGTTAAAAGCCGTTTAACCGG
+TTCTCGTGTCAGCTCTAAGCAATTAGCGCTGGGACTTAATACTATGTCTACCGATTTTATCAATGCTTAT
+GTTACTGGCAATGTTGGTACTACTTTTACTAGCTCAGGTGCTTGTGCAACATTTTTGTATAACCTACGTG
+CCGCAACACATGATATGGCCGCTGGCCGAACACGTATCGCTATTGTTGGTAGTAGTGAAGCGCCTATTAC
+GCCAGAGATGATTGAAGGCTTTGGCAACATGAGTGCATTAGCCAACGAAGAAGGGCTAAAAAAACTTGAT
+GGTACTGATACTGCTGATCATCGTCGAACTAGCCGTCCATTTGGTCAGAACTGTGGTTTTACTATGGGTG
+AAGGCGCACAGTTTGTTGTCTTGATGGATGATGCGCTTGCCTTAGAGATGGGCGCAAAAGTACTCGGCTC
+TGTTGCCGACGTTTTCATTAACGCTGACGGTTACAAAAAATCAATTACCGCACCAGGACCTGGTAACTAT
+ATTACCATGGCCAAATCCGTTGCTTTAGCAGAGCAAGTTTTAGGTAAAGAAGCATTACAAGAACGTAGCT
+TTATTTTGGCGCACGGTTCTAGTACCCCACAAAATCGCGTTACTGAGTCATTAATTTATCATAAAGTTGC
+AGAGTGTTTTAACATTGAAAATTGGCCGGTTGCTGCACCTAAAGCGTATATTGGTCACACCTTAGGCCCT
+GCAAGTGGCGATCAAATGGCAATGGCATTAGGTATTTTTAGTGATAATATTATGCCCGGTATTACCACTA
+TTGATGAAGTTGCTGAAGACGTTCATAACGAACACCTTAATATTGCTACAGATCATTGGCACTGCCCTGA
+TATGGATATCGCTTTTATCAATTCAAAAGGCTTTGGTGGCAATAATGCAACCGCGACTGTTTTTTCTCCA
+AAAGTAAGTTTATCAATGATGGAGAAACGTTATGGTGCAGAGGCAATGGCAACTTACCAACAGAAGTTAA
+TTGAAGTAGAACAAGCCCAGCAAGTGTATCGTGATAACGCTAATGATGGTCAGTTTGATTTAATTTACAA
+ATTTGGTGAAGGTCTGATCGATGAAGCCAATATTGAATTAACTAACGATAGTTTACGCTTCACTGAATTC
+AAAAATAGCATCGCACTACCTAGCAAAAACCCTTTTGATGATATGGTTTAACCTTATCTATACCCGTTCC
+ACTTGAAGATGCATGATTCAACTGGAATTAGAAACGCCTTGAAGCAAGGCATTGATAGAAGATATATTGT
+CAAAATCAATAACGCAACTTAAAGTGTTTCTAAACCATCCCCTTGGGGAAGACTGAGCATCTTCAAGTGG
+AGCGGGTATAATGGTGATAACTTGCTAAAATGGCAAGCTAACACCTGATATGTTCCTGCTCTTCCTAAAG
+TACAAAATCGAGTCACTTCTCCTCCTATTATAGTTTTCCTAAACAAAGATAAGGCAAAATATGACTCGGC
+TTCGCATCATTTTAATCACTTTACTGTCACTATCAGCCTTTGCTGCTAATTCGCTCATCACTCGTTTTGC
+TTTAGAAAAAACGGCTATTGATGAAGCTAGCTTCATTATGCTTCGAGTTGTCTCAGGAGCACTCTTCTTG
+TGGTTATTTTTAGCGATCAAAAAAGGTAAAAAAATAGCACAAGGGGGGACATGGTTTGCTGCTTTTGCTT
+TGTTTATTTATGCCGTCAGTTTTACCTATGGTTACGGATTGATTGCAGCTGGCACAGGTGCCCTATTACT
+CTTTGGATCAGTACAAATTACCATGACCGTTGCAGGTTACCGTGAAGGAGAACGACTGAACGTAATACAG
+CTAGTCGGCTTTGTTTTAGCAATTGTTGGGCTAGTCATTTTGATGCTACCGGGTATAAGTGCACCTTCCT
+TTATGGGAGCATTTTTGATGTGTATCTCAGGGATCGCTTGGAGTATTTACACGCTACAAGGCAGAGGAGC
+AAGTAGTCCTGCAGCTAGCACTGCCGGTAACTTCATAAAAGCTGCCCCTATGGCAACACTGTTATGGCTC
+ATAGTTTACCTGTTTACAAACAACACTATCGACTTAGCAAACACTGGTGTTATTTATGCATTGCTATCCG
+GTATTGTCACTTCTGGTATCGGGTATATTATTTGGTATAGTGTGTTGCCTGAGCTTAAAGCCACTCAAGC
+CGCGATTGTGCAATTAAGTGTTCCGCTATTAGTCACTTTAGCTGGGGCTCTACTACTAAATGAAGTCATT
+ACATTACGTGTCATATTCGCTTCAATTACCATATTAATTGGCACCATTCTAGTACTGACTTTCAAGCGTA
+GGCATTAATATCCTCTTTAACAGTACATACCATCTACACAACGTCATAATACTGAATAATTAGAATGACT
+CAAAAAATTTAATCAAAATAAGGAAAATCTTAACATCTTTAATTTATTACCCAGCCATACCCAGCTATCT
+CCAACAGTGAACCTTCAATAAACAACCTTCAGCACCCCTGTCCAAACTGTATTTTATTTTGATAACCAAT
+TGAAAACGGCATTATATTCAAAATAATTCTAAGCTAATAGCATTATATTCTTAAGCTGTATTTATATTAT
+ACAGTGGCTTTTCACATCACCCACAACGAGCGTTTTTACTGAACTTTCGTTTCCCAACATACTTTTTCAG
+TTCGTTTTTTATTCTATTTGTAAAGACTCCACATCAAATAATTGTAGATAATATACAATATAACGTATAT
+AAGTGTGTCCGTCGTGTGGGGTTATTCGCTTAATAAATCCCCGCTGCTGACAGGTAAAAATACAAGGGAA
+GCTAAGTCAGCTTAAAGGACACAACAAAACAATAATAATATAAAACAACAATAAAATAGGTAAAACCAAA
+TGATTACATCAAGCTTAAAGGCACGTAAATCTCTCGCTGCTATTGCCGTAGGTACCGCACTAATACTTAC
+TGCCCCTAGCGCATTGGCTATCGACACAGGTACGGTTAAAGGCCATATCATCAGTAATGAAGGCACTGTC
+CTCAGCAATGCCACCATCACCTTAAAACATAAAACCAAAGGTTTAGTATTCACGGTTAAAACCAACGATA
+AAGGTAATTACTCACTGCGTAATGTTCCCGTGGGTGACTATAATATTACCATCACAAAAGATGGCTATAA
+CGGCGCAGAAGAACCTAATATCAGCTTGAGAATTGGTCAACCTGTTATTATAGATAGTCAATTACTGTCA
+AGCTCTGCGACAGCGCAAGAGATTGAACGCATTGATATTCTCGGTAGTAGTATTCGTCGTGTAGATTTAG
+CTTCTTCAACTTCAGGTGTTACCTTCAATCAGGAAGAGCTTGATAGAATGCCAGTAGATAATGGTTTTGA
+AAATATTGCTTTATTAGCCCCCGGTACCTCTTCTGCAGGTGGTTCAAATTTTAAGGGTGCTTCTAGCTTT
+GGAGGTTCATCTTCTGCGGAAAATGCCTATTACTTAAACGGTCTTAATATCACTAATATTAAAACAGGTT
+TAGGCGCGTTATCCCTACCATGGGAAGCTATTTCGCAGACACAAGTTAAAACAGGTGGTGTAAGCCCTGA
+ATTTGGTGGTGCCTTGGGTGGTATTGTTAATGCCGTATCAAAGTCTGGTGATAATGAATTTAAATTTGGC
+GGACAAATACGTATTGATCCCTCTTCAATGCGCGCAAGCCAAGACACTGTTTACCTTGCCAACGGCAATG
+TTTCTAGTGATGGAGCTACTGGACAAGATAGTTACCAATTTACCGAAGCAAGACTTTGGGTAAGTGGTGC
+CATTATCGAAGATTCACTCTTCTTCTATGGTTTATATGAGCCACGTAAAGAAGATGAAACATACTCAACA
+CAAACCGTAACGACAGATCGTGTACGAGAATCAGACCGCTGGTTTGCAAAAGCAGATTGGTTTGTTAACG
+AAAATCACTCTTTTGGCTTTATGGCGATGAATAATAAACGCACATGGACCAAAAAAAATTACGCCTATGA
+CTCGCAAGCCAATACTGTTGGTGAAAAACTGGGTGTGAACTCACCCGGTGAAGATGGCGGTCAATTATAT
+AGCATTAATTATAACGGTTACTTAACGGATAACTTTAGTGTAAACGCAGTGATTGGTCGTGTGGTTGAAG
+AAGTTAATACTATTCCTGGTTCAGCAGCACCAAGTGTCTGGGATGCAACTGACGGCTGGGTTAAATTAAG
+TAACGACACAGACAGCACTTTGAAAAACGAAGAATACACTCGTGATCAAGCGCGTATCGATTTCAGCTTA
+GATCTTGAAGAACATGCGATTAGTTTTGGTGTTGATTATACCAATGTCGCTGTTGATTATTTAGAGTTTC
+CTAATGGTGAAGGTGACGCTGCTGCTTGGTGGACAGTATATACTGCCGGCGATGGCAGTGTTTCTGGTGC
+GCCAGCAGGTGATACCTATATTGAAAAGCGTGTCCGTAATAGATTTACTGATTCTGATGTGAGTCAACTA
+GCCTTTTATGTAAACGACTCATGGCAAGCAACTGATAATTTAGTATTAAACATGGGTGTACGTTATACCC
+AATCTGAAAATACCATGAATAGTGGTGAAGCTTATGTTGATTTTGATAGTCAAATAGCACCGCGCTTACA
+AGCCATCTATGACTTATCTGGTGATGGAAGTTCAAAAGTTTATGCCACTTATGGCCGTTTCTTTCAGCCA
+GTATCAGCTAACATGAACATTACTCAGGGTAGTTCTGCAACAGACGTACGTGATTATTACCGCACAGACC
+AACTAGACAACGATGGTTATCCCGCTTTACTGGCTGACGGTTCTCCTAGCCATGGCTCCGCATATCGTGA
+GACAGATATTCGTCAAGACAGCACCAACTTAGCCGCTGGTGGTATTGCTTCTACCACATTAGAGCCAATG
+TACTCAGATGAAGTCACCCTAGGCTTTCAGCAAGAAGTCTTTGATACCATGACTTTTGGTACACGCGTTA
+TTTGGCGTGAACTTGGCCGTGGTGTAGAAGATAGTGATATCCAATCACCGTTGAATAAGAAATTGGCTCA
+ACTTGGTTATAATGATGTCGGTGGTACATGGTTCTTACACAACCCGGGTGAAAGCTTAACGATTGAACAA
+GATTTTGATGGTAATCCTGATAATGGCGTTGAAGCAGTAACTTTATCTGCTGAGGAAATGATGTTGCCTA
+AGATGGAACGTCATTATGCTGCAATGGAATTCACCCTTGATGGTTCGATCACGGATAGCTTCCGCATTAA
+CTCTTCTTACACTTACTCTAAAAACTGGGGTAATACAGAAGGTCTAGTTAAAACAGATAATAACCAAGCA
+GATCCAGGTTGGACAACTTCGTACGATTACGGAGATGTTATGGACCACGGCTATGGCTTGTTACCAAACG
+ATCACACCCATGTATTTAAATTTAACGGTAGTTACGACATTACTGAAAACTTAATTTTTGGTTTCGTTTC
+GAGTATCAGTTCTGGTCGTCCACAAAGTTACCTTGGCCGTCATCCAACAGGCGTAGATAGCTGTGCTGCT
+GGTAATGTATGGGAAGCGTGTTATGGCAATTCTGGTCATGAGAGCTTTTACGATGAAAACGAACAACCGG
+CTAAGCGTGGTTCAAAAGGTAACCTTGATTGGGTTACTAATGTCGATTTATCATTAACTTATATTACCGA
+AGTAATGGATGGTGATTTATCATTCAAAGCGACCGTTTATAACGTATTTGATAGCGATTCAGCGACCAAT
+ATTAATGAAACCAGAACCTCCCTAAATGATGACGGAAACTTAGTTAAAAATGCTGATTACGGAAGTATTA
+CTGATCGTCAAACAGAACGTTATGTATCATTTGTTGCCCGTTACGAGTTTTAATAGTTACTGTTTAAGCA
+GCTAATATTTAGCTGCAGCTAAGATTCAAGCCGCTCTTTAAGAGCGGTTTTTTTATTGCGAAACTTTAAG
+CATCATGTGTACTTTCCTTACCTAGTCAAAGCTAACCGATAAAGCTGTACATAAAACCAGTAAACGCACT
+ATACTTAAGCCTTTGTTGTTAATCACTAACACTTGGATATGGCTTGAAACTCTATATTGCCGAAAAACCG
+AGTTTAGGTCGCGCTATTGCTGCCGCATTACCTAAGCCACAAAAAAACCATAAAACACATATTGAGCTCG
+CTAACGGTGATGTGGTCAGTTGGTGTATCGGACACATTTTGGCGCAAGCAGATCCTGAAGACTATGATGC
+CGAATTAAAAAAATGGCGCATGGAAAGTTTGCCTATAGTGCCGCAGCAATGGCAATTAAAACCCATTGCT
+CGAACTCGCTCACAACTCACTGTCTTAAGAAAATTGGTGAAACAAGCCGATGAAATTATTCACGCAGGCG
+ATCCCGACAGAGAAGGTCAATTACTCGTTGATGAAGTGATTGATTACTTTAAATTATCCAAAACAAAAAA
+AGCTAACATTAAACGTCTGCTGATCAGCGATTTAAACTTACCTGCCGTTAAGCGAGCCCTTACGTCACTA
+AAACCTAATAGTGATTTTATGCCGTTATCTATTTCTGCTTTAGCACGTTCACGCGCTGATTGGCTTTATG
+GTATTAACCTTACCCGTGCATATACATTGCAAGGGCAAAAAACCGGTTACAACTCGGTATTGTCCGTAGG
+TCGTGTGCAAACACCTTTGTTAGGTTTAGTGGTTAGACGTGAGCAAGAAATTTCAGAATTTGTCAGTAAA
+CCATTCTTCCAAGTTCAGGCTCATATTGCACTAAGTTCAAAGGACGCCGTCGCTTTTACAGCAAAATGGC
+AACCAAGTGAAAACTGTCAACCATATTGCGATGAAGAAGGTCGAGTTTTGGTAAAAGCATTAGCAGAGAA
+TGTCGTTAAACGCATTGCTAACCAACCCGCAACAATCAGTAATATTGACAGTAACGAAAAACAACAAGCC
+GCCCCATTACCCTTTAATTTATCGCAATTACAAATTAGTGCTGCTAAGCAGTTTTCTATGAATGCCAAGC
+TTGTGCTTGATGTTTGTCAGGCTTTATATGAAAGACATAAACTGATTACTTACCCACGTTCAGATTGTCG
+GTATTTGCCTAAAGAGCAACTAAAGCAAGCAAGTGGCATTGTTAATACACTCGCCAACTCATCATTACCT
+TGTAATAAACCCGCTCAAGGGGCAAATACTTCTTTTGTGAGTAAAGCATGGAACGATAAAAAAATAACCG
+CCCATCATGCAATTATCCCTACCGAGAAATCACCTGAGAACATCAATTTAAATACCTTTGAAAAAAATGT
+CTATTTACTGATTGTACGTCAATATTTAGTACAGTTTTATCCTGCCTATATTTTTCAGCAAACCAAAGTG
+GAATTATTAATTGCTGGCGGGAATTTTATGAGCCAAGCAAAAACAGAAAAACAACTGGGCTGGCAAGTCT
+TATTCCCAAAAAGTAATAAAACGAATAACCAAAGCAAGTTAGAACATGGGCAAGAACAAGAGCAAACATT
+GCCCCCTTTAACAAAAGGGCAACTATTACATTGCCAACAAGGCGAATTAATAGAAAAACACACGTCACCG
+CCGCAATCTTTTACTGATGCAACGCTGCTCGGTGCCATGACCGGTATTTCCCGTTACGTCAATGATGCGG
+CCATTAAAAAAGTACTGAAAGAAACCGATGGTCTGGGTACAGACGCTACTCGCGCCGGCATTATAGATTT
+ACTTTTTAAACGCGGGTTTTTACAACGTCAAGGCAAAGCGATTACTGCAACGAAGGTTGGTGTTGCGTTA
+ATCACCGCCCTGCCCACCATGGCTACTTTGCCAGATATGACAGCACAATGGGAAGCAACACTCACAGCAA
+TCAGTGAGAAAAATGCCAACTATCTAAGCTTTATGCAACCTTTAACAGTTATAGTCAATGAGATGGTACA
+AGGTGCCAGTCAGCAATCTTTTTCTGGTTTACCTAAGGTTGCTTTTAAGCCTAAACGCGGCAAACGAACA
+TTTCAGAAGAAAGCGGTAAAAAAAGCAAGTTAGCGCCAAGCTACTTGTTTGAAGGTAAACTATACAAAGG
+TAATTAATCTCAAATATCTTTAAGAGGTAGAAGTTGATTAGTCTTTTTCTAAGGCGAATTTAGGCGTCAA
+CAGCTCGGCTGTTACAAGTGAATTTAACGCTGAAGTAAGTTGGACTTAACGTAAACTATTTTTTAATGCG
+CCAAGTAATGCCATATAAATTGGATCACAAAACTCAGTAACCGCCTTTTCATTATCTGAAGTGAAACTAG
+AGCTCCATTCAACCAACACACCCGTGCTACTTTCAGACAAATTAACCATACCTAAATAGTTATCTACCGC
+TGACTTAGCAATAGCATCTGGCCCATCATCAATAGAATAAGTAAAAGTATAATTACTGGAATCTAGTGAT
+ACTAAGGTTTCGTGAATAGCATCATTTAAAATGCGCTTAGCGCCTACTTCAGTACCACTAGCAGGGCCTA
+CTTTAACTAAAGAGGTGATCACCCCTTTCGCCCACGACATATCATGAAAGTTGCCTATTTGTTGCCAAAC
+TGCTTCGATTGACGCGTCAATGACTATATTGTTGTAACATCTACCCATGAGTAGCACCTGATTGTAGAAC
+ATAAAATATACAGTTAAGTTTATGCCATCACAGTAAAATTGCCAAATAACAGGAAACTGATAATACACAA
+CTCAACGTGTCTATACTCAATCCACATAAAGATGAGGTTTCAGCTGGCAATAGAAACGCCTTTAGACAAG
+GCATTGATAGCGTTCCATTGTTTAAAGGAATAACGCAACAGAAAGTGCCTTTCGGGGGATGTCTGAGGAA
+ATCAAACTCTTCAAGTGGCTTGGGTAGATAATCTATGGTCCTCATTATCCCCAAGCAAACACTTTTCTAT
+CGTCTCAGATTGTAATATCATCGAAAATATTCTGAGTAAAAAGCAAAGAGAGCAAGATGATTATTCTGCA
+AAACGCCATGGAAAAAAGTAACTTATATAAAGTCGATGAATTTGGCGTGAAAAATTACAACTATGGCATA
+TTAGCAATACTTTCCTTCGTCCTATTTGCATTTATTAATATCAGCTTAGGTTATGTCACCTTTGTAGCAG
+AAACCGCCGTAGAGGGATCACCCGTAAAGAATTATGCTGATGCTTTTTGGCTGATGCTGATGTCATCAAC
+CACCATCGGCTTTGGTGATGTCTATCCAATTACGTTAGAGGGTCGTATTGCTGTTTTTACTATGTTCATT
+TTAGGTGTCGGCATATTAGGTGGTGTAGGCGCTGTTTTTGCCAATAAGATTTTTGGCTTTGCTGATACCA
+ATATAAAAAATCGAGAACTTAGACAGCAAAATGAAGAAATCTTGTTACAAAATGATAAGATTTATCAAAA
+ATTAACCGCATTAGAAGATAAGCTAGAAGCGTTTAATAGAGAGACGAAATAATAGATCGAGCTTGAATAA
+CTAGCTCAATATCAAGTTTCCCTTTGAAGATAATACTTTAGCCAAACGTTTAAGTGTACTTGTTCAAGAT
+TAACAACCTCAAATAGCGCTGTTATTAGAGCCTTTCTTAAGCAATATTTAGTCATGTCATCGTCAGGTAA
+AACCGCAGCCTAATGCCCGTATCAAGGTAACAAATGATGTTTTACTATCTTCCTTAGCGCAACTGATGTA
+TAACAGCGCAATGAAAATTCCAAAGCGACTATTGCCTCTCGTAGAAGAAGGCTTAATTGATGAAGTGCTC
+AACCAATTAATGAGCGGTAAAGAGGCCACTGTTTACCGAGTTCGTTGCGGCGATGAAATTCGCTGCGCGA
+AAGTCTATAAAGAAGCCACTAAACGTAGCTTTAAAAAAGCATCACAATACACTGAAGGTCGAAAAGGCCG
+CAGTAGTCGACGTGCTAGAGCAATGGAGAAAGGCTCTAAGTACGGTAAAAGCCAACAAGAAACCGCTTGG
+CAAAATGCTGAGGTTGATGCCTTATATACCCTTGCAGAACACGATGTACGTGTCCCACAGCCTTATGGCT
+GTTTTGACGGCGTATTATTGATGGAACTGATCACTGACGAGCAAGGTGATGTTGCACCTCGACTTAATGA
+TGTTGTTATGCCAGCAGAACAAGCGATAGAAGATCACGCCTTAATGATGATTTATATCATGCGCATGTTA
+TGTGCAGGCATAGTACATGGTGATCTATCTGAATTTAATGTCTTGGTAGATGCTTATGGCCCCGTTGTTA
+TCGACTTGCCTCAAGCAGTTGATGCCTCAGCCAATAATAATGCCAAAGCAATGTTACTGCGTGATGTCAA
+CAATATCACTACATATTACGCCCAATTCGCCCCGAACTTAGCATTAACCAGATTTGGCGAAGAGATGTGG
+GCACTGTATGAAGCAGGTGAATTAAGCGATACTACTAAATTGACAGGCCTATTTGCAGAAGACACTCAAA
+GCGCCGATGTTGAGACGATATTAGCTGAAATTCAAGCGGCTTTTGAGCAAGAGCAGGACCGACTTGCCTA
+TCTCAAAGAAGCTGCTGAGCAAGATTAATTTAAGGCACTTTTTCCTATAGCCCTATTTTAAATAATTACT
+AAAATAAAAAAGGCACATTAACCTAAGTTAATGTGCCTTTTTTGTTATTACTTCTTAGTATATTTCTCTA
+ACCATTTAAAAACTTCGTCATACCAAACCACTAAGTTATCAGGTTTACGAATATGGTGATCTTCATCTGG
+AAACATCACTAAACGACTATCAATGCCTTTACGCTGCAAGGTGGTAAATGCCCCTAAACTTTGTGCGTAA
+GGGACACGGTAATCTAATTCACCTTGAATCACTAACATAGGTGTTTGCCAGTTATTAACATAAGCAGATG
+GATTGAATTTAGTGTAATCAGGGCTTACTTTGCCTTTAGCACTACCATTTTCTTTGCCCCATGAAGGACC
+GCCCATATCATACTCTGGGAACCATAACTCTTCAGTAGATTGATAAAAACTTGGCATATCATATAAACCT
+GCGTGATTGATCAAACACTTAAAGCGAGTAGGCCAATTTCCGGCTATCCAGTTCATCATGTAACCACCGT
+AAGAAGCACCTAAAGCACAAGCATTATCACCATCTAACCAAGGCTGCTCTTTGACGATAAAATCTAACCC
+TTTCTGTAAATCTTCTAATGGTTTACCACCCCAGTCACGACTTATTGAATGGGTAAATTCTTGTCCATAA
+CCCGTAGAACCGTGGAAGTCGACCATAACGACACCATAACCCTGCGCTGCCCATAATTGGGCATTCCAAC
+GATAATGGAACATATTGCCAAAACTACCTTGAGGACCACCGTGTACTAAAAAAGCGATAGGGTATTTTTT
+ACCTGCTTCAAAGTTAGCTGGCTTTAACCAATAACCGTGCACGGTTTCATCATTCCAACCTTTGAAGTTA
+AATTGTTGGTAATCAGCAAACTTTACGTCGCCCAGCTTATCTTTATTGATGTGAGTTAATTGCGTTAAGT
+CATCACCATGGTTATCAATGGAAAAAATATCTTGCGGTGAATTTAACGTATGGCGAGTAAAGTAAATTGT
+ATTACCGTGGCTTGAGATATCACCATTACTACCAACATTAGAAATGCTACGCACTTCATCAAACTCAGGA
+GTAATAGAAAAAATACTTTTTTGGCCAACATCTTGCGCCACCACATAGACAGAATTGTTATCTGGTGCGA
+AAGCTAAGCTACTAATTGAACGATCCCAATCAGCAGCAACTGCGCGGATTTTTCCTGTTCTGTTATCACG
+TAACTGTAGGGTAAACTTATCTGCTTCATAGCCTGCTATTTTCATGGCTTTATAAGCAAGATATCTACCG
+TTGGGTGAATAAACAGGACTTGAATCCCAGGCGTTATTCTTTTCGGTAATATTCTTTAGATTAAAAGCTG
+TTTGCCCTTTTGCAAGAGACACTTCAAAAATATCAAAGTTAGTGCTCCAAGCATGATCTTTGGCTGCGGC
+TTTACTTGAGGAGTCTTTCGCTGAAAAGGCTAAAGATGTTGCATCAGGGTGAATACTTACTTGGCTAATA
+CCTGCAAAATCACTTACCCAATTTGGCATAATATCTTGCGCATGCTTAAGCTGACCGTTTTTATCGGCAT
+GAGCAATAAATAAATGTTCTTTATACTCTGTTGCCCATGCATCCCAATGGCGAACCATTAATTGGTCATA
+GGCACGAATATTATATTTTTTCTCTTCATCCGCTTTCTTTGCTTCAACGGTGCAGGTTAACGTTTCACAG
+CCTGGCTTAACGGTAAAGGACAAAGCGAACACTTGGCCATTTTTAGATAATTTAAAGCCGTTAACTTCTA
+CCGGAAAATCTGATATTTGCTTAGCTGTCTGATCTTGTAAATCCTGCTGCCAAATTTGGCTACTACCATT
+ACGCGAAGAGAGGAAATACAAAGATTTTCCATCATCAGCCCAGACAACATTACTTTCAGCTTTCTCATGC
+TCAGTAAGTTGTGTAATTTGGCCCGTTTTAATATTTTGTTTATATAAGTGATTGTCTTTAGAGCTACTGC
+CTTTTTTCAAACCATAAACCAGTACATCACCTTGAGGAGATAAAGTGACATCATGCAGTTGGTTTAATTC
+ATTAAGTTTTTCAACAGTGAACACTTCAGACACTGAGTCTGCTGCTTTGACCGAAGTTACCGCCGTCATT
+AATGAAAGCGCTGCAAAGCTAAGTAATTTTTTCATAAGAGTCTCGAATAATTGTCAACTCAGCAAGAATA
+TACAATCCGCATACGTTACACAATTACTTACCTGTATAGCTTTAATTTTAGCACAGTAAAATTCGACTAC
+GACGTACACAGTTTTTTACGTTCGCGCATAAATATGATGTTAATGAAGACTGAAAGACTCGCGCAATGTT
+AGCAAATATTTGGAGGTCATCAGTTAGACGTTTAAATAATATACAGCTATGATTAAAGCGCTTCATGGAA
+GTAGGCCATCTCTTGATAGTGATGTTTGCGATCTGTAGTAAATGAGTATGGTTCATATACAACAATCAAT
+ATTAATGGATTTATTATGCTTAAAAAAATGTTTCTAGTAATCTTACTATTACTCTTTTGCCAAGGTTTTG
+TGTACGCTACAAAACTACCAACAAGAATATCCTATATTACCATTCCTGTCGTAACGCCCGCACAAAGCTG
+GCAGGTATCTGCACAATTACGCGTGCCAAGAAATTCAGATTCCGCAATACCCGCAGTCGTTATTTTGCAT
+AGTTCTGCAGGTGTTGATAGTACAGGGGCTTTCTATGCCCGCGCACTCAATCATAGCGGTATTGCGACCT
+TAGAACTTGATTTATGGGGTGCACGTGACTTAGCTGGAGGAAGCGAGAATAGACCTGAGTCACCACAAGA
+AACCTTACCTGATGTTTTTGCCGCTCTCGCTTATTTAGCTCAGCATCCCAACATAGATAAAGATCGCATT
+GGTGTTATTGGCTTTTCTTGGGGAGGTATTTTATCTATGCTAACCGCAACAGAGCAATACATGTCGATGA
+CTGGTTTACCCTACCGTTTTGCTGGGCATGTAGCTCACTACCCTCTTTGCTGGTTATTTAATTTTGCACC
+TGGTTTTGAGTTTGATAACTTTACCGGTGCACCCGTTCTCATTCAAACCGGCGCCAAAGATGATTATGAT
+TTACCCGAAACCTGCCCCGCATTAGTAGATAATCTATCTGAACACGATCAATCATTTGTGAAGGTTAAAG
+TTTACAAAAGAGCTTTTCATGCATGGGATCGATTAGAGCCTAAATGGATCGTTGACGACCCCTTTTCACA
+TTTAGGCCAAGGTGGGTTAGTAACATTAGCACCTAACATACGCGTTGCTTATAAATCTCGATATCGGGTA
+ATAAAGTTTTTCACTGGGTTATTTAATTTACAAAAGAGTAAATATAATGAACATGATAATAATGAATAGT
+ATTACCGTTAATGAGGTAACCGGGTCATAAATACAAACAGCCCGATGTTATGTTTAATAACTCGGGCTGT
+TTCAGTACGTATTCAAGTATAAATTAAGTTAGCTACTTGTTTGCTTGTTTCGCTTTTTTATCATTTTTCT
+CTTGGCGGCGTTCTTCAATAATATTTTGAATATCTCCACCTATGTGACTTTCACCACGCTCTTCAGCTAA
+AGAGATTTGACGTTGACGTTCAGCATAACGGCTACGTTGTTGTTCAGACACTTTATCATGACAACGGTGA
+CAGCTTACGCCTTTAACATAATGCTCACTTTCTTTTTCTACGTCAGTTAACGGAAAACGACAGGCAAAAC
+ATTGATCGTATTGACCTTGCTCTAGTTCATGATTAACGGCAACACGACCATCAAAAACAAAACACTCACC
+TTCCCACATAGTCTCAGTACTTGGCACTTCTTCAAGGTACTTTAAGATGCCACCTTCAAGGTGATAAACC
+TCTTCAAAACCTTGTTCTTTTAGGTATGCCGTAGATTTTTCACAACGAATACCACCAGTACAATACATGG
+CAACTTTCTTGTGTTTATTCTTATCTAGGTTCTTTGCAACATAATCAGGGAATTCACGGAACGTTTCGGT
+GTTCGGATTAATAGCATTTTTAAAGGTACCAATCTCAATTTCATAATCGTTACGGGTATCAACTAAGACC
+ACCTCTGGATCAGAAATTAAAGCATTCCAATCTTTTGGTTTCACGTAAGTGCCAACCACTTGGTTAGGAT
+CAATACCTTCAATACCCATAGTGACGATTTCTTTTTTCAATTTCACTTTAGTACGATGAAATGGGTTTTC
+TTCACTATAAGATTCTTTATGAGAAATATTATCTAAACCGGGTTGCTCACCTAAAAAAGCAAGTACTGTA
+TCAATACCCGTTTGCGGACCTGCAATAGTACCGTTGATACCTTCAGCAGCCAATAATAGGGTGCCTTTGA
+CGTCAACACTGGCCATTTTATTTGATAATGGCTCACGTAATGCTTCATATGCGTCTAAACGCACGAATTT
+ATATAATGCACAAATAGTGATAGTTGACGCTGTTTGTATTGTCGCAGGCGTCGATAACTGTTTTTCTGAT
+GAACTCATGGTCTCTCCATTGAGCTAACTGGAACGTAAATCCAGAGCTGTAGATTAAATTTTTAAAATCA
+ATAATAAACGTAACTTATTACTTCCCAAATAAAGTATTAGAAAATGTACTTAATAAATCACCTAAGCCAC
+GTTTTAGGGAGGCGTATTCTAGCAGAATTATTTAACAATAAACATAGCGCACAAAGTAGACGATATATAG
+CGCAACTATATTAAGATAAGAACAGATAGGAATAACATTAAGCGCAAAAAAAACGCCACCTTGCATCAGC
+AAGGTGGCGTTTATCAGTTAAATTTATTCGCTTTCTCAACGCTAACAAATTCAAGAACAAGAAAGAAGCA
+CGGAGCCTATGACTATAGGTGAGTACTTCTAACGCTGTTATTGAGCTTGTTAGCTAAGAGCTGGCAATAA
+ATTAGGCTTCTACTTGTAAAATTACAGTATCTGCTTTTGACGTGTATTCTTCCATCTTATCAAAGTTCAA
+GTAACGATAAGTATCAGCAGCAGTAGCATCAATTTGAGAGGCATACTCCATGTATTCAGCCACACTTGGG
+AGTTTACCTAAGATAGCACCAACACCCGCAAGTTCTGCTGACGTTAAGTAAACGTTTGCGCCAGTACCTA
+AACGGTTAGGGAAGTTACGTGTTGAAGTAGACAACACCGTCGTATTATCACCTACACGTGCTTGGTTACC
+CATACACAGTGAACAACCCGGAGTTTCTACACGAGCGCCGGCTTTACCATAAATGTTGAAGTAACCTTCA
+TCTTTAAGTTGTGCACTATCCATTTTTGTCGGTGGTGTAACCCACATACGTGTTGGTAATGAGCCACCAA
+ATTTTTCGATAAGCTTACCAGCTGCACGGAAGTGACCAATGTTAGTCATACATGAACCGATAAATACTTC
+ATCAACTTCAACACCAGCAACGTCTGATAATAATCGTGCATCATCAGGATCGTTAGGACAACAAACGATA
+GGTTCTTTGATTTCATTTAAATCAATTTCAATAACATGAGCATATTCAGCATCGCTGTCAGCAGACATTA
+ATGAAGGATTAGCTAACCATTCTTCCATGCCTTTAATACGACGAGTAATAGTGCGAACGTCACCGTAACC
+TTCAGCAATCATCCACTTAAGCATAACAATGTTAGACGTTAAGTACTCTGCAACAGCGTCTTCTTCAAGT
+TTGATTGAACAACCTGCAGCTGAACGTTCAGCTGATGCGTCAGATAATTCAAATGCTTGCTCAACGGTTA
+AACCTTTAAGACCTTCAATCTCTAATACACGTCCAGAGAATTCGTTTACTTTACCTGCTTTTTCAACCGT
+TAATAAACCATTTTTAATTGCTGTATAAGGAATAGCATGTACTAGGTCGCGTAATGTAATACCCGGCTGC
+ATTTCACCTTTAAAACGAACTAGAACTGACTCAGGCATATCTAAAGGCATTGTGCCTGTAGCAGCAGCAA
+AAGCAATTAAACCAGAACCCGCAGGGAATGAAATACCTAATGGGAAACGTGTATGAGAATCACCACCTGT
+ACCTACAGTATCAGGTAACAACATACGGTTTAACCAAGAGTGGATTACACCATCGCCCACACGAAGTGAA
+ACACCGCCACGATTCATCATGAAATCAGGCAAGGTGTGATGGGTAATAACATCGACAGGCTTAGGGTATG
+CAGATGTATGGCAGAATGACTGCATAGTTAAATCAGCAGAAAAGCCTAAACAGGCTAAATCTTTTAATTC
+ATCACGTGTCATAGGACCTGTTGTATCTTGAGAGCCTACAGTTGTCATTTTAGGTTCACAGTATTGACCA
+GCGCGAACACCTTCAATACCACAAGCTTTACCCACCATTTTCTGAGCAAGGGTAAAGCCTTTACCTGTAT
+CAGTAACAGCAACTTGTTTAGCGAATAAATCAGCTTCAGGTAAACCTAATGCTTCACGAGCACGACCAGT
+TAAACCACGACCGATGATTAATGGAATACGACCACCAGCACGAACTTCATCTAATAATACCGGGCTAAGT
+GTAAATTCTGAAATAACGTCACCAGCAGCGTTTTTAACAACACCTTCGTATGGGTAAATGTCGATAATAT
+CGCCCATATTCATTTTTTGTACGTCTAATTCAATGGGTAATGCGCCTGAATCTTCCAAAGTGTTATAGAA
+AATAGGAGCGATTTTTCCTCCTAAACAGACACCGCCACCACGTTTGTTTGGAATACAAGGAATATCATCA
+CCCATGTACCATAAAACAGAGTTAGCTGCAGATTTACGTGAAGAACCCGTACCAACAACATCACCAACAT
+ATGCTAGTGGGATACCGTCTTTTTGTAATTCTTCAATTTGAGAGATAGGACCAACAACTCCATCTTCTTC
+AGGGGTAATACCGTCACGTCCAATCTTAAGCATTGCTTTAGCATGTAATGGAACATCAGGACGAGACCAT
+GCATCAGGAGCAGGAGATAAATCATCGGTGTTCGTTTCACCAGTAACTTTAAATACTTTAACCGTGATTT
+TTTTAGCCACTTCTTTTCTAGAAGTAAACCAAGAACCATCAGCCCATGATTGCATTACTGATTTAGCTGC
+AGCATTACCTGCTTCAGCTTTTTCTTGCACATCATGGAAAGCGTCGAACATTAATAAGGTATTTGATAAA
+CCGTGTGAAGCCGCTGAAGATAGTGCTTCATTGTCTAAAAGGTCAATCATCGGCTGAATGTTATAACCAC
+CTAACATGGTGCCTAATAATTCAGTGGCTTTCTCAGCACTTAATATTGATGAAGTCGCTTCACCTTTAGT
+CACTGCAGCTAAAAAACCTGCTTTAACGTAAGCCGCATCATCAACACCTGCGGGTACACGATTTGATAAT
+AAATCAATTAAAAAATCTCCTTCACCGACCGGAGGGTTTTTAACTAATTCGACTAATGCTGCTGTTTGTT
+CAGCGTCTAAAGCTTTAGGTACAAGACCTTCAGTTGCACGTTCTGCTACGTGGTTACGATATTCTTGAAG
+CATGATATTCACCTTCTTATTGGAGACACTAATCACTTTAGGGATGACTCGATTAATATAGAGCCAATTT
+AGGACAAAGTTTTTAAGTATCTAAGATTAAAACAGGATTGAAAATTCGTCTTAATAATACAATATTGTCG
+ACACTTTTTGTTACTTACAACTAGTTACGATGGTTATTATAAACATTCACAAAAAATATAATCATTACAC
+TTCAAAGGTATACGAAACTTATTATTTTTGTTTGTACGACTATAATACTAGTAAATCATTCGTTATTTTA
+AAAATTGTCGGAAATATCTCGATTTCACTTAAGATTCTATTATGCAAAATAGTTAACCATTAGGCCTGTT
+AAGATGGCTGCATGATTATAGTTATAGTATAGGGGATAAGATGGTTTTCAGCGATTAGACGGACTTTACA
+TCTGCCAAAATAATCGTATTTTAGTCGCGAACTTGCAGGGATATAGGGGACTTTAGTATTTATACCAAAT
+CCATTAAGGTATTTCCCACTCAGCGAGAATTAAAAGGCTTAGAGGAAAGGCATTGATTGAAGAGAATGGT
+TATTCAGGAGAATATGCTCCTGCATTCTATAATAAGCTGCATCCATGCAGCGTCCTTGTCAAAATCAATA
+ACGATGTATATAAGCCTTTACCTTTTATTAGGTACTCGCCCTTGGGAGCTTGTCAGAAAAGCAACAACTG
+CACAAATTTGTTAGATGTAGAATGACTATACCAGCACAAATTTTATTTGTTCTAACTTCTCTGGCATAGC
+TCTGAGGTGGGAATAAATTTAATGGAATTGGTATTAACATCACCTTGAAAGAGAATTTCCAGTGTAACCA
+ACAATCCAATATAAGTCACATAACTATATTATCTAGTTGTCATTACCGTTATGAATAGTGCTTATTTAAG
+CAAATGATTAGTAGTTAGCAGAAAATCAGGTAAAATAGGCGCAAAAATTTGTCCTTGCTAATAATGACAA
+TATTATTAGCCATATTATAGCTAGAGAGAGTATCAGATGAGCTTATATTCAGAGTACATTAAAGAAATAG
+AAAGTCGTAAAACCGATCTAGGATTGGCACCTTTGCCAATTGATTCTGCCGATTTATTATCTGAGATTAT
+AGCTCAGATTAAAGACTCAGCTAATGCGCATCGCGAAGAGTCTCTTAACTTTTTCATTTATAACACTTTG
+CCAGGTACAACAAGTGCTGCAGGTGTAAAAGCAACTTTCCTAAAAGAAATCATCCTAGCTGAATCTGTCG
+TAGCAGAAATTACACCTACATTCGCTTTTGAATTGTTATCTCATATGAAAGGCGGTCCTTCAATTGAGGT
+ACTTCTTGATTTAGCATTATCTGATGACGCAGCAGTAGCAAAAGAAGCGGCTGAAGTATTAAAGACTCAA
+GTGTTTTTATATGACGCAGATACAGCGCGTCTTGAAGCAGCCTTTAAAGCTGGCAACGCGCTTGCGAAAG
+AAATTTTAGAAAGTTACGCACAAGCTGAATTTTTCACAAAATTACCAAATGTTGAAGAAAAAGTTGAAGT
+AGTGACTTATATTGCTGGTGAAGGTGATATATCAACGGATTTACTTTCTCCAGGTCATCAAGCCCATTCT
+CGTGCTGACCGTGAATTGCATGGCCAATGCATGAGCACACCAGAAGCTCAAGCAGAAATACTAGCATTAC
+AAGTTAAGCATCCTAATGCGAAAGTGATGTTAATTGCTGAAAAAGGCACTATGGGTGTTGGTTCATCTCG
+TATGTCGGGTGTTAACAACGTTGCACTATTGGCAGGTAAAAAAGCAAGCCCATACGTACCGTTTATTAAC
+ATTGCACCGGTAGTTGCTGGTACTAATGGTATTTCTCCAATCTTCTTAACAACCGTTGATGTAACTGGCG
+GTATTGGTCTTGACCTTAAAAACTGGGTTAAGAAAGTAGATGCAAATGGCAACGCAGTTGTAGATGCAAA
+TGGTGATGCAGTTTTAGAAGAAGCTTACTCAGTAGCAACTGGTACTGTGTTAACTATTGATACCAAAGCG
+AAGAAATTATACAACGGTGACAAAGAGCTTGCGGATATATCTTCAGCCTTTACACCACAGAAAGTAGAAT
+TCATGAAAGCAGGCGGTTCTTACGCGGTAACATTTGGTAAGAAATTACAAACGTTCGCAGCTGAAACACT
+TGGCCTAGCAACACCACCTGTATACGCAACTTCAAAAGAAATTTCACATGAAGGTCAAGGTTTAACGGCC
+GTTGAAAAAATCTTTAATAACAACGCTGTTGGTGTAACGTCTGAAACACCATTACATGCAGGCTCAGATG
+TTCGCGTTAAAGTGAACATTGTTGGCTCTCAAGACACGACAGGTCCTATGACATGTCAAGAACTTGAAGC
+GATGGCAGCATCTACTATTTCTCCACTAGTAGACGGTGCATACCAATCAGGTTGTCATACAGCGTCAGTT
+TGGGATAGCAAAGCTAAAGCTAACATTCCTAAGCTTATGGCATTCATGAATAAGTTCGGTCTTATTACTG
+CACGTGACCCGAAAGGCGTTTACCATGCAATGACTGATGTTATTCATAAAGTACTAAACGATATCACAGT
+AGACGATCGCGCAATCATCATTGGTGGTGACTCGCATACTCGTATGTCTAAAGGTGTAGCCTTTGGTGCT
+GACTCGGGTACAGTAGCAATCGCGCTAGCCACAGGTGAATCTGCTATGCCAATCCCTGAGTCTGTAAAAG
+TTACTTTTAAAGGTAACATGCAAGGCCACATGGATTTCCGTGATGTAGTTCACGCAACTCAAGCCCAAAT
+GCTTAAGCAATTTGGTGGTGAGAACGTATTCCAAGGCCGTATCATTGAAGTGCACATTGGTACTTTATTA
+GCTGACCAAGCATTCACATTTACTGATTGGTCTGCAGAAATGAAGGCTAAAGCGTCTATCTGTATTTCTG
+AAGATGAAACGTTAATTCAATCACTTGAGCTTGCTAAGAGCCGTATCCAAATCATGATCAACAAGGGTAT
+GGAAAACGAAGCGAAAACCCTTAACGGTTTAATCGCATTAGCTGACAAACGCATCGAAGGCATTAAATCA
+GGTGAAACTCCTGCATTAGCACCAGATGATAACGCTACATACTACGCAGAAGTTGTGATTGATTTAGATG
+TTATCGACCAGCCAATGATTGCTGATCCAGATGTTAACAACGAAGATGCATCTAAGCGTTACACCCATGA
+TGTTATTCGCCCTGTTTCATACTACGCTGATAAATCAGTTGATTTAGGTTTTGTTGGGTCTTGTATGGTT
+CACAAGGGTGATATGCAAATCATCGCTCAAATGTTCCGTAATATGGAAGCACAAGGTAACAAGATAGAAT
+TTAAAGCACCATTAGTTGTTGCACCACCAACTTACAATATTGTTGATGAACTTAAAGCTGAAGGTGATTG
+GGATATTTTACAAAAATATTCAGGTTTTGAATTTGACGATGCTGTACCTAAAAATGCTGCTCGTACTAAA
+TACGAAAACATCATGTACCTTGAACGCCCAGGCTGTAACTTGTGTATGGGTAACCAAGAGAAAGCTGAAC
+CTGGTGATACTGTTATTGCAACGTCAACGCGTTTATTCCAAGGTCGTGTTGTAGCTGATACTGCTGAGAA
+AAAAGGCGAATCACTACTTGGCTCTACACCGTTAGTGGTACTTTCAACTATGCTTGGTCGTTTCCCTTCA
+ATCGAAGAGTACAAGTCTGCTGTAGAAGGTATCGATTTAACTCGATTCGCTCCTCCTACGCATGAAATGA
+CTACTAAGTATACTGCTCAAGCAGTACCGGTTAAAGTGGTATAATAGATAGATAGTTAGTGGGTAGAACG
+TCTACTTTAATAACTAAATAACATAAAGCAAAAAGGGTTACTTAACTGATTGAAGTTAAGTAACCCTTTT
+TTTTGCCTATGTTTTATATTTTTAAAATGAATTCATATTACTCAAATTGATAATCACTTCTTAACAATGC
+TGACCGCATTATTTTGTTGTTGCGCACTCAAGCTTAGCAGTGAGATTTGGCATAATTAAATTGGGTGACG
+CACGAGGGAAATCAAAGCTTTCAACACCTTTTATTAGTTCTAACTTATACCCATAAGAACCGCAAATTAA
+ATAACTTCTGCGTAATAAAAATGCAGATAAACGCTCAAAGCTGACTTTATTATTCGGAATAACTTCTAAC
+TGATAATGGCTGTCATCAAATTGAGTTCTTTTGAATTGTAGTTTGTGATCAAAATCCCATTCTGACTGAG
+CTTGACCTAAAACGACTTGACTAGGTCCTGCACAAGCCGCTAACAATGAAATACATAACAAAAAAACAAT
+AGAGTGAAGTGCTGATTTTAGAGTGAAATTTAACATAGTTACCATCCTTTTAACTGTTGTCTTAACAGTC
+TAGCAAATAGAAAGCTATGACAGCAATAGTGTTAAATCAGTTACTTAAAAGAAATTATATGTCGACAGGA
+TGCTCAATCAAATTAAAACTCGTTTTTGGCTCACCGTAGACATAAATACTACAATTCATCCAACTTGTAG
+GAATTCTCCAAGTATTATTATTTTCTACCGTATAAACATGACGTTTATTAGCGCAACGAACATCTAAAGT
+ATGCAAGGACCCTTCAATATTGGTTAATGAAAACTCATTTCTAACTAAGTCTGCATACCAGTAATCACTA
+TCAATAGCAGCATCAATAACTATATCCTTATCACTACTGATTACAGAATCAATATCTGCCATGACCTTTT
+TAAGTTTTGCTAAATAAGGCTTAGCCTCTTCAAGCTTAATAAGCTGTTTATAGGTAGCAAATGCACTTTG
+AAACTTAGATAAAGTCGTCTCTAAGTAAAATTGTTGATACAGCACTGAAAATTTTAAATTCTCACTTTTT
+ACTCCGCTATCAAGGGTCACTCGATCAAGGTGATATAACTGTAATGTATCATTACCTATTTCTCTTGCAT
+AATTTGCCGCAAGAATGTGCATGTAGTTATTCTCACTCAGGTGCATTGTTTTTCGTGCATTCATCTTAGC
+TAATTGATGCTCTACTGCCTGGTAATCTTTATCTTTCAAGGCTTGAGTAGCTATTTCATATTTTTTCTTA
+AATCTTCGAGACACTCCTTTAGTTCCAACGTTCTTGCCCATACGGTAATCCATTTGTACTGTATTAACAC
+ACTGCTGTATTGGCTTACCATTTTCAAATGCCGGTTGATACTTCCATTTAGTCACGGCTTTTAGCGTTGC
+CTTATCAAAATCTTCGCTACCAGAAGATTCTTTAACTAAAGCATCAGATACGTTGCCTTTTTCATCAATA
+ACAAAACTAAGAATTGTCCAGCCTTCACGGCCTTCTCGAGCCGCGTCAATAGGATATTTAGGTTGAATAC
+GTTCAATAGGCTCAGGAATGATAATCGTTGATAGGTGCTGAGAAATTTCGTTGGCAGAAACTTGGCCGTT
+AGTGCTAACAGCTAGAAGAGCAACGGCACTCGCGTAGAGTATTTTATGACTCATAATTAAATCCTTTTAT
+TTGTAGCGTCGCCCAAGGTTAACAGAATGTTAACCTTCAATCTATAGGCACAAAAAAACCAATTATAAAT
+GACTAAAATTAGTCCCTACAATTGGTTTTATTAAATAATTTTTATTTCGCTAACCGAAAGTAAACGTTAT
+TATTTTTTCTTTTTAACTGCTTTAGCATTTGGTAAATCAGTGATTGAACCTTCAAAGATTTCTGCTGCTA
+AGCCAATTGACTCATTTAACGTTGGGTGAGCATGAATGGTTAAACCAATATCTTCTGCATCAGCACCCAT
+TTCAACGGCTAAACAAATTTCGCCTAACATTTCGCCAGCATTGATACCCACGATAGCGCCACCAAGTATA
+CGACCTGTTTCTTTTTCGAAGATTAACTTAGTTTTACCTTCGGTACGTGCAGAAGCGATAGCACGGCCAG
+ATGCAGCCCAAGGGAAATTAGCGATTTCAATGTTTAAACCTTGCTCTTTCGCTTCAGATTCAGTAACACC
+AACCCAAGCCATTTCTGGATCAGTATAAGCAATTGAAGGGATACAACGAGGTTCGAAAGTATGCTTCTTA
+CCAGAAATAACTTCAGCTGCACAATGTGCTTCATGAACGGCTTTATGCGCAAGCATAGGTTGACCAACAA
+CATCACCAATAGCGAAGATGTGTGGCACGTTAGTACGAAGCTCGTTAGTTACGTTGATGAAACCACGCTC
+ATCAACATTTACACCCGCTTTATCAGCAGCAACTAAGTGACCATTTGGCTTACGGCCAACAGCAACTAAA
+ATCTTGTCATAACGTACTTGTTCTTTTGGTGCTTTTTTACCTTCAAAAGTAACGTATAAACCATCATCTT
+TTGCTTCAACAGCAACAACTTTAGTAGACAACATGATGTTGAATTTTTTCTTGTTGTAGTTGTTATAAAC
+TCTAACGATATCTTTATCAGCTGCTGGTACTAATTGATCAGCAAACTCAACAACAGATACATTAGAACCT
+AAAGCAGAATATACAGTACCCATTTCTAGGCCAATGATACCGCCACCAAGTACTAATAATTCTTCTGGAA
+CATCTTTAAGTTCTAGTGCGCCCGTTGAATCAATAACACGTGGGTCATCGTTAGGGATAAATGGTAAGTC
+AATTACTGAAGAACCCGCTGCGATAATTGCGTTATCAAAAGTAATAGTCGTTTTTTCGCCGTCATTACCT
+TCAACTTCGATAGTTTTATCAGAAGTGAATTTACCGTAACCGTATACTGTAGCGACTTTACGGGCTTTAG
+ACATGCTGCCTAAACCACCAGTAAGTTGAGCAATTACGCTTTCTTTCCAGCCACGGATTTTATCTAAATC
+AATTTCAGGTTTACCGAAAGTAACACCGTGAGAAGCCATTGCAGCTGCATCATCAATAACTTTAGCAACG
+TGAAGTAATGCTTTTGATGGGATACAACCAACGTTTAAACAAACGCCACCTAATGTTTCACGGCTTTCAA
+CTAATACTACGTCTAAACCTAAATCTGCTGCACGAAATGCCGCAGAATAACCACCAGGGCCTGCACCTAA
+TACTACTACTTGAGTTTTGATATTGTTACTCATGCTTATCCTCATTGAATATGTAAGCTGATATAGGGTT
+TCTGTATCAGCTTTTATTTATAATAATTTCTTGTGGCGAAATTCTACGCCTATGCGTTGAATTTCGCCAA
+TATTAATTAACCACTGCCGACTAAAGTCTGAGTGCCTAACGCTTGAATGTACGGATTAAAGTACTAACTT
+ACGAATGTCAGACATAACACCTGCTAAATGCACAGTGAAACGTGCAGCTAATGCACCATCAATAACGCGA
+TGATCGTAAGACATTGATAATGGCAACATCAATTTAGGTTCGAAGTCTTTACCATTCCACTTAGGTTTTA
+TTTCTGATTTAGAAACACCTAAAATAGCCACTTCTGGTGCATTAACGATTGGCGTAAATGCCGTACCGCC
+AATACCACCCAGGCTAGAAATAGTAAAACAACCACCTTGCATATCTGTTGCTTTTAGCTTGCCATCACGT
+GCTTTCATACTGATTTCAAGTAATTCACGAGATAACTGATGAATACCTTTTTGATCAACATCACGAACTA
+CCGGTACAACCAAACCATTTGGAGTATCAACCGCAACACCTATGTGAATGTACTTTTTAAGAATCAAGCT
+TTCACCGTCTTCACTCAAGCTTGAGTTAAACGTTGGGAATGCACGTAATGCATCTGCCGCTGCTTTCAAG
+ATGAAAACTAATGGTGTAATTTTAAAACCAAGCTTTTGCTTTTCACAAACAACGTTCTGTTCTTTACGGA
+ACGCTTCAACGTTAGTGATATCAGCTTCATCGAATTGAGTAACATGTGGAATAGTTACCCAATTACGATG
+TAAAAATGGTCCAGATATTTTCTGAATACGCGTTAATGCTTTCGTTTCAATTTCGCCAAATTTAGAGAAA
+TCAATCGCTTTAGCACTCACTACTTGTAAACCACCTTCACCCGCAGCAACTGAACTACCTGCATTCGCTT
+TTGGACGAGATAGCTCATATTTAACATATGATTGCACATCTTCTTTTAAGATTCGGCCTTTACGACCAGT
+GCCTTTCACTAAGGTTAAATCAACACCAAATTCACGTGCAAGACGACGAATTGAAGGTGAAGTGTAAATA
+GTACCTTTCTTGACATTACCCGCTTGTGGATGATGTGGAACAGGTGCTGATTTTACAACTGCAGGGGCTG
+CAATAGGAGCAGCCGCTACTGGTGCAGCTTGAACTGCAGGTGCTGCAGCAACAGGTGCAACGCCGCCAGC
+AGTTTCAAGTTTTATAACCAGAGAACCTTGCTTAACTTTGTCACCGTTGCTAATAAATACTTCTTTCACA
+GTACCGGCATGCGTTGATGGAACATCCATCGTTGCTTTATCTGTTTCAAGTGTGATTAAACCATCTTCTT
+CTTCAATCACATCACCAACGCTAACTAATACTTCAATAACGTCGACTTCGCCGTCTTCGCCAATATCAGG
+TACTGCGATTTCAATCACTTGCGAGGCAGTAGCAACAGCGGCAGCTACTGGAGCCGCTTCAACAACAGCA
+GCAACCGGTGCTACAGGTGTTTCAACTACGGCTGCAACAGGCGCTTCTTCAGCTGGAGCAGATACTGCAC
+CAGTCGCCTTCATTTCAGCAATAATATCGCCTTCTTTAATTTTGTCGCCAACTTTTACGGTTAAGCTAAC
+AAGCTCACCCGCAAACGGTGCTGGAATATCCATTGAAGCTTTATCAGTTTCAACAGTAACAATACCTTCA
+TCTGCTTCTAAGGTATCGCCAACCGCAAAACAAATTTCAATGATTTCAACTTCGTCGCCACCCACATCAG
+GGACTAGAACTTTTTCTATAGACATAATATTTTCCTTATTAATACTCGTTACCAATCACATTGTATGTTT
+CAGAGTGCTTGAGCAATTTCAATTCAAGGCGCTGTGATGAAATAATGGCTATTCCATTATAAGTCACAGC
+AACGATGAAGTGATGTTACTCAAGCGCTTCTTCGATGGGTTTAAAATAACTTTATACGGCGTTAAATAAT
+CAAAACATAGAATGACTATGTTTAAATAATTTTCCTTGCCTAAAGTCATTTTAATTCCCACTGAAACCCT
+TCAATTTGAATGACAACGAGTATTTACGCTAATTAAGCGTAAAGTGGGTTAAGTTTTTCAGTATCAATAT
+CAAAGCGTTTGATTGCTTCTGTAACTACTGAACGTTTGATTTCACCGCGATTCGCTAACTCGAATAATGC
+CGCTACAACAACGTAAGCTGCACTTACTTCAAAGTGAGTACGTAAATTTGCACGACTATCACTACGACCA
+AAACCATCAGTACCTAAACAACGGTATTCAGTATCAAGATATGCGCGTACTTGATCAGAGTAGTTTTTGA
+TATAGTCAGTTGCAGCAATCGCAGGACCCGCTTCTTTAGTAATAATCTTTGCAATGTATGGTACACGCTG
+TTCACTTTCAGGGTGAAGCATGTTCCAACGAGTCACGTCTTGTCCATCACGGCCTAGTTGGTTAAATGAC
+GTTACTGAGTAAACATCACTAGAAACATTGTAATCATTCGCTAGAATTTGAGCTGCTTCACGTACTTTTT
+CAAGGATAGTACCTGAACCTAGCAACTGAACATTAGCAGTCGCTTTACCTTTAGCAGGTGCAGCTTGTTC
+TAGTTGATAAATACCTTTAATGATTTCATCTTCAACCGTTTTGTTGTCAGGTATTGCTGGATGTTGGTAG
+TTTTCATTCATTAACGTTAAGTAGAAGAAAACATTTTCATTTTCTTCATACATGCGACGTAAACCTTCAC
+GCACGATAACAGCAATTTCATAACCGTAAGTTGGATCATAAGTAACACAGTTAGGGATTAGACCCGCTTG
+TACATGTGAATGACCATCTTGATGTTGCAGACCTTCACCGTTAAGTGTTGTTCTACCTGCAGTAGCACCT
+AATAAGAAACCACGTGCTTGGCTATCGCCTGCTGCCCATGCTAAATCACCGACACGTTGGAAACCAAACA
+TTGAGTAGTAGATGTAGAACGGAATAGTAGTCGCGTTACAAGTAGAGTAAGACGTACCCGATGCAACCCA
+AGAGGCCATAGCACCTAATTCGTTAATACCTTCTTGTAGAACTTGCCCTTTTTTATCTTCACGATAATAA
+GCAACTTGGTCAGCATCTTGTGGAACATACTTCTGACCTTCACTTGCATAAATACCAACTTGACGGAATA
+AACCTTCCATACCAAAGGTACGTGCTTCATCAGGAATGATTGGCACAATGCGCTTACCGATTTTCTTATC
+TTTTAATAAGCTATTAAGTACACGCACAAAGGTCATTGTTGATGATACTTGACGCTCACCTGAACCCTTT
+AAGATAGGATCAAAGATTTTAAGCGCTGGAATTTCAAGTTGCTCTTCCGCTTGAACACGACGTGCTGGTA
+ATGAACCACCTAATGCTTCACGACGTGCTTTCATGTACTTGAATTCTTCGCTGTCTTCTGGAAACTTGTA
+GAAAGGTAAGTCAGCAATATCTTCATCTTTTACTGGAATATTGAAACGATCGCGGTAATGTTTAATTGCT
+TCAACGTCCATTTTCTTAACGTTATGTGCAATATTTAATGCTTCACCAGATGCACCTAAACCAAAACCTT
+TAACTGTTTTAGCTAAGATAACAGTAGGACGACCTTTAGTATTCATTGCTTTTTCATAAGCTGCATATAC
+TTTAACTGGATCATGACCACCACGGTTCAAACGCCAAATGTCATCATCTGACATGTTAGCAACCATTGCG
+GCTGTTTCTGGGTATTTGTTAAAGAAGTTTTCGCGCGTGTATTTACCACCTTTCGCTTTACAGTTTTGGT
+ATTCGCCATCCACTGTTTCATTCATTAACTGCAATAATTTACCTGAGGTATCACGAGCAATAAGTGAATC
+CCAGTAAGAACCCCAAATAACTTTCACTACTTCCCAGCCTGCGCCACGGAATGTACCTTCAAGTTCTTGA
+ATAATTTTACCGTTACCACGTACCGGACCATCTAAACGTTGTAAGTTACAGTTAACAACAAAACATAAGT
+TATCTAAACCTTCACGTGAAGCTAAACCAATAGCACCTAATGATTCTGGCTCATCTGTTTCACCGTCACC
+TAAGTAACAGTAAACACGTTGACCTGAACAGTCTTTAATACCACGATCAGTTAAGTATTTTAAGAAGCGT
+GCCGTGTAGATAGCTTGTAATGGACCTAGACCCATAGAAACTGTTGGGAACTGCCAAAAATCTTTCATTA
+AATGTGGATGAGGGTATGAAGATAAACCTTTGCCATCACACTCTTGGCGGAAGTTGTTCATTTGATCTTC
+AGTTAAACGCCCTTCCATGAAAGCACGTGAATAAATACCTGGAGAAATATGACCTTGTGCGAAAATAAAA
+TCGCCGCCATTTTCTGGCGTTGCCGCTTTAAAGAAGTGGTTAAAACCTACATCATACAAAGTAGATGAAG
+AGGCAAAACTACCAATATGACCGCCAAGCTCTAAATCTTTTTTAGAGGCACGTAATACTAAGACCAAAGC
+GTTCCAACGAATTGCAGCACGAATACGTGATTCAATAGTTTGGTCCGCAGGCATGTTTGGCTCTTGACCT
+GGCGGGATAGTATTTACATAAGCAGTAGTTGCATCAAATGGTAAATGAGTACCACCACGACGTGCGCGTT
+CAATTAACGTTTCTAATAATTGATGTGCGCGCTCTGGGCCTTCATTTTCTAATACTGACTCCATTGATTC
+TAACCACTCTTGGGTTTCTGCTGAATCAATATCGATATTTGGTAGATCTGACATATTGTTTAGTCTCCAA
+TACTTTTTTATTTAATAAAAAGTTTTAATTAAATGTTTAAAATTAAATTTCTAACTATTCGTTATTTCAC
+TACATAAATTCTTTTACATTCTGCGCATTGAACGTTCCATGCGACTGTTTTCTTGTGTACATTTCTTTAA
+AGAGTAATAATACTTCTTCGATAAACGCTAAATGTCGATGACTTGCACCCCAAGCCTTTTGAGGTTCGCC
+ACTGACTTATCTACATTCTGCGCATTGAACGTTCCATGCGACTGTTTTCTTGTGTACATTTCTTTGAAGA
+GTAATAATACTTCTTCGATAAACGCTAGATGTCGATGACTTACTCCCCAAGCCTTTTGAGGTTCGCCACT
+GACTTATCTACATTCTGCGCATTGAACGTTCCATGCGACTGTTTTCTTGTGTACATTTCTTTGAAGAGTA
+ATAATACTTCATCGATAAACGCTAGATGTCGATGACTTACTACCCAAGCCTTTTGAGGTTCGCCACTGAC
+TTATCTACATTCTTCGCATTGAACGTTCCATGCGACTGTTTTCTTGTGTCGATTTTAATAATACTTCTTC
+GATAAACGCTAAGTGTCTATGGCTTGCTCCCCAAGCTTTTTGGGGTTGGCCACTGAGAATGGCATCAAGC
+AAACGCTTTCTATAATCGGTAATCTTGCTAAAGATATCAGGCCGCTTTGCTAATACTGTTAAATTTTGTG
+CAATATTATCCGCTAATAATGACGACATGCTGCGAGCAAGCTGTAAAATTACCGCATTATGTGACGCTGC
+ACAGATAGCTAAATGAAACTCAACAACGGCTTCAGCTTCCCCTCGAAAGTCATCTTCTAATTGGCTGTTA
+CCAATTTCATTATGCTTTGCTTGAATTTGTTCAAAGTCCGCAGGTGTACCACGCATAGCAGCGTAGTATG
+ACGCCATACCCTCAATACCATGGCGAAACTCTAATAAATCAAATTGTGATTCATTATTATTGGACATTAA
+TTCAAACAAGGGATCAGAAAAACCGCTGAGTAAATTGTTACAAACAAAAGTGCCCCCACCTTGTTTACGT
+GTCACCAAACCTTTGGCTTCTAACTTCTGTATTGCTTCACGTAATGATGGTCTTGAGACTTCAAATTGCA
+GAGCAAGTTCACGCTCAGGTAATAATTTTTCACCTGGCTGTAAACTGCCTTCAATTATCATGCCTTCAAG
+CTGAGCTAAAATAATATCAGCTAATTTTTGTGGTTTTACTCGCCCAGTGTTTTTGGCTGCTTGTACTGAT
+TTATTTGTCGTTACGTTTGTATTCATAAAAGTAAATTAACTAATTATTTCAATAATAATAAAAGACAATA
+AGGCTTGATATCACTCGCCAAACACATGGTAAATTGGTAAGACCAATCAGATTCTGGGTAATAAAGTAGC
+AAACATAGCTACTTTTGACAAGTAAATTTAGTTGATGGGTGGTGTTTATGCAAGTTTTTTATGCGCTAAA
+ACAAATTATTTTAACTATTTTAGCGCATAAAAGGAGAGCAGATGGATTGGTCTGACCAATCCTATTTGAC
+TAGATTTAATTAATTAAGCAGGCCACTAAGCGTCAAGATTGAAATAACGGCAAGGACAAGTAGAACATTA
+CGTTTTGCCAGTCTAACGAGTAAACAAGGTTCTGCTGTGCAATCGTTTTCGTTTACCAAAAGGTCTTCCG
+ATTTTTCTGCAACATCAATTAAAACTTGATGGGTTGGTTTTTGACTATCAAACAAACTTTCTAACCAAAC
+AGGCATCGCTTTGGAGAAGTGACCGACAAACATATAACCGAAAGAAGCTATACGCACAGGTAACCAGTCT
+AACCAAAAAAGTACATCATGATGGTTTTGACAGCCATTCATGATATTTGGCGCAACGTTACCCTCATGAA
+CAGCTTGATGATGCTCTTCAGATTCAATGTCGCTTTCATCTACTGAACTGACTTCTGCTTGAGCTTTATT
+TTCAGCGGCACTAGCCATACATTTTGCTTTTTTATGTTCAATAACTGTCGTTAACAAACGGTAAAATACC
+GCGCCAGCAGCACCAAAAACGGTGAAGAACAGCATAATAGCAATGTAATAACGGTAGTTTAACCAAATAA
+GTGCTTGGCCGAAGCCCATCTCTGGCAAATTTTTATCTGATAATAATTGCTCGTGATGCATTTCTGTCGT
+CGTTTCTTCACCACGAAAAGCAGAATGCAAATAACTCTTGTAGCTCTTTCTAGTGGTGGTACAACCAAAA
+CAAACAATAAGTATCACGGTAGAAAATAATAGTTGCAGTACGGAGTTATCAATAACGTCAAGTAATAGGT
+ATGTCGCAATAACTGGCAAGATAATAAACACTGCACTAGCGGTAGTACCTTGCTTAGCAGTAAAGTTTTT
+GCTAAAAAAATGGTGATAATGTTGGTAATAAAAATTAAATTGCCATACTTTTGCAGATAAAGATCGATCG
+GCTGCTAATGCAATTAATAAACTTAATAAACTCATGTTAGGTGTTGTTCCTTGTCGCTTGTTCAGTCAAA
+CACTGACGAAAGTATTGCCAGTCAAATACCGGCCCGGGATCGGTTTTTCTAACCGGGGCAATATCACAAT
+GACCAACAACATTGTCCATAATAATAGCAGGAAATTGATCTTGCAAACAAAGTGTTAACGAGATTAATTG
+CTGATATTGTTCTGCTGTATAAGAGATATCATCTGTACCTTCCAATTCAATGCCGATGGAATAATCATTA
+CAACGATCTCTTTTGTTAAATGATGAAACTCCTGCATGCCAAGCTTTGTCAGTAAAAGCAACATATTGAA
+TCACATGACCATCACGGCGAATAAGGCAATGTGCTGAAACCTCAACACCTCTTAAGTCATTAAAACTGAC
+ATGGGCGTTACAGTCTAATTGGCCAAGAAATAAATCACTAATGTAATTCCCGCCAAATTGCCCTGCAGGC
+AATGAGATATTATGAACAACAAGTAAACTAATTTCTTCATCCAATTCACGTGGAGAGTAAAACGGTGACG
+GCAGGTGTTCTGCCTGAGTTAGCCAGCCAGAGGAAATTGAAAACATGTGTTTCTCATTTTTATAGTGATT
+AATGCGTTTAGTATATATTCGCTTCACTTGAAGATGCTCGTTTCAGGAAGTCTGAGCGATTCATAATCAA
+GTATCATCAAGTGGAGCGGGTGTAAGATTACACTTTGTACTTTATTACTTGCTAACATACAATATCGGTA
+CCCTTAATCAAAGGCTGCTTAGTATGGCTGAAGTTGACCCAACAAACAAAATGGCAAAAATATTCGTTTG
+GATAGCCTGGATAATTGGCTTAGCGCTATTAATGTTCGTGTTTCAGGATGTTCTAGACGAGCAATACAAT
+CCAAATAGCCGCCCGGAAATGCGCTTAACGGAGAATGGCCAAGCTGAGGTGATTTTAGATCAAAATCGGC
+AAGGTCATTATGTTGCCCGTGGCACAATAAATGAGACTCCTGTTACCTTTTTACTCGATACGGGTGCAAC
+TCAAGTATCAATACCTGCACATATTGCTGAGCAGTTAGGTTTAGTCGCACAAGGAAATTATCGAGTACAA
+ACGGCTAATGGCAGCATTACCGTTTATAAAACTGAAATTGCCCAATTGAGCTTAGGTAATATTTTCTTGT
+ATAATGTCGCCGCTCACATTAACCCAGCAATGAAAGCAGATGAAATACTTTTAGGCATGAGCGCACTAAA
+ACAAGTAGACTTTTATCAAACGGGTAAACAATTAATCTTACGGGACCCCCTGTAATAGGAAGAAAGCAAT
+GCTTAGTTCACAATTAGAAAAATTACAGCAAGATATTAGCAAAACAATCTCTTGGGCCCTTTGTGAAGAT
+TTAGGTGCCGTTGATAATGCTATGCCTCAAGCAAGCCAAGATATTACCGCGATGTTAATTCCCGAAAATG
+AGCAAGCGGTTGCCACTGTAATTACCCGTGAAGATTGTATCGTTTGTGGTGTTGCTTGGGTGAATGAAGT
+ATTCAAACAACTTGATGCTTCCTTAAATAGAACCGTTGAGCAAGCGACAAAAATCACTTGGTTCGTTAAT
+GATGGCGAATCTGTTGCCGCTAATAGCACTCTGTTCGAACTCGAAGGAGATGCGCGTACTTTGTTGACCG
+GTGAGCGTGTTGCCTTAAATTTTTTGCAGACGTTGTCAGGAACCGCCACCTTAACCAGTCACTATGTGAA
+AGAGTTAGCCGGCAGTGAGACTAAACTCCTTGATACCCGTAAAACGTTACCTGGATTACGAAGTGCACAA
+AAATATGCAGTGCTTTGTGGTGGTGGTGTAAACCACAGAATTGGTTTATTCGATGCATTTTTAATAAAAG
+AAAACCATATTGCCGCTTGTGGTGGTATTAGCCAAGCAGTTGCTACTGCTAAAAGCAATCACAGTGATAA
+GACTGTTGAAGTGGAAGTAGAGTCTCTCGATGAGCTTGAACAAGCACTTAACGCGGGTGCTGATATTATC
+ATGCTTGATAACTTCACCCCTGAAATGATAGAACAAGCCGTCACGGCAACACGTGGCAAAGCAAAACTCG
+AAGTCTCTGGCAATATGACCATTGAAATTTTGCAAAAATACGCCAAAGCAGGCGTCGATTACATATCAAG
+TGGCGCACTAACCAAACATGTTAACGCTATTGATTTATCTATGCGCTTTAAATAGACGCTACGATTCATA
+AAAAAAGCGTTAAGCATCTTATGCTTAACGCTTTTTTTATGAGAGGTTGATCGTATATTTCAAATAAATT
+AGATTTAATTAGGTTCCCATTAATCCCCAAACTACAGCCACAAGAGCCGTTACTGCTATCATGATGCTGT
+ATATAGTGCCAATAAAACTAAATTTTACGATGGTAAAAAAGTAGCCCTGTTTATACACTTTCTTCTGCAT
+TAAAAATAAATAAATGGGTATCCATAACAATAAACCGCCTGCAACTAGTCCAACAAAATTTGCCAGTTCT
+GGACTGTTGGTTTTTATATTAGCTTCTAATAAATCAAGCATTTCAGAAAGTAGTAATGCAATAAAAATAA
+AACTGTGACTATGCAAAGCCACCGTTAAATGCTCCATATATAATCGCTTAGAAAAAATAAACATCACTTT
+CAGTAATACCGCAAAAAGTGGCAGTAAAATAAACATCAACTGAGGAAGCTTACCTATAACTTGCTCAATG
+AGTGGGCCGGTATCTGAGTTAAAAGCTTTTTCAGCTTTTTTAATTAATTCTTTAAAAAAAACATTAACTT
+TTTTATTTTTTTCTTCGGAAAGAAAATCAAGTTGTACCGTTTCATCCCCATTGTCATCTAAATCTAAGTC
+TTTCTTAGCGTTAACGTCCTTATCATCGCTCTTCTCTTTTAAAAGACTAGTAATCAATGCATCAAAACGG
+GCTTGTTTATCAGTAGGTAACGGTTCTTTAACTTGCTCAAAATCCAACTCGACAAGTTTTCGCGTCAGTT
+TTATAATGCTTTTGTTATTACCTTGAGTATAGTCACTGTTTAAATCATTAAGATAAATGTTAAATCTTGC
+TAAATCAGCAGTTAATTTTGCCACCTTAGTAATAACTTCAACATTTTTTTCTACTTTATTTTCTAACGTG
+CTTCTCTCTGTTTCCAGCGTTTCTATATGGCTTTTAATCTCGGTAATCATACCTTGCTTGCCGTTTAGAT
+TAATGACGTTATCATCACCCGCCACAAAAAACTTCAAGGTTATAAAAAACACAATACTAATAAATAAATA
+CAATCGTAGCGGCGGTACATAATGCACCCTCCTACCAGCAAAATATTCATTCGTTAAAAAAGCGGGTCTA
+GTGAGTAATGGAATAACTGTCCGACTGGCGCGAGAATCAAAACTAAAAATATCATCTAATAGGTGCATGA
+TAACCACCCAAAAATATTTCAATTTCGAATCGGCCTCTTGTCCACAATGAGCACAATAAGGTCCATTTAA
+TGGGAAATGGCAATTTTCACAGCTTTGATTATCCTCAATCGGGACAATTACCACATCATTTGTAGATTCG
+GCTTCAGTTAACTCTGTTGTTGGCATAATGAATAATTATTGAATAGCAATAGACAATAAAAGCATAACAC
+TATGTGAATATAAAGTTACAAAGTAATTAAAAAACTTAAGTAAATAAGGTGTCGAGACTGATCTATTCTG
+CTAAATTGATATTTGAGATATAAGATCAATTCAATATATTTCAACTAACTCTATTAAGACTGGTCAACTA
+TGCTTAGACATAATCACCAAAAAAACACATTGAAAATAAAGCCAAAAGCAGGAGAATTATAATGGCGTTT
+GAAGTTAAATTTGAATTAACCGAATCAGACTTAGAGCATTTCCGCGATGTTATGCGTAAAGCGCAAGCAG
+GTGCCAAACAACTTAGCGAGCAAGAGATTTTAGCTAATGCTAAAAAGATTAGTCAAAATATAAAAGATAA
+TGTACCCGAGTTTGTTCGTGACCGAATTCAAAAGCTAGAAACTTTCGTTGCCATGATTGAAGATGATGAA
+TGGCAGATCCCAAGTGACGAGCGAACCGAAGTATTAAGCGCTTTGGCTTACTTTAGTGATCCTGAAGATT
+TAGTACCTGATCATATTCCGGTATTAGGCTTTTTAGACGATGCAATTATGATCGAACTTGTTGCTGAAGA
+ATTTAAAGATGATTTTGAAGCCTTTGAAGAGTTTTGCGCATACCGTCAACGTGAAGAAGGTCGTAGCGGA
+GATGCAACTATTACACGTGAAGAGTGGTTAGAGTCAAAACGTCACGAATTACATAGTAGAATGAGAAGTC
+GTCGTTCATCTAGACGAAGTGGCCGCTCTTCATTTCGTTCTGTTTTTTAAAGTAAACATCATTAAAGCTA
+TTTCTATTTAATAATTAGAACCAGCTTTCAAAATGGCAAAGCATTGGCTTTGCCATTTTTTATCTTCTAA
+TTTCAACTCTACCCCACTATTCTTTCTACAAATCGCTTGGTCTACCTGCATCCCCTTGACTATAATCACA
+CACTCCTTGAGAAAATATTGCCCGTAAAGACGTTAACTGTTCAGCTAGCTCTATGCCACCATACATACCT
+TGTTTAATCGCTTGCTCAAACGGAATTTTATAACATTTGAAAACGCTGCCTTGCCAAGGACCTTCAGCTT
+GGATACGGCTATTTGAAAAAATAGCGTAATGCTCTGCACATGCTCCTCGTTTTAACATTTCATTTCCATA
+ACCAACGTCGTTCCAATTACCATCCCAAACATCTTTTCCTTCCGCCAGTACAGCACCTTTATCATCAAAA
+CAAGTATCTTTTAATTGTGTAGGTTTACTTTGAGCCGCATTAAGTTTCGGAAATTCAGTACGTTTTAATA
+GCCATATATCCATAAGGTCAAACGCTTTATTTGTCGGATCAAAATCACGTTTTGCCACCCAAATCACCTG
+ATTGTCATAATGCCCATTAGCTTGTTGCAAACGTAAACGGGTACTGAAGGATGCTGACATATGATGCATG
+TCCAATTTTTCTTCTAAGTAATGGCGAACATCAATAATGGGTAAATCAAGTTTACCAATAAAAACCTGTC
+CTCCTCGATAAGCGGCTTCAATCGCGTTAAGTGAAGCACTACGTCGAGGTGCCATTTCATTATCAATCAC
+TTGCGTTATATTATCGCTGCCCCATAACGAAATCCAAAATGGCATTTTACGCCCGAAGGGTGTCACAATG
+GTTTCAGCCTTCATTTGATGTTGTGCTTTCCAACTGCCGATATTTTTATTGAGATGAACAAATTCAGCTA
+AGGTTATTTTCTTTTGTTTTAAGGCATGTAGTCCATATTGCACCCCTTCATTATCCCATGTGCTCTCGAC
+TAATCCGTATTTATCACGCCTGAACAGCCAAGCCATATCTTCCCAATAATTCCAATTCGTTTGCTCAACC
+ACATCGTCACTATAAAAATGCCTTAAAAAACCCTGCCTAGGGTTATGAATAAAAGTTGATAAGCCAAAGT
+AACCGTTAATACATTCGCTATTGCCTTGAGGGAAACTCGGCACCATGCCGGCCATCAATTGAGCTACGGG
+TTGAAGAAAAGCAATTTTTTGTGGGAAATCTTGTAAGCTGTTCATGCCTTCAAGTAATTGTCGCTGCTCC
+CACTGTTGCCAACGCAGATTATCTGTTGCTCGAAAGGTAAAGTAATTATTAAATAAATCGCAATCTAAGG
+TATAAATTGTTTGGCTTAACATGTCAGGATAAGAATATTGAGGAATTAGGCCATCAAGAATTCCACGGCT
+ATTTTGACCGATAAGATATTGTGCCAACCCTCCACCTGACCCACCAATACCCACTGTGTATAATGGCTCG
+CCAAATAAACTGATAAAATGAAGTTTAACTCTACGAGCAGTATCTTCTGCCAATAACATATTATAGGTAT
+AGCTAGTGCGATTACCGCTTGAACTTATAATTGCATAACCTTTTTGCACTTCTTCTAAACGACGAGTAAT
+TGTTCGTGTCGCTTTTTGTCTACCTTGCCTAAAACCTATGCCCGAACCGCCATGAAACTGATAAATTAAT
+TTTTTATTCCACAGTGAGCTTACCGTACGCGTACCTAACTCTTCTGGGGTTACTGCCATAGCAATAGTGT
+ATATAAAACGATTAATGCTACCTTGCTCTGCGCGAAACAATTGCAAAGGTAACTGGGCATCTCTTAAAGT
+GGTTAATTGAGAAAACTGCTCAGTAGCAATTTTAATGAGCTTTTCATCATTATTTAGATAATAAAACTGT
+AGATGACTTTTAAATAGGCAATCTTTTGAATAACCAATAACTTTACTGCGCTGTGCTAGATTTTCATAAA
+CAGGCACACCGAAGCCTTCTTGGTTATCTACTAAAGGCTGACCTATATGAGAATCTATGGTCATACAATA
+GAACGGGTACTGCTTTGAGCCTGAATATAAAGAATTACTTGGGCCAACATCATCGAGCTTGACCGGAAAG
+TGAAATGTTTCTGTTGGTCGAGTAACTAAGCTAATATGCGGAGAAATTGGCAATAAAAAATTATCCTCTG
+CTGTGGCTAACCGCTTAACTTGCCGATATTTATAAGGCTGCTCAGCAGGATAAAGCCATACTAGAAAAGC
+AATCAGAGCGATAATAGATAATATAAGTTTTTTCTTTTGCATCACAACACCACCGAAAAAAATTACCCCA
+CCTAAGTTAAATATAGTGGAGTTAATTGAGTCCGGTAGAAGATATTACGCTGAAAAAGTCGCCGCTTATT
+TCAATTTAGCAACAAAGGTTTTCCTAAACTTAGCTAATTTAGGTGATACCACGGCTTGGCAATATTGATT
+TTCTGGATTATTTTTAAAGTAATTTTGATGATAATCTTCTCCACAATAAAAGGTAACCGCTGGACTAACT
+TCGGTGACAATAGAATCATCAAATAGCTGCTCTTGATTGATTTCTTCAATGATAGCTAAAGCAATTTTTT
+GTTGTAGAGCATCATGGGTGAAAACTTCAGAACGGTATTGTGTTCCGATGTCATTTCCTTGTCGATTTAA
+CTGCGTTGGATTGTGCAAACTGAAAAATATCTCTAATATTTCCCTATAGCTAATCACTTCACTATCAAAC
+TCTAGCTGTACTACTTCAGCATGACCACTGCTACCAGTACAAACCTCTTCATACGTTGGCGCTGTACTCT
+GCCCGCCCATATAACCAGGCTTCGCAGTAATAATACCCTTAACCATATTAAGCGCACTTTCAATACACCA
+AAAACAGCCTCCGGCTAAAGTCGCTGTTTGTACCGCTTTATCGTTGCGTTGATCTGTCATTATATCCACT
+GCCTTAATCATTGTTTCTTTTATGATTTATCACAGCCTTTTTTGTCGTGAAATAGGCTAAGATATCATCG
+TTAATTTATCTATACCCAAGCCATTTGAAGCTGCGTTATTGATTTCGACAATAGAATAACTATTCTCTTC
+AATCAATGCCTTGCCTAAAGGTTTTTCTAATTCCAGCTGAAACCTGCATATTCAGGTAGCTTGGGTATAT
+ACCATTATTATTATACTCATATTTAGCCAGTAAGAAATATATGCCACAATTTTTCAAAAGAACGAGTAAA
+ATACAAGCAATTATTGCCTTGCGTAGCATTGCTATCGCGATTCAATTATTGTTGATTCTCTTCGTCAATT
+TGGGCTTAGCGTACGAGTTACCATGGACGCCATTGGTAAGTGTTATCAGTTTAGAAGTTCTTTTTACTTT
+CGGTAGTTATCTTTATTATAGCCGTAATCATTTAAGTGAAAAGAAGGCCAGCCAAAAAGCAATTTTAGTA
+CAAATATGTGCTGATATTATTTTCCTTTCTCTATTACTATTCTTTAGTGGCGGAGCAACCAATGCTTTTG
+TTTCTTTATTACTCATTCCTATCGCGATAGCCGCGGTCACTTTAACGCCATTATTACTAACGGTAGTTGC
+CTTCCTTGCCATTGCTTCTTATAGCATTTTACTATGGTCATTACCCATGAGTGTTATGCACGGTAATATG
+CAAGGTCACTTTATTGGCATGGGTATCAACTTTTTATTTTCAGCACTCGTAGTTGCTATTGTTGTGGGTA
+AAATGGCACGTAGTATTAATCAACAAGAACTTGCTATTGCGGCCTATCGTGAAAATTTATTGAAACAAGA
+GCAAGTCACCTCTTTAGGTGTTGCTTCCGCTCAGGTAACCCACCAGTTGGCGACGCCTATAGCCACAGTG
+CAACTGCTGGCTGATGAATTAAGTGAAGATTTTCCTGACAACGAAATAGTGCTTGATATGCAAAGCCAAC
+TCACTCGTTGTAGAGACAGCTTATCTGAATTTCGTGCTATGGTTTTCGATATTAAAGAACAGGTGATTAA
+AGCCATTAATTGCCAAGATTTATTTGATGAAATAACCGATAATGTCCGAGTCAATAATCCAGAAGTCAGC
+TTACAATTACAAAAAAATAGTGATGAACACGCTAAAGATGTCACTATTGATGCTGACGCTGCTTTGCTAC
+CTGCTATTCTCAATTTAATTAATAATGCAATCAGAGCGAGTAAGGCCAATAACAGCAATGCACTTAGCCT
+CACTTGTCAAACGATTGAGAATAACTGGCAATTTACTATTCGTGATTATGGCAAAGGGTTTACTTTAAAG
+AAACTGAATGAGCTAGGAGTAAAACCAGTCAATAGCGATCAAGGTTTTGGCATGGCCGTTTTTCTTAGTC
+ACGCTAGCTTAGAACGCCTTGGTGGTAAATTAGCTTTAACAAACCATCAAGAGGGCGGTGCACTAGTTAC
+TTTAAGTCTACCAATTTCATCATTAACTTCAGGAAATGATTATGCCTAATTCAGCAATAGCGACCGTGCC
+ATCTAAACTATTAATCGTTGAAGATGATGTTATTTTTGCCAACACTCTTAATAGACGTTTGACTAAACAC
+GGTTTTGATTGTGTTCAAGTAGATAATAACAATGATGCGTTACTCGCATGCCATCGCCACACACCTGATT
+ATATTTTGCTAGATATGAAACTGGCCGAAGAAAATACCTTATCAATCATCACACCATTACGTAAATTACG
+TCCCGATAGTCGCATTGTGCTACTTACTGGTTTTGCTAGCATTGCTACCGCAGTTGACGCAATAAAATTA
+GGTGCCGATGATTATCTATCTAAACCCGTAGATAGCCAAACACTGCTCGCGACGCTTAAAGGTAGCAAAG
+CAGAAACCATAGAAGTTGATTCCAAAAACGAACAAACTTTATCTGCGGAGCAAGTTGAATGGCAACATAT
+TCAACAGGTATTGAAAGCTAACCAGGGGAACATTTCGGCCACGGCTAGACAGCTTTCAATGCACAGAAGA
+ACCTTACAACGTAAGTTACAAAAGCGACCTCAATCGACTTAGGTTGTGAACTTAATCCGTGTTAAAAGTT
+ATAGGCTAGATGCTGATGAAACCTAACCATCATTTCTTCTTTAGTCGGGTCTATTTCAAGTTCTACTGCC
+ATTAACTGTATTGCTTGCTCTATTTGATTTAAAAATCGACCAAAGCCATGGCTACTATTATTTTCAGGTG
+TTGCGACAAAGACTAACTGAACATTATCAGTCAGCTCAGCTGCATTCCATTTACTCACAATACCGCATGG
+ACTTTGCTCAGGGTTATACCCTAACATTTGCAACTCACCCACTCTAGATACGATCTCATGAATACTGTAT
+CTAACAATAGGTACTAGCCCATTGGCAATCAACGCACCATTGTTTAGATTATAGCGCTTTGCCGCCATAG
+TAAAAACATCCGTTAGATACATATACAAAGGGTTGTAAGGATCTTTAGAATTACTATCGATTTCTACTTG
+TTGCAATAACTCATTACTGATATTCAAGGTAACAACAGCATAATTCATGGCACTATGGTAACTTGGTACC
+GTCACTTTTTGGCTAGCATAGCGTTTATTAATCTCACGCAATTTATGCGCTTGAGTAATGGTGCAACCTT
+TATTCTTAGCAAACAGATCGTAAGTCAAATGTTGATGATCTCGCAAACGCACATCGCTTTTATCGAGTTT
+AATTTTTTCACAAAATTTTTCCACCACTTGGCTGATTTTACTATGAAAATTAGCAGCATTAACTCTAATT
+TCATTACCCGTTGCTAAAAAGAGTAAACACACTTTCTTCGCTCTTTTACTCCCATCAAAAAACGATTTTT
+TAAGATGATGGCTCTCAGGGTTGTAATAAAATAAAATTTGCTGATTAGTTTGCCATTGATGCATTTCTTG
+GCTGTACCTTACGCGCGCGAGTTTGTCATTGGCTATAAACTGACAATTCTCTAGCTCTATTTCTTCAGTC
+AATTCAAAAAACAATGCCGATAATTGCTGATAAAAATCATAATATGGCTGTGGCTTTAAATCGCTGTATT
+TTCCTGAAAATTGCTGAAACAGTTCATCGGTCAAGGTAAACTCGGCTAGAATATATTGATTATCGCGCAC
+ATTACCAGGTAAGTAAGCTTTGTGAGCGGCACTTCGTTTTCTAATAATTGACATGTTCATCCCTAACGTT
+GTTAACCTTTTAAGTTAAGCACAGTATAATGAGCAAGAATGAAGCTTTTGTGACGTAAAGATGTCACTAA
+TATGACAAGCATTTACCCGTAAAAGGACCTAATTTGTTAAACGATCAACAAGCCCTGATTGAAGCTATTA
+ATCAAACGATGCCTTTTGGTAAATATGCTGGTAGAAAATTATTACAATTACCTGAACCGTATCTGGTTTG
+GTTTCATAGCAAAGGTTTTCCTGAAGGAAAATTAGGACAACAATTAGCCTTGATGTATGAAGTGAAGCTC
+AATGGTTTAGAAACCATGCTGCAACCTTTATTACGTACGTAACCTGAACTCTGCTTAATAAATATTTCTC
+TAGCCGCCATTTTTACTAACTTCTTTGTTAAATCCACTTGCAATAGGCCAGCTATTGACGCGTAAATTTG
+CCTCGAATTAAGAAAAAATATCAAGCTAGATATATTGAAATTATTTACGTCATATAATTCATGAGCTTAA
+CTATCACTTAAACAGAGTTCAGCTTACTTAATAACTTAAAATACAGATTGTTTCTCAAATAATTTTTTTT
+AACGGCTCCTAGTCAATAGTAAAAACCTTTTTTAGAGTAATTTTGTCTATCAAGTTAGCTCTTTATTATC
+TATCGCAATAACGTTTTATCATGATGCGCAGCTAACAAATTGTTTTGCCAAGGCAAACTTTCATGATAAA
+AATTTGCCTACCATTTTTCCTTACTTTATCTTTTTCTCTCCTCTTTAAAATTACATTTTTTCACTTGCAT
+CACTACAAAAAATCCTCTTAAATGACTCGTCGATTGATGAAATTTCATACTACTTTCAGATAAGATAGAA
+TTCGATAGTCGACCACTCTGTAGTCTTAAGTAATAAATTCTCTCAGGTAAACGAGGGACACTAAATTTGT
+TTATTAATTGATTTGTCAAATAATTACGAAATTTTTATAAGGTGGAATAAATGAAAAGACAAAAAAGGGA
+TAAATTAGGTAGAGCGCATTCTAACGGATATCAGGCTGGCCTTGGCGGCAAAACTAAGGAGCAGTGTCCT
+TATCAAAATATTGATGCTAAATCGCAATGGCTTGGTGGTTGGCGAGACGCCATAAGTGATAGAAATTTGG
+GGTTATTTAAATAGAAATCAACTGAAGACTTTATCCCCGAATCTTAACGATTGGGGATAAATATTATCAA
+TAAACTGAGCTATAGCAAGCGGATTAATTAAATCACTCGAGAAAAACGTTGCTGATTAACATGCTTTTTC
+ATGTAAGCATCAAAGCTCATACAAATGATACGAATTAATAAGCGGGCTTTTTGCTCTACCTTAATATGTT
+GAGCATTATTTTCTACTAAACCATCGTCAATAAAGGTATTTAATAATGGTAAGTCTTCAGCAAAATATTC
+ATCAAAATCAATATTGTATTTTTCACTAATGACTTGTTTATCTAAATACAAGTTACACATCAATTCTTGA
+ATAACTTCACCACGTAAAATGTCGTCTTCAGATAAGCTTACGCCTTTGATTTGGGCATGCTGTTTTTCTG
+TTATTGCTTGGTAATATTCTTTCAAATCTTTTATATTCTGGCTAAAACTATTACCAATAGAGCTAATTGA
+TGATACGCCTAAGCCTAATAAGTCACAGCCACCTTTAGTAGTGTATCCTTGGAAGTTACGATGCAAGGTA
+CCATCACTTTGCGCTATCGCTAATTCATCATTTGGTTTAGCAAAATGATCCATACCGATAAAGTCATAAC
+CAAAGTCACAAAGCGTTTCTATGGCTAATTTCATCAAGGCAAACTTTTCTTGTGTACTAGGTAACCATTC
+ATCACGTAATTTACGCTGTGCGGCAAAACGGCTTGGTATATGGGCGTAACTAAATAGAGAGATACGGTCA
+ACATCCCACTCATGGGCTTTTACTAACGTTTTAGTGAAATTCTCAAGCGTTTGATGCGGTAAGCCATAAA
+TAAGATCAATATTAATAGATTTAAAGCCAACCTCTTTGGCGTGCTGAATAAAGTCACCAATGAACTCTGT
+TGACTGCACACGATTAATAGCTTGTTGTACTTTTAAATCAAGATCTTGCACACCTAAACTTAAGCGATTG
+AAACCTAAAGAATATAAATGCTCAGCTAAGTCCATCTCAATTTCACGAGGATCAATTTCAATACTCATTT
+CTAGTTCATCCGAGAAATTAAATTTCTCTTTTAATAAAGAAACAAGTTGAGTAATTTGCGGGTGAGTTAA
+AAAGCTGGGTGTACCACCGCCCCAATGCAGTTGCTTAACGGTATACTCTTCAAACAAGGGTGCCTGTAGT
+GCTATTTCTTGCGCTAAATATTCAAGGTAAGTATCTGCTTTTCCACGATGACGAGTAATAACTTTATTAC
+AACCACAGTAATAACAAAGTGTATGACAAAATGGGATATGCACATAAAGTGACAATTCACGGTTTTGCGA
+GTTTTCTATCGCTTTGATAAAGTCCTCATGTTTAAAATTATCATGAAACTCTAACGCTGTTGGATAAGAG
+GTGTATCTTGGTCCGCTGGTGTTATATTTATTTAATAGCGCATTATCGAAGAATTGACTTACTTTCATAT
+TTTCATACCGTTTTATTTAGTGAACGAAAATATTATAGCCTTTTATAATTTGTACGCATTGATCAAGCGC
+AACAACAGACCTTAATAAGATCTGTTATTGAAATGAAGGCCTACTGTTGGCGCTAAGGAGTTAAAAGAGT
+AATTTGCTCAGTAGTGAATTGAAAAAGCTTATCCAAATCAATCACAACCTCGTCATGCCTTTTATTTAAC
+GCTGTTATACGTTGATAATCTTCACGCATACGCTCTTTTTTCGTTAGCGTTTTACGTGCATCTAGAATTG
+AAAGGCTTTTAATTTCTTCATATAAGCCAAAGATACCCGGAAATTTATCAGACATTTCCGTCAATGTTTT
+CAATGAAGACAACAATACCGACAAACGCCAGCATCCTTCATCAAATTCACATTGCTCTTCCTGCATAGCA
+CGTGTAATTAATAACACACTATCAAGTACTTTTTTATCGTGCTTATTAAGCGCTAGCTCTTGTGCCTGTT
+TTGCTTGTGCTTGTTGTTCTTTTTGCCGCGCTACTTGTTTTAATAACTTACCTGCATAAAATGCTAAGGC
+AAGTACAATAATAACGCCAAACAACAAAGCATAAAGCCAAAAATCACTCATTGATGTTACTCTTTCTCTT
+CAAAATCTGAAAAGTTAGGGCGATCTAGTTTATCCCATAAGTCATCTTCGCTATCACTGATGTTAGATTC
+ATCACTTGCGTCTTCATCTTCATCTAGACCCAATTCTGCAGATAATGCTTGATGACGTTCCATTTTCTCA
+TTGTAGTAGTCAACTTCTTGCTCTGTTAAAGCAATATCGTCTTCTTGTTTAGCTAAAATACTTTGTAACA
+ACTCATCTTGCTCAATAGCATCAAGCTCTTGTTCAGCAGACAATTCAACCTTCGTATTCTCAACAACAGT
+ATTTTCAACAAAACGCACAGCCGCGATAGGTGCTGATTTCTGGCTGTCTTGTTTCGCTTTTGCTTGCTTA
+GATTTTTCTGCTTTAGCTTTTTCGGCTTTAGTAATTATTTTACCTAAAACAATCGGCGTTTTATTACCAA
+GGCGCGGATCTTTATTGCCCCCTTGCTGATTATTATCAGTTTGCTCTGGCATTGCTTCTTTTTGACGATT
+TCCCGCCACCTTACCCGTTGTTTTACGGGTACGCTTCTCAACTTTTTCTAATTCTTGCTTACTTAACTTA
+GGTTTAGCTGTCGGTGCTCCACCTGGTTTTCTAGATTTTTTTGAACGAGACATAGATACAGTTACTTTTT
+TACTAATAATGTCAGCTATTTTACGTTATTAATGGCTTAAAAACCTTAAAAAGCAGAAAAAAGACACAAA
+AAAAGCGCCAATTGGCGCTTTTTTATGTCTCATTAACTTAAAGACGAATTTTAATCTTTGGGTGAGTATT
+GATTTCTCCCCCTTTAGAGATCACAGCGATATTATCATTACAGCTTAGTACTGCCACATGAGTATCGTGA
+ACGTCTCTTATAAAGCTAAGCTTATAGCCAAATTGCGCTAAGCTACTGGCAGCAAATTTTTGCGCCAATG
+TTAAACTTTCCCAAAGTTTATCTGTATCGCCCAACACTTCTTGCCGGCGCTCCAACAGATCTTCTCTTTG
+CATTGCTGCAGCCATAATTTCCCCTCCCTAGACCAATTATGATTTAGATAAGTTTTTATTTATTATTATT
+AGTATTAGTATTAGTATTAGTATTAATACTATTTTGAATGAAATTTAACCTACTTTACATGTAACATCAA
+TAGCGATTACACTGTTACCTTAAATTAGTTGGTTTATAACCACATAGTCTTTGATATATAAGGTAAAAAA
+TGACACGTGTATTAGATGAATTATCAGCGTTATTAAAACTAGAAGTCATTGAACAAGGCATCTATCGAGG
+ACAAAGCCAAGATTTAGGTTATAAAGCTCTCTTTGGTGGTCAAGTTATGGGCCAAGCACTTTCGGCGGCT
+CAAGAAACAATTGCCGCTAATCGCTTTGTTCATTCGCTACATTCTTATTTTTTACGCCCTGGTGACGCTA
+GCTTACCCGTTGTTTATGAAGTAGAAGTCATTCGTGATGGTTCGAGTTTTAGTACCCGTAGAGTGCAAGC
+GGTGCAAAATGGTAAAGCCATCTTTTATATGACCGCATCTTTTCAACATGCTGAAACAGGCTTTGATCAC
+CAAGATACCATGCCTACTGTAGCGGCTCCCGAAGATCTTCCCTCATTTACCGATTATATAAAAGCCAACC
+AAGACTATATACCTAAGTCATTACGCGAAAAGTTTTTAGCTGAAAAGCCTATTGATGTTCGTCCTGTTCA
+ACAATATAACTGGTTGCAACCAAAGCCTACAGATTCTGTAAGCCAAATGTGGATAAAGGCCAATGGCGAT
+TTACCTGATGATTTAGGTATACACACCTATATGTTAGCTTACACGTCAGATTTTCATTTTTTACCAACAG
+CATTACTGCCTCATGGCGCCAGTCATTGGCAACCAAACTTCCAAATTGCCACCATAGATCACGCTATGTG
+GTTTCATCGCCCATTTCGCTTTGATGATTGGTTACTTTATTGTATGGATAGTCCGTCTGCGAGTAATGGT
+CGCGGGCTAGTGCGAGGTCAAATATATAATCGTCAGGGAGAGTTAGTCGCGTCTACCATGCAGGAAGGTG
+TAATTAGGCAACGCTAGCGATAGCTATTAGTCATATGGTTATAAATTTATAGCCATATGACTTTTTAGAT
+TACTTAGTTTGCAGTCAAGTTAATGACAGCTATTTAGCACCTGTTCTTTTTTCTAATGCTTTACGTTTTT
+CAACCGCTAGAGAAGTAACTCTCGCTTTTAATACCGGCTCTAAACCTAACATAAAATACACTTCAGCCAT
+TAAAAATAATGGTCCGATTAGAAACTGGCTCAAATCATCAACAAAAGCCGGTTTGGCTTTTTCATAATAA
+TGACCAATAAACTGAATAATCCAACCAACAACGAATAAACCTAGTGCGATATAAATCAAACCTGCTGTGC
+CACTCAATAATTGCGCAATAAACAAGTTAATTAAAATGTATATCAGCATGCCCAATGCCAATAAACGATG
+CAAAAAAATATAATAAATAGCGACAACAGAAAAAATAGGCATTGCTAAGGTATAGTGCAAAGTCACTTGA
+GCACTAAAAACATCATCCAGGGTTATTTCAAAGGCAATAGTACTCAACATCAGTGTTACGGCTAACACTA
+TCAAAGGGACGCCAACAAAATGGGTGTTGATGTTTTTCTGATTCAAATGCACACTTTTATAACGCGCTAG
+TTGCTCTTCAATTGACTTCATTTAAGTACTCTATGTTATGAATTCTGTTGCCAGTCATGTCCACTAGGAT
+GTTGAAAAACACGCAAATCAAACTGTGGTGCTATGGCAAAAAGGTGATCAAAGATATCAGCTTGGATTGT
+CTCGTAAGCAAGCCAATCAGTGGTGTTAGCAAAACAGTAAATTTCCAATGGCAAGCCAGTTTGCGTGGCG
+GTTAACTGCCTCACCATACACGTAAGATCATTACGAATATGACTATTTTGTTGTAAGTACTTGGTAATAT
+AAGCTCGAAAAGTTCCTATGTTAGTCAGTTGTCGACTATTTAAAGAAGTAAACGATTGGGTGATCTCACC
+GCTGTTGTGGCCGTGTTCGCTCTGTGCCAGCTCTTGCTTTTTATCACTAAGGTAATCTTGTAATAAATAC
+GCATTAGTCAGTTGGTTTATTTTTTCAGCACTACAGAAATCAATACTAGCAATATCAATAATAATGGTAC
+GCTTAATCCGTCGTGCGCCGGTATGATACATATTGCGCCAGTTTTTAAAGGAATCACTAATCAGCGCGTA
+AGTAGGTACTGTGGTAATGGTTTTATCAAAATTTTCTATTTTCACCGTACTTAGACCTATTTCTAGCACA
+TCGCCATCGGCACCATATTTGGGTAACTCAACCCAGTCGCCAGCAACAACCATTCTATTCGCTGATATTT
+GAATACTAGCAACCAAACCTTTAATGGTGTCTTGAAAAACTAACAAGAGTACCGCGGTCAAAGCACCTAA
+ACCACTTAATAGATAAACCGGTGAGCGGTCAATGATAAGCGAAATAATGATAATACTGGTCACTAAATAT
+AAAGCTAATTTAATGATTTGAATAATAGCGCTTAACGGTAAAAACCGTTGCTTGGCACTTTCTTTATAGA
+TGCTTCGACTGACATTAAGTAAGGCGCTAATACAACGTGAAATTTGAAAAGTAAGTAACACTTTACTCAA
+TAAAATGAGTAAAGTACTGGCAATACTGGTGGTTTCTAAGATAAGTGGCGTTAAGAAGAGCATTAATACT
+AGCGGTAGTAGTAAAGCCATTCGACTGAGCACGCCATGCTCCATCAATGCATCATCCCAGGTATTTTTAC
+TATTAATAATGATCTTATTCATCAAACCTAAGACTTGATGTTTCGCAATATAATAACTTAGGCTAGAAAT
+CAACAAAATCATACCAATACCGACAGCAGTTGCGCTACTGGCTAAATATTTCGAGCTGATACCTTGCTCA
+CTCAACCAAATACTGATCAGTTCATTCATACACTTCTCCTGTCATCTTATTGGTGAGGGGCTTAGCTCAG
+GGACATTCCGCATTTAAAATTAGTCATCACGTTGGGCATTATATTGCTGTCTCATGTTCTCAAGTCTTGC
+ATCTTTATCATGCCAAAATTGCGTTAACCATTTTTGAAAAGCAATTCTATCATTTCGATCTGAAAAATTG
+ATATGACCTAACTCACTAGCAATATCGAAGGTCTGGATATCAATGTGTACCTTCTCCACCTCTCCGTAGA
+TAAAATCACTGAAATTTGGAATTCCATCGGGATAATAGATAGTAACGTCAACTATTTTGGTCAAATGCTC
+ACCCATTGCATCTAATACAAAAGAGATACCACCTGACTTTGGCTTCAACATATGTTGAAAAGGAGAACCT
+TGCTTATCATGCTTTTTTTGAGTAAAACGCGTACCTTCAATAAAATTCATCACACTAACTGGTTTGTGTT
+TGAACTTAGCACATGCTTTTCGAGTTGTTGCTAAGTCTTTACCACGTAGATGAGGATTCTTCTTCAAGAA
+AGCTTGGCTATATCGTTTCATAAAAGGAAAATCGAGAGCCCACCAAGCCAGTCCTAATAGGGGGACATAA
+ATAAGTTCTTTTTTTAGGAAGAATTTTAAAAAGGGAATATTGCCGTGTAAAGCTCGTTGTAAAACGACAA
+TATCAACCCAACTTTGATGATTTGCTAACACCAAATACCAATCATTAATTTTAAGCGCTTCTAAACCTGT
+CACCACGATATTTGTTTTAGTAAATAACTTTTGAATTATGCTATTTGTTGCCACCCAATTACTGGCCATT
+AAATCAAGTAAGTAACTAAATATTTTTTTGGAGAAAGTTAATGGAATTAACGCTTTAAACAGGGAAAAAA
+CTAAAATAGGTAACAGCCAAAATATGGTATTAAGGATATAAAGGGAAAAGGATATAAAACCGATCAATTT
+GGCTGGTAAGAAATTTAGCATATCTTGATAATAACTAATAATAATAGATAAGTAACACGGATAACGTCAT
+TTAATCATGATTTAGCTAATAATTAAATTTTTTTATTGCTCCTCTATCAAGCAATTCATTTTAAAATCAC
+ACTATTCGTTAAATAATCGTTAAATTATCTTTTTGGGTAAAAAGTGATCTCTTTTTTTTTATCATCCAAT
+AATATCGCTGTTTATCTGAATATAAGGGTGTAAAACACATGGTTACCTGCAAATACTTTATAAAACGATT
+GAAAATAGACTTTTTAGTATTTTCTAATAGTGAATAATTACCTTTAATAATTGAGTTTTTAATCAGTTTC
+AAGCATACTAAACAAGCTTAATAATAGGAGATAAAATGAACTTTAATAGAGCTGTAATCAAAGTAGGTAG
+TGCCTTAGTTGCACCGACTAGCGATGGTTGTAGTGGCCAATACATCTTAGCAATTGCACAATTCATTACC
+AAATGCCAACAGCAAGGTAAGGAAATTATTTTAGTTTCATCTGGCGGTGTGGCAGCTGGCCGTACTATCA
+TTCAACATGGCTCACCAAAGCTCTCGCTTTCCACTAAAAAAGCCATGGCAAGCGTTGGTCAGATGCAAAT
+GATGGCTAATTGGCAGCGTTTTTTTGATATCCCTTGTAGCCAGATACTCATCACTCAAAATGATTTAGCC
+GATAGAGAACGCTTTATCAGCATTCAAGAAACAATAAAAATTCAATTAGCCAATGGTGTACTACCTATCG
+TTAATGAGAATGATACCGTCACCACAAAAGCACTCGCTATCGGCGATAATGACAATATTGCCGCGTTAGT
+TGCCCAGGCATGTGAAGCAGACAGTTTATTCATATTAAGTGATATTGATGGTGTATTTACCAAAGACCCA
+AATATCCATGACGATGCCGTATTAATCCCTAATATCGATAAGATTACCGATGAAATTTATGCCATGGCTG
+GCACAAGTCGTAATCCTTTAGCGAGCGGAGGCATGAAAACCAAAATACAAGCCGCTGAAAAAGCCGTTGA
+ACACGGCATAAACACCTATATAGTCAACGGCTCGAAAAGTGAGGTATTTAGCTCACTTTTAGCAAAAGTT
+AATCCAGGCACTCGTTTTGCCGCAGATAAAGATATTATTACCGCTAAAAAGCACTGGCTTAAACACACAT
+TAAAAAGTCGAGGTAAAATTAAACTCGACCCCGGTGCAGTTAATGCGGTTGTGAACAAAGGTGCTTCTTT
+ATTACCTTCTGGTATAAAATCAGTGACTAATAGATTTAAAGCAGGTGATGCAATCGATCTAGTTGATGCA
+AGCAATAATGCGGTGATCGCCAAAGGAATTACTTTATATAGTCACTATGACTTAAAAAGAATTATGGGCA
+AACACAGTAATGATATCACCGATATTTTAGGCCATGACCAAGGCGATGTTGTGGTTCACCGTGATGATAT
+GGTTATATTATAATTAAGCTATAGCAAGCAGATTAAAATAACTTAAACAATTTTCGACAAGAGTAGCAAA
+ATGACTGATTTTAATATCGCCACTATGGCACAAAAGGCTAAACAAGCTAGCAGAGTGGCTGCACAACTTA
+ACAGTAGTGAAAAAAATGCGCTATTAAATGACATTGCCACAGCGATTGAAAATAATAGTGATGCTATTAT
+CCAAGAAAATAGTAAAGACATTGCAGCAGGTCGAGAAAAAGGCTTGTCGCAAGCGATGTTGGACCGATTA
+GTGCTCACGGATAAAGGCATTAAGGACATGAGTTCTGCTATCCGTGAGATTGTTGCTTTAACAGATCCTG
+TTGGAGATGTTGATAAACTATCATTACGCCCGAATGGCATTCAAGTCGGTAAAATGCGCATCCCTCTTGG
+CGTCATAGCCATGATTTATGAAGCGCGCCCCAATGTTACAGCAGAAGCCGCCGCCTTATGTATTAAATCG
+GGTAATGCCGTGATCCTACGTGGTGGCTCAGAAGCAATTCATTCCAACTTAGCTATCGCTCACTGCTTAC
+ATCAAGTATTAACGACTCATAATGTTGATGAACATATTGTTTGTGTTATTCCTGATACTAGCCGCAGTGT
+TATTGAGCAACTATTACAGCAAAGCGACACGATTGACCTAGTCATTCCACGTGGCGGTGAAGGTTTGATC
+CGCTATGTTAGTGAAAATAGCCGTATCCCTGTTATCCAACACTATAAGGGCGTATGTCATTTATACATTG
+ATAAATACGCAGACTTAGATAAAGCGGTCAACATTTTAGTCAATGGTAAAACCCAGAAGCCAAGTGCGTG
+TAATGCCTTTGAAACCGTTTTGGTACATAGTGATATTAGTGCAAAGTTCTTACCATTAGCGGCTAAAGCA
+CTGAATGATGCAGCACAAGTGAAAGTTCATGCGTGTAAGAATAGTATTGGTTTTTTCCCTAATGCTGAGT
+TGGCAACTAATGAAGATTACCAAGCGGAGTATTTAGCGCAAGAAATTGCTGTAAAGGTTGTCAGTAGCTT
+TGATACAGCAATTGGTCATATCAATGAATTTACCTCTGATCATACTGAAGTCATTATTAGCCAAGACATT
+TCACGCAGTCAAAAATTCATTCGTCAAATAAACTCCTCAGTAGTGATGGTGAATGCCTCTTCACGCTTCT
+CTGATGGTAACCAATTAGGCTTAGGCTCGGAAATAGGCATATCTACCAGTAAGCTACATGCCTATGGCCC
+AATGGGCCTAGAAGCGTTAACCACTGAGAAATTTGTTGTTTTTGGTGATGGTCAAATTCGTCAATAAGCG
+ATAAGGCTTATATCTGGTAGATAATTAACAAAAAAACCTAAAATTCATCAGAATTTTAGGTTTTTTTATT
+CCAATCAGACTAATTTATTAATCCTTTTTGGTATTAGCTAAAGTTTAATGAACGCGTCGAGCATTTGGTT
+TTTGTTTCACTATACTCAATGCTAACCGGTCAGACCATTGCCCGTCATGTTTAGCCTGACAAGCTTGTTC
+ACTATCAAAGCGAACGCTTTTTTTAATGTTTTTAACCACAACTCCTACTTTTAATAATTGCTTTTGGATA
+GTCGAAATCATTGTTTCATCATGTTGCAACGCCTTCATTGCGTCAATTTCTTCATCGGTATTAAATACAC
+AGGTAATCACTAAACTAGCGGGGAAATTAGTGTAATTGGCTCTATGGGTTAACCAAACAAACCCCGCCAC
+TTCATGCAAAGATGACTCACACGCTATCGTTAACGCTTTACATACATTATTATCAATTTTTTGATTCGTT
+TTGCTTAATTTCATCTTCATCATTATACCAATTCAATTTTATCTATTTTAACTGCGGCTAAAAGGGAAAA
+CAATAAAACCATTGGTGTTAAATCTCACAGCGTCTTCTTATACCTACTAAAAAAGTAGAATTCAGTCACT
+AATGCTTGTGATTTTCTTAGTTACTGAGTATGCTACGCGACCTTTTTTCTCACAGGCATTCTCGTAGGTA
+TTAATGATGATAGGTTTTGATTACGGTACATCCAACTGTGGTGTCGCCACTATGCGTAACGGCCAACCCC
+ACATTATTCCGTTATTAGGTAATGAATCATACATTGCTTCAAACCTATATGCTCCAAGCCGTGATGTGAT
+CGCCAATTGGCTTTCTCAACAGTTGGATAGTCCGCAACAAGCAAACTTCATCGCGGAGAGAAAAGCTCAG
+CTACAAAAAGGTCAAGCGGCGCTGCGAGAGTTAAAATTTGACGGTATTTCCAGTGAGTTACTCTTTGGTA
+AGTCTGCCTTAGCTCAATACCTTGAAGACCCTGAAGAAGGCTATTACATCAAATCACCTAAGTCATTTCT
+GGGTGCTAGTGGTTTAGCGACGGCACAAATTCAGTTTTTTGAAGATATTGTTGCTTGTATGATGAGTAAT
+GTAAAAAATCTCACTGAACAAGCACTGCAAAAAGAAGTGACACAAACGGTTATAGGTCGACCTATTAACT
+TCCAAGGTTTACATGGCGAAGAAAGCAACCGACAAGCCATCAGCGTATTAACTAATGCGGCAAAACGCGT
+TGGTTTTAAAGACGTTGAGTTTCAGTATGAACCTGTTGCTGCTGGTTTTGAGTTCGAAAGCTCATTAACA
+AAAGAAACACGGGTATTAGTTGTTGATATTGGTGGCGGAACGAGTGATTGTTCAATGCTACTGATGAGCC
+CAGATTTCACTGACAACGACAATCGTAATGATCATCTGCTCGCTCATACCGGTGTTCGTGTAGCAGGTAA
+TGACTTTGATATTCAATTAGCCCTTCAAGGCATCATGCCAAGCTTTGGTATGAATAGTTTATTAAAGACA
+GGTAAACCGATGCCAACCAGTAGTTTTTATCAAGCGCTAGCCATTAATAACATTAATGAGCAAACAGAGT
+TTTATAGCGCCAAGAATAGACGAAACTTGGTTCAATTATCTCGTGATGCCAAAGAAACAGCTATAATCGA
+GCGCTTGGTGGCAGTGCACGACCACAAACTTAGTTATCAATTAGTCAATGCAGCTGAACAAGCAAAAATC
+GCGCTAACAGAGCAAAGTAAGCAAACAATCGACTTAAGTGATGTTACTGATGGACTTTGTGCTGAAGTGA
+CCAAAGAAACGTTGCGCTCAGCCAATAAACGTACCTTAGAAAGCATTGCTAATATAATGCAATCAGCGGT
+ACAACAAGCCCAGTGTCAACCCGATGTGATTTTTGTTACTGGTGGGACCGCAAAGTCTCCTGTATTGAGT
+GAGTTTTTACAGCAACAAATGCCTAATGTTCCGATTGTTGTTGGTGATCATTTTGGTAGCGTTACGTCAG
+GTTTAGCGCGTTGGGCTGAGAAAATATATCAATAATTGCTCTAACCTTTCGTTTGTTTGTTTGTTGATAA
+TTAAACGTAAGTAGATTGAGTAAATTAAGGTACAAAAAAACGACGCGGATGCGTCGTTTTAGTTAGCGGC
+TGTAAATCTTTCAGCCTTAAAGGCTATTCAACTTAAAGCGATTTAACAAGCATAATATTGCCTGTTATTG
+CGACAATGACACACTGGCTTTGTGCACTAATGGATTCCCCATTAGCTTCCTCAGCTAAGCGCGCTTGCCA
+ATCAATACCCGAATAACGAATACTACCACTGCTTACATTAATTTCAGTACTTGCTAAAACGGTTAAACCA
+ACCATGTCACTGGAGTTATCCGTTGTGTCTTTTGAATTCTGCAATGACTTTAATGGTTTCCATAAAATAG
+CAGCAATAATCGCTGTTAATACGCCAACGGTAAATATTTCACTTTGCCAACCTTCGACAAAACCAACAGT
+CACTAAAATACCGGTAGTCAAACTTGCAATAGCAAAAAATAATAACGGACCACTTAACCCCATGATACTC
+AGTTCTATAACAAAGCTAATACCCGCAATTAAGTACCATAAATGATCAGGGTTTTCTAAAAAATATTCCA
+TAAAACCTCTTGGGTAAAAAGAAATGTAGACTAAGCGTATTAGACTTTATAGCCAAACACGTTAGGCCTA
+CATTATCTACTAGTTAGACAACTTCAAACTACTTGAAACAGCAATGGCTTGTGCAACAGTATTAGCAATG
+TTATCACCCGTTTTTCCATCCGTCAGTACTACAGTACTTTCGTTAGCAATGGCTTGATGAGCTGCAATCG
+AATCTTGTGCTAGCGTTAGCATGACCGCCGCGTGACCTTGTTCGCTATTTGCCGCATTACCTACTACCTC
+TAGAGCATTAGCATCCGCATCAGCAACTAATCGTATGGCTTCAGCTTTACCCGTTGCTTCGAGAATTTGT
+GCTTCTTTAGAAGCTTGCGCTGCTAGAACTTGCTCAGCTTTTGCTGCCTCAGCATCCAATACTCTCGCTT
+GCTTCTGGCCCTCAGCTTCTGTGATCGCTGCAGTTTTAACCCCTTCTGCGGTTAATATCACTGAACGTTT
+TTCACGCTCTGCGGTCATTTGTTTTTCCATATCTTCACGAATAGTCTGTGGAGGCGTAATATCTTTTATT
+TCATAACGCGTCACCATAACACCCCAAGGCGCTGTAGCTTCGGTCATTGAGCTTAATATTTGGGCATTTA
+TCGTATCACGGTTTTGAAAACATTCGTCCAACTCCATTGAGCCTATGGCATTACGCATACTAGTCATAGC
+AAGTTGAACTACCGACATCTTATAGTCAGTAATATTATTGGTTGCTGCGGCCGCATCAGTAACTTTCATA
+AACAAAATACCATCAATATCTAAACTAATATTATCTTTAGTTATTGCTGCTTGTGACGTTATTTCTAATG
+ATTGTTCTTTTAAATTACGATCGGCAGCAACCGATTGCACGTAAGGAATAATAAAATTTAAACCTGCAGC
+AAGAGTTTTGCTGTACTTACCTAAGGTATAAATAACATAACCTCGGTTTTGCGGTACAAAATAGATACCT
+TTTTTCAGCGTATATAAAATAACAATAGTCAGCCATAAAACAGGACTAGTGATGATGCCTTCAACAATGT
+TTTCCATAAATATATTTTCCTTTTTATTCGAAGTGAAATCTAAATTCAATTGAGAATTATTTTTAACAAC
+ACGTTAATAGACTGTTACGAGCAAAGCAAGCTATTTCAGCAAAGCTGCTCATACCCGTTCTGAGATAGCG
+AGATGGCGCATTGTCATAAGACTAGCGGCTTAATGTTAAAGAAGTAAAATAGTATCGGTCAGGAATGCTA
+ACAATGGGAGAAGTAGTTAAATCTGATGCTAACGTTTGGCCGCCCTAGTGCTAGGGCTTATAGTAGTACA
+TGGCTATTTTTAGCTAGAAAAAATGTAAAAAGCACCAACAGAGAGTGGTGCTTTTAAAGTTTACCAATAA
+TATTGGTTAGCAGGATTATGACTGGCGATAGCCTCCTACTATTATATAGCTAACAGTAAAGTTGTTAGCT
+TATATAAGTACAACAATAATCAATTAAGGTTTTCGCGCGTACTTCAAAAGAACTATTTGCCGGGACACCA
+AAAGATTGCCCGTCGCTAATGTTCTGCCATTCAGTAGCTCCTGCTAGTAAAATTTCACATTCACCTGCAG
+TAATTTCCATTAATTCTTCTTCATTGGTACCAAACTTATATTCACCTGGCATCATAATACCTAAGGTTTT
+AAAACTTCCATCATTGAAAGTAACCTTACGGCTAGTAACTTTACCATCAAAATAAACGCTGGCTGCTTTA
+GTAACGGTAACTTCTTTAAACTCTGACATAGGGATTCCTTTGGTGTATTGGGATTTAAAAGCGTGGGGAT
+TAAAAGCAAAAACGGGAAGCCATTAGCATCTATTGAGCAATGGCTTCCCGACTAATACCCTGCGATATAA
+GTGACCACGGGAATGACAACCTATAAGGGTGTCATTCTACGTCTCAATTATTTTGCACTAGCAATTTTTT
+TCATGTCAGTCATATAACCGCGAAGTTCTTTACCAATCACTTCAACACCATGACTGCGAATCGCTTCGTT
+TACTTCAATCAAACGAGCATTATCAACGTTATTTGAACTCTCTTTTAAGCCTTCGCCTAATTGTTCTAAC
+GTTAAGCTAGCCGTGTAGTCTGCAAGTAATGGCACAGCAGCGTGAGTAAATAAATAGTTACCGTATTCTG
+CAGTATCAGAAATAACAACGTTCATTTCGTGTAACATGTTACGTGCAATACAGTTAGCAATTAATGGCGT
+TTCGTGTAACGACTCATAATATGCAGATGCATTGATGATACCTGAATCAACCATTGCGTCGAATGCTAAT
+TCAACACCAGCTTTAATCATCGCAACAACAAAGATACCTTTATCGTAGTATTCTTGCTCTGAAATCTCAG
+TGTCACACTCAGGTGATTTTTCAAAAGAAGTTTCTGCTGTTTCTGCACGCCATGTTAATAAGTTAACATC
+GTCGTTGGCCCAATCTGCCATCATAGTTGCAGAGAAACGACCTTCAATGATGTCGTCCATATGTTTTTGG
+AATAAAGGACGTAAAATTACTTTTAACTCTTCAGCCATATCAAACGCTAAAATTTTAGCTGGGTTTGATA
+AGCGATCCATCATGTTAGTGATGCCGCCATGCTTAAGACCTTCAGTGGTTGTCTCTAAACCGTATTGTAA
+TAATTTACGTGCGTAAGCTGCGTCCATACCTTGAGCAATTAGCTGTTTGTGACCTAAAACTGCAGCCGTT
+TGCAACATACCACAAAGAATTGTTTGCTCGCCCATTAAATCAGACTTAACTTCAGCGATGAAAGAAGACT
+CAAGAACACCCGCTCTATCACCACCTGTTGCGCTTGCGTAAGCTTTAGCAATGGCTAAACCGTTACCTTG
+TGGATCATTTTCTGGGTGAACTGCGATAAGTGTTGGAACACCAAAACCACGTTTGTATTCTTCACGTACT
+TCAGTACCTGGACACTTAGGAGCAACCATAACTACTGTGATATCAGAACGAATTTGCATGCCTTCTTCAA
+CGATATTGAAACCATGTGAGTAAGCTAGTGTTGCGCCCTGCTTCATCAATGGCATTACCGCAGTAACTGC
+TGAAGTATGTTGCTTATCAGGTGTTAAGTTTAAAACTAAATCGGCTTGAGGAATTAATTCTGCGTAGCTA
+CCTACTGTGAAACCATTTTCAGTAGCCCACTGCCATGATTGACGCTTTTCGCTAATCGCTGCATCACGCA
+ATGTATAAGAAATATTCAAACCTGAATCACGCATGTTTAAACCTTGGTTTAAACCTTGAGCACCACAACC
+AACGATAACAATGTTCCAATCTTTAATGAAGTTACAACCATCGTTGAATTCTTCACGTTTCATAAAACGA
+CATTTGCCTAGCTGACCTAGTTTTTCACGTAAGCTTAAAGTATTAAAATAATTGCTCATGGGGATCCTCT
+GAATTTGGTTCTTTGTTAAGTCAGTTTTCCTGACGATGAAAATACCATACCCTAGATATTATGTTGCAAA
+AAGTGATATATTCGCATCACTACGTTGCGTTTATTGCAACATAGATAAAAAATTCAATACAAGGGCAATA
+AATTATGGATCAAAAAGCACTGTCGATGTTTGCCCACTTGAGCCAAACATTACACTTTGGTAAAACGGCA
+CTAGCACATCACATCAGTCCATCTACGCTTAGCAGAGCAATTCAACGACTGGAAGATGAAGTGGGGGGCG
+AATTATTACACCGCGATAATCGAACGGTAGTACTGACCGATGTAGGTAAAAAATTCAAAATTTATGCCGA
+GCAACAGCTTGAGCAATGGCATAGCTTCAAACAATCCCTTGACCATAAGCAAGCCGCCCTAACAGGTAAA
+CTCCATATTTACTGTTCCGTGACTGCTGCGTACAGTCATTTACCGCCATTGCTGGAACGTTTTCGTGCTC
+GACATCCCTTAGTAGAAATTATGCTGACCACTGGGGATGCAGCTGATGCCCTTGAACAAGTACAAAATCA
+ATCCGTTGATTTTGCTATCGCTGCTGCTCCTGAGAACTTACCCCGTAGTGTTTACTTTCACCACCTTGAT
+ACCATAGCACTCACGGTGATTGCACCGACAATGACTTGCAAGGTGCAGCAGCAACTGAGTCAAAAAGTAT
+TAACTTGGTCTGAAATTCCAATAATTTTGCCTGAACATGGCGCTGCTCGAAAAAGATTTGAGCTCTGGTA
+TCGTAAAAAGCAACAAGGAAAACCGACCATCTACGCCACAGTTTCTGGTCATGAAGCCTTGGTGAGCATG
+GTTGCTTTAGGCTGTGGAGTTGGCATAGTGCCGCAAGTGGTGGTGGATAACAGCCCAGTCAAAGATAGGG
+TAAGCAATCTCGAGAATATTGGTGATATTGAACCCTTCGAATTGGGTGTTTGCTGTTTGAATCAAGCAAA
+AGCACAGCCATTGATTAAAGCTTTTTTTTCCTCGATAGTTTAATTAATATAATTCATTAGACCGAAACGG
+CATTCATTAAATGACGTAACAATCTGTCCATAGCCCGATAAGATAGGGCCTCAACCAAATGTTTATTACA
+AATATTCAAGCTCCCTTCCATGTCTGCAAGGGTACGGGCAATTTTCAAAATTTTGTGATGCGCGCGGGTT
+GATAAACCTAACTTTTCTACGGCAAGTTCTAAAAATTCATTGTCATCCGTATTTAGATCACAATACCGCT
+TTAACTCACTACTGCTGATGTGCGCGTTGGCTTTGCCTTGCCTTTCAAGTTGGATAGTCCGACAGACTCG
+CACTCGTTGTTGTACCTGTGCGCTTGACTCATTTTTTTGGCTGCTCTGTGCCCATGTACCTCGAGGTAGT
+CTTGCTACTTCAATTTGAATATCAATGCGATCAAGAAAAGGTCCTGACAAACGATTTAAATAGCGTAAAA
+CTTGTTCTGGCGTACTCCGTTGGTCGTTATAAAAGCCGGTAGGACTCGGGTTCATCGCTGCAATCAATTG
+AAAACGTGCGGGAAAGCATTGTTTGTGTAACGCTCTGGAAATAGTAACTTCACCCGACTCCATTGGCTCT
+CGCAATACGTCTAATACTTTTCGTTCAAACTCAGGTAATTCATCTAAAAATAATACACCGTTGTGTGCGA
+GCGTGATTTCTCCGGGCTTGGGCTGACTGCCTCCTCCGACTAAAGCCGCTGATGACGCAGTATGATGCGG
+TGCTCGAAAAGGTCGAGTAAACCACGACTTACGTGTAATACCTTGATGGCTAATCGATTGAATAGCGGCG
+ACTTGAAGCGCCTCGTTCTCGGTCATCGGCGGTAAAATACCGGCTAAACGACTAGCTAACATGGTTTTAC
+CGGTACCTGGAGGGCCGATGAATAATAAATTATGACCTCCGCTAGCAGCAATTTCCAACGCTCGTTTTGC
+CAAGGGTTGCCCCATAACATCACTCATATCCAATGTTTGATCTAGTTCAGCCATTTCTTCTGCCATTATT
+TTATCAGTCACTAGCGGTAAAACTTGTTGACCGGCAAAATGAGAAAACAGCTGCGTTAAATGGCTTATGG
+CATGAATTTTTGCTTGTTTAACCCAACTGGCCTGTTCGATATTTTGTGTAGGAATAATCAAAGTCCGCTT
+ACTTTGATTACTTGCCATGGCTACAGGAATTTCCCCGACAATCGCCCGTAGCTCACCGGATAAGGCCAGC
+TCTCCCGCAAATTCATATTGAGATAGATCAACGGCTGGAAGTTGTTCCGACGCAGCGAGAATTCCAACCG
+CTATGGGTAAATCGAAACGGCCACCTTCTTTGGGTAAATCAGCAGGCGCCAAATTAACCGTGATACGTTT
+AGCCGGAAATTCGTAACCACAATTTATGATGGCGCTACGCACCCTGTCTTTTGACTCTTTTACTGAGGCT
+TCGGGTAACCCGACGATATTGAATGCTGGTAAACCATTGGCAAGATGAACTTCAACCGTAACAAGGGGAG
+ATTCAAGGCCGATTCGTGCCCGACTGTACACACAAGAAAGTGACATATAAATTCCATTTAATAGGTTCCT
+TTTTTCCAGTGTAGTCCAAATATTTTTATATACCCATGATACTTCAAGATGCAAGTTTCAGGATGCCTGT
+GCGATTCATGCTCAGACATCCCCTTAAGGCTGGTTTAGAAACGCTTTATGCTGCGTTACTGATTTCGATA
+AGGGAACAACCATTATCCTCAATCAATATCTTGCCTAAAGACGTTTATAATTCCAGCTGAATCCCCTATC
+TTGAGGCAACATGGGTATATTGGTTTATTACCTATTGTCAATTACTGCACAAAAATACTCTAACAAAAAA
+ACTTGCACATAGGATTAGAGCTATGGTACTAATTTAATAAGTAAGCGACGCTGAACATAATAAAACCAAT
+AATCAGTCTGCGCAAAATAAACAAACAAAGAGATAAAATGCACATATTTAACTCAATTATTATAAACCTT
+CTCGTCGTGGTGATTCTTAAATCATCTCGAGGGTTTTGTTGAGCTAAAAAAAAGCATTCAATCAAATAAC
+AAACCCTCGCTTCGCAAGAACCGAGGGTTTTCTTTTTAGTTTCTTTTTAATTGATTTTTTATTAAAGATG
+AAGATGCTGGAAATACAGACATTAACAATATAACAATTGGAATCATCATGACCAAGAGTAAAACGCTAAC
+AGGCGGCGCATTATTATTTGAAGTATTACAAGAGCACGGTGTACAGCACGTTTTTGGCTACCCAGGCGGT
+GCCATCATGCCAATTTATGACGCTTTATACGATAGTGACGTAAAGCATTTTCTATGCAGACACGAGCAAG
+GTGCAGCATTTTCTGCTGTAGGATATGCGCGTGCTGCTGGTACTGTTGGTGTCTGTTTAGCGACCTCAGG
+TCCAGGGGCTACAAACTTGATTACCGGCCTTGCCGATGCGCTTGCTGATTCGATTCCAGTTGTTGCCATT
+ACAGGACAAGTTCCTACTGCTGCAATGGGTAGTGATGCCTTCCAAGAAATTGATATTTTTGGTTTATCTC
+TTGCGTGTACTAAGCATTCTTTCCAAGTAACTGATATTAATGAGCTGGAAAAAGTATTGCATCAAGCCTT
+TGAAATTGCTTTAGAAGGTCGTCATGGACCAGTACTTGTTGATATTCCAAAAGACGTTCAATTAGCAGAA
+GTAACTCAGCGTTTAGATAAACTGTCTCATTTAAAGAATAAAGTAAAATTACCCCTTGCAGATATCAGCA
+AAGCTCTTGATTTACTGACGCATGCTAAGCAACCTATTTTATATGTTGGTGGTGGTGTTGGTATGGCAAA
+CGCGGTAGAAGAAGTACGCGATTTTGCTGAAAAAACAGGTATGCCAAGTGTTTCGACCTTAAAGGGATTG
+GGTGCGATAAATCCGGATAATGAAAATCACCTGGGTATGCTAGGTATGCACGGTACAAAAACCGCTAACC
+TTGCGGTGCAGGAAAGCGATTTATTAGTGGTAGTTGGCGCTCGTTTTGATGACCGAGTGACCGGCAAGCT
+AGATGAATTTGCTCCGAATGCTAAAGTCATTCATTTTGATATTGATACTGCTGAAATTAATAAACGTCGC
+GATGCTGACGCTGCTATTTTAGGTGACTTAAAGGGTAACTTACCGTTATTAACAACTGAATTAGACATAG
+CAGACTGGCAACAAAAATTGCAGCAAATGAACACTGATTTTGCTTGGCGATATGATCACCCCGGTGATAA
+TATTTTTGCACCAGCCGTATTAAAAACGGTGAGCGACCTTATGCCGAGCAACACTTGTGTAACCACTGAT
+GTTGGTCAACACCAAATGTGGGCCGCACAGCATATGACTTTTGATGACCCAAGCAACTTTTTAACCAGTG
+GCGGCATGGGCACTATGGGCTTTGGTTTACCCGCAGCAATAGGTGCACAAATATCACGTCCTCACGATAC
+AGTTATAGCGGTATCAGGTGATGGTTCAATTATGATGAATGTACAAGAATTGGCCACGATCAAACGCTAT
+CAGATCCCGGTGAAAGTTGTGTTAATTGATAACGCAAAACTAGGTATGGTTCGCCAATGGCAGGACCTAT
+TCTTTGACGGTCGACTAAGCGAAACTGATTTGTCTGACAACCCTGACTTTGTCATGCTAGCCAGAGCGTT
+CGAGATAAAATCACAGTTAATCACTAAAAAGAGTGAAGTTAAAGCAGCCATTGAAGAGATGCTAGATCAT
+GATGGCCCTTACTTATTACAAGTAAAAATAGATGCAGCAGAAAATGTTTGGCCGCTAGTTCCACCAAATA
+CAGCAAACGATAAAATGATGGAGGGTGTTTAATATGAGTTCTTTGACGCTGAATAAGTATCAATTAATCA
+TTATGGCTGATGATAAACAGGTGGTGTTGGAGCGAATTTTACAAGTCACTCGCTATCGCGGTTTTCTAAT
+CAATGGTATGAATGCCGAAGTAAATACGGGTAACAATGTTGCCACAATCACTATGAGTGTCAGTAGTGAA
+CGTCCTATTTCTTTGCTTATTGATCAAATAAACAAATTGATCGACATCAAGGGTGTCAAAGTGGACAATA
+GTGAAGTGCAAATACAACAACACAGCGCTTAAATAACACGGCGCTTAGACAACAAGTAATATAATAAAAA
+TTCGCTCTCTAAAAATTTACATTACTCTGACATTGGCGTCGGGGTTTGTTGATTTTTCAAGAGCAACAAA
+ATTAGGAAAAGATAATGGCTAAAGTAAATGCAGACTATATTTGGTTCAATGGTGAAATCATGCCGTGGCA
+AAATGCTACTGTTCATGTAATGAGTCATGCACTTCATTACGGTTCATCAGTTTTTGAAGGCATTCGTGCC
+TATGAAACACATAAAGGCACGTGTATCTTCCGTTTAGAAGAGCATATCAAGCGTTTATTTGATTCAGCAA
+AAATTTACCGAATGAATATTCCATACACGCAAGAAGAAGTTGTACAAGCCTGTAAAGATGCTGTTGTAAA
+AAACGATTTAAAATCAGCATATCTTCGTCCATTAGCCTTTTTAGGTGATATCGGTATGGGTCTTCGTCCA
+CCTATCGATGCTAAAGCTGACCTTATGATTGCCGCATTTAGCTGGGAAGCATACTTAGGTGCTGATGCTG
+TTGAGAATGGTGTTGATGTGGGCGTTTCTAGTTGGAACCGTTTAGCGCCAAATACAATGCCTACTGCAGC
+AAAAGCAGGTGGTAACTATTTGTCTTCACAGCTTATATCTACTGAAGCTGCTCGCCATGGTTATGCCGAA
+GGTGTAGCACTTGATGTGAATAACATGGTAAGTGAAGGCGCAGGTCAAAACTTATTTTTAGTACGTAACG
+GTGTTATTTATACTCCACCGGGCACAGCCTCTATTTTGCAAGGTTTAACACGAGATGCTGTTTTCTACTT
+GGCTAAGCAGTTAGGTTATGAAGTACGTGAAGAATCTATTGCACGTGAAGCACTATATCTTGCTGATGAA
+TTCTTTATGTGTGGTACAGCTACTGAAGTAGTACCGGTTAAATCGGTAGATGGTTTACCTGTAGGTACTG
+GTTCTCGTGGACCAATCACTAAAGCACTTCAAGAAGCCTTTTTTGGTATTTTTGATGGCACTACCAGCGT
+ACCAGAAAGCTGGTTAGATCCTGTAAAATAAAATGCCTTTAGGCTCTAGTTCCTCGTTAGGAGTACTCAC
+CTATATTCATAGGCTCCGTGCTCCTGACTTGTCTAGAGTCAAAATACAATTTTATTAACCTTCTCTATAT
+AAAGTTATTTTAAAAGTTCATTTAGCTTAGTAATAACAAAGTGAATTTTCAAAATTATATTATTAAAAAA
+TAAGTTCTCAAACTCACCAATTGGAATGTAAAAATCATGCCTAAATTAAGATCTGCAACTTCTACTCAAG
+GCCGTAACATGGCCGGTGCCCGTGCTTTATGGCGTGCTACAGGCATGACAGATGGCGATTTTGGGAAACC
+TATTATCGCGGTAGTGAACTCTTTCACTCAATTTGTACCCGGTCATGTGCATTTGAAAGACATGGGACAA
+TTAGTTGCTGGTGCCATTGAAGAAGCAGGCGGTGTTGCTAAAGAATTCAACACTATCGCTGTAGATGACG
+GTATCGCTATGGGTCATTCAGGTATGCTTTATAGCTTACCTTCACGTGATTTAATTGCCGACTCAGTTGA
+GTATATGGTAAATGCTCATTGTGCTGATGCCATGGTTTGTATCTCAAACTGTGACAAAATCACCCCAGGT
+ATGATGATGGCAGCAATGCGCTTAAACATCCCAGTAATTTTTGTATCTGGTGGTCCAATGGAAGCCGGTA
+AAACAAAATTGAGTGATCAAATTATTAAGCTTGATTTAGTTGATGCCATGATTAAAGGTGCGGATCCAAC
+AGTAAGTGATGAAGACAGTGATAAAATTGAACGCTCTGCCTGTCCGACGTGTGGTTCATGTTCAGGTATG
+TTCACCGCCAACTCCATGAACTGTTTAGCAGAAGCATTAGGTTTAGCTCTTCCGGGTAATGGTTCAATGT
+TGGCAACACATGCTGATAGAGAGCAATTATTCTTAAAAGCGGGTAAACAAATTGTTGAATTAACGAAACG
+TTATTACCAAGATAACGATGAATCAGCTCTACCACGTAATATTGCTTGTAAAGAGGCATTACACAATGCC
+ATGTGTTTAGATATTGCGATGGGTGGTTCAACCAACACTATCTTGCATTTATTGGCAACAGCACAAGAAG
+CTGAAATTGATTACACCATGGAAGACATGGATAAATTATCACGCATCGTGCCACAGTTATGTAAAGTTGC
+GCCATCAACACCTGAGTATCATATGGAAGATGTGCATCGCGCCGGTGGTGTGATTTCAATTCTTGGTGAA
+TTATCGCGTGCTGGTTTATTAAAGACTGACGTACCTAATGTTTTAGGTACTACGTTAGCTGATGTAATTG
+CCAAATATGACATTACCCTTACTGACGATGAAGACATTAAAAAATTCTACCGTGCTGGCCCTGCAGGTAT
+TCGCACTACTAAAGCCTTTAGTCAAGATTGTCGCTGGGATACCTTAGACGATGACCGAGTAAATGGTTGT
+ATTCGTAACCTTGAAAATGCCTTTTCGTTAGAAGGTGGTTTAGCGGTACTTTCAGGTAATATTGCAGTAG
+ATGGCTGTGTTGTTAAAACTGCAGGTGTAAGTGACGACAACTTAGTATTTACAGGTCCTGCACACATTTT
+TGAAAGCCAAGATGATGCCGTAGCCGGTGTTTTAGACGGAAAAGTAGTCGCTGGTGAAGTGGTTGTTATT
+CGTTATGAAGGCCCTAAAGGCGGCCCAGGTATGCAAGAAATGCTTTATCCAACCACTTACTTAAAGTCGA
+TGGGATTAGGTAAAGCCTGTGCCTTATTAACTGATGGTCGCTTCTCTGGTGGTACTTCTGGTTTATCCAT
+TGGTCATGTTTCTCCTGAAGCAGCTGACGGCGGCACAATCGCCTTAGTTGAACAAGGTGATATCATTCAT
+ATTGATATTCCTACCCGTGAAATTACCCTACAAGTATCTGAAGAAGTACTTGAAGAACGTCGTGCTGCAA
+TGATTTCTAAAGGTAAGCAAGCTTGGAAACCAGCAGATCGTGTTCGTCCAATTAGCTACGCACTTAAAAA
+CTACGCAATGTTAGCCACTAGTGCTGATAAAGGTGCTGTGCGTAACAGAGACTTATTAGATGGTTTAGTT
+GATAAGTAAAACTGAAAAATGGTGCTAGAAAAGACAAAAGACTTTCTAGCTCAGCTAATTTGATTTCGTC
+ATTCCCGAGTTTTCTTATCGGGAATCTAGCTTTCAGATAATGGATGCTCGATATAATCAACTCGAGCATG
+ACTATTTCATAGTTAGCTGCATTTTTTCAAGTGATTGACAGTAATTTAGGCAAAACCATGACAGAAACAC
+TCAAACAAGTATCCCCACAAGAGCCATTAGATTACCTACGTCGTATTCTACTTGCCCCTATTTATGATCT
+AGCGGTTGAAACTGAATTGACGGCTTGCAACAAGTTGTCCTCCCGGTTAAATAACCACATTTATTTAAAA
+CGTGAAGATCAGCAACCCGTACATTCGTTTAAATTACGTGGCGCTTACAACAAACTCAATAGTTTAACTG
+AAGAGCAATGCATTCATGGTGTTATTGCTGCTTCTGCTGGTAATCATGCTCAAGGTTTAGCACTAGCGGC
+TAAAAAACTTGGCATCAATGCAACTATCGTCATGCCCAAAACAACCCCTGATATTAAGGTGGACAATGTA
+AGGCGCTTTGGTGGTGAAGTACGATTAGTTGGCAATAGTTTCAATGAAGCACAAGCCGCTTCAATCGAAT
+ATGCCAAAGCAGAAAATAAAACCCTTGTTCATCCCTTTGACGATGTTGAAGTCATTATTGGCCAAGGCAC
+GGTAGCTAAAGAATTATTACAACAGCTACCCCAAGCTGATGTGGTGTTTATACCTGTTGGCGGTGGTGGA
+CTTCTTGCGGGTATGGCTGTTTATTTAAAACAGCTAAATCCAAGAACTAGAATTATCGGTGTAGAAGCTG
+AAGATTCAGCCTGTTTAAAAGCCGCACTTGAAGCAGGAGAGCCCGTTGATTTAACTCAAGTAGGTTTGTT
+TGCCGATGGCGTTGCCGTTAAACGTATTGGTGAAAATACTTTTGGTTTGATTCAAGAGTTTTGTGATGAA
+GTGATCACCGTTTCAACCGATGAAATTTGTGCATCTATCAAAGACATCTTCGAAGAAACACGTGTTATTG
+CTGAGCCTGCTGGTGCATTATCTTTGGCCGGCTTACAAAAGTATTGTCTGACTAGCAAAGGTGGTGAATC
+TTTAGCAGCAATACTTTCAGGCGCAAACATGAACTTTCATACCTTGCGTTACGTATCAGAACGCTGTGAA
+TTAGGTGAAAAGAAAGAAGCGATATTAGCGGTTACTATTCCCGAAGAAAAAGGTAGTTTTAAACGTTTTT
+GTCAATCCATAGGTAACCGTGCCATTACCGAGTTTAACTATCGTTATTCTGGTAAACCTAGTGCTGAAAT
+TTTTGTCGGTGTTCGTCTTGGCGGCAGTGTCGAAGAACGTCAAGAGTTACTTCAAGGGCTAGAAAGCGCG
+AATTATCAAGTAAGAGATTTTACTGATAATGAATTAGCTAAATTACACGTTCGCTACATGATTGGCGGAA
+AAACGCCTAATTCAGCTAAAAATACTAATTCTGTAGGTGAAAAGGATGAACGACTCTTTAGTTTTGAGTT
+TCCTGAACATCCAGGGGCGTTAGAAAAATTCTTAGCCGCTATGGGGGAATACTGGAATATCACCTTATTT
+CATTACCGTAATCATGGCGCAGCATTTGGTCAGGTACTTGCTGGTTTTGATCTTGAGAAAAGTCAGCAGA
+ACGAATTCTTCCAACATCTTGATGACCTTGGCTATCAATGGCAAGAAGAAACTGACAACCTCGCTTATCA
+GACATTTTTGAATTAATGTTGAAGAGCCAATAAAGTAATACTTTATTGGCTCTTATCTATTAGGTATTAC
+TTAGCTGGAATTGCCGCATCAATTTTCTTTAACGAGCGTAAAAATAGCCCTAATCCACCCATAGCCAAGA
+CCAAAATAACGATTAAGTCAAAAGAAGTCATAGTTCTAAAACTAAAACGAATAGAGGAAATTACACCAAA
+GATAAGACCTGTAATTGAGCCTAGCGCTAACAGCCAGCCAATAGGGTTCTTACTGTTATAGAAAATAATC
+CCAACGCCAAACATAAAAGGGATCATCACCATACCACTCGTTACGCTATAATTTCCGCCCATGGCAGAGA
+AGCCATAAAGACGCATCCCCATACCGAAACTAGAGCTCACTGTAATTGCATTAAGCAGTAAGTAAAAACC
+ACCGCACATCATGATCAATCCAATAAAAAACTGTCCTAAACCACCTGATGTACCACCTGCTCCACGCATA
+AAATTCCTTATTTATAATCTGTTATACCAATTTTATTGGTTAGATATTACCTGAGCAAAGGTAATAATGG
+CAAGACTTTGATTGGACGCCATAAATAATGAGTTGAGCTTGGGTTATACGAACTACTAATAAGTAAAATA
+ACAAAGATATTTAAGTGCTATTCCACCTGATCATACATTTTCGACCAGACCGTAGAAACAAGACAAAATG
+TATATTTAACCTGAACTCTGGATAATGAGTGCTTGATGTTTAAGTAAAATCAACAACTTAGATTGTTACG
+TATAAAAAGTAATATAATTAAAGTAGTTATAAGCTTTATCAATGTTTCATTTTATTCAATTATCAAGGCA
+AAACGTTTATGAATAGCGGCTATTTATCGACGTTTTAACGCTGAGAAATGGATGAAGAGGAATGTTGAGC
+AAGTGCTGCTTATCCAGAGTTCAGGTTATTTACACTCATATGTCATTGTTTCAGGTAATAACCTAGTTTT
+TAAAATTTATCGACTTTCCTGCTTGATAACCGCCATTACATTGCGCGTTATGTTGTCACAGCGATCACCT
+GCAAATTCATACAAACTAAGCTTCTGTTCGGTGAGTATCTCCCCTATTTCGATTTTTAACATTTTTTTAG
+CTCGATGAAAGCGTACTTTTACAACGTTATATTCAAGTGAAAGTATTTGAGCAATATCATTTATCGCCAT
+TTTTTCAATGGCACGTAAAATAAAGATCGCACGATAATTTATCGGTAATGCGTTAATTAATTGTTCTAGC
+GTAGCTTTAGTTTGTTGATTAGCAATAGCGTCATGAATGGGCTCGGCGGCAGTATCAAGTTCAATTAAAT
+TAAACACTTCTTCCTCCTCTTTATAGCTTAAGCGACTAGATTTTCTTAAACGCATCAAAGCAATATTTCG
+CGTTATAGTGGCAATCCAAGTCATAAAACCTTTTGGTCCCTTAAAGGTAGCGAGTTTTTGATAAGCGGTA
+ATGTGCGCTTCTTGCACAATATCCATCGCCTCATCGTCATCAGCAAAAATACCTTTGGCTATGCGAAACA
+TAAGCTGGTTATAGCGACGTATTACGACTTCGTAGGCATTAATATTGCCCGCTAAAATATGCGTAATGAG
+TTGGTAGTCTTCTGTTGTCGTTAAAGAATCCATTTCGGTCATGTGTTTGCCTGTAAATCACGTTTAAGTT
+AACTTTTTTTACTTCATTTTTTTAAGATTACCGCCATGGTATTTTAATACATGGCAGTATGCAGCTTGAG
+CCTATTTATAATGATAGTAAATATTGTACTAAATCATCTTTTTCAGAAGGCATTAACCCTAAAGCCAAGT
+GATTATTATAATGTTCGACTACATCAAGTAAGGTCGCGGCGCTACCATCATGAAAATATGGCGGATGCTG
+CCATACGCCTGCCAATGGCGTAGTACGGTATTTTCCTGTGAGACTTCTGCTGGCTAATGTGGGGTCTGTC
+CCAATAACATCAGGGTAATGAAGCTGTGTGCTAGCATCGGTAAATTTATCGCCGCTATGACAAGAACTAC
+AGTTGCCTTGATTATTAAAGACCACCTTGCCTCGCGCAGCCGCGTCAACATCAAAGCTCCCTTCAGGGGC
+TTTAGGGGCATCTAAGGAAAATTGATAAGCCTCTAAGGCAGGTAGTTTGTCGGTAAGTAAATCAGGATCG
+TGCATAATATTGAGTCCTAACCTTTCATCAATGAAATTACCTGCTGCGCCCATTTGTGTCACGGCAACAT
+AAGCATTCCAATATGAAATACTTCCTTCTCCCGTATAGGTTGCTAATGCGACGTCTTTTAAGCCATAAGC
+TGGTGGTATTACGGTAGGATCATTAAGACCATCTTGATTCCAATACGCATCATACTTACCAGGGCCCCAA
+GATAGCAGTACGTCTTGCGTCGCCTGATCTTGTAAAGCTGGTGACAATGACAAAATAACACCAGGATTTA
+GATCTCTATTTGCCCAGCCATCTAATCGTTTACCAATGCCCGGAGCAACGGAGTCATCAACTGTTGAGTG
+ACACAAGGCACAAGTCGCCCCAAGGCTAACTAAAGTATCTTTACCATTAATTTCTTGAACATCACCTTGT
+AAACCAACAACTGCATTGAGTTTTAATAAGATGATAGTTGTGGCGGGGTCGGTAAGATCAACCGTTTGTA
+ATACCCCTTCAGGTAATACCTCAGAATCAACTTTAAGGCCGACTGATAAAGCAGTTACCGGATCGACTGC
+ACCAGCAACTACATTGTGTAATTGCAACGTATCTGTCCATAGTTGCTCATCGCCAAAGGTATCAAAGCGG
+AATATCTCTTTGCCTTGTGCAACAAGTTTAGGGTCTAACATTGATTCTTCGTTAGATGAATCATTACATC
+CTGACAGCCCTAATAATATCAGGGGTATGAGCGTAATTATCTTGCTTGTATATTTCATGTTGCTCTCATA
+TTTTCTAATAAGTGTAATTAATAGATGTATGAGTTAAGAAAAAGTAACAAAAATATTGAACAAATTGTTA
+GAAAATAAAGGCTGCTCTGTGCGCATTATAGTCCTTTTAGTCTGAATAAGACCATAATTAGGGTGTTCAG
+ATCATGTGCCTATTTCATACGAATATTGTGCGCAAATTATCTTGATGATTTCCTCATTGCTTTCGATGTT
+TTAGGTACGCCTTAGCTCAATAACGAATACTCAGGGCTTGCCCCTAAACGCTATCTATATTGCTTTCGAA
+GAGCTTAGGCATACATGCTGACAATACTAATTGGAGGTTATGATGGCTAAATTAAATGGCAATTATTCTG
+TTTATGTTGGAATAGATTGGGCGAACGACAAACATGATCTATGCATTCAGCAAGCTAATTCAGATAGACG
+AAAATTTAAGGTAATAAAGCACTCAGCGAATACGATAAATGATTGGATAATCAGTCTGCATAAGCAATAT
+AAAGGACAGATAGCCGTTGCTGTTGAATTATCTAAAGGACCTATTGTATATGCACTTCAGAAGTATAAAT
+TTGTAACTATTCATCCGGTTAATCCCTCTATGTTAGCCCAGTACCGTAAAGCCTTTTCTCCCAGTGGAGC
+CAAAGACGACCCAACTGACGCTGAGCTTGCACTTGATTTAATGCTCAATTATCCAAAGAAAATTAAAGCA
+TTAAAGATGGAAAGTGAACCTGTTCGAAAACTCACGTACTTAGTCGAACAACGCCGAAGACTGGTAGAAG
+ATAGAAGACGCTTTAGTAATCGATTAATTAATACACTCAAGCAATATTATCCTCACTTATTGGATTGGTT
+TTCACATCGAGGCTCCGGTATGTTTTGTGATTTCATTACACGTTGGCCGAACTTACAAAAGTTGAAAAGA
+GCAAGAACTGACACATTAAGAAAGTTTTTTCATGCCTATCCTGGGCGTACAGCAAGTTGCACAGAACAAC
+GCCTCGTGCTCATTAATAAAGCCGAACCACTTACCTTAGATAATGCGGTCATTGAATCACACCAGCTCTT
+AGCTGTGGCTCTCGCTAATCAAATGCTAGTGGTAGTCGAAGCGATTAAAATATTTGATAAAGAAATTAGT
+GTGTTGTTTGAGACCTTGCCTGATGCTGAACTTTATAAATCATTACCGGGTACAGGGCCTTGTTTGGCAC
+CAAGACTACTAGTTGCTATGGGAGAAAATCGTAGCCGCTTTACGAGTGCATCAGAAATTCAAATGTCTGC
+TGGTATAGCTCCTGTGACGGAGCGCAGTGGTCAAAAATGTTGGGTGCATTGGCGATACCAGTGCTCTAAA
+TTCGTTAGGCAGTCATTTATTGAATGGGCAGCTAAAAGCGTTCATCAATCTTATTGGGCAGGTATTTATT
+ATCAGCAACAACGTTCAAAAGGTAACACGCATCAATCATCAGTAAGATCGTTAGCATTTAAGTGGATACG
+GATTTTATATCGTTGTTGGAAAACAAAAGAGGCATATGATGAGTCGAAGTATTTAAAAGCATTACGAGAT
+CGAAATTCTCCATTACTTTTTAAAGAAAAAGCTTGTTAAAGGTCTCAGGGCGTAGTGCGGACGTTAGTAT
+TTAATTATTTGCCATATATTTTCTAATGAATGACTTCTCTATTGTTAAATAATGAGCTAACTAAGAGCTT
+GGCACGATATATAAAATTTTAGACAGGGTTGAATGCAATAATGCTTACTGGTAAATCACTAAAAACATTA
+TAAAAAATTCATAGTAATTAATAACAAACGAGTTATTCTACAAGCTCGTTAGCCGTATCTTAGATTAGGA
+GTACATTCAAAGTGAGCATGGAGTTTTTAACGGATTGGAAATTTTGGTCGTTCTTAGTTGCTTTTATTGC
+TTTGATTTTATCCCAGCTTCGACCAATTAGACTTTGGTTTCAAAAAGCCAAATTGGATCTTGAGCTGTAT
+TCAAGAGTTCTTCTCACACATAAAGTTGGAAACCCTAACGTTCAAATTCATCTGGTTTTAAGAAACATTG
+GTGGACGAAATATTAGAGTCAAAGAAATTAGTGTTGATATAGAAAGAGATGGGAAGTTTATAGATACATT
+AATAGCACAAAATTACCTACCTGATGCTTTAAATAATCAAAGCATTTTGTTTACTAATTTTTCGCTTACT
+CCAAATGATGAGTGGTCAAATAGAGTTAATTTATTAAATTACTTTAATAGAGAAGAAGATAAGTCATTTA
+AAACTTCCGAGAAGGCTTTGAGAGAAGAAATTATAAGCCTAAGAAAGCTATTGCAAGAAAATGATAAAAC
+TAACGTAAAAGTTACAGACGAATTTATAGAACCATTTATCCAAATGTTTCAAAAAAAATTCATGTGGAAA
+CCCGGAGATTATCAGTTTCACATAAATGTCAAAACACTCGATGAAGAAGCTGATATTAAAAAGTCATTTA
+GGTTTACTTTATTTGAATCACAATCTGAAGATTTAGAGTCTTATGTTAAAGACTTTAATATAGGGGCTGG
+TATTTCTTATGATCTTGATGACCATTGCGGTGTCTTAGTGCAGGTTGAGGAAATATCCGGCTAACAAGAT
+GCTATGGTTAGTTTTCAATAAAAAATCTAACCCAACCTGTCCAATTATATTTAAGGCTAATGTCAGCTTT
+GTGGCATTAGTGATCATACTGGATCAAAACTCAAAGGTCAGCGACCGTCACAAAACGTAATTAATTTATT
+AAGTTTTCACATGCTGTGGCGCGAATCGTCATTTAAAACAAAGCTTCACCAATGGTTCGTGTTTTAAGTC
+CATTAACACAACTCGACATTGAAAATATATTTAATAGATTTGGTATTATTGCTATCTTCTTTTCAATGAT
+GCTAGAATTAAACTAATTCTTATTGCCTAGTTATTAAGTATTTTAATATCTAGCTAATAGTACCTAACTC
+ATAATCTAAGTGCTGCTTGTGCCTACTTTTATCAATAAAACAGTAATGGTTTTTTTGCTTTGTTTGATCT
+TTATTGGTCAATCTATGGCATCAATGACTATGTTTTATAGCATGACAGCTATGCAATTAAATATGCAGTC
+GATGACTGAAATGACCTCGATAAAAAGCTCAAATCATCAAAGTGAAAAGATGAACAACACTGCCCATGAT
+ATGAGTGCTATGTCTGATTGCGATGAAGAAAAAATGACGAACACAGCTTGTTCCACTATGTCTACACAAG
+AATGCTGTGAACAAGAATGTGACTGCTTATCAGGTGCCTGCTCAACCGTCTCGGCATTTTCAATAATTAT
+CAATTACACCCCGGTATTTGCAACACCGTGTAAAATAAATTCACTCAATACTATCACCACAAGTCAAACA
+CTGACCTCCCTTTATAGACCACCAATTCTGAGCTAATCACAGTCTCATTGCGTCTACATTTTGCTGTATA
+AATTTTTATAGTTGATAACTCACAAAGTATCGCTGATGCAAAAAATCGTCTCGTCATTACCGTAAAGTAT
+TCCCTCAGGAGGGAGTCATGTTTTTATTTTCTTTTCCCGTTCAAGCTCGCGCAACTGTTGCCAGCATCAT
+CACATTAAGTGTGTTATGTGCTATTAGCCCTACTCTTCAGGCTGCTGATAATAAAAAGGTTTGGTCATTT
+AATAGCACAGTAACAACCGCGCAAAAAAACGACCCTTGGCTCACGGGCAATAAACACCAGCAACAAGCCG
+TTGAGGCCATGAGCAATGCAGCTTCAAGTTTGCCAGATCCTAAAATGTCGGTCGCATTTGCAAACCTGCC
+TACCGATGGTTTTGATTTTTCTCAAGAGGGTATGACACAGCTAAAAGTGGGGATTACCCAGATGTTTCCT
+CGAGGTGATAGCCTGACAATAAAGAATCAGCAATTGCGTATTCAAAGTGAGGCCTATCCGTTTCAACGTA
+ACGACAGAAAAGCCAAAGTTGCTGTTACCGTTGGCAGTTTATGGCTGGATGCTTATTACGTTCAACAAAG
+TAGTGCCCTAATAGAACAAAATCGCTCCTTGTTCGAGCAATTAGCGGATGTAGCTCAAGCCAGTTATTCT
+TCAACGTTAGGTAAAACACGCCAACAAGATATTGTTCGTGCCCAACTTGAGTTAACACAGCTAGATGATC
+GACTCGATAGACTCGCACAGCAACAAAATTCTTACCTAGGCAGGTTATCACAATGGCTATCGACGGCATT
+TCTTAACGATCCTATGCAAGTAAATATTGCTGAAGTCGGTCAACTACAGAATATGAAATTAGCTAAGCAA
+TTACCCCAGTTAGATTTACTACATGAAGATTTAAATCACTCGGGCGCTGCTCGTTCAAATGCCGACAGGA
+ATGGCCTTAGCAGTACTAGTTTGAACAATCCCCCTTGGTTATCTGTTGAGGAGCTCACCGAACAATTCGT
+TAAGCACCCTGCAGTTATTGCATTAGATAAAAAAATACTAGCGACAAAAACAGGCATAAATTTAGCAGAA
+CAAGCCTACCAACCTGAGTGGGGTATTAATGCAAGTTATGGCTATCGTGATGATGATCCCTCAGGTAACA
+ATAGAGCAGATTTATTCTCTGTTGGGGTGACTTTTGATCTGCCACTGTTTACTGATAATCGTCAAGATAT
+GACAGTAAAATCAGCAGTTTCAGCAACAGAAGCAGTAAAAACAGAAAAAATATTATTACTGCGTCAGTTA
+CTGGGTGCTTTCTCTAGTGCACAAGGGCGTTTATCACGTTTGAACAATCGTAAAACACTTTACCAAACCA
+GACTGTTGCCACAAATTCACGATCAAGCAGAAGCCTCATTAACGGCATATACCAATGATGATGGTGATTT
+TTCCGAAGTCGTACGATCACGCATCGCCGTACTTAATGCTGAAATAGAACAGCTAAAAATTGCGGTTGAA
+CAGCAAAAAATAATTTTAGAACTGAATTACCTTTTTGTCGGTAGTTTGGCTACGAACAATACATCGAAAA
+ATCCGCAGCAAACTTTTGCTCAGCGTGAGGAAAAATAATGACTATCAATAAAAACACCAATGACTCAGTA
+GAACGCCCAGTAGTAAAAGTCAGACACATTACGTTAACAGGCATAATTTTAGGCTTAGTTTTCGGGGTAA
+TAATCACTTTAGTTGTAACGAGCTTTTTACCCTCAACAACAAGTGTTAGTGATAGTAGTAAAGAAGAAAA
+TAAACCTTTGTATTGGGTAGCGCCAATGGATGCAAATTTTAGACGTGATCAACCTGGTCAATCCCCTATG
+GGTATGGATCTTATCCCTTACTACGGTAGTCAAAACAATACGATTGATGAAGGCGCTGGCACTATAAAAA
+TATCGCCGAGTGTTATAAATAACTTAGGTGTGCGCACTACAACGGCGACTTATCGCCCACTCAAGACCAC
+GATAGAAACCGTAGGTTATGTCACTTATGATGAAGACAAATTAGTGCATATTCACCCACGTATTTCCGGC
+TGGGTTGAGAAGCTCTACATCAACGCTATTGGTGATCCTGTAACCAAGGGTCAACCGCTTTATGACATAT
+ATTCACCTGAATTGGTTAATGCTCAAGAAGAATTACTGCTCGCATTGGATAGAAAAAATAAGCGTTTAAT
+TTCAGCTGCTGAAAATCGTCTTATCGCCTTACAAATCCCTCGTAAAGCTATTAACGCCTTAAAAAAGGAT
+AAAAAAGTACAGCTCAACGTTACTTTTTACGCACCACAAAATGGTGTAGTTGAGAGCTTATTTGTCAGAC
+AAGGTTTCTACGTAAAACCAGAAACCATGATGTTATCTATAGTCGATTTAAATCAGGTATGGGTAAAAGC
+AGAAGTTTTCGAGCGCGATGTTTTTAAAGTAGTCATCGGCGATAGTGCTAGCATGCGTTTAGATTATTTA
+CCCTCGAAACAATGGCTCGGTAAAGTAGAACACGTACACCCTATGTTAAATCCAAAAACAAGAACCGGTA
+TTGTTAGGTTGCATTTTAATAACCAGAACGGTGATTTAAGACCGAATATGTTCGCGCAAATTTCAATAGC
+GATCAATGACAACGAACCCGCTTTGCAAGTACCAAAAGAAGCCGTTATTCGCACGGGTAACCAAGACAGA
+GTTGTTTTGGCACTAGGCGATGGTTACTTTAAGTCGGTCGCGGTGAAAATTGGTCGTTTTGATCGTGATA
+ATATCGAAATTATTTCGGGTCTTTCTGAAGGAGAGAAAGTAGTTAGTTCCGCTCAGTTTTTACTCGACTC
+AGAGTCTAGCAAAACGTCAGACTTTAAACGTATGCATATTGAAGAGTTTCAATCTGATGATTTTATGGAC
+GAAAGTAATAATGACGTGTCTTCGGCAATGGTAAATGGCACCGTCACTTCCGTGATGACCGATCACCGCA
+TGGTTACTATCGATCGTGAAGCGATTGAAAAATGGAACCGAGAGCCCGCTAGTGTTGATTTCATTGTGAG
+TGAATCCGTGGATATGGCACTATTTACTGTTGATGCTTATTTAATGTTTACCTTCGAAATTAGAGAGGGT
+GAATTCATTATTGTTAGCGCTATGGCGATGAAAAAAGGCATGTCAGGCAGCTCTTCACATGATATGGCTC
+AGGGAGAGAAACAATGATTGCTGCCATTATTCGTTGGTCAGTAGGTAATCGTTTCTTCGTCATCTTGGCC
+ACTATGATTTTAGTGGGCGCAGGTTTATATGCAGTAAAAAATACGCCTATTGATGCATTACCTGATTTAT
+CAGATGTGCAAGTTATTATCAAAACGAGTTATCCCGGACAAGCACCGCAAGTTGTTGAAGATCAGGTAAC
+TTACCCACTTACCACCGCCATGTTGTCAGTACCTGGTGCAGTAACTGTTCGTGGTTTCTCTTTTTTTGGT
+GATTCTTATGTGTACATTATTTTTGAAGAAGATACCGATCTTTATTGGGCGCGTTCTCGTGTATTAGAAT
+ATTTAAGTCAGGTATCTCCTAATTTACCGAGTGATGCAAAACCGCAATTAGGCCCTGATGCGACAGGTGT
+TGGTTGGGTATACCTCTATTCGTTGATCGACAAAACCGGCCAACATGACTTAAGTCAATTACGTAGCTTA
+CAAGATTGGTTTTTAAAATATGAGCTGCAAACGGTAAAAGGTGTTTCAGAAGTTACTGCACTTGGCGGCA
+TGGTTAAGCAATACCAAGTACAAGTTGATCCAGACAAGCTACGTGCTTTTGGTATTCCACTTTCTCTTAT
+TCAAACAGCCATCAAACAAGGTAACCAAGAGATTGGCGCTTCTGTGGTAGAAATGGCCGAAGCTGAATAC
+ATGGTAAGAGCAACGGGTTATCTAAAAGGCGTTGAAGATCTTGAAAATATTCCCTTAGGTGTCAATGAAA
+ACGGCACACCACTATTACTTAAAGATGTTGCCCAAATAGGCACGGGGCCACAAATGCGCCGTGGCATTGC
+CGAGCTAAATGGTGAAGGTGAAACCGTCGGCGGTATTGTGGTGATGCGCTTTGGCGAAAATGCTCAGCAG
+GTCATTAACGGCGTAAAAGTTAAACTAGAACAGTTGAAAAAAGGCTTACCTGAAGGGGTCGAAATTGTTC
+CCGTTTATGATAGATCGGCATTAATTGAGCGTGCTGTAAGTAACTTAGCGATGAAACTGTTAGAGGAGTT
+TGGTGTTGTCGCTTTAGTTTGTGTCATTTTTCTCTTTCATCTCCGCTCTTCTTTAGTGGTGATTATTAGC
+ATTCCTGTCGGTATTTTAACGGCCTTTATCGTGATGCATGCGCAAGGTTTGAATGCCAACATCATGTCTC
+TTGGCGGTATCGCTATTGCCATTGGCGCTATGGTTGATGGTGCAATTGTAATGATTGAAAACATGCACAA
+ACATATGGAGCGTGAACCCCAAGATAAACCCTTATCAAACGAAAAACGTTGGCAGGTTGTCGTTGATTCC
+GCCAGTGAAGTGGGCCCGGCATTATTCTTCAGTTTACTCATTATCACAGTCAGTTTTGTGCCAGTGTTTA
+CCCTTGAAGCGCAAGAAGGTCGAATGTTTTCGCCGCTCGCTTACACCAAAACCTATGCAATGGCGGCCGC
+TGCTGCGTTAGCGATTACCTTGGTACCAGTATTAATGGGGTACTTTATTCGCGGTAAAGTACTCGCTGAA
+CATAAAAATCCGGTAAATAAATTCTTAACCGCATTATACCTACCTGCACTCAAAGCAGTATTACGTTTTC
+CAAAAACCACCCTATCTGCCGCTGTGGTTGTGTTTATCATTGGTTTATATCCGTTAGATAAAATAGGCAG
+TGAATTCATTCCTCCGCTTGATGAAGGTGACTTGATGTATATGCCAACCACTTATCCTGGCATATCTATC
+GGACAAGCAAGGCAGTTACTGCAACAAACCGACAAGCTGATTAAAACGGTACCTGAAGTAAAAACCGTGT
+TTGGTAAAATGGGACGTGCAGAAACAGCAACGGATCCCGCACCGTTAACTATGATAGAAACCTTTATTCA
+ATTTAAGCCTAAAAGTGAATGGCGCGAAGGCATGACTATCGCTAGTTTAAAAAAGGAACTTGATGCGTTA
+GTAAAACTACCCGGCGTCACTAATGCTTGGGTTATGCCAATAAAAACCCGTATAGATATGTTAGCTACAG
+GCATAAAAACACCTGTTGGTATTAAAATATCGGGACCAAAACTTGAAACGATTCAAGAAATTGGTCAACA
+GCTTGAAAGTATTTTGGCCAAAGTACCTGGTACCGCTTCAGTATATTCTGAGCGTGTTGCTGGCGGTCGC
+TATATCAAAGTTGACATTCAACGTGGCAAAGCGGCTCGTTATGGTTTAAATATTAGTGATATTCAGCAAG
+TGGTTGCCACTGCAATTGGTGGTATGAATGTTACCAATACCGTAGAAGGTTTAGAGCGTTATCCGGTGAG
+TTTACGTTATCCCCAAGATTACCGAGACTCACCAGAGCAACTTTCACAATTACCTATAGTTACGCCTAAT
+GGTCAGCGAATTTCGTTAGGCGATGTTGCCCATGTCTTTATTGAAGATGGTCCACCTGGCATAAAATCAG
+AGAATGCTCGATTAACCGGTTGGGCTTTCATTGACTTGGCTGATACCAAAGGCGTTGATGTTGGCAGTTA
+CGTGACTAATGCACAAACAGTACTGGATAGGGAATTAAAACTTCCTACAGGTTATTCTATTACGTGGGCA
+GGTCAGTATGAATACATGCAGAGGGCGAAAGCTAAACTGACGTATGTGGTGCCACTAACGTTGGCAATTA
+TCATTGTATTACTGTATTTAAACTTTCGAAATGTCATTGAAGTCGCCATGATTTTAGGTACCTTACCACT
+GGCTATGGTGGGTAGTATTTGGCTAATGTATTTGCAAGGTTTTAACTTCTCTGTCGCTGTAGGTGTCGGT
+TTTATTGCGCTTGCTGGTGTTGCAGTAGAAATTGGCGTTATTATGCTAGTTTACTTAAATCAAGCGTATA
+ATGCCTTAATAGCTGATAATACCAGAGCAGGAAAAATAACAACTAAAGCTGAGGTTTTACAAGCCGTGCT
+TCATGGCGCAGGTTTACGAATAAGGCCTATTATGATGACCGGAGGAACGGTTATTGTTGGCTTATTACCC
+ATATTATATGGCACAGGTACTGGCTCAGAAGTGATGAGCCGAATTGCTGCACCTATGGTTGGTGGTATGG
+CGAGTGCTATGCTATTAACCTTACTCGTTTTACCTGCGCTCTATTATTTATGGCGTTCGGCTAATTTACC
+AACGACTGATGTTGTCGTTTAAGAAAAAGAAGATGATGAAACACACTAAAAACCTTATATCATTTAGCCT
+TGCGTTCTTGATTATATGCGCAAGTATTCTTGCTAAGCCTGTCCAGGCAAGAGTTTTAGTGGTAGCTTCT
+GATGAATGGTGCCCTTATATCTGTGACGACACTCATCTTCCGGGGTTTTTAGTTGAGATAGTGACAGAGA
+TCGCTGCCAGTAATGGCGTTAAAGTAAAGTTTTCTTTAACGCCATTAGCAAGAGCGTTAGACCTCACTAA
+AAAGGGAAAAATAGACATTCTACTGGGTTTAACTTCACAGCATATTGGTGACTTTCAGCTCAAAAAAAGT
+CACCTAACTTTTGGTGGTTTATATAATGACTTTTATGTACGCGCTAGTGATCCATGGCGCTTTAAAAGTA
+TTGCTGACTTAGAAGTTGCGCTAAAAAGTAATGCTATTTTAGGTACGATCAACGGTTATGAGTATGGCGA
+CAGTATCGGTAGGTTATTGAAAGATAATACAGCACACATATTTTCAGCTAGTGGCAATTCTCCTTTGCAA
+AAACAATTGAAAATGTTGCACTTAGGTCGATTGGACATTTTATTGGACTCTAGATTTACTGTGCAATATC
+AGCTATCTAAGTTGTTACGAAAATCAGCACAGTTGAAAATATCAACTAGGTCCGAGCCCTCAATCGTTTA
+TGCTGGCACTGAAGGAATTTTTACTCCGCTATTTTTAGGGTTTTCACCTTTACTGAGTAAAAAATACGTA
+CAACTTTTCGATAATGGCTTAACTAGCCTTAGAGAAAATGGACGGTTAAACAAAATATTAGAAAAATATG
+GCGTAACAGATTGGCATCAGCAATCTGTTACCTTCCAAGATGAAGAATTATCACTATTATTGGAGGGGTA
+AAGCTTTCTTGCAAAGCTCCCCTGATTCCATATTACCCTAAACATCAATATGAAGACTATAAATGCACTT
+TTTCAAAATAATATTACTTGTTGGTTTAGCTCATTTTCTAGCGATATCTATCGCCTCTGCTAATTCAGAA
+ATTACTCAAGCGCCATTAGATAAACACCAATGGAGCTATGACACTGACCCTTATGGTAGTGAAGCTATTA
+TTAACGAAAAACTGATTAGGCATGGTGGTATTTGGATAAAGTTTAAGCGAGTTCCTCGCGTTGATGCCAA
+GCGTAATTCATGGGTTGAACTCATTCATCGATTACCTGCCACTTCTTTAGCCGGTAGCCAAAAAATACGT
+TTAACCTACCAATGTGATATTGCTCTCATTATTAAATTATCACAGCGAGAATACGGTAAACATGGCGATC
+AAAGTTATGCCCATTATCAAATAGAATTACCACCAACAAATCAGTGGTCAACTAAGGAAGTTGATTTGAA
+AGACTTCTCCCGACCAAAATGGACACCTGCCAGCTCAACAGATTATGGTTTATTACCTGAACATGTTGAT
+GCAATTTATCTGACACCAAGCATGACAGATAAAGATGGTGGTGAAGCTATTTTGCAAGTTCGTGCGATTG
+AGTTAATACCTTAAATCATTACCTTAGGAAATTACCTTAAGTCATTACTTTAAGGAATAGCCTTAGGCCA
+TCCATTCAAATACCACGTTTGAAATTCAACTATTTTTCACAAACATTCAATTTATCAATGTTTTAAATAT
+TTACCCAAAGGCTATTTTTTTAATCCAACAATAGAATATTCGCCACCGACGGTGAGTTTAACGACGACCG
+GTTTATCTGATGTGTTTTTCCAATACCAACCATGAACACCGGTGAATGGTGTAGTAAAACTACCTTTCAT
+TTCAGTCAACGTCGCAATAGCATAACTTTCATAATAACCTGTGGTATCGCCTTCAGGCTCGCCGTGTAAA
+TCAAAGAACAGTGCAGCGCCATCAGTTTGCCATTGATATTCCATTTTCTTAAACTGCGCCATAGCAAATT
+TATACTCAACACCACGTCCTGCAGGGACAATAACTTCAATAATATCGGTTTCTTGTTGATTTTCTGTATT
+TAGTTCATCACTTTGGTTGCTGCTAATTGTCGCAGAGCCCCCTGGATTAGCTAAAGCTGTTAAACCAAGC
+TTAGCGCCAATACCTGTTGGGTCTATATTGTATTCTGCTGGCAAGATAAAACTAATTAGTACAATACCAG
+CAATCACCAACGCGATAATAGTTGATTTGAATAAAGCCTTATTTGATAACGTATGTTGCATATATACCCG
+TTCTACTTGAAGGTGCATGATTCAGCTGGAATTAGAAACGCCTTTAGGGAAGGCTGAGCAAACTATACTC
+TACGTTACATTTCTTTTTAAGGGAATAACCCTTAATAAAAAAATGCGCCTTAATTATAAATCGCTCAGAC
+TTCCTGAAACGAGCATCTTCAAGTGGAGCGGGTACAAGTCTCTTAAATATCGAATTGAGTAAGTGAGTTT
+TTTGCTGAGCTAATAACATTGATAACTTAGTAACCTTGATAACTCAGCTAACTCATAAAATAGCCAGTTA
+ACTGAAAGCCTATCAGCATAAAACCAGCGCTCATTAATAAGGTATTACTTGCCGTTGAAAATTGGGCAAA
+CGAATGATGTTTTCGCCAAAAACTAATGATCAGTAATATAAATGTTAGCGCGGCAAACTGCCCCAACTCC
+ACCCCTATATTAAAAGCAATCAAGTTCTCCCATAAACCCTCTTTGGCTAGTTGAAATTCTTGTAATTTTG
+TCGCTAAACCAAAACCATGAAATAAGCCAAAAATCAGCACAGCCATTTTAGCATTTGGGCTAAAGCCTAA
+GGTACGCTCAAAACCACCTAAATTATCAAAACCTTTATAAACAACCGACAAACCAATAATAGCGTCAATG
+ATATAAGCATTAACTTGCACATCACCCAGCACACCAAAAAGTAAAGTTAAGCTATGTCCCAAGGTAAACA
+TACTGACATACAATAAAATGTCTTTGCTCTTATATAGAAAAAATATTACGCCAGCTAAAAACAGCAAATG
+ATCGTACCCGGTCACCATATGTTTAGCGCCAATATACATAAAAGGGAAGAATTGAACCCCAGTATTGTTT
+TGTAAAAAAAGACGGGTACTTTCATCGACGCCATGCGCCATAGCATTGAAAGAAAATAAACCCACCATGC
+TCAATACCATGGTAATTAAGGCCAGGCGACTACTTCGAGGAAACATTAATTACTCCGCTGATTTCAGCCT
+AAATTGAGTGATAAGAATGGGTGTTAAAAATGAATTGCGTTCACACTGAGTACATAATGCCAGTTAAATA
+GAGCCTGACAAGTGCTGCCGCTACTATTTTTAATATTCAACTCATTGCTTACAAGGCATCGACAACGCAA
+TATTCAACTCATGTTAATTTCACATGGTGAAATTTTTATCAAAATCGCATAGTGATAAACACAGCCTTGG
+ATAATTAAATACTGCTCTTGAGAACCCTCAGCAAAGCACTGTTTTACCACATATTCATAGTTAAATGAGA
+GTCATTTCCTGCCTCCATTTAAAGAGAATTAAGTACACGTTAGTGTCCTCGTACAACGACTGCAGTAACA
+AATAAATCAAAGCTGACACTTGTGTCAACTATTGATTCTGCTATAGTGAATCAATACGAATATTCAACTC
+GACACTAAAAATCAAAATTAAAGCGGAAAGAATAATGGTAGCAAATACAATAAAATTCCTGTTAAACAAC
+GAGCTAGTAAAGATTGAGAACTTAGATCCTAATACGACTGTTTTACAATACTTACGTGAAGAGCGATTTA
+AATCTGGCACAAAAGAAGGCTGTGCTTCAGGTGATTGCGGGGCTTGTACCGTAGTACTCGCTGAACTAGA
+TCCTAAAAAGACTGGTCAACTAATTTATAAATCAATTAACTCCTGCATTACCTTTGTTGGTAATTTACAT
+GGCAAGCAATTGATTACTGTTGAAGACTTGAAGGAAGGCGCTCAGTTACATCACGCCCAGCAAACAATTG
+TTGATAACCACGGTTCACAATGTGGATTCTGTACCCCTGGATTTGTTATGTCGTCTTTTGCTTTGCATAA
+GCAAAACAACACACCAAATCGTGCTGAGGTATTAGAAGCATTAGCCGGTAACTTGTGTCGTTGTACTGGT
+TACCGCTCAATTATCGAAGCGGCCATCACGTCTAGCGAAAGTGCGGCAGAAGATTCATTTGCTAAGCACT
+ATCAAGCAACCGTTACTGCGCTAACAGCATTAAAAAAATTATCAGCGCCTGCATTAACAGGTAATAGCCA
+TAACTATATTGCGCCAAAAAATATCGATGAGTTGGCGACTGAGTTAACCAATGAGCCTAAATCCACATTA
+GTGGCTGGTGGCACCGATTTAGCCCTTTCTGTTACACAGAATTTAGCAACGATTGATAAGCTTGTTTATG
+TCGGTAATGTTGCAGAATTAACGACTATCGAAGAAACAGAAACTGAGATTATTATTGGCTCTGCACTACC
+TTACAGTGAATTTATCGATACATTGCATCATTACTACCCTGATTTAGGGGAAATGATCGAACGTATCGGT
+TCTAAGCAAGTACGTAATACCGGTACTTTAGGCGGCAACGTTGGTAATGCCTCACCTATTGGTGATATGC
+CACCAGCGTTAATCGCTTTAGGTGCAACCATGACACTGCATGTTCAAGGTCAAGAACGTACCATCTTAGT
+TGAAGACTATTTTGTCGACTATAAGAAAACTGTGCTTAAGCCATCTGAATTTATTAAATCAATTCAAATC
+CCTAAACCTACCGCGGGGCAAACGTTAAAACTTTACAAAATTTCTAAGCGTATTGATGACGATATCTCAG
+CGGTATTAGCGGCCTTTTTCATCGAGCAAGAGGTTGATGGAAACGGTCAAAAGATTACTAATGTCCGTTT
+AGCTTTTGGTGGCATGGCTGCTATTCCTAAACGTGCACCTGCGACTGAAGCCATATTGTTAGGCAATAGC
+TTAACAAAAGCGTTAGTAGCGCAAGCAAAAGAAGCGTTAACGACCGATTTCCAACCAATGTCAGATGTTC
+GTGCTTCTGATAAGTACCGGATGACCGTAGCTCAAAACCTGATTGAAAAATGTTATTTAGAGTTGCAGAG
+CGCCAATGCAAGAGAAGTTATAGAAACACGAGTGGTAAATTATGCGTAGTCTTATTGATGTAAAGAAAGC
+CGTTACTAATAAAGTACAAACAAACACAGACAAAAGTGTTGTTAACGGACAAAAAAATGTTGGTTTAGGT
+GGCGTAGGTCGTTCTAAAAAACATGAAAGTGCTGACAAGCAAGTGGCTGGCGAAGCCATTTATGTAGATG
+ATCGCCCATCACTGCGTGGTGAGTTACATGCTGCGGTAGGTCAATCTACCATGGCACATGCCAACATCAT
+CTCAATGGACTTATCTGCCGTTAAAGCAGCGACAGGTGTTATCTCAGTCATTACGGTTGAAGATGTGCCT
+GGACATACCGATATTGGTCCAGTATTCCCTGGCGACCCAGTACTAGCCATTGGTAAAGTTGAATTTATTG
+GTCAGCCCATCTTTGCTGTAGCGGCAACAAGTTTCGATCTTGCTCGTAAAGCGGTTAAATTAGCAAAAAT
+TGAGTATCAAGAGCTTGAAGCCGTGCTTACGGTAAAAGACGCGTTAGCGAAGCAAAACTTTGTTCGCCCG
+CCATTTACCATGAAACGTGGTGATTCTGACTCGGCTATTACAGCGGCAGATCATCAATTATCCGGTGAAA
+TCCTAGTTGGTGGTCAAGAACATATGTATCTTGAAGGGCAAGTATCAACAGCTGAACCGACCGAAGATGG
+TGGTATGAATATTTTCACCTCTTCACAACATCCTAGTGAAGTACAAAAGTTAGTAGCTGAAGTTTTAGAC
+ATTCCACTAAACAAAGTATTAGTTGATATGCGCCGCATGGGTGGTGGTTTTGGTGGTAAAGAAACACAAG
+CAGCACCTTGGGCATGTATCGCAGCCTTATTGGCAAATGTGACTAAACGCCCAGTTAAGTTTAAGCTAGC
+GCGTATGGACGATATGGTGATGACAGGTAAACGTCATCCCTTTGAAAATAATTACACCGTTGGTTTTGAC
+AAAGATGGTCAAATCAAAGGTATTAACATCGAAGTTAATGGTAACTGTGGTTACTCCCCCGATTTATCTG
+ATGCCATTGTTGATAGAGCAATGTTCCACTCAGATAACGCTTACTACTTAGATCAAGCAACCGTTACCGG
+TAATCGTTGTAAACTAAACACTGTATCTCATACCGCTTACCGTGGTTTTGGTGGTCCGCAAGGTATGATG
+ACCATAGAGATGGTTATGGATGATATTGCGCGTCATTTAGGTAAAGACCCGTTAGACATTCGTAAAGTAA
+ACTTATATGGCACTGATGACCGTAACGAAACCCACTACCATCAAAAAGTTGAGCATAATAACTTAAGCGA
+AGTTATTGAGTCATTAGAAGAAAGTTCTGATTACCAAGCACGTCGTAAAGCCATTACTGAATTTAACGCT
+ACCAGCCCTATTTTGAAGAAAGGCATTGCCTTAACACCCGTTAAATTTGGTATTTCATTCACGGTACAGC
+ATTTGAACCAAGCTGGCGCACTTGTTCATGTTTACACTGACGGTACCATTCACTTAAGCCATGGCGGCAG
+TGAAATGGGCCAAGGTTTGAATACTAAAGTAGCGCAAATTGTTGCTGAAGAATTCCAAGTTGATGTAGAT
+ACTGTTGCCTGTTCTTCAGCACGTACCGATAAAGTGCCTAACTCATCCCCAACAGCAGCCTCATCAGGTA
+CTGACTTAAATGGTAAAGCAGCAGAAGCTGCGGCTAAAGCCATTAAACAACGTCTCATTGACTTTGCTTG
+TGAAAAATATCAGGTTGAAGCAGAACAAGTACAATTTGAAAACAACAATGTCATTGTCGGTGAGCAAACG
+TTCTCTTTCGCTGAATTCTCACAAATAGCTTACATGGGCCGAGTATCTTTATCTTCTACTGGCTTCTATA
+AGACCCCCAAAATTCATTTTGACCGTGCTACAGGTAAAGGTCGTCCGTTCTTCTACTATGCAACGGGTGC
+CGCTGTATCAGAAGTTATCATTGATACCTTAACGGGTGAATACAAAACCTTACGTACCGATATTTTACAA
+GATGTTGGTCACTCAATTAACCCAGCAATTGATATTGGTCAAATTGAAGGCGCTTTTGTTCAAGGTATGG
+GCTGGTTAACGACTGAAGAGTTAGTATGGAATGAACAAGGTCGTTTACTTTCAAACAATCCAGCAACTTA
+CAAAATCCCAGCAATTAACGATGCACCTAAAGATTTCCGAGTTGCCTTAGTGCCTGATGCACCAAACCGT
+GAGCACACCATTTACAACTCTAAAGCAGTTGGTGAACCACCATTTATGTTAGGTATGGCCGTTTGGTCTG
+CACTTAAAGATGCTATCGCCAGTGTTAATGATTACAAAACTAATCCGAAACTAGATACGCCAGCAACACC
+AGAGCGAGTATTGTTTGCAGTTGAAGCCATTAAAGCAGTGACAGCGAAGTAATTCGCCCTTTCATCTGAA
+TTAAGTCGGAATAAATAGGAATATCATCATGAAAATGAATTGGACCGGTGCAGCACACCAATTGAACAAA
+CAAGGCAAAGCCTATGTTATCGCGACAATTGTTGGGGTAACTGGTTCAACTCCGCGTAATAGTGGTACCA
+AAATGGTGATAACCCATGATGATATTTTTGACACCATAGGTGGCGGTCACCTTGAACATAAAGTGATTAA
+ACATGCACACCAGCTGTTAATGGCTGGAGATGATTGCCAACAGCTAGAACATTTTCAGTTAGGTGCACAA
+CTTGGTCAATGTTGTGGTGGTAATGCCAGCGTATTGTTTGAAAGTTTTAGCGCCAGTGGTGTCAATATCA
+TGCTGTTTGGCGCAGGTCATGTGGGTAAAGCACTAATGCCTATTCTTGCTGGTTTACCTTGCAGCATTAC
+TTGGGTTGATAGCCGTGCGGATCAATTCCCCGATGACGCAGGCAATTATCATAATGTCACCACATTAGTC
+AGTGAAAACCCGGCTGAAGAAGTTGCTCTCATGCCAACGAATAGTTATTACATTGTCATGACTCATAACC
+ATCAACTGGATTTTGAGATCAGTCACAATACTTTAAAACGCGCTGATTTTGCTTATTTAGGTTTAATTGC
+CTCTGATACCAAATGGCGTCGTTTTCAACAACGATTCCAGCATCGTGATATTGCTAAAAGCTTAGTAGAA
+AAGATGAACTGCCCCATTGGATTACCGCAGGTACAAGGTAAGTTGCCGATGGAAGTAGCAGTGTCAGTTG
+CTGGTGAAATTATTCAGCTGTATCAAGCTGAGCTAGCGTCACAAGCATTAGCTAATCCCAGTGCCAACAA
+ACAAAAAGATGCCAAACCACAAAGCACTAAACAAGGTATCGCTTGGCAAGAACTAAAAAGTTTAATGACG
+GAAGAAGTAAGTTAGTCAGTTCGTGCAATGAGTATAAGTATTCTCAACGTTCACGTTTATCAAATTTTAA
+GGAGAAGCAAGGTGTCTCATTTTGCCCTGCAAAGTAAAAAAGTTATTGTTCATGCTGGTGATCAGAGCGA
+AATGATCGCTGCCTGCATAGAAATAAAAGGTCAACTAATCCATAACATTCACCCTTATGGACAAGCCCTT
+GATTGCCCAATAACCGATTTAGGTGAACAGGTACTTATGCCAGGTTTGGTTGACTCTCATGTTCATATTA
+ATGAGCCAGGTCGCACCGAATGGGAAGGTTTTAATACCGCAACTCAAGCAGCAGCGGCAGGCGGTATCAC
+TACCTTAGTTGATATGCCACTGAACTGTATCCCAGTTACAACAACCAAAGCTGCTTTTGAAGAAAAGCTA
+GCGTCAGTACATGACAAACTTTGGGTAGATTGTGGCTTTTGGGGTGGCGTTATCCCTGACAATATTGATG
+AACTTGATGATTTACTAACTGCAGGTGTTTTAGGCGTTAAATCCTTCTTAATCGACTCAGGCATTGAAGA
+ATTCCCTAATGTTGCTGCAAAAGACATTCGTGCTGCTATGCCTATTTTAGCGAAACACGACGTGCCATAT
+TTGATTCATGCTGAACTAGATTGCGGCAGTTTTGACGACGTTAAAATTACCGATAAATACAATAGTTTTT
+TAGAATCACGGCCTAAAAGCTGGGAAAACAATGCTATCTCGTTAATGGTAGACATGGCGCGTGAATCTAA
+AGCAGCCGGTGATAACTGTAAAATTCACATTGTGCATTTATCAAGTGATGAAGCGCTCGATACCATTGCA
+AAAGCAAAAGCTGAAGGCTTGCGTTTTACCGCAGAAACCTGTCCACATTATTTAACTATTGCCTCAGAAA
+ACATTCCTGATGGCAAAACGTTATTTAAATGTTGTCCACCTATTCGCGAAAACAAAAACAGAGAGCAGTT
+ATGGCAAGCGGTAACTGATGGTCGCATTAGTTTTATCGTCTCAGATCACTCTCCGTGTACACCGCAATTA
+AAACACATAGATACCGGTGACATTGAAAAAGCATGGGGCGGTATTTCAGCACTGCAATTTGGTTTGCCGC
+TTATTTGGACCGAAGCAAAAAACCGTGATTTCACTCTGGTCGATTTAGCCCGTTTGATGTCACATGAAAC
+CGCCAAGTTTGCTGGTTTAGACAAAATAAAGGGCCAAATATCTGTTGGACATCATGCCGATCTCATGGTT
+TTTGATGACACCGCCAGTTTTATCATCAGCACTGACATGATCAAACATAAACATAAAATCACCCCTTATG
+TGGGACGCAAAGTTGATGGCCAAATAATGCAAACATTTGTTCGTGGTCAGCAAGTTTACTGTAATGACCA
+ATTTATCAGTTCGCCTATTGGCAGACCGTTACTTAAAGGCCAGCTGTAAGTTAGCTGTCTTCTATTTAAC
+AAATGAAATGAATTAAAAATTAACAATAAGAACTAAAACAAACTAACACTCACGCAACCTAGCGGAGCCT
+TTGAAAGGTTTGGCTAACAAAGCGTTAACAGGAGATGAAGTAATGATTGAAGATTGGTTAGCACAAAACA
+AATTATCTACCGAAGATGCAGCATTAGAACAAAAATTAAAGACTCATTATGTCGATTTAGCTAGCGAACG
+CGTTGGCGGTGAAACACTGTCATGTAGTGATGATTTCTTTGCTGAAATGGAAAACTTATTAAAGCCCGGT
+CGTGGTATTTTTATCGAAGAGAAATTTACTGAACGCGGTAAATGGATGGACGGTTGGGAATCACGTAGAA
+GTTATGGTCGTAACAATGGTCGTGATTCAGATTGGTGTATTATTCGTTTAGGTATCAGTGGTGTTATCCG
+TGCTTTTGATATCGACACCAATTACTTCCGTGGCAATGCTCCAGAGAAAGTATCGGTTGAAGCTTGTGTA
+AGTGAAGTTCAACCAAACAAAGATACCGTTTGGCATACTATTTTTGAAGCCACCGATGTTGAAGCACACA
+GCCAAAACCTTTTTGTCCTCGACGCTGAAAAAAAGCTAAATAACACAGCTTTTACCCATGTGCGTTTAAC
+CATGTTCCCTGATGGTGGTATTGCGCGTTTTCGTGTGTACGGTGAAGCCGCCGTTAACTGGAATGATTTT
+GTTGACGGTGAACTGATCGATTTAGCGTCAATTAGAAATGGCGCTAAAGCATTGTTAGTTAGCGACATGT
+TTTTCAGCGATAAAAACAATCTAATTATGCCAGGTCGTGGTGTGAACATGGGTGACGGTTGGGAAACTAA
+ACGTCGTCGTGATCCAGGTCCAGATTGGTCAATTGTAAAACTTGCCGCTACCGGTAGTGTTAATAAAGTC
+ATCATAGATACGTGTCATTTCAAGGGTAATTTCCCTGACACCTTTATGCTTGAAGGCTGTATTAGCGATA
+GTGATGATTTTTCTGATAGCGCAACAAGCGTAACTTGGACTCCAATTATCCCAAGTACTAAATTGTATGC
+TCATCGTGAACATTTATTCACTAAAGAAATAATCACTGAAAAAGAGCAACCTTTTACTCATGTACGTTTA
+AGCATCTTTCCTGATGGTGGTATTTCTCGCATGCGTGTTTTTGGTAACCGCCAAGGTTAGTTAGCACTTT
+TTTCGTCAGGTTAACGGCACTGTTATTCAGTGCGGTTAACCAAAACGATTAATAATCAATCGCTATTTTA
+AGCTTTTACTATTAGGCAGTAGTGATTAAAGGAAACTAAAATGATATTAGAAGATTTAAACCAATTACCT
+GCAGCGGAGGCTAGCCATACATTTATGCAGTGTTGCTCCGCAAGTGCTTGGGTAAAAAAAATGGTTACAG
+CGCGTCCATTTTCTTCTGAGCTAGCAATAAAAAAAGCCGCTGATGATGCGTGGCAAGGTTTAACTGAACA
+AGATTATTTTGAAGCCTTTGAAGGTCATCCAAAAATTGGTGATGTCAGTAGTTTACGTGCTAAGTATGCT
+AATACCAAAGAATTGGCAGGTAACGAGCAAGGTTTAGTTAAAGAAGCAAATGACGATGTACTTGAAGTAC
+TTTCTCAAGGTAACAGCGACTATGAAAAAAAATTTGGCTTTATTTTTATTGTTTGTGCAACCGGAAAAAG
+TGCTAAACAAATGTCTGATTTATTACAGGCACGTCTACCAAATAATAAAACGCAAGAGCTTGTTAATGCC
+GCTGAAGAGCAACGTAAAATATTTCAACTACGCATTGATAAAGCATTAGCTGAAGGCTAGTCCTAAATTT
+ATTAAGGAACAAATATGAGCCAAATTACTACCCATATACTTGATACTACCCGTGGATTACCCGCGAAGAA
+TGTACCTATCACCTTGTTTGCTCAAGACGGTGAAGGTTGGAAAGAAGTCAATGGTGGTGTCACCAATGAA
+GACGGACGTTTACCCGGTTTATTGGCTGTTGACGAAACATTAGCAGCGGGTGTTTACCGTATGCATTTTG
+CTACCGCGGTTTATTTTAAAGCCAACAACGAAGCAGGGTTTTACCCATACGTTGATATCGTTTTTGAAAT
+CGATGCCAGCGGCACGCATTACCACATTCCATTATTGCTAACCGCATATGGATACTCTACTTATCGCGGT
+AGCTAATTAGCTATTCACAATAAGTAGACACAGTTTCAAGCCAGTAGAAAGATATTAAGCGTTACCATTA
+ACCGAGAGATTAAGATGACCAGTAAAATCATTAATGTTGTACCCCAAGAGCTAACGGCAGAGAATTTCTC
+AGCTTATGGGGATGTAATTTCGGTGTCCGAAAGTGCTGAACATTTCGCCATTAATGATGGCCATACTATG
+CGTTATCACGATCTTGCCGAGGTTGATGTTGCCGAGCAACAGGGCAAAACCCTGATTAATATTTTTCGTT
+CTACCCCGCTGGCTTTTCCTTTACCAATAGAAATGATGGAGCGTCATCCATTAGGTAGCCAAGCGTTTAT
+CCCTAAAGGCAAGCAACCTTATGTAGTGGTTGTTGCGCCAGCAGGTGAACTTGATACCAGCAAAATAAAA
+GTGTTTTTAGCCAGCAGTGAACAAGGGGTAAATTACCATAAAGGTACTTGGCATCACTTTTGTTTAGCGC
+TCAATGAAGTGAGTGACTTTCTCGTAGTCGATCGCGGCGGAGAAGGTGATAACTGTGATGTTGAAAAACT
+CGACGGTTCACTGGTGATCTCATTAGCAGCTAAGTAATGAAGACTTCAATAGTAATATAGTAAATAGATA
+GCACGGTATTAAGCCGTGAAAAACAGTACAGCACCCAGTAATAGTAAAATTCAATAAGTAATAGGTTAAG
+AAATATGTCGAACAACACTGCAAACACTTCTTCAACGAGTGAAGCAATAAGTAAAGCTACAAGTACCGGC
+CGCAAAGCATATCGTGGCGAAGTACTACACTTTTTAGCGGATCCTGCCAAAGTATCAGAAGAAGAGAGTT
+ATCAGTACTTTGAAGATGGACTATTAGTCATCAACCATGGCTTAGTTGAAGCCGTCGGTAACGCCAAGGA
+TTTACTGAAAACGTTACCCGCCGACGTTGTCGTTACCCAATATGACAATGGCCTAATCATGCCTGGTTTT
+ATTGATACGCATGTACATTATGCACAATCCGAAATGGTCGCTTCTTACGGCGAACAATTACTCGAGTGGT
+TAGAAAACTATACCTTCCCTGAAGAAAAAAAATTTGCTGATCTTGAACACGGTAAACGTGTTGCTGAATT
+TTTCTTAAGCCAATTATTAGATGCTGGTACCACCACAGCATTGGTCTTTGGCACAGTACATAAAGAATCT
+GTTGAAGCTTTTTTTACCGTCGCTCAACAGAAAAAATTACGCATGATTTGCGGTAAAGTGTTGATGAATC
+AAAACTGTCCTGATGATTTATCAGATACCGTTGAATCAGGTTACGCCGACAGTAAAGCGCTCATTGAAAA
+ATGGCATAACACTGACAGATTACAATATGCGGTAACGCCACGTTTTGCACCGACTTGCTCAACGGAACAA
+CTGAATAAAGCCGGTGAGTTATTAAAAGAATATCCTAGTGTTTATTTACATACCCATTTATCTGAAAACA
+AAGATGAAATTGCATGGGTGAGTGAATTATTCCCTGACAGTGACGGTTACCTTGATGTGTACGATAAAAG
+CAGTCTATTAGGTCGCCGTAGTGTTTTTGCTCACGGTGTACATTTGCACGATCATGAGTGTCAGCGCTTA
+AGTGAGACCAATTCAGCCATTGCTTTTTGCCCAACCTCAAACTTATTTTTAGGTAGCGGTTGTTTCAACT
+TAAAGCAAGCTGAAGAATTTGATGTGAATGTCGGCTTAGGTACTGATATTGGTGCCGGTAGCAGTTTCTC
+TATGTTAACCACACTCAACGAAGGTTATAAAACTCAGCAATTACGTGGTGATAAATTAAGCCCCTACAAA
+TCATTATATTTAGCGACCTTAGGGGGCGCTATTGCCTTAGATTTAGAAGGGACTATTGGTAACTTTATTC
+AAGGCGCTGAAGCTGACTTTATCGTGCTTGATTATCAAGCAACACCTTTAATGGATGTACGCATCAAACG
+CTGTACAACCTTAACTGAAAAATTATTCGTGTTGAGCATGCTAGGTGACGATAGACACGTTAAAGCGACG
+CACATCATGGGCGAAAAAGTTTAATTAACAAATTATTTAATACCTGAAACCTGCGAATACGGCATCAGAA
+GTACTCATTTATAGTTATAAATTCCGTGCTTCTTCTTTGTACTCACAAACTTCAGACATCAATTAATTCA
+CTAATGGTATATTCAAACGCTTCACTTACTAAAGGCTAAGGAGCTAATAAAAATACCAGTACTACATATA
+ACAGGCGGTTTCCTAGCGCGGGGCTAAGGCAACATCACTTACAGACAATGCTTTATAAAAACGATAATCA
+TAAGACTATATTGTATAGAGCATTAGTTACTCAAAAATTTAGTTAATCATAAAATTATAAAACCCTTATT
+TCGAGTAAAGGTACAAAAGGAAAGACTATGGACCCGTATATTACTGAGTGGTTAAACCTAATCATTCGCT
+TCGCACATCTTATCGTTGGTATCGCTTGGATCGGTGCTTCATTTTACTTTGTTTGGTTAGATAACCATCT
+TGAAAAACCACCCGAAGCAAAAGCTGAAAAAGGCATTTCTGGTGATCTTTGGGCCATTCACGGTGGTGGC
+TTCTATGAAGTAGCAAAATATAAATTAGCGCCACCTAAAATGCCAACCACATTGCATTGGTTTAAGTGGG
+AAGCTTACACCACTTGGATCACAGGTTTCTTACTACTCTCGCTTATGTTTTATGTTGGCGCTGAATCTTA
+CCTCATTGACCCGCGCGTAAAAGATTTAACCCAGTGGCAAGCTATTGGCTTAGGACTAGGCTCGATTGTT
+ATTGGTGTGGGTAGTTATGAGTTATTAGTACGCACAAAGCTTAAAGACCATGGTTTAGTATTAGCCGTTA
+TTTTATTCGCTATTGCGACAGTTTTATCTTACGGATTAACCCAAGTCTTTAGTGCCCGTGGTGCTTACAT
+GCATATGGGTGCAATCTTAGGTACTATCATGGCTGGCAATGTGTTTTTCGGCATTATGCCATCACAACGC
+GCCTTAGTTAAAGCGGTAGAAGAAGGTGCTACTCCTGACTCTAAATATGGCCTTAATGCCAAGTTACGCT
+CAACGCACAACACCTATATCACCTTACCCGTGTTGTTCATTATGATTTCAAATCACTACCCAATTACCTA
+TAACCATAGTGCAAATTGGTTAGTACTAATGGCCATCATATTAATCACTGCAGCCGTACGTCAGTATTTT
+GTTTTACGTCATTTTGGCCAACAAAAACCTATGGTATTAGTGAGCTCTATTATTGCCACTATCGTGCTTG
+CCTACGCTATTGCCCCCAAGACAGTTGAACTCTCCGCTGAGCAAAAACAGCAAGGTGTTAGTAATGCGCA
+AGTCCAACATATTATTGAAACCCGTTGTAGTGCCTGTCATTCAGAAGCACCAACTGATGATGTATTTAAA
+TCTCCTCAAGGTGGCGTTATTTTTTCAGACATGGCTTCTATCAAACAATGGGCACCGAGAATTGAAGCTC
+GTGTTGTCAACTCCAAAGACATGCCGTTTATGAACAAAACCCAAATGACTGAGGAAGAACGTCTAACGCT
+ATCACTTTGGTTAAGCAAAGATAAAGACCAAAATAAAGGATAAGAAATGAAGCAAAGAACAATCAAGCAC
+GGTTATAAAGTTGCAGGCTGCTTGTATAATTTAGTCAACCATGAAGTATTACCGGGTCTTAACATTCATG
+CCGATGACTTTTGGAATTCTGTTGCTGAGGTGTTAGCTGAGTTTACTCCGCGTAATCAACAGCTATTAGC
+GACAAGAGCTAATTTACAAGCGCATATTGATGTTTGGCATACTGATCCCGCCAATCAGCCTTTTAACCAA
+CAGCGCTATGAGTTGTTTTTAAAAGAAATAGGATATTTGGTCACCGAGAAAGCAGATTTTACTATCTCTA
+CTCAAAATGTTGATGATGAGGTTGCCCTTATTGCGGGCCCTCAACTGGTAGTGCCCTTGATGAATGCACG
+ATTTTCCCTTAATGCCGCGAACGCACGATGGGGTAGCTTGTATGACGCTTTATATGGTACCGATGTTATT
+GGTGACGATAATGGCGCGAAACAGACTAAAGATTTCAATCCTATTCGCGGACGTAGAGTGCAAGCATACG
+CGCGCAGATTTTTAGATGAAACTTTACCGTTAACCCGTGGTAGTCATATTGATGCGGTGAAGTACCATAT
+CGTCAAAAAAGCCTTTACTGTGACCCTTTTCACTGGTGAACAAGTGCAGTTAAAAGAGGCACAACAGTTT
+GTTGGCTACAAAGGATCTACCGCTGCTCCCTCTATCCTACTTTGCCGTCATAATGGTCTACACATTGAGA
+TCCAAATAGATAAAGACAATGTTGTCGGCAAGACCGATGCCGCTGCTGTTAAAGATGTAGTATTAGAGTC
+GGCGTTAAGTACTATTCAAGACTGTGAAGACTCTATTGCCGCGGTAGATGCCTCGGACAAAACCTCGGTT
+TATCGTAACTGGTTAGGTTTAATGAAAGGCGACCTTGCTGAGATTATTCAAAAAGGCAGTAGAACCATCA
+CCCGTACCTTAAACCATGACCGCAACTATTTATCGCCTGACCAGAAAGAAATCACCCTGCCAGGAAGAAG
+CCTGCAATTCATTCGTAATGTAGGTCACTTAATGACCACAAATGCTATTGTCACAGCAAAGAATGAAAAA
+GTACCTGAAGGCATTGTTGATGGCCTCATCACCAGTTTAATTTCACTGCACGATTTAAAGGGCACCTCGA
+AATTCAAAAACTCTAAACAAGGCAGTATTTACATTGTAAAACCTAAAATGCATGGCCCTGAAGAAGTTGC
+CTTTAGCCATGATTTGTTTAGTGCCATTGAACGTCATTTGGGCTTAGCCCAAAACACCATAAAAATGGGT
+ATCATGGATGAAGAACGTCGCACTTCTGCCAATTTAAAAGAGTGTATACGCGCCGCACAAACACGCCTTG
+CGTTCATTAACACTGGCTTTTTAGACCGCACCGGTGATGAAATTCATACCAGTATGCATGCGGGCGCTAT
+GGCTCAAAAAGCCTTGATGAAAGATGAACCCTGGATAACAGCCTATGAAAATAGAAATGTAAGAATTGGT
+TTGCAAGCAGGCCTGCAAGGTAAAGCGCAAATTGGTAAAGGCATGTGGGCAATACCGGATCAAATGTCGG
+AAATGGTTAAAAGTAAAATAGCCCATCCAAAATCGGGGGCAAATTGTGCTTGGGTTCCCTCGCCAACTGC
+CGCTACGTTACACGTAATGCATTACCACAAAGTCAATGTTCAAGAGATTCAAAGTGCCATGCAAGCCGAG
+TTTTCTTTACCGGGAACTATTGATGATTTAAGTGAGTTATTGACTATCCCTTTACTTAAAAATCAAACCG
+AATTATCAACAGCGGCAATTCAAAAAGAACTAGACAATAACATTCAAGGTTTATTGGGGTATGTGGTTCG
+TTGGGTGAATCAAGGCATTGGTTGCTCCAAAGTACCTGATATCGACAATATAGCCCGCATGGAAGATAGA
+GCAACCTTACGAATATCAAGTCAACATGTTTGCAACTGGCTTCATCATGGTGTGATCAGTGACAGCCAAG
+TACTTGAATCACTACAGCGCATGGCTGAAGTTGTTGATCAACAAAATGCTGCCGATAGCAGCTACATTGC
+TATTGGGACAGATTTTGGGGAAAGTATTGCTTTTAAAGCTGCCAAGGATCTTATTTTCCAAGGCAAAGAG
+CAGCCAAGCGGCTATACCGAACCGTTATTACACCAAAGACGCCAAGAAGTTAAAGCCATGTACTAACTTT
+ATTTACAACAATTTAAGCACAGCGCTTATTTAACATCATCGTTTTTAAAAGCCACATTACTTGCAACGCC
+GGTAATGTGGCTTTTGCTTTATAAGTTAATGACAAAACTCAACGCGAGCAATCAAGCATAACTTCGATTA
+AGTCAAAGTATTTGTTATGAATACTATGGCTGCCAGATAACATTTGTTATAAAATTGTTTACTGCATCAT
+CAATGAAGTTATGAGGTATTTGTGTCGGTAAAAAAAGAATCTGTAGGGCAAGTTCGCCAAAGAAATGTTG
+CACTTATTTTAACAGCGGCCAAAACAGAGTTTGTTACACATGGCTTTAAAGGTGCGTCAATTAAACGCAT
+CGCTGAACGTGCAAATATTCCTCGAGCAAATATCCATTATTATTTCGATGACAAAACTGATCTTTATCAG
+CAATTACTCACTGAAATAATTGTCAGCTGGAATACTAGTTTCGATACCTTAAGCATTGATGATGATCCTA
+AAACAATTCTTACTGCTTATATTCATGAAAAAATCATGCATGCCAAACATGATCCTGATGGATCAAAAAT
+ATTTGCCAGTGAAGTCATTCATGGCGCGCCTATTCTTAAAGACTATTTGCATACTGAATTTAAGCAATGG
+TTAGATGAAAAAATCACCATCATTGAAACCTGGATTAAACAAGGTCAAATAGATGTAATCAACCCACATC
+ACTTGTTATTCCTTATTTGGAGTTCCACCCAGCATTATGCTGACTTTAATGTGCAGGTATTGGCTGGTTT
+TGGTAAAGAGGCAATGAACGATGATGATTTTGATGATGTAATCCAGTCACTGACTTCAATTATCCTAAAA
+GGCTGCGGTTTATCTTAAGCCAAACAGTGGTGTTTATCTCACTAAGCTAGAAGATGCTTCGCCATCCCTG
+ACAACTTTACTGGCATTGTTGACATGATTTATTGAAAAGCTTACTGTCATCTTAGTTTTGAACGTTCCTA
+GACCTTGAGAATAAATAATAGAAACTAACCTATGAAAATTGAAGAGATAATGAGTGAAGAAGTCACTTGT
+ATAGATTTAGATGACAGATTATCTGTTGTTAGAGAACTATTCATTAAGCATAAGTTTCACCATTTAATGG
+TTACGGATAGTAAAAATCAACTAGTAGCTGTTATTTCTGAAAGAGATTATTTAAAAGCGACCAATTCAAA
+TATAGAATTACCCACAGCTAATGAAAAAGATTTGGCGATGTTAAACAAACGCGTTCATCAAATTGTCTCG
+AAAAAATTAGTCGCCATTAAACAATTCAGTCCTTTTAGTGAAGCAATAAAGACCTTTCATGATACTGGCA
+TGTCTTGTCTTCCTGTAATCAATAGCAATAACCAGCCTGTCGGAGTTATCACCTCTCGAGATATAATTAA
+GTGGTTATATAGTAAAGTTAACTCACCTAAATCTTAACTTTTATGGTACTAAACGGTGTATGGTTATTGG
+AATCATCGACGTGATATCCGATGAATACCCCTCTAAAAATAGTAAGTTTGATGTTCGTAACTGACCTGCG
+AACATAACCAACCAGTATTTCAGCCCCTCAAAAAAGCAAAATCTAGCATCTGTTACCGTAAAACGCCCAG
+ATTTAACGCTTCAAAAAGCACTTTGAGTTCCACATAGTGGAATATTATTGGATGAAATTTTACAAAAAAG
+CGTTTTTTATTTCATTATGTGAAAAAAAAGACCATCGAAAGATGGTCTTTTTTCATTAATAAAACTTTTT
+TTAAGATTTTATTGGTGTAACGCGTCTTTTAAAGCCGATAAACATAAGGCAACATTCTCGCTTTTAGCCG
+CATGTCCCATAAGACCTATTCGCCATGCTTTACCAGCAAAAGCACCTAAACCAGCACCTATTTCAAGGTT
+GTAGTGCTCTAATAAGTAATCACGTATTTTAGCATCATCAGCACCATCAGGAATGTAGATAGCGTTTAAT
+TGAGGTAAGCGCTCTTCTTCCGGTACGATGAACTCAATACCTAATTCTTTCAGTCCTTTAGCTAATACTT
+CATGTTGTTCTTTATGGCGTGCCCAGCTATTTTCTAAGCCTTCATCATGAAGCATTACTAAGGCTTCATG
+TAAGGCATATAAAGAGTTTACTGGAGCGGTATGGTGGTAACTACGCTTACCTTCACCAGACCAATAGCCC
+ATCACTAAGGTTTGATCTAAGAACCAACTTTGTATTTGAGTTTTACGATTTTGAACTACTGCTACAGCCT
+TAGGGCTAAAGGAAAGAGGCGATATGCCTGGTACACAAGACATACATTTTTGTGTACCCGAATAGATAGC
+GTCTATGCCCCATTCATCCACTTTCAGCTCTACACCTCCTAATGATGTCACTGCATCAACAATCGTTAAA
+CAATCATGCTCTTGCGCCATTTTACATAGGGCTTTGGCATCTGAAAGCGCCCCCGTTGACGTTTCTGCAT
+GAACAAAGGCTAAGAATTTAGCATCAGGATGGTCATGTAACGCAGCTTTTACCTTATGAGTTTCAACTGC
+ACGCCCCCAAGGAGAGTCAACAACCACGGCCTCTGCACCTATTCTGGTAACGTTCTGAATCATACGGTCA
+CCAAAAACACCATTGCGACAAACAATCACTTTGTCGCCCGCTTCAACTAGGTTTACAAAACAGGCTTCCA
+TCCCTGCAGAGCCCGGTGCTGATAAGGCGATAGTGAATTCATTTTTGGTTTGAAAAGCGTATTGAAGTAG
+CGTTTTTACTTCATCCATCATACTGATAAATAACGGGTCTAGATGACCAATCGTTGGCCTAGCCAATGCA
+GACAATACTCGTGCACTTACATCTGAAGGCCCAGGGCCCATTAAAATTCTTTGTGGTGGGTTGAATGATT
+TAAATGTCATAATTGCATTACCTTCTATTTTAGTTTTAATTTTTAGTTGTGTTTATAAAACAACCTGATG
+TATCGTAGTAAATCGCAACCTGACACATGTGTCAAGTTACGAAAAAACAATGAAACTTGGATATATTGAA
+AAAAATTAAAATTAAAATTAAAATCATAACTAAAATTACATTGAGAGAGACAATATGAAAATTTCAGTAC
+CACTTACCGCCCTTGCATTAACCGTTGCGTTAAATGCACCAATGGTTTCAGCAGAGATCTGGGGAAATAC
+AGAAGTACAATTACAAGCACTAGGTGAATTAGAACGAGTAGGTACCGGTGGCACCGCTGACACTACCATC
+ATCACCTTCCAACATGCTGGTGGCTGGGAATATGGCGATAACTTCTTCTTTATGGATTATTCTCGTTACT
+CAGTAAATAACGATGCTAACTTCCCGGTAGCAGATTCAAGCGAGCTATACGGCGAGTGGTATTCAAACTT
+TAGCTTGGGCGCAATTAGCGGTAATGATCTTAGCTTTGGTCCAGTAAAAGATATTGGTGTTGTTGCTGGT
+TTTAACTTCGCCCCTGAAGTAGACAGCGCTTGGGTATTACCTGGTGTTAGATTCGCCTTAGATTTACCAG
+GTTTTGCTTTTGCACAAATTGATGTGACTGGTTATATCCATCAAGGCGGCGGCAGTGCAGATTCCCCTGT
+CTTTACCGTGGTTGATGAAGACTCTAGTTTTATGGTTGATTTTGCTTGGGCATATCCCTTTAAAATTGGT
+TCAACAAGCTGGAGCATCGAAGGTCATCTAGAATACATTGACGGCCGCACTCAAGTGAATAACTTTGGTA
+CTACAGAGCTAGAATCATGGATTTTATTTCAACCACAAATTCGCTTAGATTTAGGTGAAGTATTAGGACA
+AAAAGCACAGCGTTTATTCGTTGGTATTGAATACCAATACTGGAAAAATAAACTAGGTGAGAAAGGTACT
+GATGATAATGCTGCACAGCTTCTTGCTGTATGGCGTTTCTAATAGGTTAATAACCTATTTATACCCGTTA
+CCATTCAAGATGCATGTTTCAGAGTGCTTGAGCAATGTCAATTCAAGGCGCTGTGATGAAATAATGGTTG
+TTCCATTATAATTCACAGCAATGATGAAGTGATGTAGCTCAAGCGCTTCTTTGATGGGTTTAAAATCATT
+TTATACGTCGTTAAATAACCAAACCATAGAATGACTATGCTTAAATTATTTACCTTGTCTAAAGTGGTTT
+TAATTCCCACTGAATCCGGCACTTTGATTGGTAATGGGTATAGACCCATAAATTAAAATAAGCTGCCGAT
+TTCATTATGTTTATTGGCAGCCTTTTTATTATTCCTATTTGTTGAAAATCCTATACTGAATCCCACTACT
+GTGGCGCGGTATTTTGCATGCTTTAACCCTATTTATATCTTGATTAACAGGTATGGGGGTGCTTTCTCGA
+TGAAAGGTGTATTTCACTGATTTATCTAAAGCTTATTAAAACAAAAACAACGATATAACTTTATCAATAA
+CTAATACCAAACAGATTAATTTTAGTACTCAACAAACTCCCCCCAAAGAAAGCGTTGACTACCGTATTAA
+CTTCTAACCTTAAAACTATAAAAAGTAGGTCAAAATGTCTGATTTTAAACAAGCAGCACTGGATTATCAC
+GCCTTGCCAACGGCTGGGAAAATTGCCATTGCTATCACAACACCCGCCGAAACCAGTGCTGATTTATCGC
+TCGCTTATAGTCCTGGAGTCGCTGAACCTTGTCGAGAAATAGCCAAAAATCCTGATGATGTCTATAAATA
+CACAGGTAAAGGTAATACCGTTGCCGTTATCTCAAACGGTACTGCTGTTTTAGGTTTAGGTAATTTAGGG
+CCAATGGCCTCTAAGCCAGTAATGGAGGGTAAAGCATTATTGTTTAAACGCTTTGCTGACATTAATTCAT
+TCGATATTGAAGTAACGCATAGAACACCTGAAGAGTTCATCAATACGGTCGCTGCTATCGCGGATAGTTT
+TGGTGGTATTAACTTAGAAGATATCAAAGCACCTGAGTGTTTTATAATTGAAAAAGCACTAAATGAGCGT
+TGTAAAATACCGGTGTTTCATGATGACCAGCACGGGACTGCTATCGTGACGGCGGCTGCCATGATTAATG
+CCTTAGAAATACAAAATAAGAAAATTGAACAAGCTGATATCGTTTGTTTAGGTGCCGGTGCGGCTGCGAT
+TGCCTGTATGGAGTTGCTGATCCAATGTGGCGCAATTCGTGAAAAAATATATATGCTCGACACGAAAGGG
+GTTATCCATACTCGCCGTGATGATTTATCTGAATATAAAACCCGTTTTGCCAATAACACCGACAAACGAA
+CTTTAGATGATGTTATTGAAGGCGCTGATGTTTTTCTTGGTGTTTCTGGCCCTAACTTGCTTAACACAGA
+GCAGTTAAAGAAAATGGCAGACAACCCAGTTGTGTTTGCGTGTTCTAACCCAGATCCTGAAATAAAACCT
+GAACTAGCACACAGTGTTAGAAGTGATTTAATTATGGCGACCGGTCGCTCTGATTATCCAAATCAAGTGA
+ACAATGTTCTATGTTTCCCCTTTATTTTCCGCGGTGCTTTAGATGTACGAGCGCGTAAGATTAATAACGA
+AATGAAAATAGCTGCGGTCCATGCAATTAGAGAACTAGCCAAGCAAGACGTGCCGAAAAGTGTTTTAAAA
+GCAAGTAATGAAAAGGAATTGTCCTTTGGGAAAGGTTACATCATTCCTCGCCCAATGGATCCAAGGTTAT
+GCAAAAATGTTGCCTTAGCAGTTGCTAAAGCTGCGGTTGATTCAGGCGTTGCTGCTTTACCTTTGCCTGA
+TAACTATATGAATGATACTTAAAATTTTTTATTCATGTTTAAGTCTAACTCTTAAATTATTCATATAAAA
+CAACATGAAAATCCTTATTTTCATTTTGTTAATTACAAGAGTGACTATTTAAATAATTAAATCGTCACTT
+TTTATTTCTATTTATATAACAAAGATTTAAAAAAATAAGTAGCCGCTATTACGTTACGATGAGTCAGCAC
+AAACAATAACTTGCACCTAGGTTATAAAAAGCCCAACGTCTTCATAGCACTAAACACTGTCATTCAGTTT
+CATTAAACCGACTTCGATCATCAATTATTTTTTAAATTTTTAGTCATAATCATAGCAACGACATTAAACT
+GGTTAATTTGTTCGCTTGAAAGAGAGTTTTGCATGGTTTCAATGATACCTTTCTCAATTGCTAACATTTG
+GTTTAGGATCTCTTGACCAAGCGTTGTCAGTTCAATTACTTGGCTTCTACTATGCAAACTAGATTGCAGA
+CTAATTTAAAGAAATATTAGGAGATTATGATGAGATATAAACATGTAAAAGCAGGTGAATCAGAACGATA
+CAATCTAGCAGGAGGAGAACTTACCTCAATTCTTGCAACAGGTTTAGATACAGACAATCAAGTGTCTATT
+TTTGACAGTAAACTTCCAAAAGGAAATGAGGCTCCTTGGCATTATCACGAAATTGATGATGAAATTTTTT
+ATATTATTTCAGGTGAAGTAGAGTTTGATGTAGAAAAAGAAAATTTTCTAGCTACAGCTGGTGACTTAAT
+TATCGCTGGGCCTAACGTGAGTCGACGTTTTAAAGCTATTTCAGATAGTCACTTACTGGTAATAAATACA
+CCTTCAGGTCCATCTGAAAATTTTATTAGAGATATTTCAACGTTTTCAGATGACAATCCTCCTACGGATA
+AAGACAAAAAATCATTCATAGAAAAATATAAAATCCATATTATTTAGTTTGGCTATATCACTTGAGTTTT
+CAGTAAAACATACGATAAAACGGTTAATGTTGATGCCGATAAATTACTAGGAATAACATATTAGCCCTAG
+TAGTTTATTCGTTATTTATTGCTACTTTTTATAGCTAAATCATGAATACTACAAAAAACACATCTAATAA
+CGAATGATTCGTATCCAATTATATTTTATTTTATAAAAATGTTTTACAATCCTCAAAATGTCACTTCAAT
+ACTGACAAAACTCCCCCTATTAAGTTAGCTAAACGGGTATTAAGTTCGCAGAGGACTTATCTTGTTTTCT
+AGCTTAGGGCTTTCAATGCTAGTTCTAGGTAAAATCATGAATATAAGAAAAACTTTTTTTTGGCTACATT
+TAATCATAGGCTGTAGTGCGGCTATTTTTATTTTTTTAATGTCTATCACCGGTGTTGCCTTAACCTATGA
+ACGTCAGATGATTAAAGCCGCCGAACGTAGCGATTATCCTGCAGCGCCAACAGCATCAAATAACAAGTTA
+CCCCTGTCGCAACTTTTGATTATTGCTAAACAGTACCCGAGCAAAAAAATCGCTAACGTTGTGGTAGAAA
+ATCAGCCTAATGCACCGATTATTATTAAAGATGGCAGAAAAACACTCGCTTACCTTAACCCTTATACTGG
+GGCAGAAATAGCGATACCGGGTCAAGGCACAAAAACCTTTTTCCGTAAATTAAGAGCTTTTCATCGTTGG
+TTAACCTTAGATGGAGATTTCAGTCAAACAGGTCGAGAGGTTAATGGTATTGCCAATGTCATTTTTATTG
+TTTTAATTCTTTCAGGGCTATATTTATGGCTACCTAAGCGCTTTAACAGCAGAGCATTCAAGCAAAGGTT
+AACCTTGTCTGGAAATTATCCTAACAAGAGTGCGAGAAATTACCAATGGCATAATGTTTTTGGTATTTAT
+ATCGCGCCGGTACTTTTTGTAGTGGTGGTAACTGCGGTATTCTTTTCCTATAAATGGCCGGGCCAAACAC
+TTAAAAACTATGTCTCAACAGAGTCAGTGTCACTTGCTAAGCCTGTTGAAGTGTCTGCTCAACAAAGCGC
+GTCCCAACTAACTATTACTAAACAATTAACCAAAATAAGACAATATTATCCACAGTGGCAAAGCATTCAA
+TTTTCATTAGATAATGCGCCGACTAGCAGCAAAATTTACCGTGTTGATATGGGTAATGGTGGTGAACCAC
+AAAAACGTATCTCAATATTATTAGATTCTACAACAGGGGATCTGGTTCAAGAACAAAAATTTGACCAACT
+ATCTACTTACAGCAAGCTACGTAGCTACATTAGGTTTCTTCATACCGGTGAAGTCTTCGGACCATTTGGA
+CAAACTATTGCTGGTTTGGCTTCGCTATTTGCATGCTTATTGGTGTATACCGGCGCGATGCTTTCTTGGA
+GGCGTTGGAAAAACAGTCAAAAAGTAAGCGGCACTGTATCCGCGCAAGTAAATTAACTATGACTAAAGAG
+GGTTGGTCTAAGTAGAGCTTTAAGTGGCTCTACATAATTGGTGTTATTTGTCTCGTTTATATAAAGACTC
+GATTGTACTTGTGGCAATAGTGTTCGCATTAATCATATAACCCGTTAACGCGCCTGACGCCTCTTGTGGC
+AACTCAAGCTTCTCTACTGATAGTGCATGAACAGTAAAGCGGTAATGGTGAATTCCGTGGCCTTCTGGCG
+GGCAAGCACCACCAAACCCGCGGTAACCGAAATCATTTGCTATTTGCACGCTGCCCTCAGGTGCTGAGCC
+TTTTTTGGCACTGCCAGCGCCTGCGGCTATTTCGTTCACAGTATGAGGAATATTCACTATTTGCCAATGC
+CACCAACCACTGCCTGTTGGTGCATCAGGATCATAGGCAGTAATGGCAAAACTTTTCGTACCTTCAGGAG
+CACCTGACCATGCTAGCTGTGGCGATAAATCCCCGCCGCTACAACCAAAGCCATTAAATTCTTGGGCTTT
+AGCCATAAATTCTCCCTCTGCGATATCTTTACTTGATAAGGTAAAAGTATCTGCCAAGGTGATAGAAGAA
+AAACTGATTGAGAGCAAGGTAACTAATGTGAGTGACTTAAACATAACGATGAACCTTATTTAATGAATTA
+CTAAATGGTGATTGGCAATAGATGGTTAACTATAGATAACTATTCTAGCGATATCCCATATAATTCATAG
+TATCGATACTGCTAAGTTTCGCCCTACCCGTTTTTTTTGGTAAGTTTTATATAAACTTACACATGCCATG
+ACCTAAAGAACGACTAGGTCTTTGGGTGTAACCATAACGGCTATAGAAGGCCTCTTTTCCCTGTGCTGCC
+AACAAACCGATAGTAGAGCCTTGGTTAGTGGCATCAGATAAATAGCCTTCTATCTTAGCCATTAAAGCCG
+CGCCAATACCCAACTTTTGGTAGCTTGGGTCGACAATCACATCCTGAATATAAAAATACATAGCGCCATC
+ACCAACGACTCTTCCCATACCAACAAGTCGGTTATCATGCAAAATGATCACATGGAATAAGCTATGATTT
+AAACTTTTTTCAGCGAGGTTCGCATCAAGATCGCCCCATCCCACTTTGCTGCGTAATGTCAGAAAGTCTT
+CAACTGTTGGGCTGTCTAATTTTAAGCAAAATTTATCTGCTAACACTGTCATCTCCATTTATTCTAGGCA
+GCTTAATCGTACGCTCAACCAATCAAACATTAGTACTGTCGTAATAAATCACTTTAACGTTCTGAGCAGA
+AAATCAAAGTCTGTTACTAAGTTAACTTAACTACTAATACTTTCACATAATAAACATCATTTTTATTTTA
+AGACTATTTTTTAACATTATGTTATTGGCTAGCTAATTTTTAGAAAGCAAAAAATGGCTGTTTAAATGAA
+TAAACAGCCATTGTGAATTGTTGCCCTTGAAACTTTAGCTAAAAAGTAGTGTTATAAGTTGAAGTAAGTA
+ACCTGCCCTTTAGCTTCAGCTAATTCAGCAGCGACTGAGGCTACAGCTAAATCCTGTAAGCCAACACCAG
+TACCATCAAACAAAGTAATATCTTCTGCTGATGTTCGGCCGGTTTTAGTACCGTTAATTACTTCGCCAAT
+TGGCACAATGTCGCTTTGTTGAATGAGCTTTTGTGCAATCGCATGTTGAGCTTCACCCAGAGTAATTGAT
+TGCGCTAATTCATCGGTAAAGACCTTAGCTACTGCCAGTAGCTTAGCATCAACTTCTTGCTTGCCTACAG
+TGTCGGTTCCCATACACGCAATGTGAGTACCGGGCTTGATCCAGTCTTTATCTATTAGCGCCTCAAACGC
+TGAAGTAATGGTAATAATGACATCCGCTTGAGCACAAAGCTCTTCACGCGTTACTGATTCAAACGGTAAA
+CCTAATTCTTCAGCCACCGCAGCAAGCTTAGGTATTTGCTCAGGGTGGAAGTTCCAGCAAACAATTTTTT
+CGAACTCACGTTGTTCAACAGCGGCACGTAATTGAAAAGTTGATTGGTGACCTGCACCTACCATACCTAG
+CACTTTTGAATCTTTACGAGCTAAATGCGCAATAGAAACGGCAGAAGAGGCAGCAGTTCGCACGGCAGTT
+AAGTAGTTACCGCCAACAAGGGATTTTAACTGGCCGGTATCAGGGTCAAACAAAATCACTGTGGATTGGT
+GGTTAGTCAGGTCTTTTTGCACATTACCCGGCCAGTATCCCCCTGATTTTAAGCCAAGCACCATACCGTC
+ACGGTCGAAGCCCGATTTAAAACCATAGAGGGCATCCGCATGACCAATGGCTTCACGTATTACCGGAAAG
+TTGTAGGCGGTATTTTTCGCCATTGCAGAAAATACGTTTTCTACTGCGGTAAAGGCATCTGCTCTACCCA
+TAACTTCTTGGCAAACCGCTTCTGAAACAACTGATACGCCCTTGTTAACGGGTAAAGAGTTTTTATGTGA
+ATGGTTTTCTGGTGCATGGTTTTCTTTTGAATCACTCATAATTAATGTCCTATAAAAATAGCAAAACCCT
+CAACAAAGGCCGAGGGCATAAATAGCTTTTAAAGATGAATGTTTAGTACGCTTTACCACGTGCAGAAACT
+GGCCATAAGGTTTCTACTTTGCCATTACGTACACCAACATAATAATCGTGAACGTTACACGTTGGATCAC
+AATGCCCAGGGACGAGTTTTAGCTTTTCATTAATTTTTAGTACGCCGTTAGCATCTGAAATAACACCGTG
+TTCATCAGAACACTTGATGTATTCAACATCATCACGACCAAAGATGTACGGTAAACCACTATCTACTGAT
+TGCGCTTTAAGACCTGCATCACAAATAGCTTTGTCAGCTTTGGTGTGGCTCATAACAGACGTTAAGATAA
+ATAATGAGTTTTCAAATTCTGAAATTCGCTCACCTTTTTCATCATGAATGCGTTGGTAATCAGCATCCAT
+AAAAGCGTAAGAACCACACTGTAATTCATTGAAAACACCTGAATTACCTTCAAAGTAATATGAGCCTGTA
+CCGCCACCACCAACGATGTCGCACTCAAGCCCTTCTGCTTTAAGCATGTCGATTGTTCGAGCAACCATGC
+CAACAGCGATGTCAATCTTCTCTTTACGTTCTTGGTAACTTTCCATGTGCTGCATAGCGCCTTGGTAAGC
+TTGAATACCAGAAAAAGTTAGACCTGGTGTTGCCGCAATCGCTTTAGCGATATCAACAACGGGCTGGCCT
+TCACTTACACCACAACGACCCGCGCCACAGTCAATTTCAACTAAACATTCAATTTGCGTGTCATGTTTAT
+TAACCGCAGCTGCTAATTCAGCAACATTTTCAAGATCATCAACACAAACCAAAGTACGAGCGCCAAGTTT
+AGGTAAACGTGCTAAACGATCTATTTTTGCTGGTTCACGTACTTGGTTAGATACTAAAACATCTTTAATG
+CCGCCACGTGCAAAGACTTCGGCTTCTGATACTTTTTGACAACATACACCACAGCTATCACCCAGCTTTT
+CTTGTAAAAATGCTATATCAACAGACTTATGCATTTTGCCATGCACACGATGACGAACCCCCATCTCTTT
+AGCGAATTGTCCCATCTTGGTAATGTTACGCTCTAACGCGTCTAAATCGACAATCAAACAAGGTGTTTGA
+ATGTCCGCTTCATCCATACCCGGAAGGGCCGGAACGTCATAACCTACTTCTAAATCATTTACTTTTGTCA
+TCTTCTTCTCCAAAATTTTAATTAGTATTTAGATAATTTTTAGATCGAGCTTTTGTATAATTTTTAATTT
+GAACCAAAATTTAATTTTTTTGACGGCTGTACTTATTGGCCTATTTATTCATCCAAGGTAATTTGTCTAA
+ATCGACATTACCGCCAGTCAGAATTACCCCGATACGCTTGCCTTTAAATACCTCGGGATTTTTCAAAATA
+ATCGCGAGTGTTACCGCGCTGCTTGGCTCCACTACAATTTTCATGCGGATCCAAATAAGCTTCATTGCCG
+CGACAATTTCGTCTTCGGTTGCCGTTAAAATATCGGTGACATGGTTTTTAACAAAATGCCAAGTCAGATC
+TTTAAGTGGAACTTTTAGACCATCGGCAACTGTCTCTGGAGCATCGTCAGCAATGATATGACCCGCTTTA
+AATGAGCGCGCAGCATCATCTGCATTCAAAGGCTCTGCCGCATAAATTTTGATTGTCGGATTAGTAGTAG
+AGAGTGTTAAGCAAGTACCTGATATCATGCCGCCGCCGCCAATTGGCGCTACCACAGCATCTAAATTAAG
+TACCTGATTAACCAGCTCTTTTGCACAAGTGGCTTGGCCAGCGATAACGCGTGGGTCGTTGTAAGGATGA
+ACAAAGTCTGCACCTGACTCAGCAACAACGTCAGCAAAGACGGCTTCGCGTGAACTAGTAGAAGGCTCAC
+ATTCAACAATGACTCCGCCATAGCCAATTACGGCATCTTTCTTAGCTTGCGGCGCTGTACGCGGCATCAC
+TACGGTAACGGGGATGCCACGTCGTCCAGCGGCATAAGATAACGATAAAGCATGGTTACCTGATGAATGT
+GTAGCCACACCAATTTTTGCTTCAGCGTCTGTTAAACCAAAAACAGCATTACAGGCTCCGCGCACTTTAA
+AAGCGGCTGCCTTTTGCAAGTTTTCACATTTAAAAAATAACTCAGCACCTGTTAATTCATTAAGGAAACG
+TGAGGTTAATACTGGGGTTTCGTGAATATAGGGTTTAATACGTTCGTGGGCTACGAGTACATCCTCGTAG
+CTTGGAATATTCATGGTTTGGTTAGGTGAACTGCTCATAGGTGCCTCTTAATATCTCTTGCGGTATTAAC
+CGTCATATTAGTCATGGCTTTAGCCGTGACATTAATCGTGTGGTAATACCAACCTCACTAACTTAGTGAT
+CATTTCTACTGGTTAAATAGCCAACTACTTCGTTATTTATTTAATAATTATAACAACTAGTTATTGCAAT
+AAATGCCTTATATTTCGCCATTTTTCCTGCGTATAAAATAGATCACATAATTAATGAAACTGGTATAAGT
+CGTATTTATCTATATGAGTCTTAAGGTGACTCGTAATTTGTAGCTGATGTTTATTTTCTTAGTCATTTTT
+TGCTTCTATTTCACCTTATGGAAAACAACTAGTTCAGGCAAACAAGATGAATTCCACCATGTGAAATAAT
+GACTTTGTATACCGAGTAATGCCTTCCACACCACTGATAAATAAGGGGGTATATGAATATCGAGTTCAGT
+GCAATTTACATATTCCACTATGTGAAATCGACGAACTCGCATTAATGATGGCTTTTGTCGGTTTAAGCTA
+TATATTTAAATCAAAACCAACATAAAGTTGACACAAGAGTCAAGAAAGGGGATGTTATAACAATCCAATT
+AATTAATAATTCAAATTTAATGAGCGTAAACCTTCAAAAGCAACAATGTTATTGGGTGTTTAGAGCATTT
+AAAAAGATCACTTAGTTAGTTTGATATTCGATAAATTTTTAAACTGAGCGGCAATATTATGACTAAAGTT
+AAACCCGAATCTCGCATTCAAGTAATAGATAGAGCAGCCACATTACTCGATGCTATTTCACGCTATACCA
+TGCCGGTAACACTAAAAGCGCTTAGTGCCGATACTAATTTAGCGCCATCTACTGCTTTTCGAATATTACA
+TTCTCTTATCGATAATCACTTTGTTGATCGAGACAATTCAGGTAAGTACCAGTTAAGTGGTCGACTCATT
+AGACTCAGTAATTATCAATCTCAACACGTAGATTTTCGCAAAGTGGCATTACCTTATATGGAAAAACTAC
+GAGATAAGTTTGGTGAAACGATTAACCTCACCACGCGTGAAGGCGATGTGATCATTTACGTAGAAAAAGC
+CATTCCCAATAGAATGATGCATGTTCAACAAATTATTGGTAGCCGAGCGCCGCTTCATGTAACAGGCGTT
+GGTAAAATGATGTTAGGCATGGAAGGCAGCGAAGGAATTAGTGGTTATGCCCATCGCACAAATTTACCAA
+CCTATACTCGTAAAACATTTTCAGACATAGAAAGCTTAGAGCGCGAGTGTATGCACTGTGTTGAGCAAGG
+ATTTGCCTACGATAACGAAGAAGCCGAAATAGGTGTAGGTTGTATTGGCGTGCTGTTATATGACAGATAC
+GGTGAAGTTGTTGCTGGGTTATCGGTGTCAGCACCGATAGATAGACGTAAAGATGAATGGGTCAAACACT
+TAGTCAAAGCAGGTAAGTCAATTTCCATTGAACTTGGCTTTGTTAAAAACCAACAGCCAATTAAAGAAAC
+CAGTTAAGCAAAGTTTACAACAGCAAGGGTATTTTCTCACCGCCAATATTTTATCTCTGCGGCATACCCA
+CCCCCCATCACAACGGAGCTTGGGGTAATACCCAAACTACTGCAAACAGCATGGTTCAGTTGGAATTAGA
+AACGTTTTAGGCAAGGCATTGGTTGAAGAGAATGGTTGTTCCCTTCTCAAAATTAATAACGCAGCCAAAA
+ATGTTTCTAAACCAACCCTGTGGGGATTTCTGAGCAATTCATGAACCTCGTTGCATCCGTTTTTAAGGGA
+ATGACAATTAATAAAAAGATGCGCCTTGCTCATGAGTTGCTCACTATCCTGAACGAGCATTTTGAAGTGG
+CTTGGGTATAAACCAGATTTAAAATTAAAGAGTGGAAACTATGTTAACAATAAATAGACTAAACCAAACG
+GAAGCAAAAACGATAATTGACGGCGCGGTGAATAAAGCCAATGAACTTGGCGTGCCTATGTGCATTGCCG
+TGGTAGATGAGTCAGGTAATTTAATTGCCTTTGAACGCATGGATGGCGGTAAAGTACACAGTATTACCAT
+TTCACAAGATAAAGCTTTTACCGCGGCATCAGCGCGTAAGGGTACCCATGAATTTAATAAGGCCTGCATT
+CCAGGACATAAAAATAATTTATTTGGCATTCATACCGCTCTAGGTGGCCGTATGTGCATTGTTGGCGGTG
+GTTTGCCCATCACCTTTAATGGCAGCGTTGTTGGTGGTATTGGCGTGAGTTCAGGTTCACCCGAGCAAGA
+TTTAGGCTGCGCGCAAGCAGGTGTTGATAGTTTTAGTAAAACCTATGGCTAACTAATCAAGCGAAAGTGA
+GTGTTACACTTTGAGGTATATTCATCTCAGTATGACTCACTTTTGCCTATTTCAAAACTCACACACTACC
+TCGGTAAACCCATCCTGATGACAACCAACGTTACCCCTTGCCAGATTAAATTTTGTTTTTACCACCGAAC
+TACCCTACTATTTAGTCTTAATACCTCAGTTTAACAATCACTTCGGAAATATATTAGTGCTACGTCCTTC
+AAATAAAATCAAAATAATTATCGCTACAATACTGCTCGTTATCATTGCATCGGTTATTTACAGTGTTACT
+CAACAGGAGCCTGAGCTCCCTAAAATGACAGTACAAGAGAAAAAAGCAAGATTTAGAGCGTTAATCATTC
+CTGCTGTTAACATTGTTTACACGAAACTAATGGCTAGATATGAAGAGATTAAAACAACACTTGATGCCGG
+TAAAACGAGTGCTGAGATTGAAAAATTAAAAGTAGAATACAAAGCCACTACCAATGAAAAATTGCTCATG
+GCACTTAAACCTCACCCTAAAAGTATTGCCATCGCACAAGCGGCAATAGAAAGTTCTTGGGCTACCTCAC
+GCTTTTTTAGAGTCGCTAATAATATCTTTGGTGTTTGGTCTTTTGACAAAAATGAACCTAGGGTTGCTGC
+TTTAAAAATGCGTGGCGACAAAACTATTTGGGTAAAGAAATACAATTCTATTGAAGATGCTATAGTCGAT
+TACTATCGCACTGTGGGACGTAGCAGCGCTTTTGCTGAGTTTAGAGAAGCTAGAATGCAAACAAACGACC
+CTTTTATACTGGTTACTAAATTGGATCGTTATTCTGAAAAAGGTAGTCTTTATGGTGAAGAGCTTACTTC
+AATTATCAAGTTCAATAAATTTAATAAGTATGACGCTGACTAAATCAAGCTGACTACTAAAAAATTCAGT
+TTATACGCCATAAGCTGACTTTTTTAGTAGTAACGGCCGCTTCAATTAGGTTTCACTAAAGCATAAATCG
+AACGTAATTGGCGTGTTGAGAGCACCCAACCAGCGGCTTACTTTGAGACGAAATAGGACATCATAGTCAA
+TATATATTAAACTCAATAGCACTAGCCCCTTGGAGGTAGTAATAACTGGTACTTTTTATTCATTATTCGC
+GATAAAATTTAGCCCTAGTGTTATTACATATTATTTGAAGCGCACCTAACCCCATTTAATCCTTAGGCTA
+AAAATGAACAATAGTTATTACGTTAAGACCTTATTCTCATTACTATTTTTTTCCAGCACATTATGGTCCA
+AACCGTCTCACCCTACAGATAAAGTCGTTATACCAACAAATAACTGGTCAAGCCAGCGGGTATTGTCAAA
+CGTTGTTGGTCAGTTAATTGAAAATTTAGGTACCCCGGTAGAGTACATAAACATTAGTGCTGACCGACAA
+TGGGGAGCACTGAAACGTGGAGTTATTCATTTTCAAATAGAAGTATGGGAACCGTCAATGGGGCAAGAGT
+TCAATAAGCTTGTCGCTAACGGTGATATTATTGATTTAGGAACACATGAAGCCAAAGTAGTAGAAGATTG
+GTGGTACCCAAAATATGTGGAAGATTTATGTCCTGAATTACCCCAGTGGCAAGCTTTAAATAAATGTAGA
+GCACTTTTTAAGGGGTCGAAAACAACGGAAAAAGGTATATATTTTGGTGGCCCATGGAATTATGGTGATG
+CTGATATTATTCGAGCGTTAGGGCTAAAGTTTGCCATTGAACGTTTACCTGATGAATCAGCATTGTGGGA
+AGCACTTACCCTTGCGATTGAAAAAAAGCGCCCTATCCTCTTGTTAAATTGGAGCCCTAATTGGACCGAC
+AATTATATCGAAGGTGAATTTGTCAATTTTCCTCTGTATACAGAACAGTGTGAAAATATACCCGAGTGGG
+GACTCAATAAAAAATTAGTTAAAGACTGTGGCAACCGCAGAGGCGGATGGTTAAAAAAAGCAGCGGCGCC
+AAATTTAAAACAAAAATTTCCTTGTGTATATCACTTAATTCAAAACATTAGTTTTACCAACCGTATGATT
+ACCGATGCATCTTCTTTAGCGGTTATAACAAGGCTTTCAGATCAGGACGCCGCTAATGAATGGTCAAAGA
+AATATGCTAAAGATATCAAAAAGTGGTCATCGTTAGAGTGTCAGCAATAAACCTCAAAACACATTATTAC
+TGCACACATAACTACTGCATACACAGTGTTGCTTCCTTAAGATTAAACTTGGCATAAGTCAGCAGTAAAA
+TGCCACACGCAACGATAAACGCGGTTAAATATAAAGCGTGATTATAAGTCTGAAACTGTTCGATCAATGC
+AACGCTGTATAATGGTGCGATAATTTGCCCCACCCCGTAAGCCGCTGTTAATGCCCCCATGATAAAGACT
+GGATTTTTCTTTGATAGTTGACCGCCAAAATTCATAAACAAAGCAACTAAACCAATAAATGTGGCACCAA
+AAAGGATACCACTAATAAGATTCATAATTATATTGTTAGAAAATATCGGGATTAAAATCCCGATAATCTG
+CAACAGCATGGCGATCATCATAATATTAATACTGCCAAAGCGATGTGCTAATCGCATCCATATAATACAA
+GAGGGAATTCCGGCAATACCTGCGACTAACCATACCCAGCCACCATAACCTGACAAACCATCTAATGAGT
+TCACTATGTCAGGCAAAAAGGTTGATTGTACGACCATACCAACACCCTCGGTAAAGTAGGCCAAAATAAG
+AATGATGACCATAGGTGAAAAGAGTGATTTATCAAATTTATGTTTAATTACGTCATTGGTAGGTTGTTTT
+TCAAAGCGTAAAATATAAGCGGAATAACATGAAAAGAAGCCGCCAAGAATAGCCAATATAAGCCATGCAT
+CTTTCCAGTCTCCACCATAACTAAAGACACCCCGCATCACTAGGTCCGTAATGACGATTGAAAAGCCCAA
+ACCGCTAAAATGTATGCCCATTGCTTTAGTTTTATTGGTCGATTGTAGCTTCAGCATGACAATAGCAGAT
+CCTACAACAAGCGCCATTGCAGCACCAAAACCAGCCAAGAATCGGGCAATAACCCACACTATATCGTTTT
+CAGTAATACCTAAAACAAAAGAACAAATGACACAAAGCACTAACCCTAATCGGAAATATTTTACCTTGGT
+GTATATATCTTTAATAAAAATAGAAAAAACTGATCCGCTTAAATAACCGAAGTAATTTATTGAGGCAAGC
+ACACCAGCAAAAGCTATGTTGATCGAGTCTTCCAACATTGCCGGCAAAAGTGAAGTAAAAACAAAACGAG
+CGACACCAACACCCACAACAAGAGCTAATATACCTGCCAATAAAATTGCATTATTACTCTCTCGGTTGAA
+GTGCGCCATTTTGCTCCATAAAGATGTTCCTTGCGATATGTTGCAGTGTATAACCAACTGAGATAAATAA
+GTAAATCACCAATGATGATGAGTAACATATAAAATGTAGATGTGAGTTCAACTGAGTTGTAAAAATAATA
+ACGGAGGATTACTTTTTGCTAGGAAAATTAGTATCATTCTCCAAGCCAAATATATTTAGCCTTTTTAACA
+ATTCGATCAAATTCTGCTTGATTAATTTTTCCTGTGATTAAGTCATCTTGAGCAGGCCAAGCAACTTTCA
+TGTACTCATACTCAATGGCAGCAAGAATGTAACCTAATTTTTGCTCGCTAATAGCACCATTTTTATAGTG
+CTGCATGGCAATTTTTTTATTCCATGCTTGATCTTTAGGTGGTTTTGGCAAGGTAAAGTCTTTTTCTAAC
+AGAGACTTGTCAGAAAGAGCATAACCTTGTTCAATAGAGTCTTTAGCACACTGATACAGCATATAATCAA
+TGGTGTCTTGCATGCCATAAAAGTGCCAATCAACGCCAGCATAGCATTCGCCAATCACCTTACCGTTATC
+ATCCATTATTTCAACTTGACGGCCTGAACAGCTGATAAGAAATAGTGCTGACAGTGTTATTAGTAAAATT
+TTAAGAGTCATCAGCGCCTTTATAAAATATTATCGATTAATCGGTGAGTTGCCATAATATATGGAGTTAT
+TGTAATAGTGCTTTATCTAAAATTGCTAACGAAGAGTTTCAGCTATTAATTGTCCTGACAGTGATAAAAA
+TGACATTGTCGCTTTTATTCAATCCCTCAACGTATTAAAACCCTACTATATGAATCATACAAGTAGATAG
+TAGGTAATAAACAATGTTTAAAATTAAAACAATTGAATCGCTAAGCGACTTAACGCAATTAAAAAAAGCG
+TATTTTGATAGCTCGATTGTGCCACTCGATGGCATGTGGCATTTTGGTTTCGCTCCTATGGCTAAACACT
+TTGGCTTTTATGTAAATAAAAACCTAGTAGGATTCTGTTGCGTTAATGATGACGGATACCTGCTGCAATA
+TTATCTTCAGCCGGAGTTCCAACTGTGTTCTCAGGAATTATTTACATTAATTTCGCAGCAAAATAGTTCC
+GTAATAGGTGAAGTTAAAGGCGCATTTGTTAGCACCGCAGAGCTAAATTATCAGGCTTTATGTTTAGATA
+ACTCAGCGACATTTAAAGTGAATTCTTTGATGTACCAGCACAACACAAAGTTGGCTGATAGAAATCTTGA
+GATGATTGATATGCAAATAGCTGGTACTGAGCAATTAACAGCGTTTGTTACCTTTGCAGCAGCCAATATC
+GGTGCTCCCGAGCAATGGCTAACGCAATACTACGGCAATTTAATTGAGCGCAAAGAACTTTTTGGTTATT
+GGCATAAAGGGAAATTATTAGCTGCAGGAGAATGTCGTTTATTCGATCAATATCAAACTGAATACGCTGA
+CTTAGGCATGATTGTCGCACAATCTAACCGTGGACAAGGTATCGCTAAAAAAGTTTTAACCTTTCTAACT
+AAACATGCCGCTACCCAAGGATTAACATCTATTTGTTCCACCGAAAGCAATAATGTGGCCGCTCAAAAAG
+CCATTGCCCACGCCGGCTTTACCTCGGCTCATCGTATAGTACAGTTTGAGTTCAAGCACGCATAAAAATA
+ACTATATTTATAATATATACCCGTTACCATCCAAAGTGCAGGATTTCAGTGGGAATTAAAATGACTTTAG
+GCAGGGCAAATAATTTAAACATAGTCATTCTATGGTTTGATTATTTAACGCCGTATAAAGTCAATTTAAC
+ACCATCGAAGAAGCGCTTGAGCAACATCACTTAATCGTTGCTGTGATTCACAATGGAATAACCATTATTT
+CATCACAGCGCCTTGCATAGAAATTGCCCAAGCACTCTGAAACCTGTATCTTGATTGGTGACGGGTATAG
+TTAGCATAAAGTGGTTGCGTTATATTGATCAAAAAAACTATCAAGGTGTGTGATGATACATTGGTTGAAA
+GTCCCTAATAATCCAGAACTTGCTAAATATATAGCCTGTTATTGGTTTCTTGAAAAATTGCCTAATGCTG
+AAGGTCATAATGATTATCCGAAGCTTAACCCTGACCCAGCATCACATTTAATTTTGGCGCTGCCACAGCA
+AAACTTTCGATACAAGAGTGATAATGGTGTTACTCAAATGGATGGTTGTCACTGGTTACACCCTCATGGG
+AAAACCTATGAATTAGATCATGCTAAGGCTGTTGCCTGTATTGGCATTAAATTCCATGTCGGCGCACTAT
+ATTCATTACCCACTTTTATGGACTTGCAAGAACAGACACCGCAAGCAGTGGTCGATACTGTTGAAGCGAT
+TTCTTTTGAGAACATTAATTTTGCACAGAGCAATTTTGATGACCATAAGTTAAGCGATAATAATCAACTA
+AATGAACATGATTTAGTTATTCTGGCACGAAATTCCCCTGATGACTGCGCTGAAATGCTGGACAAGCTAT
+GCCTGCCTTGGCTTTTAAAAAACCACGAGGATAATCATAGTGAACTGACAAGGAAGGTACTACCACTGTT
+GGCTAAAGCTGCAATTAATTCATTAGGAGATACCCTCTTTTGTTCACAACGCACCTTAGAGCGTAGTTTT
+TTAAAAGTTTCAGGGGTAACGCTTAAGCAATGCCAATCAATGAATAGGCTAGAAGCTATTTTGGAATTTC
+TCTATCAACGTGAACAAAGTGATATTGACTGGGTAGATATTGCTTATCAGTTTGGTTTTAGTGATCAACC
+TCACCTAATTCGATATTTAAAAAAACAACTCGGATTAACGCCCCAAGACTATGCCCTACAACGGGGTTTT
+ACCATTGATGTTTATGGTGGCGTTGATTCACTGTAGCGCTATTATTTTATACCATCATTTGTCCTGTTCA
+AACGTTCAGCTCAGATCACCATGTGATCGAAAAGTTATGTTGAGCAATAGTATTTCCTAGTGCCTCCAGT
+GTTTTCACTTCACTTAACAGCAGTTGCTCGGTTTTAATATCATCACTAATTTGTAGATATTCTTGCTTTT
+CCACAAGTTTAATATCTGTTGCTATGCCATGGTAAATTTTATTGTCTTTGCTCGTCACCTTGATTAGGCT
+TCGACGCATACAGACAATTTCAAAATAGTCATGAGCATCACAACTTATATTGTTTGCCATTGAATACTAT
+CTCCTTTACTTAAGACTTAACTAGCTGTTAGATAAATTATACCAATCAGATTAATTAATGGCGCAATTTA
+TTATAAGGACAAATAGTCAAGAACACTGCACTTGGTTGTGCAATAGCTGGTTAGTCGGATTGGTATTATA
+AGCGAATAATACTATGCCCCTGATTAGCGATATTATCTTGCACCTCAAGGTCAGCAAGTTCACTATGGCA
+AAAATTGCAACGGCTTTGCTTAATATTATCTATTTTCACGCCTAAACTTGCGAGATACTGTTTGGCATAT
+TGCTCTACTTCCTTAATATTTTCATTATTCACCAAAACATCAAAATGGATATATTGACCAGAATCCGTCA
+TTACATGGGTATCAAAAACATGTATTTGCATACTCACTACTCCTACAAAGTTATTGGCTTTTGCCCGGTA
+AGCTTAAATCACCAGATGCGACATCAAATACATCACTAACACACAACAAAGGCGCATGTACTTGCTGATT
+TATTTTTAAACCTGCGGTGACACCATCAAAAGAAAAGCTTTCTGGAAAACCTAGTGAAGATAGAGGTACT
+CGCACTAAGACTTCAGATTTCGCTAAGCTAAAATCAAATCCAGGACTGTCAATAAAGATAGGTAAATTTG
+GCCAAGTCAGTGGTAATTTAGGTGAGCTACCTTGAGCAATGTCTTTAACTTTTAAAGCGCCTTCACCACA
+GGCATTATCTGGCACAAGAACTACCCAGTGGCTATGCCATTTATCTCCGTCATTGGTTTTATTGCCATCA
+CCATCTTCATCATATAAAGGAGTGTCATCGAAGTCAGGATGTACAGTTAACGCTAAAGAGAGAATGCCTT
+GATCCGCTTCAAAGCCTACAGCAGAGCTATTAAGTGACGTTGGCCATACATAACTATAGACCTCGGCGCC
+GGCTAACTGACCCTTTTTTTCGGGCTGTTTATTACCAACTTTACCGGTTACCGCTTGTTGGAATATTAAA
+TGACTGCCTTGGGTAATTACCTTGGCATGAACAATGTCAAACTCAGTAGCAATGGCCGAAGATATCGGTG
+CTTGAATATGACCGCTGTGCTTATTGTGAGCATAGGTAGTTGTTGTCAACAGCACGGTGCTCAAGGTTGC
+TGCGATAAATAGCTGTGAAGTTTTCATGATTAATCCTTTGAGTTAATTAAACGATAGTAATAAGTGCTTA
+ATGCTTAACTTGGCTTATCTCCATCAAAATAGTTTCGATTCGATACCAATATATTTAAGCATAATAAAAC
+TCTACTTGTCAAATATGTTTTGACTCGATACTATTAGAGAATGAATGATGAACTATTTAATTTAATCGAG
+CGTTTAGCCAATTTATTACGGCAAGAAACGCGACTTGAAGGGCAAAGCTTAGGGTTACAACCTATACAGC
+AAGAGGCTTTGTATTACCTATCGACTTGTAACCGTTACTCAGATACCACCTTAGCGGTCACTGAGTTTTT
+AGGGTTAACCAAAGGCACGGTATCACAATCGTTAAAAATTCTGGAAAGCAAAAGCTTAATTGCTAAAGTA
+AAAGACAAAAAAGATAAACGCATTACCCATTTAAAAGTAACTGAAACCGGTCGCGAGTTTTTAATGAAAA
+CTTGCCCTCCACAAAAGTTTACTGATGCTATTGCCGGTTTGTCTGTTGATGAGGAGTTTGAAACCAAAAC
+ATTACTTAAAAAAGTATTAAGTAACTATCAACTCGCTACTGGTCGAACTGCCTTTGGGGTCTGCAAGCAT
+TGTAAATTTAATCGCAAGACCAGTGACGGCATTTTATGTGATTTAACCAAAGAAGCTTTAAGCAGCGATG
+ACATCATGCTTATCTGCAGAGAATATGTCGTTTAAGCATGGTCTAACAGTCTAAAATTCCAGTTTTCTAC
+TTCATTGTTTGCTAAGCGTTGCACAATTTTTTCCATCCAACTATCAGATAAGGTGCTTTGTTTTTTTAAT
+GCCAACAGCTTTTGATTATTGAGTGGGTCACCAAAAAATGTCTCACACACCTCAGTAATTGTCATTGCAT
+TATCAATTCGGGCGATTAATTCCAACGGTTCATCGACACTGACCATGCCCGGCTGAATAACGCGATATAA
+CCAGCCACTGCGACTAACATCCTGCATATCGACCGATAAGTTATCGATGCCCCAACGTTTATTTAGCTTA
+AAACAAGGAGAACGAGGCTGACTGACTTCGATAATCGCTTCTCCCCATTGATAACGGTCGCCTAAATATA
+CAGTCTGTTCTGTCATACCTGTTGAACTAATATTTTCGCCCATGCCCGCGGCTTGCCAAGTATTATCTGT
+ATTATATTTCTCTTGCCAATAGGCATAATGCTCAGCTGGATATTGATGTAACGCACGCTCAAGCCCACCA
+TGATGAAGTTTATCAGCACACTCATCACCTGCTAATCCATCGAATGATAAATACAGGCTAGTGTTTACCG
+GCTGCTTGTCTATCGCGGTTTCAATACCGTAACGCTCCGCCACTTTTCCGCAATAAATATTCGTTAGATA
+GTGTTTATTTTTCATGCGCTAACCTTTGGTTAAATTATGCTTTTCGTGGCAATTTTTGTACTGCTGAATA
+ATAGAAAAATAAACACGCCAAAAACCATAAATCTTTAATAAGAAAATGCCCCGTCGTTGATAATAAGGTC
+TCACTTGATAATGAACCAGAAAAACTTATTAAAAAGGTCTGAGTTACCACAAAAACCATACCAGACATCA
+AAATTGCTGGCACAGTCAATTTCGGCGAATATATCGCTAAGATTAACATAACCACTGCAATTAAATCATA
+CACGCCAATGATATTTGACGTTGTTTGTATGCTGAAAATATTATACAACCAGCCCATAAAAGGAGAGCTT
+TTTACTAACCCTTCTATACCTTGTGCTTCGAGTAAAGTGAACTTCATACCACCAATCCACAGTAAAACGA
+GTAACACCGGCAAGATGCTAATCCAGGCTGTGATCAGAGGAGAAAACGTGCGTTTTACTAGCAACATTCC
+TATTGATAATAAGGCGAAATACTTAATAACCCCTTGGCCAGAGCCAATAACAGGAAATCCGCCCATAGAA
+GCTATCCACATAGAATCACTTAACAAAGAACCTAAAGGCACTATGCTTATTGCGATCAGTAAATATCCTA
+ATATAGATCGAAAGTTAGGTTGTTTTATAGATAAGAACGCCAATACCGCACTCGAAATAAAAGCGAAAGC
+GGCAATCGAATTAAATACTTGGGCGGGTAATATATCGGAAATGAGATAAAAATCTGTCGTTAAGGTTATA
+TGCTTATGGGAACCCAACAGTAATATACTTAGCCCTAACAGTGCAGTAGAAATACCAATTAAGAGTAAAG
+TAGCGTTAAGGTGTAGCGTCTTCATATAGATCCTGAGCGTATTAAAATAATAAGTGCCAATAAGACCTGA
+TTAACTGATTTTTATTTCGTTTCATATGAAAGGATTAATTCATCCATAAATCCAAACAATAAAGCATTCA
+TAGCCAAGCTGCTGCTGGACCTAATAATCTCAGGTTTTTGTATATAGTTATGGTGACCGATTCTTTCAAA
+TTCATCGTGAGAGACCGTAATTAAATCCGCCAGCGATGCAGCGGTGAATTCTAAGTGGCATTGAAAACCA
+TAAACTAACGGTGAATACTCAACGATCTGTCTCGGACAGCCGGCACTTGTTGCCAACACTTTACTCGTTG
+GCGTTAAACCCGGCATGTCGTTATGCCAATGACCTACAATTTCAGTCGCATTAAAATGTGATAAATGTGG
+ATGCTGTCTACCCGACTCAGTTAACGCTATAGGGAAGTAACCTATTTCTTTGTTGGGGCTTTGTTCGAAT
+TTAGCCCCTAATGACTCACCAATGAGCTGAGCGCCCAAACAAATACCTAACACTGCTTTATCACTTTCAA
+TACAGCTATGGATAAAAGATACCTCTTCACTTGCGTTAAAATAAGGAGATTCTTCTACTGTCGTTGCAGG
+GCATTGTGGTCCACCTAAAACTATTAACAAGTCAATAGCATTACTCTCTTCAGGTAATGCTTCTCCCAGA
+TAAACTTTACTACTAGTGACGCTATAATTTCGCTCTTCTGCCCAGCTTAAAAGTGCCCCTGGTCCTTCAT
+ATGCTTCATGGATAATAAAGTGTACTTTCATCATTTGATCTCTCTAATAACGCTTGAATTAATATTGCTA
+ACTGACGTCTTATGCTAGCATTGCTTCTACAATCTCAATATCTACATTAAGACAGTAAACAATGACAATC
+CGCCAAACAAAAGAAGCTAATCTGTTAATTAGTGAACGCGCTGATTTTCAAGTAACGGCAAAAATAGAAC
+AAATGGCGAAAGGTTACATTGATAGATGGCACCAACACCCATGGCACCAAATTGCATTTCCCTTTGAAGG
+CATATTGCAAACCAAAGTTGCAGACAGTCAGTTTGTCATTCCTCATAGTGGTATGTTGTTTATTCCTGCC
+AATACACCCCATGAATCCTTTGTCGTGACGGATACAAAATTTATCGGGATTTATCTCAACCCTCAATTTC
+AGAATCATTTCCCACTAACAGCTAAGGCAATTTCTGTAACGCCGTTTCTAAGAGAATTAGTCCTGCATAT
+CAATCATGGTGTTAGTAACTCGATCGTTTCTGAGGAAGAACTATCCAAACTAGTGGCAGTACTGATTGAT
+CAAATCTCGAGTGGAGAGTCATACCAAATGAAACTGTTACTGCCGAGTGATCGACGGTTGATGATTATTT
+TCAAAGCATTGATGACAGATCCACAACTCAACACAAAGTTATCGGACTGGGCCAAGCAGGTGGGCGCATC
+AGAAAGAACGCTCTCAAGATTATTCACCAAAGAATTAGGTATGACATTCCCCCTTTGGCGCCAGCATCTG
+AGATTAGTCTCGTCGTTGAATTTACTGGAAACTAACCTTTCTGTGCAAGAAATTGCATTTAAAGTTGGCT
+ATAACGCTGACTCATCATTTATTTATGCATTTAAAAAATTATTCCAACAAACACCGCAACAATATCGTCA
+TAGTGGCTTTAAGCTTAGTTCTAGAATAAACGATAAATAGTACTAGCTTGATAGTATTGACTTATCCAAT
+CAGACTCACTAAGGGATCTTTTTAAATGGGCAGTTAATTAGTGTAATTGGTATTATTCTGCCATTAAAGC
+ATCCCATCAACCCTCAATGGATTGATCAAGCCTGAGCAATAAGTTTGCAAAAAAAAGCATCGAATATTCG
+ATGCCTGTCTATATGGATATTAGAGTATTACCAATGCTAGAAGTAGTAACCTATCTGAATATTAAGTTGG
+TGTTCCCATTCAGTTGAATCGCCTACAAGCGTACCATTATTAAAAGGTTGGTTTGTACCAGCAACATAAT
+CAACCCAGCCAAAAATTGGCCCTGCAGTTACCCCTACCCCAAAAACATTCATCTGAGTATCTTCTTTAAA
+ATTTCCAGATTTATCAGTCATTACAGTGTAATCATTATAGAAAGTGAGATTATCAAATGCGCCAAAATCG
+ACATCATAAGAATACGCGAGGTTTATGTTATATATGGTCGCCGAGGTAGGCATACTATCGTTATAAGCAT
+AAGCCCCAACAGTAACAAAATCATCACCATTGTCTAAATCATAATCGTAATCGGTATATTGAAGCATCAA
+GGTAAAGTTATTCATGTTGCTTTTTAGATGTACTGCATAGGCAGTACGGTCGCCAAGCGAATCAGTGGCG
+CCTTCAAGCTCCCCTGTTAAAAAAGAGCCACCAACTTCGGTTTTAACAACGTCGTTATCAAAGGTGTAGG
+TGTATCTAAGATTAATAGTATTACTTTCACTCAGACCCACAGTAGGTGCAGCAAAAGGGTCTATGATAGC
+GCCGTTTTCATCAAGGTCAGTTAAACCAACAACATCAAAACTGTAACGGGCATTGGTACCACTACCACCT
+GCTTCATCATTAAGAAAATAAGCAAGACGAATATCGTGATTGTCGAATTTACCGATAAATTTTAAACCTG
+CATCGTAGTCATCTTCCAGACCGGCATAAAAAGCATCACTAAAGAAGAAGCTATTCGAGTTATAGTCTAA
+GTTACCAAAAGGTACCTTGGTGACACCTATTTGCCCCTCCCAGTTCTCATTAAACTGATATGCAGCATAA
+GCATGATGAACTACATCCATATACGTATACCAACGATATTCAGCTGATAATCTAATATCTCCAATGGTAC
+CGTTGAGGTCAAGGCGAAAGAGAGAAAAATCTAAATCTCCCCCTCGATCTTTATTTGAGTCGCTGTAGTT
+GTAATTCACGCGAACCGCACCGCCGATTTTTATGTCGGGTGTCAATGACGATATTTTCTTTTGGTCCTCT
+GTGTCCTGCTTCTCTAATTTGGCAATTTTCTTTTCAAGTTGCTCTATGCGTTGCTCTGAAGTATCAGCCC
+AAACCGCCGTTGAGCTGGTAAGTAAACAACCAAGTAATACGCTATTGTAAATTTTCATGTATTCTCTCCA
+ATTAGTTAGTCTTTATTTTTTTATAGTTTTTTTTATGTTTTACTTAACAGCTAATAATTAGCTGTTAAGT
+GCTTGTCAACTGAGAGTCCATTCGAAATTAATGGAACTAGAATTAGCCCACTAATTGTTGATAAAGTTCA
+GGATCTGTTGCCCCCTCGGTACCAATAACTAATACTTTACTTTGAGCATCTAAATTCAATGCTTTGGCAA
+AAGTATCCTGCGCACGTGCATTGATAGCAGCGGCTAATCCTGGTACGGCAGACTCTCCCGCTTCAATTGC
+AGGGTCTCCTTTATACCCTTTGGCTAATAAGCTCATCGTGTCGGCAATAGCGTCCTCACTCAGCGTCATA
+AAATCATCGGCGCCGTTTGATAATATTTGCCAAGCTAATAAAGATACTTCACCGCAAGCGAGTCCTGCCA
+TTAAGGTATCGAGATCGCCCTTAACCACCACAGGTTCACCGGCTTTAGCACTAAGCTGCAAACAGTTAGC
+CTGCTCTGGTTCTACCACGACAAATCTTGGACGGCGATCGCCCCAAAGATCCCAGAAATAGCCTGCTACT
+GCTGAGGCCAGTCCGCCGACGCCACCTTGGACAAAAACATGGGTAGGTATCTCACCATCAAGCTGTTCCA
+CCGTTTCAGCCAGCATCACGGTATATCCTAAGGCAACGTCTTTCGGCACTTCCATATAACCTTCGTAACT
+GGTATCGGAAACGATGATCCGGCCATGAGCCTTAGCATCTGCACCAGCCTGACGAACAGACTCGTCGTAG
+TTGCCGGTAATACGAATAACTTCAGCGTCAAAGGCTTCCATGGCGACTTTTCTCCCTTCAGAGACATCGC
+GATGAATATAAATAATGCAGCCGCAACCAAACATTTGTGCTCCCCACGCCACTGATCGTCCATGGTTACC
+ATCAGTTGCACAGGTAACAACGATTTCTGCAACGTCTTCTTTCAAACGTCCTTCTAACAAATCTGCAATG
+CTTGGGCGTTTGCCTAAACGTTGCTCTAATAAATTTTGCAGCTGGCAAGCAACGGCATATGCACCGCCAA
+GCGCCTTAAAACTTTTGAGGCCAAATCGTTCTGATTCATCTTTGTACCAAATAGCGGCCAAACCAGCGTC
+TGTTGCCATATCAGATAATGAATGTAATGGCGTAGTTGAATAAGCTGGCCATGTTTTTATGTTGGCAATC
+ACATCAACAGATTTTTCGACGCTTAAAACGTCTCGCTGTGCGTCCGAATATTGGTTTTCCCTATGTGCTG
+CAGGGTTAGCAAAATGGGTTAGCCTACTATTTTGTTTTAACATATTTATAAATGCCTCTAGTTGTCAGAT
+GATTTTTCGAACGACCTAAAATCTAGTAAAATGAATAACCAGATTGAACTGGATTAAACAAGATCGATCA
+CAATTAGCCTTATTGGTATTTCTAAATAAACCAGACTATTAAGTACGGTATTGCGATGAATTAACCTTTA
+ATGTCCATAGCAAAGTAACTATGACAATAAGTTTACCTATAGCCGTTGCGGACATTCTTTCAAATTGACA
+ATGTGGGTGAGGAATTACATTTAAATAAGGGGGGTTGATGAGTTTTATCTGCAACGAACTTTATGAAAAT
+AGGTGCGTTCCACTCTACAGTGCTACCAGAGTGGCTTACGATGAATTAGTGGGTAACCGTTGTAAGGAAA
+TATATGGCCAGTTTTATAGCCCACTTATTTAGTTATAATATGTGGGCTATAAAATGGAGGAAGAAAGTCA
+ACGCCGTATCAATGCAGTAGTACTGATCGTTAGGCCTCTTTAGTGGTTAATATCGTTTGTGCTTTCAAAC
+GCACAACATAGCAATACAAGAGCAATGCAACTAAGACAATAACACTACCTAATAAGGTTATGTTACTTGG
+CGTTTCACCCAACCCCAGCCACACCCATATTGGCGCAATAATCGACTCTAACAATAAAAACAAACTGACT
+TCCGTAGCACTGATATAACGTGGCGCAATTTGTAATAAAACAAACCCAATAGGCATAGCAATCGCCGCAG
+AAAGAAACATAGCACCTATTTCGTCAGGTCTCGCCGCCACTACACTGGTATTGAACCAGCCAAGTGCAAT
+AATAAATAAACCACCAAAAATAAGTCCCGGTGTAATATCCAGTGAAGCGTATCGTCGTGCCCAGTTAAAG
+TTTATTGCCATAAAAATGGCACACCCCATAGCCATCATGTTACCAAATAAACTATTGCCGTCATCACCAT
+CGCTGACAATAATAGCCATACCGAGTAAAGTCATTGTAATCGTAAGTCCAACAGGTAAACTAATTCGTTC
+GCCTAACCATAACCAGGCGATCAATGCTGCAAAAACGGGCGCGGTACTGATAATCATCATTGCTGTTGCT
+GCGCCAGTTTGTTGCAATGCCTGCGTATAACAGTAAGTATTCATCGCGAAGAAAAAGCCAGTGATAATGC
+CGGGCCATCCCGCATTAATGAGTGCACGCACTGCGTTGCTGCGATGACGAACCAATACGATAAAAGAAAA
+ACCAAGTGAAAAAAATATGCCACGCCACAATAATACTTCACTATGTTCGATGGTGACCCAACGCAAAATT
+AACGCGTCAGGCGTCAATAACAATACACCTAATAAGCTATAGAGCATCCCTGTCATTTGCTTAGATTGAT
+TTTGTTTACTTTTCACATTAATCCTTTATTAATCAAATTATTGTGGTATTTGATAATATTTCTATTAATA
+CAAAGAAAATAGGCTCTGCAAAGCAGAGCCTATTAAAAGAGACACCTCAGTTTAACGCGTAATAATAGGG
+AGTTTTTCCCATGCGCGTTTATGTAACATTTCACAACCTTTTTCGGTGATCAGTATATTCTCTTCGTGAA
+CCATCACTTTGCCCGGCGCAAATGTCATGCCAGGCTCTAATGTTAATACCATTCCAGGTTGTAAAATAAC
+ATCACCACCTTGCACATTAGACGGCCATTCTGTTAACTGCATGCCAAGGCCATGTCCCATTCGGCCAACA
+TCGTTACCCAGTGAGCCAGCGGCTTCTAGTACCGACCACATAGCTTTCCAAACATCACCAGTTGAGCGCC
+CTGGTGCAGCAATATCAAGACCGGCTTCAGTCGAAGCATATACTGCTTCATAAGCATCATGGGTGGCTCT
+ATCAACGTCACCAAAAGCAAAATTACGGTCAAAATCACTAAAGTAACCATCAAAATTGGCGCCGGTATCG
+ATGATCAATAAATCACCTTGATCGAGTCGTCGGTCAGTTGGCCCCATAATAATATTGTCGTATCCGCCTT
+GTCCCGAGGCCGAAATCAAGTAAGGACAAGCATCCGCACCTAAACGTAACATCTCTAAATGCATCGCTTT
+ACAAGCTTGACGTTCAGTCATACCCGCATGTAAGTTCTCAAGCAAAAAGTCAAAACCCGCTGCCGTAACA
+TCACAAACAAAACGAATTTTATCGACTTCCGCAACGGACTTTATGCTGCGTAGTTTACGGACAATCTCGC
+TAACATCGACCATATCGTGTTGATTTAAGCTCGCCTGCAATGTTTGATAATTGGCAATCGGCATACGTAA
+ATGTGTTTCAGGGCCAAGCATCGCACCTATGCATCTTGTTTGCTTAGATACTTCAGCTAAGGTATCAGCG
+AGTAAGCTAACACCGTCATCTTCAGGGCGTGGCGATGGCCAGGTTCGAACATCATCAATCCAAGTATCAT
+CAAAACCGGCGGCGCCTATCCCTGGAACTACAGCAATAGGTTGCCCTTTTGCAGGAATGACTAAAAACCA
+AGGTCGTGTTGGGCTTTGCCAAAACTGTGAAGCAAAACCACTGAAATAGCGAAATTCATGCTCCGTAGAA
+AAAAATACGGCATCGATACCCTGCACAGCCATTTGTTGCTGCAACTTGCCAGTACGTTGTTCAAACTCAC
+TACGTTCGAACCCTCTTGATGGGGCGATAAATTCATTTTTCATTTTATTACTCACTTTTATATTTTCTAT
+TTTATTAGTAGCTTAGGCGTTATTTGGCAAAAGCTTGGTCACGTAAGAATAAGGCTATTTCCGGGAAATA
+GATTAACAAAGCCGACATCATAAAGAGGATCAAAATAAAGGGTAAGGTCCCTCGTATTACTTCCAAATAC
+GGCTTATTAAAGATTGCTATCGCGGTAAAAATGTCACAACCAAAAGGTGGTGTTGCCGAGCCAACGGCCA
+TTTGAAGGGTGATCATCACACCTACCAATACAGGGTCAAGCCCAACCGCGGTGACTATCGGTACAAAAAT
+AGGGGTCAAAATAACCAAGACCACTAACGAGTCAACAAACATACAACCAACAAAAAAGGATAGGGCTATT
+ACGAACAATACATATTCTTTAGAGGCACCCTCTAAGTCTAGTGGCGCTAAGAGTTCCATCGGAATTTGTT
+CAAATGAGATATACCATGAAAAGGCCTGTCCCATACCAACAAGAATAAAAACTACCGCTGTGATCAAGCC
+AGTGCTTAACGCCGCATCAATAACATCTTTATACTTTAACTCTCGATAAATAAAACACTCGAGGATAATC
+GCATAGAGCACAGAGAATGAGGCCGCTTCAGTCGGCGTTACCGCCCCAGAGTATATTCCTCCGACAATCA
+ATGTCGGGAAACCAAGCGGTAACAGTGACTTTTTGATGGCGACTAGCTTCTCTGCCATGGTTGATTTTTT
+TACCAGCGTAATGCTATCGCCTTGGTAAACGGTATAAAAATAACAATACGCAGAAAACATGACCGCAAGT
+AAAACTCCCGGACCGATCCCCGCAATAAACAACTCACCAACACTGGTATTTGCTAGTGTTCCGTACAAGA
+TCAAACCTATGCTCGGTGGGATCAAAAAGGCAATATCGCTGGCATTGATGATTAAAGCCATGACGAAACT
+ATCTTTATAGCCCGCTTGGAGCAATTTAGGACGCATGATCTGGCCGACAGATACAACCGTTGCTTGGGTT
+GAACCTGAAACAGATCCAAACAAAGTACAACTAATACAAGCGGTTATTGGTAGGCCGCCACGTAGATGGC
+CAACGAATGATTCAATTAAACCTAAAAGATTGTGCGCGGTATGTCCCCGAGTCATTATGTCTGCAGCTAG
+AATAAACATAGGCACAGCAATTAAGGCATTTGGTGATATGCCAGTAACCATCTGCTGTATTATCACACCA
+GTGTCTATGCTAGAAAAATGGACCAGACCAATAAGTGCTCCCACCGATAATGGCACTACCATAGGGAAAC
+TTAGAAACAGCAATACAATCATCACAAAAACTAAAGTAAAGGTAATGACATACACATCGAGTTCACCAGC
+AATGATGTTAGAAAAAAACTCAAAAACAGCACTCATGATGGTTCACCTTTTTCAACAACTTCACGTGAGA
+TATAAATTTCTTTATGGGTTATATTCAAAAAGAAGGCGATCAAATACTGCAAACCTGCGATGCCTAACCC
+TAAGGGTATTATTGAATAAATAATATAAACGGGGAATTGTAGCGCTGGGCTTAAACGATTGAGATCCTTT
+AATTCGATGACGTAAAAGATTGCCTTGTAGGCAAGATAAAACATCAATAGGCCAGTGGTGATTGATATCA
+ATGTGGTAATAACTTTTTTTGCGTAATAACCTAAAGAATCATAGACTGCGGTCATTCGAATGTTACGACC
+TTTACGCACCGCATAAGCAAATCCGACAAAGGTGATTGTTACAATCAAGAATTGGTTTAGCTCTTCAGCA
+AAGAATAAGCTCTTACCAAAAGCATACCGTCCGATAGCATTAGCGGTAGAATTGACCATCATCAAAAGAA
+TCGAATAGCAAACTATATATTGCTCTATCAATTCAGTTGTCTTACTGATGGTAATGAATATTTTTTTCAT
+AAGAACACCTTGCACACCACACTACGGATGCTGGATTTTTTCATACTAAAAATGATGAACAATCCATATA
+TACAACTGCTTATTAGCAAAGTTATAGAGCACCCACCAGAGAGATTTGATATAAAATGTGGGGAATAGCC
+TAACTATTCCCCACATTCATCTAGTAAATTACTGTTTTGTCGCTTCCTTAACTTCTTTGATCAAATTTTT
+CACGATTTTTTTAGCACTAACACGAGCTTGCGCTTTTTCTGACTCTTGATAAGTATTTTCGACCACATCA
+TAGAATGTTTTATTAATTGACTTACTTAACTTTTTGAAGCGCGTACGTTCTTCTTCATTGAGAACAATAA
+TCTTCAAGTCGGGACGCTCAGCGATTATTTTGTCCAGATTTTCTTGGTTTATACGGATTTGATACTCGTG
+AGCAGCTTGTTCGGCAACAACGATAGCCTTGCGTACCATGGTTTTTTTCTCAGGCGATAGCCCATTGAAC
+CATGTGCTATTGGTAGAGACCGTGCTGACGTATGGCTGTTGGCCAGGAAACATCAAATAATCTTGAACTT
+CATGCCACTTAGCGTTGTAAACAAAGTAAATGGGGTTAACCATGCCATCCACTGTTTTAAGTTGTAGCGC
+ACCATATACTTCACCCCAAGACAATGGAGTAGGGGTAGCACCAAATGCTTTGTAGGTTTCTACCGGAATA
+GTCGAAGTAAATGTACGGATTTTATGGCCTGCAAAATCTTCAGGACTGCGGATCGCTTTGTTGGCACCCC
+AAACCATTTCACCTTCGGACATCATGGTCAATAACTTCAAATTTACTTTTTCGAAACGATTAGCCAAGTC
+ACCATAGATAGTTTTACTGGTGGTCAGTACTTTACGCACAACATCAGTATCAGTGCCTAAAACATACGGT
+ATACTCAGTGCTTGAACTTCAGGTACATAAGAGCCTAAATGACCAGTCCCTACTGAGACAAACTGAATGG
+TTCCTTTAGCTGTCAGCTCAACAATGTCGTTCTCTGTACCTAATTGACCGTAATAATAAACTTTTACTCG
+AATATCACCGTCGGATTCTTTTTTGATGGTTTTCGCGAACGTTTTCGCGAAAATGTCTTGTACATCTTGT
+TTATCTTCTTCAGAGGCGAACTTCCAAGTTTCAGCACTCACACCTAAGCTAAGACTTAGTGTTAATAAAG
+CTGCTAGTAATTTATTCATTTTATTTTCCTTACTTTTATTATGGTTAGAATTAATGTAATGGTTAAAATT
+AATGTAATAGTTATTTCAATTGATCTGATACAAGTTGCACCCAATATTGCGCACCAAGTTTAAGAATATT
+GTCATTAAAATCATATTCAGGGTTATGTAGAGCACATCCTCCGACAGAGTCGACACCGTTACCCAATAAC
+CCATAACAACCGGGTTTAACACGTAACATGCTGGAGAAATCTTCTGAGATGGTTAAAGGAAGGCAATTCC
+GTTCAACATGCTCGTCTCCAAAGACAGCAACAGCCGCTTGGATAACATGTTCAGTTGGCGTGCTGCTATT
+AACGGTTGGGTAAAAAGTATTGAGAAAATTGAATTGATATTGCGCACCAGCAGCCTGACAAATACCGGCA
+ACTATACGCTCCATAGCTTGTTCTATTTTGACTAAACTATCTTCGGTAAAACAACGACAGTCACCCTTGA
+TAATCACCTGTGATGGGATCACGTTAACTGTGCCGTTAGTAATAAATTCCGTCGCTGACACCACTGCAGT
+TTCTTCAATCGCATTTAGATTTCTCGAAACAATCGTTTGCAGGGCCATTATAATTTGAGAACCTACTACT
+ATAGGGTCAATGCCGCGATGCGGCATTGCGGCATGCCCACCAACACCTTCTATTACTATTTCAAAGCTAC
+TTTCACTCGCCATTAATGAACCTGGGCGAACAATAAATTGCCCCTCGGCAAGCCCTGGCATATTGTGTAA
+GCCATATATAGTGTTAATTTGAAAACGCTCAAACAAGCCATCATCTATCATCGCCTGTGCGCCTTTCCCG
+TGCTCTTCATCAGGCTGAAAAATAAAATGCACAGTGCCATTAAAGCCTTTATTTTCGGCTAAATGGCTGG
+CAGCACCAAGCAGCATTGCCGAATGACCATCATGCCCACAGGCGTGCATTTTTCCGTCATGGCAAGAACG
+GTGTTCAAAGCTATTTTGTTCATTAATATGAAGTGCATCCATATCGGCACGTAAGCCAATACTGGCATCG
+CCGGTACCACAACGTAAGACACCAACAATACCTTGTTGACCAATATTGCAAGTCACTTCAATACCAAAGC
+TTTCAAGTTTTTCGACAATGAAATTAGCGGTTAATGGTAAATCAAAACCACACTCAGGGAAGCGGTGCAT
+ATGACGGCGCCATTGCGTCATTTGAGTAATTAATTCTGTATGTAAAGTCAAAATTCAGTCTCCAATCGTA
+TTATTTAGATTGTTGTTCAAGTGTTAGCTCAGTTGCTAATTCATCACAACTGACCAACTTATCGCGCAAT
+AATGCGCCAAAACCTGTGATAGCCTTAGGATATTTCACCAGCTTCAAGCTATGCCATACGAGGGCTTGAT
+TACTACTCACGACTGGAATCTCCAATCGCTGTTCAATTTCATCAATGACCACTGACGCCCTTAATGCGGT
+ACACGAAATAAACAACAAATCAGCAGTAGGTTCGCAACAAGCGACCGCCTGATCGGCTATATCCTTTGGC
+GTTATATAAGTCATTGCGGTGTCGTCTTCAAATCCAAAACCCGAAATACTCAATACCTCGTAGCCCTGAG
+CGGTAAAAAAGTCGGCAATATCACGATTAACGGCTTCAGTATAAGGCGTTAAAATTGAGATTCTTTTTGC
+ATCAAAATGCTCAAAAGCCGACATCACTGCTGTTATAGGATTGGTTACGGGTACACCAGGGCGAGTTTGA
+TGGATTAGTTCGCTAACCTGTTCAACGCCAATAGCAACCGTACCTGAGGTACATGCATAAATAATCGCAT
+CTAGATCTGTACCAGGTAAAATCGTATCAGCAGTTGCACTAATACCAGGCGCCATTTTTTTCAAATTTTC
+GATAGTCAATGGGTTAACATTTTTCACTCTGCTAGTGAAAAACTGAACATCGTTAGGATACATTTGTTGT
+AGATCAGCCTCGATGTTAAAGTCGGTTGCGAGTGAAATGACTCCGATTCGACCACCTGAGGCCAGATAGT
+CTAATGGTTGTTGATGTTGAACCGTTGTAAATTTCATTATCGCCTTACCTTGTCTGAAAACTAAAATATT
+GAGCAATTTGTACTAGAAAAATATGATGACTAAAGTCAGTCTCAAGATGTTAATAAGAGTACTGAATGGA
+GCATGCTTATTATATTACGTTACATTTAATGCAGAAATTAACGGATTAAGGACCATTAAATGATGGCAAT
+CCGCAAAATCACACTTAAAACACATTAATTCACTACATTTTTTTAAATCGCAAGAAAGCGCCGGATTAGC
+AGTCACGGGTAAAAATATAATAATGCTCACCTTCCATTAAAGTGTTGGGGGGTGTTTACGCATGCCTCAA
+ACTCATTAAATTGAGCGAAGCACATACTTAAAAGGGGACACAGTGGAGGTAATTAAAAAAAGGGATATTT
+TCATTGGTTATTTAATATCATTTTTAATGAAGGCATAACACCATAGTCAGCAACAAAAGGGCAGAAAATA
+TGGCACGAATGAATAAAGTCGCACTCAGTTTATAGAAGAGTTGACTAATGATTATGGGATGAAAGTCTTG
+AGGTTGGTTTCACATCAGTATAAATTGGGGCTGTTTCCTCTGCCTTTAATATAGGCAAAATTGTATTTCG
+TTTAAACAGGTTGATGTCCCTTATGAATAACGCTAAAACGGCACCCCTTGATAACTTCGATCGCAAAATA
+TTAGAAATTGTTCAGCAATCCAATAGAGAAACCTCTGATCGAATAGCGGAACAAATTGGTCTCTCTCCTG
+CGGCGGTACAACGGCGCATGAAACGAATGCGTGAACAAAATGTAATTCAGGCAGATGTCTCGGTTGTTAA
+CCCACAAGCAGTAGGTCTTGGTGTTACTATTGTTGTAGAAGTAACATTAGAGCGAGAGCGCTCCGACTTA
+CTTGACTCGTTTAAAAAAGAAATGATAAGCAACCCAGCTGTTCAGCAGTGCTTTTACGTAACTGGCAGTG
+CTGACTTTATTTTGATCGTTACGGCGGTTGATATGGATGACTACGAATCTTTTACGCGCGATGTGTTTTT
+TGAAAATCACAATGTTCGTAATTTTCAGTCAAATGTAGTGATGAATCACGTAAAAAAAGGCCTTACGGTG
+CCTGTTAATCTCGAAGATTAATCACAGATTGTAACGGGTCAATAGGCTTAACTCGGATTGGAATGGCAAT
+AATAATGTTGTGTAAAATCCAACTGCCACAGCAATTTTTGGCTGTTTCGAGGTAACAACAGAATTACCTC
+TTGGCGAGAAATTTCTAACTAATAGTAACGTAAGAGCAGACTCACTAAGTGATCTTTTTAAATAGTCTAC
+ATATCCAATAACATCATTGCTTATGTTGCTCTGAAGTTGAACAATTAATTAATCTGATTGGTATTACCCT
+AGGTAGAGTAATTTTAGTGTTGGTTATTTTAAAGTTTCACCTGTATTTTAGGGTAATGCGTGACCTCGCG
+CACAAAGCCATAATGCATACCAATGCTCTCTCGTTAGGTTAATGTTATCAATATCAGCACAGGCTTTAAT
+GCGTTCAACATTTGTTGTACCGATTACCGGTTGAATGTTCGCCGGATGACGCTTTAACCACGATAATACT
+ACGGCCTCTTTACTCACTTGATACTCCGCAGCCAAGTTACTAACCAGCTCTGCCGTTTGTTGAATATGGG
+GTGGCTTTTGAGAAATATCACGTCCGCTAAACAAACCTTGGCTTAAGCAACCCCACGATTGCAACTGAAT
+ATTGTTTTGGCGACAATATTCAATGGTACCTGCACCATAATTTACCGACGGTTCTCCTGAATTTCCTGAC
+GTTACGCCTTCTTCTATCCAAGCCAAATGGCTTAAGCTGAGCTCAACTTGGTTAACAACTATAGGCTGTG
+ATAATGCTGACGATAAAAATGATATTTGATGATGCTGCATATTAGAGACACCAAAATTTTTAACTTTCCC
+GCTAGCCGTTAACGTATCAAAAGCTTGGGCGATTAACTCAGGTTCCATCAGGGGATCGGGGCGATGAAGC
+ATTAATATATCTAATTGCTCTATGTTTAACCGAGACAGACTTTTTTCAACGGACTTTATAATCCACTCCG
+GTGAACAATCATAACGTTGGGGCCCTAAATCATCTTCAAATCTAATGGCGCATTTTGATTGAATAGAAAT
+TAACGATCGTAATTCAGGACGTGCTTTTATTAATTCACCAAAAACTTGTTCAGCTTTACCGAAAGTATAA
+ATGTCAGCATGGTCAAAGACCTTAATACCTGCATCAATAGCTGCATCAACAACTTCATGGGCTTTTTTTA
+TATCGACGGCACTAATAGGATTTTTATCCCAAGTGCCGCCTAATCCCATACAGCCAAAGACAATCGAGCT
+ATTGTTTTTGATTACGCGAGATAACGGGTATTGATTACAATTCATTTAAATTCCTATAGAGAATGGTTGC
+TAGGATCACGGCTGTCTATACCATTTACATTAATTTAGTGATCAAGATTCAATGAGGATAAATCTTCAAG
+TTCAAGGCGCATGATTGAGCAATAGCTGGCTATTGGAATTGAGCGCAACGCAGAAATTGTAGAGGTAGAC
+CATTTGAAGATGGGCAATTAATTAGTGTAATTGGTATTATACGGCTTTGTCCTTTTATATGTGCATTGTT
+CACTAAAACATTAGCAAATAAAATATGACAAAAAAATAATCATTGTTTAGTATAAAAAATAATAGTCGGT
+AATTGATTTAATCTCATGATGAAAGAACACAAAAAACTTGAACGTTTAATGCTCTTTAGTGAAGTCGCTG
+AACACTTAAGTTTTACCGCGGCAGCTGAAAAACTAAATGTTTCTCGTGGCCACCTTTCCAGTCAAATTAA
+ACGTTTAGAGCAAGATATGGAGATGGTTCTGTTGATTCGCTCAACACGAAGTGTCCGCTTAACTCCTGAA
+GGTGAACGTGTTCTTACTGGTATGAATAAGATCCGTCATGACCTATTAGAATTAGAAAGAAGTGCTGAAC
+ATGAAGGCAATAAAATAGAAGGTCGAATAAAGATTACCGCACCAGGGGGATTTGCTGAACGTTTTTTATT
+TGATATTTTTTCACAGTTCAAACAATTACACCCTGCCATCGAATTTTCACTTAATTGCAGCTATACCCGA
+TTTGATTTAAACAGAAGTGATTTTGATTTCGCCTTTAGAGCAACCAGTGAACCGCCGCAAAACATGGTCG
+CTAAACATTTAATGTCTTATCAACATTGTTGCTGTGCATCCCCGAAATACTTTGACAGCAAAGGGGTGCC
+AAAAACGCCCGCTGACTTAATAAATCATGAGTGCCTTAAAGGGCAAGAGCAAACTACCTGGCAATTTCAA
+CAAGAAGCGGTACAAACACAGGGTTGGTTGGAAGTTAACGATAATAATATGTTAAAAGGACTCGCATTAG
+CGGATAAAGGCATTATTAGAGTGCCTAAATATTTAGTAGACAAAGAGGTAAAGTCAGGAAAACTTAAGAC
+GATATTTGAAGAGAAAATGCCAAGTGGTTCGATGATTTATATAATACACCCTCAACGTATTCACCCATCA
+AAAAGAATTTCAACCTTCTTAAATTTTACTCAGCAGTACTTTGCTAAATAATATCTTGATCGCTATTTTT
+GCATTTCAATTGGACTAATTTATTGAGTCGCTTGCTCTTATAGCGTTAAGACCGCCCGAACTATTTATCA
+CTCGCTTAGCAAACTAAATATCTATTGCTCTGATTAAAAAATACGTTGGCCAAATTTCTCGTACTTGAGA
+TTCCCACTTGGGATCAATTCTGCCACTCGCCATTTGTAAAAGCCAATACCTTGCCCATGTTCGAACAACC
+TTTCCTGATTTGCTTAACTTTAGTGGCGAAAATCGTCGTTGATAACTATTTCCTTCATACTCAACAACCG
+AATTATTTTTGGCTCTTTTATATAAGAAATCTAATGCTGAGCTAATTAATTCTACTTCTGTTAATTCCAT
+TATCCCCTGTTTTTTTAAACACGCGAGTATCTCGGCTTTCTTTATACTGACCTGCATATAGTCATCTATA
+TGCGGGGTATAAACCATGCCTGTTAAACCATAAATAGAGGCACGTTCTCTATCTGCTAGTGCTTTTAAAG
+GGCTGATTTGCTCATTAATATCATATAATTCACTGATATTATGTAGCTTGGGGGGCGATTTAGACAATGG
+TTACGCTCTCATAAAATTTCATAGTTTTTCATTAACTTGGCGGATCAATATTATTGGCAATACTATTGTT
+TAAGCGAAACCAGCCCGCTATAGAGTATCGGTCACGTTTTGCGGCTAATACTTCATGAGGAAATTCTTCA
+CTTAAAAATACCACTATGGTACCAAAACTAGGTATGACGGTAATTTTACTGTTATCAACCACTACTGAGG
+AAGGGCTGTTTTTATCATAAATGACTAACTCACCACCGTCCGATGAAGCCCAATGGGGATTAAGATAGAC
+CACAACAGATAACACACGATTACCTTCACCTTTAAACGCGTCTTTGTGTTTCTTATAAAAATCGCCTTTC
+GCATAATGGGCAAAATGACTTTCAAAAGAAAATAGACCCAAGAATAAACGTCTATTTAAATAGGCTTGTA
+GTGACTCCGCCCAGTTTATCCAAGCACAACCTGCCTCGCTATCATCGGTTATCCAACTTATTGCGTCTGT
+GCGAATAAAGTCGTTAATCATATGATCTTTAGTTCGACCTATACCTGCACGTTTAAATTCGTCAGTGGGC
+AGTTCGATGATATGTTGTGATAACAAGCTGGTTAAGTTTGTAGGCAAAGCGTAAGGACGAATACTGTATC
+CCTTGTCGACGATGTCACCGGATATTGATTCGAACAGTGATGTGTCACCGCCAGAATATGTTGTTTGAGC
+TAGGCTCAACGACAACCTGTCTTGAGAGGTAAAATTAACATTGAATTGATAATTTAATAAAAAGGAATAT
+AAGTCATAATAGCATTTTGCATAGATATAAGCCTGAGCTTTCCAAATAAAAAGCATTCTAATTAGAGAGC
+GCTTTTATCTGCCGAAAACTTTAACTACTTAGAGTGAAGATTATAATTCGATGCTTGGTTAGAGCTTTTG
+CAATCCCTTGTTCTCAAAGGCTTCAACAATGAAGTTTTTGATATCAGCCAGTCGGTAGGGTTTTTCAATT
+TTATGGTCAAAACAAGTATCCATCGTTACATCGAGTTCTCCAGTGATCAAAATTTTTATCGAATCACTGG
+TAATTGCGTTAGCGACATCAGTCCCATTTTGTTTTTTTAATCGGTAGTCAATAAATATCAAATCTGGATT
+ACTATTATTGCAATACTCTATGCCGGGTTCTTCATCAGTAAAAACCGCAAGATTAATTTCATCTGAGTGT
+AGATATTCTTTGAACATCTGACATAACATTTCTTCATCATCAATATAAACAACCTTGATTGACATATTAC
+CCCTTACTCACTTTGTTATTCAATTTAGGGAAATGAATAACAAAAGATGTATTTTTGTTGTTATTATCGA
+TCGAAATTTTGGCGCCATGATTATCTAAAATCCCCTTTACGATAGATAAACCAAGCCCAGTACCTTCCCC
+GGTATTTTTTGTAGTAAAAAATGGTTCGAATATTGATAACTGTTTATCTATTGGAATGCTGATGCCAGCA
+TCGGTAATTGAAATGATGTAATCTTGTGTCGTTTCGGTGACTAAGATATCAATCCATTTGTCAGGAAGTT
+CTGATAAAGCATCGATAGCATTATTAATTAAGTTTACAATAACTTGTTCAATTTCTATTTCGTTACACAG
+AATATTACTATCTTCGATATACTCACATTGCAGCTCTATCATACAAAGTTTTAGTTTGGGTCTAGTGAGC
+ACTATCGCTTCACTAATCAGATTTTTAAGCGAGCAACTAGTATGTTGGATTGCTTCATCGCTTCGGGAGA
+ATTTTTTCAGACTCTTAACGATATGAGTAATTCGATCACAAGACCTTAGAATAATAGCGGATTTTGCTAA
+AATATCTTCTGGGGATGCCGTGGTATTAGTTAGTTGTAATAATTCAGCGTAACCAGAAATTACACCTAGT
+GGATTATTTATCTCATGGGCAACACTTGCTGATAGCTCGCCAAGTGCTGCAAACTTTGCGTTCATAATGC
+TTTTTTGTCTTTCTTGATTATACTTTATCTCGGTAATTTTACGTTGATGAATGTCTTGAATAGTGCCCGA
+TATTGTTTCGATTTTTCCATCTTTATAGTTAGCTTTACCATTGGTATATATCCATTTTATATTACCTTTT
+GGTGTTCTGGCTTGTAGCTCTAAACCATAAGATTCGCCAAATTCTATCGCCCTGCCAACAGCATTCTCAA
+TAATGGGCTGGTCTTCAGCAATAAATAGCTGCAATCCTTCGGGTAACATCGGCGATAATCCGTCAACTTG
+TTCAACGTCTAATATTCTAAAGGTTTCATTGGTCCACGTTAGCAAGCCGGTAGCAACATCCATTTCCCAA
+CCGCCAATTTTTGCTGCTGAACTTGTTTCACTGAGGATCTCAAGGGCCTTTAAGCGATCATGTTCACTAT
+TAACTTTGTCGGTTATATCTTGCCTTATGGCAATGAAATTAGAGATTTTCTCATTATTATCGAATATAGG
+TACTAAAATGCTTTGTACAAAGTAGTACTCACCATTTTTCTTGCGATTTTTTATAGCGCCTGACCAAATC
+TTTCCTGATGATATTTTTTTCCATATCTCACTAAAGAAAGAGGCTGGGTGATGGTCCGAATTGATTAATT
+TGTGTGTATTACCTATTAATTCTTCTTTTGAATATCCCGATATTTGACAAAAATTATCATTAACTTTGGT
+GATAACACCACTTATATCGGTTTCAGCATAAATAGTTTCTTGCGCTAATGCGCGTTGCAAGTGTTGCAGT
+TTATTTCGAACTTTAACTTGCTCGGTAATATCACGAGCAACGGCATAGATAAGTCCTGAATCACCCTCAA
+AATAACCATTCCATGAAAATGTTAAATAGTGATTGTTTTTATGCCTGTATCTATTTTCAAAAAATAAAGA
+ATCTTGTCCTGAGTTTAATTTGGCAAATTCTTGAGCTGTTTTATCGACATCATCTGGGTGTATGAAATCA
+AGGATGGGCGCGGAGAGTAACTCTTCTTCGCTATAGCCTAGTACTTGGGTGAATGAGGGGCTAATGGTTT
+GGAAATGGCCCTCTGTATTAGCTACACATAACATATCAATAGATAGGTTAAAGAATTTCTCGTAGATATT
+CTGTTCTGCTTCAATTGGCATCGTTAAAACTCTATAAAAGCTACTATTATCAATAGTCGTAAAATTGAAT
+TAATAAGATGCACGCTGTAGTTAGGAGGTCGCCTTTTTTTGCTCGACAAGTTGTTTGATTGTCTTTTCTA
+AAAGCGTAAAGTTAAGCGGTTTTCCAAAACAAGTTTCAGCCCCTAATGCAACTATCCTACTCACATTATC
+ATCAGTTAATGCGCCAGTCATTGCAATAACTATAATATTTGCGGTTGCTGGCGTACTTTTAATGCGGTGA
+CAAATAGAGAATCCATCCATCCCTACCATCATTAAATCTAGCATGACGACATCAGGCTTAACAGTATGCA
+GCAAATCACCTGCATCAAAAGGATTGTAAGCTATTTTTATTTTAGCGTAGGGAAAAAGGTTTTCTAGAAA
+CTGAGTGAGCATGTCTGCAAACTCTTTATCATCTTCAATGATCAAGATAGAAAAATCATTTTTTACATTG
+ATTTTGGGGGTAGACATTAAAGATAAAATGTCATTTCGATCAAACCGCCTATGTCCACCGGGTGTAGAAA
+TAAAAGGTAATCGACCAATTTGAGCCCAATGACGAATGGTCGTTGGCGCAACATGTAACAATTTAGCCGC
+TTCTGCAGGGGTTAACAGAGACTTTTTACTGATATCCAATCCAATAATCCTTAATAAAAACAAGCCCATT
+TCACTATAGCAGTATACCATTCCCTAATATTAACCTAGATCAATGTAGCTATTTTATTTATTGAGCTTAC
+ATGAAATTTCAGCTATATTTCACCAATATTGTCGCTTTTGTCGTTTTTGTCAATGGTACGATATATTTTT
+GTTACTCGGATGTAATTATCATTACTTTATCTAAAAGGAATTAAAAATGACAAAAAGAAACCAACCGCTC
+ATTAATGAGGAAGTTAATTTTCAAAGCGGTGTTGAATTAATTTCGACTACAGATAAAAACGGCGTGATTA
+CCTATGCAAACCCAGAATTCTGTCGAATTGCTGGCTTCTCTCTTGATGAACTTATCGGACAACATCATAA
+TGTTGTAAGACATCCCGATATGCCATCTGCTGCATTTAAAGATTTGTGGAAAAACTTACAGTCAGGTTTA
+CCATGGCGTGGCGTTGTTAAAAACCGTTGTAAAGATGGTCGATATTATTGGGTAGACGCCTTTGTCACGC
+CTATTTTTGAATTTGGTCAGCTCGTCGGTTATCAATCGGTTAGAACACGTTTAGATGATGCAACCAAGAA
+AAATGCTATTTCGTCTTATCAAGCATTACAAAAGGGTAAATCATTAACGAAATGGTATCAAAACACCACC
+ATTAAAAACCTAGTCTATTGGTCAGCAAGTATTACCACGCTCATAAGCGCCATGTATTACCCCTATATGA
+TGTTCTTACTGCCTGTACTGCCCTTCATAACTTATAAAAATGAAATAATAGACACGCCAAAATACCTTAA
+AGATCTAGTACGTGATTATGACAGCGTTTCACGTTTAATTTATTGTGGCACTAAACCTCAAGGCATTGCA
+GATTTTCATTTAAAGGTTGCTGAAGGTAAGATAAAAACAATTTTGGGTCGCATCATTGATAGCAGTAATT
+TACTAAGCTCGGGTGCTACTAATCTTGAGCAAGCAGCACAAATAGCTAAAGAAGGTGCAGAGCAAGAAAC
+GACAGAGCTACATCAGGTATCGACAGCCGTTGAAGAAATGGTTGCCACCATCGATGAAGTTGCGAAAAAT
+ACCACTCTCACCTCCCAAAAAGTCAATCAAGCACATTCAGATTGTCAAATTGCTACAGAAGCGATGCACC
+TCACCATGGAAAAAGTGAACCTATTAGCTCAGGACGTGGCTGACTCAGCGTCATCAGCAACAGAGCTGGC
+GAGTGAAGTAGAAAAAGTTGGTAGCATCATGCATGAAATTCAAGGTATTGCAGACCAAACAAATTTATTA
+GCGTTAAATGCTGCGATCGAAGCGGCAAGAGCGGGTGAGCATGGCCGCGGTTTCTCCGTTGTGGCCGATG
+AAGTAAGGGCATTATCAAGCAGAACCCACGCAGCAACAGAACAAATACAAACCTCAATATCAGAAATGCA
+AAGTACATTATTGTCTTGGGTGCAAACAATGACCAAAGGTAAAGAATCTGCTGAAAGTTGTGTTGAAAAA
+GCTACAGAAGCTCATAACGTTGTTGATAAGGTCTATTCATCAATCACTGACATTTCTGACTTAGCTATTC
+AAATATCAACCGCATCAGAAGAGCAGAGCATGGTATCGCAAGAAATCAGCCGCAATATTATGAACATCAG
+TGATGCTTCCCAAAATAATCTCCATCAAGCCAATACCGTCGAAAGCGAAACTATAAACATTAAAACAAGA
+GCCAACGCCCTTGGGGCTTTAGGCCAAGCTTTTAATGGATAAAGCTGATGACTGATTATGCAAGCCTATT
+AATGTCTTTAACCAGTGGTTCAGCGCTAGATTCTGGATGTATGGAGCAGTTAATACAAGAAGGGCTTTAT
+GTTACCCCTGCTTTATTTTCTGTCGACCGTGCAGCACTGTGGGTATTAGATAAAGACGAACAAGCTTACC
+TTTGTGAAGCTGATTTTTTTGATGGCATGATTGATCATAGATCATCTCAACGATTAACTAAAAAAGAAGA
+TGCAGAGCTTTTCTCTTTTTTAGAAAGTACCTCTGAAATAATTATTAATAATTATTTCACCTATGAATCA
+TTTGGTTTAAATACCAGCAGAATATTATCACGGTTTCAGCTCTGTTCACTTCTGCTTATTCCCTTACAAA
+TCAAAGGCGAAAATAGAGGTTTTATATTTCTAGGTGATAGTCAAAAAAATATCGAATGGTCTCCCGATGT
+GCTTTTTGCCAGTAGAATTTTAGTGCAGTTATTTGAACGAGCGCTGTTAGCACTAGATAATTCAGTCGCT
+GAAACTAAGCTCCAACATCAATATCAGTTGATGAGTGAAATAGAGAAGCTTGCCAAAATTGGTGGCTGGG
+ACTACGAAATATCAACAGGAAAAACACATTGGACAGAAGAAACATATCGGATTTATGGCTTATCACTTGA
+TGAAGAAATAACGCTAGAACAGGCCGCTAAATTTTACAGTCCAGAAGTTCAAAAAACGATAAAAGATGTC
+TTTGAATTAGCTGTAAATCAGTTGATACCTTATCAGGTAGAGTTGCCATTTATTGATGCTCAAGGCAACC
+ATAAATGGGTAAAGACTACGGGGCAAATAAGAAGTAATGCTCAAGGCATTGCAACCCATGTTTATGGCGC
+ATTCGAAGACATAACCGAACAAAAACAACTTCTCGACTCAGAAAGATCGACCAGTGAAGACTTAAAAACA
+ATTGTTGATAATTTAAACGATAGTATTGTCACTATTTCAAGTAAAGGCATTATTTTATCCGCCAATAGGA
+TGGTAGAAAAAACATTTGGCTATTTACAGCAAGAGTTGATTGGCCAAAACGTTTCAATATTAATGCCAAA
+GCCCTTTGTTTCTCAGCATGATAAGTATATGCAGAACTATCTCAAAACAGGTCATGCTAAAATCATTGGA
+GTTGGACGAGAGCTTCCTGCGATGAAAAAAGATGGCACTAGTTTTCCGATGGAATTATCGATATCAGAAG
+TATTGCACGGAAATGATAAAGTTTTTATTGGCATCGTTCGAGACATCACAGAGAGAAAAAAAGCAGAAAA
+AGATATTCATCAACTTGCTTATTTTGATGAAACTACCGGGGTAATGAATCGTTACTCGCTTGAGCGTGAT
+TTAAAAAAATGTTTCGATAAATCCTTACTCTTAAATGAAAATATCACAGCAATGCTTATAAATTTAGATA
+AGTTTTCTCAAGTTAACTTAATTTATGGTGATGATACTGGCGACGTCATTTTAAAAGAAACCGCGACCAG
+ACTAAATGAACGTTTACCTTCTTGGGTAGTTACTTATAGAAGCAGTGCAGATAGTTTTTATGTGCTTATC
+AATCCAAGTGCAGCGGTTGGGTTAGATGACGCACGTATCATGACCAATGAAGACTTAGCCGAGAAAATTC
+TTAAAGAGATTCATCAAGCAATTACCATTAATCAGCATGTAATTAATGTGCAAGCAAGTATAGGAATATT
+AAATATTCCTGCTAAAGATATAGACTACATTGATATCAAGCCATTACTAGAATTAGCTGTCTTTAATGCT
+AAAAATAAGGGTGGTGATAATTATGTTTTTGCTAGCAATAATGATACCTGCTCACTTAAAAGGCATTCAG
+AATTATCATTAGCGATGAAAAGTAACCTGTTCATCCGTGAACTCAATATTGTGTTACAGCCTCAATATTC
+CACACAAGGTAAAATTGTTGGTTCAGAGGCATTGGTACGTTGGCAGTCTGCATCACTAGGAGGAATATCA
+CCCGTTGAATTTATCCCCTTAGCAGAAAAGAACGGCGCTATTATTGAATTGGGTAATTGGATTATCGATA
+AAACTTGTAGTTTGTTAGCGCAAAGGCGAGTGTTTTCAAAAGAAACATCCCCTATATCTGTCAATATAAG
+TGCCAAACAAATTGCTCAGCCAAACTTTGTCGATAACCTTTTAACTAGCCTTGATAATTACCAAGTCCCC
+TACTCAGAGCTGGTACTGGAATTAACCGAAAGTGCACTGGTTACCGACTTAAAACTTGTGGTCAGTAAAA
+TGGAACTATTGAAAAGCAAAGGTATTCTCTGCTCAATTGATGATTTTGGTACCGGTTATTCAAGCTTAAA
+TTATATTCATCACCTACCAATAATCGAACTAAAAATTGATAAGTGTTTTGTTGATGATATAAAAAATGAA
+ACAGATGATGTGCCGATCATCAATACCATATTACAGATGGCAAAGTCTTTAAAACTCAGGGTGGTCGCTG
+AAGGTGTTGAGTCTAAAGCACAACTAAATTATTTAGCTGACCATGGTTGCGATGTTATACAAGGCTATTA
+CTTTTCTAAGCCGTTAAATTCTACCCAGTGGTTAGATAAATGGAAAGAAAAGTTAAGTGATTAAACATTT
+TGATTACTATTACGCCAGCTGTTAGGGTATGTCTTATGGAAGTATTGATATAACTTAAAGGGAATTAATC
+AATGGCTGATAATAAAACCCATCTTGTACAACAATCTCGTCGTCAATTTTTACGCAAAGCAAGCATGTTA
+GCTCTAGGAGCGTCTCCATTACTTAGCTTAGCGGCAACCGACAATAATGAAGGCGTTAGCCTTGCCGGAG
+GCATGAGACCTTTAGTTAAATACCCGGGAAAACGGGATTTGATCTTGGTTCACAGCAGGCCGCCCCATTT
+AGAAACACCTTTTTCTGTCTTTAATGAAAGCCTTATTACCCCAAATGACGCATTTTACGTTCGTTATCAT
+CTTGCAAACTTTCCTACCGAAATAGACTTAAAAAAATATAAACTTAACATTAACGGCGCGGTTAACAAAA
+CACTCCAGCTTAGCCTTCAAGAACTCAAGTCAATGGCAGAGCCTGTTGATGTTGTTGCAGTTAACCAATG
+TTCAGGAAACAGCCGAGGTTATTCATCACCACGTGTTTTTGGTGCTCAACTAAGTAATGGTGCCATGGGA
+AATGCACGCTGGACCGGTATCCCTCTTAGAACAGTGTTGGAAAAAGCAGGTGTATCACCTGAAGCAATGT
+ACGTTACTTTTAATGGTCTTGATAAGCCCGTATTACCCACCACTCCTGACTTTATAAAAGCACTAAATAT
+TGAACATGCTCTTAGCCCAGAACCATTACTTGCATGGGGAATGAATGGTGAAGACCTGCCATTTTTAAAC
+GGTTACCCTTTGAAGCTAATTGTTCCAGGCTATTTCGGTACGTATTGGGTTAAACATTTATCTGAAATCA
+CGGTATTAGATACTGAATTCACCGGTCAAGATTCCTATTTCATGAATACCGCTTATCAACTGCCCGACAA
+CGACTGTCTATGTGTTACGCCAGGCAGTACTGCTGAGAAAAACCGTCCGATTTCAACACTGCCAGTTCGG
+AGTTTTATTACTAATATTTCTGCTGACGATACCCTCTCTTCAGCTAAGCCAATTGAACTTGAAGGCATTG
+CCTTTGACGATGGCTCTGGCATAAAAAATGTCGATATATCAATCGATGGCGGTTTAACTTGGCTAACCAG
+TACCTTAGGTGAAAGCCTGGGACGTTTCTCCTTTCTTCCTTGGAAACTTACCGTAAGTTTTGCACAAAAA
+GGAAAGGCAACTGTCATGGTACGAGCCAGTAACAACAATGGTGAAGTGCAACCACTTAGAGCAAGCTGGA
+ATCATGGTGGCTATAGACGTCATGCCATTGAATCAGTCGCCATTAACGTTATATAGAGGTAGCCCCATGT
+CTAACAACAAATCACTTACTACTTTATTGAGTTCTAGTTTTATTGGCTCCTTGTTAACCATTGTCGTTCT
+TGCAGGTATATCACCGCCTGTTAGTCAGGCATACGCAGCAGTTGAGACTACGATAAAAAAGATAACGCTG
+CCAGCAAGTACAATTACTCTACCCAAATCAACATTGCCAGGCTATAACCTAGCCCTGCAAAAATGTACTA
+TTTGCCACTCCGTTGATTACATACATCATCAACCTCCTGGCATGGATCAAAAAGCATGGACAAGTGCGGT
+ACTAAAAATGCAACACTCTTATGGAGCACCGCTAAGTGAAAGCGATATTAACAGTATTGGCGCTTATCTA
+TCGGTTGTATATGGTTCAGCCAAAGCTGATGATCCAACAATTATTAGTGCTTCTCAATCGCCCATTAGTA
+CGCCAGCCTCTGGTGAAGCACTCGATGTACAAGTATTGCTAACTAGCAATGGATGTTCGGGCTGTCATGA
+TATAAATAAGACCATTGTTGGTCCTGCATTTAAGGCTATTGCCAAAAAGTATAAGAGCGATACTGGTGCT
+ATTAGTAAGTTAGTCGTCTCTATTCGAAACGGCGGCACTGGAAAATGGGGAAATATGGCTATGCCGCCAA
+TGAATGTTAACGAAAAACAAGCGCAGGCATTAGCAGAATTTATACTCCAACAGTAACTCACAAAACTCGA
+GAAGAGCCGCCACTACCAACATCTAGCGGTTACTTTCATCCACCACTATTGTGATAGAAATCAATTCAAT
+AAAAAACAGCCTCACTAGAGGCTGTTTTTTATTATTCATTTATTTAAGTTAAGCTAAGTTATACCAATCG
+TATTAGTTAGCTTTTATAAACAGAATTAATTAATCGGTCATCATTATTCTACTGTCATTCTTATTGCGCT
+AATTTACTTGGCTAACTTAACAGACTGCTCGATAACATCAACAGCAATGGCAGCTGCACCAGCTCTTCTA
+GGGTCTGCTGCTCCTAAAAATACGCCATTATGTTTCATGATGGCTTGTAAGCTACCCAATGAACTAGATA
+CTTTGATGTTGTAACCTTTCGCTTTTAAGATATCAACGGTATCAGCAGGGATATTCCTCTCAACAGACAA
+CACCTCAGGTTGCCATTGATGATGAAACCGTGGTGCATTGGTCGCTTCAGCAATATTCATTTCGAAATAT
+AAAACATTAACCAATTGTTGAAATACCGAGGTAATTATTTTACTACCACCTGGCGTACCAGTAGCAAGGT
+AGGGTTCACCATCTTTAAGCACTATCGTTGGCGTCATAGAGCTAAGCGGACGTTTTTTTGCTTCAATGGC
+ATTAGCTGTACCGCCAATTAAACCGTAACTATTAGGACTACCTGGTTTTACCGAAAAATCATCCATGGTG
+TTATTCAGTAAAATTCCCGTACCTGGAATAGTAATACCACTACCGTAGTTATGATTTAAAGTATAAGTAC
+TACTCACCACATTACCCTCGGCATCCATAACAGAAAAATGTGTGGTATCAGGGCTTTCATATTTACTGGG
+TTCACCGGCTTTAATATCGCTTGAAGGAGTTATTTTATTTCGCTTAATATTTTTACTGAGTTCTTTTGCG
+TATGCTTTGCTAGTTAAGCCCTCACTCGGTACGTTGACAAAAGCAGGGTCACCTAAAAAGGAACTTCTGT
+CGGCATAGGCGCGCTTAAATATTTCAGTTTGCAGATGTATTAGTGCTGCAGAGCCTTGCTGAATGTTCTC
+TAAGTTAAGTGTTTCAAACATATTTAACATTTGAATAAGGTGAACGCCACCTGAACTTGGCGGTGGCATA
+GTTAAAATTTCAAACCCTTGAAATGTGCCACGAATAGGCGCTACTTCATTCACTCTATAATCCGCTAAGT
+CTTTTGCAGTAATGAGGCCATTGCCCTGCTGCATTGCTGCAACAATTTTTTTTGCAATATCCCCTTGGTA
+AAATCCAGATTTACCCTGCTCGCGCAAGTAGGCTAAGCTATCGGCAAGATCTGTTTGCACCCAAACTTCG
+CCTGCTAGATACGGTTGGCAGTTTTCTTTTAAAAATACTCGACATGTTTCTGAGTTAGCTGATAAAAACA
+TTTGTTCTTTGTAAAAGAAACGCGCCATATCATCATCAACAACGATACCCGCTCTAGCAAGTTTTTCTGC
+CGGTTTAATTACTTCAGACCAAGACATTGAACCATAGTTTTCAAGGGCATAATGTAAACCTGCAACTGTG
+CCTGGTACACCCGAAGCGGATAATGTTTTCAGTGATTTATTTACTATCGGGTAACCATATTTATCAAGAA
+AAACATCTTTGTATGCTAAAGCAGGAGCTGTTTCTCGATAATCAATGGCAATTGTTTTCTTTTCATCACC
+TAAATGAACCAGCATAAAACCACCACCAGCTAAGTTTCCAGCGCGTGGTAAAACAACGGATAATGCAAAA
+CCTACCGCTACCGCAGCATCAACTGCGTTGCCGCCTTGCCTAAGAATATCTGCCCCCACTTCACTGGCTA
+TTCGCTTTTGACTCACCACCATGCCCTTTCTGCCGATGACAGGATGAGAGATATCGTGATAATCAACCAA
+TTGCCATAAACGAGGCAGCTCAGCTTTGCTAACTTGCTGGACTGGCGTAGTGGCGACACTGTTAGTAGCG
+ACGAACGATAAAAAACAACAAGTTAATTTTACTACCATATCTCGAAGATTTTTTTGGGAGTGGGCACTGG
+AGAATAATCGATTATGAATATTGGTAATAAAATTATTTTTCATAGTTATTTCTTTATGTCATAGGATTTT
+CCACTAAGGAAAAATGGTTGGAGGAACTGCCCAGATTCTACTAGACAGTTTGTAACTCAGAAAATTTTCA
+TCATCAACATTAGCAGGTAAATACCCTTATGTATTAATGACACTTTTTTAGCATTGTAAAACATTTCAAT
+AACGTTACGCAGTTATGCTTTGTATCATGACGTGTCGAATCGACATTAAGTAAAAACGTAAACTTTACTT
+GGTAGGTTTTTCAGATATCCAAAGTTTAATGTTTCCCTTAACAACAACAACATCATTTTCATCATATGCA
+GTGATATCGACAAGCATATCACCAGGCTGCCAATCTTCTGCATTAACCTTTGCTACACATCGAATATCAC
+TACCTGCTTTTGCGGTGTAATCAACGGTCATTCCTTTTGGTATCCAACGTAGGTGCTTAGGTACCGATGC
+TTCTGCCATTACCCCCATTGCCATTTCTAAACCATTACAAATAGCGATCACATGCACCGTTTTTATATGA
+TTAAAGACCTTTTTTCTTTTTTTGATAAGACAAGTGCACTGGTTAGGTACTAATTCTGAAATTTTAGGAC
+TAATAGTTGCAAAATAAGGCGCGATGCGGCTTACCATAATTGAAAATAGTTTATTTCCAAAAGGGTATTT
+TTCAAGTTTATTATATAGCGATAGAGTTTTATTGGTTTGGTTCATAATCTGCTTTTAACGGTTATTTTCA
+AGAGTTTTCAATGCTAGGTGAAGATAACTTATCATTAGCTCAACTTCACTACAAACTAATGAAATAGTTA
+ACTATACCCGTTCCACTTGAAGATGCAGGATTCAGCTGGAATTATAAACGCCTTTAGGCAAGGCATTGAT
+TGAAGAGAATAGTTATTCTATTGTCGAAATCAATAACGTGGCATAAAGCGTTTATAAACCAGCCCTTTGG
+GGAGACCTGAGCAAAAAATATTCATCGTTACATTTGTTTTTAAGGGAATAACCCTTAACAAAAAAATGTG
+CCTTGATTATGATTCGCTCCGGCTTCCTGAAACGAGCATCTTCAAGTGGAGCGGGTATATACATAAATTT
+TATTTAAGTTATTTTTAATGATTATAAATTTAACAACTGCATTTCCTTCGTTCTAGTATCGGTGATAGCA
+GTTTTCGATCTGAACCATCAGAATGATATTTATTCATTTTTAATGTAATCTGGTCCTGAACGGCAACAAG
+ACTCTTTGATAAAAACTAAAGGAAATAATAATGAAAAAATCAATCCTACCAATAGCCGCTTTAATATTCA
+GTACTTATATAATGCCAGCTACGGCACAATCAGATTGCGGGGACATCACAATAAGTGAAATGAACTGGGC
+CTCAGGACAATTGGTAACATCGGTATCCAAATTCATTTTAGAACAGGGATACGGCTGTAACGTTCAAACC
+ATCCCGACATCTACCGTTCCTTCCGTTGTATCTCTTGCTGAAACGGGTAAACCTGACATCATTACCGAAC
+TATGGATCACCGCAGTGCCTCTGTATAAAGAGCTTGAAAAACAGGGCAAAGTAATCACGGCAACTAAGGT
+TCTTTCTGATGGTGGTACTAACGGTTGGTGGATTCCGAAATACCTTGCCGACAAACATCCGGAGCTGAAA
+ACCATAGAAGGCGTCCTGGCTAACCCCGAACTGGTTGGCGGTCGTTTCCATAATGCACCAAACGGCTGGG
+GCATGAGAACCACGAACGACAACTTGATCAAGGCATTCAACTTTGCTGGCAATAAGATGGATGTTTTCAA
+CCATGGCTCAGGTGAAACACTGGCCGCCTCTATTGCATCAGCTTACGACGCCCATGAACCATGGTTCGGC
+TACTACTGGGCACCGACGTCTGTCTTAGGTAAGTATGAAATGGTTGCCGTAGATATGGGAGCTTTCGATG
+AGACAGCTTATGCCTGCGCTGAAAGTAAAGAATGTTCTAATCCGCAAAAGACCTCTCTGCCAAGCGCCAC
+GGTAGTGACTGCAATAACAACCGATCTGGCTACACGTGAGCCAGAAGTGCTGAACCTGATGAAGAAGCTC
+TCCTTTACTAACAAGCAGATGAGTCAATTACTGGCTTGGCAAGAAGCTAATAAATCCTCTTCTGAAGAGG
+CTGCAGTTCATTTTATTACCACCCAACAGGATATCTGGTCAGCGTGGCTCAGTGAAGACGCCCGTAAAAA
+CCTCGCGTCACTGCTGAAATAAACTGCATTAACGATGGGACCAGTAAGCAAGTATTGATACTGATCCTAT
+CCTCCCACACACATATTGATAACAAATATTGCAACAAAATCAAGATGCCCTAAATACAAAGCAACAACAG
+TTACCCTGATAAGGAATTATCCGAACAGGGTAAAATAAACAGGAAATATTTAATATGTCATTTTATGACT
+CGCTATTCGATTCACTTGGGTTACAGGACTGGTGCAGTAACGAAGCTAAAGGCGGGCCAATGACAATGGC
+TGAACTTTTAGCAAAAAGCAAAGGCTCTGCGGTAACCGAAGACACTTCTCTGTGGAATGTACCTTTCCCA
+TCACTCGATAACCTCCATGGCGCTTGCAACAGCATCCCTCGTACGCGAGATATGACTTCAGGTGTCGAGC
+AACTTTTTCTCAATGTGAAAAGCAGCCTTCAGTTTGTACTTGATCCCCTAACACAGCCTCTGAGCTGGCT
+ATTGGATGGCTCTATCTGGTTATTCGTTGCTACGCCTTGGTGGCTTTTGATCGGATTAACACTTATCGCT
+GTGCAAATGATGACTCGTTCAAAAGGCGCTACCTTGCTGACCGCTATTACTTGGTTTTTCCTCGCTTTTA
+TCGACCACTACTCTTACGCTGTGCAAACTATGGCAATTATCTTTGTCTGTACGGGGATCAGTGTTTTACT
+CGGCGTTCCCATCGGCATAGCGATGTCAAAATACGATAGGTTTCAAAAAGGTGTCATTCCGATTCTTGAT
+ATGCTGCAAACTTTGCCCTCCTTTGTCTATCTCATTCCACTCATCTTTCTGTTTAGTGTCACCGAATCCA
+AATTATATGGCATTGCGATTATTATGTACGCGATAGTTCCAGTAATTAGGCTCACTGATTTGGGTATACG
+ATTAGTCGATAAAGATATTATTGAAGGGGCTAATGCCTTTGGTATGAGCGCCCGTCAGAAATTGTTCAAT
+GTTGAACTGCCACTGGCACTACCTAACATTATGGCCGGCGTTAATCAGACTATTATGATGTCACTGGCGA
+TGGTGGTTATTGCTTCACTAGTCTCTGCTCCGGGTCTTGGTGTATTGGTATTGCGGGGAATTAATAACCT
+TGAGCTCGGTGTGGGACTAGTCTCTGGTTTCTGTATCGTAATTTTGGCCATCTTGCTCGATCGTGTAAGT
+AAAGCAACGCTAGCACGGATTGATGTCTCTCAATCTAACACCTAAGGCAGTGAACAATGACAGCTAATAT
+AAAAATATCTATCAAGAAGCTCTATAAAATATTTGGCCCTGACCCTGAAATGGCGCTGCAACATGTTAAA
+AATGGCGTTGAAAAACCCGAACTTTTGGAACAGCACGATCATGTATTGGGTTTGAAAGATATCAACATCG
+ATATTTTAGATGGCCAGGTCACTGTGATTATGGGATTGTCTGGCTCTGGAAAATCTACTTTGATTCGCCA
+TTTTAACCGGCTGATAGAACCCACTGATGGTCAGATCTTGATTGATGGTATTAATGTGATGGACCTATCT
+AATGAAGAGCTGCGTAAAATGCGACAGTCAGATATGTCGATGGTGTTTCAAAACTTTGCCCTTCTGCCTC
+ATAAAACAGTATTGGAAAATGCAGGTACGGCTCTGCGAGTCAGAGGGGTTTCAACAGAAGAGGCGGATCT
+AGAAGCTAAAAAATGGCTCGACCGAGTAGGTTTGACTGGCTTTGAAGGACACTATCCACATCAGTTGTCC
+GGTGGTATGCAGCAACGAGTGGGTATCGCCCGAGCGCTGACCTCAAACTCGGCAGTGATGTTAATGGATG
+AAGCTTTTTCAGCACTGGACCCATTGATCCGTAATGATATGCAAGATCTACTGCTAGCACTTCAAAAAGA
+GCTGCACAAGACGATTATCTTTATTAGCCATGATCTAGATGAAGCGCTTAAACTAGCTGACCATCTGGTT
+ATCCTCAAAGATGGTGAAGTAATTCAACAAGGTGAACCCCAGCATATTCTATTAAACCCTTGCGACCCTT
+ACATTGAAAGTTTTGTCAGCGAAATTAACCGGGTACGAGTACTGCGAGTACGTTCAGTGATGCAACCGCT
+ACCTGATAACTCCTTAGATACAGCTGGCAGTGTCGATGTCAACGCTACGCTAGAAGATGTGATCTCTCAT
+TCAGGTGGCGACACTAACAAGGTGTACTTAGTCAAGAAAGAAGGCGAAGCTGTAGGGACTATATGCATGA
+AAGACTTAGTGCGTGCTCTGGTGCCCAGAGTTCCCTCCCAAAAAGAAACTATAACGGCTTAGAGGCAAGG
+CATTGATTGGAGAGAATGGTTAATCAGGAGAACATGCTCCTGAATAACCCTTATTTCATCACCGCGCCTT
+GAATACAATTGTTTTAAATATAATGACTTAACTTTCGACTATCAACCGTCTAATCCATATCAAACTTTAT
+TACGTTAAATACTTCGAAAAATTCTCGACCACATAATCCTTAAACGCTTTTAAACGCAGTGGCTGATGTT
+TATCTTGTACGTAAACTAAATAAAATGGAGTGGGCTCTACCTGCCAATGATCAAATAGTGGTACCAATAA
+ACCTTGTTCAAGTTCTGTTTTACAATATAACTCTGGCACTCTAATGATTCCGTTGCCTGCAATAGCTGAA
+GAGACCATCACTCTGCCATTTTTACAAGTAAGATTACCCGCTACTATCACTTCAATTTTTTTATTGTTGT
+CGCTATTAATGAACGTCCAGTTTTTTAAACTGCCTGCAATACATCGATGATGTACCATACCTTTTGGGTC
+ATTCGGTTTACCATTTTTTGCTAAGTACTTAGGGCTCACATAGGTATTTATCTTTATATCGGTAAGTTTT
+CTAGCAATAAGTGATGAATCGGCTAATTCCCCCATACGAAAAACAAAATCAAATTCCCCTGAAACCAGAT
+CTACTCGTCGGCTAGAGAAGTCTAGTTCAATATTAATGTCGGGGTGGAGAACCATAAAATCACTTATCAA
+CGTAGCAATAATCTCCTCTGCAATATAACCACCAACACAATTAATGCGAATATGACCCGATAAAGAGTCA
+GCACTTTCGAGTACTCGATCAATAGCATGAGATATACCATTGAGTGACTGTTTACAGCGTTCATAAAACG
+CTTCGCCCTGCGGCGTTAAATGTTGCGTGCGGGTAGTTCTTATCAACAGACTAACACCGAGGCTAGATTC
+TAATTGAGCTAATTGTTTAGAAATATGTGATCTTGAACACGCTAGTGCTTCAGCCGCTTTAGTAAAGCTT
+CCTTGCTCAGCCAGCACTACAAAGGTTCTAATATCAGAAAGACTCACGTGTTTTTTCATACGACCTCTTT
+GTCAACTTAGAGTAAACAGATACGACTATTGATGGATATATATCACCAAAAAACAGTAAAGTAAATGATG
+GTAGTAGTTGGTTATTCCATTGGTAAAGTAGCCTACAAGTTAAACCTATAGCGACATAAAGGGTAGATTG
+ACAATAATATAATGTACTAGAAGGCATTAGATTGGTAACTCTTAGTCATCAATGATGTAAGTAAAGTGCC
+ATATATCATTACCTAAGGTTTCTTTATTATTAACTCAACAGACAAAACTCTATGACGAGGTATAATATGA
+AAAATTTAGTGGTTATTACTGGCGCAAGCTCAGGTATTGGTGAAGAATTAGCGAAACAAATGAATGCACA
+AGGTCACCCTTTATTGCTGCTAGCAAGAAGAGTTGAAAAACTTGAAGCCCTCGGCCTTTCAAATACCCTC
+TGCATGAAAGTAGATGTAACGAATAAAGAAGCTTTCCAACATGCAATTAACATCGCTACTGATATGTATG
+GCCCTGTAGACTTACTGGTAAATAATGCCGGTCTTATGTTACTTGGCCAAGTAGATGTTCAAAATGCAGC
+TGAATGGCAAGCCATGTATGACGTCAATGTAATAGGGTTATTAAATGGCATGCAAACTGTGTTACCCGCC
+ATGAAAAAACGCAATACGGGTACTATCATCAATATTAGTTCGGTTGCCGGCAGAAAAACATTTGGTGACC
+ATGCCGCTTATTGTGGAACTAAATTTGCTGTTCATGCTATTTCTGAAAACGTAAGAGAAGAAGTGGCTAA
+TAACAACGTAAGAGTCATCACAATTGCCCCAGGTGCTGTCGAAACAGAATTATTATCACACACCAGCTCT
+ACTGAAATTATTGCTGGATATGAGTCTTGGAAAAAAGAGATGGGCGGTGTTTTAGCACCTATTGATGTCT
+CTAACGCAATTTCATATGCCTATAATCAACCGCAAAACGTTTGTATTCGTGAAATTGTTTTAGCACCAAC
+TAAACAACAGCCATAGTTAAATATATATAAAATCAAAGCGCTTCAAAATTTTGAAGTGCTTTTCCTAAAA
+TCGTTGCAGGTATAACGACGAACAATATCAAACAGCCCTGGAGTTCTTAATACCCTATTCATAACAATTA
+TCTTTGGTGTTACAACTACCTTACTATGCGGGTGCAATAGGTATTTCCATCAGTTTTGGTTGGAGTGATC
+CTACATTTTTTATTTTTCTCTCAGAACTCAGTTACTTTCAATTCAAAAAGCAGCGGCTCCCTAAGTAATA
+ATGCAAAGTGCTACGCTTTATAATTTTAAGGCGCTTACTGTTTGCTCTTATATAAGTAAAAACACTTACA
+GTACTTCATTGTATTGTGAATAAAAACCAAGATAGACTCTTGTTAATATTATTAAGTAAATCAACTGATT
+GATGAGTTATCTTATGTCAGAATAATTTACAGTTTACTTTAGCTCTATAAATTTCAATTTCCATTTCATT
+GAAATAATTACACTTTTTCAAACTGGTACGATTAGTGCTACAATGCAAACTGGTACGACTAGTGCCTTAA
+CATATGTAGAAATATTATAATTAATATTTACACGATTACTTGCCAGATTTATTTGAAATTTATTAAAGAG
+ATACACTATGAACATAAAACTTCTCCCGCTTATCATATTAACAGCGACTCTAACTTTCCTAACGCCAACG
+GCTAGTGCAAGTTTAATTCTTGGTACTGGTACTTCGGCATTAGTTGGTGGTGATTTAACTGACCCTGAAA
+ATGATGGTTTAGTTAATTCTAACGTCAACTATGATGCAACTTTTCGTTCAAGTGTAGAACCCGGTTTTGG
+CGGCGGTGAATTTGCATTCAATGTATTTGATAACACCTTAACAAGTCGCAACGGTAAATGGTGTTGTAGT
+GGCGGAAACGTATGGGTCGAAGCAGACTTTGGCACAGACCGTTATATACTAGACATGTTTACGTTATCTT
+CGGCAAATGACGTACCTAATAGAGATTCTGATCAATGGAGAATTCTAGGCTCTAATGATGGTATTAATTA
+TACTGCACTTTATTCTTATGATGTAGCTGGTCAGTCAATTTGGGGCTCAGATCGTTTTGAAGTAGTGCAA
+TTTTCAAACAACGATGATTATAACGCTAATACTGCTTATAGCATTTTCCGCTATCAATCGACTTCTGTTG
+TAAGTGGAACAAATCATCAGTTAGGTGAAATTGAATTTTTTGGTACTCAGATCCCAGAACCTACAACAAT
+TGCTATTTTTGCCTTGGGCCTTATTGGTTTAGCCTCTCGTCAATTTAAGAAATAATATTAAAGATTCAAA
+TTGTAGAGATTCTATAAAACACTGATTATAATGATCAGTGTTTTTTTATGTCTAAAAGTTAGTTATTTAT
+AAATTAAAACAAAGTATTCATCCAAGGCCGAGTAGCAATGACTATACCCTATGAGTGCTGATTTCTTTCA
+TTATCCCCTGTCTTTTCAACACCATTGAACACTGTTCTAAAGTAAGTTGTTTTACTTAACCATTCATTGA
+AAAATTTCTGCATTTGGTAATCTAGTCAGGTGCTATAAATTTTTGACTGTGACAATTAGAGTTAAAATTA
+GCCTTTTTTACTTAGTTGACGCAAGGTAATGAAAAGCTTAAGGTCTTCTTAGAGCGAACAGAAAATATTA
+AAGACACTCCAATTTATGCTCACCCCATAAAATTAGCTAACCAAGTAAGTTAATGGATTATTCGAAACTT
+TGAAAAGCGTAGTAATGTACTTTCAGCGTCAAGGTTAAAACAACTACATATTTAAGTGAGCAATGGCGAA
+CATATCCATATCCCCTAAAGCGAGTTCATTCCTTCACTCCAATCAGTACTTATTAGCACTGTTTTTTGGC
+GTTATAGGGGCAATAGTCAACTTATATCCAATAGAGTTAGCTTTTAGTATTGCACTTGTTGTTGGTAATA
+CCGCCTATATTGTTGCAGCTTCATTTTTACGTCCCGGTCTAACATTACTTTGCGCACTCATAAGCGTTAT
+TCCACTTTATTTCTATTGGGGCCATCCGTTTGGCTTCCTTACTTTTGGCCTTGAAGCGTGGTTTATTTCA
+ATGTTACGCGCAAGAGGTTGGTATGTACTTACTGCTGATTTACTTTATTGGTTAGTTATTGGTATGCCGC
+TTACCGCTTTACTTATTTGGAGCAACATGGAATTTGCCCAAAGTTTCGTGTTCTTTAGTGTCTTGAAACA
+AGCTATCAATGCAATGCTCTATACTTCCTTAGCTTGTATTTTACTGTTCACTTTTAATGACTATTTCCAA
+TCGATAAAATCAAGTCAGCCGCCATTAGTTAAAAGTTTACCCAAATGGCTCTTGTATTCATTTTGGAGTA
+TTTCTGCATTTTTTGTTATTTGTGTTTCATTGGTACTCAGTACTAACTTTAGTGAATTTCAGAAGGCACA
+ACTTGAAAAAGAATTAGAAATTAATAACAACTATATTACCCATATTGGTAATAGTTATTTAAATGAACAT
+CAACAAGCGATTGAAAATATCGCCTACCAACTATCTTACATAACAGACCCAGCAGAAAGAAAAAGGGCAC
+TATCAAAATTTCATCATTTATACCCTGGTTTTTTGACCATGCTAACCGCTTCCAAGCAAGGAAAAATAGA
+GTTAGCCTCACCTAGTTCAATTATGGAAAAGTTAGTTATTGGTCAATTTTCAGTAGTCGACCGTCCTTAC
+TTTATCCATGCTATGGAAGAGCAAAAATTATTCGTTTCTGACGTATTTCTAGGTAGAGCTTTTGGTAATG
+ATCCAATTATTGCCATCAGTGCTCCACTCTATCAAGGTGATGGGCTAAATGGCCCTTCAGGTATTGTTGA
+AGGCTCCTTGAATTTAGGAATGTTTGGCCTTTATGACAAAATAGGCCACGATGAAAAGCTGATCAAAACG
+ATTGTAACGGATCAAAATGACCGAATTATCTATTCTTCAGATAGTTTGCAACTAGAGACCTTATCTGGAT
+TTAGTTATGAAGATCGTGCCTACAAAAACTCACTAAACTTAATCAGCTTAAAATCAGAAAAAAATGAAGG
+TGAAATGTTTATTCACAAGCAAACGCAATTAATGAATGACTGGAAAATTCACTCCTTGATAGAACATAAG
+TTTTCTTTGAAAAACATAGAAGACTTGTACTTAGTTATGTTTTTAACACTGTTTGTTACTTTACTTGCAG
+CCAGTTTTTTTGCAAAGAGGTTCGCTATTCATTTAAGTCGCCCACTGAGATTCGTTATGGATGAATTATC
+AAAAGGCAAAAAAACAGGGGATTTCAGAGATGTTCCTTACGAAACGCCAACCGAAATTCAGAAACTTTAC
+CAAGAGTTAAGGGTAAACCGTCTAGCACTGCTGGATAATCAAGAAGAATTACAAAAACAGGTATTTAAAA
+GAACAGAAGAACTTAACCAAGCAAACCGTAAATTAACTGAACAAGCCAATACCGACACGTTAACAGGCCT
+TTATAACCGTCGATATTTTGAAAAGAATTTTAAAATGATGCAATCCATTTTTTCTCGAAATAACTCCAAC
+TTGATGTATGCAATAATTGATTTAGATTTTTTCAAAAACATTAATGATACCCACGGACATTTGTTTGGCG
+ATTATTGTTTAGTTACCGTGGCAAACATGTTGAAGAAGTTTTTCAATCGCGATTCCGATCTCGTTGCTCG
+CTTTGGTGGTGAAGAGTTTGTCGTGGTTTCACAATGTGATGATGTTGAAATACTGAGGTCACGGATGGAT
+GAATTTCTGCAACAAATCGCTGCCTATGCATTTAAAGATGATGGTAAGGGGCCTATCACATTAACCATTT
+CAGTTGGCATCGCGGTAGGACAAGCGAAATATTCTAATCTAGGGGAAGATTGGTTTGCCGTTGCTGATGA
+GTGCCTTTACGAGGCTAAAGATAATGGTCGAAATCAAACAAAAATAACCGTGATAGATATTTCAGCTAAA
+GTAAATGTTTAACACCAATAAAAAAGCGACTACTCTGTGAGTAAGTCGCTTTTTTTTAACACTGCTGATA
+GTTAGTGTAATGAGTTAACAACTCATCAATCACCATTTTATTTTGAAGTGATTATTCGACAGTAACTGAT
+TTTGCTAAATTACGCGGTTGATCCACATCCGTACCTTTGATTATCGCTACATAATATGAAAGTAGCTGTA
+ATGGTAGGGTGTAAACGATTGGTGCGATAATATCATCACACACAGGCACATTAATCACTTTCATGGTGTC
+ATCACTAGCAAAGTTAGCATCGCTATCAGCAAAGACATACATTAAGCCGCCACGAGCTCGTACTTCTTCA
+ACGTTCGATTTAAGTTTTTCGATTAAATCATTTTTTGGTGCTACCACAATTACCGGCATTTCTGCATCAA
+TAAGCGCTAATGGACCATGCTTCAATTCACCTGCAGCATATGCCTCAGCATGAATATAAGAAATTTCTTT
+CAGCTTGAGTGCGCCTTCCATTGCGATTGGGTACTGGTCACCACGACCTAAAAATAATGCATGGTGCTTA
+TCTGCAAAATCTTCAGCCAAGTCTTCAATTGAAGATGCAAGTGCTAATACTTCATCAAGTTTTGCCGGCA
+AGGACATTAATGACTGAGTAATTTCGGCTTGCTTCTCATCAGACATACCGTGATGCTGGCCAATAGCTAC
+GGTCATCATTAATAAACCAACAAGCTGAGTGGTAAAGGCTTTGGTTGATGCTACGCCAATTTCAGCGCCC
+GCTTTCGTCATAAAGGCAAGATCGGATTCACGTACTAATGATGAACCAGGAACATTACAAATAACTAAGC
+TAGATTGATAACCAATTTCTTTCGCTAAACGCAAAGCAGCTAAAGTATCAGCTGTTTCGCCAGATTGCGA
+AATGGTTACCAATAAAGAGTTTTTAGGCACAAAAGATTTGCGGTATCTAAATTCACTGGCAATTTCAATA
+TTACAAGAAACACCGGCAAGCTCTTCTAACCAATACCTTGCAACCATGCCTGAGTGGTAACTCGTACCAC
+AAGCAATAATTTGTACATGCTCTACGTTTTTAAATATCTCATCGGCGCCTTCGCCAAAGGTATTAATATC
+TAACATACCATTTACTAAACGACCTTCTAATGAATTACGGATAGCGGTAGGTTGTTCATAAGTTTCTTTT
+AACATGTAGTGACGGTATTCACCTTTATCACCACTGTCGTGCGACACGTTTGCATCTTTCGCTTCACGTT
+CAACAGGCTCGCCATTTGTATCAAAAATACTGACGTTAAATCGGCTAATTTGAGCAACATCACCTTCTTC
+AAGGTAAGAGAATTTACGTGTTACCGGTAATAAAGCCATAATATCTGAAGCAATGAAATTTTCGCCTAAA
+CCGTAACCGATAACTAATGGGCTACCAGAGCGAGCAACAATGATGTTGTCTTGATCGCGACTATCCATTA
+CTACAGTGCCGTATGCACCTTCAAGCTGCTTAACTGTTTTCTGTACTGCTGATAATAAAGTATCACTGGT
+TTTTAATTCATGATGAACCAAGTGAGTTATAACTTCAGTATCAGTTTGCGATAAAAATTCATAACCTAAA
+CCCTGTAGCTGACTACGTAAAGTTTGATGGTTTTCGATAATACCATTATGTACTACCGCAATTGTATTAT
+TAGAGACATGTGGGTGAGCGTTCACTTCACTTGGAACGCCATGAGTAGCCCAACGTGTGTGTGCTATCCC
+AGTACCACCTGTTACAGGTTGTTGCTCTAATGCTTGGGCAAGTTCTTGTACTTTACCTAAACGTTTTGTG
+GTTAGTAATTCGTTATTGCTATTGATCACTGCAACACCAGCAGAATCATAACCGCGATACTCTAATCGCT
+TTAAACCTTCTACTAAAATATCTGCTACATCGCGTTGAGCTACTGCACCGACTATACCGCACATAATATT
+GATTCCTTTTTCATTTTTTACGTATTTGATTGTTTGAGCTTGGTTAACATCATTAACTTAAATAAGTCAG
+AGCGTTAACCTTTGGCGATAATTAATTTTACGCCTTGCTCAGTTAAGGCTATTCGCATTTCTTCTGAGAG
+ACCATCATCTGTGATCACTGTATGAATTTGCTGCCAATTGAGTTCTAAATTAGGGATTTTCTTCGTTATT
+TTTGCCGATTCAACCATCACTATAACTTCACGAGCCACTTCAGCCATTACTCGGCTCAGGCCGATTAATT
+CATTAAAAGTCGTCGTTCCGCGCTTAATATCGATACCATCAGCACCGATAAAGAGCTGGTCAAAGTCGTA
+CGATCGTAAAACTTGTTCTGCAACTTGTCCCTGAAAAGCTTCAGAGGTAGCATCCCAAGTTCCACCGGTC
+ATCAATAATGTTGGTTCATTTTCTAAGGCATGAATTTCGTTAGCAATGCTAAGCGCATTAGTCATGACCA
+CTAAACCTTTCTTATTCGCTAATTCGCTTACTAAAGCAGACGTAGTTTGACCGCTATCGATAATAATACG
+ATTGTGATCACGAATGAGCATGGCCGCTTTTTTGGCTATATGTAACTTTTGTTGAGACAGTTGGTCTACC
+TTTGCTTCAGTGATTTCACTTGGCAAAGCAACCGCGCCACCATAGCGCCTTAGTAATAAACCACTGGTTT
+CAAGAGCGGCGAGATCTTTTCTGATAGTAACTTCTGACGTATCAAATTGCTTGGCTAAACTGTCAACACT
+CACTTCACCCTGAGCATTTAAATCAGCAATTATATTATGACGACGTTGTTGAGTATTTCGTTTCGACATA
+GGATTTTATAGTTTACTTATATGATTAATGTATCTCGAATAGTTTCGAATTGCGTAACTTAGTTTCGCTA
+TGGACCGTATTATGTTTCATACCGAAAGATAATGCAATTTTTAGTTCGCTTTTCATGATTAATCACGCAT
+AAAATTTAGACATTAAAAAAGCGCTATAAAAATAGCGCCTTAAATAAACTGTTCAGATAATTAACTCTTT
+TTAACAGGTCTCTGCCAACCAGCAATATTACGTTGCTTGGCTCGAGTTAGTGCTAAATCATTATCTTCTA
+CTTCTTTGCTAATCACTGAACCGGCACCAACAGTTGCTGAATTGCCAATAATTACCGGTGCTACCAATGA
+GCTATTAGAACCAATGAAAGCATTGTCACCAATTTCGGTGGTTGATTTATTTACACCATCATAGTTACAG
+GTAATAGTGCCCGCACCAATATTTACCTTAGTGCCAATTTCTGCATTACCCAAATAACTTAAGTGCCCTG
+CTTTGCTGCCAACACCCAGAGTAGTTTTTTTCATTTCAACGAAGTTGCCCACATGTGAGTCTTGTTTCAT
+TACTGAACCTGGACGAAGGCGAGCAAATGGGCCTACCGAACAATCAGCTTCAATAATCGTATCTTCGATA
+ATACTGTTTGGCTTAATTTCAACGTTAGCACCAATGGTACTGTTTTTAATAATACAGTTCGCGCCTATCT
+GCACGTTATCAGCAAGGCTTACTTCACCTTCAAAAATACAATTAATATCGATACTCACTTCAGTGCCTGT
+GGTTAAATTACCACGAACATCAATGCGAGCAGGGTCGCGTAAACTTGCGCCAGCTATCATCAGTTCTTCA
+GCGATTCTCGCTTGGTAAGCACGTTCTAATGTTGCTAATTGCACACGGTTATTAGCGCCTTCTACTTCTA
+TTTCTGTCTCAGGATGAGCTGTAGCAACAACCTTACCTTCACCATGAGCAGCAGCAATAATATCTGTTAG
+GTAGTATTCACCTTGAGCATTATCACTAGATAAGTTACTTAACCAACGTTTTAGATCGCCGCCATTGGCC
+AATAAAATACCGGTATTGGCTTCGTTAATTTTTAGCTGTTCTTCGTTAGCATCTTTTTGCTCAATAATAC
+CAACAACTTGCTGTTTTCCTGAAATTTCTTGACGAACAATTCGGCCATAACCCATTGGGTTAGCTAGATG
+AACCGTTAATAGCGCCATACCATCTGTAGGCTTAGCGGCTAATAAACTTTCTAAAGTAGAGACTTTAGTT
+AACGGGACATCACCATAAAGGACTAACACGTCTTCATCATCCGTTAAAAATGGTGAAGCTTGATCAACGG
+CGTGGCCTGTACCAAGTTGTTCAACTTGCTCAACAAACGTTAAGTCATCACCGGTATTATCTTTAGTGAG
+TGTTGCTTTTAATACGTCACCGCCAAAGCCATACACTACATAGATATTGCTAGCACCAAGTTGACGTGCA
+CTATCAATAACATGACCTACCATAGGCTTTTCAGCTACACTATGAAGTACTTTTGGCAAAGAGGAGCGCA
+TACGGGTACCTTTACCCGCGGCAAGAATAACAACAGAAAGTGACATAATAAATCCATTCATTGAGCATTT
+TTAAGAGCGCGTATTGTAACCAAGTTTGTACTGTTTAGGCTAGGGGTTGTTGACCTTTCACGATTAAAAT
+AGTTGCTCTTTATTTTGATCAATCTTCGGCCAGCACTATGGCAGTTTCAATAGGGTCTGCATTGTACTGG
+CTGATTAAACTGGCTAATTCAGGCTTACAAGAACCACATTTAGTACCACATTGTAGTTTTTCACCTAAGG
+CTTCAACACTACCACAGCCTTGTGCTATCGCTTCGTTAATGGTTTTTTCTCCAACGCTATAACAGCTACA
+CACTTGTTTTCCTTGGTTAAACTCATCACTAGAAATGCCAAGTAGTAGCGATTGAATAGTGGCAAACTCT
+AAGGTTTTTGAACCAAAAACATGTTCAAGCCATGATTGCTCTATTTCAGGCCACGTTGCTGAGAAGTAAC
+CTAAAAAGGCTAGCTTGCCGGCTTGTAAACAAACCACATAACTTTGGTTGTCTTGAATAAACGTTAACCA
+TTCACCTGATAAACCACTGATTTGTTGACACAACAGCAAAGCATCAATGGTTGGTTCATCTAAAGCAACT
+TGATATGAATCACCATAAGCGGTGGTACTTTTAACCCAGAAGTCAGCACTTAACGTAATCTTACTGGTGG
+TATGTACACTTATATATTGCTTATACGTTTTTTTACCTAAGGCGACAGCACCTTGCTTACTCTCCGCTTG
+ACCAGAAAGAGGATCAACAATACTTTGATATAAATCGCTAACATTACCGTGTGAGGCATAGTTCTGATTC
+CAGTGAATTGGCATAAAACATTCACCTAACCGCTGCTTTGCATCGACTTTTACATGCGCGATCGCTTGTC
+CTGTACTGGCGGTGATCGACAGCATATCGTCATTTTGTACCGCTAATGCTTTAGCATCAGTTGGGTGTAA
+ATAAAGGTAGGGCTTGTCTGTATGTTTTGACAACTTATTTGTTTTACCAGTTCGTGTCATGGTGTGCCAT
+TGATCACGCAATCGACCGCTGTTTAATACAAACGGGAATTCAGCAGACGTTTTTTGAAGTGGTAATTGTG
+GTTTAACAGGAATAAATTTCGCCTTACCAGACGGTGTATTAAACTTTCCGTCTGCGTAAACGCGCGCACA
+ACCTTCAGGATTAGCATCATTTACTGGCCATTGTATTGGTGCAAGTTCGTTATATTCTTTGGCTGTTAAT
+TGACTTAAACCACTTAAATCAAGCAGACGTTCACCGTCGTTTTCAAATTGAGTAAGTTGAGCATGTTCTT
+TGAACACATCACTAACATCGTCAAAATCAAAACCACTAAAACCCATTTTGGTGGCAACGTCTTGGATAAT
+TTGCCAATCGTGCTTAGCTTGTCCTGCGGGTAAGACGGCATTACGTTGGCGAGAGATACGGCGCTCTGAG
+TTAGTCACTGTTCCGTTTTTTTCTAACCATGGTGTTGCCGGTAATTTTACATCGGCAAAAGCTAAGGTAT
+CGTTTTGCTCAACACAATCAGACACCACGACTAACTCACACTTTTTCAGCGCGGCAGTAATCTTAGCGCG
+ATTAGGTAGGCTTACCACTGGGTTGGTCGCCATTATCCAGACCGCTTTAATCTCACCTGAAGCAAGTTTA
+TCAAACAGATCAATCGCTTTAGCTCCTTGCTTGTTGGCTATGGTGGGTGATTGCCAAAAACGTTGCACTT
+TGTCTTGATGCTGTGGGTTGTCGATATCCATATGCGCGGCAAGTTGATTGGCTAATCCACCAACTTCTCT
+GCCGCCCATAGCATTAGGTTGTCCTGTAATAGAGAAAGGACCACTGCCAGCTTTACCGATTTTACCACTG
+GCTAAATGACAGTTAATAATAGTTTGGCATTTATCTACCCCGGATGAGGATTGATTGATGCCCATAGAAT
+AAAAGGTAATTGCTTTTTCACTGCTGCAGAATAATTGATAAACGGTAGTAAGTTCTTCTATGCTAACTTG
+GCAAAACTCTGCAACCTTCGTTACTGTCCAACTTGTGGCTTGGGTAAGTGCTTGCTCAAATCCTTCGGTG
+TGCTGAGCGATATAATCTGTATCTAATCCTTGGTTTTCACTTAAAAAGTGTAATAAACCATTAAAAAAAG
+CAGCATCAGTACCAGGCTTCAATTGAATAAAGTTATCGGCTAATTCACAAGTTGCTGTTTTTCTCGGATC
+AATCACTACAACTTTCATTGCAGGGTTAATTTTTTTAGCGCGTTCAATACGTTGATATAAAACTGGATGA
+GTCCATGCCGCATTAGAACCCGTAAGTAATAATAGATCAGTTTCTTCTAAATCTTGATAAGTACACGGAA
+CAACATCTTCACCAAAAGCACGCTTGTATGCTGATACGGCTGACGACATGCAAAGACGAGAGTTAGTATC
+AATATTACCTGAGCCGATATAACCCTTCATCAGCTTGTTAGCAATGTAGTAATCTTCAGTTAATAACTGA
+CCTGACACATAGAAGGCAACAGAGTCTTTACCATATTTTTTTATGATGTCGTTAAATTGTTCAGCAACGT
+AATCAGTCGCTTTATCCCAACTTACTTGCTCACCTGCGATTTCAGGGGATAACAAGCGACCCGTTAAATC
+GATAGTATTAAGTAAGTTACTACCTTTAACACATAGTCTGCCATAGTTTGAAGGATGGGCAGCGGAGCCT
+ACTAATGACGTTGCTTTGCCATCTGCTACGCCAATATCAACACCACAACCCACGCCACAATAGGCACAAG
+TACTTTGGATAAGTGACGGTTCACCGGTTTTAATTACAGGTGAGGTAAGCGGTGATGTCGGTAATAAATC
+GCTCAAACTGAACTCCAAAAAAATTAACCTTGGCTATCGGAAAATTTCCAACAATGTTAGGTTGAAAATT
+AGCCATATACGCTAGTAAAAAAGTTGTACTTGCTCGTTTTCAATCCGTATATCGTAAACGGCAATAGTCT
+GATCTTCTTGTAAACAACGACCTGTTTTTAACGAGTAATGTTGTTTATATAATGGCGAAGAAACCACTGG
+CTCATCATCAATACAGCCAACAAGACCGCGATATAAGACATTGGCTTGACCAATAGGGTCGTAGTTACCT
+ACGGCATATATTTTTTCTTCGCTGTTAGGTATATGAAAGATGGCAATTTGCTCATCTTCACCCGCCGAGT
+TAGCTATTAAAGCACTGATACCAGAATCTTTTACTAGTTCAGTTGCCTTACAAATAGTGCGCCATGCTTT
+GTTCGTGGTTGTAGTCATTTTGTTGTACTCCTCTTAAGCTTCTTCAGCTACGGCTTCTTTTTCAGTTGCG
+TCGATAAATTTAACATCAATTTTTTCTTGTCCACGTGCAGGACGAATTTGTTCGCGTTCAGTCACAAATT
+GGATGTTACTATCACTTTTATCTGAGTTAACAAATGGTTGGAAACGTTTTAATGCTTCTGGATCTTCAAT
+AGTTGTTTTCCATTCACATTGATAGGTACCAACAATGGCTTTCATTTGTGTTTCTAACGCATCATTTAGG
+CCTAAGCTGTCATTGATGATAACGTCTTGTAAGTAAGCTAAACCGCCCTCTAAGTTGTCGATCCAAGTTG
+ATGTACGTTGTAATCTGTCGCCCGTTTGTACGTAGAACATCAAGATACGGTCAACATATTTAACTAAGGT
+TTCATCATCTAAATCCGTGGCGAATAAATCACCGTGGCGAGGTTTCATACCACCGTTACCAGCAACGTAT
+AAGTTCCAACCATTATCTGTTGCGATTATGCCGATATCTTTACCTTGTGCTTCAGCACACTCACGAGTAC
+AACCCGACACGCCGAACTTAATCTTATGCGGAGCACGTAAACCTTTGTATCTGTGCTCTAAGTCGATAGC
+CATGCTCATGCTGTCTTGAACGCCGTAACGACACCAAGTAGAACCAACACATGATTTAACCGTACGTAAT
+GATTTACCGTAGGCATGACCTGTTTCAAAACCAGCATCGACTAATTCTTTCCAAATTGGCGGTAATTGCT
+CAACACGTGCGCCGAATAAATCAACCCGTGCGCCACCGGTAATTTTGGTATAAAGATTATATTTTTTAGC
+TACTTCACCTAATACGATAAGTTTGTCAGGGGTAATTTCACCGCCAGCAATTCGAGGAACAACTGAGTAG
+GTACCATCTTTTTGCATGTTACCAAGGTAGGTATCGTTAGTATCTTGTAGAGATAAATGAGGTTTTTTAA
+GAATGTAGTCATTCCATACAGAAGCAAGCACAGAGCCAGCTACCGGTTTACAAATTTCACAACCTAGACC
+ACGACCATGTTTTTCAAGTAGCTCGTCGAAGGTTTTGATTTTTCCAACACTAACAATGTCGTATATTTCT
+TGACGTGAATAAGCAAAATGCTCACAAATGTCTTTCTTAACTTCAACACCGCGTTTTTCAAATTCGTTAT
+CAGCAACGCTTTTAACCAAGGCAGCACAGCCACCACAACCAGAGCCGGCTTTAGTACAGCTTTTAACATC
+GCCAACGGTCATCGCGCCTGCATCAATAGAAGCAATAATGTCGCCTTTAGTGACGTTATGACATGAACAA
+ATGGTTGCCGTATCAGGTAAGGCATCAACACCTAATGTCGGCTTATCAGCAGCCATTGGTAAGATAAGAC
+CTTCTGGAGACTCAGGTAATTCAATGGCATTAAGCATATATTGCAATAAGGTATCGTATTCACTGGTATC
+ACCAATAAGCACAGCACCTAGTAAGGATTTTTTATCCGAAGAGACTACTATTTTCTTATAAACACCTTCA
+GGTTGATTTTCGTAAGTGTAGGTTAATGCACCTTCAGTTTTACCGTGAGCATCACCAATTGAGCCAACTT
+CTACGCCCATGAGTTTTAACTTAGTACTCATATCCGCACCCGTAAACTCAGCAATTTCTCCGTTTTCACC
+ATTTCCTTCATTAGTAAAGCCAGCAATGTGTTTGGCGACAACTTTAGCCATAGCATAACCCGGTGCAACT
+AAACCAAAGATAAAGTTATTCCATAAAGCACATTCACCAATGGCGTAAATATTTTCGTCTGAGGTTTGAC
+ACTGATTGTTAACAACAATACCGCCACGCTCACCTAAAGTAAGGTCAAATTCACGTGCAAGGTTGTCATA
+CGGGCGAATACCTGCAGAAAATAAAATTAGATCGGTTTCTAATTCAGTCTCGTCACTAAAACATAATTTA
+TAGCGGCTAGTATTGCCTTTTTCGATTACGCTTGTCGCTTTAGAGGTGTGAACTTGTACACCTAAGTCTT
+CAATTTTTTGTCTTAATAAACGACCGCCACCACCATCAATTTGAACACCCATTAATTGTGGGGCAAATTC
+AACAACGTGTGTTTGTAGACCTAATTGCTTGATAGCGTTTGCCGCTTCAAGACCTAATAAACCACCACCA
+ATAACCACGCCGACTTTGCTTTCTTTAGCGCTAGCGGCGATGTCTTCTAAATCATCAATAGTACGATAAA
+CTAAACAATGATCTTGGTCCTTACCAGGAATGGGAGGAACAAATGGGTACGAGCCGGTAGCTAAAATTAA
+TTTATCATAATGATAAGTTTCGCCACTTTCAGTCGTCACATATTGAACGATTTTATCAATCAGGATCACT
+TTAGCATTGGTTTTAAAGGTCACCCCTAAGGCTTCATAATGTTCCGGTGTAGTCATTGCTAAATCGTCAG
+CAGTTTTACCACCAAAATATTCCGATAAGTGAACTCTATCGTAAGCTAAGCGAGACTCCGCTGAGAGCAC
+TGTTATTTGATAGTTTGGATTTTTAGCCATTTCCTCAACAAAGTGATGGCCAACCATGCCGTTACCTACC
+ACAACAATATTAGTTTTAGTTAATAGCTGTTTATCTGTATTCATAAGGACGATCCTACTCAAAATGCGGG
+AATAAAATAAAACCGTTTAGCAAAGACACACTATTAACATGGTTTTATTCAAGATGCGTTTAGTAGAGCA
+AGCTAGATGCCAACATATTTTTTTCAATAAAAACAATTATTTAATGCCAGTTGCATCCTAGGAAATCACC
+CCTTTGCACTAGGGTGAATATTATTTAGCACTCGGACGGTGCAGCGTTCTCACAAAAGGTAAACAAGCTG
+AACGTGGGTCAAGAAATGACTATTGAGTGATTCAATAGTCATTTCTCTTGATGATGAATGGGTTAATATT
+ATCGAGGCGATATTTTGTAGATAGTATTTAAGTAAGCCTAATAGAGTGACTTTTAACTAATCGAAAAAGT
+GATATAGCCCAGGCACTCTGAAACATGCGTCTTGATTAAGTCATTGTCGTTGATTCAGTCCAGACGCCGT
+TAGCATATTTCCCTTTTTTGGACTCGCTGAAGTTTTTAATAAACTCGCTGGCTGGTATAGGTCTTCCCGT
+ATAATAACCTTGCACATAATCACACTTTTCGGCTTGTAGATAATGCAGTTGCTCTTCGGTTTCAACACCT
+TCAGCAAGTACATGCAATCCTAACGAGTGACTCATTTGAATAATAGCGGTGGTAATAGATTTACTATCAT
+CGTCATTCTCAAGGTCTGAAATAAAACTACGATCTATTTTCACCTTTTGGATCGGAAAACGCTTCAAATA
+ACTTAGTGAGGAATAACCGGTACCAAAATCATCCATCGCCAACTGAAAGCCTGCATCGTGCAAGGCTTGC
+ATTGTCTCGATAGCTTGATCGACATTATCCATCACCGCACCCTCTGTGATTTCAAGTTCGATAAGCTCTG
+CGCTAACATCATGTTGCGCAAGAATCATTAACATATGCTGTAAAAGATCTTTACGCCTAAATTGCACAGG
+AGAAATATTAATCGCCACCTTAAAGACTGTAATCCCCGCATTCAAAAAGTTTTTTATTTCGCGGCATGCC
+TGCGCTAAGACCCAATCACCCAATTCATTGATCAATCCACTCTTCTCGGCAACTGCAATAAATTGATCCG
+GAGGAATCATGCCCTTCTCAGGATGATGCCATCTGATGAGCGCTTCCGCTCCAACCAAGATATTTTGGTC
+GATAGTAAAGAGCGGTTGGTAATAGAGTTCAAAATGCTCTTTAGTCAAAGACTCAGCTAAGTCAGTCAAA
+ACTTCCTTATTTCTTTGCAATCTTGCATTCATTTCACTGGTAAAAAAGCGGACTGTATTTCTGCCATCAT
+CCTTCGCCTGATACATAGCAATATCGGCATTGCGTAGTAATTCCTCACTATTAGCTGCATCGTCAGGATA
+AATAGTGATTCCAATACTACTACCCATATTAATATTGTTTCCGTTAATTTCTATTGGTGTTTTCAATAAC
+GAGTTGAGCCGCTGAGCGAAGGTTACCGCATCTTCAATTGTATTAACTTTAGTGATAATAAAAGCAAACT
+CATCACCCCCTAGGCGCGCTACCGTATCAGTCTTTCGCCCGGTGCAAGAGAGTCTTAACGAAACCTGCTT
+TAATAATTCATCACCAGCGTCATGACCCATGGTGTCATTGATGATCTTGAAATTGTCTAGATCCATAAAA
+AATACGGCAAATTTATGTTGGTGACGGTCAGACAGTGCTATCGCCTGTTCCAGCCGATCCTGAAATAATA
+GTCTATTAGGCAAACCCGTCAGCGGATCATGTAGCGCCAGATGTTTTAATTGATATTCTGCCTGCTTACG
+TTCATTGATCTGTAATTTTAGATCTCGGTTGTTACTATCTAGCGCCATTTTAGACTGATTAAAGTGGTAA
+GCCAGCAGACCAAATTCATCCTGTCTGCGGTCATCGAGCAATTCTGGGTAAACCTGCCCACCTTCAGTAA
+CTGGCCGTTGCAGCTGATTAACCATTTGATAAATAGGCATAATTAAACTGCGTCGACAATAAATAAAACC
+CAAAAAAGCCGCAATAATCATGATTGCGATGAGCAACATTAAGATCAGGTTTGATACCTTACTTGCGCTA
+TTTATCGCCACCATTTGCGGGGTGACCACAACAACCTTCCACAACGTTTTTGGTATAATAAATACCGATA
+CATTCACTGCTTCACCAAGTAGAAAATCTTGCTTACTTATCACTGAAATAGTCTTAGTATTACGATGAGA
+ACTCTGATCTGGCATAGTTGACATATTGGCAACAATTAATTGCGCGTCTAAGGGAGATATTTGCTTACTT
+TGTTCGGTAATATTTGCAGCCGGTACTCTTGTTTTGTCTGCTATAGACTGAATCAAAGATTGGTTTATCT
+CAGTTAAGATTTCGGCAATAGGTTGGAAGGACTCAAGCTTTTCAGCCAGTTGATTTACTGTAATATATTC
+TTGAGTTAAGTGATTACTATCTCGATTGGCTACTTTAGTTAACTCATCATCAGGAAAAGACAAAAACTTA
+TTATTACGGTCTACAGCATAAGCGTATCCTCTGAGTTTGGCACTACCTTGGTGTAATATACTCTTGAGTT
+GTTGAAGACTGACATCAACTGTTGCATTGCCCGAAAATACTTCTTGTTTGAACATGGCGACGGTACAAGT
+CACCATCGGCGCTAATGTATACGGGTCCATATAAGATTTAGACCAAAGGCATTCACCTTGTTTGCTATAA
+CGACCTGGCACATACCATTCTTCATCATGATAACCTGTGCCCTCGACATCATTATATTGATCGAAGTATT
+GCAATTCCCCAAAATTGTCTCGACCCCAAAAGAAGCTCCGTCGCACTACACCAAGGGTGAACTGTTGAGG
+CTCAGGCCACACGCCACCGCCAGCAATAATGTCTTGGTATTCTTTCATATTCAGCATTTGAGGAATAACT
+TTGTAGAATAGCTGTGGGTCTTGAGGCCAAGTTTCCCCTGCTGCGGCCAAATGTCGGGTTAAGGTTTCTG
+CGATACTAATGCGTTGGGATATCTCTGAGACTATGTGCGAACCAATCTCGTCGATCGACTCTTTGTTTTT
+ATTGACTAGGTAATTTTTAACCACGAGGTCAACCACCATATAGGTCGCCGCAGTCATCACTAAAAACAAC
+AGACTCATACCAAAAGAAAACTTAAACAAAATAGTATTTTTGGCTTTTACAATAGCTCTAATAGAAGACA
+TCCTTTTCACCTTGGCACTAGAAACATTAATAATAAGAATTGAAGTTCCTCTTCAATTTAAAGCGAATAA
+TTACTTTAATTTTCAGATACTCTGTGCCTAAACCTAGCTTAAATAATTTTATTTCTCAAGCGTATTGAGT
+ATTATTTACCACTTGGCAACGCAAGCACTGTCCACCACTCGTTGTTAATTCAATGCAGGATGACAAACTT
+ACAGTGAGAGTAAAAATAGATGATAAAACTTAAAAGCTTAATGAGTTAAACCATCAATTCATTGTTCATT
+AGAAAAATATCGTTGATAACCATAAGATAAAAAATAACGCGGTAGCTCCTTGCCAAAACAATACCGGATT
+ACGCTGTAAGATAGGCTGACTTTTATATTCTTCCAATGCCGAAGCCGTCGGTTTGCTTAAATCAGCTTTA
+AATTCAGAATACGCCTGTAAACGAAACTTAGGATCGGCTTGTGTCGCTTTTGACAGCACCATATCAAGCC
+AGAAAGGTAAATCGCTGCGAAATTGTCTAATACTACGATACTGCCACTGTGAATAATTTTCTACGCGACT
+TTTTTCGTCATCAACAGTGTAGCTGTGCATATCAGCTCTTTGCATCGGCTTGTAAGGCAATTCTCCACAA
+AGCATTTCATAGGTGATAACGCCTAAGGAAAATAAATCGCTTTGGTGGTCAGCATGTAAAGTTAATAAGG
+TTTCTGGTGCGATATAATTCAATGTGCCTTGTGGCACAGTTTCGGTAACAACATCATTATTTTCAGCCAG
+TGATGCAATAAGCGCAGTGCCATAGTCAATGAGAAAAACCTTGCCGTAAGAATCAATCATTATGTTGTCA
+GGCTTTAAATCCCGATGAATAACTTCTAAGCGCTGAAATGAACGTAAGGCGATAATAATTTGCCCGACAA
+TATCACGTACTTGTGCAAGATTAGGTTTTGGATTATCAAACATCCATTGCCCTAATGTTTGGCCATCAAT
+ATATTCGCAAATATGATAAAGAAAGCGACTATTCTCGCTGCCACGTTTTATTTTCATCACATGACTATTG
+CTTAACCTTTCCCCTAGCCAAGCTTCACGTATGAAACCTTGTAAATAACTACTATCATCAGCGAGGTTTT
+TTGAAGGAACCTTAAGAACACAAGGCTCAGACTCATTAGGGTGTTTCGCTAAATATAAATGTGACCGAAT
+GCTGGCATGAATAACTTTGCAAATTTCATAGTCATCAATACTATTACCAACCGCTAACGCTGGTGGTATC
+GCTTTATTTAACAGTTCTCGTTCAATTTCGACTAACGCCCTATTAGGCGTACCGCCGATATAAACTAATA
+AACAGCTGACATTATCTTTACTACCCTTCTTTATCGCTAATTCCGTCAGTAATTTCGCCATCTGCTCTAA
+CGCTTGCGTGCTAGGCGACTGTGGCAATTGATTTAACTGTTTTTTTATTTGTTGAGCTGATAAATATTCA
+TGAACGCCATCGCAAGTAAGTACAAAAATATCACCCGCTTGAATAGCAACTTGCTGCACATCAACTTGCA
+ATCGATGATCAGCGCCCAAAGCTCGGGTTAACACACTATGAGATGGTCCCTGCTTTTGTTGATGGTCCTT
+AGTTAGTACTTCTAGCTCGTGTTGCCGATACTGGCTGATACGCGTATCACCGACATGAAAAATATAGGCG
+GTAGACGATTTGACTATCAATGCTGAAAAGGTTGTTAACCATTGTAATGTGTAACCAGAAACCGCATCGG
+TTTGTGCATATAACCATTGATTTAAGCTAGATAACACCTTACTAGCAGACTTTTGTGTTGACCACGTTTG
+CGGCGTTGCGTAATAGTCATTAATAAATTGTGTCACTGATAATTGCGCTGCCTCCGCTGCTTTACTGGCA
+CTTGATACACCATCAGCAATGACAGCAACAACACCTTTAGCCGTTAATTCTGCATCTTTGGGCACTAGTG
+AAGCAAAAGCATCTTCATTGGTTGCTTTTATACCCGCATTACTATGACCGCCCAAAAACACCTGTAATTT
+TGCCTGTGTTAGCGGTATTGCTGGCGTTAAAGGAGGCGCCTGAGCAGCTTGTTTTGTATAAGCGTTTTGA
+TCAGTTTTCATTTATACCCTCTTTGAGCTTATACCAAACGGATTACCATCAGCCTAATCACGATATTTTA
+TCATTATGAAAAAAGTCATGACTAAACTGCTGATAAATGGGACGCCATTATTTAACTTGAATTAACTCTA
+CTGTACCGTCTTCTCGAATCTCGGTAATTGACCCTTTTGGCTCTTGCATAAAGAGTAAAGTAACAAAACC
+TAATACCGCCGTTGCTGCAATGACTAAGAAAAAGGTTTGGTAGCTAACCATAGATAATACCGTTAAATAA
+ACCACAGCTCCGACATTACCATATGCTCCAGTCATGCCTGCTATTTGCCCCGTTAATCGACGCTTAATTA
+ATGGGACTGCAGCAAATACCGCCCCCTCTCCTGCTTGTACAAAGAACGAACAAGCCATAGCAGTAATCAC
+TGCCAACACCAGTGGCCAAGAACTATCAATTAATGCCATAGCAAGATAGCCAAGCGCTAAACCTGCAGTT
+AATATCAATAAGGTTTTCTTACGGCCATATTTATCGCTTAACCAACCACCACCGGGTCTAGACATCAGAT
+TCATAAAAGCATAAAGCGATGCGAGCATGCCTGCATAAACCATATCTAAACTAAAGGTTTCTGCAAAAAA
+TAATGGCAACATAGAAACTACTGCTAATTCAGAACCAAACGTTGCGAAATATAAGACATTCAGTACAGCC
+ACTTGCTTGAACTGATACTGATGAATCTCAGGAACTTCTTCTTTAAATAAATGACCATTAACTTGGTAAG
+TTTTCCAAACTTCAGCAATAAATAATATAACTAAAGAAACATATGCAATTATAGTCATATTGCTGGATAA
+CAAACTCACACCTTGAGGTGATAATTTCCAAGTAAGTAAAGCTAACGCACCGTACATGGGTAATTTCATC
+AACAAGAGTAAGTAAAAATCGCCTACACTGGTCACTTCCATTGCGCCCGTTTGCGTCGGTTTAAAGTAGG
+TAGCACCTTTAGGCGTATCACTAACATTTGCATACCAAATGAAGCTAAAAAGTAAACTCATTAAACCAGT
+TAAAGCAACAGCATAACGCCAAGCGTCTTCAACGCCGAAGGTTTTACCTATATAGAGGGCTATTAAGGGT
+AACGACATTGCTGCGGCAGCAGAACCGAAATTTCCCCAGCCACCATAAAGTCCTTCCGCAGTACCGAGTT
+CATTAGCGGGAAACCATTCACTAACCAGTCGAATGCCAATAACAAAACCGGCCCCAATAAAGCCCAGTAA
+AAAACGAGCTAAGGCTGCTTGTTCAAAATTTTGCGATAAAGCAAACATAAAACAAGGCAAACTACATACG
+GCTAGCAGAACAGCAAAGGTTAGTCGAGGACCATATTTATCCGTTAACATTCCAATGATAATGCGTGCAG
+GTATGGTTAATGCTACGTTTAAAATAAGCAGCGTTTTTATTTCACTACTGCTCAGCCCTAAACTATCCGC
+GATCACCGCCAATAACGGTGCATGGTTAAACCACACCATAAAGGTGATGAAAAAGGCCATCCAACTTAAA
+TGTAGGATTTTCATTTTCCCAGTAAATGACCATAATTTAATGCCAATTTCACTACTCATTGTTTACTCCT
+TAAAGTTTATATAACTTTATAGAGCAAGCAAAATGCCAGTAATCAATAATTATTTATAATCATATATATC
+ATAACGTTAGTACTAGGCACACTAGGGAAAGAAGGTGTTATATGCACTTTTATGGGGGGGCGCACCTAGA
+CAGTGCAGAGTTTTCAATACAGTAAGAAAGTGAGTAGTTAGGTAATACGAGTCGATTTATCAACTTAAAT
+TGAGCTTATCACTGCCAGTTTTACTCCTGACAGTGATCATTATAAGCAACGAAGTGAAGCCGGTTATTTC
+ACTGTTTGGGTGTAAAACTCACCAATGTACTGACCACCTTTAATTTTAGCAATTAAACGTAGTTTATAAC
+TATCTCCTTTATTAGCCAATAAACCACCTAAAGGTGTATTACTACGCCAATAATAAGGGCTCTTTTTCAT
+GCCTAAAGGATACGGTGTCATCTTGTCACTTTTATCGACTAAAAACAGGGTCGCACTATCTAGTGGAAAA
+GTAGAATTAACTTCAGTAACTCCAGCCTCATCAGAGACATTTATTTTAAAGTCGCCTGAGATAAGTACAC
+AATTTTTATTAGCAATATCACAATGCCCTTCTGGCACTAGTTGAATTATTTTATTTGCTGCAGCTTCATT
+CTCTTCATAATAATCGGCAGCAATAAAGCCCACAACGGCAAGAATAGGCGCGACCATGAAGGCAAGTTTT
+GTGTGTTTATTCATAAGATTATCTTTAAGTTATATTGGGTTATTTATTTTTGATTTCATTAAAACAAATT
+GCCCTAGAAAAAGAAAGGCTAGGCGACTTTTAAAATGGGTCGTCTAGCCTTTTTAGTTTACCTGTTGGCT
+AAAATATATCTTTAGCCTAAAGTGTTTCTAGTAGTGGAGAACTAGTGATCGTGTGCTGCAGCACAGTCAC
+CTGGAGCACGCATGTTTTCTACCATAGCGACAATATTAGCTGGACATGGTCCAGTAAACTGAAGAACGAT
+GAAAGCGACACCAAAGTTAACTATTGCACCAACGGCACCAAAAGCGTTAGGAGAGATTCCAAAGAACCAA
+TCTTTACCCATGTCACCTAGGAATGAAGTACCTGGAATAAACATAATGCCTTTGTGTTGGAACACATACA
+TCATTGTTACACCGATACCTGCAACCATACCTGAAATTGCTGCTGTACCACTCATTTTCTTAGAGAATAT
+ACCCATCATTAATGCTGGGAAGATACTTGATGCTGCTAAACCAAAGGCTAGTGCAACCGTACCTGCAGCA
+AACCCTGGAGGATGTAATCCAAGATAACCAGAGACTAATATCGCTATAGTCATCACAACTCGACCGGCAA
+GTAACTCATTTTTCTCTGACAAGTCAGGTGTTAATACCCCTTTCATTAAATCATGTGAGATAGATGAGGA
+TATTGCTAACAATAAGCCCGCCGCAGTAGATAACGCAGCCGCTAGACCACCAGCAGCAACTAAAGCAATT
+ACCCAGTTAGGTAAATTCGCAATTGCAGGGTTAGCTAGTACCATAATGTCACGGTCAACTTTAACCATTT
+CATTTGGAACCACTACTATTTCTTTCCCAGTCATTGTATTTATTTTGGTGACAGTTTGATCTGTTGCATT
+AGATGTATACTGAATTTTGCCATCGCCATTTTTATCTTCAAACTTCAATAAACCAGTTTTTTCCCAGTCT
+TTGAACCATTGTGGGCGTTCATCATAAACAAGGTTCTGACCTGCTGTAGGTTCAATGGTATTCATCAAGT
+TAAGACGAGCCATAGCGCCAACTGCTGGAGCAACTGTGTAAAGTAAACCGATGAAAACAAGTGCATAACC
+TGCAGATTGACGTGCTGCTTGTACTGAAGGAACAGTGAAGAAGCGCATAATTACATGAGGAAGACCCGCA
+GTACCAATCATAAGAGAGATAGTGTAAGCGAACATATTCAATGTTCCGCCTAAGTTACTTGTTGTGTACT
+CTTTAAAGCCTAAATCAGTAACAACCATATCTAACTTATCAAGTAAGTAAACACCACTACCATCAGCTAA
+AGTACTACCTAAGCCTAGTTGTGGAATTGGGTTACCGGTAAGTTGTAATGAAATAAAGATTGCTGGAATG
+GTATAAGCAAAAATCATTACTACATACTGAGCGATTTGCGTGTAAGTAATACCTTTCATACCACCTAGTA
+CAGCGTATACCCAAACAACGAACATGCCGATGCCTAAGCCTAAACCGTAATCAACTTCTAAGAAACGAGA
+GAAAGCAACACCCACTCCTTTCATTTGACCGATGATGTAAGTTAATGAAGCGATTATTAAACAAGCAACC
+GCAACAATACGTGCAGTTTTTGAGTAATATCTATCAAAAATGAATTCAGGTACTGTGAACTTACCGTGTT
+TACGCATGTATGGTGCTAAAAGCATTGCCAATAATACATAACCACCTGTCCAACCCATTAAGAAAACTGA
+GCCACCGTAACCTAAAAAGGCAATTAAACCTGCCATTGAGATAAATGACGCTGCACTCATCCAATCGGCA
+CCAATTGCCATACCATTTTGCATTGGGGTAATACCACCGCCCGCTACGTAAAAATCACTGGTTGAACCCG
+CACGAGCCCACCAAGCAATAGCAAAGTATAAAGCAAACGTGCTAAATACTGCGATGTAAGTATAGAGTTT
+TAACTCATCCATTATTCACTCCCCTCTGCATATTTAATATCAAGCTTATTCATTTTGTGGCCATACCAAA
+AGATTAAGCCAAGGAATGCATAGATTGCACCTTGTTGTGCAAACCAAAAACCAAGTTTGTACCCACCTAT
+ACTAATTGCATTTAGCGGCTCTACAAGTAGCAAGCCAAAACCAAATGAAACTACAAACCAGATTGCAAGG
+CAGATCAATATGATTCGAATATTCTCCGACCAATATGTTTCTTTATTTTCCACAATAGTCTCCTAGCGAC
+ATAGCGTATTTAGCGATTTCTTTTTTTATTTCGCTTCATTACGCCTTTCTTATAAAAAGAATTAGTAATA
+ATTTATGAACATGTAGTAAAAGTGTGGATATAGATTTCTGTCAAAATATCTCCTAGGAGCTAACAGTGGC
+AAAAATCCATATTCAACTTTTAACTGTTAAATACACTAACAAGCTTTGTTTTGACGGGGTATTAGCCTTT
+AGTCTAGATCACAAAAAAATCCTAAAAACAGTGGGTTAACTGAGTAAATAGTCTATTTTTTAATTTAGCT
+CTATTTAATCCTTTTTAAGCTAGTTTTTCTTCAGAAACCAAGTTTATACACCCTTTATTGCAATAACGTC
+TCGAACTTTAGTCTAGGTTTAACCAATAACACTTGTCTAAAAGCATACAAGACTCTAAATTAACGATATC
+ACTCGAATCTTGGTCATCAATACCTAAAGGATGAGGCAATAGCATGGATACTGAACTTTCAGAAATTAGC
+ACATTTATTCACAGCATTCCGCCCTTTGATAGTTTACCTAAACAAGTGCTTGCTCAGCTTGTTCGTGAAT
+TAACCATCAATTACGTTAGAAAAGGTGATGATTTCCCCCCCAAAGGCATTAATGAACCAAGGTTATACAT
+ATTACGAAAAGGGGCTATTAGCTGCCTTTCTGCAGATGGAGAATTAGTTAGCCGTTTAGGTGAAGGAGAC
+TTGTGTGACGCTTTTTATCACAGTGATGCCGACGTACTCAGCAATAATCAAACCACAGTAGAAAGCCAGC
+TTAACGTGCATACTGATGAAGATTGCTTAATCTACAGTGTCGAAGCAAGTATATTGCATGAAATAGGTGA
+GCATTTTCCCTGTGTTAGTGATTATTTTAGCCAAAATTCAGCTCAGCGCTTAAAAACTAAAATGAGTCAG
+GTCAATGAAGAGGCCATTTTATCTTCTACCTTGATGAATACTTCAGTCAGTAACTTTTATCAAAGTCCTG
+TCGCCTCAATTAGTGCTGAACAAACAATTCAGCAAGCAGCAGTGCAAATGACAGAACAAGGCTATTCTTG
+CTTAGTTGTGCTTGAGAATGATAATCCTGTCGGCATTGTTACTGATAAAGATATCCGCCGACGCTGCGTA
+GCTGAGGGGTTATCAACCAGTGAAGTCATTAGCGCAATTATGACACGCGATATGTGTACTATTGACGCAA
+AATGCAACGCATATGATGCTTTAATGATGATGACAGCTAAACATATCCACCACCTTCCGGTCACAAAATA
+TGACAACCTTGTCGGTATGGTTACCGTCACAGATCTAATTAATAACGAAGGCCATAATGCCATAAATTTA
+TCTGGCATTATTAACAAAGCGAATACGGTAGCCGAGTTAAAAGAAATCAGCCACTTGTTACCTAAACTGC
+AAATAAGATTAGCCAAATTAGGTAGCAGTGCCGACCATGTTGGTAAAAGTGTTAGCGCAATCACCATGGC
+TTTCACCAAACGTTTGATTGAAATGGCTGAATACAAATATGGTCAAGCCCCAGTGCCTTATGCATGGCTT
+GCTGCAGGCTCTCAAGCACGACAAGAACAACTGGCTCATTCAGATCAAGATAATGCCATTATCATCTGTG
+ATTCAATGAATCGTTATGATGATGCTTGGTTTGAGAGCCTCGCTACTTTTGTCTGTGATGGCTTAGCCGA
+GTGTGGTTTTATCTACTGTCCTGGCGATATTATGGCAACCAACCCCAAATGGCGACAGCCCCAAAAAGTC
+TGGCATAAGTACTTTTCTGACTGGGTAGAAACCCCTAGTCCGAAGGCCTTATTAAATAGTAGCGTTTTCT
+TTGATTTAGAAACCATTTATGGGGACGCCTCTTTACTTAACAAAGTAAGAAAGCAGCTCTTGATAAAAAC
+GCAAAAGAGTACCTTGTTTATTGCCCACTTATCAAAAAATGCCTTAAATTTACGTCCACCTCTTGGTTTT
+TTCCGTGATTTTGTTTTAAAACAAAATGGTAAACATAGAGCAACACTGGATTTAAAACATAATGGTATCG
+CGCCTGTGGTCGATTTAGCACGAATTTATGCTCTTGCAGAAGGCATCAGCGCGGTAAATACCATAGAGCG
+AATTCAACAAGCGGCTGGCACCCCTTCAATAACGAAAGCGTCCGCAGAAAACTTGATTGATGCTTACGAG
+TTTTTAGGTATGCTCAGAGTTGAACACCAAGCTAAAGAGTTAGCGCGAGGCGAAAGCGCTGATAACTTTT
+TATCACCAAAAGAAATTTCTAAGCTAGAGCGTGAACACCTTAAAGATGCATTCAAGGTAATTAAAAGCCT
+GCAAGACGCTAGACAATCGAGTTACTAATGACCCCTACAACCTTAGTAAATTCAAATATGTTCGGCTGGT
+TACTTGGGTATGAAGCCAAGCGTAAGCAGTTGTTGAAAAAGGCGCCTGAAGGCGCATTACGAGATTATTT
+ATCCGTACCTTTACCTGATATAAATACCCGCATTGATAAGGTAGAAATCTTAGCGGTCGATTTCGAAACA
+ACCGGCCTTAATGCCAAACAAGACAAGCTACTGAGTGTTGGTTTTCTCACACTGAAAAAACAGCAAATGT
+CACTCAAAACAAGCTATCACCAAATCATCAAAACTAAAGCACAACTTGAAGAAAGTAATGTCATTATTCA
+TCACATTACCGACAGCCAAAAAGAACAGGGACAAGCATTAGCGATAGTGGTTGAAGCATTATTAAAAGCT
+TTAGCGGGTAAAGTAATGCTGGTACATTTTGCCCGTATTGAAAGACAGTTTTTGGCTGAAGCTTGTTATG
+AGTTATATGGCATGGCACCGATTTTTCCCATGATAGATACCCTTGCACTGGCTAAACGTCGTTTAGATAA
+ACGTGATGTGGCCTATGATCCATCAGAATTACGTCTGACTAACTTACGCAATAATTTTCAGCTACCCGAA
+CACCATGCCCATAATGCATTAAATGACGCGATTGCTACCGCTGAATTATTTATGGCACAAATGAGCAAAG
+CCAATAAAGACGGTAAAACAACACTTAAAGATGTTTTATTGTAATAACATCAATACAACTTCTGCATTTT
+TTTTGTTAAATGATATGTCCTTTTGAGCTGTACCTCTTCCGCTTTACCGTGCTTAGGTTACAATCATGAA
+ATGTTATACCAATTCCAATAAGTTTCTTCCCACTCAGCGAGAGTTAACAGCCTTAGAGGCAAGGCATTGA
+TTGAAGAGAATGGTAATTCCCTTGTCAAAATCAATAACGCCGCATATAAGTCTTTTAAACTCGCCCTTTG
+GGAACTTTCCAGCGATTCGATAACCGCACAGAATTTCTTTCATATAGAGTGACTATATACAAAAAAATTC
+TATTTGTTCTCAAACCGCTGGCAAGCTCTGAGTGAGAACTAACTAAATGGATTTGGTATTAGTAGAATCT
+CTACAAAAAAGGATGCTCATGAATAACTTATTAAACGCACAAAACGGCGGCACACCATTAATCATCATTG
+AAAAATCAGCCTACCAAGCTTGGCTTGAAAACCAAACCGAACAAAGTCAAACGTGGTTATCAAATACGCA
+ATTTAGCGGTAAAGGCTTAGCCCTTATCCCTAATAACCAAGGCGAACTCAGTCAGGTGTTATTTGTGGTT
+ACTGATGCCAGCGACTTCTTTGCTTGTGGCGACTTAATTAAGCAGTTACCACAAGGGCAATATTTATTAC
+AAGCTGAGCCAGAACATATTGAACCTATTAGCTTCGGTTGGTTAGTGGGTGCTTACCAATTTGATAGATA
+CATCAGTAATAAATCAACTAAGCAGTTAGCAAGTTTAGCGATTAACAATGTTGATATTGTAGAGAACGCA
+ATAAAGTTTGCTCAAGCGACTACATTAACTCGTGACTTAGTGAATACACCCGCTGCCGATATGATGCCGG
+TAGACATTGCTCAAGCTGCGTTGGAACTCGCAGAAAAATTTAACGGTAACGTTAAACAAATTATTGGTGA
+TGAACTGTTAGTACAGAATTATCCGACCATTCATGCTGTCGGCCGTGCCAGTATTCATACACCCCGCTTA
+GTCGATTTAACATGGGGTGATAGTAAAAACCCACAAGTCACTTTAGTTGGTAAAGGTGTTTGTTTTGATA
+GCGGTGGTTTAGATATGAAACCTGCTGCGGGCATGCGAAACATGAAAAAGGACATGGGCGGTGCTGCCCA
+TGTGTTAGGTCTAGCACAATTAATTATGGCGCATAACTTACCGATTAATTTACGTGTATTAATTCCAGCA
+GTAGAAAATGCAGTATCAAGCAACGCACTTCGTCCAGGCGATGTAGTTACTACTCGTAAAGGCCTTACTG
+TAGAGATTCATAATACCGATGCTGAAGGCCGTTTAGTGTTATGTGATGCACTAGCTGAGGCTGAAAATGA
+TGAACCTGAATTAATTATAGATTTCGCTACCCTTACAGGTGCGATGCGCGTGGCTTTAGGTACTGAATTA
+CCTGGTTTTTTCTCTACCAATGATGAAGTTGCCGCAGGCATTACCTTAGCGGGTAGCAAAATTAGTGATC
+CCGTATGGCGTATGCCACTTTATAGCCCATATGATAATATGTTCGACAGCACCATTGCTGATATGACTAA
+CTGCCCAACACAGCCTTTTGGTGGTGCTATTACTGCAGCATTATATTTACAACGTTTTGTCGAAAAGACA
+GATTGGGTACATTTTGATGTCATGGCCTTTAATGTTCGCCATTTGTCAGGGCGTCCGTTAGGTGGTGAAG
+CATTCGGTATTCGCGCCGTGTTCGATTACTTAGCAGCTAGATTTAACTAATACGATTTTAGTCATTAACA
+TTCTTAAGCTAACAATAAAAAGCCTGCACTTTATATCCCCAAGATAATAATGCAGGCTTTTTCTATTGAG
+TGTTTTAGTTGCTAAATTATTTAATCTCAATTTTCACGCTTCTCATCGAATTTAAGTCACTTTTCATTGG
+TTTACCCTGCAAAAAAACATAAACTCGTCAGTGAAATTTTTTCGAATAGACCTTTAGGACTAGAAATGAA
+ACTAAAAATAAACTCATTAAAGCGAGCCTTAGCAATCAGCTTAGGTTTGCTTACTTGTTCCGTCGCAATG
+GCTGAGCATGTAAGTAAAGTCATTACCGCTGAAAACCTTGCGACTCTACAATCAGTCAGCCAAGCACAAG
+TAAGCCCAAGTGGTGAATACGTTGCTTATACTCGCTCCGTTCCGCGTGAAATCTATGTTGAAAAAGATGG
+TAAAAACTGGGGTGAACTTTACCTAGTAGATGATAAAGGCGTAGAGCGTCCTTATATTACTGGTGAAGTA
+AATGTTAAAAACATTCAGTGGTCTGCTGACGGCTCATTAATATATTTCTTAGCAAAAATGAACCATGATG
+AATTCACCACGCTTTATCAAATACCAGCAAACGGTGGTCAAGCGCAAAAAACGGTGGCGTTAAAAGAAAC
+TAACATTAGTAGCTACGCACTGAGCAGTGATAACAAAAAAATCGCTATTTTAGCTAAAAAAGCGAAAGAT
+GAATCAGTTAAAAAGCTGACCGATTTAGGCTTTAAAGCCGAAGTTTTCGAAGAAGAGCTAACTAATCAAT
+TTTTATACGTAACAGATCTTACTCAGTCTGATCAAGCGATCACGCCTGAAGCATGGGACATCAAAGGTTA
+TGTTTCTGATGTACATTTTTCACCAACCGGTAAAGATTTATTAATTAAAACTCAACCGACTGCGTTAATT
+GATGACAAATACATGAAGTCACAATGGCACATTGTTGACATCGCTAAAAAAGCCGTTAAAACGTCTTTTG
+CTACTGAAGGAAAATTAGGCGCTGCTGAATTTTCCTACGATGGTAAATATGTTGCCCTGCACGGCGCACA
+AGACAAACATGATCCAGCAAATGGTCGTTTATTTATTGCCAATGTTGCTTCTGGAAAAATAAGTAACTGG
+CTCCCAAACTTTAAAGGTCACGTCAGTGATTTTGAATGGTCTAATAAGCGTAATGAATTATTCTTTATTG
+CTAATATTGGTACGCAATCAGTGGTTGCCAAAATTAAACCTGGTTCTAACAAATACAAAACAGTTGTCGA
+TGCGGGTAAATTTATTGCCGGTAATTTAAGTATTTCCAACTCAGACAAAACTGTTGTGGTAAAAGGCCAT
+ACATCCCAACATCCTAACGAAGTGTTTATATTACGCGGTAAAAAACAAACACGTTTAACGGACTCAAATG
+TTTGGTTAAATGATATTGCTTTAGCTAAACAAGAAAACCTTACCATTAAAGCCCGTGATGGTGTTGAGAT
+TGGTGGCGTTTTAGTTTACCCACTTGATTACAAAAACGGTCAACGTTACCCATTAATCATGTCAGTACAT
+GGTGGCCCTGAAAGCCATGATAAAGATGGTTGGATGACAGCATATTCTCGTCCTGGCCAATTGGCGGCTG
+CACAAGGTTACGCCGTGTTTTATCCAAACTACCGCGGTAGCACAGGTAAAGGCGTAGACTACTCTAAGCT
+AGGTCAAAATGATTACGCTGGTAAAGAGTTCGATGACTTGGTCGACCTTAAAAATCATTTAGTTAACATC
+GGCTTAGTCAACGAGAAAAAAGTCGGTATTACCGGTGGTTCCTACGGTGGTTATGCTTCAGCTTGGGGCG
+CAACTAAATTAACTAAACATTTTGCCGCCAGTGTTATGTTTGTTGGTATTTCTAATCAGTTATCAAAGTT
+TGGTACGACCGATATTTCTAATGAAATGCATTTAGTTCATGCACGCTCTTACCCTTGGGACAAATGGCAG
+TGGTACTTAGAACGCAGCCCGATTTATTGGGTAGAACAGTCAGAAACGCCATTACTCATTATGCACGGTA
+AAGCTGACCCTCGTGTACATCCAGCACAATCTATGGAAATGTACCGTTATATGAAAGTCCATGGCAAAAC
+AGTGCGTTTAGTTTATTACCCAGGCGAAGGACACGGCAATAAACGTGCTGCAGCCAAGTACGATTACAGC
+TTGCGTTTAATGCGTTGGATGGATAACTATTTAAAACATGATAACAAACCGATGCCAGCTCATGACTTAC
+CTCATGCAGCTAACTTAACAGCACAAAAAGAAGCTGATAAGAAATAATCTACAGTCGCTTTAGTTACAAA
+CCATTATATAAAAGGTCAGCTTAGCTGGCCTTTTATATAATGCTCGATTAATGATAAATAGTGTTATACC
+AATCGGACTAATTTATTGATCACTTAGCGAGAATTAAAAGGCTTAGAGGCAAGGCATTGATTGAAGAGAA
+TAGTTATTCTATTGTCAAAATCAATAACGCCGCATGTAAACCTTTTAAACTCGTCCTTCGGAAGCTCATT
+AGCAAACTGATAACATCACAAAATGAATGAAATATAGAATAACTATGGTTAACTCGTTTTGCTTGTTTTA
+AGCTCGCTAATGTAACTCTAAGCTAGCCAATAAATTAATCCGTTTGGTATTATGCCTTGGTAAAAAATAT
+GCGCTAAATCAAGCCTAGAATAAATACTCCAAATAAAAGCAAAACAACCATTGCAAATAGCAATCGTTAT
+CATTAGACTTCGCACCATCATTATTACCTAGGAGTTTCATCCTAGTAATCATTAAGGTTTGAGTTATTTA
+TGAAGTTTTCTCCACTCTTTTTAGCCGTCAGTGCGGTTCTCTCTTCAACAGCAGTTTTTGCTGACACAGC
+TGACAGTGCAACTGACAGCTCATCAAATAAACAGGCTATGGAAGTCATTGAAGTAAAAGGTAGTTATTTC
+CATGGTTATAAAGTTGATGAAGCTAATGGAGCTATGCGCGGTAACTTTTCCTTATTAGAAACAGCACAAT
+CGGTCACCGTTATTCCTGATACCATAATAAACGAGCAATTAGCCACTACGTTAGGCGAAGTACTCGTTAA
+TGACGCTAGTTTAACCGCTGGTTCAAAACAACGTAACCGTGAAGTCTTTAGTCTACGTGGCTTTGAATTA
+AGCTCATCAAATGGTTATTTACGCGATGGTCATCAGCATTGGTCTCATTATCAACAACCTATTGAAACAC
+TGGAAAGTATTGAAGTAATAAAAGGACCTTCAAGCATATTATACGGTCAATCAGGCCCCGGTGGTTTAGT
+TAACATGGTGACAAAAAAGCCTACCGCTAATAGTATTTTTAACCTAGGTGTCGATTTTGATCAAGAAGGT
+TCATCCCGTATAACGTTAGATGCCGGTGGTGCCATAACAGAAGATGAATCACTGCGTTATCGCGCTAATT
+TAGTTAAACAAGATGTGACTTACCAACGTGAATATCAAAATGGCGAACAAAGAGAACGTGAACGTTTCCT
+TGGCGCACTGGTAGTTGATTATGATGTGAATGAGGATTTACTCGTTAGCTTTCATTACGATAGAACCAAT
+GACAAAGCGGGTTTAGATACTGGTGCTTGGCTTGATGATAACGGCGATGTTATTGGTGATGATAAAACTA
+TTCGTGATATGTCATGGGCTTTTACCGACATCACAGTAGAAAATTACGGTGTTGATGTTAGTTATATTTT
+AAGTGATGCCTGGCAAGTAAAAGTTGGTTATAACGAACAAACATTCGAGCGTCAGCGTTTTGAATCTGCT
+CCGAACAAACCGAGTGATTTTGTAGAGGGCGATAGCTATACCTCAAATCCATATGACCGTTATGATGATT
+GGCAATTTACTACTACGTTTATAGATTTTACCGGTGAATTTGAACTGGCAGGTGTAGAACATAATTTACT
+TATTGGTGCTAACTATCTTGACTATTATTATGGCCAACTAAGAACAAAGAATAAGTCAGACTCGTTTGAA
+TATTCTGCAGGGCAAGTTGAACCATCCCGCCCTGATATCAGCTATGCAACTGATGACAGCTTATATACCA
+GCGAATACAATTATTATGGTATTTATATCCAAGACTTAATCACTATTAACCAAGAATGGCAGGTGATGAT
+TGGTGGCCGTTACGATAAACAAAGCAAAACAGGTGCTGATAATGAGTCGGTATTACCTAAAGCGGGTCTA
+CTATATCACCCGAATGATAGTGCTACCTTCTATGGCAGTTATAGTGAAGGTTTTGAGCCGCAAAGTAGTG
+AAACCATTAATGATAAAGATGATTTTAACCACGGTATGGAGATCGATGCCGAGACTTCGAAGCAATACGA
+AGTTGGTGTAAAATGGCAATTATTCGATGACCGCTTACTGTTAACGTCTGCACTATTCGACATCACTAAA
+TCGGGCGTACTAGTAACCGAAGACTATGAAAGCGTGGATGAAAATATCACTAAAATTACTACGCAAGCAG
+GTGAACAACGCCACAAAGGTTTTGAAGTAGCGGCACAAGGCGCGGTAACCGATAAATTATTTATCATGGC
+ATCTATGATGAACTTGGATGCCGCCTATGGTACAGATAGTCAGTTTAATGGCTCAACGCCTGTAGATGCG
+CCAGAGTGGTCAGCCTCCGTTTGGTCACGTTATGAATTGACTGAAAACTTTTCTATTAATGCCGGTGCTT
+TTTATGAAGGCGAACGTTTTGCTAATACCGATAACACCATAGTAAAAGATGCTTATACCCGTGTTGATGT
+GGGTGCTACTTATAAAATAGTCTTACAAAATACCGATATTAACTTACGTTTTAACGTGCAAAACTTATTT
+GATACTGATTACCTCGCTGGTGGCGGAGTGTCTAACGTGACAGTGGGAGATGGCAGAAACTTCCGTCTTG
+CCATGCAGATTGCTTTTTAATGAGATAAAAAATAGTCGTACAAAAGTTACAACAAAAAGCCTAGAATTTA
+AGCAGATGTAAACAGCTTATACCTAGGCTTTTTTGCATTTTTTATTAATTCAACACAGTGTTAACATCAC
+CTGTGCCTACTTAGTTGCCACTAATTTAGCGTTAATAATATTAAACTGCCACTGATTAGCTTTTTGTTTT
+TCAGCTAGCACAAGCGCCTTCTGATAGTATTCATGCGCCATCCCCTTATATTCTAATTGCTCATAAGTAC
+TCGCTATCGCTTTTAAGTGGTCAATGGATTGTGAGAACTCTTTTTCTACCGCTATTAATAGAGGTAATGA
+GGCCTTGGGCGAATCAAAATGCGCGACATACTTGGCTTGCATAGTAATCAATGCTTGTTTAGATGCGGGT
+AATTTCTTAACTGTCTCGTCAATAAAAGTAGGTAATAAGGCTGCATTTTTATTACGATAATGGCGTCTAA
+ATATCTCTTGAACACTCGTTGAGGGCATCGGTTGGCTAAAACCGAATTCTGTCATTATTGTTTGATAATG
+CTGTACTATCGACTCTGGCGTTTTAAATGTAGCCAGCTTATTCTCAACAATATACCAAGGTTTATAGATA
+ATTTTTAAGCTATCCCGTAAAGCAATAATACCTACCGAGTTATGATTTTCATCTGGATAGTGTTTAAATT
+GCCAATCAATATTATTGGGTTGTGCTAGATCTAAGGCATTAATAAAATCATATTGCCCCATCCGAGTTTC
+ATCCGCGAGTGACAAAAATAATGACACGGGTTTGTGTTGCGCTTTGCTCAGTTTTTCTTTCGCTTTAGCA
+ACAATGCCTTGATCAGCAACCCATACTGACGGGCTAATTGCCACGTAGTTATTAAAAGCAGACGGCTTTT
+CAAGTAACATATTTAACACAAATAACCCCCCCATTGAATGTCCAACCAAGGTAGAACTCTCTGCACTACG
+GTAATTATTATCAATATATTGTTTTACTTCTTCAGTAATAAAACGAATGAACTTGGCAGCTTTTCCTTTA
+CTTGGTTTCGCTTTTGAATCAAATACACTGGGTGTCATGTATTCATGGTATTGACTTGTGCCTTTATCAG
+CAATGCCCACTAAAATCACATCAGGAATTAATTGTCCTTTATTCGCCAATAAATCCAGCATGCCCGACAC
+GCCGTGGAAGTTATAATCTCCATCAATCAAATAGATAACGGGGTAAGTGGCTTGTGTATTTGCAAAATAA
+TTTTCAGGCAGCAGAACTTGCAGTTCACGATCGGTAGATAGTACTTTCGAGTCAATAGAAACCCTATCAC
+CCATACTAAATGATGCCGTTTCCCCTACCGCGGAATAAGCTAACAAACACAACATAAATACTATAATGTA
+TTTTTTCATAACACGTCCTTTGTATATCTTAATAATTATCGTAATAAATACTTAAATGAATTTGACTTTT
+CAGCTAGGTTAACACGCATATTACTAATAAAAATACTTTGCTGATTCCTTTATTGCTCAGTCGCTTAAAA
+CTGTAAACGACTACTTACAGTTACGGGAAAACCATTATAAAGTTGAGGGCTTGCAACACTAAAGTCTAAT
+AGCTGAACCCTTGTTTTTAGTGCTGTAATGTTAAACTAGTCGGCGAGTTGCTACCAAAATTACAAGGGAT
+TATTATTAGATATAGATAAACCGCCTCTGGAAATTATTTAACCCTACTTTACAGTGCCTTATGCACTAAA
+CTGTTAATGAGAATTCCATGAATAAGAAGTTACTCTCTACCGTCCTTTTACTATCAACGCTACTCACTCT
+ATTGGCTTACTTAAGCCAAACCTATTTAGTTTCAGCGCAACTTTATAGTCTTTTTTTGTTCACTCTTAGC
+GCTTTTACTCTCTTGTTTTTATCCAACATAATACACAAACAAACCCTGAAAACTGCGGCTCTAATAGCTG
+AGCAAGAGCAAACTCACAGCAATGCTGAACTTGGCGTCATTGGAGGCGAAATTAGTAATAAAGCAAGCGA
+ACTTGCGATTAACTCAGCCGAAATAAGCTATTTCTTAGCACAACTTAGTGGCGCAATTGAACAATCGAGT
+GAAGATGTTGACCGATTAGCGACTGCAGCCGAAGAAATGTCTGCCAACTCCAAACAAATTAACGACAATG
+CCGTACTTGCTTCTCAGCAAGCGAGTCATGCTATGTCATCTAGTAATGCCAGTTCAGCTCAGTTAAGTAA
+CAATATTAATATCGTTAATCAGCTCAATGTGTCGGTAAATAGCGCGGCAGAAAAGATACGTTCTCTTGAA
+AAGAAAGCCCTGGCCATTCAAAGTATTACTGATGTTATCGATGGGATTTCTGCACAAACTAATCTATTAG
+CATTAAATGCCGCCATAGAAGCGGCACGTGCTGGAGAGCAAGGTCGTGGTTTTGCCGTCGTGGCTGATGA
+AGTTAGGGCTTTAGCTGGTAAAACAGCTGATGCAACGGCGCAAATTGGTGAGATGCTCAAGCAAACAAGT
+GATGAAACCAGTGCAACAACTCTGGCTATGTCACAGATTGTTGAACAAACAAACAGTGTAGTTTCTACCA
+TGACGGAATTGTCACACGGCTTTGCTGAAATAGATCAATTACTGACTGACTCTTCTGCGGCAAGCGATCA
+AATAAGTCATGCGTTAACAGAGCAAGATTTCGCAGCAGAAGAAATCTCATCTTCAGTTGTACGTTTACAT
+GATTTTTTATTAAATAAAAGTAGTGAAACGCAAGACGCGTCAATTCAAGCGCAAACCCTATCCAATAGTT
+CGGAATCAATTTTCGTCCATATATCATCTTTTGAAAGTAACTCTCTCATTGCTAACATGTGTCAACAAGC
+ACAGCTTTCCGCGAATCAAGTAGGGCTGTTATTTGAGCAAAGTATCGAAAAAAACCTTATTACTCAACAA
+CAGTTATTTAACTTTAGCTATCAACAACTAGGCAGCTGTGAGCCGAAGAAATACAGTACCTCTTTTGATA
+AATTTACCGACCAGCATTTACCTAAAATCCAAGAACCATTGCTAGTTCAGTTTCCTGAGATGATTTACGC
+TGGCGCTGTAGATATTAACAGTTACTTCCCTACCCATAATAAATGCTTCTCTAAGCCGCTAACCGGCAAT
+GCAGCAACAGATATTATCAATAACCGTACTAAACGACTATTTGATGACCCCACGGGCATTCGTTGTGGCA
+AGCACACCGATAAGTTTTTACTGCAAACATACAAGCGTGATACTGGTGAAATTATGCATGATGTTTCTGC
+ACCAATATTTGTTCAAGGTAAGCATTGGGGTGGTTTTAGAATTGGTTTTAAAGCCAAGTAAGTATTGAAA
+TACCTTAAAATGTAGTTGAAATCGACTAAAGTCTACCCCCTTTTTTTAGCAATGTAGACTTAGGTCTAAT
+TCCTTTTGTTCACTTTACACACTAACTTATTATTCGATAACAAAAAATAACAACCAAGCAAACTAAAAAG
+AAAATAATAAGAGGCACTTAAGACCTCATAATAATAAGTCACATTAAAATAAATAAAACAAAAATGGGAA
+ATACAATGTTTAATAATTCATTATTTAAATTAAAAAAAGTAGTACTCGCAACCAGTTTATTAGCGGTTAC
+TGGTGCTGCTAATGCCGGTTACACTGTTAAATTAGATGACGGTGACACCATTACTTTTGGTGGTTACATC
+AAAGCAGACGTTCGTTCAATCAGTGGTGATGTTAGTTCACCCGTAACCAATGATGATTACTGGATTGGTA
+ACGCCGCAGTAGTTGATGATATATCCACAACCAAATTCTCAGCCAATGAAACTCGCTTCAATACTAAGTA
+TGTTCATGGCGACGTGACTGGCTTTATTGAATTAGATTTTTACGGCGGCGGCGGCAACCAAATTGTTTCA
+AACTCATCACATCCAAGACTACGTCACGCTTTTATCAAATATAAAAATATTTTAGTTGGGCAAACTTGGA
+CAACCTTTATGAATACTAGCGCGCTTGCAGAAGCGGCTAACTTTGGTGGTGCTTTAAATGCCTCTGCGTT
+TATTAGACAAGGACAAGTTCGTTACACCATGGGTGGTTTACAACTTTCTTTAGAAAATCCACATTCAGAT
+AAAGGTGACAGCAGTCAAGATTCCATTCCTGATTTTATTGCCAAATATACCTTCAAAGGCGACTGGGGTA
+ATGTTTCAGTATCCGGTTTAGCCCGTCAGTTAAATACTGTTGGTGGAAATTCGGAAACAGCGGTTGGTGG
+TGGTATTGCTGGTCGTATTAAAACTTTCGGTAAAGATGATTTCCGCTTTCAAGTGCACGGTGGCGAAACT
+GGTCGCTACGTGGGTGTAGTTGCAGCGAGAGATTTAGTGGGTGAAGAAGTTGAAGAAACTACCTCGTACA
+TGGTGGCTTACCGTCACTTTTGGACCGAAGAAATGCGCTCAACCGTATTTTACGGCAGCACAGATGCTGA
+CGTAGCCAATACAAAGCGTAATCATGTCGCTGTTAACTTATTTAAAAACTTTACCAAGCAACTTTCTTTT
+GGTGTTGAAGTAGGTAATTTTGAAATGAATGAAGTAAGTAAAGATTCGAACTACTTACAATTCTCAGCTA
+AATACGTTTTATAGTTTTACACGCGACTAAAGCGTAAATTTAGTCTCACAACTTGCGTTAGTTAACCTCT
+GTTGGGGTTATTTTATAGGGAAGCATATGCTTCCCTTTTTTTATGCTTTTATTAACAATCTAAATGCATA
+CTTCAGGCGCTTAAGGTGCCTTATAAAAAAGTTAAATTCGGTTTTCTCACCATACTGATTTTACTGCTGC
+TAACCTGCAGAGAATAAAGTAAAACAATCTCTCTTCTTTTTTTAAATGAAAAAGAGCATTTGATGTCATT
+TAGTACATTAATTACCTTATTGTCTTTTACATTATTTACTCTTTCTATCCTATTAAACCTGGCTCAAGGC
+AAGGGCGGCATTGTATGAAATATTTCATCAACAGTGATTAATTTATTTTTAACTTTCAACTACGTACTTT
+TATTTAGCTTATTCGTAATTATCGTAAAAATTGAGCTACACTAAAATTGAACTATATTAATTAGCATAGT
+TTACTAATTTAAAAGGGAATTTTATGAATTTTTTACGGAGATTCACCATACAGAAAAGATTATTCATTCT
+GGTGGTATTAATTATTATTGGTCTTTCAGTACTCGATGTTATGAGTTTGTCAGGAGAATACAAATCGTTA
+ATGGAGCAAAAAAAACATACAACCGAAGAGCTAGTTGATAGTGCTTACAGCATTATTGAACACCACTATG
+CATTGCAACAAAAAGGTGAGCTCAATGAAAGTAAAGCAAAAGAGCAAGCGTTAAGTATCCTTGCCAGTAT
+GCGCTATGACAAAAATAACTATTTTTGGGTAAATGACTTTACGCCCAACATGATAATGCATCCGGTCAAA
+CCAGCGCTTAACGGTAAAAATGTATCGGGCATTAAAGACGCCGATGGTAAGCCTTTATTTATCGATATGG
+TTAAGGTTGCCGAGGCTAAAGGTCATGGCTTCGTTTATTACAAGTGGGCTAAACCTGGTTTTGATGAACC
+TGTTGATAAAATTGGCTTTGTTAAAGGTTTCACCCCATGGCAGTGGATTATTGGCTCAGGTACTTACCTT
+GATGATATTGAGGCTACCTTTGCCAAACAACGTAATATGCTCATTATTGATAGCCTCATTATCGCTATTA
+TTATTATTGTTTTAAGCTATGTTATCGGAAAAAGTATTCTACTGCCCACTAAGTCAGCTGCTGAGTTAAT
+GAAAGATATTGCCCAAGGTGATGGTGATCTTACTAATTATTTAGATGACACAGGTCACGATGAGATTTCT
+CGCTTATCTAATTATTTTAATAACTTTACTGGCAAAATGCGCCAATCTTTACAAGATGTATCTAACAATA
+CCGCACAGGTTTTAGATCATGCACAAGCTGTTTCTGGCGCCAGTGATACTGCCCAAGCTCTTATCCACAA
+CCAAAATGACATTACCACTCAAGTAGCAACTGCCATGGAAGAAATGACTTCTCAAATAAAGGAAGTGAGT
+GACAATGCCAGCTCAGCGGAGCAAGCAGCAAACGATGCGAGAAATAACACCACGGATGGTAAAAAAATTA
+TTTCGAGCACCATTACACAAATGCAGTCGCTGTCGGCTAATATTGATGAAGTAAGCCAAGTGGTCGCCAG
+TCTTGCATCTGAGAGTAACAATATTGGCTCAGTTCTGGATGTAATTCGAGGCATAGCCGAACAGACCAAT
+TTGCTGGCCCTTAATGCCGCCATAGAAGCTGCACGCGCTGGTGAGCAAGGTCGTGGTTTTGCAGTAGTCG
+CTGATGAAGTGCGAACCTTAGCTAATCGTACAGAGCAAAGTACTAATGAAATTCAGCAAATGATACAAAG
+ACTACAAACGGGCGCACAAGCAGCTGTCTCTGCGGTCAAAGTCAGTCAAGATATTTCATTACAAACGGTT
+GCTCAAACAGGTAAGGCTGATGATTCTCTTTCTGAAATCGATCGCTTAATGCAAGTCATTTCCGATATGA
+ATACTCAAATTGCTCGAGCTACCGAGCAACAGAGCCTAGCAGCTGATGAGGTTAATTTACGCATTAATGA
+TTTAGCGAGTATGACTGATGAATCTCTGGCTACAACACAACAACTCAGCGAAACTAGTCAACAATTGAAA
+GTCAGCAGTAATAATATGTCTGAGGTAGTCGGTCGCTTTAAAATAGCGTAACAAAGAACAATCAATAGGT
+ATATTAGCAGGCATAAAAAAACCAGTACCCCTTGCCTTAAAGAAAGGGTTACTGGTTAAACCATCAAAAA
+TTTTTAAAATCGAATTAAAACTGTAAAACCTCAAAGTGGTACTTAGTGGTTATGCGTCCTGGAACATAAC
+CACTAAGTTCCCTGCTTTGCTATTACCTATTTAGTGAGAGAGCATTCACTGCCTAAGCAACGAAACAAAT
+GATAATCATTCTCATTTGAATAGTCAACACTATTTTTCAGTTTTTATTAATTAATAAAAAGTTTAAATAT
+AACAAGCATAAAAAAGCCAGTGACACTTACCATCAAGAAAGTGTTACTGGCTAAACCATCAAAAATTTTA
+ATGTCGAATAAACTCCGTAGAATCCCAAAGTGGTCACTTAGTGGTTATGTGTCCTGGAGCATAACCACTA
+AGTTCCCTGCTTTGCTATTACCTATTTAGTGAGAGAGCATTCACTGCCTAAGCAACTAAATAAATGATAA
+TCATTCTCATTAAGATAGTCAACACTATTTTAACAAATAATTTAAAATAACTGTTTTTATTTCTTCAGCT
+TAGCAAAAGCATCGGCGAAAGCGTTACCCATAGCGGCATTGTCTACTTTCTTACTTTTTGATTTGTTGTG
+CTTTACGGCTGGTTTACCTTTATTATTACTACTGTTTTCGTGATTCTTTGCTTTATTGCTATCGTGTTTC
+CCGTCACTTTTAGCTGAAGCAGGTTTGCTAGTTTGTGCGCTAACCTGCTCTTCCAAACGCATAGTTAAGC
+TAATTCGTTTTCGAGCTATATCTACTTCAACCACTTTCACTTTAACAACCTCACCAGCTTTCACAATTTC
+ACGCGGATCACTGATGAACTTTTCTGTAATTGATGAAATGTGTACTAATCCATCTTGATGTACCCCAATA
+TCAACAAAGGCGCCAAAATTAGCTACGTTAGAGACCACCCCTTCAAGTATCATACCTGGGGTTAAATCTG
+CCATGGTATTTACCCCTTCTGCAAAACTAGCGGTTTTAAATGCCGGTCTAGGGTCTCTACTTGGTTTAGC
+TAACTCTTTAATGATGTCTTTAATGGTTATTTCACCTATATCATTATCGGTAAACTGAGTGATATCGAGA
+GATTGTAATTGCTCGTTATTATTAAGTACTTTACTTACATCAAGTTGTAATTGACTGAGGATTTTCTCAA
+CCACTGGATAACTTTCAGGATGAAGTGCTGACTGATCTAACGGATTATCACCGTTAGTAATACGTAAGAA
+ACCAGCGGCTTGCTCAAAAGCTTTTGGTCCTAAACGTGCTACCTTTTTCAACTGTTTTCTATTGGTAAAA
+CGACCTTGGCTATCGCGAAAAGCAACAATATTACCAGCCATTGTTTTGTTTAATCCCGAAACGCGCGTTA
+ATAACGCCGCTGAAGCACTGTTTAAGTCAACACCAACCGCATTTACACAATCTTCAACGACATCATCAAG
+GGTTTTACTGAGCTGACTTTGGCTGACATCATGTTGATACTGGCCAACACCTATCGCTTTAGGATCAATT
+TTTACTAACTCAGCCAAGGGGTCTTGTAAACGACGAGCAATAGAGACAGCACCACGTAATGACACATCTA
+AATCAGGAAACTCGTTCGCGGCAAATTCAGAAGCGGAATAAACAGAAGCACCAGCCTCACTAACGACCAT
+CTTAGTGAGTTGCACTTTGCTTTCATCCGCTTTAAAGAGTTGGATCACCTCAGCAACTAATTTGTCACTT
+TCTCGCGAGCCGGTACCATTGCCAATGGCCACTAACTCAACTTTATGTTGTCGGCAAATATTCACCAATG
+TACGAAGTGACTTATCCCAATGATTTTGTGGGACATGTGGGAATATAGTAGCAGTATGTAATAGTTTTCC
+TGTGCCATCGACAATGGCAATTTTACAACCTGTTCTTAAGCCAGGATCTAAGCCTAATGTTACTTGAGGC
+CCTGCTGGTGCTGCCATTAATACATCGGATAGGTTATTTGAAAATACGTCTATCGCTTGTGTTTCTGCCT
+GCTCGCGTAAACTCGTGATCAATTCATTTGTTAAGCTGATGTTTAATTTAGCTTTCCATGTTAATTGCAC
+TACTTTCGTTAAAAATTCCGCAGCGGGTTGTTTATTACCTGATGATAAACATTTAAGTGTTAAGTGCTCA
+ATAATAAGTTGTTCTGCACTATTAAACGTTGTGATAGTTTGTCCTGGATCGACATCAATATTGAGTTGTA
+AAAAACCTTCATTCCTTCCGCGTAACATCGCTAACATGCGATGAGAAGGAACCGTTCTCAGCTTTTCACT
+ATGCTCAAAGTAATCACGAAATTTAGCGCCTGCTCTTTCTTGGCCTTTAACAAGTTTACTGGCTAAATGC
+GCCTGTTTTAACAAATGACTACGCAGCTTTGCTAGTAGGTTAGCATCCTCACTAAAACGCTCCGCTAAAA
+TATAGCTCGCACCTTCTAGCACAGCTTTCACATCAGAAAAACCTGCCGTTTCATTAATAAAAGCGACCGC
+CTCAGTTGTTGGAGATAGTTGCCAGTTATTAAAAAGCTTATTCGCTAAGGGAGTTATGCCTGCTTCGTTG
+GCTATTTTACCTTTAGTACGACGCTTTGGTTTATAGGGTAAATATAAATCTTCTAGTCGAGTTTTGTTAT
+CTGCTTGTTTAATTAATTTTTCTAATTCAGCACTGAGCTTATCTTGTTGCTTTATGCTAACTAAAATAAC
+TTGTCGACGGTCTTCTAGCTCGCGTAAATAGCTTAAGCGCTGTGCTAAATGACGAAGATGGTTATCGTCT
+AAGCCTTGAGTAGCTTCTTTACGGTAACGGGCAATAAATGGCACAGTAGCACCATCATCAAGTAAGGTAA
+TAGCGGCATTAATTTGTACCGCGTTAACATTGAGTTCTTGAGCTATTTGCTCGGCAATAGTTAACATTGA
+AAGGCGATTCCAGCAGGATAATATGTTGGACAGCATAATAACAGAAAACTGTTGCGACGAAAATTTTACT
+GCAGCCCCCAAGCTGATTACTCTATGCAATACCTTGCATAAGTTATTTTCGATATTTTAACAAAACACTA
+CTTTATTATGTAAAATGGCACGATGAAAAGATCAAGTTATATAACTCGCGCAGGCTGGGACCGTTTAGAT
+AAAGAGCTTAAGTTTCTTTGGAAAGATGAACGTCCCAAAATTACTCGCTCAGTCAGTGAAGCAGCGGCAC
+AAGGTGATCGCAGTGAAAATGCTGAATATATTTATGGTAAGCGCCGTTTGCGTGAAATAGATCGCCGAGT
+ACGTTTTTTAATGAAGCGTACAGAAGATTTAACCATAGTGTATCCCGATCCTCAGCAAGAGGGCCGAGTA
+TTTTTTGGTGCTTGGGTCACTTTAATCAACGAAGATGATATTGAAGTTGTTTATCGTTTAGTCGGTCCTG
+ATGAATGGGACGTAAAACGAGGAGAAATTAGTATCGACTCCCCTATGGCTCGTGCGTTGTTAGGTAAAGC
+CGTTGACGATGAGATAGTTGTAAATGCACCTGAAGGTGAGCGTGTTTTTGATATTGTCAATATTAGCTAC
+AAGCTAACGAAATAACGCTAATCGTAATATTGTCTTTATAAAGCGAATTAACTACAGAGTTAATTCGCTA
+ATTTCTTTTCAAATCTAGAGATAGAATTTAGTAATCAAATTGTACGCCTAAACGAATATTTGCACCACGC
+AACATCTCACTGCCATCTAACGTAACCGTATCTAAAGTGGTTGCCACATCAATGTTAATAAATTTCATGA
+CGGTCACTCCTGCGTTTACATAGGCAAGCTTTGAACCCGCTAAGTTACGGCTAAAACCTAAACGTGCACT
+AGGCAACCACCAACTATCTGCGGCATACCCGCCTGTTAATGTGAACCATTGGTAATCATCATGCATAGGA
+TCTTCAACCGCATTGGCATCTAACTCAAGGTTTAAACTCCAGTGACGTTGGTCAGTAAAAATACCTGCCT
+CTAACTTCAATTGACGCTCCATAGTATAAGAGCTTTGGTCATTAAGCTGACTTAATATTTTTAATGACGT
+AAATGATCTTCTATCGAAGTCAGGAAATTCATAGGTATGCTCAAAGAGGCTGTTTACAGAGGCGCCTACC
+TGATAATGGTCTGCCGCCCAAACAATTCCTAAATCGACATCAAAACCATTTTGGTAAATAAAATCAGCAT
+CTTTAATATCCTCAAACAAATCTTCAGTATCGGTAATTTCACCAATACGAGTACTGGTATGGGTTAAACC
+AACCCGATAAAAGATAGGTTTTACGCCCAAATATAAATCGCCGGCATCACTTTGTATAACATTGCGACTG
+TAAGATAAGGAAAACTGCGCTATTTTTGTTGCTTTAACCAGCAACAAACTGTCATTGTCGACAGACATTT
+TAACTCTTTTATTCGCGGGGTTATAAAATAAGCTAATGCCATCAGATAGGTCGATTTCTTGTATCGGATC
+ATTTTCATCAAAATCAGGGATTGTTTTCAATTGCGCCTTTGCATAGTCTGAATCAAAGGTAATTTCCTCA
+AAAATACCCACTGCTTCTGAATTGCCTTTATATGCCATACCGAATAATAAAGTGCCGCCAAAGAAGTCTT
+CATGCAAAACAAAACTCGCCTCGCTTGTTAATTCCGCTTTACCGTAGCCTTCAGCGGTAATTAAGGCTAG
+CAAACTTGCGGTGGTCACTACCTTTGTTTTAATAATCTCAAGGCGATCTTCTAGCTCCGGGTATTCGACA
+AAAAGATCTTCCCATAGGTAATCCTTATCAGGATTTTCTAGGCTAGGGGGAGCTTCGCTACCAGCGCCGT
+CATCACCTTCGCTCGGCGGATTAAACAATAATGATAATTCATCTATTTTGCCAAATAATTCATCTAAATT
+ACCATATTCAACACCGCCGCCTATTTCAAAAGAACCACCGGTCATCACATGGGGGTCTTTACGCGCAACA
+ATAAGTGCTGCCGCTGCAGGATTTCCGGCATTTGACAGTGATTTTTGCGAATAATTTTGGCTAGCACTTC
+GTGGCTGAATATCTGCCCAAGCAGAGTTACTTAACGCGGACAGACTAAGAAAAGTAATTACTGTAGCTAA
+GCCATTGTGCTTAGCTACAGCTTTGAGGAAGTCGCTTTTTAATAATTTTAATGAGAATAATGGCAAAATA
+TCGTCCCTGTTCAGCTATTAACTATAGATAATTGTATTATTAATGAGCTACTTTAACATATTGAGAACAA
+CAGAACACGGGTAAAGGGATTAAATTACAAAGTCATAACAACTTTACACAGCACTTTCCACATTGCTAAA
+AAATATTTATCGGCTGTTTTATTTCACTCGTCGACTTCTAATAGGGATCTGACAAACATCAAGCACAGGT
+GGGGGCTTTTTATAGAAAAAAGCACTATCACGAGCACGACGTTTCACTAGGCGATCAGCAAAATTTGTTG
+ATTCGGTATTTTCAACTTCGATATGAATTTGATCTGCTTTTGTCACATCACTCATCAATTGCATACTGAC
+TATTTTAGTAAAATCTCGATGATCTACAGCATAATCGCCTTTGACAACCTCCGTTCGCTGTATTGCTTGG
+ATATGTTGCATACCGTAAACCACACGGCCAAAGATAGTCATAATACGGTCTAAATAGCGTGGTGCTTGAC
+CAATAACAAAATAGAAGTGACTCGATGCTGAATCGGCTTCATTATTTCTAGCCATTGCGACAGTACCTGG
+ACAGTGTGTTAGCCAAGCTTTACCAGTATTTCCGTCATTACTTGCTTGGTAGCCAAGAGCAAAACTGTCT
+TTAAAACCTGTCTGTTCGGCAAATAAATCATTTTCCTGTACCGATGTGTATGTCCACTTTTTATCTGTCT
+GCCACTCTGCTTCCATCGCCAGAAGTGGTACCGAGCGGTCTTTTTTACTGCCATCTTTCGGGCCAGCTTG
+AGCGACAAAACCATCTATCACGCGATAGAAACTTGTCTGGTCATAAAAGCCTTGTTGAGTTAGCTGACTG
+AATTGAGCTACGTGTATAGGGGAAAACTGAGGAGCTAATTCAATAACCACTTTGCCATGGGGCAAGGTTA
+ATAACACCGTATTGTTTAGTGATAATTCACGCCAAACAGAATCTGCTGAGTTATCCGCGCCGCAGGCGTT
+AATAAAAAATAACGTTGTTAACGTCAAGATACTTTTCAAAGAAGCTGTCATTGCTGGGTTATCTATTTTA
+AGTAAATTAAATGCTATCATAGCCGCTTTTAAAATTTAACCAAATCATCTTGGAGTATTTCGTGAACAAA
+AGCCTTATCACTAACCTTATTGCATTAGCTTTTACAGTAGGGGGCTATGTTAGCGAGCATCATATTCTTT
+TCACATTAGGCCTTTTTGCCTTATCTGGCGCCATCACTAACTGGCTTGCTGTGTATATGCTATTTGAAAA
+GGTGCCATTATTGTATGGCTCAGGTGTCATTCCTGCGCGTTTTGAAGAGTTCAAAATTGCTATTCGTCAA
+TTGATGATGGAACAATTTTTCACTGAGCAAAACATTGACCGATTTCTTTCTGATAGTTCAGGCAAAGCCA
+GTACCCTTAATTTGGCCCCTGTCATCGAGAAGATTGACCTATCCCCCGCCTTTGACAGCTTAGTTGCTGT
+TATTGAAAGTTCTTCTTTTGGTAGCATGCTTGCCATGGTCGGAGGTAGTGAAGCTTTGCAACCTATGAGA
+GAACCATTTATTGAGAAGATGAAAATCTCTATACAAGATATCGCGCAAAGTGAGCAATTTAATACCTTGT
+TACGAGAAGAATTAGAACAACCAGATATAATTTCCGGCATGCGGGACAAAGTCAGCGATATTATTGAAAA
+ACGTCTTAATGAATTGACCCCTCAATTAGTTAAAGAAATAGTTCAAAAAATGATAAAAAAACATCTTGGT
+TGGCTAGTCGTTTGGGGGGGCATATTTGGCGGTGTTATTGGCGTAATTGCTGCGATTACGAATAATTTTT
+AGTTCGTTTTATCAATAGTAAAATTTCTTATTTGATAAATAATTTTGCACTTATAAAATAAAGACTGACA
+TCCGTACAAATTAATCTTACTTTTGTCACGATATGGCATAAAAATCACTTTAATTACGCCCTAACTTTAC
+GTTATGCTTGAGTGATTAAAAATTAGAGAGTTTGAACTCATAAGCGCGATGATGCCTTATGGACGTAACT
+CTCTTCAAACCATAAGGTAAACTTCTGTCATGTTTGGTAGTTTAAAGGCTTTGCCTGCCGATCCAATTCT
+TGGATTATTAGCTAAATATAAAAAAGATAACAACCCAAATAAAATTGATTTGGGTGTTGGCGTATTCAAA
+AACGAAGCAGGTCATACTGCCGTTTTAGATTGTGTAAAAAAAGCTGAACAACATCGTACCAATACTGAAG
+ACAGTAAAGTTTACATTGGCCCTACAGGCTCTCCTGTCTTTAATGACGAAATGGCCAAACTTATTTTTGG
+TAGTGAGCATAAAGTATTAAATGAAAACCGTGCCCGCACTATATCAACACCTGGCGGTACTGGCGCATTA
+CGCGTTGCGGCGGAATTTATTAAGTCTTGTAAAGCAGGTGCAACTATTTGGGTAAGCAACCCAACATGGG
+CAAATCATACTGGCTTATTTGCGGCTGCTGGTTTAAACGTTAAAACATATCCTTATTACGATTATGAAAA
+CAAAAGCTTAGACTTTGACGGTATGTTAAATGCCCTTAAAGAAGTGAGCAGCGATGACGTGGTGTTATTA
+CACGCTTGTTGTCATAACCCAAGTGGTATGGATTTAAATAATGAGCAATGGCAACAAGTTGCTGATGTAG
+CGAAAGATGTTGGTTTCACACCATTAATCGATATGGCTTATCAAGGTTTTGGCTCAGGTTTAGACGAAGA
+TGCTTACGGTCTGCGTCTTATGGCTGAAACAGTTAAAGAAATGATTGTTTGTAGTTCATGTTCTAAAAAC
+TTTGGCTTATACCGAGAACGTATTGGCGCTTGTACCATTATTGGTGAATCAAGTATTTCTGTTGATATTG
+CTAACTCTGTTTTACTTTACGTTGTGCGCGTTATCTACTCAATGCCGCCAGCACATGGTGCCGCTATTGT
+CGAAACCATCTTAAGTTCAGATGAACTTCGCAACGAATGGTATGTTGAATTAAAAGCAATGCGTGACCGC
+ATTAACGGTAATCGTCAATTAATCGTTGATAAGTTAATAGAAAATGGTGTTACACGTGACTTTAGCTTTA
+TTAGTCGTCAAAGTGGTATGTTCTCTTTCTTAGGTCTTACGCCTGAGCAAGTTCAACAGCTACAAGATGA
+ATACAGCATTTATTTAGTAGGCTCTAGCCGAATGAGTATTGCTGGTATTGCCAATAGCAATGTTGATTAC
+TTAGCAAAATCTATTGCTAAGGTGCTTTAGCACTCTCGCAAGTCATCTGCTAAAATAGCAAAAAAATCTG
+GCTGAGCTTTTTTTATTCTAATAGAGTAAAATATGGCTTAGCCTTTTTTATTGGCTGCAATTTATTCCCA
+AGCTGGCTAATTAATGACTCCTCTTGGTACAACTTAATATGTGATTCAAGGAAAACCCTGTGATTGTTCC
+CGGTAATTTATTTATTCTTTCTGCGCCAAGTGGCGCAGGAAAATCAAGCCTTATCAATGCCTTGCTAAAA
+CCTGATAATCAAGCCTCCGCAAGAGCCATGCAGGTATCTATTTCTCATACCACGCGAGATGCCCGCCCTG
+GTGAGAATAATGGCGAACATTATCACTTTGTTAGCGTTGAAGAATTTAAAAAGCAAATCAGCCTCAACGC
+CTTTTATGAGTATGCTGAAGTATTTGGCAACTATTACGGCACTTCTGAAGCAGCTATTGATGCGCAACTT
+TCTCAAGGTATTGATGTTTTTCTCGATATTGATTGGCAAGGTGCTCAGCAAGTTCGTATGAAAAAACCTG
+GCGTAACAACTATTTTTATTAGCCCGCCGTCTAAAGAAGAGTTAGAAAGTCGCTTAAGAGGTCGTGGCCA
+AGACAGTGATGAAGTCATTGCTAGTCGTATGGCACAAGCGCAAGCTGAATGTTCTCATTATAATGAATTT
+GATTACGTCATTGTTAATGACGATTTCGAGCAAGCCTTGCTTGATCTCACTACTATTGTAAATAATCAGC
+GTCTTAAATGTCGTCAGCAAAGCATCGCGCAGCAAAGTTTATTTAGTAAGTTGCTAAACATTGAAGCCGT
+GGAGCCAACTGAATAGGCAAAAATCTCTCCAGTTGTATAGGGTATCGCTTGCTTAATTAGTGAGTGGGCA
+GTAAACTACGCAGCTATTTTGTAAGTTGTTTTATTAGTTGGAGTGCCCAGATGGCTCGCGTAACTGTTGA
+AGATGCCGTAGATAAAGTCGGCAATCGTTTTGATTTGGTGCTAGTTGCATCACGTCGTGCTCGTCAAATT
+GCAACGGGTGGAAAAGATCCATTGGTTGATGTCGAGAATGACAAACCAACTGTAATTGCTTTGCGTGAAA
+TCGAAGCAGGCTTAATTACTACAGACATTATGAACACTTCTGATCGTGCACAACAAATCCAGCAAGATAC
+TGCTGAATTAGATGCTGTTGCAGCGATTGTTGGTGGTCAACAAGAAGAATTAAGCTAAAGTTACTATTTC
+TCTTTTGAGAATGAATTAATTTAAGCTCTTAAAAACGCGTAATCTATATTCTGATATAAAGCAGAATATA
+GATTACGCGTTTTTTTATTGCTTAAGTTTTATTTTTTCCTTGTACATAGACCGTATTGCTGCGTATTGTA
+GTTATACTAATGAAACTTCAATCAATGCCTCCCCTCTAGCCCTTTTAATGCTCGCTGAACCGTGCGTTTC
+GAGGTAACATTAGTACATACTAGGGTATATACTCGAATTACCCCCATTTGCCCCCTTCAATTTGGAGTTT
+TAGGTGTACTTATTTGAACCTTTAAAAGAACTTAGCTCTACTTATCTATCAAAAGTACAAATTGATTTGC
+TTAAACACGCTTATGTTGTTGCGCGTGATGCCCATGATGGCCAGATGCGATCCAGTGGTGACCCTTATAT
+TACTCACCCCGTTGCTGTAGCTATTAATTTAGCGCAAATGAATCTAGACCATGAAACCCTCATGGCGGCG
+TTATTACACGATGTTATTGAAGACACCGAAGTAACCAAAGATGAATTAGCTGAACTTTTTGGTCATACCG
+TGGCTGAACTCGTTGAAGGTGTTAGTAAACTCGATAAACTTAAATTTAATAACAAAGAAGAAATGCAAGC
+GGAGAACTTCCGTAAGATGGTACTTGCCATGGTGCAAGATATCCGAGTTATTTTAATCAAGCTTGCCGAT
+CGTACCCATAATATGCGTACCTTAGGCTCTTTACGACCAGATAAGCGTCGACGTATTGCTCGCGAAACGT
+TAGAGATTTATGCACCAATAGCTAACCGTCTAGGTATTCATGATATAAAAAATGAATTAGAACTTCTCGG
+CTTTGAAGCGCTTTACCCCATGCGTTCTCGCGCTTTAAAATCTGCAGTACAAAGTGCCCGCGGTAATCGT
+AAAGCTATTATTGATAACATTGAAAAAGAAATTGCTGCACGTTTGGCCGAAAGCGGTATTGACGCGCAAA
+TTATAGGCAGAGAAAAGCACCTTTATTCAATTTATCGTAAAATGCTAAATAAAGAATTAATGTTCAATGA
+AGTGATGGATATCTATGCTTTTCGCGTTATCGTGCATGATAAAATTGATAACTGCTACCGCGCGTTAGGT
+GCTATGCACAACCTATTCAAGCCGATTGAAACACGCTTTAAAGATTATATCGCCATCCCTAAAACTAATG
+GTTATCAATCACTGCACACCTCGTTAATTGGTCCGCATGGCATTCCAGTAGAAATTCAAATCCGTACCCA
+TGATATGGACCAAATGGCCGACAAAGGTGTTGCTGCTCATTGGTTATACAAACAAGATGGTGACAACACG
+GGTACAACGGCGCAAATGAAAGCCCGTCGTTGGATGCAAAGTTTATTAGAGCTACAACAAAGTGCAGGCA
+GCTCTTTCGAGTTTATTGAAAACGTTAAGTCTGACTTATTTCCTGAAGAAATTTATGTCTTCACTCCGGA
+CGGCCGTATTATTGAGCTACCAATGGGCGCAACCGCAATCGATTTTGCTTATGCAGTGCACACTGATGTT
+GGTAATTCTTGTGTCGGCGTTAAGGTTGATCGCAAACCTTATCCTATGAGCCGACCCATTGACTCTGGCC
+AAACCATTGAAGTAATAACGTCAGCATCAGCAAGGCCTAATGCAACTTGGTTAAACTTTGTCGTTACCGC
+TAAAGCTCGCTTACAAATCAGAACTTATTTAAGAAGCTGTGAAAAAAATGAATCTCATGCTTTAGGTTTG
+CGTTTGTTAAGTCACGCCCTCGGTAAAACTAAACTTGTAGATCTAGCACAAGAAAAAATTGATGAAGTAG
+TGCAACAAAGTGGCAATAGTACTTTTGAAGAATTATTGACGAATATCGGTTTAGGTAATGCCTTGAGTAT
+CGGTATTGCTAGACAATTAACCGATGGTTTTACTGAAGACAATGAATTAACATCGACTACCAGCCCCAAG
+ACCAAAATGCCGATAAAGGGTACCGAAGGCATGTTAGTCAGTTACGGTAAATGTTGCCGTCCTATCCCTG
+GCGATGCTATTTTGGCTTACTTAAGCCCGGGTAAAGGTTTAATGGTGCATCAGCAAGGTTGTCGAAACAT
+TAAAGGCCACGACCAAGGCAGCTTATTCCCGGTCAAATGGGATAGCGATATTGATAAAGAGTTTATTGCT
+AAATTACGGGTAGAAATCATTAACCATCAAGGTGCATTAGCATTATTAACTAATGCAGTTGCAAAGTGTG
+GCTCTAACGTTCACAACCTAAATTCTGGTGAAAAAGAAGCTGGCTTATACGTAATAGACATGGAAATAAC
+CTGTCGAGATCGTATTCATTTAGCGGATATTATTCGAAAAATTAAAGTCATGATTGATGTACAACGCGTC
+ATTCGAAATAAATAAACAAAACAATTACCACAGCAGTCTCCAAAGATTACTCTAAAGGAAAGATTATGAA
+AAGTATAATCAGTACAGACAAAGCACCTAGCGCCATTGGCCCATATAGCCAAGCAGTGAAAGTAAACAAT
+ACAGTTTATTTATCAGGACAAATTCCACTTGTTGCTGAAACAATGACAGTAATTGAAGGTGGCTTTGCTG
+AACAAGCAGAACAAGTATTTAAAAACCTAGTTGCTGTATGTGAAGCCGCGGGTGGCGACATTAACGATAT
+GGTTAAAGTGAATATATTCTTAACGGATTTAAGTAACTTCGTCACAGTTAACGATATTATGAGTCGTTAC
+TTTAGCCAACCTTACCCAGCAAGAGCGGCAATACAAGTATCTAAGTTACCAAAAGATGTTGATATTGAAA
+TTGACGGTGTGATGGAACTTCCTAGCGTTAACTAAAAATATGCTTCATGAATGAAAATTAGTCGGCATTG
+TCTGCGCTGTTCGTCTAAATCACTTATAGATATAAGCTCAATAGACTCACAGCTTGACGGCTTTGCCTAA
+CTAACATTCATTTTGCCTATTTGGTTGGCCCAAGTTAAGTTTAAGTGACTAATAAAAGCCACATATCAGC
+TCAAAATTATTTAAAAGATTAAAAAATGACTCCAGAAAGATTAGCACGTATTAATACCATGTTAGACAAA
+CGCCAACCTGATTTAACGGTATGCATGGAAGGCTTACACAAATCTCATAACTTAGCCGCCGTAGTACGCA
+CTTGTGATGCTATTGGTATTAGTGATGTTCATGCGGTATGGAAGAGTGAAGAGGCGGAAGTACGCGGTGG
+TAGTGCCGCAGGTAGCCAAAATTGGATTGATGTCCATAATTACCATAAAACAGCCGATGCCATTGCTGCG
+TTAAAAGCACAGGGCATGCAGGTATTGGTGACCAACTTGTCTGATACTGCTGTTAATTTTACCGAAATTG
+ATTATACCAAGCCCACCGCTATAATTTTAGGCCAGGAGAAGTTTGGCACCTCAGAAGAAGCACTTGAGCT
+CGCTGATCAGCATATTGTTATTCCTATGGTCGGCATGGTGCAATCACTGAATGTTTCGGTTGCTTGTTCA
+GTCGTTTTATACGAAGCACAACGCCAGCGCGCTGCAGCGGGTATGTATGATCAACCTCGCTTAAGTAATG
+AGCGCCGTCAACGTACTTTATTTGAAGGTGGTCACCCTATCTTTGCAGAAGCTTGTCAGCGTAAGGGGTT
+ACCGTACCCTGAAATAGATGAAGCAGGTCAAATTGTAGCTGATGAAAAATGGTGGCAAAAAATGCAAATG
+AACAAGAAAGCTTGGCAACATCTCGATGACTAGTTATCTAGATACAAGAGCTAAGCTGAGCTGAGGTTAC
+CTATGGCACTGGAAGCGTTAAGCCGATTATCACAAGTTCCCCTGAGTACCCTCAAAGGTGTCGGACCTAG
+TTTAGCGGAAAAACTAGAGAAAATTGGCTTGCTGTCAGTGCAAGATATGCTTTTTCACCTGCCTTTACGC
+TATGAAGATAAAACGCGTATTACTACAGTGCGTGATTTATTAGTCGGTACCTCAACCAATATTATTGGTG
+AAATAACTGATAGCCAAATCACCCATGGTAAACGCCGAATGTTGGTGGTTACTCTTCATGATGGCACTGG
+CAGTATTCAACTGTGCTTTTTCAGCTTCTCCGCCAGTCAAAAAAACAGCTTAGCGATTGGCAAAACTATC
+CGCTGCTACGGCGAAGTAAAACGTGGGCCACGTGGTTATCAAATTGTTCACCCCGAATATAAATCCCTTG
+ATGACGATATAGAATTAACCCCGGTTGAAGAAACCTTAACGCCTGTTTATCCCAGCACCGACGGTCTAAG
+ACAAATATCCCTACGCAGTTTAACCGAACAAGCGTTGATTCGATTACAGCGAGGGCAAGTTGAAGAGTTA
+TTACCCGCGAATCTTTTTAATGAGCAGTATTCTCTCAGTGAAGCGTTAACCATCATTCATCGTCCGCCAC
+CCGAGGTATCGGTTGAGCAATTAGAACAAGGTCGTCATCCTGCTCAGCAACGGTTAATTAAAGAAGAGTT
+ACTTGCCCATAACTTAAGTATGCTTAAACTTAGACAAAATAGTGATATCCATGATGCGGTATCACTATTG
+GGTGATGAAAAGATCAGTCAAAAATTTTTGAACGCATTACCTTTTTCCCCCACTAATGCGCAAGCACGCG
+TAGTCGAGGAAATAAAAACTGACTTAGCTAAAACTCAACCCATGATGCGTTTAGTGCAAGGCGATGTTGG
+CTCAGGAAAAACGTTAGTCGCTGCCCTTGCTGCATTAACCGCTATTAGTGAAGGTTATCAAGTCGCTTTG
+ATGGCACCTACTGAAATTCTTGCTGAACAACACGCTATTAATTTTGCTAACTGGTTTACACCACTTGATA
+TTAGCGTCGGCTGGCTGGCTGGTAAAACCAAGGCAAAAGCTAAAAGACTGGCGCTTGAGCATATTGCTAG
+TGGTGAGATGCAAATGGTTATCGGCACCCATGCACTATTTCAAGCTGATGTAGTCTTTAAAAACCTAGTG
+TTAGTTATAATTGATGAGCAACACAAGTTTGGCGTTCATCAACGCCTCACTTTACGTGAAAAAGGCGTGT
+TCGATGATAAATACCCTCACCAGTTGATCATGACAGCAACCCCTATTCCTCGTACCTTGTCTATGACCGC
+TTATGCAGATTTAGATACCTCGATTATTGACGAACTTCCACCCGGTCGTACCCCAATCAATACAGTAGCT
+TTACCTGACTTACGCCGCGGGGATGTCATTGAACGAATTCGCCAAGGTTGTGTTAATGATGGTAGGCAAG
+CTTATTGGGTATGTACCTTAATCGAAGAGTCCGAAGTATTACAATGCCAAGCTGCTGAAGATACTGCGAT
+TTTATTACAAGAGCAATTACCTGAGTTAAAAATTGGTTTAGTACATGGCCGGATGAAGGCCATTGAAAAA
+CAAGAAGTGATGGATGCTTTTAAATCGGGTGATTTACACCTGCTAATTGCTACTACGGTGATTGAAGTGG
+GAGTTGATGTACCTAATTCCAGTTTGATGGTTATAGAGAACCCTGAACGCTTAGGATTGGCCCAGTTACA
+CCAATTACGTGGTCGTGTTGGCCGAGGCTCTGTCGCCTCTTTTTGCGTGTTATTATATAAGGCGCCCTTA
+TCAAAAACAGCCACTAAACGCTTAGCAGTATTACGAGAAAGTAATGATGGTTTTGTGATTGCAGAAAAAG
+ATCTGGAAATTAGAGGGCCTGGGGAGTTACTCGGTACTAGGCAAACAGGTTTAGCAGATCTTAAGATTGC
+CGACCTATTGCGTGATGGTTACTTAATACCTGAAATAAAGCAAAAGGCCTATTTATTATCACGCCAACAA
+CCTGAATGTGCTCAAGCATTAATTCAACGTTGGTTAGGTAATAAAGAGCGTTATTCTAACGCCTAAAAGT
+TATACCAAGTCCATTACGTTATTTCCCACTCAGCAAGAATTAAAGGGCTTAGAGGCAAGGCATTGATCGA
+AGAGAGTGGTTATTCAGGAACATATGCTCCTGCATTCTCTAATAAGCTGCATCCATACAGCGTCCTTGTC
+AAAATCAATAACGCTGTATGTAAGCCTTTACTTTTTTATTAGGTACTCGCCCTTGGGAGCTTGTCAGAAA
+AGGCACTGGATAAACAGAACGCCATAAAAAAACCACACAACATGCTAACATTGCGTGGTTTTCTCTTATC
+AGTGTATTAACCTACTAGCTCAGGTTAAAAATAAAATTAATGCGCCTCATCCCAGTTATCGCCAATGCCA
+GCCTCTGCAATTAATGGCACACTCAGCTCTACCGCATCATTCATTAACGTCACCAATTTAGCTGTGGTTT
+CTTCAACAATATCTTGATGAATTTCAAAAATCAGTTCATCGTGAACTTGCATAGTCATTTTTATACGGTC
+ATCATTTTGCTCAAGTAACCATGAATCTACGGCTAACATGGCCTTTTTAATAATATCCGCAGCGGTTCCT
+TGCATCGGTGCATTGATTGCAGCTCGCTCGGCCGCTTTTTTACGCATACCATTTTTAGCATTAATATCAG
+GTAGATATAATCGACGACCATATAAGGTTTCAACATAGCCCTGCTCACTCGCTTGTTGACGAGTATCTTC
+CATATACGTTAATACACCAGGGTAACGCTGGAAATATTTATCTTGGTACTCTTGCGCCTGCTGACGACCA
+ATATGGAGCTGCTTGGCTAAACCAAATGCTGACATACCGTAAATTAAACCAAAGTTAATAGCTTTAGCAC
+TACGTCGTTGATCGGTAGTAACCTCACCAAGTTCAACAGCAAAGATTTCTGCCGCTGTCGCGCGATGGAT
+ATCTTTACCTTCGCTAAAGGCAGTGACTAAACCTTTATCGTTCGACAAATGTGCCATTATGCGTAATTCA
+ATTTGAGAGTAATCTATCGCGACTATTTTATGATCTTTTGGTGCAATAAAAGCTTGGCGAATTTTGCGGC
+CTTGTTCGCTGCGAATTGGAATGTTCTGCAAGTTTGGATCGGTTGAAGATAAACGCCCTGTTGCCGTAAC
+CGCCTGATGATACGAAGTATGCAAACGATTAGTTTTATCGCTCACCATTAATGGTAACTTGTCGGTGTAC
+GTCGACTTCAGTTTACTAAGTCCTCGATTTTCCAAAATAACCTTGGGTAATGGGTAATCGAGCGCTAACT
+CTTGCAATACTTCTTCTGCTGTTGAAGGAGCACCTTTGGGTGTCTTTTTGATGACCGGGATTTTTAAATC
+TTCAAAAAGAATTTGCTGTAATTGCTTCGGTGATGCCAAGTTAAAGCTTTTACCTGCTAAATTATGTGCT
+TCAATTTCTAGTTCATCTAAACGCTGACCTAGGGTAAAGCTTTGTTCAGCTAAGATATCACTATCAATTA
+ATACACCGGTTTGCTCCATGCGGGCCAGTACAGGTAATAATGGCATCTCGATTTCATTGAAAACACTTAA
+CATTGAAGCGGTTTCTGCTAACGCGGGGAAAATAGCGTGATGTAATCGCAAGGTGATATCCGCATCTTCC
+GCGGCATAGTGACCCGCTTTTTCAATGTCAATTTGGTTGAAAGTAAGTTGTTTAGCACCTTTACCTGCTA
+CATCTTCAAAATGCACGGTTTGATAATCAAGATATTTCAGTGCTAATGCATCCATATTATGTCGGGTAGC
+AACACTGTTATAACAATAAGACTCGATCATGGTATCAAACTCGATGCCTTGCAAAGCAATATCATAATGG
+CTTAATACATTGGCATCATACTTAAGATTTTGACCAATCTTTTTAATGGTTTTACTTTCGAGTAACGGTT
+TTAATTGCGCTAATACCCACTCTTTATCAAGTTGCTCAGGGGCATCTTCATAATCATGAGTCAATGGTAC
+ATAAGCAGCTTTCCCCACTTCAATAGCAAACGATACTCCGACTAGTTCAGCCTTCATATAATGAACACTA
+GTGGTTTCAGTATCAAAAGCAAAAGACTCGCACGCTTGTAACTTTTTCAACCACTGTTCAAAAAGCTCTT
+TGTCTAAAATAATATCGTATTGAGTTTTTTCAACGTCTACAGCTTTAATTTCAACGGCCTGCTCGCCCAC
+CGAAGCTGTAGAGTCTGCTTTAGTTTTTTTAGCTACGCTACTAGTGCTCGCGCCAACGTCACTTCCACCT
+TTACCTAAGTCAGCTAACAAACGTTTTAGTTCGAACTTTTGATAAAGTTCAGCTAATGCGTCTACGTCTG
+GTTCACTAGCCGCTAATTCTCCAGCCGTTTGTTCTAATTCAACATCACATTTAATAGTGGCTAATTGATA
+AGACAATGGCAGTTGTTCTAATGCATCACGAAGATTTTCACCAATCTTGCCTTTTACTTTGTCCGCATTG
+GCAATAACTTCCTGCATGGTGCCATGTTCTGCTAACCATTTAACGGCAGTTTTGGGACCACACTTAACAA
+CGCCAGGAATGTTATCAACTTTATCCCCCATTAATGCAAGATAGTCGATAATTTGATCAGGTCTAACACC
+AAACTTTTCACTAACGCCAGCAACATCCATTTCTACATCGGTCATGGTATTAATCAAACGAACATGCTTA
+GTAACAAGCTGCGCCATGTCTTTATCGCCGGTCGAAATAACGGTTTCAATACCAAGCTCATCAGCTTGTT
+TTGCCAATGTACCAATAACATCATCGGCCTCAACACCCGGAATAACTAAAAGTGGCAAACCCATTGCTGT
+AATAATCTCATGTATTGGTGCAATTTGAGTACGTAAATCATCAGGCATTGGTGGACGATTGGCTTTGTAT
+TCGGGAAACATGTCATTACGAAATGTTTTACCTTTAGCATCGAAAATAGCGATGATATTGCCATTGGGGT
+AGTCTTTTTTTAAACTACGAAACATATTCAATACACCAGTAATAGCTCCCGTAGGTTGACCATCAGCGGT
+TGAAAGAGCTTGCAAATAAGGTACGTGATAGGCTCGAAATAAATACGATGAACCATCGACCAATATTAAG
+GGTGATTGCGAGTTATTAGAGTCTTGGGTGGTTGCAGAAATTGTCATAAGAAATACGCGAAGCGACTAAA
+TTAAGCTAAAGATGGCTAAGCATGCCACAAAGCGCAAGTAGGCTCCACTTTATCAGTATGCTTTATTGAT
+GCTGCTTGTGGATAACCTTGTGGTCAAGTACGAAAAACAGCCAGAGATTTGTAAATGTCAAACCTGGCCT
+TGTCAATATAATACTTTGTTTTTATTGAATAAAAAGGTTTTTACAATACCTTTAAATACATAGTGATTTT
+ATTTTAACTATATGTGGATAATTTTATTATCGCGTTATTTTTTAGCTGTACGAAAAATCGGCTGAAGAAA
+ATAACGTGGTAAGAGATTATCAGAATTTGGCGTGATTACCAGTGCATTATTAAACTTTTTTTACCAAATA
+ATGACACTTTTAAATAACAAAAAAACATAAGCGAGTAAGGGCAATAGCTAGCAAGAGATCCACCAGTTAA
+ATAATTTTTTTGTATAGTAAAAAATATTTTTTTTACTATACAAAGAGAGTATTTTCGTCATGGTTTTGAA
+TGCACGATAGGATAACTCTATTTAAATAATTTTGTTTGTTCTAAGCTCGTGAATGTGGCGCTATTCTGCC
+CCATAAATTAATCCGTTTGATATAATAATAGAGGTGCAGATATTATTTGTTGAATTTTGTCTTAAACAAA
+GGGACTGTAAAATTTACTTAATTTAGTTCTGAGCAAATTGGTTTATCTTACTTTGTTATAATCGTAGGTA
+GATTAGGGTATGTTGATCTTTCGCGGTTAAATTTTATTCGAGATAAAAGCGTTTTAATCGCGGCGAGTAG
+TGTGTAGCCTAGTCATTCTAAGCAAATTATACTCAACAAAGAGTAAAACGCTTTTAGCCGAATCCTTCGG
+ACAGCGTTTGTTGGTCATTTTTACGGCGTTATCGCCTTTTTATGTGGAACAACCACATGGCAAAGACTCT
+GCCTTGTATAAATACCCAACAAACCGCTGTAAAAACAATCTCGAAAGGTCAACAGACCCTAATAAGTAAT
+AAAATCTAAGAATAAGAAGTATTATTATTTAGGTAACCTTATAATTTTGCTATATTTGCTTGTGAGGTTT
+CTAAGGGATTCATCAATCGCCGTTCCTCTTGCTAAGTAAAGCACTTATTATTCTGACACTTACTCAAGTT
+CAAATTTGATAATCCGTTTTAATCGAAATCATTGACAGTAAACTGGGCTCTAGCTACCTTTAGCCTTACC
+TATATACCTACTAACGAGTTATATTATGAAAAAATTTGTTCAATTATCACTACTCACTTTGGCTTTAACC
+CCAGCTCTATTAGCCTCTGAGCTAGTCAGTGCTAATAGTTTGCCGCAATCAGTATCTCCGGCTAATGCCT
+CGGTATACATTATTTCACCTGTAGATGGCGCAACAGTGCCAGCTACGTTTACAGTAACCTTTGGTTTAAA
+AGATATGGGAGTATCTCCCGCAGGTATCGAGAAAAAACATACAGGTCATCATCACTTATTAGTCGACAAA
+GACTCTCTGCCTGCTTTTGATATGCCTATGGGCGGCGATGTTCAGCACTTTGGCGGTGGACAAACACAAA
+CAACGTTAACCTTGCCGAAAGGACAGCATACTTTACAACTTATTTTAGGCGATCATCATCATATCCCTCA
+TAAGCCTGCGGTTGTTTCAAAGAAGATTACTATTACGGTAGAGTAAAATTTTAATACTGCTGAACTGAGA
+ATAAAACGTACTTAAAAAATGAATTCGTTGGCGACTTTACAATTATATGCAAAGCGTTTTTTTCATTGAA
+TTAAACAAGAGCACAGCATATATATCGTTTAAAGTGCCTTTCGAAAGCTCATTAGTAAACTGATGACACC
+TCAAAATGAGTTAGATACAGAATGACTATATTTAACTCATTTTTCTAAGCGTGATAATGTAGCTCTACCT
+TGTTCAAAAAATAAACACCTTGGGTATCATTAATAGAAAATATAGTTATGGAATGATTAAGGAATAATAA
+AGGATTATGAATGAATAACATGCCAATAGTTTTAGTATTACTACTCAGCTTACTTGTTTCTTCTTGCTCA
+TCTATAACCAAACCTCAGCAAAGTGAGGATGTTAATCAAGCAATGTAAATTCCGATAAATTATCGTCTCT
+TCCCCAATATAGAAAACGAGCAATTAAATACAGAAGACATTTTTTTCTGACACAGGTACAGCAAAAAGAA
+TTTATTGTTAATTTTGATCAACAAATAGCAAACGGTTTAGCCCCTCATAAAGCATTAAGCGAAGTTTTAG
+CAGAAAGATTAGCTAAGTGAAACCTACGATGCAACAACCGCACTTCGCTTAAATAAGGGAAACTGCATGA
+GCTTAGCGATTTTAACAACGGCTTATGCAAAAATTATAGGCCTTGATTTTTCGTATCGAAAAGTAAGCAC
+TCTACCCATATTCACTAAAAAAGAGGATGTTATTTTATCCTCTTCACATGTACAAACAATAATTTACGAT
+CCTAGTTTTATCGCTGATCAAAATACTTTTTACCTCGCAAATCCTGCGGTGGTTATTGATTATTTCCCAA
+GTAAAAGTCATCGTTCTGGGATAAAGTTTTCGTTGGAGACCTTTCTCGCTATGTATTATAAGAATATTGC
+CGCCGATGCTTTAGCAGATAAAGATTTAAATAAATCATTTTTATACGCAAATAAAGCTTACCAATTAGAT
+ACTGACAATATTGAAACAATTAACCTATTAGCTGTTATCCACAGAAGATCAGGCGACTTACAAACAGCAG
+AGGCGATATATAAAACAGGTATGGACAAAGGGCAAACGAATATAGCGCTATTAAGTAACTATATTATGTT
+ACTCAAGTCTCAACGGCGTATGGACGAAGTTAACACCCTACAAGACAAACTAAACCAACTAGATGACCCA
+GACCCGTATCAATGGTTAGGAGAGGCTTATACAGCGAAAAATGTTGGCAATATTAAACAAGCCGAAATTT
+ATTTTAAGAAAGCATTGTCAAAGGCACCATACCTCAACCAAGCGTATATGGGACTTTATAAAATTTATAT
+AAAACAAAACAAACTAAAAAAGGCCCAAACAATGCTCGTTAAAGCATTAGAATGGACCTATGAGCTTGAT
+GAAAGAAAGCTATACAAATATAAGCTTTATAATATTGAACATAACATAGCAGCAATTAATTAAAGGCATA
+GCAATCAACATTCAGCTTGCTTTACATAGTGACAAACTCTTCTGCTGAGGTCGGATGAATAGCAATAGTG
+TTATCAAAATCAGCTTTCGTTGCGCCCATTTTCATTGCCACAGCAAAGCCTTGTAATAATTCATCACTAC
+CAAAACCAATACTGTGTAAACCAACTACTTTTTCTTCCTTGCCTGCACAAATTAACTTCATTCGTGTCGG
+ATCACGATGGTCCTCAGTGATTGCTTGATACAGTGCAGTGAATTGCGATTTATAAACAGTAATATTTTCC
+TCACCGTATTGCGCAATAGCTTCGTTTTCAGTCAATCCAACGGTGCCGATAACTGGATGACTAAATACTA
+CCGTAGCAATGCCGGAATAATCTAAATGCTCTTCAGGTTTATTATTAAATAAACGCTCACATAAACGACG
+ACCCGCAGCAACAGCTACCGGCGTTAATTGTGCACGACCGGTGTTATCACCTACTGCATATATACCGTCT
+ACATTGGTATTTTGATATTTATCTGTTTCGATAAAACCACGCTCATTCATAGCAACACCAGCGGCCGCTA
+AATTAATATTGTCGGTTGCTGGTTCACGGCCAATTGCCCATACTAAGGTTTCAACTGGTCCAATAGTTTT
+CCCATTAGTTAGATGTATTACTAAGCTGCCATCTGCCAATTTTTCGATACGTTCTGGCGTGCTGTGGTTA
+TGTAACGTTGGGCCATGTTTTGCCATTTGCTCTACTAAGGTATCGCTCAGCATGTTATCAAAACCACGTA
+ATGGTTTTTCTTTACGCACCAATAAATGCGCTTTTGTACCTAAGGCATGAAACACACCCGCTAACTCGAC
+CGCGATGTAGCCTGCGCCAACAACAGCAACACTTTTAGGCTGCTCTGTTAAGGCGAAAAAACCATCTGAA
+TCGATGCCATAGTCAGCACCTTCAATATTTGGCAGAGTGGGACGCCCACCCGTAGCAATAGTAATATGAT
+CTGCGGTGATTAACTCACCGTTGACTTCAACCGTATTTTTATCAACAAATTTGGCAAATCCATCAATAAC
+GGTTACATCGTTAGCATCAAAACCACGCTGATAGGCCGCATGAATTCGTTCAATATAAGCTTCTCGGTTA
+GCGACCAATTTAGCCCAATCAAACTGAGGAGTGTCTTGGGTAAGATGTTGAGCAAAACCGTAATCACTCG
+CATATTTCAATGCGTCAGATATCTGCCCTGCATACCACATCGCCTTTTTAGGTACACAACCAACATTTAC
+ACAAGTACCACCAATGTATTTGGCTTCAATAACTGCTGCCTTTTTACCTAACTTTGCTGCGCGGTTAGCG
+GATGCTATACCGCCACTGCCACCGCCAATGGCTAGATAATCAAAATGTTGTGTCATGGTTTCACTCATTA
+GTTAACGTATTGTTTAAATAGAATGTGGGCGCAAAATACACTTTATTCAAGTATTAAAGTAATAATATTT
+AATAACTTTCTCTGTAATTAGTTGTCCACTTTATCGAATTAGTTATTGGTATACACCCAAACTACATCCA
+GATGTAGGTTTTAGCTGAAATCAGAAACGCCCTCAGACAAGGCAATGGTTGGAGGGATAGTATGCTATTT
+GCGAAATTAATAACGTAGCATAAAACATTTCTATACTAGCCCTGCGGGGTCTTCCGAACAGTTTATGCTC
+TTCATTGCCTTATTTTTAAGGAAATAACTATTAATAAAATGAGCCATTTAATCGTAAATCGCTCAGTAAT
+ACCCACCTTCAAAGGGCTTGGCTATAAGTAAGTTCTGTCTTATCTATCAGCAAATTTTTCATAATCTTTT
+CCGCTGAGCTTGGCTTACTATATAAATAACCTTGTAGATAATGACATTGTTTGGCCACTAAATAATTAAA
+TTGCTCAACCGTTTCTACACCTTCTGCAATACAATGCATGTTAAGTCTTTTTGCTAATACTAGCGTGGTA
+TCAACAATCGCTTCATCTGCTTCATTTATACCAATACCAGCAACAAAGCTACGGTCAATTTTTATAATAT
+CTAAAGGTAACTTTTTTAAATAAGACAATGACGAAAAACCAGTGCCAAAATCATCAAGCGCTAAAGTAAG
+ACCTAGTGAAGATAACTTACGCATGGTGGTGATGGCATTTTCAGGTTGTAAAATTAGCGAACTCTCTGTT
+ACTTCAACACGTAATATTGCTGCAGGTAATTGGTAACGTGCCAATAACTCACTAATAAATGAGACTATGT
+CTGCTTCAACAAAGTGTTGTACTGATAAGTTTATCGACACATAAAATTCAGGTCGTATGGTATGCCATTC
+TTTTAGATCTTTACATACTCGCTCAAGTGCCATTTCTGTCATCGTGATGATTAAATTGAGCTCTTCTGAT
+AAAGGAATAAAGTCACTTGGTGGCACTAAGCCAGTAGACGTTTGCCAACGCATTAACATCTCGACTCCCA
+CAGCCTTACCCGTATAAGCATTAATAATAGGTTGGTAGTGATTGATAAACTCATTATTTTTTACTGCTAA
+TTTTAATGCCGACTCCTGACTCAAGCGCTCCATTGCTTCAACGTTCATTTGTGCAGTATAAAATTTAAAG
+TTACTTTTTCCGGCTTGTTTCGCATGATACATAGCAACATCAGCATGGCGTAATAATTCGTCTGAATTAA
+TACCATCATTAGGGTATAGCGCAATGCCTACACTTGCACCAACACTAACTAAATTTCCATCTAAATCAAC
+GGATTGACCAATGGTGTCAATAACTTTCTCTGCAATTCTTCCCAATTGATTTTCATTAGCGAAACTCTCT
+AGTAGCACAACAAATTCGTCACCTCCTATACGTGCTACCGTATCATCGATGCGTAATGTACTTTGTAAGC
+GATTAGTGATTTCTCGTAATAATAAATCACCGAAATCATGCCCTAAAGAATCATTAACTTGCTTAAATCG
+ATCAAGATCAATAAAAAATACCGCAATGGAGGTATCTCGTCGATTAGAAAAATCTATCGCATGCTTAATA
+CGTTCAAGTAATAACGTACGATTGGGTAATCCGGTTAAATGGTCATAATTTGCTAATAATCGCAATTCAC
+TTTCCGCACTTTTCTGCGCGCTAATATCCGTTAAAACAAACAAATAATGTAACGCATTAGTTACTGAACT
+AAACCCTACCGTGACGTTAATAATGACGTGGTATTCATCCTTATTGGCGGTAACTATCAACTCTTCTCCA
+CGCCAATGCTCCCCCTCTTTTAGCGAAAGCATTAATTTACGATAAAAACTGCGACGTTTCTGGCTGACGC
+CTAAGAGTTTGTCACTAAAATCAAACTCTTCTTCTGGCCAATCAAAAACAGCACGCATTGACTGGTTTGC
+AGTGATTCGGGATATTTTTTCATCAATAATAAATACCCAATCTTGGGTTTGCTGAAAGGCATCTCCGTAA
+TACTGAGCGCGCTCTTCATTAGCGCGCGACTCGGTAATATTAGTATAAGATCCTGTCACTCTGACAGGAT
+GATTATTAGCATCTACAGCAACAATTTTTCCTAAATCTTTATACCAAAACCACTGACCATCTGATGTTTT
+CAAACGATAGGTACAGGAAAAGTTATCCTTTAGATTAGCGCTACTAATAAATAGCTGCCAACAATGAATA
+AAATTATCATGATCTTCAGGATGAATAAGCGCTACATGCTCTTCTAAACTATAAAACAGCGCTTTTTCTC
+GGTAACCTAAATCTAAAGAAATACGCTTGCCAAATATTAAGTCTTCATCGGCTTGCCAATCCCAGACCTC
+ACTGTTACTACCCGTTAAGGCTAGTTGTAAGCGGTTTTCTCGATATTTTACTTGCTCATGAACATCAAGT
+AATAATTGTTGCTGGGTTTTACGATAACGATACCAAGTCACCATCATTAACATTAAGGCGATAGAATAAA
+GTAATATCGCTAAAGGTGAACGCCATGGAGCAAAGCCTACGTTAAATTTAATATATACAGGCGAAGAGAA
+CTCTCCTGTATAAGGAGATTTAGCTTGAATTGATAAAGTATGTTTACCTGAAGCGAGACTAGGAAAGGTA
+ACATGAGCCTCACGACTTGCCGGAAAATCAATGTTGTCTTGTCCCGTTAAATGATATTTATAGATGATGC
+TTTTCTCATTACCGTAAGAAAAAGTAGAGAAATCAATACGAATACCTACATCATCATGGTTTAGGTTAAT
+AACAGCATTATTTTCAATGACTAAAGGTAGGACTAAATCTCGAGATAATAATTCTACGGCGGTAACTTTG
+ACTGTAATATTTTCATTATCATATATTTTTTTTAGCTGTAAAGGGTCAAAAAGACTAATCCCCTCCATAG
+AACCATAGACAAATAAACCATTCGCTAATTTTGCATTAGCCCTAGCATTAAATTCTGTCGCTCCAAGACC
+ATTTTTACGAGTGAAATGACTTATATGTTGGTTATCAGAATCCAACATAAATATACCATCATGACTAGAG
+AACCAGATATCCCCAGATTCATCTGCCATGACACCATAAACGTTATTTTCAATAATGGAGTTAGCTTTAT
+GGTAAAAATATTTTTCTTTAAAATCAGGTAATGTTAAACCAATAAGGCCTTTACCACTGTAGCTCAACCA
+GAGCACTTGGTTTTTATCAATCGCCCAGTTATCGATATAAACGTTTTCACCTGCGAGTATCCCTTCCAGT
+TGATAAAGCTGTACAAATTCTCGTGTATTGACATTAAAGCCCCATAAACCATCATTACTGGTGAGTAAAA
+ACCAATCACTATTTGGTAATGAGCCCAAGAAATACAATAAACGTTCAGGGGAAAACTGAGTCGTAATTTC
+ACTTAACGTATCAACTTGATAAGTAATTAAGTTTATTCTAAAAATACCTTTTTCATTCGTTAACCATAAG
+AAATCACCTTCTTTTAGAATGTCAAATTGCTCTAATGCCAGCAGCTGATTAACTTCATCATTAAAGGGTA
+ATGCTAATGTTTTCTCCTGCTTTTTATCAAATAGAAGTACACCTTGAGCAGTAGAGACAAGTAACTGCTC
+AGGCGATAACGTCACTAAACTATAAATATGGCTCTGGGTATAGATGCTTTTGGAGTCATCATTCACCAAA
+AAGGGAGTCACTTGCTGCTTAGTTAGATCAATTAAGTTCAAACCATTTGAGGTAGCAACCCAAAGTAAAT
+CATTATTGAGGCTGTCAGGTAAAGCATGCCACACTTCGTTATAACTCAAACTAGCGGGATTATTTTTTTT
+ATAACCATAGTTTTTAACTAATTCTTTTTGAGGGTCCCATTGATAAGCCCCTGCAGTATTTGAGCCTAAC
+CAGAAAACTCCGTGATTATCTTTAATCAATGTATGTATGTTGTCATCGGTAATATTGTCAAAATAATCAC
+TAAAACCAAACAAGAACTCACTACTATTATTGAGTGTATTAATAACATACAAACCTTTATCAGAGGCTAC
+ATAAAGCATTTCGCCATCAAGTAAGGTCTGCCATGCGGCCATATTTTCAATAAGTTTTTGGTAGTTTGGT
+AATTGCGATTTTTCCGCAATATATGCTTTAATATCAGCTACGTTTATAGCAAAAAAACCATCGAAGGAGC
+CTAAATATAAAGTATGATTGTTATCTGCATGTACAGTATATATTTTATTAAGTTCTTCAATGCTTGATTG
+CTTAGATATATCAGCGGGTATTTGCGGTAGTTTTTTCCAATGATTTTTCTCAATATCATAAGCAAAAATA
+CCTATCTTAGAAGCCAGGTAGATCACGCCATCATACAATGACATCTGAAATAGTGATAAATTACCTGCTA
+ATTCTGATTCTAAATCTACTACTTGCTTGTACTCGTCAGTAACTTGATTATAAACACCGAGCGTTTTTGA
+TGTTAACACCCATATTTTATTGTCATAATCATTAATCAAGTCCCTAATATAGTAATCAAAGCCTTGCGCA
+AGTTTTATTGGGATATGCTGATAACTATCTGTTTTAGGCTTATAACAATAAAGTTTTCGACCATCAACAT
+TTAACCAAATAAAACCATTTTTATCTTCAAGTACATTGTATATAGCAACATTTTCAAAACTATTTTTGGG
+TCCTGGCAATTGCCTAACTTCATTACCATCATAAACATTGACGCCACTTTCAGTACCTAGCCAAATGAAA
+CCTGCTTTGTCTTGAATAATTGAATGAATACTACCTTGTGACAAACCATCATCAACAGAAAGAAGCTCTA
+GGGAAAGGTTTTCTATTGCAGCATAACTGGTGCTAGATGCGACAATGCCGCCAATGAAAATAACGCTAAA
+AAAAATAACGCTAAAAAAAATACTTAACAATAGTCGACAGGAAATAAGTAATCTCTTAAGCATAGTTACT
+CAACAACAGAATTAATTATAAAAATATAAAGGTCCCATAAAGTATAGTTTACGATGGCTTTGTGCAAACA
+AAAATCAATAAAAAATACAACTGCTAACAACAGGTTTACTTACGCTATACAATAAAATCACACCAATAAG
+TAATTGAGTAAAACATTAACAATGTGTATTTATAACTTCATATGATGAATATTTCATAACTATTGATTGA
+ATAGCCTTGAATAAAGCCTCTCTAGGTCTTACATCTCTTAATAACATAAACTAATTTTTAAGCATTATGA
+CCAATCCATTATTAGTATCTAGCGAACTACCTGCCTTTTCAAAAATTAAGCCTGAACATGTAAAACCTGC
+TGTTGAGCAATCAATTAAAGATTGCAAAAAAATTATTGAGCAAGTTCTCGCTAATGATGATGTCTTTACT
+TGGGATAATTTAGTATTACCCATTGATGAAGTTGATGATGTGCTATCTAAACTTTGGTCACCTGTTTCCC
+ATATGAATTCAGTTGTGAGTAGTGATGCATTGCGTGATGCGTATGAGTCTTGTCTGCCCCTTTTATCTGA
+ATATGGCACCTTTGTTGGTCAACATGAAGGTTTATATCAAGCCTACCTTAGCGTTAAAAACAGTAAGCAA
+TTTGAACAGCTCGACGTAGCTCAACAAAAAGTTATCACGAATGCCCTTCGTGATTTTAAACTATCAGGTA
+TTGCTTTAAGTGATAATGATAAGAAGCGTTATGGTGAAATAGCGACTCGCTTATCAGAACTCAGCTCTAG
+TTTTAGCAATAATGTGCTCGATGCTACCCATGCCTTTAGTATTACCATTGAAGACGAAAAAGAGCTTACC
+GGCTTGCCGAAGAGTGCTTTAGCGGCGGCAAAAGAACTTGCCACAGCAAAAGAGCAACAGGGGTTTACTT
+TTACTCTTGATATTCCAAGTTATCTACCGGTAATGATGTATTGTGATAATGCTGATTTACGTGAGCAACT
+TTATACGGCATTTGTTACTCGTGCGTCAGACCAGGGGCCTAATGCAAATAAATTTGATAATAGCGCCATC
+ATGGATGAGTTACTAAGCTTGCGACATGAATTAGCTAATTTACTTGATTTTGACAACTATGCTCAACATT
+CATTAACCACTAAAATGGCCAATACCACGAGTGAAGTCATGGCGTTTCTTGAAAACTTAGCCATTAAATC
+ACAACACCAAGGTAAACGAGACTTTAAAGAACTAAGCGACTTTGCTGCGACTGAATTCAAGAAAGATAAT
+TTACAGGCTTGGGATCTGGCTTATTACAGCGAAAAGTTAAAACAAAGTCGTTACGCCATTTCAGATGAAC
+AATTACGCCCATATTTTCCTAAAGACAAAGTTGTTTCTGGTCTATTTGCAGTGGTCCATAAGTTATTTGG
+CCTATCTATCAAACATCGTGAAGGTGTTGATGTATGGCATGACGATGTTAACTTTTATGATGTATTTGAT
+AAATCAGGTGAAAGACGAGGCAGCTTTTATCTTGACCTTTATGCCCGCGAGAAAAAACGTGGTGGAGCTT
+GGATGGATGACTGTGTTGGTCGAAGCCAGCTAGCTGATGGGTCTATTCAATATCCAGTTGCCTATTTAAC
+GTGTAATTTTAACGGCCCTGTAGGCAATCAACCGGCATTATTTACCCATGATGAAGTTGTTACCTTATTC
+CATGAGTTTGGTCATGGCATTCATCACATGTTAAGCCAAATAAACGCCAGCAGTGTTGCCGGTATTAATG
+GCGTTCCTTGGGATGCAGTAGAACTTCCTAGTCAATTTTTAGAAAACTGGTGTTGGCAACCCGAAGCACT
+TGCGTTTATTTCAGGCCATTTTGAAAGTGGTGAGTCATTGCCTCAAGAAATGTTAACCAAAATGTTGGCG
+GCAAAGAATTTCCAATCAGCGATGCAAATGTTGCGTCAGATTGAGTTCAGCATCTTTGATTTCACTATGC
+ATGAAAGCTATAACCCCAATGCATTGAATAATGAAAAACATATTCAACAAGTGCTCGATAATGTTAGAAC
+CAAGTACTCTGTAGTAACAGCGCCTGAATTTAATCGTTTTCAACATGGTTTTAGCCACATCTTTGGCGGT
+GGTTATTCAGCAGGTTACTACAGCTACAAGTGGGCTGAAGTATTATCCGCTGACGCATTTGGTTTATTTG
+AAGAGCAAGGCATCTTCAATGAAGAAACCGGTCAGTCATTCTTAAACAATATTTTAGAAAAAGGCGGCAG
+CGAAGAGCCAAGCGTGTTGTTTAAAAACTTCAGAGGCAGAGCACCAGAAATTGATGCGCTATTGCGTCAC
+TGTGGTATTGAAGCGTAAATATTAATGTAAACATTCAACATGAAGGACGTCATCCCCGAGGTGTATTAAT
+CGGGGGTCCAGTATCTGTGTCACTTACACCCAAGGTTTATTGTGCATAATATGGATTCCTGCTCAGATAA
+TGTGGGAATGACATCACCCAATAATAATGCCTAATTTAATTAAGAAGTTATGACCCACGAATCATTTAAA
+TCATTATACCAGCGTGCCGCCGATCGAAAAGGTGGCAAGTTGGCACTTGAGCTATTGCTAGGTAAAAGAA
+TATTGGGCAAGAAATTACTCGATGATAACGCCGCAGAAGAAAGCATTAGCCAACTCACTGACGATAGAGT
+GTTAGCCGCTTTTACCAAGCAGATTTTTAAATCTGGTTTTGTGTGGCGAGTGGTTGAGAATAAATGGCCT
+GACTTTGAGGAACATTTTTTTAATTTTAATATCGAAAAAATGCTAATGATGCCTGAAGAAATGTTGGAAC
+GAAAAGCAGCAGATCCGAAGATTATTCGTAATTACAATAAAGTAAAGACTATTAAAGCCAATGCGCAGAT
+GATGTTTGATATCTCACTAGAAAAAAGCATCAGCTTTGCGCAATTTATTAATGACTGGCCAAGTGAAGAC
+ATCATAGGCTTGTGGGCTTATTTGAAAAAGCATGGTCAACGCTTAGGTGGTAATACTGGCCCATACGCAC
+TTAGATTATTAGGCAAAGATACCTTCATTTTAAGCAGTGATGTTGAAGCTTATTTAAGAGCACAGCAGAT
+AATTGATGGTGGTTTGCAAAGTAAAAAAAGCTTAACAGCTATTCAAGCGTTTTTTAATACATTACAAACA
+CAAAGTGGCTATAACTTAACGCAATTAAGTCGTTTGATTGCTTTTGCTAGTGGCGATAATTATGTGCAGG
+TTGAGGAGTAACCTGCACATAATTTGCTAACTAAGAACGGCCATACTTATCTTCAAAACGAACGATATCA
+TCTTCACCTAAATAACTACCCGATTGTACTTCAATCATTTCTAATGGTAGTTTCCCTGGGTTTTCTAGCG
+CATGAACAGCGCCAACAGGAATATAAGCTGATTGGTTTTCAGTTAATAACACAACTTTTTCATCTATCGT
+TACTTTCGCTGTACCTGACACTATGATCCAGTGTTCAGCTCTGTGATGATGCATTTGCACTGATAGTTTA
+GCGCCTGGCTTTACAGTAATGCGCTTAACTTGGAAACGCTCTCCCGTATCAATACAGTCATATTTTCCCC
+ACGGGCGGTAGGCTTCACGATGTAATACTGCCTCACTACGCTTATCGGCCTTTAACTGCTCAACTATTTG
+TTTAACTTCTTGTACTTTATCTTTATTGGCAACTAATACAGCATCAGGTGTATCAATAATCACTAAGTTA
+TCAACACCAACTGTTGCAATCAGCTTGTTTTGACTGTGAATATAACTATTAGTCGTTTGCTGAGCGATTA
+CGTCACCTTTTAATACGTTTTTGTCATCATCTTGCTGACAGACTTCCCAAAGTGCAGAATAAGAGCCGAC
+ATCACTCCAGCCAGCATCAAGTGGAATGACTACCGCAGAGTCTGTTTTCTCCATTACCGCATAATCTATT
+GACTCACTAGCACAAGCTAAAAAGTCTGCTTTATTTGGACGCATAAAATCAAGATCTTGCTCAACACCTT
+TCATAGCTCGCTGACAGTTTTCTAAAATATCACCACGATGCTTAGCTAGCTCTTCTAAATAGCGCGAGGC
+TTTAAATAAGAACATACCACTATTCCACAAGTAGTCACCTGAAGCTAAATATTCATCGGCTATATCCTGT
+TTAGGCTTCTCAACAAATTCTGCAACATCAAAAGTACCTGAGCTTTGCACATTGCCCTTTTTAATATAGC
+CATAACCAGTCTCGGCGTGAGTGGGGACAATACCAAAGGTAACGAGTTTTCCTTGCTGTGCAACAATACT
+TGCTTGCTCAACCGCTTGGTGGAAAGCAGCAGTATCTTGAATAACATGATCTGCAGCTAACACCAGTAAA
+AGCGCACCTTTATCTTTTTCTAGGGCGTTAATCGCCGCTAATGCTACAGCTGGAGCGGTATTACGCCCTT
+CTGGCTCAAGTAAAATTGTTCCTTGCGATGAAGATAACTGTCTCACCTGTTCCGCCACTAAAAATCGGTG
+CTCTTCATTACAAATAAATACGGCTTCCTTACTATTTTCAGGTAAGCGTAAAAGCGTATCTTGCAACATA
+CTAGTATCGTTAACTAAAGGTAAAAATTGCTTAGGGAAAAGTGCGCGAGAAAGTGGCCAAAGACGTGTGC
+CGCTGCCGCCACACATTATTGCAGGGAAAATAGATACAGCAGAAGAAGTTGTTTTTGTATTCATATTTAT
+TCCGTTGATGATGTTGAAGTTTCATAGAAAATAATGCGGTTATAGTAAGCGATACTAATAGAGAGTAAAA
+CCTCTTTTATCTTTCATTAACAAGTAATAGGACAATAGATTTTGGCTATGTTCCGCCATGTGTTGCTAAG
+CTTTAAATTGATTGTTTTTGTTAGGATTTTAACTGGTATCTAAAAACCTAAACCAACCTAAGTAATTTTC
+TCCATACTTAGTCGCCACACTATGAAATCTATCTATCCAAGCCTTTAAGCGACGGTGGTAAGCATTAACA
+TTTTGAATGTGAAATACTTTTTCAATAACCTGAACACCAACGGCTACATTCAGCCGTTTGTGAATAAAAT
+CATTACCTTGTGAAAATTTGATATAAGCACTAAAACCATCGCGGCACAAGACGCAATCTTTGGCTATTTT
+TCCTTGTGACTCTTTGTTGAGTTGCTCGAAGGAATAACTAGCTTCATAGGTATGTTTCCCTCTATCTCGT
+ACCGTTAACACGGGAACATAGCCTTTGATATATATTATCTAAATGTGTATTATCCCGTTTAAACTAACTT
+TTACTAACGACAATAACATAAAAATGTATGTATAATTTACATACATTTAATACCATTTATTACCCGTTGA
+ATTTAGCTGTAGCCTGTTTTATTAAAACATAGAAGTAAAGTAATTTACAAAATTTTATCTACATAGAAAA
+ATAATATCATTAAGGGTAATACTTTGAATATAAAAAAAATCAATTCAAATATATTTAAACATAATTTTTC
+ACCTGTCATCTTAATACTTGCAATTACAATATTAATAGCCCTATTAAATATTCCTATCATGCAGACCCTA
+TGGAGATATAGTTTTGATGATGGCACTTATTCACACGCTTATTTGATTCCTCTTATTGTTGCTTATTTAT
+TTTATGTGATAAATAACAATGGAGAATTAAAGTATAGGGAAACTATATCTTTACCTGCTTCAGTACTACT
+AATTATAAGTGCCTATATACTTTTTGTTACGTCAACTGCGCAAATTAGCCTGTTATACTGGTTGACCATT
+TTATTATTATTTTGTTCAAGTATTATTTTTGTTTTCAATGCTAATATCAAAATAGCTGCAGCCGCATCCT
+ATTTTATTTTTTTACTTCCTGTTTGGGGGATATTAACCATTCCCCTACAAAACCTATCAGTATTTGCGGC
+TCAGACCCTTATGGGGTTCACTACTATTCCTGTATTTGTTGAAGAGCAGTTTGTACATATTCCATCAGGA
+GTATTTGAAATTGCCGGTGGTTGTAGTGGGTTACGTTACTTGCTTACTTCTCTAGCAATTAGTACTTTGT
+TTTCTTTTCTATATTTTAGAACAATAAAAAATACCGCAATATTTATTTCAGTGGCAATACTTGGTGCGTT
+ATTAACAAACTGGTTACGAATATCAGCTTTAATTATAATTGGTCACCAAACAGAAATGACCAGTGACTTA
+ATGACTGATCATAATATGTTTGGTTGGTACATTTATATTCCCTTTATGTTCTTACTGTTTAAGTTTGGTG
+GGTACCTTGCTGATAAAGAAAACAACAAACCAATCGCATCTGACAGTTCAGCCAAATTACAACTGAATAC
+ACCTAATGGGCAGTTGGGAGTTGTTTTGTTTATAATTTTATTGTTTTCTTCTACCTCATTACAAATGTCA
+GCAACAACAGAGCCTGAAACAAAACTTAAAAATGTGCTTGTTCAACCTATCATTTATCACGCTTCAACGG
+TTGAAGTTATCACTAACAGCTCAATAAAAACGCAATTAATTTACAATTTTAGTGAAAGTAATCTAGAATC
+AAAACCTACTTTTTATGAAAATAACTTTATTCCTAAAAACTGGCTTGTTGTTAGTAAAGTTATAAGCAAT
+GAAGAGCAAGTGATTAAAATAACAAAAGGTCTAAAAACTGCCACCATTACGGTCAGTTATGAAATATCAG
+AACTAAAATTTGGAAGTTCCTCACGATTCAAGCTTGAAAGATTAAAACAAGCATTATTGGGAAAAAGAAA
+GACTAAATTGCATTGGCAGTTTCAATTAAATACAATAAACGCACAAGCAATAAATTCGCACACAAAAAAG
+GTTTTATTATGAGAAAATGAATTATATTAGCAGGTGGTAGTGGGATTAGACTCTACCCACTAACCAAAGT
+TGTTAGTAAACAGTTAACCGCTTATTATAATTTAATATCATGACTTAATGGTACAGCCTTGTTGCCTTCT
+AGCCTATCATAAAGCAACGTAGATACTTCATTAGGATTACTAATTGGATCCCAAATAGGCGAGATTCGTC
+TTTTAAGGCTACTAACTAGCCGATCAATAAAATTTGCTGCCGGGATAGGAATATAAAGCCAACGAAGTAA
+CATATAAATGCGTCGACGAACGCACCAATAATAAATAGCTTGTTCGCCATACCATTTATAACCCCAGCGT
+TTTTCAAATAAATCATGAGAATACTTAGCTATTTTAGCATTCCAGCGATAGTTAAAATATTTAAGATCAT
+TTAACTCTCCTCTAGTGCCTAGGTTATCAAAATAGATAATTGATTTTGGTTCAGCAAATAAAAGCTCACC
+TTTAGCCGTTAACTGCATGCCAATATCTAAATGCTCCCGTATGGTCATATAAGGCAATTCTATATTGTCA
+AAAGCATCCGTTCTAAACATAACACCATGTAACTCAAATGCATGTGTTGGCTGAATTTCAGTAGGCATGT
+TCTCAGGCAATTCACGGCGATATAATTTATTTTCAATTAAATAAGGGGTGCCTTCAACATCTACCACTTT
+TATTTCAACATTAAACGAGTGATTACGAGTATAAGCACCATCAACACCATCGGTTTCCAGAATTAAAGGG
+GCAATAACCGCTGCTCCCGTTTCTTCGCCAGTTTCAATTAATGGCGGTAACCAGTTTTCAGATACTCTTG
+AATCATTATCAAGTAAAAAAGTAAAAGGCGTTTTTATTTTCCCCTGTACTTGTAAAAGCCCTTCCATAGG
+TATCATTAAACCATAAGACGAGATACTCGCATTAGACTTACCAGAGATACTCTTTTGTGCTTTTGATAAT
+TCCGCCTTTGGATACCCTAGATCTAAAATAACAAGATCAAATAAATTTTCATCGGTATATCGATAAACCA
+GATCGATACAATCAGACAAACCACTAAATCGATCTCTGGGTGAGATTACAATTGTTACTTTTTTTTGTGT
+CATGTTTTAATTCCTTTATTCAAGATTTCTTGGTTAATACTGTTCGTTGATTAAATTATTTAACTAAGGT
+AAATCACTTGTAGTAGAGCACATCCAAGCAAAGCGTCTTGGAGGTTTTAGTGAGCAACATGGTTTGTTTT
+GTTCTTTTTTTAATCTAACATAACTCTGCCGACATTGTTCTACAAAAGCAGTGAACAAATATTGAATGAG
+AAAACTATCACTACCCGCTTTATTTTTATATAAACTGACTTATCCAATAACCCTGCAACATCACAAACAT
+GCTGGGGATCACTCAATTGATTTAACTCTTCTTGCTCTGCATTATCAATAGAAACAATATACTTAGGTAT
+GACAATGTTTTTACCTGCTTGTCACCATAAAATAAACCGTAATTAAAAACAAAATCACCAAAAGCATCAA
+TGAGAGCCACTGATCTTTTATCACCAGTTAACTGATAAAATCGCCATAAAGCATCTCCTAGTAATGCCAT
+CATCCACGGAGAGCAAGTGGGTGTGTATCACTCCAACCTTTATGAGATTTAAAAGAATGCTAAGGGCAAC
+CTCTAATAACCCAGTTACTCTCTGGATTAAAAATCATTATTACTTTGCCATCAATAATAGCATTTACTCG
+ATCTTGCGCTCCTTTATCACTAGTTAATTCCCAATAAGAAACAGCAGTATTTAAAGCAGTAGCCTGATTA
+CGCTCGGTCCAAAAACCTCGCCTTAAGGCATATTATGGACCCCAATATAACGAGCGATTATTATATTTTA
+ACTAAAGTGCTTATTGCCTGTACATCACCACTGAATAAATAACGATATAGTAAGCCCTTTGGCATTAAAG
+ACTTAACATCAAAACTCTTTTTTAGCTTAAACTTGCCTCCATCATCAATATTTTTTTGATACAAATCAGT
+TAAAGTATTCGCTTTATTTAACCACTGTTTATCACCGGTCATATATATAGTTGATAAACCGCTTGAGAAC
+GGTCGTATAACCATTGTGAATGGTTTATTTGAGGAGTAACCTTTTTGAGTAAGTAAAACAACGTTGGTTA
+CATAGTTAGCATACTTCTTTTGCGGCTCTGTATACCAGCGGTTATCAATATCATTCATTTTAGGGTGAAG
+TAATAAACTTTGCTCTAGCCAGTTTTTTGAGGGGTAAACTAAGCTTGTATTTAACGATTTATTTTTATTA
+GCGATGCTATATTATCGAACATTTCCTTTTTAACTTTCTTGCCAAGTTAAAGTTAACACCCCAGATAAAC
+CATTAATACTGTCGGGCGTAATATTTAATAAACGAATATACTTTTTACCATGTAATACTGGCCATTTATT
+AACAAGTGAATAACTCGCATTCACTCTTCTCTTATTTTGCCACAACTCAAAAGTTGTATTGGTATAAATT
+AACTGATTAGGAATAGGTAAAAGTAATGTTGAGGAGCTATTTAATGAAACATCAAAACTAATTTTCTGTT
+GCTGCGCATTAGCAAAAGCATTCATGGAAAAAGTAAATAAGTTATCAAAAAAAAGACCATAGCGACTTTA
+TCATTTGCCATCCCTTATTGTGAACATTCACCATTACTATCTAGCACCATTATCTATCAACAGCTTTAAT
+CACCAAAGTAGCCATAACAGGCCGGTGATCACCTTTTACCCGTTCAACAACCTCTACCGACGATAAAGAT
+ATGTCATCCGAATATAATATATGGTCAATTCTTGCGCCATGCCAAGAGGTATACTTAGTGCGATTAAAAG
+CAAAGCCTTTTACTTCAATAACATTATTAAGCAGAGAAAAATTTTGTTGGTAAAGGTTTTCATCAGCGGG
+CATATTAAAATCGCCAGCAATGATTGTATAAGGTCTATTTGTCGCCCACAAATTAAGTAAATTAACTTCC
+AACTCACGGTTACTTTCGGTGCTTTCGGCTAATTGCTGATCAGGGTGACGATATATAGCCCCCATTAATA
+CAGACCTAGGCGTTTCTAAATGAATATTAGCCAACGAAAGTTCACCATAAGGTGTGATTACATTATAAAA
+AGTAGCAAATGTCCCCCATCCACCAAACATTTTTCGATTTAGTCTATTTGTTTGTTGAAAAGGAAACTTG
+CTTAAAATACATAAACCTGAAATACATTCACTATAATAGCGCTGATCAAATAATACTTCTAAATTTACTT
+TTAATGCCTCTTGCAAAAGCAAAATATCAGGCTTCATATATTTCACCAATAGCTGTAATTCGTCTTTTGA
+GCCACCACCAATGTTAAAGGTAATAACTTTTATTTGACTAGCTTTGTCGTTGTTATTGGCAAATAAAGTA
+GCTAAATTTGGTAGTTGAAAATCTAAATAATTAAATGCTAAAGCAACCAATAAAGGAAAAATAACAAATT
+GACGCTTTGAGAGAAAACGCCAAAATAGAAGCATTAACAATACAATAACTAATAACCACCAACGAGGACC
+AAACAACAATAAGTATTTGGGAATAATAAATAAATTTAATGTCGGCCACCAAGGCAGCAAGGTAACAAGT
+AAACATGCGAGACAACATGCGACAAAATAAAAGTTAACAAAATAATGAAAAATTTTGTTTTTTTTATCCC
+ACATATATTGCTGCATCCTTTTTCGGCTGAGTTTTTTATCGATAAATAATCACAAATGTAAGCGAAAGCA
+TTAGCGTCTAATAGATAAACATGCTCTTTACTTTCAATACTTCTATTTCAAGGTACTCACATGTTTGCCG
+AACTAATTCGCATTCTCTTAATCCAACATCCAGTTAAAACTTGGTAGCGATATTTAGTTGGCAAAACACA
+AGACATTATTTTCAATAACTAGTTGTTTTAATCAGTAGAAATGATCACATACTTCGTGAGATTGATATTA
+CCTAATAACCGAGCAGCCTCTTTATCTAATGAAAATTTAAAAGTAATTCCATCAATATTTGACCAAAAGC
+ACTAGATATTAAACAAAATAGAACAACACACAAAACTGTTAATTTTCCCATTACAATAACCCTACTACTT
+AATAATTAAACTTACCATTACAGGTAAGTGATCTCCCCCTAATGACTCGATAACTTGAGCATCAATTAAA
+TCAAATTGGTTACTAAATAAAATATGATCTATTCTAAGACTTAAACCATCTATTCGTATTGTATCGTTAA
+AACCAATCCCAACATCACTTAATGCATTATTTATCATTGAAAAATTTTCTTGGTATATATTCTCTTCAAT
+TGGCATATTAAAGTCCCCCACAATAAGGGAATAAGGTTCGTATTTTATCCAAGAACTTAGAATTCCAGTT
+TCAATACGCTTATTGTCTTCAAGTTGTACAATATCTGAAAAATTAACACTACCTTTCTGTATATCAACTA
+ACAATGAATGTACAGATTGTAGATGAACATTAGCAATATTAAGGGTATTCTCACCTAGGTATAGCTTATA
+AAAAACTGCAAAATTCCCCCACCCCCCCACTAAAGCTCTGCTTAGTTGGTTTGTTCGTTCAAAAGGATGC
+TTGCTTAATATGCATAATTCACCTACACATTCGAAAAACATGTAATCAATATCTATTTTTTTTAGAGAAA
+TGCTATTAGCATCCTGTAAAAGTAAAATATCAGGTTGGTAATATTTCAATAACAATTTTATTTTCTTTAC
+TTGCCCACCTTCACCAATATTGGCTGTAATAATCTTAACTATTTTATGCTCTTCCACAATATTATTTGGA
+TTAAAATTCATCCCGAAATCTAAATATTTAATTGAAATAAAGAATAATAAAGGTAAAGAATACTTTTGAA
+TTTTTGAAAGATTATTCCACAAAAACAATAAAACCAATAAGGCTAGAAATAATAACCTTCGTGGTGCAAA
+TAATAAAATATATTTAGGAATAACAAGAAAAATAGTTGAAGGCCACCAAGGAAGCAGGGTAACAAGCGCA
+CATGCGAGGCAACACGCGATAAAATAAAAGTTAACAAAATAATGAAAGTTATTTTTTATTTTATCCCACA
+TATAGTTTTTCATATTTTTTAACTGAATTTTTTATCGAAAAATTATCACTAATAGTAAGTGAAAGCATCA
+GCACCATGTCGTGTATAAATTACCTTTTTTTAAAAAAGGCAAAACTAAGCTTAAAAACTGTAGTGCATAA
+GGTGAATGAATATGAATAATATCAAATTTTAATAGCACAATAAAAACGCTAATAATTTTAATTTACGATC
+CGCCATCATAACTGGCAACAGGAATATTGTTAACCCTAGATTCTCCCACTATTATATCATCAGGGCTGCC
+TAATGATATAATGGTGGGTTTCATCTTTGATTGTTTTTGAATACTACATAAATCAATAACAAAACGCTCT
+GCTTCTCCAACATTTAGACTACCCACAATATAAGCAACTTTAATTTTTACACACCCACTTTTCATAGTTA
+ACTTCTACCACTAAATAAGATATATTAGTAATTATTTTAAATGATAATTGAGTTTCAATATTTTTGATAC
+GAACATTATAAAAATAATAACATAAGTCAAGGAAGTAAAATGTCATTACCTGCTCAATTAAGAGTATTGG
+AAGTTGTACAAAGTTTAGAGAAGGGAGGAAGAACAACCCGCTTTACTGATACAGTTGCAGGGCTAAGAGC
+ACAGAAGATTTTTACCGTTCCGTTATGTATTTCCAAACCCGAATCTTGGGTGAGTATTCCCGACTTAGAA
+GTACTCCACAAAACAGCAGGCATCAATTGGAAGCTTGTTTTTCAAATAAGAAAAAAAATAATAAAAAATA
+ATATTAACCTTATTCATGCTCATTGTGAATTTAGCCAGTTATATGCAAGTATTGCAGGTGTTACTTGTGG
+CATAAAAACAGTCGCCACTTTTCATCGTTCTGATTTATCTAAATATCAACCTAATATGGTCAACAAATTA
+ATTAAGCTTTTTGCATCTCACTTTGTTGCTGTTTCTCACGACCGACTGTCATTACTCACCAACAATTTAA
+AATTACCGTTAAACAAATGTCATGTGGTTCATGGCGGCTCTGTAATAGAAAAAAAACCAACCGTAACGTC
+AATTAATAAAGCAAGGGCTGATCTTGGCATACCTCTTGATCAATTAATGTTGCTTAGTATTGGCCATTTA
+GGAGAAATCAAAGGTCATCAAGACACCTTAGTTGCGTTATCAAAATTCACCAAAACAATGCCTGCGTTGC
+ATTTATACATTGCTGGTGATGGCGCTGCACAAGAAAAACAAAAATTAACTGAACTGGTCAACAAACTGCA
+AATAAACGAAAATGTAACCTTTCTTGGGCAAATAAATAATGCATTCAGCTGGTTAGAAGCGTGTGACATT
+TTTATTCAACCTTCAGTAGAAGAGGCCTTCGGCTTGGTTTTTGTCGAAGCAGGCGCAAAAGCAAAACCTG
+TAATTGCCACCACAGTAGGTGGTATAAAGGAAATAATAGTATCTAAAGAAACCGGCTTATTAGTACTTCC
+TTCTTCACCTAAAGCAGTAGAGCATGCATTAGCGATATTAATAAATTCTCCCCCTTTACGTCAGCAATAT
+GGTGAAAATGGATATAAACGTATTACTGAACATTTTTCACTTACCAATATGGTCAACAAATATACTGATA
+TTTTTAATCAAGCGGTAAACTGAACAACTAAAAACAACCATATATTAGTAGATAAAAATAAAAGGAAACA
+TTATGAACTGGTCAGGGCTTATGCCACATGTAAAAACAGGTTTTTCAGGTTGGATAAAATGCCAAACATT
+TGATGAACTTGAGGTGCAAGAAGCTGCTTCAAACTGGCAAAGCGAAATGTTTTTCTTTGAATCTACGTCT
+ACTGTTTCTTATAAGTCAGTGGGTAATGATTGGTTTATTTTTGCTCAAGGGCTCAGCGAAATTGAATTTG
+AAGACATATGTAACAAAGTTATCAATGAGTCTATTTTTAATGATGCTGATATAAACGAAAAAACACTTTT
+TTCCGATATAAAAAAAGAAATAACCAACCTACTTTTACCCGGCGCAATCGTTTTTGCCATTCAAGCAAAA
+CTAGGCCGAGTTGTGGTGCTTCGTGACGCATGCGGGTTTCTTCCTATTTATTATCACTTTAGTCAAAATA
+CTTTAGTGTTTTCTTCTAATTTAGAAACCGTACGCAAAAACACACAATTTAGTGGTGTTAACACCGATAA
+AATAAATGAAATGCTTGTTTATGCCCATAGAACAGGCAAACGAACTTTATGGCAAAACCTCAATGCTATT
+TCCCCAGGTGGTGTCAGTGTTTTTACACAAGATCAACTTGTCGTTCATCAGTGGTTACTTACTGAAAAAT
+CTCAATATAGCCCTGAATTGAAGTCAAAATTTAAATCAATGACAGAATCAGCAGTCTTGTTAGAAATAAA
+AAAGGCGATGGACAAAGCACTAGAACCTTTAGAAAATGAACCACATGTTTCTGTTCCTTGTGGTGGAGGG
+GTTGACTCTTCATTTCTTGGTGCTTATTTAGCCCAACGGGGGCAAGACGTTACCTTTTGGTGCATTAACC
+AACCCGACGCTCCTGTGAGTGAAGACGAATGGATGAAACCATTATCTAAGCAACTCAAGATTCCTTGTGA
+GTATGCAAACTTAAATAAACAGGTTTTTTTAGATAACTTTCTAGACAGAATGGAGCAATCTCATCAACCA
+ATGACAGGCCCAAATTCTGTTGGCGGGATTTACGCAAGAAAACTAGCACTAGAAGCTGGTGATAAAGTTT
+TCATTTCCGGAGAAGGAGCCGACACCGTTTTTGGTGGACTATCACCCTTTGCTCGATTAATGCCAATGGT
+GCGTTTATTTCGAATGTTATCGAAACTACCGAAAAGATTAAGAATGCAATTAGATCGTGGCATTATCTCA
+GAAGCGGCCTGGGTTATGGACATTTCTCAAGTAGCCCCTACAGAAGATATTTCCAGAATAGCAATGGGCG
+ATATGGAACGCGCTGAACTGTTAGCCGAAGTACTAGACTTTCCAAAAGGTGATAGTGCTATTGAGCGTTA
+TGCCGATATTTTTAGTTGGATCCAAATAAAAGAAGTACCCACTGGCTTAAACCATATATTCTTTGAAAAA
+GACGAATTCGAAGGTGGTGTTACCCATTATCCTTTTGCTCACGAAGCCCTAATCAACTTAGGCTTACACC
+TTCCCTATAAATATAAAGTCAATGAAGGACACAAAAAATGGCTCTGGCGTAAGTTCACCAGTGAATATAT
+TGGGCATGATGTTGCCTTTAGAAAGAAATATGCCTTTCCAACGCTCACTCATATTTGGTTAGAGCCTTCG
+GCAAAATTATTAAAAGGTGGTTTTTTACAAGATTTATTATGCGCAAATGTTTCCAGTGTGTTCGAATCTT
+TACCTAAATCAGACCCCGCAAGATGGACGTTACTAAATATCGAGTTATGGGGAAGATTACATTGCTTAGG
+GCAAAGTAAAGAACAGTTATTAAATACCATGATGAGTGCTTAATATATGGCTAAGAGTAGTAACAGCCTT
+TATGTAATTCATTTAATACCTTCTTTGGAAGTTGGCGGTATGGAACGCTTAGTATCTGATTTAGCCATAG
+GCCGAACAACAGGTAAAACCTCTATTTTATGTTTAAATACCTTAGGCGCGCTTGGAGAGCAAATAGAGAA
+TGACATTTCAATTGAGGTGTTAAACATACCAAATAACTTATTGATCGCGACATTTTTAGTGTATAAAAGG
+CTTAAAAAACTTAAACCAGATGTTATTCATTGCCATAATTTGCAAGCACATTTTTTTGGCGGAATTTGCG
+CAAAGTTACTTCCTAAAACCCGGGTAGTATTAACTAAGCACGGCCAGCACATTCCTACTTCAGGCTTAAC
+CACAAAAATCAATTATTTTACTTTACAAAAAAGTAAAATAATTGGTGTTTCTGCTGATATAACCCAGATA
+ATGCAACAATGGATCGCCAAAAATAAGTCACCCATTGAGTATATTGCTAACGGTGTATCGTTAACCGCTT
+TTAAAGAACAAATTCCTAAAGAGCTTGCAAAGGAAAAGCTTAGTATTAGCCAAAGCACGTTTTGTGTAGG
+CATTGTTGCTCGCCTTTCTGAGCCTAAAGATCATTTGTTATTAATAGATGCTATTGCGGCTATATCTAAA
+ACCTTTCCAGATATTAAGTTAATTATTGTTGGTGGCGGACCACTTCAGAATAAAATAGAAACTTATATTA
+AGGCTAACCACCTTGAAAACATAGTTACTATGTTAGGAGAAAGAAAAGACATCGCGAACATTCTAAACGC
+ATTAGATGTGTTTGCCTTAACCTCTTCTTCAGAAGGTATACCCATGACCATTCTGGAAGCGATGGCAGCA
+AACTTACCTGTTATTGCAACAAATGTAGGTGGAATACCACAGGTTGTTCTTAATAACGAAACCGGAATAT
+TAGTTGAAAACAAAGATAAAGCGGGCTTAATTACAGCAATAGAAAGCTTTATTAAAAGCCCTAAAAAATT
+GACCGAATATGGTAAACAAGGGCGTTTATTATTAGAAAGCAATTATTCAATTAATCAAGCCATTGAGAAA
+TATGAATGTATTTATCTTAACTAAAAGTATTCTATAAAAAAGGAAGTTAAATGTTCGGATCTTTAAGAAC
+CCTTTGGGCCATTATGGTTGTTGTTGGCCATATATTTTGGGTAAGCGATTTTGGAAGGTTTGCTGTTTTT
+GGCTTCTATATTTTAAGTGGTTACTTAATGACATATGTCATGCAAAACAGCTATGGCTACGCTCATTCCT
+CAAAAATAAAATTTGCGAAAAATAGATTTTTGCGATTATTTCCAGCTTATTGGCTTGCATGTGCCACTAC
+TATTTTATTAATACTTTTATTTGACCTTTCAGAAGATGGGAAATACGCCATCATGTTTATTCCTGACACT
+ATAATATCCATATTTGGTAATTTTACTTTAATTTTTCCTCATTGGATGCCAAACCAGATTGAACCTAGAT
+TATCTCCAGCCACTTGGGCTTTAACAGTAGAATTATTTTTTTATACGGCAATAGCCTTGGGCGCTTCAAA
+AACCATAAACAGAACATATATTTGGGTGGCACTTTCATTAGCATTTATTTTAGCCACATATGCCTTAGAT
+TTATTTTGGCATGCAAGATATTTTTCGATACCCGCTGGTTCTCTCCCCTTCTCGCTCGGTGCACTTATAT
+TCTTTCTTGTAAAAGATAATAAAACTAAATTTATCCCTCCTGTTTTGGTTAACTACCCACTTACGTTATT
+TGGAACCATGCTTGCTATAGCCATATTTGTATCAATTACAATTACAAAAGGTTTGCCTTTGTGGGCAATG
+GAAATATTATTTTATTGCAGCTTAATCATTAGCTTCTTGCTTGTACTTTCCTTAGCGATGGGGAAACCAT
+TCACTTCGTTTATCCCTAAAGCTTTAGATAAAAAACTTGGAGATTTTTCTTATCCTTTTTATTTACTACA
+TTATCAGGCGGCGGCAATAGCCAGTTATACAATCTTTGGACAAGTAACAGTGTTTAAAGGAAGCATAACA
+ATCAATTCTGTTTTATTAACTTTTGCCGTTTTATTCTTACTTTCTTTAATTATTATCAAATGGGTAGATA
+ACCCTATAGAAAAATTAAGAACAAAAATTAAAAATGCTAAACGCCAGGATAAACCAATCAATCAAGTGCA
+ATCAGGTGAGAATACATAACGTGGCGGATAAAATCACTTGGGCTGAGCTAACTAAAATAGAACAACTCTT
+AAAAATAATTCCTCAATGGGAAAAATTAATTAAAATTCAAACGACAAGCAAAATATTTAATTCTACTTCT
+TGGGTTGCCTCTTGGCTTGAAACGTTCTGGCAAAAAAACTGGCAACTAAATGTTTTAATTGCTTGGTGTG
+ATGATGAGTTGATTGCAATTGTACCTCTTTATTACCAACAAAATAATTCAATACTTCCAATGAAAGTACT
+TTATCCTTTAGGTCAAGGCGAAGCTGAAGCACAAGAAATATCAACCGAATATACTGACATTCTAATTAAC
+GAAAAATTTCAAGAACACTTATTACCCAAAATTCAACAATGGATATTGAATTTAAAAGCTGACCAACTAC
+ATTGGCATGCATTACTCCATAATAGCTCTACTAGAAACATTCTCGCTGATTATGAACAAACAAAGTCTAA
+TGAGGCCACCCGCTACATTGTTAATGGCTTAAACTGGTCACTTGAAAATCTATCTAAAAATATGCGTTCT
+CGTTATAGAAGAGGCTTAAACCAATTAGACAAATTAAATGCAACGATTGACTGGGTTGAACAAAGCGACT
+TTGACCAGTATTGGCAACTGATGAAAAAATTACACCAAAAAAGGTGGCAAGGTAAGAATGCAAAGGGCGC
+TTTCTGTAGCGATGAATTCAATCAATTTCATGCAAAGTTTCGAGAAAAGTCACCTAAAAATATCGCCATG
+AGTGCCATATGGGTTAACGATACCCCCATAGCGATACATTATTATTTTTCAGACGCTACCACATTATACT
+TTTATCAGTCAGGCTGGAACGAAAGCGAGTACTCACATTTGTCACCCGGATTAATACTGCATTTATGGAC
+CATAGAGAATAATAACAAACCTTATTACGATTTCATGATGGGCAAAAAAAAAGACAGTTATAAGGCTAAA
+TTTGCTACCCTACAACAGCCTATGTACAATATAACATTAACTTTTAGCCCCATTAAGCTATTGTTCTATA
+GCGTTTTTGAAAAAATTAAAGTTAAGTATCTTAGCGCTTAATTAAATAACTTTATAACTGTTTAAAATGT
+TCAATAAACTATCTAATAGCATAATGTTTTTTTATTAGATACTAAAATCAAACATAAAAGCATATTTAAC
+CAAAATGTTGTCACAAATAAAAATAAAGGATTAATATTTTTCATGGCTCGACAATTCCCTGAACAAGAAA
+ACACTGATTCCACTTTTGCTTTTTTCTTCTTAGTGTTATATACCGCATCAGTATTGATACGACCGCACGA
+AATGTTTCTCTCTAGTGTGGAATGGATCACTATCAAAGTGTTTGCCATCATCGCCTTCATCGCCACTATT
+GCAGCACAACGTCCCCTAAAGCTTTATTCACAGCACTGGATGCTATTAGGTTTAATCCCCCTCATCGTCG
+TTTCAGGATTTTTGAATGGCTCGGGTATGGATGGTGTTGAACAGGCACGAAAGTTATTTATTAGCGCTAT
+AATTCCTCTTTTTTTATATAGCAGCTGTATTACCAGCATCAAACGTCAACATATTCTAATGCTAATATGT
+ATTGTTGCTGCACTTTTTATGGTTCACAATGGCCACACTCAACAAACTGGCTATTTAGGTTATGGCTGGG
+CTTTAGATACCCATTCGGTTGGTTACCTTAGTTTAGGCGAAAAAAGAATTACTTATTTAGGTTTCTTTAA
+CGATCCCAATGACCTTGGCATGTTTCTGGTGATGAATATCCCCTTTACTTTATACTTTTATACAAAAGGT
+AACTTCTTAACAAAGGTCACCATGCTTGCCGCACTTACTGCTTTAGGCTATGGCATTTATTTAACCGGCT
+CTCGAGGAACCATGTTAGGAGTAGGCGCTTTACTTGGGATTTATTGGCTCGTTATGAGCGCAGGTCCAAA
+ATTATTTATTGCGGCAGCAATTTTATCGCCAATTGCAGCAACGGTTATCACGTCTTTGCAAAGTAATATT
+GATTCTTCAATAGACGGACGCTTAGAAGCTTGGTACGCGGGAATATTGATGTTGATATCTAATCCAATAT
+TCGGCGTGGGTACAGGGAACTTTATGGAGGAACACGAAAGAGTTGCCCATAACTCTTATATCCACATTGC
+TGGTGAGCTTGGAATTCCAGGTTACTCTTTATGGGGTGGAGCGCTTGTATTTACAGCTTTAGTGGGTTAC
+TTATTTATAATAAAAACACAATCACCAGAAGAGTACAATACTGAATGCAAAAATGAATTAGCCTTAAATA
+AAACTTTATTTTTCTCAATGATAGGTTTTATGATTACAGCTTTTTTCTTGAGTCGCTCTTTTACATTATT
+ACTATTTATATTTATGGGAATGACTATTGCGTCACATGTTCGTTTAATCAAGTTAATGCCTGAACTTAGC
+ACTATTTTCAGTAAAGCTAATGCAATAAAGTCAATGGGGTATTGCTGGGTCATTATAGTTGCTGTGTATA
+TTTCTTTGAAAATGGGATTGTAAACTTATTAATTTTTTATATAATTTCTGATTTACAATATTATTACGGT
+GAAAATTAATATTGTGGTGAAAGCAATATTTAATAGCATATGGAGAAATTTTGGAGCATCAGACTAGACA
+TATTCAATATTTAGATGGCTGGCGTGGAATTGCCATTTTTTTAGTGTTGCTATCGCATTTTTTTCATATT
+AATTTTATGGATGCTGGTCGTTTAGGCGTTGATATATTTTTTGTCCTTTCCGGCACCTTAATGGGTAACA
+TTCTCTTTATTAAAAAAACTGATCTAAGAACATTTTATATCAGACGGTTTTCAAGAGTTATTCCAGTTTT
+TCTCGTCTTTGTATTGGTACTGTTTAGCATATACTGGCTCTTGGGTGATACCACACCAACAGAGCATATA
+TTCCCCACACTGTTTTTTTTACGCACCTATTTTCCTAGCGACATTAGTATATATCAATCAACTATACCTA
+TAGGACACCTATGGTCGCTCAATGTTGAAGAACATGCTTATGTCATAATGAGTTTTATCACTTTATTTGT
+AATCAACCTTAGAAAGTCTTCTTTGAACTTAATTGCTTTAGCAGTGATTTCACAGTTAGTTTTCTTGCTC
+TACTCTACCAATATATTAACTCAGCCCGTTAACGCTGAAATTAGAACTGAAGCAGCACTTTCATTTATCT
+TCTACGCTGCAGGTTATCGAGTCTTTCTTGAATCGAAACTTATCAAAGTTCACCCCGCACTACCTTTGGT
+CACATTTATTGTAGCGGTAACCTGCTATCTAAACATAATGCCTTGGTGGAGTAGTTTTTTCTCTCCTATA
+TTATTAGCATTCACCGTTAATCACCTTAAAGACACTTCAAATGCAATTCAAAAATTTTTAAGTACACGTC
+TATTAACACAATTAGGCCTATACTCTTTTTCGATATATTTATGGCAACAACCTCTGTACAAAATTCAAGA
+TAAACTACCTATCGGCGTAGCATTGTTATTAGCCATTTTTGTAGGTATAGCATCATATTATGTTATTGAA
+GATCCGATGCGAAAATTCATCAATAAAAAATGGGCGCCCAATAAAAAAATTGATAGTGCTAAAAACTCTT
+TGGCACTATAGTTTACCAACAAGCAGTGAATCAGTTAGAGCTTCAGAAAATAACAGGGAAGATTGAATGT
+TTATATTAGATACATTAAGAGCGATAAAATATAATGCTAAGCTACCTCAGACAGCAAAAGAGGCTAAAAA
+AAGAGATGCTGTCCATGTTAATGATTTATTCGATATTGATGAAAGATTAGCCCTAGACGTTGTTTGTTCT
+TGGTTATTAAAAGCGCAATCAGACAATAAATTAAATGACAATGGTTATGCTCGTCATTTCAGTTTCGTTA
+ATGGCTGGGCTTCTTCCTATCCTGAAACCACTGGCTATATAATCCCTACGCTTATTGAAGCATCTCATCA
+ACTTCAACGCCCAGATCTAAATGATAGCGCTTTAAAAGCACTTGATTGGTTAGTGGCAATACAATTTGAT
+GACGGCTCATTCCAAGGGGGAAGAATTGATAGCACTCCCGTTGTACCTGTAACATTTAATACCGGCCAAA
+TATTGCTCGGATTAGCTGCCGGTTTGAGTGAATACGGAGATAGATACTCAGTAGCTACCCACAAAGCTGC
+TCAATGGTTATGCGACTCTCTAGATGATGATGGTTGCTGGAGAAAGTTCCCAACACCATTTGCGGCAAAT
+GGTGAGAAAGCCTATGAAACGCACGTAGCTTGGGGGTTAATGGAAGCAGCAAAATCTACTGGGAATACAA
+CATATCTTGAATATGCACTTAAAAATGTTGACTGGGCTCTCACAAAGCAGCAAGCCAACGGCTGGTTTGT
+AGATTGTTGCTTAGAAGATCCAACAAATCCGCTAACGCATACTATCGGTTATGTCCTTCGTGGTGTTGTA
+GAAGCATATTTGCATAGCAAAGATGATAAGTACTATCAAGCGGCATTAATTACAGCGAAACCACTTACGT
+CACTGCTAATAAAAGACTCCTTTTTACCGGGTAGATTAAATAAAGATTGGCAGGGTACGGTAGACTGGAG
+TTGCCTAACAGGCTCAGTACAAATTGCTTCATGCTTATTATTATTGAATGATGTATCACCTAATCCAGAA
+TTTGTTAAAGCAGCATTACAAGCGATTACTTTTGTCCGTAAAACAATAAAAATTGAAGAAGATAAAGCTT
+ATTCTGGTGGTGTACAGGGTTCGTATCCAGTACAAGGTGGCTATGGGCGTTACCAACAACTGAACTGGGC
+GGCAAAATTCTATATTGACGCTCAACTATTGGCATTAGAAATTAAATAAATATTGGATTATTATGGTTAT
+TCATAAGATAAATAAACTCATAGCAACTATAAAAACACAAGGTATACGTAAAGCTATTGTTAAAGTAGCC
+GCACAATTTAAGTTCTCGTATAAATATTACTTTATTTACACTTATAACTTGAACTCAAGCTCACCAGCTA
+TAGCAGTAAACGAAGCGATAAATACCAACGAAAATGATTATTCAATAAAGTGGTGGAGTGAGAGTGATTT
+TTGCAAAAACAAAACTACCTACTTAGAAAAGAGAAGTGATATGACTGACAGTTATATCGAAAATTGGCTT
+CCATTAGGACACCAAACAGTAGTTGCAAGATCTTTACCTAATAATGATATTATTGGTGACATGTGGCTTG
+CTTTCGACAACTTTCCTTTTCCTAGTAAGAGTAAATCTTTACGAGATTGGGCGATAGAAAATCACTATGG
+CTATGCATTCATGGCTTTTGTACAGCCTTCTCATCGAGGGAAAAAGATTTTACCCTGCCTTATGAATGAG
+CAATTAAAATTGGTAAAAGATAATAACAAAAAAGGCCTTATGGCCTTAATAATGCCCAAAAGCAAAAGTT
+CACATAAGTCATTTTCATCAATGGGATTCAAAAGAGTAGGCAAGCTTCATGTACTGCAGCTGTTCTCTAA
+CAATCATACTTGGATCTCTGTTTAGACTATCGTAGATGATAAACTAATTAACAATATTACCTCTAATACA
+TTGTTAATTAGTTGTTTAAAATTCGACAGTGAGCATAATATTGATTTTGCTATTTCTTGCCGATTTAAAG
+GTATTTTAGTTTATTTAAGACATCCATCTGGTTTATGATTTACGGTGATTTTTCGCTATATCTCTCATGA
+GTAATTCAGCACCAGTTAAACTCAAATGATTATCATCAAAGTATAATGCACTTCCTTTATGTATTATCGA
+ACAATAACTTTCTCCACATAGACGCTCAAATGGCTTAATTCGATATAGCTTATCTCCGTATACTAAAGAA
+TTTAATTTGTTAATAATAAACTCGTTTCTTCTCATGTAGTAGCTTTTAGAAACCGACTGTTCGAGATCTA
+ACATTGATTCGTCACTGAATATAGAGAAGGGTGAAATGGCTTTATTAACATGTAATGGCATTTCTGGTAT
+TGGATACATAATATGTACAGTTTTTCCTGCCCTGAGTAACCGCTGAACAATTGCATCTAAGCTATCCCAG
+TATATATCTCTTAACTCAGCTGTAGATTGACTTTTCTGCGTAACTTTAATTCGATTTTTAGGGCTAATGT
+TTGGCAGTTCAGGGTAGTTATGTTGTTGCCCGCCAAATAAAAATTCACTATATCTAAAACCCAATAAGAC
+ATTAGTTATTGTCTTATCATTCTCCAAATAGTCCAATGACTGCTTTATCCATTCTGAGCACCCTTTTACA
+TTTACATCAAACAATAGTGCTGGTGGGCAGCCACTAAAGCTCAAATGTAATATTCCAAGGTTATTTTCCT
+CAAGTTGTTTGGCTAATGCATAGGTTGGTTCAACGATATGGCTATCACCAAAACTTGCCCATTTAACATC
+TTTTTCAAAGTACCTGCACGCTGCCGAAGGTTTTAAAAATGAATCGCCCTGAGTATGACAGGCTTCACGT
+TTTGGGCTGAACTTAATAGAATCTGTAAATTTATTCTCAGGAAATCGACCTTTAAAACCATTACCTACAT
+GCCCTAATACGCCTATTAATAAGAACAGACTTAACGATATACCGGACAATTTAAAAATTGCCTTCTTAGA
+ATAAGCTGATTTATTTCTAAAAGGCTTCTCTATATACCGATAGCTCGTGATGGCAAGAAAAAAAGTCAAA
+ATAATTGCCATATAAAACCAAATATTCAGGGGTTCTCCAATGGTTTTCAATCTTAAAAAGGCAAAGATTG
+GCTGGTGCCATAAATATAGGGAATAAGAAATAAGCCCAATAGAAACAAATAAATTATTGCAAAGAAGGCG
+CCCAATATAAGTCTCGGCATGCGCAAACCTAATAATAAATCCAGTCCCGAGAACTGGTATCAAGGTGTAA
+AAACTAGGAAATGGTGTTTCATTATCAAATGTTAAGATCGAATAGATGATCAACAGTAAGCCTACAATTC
+CTCCTAGCTCGTTTCGAATCCTTTTATCCGCAACACTAATCGGCTTACCGAAAGCGATTAAAGAGCCAAT
+AAACAACTCCCAAGCACGGCTAAATATAAGATAAAAATTTGCATCAATATGATTATTCATCGCCAAATAC
+TGAGCAAAAAACAATGAAATTACCGTCATTATAAATAACAAACTATATAAGTATTTCTTGCCTTTAGACC
+ATAATGCTGACATTAAAATAGGGAAAAATAAATAGTACTGCTCCTCTACGGCAAGACTCCACGTATGCAG
+TAAAGGTTTTTCATCTGAAGCCGTAGAAAAGTAACCATTGGTTAAATAGAAAAAAATGTTAGACGAAAAA
+GTTACAACAGCCACAACACTTTGTGAATAAGATTTTAATAGCTCTGCCGGCATTAAACAAAATGCCGCGA
+TACTTGTAACAATCAATACAGCAGATAATGCGGGTAGGATCCTTCGCGCACGTCGTTCATAAAAGCTAAG
+TAGTGAAAATTTATCATTTTCCATTTCTTTCAGGAGAATAGAAGTGATTAAATACCCACTAATGACAAAA
+AAGATATCTACACCGATATATCCCCCACTAAAGCTAGAAAAACCAGCATGAAAGAATATAACCGGCATCA
+CCGCTATAGCTCTAAGACCATCAATTTCTTTCCTATAATACAACTAAATCACCTACTTAATTACGAATTA
+TAGTTAAGCTTAGTTGCCTTTAATAGCTGCAACCAGTTTTTTACTTTGTTAAGTAAATTACCTGTGGATG
+ATAATATTTTTTGTCCTGATGGTTGGTTAACAATTTCAGCACCAAAATCCTTTTTAAAACTAAATAGACC
+TGCTTGATTTTGTGATTCTCCTTCGCTGACACCACCAAGATTAATGGATTTAAAGCCCTTTTTTTTAAAT
+TGCAAAATGGTATGCCAAATCATGTGAGCAGGACCTGAGAACTTGTTGCCGTCAATCGTCGAGCCACTAA
+TAACGTAGTATACCTTATCATTGTAATAACCAAAGAGACCGGCATTAATAGCTTCATTATCGACTTTACT
+GGTTACAACAACAGCACGGTCTAGGTCAATTAGCTTATCTTTAATGCGCTTAACCATTTTACTATGATTA
+CTCACCACAACCCCCTTTCGTGCAAGAGCAGACTTTTGCATTGATTTTAATTGCGCCACACTTTCTATTG
+AATGCTTAAAAACAGATTCGACCCCTTTTTTTTCTGCTTTACGAATATCAGTTCGTTTACTTCCTTTCAA
+TTTTTTCCAAATATCATCTTCGCTCGCTTCCAGCGAAATATAAAACTCACTACGTTCATTTAATTGGTAA
+CCTAGTACCGTTAAAATATCTTTTGAGTGACGAGATTCATAGGCATGATTAAAGATATAAAAGACACCCA
+ACTTAGCTAATTCGTCTTCAATTAAACGCATAAATGGCAATAAATCGTCGGAATTTAATGTTTCAGGTAA
+CGCGCCAAAACTAGCCTTTTTACAGTATATTGAAAACGGCCAAAGCTTTGGTGACTCAAGGTGCACCACA
+GCTATACCTTCAACATCTCCGTTTGGAGTGACGAGCGAAAGAAATAACGGCGTGCCACTACTGTTATTCG
+TTTCATACAAGGCATATGCATGGGTATGAAAATAATTCCCCCCACAATGAGTTACTCGTTTATCCCATTC
+AGCGGCGGAAATATCCTTATTAATTATTACTTTCATTTCAAATCCCTAGGTCCCGGTACCATAATAGATA
+TCAACAATTTACTAATGATAGTATTTGTTCAATTTGTGCTTGGCGACTTAACTCATCACAATTACGTTCG
+TTAACTTGAAAATTTAGAAGGCGAGGGAATTCGCTAACAATACAATCTTCGTCATCATAATCAGAGTACA
+CGACATTATCGGAATATTTATCAAGTAATTTCTTTGTTGCACCGTCAGCACCGATTACCGCCCATACGGG
+TCGGTTTAGTGCCAAATATTCATACGCTTTTGTTGGGATCTGTCTATCGAATCGACTACCTTGCAGTAAT
+AACAATGCATCAGCACTTTTGGCAATTGCTAAAGCAGCTTCCATAGGTACTGGCGGTTCAATGGATACCT
+CAAATGATTTAGCGGTATTTTTTAGGTGATTTTGCGTGCTTAAATCAGGTATATCACCAATTAACCTCAA
+TTTGATTTTTTTATCTGTATGTTTGCAATTTTTTTCTATTGCTCGAACAATTGGCTTTATATCCCGGCCT
+TCATTATAGAAAGAACCAATATGAACTAATTCAAACGTGTTATTTAATTTAGGATTGTCAGCCTTTATTT
+GATTAATTATGTCTCGGTCAAATCCGTTACCTATTACAGTCGTATTTGTATTGAACTGATAGTAATCCTT
+TAGGCTTTGGGTACTGTCTTCTGTACAGGTTATTATTTCTTGACTAAGTGATACAGCACGCTCAACAATC
+GGCTGACAAACTTTTGTTTTTGCACTTTCATCAACTTTATCGTAAATCCAATAAGGAGGATCTCTAAAAT
+CAGTAATCAATTTTTTCCCTGTCGCACGTGCTATTTTTTCTGCGACATCAACAGAAGCAAAATCAGGGAA
+AGAGGTAAAGATAAGGTCAATATCAAGTTTTTTAACTAAGTTTTTACCTTTATTAACAGCAAAAGGGATC
+CATGTTGCATATTTTCCAGTTTTAGCTAATGAAGGATAAATTGGTAATCGCCTACTGCTTAATAATCGTC
+TTTGTAACAAACTTAATGTAAAAGCTCGATAAATATTATTTTCACTATCAAATATCTGGTTTGATTTTAA
+ACCTTGTGCGGATGTAATCGTTGATAATATTGCGACAAAATGGCCGTGCTGCTCAAGAAACCTTTTGAAA
+AAACGAATACGATTTACCCCACTAGCAGAAAATGGTTCATATTCTGTGATGACAATTAAGATTCTAGTCA
+TGAGCTTTTCCTGTTTTTATTAGCATACCAAGCAACTTCTGTTTAACCTCTTTATCTAGCAGCATAGGCC
+ATGCAATAAGCAACGCTATACAAACACAAGCAATCGCTGCAATAATTAGCTGCCCCCAATTAAGAGGTTC
+AAATAATTGCATCATACTTATACCCAAGACAACAAGCAAAATGTATAAAACCACAAGTTTGATGAATTCC
+AAGATTGGTTTTAAAACTGGTAATTCTGTATATTTATTTAATAAGACTAAATGCAAAATAACATCAGATA
+CAAAAAAACTACATGCAGTCGCAATGGCTATCCCCAATAATCCCCACTGACTACCTAACACTAACGATAA
+ACCGATGTTTAATAAAGCCCCAAGCAAATTAACAACCGACAACAACTGGTGTTGAGCTTTTGCTAACAAT
+AAACTACTGATCGGGCGAGAAACCGTTCGACAAATATAAGCAAACCCGAGTATTGGAGCTAGTTGCCCTG
+CTTGAGCATAATCAAGGCCTATCCATAACGTGATAAAATCTTCGGCTAAAATAGCCAATGGCATATACAG
+TAAAATGACGGTAAAAAAATTAATACTGATGATCAGTTTGAATGTCCCATCCAGCCCTGTATTTCTAGCA
+ACCATTTTGGTAAGTACTGGTTGAAAAACACCAACGATAGCTCCAACTAGTGATTCAACTTGATTCATCA
+AACTATTAATTACATTGTAAATAGCGACAAATTTCAAACCTAATAAATGACTAATAATAATGGGATCTAC
+TCGTCGATTAACACTCTTTGCCATTCCCATCAAAATAAGATGTTTGGAGAATGCGAATAATTGCCTAACT
+TCGCTAAACTTAACCAAGTGGAGAACAAACTTGAATTCCGGATGAAGTTTACGGGCAAAATGCATTTTTA
+AGCTGTGTGTCAGTATATCTGCAGCAATTGTGGCAAACACTGCCCCATAAATATTCATATCAATAATTAG
+GTAAAATACCAGTATTGATTTTACCACCATATTAAGAGTACCGAGGTTCGCATCAATATCCATGCGAAGA
+TACGCAGTGAAGAAACCGTGAAAACAATTCATGATAAAATCTAAAAAAACTTTAATCGCTAATATCGAAA
+AAGCTATTGTTGCAATTGACTGTTCTTTTTCATTTATTCCGAGTAACTCAGGAAAAAAGGCAAGCACCAA
+AACACAAAAAGCAGCAATAAAGCCCAAAACAGAAAATAAGGCTACAGCAACTGAAAAAACTATATTTATA
+CGGTGGTTGTCTTTATTTTCCAGTGCTAATACGATGTTTCTTTGTACTGCATAAGCAAAGCCAAGATCTA
+TAAAATTAAACCAACCTAATGCTGAAAGAATTAGAATCCATAGCCCGTAGTGGGCATCACCTAGATGATG
+AATAAGATAGGGTGTTAACACTAGCGATATTACGGTAATAATAATAACTTCTAATGTTCTAAACGTTGAA
+CTTTTAATTAATTGTTTTTTCATTAAAACTTAACCGCACTAACCTTGTAAAAATATGGCACAAAATAACT
+GTAATTACGCGCTTGTACAACAATAGACACTAAATACTGAGTCACAAAACTTCCTTATTTATCAAATCAT
+CACAATGTAACATTATGTAATCGGTTTATCTTTATCTTTGTTGAAAATACGAGTTGTTCTAAGTAAATAA
+AAATCTATAACTAATACTACAAAAATGTTACTTTCATTTGTATTTTTTGTTAAATTAAAGGCACTTATAC
+TCATTCATTCAATTTTAGGATTTTAGCAGTTATGTACGCTTTTATTTTACGACGTTTTTTAATGCCTGCT
+TATGAAAAAATAAAAGGCAAAAATTTACTGCACCACCTTGAAATTTATGAAAGTAATTTAACACTAACGA
+AAAAGCAGCTTGAGGATAAACAGTGGCAAGCCCTTGAGGCTTTAATTACACACGCATTTGAGTACACATC
+TTTTTATCCTAAACATTGGGCTAAATCAGGAATAAATTCAAGAAATGATATAAAATGCATGGCTGATTTT
+GCCAAACTCCCTGTCGTTACTAAAGATGATATTTCCGCGCATTATAGTGATTTACTCGCGAGTAATTATT
+CAAATAATATAAAGAAATCTACCGGTGGCTCCACTGGTCAACCGTTTAGCTTCGAATTAAACACCGACAG
+TAATACTAGGCGTGAAGCCATAATGTGGCGTGGCTATGGCTGGCTAGGTGCAGGGTTAGGACATAAAACC
+CTTTATTTATGGGGAGCTGATGTTGGCGAACCCACCTTTTTAAAAAGAATGAAAACAGACCTTTATCATA
+AGTTTTATAATCGCAAAATGCTTAATTCATTTGCAATGGATAAAGATAATATGATTGATTATGTAAAAGA
+GATTAGTGCTTATAAACCCAAGGCATTAGTGTCTTATGTTAATCCACTTTATGAACTTGCCTGTTATATC
+AATAAAAACAATACACCGGTTTTTTCTCCTAACACTATTTTAACGGGAGCCGAACCCCTTCATGACTTCC
+AACGCACTGAAATAGAAAAGGCTTTTAACTGCAATGTTTACGACACCTTCGGTTGTCGAGAATTTATGTT
+AATGTCTGCGGAGTGCACTGAGTATAAGAACTTACACATTAATAGTGATCACTTAGTAGTTGAAACGCTT
+TCAGAGCAAGGTAAACCGGTTTATGAGCAGAGTGGCGATTTAGTTATAACCGATTTGTATAATTTTGGCA
+TGCCTCTTATTCGTTATGTAAATGGTGATAGAGCTACACTGATAAATGAACCCTGCCGTTGTGGTAACCC
+GCTACCTTTGATGAGTAGTGTGGATGGCAGGAAACTAGATATTATAAAAACACCATCAGGGAAAACCATT
+CCCGGAGAATTATTTCCGCACTTGTTTAAAGAGTTCAAAGGTATTTCCCGTTTTCAAGTGAAGCAGAGCA
+AAATTGATGAAGTGCATATTTTCATTATTGCCAACGAAAAATTCACAAAAGAAGATCAAAACAACATTAC
+TACTGAAATAAATAAATATGCAACCAATGAACTTAATTTAAAATTTAAATTAGTTGATGACATTCCATTA
+ACTATTAGCGGCAAACATAGAGTGACTATTTGTGAAGTCTGATACAAAAAATAAAAGTTCATTGGTAATT
+ATAACTAATTTATTCCCACTTCCTTGGGAGCCTAATAGAGCAACCTTTAACCGCCAACAATTCGCTCAAC
+TTGATGACGAGTTTGACAAAAGTGTATTAGTGCCTATAGCCTTTTCTGAATGGTTTTCTCATAAAAAGGA
+AATAAAGCAAACTGAAAATTTAAGATACGTTCCCTACTTTTATCTGCCTAAAGTGGGGCGTCGTTTTTAT
+AGTGTCTTTATGTTTTTGTCTATTTTAATGCACTCTGGTTGGTGGTTAATTAATAAAAAGCCGAAAATAA
+TATTGGCGAGTTGGGCTTTTCCTGAAGCGGTTGCCGCCAGTTGGTTAAGTAAGTTATTTAACTGTCATTT
+CTTTTTTAAAGTTCACGGTAGCGATATTAACCTACATGGAAAAATTCCCGCTCGGGCTCAACAAATAGTA
+AAGGCAGCTAAAAGAGCATCGGGTATTTTATCAGTTTCAAAAGCACTCGCAGATGAAATGGTAGGCATGG
+GTATTGAACGGAAAAAAATATCGGTTATTTATAATGGCGTTGACCATCAAAGGTTCGGTGTAGAAACAAA
+AACACCATTAAGCGGTGACTATCTTTTATATGTTGGAAACTTAAAGCATGACAAAGGTGTCGTCGAGCTT
+ATCAAGGGGTTTGCAAACATCTGTGAGAATTATCCTACATTACATCTTGTCTATGCAGGGTCTGGCGTAG
+AGAAAGAACGGCTTGTTGAATTGTCAAAAACACTCAATATTGCTGATAAAGTTCAATTACTGGGCTCTGT
+TGAACATCATAAATTACCCGCGCTGATTACTCACGCTAAAGCATTAGTATTACCCAGTTATAACGAAGGG
+GTTCCTAATGTTATTTTAGAAGCTATGGCTTGTGGCACGCCTGTATTAGCAACAAGAGTTGGTGGAATTC
+CGGAAGTAATAGACGAAAAAATCTGTGGCAAGTTAATTAAACTACGCTGTGAAATAGCGGTAGAGAATGG
+CTTAAATTACATACTCAATCAACCTTGGAATAAGAAACAAATACAAGCGCATAGTAAAAAATTCACATGG
+GAAAACAATAAACGCCAACTCATTGAGTTACTGTCAGTTAATAACTAATTTGAGAAATAAAGTTATATTG
+GCAAAGGTTAAATTACTGTTACAATGTTTTTATAACGTTTCATTTTTCGACGGACTCGAAGTTTAATGCG
+AAATAAAATTATATATTTCATACGATCTAAGCTCTTGCCTGATAGCTTGTTTTTGATCAATGGGAAAAGA
+GAGTCTAAATCACTTTATTTAACTTTTGACGATGGTCCTGTTCAAGGTGTCACTGAAGAGTTACTTGAAT
+TACTTGCACAACATAAAGTAAAAGCTACTTTTTTTATTATTGGCTCTCGCATCAGCAAATCATCGGATTT
+ACTAAAAAAGATACATCAACAAAAACATACAATTGCAAATCATTCATACAGCCACCCTAATTTCACTAAG
+TTATCAAGTGAAACAATGCTTGAACAAATAATCACAACAAATGAGCTAATTAGGGCAACTACTCAACAAT
+GTTGTCGATTATTTCGCGCCCCCCAAGGCCGCTGGAGTATCAGGTTACTGTTTAAGTTATTTCGTTTAAA
+AATGACAGCAGTACATTGGAGTCGAGACTCTATGGATTTTCTTAAAGAGCAACCAGAAAAAATTGTGAAA
+CGTTTTATTGATGAGCCAGTAAAGAATGGCGACATTATATTATTTCATGATGATAACTCTCGTTGTATCG
+AGGCGTTAAAAACCTTAATACCCCATTGGCATTCTCAAGGTTTTAGTCTCAACGCATTGGAGAATAAATA
+AAAGTGAATATTCTGTTTCATCATAGAACTCGTGGGCGTGGTGCCGAAGGTGTTCATATAAGAGGCGTGG
+TCAAAGGTTTAAGGCAGTTAAATAATCGTGTTGATATCTTATCCTTGCCCGGAGCTGAGCCTGAAGTTGA
+AGAAGCAAAAGCTATTGATGAAAAGGTGAATCAGCCTCCGACTAAAAAAAGTAGTTTTTCCATACTTTCT
+GATCTCACTAAACATGTACCAGAATTTGTTTTCGAACTTTTTGAGCTTGCGTTTAATTTAATCGCGGTAA
+TACGTTTACGTAAAACCGTTAAAGAAAAAAACATTACCCTTATTTACGAGCGTTATTCCTTATTTATGTT
+TGCCAGTGTTTGGTGGGCAAAACGTCATAACTTACCTATAGTGTTAGAAATCAACGACTCTTGCCAAGTC
+CAAAGGGTGCGTTCATTAACCTTTAAAAAACTTGCTGCAAAAATTGAAGGCTGGATTTTTAAAAATGCTA
+CCGGCCTAGTGTTTATTTCAACACGTTTTAAGGAAGTGGCTGAGCAAGCATACGGTGAAATTTCAAATTC
+TGTTGTATCACCTAATGGCGCCGACTTAGATAAATTTATCATTGATGAAACCTCTGGCTTAGCATTACGA
+AGTAAACTGGGAGTTGAAAACAAAATAGTGCTTGGTTATGTTGGTGCATTCGTTCATTGGCATGGTATTG
+ATTGGTTTGTTGATTTGGCTTGTCAAAAATTAAAGGAAACACCTGAGTTAGTATTATTGCTAGTAGGAGA
+CGGTGTCGCTTTTGAGGGCATTAAAAAACGCGTTATTGAAGCAGGTGTTGAATCTCAAGTTATTTTACCT
+GGTAAAGTCCCGCATCATGAAGTTTCATCCTTTTTGTCAGCAATGGATTTAGGTATATTACCTGATTCAA
+ATGATTATGGTTCACCGATGAAATTATTTGAATTTATGGCGATGGGCAAAGGCATGATTGCTCCAGATTT
+CAGCCCTATTGCAGAAGTTGTTCAAGATAACGCGACAAGTTGGTTATTTCCAGCGAGCAATAAACAAGCG
+TGTATAGACAAGGTTTTTGAGATTGTTAATGATAGAGAAGCTCATCAAGAAGTTGGCAAAAAGGCTCGAG
+CCTATATTGAAAACGAACGACAATGGAAACATAATGCTGAACAATTGTTATCATTAGTTACTGCTAGAGA
+GAAAGCTTGATGCAAAAAATAATAGCTGATTTAAAGCGTAAGCAACAAATTTTTGCAGACGATGGTGCTA
+AAGTAAGCATGTTAAGAATTTTGATGGCTGATGGCACTAGTGCAAATATTATTTATCGATGTATGCGCTG
+GTGTGCAACACATCGTTTAGGCCTGGTAGCCTATTTTTTTCAATGGCTAAATAAATTGGTGAATGGTTGT
+GTGATCGGCAGTGGTGCAAATTTTTCCTCTGGTTTTGTCATTATGCATCCTATTGGCATTGTTATTAACT
+CTAAAGTAATTGGTGGGCACAATATTACTTTAGAGAGTGGTGTTGTCATTGGTGATGAGAAAGGTAAATC
+GCCTTGCTTAGAAAATAATATTTTTATCGGTTCTGGCGCTAAAATTATTGGCCAATTATCCATTGAAGAC
+AATGTGAAAATTGGTGCGAATGCTGTCTTAACAAAAGATGCTAAATACGGTTCAACCATGCTGGGTATTC
+CAGCAAAAGCCTATTTAAAAAATAACAAAGGCACAAATTTATAATGGTAAATATTTTTTGGTTCAGTTTA
+GCTGTCATCATTTACAGTTATTTTATTTATCCATTCATTTTGCTAATATTTAGTGCTGTAAAGCAAGCTA
+TTAGTGATACACGCTATCTTTGGAAAAAGAGCCAACGTAGAGTTGTAGACAAAGACAACCTACCCCCTGT
+ATCGATAATAATAGCCGCTTACAATGAAGAGTCCTGCATTAAAGCTAGGGTGGAAAATTTACTTTCCCTC
+GATTACCCGCAAGATAAACTGACTATATTAATTGGCTCTGATGGCAGCCAAGATAAAACAGCAGAAATTT
+TAACTTCATTTGATGCTGTGAATTTAAAGGTTCATATATTTGAAAAAAATCGTGGTAAAATGAGTGTGCT
+CAATGATCTTGTTGAACAAGTAAACAGTGATTACATTGTTTTCTCTGATGCAAATACACACTTTAACAAA
+AATACCATTGAGTACTTAGTCAGACACTTTAATCATGATAATATTGGTGCTGTATGTGGAGAGCTTCATC
+TGGTAGATGTTGATTCAGGCGATAATAAAGACAATATTTATTGGCGCTACGAACAAGTATTAAAGTTTCA
+TGAAGCTCGATTAAATGCATTACAAGGCGCAAATGGAGCAATTTACGCTATTCGAAAAGAACTTTTCATC
+CCGTTACCAGCCAATACTATTGTAGATGATTTCCAGATTGCAATGAATGTTGCTAAACAAGGTTTCCGTC
+TAATTTATGATCCTGAAGCCATTGCAATTGAAGAGATAGCGCCAAATCTGCAAGCGGAAGAAGGGAGAAG
+GGTACGAATTGGCTTAGGTAATTACCAAGCATTATTCACCATGGCTTGGGCACTAAATCCTTTGTTAGGT
+TGGCGCTTTATCGCTTATATCAGCCATAAAGTATGCCGATGGTTTGTCCCTCATTTAATGCTTATTACCT
+TGATTAGTAATTTATTACTCATTAGTAACCCTTTATATCAATTATTATTTATTGGGCAAATCCTTTTTTA
+TTCCGTTGCTTTTTATGGTATTAAAAAACAACAAAAACGGCAAAAAGTCAGTTCAATTATAGGGATAATT
+GCCTTTTTTGTTTCTATGAATATCGCGTTAATGCGAGGATTTATTCGGTATTTTAGCTCCAACGTCCAAG
+GCACATGGGAAAGAACAACAAGATGATTATTTTTTTTAGCTTACTTTTATTATTTGTGTTTGCTTTTATA
+TTTATTCTTAAAAAAAAGAATATGTCAGGTTGGTTGCCCCAATACATTAAACAGCGCTTAAAAAAAGCAG
+TAGAAATTAAAGGCCCTACGCATATTATCTTTTCATTTGTTGATCATTATGAACCTCAATGGGGTAAACC
+TAATGATATTAATGTTGAGCGTTCTCGAGTTGATCGGTGGTTAGCAGAATACCCTAAAATGGCGAAAAAG
+CATCAAGATGCTGATGGTTTTCATCCACAACATACCTTTTATTATCCTGAAGAAGAATACCGTTTTGAGC
+ATCTGAACAAAATAGCAAAAATGTGCCAAGATGGTTTTGGTGAAATAGAATTACACTTGCATCATCATAA
+TGATAATTCTGAAAACTTACGATCACTTATCACTGGTTTTTGCCAAACATTACACGAAAAACATGGGGCT
+CTTAGTCACAACCCTGAGACAGGCCAGCTAAACTATGGTTTTATACATGGTAACTGGGCATTAGATAATA
+GTGATCCAACCGGTAATAATTGCGGTGTAAATGACGAACTGATTATTTTAAGAGAAACTGGCTGTTATGC
+AGATTTTACTTTCCCTTCAGCGCCTCACCCAACTCAGCCTGACACCATTAATAGCATTTATTACGCAAAA
+GATGATCCAAATAAGCCGAACTCCCACAATACCGGTATTAATTGTAAAGTTGCCGGAAAACCTTGGGGTG
+ATATTTTAATGGTTAATGGACCTTTAATGCTGAATTGGAAAAAACTTAAAAGAGGCATATTTCCACAGAT
+TGAAAACTCTGATGTCCGCAAAGGTATGGAGCCCACTCAAGATCGTGTCGATTTATGGGTAGATGCGAAT
+GTGCATGTTGAAGGCAGACCAGAATGGCGTTTTATTAAAGTACACACCCATGGCACTCAAGAGCGAGATA
+TGGACGTTTTATTAGGCCAGCCCTGTGATGAGATGTTTTCCTATTTAGAAAGCCAGTACAATGATGGTGA
+GAACTATGTATTACATTATGTCAATTCACGCGAAATGTACAATATGATTAAAGCAGCCGAAGAAGGAAAG
+CAAGGTAATCCAAACCAATATCGCGACTACTTTTTACCTCGCCCACAATTTAAAGTCCGTCCTCTATGAA
+TATAAAGCATCAGTTCATTAAACGGCTTAATTTATCAACGGTTTTATGGCCTTTTTTAAAAAACGGTTTA
+TATTGCTTTAACTTTCACCGTATTGGCTCATGGCAAGAAACAAGCTATGATCCTTGTGTATTTTCTTGTG
+ACGCTGAAAACTTTGAAATCTATCTTTTTTTTATAAAAAATAATTTCCGAGTTGTTACTCTTAATGAGAT
+TAATAATATTGCTGAAAAAAACATTCCAATTAAAGAGAAATTAGCACTGATTACCTTTGATGATGGCTAT
+AGTGATAATTACCATATTGCTTTCCCACTATTAAAATCGTTAGGATTACCCGCTACTTTTTTTATCACCA
+CCAGCTTAATAGACTCTAACCTTATTCCATGGTGGGATGAAATTGCCTGGCATGTAAGGCAGTTAGCAAA
+TAAAACCATTAAACTTGCCCCATGGCATCATGCTTTAACTATTGATAAGACACCATCTCGACAAAACATA
+CGCAATGTTTTACAACAAATAAAAATAAACCCTTCTTTAATTGAAAGTCAACTAGATGAATTACGGGCAT
+TAACACCTGCAAAAATCTCTGATAATGAAATTAAAAGTCTATTTATGACATGGCATCAAGTTACTGAAAT
+GGTTGAAAACAATATGACGGTTGGTGCACATTCACATACCCATAAAGTTTTCTCTTGTTTATCTGAAGCT
+GAGCTAAACTTTGAACTCAAAGAATCTAAACGCTTAATAGATTTAAACATGTTGGGTAATATCAGTAGCT
+TATCTTACCCTGTCGGTAGTGCTACAACGTATGACAAGAGTATGTATGGAGCTATTTCATCTAACGGTTA
+TAAGTTAGCATTTTCATTTAGTGCCATAATAAATAAGAACCTTAATGAAAATCGTTTTGAAATAGGACGA
+TTCTCAATAGATCAGCCTTTTAATGAAAGAGTATTTAAAGAAATGATTTTAAGTGCAAAATCAAAATAAC
+ATATTAAAAAAAATAGTAAAAATTTGAAGTAATAGGTTTTGATATTATTCAAACTAAAATTGAAAAGTTA
+TAAGATGGTAACGATGCGACATTAGAGGTATCGAGCACTGAACTAGCGGCAACCAATTTAATTTTCTCAA
+GCGATGTAAAGGCACTTGGGAGCGCTAATATTTATATAGTAATGACCAGCCCCATTGATAACCATAAGTA
+ACCTGATTTAACGCCGCTAATAAAAGCCAGTGAGATTATCTTCCTTTACCAAATAACACAATTTCAAACG
+TTCGAATTAATATCAATAAATCCAAGAGAAAGCTACGGTGCTTAATATAATACAAATCATATTTCAGCTT
+TTCTAAAGAATCAGCCTCCGTAGCGCCGTAAGGGTATTTTAATTGCGCCCAACCGGTTAAACCTGGTTTA
+ACATTATGACGTTCGTTATAATAAGGGATATTATTAATAAGGCTTTTCACAAATTGAGGTCGTTCAGGTC
+TTGGTCCAACAAAACCCATACTACCATGCAAAACATTCCAAATTTGTGGCAGTTCATCAATACGATATTT
+ACGTAAATACTGACCGACTTTTGTAATACGGTTATCGTTTTCGCTTGCCATTTGGGCACCGTTTTTTTCT
+GCATCTAAACGCATACTACGAAATTTGATCATATTAAACAGTTCACCATCTAAGCCAACCCGCTCTTGTT
+TATAAAAGATTGGCGCATTAAGACCTTCGGTGATCTTCATACACAACGCAGTAATAAGCATCACCGGCCA
+AGTAAGTAATAACAAGATCAGTGCCATTCCTGCATTAAAGATCCAATCTAAGGTATTACGTAAATAATTA
+TTAGAGGCGAAGCCATTAGAATAAATGACCCAGCTAGGATAAATAAGGTTAACGGCTATTTGTCCGGTTT
+CACGCTCAATGAAATCCAATATATCTATAATTTCAATACCGCGGATCTTGCAAGCAAACAACTCATCTAC
+AGGCAAGTTATTACGACGCTCGTCATTAGCGACGACTATCTCATCAATATCATGGGCTAAGGTGTATTCA
+ACTAATGATTCATTTAGCTTGATGCGTATTTCATGCTGAATCCCATCAGCTGAATCACCTTCCATGATAA
+CAAAACCATGCACAGTGAAGTCTTGCCGATCAACATCACGTCGCATACGCCTTTCTATAATTGATGCTCG
+TTGTCCAGAGCCTAATACCAAAATATTACGTTTGCCAAAACCAAAGAAATCTATTTTAAAGGTAAAATAG
+CGAAAAGAACTGACTAGAAAAACACTAAGTGAAGAGGCGATAGCCAATAATTCTATTGGTAAATGATAAA
+CCCCATAAAAAGGATTAATGAGTGTTGTCGCACAAAACCCGATAGAGACACACATCAACATGCGACGAAA
+AATCCCTCGAAAACTTTCTCTCAGTTTTGAGTTGTACAATCCTAGCGCTAAGGCACTTAATTGATTAAAT
+AGGGCAAAAATAACAGCATAGAGTAATAAGAAACCATCAGATACCACTATAAAATCAACAATTTGATATT
+CCCCGTTCAAATGAACAGCTAAAATCAAAGCTCCAACAAATAAGATTTGTTCTACAATAATTAAAGATTT
+AGTACCTGCTGATAAATCACGAAATTTCGAACTAGACATAACTGACTAGGATCCCTTTAATTAAGGTTTG
+CTAATAAATAACAATCTTCTACCGACAAAAACAGCGCTAATTCTAACAAAAAACGCACTAAAGTTAACGA
+TTAATTTACACATGTTAAAAGATATTGCTAAAAGACAATAAAATACCATACAATTACACATCGTTTTTCA
+AATAAAATTGTCTTTAAAAGGTGTAAATTATGGATAATCGCTTTGCCAGCACATTAAAAGTTGGTCTACT
+ATTGCTAGTAATTTTTCTTTCAGGCTGTACTACACACAATACGCTACCTAGTGCAACTTTACACCCATCC
+AATACAGAAAATATAAATAGCTATAAATATTTAATCGGCTCTGGCGATGTGCTTAATATTTTTGTTTGGC
+GTAATCCCGAAGTTTCAGGCTCATTTGTAGTACGCCCTGATGGCATGATTACCACCTCCTTAGTTGAAGA
+TATCGAAGTCAGTGGTAAAACGCCTACTGAATTAGCGCGTTCAATTGAAAAAATCTTAGCAACTTATCTA
+CGAGACCCTATTGTCACGGTCACCGTTGAAAATTTTGTTGGTCCTTTTAGTGAGCAAATTCGTGTTATTG
+GTGAAGCCGCACAGCCACGAGCTATTAATTATACTCAGCATATGACCTTGCTCGATGTTATGATTCAAGT
+TGGCGGTTTAACCGAATTTGCTGATGGTAACGATGCTGTACTCATACGTATTGAAAGTGGCACACAAAAC
+CAATATCAAGTAATGATAGACCAGCTACTTAAAGATGGAGAGATAAGTGCCAATGTTGATATGTTACCGG
+GCGATATTATCATTATCCCTGAAGCTTGGTTTTAATATACCAAACACTCAGTACATCAATAAGTTAGCAC
+AAAATTAAAGGGTAGTAATGCAAGATATATTTGAAGAGATAATTGATTATCTAAAAGGAATTTGGTTAAA
+ACGTCGTTATATCATCATAGCAACTTGGCTTATTTGCCCTATTGGCTGGTATTTCGTTGCTGCTATGCCC
+AATGTTTATCAATCAGAAGCAAGAGTATATGTTGATACCCAGTCTTTATTGCGGCCTTTATTAAAGGGTT
+TAACCGTCGAAACCAATCCTGATACGCAAATTCGTCTTATGGTAAAAACACTATTAAGCCGTCCGAATTT
+AGAGCGTATCTCGCGTATGACAGATTTAGATGTACAGGCTAGCACTCCTGCTCAATATGAAGCAATAATC
+AAAAACCTAAAAGATAACATTAAAATATCAAGCGCTCGCCGAGAAAACATTTATACCTTAAGCATTGAAG
+ATGAAGATCCTGAAATGGCAAAAAACATAGTTCGCTCAGCGTTGACTGTTTTCATTGAAAATACTTTAGG
+CGAAACTCGAAGTGACTCAGATAGTGCGCAAAAGTTTTTAAATACTCAAATCAAAGATTATGAAAACCGC
+CTGTCAAATTCAGAAGCCCGACTGACGAGTTTCAAACAAAAGTATAGTGGTATTTTACCTGATCAATCAG
+GTGGCTATTATGCAAAGCTCAATGGTAATAGAGAAAAATTAAAAGCAATTGAGTTGGATCTTTTGGAGAA
+TAAAACCCGTCTTGATTCCGCTAAAAAGCAGCTAGCCCAATCCGTAGTAGCTGACACTGGAAGTGATAAC
+AAAATTAAAAGTGAAAATTCAATACAAACTACTTATGATGACCGTATAAATGAATTAGAAGTTCTACTGG
+ATAATTTAAAGCTTCGTTATACCGAGAAACACCCAGATGTGATCGAAACTAGCCGAAATTTAGAACATTT
+AAATAAATTGCGTAGCTCTGAAATTGAAAAGTATCTAGCACAAAATAATGAGAACACTGGCAGTTTAAAA
+CGCTTAAGTGCTAATCCCGTTATTCAAGAAGTACAAATTCATGTTAATCAACTGGAGAATTTGATTGCTT
+CACTCAATGTTAGAGCTGACAATTACCGCCAACGCATTATCGAACTTGAAAATAGAGTCCATACTTTACC
+GGAAATTGAGGCTGAGTTAATCGCACTAAACCGTGGATATGGTATTACCAAAGAAAAGTACGAAGAGCTG
+TTATCACGTAAAGAAACTGCACAACTGGCTCAACAAGCCGATGAAACTACTGATAAAATTCAATTTCGTG
+TTATTGACCCACCACGTAAAGCAACTAAACCCTCAGGGCCAAAGCGCTTTCTTTTATTTGGTGTCGTCAC
+TCTTATAGGGTTTGCTGTTGGCATTGGTTTGTCATTATTAATGAGTCAATTGAACCCTGTAGCAACCTCT
+ACCGCTCAATTATCTAAAATTACCGGCGTACCTATTTTTGGTGTTATCTCTGCCAATGAAAACTTAGGTT
+TACAACAATGGCATAAAAAGAAAACTTTCATTTTTATAGGCTCTAACGTGCTATTACTCTGCTTGTTAGT
+GTTATTTGTTAGTTACTTTTTATTTCCTGATACTATTCAAGCACCATTAAAAAGGATATTTTAGCCATGA
+GTACCATTGAAAAAGCCCTGGCTAAACAAAAATTAGCTCAGCATGAAAAACTTGAAAACGCTTCTGAATA
+TGCGACCAAAGCTGATAATAACATTCAAGAGATTAGTAGTATTTCCGTGCCTGCAGCAACAAAGAAAGTA
+AGCAGTAATAAAGAAAAAATAATATTAAATGGTGATAGATTAAATGAACGTGGTTTTATTTATAGTCCGG
+ATAGCGCTCATCATATTCAAGAAGAGTTTCGCCATATTAAGCGAAAACTACTGAACAATGCTTTTGGTTT
+AGCGTCCAAGACACTACATAATAGTAACTTAATTATGGTAACCAGTTCCCTCCCTAATGAAGGGAAAACT
+TATGTTGCCATTAACTTAGCATTGAGTATCGCCCTTGAGCAGAATAAAACAGTACTATTGATAGATGCGG
+ATGTATTGAGACCTAGTTTACATAGAGAATTAGAGTTTGAGAGTAAAAAAGGCTTACTGGAATACTTACT
+TTCTGAAGTGTCATCGCTGTCCGATATAATTTACAGTACTAACATTGATAATTTAAAGTTAGTTCCTGCC
+GGTAAACCACATCATTTGACTAATGAACTATTGGCCAGTGAACGCATGGAGAGCCTAGCTAAAGAATTAG
+CAGAGCGCTACCCAGACAGAATCGTTATTTTTGATTGCCCCCCCATTATTGGTGTGACAGAAACCCCTCT
+GTTATCTGATCTCGTTGGCCAAGCACTTATTGTTGTCGAAGAGTCAAAAACTAAAACTGAAGATCTTAAG
+ACCGCGGTAAGTCAGCTAAATAGTGATATTGCTTTAGGCTTAGTAATGAACAAAACCATTAGATCTAAAA
+AGGATGTATATGGCTATTATGGATATGGCTATGGCAGAAAAAACCAGTAAATCTCATCTGAAATTGCAAG
+GTTTTGCAATCGCTGGCTTATTTTTATCCGTCAGCGCTTTAGCAGGTGATTGGCAATTTGATCCTAGTTT
+GGGGCTGACCGAAACATACACCAATAATGTTGAATTGAATCAACTAGATAAACAATCGAGTTTAGTGAGT
+CAGTTCATTATTGGCGCGGATGCTAATTATAGTTCGAGAAAATTACAATTCTCATTTGCCGGCACAGAAA
+CGCTTGTTGGTTATAGTCATAATAGTGAGCTTAATGATGACTACCAGACTTTACGGGCTGATGCCTCATA
+CTCACTTTGGCATGACAAGCTGCAAGTGATTGCCAGCTCAGCAATAACTAACGTCAGTCAAAATGATATC
+GGCAATAGTTTAGCTGATTTAGTGAGTGGTGATACCGTTCAGCAACGTAACCATTCTGCTGGTTTACAAT
+ATAACACGGCTAATAGCGATTATGCTCTATCCTCCTCCCTCATATACAACTTAGTAGAAACAGAAGATAA
+CATAGGCGAAAGCAATGGTTACACGGCATTAATCAACAGTGTGAATGGTAATGCTGCTCGCACTATTTTT
+TGGCAAGTAGATGGCTCATTTAGCAATCGAAAAAATAACGGCTTCACGAGTGAGAATTACCGACTTGAAA
+CCAAAATTGGCGCTATAACCCCCTACAAGCTGACCCCTTTTGTTCGTTTCTATAATGAAAGCGTCACTGG
+TACTGCCGCTGGAAGTAACCCTGATGCCATTCCCTCCTGGGGACCTGGTTTTCGTTATAAAGCAGCTAAG
+CATTTAATTATTGATGTCTCGTATAATTACATTAGAGATGACTCACTAGCGAGTGATGACAGTGACTATA
+TAGCTGCTGATATTGATTGGCAACCATCGGCACGTACATCACTAAAAGCTGGTTACTCTAACCGTTTTTT
+TGGTGATTCTTATGAGTTGGATTTTTCTCACCGTACTCGACGTCTAACTAATACTATTTCGTATCATGAA
+ACCGTTGAAGTATTTGATCGAAATAGTTACCGAGAAGTATCTGTTGGCGAGATATGGTGCCCAGAAAATG
+CCACAGATATTAATGCTTGTTTACCCCTTGGTCAGTCGCCAGATGATAACAACGGCTTCGTGAGCATACC
+GTTAACTTCATTAGTTTTAGAAGAGAACAATGAGTTTACATTAAACAAGCGATTAGCTTGGCAGTCTCAG
+TTAGCATTAGCACGTACGACCTTTACCCTTGACCTATCTAACCGTGATAGAGAAAGCTTAAGTACTGGTA
+TCATTGATAATTACCTTGATGCGCGTTTTAGCATTACTCGCCGAATGAGTGCTAGAAGTGATATTATCTT
+CTCTGTTAACTATAACAAAAATATTTTTGATAAAGATAGGCCTGATGGTCCAAGACAAGAAGATACTTAT
+AAAACACTGTCCAGCACTTACAACAGAAGTCTAGCATCATCACTCAATGCTTTTTTAACGCTACAATATC
+TAGATCGAGAATCAAATTTTGAGCGTTTCACTTACACTGAAGCACGCGCTTCCATTAATTTAACAAAAGA
+TTTCTAACATGTATGAAAGTTACTATGGTTTTAGTGAACGACCTTTTCAGTTAAGCCCTGACCCGCGTTT
+CTTCTTTGCAACCAACCACCATCAACGTGCTTTATCTTACTTACAATATGGCTTAGATCAAGGTGAAGGC
+TTTATTGTTATTACCGGGCCTATTGGCACAGGGAAAACAACGATAGCCCGCAATTTATTAGCTAATATAG
+CTGATGAAAATATTGTTGCCGCGCAATTAGTTACCACTAAATTAACACCCAATGAATTACTTGATCTCGT
+TGCGGCTGAATTTAAAATCACAGTAACAGGTAACAGCAAGGCTGATGTCCTGCAAAGTATAGAAAAATTC
+TTAATTAATTTGAACAAACAAGGTAAGCGCGCATTATTATTGGTTGATGAAGCTCAAAACCTACCCGTTG
+AAACGGTAGAAGAGCTGAGAATGCTTTCAAATTTTCAACTCGATAATAAACCACTTATCCAAAGTTTTTT
+ATTGGGTCAAGAAGAGTTAAAAGCAATTATATCTGCACCTGATATGGAACAATTTAGACAACGTATTATT
+GCTTCTGCACACCTAAAACCACTGAATGCCGAAGAAGTAAAAAACTATATCAATCATAGATTAGCGCAAG
+CTAATTGCAATAGAGAAGCCTTGTTTTCAGATGAAGCATTTCAGCTTATTTTTGAAAAAACGCTAGGCGT
+ACCAAGAAAAATAAATATTTTTGTTGATCGTTTATTATTGTTTGGTTTTTTAGAGGAGTTAAATAATATT
+GATTGCAATGCCATCAATGAAGTTGCCAAGGAAATGTCTGTTGAGCTTACCGGCTCTCTGAGTGGAAATG
+TCCTTGAGAGTGATAACAAACATCAACCATTAGTAATCAATTCGACGGAAAATGTTGAAAATATTAAAAA
+TGTCTTACGTGAAGTAGAAGAAATATTAGAAAGCTCAATTCAACAGAAAGTTAAAATGACACGTTATATT
+GATAAGCTTTTAAAACAAAAAAATCGTGAATTTGCTGAATTACAGAGTAAAACTGCTGATAGTAAATAAC
+TATCAGCAGTTTGGTAGTTAAACGTTAATAGCTATCTGATATTTTTCAATTAAAGAATAAAGCGTCGGTC
+TGGTAATACCTAATAATTCCGACGTTTTCGACATATTCCCATCCGTAAGTGCATAAGCTTTTTGAATTGC
+TATAGTTTCGGCTTGTTCACGCACAACACGTAAATTTAGCGATAATTCATACTCTGCATTTTCTTTATCG
+AAGAAACCTAAATCAAAAGCGGTTACTTGGTTACTGGTACTCATAATCACTGACGATTTAACTTTATTCT
+GTAGCTCTCGAATGTTGCCAGGCCACTTATGGTGTCGTAAGCCATATAAAGCATCATCCGCAAATGATTT
+AGCACTGCTTTTATATTCAGTGGCGTATTGCTGTAAAAAGAAATTAGCTAAGATAAGTACATCTTCATCA
+CGATCACGTAATGGTGGTATATTTAAAGTAATCTCGGTAATACGATAAAAAAGATCTTCACGGAACGTTT
+TCTCTGAAACCATCACTTCAAGATTTTGGTTTGTCGCACATATTACCCGCACATCAACCGGAATCTCTTT
+TCGTCCACCTAAGCGCTCTATTATTTTTTCTTGTAAAAAACGTAATAATTTAGCTTGCAATTGATAAGGC
+ATATCACCTATTTCATCTAAAAATAAGGTCCCGCCTTGGGCACATTCTATTTTTCCTAACGTCGTTTTAT
+GCGCGCCAGTAAAAGCACCTTTTTCAAAGCCAAATAACTCACTTTCTAATAAATTTTCAGGAATAGAGGC
+ACAATTAATAGCAACAAAAGGTTTATCACTCCGATCACTCACTTTATGAATGGCTTTAGCTGTAACTTCT
+TTACCAGTACCACTTTCACCAAGAAGCAGCGCTGTAATCTCAGTAGGAGCGATACGTTGCACCATAAGGC
+GTAATCTATCAATACTCTCACTACTACCGATAATGCCAGTATCACAGCCTACAATAGACTTCATACTACG
+GTTATCTGTTTCTATCGTTGCTAAACTAAAAGCACGAGAAACTATGACATTAATAACATCCGCATCAACA
+GGTTTTTGATAAAAATCATAAGCGCCCATTTCGATGGCTTTTAGCGCATTCGTTCTGTCATCGTTACCCG
+TAATAACAATCACTTTAGTATGGGGGGAAATTTCTAATATTTGTTTTAATGCCGCTAAACCTTCGCTAGC
+ATTAGCCGCATCTGGCGGCAAACCTAAGTCTAGTGTAACCACTTTAGGCTCATAACGTCTCACTGCAGCA
+ATAGCACTTTCACGGGTACCAGCGAGCACTACCTCGTAGTCAGCTAAACTCCATTTAAGTTGTTTTTGTA
+TACCTAAATCATCATCAACAATTAATAATTTTTCCATAACAATGTCATATCCTTTATTTTTATTCTTTTC
+TAATCATTGCTACTACAAGGAATAACAAGCGTAAAAATACTACCTTCATTCTCAAAACTAGCGACTTGCA
+TAGTACCACCAATACTTTCAACAAACTGTTTAGCTTCATAAACGCCAATCCCCATGCCAGCATTTCCTTT
+GGTGGTATCAAAGGGTTTGAATAAACGATTTCTAATAAAATAAACTGACATACCGCAACCATTATCAACA
+ATAGAAATGTGTAAATTGTTGCATATCCTTTCTGCGCTTATTTTAACCCAGCCACTTTCATTTGTCGCTT
+CTTGTGCGTTTTGTAATAGATGATTTAATACTGAAGAAAACGTTTCTTCATCAATTGAAATCATATTATC
+AATAGCGAGTTGTGCGCTAATATGTGGTAACTGCACATTACGCTGTTCAATCACCGTCTCGATCAGCGCT
+TGTACGTCTATAGTCTTTTTTGTTGACTCTACCACTTGTTTATTGCGTAACTGTGTTAATACTTTATCAA
+GTCGCCCCGTTGCTGATTCTATGGTTTCAAAAACATCATCAATAAAAGCCGGATTATCTCTGTGGCGTTT
+GGCATTACTATTAACTAACGCCAATTGTGCTTGAATATTTTTTAAATCATGAACTAAAAAAGCTGACATG
+CGATTAAAAGCATCAAACTGCTTAGATTCAGCCAAACTCTCATTGGCTTCATTAAGTGACAAGTAGTTAC
+TGAGCTGCTTAGAGAGAGAAAAAAGTAAGTCCCTGTCTTCCCAGTTTAATTCCCCTTGCTCTTCAGGCAG
+TGCTAACAAGAAAAAACCGTAAACTACTTTATTCATAAAAATAGGAATAATCATATCAATATTTTTTTGC
+TCGCACGCTCGAGCATCTAACACTAAACCAGGATAACTATCCTCAACCATTGCCAACTCTCTGACATCAA
+TAATCCAGCCGTTTTGTTGACAGAATTGATCGACAGCAATTAAAAAATGTAAATCACTTTGTTCTAGCTC
+AAAATTTTGCTGATAAATAGCCTGATAATGATTCTTTGTGACTTTTTTAATTAATGCACCTTGATGGATG
+TTCAACGATGAACACATAATGTGAGTTGCAGTGTGATAACAATCATCATTTTCACCGATTTCGAGCTGTT
+CAATGGATTTGAGCCATTCAACTCGATAATCATACTTATTAGCGAAAAAGTGTTTAGTGATGAACACCTT
+AACTTCTCTACGTAACCTCTCGGCTATTAATAAGGCTGCTAACACACTGCCACCTAAAATAATAAACGCA
+ATACTTATAACGTCGCCCCAAGCTCCACCAAAGTAATTAATTACGTAACCGGCTATAGCCAATAAAAGTA
+GGTATAAACCCGAAATAAGTAACATTGAGCTATAAAAGACCACTTCACGGGAAACAAAAACATCGACAGA
+CCAGTCTTTAATACGCCGAGTACTTACCAATATTAAGGGCATACCTATGGCCGCAATAAAACCACGCGCA
+TACCAGTAAGAAAAGTCTAATTGGTTAACCATAGCCGCCTGCGCAAACAGCACAAAATCAAAAACAGTTG
+CCATGCCCAAGGCTATAATTAAAGACCAAATGGCCCATTTAACTTTAACATCGGCATTTCGATATAGCTG
+TTCAAGTAAAACGAGTAACCATAAGTTAAGTAATAAAAACAATGAAAATAGATATTTCACACTATCAGGC
+ATAAATAGCGCAGCTCCCCAACAAAGCACAGATAAGCCACTGAATATTTTCAGATATTGCTTAACTTTAG
+GGTGAGAAATTAGTGCTTTAACCGACGTGATATTTGCTTGAGTACAAATAATCAATAAGGACCAAACAGC
+AACTTTAAACGTTTCTATTGCCATGACGATAAGCAATGAAAAACCTTGTTTAGGTTGTAGTGCTGCGCTA
+AGAGAGGAAGAAAAAACTAATAATGCCGCTAACAGCATTAAGCCACCGGCTAAGGTTTTATTACGAGCAG
+CTAAAAGTAATAAAATAAAAACCGCATAAGCACAGGCTGCTAAAAAATAACCTGAGGTGCCAATTACTTC
+CATTTATCTAAATCCTAAAATGTTGGTATTACTATGGTGACATCTTTGTTGGAACAGAAATTATTATATA
+GTAATTCATCATGATGTCTTAGTTTTATTGGCCTAATTTAGCCATGAAATAGCCTAGTCAGCTCTATTTT
+CGGACGCTCGCTCTGTAAAGAGTTCAGTTAAAATAGGTACCAATAAAAAGCTTGAAATAGCTGACACACA
+TAAACCAGAAATAAGTACCACACCGAGTGGTTGCCATAAACTGCCACCATATAATGTTAATGGAATTAAA
+CCGCCTATGGTCGTTAGTGTGGTTAACAATATTGGCGTAAAACGAACAGCACTAGCCTTTAATACTGCCG
+AATGCTTGTCTAAGCCTAAACGCAAATTAACGTTGGTACTATCAATCAAAATAATGGCATTGTTGACAAC
+AATACCAAACAGACTAATCAAACCTACAAAAGCCATCATAGAAAAAGATAACCCTGTTAAATACAAGCCT
+ATGATAGAGCCTGCCATGGCAAAAGGGATTGAACTAAAAATAATCATTGGCTGTAAAATAGATTTAAACT
+GCAACACTAATACTGCAAATATTCCCATCGCCGTAATCAACATAACTTGTGTTAAACCTGCAAAAGTCTT
+CTGTCTAGATTCTTCTTCTCCACCTAAAGTAAAATGCATACCTGCAGGTAGATCATACTGTTCAAGATAA
+TTGACCAATTGTTTAGTGATTTCGCCAACTGAATAACCGGTTTCAACATCGGCAGATACTTTAGCCATAC
+GTAACTTCTGATAATGAAAAAAGTCACTGTCACCCTTTTTTAACTCCATAGTGGCGAGTTGCTCAAGGGG
+AATTGAAACCCTTTGATTATTGCTAATTTCAATGGCTGACAAACTATCAATACTAGGATTTTTTTGACGA
+ATCATTATAGGGTAATCTTCGCCGTTAACGTCATTAAACTGGCCAACAGTCGTACCTGATAAGATGGTAC
+TAATGGTTTTATCTAATCGTTCAACACTCACACCACTTAATGCTGCCTGCTGGTAGTCAATCGTTAGCGC
+CAACTCAGTGTTTGCCATGCCAATAGGGTTATCAATATTTACAATACCTGATAACTGTCGCATTTTAGCC
+GAAAGATCATTGGCAACGTGCTCTAAGTCAGTTAAGGATTCGCTTAACAACCGAATAGCAATAACCTGAT
+CGGTCACCGGACCTTGAGTAAACTCTTTAACAGTGATTTCCGCCTGCTGCCAATTTTTAAAATCATCACG
+TAAACGTTTTACTAACGTGGTGACTTCATCAGCCTGATAATCCTTTAATACCAATAACGCTTGGCCAAAA
+CGAATCATGCCGCGTTTTGGGACCTCATTATAATAAATACGTGGATTTGAATTACCAATATTTAGCGCTA
+CTTTATCAACTAAATCATACTGCTTAACATGCAGTCGAACTTGCTGTAGCACTTTATCTGTATATGCCAG
+AGATGAGTTAGCAGGAGTAGTAACATTAATTAATAACATAGGTTTTTCTGCTTTTGGAAATAAGCTTACA
+CCTACTTGCCCAAATAAAGAAAACATAGCTACTAACATCAGTAAACTCACAACAATAACGGCAGCTTTAT
+TACGCATTAAAATCGTTAACGTATTGGTATAGCTCTTTTCAGCAAATTTATTGGCGTAGTGTTGCAGGGT
+CTTAATTTTAATCTTTTTAGGTTTATCGTCTTTTTCAATAACAACAAGTAATTTACTGGCTAAAAGTGGT
+GTTAACGTTAATGCCACTAATAACGAAGCAAATAATACTAACACTACAGTTACGGGCATTGAGCGAATAA
+AGTCGCCGGTATTACTTTGAATCATCAGCATTGGTAAAAAGGCTAACATCGTCGTGATAGTGCCACTAGC
+AATAGCCCAAGCGACTTTACTGGTGCCTGATGCTGCAGCAGTCCTTATATCTTTACCAAGCTTACTTTCT
+CTATGAACACTCTCAGTTACCACAATAGCGTTATCAACTAACAAACCCAGCGCAATAATTAAACCAACAA
+TCGACATTTGCTGTAAGCCATAGCCACTAAAATCAAGCCAACCAATAGCCATCAAGAATGAAATCGGAAT
+AGCGAGGATCACCACTAAGGCTTCTCTGATGCCCAAAAATAGTAAAGCCATTAAACCTACTATAACTAGG
+CCTTGCGTTAAATTATCAAAAAATCCATTAACACGCACATTAACACTGTCCGCTTGTTGAAATAATTTTT
+CCAGCTTAATACCACGAGGTAAACTATTTTTAAACTGCTCAACTTCTTGATTTATTTGCTCAGTTAAGAC
+AAATATATTAGTTTTTTCACGTTGCTCCACCGTAATAAATATCGCTGGTATATCATCAAAATAAGCTAAA
+TAACTTGGCTCAGCATCAGTAAAAGTAACGCCCGCAATATCTTTTACTTTTAATACACCATTCGCACTGA
+CCATATTGTTATCGCTAATAACAGTATTTTCTATATCCACTAATTGAGTGAAGTTACCACTGGCTTTAAC
+ATTAAAACGTCGTGTGCTGGCATCTACAAATCCAGGCGTGATATTTAATGCTCGTCCTTGAAGCACTTGG
+GTAATATCAGTAAGCGCTAAGTCATAATATTTTAATAAGGGTAAATTAATATCTATCGCAACAATTTGCC
+GCGGATATCCCCAAATACTTGCCTTACGTACACTGGCTATTGTTTCTAGTCGTTTTTCCAATAACTTGGC
+ATGCAATTCCATCGTTTTATAGTTGGTAGGCTCAGACCACAAAGCCAACTGCATTATAGCAACACTGCTA
+GGTGTTGCTTTTAATACCAACAACTCTGCGATACCTGCAGGTAAGCTAGGTCTTACGGTAGATACCGCCT
+GTTTTACTTTATTAAACGCAGTTTCACCGTCCGTGCCATAAAGAAAGTCTATGGTAATCCTTACCGCACC
+ATTATGGATTTTTGCTTCTATCTTTTTAATATTTTCAATATCAGCAATTTCTTTTTCAAGTGGGTCAACC
+ACTAAAGTTTCAATATCACTGGGCGAAGCGCCAGGATAAACCACTTCAATTAAGGTGACAGGTAAATCAA
+ACTGAGGGTCTTCTGAGCGAGGCATATTCAAATAGGACACTACACCCACTAAAACCAACAATAAAAATAT
+TGTTAAGGTGAATTGTGCATTATCTATCGCTAATCTAGGGAGTTTCATTGCTTATTTCTCTTTACTGAGC
+TTCATCTACGGCTTATTTTCAATTAATGCTAGATGTTGCCAGCCCCGCGTGACAATAGTTAAGGGAGGAG
+AACTTGGTTGAGCAGATAAATAGATATATTCATTTGAGAGCTGTTTAATCAAAAACTCTTGCTGACGATA
+ATTTTTGGTTTCTGTTGCGTTAGTATCTAACACCATAACTAACGCTTTCCCTTGATTATCAACACTATTT
+AGCGCCTCAAGCGGTAATCGATAGGAAAACGTATCAGTCATGACTTCAGCTAATACATGAACTAATTGTC
+CAACAACAACTTGATTCACTTTTAAATTTTCTAATAAAACTTCAATAGTAAATAAATGGCTTTGTTGATC
+TGCAATAGCTGGAACCTTACTCACAGTGCCAGTGACTAAACCATATTGCGTTAAATTAAGATCTATTCTT
+TGCTGTAAATTAACTAGATTAACTTCCGATGCAGTTAACGCGACACGAACGACTAAATTATTTTCTACTG
+CGGCTATTTTTAAAGCACTTTGGCTAGGGCTTTGCAGTTCACCTAAATCAGTATATCGAGCGAGTACTAC
+ACCATCAAAAGGTGCAATTAACTGCGCTTTAGTGAGATTGTATTGGGCTATTTTATGGCGGGCACGTGTG
+GTTTCAACTGAGGTGATAGCGTCATCTAATGCTTGTTGTGAGCTTAGTTTTTTACTTAGCAGCGTTTTAA
+TGCGCTTAATTTCACGTTTTGCTTGTAACAAACGTGCATAACTAGCATTTTTTTCCGCGGTAAGTTCTTC
+GCTGTCAAGCTGAGCTAATAACTGGCCTTTAATAAAACTATCACCTTCATCAATAGTAAGTTCTTCGAGA
+TAACCACTACTTTTAAAAGATAAATTTAACGTTCGCTTAAAGGTTAATTTGCCCGTGCGGTTAATCTTCT
+TAACAATAGGTTCAGCTTTAATTATTTTGGTTTCAAGTTCTTGCGCATAAATAGGCGCATTTAAGAACAA
+ACTGGTAAAGCATAGAACAGAAAGCAATCTAAAAAGACGAGGTTTCATTTTGAGAGTTTAGCCGAAAATT
+TATTAGAGGATTCATAACTTTAGGCAGTTTTACTTACAAAGTACATAAATATTAATCATAAGGTAAATAT
+AAATTTTCCAGATCAAATAAACGGGCTAATTAATTAGGGTTTTATTGAGTGATAAGCACTAATTTCGCGT
+AGCTCAGGCTTTAAGCACAAGCTACGCGGAGGATAGTCAACGACTCGTGTTTGCAGTTAGAAATTAAAAG
+CTAGGCCAATCACAGTGCCATGAGTCACTGTGTCATAACCAAAATATCCATCTTGTCCTGCCCTACCTTC
+TTCATAATCGACCCAAGTCGCTTTATATTTAAGATCCAAAGTCATTAAATCACTGATTTTGTACATAACG
+CCACTTTGAACAGAAGAAGTAAAGTCAGACCCAAGACCAAAACCGCCTACATCTGCTTGAGCTAAAAACA
+TCCACTTATCATCGATATTTTTTATCCACCTAACACCAATGACAGGGTCTATCCAATCAGCCTCAACCTC
+TTTTTCAAAATTTTTTTCAGGGCGAATTGCAAAATCAAGCGTTACGTCTATATCGTTATCCCACCACCTA
+ACACCGGCAAAGTAATCAAGAAATCCATCATTCAATTTATTTCGGTATAAGGCATGAAGTTCAAGTACGC
+CTTGTCGAACACTAACATCAGTAGAGTTGCCATTGTCATTAGTTTTATCTCCACCAAGATCCATAAAGCC
+ATAATCAAACATAACCCCCCAACCTGAGTCATGATGAGCTTCAAAATGAACCATAGCCGCAGCGTCTAAG
+TTATCTAATATGGTTCCAAAATCAACATCCACATCAGCTGTATTAGTACGACCAATTGTTGCATCACCTT
+TAATAGAAGTGACCATTAAATAGGGCTCTAGTTGATAACTCCATTCGTCGGCAGATACACATGCAGAATA
+AGTACCTATTGCTGAGAGTAGTAAACTTAATAAAACTTTATTTTTCATCTTATTTCCTTTTTATTTAATA
+TCCTGAAATTTACTTAATTATGAATTTATCCATATAAATTAGACTTAACAGATTAATATTAATGGTAATA
+ACTATTAGGGATTAGATCAATTACATTCAAAGATTTAACACTGTTTACCAACAGAGTTAATAATTAATTC
+GCGTTATGAAGAATAAAGGTTTTATGAAGTGTATGTATTATTTTTTTCAGTATATTCAAAAGTAGAGAAC
+TATTGAATAAGCAACCAGGGTAGGTTCACCCTGGTTATAAAACGCTATTAAATTGCAGCGCAACCTTTCA
+GCATTAATGCAGTATTAACCCCTGTTTTTACCATACCAAAATAACTGGCAGTATTTGAGCTATCGAAGCT
+ACTGCTATCAATACCTACCATGTCAGTAATTTGTTGTAATGCGGGGAATGAATTTTTGTCTTTGTCGTAA
+GCGTCAAAGGTTGTTTCAATTTTATCGCAAGTAAACATATTAGCCATGCCATCAGATGAAGCATTTTTAA
+TAGCATTACTAGTCTGACACCCTGCCAATAACACAGCGGATAAAGCCACAATACCGATATTCATTTTTTT
+AATCATTATTATGACTCAGCAATAGGTAATAAAGTTATCTCAACACGTCGGTTAAGTTCGCGACCGCCAG
+CTGATTGATTGTCTGCTACCGGCTGTGCTTCACCAAAACCAACTACCTCTAAACGCTCACTAAGAATTTT
+TTGACCACGTAAATAATTGGCTACCGAGCCCGCACGTTCTTCAGATAGCTTTTGGTTGTACTGAGCAGAA
+CCGCTAGAATCTGTATGACCAGAAACAACAACAAGTGTTTTGTTATATTCTTCAAGCACTAAGGCAACAG
+AATTTAATACACCAGTAAAGTTAGTGTTGATGTTAGAGCTGCTAGTAGCAAAAGTGATGTTGCCAGGCAT
+GATCAGGTTAATTTTGTCACCTTCACGTTGAATACTTACACCACTATCTCTCAGTTGCTTACGTAACTTA
+GCTTCTTGAGAATCCATATAAAAACCAATACCGCCACCTATAGCCGCACCACCAGCTGCTGCTGCAAGAA
+TGCGTTTATTGCGTGTATTGCTGTCTTCATCTTTATTGCTTATATAAGCCACAACTGCTGCTAGGCCAGC
+ACCCGTTGTTGCGCCAATAGCGGTCTTGCTGGTTTTGCTTTCCCCAGTATAAGGGTCAAATGTTGTACAA
+GCTTGTAACAGCAGTATGGCTGAAGCGGTGGTGATTATTTTTTTCATGGATATTCCCTGTTTTGGCCTGA
+TTGCTACTGATTCGAAGCTATGGCTATTATTAATTACTATGCCCAAACTACTTGAAGGGCTTGGATATTT
+ATCGATGTTATTGCGGTTATGTGTTTTTTATAGCTATTTTAAGACATAAAAAAACCCGATTGGTGTCGGG
+TTTAAATATTTACGAAAACGCACATATCAATAGCGAACTAAATTTTAAAAACAACAGCTATAACATTTAA
+CTTTCGCAATATAATTACTAACGTTAAGTTTTGTAATCTAGATAATAAAATTGCTCTAAATGGTCCACCC
+GACAGGAGTCGAACCTGTGACCTATGCCTCCGGAGGGCATCGCTCTATCCAGCTGAGCTACGGGTGGAAA
+ATAAGAAATGGCATTCTATAAAAAGCCTCGAACGAATACCAGTACTTAATTTTTTTTGTTAAGTATATTG
+ATAAATTTATTCGAGAGTTGGATATAGACTAAATTTGTTAACTTACGAAGACCATGTTTCAGCGCTTTGT
+AATATACTTAACTGAGTTAATTAAGAGGCTCGCTGACAGTAATCATCGTTATCCTCTACATACCTTTGAG
+CTTGTTTAATTGAACCAAAATAATAAGTAAGTAATTTACCGCGTTTTTCACGTATGGTAATAGGAAAATC
+GAGCTGTTGAACAACTTCAAGCCACGTTTTAACTAGAGCTAATGGTGGTAGTTCTTGCATATTTTCATCC
+TTGAAAGTAATAACTAATAACACTCTACGTCAATTAATTAGGTAAATCAAAGCCCAGAGCCACTTAATAA
+TAATGTTAGGGTCGTAGCTTTTATTAAAGCGATAGCACTAGAAATAGTATCTAAGACTGCCATAAACACT
+CAAAGGGTAAGCCCCAAATTCTGAGCCAAAAGCATAATTTCCATTGGCGCCACTCGCATTATATTGCAAG
+GTATCCCCATGACTTATATACAGTCCAAAATCAGAGTATAAATTATCACTCCAACTGGTTTCACTACTGA
+CAGTTAAGAACACTGAGCTATCGCTGATATTATAAAAAGCACTGGCGCTAACAGACACCAAAGGAGAGAC
+TAACCAAGTTAATGCGGGGATAAGGTAGTGTTCACCATATAAATACACACCAGCTTTCTGGTAGGGCGCT
+TGTGTCGCCAGTTTGGTGTAATTCTCAACATTATTACTGCCCGCACCATTATAGTGATACTCGATCATAA
+TAATTACATCTTCATTTAACGCATAGTCTGAGCCAATTGAAGAACGCCAATAGTTATCAGTGTAGGCGCC
+AGCCAAGGGTAGGGTGTTTGTTGCAAAGTTGTCTACGGTGATGTTTTCTAATGAATTATTTCCGTCAGTA
+TTATTTTCAGAAGCATTACCTTCAGCATTGTTACTTTGGCGCCAGTCCATATAAGCGGCCTCAAACCAAA
+AACCAAAATCACCTATTGAACGCTCAATGCCACCACCCAGTAACCAGGCATCATCAAGTATGATAGCGAT
+AGCTTCTATATCATTACCTTGAATAGAGTTTTTACCACGTAAAAAAGCGGCACTGTTTTGTTTTTTACCA
+TCCTCACCGATAACCAACCCCATATCTATCACAGCAAAATCACCGACATCAGCTTTATATCGAATAGCAT
+CAATACCAACACGATACTCTTGGTTAAGAGTTTGAATAGCAAAAGGGATAAATATATCGGTTGGATTGGT
+GAAGCGAGCAGAACCAAATGATAATACTTGTCGTCCAATCGTTAAATCGCCGTAGTCATTACTGTATTGA
+TAATTAAATCGGTCAAGGTTTTGCAAAACCACGCCATGACTACCTACATCACTCAAAACGGCATCAAAAT
+CTTTATAACGATATTGATTACTCGCCGAAGAAACTGTACCACCAATAACGCCTAGGTTTCCCTTGGTATA
+GTATTCAGCCATTGTACTATTTGAGAAATACAGTGGCTGTATTTCGTAATCTATTTCAATATTACCTTTG
+CTTGAGGACAAATAAGACGCCATTAAACGTAGTGCGTTTTGTGATTGAAAGTTACCGGCAATGCTTTGAG
+CTTGATTTTGAACACTATTATTTTTAATTGTGTTGCTCTCAGTAGTGATATTTTCAATAGTACTTTTATC
+AATGGAATCGCTTTGAATAGATATGCTGTCTTGTGCGAGTGCATAACTTTTCATGTAACCACTAAATGAA
+AAACTATCCGCAAAGCTGCTCATAGGCGAGACAGTAGCGCCAAGTAGCGTTAATACTAATAAAAACTTAA
+CGGGCAAGCTTAATCTTTGCACTAATTCATGCATTAACTTCTGCGCTCATCATCAACAATGCAGCCATCA
+ACCAAACGAATAATACGTTTGGCTCGTTCCATTATCTTTGGATCATGCGTTGAAAATACAAAGGTCATAT
+TTTGCTTTTCATTTAATTCTTTCATCATATCAAGCAAATCAGCACCTGTTTTCGAGTCTAGATTAGCTGT
+CGGTTCATCCGCTAAAATAATACTAGGCTTTGATACCATAGCCCTTGCTACGGCTACGCGTTGCTGTTGC
+CCCCCTGATAATTCAGCAGGGCGACGATCTCCCAAACCTTCTAAACCTACCGCATGCATTAGCTTATCTA
+CGCGTTTGTTTCGCTCTGCTGTAGGTACGCCTTGCAGTAACATAATATACTCAATGTTTTCTCGGGCGCT
+TAACACAGGTATCAAGTTATAGGCTTGAAAAATAAAGCCAATATGATCACGTCTGAAATCTGACAACTCG
+GTGCCTGTCATACGATTAATATTTTTATTATCTAAAAACACATCACCTGAACTTGAATTATCCAAACCAC
+CAATTAATTGCAATAAAGTTGATTTACCTGAGCCAGAAGGGCCTATTATCGCGGTAAATTCACCTCGTTC
+TATGGTGATATTGGCATCAGTCAGCGCTTTAACTAACGTATCACCTTGACCAAATTCTCTACACAAATGA
+GTCGTTTCAATGACAGTATTTTGGCTAACCGTCGCTTTATTATTGACGCCAGCAATATCCACTTGAGTTG
+TCATTTTAATAATTTCCTTTTCACTCAGTAATTTCTTATTCTTGAATTAACTATTAACTCTCAACTAACC
+AATTAGAGGGTTTTTCGCATGGCAAAAGAAGGTTGTAAACGCGCCGCATGAAAAGCAGGGTATACACTCG
+CAATAAGGGTAACTGCTAACGTCGCGACTCCCATAATGGCAAAACTGCTGGCGTCGAGTATTAAATAGAT
+GGGTTCATTTAAAGTCATACCTGACATTTCTAATTCAGAGTAATCTATACCGACAATAGAACCCCAGTAG
+CACAAGAGAAAAGCCATTAATAAACCAACAGTTACGCTTAACAAACCGATGAAAAAACCTTCCAGCATTA
+TTTGATAAAAGAGCTGCTTAGATCGTGTTCCTATAGCCAGTAAAATACCAAACTCTGTTTGTCGCTCAAA
+AATAGACATAAACATAGTGTTTATTAACCCTAAGCAAACCAGTACATACATGATGATTGAAACAATCAGT
+GTCGAGTACTTGGTCATCGCCAGCATACTACTTAATTGAGGCACTAATTCTTTCCAACTTAACGTTTCTA
+TTTGGTCATTATTAAGTGTTTTCCAAAAGGGTAGGGTACTATCTTCAGCTTGATGTAAGTGTTGTAAACG
+AAGAGCAACTTCATGCACACCAGCAATGTTTAACAATTTCTGTCCTTGTGACAAGTTAATAAAAGCCATA
+CCTATATCCATGCTTCTTTCATTAAAACTAAATAAGCCTGAAACACGAAACAGTGCTTGAGATAAATCGC
+CACCATTAGCTTCTGAAACAGTAATAACCACCCGGTCACCTAAACTAATTTCTAATAAATCAGCAAGTTG
+TTCTCCTATGATGATTTCACCATCAATACCTGATAAATATTCCCCTTGAGTTACCGCTAATTTTAACTTA
+CTCACTTGTGCTTCTTGTATTGCATCTACACCATAAACAATTGCTGAGGCAACATTTTCAGAAGAGGAGG
+TCATCGCGCCTGTTAATACCCTTGGGGCAAATGCTTGAATGGCTGTGGTGGCGTTAAGTTGCTGATATAG
+TGTTGTAGTATCTTCAATGTATAAATCTATATCGTTTGCCTCACGAAAACCCACCCGATGAATTTGTCCT
+TCTCCTAAGAAGGTTTGTGTACTGATTTTTACCATGGTTTCTACCATGCCTCTGACAAAAGCATCGGTAA
+ATAAAATAGCCGCTAGGCTGCATGAAATAAGAAGTACGGTTAATAGTGTTCTACGAGTATTTCTAAAAAT
+ACTGCGCTTGGCTAAACGTGCAATTATCGCATTTTGACTGCTGTTATGTTGAGTCGAGTTGGATTCATTG
+ACAGTAGCTGATGAGCCGTTGTTATCGAGTTTAGAAGCATTGTATGAATTAGGTGTTCGTGTTGCCATAA
+TGATATTTAAACCGCCTGTAATGCTTTTAACGGTGATATTTTAGCTGCCCGAATCGCAGGAATAAAACTA
+ACGATTAACGTACTACTAATAACAACAATTGAGGGTAATAACACTACAAACCAGCTTACTTCTCCTAGCA
+TGGTATCAAATATAATCCCGCCCATATCTATTGGCTCTGGCATAGAGATACCAACACCTGCCAGCCAAAA
+ACAAACAGGTAGCGCGAGTAGCAATCCAAGTAAACAACCGATAATAGCCAGTACAAAAGACTCTAACATT
+ATTAAGGTAAAAACCGCTAAAGGCCGAGTTCCAATAGCCTTCAAAACGCCAAACTCGCGGGTTCGCTCCA
+TGGTGCCCATTAAGATGGTATTTAATACGCCTATTGAGACGATAAATATAATAATGCCCATAGAGACATA
+ACTGCCTTTTTTATCCGCTTGCATACTCTTATAAAAAGAGGATTCAACCACTTGCCATGGTTCTACACTT
+AAGCTCTCATCTTTAAGCGCTGATTGAGTTTTAGCAGCGAATTCCCTTGCTTGGCTTTGACTCGATAAAA
+TTAACGCTAATTCGTGAACTTTACTGGTATCACCTGCCATTGATAAAAACTCTCGCATGGCTGTTAAGCT
+AATATAAACATTCATACGTTCATATGAGCTAGCATCACCCACAATAGCAACGACATTAAAAATATCATTG
+GCGATAGAGCCATCAATACCTTGAGAAATGAGTACCAGTTCGTCACCAACTGTAAGCTGTAAGTTTTTAG
+CTAGACTAAAGCCGATCATGGCGGGAAAATAAGCATCCTTACTTATTTTATTGGCCAACGGTCTTGTTAA
+ATAATATCCCTCGTTAACTTTATTATCTAACCCTGTGGTTTTAGCTTCTCGCTCGGGATCAATACCAATA
+ACCTGAGCTGGAAAAGTTTTATTCTTGCCGTAAGCTAAAGAAGGACTATAAATTCGTGGCGCAACACCTA
+ATACCAGTGTTTTTTGCTCTAATAGAGTAATGATCTCATCAGCATGATTGATCGTTTTGTATAGAGAAGG
+GCGCTCTAGGTAGTTTTCTTTATGAATTTGCACATGCCCGGTGTGATCTTGGGTAAATATATTAATAATG
+TTGCTATAACTTCCCTCTGACATAGAGAGAGTTAGGCAAAGTAAAAAAAAGCCGCCACCCATGCTCAATA
+ATGTTAACAATGAACGGCGTCGATTACGTAATATGTTCCTAAAGGCAAGTTTTACTATCAGCATAGGTAT
+TTACATTTATCGTTATAAAATGAAATGAAATGAAATAAAGCGATTAAAAACGCGTTTGTAAATTGCGTAA
+CGTGAAAACATTATCCCCCAAATCAATATCAAATTCGGCTTCAACATATTCAATAACCGTTTTATGTCCT
+GTTTTATTTAATGGGATCATCGTCATAACCGCTGGCATTTTTTTACCAGCAAAATCCTTTATATTACTAA
+AGACCATAGTGCGCACCTTTGCACCTTTTTCGTTGTAATAACTTTGCTCCAATGGCAATAGTGTTTTTTG
+ATTAACAATAAATTCAATTTTGCCCCAAACCGTCACGGTATCTTTTTTGGGAACTAAGGTTAAACGATAG
+TTTTCACCTTCAATACGTTTAGACACTTGGTATTCTTCAACCAATGAAACTTCACGGACCAAGTCATCAT
+TAGTAAAATCGGATCCCATCCAAGATCCCATCATCATTGATGGTGGAACTTTAATAACCTTATTAATTTT
+AGGAAAAAAATTCCACATCTCTTTATCTTTTTTTAAGGTCGCCACACCACGATCTTTCCTTGGTGACAAT
+ACCCGAATAAAAGTATCGTCCATACCTATGGTCCAGCTTTGCATTTCCAGGGTACGTTGCCAATTAGGCG
+TGATAATTTGCATTTTCATCATTGCAATGGAGCTTTTAGAGCGAAATAACTCATCCATTTTTTTTAATAA
+AGTGGCAGCATCATCATCGGCGAAACATGAATAACTAGGTAAATAGACAACAAGTGAAAAGAGTACGGAT
+AAAAGTAACTTCAACATAAACTAATCCTTAAGATTATTTGTAGCTTTAATTAACTTGGTATAACTATACC
+AAGTTAATTAAAGCTACAGAGCAATATTAGGTATTTCTTACATTTTTTAAACAAAAAAACCAGCACTAGG
+CTGGTTTTTATAGCGATAAGGTTCACAAAGTTAAATTATCTTATTTTTGTTAAAATCTCATCTAATTTGT
+CAAGGTTGGTATAAGAAATAACCAACTTGCCTTTACCTTTTTGGTTGTGGCTAATTGACACTTTCGCACC
+AAACTTTTCTGCTAAACCTTGTTCCAACTCTATAGTCTCTATAGCTTTTTCAACTTTTTCTTTTTCAGCT
+ACAGGATTTTGAATCTTTTTAATTAAACTTTCAGTTTCTCGTACGGTTAATTCTTTAGTCGCAACAGTTT
+GCGCTGCAGAAGTTTGTACTTCACCTTCTAAGGCTAATAGAGCTCGGGCATGACCCATTTCAATATCACC
+ATTTTCTAATAAGGTTTTTACTTCATCATTTAATTTATTTAAACGTAATAAATTACTCACTGTTGTACGC
+GATTTTCCAACGGCAATGGCTACTTCTTCATGGGTTAAATCAAATTCCACTAATAAGCGTTCTAATGCAA
+CCGCTTCTTCCATTGCATTAAGATCTTCACGTTGAATATTCTCAATGAGTGCAATCGCGACTGCTGATTC
+ATCCGGTACGTTTTTAACTAAACAAGGGATAATATCAAGCTGTGCTAATTTAGCCGCACGCCATCGACGT
+TCACCCGCGATGATCTCATATTGATCGTCGCCAACTAAACGCACAACAATCGGTTGAATAATACCTTGTG
+ATTGAATAGATAATGACAACTCTTCAAGACCTGCATCAGACATTTCACGACGTGGCTGATATTTACCCGG
+TACTAACTTGGAAATAGGTAGTTTAATCAGTTCATTATCTGTCGCTTTTACGCTATTGCTTGCTTCAGTA
+GTTTCTGTTTGGCTCTCACCTGCTGGTATCGCAGGTGATAATAAGGCATCAAGACCACGACCTAAGCGAC
+TAGCGCCTTTACGTTTTGCTGTACTCATAATTTTCCTTTGTGCTAGCTAGCAACACTTGCCTTAGCTTGC
+GGAGATTTTTTAGCATAATCATTTTTACGTAATACTTCACCAGCTAGCGCTAAATAAGCTTTGGCGCCCG
+TTGAAGATTTATCGTAATACATGGCTGGTGTACCAAAACTTGGCGCTTCAGCTAAACGAACATTACGAGG
+AATTACACTGCGATAAACTTTATCACCAAAATGCCGCTTTAATTGTTCAGATACATCATTAGCTAAACGA
+TTTCGAGGATCATACATAGTACGAAGAATGCCTTCAATATGTAATTTATCATTCACCACTGACGTTAACT
+TAGTAATGGTGTCCATCAGCGCCGTTAGGCCTTCTAATGCATAGTATTCACATTGCATTGGCACAAGAAC
+AGAGTCTGCTGCCGTCATAGCGTTAACAGTAAGCATATTCAATGATGGTGGACAATCTATGATGATGAAG
+TCATAAAAATCTTTTACTGGCGCTAATGCGTTTTTTAAACGCTGTTCACGAGCATATACTTCCATTAGCT
+TTATTTCAGCTGCTGTAACATCAGCATTGGCAGAAATTAAGTGATAAAGACCTGACGTTTCTTTAATAAC
+AACGTCCTCAACACTTTGCTCTTCAACTAATAATTCATAACAAGTCGCGTGAACTTGGTATTTATCAACG
+CCACTAGCCATAGTGGCATTGCCTTGAGGATCTAAATCGATTAATAAAACTTTGCGTTTCGTCGCCGCCA
+GCGAGGCAGCCAAATTAACCGCGGTAGTAGTTTTACCCACACCACCTTTTTGATTTGCAACTGCTATTAT
+TTTTCCCACAAGCACCTCTAATGTTATGTTATACCAATTACATTAAATTTATTATCAACTCAGAGCTATA
+TTAGCGAGCTTATAACAATAAAAATTGGTTAAACATAGTTAGTCTATCTTTTATTAATTTTATGCAGTTA
+TTAGTTTGCTAATAAGCTCCCAAAGGGCGAGTTTAAAAGGCATATATGCTGCGTTATTAATTTTGATAAG
+GGAATAACCATTATCATCAATTAATGCCTTGCCTCTAAGCCTTTTATTTCTCGCTGAGTGGCCAATAACT
+TAATGGACTTGGTATTATTTCTAGTGCAACTTCTTCAGTACTATTACATGGCGTTCACCAACCAAGTCAG
+GCACGATAATTTCATGACTATCTACTAAAGTAATATTTTCAGGTAATTGTGAGATCTCATCCTGAGGATA
+TTGCCCTTTGAGTGCAAAAAATCGTCCTTGCTCAGTGGTAATTAAGTGCTTACACCAGCTTACCATATCA
+TTCAGAGAAGAAAAGGCACGACTTAATACCCCATCAAAAGGTTCCTCACCTTGATACTCTTCAACCCTTG
+CTTTCACTGGTGTCACATTGCTAAGCTTTAATTGAAAAACCACTTGTCTAAGAAAAGTAATACGTTTACC
+TAGACTGTCTAGTAAAACAAAATTTCTTTCTGGATACAAAATAGCTAATGGTATGCCAGGTAAACCAGGA
+CCCGTTCCAACATCAATAAAGTTCTTACCTATAAGCACTTCACCCACCATTAAACTATCCATAATATGTT
+TAACTAGCATTTCACTAGGATCACGAACAGAAGTTAGGTTATATGCTTTATTCCATTTATTGAGTAACTC
+AACGTATTGAATAAGTAAATCGATTTGTTCTTGAGATACGACAAGCTGCGTTTTACTAATCAGTGTCGAT
+AATTGCTGTGATAAAGTCATTTTTATTTAGACAAGCCTGACTAATTAACGTTAAGTTGAACATTAATCAG
+CGGCTCGCCCCTACCTATTGCTTTTACGCTAATTTGCGTAAAAGACCGTGTTTTTTTAAGTAGACTAATA
+ATAACGAAATTGCCGCCGGAGTAATACCAGAAATTCGTGAAGCTTTACCAATAGTTTCTGGACAAGCATC
+TTTTAACTTGGCTACAACTTCGTTAGATAGGCCTGAAATTTGTTGATAATCAAAATCTCTCGGGATTTTA
+GTATCTTCATTACGTTTTTTCTTGGCTATTTCATCTAACTGTCTGTCGATGTAACCTGCATATTTAGTTT
+GAATTTCAATTTGCTCAGAAGCTTGACTATCTTCTATCGCTGGCCCCAAACCTTCGATCTTCATTAGATC
+GGTATAGTTTACTTCTGGACGACGAATTAAGTCTTCTAAACTCGCTTCTTTGCTCATTGGTGTTTTCAGC
+AAGGCATTGATTTGATCTATTTTTGTATGATCCTTTTGTACCCAAGTAGATCGTAAGCGCTGACGTTCAA
+GTTCAACGTTTTCCATCTTCTCATTAAATCGCTGCCAACGAGTATCACCAACTAAACCAATTTTACGACC
+TTGCTCTGTTAAACGAATATCAGCGTTGTCTTCACGAAGCAATAAACGGTATTCAGCACGAGAAGTAAAC
+ATACGATAAGGTTCTTTCGTACCTAGCGTTGCTAAATCATCAATTAACACGCCCATGTAAGCTTGATCTC
+TACCAAGAGTGAACTCATCACGCTCTTTAACTCTATTTGCAGCATTAGCTCCAGCGATGAGTCCTTGAGC
+ACCGGCTTCTTCATAACCTGTGGTGCCATTAATTTGTCCGGCAAAATATAAATTTTGAACGAATTTACTT
+TCTAAACTTTGTTTTAAGTCACGAGGATCGAAGTAGTCATATTCAATGGCATAACCAGGACGAGTAATAA
+AAGCGTTTTCAAAGCCTTTGATTGAACGTACTAAATTCATTTGTACATCAAAAGGTAAACTGGTTGAAAT
+ACCGTTTGGATACACTTCATGAGTAGTCAAACCTTCAGGTTCAACAAATATTTGATGTGAACTTTTATCT
+GCAAAGCGGGTGATTTTGTCTTCAATAGACGGACAATATCTTGGACCCACACCTTCAATTACGCCAGTAT
+ACATTGGAGATCGATCTAAACCATCTCGAATGTGTTGATGGGTTTGCTCGTTGGTATGTGTGATAAAACA
+AGATATTTGTTCTGGATGATCCGCCTGTGATCCCATGAAAGAAAATACTGGACTAGGTGTATCACCTGCT
+TGCTCTTCCATAACAGAAAAATCTAATGATCTTGCGTCTAACCTAGGTGGAGTACCCGTTTTTAAACGAT
+CCATTCTAAACGGCATATCTCGCATTTTTGCTGCTAGATTTACACTGGCAGGATCACCTGCTCTTCCACC
+TTGGTAGTTATTCAAGCCAATGTGAATAAGCCCTGAAAGAAAAGTACCTACCGTAAGTACTACGCTTTTA
+CCTTTAAATTTAAGGCCCATTTGTGTCGATACACCGACAACACGATCGTTTTCAAGGATCAAGTCATCAC
+AGGGCTGTTGGAAAATAGTTAAATTTTCTTGGTTTTCCAACGTATTACGAACATAGTTACGATATAAAAT
+GCGATCTGCTTGAGCACGAGTTGCCCTCACTGCAGGTCCTTTGCTCGAATTTAATGTTCTAAATTGAATG
+GCACTATGATCAATGGCTGTTGCCATCAAACCACCCAGTGCATCAATTTCTTTAACCAAATGACCTTTGC
+CGATACCGCCAATGGCGGGGTTACAAGACATTTGGCCTAGCGTGTCAATGTTATGGGTTAACAACAAAGT
+TTTGCAGCCCATACGCGCAGCAGCAAGTGAGGCCTCGGTTCCCGCATGACCACCACCAACAACAATTACG
+TCATAAGACTCTTGATACCACATAAAATAACAATCCTGCTTGGTTAAAATTAGTTAAAGTTTTTATTTAA
+AGTGAATTGCAAAATTTACAAGACTCAAAAATAAGGGAACGTATTTTACCGCTTTTTTCTCTTCAGGGAT
+ACGATCAAATTGGTAAAAAAGATCGGGGCTGATCCTTAATATATAAAAAGAGATCTTTATAAAGATCTTA
+TTATTATTACTTATTAGGATCGTTGTTTTCTGTGGATAAGCACTTTTTTCTTTTATTTATTAATAACTAA
+AGACAATGATAACGTTGTGATCAACCTTTGATCAATCAGCAAATAACCTTTGATCAAAACGGCAAGTTAT
+ACACAGGGCGATTTAAAATGTTTTTAATCAACTGAATAATAATAGTAAATTAACTGGTTATTAACTGTTT
+TATCCACAATGGTAAAAATATAGATCGTAATCTGTTGATAACTTATGGGTAAGTGATCACCTTAGATCGA
+AAGCAGATCTTTATTTGTACTGATCCACTGCTGAGCGAGCTCTTCTGGATCGATATCTTCTGACATATCT
+AAGGTTTTAATTTGTACTATTTCTTTACAACCAATTGATATTAATAGGTTTGATAAATCTATTGCTGCTT
+TGCAAAAAGTATCATAGCTAGAATCTCCGATCCCAATTGTTAAAAAAGTAACCGTGGATAGATCTTGATC
+ACAATTACTTAGATCACTAACAAATTGTTTGATGTTGTCAGGGTAGTCACCAGCACCATGTGTGGAGGTA
+CAAATGATCCAAATAGGATTTTGGGCTAGAACACTGTCGTTATTTTGTTCATTATTCGCGTGAAAAGTGT
+TGTTGATGACGGTTTTAAGATCCGGTTTAAGGTGTATATCAACAGTATGATCAAGTTTATTTAGGGTTTC
+TTCACAGGCTTCTGCAACATATTCTGTGCCACCAAGCATGCTACCAACAATGATTTGAACTGAGCTCATA
+GGGGTCTCTTTTTAATAAAATGGGGTTATTTACAATGATAATAAGTACATTGTTATTGTATTACTTAAGC
+TAAGTATGGATAAACAAATAGTTTGTTATTTTAGTTAAATAAAGCAAATTTGAGGGAGTATATTGATAGT
+TTAGCGGGTAGATAAAAGGTTAATAAAGCAGACTTATTGCTAAGTAGACTCAAATAAGAAACTCATAAAA
+TGGTGTTAGTTACGAATATAATTGTTTATTTCAATAAATATAAAAAGGGCTAGTATTGTAAATAAACACT
+AGCCCTTTTTATAAATCGTAACGAGGAAGTCACGTTTTATTATTCATCGGAAAATATTTATCAGGAACTA
+TTTTCCAATACAAAAAGAGCTAAAAATTTTACCTAACAAGTCATCACTGGTGAATTCCCCGGTGATTTGA
+TCTAATTCTTGCTGACAAATACGCAGCTCTTCTGCCAATATTTCACCAGCGACATAAGATTCAAGTTGAT
+CTAATCCTGTAAGTAAATGCTGATGCGTATTCTCTAAGGCCACTAAATGACGTCTTCTCGCCATAAAGCC
+CCCTTCAGTGCCACCTTGGTAGCCCATTATTGTTTTTAAGTGTTCTTTTAAGCTATCAACGCCTTTGCCT
+GTTTTAGCTGACAAAGTAATAATGGCATGCTGTGTACCATCGGTATCGGTAAACTCAGTGAACCCCGTTT
+TAGCATCATTAACATCGGCTTTATTTCTAATTAATGTAAGGCCAATTTTTTCTGGAAGTTTGGCAAAAAA
+CTCGGGATAGAAATCTTTAATGTCTTGATCGTCTTCTAAAATACTGTGATCTTCACTGGCATCAACCATT
+AATAAAACGCGATCGGCTTGATTGATCTCTTGCCAAGCACGCTCAATGCCTATTTTCTCAACAACATCAT
+CACTATCTCGTAATCCAGCGGTATCAATAATGTGTAACGGCATGCCATCAATATGAATTTGTTCGGCTAG
+TACATCACGAGTAGTGCCAGCGATATCGGTAACTATGGCTGTTTGTTTACCACTTAATGCATTGAGTAAG
+CTAGATTTGCCAGCATTAGGACGACCAGCAATCACTACACGCATTCCTTCACGAATAATACTACCTTGCT
+GGGCTTGCTTACGAACGTCTTCTACTCGGCTGATAATAGCTTTTAAATCAGTAACAATTTTTTTATCAGC
+AAGAAAGTCAATTTCTTCTTCAGGAAAATCAATCGCAGCTTCAACATACATGCGTAGGTGAATAATACTT
+TCTACCATTTCATTGACAAGTTTAGAGAAGTCACCTTGTAAAGAGTGCAGGGCAGAGCGAGCTGCTTGTT
+CTGAACTTGAGTTAATTAAATCGGCAATTGCTTCTGCTTGGGTTAAATCGAGTTTGTCATTCAAAAAGGC
+CTGTTCACTGAACTCACCAGGTTTGGCCATGATAACTTTGGGTTGCGCAAGAATTACTTTGAGTAGCATA
+TCCAAAATTACGGGACCACCATGGCCTTGAAATTCGATAACATCTTCACCGGTAAATGAATTAGGCGCTT
+TGAAATAGAGTGCTATTCCCTGGTCTAATACCTGTGTTTTATCAGTTGATGTGCAATCTAAAAAGGGTAA
+ATATTCAGCTTTTCTTACTTCAGGTAGCTTACCTAAAATAGCTTGAGCAACATTTTTAGCCTCTGGGCCT
+GATACTCTAATTATACCGACGCCACCACGTCCGGGTGCGGTTGCTTGTGCGGCGATTGTCGTTGTTTGAG
+AAATTGATGTCATAGCGAGGTAATTAATTCAAATAGTGGTTGATGATTATTTTACTTTATTTCAAGATTA
+AATGCCCAATAATAGAAAAGGCGATTACTGTGTTATCAGTAATCGCCTTTCAATTTATTTTTATAACTTA
+GTTCTTTACAAAAATTATGCTGCTTTTTCTGCTTTTTTCTTAGCAATACCAGCAAATATTATTTTCATTT
+GTGTAATTGAAATTAAGTTACTTACTAACCAGTAAAGTACTAAACCAGATGGGAACCAAGCCATAAATAT
+TGAGAATACTACGGGCATATATTGCATGATTTTTTGTTGCATTGGATCTTGAATCGTCATCGGTTGCATT
+TTTTGCATTACATACATACTGATACCCATAAGTACTGGTAATACGAAGAATGGGTCCATTGCTGATAAAT
+CTTGAATCCAGAAAACAAAAGGTGCATGGCGTAATTCAACACTTTCTAAGAATACCCAGTAAAGTGCTAA
+GAAAATTGGCATTTGTAGTATTAGTGGTAAACAACCGCCTGCTGGGTTGACCTTTTCTTTACGATACATT
+TCCATTGTGGCTTGTGACATTTTTTGTCTGTCATCACCAAAACGCTCTTTTAGTTGTGCCATTTTTGGTG
+CTAAATCACGCATTTTAGCCATTGAGGTATATTGCGCTTTAGTTAATGGGTACATACCACCTTTAACGAT
+TAAGGTGATGATAATAATAGCTACACCCCAGTTAGTAACAAAACTTTGGATCGTTAGTAGTAACCAGAAT
+AACGGTTGACTGATCATCCATAAGAAACCGTAATCTATGGTTAAGTCTAAGTTTGGTGCTATTTTCTCTA
+ATACTTCTTGGTCTTTAGGGCCAGCATAAAATATTGCTGAAGTAGAACCTTGCTTACCAGCGTCAATGAT
+TACAGCTGGAGCTTTAAAACCAATAACTGCTTCAAAGTTATTACTATACGTTGTATAAAGTTGGTTACTG
+TCTTTTGCGTTTGGTACCCAAGCTGAAACAAAGTAATGTTCAAGCATTGCAATCCAGCCGCCTGCAGTTA
+CTGCATTTAAGTTTGCTTCTTCAATATCATCAAAATCGTATTTTTCGTAACGTTCTTCTGTTGTTGAGTA
+AGCAGCACCGCGGTAGGTAGGTAACATGCCACCACCAGTTTCTACTACGGTAGATTGTTTAAGTTGACCA
+TACATTTGTACAGAAACGCTGTTAGCCGTGTTGTTGTCAATTAAGTAATCAACATTAACGCTGTAGCTAT
+TTTTATTAAAAGTAAATCGTTTAGTCACTGACATGCCACTAACATCATGAAAAACTAAATCGACAATTAA
+GTTGTCATTTACTAATTCATAGCTGTTTTTCGCACTAGTATATATAGGACGGCCTTTGATTGTACGGTCA
+ATACCGTTAGCGCCTGTTAAACCACTTTGAGCAATATATTTTTGATTACCATTTTGTAAAATAGTAAAAG
+GGATATCGTTACCTTGCTCAGTATCAAATTTTCGTAATTTAGCTTCAACAATATCACCACCTTGACTATT
+AATTTTTAAAATTAATGTATCTGTGGTCACTGTAATTAATTTGGCAGAAGTATTGGTTGATTTTATCGAG
+CTTACTTGGGCATCTGAAGATTCAGGCACGAAGTCTGCGTCGGCATTTTCAACTGACTGGTTTTGGCTAA
+TACTTGTTTGCTCAGGAACTACGGCATTTTGTTGCTGCCATTGACTAAACAGTAAGTAGGTAACAACCAT
+AAGCGCAATAAAAAGTAGACTGCGTTGGGATTCCATAAAATTAACTTCTCTTCTTTGTTGGCAGGGGATT
+ATTTTCCCGTGCATAATTTAAATTTGATAAGTGCGTGGCATATTAATATAGGTTAGCTTGATAACCTACT
+ATCTTTTAGTCTAGATAGGCTATTTACTCTTTTTTATTGGTGGAACCGGATCTTCGCCGCCATCATTGAG
+CGGATGACACCTTAAAATACGTTTGCTTGCTAACCAACCACCTTTTATTACACCAAAGCGATTGATAGCT
+TCAGTTGCATAGGCAGAACAGCTTGGAGTGAATCTACAATTAGAGCCTAGTAACGGACTGATAAAGCGTT
+GATAGCCTTTTATGCCGGTTATTACTAGTTTTTGTGGCGTTGAATTATTTTTCGCCATATTTTCTCTAAT
+TCTTGATTAATCGTCTTGTTATCAAGTTGATCAATGCCAGATTTTACCATGACGACTATATCGATAGCAG
+GTAAATTATCTTGATTTAAGCGGAAACTTTCTCTGACTTGTCTTTTAACGCGATTACGTTGCACAGCAAG
+TTTTACTCGTTTTTTAGCAATAGCTAAGCCTAAACGGTTTTTTGCAACAGAATTATGTTTATCAGAGACG
+AAAGTATGAGGTTTTGGTGTTACTAATAAAGTAAAGTGGCGAGAGCCAAAGCGGATAGGTTTAGAAAAAA
+CCGCTTGAAAATGACCGGGAGTCAACAAACGTGACTCCCGATTAAATTTGTAAGTAGCCATAGTCAGGCT
+ACCTTATATCAAATATTGTAAACAAGATTTGATACTATGCGCTAAGACGTGCACGGCCTTTCGCACGACG
+ACGAGCTATAACAGCACGTCCGTTTTTAGTTGCCATACGAGCACGGAATCCGTGGTTACGCTTACGCTTT
+AATACGCTAGGTTGAAATGTTCTTTTCATTACGCTAATCCGTCGGTTGTTGTTGCCCTGGCAAAACAGCC
+TATTGAGCACACATGTCTAAAAAATGAGGCCGAATATTAAAGCTTACTAGGATAATTGTCAATCATTTAT
+GTTAGCTATTTTCACTATGATCCTTACTTTTTTATTAAGGATCGTAGTGATCTTCATTGGTATTACTAAT
+GATATTCACAGTTTTACCACATTCGTGTTTTATTATCTTAATAACTAATTCAGTTAAATGCTGGTTTAAA
+GTAAAATTCACTTATAAATAGTATACTTTTTTTTGTTGATATTCTTTCTTTTTATATAATATTAACAATG
+TGTTAGCTTTGTGTTGTTAAAAAACAATTATAATAGTTAAAAGTCAATAT
+
diff --git a/tutorial/T.tengcongensis.genome.fa b/tutorial/T.tengcongensis.genome.fa
new file mode 100644
index 0000000..6f7d929
--- /dev/null
+++ b/tutorial/T.tengcongensis.genome.fa
@@ -0,0 +1,38423 @@
+>gi|20806542|ref|NC_003869.1| Thermoanaerobacter tengcongensis MB4, complete genome
+TTTTTCTTATTGATAATCTGTTGATAATTTGCTATTATAGAAGTAAACCTGTTGATAACTTAAATAAATT
+GTAGCCACAAATATAACAACTTATTCACAGGTTGTTGATAAGTTTGTGGATAAGTTGTTATTTCAGTGTT
+AATGGACCTATTTTATTTTTAAAAAACGGCGATAGGTCAATTTTTTTGTCGCATTTTTTATATACAGCTA
+TTTTATCAACAGGACCTTGAAAACTGTTTTTTCAAAAAGCGATTTCAACAAAATTAAAAATTACTTATCC
+ACAAAATAGTTGTGTCGATAATATAGTATGCCACCCTTTTTAATTAAATTATCCACATTATTCTTTAGCC
+TAGGAGGTCATACAATGTATGGTGATTACCGTCAAATTTGGGAGAGGATAGTAGAAGTTATAAAAAGTGA
+GCTAACCCCCACCAGCTACAATACTTGGCTTGTTCACATAAAGCCTTTAGCCTTTGCAGAAGACACCTTG
+TTTTTGAGCACTCCTAACACATTTACAAAAAATATAATAAATGGAAGATATATTAATATAATTTACGATG
+CAGCTTCCAAAGTCACAAATAGGTTTATAGAAATAAAGATACTTTCAGAAGACGAAGAAGAATACAGAGA
+GATAAAAGAGTCAATTGAAAGAGAAAATTCGTCCGAATCAACTCTTTTGTCTACTCTAAATCCAAAGTAC
+ACCTTCGACACATTTGTCGTAGGAAATAGCAATAAACTAGCCCATGCCGCATGCCTTGCAGTAGCTCAAT
+CTCCAGCAAAAGCGTACAACCCTCTTTTCATTTATGGAGGAGTTGGACTTGGAAAAACTCACTTAATGCA
+CGCTATAGGACACTTCATCAACAAGAACCACGCAGGTTACAAAATAATGTACGTAACGTCCGAAACGTTT
+ACAAATGAGCTGGTAAACTCCATCAAGGACGATAAAAACGAAGAATTCCGCAATAAGTATAGAAATATTG
+ATGTCCTACTAATAGATGATATTCAATTCATAGCAAATAAAGAACGAACTCAAGAGGAATTTTTCCATAC
+ATTTAATACCCTGTACGAAGCAAATAAGCAGATAGTTATATCAAGCGATAGACCCCCAAAAGAGATTCCG
+ACTTTAGAAGAAAGGTTAAGGTCGAGGTTTGAATGGGGCCTTATAGCTGACATTCAGCCACCAGATTATG
+AAACTAGAGTGGCAATACTTAAGAAAAAAGCTCAATCAGAAAACCTCAATATCCCGGATGAAGTGCTAGC
+TTATGTTGCAGAAAAAATACAGTCAAACATAAGAGAATTGGAAGGAGCTTTAATAAGGATAGTTGCCTTT
+GCAACTCTTACAAAGTCAAACATAGACCTAGAGCTCACCAAGCATGCGTTAAAAGACATTGTGTCTAACA
+AAACAAGAGAAATAACAGTAAAGCTCATTCAAGAAGAAGTGTGCAAATATTACAACATAAAGTTAGAAGA
+TTTTAGGTCAAGAAAGAGGACAAAAAATATCGCATATCCTAGGCAAATAGCTATGTACCTGGCAAGAGAA
+CTCACAGACCTCTCTCTTCCAAAAATAGGAGAAGAATTTGGAAAAGACCACACCACGGTCATACACGCCT
+ATGAAAAAATTTCAAATGAAATAAAGCAGGATGAATCCCTTGCAAGGCAGATTGAAGAACTTAAAAAAAG
+GATAAAAGGTTATTAACATATAAACAGGGATAACCTTGTTTATATGTTTTAAAATTCGCCTTCTGTGAAT
+AATGTCGATAATTTTTAAAGTTTGTCCTCATTTTATCCACATTATTAAAACCACACATCACAACCTATAA
+ATCTTATACTAACAAATTCACAATCTCTACTCTTACTACTACTAGATTTTGTTGTACAAAAATATTATAT
+GCTAGGCCTTCAAAAAATATTCTCAAAAACAGGAGTGAAAAATATGAAATTTGTGTGTGATAAAAATTCA
+TTGTTGGAAGGCGTCAATATAGCCATAAGGGGGGTATCCTCCCGTACCACCCTTCCCATATTGCAAGGAA
+TAAAAATAACAGCAAGAGGCAATGTCATAAAGCTTTCAGGTACTGACCTCGAGATAGGGATAGAGTGTCA
+AATACCCGCAGTTATTGAAGAAGAGGGGGAGACAGTTGTTCCAGCAAGGATTTTTAGTGACCTCGTAAAA
+AAATTGCCTGAAGGAGAAGTGGAAGTAAAAAGCGATTCACAGAATACTGTAAATGTGGTTTCAGGAGACA
+TAAACTTCTCAATTGCAGGAAGCAATCCAGAAGAATTTCCTGAAATACCTGAAGTATCAAGAGAAAAGTC
+ATTTAAACTTCCCCAATCAATCCTCAAAGACTTGATAAAAAAGACAGTTTTTTGCGTCTCAGAAGAGCAG
+ACTAGGCCAATTCTAACAGGGGTACTTTTTGAAGTATTTCCAAATGAGCTTAAAGCAGTGGCATTGGACG
+GATTTAGAATGGCCATATACTCTTATAAGTCGGAAAAGTCCTTTTTTGACGAAGAAGCGGAGAAGTACTC
+TCTTGTCATTCCGGGAGATACCATCGATGAAATTTCAAGGATATTGGAAGATGAAGAGACAGAGGTAATA
+ATATACCACACTTCCAACCAGGTGCTTTTCCAGATTGATAACACTAAAGTCATCTCAAGGCTTCTTGAAG
+GGAGTTTTATAAACTACAACGCTGTGCTCCCTAAAGATTTTAAGACAGAGATCACTATAAATAAAGATGT
+GTTTATGGAAAGCCTTGAAAGGGCATCTCTAATTGCTGAGAGCAAGAACAATTTAGTAAAATTTGAAATA
+GGAGATAGCTTTATTGTGATTTCTTCAAGTTCGGAAAAAGGAAGTATGTCAGAAAAGTTGGAAGTGGAAG
+TTAAAGGAATGCTTCTAGAGATTGCTTTTAACTCTAGATATTTACTTGATGCGCTCAAGGCAATTAATGA
+AGAAGAAGTAAATCTTTACTTCATAAACAGCATAAATCCGCTAATAATAAAACCAGTGGGGGAAAAGGAA
+TACCTCTACATGATACTGCCGGTGAAGCTTAACTAAGAGGTGTTATTTGATGATAGAGATTCCCATCAAA
+ACAGAGTATATAACTTTGGGACAGTTTTTGAAGTATGCAAAGGTGTGCGATACAGGTGGACAAGCAAAGA
+GATTTATCCAAGAAGGAAAAGTAAAGGTAAACGGAGTTATAGAGCTTAAAAGAGGAAGGAAACTTTATAA
+AAATGATATAATTGAAGTGGAAGGAAAGACTTTTGTGATAAAGTGAGGAGTCCATCTTGTACTTAAAGGA
+AATTTTTGTAGACAATTTTAGAAATTTAAAAAAGCAAAAATTAGAATTCTGTGAAGGAGTCAATTTGATA
+TATGGGCTAAATGCACAAGGGAAGAGCAATCTTTTAGAGGCAATAAGGCTTCTCAGCATGGGAAGGTCCT
+TCAGAGGAAGTAAAATGTCTGAGCTTGTGAAATTTGATGAAGAGTATTTTTACGTGAGAGGTCTAGTCAG
+AAGTGCGGATTTTTATGAAAAGAAAATAGAATTTGGGTATAAGGTAAATGGAAATAAGGTTATTAAAGTA
+AATGGCAATAAGTTAAAGAGCACAGGAGAGATTTTGGGGCACTTTTTGACAGTTATATTTTCCCCTGAGG
+ACATAGAGATAATAAAAGAAGGGCCTTCCCGCAGAAGAAAATATTTAGATGCTTGCATTTCCGTCATTGA
+CAAAAATTATTTTTTTGACCTTCTTCAGTACAATAAAACCCTATCTAACAGGAATAGCTTGCTTAAAAAG
+ATAAAAGAAGAAGGAAAAGGAGAAGATTTATTGGAAATATTTGATGAAAAGCTGGCAGAGTATGGAGCTA
+GAATAATAAAGGTGAGAAATAATTACCTTGAGAAATTAAAAAATAGCATGTCAAAATTTTTAATGGAAAT
+TTCTAATGAAAAGTTGGAAATCATATATTTAAACAGCGCAGGAGTAAAGGAAGTGCACGAAGAAAATCTC
+ATAAGAGAAAAGTTAAAAAATAGGCTGACTAAAAGTTTGACCCTAGATTTAAAATATCTGTCTACACAAG
+TGGGTCCTCATAGGGAAGATTTTAAGATATTGATAAATGGATATGATTCTAGGGTGTATTCGTCACAAGG
+GCAGAAAAGGACAGCTGCCCTGTGCCTCAAGCTTTCAGAACTAGAGATTTTAGAAGAAGAGACTGGAGAA
+AAGCCTGTTTTGCTTTTGGATGACGTGATGTCGGAGTTGGACGATAACAGAAAGAAATACATTTTAAAAA
+AGCTTGAAGGCTTTCAGTCTTTTATCACCCACACTTCAAAGTCAGATGTAGAGGGAGACTGTTGTTTTAA
+AATTTATGATGGAATTGTCATGAGAGAATAGGGGGTTTTTTAAATGTACATTCATTTAGGTGGAGACGTA
+GTAGTACCGGACAAAGAAATCATCGGAATTTTTGACATGAATATTGTCTCTACTTCCTCCATAACCCTTC
+AATTTTTAAAGATTGCTGAAGAAGAGGGATTTGTTGTAAATATTTCGAAAGAAAAACCAAAATCTTTCAT
+ATTGACTGAAAGGGATAAAAAAAGTATCATTTATCTATCTCCTATCTCAGCTGTAACGCTGATAAAAAGA
+GCTCACAAAATATTCGAATGAGGAGGCTTAAGATGCTTCAAAGAACTGTTGAGGGAATTGTAGTTAGATC
+CGAAGGCAAAAAATTAGAGTTGAGAGTGATAACAGACAAGATAGTCAACATTTTTGTCACTGACAAGGAA
+GAAAAGAGAAGAGATACAATTGCCATAGAAAAGAAAAAATATGACATTCCTGATTTCAATGTAGAGGAAA
+GCAAAGACAAGGTGCTTGTACTTACAAAAGACCTCAAAGTAGAAATAGATAAAAAAACATTTTTTATCAC
+CTTTAAAGATAAAGATGGCGATGTGATTAATGAAGATTACGGGGAAGGTGTAAAGTTAGGCGACTCAGAG
+GTTAGGTGTTATAAGAAGCTTAGAGAAGACCATTTTTACGGCTTTGGCGAAAAAGCTGGTTATCTTGATA
+AAAAAGGTGAAAAGTTTGAAATGTGGAATACTGACGAATTTATGACTCACAATCAAACTACCAAGCTTTT
+GTATGAGTCATATCCCTTTTTTATAGGAATGAATAAAAAGCATACGTATGGAATTTTTTTAGACAACAGC
+TTCAGAAGCTTTTTTAACATGGGAGAAGAAAGCGAAGAGTACTATTATTTTGGGGCATATGGAGGGCAGA
+TGAATTATTACTTCATTTACGGAAATGACATAAAAGAGGTAGTAGAAAATTATACATATTTGACTGGAAG
+GATTGAACTTCCTCCTTTGTGGGCTTTAGGAAACCAGCAGAGCAGATACAGCTATACTCCTCAGGAGAAA
+GTGCTTGAAGTAGCTAAGACTTTCAGAGAAAAAGACATACCTTGTGATGTGATCTATTTAGACATAGACT
+ATATGGAAGGGTATAGGGTTTTTACCTGGAACAAGGGTACTTTTAAAAATTATAAGGAAATGCTGAAAAA
+TCTAAAGAGCATGGGATTTAAAGTAGTTACAATTGTTGACCCGGGAGTTAAAAGAGATTATGAGTATTTT
+GTTTATAGAGAAGGGATTGAAAATGATTATTTTGTCAAGGATAAGTATGGCATTACATATGTAGGAAAAG
+TGTGGCCTGGAGAGGCTTGCTTCCCAGATTTCCTGCAGGATAAGGTGAGGAAATGGTGGGGAGAAAAGAT
+TGCTAATTTTGTAAGAGATGGAATCGATGGGATATGGAATGACATGAACGAACCAGCTGTTTTTGAAACT
+CCTACAAAAACTATGCCGGAAGATAATATCCATATTCTAGATGGGGAGAAAATAAGCCACAGAGAAGCTC
+ACAATGTATATGCTAACTACATGGCTCTTGCGACTAAAGAAGGCCTTTTAAAGGAAAGAACTAATGAAAG
+GCCCTTTATCCTCACAAGAGCAGCATTTGCTGGAATACAGAGATATGCTGCCATGTGGACAGGAGATAAT
+AGAAGCCTTTATGAGCACCTCCTCATGATGATGCCTATGCTTATGAACGTAGGTCTGTCTGGACAACCGT
+TTGCGGGAGCTGACGTAGGAGGGTTTGAGGGAGATTGCAGTGAAGAGCTTTTCATAAGGTGGATAGAAGC
+TGCTGTTTTTACTCCTTTTTTAAGAGTTCACTCTGCTATAGGGACGAAAGACCAAGAGCCGTGGTCTTTT
+GGAAAAAAGGCAGAGGATATTGCTAGAAAATTTATAAAAATAAGGTATGAGCTTTTGCCCTACATTTATG
+ATTTGTTTTATGAAGCCTCGAAGAAGGGCTATCCTGTAATGAGACCTCTAGTTTTTGAGTATCAGGAGGA
+TGAGAATACTCACAAAATTTATGACGAATTTATGCTTGGGCAAAATTTACTCATAGCTCCAGTATATCTC
+CCCTCCAAAGATAGAAGGGAAGTGTACTTGCCTTCAGGTATTTGGTATGACTATTTTATGGGAGAGAGGT
+ACGAAGGGGGAAATTATTATTTAGTAGAAGCTCCCATCGATACAATTCCTGTTTTTGTAAAAGAAGGAGC
+TATAATTGTAAAACAAAAGCCCCTTTCATATGTGGAAGAAGATAGAATAGAGGAGAAGGTGGTTGAGATA
+TATAGGGGAAATAGAGGAAGATATGTTCACTACGAGGATGATGGAAAAACCTTTGATTACAAGAAAGGAG
+TGTATAACCTCTTTGAGATAGAGTTTGAATACTTCGATGGAGAAATTGATATAAAATTCGATAAAGTGCA
+CTTTGGGTATGAGGATGGAGCAAAAAAGTATAGATTTGTACTAAAGAATTTTGATGAGGTGAAAAAAGTC
+AAAATAAATGGAGAAGAAGTAGAAGAGTATGAGATTGTAGTGAAATAGGCTGCATAAAGGCAGCTTATTG
+GCTTGTTGACAAAGTTCCCCTTATTTAAGTGGCATTTTGTGTTAATGCTCCAGAGTTGCAAAGCGACTAA
+ACTAAAGCTCGCTTAAGGGCTCAGGCGGTGTCCCGGCCAATTCGCCTTTCAGGCTCAGATGGCCGCTCGC
+TTTGCTCGCCCCGCCTTTGCTCCTTAAGCTCGCTAAGTTTAGTTACCGCTTTGGCAACAAGTCGCATTTA
+CACACAAAATGCCACTTTTTTATTTTGTCAACAGTCTGATAGGCTGCATAGAGGCAGTTTATTTTTTCAT
+AAATCTTTTTATAAAAGCTTCTTTTGCTCTTTGTTCAATGGAATCTTCCAGAGGTTCAAAATTTATTTTC
+CCGTATTTTCTAGAAAGAGCAGTTTCAATCAATATGTCAGCCATTTCCGGATTTTTGGGAAGAAGTGGGC
+CGTGCAAATATGTGCCGTAGACATTTTTGTATACACAGCCTTCTTTTTTATCTTCACCATTGTTTCCATA
+TCCTATTATTACTGTGCCTAGAGGGCTACAATTTCTTAAAAAAGTCTTTCCTGAGTGATTTTCAAAGCCT
+ACCAGGTAGAATTTTTTATTAAAAAGATGGGCTTCCACTACAATATTTCCAATTAATCTTTTATTACTTG
+CCACAGTGTAAGCATCTAAAATTCCAAGCCCTTCTATTTTATTTCCTTCTAAAGTCTTGTAATACTCTCC
+TAGAAGCTGGTACCCTCCGCATATTGCTAAAACTGGCATGCCGTCTTCTATTGCTTTTATTAAATTTTTC
+TTTTTACTTTTCAAATCTTCGCTTACTATTTTTTGCTCTCTGTCTGATCCTCCACCAAAAAATAAAAGGT
+CTATGTCTGCAAAGTTTTCATTTATTCCTGCCTTTATTTCCTTTATTTCTACATCAATTTTTCTCCATTC
+ACATCTTTTTTTTAGAGCGATTATATTTCCCCTGTCACCGTATAAGTTTAAAAGGTCGGGATACATGTGG
+CCAATAGTTAGCTTCATTTTAATGCCCCCTGAGATTTGAGATATTTATTAAGGTCTTGTAAAGCAGTGTA
+ATTTGGGAGAATTGCAATAAGCTCTTCTTTTGTTATATCCAAGATTTCTTTTACAGCTTCATTAAGTGGC
+ATTATCTTTATTCTTTCAGTGTCAAAGCCAGCATATTTCACTCTTAAAGCCATGTCTTCTGCTCTTAGCC
+CTGAGGTTATTATGTGGTTTACTTTAGCTTTTGATAAGAATTCTTCTAAATTTACATCCCATAGCCAAGA
+TACATCTCTTCCATCCGCATAGTTATCGTTTATTAAGATAAGAAGGTTTAGAGGTTTGTCAAATTGGGAG
+AGCATGTTTAATGTGCTTTCAAATCCTACGGGGTTTTTTATGAGATTTATTATAGCTTTTTTTCCTCTTA
+TTTGGATTTTTTGTAGTCGTCCTTCTATAGGCCAGTAATTTTCTACTGCCTTTAAAATAGTAGAATCATC
+TAAATTAAGAAGCATTCCAGCAGATGTGGAAGCAAGGATGTTGTAAACATTGTATAAACCTACCAAGTTG
+CTTTTAACTGTAAAAATTTTATCTTTATAGGATAATTTAAACTTTATTCCATCTTCGCTTAAAAATATAT
+CACTTGCTCTAAAATCAAGAGAAGGGCGTTTTTTACCGCAGTTTGGACAGTAGTAGTTTCCCAGGTGGCC
+GTAATATATCTTTTTGTATTCGTATTTTGTGCCACATACAGGGCAAAATTTTTGCTCAAAGGAAGAAGAT
+TTGAGACTTTTTATATCATCCTCAATTCCATAGTATAGAACTTTTGCCTCTAAGTCCTCTCCTATAGAGG
+CAGTAAAAGGGTCATCTGCGTTTAAAAGGACAAAAGAATCTTTGGAAAGGTCTGAAAGAGCCTTTTTTAC
+CTTATTTACAATAAGGTCTAATTCACCAAATCTGTCTAACTGGTCTCTAAAGAAGTTTGTGATTACAACC
+ACATTTGGATTTATTTCATTTACCACAAAGCTCAAGTTTGCCTCATCTACTTCAAATACTGCGGCGTCTC
+TGTCTAGATTGCCCGTCAAACTACTGCTTTTTATAAGAGAAGTGGCTATTCCTGTTCTCATATTTGCCCC
+TTCTCTGTTGTGAACTACCTTTCTTCCGGAATAGGAAAGAAGGTGAGCTATAAGCCCTGAAGTAGTAGTT
+TTTCCATTAGTTCCGGTGACTATTACTTTGTTTTCTTTTAAAGGTTCTATCAGCTTTTTTATTAAGTGGT
+CATCTGCCATGAGGGCAATTTTACCTGGTAATGAAGTTCCTCCTTTGCCTGTAATTTTACAGGAGATGTT
+TACTAATTTTCCTATTGCTACCCCTAGCCCTTTCACTTTTTCCCCACCTTTAATAAACTTTATTTCCTAC
+TTTTACTTCTCTTTCTGGCTGAAGTAAAACGACGTTTTCCTCTTTATCGTCAACGCCCAAAACTAATACT
+TCTGAAACGAAGTCTGCAATTTTTTTCGGAGGGAAATTGACAACACAGACTACTAAGCGGTTGTACAAGT
+CTTCTTTTTTGTAGAGCTTTGTTATTTGAGCGCTGGAGGTTTTTACGCCCAGCTCTCCAAAGTCTATTTT
+TAACTTGTAGGCTGGTTTTTTAGCTTTTGGGAAATCTTCCACTTCAATTATTCTTCCCACGCGTATGTCA
+AGTTTTAAAAAATCTTCATATGTGGCCATTGAATTCACCTCAATTTAAGTATATTATAATATAGGCAGAT
+TTGTTAAGTATATTATAGTATAGGGAATAATAAAAATAAACATTTCCCGGGAAATTTTCTTTCAATTGAG
+CAATTTAAAAAAGAATGATAAAATAAAACTGTTGGATAAATTTTTGGAGGGCAGGACTATGGCAAAGGAT
+GAAACTTACACTGCAAGTCAAATACAAATATTAGAAGGTTTGGAAGCTGTCAGAAAAAGGCCGGGGATGT
+ATATAGGTTCTACTGGCAGCAGGGGATTACATCATCTGGTTTATGAAGTTGTTGACAACAGTATAGATGA
+AGCGCTGGCAGGCTACTGCAAAAATATAGTGGTAACTATTCACAAAGATAATTCAATTACAGTGGAAGAC
+GATGGAAGAGGTATTCCAACAGATATACACCCAAAGGTTGGCAAGCCCGCAGTTGAAGTAGCCCTTACTA
+TGCTTCACGCTGGAGGAAAATTTAATAACGATGCCTACAAGGTCTCTGGAGGGCTCCACGGCGTTGGTGT
+TTCTGTAGTTAATGCTTTGTCAGAGAGGTTAGAGGTAATAGTAAAGCAGAGGGGAAAGGTTTTTAGGCAG
+GTGTATGAAAGAGGAGTGCCAAAGACTCCTCTTGAAGTGATAGGGGAAACTGAAGAGACAGGGACTATTA
+TTACTTTTAAACCTGATAAGGAAATTTTTGAAGAAATTGTATTTGATTATGATATTTTAGCCCAGAGATT
+GAGAGAATTGGCTTTTTTAAACAAGGGCATAAATATAAAGCTTATAGATGAGAGAGATGGAAAGGAAGAA
+GTCTTCAATTACGAAGGGGGCCTTATAGCTTTTGTAAAGTATTTGAACAGAAATAAAGAAGTCCTCCACG
+AAGAGCCGATATACATGGAAGCAAAGAACACCGATTATGAAGTAGAAGTGTGCATGCAGTATAATGATAG
+TTACAATGAGAACATATACAGCTTTGCCAATAATATTGACACAAAAGAAGGAGGAACACACTTAATAGGC
+TTTAAATCAGCTTTAACCAAAGTGATAAACGATTATGCTAAAAAGTATGGGATGATAAAGGACGGAGAAA
+AAAATCTGCAGGGAGAGGATGTAAGAGAGGGCCTTACTGCTATAGTCAGCGTGAAGCTTAAAAATCCGCA
+GTTTGAAGGGCAGACAAAGACGAGGCTCGGAAATCCTGAGATGAGGTCTATTGTCGAAGGAGTAGTTACA
+GAAAAACTCTCTGCTTACCTTGAGGAAAATCCTTCTGTTGCCAGAATAATTGTTGAAAAGGCTCTGCAGG
+CTGCAAGAGCAAGAGAAGCAGCAAGAAAGGCGAGAGAACTGACAAGAAGGAAATCAGCTCTTGAAAATAC
+AGCCCTGCCAGGAAAACTGGCGGACTGCTCAGAGAAAGACCCTTCAAAATGCGAGCTTTTCATAGTAGAA
+GGAGACTCGGCAGGAGGTTCTGCTAAGGCAGGCAGAAACAGTAGATTCCAGGCAATACTCCCTTTAAGAG
+GTAAGATTTTAAATGTGGAAAAAGCTCGACTTGATAAAATTTTCTCTAACGAAGAAATTCGCTCTATAAT
+AACTGCTCTTGGAACTGGAATTGGAGAGGATTTTGATATAAGCAAGTTAAGGTATCACAAAGTGATTATA
+ATGACAGATGCCGATGTGGACGGAAGCCACATAAGAACGCTTCTTCTCACATTTTTCTTCAGATTTATGA
+AGCCACTTATTGAAAATGGACATATATACATTGCTCAACCGCCCTTGTATAAAATTACAAAGGGTAAGAA
+GGTCTACTACGCTTATTCGGACAGGGAATTGGATAAAATTTTGAGTGAGATTGGGAGAGAAAACATTGTA
+GTGCAAAGGTACAAAGGTTTAGGTGAAATGAATGCAGACCAGCTCTGGGAAACTACAATGGACCCAGAAA
+AAAGGACAATGCTTAAAGTCACCCTTGAGGACGCCATTGCTGCCGATGAAATTTTTACTATACTGATGGG
+AGACAAAGTAGAGCCCAGAAGAGAATTTATAGAAAAATATGCTAAGACAGTAAGGAATTTGGATATATGA
+AGAGGTGAAATGGATGAACGAAGAAATGGACAAGGTCATTCCTGTTGATATAGAAGATGAGATGAGAAAT
+TCCTATATTGATTATGCGATGAGCGTGATTGTAGGAAGAGCCCTTCCTGACGTGAGGGATGGTTTAAAAC
+CTGTTCATAGAAGAATTCTTTATGCCATGAATGAGATGGGTTTGACACCAGACAAGCCCTATAAAAAGAG
+CGTAGCAGTAGTTGGTGAAGTTTTGGGGAAATACCATCCTCACGGAGATGCTGCTGTATATGATACGCTT
+GTCAGGCTTGCACAGGACTTTTCCATGAGAGAGGTTTTGATAGACGGGCATGGAAATTTTGGCAGCATAG
+ATGGAGACCCTCCTGCCGCAATGAGGTATACAGAAGCTAGGCTTTCCCGTATCGCTCTTGAAATGCTTAC
+AGATATAAACAAGGAGACTGTAGATTTCGTTCCAAACTTTGATGAAACTTTGAAAGAGCCCGTGGTTTTG
+CCTTCTCGCTTTCCAAACTTACTGGTAAACGGATCTCAAGGAATTGCAGTAGGAATGGCTACAAATATAC
+CTCCTCACAATTTAGCAGAAGTTATAGATGGCATTGTTGCCTATATAGACAACCCTTACATCACAGTGGA
+TGAACTGATGAAGTACATTAAAGGACCAGATTTCCCAACAGGAGGTATAATCCTAGGTAGGGACGGAATA
+AAGGAGACGTATGAGACAGGTAGAGGCAAAATTATCGTCAGAGCAAAGGCGGAAATTGAAGAGCACAAAG
+GCAAAACGAGAATTGTAATCACAGAAATTCCTTACATGGTTTTAAAGGCTAAATTGATTGAAAAAATTGC
+TGAATTGGTGCACAACAAGCAAATAGAGGGAATTGCTGACTTAAGAGATGAATCTGACAGGAATGGAATG
+AAAATTGTAATAGAGCTAAAAAGGGATGTCAACCCAAAAGTTATACTTAACAAATTGTACATGCATACTC
+AGATGCAGCAGACCTTTGGAGCTATAATGTTAGCTCTGGTAGATGGAGAGCCAAAAATACTCAATCTCAA
+GCAGATTATTGAAAAGTACGTAGACCATCAGGCTGATGTAGTGACAAGAAGAACTAAATTTGACTTGAAA
+AAAGCGGAAGAAAGAGCGCATATTTTGGAAGGTTTAAAAATAGCTCTCGACTACATAGATGAAGTGATAA
+ACATAATAAGAAGTTCTAAAACAGAAGCTATTGCTAAAGAAAATTTGATGAAGAGGTTTGGACTAAGCGA
+TAAACAAGCACAAGCAATAGTTGACATGAGATTAGGAAGGCTGACAGGGCTTGAGAGGCAAAAAGTAGAA
+GATGAGTTAAAAGAACTCATAGAGAAGATAAAAGAGTTGAAAGAGATTTTAGCAGATGAAAGGAAAGTGT
+TGGAGATAATAAAGAAAGAGCTTTTAGAAATAAAAAATAAATACGCATCTCCAAGAAAGACAGTTATTGT
+AGCAAAGGAAGAGGAATTAGATTTTGAAGATTTGGTTCAGCTGGAAGATGTAGTAGTTACTATGACCCAC
+TACGGGTATATAAAGAGGATGCCTCTTGACACCTATAAGTCTCAAAAGAGAGGCGGTAAAGGAATTTTAG
+GAATATCTACCAGAGAAGATGATTTTGTGGAAGATATATTCATAACCACTACCCACGATAGGCTGTTGTT
+TTTCACGAATAAAGGGAAAGTATATAGTTTGAGGACTATAGATATTCCTGAAAGTGGGAGACAAGCCAAA
+GGAACTGCTATAGTAAACTTGATACAGATTTCTCAAGGTGAAAAGGTCACGGCAGTTATTCCTCTTAAGA
+AGTCAGACGACATAAAGTATGTCCTTATGTGTACCAAAAAGGGCATAATAAAGAAAACTTCCATTGAAGA
+ATTTAAATCTATTAAGAGAAATGGAATAATTGCCATAACTCTGGATGAAAATGATGAGCTCATAAATGTA
+AAGTTGACAAATGGAGAAAGAGAGGTAATAATAGGTACTGCCAAAGGATATGCGATAAGGTTCAACGAAA
+AAGATGTAAGGCCAATGGGAAGGGTTGCAAGAGGAGTGATGGCTATATCGCTAAGAGAAGACGATGAAGT
+CGTGGAAATGGATTTGGTACATCCTGACGGAGAAGTTTTGACTGTTACAGAAAAGGGATTTGGCAAGAGA
+ACTGATTTAGAAGAATATAGAATCCAAGGAAGAGCAGGTAAGGGAATAATTGCAATGAAACTTAGCAAAA
+AAACAGGAAAACTCGTCTCCATAAGGTGTGTCCAACCGGAAGATGAGTTTATGATAATCTCTGCTAACGG
+AATTTTGATAAGAATGAAAGTAAAAGATATATCAAAAATGCACAGAGACACTCAAGGAGTCACCCTTATG
+AAATTAGAAGACGGAGATAGAGTGGTCTCTACGGCAAGAATTGAAAGTGAGGAATAAAACTAAGCCCTCA
+AGTTTTGGGGGCTTAGTTTTTAAATGCTCTTTCATATTGTTTTGGCCAGTCTTCCTTTGAAGTGTATGTA
+TGCAAAACCCAATAGGGATTTCTTAAAAGTTCTCTTCCCAGTGCAACCAAGTCAGCCCTTTCATTTGAAA
+GAATTTCTTCTGCAAGTTCTTGTGTCGTTATTAATCCTACTGCACAGGTTTTTATATTGCAGCGCTTTTT
+AATTGTTTCAGCATATTTAACTTGATATCCGGGATATGGGTTTATATCAACATTTAAAAGTCCCCCACTG
+CTTACATCAATTACATCAACTTTGTCTTTTATCATATTGATATATTCTACCATCATATCTATGTTTATTC
+CGCCTTCAATGTAATCGTCTGCAGATACGCGCACGAAAATAGGTTTGTTTTGAGGCCAATTTTTTCTAAC
+TTCATCTATCACTTCAATTAAAAATCTTGCTCTATTTTCAATACTATTGCCGTATTCATCTTTTCGTTTA
+TTTGAAAGAGGAGAAAGAAATTCATGAATTAAATAGCCGTGAGCTGCATGTATTTCCACCACATCATAAC
+CTGCTAAGTTGGCCCTTTTGGCAGCTTCTCCAAAAGCTTTTACTATAGATTTTATTTCATCAATGGTTAA
+TTCTCTTGGGAGTTTGTACTGGTCTCCTGCTTTAATAGGGGAAGGTCCTACAACATCTTCATAGGGTATA
+TTACATTTTCTTCCTGCATGAGCAAGCTGTATTCCCATTACAGCGCCATTTGCTTTGCAGATGTCTACAA
+TTTTTTTTAATTCTTCAGCTTGCTCATCATTCCATATGCCAAGGTCACGGTCAGTTATTCTTCCTCTGCT
+TTCAACAGCTGTAGCTTCTTGCATAATGAGTCCTACTCCACCAATAGCCCTTGTGGCATAATGAACTATA
+TGCCAGTCATTTGGCATTCCCTCAGTAGAAGCTGTATACATACACATGGGAGACATCATGATTCTGTTTT
+TTATTGTAATATCCTTTATCTTTAAAGGTGTATGTAAAATACTCATAAACACCCTCCCTCTATTATCTTT
+TATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCTCATCACAACAAGAGCATCTCATGGCTTATATT
+ACCATTTCTTACTTATCTAACCATTAAATGGGTAAGCTTAATAAACCTCATATCCTATTTCCATATTATG
+GCGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCCCATGTCTCACTGGATCTTAGTCCTTAATTCCT
+TCGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTCCATTGCAGGGTCTTTGCCCGTATGGTGATTAT
+TTTTATGACAATTCCCGCTCTTGTTGTCAATATCCCATCTCTTGATTGGTTGTTTTTGTCTTATTCCTTC
+TTTTACCTTTTATGTCACATCGTTCACACTTTCGCTTTTCATAAAAATCAATTTCTTCTTAAGGGTCAGC
+TCTTTAGATGTGACTAAGTTAAAGCTGAAGAGAAGATGATTAACCCTTAATTGATTTGATAGTATGTTGG
+CACTTTTTATGCAGCTTCCTGTAAGCCTGGCCTCTTTATGTCCTTCATCATCTTGATTGGGTCATATTTT
+ACTCCTTTCTTTAATATGACATAAAATATCCTTATCAGTTTGTTGCACAATACTATTAGTGATTGCTTCT
+TTTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTGTGTAGTTCACGAAATTCTTCGTTTTTTGCGAC
+CAAGGCCATTACTGCATTAAATAGCACACTCCTCAATCGCTTCCTCCCTCTTTTACTTATTGTCGTTTCT
+CCTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAATCCCCCTAGTTTTTGTATCTGTTTTGGATGTT
+CATATTTTTCAATATCTCCTACTTCTGCAATAAAACCTGCTACTGTGTTTACTCCTATCCCTTTGATTTC
+TAGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATTCTTCCATCTTCTTCTCTATTTCTTCAATTTGT
+TTTTTTAAAAATTCGTATTGTTCAATGAGAGTCTTTATCTCGTATTCCGCCATCTTTATGCCCTGCTTCT
+TCCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATAGCCCTTTTTTCTCCTACCCCTCTTTGTACTTC
+TTTCTTCCATATCGATATTATTTCTTCAGCACTCTTTTTTGCTATCTTCTCAGGCGTTGGAAATTCTCTT
+AATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAATACGGTGTTAAACTCTGGAAAGTATATGTCCA
+ACCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGTTTGTTCAACCTGTCTTTTATGCCCATCGCTAC
+CCTTAATTCTGCATATACTCCTTCAGGTATTATCGGCTCTACATATCTCCCGTCTTTTACTAGCATTGCT
+ATTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGAATTGTCATCTAATTCTTTGCTCATCTTTACAT
+GAAATGGATTAACCAATACTACCTTTATGTTATTGTCTTTAAGGTATTGGGCAAAACACAGCCAATATTG
+CCCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCTTATGTCTCTCCATCAAGTCTTTTGCCCAGTTA
+AGAAATTTTGTCATACCTTCTCTATTGTTTTCAAATCTCAGGTATTTCCCATATTCTACTCCTCTGTAGT
+CAAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCTACTCCCGCAATTAATGTGTCTCCCGTTACTTG
+CAAAATCTTTTCATTTTGTTTATACTTCATTTTAGGTACCTCCTGTTTATTTTGATAATTCGAGGTAAGT
+TCTTAAACTTACACTCTGTATTTTATCAGGAGGTACTTATTTTTTCAAAGTCCATTCTCCCTTATTTTTT
+ATTCATTACAGGAATGCTCCTTTCTGGAACTTTCTGATTTTAATCATAATACATATCTTTTTAAAAACCA
+AATTTAGCAAAAATATTTAAGCTACATGTGATTAAAGCAATTTTTAATGATAGTTAAAAAATAAGCAATT
+TTTTTGATACCTTTTTAAAATTTTTTAGTAAATGTAAACGATGGATTTTTGGAAATTTACAAACAATTTA
+GTTGACTAAAGTAAAAGAGGCTGATAAAATAACAAGTAACTCTCATGAAAATTTACAGTTTCAGAATGAT
+AATGAAGAAAAGCGATGAAGGAGAGGGGTATGTGCTAAGGCTCAAGAGAGCCGGTGGTTGGTGCGAACCG
+GTGCCAAGGCACATATTAGATCGCTCTGGAGCTGTATAGCTGAACGGTCCTTTGAAAAGGACTCATTAGG
+CTATACCGGGGGTGCCCGTTACAGTTCAAGTTTGCAAAAACTTGGTGAGGCTATTTGCCGTGAGGCAATA
+GCGAAGACAGGTGGTACCGCGTGGATGAAAAGTCCCCGCCCTGTTACGCAGGGCGGGTAAAGTTTTTAAG
+GGGGGTGATGCTTTTTGCACATTATCTCAGTTCTAGTAAACAACCATCCGGGCGTTTTGTCAAGGGTGGT
+AGGACTTTTTTCAAGGAGAGGCTACAACATAGAAAGCCTTGCTGTAGGTACAACGGAGAGAGAAGACATA
+TCCAGAATTACCCTCACAGTTTTAGGGGATGATTACACTGTTACTCAGATTATACGCCAGCTCAACAAAC
+TTGTGGATGTAATAAAAGTGCAGAACATAGGAAAAAGGGATAACGTATCAAGAGAACTTCTGTTAGTTAA
+GGTAGGTTATGACTCAAATACGAGAAACGACATAATGCACATTGTGGAGACTTTCAGAGGGAGAGTTATA
+GATATTTCGCTGGATTCACTTATCATAGAGATGACAGGGGATCCAGAAAAAATTGAGGCGTTTTTGAATT
+TGATCAATAAGTTTGATGTGAAAGAGCTTGTAAGGACAGGACTTATATCTTTGGAAAGAGGTAATAAAAC
+ATTAAAGGAATATGAGGGGGAATTGTGATATGGCAAAGATGTACTATGACCAAGATGCTGATGCAGAAGT
+TCTTAAGGGAAAGAAGATTGCGGTTATAGGTTTTGGAAGTCAGGGACATGCGCATGCGTTAAATTTGAGA
+GATTCCGGTTTTGATGTAGTGGTAGGACTTTATGAGGGAAGCAAGTCAAAAGAAAGGGCAGAAAAAGAAG
+GGCTTACAGTGTTAACCGTTGAAGAAGCGGCAAAAGTGGCAGATGTGATAATGATGCTCATACCTGATGA
+AAAACAGGCAAAAGTGTATAAGGAAAGCATTGAGAAAAACCTCACAGAAGGGAAAGCTTTAGCTTTTGCT
+CATGGATTTAACATTCATTTCAAGCAGATAGTCCCTCCTGAGAATGTAGATGTGTTTATGGTAGCCCCAA
+AGGGGCCTGGGCATTTAGTGAGGAGGATGTACCAGGAGGGGAAAGGGGTGCCATGTCTTGTAGCGGTACA
+TCAAAACTACACAGGTAAAGCCCTTGACATAGCTTTAGCTTATGCCAAAGGAATAGGAGGAACAAAAGCA
+GGTGCTATAGAGACTACCTTTAAAGAGGAAACTGAGACAGATTTGTTTGGAGAACAGGCTGTGCTTTGCG
+GAGGCTTGACTGAACTCATGAAAGCTGGATTTGAAACGCTTGTGGAGGCAGGGTATCAACCGGAGATCGC
+TTATTTTGAGTGCGTAAATGAGATGAAGCTCATAGTTGACCTCATATACGAAGGTGGGTTTAGCTACATG
+AGGTATTCAATTTCTGATACAGCAGAGTTTGGAGATTACATGACGGGTAAGAGGATAATAACTGAAGAGA
+CGAGGAAGGAGATGAAGAAGATTCTGGAAGAGATTCAGACGGGCAAGTTTGCAAAAGAATGGCTTTTGGA
+AAATCAGGTGGGAAGACCGCAGTATAACGCGATTAAAGAAAGAGAAGCAAACCATCCAATTGAAAAAGTT
+GGAAAAAGTTTAAGGGAAATGATGCCATGGCTTAGTAAAAAATAAAAAGGGGGTAGGTTAAAAATGGGGG
+TTAAGAGAGTTATAGTTTTTGACACTACTTTAAGAGATGGTGAACAGACGCCAGGGGTAAATTTTAACAG
+CAGGGATAAGCTTGAAATTGCCTATCAGCTGGCAAAGCTTGGGGTAGACGTGATAGAAGCGGGATTTCCT
+GCAGCTTCCAATGGGGATTTTGAGGCAGTAAAGAATATTGCTGACTACGTAAAAGGCGTAACCATTGCTG
+CGATGGGAAGAGCTGTGAAAGAGGACATTGACAGGGCCAGCAGTGCTCTTAAAAATGCAGAAAAGTCCAG
+ATTGCACGTCTTTATAGCTACTTCTGATATACACCTTCAGTACAAGTTGAAGATGACAAGAGATGAGGTT
+CTGAAAAAAGCAGTTGAAATGGTGAAATACGCTAGAGGGAAGTTTGATGAGATAGAGTTTTCAGCAGAGG
+ATGCCTCAAGGACTGATTGGGACTTTTTAGTGAAAGTGTTTAGCGAAGTAATTGATGCAGGAGCCCATAT
+TATAAATGTGCCTGATACGGTAGGTTATGCTATGCCGAGGGAGTATGGAGAGCTTATAAGGTATATAAGA
+AACAATGTTCCAAATATTGATGGAGTAACAATAAGTGCGCATTGCCACAATGATTTAGGGCTGGCTGTAG
+CCAATTCTCTTTCTGCTATAGAAAATGGAGCAACTCAAGTAGAGGTTACTGTGAACGGGATAGGAGAGAG
+GGCAGGAAATGCGGCTATGGAAGAGGTGATAATGGCTTTAAATACCAGAAAAGATTATTTTGGACTTGTA
+CACGGCATAAATACAAAAGAGATATACAATACGAGCAAACTAGTTAGCGAACTCACAGGGATTAAGTTAC
+AGCCAAATAAAGCTATAGTAGGAGCTAATGCTTTCAGGCACCAGTCCGGGATACACCAGCATGGAGTCAT
+AAACAATAGATTAACTTATGAAATAATGAGGCCAGAGGATATAGGAGTTGTTCCTGACACTTTCGCTTTA
+GGTAAACTTTCAGGAAGAAACGCTTTTGAACTTAAAGTAAGGCAACTGGGCTACAACCTTTCTCCCGGTG
+AGATAAGTGAAGCTTTTAGAAAGTTTAAAGATTTAGCCGATAGGAAAAAGACCATAGTGGAAGAGGATAT
+TCGATTTGTTGTAGAGGAGACTATAGAAGAATTTAGGGGCTTTAGGGAGGGAGAAGCTTGGGCTTAACTC
+TTACACAAAAGATTTTATCGGCAAAGGCGGGAAGAGAGGTAAAACCTGGAGAATTGATAGAGATAGACGT
+GGATATGGTGCTGGGAAATGATATAACGGCACCTGTTGCCATAAAAGAGTTTGAAAAAATAGGGGTAGAT
+AAGGTTTTTGACAACACAAAAATAGCTTTAGTGCCAGACCACTTTGTGCCGAGCAAGGATATAAAATCAG
+CGGAGCAGGTAAATGTAATGAGAAAATTTGCTAAAAAATATAATATAGTTAATTTCTTTGAAGTGGGAAG
+GATGGGCATTGAGCATGCCCTCCTTCCAGAACAGGGCCTTGTTCTTCCAGGTGATGTGGTGATAGGAGCC
+GATTCTCATACCTGCACTTACGGTGCTCTTACCTGCTTTGCTACAGGAGTGGGAAGCACCGATATGGCTG
+CGGCTATGGCCACAGGGAAAGCCTGGTTTAAGGTGCCTGAGGCAATAAAGTTTGTTTTAAAAGGAAATCT
+CGGCAAATGGGTGAGTGGAAAGGACGTGATACTCTATATCATTGGCAAGATTGGAGTTGACGGGGCTTTA
+TATAAATCCATGGAATTTACAGGGAATATAAAAGCTTTGTCAATTGACGACAGGTTTACAATTGCAAATA
+TGGCGATTGAAGCAGGAGCAAAGAATGGAATCTTTGATTTTGACGAGATTACAGAAGCTTATGTTAAAAA
+GAGGGCAAAGCGAGAGTATAAAGTTTTTGAAAGGGATGAGGATGCGGAGTACAGCGAAGTAATTGAAATA
+AATCTTGATGATATAAGGCCTCAAGTGGCGTTTCCCCATTTGCCTGAGAATACGAGAAGTATTGATGAAG
+TCGGAAAAGTTAAGATAGATCAAGTAGTTATAGGGTCCTGTACAAATGGAAGGCTTTCTGACATGGAGAT
+AGCTTACAGGATTTTGAAGGGCAAAAAGGTTCATCCAGATGTAAGGCTTATAATTTTCCCGGCTACACAG
+GAGATATACTTGGAATGCGTGAAGAGAGGGTACATTGAAGAATTTATAAAGGCAGGAGCGGCAGTTTCAA
+CTCCTACCTGTGGTCCATGCCTTGGAGGGCATATGGGAGTCCTGGCAAAGGGAGAAAGAGCTTTAGCTAC
+TACAAATAGAAATTTTGTGGGAAGGATGGGACATCCTGAAAGCGAGGTTTATCTCGCAAGTCCAGCAGTT
+GCAGCGGCTTCAGCAATAGCTGGCTACATTGTAAGCCCTGAGGAGGTGGAATGATGCAGGGCAAAGCTAT
+AAAGTACGGGGACAACATCGACACAGATGTGATAATACCGGCTAGATTTTTAAATACCTCCGATCCGAAA
+GAATTAGCAGAACACTGCATGGAGGATCTGGATAGGGAGTTTAAAAATAAGGTAAAAGAAGGGGATATAT
+TAGTCGTAGGAGAAAATTTTGGCTGCGGTTCCTCAAGGGAGCACGCTCCTCTTGCCATTAAAGCTTCTGG
+AATTTCATGTATAATTGCCAAGTCTTTTGCCAGGATTTTTTACAGAAATGCCATAAATATAGGACTTCCT
+ATACTGGAATCTAGAGAAGCTGTGGATGGCATTGAAGAAGGGGATATAGTTTCTGTGGATGTAGATAATG
+GAATAATTAGAAATGTCACAAAAGGGACAGAATTTAAAGCACAGCCATTTCCGGAATTTATAAAAGAGAT
+AATAAAATATGGAGGACTTATAAATTACGTGAGAGAGAAGGTGCGTTAATGTACAGGATAGCAGTTTTGC
+CAGGAGATGGGATAGGTCCAGAAGTGATAGAAGAAGGTTTAAAGGTTTTAAAAGCTGTGGAAGAAAAGTA
+CGGGCTCAGATTTGATATAAAGAAATATCCTTTTGGAGGAGAGGCTATTGACAAGTATGGGGAGCCTTAT
+CCTGAGGAGACGCGAAATGGCTGCCTTTCAAGTGATGCAGTTCTTCTGGGGGCTGTAGGGGGACCTAAGT
+GGGACGGTTTAGAGGGAGATAAAAGACCTGAAGCAGGTCTTCTGGCCTTAAGGAAAAGTTTGGGGGTGTA
+CGCGAATTTAAGGCCGGCGGTTTTATACCCTTCTTTAAAAGATGCTTCTCCTTTAAAGAATGAACTTTTG
+GAAAAAGGGCTGGATATACTTGTCGTAAGAGAGCTCACAGGCGGAATTTACTTTGGACCAAGAGGAAAAG
+AGGCTATAGGATATGGATTTAGGGCTTATGATACAGAAGTTTATGAGACGCAGGAGATAGAAAGAATTGC
+AGTTATCGCTTTTGAGGCGGCCTTAAGGAGGAGAAAAAAGATTACATCTGTCGACAAGGCAAACGTGTTG
+GAATCTTCAAGGCTTTGGAGAAAGACTGTAGAAGAAGTTGCTAAGAGGTATCCTGAGGTGGAGCTAAACC
+ACATGTACGTAGATAACTGTGCGATGCAGCTTGTGAAAAACCCTTTCCAGTTTGATGTGATTCTCACCAA
+TAATATGTTTGGAGATATTTTGAGCGATGAAGCAGCGCAAATCGTGGGCTCTATTGGAATACTCCCTTCT
+GCCAGCTTAAGAGGAGATAGGGTTGGACTTTATGAGCCAATACACGGGTCTGCTCCGGATATTGCCGGAA
+AGAAAATAGCTAATCCTCTTGCCACAATTTTATCTGTTGCGATGATGCTTCAGTATTCATTTGGCGAGGA
+GGAGGCTGCACAGGATATAAGAAAAGCGGTGGAAAGAGCTTTGGAGGAAGGCTTTAGAACAGCAGATTTG
+GGCAAAGGAATTGTGCTTTCTACAGAAGAGATGGGAGATAAAGTTGTTGAGTATATAAAGGGGTGATATT
+TTGAGAAGCGATGCTGTAAAAAAAGGGGTGGAGAGGGCACCTCATAGGTCCTTGCTTTATGCCTTAGGGC
+TTACTGATGAAGAGCTAAAAAGGCCTATAATAGGAGTGGCCAATTCAAAAAATGAAATAATCCCAGGGCA
+CATTCACCTTGATAAAATAGCAGAAGCGGTGAAAGCAGGTATAAGGATGGCGGGAGGAACGCCTGTTGAA
+TTTTCTACCATTGGAGTGTGTGATGGCATTGCCATGGGTCATGGAGGGATGAAGTATTCTTTAGGGAGCA
+GAGAAGTGATTGCTGACAGCATAGAGATAATGGCAATGGCTCATGGCTTTGATGGAATTGTACTCATACC
+CAATTGTGACAAGATAGTACCAGGCATGCTTATGGCGGCGGCAAGGCTTGATATTCCAGCGATTGTAGTA
+AGCGGCGGCCCCATGCTGGCAGGTATTTGTGATGGCACGACTTGTGACTTGAGCACAGTTTTTGAGGCGG
+TAGGAGCATTAAAGGCTGGCAAAATAACAGAAGAGGAATTTTACAGTATAGAAAGAAATGCCTGTCCTAC
+TTGCGGGTCCTGTTCAGGAATGTTTACAGCAAATACAATGAACTGCCTTACAGAAGCTTTAGGTTTGGGA
+CTTCCTGGAAATGGAACGATACCGGCGGTTTACTCTGAAAGGATAAGGCTTGCAAAGGAAGCCGGGATGA
+AAATAGTAGAGCTTGTTGAAAGAAACATAACTCCTTCACAGATACTCACAAAAGAAGCATTTGTGAATGC
+TTTTAGCTTGGACATGGCATTAGGAGGGTCTACTAATACGGTCCTTCACCTAAAAGCCATAGCTCATGAA
+GCAGGAGTAGATATACCTTTAGAAGAGATAAATGACATAAGCGATAGGGTTCCAAACCTTTGCAAGTTAA
+GTCCTGCAGGGAAATACCACATAGAAGACCTTCACTTTGCAGGGGGAGTTTCTGCTGTGCTAAAAGAGCT
+TTCAAAAGCAGGCCTTTTACACCTTGATGCTTTGACAGTGACAGGTCGGACTCTTGGAGAAAACATAAAA
+GATGCAAAAGTGCGAAATAGGGATGTGATAAGGACCATAGAAGATCCTTACAGCAAGACAGGAGGAATAG
+CAATATTATTTGGAAATATAGCTAGGGAAGGGGCTGTTGTGAAAGCTTCTGCTGTCTCACCAGAGATGTT
+AAGACATGAGGGACCGGCTAGAGTATTTGATTCAGAAGAAGAGGCTATTGAGGCGATATACGGTGGAAAG
+ATACAAAAAGGAGACGTTGTGGTTATAAGGTACGAAGGGCCTAAAGGTGGTCCAGGCATGAGAGAAATGC
+TAAGCCCTACATCCGCCCTTGCAGGTATGGGTCTTGATAAGGACGTCGCCCTAATAACGGATGGAAGGTT
+TTCGGGAGCGACAAGGGGGGCTTCTATAGGGCATGTCTCTCCTGAGGCGATGGAGGGAGGAGAGATTGCC
+ATAATTGAGGATGGAGACATTATTGAAATTGACATTCCAGCGAGGAAGATAAATGTCAAATTGAGTGATG
+AGGAAATAAAGAAAAGGATGGCAAATTGGAAGAGGCCAGAACCCAAGATAAAGAAGGGTTATATGGCGAG
+GTATACAAGAGAGGTGACTTCGGGGAGTAAAGGAGCGGTATTTAGGGAGGGAGGAGTATGAAGCTAAAAG
+GGGCTCAAGTTGTGATAGAAGTTTTAAAGGAGATGGGGGTTGATAATGTATTTGGAATCCCTGGAGGAGC
+AGTTATTCCGATTTACGATGCTTTGTATGACTCTGACATAAGGCATATTTTAGCAACACACGAACAAATG
+GCTGCTCATATGGCAGATGGATATGCTAGGGCTACCGGAAAAGTTGGGGTGTGCATTGCAACTTCAGGGC
+CAGGAGCTACTAATTTAGTTACAGGGATTGCCAATGCTTATATGGATTCTGTTCCGGTTGTCGCTATAAC
+CGGCCAGGTTCCAACTTACCTGATAGGAAAGGACGCATTTCAGGAGGTAGACATTACAGGCATCACAATG
+CCTATTACAAAGCACAATTTTGTGGTAAAATCTCCTGAAAAGCTGGCAGATACTTTAAGGGAAGCATTTG
+CAATTGCAAAGAGCGGAAGGCCAGGGCCGGTTTTGGTGGACATTCCAAAGGATATACAAAATGCAGAAAT
+AGAGTATGAAAGAAAGGGAGAGATAGAATACAAAAATGGAATAAAAGAAATTATTTCTGAAGAGAGCTTG
+TCAAAGGCGGTGGAGTTGATTTTAGAAAGCAAGAAGCCTGTTATCTTTGCAGGCGGGGGAGTGATATGGG
+GAGAAGCCTGTGGGGAACTTTTGGAATTTGCTGAAAAGACGAATATCCCTGTTGCAACTTCACTGATGGG
+GTTAGGATGCTTCCCCGGAGACCATCCTCTATCTTTGGGACTTATAGGTATGCATGGAAGCAGATTTGCA
+AATTTAGCTGTATATCACTCAGACCTTGTGATAGCTGTAGGAACGAGATTTAGCGATAGAGTGGCAGGAA
+AGGCCGGAGGGCTTGCACCAAAGGCCAAATTTATACACATTGACATCGATGCAGCAGAAATAGGCAAAAA
+TGTAGAAGTGGATGTGGGGATAGTTGGGAAGATAAAGAAGGTATTAAAGCTTCTTGCAGATAGAGTTCCA
+TCTATGGAAAGAAGAGAATGGTTAGAGGAAGTAGAAGAATTAAGAGTGAAACATGGGCTTAGATATAAAA
+AAGACGACATGTTAAGGCCCCAATGGATAGTAGAAAAAATTCAAGAGCTCTCAAATGATGATCTCATTAT
+AGCTACAGAAGTAGGGCAAAATCAAATGTGGGCAGCACAGTTTTACAAATTTAAAAAGCCTAGAACTTTT
+GTCACTTCAGGGGGATTAGGGGCAATGGGTTTTGGCCTTCCCGCATCAATAGGTGCGCAGGTGGGAAGGC
+CAGATAAAAGGGTTGTGAATATTGCAGGAGATGGAAGCTTGAGAATGAATATACACGCCTTAGAGACTGC
+TGCTTTCTACAATATCCCGGTTATTATAGTACTACTTAATAATCAGGCTTTAGGAATGGTAAGGCAGTGG
+CAGTATCTTTTTAACGAAAAGAGATTTTCTCAGACAGATTTAAATCCACACCTTAACTTTGCCAAAATTG
+CCAGTGATTTTGGAGTGGAAGGAATAAGAGTTACAACAAAAGAGGATTTTGAAAAAGCTTTTAAAAAAGC
+CTATAGCGAAAAAAAACCTTTTATGATAGAATGTATTATAGACAAAGACGAAATGGTGCTTCCATTTATT
+CCCGCAGGTGGGACTGTGGAAGATACTATTGCATAAAAAGAAAGGGTTTGTGACCCTTTCTTTTTATTTC
+CAAGGCGGGATAATTTCTGCTTTTTGAAGAGCTTTAAATACTACTACAAATACAGGCCCTATTACAAGTC
+CTATAGCGCCAAAAAGTTTTACACCTATAAACATAGATAAAAGCGTAACAAGAGGATGAAGTCCGATGCT
+CTGACCTACAATCTTAGGCTCTATCATCTGTCTTACAACTACCACCAAGCCGTACAGTATTAAAAGATAT
+ATCCCTACCATGTAGTTTTTCATTATGATGTTATAAAGCGCCCATGGTACCATGACAGCACCAGAACCTA
+GTACGGGCAATGCATCTACAATGGTTACAAGAAGACCCAATAGAAATGGATAGTCAAAACCTATTATTGC
+AAGGCCTATGGAGACTTCCAAAAAGGTTATAAGCATTATTGTTGCTACTGCTCGCAGATAACCGAAAAAT
+GTCTTTAAAAGGTCTACCTGAATATTTTTTGCATGCTGTGCCCAATGAGATGGAATCTGCCTTTTTATAA
+AATCTAGTATAAGCTGTTTATCTTTGCTTATAAAAAAAGTAGCAACAAGTGTTATCAAAGTCATAAAGAA
+AAAGTTAGGCAATTTTGTTGCAAAATTCAAAAGCCATGTAGCAAGATTTTTTGCAAATAATGATACATAG
+TTTAAAATCGACTGCATGTTGCTTTCAATAAGGGATGTAATATTTGGGGGCAATGATATGTAATACATTC
+TTATTCTATCAACAAGATTTAAAATTATGTCATTAATAGTATTTGCATAATTTGTGCTTATTTCCGCAAG
+AGAACTTAGTTCATATATAAGTTGTGTTATTGATATTGCAATAAGTGATCCTATCACACCTATTAATATC
+AAAAGTAAAATAAAGGATGCTAGTCCTCTCGGCACCTTTAATTTTTTCTCTAAGAAATTTACACCAGGAT
+CAATTATCACAGCGAGAAGCAAAGCCACTACAAACGGCATCAAGAAAGGAATAATTTTAAATATGATTAA
+GTAAAATATAATAAAGACAGCAACAATGAGTAGTGTTTTTTTTATTATATCACCGTATCTCAATAGAAAA
+TTATTCACCGTTTTGACCTCCTTCCTTTTTATTATAATATGAGAATTGATAAAAGTCTATCATTAAGAGT
+AATTGTTGACTGTAATAAAAAAATCCGCCGAAACGGATTTTTAAAGGGCGGTTTTTATTTTTGCTATTTC
+TTTTGACTTTTGTGCAAGCTCACTTCTTGTTATAATTCCTTTTTCTACCAATAAATCTATAAGGGAAATT
+AACGCCAGCAAATTTTTATATTCTGTGTCTTTTATTTCAGCTAAAGTGATAAGATATTCAATTTCTCTCA
+TTCTTATCTCCCCTTCATTTTGTGCTGATTTTATTATTGACAAATATTAGCAAAAATATACAAGGAAGAT
+TAGAATTTATTTGAAGTTTATGCTATAATATCATTGTACTTTCAAGTGAGGAGAGTCAGTATGAGCAAAA
+ATATAGGAAAAGAGATATTAAGCTGGATATTTACTATACTTCTCGCTTTCGCAATTGCCCTTTTCATTAG
+GACTTATGTGTTTGAGCTGGTGGATGTCCCTACGGGTTCAATGATGGACACAATACACATAAACGACAAA
+TTCATTGTGAACAAATTTATATACAGATTTGAACCTGTCAAAAGAGGAGACATTGTAGTATTTCGTTTTC
+CTGACAATCCAAAAGTTAATTTTGTGAAAAGAGTGATAGGAATAGGAGGAGATGTCATAGAAATAAAAGA
+TGGAAAACTCATAAGAAACGGAAAGGTTGTAAATGAGCCTTATGTAAAAGAACCCATGAAAGGAAATTTT
+GGCCCTTATGTGGTGCCTCCAGGCCACTATTTTATGTTGGGAGACAATCGGAACGAATCTATGGACAGCC
+GATTTTGGCAGCACAAATACGTATCAAAGGATCAAATTTTGGGCAAAGTAGTATTTAGGATATGGCCTCC
+AAATAGAATTGGCAGTATGGAGGGAAAATGAGGGTTGAAAATACTTTAATAAAGTAGTATAATAATTTAA
+AAAGTGAATAACTTTAGGCGATGAAGGGACGAGTAGTAAGTAAAGACTTTTAAGAGAGCTGGTGGGTGGT
+GCGAACCAGTAAGTTTTACTTACGAAATCCATCCTGGAGCTAGGGTGTAATGACCTTCGGGCGACCGTTA
+AATCATGTGGAGGGCCCAATTTTTGGGCCGAAAGAGGGTGGCAACACGGGGTTCCCGTCCCTTTGTGGGA
+CGGGAATTATTTTTAGAAAGGAGGAGGGGTGTAGGTGCTTGACATAAAATTTATAAGGAGTAATCCAGAT
+GTAGTCAGAAGGGCTATAGAATTAAAAGGAGAAAAAGCGGACTTGGACAGGCTGCTTTTACTGGATGAAA
+AAAGAAGAGAGATGCTTGTGGAACTGGAGGCTCTTAAAAATAAGAGGAATACAGAATCAGACAATATAGC
+TCGGCTAAAAAGAGAAGGGAAAGATGCGTCAGAACTTATCGCTAAAATGAAAGAACTTTCAGATAAGATA
+AAAGACATGGAACAGGAATTGAGGGAAATAGAAGAAGAAATGGAAAAGATACTCTGGACAATTCCCAATA
+TTCCTCATGAGAGTGTGCCTATAGGAGAAAGCGATGAGGACAACGTAGAGGTTAGAAGATGGGGAGAGCC
+CAGAAAGTTTGACTTTGAACCTAAGCCCCATTGGGAAATAGGTGAGGCTTTGGGAATACTGGATTTTGAA
+GCGGCTTCTAGGGTTACAGGTTCTCGTTTTGTATTTTACAAAGGGTTAGGAGCAAGGCTTGAGAGAGCTT
+TGATAAACTTTATGTTGGACCTTCACATAGAAAAGCACGGCTATAAAGAAGTTTTTCCTCCATTCCTTGT
+ACATAGGAGAAGCATGTTTGGGACAGGCCAGCTTCCAAAATTTGAAGAAGATGCCTTCAAAGTAGAAGGC
+ACAGACTATTTCCTGATTCCGACTGCAGAAGTTCCTGTGACTAACCTTTACAGAGAGACTATAATAGACG
+GAGAACAGCTTCCTATATACCACTGCGCTTACAGTGCTTGTTTCAGGCAGGAAGCAGGGGCTGCTGGAAG
+AGATACCAGAGGGCTTATAAGGCAGCATCAGTTCGACAAGGTAGAGCTGGTTAAATTCACAGAACCGGAC
+AAATCTTACGAGGAATTGGAAAAAATGACAAGAGATGCAGAAGAAGTTCTGCAGGCTCTTGGCCTTCCTT
+ACAGAGTGGTTGCTATATGCACAGGGGATTTAGGATTTACTGCATCAAAGAAATACGACATAGAAGTTTG
+GATGCCAAGTTATGGAAGATACGTAGAGATATCTTCCTGCAGCAATTGTGAGGACTTCCAGGCCAGAAGA
+GCCAATATAAGGTATAGGCCAAAAGGTGGAGGAAAACTCCAATATGTTCACACTTTAAATGGTTCTGGAG
+TGGCAGTTGGGAGGACTTTTGCGGCTATTCTAGAAAATTATCAGCAGGAAGACGGATCTGTAGTTGTGCC
+TGAAGTATTGAGGCCATATATGAAAGTAGATGTTATAAGGAAGGAAGAATGATTTCCCAGTATTTTACTG
+GCAGATAATATTGACAATAAGGCTGGGTTGTGATATACTTTATATCGTCCCAGCTGGGAGAGGTGTCCGA
+GTGGCTTAAGGAGCTGGTCTTGAAAACCAGTGACCCCGCAAGGGGCCGTGGGTTCGAATCCCACCCTCTC
+CGCCAGAAGCTCTTTGCGGAGAAGTACCCAAGTGGTGAAGGGGCGGTCCTGCTAAGACTGTAGGTCGGGG
+AAAAACCCCGGCGCGTGGGTTCGAATCCCACCTTCTCCGCCATTTACTAAGAAAATAAAAGCTGTGAAGC
+ATACTTACTTCACAGCTTTTTGTTTTTATTTTGATTTGTCTTTTCCAAGTATTACAGTTACATCTACGCT
+TGAATCAGGGGTAATATCTTTTTCTACACAAATTATGGAAAGAGCGTTTGCTACTTTTTTTGCCTTTTCC
+TCATCAGTTCTGGCATATACGTGAGATGTGGAAAAAGTGGTTCCCACGACATTTCCTATTCTTACTACAT
+CAAAACCTTGTTTTCTCAAAGTTTCAGCGCATTTTGAAGCAAGACCGGGTATATTCGTTCCATTTAATAC
+TTCCACTTTTATGGCCTTATTTTTCTCTATTTCAGAAGGGTCAAAAGAGAAAGTAGTTTTATCTCCCAAA
+AACTCTGCTACTACTTCGGGAATTTTTGTGTTATCTGCGAAGAAATAGCTTACTCCATCTTTATAATCCG
+GTTCGCCAGGCAGAGTAAAAGATTTTATAGAAGAAGGCTTGTCTTTTACGAATTGATAAGCATACTTGGC
+AATTTCTGTTGCTGTGAGGTCTGTTTTTATGTGTTTGCTTACAGCAATGGCTAGAGAAGGAAGCTTTGGC
+AGAGTAGAAGGCTGTGTTAATTTTTTAAACAAGGCTTCTAAAAATTGATGTTGAGCCTTTATTCTCCCTA
+AGTCTCCATCAATGTAACCATGTCTATACCTTACAAATTGGATTGCTTTTTCTCCATCCAGCACCTGACG
+ACCTTTTTTTAAATTGATGTGAAGAGGGGGATTAGCGCTGTTGTCGTCATACTTCATGTCAAAAGGAATA
+TCTACTTCTACGCCGCCTATTGTATCAATTACTTTTTTAAAGCCTTCATAGTCTATGATGATGTAGTGGT
+CTATATTTATGCCGAGTAAATTTTCTACTGCTTTCTTTGTTCCTTCAATTCCATCTTCGGTAAAAGCGGC
+GTTTATCTTTTTATCCCCTGGAGAGTTATAACCTGGACGAGGATAATAGGTGTCCCTTGGAATTGATAAA
+ATGCTTATAGTTTTATTTTTAGGGTTGTAGTTGGCTATAAATAACGTGTCAGATAAATTGTTTTCATCAC
+TTCCCACAACGAGGACGTTTTTTGAAGAAAGGTCTTCCTCTTTTTTTTCTGGATTGTTCAAAGAAGCTAT
+AGGATTTTCTTCTTGTACGGCAGGTACATGTATATTTTTATAAAATATGTAAGCACCTATTCCTACAGAA
+AGTATTATTCCCAGAAAAATTACGGCCAGTATTTTTACTACTTTTTTCATCTTCTGACCTCCTCGAGATT
+TTCATGTAACGTCAAATTAAAGCCTTAAATTCGCGTATCTATAGTCTCCAAAACATTGGAATAAAAATTT
+TTTCGAGAAAAAGGAGGATTCCCTCCCCTTGGTGTCGTAGGTAGTAGTTGTAGCAAAAACAAACACCATC
+AACCCAAAGGAGGGAATCCTAATTTATGTTTCGACAACTACTACCCGTTTTCCTTCTTACTCATTTATTA
+AATTTTTTGCTTAAAATTTCTCTATTCGCTCTCAAACACTTTAAAGTAGATATTCAGCCGCCTGTTGACC
+TCCAACCTTCAGGCTACAAAGTTTTGTCACCTTTAGAGGATCCTTTGCCACTTGTTGAAAAAGTTGTTGA
+GAAAAAAGATTACAAGAAAATCCTTGCCGAAGCTGAAGCTCAAGGTAAGCCTATCTCTCATGTTAGACGT
+ATTAAACCCCTTTGTGTTGATGTTGATAAGTGCCCTGTTTGCGGTGCCCCTCCTGATTATTTGTACAGTT
+TTGGTAAAGACCCTGACGGCTTTCAAAAACTACAGTGTAAAGTGTGTAAACATCAATGGGCTCCTGGTAA
+ACCTGCTCCTAAAAAGTCTCGCCCTACTTACCGCTGCCCTTTCTGCGGGTCTGCACTTATTCAGGATAAA
+ACTAGAAAGAATTTTACTGTGTTTAAGTGTCGCAATGATAATTGCCCTAAGTGGCTTAACCACCGTAAAA
+GATATCGCTTCAGAGCTTTTGATGTTGATTTTGATGAACTCTCTTCTTCTTCTCCAAATGCTGCCCCTGT
+TAACCTCGCAAAAAGCCATTTTAGCCCATTCTTGATAGCACAAACTGTTAATTTATACGTAGGTCTCGGT
+CTTTCTTTAAGGCAAACTGTCTCTGCACTACAGCATATATGGCAAGTTCAACTCTCTCATCAGACTATAC
+AAAACTGGGTGGTTTCCTTGGCCTCTAAACTCGCTCCGCTTGTTAAGTCTATCAACCTCCCTTTGTCAGG
+CCTTGTTGTTATTGATGAGACTTACATAAAGGTCAAAGGTAAGTGGCATTACCTTTTTACTGCCTGTGAT
+GGCTTGAGAGGTTTTATTATCTCACAGCACCTTTCTCCTCATAGGGATGCTTTAGCTGCTTTGACAATCC
+TTAAAGAGGTCATTGACCGTTACAACAACCGAGAATTCATTTTAGTCACAGATAAAGCGCCTATTTATGA
+TGTGGCAGTCCATTTCGCTTCGGTTTTCTTTGGAGCCAATATCCGTCATCGACCTGTGTTGGGAATCTCT
+CCTCCACCCGGTGGTGACAGTCATACTTACAGACCGTATAAAAACCGTTTAGAACGCTTATTTGGCTCTT
+ACAAGGCTCATTACAAGCGCCATAAGTCTTTTAGTTCTTTTGAAGGTGCTATCGCTCATGCATTGCTATA
+TCAGCTGTACTACAATCACTTGAAACCTCATGAGGCTTCCGATGGCAAAGTACTTGCACCCCTTAAAGAT
+AAACATGGCCACCAAGTGGATAATTGGGCTAAACTGATTCAATGGTTTGTTGAGCTTAATTAAACTCTAT
+AATCTTGACAACTTTTATGTGGTAAGTTAGACTGTATTTGAAATAGTCTAGCTTACCATAGGGTGATATT
+TGCCTTCTTTGCCCATAAAAGCTTAGATTTTATTTACTTATAGTTTTTCCCTAGGTGTCATTTTAAGTTA
+TTGATTTAATAATCACTGATTTCTTTGCTAACTACTACCTACAATTTCTATTTTTTAGGGAATCCTCATG
+TTCTTACTTGACGCTACCGATTTTCATCCCCCTTTGTGCCATATCCTATTATATAACACTTCAGTTTGAC
+AATGTCAATTAATACAATGTTACAAATTCTTAAATTTTTATTAATTTCGCAAAGTATTCCCTTATCGGTA
+ATTTATAAAAGTGTGCTATAATTATAAAAGAAACTGTCAAAAGGGGTGCTAGATTTGAAAAAGCCTAATA
+TAACACTTTTGCTGGCGGCTTTTTTGATTTTATTGGTTATTTCTGTGGGAAAAGAAATAATAAACTTTAT
+AGTCGACTTGCAATGGTTTTCTGACCTTAATTATCTCACTGTATATTTTAGGAAATTTTTAGCTCAGCTA
+GAGCTAGCTTTACCTGTTTTTTTAATCATTTTTGTTTTCTTGTATTTTTATTCTGTAAAAGTAGTCAATG
+ACTATGTGAATTTTGCTCAGGATATTGTTGTGAAAAGAAGTGCAGGTAAATATAAAAAAATAGGTGTTTA
+CACCTCTCTTTTTGTAAGCTTTCTTGTAAGTTTATATGCAGCTTTGAGCTGGTGGAATGACTGGCTTTTC
+TTTAAAAATGCTGTCAGTTTTAATTATTCTGACCCCATTTTCAAAAAAGACGTGGGCTTTTATGTATTTA
+GATTGCCATTTGTTTACGACATTTACCGTCTTTTGATGGTTGTTTTAATTCTAGTAATATCTGCTACTGT
+TGTAGCGTATGTTCTCATGTACCTTTCAGATAAAACCAGATTTTATGAAATATCTGAAAGAGATGGCAAT
+TTGTTCAGGGCGATATACAATAAGGAAATTCTAGAGAAGGCTTTTAGAGAAATAGCTCCTCTTGCTGCGT
+TTTTTTTCTTGCTTCTAGCGGTTGGATATTATTTTGCTAGATTTCAGATTTTGTATTCTACAAAAGGGAG
+AGTGTTTGGAGCAACATACACAGATGTCCACGTAACTTTGACATTTTACTACATCCTCTCTGCCCTCTCT
+GTTGTTGTGGCTTTTTTAGTATTCGTATTTTTGATGAAGAAAAATTTAAAATACGCCATAATTTCTGTGC
+TCTTATTGCCTTTATTTTCTCTTGTGATGGCTTTAACAGAAACAGCTGTACAGAATTTAATAGTGTCTCC
+AAATGAGCTTGACAAGGAAAGCAGGTATATAAGTTATAACATAGAGTACACGAGAAAGGGCTTTGGACTG
+GATAAAGTGGAGGAGAAGGACTATCCGTCGAAAAAAGAACTTACGTGGGAAGTGCTCCAGAAAAATAGGG
+ATACTATAGACAATATAATGATTAACGATTATCGCCCTGTAAAACAGGCTTATAACCAATTACAGGCTTT
+AAGGCTTTATTATAAGTTTAATGACATAGACATAGATAGATACACAATAAATGGGAAGTACAAACAGGTA
+TTTATAGCAGCCAGAGAAATAGACCAAGAAAATCTATCACCACAGGCTAAGACATGGATAAACCTGCACC
+TTAAATACACCCATGGCTATGGAGTGGTTATGTCTCTGGTGAATGATGTTACCCCCACAGGGCAGCCAGA
+GATGATAGTAAAAGATATTCCACCTACTACTTCTACTGATATAAGAATAGACAGACCCCAGATTTATTTT
+GGGGAGCTCACTAATGATTACGTGATTGTGAACACTAAAACAGGAGAATTTGATTATCCTTCTGGAGATA
+AAAACATCCAGACAAATTACAAGGGGACAACAGGTATTCCGATGACTTTCCCTAATAGAATCCTTTTTGC
+TCTTTATGAAAAGGAAGCGAGGATTCTTTTATCTGCTGATATAACGAAAGATAGCAAAATTTTAATTCAT
+CGCAACATCCTAGAGAGAGCGAACAAGATAGCTCCTTTCCTTTTGTATGACGATGACCCGTATATAGTGG
+TAAGTGATGGAAAGCTCTACTGGATAATAGACGCTTACACTTATTCTACAAACTTTCCTTATTCACAGCC
+TTATGGTAATGTAGGAATTAATTACATTAGAAATTCTGTGAAGGTTGTGGTGGATGCTTATAACGGAGAG
+GTGGATTTTTATATCGCAGATGAAAAAGATCCCCTCATCCAGGCATATAAAAAGATTTTTCCTGGGCTTT
+TTAAAGACATTGAAAAAATGCCGGCAGGAATTCGCCAGCACATAAGATATCCTCAATTTTTGTTCGATAT
+ACAGACAGAAGTTATAAAACTTACCACATGACAGACCCACAGGTATTTTATAATAAAGAAGATGCGTGGG
+ATATTGCGAAGGAGAAGTTTGATAATGAGGTACAATATCAGGAATCTCAGTACATGATAATGAGACTTCC
+TGGAGAGCAAAAGGAAGAATTTATACTGATGATACCTTATACTCCTTCAACTAAAGCCAACATGGTGGCA
+TGGATGGCTGCAAGGATGGACAAAGACAATTATGGTAAACTGTTAGTATATAAATTTCCCAAGAACACTA
+TTGTATATGGGCCTTTACAAATAGAGAACATGATAGATCAGGATCCAAATATTTCAAAAGAGTTAAGTCT
+GTGGAATCAGCAAGGGTCTACTGTAAGCAGGGGAAATTTGCTGGTAATTCCAATAGATGATTCTATACTT
+TACGTTGAACCACTTTATATACAATCGCAAAATCAAAATGCTCTCCCTGAGGTAAAGAGGGTCATTGTAG
+CTTACAAGGACCAGATAGCCATGGAGCCCACTTTAGAAGAATCGCTTAAGAAGGTGTTTTTAGGAAATGC
+TACAGCTCCTGAAATTATTGAGAAAACTCAAGAAGAGACGAAAGGATCGGCAGAGGGGCAAAGGGAGTTG
+ATAATAAAAGCTCATGATACTTATGAAAAAGCTGTGGAAGCTGTGAAAAAAGGAGATTGGGCTTCTTTTG
+GAAAGTACATGGAGGAACTCAAAGAGATTTTGAAGCTTCTCAAAGAAGGGGTAAAAGATTAAAAAGATTG
+AAAACTGAAGCGAAATATGCTATTATATTGATAGCAAAAATGATTGCGCCCGTAGCTCAATTGGATAGAG
+CGCCTGACTACGGATCAGAAGGCTGGGGGTTCGAGTCCCTCCGGGCGCACCAGTAAAATCAATGCTTTCA
+TAGTGATGCGATTTTAATGCAATTTTAGTTTCCAATTTTGTGGAGGACAAAAGTATAATTTTCTTTTCTC
+GGTAAAGGGGAGTAACTCTAAATCAATCAGTCGTCATGACGGCTTTTTGCCCGGCTGATTGAGCAGATAA
+TGCGAGTGAGACCTTTACTTTGTGGAATACTACAAAGTAAAGGTCTTTTTCATTTTGCAAAATTTCTGTA
+AGGAGGGGTGCTAATGAAGAAGTATTGGAATATGCCAATAGAAGAAATAAAAAAAGAATTAGAAACTGAT
+GATGTGTATGGGTTGACGCAAGAGCAAGTCAATGAGAGATTGTTAAAACACGGCAAGAACATTTTGAGAG
+AAAAGGAAAGAAAATCCATATTCTCTTTATTTATGGAACAGTTTAAAGATTATATGGTCCTGATCCTTAT
+AGTTGCTTCTATTATATCTTTCTTTCTCGGAGAGACAACGGATGCGAGTATAATATTAGCTATTGTAATT
+TTAAATGCGTTGTTGGGAACGGTTCAGGAAAATAAAGCTGAGAAATCGCTTGAAGCTCTTAAGAAATTGT
+CTCAGCCTCTTGCAAAAGTAATAAGAGATGGAAAAGTAATGGAAGTTGAAGCATCATCTCTTGTAGTAGG
+AGATGTAGTGTTAATAGAGGCAGGGAATATCATACCTGCAGATGGGAGATTGGTAGAGGCTAAAAATCTT
+AAAGTAGATGAATCAGTATTGACTGGTGAGTCAGTACCTGTTGAAAAAGTTGATACAGTAATAGAAAAAG
+AGGATATACCTTTGGGTGATAGATTTAATTTAGTTTACATGGGAACTACTGTTACTTACGGTAGAGGAAA
+ATTTATTGTAACTGCTACGGGCATGGATACCGAAATGGGAAAAGTAGCCAGCTTAATAGAAAATGAAAGG
+GACGTTAAAACACCTCTTCAATTAAAGCTTGAAGAACTGGGTAAATATTTGGGGACAGCTGCCATCCTTA
+TAAGTGGAATAATGTTTGGAGTAGGAGTGCTTCAAAAAAGGCCAATATTTGACATGTTTATGACGGCTGT
+TAGTCTTGCTGTTGCTGCGATTCCTGAGGGGCTTCCTGCCATTATAACTATTACCCTTGCTCTTGGTGTG
+CAGAAGATGAGCAAGAAAAATGCGATAATAAGAAAACTTCCGGCTGTAGAAACGCTTGGCAGTACAAGTG
+TTATTTGTTCTGACAAAACAGGAACCCTTACACAGAATAAGATGACTGTTGTGAAGTTTTATGTTAATGA
+TAGAAAAGTGAATGCCCAAAAAGATGAAGTAAAACAAGAAGATTATTTCCTTTTAAAGAATGCTGCATTA
+TGTACTGATGCTTTTATAGATGAGGAAGGAAAAGGGATTGGCGATCCTACGGAAGTTGCGATTGTTGCTG
+CGATAAATGATTTGGTAGGCTTAAAAAAAGCCGATATAGAAAAAGAATTTCCAAGAGTTGCAGAAATACC
+TTTTGATTCAGATAGAAAAATGATGTCAACAATACATATGGTGGATAAAGAAGGTTTTAGATTAATTACC
+AAGGGAGCGCCTGATAATATCATAAAAAGGTGTAAATATATTTTGAAAGAAAATAAGATTTTACCCTTTG
+ATGAAATAGAAAAAAATAAGCTAAGTTCTATCAACGAAGAAATGGGAGGAGAGGCTTTAAGAGTTATTGC
+AGTTGCGTATAAAGATATAAAAGAAATACCTGAAAATTTGAGTAGCGATGAAATGGAAAAAGATTTGATA
+TTTATAGGGCTTATAGGTATGATAGATCCACCGCGAAGGGAAGCCAAACATTCAGTTGAGATATGCAAAA
+AAGCAGGAATAAAACCTGTTATGATAACAGGTGACCATAAGATAACGGCTTCTGCGATAGCAAGAGAGCT
+TGGAATTCTTGAGGATAATGATGAAGCAGTAACAGGTGAAGACCTTGACAGAATTTCTGATGACGAGTTG
+GCAGAAAGGATAAAAAGAATATCTGTTTTTGCAAGGGTATCTCCTGAGCACAAAATGAGAATTGTAAAAG
+CGTGGCAAAAAAGAGGTGCTGTTGTGGCAATGACAGGTGATGGTGTGAATGACGCACCTGCCCTCAAACA
+AGCAGATATTGGAGTCGCAATGGGTATAACTGGTACTGATGTTGCAAAAGAAGCAGCAGATATGGTTTTA
+ACAGATGACAATTTTGCAACAATCGTTGCAGCAGTAGAAGAGGGTAGAACTATATTTGCAAATATAAAGA
+AAGCTATTCACTATTTATTAAGCTGTAATTTTGGTGAAATAGTCACACTGTTTATTGCTACAATATTAGG
+AATGCCAATGCCTTTAAAGCCTGTTCATATACTGTGGGTGAATCTCATAACTGATAGTCTTCCGGCACTT
+GCTCTTGGATTTGAACCGCCGGAAAGAGATATAATGGAGAAGAAGCCCAGACCAAAAGGAGAAAGTATTT
+TTGCAGGAGGGTTAGCTTATAGAATACTTTTTGAAGGTATGTTAATTGGATTGGTTACATTAATTGCTTT
+TGTAATAGGACTTAAACAAAATATAGAAACTGCAAGGACTATGGCTTTTGCGGTGCTGACTTTATCGCAG
+CTTGCTCAAGCTTTAAATGTAAGGTCAGACAAGTCCATTTTTAAGATAGGATTGTTTACAAACAAATACA
+TGATTTTTGCTTTGATAGTGGCGATTTTGTTACAGGTTATTCTAATTGTAACTCCTTTAAACGCAGTATT
+TGGACTTAAAAATATTAATGTTTATGATTGGGATATAATTATTGCAATGGCAATTTTACCTCTTTTAGTA
+ATGGAAGTGGTCAAATTTTTCAAAAAAGCGAATTAACTTTTTATGCTAGACAAAATTAAATTGAGTGAGT
+ATAATAGGGGAGAGCTGAATTTTAATTAAAAATAGGGCCTGGGTGAATTTGCGATGAAGGTGGCATGGAG
+TGCGACCCACAGTGAGTTTTTGCTCTCAGACGGGTATTACTTTTCAGGCCTCCACAGAGAACTTTTAAAA
+AGAGGGATAGTAGTAGAAGAAGTAGGGGATTTTGAGAAATTGTTTCAATACGATGTAGTGATATTTAACT
+ATCCAGAAGACCCTTTTGATGAGAAAGAGAAGATGATTATAAAAAAAGCCCTAGAAAGTGGGAAGAAGAA
+AATAATCTTTGCTTCCCACTTTAGAAATAAAGATGAAGTTTCAGAAATTTGCAATGGGGTTACGAAAGAT
+TACGGAATATACATACTTCCGGAAGGCGTAAAAGAAAAGGAGTTTTATCTGGAAGAAGACCCTTTCATAA
+TAACTACTGACCAGATTTTCCTTTATTCTGAAGGAGTAAAGGAAATAGTCTTTCCTTATGCAGCTCCTAT
+AGAAATTAGGGACAGAGTAGAAGTAGTGTTAAAAGGGAGAAGTACCAGCTTTACAGATAGCAATGGGACT
+TCTCCCGTATTGATAGCACAGAAAAGTTTTGATTCTGGAAGTAAGCTTATAGTCTGTGGAAGCTGTATTT
+TTTGGGATAATTTTTCTCTATTTAAATTGGACAATCTGCAGTTTGTAGTAAACCTCATTTCACTTTAAAG
+CTTCTTAACCTGTTGATGGCTGCTGCTACTTCTTGGATTCGAGGTAGAGCTAAATTGCCTGGGTGCTTCC
+CATAAAATGGGGAGACTATTTCCAGGCCTTTTTCGTTTATATCCTTGAATACCGCCTTTAAAATTTCTTT
+CAAACTTTTTCTCTCATCTATGTATTTTTCCATGTATCGTATTATTTCTGCTATAGCATTAGTCTGGCTC
+TTATCTACAATTTGTTCAACATAATCAAGTTCAATTTCTTCATATCCAAGGCGTATAGTTTCTTTGTCTT
+TGGATTTTACTTTTTTCCCCTTTGCTCTAAGCCCTTCTTTGAGAGGTATTCGATCTTTCACAGCAATAGG
+AATGTCTTCAGACTCTATTTTTCTTTCTGTCTTTATTTCTTGTGCAATTTTCTTAGCTTCTTCAGTTACG
+TCAAAAGGCCTGTAATTGTGCATTTTTATGACGCAGTCTGCTACATCGAAATAATCTCCACTGCCGCCCA
+TCACCAAGATGGTAGATATTCCATTCTGCTCATAAAGTTGCCTTACCCTATCTATAAAAGGTGTAATGGG
+CTCTTCATCTTTGGCAATTAATTTTTGCATTCTGGCATCCCTTATCATGAAATTTGTAGCAGATGTATCC
+TCATCTAGAAGGAGAAGGCTGGTACCTATCTCAATAGCTTCAATTATGTTTGCTGCTTGAGAAGTACTGC
+CGCTAGCATTTTCTGTAGAAAAAGAGGTGGTGTCCTCGCCGTTAGGCAAGTTTTTTATAAAAGCGCTTAT
+ATCCACTTTTTCTACCCGTCTTCCATCTTCTGCCCTTATTTTTACGGCGTCTTCTACAGTTATTACAAAT
+TCCCTTCCATCCCCCGGAATGTGATTGTAGACTCCTCTTTCTAAGGCTTTAAGAAGAGTAGATTTTCCGT
+GGTACCCTCCGCCGACAATAAGAGTGACTCCTTGAGGGATGCCCATTCCAGTTATTTCTCCTCTATTTGG
+GAGAGTTACCTTGACTCTTAGGCTTTCAGGGGATTTGAAAGGCACTACGTTTTTACCCTTCAAAGGTTTG
+TCGCTTACGCCGCTTTCCCTTGGAAGTATTGACCCGTCAGCGACAAAAGCCACAAGTCCCAATTCTTTAA
+GAAGATTTCTTAGATAGTCCTGGTCTTCTACAGTAGTGACCCAAAGCCATATTTTATCTACATTTAAATT
+TTTCTTTAAAAGGCCTTTTTCCACAATTTGAGGTATGAAGTCTAAAAGTTGTGTCAAAGCTCCTCTTCCA
+TTTATTTTTCTTCCAAAAGCAGGAAGGCCAACATTCATCCTTGCTTCTATGTAATTTTCTGTTACTACCA
+TTGCGCTTCTTTTTAATATCTCCTGTCCCCCTTTATCTATGTATATATTACCGCTATGACCCGTTCCTTT
+TATTGAAGGCAGCTTTTCTATCACCTGGGCTACTGACCTTGTTAAAAAATCTTCCAGCGCTACCTGCCTA
+GAAGAGTTGCTGAAGAGTTCTTTTTCAAAGCCTGATATACTCAGGGGGACCCGGACTCTAATCCTTGAAG
+GTGGAGCAAAAGGGTCTGGTTGGACATAATCTATGTAAAGTGTAAATTTTTCAAACTCGTATTCTCCTTC
+TATTTCTTTATAAGCTTTATACCCTTTTCCATCAATTTTATCTATTATTTTTTTCAATTGCTCCTTTGTC
+ATCTTCCCCAACTCCTTCTGTGAAAATGCTCTAGTATTTAGTTTAATACTTTTTAGAAATAAATCATAGT
+GTAAAATTATCGTAGGATTTTTAAAGTGAAAAAACAAGAGACAACCCCTGTGATAAAATAGATTGTGGAA
+AACAAAAAACACGAAAGGGGTGTCTCTTGTGAAAAAACATATTTTTGAGGATATTATACTACAAAATGCT
+CTAAATTTCACTAGGGAAATGATGAATGTTTTTGAGGATTTATTAAAGAATGGAATGAATATTACAGAGC
+TTGTAGCAAGGATAAAAGAACTTACGGACAAACTAGGTAGAGAGGCAATAGAAGCAATTATTGAGGAGTT
+AGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGA
+TTAACGACAGTCCTTGGGGATATTGAATATGAGAGGACATATTACAAATCAAGGGAGGATGGTAGATATA
+CATATTTAGTGGATGATGCATTAGAGATAGGACGGCACGAGAGGATAGAAAAGGGAGTAAAAATAAAGTT
+AGTAGAAAATGCGATAGAAGAATCATACGAGAAAAGTAGCGAGAAAGCATGTCCAGAGAAAATAAGTAAA
+CAGACGGTATTAAACGCAATAAGGGAAATAGGAGAAGTAGAGGTGAAGAGAGAAATAAAAGAGAAGAAGG
+AAGTAAGGGTTTTATACATAGAAGCAGATGAAGACCATGTACCTTTACAAGATGGCAGCAGTGAAACACC
+GCGATTGATATACATACATGAAGGTAGGGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTGTATTAC
+AAGGCATACGTAGGAGAGAAAGCAGAAGACATATGGATAGATGTAGCGAATTACATAGAAGAAAATTACA
+AGGAAGAGAAGATAGAGAAGATATACATAGCAGGAGATGGAGCACCATGGATAAAAGAGGGATTAGAATG
+GATAGTAAAATCAAGGTTTGTGTTAGACAGATATCATTTAAACAAATACGTATTAAAAGCAACATCAAAA
+GAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAGGAGTGAAGAAAATAT
+TTGGTGAGTTAATAAAGATAGCAAAAGAAGAGAAAGAAAAAGAAAAGATAAAGGAAGCGAAGAGATACAT
+ACTAAACAATTGGGAAGGGATAAAGATATACAGTGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGG
+CATATAAGCCATGTATTTTCTGCAAGACTTAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAGT
+TAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAGTGGGGCAAGAAAAA
+GAATATAAATGCAGGAAGTTACAAATTAACAGAGAAGCAAATAAAAGAGGCAGTAAGGAGAGTTAAAACG
+TCTACAAATGAAAAAATAAACAATATTACGGTTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTT
+TAAGAGCATTAAAATATGCACAAGTTATATAAAGAACATGATAAAACGAAGCCCTGAATTAATTAAGTTT
+CAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGACACTATCGAAATAAATTCAAAAACTTTTGAAACC
+CACTCTAAAAATGGTATAATGATAGTGAGATTTCATTCCTTGGAGTGGTAGAAATGCCAAAGGAAAGCTA
+TTCGATCTTGCTGGCAGGAGATTCAATTTCTAGGGGGGTTGTGTTGGACAGAGAGAAAAATAAATACGTA
+ATAACGGAAAGAAATTATGTCAATCTTGTGAAAGGGCGTATAAAAGGGACGATAAAGAATATATCTAGAT
+TTGGAGCAACTATTTTAAAGGGAATTGAAATGATAAAAAAAGAATTTGTGAGGGAAAAACCCGATGTGGT
+AGTTTTAGAATTTGGGGGAAATGACTGTGACTTTGACTGGGAACAGGTAGCGAAAAATCCTGAGATGGAG
+CATTTCCCAAAAACGGATTACCACCTTTTTATACAAAAATTAAAAGAGATAATTGAATTTTTAAAAGAAT
+TTGAGGTTGTTCCTGTGTTGATGACATTACCTCCTTTGGATGCGGATAGGTATTTGAAATGGATTAGCAA
+GGCAAGTAAGGAGGTGGAGGAAAATATCCTTAGATGGCTGGGGAGTGTGACAAAGATATACTGGTGGCAG
+GAGCGATATAATTCGGCGATAAGGGTAATTGCTGAGGAAACAAAAACTCTTGTGATAGATGTAAGGAGCG
+CATTTTTGTATTATCCAGATTTTAGAAATTTTCTTTGTGAGGACGGTATTCATCCAAATGAAGAGGGGCA
+TAAGATAATGGCTCATAAAATAGGTGAATATTTGAAGAAACATTATCCATTTCTTTTAAAAATCTAAGAG
+GGGGAGATGTCAGATGGAATTTATGAATGTCAGTCTTCCGGAAGAAATTGCAAGAGAAGAGAACTTAGGA
+AATTACGATAAGGCTTTGAAGCTTATTGACAGATGGCTCAAAAAGGATATACCCTCATGGCTTAAGAAAA
+GGCTTATTTTTGAAAAAGACAGGATAAAGGTTCTTCTGTCAAGTTATCCTTACACGGAGGAAGAGGCAAT
+TAAAAAAGGTAAAGAGGTTATTAAAAGTTTTACTGAGGAAGAGTTTTATAAACTTTTGGAGGAGGGAATT
+GTTGATTACATTGTTGTCAATGGAGAGAGAAAATATGAGAGAAGGTATGCTTACAATATAGGATATGCTC
+TTCCTGAGTATAAAGAAAGGATAGCAAGGTCTGAAAGCGTAGAAAAAGACAGAAAATTGCTCAATGAGAG
+GCTGAATAGCCTAATAAAAGGAGATAAAGCAAAGGAATATAGAGTTAAAGCGCGAATAAGTTTAAAAATA
+GAAGAAGATGTAAAAGATAAAGTAAGAGTCTGGCTTCCTTTTCCTAAAGAAGAATTACAGCAAAAAGATG
+TAAAGCTTATATCAAAGAGCCACGAAAAATATACTCTTGCTCCCAGTGAAGCTCCTCAGAGGACGATTTA
+CTTCGAAGGGAAAAGCTCGGAGGAGTATTTTGTGGAATTTGAATATACCATAACAGAGTGGGTAAACAGA
+GTGGAACCTGAAAAAATCACAGAAGCAAAAGGCAGTGTTTTTCTAGAAGAACAGCCTCCTCACATAGTTT
+TTACTCCTTATCTTAAAAAGCTTGCCTACGAAATTGTGGGAGATGAGAAAAATCCATATTATAAAGCCAA
+AAAGATATACGATTGGATTACTTTAAATGTAAATTATTCTTACGTTAAACCTTACGCCGTTTATGATAAT
+ATATCTCAGTTTGTTGCTTCTAATTTGAAAGGGGATTGTGGCTTTCAGGCGCTTTCATTTATAACACTCT
+GCAGGATTGTAGGGGTGCCTGCAAGATGGCAGTCTGGGTGGTACATAAGTCCTTTCTTCACATCTCCACA
+TGATTGGGCGCTGTTTTTTGTACCACCTTACGGCTGGTTGCCTGCAGACCTCTCCTTTGGAGGACGTTAC
+AGGGAAAATGAAGAACTTCGCAATTTCTACTTTGGAAATTTGGACGGGTTTAGAATGGTTGCTAATAGCG
+ATTTTATGAAGGATTTTATTCCATCTAAGACTCATTGGAGAAGTGACCCTTGTGATAATCAAGTGGGCGA
+AGTAGAGACAATGGATAGAAATATTTATAATTTCTCATATGAAATGAATATTTTGGAATTTAATTCCATA
+AATTAATGATTGTGTTCACTTGACATGAGAGAGATTCTCTGATAAAATACATTCATGCAGAGAGTGAAAA
+GCAATGGCAAATAAATTTATGGAAGAAGCCTTGAAAGAAGCGAAGAAAAGCTACGAATTAGGCGAAGTTC
+CTGTTGGAGCTGTCATAGTGAAAGATGGGGAAATAATAGCGAGAGGACATAACCAAAAAGAATCGTCAAA
+GGATGCCACAGCTCATGCAGAAATAATTGCCATAAGAGAAGCCTGCAGAAGGTTGGGGAGTTGGAGGCTT
+GAAGATTGTAGCTTGTATGTGACGCTGGAACCCTGTCCCATGTGTGCAGGTGCTATTGTTGAAGCTCGAA
+TAAAAAGAGTCTATATAGGGACAGAGAGCCCAAAAGAAGGGGCAGCTGGTTCGGTTATAAATATCTTGAA
+TAACAAAGAGTTAGGGACTAGCACTGAAGTTTACTTTGGGATAATGGAAGAAGAAGCGAAGGAACTTCTC
+AAAAAGTTTTTTGAAAATTTAAGAGAGTAAGTGCGGAGAGATGGCTGAGTGGTCGAAAGCGCTCGCCTCG
+AAAGCGAGTGGGCGAATTTTTCGCCTCGAGGGTTCAAATCCCTCTCTCTCCGCCACTTAGAAGACCGCGG
+AGAGATGACCGAGTGGTCGAAGGTGCACGACTGGAAATCGTGTGTACCCCTAAAAAGGGGTACCGAGGGT
+TCGAATCCCTCTCTCTCCGCCATTTACATTTAAGAAAATAATTGGGGCCGTACTAGATGGGGAGGTAGCG
+GTGCCCTGTAGCCTGCAACCCGCTATAGCAGGGTCGAATTCCCAGGCTGAGGCCTGATTTCTGTAAGGCC
+TGGCGCAAGTAAGTGGCGTTGATACTTGAGTCCTGCGCAACGGAGATTTGCGAACCCCGTCAGGTCCGGA
+AGGAAGCAGCGGTAAGCAAACACCTCCGTGTGCCGCAGGGGTGCTTGAGTGGAGCTAACTGCTTGCGTAA
+CGCTTATGGGGACAGGTCGAAGCTGGGTGTACGGCCCCTATATTTATGCCCATTTACTGTAAAAATTTTC
+CTTATAATATTCTTATAATATTTTTTCTTCTCCATCTCAAATTGGCTTAAGATCAAGTTTTTTTTACCGA
+AATAAATAAAGGGATGCATTTTCACATAAGAAAAGAGATGGAGGAGAATATGTTTAGAAGAGAGTACAGA
+AAAAAGCTTTTTGTTGTTCTATTTGGGGTTTCATTTTTTGTGTACTTTCTATCTCTTGTGCATTTTTTGT
+CGGGCTTTGAAAAAAGGATTTTTATTGGCAGTTTAATTTTATTGATCTCAATGGGGTTGTCAAGTTTTTT
+GTCAAAAAAATTGTCAGAACCTATTGAAAAATTAGAAGAAGGGGTAAAGAGGATAAGTCAGGGAGACTTT
+GGCTATCGATTGGATGTAAAATCTTCTCAGGAATTTGAGGAACTTTCAAAAAGTTTTAATTTTATGGCTC
+AACAGCTGTCCTATGCTTATGAAAGGTTAAAGGAGCAGACAGATAATTTAATAAGGCAGAATGAAGAATT
+GCAGGAATTCAATGCGGAACTGGAGGCTTCTTATGAACAGCTGGAGGCTTTAACGCGGGAACTGGAGCTT
+TCAGAGAGGAAGTACCGCCTTTTGGTGGAAAATATAAGGGATATTTTATGGGTGACCGATAAGAACTTTA
+TAATTGAGTTTGTGAATTCAAGAGTAGTTAGGTATCTAAACTATACACCTCAAGAGTTAGTTGGGAAAAG
+TCTCCTTGAAATTGTAGATGAAGAGGCAAAAGAAACTTTAAAAAACATGATGGAAGGCAAAGTGAGATTT
+GCAGAGGTAAGTTTTAGGACTAAAGATGGGCTTTTGCTGTTGACAGAAACCCATGTTAAGAGATTAAAAG
+TTGATGAGGAAGTTATAGGACTTCAGGGTATTTCGAGAGATATTACAGAGACTTACTACATAAAAAAGCA
+GATTGAAGAGAAAAACAACGAAATCCTGGCTATAAGCGATGTGGGTAGATTAATTACATCTGGCAGCGAT
+ATGAAAGAGGTGTTAAAAGCTATTGTAGAAAAAGTTGCCGGATTACTCAATTCTCCTCTCTGCGCTGTAA
+GGGAATATCATCCTTCTTCAGGGAAATTCTTACTATTAGCGAAGGGTGGAGAATTAAAAGATTATCCAGT
+CTCTGAGGAAATAAGGCTTTCTGAAAAAGATATTGAAGAGCTGGTGACTTCAAAAGAGATCAAAATAAAA
+GATGTGGATGAATTTCCTCACAGTGAAAAGGTGATGCCCATTTTTAGAGCCAAAGATGTGTATTCAGTGG
+TAGTTGTTCCACTAGTTTTTGGTGGTGAAACGAAAGGGATTTTGACTGTATGGGCTTCTACTAATACAGT
+GAAGAATATGAGTTTATTGAGGTCAGTTGCCAGTGCGATTTCTTTGGCAATGGAAAATTCCAAGCTTTAC
+GAAGAGATAAAGAAGGTCTATATAAAGACTATAGAAGCATTGGCTTATGCTATAGAGGCAAAGGATATTC
+ACACAAAAGGGCATTCCATGAGGGTATCTCAGTATGCGGCTTTAATAGGAGAATATATGGGATTTTCCAG
+AGAGAAAGTGGAGCAATTGAGAATTGCAGGGATTTTACACGATATAGGGAAGATAGGGATAAGGGATTCC
+ATTCTTCTAAAGGAAGGAAAGTTGACTCAACAGGAATATGAAGCTATGAAATTGCACCCAGAGATAGCGA
+GAAAAATATTAGCACCAATAGATTTGCCTAAAGAGATACTTGAGGCTATTGCAAAGCATCATGAAAGGTA
+TGACGGAAAAGGTTACCCTTATGGATTGAAGGGGGAAGAGATACCTATTGAAGCCGCGATTTTGGGGGTT
+GCTGATGCCTTCGATGCAATGACTTCAGACAGGTCTTACAGAAAGGGTATGAGCATTGAAGAGGCTGTCA
+ATGAGGTTTTGAGAAATAAAGGAACTCAATTTCACCCTGAAGTGGTGGATGTGTTCATTTCTATATACAT
+GAATGAAAGGCACAGATTAGAAGAAATAAAAAATCAAGTTTTAGAATCTGCCTCTTAAAAGCTCGGTCTT
+TGAGAAGAGACCGAGTTTTATTTTGAAAAAGTGTAGCGAAGTCTAAATTTTTTTGCTACAATTTAATATA
+ACGGGGTGTTAGAGTATGTATCAGTCTTTGTACAGGAAATACAGGCCAAAAAGTTTCAGTGAAGTTGTGG
+GGCAGGACCACATTGTGAGGACTCTGAGGAATCAAATAAAAATGGGAAGGATAGGGCATGCATATCTTTT
+TACAGGCACAAGGGGGACAGGGAAAACTAGTGTAGCAAAAATTTTTGCAAAGGCGGTAAACTGTTTAAAT
+CCAAAAGACGGTGAGCCCTGCAATTCCTGTGAGGTGTGTCAGGCGATAAACACTGGTACTACTATGGATG
+TCTTGGAAATAGATGCTGCATCTAATAACAGCGTGAATGACGTGAGAGAACTTAGAGAGTCTGTAATCTA
+CTCTCCTTCTCTGACAAAGTACAAAGTATATATAATAGATGAAGTGCATATGCTTTCTACAGGAGCTTTT
+AACGCCCTTTTAAAAACACTTGAAGAGCCCCCTCGCCATGTGATTTTCATTCTTGCTACCACTGAACCTG
+AGAAACTGCCTGACACTATCCTCTCGCGTTGCCAGAGGTTCGATTTTAAAAAGATACCGACAAAGCAGAT
+TGCACAGAATCTAGAAAGGATTTGCCAAGATAGCGGTATACAGATTGAACAAAACGGGATAAGAGCTATC
+GCTCTTTATGGAAATGGTTCAATGAGAGATGCGATAAGTCTTTTAGAGCAATGCGCTTCTTACAAGGAAG
+GATTAATAACCTATGAAGATGTTTGTGAAATATTGGGAGTTGCGAATGAAGAAATGCTTTTTTCACTTTT
+AGATCATATTTACGAGAAGGATGCGGTAGCTTCTTTACAGCAACTGGATAAAATATTGTCCTATGGAATA
+GATTTAGGAAATTTTCTAAGGTCCTTTACTTATATGCTAAGAGATATGGTTATATACAAAACTGGGGGAG
+ATGAGCTAATAGAGATTTTGTACGGAGATCAAGAGACCATAAAAGCAAAGTCGCAGAAATACAGCATAGG
+ATTTTTGACAAATGCTTTGGAGAAGTTTACTGCTTTGCAGAGAGAGATAAGATATGCTGTTTCACCTGTT
+ACATTGCTTGAATTGACGATTTTAAGACTTATTAGGCCGGAAATTTCTTACGATATGGGAAGCTTGATAG
+CTAGAATAGAAGAGCTAGAGGAAAAAATAAATAAAGGGTATGTGGTAACAAAAGAAGAGAGTGCGAAAAC
+ACATGAAAAAGATGAGCTAGAAAAAAAGGTTGATGCTACAAAAGAGGCAAAAAAAGAAAGGGAGGAAATT
+GATTTAGGAAGAGTTTGGCTTGAAGTAAAGGGAATTCTCAAAAAGGAAAGGATGATGCTCTATACTTTCC
+TAGAGAAGGGTGTTCCCCATTTAAAGGATGGCAAAATTGTTGTGGAGTATTCCGAAGAAGACGCTCTTTT
+GGTGGAACAGCTTGGTAGGCCAGAGAATAAAGACTTTATTGAAGGAGTAGTAGAAAAAGTAGTGAAGAAA
+AGAATTCCAATAGAGTTTGCTCTAAAAAAAAGCGAAGAGGACCTTTTAATTAAGCAGGTAAAGGAATTTT
+TTGGGGATGGAATTGACATAGAAATAATATAGTGCAAAAGAGGCAAAAAGCACATATTCTAAAATAGAGT
+AAAAGAATTGGGAGGTAATGAAATGGCAAAAGGTGGATTTCCAGGAGGATTTAATATTAACAATATGATC
+AAACAAGCACAACAGATGCAAGAAGAAATAAAAAAGATGCAGGAAGAGTTAATGCAGAAGACAGTGGAGG
+GTACTTCAGGGGGAGGAATGGTAAAAGCAGTAGCAAACGGGAGGAAAGAACTTGTAAGCATAAATATAAA
+CCCTGAAGTGGTAGATAAAGACGATGTAGAGACTTTAGAGGACCTGGTGTTAGCAGCTGTGAACCAGGCT
+TTGAGAAATGCAGAAGAAATGATTGCTTCTGAAATGGCTAAAATAACAGGAGGATTTAATATTCCAGGTT
+TGTTTTGAGGTGGAAAGATGAGTTACTATTCTACTTCTGTGGCAAAGCTTATAGAGGAACTTTCTAAATT
+GCCTGGGATAGGACCCAAAACGGCCCAGAGATTAGCATTTTTCATAATAAATATGCCTTTAGACGAAGTA
+AGAAGTCTTTCTCAGGCTATTATAGAAGCGAAAGAGAAATTGAGATATTGCAAAATTTGTTTTAACATAA
+CTGATAAAGAAGTGTGTGACATATGCAGTGATGAAAATAGAGACCATTCCACCATATGTGTTGTGTCCCA
+TCCGATGGATGTAGTTGCGATGGAAAAAGTCAAGGAATACAAAGGAGTGTACCATGTTCTGCATGGTGTT
+ATTTCACCTATAGAGGGAGTAGGACCGGAAGATATAAGGATAAAAGAACTTTTGGAAAGAGTAAGGGATG
+GCAGTGTAAAAGAAGTCATACTTGCCACAAATCCAGATATAGAAGGAGAAGCTACAGCGATGTATATAGC
+TAAACTGCTGAAACCCTTTGGAGTAAAGGTTACAAGGATTGCTCATGGCATTCCTGTGGGAGGAGATTTG
+GAGTATACAGATGTTGTGACTTTGTCAAAAGCTCTAGAGGGAAGAAGAGAGGTGTGATGGGGAAGCTCCT
+ATTAGGCAGAGCCTAGTAGGGGCACTTTTATTAATTTTTAGAATAATGTCGAAAATTGTATATACAGCTT
+TAAAAAAGTAGTGTATAATATTATCAAATGAAAATAATTATTAGCTAGGAGGAATAAAATGTGAATTTGA
+GTTACAATAATCTATTGTCAGCTTTTTCGTTGGCTCTTGACGTACAAGAGTATAAAAACATGGGACATGC
+AAGAAGAGTCGCATATGTTTCTCTCAGGATTTCAGAAATGCTTGGATTTGATGAGGAAAAAAAGAAGAAG
+GTCTATTACTCTGCTCTTTTACACGATATAGGCAAAGGCGATATATATGAAGATTTTTACACAGAGGAAT
+GGTGGAAACATGCGGACAGAGGCAGTAAAATTGTTTTAAAATTGCCTTTTGGTGAGAATTTTTCAGAGAT
+TATAAGGTATCACCATGAGAATTACGACGGAAGTGGGCATTTTAAGTTAAAAGGAGATGAAATCCCATTA
+GGAGCTCAGATAGTTTTTATATCAGATCAGTTCGACATAAGGTACACTTCTTTGTCTCACAAAGAGAGAG
+AATACAATATAAGGGAAAATTTAAAAGAATGTGTAGAGACTAATATAGGGAAAATGTTTAACCCTTTGGT
+TTCAAAGGCATTACTTGAACTTATGAAGCAGGAAAAGTTCTGGCTTGATTATAAGTTTTTTGACATAAAA
+AGTATACTAAATAAAATAGAACCCAAAGACACTATTCCAATTGGAATCGACGAATTGGAGAATATAGCAG
+AAGCTTTTGCAGATATTATAGATACCAGAAGCCGTTTTACATACGAACATTCTAGAGGGATTTCAAACCT
+GGCCTATCAAATGGCTAAAGTATTAGGCTATGATGAAGAAACTTCTAGGAAGATAAGAGTTGCGGGGCTT
+TTGCATGATTTAGGGAAACTAGCTGTACCTAATTCTATACTTGACAAACCAGGCAAGCTTACAGAAGAAG
+AATTTATGGTGATGAAATCTCACGTTTATTACACGAAGATAATTTTAAAAGAAATCGGTGGAATAGATGA
+AATAGCCGAATGGGCAGCAAATCACCACGAGAAACTCGATGGAAGTGGATACCCTGAAGGGTTGAGAGGA
+TATGAAATGGGGGATATTGATAAGCATATTGCTGTATGCGATATATTTCAAGCTTTGACGGAGGACAGAC
+CCTATAGAAAGGGAATGAGCACCAAGGAGGCTATAAGAATTATTGAAAAAGAAGTTAAAAATGGAAAGTT
+GAATGAAGAGTCTCTGGAAATTTTGAAAAAAGTGGTTTTTTAAAGGTATACTCAGCCGTATTTTAGGAAA
+TAATACGGTTGAGGAGGGATTATATGGGCATACTTTTTGATTACTTAAAAGAGATGGCTGCCACTAAAAA
+TATTTATGAGTATAATTCAGATGGGATGCAATTGGTGGATGAAGTGAGACGCACAATAAAAGAGTTGAGA
+GATGCTGAAATTTATTTCCACAACGTTACAGATCCTGATTTGGTTGATTATGCTATATATCGGTTAGAAA
+GCCTCAAGAGAAAGTACATATACTTGCTAAAAAAAGCAAAAGAAGAAGGAGTAAGTTTTGATAATTTTTC
+TTCTCTCCTATCATAATTTGTCCTCCCCCTAAGTATAAATATAACAGTAAACTCTTAGGGGGTTTTTATA
+TGAACATAAGCATTGAGTACAATATAATAATTGCGTATTTGGTTGGGCTGTTTTTGCTTTACCTTTTGGG
+ATGGCTCTTAGTAGTTCCTCGTAAAATTTTAATTAGAATTATATTAAATGGGATTATAGGTGGTATAATA
+CTCTTTTTCATAAACATAGCAGGAAAATCATTTGGCATATTTATAGCTATAAATCCTGTAACTGCGCTTA
+TAGCAGGTTTTTTAGGAATACCAGGCATAATACTTTTGATAATCCTACAGTATATTGTTTGAAGTTGACA
+CAGAAATAAACAGTTTAAATCCTCCTTGTTTTTGAAATAATAAGTTTTGAAAAAAGACAAAAGGAGGATT
+GCATATGACTGTAAAAAGCGATATAGAAAAAGCAATTGCTTCAGCGCAAGCAGCACTTGGCACTTATGCA
+CAGTTTGCTAGTGCTACAGAAGACCCTGCTGCGAAGCAGATGTTCCAGCAGATGCAGCAGGACATGCAAA
+GGCATGTTACAATGCTCACTAACAGGTTAAATTATCTTAATTCCAACAATAAATTAAATCAGCAATCTCA
+ACCTACACAGCAGGCTACACAGCAAAATCAACAAAATGTCCTTACAAACAAAAAACAATAAGTAAAGGAG
+GCTTCGTGCCTCCTTTATTAAGATAAGGTTTACGGAGATAAAAGGAATAAAAATGAGCATAAGGATGTAA
+TAAAGAAATACTTTAGGTTAAATAATTGTTATTGAAACTTAACTCTGTTTTTTTGAGGTTGAGATATTTT
+TTTAAATGTGGTATAGTATAAACACGCTTTTAAATGCTCTAATTAGCCTTTTCCTTCTATATTGACAAAA
+TCTTAAATTTGTGATAAGATAAAAAAGCTTTCTTGAGGGACCTTGAAAAGTGGACAGCGAGGCTAGGGAG
+AAGAGGTAAGTTTTTAAGGATTAGCTGGAGAGTTTGATCCTGGCTCAGGACGAACGCTGGCGGCGTGCCT
+AACACATGCAAGTCGAGCGGGCCTGTCAAGGCGTTATGTTTTGGCAGGTTAAGCGGCGGACGGGTGAGTA
+ACGCGTGAGCAACCTACCCTTGAGACAGGGATAACCCTGGGAAACCGGGGCTAATACCTGATATACTCTA
+TTAGGGCATCCTGATGGAGGAAAGGGCGGGAAGCCGCTCAAGGATGGGCTCGCGTCCCATCAGCTAGTTG
+GTGAGGTAACGGCTCACCAAGGCTACGACGGGTAGCCGGCCTGAGAGGGTGGTCGGCCACACTGGGACTG
+AGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATCTTCCGCAATGGGCGAAAGCCTGACGGAG
+CGACGCCGCGTGAGCGAAGAAGGCCTTCGGGTCGTAAAGCTCGATAGTGTGGGAAGAAGGGATGACGGTA
+CCACACGAAAGCCCCGGCTAACTACGTGCCAGCAGCCGCGGTAAGACGTAGGGGGCGAGCGTTGTCCGGA
+GTTACTGGGCGTAAAGGGCGCGTAGGCGGTTTAGCAAGTCAGGTGTAAAAGGCCACGGCTCAACCGTGGA
+TATGCATCTGAAACTGCTGAGCTAGAGGGCAGGAGAGGGGAGTGGAATTCCCGGTGTAGCGGTGAAATGC
+GTAGATATCGGGAGGAATACCAGTGGCGAAGGCGACTCCCTGGACTGGCCCTGACGCTGAGGCGCGAGAG
+CGTGGGGAGCAAACAGGATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGGTGCTAGGTGTGGGGAG
+CGGAAGCTTTCCGTGCCGTAGGAAACCCAATAAGCACCCCGCCTGGGGAGTACGGCCGCAAGGCTGAAAC
+TCAAAGGAATTGACGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGAAGCAACGCGAAGAACC
+TTACCAGGGCTTGACATGCAGGTAGTAGCGAGCCGAAAGGTGAGCGACCCTTTCTTATGGGAGGGAGCCT
+GCACAGGTGGTGCATGGTTGTCGTCAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACGAGCGCAA
+CCCCTGCCTCTAGTTGCCATCGGGTAAAGCCGGGCACTCTAGAGGGACTGCCGTCGACAAGACGGAGGAA
+GGTGGGGATGACGTCAAATCATCATGCCCTATATGCCCTGGGCCACACACGTGCTACAATGGCCGGTACA
+GAGGGAAGCGAAGGAGCGATCCGGAGCGAATCCCAAAAAGCCGGTCTCAGTTCGGATTGCAGGCTGCAAC
+TCGCCTGCATGAAGGCGGAATCGCTAGTAATCGCGGATCAGCATGCCGCGGTGAATGCGTTCCCGGGCCT
+TGTACACACCGCCCGTCACACCACGAGAGTCTGCAACACCCGAAGCCGGTGGCCCAACCCGAAGAGGGAG
+GGAGCCGTCGAAGGTGGGGCAGATGATTGGGGTGAAGTCGTAACAAGGTAGCCGTACGGGAACGTGCGGC
+TGGATCACCTCCTTTCTAAGGGGATAAGCCTTGCTGTTCACTTTTGAGGGGGGAACCCTCAGAAAGGACC
+TTGAGAACTGCACAAAGCCGAGAAGGGGTCAAGAGAGGTAAGGGCGCATGGTGGATGCCATAGGCACCTG
+GAGCCGAAGAAGGACGCGGCAAGCGGCGAAACGCCCCGGGGAGCCGCAAGCAGGCAGAGATCCGGGGATT
+TCCGAATGGGGGAACCCGCTTGGGGTAATACCCAAGCATCCGCTGATGAATCCATAGTCAGCGGAGGGGA
+ACCGGGCGAACTGAAACATCTAAGTAGCCCGAGGAAAAGAAAGCAAAAGCGATTCCCTAAGTAGCGGCGA
+GCGAAAGGGGAGAAGCCCAAACCTACCGCTTAGGCGGTAGGGGTTCGGGCCCACCGAGAGGTGTGTGAGT
+ACTCTAGGCGAACGGACCTGGAAAGGCCGGCCAAAGAGGGTGAAAGCCCCGTAGCCGAAAGGGGAAAGCG
+CACAGGTGGGTACCAGAGTACCACGGGATAGGCGACCCTGTGGGAAGGAGGGAGGACCACCTCCTAAGGC
+TAAATACTCCAGGTGACCGATAGCGCATAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGGAGT
+GAAATAGAACCTGAAACCATGTGCCCACAAGCAGTCAGAGTCCGGCACTCAACCTAGTGTTTACTGGGTG
+AATAGAGTAAGAGGGATAGAAAGAGGTAGAAGTAGTTAAGAGAAGAGTAAGCACTAAGTTGAGTGCCGGA
+TGATGGCGTACTTTTTGCAGAACGGGCCGGCGAGTTATGGTAGCGAGCGAGGTTAAGGGTAGAGATACCC
+GGAGCCGAAGCGAAAGCGAGTCCGAAGAGGGCGGGAAGTTCGCTGCCATAGACCCGAAACCGTGCGACCT
+ACCCATGGCCAGGGTGAAGCCGGAGTAAGATCTGGTGGAGGCCCGAACCCGTTGGCCGTGAAAAGCCATG
+GGATGAGCTGTGGGTAGCGGTGAAATGCCAATCGAGCACGGAGATAGCTGGTTCTCCCCGAAATAGCTTT
+AGGGCTAGCCTCAGGGTAAAGCCTGTGGAGGTAGAGCGACTGACTGGGCTAGGGGCCGAGAGGCTACCGA
+ACCCTATCAAACTCCGAATGCCACAGGCAAGTACCTGGGAGTCAGACCACGAGTGATAAGATCCGTGGTC
+GAGAGGGGAACAGCCCAGACCTCCAGCTAAGGTCCCGAAGGGCATGTTAAGTGGGAAAGGAAGTGGGACT
+TCGAAGACAACCGGGATGTTGGCTTAGAAGCAGCCATACATTTAAAGAGTGCGTAACAGCTCACCGGTCG
+AGAGGTCCTGCGCCGAAAATGAACGGGGCTCAAACATGCCACCGAAGCTGGGGCTGCGCGTAAGCGCGGG
+GTAGGGGAGCGTACTGCGCGGGCAGAAGGCTGAGCGTAAGCGGAGCTGGACTGCGCAGTAGAGAGAATGC
+CGGCATGAGTAGCGAGAGTAAGGTGAGAAACCTTACCGCCGGAAGCCTAAGGATTCCTGGGGAAGGGTCG
+TCCACCCAGGGTAAGTCGGGGCCTAAGCCGAGGCCGGAAGGCGTAGGCGATGGGAAACCGGTAGAGAATC
+CGGTACCACCGAGGGCCGCATGAGGGAAGTGGGGACGCAGCGAGGTAGGCGGAGCGCGCGGTTGGTAGAG
+CGCGTCCAACCAGACACCGGAGGGCACGTAGGCAAATCCGCGTGCCGGCAGGGGGCTGGGAAGGGGAGCC
+GGAAGGCGAAGCCGCTAAGAACGCTGCCAAGAAAAGCCGCTACCGAGGCCTGAGGTGCCCGTACCGCAAA
+CCGACACAGGTAGGCGAGGAGAGAATCCACAGGCGAGCGGGAGAACCCTCCTTAAGGAACTCGGCAAAAT
+GACTCCGTAACTTCGGGAGAAGGAGTGCCGAAAGGCCGCAGAGAAGAGGCCCAAGCGACTGTTTACCAAA
+AACACAGGTCTCTGCTAAGCCGAAAGGCGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTTAAG
+GGGAAGGGTGTAGGCTCTGAACCGAAGCCCCAGTGAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGC
+GAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAAAGGCGTAACGACTTGGGCGCTGTCTCGAGGAGGG
+GCCCGGCGAAGTTGTAGTGCTCGTGAAGATGCGAGCTACCCGCGATTGGACGGAAAGACCCCGTGGAGCT
+TTACTGTAGCCTGTCACTGGACACTGGTAGTCTCTGTACAGGATAGGTGGGAGACTGAGAAGGTGGCGCG
+CCAGCGTCACTGGAGTCGGCGTTGGGATACCACCCTGAGACTAGTGGGGTTCTAACCTTAAGCCGTGAAC
+CGGCTAAGGGACAATGGCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCTAAAAGGTAACGGAGGCGCC
+CAAAGGTCCCCTCAGCGCGGACGGGAATCGCGCGAAGAGTGCAAAGGCAGAAGGGGGCTTGACTGTGAGA
+GAGACATCTCGAGCAGGGACGAAAGTCGGGCTTAGTGATCCGGCGGCAGTGAGTGGGAACGCCGTCGCTC
+AACGGATAAAAGCTACCCCGGGGATAACAGGCTGATCTCCCCCAAGAGTCCACATCGACGGGGAGGTTTG
+GCACCTCGATGTCGGCTCATCGCATCCTGGGGCTGAAGTAGGTCCCAAGGGTTGGGCTGTTCGCCCATTA
+AAGCGGTACGTGAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCCGTCGCGGGCGCAGGAGA
+CTTGAGGGGAGCCATCCCTAGTACGAGAGGACCGGGATGGACGAGCCGATGGTGTACCAGTTGCACCGCC
+AGGTGCACAGCTGGGTAGCCAAGCTTGGAAGGGATAAACGCTGAAAGCATCTAAGCGTGAAGCCCACCCC
+AAGATAAGGTCTCCCACCCGAAAGGGGTAAGGCACCTTGTAGAAGACGAGGTAGATAGGCCGGGGGTGTA
+AGAGCGGAAACGCTTTTAGCTGACCGGTACTAATAAGCCGAGGACTTGACCCTGAAGGCTTTGTGTAGTT
+TTGAAGGTCTAAGTATCCGGTGGCGATAGCGGAGGGGAAACACCCGTTCCCATTCCGAACACGGAAGTTA
+AGCCCTCCAGCGCCGATGGTACTGCATAAGCGGGAGAGTAGGTCGCTGCCGGAATAAATGCTCCTCAGTA
+GCTCAAGGGTAGAGCAACCGGCTGTTAACCGGTAGGTTGTAGGTTCGAATCCTACCTGAGGAGCCAACTA
+TTTTAGATAAAAATTTTTGATTTAGAAAAAGGAATTTAGTTAGATTTGTCGTATTTATATTAATAGAGAA
+ATGACATTAATAGTTGACACGATGTAGTTATGTAATGTAAAATTAAAGTGTGCGGATGTAGCTCAGCGGT
+AGAGCATCAGCTTCCCAAGCTGAGGGCCGCGGGTTCAAATCCCGTCATCCGCTCCAAGAAAATGAAGGGT
+TCGAGGCATTTCATAAGATGCCCGAACCCTTTTTTGGTGCTTACTTTATATCTTGACATAATTTTATTTT
+TTTATAAAAATTTATTTGTACTGCCTCTACACAATAATTTTCAAATGAAGGTGAAAAAATGCTTACGGGA
+AAAGTGGCCATTGTAACCGGTGGTGCTGGAGATATAGGAAGACGCATATGTATTGAATTAGCAAAAGAAG
+GGGCTTCTGTTGCTATACACTACAATAGCAGTTACGAAAAAGCAGTGGAGCTTAGGGATTACATAAGAGA
+AAATTTCAGCTATGCAGAAATTTTCCAGGCGGATATAAGTAATAGAAAACAAGTGGACGAGATGATAGAT
+GAGATTTACAGAAAATTTGGACGCATTGATTATTTGATTAACAACGCAGGAATTGCACAGATAAAACCTT
+TTGTAGAAATAACAGAAGAAGATTGGGACAGGATGATGAATGTCAACTTAAAAGGGCTTTTTAACTGTAC
+TCAAAGTGTTTTAAGGTATATGCTCCCCAAAAAGCAAGGGAGCATAATAAACATTTCTTCAATCTGGGGA
+ATTTCAGGGGCTTCCTGTGAAGTGCATTACTCCGCCTCTAAAGGAGGAGTTATAGCTTTTACTAAGGCTT
+TAGCAAAGGAATTAGGGCCTTCGAAAATAAGGGTAAATTGCATTGCGCCTGGAGTTATTGATACCCGGAT
+GAATAACATTTTAAATGGAGAGGACAAAAAGCATCTTATTGAAGAAATACCTTTAATGAGCATAGGAAAA
+CCTGAGGACGTGGCAAACGCAGTCTTGTTTTTGCTTTCTGATAAGGCGAATTTTATAACAGGTCAAGTGA
+TTACAGTAGACGGGGGCTTTATATAGTTTCCTTTAATAAATTTACTTCTTCTTCTGTCAATTCTCTCCAT
+TCTCCAGGCTCTAAATTTTCATCTAACTGGAGCTTTCCCATACAAAGCCTTTTAAGGTATAATACTTTCT
+TTCCTATTGCTTCAAACATTCTCTTTACCTGGTGGTATTTTCCTTCTGTGAGGTAAACATACACTTTGGA
+AATATCGGAAGATTCAATTATTTCTAACTGCGATGGCATTGTCCTGTATCCATCTTCAAGTATTACTCCT
+TCTTTAAATTTTTCTGCGTCTTTTTCAGTTATTTTTCCTAATACTTCGGCATAGTATTTTTTTACCACTT
+TTTTCTTTGGAGAAAGGAGTTTGTGGGCAAGCTCTCCGTCGTTTGTTATTATAAGTAGGCCTTCCGTGTC
+TTTATCAAGCCTTCCTACAGGAAAGACTTTTCTTAAAGCAATTTCCTCTGGAAGGAGGTCTATCACGGTT
+TCTTCGGATTTGTCGTGGGTTGCACTGATGACTCCTTGGGGTTTATTCATCATCACGTATATAAATTCTT
+TGTATTCTACTTTTTCCCCATCGAATAAGACCTCATCTTTTTCTGTATCTACGGTTTTAGAAGGGTCTAA
+TACTATCTCTCCATTTACCTCTACTAAACCGTCTTTTATGTACTTTTTCACTTCTTTTCTTGTACCTATT
+CCCATATTTGATAGCAATTTGTCTAATCTCATTTTTGCCATAACAAACCCTCCTTTTGGTTGCTTTTTAA
+TTATACCACATATTCTTTTCTTTAATTAACTTTACTTTTCAAGTAAATTTCCAGCATTTAAACTGGCTTA
+AACGTATAAGTGACAAATTAATGGATGATTTCGGATAAATTCAAGTAAAATGTCGAATAATTAAAGTAAA
+TTTTACTTGATAATTAAATTTAAATGGAGTATAATTTTATATGAGAAAACGATTATCAGAGGTGTTGAGC
+TTGACCACCACAAGACGCAAAAGAGTCACAATGAAGGATATAGCAGAGAAATTAAATTTATCAATTAACG
+CTGTATCTTTAGCTCTGAATGACAAGGTAGGGGTGAGCGAAGAGACAAGGAAGTTAGTTATAAAAACTGC
+AGAAGAGATGGGGTATTTTGAGGAAAATCCATCGTTTTTATCAAAAAGCCATTTAAAAAACATATGTCTC
+ATAATAGAAGAGAGAAATTTTAAAGATACTAATTTTTACACTAAGGTCATATGGGGAATTGAAAATGAAG
+CAAAGGCTAATGGATACGACGTTTTAGTTAATTTTATGAAAAAAGATTTATTTGAAATTCCATCTTGCAT
+AGAAAACAGGAAGGTTTCGGGGATTTTGGTAGTGGGGACTATAAAAGACGAATTTCTTGCAGAAATTTTA
+AGCTACAATATTCCGACGGTTTTAGTAGACCACGCTTCTTTTATGTTTAGCACTGATGCCGTTCTTACAC
+AGAATATTCCGGGGAGCTATAGAGGGACGAAGTACTTAATAGAAAAAGGGCATAAAAAAATTGGTTTTTT
+TGGAGAAAAAGACTTTTCTTTAAGCTTTAGAGAAAGATGGCTGGGATTTAAGGAAGCCATGAGAGACGCT
+GGTTTACCTGTAAATGAAGACTACTGCGTTACTGAGGATGTTGAAAGGCACGTGCTTAGTAAAAATTATG
+AGGAGGTTGCAAATAGATTAAAAAAATTAAAGGAATTTCCTACAGCTTGGGTTTGCAGTAATGACAGCAA
+TGCTATAACTTTGTATAATGCCCTAAATATAATGGGTATAAAGGTTCCTAAAGATGTGTCTATTGTTGGC
+TTTGATGATATAGACATGTGCAATATTGTGACGCCGCCTTTGACTACTATACACATAAACAAAGAGCTTA
+TGGGTATAAAAGCTGTAAAAAGGCTTTTGTGGCGCATGGACAATCCTAAAGAATTCCATGACCACATAAG
+AATGGAGGTGGGATTTGTAGAAAGACAATCTGTTAGAGAATTGCTGTAATTTAAATTCAATTAGGAAAGA
+AGAGGGGGAAAAACAATGAATAGCGTGCTTAAAAAATTTATTGCGATTTTTGTAATTGTTTTCTTTACAG
+CTGGGATTTTCGCCGGATGCGGTCAACAGACCAAACCGTCACAAGAGGCTACTCAAGAGACAAAGCCACA
+GGAAACCGTAAAAACTGGAGAAATAAGACTTGCTACAGATTGGCCATTTCCATTCCATGGCAATCCATTT
+GGTCCTGGCGGTGTAGGTGGTGCATGGTGGTTTGTATATGAACCCTTTGCTTATTACATTCCTCAGACAG
+GTGAATACATTCCTAGGTTAGCTGAGAGCTGGAAAGTGGAAGGAAACAAAGTTACAGTTAATTTGAGGAA
+AGATGCAAAGTTTAGCGATGGGGAACCTTTTACTTCCAAGGATGTAGTAAATACAGTAAATTTCATACAG
+GCGATGTGGCAGTGGCCTTATGACATAGAATCAGTAGAAGCACCTGATGACCATACAGTGGTATTCAATC
+TCTCAAAGACAAGTTCTTCATCCTTTGTGCATACCCTTCTGACAGATGGAGCGATGGCTTCTTTGGCGCC
+TGTGCATGTGTACAAAGATTTTGTAGACCAAGCTAAAGAAGTGGCTGACTTGGGTAAAAAGATATTCTAT
+CTTCAGACAGAAGGAAAACCTGTTCCAGAAGATATGAAGACAGAGTATGAAAAGAAATCTGATGAATTTA
+GGAAGAAAGTCAATGATTTTGCGCCTTTTAAGACTTTGGGGAAATTGCCGGTGGTAGGTTCTTTTGAACC
+GGTAAAGGTTACGCAATCAGAAATGGAAATGAAAGCAAACAAATACCATTGGGCATCTTCTCAGATGAAA
+ATTAATAGGGTTATCTTCAAGAAATGGTCTTCAAATGAGTTTGTATGGGCATCTTTAATCTCTAATGAAA
+TTGATGCGGCTCATCCTTCTATGCCTAAAGATGTTGTAGAACAACTTTCTACATTGAATCCGAAATTGCA
+CGTATTGACAGTTTCGGATCTATCAGATATATCACTGGTGTTTAACTTCAAGAAGCCTTTATTTAAAGAC
+CTAAACTTGAGAAAAGCTATTGCTCATATTTTGGACAGAAACAAAATAAGAGATGTATCTGTGTGGCAAG
+CGAACAGCTATGAGAACTATGCTGACGGCATTTTAAAGAGCATGGAATCCAAATGGATAACCCAAGATAC
+GTTGCAGAAACTTACAAAGTATAATACTGATACAGCTGCTGCAGAGGAAATATTGAAAAATGCTGGATAC
+AAGAAAGTAGGAGATACATGGCAACAGCCTAATGGACAGCCTGTAGCGTTTACTCTGTCAGTATACGGTC
+CTCACAATGACTGGGTATTAGCTGCAAGAGAGGTAGTCCAAGAGCTTAATAGCTTTGGGTTTAAAGTGGA
+GATGAAGCTCATTCCTGAAGGGATGAGAGACCAAGTAATGAGAAGTGGAGATTATGACGCGGCTATTGAA
+TTTGGTTCTGCATGGTGGGGTTATCCTCATCCTTTGACGGGTTATCAGAGATTGTATGACGGCGATGTGT
+CTGCAATAACCAGCTTCCCTGCAAAAGACAAGTATAACACACCTTGGGGAGAACTCTCGCCGTATGATTT
+AGTACTGGAATTGCAGAAGAATCTCCAGGATGAGAATAAAGCTATGGAGATAATACAACAGCTCGCATAC
+ATTACAAACGAGTATTTGCCAGTGATACCTCTTTATGAGAAAGTATTGCCTATTTACTACAATGACGGGT
+ACAGAGTTACAGGATGGCCGTCAAAAGAAGACCCAATTTGGTCATTGGCGCCAGGAGGAATTGAGAGAGT
+ATACGACCTTCTCATTACCACAGGTAAGCTAGTCCCAGTAAAATAACAAATAACAGGCGGGGATAAAAGA
+TGAATTACTTTGTAAATAGACTATTGTATCTACTTGTAGTGTTTGTTATTGCCATAAGCGGGGTGTTTGT
+TTTAGTCAACAATATGCCAGGCGACCCCGCTTATGGCCTGGCTGTTTATATTGCCCAACAGAGGAATATG
+CAGTTTGAACAGGCGCTGGAGATAGCTCATAAGATGATGGGAATAGACCCTCATGAGTCTGTAGTAACAA
+GATATGTAAAATTTATGAACAATCTCTTAAGAGGGAATTTTGGTTATTCTACTTTTTACAACACTAGTGT
+AAATGAAATCATAGCGAGGGCTTTGCCTTGGACTTTATTTGTGATTTCTTTGGCGACTTTTATAAGTTTT
+AGTATTGGAATTTACCTGGGGGCATTTGCTGCTCAAAAAAGGGGTAAAACAATAGATACTCTTATTTCTA
+CTCTCGCTAGTATAATTCAGGCAATTCCGCCTTTTATACTAGCAGTATTAATCTTATTTGTTTTCTCTGT
+AAGATTTAGACTTTTGCCTCTTGGAGGAGCTTATCCTGTGGATATGGAACCTTCTCTGTCGATAAGTTTT
+ATCGGGAAGGTTTTACTTCACGCAGTTGGCCCCATTTTAGCTGTAGCTATACCTCAGATGGCTTCTTGGA
+CTTTGTCTATGAGAGGTAACACTGCACAGGTTATGGAAGAAGATTTTATAAGATTTGCTGAAATGAGAGG
+ATTAGCAGATTCTGTGATTGCCTCTAAGTATATAAGGAATAATGCAATGCTTCCATTAGTGGCAAGTCTG
+GCAATTGGGATAGGGTATATGTTAGGAGGACAAACACTTGTTGAATCAATATTTAATTATCCCGGAATAG
+GATTTTACTTTGGAAAGGCAATTGCAGTAAGAGACTTTGGGCTTTTAACAGGACTTTTTAGTTTAATTGT
+AATAGGTGTAATAGTGGCAACTTTTGTAGCAGATTTTGTGTACGCATTAATTGATCCGAGGGTGAAGTTA
+AAATGAGAAAAGAGAGTTTGAAAAATTTTTATTATGATTATATACAACCGCTTTTGGTTAATAAAAAATC
+ATTAATTGGACTTATCATACTAACCTTCTTCATTTTGATGGCAACTGTTGGACCTCTAATTGTACCTTTA
+GATATGACTTCTAATTTTGCAGAAAGATATCAGAAGCCTTCTTTAAAGCATCCTTTTGGGACGGATTATT
+TCGGGGTGGACATTTTTCAACAAATTGTTCACGGTTCTAGATCTGTAATATCTCTTACAATGCTTGCTAG
+CTTTTTTGCAGTTCTTATAGGTACAGTAATAGGGGTTGCAAGAGGTTACTTAGAAGGGATTGTAGGCAGA
+GCAATAGATGCTATTATAATGGTTTTCTTGGTTATACCTTCTTTTCCTGCGCTTCTCATATTAGCGGCAG
+TATTTATGAATTACAATTTAAACGTGGTGGAAATCGCCTTGTTAGTGGCTGTTTGGCTATGGGCTCCACT
+AGCAAAGCAGATCTCTGCTCAAGTGCTTTCTTTGAAGTCTAAAGAGTTTGTTGAAGCTTCTAAAATGCTT
+AACATGCCTTTAAGATATATATTATTTAGTGATATTGCAAAACTTTTGATTCCCTACATTTTTATCAACT
+TTGTAATGCAGATAAAAGGAGCAATGGAATTTTCTGTTGGGCTTATGTTTCTAGGGTTAGCTAAATTTGA
+CCCAACCCACTGGGGTATAATGTTAAATTACGCGCTCTATCAAGCAGGAGCCTTGTATACTGCTAAAGGA
+TTTCACTATATATTTTTCATAATCTTAAACATAGTGCTTCTAATTTACGGCGGAATACTCTTATCACAAG
+GGGTTGAAGAAGTATTCAACCCGCGTCTTAGGGGGAATGAATAATTGAGCATAATCATAAGAGTTGAGGA
+CTTAAGAGCAGTTTATTTAGTAAGAGAAGGGACTATAAAAGCTGCTGATGGGATTTCGCTAGATATTTTG
+GAAAACTCCGTAACTGCTATTGTAGGGGAGAGTGCTTCTGGTAAAAGCACTATAATTGAAGCTATGACAA
+AGACCCTTCCACCTAACGGTAGAATTTTATCAGGTAGAGTTTTATATAAAGGAAAAGACCTTCTTACTAT
+GAGAGAAGAGGAATTGAGGAAGATTCGCTGGAAAGAGATTGCATTAGTACCGCAAGCTGCTCAGCAGTCT
+TTAAACCCGACAATGAAAGTAATAGAACATTTTAAAGATACAGTAGAAGCTCATGGGGTGAGATGGAGTC
+ATAGCGAACTAATAGAGAAAGCTTCTGAAAAATTGAGAATGGTCAGATTAAACCCAGAGGCAGTATTAAA
+TTCTTACCCTTTACAGCTTTCTGGTGGTATGAAGCAAAGGGTTTTGATCGCTCTGGCGCTTTTATTAGAC
+CCAGTAGTTTTAATTTTAGATGAGCCTACTTCTGCATTAGATGTTTTAACACAGGCTCATATAATACAGC
+TTTTGAAAGAACTTAAAAAAATGTTGAAGATCACACTGATTTTTGTAACACATGACATTGCTGTAGCAGC
+GGAACTGGCGGATAAGGTCGCAGTTATATACGGCGGAAATTTAGTGGAGTACAACTCTACTTTTCAGATA
+TTTAAAAATCCCCTGCATCCGTACACAAGAGGGCTTATAAATTCTATTATGGCTGTGAATGCAGATATGT
+CAAAGGTAAAGCCAATCCCAGGAGATCCGCCTAGCCTTTTAAATCCACCTTCTGGGTGCAGATTTCATCC
+AAGATGTGAATATGCTATGGAAATATGCAAAAAAGAAAAACCCAAATGGATAAGGTTAGATGGAGAAGCG
+CACGTGGCATGTCATTTGTATGAAGAAGGGAGACCATTAAAATGAGCAAGATAATTGAAATTAAAGATGT
+AAGCAAAGTATTTTCCAGAGGCTTTTTTAAAAAGAAACACAGAGTGGTTTTAGAAGACATAAATTTAGAG
+ATCTCAAAGGGAGATAGGCTTGTCATAGTAGGAGAAAGCGGAATGGGGAAAACAACTCTTGCGCGTATAA
+TGGCAGATTTAGAAAAACCTTCTTCTGGGGAAGTTTTGTGGTTTGGGGAGGACATACACAAAATAGACAA
+AAGAAGAAGAAAGGAATTGAGAGGAAAAGTTCAATACGTTCACCAAGACCCTTATGCTTCTTTGCATCCA
+GCGAAAACTATATACAAGGTAATTGCAGACCCTTTGGCGAATGCCCAGAGAGTAAATGGGAAAACTCTTT
+ATCAAAGGACAAAAGATTTACTGGAAAAGATAGGCCTTGTGCCAGCAGAATACTTTTTTAACAAATATCC
+TCACCATTTATCAGGTGGAGGCAGACAGAGATTGGCTATTGCTAGAGCTTTAACTACGGACCCAGAGGTT
+ATAATTGCCGATGAACCTATAAGCATGATTGATATGTCATTAAGGGCAGCTATAATAAAACTTTTTAAAG
+ATTTAAATGACCTTTACGGAATAGCAGTTGTGTTAGTTCTTCACGATATAGGAGCTGCAAAGTACTTTAC
+TTTTGAAAAAGGAGAAATTGTTGTACTCTACGGCGGGAAGATAGTGGAAAAAGGAAGAGGAATCAGGATA
+TTGGAAAATCCAGCTCATCCTTATACAAGAGTTTTGATAAACTCCAGTCCTATTGCAGACCCTGAGCTTG
+CTAGGAATAGAGTATTAGAGCAGTTGAGGTCTTATGATGTGCCTATAAGAACTAAAGAGAGCAAAGGGTG
+TCCTTTTGCTCACGCCTGCAACTATTACACTGAGAAGTGCAAAGAAGAAGTTCCGCCTTTGGTTACTATA
+GAAGAGGGACATCAAGTAGCCTGTCATGTCTTTGGAAAGTAAAGGTGAGAAAGTGTGAATGAAAAGTTGG
+CTTTTTCTATTTCTATATTAGTAGTTTTCTTATCTGTACTTTGGATGGTTGCTTTTAGAAAAAGCGGCGG
+AGAATTTTTGCTCGTATTAGCTTCTGTGTTTTTTTCATTGCTTACTGTTTTGATGATAATGGCAAATAAG
+TACAAGAAAAAAAGATGAGGAGAAATTTTAATTGAACAGAAAAAGTAATGGAGGAGATGAGATGGATATC
+TTCAAAAGAACCTTTATCCTAGGAGCTAATTACTGGCCAAGAAATCACGGGATTGAAATGTGGAAAGAGT
+GGAATTATGAGGAGATAAAAAAGGAATTTATAGAAGCCAAAAACTTGGGGCTTAATGTCATGAGGATAAA
+TCTTTTTTGGGAGGATTTTCAACCTCAGCCGGATGTAATTTCTGAAGAAGCCATACAAAAATTTGACGAG
+CTTATAAAAATATGCAATGAAGTAGACATGAGAATTGCTCCCACTTTTTTTGTGGGACATATGAGCGGAG
+AGAATTGGGATGTTCCGTGGCGGGAAGGAAAAAATATATACAGCGATTCTTACATGCTAAGATACCAGCT
+CAAGCTAGTGAGGTTTTTTGCCGAAAGATATAAAGATCAAGATGCTATCCTGTTTTGGGACCTGTCAAAT
+GAGCCAGACAACTACGTAAAAGCAAATTCAAGGCATGATGCGTGGCTTTGGAATTATGTTTTGTCAAATG
+AGATAAAAAAGTATGACAAAAAACATCCTGTGACGCTGGGAATTCACCAAGCTTCCCTTCTTACAAATAA
+TAATTTCTATCCAGAAGACATGGCGGAAGGAAATGATTTTCTGTGTATGCATTTTTATCCCATATACACA
+GATGTTTGTTTAGACCCTGTCAACTCTACAAGAAGCACTTATATGGCTCCTTTTTCTGTGAAATTGACTA
+AAGGGATGGGGAAAAAAGATGTTTTAATGGAGGAATTTGGAGCTACAACCTTGATGATGGGAGAAGAGGT
+AGAAGGGGATTATTACAGGGTAGTGCTATACAGTCTTCTGGCAAATGGATCTATCGGTGCTATTGCCTGG
+TGTTTTGGGGATTTTTCTGTAGGAAAAAGACTACCTTATAATTCTACTCCTTTTGAAACTCAATTTGGCA
+TTACTACAGTGGAGGGCAGACCTAAAAAAGCTGCTCTTGAGATGAAGGCATTTTCTGAATTTTTAAGGGA
+AGTAGAATATGAGAAGTTAAGACCTAAGGAAAGCGATGCAGCGATTATAATTCCTGATAAATACTATGAA
+GCTTTGTTTGTGGGGAAAGATTACACGCCGGAGAGGAATTTTAGAATTTTACTCAATAGCTTTATATTGG
+CAAAACAAGCAGGACTTGATGTGGACTTGATAAGACCGGAGGATGATTTTAAAAAGTATAAACTCTTGAT
+AGTGCCATCTGCCTATAGGAAGGGGCATTTGACTTACTCCCAATGGCTTAAGGTCATGGAGTTTGTCAAA
+GAAGGTGGGACTCTCTACCTTTCTTACGATGGAATCGCTATTGAAGGTTTTGAAGAGGTTTTTGGCGTAA
+AAATAGAATATTTCATGGTGCCAAGAGAGGAAAATGTAGAAATTGAATCAGAAATTTTGCCTGCTAGGCT
+TGAGTTTAAGGCTTTACCTTCTAACAAAAGGCTTATTTTAAAGCCGATAAAAGGAGAAACAATAGCAAAA
+GATAAAGAAGGCAATCCTTCAATAATAGTAAATCAGTATGGAAAAGGAAGAGCAATTCTTGTGACCTATC
+CAATAGAGCTTTATCTAAGTTACATGCCAGATGTATATAAGAGCAATGAATCTTTTAAGATTTATCAACT
+TGCAAAAAGATTAGCTGGCATTGTTTATGAAGTGGAGGTAGATTCGCCGTATGTGGAAGTAAAAGAATTT
+AACTTTGAAAACAGAAAATTAATTTTGCTTATAAACCACGAAAATGAGGAGGTGAGGATTGGGGTAAAAT
+TAAAAGATAAAGGGAGGTTTAATGAGAAAATTGAAGATTTAGTGAATAAAAGAGAGATTAACCCTGAAAA
+CTTCGCTATAGCACCCAATGGAGTAGTTGCATTTTGGCTTAAAAAGGGGGTATAAATAATGTTCAGATTG
+GAAAGATTAAGGGATAAGCCTATCCTCTCTCCAATAGAAGAACACGAATGGGAAAGGGCTGCGGTTTTTA
+ATGCTGCTGCTATATACGAAGATGGGAAAGTGCACCTTTTTTACAGAGCCTCTAACAATAAATTTGTGTT
+AAATATCGAAAAACCGCAGGAAGAAAATAAATTCGTGTCCTCTATTGGATATGCTGTAAGTGAAGATGGC
+ATTAATTTTCAGAGATTTGACAAGCCTATCCTTGTGGGGGAAACTCCTCAGGAGGCTTGGGGTGTAGAAG
+ACCCCCGAATCACAAAGCTAGAAGGAAAATACTATATGCTCTATACTGGATTTGGAGGTAGGGACTGGTT
+AGATTTTAGAATCTGCATGGTATGGTCAGAGGACCTAAAAAGCTGGGAAGGACATAGAATAGTATTAGAT
+GAACCTAATAAAGATGCAGCACTTTTGTCCGAAAAAATAAATGGCAAGTATGTACTTTTTCACAGGCGAA
+TGCCTGACATCTGGATTGCTTATTCAGAAGATTTGGTTAACTGGCATGACCATAAAATTATAATGTCTCC
+TAGGAAGGGATGGTGGGACTCTAAGAAAATAGGCATAGCGGGACCCCCACTCAAGATGGAAGATGGCTGG
+CTTTTAATCTACCACGGAGTCGATGAAAACAACGTGTACAGGCTGGGAGCAGCGCTTTTGGACTTGAAGG
+ACCCGTCAAAGGTTATAGCAAGGCAAGAAGAACCTATTTTAGAGCCGGAGTTACCTTGGGAAAAAGAAGG
+ATTAGTGCCAAACGTGGTATTTAGCTGCGGCGCTGTGGAGATAGATGGAGTATTCTACGTCTACTACGGT
+GCAGCTGATACGTGCATAGGCGTTGCAGCTGTGGAAAAACAAAAAGTAAAATTTTAAAAAGGAGTGTAAA
+AAGTGATAAAGTTAAGGAGATTATCGGATAAGCCTGTTCTTGTGCCAAAACCAGAGAACGAGTGGGAAAG
+AGCTGCAGTTTTTAACACGGCAGCGATTTATGACAATGGACTTTTCCACCTCATATACAGAGCTACAGAT
+TTAGGGCCTCATATCAAGTATGGAAGGTATATCTCAAGATTGGGATATGCTGTGAGCAAAGATGGGATAA
+ATTTTATGAGACTTGACAAACCAATCATGACAAATGAGACTGAGCAAGAATTAAGAGGATTGGAAGACCC
+GAGAATAGTCAAGATTGACGGCATTTACTATATGATGTACACGGCTTTCGGAGATAGATTCAAAGATGAC
+TACAGAATTTGCCTTGCTACTTCTAAAAACTTGATAGACTGGGAGAGAAAAGGCGTAGTACTGGATGAAC
+CTAATAAGGACGCTTCTTTGTTCCCTGAAAAAATTAATGGAAAATACGTAATGCTCCATAGGAGATACCC
+AGACATATGGATAGCTTTCTCAGAAGATTTGAAAAACTGGTATGGACATAAGCCGATAATAAAACCTATT
+CCTGGCACTTGGGAGAGCGCTAGAGTAGGAATAGGGGGTCCCCCAATAAAGACGGAAAAAGGATGGTTTC
+TGATATACCACGCGGCAGATGACAACAACGTTTATAGATTAGGTGCAGCACTTTTAGATTTGGAAGACCC
+GACAAAGGTGATAGCAAGGCAAAAAGAGCCAATTTTAGAGCCAGAACTTCCCTGGGAAAAGGAAGGGTAT
+ATACCAAATGTAGTTTTCAGCTGTGGCAATGCAGTAAAAGACGACACAATATATGTATACTATGGAGGAG
+CAGACACTGTAATTGGAGTGGCAGTTTTGAATATGGAGGACATAAAATTTGATACTAGACAAATTACACT
+CCTTACTTTATAATTTTCATTGAAGGCAAAAAGTCTCCGGCATCTTCGGAGACTTTTTAAATTGTTCAAA
+ATTGTGATATCGTTTACTGTATTTAAGCTGGGGGGATTTTATGGGTTTTAAAATGCCAAAAGACATAACA
+GAAGGAATGAGTAGTTTAGGAAAAGCTAAATCAGAGCTTTCTATTTCTAAATTGCTTGTGCTGGGGTTTT
+TAGGAGGAGCGTACATAGCTTTAGGAGGGCTTTTAGCAATTAGAGCGGCAGGAGCCTTGCCTGACTCCTT
+TGGAAGCCTTCAAAAATTTATATTTGGAGCAGTATTTCCTTTGGGGCTTATTCTTGTGGTAATAGCGGGA
+GCAGAACTGGTCACAGGAAATATGATGACACAGCCCATGGCTTATTTTGATAGAAAAATAGACTTGAAAG
+GCCTTTTAAAAAACTGGACTTTTGTTTACATAGGGAACTTTATAGGTTCAGTGTTTGTCGCATATTTTTT
+GGCTTATAAAACGGGGCTTATAATGGAAGTGGCAAAAATGGGGGAAATACCAAAAGCACTCCCATGGGCT
+TTATATGCAGTAAAAATAGCGAACGCTAAAGTGAGCTTATCGTGGTGGCAGGCATTTTTAAGAGGTATAG
+GGTGTAATTGGCTGGTCGCTTTGGCCGTGTGGATGGCCTATTCTGCTGAGGATATAATAGGCAAGATTTT
+TGCCATATGGTGGCCTATAATGGGTTTTGTCGCTATAGGCTTTGAACATTCAGTGGCTAATATGTTTTTT
+ATTCCTCTCGGAATATATGCAGGACAAGACCCTCTTTATGTTAATTTTGCAAAAAGTGCAGAAGGAATAC
+TTTTAAATGTACCTATTCTGAAAGCTACATGGGAGAATTTTATAGTAAATAATTTGATACCTGTAACTCT
+AGGTAACATAGTAGGAGCGGGATTTTTTGTGGCTACAATCTACTGGTATGTATATAGAAAATAAGTGGTA
+CTTTATAAAGTGCCACTTATTTTGTAAATATTTTACTTAGGAAGGCTTGACATTCCACATTTTCTCAATT
+ATAATATCTTATAGATTAATTTTATCTACAAATCTATTAGCAGCCCAATCATTAGAGTGCTAATATCGCT
+TTTGCCCTTCCAACCTTCATGTCTTGTTCTTCAACTAAAGCCATTTTTACAAAAAAGGAGGGGTTTTTAT
+GAAGGCGCTTCTTCTAGCGGGGGGACTGGGAACCAGGTTAAGGCCCCTTACTGACGATTTGCCAAAGCCT
+ATGGTTCCTATAATGGGAAAGCCGCTTTTGGAGCGCATTATTTTAAATCTTAAAAAAAGTGGAGTAGACG
+AAGTGGTCATAAGCACTCATTATAAATCCGACTACATTGAAAACTACTTCAAAGGCAAGAGCAAAGAACT
+AGGGGTAAAGATTCATTATGTCACAGAAGAGACTCCTTTAGGCACGGGAGGAGCTATAAAAAATGCTGAA
+AAGTTTTTTGACGACACTTTCTTAATTCTCAACTCCGATATAGTGAGCGATATAGACTATGCAGACTTGG
+TGAAATATCACAAGAGAAGGAGAGCACAGGTTACTATTGCTTCCATAGAAGTGAGAGATACTTCCCAGTA
+CGGGGTCATAGAGTTTGACAGCAAGGGTTTTATCACTGCTTTTAAAGAGAAGCCAAAGCCTGGGGAGTCA
+AATTCTAAGTATATAAATGCAGGAGTTTATGTGTTTGAGCCGGAGGTCTTAAAGGAAATTCCAGCTAACA
+CTCAGGTATCTGTAGAAAGGGAAACATATCCTTTGCTTCTTTCAAAAGGCTATAAAATGGCTATATATAA
+GTTTACTGGCTATTGGATGGACATAGGGACTGTGGACAAATATAAAAAGGTACATGAAGACATCCTCAAA
+GGCAAATCTAGATTTGTAGCAGGATTGTCCACGAGAGGGATAATCCTCGGAGAGAATGTGAAAATCCACC
+CTACAGCCAGTGTAATTGGGCCAGCCTATATTGGGGATAATACAGAAGTTGATGCTTATGCTACTGTAGG
+GCCTTACACTGTGATAGGCAGTAACTGCAGGATAGGACAGGAGAGCAAGGTTTCCAATAGCGTGCTGTGG
+GACAACATAAAGGTGAGAAGATTTGCAAGATTGGAAAATAGCGTGGTTACCTCGGAATGCGTAGTGGAAG
+TGAATATGGAGATTAAAAACACGGTTTTTACTGCTAATAAGTTAGCTGATATTACGCTCACACCTTGATA
+CTAAGTAAAAGGGGGGATACTTGTGAGCATCTTGGGGAGAAATATAGCTTTTTTGAGCACTTATCCTCCA
+AGGGAATGTGGAATAGCGACTTTTACTCAGGATTTGGTGAATGAAATAAAAAAGATAAAACTTATAAATT
+TTGCTGGCGTGATAGCCATAAATGACCACAAGAGATACGACTATGATGAGGATGTGATATATGAGATAAA
+CCAATTTGAAAGGGAGGACTATTTGAAGCTTGCGGAAAAGCTCAACGAATCTAACGTAGACCTTCTCATA
+ATAGAGCACGAATACGGGATATTTGGGGGAGAAAGCGGCGAATATCTGCTTGATTTGGTGGACAATCTCT
+CAATACCATTTGCGGTGACTGTTCATACAGTGCTTTTAAATCCTAATGAAAAGCAATTAAAAATTTTAAA
+AGAGCTTGGGCAAAAGAGCGCCAGAGTAATAACAATGGCTAAAAATACAATTCCTCTTCTGGAGAAAATC
+TATGAAATACCTTCTCACAAAATCACATTTATACCTCATGGAGTTCCAACCCTTCCTGTACTTCCAAAAG
+AGACTTTAAAAGAAAGATACGGTTTTAAAGGGAGAAGGATAATAAGCACCTTTGGACTTATAAATCCTGG
+GAAAGGGATAGAGTACGGAATAGAAGCCATAAGCATGGTAGCTAAGAAGTACAAAGATGTACTTTACCTG
+ATTTTAGGGCAGACCCATCCCAATATAAAGAGACTGTACGGGGAAGAATATAGAGAAAAACTACAGAAAA
+TGGTAAAAGATTTGGGAGTAGAAGACAACGTGAGATTTGTAGATAAGTACTTAACTAAGAGAGAAATATT
+GGAATATCTCAAAATGTCTGATATATACATGACTCCTTACCTCAACAAAGAACAGGCAGTAAGCGGCACA
+CTGGCTTATGCAGCAGGACTTGGTAAAATAATAATTTCCACTCCATACATGTATGCAGAGGAGATTTTAG
+GGAACGGAAGAGGCCTCCTTGCTGATTTCAGAAGTGCAAAATCTTTAGCAGAAAAGATTGAGTATGTATT
+TGAACATCCAGAGGCCAGAGCCAGAATGGAGAGTGAGATGAAAAAGCTTGGCAGTACTATGACATGGAAT
+AACGTGGCTTACAGGTACGTGATAATGATTTTGTCCGTTTTGGACGTAAAATCAAGGGAGGAAGTGGTCA
+TATAAAGGAGGGGGTTTAAATGAGAGTTGCGACTAAATACGCTCACCTTTTCACTCTAACGGACGATACA
+GGGATTTTTCAGCACTCCCTCTATTCCATTCCTGACCCTTCCAAGGGTTATACGACAGATGATAACGCTA
+GAGCAGCTATAGCGGCTACCATGCTGTATCAAGTTTACAGAGAAGAAGTGTACCTCTCTCTTCTTAGAAG
+ATACCTTTCTTTCTTGATTTACGCCCAAAACGAGGAAGGATTTTTCAGAAACTTCATGAATTACAATAGA
+GAGTTTACAGAAAAGAAAGGGTCTGAAGACTGCTTTGGAAGAAGTCTTTGGGCTTTAGGGTATCTTCTAA
+ATGTGCCTTTTTCTGATGAATCCTATCACAACGTCGCTATCAGGCTTTTAGAAAAAGCACTTTTCAACGT
+CAAAAAACTTTATTCTTTGAGGGGGAAGGCTTATTCATTAATAGGACTTTCTCTTATTTACAATTCAGAG
+GCTTTTGAATTTGACAGAGGAGAGATAAGAGACTTGGTAAAATCCCTTTCACAGGATTTATTGAAAAGCT
+ACTACAAAAATAGAGAAGAGAATTGGAAATGGTTTGAAGACCAGATGACTTATAGCAATGCAATTTTGCC
+TTGGTCTTTACTAAAGGCTTATACTGTAACCAAAGATGAAGAAGTACTCCGAGTAGCAAAGGAATCCATG
+GATTTTTTAGGAAGTGTGACTTTTAAAGATGGGTATTTCAAACCGATTGGGTGCAAAGGATGGTACAAAA
+AAGGAGGGAAAAGGGCGGAATTTGACGAACAGCCTATAGAAGCCTGTGAAAGTGCTCTCATGTATATAGA
+AGCTTATAGAGTTTTTGGGGAAGAAGAGTATTTAAATAAGGCTAAAAAATGTTATAGATGGTTTTTAGGT
+GAGAATTCACAAAATATTTCTTTAGTAGATGAAGAGACGGGCGGTTGCTATGATGGGATCACAGAAGACG
+GAGTAAATTTAAACGAAGGTGCAGAGAGTTTAATCTCCCTTATAATGACTGACATGGTAGTAAATCACAG
+TTCAAAAGTCTTTAAATAAACCTATTTCTCTTTTTCTTTTCCTTTTGCAAAATTTTTGTAGAAGGAGGAG
+AAAGGGATGAAAGTAGGTGTTTTTTGGAGAAGATTCAGAAATGTCGAGCTTCAAAGAAGACTTACACCTG
+ATAAAGTCTATGACGATGCCTATGACGAAGCTTATCATCACTATGAAGCATTAAAAGAAGCAGGATTCGA
+TGCAGTCCTCATAGAATGGAAAGATGACCCTATCAAAACTTACGAGGTCATTCAAAAAGAAGAAGTAGAC
+ATAATTTTTAATGCCTCTAGCTTGAAGGAAATAGAATTTTTGGAACTATTTAATATACCCTATGTAGGTT
+CTGGTATTGATTTGGCGGCAACAGATAAAAGGATGAGAAAAGACATTGTAGCTGCTCACGGTCTTCCCAC
+CCCTAAATATGTGGTGGCATACAGTGCGAATGAAATTCCTTCTGTAGACCATTTAAGGTTTCCGCTTTTT
+GTAAAACCTATAATGGGAAGAGGGAGTGCAGGGATAGATGAGGAAAATATAGTGTACGATAAGTCTAGGC
+TTCCAAAGGTTGTGAGCAAGATAACTGAAAAGATAGGTCAGCCTGCTCTTATTGAAGAGTTTATTGAAGG
+AAGGGAAGTAACCGTAGGGATAATAGGTTATAGGAATCCGATAGTATTGCCCCTTTTAGAGATAGGTTAT
+AATAATGTCAAGACAAATACCTATGAACACAAAATGTTTGACAATGAAATAATAAAATGCCCAATGGAAG
+TGCCAGAAGAAATTGAAAAAAGGATAAAGGATACAGCTCTTAGAATTTTTAAAGTTTTGAATGCAAGGGA
+TTATGCGAGAATAGATATGATTTTAGGTAAAGACAATGTGCCTTATTTCCTAGAGCTCAACACTTATGCT
+GGACTCACTACCGCAGTAGAAAGAGGGGAAAAACATGTACACCACGGCTATATGGGATATATGGCAAAAG
+CTGCTGGCATGACTAGGAAAGAGTTTATAGGAAAAATCTTAGAGAGCGCCCTTGAAAGGTATGGCTTTGA
+AGATAAAGAATTACTTTTAGCGTGAACTTGATTTTTGTGCGGAGTTTATATACACTTTGAGTAAGGCATG
+TTTTTGCCTTATTTTCTTTTTTAGTTAGAAAGGAGGGAATTTTATGAATTTTAAAGATAAAGTTGTAATA
+GTAACAGGGGGAGGACAGGGGATTGGAAGATGTATTGCTCAGACTTTTGCTAGCAAAGGAGCAAAAGTAG
+TCATTGCAGAAATTGACGATGAGGCAGGGCTGGAGAATGAAGAGTACATAAGAAAAAATGGAGGAGAGGC
+GCTTTTTGTACATACAGATGTGGCTTTAGAGGAAGATGTAAAAAATATGGTAAATAAGACTATAGAGACC
+TACGGCAAAATCGATATTTTAATAAACAATGCAGGGATAGGTTCTGGAGGTACGATTTACACCAGACCCA
+TGGAAGAATGGGATAGGGTCATAAATGTTAACTTAAAAGGAGCTTACATGTGCGCAAAGTATGTAGCTCC
+CCATATGAGGGATAATGGGGGAGGGGTTATAATAAACATAGCCTCCACAAGAGCCTTTATGTCAGAGCCT
+CACACAGAACCTTATTCTGCCTCAAAAGGAGGGCTTATAGCTTTAACTCACTCTCTTGCAATAAGTTTAG
+CTTATGATAAAATAAGAGTGAATTCTATAAGTCCTGGCTGGATTGAAGTATCTGAATGGAAGAAATCGAG
+AGAAGCTAAAAAGCCGGAGCTGACTGAACAAGATCATCTACAGCATCCGGCAGGGCGAGTAGGTAAACCG
+GAAGACGTGGCAAATGCGTGCCTTTTCTTGTGTTCTGAGGAAGCTTCTTTTATAACAGGTGCAAATTTGA
+TTGTCGACGGCGGCATGACAGTAAAAATGATTTATCTGTAGAGGAAAGGAAAGAAAATGAGCAGTACGAA
+AGAGAGGATATTTAAGGCTGCTTTAGAGACTTTTTCTAAAAGAGGATTTTACAAGGCTACTATGGATGAG
+ATTGCTGAGGCTGCTGGAGTTGCCAAGGGAACTCTTTATTACCATTTTAAAAGCAAGGACGATATATTGG
+ATTTTTTGATAGATGAGGGCATAAAGAGGTTAAAGCAACAAGCAATAGAGGAAATAAGCAAGGTGAATGG
+CGCAATTGAAAAACTCAAAAGGATTGTTTTTGTTCAGACCAATTTTCTTTATAAAAATCACGATTTTATA
+ATAGTGCTTTTGAGTCAAATATGGGGGCACGGAGATGTTCCGCGAAGATTTAGAGAAAAACTTTCAACTT
+ATTTGGAGATTATTGAAAAGGTAGTTAAAGAGGGAAAGGAACAAAAACTTTTGGCGGATTGTAATGAAAA
+ACTAGTGGCAGCGGCGTTTTTTGGCATGACAACTTCGATTCTTGCACTAAAAGTCATAAGAGAAGAAGAA
+ACTGTCGATACTCAAGAAATAACTGATACAGTCTTCAATTTTGCCCTAAATGGTTTGAAATTTTATCACT
+GACACCTCGAAAGAGGTGTTTTTTGTTGACTTTTAAAAGGACGGCGAATATAATATTTATTGTACTGACT
+GGTCAGTATAAATTTTAAAGTGGGGAGGGGAGAAATAGTTGGAATTAGTAGTAAAAAATGATACAATTTT
+AATTAGGTGATGATGAATCTTAAATTAAAGAGCTGTATGATGTAAGCAGGATTACTCTAATAAACTGGGG
+AAAGGAAGGATTAATAACCCCAACAAAGGGGCAAAAAACATGATAGTAATACAGGCTAAACTCATTTTTC
+TAAACCAACAAGACAAACAAATAGTATTAGACTTAATGAGAAGATGGTCATCCTGCATGAGATTTGCATA
+CAAAAGGCTTCTAGAAGGTTATGATAGAAAAACACTAAAAAGAGACCTTCAGGGAACATTTGACTTAAAC
+TCAAGATATGTAGATGATGCAATAATGAAAGCAAGAAGCACACTGGAATCTGCTAGACAATTAGACAATA
+ATCCAAAGAAAGTCATTTTTGGAGGAAGAGACTTATTTGGAAAACTTCAAAAGCGCCATATAAACGGGAA
+AGCATATGAAAAATTAAAAATTAGGTGGCAGGAGAAGAGAAAAGGAAATCTCTATTCAAGAGGAGATAAA
+AGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAAAGAAAATGGTACTTTCTTAAGGATAAATGTAG
+GGGAAAGAAAATATGTATATGCGAAGATACAGGCGGGATGGAAGAAAAATAAAAATAGAGAAGGGATACT
+TCAGGAAATTGCAAAATCAAACATACCCTATTCTGTAGAATTAAAACTCAAAAATGGCAGTATATACGCC
+TATTTTGCTATTGAAGAAGAATATCCAGAAGTAAAAATAACAAAAGAAAAAGGAGTCATAGGAATAGATA
+CAAATGCATATCCAGAAAACATATCATGGGTAGAAGTAGATGAAAAAGGTAATCTAATAAGCTATGGGAA
+TATACCAATGCCAGAGCTTGCAAGTGGCAGTAAAGACAAAAAAGAATATTTCAGATGGCACTATGCTCAT
+GAAATAGTAAAGATAGCAAAAGAAAAAGGAAAAGCAATTGTAATTGAGGGATTAGAAATAAAAGAAAAAG
+GCAAAAGAGGAGACTTTTCAGGGAGAAAATCAAGGAGGATAAGACATAGCTTTAGCTATAAATCACTTCT
+TTCAAAAATAAAAACACTAGCAAAAAGAGAAGGGATAGAAGTAATAGAGGTAGACCCTTCTTACACATCA
+ATAATAGGCATGTTGAAATATGCACCGCAGTATATGATAACAAAAGATATAGCAGCAGCCTATGTAATAG
+CAAGAAGAGGATTAGGCAAAGAAGAAAAGATACCGGATAATTATATAAAATTTCTCCACGCATTGACTGT
+AGAAGAATTAGAAGAATTAAAAGAGTACGTAAAAAATACTGTCAAAAACAAGTATTTGAAGAAAAGGCAC
+TTAAAAGAGATAAACAGAGCAATAAAATTTTTACAAAGCCTTGAGAGTGAGCCAGGAAGGGTGCTAGAAC
+CTCTGGATGGAACAAGTTTTAGTACCTATGATTTCTGGCAAGTTCTCAAGGTAGCGGTGGTGACTCCACT
+CTCTCCTGAGAAAGTACCAAGAGACTTCTCTGCCCTAAAAAAACTATTAATTCAGGGCAAGTGGGGAGAC
+TCGTAAGGGCGTGAGTTCCTGCTTCTTGGGGCAGGGGCTATGGCTTTCCCAAATACCGCCTGCTGGGGCT
+GGGAAAGTCTGAAGGGCGGACTACAAATACCCCAGCTATCTAAACTGTACATTTTTGTACAGTTTGGGTA
+ACCAGGAACTTTCCCAATGGAACTTTTGCCTAAATTTTTCAATGTGATAAATCCTTACTTGCCGATGACT
+TACGGAGTAGCAGGGCTAAGAGAAGCAATATCTGGAGACAATATAAGTCTAATACTTCACAACATCTCCA
+TTATCGCAGGATTTGGTGCATTGTTTTTGCTTTTTACAATTCTTCTAGCTGAACGAGTAGACAAAATAGA
+GATAGTGCAAAAATTAAGGCAGATGTGACAGTTAAAAGCGCCGAAAAAGCAATATTCAAGAGCTTTTTCG
+GCGCTTGTTTATTCTTATTTTTTCTTCTCATTGTCTACAACCCAAGTGCGGCAGAAGGTGCATACAGGTG
+AGACAGAGGGGAAACCGCATACTTCACAGTTTACTTTTGGGGGGCGGGCCTGAGTGCCCTCAAATAAATA
+AGCATACTTCGTGTAATTTTTATAAAAAGACCTTTTAATTCCTGGTGACTTTTCTTCGAGCATGTCCAAA
+GCTTCTTGGTATCTATTGTATTTTGCTTCTCTTCCGTAAGGGCACTTTGCTTCTACAGGCTTTATGTTGT
+GAAGTTTGGCGAAAGCTATTATTTCATCTTCGGACTGGAATGCAAGGGGTTTTATTTTTTTAGCAAAACC
+AGGTTCTGCTGGCAGAGTTGGGACACCTTTGGCTAAGTGGTGTAAGTCCCATCTCATGAGGTTTGCTAAT
+AAAAGTTTTGCCATATCGTCCAAAGTATGGCCAGTTGCTAAAGCATCAGCGTTTACGGATAAAGCGTATT
+CGTTCATCAAGTGCCTTTTTGTTACTCCGCATATAGCGCATATCCTGTCCTGCCTCTTTGCTACTTCTGG
+GATGTCCTTACCATATCTTTCCTTTAAGTCTACTATTTCAAGAGGGATATCGTGTTCTTTGCAGAAGTTT
+TCCACAACTTCTCTGGATCGAGGAGAGAAGTCGTTTTGAGTAATTCCAAGGTCTACGAAAAAGCCGAGGA
+CTTCGTACCCCAGCCTTTTTAGGACATAGGCAGTCACTAGAGAATCTTTCCCGCCAGAAATTGCTACCAC
+TACTCTTCCTTTTGGAGGGAGCATTTTATACTTTTCAATTGTTTTTGAAACCTGTCTTAAAAAGAATGCG
+TCCAAGTGCTCTTCGCAGAAAGCAGAGTTATGGGCTGGGAATTTGACGATGGCGGGTTTCCCGCATACTG
+TGCACTTCAATTTAAAAACCTCCTTTCATTTATTTATGAGCATTTTTTAAAGGACTATGCGATAAACCAT
+TATAAGAGATTTTCAAAGAAATTGCAAAATTGATATTAAAAACAGCGCAAAAAAATAGTATCATAAATCA
+TATAAAAGGTAATTTAGGGGTGAAAGTTTTGAGGGAGATAAAAGCTAGTCAAATTGTGGAAGTTGTCAAA
+AAGCTGTGTATTGAAGCGAATTATAATTTACCGGATGATATATTAAAAGGGCTCAAAATCCGGAAGAAGG
+AGGAAAAAAGTCCTTTAGGCCAAAAAATTCTTGAAGATATAATTTTAAATGCTGAAATAGCTATGCAAGA
+GAAAATGGCTATATGTCAGGATACAGGAATGGCCGTGGTTTTTGTAGAGATAGGACAAGAAGTACGCGTT
+GTAGATGGAGATTTGGAAGAGGCTATAAATGAAGGAGTGAGATTGGGTTATAAAGAGGGATATTTGAGAA
+AGTCTGTTGTGAAAAGCCCTATAGAAAGAATTAACACAGATGACAACACTCCTGCTATAATACATTATCG
+TGTGTGTAGAGGAGATAGACTCATTATAACTGTAATGCCAAAAGGAGCTGGCAGCGAAAATATGAGTGCT
+TTGAAGATGTTAAAGCCTTCAGATGATTTAGAAGGGGTAAAAAGATTTGTAATAGAGACTGTGGAAAAAT
+CCGGTCCTAACGCTTGTCCTCCTCTGATTGTGGGGGTTGGTCTTGGAGGAGATTTTGAATATGCAGCCTA
+TCTAGCGAAAAAAGCACTGTTGAGGAAAGTCGGCGAAAGGCATCAGGATATTTTAATTGCTAGGTTGGAA
+GAAGAGCTTTTAAATGAGATAAACTCTTTAGGCATTGGGCCGATGGGCCTTGGAGGGACTACTACTGCCC
+TAGATGTCCACATAGAAGTATATCCTACCCACATTGCTTCTTTGCCTGTTGCAGTAAATTTGGGATGCCA
+TGCTACGAGACACGCTACTTTTGTATTATAATTATGTTTGGAGGGAAAACATGTACAGAAAATTAAATAC
+ACCTTTACTAGATGAAGTAACAGTACAATTGAAAGCAGGGGATTTGATTTTGCTCTCAGGAGAGATTTAT
+ACTGCAAGAGATGAAGCTCATAAAAGGATGGTTGAAGCACTGGATAGAGGGGAAATGCTACCTTTTGAAA
+TTAAAAATTCTATCATTTACTACGTTGGACCTTGTCCTCCTAGACCAGGACAAGTTGTTGGAAGTTGTGG
+GCCTACTACAAGTGGAAGAATGGACAAATATGCTCCGAGATTGATTGAATTAGGATTAAAAGGGATGATT
+GGGAAGGGTGCTAGGTCAGAAGAAGTTGTAGAATTCATGAAAAAACATAAGGCAGTTTATTTTACTGCTG
+TAGGAGGAGCTGGTGCTTTACTTGCCCAAAGAGTCAAAAAAGTGGAAGTAGTAGCTTATGAAGATTTAGG
+GCCAGAGGCTATTTATAAGTTTACTGTAGAAGATTTTCCTCTGATTGTGACTATAGACTGCTATGGAAAC
+AATCTTTATGAAATTGAAAGAGAAAAATACAGGAAAAGGTGATAAAAATGGCACTTTTACCTTTAAAAGA
+ACTATATCTTGCTTGTTTACACTGCACAAAGTGCGATTTGCACAAGACCAAAACTAATATGGTATTTGGT
+GAAGGTAATTTAAGAGCAAAAGTGATGTTTGTAGGTGAAGGACCAGGGCGAGACGAGGATTTGCAAGGCA
+GACCTTTTGTGGGGAGGGCAGGTCAGTTACTTAATAAAATGCTTGAAGATGTTGGGTTAAAAAGGGAAGA
+AGTATATATTGCTAATGTGGTAAAATGTAGGCCTCCTAACAATCGCGTGCCTTTGCAGAGCGAAATTGAT
+GCATGTCTTCCATATTTGAGAAATCAGGTAGCTATAATAGCTCCTAAAATCATTGTTTGCCTTGGAGCTA
+CTGCAGCTAAAGCCATAATAGATAAAGATTTTAAGATAACTACCATGAGAGGACAGTGGTTTGAGAGGAA
+GGGTGTTAAGATAATTGCTACGTATCATCCGGCTGCTATTTTGAGAGACCCTGAAAAGTTACAGCCGGCA
+ATGGAGGATTTCAAAAAAATTAAAGAAGAATTAGATAAACTTGTATAATTTAAAGGATTTTAAAGCATAA
+AGAAGGATGCATGAGATAAATTAGGGTAAATGGCTTTATATTGCGATTTATAGAGATTGAACATAGGCTA
+AAAAGATGGTATATTAATAAACGTCGCTTTTTTGCGCTGACAGAAACAAGGTGTTGACAAGGGAAAAGAA
+ATTTGCTACCTTAAAAGAGTTGTGCTAAACGCACTTTGAGGGACCTTGAAAAGTGGACAGCGAGGCTAGG
+GAGAAGAGGTAAGTTTTTAAGGATTAGCTGGAGAGTTTGATCCTGGCTCAGGACGAACGCTGGCGGCGTG
+CCTAACACATGCAAGTCGAGCGGGCCTGTCAAGGCGTTATGTTTTGGCAGGTTAAGCGGCGGACGGGTGA
+GTAACGCGTGAGCAACCTACCCTTGAGACAGGGATAACCCTGGGAAACCGGGGCTAATACCTGATATACT
+CTATTAGGGCATCCTGATGGAGGAAAGGGCGGGAAGCCGCTCAAGGATGGGCTCGCGTCCCATCAGCTAG
+TTGGTGAGGTAACGGCTCACCAAGGCTACGACGGGTAGCCGGCCTGAGAGGGTGGTCGGCCACACTGGGA
+CTGAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATCTTCCGCAATGGGCGAAAGCCTGACG
+GAGCGACGCCGCGTGAGCGAATAAGGCCTTCGGGTCGTAAAGCTCGATAGTGTGGGAAGAAGGGATGACG
+GTACCACACGAAAGCCCCGGCTAACTACGTGCCAGCAGCCGCGGTAAGACGTAGGGGGCGAGCGTTGTCC
+GGAGTTACTGGGCGTAAAGGGCGCGTAGGCGGTTTAGCAAGTCAGGTGTAAAAGGCCACGGCTCAACCGT
+GGATATGCATCTGAAACTGCTGAGCTAGAGGGCAGGAGAGGGGAGTGGAATTCCCGGTGTAGCGGTGAAA
+TGCGTAGATATCGGGAGGAATACCAGTGGCGAAGGCGACTCCCTGGACTGGCCCTGACGCTGAGGCGCGA
+GAGCGTGGGGAGCAAACAGGATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGGTGCTAGGTGTGGG
+GAGCGGAAGCTTTCCGTGCCGTAGGAAACCCAATAAGCACCCCGCCTGGGGAGTACGGCCGCAAGGCTGA
+AACTCAAAGGAATTGACGGGGGCCCGCACAAGCGGTGGAGCATGTGGTTTAATTCGAAGCAACGCGAAGA
+ACCTTACCAGGGCTTGACATGCAGGTGGTAGCGACCCGAAAGGGAAGCGACCCTACCGGTAAGGTAGGGA
+GCCTGCACAGGTGGTGCATGGTTGTCGTCAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACGAGC
+GCAACCCCTGCCTCTAGTTGCCAGCGGGTGATGCCGGGCACTCTAGAGGGACTGCCGTCGATAAGACGGA
+GGAAGGTGGGGATGACGTCAAATCATCATGCCCTATATGCCCTGGGCCACACACGTGCTACAATGGCCGG
+TACAGAGGGAAGCGAAGGAGTGATCTGGAGCGAATCCCAAAAAGCCGGTCTCAGTTCGGATTGCAGGCTG
+CAACTCGCCTGCATGAAGGCGGAATCGCTAGTAATCGCGGATCAGCATGCCGCGGTGAATGCGTTCCCGG
+GCCTTGTACACACCGCCCGTCACACCACGAGAGTCTGCAACACCCGAAGCCGGTGGCCCAACCCGAAGAG
+GGAGGGAGCCGTCGAAGGTGGGGCAGATGATTGGGGTGAAGTCGTAACAAGGTAGCCGTACGGGAACGTG
+CGGCTGGATCACCTCCTTTCTAAGGGGATAAGCCTTGCTGTTCACTTTTGAGGGGGGAACCCTCAGAAAG
+GACCTTGAGAACTGCACAAAGCCGAGAAGGGGTCAAGAGAGGTAAGGGCGCATGGTGGATGCCATAGGCA
+CCTGGAGCCGAAGAAGGACGCGGCAAGCGGCGAAACGCCCCGGGGAGCCGCAAGCAGGCAGAGATCCGGG
+GATTTCCGAATGGGGGAACCGCTTGGGGTAATACCCAAGCATCCGCTGATGAATCCATAGTCAGCGGAGG
+GGAACCGGGCGAACTGAAACATCTAAGTAGCCCGAGGAAAAGAAAGCAAAAGCGATTCCCTAAGTAGCGG
+CGAGCGAAAGGGGAGAAGCCCAAACCTACCGCTTAGGCGGTAGGGGTTCGGGCCCACCGAGAGGTGTGTG
+AGTACTCTAGGCGAACGGACCTGGAAAGGCCGGCCAAAGAGGGTGAAAGCCCCGTAGCCGAAAGGGGAAA
+GCGCACAGGTGGGTACCAGAGTACCACGGGATAGGCGACCCTGTGGGAAGGAGGGAGGACCACCTCCTAA
+GGCTAAATACTCCAGGTGACCGATAGCGCATAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGG
+AGTGAAATAGAACCTGAAACCATGTGCCCACAAGCAGTCAGAGTCCGGCACTCAACCTAGTGTTTACTGG
+GTGAATAGAGTAAGAGGGATAGAAAGAGGTAGAAGTAGTTAAGAGAAGAGTAAGCACTAAGTTGAGTGCC
+GGATGATGGCGTACTTTTTGCAGAACGGGCCGGCGAGTTATGGTAGCGAGCGAGGTTAAGGGTAGAGATA
+CCCGGAGCCGAAGCGAAAGCGAGTCCGAAGAGGGCGGGAAGTTCGCTGCCATAGACCCGAAACCGTGCGA
+CCTACCCATGGCCAGGGTGAAGCCGGAGTAAGATCTGGTGGAGGCCCGAACCCGTTGGCCGTGAAAAGCC
+ATGGGATGAGCTGTGGGTAGCGGTGAAATGCCAATCGAGCACGGAGATAGCTGGTTCTCCCCGAAATAGC
+TTTAGGGCTAGCCTCAGGGTAAAGCCTGTGGAGGTAGAGCGACTGACTGGGCTAGGGGCCGAGAGGCTAC
+CGAACCCTATCAAACTCCGAATGCCACAGGCAAGTACCTGGGAGTCAGACCACGAGTGATAAGATCCGTG
+GTCGAGAGGGGAACAGCCCAGACCTCCAGCTAAGGTCCCGAAGGGCATGTTAAGTGGGAAAGGAAGTGGG
+ACTTCGAAGACAACCGGGATGTTGGCTTAGAAGCAGCCATACATTTAAAGAGTGCGTAACAGCTCACCGG
+TCGAGAGGTCCTGCGCCGAAAATGAACGGGGCTCAAACATGCCACCGAAGCTGGGGCTGCGCGTAAGCGC
+GGGGTAGGGGAGCGTACTGCGCGGGCAGAAGGCTGAGCGTAAGCGGAGCTGGACTGCGCAGTAGAGAGAA
+TGCCGGCATGAGTAGCGAGAGTAAGGTGAGAAACCTTACCGCCGGAAGCCTAAGGATTCCTGGGGAAGGG
+TCGTCCACCCAGGGTAAGTCGGGGCCTAAGCCGAGGCCGGAAGGCGTAGGCGATGGGAAACCGGTAGAGA
+ATCCGGTACCACCGAGGGCCGCATGAGGGAAGTGGGGACGCAGCGAGGTAGGCGGAGCGCGCGGTTGGTA
+GAGCGCGTCCAACCAGACACCGGAGGGCACGTAGGCAAATCCGCGTGCCGGCAGGGGGCTGGGAAGGGGA
+GCCGGAAGGCGAAGCCGCTAAGAACGCTGCCAAGAAAAGCCGCTACCGAGGCCTGAGGTGCCCGTACCGC
+AAACCGACACAGGTAGGCGAGGAGAGAATCCACAGGCGAGCGGGAGAACCCTCCTTAAGGAACTCGGCAA
+AATGACTCCGTAACTTCGGGAGAAGGAGTGCCGAAAGGCCGCAGAGAAGAGGCCCAAGCGACTGTTTACC
+AAAAACACAGGTCTCTGCTAAGCCGAAAGGCGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTT
+AAGGGGAAGGGTGTAGGCTCTGAACCGAAGCCCCAGTGAACGGCGGCCGTAACTATAACGGTCCTAAGGT
+AGCGAAATTCCTTGTCGGGTAAGTTCCGACCTGCACGAAAGGCGTAACGACTTGGGCGCTGTCTCGAGGA
+GGGGCCCGGCGAAGTTGTAGTGCTCGTGAAGATGCGAGCTACCCGCGATTGGACGGAAAGACCCCGTGGA
+GCTTTACTGTAGCCTGTCACTGGACACTGCTAGTCTCTGTACAGGATAGGTGGGAGACTGAGAAGGTGGC
+GCGCCAGCGTCACTGGAGTCGGCGTTGGGATACCACCCTGAGACTAGTGGGGTTCTAACCTTAAGCCGTG
+AACCGGCTAAGGGACAATGGCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCTAAAAGGTAACGGAGGC
+GCCCAAAGGTCCCCTCAGCGCGGACGGGAATCGCGCGAAGAGTGCAAAGGCAGAAGGGGGCTTGACTGTG
+AGAGAGACATCTCGAGCAGGGACGAAAGTCGGGCTTAGTGATCCGGCGGCAGTGAGTGGGAACGCCGTCG
+CTCAACGGATAAAAGCTACCCCGGGGATAACAGGCTGATCTCCCCCAAGAGTCCACATCGACGGGGAGGT
+TTGGCACCTCGATGTCGGCTCATCGCATCCTGGGGCTGAAGTAGGTCCCAAGGGTTGGGCTGTTCGCCCA
+TTAAAGCGGTACGTGAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCCGTCGCGGGCGCAGG
+AGACTTGAGGGGAGCCATCCCTAGTACGAGAGGACCGGGATGGACGAGCCGATGGTGTACCAGTTGCACC
+GCCAGGTGCACAGCTGGGTAGCCAAGCTTGGAAGGGATAAACGCTGAAAGCATCTAAGCGTGAAGCCCAC
+CCCAAGATAAGGTCTCCCACCCGAAAGGGGTAAGGCACCTTGTAGAAGACGAGGTAGATAGGCCGGGGGT
+GTAAGAGCGGAAACGCTTTTAGCTGACCGGTACTAATAAGCCGAGGACTTGACCCTGAAGGCTTTGTGTA
+GTTTTGAAGGTCTAAGTATCCGGTGGCGATAGCGGAGGGGAAACACCCGTTCCCATTCCGAACACGGAAG
+TTAAGCCCTCCAGCGCCGATGGTACTGCATAAGCGGGAGAGTAGGTCGCTGCCGGGGAAATTTTTAAAAA
+GCCCCCTTTAACAAGCTCCCTTTATGGGAGCTTTATTTTTTTATATATACTTCCCACACACCTTTTAGCA
+CCTCTTTTACTTCCATAGAGCAATTTAATTTAGAAAAATATGTTTCCAAATTGTCTAACGTACACCTGTG
+ATCCACCACAACTTTTAAAATCTCCCCTTCTTTCATTTCTTCGTATTTCTTTTTGGCCTTTAGAAGTGGA
+AGAGGGCATATTTCTCCCATGCACATAATCTCATGAACCATTTTCATCACCCTTAGCAGAAAAAATCTTT
+ACCGTTATTTTTTATGAAATCGATGAAGTCCATTTTGGACTTTTTGTAAATTTTTTTGTTGTATATTAAA
+GAATAACTGTAGTTAAATTCTATGCCTTCTACTTCAACTATGGACAAGGTTTTAGTATATAATTCCTTTT
+TTATGGCTATATAAGGCAAAATAGAAAGACCATGTCCTGCAGCCACGGAGGACTTAATTGATTCAATAGA
+AGGAAATTCCATTTCAATCTTTAACTTTTTTATATCAATTTCGTGGGCAAGTAAAGTCTCTTCAATTATT
+TTGCGCAAAGCGCACTTTCTATGTATTATAAAAAAATTATAACGCAATAATTTGTTTTTTGACAAACTTT
+TTTCTTCCCAGTTGCCGCTCGCTACAAAATGCATTTTGAAATCTCCTAAAGGAATGCAAGAAATGTTTTC
+ATCTACATAACAACCTTCTATAAAGCCTATGTCTATTCCTCCTTCTTTTACGTTGTATATCACTTCAGGT
+GTAAAATTGTGCTCTACATGCACTGTGATGTTTTTATACCTTCTTTTGAATTCGTGCAGGGTACAAGGGA
+GGGCATATTGCCCAATAGTAGGGCAGGCAGAAATTGTTAATCTGTTTATGCAGTTGTTTTGACAGCACTC
+TAAGTCTTTTACCATGTTGTCGTACAAATTCAATATCCTTTCTGCATATTGATAAACTAATTCTCCGGCT
+GGTGTAGGAAAGACTCCTCTATTGGTGCGCTTTAAAAGAGTTGCTTTCAAGTCTTTTTCTAATGCTTTTA
+TTTGTTGACTTATGGCTGGCTGAGAGAGGTACAACTCTCTTGCCGCTGAAGAAATGCTTTTGTAATATAC
+AGTTTTATAAAATGCCCTTAAGTTTTCAATATTCATAAAAACTCCCCCTGTTTGTTAAAAAGCTATCGCA
+ATATAACGTTTAGTTTTATTATACTACAAAGTTTGTTATAAGTAAAACTAATATTGCATAAGAATTTCAA
+ATGATAAATGGAGAAAATTTTATAGTAAAATGAAACTAGAATGTTAAAATGATAACAAAATAAGGAGGAA
+TGTAAAATGAGTAATGATGTAAAGCCTACCTATACTTTAGATGAAAGAGGAGAGGTGTGCCCTGTTCCAG
+ATGTGGACACAAGAAGAAAACTCAAAGAGATGAAATCAGGTGAAATACTGGAAGTACTCGTTGATTACGC
+TCTTTCTAAAGAGAGAATTCCAGCAGGAGTAAAGGAAGTAGGAGGAGAGGTAATATCCATTGAAGAAATA
+GGGCCAAGCGAGTGGCGAATTCTCATTAAAAAGCTTTGATGAGTCAAGGGGGAGATTTTATGGATCCGAG
+ATTACAGGGGCTTTTGGTAGGTATACTTTTTGGCATAGTTTTACAAAGAGGAAGGATTTGTTTTAACTCA
+GCGATCAGAGATGTGAAGATGACAAAAGACAATTACCTGATGAAGTTAGCTTTGCTTGCAATACTGGTGG
+AGACGATTGGCTTTCATCTGGCGGCGCAACTGGGTTGGATTAAATTAAATCCAAAACCTTTGATTCCTCT
+TGCTCAGATCATAGGCGGTTTCTTATTTGGTATGGGTATGGTTCTAGCAGGTGGTTGTGCTAGCGGTGTT
+ACTTATAGGATAGGTGAAGGTTATATAACAGCATTTATTGCAGCAATCTTCTATGGAATCACTGCAGCAG
+CTGTAAAAGGTGGTCCTTTATCTTTTGTAAATAGGTGGATGGGTAAGCCCATAACTACTACTAATAACCC
+GGGAGGATTTTACGCTGCAAAAGATGGAGCTGTCAATTTAACTCTGGCAAATCTTTTAAATATTAATCCA
+TGGATTGTAACAATTATTTTTGCTTTGTTACTTCTCATAGTACTGGTATTTTGGAAGACTACTGAAAGAA
+AAGTTTCAGGGCTTAATTGGATTACGGGTGGTATTGCTTTAGGACTTGTAGGGGTTATAGCATACCTTTC
+TCAAAAGACCTATCCTCTTGGTATTACAGGAGGTTGGGTGAATCTTTTCAGAACTACTACTGCAAATTTA
+GACCTCACTCAGCCTATTCCGTACAACTGGGAAGGAATGGAAATAGTAGGGATCATAATTGGTGCGTATT
+TAGCAGCTCTTTTTGCAAAAGAATTCAGATTAAGAGTTCCAAAGGACCCTAAGACTTTTGTCCAGGTAGC
+AGTAGGCGGTATTTTAATGGGATTTGGTGCAGGAAGTGCTGGAGGATGCAATATAGGGCACATTCTTTCG
+GGACTTCCCCATTTAGCTATAAGTTCAATAGTGTTTACAATCTTTGCAGTGTTGGGAAACTGGTTTATGG
+TTTGGTACCTTTTTGAGAGAAAATAAGTGGGAGGGCGGCTTTGCCCTTCCCACAAAATTTTAAGAGGAGG
+GATAGATGTATGCATGTAACAATACAGGTAAATGTACCCCCTTATACAAATGAGGATATGGATACTGCAA
+TCCATCTCGCAGAAGCTCTTTTGAAGAGGGGACATAAGGTTTCAATATTTTTATTTGCTGATTCTGTACT
+TGCCGCAAATAAACTTGTTAAACCTATGAAGGTTGATAGAAATATTCCTTCAAAACTTCGTGAGCTTTCT
+GAAAAAGGTGTGGAAGTTCACATTTGTGGCCTTTGTGCTCAGTACAGAGGGATTGGCGAGGATATGAAAA
+TTGAAGGCTCAGATTTTTCTGGAGTGCCAGAGATGGCGTCGCTTATATACAATTCCGACAGATATATAAA
+CTTACTACCTTAGGAGGTGGATAAAGTGAAAAAAGTTTTATTTGCAGTGTATACTTCTCCTGTAGGAAGT
+ATTTGGATAAATGAGGCTTTCAGAAGTGCGTTTGGAATGTACGGAGAAGACCTTGAACCTGCGGTGCTCT
+TTGTTGAGGAGGCTGTTTTGGCTGTTAGGTCTTCCTGTAAGCCAGAGCTGATTGGGTGTCTGCCTTTGGC
+GATGACTTTTAAGTATATTGAGAAGTATCAGACGCCTGTTTATGCGGTAAAGGAAGATTTAGATAAGTTC
+AATATAAAAGAAGATGAAATTGCTCCTCAGTGGAATTTAAAAACTGTGTCAAAAGATGAGCTGCCGGAAT
+TTGTCCATTCTTTTGATAAAGTAGTGATTTTCTAGGAGGTGAAAGTATGGCCTTGATAATAGTAAAGAAA
+AGTCCTTCTGAAAAAATTTCCGAATTTTTATTAAACCTTGCTCTGCCTCAGGATAAGGTTTTATTTGTGC
+AGGACGGCGTAATTTTTGCTGCTTGTAAAAATGTGAAGAATCTTGTGAAAGAGGGAGTTGAACTTTTTGC
+TCTAAAAGAAGATTTTATTGCAAGGGGATTTGATGAAAAGGATAGCGAAGTGACTTTGGTGGATTATGAT
+GGATGGGCGGAACTTATCGAGAAGGAGGAAAAAGTGATTTCTTAATTTACAAAATTTATATTGGAGGTAG
+AGTAAATGGAAAACCTTCATACCAGAGAATATGACTTGGCTGTCATAGGCGGAGGGCCTGGAGGGTATGT
+GGCGGCTATCAAAGCTGCTAAAAAAGGGGCAAAAGTAGCTCTGTTTGAAAAGGATAAATTAGGGGGCACA
+TGTCTTAATAGAGGTTGTATACCTACAAAGGCTTATGCAAGAGCTGCTGAGGTCTATGGAATTTTAAAAA
+AGGCAAAAGAGTTTGGCTTTGATATTCAAATAAATTATTTTGATTATGCGCAAGTAGTGAAGAGAAAGGA
+TACCATTGTAGGGGAACTTGTTGAAGGCATTAAGGCTTTGCTTAAAGCCAATAAAATAGAGGTCTTCAAT
+AAAGAAGCGAAGGTAGACAAAGAGAAGAATGTAATTTTTGAGGGAGAAAAAATCAAAGCGAAAAACATTA
+TAATTGCTACTGGTTCATCTCCTGCAGAGCTTCCAATTGAAGGCATTGATTCGAAAAATGTTCTAAATAG
+CGATACAATTTTGGAGATAACGTCTTTACCCAAGAGTTTATGCATTATAGGTGGCGGAGTAATAGGGATG
+GAATTTGCTTTTATAATGAACCAATTTGGAGTAGAAGTGTATGTGGTTGAAATGATGCCTAATATCCTCC
+CTTCCCTTGATAAAAAAGTAAGTTCTGCTGTTAAATTTGCTGCTCAGAAGAGAGGCATTAAGATTTATAC
+TTCTTCTACTGTGGAAAAAGTAGAGGAGGAGGGAGAAAACTCTGTAGTTACGATTAGAAGCGGTGATGAT
+ATTAAGAAGATATCTGTTGATAAAGTGTTTGTTTCTATTGGAAGAAAGTTAAATACAAGTATAGGGCCAA
+TTGTAGATTTGCTTGAATTTGATAAGAAAGCGATTAAAGTCGATGAGCACATGAGGACAAACATAGAGGG
+TGTTTGGGCTGTAGGAGATGTGACAGGTAAAATGATGCTGGCCCATGTAGCTTCTTCACAGGGAGAAGTG
+GCAGTTGACAATATTTTTGGAAAGTCGAGAACTTTGGATTACTACAAGATACCTGCAGCTGTTTTTACAG
+AACCAGAAATTGGATATTTCGGGTATACAGAAGAGGAGGCCAAAGAAAAATTTGGAGAAATTAAAGTAGG
+AAGATTTGACTTCAAGCATAACGGGAGAGCCAAAACTTATGGTGAGACAGAAGGATTTGCCAAGATAATT
+TCAACTGAAGATGGAGAAGTAGTTGGGGCATGGGTAGTAGGTAGTGGCGCTTCTGAGCTTGTGCACATAA
+TTTCAACGGCTTGTCAGAGCGGAGCAAAAGCGGAAGAATTGAAAGATGTGGTCTATGCCCATCCTACAAA
+GAGCGAAACTATTATGGAGGCTTTTAAAGATATTTTCAAAGAGGCAATCCACAAAATTTAAATTATTAAA
+AATTGGAGGGACAAAAATGAAAGTTTTGGAAGATTTGTATTACTCAAAGGACCATGTATGGGTAAAAGTA
+GAAGGGGACAAAGCTTATATTGGCATAACTGATTATGCCCAGGACTCTTTAGGGGATGCGGAGTACATTG
+AACTTCCTGAAGTTGGAACAGAGTTTACAGCTGGAGATGTGCTTGGAGTTATAGAATCTGCAAAAGCGGC
+TTCTGACGTTTATATACCTGTAGACGGAGAAGTAATTGAAGTGAACAATGCTGTAGCTGAAGACCCTTCT
+TTGGTAAATAGCGATCCCTATGGAAGCTGGCTTGTTGCTGTAAGGTTGAAAGATAAAGCTCAAGTTGAAA
+AGCTTATGAAGGCAGAAGAGTACAAAAAATTTTTGGAAACGTAATGAAGGGCCCTTTACGGGCCTTTTTT
+AGTTTATTGAAATTTTCAATAATGGTATAATTAGTTTAAAAGGTTTTTAATGAGGGAGGTAGTAAAGTTG
+AAGAAGTTTCTCTGTGGAGTTGATTTGGGAGGCACAAAGATAAGCACAGGCATTGTTGATGAAAATGGCA
+ACATAATAAAGAGCATAAAAATTCCAACAATGGCTGAAAAAGGACCAGACGTGGTGATTGAAAGGATTGA
+AGAGAGCATATATCAGGTTTTAAAAGATACAGGACTTGAAATGAGCAATTTAAAAGGTATCGGGATAGGG
+TCTCCTGGGCCTTTGAATGCCAAAAAGGGGATTGTGATAAGCCCTCCAAATTTGCCTCACTGGAGTAACG
+TCCCTATAGTGGAAATTTTGTCGAAAAGGCTTGGCATAGAGGTTAGACTGGAAAATGACGCAAATGCAGC
+TGCAATAGGAGAACACCTTTTTGGATCAGGTAGAGGAGTAGATAATTTTGTGTACATAACAGTCAGCACT
+GGAATTGGCGGAGGAGTCATAATTGAAGGGAAATTATATAGTGGAGAGAATTCGAATGCTGCAGAGATTG
+GACATCACACCATAAACTTTGATGGGCCGAGGTGCAACTGCGGAAATTACGGATGCTTTGAAGCTTACGC
+TTCTGGAACGGCGATTGCCAGATTTGCAAGGGAAGGGATTGAAAAAGGGATAAAGACGAAAATAAAGGAA
+CTGGCGGGAGAAGGAGAAGTAAAAGCAGAGCACGTGTTCGAAGCTGCAAAACTGGGAGATGAATTCGCAA
+AAGAATTGGTAGAAAAGGAGGCTTTTTACTTGGGAGTGGGAATTGCCAACATAATGGCTTTTTACAATCC
+CAGAAAGATCGCCATAGGGGGAGGAGTTTCTGCTCAGTGGGATATGTTGTATGAGAAAATGATGGAAACT
+GTAAGAAAAAAGGCATTAAAACCCAATGCAGAAGTATGTGAAGTGGTAAAGGCTCAGCTGGGAGAAAATA
+TAGGAGTTTTGGGGGCTGCTGCATTGCTCTTGTGAGGGGATGAATATGCAAAGATGCCCTTGGTGCCTCG
+TGGATCCGATTTATATAAAGTATCACGATGAGGAATGGGGAGTGCCTGTCCACGACGATAGGAAGCATTT
+TGAGTTTTTGATTTTGGAATCTTTCCAAGCTGGTCTCAGCTGGCTTACCATACTAAAAAAGAGGGAAAAT
+TTTAGACGAGCTTATAGTGGTTTTGACCCTCATATGGTTTCTCAATACGATGAAGAAAAAATAAGAGAAT
+TATTGGAGAACAAGGGCATTGTGCGCAATAGAAAGAAGATAGAGGCTTCCATTCACAATGCGAAGAAGTT
+TATAGAAATTCAAAAAGAATTTGGTAGTTTTGATGAATATATATGGAGATTTGTGAATTACAAACCTATA
+ATAAATAGTTGGGAAAAAGTGGAGGATATTCCATCCCGCACGGAATTATCTGATATGATAAGTGAAGACC
+TTAAAAGAAGAGGATTTGTCTTTATAGGTTCTACCATAGTGTACTCCTATATGCAGGCTGTAGGGCTTGT
+TAATGACCATCTGGTTAGCTGTTTTAGATATAAAGAATTATCATAAAGTAGAATATTTTTCAAGAAATAG
+GGAATAATTCTATTAGGATAATATTGAAAGTGGTGTGCCAGATGGAGGATGTCACGATAAAAAGAAAATG
+TTTTATATGCGATAAAGAGGTACAAGATGGCATAGATGTATTAGGAAAATTTATATGCGAAGAGTGTCAG
+AAGAGATTGATAAATTTGTCTCCCTTCGATAAGAACTATGACTTCTACAGGCAAAAGATGATTGATATAT
+GGGAGGATTATATGAAAGATGTCGGGTATGAAAACTGGGTGTAAATCCAGTTTTCTTTTTTTGTGGTATA
+ATGAAAATGAAAAATGTTTTGTGGAGGTATTTTATGTCAACTCCTTTGTACGATGCTCTCATGGAATACG
+TGAAAAAGGAAACTGTACCTTTTCACATGCCCGGCCATAAACAAGGAAGAGTATTGCCAAAAGAGTACAT
+TGAAAATTTAGCAAAAATTGATTTGACAGAGGTGCCAGGACTTGACAACCTTCACAATCCCGATGGTCCA
+ATCCTTGAAGCTGAGAAGCTTGCAGCAAAGACCTTTGGGTCAAAACAAGCTTTCTTTTTGGTAAATGGCA
+GTACTGCTGGAATATATGCGGCCATGTATGCAGTGCTAAACCCTACGGATAAAGTGCTTGTGATGAGGAA
+TTCTCATAAATCTGTTTACAACGGAGTTGTGCTTACTCAATCGATTCCCGTGTATTTGCTGCCCGAGATA
+GACTATGAAAATGGAATTGCGATGGGAATTGATGTAGAAAGGCTAGAGGAGGTTTTGCAAAAAGAAAGAG
+ATGTAAAAGCTGTAGTAGTGACATACCCTAATTATTACGGTTTTTGCAGTGATATTGAAAAAATTGTGGA
+TATTGTGCATAAGTACGGTAAAATTTTGATTGTAGATGAAGCTCATGGGGCTCACTTTCCTTTTTCAAAC
+AATTTGCCTAAGTCCTCCATAAAAGCAGGAGCGGATATTGTAGTACAGAGCCTGCACAAGACTCTTACTT
+CTTTTACTCAAACTTCTATACTCCATTTAAATTCTGATAGGGTAGATGTGGATCGGTTAAAATATTCTTT
+AAGCCTTTTTCAATCTACATCTCCTTCTTATATTCTCATGTCTTCAATTGACATGGCAAGAGAATACATG
+GAGAAAGAAGGCAAAAAAAGACTAGAAGAAGTTATTCAATTAGCCCTATATGTAAGAAGAGAGATTGATA
+AAATGGAAGGTATTAGATGTTTAGGAGAAGATATAGTTGGACGGTACGGCATTGTGGATTTTGATGTTAC
+AAAGCTCACTATAAGTGTAAAGAATTTGGGAATTGAAGGGCCTGAAGCAGAGGATTTTTTGAGGAGAGAA
+TGCAATATACAAGTTGAAATGTCGGATGTTTACAATATATTAGCGATGGTTACTGTAGGGGATGATGAAA
+AAAGGGTAAAAATGCTTTTAGAAGGTTTAAAAAAGCTTTCAAAAAACAGGAAGAGGGTTAAATTTGGGGA
+TAGAATTCTTTTTCCTTCTTTGCCTGAAATGGAGTTGACTCCTTCGGAAGCTGTGAGGAAAAAGAAGGTG
+AGGGTACCCTTTGAAAAGGCGGAAGGGGCGATTTCTGCAGATTTTGTGACACCTTATCCGCCAGGAGTTC
+CTCTCATATGTCCAGGAGAGAGGATTGAAAAAGATATGGTAAAATATATAGAAGTATTGTATAATAAAGG
+TATTAAGGTTTTGGGTATACAGGATAATTTACTGTCGGTGTGTGAGATATGAGAGGGAAATTTATAAGTT
+TCGAAGGCATAGACGGATGTGGGAAGACCACACAGGTTAAGCTTTTGGAAGAACATCTTAAAAAAGAGGG
+TTATGACCTACTTGTCTTAAGGGAGCCGGGTGGGACGAGAGTAGGAGAGAAAGTCCGCGAAATTTTGCTT
+GACAGAGAAAATCTCATCTTCCCGGTGACAGAAATGCTCCTTTACGCTTCCTCTAGGGCGCAACTGGTGG
+AAGAGAAGATTTTACCCGCTCTTTCTAAAGGTCAAATGGTAATAGTTGATAGGTTTATAGATAGTTCTTA
+TGTATATCAGGGATATGCTAGGGGATTGGGACTGGAAAAAGTTAAAATTGTAAATGAAATAGCAACTAAA
+GGTTTGTTTCCGGATATTACAGTATATATAGACATTACACCGGAGGAAGCCATAAAAAGGCGACAGGGTA
+AAAAAGCCGACAGGCTCGAAGGGGAGGACTATGAATTTCACAAAAAAGTGAGGGAAGGTTATCTTAGACT
+GGTGAAGGATTTTCCGGAGAGGTTCATTTTGATAGACGGTATGCAGGAGGTACTGGCGGTTCATAAAATG
+GTGGTAAAGGCAGTAGAAGAATATTTGAAGGGGGCGAAAGTATGAAGTTAGTTCTTGCGATCGTACAGGA
+TGAAGATGTCAGAAGGTTGATGGATGGGCTAACAGAAGGAGGATTCAGCTTTACAAGGATTGCTTCTACA
+GGTGGTTTTTTGAGGTCTGGCAATACCACCTTGATAATAGGAGTGGAAGATGACAAATTGGACGATGTCA
+TAAGCATAATAGAAAAGAAGTGCAAAACTCGTGATAGAATAATAACTTCACCTACTCCAATGGGAGGGGC
+TACAGACATCTTTCTTCCGCAGGCTGTTGAAGTGACAATTGGCGGTGCTACAGTGTTTGTGCTCGATGTA
+GAAAAATTCTTTAGGATATAAAAAGGGTGTTTGCTATGAGGGTTAATGAAGTCAGGCCTTCAAAAGTGGT
+TAGTGAAATGAAAAGCGAGATTTCAAGAACGTATAAAGTGGAGAAAAAATTTGGAGAAACTTTTGAAAAA
+GAGTTAGACAGAGTTTATAAAGATAAATTGTCAGAAATTTTGTCAGAAATAGATGAAGCGGCTGACAAAT
+TAAAAGAAAGTTTGAATTTACAAGACCTTCTCAAGTATAAGAAGCTTGTAAAGAAGTTTTTGCAAGAAGC
+CACAGAAAACATGCTCAAATACACTAAAAAAGAACATGTAGATTTAAGAGGAAGAAAGAGAATATATTCT
+CTAGTGGAAAAGGTGGACAAAGAGTTGGAAAAGCTTACAGAGGAGTTTCTGAAAGAGTCTAAAAAGTTAG
+AACTCCTAAAAATGATTGATGATATAAGGGGTTTGTTAATAGACATTTACTCGTAAGGTGATGAAGTTGC
+TTAGGGTGTATGGCCACGAAGAGATTCTAAAAGTATTTCGCAATATAATAAATCAGAATAAAATTTCTAA
+TGCCTACTTATTTGTTGGGGAAGAAGGTTTAGGAAAGAGATTTTTGGCTGAATATTTTGCAATGATGGTA
+AACTGCAAAGGTAATGATAAGCCTTGTTTTAAGTGTACCTCTTGTGTAAAAATGCTTAAGAAAAGTCATC
+CAGATGTGTTTATAATAGAACCAGAGGGAGATTCTATAAAAGTAGAAACTGTAAGGTATATAAACGCTGA
+AATAAATATAAAGCCTTATGAGTCTTTTAAAAAGGTATTTATAATTGACAGGGCTGATAAAATGACTCCT
+GCAGCTCAGAACGCTTTTCTTAAAACCTTAGAAGAACCGCCTTTATACGGCCTTTTCATACTAATCTCAC
+CTCAAATAGAAGCTCTTTTGCCTACAGTAGTGTCCCGCTGCAATGTGGTAAGATTTAAAAGAGAAAGAAA
+AGAAGTGATTAAAGAATACCTGATTGGTGAAAAAGGCGTCAGCGAAGAAGAGGCAGAAGTTCTGGCACAT
+CTCGCGGATGGCAATTTTGGTGAGGCGGACAAACTGGTGGACGAAAATTATAAAAAGCTTCGCAGCAATG
+TGCTTTCTGAGATTGAGAAAATTTTTGAGAAAAAAGGTTTTGAAGTGCTTAATGAGTACAGCTTTTTTGA
+GGAAAATAAGGAACAGATTGAGGAGGTTTTAAAAATATTTCTCTCTTATTTAAGAGATGTGTTGGTCTTT
+AAAACAACCAAAGATTTGAAATTTATAAAGAATGTGGATTATATAGATTCTATAGAAAAATTGGAATCTA
+AGTTGACCTTTAAGAGATTAAATAATATAATCAATAGAATAGAGCAGTTTAATTCCCAGCTTAAAAGCAA
+TGTAAACTATCAGTTGGCTGTAGAGAATTTACTTTTAGATATTTTAGGGGGTCAATAACGTTGGTTACAG
+TCGTAGGAGTTAGATTTAAGAAGGCAGGCAAGATATACTATTTTGACCCGGGAGATTTGCCTATAAAAGT
+TGGCGATAAGGTGATTGTAGAGACTATAAGAGGGATAGAGTTTGGAGAAGTTGTAGTTGGAATTAAAGAA
+GTCCCTGAAGAAGAGATTGTAGCGCCTTTAAAGAAAGTTATACGTATTGCTACAGAAGAAGACATTGAAC
+ATTACTATGAAAACAAGAAAAAAGAGGCGCAAGCCTTTGAGATATGCCTTAAGAAAATAGAAGAACACGG
+GCTTGAGATGAACCTCGTAGATGTGGAATACACTTTTGACAACACCAAAGTTATATTTTACTTTACTGCA
+GAAGGCAGAGTAGACTTTAGAGAGTTGGTAAAAGACTTGGCATCTGTTTTTAGAATAAGGATAGAGTTAA
+GGCAGATAGGTGTAAGGGATGAGGCCAAAATAATTGGAGGGTTAGGGCCCTGTGGAAGACCACTTTGCTG
+CACCACTTTTTTGGGGGAATTTGAACCTGTTTCAATAAAGATGGCAAAGGACCAAAATCTCTCTTTAAAC
+CCTGCTAAAATATCGGGGCTTTGCGGGCGCTTGATGTGCTGCTTGAAATATGAGCAGGAAATGTATGAAA
+AATTGAGGGCTGAACTTCCCAAAGTGGGCAGCATCATAAGAGTGGGAGATAAGGAGATGAAGATAACAGA
+AGTAGATGTAATAAGGCGCAAACTCAAGGTTAAGATGAAAAACGTTGAAGGGATTGAAATAATAAAAGAA
+TATGACCCTGAAGAAGTGGAAGTTGTGGAAGAAAGGGAAGAGGAAGAAAAGACTTACGAAGAGGAGCTTT
+TTAAAGAGGATTTAGAAAAAATAGAGGAATAAGCTCCTCTATTTTTTATTCTACTTTACCCAATAAAAAG
+CTAATTATCAGTATTATGAAAACTAAAGTTGTTATGATGGTATAAGTGTAGTCTTTTTCGTAGAAAAAAG
+TGATAATTGACACAGCTACTCTAAATACGGGGGTGAGTATAAGAAGCAAAAGGCCTGTTAGTATCACTGC
+ATAGGGCTTTAAGGCGATAAAGCCCCTTAATATTGAAAGAGGTGTGGTTGGGTAATAACCGTGAGGATAT
+CCGCTGTTTCCTGTTATTACAAGCATTAAAAGGCCTAAAAAAATTACCACAGCGCTTGTAGTGACACCTA
+TACTCAAGGCTTTGCTTATAATGAGTTCCATCTTTCTCAAATCTTCATTTTCTTTTTTCAACTTCATTTT
+CATGTCTTTTTCCATTTCTTATACCCCCAGACCTTTTATGAGCATTTGTACAGAGATGTAGATTAAAACA
+GGGATGAATATTTTCCTTATGGTGGTGTTTTTAAGGCGTTCCATTATCTTTGTGCCTAATGTTGCTCCTA
+AAAGAACTCCTATTGCTACAGGGCCTGCAATTTCTGGATTTATCGTTCCCCTCATGAGATACACCCCTGC
+ACTTGCAGCAGCTGTGACACCTATCATGAAATTGCTGGTAGCTGTAGACACTTTCATTGGAAGTTTCATA
+AAAAGGTCCATTGCCAACACTTTAAAAACTCCACTGCCTATTCCTAGAAGGCCAGATAGTATTCCAGCCA
+AGTACATCGTCCCAAAAGCTTCATAAACTCCAGCTACCTTGTATTTTACTTCTTTGTTTAAAACTTTATC
+AAAGTAAGAGCCTTCCAAATTTAACTTCTTGGCTAAAGGATGGGAGATTACGTTTTGGGGTAATTCTTCC
+TTTCTTTTTTTAAGCATTGCTAAAGCGGAGTATAAGAGTACGAGGCCAAAAATGATGTAGAGGTATTTAG
+AGCTTATCAAACCTGCTATATAGGCGCCAGTTATAGCGCCTAGAGTTGTAGCAATTTCCAGAAACATCCC
+AATTCGCAAATTGGTGATATTGTCTCTCACATATGCCACAGCTGCTCCGCTAGAAGTCGCTATGACTGAC
+ACTATGCTTGCTCCTATTGCGTATCTTATGTCTACTCCCAAAAGTAGAGTGAGGGCAGGTATTACAATTA
+TTCCACCGCCTAAGCCCAAAAGAGCGCCAAAAACACCTGCAATAACAGAAAAAATAAATATCTCTAGAGA
+AGTTGCAACCACTATTTCATCATCTCCTCAGCCTTTGCTAAATTTTTTCTGCATAAAAGATTATAGCATA
+CCTTTAGTTTTAAGCCAAATTCACTCTAACCATGGTTTTCATTTTTTTGAAGTAACAGTAAAATAGGGGG
+TATTGCGTAAATGCACATAGTTGCTGCTGCTACAATGCCTGCATCGTTAAATCCCAGCGCAAAGAGCATG
+CCAACTATGCTTCCAAAAAAGCCTGTATAGATGTACTTGTGATTTTTAAAGGCTTCCTGCAATACTCCTG
+TTGGCTTGTAGGACACTACAAAAAGTGCGACAATTGATATTACAAGTACCCAAGACCATATGGTGTATTT
+CATGAGTTTTAGCTCCATTTGCAGCTTTCTTGCAAAAATCTGAAATAGGGAGTTGATTCCTTCAGCTTTT
+ACAATCAAAGTAGTCTGTGCCATGTGGGTCATTGTCCCTAAGAAAGTAGAGATCGCAAACATTAGAGTTA
+ATGAAATTGCCATTAAGACAAACATTATCAGAAAATGTTTTTTAGTTATTTTTACTCCAGACATCATCAA
+AATTACAGTTCCAAAAGCCATAAACCCTGTGATGAAGGCTCCTACTTTGGCGCCAAATTGGGGCATTACC
+ATTAAAAAGAAAGCGGCAATAAACAGCAAAAATGTAGTGGCCTTTACAATTTTCTTAGGATATTTTTCTG
+TAAATAAAGCTGTGCCCATTATCAAGGAACCTAGGAGCACTCCCATGTACTCATTTCCTATTCCGTAGTA
+CCTAGCGCCGCTTATTACGTCATATCCTAGAAGAGAGTTTTTCATAAGGGGAGCGTGAAGCACCAAATCT
+ACCAGTATGGCAAATGATGTGATAAGGCTTATTATCATTACTCTGTCTAAGTCTTTCTTTGAAGAAAGCA
+TTACCAGAAGGTCAATTGCGATTGTTATAAGCACAATAGCTATCACGTTTGAGTAAAGATTTAATGGACC
+GAGCAATGGAAGGATTAAGAAAGTAAGTGGTACAGTGATAACTGCTAACAATAATGGCGAAATGTAACCT
+AGATAGTCTTTTTTTATGAACAACAACACTATATAAAGTATAACTAAGATTATAAAAATTGATGCGTAAC
+CTTTTAGTATAGGAGTTCTTGCATTGTGGACAGAGACTATCATTTCGTCGTCTTTTAAGAGCTTAGAAAG
+AGCATTGTCACTTGGAATAGTTTTAATAGGATGTCCCAGCATTTCTATTGGGGGACTTATATTAAAGTAT
+TTCAAAATTGTCGGTGCTATGTCTAGATTTGTGACAATTCCCTCTCTCTTTGTGGTGTTTGAAGTGGCCA
+ACCCTTTTGAGAAAGAAGGACCTGCTACTATTACAGGGGTAATCAAATTATTTTTAGAAATATCTGAACT
+AGAGGGATAAGGAGACAACGCTATAAACAAATCCTTTGACAAATTCATGTGATTGAGAATTTTGCCGATT
+AGTTCATCAGCTTCTTTTAAAGCTTTTTCCTTGTAAGAGTTTGCTAAAGAAGGTGTGGTGTATTTGGAAA
+ATGCATCAGCTCTCAATGTATCTCCAGGGTCTATTATTATAAGTCCCCCTTCTTTACTTGCCTCTAAAAA
+TTTTTCATAAAGTTTTTTGTAGTTTGCTTTTACCATGTAAGGGCTATTTTCATCTCTTAAAAGAAGAGAT
+TCGCTCACATCTCCCCTTGCTAGGCCCTCTTTGTCCATGCCGATTAAAGCAGCGTATCTGTTGTAGGCTG
+TGCCGTAGGGAGTTTTCACATCTCCATTCCCAAAGACATATACATCTATCCCATGTTCCTTCAAAATCTG
+TCCCAGAAGTCCGGGAGTTACTGTATAATTTAAATTTGAAGCCTGAGAGATTAAATCCTGTATTCCTATA
+TTTACTATGTCGTTGTCTTCTACTTCTCTTCCAGTGTACAGATAGTACAAATTTTCTGCGCTGGTGTAGG
+CATAGGCTTCGTTTTTGTTGAAGCAAAGTCCGCCCATCTCACCGACAGCTGCCCTTGTCCCTGTACCTAT
+TGTAAGGTATGCAGCTGGTTCAGAATAGCTTCCAGCTGTTCTTGTGTTCATGAGAGCTAGAGAGCCTTTT
+TCCATTAACTTTTTTATGTTGGGGAGGTCGTACTTTTTAAGGTCTTCAATGCCCGTCCTGTCTAGAATGA
+AAAGCACAGCTAATTTGTTTGAATTTTGAGAAGGAAAGGCAAGAGGATGTGAAATTGACGAAAAAATAAA
+TAAAAGCATTAGAAGAGAAGCGATAAACTTTTTCATAGTTACATTCCTTCCTTAAAATTAGTAATTGGCA
+CGCGGCTTTTTAATTATAACATAAAATTGTTAAAAAATTTTTAAAAAGTCCTCAAAAGAGGACTTTTTAA
+TCTCTCATTAAAGGCATTGTCATGCAACGAGGGCCTCCTCTTCCTCTTGACAGCTCAGACCCTTCAATCG
+GGATCACTTTTATCCCTTCTTTTTCCAAAATTTTATTTGATATTTCATTTCTAGAATATGTTACAATTAT
+TCCCGGAGCTATGGCAAGGGTATTAGTGCTGTCATTCCACTGTTCTCTTGCAGAAGTTATGGCGTTTAAT
+CCTCCAGTTGGAATTATGTCTATTGTATAGAGGTTTAGGGCATTTTTTAGGGCTGTTTGTAAGTCTTTTT
+CCCTGTGTATTGAAAAACCTTTTTCTTCTTTTATGAGGCTAAAAATTTTTAGCTCATTTTTTATGCCCGG
+GTAGAAGACAAATCTGTTGGTATCCACCATGGTAAATACAGTGTCTAAGTGCATGTAAGACCTTTTTGCA
+GGGATTTGTACTACCAGTATTTTTTCAACAGAGGATCCTTTTTCAAATAGATTGTGAGCAAGCTGTTCTA
+TTGCCTGTGGGGATGTCCTTTCGCTACAGCCGACCGCTATTACTTTTTCATTTAAGACTAAAATGTCTCC
+GCCTTCTATAGAATGAGGATAAGTGTTGTCATAAAAGAGGGGGACTTCGTTGTCTTTGAAGAGAGGATGA
+TAATTATACAGGTACTTAAATATCAGGGTTTCTGGCTTTCTCGCAGCAGCTTTCATTGAGCTTATCATGA
+GTCCTCTGTCGATTACAGCGGCTGGGTCCCTTGTGAAATAGAGGTTTGGCAATGGCTTGATGTAGTAATA
+GTCTTCTTCGTATATGTGTTCTGCCAGGCCCATCAAGGACCTTTTTACTTTTGCTTCATACAATGAAAGT
+CCAGATATAGATATTTCTACCAGTTCATCTACGGGTTTTTCTCTTAAAAGTCCAAACAAAAAGTCTAATA
+TTTTGGGAGAGGTGATACCATTTAATTGGAGGAGGTCTTCGATAAATTCCTCTTTTACCTCTTCATCTTG
+TAGTATTTCAGAAAGCAATCTTTCTATATACAGCACTTCTACTCCGTTTTCTTTCAGTACCTTTACAAAT
+TCATCGTGCTCTTCTTGAATTTTTCGCACCCAAGGTATGTCATCAAAGAGAAGTTCAGAAAGGTTTTGAG
+GAGTTAAGCGCTCCAGTTCTCTTCCTGGTCTATGTAGTATCACAGCCTTTAACGGATTTATTTCAGAGGT
+TATTCTAGGGACGATACCTGTTTTTATCAAATTTTTCATCCTCCCGCGTATAAATTCCTTATATAGTATA
+CTGTTCAATGAGGTGATTTTCAATACGCTGGATGAGGTTTTTGTTGAAAAAAGGCAGGTTGAAAGGTAGA
+ATATAGAAGAGGTGAGAAAAGTGTTGAAAGAGGGAGAAAGATTGGATGAGTTAAACATAAAAAATATGGC
+CATAATTCAACACAAGGACAAATTCAGATTTGGAATAGATGCAGTTTTGCTTGCAAATTTCGTCACTGCA
+AAAAGAGGAGATAGGATTGTGGATTTGGGATGCGGCAATGGGATAATTCCTATTTTGATTGCAGCAAAAA
+CAAAAGATACTTTTATTTACGGGGTCGAAATTCAGGAAGAGATGGTTGACATGGCGATAAGGAGCGTGGC
+AATTAACAGTCTGGAAAACAGAATAAAGATAATACACGGGGATGTAAGAGAAGTAGAGAAATTATTGGGT
+TACGAAAAATTTGACGTGGTAACTTCTAATCCTCCTTACATGCCCCTTTATACAGGTTTTGAAAAAAAGG
+AGGAGGCAGAGAATATCGCGCGATATGAAGTTTACGGAGGACTTGAGGATTTTGTAAAAGCAGCTTTTAA
+GCTTTTAAAATTTGGCGGAAAATTTTTTATGGTTCACCGTCCGGACAGGTTAGTAGATGTCATGTACTTT
+TTGAGGAAGTACAATTTGGAGCCTAAAAAGCTTAGGTTTGTTCATCCCTACGTTGACAGCAAGCCCAATT
+TATTGCTTTTGGAAGCAAAAAAGGGAGCGCAGCCCTCTTTGACTGTACTTCCGCCCCTTTATGTGTATGA
+AAGGACTGGTGAGTATACAGAAGAGGTGAAATCCATATATTCAAAGGAAAGTTTGGAGGAGGAATAAAAA
+TGGAAGAGTATGGGACATTGTATTTGTGCCCCACACCTATTGGCAATTTGGAAGATATAACTCTTAGGGT
+TTTGAGGGTTTTAAGTGAGGTGGACCTTATTGCAGCAGAAGATACCAGACAGACACTGAAGTTGTTAAAT
+CACTACGAAATAAAAAAATCCCTTGTAAGTTACCATGAACATAATAAAGTAACGATGGGACCCAAGCTAA
+TAGAAAAATTGAAAAGTGGAAAATCTATTGCACTGGTGACTGATGCGGGTACCCCTTCGATTTCAGATCC
+CGGGGAAGAATTAGTTAGGCTCTGCATACAGGAAGGCATAAAGATAGTGCCTCTTCCAGGGCCAACAGCA
+GCCATCACAGCGCTTATTGCCTCAGGACTTGATGCTTCTTCTTTTGTATTTGAAGGTTTTCTGCCAAAGA
+AAAGCAAAGAGAGAAGGGAAAAACTAGAGAGGATTTCAAGAGAAGAGAGGACTACAATACTTTATGAATC
+TCCTCACCGATTGAAAGAAACTTTAAAGGAACTAAAAGAATACATAGGGGAAAGAAAAGTTGTGGTGGCA
+AGGGAGCTTACTAAAATTCACGAAGAGTTTATAAGAGGGACGGTAGAAGAAGTTTTAGAAAAGTTAGGAG
+AGGAAGTAAAGGGAGAGATTGTGATAGTAATAGAAGGAGCTAAAATTAGTCCTTTACAAAAAGACCCTAA
+AGAATTGCTAGATAAATACCTAAAACTAGGGATGGATAAAAAAGAAGCTGTGAAAAAGGTTGCAGAAGAG
+CTGAAGGTTTCAAAAAGAGAAGTTTATAAGCTTGTCATAGATGAAGATATCAATTGAAGTTGATTTTCAA
+TACCTTTTGTGTAAAATATTTGCATATTTTTGGCCCATGAACTATAATATATATAAGTGACAATTTCAAT
+TGATAATGTGTGGAGGTTGCCATGAATAGAGAAAAAGCGGCTCTTTTGTCTGTTGTTTCCAACAGCTTTT
+TGATAACAGTAAAATTGGTGGCAGGAATTTTGATGCATTCTATAGGTGTAATTTCTGAGGCAATTCATTC
+CTCAATTGATTTAATTGCAAGTATAATTGCCTTTTTTTCTATAAGAAAGGCGGCAAAGCCTGCTGATGAT
+GACCATCCCTTTGGCCACGGGAAGTACGAAAATGTGTCTGGATTTGTTGAAGCTATTTTAATTTTTTTTG
+CTGCTCTTCTCATAATATATGAGGCTTTGAAAAGAATAATTACCGGCGCATACGTAGAAAATCTAGGAAT
+GGGCATAGTAGTGATGCTTTTTTCTGCCCTCATAAATAGCGTAGTTTCATTTTATTTATTTAAAGTTGCC
+AAAAAAGAGGACTCTATAGCTCTAAAAGCCGACGCCATGCACCTTTTAACAGATGTTTTTACTTCTTTAG
+GAGTTGCTGCTGGCCTTGTTGTCATAAGATTTACAGGTATTAACATTTTGGACCCAGTAATTGCTATTTT
+TGTAGCCTTTTTAATTATAAAAGCCTCTGTTGACCTTACAAAAGAAGCTTTAAAAGACCTGACGGATACA
+AGTCTTCCGGAGGAAGAATTGAAAGAAATAGAGGAGATAATCAAGTCAAATCCTGAAATTACAAGTTTTC
+ACAAATTGAGGACTAGGAAGTCGGGGCAGAAGAGAGAAATAGATGTGCACTTGAGAGTCAGAAGAGATGC
+AAATATTGTAGAAGCCCATGAACTTTCCCATAAGGTTTCAAAGCAAATTATTGACAGATTCCCAGAAGCC
+AATGTCACAGTTCACATAGAGCCAGAAGAAAAAAAGGAGGAAAAATAATGGGAGGATTTCCCTCCCATTA
+TTTTTCCTGCGATTATTCTAATGGAGTTTTCTTGAGCTCTTCCAAGCAGTTTTTGCAGATGTTTTTCCCT
+TTGTAGTTTATGACATTTTCAGCGTTGCCGCAGAAAATGCATGCTGGTTCGTACTTTTTGAGGACTATCT
+GCTCTCCATCTACATAGATTTCTAATGCGTCTCTTTCTGCGATGTTTAATGTCCTCCTGAGCTCAATTGG
+TATTACTACCCTTCCCAGCTCATCTACTTTTCTCACAATACCCGTGGATTTCAACATATTTCTCCCCTCC
+TGAGTTACAAATTTCGACAGTTGTACTTCACTTATAATAATACCAAGTTTTGAAAAATAAGTCAACACCT
+TTTTTGGAATTTTTTTAGGATAATAACATAAATTTTATTACATAAGAAGAAAAAGCGAAAAATAGTAGGA
+TTTTTGGCAATGCAGGAGGTTTTTTTATGATGAACTACATATGGTTTTTTATGATCGCTGTGGGAGTATT
+TGTCGGAATGGCAAATGGAAAAATGTCGGAGGTGTCAAGGGCGATAATTGATTCCGCTCAAAGTGCAGTG
+ACGATTTCAATAGGCCTTCTAGGAGTTATGGCTCTCTGGCTCGGAATAATGAAAATTGCTGAAAAGTCAG
+GGCTTATGGATATTGTAGCAAAAGTGCTAAAACCTGTAGTAACGAAAGTTTTTCCGGAGGTCCCCAAGGA
+CCATCCAGCTATTTCTGCAATGATTATGAATATTTCTGCTAATATGCTGGGGCTTGGAAACGCCGCTACT
+CCTTTTGGAATTAAGGCTATGGAGTACCTTCAAGAGCTCAACAGAAAAGAGAGTGCCTCAAATGCCATGT
+GCCGATTTTTAGTTATAAATACTGCTTCAATTCAACTCATTCCCGCTGTTATGATAGGCCTTAGAGCATC
+CCTTGGAGCGCAAAACCCGGCGGATTTTGTAATTGTGAGCATTTTTTCTACAGCTACAGCTCTTACGGCA
+GGGTTAATTTTCAACAACTTTATTGAAAAAATGTCAATATTTAGGGAGTGATGTGTGTGGTAGAAATTTT
+TTCTGAATGGCTTGTCCCTGTTCTTCTTATAATTATACCTTTTTACGGTCTTGTAAAAAAGGCTAAAGTT
+TATGAGATTTTTATAGAGGGCGCAAAAGAGGGACTAGATGTGGTTGTGAGGATTTTTCCTTCTCTTTTAG
+CTATGCTGGTGGCTATAGGAGTTTTGAGGGCTTCTGGGGCTTTGAATTTGCTTGCCCAGATTTTGATGCC
+TTTCACTCAAAAGATAGGTATGCCTGAAGAGCTTGTTCCCCTTGCTTTGATAAGGCCTCTTTCAGGGAGC
+GGAGCTTTAGGGATTGCCACAGAACTTATGAAAACTTATGGTGCTGATTCTTTCATTGGCAAGATGGCTT
+CTGCTATGTACGGTTCTACAGAGACTACTTTTTATGTGCTTGCAGTTTACTTTGGAGCCGTAGGAATAAA
+GAATATAAGGCATTCAATCGTTTCTGGAATTTTTGCTGATATAGTGGCTATTATCTCTTGCGTTTTTTAC
+AGCCGCATATTTTTTTAGGCCTTGTATACTTTTTCCCTTTTGTTATACTTATTATTGGTAGGCAATTTAC
+CTTTTTGAAAGGAAGGATCTTCGTGGCTACAATACCCAGGCTCATAAGGAAATTAGGAAGAGAAGCCTAT
+AATGTTTACATTGTCGGCGGCTACATAAGGGACAGGATACTGAACAAAGAAGCAAAGGACTACGATTTTG
+TAGTTAAAGGCAATGCAGAAGAAATCGCAAAATTGGCAGCTGAGAAGATGGGAGGCAGTTTTGTGCCTTT
+TATGGCAGAAAAAGGAACATATAGAATAGTGGTTGGAGATGAAATACTGGATTTCACTAATTTAAGAGGG
+AAAGACATATACGAAGATCTGGCCCACAGGGACTTTACAATAAATGCCATGGCTATTAGACTCACTGACC
+ACTTTGAATTTGAATACATAATAGACCCTTTTGGAGGATTAAAGGATATAAAAAACAGAAAAATAAGACA
+TGTGGCAGACTATACCTTTCGGGAAGACCCTTTGAGGGCTTTGAGGGCTGTGAGATTTGCTGCCACTTAT
+AAATTTGATATAGATGAGGCGACAAAAGCCAAAATAAAGGAAGAAGCCCATTTATTAAAAAATGTTGCCC
+CTGAGAGGATAATGAATGAAATTTTTATGATAATAAGAGAAAAAGATTCGCATAAGTATTTGAGGTTGAT
+GGAAGAGCTAAGTTTGATGGAAAATATTTTTGAAGAGGTAGCTAAACTCAAAGAGGTGGGTAAGTGCTAC
+TATCAGCTTATAAACGCGTGGATACATTCTATAAGGGCAGTGGAGGAGTATGAAAACATCATAAGCGCTA
+TGAGATTTCCCAAGGATGTAGAAGACCTTGTGAGTGAATACCTAGAAAAACCCATGTCTCCGGGAAATAA
+AGTTAAAGATATAATAAAACTGGGGATTTTGTTTCACGACATAGGCAAAGCTGATTCCATATACATCGAC
+GTAGAAAACCGCCTCCACTTTTACAATCACGAGATAAAAGGTGCTGAGATAATAAAGAAAATGGCCTCCC
+GCATGAGAATTCCCAAAAAAGAGACAAACCTCCTGAAAAAACTTGTGCTTTACCATAAAAAGCCCCTCGA
+TTACTACATTGAAGGGGTAAATAACAAGACACTTTTCAGGTTTTTCTATCATCTAAAAGATAACGCTATA
+GGTATTCTGCTAGCCTCTTTGGCAGATTACACTGCCAGCCGGTTAAGCTTTGGGAAAGAAGAGGACATAC
+CCCGTTATGAGAATTTTATAACAAAACTTTTAAAGCGATATGTAGAGTTTAAAGAGACGGAAAAACCGCT
+GCTTTCTCCTCTAGACATAATATTAAATTTTGATGTGAAAGATGGCAAAAAGCTCGGGCAGATACTGTAT
+GAGATAAGGAAAAACAGGTTTTACGGCGAAATAAAGACAAAAGAAGATGCCGTTGAGTTTATAAAAGAGA
+GAATGAGAGTGGAGAAAATATGAGGAGTTGAATAATAAAAAAGGGAGTTGACAATACTCATTATAAAGGG
+TATATTTAAGGATAAATAGAATATTGGAAAAGGCGATGAAGGAAAGAGTAGGAAGACTAGAACTTTTACA
+GAGAGTCGGGCAAGGTGAGAGCCGATAAAGTTCTAGCTTCTGAAGATGGCTCCGGAGCCGTACTGTCGAA
+GGCTAGTAGGCTTTACCGGGGACTCCCGTTACAGAGTAGGAGTGTGTTTGCACTCTGTGAGGCATGAGCC
+GCGAGGTTCATGCGAAGAAGGGTGGTACCGCGAAAATCTCGCCCCTTGCCGGAGGCGAGTTTTTTATTTA
+ATTACTATAAAAAACTTGAGGAGGAGGTCAAAATGAAAAAGACTTTTTACATCACCACTCCTATATATTA
+CCCCAGTGACAAGCTACATATTGGCCATTCTTACACTACTGTGGCTGCTGACGCAATGGCAAGGTTCAAA
+AGATTGACAGGGTATGACGTGATGTTTTTGACAGGTACAGACGAGCACGGGCAGAAAATTCAGAGGATAG
+CCAGAGAAAAAGGCATGTCTCCAAAAGAATATGTGGACGGCATTGTGGAATGGATAAAAGATTTATGGAA
+AACAATGGATATAAGTTATGACCATTTTATTAGGACAACTGATGCCTATCACGAAGAAATAGTGCAAAAG
+ATATTCATGAAGTTGTACGAGCAGGGGGATATATATAAGGGAGAATACGAGGGATGGTATTGCACTCCTT
+GCGAGTCTTTCTGGACAGAAAGCCAGCTTGTGGATGGAAAATGTCCTGACTGCGGAAGACCCGTTGAAAG
+GGTTACAGAGGAAGGGTATTTCTTCAGACTTTCAGCTTATGGAGATAAGCTTTTGAAGTACTATGAGGAG
+CATCCAGATTTTATACAGCCAGAGTCCAGGCGAAATGAAATGATAAACTTTATAAAGGCTGGATTGGAGG
+ACTTATTTGTCTCAAGGAGCACTTTTGACTGGGGAATAAAAGTGCCTTTTGACCCTAAGCACGTCATATA
+CGTTTGGATAGATGCTCTTTCTAACTATATCACTGCATTAGGATATATGACAGAAAATGATGAGAAATTT
+AAAAAGTATTGGCCTGCAGATGTGCACCTCGTTGGTAAGGAAATTGTGAGGTTCCACACGATAATATGGC
+CTGCTATGCTCATGGCTTTAGGACTTCCTCTTCCTAAAAAGGTGTTTGGGCATGGATGGTTGATTTTAGA
+AGGAGGTAAAATGTCAAAATCCAAAGGGAATGTAGTGGACCCCAAGGAACTAGTGGACAGGTACGGAGTA
+GATGCTATAAGGTATTTCCTCTTAAGAGAAGTTCCCTTTGGTGCTGACGGCGTATTTTCAAACGAAGCTT
+TAATAAACAGGATAAATTCCGATTTGGCAAATGATTTGGGCAATCTTTTAAGTAGAACTGTCACAATGAT
+TGAGAAATACTTTGATGGAGTGTTGCCTAAACCTTCTTCTCAAGAAGAAATAGATGAAGACCTCATAAAT
+GTAGCGCAAAATTTACCACAGAAAGTAGAAGAATACATGGACAAGTTGCAATTCTCCAACGCCTTAATAG
+AGATATGGAAATTAGTGTCAAGAGCTAATAAGTACATTGATGAGACTATGCCGTGGGTGCTAGCAAAAGA
+TGAATCTAAAAGAGGCAGACTGGGTACAGTTTTATACAATCTGGCAGAATCTTTAAGGTTCATAGGAATT
+TTGATATCTCCTTTTATGCCCAATACTCCTAAAAAGATGTTTGAACAATTAGGGATTACGGAAGATTTGA
+CTACATGGGAAAGCTTAAAATTTGGGCTTTTGAAGGAAGGCACAAGGGTGAAGAGAGGAGAAATCCTGTT
+CCCCAGAATAGATGTTGAGAAAGAACTGGCATCTCTTGAAAAGAAAACTGAAGAAAAAACAAAAGAAACA
+AAAGAAGAGAAGATAGATTATATCACGATAGAAGATTTTTCAAAAGTTCAACTGAGAGTTGCTGAAATTT
+TAGAAGCTGAGAAAGTAGAAGGTTCAGACAAGCTCATTAAAATGAAGCTTAAAGTCGGGGAAGAGATAAG
+GCAGATTGTAGGAGGAATTGGCAAATATTACAGTCCAGAAGAGCTAATAGGCAAGAAGATAATAATTGTA
+TATAATTTACAGCCGAGAAAGCTCATGGGGATTGAATCCCAGGGGATGCTATTGGCGGCCACTAATGAAG
+GGAAAATGGCGCTGTTGACGGTAGACAAAGACATAGAAAGCGGTTCTAAAATAAGCTGAGGTGATAAAAT
+TGCTTATAGACTCTCACGCTCATCTTGAGGATGAGAAATACAATGAAGACAGGGAAAAAGTGATTGAGGA
+GTGCAAAAAGGACCTCACATTTTTAATAAATGTGGGGTCCAATATATTGACTTCTAAAAAGACCATTGAA
+CTTGCCCACAAATACGATTTTATATACGCAACTGTGGGCATTCACCCTCATGATGCAGAAAGAGAAAAAG
+ACAAAATAGAGGAAATAGAGAAGTTGGCTCTTGAGGATAAAGTGGTGGCTATAGGAGAAATTGGCTTGGA
+TTATTATTACGGTGACCCTCCTAAAGAATTTCAAATTGAGGCTTTTGTGAAGCAGATAAGGCTCGCAAAA
+AAGCTTAAACTTCCCATTGTAATTCACGACAGAGTCGCCCATGAGGATATCTTAAAAATACTGAAAAAAG
+AATGGACACAGGATTTAAAAGGGGTATTTCACAGTTATTCTGGTAGTGTCGAGATGATAAAAGAAGTGAT
+AAGTATGAATTTTTACATCTCTCTTTCAGGAACTGTCACTTTCAAAAACGCTAAAAAAGTTAGGGAGGTT
+GCAAAAGAAGTTCCTCTTGAATGGCTTTTGATTGAGACAGATAGTCCCTATTTGACTCCTGAGCCCTACA
+GAGGTAAGAGAAACAAGCCCACATATGTTAAATTTGTAGCACAAAAAATTGCTGAAATAAAAGGTATAAG
+TTTTGAAGAAGTTTGTGAAACAACCTCGCAAAATGCCATAAAGCTTTTCAATTTGCCCTCCTGTTTTTGA
+TAGGTATCAAAAGTGTGAAAATTGCGTATAATAATTACATAACTGAAAAATTGTGTATAAAAATTTGACA
+AATTAATTTAATTGCATTAAAATTACTTACGACTCCCCTAAACCAAATTTTTAACAGGAGGGTATGGGAT
+GGATACAGATGACCTTAGAAGGCGACTAAAACCGGTTGCCCTTGTAACACTGGTAGCAGTCGCTTTTGCG
+GCCATTGGCCTTTTGGCTTATGTGAATTTGAGAAAGGAAATAACCCTTCAGGATGAAAATAAAAAAATAG
+TGATAACTACCTTTGCATCCACAGTAGGAGATTTGCTAAAGGAAAGAGGCATTGAACTAAGGCAGGAAGA
+TGTGGTCAAACCCTCTCTTAATACGCGGCTTAAAAATGGGATGACGATAACCATCAAAAGAGCAGTGCCT
+GTTACACTAAATGTAGGAGGGAAAGTAGAAAATATATACTCAGCAGCTTCTACTATAAAAGACCTGCTTT
+CTGAGAGAGGGATAGCTTTGGGGCCACAGGACAAAATCAACATGACTTTGGATACGCCTGTATTTGCTTA
+CATGTACATCGACATCACAAAGGTGACGGAGAAGATTATAACTGAAGAAATAGATATACCGTATCAGATA
+GAGACAGTGAAGGACTATACGATGGAAAGGGGTCAGACTAGAATAGCCCAACAAGGGGAAATGGGGAAAA
+AAGTAAAAGTTATAAAAGTCACTTATGAGAATGGAAAAGAAGTAGCGCGAAACGTAATTGAAGAAAAAGT
+GATTAAAAACCCCGTTCCCCAGATCGTACGAGTTGGGACTTTAGGGGTTTTTACTACTTCTAGAGGAGAA
+ATCGTAAGATACAGAGAAGTGAAGACAATGCTAGCTACAGCTTATGACAGCAGTGAAGAGAGCACAGGTA
+AAAAGCCTGGAGACCCCGACTACGGCATTACTGCGAGTGGAATGGTGGCGAGAAGGGGAGTAGTTGCTGT
+GGACCCCAGAGTTATACCGCTAGGAACGAGGCTGTATGTAGAAGGATACGGCTTTTGCATTGCAGCTGAT
+ACTGGAGGGGCTATAAAGGGCAATCGAATTGACGTGTATTTTCCTACCAGAGAAGAGGTCAGAAACTGGG
+GGAGAAGATACGTCAAAGTGTACATTCTTCAGTAGGGCAGGGGCTTCCCTGCCTGATTTTTTGAGGTGAA
+GATATGAAGGCGAAAAAGAAATGGGGTCAAAATTTCATATTTGACAAAAATCTTCTTTCAAAAATTGTGA
+GAGCTTCAGGAGTAGGAGAAGAGGACTTTGTGCTAGAAGTGGGTACAGGGCATGGGGGGCTGACAGAGGA
+ACTTGCCAAAAAGGTTAAAAAAGTTGTATCCTTTGAAATAGATAAAGAGCTTTTTGAGATGAGTAGAGAA
+AAATTAAAAATCTATAAAAATGTGGTCATCATAAATGAAGACATACTAGAAGTTGACCTTTTAGAAATTG
+CTCAGGAGCATTTTGACGGAAATTCCTTTAAAGTCGTAGCCAATCTCCCCTATTACATAACTTCACCTAT
+AATAATGAAAATGCTTGACTGCAAATTGGTAAAAGAGATGACTGTGCTTGTTCAAAAAGAAGTTGCTGAG
+AGAATATGCGCTTTACCAGGCACAAAGGACTACGGTATGCTTACTGTTTTTGTAAATTTCAAAGCAAAAC
+CGGAAATACTCTTTAACCTTCCTCCGAAGGTGTTTGTGCCTCCTCCGAAAGTGGAGTCTTCTCTTTTGAA
+ATTGAAAGTTTACGATAAGCCTTTAGTAGAAGTTAAAGACGAAAAGCTCTTTTCTGAAGTTGTAAGAGCA
+GCTTTTGGACAAAGGAGAAAAGTTTTGTCCAACTCTTTAAAAGTTCTCGGCTTTTCAAAAGAAGTTTTAC
+ATGAAACTCTTTTAAAAGTTGGAATTTCCCCTCAGGCAAGGGGGGAAACCCTTTCAATAGATCAGTTTGC
+GAATTTGGCAAATGCACTTTATCTTCTCATAAAAGAGTAATAATATTTCCCCTCATTTCATAATATGTAG
+TGCGGCAATGGATTTTTAGTGAAATGAGGGGGATTAAGCAAATGCCAGTGAATATATACAAGCGTTCTTA
+TATAGTATTAAATCCAGAGGACAAAGGATGTTCTTTTGAAGGGAAGGAAGTCTCAGGATATCTAAAATTA
+GAATTTAGAGGGAATAGAGGGAGAGTGACTGCTGCCCTTCAAAACCTTAATCCTGATTATTCCTATAACT
+TGAAGCTTTTGAAATCGAACGGGGATGTAGTTGTGGTGGATTTTGGAGCCTTGAAAGTGGATGACAAGGG
+AAGAGGTGGAGGAGAGTGGACTTTTGATTTGGAGGATGTAAAGGGTTCAGGTCTTAAATGGGAGGAATTT
+TCTGTTATTTTAGTAGAAGCGCATGACGGAGAGAAGTTTTTGGTGCCTCTTGTTTCTCAAATGAACAAAA
+AAAGCTCAAATTGGAAGAGCGCTTACAGAAAATATTTAATTAAAAGGGAGAGCGAAGAAAGTGAAACCCA
+TAAAGAAGAAACAGTTGAAGAGAAGAAAGTTGAGGTTTCACCAGCTCCGGAAACTGTCTATGAGAAGATT
+GAAGCTGAGGAAGATGCACTAAAAGAAAATTTAGAAGAATATAGTAAAAAAGAAGAAAATAAAGAAGAAG
+CAGACTATATAAAGTATTTGAAAGAATATGTCAACAACATAGTAAACTTTTTGGAGGAAGTGCAGCCTTT
+TGAAAAGAACTTGGAAGGCTACAGGTGGTGGAAAGTAAAGACTGGATACAGAGAGGGAAGTTTTGACCAT
+TACCTTGTGGGTTTTGTGAAGGACGAGAAAGGGGATTTAAAGTATATCGTCTATGGGATGCCAGGATTTT
+TCACCCTTTCAGATCAGCCTTTTGCAGGTATGACGGGCTTTGTGGTTTGGAAACCTGTAAGAGAAGGTTT
+CAGGGGGCCGAGAGATGAGGGGTATTGGCTTATGCACATAGATGCAAAAACAGGGCAGATTGCGGTGCCT
+ATAGAGCCCACTCCTCCGCCTATAATACAAAATTAAAAAGGGGCAATAAAGCCCCTTTCAGACTGTTGAC
+AAAGTTTAAAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGTCAAAGCGGTAACTAAACTTGGCGAACT
+TGAGGGGCGAAGGCGGGGCGAGCGAAGCGAGCGACCACCTGAGCCCGAAGGGCGAATTGGTCGGGACCCC
+GCCGGAGCCCGAAAAGTGAGCCTTAGTTTAGTCGCTTTGCAACTCCGGAGCATTAACACAAAATGCCACT
+TAAATTAATATGGGTTTTGTCAACAAACTGAAAGGGGCAATAAAGCCCCTTTAATTTTGTGCTGCAAATT
+CTTTTAAATCTTCTTCTAGTTTTTTCATCTCTTCTTCATTGTCAGTATGAGCCACAACTGTAAGCACATT
+TTCTAAATTTAAGCTGAAAAGTCCCATTATAGACTTTGCGTCAATCACGTATCTTCCAGATACTACGTCA
+ATCTCAAATGGGTATTTTGAAGTTTTTTCTACAAAGCGCTTTACACTTTCAATGGTGCTTAATTTTACTT
+TTATTTCTTTCATATGTATTTCCTCCTCTTGCAATCTAGTAACTATAGTACATCAATTAAACAATTTAAT
+CAATTGACCGTTTTCACAAAATTTTTGGCAAAAATTTAGCCCCTTTCCTAAGGGGCTAAATTGTACTTGT
+AGAGGATTTTTATGTCGTCAATTTTTCCGTCATATTTAAACATTTTTACATCATAAGGGTAGGTTATTGC
+CTGAGTTACTATAGCATTTTCTGATGGGTTTTGATATTTTATTTCCACTTCGAGGGTGGTCTTATTTTCA
+CTTTTTATTATTTGGGCTTTCTCTATGCTTACACTGTATCCTCCTGTCCGCATCATTCCGCGTGTGGCAA
+TAATGTAGTAAGTTCCATTTTCTTCAACTAGCTTTACGTTTTGTGTCTCTTTTAAGCTTTCAACAAGATT
+TAAGACATTTTGGGGAAGGCTTATGGCCTTTTCTAATTGAATAGGAATCACTTCCTCACTGTTTTTATTT
+AAAACTTCTACAAATATTATATTGTTTTTGCCATCTAATATCAATCTCACTGTATAGCCTTTCTTTAAAG
+AGTCTATTTTAAGATAATCATTTCCATCAAATACAGGGACATTTTTAATCACTGGGAAAGTTTTCAATAA
+GTTGCCGACCTTTACTGTAATAGAGCTTTCATCTGCTTGATATACTGTTCCTATTACTTCTTTTCCAGAT
+GATATGGTATTTCCTATTTTTTCATCTAGCCTTTCTAGTATTACAGCCATTTCAATTCTTTTGACAGGTT
+CATTCGGTTTCAAATTTTTACCGTCACCTACTATGAGCCCTTCTTTAACTGCCACATACATGTATCCTTT
+CGAATCTTTGGGGACAGCTTTCCAGTCTTTGTAGAGAAGCTTCTGATTCATATTGAGTTTTGCTTCTTTT
+TCCAGTCCTAAAGCTCTCACTAAGTATTTTGCTATTTCGTATCTTTTTGCATCTTTATTAGGGTTGAATG
+TTTTTAGTTCTTCCGAAGTTACAAGCCCTTTTTCATACGCTAAGCCTATGAATTCTTTCCCCCATGCAGG
+GACTTTTCCCTTGTATTCTTTGGGAAGTTCGGAAGTTTCTTCGTATCCCAAGGTGCGCAAAATTAGGGCA
+AGTGCTTCTAAATGGGTGACAGGTTTTGATGGGGCAAATTTTTTATCACCTACCCCTTTTATTATCCCTT
+TTGCATGCATTTTTTCAACAGCTTTTATCGCCCATTTGTACTCTTTTATATCATCAAAAGAGTAAGAGGT
+TTGTGCTTTTGCAAAAGTTACTGTAAAAGAAAGGAGAGAAAAGATTATAATTGTAAAAATGAATGATTTT
+AGGTATTTATACATCACTTTTTCACCTCTTTCTTATTTTTATTGTCGTTTTCACCCTTCTCATTTTTGCC
+ATTTTTACTGTTATTATCCTTCATTTTACTTTTTTCCTGTTTTTCACTATTTTCTTCTTTAGGTTTTTCG
+GTAGTTTCTTTTTGTACTTCTTTATCAGGCTTTGTTATTTTTACAGGTACCTCTACTTTTATCTTTTGTT
+TTTCTTGTTTATCTTTTGTAACTTCATTTTTAGGCTCTGTATTAGTTATTTTGACAGGAGGTTTTGTTTT
+TAACTTTTTATCCTGTTTTTTGTCATTTTCTTTGTCGTCCTTCGGTTCTTTTAAATTTTTTTTCTCTGTT
+TTTTGTATTTTTTCTTCTTTTGCGTTAACTTCAAATTTTAAGGCTGATTTGGATTTTTTTATATTTTCAA
+CTGCTTCTTGTACTTTTTCTTCAACTATTTTCGATTCTTTCAAGGGTATAGTGGTTATTATGACTTCGCC
+ATCTTTTCTTAAAAACCCCATTTTTTCAGATTCTTCAACAGTTTTAACTATAAAAGTCGAAATGTCCAAG
+CCTTTGTAAGGTATTTTTTCTAAAATTTTCTTAGCCTCTTCATTCATGGAAATGGCAGAAATAACTTTTC
+CATTTTTGTCGACAGCCGCTTTTATACTGGGATTTATCTCTATGTAGACATAAGCGTATACTTCAGGAGC
+TCTGAAAGTTAATACAGAAACTAAAAGAGCAATTATTACGGAGGCGGCTATTAAAATTTTTGCTGCGGGA
+TGTGAAAAGAAATTTTTGTGCAAGATTTCGACAGTTTCACCTATTTCTGCATCTTTAAATTTTTTTGAGG
+CTATAAACTGCCCGTCTGCTGTTAAAAGGTATGCTTTGTCTTTTTCTTTTTTAATTACTACGGCTTTCAT
+GTTTTTGCCACCTCACTTTCAAAGTTTATGTACTCTTTGAGAATAGGAAGGTCTTCGGAGAGTATTATCA
+CGAGGGCGATTATGTATTTTCTGTATTTTTCAATGGATTTTCGACTTATTCTTAAAAGTTCAATTAATTC
+TTTTACAGGTAGGGTTTTTGTCTTTTTAAGGTAAGAAAGCAAGTGTTCATTTTCACATATTGTGCGAGCT
+ATTTTTAAGGCCAATTTTCTGGTTTCCCTGTGTTTAGGAGATTGTCTTACAAGGTCTTCTATTTCAATGC
+CGTAAAGGCTTAGCAGATTCACAAAGGAGAGCATCTCAAGCCTTCTATTTTCAATCTCATAGTCAGATTC
+TCTTTCTGGGTATACATCAAGAGGATAAGCTAGGTCCTGATTTTGACGCAAGAAATCTATTATGCGCCTT
+TTTATAATTAAACTGGAAAAATTCAAAAAGGAGCCTTTTGTGATGTCAAAGCTGTCTATCGCCTCGTTGA
+AGGCTATTAAACCTATGCTTAGTTCATCGCTGTTTTGTTCGTCAATGTATTTATTGGCAAAGTGAGAAAC
+TTGTTTTATTATGAAAGGGGTATATTCTTCTATCAGTTTTTCTCTTTCAGAGGGGTCTTTTTTGGCTATG
+TACACTCTTTCGTTTATGTCCAAATCAACCACCCCACTATATTATTCGAATTGAAGAAAATTTTTAGGGG
+TATTCTATTAGTAATGATTATATATTATAATATAGTTGTCAACAAAAAAGTACCAATAGGGGGTATAAAA
+TTGATTACAAAAGAGCAGATATTATCGGCACTAAAAAAGGTGTATGACCCAGAACTTAGAAGAAATGTAG
+TAGATTTGGGGATGGTTAAAAATATTGAGATAGAAGGGGATAAGGTTACAGTTGACATAAATTTGACCGT
+GAAAGGCTGTCCTCTTCGCGACCAGATAAAAAACAATGCTATCAAAGAAATATCAAAAATAGAAGGAGTT
+TCAGAAGTTGTGGTAAACATTGGGGCCATGACGGAAGAGGAAAGGCAGGATTTAGCAAGAAGGCTCAAGG
+AGGAGAAGAAAAACCTTTTCGAGAATACCAGAGTTATAGTGGTAGGAAGCGGCAAGGGTGGTGTAGGCAA
+ATCCACTGTTGCAGTAAATTTGGCTGTTGCTCTTTCAAGGTTAGGCTTTGAAGTAGGACTTTTGGATGCG
+GATATTTTGGGTTCTAGTGTGCCAAGGCTTTTGGGCATTGTAGGAGAAAAGCCTTACGCTTTGGACGAAC
+ACACTGTCTTGCCTATTGAAAGATTTGGCCTGAAAATTATATCTATGGGAAATTTTGTCGATGAAGATAC
+GCCTTTGATATGGAGAGGGCCCCTTTTGACAGGAGTAATAGACCAGTTTTTTAATGAGGTTTTATGGGGA
+GATTTGGATTACTTGGTATTAGATTTGCCGCCAGGCACGGGAGACATACCCCTTACTGTAATGCAAAGGC
+TGCCTGAGGCAAAATTTATTCTTGTTACTACTCCTCAAGCATCTGCCTCCCACGTTGCAGGAAGAATAGG
+ACATATGGCGAAAAAGGTCAATGTAGAGGTTATAGGGATTGTAGAAAACATGTCTTATTTTGAGTGTCCT
+AAGTGTGGCGAGAGGTACAATATCTTCGGAGAAGGAGAGACTGAAAAGCTGGCAGAAGCTTTGCAGACAG
+AAATACTGGCGAGAATCCCAATAGTGGTGAAGATAAGGGAGTTAAGCGATGAAGGCATTCCACCTGCTCT
+TGATGACACTGAAGAAGGAGCAATCTATGTTGAATTAGCTGAGAAAATTGTAGAAAAAGTAAGGCCTTTA
+AGGCATGAAAAAGAGCCCCTAAAATAAGGGGGCTCTCAGACTGTTGACAAAGTCCTTCTTATTTAGGTGG
+CATTTTGTGTTAATGCTCCAGAGTTGCAAAGCGACTAAACTAAGGCTCACTTTTCGGGCTCAGGCGGGGT
+ACCGGCCAATTCGCCCTTCGGGCTCAGGTGGCCGCTCGCTTCACTCGCTCCGCCTTCGCTCCTCAAGTTC
+GCCAAGTTTAGTTGCCGCTTTGGCAACAAGTCGCATTTACACACAAAATGCCACCTCTTTAATTTTGTCA
+GCAGTTTGTGAGTCCCTGAAATAAGGGGCTCTTTTAAATATTATATCCTCTTAAAAAGTTCATCTTCAGG
+TATATTATCTGTCAGTCTTTCTAGATGAGAAGATAAATCTTTGATGACTTCTTCGTAAGGCATGCTTTCT
+TTAAGCCTTATAAATTTTAAGCCCTTCTGCCTTGCTTTTCCATAAGAGATGCTGCAAAAGGCTTCCGGCA
+CAGTTATTACTACATCCACATTTTTTTCAAAGAGAAAATCTACAACAGTGCTTCGCCTGTTTTCTTCTAA
+GTGGTATCCCGGGTTGTCATATTTTTCTGTTTGATTTTTTTCTGTGTCAAAAATGACTATATGAGGTCCA
+TCTGGCAGTTTTTCAATATACCCTTTTTCTGTAATTGTAGCGGCTATTCTCATGATAAAACCACCCCTTT
+TCTATTGTAGCGCTTTTTACAAAAAAAACAAAATGATAAAGGAAATTTTTTAAATATTGTATTGGTATAT
+CCTCTGTGATATAATACAAATATATCTTTCGGGGAGTGAGGCGGTTGCTGAAAGGGATAAAATGGCAGGT
+TGTGATATTGACTTTTGCAGTAGCTTTTGGAGGATTGTTTATAGGTTTTCAAATATACCAGAATAAACTT
+ATTCCTGAAAGAATTTCAAGAGATTTAAAGTCGGTAAAGTTTGTTAAAGATGTGACAATAATTGCAGGGG
+ATAAAGGCTACGATGTGAAAGTCAAATTGGATAGAGTTGAAAATTTGATGGAAACTTACGGAGAGATACA
+GGAGAAAATAAAAAAATACCCTGTAAAAATAAATCTTTTTATTCTTGACAATTCAGACGAAAGACTGAAT
+AATGTTTATTATAACCTGCAGTTTGCTCTTTATGAAGCCATCCAAAAGGGAGATTACCTTAAGATGTATG
+ATTTTGTAAAAGAACTTTCTCAAGAAAATGGAATAACTTCCCAGGTGTATATAGACGAGCACAATATTTA
+CATCGATTTGAGGGATGATTCCCATTATCTTTACAAGGTAATTGCGCGGTGACTGCTTGAAAAGCCAAGG
+GGGAATTTGTATGGTAAGAGAGATTTTGCTTGGGATAGCTATTGCTTTTACAATATTTGCTGCGTTTTTG
+GGTATTAATGTGATGCCTATTGTCTTTTTGATGGCTGCTTTTCTGCTTTTGAGCCATCTTATAGAAAATA
+GAGGTTTAGTTCCTGCGAATAAAAATATTGTAAATCCAGAGTCGGAAGTTTCTTTTGAGGATATTGGAGG
+GCAAAATACGGCCATTTCTGAATTGAAAGAGGCTTTAGATTTTGTTGTAAATAGAGAAAAAATAGCTCAG
+ATGGGAATACGACCTATCAAGGGGATATTGCTTATTGGGCCTCCTGGAACGGGGAAAACTTTGCTTGCTA
+AAGCTGCTGCAAAATACACGAATTCCAGTTTTATAGCTACTTCTGGCAGCGAGTTCATAGAGATGTATGC
+GGGAGTTGGAGCTCAAAGAGTAAGGCATCTTTTTGAAACAGCAAAAAGCTTAGCCAAAAAAGAAGGGAAA
+AACAGTGCTATAATTTTCATAGACGAAATTGACATATTGGGGGCGAAAAGAGGTACTCATGAAAGCCACC
+ACGAATACGATCAGACCCTTAATCAGCTTTTAGTGGAAATGGATGGAATCAAAAATAATGGGGATGTAAA
+TATTTTGGTCATAGCTGCGACTAACAGACCGGACCTTCTGGACCCTGCGCTTTTAAGGCCAGGGCGCTTT
+GACAGACAGGTTGTGGTGGACCTTCCTGACAAAAACGGCAGACTTCAGATTTTAAAGATTCACACAAAGA
+ATAAGCCTTTAGGAGAGGATGTGAATTTGGAGGAAATAGCAGAGAGCACTTTTGGTTTTTCTGGAGCTCA
+TCTAGAAAATTTGTGCAATGAAGCTGCAATTTTGGCTTTAAGAGACGGTTCCCCTTCAATTTTGCAAAAG
+CATTTCAAAGAGGCTATAGATAAAGTTATACTGGGGGAGAAGAGTGACAGAAAGCCTACAGAGGAGGAAC
+TTTACAGAATTGCTGTTCACGAAGCAGGACATGCTATAGTTGGAGAAGAAGTAAACCCAGGGTCTGTTGC
+TGTAATTACAATTGTGCCAAGAGGAAGGGCATTAGGATTTGTAAGACAAGCAGAAAAAAAGGACCTCCTC
+ATATACACCAAGGAACAGCTGGAAAAGGACATAATGGTGGCTTTAGGAGGTACAGTTGCAGAGGTTTTGG
+TTTTAGGGGGGAGGAGCACGGGTTCTGCCAATGACTTTGAGCAGGCTGTGGATATTGCTAAAAAAATCGT
+GTTTACAGGGCTTTCTGATCTGGGGATTGTGAGTAAAGAGGATATTTCAAAAGAAAAAGTGAATGAGGAA
+GTAAACAAGATTGTAAAAAATTTAGAGGATAAGGTGAAGGAGATCCTCGAAAGAAGGCTTGAAAAGTTAA
+AAGAAGTGGCTGAACTTCTTAAGAAAGAAGAAGCTATTTCGGGGGAAAAGTTGAGAGAGATTTTGAATAA
+GGAGGAAGTTTTGGCTTAAGTAAAGCTGTTTTTTTACTCTCGTTTGTTAAAATAATAACAACTATTTTGT
+GATAAAAGTTCTTTATTATTATTGACTTTGTAGTTTTAAAACTTTATAATCATTGTAGAAGGTTTATCAA
+TTAATTAGAATCCTGTATACAATGTGTAGAATAGGTGAGGTGTTTGTATGCAATCAAATCTGCTTTTGTT
+GAGCATTTTGTTCCCAATCGCAGCAGGAGTAGTTGTGCTTTTTCTGAGGCAATCTAACATTAGAAAAGGT
+TTTATTGCTGTAGCTCTAGCTGTAATCGTTTTATCATCTTTGGTTTTGCTGGGAACTTTAAAAGTTCCAG
+ATGTGTTTACTGCATCTGACTTCTACGGTATACTGGATGTGGCTATTAAGATAGCAGATTTTGTGCTGCT
+AGTCTATGTAATTTATATCTCCTTTAAAATTAAAGAATGGAGAGCCACATTTTTTGCAGTATTGCAGCTG
+ATTCCGCTCATCTATTTCGAGTTTTTTATGCTAAAAGAGCATGAGATGGAGATGTTCTTTGTGGATGAGC
+TGGCCATCATAATGAATCTGATTATTTCAATTGTGGGCTCGCTAATAGCTCTTTATGCTTTTAGCTACAT
+GGACCATCACGAAGAACACCTCCACGTATCCCCTACAAGACAGCCAAGATTTTTCGCTATTATCTTGGTG
+TTTTTGGGAGCAATGAACGGTTTAGTGCTTTCAAACAATTTAATGTGGATGTACTTCTTCTGGGAAGTTA
+CAACGCTTTCCTCTTTCCTCCTGATAGGACATGACCAGACAGAGGAAGCTATTAGAAATGCTGCAAGGGC
+TTTGTGGATTAACATGATGGGAGGTTTTGCACTACTCCTTGGAATAATATTTATCTATGCAAATTACAGC
+ACCATCTCTCTGGTAGAGGTTTTGAAGATACAAAACGCATCTTATATACTTTTGCCGATGTTTTTCATAG
+CTTTTGCAGCATTTACGAAGTCAGCTCAGATGCCTTTCCAGAGCTGGCTTTTAGGGGCGATGGTGGCGCC
+TACTCCTGTATCTGCACTTTTGCACTCCAGCACGATGGTTAAAGCGGGAATATATATCTTACTTAGATTT
+TCACCCCTTTTCAGAGGCACATTGCTGAGCGATTTTATAGCGGTGTACGGGGCCTTTACCTTTTTAGCTA
+CTGCCTTTTTAGCTGTGAGCCAGAGCAATGCCAAGAGAATACTGGCGTACTCTACGGTTTCTAACCTGGG
+CCTTATGATTGCGAGCATTGGAATAAATACCTCCAGTGCTATTGCTGCGGCTATACTGCTTCTGATATTC
+CATGCTATATCCAAGGCACTTCTTTTCTTGAGCGTTGGGACTATTGAACAGCACATTGGAAGCAGAGACA
+TAGAAGATATGAAGGGCTTAATAAACAAAATGCCTGTAACGACTTCTATAACTTTTGTTGGGATACTCAC
+GCTGATGGCAGCTCCATTTGGGATGCTTGTGTCAAAGTGGCTCATACTGGAGGTCGCTGCGGGTAGTATA
+ATTATATCCATCATACTGGCTATAGGAAGCGCTCTTACAGTGCTTTATTACACAAGGTGGATAGGGAATA
+TCCTATCAGGCACTTATTTCACAAAGAAAGAACAGGAACGTATGGATGTTCCAGTTGGGATATCTCTGTA
+TAGTTTAACAGGTTTGGCAGTGATTTTAAGCCTTATGATTGTGAGCCTTTACAACATGCTGGTGATACCT
+CAGATTGTAAATATGAAAATGGATGTGGCTTTAAAAGCTGCGAGAGGTTATTTGTACACGGCTAGCGGAG
+GATTTATGATTTATCCTATTTTCCTCACAATAGGATTGGCTATAGTTTTGTCTTTGATATCTATCCAAAA
+AGCTTCAAAGACGGCTGTAAAAGTTACTCCTTACAATGCAGGGCTTAATTATGTAGAAGAAAAGAGCTTT
+GATGTTAAAAACTACTATCTAACTACTTTTGCCACAGAGAAGACTTTGACAAAGTACTTTAATTACGTCT
+CTATTGCCCTGATTGCGGTTATTCTGGGAGGTGCTATTTTATGATTAAAGAAATACTAATATTCGTCGCA
+GCTGTAATTTTGGCTCCAATAATCGGTGGTTTTTTAAGTGGTATTGACAGAAAGTTAACAGCTTTTATAC
+AGGGAAGATATGGGCCTCCCATATGGCAGCCTTTTTACGATATAGTTAAGCTTTTATATAAACAAAAAAT
+ACTTGTGAATAATTTTCAGGTTTTTTCTGCATATATGTACCTTTTGACGGCAATCTTATCTGTAGGACTT
+TTTGCGATAAAAGCAGACCTTTTAATGATTTTGTTTGTAATGTCTGTGGGACTGGTGTTTTATATAGCAG
+GTGCTCTTTCGACTAAATCGCCGTATAGCCAGGTAGGTGCCCAGAGAGAGCTCATGCAGATGCTGGCCTA
+TGAGCCAATGCTCATATTTTTTGCAATAGCTTTGTACAATGCAACGGGAAGCTTTAACATAGGACAGATA
+ATGACTCACGGAAGGCTTCTTTTGGACTTGCCTCTTATGTTTATACTCCTGGCTTTGGTATTGACTATAA
+AGCTTAAGAAATCTCCTTTTGACTTGTCAGCATCAGAACACGCCCATCAGGAGCTGGTAAGAGGCATTTT
+GACAGATTATTCGGGACCGTATCTCGCTTTAATCCACATTGCTGACTGGTACGAGATGGTCCTCATACTC
+ATGATGATAGCGATTTTGTGGTCTGAAAACTTGCTCATAGGGGCGCTAATTGCTCTTTTGACTTTCTTTT
+TAGATATAGTGCTTGACAATATAACTGCAAGGATGACAGTTAAGTGGATGCTGGCTTTCAGCTGGACTAT
+AAGCATACTGTTTACTATTGTAAATATAGCTTATATCTACTTTAGGAGATGAGGAAAATGGGTTTAAAGG
+AGTTTATAGAAAAATCTTTTAAAAAATCCCCTTGGGTTTTGCACTACAACGCGAGCAGCTGTAATGGCTG
+TGACATTGAGATTTTAGCCTGTATGACACCTATATATGATATGGAAAGATTTGGAATGATGAATGTGGGC
+AATCCTAAGCATGCGGACATTTTGGTGGTTACAGGCTCTGTAAATACTAGAAATAAGGATGTGCTCAAAA
+ACATATACGACCAGATGCCAGAGCCTAAAGTGGTAGTAGCAGTTGGAGTTTGTGCGGCAACTGGCGGAGT
+TTTTAGAGATACTTACAATGTTTTGGGAGGAGTTGACAAGGTAATCCCTGTTGATGTATATGTTCCTGGC
+TGTCCTGCTAAACCGGAAGCCATAATAGACGGCCTTTACAAGGCCACAGAGATTTTAAAGGAAAAATATA
+AAAAAATGGGTAAAGCTGAAGAGGTGTTAAAATGATTAAGACGAGGGAAGTTAAGTTGGAAGAGGTTGAA
+AAAGAGGCAAAGTATTATTACGACAATGGATACAGGTTTGTGACAGAGACATGTCTTGAAGAAGATGGAA
+AATTCAGGATAATTTATACTTTTGAGAAGGATAGTGAGCTTGAAAGCTTTCACACTTATGTTTCTCCGGA
+GGAGGAAGTGCCAAGCATTTCAAAGGTGTACTTTGCTGCAATACCTGTTGAGAATGAAATACATGAAATG
+TTTGGCTTGAGGTTTAAAAATTTAGCTTTAGATTTTCAGGGGCTTTTGTTTTTGGGAGAATTTGCTCCAA
+TATCTCCACAAGCTAGCATAGAAATTATGAGAAGGGACAAAGGTGATAAGAATGAGTGAGAAGAGCACAA
+TACCTTTTGGGCCACAGCATCCTGTTTTGCCTGAGCCTATACATCTTAAACTGATAGTAGAAGACGAAAA
+GGTAGTAGAAGCGTATCCTGCTTTTGGCTATGTTCACAGAGGTTTAGAACTTCTTGTGAAAAAAAGGGAC
+TTTAATCAGATGGTTTATGTAGTTGACCACATATGCGGCATTTGCAGTGCTATACATGGAGAGACTTATT
+GCCAGGCAGTGGAGAAATTGATTGGGATTGACGTTCCGGAAAGGGCAAAGTTTTTGAGAGTCATCTGGGC
+TGAAATTCACAGGATTCACAGCCATCTTTTGTGGTTTGGCCTTTTAGCAGATGCTTTTGGGTTTGAAAAC
+CTGTTTATGCTTTCTTGGAGAATAAGGGAGAAGGTAATGGACATATTGGAGGCTACGGCTGGCAATAGAG
+TTGTGATTTCTGTCAATATTGTAGGCGGTGTGAGAAGAGATATTGACAGTGAGCAGGCCAAATGGGTGCT
+TGCCCAGCTTAAAGAGGTAGAGGAAGGGCTAAAAGAGATTGAAAAGATAGTAAGAGATAACTACACTTTG
+AAAAAGAGAACTGTAGGGATAGGAGTCCTTTCAAAAGAAGAGGCTTATATGCTGGGAGCAGTAGGGCCTA
+CTTTGAGAGGAAGTGGAGTTCCAATAGATACTAGAACCTTGGGATATGCTGCTTACAAATATTTAGACTT
+TGAACCAGTTGTTGAAAAAGATGGGGATACCTATGCAAGAACTCTCGTCAGACTAAGGGAGATGTTCCAG
+TCTATTGACCTTGTGAGGCAAGCTATAAGCAAGATGCCAGAAGGTGAAATAAATGTCAAAGTAAAACCCA
+ATTTGCCAGCAGGAGAGGTCATAGAAAGGGCTGAGCAGCCCAGAGGAGAAGTATTTTACTATATCAAGTC
+AAATGGAGGCAAATACTTGGATAGATTGAGGATAAGGACTCCCACTTTTGCGAATCTGGCTGCTCTTCTG
+CACATGCTACCGGGCTGTACTTTGGCAGACGTGCCTGTTCTGGTTCTGACGATTGACCCATGTATCAGCT
+GTACGGAAAGGTAGGGGAGAAAAATGCTTTCAATGCTCAAAAATGTGGTTTATAACCTTACCCATAAGCC
+TGCTACGAGGAGATACCCTTTTGAGAAGAGGGAACCTTTCGAGGGAACGAGAGGTCATATAGAAAACGAC
+ATAGAAAAGTGCATTCTGTGCGGGATCTGCCAGAGAGTATGCCCTTCCAACTGCATACAGGTGGATAGAA
+AGGAAGGGACATGGAAGTTTGAGCCTTTTGCCTGCATAGTTTGCGGGGCTTGTGTGGACGCTTGTCCTAC
+CAAGTCTTTGATTATGCTAAAAGAATACAGGCCCATATCTCACGAGAAATATGTGATAGTCCAGAAAAAA
+GAGACCAAAGCTTCAGCCGAAAAAGAGGAGAAGGAAGGAATATAAAGTGCATGAGCTGTCTGTGACACAG
+GGCTTAGTTGATATGCTTGTAGAGGAAGCAGAAAAAAGAAAAGTCAAAAAAGTCACAAAGGTGACAGTAG
+TTATAGGGGAATTGACTGGGATTGAGAGCGAAAGTGTGAAATTTTACTTTGATATACTGACAGAAAATAC
+TGTTGCAGAAGGTGCAGAATTGGTCTTTAAGATAGTAAGAGCGCAGTTTAAATGCACTCAATGTGGCAAT
+GTGTTTGAAAGGTCCAATTTCACTTTTAAGTGTCCTGTATGCGGAGGGCAGGGAGTACTAATTGATAAGA
+GGGGGAAAGAATTTTATATTGAGAGCATAGAGGTGGAATAGCATGGAGGAAATTGTAATAATAAGAGATG
+TTTTAGAGACGAATAAAAATATAGCCTCCGAAAACAAGGCTATTAAGGATGAGAGAAATATTTTGATGGT
+GAATTTGATAGGTTCGCCGGGTGCAGGCAAGACCAGCTTTATAATAAAAGCGATAGAGCACATGAAGGTA
+CCCTGTGCGGTAATTGAGGGAGATGTTACATCAGACATTGACGCAAGAAAAATGGCTGAGAGAAATATCC
+CGGTTGTGCAGATAAACACAGGAGGGGCTTGTCACTTAAACGCAGCATCAGTCAATAAAGCCCTTCAGGC
+TTTAAACTTTGACAATGGCATAGTCTTTATTGAAAATGTTGGGAACTTGATATGCCCCTCTGCTTTTGAA
+TTAGGCGAAGACTTTAAACTAGCTATGGCAAATGTTCCGGAAGGGGATGACAAGCCATACAAATATCCTG
+CGCTTTTTAGCAAGGCAAAGGCAGTTGTACTGAATAAAATTGACATGCTTCCCTATTTTGAGTTTGACAG
+AAAGTTTTTCTATGATGGTGTTAGAGCATTAAATCAAGAAGCGCCAATTTTTGAAGTCTCTGCAAGAACA
+GGGGAAGGATTTGGTGAATTTGCAAGATGGTTAGAGGAAGAGTACCACAAATTCAGGCAAGGCAAATAAA
+TATCTTTGGAATTGTACAGGGCGTGGGTTTTCGCCCTTTTGTCTTTAATATTGCCCAGAAATACAATTTA
+AAAGGAATAGTTTACAACAACTCCTCAGGTCTATATATAGAAGTAGAAGGAGAAGAAAAGGACATAGAAG
+CTTTTATAAGAGAGATAAAGGAAAATCCTCCCTCTCTTTCAGTAATTGATGAAATACAGGTAAGAGAAGT
+AGAAGTAAAAGAATACAAAGACTTTAAAATTGTGGGAAGCAAAGAGGATGGAGGATTTGTGCCTGTATCT
+CCTGATATGGGGGTCTGCGAAGACTGCCTAAGGGAGTTAAAAGACCCGAAAGACAGAAGGTACAGATATC
+CTTTTATAAACTGCACCAACTGCGGGCCTAGATTTTCTATAATTGAAGACATTCCTTATGATAGGGCAAA
+GACTTCTATGAAGGTTTTCCCGATGTGCGAAAAGTGTAGCAGAGAATACCATGACCCCCATGACAGGAGG
+TTTCATGCTCAGCCTGTTGCATGTTTTGACTGTGGTCCTTCTCTTTCCTTTGTTGGCGAAGGATGCTTTG
+ATGATGAGATAAAATGTGTTGCAAAGGCTTTAAAAGAAGGGAAAATTGTTGCGATTAAAGGCATTGGAGG
+CTTTCACTTGGCAGTAAATGCCCTGGACGATGAGGCAGTTGCCACTTTAAGGAGACGCAAAAAAAGGTAT
+GGCAAGCCTTTTGCTGTTATGATGAGAGATGTTGAAGAAGTGAAAAAGTACTGCATAGTTTCCCCTGAAG
+AAGAGAGGCTTCTTTTGAGTCAGAGAAGGCCTATTGTGCTTTTAAAGAAAAAGGGAGAAAAGCTTGCAAA
+AGGGATAGCGGATGACTTGGATACTTTAGGAGTTATGCTTCCCTATGCTCCTATTCACTACCTTTTGATG
+GAGGAGATTGACTTTCCTATTGTGATGACGAGTGGAAATGTAAGTGAAGAGCCTATATGCAAGGACAATG
+AAGAGGCCTTAGAAAAGCTTAAAGATATTGCTGATGTGTTTCTTTTAAATAACAGGGATATAGTGAACAG
+GATAGACGATTCTGTTACTTCTTTTAATGCGGGCGCAGAGAGGATAATAAGAAGGGCGAGGGGATATGCG
+CCTCAACCGATTCTGTTAAAAAAAGAGGTAAAAGCTAGTATACTGGCTGTTGGAGGCTTTTACAAAAACA
+CTTTTTGCATGACAAAAGGGCATTACGCCTTTATAAGCCATCACATTGGAGATTTGGACAATGAAAAGGC
+TTTTAATTATTACATTGAGCAAATAGAGAGGTATAAAAAGCTTTTTAGAGTAGACCCCGAGGTAGTAGCC
+CATGATATGCACAAAGGATATTTGTCGACGCAGTATGCTAAATCTCTTGATTTGCCTAAAATTGAAGTTC
+AGCATCACCATGCTCACATTGCCAGTTGCATGGCAGAGCACAATTTGGATGAAAAAGTAATTGGGATAGC
+TTATGATGGCACAGGATACGGCACAGATGGGAATGTGTGGGGAGCTGAAATTTTGGTATGCGATTTAAAG
+AGCTTTGAGAGAATCGCTCACTTAAAGTATAAACCACTTCCAGGGAATGAACTGGCAATAAAAAAGATAT
+ACAGAACAGCTTTAGGGTTCATTTTCGACAATATTAGCTTTTACAAGAATTTTGTCGAACAAGTTGACTC
+AAGAGAACTTGACATAATTTTAAAGCAGATAGATAGAAAAATAAACACAGCTTATGTTTCAAGCATGGGA
+AGGTTTTTTGATGCAGTAGCGGCACTGATTGGTGTGAGAAAAGAAGTTCTATTTGAAGGGCAGGCGGCTA
+TGGAGCTTGAGAGTTTAATGGCTGAAAGTGAGGAATATTACGAGTATGAAATTCTAAAAGAAGATAGATA
+TGTAATTGACCCTGAGCTTATTCTAAGGCAAATTTATGAAGACTACATGAAGGGCTTTGAAAAAAGCTAT
+ATATCGGCTAAATTTCACAACACAGTTGTCAATTTTACTTATGATTTAGCCAATCTTATAAGAAAAGAAA
+CAGGAATAAACAAAGTAGTGCTAAGTGGTGGAAGTTTTCAAAACAGGTACCTTTTGAGGAGGCTAATAGA
+AAAACTTTCACTATCAGGTTTTGAAGTTTATTCAAACAGCAAAGTACCCTGCAATGACGGAGGAATTTCT
+TTAGGACAGGCGGTTATTGCCAATAAAATACTGGAGGGATAAAGGTGTGTATTGCAGTTCCATCAAAAGT
+TTTAAAAATTGAAGGGAAAATTGCAGAGACAGAATTGGGAGGAGTAATAAGAAGGGTTTCTATCGAAATG
+GTTCCAGATGTCAAAGTAGGAGACTATGTAATGGTGCACGCAGGAGTTGCAATAAGCATAGTGGATAAAG
+AAGAGGCAGAAGCACAGAGAGGGCTCTGGAATGAGCTTATGGAGGTTTTAAATGATGCAGCAGAGGGAAA
+TAGTTGAAAAAGCCAAAAAAGCCATTGAAACACTAAATCCGGGTATCCCTTTTAACATAATGGAAGTGTG
+TGGATCTCACACGATGGCAATTTCAAAATTTGGCTTAAGGCAGGTTCTCCCTAAAAACATAAGGCTCATA
+TCAGGACCCGGGTGTCCCGTGTGCGTGACTGCCCAGAACGAAATAGACGCAGTGATAGAGCTTTCAAATA
+AAAATATAGTGATTGCCACTTTTGGGGATTTAATAAGAGTTCCAGGGAATAAGTCCTCCCTTCAGAAGGA
+AAGAGCTAAAGGGAAAGAGGTAAGAGTGTTTTACTCTCCTTTGGACGCTTTGAAGTACGCAGAGGAGAAT
+CCGCAAAAGGAAGTTGTCTTCATAGGTATAGGCTTTGAGACCACTGTCCCTACAGTGGCTTTGACGATAA
+AAGAGGCAAAAGAGAGAAAAATAAAAAATTACAGTGTGTATTCGCTTCACAAGACAATGCCTGAAGCCTT
+AAGAGCTCTTCTGGTAGGGGGTTCTAATGTTCAGGGATTTTTACTGCCGGGACATGTGAGTGCAATAACA
+GGAAGCCGCATATATGAGTTTTTGCCAAGAGAGTTTGGAGTAGGTGGTGTGATATCAGGTTTTGAGGCAG
+AAGATATTTTGATGAGCATAGTAATGCTTTTAAAAAATTATAAAAATCCTACAATTGAGATCCAGTACAA
+AAGGGTTGTGAAAGAAGAAGGAAATATTGAAGCGCAGAAGATAATTGAAGAAGTTTTTGAACCCTGTGAC
+AGCACATGGAGAGGGCTTGGCGAGATAAAAGGTTCAGGCCTTAAGATAAGGGACAAATACAAAGACTTTG
+ATGCAGCCTTAAAATTTGACATAAAGCCTGTTGGAGATGAAATAGAGATAAAGGGATGTAGATGCGGAGA
+TGTTCTAAAAGGGCGCATATATCCAAATGAATGTCCGCTATTTGGTAGAGTCTGCACCCCAGACAATCCG
+GTTGGGCCTTGCATGGTGTCTTCGGAAGGGTCCTGTGCAGCGTTTTACAAGTATGGCGCATAAGAGGTGA
+TTTAATGGAAAGGGTGTTATTGTCCCACGGTGGCGGCGGGACAATGATGGAAAAGTTAATTGAAGAAGTG
+TTTGCTGATGCCTTTGACAATGAATATATAAGAGCAATGGAAGATGCTGCTCTTCTTTTTGGCAACATAA
+CACTTACAACAGACAGCTTCACAGTAAAACCTCTTTTTTTCCCAGGAGGTGACATAGGAAAGCTTGCAGT
+GTGCGGCACTGTAAATGATGCTTCTATGAGGGGGGCAAAGCCTTTGTTTTTAACCGCTGCTTTCATAATA
+GAAGAAGGTTTTCCTGTAGAAGACTTAAAAAAAATTGTGAAGTCAATGGCAGAGGCAGCCAAAGAAGCTG
+GAGTGAAAATTGTTGCAGGAGACACCAAAGTGGTTGAAAAAGGCAGTGTAGATAGAATTTTTATAAACAC
+TTCAGGGATTGGGGTGCTTTATGAGGGAGCAAATGTGTCGATAAAAAATGCCAAACCGGGAGATATAGTT
+TTAATCTCTGGAACTATAGGGGACCATGGGATGGCTGTAATGAGCGCAAGAGAGGAACTTCAATTTGACA
+CTCCTATTTTTTCCGATGTTGCTCCTTTAAACGGTCTTATTGAGAAGCTTATGACTTTGGGGGAGGCTAT
+AAAGGTTTTAAGAGACCCTACGAGGGGTGGAGTGGCGGAAGTTTTGTACGAAATTTCCAAGATGAGTGGG
+GTGGGAATAAAGATATACGAGGAGAAGCTGCCTGTTAAAGAAAGTGTTAAATCTGCCTGTGAGTTTATGG
+GCATTGACTTTTTGCACCTTGCCAATGAGGGGAAAGTGGTTGTAGTTGTAGAAAGAGATTACGCAGAAAA
+AGCGTTGGAGATTATGAAGTCCCATGAATATGGCAAAGATGCAGAGATAATAGGAGAGGTCAATGACTCA
+AAACTTGTGACGATTAACACAATTTACGGCACATCAAGGATTGTAGATAGACCTATAGGGGAATTACTGC
+CCAGGATATGTTAGATGAGTTCAAGATAGAGATATTTTCCATTTCTTATTGAAGTAACCATGTAAATTGT
+GATAGAATAATGTAAACATTAATTGGTTTTACGGAATATGGGGGAGAAGGAATTATATACAATTATAAAA
+GCATGGGAGAATGAAGGTATAATTTGTTATTTTATTACTTTTGAATTTGAAACCGGCGATAGACAGGAAT
+TTATGGTAGGAGCAGACACTTATGGCTATTTGGTAGAAGGAGATGTAGGGAAACTTACTTTTCAAGGGAA
+GAAATTTTTGAGTTTTGAAAGGACATCTATATGACTAAAATTGCAGTAAATGGAGATTTTATGATGAGAG
+GATGGGGTTTTTGCAATTTTTTATAGAAATTTGTTGATTTTTATGATATTATAAAGTCAAAGCAAAAAAT
+TTTTAAATTGAGAGAGGAATATTAATTTTTGTGTAGAATATTATTTACTGTATGTGTGTGTTTTGTAAAA
+GGTAAGTGCTTAAAAGGTGACAGGAATGAGCAAGATTTTAGTGGTAGACGATAATAAAGGAATTTGCAAC
+TTAATAGAGGAGATTTTTCGAATAGATGGGCATGAAGTGAGAAGTTATACTGACATATCTCACTTTATGG
+AGGAGATTGAAGATTTTGTCCCTGATGTGGGCATTTTTGACCTCAGCATGGCAAAGGATATGGTAAAAAT
+TATAAATAAAGTAAAAAGAATTCATCCTAATATGAAGGGAATAGTCATGTCTGCTGACGAACCTACGGAG
+CCTTTGAAAAATCTTCCTTTCATTGCTAAGCCTTTTGACATACTTGAGCTAAAAAAATTAGTTTATGAAA
+ATCTAAAACAGGAAATGGCGGTATAAATACAAATTTTATAGACTGAAGGAGTTGTTGAAGATGTTAGTTA
+CAGGGATTGAAATACTTGAGAAGGCTCACAAAGAAGGGTATGCGGTCGGAGCTTTTAACACCAGCAACCT
+GGAAATTACGCAGGCTATTGTAGAGGCTGCAGAAGAGACCAGGTCTCCTGTGATAATTCAGGTGAGTGAA
+GGGGGCCTTAAGTACGCTGGCATTGAGGCGATTTCAGCTATTGTAAGGACACTGGCTGAAAAAGCTACAG
+TTCCCATTGCTCTTCACTTGGATCACGGTACAGATTTTAACACCATAATGAAGTGCTTAAGGAATGGCTG
+GACTTCTGTTATGATTGATGCTTCTAAATTTCCTTTAGAGGAAAACATACAAAGGACCAGGAAAATTGTT
+GAGATTGCCCACAGCATGGGAGTTTCAGTCGAGGCAGAAATAGGTAAAATTGGCGGAACGGAAGACCACA
+TTACAGTTGATGAAAGGGAAGCTTCAATGACTGACCCTGAAGAAGCTCTGCGCTTTGCCAAGGAGACAGG
+AGTTGATTATTTGGCAATAGCAATTGGCACGGCCCATGGGCCATACAAAGGAGAGCCTAAACTTGATTTT
+GAGAGGTTAAAGAGAATAAAAGAGCTTTTAAACATGCCTTTAGTTTTGCATGGAGCTTCAGGGGTACCTG
+AGGAAGCGATAAAAAAAGCTGTAAGTCTTGGGATTAACAAGATAAACATAGATACGGATGTAAGACAGGC
+TTTTACAGCGAGGTTAAGAAGGCTCCTTGAAGAAGATAAAGAAGTCTATGACCCGAGAAAGATTTTAGGC
+CCCTGCAAAGAGGCGATGAAAGAGGTCATAAAGCAGAAAATGATTTTATTTGGCTCATCTTTAAAGGCAT
+AAAGCGGGTTTTACCCGCTTTAAATTTTATGTATAAATTTTTGCAAAATGGCAAAAATATCAATGAACTT
+GTTAAAAAAGGCACTTGACATGTTGATAAAATAACAATAAAATAGAAGAAGATTATACGTATTCATTTCT
+CAGCTTTTGTTTTTCTTCGTGCGGTTTGTCCGTTCTCATTTATCCCCAGTTTAGAATGGAAATTTTTTAA
+AAATCTATATTTTGGGAGGTGCGCTTTTGGAGTTTGATATTAATAATCTGGAAAATTTAGGTTTAATGGA
+ATTGAGGGAAATTGCGAAAGAGCTGGGCATCAAGAGTATTACGAAATACAGAAAGCAGCAGTTGAGAGAA
+AAAATTATTGAAAAAGTAAAAGAAAAAGAGGAAGAAAAGCTTAAGCAAGAAGAAAAAATTCCAGAGGAGA
+ATAAAGAGAATAAAGAAGAAAATAAAGAAGAGGGCGAAGAGGAAAAGGTTCAATCTGTGGCTCTTAGCAA
+TAACGGCCTCCAATCTCAGCAGGCTTTCTTAAAAGAGAACTTACCTATGGTGAAGGACCTTTCTGACCCT
+TTGAAAGAGCTTATACAGACGCAGGGAGACGTAGTAGCAGAAGGGATTTTGGATATTCTGCCTGATGGGT
+TTGGATTTTTAAGAGTAGAAAATTTTACACAGGGGCCAAAGGACATATATATTTCTCAGTCTCAGATAAG
+AAGATTTGGACTTAAAGTGGGAGACAAGGTCAGAGGAATCACTCGAATTCCGAGAGAAGGAGAAAAGTAT
+TCTGCTATTTTGTACGTTGAGGCTATAAATGATGAAGACCCAGAAAAGGCCAAAAAGAGAATTCCTTTTG
+ATGAACTTACCCCTATTTTCCCTAATCAAAAGTTAAGGCTTGAGACATCCCCTCGTGAGTTTTCTATGAG
+GCTGGTGGACCTAATAGCGCCTATAGGCAAAGGTCAGAGGGGAATGATTGTCGCTCCTCCTAAAGCCGGT
+AAGACGACTTTGTTAAAGCAGATCGCCAATAGCATTTCTCAAAACCATCCCGAAGTAGTTTTAATAGTCC
+TTTTGATCGATGAGAGGCCTGAAGAAGTAACTGATATGAAGAGGTCTATAAAAGGGGAAGTAGTGTATTC
+TACTTTTGACGAACTGCCAGAGCACCACATCAAAGTTGCAGAGATGGTCTTAGAGCATGCCAAAAGATTG
+GTAGAATACAAAAGAGATGTGGTTATTTTATTGGACAGCATTACAAGATTAGCAAGGGCATACAATTTGG
+TGACACCACCTTCAGGAAGGACTCTATCAGGTGGAATTGACCCTGCTGCTTTGCATCCGCCGAAGAGATT
+TTTTGGGGCAGCAAGGAACATTGAAGAAGGCGGAAGCCTCACGATTTTGGCGACTGCCTTAGTTGAGACG
+GGAAGCCGTATGGATGAAGTGATATTTGAAGAGTTTAAAGGGACGGGCAATATGGAGCTGCACTTAGATA
+GAAAGCTTCAGGAAAGAAGGATATTCCCTGCCATTGACATATATAAATCCGGTACGAGGAAAGAAGAGCT
+GCTGCTCACGCAGGAGGAGCTGGAAGCCATGTGGATTTTGAGAAAAGCCATGTCAAATCTTCCTCCTCAA
+GAAGTTACAGAAATGATAATTGAGAAATTGATAAGGACGAAGTCAAATGCTGAGTTTGTAAATATGATAA
+GGTCCCAATTTTATAAATCTTGATATTGTCCACAACTTGTGTTATAATTTCACCGTATGAGTTTGGGCTT
+GAGTGAGGTGAGATAGCGATGAAACCAGGTATACATCCCACCTATTATCACGATGCTGTTGTGAAATGTG
+CTTGTGGAAATACCTTTATAACCGGTTCTACAAAGAAAGAAATTAGAGTAGAGATATGTTCAAAATGCCA
+TCCTTTCTTCACAGGTCAACAGAAGATTGTAGATACAGGTGGAAGAGTCGAGAGATTCAGAAAGAGATTT
+AATTTAGAGGAAAAATAATTTGGGGGTTAGAGTGTAAAAGACTCTAACCTTTTGTTTTTAATTTGACATT
+AAAAGAAAGGTGGTTTTTATGATATACGGTTCACTGGACCACGGTTTTATAGAGGTTATAGTAGGTCCTA
+TGTTCAGTGGAAAAAGCGAAGAGCTGATAAGAAGAATTAGGAGAGCCCAGATAGCAAAGCAAAAAGTACA
+GGTCTTTAAGCCTGCCATTGATGACAGGTATTCTATTGACAAAGTGGTATCTCATAACGGAAGCAGTATA
+AATGCCATCTCTGTCACAAAGGCATCAGAGATATTGGACCTTTTAGAAGAAGATACACAGGTGGTGGCAA
+TAGATGAGATTCAATTTTTTGACCATTCTCTTGTTGATGTGGTAAGAGAAATAGCTGATATGGGGAAAAG
+GGTTATATGTGCGGGACTGGATATGGATTTTAGGGGAGAGCCTTTTGGAGTTACTCCAGATATAATGGCG
+ATTGCTGAGTCTGTAGATAAATTAACTGCTATTTGTGTTAAATGTGGCAATCCTGCAACGAGAACACAAA
+GACTTATAAATGGTAAACCTGCTAAATATGATGATCCAATTATTTTAGTAGGAGCCCATGAGACTTACGA
+AGCAAGGTGCAGAAAGTGCCACGAAGTTCCGCGTACATAAAGATGGGGGTGCAGTGATGAAGAAAACTGA
+TATAGGCGGGCAGGCAGTAATTGAAGGAGTTATGATGAGGGGACATAAAAGCTATGCTATAGCTTTGAGA
+AAAGGGGAAGAAATAATAATAAAAAAAGAGTATGCTGTCCCTCTCACCAGAAAAAACAAATTTTTTTCTC
+TTCCCTTTATAAGGGGTACTTTTGCCTTAATTGATTCGCTTGTCATAGGGATAAAAAGCCTTACTTATTC
+GGCAGAGGTTTTTGAAGAGGAAGAGAGTATAGAACCAACAAGATTTGATGTTTTTTTACAAAGAATTTTT
+GGCGAAAAACTAGAAGACATATTAATGTATTTTTCTGTAATAATTTCTTTGATTTTATCCATTGTGATAT
+TTTTCATAGGACCGACATATGTCACAGATTACGCAAGACTTTTTACAAAAAATACTATAGTAATAAATTT
+TGTCGAAGGCACCTTAAGGGTCTTAATTTTTATACTTTATCTTCTTCTCATTGCTCAAATGAAGGACATA
+AAGAGGATATTTGAATACCACGGAGCAGAACATAAAGCTATACACTGTTTGGAACATGAAGAGGAATTGA
+CAGTTGAAAATGCCAGGAAATACACTACTTTGCATCCCAGATGCGGCACAAATTTTCTCTTTATAGTTAT
+GATTATATCAATAATAGTCTTTTCTTTTTTAAAATGGCCTTCTCTTTATGTGAGGATATTGAGTAGAATT
+TTTTTATTGCCAGTAGTTGCAGGCATTTCGTATGAAGTGATAAAATTAGCTGGCAGGAGTAACAACAAAA
+TACTAGCTTTGTTTGTGTATCCGGGATTGCTTTTGCAGAAGATCACCACTAAAGAGCCAGATGATAAGCA
+ACTGGAGGTAGCAATTGCCTCTTTAAAAAGCGTGCTTCAGGATGAAGGGGGGCGGGAGTTTGAAAGTATA
+TGAGGCAATAGCTCTGGGGGCTAAAGAGCTTGAAAGCGTCTGTCCAAATCCTCGACTTGAATCTGAGCTT
+TTGCTTTCTCATTCTCTTAGGATTGACAGAGTTAAACTTGCAATTAAAAGAGATGAGGTTTTGAAAGAAG
+AGGAATTGGAGAGGTTTTTAAAGTATATAGAAAAAAGAAAATCCCGCATACCCTATCAGTATATTGTAAA
+AAAACAGCATTTCATGGGATTTGAGTTTTATGTGGATGAGAGGGTGCTAATTCCAAGACCTGAAACAGAA
+ATTCTTGTGGAAGAAGCGTTAAAGAGGATGAAAAGTGGAGATTTGATACTTGATATAGGTACAGGAAGTG
+GCGCCATAGCTATAAGCATAGCCAAACTTTTTCCTGATTGTAAGGTGTACGCTGTAGATGTGAGTGAAGA
+AGCTTTAGAGGTTGCCAAGTATAATGCAGAAAAACTTGGCGTGGCTGAAAAAATTATATTTATAAAGAGC
+GATATTTTTTCCAATATACCTCAAGATGTAAAATTTGATTTAATTGTCTCCAACCCCCCTTATATAAAAA
+AAGCAGAACTTGAGAATTTACAAGAAGAAGTTAAAAAAGAGCCTATTTTAGCACTTGACGGAGGAGAAGA
+TGGGCTTTTTTTCTACAAAAGAATCATACCAGATTGTAAATTTTATTTGAAAAAGGGAGGAAGGGGTTTG
+TTTGAAATAGGCTACGGCCAAAGAGAAGAGGTGGAAAAAATCTTTTTGGAGAATGGTTTTGATGAAATTG
+AAGTGATAAAAGATTTAGCTCATATAGATAGAGTTATAATCGGTAGATATAACTCGTAGTTTTCACTTTT
+TTTATCATGTGATATAATGTTTTTCTGAGGTGAGATAATGATTGAAAAGTTGCAGGCAATAGAGGATAGG
+TATGTAGAATTAAGTCAAAAGATAAGCGACCCTAATGTCATTTCCAATGTAGAAGAATGGAGAAAATACG
+TAAAAGAACACGCAGCTATTGAAGACATCGTTTTAAAGTATAGGGAGTATAAAAAGGTTTTGGAAGAAAT
+AAAAGCGACAGAAGAGCTTTTGTCCTCTCAGGATGAGGAACTTAAAGAGATGGCGGAAGAAGAGCTCTCT
+CAACTGGAAGAAAAAAAAGAAAAACTGATGGAAGAGATAAAGATTTTGCTGCTCCCAAAAGACCCTAATG
+ATGAGAAAAACGTCATAATGGAGATAAGAGCCGGAGCAGGAGGAGAGGAAGCTGCCCTTTTTGCCTATGA
+CCTTTTCAGGATGTACACGATGTATGCGGAGAAAAAAGGCTGGAAAGTTGAGATAATGAGCGCCAACAAG
+ACAGATATTGGAGGTTTTAAGGAAGTAATTTTTAGCATTTCTGGAAAAGGAGCCTATAGCAGGCTTAAAT
+ATGAAAGCGGCGTTCACAGGGTTCAGAGGATTCCTACTACTGAGGCAGGAGGAAGAATTCATACTTCTAC
+TGCCACAGTAGCAGTTCTGCCAGAAGCCGAAGAGGTGGATGTTGAGATAAATCCAAATGATATAAAAATA
+GATGTTTTCAGGTCAAGTGGGCATGGCGGGCAGAGCGTGAATACTACGGATTCAGCAGTAAGAGTTACCC
+ACATTCCTACAGGGATTGTGGTAACCTGTCAAGATGAAAGGTCTCAGATTCAAAATAGGGAGAGAGCTTT
+AAAGATTTTAAGGGCAAAGCTTTATGAGATGGCTCTAAAGGAACAGCAGAGGGAAATAGCCGAAGCTAGA
+AAGTCTCAGGTTGGCACAGGGGAGAGAAGTGAGAGGATAAGGACTTACAATTTTCCTCAGGGAAGAGTTA
+CAGACCACAGGATAGGACTTACTCTTTACAAGCTCCAAGAGGTTTTGGATGGGGAGCTGGACGAAATCAT
+AGATGCGTTGATTTTAAATGACCAGGCGGAAAAACTTAAGAATATGACTCTTAACTGATTTTCTCTGTTA
+CCACTTGACTAAATTGCTTTTATAAAGTATAATTTATTAAAGATGCTTCATCACAATAAATCAAAAAATT
+AGCCCCCCAGCTGTCCTCTATAGAGGACACTTTAATCGCTCGATGGTCCTCCTACCGTCGAGCGAGTTTT
+TTATTTTGCATAACTTTATGAGAAGTTTAATAAAGTAAAATTGAGATTGTTTCATAAATTCAAGGGGATG
+TTTTTATGTCAAATTTTGAGATATTGATGATAGGGGCTTTTGCAGGAGTAGCGGGGACAGGGCTGGGAGG
+GGTTTTTGCTTATTTTTTTAAAAATCCAAACCCCAAATTTTTTAGTGGAATAATGGGGATTACAGCGGGA
+CTCATGCTTTCTGTAGTGATGTTTGACCTGTTGCCCCATTCTTTTGAGATATCGGGGATGCCTGTAGGTG
+TCATTGGAGTCATTATCGGTGCTTTTCTTATTTCTCTTTTTGATTCCCATATAGAAAAGACAAAATTTAA
+TAAAGGATTTATTAGAGAAGGCTTGCTTCTAGGGATTGCAATAGCTTTGCACAATTTTCCGGAAGGGCTT
+GCCGTAGGGTCTGGATTTATGGTATCTTCTTCTTTGGGCATTGATATTGCTTTGGTGATTGCGCTACACG
+ATTTCCCAGAAGGGGTAGCGGTGGCGGTGCCCCTTTCTGCAGGAGGGGTTTCCCCCTGCAAAGTTTTGTT
+GTATACCTTTCTGACGGGGTTGCCGACTGCCCTTGGCACTTTTATAGGTATTTTGAGCGGTGGCATATCC
+AATACTTTTATTGGACTTAATCTTGCTCTGGCAGGAGGAGCGATGCTTTATGTGACCTGCGGTGAGATAA
+TACCTGAGGCTAGGGATATTTACAGGGGGAAAATTTCTATTTTGGGGATGATATTGGGGGTCATAGGTGG
+TATAATAATAACAAGATATTTGTAAATCCTTATTTTGCGAGGAGTGCCTTTGATGACAAAGGTAATAAAA
+ATTGACAAAGATAATCCCGAAATTGAGCTTATAGATTACGCTGCAGAGGTTATAAAAAAAGGAGGGCTTG
+TGGCTTTTCCCACAGAGACAGTCTACGGGATAGGTGCAAATTCTTTTGACGAAGAAGCTGTAAAAAGGAT
+TTTTATTGCAAAGGGAAGGCCCCAGGACAATCCTTTGATTTTACACATAGCTTTGATGGATCAGGTTTAT
+GAACTGGCGGCAGAGTTTCCTGAAAAGGCCAAAAAGCTTGCTCATAGATTCTGGCCAGGTCCTCTTACTG
+TCGTTTTAAAAAAATCTGATAAAGTACCGTATGTAAACACTGCTGGCATGAATACTGTTGCCATAAGAAT
+GCCTTCAAATCCAATAGCTCATCTTCTCATAAAGAGGGCAGGAGTCCCCATATCTGCTCCCAGCGCCAAT
+GTGTCTGGAAAGCCTAGTCCTACAGATGCTTCTCACGTCATTGAGGACCTTTACGGCAAAGTGGACGTCA
+TAATAGATGGAGGAAAGTGTGACGTGGGGTTGGAATCGACTGTGGTGGACCTTACTGAGGAAGTACCGGT
+TATTTTAAGGCCTGGGGCAGTTACTTTAGAGATGTTAAAAGAGGTATTGGGGGAAGTAAAATTAGACCCT
+TCTCTTTTGACAAGGCCGGATGAGAATATAAAGCCTAAATCTCCCGGAATGAAGTACAAGCATTATTCTC
+CCAAGGCTGAAGTTTACATTGTAAAAGGACCTCTTGATAAAGTTGTAAAAAAGATTCAGCAATTGGCAAA
+AAATCAATTGAAAAATGGCAAAAAAGTTGGTATAATGGCGACAGTGCAAACTTCGACACAATATAAAGAG
+GGAGAGATAATTGTCGTCGGTGATAGAGACAAACCAGAGACCATTGCGAAAAATTTGTTTGAGACTTTAC
+GAGAGTTCGACAGAAGAGGAGTAGAAGTGGTATTTGCTGAAAGCTTCAATTATGATGACATTGGACTTGC
+CATAATGAACAGGTTGGAAAAAGCTGCGGGGTATAAGGAAATAAAGGCTGAAGGGGAGTTGACATGAGAG
+TTTTATTTGTGTGTACAGGGAATACCTGTAGAAGCCCTATGGCTGAAGGGATTTTTAATGCTAAGTCAAA
+AGCTTTGGGCAAGGATTGGGAAGCAAAATCTGCGGGAGTATTTGCTCCTGAAGGATTTCCAGCCTCAAGC
+GAGGCAGTAGAAGTGTTAAAGAAAGAGTACGGGATAGATATTTCAGACCACAGGGCAAAAAGTTTGAGGG
+AAGAAGATTTAAAAGGTGCTGATTTAGTCCTTGCCATGGCTTTTTCCCACAAAAGAAGCTTGGTATCTCA
+ATACCCTGAATATGCCGACAAAATTTTCACCATAAAAGAATTTGTTGGACTTGAAGGGGATGTAGAAGAC
+CCTTACGGGATGCCTTTGGAGGTTTACAAAAAGACGGCAGAGGAGCTTTCCGGTTTGATAGATAAGCTCA
+TCGAAAAACTCTCTGAGGAAAGGAAGGTAGATCGAATGATCGCTTTGGGTTCTGACCACGCAGGATATGA
+ACTTAAAGAAGTGATAAAAAAATATTTAGAAGAGAAAGGGATACCCTACAAGGACTTTGGCACTTTTAAT
+GAAGAGTCAGTGGACTATCCCGACTATGCTCTTAAAGTAGCTGAAGCTGTGGCGTCTGGAGAGTGCACAG
+AAGGAATTTTAGTGTGCGGGACTGGCATAGGCATGTCAATTACGGCAAATAAAGTGCCAGGAATTAGAGC
+TGCCCACGTAGAGGACGTGTTTTCAGCAAGGGCTGCCAAAGAACATAACAATGCCAATATCCTGTGCATG
+GGGGGAAGAGTTACAGGACCTGGACTTGCTATCATGATGGTAGAGGAGTGGCTAAATGCCACTTTCCAAG
+GAGGAAGGCATCAGAAGAGGATTGACAAAATAACAGAAATCGAAAAAAAGTACATGAAATGATAAACAGG
+AGGGTTTTTATTTTATGTATGAGAATGTCTTTGTTATAGATCATCCTCTTATACAACATAAAATAAGTCT
+CATAAGAGATGAAAACACGGGTTCCAAGGAATTTAGAGAGCTGGTTGGAGAAATAGCCATGCTAATGGCC
+TATGAGGTGACAAGAGACCTGCCTCTGGAAGAGATAGAAGTAAAAACTCCCATTGCTGTTGCGAAAACAA
+AAGTCATTGCAGGCAAAAAGTTGGGCATCATTCCTATTTTAAGGGCCGGGCTGGTGATGGCAGATGGGAT
+GCTTAAACTAATTCCCACTGCAAAAGTAGGGCATATAGGTATATACAGAGATCCTGAAACTTTAAAACCT
+GTTGAATATTACTGCAAGCTTCCTTCTGACATTGCAGAAAGAGACCTCATAGTAGTAGATCCAATGCTGG
+CTACAGGAGGTTCTGCATCGGCTGCAATCCATTTCTTAAAAGAAAGAGGAGCTCAAAGCATAAAGCTTGT
+GAATTTAATAGCTGCCCCTGAAGGGATAAAGGCTGTTCACAAAGACCATCCAGAGGTGCCTATTTATGTG
+GCTAGCATAGACCAGGGGCTTAATGAGCACGGCTACATTGTTCCAGGGTTGGGGGATGCTGGAGATAGAT
+TGTTTGGAACTAAGTGAGGAGAGGATAAAAATGAGGCCCTCGTGGGATGAATATTTTATGCAGATTGTGG
+ACGTGGTGAAGACCAGGTCTACTTGCATAAGAAGACAGGTAGGAGCTATTTTAGTGGTGGACAAACACAT
+AATTTCTACCGGCTACAACGGGCCTCCGACCGGATTACCCCATTGTGAGGAGACAGGTTGCCTAAGAGAC
+CAACTGGGCATACCTCCAGGAGAAAGGCCTGAGCTTTGCAGAGGGGTTCATGCAGAACAGAATGCCATAA
+TACAGGCGGCTTTGCATGGAGTGAGTACAAAAGGGGCTACTCTTTATGTGAGCGCAAGCCCCTGCGTCAT
+ATGCGCTAAAATGCTTATAAACGCTGGGGTAAAGAGAATTGTGTACGAAGAAGAATATCCAGATGAATTG
+GCTTTTCAACTTTTAAAGGAAGCAGGTATTGAATTAGTAAAGTTTAAAAGGTAAAATAATTATTGGTAAT
+AGCAAAAGAGGGGTACCCTCCAAAGACAAACGGTAAAATGTCAAGGGGGTAATTAAAAAATTTTTGAGGC
+ATTTAAAGGGCAAAAAGACAAAAAAATACCCTTCTTCCAACATGCCAATAAATGGAATTGGAAGTTCCAA
+AATAGAGTTCGTTATTAATTTTTAACAAAAGAGTATTTAAATACTAACAGCACCTCTTTCTTGATATATT
+TGACCTTTGCTGAGCATTGCAAAGATCAGAGGGATTAATCTTCTAGCAGTTAAGACGAGGGCACGTTTAT
+GTTGGTGTTTAGGTACCTCGCGATACTTCTTGTTGTAGTACTCTTTAAACCTCACTGTGTGCACCCTAAC
+ACAGTTAGCGGCTTCAACAAGATAGTATCGCAGGTACTGATCACCACACTTAACCAAAGAAGTATCCTGG
+GCATTGAAATTACCAGACTGGTATTTATTCCAGATGAGGCCGGCATACTTGGCAAGAGCAGCTTCATTAT
+TAAACCTTTTGATATCTCCAATTTCGGCGATGATACCAGCAGCAAGGACGTCCCCAATGCCGGGGATAGT
+AGTTAGAGTTTGATTAAAAGCTTTAAGCTGTCTTTAAACTTGCCGTCAAGCTTTTTAAGTTGGGATTCAA
+GGAAGCGAATATTTTCAAGTGTCATAGAAAGAGCTAAGTCGTTTGCTTCAGCAAGATCAGGGTGAAGCCT
+GTAAGCTCTGTTAGCAGCAGCTTTTAAAGTTTTGGCGATTTGAGTAGGGTCTGAGAGTCTGTTATTGCCG
+TTTTTCACAATAAAGTCGATAAGGTTATCAAGAGGCATGGAAGCAATATCATCAGGAGTAAAATTTTCAA
+TGATAGCTAAGGAAGCTTTACCAAATATGTTGCTAAAAGGGCACTCTGAAGGATAGGTTGAGAACTTGAA
+GGAAATAAGGTTTAGGGCGCGATTTTTTTCGCGGACCAGACTGCGGACAATATGATAACGCATGCGAGTG
+AGTCTTTGCAGTGCAGCGTATCTTAAATCTGGCAGCGGAGTTGGTTTGACTTGACCAAATCTAACACATT
+CAGCGATAACAGTTGCGTCAACAGAATCTGTTTTAGGGAGATGGATATAAGCACCCTTGAAAGATTTAAT
+GATAGAAGGATTGATGACGTAGAATAGAGGATTAAAAGGAGCAAGTTCAGGAGAAGAAGCCAGGAAAGTA
+TGCAAATGCCAGGCATAGTGTGAAGTAGCTTCCATGCCAAATTTAATGGATGAAATATTGAACTGTTGAG
+CAAGAGAGATAGTGAAATCTATAAGCTGCTGAGCGCCATCTAAATCATTGGGGAAGAATAAAGCTTTTTT
+AACTAAGCGGTTACCGGCCTCATCAATAAAGGAAGCAGCATTTAATTCGCTAGAGATATCAATGCCCACA
+ATAAGTGTAGAGCTCATGGATAAATTCACGCTCCTTTTTGCAAAAAGTTTTTTGAAGGTCCTTTGTCTCT
+TAAGTTTTTGTAATACACCCTCGCCGTGGGAAGTAGCCAGATTTAGCTTATAGGGTGCCTGACCATCGAT
+GCTCAAGCGATGGACAGATAAGCTAAAGAGGCACAACAAACGAGTATGTATTACTCAAATAACTCCAGAG
+GTTCAGTCTTTGCCGAGTGGTAATGCTGCTTTACCAGCATGCCACAGGAGTGAGTCAAAAATACCTCAGT
+AAACTTAAAAGGGACCTTCTACTTTTAAGTTTATCAGAGACAAAGGACCATTTAAATAAAAATGAGAAAT
+TTAATTATGAGATTGTTTTACCAGGGTAAAAATGGTTTTTAAGGATTTAATTTGTGTGTTTATTATTAAA
+TTTTTAATGTGGATTACAATCATATTATACGAGCATTCCTGTAATAAATTAAAATAGCCTTTGCAAAAAT
+AAAACCCTCCTGGTAAAAAAGAAAGTGAAAAGGAAAAACAATAACCAGGAGGGTGATACACATGAACAAA
+GTACAAAAACTACTTTTAGTCCACAGTTCTGATATAATTTTTGTCGGGGTCGATGTAGCTAAAAAGACCC
+ATTATGCAAGAATAATAAATCACATAGGACTTGAAGTAATAAAACCCTTCAAATTTAATAATAGCATAGA
+TGGATATGAACGTCTAGTATCCAAAATACTTGAAGCCAAAGAAAAATCGAAAGCAACAAAAATATTAATA
+GGTTTCGAACCAAGCGGTCATTATTGGAAGCCACTTGCATGGTTTTTAAAAGAAAAAGGATATACAGTAG
+TGATAGTAAACCCATATCACGTAAAACAAAGGAAAGAAGAGGAGGACAACAGTCCATCAAAAAACGATAG
+AAAGGACGCGTTAATAATTGCAAGACTAATAAAAGAAGGGAAATTTCTAAACTGTCTTTTACCTCAAAAC
+ACATATGCAGATTTAAGAAACCTTTCAGTTGCAAGAAAGCAGTTAATAAAGAAACTAAACAGTGTAAAGA
+ATAAAATTATTGCAATATTAGACGAATACTTTCCTGAATTTGAAGAAGTATTCAAGAATTTGTGGGGGAA
+AGCAGCCTTATGGATATTGAGGAACTGTCCATTTCCCAGCATAATACTTAAACTGAGCAAAGAAGAAATA
+GCAGAACAGCTAAAGAAAGCCACTAATAACAGGGTAGGCATGAAAAGGGCAGAAAAGCTCATTGAAGCAG
+CAAAAAAGTCAATAGGTGTAAAAGAAGGGATAAAAGGGGCACAAATACGTTTAAACATTTACCTTGATGA
+ATTAGAATTTTTAAAAACACAATTAGAAACCATAGAAAAAGCCATGGAAGAACTGCTCAAAAAAATAGAC
+ATAGCAGAATATCTGTTAAGCATTCCAGGCATAGGAGTAATAACAGTAGCAGGATTTTTAGCAGAAGTAG
+GGGACATAGGGAAATACACACACTATAAACAAATCCAGAAACTTGGGGGATTAAACATAACGGATAACCA
+ATCAGGGAAACACAGGGGGAAGACCAAGATATCAAAGAGAGGGCGTCCTGAGTTAAGAAATCTTCTATAC
+AAAGCAAGCCTGACATTAGTAGCCAAAAACAAAGAATTTAAAGCACTTTACAACTACTTTTTAAGAAGGC
+GAGAAAATCCTTTAGAGAAGAAACAAGCATTAATTGCGATTTCAATAAAACTCATAAGAGTTATGTTTAC
+GCTTGCTAAGAAGAAAGAAAAATACGATTCACAAAAAGTACTTGGAGAATATCGTATGAAGCAAATAAAG
+GAATTAGTAGCCTAGGGGGCAACAAATCAATTTAGAGCAAATAAGGTTGGGGAAGCTGTAGTACCCCCCA
+TAAGGGCAAGACCCTGAATACGAGTAAGAAGCTCCCCAAAAGCCCTCAAAGGCAGGAGGAAGGAATGTAA
+TTAAGGGCATGACCCTGAGAGACATGATAGGGTAGCCGAGGGCTAAGTAAAAAAACATAAAAATATGCTA
+ATAAAAGGCAACCGTGAAATAAGTTGCCTAAGGGAGGTGTTGTGTTGTTTTAAAAAGGCTTTATTTGAAA
+AAGGTAAAAAGAGCTCAAATTTAGTGAAAAAATGAGATTTTTCAAGCTTGATTGAGCTAATTACAAAATA
+TTGAGATAGGAGTGTCAAAAATGAAGATATACTTTTTATCTTTTATACTGGCTTTTGCGATGTCATTTGT
+AACTACGCCCTTGGTGAAAAAATTAGCTTTTGCAATAGGAGCAATTGACGTTCCTGACGATAAAAGGCGC
+ATACATACAAAGCCGATACCGCGATTAGGGGGACTGGCCATTTTTGCCGGCACTATGGCAAGCTTGTTGC
+TTCTTTTGCCAAAGTCCCATGAGACTATAGGAATAATATTGGGCTCTTTAGTTATCGTGCTTCTAGGGGT
+GTTAGATGATAAATACACTTTAAGTGCAAAGGTGAAGCTTGTAGGGCAGATTGCAGCTGCCTTGATACTC
+ATACTGAGCGGAATCAGAATAGATTGGATTTCTAATCCATTTGGCAGCGGAGTGATATATTTAAAGAGCT
+GGGTGGCAATTTCTCTTACTCTTCTTTGGGTTGTAGGCGTGACAAACACTATAAATTTGATTGATGGGTT
+GGACGGTTTAGCAGCTGGAATTGCCTTTATTTCCTCTACTTCTCTTTTCATAATTTCACTCTTAAATGGC
+AGATACGCAACTGCTGTCATATCAATTGCAATTGCAGGAGCAAGCTTAGGATTTTTGCCCTATAATTTTA
+ATCCAGCGAAAATTTTTATGGGAGATACTGGGGCGATGTTTTTAGGATTTTTGCTTTCAGCCATTTCCAT
+ACAAGGAGCAATAAAGTCAGCTACTGCAATTGCCATCGTGGTGCCAGTTCTAGTGCTTGGCGTGCCGATA
+TTTGATACTCTTTTTGCGATTATAAGAAGGATTTTAAACAAAAGACCTATCATGGAGGCGGATAGAGGGC
+ATCTGCACCACCGGCTTTTGGACAAAGGGTTAAACCAGAAGCAAGTAGTTTTTATACTTTACGGTGTAAG
+CTTGGTACTGGGTGTGAGCGCTATACTGATATCTTTTGTAAGCGAACTGAAAAGCCTTGTTATTCTTGCT
+GTATCCCTCCTCTTTATACTCTGGGGAGCAAATAAAATAGAATTGCTAAGAAGCAATAAAAAAGGGACGC
+AAACCCGCTGATTTTATTAAGGAGTGCAAGACTGATGGGTATAAAAATTATGGCTGTATTTGGGACAAGA
+CCTGAAGCAATTAAAATGGCTCCACTTATTAAGGCTCTGGAGAAAGAAAAAGAGTTTGACACACAAGTAG
+CTGTTACAGCCCAGCACCGTGAAATGCTTGACCAGGTGCTGAGGCTTTTTAATATTGTGCCTCAATACGA
+CCTTAACATAATGAGAGAGAGGCAGACTTTATCTGACATTACTACTGCTGCTATAGACGGCCTTGATAGA
+GTGTTTCTTAAAGAAAAACCGAACCTTGTTTTGGTTCACGGGGATACTACTACTACATTTGCGGCGGCAC
+TGGTGGCTTTTTATCACAAAATAAAAGTGGGGCACGTGGAAGCAGGTTTGAGGTCTTTTAACAAATGGTT
+CCCTTATCCTGAGGAGATAAACAGAAAATTGACAGGGGTGCTGGCAGACCTGCATTTTGCTCCTACAAAA
+AGGGCTAAATTAAATCTTTTAAATGAAGGAGTAGAGGAAGAAAGCATTTTTGTTACAGGAAATACAGTAA
+TTGACGCTATGTCCTATACAGTAAAGAAAGATTACACTTTCAGGGAGGAAAGATTAAATAGGATTGATTA
+TAAAAACAAAAAGGTCATAGTAGTCACAGCCCATAGGAGGGAGAACTGGGGAGCACCTCTAGAGAACATA
+TGCAACGCTATTAAAGATATAGCAAAAAGCTACAAAGAAGAAGTGTACTTTATATACCCTGTTCATATGA
+ATCCAGTGGTGAAAAATACGGCCCATAAAATTTTAGGAGGGTTTGACAATGTGCTTCTTTTAGACCCTCT
+TGAGACGGATGAGATGCATAACCTTTTAGCCAGATGCTATATGGTTATGACAGATTCAGGAGGGCTTCAG
+GAGGAAGTGCCATCACTGGGCAAACCAGTTCTGGTTTTGAGGGATGTGACAGAAAGGCCTGAGGCAAAAG
+AGGCAGGAACTGTGAAGTTGGTTGGGACGGATTATGAAAGGATTTTTAAAGAGGCAAAGCTTCTCATAGA
+GGACGAAAATGAGTATAAAAAAATGGCCAATGCGGTAAATCCCTATGGCGATGGGAAAGCATCGGTGAGA
+ATAGTTGGAGCGATAAAATACTTTTTTGGGCTATCAAAAGAAAAGCCGGAAGAATACGAAGGAGGGGGAT
+AAAGCCCCCTCCTTAAATTGTTATTTGCTTGCTTCTTGCTTCGTTTGGCTTTTTGCGATTAAGTACCAGA
+TATATCCAATAACTATTGCTCCGATGAAGCCGCTTATTACGTTGTAATCATAGAGCATCCATCCCCATTT
+GCCGAGATATGCTCCTCCTAACCATGCGCCGACTAGGTGAGCGATTAGTGCTGCCCAGTATGTTCCCCAT
+ATTTTGTTCAATTTGTCCCAATACCCTTCTCCAGCTTTTGTATTAAACAATGGATGGAATACAAGACTAG
+ATATGAGTCCTACGATAAGTACCATTAACCAGAACATATGCTACACCTCCTTTTCAGAGGTTTTCCCTTC
+CACTTTTAATTATATTCAATATAAAATTTAAAACAAATATGATTTTTGACCTTTTTTGACCAAAAACAGG
+ACTTTTTCTGACTTTATCTGACTTTTTCTCTTTTTATCTAAATATTTCTAATACCTGTCCATTTTTCCTC
+AAATGGCAATGATAAAATTTTTATAGAAAAATGAATAAAACTTTTTAAGGCTGTCAATAATTAAAAATAG
+AAGGGCGGTGAAAATGAGCGAGTCCATTCTCCCCCTTGTGGATTCGCGAAGTTTTTACCGCCCATTTTAA
+ATAGGAGGTAAGGTGTATGAAGAAAACCCTTGCAGGGTTAATTTTGTTTGCGAGCTTCTTTGTAGGGTTT
+AAAGGAGAGATTTTTTTCCATAACAAGAGTGACGCAGATAGGCTTTATGATGTCTTTAAAAAAACTCATG
+CCAGGTATGAGTACTCAAATATAAACGGTTGGGGTAAAATAGGAGAATGTTTCTGTGCTTTGGAGGATTT
+AGAAAAATATGCGAAAGATGTAGCAGAGGAAATGAAGGCACTAAAAGGTGCTAAATTGTCTAGGATGGAC
+GAGGGAAATTTAAGGCAGGTTTCATTGGAGTATCTGGATGATAAGAGAAGTGTGACACTGGTTGTTCAGT
+CTATAAAAAATGGGGATAAAAAGGAGACATATCTTCTTATTGACAATTATTTGATAAAAGGCAATCAGAA
+TATATTGGAAGAAAGAAAAACAGTGGAGAATGCTTTTAGAAAGGTGAAAGTAAAGCCTGTCGTAGCTACT
+TCAATTGTTGGAAGTTTTGAAGGAAAGTTGAAATTAGAAGAAGCGAGTAGTATAGTCAAAGAAGTCTTTA
+AAGAATTAAGAGCAAAGAAAGTCGAAGGGCTGGAAGATGTTCAAGTAGTCAGCATCTCGGGGTATACAAG
+AAGTTTTGGGGAATACATTGAAGTGGGAGATGAAAAAATAAATTTACAGGTAGCTTTAAGGTACAATTCT
+TATGACGATAGAACTTATATATGGATTGCTAGTCCTTTGATAGCTACAGAATATTAAAAGAGGGTGATGA
+AGACGAAATTTGTTGTTGAAAAAAGCCCGCCCCTTAAAGGAACGGTTAAGATAAGCGGTGCGAAGAATTC
+GGTTTTGCCTATAATTGCTGCTTCACTGCTTTCATCTGATGAAGTGATATTAGAAGATATACCCTCTCTG
+GAAGACGTCAATGTAATGATAGAACTCATAAAGAATTTTGGAGCCCTGTGTGAGTTGGACAATGGGAAAT
+TGAAGATAAAGGTAGATATAAAGGACGTAGAAGCGCCTTATGAACTTGTTAAAAAGATGAGGGCATCCTT
+TTTGGTGATGGGACCCATACTGGCAAAGCTGGGACATGCCAAAATTTCCATGCCTGGAGGTTGTGCAATA
+GGGGCTCGACCTATAGACCTACATTTAAAGGGGTTTCAAAGTCTGGGAGCTGATATAACTATCGGACACG
+GATATGTTGAGGCAAGAGCTAAAAAATTGACAGGCAAAAAGATATACCTTGATTTTCCCAGTGTAGGAGC
+AACTGAGAATATAATGATGGCTGCAGTTTTTGCCGACGGTGTTACTGTAATTGAAAATGCTGCTGAGGAG
+CCTGAGATTGTGGATTTGGCGAATTTTTTGAACAAGATGGGGGCCAATATCAAAGGAGCAGGTACTGACA
+CTATACGAATTGAAGGAGTAAAGGAATTGAAAGGAGCAGAACACACTGTCATACCTGATAGAATTGAAGC
+AGGAACTTTTATGGTGGCAGCGGCCATGACAGGCGGGAATGTGCTCATTGAAAATGTGATAGTGGACCAT
+GTGAGGTCTGTAATTGCAAAATTGACAGAATGCGGAGTTAAGATAACGGAAGAAAAGGGAGGCCTCAGGG
+TAAAAGGGGTAAAAAATTACAAGGCTGTTGACATAAAGACCCTTCCATATCCGGGATTTCCAACGGACAT
+GCAAGCGCAGATGATGGCCATGATGACCGTGGCAAAGGGTACCAGCGTCATAATAGAGACAGTTTTTGAA
+AACAGATTTATGCATGTGAGCGAATTAAAGAGAATGGGCGCAAATATAAAAATTGAGGGCAGAAGTGCAA
+TGATTACAGGTGTAGACCATTTGACAGGAGCCGAAGTGAAAGCTACTGATTTGAGGGCAGGAGCAGCTTT
+GGTGCTGGCAGGGCTTATAGCAGAGGGGAGAACAGAGATTAACGATATCTACCATGTAGACAGAGGATAT
+GTGAAGATGGAAGAGAAGTTAAGAGCTCTGGGTGCAAAAATATACAGAAAATAGATTAAAAATTTTTTAG
+AAGTATTAGAAGGATTTTTTTAGCTTTTGAAGAATAATAATTATTGTGGCAAATTAAGAGACTTTCTTCT
+CAAAAAAACGTTTAATCAAGTACAGAAGGAGGGAAAGTATGGCAAAGGTTAAAGAATCTGACAAGAGGAA
+GCTTTCTCACGAAGCCTACGGCGGAGTTCACGGAAGTGAGTACATCCCATTTATTCCAGCTGATAAAGTA
+CTTCCAGAGCTCACAGCAGTAGCAGTTATAGTAGGAAGCTTATTTGCCATTCTTTTTGCGGCAGCTAATG
+CTTACCTTGGGTTAAAGGCGGGAATGACTATAAGTGCAGCTATTCCTGCGGCAGTTTTGGCAACTGCTTT
+GCTAAAGGGAGTTTTTAAAAGAGACAGTATCTTAGAGTCAAACTTGGTCATGGCTATAGCTGCTACAGGA
+GAGAGCTTGGCAGGAGGTATTATATTTACTCTTCCGGCAATCGTGCTGTGGGGGCTAAAGGATGAGTTCA
+CATTAACTCGAATTGTATTTGTAATCCTCATAGGTGGACTTTTGGGAGCGCTCTTTGTGATACCTTTAAG
+AAGGTATTTGACTGTGGAAGAGCACGGGAAGCTCATTTATCCAGAAGGAATGGCAGCCGCGGAAGTGTTA
+GTTACAAGCAACCAGGGCGGAACAGGATTCATGACAGTGCTCTCGGGAATGATTGTTGGAGGAATTTATA
+AGCTTTTATCTGGCGGCTTTGGCATGTGGTCTGAAAACCCTTCATGGGTTATTAAGAGGTTTGAGAGCAC
+AGAAGTAGGGGTAAATGTTTTGGCATCATTAATGGGTGTTGGATTTATTGTGGGATTGGATGTAGCTATG
+TACATGTTGGCAGGTAGCGTTTTGGCATGGCTAGGACTAATTCCCCTTATAAAGTTCTTTGGTGCAGGGC
+TTACTACACCTGTTTATCCTGCTACTGACCTTATAAGAGACATGTCCGCTGGGGCTATATGGAGTAAATA
+CATAAGATACATAGGCGCTGGTGGCGTGTTGGCAGGAGGATTTATAAGCCTTATAAAAGCCCTTCCTACC
+ATCATAAAGGCTTTCAGAGAATCAATAGTAGGGCTTGGAATGAAAGGCAAAGAATTAAAAAGGACAGATG
+TGGATGTTTCCCTCACGTGGGTTATATTTGGAGCAGCATTTGTATTCTTTGTAGCCTGGCTTATGCCCTC
+CCTTGGAGTGACTGCACTGGGTAGTTTAATGGCAGTATTGTTTGCGTTTTTCTTTGCTGTAGTGTCTGCC
+AGGATTACAGGACTTGTAGGCGTATCTAACAACCCAATTTCTGGTATGACTATTGCTACTTTGCTAATAG
+TGACTTCTGTTTTAAAACTTGCTGGCGTAGTAGGAAATGAGGGTATGATAATTGCCATCACAATTGGCGG
+TATTGTGTGCGTAGCAGCTGCTATAGCAGGAGCTAATGCTCAGTCTTTAAAGACTACTTTCATCATAGGT
+GGAACGCCTAAATATATCGAGATATTCACATATGTAGGAATAGCAGTAGCTTCTATTTTTGCAGGGCTAG
+TTTTGATACTTCTAAATAATGCTTACGGTTTTGGCACAAAAGATATCCCAGCTCCTCAAGCTACTATAAT
+GTCAATGGTAGTAAAGGGCATTATGACAGGAGACCTCCCATGGACTTTCATAATTGCTGGAATATTCATG
+GGCATAATGGCTGAAATGATGCACGTTCCGGTTCTTCCATTTGCTATAGGGCTTTACCTGCCTTTCGAGT
+TAAGTGCTGCTATTGCTGTTGGTGGGATTATAAGGTGGATTGTAGACCAGCAGTACAGAAAGGACGAGCA
+GTTGAGAAAAGAGAAAGTCGAAAAGGGTATACTTGTAGCGTCGGGACTTGTGGCAGGAGATGCGCTTATG
+GGACTTGTAATAGCTATATTTGCAGGGGCAAAGATAAGTATAGACTTTGCATCCAACTGGGCTACAAACA
+CCTCTTCCTTTGCGCCATGGTTTTCTCTCTTGATGTTCCTCTTAGTAGGACTTTTCCTCTACTACTACAC
+TGTCAAAAACGATAAAAAATAAAGCTGAGCACTCCCTCTGAAGGGAGTGCTCAGTTTAAGGGGGTAGAAA
+ATGAAAGACAATTTTTTGCTTTATGTTCCTAAAAAAAGCGAAAAAGTCAATTGGGAAAAAAGAGGAGATA
+AGGTAATGTTTTTGTTTTATCACGACAAATTAATAGAAAAAATGGTCAGGCTTTTTGTGAAGAAGCCTAG
+AGTGACCACGTTAGAACTGGATGACATTGGAACAGCAGTGTGGGAGCTTATAGACGGGGAGAAAAATGTC
+TATGAAATAGGGCAGCAGTTGAAGGAACGGTTTGGAGAAAGAGTTGAACCTTTATATGAAAGGCTATCTT
+TATTCATGAGATATTTAAACAGAAGAGGTTGGATATATTTTTCAAAAAAGGGGGATACTAAATAAGACCT
+TATTAAAAATTTTTACTATTTCTATTTTTTGTAGAAGGATTTTTGGCAGCATGTGTAGAATTTATATACT
+GAAAAGCTTTTGATAAAAAATTGATAAAGGGGAGAGTATTTATGAGAATTGGTGTTCCCAAAGAAATAAA
+AACTGCAGAGTCCCGTGTAGCCATAACGCCTGCAGGAGTAGAGGCTTTTGTCAAGAATGGACATGAAGTG
+TACATTGAAAAGGACGCAGGATTAGGTAGCGGTATCACAAATGAGGAATATGAAAAGGCAGGGGCAAAAA
+TACTTCCAACTGCCAAAGAAGTGTACGACATAGCTGACATGATAATGAAGGTAAAAGAGCCACAGCCAAG
+CGAATACGACTACTTAAAAGAGGGACAAGTTTTATTTACTTATCTACATTTAGCACCCGATAAACAGCAG
+ACAGAAGCTTTATTAAGACAGAAAGTAGTAGGAATCGCCTATGAGACGGTACAGCTTGACAACGGTTCTT
+TGCCTTTGTTAACACCCATGAGCGAAGTTGCTGGTAGAATGGCTGTCACCATAGGAGCTTACCTTTTGAC
+TAGCATAAATCAAGGCAGAGGTATTGTGATGGGCGGGGTTCCTGGAGTAGAGCCAGCAGAAGTAGTCATA
+ATAGGCGGCGGAACAGTGGGCACCAATGCGGCAAAGGTAGCAGTTGGCATGGGAGCAAGAGTTACTATAC
+TGGATGTAAATCCTGCAAGGCTTGCCTACCTTGACGACATATTTGGAGGAAGAGTGACAACTCTAATGTC
+AAATAGCTTTAATATTGCAGAAAGCGTAAAGAAGGCAGACTTATTGATAGGTGCTGTTCTTATACCAGGG
+GCTCGAGCGCCTAAGCTTGTAACTGAAGAAATGGTCAAGACAATGAAGAAGGGCGCTGTAATTGTGGATG
+TAGCAATAGACCAGGGTGGATGCGTAGAAACATGTGACAGAACTACTTCCCACACAGATCCATATTTCAT
+CAAGCACGGAGTTGTTCACTACTCAGTTCCTAATATACCAGGAGCTGTACCAAGGACTTCAACCTTTGCT
+CTCACGAATGTCACACTTCCTTACGCATTAGAAATTGCTAACAAGGGCTACAAGAGGGCGTTGCTTGAAA
+ATAGAGCACTTCTAAAAGGGCTCAATGTCTACAAAGGCATGGTGACATACAAACCTGTGGCAGAAGCGCA
+AGGATTAGAGTATGTGGATCCCGTTGAAGCTTTGAATAAAGCGTAAATGTCTGACCTCCCACAATAAATG
+TGGGAGGTTTATTTAGTCTGTTGACAGAGTTTAAAAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGTC
+AAAGCGATAACTAAACTTGGCGAGCTTGAGAGCGAAGGCGGGGCGAGCAAAGCGAGCGGCCACGTTGAGC
+CTGAAAGGCGAATTGGCCGGGACTTAGCCTAAGCCCGAAAAGCGAGCCTTAGTTTTGTCGCTTTGTAACT
+CTGGAGTATTAACACAAAATGCCACTTAAATGAGAGGGACTTTGTCAACAGTCTGACCTTCCATAACAAA
+TGTGGGAAGTTTCAACAGTTGGAAATAGTCATGCAAAAAGGTATAATTTTGACTAGGTGATGGTAGATAT
+TATTAAGTATGCAAAAAGTAAGAGAAATATACTCGATTAGTCGAATGACACTTATAAACTGGGAAAAATA
+AGGATTAATTACTCCTCTTAGAACTCCCAAAGGTATAAGAAGATATAGAAAAGAAGACATAGAGAAGTTA
+CTAGGTATGATAGAAGAAAGGCCAAAACCTAAAGTAGTTTTGTATGTAAGAGTGTCCACAAAGAAACAAG
+AAGAATATCTTAAGAATCAAATTAGAAGGCTTGAAGAATATGCTAATTCTCAAGGATGGCAGTATGAAGT
+CATACATGAAATAGCAAGCGGAGTAAATAAAATAAAGAACTGGCAGAGGACTTGATAGCAATAGTGACAT
+CTTTTGTAGCAAGGATTTATGGTAAGAGAGGTGGGGAAAAACATGATAGTCATACAAGCTAAACTCATTT
+TTCTAAACCAAGAAGACAAACAAAGAGCATTGGACTTAATGAGAAGATGGTCCTCCTGCATGAGATTTGC
+ATACAAAAGGCTTCTAGAAGGTTATGACAGAAAAACATTAAAAAGAGACCTTCAGGGGATGTTTGACTTA
+AACTCAAGATATGTAGATGATGCAATAATGAAAGCAAGAAGCACACTAGAATCTGCTAGAGAACTAGGTA
+ATAACCCAAAGAAAGTCATTTTTGGAGGAAGAGACTTATTTAAAAAACTCCAAAAACACCATATAAATGG
+AAAAGCATATGAGAGATTAAAAATTAGGTGGCAGGAGAAAAGAAAAGGGAATCTCTACTCAAGAGGAGAT
+AAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAATAAAAGAAAATGGCACTTTTTTAAGGATAAATG
+TAGGAGAAAGAAAATACGTATATGCCAAAATAGAAGCAGGCTACAAAAAGAATAAGAGAAGAGAAGAACT
+TCTACAAGAAATTACCAAATCAGACATACCCTACTCTGTAGAATTAAAACTCAAAAATGGTAGTATATAC
+GCCTATTTCGCTGTTGAAGAAGAATATCCGGAAATAAAAATAACAAAAGAAAAAGGAGTCATAGGAATAG
+ACATAAATGCATATCCAGACAACATATCATGGGCAGAAGTAGACGAAGAAGGTAATCTAACAAGTTACGG
+CAGTATACCAATGCCAGAGCTTGCAAGCGGCAGTAAAGAAAAAAGAGAATATTACAGATGGCAGTACGCT
+CATGAGATAATAAAAATAGCAAAAGAAAAAGGAAAAGCAATAGTAATTGAAAAACTGGACATAAAAGATA
+AAGGTAAAAAAGGAGACTTTTCAGGGAGAAAATCAAGGAGAATAAGACATAGCTTTAGCTATAAATCACT
+TCTTTCAAAAATAAAAACACTAGCAAAAAGAGAAGGGATAGAAGTAATAGAAGTAGACCCTTCTTACACG
+TCAATAATAGGCATGTTGAAATATGCACCGCAGTATATGATAACAAAAGATACAGCAGCGGCTTATGTAA
+TAGCAAGAAGAGGATTAGGTAAAGAAGAAAAGATACCAGATAATTATATGAAGTTTCTCAACGCATTAAC
+TGTAGAAGAATTAGAAGAATTAAAAGAGCATGTAAAGAAAACAGTCAGAAACAAAAAGTTAAAGAAGAAA
+CACTTAAAAGAGATAAAGAAAGCAATAGAATTTCTACAAAGCCTTGAGAGTGAGCCAGGAAGGGTACTAA
+AGCCTCTGGGTGGAACAAGTTTTAGTACCCATGATTTCTGGCGAGTTCTCAAGGCAGCGGTGGTGATTCC
+ACTCTCTCCTGAGAAGGTACCAAGAGACTTCTCTGTCCTGAAGGAATTATTAATTCAGGGTAAGTGGGGA
+GACCCGTAAGGGCGCGAGTTCCTGCTTCTTGGGGCAGGGGCTATGGGAGTGCTTAAATACCGCCTGCTGG
+GAATAGGCACTCTCTGAAAGGGCGGACTACAAATAGCCCAGCCTTCTAAACTAGTGCAGTTTTGCACAGT
+TTAGATGACCAGGTTTTTGTTGTTTATTGAAAAATCTCATGATATAATTTTTTTAAAATTAAAATGTGTT
+AGGCGGTGGAGAAAATGTTAGAAATTTTCTCAGGTAAAAAATATAAAATTTTTGGGAACGGATCTATTGG
+GGGCAAAGCTTCCGGGCTTTCTTTTGCCGAGGAAGTTTTAGAAAAATATTATAAAGACTTCAAAGGAACT
+GTAAAAATTCCTGAAAGCTTTTTTATAGCCACCGATTACTACGAAATGTTTTTAGAGTATAACCGCCTTG
+AAGACATAGATGAAAATACCCCTTATGAAGAGGCTGAAATAAGGTTTAAAGAAGCGGAGTTTCCTCCGGA
+GTACAAAAAAATGTTAAAAGAAATTTTACAGGTGATGGATTATCCTCTGGCGGTCAGGTCTTCTTCCTTG
+CTGGAGGACAATATAAAATATTCTTTTGCTGGTAAATACTACACAACTTTTATATCCAACAGGGGAACAG
+AGAGGGAAAGGCTAAAACAGCTGGAAAAAGCCATTAAAGAAGTGTATTTAAGCGTGTACGGACCTGATGC
+TGTAACTTACAGGAAGAAACACGCATCAGGACAGAGAGAGCTTATGGGAGTTATAGTGCAGAGGCTGATT
+GGCAGTCAAAAGGGAATATACTTCTATCCTGACGTGTCAGGAGTGGGATTTTCCAGAAATTATAGAAGGT
+GGACAGATAGGATTAAGATAGAAGACGGAGTGGTGAGACTGGTATTTGGCTTGGGTACAAAGTGTACAGG
+GAGAGGGTATGCAAGAATATTTTCCCTTACAAATCTTCGCTTAAGGCCCGAAGGCAATAACCCTCAAGAA
+ATCGCCAAAAATTCACAGGAAGCCTTTGATGTGCTGAATTTGATGACAGGAGAGCTTGAGACTTACGATA
+TAAATGACGTTCCTCAGTTTTTAAGCTATCATCCGAGAATAAGCGATATAGCTCAAGTCTACTCGAGAAA
+AGATAATGCAATTCTTAACCTTAATATGTTAAGTTCTAAAAGCGGGTTAGAAAAGTACATTTTTACCTTT
+GAAAATTTTCCGAGAAGGCACAAAGCTTTCTTTAACATGGTTTCGGCTCTATTTAAGTGTTTGGAAAGTG
+AGATGAAAGTACCTGTAGATATAGAATTTACTTATGACCTTGAGACTGGAGAGTTCTATCTTGTGCAGGC
+ACGGCCTTTGAGTTCTTATGAAACTTTCAGAAAAGTTCACATACCTAAGGACATTGACAAAAGATGTGTT
+TTATTAAAAGGAGATAGAATGCTAACAAATGGGGTTTTGAAAAATATAAAGTATATTGTATATGTAGACC
+ATGAAGTTTACAGTAATTACAAAGATAAACATGAGATTGCGCGCATAATAGGGCGCATAAATAAAAGCTT
+AGGGGACAGGTATATATTAGTAGGGCCTGGCAGATGGGGTTCTTCCAACCCGTATCTCGGTGTTCCTGTG
+ATTTACAATGAAATATCAAATGCGGCTATGATTGTTGAGCTTGGGATAAAAAACGGGGATTTTATGCCTG
+AACTTTCCTATGGAACGCACTTTTTTGCGGATTTGGATGCCGACAACATTTTGTACATGCCTGTTTTTGA
+TGGATATGAAAATAACATCTTCAATGAACAGTGGTTCAAAAAAGGCAGCTATATCGACACAGGGGTAAAA
+ATTTTTGAAGGCAGGTTTGATGCTTATTTAGACGGTGAGAAAATGGTGGGATATGTGATATCTAATGAAA
+AATAAGTCGATTTATGTAAAAAATGAGACATAAGTCCTATTTAAAATGTCAAAATAGTGTAATATAATCT
+AAACTGTAAGAATGATTCCCCTTTTCCCCATAAAATTTAATATTCTGCACCCCCAACCCAATGTAGGCTG
+CTCTAGAGCAGCTATTTTTTTATCTTGAGCTAAAGTTTAGGTCTTTTAATACCGATAAAATAAAGTGAGC
+TATCTTGAGAATTGAAGGGAGCAGAAGGGTCATGAGAAGAATTTTAGCGATGGTTGTAGCTATTTTAATG
+CTTTTTTCTCTTTTCCCGGGAAATATGTCGAAAGCTTATGGTGCTTATCCCCCTAATATAACTGCAATTT
+ATTCCTTAAGACTTGACGGGACAATGGCTTCACCTGCTAAAGGCCCAGTGGATAAGTATACCGACATAAA
+AATTACGGGAAGCGGATTTGTAACGTACGATGCCAGTGGCAATGTCACTGCTTCTGTCGATTATGTCTAC
+ATAGATTCTCCTGACACATCGAAAAAGCTCACTATTTTGAGTGTGAATGAAAATACAATTTACGCTAAAG
+TTCCTCCTGCTACCTCTATTGGACTTTCTGCAAATATTCCTTACACGATTATAGTTCACAGAAGTGATGG
+GCAGAGTGCTGCTATATTCAACGGTTTTACTTATGTAAATAATCCTTCCATTTCTAAGGTTGCGCTTGAC
+AATTTTATTACTCTAGTGAAAGATTCAAACGGGAACATAGTGGGTAGAACCAGTAAATCTTACATAAGGA
+TGGAAGGGAGTTATTTTAACGATGTAGGGCTTGTTCAGATAAACGGCGAAACTGCCTCAGTAGTTTCTCA
+AAGTGGTTCTGTACTCGTAACTACTATTCCTCAAAATATTTTTATAGACCCTACTTCTACATATACGGTG
+ACTGTTACAAACATATACAGAGGGTCTGATACCAAACAAACTCAAATTTATGCTGTAAATCATGACATAA
+CAGGGCTTTCTAAATATGTAGCAATTGTAGGGGATGAAATTACAATATATGGTAGGGGTTTTAATTCTTT
+AGGAAGCGATTTTAAAGTGTATATAGGGAATAACCTCGTTAATTCATCTGATATCAATATAAAAAGCGAT
+ACAGAGATGACAGTCAAAGTTCCTGCTCCCAAAGATACCACTTTGGAGTATCAGAATATAGACATAGTCG
+CATCAAACGGTTCTACTGCTACTTTAGTAGGAGCATTGAAAATAATACCTACACCTGCCATATTCACAAT
+AGATAATATTACTCCTAATGCAGGTTCTGTCTCTGGCGGGACAAAGGTTGTCATTGTTGGGCAGAATTTG
+AGAGAGGATTTAATCGTGAAATTTGGCGGTGTAGCTGCAAAAAGTGTTCAGAGTATTACACTACCTGGCC
+TTACAGAAAATCAAAGGGCTATACAAGTCGTGACACCTCCTTATTCGAAGTCAGGTCCAGTCGATGTGAC
+GGTTGTAGACCCTGTTACGGGCTATACTGTTACTAAGCAAAATGCCTTTTTCTATTTGGCTGTTGAAGAT
+ACGATGGTAGTAATAGATATGAACCCAACAGAGGGGTATGAAAGCGGAAATACGCCAGTTACTCTTTGGG
+GATTTAATTTTCAAAAAAATGATGACCCTTCTACCTATACCTATAACGAAGATAAGACAGAGATAACTTA
+TGTTAATACAAATTACACCTACAAAGATCCTGTTACTGGAAATTATGTCACGGGTACCAGAGAAAGAAAG
+CTTTATGTGACATTTGGAGGAAATAAGGCGCAAATTGAAAATGTGTATAAACCTGAGACAGGACAGCAGA
+CTTTAAATGTATTATCTCCCAGTGTGACCTTGAATCCTCCTGGACAAAATATGCCTGTAGATGTAGTCGT
+CACAGTTGAAACGACAGTCAAGGATACAAACGGGAATGTAGTCATGCAGTATTCTGAACAGAGCTCTCCT
+CCTTCCAAATTTACTTATAAGCCTTTGCCGTCAAATCCTGTAATTCTGTCTGTTTCTCCAAATACGGGAA
+GCCGTGCGGGAGGAGATACGGTAATTATACAGGGCTTTGACATAAGGCCTGGAGTAAAAGTATATTTTGG
+AGATAAACTGGCAACTGTGAAAGACCTTACAACAGGAGGAGATAATAAATCAGTATTGACAGTCATCTCA
+CCTCCTTCTACTGACTTAGGTTATGTGGATGTAAAAGTAGTAAATAAAGATGCTGATTCACAGAGAGGCT
+TTTATGTGTACAAAAATGGCTATTATTACTACACTGCTCCTTCTATAAGCAGTATATTTACAAATTTTGG
+GTCGAAATATGGGGGTAATCTCATTACCATCTACGGGTCAGACTTTTTTGTAGGGCAAACAGTGGTAGAT
+GGAGTTTATTCTCCTGAATACCCAGATGTCAGAATAGGCAATATACAGCTTAAAGTGATAAGTGTTGAAG
+ATAAGGATGGGAATTTGATAGATGGGAAAAAGTTTAACATAGGTACAAAGATAAAGGCTTTAATACCGGA
+GACATCTACTCCATATCCTGTAGGTTGGTACGATGTCACAATTAAAAACTACGATGGAATAAACGGGACA
+ATAGGTGGAAGCGTTACTTTGCCAAACGCCTTTGAGATAAAAGATACTCAGAAAAAACCCAGCATTATTT
+CTGTAGACCCTAATAAAGGGCCTACAAAAGGGGGAACCCTCATTAAGATTACAGGCAGCAATTTTGAAAA
+AGGAAGCATTGTGACCATAGACGGAGTGCAGGCGAGCGTTAAAAAGGTTTCAAGCGGAAACACTGAGATA
+GAAGCTACCACACCTCCGGGCACTCTGGGCAAAAAAATAGTTCAGGTTGTGAATCCTTCTGATGGAGGAG
+TGGCTTTGCTTGTAGATGGATTTGAGTACGTGCTTATTGAGACAAAGCCTCAGATAACAAAGGTAGTTCC
+AAATTATGGTGGAAAAGGCACATTGATTTACATCTTTGGAAGTGACTTTTCTAAAAAAGTAGGGGACAGT
+GAAGGAGCAAAAGCGTATATAGGCAATACTGTCCTTGAAAATGTGTATGTGCTGGATGAAAACACTATAA
+TAGGCATTATTCCTGATATGAAGTACACCGGCCTTTATGAAATAAAAGTAGTAAACCCAGACACCGCTAC
+GGCAGTGGCTCCTGAAAAATTCCACTTTTTAGTACCAGAGAGCAATCCCGTAATAACCTCTGTTACCCCT
+AATTTTGGTACGGTAAATGGCGGTACAGCTATTTTGATTGAAGGGCAGGACTTTAGAAGAGGGGCAGAAG
+TTTTCATAGGAGGAAATAAAGCCACAAATGTGGTGGTAAGCCCTGACGGCAAGTCGATAACAGCAATTAC
+ACCTCCGGGCAAGCCTGGCAAGACGTATGTCACAGTTGTAAATTATGACGGTGGGAATTACACTTATGGA
+ATCCACGAGGGAGAAACGGGATTTACTTATGTAATTCCAAACAGCCAGCCTGTAATTACAAAGGTCGAGC
+CTGACAAAGGCTCTACCTATGGAGGTCAGGAGGTCACAATATACGGACAGGATTTCAGAATTTCTAAAGA
+TGAACAAGGGAACATTTTAAAAGATGAAAATGGCAACCCGATAGGCCCTGATGTGTATTTTGGGAATGTA
+AAAGCACAAAAAGTCGTATATATAGACTATGGAACTCTTAAAGTCATAACTCCTCCCAATGCACCTGGGA
+AAGTGAGAGTTACTGTGGTAAATTACGACGGAGGGTTAGGATACCTTGAGGGAGGATATACTTACATTCA
+ATCAAAGCCGCAGATTAAGCAGGTAATTCCTCCTAAATTTGACAAAACCGGTGGAACCTACGGAATAATA
+GTAGGAAACGATTTTTCAGTACCCGTTTATGATAAGGACAAATTGATACTTCCTGGCTCCTCTGTCTACA
+TAGATGGGGTGGAGGTAAAAGACGTGCAGGTTGTCGACAGCACAATGATAAAATTTATCGCTCCACCAGT
+GGATAAAGTAGGAACGAAAGAGTTAAAAGTTGTCAATCCTGACGGTGGCACGGCTACTTTTAAGGTAGAA
+TATGTGTCTCCCAGCACACATCCTCAGATATATTCTATTACACCAGACAGAGGCAGTATAAATGGCGGGA
+CGTATGTGGTGATAAAGGGAAAAGACTTTAGAGATAAAGTCAAAGTGTACTTTGATGCCTATGAGGCGAA
+AGTAATCTCTGTTTCTCCAGACACAATTGTGATACTTACACCGCCTGGAGACCCTCAGAAAGATATAAAT
+AGGTCAGTTGATGTAACAGTCTTTAACGAAGAGGATGGAGGAAGCTTTACTTTGAAAAACGGATTTACAT
+ATATTGCAACAGAGACTAAGCCCAAGATCACATCTATTACTCCAAACACGGGCTCTACCAAAGGCGGAGA
+GACAGTGACAATTACAGGCGATGATTTTAGGCAGGGAGCGAGAGTATTTTTTGGAGAAAAAGAAGCTTTG
+AATGTAGTTGTAAAAAGCTATAACACGATTATTGCTACTACTCCTTCTCATCCAGAAGGGAAAGTAGATG
+TCATTGTCAGAAACCCTGACTATGCCGATGCAGTTTTTCCGCAGGGATTTACCTATGTACAGACTGTCCC
+TGATGAACCTGTAGGCTTCTGGGTGGAGAGTATACCAGGAAATGACCATACTTTAAGACTTCGCTGGTCA
+GAGACAAAAGGAGCTAAGTATTACGAGATATACCTGGTTTCGGACAGTACCTATAAATTTATAGCTTCTA
+CTGACAAACTGGAATACTATGTAACAAATTTGAGCCCAAATACAAAATACACGTTTGCGCTGCGGGCTGT
+CAATGAATTAGGACCTAGCAATTTCGTGACAGCTTCAAGTACAACTGACAGGTCTTCAAATAGCAAGTAC
+GACACTTACGTTGAAGGGGCAAAGGAGAATAAGACGAGCATTTCTACATCGAATGGAGCATTAATTGTGA
+CACTGGGCGATACCTCTGAGAGCGAGTACATTCTAAACTTTAAAGATGATATTTACAAAAATATAAACAA
+ATGGGTAATAAATGTGCCGTCTAAATATAAGAATACAGCAAAAAAGGTTAAGATTTACACTCAGAAATTT
+GAGATGGAATTTTACTTAACTGACCTCTATTTTACTGGAGATTATGACAGGATAACAATAACTAGGATCA
+CAGGGAAAGAGTATGAGGATATGGTGAAAAACTTGTCTAAAAATGTAACAATTCTGTCAGATATATACGA
+CATAAAGTATGAAAAAATAACTGATGGCAAGGCGGTAAATTACACCAATTTCAAAAATAACATTTACGTG
+TTAATAGGTGTAGAAAATAATAGATTGGGTAAGAAAGATATAAACCGCGCGAAGATTTCTTACATTACCT
+ATTATTTACCGTATGTTGGCCCTAATCCTATGGTAATTATGTACAACGTAGATCGCAATAAAAATACTGT
+ATCAGGGAAAATTTCTTCACCCGGTCAGATTGCTGTAACGTATTAAGGAGTGAAAAAGATGAAGGGGAAA
+AGACTTTTAGCCTTTTTACTCGCTTTGATTTTTTTACTTCAGTTAAATTCTGTTAGTTATGCTCAAACAA
+CTTTCTACGGGGTAGAGTATGCTCCAAGTATATATCACAACATGATATTTAAAGATATACAAAATAGCTT
+CGCCAAGTACGACATAATGAAAATGGCAGCTCTTTCCGTTATAAGAGGCGGAGGAGATCAGAAATTTTAC
+CCCAAGAGCTACTTGAAAAAAGAAGAGGCTTTAGCATATATAGTAAGGCTTACTAACACATCCTCCTCTA
+CAGGAGTGGCAGGAAGTATGCCTGCCACTCTTCCCCCCAAATTTAAAGTGGACGATTGGGCAAAGGGAGT
+AATTGATGCAGCCTTAAAGGCCAATTTGCTTACAAAGGATGAACTTAATACTGACTTTACTTTAAATGCT
+ACAAGAGAAGAAGTTGCTTACTGGCTTGCAAAAGGTCTGGGCTTTCAGCCTTTATCCGGCACTGATTTGC
+AGCAGGTTTACACCTTTCGGGACGTAAAAGATATTAATTCTTCCTACCTTCCCTATGTAGGTGCTGTTGT
+AAAAAGGGGTATAATGTCAGGGTACAGCGATGGAAAATTTAGACCCAAGACAAATATTACAAGAGAGCAG
+ATGGCTTCAGTCCTCAATAGAGTCTTTAATTATTCCTACTCCCTGATGGGATACTCCGTTTTGACTGGCA
+CCATAAAGAATATTTTGCAGGAAAATTTGGTTGGCGAAGGAGCTATGAAGAATACCTTTGTAATTTCAAA
+TCAAATGGGTCAGGAAAATTTTGTAGTTACTAAAGTAAGACCTTCTTCAAACGGTGGGGGGCATCTTTTG
+GATTTTTTAACCATTTCTAATGGAAAGCCAGTATATTCGCAGGCCTTTACAGTGGGGGATAAAGTCAGAT
+TTTATATAAAAGATGGCAAAGTGATATTTGCAGAGAAACTGCCTCAGAATGAGACGGTGGTGTATGGCGA
+GATAGTTAATATAACGCCTTCTACAATAGCTTTGAAGGGAGGCTATAATTACAGCAATACTTTTTCCTAC
+ACCTCTTATACTGAAGTGTATATAAACGATTATCCAGCTTCTACTAAAGACTTGAGAGTAGGGCAGACTA
+TCCTTGCCTATCTTGAGGGAGGCACTGCTTACAGGATAGATGTCAATTATGAAGAATACGCTTCTGATAA
+GATAGAGGCAGGTTCCAGGCAGGTCACAGGTAGTATAATTTCTATTCAAAATCCACAGGGAGATTTAACA
+AAAGGTGGAATTGATATAACGCTGGATAGCGGAGATACCTACTACATATCTCCAAATATTCCTTTGGTAA
+AGGGAGGAGTTTCTGCCTCTTTATCTTCTTTGAAGATAGGGGATTATGTAAATCTCATTTTTGATGACCC
+TTATAGCGATACCCCTATAAAAGTTTTGGTAGACAACGGCTATTACAATGTTACTGGTGTGTTCAGAGGG
+ACTTTGGGTAGTGTAATGCCTCTTAGTAAAGTTATTAATTTGAGCAATGTAGAAAAGTATTACCAAGGTA
+CGTGGCAGAAAGTGTCTGATTATGTTTCATATCCTTTTGAGAAGGCAGAGTTTTATCTAAATGGCTTGAA
+AATTGATGAGTCAAGTCTTAAAAATTACACTGGCAGGACAATTTACATAACTACAGAGAATCACTTTGGC
+AAAGAATATATAACCTTTGCAAATATAGTTTCACCCTTTACAATGGCTTATCAGGGGATGGCTAGTTTTG
+ACCCCTATTCCATGACTTTGACCCTTTCTGATGGGAGAAAAGTAACTGTAAATGATGGTACAATTGTAGT
+AAAAGGCGGAAGGAGAGTGCCGGCAAATAGCTTGAAGAGCAATCAAGTTTATGTTTCATTTTCAAAAGAA
+GATAACCTTCATGCCAATTTCGTATCAGTAATAGATACTGTTGATGTTCCATCTTACTATTACGCTAAAG
+GGTATTTGTTCTACGCCACAGCAAATTCTGTGACAGTTGGAGATGTTCCGTGGAGAGGTTCTTACTACTC
+TACTGTGACAGGCTATTATGAAATAAGCAATAACCAGTGGAGTTTTGTTTCAGGTTCTAGGGTATTTTAC
+GTAGGAGATAGTACTTTTGTAGTAGACAATAGGGATAAAGAAAGTAAAGTCGTTCCTTACAGTGAACTTC
+TCAATATAAGATACGGAAGTTCACAGTTTAAGGACGCCTTTGCTTATGTTGTTGCTAATGGCGATAATGC
+TGTTGCCATTAACGTAATGCCTTCTGATAATAATGAGAGGGTGTCTACTGCAAAAGTTGAGGGTATAGAA
+GGGACTAAAGTTACAGTTTCTGAAGTAAAGGATTGGAATGAAGTAGAGGGCATATGGAATCTTAACACCA
+GCTTAGAGGTGGTAGACCTTTCAAAGGCAGTTATTGTGAAGGATGGTCGCACAGTTGATGTTTCTTCTCT
+CAAAAAAGGAGATTTTATATACATGATAAGAAGCGCCTCCAGGGGAATAATTGTAACTGTCAAATAAGAA
+GCGGGGGAATGGGAAATGAAAAAATTGGCTTTTGCGTTTTTCTTTGTCTTTCTTTTTTCTATGTTTCCTG
+CTAATATCTTTGCCTATAATTCTGGATTTGAAGCGGGAATTTCAAATGAGCAGGAGTACAAAGAGGTAGT
+TTTCATAACAGGAGAACCTGTTGTATTTAGCGGCTTCTTAAAAGTGACAAGCTCTAAAAGAGGAGATACT
+ACCACTACTACTTACAGGTATACCCTTTCTACTCCTTCTGGGGACAAGCTTACAAGGACTCTTACATTTG
+TTACGGAAGAAAAGCAAAAACCTGAATATAATCAGATTATAGCTGAGACTACACTTAAAAACTACACTGA
+AAGTATAAAAATTGGGGGAGATACCTATACCCTCGACAGAAATAACGGCTATATTTACCAGGGATCTGAG
+GTGAAAAGCATAAATCCAGCTGTTACCTATTACGCAGGGAATTACTCTGGTTCAAAGGTCTACAGGATGA
+ACGGAAATAAAGGTACTGTAAAGGTGAGTATAGAAGACAAGACCGTAGGATTTTCCCACAAATATGGCAG
+TGCAGAGACTCACCAGATGTACTATCAAATTGAAGCTACAATTGGAACGGGAAATAACGTAAAAAAATGG
+GTTGGAGAGGTGCAGGTAAATGTTTCTTTTACAGATAAGTCTTCTATAGAGTATGTGGAAAATGACCCGC
+AGTATATAAGCTTTAGAGGGGGCTATCTCTTAAGGAGAAACAGCGAAGATGTTATGACTTACGCTTACAA
+CCTCCCTAAGTTTGACGAGAATGGGAATGAAATAGGCAGAAATACTGGTAGCAATAGCTTAAGGATGGAT
+GGAATTTATACAGAGAATAGGCTTGTTGTCCCGGAGGTTAGAGATATAAGCGGGACATGGGGTAAAGACG
+ACATAAACAAGCTTTTAAGCTTAGAAATTTTCCCAAAGGATTCTTTGTACTTTGGTCCCAAGCTTTACAT
+ACTTCGTTCAGATTTTGCTGTAGCGGTAGCAAAAGCTATTGGGATTGCTCCTTATGAGCCTCCCAAAAAT
+GCTCTTTACTCTGCGAGGAAAATGCCGGTCGAAGTTTCGCCTTTTAAGGATGTACCGACAAATGACCCCA
+ATTACGGTTATATAAAAGCTGCAAGTGATATAGGCCTTATAAGTGGGATTGGACCTTCTCAATTTGGGCC
+CTCCCTGCGTCTTACCCGGGCTCAGGCAGCCGTAATATTTATAAGGGCTTTGGGGCTTGAAAATCTGGCG
+CCACAGGGGTATTTCAAAACAGGTTTTTTAGATGATTCTTCAATTCCCTTGTGGGCAAAAAGAAGTGTAT
+ATGTGGCCCGTGAAATAGGGCTTGTGGGCGGCGATACCTTTGGGAGGTTTAATCCTGAAAGCTATGTGAC
+AAGGGAAGAAGCCGCGTCAATGATTTCGCGTATGATAGATTTTATGATGAAGGATTTGACTTTTGATTAT
+GTAGAAAGAGTATTGAATTTTAAATAAGGACCTCTTTTACTAGGGGGTCCTTTTTATATATTTTTTGAAG
+TAATATGAGTATCTTTTCTCACATATACTTTTATGTAGGCTCAAAGATGGGAGGAGGAAGATGAGATATC
+TACTTTACGGGGTATTGTCTATTTTCTTAAGCCTTATAATCTTGCCCTCCATTGTAATTTTTGGCTTTTC
+AACTCATGAGGTTTCAGTAGAAAAAAATTTAGTATTGGTTGAGGGAGGTAAATCAGTAAAGCTTGACAAA
+CTCCCCTCTTATGAAGTTATAAGAGTTTTTATTACAAATCAGAATAAAATTGAAGAAATGCAGCTAGAAG
+ATTACGTAAAAGGTGTTGTGGCGGCAGAGATGCCTGCGGAGTTTGAAATAGAAGCCTTAAAAGCTCAAGC
+GGTTGCAGCAAGGACTTATGCTCTAGCAAAAGAGGTAGCTTTAGGCGGAAAGGGCTGTGATTTGCATGAA
+GGGGTAGATGTGTGCACAGACCCCGAACACTGTCAGGCTTGGCAATCCGTAGAGGAGCTTAAGGGAAAAT
+GGGGAGAAAACTTTGAAAAATACTATAGCAAGATATCCCAGGCAGTGGATTCTACAAAAGGGCTTGTGAT
+GGTGTATCAGGATGCTTTGATTTTGCCTGTATATCACGCAATAAGCGGTGGCAGGACTGAAAACTCTGAA
+GATGTTTGGCAGAAAAAGATACCCTATTTAAGAAGCGTCGTATCTCCGGGGGAAGAAGTGGCTTCAAAGT
+ACAAAACTACTGTAGTTGTTTCTCAGGCTGAGTTTGTAAAAAAATTAAAAGAAAGGCAACCTTCTTTGAA
+ATTGACCAGCAACAATATTTTGTCAGAAATAAAAAACATAGAAAGGACACAGGCAGGCCATGTAAAAACT
+TTAAAAATTGGGGATGTAACTTTTGAGGGGAAAGAAATAAAAGAGCTTTTTGGGCTTAATTCTACAAATT
+TTACCTTCAGCAAGCAGAAGGATGACATTGTAATTACGGTAATTGGATACGGTCATGGAGTGGGAATGAG
+CCAGTATGGAGCTAATGCATTGGCAAAAGAGGGGAAAAAGTTTGATGAGATATTAAAATACTACTATCAG
+GGAATTGAGATAGTGAAAATTGAGGATTTGTTGAAAGGTAAACACTAGACAACCTTTCATTTTTTTGTAT
+AAACAGCCTCCACAGTGGTTAAAATACCATTTGGAGGTGAGAATTTATGAGAATAAACAGAGAAAATTTT
+CTTAGGTTCTTTGACAGAAAAGGGTTTTACATAGTGCTTTTCCTTTCAATTGTGGTAATCGCTGCTACAG
+CAGTTTACGTTACTGATAGCAACTTAAAAAAATTAGAAGAGATTAGAAAGGCACAGCAGGAAGAAATAAA
+TTCTGCAGTGGAGAGCAACTTAAACTATGACTATGAAGAGGAGATGAAGAGGGCAAAAGAAGAAAAGCCG
+GCAGTAGGGCAAGATTTCAATGTAGCTCAAAAGGAGCCAGAGAAAAAGGAAGCAGAGCCTGAAGCAAAAT
+CTGAGCAAATAAAAACAAAAGAAGTGTTTTCAACAGAGGCGAAAAAGTTGACTGTCACACCTTCCCCTGC
+AAAGACAGATAAGAAGACTTCTATATCAACTAGATTGGTATTGCTAAGGCCTTTGGAAGGCAAAGTGGTG
+ATGGAATTTGCAAAGGACAAATTAGTGTATTCTAAGACTTTAAATGAATGGACAACTCACAAAGGAATAG
+ACATTGCAGGTAAATTAGGAGAGCCAGTGGTGGCTGCTTCAGACGGAATAGTCAGTAAGGTGTACAAGGA
+CCCCAAATTGGGTAACACAGTGGTCATAAAAAATGGAATATGGGAAATGGTGTACGCGAGTCTGGGTGAC
+AATATAAAAGTGAAAGAAGGAGATAAAATTACAAAAGGGCAGCAAATAGGTGAAGTAGGGGATACGGCTA
+AATTTGAAATAGCTGAAGGGCCTCATCTTCATTTTGAACTGAGGGAGAATGGAGTTCCCATCGATCCAAC
+CCCCTATTTTGGCGAGTGAGAAAAAGGCTTGGATACTCTGTATTCAGGCCTTTTTTGTTTTTGAAATAGT
+ATTCTAATGATTTTCTTCGGGCATATACATATTAATGAGATTTGAAAAAGTCTAAAGGGGGTTGTAGTTT
+TGAAGGATTATATAGAAGAAAGGACTCTGGAAATATCAAAATACATAGTGGAGCATAAAGCCACAGTAAG
+GGAAGCGGCAAAAGTTTTCGGTGTGAGCAAAAGCACAGTCCATAAGGATGTCACTGAGAGGCTTCCAGAG
+ATAAATTTTGAGCTTTACAAAGAAGTTAGGGAGGTCTTGAGCAAAAACAAGGCAGAAAGGCATATAAGAG
+GAGGAAAAGCCACAAAAATGAAATACCAAAAGCTCAATAATAAAATTTCGTAAAATAAAAAGGAATTTGG
+GAGTTTGTATCGAATTAAATAATTTATGATAGATTAAACATTTCGGCATCGATGTCGATAATTAAAATAG
+ATGCCGTTTGTGTCGAAATACATGAGAAAGGTGAGTTTTGATGTTTGCGATTTCAAGAGACATTGGAATT
+GACCTTGGTACGGCATCTGTCCTGGTCTACGTGCGGGGAGAGGGGATCGTATTAAACGAGCCATCAGTTG
+TCGCAATAGACAGAAACACCAACAAAATCCTGGCAGTAGGTGAGGAAGCCCAGAGAATGGTAGGCCGGAC
+TCCGGGAAATATTCTGGCTATTAAGCCTTTGAGAGCAGGAGTCATTTCTGATTATGACATCACTGAAAAA
+ATGCTCAGGTATTTTATAAACAAAGCTTGTGGAAGTAGGTTCTTGATAAGACCTAGGATAATGATATGTA
+TACCTAGTGGAGTGACACAGGTTGAAAAAAGAGCCGTGATAGATGCTGCACTGCAGGCAGGAGCCAGAAA
+AGCCTACTTAATAGAAGAGCCTATCGCAGCCGCAATTGGAGCGGGGCTTGATATTTCTCAGCCCAGTGGG
+AACATGATAGTGGACATTGGAGGGGGTACCACCGACATCGCTGTAATTTCTCTGGGAAGTGCAGTAGTGT
+CTAAAAACATCAAAGTAGCAGGCGATAACTTTGACGAGGCTATTATAAGGTACATGAGGAAAAAGTACCA
+CATAATAATAGGGGAGAGGATGGCAGAAGAGATAAAGATAAACATAGGTACAGCATATTTTGACGGAAAA
+GAAGAAAAAATGGTAGTAAAGGGAAGGAGCTTGTTATCAGGCCTTCCACAGAATGTAGAAGTTACTTCCA
+GTGAAATTTGTGAAGCTTTGCAAGAGCCCCTCGAGCAGATTGTAGAAGCTGTCCACAGCGTGCTGGAAAG
+GACGCCTCCAGAGCTTGCAGCAGACATAAGCGATAAAGGGATGGTGTTGACAGGAGGAGGGGCTTTGCTA
+AAAGGGATGGACAGGCTGTTAAGAGAAAGAATGCAGATACCTGTGTACCTTGCAAATGACCCTATAAGTT
+GCGTGGCATTGGGAGCAGGGAAGGCATTAGAATCTTTGGAACTTCTTGAAAAATCGGAAACTGTGATAGA
+CATTCATAAGATAAGGTGAGAAGGTGATTCGATGATAAGAGGTTTGTACACTGCCGCCTCTGGTATGCTT
+GCCCAGACCAAAGTGATGGACGTTTTGGCAAACAACCTCGCAAATGCCAATACGGTTGGATATAAAAAGG
+ACATAGTAGTTTTGTCATCTTTTCCAAATCTTGAGACAATAAGAGAAGGGGGAGATAACGTTCCTCCTGA
+CAGAAAGGTGGGCAGAATCGAATACGGGGTTTTGATAGACACTTTTCACACGGTTTTTGAAGAAGGACCT
+CTTATGGAGACTACAGGGAAACTGGATTTTGCAATAGACGGAAATGGCTTTTTTGTGGTCAATACCCCTC
+AAGGGGAAAGGTATACCAGAGATGGTGCTTTTACAATGAATGCCGATGGATATCTGGTTACAAAGGACGG
+GTATATAGTTTTGGGAGAAAATGGACCAATACGCCTGTCCCAAGGAGATGTCTCAGTCGATGAGAATGGA
+AATATTATAAACAATGGCCAGTTGGTGGACAGGCTGAGAATTGTGGATTTTGACAACTATGATGCTTTGA
+GAAAGCAAGGAGATAACTTATTTTATCTGGATAATGCTGTAAATACTCAAATTATTCCAGCTACAGGCAG
+AATAAAGCAGGGATTTTTAGAAGGGTCTAATGTGAACTCTGTAAAAGAGATGGTGAACATGATAAGCGTG
+ATGAGAAATTATGAGTCAAATCAAAAAGTGGTAACTGCTTTTGACGAGACTCTAGGGAAAGCGGTAAACG
+AAGTTGGGAGAGTGTAAAGGGGGCATGAGTGTATGATGAGAGCTTTGTGGTCTGCAGCGACTGGAATGAC
+TGCTCAACAGCTCAATGTTGATGTAATTGCTAACAACCTGGCAAATGTGAACACAACTGCTTTTAAAAGA
+GATAGGGCAGAGTTCAAGGATTTAATATATCAGACTCTGCAGAGAGAAAATGTGTACGGCGGTCAAGGGC
+GTCCTGTCAATATGCAGGTAGGAGTAGGTGTAAGACCTTCTGCCATAGTAAAGGACTTTTCTGAAGGCAA
+TCTCTACCAGACAGGCAATCCGCTGGATTTGGCTTTGGACGGGCCCGGTTTTTTTGCGGTTTTGGGACCT
+GATGACAAGGTGTACTATACAAGAGACGGAAGTTTCAAATTAAGCCCAGATGGGAATACCTTTATGCTTG
+TGACTGCCGATGGCTATCCTGTTCTGGATGACAGCAATAACCCGATTGTGTTTGACGGAAATGTCAATGA
+TATAACTGTGTCTCCTTTGGGAGTTATACAGGTAAAAAATCCTGATGGCACTACTCAAGAAGTTGCGACA
+CTAGGAATATACAACTTTACTAATCCACAAGGGCTTTTAAGCGTTGGTAACAACTTGTATGAAGCGACAG
+AAGCTTCAGGACAACCGGGTACTAGAGATGACTTTGAAGGAAGAATGGGCAAAGTAATGCAAGGCTTTTT
+AGAGACCTCTAATGTACAGGTAGTGAAAGAAATGGTGGATATGATTGCTGCCCAAAGGGCTTATGAGATA
+AACTCAAAGGCTATACAGGCAGCAGATGAAATGTTGGGGATTGCCAACAATTTGAGAAGGTAGGGGAAAA
+TAGATGGAGATAAACCCTATTGAAGGTGCTATAAAAAATATGCTTCCTCTCTGGGGCAATCAGCAGGTGG
+AGGATTTTGAGAGGATAATAAATAAAGCAATGGAAGAAAAGGACAAGGATAAACTTATGGAAGCCTGCAA
+GCAGTTAGAGGCGAATTTCATAAGCCTTATGTTGAAAGAGATGAGAAAGACAATTCCAGAAGACCCCTTG
+ACAGGAAATAATTTAGCGAATGACATATTTACTTCAATGCTTTATGACAAATACGCTGAGTTAATGGCGC
+AAAGTGGAGGCTTTGGATTGGCAGAAGAGATTTACAACCAACTTTCTAAAAAGGTTTAAAGGGCGAAAAG
+CCCTTTTTGTTTTTTCTGCAACTTGTGGTATAATCAATATCAACTGAAAGTGTCAATCTATAGACGGGGT
+GAAGGATAAGTGGAAAATAAAGACATAAGAAAAATTCTTCCCCACAGATACCCTTTTTTGCTAGTAGATA
+GGATAATAGAGCTTGAAGAAGGGAAAAGAGCTGTCGGGATAAAGAATGTTACATCTAACGAGCCCTTTTT
+TCAGGGGCATTTTCCAGACAACCCCATAATGCCGGGAGTTTTGATTGTGGAAGCGCTGGCACAGGTGGCA
+GGGATTGCTGTAATGAATGTAGAAGAGTTTAAAGGGAAGCTGGGGCTTTTTGCAGGCATTGATAAATGCC
+GCTTTAAAAAAGTTGTGCGGCCGGGCGACCAGCTCATCTTAGAGGTCTCAATAGATTCAATTAGGATGGG
+GTTAGTCAAAGCTAAAGGCGTTGCAAAAGTGGGAGAGGAAATCGCAGCTACTGCTGAACTCATGTTTGTG
+ATGGCGGAGGAATAGGAGTGGCGGTATGTCTACTGTGAAAAAGACAGTAAAAGCAGCCTCTGTCATAATG
+GTCTTGACCCTTATAAGCAAAATATTTGGTTTTTTTAGAGATGTGACTTTGGCTGCTAAATTTGGCACCT
+CTGTATTCATGGATGCTTACAACATGGCAACTGTAATTCCCATGATATTATTTGCAGCAGTCACAGCTGC
+TATTGCTACAACTGTCATACCTATTTTCACCGAATACTATCAAAAAGAGGGTAAGGAGAAAGCTTTTGAT
+TTCATAAACAATTTGCTGGGGACAGTAGGTGTTGCAACTATTGTTTTAACTTTTATTGGAATTATATTTG
+CTCCTTATCTTGTAAAGTTTGTAGCTCCTGCTTTTACAGGGGAAAAGTTTGAACTTACTGTTAAGCTTAC
+AGAGATACTTTTGCCTACAATGGTTTTAATAGCGAGTTCCAACATTTTTACTGGCGCACTTCAGGCAATG
+GAGCATTTTACTGTGCCTGCTATGATAGGCATTCCTTATAACATTGTGGTGATCGGAGCGGCTATCTTAT
+ACGCTCATAAGTTTGGGATAATTGCAATAGCCTACTCCATAATATTTGCGACATTTATTCAGGCATTGAT
+GCAATTACCTGTTTTGTATAAATTGGGTTATCGCTTTAGGCTGAAAATAAACTTTAAAGATGAAGGCGTA
+AAAAAGGTTATTGTATTAGCGATTCCTGTTTTAATTGGCACAGGGATACAGACTATAAATGTTTATGTAG
+ATAGAGTAATTGCTTCTTTTTTGCCGGATGGAAGTATTGCCGCTTTAAATTATGCGAACAGATTAAATAT
+GTTTGCACTGGGGATTTTCTCTACAGCAATTACCACTGTAATATACCCTGTCCTGTCGCGGCATTCCGTT
+CAGGAAGATAAAGAAGGGTTTGTAAAAAGCCTTAATTTTGCGGTAAGCGGAATTTTATACATACTTCTGC
+CGGTGTCTGTAGGGGCGATGGTGCTTAGAGTCCCCATAATAAGGGTTTTATTCGAAAGAGGAGCTTTTGA
+CGAGAGGTCTACCTATCTTACTTCCATTGCACTTTTTTACTTTGCTATAGGCATGACGGCCTATGGCTTA
+AGAGATGTCTTAAGTAGGAGCTTTTATTCCATGAAAGATACAAAAACTCCTATGATAAATGGAGCTTTGG
+CGGTTTTGGTAAATATAATCCTTAATTTAATACTGGTGAGGTATCTTGAACTAGGAGGACTTGCCCTTTC
+TACTTCTATTGCTGCAATATTTGCTACTTTCCTTCTTTTTAACTCTTTGAAAAAGAAGATTGGCAGTATA
+AATGGAAAACAAATGCTTATAAGCTTTTTAAAAGCGATGGGGGCTTCTTTAGTAATGGGAATTACTGTAT
+ATTTTGTTTACAACCACCTAACAGCTAGAGTTCCAGATAAAAAGATTTATGAGGCCTTAACACTTTTTAT
+GACCATAATAGTTGGGGCTTTGGTCTATATTCCAATTGTTCTATTAAGTGATAAAAATGCCTTTAATTAT
+TTCAAAAAAGGAATTAAGTTTATAAATGCTAAATTTGTTAGATTATAGGAGGGATAGTCAATGAAGGCAA
+AAGTGTACTACTACAACATGAGGGCAGATAAGGCATCCAGCAGTTTGGCTTCGAAGGTGGCGAGAATTTT
+TGACCTGGCAGGTTTTAAAAGCATAATAAATAAAAATGATCTGGTGGCGATAAAAATTCACTTTGGTGAA
+AAGGGGAATAATGCCTACATCCATCCAATATATGTAAGAAAAATAGTGGACAAGGTTAAAAGTTACGGTG
+GGAAGCCTTTTTTGACAGATACAAATACTCTTTACAAAGGCAGTCGTTCCAATGCAGTAGACCACTTGGT
+AACCGCTATTGAAAATGGTTTTGCCTATGCTGTTGTAAATGCTCCTATAATAATAGCAGATGGACTTTTG
+AGCAAAAACTCCATTGAGGTAAAAATTAACAAGAAGCACTTTGATACAGTAAAGATAGCTTCTGACATAT
+TCTATGCTAACGCCATGATTGTCATGTCCCACTTCAAAGGGCATGAACTTGCAGGATTTGGCGGTGCTAT
+AAAGAATTTAGCGATGGGATGTGCCCCTGCGGCAGGGAAACAGCAACAGCATTCTACAGTAAAGCCTGTG
+GTAGGTAAAGGCTGTACTGCCTGTCAGATGTGTATAAGGAATTGTCCTGTAGGTGCCATATCTTTGGTTA
+ACGGTTCTGCCTATATTGACCATTCAATATGCATAGGGTGTGGAGAATGCGTTTCAATGTGCCAGTATGG
+AGTTATTAAGCCTCAATGGGGAACAGATATGGACGCTTTTATAGAGAGGATGACAGAATACGCCTATGGG
+GCATATTCTGTTAAAAAAGGTAAAATCGCTTTTATAAACTTTGTAATGAATGTCACACCGCTTTGCGACT
+GTACTCCCTGGAGCGATGCGCCAATTGTTCCTGATGTTGGGATACTGGCTTCTTTTGACCCTGTTGCTAT
+AGACCAGGCAAGCTATGACCTTGTAAACCAGCAATTTGGACATAGAGGTACAGCTTTGGAAGAAGCAGGG
+TATGGAATGAATCCGGGGGAAGACAAGTTTAAAGCGCTTCATCCAGAGACAAAAGGAGAGCTGCAGCTAA
+AATACGGAGAAGAGATTGGCTTAGGTACTAGAGATTATGAGCTTATAGAGCTCAAATAGCAGGTTTATCC
+TGGCATTTTAGACTGTTGAGAAACTTGGGAAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGACAAAGC
+GGTTACTAAACTTAGCGAGCTTGAGGAGCGAAGGCGGGGCGAGCGAAGCGAGCGGCCACCTGAGCCGTAG
+GCGAATTGGCCGGTACCCCGCCTAAGCCCTCAAGCGAGCTTTAGTTTAGTCGCTTTGCAACTCTGGAGCA
+TTAACACAAAATGCCACTTAGATGAGAGAGATTTTGTCAACGAGCTCAAATAGCAGGTTTATCCTGCTAT
+TTTTTTAAAATTTTTAATGATTTTTGATAACGTTTGTTGTATTATATTAATAGAAGAGGAGTATTCACAA
+AGGAGAGGAATTTAATGGAAAAATATTTCATAATAATTCCTATAATTTCAATGATAACAGTGGCACTGCT
+TTTCTTTATACAGGTGCTTTTTATAAAGTGGACGGACAAAGTCTTTGGGATAAAGCAAGAAAAAGAGAAA
+AAGGATGTGGAAGATAAAAAAGAAGAAGAGTAGAAGGAGCGGATGCCTTTGAAAATAGGTTTTAAAAGAA
+ATGAAAAAAATGGAGTAGTTTTCTACACTATACCTTCTTTTGAAGAGACAGGAGTTGTTAAGCACCTTTT
+TACTACGAGAATAGGTGGGGTGAGCAAGGGGAAATACGCCTCTTTAAATCTAAGCCTTAAAAGATTTGAC
+ATCAAAGAAGAAGTTTACGAAAACTTTAAGATAATATGTGCTGTAGGAGAATTTACCTGCCAAAACATGG
+TTTTTTCTGACCAGGTCCATGGTAATGTAGTGAGAAAAATCACATATGAGGATAGGGGGAAAAATTTTGG
+AGGAAGTGATATTGTAGGAGTAGATGGACTTGTGACTGACGAGAGAGAAATTCCCCTTGTTACATTTCAT
+GCCGATTGTGTGCCTTTATTTTTCTTAGACCCTGTTAAAAAAGTTGTCGCTCTTTCTCATGCAGGATGGA
+GAGGAACGGTGGCTCGTATTGGGCCAAATACTGTAGAGGTTATGAAAAGAGAATACAATTCCAATCCCAA
+AGATATACTGGTAGGAATAGGACCCTCCATATACAAATGTTGCTATGAAGTGGGGGAAGATGTGGCAGAA
+AGAGTAAAAGAAGCGATTGGGGACTGGAAAGAGGTTCTTGTTAAAAAGTCTGATGGAAAATGGCTATTAG
+ATCTGCAGCATGCCAATTATATCGAACTTGTGAGTAGTGGGATACCGGATGAAAACATCACTGTGAGCCA
+GATATGCACTTCTTGTAATCTGGAATTTTATTCTTACAGGAGAGATAAAGGCATAACAGGAAGCATGGCA
+GCTTTTGTAGAACTTAAGTAAGTCATTTTTATACTGCAAAGACCTCATTTTGGGTCTTTTTTATTTTATA
+CAATTCATGCCACATTTGTGGTATACTTTTTGCAAAGTGAAATGTAAAGGGGGAGGCATCTGCCTATGTT
+GGATAAAATTTTTGAAATTATACAAAAAGAAGATAAGAAAAATCCTTTGACTGATGAGCAGATTGCTGCA
+CTTCTTAATATCAAAAGAGAAGACGTTACGCAATTTAGACTTAAAAACAATATCCCTGATTCAAGGGAAA
+GAAGAAAACCCTATTTGCTAGAAGATTTAAAGAAAATAATCAAAGAAGATCCAAGTATTTCAGATAGAAA
+TCTTACCAGAGAGCTAAATTTTTTAGGCTACAACATATCTCGATTTGTGGTGTCACAGCTGAAAAAAGAA
+ATTTTAAAAGAAATAAAAGTGGAAAGGAAGGTATATCTTAAAAACTTTGTACCAGAAGAAGATGTAGAAA
+GTCAAAAAGAAGAGATATTGTCTTTCAAAGATATAATTGGCAGTGAAGGAAGTCTTAAAGCACAGATAAG
+TTTAGCAAAAGCAGCAGTACTTTATCCTCCCCATGGTCTTCATACTTTGATAGTAGGTCCCCCTGGAGCA
+GGAAAGAGCCAGCTTGCTGAAGCTATGTACAATTTTGCAGTAGAATCAGGCCGCTTTAGAGAAGGTGCTC
+CTTTTGTTGTGTTTAACTGCGCCGATTATGCAGATAATCCGCAGCTTCTAATGGCACAGCTATTTGGATA
+TGTAAAAGGAGCTTTTACAGGAGCTGATACGGAAAAAAGAGGTTTGGTGGAAAAAGCAAATGGAGGAATA
+CTTTTTCTTGATGAAGTTCACAGGCTTCCCAGTGAAGGGCAAGAAATACTCTTTTATCTTTTAGATAAAG
+GTAAATTTAGAAGATTAGGGGAAACAGAGAACACGAGAGAAGCGCAGATTATGCTCATTGCTGCTACTAC
+TGAAAATCCAGAATCAGCACTTCTTTTGACTTTTAGAAGAAGAATTCCTGTTTTGATTGAACTTCCATCT
+CTTTCTGAAAGACCTCCTCATGAAAGATATGAGATAATCTATAACTTTTTCACAAAAGAGTCTGTGCGCC
+TTAATAAGACTATTGTGATTAAAAAAGAGGCTTTAAGGGCTTTGATGCTATATGAATGCCCGGGAAATTT
+GGGGCAATTGCGGAGTGATATTCAGGTTGCCTGCGCAAAAAGCTTTTTAGCATCACTTGGTAGTAAAAGT
+TCTTCTTTAGTTGTGGATGTTTCTGACCTTCCAAATCACGTCAAAATGGGCCTCTTTAGACTGAATAAAA
+GAGATCCTGAAATAGAAAGGTATCTGGGAGAGGACCTTGTCGTCTATCCTGACAAGAAGGTAAAAATATT
+TCCAAAAGAAGACAGGTATATGCTTCCTGACGAAATATACCAATTTATAGAAGAAAGGTTTATTGACTTA
+AAAAGACAGGGGCTTACAAAAGAGGAAATAGATAAAATTCTAAGCAAGGAAATGGAGATAGAGCTTAAAA
+AATTTGCTGCAAGTGTTAAAACCAGCATTTCAATTTCAAAGAAAGAGCTTGTAAATGTAGTAGGAGAAAA
+GATTGTGAATGCAGTCGAAAAAGCCTATGAAATTGCAAGAAGAAGCTTTAAAAATTTAGAAGACAACCTC
+TTTTACTCTCTTGCTATTCACTTGAGCGCGACGTATGAAAGGATATTGAGCGGCAAGCCCATCTTTAATC
+CTCAACTGGAGAACATAATCAGAGAATATCCTTTGGAGTATTCTACAGCTAAGATTATGGCTAAAGAAAT
+AAATAAAGAGCTTGGGATTGAGCTTCCCGAGGAAGAGATAGGGTTTATAGCTATGTACTTAAAAACTTTT
+TCAGGAGAAAAGCCAGTGGAAGAGGGAAGAGTGGGAGTAATTGTTCTAACTCACGGGCATGTGGCAAGCA
+GTATGGCAGAGGTGGCTAATAGGCTTCTGGGAGTTAATCATGCCATAGGTATAGACATGGCTTTAGATGA
+AAAACCCGAAAAAGTTCTTGAGAGGACAATTGAGGTTGTAAAAAGAATAGATGAAGGCAAAGGCTGTATT
+ATATTAGTTGATATGGGTTCTCTTGTAACCTTTGGTGAAATTATAACTAAAAGAACTGGAATACCTACGA
+GAGTTGTAGCAAGAGTGGATACTGTGATGGTGTTAGAGGCTGTGAGAAGAGCTATTATACCTGAGACTAC
+TTTAGATGAAATAGCAGATGCTATAGACAGTGAAAAGTCATATGTAGGGAAAGTAGAAACGCTTTTTGAC
+AAAAAACCTTCCAAAGCTATTGTGACAGTATGCATAACTGGAGAAGGTACAGCCCTTAAAATAAAAAAGT
+ACATTGAAGACTTGATTCCAGAACTTAAAGAAAATTACAAAATAATTCCTGTTGGCATGCTAAGACAGGA
+GGACATAGCAAAAGAGATAGAAAAAATAAGAAAAGAAAATGATGTGGCAGCATTTGTAGGTACAATAAAT
+CCCGGCATAGAAAGTATACCCTTCATATCTGTAGAAGAAGTTTTAAAAGGAGATGGGGTAGAGAAGATAA
+AGAAGATAATAGGGCTTAAAAAGGAAAATCCGCTAAAAGAGGTAATTGACGAGGAGCTAATTTTCTTAGA
+TGTAGATGCTTTTGTCAAAAGCGACGTGATAGATTTGCTGGCAGAAAAACTCTATGAAAAAGGATATGTG
+GACGACAGGTTTTTATTAAGCGTATATAAAAGGGAAGCTATGGGAGCTACTATTTTAAACGATGGAATAG
+CCATACCCCATGGTTACCCAGAACATGTCATAAAACCAGCCATAGCTATTGCAAAATTGAAAGAGCCTAT
+ATATTGGGAAAAAGACCTTATGGCAGATTTAGTATTTATGATAGCGTTGAAAGAGGAGTCGAAAGAGTAT
+TTTATGTATCTATATCATGTTTTAACAGATCAAAATAGCATAAATAAATTGAAGGGAGCGCGAAATCCTG
+ATGAAGTAAGAGAGATTCTTACGAGTTAGTACAATACATGTCAAAAAGATGGCATAATTCTTGCTATATA
+AAATTTGCGAGATAACGAGGAGGTTGTATTTGATGAAGCTTACAGAGTTTTTCCACAAAGAATTGATTGT
+TACTAATTTACAGGCCAATAACAAAGAAGAAGTTTTTGAGGTTCTCTTTAATAAATTATTAGAGAATGGG
+TACGTAAAAGAAAGTTTTTTAGAAGGGATAATGACCCGCGAAAAGAATTTTCCCACAGGGCTTCTTTTAA
+ATGGCAATAATGTTGCTATTCCCCATACAGATCCAGAACATGTTTTAAAACCTGCAATTGCAGTAGCTAC
+TCTCTCAAAGCCAGTGGTATTTAAAAATATGGCTAATCCTCAAGAAGATGTAAATGTAAATATAGTATTT
+ATGATAGCTCTAAATGCAGCTCACAGTCAAGTAGAGCTATTGCAGCGACTTGTTGAAATGATTCAAAACG
+AAAATTTACTTGAAGAAATTTTAAAAGCGAAAGGTGGTGATGAAGTTGTAAAAATAATAGAAAGTTATCA
+GACATTAGAAAAGGAGTGAGAAAATGGTTAGTATGAGGAAAAAGACAATATTAGTGGCATGCGGAACGGG
+AATTGCAACTTCTACGGTGGTAACAGAAAAAATATTGGAAGCTGCAAAAAAGGAGAACTTGGATGTAAAT
+ATCATACAGTGTAAAGTATCTGAGATAAAAAGCTACGCAGAAGATGCAGATTTTATAGTCACTACGACAA
+TACTAAAAGATAGTTTTGGGAAAAAAAGTATAAATGCACTTCCTCTTATAACAGGTATAGGAGAAGAACA
+AGTATTGAAAGAAATTATTGAAGAAATAAAGAAGTGAGGTGTAATCTATGAGTATTATCAAATATATTTT
+GGATTTGGGAGCAACAGTAATGCTTCCAATAATAATTTTCTTACTGGCCCTTATATTAGGAGAAAAACCA
+GGTAGAGCTTTCAGATCAGCACTTACTATAGGAATAGGTTTTGTGGGGATAAATCTAGTAATTGGATTAC
+TCGTTAATAACCTCGGTCCTGCGGCTCAAGCAATGGTAGAACATATGGGAGTTCATCTTAACGTAATAGA
+CGTCGGTTGGCCTGCTTCTGCAGCAATTGCTTTTGCCTCAAAAGTAGGAGCTTTTGTTATTCCTATAGGT
+CTTTTAGTAAATATAATAATGCTTGCTACCAGACTTACAAAAACTGTAAACGTAGACTTATGGAATTATT
+GGCATTTCGCATTCACTGGAGCTTTAGTGACAGCTGCTACAGGAAGCCTAACATGGGGATTGGTTGCAGC
+AGCAATAAATGCCGCGATTGTTTTATTGCTAGCCGACTGGACAGCAAAAATGGTGCAGGATTTCTATGGC
+TTACCAGGTATATCACTTCCACACGGATTTTCTGCGGCTTATGTTCCAATAGCTATTCCTCTTAATAAAC
+TCATAGACAAAATCCCAGTTATAAACAAAATTGAAGCGGATACAGATACAATAAACAAAAGATTCGGCAT
+TTTTGGTGAACCTATTGTGATAGGATTAATTTTGGGTGTTGTTCTAGGTATATTGGCAAAATACGATGTG
+AAAGGAATTTTAAACTTGGGTATTTCAATGGCTGCTGTAATGCTTTTACTGCCCAGGATGGTACGAATTT
+TAATGGAAGGATTAATCCCTATCTCTGAAGCAGCAAAAGCTTTTATGCAAAAGAGATTTCAAGGCAGAGA
+ATTTTACATTGGACTTGATTCTGCAATAGCTGTTGGACACCCTGCTGCAATAGCCACAGCATTGGTATTA
+GTTCCCATAACTATACTTCTTGCAATAATATTGCCTGGTAACCATGTGTTGCCTTTTGGTGATTTGGCTA
+CAATTCCTTTTATGGTAGTTATGGTTGTACCGGTAACTAAGGGTAATGTCTTTAGGTCTATATTGATTGG
+TACAATAGTTATAGGAGTGGGATTGTGGATTGCAACAAATGTGGCTCCTTTGTTTACTCAGGTTGCTGCA
+GAAGCTGCCTTCAAGTTCCCAACTGGAGCTACAGAAATATCCAGCATATGCGATGGTGCTAATCCTTTGA
+CATGGGTGATTTTGCAGATAATGAGGCTATTTTAAAAAATGGGAGGGCTTCCTCCCATTTAATTTTCAAT
+TAAATAGTGAGCTACTTCTATATCTGTGACAAGTATATCTATCCATTTTCCTACTAAAGCAGCTTTTACA
+ATTTCTTTTTTATGAAGGCCACCTGCTACACCCATCATGATTCTGGCACTTTTACGTATTTTAGATAAAT
+TGCCTGCAATTAATCGTTCATGGATGGGGTGAGATACTATTCTGCCACTTGCATCAATAAAGTGCAGGGC
+AATGTCTCCTATTGCTCCTACTTTCTCTAGATCTTTTATTTCATTGACAGTGATGTAGTTGTATTCCAGA
+ATTGTAGAATTCCATAGGCTTCCTAAGCCTACCAAAGCTATATCTATATTTTCACTTTTCTCAATTACTT
+GACTTACAAGTGGATTTTTCAAAAAGACTTCTTTTTCATGTTTATTGCTTGCAAAAGCAGGAGCGTGTAG
+TAACAGACATTTTCCGCTTATTGCAGAAGATATCTGCATGGCAATGTGGTTACTAAGGAGAGATGGAGTA
+TGTCCCATTCCACCTATTAAAGGTACTACTGTAGTATCAGGGTAGTAAATAGGTATTAAGTGGTTTGCAA
+GTGCTGAAAGAGTTTTACCCCAGGACACGCCTATTACGTCATTAGGTTCTAGTATGGAAATAAAGTAATT
+AGCAGCTGCCTTTCCAAGTTCTACAATATCAGCATCCGACGTAACAGCTTTTTTAATCACTTTTACGCCT
+TTTAATCTGTATTTTTTCTGGATTTCTTCTTCAAGTTCTTTTACCCCAGATGTAGATGTTATGACATCTA
+CTCTAACAAGGCCTAATTCTTCTGCCTTTTTTAAAAGTTTTGAAACCCATGGCCGAGAAATCTGGAGCTT
+ATCAGCTATTTGCTGCTGTGTTAAACCATAAGTATAATACAATTCTGCTACCAAACTTATTTTTTGAAAA
+AGATGTAAATCTTTGTCCATTTTCATTGTTTTCATCACCGTCTAATTTTGTTTAATTTGCTCTCCTTAAT
+CTTATCACAGTCAAGTAATTATTACAAGATTTTGTCTATCTTTTGCTTGACTTTTTAAAAAAGATAAGTT
+AAACTAAATAATAAGGAGCACGATTGATATCAATAGGAACATTTGTTACTAAATTTATGGAGGGCAAAAA
+TGAAGATTTCAGCTTCTATATTGGCCGCTGATACAGCTTTTTTAGGTAAGGAAGTTTTAGAACTGGAAAA
+ATTAGGTATAGATTTTATTCATGTGGATGTTATAGACGGTCACTATGCAAATAATTTCGGATTTAGCCCT
+AAAACTGTTAAAGATTTAAGACGAATAACTGACTTACCAATAGAAGTTCATTTGGAAATATTAAATCCAG
+AAAACTATGTCGAAATATTTTCAGAAGCTGGGGCAGATATTATAATAGTCCAATTTGATACTTGTAGCCA
+TCCTTTGCGAATTTTAAGAAAAATCAAGGCTTTAGGTAAAAAAGCTGGTGTTGCTTTAAGCCCATGTGTT
+TCTTTTGAAAGCTTAAGATGGTGTTTAAATGATGTGGATTATTTGTTGTTCATGAGTGTGGAACCCGGGT
+TTGGGGGACAAAATTTTGAAACTTTTACCATAGACAAGATAAAATTAGCGAAAGTTCAACTGAAAGAGAT
+GGGGTTTTCTATTCCCATAGGGGTGGATGGAGGAGTAAATTTAGGCAATATAAACTTACTGAGAGAAGTG
+GGGGTAGATATTGTAGTGGTAGGAAGTGCACTATTTTTAAATGAAAACAAAGAAAGATTTATTTTCCAAG
+TAAAAGGAGGTTAAGAAATGATTGTATCTCACAAAGACAAAAAAACACCTGCTTATATACCCTCTAATGC
+CCTTCATCAGTTTGTAAACATGGGAGAAGAGGTACTTGAGCTTATATGTATAGTGCCAGAAGAAGGAGAA
+AGTGAAATTAAAAGGAGGTAGAATTGTGACTATGGAATTTTCAAAAGAAAAATTGCTGTGGATGTACAAA
+AAAATGGTTCAAATAAGACAGTTTGAGCTAAAGACAGATGAGCTTTATAAGAAAAATATGATATGGGGGA
+CATACCACCTGTACGTGGGAGAGGAAGCTGCTGCAGTTGGAGCTTGTGCCGCATTAGAGCCCACGGACTA
+TATAACGAGTACTCACAGGGGACATGGGCATACAATAGCAAAAGGTGCGGATTTGAAGAGGATGATGGCA
+GAGCTTCTTGGCAAAGAGACGGGGCATTGCAAAGGAAGAGGAGGTTCAATGCACATAGCAGATATTTTTA
+CAGGCCATTTGGGTGCGAATGGAATCGTAGCTGGAGGAATTCCCATAGCTACAGGCGCGGCTTTAGCTTC
+TAAATTAAGAGGAGATAAAAGAGTTACGTTATGCTTTTTTGGTGATGGTGCAGCAAATACAGGAGCATTT
+AATGAATCTCTAAATATGGCAGCAATATGGCAATTACCAGTTGTATATTTCTGCGAGAATAATCAGTATG
+CTATGTCTGCACCAGTAAATAAATTTACTGCTGTAAAAAATATTGCTGACAGAGCAGCATCTTACAATAT
+GCCTGGTGTAATAGTAGATGGGAATGATGTGTTAGAGGTATACAAAGCGGTAAAAGAAGCAGTGGACAGA
+GCAAGGAAAGGTGAAGGGCCTACACTTATAGAAGCAAAGACTTATAGATGGTTTGGACATTCTAAGAGTG
+ATCCTAGAGTATATAGGACTAGAGAAGAAGAAGAGGAATGGAAGAAAAAAGATCCTATAAAGAGATTTGC
+AGAAAAACTGCTTTCAGAAGGAGTGGCAACAGAAGAGGAATTAAAGAAAATAGACGAAGAGGTTGCAAAA
+GAGATAGAAGAGGCCTATCAATTTGCAGTAGAAAGTCCTGAACCCAAGGTAGAAGACCTGGCAAAATACG
+TTTATGCAGAGGAGGGAGAGTAAAGATGGCAGAAAAGCTCTATATAGAAGCGCTGGCAGAAGCAATAAAA
+GAAGAGTTTGAAAGAGACCCTAACGTTTTTATGATGGGCGAGGATATAGGAATATATGGAGGAGCTTTTG
+GAGTAACAAAGGGTATGTATCCTAAGTACAAAGACAAACTAATAGAGACACCAATTTCAGAAGCTAGCAT
+AGTAGGTGCAGGAGTAGGTGCAGCTCTTGTAGGTATGCGACCTATTGTAGAAATAATGTTTTCTGACTTT
+ATGATGGATGCGATGGAGTGGATAGTAAACCAGGCTGCAAAACTAAGGTATATGACAGGAGGACAACTTA
+AAGTACCTCTTGTAATAAGGTCTCCTATGGGTAGTGGGACAGGTGCAGCAGCACAGCATTCTCAAAGTTT
+GCCTGCCATGTTTGCCCACATACCGGGTCTTAAAGTAGTGATGCCTGCAACTCCTTATGATGTAAAGGGG
+CTTTTTAAAGCGGCTGTAAGGGATGACAACCCAGTAATATTTTTTGAGCATAAACTCCTCTATTGGACAA
+AAGGGGAAGTGCCTGAAGGAGACTATATAGTTCCAATAGGAAAAGCCGATGTGAAAAGAGAGGGGAAAGA
+TATAACCATAATAGCTGGGTCTATAACAGTAATAAGGTCACTAGAGGCTGCAGAAAAATTAAAAGGTGAA
+GGAATAGATGTAGAAGTAATAGATGTAAGGAGCTTGTCACCACTTGATACAGAAACTATAGTAAACTCAG
+TAATAAAGACAGGTAAAGTGCTGATAGTAGAGGATGACAACAAAAGCTATGGTTGGGGTGCGGAAGTTTT
+GTCGAGAATTGTAGAAAGTGATGCTTTTGACTATCTCGACTACCCAATACAGAGATTGGGTGGGAAGGAT
+GTGCCAATTCCTTACAATCCCAAGTTAGAGAGAGCGGCTGTACCTCAAGTAGAAGACATAATAGAGGCAG
+TAAAAGCTATATTTGGCAAGGAGTGATTGAAGGATGGCAAATGTAAAACTTATGCCTAAGTTAGGTATGA
+CTATGACAGCTGGCAAAGTAGTTAGATGGTTGAAAAAAGAAGGTGAAAAAGTAGAAGCAGGAGAGCCTCT
+TTTGGAAATAGAAACTGACAAAGTTACAATGGAAGAAGAAGCAGGTTACACAGGGACTCTTTTAAAAATT
+CTTGTAAGAGAGGGAGAAGAAGTTCCTATAAATCAGCCTATAGCTATAATAGGAGGAGAAGGAGAAGACA
+TAGAAGAGATACTAAAAACGTTAAAAGTCTCTGAGGGAGTTGAAGAAGAGAAAAAAGAAGAGAAGATAAA
+AGTAAAAATAGAGGAGAAGCCAGAAGAGGTGAAAAGAGAAGAAATATCTAAACCAAGAGCTACACCGGCA
+GCAAGGAAAATAGCAAGGGAACATGGGATAGACCTGTCAGAAGTAATAGGCTCTGGAGCTCACGGCAGAA
+TTCATAGGAAAGATGTAGAAGAATATATTAGAAAGCGTACTGAAATAGTGCCTTCACAAGTAACAGTAGA
+ACAAAAAGTAGAGAAAAAAGAAGAAATACCCTCTTATAGAGTTATTCCTTTCACAGGAATGAGAAAAATA
+ATAGCAGAAAAAATGCAAAAAAGTATAAATACAGCTCCTCATTTTTATGTTACTATGGAAGTAAAGATGA
+GAGAAATTTTAAAATTGAGAGAGACATTAAATAGTAAATTGAAAGAGGATGAAGCAAAAATTAGCCTTAA
+TACCCTGCTTATGAAAGCTGCTGGAATAGCAATAAAAGATTATCCGATATTTAATTCTTATGTAGAGGAA
+GGCCAGATAATTTTAAGGAATGAAATAAATATAGGATTGGCGGTAGCTTTGGATGAAGGACTAATTGTAC
+CTGTTATAAGGGAAGTAGACAAAAAAGGATTGAAAGAAATAGCAAGGGAAGAAAAAGCACTTATTCAGAA
+AGCAAGAGAAGGAAAATTAACACCTGATGAGTATACTGGAGGAAGTTTCACAATCTCTAATTTAGGTATG
+TTTGATGTAGTAAGATTTGCAGCTATAATTAATCCACCGGAAGTAGCAATTTTAGCTGTAGGGAAGATAA
+GAGAGATTCCCGTTGTAGAAGAAGGACAAATCGAAATAGAGCCGATAATGGAAATGACTTTATCTTCAGA
+TCATAGAGTAATAGACGGTGCTCTCGCGGCTAAATTTTTGAGAAGGATAAAAGAAATTTTAGAAGATCCC
+TTACAATTTATGTTGTAAGAAAAGGCAGGGATGTGAGTTTTATGTACACTTACATGAAAGGAATGCTTTA
+CTGCCTTTACTGCAAAAAGGAGACTGAACATACGATAGTCTATGAAGGAGATATGATAAAAAAGATAAAG
+TGCGATGAATGTGGAACAGAATTGGAGATAGACAAGGAAAAGGCGAAGAAAAACTATACAGAAGATTTTA
+TAAATAGAATATTTACAAAACCACAACGTATGACTGAGGAGTTGCAAAAAGACCTTACTGCTTTTCTACT
+TTCACTTCCCATAAGGATTGTCACTAAGCCGTACAGGGTTCTGGAGGAAGTTAAAGAACAAATTGATAAA
+ATTAGAAGGAAAGATATATAACAATGATTTTTTTAAAATCTACCCTTCCCTTATAATAATGGGGGAAGGG
+AATTTTACATTGTTTTTCAGCAGTTTTCATGTATAATAATATTAAAGAAATAAAGCAAAATATAGTTAAA
+GGAGGAGAAAACATGGCAAAAAGAATAGAGCAGTTGGCCATAAACGCTATAAGAGTGCTGTCTATTGATG
+CCATTGAAAAGGCGAAATCAGGCCATCCCGGGATGCCAATGGGAGCAGCTCCTATGGCGTATGTACTTTG
+GACAGAGTTTATGAATCACAATCCTCTCAATTCTAAGTGGTTCAACCGCGACAGGTTTGTCCTGTCAGCA
+GGACATGCTTCAATGCTTTTGTACGCGCTTTTGCACCTTTCAGGCTACAAAGTTTCCATGGAAGACATAA
+AGAATTTCCGCCAGTGGGGGTCAAAAACTCCTGGGCATCCGGAGTACGGCCTTACTGATGGAGTAGAGGC
+GACGACTGGACCTTTAGGGCAGGGCCTTGGGATGGCAGTAGGAATGGCAATGGCTGAACGCTTCCTTGCC
+AATAAGTATAACCGCGGTTCTTACAACATAATAGACCACTATACATATGTAATTGCAAGCGATGGAGACC
+TAATGGAAGGGATATCTCACGAAGCAGGTTCATTGGCAGGACATTTAAAGCTTGGCAAACTGATTGTGCT
+TTACGATTCTAACGATGTAACCTTGGATGGAGACAGGCACTTATCCTTTACAGAAAGCGTTGCAGATAGG
+TTCAAAGCCTATGGATGGCAGGTTTTAAGAGTCGATGATGGCAATGACCTTGACGCTATAAGAAATGCTA
+TAAGTGAAGCTAAGAAAAACACAGAACAGCCTACCTTAATTGAAGTAAAGACCGTCTTGGGTTACGGGGC
+TCCCAATAAAGCAGGCAAATCTGATGCACACGGGGCTCCACTAGGTGAAGAGGAGGCTCGTTTGGCAAAA
+GAATATTATAAATGGGAGTATGAACCTTTCTTTATTCCAGAAGAAATATACGAGCATTACAGGGCTAAAG
+TTCTTGAGAGAGGCAAAAAGGCAGAAGAAGAGTGGAATAAGCTATTTGAGGCTTATAAAAAAGAATATCC
+TGAGTTAGCAAAAGAATTAGAAGATGCCATAAATGGAAACCTTCCAGAAGGCTGGGACAAAGACATGCCT
+TCTTATGATAAAGGGGCCTATGCGACGAGAGATGTATCTGGAGAGATGATAAATGCTTTAGCGAAAAATA
+TCCCCTACTTCATAGGTGGCAGTGCTGACCTTGCAAGTTCTAACAAGACAGCTATAAAAGGAGAACAGCC
+CTTTGGGCCTACCAGCAATTACACTGGAAGAAACATATGGTTTGGTGTAAGGGAATTTGGAATGGCTACA
+GCTTTGAATGGGATGGCACTTCACGGAGGACTTAAAGTCTATGGCGGAACATTCCTTGTATTTAGTGATT
+ATCTCCGCCCCGCTTTAAGGCTTTCAGCTTTAATGGGAGTACCTGTAACTTATGTATTTACACATGACTC
+AATCGCTGTAGGAGAAGATGGACCTACACATCAGCCAGTAGAGCATCTTGCGGCATTTCGCGCAATGCCA
+AATGTGTCAGTTATAAGGCCAGCAGACGGGAATGAGACAAGAGCTGCATGGAAATTAGCAGTGCAGTCTA
+AGAATAAGCCTACTGTTTTGATTTTGACAAGGCAGAAGCTCCCCATTCTTCCTACAACAAAAGAAAAAGT
+TGAAGAAGGCGTGGCAAAAGGTGCTTATATAGTATCCGACGGCGAAAAGGAAATACCGGATATTCTCCTT
+TTGGCATCTGGATCAGAAGTATCTTTAGCAGTTGAAGCGCAAAAGAAGTTAAAAGAAGAAGGGATAGACG
+CAAGAGTTATCAGTATGCCCTCATGGGATAGATTTGAGGAACAGGACAAGTCCTACAAGGACTACATACT
+GCCTCCAAATGTTAAAAAGAGACTGGCTATTGAAGCGGCAGCACCTCTTGGATGGGAGCGCTATGTAGGA
+GATGAGGGTAAAGTATTGGGGGTAAATACATTTGGCGCTTCTGCCCCGGGAGAAAAACTGATGGAGGAAT
+ACGGGTTTACAGTGGACAGAATAGTAAAAGAGGCAAAAGAGCTGCTCAGGAAGTAAATAAATTTACAAGA
+TTTAGGGAGTTTTACGCTGCTCCTGCTTTATAGGCAGGGGCAGTTTTATTTTCCTCTAAAATTTTTTCGC
+TTTCTATGGTATACTTTTTATTAAACATACACGAAAAAAGGGGGAGATTCTCCTTGACAAATAAGGAGAA
+AGTTTTTAATCTGGTCAAAGAGCTATCCCAGAATATAAATGTAAAGGAGAAAAAGGGCATAACTGCTCAG
+GAGGTAGCCCGGAAATTAAATCTGAGAAGAAATGTAGCAAGTCACCTTCTAAACGAACTTCACAAGGAAG
+GTAAGTTAATAAAAATTAACACAAGGCCTGTGTATTTTGTAGATAGGGAAATTTACGAAAAGAGGGCAAA
+GGAGTTTAAGGATACTACAAAGGATGTAAGCACTTCCTTGAAATCTTCATCAGAAGATCCTTTTGTAAAG
+CTTGTAGGCTACAACGGCAGTTTAAAAGAACAGGTAAAACTGTGCAAATCTGCTGCTTCATACCCGCCAA
+ACGGACTTCCTATTTTGCTTACTGGTAGTACAGGAGTAGGGAAAAGCTATATCGCTCAGCTAATTTATGA
+GTACGCCAAGTATATAGGAGTTATAGATGAAAATGCGCCGTATGTGATATTTAACTGTGCAGAATATGCA
+AATAATCCTGAACTTTTGTCTGCTAATTTATTTGGTTATGTAAAAGGGGCATTTACAGGGGCTGACAGGG
+ACAAACCAGGCCTTTTAGAAGAGGCTGATGGAGGTTATCTGTTCTTAGATGAAGTGCACAGGTTACCTCC
+GGAAGGGCAGGAAAAACTCTTCCTCTTTATGGACAAAGGCATATTCCGAAGGCTGGGAGAGACGAACAAC
+TGGAGAACGGCAAAGGTAAGATTTGTATTTGCTACTACTGAAGACCCTGAAAAGACTTTTACAAAAACTT
+TTTTAAGAAGGATTCCTTTGGTGGTCCACATCCCTTCTTTTGATGAAAGGCCTTTGCACGAAAGATTGCA
+ATTAATTTACAATTTTTACAAAAATGAAGCAAGAAATTTGGGGATGGATATTTTAATAAGTAAACAGGTT
+TTGAATGTGCTTTTAAAGACAAAGGTTTCAGGGAATATCGGTAAACTTATAAATGTCATAAAATATAGCT
+GTGCCCAGGCTTACAGCCATATTATCAAGAGCAAAACCAATATTTTAAGAATTCACCTTTATGACCTTCC
+TAAGGAAATGCAGACGGACCTTGATATAGTAAAAAGTAACTTCCACTTCAATGGAATGCTAATTTCTCAC
+AATAAAAAGGATGAAGGTTTGTCCTGGGAAAAGGATGACAATAGAGAGATATACAGTGCTTTAAACAAAA
+TGTTTGAACTTTTTAAGGAATATCAAAATAATGGCATTGCTTCTGAAGAGTTTAAGAAAAACGTGTTGGT
+TTATTTAAACGAACTGACGGATACTATAATTTTCAAGAATGACAGTAGCTATATAGATTCAATAGTCTTT
+AACGCTATCAAAAATGTTGTAGAAAATGTTCTCAATATAATGCAAAACATGTATGGAATTAAATATTATG
+GCAATTCTGTTCTTGTCCTGTCTCATTTTATCAATTACCTTTTGAGTGATGTGACTTATGAGAAGTATTC
+TGAGAGCATAGAGTCAGCTTTGGAGATATTGAAAAATATCTTCCCGAAAGAGTTTATAATAGCAAACAAA
+ATGGCGGATCTGATAGAGGTAAACCTCGATATTAAACTCAACAAGATTGCTGTGGCATATTTTACACTTT
+ATGTAAGAAGTTTAAACAAGACTGAGTCAGCAAATTTGATAAATTCCATAATAATCGCTCACGGGTATTC
+TACTGCCAGTAGCATTGCCAGTGTCGCTAACAGGCTTTTGGGACAGTTTGTTTTTGAAGCTTTTGACATG
+CCGATTGAGATGTCAACACAGGAGGTCATGGCAAGGGTTCAGGACTATCTAAAAAATATTGATACCTCAA
+GAGGAGTCATCATTCTTGTTGACATGGGTTCTTTAGAAGAGATATACAAATCTTTAACTGATATTGTTGA
+AGGTGACATAGCGATTATAAACAATATTACAACACAGCTGGCTTTGGATGTTGGGAATAGAATACTTCAA
+AATCAGCCTCTGGAGCAGATTGTTACAGAGGCGATACAGAGGAACAGTAGCAGGTATAAATTTATAAAAT
+CGCAGAAAAGCAAAGAGAATGCGATTCTGACTACATGTGTAACTGGTATTGGCACAGCCGTTAAGATAAA
+AGACCTTTTGAGAGAGTGTTTTGAAGAAGATGACATTGAAATTATTCCTTATGATTATACCAGATTAAAA
+GGAAATGGTATAAAAGATGAAATATTTAAAAATTATAATGTGAAGCTTATAATAGGCACAGCAGACCCTG
+GAATAAAAGAAGTGCCTTACCTTTCGTTAGAAGATTTGATTGCAGGACGAGGAGATGTGCTCTTAAGCAG
+GATATTGAAGGGGATTGTAGATGATGAAACAGTAGAGCAGGTAAATCAGAAAATAGTAAGGCTGTTTTCT
+TTGCAAAATGTGTTGCACCATTTGACTATACTAAATCCGGATAAAATAATAGTACAAGTGGAAAAAGCCA
+TATCTGATTTGGAAAGGTTTATCGGAATTAGATTTTCTAATGATTTAAAAATAAGCTTATATATCCACGT
+AAGTGTTATGGTGGAAAGGTTGGTAATGAAAGAGCCTATAACTTCTTACAGTAATTTAGAAGAGTTTGAG
+CAGTGTCATAGACAGTTTATAAATTTCGTCAAATCTGCTTTTAGTGTCATAGAGGAAACTTACAAAGTGG
+AAATACCGACGACGGAGATTGGGTTTATATATGATTTGATAAAAGATAGAGTGCCCAATATGAAACTTTG
+AAGCATGCCGACACTTTTTGGCATGCTTTTTGCATTTATATTTTGATAGAATTTGGCATTTTGGATAAAA
+TAATATGAGCACTTATTAAAATAAAAGAGGGTGTATATAGTGAAAGAAAAATTTGTCTTAATTATCACAC
+ATGGGGATTTTGGCAAGGGTTTGTTAAGTGGAGCAGAAGTGATAATTGGGAAACAAGAAAATGTTCATAC
+AGTGGGACTTAATTTAGGGGATAATATTGAGGTTGTAAGAAAAGAAGTTGAAAAAATTATTAAAGAAAAA
+CTGCAAGAAGATAAAGAAATAATAATTGTAGTGGATCTTTTCGGAGGTAGTCCATTTAACATTGCTCTTA
+GTATGATGAAGGAATATGATGTAAAAGTGATTACAGGGATTAATATGCCGATGTTAGTTGAATTACTTAC
+TTCTATCAATGTATACGATACAACTGAATTACTTGAAAATATATCCAAAATAGGGAAGGATGGGATAAAA
+GTTATTGAAAAAAGTTCTCTTAAAATGTAGAGAAAGGGGTCATGATGATGTGGAAAATAGTTTTTGCTCG
+CATTGATGATAGACTGATCCATGGACAGGTAATGACAAGATGGATGAAAGGCTTTCCTGAGGCTTCTATA
+GTGATTATTGATGATGAGTTGGCTGTAGATGAGTTTATGAAAAACATATATACTATGGCTGCTCCTCCAG
+GAGTAAAAGTAAAAGTTTTCGGAGTAGATGCTGCTTTAAAAGAGTGGTCTCAAAAAACCAGTGTAGAAGA
+GAAAGTATTTTTACTTTTTAAGAATATTGATACATGTAAAAGAGTGATGGATGGAGGTCTTCCTATAACC
+ACGTTGAATATAGGAGGGGTTGCGAAAACTCCTCAGAGAAAAGGAATATCTCAAAGTGTTAGTCTGAGTG
+AAGATGAAGTGAAAACATTGCTCGAGCTTAAAACAAAATATAATGTAGATGTATATTTACAAATGATACC
+TGATAGTGAAAAAATACATTTAACTACAGTGGTAGAAAAATATTTTCCGGAATTGAAATAAAGTTTCCGG
+TTTCTCTATGAAACCGGTACTATAAAATTTTTAAATTTTTTGAAAAGGGGTGAAAGTTTTATGGCAATCA
+GTGCTTTGCAGGCTGCATTGATAGCTGCATGGGTCGCAATCGTTGAGTCAAGAATCATAGGATATACGCT
+TTCAGGATTTCTGCGTTTTACCGCTGTAGGAACTGGACTAGTTGTAGGATTGATAATGGGGAATGTGCCT
+CAAGCAATGATTATAGCAGCAACTATTCAGTTGGTTTACATGGGTGTTATCGCTCCAGGAGGTACTACTC
+CTAGTGAGACAGTTGTAGCAACTGCTGTAGCAGTTCCAGTTGCTTTGGCTTCTGGAATGGCTCCTGAGCA
+ATCTATAGCAGTAGCGGTTCCTGTAGGTCTTTTAGCATCATATTTAGTAAGTTTTAGATTCTTTATAAAT
+TCTCTTATTACACACTGGGTTGATAGATTAGCAGAAGAGCTAAATGACAGAGGAATCACATTTGCTTCTA
+TCATTCTCCCTACTATTATTACGATATCACTGTTCTTCCCGTCTGTATTTGTGGCAGTATATTATGGTGC
+TCCGTTGATAGATTCGTTTTTGAAGACTATACCAGCGAGCGTATTACATGCTTTAACGGTTGTTGGAGGA
+AGTTTACCTGCTCTCGGTATTGCGCTTACTTTAGCAGTTATTGGGCGTAGAGACTTAATGGTATTCTATT
+TCTTAGCATATTTTGTCTCATTAATTTTGAAACCTTTAAATGTAAATGCTCTGGTATATGCTATCTTAGG
+TGGTATTGCAGCTTATCTATACGTTGCACTGTATTATAGAAGTGCGCTTGAAGAAAATAATGCAAATAGT
+GAAAATGTTTCATCAGGTGAAGAGCCTCAATATGAAAAAGAAAGTTTACCTCAAAATGAGCTAAAGGTCA
+CTGAAAAAGATTTAAAAATGACATGGTTTAGATGGTGGTTAACAGTAGAAGTACCTCATTCTTTTGAAAG
+ACTTCAGGCTTTGTCTTTCCAGTGGGCTATAATGCCTGTGTTAAGGAAACTTTATGGGAAAAATCCAGAA
+GAACTGAAAGAAGCTTATAAGAGACATTTAGTATTTTTCAATACCCAGGGCACATGGGGTGGCGCTCCTA
+TTTTAGGTATCACCCTTTCTTTAGAAGAACAAAGAGCTAGAGCTATTGCAAAGGGGGAAGAAGCACCTGA
+TCCTAATATTATAAATGCGACAAAAGTTGGCTTAATGGGTCCATTAGCAGGTATAGGTGATTCAGTAGAA
+TGGTCAACTATCATGTACTTGCTAATAGCAATAGCTCTTCCCTGGGCAAAATCAGGAAGTGCAATGGGAG
+CTCTGTTCCCCTTGATACTTTTCCCTGTAATAACTTACGCGTATGGTTATTATTTCTTAAGAATGGGTTA
+CAGATTAGGAAGAGAGTCAGTAAGTGTATTGTTAGGTGGAGAAAAGATAAAAACACTCATTACAGGGTTG
+TCAACCTTGGGTCTTTTCATGATGGGTATTTTGACGAGCAATTACGTTTCTGTGTCAACTCCGCTTAAAT
+GGACCATTTCAGGTAAAGTGTTTGAATTACAAGCTATACTAGACAAAATTTTACCTGGTATGCTGCCATT
+GCTGACTGTATTATTGGTATACTGGTACTTTACAAAGAAAGGGTTAAAGGTTTTGAAAGTACTAGGCTGG
+ATGGTGGTTATATTCTTCATTTTAGGTTGGATAGGAGTTCTATAAAAATATTGATTCCACCCTCTTGGGT
+GGAATCAATATTTTGCATTATATTACATTTATTACATTTAAAATATAAAAGGAGGATAGGACAAATGAAT
+GATGTGGGTTTAATAGGATTGGCGGTAATGGGACAAAATTTTGCCTTGAACATGGCAAGGAAAGGTTATA
+GAGTTTCGGTTTATAATAGGACCCCTGAGAGAACAAAGAAGTTTGTTGAGGAAAAAGTTAGAGACGAATC
+AATTTTTCCGTTTTATACTATAGAAGAGTTTGTGAAAAGTTTAAAAAAACCTAGAAAAATAATTCTGATG
+ATAAAGGCTGGAAAGGCTGTAGATGACATGATTGCTGAAATTCTTCCATATCTGGAGCTAGGGGACCTTA
+TAGTAGACAGTGGGAATTCGCATTTTGCTGATACTGCTAGAAGGCTAGAATATTTATCGCAAAAAAACAT
+TTTGTTTCTCGGAATGGGTATTTCTGGAGGAGAGTACGGGGCTTTACATGGACCCTCATTAATGCCAGGT
+GGTACAAAAGAGGCTTATGACTTAATAAAAGATATTCTTTTAAAGGCTGCAGCAAAGACGGAAGATGGAC
+CTTGCTGTACATATGTGGGAAAGGGTTCAGCAGGTCATTTTGTGAAAATGGTTCATAATGGTATTGAATA
+TGCTATTATGCAGTTAATTGCTGAAGTATATGATTTTATGAAAAAAGTATTGAATATGACTAATGAACAA
+ATAGGCGATGTCTTTGAAAAATGGAATAAGGGAGAACTTAATTCCTATTTAATGGAAATTTCTTATAAGA
+TTATGAGATATAAAGACAAGGAGACAGGAGGATTTTTGATAGACTACATTTTGGATAAAGCAGAACAAAA
+GGGTACTGGGAAATGGACTGCTCAAACTTCTTTGGATTTAGGGGTTCCTACGCCAACATTGAATTTGGCG
+GTAGAAGCCAGAATTATTTCTCACTATAAAGAAGAGAGAAAGATTTTATCGAAATTATATTCGAAAGAAA
+AGAATATAATCTCTGTGAATAAAGAAGAAATGATAGAGCATTTAAAGAAAGCACTGCTTTTTGGAGTATT
+TATGTCTTTCTCTCAAGGCTTATGGCTAATTGACGAAGCATCCAAGCAATATAATTATGGAATAGACCTT
+AGCGAAATATTAAGAATTTGGAAAGGAGGCTGTATTATAAGGGCCGAAATTCTAGACTTTTTGAGGGATA
+TCATTAGAGAAAATGAGGAAGATGCAAATCTTTTGCATAGTGATAAGGCTATAGACTTTATTAAAGATAA
+ATTAAATTCCATCTACCAAGTTACAGAAATTGGGAAAAATTACAGAATACCTCTTATGACAATGAATTCT
+GCACTTGATTATTATTTTGCTTTAACAGAAGAGAATCTCCCAGCAAACATTATTCAAGCTCAACGGGACT
+TTTTTGGAGCTCATACTTACGAAAGAATTGACAGAGAAGGGATATTTCATACAGAGTGGGAAAGATAAAA
+TAGAGGTAAATCACTTAAAGCCATGGAGAAGTTACTCCGTGGCTTTATAACTGAAAGGAGTACTATCTCA
+AGGAAAGTAGAATGATTGACTCTATGACAGTAATTTGTTATAATTTAAACGTTGAATCTTTTTGCTTTAA
+ACATTTTATCAGTAAAAACCGATAAAGGCCTTAATAGGCCTTTTCTCCGTAGGAAGATGATTTTTTATGA
+TAAAAATAAAACTGACACCTACGCAAGTACTTGCTTTAGGATTTGCGACTATTATATTGATTGGGACTTT
+ATTACTAATGCTACCTGTGGCAACTAAAAGTGGAGAAGGTGCAGATTTTATAACTGCACTATTTACAGCC
+ACATCAGCCACGTGTGTTACTGGCCTTGTAGTTGTTGACACGGAAACTTATTGGTCTACTTTTGGGCAAA
+TAGTGATAATGTTGCTGATACAAGTTGGCGGTTTAGGTATTATGACCATGTCAACGCTTTTCGCGTTGAT
+CCTTGGTAGGAGAATTACCTTTAAAGAGAGATTGGTAATGCAAGAAGCTTTCAATACAAATAGCCTTGGA
+GGCATTGTGAAATTTGCCAAGTATATACTAATGGTTTCTTTTTTATTTGAAAGCATTGGCGCAATTATAT
+TGACTTTGAGATTTTTACCTCAGATGGGATTAAAAAAAGCAGTGTATTACGGCTTGTTCCATTCTATTTC
+TGCGTTTAATAATGCTGGTTTCGATCTTATGGGTAACTTTAGGAGTCTAACGGGTTATGTTTCTGACTGG
+GTGGTAAACCTGGTTATAATGAGTTTGATAATATTTGGCGGGCTAGGATTTTATGTTTTACTTGATATAT
+ACGAACATAGACATTTTAGCAAACTTACATTGCATTCAAAAGCTGTTATAACTATTACATTGTTTTTGAT
+TGCTGGTGGAGCACTGCTTATATTTTTATTTGAATACAATAATCCAAAAACATTAAAACCATTGGACTTT
+CCTACAAAGATACTTGCATCATTATTTCAAGCTGTGACACCTAGGACAGCTGGTTTTAATACGCTATCGC
+TTTCTGACATGACCATAGCGTCTAAATTTTTGACAATAATACTCATGTTTATTGGTGCTTCTCCAGCTGG
+AACAGGGGGAGGTATCAAGACAACTACTTTTGGAGTTATACTATATACTGTATTATCAGTTATAAAGGGT
+GAAGAAGAGACAGTACTTTATAAGCGCACTATTAGCAGAAACATAGTCTATAAAGCTGTAGCTATATCCT
+TTATAAGCGTTTTTATTATTTTCTCTGTGACTATGGTTTTATCTATTACTGAAACATCCGACTTTTTGAC
+CTTGTTATACGAGACAACCTCAGCTTTTGGAACTGTAGGATTATCACTCGGGCTTACACCTGAATTGACT
+ACAGTGGGCAGAATTATTATAATATTTACAATGTATACTGGCAGAGTTGGTCCTTTAACATTGGCGTTAG
+CATTGGCACAAAGGCAGAAGAAACCTAAACCTATTATGAAGTATGTGGAAGAAAAAATTATGGTAGGTTA
+AAATAGAGGTGGAACGATGAAACAATTTGTTGTTATTGGGTTAGGAAGCTTTGGCATAAGTTTGGCCAAA
+ACTTTATATGAAATGGGCAATGACGTACTGGTTATAGATAAAGATGAAGAGTTGGTACAATCTATGGCTG
+GTTTGGTAACTCATGCAGTGCGGGCTGATGCTACTGATGAAAATGTACTTAAGTCACTTGGTGTGAAAAA
+TTTTGATGTGGCCATAGTCGCTATAGGAAAGAATATGGAATCAAGTATTATGATAACAATGTTGGTCAAA
+GAGATGGGAGTAAAATATGTAATAGCAAAAGCTCACAATGAATTACATGCAAGAGTTCTTTACAAAGTGG
+GAGCAGATAGAGTGGTGATGCCTGAAAAAGATATGGGTATAAGGGTTGCCAGGAATATTTTTTCAAGCAA
+TTTATTGGATCTTATTGAGTTTTCTAAAGATTACAGCATAGCAGAAATTCTCCCAATTGAAGAGTGGTTT
+CATAAGACATTAAAGGAGATAAGGATGAGGGAAAGATACGGATTAAATGTCATAGCTGCAAAAAAGATGA
+ATAATGAGATTATTGTGTCACCGGGGCCAGATTATGTGGTTGATGAAGGTGATATATTGGCTGTTTGCGG
+CAAAAATATAGATATTAAGAAATTCGAGATAAAAATGTAGATTATAAGAAAGCAAGAAAAATAAAGCCAT
+TGGAGATTTATATAACATTTCATTATATCAGTAGGTGCCAAAATGTTATGAATCTATGGATGTAACTGGA
+TATGTTACAAAAGATGTAGTTGATTTAACAGGATTAAAAGAAGGAACAATAATTATAGGAAGAACTTCAA
+TTTCAAGTAGGAGCAATTGGAGCAGTATCTCTTGTTATTTCAGAGTTGTTTGCGTATTCGAGACTACGAT
+TTAACGAGGTGTTTCCATGAAAAAATTAAAAGCAATTATTGTGGGGCCGGGGAACATTTTTAATAAAGCT
+TATCTGCCTTTTATATTTACTTTAGAAGAGCTAGAGATAGTAGGAATAGTGGGCAGAAATGAAGAGAAAC
+TTAAAAAATATAAAGAAAAATATGGCTGTAGTGTTTACACAGACTTGGAGGAAGCGATTAAGTTAAAGCC
+GGACTGTGCATTTGTCCACACGGCAACTGTTAGCCATTACGAGATAGTAAGAATGCTTCTAGAAAATGGA
+GTTAATGTGTATGTAGATAAGCCTATTACAAATGAAATAGATAAAACAAAAGAGCTTATAGATTTGGCAA
+GAAAAAAATCACTTATTTTTACTATAGGATTTAATAGGCGATATGCGCCTTTGTATCAAAAAGCTTTTGA
+ATTCTTTGAAAGTGTCAAACCAGAGCTTTGTCTAATGGAAAAACACCGAGATAATGATATAAGAGATGAT
+TTAAAATATACCTTGTACGATGATTTTATTCACATTGCAGATACGCTTTACTACATAGTAAAAGAAGTCG
+GAGAACTAGATATACATGTTTTAAAAGAAAATAATGCTTTAAAATCCATAATGGTTACACTGAAATCCAA
+AAATTATACGGCAATAGGTTTAATGCACAGAAATACAGGGAAAGACTACGAGAAGCTAGAAATACATGGT
+AATAATAGAAGCGCTGTTGTAGAGGATATGGAATTATTAAGAACAATGGAGAAGAGGCGCGTGGAAGTTC
+ATACTTTTGGAAGTTGGGACAGCACATCTTACAAAAAAGGTTTTGTAAATATTGTAAAAAGTTTTATAAG
+AAATGTATTAGATGACAATAAAAAATTAGCAAATGAGGAATTAGATTATGCTTTGAAAGCTCATGAAATT
+GTGGAAGAGATATATAAAAAGGCGTTATAAAATCAGGGCATCTGCCCTGATTTTATAACAATTTTGCTGC
+TAATTCTGCTACTTTTGAGCGTTCACCCTTGATTAAGGTTACATGTCCTGATAATTTCGATTCTTTGAAT
+TTTTCCACTACCTGCGTAAGTCCATTGCTTGTTGCGTCAAGGTAAGGATTATCAATTTGTTCGGGATCTC
+CTAAAAGGACTATTTTACTACTTTCTCCTACGCGGGAGATGGTTGTTTTTATCTCGTGGCGTGTAAGATT
+TTGTGCTTCATCTATTATTATGAATTGTTTCGGTATGCTTCTCCCTCTTATATAAGTCAGCGCTTCAATT
+TCTATATTTTTTATACCGGCAATTACATCTTCAATATTTGTGTCTGTTTTTCTATTCCTGAAGATGTATT
+CAAAATTATCATATATTGGTTTCATCCATGGTTTTAATTTTTCTTCTTTATCACCAGGAAGATACCCTAT
+GTCATTCCCCATTGGCACAATTGGACGAGCTATAAGGAGTTTATTATACACTTTCTCATCAAGCACTTTG
+GAAAGCTCCCAGGCAAGAGCTAAAAGACTTTTTCCTGTTCCGGATTTTCCTGTTAAAGTTACAATGGGAA
+TACTGTCGTTTACCAGCAAATCCATTGCCATTCGCTGCTGAACATTTCTGGGGGATACATCCCATACGGA
+TTCGGGTGAATAGAGGTGTTCGAAAGAATCTGTGTATTTGTTGTATCTAGCTACTGCTGATTTATTGCTT
+CCAAAAGAATCTTTGAATATCACGAACTGATTTGGATAAATGTCAATAGTTTCTTTTAATTCGGGGACTT
+GACTTTTGGGAAGATGTTTTTCTGTATAAAAAGAATCTATGGTAGAAGGGTGTACAAATACTGTTATAAA
+ACCTGTATAGAGGGCATCGTAATTTTTGATTTTGTCAGAGAGATAATCCTGGGATGAGATTCCTAGAGTA
+TCAGCTTTTACGCGCATTATCACATCTTTTGATACAAGAATCACAGGCATAGGATTTTCCTTTTTTTGTT
+CTTCATGGAACAAATTTAAAGCTACTGCGAGAATACGATTATCATTGGCTATTTCAAGGAAGTGTTCTTT
+TACAGTTTCATTTGCGATATGATTTAATTCAATTTTTATCAACCCACCATTTTCTAAAGGGACTCCTTCA
+TTTAGTTTTCCCTTTTCTCTTAATCTATCGAGAATCCGCCCTACTAACCTTGCATTTCTTCCTACCTCGT
+TCTGAAGGTTTTTCATGCTGTCTATTTCTTCTATCACAACTGCAGGGATGATTACTTCATTGTCATCAAA
+ATTGTATTAAAGACATGGGGTCATGCAAAAGAACATTTGTGTCGAGAATATACTTTTTCTTCAATAGATT
+ACCCCCCTCTTAGAGTTTATCCCTTCATAAAAATTGTATCACAATTTTGAAAAGTATGTGTTAATTTTGT
+GTAAAAAATTTTTATTTTTATACTTGACAAAGAATAATTTTTATTCTATTATATAGTTAAGCGTTTTACT
+AAAACGTTAAACTATATTAACAAGGTGATAGGAATATGGCAGTTACAATAAAAGATATTGCTAGATTAGC
+AAATGTATCTGTAACAACTGTATCAAGAGTCATAAACAATAAACCGGAAGGGGTTAGCGAGGAAACGAGG
+CAAAAAATTCTTAAATTAGTAAAAGAGCTTGGGTATCAGCCTAATGCCATTGCAAGGGGGCTAGTTACCA
+AGAAAACTAAAACTATTGGTCTTATAATTCCTGATATTTCTAACCCATTTTTCCCTGATATTGCCCGAGG
+AGTAGAGGATAGTGCTCACATCTATGGCTACAATGTTTTCTTATGTAATACGGATGACAATTTAGAGAAG
+GAAAGTGAGTATATAAGGGCATTAAAAGAAAAATATGTGGATGGGATAATATTTACGAGTAGCTCTATTC
+CAAAACATGAGCATATCATAGAACTTGTGGAAAGTGGGATTCCGGTTGTCATAATGGATAGGCGTGTTGA
+TTCAGAAAATATTTATGGGGTTTTTCTTGATAATTATGAGGGTGGTTATATTGCAACGAAACATCTCATA
+GATTTGGGGCATGAAAAAATTGGTTGTATAACTGGTCCTTTATATACCAAAAGTGCTAAAGAAAGATTAG
+AGGGGTACAAAAAAGCATTATTAGATAGTGGAATAAAAATTGATGAGAAACTTATATTTGAAGGGGATTA
+TAAAATAAACGGTGGGATAATTGGAGCAGAGAGGTTATTAAAGGATAATAAAGATATGTCTGCTATTTTC
+GCTTGCAATGACTTGATGGCATACGGTGCATACAAGACTATTCGTTCTTTTGGCTATAAAATTCCTGATG
+ATATTTCAGTGGTTGGATTTGATGATATACAGCTTTCTCAAATACTGGAGCCGCAATTGAGTACTATAAA
+GCAACCTGCTTATGATATGGGTTTGACTGCTGCTAGAATGTTAATAAAGCTTATAGAAGGTAAAAAACTG
+AAGAAAAAAATTATTAATTTTAGACCGCAGTTGGTAATCCGGCAAAGTACTAAATTAGTCAAAGGTGGGT
+AAAAAATGAGAAAAATAGTTGTTGTAGGAAGCATTAACATGGATATTGTAATAAGAGTACCGCGCATTCC
+AGTTGTTGGAGAGACAGTTATTGCTTACGATTTAAAAAATTATGGTGGTGGTAAAGGTGCAAACCAGGCT
+GTATCTATAGCTAGGTTAGGTGGAAATGTTTCTATGATTGGTCGAGTAGGAAATGATGAGTATGGCCAAA
+AATTATATAGGGATTTAAAAAGCAATGGGGTAGGTGTAGAAGGAATAGAATTTGATTCAGAGACTCCCAC
+AGGTACAGCATATATTAACGTGAGTGAAAAAGGAGAAAACAATATAGTAGTTTATCAGGGTGCAAACAAG
+AGGCTTAATATGACACAAATAAAAAGATATGAGCATTTTTTTGATGAAGCAGAAATATGTCTTCTTCAAT
+TAGAAATACCAATTGAAACAGTGAAGTTTGTAGTAGATTTGTGCTATAGCAGAGGGATAAAAGTTATATT
+AAATCCTGCACCAGCATACGAATTGCCTGATACAGTTTTAGAGAAAGTTTATATTTTGACTCCAAATGAA
+ACAGAGTTAGCTTTTTTATCCAAAAGCAAAATAGAAACAATTGAAGATATAAGAAAGGCTTCGAAATATT
+TGCTAGACAAAGGAGTTCAAAATGTTATAACAACTATTGGAGAAAAAGGAAGTTATTTTATTAATAAAAA
+TACGGAAAAACTATTTGATGCAATTAAAGTTACTGCTGTTGATACAACAGCAGCAGGTGATTCATTTACA
+GGAGCGTTAGCTTTTGCTTTAAGCAAAGGGGAAAAAATAGAGGATGCAATAAGATTTGCTACATTTGTTG
+CTGCACTTACAGTTACTAAAGAAGGTGCCCAGACTTCTTTGCCTTATAAAGAAGAAGTAGAAAAATTTAT
+TAAGGAGAGGAGTTGAAACAATGAAGAAAACGGAATTATTAAATAGTGAAATTTCAGAAGTAGTTGCAAG
+ATTAGGGCACAAAGATTTATTAGTAATTGCTGATAGCGGGTTACCTATACCAGATAATGTTAAAAGAATT
+GACATTGCTTTAACTAAAGGCATACCAAGCTTTAGGGATACATTGAATACAGTTCTTACAGAATTAGGAG
+TAGAGAAGGCTTATGTAGCAAGAGAGATGATAGATAAAAACAAAAAACTGTATTTAGAATTGTCAGAGCA
+ATTTGGCGATAAGTTAGTAATTATTGACCATGAACAGCTGAAAGAAATGTGTAAAAATGCAAAAGCTGTG
+ATAAGAACAGGTGAATATACTCCCTATGCAAATATTGTTTTGGAATCAGGTGTAGAGTTTTAAAGTAGGG
+GGGAATAATTTTTGGAACCTATTTTACAGATGAAAGGTATTAGTAAGAAATTTGGCAATGTCAAAGTATT
+GGATAATGTTGATTTAACTTTATATAGAGGTCGCGTATTAGCACTATTAGGTGAGAATGGTGCTGGAAAA
+TCAACACTAATGAAAATTTTGTGCGGAATTTATGAAAAAGATGAGGGAAGCATTTATTTAAAAGGGAAAA
+AAGTGAATATACGAAATGTTAGAGATGCAGAAAAATATGGAATTGCGATGATTCATCAAGAACTTAATTT
+AGTTCCTTCTTTAAGTGTTGCTGAAAATATTTTCTTAGGGAGAGAGTATGTGAGAACTTTTAATTCTATT
+GATTGGAAGAAAATAAAACAAGAAAGTGCTAAGATCCTTCATGAATTAGGGATGGATCTAAATGTGGATA
+GGTTGGTTAAACACCTAAGCGTTGGCGAACAACAAATGGTAGAAATAGCAAGGAGCCTTTTAATGAATGC
+AGAGATATTAGTGATGGATGAACCTACTGCTGCATTAACAGAAGGAGAGACGAGAAGATTATTTGAGGTA
+ATAAAAAGGCTTAGAAAAGAAGGGAAGTCTATCATTTATATTTCTCATAGGATGAATGAAATTTTTGAGA
+TTTGCGATGACTATATTGTTTTAAGAGATGGGTGCCTTATTTCTCAAGGGGAAATTAGTGAAGTTACACG
+TGATGATTTAGTAAAGATGATGGTGGGTAGGGAGTTAAAAGAGCATTTTCCTTACGAGTGTTCTTCTCCA
+GGAGAAGAAATATTACGCGTAGAAAATTTGACTGTAAAAGGTATGTTTGAAAAAGTTTCTTTTGTTGTGA
+AAAAGGGAGAAGTAGTTGGTTTTGCGGGGCTAATAGGTGCAGGCAGAACGGAGGTAGCAAAGACAATTTT
+TGGCTTTTATAAAAAAACATCGGGTAAAATTTATTTGGGAGGAGAAGAAGTAAAAATAAACAGCCCTAGG
+GATGCTATTGAAAAAGGGATAATGTATTTATCAGAAGACAGAAGAAATGAAGGATTAATTATAAAGCATA
+CTTTGAAAGAGAATATGACTCTTTCGGCTTTGAAAAAAATTTCTGACTATATAGGAACTATTAATTTTTC
+AAAAGAGAGGTCTATAGTAAATGAAATGATTCAAAAATTGAATATAAAATCGTTTTCTCCTAATCAAAAA
+ATATTTAGATTAAGTGGTGGGAATCAACAAAAAGTAGCGATTGCTAAATGCTTGTTGACAAATCCCAAGT
+TAATTATTCTCGATGAACCAACGCGAGGTATCGATGTAGGAGCAAAAAATGAAATATATAAATTAATCAA
+TGATTTAAAAAGACAGGGCATTGGTATAATTTTAATATCTTCGGAATTACCTGAAGTTTTAAATATAAGT
+GATAGAATTATAGTAATGCATGAAGGGAAAATAACAGGAGAAATTTCTCGCGAAGAAGCTACAGAAGAAA
+AAGTTATGTTAAAAGCTGTAGGAGGGGAATAAATTGAAGCTACCGAACGAAAAAGCAATGAAAATAAATA
+TTGGTGAGTTGCTTTTAAAAGCGAAATCTTTAATAGGTTTATTGGGATTAATTATCGCGTTTTCAATATT
+ATCTCCACGTTTTTTGGATTACTATAACCTTACAAATGTATTAAGACAAACCTCTCTAAATGCAATAATG
+GCTGTAGGGATGACATTTGTGATATTGACAGGTGGGATAGACCTATCTGTGGGTTCTATATTGGCGTTTT
+CAAGTGCAGTTACAGCCGGTATGTTGAAAGATGGTATGCCCCTAATCATAGCTTTATTGGCGGGATTGAT
+AATAGGTACTGGTTTAGGATTGTTTAATGGTTTTGTTATAATCAGGTGGAATATTCCTCCATTTATTGCT
+ACATTTGCTATGATGACAATAGCAAGAGGGCTTACGCTTGTGTATACTAATGGCCAACCAATAACTGGCT
+TAGGAAAAGCTTTCGGATATATCGGCAATGGGTATGTTGGTTCCATTCCTGTTCCAATAATTATCACAAT
+TCTCGTTTTTGTAATAGGATACTATATTTTAAAAAACAACAGATTAGGAAGATATGTATATGCAACCGGA
+GGAAATTTACAAGCTGCTAAACTGGCAGGAATTAATACTAATAAAATAATTCTATTTGTATATGCTTTAA
+GTGGTTTTTTAGCAGCAGTAAGTGGCTTAATAATTACTTCAAGATTAAACTCAGCTGCCCCAACAGCTGG
+ACAAGGTGCAGAGCTTGATGCAATAGCTGCTGTTGTACTAGGAGGTACAAGTTTATCTGGGGGCGAAGGT
+GGAATAATTGGGACTTTGATAGGTGCTTTAATAATAGGTGTGTTGAACAATGGTCTGAATTTGCTTAACG
+TTTCACCTTTTTATCAATATATTGTAAAAGGTGTAGTAATATTACTTGCTATAGCTTTAGACAAAAAAGA
+AAGTGAGTAAATGAGAAAAGGGGGGATGTTTGGAAATTTAGAGTTTTTATTAGAGTTTTGGATAGTTTAT
+ATTAAAAAATTAAAGGGGTGGAGAGATTTATGAGAAAATCACGAATACTGTTACTTTTAACTATTTTTGT
+GACTTCAGCGGCGCTGATTTTGAGCGGTTGTAAAACAAATACTCCAAATACAGCTTCTACTAGTACCAAA
+GAGGGGAAAACTATAGGATTAGTGATATCTACTCTTAACAATCCATTCTTTGTGACTTTAAAAAATGGTG
+CAGAAGAAAAAGCGAAAGAACTAGGATACAAAATAATAGTTGAAGATTCGCAAAATGATTCATCTAAAGA
+GCTTTCTAATGTAGAAGATTTGATTCAACAGAAAGTAGATGTTTTACTTATAAATCCTGTGGATAGCGAT
+GCAGTTGTTACTGCTATAAAAGAAGCGAATAGCAAAAATATACCAGTTATAACTATAGATAGATCAGCAA
+ATGGTGGAGATGTTGTTTGCCATATAGCTTCAGATAATGTTAAGGGTGGAGAAATGGCTGCAGAATTTAT
+AGCTAAAGCTCTAAAAGGCAAGGGGAATGTAGTAGAACTTGAAGGTATACCTGGGGCTTCTGCAGCAAGA
+GATAGAGGCAAAGGGTTTGATGAAGCTATTGCTAAGTATCCAGATATAAAAATAGTTGCAAAGCAGGCTG
+CTGATTTTGATCGTTCCAAAGGTTTATCAGTAATGGAAAACATCTTGCAAGCCCAGCCCAAAATTGATGC
+AGTATTTGCGCAAAATGATGAAATGGCTTTAGGAGCTATAAAAGCAATTGAGGCAGCTAATAGACAAGGA
+ATTATTGTTGTGGGATTTGATGGGACAGAAGATGCTCTAAAAGCTATAAAAGAAGGGAAAATGGCTGCTA
+CAATTGCGCAGCAGCCAGCTTTAATGGGATCACTTGGTGTGGAGATGGCTGATAAATACCTAAAAGGTGA
+AAAAATACCTAACTTTATTCCTGCAGAACTTAAACTCATAACAAAAGAAAATGTACAGTGATTTGCGATT
+TTTGCCTGTCACTAAAGTGACAGGCGTTTTTCTTTTTAACTTTATTGTAATTATTGGGAAATATATTTGT
+CAAGTCTTTAATGATTCAATACTTAATCTAAAACTTTACAGTAAATTTTCCATAGACACTATTGAAATGA
+AAACATTTAATGATATAATTATTTATAACCTTGAATAAAAATTTATGACATTCAAGAAGTGACGAGAGCC
+AGAGTTTTTACAATTTATAAGGGGGAGTGGAGTGACTAATGAGGGGGAAAAAGAGCATAATTTCACTATT
+TGTTGCAGTGTTATTTATCTTATCTTTAAGTTTTTCAGGATGTTCTAAATCTTCTAATCCTATATCTTCC
+CAAAAAGTACTAGCAGATGAGCAGGTTTTAAATATTAATTTAGGGGAAGAACCGCCTTCTCTGGATCCGC
+AGTTGGCTACTGATTTAGTATCATTTGAAATGTTAAATGCTACATTAGAAGGGCTAGTGAGGCTAAATAA
+ATACGGGAAAATAGAAAAAGGTTCTGGACTAGCTTTAGATTGGGAAGTTTCTCCAGATGGGTTGAGGTAT
+GTTTTTCACTTGAGAGATGCAAAGTGGAGCGATGGAACCCCTATAACTGCTCATGACTTTGAATATGCTT
+GGAAGAGGGCTCTTGACCCGAAAACAGGGTCAAACTATGCGTACATGCTCTATTATTTAAAAAATGGGGA
+AGCTTTTAATAAAGGGGAAGCTAAGGCAGAAGATGTAGGTGTAAGGGCTCTTAATGACAAAACGCTAGAA
+GTAATACTCGAAAGACCAGCTCCGCAATTTTTGGGTTTGACAGGATGGGGTACTTATTTGCCTGCTCAAA
+AAGCGGCTATTGAAAAATTTGGAGATAAATATGGAACCTCTCCTGATACGATGGTCTATTCCGGTCCTTA
+TATGATAAAAGAATGGAATCACGAACAGAATATAGTACTTGTAAAAAATCCCTACTATTGGGATAAGGAT
+AGTGTGAAACTTCAACAGATAAATATGGACATGGTAAAGGAAGAAAATACTATTATTCAAAACTGGGAAA
+CAGGGCGTTATGATTCTATTAGTGTACCTGCCCAATATATTGCAAAATATAAAAATGATCCGAATTTTCA
+CCAAATGCCAATAGGTGTAACTTACTATGTCATGTTCAACAACAAATCCAAGATATTTTCAAATGTAAAT
+ATAAGAAAAGCTTTCAGTTATGCGATTGATAGGCAGTCTTTTGTAGATTATGTTTTCGCTGGCGGAGGGA
+TACCTGCTCTCGCTTTTGTGCCACCAGGAATACCTGGAGATAAAGAAGAATTTAGAAAAGAAGGCGGGGA
+TTACTTTAAAGATAATGACGTAGCAAAAGCGAAAGAATTGCTTGCACAAGGCATGAGAGAACTAGGAATT
+GATAAGCTCCCCAAGATTAAATTTGTAGCTGGAGACAGTGATGCAGCGAGGAAACATTCACAAGTATTAC
+AAGAGTTTTGGAGTAAAAATTTAGGTGTAACTGTTGATATTTACAACGTAGCTTTCAAAGTAAGACTTGA
+TATGATGAATAAAGGAGATTACGATATAGTGTATACTAATTGGGTAGCTGACTACAACGACCCAATGACA
+TTTTTAGACCTTTGGGTTACAGATGGAGGTAATAACAGAGCTTTTTATAGCAACCCTCAATATGATCAAC
+TCATAAAAAAGGCTAATTCTACAATTGATAATTCCGTTGGAATGCAGGCTATGCATGAGGCAGAGAATAT
+ATTGATGGAGGATATGCCTATTGCTCCTTTACTTTTTAGGATTACCTCGTATTTAGAAAGACCCTATGTA
+AAAGACTGGATAAGATTTCCTGTGGGGATAGACGATGAGTGGAAATGGACGTATATAGAAGGTAAAAATA
+AATAGTGCTTTAAAAAGGGTCAAGCTTATAAGCTTGGCTCTTTTTAAGATGTTTACAGATATTCCCGCAA
+GTGTTAGATAAATTTCTTAGATAAATTTCTGTATTGATTATTAAAGTCTGATGATATAAAATTGGATTAA
+ATACTTAGATGGGGGGTGAAAAGTAGAATAAAGTGCAGAAAAAATATTTTAAGCAAAAGGTGGTGGAAAT
+GGATAAAAATGGACCTATAGGAATTATTGATTCAGGAGTCGGAGGAATTACAGTTTTAAAAAGACTTTTG
+GAAATTTTGCCAGAGGAAGATTACATATATTTCGGAGATACTTTAAGGGTTCCTTACGGCAATAGACCAA
+AAGAAGAAATAGAAAAGTTTACACGAGAAATTGTGAATTACTTGAAGAAGCAAAAAGTCAAAGCTGTAGT
+GATTGCTTGTAATACTATATGTTCAAGTATTAATAAGAATGACTATGAAATTTTGATGTTTGGAATATTA
+GAAGCAGGAATAAAGAGTGCAGTGGAAGCTACTTCAAATGGCCGAATAGGGGTAATAGCTACTAAAAGGA
+CTGTAGAAAGTGAAGCTTATCTAAAGGGGATAAAAAGATTAAATAGAAACGCGATGGTTTTCCAAAAGGC
+TTGTCCGGAGCTGGTTTTAATTGTAGAAAATGGGTTTTATGAGGCATCTTCGATTTACTCAGCTGTAAAA
+AAATGTACTGAAGAATTTTTAGAGAAAGATATAGATACTCTAGTGCTTGGTTGTACTCATTTCCCTATTT
+TGCTTCCCTTTATTGAAAGAGTAGTAGATAATAAAGTGACTGTAGTAGATCCAGCAATAAAATTAGCTCA
+TGAAGTAAAAAAATATTTGGTAGAAAACAATTTGGTTAAGGACAAAAAAGGAGGACAAATTCGATTTTTA
+GTTACAGGTGAAAAGGAAAATTTTATAAAGGTCGCTGGAACATTTCTCAACGACAAACATATAGATGTTT
+TAAGAATCGCTATAGAGGAACTGAAATAGGGATTTAAGGGGGAATAAAAAATGTTTTACAACTCTATAAA
+AGTAAATTCCAAGGGTCATTTAGTTATAGGTGGTTGTGATGCAGTAGAACTTGCTGAGAGATTTGGAACT
+CCTCTTTATGTAATAGATGAGGATGTACTCAGAGCCAATTCCAGAATCTTTTACAATGCATTAAAAAGCC
+ACAACCCTGAAAATGAAGTGGTTTATGCAGGAAAAGCTTTTTTAACTACAGCTATGTGCAAAATAATACA
+GCAAGAAGGATTAGGACTTGATGTAGTATCAGGAGGAGAGCTGTATACTGCATTAAAAGCTGGTTTTCCG
+ACAGAAAAGATTTATTTCCACGGGAATAACAAATCTGAAGAAGAGCTAATTATGGCTCTACAAAGTGAAG
+TCGGCAGGATAATTATTGATAATTGGGATGAATTAGAACTTTTAGAAATTTTGGCAAAGAAGTTAAACAA
+AGAACCGGCAATCTATATAAGAGTTACGCCTGGGATAGAAGCTCATACACACAGATATATAATGACAGGG
+CAGATAGACTCAAAGTTCGGCTTTACTATTTCTAACGGAGAAGCTTTTAAAGCAGTAAAGAGAGCTTTAA
+CCTCAGGAAGTTTAAAATTTAAAGGACTGCACTGCCATATAGGATCTCAAATATTGGAATCTACTCCTTA
+TAAAATTGCAGTGAAAATCATGTTAGAGCTTTTAAAGGAAATAAAAGACACTTTAGGAAGAGGAGTAGAG
+GAATTAGATTTAGGTGGAGGCTTTGGAATCCCATATGTGGAAGATGATAGTTACCAGCCAGTTGAAGAAA
+TGCTAAGGGACATATTAGAGGAATTGGAGGCCCAAGTAAGTCTTCTTAAAATAAAACTACCAAAAATTAT
+TGTGGAACCGGGAAGAGCAATTATAGGAAATACTGGTATTACTCTTTATAAAGTAGGAGGAGTAAAGGAA
+ATACCTGGTGTGAGGAAATATGTTTTTGTAGATGGCGGCATGTCAGATAATATTAGGACTGCTCTTTACG
+GTGCAAGGTATTCTGCTGTGATTGCAAATAGGGTATATAATGGACGTTTGGAAAAAGTAACAATTGCTGG
+GAAACTTTGCGAGTCAGGCGATGTAATTATATGGGATATTTTGCTACCTGAAGTGAAAAAAGGAGATATA
+ATTGCTGTACTTAATACAGGAGCGTATGGGTATTCTATGGCAAGCAATTACAATAGATTGCCAAAACCTG
+CTGTGATTTTGGTTTCAAAAGGGAAAGCAGAGATTATTGTAAAAAGAGAGACATATGAGGATGTAATAAA
+AAATGATGTAATACCAGAAAGGCTAGAGGAGAAGTTCCAAGGGCGGGAAATGCAAGCAATATGAATCCTA
+TTATAATGTTTATGAAGTAAAACTACACATTTTTTTAAAATTTAAGAAGGAATTTTACAACTTACGTCGA
+ATATATATATTAACAAGAAAGAGAAGGGCGGTCAGTATGACGGACGTTTTAGCAGTAATCAGAGAAATGA
+GCTCTAGTTTTACACCTTCAGAAGCCAAAATTGCAAAGTACATTTTAGAGAATCCGACTGTTGTTACAGA
+ATTATCTGTAAATGAATTGGCCAATGCTTGTGATACTAGTGAGGCAAGTATCATAAGGTTTTGTAGAACT
+ATAGGCTTGAAAGGGTTTCAAGAGTTAAAAATCAAAATTGCTGTCTCCCTTGCAAAGCAAACAAGAAAGC
+TGGATGGAGGCATTACTAGTGAAGACGATGTTATGGCTGTGATACAGAAAATAGCTAATTTTAACAAACA
+AGCGATCGATAGCACTATCGCAGTTTTAAACGCAGAGGAATTGACAAAAGCTGCAGAAGCTCTTGCAAAT
+GCAAATAAGATTGATTTTTACGGGGTTGCGGCTTCTGGAGTGGTGGCTTATGACGCAATGTTAAAATTTT
+CTAGAATAAATATACCATGCACTGCGTATCAAGACACTCACCTACAGCTAACGTCTGCAGTTAATTTAAA
+AAAGGGAGATGTAGCATTTGGAATTTCTTATTCAGGAGCTACTAAAGAAATAGTTGAAGCTATTCAAACT
+GCCAAGGAGGCGGGAGCAACTACTATAAGCTTGACGAAATACGGACAGTCACCCCTTGCCAAAGCTGCTG
+ATATAAATCTATTTGTTTCTTCTGAGGAGGCTATGTTTAGAGCGGGGGCTATGGCCTCCCGCATAGCCCA
+ACTTACTGTTATTGATATATTATTCATTTTAGTAGCACAAAAAAAGTATAACGACGTAGTCAGATATCTT
+GAAAACACCAGTGAAGTGCTATCTATGCGCAAAATAAATAATTAAATCAAAGAAAGGACTGGGTTTAATG
+ACGCTAGAGGAATTAATAACCGAAGGAAGAAATCCAAACACTATGGATATAGATAGACTTAGCACCGTTG
+ATATGCTTAAAAAGATCAACGAAGAGGACAAGAAAGTGCCACTTGCAGTGGAGAAAGTTATACCTTCTAT
+AGCTGAAGCGATTGACAGAATCGTACCGAGGATGAAAAAAGGAGGGCGCCTTATATACGTTGGAGCCGGT
+ACAAGTGGGCGTATTGGTATTTTGGATGCTTCCGAATGCCCTCCTACCTTTGGGGTAGACCCTGGACTGG
+TGGTAGGGATAATAGCAGGTGGAGATAGTGCAATAAGAAATGCAATAGAGAGCGCAGAAGACGATGTAGA
+AGGGGGGAGGCAGGACCTTGTAAATATAAATTTGACAGAGCGAGATAGTGTAATAGGTATATCTGCTAGT
+GGCAGGACGCCTTATGTCATAGGAGCTTTAAGATATGCTAAAGAGGTAGGAGCCCTTACAATAGGATTAT
+TCTGCAATGAAAATAAAAATGTTGAAAACATAGTAGATGTGATGATTACTCCAATAGTGGGTCCAGAGGT
+TATAATGGGTTCTACTCGAATGAAGGCCGGTACTGCCCAAAAACTTGTGCTGAACATGATTTCTACAGGA
+GTAATGATAAAGCTTGGGAAAGTTTATAGTAATTTAATGGTAGACCTTCAAGCCAGCAACGAAAAATTGA
+GAGAAAGAGCAAGGCGGATGGTAAAATTGGCTACTGGTGCAAAGGAGGACTTGATAGAGAGAGTTCTTAA
+TGAAACAAATTATAATGTAAAATTGGCAATTTTAATGATAGTAGGAGATATGGAGAAAGAAAAAGCTCAA
+AAGCTTTTGGAGATGGCGGACGGATATATAGCAGAGGCGATTAAGCTAAAAGATTTAGTTTTACAAGGAG
+AGGAATAAATTATGAGTTTTAATCTTTCGAAGTTGGAAAAGGCTTTTATGTTATTGGATAAAGGGATAGA
+AGAAGGAGTATTTCCAGGAGTTGCGGCAGCAGTAGGTGATGACAAGGGTTTTGTGAGGGTTGAAGTAAAA
+GGGAATAAAAGATTATATCCGTATGATGAAAAGCTTAACAGAGAATCTCTGTTTGATTTGGCTTCTCTTA
+CAAAAGTTGTAGCTACAACTATGTTGTTAATGAAAATGTTAGAGAGCGGACTTATATCTGTATACGATAG
+AGTTTCAGAGTATATCCCGAATTTTAAAGGCGATGGCAAAGATAAAATTACTATATTTCAACTTCTCACT
+CATACTTCTGGATTGCCGGCTTACCTTCCCTTTTATGAAAAATGCAAAGATTACCTTGATTCTATAAATT
+ACATATGTGAAGAAGTAAAGCTAAATCCAAATAAAAATGTGGAATACAGCGACTTAAATTTCATTCTGTT
+AGGTAGGATATTAGAAATTTTAGGAGGCAATAGACTTGACACGTTATGTCATAAAGAGGTATTTGAGCCA
+TTGGGAATGAAAGATACAATGTTTAATCCTATAGGAAAGGATGTTGTTCCTACAGAATTAGACAAAACTA
+CTGGCAAGGTTATAGAAGGGGTATGCCATGATGAAAATGCGAGGTTTTTTGGAGGAGTGTCGGGACACGC
+AGGGCTATTTTCAACCATAGATGACCTTGTAAAATTTGCTACAATGCTTATAAACTTTGGCAGAGTTAGA
+GAAGAAGTATTTTTGTCCTATCCTCTGTTTATCAGAATGATAACAAATTATACCCCAAATTCAGAAGAAA
+ACAGGGGATGGGGATGGGTTATAAAAGGGCACACTGCTTTTGGCGGAGATTTATTTTCGGAAAAAGCTTT
+TGGCCACACAGGTTTTACAGGTACTTCTATCTGGGTAGATCCGGAGTATAAAGTGTTCATGATACTACTA
+ACAAACAGAGTGCATCCTACTCGTGAAAATGTGAAGATAATAAGGTTTAGGCGGCTTTTCCACAATGCTG
+TGCTTTCAGCTTTGGATTGGAGGAATTAGAGTTGGTAAAGTGTGGAGTAGACCTTTTGGAAAAATATAAA
+GAGCTTTTTAAAGGCAAAAGAATTGGGCTAATTACTTCACCTTCTGGTGTTAATCAAGATATGAAATCTA
+CAATAGAAATCTTCCATGAGAATTTTAACTTAACTGCTTTGTTTTCACCAGAGCACGGAGTGAGAGGAGA
+ATTTCAAGCAGGTGAAAAAGTAAAGGGATACGTAGATGAAAGGACAGGAGTGAAAGTTTATAGCTTATAC
+GGAGATACAAAAAAACCTACACCAGAAATGTTAGAAGAAATAGACGTTTTAGTGATAGATGTGCAGGATG
+TGGGTTCCAGGTATTATACTTACCTTTATACCATGGCTTATGCAATGGAAGCGTGTAAAGAAAATGGTAA
+AGAATTTGTAGTTTTAGATAGACCTAATCCTATTGGAGGTTTGAAAGTAGAAGGGAACATATTAGATACC
+AAGTTTAGGTCTTTTGTAGGATGGTATCCAATTCCGCAGCGCTATGGTCTTACTATAGGGGAGTTGTCTC
+ATCTGTTTAACAAAGAATTTGGCATCAATTGTGATTTGCACGTCGTAAAGCTTGAAGGCTGGAAAAGAGA
+TATGTACTACGATGAAACAGGCCTTTTGTGGGTCAACCCCTCACCTAACATTTCTTCTCTAGATGCAGCA
+GTGCTATATAGCGGTACTTGCTTATTTGAGGGAACTAATATTTCGGAGGGGCGAGGTACTACAAGACCTT
+TTGAGATTATAGGTGCTCCTTGGATTGACCCTTACAAATTAGCCGATTCTATGAACAAAAAAGGGCTAAA
+AGGGGTTGTATTTAGGCCAGTTTACTTTATACCGAGTTTTTCTAAACACAAAGGACAGTTGTGCAAAGGG
+GTTCAAATACACGTAAAAGATAGAAAAGCTGTTGACTCAGTTGAAGTGGGGATAAAGCTATTATACGAGA
+TAATAAGGCAAAGTGGTGAAAATTTTGAATGGTTGCCACCATATGGGGAAAGTAACGTATATTTTATTGA
+TTTGCTAGCAGGTACAGATGAGTTAAGGCTGATGAAGTATGACGAGGATCAGTTATTGGACAAATGGAAA
+AGAGAAAGTGAAGAGTTTAAAAGATTGAAAGAGAGTTATCATTTCTATGAATAGAGAGGATTGAAAAAAT
+GAAGAAAATAGAAGAAATGACATTGGAAGAAAAAATAGGGCAAATGCTGATGATAGGTTTTCCGTCAGCT
+TTTTACGACGACCATATAAGAGAATTAGTAACAAGTTATAAAATAGGGAATGTAATACTCTTTTCAAGAA
+ATGTGCAGGATGCAAGGCAAGTAATGGATTTATGCACTGACATACAGAAAGAAGCAATAGAAAATACCGG
+AATACCAGCTTTTATCTCTATTGACCAGGAAGGTGGCATGGTCACAAGGATTTACAGAGGAGCTACTTAT
+TTTCCCGGCAATATGGCTATTGGTGCTACAAAAGACCCAGAAAATGCTTATAAAGTGGGAGAAATAGCTG
+GAAGAGAATTAAGAACTATAGGCATAAACATAAATTTCGCTCCGGTTATGGATGTGAACAATAACCCTTT
+AAATCCAGTGATAGGAGTCAGGTCTTACGGTGAAAACCCAGAGGATGTGGCTAATTTTGGAATAAACTAC
+ATAAAAGGGCTTCAAAAAGAAGGTGTGATAGCTACAGCTAAACATTTCCCAGGACATGGAGACACAACTG
+TGGATTCTCACCTTGATTTACCGAAAGTCAATCATGGCAAGGATAGGCTTTATGAAGTGGAATTATATCC
+GTTTAAGAAAGCTGTAGAAAATGGCGTAGATGCGATAATGACAGCTCATATACTTTTTCCGGCTTTAGAA
+GATAGTAAAGTTCCTGCAACTCTTTCTTATAATATCCTTACCCGCATCTTAAGGGAAGAATTCAAGTTTG
+ATGGGCTTGTTATAACTGACTGTATGGAAATGAATGCGATAGCCAAATATTTTGGCACTCAAAAGGCAGC
+GTCAATGGCTATAAAAGCTGGAGCAGATATAGTACTTGTTTCTCATACTAAAGAGCTACAGATAAAAGCT
+TTTGAAAATATAAAAGAAGCTGTAGAAAGAGGAGATATCTCTGTAGAAAGAATAGATGAATCAGTAAGAA
+GGATACTCAAGATGAAAGAAAAATATGGACTTTTTGATAGGCCATATCCTGAGAAAGACAAATTTGACAC
+CACAGTTGGAATTGAGAAACATAGAAAAATTGCAAAAGCCATAAGTTTAAAGAGCATAACAGTTGTTAAA
+GATGAGAAAAAATTAATCCCTTTAAAGACGAAAAATGTACTGGCAATTTCTCCTGAAACAGTTCCGGTTT
+CTTTTGTAGACGATGCTTTGATGGATAGGCTTTCTTTTGCAAGACAATTTACTTCTACATTTGGAGGAGT
+AGAAGAAACTATTTCTGTAAATCCAAACAATAGAGAAATCTCAGTAATTCTAGAAAAGGCAAAGGATAAA
+GAAGTAGTTGTCGTAGGTACTTACAATGCTAATTTAAATGAAGGTCAAGTAAAACTAGTAAACGCACTTT
+TGCAAGTGAACAAAAATGTAATTGTTGTAGCTTTGAGAAATCCTTATGACCTTCAAAAGTTTGAAAATGT
+GCCTACTTATGTATGTGCTTACGAGTACACCCCATTGTCAGTAGAAAGCGTGATAGGAGTCTTGACGGGG
+AAATATCCTGCTGAAGGAAAACTTCCTGTGACCATATGAATTTAGGGAAGTGAAGAAATGGAATATGTAG
+TTGGAATTGATGGAGGAGGCACAAAAAGCGCAATTTCTATCCTAGATTTGCAGGGAAATGTCCTTTTTAC
+AGGAAGAGGGGGACCTACAAATATAAGGTCTGAGGGAAGAGAAAAAGCATGTGAGAACTTAAAAAACTTG
+ATTGTGAAATCTGTAGAAAAAATGCATCTTAAATTGGGTGACTGTAGAGCAATTTGTGTTGGAACAGCTG
+GAGCAGGAAGGGAAGAAGAAAAAGAGATAATAACAAATTGTTTAAAGGAAATAGGTGTTAAAGGTAATAT
+AGTTGTTACGCATGATGCAGAAATAATTTTATCAGAGACTATAGAAAAAAGAGAAGGAATAGTAATAATT
+GCAGGAACAGGTTCATTGGTTTATGGGAGAAAAGACGGTATAGAGAAAAGAGCCGGCGGATGGGGGCATC
+TTTTAGGGGATGAAGGGAGTGCTTATTACATTGCTGTAGAGGGTATAAAGGCAGCTTTGAGGTATTACGA
+TGGGAGAGGGAACTACACGAAATTATTATATATGATGATGGAAAGGCTCAACGTTAAAAGACCTGAGGAA
+TTTATAGGATTTGTTTATAAGGATGGAATTACAAAAGCTGACATAGCAGAATTGGCAAAAGTAGTAGATG
+AAGCGTATAAAGAAGGAGATAAGGAAGCTAGAAAAATTTTAGAGAAATCAGCCAAAGAGCTTTTTAAGCT
+TGCAAAAGCGGTCATAGAAGCATTTGAATGGGAAAATGATGAAATTCCAATTGTAGTAACTGGGAGTGTT
+TTTATAAATAACGAATTTGTATTTAAAGAATTTTCTAGGTTAATTAAAAGGTATTATCCTAAAGCGAATA
+TAAAAAAGCTAGATAAAGATGCGTCTTATGGAGCTGCTATTTTAGCGTTGAATTTTTTAAAAGAACGATG
+AGAGAGGAAAGTGCGATGGATAGGTTATTGCGTATTTACAATAAAGAAGAAAGATTAGTGGTTGGGTTAA
+TGTCCGGTACTTCTGCTGACGGGATTGATGCTGCTCTTGTGAAGGTCAAAGGGAGAGGTTTAGATACAAA
+GGTTGAACTTTTAGAATTCGAAAAGTTTCCGTACGAAGAGGAAGTGCAAAAGAAGATATTTGAGCTTTTT
+GACCCCCATACTGGAACTGTTGAGAAGATATGCCATATGAATTTTTTACTCGGTGAACTGTTTGCAGAAG
+CTACCTTAAAACTCATTAAAAAAGCAGGTTTAACCCCGAAAGATATAGATTTAATAGGGTCTCACGGGCA
+GACCATATACCATATTCCTAACTTTATTGAAGATATGGGATATAAAGTCCGTTCTACTCTTCAAATAGGG
+GAACCAGCAGTAATAGCTGAAAGAACTGGAATTGTAACAGTGGCTGATTTTAGGGTAAGAGATGTAGCTG
+CAGGAGGGCAAGGAGCTCCTTTAGTACCTTACACTGAATATATCTTGTATAGGTCACCAAATGAAACAAT
+AGCCTTACAAAATATAGGTGGAATTGGCAATGTTACTGTTTTGCCTAAAGGAGGTAGTATAGAAGACGTA
+ATTGCATTTGATACAGGTCCTGGAAACATGGTGATAGATGAAGTTGTGAAGAGGATTACTCATGGGAAAA
+TGAATTTCGACAAAGATGGTGAATTAGCATCTCGCGGGAAAGTAAATGAAGAATTTTTAGCAGAGCTGTT
+AAAAGATGAATTTTTTAAAATGAAGCCTCCAAAGACCACTGGCAGAGAGCATTTTGGGAAAAATTATGTG
+GATAATTTGATGAAAAAGGCTTCCTACTTGGAAATAGATAAATACGATTTGGTTGCTACTGTTACAGCTT
+TAACTGCTTATTCAGTGGTGAGAAGCTACGAAAAGTTTATATTTCCCTACTACAAAGTTGACAAAGTAGT
+AATAGGAGGTGGAGGAAGTTTCAACAAAACCCTTGTACAAATGATAAAAAAACAGTTGCCTCAGGTTAGG
+GTAATAACGCAAGAAGACATAGGATTTAATAGCGATGCCAAAGAAGCTGTTGCTTTTGCAATCCTTGCAA
+GTGAGACTATAAATGGCAATTTTAACAATATTCCAAAAGCAACAGGAGCAAAACATCCGGTAGTAATGGG
+AAAAATTTCTTTATAGTAGGTGGTGTGGCAATGGGTATTGACTATCTGCCGTTGGCAAGAGATAAGGGAG
+AAGAGATTGTAAGGCTATGGAATAAAGAATTGGGTAAAGAATTTCCACTCAGAAAAGAGTTGTTTTATCA
+AAACAGCCTTGAGGATAAAAATGTACTTCTAGAAGGTTCTTGGATAGCTTTAGAAAAGGAGAAGTTGGTA
+GGATTTATAATTTCAAAGATATGGAAAGAGGATTTGGAATGTGTAAAAAACAAAAAAGATACAGGATATA
+TACAAGTGATACTAGTGGATTCGGACTATAGAAATAAAGGCATAGGAAGTGAGTTATTAAGAAAAGCTGA
+AGAAGCTTTAAAGGCAAATGGAGTAAAAACAGTAGTTTTAGGTCAGGATCCATGGCATTACTTTCCTGGT
+ATTCCTTCTGAATACATAGACACAGTAGAATGGTTTAAGAAAAAAGGTTATGTAGAGTTTGGAGAAGAGT
+ATGACTTATACTGTCGACTAAATGGTGAAGGCCAAGTTACATTGCCTGTCTTTCCGGAAGTTGAATTTAA
+GATTTTGGATAAGTGGCAAAAAAACAGTTTCCTTGAATTTTTAAACAGATGCTTTCCCGGCAGATGGGAG
+TATGAAGCAATAAAGTATTTTGAAAAAGGAGGAGAAGGAAGAGAATTTGTAGTAGCAGAAAAGAAAGGAA
+AGATAATTGGATTTTGCAGAATAAATGACAGCAAATCTCCTTTTATTGCTCAAAATGTTTACTGGGCTCC
+TTTGTTTGAAGAAGAATTGGGGGGAATAGGGCCATTAGGTATAGATCCAGAAGAAAGAGGAAAAGGATAT
+GGTTTAGCCATTGTTCAAGCAGGCATGTATTTCTTGAATCAGAGAGGAATAAGAAATATAGTAATTGATT
+GGACAAATCTTGTAGATTTCTACGGAAAATTGGGATGTAAGGTTTGGAAAAGATATATTAAATACGAAAA
+ACAATTTTAAAATAAAGGTCGATGAAAGGGAGCAATAGGAGAAAATAACAAAAACAATTAACTGCGAAAA
+ATTAGGGGAGACATAAGTGAAAGAGGTGGAGTTTAAAATGGGCAAAAAATTACACATTATGGCAGTAGGT
+GCTCACTGCGGAGATATGGAATTAGTTGCGGGGGGAGTAATTGCGAAATACACGCGGGCAGGACATGAAG
+CAAGTATTGTGCATCTTACTCCCGGAGAAAAAGGGCATCCACATTTAAAACCCGAAGAATATGCTAAACA
+AAAGATTGAAGAAGCAAAAAAAGCTGCAGAAATCTTAGGGGCAGAGTCTATTTTTCTACCTTACAGAGAT
+GCTGAACTTCCAGTAAATGATGAAGTAAAATTCAAGTTGGCGGAGGTAATAAGAGAAAAGAAGCCAGATG
+TTATAATCACCCATTGGAAAAATAGTATGCATCCAGATCATGCAAATACTTACCTCATAGTGGAAGGAGC
+ATTATTAATTGCGGCTTTACCTGCCTTTGAACTAAAGTATCCTGCTCACGGGGTGAGGGGCTTATTTTAC
+GGGGAAAATTGGGAAGATCCTTATGGATTTGAACCGGATGTGTATGTAGATATTACTTCTACGTATGATG
+TCTGGGTGGAAGCAATAAAACAATATGAGTTTGTAAGAGGAGGAGTTTCTACTTTCAGATATTTAGATTA
+CTACACTCACTTAGCTGTAGTAAGAGGATGCCTAATGGGAGTAAAATACGCTCAAGCTTTTATGATGCCA
+GAAGGAGCTAATAAAAGAAGAGGCGCATCTTTACCTGGATTTAATTTAGAATAGGGAGTTGAAAAGAATG
+AGGTATATAGTTAGAACTTATCGAGGTGGGGATGAAAAAGGGATAGTAGAAGCATGGCAGCAAAGCCTTC
+CATTTGACCCAATAAATCAACACCTATTTCGTGCAAAAGTATTGTTAGATCCCAATTTTGACCCTGAGGG
+AGCGATTGTAGCTGAAGATGAAAAAGGTCAGATAATTGGTTTTACTCTTACTTTGGTAAGAAAATTGCCT
+ATGTACAAAGATGATTTAGAGCCAGAGAATAGCTGGATTACAGTTTTCTTTGTCCATCCAGCTTATAGAG
+GCCAGGGAATTGGCAGCAAAATGTTTGAAAAAGCGAAAGAGTTTGTTCAGAAGAAAGGGCGGAAATATAT
+ATTCTTCTCCTCCTATGCTCCGAACTATTTTTTACCAGGTATTGATGAAAAGACCTATCCTGAAGGTTAT
+AGATTTCTCTTAAAACAAGGTTTTACAAAATTATACTCTCCTGTAGCAATGGATAGGTCGTTACTAGATT
+TTACGATACCTGAGGAAGTAAAAAAGCTGAAAGAAGAAAGAGAAAAAGAAGGGTTTAAATTTGGATATGC
+TGAGGACAGACATCTATATGAGTTAATTGAATTTGCAAATGTAGTTTTCAATCCCGACTGGGGGAGAGCA
+ATAAGAGAAGGAATTTTACAGGGATTACATTTGGAGCAAATACTTGTTGCAGAGAAAGATGATAAAATAG
+TGGGATTTTGTCTATACGGGGCATATGAAGGGATTCGCGAAAGGTTCGGTCCATTTGGAGTTGACCCTTC
+AATGCAAGGGTTAGGTCTGGGGAAGATACTTTTAAACTACTGCCTTTTTGAGATGCGGTGTAAAGGGCTA
+CACAATGTGTGGTTTTTATGGACCGGAGAAGAAAGCGCAGCAGGGCATTTATATAAAAAGACAGGTTTTA
+AAATAACTAGGAAATTTCATGTGATGAGGTTTAGTTTTTAAAAGTAGATGAAAAGGAGAAAAACCTATGA
+GAATAATAGTCCCAATAAAACAAGTACCTGAGACGAGCAATGTAAGAATGGATCCTGTGACAGGGACAAT
+GGTGAGAGAAGGAGTAGAAAGTATAGTAAATCCCCTCGATTTATATGCCATAGAAACAGCGATAAGGCTA
+AAAGAAAGATATAGAGGAGAAATAATTGTCATATCCATGGGGCCTGAAAAAGCAATAGAAGCAATAAAAG
+AGGCAATAGCTATGGGATGTGATGACGGGATTTTACTATCTGATAAAAGATTTGCTGGAGCAGATACTTT
+TGCGACTTCGTATGTATTAGCTAAAGCTATCGAAAAAATAGGTCTTTTTGACCTTATAATATGCGGAGAA
+CGTGCAACGGATGGAGATACAGGGCAAGTAGGGCCTGGCATAGCCTCTTTCCTTGACTTACCACTTTCAA
+CTTTTACGAGTGAAATTATAAAAATAGACGACAAAAAGATTTTAGTAAAAAGACTTGTAGAAGAAGGTTA
+TGAAGAAATTGAAATGCCGTTGCCAGCTGTATTGACGGTGATAAAGGAAATAAGTGAACCAAGGTTACCT
+ACTTTAAGAGGGAAAATAAAAGCAAAAAGTATAAAAATTCCTATTTGGAATGCAGAAAAAATAAATGCAG
+AAGAGGATAAGATAGGGCTTAAAGGTTCTCCAACTCGAGTAGTGAAGATATTCAGCCCCAAAGTAATGAG
+AGAAGGCAAAAAGATAGTTGTAAAAGATGAGACTACTTTGCACAAAGCACTAGAAGAGATTTTAAAATAC
+CTGATAGAAAAAGAGTTTATCTGAGGAGGCTTAAAAGTGGGCGATGTTTGGACACTAGCAGAGTTTAGAT
+ACGGCGAATTGAAAGAAGTATCTTTTGAACTTTTGGCTAGAGGAAGAATTCTTGCTGATAAATTAGGTAG
+TTCACTTGCCTCTATTTTATTGGGGTACGGCATTAAAGAAAAGGATATAGACGAACTTATAAAAAGAGGA
+GCAGACAAAGTATACGTAGTAGAAGACCCAAGGCTCGAAAACTTTATTGTAGAAGTATACTCCCGGGTTA
+TTCTATATCTCCTTGATGAGTACAGTCCAGATATATTTATAGCAGCTGCAACTACTACTGGGAAGACGTT
+AATGCCTTATGTAGCAGTTAAAAGAAAAACAGGGCTTACAGCAGATTGCACTTTTCTAGATATAGAAGAA
+GGGACTAGGCTACTTTTACAGACAAGACCCGCGATAGGAGGGAATATTCTCGCAACTATAAAAACCCCTT
+TTACTAAGCCTCAAATGGCTACAGTAAGACCTCATTCAATAAAGCCGGCACCATACGATGAAGGGAGAAA
+AGGAGAGGTTGTATATAAAAAATTTAATGACGAAGTTTTTTCTTCTTCAACTAAGTTTTTGAGGTTTGTA
+AAAAACGAATCAGAACAAATAAATCTACAAGAGGCCAAAGTAATAGTTTCAGGGGGGAGGGGGGGTAGGA
+AGAGCTGAGAACTTCAAACTAGTAGAAGAGCTGGCGAAAATTTTAGGAGGGGCAGTTGGAGCTACTAGAG
+ATGTTGTAGATAGGGGGTGGAAACCTTATCCCCATCAAGTGGGTTTAAGTGGAAAAACAGTTTCACCAGA
+ACTGTATATAGCTGTAGGCATTTCAGGGGCTATACAGCACATAGCAGGTATGCAAAGTTCAGAAAATATT
+ATAGCTATAAATAAAGATCCAGATGCGCCAATATTTAAAATTGCTGATCTAGGCATAGTAGGAGACCTAC
+ATCAGGTAGTTCCATTGCTTATAGAAAAGATAAAGGAATACAAGAAAGAGGCGAGGTAAGTGTATAATAA
+GCTGACAAATGAAATTGTAGAAGAGCTTAAAAAGATAGTTGGCACTAATAACGTTATATACGACGACCCT
+GATGCATTAGAAGCTTATTCCCATGATGAAGTAGCAGAAAAACATTACGCCCATATGCCGGAAGCTGTTG
+TAAAACCTTCGTCGGCAGAAGAAATAGCACGAATAATGAAGCTAGCAAACAAATACAAAATCCCTATTAC
+GCCTAGAGGTGCTGGTAGTGGCCTTTCTGGTGGAGCAGTACCTGTATACGGTGGGATTGTGTTATCTGTT
+GAAAGGATGAATAGAATTCTTGAAATAGATAAAGAAAATCTAGTAGTAGTTGTTGAACCTGGAGTTGTGA
+CGAATGAGATTAATAATGCTGTTAAAGAATATGGCCTATTTTATGCAGGATATCCTATGAGTGTAGAAAC
+CTGCTATATAGGTGGAAATGTTGCAGAAAATGCTGGAGGTGGAAGGGCTGTAAAATACGGAGTCACTGGA
+AGATATGTAATAGGTTTAGAAGTGGTAACTCCAACAGGGGATATTGTTCACCTTGGAGGGAAGGTGATGA
+AAGATGTTACAGGATATGACCTTATCCACCTTATGGTAGGTTCTGAAGGTACACTTGGAATATTTACAAA
+GATATACCTTAAACTTATGCCACTCCCTCAAGCAAAGGTAGATCTACTGGTGCTGTTTCATGATATGGAT
+ACTGCTATTAAAGTAGTGCCTAAGATCATGACATTTGGCAGAATAATTCCTACCTCAATAGAATTTATGG
+ATGACTTATCATTTAAGGCAGCATGTAAATATCTCAATGAAAAGATACCCTTTGAAGAAGCAGGAGCAAT
+GCTTTTAATAGAACTTGACGGAAACAATAAGACAGAATTAGAAGAGCAGTATGAAATTATAGGAAACTTG
+TGCATGGAAAATGGCGCAATAGAGGTGTATGTTGCTGATAATGCCACAACTTCAGAGAGAATATGGAGAA
+TAAGGCGGAATATTGCGGAAGCTTGGAAACAGTTTAGTCCTCATCAAAGTCTAGAGGATGTTGTAGTTCC
+TATATCTGAAATTCCTACTTTTCTCAAAAAAATAAGGGAAATTTCAAACAAATACAGAGTACCTATTCCG
+TGTTATGGGCATGCAGGAGATGGAAATATCCACGCAACTCCCATAAAGCCGCCAGAACTTTCTATGGAAG
+AGTGGCATGAAAAGCTCGAGAAACTTCTTGAAGAAATGTATGTTGTAGTAAAGGAGTTGGGCGGTGTAAT
+AAGCGGTGAACACGGTATAGGGCATAAGAGAAAAAAATATCTTCCATTAGTATTGGAACCAGCGCATATA
+GAGATGATGAGAGCTATAAAAAAGGCTTTAGATCCAGATCTTATACTTAATCCTGGGAAGATAATATAAA
+ACTATATTGACAAAACTAAATAAATATGGTATAATTAGAGGGGATTTGTATATTCAAATAGCCACAATAT
+AAAAGAAGGGAGGTATACAAAAATTTACATTGAAAGACAAGTATTTTCTTTAAAAAAGATAAACTTTATG
+TAAACTTTTAATAATGGAATAGGTGATGATAAATGATGAAAAAAATCTTAACAAATTACTTTTTCATAAG
+ATTTTTAAGAGCATTAGTTACAATTTTTGTGGTAGCTACTTTTACGTTTTTCTTGATACGCCTTATGCCG
+GGGAATCCTTTAGATATTTTTATAGCAACTCAGTTATCTCAGGGAGTTCCTTTACAAGAGGCGCAAGAAA
+GAGCAGCTTCGCTATTTCACATAGACTTAAGTAAACCTTTGTTAGTGCAATACGTGGATTATTTAAAAAA
+TTTAGCAAGAGGGGATTTTGGAGTATCAATTATTTCTACAAATACTCCAGTAAGTAAAATAATATTGCGC
+TTTTTACCTTGGACGTTGTTTGTAGTTACTGTGTCGCTATTTATAAGTTTTGTTGGCGGTGTACTTCTAG
+GGGTTTTAATGGCAATTTACAGGAATAGTTGGTTAGATCAAATTCTCTCTTTCTTTGCTTCTATTATTTC
+AGCTATACCGAATTACGTTATAGCTATGTTAATAGTAGTTTACTTTGGAGTAAAATTGAAATGGTTTAAT
+ATCGCTGAGATAAGAGGTTCCTTATCGCCAGGTGTAAGACCTGAATTTTCACTCTATTTTTTGAAAGATG
+CTTTTTACCATGCTATGCTTCCGATAATAGTGTATGTACTTACAACCATAGGCTCGTGGATGTTAGTTAT
+GAAATCAAGTACAATTTCAACTTTAGGGGAAGATTATGTAGAAGTTGCAAAAGCGAGAGGAATAAAGCAA
+GCTAATATAATGATAAACTATGTAGGACGAAATGCTATCTTGCCATTATTTGTATCTTTAGCAATTTCTA
+TTGGATTTGTAGTAGGTGGTTCGCCTTTAATTGAAAGTATTTTTGTGTATCAAGGCATAGGGCTCAAACT
+TAGCGATGCTATAGTTACGCGAGATTATCCTGTAATGCAAGCAATATTTCTAATAATTACTGCTTCGGTT
+GTATTTGCGAATTTCTTAGCAGATATTTTGCTAGGAGTGTTAGATCCTAGAATACGTACTTCCAGAAGCT
+GAATTAATAAATAAATTATCGGGAGAGGAAAGGTAGTAATGAAAAATATATTAGCTAGCTTAAAAGAATC
+TTTAAAAATTATGATGAGGAATAAGGTGGGCTTTGTAGGTTTTATAGGTACTCTGTTTTTTATACTGCTT
+GCTTTTATAGGACCTTATTTGATGCCTCTTAATATGAAAACAGATCTTAATAGTATTTACACGGGTCCTA
+CCCTGGCTCATCCACTAGGTACAGATTACCAAGGAAGAGACATACTGATGCAGGTTCTTCATGGAGGTAG
+AGAGGTAATATATGTAGCTTTAATGGCAGCGCTTTTAACTGTGCTAATTGCGGCGACTTTTGGTGCTTTG
+GCGGCGGTGGTGGGTGGGATTGTGGATACATTGTTAAATGGTTTAGCAGAGATAATAATAACTATTCCTC
+ATTTTCCATTATTGTTAGTTTTAGCTTCACTTATCAAATTTAAATCTGCCACAGGATTAGCTGTAATATT
+GGCTGCTATTGGCTGGGGAGGATTAATGAGAGCCATAAGAGCACAGGTTTTATCCTTAAAAGAAAGGGAT
+TATGTAGAGGCGGCGAGAGTTTTAGGTTTGCCTACTAGCCATATAATTTTCAAGGAAATTCTTCCTAATA
+TGTTAAGTTATATCTCTGTACAATTTATTTTAAGTATGACAGGAGCTATATACGCACAAGTAGGGTTAAT
+TTTCTTGGGAGTAGTTCCTATGGAACAGCATAACTGGGGTGTAATGATTACACTGGCATGGAACCAGGGG
+GCGTTGTTCAATCCGAAAGCCCAATGGTACTTGTTAGTTCCAATAACCATTATAGTGTTACTGCAGTTGT
+CTCTTATCACTATGACTCGATCAATGGAAGAACTATTTAACCCCAGGTTAAGAAGAGGAGGATAATATGG
+CAACAAAACACATTATAGTAGAGGATTTGAGTGTTGAATATTTAGGACCTACCAAAAAAATTTATGCACT
+CCAGCATGTTTCGCTCGAAATATACAGAGGAGAATCTATTGCGCTGGTTGGAGAAAGTGGTTGTGGGAAA
+TCAACATTGGGCGTAGCTTTTATAAGACTACTTCCTGTAAACAGCAGGATAACTAGTGGGCGAATAAGAT
+TCGTAGATGGTTCAAGAGAAATAAATATTCTTGAACTTTCACAGAGTGAATTACAAAAAATTCGCTGGTC
+AAAAATAGTTATGATGGCGCAAGGAGCACTTAATGCTTTCAACCCAGTGATGCGCATAAAAGACCATTTC
+ATAGATACAGCTTACTCACATGGGTGGAAAAATAAAACGGAAGTTTTAAAGAAAGCACGTTATTTGTTAG
+AAAGAGTACACTTAGACAGTGAAAGAGTATTAAACTCATTTCCCCATGAATTATCTGGAGGGATGAGGCA
+AAGAGTACTTCTTTCATTGGGGTTGTTCTTAAATCCAGAAGTTGTAATACTTGATGAACCTACGACTGCT
+TTGGATATATTGACACAAAGGAATATAATAGAGTTATTAAAGGAACTCAAAAAGGAGTTTAATTTCACGC
+TGATATTTATAACGCATGACCTTAGTTTAGCTGCTGAACTAGCAGATAGGGTTGCAGTGATGTATGCAGG
+GAAAATAGTAGAAGTTGGAGATGTGTATAATATATTTGGCACTCCGTACCATCCCTATACTGCAGGATTA
+ATTACTTCTACTCCTAAATTGAGAGGCAAAAGCACAGAAATAACTTCTATCCCAGGGTCACCTCCTAATT
+TATCAGAGATATTCAAAGGATGTCCATTTTATGAAAGGTGTCCTTTAAGGAGTAGTGTATGCTTAAATAC
+ACCACCTACATTGACCTTTGTAGACGGGCAGGAAGGGCATTTCGTAGCATGTCATCATGCAAGCAAAGAT
+ACTTTATCTAAAATAAGACAAAGTGATTGGCTTTCAACTATCCAAAAATAGAGAGGGATTAAAAGTGGAA
+GAATTGGTAATTGAACTTAACAATATAAAAAAATTTTACCGGAAAAGAAATAGAGTGGTGAAAGTTATAA
+ACGATATAAGCTTAAAATTTAAAGATGATGAAATTTTGTGCCTTGTAGGAGAATCTGGGAGTGGTAAAAC
+TACTTTAGGAAAAATTATAGCTGGCTTAATAGAACCCACAGAAGGAGAGATAAGGTATAATGGTAAACTT
+TTAAGCCAATTGAAAGGCAAGGAAACAAAAGAAATAAGAAGAGCCATACAAATGATTCATCAAGACCCTT
+TTGCTTCTTTGAATCCTGTAAGGAGTGTATATCAAACATTATCTACTCCATTGATTTATTATAAACTTGC
+GAAAGATGAAAATGATGCAAAAAAGAGGGTATTGGAATTATTGGAAGTTGTGGATTTAACTCCTCCTGAA
+GATTTCATTTATAAGTATCCACACCAACTTTCAGGAGGACAGAGACAAAGAGTCGCGATAGCAAGGGCAT
+TAACTGTCAATCCGAAATTCATAGTAGCAGACGAACCCGTTTCAATGGTGGATGCTTCAATTAAGGCAAG
+CATAATAAATACCTTAAAAAGGATAAGAAGAGAGTTTAAAGTAGGTTTTCTTTTCATTACTCACGATTTA
+GCTTTGGCAAGACTTTTCGGTGGAGATGGCAAATTGGGCGTGATGTACACTGGAAGAATTGTGGAATATG
+GGCTTACAGATGATATTATAGAAAATCCGAAACATCCATATACGATTACTTTGCTTTCAGCTGTTCCGGA
+ACCAGATCCTGTAGTTACTCGTTCCAAAAAAAGAATAAAATTGAGAAGTGACGATATTCCGAGATTAGAT
+AATCTGCCAGAAGGGTGTCATTTTCATCCTCGTTGTCCTGTGTTTGTGGAAGGCAAATGTGATAAAGAAC
+TTCCTAAATTAGAAGCAGATGGGCTTAACCATTATGTTGCATGTTTTACAAAAGATGCCAGAGAGAAAAT
+GCTGGGTGAGTAGAGAATGATTGGAGAATTTATGAAGAGATGGTTTCAAATAAGTATATGGATAGTCTTG
+GTTGCTGCTATTTTAATTATTTTTGAAGAGAAAGATACACCTGAATATTATATTACTCTTTTTAGCCTAA
+TTATAGGATTAGTTTTTTTCATAATTGCATTAATACTCTATGTGATTTACAAAAGAAAAGATGAAAAAAG
+TGATTAAACTTTTAAAGGGGGTGAGGGGCAAAAAAGCAAAGTACCTTTTAGAAAATTGTACTTAAAAATT
+TAAAAAATTCGAAGATGGGGGTAAAAATGTATGAAAAGATACTGGGCCATATTGATTGCTTTGATTATGG
+TTCTCTCAGTTATGTTTGCGGGTTGTTCTGGAAAACAAACTCAGCCTGCGCAGAGTACTCCATCAAAAGA
+AGAAACAAAGAAGGAAGTTGTATTACATGGCGCATGGGCATATGATGTGCCTCCAAAGTCTCACTTTAAT
+GTTTTTGTTACAGGTGCACTTACAATGCCAGGAAGCCCTTACACTGCTTTAATGACTAGTCCACTTGCTT
+TCTACTACTGGAGTGATGGTTCCTGGGATAAATATCTTGCTACCGATTGGACTTTAGACAAAGATAATTC
+TACCCTCACAGTTAAGCTTCGTCAAGGGGTAAAGTGGTCAGACGGTACTACGTTTAATGTAGACGATTTA
+ATTACTTATTTGTGGATAGCTCGTGCAAAGGGTTATATGGTATGGAGATATATTGATTCATTTGAAAGAA
+TAGACGATTATACTATCAAATTTAAACTGAATTCCATAAGCCCAGTTGTAGAGTATTATATTTTAAGGAT
+AATGCCTCAACCAAGGTCAGTTTATGGAGATTGGGCTAAGAAATTTGAAGATTTATATACCACCTATAAA
+GATACAGTAAAGAAGTTAAACGAATTAAAAGGAGAGGAATTGAATAAATTTAAAGAAACAGCAGAATACA
+AAGAATTTAATGACAAACTCAAAGCTCTATTAGATGAATTTGATACTTTCCGTCCTACTGATTATGTAGC
+TTCTGGACCATTTAAGATGGATACACAGAATATTACAGAAGCCCAGTTGACTTTAGTAAAAAGACCAGAT
+TCTTGGGTTGCCGATAAAGTGAAGATAGATAAGATCGTTATTTATAATGGTGAAACAGCTCAAGCAACAC
+CTTTGGTTTTAGATAAAAAGCTTGATTTTGTAACCCATGCATTTCCGCCAGCAACAGAACAACAATTTAT
+TCAAATGGGATTACGTATTATTAGATTCCCCTATTACACAGGTCCTGCAATTTTCTTCAATAATAATATC
+TATCCTTTCAACAGGGTAGAATTTAGGCAAGCTTTAGCATATGCTATAAACAGGCAAGAAGCAGGCACTG
+TTGCTTTAGCAAAGTCAGGTGTTGCAGTTAAGTATATGTCTGGTATGTCAGATAATTTATTAGATATATG
+GCTAGATAAAGATACAATAAATAAGTTAAATCAATATGAATACAATCCTGCAAAAGCAGAAGAAATCTTA
+AAATCAATAGGGTTCCAAAAGAAAGATGGGCAGTGGTATGATGACAAAGGAAAGAAGCTAGAGTTTGAAT
+TAATGGTACCTTCAGATTTCTTGGATTGGAGTGCAGCTGCTGATAATGTGGCTCAACAGTTAAACAATTT
+TGGAATTAAAACCTCTATAAGAGGAGTAGTATGGAGCCAGTATACAACAGAGATGAACAAAGGTAATTTC
+CAGATGGGCTTTTTGCCTTGGGGTTCAAGTACTCCGCATCCACAATTTGCATACATGGCAGCTCTTTTAA
+ACTATAACGGAGGGGCTAAAGGTAATAAAGAAATGCCTGGACAGAACTTCCCGCTTGTTCAGGAATACAA
+AGGTGAAAAAATTGATTTTGACGAATTGATTACAGAGGTAGGAAAGGGAGATATGGAATATCAGAAACAA
+ATTGCAAAGAAATTAGCTCTAGCTTTTAATGAGTTACTACCAATAATTCCATTATTTGAAAGATATTCTA
+ATGCTCCTGTACTCGATGGAGTAAATGTGACAGGATGGCCGCCAGAAGGAGATCCGATTTACAAAAATGG
+TTCTGCAGACTCCTTCCTTGTACCACTTATTATGAATGGAACATTGAGAGGTGTAGATAATAAATAAAAT
+TTAAAAAGTTAAAGGTAGGCAAGTTTAAATTGTCTACCTTTAACTTTCTCTTTTTCTTTTTCGTGATATA
+ATTTTTGTAAGAAATTTAAAATTTATATGGGGAGGATATTAAAAGTGAAAAAGCTTATTTTAAAGAATGC
+AGAGATATATAAAGAAGAGGAGATACTCTATAATGGTGATTTGTTAATTGAAGAGGGCAAAATTTCTAAA
+TTAGGCAGAAACATTTCGGAAATAAATGCAGAAGTGATTGATTTAAAAGGTAAAAAAATAGTACCGGGAT
+TCATTGATATACATATACATGGCGGTGTAGGTTATGATACCATGGATGCAACTTATGAAGCGTTAAACAA
+TATTTCTGTGCATTTAGCTAAACATGGAGTTACAAGTTTTTGCCCAACTACTATGACAATGGATATTCCT
+GATATTTTAAGGGCTTTAGAGAATGTAAAAGAAACAATGAAAAAAGGGGTAGAAGGTGCAGAGGTCCTAG
+GAGCGTATGTAGAAGGTCCTTTCATAAGTAAAGAGCATAAAGGAGCTCAAGATGAAAAATACGTTTTAGA
+TCCGGATAAGGAATTGTTTGATCAATTTTATGAAGTAGCAGGAGGTAATATAAAAGTTATTATTTTGGCT
+CCGGAAAAAGATCCATCAGGGGACTTTATAAAACATGTGATAAAAAAAGGAGTTAAAGTCTCTTTAGGGC
+ATACCAGTGCTTCTTATGAAGAGATGAAAAGAGGAGTAGATTATGGAGCAACAATTGCTGTACACACGTA
+TAATGGCATGAAGGGTTTCCACCACAGAGAGCCAGGAGCGTTGGGAGAAGTATTTTTAGATGACAGAATA
+TATGGAGAGCTTATATGTGATTTCATACACTCTCACCCTGCAGCAGTTAAATTGCTTGTGAAAATAAAGG
+GTGTGGATAAAATTATTTTAATTTCCGATGCTATGGCTGCTTGTGGGCTAGGGGATGGAGAGTATAGCCT
+TGGGGGACAAAAAGTGTACGTAAAAAATGGAGAAGCGAGACTTAAAAATGGGACTTTGGCGGGAAGTACC
+CTGACATTAGATAAGGCTTTGCAAAATATGACAAATTTAGGTATTTCCCTTTTTGATGCTGTTAAAATGG
+TGTCTACTAATGCTTCCAAAGCGATAGGGATTTATGACAAAAAAGGGAGTATTGCAGTTGGAAAAGATGC
+GGATATAGTAGTATTAGATAGCGATCTTAGTGTATATATGACAATTGTAGGTGGGAAAATTGTATATTCA
+AAAGAATGAAGGAGAGAACTACTATCTTAAAAAAGGAACTCCCTATGAAGTAGAAATGTCAAAGGAGATA
+TTAGGCAAGATAGATAAAATTGTTCTTAAAGCTATTGAAAGATGGTATTACTCCTGGGGCAGTTGTTTTG
+GTTGCCAAGGATGGAGTTATAGTCAAAGAAAAAGCATATGGATGGCGGCAAAAATATGATATGGGTAAAG
+AATTGTCAATCCTCTTCCAATGAAAGTTGATACGATATTTGATTTAGCTTCTGTTACTAAAGTTATGGGT
+ACTACTCAAGCTATAATGAAACTGGTTTATGAAAATAGGCTGAAAGTGGCAGATAAGGTAGTAGAATTTA
+TTCCTGAGTTTGGGCAGAATGGGAAAGAAGACATAACAATTTCTGATTTACTGACTCATACTTCTGGATT
+ACCTGCTTGGAAACCAATTTACTATCACGCTTCGAATTCTAAAGATTCTTTAAAGTATATATGTGCACTC
+CACTTAGAATACAAACCGGGTACTAATAGGAAATACAGTGATATAGGATTTATGGTCTTGGGGTATGTAA
+TAGAGATTATCACTGGGAAAAGGTTGGACGTTTACCTTAGAGAAGAAATTTATTTGCCGTTAGGGATGAA
+AAATACACTTTTTAATCCCTTTAAATATCTAGAAAATCCTAGGGATAAAGTTGCAGCTACTTCATGGGGT
+AATCCTTATGAGTATAAAATGATTAAGGAAAAAAATGTATACCAAGTGGAAGAAAATATAAATGAATGGA
+ACAAATGGAGAAATTATACTTTGATTGGTGAAGCTAATGACGGCAACTGTTTTTATGCGAATGAAGGTAT
+TGCAGGACATGCGGGGTTATTTTCTACTGTGAGTGATTTGGCTGTATTGGGGCAGTTAATGTTAAATGGA
+GCATTCCTGTAATGAATAAAAAATAAGGGAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATAC
+AGAGTGTAAGTTTAAGAACTTACCTCGAATTATCAAAATAAACAGGAGGTACCTAAAATGAAGTATAAAC
+AAAATGAAAAGATTTTGCAAGTAACGGGAGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCA
+TTATGCCAGAGCATTTGACTACAGAGGAGTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAA
+GGTATGACAAAATTTCTTAACTGGGCAAAAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAG
+GGATAGAACCGACAGGGCAATATTGGCTGTGTTTTGCCCAATACCTTAAAGACAATAACATAAAGGTAGT
+ATTGGTTAATCCATTTCATGTAAAGATGAGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAG
+AAAGACCCAAAAACAATAGCAATGCTAGTAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAG
+TATATGCGGAATTAAGGGTAGCGATGGACATAAAAGAGAGGTTGAACAAACAAATAGGGATGACAAAAAA
+TCAAATAACAAGATGGTTGGACATATACTTTCCAGAGTTTAACACCGTATTTTCAGACTGGGAAGGGAAA
+GCAGCACTTATCACATTAAGAGAATTTCCAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAA
+TATCGATATGGAAGAAAGAAGTACAAAGAGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGC
+TAAGGAGAGCATAGGGAAGAAGCAGGGCATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAA
+TACGAATTTTTAAAAAAACAAATTGAAGAAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAG
+GGGTTAAAGAACTACTAGAAATCAAAGGGATAGGAGTAAACACAGTAGCAGATTTTATTGCAGAAGTAGG
+AGATATTGAAAAATATGAACATCCAAAACAGATACAAAAACTAAGGGGATTAAACCTAATAGAAAATAGC
+TCTGGTAAGCATAAAGGAGAAACGACAATAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTA
+ATGCAGTAATGGCCTTGGTCGCAAAAAACGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGC
+GCAAAACCCGCTAAAAAAGAAGCAATCACTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTC
+ATATTAAAGAAAGGAGTAAAATATGACCCAATCAAGATGATGAAGGACATAAAGAGGCCAGGCTTACAGG
+AAGCTGCATAAAAAGTGCCAACATACTATCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAAC
+TTAGTCACATCTAAAGAGCTGACCCTTAAGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAACGATG
+TGACATAAAAGGTAAAAGAAGGAATAAGACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAG
+CGGGAATTGTCATAAAAATAATCACCATACGGGCAAAGACCCCTGCAATGGAGCAGAAATGACATCCACC
+TCATGGCAGGTAGAACGAAGGAATTAAGGACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGA
+TAAGTGGAGCTATCCCGCCATAATATGGAAATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTT
+AGATAAGTAAGAAATGGTAATATAAGCCATGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTA
+AGATATTAAGAGAAAATAAAAGATAATAGAGGGAGGTGAATATTTGGGAATTAAATTGTATAGTAAAGAA
+GTAATAGAAGAATTTACTTCGCCCAAATCAGCCCCTTCCTCCTGGAATGCGTATAAATATGGTTATGGAT
+GGGAAATTGCTAGGAAAGATTACATGGGAGATTTCACCTCATCGAGAACGTACGGGCACAGTGGTTTTAC
+GGGTACACAGGTAATTTTTGATCCTGAATATAATTTACAAATTATTGTGCTTACAAATAGACAGAATAAT
+GGACTCAATGAGAAAGGAGAGTATTTTAGTACTTTCAACCTTTCTAGAGAGATTTCTAACGTAGTCTATG
+AATCGTTAAAAAGACTCACGGTAATATGTCAATACCTTAAAATTGGAAAATAAAATTATCAAAGCAAAAA
+AAGACAATAATACCCTTAGCCAATTAATATGGTAAAAATTGGCTTCAAAAGTAGCAATTAATAGGTTTTA
+AAAGACAAAATTAACTCTTCACCGCCCCTTTGTAGATTTGGCCTTTGCTCAGCAGTGCAAAGACCAGCCT
+AACAAGTTTGCGGGCAGTCAATACCAGCGCTCTCTTATGCTGGTGCTTTTGAACCTCCTGATACTTGGTC
+TGATAATAGGCCTTGTATTCCTCGTTGTGCACCCGCAACGAGTTTGCGGCCATGACCAAGTAATAGCGGA
+GGTATTTGTTCCCGCTCTTTGTCAAACGACGCTCTTCAGCGTCAAAGTCGCCCGACTGATAACGGGTCCA
+GGTGAGGCCAGCATACTGAGCAAGAGAAGCTTCGTTTTTAAAACGCTTAATATCGCCTATTTCAGCGATT
+ATTCCTGCAGCCGACACATCGCCTAAACCCTTAACTGTAGTAAGTGTTTGAGGGATAGCTTTAAGCTCTC
+TGGAAATAACCTTATCAAGGCTTTTAATCTGCCTTTTGAGATGCTCAATGTTTTGAAGAGTTAAAGAAAA
+GCTTTGCACAGGCCTGTTCCATTTTAGAGTTTAGGCGGTAAGCACGGTTTGCGGCTTGCTTTAGAGCAGT
+AGCGATTTCTTCAGGATTAGTGAATCTGTTTTTTCCGTGAGACTGAATAAACTCTGCAAGTTCTTCTATG
+GATATCTGAGCTATTTCATCAGGGGTAAATTCTTTCAGGACTTCAATGGACGCTCTGCCAAAGACGTTGG
+TAAAGGGATTATCCTGTTTGTAATTAGAGAATTTCAAAAAGAGCAAATTCAAAGCTCGATTTTTCTCATC
+AACAAGGAGTTCGACAAGATGTAATCTAAGCCTTGTAAGCTGACGCAAAGGTGCAGTAACAGAAACTTCA
+TGGCTGTATGGAGTAAGATGTCCAAAGCGAAGCCTCTCAGCAATTATATAGGCATCTAAGGCATCAGTTT
+TAGGGAGTCTTGAGCCGAAAGCTTTTTTAAACCCGGATACAAGAGAAGGATTAATTTCATACACCTGGAC
+CGAATAAGGCTTTAACTGAGGTGCATCCAAAAGGAAATCTCTAAGTGGAATACTGAAGATAGAAGTAGCT
+TCTAATCCAAGATTAAGTTGCGAGACATTGGATTTAGTTGCTAGTGAAACTAAAGTATCCACCAGCGCAT
+TTGCGCCCTCAGCATTATTGGAGAAAGACCTAGCAGGAGAAAGTTGATTACCATTTTCATCGATGCATAC
+GAGATCCAGCTTAGAGGCACTGACATCGATGCCTGCAAAGATAACCTGAGCCACCAGATATCCCTCCTTT
+GGTTGGCCAGGATTAGGGGCGTGCCCTGCGGGTGCGGTACCTAACAGCCTCGCGGGCGATAAGAGCTTGA
+CAGGGCAACCGGGGGTGCACCCCTAGCCTGCTGAATCTAGGGGCCGGAATGCCTGCTGGCTCAGCTCACG
+AGTGAGAAACTAGTACTGCACCGCAGGGGTCTCACTCTTACTTGAGTAGGCTGTATTTGAAAAGCTACAG
+GGGGTGTTAAGAGTGACCCCAGACCAACCTAAATTAATTTTCGCAAAGGCACGCTCAATTATCAAGAAGT
+AAAAAAACTTCTTGATAATTTCCAAATCATATTATACGAGCATTCCTGTAATAAATTAAAATAGCCTTTG
+CAAAAATAAAACCCTCCTGGTAAAAAAGAAAGTGAAAAGGAAAAACAATAACCAGGAGGGTGATACACAT
+GAACAAAGTACAAAAACTACTTTTAGTCCACAGTTCTGATATAATTTTTGTCGGGGTCGATGTAGCTAAA
+AAGACCCATTATGCAAGAATAATAAATCACATAGGACTTGAAGTAATAAAACCCTTCAAATTTAATAATA
+GCATAGATGGATATGAACGTCTAGTATCCAAAATACTTGAAGCCAAAGAAAAATCGAAAGCAACAAAAAT
+ATTAATAGGTTTCGAACCAAGCGGTCATTATTGGAAGCCACTTGCATGGTTTTTAAAAGAAAAAGGATAT
+ACAGTAGTGATAGTAAACCCATATCACGTAAAACAAAGGAAAGAAGAGGAGGACAACAGTCCATCAAAAA
+ACGATAGAAAGGACGCGTTAATAATTGCAAGACTAATAAAAGAAGGGAAATTTCTAAACTGTCTTTTACC
+TCAAAACACATATGCAGATTTAAGAAACCTTTCAGTTGCAAGAAAGCAGTTAATAAAGAAACTAAACAGT
+GTAAAGAATAAAATTATTGCAATATTAGACGAATACTTTCCTGAATTTGAAGAAGTATTCAAGAATTTGT
+GGGGGAAAGCAGCCTTATGGATATTGAGGAACTGTCCATTTCCCAGCATAATACTTAAACTGAGCAAAGA
+AGAAATAGCAGAACAGCTAAAGAAAGCCACTAATAACAGGGTAGGCATGAAAAGGGCAGAAAAGCTCATT
+GAAGCAGCAAAAAAGTCAATAGGTGTAAAAGAAGGGATAAAAGGGGCACAAATACGTTTAAACATTTACC
+TTGATGAATTAGAATTTTTAAAAACACAATTAGAAACCATAGAAAAAGCCATGGAAGAACTGCTCAAAAA
+AATAGACATAGCAGAATATCTGTTAAGCATTCCAGGCATAGGAGTAATAACAGTAGCAGGATTTTTAGCA
+GAAGTAGGGGACATAGGGAAATACACACACTATAAACAAATCCAGAAACTTGGGGGATTAAACATAACGG
+ATAACCAATCAGGGAAACACAGGGGGAAGACCAAGATATCAAAGAGAGGGCGTCCTGAGTTAAGAAATCT
+TCTATACAAAGCAAGCCTGACATTAGTAGCCAAAAACAAAGAATTTAAAGCACTTTACAACTACTTTTTA
+AGAAGGCGAGAAAATCCTTTAGAGAAGAAACAAGCATTAATTGCGATTTCAATAAAACTCATAAGAGTTA
+TGTTTACGCTTGCTAAGAAGAAAGAAAAATACGATTCACAAAAAGTACTTGGAGAATATCGTATGAAGCA
+AATAAAGGAATTAGTAGCCTAGGGGGCAACAAATCAATTTAGAGCAAATAAGGTTGGGGAAGCTGTAGTA
+CCCCCCATAAGGGCAAGACCCTGAATACGAGTAAGAAGCTCCCCAAAAGCCCTCAAAGGCAGGAGGAAGG
+AATGTAATTAAGGGCATGACCCTGAGAGACATGATAGGGTAGCCGAGGGCTAAGTAAAAAAACATAAAAA
+TATGCTAATAAAAGGCAACCGTGAAATAAGTTGCCTAAGGGAGGTGTTGTGTTGTTTTAAAAAGGCTTTA
+TTTGAAAAAGGTAAAAAGAGCTCAAATTTAGTGAAAAAATGAGATTTTTCAAGCTTGATTGAGCTAATTA
+CAAAATATTGAGATAGGGGGACTTAGTATGTTTAAATTGGGATGGGTAGTCCCAGAAGTTAAAGAGAGTA
+TAAATTCTTTTGTCAAATATGGACAGAAGTTAACTCATGTAAGCCCTACTTGGCTTAGATTTGATTCTAA
+TGCGGACTTACATTTAACAGTAACAGAAGAGGAAATACACCGTTTTTTAGAAATAGCGAAAGAGAAGAAA
+GTAAAAGTTGTGCCTTTGGTGGTAAATGAAAGGTTCGATGAAGGAGTTGCTGGTTCCATTCTTGGAAATA
+AAAAAATGCAAGAGAAGGCAGCAGAGCAACTAGTAAAATTTGCAGAGAAATATCAGGTGGATGGAGTAAA
+TCTAGATTTTGAGGGAGTTTTTGGTTTATGGAGGTATGAATATACAGAGTTTGTAGGAAAAGTTTCAGAA
+GAATTACATCGTTTAGGGAAAGAAGTTTCAGTGGATGTGGTATGCCAAACAGCTCCTCCAAAATCTATTG
+ATGATTTAAAAGAAAATATGTCAGGAAATTTTGAGGAAATTAAGAAAATGCTGTCATGGGCGGATTCATA
+TGATTATGAAGGCTTAGGGAAATTGGTGGACCAATTTATATTAATGGGTTATGACTATCATGCAATGGGG
+TCAGAACCGGGACCAGTTGGGCCTTTATGGTGGATTAGAGATGTTCTTGATTATACTTTAAAAATTGTGG
+ATAAGAATAAAGTAGTCTTAGGGTTACCTTTTTATGGGAGGGGCTGGACTTCAATAGATAAAATGAGAGT
+AGAAGATTGGGAACCCAGAAACCCTATGAGCAGAGAACCTATGAAGACAGCTTTTGAAGCCGGTTTTGAA
+TTAGGCAAAGCTTATGATTATAGAGAAATAAAAGAAAAATCTAGGTATTTTATAAAATCTGGAATTAATC
+CTGAAGAGAATTCTCCTTGGGGCGTATGGGAATTAGAGGATGGGAAAATGACAATTGTTTATTATGACGA
+TTTAGAAAGCCTTAAGAAAAAGATTTCACTAGTTAGAGAATACGAATTATTAGGAATTGCTTTTTGGCGG
+TTGGGACACGAGGATGAAAGAATATGGGATGTTCTGTAAGCAGGAGGAATAGTATGAGAAAAGTAATAAT
+TGTTTTTCTAGTATTGATAACTCTGTTATTTCTTTTTTTATATTTACATCCTGCAGACAAACGGAATCAT
+TCTGAAAAAGATCCAATAGATGAATTGATAAAAAATATGACTGTGGAAGAAAAAATAGGACAAATGCTTA
+TGCCTGCAATAGACGGTACAAAAGCGACTCCCCAGTTAGAGAAAATGATTAAGGATTACCATTTGGGTGG
+TGTAATATTATTTTCGGAAAATATACAAAGTATCGAACAAATTGTGAAGTTAACAAATGACATACAGAGT
+TTGTCACTCCAAATTCCGTTATTTATAAGTACTGATCAAGAAGGTGGGTTAGTTTATCGCCTTTCACAAG
+GGACAAAATTTCCAGGCAATATGGCTTTAGGTGCGACCTTTTCTGAAGATTTGGCTTATAAAGTTGGGAA
+AGTTATTGGAAGTGAATTAAAGGCTGTGGGGATTAATTGGGATTTAGCGCCTGTCATGGATGTTAATGTA
+AACCCATACAATCCTGTTATAGGTATAAGGTCGTTTGGTGGTAATCCAGACGTGGTGGCTAAACTAGGTG
+TTGCTTTTATGAAAGGACTTCAGGAAAATAAAATTGCGTCCTGTGTAAAACATTTTCCTGGACATGGAGA
+TGTTGATGTAGATTCTCATTTAGGATTGGGGACTGTCAATAAAAATAGAGAGACTTTAGAAAAAATAGAG
+TTGAAACCTTTTGAGGAAGCAATTCAGGCAGGGACAGATGCTTTAATGACAGCGCATTTGAGTTTTCCTG
+CATTAGATGATACTAAAGTTATAGCAAAAACTTCAGAAGGTGTTCAAAAGGAAATCACTATTCCTGCTAC
+TCTTTCTCACAAGATTTTAACTGATCTTGTAAGAAAGACCTGGGGTTACGAAGGCGTAATTATAACAGAT
+GCAATGAATATGAAGGCAATTTCTGATAATTTTGGGCCAGTAGATGCTGTAGTTAGAGCTGTCAAAGCTG
+GAGCGGATATAATTCTCATGCCTGTAGATTTAAATGGCGCTTTCAATGAATTAGTCTTAGAGACGAAAAA
+GGGCATAATATCAGAGAAGAGGATTGACGATTCGGTAAGGAGAATTTTGAAACTTAAATATAAGTTAGGA
+TTAATGGAAACAAAAGATATAGATTTGGAAAATATGATTCAGCAGGCAAGAGCTATAGTTGGAAATGAAA
+AAAACTTGTTAGTAGAAAAAGAGGTGGCTGAGAGGTCTATAACTTTATTAAGAAATAGTGGTAATTTGCT
+ACCTTTAGGCAAAGAGACATTAAACAAGAAAATCTTGATAATTGGCGGTACTAAGGACCTGGTCAATGGT
+TTTGTAAATGAGCTAAAAAAATATCACCCAGGAAATAACGCATTTTTAGTGATAAATAACGGAACCCTAA
+GGGGTTCTGGAAGTTTAACTTCAGATCTAAAAAAAGCAATAGACGGCTCTGACATAGTGATTCTTATGAC
+AAATAATATTATGTCTCCAAACAGTTTAGCTGAGAAGATAGTAAATTATGGAGGAGATAAGGTAATTGGA
+ATAGCAGTAAGAAATCCCTATGATATCATGTATTATCCTCAGGTGAAAGTCTATTTAGTTCAATACGGTT
+GGAATCCATGTAGTATTAAGGCCATGGTAGATGTATTATTTGGTGCTGTAAATCCTACAGGGAAATTACC
+TGTAGAAATTCCTGGGTTGTATCCAATTGGGTATGGATTGAGTTATTAGTGAAGTCTTCTGTTGACTACT
+TCCAAAACAAATGTTACAATTATATTAGGATATTGATAATGATTTTCACTTTTGGAGGATGCATATGATG
+GTAGAAAACGAAGTTATAAACCTTCTAGAATTAAGGGAAAATGAAGAGGGAGAAATTGTGTTCATAGATG
+CAGGACGAATGGCTGCTCAGAGGTTGAGCGATATGGGGCTTGTGCCAGGAACAAGAGTAAGGCTAATAAG
+GAGAGGGCCTTTAAGAGGGCCTGTAGAACTGGAAGTTAGAAATTCTCATTTGGTTATAGGTTATGGTCTT
+GCTTCTAAAATATATGTAAAAATTGCGTAGATAAAAAAGGAGAACTTGCGATATGAAGAAGGAAATAGTT
+GTAGCACTGGCTGGTAATGCAAATGTGGGGAAGAGCGTCATTTTCAATCAGTTGACGGGTATGACGCAGA
+TAATTGGCAATTGGCCTGGGAAAACTGTAGAGAGGGCAGAGGGCACATTAAGGTACAAAGGAAGAATTAT
+AAAAATTATAGACTTGCCAGGAATTTATTCTCTTTCGGCTTATTCTCAGGAAGAGATTGTATCCCGTGAG
+TTTATAGCCTTTGAAAAGCCGGATGTAGTTATAAATGTAGTGGATGCCTCTAACCTCGAGAGAAATTTAT
+TTCTCACTCTTCAGCTTTTAGAGCTCCACGTGCCAATGGTCATGGCTTTAAATCAGATAGATTATGCGAT
+AAAAAAAGGAATAGATATAAATGTAGAGAAGCTGGAAAAACTTCTGGGGATTCCTGTTGTAGAAACTGTG
+GCAACCAAAGGAAAAGGGCTTCAAGAATTGATTGACAAAGTACTTGAAGTGGTTGATTCTTACAAAGGAG
+AAGATGTCTTTGCTTATGATATAGAAAGTGAAAAGGTGTTAAAATATAGGCCTGAAATAAAAGAATATGT
+GATGAAGATTTATAAAATTCTAATGAGGTATAATGTTCCTCTTGTAAAATCTTTTCATCCTTTGTGGATT
+TCTTTAAAGGTCATGGAAGAGGATGAAGACGTAATTGAAAAACTTAAAAGCACTTCTTCAGGGGAACAAG
+CTTATAAAGAGATTGAAAAAGTACTTGGGGATTTGAAGGCAAAATTTGAAAGCCCAATTGGGACTTTAGT
+TACTGCTGACAGGTATGACATAGCCTCGTACATCGCAAGTGAAACTGTTTCAGAGATTCACCATAGAATT
+ACCTGGACAGACCTTATAGACAATGTGGTCCTTCACAAGATATGGGGCTACGTTTCTATGGCGATAATTG
+TATTTCTGTCTTTTTACGGCATATTCAAATTCGGAGAATATTTTTCAGGTATACTGGAGGACTTTTTTGA
+CCAGTTTAAGCCTTTGGTTTATAACCTCCATATTTCGGAGATGTACAAAGACTTTATATGGAATGGATTA
+GCAGAAGGAGTTATTTCTGCAGTTACTATCGTTCTCCCTTATATATTTCCATTTTATGTATTTTTGTCTA
+TACTAGAGAATACGGGATATCTTGCTAGGATTGCGTTTTTAATGGACGAAGTAATGCATAAAGTAGGACT
+GCATGGGAAAGCTTTAATTCCTGTACTGATGGGATTTGGATGCAATGTACCAGCTGTGTTAGGGACAAAA
+ATCTTAGAGACGGATAGAGAGATATTCATAGCCTCTTTTATGTCAACACTTGTTCCATGTTCTGCCCGCA
+TCGTTATAATATTAGGGACAATAGGAGTTTTTATGGGACCCCAATATGCTCTAGCTGTATTTGTTCTTGA
+TGTGCTTGTAGTATATGTGGCAGCATATTTTGCGAATAAAATAGCGCCTGGAAAACCTTATGACCTCATA
+ATGGAGCTTCCGGGTTACAGAATGCCTGCTTTGAAGCCTACTTTAAAACAAATTTGGCTTAGGATAAAAG
+ATTTTTTGTACGTAGCTTTGCCCATAATTGTGGCAGGAAGTTTAGTCTTGGAGATATTGAAGTATTCGGG
+AATATTCAAGTATGTTTCATATGTGATGGATCCCATAGTAGTTAAATGGTTGGGACTTCCTTCAATAGTT
+GGCATAGTGTTAATTTTTGGGATTTTAAGAAAAGAACTCACTTTAATAATGCTTCTTACACTGGCCGGTA
+CGACACAGGTTTCTCAGATTTTAACTCCCAAGCAGATGATTGTATTTGGAATTGTGACGATGCTGTATTT
+CCCATGCATTGCGACAATTGCCGCTTTGAAAAAGACAATTGGCTGGAAAAAGACGTGGTGGGTAGTTTTT
+GCGAATATAATTATTGCGATTTTAGTAGGTGGAATAGTAAATCAAATTCTTAATTTTATATGATTGTGCT
+ATAATGGCAATAGGTGATAAAATTATGCCGTATATAATGCCTCAAAAGGAAAGGGAAAAATTATTGCTTG
+AGGAGCTAAATAGGGCCATTAATTCTATTATCCATTTAAACCCAGAGAAAATTGTGTTATTTGGTTCCCT
+TGTGAGAGGGGATATAAATTCTAAAAGTGATATAGACCTTTTAATAATCTGGGAAACTGAACTGCCATTT
+TTGAAAAGGTTAGAGGTGTTTTACAATGCTATACAGCCTAATGTTGCTATGGATATATTAGTATACACTC
+TAGAAGAAATTGAAAAATTATACGGAAAGAATAAATTTATAACAAAGGCTTTAGATGAAGGGCGTGTATT
+ATATGAGAAGAGAAAGTAAAAGTGAATCCCAAAGATGGCTTATACAAGCTAAAAGGGACTTGGATGATGC
+TATTTTTGCAAAAGAAGGGGAAGTGGATTGCCTGGTGGTATACCTTCTGAAGCTTTTGTAGAAGAGGATG
+CTTTGTTTGCAATTGAAAGAGCTCGTAAGGTGATAAATTTTGTAGAAGAGAGAATAAAATGAGTAGGCGC
+AAGAGCCTACTCTCAGACTGTTGACAAAGTTTAAAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGTCA
+AAGCGGTAACTAAACTTGGCGAACTTGAGGGGCGAAGGCGGGGCGAGCGAAGCGAGCGACCACCTGAGCC
+CGAAGGGCGAATTGGTCGGGACCCCGCCGGAGCCCGAAAAGTGAGCCTTAGTTTAGTCGCTTTGCAACTC
+CGGAGCATTAACACAAAATGCCACTTAAATTAATATGGGTTTTGTCAACAAACTGTGAGTAAGCGCAAGA
+GCCTACTCTATTTTTATTCAAATTAAATTGGCTTTGAGAAGGAGCTTTTCATCATTTAAAATTTCTTCAG
+GAGATCCTATAGTTTCTATTTTATGTTCTTCATTTAGAATTATTATTCTATCTGAAAATTTTTTTGCCAT
+CTCAAGGTCGTGGGTGGCGATGACAAGAGTGGCACCCTTTTGGTTTAATTCTTCTAATTTTGATAAAAGC
+CACTTTTTTGATCGCGGATCAAGGCCGTTAGTTGGTTCGTCTAAGAGCAAAACGTCGGGGTTTATCACTA
+TAATAGAAGCTAGTGCTACCTTTTTTTTCTCTCCACCACTTAACCTGTGAGGAGGTCTATCTTTTAGTTT
+TTCAATTCCAAAGGAAATGAGAATTTCATTTACTAGTTTTTCTACTTCTTCTTTTTTCACACCCATCTGT
+AGGGGGGCAAAAGCTATTTCATCAAACACAGTTGTGTTAAAAAGCTGCACGTCAGAGTCTTGAAAGACAA
+AACCCACTCTTCTTCTAAATTCATATTCGTCAAAGGTTCTTTTATCTCCAATCACTTTTCCAAAAAATCG
+TATTTGACCTTCATGAGGATAAATTAGTCCATCCATTAGCTTTAAAAGAGTAGATTTTCCACTTCCATTT
+GCACCCAATATAAACAATTTTTCTTTGAGTTTCACGTCAAAACTTATGTCTATTAAAGCAGGAACTTTTG
+GGGTGTAAAAGTAAGACACGTTTTTTAGTTCAAAAACTTTATCCAATTTACAAAATCTCCTCCTGTAAAA
+CTTTATAATTTGGCGTTAAATAGGGCTATTATAAAAATCAGATTAGAAGAAATCCAAATGTAATCCCATG
+GGGTCATTTTAAAAGAAGAGAAGGTTTTGTATTCTCCTCTATAACCTCTTGAGACCATCGCTTTGTACAC
+TTCTTCTGTAAGTTCATTGGATCGTATTAAGATGCTTCCGATGACAGAAGCGACAAATTTTCTGCCATCT
+TTCCCTTTGATTTTTCCTACGTTTCTGCTTTTACGCGCTAAAAACGTATTTAAAGAGACTTCTAAAAACA
+AAAAGATATACCTGAAGGCCATCTCAAGAGTTGTGGTAAAAACCTGTGGCAGATGAAAAGATCTGAAGGC
+CTTTAATATATCTGTCCACTTTGTCGACAGGGACAAAATGTACACAAAAGATAGAGAGACAAATGACCTC
+ATCATGAGTGTAAGAGAAGCTAAGGCGCCTTCTTTTGTGATGTATAAGTTTTTGCCAAAGTAAATTAGAG
+GACTTCCTTTTTCAAAAAAGTTGAAAGTTGAAGGTAAAAGTATTATTCCTGTAAAAATTATTGAGATAAC
+AGCAACTCTTTTTATATAGGCTTTCAAAGGTATTTTTGAAAGAAAAGCTAGAACTACCGTATAAATAGCA
+AATACTGAAAGAAAAAGAATGCTCTTTCCAAAGTTAGCTATTACAATGAGAAGTAAAATAGATAAAAGTT
+TTACTCTTGGATCTAATGACTGCATAAGGCCTTTTTTTGCAGCAATTTCATCAGAATAAAACAAATCTTC
+AAAAATTCCATAGATGCCTTGAATAGTCTTTTCTAAAAATCTATCCATTTTTCTTCTTAACCCTTCCCAT
+TACTCTTCCTAATATGGCAAATGTTATGAGTATTGCGGCAATGCCTATGACGGCTGAAAATACATAGCCT
+ATCGCCTGTTGAAAGAAATTGGCGTCAAAGCCAGGAATACTGTAATCAGGCAGTATGCCTTTCACCAGTT
+CTGCAAATTTACTCATGCCTTCAGGCACATATCCTATCATTTCTTTGACTTCATCGAGGCTCCACTCACC
+CCACGCAGAACCTGAAGCCAGAAGGCCTAAAGGAGTAAGGAGAATAATTATTAAAGCTATGATATAAAGC
+TTTTTCATCTTTTTTCACCCCTTAGCCTGTAGGAGTACTGGTAGAGTATATTATCTTCTCCTACTTTTTC
+TAGGTAGTATATAACTAAAGCTGTTACAATAGCTTCTACGAAACCTGCAACAGTGAGATGAGCAAACATC
+ATAGCAGGGATAGATATGTTAAGTCCATAAGGGAAATAAAGGGCTTTTCCTGTAGCTGTGTGGAAAAGCA
+TTGGCTGTATGCCAAGCTCTACTGCTGTTGCAAAAGCTGCTGCATTTATTCCAGCATATGCACCTATTGC
+GGAGGATAAAACTTTCTTTAATTTAAGGCGCATCATAAGCTTGTAAACTCCGTATCCAACGAAGGGGGCT
+AGAAAAGCCATATTGAAAGTATTTGCTCCTAAAGCCAGTACCCCTCCATCGCCAAAGAGGAGGGCCTGTA
+TTATAAGGGCTACCGTAACAGAAATGACCGCAGCCCAGGGGCCCAATACTATTGCCAGAAGGGTGGAGCC
+GATGGCATGGGCTGTTGTACCGCCCGGTATTGGGACGTTGAACATCATGACTGTGAAAGAAAAAGCCGAA
+CCTATTGCCATCGTTGGTATGTCCTTCTTATCAAGCTCTTTATTTACTTCTTTTACGGATTTATAGAGAA
+CAGGAACCATGGCGGCCCCCATTACAGCGCATGTCTGAGGGCTCAAGTACCCGTCAGGTATATGCATAAA
+TCCTCACCTCTCATAAATTTTCACCGGTTGTAGTCATTACAAGCTTTCCATGCTTTACTCCCCTTGTGCT
+TATTATTTCATCGGCGATCTTCACAATTTCTTTTGCTTTGCCTCTTACTATCATGACTTCTATGCAGTTG
+TGCTCATCTAGATGTACATGCATAGTGGATATGATGTTTTTATAGTGTTTGTGCTGCATATCTGTGAGTT
+TATCGTTAATTTCTCTAACCTCATGGTTGAACACATAGGTTATTGTGCCTATTGTCTCAACATCCTCTGC
+TTCCCACTGATTTTCTACTATGAAATCTCTAATGAGGTCTCTTATGGCTTCGGACCTGTTATTATAATTT
+TTCTTTTTAATCAGTTCGTCAAACTGTTTTAAAAGCTTTGACTCCATGGAAACGCCAAAGCGCACGATGC
+CTTCCAGACAAATCCCTCCTTTATGCTGTGCTATTTTCTTAGAAAATAATAGCACTATTTTTTAGAGGAG
+TCAATTTCAAAAAATTAATTTTTCATTAATGTTCTTTTAATGTTGGGGTTATAAAATGAAATTGAAAGTT
+GATGGTAGGCCATCAACAAAAAATAATGAAAGGGTGGTAAGAATGAGTAAAAAGCTAATAAGCTACATGG
+TGGCAGGTGCAATGGCATTAGGGTTAATAGGAGGTGCTACTTATCAGGGGATTGCAAAGGCACAGACTTC
+GCCCTCCACTCCTCCAGCAGTGACAGCAACAAAAGCAGCTACTTCAAATGACCAACAGAATGTAGAAGAG
+CAGCAACCAGTTTACCAGGGGACAATCAAAGTTGCCAATCCGCAAGACAATGGGAAAGGCAGCGAAGCTG
+TAAAAGACAATGAAGCACAGGAGAGTGCACAGCTTTCTTTCCTTGCCAAAATAACACCTGATGAAGCAAA
+GACAGCAGCATTGAAAGTAGTACCAGGAACAGTTGAGAAGGTAAGCCTTGACAATGAAAATGGATACCTT
+GTGTACAGCGTAGAGATTAAGACAAATAGCGGTGTAGTTGATGTAAAAGTCGATGCAGGAAATGGTGCTG
+TATTGGCACAGGACAAGGGACAGGACAATGAAAAGCATGAAAAAGAAAAAGCTGGAGAAGTTGAAAAAGC
+AAATACTTCTGACAATGACACTGTACAACTTGAGCAACAGGGAGAAAACTAAAAAGGGGCGGGTTTCCGC
+CTCTTTTTTACATTGATTGTGATAACGATTTAATATATAATTAAACATAAGTAAAGGGGAGTAGCTTGCC
+ACAGTATGTGGTTTAACCTGTCGTCAGCACGGGAAATTTTCTCCGGCAGGTTAGAAACTCCGGACGGAGT
+TTTGAGCAAGACCTTTATAGAGGTAAACACTATATAGGTCTTGCTTTTGTATGTTATATTTTACAAAAGG
+AGGAACTAATAATGAAGGCTTTTATAGAAGGAATATCAAATCTTACTTTAAGCCATGTTGTAATGTTTAT
+AATTGGAGGTATCCTTATATATCTTGCAATAAAAAAGGAATACGAACCAATGTTACTTTTGCCAATAGGT
+TTTGGCATAATACTTGCCAATATTCCGTTTTCCTCTGCTATAGGTGAGAATGGATTTCTTACCATTCTAT
+ACAATGCAGGAATAAAAACAGAACTTTTTCCTATCCTTATTTTTATTGCAGTTGGGGCAATGATAGATTT
+TTCACCCCTTCTCCAGCAACCTTTCATGATATTTTTTGGCGCAGCAGCGCAGTTAGGAATATTTTTAACT
+ATAATTTTTGCTTACATATTGGGGTTTGATTTAAAAGAAGCAGCTTCTATAGGTATAATTGGCGCTGCAG
+ATGGACCTACATCTATTTACGTAGCTAATTTATTTGCACCAAAGCTTTTAGGGCCTATATCAGTTGCAGC
+TTATTCCTATATGGCCTTAGTTCCAATAATCCAGCCCCCCGTGATAAGGATCCTGACTACTAAGGAAGAA
+CGAAAAATTAGAATGGATTTGCGCATGAATAAAGTTTCAAAAACAGCTAAGATACTTTTTCCAATAGCGG
+TGACATTTGTTGCAGGAGTTTTAGTACCAAGTAGTGTTCCTCTTGTAGGTTCTTTAATGTTTGGTAACCT
+AATAAGAGAAAGCGGTGTGGTTGAACGGCTTTCAAAGGCTGCGCAAAATGAACTTGCCAATCTTGTAACA
+CTTTTACTTGGGATAACAATAGGTTCTACTATGACTGCCGACAAATTTTTGACACCTACAACTCTTTTGA
+TATTTGGAATGGGACTTATAGCTTTTATATTTGATACAGCGGGAGGAGTGTTGTTTGCAAAGTTTTTAAA
+TTTGTTTTTAAAGAATAAAGTAAATCCAATGGTAGGAGCTGCTGGAATATCGGCTTTTCCAATGTCATCT
+AGAGTTGTGCAAAAAATGGCCCAAGAAGAAGACCCTACAAATTTTATTTTGATGCAGGCAGCAGGAGCAA
+ATGTCGCAGGCCAAATAGGTTCTATCATAGCAGGAGGTATTGTAATAGCACTTGTTAGTTCTATTGTGTA
+ATTAAAAGTGTTGAGTTTGGACTATAGGGAAGAGGTTTTGCAGACCTCTGACTAGAGGAGTTAAAATTTG
+AAAGAGGTGGACAAAATGGATTTACTTAATATATTTAGAATCGCTATTGTAGGAATAGGAATGACTTTTT
+TGATGTTAGTCATATTTTTTGTGCTGATTAAAGTTTTAGTGAAAATATTTGACAACTAGGGAAATAGTGA
+ATTTTTTAATTATAAAGTTTGTTGTGATATAATAGATTTATAAAGTTAGTTGCACATACAGGGGGTTCAA
+AAATGCCACTTAATGTAGTACTTGTTGAACCTGAGATACCCCAGAATACGGGTAATATTGCAAGAACCTG
+TGTACTTACAGGAAGCAGACTTCACCTTGTAAAACCTTTGGGTTTTAGTATAGATGAGAAAGATGTAAGA
+AGGGCAGGGCTTGACTATTGGCCCTTATTGGACCTCACGGTATATGAAAACCTTCAAGAGTTTCTGGAAA
+AGCATAAAGGGAAGAAGTTTTACCTTGCTACTACAAGAGCAAACAAATACTACCATGAAGTCAAATATGA
+AGACGAAGCTTTTTTGATTTTTGGAAAAGAAACGACAGGATTGCCTCAGTGGCTCATAGACGAATATTAC
+GAGGACTGTATACGCATACCGATGCACGAGAAAATCCTCTGGAGATCTCTTAATTTGTCTAATTCCGTTG
+CCATAATAGTATATGAAGCCTTAAAGCAGTTGGGTTTTCCCAATATGAGATGAAATGAGGGAAATTTATG
+AAAAGAAAGATTATCCATGTTGATATGGACGCTTTCTTTGCGTCCATTGAACAACAGGATAATCCTGAAT
+ACAGAGGGAAGCCTGTCATTGTTGGAGGATTATCAGGAAGAGGTGTTGTTTCCACATGTTCTTATGAGGC
+GCGAAAGTACGGGATTCACTCTGCTATGCCAATGTACATGGCAAAAAAACTGTGCCCTCAGGGCATTTTT
+TTGCCTGTCAGGAGAAAACGATATGAAGAAGTATCAGAACAGATTTTTAGAATCTTATACGACATAACTC
+CCTTTGTAGAGCCTGTATCTATAGACGAGGCTTATTTAGATGTTACACATGTTGACAAAAATCCTGAGGA
+TATTGCCCTGGAAATAAAGAAGAGAGTAAAAGATGCGACAGGCCTTACTGTTTCTGTAGGCATTTCTTAC
+AACAAATTTCTTGCAAAGCTTGCCTCTGACTGGAATAAACCAGATGGTTTGATGGTGATAACAGAAGACA
+TGGTACCAGAAATATTAAAGCCCCTTCCTGTTACGAAAGTCCATGGAATAGGCGAAAAATCTGCGGAAAA
+ACTAAGAAGTATAGGGATAGAGACTGTGGAAGATTTATTAAAACTTCCTCAAGAAAATCTTATAGAACTT
+TTTGGGAAAACAGGGGTAGAGATATACAATCGAATTAGAGGTATTGATGAGAGGCCTGTCGAGACGATGA
+GGGAGATTAAGTCTATAGGGAAAGAAAAGACTTTGGAAAAAGATACAAAGAATAAAGAACTGCTAATTCA
+ACATCTAAAAGAATTTTCTGAAATTGTATCGGAAGAGCTTATCAAAGAAAGGCTTTACTGCAGGACAGTT
+ACTGTGAAAATAAAAACTGCAGATTTTGCTGTTCACACAAAGAGCAAAACAGTAGATAAATACATAAGAT
+TTAGTGAAGACATTTATGAGGTGGCAAAAGGGATATTAGAAGAGTGGAAATTAGAGCAATATGTTAGACT
+GATAGGACTCTCTGTGTCTAATTTAAGCCCTGTGAAATATGAGCAATTGTCCTTCTTAGATAAAAGATTG
+GTTAAAGTAATAAAAGCTGGGAATTTGGCAGAAGAGATAAATAAAAGAATAGGGAAAAAAATAATCAAAA
+AAGGAAGCGAACTTCTAAAAGATAATAAATAGGCTAAAATGGGGGGATTGAATTGGAAGCAAAAGAAGAG
+GAAAGGCGAAATGTAGCAAAAGAAGTCATGGAGATTGCCTGGCCTTCTATAGCTGAGCAAATGCTTGTGA
+TGGCAGTAGGAATGATTTCCACCATATTTGTTGGACGTATAAGTGCGGCTGCCCTTGCCGCTGTAGGGCT
+TATAAACATGGTTATATTTTTTCTACAAGCAGTCTTTGCAGGATTGTCTACAGGTGTTACAGTGGTTGTG
+GCTAGACTTGTTGGTGAGGAAGATATTGAAGGGGTTAAGACTGCTACTTCGCAGTCTTTTATAATGGCAG
+TTTTTTTGACACTTTTATTTACACTTTTAGGATATGCCTTTGACATTCCTATCATAAAAACTCTCTTTGG
+CAAGATCGAGCCTGAGGTTTTTGAATTTGCTATTTTGTACTACAGAATTGCTCTCATAGGGTTTCCTTTT
+ATGGTCATTGCCTTAATATTGGGAGGTGCATTAAGAGGGGCGGGGGATACAAAAACTCCCATGTATGTGA
+CTGCAGTTGTAAACATAATAAACCTCATTTTAAATGCGCTTTTGGTTTTTGGTGTACCTTATAAAGGTAG
+GTACCTGATACCTCCTTTTGGTGTTAAAGGTGCGGCTTTTTCTGTGACAGCTGCGCGCATAGTAGGTGGG
+ATACTTCTACCTTATTTAATTTATTCTGGGAAAAACCAGGCGGGAATAGCCATCAGAGGGCCCTTTAAAT
+TAGATTTTGATATGATGAAAAGGATTATAAAAATAGGAGTTCCTGCCTCTTTAGAGCAGCTGGTGATGCA
+GGGAGGATTTTTAGTAGTTCAGATAATAGTGTCCACAATGGGCACAACAGCTATAGCCGTCTATCAAATA
+GGAATGAATGCAAACAGCCTTGCGTTTATGCCAATATTTGGTTTTTCAATAGCAGCTACAGCCTTAGTAG
+GAAGGAGCCTTGGGGCAGAAGAATTTGATATGGCGGAGACTTACGCCAAAGTTTCCAGGAATATTTCTGT
+TGTAGTAATTTCTGTTATAGGCGTTTTTATGTTTGTGTTTTCCAAACAGCTTGCAGCGCTTTATACTACC
+GATCCGGAAGTTATAAGAGTGTCTGCTAGCATTTTAAAAATATTTGCAGTAGTAGAGCCCTTTCTTGCAA
+TTATGGTGGTGATGGCGGGAGTATTAAGGGCTGCAGGCGATATATCGTATGTTGTAATTACTACTGTGGT
+AGGCCTTTGGCTTTTCAGGATAGTATTGGGTTCTTTTTTAGCTAAAAATTTTGGGATGGACATCTACGGG
+ATATGGATTGGGGTTTTTACCGATTTTATAGTTCGTTCGATAATGTACATTTTTAGGTTTAGAGCAGGAA
+AGTGGAAGTACATAAAAGTATAAGGGTCCGCTAAAAGTCAGCGGACCTTTTTGCACACAAATTTCTCACA
+TATTTGTAATTTTTGTATCATAATTTTCTGCTAGTATATTTACAAACCTTTCGATTAAAGAGGTGGCAAT
+ATGAAAAGGAAGTATGCATACGTAATTGTCGCTATCCTTCTAATTGCAGGTATTGCTACATTTTATTTTC
+TAAACAAAACCAAAACTTCTACTTCTTCACAGATTCCATACGTAACTGTTACTCGAGGAAACATTTCCAT
+GACAATTACCGGTACAGGTAATTTAACAGGAGATGTGAGAGCGATTACTTTAAAAAACGGAGTTGTAAAA
+AAGGTGTATTTTAATGTAGGCGATTCAGTCAAAAAAGGTGACCTTTTATATGAACTTGAGGACGATAATT
+TAAATAATCAGCTGGAACAGGCTAAATTAAATCTTGATTTGGCGACTCAACAATTAAATCAGGACACAAA
+AAATTACAATAGCGCTGTTGCAAAACTTAGCATCACTTCTCCTGTTGACGGAGTAGTAGAAATTTTGGTA
+AAAGAAGGCCAAGATGTCACTCCAGGTATGCCAGTTGCAGTAGTTAATGTTAATAAATCTAATGGAAGCG
+AAGAAGGACAACCTTCTGGTAATAGCGGGACTAATGTCACAGCGCAAGTTTCAGGAACTGTGGAAAAAAT
+ATATGTTTCATCAGGGCAGAATGTCAGAAAGGGAGAGGTTTTAATTAAGCTTTCTTCAAGCAATATAAGT
+GATGCTCAAATACAAAGCGACAAAATAAAAGTAATGCAGGCTCAAAATAACTATAATCAAATTTTAAAGC
+AGATTGAGAGTTTAAAGATTTATTCTCCAATTGATGGGAAAATATTAAGTCAGAACATAAAAGAAGGAGA
+TGTTCTGGGGAATTTTAGCAGTAACGCAGGCAATAATAATCTCAATGCTTCTTACGTGCAGACAGGTTTT
+GTGCCTGTTTTGGACATTACACAGCTTTCATCTTATGAGAGCCAGCCAGATACAGCAGTAATCGTAGGCA
+ATTCGGGATATATTGTGAACCTTTCCGTTGATGAGACAGATATTAAGAATATAAAAATAGGTCAAAAGGT
+CCAGCTTACAACTGATGACTTACCAGGAAAGGTATTTAGTGGAACGGTATCTCAAGTATCACAGTTGCCA
+ACTATACAGAATGGCGTTGCATCGTACAATGTAACTATACAGGTAGACCCGAGTGAGGATCTAATGCTTG
+GTATGTCAATGGATGTAGCTATTACAGTTGCAGAAAAAAACGATGTTTTACTCCTCCCTATACAGGCAGT
+ACAGACGCTGGGAAATAGACAGTATGTGATACTTTATACAGATGATATGAAAAATCAAAATCTTTCTGAT
+GCCAATGCCAATAATATGAGGAACTTGTTTAGAAATAATATAAGGTTTATAGAAACAGGAATTCACAACA
+ACAATTTTGTAGAAATAGTAAGTGGACTGCAGGAAGGCGACAGGGTGTTAATTCCTTTGAACTCCTCTTT
+GGCTAATAGTAACAATAGAAATCCTCAAGGCTTTAATTTTATGATGAGGCCGCAGGGAGGATTCAATAGA
+AATACTGAAAGGCCGAGTGGAAGCTTTCAAGGAGGAAGCTTTAACAGGTCATGGCAGAACAACTCTTCCT
+CAGGGGGCAATAATAGATGAATAGTGATAAAGTACTGATAAAAATGAGAAATTTAACAAAAATTTATAGA
+ATCGGGCAGAATGAAGTAAGGGCATTAGATGGAATAGATTTGGATATCCGGGAAGGTGAATTTGTTTCAA
+TTGTAGGACAGTCGGGCTCAGGTAAGACGACATTGATGAACATAATAGGTTGCCTTGATACGAAGACATC
+TGGTGAATATTTCCTTAATGGTATTGATACAAGTAAGCTTACTGATAATCAGCTGGCAGATTTGAGATGC
+AGTGAAATAGGGTTTGTATTTCAAAACTTCAATTTGCTGCAGAGGATGACTGCTTTAGAAAATGTAGAAC
+TGCCTATGATATACAAAGGTGTTCCTGCAAAGGAGAGAAGAGAGAGAGCAGAGATGCTTTTAGAGCTTGT
+AGGGCTTAAAGACAGGATGAAGCACAGGCCCAATGAACTTTCAGGGGGTCAGCAGCAGAGGGTTGCTATA
+GCTAGAGCACTGGCTAATAATCCTCGTATAATTTTAGCAGATGAGCCTACAGGGAATTTAGATTCAAAAA
+GTGGAAATGAGATAATGAAAATAATAACTGAATTGAATGAAAGAGGTAATACAGTGGTGGTTGTCACTCA
+CGACCCAAATATAGCAGCTCAGGCAAAGAGGATAGTGAGAATAAAAGATGGGCGCATTCTAGGGGATGAG
+GTGAAGGCGCAGTGAGATATGTACAGGCATTGAAAATTGCTATAAGGAGTATCCTTAGCAATAAGTTAAG
+GTCGTTTTTGACAATGTTGGGAATCATAATAGGTGTTACAGCTGTGATAGCGTTGGTCAGCATAGGGCAG
+GGTTCTACAAAGAGTGTAACTTCCCAAATTCAAAGCATGGGGTCAAACCTCATAATGGTGAGTGTTATGG
+GACGCGGATCTCAAGCGTCTCTCACTTATGAGCAAGCGATGACATTAAAGGATGGGAATTATATAAAAGC
+GGTTTCACCTGTCATTTCTTCAAATGTCACTGCTAAGTACGGCAACAATTCAGTAGATTCTGCTATGGTA
+AATGGAGTAAATAGTGATTACCAGGCAATTCGCAGCATACAGGTAGCTGAAGGAAGATTTATTTCGCCAA
+TGGATGATGAGGGAAGAAATAAAGTTGCGGTTTTAGGGCACAATGTTGCGACAGAATTGTTTGGGTTTAC
+AGATCCGGTTGGGAAAACTATAAAATTAAACGGTCAGGCTTTTACAGTAGTTGGAGTTTTAGCATTAAAA
+GGATCTTCAATTGCAGGTTCAGACGATGACGCAATATTTATTCCAATAAAGACGATGTTTTATTTCGCAA
+AAAATAAAAATATAAGGCAAATATATATTGGGGCGTCAAATCCTGATACTGTAGAAATAGCCAAAAATAT
+GATAAATAATCACCTGTTGGAGGTTTTTAAAGGCGATACCAGTGCTTTTACAATAATTGACCAGTCACAG
+ATTTTATCAACGGTAAATAGTGTTACTACTACGCTGAGTTTGCTTCTTGGAGGAATTGCTGGGATTTCAC
+TTTTAGTCGGTGGAATTGGAATAATGAATATAATGCTTGTATCGGTTACAGAAAGAACGAGAGAGATAGG
+AATAAGAAAAGCACTAGGGGCAAAAAAGAGAGATATTCTTCTACAGTTCATTATTGAATCTTTAACTTTA
+AGTGGGTTGGGTGGAATATTGGGAATTATAGCAGGATATATTTTAGCAGTGACTTTAGGGAAGGCTATGA
+ATATAGATGCGAACCCTACTTTGAGCACGATTTTGATATCTTTTTCTTTTTCAGTTTTGGTGGGACTTTT
+CTTTGGCGTGTATCCTGCGAATAAGGCTGCTAATCTCAATCCAATTGAGGCTTTACGGTATGAATAATTT
+TTATTGATTTTTTGTCGAAAAAGATTTAAAATTGAATCGACAGTTTTTATAGGGGAGGAAATTAGATGAT
+AAAGTGGACCGAGTCCCTGTCAGTAGGCAACGAAACTATAGATAGTCAGCACAAAGAGCTCATACAGAAG
+ATAAATGATGTTTTGGAAGCCTGCAATAGGCAGCATGGGAAAGAGAAGGTAGTAGAAGTGATGCAATTTC
+TCAAAGATTATACTGTAAAACATTTTAAAGATGAAGAAAATCTTATGAAAAAATATCAGTATCCTATGTA
+TGAAGAGCATAAGAAAATTCATGAAGACCTTGTTAAAAAAGTAGAAGATCTAGATGAAAGAATAAAAAGA
+GAAGGAGTTAGTCTTTCGGTTGTAATGACCGTTAACAAAACCCTTGTAGACTGGTTTGTCAATCATATAA
+GCAAAGAAGATAAAAAAGTAGGTGAATATATAAAAAACCGAAAATAAGCCTTTTTAGGCTATTTTTTTAT
+TATCTTTTTTATGGTAAAATACTATTCAAATCTATTTAAAAGGAGGTTTGTGATATGAGGATTGTGAGAG
+TGGATAAAGAACCTGACAGTTATGGTATCCTAGAAAACGACAAGGTCATCTTATTGAAGGAAGGGGAAAC
+TTTTTTATATGGATTAAATGAAGTAAAACTTCTTCCTCCCTGTATTCCTTCTAAGGCTATATGCGTAGGT
+TTAAATTATAAAGACCACATAGAGGAGATGGGGGATAAAATTCCAGAGGAACCTACCTTATTTATAAAAC
+CTTCCACTGCAGTAATTGGGCCTGATGATTACATAATTCTTCCTGAAATGTCTCGAAGGGTGGATTATGA
+AGGAGAATTGGCTGTTGTCATAGGAAGAAAAGCTAAAAATGTTTCTATAGAGGAAGCAAAAAATTACATA
+CTTGGCTATACTATAGCAAATGATGTGACAGCAAGAGATCTGCAGGCAAAAGATGGCCAGTGGACAAGAG
+CCAAGTCTTTTGATACCTTTTTGCCTATAGGGCCTTGGATTGTGACAGACCTAGACCCTACTTCTTTAAA
+TATAACTACATATGTAAACGGGGAAGTAAAGCAAAAGAGCAATACAAAGTATTTGATATTTAATGTATTT
+AAGCTTGTAAGTTTTATATCTCACATAATGACTCTAAACCCGGGAGATGTCATATTGACTGGCACTCCTT
+CAGGTGTTGGACCCTTAAAGTCAGGAGATGTTGTGACAATTGAAATAGAGGGGATAGGAAAGTTGACAAA
+TAGAGTAAAATAAAATCAAATTACAAAAAGGACAATAAAATATATAATCAACCCGATTAAAGATAGAGGA
+ATTCCTACCAAAGCCCATTCGCGGCTTTTTATGTTAAGCTTTCCTGCAGATATGATATTGGGTATGTTTC
+CGGGGATTAACATGCCGCCACTTATTAAAAGCCCCATCAATATTGCTCGGATTTGTTCTGTTGTCATGTG
+AGGAGAAATTTCGGCTGCTGCCAGTGTTGCGTTGTCAAGCACCGCTGAGGTTACGTTTATCCAGTACAAA
+AGTCGGCTATCAAGATGAATTATATAATTGTCAATAACAGGTTTAAATCCTGCACCTAAAAGTTCCAATG
+CCAGGATAAAAACAAAAATTTTAAATGCTTGAATAAAGATAAATTGAAATCTTTCAATTTTTTTAATTTC
+TTCCGCTTCTTCCACATAATTTTCTTCTATAATGAGACTATTTTTCTCTAATTTATTAATATAAAGTAAA
+CCCAAAAAGCCCAAAGCCAATACAGCTGGTATGATGTAAATGCCTAAGGTAGTAAAAAGGTAAAGGAAGC
+TTTCATTTAATTTTGAAGTGGCTATTGTAGCTAAAGGTTCTCCAATTGGTGTTAGTGCAGCTCCCATCCC
+TATTGAAAGAGAAGCGATGACGGTAATCACCACTTTGTCTTTGTGTTTTAATGGCAACAGGTGAATTATT
+TCCACTAATATTATTGAGGCTATTATGGCTGTGATTATACTGGCTGTTAAACCGAGGATGACAATTACCA
+AAAATACGAATACTTTGAGGGGAATACGAGCTATTGTTATTTCTATAAGCGTTTTAAATTTATCTTTGAA
+TATTTCAAATAAAAGCCCTGATAAAAATACAGCTACTGTTACTAAATATAAAAGATGGTTTTTAAATATG
+TGGATTATCAGATCATAGGAAAATACTCCTGATACAAATGCTGCAGCAACTCCCATTGAAAAAAGAAAAT
+ATTCGATGTTGTGCTCTATATATCTATTTACAAGAGGCAAAATTAGAATCATCAATAATATTACTAAGAG
+TGCAGCAATGACCACAATACATCCTCCTTTTATATTATTATTTGTATTATTTTGTAAAATAAAAAGTGGA
+AAACTCACCTTTAAGATGAGCTTCCCACCCAAGAAGCCCGAAGTTCTTGAACAAGTCATAAGACTTGCCA
+ACCGCAGAAACTTTATTTACTTTAATTAAAATTATAGCACACAAATTCTAGGTTATGAATAGTGTTTAAA
+GTATTAAAACTAATTCAAAACTTTATTAAACACTATTCTTTGTTAGGCTATATTCAGCCTAACCAGGTGT
+AACCCCACACCCTCTATCCCCTCCGCAAATGCTTCGGGGAATACTTTCTAATTCTTGATTGGTTAACTCC
+CCTATGCACACCATTATTTTGGTGTCTAACTATGCAAAGCAGATCTGCTTTGCAGTGAGCGATTCCCACC
+AAAGGGTTTTCAACCTTTGTGCATAAGTTCATCGTCCCTCTGAACTAAGAAAGCATATGTTTATTAAAAA
+TTTTAACATGTTTAAATTTGTTTGTCAATTTTTGATACTATATGAACAACAGAGGTGAGACTGCGGATTA
+ATGAATTGCAGTAAGTAAAAATATTCCGTACAGTATTCCTCCGGACATGAGTATAAAAGGATTTACTGAT
+TTTTTCATGTTTATCCATATTAAATTTAAAGTAGCAGAAGTCAACGCCAGAGTTGCACTTAAAAAAGCTA
+TTCCTGTTATATTCCATGGGGTAAGCAAAATCCCTATGATAACTGGTATAGAAGACTGAAACACCATTGC
+GCCTGTTATGTTTCCAAGCGCAAGAGTATCTTTTTTTTGCCCTACCCATACTATTGAATTAAATTTTTCA
+GGCAGTTCTGTTGCAATAGGTGTTATTACAAGAGAAAGTATGAGGGGAGATACTCCCATTAAATGAGAAA
+GGTCCTTAACATACCCTACAAACAAATGAGAACTAAAAATTATGCCAGAAAGAGAAATAAATAGTTGAAT
+TATTATCCAAGATAATGTAGGAGGGAGGCTAAAAATCCGTGAAAACAAGAGTTCTTCTACATTTTGTTCT
+ATTTTTCCTTCGCTATTGAATGTAGCTCTTACGTAAAGGAGATACAGGGTTAATAAAAGTACAACTGATG
+CGAGTCTCACTTCATTGAACTGGTTGAACACGGAGGTAAATATAGCTAGTGTGTAAATCAATATAAAATA
+TGCGAGGTCTCTTCTGAAGACATTAGGGTCTGCGTTCATTTTAATACTTCTTTTATTTGCAGATGAATAC
+AGTATTACCGCAACTCCCGTCATCAAAAATCCCAGCGTTGAGAGCATAAAAGGTGCGCCTAAGATCGCTC
+CTGTGGCAATTTGACTTGCCTCTTTTCCACTATAAAAGATAATAGCAATGATAGGTATAATTGTCTCTGG
+AAGGGCAGTCCCAACAGCCGCCAAAATACTTCCCACTACTCCTTGATTGAGGTTTAGTTTTTTTCCCAAC
+CACTCTACCGAGTTGGTGAAAAAAATGCAGGAGATGAGTATGAATGCGAGGCTCAAAATCAGCATTATAA
+CGTCCTGTATCATTTCTACACTCCTTTGTACAGGCTGTTTTGTTTTCTCAATGGAATATTGTATCACAAA
+AAAATAAAATAATTCAACATGGAGAAAATGATGGTATAATTATATTAGATACTGTCTTTGAGAAAAGGTG
+TAGGTGATGTAAAAAATGGAAGATTTGCTGCGCAAAAAAGCGAAAAACTCTCCCAAGCAAGGTTTTGCCT
+TGCTTTTTATTGTAATATAGAAAACTTAGGAGCTGATTTTATGAGCATAAGGTTTATATACGGAAGGGCA
+GGAAGTGGCAAAACCTATTTCTGCCTGGAAGAAATAAAACATAAATTAAATGACGGTGCTAACCATCCTC
+TTATCCTTCTTGTTCCAGAACAGTTTACATTTGAGGCGGAGAAGTACCTTCTTGATATGATTGAACGGGA
+TGAGAAGATGAGGGCACAGGTTTTAAGCTTTAAAACCCTGGCAAACAGGGTCTTTGTAGAAGTGGGCGGG
+CTTGCCCGTCAGCATATGAAAGCCTGTGGAAAGTCTATGGTAATATACAAAGTTTTGGAAGAAAACAAAG
+AAAAACTCAAAGTATATTCCAAGGCTTCTAGACAGCAAGGATTTGTAAAAAAAATTTCTGAGGCCATAAC
+TGAATTCAAGAGATTTGATGTCACACCTTTTCAGTTAATTGACGCTAGCGAAAAAATAGAGAAATTGGGA
+TTAAAGGAAAAACTTGAGGACTTAGCCCTCATATATTCTTCTTTTGAAGAGGTATTGCACAAAAACTACA
+TAGACGAAGAAGATGAGTTAGACCTTTTATCTAAAAAACTGGAGAAGTCTTTGCAGTTTGAAGGAGCAGA
+GTTTTGGATAGATGGCTTTACCGGTTTTACTCCAAAGCAATATAAGGTGATAGAAAAGCTTTTAAAGAAA
+GCTTCAAGGGTGAGTGTGACCCTGACATTAGACCCTTCAATAGATTCAATTGACCCTACCCACCTTTTTT
+ACACTACAAAAAAAACAGAAGAAAAACTAATTAAAATATGTGAAACCAATGGTATTTCAGTTGAGGAGCC
+TGTTAATTTGAACAAAGGAATACCCAAAAGATTCGAACATAATAAAGAACTTGCTTTTTTGGAGAAAAAT
+TTCTTTTCACATCCTTACGAAATTTACAATGAAGAGACAAAAAATATAAGCATTTTTAAAGCTACAAATA
+TGTACAGCGAGGTAGAAGAGGTAGCTCGCGATATAGCTAGATTGATAAGAGATGAACACATGAGATACTC
+TGACATTGTGGTTGCCACAAAGGACCTAAAAAGATATTATAAGCTTGTAAAAGCTATATTTTCCCATTAT
+GGTATTCCTCACTTTATCGATTTGAAGATAAACATAACTAACAATCCCATCATAGTATATGTGATTTCTA
+TTTTTGAAATATATCTAAAAAATTGGTCTTATGAATCGGTTTTTAGATACCTCAAGACAGGTTTTACGGG
+AATAGACAAAGAGGAAATAAATCTTTTGGAAAACTACGTTTTGGCAAACGGAATAAAAGGGAATAAATGG
+AAAGAAAGATGGGAGTACAGAATAGACTATAAAACTGACAGCCTTTTGATGGAGGAGAGGGAAAAACAGA
+TTATAAATAAAGTAAATGAAGTAAGGGAAAGAGTGTATTTGCCTTTAGAGAAGTTTTATACAAGATTTTC
+TCATTCAAAAAATGTAAAAGAAGCCTGCGAAGTCCTTTATGATTTTTTGGTGGAGAATAAATTGCCTGAG
+AAGATAGAAAAGTTTATTGAAGAGTTTAAAAACAGGGGAGAATTTGACACAGCAAATCAATACGCTCAAA
+TTTGGGACATAGTGGTGGACGTGTTGGACCAAATGGTAGAAGTGCTGGGAGAAGAAAAAATTTCTTTAGA
+GCAATTTGCACGGCTTATATCCATAGGTTTTGATGAGTATCAGATTGCAAGCATTCCACCTGCATTAGAC
+GAAGTCTTGGTCACAAGTGTGGACAGGATGAAAAGTCACAACAGCAAAGTCCTTTACCTTCTTGGAGCAA
+ATGACGGGGTATTTCCAGCCTCCTCCTTTGAAGAAGGCATATTTTCAGACGAAGAGAGAAATTTGCTTTC
+TTCTTTGGACCTTGAGCTTGACAGAGATACAAAGGCAAAGGTATTTGAAGAACAATTTCTAGTGTACACA
+GCTTTAACTTCCGCCAGCGAGTTTCTTAAAATAAGCTATCCAATTGCAGACCACGAAGGGAGGAGCCTAA
+GGCCTTCTATAATAATTTCTCGCTTAAGAAGGATATTTCCTAAGATAAAGGTTAGTACAAATATCGTGGA
+AATGGACACAGACGAAGAAAATCTAAACCGGGTGACAGTGCCTTTGCCCACTTTTAATGAGATGATTAAA
+TCTTTCAAAAAATGGAATATTACAGGGAAAATTCACCCTATCTGGCTGGAGGTCTATAAATGGTATAGGA
+CAAAAGATGAGTGGAAGAAAAAATTAGAAGATACTTTAGAAGGTTTTGTCTATGACAATCAGATAAAAAG
+AATACCTCCTTTAAAGATAAAAAAGCTTTACGGAGAAGAAATGGAGTTTAGTGTATCAAGGCTTGAGAAG
+TATGCTGCCTGTCCTTTTGCCTATTTTGTGCAGTACGGGCTTAAGGCTAAAGAGAGAAAAATTTACGGTT
+TTGAGCCTCCTGACCTTGGAATTTTCATGCATAATGTCCTCAATGAAATTGCCAAGGCTTTAGAAAAGGA
+GGAGCTTACCTGGCAGGAGATTGATAAAGAGTGGTGTAATGATGCAGTTGACATAATTGTAGAAGAGATG
+GTAGACAAAATTCCGGGCTACATCCTAAAGAGCAGTTCTCGATACAGATACCTCGCAAACAGACTAAAGA
+GGGTGCTGTCCAAGGCTGTATGGATAATTTCTGAACACATGAAGAGGAGCTCTTTTGTGCCTTTAGGTCA
+TGAAGTGGCTTTTGGTGAAAATCAAAAATATCCTCCTATAAAAATCGTGCTTTCAAACGGAGAAGAAATA
+AAGCTGATAGGCAGAATTGACAGAGTGGACGTCCTTGAAAAAGAAGGAGAAACATATGTAAGGATAATAG
+ACTATAAATCGGGAGACAAAACTCTTGACCTTTCAGATGTACTTTATGGACTTGAACTTCAGCTTCTTGT
+GTACTTAGATGCCATTTTGGAGAGCGCTTTTGAAGGGAAGGCAAACTTATCTCCTGCGGGGATATTCTAC
+TTCAAAATAGACGATCCTATTGTGAGGGCAGACAAAGATATTTCTGATGAGGAATTGTATAAGGAAATAA
+TGAAAAGGCTGCGGTTAGAGGGATTTGTGCTTAAAAGTTTAGATATAATAAGAGAAATGGATAAATTAAT
+AGAAGGGACTTCCTATGTAATCCCTGCTTCTATCAATAAGGATGGAACTATCGGCAAAAACACAAAGGGA
+CTGACAGAGGAGCAATTTGAGATTTTAAGGAAATTTGTAAAGAAAAAAAGCAAAAAACTAGCTGAGGAAA
+TGCTCCAAGGGGATATTTCCATTTTGCCTTACAAGAAAGAAAAGGAGACGGCCTGCCAGTACTGCCCTTA
+CTCTTCTATATGCAAATTTGAGACCAATTTTAAGGGCAATGACTACAGGAGAATAGAAAGCAAAGAAGAA
+AAACTGTGGAGTATTTTTGAAGAGGAAGTGAAAGAAGATGGAAGTCAAGTGGACGGAAGAACAGAGGGAA
+GCGATAACAACGAGGGGTAAAAATGTTTTGGTGGCAGCGGCTGCCGGTTCAGGGAAAACAGCAGTGTTAG
+TAGAGAGGATTATAAATATTGTGACAGACCCAGAAAAACCTGTAGACATAGATAGATTGCTGGTCGTCAC
+TTTTACCAATGCAGCTGCTTCTGAGATGAGAGAAAGAATTGCAGAAAGGTTAATTTCCCTCCTTGACCAG
+CATCCGGAGGACAAAAGGCTTGCTGACCAGCTTACACTCCTTAATAAAGCTACTATTACGACAATCCACT
+CTTTTTGCTTAGATGTAGTGAGAAAGCATTTCTTTTTGCTGGACTTGGACCCTAGTTTCAGGGTAGGAGA
+TGATACAGAGACATTGCTTTTAAAGCTGGAGGCGATGGAGGAGCTTTTTGAGGAGCTGTACGAGAAAAAT
+GATGAGGGCTTTCTCCTTCTGGTGGAGAGCTATGGCGGGACAAAGGGGGACCAATATCTTCAGGATGTAC
+TTTTGAAGCTCTATGGATTCATAAGGTCCTTGCCATGGCCTGAGAAGTGGCTGAATAATGTGCTTGAGGC
+TTTCGAGGTGAAAGAAGACTTCTCTTTTGAAGATTCCAAATGGGCGGAAGTGATACTAGACAGCATAAAA
+GTAGAAATTTTAGGGCTTTTAAATGGGATGAGTGTCGCGATTGAGAAGTTAAGAGAGGAAAGGGGATTAG
+AGGGCTATCTCTCGCTTTTTCAATCGGAGGCACATCATTTAAAAGAGTTAATTGATTCAAAAAGCTGGAA
+TGAATTCAAGAAAAAAATAGAGGCCATCTCTTTTGAGAGACTTCCTAAAGCTAGCAAGGAAGCTGATGCA
+GAAGTAAAGGAAGAAGTCAGGAAATTGAGAGAGGACGTAAAAAAGCGGATAAGGGAAATAAGAGATAAAT
+TTTTTATAGATGAAGAAGAAGAGATTAAAAGAGAAATAAAGAAATTGTATCCTGTCATGAAAGCTTTGGC
+AGATTTGATTTTGATGTTTGATAAAAAGTACGGAGAAAAGAAAAAGGAAAAAGGTGTGATAGACTTTGAG
+GACATAGAACATTTTGCTCTAAAGATTTTGAGTAATGAAGAAGTAGTTTCTTACTACAGAGAAAAGTTTG
+AAGAAATATTCATAGATGAATACCAAGATTCAAGCCTGATACAGGAGGCTATACTGAGTTTGATTGCTAG
+GGACAATCCACCGAACAGGTTTATGGTGGGAGATGTGAAGCAGAGCATATACAGATTTAGGCAGGCCAAT
+CCTTATATATTTTTTGAGAAATACACAAGTTATTCTCAAGAAGGGGAAAATAAGAAAATACTCCTTTATA
+AAAATTTTAGAAGCAGGAAAGAGATTATAGACGCAGTAAATTACATATTTGAAAAGATAATGTCAAAAAA
+CATAGGCGAAGTAGACTACTCAGAGGAAGAAAAATTAAATTATGGGGCAAATTATGAAAGTAATCCTTTT
+GAAAAGGAAAATGAAAGGACTGTAGAAGTTCACTTGATAGAGAGAGAAAGAGAAGAGGAATTTGAAGAAG
+ATGAAGAAATTTTGGACGATATGCAGGTGGAAGCCCATGTTGTTGGGGAGAGGATAAAAGGTCTTTTTAG
+AGAAGGATTTAAAGTGTATGACAAAGAAATTGGGGGGTACAGGCCTGTTGAATATAGAGACATTTGCGTG
+CTTTTAAGAGCTACTGAAAAATGGGCTTATGCTTTCGAAGAGGAATTTGTAAAGATGGGAATTCCTGTTT
+TCGCAGATACTAATGCCGGCTACTTTGATACTGCGGAAATAAAGACAATGCTTTCCCTTCTGCAGGTGAT
+AGACAATCCAATGCAGGACATACCTCTTCTGGCAGTACTGAGGTCTCCGATATTTTCTTTCACCGAGGAA
+GAACTTGTCGATATAAGATTGGAAGATGCTGACGGAACTATATATGAAGCCTTAAAAAAAGCTTCTTTGA
+GAGAAGATGAACTGGGAGAAAAGGTGAGAAATTTTTTGGATTCATTAAAAAGGTGGCAGGAAAAATCAAT
+TTACATGCCTGTGGATGAGTTTTTGTGGTACTTGTACGAAGAGACGGGTTTTTACTCCTATGTCGGGGCG
+ATGCCCCAAGGAGTAGAGAGGCAGGCTAATTTGAGGGTGCTTTTTGAAAGGGCTAAAGAGTACGAGGAGA
+CGAGTTTCAAAGGGCTTTTTAACTTTGTCAATTTTATAAACCGCTTAAGGACGACGAGTACAGATATGGG
+AAGTGCTAAGACAGTTGGGGAAAATGAGAATGTAGTGAGGGTAATGAGCATACACAAAAGCAAAGGCTTG
+GAATTTCCTATTGTGATAGTGGCTGGGTTGGGAAAGCAGTTTAATACGAAGGATTTGAACGAAAAAATTC
+TCTATCATCATTTTCTAGGCATTGGGCCCGAATTTGTGGATTATAGAAGAAGGCTTTCATATCCCAGCAT
+TGTAAAAGAAGCCATAAAATATAAAATAAAGCTAGAAAGCCTTTCTGAAGAGATGAGAGTTCTGTATGTA
+GCTTTAACACGGGCAAAAGAAAAGCTCATTCTGGTGGCAAGCGTAAAAGACATAAAAGAAAGAGCAAAAA
+AATGGGGCAAAGCAAAACTTCTGGGGAAAAAGATTTCTGAGTACGATGTATTAAAGAGCAGAAGCTATAT
+AGACTGGATAGGTTCTGCCTTAATCAGGCATAGGGATCTTAAGCTTTTGAGGGAATTTGCAGAAATTTCT
+CCAGAATTGGAACAAGACTCTTCAAAATGGGAAGTGAAAATTTGGAACAAAAGAGATGTTATTATCGAAA
+GGAAAAAAGATGAAGGAATAGAAGTCTTGGAGAGATTAAATGCTCTCAATTTAGAAGGTTTACACACAGA
+GTTCAGAAAAGAGGTTGAAGAAAGGCTTAACTACGTTTATCCTTATGATAGGTCGAGCAAGCTTCCTGCC
+AAGCTCTCTGTTACGGAAATCAAGAGGATTCTAAATGATGAAGTGATTGATGAGGAGACTACTTCTATTT
+TTGAGAGAAGAGTTTTAAAAACCCCCCTCTTTTTGGAGAAGAAAAGGGGACTGACTCCTGCTGAAAGGGG
+AATAGCCATGCACCTTGTCATGCAAAAGCTTGACCTTTCAAAGGATTTGTCTTACCGGGGGATAAAAGAA
+CAGATTAAGGATATGGTGAAAAATGAAATTCTGACAGAAGAGCAGGCAAAAGAAGTGGATGCAAATAAAA
+TAGAAAGATTTTTTAAAACTCCACTGGGGAAAAGGTTACTTAAGGCAAAGGAAGTAAGAAGGGAAGTGCC
+TTTTCACATAAAGATTAGTAGCAGAGAAATTTATAGAGATTTGCCTGAAGTGTATCAAGAAGAATTTATA
+GCTGTACAGGGAATTATTGACTGCTTTTTTGAAGAAGAAGGAGAGCTAGTTTTAATAGACTATAAGACAG
+ATTATGTTGAAAATGGGAAGATCGAAGAAATCAGGGATAAATACAGAGTTCAGATAGACCTCTATGGAAA
+GGCTTTAGAAGAAATCACGGGAAAGAAGGTAAAAGAGAAGTACATCTACCTCTTTTTTAATGATACTATC
+ATAAAGTACTAAGGGTGATAAAATGCGGATTTTACACACTTCAGATTGGCATTTAGGGAAAACTCTCGAA
+AATTTTTCAAGGCTTGCCGAACAAGAAAAATTTTTAGATGATTTTGTAAAAATAGCTGAAGAGAATGACG
+TGGATTTGGTGATAATAGCTGGAGATGTCTATGACTCTTCAAACCCTCCTGCAAAGGCAGAAATGCTGTT
+TTACAATACTTTAAAAAGACTCGCCAATGGAGAAAGAGTTATTTTGGCAATTGCAGGCAATCACGATAAC
+CCGGAAAGGCTTTCTGCCGCAAGCCCTCTTGCCTATGAACAGGGAGTAATACTTTTGGGGTCTACTAAAA
+CTATTGTGCCAACAGGAGACTTTGGCAGGTTTAAGATTCACAATTCAGGGGAAGGCTTTTTTGAGGTAGA
+GATAAAAGGGGAAAGGGCTGTTGTGATAGCCCTTCCCTACCCCAGCGAGAAAAGGCTTAATGAGATTTTT
+TCTGAAAGCCTGGAGGAGGAAGAGAGGCAGAAGAGCTATTCTGAAAGAGTCGGCAGGCTTTTTGAAGAGC
+TTTCAAAAAATTACAGGGAAGATACTATAAACATAGCTGTTTCGCACATTTTTGTGGCAGGGGGAGAGGA
+AGCAGGCTCAGAAAGGCCTATTCAGCTTGGAGGAAGTTTTACTGTGGAGTTAAGGCATCTTCCCGAAAAG
+GCTCAGTACATTGCTTTGGGGCACCTTCACAAGCCTCAAAGGGTTTCTGATGTACTGCCTGTGTACTATT
+CAGGTTCTCCTCTTCAGTACAGCAAGAGCGAGATGAATCAATCAAAATGCGCATATCTGGTGGATTTAAA
+AGCGGGAGAGAAAGCTTACGTAAAAGAAATTTACTTTAAAAATTATAAGCCCATTGAGGTTTTCAGGTGC
+GATGGGATAGATGAAGCTCTAAAAATTTGTGAAGAGTATAAGGACAAGGATGTGTGGGCTTATTTTGAAA
+TAAAAACAGAATCTCCTCTTCCTTCCTCTCAGATAAGGGAAATGAAAAGGCTTATGCCTGATATAGTAGA
+GATAAGGCCAATCCTTCCGGAAGAAGAGGATGTCTTTGAAGAAATCGAGGTAGAGGATAAAGACATAAGA
+GAGCTGTTTCAGGAGTTTTACCTAAAAGAGAAGAAAGTTCCTCCTTCAGAAGAGATGGTGGAACTTTTTA
+TGAGCATAATTGGGAAAGAGGATGAGGGAGCATGAAGCCTATTAGACTTAAAATTTCTGGCGTTAACAGC
+TTTACAGAAGAGCAAGTCATAAATTTTGAACTTCTCACTGAAAAAGGGCTTTTTGGAATATTTGGCCCGA
+CGGGAAGCGGGAAATCCACCATAATAGATGCTATCACCCTTTCGATGTACGGAAAAATTCCCAGAAACAG
+CAAAGACTTTATAAACACTGACTCCCTTTCCACTTCTGTGGTATATGAATTTGAAATAGGAGTAGGGACT
+GAAAGAAGGAGGTACATAGTAGAGAGAAACATAAAAAAAGATTTAAAAAATGGCGGATACAAGACTACTT
+TGGCAAGGCTAAGAGAGATAACCGCAGAAGGAGAAAAAGTGCTGGCAGAGAAAGAAAGAGAGGTTCATCA
+GAAAATAGTAGAAATAATAGGACTTACTGCAGAGGACTTTACCAGATCTGTAGTACTTCCTCAGGGGAAA
+TTTAGCGAATTTTTGAAATTAAGTGGACGAGAAAGGCGGGATATGCTGGAGAGGATTTTTGGCTTAGAAA
+GATATGGAAATGATTTAATGGAAAAAGTGAGGAAAGTCAAAAATGAAAAAGCTCTCCTTCTGGGGATGGT
+AAATGGGGAGCTTTCTCGCTATGAGGGTGTTACAGAAGAGGCTTTAAAAGAAGCGCTAGCCAAGTTAGAA
+CTTCTTAAAGAAGAAGAAAAAAATTTGAGCGCAGAAAGAGAAGAGCTTTTAAAAGAGAGAGAAAAATTGA
+AAGAGATATGGGAAAGGCAAAAGGAGTTAAACCAGTTTTTAGAGAAAAAGAGATTGTTAGATGAAAAAGC
+CTCTGAAATAGAGGTAAAAAGAGGGAAAATTGAGAAGGCAAGAAAAGCCCTTTCTGTAAAGCCATATATA
+GATTCTGTAGAGGAGACAGAAAAAAAGCTTTTATTGAACAAGAAAGAACTAGAAAAACACGCTAAAGAGT
+TGGAGGAAGTGAGTGCGCAACTTGAAAAGATAGAGAAAGATTACGAAATAACTTTTAGGGAAAAAGAAGA
+GAAAATTCCTCTTCTTATTGAGAAAGAAGAAAGGCTCAAAAGGGCTGTTCAGATTGAAGATGAGATAAAA
+AGGCTATCTGAAGAAAGAGAAAAGCTTTTGACAGAGTATAAAAACTTAGAAAGCAATATTAAAAGGTTAG
+AAGAAGAAAAGGAAAAATTATTTCTTTCTATAGAAAACTTGAAGAAGAATATCGCAGAAAAGGAAGAGAA
+GATTGTAAGCATAAGGATTAGTACAGAAGAGAAGGAGAATGTATTTAAAGCGTTTGAGCTTGAGAAAGAG
+TTTGAAAGGGTCAAAAGAGAAAGAGAGGAAAAGGCTTACAAGATCGAAGAGATAGAAAAACTTGTAGAAA
+AGCAGAAGGGAGAGTACGAGAGGATAAAGGTGGAACTTACTGAAAAAGAGGAAGAGTTACAAAAAGAGGA
+AAGTAGTTTCAACCTTCTTGAAGTCCAAAAGCCTCTTTCAAGTGAAGAGCTCTTCAATTTCCAAAAAGAA
+CTGGAGTCAAAGAGGTTAAAGCTTATAGAAGCGCAAAGGAATAAAGAATTAGAAGAAAAGCTGGAGAAAA
+CTTTAAAAGAGGTTTTAGAGGAGAGAGAAAAGCTTGTAGGTGAGTTAGAAAAAACTGAGAGAGAATATGT
+AGAAAAAGGTAAAGCGCTGGATGCTTTGCAGAAAGAGATTGAAGAGATTGTCAGGAAGAACATGGCGGGA
+GAATTGGCAGAAGGCCTGGAAGAGGGAATGCCTTGCCCCGTATGCGGGTCTTTTCACCACATAAATCTGG
+CAAAGAAAGTGGACGAGAAGTTGATTGAGGAGAAAAAGAAGCTAGAAAGGGGTTTAAGAACTGAAAGAGA
+AGTTTTACAAGAAAAGCTCATTATGCTAAAAAGTCAGCTCTCAGGATTTACAGCAAAAGAAGAGATTTCA
+AGGGCTGAGCTTGAAAAAGCGAAAGAAAATTTAAGGGGCATTGATTTAGAAATTTTGAGAAAAGAGATAG
+AAGAGATGGAGGTAAAATTTAAAGAAGAAAAGGAAAAATTGGAGGACTGGGCGAAAGAAAAGGAGGAAAA
+GGAGAAAGTCCTTAAGAGATTAAAAGAAGAAAAAGGACAGCTTGCATTGGAAGAAGCTCGCATAAAAGAG
+AGATTGCAAAAGGATTTAAAGCTTCTTGAGGAGTATAAACTTTCTTTTGAAGGGATTGAAAGGGAATATC
+AGAGTCTATTGAAAGAATTAGAAAATTGGAAAGAAAAGTTGGGGTATGCGAACTTTTCAGAAAAAGTAGA
+GGAAATCAATCAGAAAGAAAAATTGATTGAAAAACTAAGAGAAGAAGTAGAGTCCTTAAAAAAGAATTTA
+GAAGAATTAAACATTAAAAGAGAAAAAGTGTTAGAAGACCTCAACCAGTTGATAGTGAGGAAGACGCAGG
+TAGTAGAAGTAGGGAAGGAAAAAAGAAGCGTTTTAGAGAAGATGCAAAAAGAACTCTATTCGTATTCTGA
+AGGGAAAGACGTAAAAAAGTATTTGGAAGATGTTCAAAAGGAAAGAGCGGAAATTCTGCAGAGAGAGAGC
+TTTTTAAAAAATAGGCTGGAAGAGGAGAGGAGAAAAAAGCAGGAAATAGAAAGCAAAAAAGTCTCCACTT
+TGGAAAATCAAATTTTATTGACCAACATGTTGAAGGAGCAAATAGAAAAATTGGAACTTTCGCTGTCGAA
+AGAGGGCTTTAAGACAAAGGAAGAGGCTTTAAGTTTTGTGATTAGCAGTGAAGAGATGAGTGAAATTGAA
+ATAGAAGTAAAAAGATTTGAAAATGAATACACTTCTCTTGTCGCGAATATAGAAAGATTGGAAGGGTTTC
+TTAAGGGAAGGCAAATTGAAGAGGAGCATTGGAACAGATTAGAGGAAAGGATTAGAGAGTTGGAGGAGAT
+TTTGACGGGCAAAAGAAAAGAAATTGGTGCTACAGAAAAGGCTATTCATGATATGAAGGAAAACCTGAAG
+AAGGTAGAAGAGTTGACCAAAAAGAAAAAAGAGTTAGAACACGTAATAGACATGCTGGAAGAACTGGATA
+AATTGTTCCAAGGCAATAAATTTGTGGATTTCATCGCATCAAAACAGCTCAAATACATTACTTTTTCCGC
+TTCAAAAAGGCTTAAAGAAATAAGCAGAGGCAGGTACGCACTAGAGATTGATTCTGAAAATAATTTTGTA
+ATGAGGGATGACTTCAATGGCGGTGTAAGGCGTTCTGTTGATACTTTATCTGGTGGAGAGACTTTTTTGA
+CTTCTTTATCACTTGCTTTAGCTCTTTCTTCCCACATACAGTTAAAAGGAAAAGCACCTTTAGAATTTTT
+CTTCCTGGATGAGGGATTTGGAAGCCTTGATTCAGAACTTCTTGACGTAGTTATGACATCACTGGAAAGG
+CTGAAAAAAGATAAGATGGTAGTTGGCATAATAAGCCATGTAGAAGAACTCAAAGACAGGGTCCCTGTCA
+AGCTCATAGTGACGCCTCCTACCGTTTCAGGAGAGGGAAGCAAAGTGAGGATAGAGTATACTTAAAAAGA
+GAGGGGGTTACCCTCTCTTTAATGCTTTTCTCTTACCACTTTTTCAATTGCACTCAAGGCCTTCTTTACG
+TCTTCTTTAGTTATGTAATAGTGAGTCACAAATCTTACTGAAAAGTCATCTCCCCCATTTACTAAAACGC
+CGTGTTCTTTTAACTTTAGAGAAAATTCCCTTCCTGTCATTCCAGTGCCAGAAATATCAGTCATTACTAT
+GTTAGTTTGCACTGTTTCCATATCAAGGTCTATCCCGGGGATGTTTTTCAGACCTTCGGCCAGAAGCCTT
+GCATTGTCATGGTCTTCTTGAAGCCTTTTTGTCATTTTTTCAAGGGCTACGATGCCAGCAGCAGCGATGA
+AACCTGCCTGCCTCATTCCTCCTCCCAGCATCTTGCGGTATTTCCTCGCCCTTTCAATAAATTCTTTTGT
+TCCGACGACGATAGACCCGATAGGGGCACATAACCCTTTTGAAAGGCAGAACATCACGCTGTCAGCATAT
+TTCGCAATTTCTTTTACATCTACTTTGAGATATGTCGCGGCGTTAAATATTCTGGCGCCGTCCAGATGTA
+CAGGTATTCCATGCTTTTGTGCGATTTCATATATCTTTTTCATGACTTCAATTGGAGTCACAGTGCCACC
+TGCTCTATTGTGTGTGTTTTCAAGGCAGATTAGGCTTGTCTCAGGAAAGTGTATGTTTTTAGGCCTTATA
+GCTTTTTCCACATCTTCCGGATTTAAAACTCCTTTATTGCCCTTCAAAGTTTTTGCCTGTACTCCAGCGA
+GATAGCCTATCCCTCCAACTTCATAGGTTATTATGTGGGAATTTTCCTCTAGTATGATTTCTTCTCCTGG
+ATGAGTGTGAGTCATTATTGAGACTTGGTTCCCTTGAGTTCCGCTGGTCACAAGCATTGCTGCTTCTTTT
+CCTAGCATTTCTGCTGCCATTTCTTCAAGTTTTCTCACAGTAGGGTCTTCTCCGTATACGTCATCGCCCA
+CTTCAGCTTTGTACATGGCTTCTCTCATCTCAGGAGTGGGCTGGGTTACTGTGTCGCTTCTTAGGTCAAT
+ATATTTCATTTGTCCATATCCCCCTTTTTTGTTTTTCTATCTTCATTGTATCACTCTTCTGCCATTTTTC
+TATATAAAGTGGCAATGCTTATGCCTAATTTTTTTGCTATCAGTTTTTTGCTTTCAACGTCACTCCCGTA
+CCTTAACATGTACTCTTTTATCACATTCTTTTCATAATTTTTTACCATTTCAGCAAGTGTCTTGCCTTCT
+TCAAGTGTTTTTCTGTGAAGCCTCTGATTTATTGTTTCGGGTGATATATAGTCCTTGCTTTCAAAGTTAA
+CTGCATACTCTATCAAGTTTCTGAGCTCTCTTATATTTCCAGGGAAAGGATAACTTAAAAGCAACTTCTC
+ACTTTCTTTCGAAAAGCCTTTTATATTTTTTCCATAGATTTTATTAAACTTTTCTAGAAAATAGTTTGCC
+AGTATAATTATGTCATACCCTCTTTCTCGGAGAGGCGGAATTACAATAGGTACTACATTTAACCGGTAAA
+ATAGGTCTTCTCTAAATTTTCCCTCTAAAACCATCTGATACAGGTCTTTATGAGTGGCAGAGATTATTCG
+AGGGTTTACTTTTATTGGGGTATATCCACCTATTCTTACAATTTCTTTTTCTTCTAAGGCTCTCAGAAGT
+TTTACCTGCATAGAAAGGGGTAAGTCCCCTATTTCATCGAGAAAGATCGTACCGTCCTTTGCAAGCTCAA
+ATTTCCCAATTTTCCCTGTCACATTTGCTCCTGTGAAGGACCCCTTTTCATACCCGAAAAGCTCGCTTTC
+TATTAAAGTTTCGGGGATGGCACCGCAGTTTATGGGCATGAATATCTCATTTTTGCGACTGCTTTGAAAA
+TGTATTGCTCTGGCAAACAATTCTTTTCCTGTTCCACTTTCTCCCAAAAGAAGCACAGGGACCTCTGAAT
+CCGCAATTTGAATTGCCTGACTCTTTGCGTACTTTATTGCGTCACTTTCTCCTACTATATCGTCAAAAGT
+CACAATTTCAGACATTTTAGAAGCTTTGTAGACGGATTCCTGCATTTTTGAAAAGTCAGAAAATACAAGA
+ACTGTTCCCACCCTTTGTCCTTTTACTGCAATAGGAGAAGAATTTATTACAAACTTTATTCCTTTAATCT
+CTACAGGGCCTACTTCTCCCTCAAAATCCTTCTTTTCTAATTCTTGTAACAGTTTTACGGGGAAAATAGA
+CTTTACAGGAGTTTTCTCTGAAACGTTTAACTTTTCCTTTAAATATTTGTTTACTGTCACCACTCTGTTT
+TGGCTGTCAAGAATTATTATTCCTTCGTTTATGGAGTTGATGAGAGTCATGAGCTCTGAGGAGCGGTATT
+CTATCATTACGCCCAATTTTTTCTCATTTATCTTCGTAGTTATGAGTTCACTGAACCTTTTTTCAAAATT
+TTTGAAGTCTTCCTGTTTGTTTAAGAAATCTATTTTTGTATTTTTGTCAAAGATGGACATTCCCAGGATT
+CCTATTATTTTTTCGCCGTTTCTTATGGGGATACAAAGTTCTAGCTCTTCTTTACAATTTTGGTGCTCCT
+CACAGGAAGCGCAAATCGGGTGCTTTCCAGGGTTTACTATGAAGTACTGCCGCCCTGTCTTTAAGGCTTT
+TTCAAAGGCGGAATTTTTTGGAGCGTATCTTCCGATTTTTTCTTTAAAAGGACCTGTTCCTGCAATTCTT
+TTCAATTTTTCGTCCACAATTGTGACATCTACGTTTGTTATGGCTTTTATGGTTTCTGCTATGCTCTGCA
+AATCATTTTTTATTTCTTCTAAAATGTTGTCCATAATTTCCCCTCCACGCAAAAGGGCTTTTATTATACT
+ATACCACAATCTTTATCAAAAGTGATAAGGATTTTTCATAATTGAGAAGTAAAAAAGGCGTTGCAGTAAG
+AAATAAAAAACTATAAAACGTTTACTGTTATCAGAAATGAGAAATATGCTTTTTCAAAGGTTTATTTTCG
+GGTGAATATTTGTGGCATAAAAATTGCGTAATAAAAATGCGGGTAAATAAAACTTTTGGAGTGATTAGTA
+TGAGAAAAGACCTTTTAATATTAACAGATATTTTAAAGGCAAATGTGGCGCCTGCTCTGGGCTGTACAGA
+GCCTGGAGCTGTAGCTTATGCTGTCTCAAAAGCTAGAGAAATTTTAGGGGAAGAGCCACGGGAAGTATAT
+GTAGCAGTAGATAGGGATATTTTAAAAAATGGAATGTTTGTTTCTATTCCTGGCACAAAGGAAAAAGGCC
+TTGTGTTTGCTGCTGCACTGGCTCTTGTTTGTGGGAAATCTGAGTATAAGCTGGAGGCTTTAAGAGAAGC
+AACAGAAGAAGATATTAAAAAGGCTCACAAAATAGTAAATAGAAAAGCTGTAAAGATTGTTCTTGAAAAA
+GATGCAGAAGGACTTTATATAAAAGCTTCTGTCGTAGGGGATAAACACAGAGCCACTGTTATAGTAAAAG
+ATGCTCATGACAACATTGTATATGAAGAAAGAGATGGAGTTGTGCTAAAAGCAAAAGAGGAGAATTTAAA
+GGAGGACAAGTCTTGGCTTAAAGCGAAAATTAAAGAATTCACAATAGAGGATTTTCTGGATTACTGCGAC
+AGTGTGGATTTTAAAGAGATTGAATTTATAGGCGAAGGAATAGAAATGAACAAAAAGATAGCTTACGCAG
+GGCTGAATGAAGAGGTAGGGGTAGGCATTGGAAAGATGTTAAAAAGACAGATAAGGGATGAAGAATCTTT
+GGCAAAAGCTTTAACAGCAGCCGCTTCAGAGGCGAGAATGTCTGGATATCCACTTCCGGTTATGAGCAGT
+GCAGGTTCTGGAAATCACGGGCTTGTGGCAATACTGCCCATTGCGATCATAGGGGAAGAAAGAGGTTATG
+ACAGGGAAAAGATTATAAGAGCTATAACGTTAAGCCATCTTTTAACTGCCTATGTTAAAGCTTATATAGG
+TGTTTTGTCTCCTATATGTGGCTGTGGAGTTGCAGCAGGTGTGGGGATGAGCGCAGGGCTAACTTATCTA
+TTGGGAGGTAGTAGGAAACAGATAAAAGGAGCAGTCAGCAACATGCTGGCGGGGCTTTCTGGGATGATAT
+GCGATGGTGCCAAGATTGGATGCGCGTACAAACTTTCTATTTCGGTCACAGCGGCATTAGAAGCGTCAAA
+ATTCGCCATGGAAAATATATTCATACCTTCTGACAACGGAATTTTGGGAAATACGGCAGAAGAAAGCATA
+AAGAATTTGGGCAGGATTTCTGTTGAAGGCATGAAAAACGCAGATGATGTAATTCTGGATATAATGTTAA
+AAAAACAATAAAAGCGGGCTTGAAGATTTCAAGCCCGCTTTGTTGAAAAAAAGGGATATTTTATGGGTGA
+CCTTATTTCAAAGGTTTGTGTACGAACCACCAGTCAAAAGCCTCAATTTCTTTTGCCTTTATCTTTTCTT
+TTCTCTCATTGGCAGAAGCTTCATCAGTGGAAGGAGGAACTATAACGTGGTCTTTAATTAAGTAGTTGTT
+TGGCCACTTCTCAGGAAGTGCGACGCCGTACTGGTCTGCTGTTTGCAGTGCTTTCAGCGCTCTTAGTATT
+TCATCCACGTTTCTTCCTACTTCCTGTGGATAGTACATGATAAGCCTTATTACTCCTTTGTCATCTACAA
+TGAATACTGCTCTCACTGTGTTTGTTCCTTTTCCTGGATGAATCATTCCTAATTGGTTGGATACTCTTCC
+TAGTTCATCGGCTATTACTGGGAAGGGGATTTGTACTCCTGTGTTGTCCTTTATCCACTCTACCCATTTG
+ATGTGAGAGAATACCTGGTCGACTGAAAGCCCAATGAGTTCAGTGTTTAATTGCTTGAATTCCTCAGCTT
+TTCTTGCAAATTCTACAAACTCTGTTGTGCAAACTGGTGTGAAGTCCGCTGGATGGCTGAAGAGCACAAA
+CCATTTTCCTGCATAGTCTTCAGGCAATCTCTTTACTCCGTGAGTTGTCATTACCTCCATAGATGGGAAT
+TTTTCTCCTAGTAACTTCATTCTAATTTCCTCCATTTTACTCTTCCTCCTTATTATTTTTTATTTTTTCA
+TTGCATTTTTTGCATATGCCATAGGCATTTATGTCAATGCTCTTAATTGTAAACCCTTCTAATTCATTGA
+CCTCTAAAATTTTGTCAGTTACAGGGAAGTCATAAACTTTTCCGCACACTTCGCACTTAAAGTGACCGTG
+CAAGTAAGTGTTGATGTCGTAACGCAGCTCTTTTTCTTTGAGGGATAAAGTGTTTACAACGCCCTTTTCA
+AGAAATAGGTCTAAAGTGTTATAAACACTGGTTTTTGAAAGAGTTGGTATGTCATTTACCAGCGACTTGT
+ATATGTCTTCTGCAGTTGGATGTATTCTGTTTTCCAAAAGATACTGAAGGATTTTAAGCCTTATTGTAGA
+AGGCCTTATCCCATGTTTTTTAAGGTAGTCCTTTAATTCCTCCACCTTGTAAGTCATTTTCATTACTTCT
+TTCTTTAAATTATTTTGCTGCATAATAGCATCTTTTGGGTGATATTATTAGGTTTTCCTTTTTTAATTCT
+TTTATAGCCTTGTCTACCTCTTTTTTGTCTAAATTTGCTTTTTCGGCAATGTCACCTGGCCTTAGAGGTT
+GAGGGGATTCTTTTAAAGTTTTCAAGACTAGTTCCTTTACTTCCATTTTCTCACCTCTTTAAATTAAATT
+CAATTTTGTACTGAGTTCAATTTTATTATAATACCAATCTTTATTCTTGTCAATAGTTTTTTAAAAAAAT
+TTTTATCTGCGAATAATAATTATTGTTTGAGTGTCGTAAACTCTTTAGAGATAAAATCCATTTGACAATT
+TTAAGCGCAAGGTATATTATAAAAATAGAATGCATTCGGTTGCATTAATTGCTCCATTATGCTTTTATTT
+TTTTGAAGAGTTATGCATTCGATTGCATTGATGGATAAGGAAATATCTAGAATAGGAGAGAACACTATGT
+CTGAGATAAGATTTGATTTAGTTACAGGGAAAATGGTGATTATAGCGGTTGAGAGGGCGAAAAGGCCTCA
+TGACTTTGCAATTGCTCATCAGGAAAAGAAGGGAAGCAAAGATTGTCCTTTTTGTCCGAGAAATGAAAAT
+ATGACGCCTCCTTCTCTTGTGGAGATAAAAGATGGACAAGGGAAGTGGCTTGTGAGGGGGTTCACAAATA
+AATTCGCAGCGTTAAATACGGAGGTAAAAGAGATTGATGTGCCTTCTCTTTACAGAGGAGAGTACGGCTA
+TGGTGTGGCAGAAGTGATTGTGGAATCTCCTTACCACGATGTTACTTTTGGGAATTTGACTTTGGAACAG
+ATGAAAAGGGTGTTTCACGCCATAATTGAAAGATACAGATCAATTGTGAAAGATGAAAAGATAAAGTACG
+TTCAGGTTTTTAAGAATTTTGGGCCAAGAGGAGGGGCTTCTCTTGAGCACGGCCATTGGCAGGTCATAGC
+AATTCCTTTTATCCCCGAGCTGGTGAACAGGGAAGTTGAGGGCACTCAGGAGTATATAAAAAAGGAAAGA
+AAATGCCCTTACTGCGAAATTATTGAGTACGAAAGAGAAGCAGGTGTGAGATTGATAGGGGAGAATGAAA
+AGTTTGTGGCAATAGCTCCATATGCTTCTCAGTATCCTTATGAGTCGTGGATAATTCCAAAAGAGCATCA
+GGAAAAGTTTGAGGAGATAGATGAGGATTCTCTCTCAAAATTTGTGGAGATTTTAAAGCCTTTGATTGAG
+AAATACGAGAAAGAGTTTGAGATGCCTCCTTACAACATTGTCCTTCACACTCTGCCTCCTCGGGATATAA
+GAAATTACCACTGGCATATAGAAATTGCTCCTAGGCTTACGATAGCGGCAGGGTTCGAGCTGGGCACAGG
+TGTGCATATAAACCCTGTCTCTCCAGAGCTTGCTGCTTCGATTTTAAAATTACAAAATTTATGAAGGAAA
+GAAGTGGTGTAATGGAAAAAATTATATCACAAATAAAAGGCGAAAACTTGAAAAAATTTAGGTGGTTTCA
+GGAAAAAGCCCATGAAATTTTAAACCTGTTTGTCAAGGATTATCTTATTGTTTATGAGAGAAAAGAAGAG
+ATATTGGCAGTGATAATTTTAGGCATCATGCTTAAAACTCCTTTAAGTTTTAATCCGTTTACTGCCTTTT
+ATTATCTTCCAGTGTTCATATCAAAAAATTTTAAGAAGGCTGATTTGATAGATGAGGTAGAGGTGGAAGG
+CGAAAGGTACTTCATATACGATGCAGTTGACTCTCTTCCCTATGTAAAGTGGCTGAATGAAGTTTTAACA
+ACAAGAAAAGCTGTAGAATTTCGCTCAGGGGCAAAGCTTGTCCCATATGTTGTGAAGGATGAAGATATAT
+ACAAAGTAAAGAGATTGAGCAATAAATCTACAAACAGTCTGACTTATTTGAGGAAAGATGAAATAATAAA
+AACTTACAGGAAGTTTGCGGAGGGAATAAACCCTGATTTAGAGATGACATTTGAGCTTAAAAAAGCAGGA
+TTTGAAAATGTACAGGATATAAGAGGTTATTTTTTGTATGAGCTGCCGACAGGGGAAAAATATACAGTAG
+CTATGGTAGTAGAGTATATAAAAAATGAAGGAGATATGTGGCAGTACACACAGCAGTATTTGAAAGATGT
+AATTTATAGAAGAACTGAGGGAATTGATTTTACAGAATATGTTAGAGAAGTTAAGGAGATAGCTAGGATT
+ATTGGAGAAATGCACAGTAAATTGTCATTTACAAAGATAGACATAAGTCAGGAAAATGTAGAAAAGATTC
+TAGAAAGTATAAAAGGAAATTTTTCTAAGCTTTTGGCTTTTGTAGAAGGTAAACAATTTGATGAAGGCAC
+GACTTCTTTGCTTGATACCATAAAAGACTTTGGACAGTTTATTTTTGAAGGATTGGATGAGTTTTCTCAT
+ATTTCCCTTGGTAAGTACATGAGGTGCCATGGAGACCTTCATCTTGAGCAAATTTTAAAGACAGAGAGAG
+GATATGTGATAATAGATTTTGAAGGGGAACCTACAAAGCCCATAGAGGTGAGAAGAGAGAAGATATCCCC
+TTTAAAAGATGTGGCAGGGATGCTCAGGTCTTTCAACTATGCTGCTTATGCTGCTTATTTTAATTATTTA
+GAAAAAGAAATGAAGAGAGAGGATGAAGAAGTAGAGAAACTCCTGATTTCATGGGAAAAAGAAGTGGAGG
+AAGCCTTTATTGAAGGGTACCTTAAAGCAGTATCAGAAGAGGCTTCAGATGTGCTACCTAAAGAAGAAAA
+CTTCTTAAAAGTTTTGGCTCTTTTTAAACTAGATAAGGCACTTTTTGAAGGTATTTACGAGGTAAACAAC
+AGGCCTACTTGGTTTAAGATACCTTTAAAGGGTATTTTAGAATGCATTGAAGAGCTCAAAAAACCGCAGG
+AAATGGGGGTTAGCTATGGATAATTTAAAAGTCACGGTGTTTACCAATGAATACCCTCCTAATATTTATG
+GAGGAGCAGGTGTTCATGTAGACTACCTGACCAGAGAGTTGTCCAAGTTAATGAAAGTAGATGTGAGGTG
+TTTTGGGGACCAGAAATTTTTTTCGGAGAATTTGACTGTAAAGGGATATAAAGAGTGGGAGGAGTTAAAA
+GAAGGGTTAGATCCTAGGTATCAAAAAGTTTTAGGTCCTTTTTCAATAGATTTGGCGATGGTGAAGGACC
+CTGTTGATTCCGATGTCCTTCATTGCCACACCTGGTACACCTTCATGGCAGGCTTTTTAGCTAAAAAGCT
+TTATGATAAGCCTTTAGTTGTGACAATTCACAGCCTTGAGCCCTTAAGGCCGTGGAAAGAAGAACAGTTG
+GGGAATGGGTATAAATTGAGTTCCTGGATGGAAAAAACAGGAATTAAAGCTGCTGACAGGATTATAGCCG
+TCTCCCAAGGCTCAAAAGAGGACATATTGAAATATTACGACGTTCCTGAAGAAAAGATAGAGGTCATATA
+CAATGGGATAGATTTAAAGGAGTACAAAAAGATAGATAGAAATGTTGCTAGAAAAAAGTACGGAATTGAA
+GGAAGGTACATTCTCTTTGTAGGGAGAATATCTAGGCAGAAAGGGATTACTCACTTGATAGATGCAGTGA
+AATATTTGCCTAAGGATGTAAAAGTGGTGCTGTGCGCCAGCTCTCCAGACACGCCAGAGGTGTTGGAAGA
+GGTAGAGCAAAAGGTGAAGTTGCACGACAATATAATTTGGATAAACAAAATGGTGGAAAAAGAAGATATC
+GTAGAGCTTTATAGCAATGCAGAAGTGTTTGTGTGCCCTTCTATTTATGAGCCCTTTGGCATAATAAATT
+TGGAAGCGATGGCTTGTGAGACTCCCGTTGTGGCAAGCGCTACAGGTGGGATTAAAGAAGTTGTGGTGCA
+TGAGGAGACAGGCTTTTTGGTAGAGCCGGGAAACTCTGAAGAGCTTGCGAAATATATAAATATTCTCCTG
+GAGAATAGAGAGTTGGCAAAGAAATTTGGGATAAATGGAAGGAAAAGAGTTGAGGAGATGTTCAGCTGGG
+GAAGTATTGCTAAAAAGACCTATGAAATGTATAGGAAGGTTGTACAAGAGTATAAAAAAGCGAAAAAGTA
+AAGCAGGGCTAAATTGCACTGTTTATAATGTTAAAAAGTAGAGAAGTGGCATTTTGTGTGTAGATGCGAC
+TTGTTACAAAGCGGTAACAAAACTTGGCGAGCTTGAGAGTGGAGGCGGGGCGAGCGAAGGCGAGCGGCCA
+CCTGAGCCTGAAAGGCGAATTGGCCGGAACCCGCCGGAGTTCGAAAAGCGAGCCCTAGTTTTGTCGCTTT
+GTGCTTCTTATGCATTAACACAAAATGTCACTTAAGAAATAAAAACTTTGTCAACAAACTGGGCAGGGCT
+AAATTGCCCTGTTTTAATTTTTTATGATATAATAAAACTTGAAAAATATAACGGATGGTGAAGCCATGGA
+AAGCCAATCTTTTTTATATAACGCTGTAGTAAACTACGGCTACATAGCCCTTTTTCTTGTGCTTGCTTAT
+GAGGGGACTGGACTTCCTGGTCCTGTGGAGATTTTATTTTTTGCAGCAGCATACCTTGCGGTAAAGGGAG
+AGATGAATTTAGTTGCTATAGTGCTTGTAGCAGCTTTAGGCAATGTCACTGGAAATGTGATAGCCTATTT
+AGTGGGATATTACAAGGGAAGGCCAGTTGTAGAAAAATACGGCAAGTATTTGAAAATAACTGTGAAAGAC
+TTAGAGGCTATGGATAAATGGTTTGCGAAGTACGGCGGTTTTACTGTTCTTCTTGGAAGGCTGGTGGGAC
+TGCCGCGCACTCCTGCTATTTGGGCGTCTGGGATTACCAGAATGAATTTTACCGTTTATGTGATTTTTTC
+TGCAATTGCTGATTTGATATGGTCTTCCTTTTGGACTTTAATATCTTATCTGGCAGCAAAGCAGCTTATA
+AAAGTGGACTTTTTGACCAAGAGTCAGCCCCTTTGGGTATATTTTGTATCTACCATAGGGTTTATAATAT
+TTTTATATGTAGTTTGGAGGGTAGTGCTTTGGATGAAAGAAAGATATCTCACATGACAGTTGAGAGGATT
+ACAAATATTTCTGGATTATTGGAAATAGAGGATATTTGGCATGAATTAGAAGAAGAGGGAAAAGTGTATC
+CTTTTAATACGTTTGAGTGGGTTTTAAACTGGTGGAAATACTTTGGGCACGGCAAAAATTTGGAAATAAT
+TGTCGTTTATGAAGGAACTATGCCTATAGGTATTGCTCCTTTTATGATAACTTATTTTGAAAAGGGCCTT
+TTTGCCAAGAGGATAAAATTCATCGGTTCTACAAACAGCGATTATTTAGATTTTATTGTGAGAAGTGGAT
+ATGAAAAGCAGTTTTACACTGCGATTGTAGATTTTTTGGAAAAGAGAATTGATTCTTTGACAGTGCTTGA
+TTTAGAGCATATTCCTGAAGATAGCGAATTTTTCCCGTATATAATGGGCAGTAATCTCTATTATGATTAT
+GAAGTGCAGGATATATGCCCTTATATAGAACTGCCTGATACGTGGGAGGAATACCTTGAAGGGCTGGAGG
+GCAAATTCAGGCGCAATTTAAATTATGAGGTCAGGCGATTTTTTAAAGAGTACGATGCTAGCTTTTACGT
+AGTAAAAGATTTTGAGCTGGTGGATAGAGCAATGGATACTTTGATAAACCTTCACCAGAAAAGGTGGAGG
+CAAAAACACATGCCAGGGGTTTTTTACTCAAAGAGGATAAGGGATTTTCACAAAGACGTAGCAAAAGATA
+TGTTCTTAAAAGGAGAGCTTAGCCTATTTGAACTAAAAGACGGTGTTAAGACAGTAGCAAGCCTTTTAAG
+CTATCACGTAGGCGGTATTAGGTACTATTATATAAGCGGATACGATATTGAGTACAGCAAAAGGAGCGTT
+GGGAACATAGCGGTAGGGCTTGCCATTAAGCATTCTATTGAAGAAGGGGACAGAGTGTTTGACTTTTTAA
+GGGGAGATGAAGAGTATAAGAGGAATTGGACATCTTTGAAGAAGAGGAATATGAGATTTGTGGCTTCAAA
+GCCTACTTTTTTGGGTAAGCTTCTGTGTAAATGGGTTATCGTGGAAAATGGAATTATAAAAAAGATTAAA
+GACAGGTTTAATGGATAAACCTGTCTTTTTTAAGGGTTGTTTATGGGTTTTGCATAGAAAAATTTTACCG
+GTTCACTGTATCCAGGCACTACCACTTTATCTGATGTTTGTATATCCACTTTAATACCATAAAATTCTAA
+TGTTTCTATTATTCCACCTTTTAATTTTAAGGAAGCTACTAAAGTTTCAGGGTTTCCTATGGCTTTTATC
+ACGTAAGGTGGTGCATATCTTGTCGAATTTATATTTATTGTAGGACCTACACACCTTATCTCAGAAGTAG
+CAATCAAGCGCTGATCATTTATCGCTATCGCTTCTGCTCCCCCTGCTTTTAATTCATTTACTATGTTTAG
+AAGGTCTTCATCGTGAACTAAGTAAAGGTTTGGGTCTTCTCCTTCGCGGGGCTGAAGGTCGCTGTCACTT
+ACTGTGACTATTACTCCGGGACCTACCATGTCTGTGAAGCCAGCGAGAGCTTTATACTTTTCAACATCCT
+TCTGAAGGTTTTTCAAAGCGGCATCATTTTTTGAAGCTGCTTCTTCGTATTCTTGAAATCTTTTTGTAAG
+TTCTGCCAATTGCTGTTCTAAATTTTGCTTTTCCTCTTGAACTTTTTTAAGCTGCTGTGTGAGTTCCTCT
+ACTCTGGCGTAGTTGGTGGAAGAAACAGGGGGAAGAGGCTGCTTTATACCTCCTTGAACAGTTTTAATTT
+GCATTGAAATCATGAATCCCATTGTGACAAAAACCAAAAATAAGCTCAAAATTTGCAATAGCTTTCCCTT
+CAATTTCTCCACTTCCTTTTATAGTTCTAAATTAACTATACCACGTAAATTATTAAAATTTATTAAGAAA
+TTATTAACTTTTGATTACAAAAATGTTACAAATCACTTTCCATTTTCCCCTCTACGGACTTTTTTAATGA
+GAGTATTTCTTCAAGCTCTTTGTTGTATTTGTCTATCTTGTATACTGTGCTTTTGTAAAGGCGTATTTCC
+TCCTCGTTCTTCTGAATGCAACGCTTGAGAGAATTTTTCACTGTTTCAAATAAAGTGTCATAAGTGATGT
+AATCGTGAATCTTAAGGTCAGGAATGGGAGTAGCGGTTAATTCTTCTCCTTCTACTTTGTAGTGATAAAA
+ATTGTTGTCAGGTTTTAATATTATCTTCTCGTCAATGCTTTTATCAAAAATTACTATGCCTTCTCCTACC
+TCAAAAATTTTCCCGCTGTAACTTCTCAATTTTATGTTTTTACTGCCAATGTATTTTTTTATTGTAAGGA
+GTATATTTTTTATTTCTGAAATTGATTTTTCTAAAACTTCCTCCATTTCTTTGCTCGCCATTTCTCTATT
+TTTCTCACTTTTTATAAGTTCTTCCATTAGCTTTTTTATTTCATCAAGATTTCCCATCCTATTCACCTCA
+ATCTTAATATTCCACGGATTTCCCATTTTAAACAGGTATATAAAAATTTCAATCGTGAGAAGATAATTAA
+AAAGGCGGGATGAGTATGCAGAAAATAACACAGCAGGAAATGATTTTAAGTAGTTTTGTAGAGGCTCGGA
+AATTAGAAAATATTTTGCTGGAGAAAGTAAAAGAATATAAAACTGGCGGCTTTGACAGTCAAATAAAGGC
+TTTACTAAAACAAATGGAGACTATGGTAAAAAATCATCATCAGGATATAAAAAGAGCGCAGAAGGAACTT
+AATATAACTTCTACTGTTAAGAAAAACATGTCACAGGAACCTCTGGACATGCTTCAAGACCTTTTAAAAA
+ATCTTGTCAACCTTCAAGCTTTTTACAATGAGACAGTGGTCAATATTCCAAACCCTTACGTGAGACAACT
+TTTTACACAGATGAGAGATGATGTGATGAGATTTATCTCTTTGTTGCAAATAGAGATTGAAAGCTTGGAG
+TCTAAACCTTCTATTCCGAATAATAAAGTCTTAAACAGGCCGGAGATGAGCTAAAATGAAGATTGCAATA
+ATAGGGGCTGGGCCTTCCGGTTTGGCTGCAGCTATCACCTTTCAAAGGTACAAAGTTATGCCTTCTATTT
+TTGAGAGAAAAGATAAAGTGGGAGAGCTTTTTAATCATGTAGGAGGTCTTTTGAAAGTTATAAATAGGCC
+TGTCAGGGACCCTTTGGTATATCTTAAGAAAAAGTGCGGGATAGAGATTTTGCCTAATAGCGTAATTAAA
+AAGATTGTCATGAAAGGACCTAGCGTGGAAGGAGTTGTGTCAGGAAATAATTTAGGATACATGACTTTGA
+GAGGACAAAGTGAGGATTCTTTAGAAAATCAGTTGTACAAAAAATTGGTTGTTCCAGTGAATTTTAATGT
+GGAGGCTGATTATAAGGATTTGAAGGACAAGTACGATTATGTGATTATTGCTACAGGTAATTCTCAGATT
+CCAAAAGAGCTGGGATGCTGGCAGGAATTAGTAAGTACTTGGGTGAGAGTTGCCAGTGTGATAGGGAATT
+TTGAAGTCAACACTCTTATTATGTGGATAAATACCCTTTACACAAAAAGTGGTTATGTATACCTCATGCC
+TTATAATGAAAAAAGGGCTGTTCTTGCAATGGTCATACCCTATATTTCTAAGGAAGAGCTGCAGTATTAC
+TGGGATACTTTTTTAAAAGTAGAAAAGCTAGATGTGGATATTATTAATATGGTGGATTTGACTCATGATT
+CAGGCAATTGTTTTCCTCATCAATATGAAAACCTCCTTTTTGTTGGGAATGCGGGAGGGGCTATAGAGCC
+TTTTTTGGGTTTTGGCACTTTTAATTCTATTTTAAGCGGTGTAATAGCTGCAGAAAGCGTATTAAAAGGC
+CGCAATTTTGAACAAGAGATCAAGCCTTTGTCAGAAGCAAATATAAAGATGTTGGAATTTAGAAAGGCGT
+TAGACCTGATGGACAATGACAGTTTAGATAAATTTATAAAAGTACTTACCTTTCCTCCTGTCAAAAGACT
+TATATACCATACTAATTTCAACGCCATAAAATACGGAGCATTTTTTATGAAACACACTTTCAACAGGGAA
+CGGAATAAACCTTACAATCAAAGAAAGAAGGTGTGAGATTGAAAATTGCCATAATTGGTGCCGGCATTTC
+TGGATTGTCTTGCGCTTTAGCTTTAGAAAGGCATGGAATATATTGTGATATATACGAGAGGAAGCACACT
+ATTGGCAATTTATTTCCTTTTGGTGAAATTATTTTACAGATTATGACAAGACCCTGCAAAGACCCTTTAG
+ATTTTTTTAAAAAATTTGGCCTTGTATTAAGACCTTTAAATGAAATAACTAGGATTGTTATAAAATCTCC
+AACTCGCAAAGTGGAAATTAGAGGAAGACTCGGATATATTTTTGAAAGGGGGCAAGGAGAAAATAGCATA
+GAAAATCAGTTAGCACAGCAAATCAAATCAAAGATATTTTTTAATGTGAATGCTAACTACGAAGATTTGA
+AAAAAAGCTATGACTATGTGGTTATAGCTACGGGGAATGAGATGGCAGCAAAGCAGCTGACGGAATGGGA
+AAGCGTGGTTTCTGCAAGAGTCAAAGGGGGGATTTTGTTAGGGGATTTTGAACCTCATTCTGTTTACGTA
+TGGTTTGATAGAAGTTATGCAAAGTCTGGTTTTGCCTATCTTGTGCCTTTGAGCAATAAAAAAGCTTCTT
+TAATTCTTGTAGCTACTTATACTTTGAAAGAAGAAATTGAAGATTTGTGGCAGACCTTTTTATTCAAAGA
+AAGCCTCAAGTACAAAATGATTGAGACCTTTGAAACAGAGCTTGAAAGTGGCATGATAAAAGAACATCAG
+GTTGGAAATGTGTATTTAGTTGGGAATGCAGGGGGATTTTTAGAGCCAGCCTTCGGATTTGGGCTTGTCA
+ATTCCATTAAAACTTCTTTTTACTGCGCTGATTCGATTGTAAAAGGGGGAATTTATGAGGGAAAAGTCAA
+AGATGTGCTAAAGGGAATAGAGAAAATGGTGGAATTGAGAAAGGAGATTGATGATATGAGGGATGAGGAC
+TATGACAGGCTATTGCGCATAATTGGAAACCCGTTTATAAAAGGCTTGATTTATAAGACAAATTTTAATA
+TTATGAAGCACATGCCCTTCTTTATAAAGTTAATAAAAAAGCCTGGCCAATAAAGCCAGGCTTATATGTC
+CCAAAGCTGTAATCCCGTTGTTTCATCGTAAACCCTTTCTAATTTGCTGTCTCCGTAATCAACTATTACG
+AATTCTGCTGCGAATACCTTTGTCCCTTCCATTAAATGACCCCCATATGCATTGCCATTCTTATCTGCAA
+GAGTTATGTGTACATGTGGGAAGGGTTTTCCGTCTTTTACAGAAATGTTTCCTATGCAATTTAATATTTC
+CATGTGCTCATCCTTTGAGATGTAGATGTAGTTTTTGCTTTCTGAATCGTAATAACCGAAAACAGCTTTT
+GTTACTGCTCCAATTATCCTGACCTCACCTGAGAGTATGTTTTCTTCAGTTATAACTTTGTTAATTTCTT
+GAAGGAGGTCGCTCCCATGGGGAAACCTCCCCATGAGGCGCCTTTTTGGTGTTACTTCTTTATATCCCAT
+TTGACCACTTCCTTTACAAAATTTTTATCTGAACAAGGCTACAAACACCAGTGTTATCGTGCTTATGAGT
+TTTATCAAAACGTGCAGAGATGGACCAGCTGTGTCTTTGAAGGGGTCTCCTACAGTGTCTCCTACAACGC
+TGGCTTTGTGAGCGTCTGAACCTTTGCCGCCATAATTACCTAGTTCTATAAACTTTTTGGCGTTATCCCA
+TGCTCCTCCGCCGTTATTGAGGTAAAGGGCGAGAATTACACCGGAAATTGTGCCAATCATCAAGAAGGCT
+GCAGCCGCCTCTTTGCCTAAAATTACACCGACAAGTATTGGAGTGACAACAACTATGAGACCCGGTATTA
+CCATTTCTTTTAGAGCACCTTTTGTTACGATGTCTACTGCTCTTGCATAGTCTGGTTTTGCTGTTCCTTC
+CATGATACCAGGTATTTCTCTGAACTGCCTTCTCACTTCGAGGATTACATACTGTGCGGCTTTTCCTACA
+GCCCTTATGGCGGTAGAGCTGAATAGATACACGATCATCGCCCCTATGAATGCTCCTATGAAGACTTCTG
+GCTTTCCTATGTCTACTGGGAACCATGAGTCTATTGGCTTGCCGAGTATTTTCTTTACTTCGTCAAGATA
+AGCAGAGAAAAGCAAGAAAGTAGCCAAAGCCGCAGAGCCAATTGCGTATCCTTTTGTCAAGGCTTTAGTC
+GTGTTTCCGCAGGCATCTAACCTGTCTGTAACCCTTCTTATCTCTTCAGGGGCTCCGGACATTTCAGTGA
+TTCCGCCTGCATTGTCAGTGATTGGACCAAACGTGTCCATGGCTAGTATATATGCAGTTGTAGACAGCAT
+TCCCATTGTAGCAATAGCTGTGCCGTAAAGCCCTGCTGTTCCTATGTGAGGTATTGCCATTTCTCCGAGC
+TTGTAGGCTATGTATATTGCTGCTGATATGAATATGACAGGTAGAGCTGTCGATTCCATGCCCACAGATG
+TACCGGTTATGATGTTTGTGGCTGCACCTGTTGTAGAAGCTTTGGCGATTTCTTGAACAGGGCGTTTGTT
+GACAGAAGTGTAGTAGTCTGTGAGGAAGACGAAAATGTAGCTTAAGATGACACCTGTCACTACTGCTCCG
+TAAAGAAGCAAGTAATTGACAGGGCGTCCGTCAGGCAAATGCCCTGAAAGCATCACTTTTACTGCAAAGA
+AGAGGGCTATTAAGTTTACTACAGTTGTTACAAAGTAACCCTTGTTTAAAGCTATCATTGGGTCTTTTGA
+TTCGTCTTTTGTGTTTACAAAGAATATGCCTATTATAGAGGCAATTATACCTATTGCACGGGCTACCAGT
+GGGAATAAAATTCCTTTCCACCCGAAGATTGGGTAAAGTCCAACTCCCAATATCATTGCACCGATGTTTT
+CAGCGGCGGTGGATTCAAAAAGGTCTGCACCTCTTCCTGCGCAGTCTCCTACGTTGTCTCCCACGAGGTC
+GGCTATGACTGCAGGGTTTCTGGGGTCATCTTCAGGAATTCCTGCTTCTACTTTTCCTACGAGGTCAGCT
+CCCACGTCGGCAGCCTTTGTATATATACCACCGCCCAGCTGGGCAAACAAAGCTACAAATGAAGCTCCAA
+ACCCAAAGCCGACAATGAGAGAAGGAGCTTCTTTTATGAGCTCATCCTGTCCTGACAGACCGCCATATGC
+CAAAAATAAGGTAGCAACTCCAAATAAAGACAAAGCTGTAACTGCAAGACCTGTCACAGCTCCTCCCTTT
+AAGGCAATTTGAAGAGCTCTGTTAAGACCTGACCTTGCACCAGCTGCAGCCCTTATATTCGAATTTACCG
+CCATATACATTCCGATATAGCCGGACAAGGCGGAACAAAACGCTCCAGTGATAAAGGCAAAACCAACATG
+CAGTGCAAAGCTAAGTGCTTGGCTACTTCCTTCAGACAGATGCCCGTAGTAGTTAGCCACTACGATTATT
+ACTGCTACTATTAAAGCTAGAGAAGCTATTGTCTTATATTGCCTGTTTAGGAAAGCCATTGCTCCTTCTT
+TGATTGCGTCGGAGATCTGCTGCATCTTTTCATTGCCTTTATCCTGAGCGAATATAAATTTAATCAAACC
+AATTATCACAAGGGCTGCAATAACTATAACTCCGTAAATTAGTGTAAGATAGGCACCCAACTTTTATCCT
+CCCTTTCTTTGTTGTTTTTATCGCTACTCATTACTATTTCGACAAACTTTTAAAAATTCCTTCAACTATT
+TTCAAAATGAACGGAAAGAATTTAGGACATACTATTGAAAAAAGAGTCATAATAATTTAAAATTAAAGTA
+TAAGAAGTATAGCATTATTCATAGAATGTAACACAATAAATAAAAGGGGGTAAGAAGATGAGCAAAATCA
+CCCTATCAGTTATCAAAGCGGATATCGGCGGATATGTAGGGCATACAGATGTTCATCCAGACCTTTTAGA
+AATTGCCAAAAAAATGCTGAAAGAAAAAGGTGATATGCTAATTGATTTTCATGTTACAAGAGTTGGGGAC
+GACATACAGCTCATAATGACTCACAGAGAAGGAGTGGACAGTGAAAAAATTCATAAATTAGCCTGGGACA
+CTTTTCTAGCATGTACAGAAAGGGCAAGGGAATTAAAGCTATACGGTGCAGGGCAAGACCTATTAAAAGA
+TTCTTTTTCTGGCAATATAAAAGGTATGGGACCTGGTGTTGCAGAGATGGAATTTGAAGAGAGAAAAAGT
+GAGCCTGTGGTGATATTTATTGCAGATAAAACTGAGCCGGGAGCTTGGAATTTGCCTCTTTACAAGATGT
+TTGCTGACCCTTTCAACACTGCAGGGCTTATAATTGACCCTTCAATGCATCAGGGGTTTAAATTTGAGGT
+TTATGATATGTATGAAGGGAAAAAAATAGTTTTTAACACTCCAGAAGAGCTTTATGATATGCTTGTTTTC
+ATAGGGGCGACGGGGAGATATTGTATAAGAAAAGTGTATACAAAAAACAATGAAATAGCAGCAGTTTCTT
+CCACTCAAAGGATGAATTTGATGGCAGGGAAATACATAGGGAAAGATGACCCTGTGCTCATTGTGAGGTG
+CCAGAATGGACTTCCTGCTGTGGGAGAGGTTTTAGAAGCCTTTGCAAACCCTCACCTTGTTTTTGGATGG
+ATGAGAGGGTCTCACACTGGCCCTATGATTCCTGTATCTTTGGAGGATGCAGTTCCTACCAGATTTGACG
+GGCCTCCTAGAGTGTGCGCTCTGGGATTTCAATTAAAGGAAGGGAAGTTGATAGGACCACAAGACCTCTT
+TAAAGACATAGCCTTTGACAGCGCTAGGAAGAAAGCATTAGAAATAGCAGATTACATGAGAACTCTGGGG
+CCCTTTGAACCTCACAGATTGCCACTTCAGGAACTGGAGTATACTACTTTACCTCATCTAATGGAAAAAT
+TGAAGGACAGGTGGGAGAAGGACTAAGGTGCGTTTTCGCACCTTTTTTAATTTAACAGATTTTTAGCGTT
+GATATACCGAAAAAGATGGTTTATCATTATATCAAAGGACAATTGCGAAGGGAAGGAAGTAATTTCATGA
+AAACGTTAAAAGAGAAATTTTTTAAATTACTTGACAAAGTGATAATAGTATCAATTATCGCCATTTCTAT
+TTCAGCCTTTTTGCTGTATAAATTTCAGACTGCTCAAAAGCCTATATTTGCCAAAGTACCTGAATATCAT
+TTCTACATGGTGGGACAAAATTCAGTAGATCCTTTCTGGAAGGAAATAAAAATGGGAGCGATGGAGGCGG
+CTAAGTACTACAATGTGGCACTTGAGTTCAATGCTCCCAAGTTCAATAACATACAAGAAGAGCTTAAGTA
+CTTGGAAATTGCTATATTTTCAAAAGTTGACGGAATAATTACCCATGTTGCTAACAATGAAGAGTTTGTA
+AATTTAATTGAAGAGGCCTATAAAGAGGGTATTCCTGTTATCACAGTGGAAAACGATGCGAAGGACAGCA
+AAAGGCAAGCTTTTATAGGCACGAACAGCTTTCATCTGGGAGAAGAAGCTGCAAGACTTATGGCAAAGGC
+GACAAAGGGAAAAGCCAACATAGCCATAATTGTCAGCAATGACTATCAGTTGGATAGTGTCAATCAAAAT
+CTTAAGATTAACGGCTTTCTGGACGCAATAAAGAACTATCCGGAAATGAAAGTGGTTAGAGTTTATACAT
+CAAAACTCGGGACCTTGAGTGCAGAAGAGATTACTCAATCTATTATAAGCGGAAAGGATAAGATAAACGC
+TATATATGTGACAGATTCTGTTGATACAATTGGCACAGCTCAAGTGGTTGTAGATTTTAACAAGGTAGGA
+GAGATTACTGTGGTGGGATACGGCGATACTCCAGATATTTTAAGATACATTGAAAAAGGCGTTATATACG
+GGACAGTTATGAGCGACCCTTATAAAATAGGGTATGAAAGTATAAAGGCGATGGTGGAGTTTAAGAAAAA
+AAATACAGTCTCTACTTTTGTAGACATTGGAGTGAATGTCATTACTAAAGAAAATGTTAACGAATATTTC
+AAGAGAATCCAATCACTAGACTGAGAAGGTGCAAAAGATGCTTAGAGACTTGTGGAAAGCAGGAGGAATT
+CGCAAAAAGCTGATAATTTATTATCTTATTGTAACTGTCTTGATGGGTATGACCAGCTTTTATTCTTATT
+ACAACGCTAAGGTAGCTATAGAAAAGCTTAAATCGATCTTCGTAGATTATGTGTATTTGAACAATTTAAA
+TTCAGATGTAAATATGCTGGAAACGGAAGTAGAAAGATATCTTGCCACAAAATCCTCTGATGCGCTTTTA
+AATTACTACTCTTTGTACAATAAATTAGAAAACAAGGCCTCTGATATATTAAGTCAGAATTACTATGATA
+CAGATAGCCTTATGCTTAAGGATATAGCTAATATGATTAATAAACTCCTTGAAGAGGCAGATGCGGCTGT
+AAACGCTAAGAGAGGGAGGATTACTAGTGAATATATTGACCATTTCACAAAATCCATTAAAATAAGCGAT
+TATATAAAATTTTATATGACAAATCTTTTAAATAACAAGTTGCAGGAAGGGTCAGCAAAATATGCTTCAA
+TTACAAAGAATATGGAGTATCTGAGCTATTTGAATATATTCTTAATCTTAATCTCTATTGGGTTTAGTAT
+ATTCCTGGCTTTTTTGTTCACATATAAGATTACAAAACCTATCATTGATTTATCCCACCTTGCTGTAAGG
+GTATCAAAAGGAGATTTTGAAGTGAGGCCTATTGAACTTAAAACAAACGATGAGATAAAAGTGCTGTCTG
+AAGCCTTCAACAAAATGGTAGTTAACATAAAAAAGTATATAGGTGAGATAAAGAAACAGGCTGAGATGGA
+GAGGAAGATAAAAGAGGCAGAGCTAAAAGCCCTTCAATCTCAGATAAATCCTCATTTTCTCTTCAATACT
+TTAAATGCTGCTGCCCAACTTGCCATGATGGAAGGTGCAGAAAAATCGGCCGAATTCATAGAAAATGTGG
+CTAATCTTTTTAGGTATAATTTGAAAAAGCTGGATTCTACTGTGACTTTAAAAGACGAAATAGAAAATGT
+CAAGCGTTATATTTACATTTTAAAGACTCGCTTTGGAGATAAGATAGATTTTAAATTGGATGTAGAAGAA
+GAGGTTTTAGATTTGGAAATGCCATGCATGATACTTCAGCCTGTGGTAGAGAATGCCTTTATCCATGGAT
+TAGAGGATGTAGAAAGAGACGGATTAATTGTTTTAAAGGCTTATAAAGAAGGTGAAAAAGTGCTGGTAGA
+AATTGCTGACAATGGTGTAGGAATGGAGCAGGAAAAGATAAAGGCTATTCTGGCGCTTGATAGTCCTGAT
+GTAGATAAAAAGCATGTTACAGGTATTGGCATGCACAATATAATACACAGATTGCTTGTTTTTTATGACA
+TATCTAGTGTAGAAGATGTTATCGAGATAAAAAGTGAGATAGGGAAAGGCACCAAAGTCACTTTAAAAAT
+TCCTGATAAAAAGGGTGAAAGGAATTATGGTCAAGTTGTTAATAGCTGACGATGAGCAGATAGTCCTTGA
+TTCTATTAAGTTTATAATAGAAAAAAACAATGTACAGGCTGAAATTGTGGGCACAGCTAAGTCTGGCAGG
+GAAGCTATAGAGAAGGCAGATTTGTTAAAGCCGGACCTTATTTTTATGGACATAAGAATGCCTGGAATTG
+ATGGAATAGAAGCGATAAGGCAGATTAAAGAAAGGCACAAAGAGATGATTTTTGTGATTATTACAGCTTA
+CGAATATTTTAATTATGCAAAAGAGGCCATTGATTTAGGAGTTATGGATTACCTCTTAAAACCACTGAAT
+AAAAACAAAATAATAGAAGTTATTGAAAAGGCTTCAAAGGTCATAGAGGAAAGAAGGAAAGCAGTACTTA
+CGGAAATAGAACTTAGAGAGAAAATCAATAAAATTATGCCTTATCTGGAAGAACAGTTTTTGTACACGGT
+GCTATTTGGAGGATATGTCGGAGGTAGTTTAGATTTTTATGAAGAAATCTTTGATATGAAGCTGGAAAAG
+GGATATATTATGATATTTCTCATGAGATCTGATACTAGTAATGAAAGAGAAAAGAGCATAGAAGTAAACC
+TTAAAAGGCAAAGCCTGTATGAGCATTTGAGAATTTTTTTAAAAGGGGTAAGTAAATGCATATTGGGGCC
+CTTTTTTATGGATAAAATCTGTGTTTATTTTCCTGTAGAAGAGAAAACTCCTTTTGAGGTCAAAAACTCT
+TCTGTGAAAATAGCCAATAAAGTTCTGGAAAGTTTACAAGGGTCAGAAAAAGAAAATTTAAGAGTAGGAA
+TCGGCAGAGAGTATAGCTTCAATAACATAGTGAAATCTTACTATGAAGCAGAGATGGCTTTAAAACTTTT
+TCCCGATGATACAATTGTCCATTTTGATGATGCAGTTGGCACTTCTACTATATCGCACTTTCCTTATCCT
+CTGGATAAAGAAAAATTATTTATTGAGAGACTTGTGGAAGGCGATTTAGCTAGAGCTTTTAAAGTTTTTG
+ATGAGATTTATGAATGGATGATTTTAGAATATGATAAAGATGCAGGAAAAATTAAGTCTAAATTGATAGA
+GCTCGTGGGAATAATAAGAAGGAGTTTCTACTATTACCTTGAAGAAGGAAGTTTTAAAGAAGAAATAGCA
+CAAATTGAGGAATTGCTGAAAATAGAGGATTTGAGAGAATTAAAGCTTGTTTTTATAAAAATGTTAAAAG
+ACATTGTGGAAAATATAAGAGTAGTTAACAAAAAGAAATGGGATAATATTACAATGAAAGTAATAAATTT
+TCTTGAAGAAAATTTTAGCAAAGACATAAGTTTGGAAGATGCTGCTAGAGAAGTAAACATGAGCTATCAC
+TATTTTAGCAAGTTTTTTAAAGAACAGGTAGGGGAAAATTTTGTGGATTACCTTACAAATTTGAGAATAC
+GAAAGGCAAAAGAACTTTTAAAAAATTCAAGCCTAAGTGTAAAAGAAGTGAGTTACAAAGTAGGATACAG
+TGACCCAAATTATTTCAGCAAAATCTTTAAGAAGGTCACAGGGGTAACGCCCACAGAGTTCAAAGAGGGG
+GTGTAGGAAATGAAAGTGGGGGAAATGGTGAAGTTAGTAATAGCAGTGATTTTAACGATTATAGCGGTAT
+TTCTGGGATTTTTAACTGTCAAACAAGTAGTTGCCTACCACAGTGCGAAAAATTTATATAGAGAAGAGGA
+TAAGAGTAAAAAGGTAAAAATAGGCTTTTCTTTGGGTACTTTAAAAGAGGAAAGATGGGTTAAAGACAGG
+GATATTGTAATGGCTAAGTTAAAAGAACTTGGAGCAGAGGTATTGGTTCAAAATGCCAATAATGATGATG
+AAGACCAGCTAAAACAAGTAAAATACCTTTTGGAGCAAAAGATTGACGTTTTAATAATTGTTCCAAATGA
+CCTGGAGAAAGCTTCATATGCTGTATCCCTAGCTCAGAAAGAAGGAGTAAAGGTTATATCTTACGATAGA
+CTGGTTACAAGGTCTAATGTGGACCTTTATATCTCCTTTGACAATGTAAAAGTGGGGAAGTTTATGGCAG
+AGTATTTAGTGAAAAGAGTTCCTAAGGGTAATTACCTTATTGTAAATGGGGCTACTACGGACAATAATAC
+AAAGATGATAAAAGAAGGTTATGACAGCGTATTAAAACCCTTTATAGATAGGGGAGACATAAAAATTGTG
+AAAGAGGACTGGGCACCCAACTGGATGGCAGAGTATGCTTTTAATGTGACAGATGAAGTGCTGCAGAAGG
+GGATAAAAGTAGATGCCATTATTGCAGGGGATGATGCGCTGGCAGGTGGGATTATAGAGGCTTTAGCTTT
+ACACAGGCTGGCTGGGAAAATTCCGGTAGTGGGTCAGGATGCGGACCTCGCAGCATGTCAGAGAATAGTT
+GAAGGCACACAAGCTATGACTGTGTACAAGCCAATTGACAAGCTTGCAGAGGCTACGGCTAGAATGGCAA
+TGAAGCTTGCCAGAGGGGAGAAGCTGGATGTCAAAAATACCATATATGACGGCAAGTATTACGTTCCTTA
+TTATGTTATTGAACCTATTCCAGTTGACAGGTCAAATCTTGATGACACTGTAATAAAAGATGGCTTTCAT
+ACAAGAGATCAGGTGTACAGAAATATAAGCGTTTCTAGGTAATAAAGGCTCATGGCCTGTATTTTTTTGT
+CTAAAAAAATTACAGCTAAGGTAAAAGTGAAAGGACAAGAAAAATAAAAAAGTAAAGGATAACAAAAAAA
+CTTTCAGAGGTGATTTTAAAGGAGAAGTAGAATTATATAAATGCAGTAAAACTTAAAAAAGGAGAGGGTG
+TAAGGATGTCTAGGAAAGGTAAAATTTTTCTGGTTTTAACAGCCCTACTACTTGTAGTCAGTGCATTTTT
+GGGAGGGTGTTCCTCTTCAAAGCAACCTGCGTCTAGCTCTAACTCTTCAGGAAAGCAATTAGCGATTGGG
+ATAGTATTGCCTACAAAAGACGAGCCGAGGTGGATTCAGGATGAGACTAGATTCCAAGATGCTTTGAAAG
+ATACTCCGTATGCTGCAGAGATACTTTTCAGCCAGGGAGACCCTGCTAAAGAAAAAGCAAATGTAGAGAC
+GCTTTTGAGCAAGGGCATTAAAGTTCTCATTCTGTGCCCACACGATGCTAATGCTGCTGCAGCATCAGCA
+GAAGCAGCTAAAAAGGCTGGAGTAAAAGTGATTTCTTATGACCGCTTGATACTTAATACCGATGCTGTAG
+ACTATTATGTCACTTTTGACAGCGTTCAGGTAGGGCAGCAACAGGGACAGTATCTGGTGGACCATGCGAC
+TGGCAAAGGGAATCCACTTTACCTTTATGCAGGAGCTTTATCTGACAACAACTCCTTCTTGTTCTTCCAG
+GGTGCATGGGAAGTTTTGCAGCCTAAGATTGCCGATGGCACTTTTGTGATTGCAAATTCTGACAAGGCAA
+ATGCTCTCAAAGATAAAAAAGATTTGACTCGTCAGGAAATGGCAGATATAATAGGTCAAATTACAACAAA
+CTGGGATTTCAATACGGCAAAGAACTTGGCTCAAGCTAATTTGGCAAAAGCACCTAAAGATCTCAAAGGA
+AATGTATTCATCCTTGCTCCGAATGACGGAACTGCTAGGTCTATCGCAGATACTTTCGCAGCAGATCCAG
+ATATTAAAAGCTATGTGATTACAGGGCAGGACGCAGAAAAGCCTTCTATCCAGTATATAATCGATGGTAA
+GCAGTCTATGACTGTTTTCAAAGATGTGAGAATACTGGTTAAAGACGCTATAAATGTGGCTCTTACTTAC
+CTCAAAGGCGGCACACCTGAATCTACGAAGACTTACAACAACGGTGTAAAGGATGTTCCATCTAAGCCGT
+CACCTGTCCAAGTGGTGGATAAGAACAATGTAAAGCAGGTTCTCATAGACTCTGGCTACTATAAAGAGAG
+CGACTTTAAATGGTCTAAATAATTGAGGAGGTGTAAAAATGGGTGCCCCGCTTATAGAGCTTGTAAACGT
+CAATAAAAGTTTCTCTGGTGTGCAGGTGTTGTTCAATGTCAATTTTAGGGTATATCCTAAAGAAATTCAC
+TGTTTGGTAGGAGAAAACGGAGCAGGCAAAAGTACCCTGATGAAGATTTTAAGCGGGGTCTACCCTTATG
+GCGAATATGAAGGAGAAATCCTCATAGAGGGTAACCCTGTGAGATTTTTCAGCATAAAAGACAGTGAAAG
+GGCTGGAATTTCTATAATTCATCAGGAGTTGTCTCTTGTTCCAGAGATGACAGTGTATGAAAACGTATTT
+TTGGGAAACGAAATCAGAAAAGGTGCAGTGGTCGATGTAATGGAGGAAATAGTTAGGACAAAGGAATTGC
+TTAAAAAAGTCAAAGGAGAAGAAATCAGCCCAACAGCGAAAGCTAAGGATTTGAGTGTCAGCATGCAGCA
+GCTGGTAGAGATAGCAAAAGCTCTTTCAAAAAATCCAAAAGTCCTCATATTGGATGAACCTACTTCTGCC
+CTTAGTGAAACAGAAAGTGAGAATCTACTCTCTCTCTTGAAAGAACTTAAAGAGCAGGGAGTGACGATAA
+TACTCATAAGTCACAGGTTAAAGGAAGTATTAAAAGTTGCGGATTCTATAACGGTATTAAGAGACGGAAG
+GACTGTAGCTTATTTTGACTGTAAAAAAGAAGAAGTAGACGAGCAAAAGATAATAAAGCACATGGTGGGG
+AGGGAGATAACAAACCTGTACCCTCCTCCCCTCTCTAAGCCTTCTGATGAGGTTGTAATGGAAGTAAAAA
+ACTGGAGTGTTGTCGACCCAAAGACAGGGCGGTATCTTGTGAAGGATGTGAATTTAAAGGTTAGAAAAGG
+AGAAATAGTTGGGCTATTTGGTTTAGTAGGGGCAGGTCGTACAGAACTGGGGCTTAGCCTTTTTGGCAAT
+CCTTACAGGTATTTTGTGCAGGGAGAGATATTTTTAAACGGCCAAAGGGTTCATTTCAGAAAACCAGCAG
+ATGCTATAAGGTATAAATTGCTATACCTCACAGAGGACAGAAAACAAAAAGGGCTGATTCTCATAAACAC
+GGTCAAAGAAAACATTACGCTTTCAAACTTAAAGACTTTGACGAAGCAGATGGTTATAGATGAGCTGGAG
+GAAATAGCTGTTGCACAGAATTTCCAAAAAAAATTGGGAATAAAGGCTAGGCATGTAGAGGTGAAGGTGT
+CTACGCTAAGCGGTGGGAATCAGCAGAAGGTTTTAGTGGCCAAAGGGCTTTTTGTTGAGCCTGAGGTGAT
+AATACTGGATGAACCTACTAGAGGCGTTGATGTTGGTGCAAAGTACGAAATATACACTTTGATAAGGCAA
+CTGGCTATGGAAGGAAAGGCAATCTTACTTATTTCTTCGGAGCTGCCAGAGATATTGGGGTTGAGCGATA
+GGATATACGTCATGAGCAAAGGAAGGATAACAGGAGAGCTCAAAGGAGACGAAGCAAATCAGGAAAAAGT
+AATGGCCTACGCAGTCATCTGAAGGAGGTTAACCGCGATGAGATCTTTTTATGGGCATTTAAAAGAGTTT
+TTAAGGGAAAATGTCAGAGACTATGCAATGTTTATTGCTTTATTGGTTATAATGATAGTTTTTGCAATTC
+TCTCTGGCGGCGATTTTCTCCTGCCCGTTAATATAAGCAACTTGGTGGATCAGACAGGTTATATTGCGGT
+TTTGTCAATTGGGGAGACCTTGATAATAGTCATACGTCATATAGACCTTTCTGTAGGGTTTTTGTCAGGA
+TTTTTAGGGGCAATTGCCGCCATTCTGATGCAGTTTCACCATTTTTCAGCTTTTACTGCTATACTCATAG
+TCCTGATATTGGGTACTTTAGCAGGGCTTTTAAACGGGTCATTGGTAGCTTATCTTAGAATTCCTGCTTT
+TGTGGCAACACTAGCAGGATGGCTTGCTTATAGAGGAGCACTTCTTCTTGCTACAAAAGGGCCTGGTACC
+ATAATAATAACAAATAAGACCTTTAATGCTATAGGAAATGACTTCATACCAGATTTGCCTTTTTTGAAGA
+ATTTCATGCCAGGTTATCACAAACTCACCCTTTTGATAGGCATAATAGGAGTAGTGTTAATTGTATATTT
+TTCGCTTAAGAACAGAAATGAGCAAGCAAGAAGGGGATTTGATGTACTGCCATGGGATATGTTCCTTTTA
+AAAATGGTATTTATAAGTGGGCTGTTGTTGTATTTGACCTTTACTTTGGCTCGCTACAGAGGTATTTCCT
+GGACATTTGTAATAGTTTTGATTGTAACAGCAGTATACAGTTTTATAACAAATAGAACGGTATTAGGAAG
+GCATATATACGCTGTAGGGGGAAACCCTGAAGCAGCTGCGTTAAGTGGTATAGACGTTAATAAGATAACT
+CTCATTGTATTTGCCTCCATGGGATTTCTCTCAGGGCTTTCTGGAGTACTTTTTGCATCCAGACTTCAAT
+CTGCTACGACTACTGCCGGTACCTTGTTTGAGCTTTACGCTATTGCTGGTGCCTTCATAGGAGGAGTGTC
+AGCAAGCGGCGGTGTGGGTAAAGTTGTAAATTCTCTCATTGGAGCTTTTGTGATGAGTACCTTGACAAAC
+GGCATGAACTTGCTGGGAGTCGATATTTCACTTCAGTATATAATTTTAGGGCTGGTTTTAGCTACAGCTG
+TGATATTCGATGTGGCAACTAGAAGCAGAGGAAGATAAAAAGCGGGGGCAAAAACCCCGCTTTTTTATAT
+CCCCCAGCTTCTCTCGATGGTCCTCCTTTATTTTGTCCACCTGATGACAGGATTTCTAGCAGCCAGCACT
+TCATCAAGCCTTCTTACAGGAGTGTTGTGAGGAGCCTCTTTCAAAAGCTCTGGATTTTCTTTTGCCTCTT
+TAGCTATTTTTATAAGCGTTTCTGCGAAAGCGTCCAGCGTTTCTTTAGTTTCTGTCTCTGTAGGCTCTAT
+CATGAGAGCTTCTTCCACGATCAGAGGGAAGTATATGGTTGGCGGATGGAAGCCGTAGTCTATGAGCCTT
+TTTGCCACATCGAGTGTCCTCACATCACCTGATTTTTCGGCGAGTCCTGCCAGTACAAATTCGTGCATGC
+AAGTCTTATCTACTGCCACTTTGTAATACCCTTTTAGTTTTTCTTTTAAGTAATTGGCATTTAATACTGC
+CAGTTCACTTGCCCTCTTTAATCCCTCAGCTCCCATTGTGAGGATGTAAGAGTATGCCTTTATCATCACA
+TTGAAGTTGCCGTAGAAGCTTCTCACTTTTCCTATTGAAAGTGGTCTATCGTAGTCGAGGAAGTATCTGC
+CATCTTTTTCTTCTACAGTTGGGACAGGTAAGAAATCTGCCAATTCTTTTTTGACTCCTACAGGGCCGGA
+ACCAGGACCGCCACCTCCATGAGGAGTTGAGAAAGTTTTATGGAGGTTTAGATGCACTACGTCAAATCCC
+ATATCTCCAGGACGGCTTATTCCCATTATTGCATTTAGGTTAGCACCATCGTAATAAAGGAGTCCGCCTG
+CTTCATGCACGAGTCTTGCTATTTCCACAATGTTTTCCTCAAAGAGGCCTAGCGTGCTTGGGTTTGTGAG
+CATGAGGCCAGCTACTTCATCATTTAAAACCGCTTTTAATGCTTCTAGGTCTATGGCCCCTTCTTTATTT
+GACTTTATTTCAATCACATCAAAGCCAGCAACTGCTGCACTGGCTGGATTTGTACCGTGAGCAGAATCTG
+GTACTATTATTTTTTTGCGCTTTTTATCATTCCTGTGCTCGTGATATGCTTTTATTATCATCAAACCTGT
+GAGTTCGCCGTGGGCTCCTGCTGCAGGATGCAGTGAAAATCTATCCATACCTGTGATTTCGCAAAGAGCC
+TTTTCTAGCTCGTACATGAGCTTTAATGCGCCTTGCACGGTTTCTTCCGGCTGATACGGGTGAAGTTCTG
+TAAAGCCGGGAAGAGAAGCCATGTCTTCATTAATCTTGGGATTGTATTTCATAGTACAGGAGCCTAATGG
+GTAAAATCCGATATCTACACCATAGTTTTTCTGGGATAGAAGAGTGTAATGCCTTATTACGTCAACTTCG
+CTCACTTCGGGTAAATCCACTTCTTTTTCTCTGAGCATTTCCTTAGGGAGCATATCTTCTAAAGGCTTTT
+CTTCCACATCAAGGGGTGGAAGAGTATAAGCCTTTTTTCCCTCTTTTGAAAGTTCAAATATGAGGCTGTT
+GTACTCTTTTAACATCCTACATCACCTCCAGGAGAGATTTTAACCTATCAATTTCTTCTTTTGTCCTCTT
+TTCAGTAAATGCAAGCAACATGACATTTTTGTACTTTTCGTAATCTCTCTGGAGGTCGTAACCGCCCAGT
+ATCCCTTCTTCTAAAAGCTTTTTGTTTATTTCGGCTACATCTTTGTCTGTTTTAAGAGCAAATTCCATGA
+AGAAAGGTTTGTTAAAAGCTGGTTTATACTTGCCTGACTCAGTGAGCACTGTATAAGCATAATGAGCTTT
+TTGCAAGCACTGGTAAGCTACTTCCTTAATCCCTTTTTTGCCTATTGTAGCGAGATATACTGCAGCAGTT
+AAAGCATTTAGAGAATGGTTAGAGCATATGTTAGAAGTTGCCTTCTCCCTTCTTATATGCTGTTCTCTTG
+CTTGTAGGGTGAGGACAAATCCTCTTTTCCCGTCTACATCTTTTGTCTGACCTACTATTCTTCCAGGCAT
+TCTGCGAAGAAGCTTCTGAGTAGTTGCCAGAAATCCCAAGTACGGTCCTCCGTAATGGAGTCCATTTCCA
+AGGGATTGACCGTCTCCTACTGCTATGTCTGCACCGATTTCTCCAGGTGATTTTAAAATTCCCAGAGGTA
+TTGGATGTACATAGGTGATGAGCATGGCCTTTTGTTCGTGGGTTATTTTTTCAATCTCCTGCAAGTTTTC
+AATTATCCCAAAGAAGTTGGGGTACTGTACTATGACTGCTGCGGTGTTTGGGCCAATCACTTCTTTTAAT
+TTTTCAATGTCAGTTACTCCATCCGCATCTTCTATTTCTACTACTTCCACTTCTTTAAAATGCATATAGG
+TTTTTAAAACCTTTCTTGTCTCTGGATTTACAGTCTTTGACACTATTATAGATTTCCTTTTTGTAGCGTC
+ACAGGCCATCATTGCAGCCTCTGCACAGGCGCTTGCTCCATCGTACATGGAAGCGTTGGTGACTTCCATT
+CCCGTGAGGTTTGTTATCATCGTCTGGTATTCAAAAATGGCTTGAAGTGTTCCCTGGCTTATTTCTGGCT
+GGTATGGGGTGTAAGCCGTGTAGAATTCTGACCTTGAGATTATGTGTTTTACAACAGAAGGGATGTAGTG
+GTCATACACTCCTGCGCCTAAAAAGCTCACAAGCTGGCTTAAATTTTTATTCTCATCTGCATAACTTCCT
+AAGCGCTTTCTAACCTCCAGCTCTGACATGGGTTTTCCCAAATTTAAGGGGCGATTTAGCCTAACCTCTT
+TTGGGATGACTTCAAATAATTCTTCAATAGAGTTTTTTCCTATGGTTTTTAGCATTTCCTTTTCATCTTC
+GGAGGAGATGGGGAGATACGGAAACATAACTATCACTCCTCCTCTAAGAATTTTCTGTACTCATCGGCCT
+TCATTAGTTTATCTAACTGAGATTTGTCTTTAAGCTCTGCTATCACCATCCAGCTTCCATATGGGTCATT
+GTTTATAAGGGATGGGTCTTCCACCAGAGAATTGTTTACTTCCAACACTTTTATGTCTACTGGAGTGTAC
+ACGTCTGAAGCAGCTTTTACAGATTCTACTACTCCAAGTACATCTCCAGCAGAAAGTTCAGATCCTACCT
+CCGGAAGTTCAACGTAAACGATGTTTCCCAGTGAATGCTGAGCATAGTCTGTGATTCCTATGTATACCTT
+GTCTCCCTCTACTTTTACCCACTCATGGTCTTTTGAATAATAAAGGCCTTCTAAAACTTCCATGTTCAAA
+CCCTCCTATTTTTTGTAATTTTTCTTGTAGAAATTCTTATCTACTATCACCGCTTTAAGCGGCTTATTTC
+TTATTATTACCTCAATTTGATTTCCTATTTGGGCGTATTTTGAGTCAATCAAAGCGAGTCCTATGTTCTT
+TTTAAGAGTTGGAGAGAAATAACCCGTAGTCACATAGCCAATTTTTTGATTATCAGCCTGTACTTCATAC
+CCGTGTCTTGGAATTCCATTGCCTATCATTTCAAATCCTACCAGTTTTCTCTTTAATCCTTGTTCCTTCT
+GTTTTAAAAGAGCGTCTTTTCCAATAAAATTTCCTTTGTCAAACTTCACAAAAAATCCTAAACCTGCTTC
+TAAAGGAGTTATGTCCTCTCCTAATTCATTTCCATAAAGAGGCAAACCTGCTTCAAAGCGAAGTGTATCT
+CTTGCGCCAAGACCTGCCGGCTTGAGGCCGTAATCTTTGCCCGCCTCTAAAATTTTCTCCCAAAGGGTGA
+CAGCATGTTCATTTGGCATATAAATTTCAAATCCGTCTTCACCAGTGTAACCTGTGCGGGAAACTAAGCA
+TTCTACACCAGCAATTTTTACTTTATCTTTGAAGTAGAAGAACTTGATCTGTGATAGGTCCTCATCAGTC
+AATTTTTGAAGGATTTCTTCTGCTTTTGGACCCTGAATTGCTAGTTCTGCTATCTTATCTGACACATTTT
+CAATTTCCACTTTGTATATTCCTGCATTGTTCAGCATCCATTTGTAATCCTTTTCTATGTTTGCTGCATT
+AACTACTAAAAGATAGTAGTTGTTGGAATACTTGTAGACTAGAAGGTCGTCAATTACTCCTCCGTTGTGA
+TTGCACATGAAAGTGTAAAGCACCTGATTGTCATTTAACTTGGAAAGGTCATTTGTGAGGAGGTTCTGGA
+GGAAAGGAAACGCATCTTTTCCTTTTACAATTATTTCTCCCATATGGGATACATCGAAAAGGCCTGCTGC
+ATTTCTGACAGCTTCGTGTTCTGATATTATGCTTTCGAATTGAACTGGCATTGCCCAGCCGGCAAAGTCT
+ATTATTTTTGCATTGTACTTAGGATAAATTTCATACAATGGGGTTTTTTTGAGATTATCCAAACTATCAC
+ACCCTTTCATAAAATTTAAACAGAGGAGCTGTGAGTGAGCACGAAAAGATTAAGTGCCATCACAACTCCT
+CTGTTTTTCTACCTGAGAGCTTCTACATATGGCCTTCCATATGTATTGCTCCTTCGGTGCTCTTTACGAG
+ACTTTCCAGAGGCCTATCCGATAGCGATCCTGCCGCCTGAGAGCTTCTACAAAGGCTTGGCGGGCCTTTG
+TATTTCCCCTTCGGCTATCTTCCATTTATGGAAGATAATCTCTCGCTATCTTCATCTAGACAGTATTCAA
+TTTTTTTTAAAATTATGCTATACTTTTACCATCATTATATATTATCCATAGACTTTAAGTCAACAATCGT
+TAAAATTGAGACGAGGGGTGGAGTGTATGCTGTATATTTATAACAAAAACACAAATCCCTATTTCAACTT
+GGCAGCTGAAGAATACGTTTTAAAGGAATTCAAAGACGAATGCTTTATGCTCTGGCGCAATGAACCCAGC
+ATAATAGTTGGCAAAAATCAAAATACTCTGGCAGAGATAAATTTGGACTATGTAAGAGAACACAAAATTC
+CCGTTGTCAGAAGGCTATCAGGGGGAGGGGCGGTTTTTCACGACTTAGGCAACTTAAACTTTACGTTTAT
+TGTAAATGCAGATGAGGGTGGATTTACAGATTTTAAAAGGTTTGCACAGCCTATTATAGACGTTCTTAGA
+AAATTAGGAGTGGAAGCAGAGTTTTCCGGCAGAAATGATATAACCATTGATGGGAAAAAGATATCTGGAA
+ATGCCCAGTATTATTACAAGAATAGGATTCTGCACCACGGAACTTTGCTCTTTTCATCAAATATTACAGA
+CCTGTCAGCTGCTTTAAAGGTGAGGCCTGTTAAGTTTGAAGATAAGGGAGTTAAGTCTGTATCCAAAAGA
+GTGGCGAATATAAGCGAATATTTAAAAGAGCCTATCACTATAGAGGAATTTATAAATTTAATAATGGAAC
+ACATAAAGGAGCAAACTGGCGGAGGAGAGATGTACGAATTTACAGAAGAGGATTTAAAAAAGATAAACAA
+ATTAGTAGAAGAGAAATACGGCACTTGGGAGTGGAATTTCGGGTCTTCTCCCGACTATAAAATGAAGCAT
+GAGAAAAAATTCCCCGGCGGTACTGTAGAAGTCAATCTAAATGTAGAAAAGGGTATAATAAAAGATGTAA
+AAATATACGGAGATTTCTTTGGGAAGTACGACATTTCTGAAGTGGAGGATTTATTAAAAGGGGTAAAGCA
+CTCTGAGGAAGAGGTGAGGAAGGCTCTTTCAAAGATAAATCTTCAAGATTATATGGCAAATATAACTATT
+GATAATTTGATTGAGGTGATGTTTTAAAAATTTTTTCTTTTTTTACCTCATAGTGTAAAATTATCGTAGG
+ATTTTTTGAGTGAAAAAAACAAGAGACAACCCCTGTGATAAAATAGATTGTGGAAAACCAAAAAACACGA
+AAGGGGTGTCTCTTGTGAAAAAACATATCTTTGAGGATATTATACTACAAAATGCTCTAAATTTCACTGA
+GGAAGTAGTAGAAATTTTTGGTGATTTGTTAAACAAAGGAATGAATATTACAGAGCTTGTAGCAAGGATA
+AAGGAACTCACGGACAAACTAGGTAGAGGGGCAATAGAAGCAATTATTGAAGAGTTAGATAGGATAATAA
+AAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCT
+TGGGGATATTGAATATGAGAGGACATATTACAAATCTAAAGAGGATGGGAGATATACATATTTGGTGGAT
+GATGCATTAGAGATAGGACGGCACGATAGGATAGAAAAGGGAGTAAAGATAAAGTTAGTAGAAAACGCAA
+TAGAAGAATCATATGAGAGAAGTAGTAAAAAAGCATGTCCAGAGGAGTTAAGTAAACAGACGGTATTAAA
+TGCAATAAGGGAAATAGGGGAAGTAGAAGTAAAGAGAGAAATAAAAGAAAAGAAAGAAGTAAGGGGTTTA
+TACATAGAGGCAGACGAGGACCATGTACCTTTACAGGACGGGAGAGATGAAACTCCACGATTAGTATACA
+TACATGAAGGTAGAGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTCTATTACAAAGCATATGTAGG
+AGAGAAACCTGAAGACATATGGATAGATGTAGCAAATTACATAGAAGACAATTACAAAGAAGAGAAGATA
+GAGAAGATATACATAGCAGGAGATGGGGCACCGTGGATAAAAGAGGGATTAAAATGGATATTAAAATCAA
+GGTTTGTACTAGACAGATATCATTTAAACAAATACGTATTAAAAGCTACATCAAAAGAGCCAAAGTATAG
+GGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAGGAGTAAAGAAGGTATTTGATGAGTTAATA
+AAGGCAGCAGAGGAAGAGAGAGAGAAAGAGAAGATAAAAGAAGCAAAGAAATACATACTAAACAATTGGG
+AAGGGATAAAGATATACAGTGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGACATATAAGCCATGT
+ATTTTCAGCAAGACTAAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAACTAATGGCGAAATTA
+AGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAATGGGGCAAGAAAAAGAATATAAATGCAG
+GAAGTTACAAATTAACGAAGAAGCAAATAAAAGAAGCGGTAAGGAGAGTTAAAACGTCTACAAATGAAAA
+GATAAACAATATTACAGTTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAA
+TATGCACAAGTTATATAAAAAAGCATGATAAGTTGAAGGCTGAAATTAACTAAGTTTCAGGGGTTGTCTT
+AAAAAAATCCTACAGTATCTTGACACTATCTTTTTACCTGAGCTTGTTGAATTTTTAACGTAAGAGTGAT
+AAAATATAATCAAAAGAAAATTGTCAAACAATTATCGTTTTTATTTTATCAAAATTTTACCCCCTCCCGT
+AAGGGAAGGGAAGGGAAGGAAAAACTGTATGATGTTTGTTTAGATGAGAAAAACTAAAAATGGAGGTGAT
+TTTATGGCAAACCTTGACATGAAGGATTTAGAGAGAATAATGGGGGAGATGGGAAAAGAAATTCCTGAAG
+TCATGAGAGCTTTTAATCAACTACACCATGCCGCTACAAAAAATGGAGCGTTGTCTGCCAAAGAAAAGGA
+ACTTATTGCGCTTGGAATTGCTGTTGCAATTAGGTGCTCTTACTGCATACTTGCTCATGTGAATTCTGCA
+CTTCAGGCAGGAGCTACAAAAGAAGAAATAATGGAGACACTGGGAGTAGCTGTACTTATGAGTGGAGGAC
+CTGGTGTGGCATATGCGACTGAGGCTATAAAGGTTTTAGAACAGGCTGTAAAGTAAAATCCATTAAAAAG
+CCGTCTAAAATGATAAAAATGCGATAAATGTAAAAAGGAGGAGTCTTAAATGGCAATTGAAACATTTAAA
+GCAGTTTCACGAAAGTTGCCAGAAGGTTTAGCGGTTGAAAGTGAGGTAAGAGGTTTCAAAATAGTGCTAG
+ATGAGCCAAAAGAATTAGGCGGTACAAATAAAGGGATGAATCCTGTGGAAGCATTGCTCTGCGCTTTGGG
+TTCTTGTCAAACAATTGTTGCTTCAGCTTTTGCAAAAGCAAAAGGAATAGACCTGCAAGATTTCTGGGTG
+GAATTAGAAGGTGACCTTGACACAGATGGATTTATGGGGAAACCTGGTGTAAGACCTGGTTTTCAAGAGA
+TAAGGTTTAAGATGCACATAAAATCTAACTCGCCAAAAGAGAAAATAGAAGAGTTTGTTAAATTTATTGA
+AAACACCTGCCCAGTAGGTGATTCTCTCGCAAATCCCGTGAGGCTTGTATTATCTGATGTAGTAATTGAG
+TAAAAAACCTGCCTTCTTGGCGGGTAATTTTTTTATTTTTAAAGGATTTTTAGTATTTTTGTAGAAGTAT
+AATAGTAGAAATTTTTATAAGACAGGGGGATTAGAAATGAACTTTGAAGACAGGATTGCCAAAAGAGCAA
+AGGCCATAGAAATATCCACAATTAGGTATTTTTTTAACATGGCTAGAGAAGTTGAAGGGGCGATTTCTCT
+TGCCATTGGAGAGCCAGATTTTATAACACCAGAGCACATAAGAAATGCGGCAAAAAAGGCTTTAGATGAG
+GGCATGACAGGGTACACTGTGAACGCAGGACTCATTGAGCTTAGAAGAGAAATTGCAGATTATCTAAAAA
+GAAGGTATAGCCTATATTATGACCCTGAAAAAGAAATTTTAGTTACAATAGGGGCTACAGAAGCAATATA
+TGTAACTTTAAGCACCTTGGCAGAAGAAGGGGACGAAGTGCTAATACCAGAACCCTCTTTTGTAGCTTAT
+CATCCCTGCACTGTTATAGCTGGAGCAAAATCAGTTTTTGTTCCTACTTATGAAGAAGACGACTTTATAT
+TAAGAGCAGATGTGCTGGAAAAATATATAACCGAAAGGTCAAAAGTCTTGATATTACCCTATCCAAACAA
+TCCTACAGGAGCAGTAATGCCAAAAGAGGCTTTAGAGGAGATAGCCAAAGTAGTAGAAAAACATGACCTT
+ATTGTAGTAACAGATGAGATTTACTCCGAATTGGTATACGGTGGATTTAAGCATACAAGTTTTGCCTCCC
+TGCCTGGCATGTGGGAAAGAACTATTACCATTAACGGATTTTCAAAATCCTACGCTATGACGGGATGGCG
+TCTCGGGTATATAGCTGCTCCTGAGCATTTTACCAAACATATAGCTAAACTTCATCAATACGCTGTTACA
+GCTGCGGCTACAATGTGTCAGTATGCGGGAATTGAGGCTATGAGAAATGGGGATGAGGATATAATAAAAA
+TGAGAGAAGAATATGACAAGAGGAGAAAGTTCTTACTTGAAAGCGTAAGGGAGATGGGGCTTTCCTGTTT
+TGAGCCTAAAGGGGCATTTTATATATTCCCATCGATAAAAACTACAGGGCTTACATCAATGGAATTTGCA
+AAAAGGCTTCTTTATGAGGCGAAAGTTGCAGTTGTGCCGGGCAATGCCTTTGGGGAACATGGAGAAGGGT
+ATGTGCGGCTGGCCTATGCCACATCAATGGAAAACTTAGAAGAAGCGGTAAAGAGGATGAAAGAATTTAT
+GGCAAAACTTTAAAAGGGGGTGACTCCTTTATTTTTTTGGCAAAATAATAGTTTACTTTTGCCACAATTC
+TATTGAAAAATGTTAAGCTTTTCATTATCATAGAAGTATAATATAATTTACTTAAAAAGAGGTGATAATT
+ATCACTCTCAATGACAGAAGTAAACAAATTTTGATGAAACTTATCAATTCAAACGAGCCAATAAAAATTT
+CTGAGCTTGCAAAATTATTCAATGTAAGCTCTAGAACTATAAGGTATGACCTCGATGCTATTGATGAGTT
+TTTAAAGTATAATAATTTGCCACAATTAATTAGAAAACCGAATGTAGGCGTGAAATTTTCTGAACTATTA
+GAACATAGAAACAAAGCCTTATCCTTCTTAGACACTCTTTCTCCTTATTATTACAACTTATCCCAAAAAG
+AAAGAGTAAATGTAATACTAAGCGAGCTTATCCAACAGAGAGACTACATCACAATAAACACTTTAGCTGA
+AAAGCTTATGGTTTCAAGAAGCACAGTCATAAGCGATTTAAAAAAAGTAAAAGAATGGTTAGAGGAAAGA
+GGGCTTTACCTTAAAGCTTTACCCAAATACGGTGTAAAAGTCGTTGGAGATGAAAAGCAGTTAAGAAGAG
+CTGCTATTGAACTTCTTACAGAAGCAATAGATATTGACAAAGCATTGGATATTGTAAAGGCACCTTTCTA
+TGGGCGAAGTTTGGGCGGCAGTGGTCAGATTGCAAAGCTTTTTGAGGATATAGACATACCGTATATAGAG
+CAATGTGTGCAGATAGCAGAAAGAGAGCTGGAGACAATTTTTTCCGATGCGGCTTTTTCTGGACTTGTGA
+TTCACATAGCGATTGCAATAAAGAGAATTCAACTGGGCAAGGATATAGTAATGCCAAAAGAGGAATTAAA
+AGCTTTAGAAATGACTAAGGAATTCGCTGTTGCATCAAATATAGCTAAGATGTTAGAAGACCGCTTTAAT
+GTATCAATACCTGTAGATGAAATTGGATACATCACTATCCATTTATTAGGAAGCAATGTAGCTAAGCCTA
+AAACTTACCTCAATGAAAACTGGATTGAATATCAGCTTCTTACAGAAAAAATCATACGAAATGTTAGTGA
+AAGGATAAAAGAAAACCTTTTAGAAGATCAGCAACTTTTTGAAGGTTTACTAGATCATTTGAGACCCACG
+ATATACCGCTTGAAGCACGATTTAAAATTAAAAAATCCCATTCTAGATGAAATTAAAACTAATTACAGAG
+AACTTTTTGAAATAGTTAGGGAGAGCTTAAAGCCTATTGAAGAGTACACAGGCAGGAACTTGAATGAAGA
+AGAAATAGGTTATTTTGTCATACATTTTGGTGCAGCAATAGAAAGAAAAAAGACCGCTATTTCTATTAAG
+CCCAATGTATTAGTTGTATGTAGCACAGGAATAGGGACAGCAAAACTCCTTTCTTCCAGATTGCAATCTG
+TTTTTGATGTACACATAATTGACACTATCGCTTTTCACCAGATTAAAGAGGTTTTAAAGGATAAAAAAAT
+AGACTTGATAGTGTCTACTATTCCGCTCAAATGTGATGAAGTAAAAGTAGTCGAGGTCAATCCTCTTCTC
+ACGGATAGGGATATAGAAAAATTAAGTAAATTCCTCGCTAAGCCTTTAGAAAGGCGCTTGGATGTGGTAG
+ACGAGCTTATGGAAATCATAAATAGGCATTGCGTAATAAAAGATCGCGAAAAATTGCTAGAAGATTTACT
+AATTTTTTTCAACATAGCATCATATGAAAATAGGAGAGGAGTTGTTCATCCAGTGTTGAAGGACCTTTTG
+ACAAAAGATACCATAAAGCTAAATGTTGAGGCAAAAGATTGGGAAGAAGCTGTAAGGATAGGAGGTGAGT
+TGTTAGTCAAAAATGGTTTTGCTGAGCCTCAATACGTTGAGGCAATGATAAACACTGTAAAAGAAATGGG
+ACCTTACATTGTAATTGCACCAGGTATAGCAATGCCCCATGCAAGACCTGAGGCAGGAGCAAGAAAAATA
+GGTATGAGTTTAATCACACTAAAAAATCCTGTTAACTTTGGGAACAAAGAAAATGATCCAGTAAAAATTG
+TAGTTTCTCTCTGTGCAATTGATCATTCTTCACACCTTAAAGCATTATCTGAATTAGTGGAGCTTTTGGG
+AGATGAGGAATTTGTAGAAGCAGTATTAAATGCAAATGATGTAGATAGAGTATTGAAATTATTAGGTAAA
+GAAAAAGTATAAATCCATGTAGGAGGGTGGAATAATGTGGTTAATTGATTTTCTGGTAAAAAACATTTTT
+AATCAAGTAGCCGTTCTAATAGGACTAGTTACACTTATAGGATTGGTATTGCAAAAGAAATCTTTTGAAG
+ATACCATTTCTGGAACTATAAAATCGATGGTTGGTATATTGATTATGCTGGCAGGAGTAGATGTTTTTAT
+AGGAGGACTTGTCTCCTTTCAGACAATAGTATCTTCTGCCTTTCACATCTCTCCTCCGACAGCTCAAAAC
+ACCTTGCAAAATTTCACGAACAACTTTGGAAGTGTAGCAGTTTCTATTATGGCATTAGGATTTTTAATTC
+ATCTTCTCATTGTAAGGATTTTTAATACAGGATTTGTGTATCTTACAGGACATTTAATGTGGTGGATTTC
+TCTTGTTATCAGTGCAAGCTTATTAGAAGTTTTCCCTCGTATTAATCAGGGAGTTTTGATATTAGTGGGC
+TCAATTTTGATTGCTCTTTATTGGACGTTCCAGCCTATGTATGTTCATAAGTATATGAAAAAAGTGACTA
+ATAGTGATGAAATAGGTTATGGACATACTTCTTCTATTGCAGCATATTTAGCAGGTCGTTTTGGACACTT
+GCTAGGAAAACCGGAAGAGAGTACTGAAAAAATGAAAGTGCCTAAGAAGATAGAATTTATGAAAGATATT
+ACTGTAGGTACAGCCTTCATAATTACCATAATAATGCTTATTGCTAGCTTTTTTGCCGAAAGAGAAGTTG
+TAGTAAAGCAAGCAGGAGATCTAAACTTTGTTATGTGGTCGATAATTCAAGGATTTAAATTTGCAGCAGG
+AATAACAATTCTATTATACGGTGTTAGGCTTTTCCTTGCAGAAATTATACCAGCTTTTAGAGGAATTTCT
+CAAAAACTCATTCCTGGAGCGAGACCAGCATTGGATGTTCCTGTGGTATTTCCATATGCGCCTACAGCTG
+TTCTTATAGGGTTTATTAGTTCTACTTTAGTATTCTTAATTTTCATGGTAATATTTGGATTAACAGGATT
+TGCTACTATAGTACCATCAATGATAATGCTTTTCTTCCCTGCAGCTGGTGCCGCAGTATTTGGGAATGCA
+GTAGGAGGTTGGAAAGGTGCAGTCCTAGGTGGAGCGATAAATGGACTATTCCTGGCATTTGGGCAAGCAC
+TTACATGGCCTATGCTTGGCAATACAGCTCCAGAACTTGCCGTGTTAGCGGATCCAGATTGGTATGTAAT
+TATTTGGTTAATTATAGGAGTAGGAAAATTGATTAAATTAGTAATAGGGTAGTAATTTAAGTATTGGGAG
+GTTCTGTTAATGTCAGAAAAAATAAAAATTGTAACAGCTTGCGGAGTAGGAATGGGAAGTAGTTTAATTT
+TAAAGATGATGATAGAAGATATTCTAAAAGAACTGGGTATATCTGCCATAGTTGAACATTCGGATATAGG
+AAGTGTAAAAGCCACAGGAGCGGATATTTTGGTTGTTCAGACGTTTCATAAAGAAAAAGTAGAGGGAGAT
+GCTAAAGTGGTAGTGGCCATAGATGATTTTTTTAACAAAGAAAAATTGAAAGAAAAAATTGTGAATGCCT
+TAGATGAACTAAGAAAATTTGGCAACAAAGGGGAGGTTTAAAGGTTGTTGGATTTGTATATTGAAGAAAT
+TTATAAAAGGATTGAAAAAATAAAAAGCACCCAGTTGGAAAAAATTAAACAAGCTGCACATTTAATAACA
+GAATCACTTATAAGTGAAGACAGTGTTTTTCATGTATTTGGCTGCGGCCATTCTCACATGGCCGCAGAAG
+AACTTTTTTACAGGGCTGGAGGACTTGCATGTGTAAATGCTATCTTACCTTCGGAGTTAATGCTTCATGA
+AGGAGCCCTAAAAAGCTCTTATTATGAGAGAAATGAAGAGATTATAAAGTTAATTTTTGACAGATATGAA
+TTGAGAAAGGGAGAATGTATTATTATTGTGTCTCATTCAGGTAGAAATGGAGCACCTGTGGAAGCTGCTA
+TTGATGCTAAGCGAAGAGGACTACATGTTGTTGCCCTGACTTCTACAGAATATAAGCAGAAGACTTTCTC
+AAGACATTCGTCAGGCAAATTTCTTGAAGATGTAGCTGATATCGTAATTGACAATTGCGGTCCTTATGGG
+GATGCAGTATTGACAGTTGAAAAAGAAGATATAAAAATTTCTTTCTCACCTCTTTCTACGGTATTAAATA
+CCGTTATATTAAATATGCTCGAGGCTGAAATAATTACCAATATGTTGGAGAAAAATATGTCTCCGCCTGT
+TTTTTTAAGTGGCAATATCGAAGGAGCAGAAGAGCACAATCTTAAGTTGATTGAGAAGTATAAAAAAAGA
+CTAAGGCATTTGTAAACATTTGTAAAGGAAGGTTTTTACTAAAATATACTTGAAGTAAAGAGAAAAAAAC
+TTCTGAGAGCCAAAAGGCTCTCTTTTTTGATATAGTTATGCTTAAAAGATTTATTTCTTAAACTAGACTT
+TTAGAGTGAGTTTAAGTTATAATTGAAAATGTATAGATTGTATGGATTTTATGAAAATAATTTGAGGGGG
+TTAGGAGTATGGAAGCGAGAAATGTCGTATATGTGGATGAGTTTACCGATGGCATTCTTGATCCTGAAAA
+AGAAATGATAAAAGCAGTAAAGGATGGAGGATACATTATAGCTAATACTGCGCCGGGGTGTTGGGGGCCA
+ATGCTTACTCCTAAGCTAAAAGGAGGGCATGAAGTTACTAGGCCGGTTTTTGTTGAAAATGCAGAAGTTG
+GTGATGCAGTAGCAATATATATTGAAGATATTCAGGTAACATCAATTGCTACAGCTTCAGGTAAAGAAAA
+GGTAATAGAAGGAAGATATATAAGCGATCCTTTTGTAGCTGCTAAATGTCCTAACTGTGGCACAGTATAT
+CCAGAAACTGTTATAGAAGGTGTGGGGCCAGATTCTATACGCTGTGCTAATTGTGGAGCAGATGTAGTTC
+CATTTAAATTTGAACATGGTTATACTATGGTCTTAGATAAAGAAGAAAATATTGGAGTAACTGTAGGCAA
+AGAGGCTGCAGAAAAAATAGCAGCAAATGGAAGAGAATATATGAGGATACCTCATAATTCTGCTCAAAAT
+CCTGCAGTTACTTTGGCACCTCATGACCTGGTAGGAGTAATCTCACGAATGAGGCCTTTTTTAGGACAGT
+TAGGGACATTGCCTTCTATAAAAATGCCGGACTCTCATAACGCAGGAGATTTTGGCACATTTTTGATAGG
+CGCTGAACATGAATATGCTATTACTAAAGAAGAATTAGAAAGACATAGAACGGATGGACATATGGATATA
+AATAGAGTTAGAAAAGGAGCAGTAGTTATTGCCCCTGTTAAAGTAAAAGGTGCTGGAGTGTATATGGGTG
+ATATGCACGCGATGCAGGGGGATGGAGAGATAGCAGGCCATACTACTGATGTTGCTGGGATAGTTACACT
+TAGAGTGAAAGTATTAAAAGGTTTGAAAATAGAGGGGCCAATATTGTTACCTAATTTTGAAGATTTGCCA
+TATTTAGCTCGTCCTTTTACAGAAGAAGAGCTTGAAAAAGCTAAGAAATTAGCAAACCAGTGGGGAGCCG
+ATTCGTTAGAGAAATCATATCCGCTTTCTTTCATAGGTACTGGAGCAAATTTGAATGAAGCTGTAAACAA
+TGGTTTAGAAAGAGCTGCAAAATTTTTAGAATTGCCTTTACCAGAAGTTTTGAACAGAGCTACCATAACA
+GGCTCAATTGAAATAGGGCGATTGCCAGGGGTAGTTACAGTTACATTTTTGGTTCCAGTAGAAATTTTAG
+AAAAGAAGGGTATATTGGATATAGTAAAAAAGCATTATACAAAAGCAGAAAATTGATTTTTTTAATTCCT
+TGCCCCTATAGATTTTGGGGCATTTTTGTTTTATTTTTTATTCATGGTATAATTTTTTTAGAGAGTTTCT
+GAATTTTTTAAAGTAAAAAAGACAAACGGTAAAATGTCAAGGGGGTAATTAAAAAATTTTTGAGGCATTT
+AAAGGGCAAAAAGACAAAAAAATACCCTTCTTCCAACATGCCAATAAATGGAATTGGAAGTTCCAAAATA
+GAGTTCGTTATTAATTTTTAACAAAAGAGTATTTAAATACTAACAGCACCTCTTTCTTGATATATTTGAC
+CTTTGCTGAGCATTGCAAAGATCAGAGGGATTAATCTTCTAGCAGTTAAGACGAGGGCACGTTTATGTTG
+GTGTTTAGGTACCTCGCGATACTTCTTGTTGTAGTACTCTTTAAACCTCACTGTGTGCACCCTAACACAG
+TTAGCGGCTTCAACAAGATAGTATCGCAGGTACTGATCACCGCACTTAACCAAAGAAGTATCCTGGGCAT
+TGAAATTACCAGACTGGTATTTATTCCAGATGAGGCCGGCATACTTGGCAAGAGCAGCTTCATTATTAAA
+CCTTTTGATATCTCCAATTTCGGCGATGATACCAGCAGCAAGGACGTCCCCAATGCCGGGGATAGTAGTT
+AGAGTTTGATTAAAAGCTTTAAGCTGTCTTTAAACTTGCCGTCAAGCTTTTTAAGTTGGGATTCAAGGAA
+GCGAATATTTTCAAGTGTCATAGAAAGAGCTAAGTCGTTTGCTTCAGCAAGATCAGGGTGAAGCCTGTAA
+GCTCTGTTAGCAGCAGCTTTTAAAGTTTTGGCGATTTGAGTAGGGTCTGAGAGTCTGTTATTGCCGTTTT
+TCACAATAAAGTCGATAAGGTTATCAAGAGGCATGGAAGCAATATCATCAGGAGTAAAATTTTCAATGAT
+AGCTAAGGAAGCTTTACCAAATATGTTGCTAAAAGGGCACTCTGAAGGATAGGTTGAGAACTTGAAGGAA
+ATAAGGTTTAGGGCGCGATTTTTTTCGCGGACCAGACTGCGGACAATATGATAACACATGCGAGTGAGTC
+TTTGCAATGCAGCGTATCTTAAATCTGGCAGCGGAGTTGGTTTGACTTGACCAAATCTAACACATTCAGC
+GATAACAGTTGCGTCAACAGAATCTGTTTTAGGGAGATGGATATAAGCACCCTTGAAAGATTTAATGATA
+GAAGGATTGATGACGTAGAATAGAGGATTAAAGGGAGCAAGTTCAGGAGAAGAAGCCAGGAAAGTATGCA
+AATGCCAGGCATAGTGTGAAGTAGCTTCCATGCCAAATTTAATGGATGAAATATTGAACTGTTGAGCAAG
+AGAGATAGTGAAATCTATAAGCTGCTGAGCGCCATCTAAATCATTGGGGAAGAATAAAGCTTTTTTAACT
+AAGCGGTTACCGGCCTCATCAATAAAGGAAGCAGCATTTAATTCGCTAGAGATATCAATGCCCACAATAA
+GTGTAGAGCTCATGGATAAATTCACGCTCCTTTTTGCAAAAAGTTTTTTGAAGGTCCTTTGTCTCTGAGA
+GTTATTTGTAATACACCCTCGCCGTGATTAGTGCTCAGATTTAGCTTATAGGGTGCCTGACCATCGATGC
+TCAAGCGATGGACAGATAAGCTAAAGAGGCACAACAAACGAGTATGTATTACTCAAATAACTCCAGAGGT
+TCAGTCTTTGCCGAGTGGTAATGCTGCTTTACCAGCATGCCACAGGAGTGAGTCAAAAATACCTCAGTAA
+ACTTAAAAGGGACCTTCTACTTTTAAGTTTATCAGAGACAAAGGACCATTTAAATAAAAATGAGAAATTT
+AATTATGAGATTGTTTTACCAGGGTAAAAATGGTTTTTAAGGATTTAATTTGTGTGTTTATTATTAAATT
+TTTAATGTGGATTACAATCATATTATACGAGCATTCCTGTAATAAATTAAAACAGCCTTTGCAAAAATAA
+AACCCTCCTGGTAAAAAAGAAAGTGAAAAGGAAAAACAATAACCAGGAGGGTGATACACATGAACAAAGT
+ACAAAAACTACTTTTAGTCCACAGTTCTGATATAATTTTTGTCGGGGTCGATGTAGCTAAAAAGACCCAT
+TATGCAAGAATAATAAATCACATAGGACTTGAAGTAATAAAACCCTTCAAATTTAATAATAGCATAGATG
+GATATGAACGTCTAGTATCCAAAATACTTGAAGCCAAAGAAAAATCGAAAGCAACAAAAATATTAATAGG
+TTTCGAACCAAGCGGTCATTATTGGAAGCCACTTGCATGGTTTTTAAAAGAAAAAGGATATACAGTAGTG
+ATAGTAAACCCATATCACGTAAAACAAAGGAAAGAAGAGGAGGACAACAGTCCATCAAAAAACGATAGAA
+AGGACGCGTTAATAATTGCAAGACTAATAAAAGAAGGGAAATTTCTAAACTGTCTTTTACCTCAAAACAC
+ATATGCAGATTTAAGAAACCTTTCAGTTGCAAGAAAGCAGTTAATAAAGAAACTAAACAGTGTAAAGAAT
+AAAATTATTGCAATATTAGACGAATACTTTCCTGAATTTGAAGAAGTATTCAAGAATTTGTGGGGGAAAG
+CAGCCTTATGGATATTGAGGAACTGTCCATTTCCCAGCATAATACTTAAACTGAGCAAAGAAGAAATAGC
+AGAACAGCTAAAGAAAGCCACTAATAACAGGGTAGGCATGAAAAGGGCAGAAAAGCTCATTGAAGCAGCA
+AAAAAGTCAATAGGTGTAAAAGAAGGGATAAAAGGGGCACAAATACGTTTAAACATTTACCTTGATGAAT
+TAGAATTTTTAAAAACACAATTAGAAACCATAGAAAAAGCTATGGAAGAACTGCTCAAAAAAATAGACAT
+AGCAGAATATCTGTTAAGCATTCCAGGCATAGGAGTAATAACAGTAGCAGGATTTTTAGCAGAAGTAGGG
+GACATAGGGAAATACACACACTATAAACAAATCCAGAAACTTGGGGGATTAAACATAACGGATAACCAAT
+CAAGGAAACACAGGGGGAAGACCAAGATATCAAAGAGAGGGCGTCCTGAGTTAAGAAATCTTCTATACAA
+AGCAAGCCTGACATTAGTAGCCAAAAACAAAGAATTTAAAGCACTTTACAACTACTTTTTAAGAAGGCGA
+GAAAATCCTTTAGAGAAGAAACAAGCATTAATTGCGATTTCAATAAAACTCATAAGAGTTATGTTTACGC
+TTGCTAAGAAGAAAGAAAAATACGATTCACAAAAAGTACTTGGAGAATATCGTATGAAGCAAATAAAGGA
+ATTAGTAGCCTAGGGGGCAACAAATCAATTTAGAGCAAATAAGGTTGGGGAAGCTGTAGTACCCCCCATA
+AGGGCAAGACCCTGAATACGAGTAAGAAGCTCCCCAAAAGCCCTCAAAGGCAGGAGGAAGGAATGTAATT
+AAGGGCATGACCCTGAGAGACATGATAGGGTAGCCGAGGGCTAAGTAAAAAAACATAAAAATATGCTAAT
+AAAAGGCAACCGTGAAATAAGTTGCCTAAGGGAGGTGTTGTGTTGTTTTAAAAAGGCTTTATTTGAAAAA
+GGTAAAAAGAGCTCAAATTTAGTGAAAAAATGAGATTTTTCAAGCTTGATTGAGCTAATTACAAAATATT
+GAGATAGGGAGTGGTCTTGATGAAAGACTTTATTTTTTCAAGTCCTACAAAGATTATCTTTGGAAAAGGG
+ACAGAAGAGCAAGTTGGGAAAGAAGTAAAAAATTATAGCAACAAAGTATTGTTATGCTATGGTGGAGGAA
+GCATAAAGAAATACGGATTGTACGATAAAGTCGTAAAGGCTTTAAAAGAAGAGGGAGTTGAATTTGTAGA
+GCTATCAGGGGTAAAGCCTAATCCTAGACTTGGCCTTGTACAGGAAGGGATAAAATTAGTTAGAGAAAAC
+AATATCAACTTTATTTTAGCTGTTGGCGGGGGAAGTGTTATTGACACTGCAAAGGCTATCGCAATGGGAG
+TGCCTTATGAAGGGAATGTTTGGGACTTTTTTGAAGGAAAAGCAGAATTGAAAGAAGCTCTTCCTGTGGG
+AGTGATTCTTACCATTCCAGCAACAGGCAGTGAGGCAAGTGATGCTACAGTTATCACAAATGAAGATGGG
+TGGTATAAGATAGGTTTCCACCATGAACTTTTGAGGCCTAAGTTTGCAATTATGAACCCAGAGCTTACAT
+ACACTCTTCCGCCGTATCAGACTGCCTGTGGTGTTGCTGACATTATGGCACATATAATGGAGAGGTATTT
+TGTGAATGAAGAAGGAGTTGAGCTGACTGATAGACTCTGCGAGGCTACATTAAAGACTGTGATAAATAAT
+GCCCGCATTGTTTTAAAAGACCCTGCTAATTACAATGCGAGGGCGCAGATTATGTGGGCCGGCACAATTG
+CTCACAATGACCTTCTTAACACTGGAAGAGGAAGAGGAGATTGGGCATCACATAGAATTGAGCATGAACT
+AAGCGCTATTTACGACATTGCTCATGGAGCAGGCCTTGCTATTGTATTTCCTGCATGGATGAAGTATGTT
+TATAAAAATAACATTAATAGATTTGTTCAGTTTGCTGTAAAAGTTTGGGACGTTGATTTGCCGTACGAAA
+ACTTAGAAGAAATTGCCCTGGAAGGGATTAGAAGAACAGAAGAATTTTTTAAAGAGATTGGACTTCCAGT
+TAGATTGAAAGAGGCAGGCATTTCGGACGATAGGTTTGAAGAGATGGCTGACAAGTGTACAAAGGGAGGA
+ACCAGGACAATAGGAGATTTTGTTAAACTTAATAAAGAAGATATAATAAAAATTTACGAGTTGGCGAGGT
+AAAAGTCAGTATTTTTAGCTGACTTTTCTTTTTTGTTACAATTTGGACATAAAAAAGTGATATAATTTAT
+GATATAATCAATATGATTGGATAAACCATAATTTTATGGGGGATCAGTATGGACAAAAATAGCGATTTAA
+ACCTAAAAAGAAGCCGGCGAAAAAAGAATAGTGAAAAAAAGAAAAAAAGCTCCATTAAGCTTTTTTTCAA
+ATGGGTTGGAATTGCTTTTCTCATTCTGTTTTTTGCAGCGGTTGGGGCAATCGGCGGAAAAGTCTTGGCT
+ATAATTAAAAATACTCCTCCAATTTCTCAGGAAGCTTTGACGTCTCAGGCGCAGTCTTCTGTTGTTTATG
+CAAAAGACGAAAATGGTAACTGGCAGAGAGTAGCAATACTTCATGGTGCTGATAACAGGCTGTGGGTTCC
+AATAGAGAAAATACCCAAGAATTTGCAAAATGCTTTTGTGGCAATAGAGGACCAGCGTTTTTATAAGAAC
+AAACTAGGAATTGACCCAAAGAGAATTATTGGAGCTCTTATTGCAGATATTATGGCGGGAGGAAAGCCTG
+TAGAGGGAGCCAGTACTATTACACAGCAACTTGTGAAAAACACCATGCTGTCCAGTGAAAAAACTATTAC
+TAGAAAAATACAGGAAATGGTTTTGGCTTGGAGATTGGAGCAGATATATTCAAAGCAACAGATACTGGAA
+GCTTATCTTAATACCATCTATTTAGGCGGTCCCAATGTGAATGCCTATGGTGTCCAGGCAGCTTCTTTAG
+CTTATTTTGGCAAAGATGTGAGCCAGTTAGACCTTGCGGAATGTGCTATGATTGCGGGAATTACAAAGAA
+TCCATCCCGTTATTCTCCTTATGCTGATCTAGAAGCCGCTACAGAAAGGCAGCATTTAGTGTTAAAGAAA
+ATGCTGGAACAAGGCTATATAACAAAAGAAGAGTATGAAAAGGCAATCTCAGAAAAATTGGTTTTCAAGA
+AAACCAATTTTACCACTTATGAGCATAAATACTTTATTGACCAAGTTATAAATGATGTGGCAGATGCTTT
+GTCTCAGCACCTTAACATTTCCCACGATGAGGCAATAAAGAAAATATACAACGGGGGTTTGAGAATTTAT
+TCTACTATGGATTTGCAAATACAAAAAACAATGGAAGAAGCTTTTAAAAATCCAAAATTGTTCCCTCCTG
+ATATAAAGGATAGAAGTGGGAATACGAGAATAGTTCAAGGTGCAATGGTAGTAATGGACTGGAAGACTGG
+CGAGGTAAAGGGAATTGTAGGAGGCAGGGAAACAGAAGAGACTAAAGGTAAGACAAGGATATTTAACTAT
+GCAACACAAGGTGGAAGACCAGCTGGTTCTTCTATAAAACCTCTTACAGTTTACGGACCTGCTTTAGAGA
+AAGGTTATACGGCAGCTACTGTTGTGGATGATGTCCCTGTTTTTTATAAACAATGGAACTGGGAGCCCCA
+TAACTACGAAAGCGGGAAGTACAGAGGGCTTATGACCTTTAGAGAGGCTTTAACTTATTCCGAAAATGTT
+CCTGCGGCGAGGATAGTTGTAGAAATGATTGGACTTCATACTGCAGCGGAATATGGAAAGAAATTTGGAC
+TTACTGTAACAAAAGATGTTGCCTCTTCTCCTGCTGCTCTTGCATTAGGAGCGGGAGGCGCAGTTACACC
+CTTACAGGAAGCTGCAGCTTACGGTGCCATTGCCAATGGAGGAGTATATACTACTCCTATCACTTTTACA
+AAAGTCACTGATTCAAAAGGAAAAGTAATTTTGGAAAACAAGCCTTCACAGCATATGGTCTTAACGCCAC
+AGAACGCATACATTTTAACAAGTATGATGCAGGACGTAGTGAAATACGGGACAGGTACAAATGCAAGGTT
+GCCTAATATGCCGGTGGCAGGTAAAACAGGTACAAATGAAAGTTACAACGATGCATGGTTTACAGGCTTT
+ACTCCTTACTACGTTGGGTCTGTGTGGATGGGTACAGGGGAAAACATTCCTATGATATATGGAGGGAGGG
+GAGTTGTAGGAGGCTCCTATCCAGCCATGCTATGGAGAACAGTCATGGCAGAGATACACAAAAGCTTGCC
+TTACAAAGATTTTGAAAGACCTCCAGGTATTATTTCTGTGACAGTGTGCAAAGATTCTGGGGAGCTTCCA
+ACTGACCTGTGCCATCAAGACCTGAGAGGCGACAGAACCTATACTGAAATTTTTGCAGAAGGCACGCAAC
+CCACTACCTACTGTACTGTCCATGTGCTGGCAAAAATTAATTCACAAAATGGCAAATTGGCGACAGAATT
+TACTCCACCAGATTTAGTTAAAGAGGCTGTGTTCATTGACCCTCCAGGCAGGACTCCTGAGCAAAATGCT
+GTGGCGCTAGACGGCAAATATGTGGTGCCAAAGGATTATGACGACACACCTCCACCAGCACAACCACCGT
+CGGGAGAAGTGTTGCCGCCAGAGAATACGCAAAATCCACCATCTCAGCCTCCGAATGAGATACAACAGCC
+TCCCGGGAATACTCCTCCCAATAATGGAGGGAATAACGGTACTACACAGAATCCGCCTCAGAATAACAAC
+AATAATACGTCAAGTAACCCTCTGGAAAAGATCTTTCCTCCTAAAAATAGCAAGCCTTGAGCAATATCAA
+AAGAGTCCACTCCAAGTAGAGGGTGGGCTCTTTTGAAATTTTGTGGTATATTTAATGTAAAGAGCTTGTG
+AGAGGGGGCTTTTAGTTTGAAGGATAGTAGAAAGTATCTAGAAGAACTAGTACAATTTAGGCATAGAGGT
+TCTGCTACTAAAAATGAAAGGCAGGCAGCTGAATACATTTTAAGAGAGCTTGAGCGCATGGGTTATAAAG
+TAGAAAGGCAGACATTTAAGACTACAAGGGATAATCTCTACATGTTGCCGTTACAAGTTGCAATCTTACT
+ATTTATTTCTGCCCTCCTTTCTCTAATGTATGGGGGTATAGTGAATGCATTAGCATTTTTCTTGAGCATT
+TTCGGAATAATGCTTCTATTATTAGAGGTAAGCGGTATTCCGGTTGAAACGAGTATTATGCCGAGATTTT
+TGTCCCAAAATATTTTTACGAAATTTGATGAAAGCAAAGAAAAAAGAATAATTGTATCAGCTCACTATGA
+TACTCAAAGAGCGAGTGTAATGTTTCACCCTAAAATTGTAGACTATTTAGGGTTAATTTATAATATTTCT
+TATGTAGGTTTTGGGCTTGTTCCGATTGGAATACTGTTTAATGTATTTAAATTTCAACCCTTAGGAACTG
+TTTTTCTCATAATTGGCCTTATAATTGTTACTGCCAACATAATTTTTATGGCTTTGTGTGAAATAACGGG
+TAAGTACACTCAGGGTGCTAACGACAATGGAACGGGGGTTGCATTAGCATTAGCTTTAGCCGAGTATTAT
+ATAAATCATAAAGATGAATTTCCCGGAAATGTTGATGTAGTATTTTTATTTACAGGCAGCGAAGAAACGG
+GAGAAAGGGGTATGAAACATTTTATAAAAAGATATGCTAAAAGCCTTCCCAAAGATACGCAATTTATAAT
+TCTTGACAATTTAGGAACGGGTAAGATTACGTATCTTGAAGGAGAGGGAATGATTTTTTATAAAAAGGCA
+GGAAAGATGTTACTTGATATAGCTGAGGAAATGCAAAAAGGGTATAGCGGAAAAGTGCAGAGAATGAAAA
+ACTTGCTCCTTCCGACAGACGCTTTACCTGTCATGGCAGCAGGTTTTGATGCTATAGCCTTCCTTGCAAA
+AGATGAAAAGGGAAGGCTAGGAAATTATCACTGGCATACAGATACAATAGAAAATGTAGATATAGACCTT
+CTTTTGTATGAGGAGGAATTTTTTAAAGAATATTTGATGAAAGTAGCAAGAGAACTGGAGAAGAGATAAA
+AAGATTTAACCCAGAACTTGAGATAGTTTTTGCTACAAGAGGCGGATATGTTTTGAATGATGTAACAAAA
+GAAGATGCTTATTATAAAAGTAAGTCAAAAAATAAAATAGGTGGCGCTAGCTTATTTTTATTTTTATATA
+GATATGCTATAATATTTTTGTAAGCAATTACTTGCATAAATGTTGTGAGGTGTTTTGATGGGTGATTCGG
+TTAAGGAAAAGATAGTTGTATCTACTTTAAAACTAATTTCTGAAAAGGGGTATAGGTCTACAACTACAAG
+AAATATTGCAGAAGAGGCAGGAGTAAATGAAGTTACAATTTTTAGGTGTTTTAGAAGTAAAAAAGATATA
+GTCCTTTATGCTTTGAAAGAGCTGGAACTACTTAAACCCATGGATAAAAAGATATTGGAGAAGTGTAAAT
+GGGATTTAAAAGAAGACCTTTTGATGTTGGCTGAAGAGTATCACAAGAATTTTACAGAAGATAAAGCTAA
+AATTATGATAGGTTTGAGAAGTCCAGAGATTTTTGAAGAGGTAAAGGAGTACTTGATAAGGATTCCAAAA
+GGTTTCAAGGATGTTTTAATTGAATATTTTAAGATAATGTATCAAAAGGGCATGTTAAATAATGATGATT
+TTGAATTACTGGCTTTTTCGTTTTTATCGTTAAATTTTGGCTTTATACTAATGAAAGCTTCTTACGGCAG
+AAAGTTGATTGGCTTCAGCAATGATGAGTTTGTCCGTAGAAGCATTGAAATTTTTGTAAAAGGAATAGCG
+AAAAGTAGTTGATGTGGTGTAAAATATATAGTATAGTAAGGTGCTGGGAGAGGAGAAGGATTAATGAAAA
+TTGGCATTCCTAAAGCTTTGATGTATTATTTTTATTACCCTTTCTGGAAAACCCTTTTTGAAAGTCTCGG
+TTTTGAGGTAGTCACTTCTGACGATACTTCAAAGAGCATATTGGATATTGGCGTAAAGGAAGCTGTGGCT
+GAAATATGCCTTCCTATGAAGGTTTATACAGGCCATGTTCTTAATTTGTTAGAAAAAGGAGTAGATTACA
+TATACGTTCCCCGCTTTGTAAGTTTGAGAAAAGGAATTTTTATGTGTCCAAAATTCATGGGTCTTCCCGA
+TATGATAAAAGGTCTTTTTGATAGAATTGAAGATAAGATTCTTACTCACCATATAGTTTCAAAGACTTTA
+GATATTTCTGAGTTTCACAATTATACCATATTTATAGAAAAATTTGGAATTGGTAAAAAGGACTTAAAGA
+AAGCTTTAGCAAAGGCAAGAGAAGAATGGCTTAAGTTTCGGAGGTTAAACAAGGAAGGGTACGATATAAA
+TGAGCTTTTGACAAGTAATAAACCTCAAAAATACGATGGTGATATAACTATAGGGCTTTTAGGTTATGTG
+TACAATGTGTACGATAGATTTGTAAATATGGACATATTTAGTGTCTTTAGAAGGCTTAATGTAAAAGTAG
+TTACTTTTGATATGATGGATGAAAAGGTGATCTACAAAAACCTGAGAAATTTTGGGAAAAACATGTTTTG
+GGAATTTACAAATATGCTATTAGGAACGGCTTATGAATTTATGAAGAGAGATGATATTGACGGAATTATT
+CATTTGACTGCTTTTGGATGCGGACCGGATTCTATTCTTGAACCTTTTTTGACGATAGATTCTGAAAAGA
+ATAAAAAACCTTTTATGACAATAAGAATTGATGAGCAGACTGGAGAGAGTCACGTTATAACGAGAGTAGA
+GGCTTTTACTGATTTGATAAGGATGAAAAAATATAAAGCCGAGGAAAAGGCGAAAGGCGTGGTGTAGGAT
+GAAAATTACTTTTCCCTACATGGGCTCCCCCTATATGTACGAAAAGCTGTTTACTCTTTTGGGTCATGAA
+GTAATAACTCCTCCACGGCCTTCTCAGAAGACTGTAGACTACGGTGTAAAATACAGTCCCGAATTTGCAT
+GTTTTCCTTTAAAGGTCATTTTGGGTACATATCTTGAGGCTTTGGAAATGGGAGCAGATACCATAGTTAC
+ATCAGGAGGAAACGGACCTTGTAGAGCGGGTTATTACGGGGAGGCCCAAAAGAAAATACTTAAAAATATG
+GGTTATGATGTTGAATTTATTATATTTGATGAGCCTAAGAAAGATATAAAGACTTTTATGGACAATGTGA
+AGAAAATAAAAGGGAAGAATTCATGGGGAAAGGTTTTAAAGGTGGCAAAAATTGTATATGATATGGCTAA
+ATCTATGGACAAAGTAGAGAAAATAGTTGAAGTAAAGAGAGCTTATGAATGCAACAGGGGAGAGTTTACA
+AGGGCATGGCACGAGATAATGGAGGAATACAGAAAAATAGAATCTTCTGAGGATGTAAGAAGGGTAGAAA
+AAGAAGCTATTGAAAGATTAAACAGCATAAAGGTGTGTGAAGTGCCAGAGGAAGAGAAGATAAGAATTGG
+AATAGTTGGAGAAATATATGTTGTAATGGAGCCTTCTATAAATGGCAATATAGAAGAAGTCTTAAATACA
+TACGGCGCGGAAGTTGAGAGGTCTCATTATATCTCAGAGTGGATTGATTTTAATTTAATTCCTCTACCTT
+CCTACAAAGAAAAAGAGCATCAAATTTTGAAAAAAGGAGAAAAGTACATAGAAATAATAATTGGCGGTCA
+TGCCAAACAATCTGTTGGTGCCATAATAGATTTTATGGACAGAGGGTTTGACGGAGTTATTCACTTAAAG
+CCCTTTGGATGCCTTCCTGAACTTATTACTGAAAGCGCAATAAATAAGATAAAGAGAGAATATGATTACC
+CAATCTTGACTTTATCGATAGATGAACAGATGGCTATTGCCAATACTTTGACTAGGATAGAAGCTTTTTT
+GGATGTCATAAGGTTAAAAAAACGTAAAAAAAGGATAGTGAGGTAGGACAAAGTGGAAAAGGTGTACATT
+GGTGTTGATGTAGGATCAGTGAGCATTAAGGTTGTGGCTATTGACAATGATAACAATATTTTATTTAGGT
+CCTACGTCAGAAATGTAGGACAGCCTATTGATATTGTAAAGGAAGAGCTTAAGAAATTGCACAATGAATT
+GCCTGACAAAGAGATAGGTGGAGTAGGTGTTACTGGAAGCGGTAGACAGCTAATCGGCTATGTCTTAGGG
+GCTGATGTGGTTAAAAATGAAATTACTGCCCATGCAACTGCTACAATTTATTTTCACCCAGATGTCAGCA
+CTATTTTTGAAATCGGGGGACAAGATTCGAAACTGATCATAATAAATGATGGCACAATAGCTGATTTTGC
+TATGAATACTGTTTGTGCTGCTGGTACAGGGTCATTTTTGGATCACCAGGCCCAAAGGCTTGGGATAAAG
+ATTGAGGAATTTGGAGAGATTGCTCTTACTGCGAAAAGAGAGGTTCGCATTGCTGGAAGATGTACAGTTT
+TTGCTGAATCGGATATGATATCAAAACAGCAGTACGGTTTTAGTAAGGCAGAGATATTAAAAGGACTGTC
+AAAAGCCTTGGTGAGGAATTATATGAATAATCTAGTAAGAGGAAGAGAATTAAAACCCGCTTTTGTGTTC
+CAGGGAGGAGTTGCGGCGAATATTGCTATAAGGAAGGCTTTTGAAGAAGAGGTAGGTCATGAGGTGATAG
+TGCCTAAACATTATGATATAATGGGTGCTATAGGGATTGCGATGATTGCTAAAGAAGAGGTAAAGAGGAC
+AGGTAGACCTACCAAGTTTAAAGGTTTTGATGTATCGGGAGAAAAATTTGAAACCACCACCTTTATATGC
+AAAGCTTGTCCCAATGAGTGCGAAATAATACAGATTAAGGCGAATGGAAAGATAATTGCTATGACAGGAG
+ATAGATGTGGGAGATATTCAAATTCTGTAATATGAAAATGAGGGGATAACCCCCTTTTTATTTTTTGATT
+GATTTTTTTATGGCTAAGAGGTAAAATTTAATTAAATGTAACAGTTGTTACAACAAGGAGGTGGTATTGT
+GGAAATAGAGCTTAAAAATGTAAATTACTTTCGAGATGGAAAGTACATTTTAAAGAATGTGTATTTTAAA
+TTCGAGAAAAATGGCATATACACTGTAGTAGGGCCGTCTGGAGCAGGAAAATCTACAATGCTTAAATTGA
+TCAATAGATTAATTGAACCTACAGAAGGAGCTATTTTTATAAATGGTGTTGAATACAAAAATATAGATGT
+AATTCTCTTACGAAGAAAAATTGGCATGGTATTTCAAAGGCCTTTCCTATTTGAAGGTACGGTAAAAGAA
+AATATTGAATTAGGGCCTTCTCTTAGAGGGGAGAAAAACATAGATGCGCTTTTTTACCTTGAAGCAGTTG
+GATTGAGCAAAGACTACCTCTTTAAAGATGTGAACAATCTATCAGGAGGAGAAGCACAAAGGGTTTCCAT
+TGCCAGAGCCCTTGCAAATTCTCCTGAAGTACTTCTTTTGGACGAGCCTACCTCTTCCCTTGACCCTACT
+TCTACCAGCATAATAGAAGAACTAATTAAAAGGCTTAATAGAGAGGGCATTATGGTCATATTGGTCACCC
+ACAACATGGAACAGGCAAAGAGAATAGGAGATTATACCTTGTTTCTTTACAAGGGAGAACTAATAGAGGC
+GAGAAAAACATGGGAATTTTTTGAAAATCCTGTAAGCGAGGTTTCAAAGTTATTTTTGGAAGGAAAATTA
+AAGGAGATGATAAAGTGAGTACTAGCTCTTTGATTTTTGCTTCTTCTCTTGTTTTTGTTGCGATTTTCAT
+TTCTTACTATCAAAAGCTTGGCATTGAAAAGGAGATAATAATAGGAACGGCTAGGGCTGTTTTCCAGCTT
+ATGGTTGTGGGGTATATACTTCACTATATCTTTTCAGCAAATAATGCTCTTTTTACTTTGGCGATGGTGG
+CGGTTATGATACTTGTAGCTGGGCACAATGCATCAAAGAGAGGGAAAGAGATTCCAGGAATTTTTTATTA
+TGTAACTTTTTCCATTGCAGTAAGCGCTGCTGTAACACTTTCACTTCTTATACTGTTTGGAAACATCAAA
+TTTGAGCCTCAACAGGTTATACCTGTATCTGGTATGATAATAGGAAATTCTATGGTGGCTTCCGGGCTTT
+CTGTATCCAGATTAAAAGATGAGATAAAAAATAGGCAGGAAGAGATAGAGGCCTACCTTGCTTTAGGAGC
+TACTTCCAGGCAGGCTGCTCAAAAAGTAATAAAGATGAGCATAAAGACAGGAATGATGCCAACAGTGGAC
+AGCATGAAAACATTAGGTATTGTTCAACTTCCTGGCATGATGACAGGTCTTATATTAGGAGGAGTAGATC
+CGATTACGGCTGTAAAATATCAGATAATGGTTACTTTTATGCTGGCATCGACAGTTGCAATATCCTGTTT
+CACAGTGACTTTTTTGACGTACAGGACATTTTTTACAAAACAACATCAACTAAGGCAGGCCTTTTAGCCT
+GCCTCAAAATTATGGTATTAAAACCTGCCCTTTATAAGGGTCATATACGTAGTACAAAAATCCTTCTTTT
+AGTGAAATTTGAAATATCAGTTTATCTTGCTGCCAGAACTGGGGCGATATTTCCTCTATTTTTGTATCTT
+CAAATCTTGACCTCAAATCTTCTCTTTCCCCTGTTTTGAGATTGTACACGTAAGTATTTGACTGTTGTGA
+GGTATCGTTGTAAGCGAGTACTGCAAGGTATTTTCCACTGGAATCTACTTTAATATCTGGTATAATTGTA
+TTTTCAAGAGAATCTATTAGTTTAAATGCTCTGTGAGATATATCATAGCTTATTATTCTGCTTTGAGACC
+TATCATTAGTTTGCATTGTGAAAAATATGGTATTAGTTTTTGGACTATAAGTCAAAGTAGTGGAATGAGT
+ATTGAGATTGTCTGGCAAAATTTCTTTTGGAATTTCTCCGCTGTCAAAAAGCTTTGTTTCAACATTATTT
+TCTATTTTATAAAAGGTTCCATTTTTTTCAATAAACTCCACAGTTCCTAAATCTTTTATGCTGTCAATTA
+TATAGCCATTGCTATCAGGAGACAAATAGTAACGTGATTTATTTACAGAGCAATACCCGTTCATAATATA
+TCCATAGGTTAACGACGCATCTACATAAGGTTTGCCGTCTTCTGTACCTGAGCCTAATATTTCATAGGCT
+ACAGGATGAGGGTTTGACATTGTCATCATCTGAGGAGGATTTTTCATTAGTACCCTTGCGAAATCTTCAT
+CTCTTACTATTATTGCTTGCAAGAATTTCTTTACCACTTCTTCGGGGGTCAATTCTTCTCTACTTAACTC
+AATCTTCATAAGTTGCATTGTATTTCCTCTTATATCCTCGTTTAGATTTTTCAGGACGAAAATGCTTTTT
+GAATCACTACTCCATACAGGCCAGTAATAAGTGTATAAACTGCTTGTTACGTAGTTTTGTATTTTTTCTT
+TAAGTACTTCTGGGGGTATGCGCTTTGGCACATTTAGCGTCACTTGTTTTTTGGTTGTGAAAGATGCGGC
+GTCTGCTATCCAAATGTTATTCATGCTTACTGTAACATTCATATCCTCTACTTTTTCTTTTTTAGGTTCA
+TATTTCTCATATGCTATATAGTAACCATTTGGAGATACAGAAGGATTTTTGCCTTCATCAATTATTTTTT
+CGCTGCCGTCTTTTAGGTTTTTATAAATTATTTTATTATCCCTTTCAAAGACTATGGCATCTTCAGTTTT
+TACAAAAGATCCACAGCTTCCATCTGCTAATTTAGTGACTTTTAAGCTTTTTAAATCTATTGCATTAATA
+TTACTTTCTTTTACCTCAAAACCATGGGTTTCTCTTGGAACAATTATTTGTTCAGTGTAAATTACTTTAT
+TCCCATCTGGTGAAAAACCTGGGTCGCTATAATAAGTATCTCTATCTTTGCTTTCGATTATTTTAGTTTC
+TTTTCCAGTCTTTAAATCTTTAATGTAAATTGCGTTTTTACCATCAGATGTTCTTGTTGTGAATACTAAT
+TTTGTTCCATCTGGTGAAATGCCAACTTCACCGGAAGTTTTATCTATTATTTTTTTAAAGCCTTTATTAT
+CGTACTTGTATATACCTTTGTCATATAAGGGTATATATATAGTCCCATTATATTCTGCTATTTTTCCAGC
+ATTTATATTTCCTAAACTTATAAAAGATATTTGATTTATAATTTTTAATTCTTCTGCATTTACTTTTGTT
+ATTAAATTATCTTGCAAGTTCTTGATGCCGAAAGAAAACACCATTAAAAGTATTGCAGCAGCTGCTATGA
+TTGCTACACCTATCTTTTTCCATCTGTTTCTTTTAAATCTTTTTTTAAGAGATTCTTTGAGCTGGTAATT
+TACAGGAATTAGTTCTTTTAGCCTATTGAGATTTTCCTCTATTCTCTTTTCGTCCATTTTCATCCCTCCA
+AACATTTTATTACAAGATTTTTCAATTTTTGAATTATTCTATAAGCCTGCGCTTTTACCGCTTCTTCTGT
+TTTTTCAATTAATTGAGAAATTTCTCTGTGTGTCATGTTTGCAAAGTATTTTAAATTTACAATTTCTATT
+TCTTCTTTTGAAAGGGAATAAAGGGACTTTTTCAAACAATCTAATTCTACTTCCCTTTCCAATTTGTCTT
+CAAATACATCAGGATAAAAATGCTCCATAATGAGTTCTTCTGATACTAGGTTTTTCCTCATTCTGTAATA
+GTCTGTCACAGTATTTCGGGCTATAGAAAAAATCCATGCCTTTGAGTTTGATTTTACTGTATTGTACTTT
+TCAAAGGCTTTTTGAAAAGTTTCACTTACAATGTCATCTGCATCCCATTTGTTGCCAACTTTAAAATATA
+CGTACCGGTACACATCGTCAAAGTTTTTCTCATAAAATTCAATAAAGCTTTCTGGCACAAATTTGGCCTC
+CCTTCTCTCCTTTATTGACTCCTCCCACCTTTATAGACGAAAATCTACACAAAAGGTAACAATACCCTTG
+CATTTATTTTAGTTTTATAATAAAATAATGTACAAATCAATTTGTAAATGCGATGAAGCGGAGCAGTAGG
+CAATGAGGGCTTTCAGAGAGTCGTTGGCAGGTGCGAAACGGCAGCCTGACTTGCTGAAACTCGCCGCAGA
+GCAGGCGCACTGAAATAAGTAGGTGCGCACGGCTTGCCGCCGTTACAGGCTTTGAGAGGGCGCTTTTGCG
+CCAAAAAGAGTGGTACCGCGGAAGATGTGGGTCTTTCGTCTCTTTGAGATGAAAGGCTTTTTTTAATGGA
+AAAATTAAAAAGTAGAGGTGGAGGATATGGCGTATTCAGTGGAGATTGATAGGAAATGGCAGAAAATCTG
+GGAAGAGACAAAACTTTACAAGTTTAATCCTGAAAATGTGGACAAAAAGCTTTATTGTTTAGAGATGTTT
+CCGTACCCTTCAGGGGCAAAATTGCACATAGGTCACTGGTATAATTACGGTCCTACAGATTCATGGGCAA
+GAATGAAGAGGATGCAGGGCTATGAAGTATTCCACCCTATGGGGTTTGACGCCTTTGGCCTTCCTGCTGA
+AAATTATGCCATAAAGACAGGCATACACCCTTATGACTCGACAATGGAAAACATAAGGACCATGGAAAGA
+CAACTCAGAGAAATGGGAGTCACTTTTGACTGGGACTATGAGATTATAACCTGTCTGCCAGAGTACTATA
+AATGGACTCAGTGGATTTTCTTAAAACTTTATGAAGCAGGTCTTGCCTACAGAAAGAAAGCGCCTGTAAA
+CTGGTGTCCCAGCTGCCAGACTGTTCTTGCAAACGAACAGGTAATTGATGGGAAATGCGAAAGGTGCGGA
+ACTGAAGTTACAAAGAAAGAGCTTACTCAGTGGTTTTTCAAAATAACTGCCTATGCGGAAGAACTTTTAG
+AAAAATTAGATGATCTTGATTGGCCTGAAAAAACTAAAATGATGCAGAGGAACTGGATTGGAAAATCTGA
+GGGCGCAGAGATAGAGTTTAAAATTGATGGGAAAGACTTGTCTTTTAGAGTTTTTACCACAAGGGCAGAT
+ACGCTGTTTGGAGCAACTTATGTGGTATTGGCTCCTGAGCATGAATTGGTGGATTTGATTACTACAGAGG
+AATATAAAGAGGCTGTGGAAGAATACAAAGAGTATGCCAAAAAGCAGAGTGAGATTGAGAGGCTTTCAAC
+AGAAAAGGAAAAGACAGGAGTGTTTACAGGAGCGTACGCGATTCATCCGCTGACAGGTGAAAAACTCCCT
+ATTTGGATAGCGGATTATGTGCTTGTAACTTACGGTACTGGATGTGTTATGGGAGTTCCTGGTCATGATG
+AAAGAGACTATGAATTTGCGACAAAATACAATCTGCCTATAAAAAGAGTTATAAAAGGAGTTGGAGATGT
+AGACGACAGTTTGCCTTTTGTGGAATATGGAATTTTAGTAAATAGCGAAGAATTTACGGGGATGACATCT
+GAGGAAGCGCGAGTCAAAATAGTCGAAAAGTTGAAAGCAGAAGGGAAAGCAGAGTTTAAAGTAAATTATA
+GGATGAGGGACTGGCTTGTGTCCAGACAGAGGTACTGGGGAGCTCCCATTCCTATAATCCACTGCGAACG
+CTGTGGAATAGTGCCTGTGCCAGAAGAGGATTTACCTGTACTTTTGCCATATGATGTTGAGTTTGAGCCA
+ACAGGAGAATCTCCTCTTAAAAAGCATGCAGGTTTTATGAATGTCACCTGCCCTAAGTGCGGAGGTCCGG
+CTTTAAGAGATCCTGATACTCTTGATACTTTTGTAGATTCTTCTTGGTATTACTTGAGATACCCTGACAA
+TAAAAACGATAAAGAGCCTTTTAATAAAGAGTGGATAAACAAAATGCTTCCAGTAGATAAATATGTAGGT
+GGAGCAGAGCACGCCACTATGCACCTTTTGTATTCGAGGTTTATAACGAAAGTTTTAAGAGATCTGGGAT
+ACCTTAATTTTGATGAACCTTTCCTTTCACTTGTGCATCAGGGGACGATTTTAGGGCCGGATGGCAGCAG
+AATGAGCAAATCAAGAGGGAATGTTATTTCGCCGGATGACTATATTAAACAGTACGGTTCAGATGTATTT
+AGGCTGTATCTAATGTTTGGCTTCTCTTACTCAGAGGGCGGACCATGGAGCGATGAAGGAATAAAGGCTA
+TTGCTAGATTTGTCAATAGGGTGGAGAGGTTTATAGAAAAATTTATTGAGACCAGACAAAATCCAGGGAA
+GACAAAAGAAGAAATGGAAGATGCGGAAAAAGAATTGAACTATGTGAGACATTACACTATAAAACACGTG
+ACATTGGATGCCGATAAATTTGAGTTCAACACTGCTATAGCGAGAATAATGGAACTTGTAAATGCTTTGT
+ACAAATATGAAAATGAGGTTGAAGTAAAGAACATGAAATTTTATGAAGATGTGGTAAGAGATTTTGTAAA
+AATCCTGGCGCCCTTTGCGCCCCATTTCTCTGAAGAGATGTGGGAAAGACTGGGGTATGAATATTCTGTT
+TTCAATCAGAAGTGGCCTGAGTGGGACGAAAAAGCCCTTGAAAGAGACATGATAGAAATTGCTATTCAGG
+TAAACGGAAAGGTTAGAAGCAAGGCTCAAGTGCCTTCAAATGCGACGGATGAAGAGTTGAAGCAGATTGC
+TCTTTCTGATGAGAGAGTGAAATCTTACCTGGATGGCAAAGAAATAAAGAAAGTGATAATTGTAAAAAAT
+AGACTTGTAAATATTGTGGTAAACTAAGGCAGGGCTTGCCCCTGCTTTAGTTTTTGGTATAATTTAGTGT
+GGAGGTGAGTAATTTGGTGAAAGCTGAGGCTGTAATTGATAGCATAGTAAAGAAATTAGTTGAAACTATT
+GATCCCAAAGCTATTATACTTTTTGGTTCACTGGCAAAAGGCAAGAATCATGAAAATTCTGATATTGATT
+TATTAATTGTGTGGGATGAAGAGGAAGGATTAAATAATACTCAACGGCGTATAAAATTAAGAAAGTTGCT
+TGGATTTGTGGAAGTTCCTATTGATATTTTGACGTGTACGAGTGAAGAACTAAAAGAGGCAATGAAAGAC
+GATAAATCATTTACTGCAAATATAGTAAAGGAAGGGAAGGTTATATATGGTAGACTCAACCCCAAGGTAT
+CCTGTTGATTTCGAAACTTCGAGAACGACTAAGGAAGCGGAGGAAGCCTTTGAAATACTTGAAAATTTAA
+GACATGAAATATTAAAAAGAATAAAATGACTTTATCGTTTATAGACGGTCTTTTATTTTTATGCTATAAT
+ATACTTGCAAATGTTTGATAAACAAATAATTGTTTGGGAGTGTGTGAATGTGGCATTAACACAAAGAGAA
+AAAGAGATACTAAGATTAATCAAGAAAAATCCCATGATTTCTCAGGAAGAGCTGGCGAAGATGCTGGGAA
+TAAGCCGGTCAGCTGTTGCAGGGCACATAGCTAACCTAATGAAAAAGGGGTTTATACTGGGTAGGGGCTA
+TGTAGTAAGGGATTTAAAAGGAGTTACAGTAATTGGAGGTGCAAACATAGATATAAAAGGGAAACCCTAT
+AAGGAATTAAGGCAGCACACATCAAATCCAGGCCACATAAACATAGCACCTGGTGGAGTGGGGCGAAATA
+TTGCTCATAATCTCGCACAACTCAATGTTCCTGTGACTTTTTTAAGCGTTGTTGGCAATGATGATGAAGG
+AAGAAGGCTTTTAGAGGAGACAAGGCAGGCAGGAGTTAATGTAGAACAGGTGGTGATTTCAAATACCAGG
+CGAACAGGCATATACCTCGCTATTTTAAATGCAATTGGCGATATGGACATAGCCCTTTCAGGTATGGACA
+TTTTAGAAGAATTAAATATACAGTATCTTGAGTCCAAGACAGAGGTTATAAAAAATAGCGAGATTGTAGT
+TTTTGATGCCAATATTCCTGAGGAGAGCATTAGATACATTACAGAACTTTGTTACAACAATAACATTCCT
+GTGGTAGTAGAACCTGTCTCAATAGACAAGGCGAAAAAATTAAAAAATGTGTTAGACAAGATTGATTATA
+TCACTCCAAATAAAGAAGAATTGGAATCTATAACAGAGATAAAAATACTAGATGATGAGGATATGAAAAA
+AGCTGTTAAATATTTGAGAGATAAAGGAATTAAAAACGTCATAGTAACTTTGGGGGAGAGAGGCGTATAT
+GTTTCTTCAGAAGAATTAGAAAAATTCATAGAGCCTTACCAAACTGAAATTGTGGATGCCACGGGCGCAG
+GGGATGCGCTGACGGCAGGCTTGGTTTATGGCATTTTCAATGGTTATTCTCTTGAAGTATCAGCAAAGCT
+GGGACTTGCTGCAGCTTCCCTTACTATATCCTCACCTTATACAGTTAATCCGTTTTTAAATGAAAATCAG
+TTAAAAAATATAGTAAAGGAGATTTGAAAAATGAATAGATTTATCGATTTGTCAGAAGAAGTAAAAAGTG
+CCTTAGAGGAAAGAAGGCCAGTTGTGGCTTTAGAATCTACGATAATATCCCACGGTATGCCCTACCCACA
+AAATATTGAAACTGCCAGAGCCTTAGAAGAAATTGTAAGGGAAAATGGCGCTGTACCTGCTACAATTGCA
+ATTATAGGAGGAAAAATAAAAATAGGTCTAAATGAAGAGGAACTGGAGTTTATGGGTACATCAAAAGAAA
+TATTAAAAGCCAGCAAAAGAGATTTGCCTGTGGTCTTAGCAAAAGGGTTAAACGCTGCTACTACTGTTTC
+TGCCACGATGATTTGTGCAAACCTTGCAGGTATAAAGGTATTTGTGACAGGAGGAATAGGAGGAGTACAC
+AGAGGGGCAGAAGAGACTTTCGATATATCTGCCGATTTGCAAGAACTTGCAAATACAAATGTAGCAGTTG
+TATGTGCAGGAGCAAAAGCTATACTTGATTTACCTCGTACTTTAGAATATCTTGAAACCTTTGGTGTTCC
+TGTAATTGGATTTAGAACAGAGGAATTTCCTGCTTTTTACACAAGAGAGAGCGGGCTCAAAGTGGACTAC
+AGAGTGGAAGATGAAGTAGAAGCCGCAAAGGTTATAAAAACTAAATGGGATTTGGGACTTAAAGGAGGGA
+TTTTAATAGCCAATCCCATTCCTGAAGAATATGCCCTAGACAGAGCTTATATTGAAAAAGCCATAGAAGA
+GGCTATTTTTGAAGCAGACAGACGAGGAATAAGGGGTAAAGCCCTTACGCCATTTTTGTTGGAAAAGATA
+AAGGACCTGACAGAGGGTAAAAGTTTAAAAGCAAATATTGAACTTGTTAAGAATAATGCCAGAGTTGGAG
+CCAAAATTGCTGTACAATTGAATAAACTGTATAAAGAGGCGTAGAACGCCTCTTTATACTTTATTACCTT
+CTTTATTACCTTCTTTCTCTGTCATGGACCTCGTCAATTATTTCCTGACGCATGTTCTGTATGCTTATAA
+GCCTGTTTCTATTTTTTTCTTTTATCCTCTCTATTTCTTCAGGTGAAAGCTCTTCTGCGTGTAGTTTCAG
+ATAATCTTCTGCTTCTCTATAATTTTCTATTGTATTGTGTATCATTTCTTGAAGCTTTTCCACATTGTCT
+GACCTATCATCAGGCTTTGGCTTTTTTGTATATCTTTCTTCTTTTCCCATAGACATCACTCCTAAATTTT
+TATTTTCATATTTATTTTGTTCAGCAAAAATTTATTTATGTGTTATAAAACAGATGAGATATTGAAGAAA
+ATCTGGGATACAGTTATAATTGTAATATAATTAAAAACCTCAAATCTGTTATAATACTAAAGACTTGAGG
+TGAAAAATATGGCTCTTTACACGCTTACAATTGCAGTAATATTTTTATACATCTTTATTACAGGCTTTCA
+TGACGAGGGAAATTTAATAGCTACCATCGTATGTTCAAGGTCTATAGAGGCGAAAAAAGCTTTAATTATA
+GCTTCTGTTGCTCAGTTTTTAGGACCTTTGATTGTTACCACGGCAGTTAGCACTACTATTGCAAAGGATA
+TTATAAAATATTCTTACCTTCTTAACAGCGGTGAAAATATATCATTGTTGATACTTTCTGGTATCTTGGG
+AGCTGCTTTGTGGAATTTTATAACATGGTACTATGCTATTCCTTCTAGCTCTTCGCATGCTTTAATTGGA
+GGTATATTGGGGCCTTTTGCAATAGAGTACGGTTTTCATTCTATCAATTTTTACGGAATAATGACAAAAG
+TTATAATACCTCTATTTTTTTCTCCTGTAATAGGCTTTGCTGCTGGATATATAATTACATTAATTTTCTG
+GAAATTATTGAAAAATGCGCAACCTTCTGTGAATAGTTTTCTTAAAAAACTTCAATACGGTACGATGTTT
+TTATTGAATATAGGGCAAAGTGCAAACGATGCTCAAAAAGGAATGGGTTTGATTGTAATTTTAATGATGA
+TAAAGGGAAACACTCATAATTTTGAAGTTCCCTTTTTTATAAAATATATAGCAGCTTTTATGATATCCTT
+TGGTCTTTTATTTGGTGGATTTAGAATGATAAAAAGTGTGGGCGGAAGGATATACAGAGTAAGACCTTTT
+CACTCTTTTAATGCTCAGCTTTCATCTCTTTTGGTAGTGACTGCTGCTACTTTGGTTGGAGCGCCTATAA
+GTGGCACACAGCTTGTGAACTCTTCCATTTTGGGCGTTGGAGCAAGGGAGAGGCCTAGCGCAGTAAGATG
+GCAGTTTGCAAAAGCCATATTTGCCGCCTGGATTACCACAATACCAGCTTCTTTTATATTTTCTTCCATC
+ATTTATATGGTTGCTAAATTATTGTAAGAGGTGATGAAGGTGAATGTATTTAAATGGCTTTTTACTGAAA
+GTGTTGATTTCTACAAACTGTTGCAGGAGCAGTCTAAACTTACACTGCAGGGAGTAACAGCTTTAGAAAG
+GTATATGTTTACAGGGAGTGAAGAAGACGGCAAAGAAGTTACAAGACTTGAAAAGCTTGCGGATAGGAAA
+AGAGAGGAACTTATAAAAGAGCTTGACAGGACTTTTATAACTCCTTTTGACAGGGAAGATATTTTTAACC
+TTTCTAAGGCTATTGATGATATACTGGACTATTCAGATAGTACAGTAGAGGAGATGGAGATATATGAACT
+TGAACCTACACCGGAGCTGAGAGAGATTGTAGAAGTTATACGAATTAGCACTGAGCTTATACATGAATCT
+GTATGCAATTTAAACAAAGACAGAAAGGAAGGAATGAGGCAAGCGCTGCAAGCAAAAAAATACGAGAACA
+GAGTAGAAAATCTTTACAGAAAGAATTTGGCAAAGCTTTTTGAAGGAGATGACATAAAGTATATACTTAA
+AATGAGGGAAATTTTCAGGCATCTTAGCAATTGCGCTGACAGAATAGATTTAGCAGGAGATATACTTGGT
+CACATTTATGTGAAGATGATATAAAGGGCGAATTTTGCTCTTAAATTTTTGTTAGAATAAGAGTTTTAAT
+GTGTATTATTTTTGTGTTTTATGATAAAATGAAAGAGAAAAGAGGGGAACGTTTATGAAAAGAATTAACA
+AAGTTTATAATTACGTTCAAGAAGCTTGCGAAAGGCAATTTAAAGAAAAGGGAGAAGTAACAGGTGTTTC
+TGCCATAGAAGTAGCCCAAGCTTTAAAAATTCAAAGAAGCAATGCTTCAAGTGATTTAAATACCCTTGTT
+AGGGAAGGGAAGTTGACAAAAATCGAAGGTAAACCAGTATTATACAAAGTTAAAGAGCTGAGCATTACTT
+CTAACGTTAATCCTTTGAGGACAAAAGATGCTTTTAGCGAAATAATAGGCGCTGAGTTAAGCCTTAAAAA
+TGCTGTACAGCAAGCCAAAGCTGCTATAATTTATCCTCCTCATGGACTCCATACTCTTTTGCTTGGAGAA
+ACTGGAACGGGTAAGTCTATGTTTGCAGAAGTTATGTACAACTTCGCGAAAGAAATTGGGCGTATAAAGA
+AAAATGCTCCTTTTGTGACTTTTAACTGTGCCGATTATGCCAGTAATCCTCAGCTTTTGATGGCTCATTT
+GTTTGGAGTAAAAAAGGGAGCTTATACTGGTGCAGATAGTGATAAAGTTGGCCTTGTGGAGAAAGCTGAT
+GGTGGAATTTTATTTTTGGATGAAGTTCACAGATTGCCACCAGAGGGTCAGGAAATGCTTTTTTATCTTA
+TTGACAAAGGATTGTACAGAAGACTTGGCGAATCTGATGTAGAGCATAAAGCAAATGTTCTGATAATATG
+TGCTACCACGGAAGATATTGAATCTGCTCTTCTTAAAACTTTTATAAGGCGAATTCCAATGGTAATTAAA
+CTTCCAAGTTTGGCGGAGAGAACGTATGAAGAAAGGTTTGAACTTATTAAAAATTTCTTCAAAGCTGAAG
+CTGCTATTATTAAAACAGATGTAATGATTACATCTAACGCCTTAAAGGCCTTGTTACTTTATGATTGCCC
+CAATAATGTAGGGCAGTTAAAGAGTGACATAAAGCTTGCAATAGCTAAAGCGTATCTGGGATACATGATG
+AAAAGGGATGAAAATGTATGTGTCCATACGGAGGATTTGCCTGAATATGTAAGAAAAGGTCTTTTAAAGT
+ATAAGGAAAAAAGAGAAGAGATTGATAAATTTATTACAGGAGAAATAATAAGGTTTTCTGTTGATGATAT
+GATACCGATCGTTCAAAGAAACACTCAAATTTTCAATTTTTATGAAGCTTTAGAAGAAAAAAGAAAAATA
+CTCGAGCAAAAGGGTTTAAGTGAAGAGGATATCAAACTTATCATGAGTATTGATATTGACACCTACTTAA
+AAAAGTATCTTTTAAATTTAGACAAAAGCAACTTAGAGGAGCTATACAAGGTAGTAGACAAAAAGGTAGT
+TAGCTTAGTACAAGATTTCTTAAACTATGCCAGCAAAAAATTGCAAAAAGAATTTAGCGATAAAACTTTG
+TACGGGCTTTCTATGCATGTCGCAAGTTCTATTGAAAGGATACTAGAAGGTAAAGATATTGTAAACCATC
+AGTTAGAACATATAAAGAAGGTTTATCCAAAGGAGTTTGAAATAGCTAAAGTATTAAAAGAAGAAATTCA
+AAGAGAATTCAACATAGTTGTGCCTGAAGATGAAGTAGGTTTTATTACAATGTTTCTTTGTCTTGAAGAA
+GGAACGGAAGAAAAAGATGAAAGAGTAGGCATTATTGTTGCTATGCACGGAGAAGCAGCTGCTACTTCTA
+TTGCAGAGGTAGCTAACAGGCTTTTGGGTGAAAATTATGTAATTGGATATAATATGCCTCTTGACCAAAA
+ACCAGAAATTGCATTGAACAATTTGGTAAATATCGTTAAAAAGGTTAATAAAGGCAAAGGGGTATTGCTT
+CTTGTTGATATGGGTTCACTAGTATTTTTCGGCGATATGATATACGAGAGAACAGGTATTCCAGTAAAGA
+CTGTTGAAATGGTTTCTACTCCTATGGTACTAGAAGCAGCAAGAAAAGCTTTGCTCAATTCATCTTTAGA
+TGAAGTATATGATGCAGTTGTCAATTTAAGCCCCTATGTAGGGCGGATTTATAGAGAAAGTGTTAAATTT
+GAAAATCCTCTCAAGAAAAATGTAATCATAACTGCTTGTATAACAGGGGAAGGTACGGCAGTTAAACTTA
+AATCAATACTGGAAAAAGAGCTCAATTTAAAAGAGAAGGATATAGATATCATCCCGATGGAAATTGAAAG
+TAAAAAAGAATTTAAAAGGAAGCTTCTTAATATAAAAGAGGAGAAAAATGTTTTGGCGGTGGTAAGCGCT
+ATAAATCCAGAAGATGAGTCCATTTTGTACATTTCTACATCTGATGTATTTGATAAAAACAAGTTATCTG
+TATTGAAAAACGCAATAGAAGCCGTATCTAATGTGGGTTTGATTGACAATATGAGAGAAGTCATAAGAGA
+AAATGTGAGAATAGATGCTGAAAAGTATATCTCTTCATTTAAACAGTTTTATTCTACTTTAATAGCAAAA
+GGTGTAAAACTGAATGAGGATATTACAATAGGTTTGATTCTTCATATTGCCTGTGTAATTGAGCGCATTA
+TTGAGGGCAAAGAGTTGACACATGTGAAAAATACACAACAATACATTAGAGATTATCCAAAAGAATTTGA
+AACCATAAGAAAAACAGTCAAGATTTTAGAAGAAGGATGTGATATTAGTATTTCTGATGAAGAATGTGTA
+AATATAATGAAAATTATCTATTCAATTTAATACACATATGTGTATTGAAGACGTTTTTATAGGATACACA
+TTAAAACAGAACAAGAAAGATAAAAATAAGAGGCAGAAAAGAAGCTGTATTTTAAATTCGAGAGCTAGTT
+GGCATAAAATTTGCGTAAATATACGTTGCAAAATATTTTGAAGGGGAGTTGATCTAATGGATACGTTCAT
+TAATTTTCTTGACAGGTATTTTATGCCTGTAGCAGGAAGACTTGCTGAGCAAAGGCATTTAAAATCTATT
+CGTGATGGAATAGTTGCTACAATGCCATTACTTCTCATTGGTTCGTTTTTCTTGATTATAGCTTTTCCAC
+CTGTACCTGCTCTTGAAGCTTTAATTAAACCCTATGTGAACGATTTATTAAAAATAGTCAATGCAACATT
+TGGAATAATTGCTATGGTTGCATCTTTTACAATAGCTTATTCTCTAGCTGGAACTTATAGAATAGATCCT
+GTTGCTTCTGGAGTGTTAAGTCTATCGACATTTATGTTATCGATACCCTTAACTCAGGATGGCAATATTC
+CTTTGAATTGGATGGGGAGCCAAGGATTATTTGTTGCAATGATTCTTGCAATTTTTACGGTAGAAGTACA
+AAGAAAATTTATAGAAAAAAATTTAATTATTCGTATGCCAGAAGGGGTTCCACCTTCTGTAGGTAGAGCT
+TTTGCAGCATTAATTCCTGGTGCTGTAATTATTACATCTATTTGGATTATACACATGATATTAATTAAAA
+CTGTTCATTTAACAATCCCTGAAGCTATTAATAAATTAATTGCTGTTCCTCTTATGAAATTGGGTTCTAC
+ACTTCCTGCAGTAATATTAGCAATCTTAGCTATTCAGTTCTTATGGAGTGTAGGTATCCACGGAGCAGCT
+TTAGTAGGAGGAATTTTGGGACCGATATGGCTGACTTTTACACAAGAAAATGCAGCTGCTAAAATTGCGG
+GAGAAAAAATTTTACCTCACATCGTAACACAACAGTTTTTTGATATCTTCATTTATATAGGTGGTTCCGG
+AACAACATTAGCACTAGCTTTACTTTTGTTATTTGCAACAAAATCGGAGCAGCTAAAAGCTGTTGGAAAA
+GCTGCTATTGGGCCGGGTATATTTAACATAAACGAACCTATTACTTTTGGCATGCCAATAGTGATGAATC
+CCGTTATGATTATACCATTTATTTTAGCTCCTATTGCAGCGGCTCTTATAACTTATTTTGCGATGGCATT
+AAATCTTGTGGCTCGACCTTATGCTTTGATTCCATGGACAACACCTGTGTTGATTAGCGGATTTTTAACT
+ACAGGTGATTGGAAAGCTATAATTTTACAGATTATTAACTTTGCAGTAGCAGGGGCAATTTACTATCCTT
+TCTTAAAGCTCTGGGATAATAAAAAATATGAGGAAGAACAGCAGTTAAAGAAAGAAGAAGAGGAAGTAGC
+ACAGACAAAGGCGTAAATATAATACCATATCCTGGAGAGAATTTCCTCCAGGATATGGATCCTTAAAGGA
+GTGAGGAAAGTGAAGTATCTTATTGTAAATGGAGCATTCCTGTAATGAATAAAAAATAAGGGAGAATGGA
+CTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAGAACTTACCTCGAATTATCAAA
+ATAAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATTTTGCAAGTAACGGGAGACACATT
+AATTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCATTTGACTACAGAGGAGTAGAATAT
+GGGAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATTTCTTAACTGGGCAAAAGACTTGA
+TGGAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACAGGGCAATATTGGCTGTGTTTTGC
+CCAATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCATTTCATGTAAAGATGAGCAAAGAA
+TTAGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAACAATAGCAATGCTAGTAAAAGACG
+GGAGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCGGAATTAAGGGTAGCGATGGACATAAAAGA
+GAGGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGATGGTTGGACATATACTTTCCAGAG
+TTTAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCACATTAAGAGAATTTCCAACGCCTG
+AGAAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAGAAAGAAGTACAAAGAGGGGTAGG
+AGAAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAGGGAAGAAGCAGGGCATAAAGATG
+GCGGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAAAAAACAAATTGAAGAAATAGAGA
+AGAAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTACTAGAAATCAAAGGGATAGGAGT
+AAACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAATATGAACATCCAAAACAGATACAA
+AAACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAAAGGAGAAACGACAATAAGTAAAA
+GAGGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCCTTGGTCGCAAAAAACGAAGAATT
+TCGTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAAAAAAGAAGCAATCACTAATAGTA
+TTGTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGGAGTAAAATATGACCCAATCAAGA
+TGATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAAGTGCCAACATACTATCAAATCAA
+TTAAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAAAGAGCTGACCCTTAAGAAGAAAT
+TGATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTAAAAGAAGGAATAAGACAAAAACA
+ACCAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATAAAAATAATCACCATACGGGCAAA
+GACCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAACGAAGGAATTAAGGACTAAGATC
+CAGTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCCCGCCATAATATGGAAATAGGATA
+TGAGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGTAAGAAATGGTAATATAAGCCATGAGATGCT
+CTTGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAAATAAAAGATAATAGAGGGAAGGC
+GTAAATATAATACCATATCCTGGAGAGAATTTCCTCCAGGATATGGATCCTTAAAGGAGTGAGGAAAGTG
+AAGTATCTTATTGTAAATGGAGATGATTTTGGTCTTACAAAAGGTGTAAATAAGGGGATTGTTGAAAGCT
+ACAAAAATGGCATTTTAAGAAGTACTTCTATAATGTGTAACATGCCTTATGCTGATGAGGCTTCTCAAAT
+AAAAGAGATATGTCCTGATTTGGGATTTGGGATACACATTACATTAGATGCTGGTAAACCTTTGAATAGT
+CCTTATAAGGTAAGTACCCTAGTGGATGAAAAAGGATATTTTAAAAAAGGTTTTTCCCATTCTTTAAATG
+AAGCAGATATTGATCAGATAAAAATAGAGATAGAGGAGCAAATTAAAAAGGCATTTTCTTTAGGGGTTCC
+TATAACCCATATGGATAGCCATCATGGTGTGCAAAGTCACCCTAAAGTGATAGAAATATTTATAGATATG
+GCTATAAAGTATAATTTGCCTGTACGTGCAACTCCCTTGGATAAAGAAGTTATATTAAAATCAGGTGTGA
+AAACAATTGATAATTTTGTTTATACCTTTTATGATGAAGGAGTAGAAAAGGAAAATCTTTTGTTTATTTT
+AAAAAAACTAGAGAATGGAATAACAGAAATAATGACTCACCCTGCTTATGTAGATGATGAATTAATGAGA
+GTTTCTTCTTATAATACTAAAAGAGAAATAGAAAGAAAAATATTAACCGATCCAGATGTGATTCAATTTG
+TTAAAGAAAATAATATAACACTAGTAAATTACTCAATTTTCAGGTAATTTGTAAAATTTTATAAGGAGGG
+GAATATATCATGAGAATTTTGTTAATTTGTGGCGCAGGAATGTCAACAAGTTTGTTAGTAGAAAAGATGA
+AAAAAGAAGGGGAAAAAAGAGGAATAAAGGATTTGTACATTAATGCAGAAGCAGCAGATAATTTAGAAAA
+AGTTATTGATGACTACGATGTAGTTCTTTTGGGACCCCAGATAAGATATAAAGAGAAATACGTTGCAGAG
+CTTACAAAAGAAAAAAATAAGGTTTACAGAGTAATTCCGCCTCATATATATGGAATGGTGGATGGAGCTA
+AAACATTAGATTTAGCAATAGAGGCACTAAAGAATAAATAAAAGACGGGAGGCATCAAAATGGATTTGGA
+ACAGATTGTATTTACCATTATATCTCATGCAGGGAATGCACGGAGTAATTCTTTTGAAGCATTGAAATAC
+GCAAGAGAAGGCAATTTTGAAGAAGCAGAAAAATGTTTAGAAAAAGCGAGTGAAGAGCTTTTAGAAGCTC
+ATCACGTACAAACAGATATGATACACAAGGAAGCGGCAGGAGAAAAACAAGAGATAACTTTGCTTTTAGT
+TCATGCTGAGGATCATCTCATGAATGCTATCCTTGCGAAAGAGTTGATAACTGAAATGATTGAGCTCTAT
+AAAATTATTTATCAAACAAAGGGGGCTACTTATAATGTCTAAAAAAGATTTAAAAATTGCAGTTATAGGG
+GGTGGTTCTAGTTATACCCCTGAGCTTATTGAAGGGTTTATCAAAAGATATGAAGAATTACCCGTAAGAG
+ATATTTATTTAATGGACATAGAAGAAGGCAAAGAAAAACTTGAGATTGTTGGCGGTCTTGCAAAAAGAAT
+GGTAGAAAAAGCTGGGGTTGGTATAAACATTCATCTGACTTTAGACAGACGTGAAGCCATAAAAGATGCA
+GATTTTGTTGTTACTCAATTCAGAGTAGGAGGAATAGATGCGAGAATTAGAGATGAAAAAATTCCTTTAA
+AGTATGATGTTATAGGACAAGAAACAACTGGACCCGGTGGTTTTGCAAAAGCACAGAGAACAATACCAGT
+TATACTAGATGTATGCAAAGACATAGAAGAACTTGCACCAAATGCGTGGCTTATCAATTTTACAAATCCT
+GCAGGTGTAATAACAGAAACGATTTTAAAGCATACAAACGTAAAAGCGATCGGATTATGTAATGTACCTA
+TAGGTATGGTACACGGTGTTGCAAAAATGCTTGAGGTTGATTCAAAAAGAGTGTATATAGATTTTGCAGG
+GCTTAATCATTTAGTATGGGGTACACACATTTACTTAGATGGAGAAGATATAACAGAAAAATTAATAGAT
+AGTTTTGCAGGTGGTAAGTCTTTATCAATGAAAAACATACCAGAACTTCCTTGGGATCCCGAATTTATCA
+AATCTCTTGGAATGTACCCTTGTCCTTATCATAGGTATTACTATTTAACTGATCAAATGTTAAAAGAGCA
+AAAGAAAGAAGCTGCTACAGTAGGAACAAGAGGGGAAGTCGTTAAGAAATTAGAGAAAGAACTATTCGAA
+CTATATAAAGATCCGAATTTAAACGTAAAACCTCCTCAATTAGAAAAAAGAGGAGGAGCACACTATTCTG
+ATGCTGCTTGTTCTTTGATAAGTTCAATATATAATGATAAGAAAGATATACATGTGGTTAATGTGAGAAA
+CAATGGGACGATTGCAGATTTGCCGGATGATGTGGTAATAGAAACAAATGCAGTAGTTGATAAAAATGGT
+GCTCATCCTATAACTATTGGGCATGTATCACCAAAAATAAGGGGTTTGATGCAAGTTGTTAAAGCATATG
+AAGAACTTACAATTGAAGCAGGGGTAAGAGGGGATTATTATGCGGCTTTACAAGCGTTAACAATACATCC
+TTTAGTGCCATCTGCCACTATTGCTAAAAAGATACTTGATGATATAATTGAACAGAATAAAGAATATTTA
+CCGCAATATAAGTAATAATAGAAATTACCTCTCTTTGTTTTCTAGAATTATGTTTCAAAATCACTTTAAC
+ATGAGGAGTGAAATTCCTATGTCTAAAGAATACAGATTTCCAGAAGGTTTTTGGTGGGGTTCGGCAACAT
+CAGCAGTGCAAATTGAAGGGGCTGCAGATGAAGACGGTAAAGGGATGAATGTATGGGATTATTGGTATCA
+GAAAGAACCTAATCGCTTTTTTAATGGAATAGGGTCTCAAGTAACATCTGATTTTTATCATAGATATAAA
+GAAGATATAAAACTTATGAAAGAGTTGGGGCACAATTCATTTAGATTTTCTATTTCATGGTCTCGTCTAA
+TTCCTGGTGGCACAGGTAAAGTTAACGAAAAAGCAGTAGAATTTTACAACAATGTTATTAATGAGCTCTT
+GGAAAATGGTATCGAACCTTTTGCTACCCTTTTTCACTTTGACATGCCTATAGAAATGCAAAATATTGGA
+GGTTTTGAGAATAGAAAAGTAGTAGAATATTTTGCTGAATATGCTAAGACATGTTTTGAGTTGTTTGGTG
+ATAGAGTAAAAAGATGGATAACATTTAATGAACCGATAGTTCCCGTATTAGGTGGGTATTTATATAATTT
+CCATTATCCAGATATAGTGGATTTTAAAAGAGCAGTGCAATTCGGTTATGGCACAGTATTAGCAAGTGCG
+AGGGCAATAGAGGAATTTAAAAAACTAAAAATAAATGATGCTAAAATAGGTATTGTTTTAAACTTGAGTC
+CTGTTTATCCAAGAAGTAATCATCCGGCAGATTTAAAAGCAGCGGAGCTTGCGGATTTGTTTCATAATAG
+AAGTTTTCTTGACCCTTCCGTTAAAGGGGAGTATCCTAAAGAATTAGTAGAAGTTTTAAAAGCTTACAAT
+CATTTGCCGGAATATAAGGAAGAAGATTTAGAATTAATAAAAGATAATACTGTACAATATTTAGGAGTAA
+ATTATTATCAGCCGCTTAGAGTTAAAGCTAAAGAGAATATGCCAAATCCATATGGTGTATTTACACCCAA
+TTGGTTTTATGATGAGTATATTATGCCAGGTAGGAGAATGAATCCTTATAGAGGATGGGAAATCTACGAA
+AAAGGGATATATGATCTTCTGAAAAGAATAAAAGATGAATATGGAAACATAGAGTGTTTTATTTCAGAAA
+ATGGAATGGGAGTGGAAGGGGAAGAACGCTTTATAAAAGATGGTATTATTCAAGACGACTATAGGATTGA
+ATTTATAAAAGAGCATTTAAAATGGGTTCATAAAGCAATTGAAGAGGGATGCAATGTCAAAGGATATCAT
+GTATGGACATTTATGGACAATTGGTCGTGGCTTAATGCGTATAAAAACCGTTATGGGCTCGTAGCGATAG
+ATTTAAAAACGCAAAAGCGTACAATAAAAAAGAGTGGTTATTGGTTTAAAGAAGTGGCAGAAAATAATGG
+CTTTGTCGATTAACCCCGGTTTTCCCGGGGTTTTTTCTTTTTTCAATTTTGTCATAGAAAACGAATGACA
+AGACTGAGTTTCTTTTAATTGCATAAAAAAAGAAGGGGGATTACAATATAGTTAAAGAAGTTTTTGAAAG
+AAGGAGGGAAAAGGTATGCAAAATGTGAATGCGATTACTACAAAAGGTGGAAGCCTAAGAGTAAAATTAC
+AGAGACTGGGTGGCTTCTTGGCAGGAATGGTAATACCTAATATTGGCGCATTTATAGCATGGGGACTTAT
+CACTGCATTCTTTATACCGACAGGATGGGTTCCGAATGAACACTTAGCTAAGTTGGTCGGTCCCATGATA
+ATGTACCTCTTGCCTATATTGATAGGTTATACAGGCGGTAAACTTGTATATGATGTAAGAGGTGGAGTTG
+TTGGAGCCGTTGCCACGGCTGGTGTAGCTATAGGTTCTTCTGTTCCAATGTTCATCGGTGCTATGATAAT
+GGGACCACTGGGTGGTTATGTAATCAAAAAATTTGACGAAGCGGTGGAAGGCAAAGTACCAGCCGGATTT
+GAAATGCTTGTGAACAACTTCTCAGCAGGAATTTTAGGAGGAATTTTGGCAATTTTAGCATTTTTATTTG
+TAGAGCCTGTTATGAACGCTATCTCACTTGGACTTGGAGCTGCAGCTCAGTGGGTTACGGACAAAGGATT
+ACTTCCTTTGATAGCATTGTTTATTGAACCCGGAAAGGTTCTCTTCCTGAATAATGCCATAAACCATGGT
+ATATTGGCTCCTCTTGGAGTAGCCCAGGTAAAAGAATTTGGAAAGTCTATATTCTTCCTTCTTGAAACAA
+ACCCAGGCCCAGGTTTGGGAGTGCTTTTGGCATACTGGCTCTTTGGAAAGGGAGACGCAAAACAGTCAGC
+TCCTGGCGCCATAATAATCCAGTTCTTTGGTGGAATACATGAAATATACTTCCCGTATGTTTTAATGAAC
+CCTGCATTGCTTCTCGCTGTCATAGGCGGCGGAATGGCTGCAGATGCAACATTTGTTCTCACAAAAGCAG
+GACTTGTGGCAACTCCTTCACCTGGCAGCATATTTGCAGAAATAGCTATGGCTCCAAAAGGCGGATTACT
+TCCTGTACTTGCAGGTATAGCAGTAGGAGCTCTGGTTTCCTTCTTGATAGCTTCACCTATTGTAAAGAGG
+GCAAGCGAAGAGAGCATGTCAGCTGAAAGCATGAGCTTTGCACGTTCAATAGTAAGTGGTCTCAAGGCCC
+AGAGCAAGGGCGAAAAAGTTGAAATGCCAAAAGCAGAAGTGAAAATGGATACACTTCCCAAACTCATAGT
+TTTTGCCTGCGATGCAGGTATGGGTTCTTCAGCTATGGGAGAAACTATCTTGAGAAAGAAGCTCAAAGAA
+GCCGGTTTTGACATACAGGTGAAGCACTCAGCTGTAAATCAGATACCAAAAGAAGCGGATGTAGTATTCA
+CACAGGAGAATCTGGCAGAAAGAGCAGCCCAGGTTGTGCCCCATGCTAAGATTGTGACAGTGAAGAATTT
+CCTTGACAATACCGTGTATGACGAATTTGTAAAAAGCCTTAGAAAATAGCTGATGGTGAAAGCCATGGAA
+GATTTGAGTGTAAGGCAGAAGTTTATCCTTAAAAATTTAATAGAAAAGGGACCATTTGAAATAGCTGACC
+TTGCCAATCTTATGGATGTCAGTGAAAGAACGGTTTTAAGAGAAGTGGCATTAATAAACGAACGCTTAAG
+GGATTTTAATGTAAAAATTGTAGAACAGGGGAGAAAGATATTCATAGAAGGAGAGGAAGAGGCGCTCAAG
+AGGGTTTACAGTTCTTTGGGCGCCATTCCTCTCCAATGGCTTTTAACACCTGACCAAAGGCAGGTTTTGA
+TGACTCTTCAGCTTCTTCTTTCTGATGAACCCATTAAAGCTGGCTATTTCAGCTATCAGTTTAATGTGGT
+TGAAGGCACAATAAGCCTTTACCTCGATAAAATTGAAGAGTGGCTTAGGATGAGAAAGCTCACGCTTATA
+AGAAGAAGAGGATATGGGATAAAAGTAGAGGGCAGTGAAGTTGATAGAAGAAATGCCATTATAGAGCTAT
+TTTACAATTATACGCCAATGGAAGACCTGCTGCAATTTATTTACGATGAAGAAAAAGGCAAATACTTCAA
+AGCCTTTTTTGATTCAGTGTTTGGCAAGGATTTGGTAGAGAAAGTAAAAAGTCTGTGCGAAAAAATTAAA
+GAAGCCGTATACGAAGAACTGCCTGATTTAAATTATTTTGGCATGTTTGTTCATATACTTCTTTCAATCT
+ACAGAAGCAAAGAAGGAAAGGCCATTGAACTTGATAGAGAATTTATAAATGATATATTACAGTCAGAAGA
+GTTCAATTTTATGAAGAAAGTTGAAAAAATCCTTGAAGAGGAAGATTTCTACCTGCCAGAGTCAGAAATA
+GCATATTTAGCTATTCACTTGAGCCCAAAAAAGTATGTGTACAAACAGCATAGGTTTGAAGAATTGGGCA
+TTACTCTGGAGGAGCTGTCAAAAGAGGTCGTAGAGGAAGTCTCAAGGATTTTCAATGTAAATATACGCTG
+CGATGAGCAACTTCTTTTAGGGTTAGCACAGCATCTAGAACCAGCTTTTTACAGGTTGAGGATGGGTCTT
+GTTACTTCAAATCCTTTGATAGAGGAGATTAAAAGCTATTATAAAGATTTGTTCAGTGCGGTGGAAAGAG
+CCTGTAAAATAGTTTTTTCAAAGTACAACATCATAGTACCAGAAGAAGAGATCGGATACATTACAATGCA
+CATAGGAGCGGCTATTGAAAGGCAAAAGGAAATGGCCAAGAAGCTTAAAGTTCTGGTGATTTGCCCTAAT
+GGAATTGGAACTGCCCGAATACTTTCTGCTAAATTGAAAAACAAGTTTAAAGAGATTGACCAGTTAAATA
+TAGGAACTATTTGGGAATTCAAGAGGAAGCATCAGGAATACGATTTGATAGTTTCTACTATAAGATTGGA
+AGAGGCAGATTCAAAAGTAATAATTGTATCTCCTTTTTTGACAGAAGAAGATGAAGAGAAGATAAGAGAT
+TATATACAAAATCTTGTCGAAAAAGTGGAACAAAAAGGTGGGCAGTTTGAGGCTAAAGTAAAGGTAGAAG
+AGAATTTTGAAGTAGCAGATGAAATATTGAGAAATTTTAAAATAGAAGAAGTAGAAGCTGATAGCACAGA
+AAGACTGATAGAGCTAATTGGGCAAGACCTGTCAAAATCCATGCTTGCTGAAGATGCTGAAGAAATAAAA
+GAGCTTCTCCTTAAGAGGGAAGCAATGGGCAATGTGGTTATACCTGGTACTCGAATTGCTCTTTTGCACA
+CTCGAAGTGATAAAATGGTACTTCCTTTTCTTGGAGTTTACAAGGTGAAAAGCCCTTTGAAACTTCAAAG
+CGTAGGGTTTGCCTACGAAGAAGTGGATACTTTTTTGATTATGCTGGCGCGTAAGACAGAAAAAAGTGAT
+ATACTAGAGATGTTAGGAAAGGTGAGCATTTCTTTGATTGAGGACAAAAATTTTAGTGAGATTTTAAGGC
+TTGGGGATGTAAAAGATGTAAGAAATGCTTTGGTGAAAATATTAAATGAGGCATAGGAGGCGAAGTCATG
+GACAGAGAAATACTCAATGAAAAGAACATACTTTTAAACCTTCCTTCAGAGTCTAAAATAGAGGCTATTG
+AAAGGGTAGGGAATCTCCTTGTTGAAAACGGCTATGTTGAAAAAGAGTATATCGAAGGTATGAAGAAAAG
+AGAAGAAGACATAACGACTTATATAGGAAATGGGGTAGCTATACCTCATGGGGTTTCTGAATATGTCAAA
+TACATCAAAAAATCGGGGATAGTCATAGCTCAGTATCCCGATGGGGTGGATTTTGGAGATGGCAACAGGG
+CCTATATTGTGATAGGAATTGCAGGTAAAGGAGATGAGCATCTTAACATTCTTTCAAAGATAGCTTTGAC
+ATGCCAGTACGAAGAGAATGTAGAAAAGCTCAAAAAAGCAAAGACTCCACAGGAGATAATAGAAATCCTG
+GAGAAAGGTGATGAGTAAAATGCTGAAGGCGCTTCACTTTGGAGCAGGCAATATAGGGAGAGGATTTATT
+GGATATTTACTTAATAAATCCGGATATGAAGTTACCTTTGTAGATATTTCGAAAGAAATTGTGGATAATA
+TTAATAAGTACAAAAAGTACAATGTCATTATTTTAAAAGAGCCTGTGGAAAAAGAGGAAGTAAAAGAGGT
+CAAGGCTTTGCATCTAGAGGAAGAGGATAAAGTGCTTGATGCTTTTTTAGAGGCGGATATGGTTACAACT
+TCTGTAGGTGTTTCAAACCTTTCTTCCATTGGTGGAAGATTAAAGAAATACTTAAAGGCAAGAAAAGAAA
+AAAATGAAAAACCTCTTGACATAATGGCTTGCGAAAATGCGCTTTTTGCTACTGACGTTTTAAGAGAAAG
+GGTAGTAAAAGAAGAGGACGATGATTTTATTACTTACCTCAATTTAAAAGTTGGTTTTCCCAATACAGCA
+GTTGATAGGATTGTTCCAGCAGTTAAAATTGATAAAAAACTTCCTGTGGATGTGGCAGTAGAAGAGTTTT
+TTGAGTGGGATATTGAGAAAAATAAAATTAAAGGGAACCTCCAAATAGAAGGGGTAGAATTAGTAGATGA
+TTTAAAACCTTATATAGAGAGGAAATTATTTTTGCTAAATGGAGCCCACGCTACAACAGCCTATTTGGGC
+TATTTAAGAGGTTATACGTATATTCATCAAGCGATAAAAGATGACAATATAAGGGCTATAGTGAAAGGAA
+TGCAGGAAGAAATATCTACTGCTCTTTCTAAAAAATATGATGTAGATAAAGAATCTCTTATGGCCTATGC
+AGAAAAAGTGATTAAGAGGTTTGAAAATCCATATTTACAAGATGAGGTTACAAGAGTTGGAAGGGAACCT
+TTGAGAAAGCTTTCATCAGAAGATAGATTAATTGCACCTTTAAAGCTTTGCAGTGAAGTTGGAATTACGC
+CAAACTTTATCCTCTATGGAATTGCTGCTGGGCTTTTATTTGACTACAAAGAAGATGCACAGGCCGTTAA
+AATGAGAGAATATGTAGAACAATTTGGCATAAAAAAGGCTGTAAATGTTATTACAGGACTTGAAGAGGAA
+AGTGATTTAGTAGAAGAGATAGAGAAAAGGTACTTTGAGCTAAAAGGAAAATTAATATAAAAAGGGCGTT
+TTGTGATAAGGCACAAAATGCCCTTAAAAATGTTTACAAGAGAGAGAAAACGTATAAAATTGGGAGAAAA
+TAAGAGCAAAGGCCAAAAAGTTCTTGCAAAATTGCGCTATATCAAAATTGAAAGGCAAAAGAAGTGTTTT
+ATATAATTAAATCAAAGCTTGTCTGACATCTGATGTATGATTTAATTTACACAAAATTAATACTAGTTTA
+ACTTCAATTTAACACTCCTCTGTTATACTTAAAATTGCTGTGGGGTTTTACCCTTTCTAAATCCAATTCT
+AAAGGTAAAAGGAGGATGTAAATGTTTAGTCAAAGGTCTCGCTTGTTTTCCATTCTGGTTGCAGCTCTAT
+TGATTTTTAGCCTCATTTTCCCGTCAGTGCCACAAATCGCATTTGCTGCAACCTCCAAGACCTTCGATTT
+CATTGAAGTAACAGACTTCCACGGTTACCTACAAAATGATGGTAAGGCATCTGATGGCACTTTGTACAAG
+CAGCAGATAGCAGCTGTAATGGCAAAACAGATCAAGGACATAAAAGCACAAAACCCCGACAGAACAGTGA
+TTTTGTCCGGCGGGGATATGTTCCAAGGAACGCCACTTTCTAATGTGCTAAGGGGCAAGCCAGTCATTGA
+GATGATGAAAAACATCGGATTTGACGCAATGGCTCTTGGCAACCATGAGTATGACTGGGGTATTGAGTCA
+GTAATTGACACGCAGAATGCTACTTTGAAGAATTCCACAATTCCAGTTCTTGCTGCAAACGTGTATGACA
+AGACCACAGGCAAGCCAGTGAGCTATGTAAAACCATATGTTGTTATTGAAAGAGATGGAGTAAAGATTGG
+AATAATAGGTATTGTAGACAACAAGGAATTCCCCACTATAATAATGCCAGCTTTTATACAAAATGTAGAT
+TTTAAAGACCCTGTGCCAATTGTAAATGACCTCGCACAGCAGCTGAGACAGCAGGGCGTAAAGATTGTGG
+TAGTTCTAGCACATATGGGTGCATATCAAGATAGCTCTGGCAATGTAAGTGGCAACCTCATAGACTTTGC
+AAAACAGGTAAAAGGTGTAGATGCTATATTTGGCGGACATACTCATACTATAGTTACTACAAGGGTTAAC
+GGAATACCAGTTGGAGTTGCTGCAAATTACGGGAAGGGAATTATTGACCTGAAGATTACAATTAATGAAG
+ATGGAACTATCACAGCTGGTGACATGCAGTATATTGACCTTACTAAGATTTATTCCACACCAAATATCGA
+CCCTAAGTATATTGACCCAGAGGTACAGGCAATAGTTGATAAAGCCAATGAAGACGTAGGACCTATATTT
+AATGAAGTTATAGGCAAAGCGGCAATAGATTTGACAAGAACTCAGAGTGCTAAACCCTATGGGGATTCAT
+TGCTTGGTAACTGGGCAGCTGAAGTGACAAGGAAGGCAGTCAATGCAGATTTTGGATTTGCCAACAATGG
+AGGACTCAGAATTGACATTCCAAAAGGCGATATAACCGTTGGAATGATGTATCAGTTAATGCCTTTTGAT
+AACACAATAGTTACGATGAAGATGACAGGTGCTCAGATTAAGACAATTCTTGAACAGGCAGTTCAAGACG
+GAGGAAAGGGTATACAGGTTGCAGGACTTTCCTTCAAATACGACCCAACCAGGCCTTCAATGCACAGAGT
+ATTTGACATGAGAAAATCTGACGGTACACCTATAGACATGAATAAGTCCTACCTTGTTGCTACAAACAAT
+TTCATGGGCACAGGTGGAGACGGATTTACAGGATTTACTGACCCTGAAGTGAAGAAGAGCTTTGTTGACA
+CTTACAAACTTGTGAGAGACGCTTTCATTGAAGCAGTAAAAGAGCAGGGGACAATAACTTCAGTAATAGA
+CGGAAGAATTGCTCCTGCTACAAAAGAGGGTACATTAATCACAGTTCTTGCTACATCTGATATACACGGC
+AATATATTCCCATGGGATTACAACACGGCTAAACCTGCCAACAGAGGATTGGCAAAAGTTTCAACTTATG
+TAAAACAGGTGAGAGAAAAGTATCCTTATGTAGTGCTTGTTGACAATGGAGATACAATCCAGGGTACACC
+ATTATCTTACTACTATGACAAGATAGACACGAAGACAGAGTATCCACTTGCAAAAGTGATGGGCGCAATG
+AAGTATGATACTTGGACATTAGGAAACCACGAGTTTAACTATGGACTTGAAGTATTAAACAGAGTAATAA
+AGGATATGAGAAACGAAGGAATACACGTTCTTTCAGCTAATACCTACAAAGATGATGGAACAAATTATGT
+AGACGCTTATTACATCAAAACATTTAATACGCCTCAAGGACCTGTCAAAGTAGGTATCCTGGGACTAACA
+ACTAAGATGATACCTGCTTGGGAGAACAAAGAAAATTACGCAGGACTTCACTTCAATGACCTTGTAGATG
+AAGCTAAGAAATGGGTGCCAAAATTAAGAGAAGCAGGGGCAGATATTGTAGTGGTCACAATGCACTCTGG
+TGAAGAAAAACCAACAGACATCATACCAGAAAACCAGGTAATTGCAGTGGCAACGAATGTCGATGGAATA
+GATGCAATAGTTGCAGGGCATACTCATGTTAATATACCGCAGCATGACTACAAGAATCCATCAGGACAGA
+CTGTAATAGTTACAGAGCCTGGCAAGTGGGGTGAATATGTATCACAGATATACTTTGATATCACAAAGAA
+CGATCAGGGCAAATGGGTAATTGCAGACAAATGGAGCACTACAATAAAGATGGACGATTCAATACAGGCA
+GACCCTGAGATATTAAACTTGGCACAGCCATATCACGATGCTACATTAAAATACATTGGCACAAAGATTG
+GGGTTGCAACAGGCGATTTCTTGGGCACAGACCAGACAATAAAGCCTACAGCAATAATGGACCTTATAAA
+CAAAGTGCAGAAATACTATGCAAAGACAGACCTTTCAATTGCCGCACCTTTGAGTAGCTCAGCTAAGATA
+TTAAAAGGTGACATCACTATACAGGATATAATGGGCGTGTATGTTTATGAGAACTACCTCTATGGAATAA
+AGATGACTGGAAAGCAGTTAAAGGCTTGGTTGGAGTGGTCAGCAAGGTATTACAAACAAGTGTCTTCACC
+AAATGATCCAATAACAAAAGATCCGACACTCAATATACCTGATTACAACCTCGACCAGCTGTACGGTGCA
+AGCTATGTGATAGATTTGACACAGCCGGCAGGACACAGAATCAAAAACCTCAAAGTAAATGGCAAACTTG
+TAAAAGATGATGATGTATTCACTGTCGCAATAAATAACTACAGGTTCAACGGTGGCGGTGGATTCATGCA
+GGCTGCTGGAATAACAAATCCAGAGATTGTGTTTGATTCAGCAAAGGCCTATGGAGATGACGGCCAGGTA
+AGAAATTTGATGATAAGGTATATACAGGAGCACGGCACGATAAGCCCTGTGGTTGAGAGCGATTGGTACA
+TCTCAACGACGCCAGTACAGGAAGAAGTAGAAGTAAGCCAGGGTACAACTCAGCCATCACAGCAGACAGA
+ACAACAGACAGCTTCTCAGCCAGTTTACAATTACGGAATTGTCACAGCATCAGCACTTAATGTGAGAGAA
+GGCGCAGGGCTTAGATATAAGGTAATAGGAGTGCTTCCTGCAGGTAAAGTTGTTACACTGCTTGAAGAAG
+TAAATGGCTGGTATAAGATTGACTACAATGGAAAGACAGGATATATTTACAGCAAGTATGTTGCTGCAAC
+TCCGAATCCGTCAAATGTTGTTGTGCTAAAAGCTGTTAAAGTCACTGCTAAGAGTGGACTAAATGTAAGA
+GTAAACAATTCTCTCAATGCGAGAAAGATTGGAGCAGTACCATACGGAACAGAGCTCAAAGTAGTTGGAG
+AATATAACGGATGGTATCAAGTGCTCTATAATGGTGGATTTGGATACGTATATGCGAAATATACAAAGTA
+AAGTGAAGGGAGTGGCTTTCCACTCCCTTATTATTTTTGTATCAAAATATGATAGAATATATGAAGGAAA
+CATTCGTTAAAGGGGTTGAAGCTCTGTTGAAAATAGGGGATGTAGTTTTAGAAAATAACGTATTTTTATC
+ACCTATGGCAGGAGTTACAGATAAGCCGTTCAGATTGATATGTCAGGAAATGGGTGCAGGACTTACTTAT
+ACTGAAATGGTAAGCGCTAAAGGGCTTTACTATGGGAGTGAAAATACAAAGGCACTTTTGGATATTGACG
+ATGGGGAAAAAGTAGCCATTCAGATATTTGGCTCTGACCCCGAGATTATGGGAGAGATTGCAAGAAGGTT
+GAATGAAAGCAAAGCGTTAATCATTGATATAAACATGGGATGCCCTACTCCAAAGATAGTAAAAAATGGA
+GATGGAGCAGCTTTAATGTTAAAACCGGATTTGGCTGAAAAAGTGATGGAGGCGGTGGTAAAGGCTTCAT
+ATAAACCAGTAACTGTAAAAATAAGAAAAGGATGGAATGATAATAATGTAAATGCAGTAGAGATTGCACA
+AATTGCTGAGAGAGTAGGCATTAAAGCTGTAGCGGTACACGGGAGGACAAGAGAACAGTTTTATTCAGGA
+AAAGCTGACTGGGAGATAATTAAAAAAGTCAAGGAAAGCGTAAAGATACCTGTAATAGGCAATGGAGATA
+TATTTACGCCAGAAGATGCAAAAAGAATGCTTGATGAAACAGGTTGCGATGCCGTAATGATTGGGAGAGG
+AGCCCAGGGCAATCCGTGGATATTTAAAAGGACTGTCCATTATCTTAAAACGGGTGAACTTTTGCCTGAA
+CCTACAATAAAGGAAAAAGTAGACCTTATGATAAGGCATCTTACTATGATGGTTGAGTATAAAGGTGAAA
+GAACAGGTGTGGTAGAAATGAGAAAGCACATCGCTTGGTATTTAAAAGGCCTTCCAGGCAGTGCACGAAT
+GAGAGAAGCAGTATTTAAAATGGAAAGTTATAAAGAAATAAAAGAATTTTTAGAAGGTATTCCTAAAATT
+TACGAAAAAGGGTAATAAAAAATCCTGCGAGAGCAGGATTTTTATCTTAAATTTTCAGGCAACGTCTGTC
+TCATTGGGATGTTTTGCCTATTTAGAAGGTTTTCTACCAAGTCAGGGAATTCTTCAGCGGGTATACCTGC
+TCCCATTTCTGTTGGGTCGTGAAAGGCATGGGCTCTTGCACCGCCACAGAGAAGGGAGAAGTTCATTTTT
+CTATTCACAAGAGGGGATACTGTCATTTCAGAACATACTCCACAGGTTCCAAGTAAGTCTATATTAAGCC
+TCCCGCCTTTTTTCATCAGATAATGCCCTTCTAAAGCGAGTATTTGTGCTGGTACTCCGAAAACCAGCAC
+TACCTGAGGTTCTACAGGAGCCTTTGAAAGTTTGAATACAATAACCTCAGACACGTTCCCAGGTTCCAGT
+TTGGGGATTTTCTCCCTTGTCACTCTTGAGGTTTCCAGCGAATAAAATCTTCTTAGCAAAAAATCTCTTT
+CCCCGTTTTTAATAGGTTCAGGCAAATCGTATAGTCCAAGATTTGCAGCTCCTGCAGCGCACATAAAATC
+TTCTGCCTTAAGCCTTAAAGCATCAGGCGGTTCAGGTAATCCAGAGTAATTTGTTGAACCTCTTACTGTT
+TCAACCGCCTGGCAGTAAGTTAATCTGCCATTGGGCCTTGGGATATCTTCAAAAAACTTCTCATACCTTT
+CTTTGTGAACAGATGGTACCAAAAATACACCTACAGGTTCATATTTTAGCTTTAATTTTTTTACTATTTT
+TGAAGTTAAGTCTTTCCAGTCATGTTTTGGCTTTATGAGTTGCTCTTCTAAAAGTGGACCGGCCATTTTA
+ACAACCTCCTATTGTTTGCCAAAAATATATATGGCATTAGTCGGGCAGATTTCCAAACAAGAAAGGCATA
+GTATGCACTTTTCAGGATATAAGGCTATAGATTTGTATTCTCTGTTCGGATTCGTTTCTCCTTCCCTCTT
+TACAAGTTCATATACATCTTCAGGGCATACTTCTACACATCTTCTACAACCTATGCACTTTTTGTCGTCT
+ATTGTTATCTCAGCTCCTGGCTTAAAAATATTGACATCAGTCATTCTATCACCTCAAATTTTTTAGGGCT
+TACACCCTAATTTTAAACCTTTTTTACATATAATGCAATTTAAAATGCATCAGTTATTTTTATATTATCC
+ATAGGTCAAAGCTAATAATTTTTTGTAAAAACTTAGGACAGGCACATACGGGAAAGTAGGGCACATTATG
+TTATTACAAAAGGAGATGATGTATAAATGGAGCATTCCTGTAATGAATAAAAAATAAGGGAGAATGGACT
+TTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAGAACTTACCTCGAATTATCAAAAT
+AAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATTTTGCAAGTAACGGGAGACACATTAA
+TTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCATTTGACTACAGAGGAGTAGAATATGG
+GAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATTTCTTAACTGGGCAAAAGACTTGATG
+GAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACAGGGCAATATTGGCTGTGTTTTGCCC
+AATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCATTTCATGTAAAGATGAGCAAAGAATT
+AGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAACAATAGCAATGCTAGTAAAAGACGGG
+AGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCAGAATTAAGGGTAGCGATGGGCATAAAAGACA
+GGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGATGGTTGGACATATACTTTCCAGAGTT
+TAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCACATTAAGAGAATTTCCAACGCCTGAG
+AAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAGAAAGAAGTACAAAGAGGGGTAGGAG
+AAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAGGGAAGAAGCAGGGCATAAAGATGGC
+GGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAAAAAACAAATTGAAGAAATAGAGAAG
+AAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTACTAGAAATCAAAGGGATAGGAGTAA
+ACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAATATGAACATCCAAAACAGATACAAAA
+ACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAAAGGAGAAACGACAATAAGTAAAAGA
+GGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCCTTGGTCGCAAAAAACGAAGAATTTC
+GTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAAAAAAGAAGCAATCACTAATAGTATT
+GTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGGAGTAAAATATGACCCAATCAAGATG
+ATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAAGTGCCAACATACTATCAAATCAATT
+AAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAAAGAGCTGACCCTTAAGAAGAAATTG
+ATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTAAAAGAAGGAATAAGACAAAAACAAC
+CAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATAAAAATAATCACCATACGGGCAAAGA
+CCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAACGAAGGAATTAAGGACTAAGATCCA
+GTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCCCGCCATAATATGGAAATAGGATATG
+AGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGTAAGAAATGGTAATATAAGCCATGAGATGCTCT
+TGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAAATAAAAGATAATAGAGGGAGGAGGT
+TAGGAAATACAAAGGGATCGATTTGTTAGAATTTCAGTATAAAGAAGAAATCAAAAGAAGAAGCATTATA
+CCAAAAGAAAAGTTTTATCACCGTTTTTTAAAAATTGGAAACCTAATAATGATTTCTAAACCTTATGATG
+AAGAATGGCAAGAAAAAAGCTATAAGATGAGTTTGTATGAACTTATGAAAGAAATAGACTATGAAGAGGT
+ATTTGGATTAAGAATTCCTGGAAAGTCTAATAAGAAGAAGGTTTACACAAACAGGCTTTCTTTTGAAAAA
+TTCACTATTGGAGATATAGTACTTGCGACAAGTCTGGGCTTTCACATACAGGGAGCTATAAGGCATGCTG
+CTATATTTGACAGCAGAAGATATCATGGAAGTATTGATGATGAGTGTTTGCTCACTGCAGAACCTGACAA
+AGGAGTAATATACGAATCTATTCAGTTTTATTACGAAAATTTTGGAGAAGCATGGGGGCTTTTTGTTCCA
+GGGACAACTTTCAAACAGAGGATTGAAATAGTTGAAGAACTTTCAAAACACGTAGGAGAAAGGTATTACT
+GGAGCGCCCATAAAAACAACCCTACATCCTGGTACTGTTCTTTGGTTCCATGGAGAGGATATTATGAAAT
+TGCAGGGATAGACATAGACTACAATGGAGGTTACTGGGTGCTCCCTATAGATATTTTCATGAGCGAATAT
+ACAGAGGTGTTTGAGTACGCAAGGGGATAAAATTCTTATCCCCTTGCAAGTTATAAGATGTCTGACAATT
+TGAAAATACATGAAAATACAAAAACCATATTGACTTTTAGGTAAGGGGTAATATATAATTATCTCGTAAA
+CACGTGTTCATGAAATTTATTTTAAGAGTTTTTGTTGAAAAATGCGAAAAGTTACTCTATAATCTATAAC
+AAACAATATAGAAATAGAGGAGAATTGTTATGATTAATAGCAAAGACATTGCTAGGATTGCCGGTGTGTC
+TCGCAGTACTGTGTCAAGAGTCATAAATAATTATCCCAATGTTTCGCCTGAAACTAAGGAAAAAGTGTTA
+AAAGCTATTAAGGAATATAACTATGTTCCTCATGCTTCAGCTCGCATGTTGAGAGGAAAAAGCTCTAAGA
+CGATTGGCCTTGTGATTGTAGATTTGAAGAGGAATAGTGATATTCATAAGGTTTATGACAATGTTTACTT
+TGGACCTTTTACAACTGCGGTTATCGATTTTGCAAATCAGCTAGGATATAATGTTCTTGTCATTACTGTT
+TATAAACCGAAAGATTATAAAAAAGTGAGGGAAGTCTTTTACAATAAGACTATCAATGGAGCAATTTTTA
+TTGGTGTAAAAAATGATGACCCCGAAATAAAAAATCTTATTGAGGCAGGGCTTAAGACGGCAGTGATTGA
+CCAGGAAATAAGAGATGATGAGAATGACCCATTCAATAAAAGTATCATAGTCAACATGGATAATGTGACT
+GGAGCCTATGAAGCTACAAAGTACTTGATAAGTCTGGGTCACAGGGAAATTGCCCATATAACAGGTGATA
+TGGAAAAGCTCTCTGGTTTTGCAAGATTAGAAGGATACAAGAAAGCATTGAAAGAAGCGGGAATTCCATT
+TAAAAGTAGTCTGGTAGTAAAAGGGGATTTTGTTGAAGAAAGCGGTTATAAGGCTGCATATAAATTATTC
+AAAAAAGCAAAACCCACGGCGATTTTTGCTTCAAATGATCAGATGGCTATAGGAGCTATGCAGGCTTTAG
+AAGAGATGGGATACAAAATTCCAGATGATGTTTCTATAATTGGTTTTGATGATATTACTATATCTCGCTA
+TTTGAAACCTGCTTTAACGACGATGAGCGTTTCTTTATTGCAAATGGCAGAGTTAGCAGTAGAAAATCTT
+ATTAGGTCAGTCGAGGAAGAGATAGCAATTAAAGCTAAATTTGTAGTACCTGTAAAACTGGTAGAAAGAG
+AATCTTGTAAAAGAATTGAGATAAAAGAAGAAAATGAAAAGAAAGAATATCTTTTATCAAGATGAAGGTC
+AACATTTTTGTTTCTATACTCTTTTGTAAACACGTGTTTATTGGATTTTTGTATAATATATGGTATAAAA
+AGGCTTAAAGCCTTTTTAATCTAAAAATTGAGAAAGGGGTGATAAAAAGAAAAGGTATATTTAAAAAATT
+TATAGACTTTGAAAACTATTTCAAAAGGGGGATTGTGAGGTGCGAAGGCTCTTAAGTGTATTATTGGTTT
+TAATGTTGGTGACGGGTGCACTGGCAGGCTGTGGACAAAAGAGCCAGGAAGCAGCTGATAAAACCCAGCA
+AAGTGAAACAGCCCAGCAACCTGCCCAAGAAACTACCTATCAGAGAAATGAAACTCTTTATGCTGGAGGC
+GGATTGTGGGCACCACCGAGCAACTGGAATCCGCTTACACCATGGAATGCAGTAACAGGTACAGTAGGAT
+TGATTTACGAAACTTTGTTTAATTATGACCCGCTTAAAAACGAATTCATTCCATGGTTAGCCGAAAAAGG
+TGAATGGACCTCTGATAATACTTATCAAGTAACATTAAGAGATGGACTTACTTGGTCAGATGGTCAGCCT
+TTGACTTCAGAGGATGTAAAATTCACTTTTGAAATAGCAAAAGAACACCCTGAAATCTATTATAGCCCAA
+TGTGGCAATGGTTGCAATCTGTAGATACTCCTGATAATAAGACTGTGGTATTTAAATTTTCAACTTCCCA
+TTATCACGAATGGCAATATAACTTATATCAAATTCCTATTATACCAAAACATATTTGGCAGAATAAATCT
+AAAGATGATTTGCTGAATGGTGCTAATGAAAAGGCAATTGGTTCAGGACCTTACTTATTTGATACTTACA
+GCAATGACCGCATGGTATATAAGAGAAATGATAACTGGTGGGGTATAAAAGCTCTGGGACTTACTCCACA
+ACCTAAGAGAATAGTGTACTTAATTGTTCCAAGTAATAACGTAGCTCTCGGAATGTTGATGAAAGGAGAA
+CTGGATGTAAGTAATTTCTTCCTCCCTGGTATACCGACGTTAAAAGCTAATTATGGAATAACGACTTTCT
+ATGACAATCCACCATACATGATTCCTGATAATACAGTGTTTATGTTTATCAATGTGACTAAAGAACCTCT
+TAGCAATGTAGAACTAAGACGCGCCATGGCTTATGCTATAAATCCAAAAGTAATAGCTGAAAAGGTGTAC
+GAAAATCAGGTTGAACCTTCAAATCCTCTAGGTTTTGTGCCTGCTAAGTCTTGGGAAGAATATTATGATA
+AGAACGTAGTTTCACAGTATGGATTTAGCTATGATCCTAATAAAGCAAAAGCGATTTTGGATGCTGCAGG
+ATTTAAATTGGGTAACGATGGAGTGAGGACAACTCCAGATGGCAAGAAGTTTAAATTAGAAATTAGCGTT
+CCGTATGGTTGGACTGACTGGATGGAAGCAGCTAAGATTGTTGCAGACCAGTTAAAGGCTGTAGGAATTG
+ATGCAGAAGCAAAATTCCCTGATTATAGCAAATATTGGGAAGATTTAACTAAAGGGACATTTGATTTATC
+TTTCAACAACTTCGGAAGCCAAGTAACCTCAACACCATGGACGCTTTACAACTGGCTCTTCAATCCTATA
+ACAGGAGATGCTCAATACAATGGTAACTTTGGGCGCTTTGATGTAGAAGGGTTGCAGGATATGGTGGCAG
+CTTTAAATGAAGCAAAACCTGGAACAGATGAAGCTAAAAAGGCTGCTTCAAAATTGGAAGAAGTATTCTT
+AAAGAACATACCGGCCATACCGCTTTGGTACAATGGTCTCTGGTTCCAGGCATCAAATGCAGCATGGGAA
+AATTGGCCAACAGAACATGACCCATATGCTTACCCAGTAACTTGGGGAGGCAGATGGCAGACAGGCGGTA
+CAATGATGATGATGAAAATAAAACCGAAAGCTTCGCAATAATAAATGGGGGTATATAGATGTTACGGTAT
+TTGATTAAGAAATTGTACATCTACATTTTGACTTTCTTTTTTGCAGTGACAATCGACTGGCTGATCCCCA
+GGTTTATGCCTGGGGACCCCATTCTTGTATTAGTATCAAGATTTTCGGGGTTACCAGAGTCGGCAAAAGT
+AATGTATGGATATTTGATTAAAGCTTTTGGATTGGATTTGCCTTTGTGGAAGCAGTATCTGAATTTCTGG
+ATGGCTATATTTAAAGGTGATTTGGGTATAAGCATATATCTATATCCTAAACCTGTTTTATCAGTTATCG
+CTCAGGCCATACCTTATACACTTGTAGTTTTGCTGCCCTCTATTCTTTTGAGCTGGATAGTGGGGAACTA
+TATAGGGGCTGCAGCAGCAAGGCACAGGAGCCTTGATTCCAGTATGTTACCTGTATTTTATATTATCACT
+TCAATTCCATATATGTGGCTTGGAATACTTTTAGCGTGGGCTTTTGGCGTCCTATTAGGGATTTTTCCAA
+TTGCAGGTGCTTACAGTTTTAGCATGAGACCTAATTGGTCGTGGCAGTTTGTAGCAGACTTCTTAAAGCA
+CTGGATATTACCTTTCTTGTCTTTATTTATTGTGCAAATTGGCGGTTGGGCAATAGGCATGAGAAACTTG
+ATAATATATGAGCTTGAAGCGAATTATTCAAGGTATTTAGAAGCTCTAGGTGCATCCGAAGGGCTTATAA
+GGCGATACGCTTTTAAAAATGCTATACTTCCACAGATTACTGGTTTGGCTCTTCAATTGGGTACAATTGT
+CGCAGGTTCCATAGCGACAGAGGTAGTTTTTGCTTATCCAGGAATGGGATATATATTGTTGCAAGGAATA
+TTAAACCAGGATTATTTTTTGGTCCAAGGAGTGTTTTTATTCATAATCATTGGGGTATTACTTGCTAACT
+TTCTGGTAGACATACTTTATATGATAGTTGATCCAAGGATCAGACTAGGACTTGGAGGAGAAAATGTATG
+AAAGAGTTTATGTATTTTGCATTTAAAAATACGAAATTTAAAATAGGCCTTAGTATACTGCTTTTTTTCT
+TGATATTGGCTACAATTGGTCCCTACCTTTCTCACTATAAAGATCCTCTTGAATATGTGAGTATGAGCAA
+TTTGCTTCCTAATAAAGATAACTGGCTGGGGACGACCACCTTTGGTCAAGATGTTTTTACTCAGTTTGTA
+TATGGGTTAAGGTCCACATTTTTTATTGGGCTGTTTGGAGGAGGATTAGCTACTATAATAGGGCTTTTAA
+TCGGTTTTATAGCAGGGTATAGAGGCGGCTGGATAGATGAGATTTTGATGATGCTTACAAATATCTTGAT
+AGTGATTCCAACTTTAGCTCTTCTTATAATAATTGCTGCTTATCTCCCTTACAGAGGGATAGGAATTCAA
+AGTGTGATAATAGGTTTGACGGCTTGGCCTTGGACTGCAAGGGCTGTGCGAGCTCAAACTCTTTCTTTGA
+AGTCAAGGGAATTCGTGAATCTGGCGAAGATAACGGCTTTACCACCTTTAAAAATAGTTTTAGAAGAAAT
+AGCACCAAATATGATGTCCTATGTAGTGATGGTATTTATTCTCCAATTTGCAGGTGCGATACTTGCAGCA
+GTGGGATTGGATTTTATAGGTTTGGGACCTACAAGAGGGATTTCTCTTGGATTGATGCTCCAGTACTCCG
+TGCTGTGGAATGCAATTCAATTGGGAATATGGTGGTGGTTTATTCCTCCGGGGTTGGCAATAACGATGAT
+AGTAAGTTCGCTGTACTTTCTCAATATAGGCCTTGATGAGATATTCAATCCAAGGCTTAGGGAGGAGTGA
+CCAATTTGGTAGAGATAAAGGGTTTGAAAATATATTATAAAACTTTGCGCGGAGACGCTAAAGCATTAGA
+CGACGTGACTTTTACGATAAATGACAGAGAAATACTGGGGATAGCTGGCGAATCAGGATGTGGCAAGTCG
+ACCCTGGGGAATTCCTTGATCCTTTTAAAGCCACCAATGAAATACGTCTCTGGTGAGGTTAGACTAAATG
+GCGAGAGATTACCGATTGACAATACTGTTGAGATGAGAAAATATCGCTATAAAAAAATTTCTCTTATACC
+CCAGTATGCTATGGATGCTTTAAATCCAACTCGTAAAATAGGGGGAATAATAAAGGATTTGGTTGGTCAG
+CATAGGGTAAAATACGAGGAGATAGAAGGAAGGCTACATGAAAGGCTTAGAATGGTTAAATTATCTAAAG
+ATATACTTAATATGTACCCTTTTGAGCTATCAGGTGGAATGAAGCAAAGGTTAGTTTTAGTAATATCTAC
+TTTGTTAAATCCAGACCTTTTGATAGCAGATGAAGTCACTTCTGCGCTGGATGTTTCTTCACAGAAAGCA
+GTTTCTCTCATGTTTAAAGAATTTAGGGATGAAAAGATTGTAAATTCTATAGTTTTTATTACTCACGACA
+TAGCGGTTTTGTATCAAATAGCGGACAGGATAGCTATAATGTACGCAGGTAAAGTAGTGGAGATTGGTCC
+TACGGAAGAGATAATGAAAAATCCTCTCCATCCGTATACAAAGGCTTTAATTAAATCTTTGCCAAATGCG
+GGGATTAGACATACACATCAAAAGTTAGAGGGAATTCCTGGTCATCCCCCTAATCTTATAAACCCACCGG
+AAGGTTGCAGATTTAAAGATAGGTGTCCTTTTGCCAGTGACGAGTGTTTAAATGAACCGCCACTTGTGGA
+AGTTGAACCAGGGAGATACGTTGCTTGTTGGAAGGTGAAGGGAAGATGATTAGGGTAGAAAATCTCACAA
+AGGTATTTACTTCAGGAGGGATATTTTCTAAAAACACAATAGTGGCAGTAGATGGAGTAGATTTTGAAAT
+AAAAAAAGCGAAATTTTAGCTTTGGTAGGAGAGAGTGGAAGTGGTAAATCTACAATTGGCAAGATGATGT
+TAAAGCTATTAAAACCCAGTGGCGGTCAAATCCTTCTAAACGATAAGGACATCTATAAAATAAAGAACAA
+TAAAGAGTTTTATTCAAAAGTACAGGGCATTTTTCAAGACCCCTACTCTTCCTTTAACCCCATATTCAAA
+GTAGACAGAATTTTTAAGCTAATAAAGCAGTCATTTAAAAAAGAAGTTTCTTCCTCTGAATGGGAAGGGA
+GAGTAGAAGAGGTATTAAAAAAGGTGGGGCTTAATGTAGGAGATGTTTTAAATAAATACATTCACCAATT
+AAGCGGAGGACAGCTCCAGAGGTTGTTAATAGCAAGGGCCTTGCTCATGGATGTCGATGTACTGATTGCC
+GATGAAATTACAAGTATGTTGGATGCTTCAACCCGAGTAGATGTATTGGAGGCTTTGCTGAGCTTGAAGG
+AGATAGGCGCTTCTATACTCTTTATTACCCACGACCTTTCACAGGCTTATTATATAAGCGATAAGATAGT
+AGTTTTGTACAAGGGCTCTGTTGTAGAATCAGGGTCTATAGAAAAAGTGTTTTCCAATCCAATGCATCCT
+TATACTAGAATGCTTTTAGATTCTATACCGCAATTAGATAGAAAATGGGAAGAAGACAGGATAAGCGTTG
+AGGATTTTGATAAGTCTCGTGCAGCCTGGAAAGAAGGGTTATGCAAGTATATAGATAGATGTCCGTTGGC
+AGATTTAAATTGCGTAAGGCCGAAGCTTAAGTTAGTGGAAGAAGACCATTATGTAGCTTGTGTAAAAATG
+TAAAAAAGGTGATTTTTATGGAGAAGAGAATTTCACTGAATGGGAAGTGGCATTTTAAGGAGATTGGAAC
+GGATGTATGGTATGAAGGGCAAGTTCCAGGGTGTGTTCAGCTGGATTTGATAAAGTTAGGAAAATTGCAA
+GACCCTTATTATAGAATGAATGAAATAGAGTTTCACAAGTTAGAAGACAAAGAATGGGTTTACAAAAAAG
+AATTTACATTAAGCACAGAGCATTTAAATGAATATGACGCAGTGAAGTTGGTGTTTGAAGGAGTGGATAC
+TTTTGCAGATGTATACTTAAACGGCGTGTATCTCGGTAAAACGCAAAACATGTTCATACCTTATGAATTT
+GACATAAAGGGCGTAATAAGAGAAGGGATAAATATTTTAGAGGTTTACTTCAAATCTATAACAAAAACTG
+TAAAGTTGATGGAAAAGGTAAGTCCTGTCAAACTAGAATGGTCGGGAGACAGTGGAAGGCCTTATGTGAG
+GAAAGCCCAGTATTCATTTGGATGGGACTGGGGACCAAGAATTGTACAGGTGGGTCTTTGGAGAGGTGTA
+TATATAAGATTAGTAAAACACGCAGAAATTAAGAATCCATACTTTTATACGGAAAAAATTGAAGATGATA
+AGGCTTATGTTGTAATAAGCGCAGATATTGAAAGATATGTACGTGGTGATTTTGAGGCGGAAGTAGAGCT
+TATTGAAAAAGATATATCTATTATCAAAACAAGAACTAAAGTTGAAAAGGACAGAATAGACCTGAGGATA
+AAAGTAGACAATCCTAAATTATGGTATCCCAATGGTTTAGGGGACCAGCATCTTTATGAAATAAAAATAA
+GGCTTTAGAAATATTAGATGAAAAAAGTTTTAGAAGTGGGATAAGAACGATTAGATTGATAAGGGAAAAA
+GATGAAGAAGGGGAAAGCTTCATTTTTGAAATAAACGGTGTAAGAGTCTTTGCAAAGGGAGCCAACTGGA
+TACCAGCTGATAATTTATTGCCAAGGCTTAGCAGAAAAGATTATTACGAATATATAAGGCTTGCAAAAGA
+AGCAAATATGAACATGCTGAGAATATGGGGAGGAGGGATATACGAAGACGAGGCATTTTACGAAGCCTGC
+GATGAGATGGGAATAATGGTGTGGCAGGACTTCATGTACGCCTGCGCAGAGTATCCCGACCAGTTTGAAT
+GGTTCCAGAAATTAGCAGAAGAAGAGGCTGAGAAAGTGATATTAAGCCTTAGAAATCATCCCTCTATTGT
+GCTTTGGTGCGGGAATAACGAGAATAATTGGGGATTTCATTCCTGGTGGAATAAGGGGGATCCAAAATAC
+CTGGGCAATTACATTTACAAGGAGATACTGCCTAAAGTATGCGCAAAGCTGGACCCATCAAGGCCTTATT
+GGGTATCGAGCCCTTATGGAGGAGAAGACCCGAATAGCGAAGCAGAAGGGGATAGGCATCAGTGGAATGT
+ATGGAGCGGATGGGTGGACTATGAAGAATATAGAAAAGACAGGGGCAGGTTCATAAGTGAATTTGGTTTT
+CAGGCGATGCCTGATTGGAGGACGGTTTTATCTTATACGGCGCCAGAAGAGAGGAAAATATTGAGCCCAG
+TCATGATTTCTCACAACAAAATGGTCGAGGGAATGGAAAGACTGGTAAGGTTTATGGTAGGCCGGTTGGG
+ATTTCCCAAAGACCTTAAGAGCTTTGTCTATTTGACCCAGTTTAATCAAGCAGAGGCTATAAAGACAGGA
+GTGGAACACTGGAGGTTAAGAAAATTTAAAACAGCAGGTGCTCTTTACTGGCAGTTTGATGATTGCTGGC
+CTGTAGCCAGCTGGTCTGCAGTCGATTATTACAAGAGAAAAAAGGCTTTGTACTATTATTCCAAAAGATT
+TTATGCAGAAATTCTACCTTATGTAGAAGAGGAAGTTAATGGTGTAACAGTTTATGGAATAAGTGATTTG
+CCATACGAGAAAGAAGTAGAAGTTGTTGTAAAAGTTTTCAAATTAAATGGCGAAGAACTTGCAGAAAAAA
+AGCTAAAAGCTAGATTAATAGCAAATGATGTTACAAAAATAGCCCATTACAGTTTTGAAGATTTGAATAT
+TGGATATAGAGTAAAAGAAATGCCTATAGCGATCCCAGGGTGTACGCTGCCGGTGGAGAAGAACGGGGAG
+TTATTGAATAGCGTTGTGTATGTAGAAATAATCACTGATGATACGGTTTATGAGAATTATAAAGTATTTG
+GCAAATTCAGAGATCTGGATTTAGCAAAGCCAAAAATCGATTATGAAGTAAGGGAGAATAAAATAATTTT
+AAGAACAGATGTTCCTGCTTTTGGAGTATTTATAGAAACGGAGCATTCCTGTAATGAATAAAAAATAAGG
+GAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAGAACTTACCTCGA
+ATTATCAAAATAAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATTTTGCAAGTAACGGG
+AGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCATTTGACTACAGAGGA
+GTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATTTCTTAACTGGGCAA
+AAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACAGGGCAATATTGGCT
+GTGTTTTGCCCAATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCATTTCATGTAAAGATG
+AGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAACAATAGCAATGCTAG
+TAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCAGAATTAAGGGTAGCGATGGG
+CATAAAAGACAGGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGATGGTTGGACATATAC
+TTTCCAGAGTTTAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCACATTAAGAGAATTTC
+CAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAGAAAGAAGTACAAAG
+AGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAGGGAAGAAGCAGGGC
+ATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAAAAAACAAATTGAAG
+AAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTACTAGAAATCAAAGG
+GATAGGAGTAAACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAATATGAACATCCAAAA
+CAGATACAAAAACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAAAGGAGAAACGACAA
+TAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCCTTGGTCGCAAAAAA
+CGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAAAAAAGAAGCAATCA
+CTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGGAGTAAAATATGACC
+CAATCAAGATGATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAAGTGCCAACATACTA
+TCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAAAGAGCTGACCCTTA
+AGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTAAAAGAAGGAATAAG
+ACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATAAAAATAATCACCAT
+ACGGGCAAAGACCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAACGAAGGAATTAAGG
+ACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCCCGCCATAATATGGA
+AATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGTAAGAAATGGTAATATAAGCCA
+TGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAAATAAAAGATAATAG
+AGGGAGGATGATATGGAGTTGTCAGATAATTGTTTAAATATGATGCCAGATAAAAAATATGAGGTAAGTT
+ATTCAGGTAAGTTAAAAGAGATTAAAATTTTTGACATTACTCAGTTAATAGCAAATATATAAAAATTGTA
+CCAAAAATCATTAAAGAATAGGAGTGATAGAATTGGTAAAATTTCCAAAAGATTTTACTTGGGGAGTAGC
+TACGTCATCATACCAAATAGAAGGAGCAGTAAATGAAGATGGAAGAACTCCTTCTATATGGGATACATTT
+TCCAAGACAGAAGGGAAAACATATCAAGGCCATACAGGAGATGTAGCTTGTGATCATTACCACAGATATA
+AAGAAGACGTACAGATAATGAAAGAAATAGGAGTTAAAGCCTATAGATTTTCCATAGCATGGCCAAGAAT
+TTTCCCTGAAGAAGGCAAGTACAACCCGAAAGGAATGGACTTTTACAAGAGGCTGGTAGATGAACTGTTG
+AAAAGAGAGATAATACCGGTAGCGACAATTTATCATTGGGATTTGCCTCAATGGGCGTATGAAAAGAACG
+GAGGATGGCTAAATAGAGAGAGTGTGAAATGGTATGTAGAATATGCATCAAAGCTTTTTGAAGAATTAGG
+GGATGTGATACCTTTATGGATAACCCATAACGAGCCTTGGTGTTCATCAATATTAAGCTATGGGATAGGG
+GAGCATGCGCCAGGCCATAAGGATTGGAGAGAGGCCTTGATAGCAGCTCATCATATATTGCTTTCTCACG
+GAGAGGCCGTAAAAGTATTTAGGGACATGAATCTGAAAGGGGCGCAAATAGGTATAACGTTAAATCTGAC
+ACCTGCATATCCGGCGAGTGAAAAAGAAGAAGACAAATTAGCAGTCCAATATGCAGATGGATTTGCAAAT
+AGGTGGTTTTTAGATCCAATATTTAAAGGCAATTATCCAGAGGATATGATGGAATTATATAGTAAAATAA
+TTGGAGAATTTGATTTTATAAGAGAAGGAGATTTAGAGACCATAAGTGTTCCAATAGATTTTCTTGGAGT
+CAATTATTATACAAGGAGTATTGTAAAATACAACGAAGATTCCATGTTAAAAGCAGAGAATGTACCGGGG
+CCAGGTAAAAAGACAGAGATGGGATGGGAGATAAGCCCAGAGTCCTTGTATGACCTTTTAAAGAGGTTAG
+ACAGAGAATACACGAAACTGCCTATGTACATTACGGAAAATGGAGTAGCATTTAAAGATGAAGTAACAGA
+AGATGGACGAGTGCATGATTATGAAAGAATAGAATACATAAAAGAACATCTGAAGGCAATAGCGAGGTTC
+ATAGAAGAAGGCGGCAATTTGAAAGGATACTTTGTATGGTCTTTGTTAGATAATTTTGAATGGGCACATG
+GATATTCAAAGAGATTTGGAATAGTTTATGTGGATTATGAGACACAAAAAAGAATATTAAAAGATAGTGC
+ATTTTGGTACAAAGGGGTAATAGAAAAAGGTGTAATCGAATGAATACAGCATCTATGAGGCAGGGTATAA
+ATTGTTCTGCCTCTTTATTTCTAAGCAAATACCCTTAAATGGAGTGAGATGAGACTATGAATAAATGGTA
+TGCTTTTACTGGTGTGCTTGTGATAATCATTATAATCATGTATTTAATTTTAAAAGATACTTCTTTAACT
+TTTAGCTGTTATGAGAGAGAAAAATTTCCGCATTTGATGGGGAATGCTTTAGTAAAAAAACCTTCAGTAG
+CGGGTAGGCTTAAGATTATAGAAAAAGATGGAAGAAAAATATTGGGGGACCAGTATGGCAATCCAATACA
+GCTAAGAGGAATGAGTACACACGGATTGCAGTGGTTTTCAGAGATTATTAATCATAATGCTTTTTCTGGA
+TTGTCAAGAGATTGGGAATCAAACGTGATTAGACTTGCTATGTACGTTGGTGAAGGTGGTTATGCTACAA
+ATCCAAGTGTTAAAGATAAGGTTATAGAAGGAATAAATTTAGCAATTCAAAATGATATGTATGTAATAGT
+TGACTGGCATGTTTTAAATCCGGGAGACCCTAATGCGGACATATACAGTGGCGCAAAAGATTTCTTCAAG
+GAAATAGCTACTAAATATCCAAATGACCTTCATATAATTTATGAATTAGCAAATGAGCCCAATCCAACCC
+CTCCAGGAGTGACAAATGATGTTGAGGGGTGGAAAAAAGTTAAAAACTATGCTGAACCGATAATTCAAAT
+GCTGAGAGATATGGGGAACCAAAATATAATTATTGTAGGTTCTCCTAACTGGAGTCAACGCCCGGATTTA
+GCGGCAGAGGAACCAATAAATGATCCCAATGTAATGTATTCTGTACATTTTTATACAGGTACTCATAAAG
+TAGAAGAACACGGTAAGCCCGGATATGTTTTTGGCAATATGGCTAAAGCATTGGAAAAAGGTGTACCTAT
+TTTTGTAAGTGAATGGGGTACCAGTGAAGCTAGTGGTGATGGAGGTCCATATTTAGATGAAGCAGATAAA
+TGGCTTGAATTTTTAAATGCCAATAATATAAGCTGGATAAATTGGTCTTTGGCAAATAAGAATGAAGTTT
+CAGCAGCATTTTTAACATCTACTAATTTAAATCCTGGTGATGGTAAAGCATGGGCTGTAAATCAATTGAG
+TCTCTCAGGAGAATATGTAAGAGCAAGAATAAAAGGAATTCCCTATAAACCTATTTCTCGTGAGGCAAGA
+GGAAAGTAACTTTATCAAAAACTATAAAACTGAAGAGGTGACTAAAATGAGCAAAAATATTCTAGATATG
+CGGAATACAGTGCAAATAGGTATTGTAGTGAGGGATATTGAAGAATCTTTGCAAAATTACGCAGAATTTT
+TTGGGGTAGAAAAGCCTCAGTGGTTTTGGACAGATGATTACAGCAAAGCCCATACCAAATTTAATGGAAG
+ACCTACAAAAGCAAGAGCCAAACTTGCATTTTTTGAGCTGGGGCCATTACAACTGGAATTGATAGAGCCT
+GATGAGAATCCGAGCACTTGGAGAGAGTTTCTCGATAAAAATGGGGAGGGAATTCATCACATAGCTTTCG
+TTGTAAAAGACATGGACAGAAAAGTAGAAGAACTTTATAGAAAAGGCATGAAAGTAATTCAAAAAGGGGA
+TTTTGAAGGGGGAAGATACGCTTATATAGATACTTTGAGAGCATTGAAAGTCATGATTGAACTTTTAGAA
+AATTATTAAAGTGGAGCGCTATGCTCCACCTTTTATTTTTTTAACGATGTTATTCCCATTATAGCGAGGG
+AAATGAGTATTATTGTTCCACCTGGTGATAAATCGAAGTAAAAAGAGAGTATAATTCCAGCGAACACTGA
+TATAAAGGAGAAGATAATCGAGTAGATTATGGCTTGTTTAAAGCTTTGAGCGATTTTTAAACTGGCGGCA
+GAGGGTGTGACCATTAAGCTCGACACCAAAAGCGCTCCTACAATTCTCATTGCTAGTGCTACTGTTAGAG
+CTACTAAAATTGTGAAGAGAAAGTTTATAGCTGACACAGGTAATCCTGATATTGTGGCAGCTTCTTCGTC
+AAAAGTGATGTACAAAAGTTCCTTGTAAAAAAGCGCTATAGTGAGAATGACTAAAAGGCCTAAGGTGGAA
+ATTAACACAACATCTGTATATGTTACAGATACAATGCTACCAAAGAGGTAGTTCATTACATTGACTGCTC
+CGCCTCTTGCAAAATTTAAGAGTATTATCGCAACTGCCATTCCTGCAGATACAATTATAGCAATTGAAAG
+CTCAGAATACTGAAAATAGGTTTTTCTCAGTCCTTCTATTCCAAAGGCGGCTAGAAGGACTATGGCAATT
+GAGCCTACAGTAGGGTCAATGCCGGCCAAAATTCCAGCTGCTACTCCCGCTAAAGCCACATGAGACAGAG
+CATGCCCCATTTGGGAAAGCCTTCTTAGTACCAAGAAATTTCCCACTAAAGGGGCTATCACTGCTATTAT
+AGCCCCTGCTATAAAAGCTCTCCTCATAAATTCGTAAGAAAAAATGTCAAACATGTTCTACACTCCCATT
+ATTATTATGCTGATGCTTTACTTTCTTCACAGGATATTCGTAGAGGAAAGAAGTAAAGTCGTGCTTTTCT
+ATATCGATAGCTTCGCATTTTTCGTTTATTTTGCCGTCAGTCATACATATGATTCTGTGGGCCTTGTTTG
+TTATAGCCATGATGTCGTGAGTCACCATGACAATTGTTATTCCTCTTTCTTTGTTGAGCTTTTCCAAAAG
+CTCGTAAAGAGCCTTTTCTGATTTAGCGTCAATTCCTGTTGTGGGTTCGTCTAGAAAAAGTATCTGCGGC
+TCAGATACTATGGACCTTGCTATGAAAACCCTCTGAAGCTGTCCTCCTGAAAGTCTCCCAATTAAGCGGC
+TTCTAAATTCAAACATGTCCACTATTTTTAAGGCTTCATACACTTTTTCCCAGTCTTCCTTTGAAAGCCT
+TTTAAATAACCCTTTCCTGGCGTAAAGGCCCATAGACACAACTTCCTCTACGCTTGCCGGAAAAGAAGAG
+TTAAAGGAAAAAGAACGCTGGGGAAGGTAGCTTATAAAGGAGCGGTCCTTTATGTTCTGGAGGTTTACAC
+CTTCATACAGGACTTCCCCAGTGGAAGGCACGAGATTGCCTACCATTACTTTTACTAGGGTACTTTTCCC
+TGAGCCGTTAGGACCAATAATCCCTACAAACTCGCCTTTTTCAATTTTTAAAGAGACGTTGCGAAGGACC
+TGCCTTCCATCGTAAGCAAAATTTACATTTTTAACCTCGATATAACTCATTTTTCATCTACTCCAATCCT
+TTTTTTAGTTTTTCTAGATTTTCCTTCATGAGAGAGATAAAATCCGCATTTCTCTCCATATCCTCCTTGC
+TTAAAGTGCCTATTGTACTTATTCTCATTATCTGTGCTCCACTTTCCTTAGCTATGGTTTCCATTGGTTT
+TGCAGGTGCCATTCCTTCCACAAATACATATTTTATGCCCTCTTTTTTAATTAAGTCAACTAATTCACTT
+ATCCTCGCAGGACTTGGCTCTGCCTCATCGCTCATCCCAACCAAGGGCTCCTGCTTTAATCCATAGTCTC
+TTGCTACATATGCAAAAGCGCTGTGGAAGAGGACGATGGTTTTTAATCTTGTCTTTGAAAGTTCTTCCCT
+GTATTGTTTATCAAGATTTTCAATTTCTGATTTTAGGTTTTGATAATTTTTTTCAAAATAATCTTTATTA
+GAAGGATCGATATCTACCAGAGCGCTTTTATATTTTTTATGATTATCAATGCTTCTTTAGGAGAAAGCCA
+TGGATGCGGGTTTATGGCGTTTCCCTTTTTTATAGGCTCAATCCCCTTGGACACTTCAAAAAATTCAGTA
+TTTGGCGCTGCTTCTTTTACTTTATTGATCCACGGGTCTTCCATCGTCATTCCCAAATATATTACCGCTT
+TTGCTTTTGCTATTTCTGTCATTTCTTTAGCGCTGGGTTCCCAACCGTGAGGGCTTTCATTAAAAGGTAT
+TATGTTCTTTACGGTTAGTTTGTCTCCTGCTATTTTAGATGTCAGGTCATAAATTGGATAGAAGGAGGCA
+TACACTAAAGGCTTGGATGTTTCACTTGGCTTTGCTGTGCAGGAGGCAAGGCTAAGTATTAGTGTAAAAG
+CGATTAAAATTGCTAAAAATTTCTTCATACTTTTTGTGGCCTCCCTTATCATTTTATTCATTTAGCGCCT
+TTTTTAAATTTTCTAGATTTTCTTTCATCAAAGCTATGTAGTCTTTATGTTGCTTTGCTTCTTCTTTCGT
+AAGCCCTTCAATAGGATTAAGGGATAAAACCCTGGCTCCAGTTTCTTTGGCTATAGTTTGGATAGGTTTA
+GGAGAAGTCAGGGGCTCTGTAAAAATGTATTTTATCTGTTTTTCCCTTATTATGTTTATAATTTCAGCCA
+TTCTAGCAGGGCTTACTTCTGCTTCCTCATTTGCCCCTACTAATGCTTCTTCTTTTAAATTGTAATCTCT
+TGCGAGGTATTCAAAGGCGCTATGGTAGACTATAAACGTCTTGTGCTTTGTGTTTGACAGAGCATCAGTG
+TATTTCTTGTCTAACTCTTCCAAGGTATTTTTTAGGCTTTGATAATTTTGCTCAAAATAATCTTTGTACT
+CTGGGAAAGTCTGTTTTAAGGCATCATTTATATTTTTTGCCATTATTGAAGCTTCTTTTGGAGAAAGCCA
+TATATGAGGATTTGGCTGATTCCCTTCCATTATAGGAGTGACTCCTTTGGATACTTCATAAAAGACTACA
+TTTGGTGCATTAGGTTTGACCTTTTCTATCCATGAGTCCATTCCTAAGCCTAAATACAAAATAGCTTTTG
+CCTTTGTCATCTCAGCGACATCTTTTGTTGAGGGTTCCCAATCGTGAGGTTCAACTCCCGGAGGAATTAT
+GGTTTTTACTTCTAGTTTATCTCCTGCTATTTTTAAGGTAAGGTCATAAATTGGATAAAAAGAAGCGTAT
+ACCAAAGGCTTAGATGAATTAGCAGTGGTGCTGCAAGAAACCAGTGTAAAAATCATTGAAGCTAAGACTA
+AAGCCATTACTAGTTTTTTCATATTTGAAAGCCTCCATTTCTCAGTTTGGATTTGACCTGCATTCTTTAC
+AGTATCCTACAATTTCTATTTTGTGGTCTACGACTTCAAAATCCTTTATCTGGTCTATCAAAAGCTCAAG
+AGGGCATATTTCCATTTCAAATACTCTGCCGCATTTTAAACACCTCATTGTGTGATTGTGCAGGTGTTTT
+TTTGCCACGTACATAATATTATTTCCAATTATCGCCTCATTTAAAATATTCAAGTTCTTTAAAAGGCTTA
+AAGTCCTGTACACAGTGTCAATGCTCACCTGAGGGAAGACTTCTCTTACTTTTTCGTACACATCTTTTAC
+AGACAAATAGCCCTGGTTGGAAAGCATTATGTCAAGTATTAATTCTCTCTGAGGCGTAAGCTTGTAATTA
+TGTGCTTTTAATTTTTTTAAAGCTTCCTCTTTCTGCACTTTAATCACAACCTTTTATTAAATAAGAAAAT
+TTTCTTAATTAAGATTATATTACGATTTAAAAGGTATGTCAATATCCAGATTCTTATTGAAATTTCAGTA
+AATGTTTTCTATAATAAAGAGAGGCGAAAAATTTTTTGAAAAGGTGATGGAATTGGAACAGTCAGAAGTG
+ATAGAGAGAATAAGAAAGAATATAGAAAAAGTCATAATAGGGAAGAGTGAGGTAATAGACCTCATGCTGA
+CAGCCTTGATAGCTTCAGGTCATGTTCTTTTAGAAGACGTACCGGGAGTAGGGAAGACTAGTTTAGCTAA
+GGCTTTGGCAAGGTCAATAGACTGCGATTTTAAAAGGGTGCAGTTTACTCCCGACCTTTTGCCAGGGGAT
+TTGACAGGAATAAATGTTTTTAACCAGAAGATAGGCGATTTTGAGTTTAAAAAAGGTCCTATCTTTACAA
+ATATTTTGCTGGCTGATGAGATAAACAGGGCAACCCCCAGGACTCAGTCCAGCCTTTTAGAGTGCATGGA
+AGAAAGACAGGTGACAGTAGACGGCGTGACATATAAACTCGATAGACCTTTTTTCGTTATAGCTACTCAA
+AATCCTATAGAAAGCTATGGTACTTTTCCTCTTCCTGAAGCTCAGATAGACAGGTTTTTGATGAAGGTAA
+AAATGGGTTATCCAAAGAGAGAAGAGGAGAAAAGGATAATCGAGGTTTTTGACAAGAAAAATCCTTTGGA
+AGAGTTAAAGCCTGTATGCACAAAAGAGGATGTGCTGAAAATGCAGGAAGAGTACAAAGAGGTGTATGTG
+GATAAAGACGTGTCGGAGTATATATTGGATATTGTAGAAAAAACGCGCAATATGGAGGAAATAGAACTAG
+GGGCAAGTCCCAGAGCTACTCTGTTTCTTTATAAGACCAGTCAAGCTTACGCTTACGTAAAAGGCCGTGA
+TTTTGTGACACCAGACGATGTAAGGTATATAGCGCCTTTTGTTCTAGCTCACAGGATTATTTTAAAAGGT
+TCAGGGAAGCTAAGAGATATAAAGGCAGAAGAGGTTATAGGTAGAATTCTAGAGGAAGTACCTGTTCCTT
+TAGAAAAATAATTTACAGGTGGTTTTTAATATGAATGCCTTGTGGTTTATACTCGTCATAGTTGCCTTGG
+TGGCTTTGCAGTCAAATCTTTACAAAAAAAACATATTTAAAAATTTGATAATTGAGAGGGAATTTGAGAG
+AAAGGCAGTTTTTCCAGGCGAAAAAACTGCATTAAAACTTACCATACACAATAAGAAATTTTTCCCCATT
+ACCTATCTCAAGTTGCAACAGAAAATACCCGTAGAGCTCAGCATGAAAAAATCTAAACTGGTGGAAAAAC
+AGGATAAGGTCAAATACCTTCACAATACCGTTCTTTCAATGCTTCCTTTTCAAAAAGTGACGCGTAAGTT
+TGAGGTGGTGGCTACAAAAAGAGGCATATACAACCTTTTTGATGGTATAAAGGCTTTTTCAACAGATTTA
+TTCGGGGCAGAAGAGTACGAAGTAGAGCTTCCAGCTCCTGCAAGACTTATCGTTTATCCCAGGCTAATTG
+ATTTAAAAAGTTTTAGGCTTATCGCTAATTCTCTTTACGGGGATTTATTTGTGAGAAGGTGGATAATAGA
+AGATCCTGTCATAATAAGTGGAGTGAGAGATTACACGACTTCAGACAGCTTTAAGAGTATAAACTGGAAA
+GTCACTGCAAAGACTCAGAAACTTAAGGTTAACAAGTATGACTATACAGCTGATAAGAAAATAGTGCTCT
+TTTTTAACGTGGATTTTCACAGGTATGTGTTCAGGGTAGAAGAAATAGAAAAATTTGAGAGAGCGATAGA
+AGTGGCGGCGACTTTATCCGTTAATTTAATAAAAGAAGGGATTCCTGTGGGATTTTCTACGAATGCAATA
+TGTCTTGCAGAAGGGGACTACACATTTGTGGAGCCTTCGGCAGGGGAGGGCCAGATTGCAAGGCTTTTAG
+AAATTTTTGCAGGCCTATCTTTTTTAAAAAAATACAGCGTAGAGGATATGGCAAGTTATCTTTCTAAAAC
+TCTTTCATGGGGAACAGACCTTTTGGTTGTAACGCCTTTTGTGGATGAAGGGATGTTGTCTCTCGTAGAG
+AGGTTTTTTGGGGATAAGGATGTAATGCTTGTATACATGAGTTCAAAAGGAATTGAGAATGTTCCTCATA
+ATGTAAAGCTCTTTTACTATAGTGAAGAGGGGAAAGAAATTGAAGTGGTGGGATAGGGAAAAGTTTGTTA
+AAATATTTGCGACAATTTTAGAAGGTTTTCTTGTCTTTTTAGTTTTTACTCTGCTAAACGGCCTTATCGT
+TCAGGAAAAGGCGGTGCCTTTTTTAGCCTTTTTTGTCTTCTCTTTTGTTTCGGGAATTGTGAATGCATTA
+GAGTATTGGGATATAAAACTTTATAGGACCTTTAATTTGGCTGTGGGTATTTTTTCAAGTCTTTTACTGA
+GCGTAAAAGTGAGTGAAAATTACTATCAGCTTGTGGCAGACTTTATTGTATTTTTGTTTTTGTGGTATAG
+AGGGGCGAAGATTAAAAGTACAATGGTAGAAGACGTAATGAATATAAAAATTTTTTACAGGAATTTAATG
+TGGCTCTTTTTCTTAAATTTATTTGCCTATTACCTCCCCCCACAGGAAATTGCCATGATACAAAAATACA
+CGATTTTGTATATACTTTTGAGCATTTTTCTCCTCCTTGAGGTAAAGGCTTTGAAATATCACGACAGTGA
+AGGGAGAATTTCTCTATTTGAGTGGATAGGTTTTGGGCTGATATTGCTGGCCACTTTTACATTTTCTCTG
+CCTTCTGTGGCCCATGTTATTTACGAAATATACACTGTAATTGGAAAAATATTTGTCTTATTATCCACCT
+ACCTTGCTTATGGGATGTTCTGGATACTTTCCAAAATTTTTAGCCTGATTCCTTTTGATAGGGAATTTTT
+TAAAAAGGCTATGGAAAGCTTTTATAAAGAAGGCAAAAATCCAGAGAACTTTTTACAGGAGGAAACGCCT
+CAGGATTATACCTGGCTTTCTAATTTACTGCACATGGCGGCTTTTCTGATTGCTTTAACTGTAATAGTTT
+TACTCATTATCCTCATAATAAGGGTTATAAGCAAAATTGAAGTAGAGAAACGGGAAAGAGATTTTGTAGA
+AGAGAAAGAGATTGATATAAATCTTAAGGATGCGCCCTTTGTTAAAAAATTTAGAGAGGCCAGAAACAGG
+ATTTTGAAGGCGGCGGAAAAAATAAAGTTTTATAGGGATAACAGGGAAAAGGTTAGGTTTTATTACAAAA
+AACTTTTGATATCTCTTTATCAAAAGAAAGCCTTAGAAAGAGGGAATTATTCTGTAAAGGACGTATACGA
+GAAAGTTACGGCTTCTTTTGAAAATGTAAGGGAACCAATGGAAAGGGTAAGTCGACTTTATGAAAAGGTA
+AGGTATGGGAAATACTATCCTAAAAGGGAAGAAGTGGAGGAATTTATAAAAGAAATTGGAAAGGTGATGA
+AAGTTAAGGGTTGACTAAAAAGCTGAAAAGGTTTAAAATAAAAGTGTAAAATTGAATATTAAAGCCTTAT
+GGTCCCATGATGGGTTAAAAGGGAAGACGGGTGAGAATCCCGCGCAGCCCCCGCTACTGTGAGGGAGGAC
+GAAGCCCTAGTAAGCCACTGTCCGGCACTCAACTGAGCGCGTTAGTAAGGAGAAAAGAGGGAGAGAAATT
+GCGTTCAGTTGAGTGCCGGGTGGGAAGGCAGGGTGGAGGATGAGTCCCGAGCCAGGAGACCTGCCATAAG
+GTTTTAGAAGTTCGCCTTCGGAGGGAAGGTTGAACCTTTTTGAAGTTTTGTGCAAAAAGGTCTTCCTCTG
+AAGGGAAGGCCTTTTTTATATAAAATTTTTGAAAGGAGTTTTTTCTATGAAAAAAGGCTATGTGCAGGTA
+TACACTGGGGACGGCAAGGGGAAGACTACTGCAGCTTTGGGACTTGCTTTCAGGGCAGTTGGAAGGGGCA
+TGAAAGTTATAATGTTTCAATTTTTAAAAGGGATGGCTACAGGGGAGTTGAAATCGGCAGAACTTCTAAA
+GCCTAATTTTGAGATAAAAAGATTTGCAGAGTCTAAGAAATTTACATGGGATATGACAGAAGAAGAACTG
+CAAGAACTGAAGAGCAAGGTTAGAGAAGAGTATGAAGAGCTTCTTAGAATATTAAAAAGTGGAGAGTATG
+ACATTGTGATTGTAGATGAGGCGATGGCAGCCATACACTCAGGACTTTTAAGTGTGGAAGATGTGTTGAG
+GTTGATAGAGGAAAAGCCAAAGAGTGTGGAACTAATTTTGACAGGAAGGAGTGCTCCTCAAGAAATCATA
+GAAAAGGCTGACCTTGTGACAGAGATGAAGGAGATAAAACATTATTACAAGAAAGGTGTTCCGGCGAGGG
+TGGGTATAGAGATTTGAGATTAATTGACTTACTCAAAAGTAAGAGTTAAAATGAAATTAAAACTGAATAT
+AAAAAGCCTTATGGTCCCGTGATGGGTTAAAAGGGAAGACGGGTGAGAATCCCGCGCAGCCCCCGCTACT
+GTGAGGGAGGACGAAGCCCTAGTAAGCCACTGTCCGGCACTCAACTGAGCGCGTTAGTAAGGAGAAAAGA
+GGGAGAGAAATTGCGTTCAGTTGAGTGCCGGATGGGAAGGCAGGGTGGAGGATGAGTCCCGAGCCAGGAG
+ACCTGCCATAAGGTTTTTAAAAGTTCGCCTTCGGAGGGAAGGTTGAACGGCCTTTGTGTGTTTTTAAGTG
+AAAAAGGTCTACCTCCGCAAGGGGTAGGCCTTTTTTGATAGATAAGACAAAATTTTTAGATAGGAGGGTA
+CTTATGAAAAGATTCAAAGGGATAGTTGCGTTTCTTGTAATATTTGCTTTAGTATTTTCACTTGCTGCTT
+GTTCTACTCAAAATGCTACAAAGCCCCAGGAAACAGCGAAACCAGCCGAAGAGGTAAAGACACAGTTTCC
+GCTGAAAATTACAGACTTTCTTGGCAGAGAAGTGACGATTGAAAAGCAACCAGAGAGAATTGTATCTTTG
+GTGCCTTCAGTCACAGAGCTTCTGTTTGCAATAGGGGCAGGGAGCAAAGTAGTTGGAGTTACTGATTTTG
+ACAATTATCCTCCAGAAGTGAAGGACATACCCAAAGTGGGAGGTTTTAAAGGACCCAACATAGAGGCGAT
+AACGGCTCAAAAGCCTGACATAATATTTGCTTCCAGATTATCAGGGAAAGAACAGATGGAATCTTTGGAG
+AAGATGGGTATACCAGTTGTGGTTTTAGATGCACAAAACTTTGACCAGATATATCAATCAATAGAACTTC
+TTGGTAAAATAACAGGAAATGAGAAGAAGGCAGAAAAAGTCATAAACGATATGAAGAATAAAATAAAAGA
+GATAAGCGATAAGGTAAAAGACCTTCCAAAAGTAAAAGTATTTTACCTGGTCTCTCTTGATGGCAACTGG
+ACTGCAGGAAAAGGCACTTTCATAGACGAGATTATAAACCTCGCAGGTGGAGAAAATGTGGCATCCGATG
+TGAACGGATGGGCTCAGTACAGCATTGAAGAGCTGGTGAAGAAAAACCCTGATGTCATAATAACATCACC
+TCATGCTGGAGATGTGAAGGACCTTAAAAATATGGCTGGATACAAGGACACAAATGCCGTGAAAAATGAC
+AAGGTATTTGTGGTGTCCAATGACGACATAATTGTAAGAGGAACAAATAGGATTGTATTAGGGCTTGAAG
+AAGTAGCAAAATTCTTACATCCGGAGGCATTTAAATAAAGTGAAGGCTAAGAGAGGTTTTTACTTTACAT
+CAGCATTTTTACTCCTTCTTTTGATAATGGCTCTTTCAATTTCTGCAGGGGCGGTGCACATCCCCCTGCA
+GGAAATACTAAATGTGCTTTTGGGGAAAGGGGATGAAGTCAACAGGCGCATTATACTTACATTAAGGCTT
+CCAAGAGTTATAGAATCAGCTCTTGTGGGCATGGGACTATCTGTTGTGGGAGCTTTTTTCCAGGGGCTTT
+TGAGAAATCCCATGGCAGACCCTTATGTTTTGGGTATATCTTCAGGTGCAGCTTTTGGAGCTACAATTGC
+CATAATAATGGGTTTAGGCATATTTGGCTTAAGCTCTATGGCTTTCATAACAGCCCTTTTGACAATATTT
+TTTGTGTACACTGTGTCAAGGACGGGTTCCAGGCTTTCAATGACCACAATGCTTCTGGCTGGAATTGCCA
+TAAGCGCTTTTATGTCTGCCATAATCTCTTTGCTCATGCTTTTAAACCATGACCAGTTTTCACGGATTGT
+TTTCTGGACTATGGGGGGTTTTGGCCTTGTGAGCTGGCCACAGGTTATCTACTCTTCGCCTTTAATACTC
+ATAGGTTCTTTTGTTATGTACGCATTTTCAAGGGATGTAAATGTCATTTTAACAGGGGAAGAATCTGCAG
+AGCATTTAGGTGTAAATGCGGAGCTTGTCAAGAAAATTATACTTATCTTGGGGTCATTGGTGACAGCTTC
+TTGTGTCTCTGTTGGAGGAATTATAGGCTTTGTAGGGCTTATAGTTCCACATATTTCAAGGTTTATTGTA
+GGACCTGACAACAGAGTTCTGGTTCCCTTTAGTGCTCTTTTTGGCGCTTCTTTTCTCACCTTTGCAGACC
+TTTTGGCGAGAGTGATTTTAAAGCCTGTAGAGATGCCAATAGGGATAATTACGGCGACTTTTGGAGGGCC
+CTTTTTCCTGTATCTCCTTGTAAGGAGCAAGCAAAAAAATGAAGGAATGTGATATTATGTCTATTTTAGA
+AGTGAAAGACCTCTATTTCTCTTATGGGCAGAAGCGGGTATTGAAAGGGATAAATTTAAAAGTGGACAAA
+AGTGAAATGATAGGGATAATAGGAGCGAATGGGAGTGGAAAGACCACTCTTTTAAGAAATATTTCAGGAT
+ATCTTAAGCCTGACAAGGGGAGTGTGCTAATATTTGGGAAAAACATACGAAGCTTAAGTGTGAAGGAAAG
+GGCAAAGCTTATAGGATATGTGCCACAGGATATAATATACGATTTTGAGTTTACATGTTATGACATAGTG
+ATGATGGGGAGGATTCCCTACCTTAGAAGATTTCAGTCAGAAGGAAAAGAAGACAAAGAAATTGTGAGAG
+AAGCAATGGAAATGACAAACACGTGGCAGTTCAAAGATAAGCCAGTGAGGGAGCTTTCCGGAGGAGAAAG
+GCAGAGAGTGTATATAGCAAGGGCTTTAGCGCAGAGGCCGAAGATTTTGCTCATGGATGAACCGGTCTCC
+CATCTTGACATAAAGTACCAGATAGAAGTTTTGTCAATTGCAAAAGAATTGAGCTTAAACGGCATACTTG
+TAATATCCGTACTGCATGATGTTAATTTGGCATCTCAGTTTTGTGACGAAATCGTCATAATGAGGGAAGG
+TACTATAATGGCAAAAGGGGAGCCTAAAAAGGTGCTTACCTTTGAAAATATAAAACTGGCATTTTCAATA
+GATGTTCAGATATTTGAAGACCCGATTACCAGAACCCCTTACATCATACCTTCTTTAAATGGAAAGGAGA
+AGCTGAAAGTTGTGTAGAGTTTTCATGATAGCTGGAACCCATTCGGGGGCAGGCAAGACTACTTTAAGTC
+TTGGGATCATGGGCGTTCTTTCAAAGAAGTATAATGTTAGGCCTTTCAAAGTTGGACCTGACTATATAGA
+TACTGCCTACCACAGGTATGTGACAAGGAATTTTTCAGTGAATCTCGACCTTTTTATGCTGGGAGAGGAG
+AATCTCAAAAATTTGTTTTATAAAAATGCATCACGTGCGGATGTTTCAATAATAGAAGGGGTCATGGGGC
+TTTACGACGGGATAGATACGACATCAAGAGGAAGCAGTGCCCACATAGCAAAGCTTGTAAATGTGCCTGT
+TGTGCTCGTGGTGGATGCTTCTTCTATGGCAGCTAGTGTCTCGGCTTTAATAATGGGATATATCTATTAC
+GACAAAGATGTAGACATAAGAGGAGTTATTCTGAATAAAGTTGGAAGTGAAAGGCACTACACCCTCTTAA
+AAGAGGTTATAGAGAGGGATTTGAATATTGAAGTTTTTGGTTATCTTCCTAAAGATGTGGAACTTGAGCT
+TCCTGAAAGGCATTTAGGACTTTTACCTGTATATGAGACAGAAAATTTAGATAAAAAATTGGAAAAATTA
+TATGGCTATATTGAAAATTGCATTGATGTGGAAAAATTGATGAATTTGACAGTTAAGCCGCCTGATTTTA
+TTGAAAAGGAAGATAGAGTCCTGAAAGAGAAAAAGGTAAAAATAGCTTATGCTTATGACGAGGCTTTTAA
+CTTTTACTACAAAGAAAGTCTTGAAACCTTAGAGGAAATGGGGGCACATCTTATTCCTTTCAGCCCTCTT
+GATGATGAAAGACTTCCAGAAGGAACTGAGGGACTTTACATTGGGGGTGGGTTTCCAGAGGTTTTTGCGA
+AAAGGCTCAGTGAAAATGAGAGTATGTTGAGAGAAATAAAAGAAGCTGTTGAAAAAGGCATGCCTGTTTA
+CGCTGAATGCGGGGGACTTATGTATCTTTCAAAAGGCATAAGGGATTTAGAGGGGAATAGATACAGCATG
+GTGGGAGTTTACGACTTTGAAGTAGTGATGACAAAAAAATTGCAGAGGTTTGGATATGTGGAAGCTGAAA
+TTACCATGGATAATGTGCTCTTCAAAAAAGGTGAAAGGATAAAGGGACATGAGTTTCACTATTCTCGCAT
+AGAAGGTTTTTCACAAAATGCCTCTTATATTGTGAATAGACCGGGCAAGGAAGAGAAGTGGGAATGTGGA
+TTTGTGCATAAAAACTGTCTCGCAAGTTTTGTTCACATAAACTTATACACATACAAAGAAGGAGTGAAGA
+GATTTTTAGACAGGTGTTCATCTTTTGGGAGGAAATAGTATGGCGTTGAAACTTATGATACAGGGTACGG
+CCTCTTCAGTGGGTAAAAGCCTTATTGTCACAGCTTTGTGCAGGATATTCAAACAGGATGGACTTAAAGT
+TGCGCCTTTCAAATCTCAAAATATGGCTTTGAACTCCTATATTACAGAAGAAGGGCTGGAAATAGGGAGA
+GCTCAGGCTGTTCAGGCAGAAGCGGCAGGAATAAAGCCTTCCTATCACATGAATCCAATACTTCTAAAGC
+CTAGCTCTGACAAGAAAAGCCAGGTTGTCTTAAGAGGAAGAGTCTATGAAAACATGAGTGCAGAAGAATA
+CTTTAAGTTCAGACCCAAGCTTTTGGAACTCATAAAAGAGGACTTTGATTTTCTTGCCAAAAGAAATGAC
+GTGGTGGTCATAGAAGGAGCAGGAAGTCCTGCAGAGATAAACTTAAAAGAGAAGGATATTGTCAACATGG
+GCTTGGCAGAGCTGGTAAATGCGCCAGTGCTACTTGTTGGCGACATAGATAGAGGAGGAGTGTTTGCTTC
+AATTGCCGGCACAATGCTTCTTCTCGATGAAAAAGAAAGAAATCGCGTAGAAGGAGTTATAATAAACAAA
+TTCAGGGGAGATATAGAAATATTAAAGCCGGGGCTTAAAATGCTTGAAAATATAATACAAAAAGAAGTGC
+TAGGAGTTATACCCTATATGGATGTGCACATTGATGAAGAAGACGGGGCTACTGACAGATTTTATACAAA
+ATGTGCCCAGGGAGAAGTGGATGTAGCTATAATAAACCTTCCTCACATATCCAATTTTACTGATTTTGAC
+CCTCTTACAAAAGTTCCAGGTGTAAAGATAAAGTATGTGAACAAAGGAGAAAGAATAGGAGATTGCGATG
+TTTTGATAATACCGGGAACCAAAAACACGATAGGGGATTTAAAAGTTTTAAAAGACTACGGCTTAGATAA
+AGAAATTTTAAACTTAAGAGAAAAAGGGAAATTCATAGTCGGAATATGTGGTGGATTTCAGATGCTTGGA
+AAAGTAATAAAAGACCCCTATCACATAGAGAGCGATACAGAGGAAATGGAAGGGTTGGGACTTCTTAGTA
+TAGAGACAGTGATTGAGCGTGAAAAAACCACCTCAGAGACTAAAGCGTTCTTGGGAGAAGAACTGCCGGA
+TACTCTTTCATCTTTGAAAGGACTTTTTGTGACAGGATACGAGATACACATGGGAGAAAGCTACATTTTG
+GGAAAAGGGAAGCACTTTTCTATTGTCGTGGAAAGGAATAAAGAAAAAGTAAAAGTACTGGATGGAGCGG
+TTAGTGAAGATGGTAGAGTATTCGGGACGTATATTCACGGCATTTTTGAAAACAGCCTTTTTACGAAGGA
+ATTTATAAACATTGTAAGGAAAGAAAAAGGGCTTACTCCTTTAGAGGAGGTCATCAATTACAGAGAATTT
+AGAGAAAAAGAATATGACAGGCTTGCAAATATTGTGAGAAACTCCCTTGACATGGAAAGGATATACCAGA
+TAATGGAGAGGTATAGAGACAAATGAAAGTTTTTCTGGCATATATTCTCGATTTGATTTTAGGAGACCCT
+GAGGGTTATCCTCATCCTGTAAGGCTGATAGGATCTCTTATATCAAAAGAAGAAAGAATAATAAGAAAAT
+ACGCAAAAGGTGAAAGAGCTTTAAAAATTGCAGGATTTGTCATGTGTTTTTTGACAATTGCTACAGTATA
+TTTTACCACTTACTTTGCCCTTTATTTAGCGGGAATTATAAATCGTTACTTCCAATACTTGCTCGAAGTA
+GTATTTATCTATACGACTCTTGCGACAAAAGACCTGGCAAAAGCGGCTTACAGAGTTTTTAAACCTTTAG
+AAGAGAAAGATTTAGAAACTGCTCGGAAAAAACTTTCTCTCATAGTGAGCAGGGATACTGAAAAATTAGA
+GGAAAAAGACATAATAAGAGGAGTTTTGGAGACAGTTTCAGAAAATATCTCAGACGGAATAATAGCTCCG
+ATGTTTTACGCATTTTTAGGAGGAGCCCCTCTTGCAATGCTTTATAAAGCTGCAAGTACCCTGGATTCTA
+TGGTGGGATATAAAAATGAAAAGTACAAAGACCTAGGCTTTGCTTCTGCTAAATTAGATGATATTTTGAA
+CTTCATACCTGCGAGAATAACAGGGGTTTTAATAGTAGTCTCTTCCTTTTTACTGGGTTATGACTACAAA
+AACAGTTTCAGGATTTTTATGAGGGATAGGTTAAAGCACGAAAGTCCCAATAGCGCCCATGGGGAAGCTG
+CTTTGGCTGGAGCGCTGGGTGTAGAGCTGGGAGGGATAAATTACTATTTTGGAAAGCCTGTTATAAAGCC
+CAGGTTAGGAGACAAAAAAGTTGATTTATCTTTAAAACACATAAAAGACAGCGTAAAAATAATGTATATG
+ACCTCTTTTATAGGGTTAATCGTATTTTATCTACTCGAAAATTTCTTTAAAAAATTAATTTGAGAGGGGA
+GATTTGAATGAAAGAAAAAGAGGTATCTTTAGGGAATGTGAAGACTCTCACTTTAGTTGCCATGTTAATA
+GCTCTGTCAGCTGTAGGGGCTTTGATTAAAATCTTTAACACGGTCGCCTTTGATTCAATGCCTGGATATT
+TTGCGGCTTTGTATCTGGGAAGCTTGTACGGAGCTATTGTTATAGCTTTGGGACATCTTTTAACTGCGGT
+TACATCCGGGTTCCCTCTGGGAGTTTTAAATCACCTCTACATAGCATTGCAGATGGCTGTATACGCTTAT
+CTCTTCCGTGTCTTTTACAAGAAATTTAATGTTTATGTAGCTATAGTTCTCACAACCCTCCTGAACGGTC
+CACTAGCTACGCTGCTCTTTGTTCCAATGTTTGGATGGGGATTTTTTATAACATGGGTATTTCCGCTGAC
+AATTGCCTCCTTTATAAACATATCCCTTGCGGCTTTAATATATAAAATACTTTCAAAGAAGGAGCAATGA
+GAAGTGATAGAGAGATACAGGGATTTGGTGATAATCTATGAGAAAGATGTGGCTTTTGTCGTATCCTGTG
+ATAGCGTTGGAGCTATAGGGAGTAAGGAAAATGACATCTTGAAAGTTGATGAAGAAATTGTGGGGAGGAC
+TACACTAAAAGTTGCTCTCTCGGAATTGCTATCTGTGGGTGCAACACCTCTTGTAGTTTCTGATACGCTT
+TCTGTTGAAATGTACCCGACAGGCGAGAAAATTTTAAAAGGCATAAAGAAAGAGCTTGAGGAAAATGGCT
+TGGAGGTAGTTTTGACAGGCAGTACAGAAGAGAACTTTCCTACCTCCATGACGGGAATAGGAATTACAGC
+TGTTGGGAGGGCAAGGAAAGAGGATTTAAAAATAAAAAAAGCGAGAAAAGGAATGCATGTAGTTCTTATA
+GGATATCCAAGGGTTGGAAGTGAAGTTCTAGGCGCAGAAGATGTAATGACTCTAAAGGACTATATAAAAA
+TTTCTCAGACAAAAGAAGTAGTGGAAGCCATACCTGTTGGTTCTAAAGGAATAGCCTATGAACTTGGAGT
+TTTAGAGGACCTTTATGGATTCAGAATCAAGGAAGACGATGGGCTTAATATTGACCTTTTTAAATCGGCA
+GGACCCGCCACCTGCTGCCTTGTAGTTTACAGAGAAGAAGATACAGACTTTATAAAGGCTATAACAGACA
+AGCCTTTTACGCATGTAGGCATCATAGAGTGAAAGAAGGTGAGAAAATGAAGCCCTATGAGCACGGCGGA
+AATATCTATGATTATCAAGGAAATCTGATAGATTTTAGTTCAAATATAAATCCTCTCGGACCTCCTGAGT
+GGATTTGGGAAGCCATAAAAGAAGTAGATTTATCCAGGTATCCGGATATAAAGTATAGAAGGCTCAAAGA
+AGCTATAGCAGAGTATGTCGGCTGCGATAGAGAAAATATAATTGTCGGAAATGGTGCAGCAGAGCTTATA
+CATCTCTTTGCCAGAGCTTTTAAGCTGAAAAAACCTCTTATTCCCTCCCCTTCTTTTCTGGAGTATGAAA
+GGGCTGTAAAGCTAAACGGGGGAGAACCTGTATACCTTAAGTTGGAGGAGGAAGAAGGGTTTAGGGTAAA
+TTTTGCAAAAGTGATTTCAAAAATAGAGGAGGCAGATGGCTTGATTTTAGGCAATCCCAATAATCCTACA
+GGACAGGGCATTATAAGGGAAGAGATAGGTATATTGCTTAAAAAGGCGGAACTTATGAATATACCGGTTT
+TGATAGATGAAGCTTTTATAGAATTTATGAAGGACTACAAAAAATATGAGGCGCTTCCTCTTGTTAAAAA
+GCACGACAAACTTTTTGTTGTAAGGGCCGTCACAAAATTTTTTGGAATGCCGGGAATAAGGTTGGGATAT
+GGAATTGGCAGCCCTTCTTTAATACAAAAGTTAGAGGAATACAAAGAACCGTGGACAGTAAATGCCTTTG
+CCGAAGCTGTTGGAAGATGGCTTTTTAAAGACAGAGAATATATAGAAAAAACCAGAGAGTACGTAAATGC
+TGAAATAGAGCACATGCTCTTTTCACTAAGGACAATAGATTATTTAGTAGCTTTTGATACAAAAGTAAAC
+TTTATTCTCCTCAAATTAAAGGCAGGTACTGTAGACGAAGTAAAAGAGAAGCTATTGAAAAAGGGGATTC
+TTATAAGAGATGCCTCTAATTTCAGGTATCTTGACAAGAGATTTTTCAGAGTGGCTGTAAAAAGAAGGGA
+GGACAATATGTGCCTTATAGAGGCTTTAAGAGGATTGTACGAAGAAGGTGTCATGCCAGATAAAGAGAGG
+GTCGTAGTGTAATGGGATTGATAATGGTAACAGGCGGTGCCAGGTCAGGAAAAAGTGAATTTGCAGAAAA
+ATTGGCTTATGAAAGGGGGAAAGATGAAGTTTTATATATAGCAACATCTCTTCCAGTAGATGAGGAAATG
+AAAGAAAGGATAAAAAGACACAGGGAAAGAAGACCCTCTTCATGGGAGACAGTAGAAGCTTATAAAGACC
+TTGATAAGGAAATTTTAAAAAGAAAAAAGAAGGTTGTATTGATTGACTGCCTCACTGTTATGATAAGCAA
+TCTCCTAATGGAAGTAGATTTGACATGGGAAAATTCTACTTTAGAGCAAATTGATGAAATAGAAGATAGG
+ATAAGTCAAGAGGTAGATAAAATATTGATTGTATCAAGTGGCGTAGAAATAATAATTGTCACAAATGAGG
+TAGGAATGGGGCTGGTTCCTGAGTATAAACTTGGGAGGATTTTTAGAGATATAGCAGGCAGAATGAATAA
+AAAAGTAGCAGAAGCATCAAAAGAGGTGTACCTTATGATATCAGGCATTCCTGTTAAGATAAAGGGGTAA
+TTGTATGGAAGAACTTAAGGCTTTAATACTTTCAATACAATTTATGACAGGTATTCCCATACCAATAAAT
+ATCGATGTTAAAGAGGATAAGATTTATAAAATAGCTTCTTATTTTCCTGTAGTAGGCCTTTTGATAGGTG
+GTATTTTATACATCGCTTACCTTCTTCTAAAAGATTTGTTTTCCCGGGAAATTGTTATGACATTCCTTGT
+TGCTTTTTCTTACATCCTTACAAGAGGAATGCATATAGATGGGCTGGCAGACACTTTTGATGGACTTTTT
+AGCAACAAGGACAGAGAAAAAATCATTGAAATAATGAAGGATTCAAGGCTTGGAACAAATGGAGTTTTAG
+CTTTGGTTTTCATGGTGATCTTGAAAATCTTATTTTTAAGTGATATAAGACAAAGCCTGTTGTTTTCTGC
+ACTTTTAGTTTCACCTGTCATTGCCAGATTATCTGTGGTGTTTTCAATTGCAATAAGCAAGTCTGCAAGA
+GGCGGAAAAGGGCTTGGAGGATTATTACTTGAAAGGGCTGGCTTAAGGGAATTTGTCATAGCTTTACTGA
+TTTCTACAATAGCAGGTTATTTTGTGATGCCTTTAAAAGACTTGGCGCTTTTATACGTGATTTCTCTTTC
+ATTTACTTGCCTTATTTCAAAATATATTTCTAAAAAAATAGGTGGAATGACGGGAGACACTTTGGGAGCA
+GTTAATGAGTTTGTTGAGCTTATAGCTTTTATATATTTTTCAATTTTATAACCTATTCGTTCGGTGTGAA
+AGACTCATGTGCTAAAGCAGATTTGAATTGTCACTCATATTGATGAGCTTGTTAAATTGCTTGACAGATT
+AAAAGAAGAAGGAAAAACTATTATAGTTTTTACACACGATGTAGATTTTGCATATTCTTGGGCAGATTAT
+ATTTATGTGATGAAAGATGGAAGAATAATTAGAGAAGGAGTTCCCGAAGAAGTTTTTATCAATAAAATAG
+ATAATGGCAAATTGAAAAAACCCTTAATTTTAGAAGTATATGAGGTATTAAAGGAGAAAGGTATTATAAA
+AGGAAATAAGATGCCAAGAAATGTAGAGGAGTTAGAGAGACTAATAAAAGAAAGAACTGTCCCTAATATT
+TAAAGGGACAGTTCTTTTTTTAAAATTTACTCATCTTTTTCCTTCTTCTGTGCTTGCGGGAAGAATTGCT
+GCAATACGTCCAGTGAAAATGGGAATATGACAATATTTGACCTGTCGTTAGCTATTTCTCTTAAGGTTTG
+AAGGTATCTTAGCTGGAGAGCAGCAGGTTCAGAAGAAATTATTCTGGCAGCATCCGCAAGTTTTGCTGCA
+GCTTGATATTCACCGTCAGCACTTATTATTTTTGCTCGGCGTTCTCTTTCTGCTTCTGCCTGTGCTGCCA
+TGGCCCTTTGCATGCTCTGAGGCAATTCTACATCTCTTATTTCAACTAAATTGACTTTGACTCCCCATGG
+CTCTGTTCCTTCGTCAATTATTTCTCTTAACCTTTTATTTATCTCATCTCTGTGAGACAAAAGCTCATCT
+AAATCAGACTGTCCCAGTACGCTTCTTAAGGTGGTCTGTGCCAATTGGGATGTTGCCCTTATATGGTCTA
+AAACCTTTATAACTGCATTTGCAGGATCTACCACTCTGAAATATACTACGGCGTTGACTTTTATTGTCAC
+GTTATCCTTAGTAATTGCTTCTTGAGTAGGAACTTCCATTGTAACGACTCTCAAGTCGACCTTTTGCATT
+CTTTCAATTATTGGAATTAAGAAGAATATTCCAGGTCCTCTGACTCCCACGTAGCGTCCTAAACGGAAAA
+TTACACCTCTTTCATACTCCTGCACTATTCTAATGGATGCAGAAATTAGACTTATCAGTATGATTGCCAG
+AGTAAAAAGAAAAGCTAGACTTTCAATCACTTTCATTACCTCCCTCTTTTACTTTTTGTACTTTTAGAGT
+AAGACCTTCCACTCCTATAATTACAACTTTCTCTCCCTTTTTAATAGGCTCTTTTGAGACTGCCTGCCAC
+CTTTCTCCTTCTACCAATACAGTTCCCTTTGGGGCTATGTCTGTCACAGCAGTCCCAAACTCGCCTATCA
+TTCCCTCTATTCCCGTTACTACTTTTCTCTTTTGTGCCCTTATAACTGCTGCCAGTAGAAAGGACACAAA
+GGCTGCCATGAAGAAGGCTGTTGCAAATACTACTCCCTTGTTAATTGTCAATCCCATCTGGTTTCCGCTA
+AAAAGCATTAGAGAGCCTAGAACAAAAGATATTATTCCCCCAACTGCGAGAATCCCGTGGCTTACTACAA
+AAGCTTCAGAGGCTAAAAGCACAAGCCCCAGTATCACAAGAAGCATTCCGCTAAGCTGAGCATCTAAGGT
+TCCTAAGGTATAAAGGCCCAGAAGGAGACTTATGCCGCCGGCAACTCCCGGGAATATGGCGCCAGGATGG
+TAAAGCTCCAGGATAATTCCCAGAATTCCGGCACTCATCAATAGATAGGCGATATTTGGATCGCTTATTG
+CAAATAAGAATTTTTGAACCGATGTCATTGGGTAGTACCTAATAGGTCCATCAGTTTTTAAGGTGATTGT
+CGTTCCGTCAAAGTTTTTTACTGTTTTCCCGTTTATTTTTTTCAAAAGGTCATTTAGGTTGTTAGCCCTT
+AAGTCTATGAGGTTTGCATTTAAGGCTTCAGTGTCAGTGAAGGACCTACTCTCTACGACTGCCATTTCCG
+CATTTTTGGGGTCTCTCCCTCTATTTTCTGCGATGCTCCTTATCCACGCAGCAGCATCATGCGTTATTTT
+TTGCCTTTGAATTTCTGACATAGCAGAGTCATCTTCAATTGACACAGGGTGTGCAGCGCCAATTCTACTT
+CCCGGAGCCATTGCTGCAATGTTTGCTGAAAGGGTTATAAAAGTTCCAGCCGAACCTGCCCACGCGCCTG
+CAGGAGATACGTATACAACTACAGGGATAGGGGAGTTTAATATTTGTGTTACAATTTTCTGAGTAGTAGT
+GTAAAGGCCTCCTGGTGTAGAGAGTTCAATTACTATGCAACTTGCTCCATCTCTTTCTGCAGCTTTAAAA
+CCACTTTCAATGTAGTCTGCTACTACCGGTACAATCGGTCCGTCTACAGTAAGTACATATACAGGATTTT
+GGGTTGACGTAGCTTGTAAAGAAGAAGGTGGCAGGATAATAAAAACTAACAAAATTGTGGTTAACAAAAT
+TTTCCTCATGGTAAACACTTTTTGTTCCCCCTTTAATAACATTTTAACATAACTGAAAAATTTTATATAG
+TCTTTTGTTTGATTGACAAAAATTTTTTTGAAGGATTTTTTATAAAAATGTAGAATTTAATCTATGTACT
+TATTTGACTATCTTAACTGTTTAAACATTTTAGATTAAAGGAGGAAGCTCAGTTGGCTTTTTTTAAAATT
+GAGACAGAGGAAGACATAAAAAACTTGAATTTCTTCGAGAGAATTTACGGGATTTTATTTAAGCCTTCAG
+TGACAATAAAAAATTTAATGTATCAGCCTAAATTAGTTTATCCTGCCGTAGTAAAAATTGGAGGAATAGT
+ATTTCTTTATCTTTTGCGTTATCCCGTTTATGTAAAACATATAAGGGAACTTTTGAAAATGAGATTATCC
+CAGCCAGATGCTGGTTTTACTCCTCAGGAAATAGAATTGGCGATGAAGTTAGCTCCAAAATCTGTAATCA
+CTTCTACCCTGATAAATAACCTGCTTTCATGGCTTTTTGTCGTCCTTGCAGTATATGCTATTATAAAATG
+GGTATTTAGAGGAAGGGCTGATGTGTCGGAATTATTTTCAATTACAGGTTATGCCTATACGCCGGTCTTA
+ATATATTTTCTGATATGCTTCATTGCTTCCTTTTTTACAGGGGAGCTCTTGGTTGATATGTCTCCAGCGC
+TTTTATTTCCTTCCTTAAAAGGGACTACAACCTATGGCTTTTTAAGAAGTATTGACCCATTTATGATATG
+GCAGTTTGTGATTGTGTGGATAGGAATAAAAATGTCCAGCAGAATGAACAATAGCGATGTCACATGGGTT
+ACGGTTTTCGCTTTTCTTGTGACAGTGTTTGTGAATATTGATTATTATAAACTGCTGGACTAAAAATCAA
+ACAAAGGGGACGGTTCCTTTTATCTGAGGACCGTCCCTTTTCATTACAGCATCTCTTCTAAAGTTTTTTT
+AATTTCAATGAGGAAAGTTTCCGTGTTTACAACAGTTTTATTTGGCAATTCAGATAAAGCGGCTAAGTCT
+TTTGTCATTATTCCTTTTTCAACCGTTTTAAGTGAGGCTTTTTCAAGCTTATCTGCAAAATCAACAAGGT
+CTTTTATTCCGTCAAGTTCTCCTCTCTTTTTCAAAGCACCTGTCCACGCGAAAATTGTAGCAATAGGATT
+AGTAGAAGTTTCTTCACCTTTAAGGTATTTATAATAATGCCTTGTAACTGTCCCATGAGCCGCTTCAAAT
+TCGTATTTACCATCAGGAGATACCAGTACAGAAGTCATCATGGCAAGGCTGCCAAATGCTGTTGCTACCA
+TATCTGACATTACATCGCCGTCATAATTTTTGCATGCCCAAATCATTCCGCCTTCAGACCTTACAATTCG
+AGCTACGGCATCGTCAATAAGGGTGTAAAAATATTCAATACCTGCTTCTTCAAATTTTTCTTTATATTCA
+TTTTCATATATTTCCTGGAATATGTCTTTAAATCTGTGGTCGTATATTTTTGAAATGGTGTCTTTAGTCG
+CAAACCACAAATCCTGCTTCGTATCTAAAGCATAATTAAAACATGCTCTCGCAAAACTTTTTATTGACTC
+ATCAGTGTTGTGCATACCTAATATGACACCAGGAGTTTCAAACTCGTGTATTGCATACCTTATCTCTTCT
+CCTTTTTCAGAAGTAAAGACAAGCTCAGCCTTACCTTTTTCAGGGATTCTGTATTCTACCCCTTTATAAA
+TATCCCCATAAGCATGCCTTGCAATTGTAATAGGTTTTTTCCATGTCCTTACAAGCGGCTTTATTCCTTC
+AACCAGAATAGGTGTGCGAAATACTGTCCCATCGAGTATGGATCGTATAGTAGCGTTAGGGCTTTTCCAC
+ATATTTTTCAAATTGTATTCTTTTACTCTTTCAGCATTTGGGGTGATTGTTGCGCATTTTACCCCGACTC
+CGTATTTTTTTATTGCGTATGCTGCATCAACTGTGACCTGGTCTTCTGTTTCATCTCTGTTTTTAATGCC
+CAAATCATAGTACTCTGTCTTTAAATCTACATAGGGCTTTATAAGCATTTCTTTTATCAATTTCCATATA
+ATTCTTGTCATTTCATCTCCGTCCATTTCCACAATAGGAACCTTCATCTCAATTTTTTGTGCCATTTTCT
+TCTCCCCTTTGTTTAAAATGTAACAATAAAATTTTTAAAATGCTTTATTGCGATTTTTTATCACAGCTTG
+ATTCTATTATATAGAATATAAGGGGTTTTTGCAATATTCATTGTTCAAACTTTCAGTGCTTGACCTAAAC
+ATATCAATTTGCTACCATATGGGCAGAGTGTGTTATCCCGTGTAAAAGAGGTGAGAGCTCATGATTGAGG
+CGAAAGAACTGCTTAAAGCCCTTATTAAAAAAGCCTCTACTGACCCTCAGCGAGGTGCACTTATTCCCAT
+TATTTCAGCCCTTCAATCTATAGGATTGGACTGGAAATTGGAAATGATAGAGGAGGATATGTATAATATT
+CTTCTTCCTTTAAGTTCTTCTCCTAAGCTAATAGTAGAAGTTCATTACGATGTAGTTCCCTCTGTTATAG
+AGGGCTATCAAACAAAAGAGGGAGAAGAAAATGGGCGAATATACGGAAGAGGGACCTCAGATGTGCTCGG
+AGGAGTGGCTATTTTATTAGAAGTTTTAAAAAGGCTTGGGAGGGAATTCCCATGGGAGAGAGCTGGTGTT
+TGGATAGCATTTGTGGCTGATGAAGAAAAAGGCGGTAAAGGTTCACGTCATTTGGCTAGTTCTTTGCCAT
+CTACTATACAATACGCTTTGGTGATTGAACCTACACAAAGTAAATTAGCTTTTTCTTCCTGTGGTGCGTT
+GGAATATGAATTGATAATAAAAGGAGTTCCCAGCCATGGGAGTATTCCTGAAAGGGGGAAAAATTCTATT
+ACATGGACTTCAAGATTTATTATAAAAATGGAAGAAACCCTTTCAAAGCTCAACAACCTCTACAATCCAG
+ATATTCCCATTCAAATTACTCCCCTTTTTATATCAGGAGGAAGTGAAGAATATTCTGTACCGCATGAGAC
+GCGCCTCAACTTTGATATACGCATACCTCCTAAAGTGCCTATTTCTGATGTTGAAAAAGAAGTAAATTCT
+CTTTTAGAAAATGATAAAGATGTAGAAGTTCATTGCAAATTGGTTGAAGAATGGGCTCCTTCGTGGGAGA
+CGGATGAGGACACAGATTTTGGCCAACTTTTGCAAAAACTTTATAAAGAAGTGTACAATGAAGAACCAAT
+ATTTAAAGTGATGGAGAGCTGGACTGACGCCCACAATTTCTGGGCAAAAGGTATAAAACCCGTGATATGG
+GGGCCAGGAGATTTAGCTTTGGCTCATACTCCTTTTGAATATATAGATATTCAAGAACTGGAAAAAGGAA
+AAGAATTTCTTGAAAAATTTTTCTACCGATTACTTGAGTTTTAAATACATTCTAAGCCACTTACCCGCCT
+GAGGACCTGGTGTAAAGCCATGCTTCTTGTAGAAATCTTGAGCTTTAGAGTTTTCTATTCCCACCCAAAG
+CCCTATTGTGTGATGGCCTTTTTCCTGTAGGAACTCTATTCCCTTTTTTAGGAGTAGAGTTCCTATTCCT
+TTTTTCTGGGAGGAGGGGCTTACCACTATTTCATGAATTTCTCCTACTTTTTCCCCCAACCAGTGGTCTT
+CCCATGAGGGGTCAGTAGATATAAAACCTATAGGCATGGTATCTTCCAAAGCTACAAAGAATCCCCCCTG
+GCTGTGGTTAAAAAGCCACTGAAGATATCCTTTTACTTCTCTAGGGTGGGTGTATGCATATTGTGGGAAA
+GAGGAGTAGGCTTCAAAATAGATTTTGATTAAATATTTTTTGAAATTGCTTAAAATTGATTTTTCAGTAA
+CTGGGATAATCTCAATATTTTCCATATTTATCACTCCCGCATATCCCGCTTTCAAAGATTACTGTGTATT
+TTTATTATAACACGCCAGGGAAAAATCTAAATCTATAACTTTCTAATTGGAAAATATTAGACGAAAAATG
+CATTTTTGTTCTCCAAAATGACACTTTCGTTCCAAATTTCATAAATTTTATTAAAAAATTGTCTAATATT
+AAAAAAGTCGTTTTAAAATTCATAAATGAGAACATGTAAAAAAATCCAAACTGCAAACCGGCATTAGCTT
+TAAAGTTTTGCTTATTTATGTAAACATTAACTGGTAATGTAATAAAGACTATACTAAAATATAGTAGACG
+TGGCATTCATTATATTGTATAATGAAAATAGAATAAAGTATGGAAATTTAGGAAAAGAAGGAGGAGATGC
+TCTTGTTGAGATTAGAAATTTAAAAAACCAAGATATTAAGAGAAAATAGAATATAATAGAGTAAGGTGAT
+GGTTATTGAAAAAAATAAGTATAATTTTAATGATATTTGTTTTGAGTACTTTGTTGTTTACAGCTTGTAA
+TACGGAAAGTACTGATACAAAAACCGATGACTATATAATTAATACAGTCAAAAAAGTTGAAATCTTAGAT
+CACAAATTTTCAAACTACTTTTTGACGTATGAGGAATATTTAAAAGGACTGAAAGACTTATTTGTTAATG
+CATTTGATGAAAATAAACACTATGAGAGAAAATATGCGGAAATAGACATAAGAAATTTTACTGATGAACA
+GTTAAAAAATATAAGGGAGAAATACATAAAGGAGAATAAAGAAGATAAAGTTGAAGTAGAAATTTCAAAA
+ATATACAGTGATGGAAAATACAAGTATGTGTTTACGAAAGCAAACATTATTCAGCCGTACATGCCGAAAA
+ACAAAGAAAATATTACTGGTATAGTTATTACTAGAAAATATGCTTTTGTAAAAGAAAATAATGATTGGAA
+AATACAATACATTGACCAGGCTTTGTATTCAAATAATATCCCATTTGAAAAAATGGAATATAATAAATTC
+AACAACAAATTAGTTCAATATATAACAAAATTTGACCCATTAGAAAATTAAAAATGCGAATTATGTAATT
+AAGGAAGAAGTGGATTTCCTATGAAAAAGATACTTATGTTTTTTTCAGTAGCTGTTTTAATTGTTTTGTC
+ATCTGGTATTGTATTTGCTAATGTAGGTAATGACAACATAATTCCTCTAAAAGATACAAGTAAAATTAAG
+AGTCAAATTGAACCTTTGTATGTAGTTTACTGTCCAGGTGGTTCACCTGATGGCAAGCATCATTTTTACC
+GTTCAGGCCGAAATACTTCTATAACGCTAAAGGATTCTTCCAATAGGACAGTTGGTACATGGTGGGGAAT
+ACCATGCCAATGCAAATATTGCGGGAGCCAAATGTCTCTTAGTCTAGATTATAGTAACTATATTAATTCC
+TCAGATATTTATTATGATGGTTGGTTTGGGCTTTGGGCATATATAACTTCTATACATCCTGTTAACCCTG
+AAGAGATGGTTTTATTTAAATAATTTAGAAATATAATCCAAATATTAATTTTGTAAAATTTATCTATAAG
+GACAGAAAAAAATCTGTCCATTTTTTATTAGGTGATAAGAATGGTAAATATTAGGCGAAAAATACATTTT
+CGCTTCCAAAAATGACACTTTCGCTCTAAAATTCACAAGTTTTATTTTAAATATTTTATAATATTTAAAA
+AGCCCTTTAAATTTCAGGGGAGGTATAAAAAGTGAATTTTTTATGTTCACAGTAGGAACTAATTTCTTCA
+TATAAGCGATGTAGTAAAATAGGTATTGAGCCTTCAATAACTGTGCCATTAGTGGTACTGAATTCAGGAG
+ATTTGCAAAAGAAAATACATAAAAATAAAGAACTCATAGAAGCTTTTCATATGAGTGTAGAAGAGGATTG
+GGTAAAAGGTGAATATCTATTTTTGCTTACTGACATTGAAGGAGATTTATTGGATGTAAAATGCAGCACA
+AAAGAGAAAAAGTGTATAAAAAATTCAGGCTTTGAACCGGGGGTATCCTTTAGAGAAGAAAGCTGTGGTA
+CAAATGCAATTTCAATGGCAATGCGATTAAAGAGGGTAGTGTATGTAAGACCTAAGGAGCACTACTGTGA
+CATAACTCTTCTGTTAACGGATTTATTTCAGAGCAGACAAAGGAGACGGTTCATTTTGTCTCAATTTTAA
+ATTATTCAAAAAGGAAGAACCGTCCTCTTTGTTTGCTTCTCTGCGTACTTTTAAAGACATAAGTGTTAGA
+AATGGTTTAAATAGAGCTTTTGATTTTCACATTACACTTGGTAAATTTATTCCTTCAGAGGAGGATTTAA
+ATAAATGCAAAATTTAAAAAGGAATGAACGATTTTTCTTGACAGTAACATTGTTTTCAAGTTTTTTTACA
+TCTTTAATGGCACCATTTTGGGTAATATATTTTAATAAAATTAATTTAGATTTTTCACAAATTTCACTCC
+TCATAATAATAAACCACATAGCGGTCATATTATTCGAAATACCTACCGGTGCTCTTGCTGATACATATAG
+CCGTAAATTTTCTGTTCTTTTATCTTTATTGATTGGCAGTTTAACTTCTATTGGGATATATTTCAACACC
+TCTTTTACAGTTTTATTATTTTTATATTTCTTATCAGGAGTTGGAGCAACTCTTAACTCTGGAGCCTTTG
+AATCTTGGTTTGCTGATTCGTTTCTTTTGGGTCAAAAAGAAATGGACCTGACAAAATACTGGGGACGTCT
+TACAAGTTTTAACTATTTAGGTAGTACGATAGGATTTTTAGGAGGCAGCGTTTTAGTACGTTATAATATC
+TTTAGAGAAATCTGGCTAATAGAAGGTATAGGGATTTTTTTGGTTTTTATTTACGTATTTTTAGCGGGCA
+AAGAAGCTAAATTACAGAAAAAAACGGACGAATACAGTTACAGAGAGTATTTTAATAAAATTGCTAAAGG
+AACTGTGTATCTATTTAAACACAGGATTTTATTATCTATTACAGTCGGGTCTTTTTTCTTCTTTTTTTCG
+TCAGGAATCATGTCAATGTTGTGGCAGCCCTATTTCGAAAGGGCAGGCATACCTGTAGAATTGTTTGGTA
+TTATTTTAGCATTAACGATGGTACTTAGTATTTTTGTGCCCCGTTATGCTGACAGGATAGCTGAAAGATT
+CGGAGGGGCAGCTCGCACACTAATGATTGTCAGTATTACATCTGCATTGTTTATATTTATGATGTATGCG
+ATTCCCAAGTATTCATTTATACCTTATATTATTTATACAGCAGTATATTCTGCACACACTCCGATTTTTA
+TGTCTTATTTTAATAAGTTAATACCTTCTTCAGAGCGTGCAACGATTATTTCAATATATAGTTTGTTTAT
+TAGTGTTTCTACAATTCTATGTACTTACTCCTTTGGAATCTTAAGTGACAAAAAGGGTCTTTATGCTGCA
+CTTTTCTTATCTTTAATTACAGCTTTAATTTCCAGTATACCTTTTAAAAGGGCAATAGGATTAGAAAAAG
+AGCTGTGCCTTTGAGTACTTTAGACAATAGGGGAAGAGGCAAGAAAAAATATAATAGCTGTTTAGATATG
+CTATCTAATTTACAATAAATCCCTTCAAATGCAGAATCACTTCGGGTTGCAAAGCCTGATGCTTCCGAGG
+AAGAACTGGTGGAAGCCTTGAAAAAAGCAGGACTATTGGACTGGTTTAAAGAGCTGCCGGAGGGCTTTGA
+TACTAAAATAGGACAGACAAGAAAGCTTATTTCAGGAGGAGAACGGTCGAGATTGTCAATTGCAAGGATG
+ATTTTGTTTGACCCGGAAATCCTTCTGCTGGATGAGCCGTTAGTGGGAGTAGACCAGGAAAGAAAGGAGG
+AAATATTTGATACACTGAAAGAACTGCTAAAAAGCAAAACCTGCATTTTGGTTACTCATGACAAGAGTTT
+ATTGAGAATTGCTGACAGGACAATATATATGAAAGAGGAAGATGCAGTATGGCTAATATAAAGTGGGTGT
+TTCGCTCAATAAATAAAACTCTTCTAATAAACTTTTTTGCTGTTTTTTCCGTATATTTGCTTTAATATTG
+CCATTACTTTACGGACAGATTTTAAATACAGTTGAAAGCACAAAAACTTTTCCCACAGAGCTTTTTCTCG
+TGCTTAATAATGAGAGGGAGGGATGATAGATTTGCTTACTGTCAAAAATTTGTACAAAAAATACAATAAA
+AGCAAGATTATAGCTTTAAACAATGTATCTATGGATATAAATAAAGGGGAAATAGTAGGACTTCTTGGTC
+CGAATGGAGCGGGTAAAACCACTTTACTTAAAATAACATGTGGGTTAACAATTCCTGATTCAGGTGAGGT
+TATTATATCCAATATCAAAATGGAGGATAAAACTCGATTAAAAATAATGGAGAAAATAGGCGTAGTACTC
+GAAGGTAACAGAAATTTATACTGGGCTATTTCGGTTCTTGATAATTATTATTATTTTGGAAGTATAAAAG
+GAAAAACAGGGAGAGAAATAAAGAAAAATATAGAAAAATATGCAGACATTCTAAAAACAAAAGAATTATT
+AACACGAAAAGTAAACACTCTTTCAATGGGGCAAAAACAAAGAGTAGCAATAACTGCTTCTTTACTTCAC
+GAACCGGAGCTTTTAATTTTGGATGAACCTTCTAATGGATTAGATATAGAATCGCGTATTTTACTTACCA
+GTGCTATTAAGACCTTGAGAGAGGAGATGAAGATAACAGTATTGATTGCTTCTCATGATACTGACTTTTT
+AAGAAAAACAGTTGACAGATTTATAATAATAAACAATGGAAACATCGTTGATGAATTCGCAAATATCAAT
+ATTACAGCAGAAGACATAGAAAATAAATATAAAATACATGCAAATTTAAAGGAGGCTTAAATATGTTCAA
+ATATTTAAACATTGTAATAGCTGAAATAAGAAGAAGTTTAAAAGAAAGTTTTTCATATAAAATGGGTTTG
+GTCAGTGATATTGTGGTATTAACACTTCTTTATGCTGGACTTATTTTCATGGATACGGGTAGTATGTTAG
+GAGAATATTATAACAATCCTGGAAATTCTAAAACGCTCCTCCTTTTGGGGTATATTTTTTGGAGCTATTC
+GATAGCAGCTATAAGTGGAGTAAGCAATGAAATTAGTATAGAAGCAGTTAAAGGTACATTGGAACAGAAA
+TTTATGGCAGTAATTCCCTACCCTTTTCTTATAGCAGGAAATATAATTAGCAGCCTTCTATTAAGCAGTA
+TCGTAGCTGCTGTAATAATTGCATTTTCAAACCTGATTATGGGAGTGAGTATTACAGTAAATGAAAAAGT
+TATACTATCCCTTTTAATGACCTTAGTTGGAATGTATGGCATGGGTCTTATTTTGGGAGGACTTTCCCTA
+ATAGCAAAAAGAATTAATCAATTAACACTACTTATACAAATCCTACTTCTTTTTGTAACAGACACATTGA
+GTAAAACATCTCCTTCTAGCGCAATTAGTTGCATTATACCTCTTACAGTGGGAAATGATATAGCGAGAAA
+ATCAGTAAGTAATATTGCTATTTCTTACAATGAGTGGCTGATGCTTATACTTGTGAGTATGCTGTGGTTT
+GTAGTTGGTTCGGTAGTTTTTGGCATGAGTAGTAGATATGCCAGAAAAAATGGATTATTGGGTACATATT
+AGCTTCCTTGGGACTGTGGAGAAATCGCCATTGTGAGCACGAGTTAATTAATACCTATCTCTAAGGAAGA
+ACCTATTTAACAACACACCACTGATAAATCCTCCTATATGCGCCCACCAGGCTATTCCACCAACCGTTGT
+ACCACCAATGACAGAATAGACCATGCCGGAATAGAGCTGTGTCAGGAACCATAGGAAGAGGTAGACCACG
+GCTGGTATCGGAAGGAAGACTGGAACCAGGAAAAAGCTTGGTACCAGCGTAATTATCCTTGCCGACGGGA
+ATAATACGAAATATGCACCCATAATGCCTGCAATAGCTCCAGAAGCCCCTACCACCGGCACTGGTGAGAT
+GGGATTAAAAACCAGGTGAAATACACCTGCGATTACCCCACTAAGGAGGTAGAAAATGAGGAATCTTATA
+TGGCCCATCCTATCTTCAACATTATCTCCGAACAGCCAGAGTATCCACATGTTGCTAATTAGGTGAAATG
+TGTTACCGTGAAGAAACATACTGGTGATAAAAGGGTATAAGTTGCTGCCGGAAAGCGGTACACCGGATAT
+AATCAGTTTTGTAATTTTTGCCGGTATAAGCCCGTATTTGTAAACAAACTCGGCAAAAGTGCTGTATGAA
+GCACTTGAAAGAGTGAAAAATATGAGCGAATTTATTATTATGAGCGAGAGCGTAATAACGGGTGGTCTTC
+TGCTTGGTATATTATCCCTGATTGGAAACATCTTTAACCCTCCACTTTTTTTATTCTACCTTTGCAGGAA
+AACCGAGTTCCGTATCAAATCAAAATTATATTAAGATTATAGCACAAGTAATTCTGAAAAAGTAATATTA
+TCATGATTAGGTAAATTTATTAAGTACCAGGAAAAGAGGAGGTTATTCTCCTCACAGTTTGTTGACAAAG
+CAAAATTTTAGCCCCTGTTTTCTTAGTACCGAAAGCAGGGGCTGTATATATCTGGATAAAATTTTCTTTA
+AAACTCCAAATAATGGATAAAGTTTTGAAATGTCAAAGGGCCCTTTGCCCTTCCTCCATAACCATAAGGC
+CATTTTCTTTAAATTCATGGCAGCAAAAACAAGCATCGCTTGCATGGACAATTTTTCCTTCCCTCTTAAC
+GTCGTCCATCGCAAACCATGCTTCTCCTTTAAATCTGCAAATACTCTCTCTATTGTCTCTTTCCTTCTCT
+CATATACTTCTTTACAGTAAGGTGTATGCCTTAGGTGTTCTGCTTCTTCTACATATCCTTCCCATATGTG
+CCTGAATATCCTCTTTGTGTAGTCTTTACTTTGGGTACACTTTTCTCTTAGAGGACAGTTTTTACATTTT
+TCTGGGTTTGATTTGTATTCTCTATATCCTTCTCTGTTGGTTGTAACATATGTTAATATTTCATTCTGCG
+GGCATATGTAACAGTCATAGTATTCATCATAAACAAATTCATGTTTTTTCATGAAACCATCTTTTGTTTT
+TGGCCTTGTGTATGGTACTGCTGGTATTATTTGTCTATCAAATATTGTCTTTAATATGTACGGATTTTTA
+TAGCCTGCATCTACTGCTATTGCTTTCGGTTTTCTTACCCTCTTTTCAACTTCTTCTAATACTTCTTGAA
+ACATCACACTGTCGTGTACATTTGCTGCTTCAACTTTTACTCCTAATACAAATCCATTTTTATCGCAGGC
+TGTATGAAAAGAATATGCAAAGATTTTTTCTTTTCCGTTTTTGTTTAACATTCCGCTATCTGGGTCTGTT
+TTGCTTACTTTCACTTCTTTCGTCTTTATCTTCTTGATTTTCTTTAATGGCTTTTTGCCATGAGCTTCTC
+TATCTTTGTTTATTTCTTCTTCTAGTTTTTCTTGATAAGTCCTGGCTTCTTGTTCTACTATTTCTTTGGT
+GTATTTCTTCTTGTTGGCACTTGCTTTTACATGGGTTGAATCTATGAATACTTCCTCTGCATTTACTAGC
+CCATGTTTTATTGCTTCTTCTAAAATCTTCGTAAATATTTTCTCAAATATGTCTGTCCCTTTGAATCTTC
+TTATGTAGTTCTGACTAAATGTTGAAAAATGAGGTATTTCTTCTGTCAGCCCATACCCTAAAAACCATCT
+ATACGCTACATTTGTTTTTATTTCTGCTATTGTCCTCCTCATCGATGGTATGCCAAAAAGATATTGAATG
+AAAAGTATTTTTATGAGTACTACTGGGTCTATGCTTGGTCTGCCGTGACCCTCGGAATATTTGTCTTTTA
+CTAAATCGTATATGAAGCTAAAGTCTATGACTTTTTCTATCTTTCTTAAAAGGTGGTCTTGTGGTACTAA
+TTGATCTATGCTTACAAATTCTATTTGATGTCTTGCATCCTCTTTCTTTGATAACATCTTTCTTCTCCTC
+TCCTCTTTTGCTTTGTACCGTTAAAAAAACAAGGAACCCTTCTCATAATAACGGGTTCCCGATATTTTGT
+CAACAGTCTGAGAGGAGGTTGATAGTGTCAAGATACTGTAGGATTTTTTTAAGACAACCCCTGAAACTTA
+GTTAATTTCAGCCTTCAACTTATCATGCTTTTTTATATAACTTGTGCATATTTTAATGCTCTTAAAACCC
+TATATATTGGCGTTACTTTCCCTATATTCAAAACTGTAATATTGTTTATCTTTTCATTTGTAGACGTTTT
+AACTCTCCTTACCGCTTCTTTTATTTGCTTCTTCGTTAATTTGTAACTTCCTGCATTTATATTCTTTTTC
+TTGCCCCATTCTACTTCTCTTAAGTCTCCTCCATTCTTGCTAAATACCCTTAATTTCGCCATTAGTTTTA
+ATCCTTCTCTGCTCCACCCTAATGGATTCCTGCTTAGTCTTGCTGAAAATACATGGCTTATATGTCCTTC
+TGCACTGCACCCTATTACATCTTCGTCTTCACTGTATATCTTTATCCCTTCCCAATTGTTTAGTATGTAT
+TTCTTTGCTTCTTTTATCTTCTCTTTCTCTCTCTCTTCCTCTGCTGCCTTTATTAACTCATCAAATACCT
+TCTTTACTCCTTCTTTATCCCCTTCATTTATTGCTCTCCATATCTTATCCCTATACTTTGGCTCTTTTGA
+TGTAGCTTTTAATACGTATTTGTTTAAATGATATCTGTCTAGTACAAACCTTGATTTTAATATCCATTTT
+AATCCCTCTTTTATCCACGGTGCCCCATCTCCTGCTATGTATATCTTCTCTATCTTCTCTTCTTTGTAAT
+TGTCTTCTATGTAATTTGCTACATCTATCCATATGTCTTCAGGTTTCTCTCCTACATATGCTTTGTAATA
+GACATTCTTCAGTACGTTCCTTCCGTTTTTCTCTTCTCTACCTTCATGTATGTATACTAATCGTGGAGTT
+TCATCTCTCCCGTCCTGTAAAGGTACATGGTCCTCGTCTGCCTCTATGTATAAACCCCTTACTTCTTTCT
+TTTCTTTTATTTCTCTCTTTACTTCTACTTCCCCTATTTCCCTTATTGCATTTAATACCGTCTGTTTACT
+TAACTCCTCTGGACATGCTTTTTTACTACTTCTCTCATATGATTCTTCTATTGCGTTTTCTACTAACTTT
+ATCTTTACTCCCTTTTCTATCCTATCGTGCCGTCCTATCTCTAATGCATCATCCACCAAATATGTATATC
+TCCCATCCTCTTTAGATTTGTAATATGTCCTCTCATATTCAATATCCCCAAGGACTGTCGTTAATCTCTT
+TTTATCTTTCCTCTCTACTACCCATTTTTCTTTCCTTCTCTTGTCTTCTTTTATTATCCTATCTAACTCT
+TCAATAATTGCTTCTATTGCCCCTCTACCTAGTTTGTCCGTGAGTTCCTTTATCCTTGCTACAAGCTCTG
+TAATATTCATTCCTTTGTTTAACAAATCACCAAAAATTTCTACTACTTCCTCAGTGAAATTTAGAGCATT
+TTGTAGTATAATATCCTCAAAGATATGTTTTTTCACAAGAGACACCCCTTTCGTGTTTTTTGGTTTTCCA
+CAATCTATTTTATCACAGGGGTTGTCTCTTGTTTTTTTCACTCAAAAAATCCTACGATAATTTTACACTA
+TGGAGGAGGTTATTCTCCTCATTTTTTATTTCTAATTGTAAAATATTAGGCGAAAAATGCATTTTCGTTC
+CCCAAAATGACACTTTCGTTCCAAATTTCACAAATTTTGCTCTAAATATTGTATAATATTAAAAAACAGT
+TCAATCTTTTTGGGGGTATAAAAAATGAATTTTTTATGCCCACAGGAGGAACTAATTTCTTCATATGAGC
+GGTGTAGGGAAATTGGTATTGACCCTTCAATAACTCTGCCATTGGTGATATTAAATCAAGAAGATTTGCA
+AAAGAAAATACATAAAAATAAAGAACTCATAGAAGCTTTTCATATGAGTGTAGAAGAGGATTGGGTAAAA
+GGTGAATATCTATTTTTGCTTAGTGATTTTGAAGGATATTTATTGGACGTAAAATGCAGCACAAAAGAGA
+AAAAGTGTATAAAAGATTCAGGCTTTGAACAGGGAGTATCCTTTAGAGAAGAAAGCTGTGGTACAAATGC
+GATTTCAATGGCAATGCGATTAAAGAGGGTAGTGTATGTAAGACCTAAGGAGCACTACTGTGACATATTC
+AAAAAATGGCACTGTATTGCTTCACCTATAATGGTAGAAAATGGGAAATAGTAGGCTATGTGGATATATC
+AACCATTGATAAAAAAATTGCGGATGAAGTATCAATGGTAATAAAACTGCTAGCTGAGAAAATAGCAACT
+GAGTATGAAAAGATAGTAAAAGAAAAAGAGCTAAATGAGATAAAGATAAAATTAAATGACAGCCAGATAA
+AAATGCTGGCATTAGAGGCAAAAGGATATAGAGAATTAGACATAGCAGAAGCTCTTGGAATAGGGGTTGT
+GACTGTGAAATATCACAAAAGAAAAATAGTAGAGAAACTTGGGGTAAAGAATATCAAAGGGGCAGTAATA
+AAAGCAATTAAGTTGGGATTGGTAGATTTGGATTAAAATTTGAGACTATACTTTAGTATAATTTTTTTGC
+TTATTTATGTAGACCTTAACTGGAAATGTAAAAAAGACTATACTAAAATATAGTAGACAGAGTATAAATT
+TGGATATTATAATGGTAGTAGGAAAAATTTAGTATAAAAGGAAGGAGGTATATTATGGAAAATTTAAATG
+TTAACAAGAAAGAGAATGAAGTGATAGAAAGTGAAAATAAGAGAGACATAAAAAGAACGTTAAAAACGAT
+CTATTTTCTCATCGCCGAGGGAGGGTTAGTGTGTCTTCTGGCAGTAGGGTTTAATACTTTGAAGATGGAA
+TATAATTTTGTGTATGGAATACTGCTTGCGATTTTATCTTTTCCTGTTTTTGCAGGTGTTGTGTATTATC
+CTCTTAGGAAATACGCCAGTGAAAATTTGCAGTTTATTAACGCTTCCGTTGACGGATTTATTTCTGATTT
+AATATTGGTACTATCTTTCCTTTTCTTCATATTGATATTTAAGATTCCACTATTAAAATTGGGTTAAAAA
+TATATAGGAGGCAGTGTTTATGTCTAAAAAAAGAATTATAAAAATTGTATTAGCAGTAATAATGGTCATA
+GGAGCTGCTTTTTTTCTCAGCTATATGATATTTTACAATCCATCATATTCATACTCAGAGGTATACAATA
+AATATTACAAAAACTTAAAAGATATCGATTTAGCCAAAGGATTGACTACTGAGCAAAAATTGGAAGATTT
+TGAATATCTATATAATACATTACAGAAAAATTATCCATTCTTTGAGGTAGGGAAAAGAAAAACGGGGTTT
+GACTGGCTGTCTCGTAAAGAAGAGTTTGAAAAGAGAATTAGAGAAACAAAAAATAATATTGAATTTTACA
+ATGAGATAAAAAGAATGGTAACGCTTTTACAAGTTGCTCATGCTCGTTTAGTAAGCCCAGAGCTTTTTGA
+AATGTTTAAGAAAGCTCTTGATATGCCTATTACCGATGGAAAAATGAAAGAATTAGATCCTTTTCAAAAT
+CCTATAATTATAAAAGATTATGAATACTGGAAGCAAAATATTAAAGAAACAACGTATATTTTGCCAATAG
+CTTTTTCATATATCGAAGGAAAGTACGTTGCTATACCATATAATAAGAATGAATCATTAGAGGGATATGG
+TATACCTGAAGGTTCAATTCTTTTAAAAGTGAATGAACTAACATCTGATGAATACGTAAAATCTTTGATG
+GATAAAACCTTTTTAAACTATGATTTCAAAAGAAATAAAATAGTAAAGTATAAACTTTACGTATTTGCTG
+ATACCTTAGGAGATACAATAAAACTTACTTTTTTAAGCCCTAAAGGGGAGGCAATAGAAAAAACTTTAAA
+ACCCGTTGAACTAGTCATAAATCAGAGTGCACTTGATAAAATGCCATTGGTAAAAAGTATATTGGTAAAA
+GACAAGGTAGCATATTTAAAGATACCAGCGATGAAAATATCACAGAAAGATATTGAGAAAGATGGAAAAG
+AAATATATAGCTTTTTTAAAGAAATTAAAAACTACCCTTATTTAATAATTGACATAAGAGGAAATGGCGG
+AGGCAACTTAGCGTACTGGGTGGAAAATGTAGTACAGCCTCTAATAGATAAAAAAATTCCTTATAAAGCG
+TATACGGTGGTAAAAAATTATGATATTAAGTATACAAAAACGCTTGATAAATTGCCCAAAGGTAAAAACT
+ATCCTCCTGAGGTGAAAGATGATTTTGGATATTTCGCTGAAATTTCATATACAGTGACTCCAAAAAATTA
+CGTGGGATTTAAAGGCAAGATATATTTGCTCACTGATGCAGGGGTTTATTCTGCCGCAGAAAGCTTTGCT
+TCATTTGCTAAAGCTACTAAGTGGGCAACTGTCGTTGGCACGCCTACCTCAGGTGGACTTGGTTTCAATC
+CAGACCATCTCATACTTCCCAATAGCGGGCTTATGGTGAGATATCCTAATAACATGGCATTAAACCCTGA
+TGGTACGGCAAATGAAGAAGTAGGCACACAGCCTGATATTTATGTAGAAGAATCTTATGATGATTTCGTA
+AACTATCTTAGGGACAGAAAAAATATTGATGAAAATAATATTTTAAATATGGTGAAATATGACACAGTAT
+TAAAGAAAGTTTTAGAGATGACTAAGTTGTTTATTGTAAAATAAAAATGGACGAAGTTGCAAAGAAAAAT
+CCCCACTTTTGCAACTCAAAGATCCTCAGATTTGCAAAGGGTCATTGCAGGCATCTATAAAAACCATTAT
+CCTTGTAGTTAGGGAAACTTAACTACAAGGGAGGATTGGAGGATGCTCACAATGACCCAAATAGATGATA
+TCAAAAATTCGTTCTTTTTTAAAGGGTTAAATATCAGTGAAATAGCAAGGAAATTTAAAGTTGACCGGAA
+AATAGCATTACGGTTTTGAAGTTACATTTTGCAATCCAAATGCCGGGCATGAGAAAGGAAATGTAGAAAA
+CAAAGTAGGATATCACAGGCGTAACTTTCTGGCAGAATTTTAATATTATATCCTCACTCTTCCTTATCAT
+TTTGATAGTCGATATGTTTTTGCTTTTTCAAACCTCTCTTTTACATACTTATAGAAAAAGTCACAAACAT
+CTTCTTCTGATTTAAAAGTTTCTATTGTTTTCTATTTCCCTTTTCATTTTGGTTTAGCCAAAAAACAGAA
+CCAGCAAGAAAATTGTCATAGTATGTCCCAATGTATTTGCAGTATATTTTCTTTTATCAACTTTTCTTTT
+AATTCTTTCAAATTTATATTATCCTTCCACCTTTCTTATTGCGAAAAACATTAGTAATTTGGTATAATTT
+TAACATAAGGTTATAATTATGCAATGTTAGGAGGAATTGTATGAAAAAATTCTATTGGTTGTTAGGTTTT
+CTTGGTTTTATTGGCTTTTTAGGATTTTTTAAATCTTATATGTATTTTGCATTTTTTGCTTTTTTCTCTA
+ACTTTTTTACTAGTCGATATATTAACATTTTACAGGATAAACAACTTCAAAACAAAATGGCAGAAGCTCA
+TTCGATCAGTTTTGTTGTGACTAGTTTTTTCTTATCATTCATGTTAATAATGCTGATATTCAACGTAAGT
+TATGAGATTTTTAAAGCTACATTTTGCATTATTTTTGCTTTAGTTTTTATTATAGATTCGTACTTACTTT
+ATAAATACACAGGAAATAATCAAAAATAAAACTCAGACCTCTGTTTTATCATTCTATAACAGAATTGTCA
+ATTGGTACATAATTAACCTATGGGAGATGAAAAGAAATTACTCCACTACCTGCTGCAATATTTTTATGAT
+TTTGATTACGCTTTAAGTGTTAGAAATATAAAAGGGTAATAAGGTATAATTATGTTAAGTGTAAGTTAAA
+TTTTACTGTAGATTGGAAATAGAAGAAGGATTTTAGGGAATTTTGTAGAATTTATAGTATTGTATTCCAT
+CGGTTGTTTTTTTATTGTAGTTTGAGGGACTATAATTTGTATAAATTTTACATAAACGGAGGATGAAAAT
+GGATAGTATACTTTCTGTAAAAAATCTAAAAAAGTATTATGGCAAGGTAAAAGCAGTTGATGAAATTTCT
+TTCAATATGTATCCAGGTGAAGTTGTAGGGCTTATAGGTCCAAATGGTGCGTGTAAAAGTACTACTTTAA
+GGATTTGATGGGAGTGAGAGCTATGTCAAAAAAAAGAGAATATTATTACATAGGAAAGAGAAGAGATACT
+GATATATGGGAAATTATGCTTAAATATGGTGTACTTTCAGCATCTCATTTTGAAGTTCGATTTCCTGATG
+ATCCGACAATGACACTTTCTGAAGGAAGAGAAGAATTTCTTGGGCTACCTAAAATTTCTGTGGAGCCATG
+GAGTGGTATGAAGGGAGCTATTGCTGTAAAAGGGGAGATGACAAAAGAGGCAAGAAAATTATTCTTACAA
+ATTATAGAAACCAGAAGAATAAGGCTTTGGGATTTTATACTTTTTAGGGATGGAAGAAAACTTCTATCAG
+TTTCAGATTTTGATGACCGCATTGTGACGGAGAATTTTGCTAAAGAATTTATGGAAAAACTCTTTCTTAC
+TTGGTTTGAACCTATTCCAGAACCGGAAATTAAATCAGAGAAAATTTCAAAAGATTTTCTTGAAGAAGTC
+AGTCAAGCGATTCAAGAAGCATTATCTAAATTGGTACTAGACCTAGAAAATGATAAAAATTGAAGGTGAG
+GGATTGGTTTTGGTAGAAGTAGATGGACTTACTAAAGTGTTTAAAAACATAAGAGCAGTAGACAATTTAA
+GTTTTAGAGTAGAAGAAGGAGAAATATATGGGCTTTTGGGTGAAAATGGTGCTGGTAAAACCACAACTTT
+AAGAATGCTTGCTACAATGTTAAAGCCTACGAATGGGACAGCCATTATAAATGGAAGAGACTTAATAAAA
+GAACCAGAAGAGATAAGAAAAGAAGTTGGGATACTTTTTGGAGGAGAAAGCGGTTTATATGACAGGCTTA
+CTGCAAGGGAAAATATACTTTATTTTGCAGAGCTTCATGATATGGATAAAAAAGAGGCTAATAAAAAAAT
+TGATATATTAGCTCGTAAATTTGACATGATGGAATTTATTGATAGACTAGCAGCGAAGCTTTCAAAAGGA
+ATGAAGCAAAAAGTAGCAATTTTAAGGTCAATAATACATGACCCTAAGGTGATGCTTTTTGATGAGCCAA
+CGTCAGGCCTGGATGTAGGTTCAGTAAGAGAAGTGCACGACTTTATAAGGTTTTGTAAAGAAGAAGGAAA
+GACAATCATTTTCTCAAGCCACAGCATGTCAGAAGTAGAAAAACTTTGTGACAAGATAGGTATAATACAT
+AAAGGGAAACTTATAGAGGAAGGGACTATAGAAGGTTTAAAAGAGAAATACAAAACAGACAATCTTGAAG
+AATTATTTATGGAATTGGTAGGTGAGAAAATTGAAGTTTAAGCATGTATACATAGTTTTGAAAAAAGAAT
+TAAAGGACATTTTTAGAGATAAAAAGACATGGATTGTCACAATTTTACTTCCTGCCTTGTTTATTCCTAT
+AATGATGTACATAGTTATAGGTGGAGCAGAAAGCATATCAGAACAAAAAATAAGCGATACAAAAATAGCA
+ATTATAGATGAAGGAAATAATCAAAAATTTGTAAATTATTTAAAATCGACGGGAATAAGTATAATAACGG
+ATTTGCAAAATCCCAAAGAAAGTCTTGAAAAAGGCGATATAAGGGCAATTCTTATTATACCCTCTGACTT
+TGGTAAAAATATAGAAGAGGGCAAGAACGCTGATTTAATAATTCAGGTAGATATGGCAAATATGAAATCT
+TCAAATGCAGAGAATATGATAAGAAGTCTTATAAAAGAATATGCGAATAATATTGTAAAAGAAAGACTTA
+TAGCAAAAGGGATAGATCCTAAAATATTAGATCCAATTGAGGTAAAAACTGAAAACATAGCTTCACAAAG
+TAAAATGGCAGGTTCTTTTTTAGCATTCATTGTACCAATGCTTTTGACTTTATGGACAGCAACAGGAGGT
+ATGGGAGCAGCTGTTGATTTGGCAGCAGGTGAGAAAGAAAGAGGTACGTTAGAACCTTTACTTACGACTT
+CTGCATCAAGGCTTTCTATAATGGCAGGCAAATACTTAGCTGTAACAGCCATGGCGCTTCTCAGTGCTGT
+TGCTTCACTTTTGGGACTTTTTGCATCTTTTTCTTTGAATAGAAACATGGCATCTTTAAATGCCGATTTT
+AAAATGAGTACAATAGCAATAATTGTCATGTTCATAGCTGCCTTTTTTACAGCGTCAATTTTTGCTGCAC
+TGGAGCTTGCTTTAAGTGCATATGCAAAATCTTTTAAAGAAGGGCAGACATATATTTCACCTTTAATGTT
+TATCGCAATAATTCCGGCATATTTGGTTATGTATAAAATGCCAAATGAAATACCTATATCTTATTTTGCA
+ATACCTGTATTTGGGACTATTTCAATATTTAAAGAATTGCTTTATGGAATTATTAATATGACACACATAG
+GTATATTTGTATTTTCATCAATGATATACGTGGCTATTAGTATATATATAGCAGCACTAATGTTTAAACA
+GGAATGGGCATTATTTAGGGTGTAAAAACTTTTATAAATTAGCAAATGTAAGTGAAACAAACACTGGGGA
+CGGTTTACTTCATCTGTTTTTTCATATGAAGTGAACCGTCTTTTATGTTTTAAATTGTAACCATTTTGTA
+ACCAAAATTTAAGGATTTTTTAATAAATTTTAACATTTAAAGAGGTATAATGGGAAAAAGGGAGATGCAA
+GGAGGGTAAAGAGATGAAAGAAAATGAGGTGGAATTAGCTTTTATTGGGTATGTAGCTAAATTTGTTAAG
+TTATAATCTGTAAAGCTTAAAAAGAAATATCAAGAAGTAAAATATAGGGAACTTTTAATATTGGATACAC
+CAAGAAATAATGAAGAAAGCGAGAGTAAAGAAGAGGTAATTGATAGCATAACATACAGTTATATCTCATT
+TGAGGATAAGGTAATAGATAAATGTATGCTTTCAAAATATAAAGAATTACTTGAACCAGAGGAATTTAAA
+ATACTACTGCTAAACATTATAGAAGGAATACCTCAAAAAGAAATTGCAGCAATGTTCAACAAAACGCAGT
+CCTGTATAAGTAAAATGAAGAAAAGGGCTCTTAGAAAATTGGAAGAATTCATAAAGGAAGTTTGAAACTA
+TGGAAGAATGTGAAAGGCTTTTTGCAGTTATTTTGAAAGCAAAACAGGGGGATAAAGAAGCTATAGAGGA
+AATAATAAAGCGCTTTGAGCCCTTGATAATGGATAGTGTAAAAGGTGTAGATGAAGAAATAGAAGAAGAA
+TTAAGGCAGGACATAGTAGAGATTATAATAAAGGCAGTAAAAAAATTTGAGATAAAATGAAAATAAAATT
+TTAGATCATGGAATATTTTTTAGAAATTTTAGCTTTTATATAGATAGAGCATTCCTGTAATGAATAAAAA
+ATAAGGGAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAGAACTTA
+CCTCGAATTATCAAAATAAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATTTTGCAAGT
+AACGGGAGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCATTTGACTAC
+AGAGGAGTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATTTCTTAACT
+GGGCAAAAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACAGGGCAATA
+TTGGCTGTGTTTTGCCCAATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCATTTCATGTA
+AAGATGAGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAACAATAGCAA
+TGCTAGTAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCAGAATTAAGGGTAGC
+GATGGGCATAAAAGACAGGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGATGGTTGGAC
+ATATACTTTCCAGAGTTTAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCACATTAAGAG
+AATTTCCAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAGAAAGAAGT
+ACAAAGAGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAGGGAAGAAG
+CAGGGCATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAAAAAACAAA
+TTGAAGAAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTACTAGAAAT
+CAAAGGGATAGGAGTAAACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAATATGAACAT
+CCAAAACAGATACAAAAACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAAAGGAGAAA
+CGACAATAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCCTTGGTCGC
+AAAAAACGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAAAAAAGAAG
+CAATCACTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGGAGTAAAAT
+ATGACCCAATCAAGATGATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAAGTGCCAAC
+ATACTATCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAAAGAGCTGA
+CCCTTAAGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTAAAAGAAGG
+AATAAGACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATAAAAATAAT
+CACCATACGGGCAAAGACCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAACGAAGGAA
+TTAAGGACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCCCGCCATAA
+TATGGAAATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGTAAGAAATGGTAATAT
+AAGCCATGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAAATAAAAGA
+TAATAGAGGGAGGGGGAAATAAAAAAGTGGGAGGTGAAAATGTTTATAAAACGTTCTCCGTAAATAAAAG
+ATGAGGGAGGAAGGTGATAGTATAAACATCAAACGAATAATATTTTATGTACTATTGATTGCTGTGATAT
+TAGTGGCTTTTGTGGGTTATGATTATTATAATTACAATAGAAGGAATGTATTTTTATACAATACTAATAA
+AGCTCCTGATTTGAATTATTCTACACAAAGTAAGAATTTTAAAATTTATACTCTAATTGAGGTAGGAAAG
+AAATATCAATTTTCTGGCAATGAAACTTCTGAATGGGCTAAAAATGCAAAAGAAGCTCAAGAGTCTAATA
+AATATACTTCTTTACAGTATAGAATCATAATAGAAAATATTAGTGATAAAGTTATAAAAGACTTTAAAGC
+ACAAGCATTTGTTGACGAAGGATTGCAGCCTTACATAATGTCCGGGATATTATATTTCGGTACTCTAAAT
+CAGCAGAAGATAGATTTAAATGTGAAAAATAATGAGAAGATGGATTATATGACAGAAATTAGTCGGTTTA
+CCTGGTTGCCAAATATAAATCAAATTGATGTGAAAGATAGGGAAAAAATTTTGGAAGCCATTAAAAAGCC
+TATAAAACTCATAATTAAGTGGAGGGATGGAGAAGAATATTTACTTTTAGAAAATGCCGAAGTAAAGATA
+TATTGTCAATAGATGAATAAAATTTGATACTTAATGAAAATGAAATGTGATAGAAATAAATAGAAATTAA
+AGTAATAATAGTTAAATGTAAAGGGGGACTCAAAATTGAAAAAGAATATTAAATCATGGACTATTTCTTT
+AATTTTAATAACTTCACTGATCTTAAATTTATATTCAGTATAAAACAATCCAAAAGTATCAAGCCCAAAT
+GGACAGTATTAACGATTATTTTTTAAGTGAATTGCGCTTCTTAAGTCAAAATATTGAAGAATTTAATGGA
+AGCGTAGAAGATTTGGTGATTTTTAGTTCTATAACCGGCTCTGTGTATGCTTTATCATTAGCATGTAAAG
+TTAATGGATTTTATAAAAATCATTTGCTTGTGTCAGAAGTGTTTACAGAATTGAATAATATGTTTTGGGG
+TGCACCAAAATGGTTGGACAAAATTAAGGAAAATAGATATGAGTTAGGTGAACTTTTAAAAAAATTACTT
+GAGAACTCGAATGACAAAGAAAGTCAGGAGAAGCTTTTCCAGTTAATAAAAAAATTGAGGGATAATAGAA
+AACAGCGGGAGAGTCCCTTTTGTCTTTTTAGACAAAAGGGACTCTTTACTTTTGTGTGATGAATAAGTTT
+TACTTGAGTTTTAGTTCAAGTTTGTATATTATGGTAATAGGTTGTTCTTTTTCTACCTTTAAGAAAGTTT
+AATAAAATATTTGGAGGGATTGCCTTGAAGAAAATGTTTGTAAATAAAAATGGGCAAATGCGTTCGGGCT
+GGAAAATTGCTATTTTGATAGCAGGAACTTTTGTCATCACATTGTTATTTGCGTTTTTAGCTTTTTTAAT
+AATTGGTTTGATAGGTAAGTACTCAGAATATACAATGCATAAATTGCTTCTTTTATTGATGGTGGGAGAA
+GAGCGATTTTATCTTTTCACTACTATAAGTTTTTTGTCTACATTAATCATGATAGCTTTAATGCTAAAAT
+TTATAGATAAGAAAAAATTTAAAGACATAGGCTTTACTTCTCTAAAAGATGGTTATAAGGACTTGGTAGC
+TGGATTTTTAATTGGAGCTTTTTCCATTGCAATAATTGTTTTGATACTTTACATAATAGGGGCTGTAACA
+ATCGAAAGAAATAGTAATATAAGTGCTTACTATTTACTTGGTGGCATGTACGCTTTTATTCTTGTGGGTT
+TGGAAGAAGAGCTCATGAGCAGAGGATATTTTATAAATGCGTTAAACCAGATGGAAAGGCCGTGGGTTTC
+TGTTTTGATTTCTTCCATTATTTTTTCACTTATGCATATTCTAAATCCTAATATAGTTTTTCTTGGGCTT
+TTAAATATATTTCTTATAGGTGTTTTGTTTTCCTATATGTATCTAAAAACAGGGAATTTATGGATGCCGA
+TTGGATATCACATATCATGGAATTATTTTCAAGGTTACATATTCGGGTTTAATGTAAGTGGCAATGCTAT
+AAGAGGTATTTACAATGCTTTTCCGAAAAACAATTTTCTCTCTGGTGGGGACTTTGGACTGGAAGGTGGA
+ATAATTGCTACTCTTGTTATTTTAATTACTTTTTTAATACTGTACTATTATTTTGAAAGATACAGGAAAG
+TGCAAGAAGTAGAATTGGGATAAAAAGAAGGGATAGCAGTGAATATTGACGAAAGAGTTTTAGGTATAGA
+CGGTGCTTGTGGCGGATGGGCTGTAGCTACTTGTAAAAATGGGAAGGCTTTTGTGCAATTTTTTAAAAAA
+ATTGAGGATGTATGGTATTTTTACAGGGATAAATTAGAACTTGTTCTTATTGATATTCCCATTGGTCTTC
+CTCATTCGGAGAAAAGGTATAGAAGCTGTGATGAAGAAGCAAGGAAATTTCTTGGGCATCCTCGCTCTTC
+CAGTATATTTTCTCCTCCCTGTAGAGAAGTTTTTGAGGCCAGAGATTATAAAGAGGCACTAGCTATAAAT
+AAAAAGATTTTGGGGAAAGGGTTGTCAAAACAGGCCTGGAATATTATTCCTAAAATAAAGGAAGTGGATG
+AATTTATAATTAAAATTCCGGAAGTGGTTAAGTTTTTAAAAGAATCTCATCCAGAGGTGGCGTTTAAAGG
+ATTAAAAGGTGAGGTAGCAAAATTTAGTAAAAGAGATGAGGAAGGGTATAAAGAGAGAATGGAGTTTTTA
+AGAATACTTTTTAGAAAGTTTGACTGTGAGATAGTTGAAGATAAAATTAAAGGCTTAAGAAGAGACGATA
+TAGTGGATGCTTTGATTTTACTTGCAACAGGGATTTTGGCTATTAAGAAAGAGGGAAATATATACTCTTT
+CCCTACAAATTTTAAAGAAAAAGACCTTTTGGGGCTGCCAATGGAAATTTTCTTTGTAAAATTTAGCAGG
+TTAAATGAAATTTTTATAGAATAAATATTATTGTGAAAAAGTTTAAAGAGGGGGAGCAAGATGGCAGAGA
+ATTTTGACGGTTTTTCTATAAAAGGGGAGGATGGGGCAGATATATATGTTCATTTGTGGGAGCCGGAAGA
+AATTTACAGAGGTATTATTCAGATATTTCATGGAATGGCTGAACACGGGGGAAGATATCAAAATTTTGCC
+CGTTATATGAATGAAAAAGGATTTGTAGTATGTGCCGATGACCATAGAGGTCACGGGAAAACAGCAGGGA
+GCCTGGATAATGTAGGTTACATAGGAAAAGATGGCTTTAATAAGATAGTAGAAGATGAATATCTGATAAT
+GAAGTTTTTGAAAGAAAAATACGGAAATCTTCCCATTGTCATATTTGGACATAGTTTTGGATCTTTTGTG
+GCTCAAGAGTTTATGATAAGGTATGGCAAAGAAGTTAATGGCGTTATATTGAGCGGTTCCTCTGCAGTTA
+AGGAATTGCCTCTTAGATTTGGTTATGCTTTGGCTTTTATTGAGAAAACACTTTTTGGTGAGAAAAAGAG
+GAGTAAAGTTTTAGATAGACTTACATTTGGAAGCTATAATAAAAGGATAAAGGGCGATAGCTTGAGCAAA
+TTTGAGTGGCTCTCAACAGATAAAGAAGAAGTTAAAAAATATGAAGAAGACCCTTACTGTGGGGGCGTCT
+TTACAGCAGGATTTTTTTATTATTTCTTTAAAGGACTTTTAAATCTGTATAAGCCTCAAAGGTTACTGGC
+AATACCAAAAGATTTGCCTTTATTTATAATTTCTGGAGAAGAAGATCCTGTAGGTGAGTATGGTAAATTA
+GTAAAGAGGCTCTATGAGCTTTACAAAAGTATAGGATTAAAACAAGTGAATATAAAGCTTTATCCAGGGA
+AAAGGCATGAGCTTCTCAATGAAGTAGAGAGGGAAAAGGTTTATGAAGATATTCTTACATGGATTGGAAA
+GAGAGTATTAAATTACTCGCAGTAAGACCATCAAAAAGGGCATTATAACGACACTGGATATTGTTGTATA
+TGTGATCATACTTGTGGCAAATTCATAATCTGCTCCGTAAACTCTTGCTATAATTGCAGAGTTTACCAGC
+ACAGGCATTGCTGACATTATGACAAATACATCTCTCATAAGCTTTGGTACTGGAATGAATATGTTTAGAA
+GCAATACGAAAGCAGGAGTTATTAAAAATCTTCCGACAAAAACTAAAATGGCATCTTTGTCAAGTTTAAA
+TTTATCAAAACCCATTTCATGAATGACTATGCCAATGTAGAATATTGATAAAGGAGTAGTGAGGTTTCCA
+ATCATTTTAAAGCTTTCAAAGAGAAATTTTGGGAGAGAAATATTTTCAAGTACAAAAATTACTCCTATTA
+TAAAACCTAAAAGAGGAGGGTTGAATATTCTCTTTACAGTATCCCAGTTTAATATATTTTTTTCATTTTC
+ATTCACATCTTGTATAATGCTATAAGCTCCTAAAGTCCACAGTATTGTTGTATTTGCCATGTAGTATAAA
+AGGGCATAAGGTGTTGCTATATCTCCAAAAAGAGCTTGAGCCATAGGGAGCCCAACAAAGATAGTATTTG
+AAAGAGAAAATATCACTACGAACACACCTTTTCTTCCCTTTTTTATTTTAAAAATTTCAGCAAATATGTA
+GGCGATGACATATGATAGGAGAATAGATAAAAATGGGATCAAAAGTCCTCTTACTGAGTGTTCCAATTGT
+TCTTTAGAAAAAGTTGTGGAGATGTTTATTATCATATTAAGAGGTAAAGATACGTTAATTACAAGCTTTG
+CAAAAAGGTCTGCTGTAAAACTGTCAAACCAGCCTATCTTAGATAAATAGTATCCCAGAGCCAGTATGAA
+TACAATTATTAAAACTCCTTGGACTGATGAAAAAAAGACTTCCATTAAAAAGTCACCCCTTAGGAGAAAA
+AGATAAAGTTTACTTCTTTAGAATAGCACAAAGGAGTGCAATTTTCAAATAACACATAATTAATTCCGTT
+TTATGGAAATTGTATTAATAAAAATTTAATAATTTGTAACCAATTTGTAATATCAGATAGACGAAATAAT
+GGTATAATGAGGATAGAAATATTTTGGAAAAGAAAATATTAAAAGGGGTTGAGTGCTGTTGAAAAAAGTT
+TGATGTTGTTTATTAGTGCTATTCTAATGGTGTCATTTTTTACTATAATTGCTTTTGCAAATAGCACAAT
+CAAATTAATTGTAAATGGTAGTGAGATTAAACCGGATGTGCCACTGCAAATTATCAATGGAAGAACAATG
+GTGCCTATTAAGTGGATGGCTGAAGCTCTAGGGGCAGAAGTAGAATGGGATAAGTAGAACCAGAAAGATA
+TCCTGAAGGTTCGGTGGTTTCGAGTAGGTATTTTATTACCAAATTGGATTGGATTAAAGGTAAGACTGAA
+TTTATACCTAATTAAAGAGAAATATTGTCTGGGTTTAAGAAAGTTTCAGAGAAAAAGTTTTCTTGAATGG
+GTTATATACCATCAATAGATATAGGGAATTGGGCTTATTGTAGCTAAAGGCTAATAAGATATAACAATCA
+ATATCGTAATTTTAATATTAATTGTTTCTCTTAACTCTTATTGATGATGCTAGAAAGATATAGATGATAA
+ATTTTGAAATTAATGAAAACATATATTTTAAGACAAACGGTAAAATGTCAAGGGGGTAATTAAAAAATTT
+TTGAGGCATTTAAAGGGCAAAAAGACAAAAAAATACCCTTCTTCCAACATGCCAATAAATGGAATTGGAA
+GTTCCAAAATAGAGTTCTTTATTAATTTTTAACAAAAGAGTATTTAAATACTAACAACACCTCTTTCTTG
+ATATATTTGACCTTTGCTGAGCATTGCAAAGATCAGAGGGATTAATCTTCTAGCAGTTAAGACGAGGGCA
+CGTTTATGTTGGTGTTTAGGTACCTCGCGATACTTCTTGTTGTAGTACTCTTTAAACCTCACTGTGTGCA
+CCCTAACACAGTTAGCGGCTTCAACAAGATAGTATCGCAGGTACTGATCACCACACTTAACCAAAGAAGT
+ATCCTGGGCATTGAAATTACCAGACTGGTATTTATTCCAGATGAGGCCGGCATACTTGGCAAGAGCAGCT
+TCATTATTAAACCTTTTGATATCTCCAATTTCGGCGATGATACCAGCAGCAAGGACGTCCCCAATGCCGG
+GGATAGTAGTTAGAGTTTGATTAAAAGCTTTAAGCTGTCTTGATATCTCGCCGTCAAGCTTTTTAAGTTG
+GGATTCAAGGAAGCGAATATTTTCAAGTGTCATAGAAAGAGCTAAGTCGTTTGCTTCAGCAAGATCAGGG
+TGAAGCCTGTAAGCTCTGTTAGCAGCAGCTTTTAAAGTTTTGGCGATTTGAGTAGGGTCTGAGAGTCTGT
+TATTGCCGTTTTTCACAATAAAGTCGATAAGGTTATCAAGAGGCATGGAAGCAATATCATCAGGAGTAAA
+ATTTTCAATGATAGCTAAGGAAGCTTTACCAAATATGTTGCTAAAAGGGCACTCTGAAGGATAGGTTGAG
+AACTTGAAGGAAATAAGGTTTAGGGCGCGATTTTTTTCGCGGACCAGACTGCGGACAATATGATAACGCA
+TGCGAGTGAGTCTTTGCAGTGCAGCGTATCTTAAATCTGGCAGCGGAGTTGGTTTGACTTGACCAAATCT
+AACACATTCAGCGATAACAGTTGCGTCAACAGAATCTGTTTTAGGGAGATGGATATAAGCACCCTTGAAA
+GATTTAATGATAGAAGGATTGATGACGTAGAATAGAGGATTAAAAGGAGCAAGTTCAGGAGAAGAAGCCA
+GGAAAGTATGCAAATGCCAGGCATAGTGTGAAGTAGCTTCCATGCCAAATTTAATGGATGAAATATTGAA
+CTGTTGAGCAAGAGAGATAGTGAAATCTATAAGCTGCTGAGCGCCATCTAAATCATTGGGGAAGAATAAA
+GCTTTTTTAACTAAGCGGTTACCGGCCTCATCAATAAAGGAAGCAGCATTTAATTCGCTAGAGATATCAA
+TGCCCACAATAAGTGTAGAGCTCATGGATAAATTCACGCTCCTTTTTGCAAAAAGTTTTTTGAAGGTCCT
+TTGTCTCTTAAGTTTTTGTAATACACCCTCGCCGTGATTAGTGCTCAGATTTAGCTTATAGGGTGCCTGA
+CCATCGATGCTCAAGCGATGGACAGATAAGCTAAAGAGGCACAACAAACGAGTATGTATTACTCAAATAA
+CTCCAGAGGTTCAGTCTTTGCCGAGTGGTAATGCTGCTTTACCAGCATGCCACAGGAGTGAGTCAAAAAT
+ACCTCAGTAAACTTAAAAGGGACCTTCTACTTTTAAGTTTATCAGAGACAAAGGACCATTTAAATAAAAA
+TGAGAAATTTAATTATGAGATTGTTTTACCAGGGTAAAAATGGTTTTTAAGGATTTAATTTGTGTGTTTA
+TTATTAAATTTTTAATGTGGATTACAATCATATTATACGAGGAGTTGAGTGCTATTGAAGAAAAGTTTGA
+TGTTGTTTATTGGTGTTATTTTAATGGTGTCATTTTTTACTATAATTGCTTTTGCAAATAGCACAATCAA
+ATTAATCGTAAATGGTAGTGAGATTAAGCCGGATGTGCCACCGCAAATTATCAATGGAAGAACAATGGTA
+CCTATTAAGTGGGTAGCTGAAGCCCTAGGGGCAGAAGTAGAATGGGATAAACAGAAGAAAATTGTTAAGG
+TCTCTTTTGACAAAAAAGTAGAAACAGATTTGATTAGCAATTATTTGAGGACAGCTGAAACTTCAAAACA
+TTTTGTAGAAAATTTTGCCCATGCTTTGCAAGAACGAAATGGAGCTGTGGCCCGTTTATTTTTAAGTCCT
+GAAATTAGGGGGCAAATAAAACCTGAAATAATAGGTCCATCTACACCAGTGACAAAAATAGAAATTAAAG
+AAGTTTCTTATAGTAATTATTATTGGATATATGATGTTAAGGCATATTATGGTCCTTATGATAATAATTC
+ACCAACATTAGCTTTTGAAGTAAAGTTGACAGTAGAACCAGAAAGATATCCTGACGGTTCGGTGGTTTCG
+AGTAGGTATTTTATTACCAAATTGGATTGGATTAAAGGTAAGACTGAATTTATACCTAATTAAAGAGATT
+AAACAAATTCTTGCTTAATCTCCTATAGTTTAAACATTATGAAAAGCGCCACAAAACATACGCTCCTCCC
+CAAGGAGTGCTACCGTTGCAACCATATGGAATGCCGAGTTGAGTAGCTAAACCATCTGAAATATCAATGT
+CCGCACGATAAATTCCATAATTTCCGGTATTCCAATAAGGATCATTAGTTCGCCACGGTCCAACATCAAG
+TATTTGTGATTTTTTAAAAGTGCCTGTAGAAGAAGTGGAAATATATATACTTTTATTACATAGTCCAGTT
+GCAGGTAAAGCAACAAATATACTATTTGGTGGCAAACCATTTGGTACACATGCTGTTTGTGCTCCATAAG
+AAAGTGTCCCATCACAATTTGTATGAAATTCTATAGAACCATAAACATAGAAGTAAACTGCTATACGAAT
+GGGAAGACTTTGAAGACCGTCAATGTCACGTGCTATTATGTATCTAAAGGGATTGGTTCCATAAATGATT
+GTAAGAGGATTACACCATACTGTAGCTTGTCCATTCAAAGCTTGTGCTGACCCGATTTGATAGGGGTAAT
+TTCCTTTTCCATCATCTGCATAAATGTTAACAATTTTATTATAGCTAGTATCAACGTTACCGTAAACATC
+ATATGCTGTTATAATTACTCGAAAAGACTTTTTTGCTGTAACATTCCATTCATTTTGAGGATCTGCATTA
+TGATTTGGACCAGTAGATATTTTTAGTAAAGTTGCCATTCTTTATTTCCTCCTTAATTAAATTATTTTTC
+GAAGGACTAATCGGCCGATTTACCCTTCTACTTATTAAAGAGAGTTTTATATGCTAATTTACAACCCATC
+TAAAAAATCTTCTCCTAAAAATTCTCTCATTTTTTTAATGCTCTTTTCTTTGTCTTATTTACTGCCTGCT
+GTGAAATATGGAGCTTTAAAAGTTATTTTATAAGCAAATTATTAAGAAAAATTAATAAAAATTTAATAAT
+TTGTAACCAATTTGTAATATCAGATGGACGAAATAATGGTATAATGGTAATATGAGTAGAAACATTGGAT
+GCTTGGGTGAAAGATTAAAAAGTTTTTAAACCAGTAATTGGGGGGATAAGATGAGAGGAAGATATTTTTT
+AATTTTTATCCTTGGAATAATAATTGGCGTATTGATATCCCAGGGATTTACAAAATATACAGCTAAGGAG
+ACTATGGCGAAAAATATTCAAAACATTGACTTGGCAAATCCAATTTCTCAAAAAGAAATTTTGAAACAAT
+TAAAGGACAGTCCATCTTTTGATATGTCACAAATACCCGTTTGCGGTTCTGATATTTATGGAGGGATATG
+GAAAGATTATGGGGTTAATTCTGCTTCATTTGATGATTGGAAATTACCTAAAGTGTGGCAAAAATATATT
+TATTCTCAAGATGATAAAACAGACCCTACATCTATTAACAATGATTCCAATGATAAGTTTTTGTACATAA
+CGCTTCAAGGAGTTGTTTTCTTATATTTTCCACCTGACGGTAGGTATTGGCCGACTGTGCCTATGTTTGG
+TGATATACCACCTGGTTCAGTAATAGTTGCACAGCATGTTCCTATAAAACCTGCTGTTGAATCAGGTATA
+ATACCTGTATATCATGGGCAAGCATTTATAAAGGGTTATCCTTTGCCTGAAGGATGGAAAAGAGCATTAA
+AGTAAATGTAACAATTTTTTATTAAATAGGGACTGATAAAGTTACAGTCCCTCTTTAATAAATATAATTG
+TGAGAATCTTGCCAACCCGAATTTATTACAATATTAATTAGAGATTGTCCAGGCTGCGTATCTGTTCCAC
+TAAAATAATGACCAGCATCCCATTCAGATGCACCAAGAGCTTCTAAAACAGAATATAGAGCTTGATGTTC
+ATAATATGTCAATTGTTGAGGAGTTGGGAACTCAGGAATATCATTTAATCCATAATGTGTTACGCCTTGA
+GCTGTTACTGTATTTCCATTATCATTTTTTACTGTTGCTGTTTTTCCTCCCGCTTTATAACCGATGTTAT
+AGAACGTTGAAAGTTTAGTTGGAAAGCCAAAAATGTCTATATGACTGCCATCATTGTAATAATTCATTTG
+TTTTATATAAGCTTGCACACCGTCGTTTAAAGTACAAAATATAGGAAATGTATTTCCAGTACTACCTCCA
+CAATATCCACTCACACATATTCCACTTGGAGCCCATGTTTGAAATGCAGGATTTTTTATTGGTATTCCCC
+ATTCTTGATACCAATGAGCTAATATTGCAGCAACGGGCAATTGTAAGGAGCGTGAAGCTGTTTGTGCATA
+ACTTAAATAGTTGTTTACAAAAGTTGTATAATTTGGTTTTGGGTTTGTTGGGCAAGTAGCCATAAAAATC
+TACCTCGCTTTTATTATTTTTTCGAAGGACTAATCGGCCGATTTACCCTTCTACCTATTAAAGAGAGTTT
+TATATCCTAATTTACAACCCATCTAAAAAATCTTCTCCTAAAAATTCTCTCATTTTTTTCAATGCCCTTT
+TCTTTGTCTTATTTACTGCCTGCTGCGAAATATGGAGCTTTAAAGCTACTTCCTTTTCTTTTTCCCCATA
+TAAAATCGTTTCAATTATTATTTCTTTTTGCAAAGGAGTTAGTTTTTGCAGTGCTTCCTCTATTGCAAGC
+TTGGTTTCTATATTTTGAGTATTTTCATCGTCACTGCTAATAATTTCTTCATCTTCAACGGGAATCTCTT
+TTTCCTTAATCTTCTTATATTTTTTATAAAGTCTTATGTATTCATTTTTCATACCTTTTGCGATATATGA
+GATTAATTTTTTATCATTTATATTGAGCATAAAAATCACCCTTTAAGTTTAGTAATTGTTTTCAAAAGCC
+ATAGTAATAGATCCTCTTCAGCACCATCATATTCGAGCTTTTTCTTGTATTTATTGATTAGAGGTTTAAA
+TTTAGCGATAATTTCTAATAATATTTTTTCATCTTTTTCCTTTGGTTTTATACTGGTGAGAGATTTATTT
+TTCAATTTAATCACCTTCACATGGGAAAAATCACCTTCTATATATTAAAGAGCTATTTTTAGTATAAAAA
+ACAACCTATTGAAAGAAATTTTTTACAAGTAAAAGTTAAAGTCCAAGGTTGGTTAATAGTTGGTACTAAC
+TATTATAGCAATATTCTCCAAAGAATTTATTAAGGAAAATTAAGATAAGTTAATAAAAATTTAATAATTT
+GTAACCAATTTGTAATATCAGATGGACGAAATAATGGTATAATGAGGATAGAAATATTTTGGAAAAGAAA
+ATATTAAAAGGGGTTGAGTGCTGTTGAAAAAAAGTTTGATGTTGTTTATTAGTGCTATTCTAATGGTGTC
+ATTTTTTACTATAATTGCTTTTGCAAATAGCACAATCAAATTAATTGTAAATGGTAGTGAGATTAAACCG
+GATGTGCCACCGCAAATTATCAATGGAAGAACAATGGTGCCTATTAAGTGGATGGCTGAAGCTCTAGGGG
+CAGAAGTAGAATGGGATAAGTAGAACCAGAAAGATATCCTGACGGTTCAGTGGCTTCGAGTAGGTATTTT
+ATTACCAAATTGGATTGGATTAAAGGTAAGACTGAATTTATACCTAATTATTAATAAAAGAATACGTTTA
+TATTATCATTCATTTTACAATTGGGTAGGTATATAATGTTTAACCTATTAATCAAAAAGGAGTTGAGTTA
+TCTTGAAAAAGTTTTTCGTCTTTTTGGTTGTGTTTGTTCTTTTTTTAGCTGGCTGCAATAATAATCTTAG
+TGATTATGAGAAAAACAATAGTTCGGGTTCAGAAACTGTTTCAAAAATTAAAAGTGAGGAAGAGCAAGCT
+GCTTCTCATATTAATCCTAGTGCTCCTCAATTCATTTTTTATAACGGCAACAGTACAACTGCCTGGGTCA
+ATCAGTTTATTTTTACTAGCAATGGGGAGATAAAAGAACAATCTCCTTATGGGGATAAGACATACATAAA
+ACTTAAATATTTGAAAGATGGCATTATAAAAACAGCAGATTTAACAGAATATGCGTTGCAGTATAATTTA
+TTTGATGGTGTGGAGTATATTACAGCTTCTTCAGAAGGCAAATACATTGTTGTGCAATTTTCCTCAGATT
+TACCTATAAGTATTATTGTAGATACAGATACAAACAATAGTAAAATACTTTGGTATAATGAGGCAAAGCA
+TGAGAGTATGATGAGTATTTCTTTTAATCCCAATAATGAAGATGAATTCGCTTTTTTGCCTTCTGCAGAT
+ATAAAAGGACCAGATGGGGCTCATACATTAAAAATCTATAATTTAAACAATAACTTAACAAAAACAATTG
+GAGAAATAAAAGAAGAGAAAATTTCTATGAGCAAAGCTTTAATAAAATGGGATGGGGATAAAATATTTGT
+CATGATACCAGATGGGAAACATGTTTTTAGCTTTATAGTTAAATAAAAGTAAAAAAATAGGGCCTAAAGG
+AAAAATGAATTGGTCAATTTTCCTTTAGGCCATTTACATCGAAACCTATTTATCCGAGATTTTCACTAAT
+TATCACAGTACCATGACTTTCACCATCTGCATTTATGATATTTACTAACGCAGCTTGGTCATTATCATAT
+ACTCTTATACATCCATTTGTTGGATATAATGGTGGTTCATAATCAGCCCTTCCCCCGTGTATCATAAATC
+CACTTCTACCATAAGTATGTTCTGCAATATATGCATTTCCGCTTATGGAAGTTAGAGCTATTCTTGGATT
+AGGACCATAAACTTCAGGATCACCAATTCCATCTATTGTAGCATCCCAGGTTCCTGTCGGAGTGTTACCG
+TTAATATATTTCCAACTATCTGGGGAGTCTGGATATGTTGTTCCCCTACCCAAACAAGGGCATCTATATC
+TTTCAATATATTTACCGGATATGGTAGAATATGTCCATAGTCTTAAAACTCCTTCTTTATACCTATCTTT
+ATATAGGTCAATCGTTATTTTCCACATTTTAGATTTCCTCCTTTTTCTTTTATTTTTTACTTTCAAAGGA
+CTAATCGGCCGATTTACCCTTCTACCTATTAAAGAGAGTTTTATATGCTAATTTACAACCCATCTAAAAA
+ATCTTCTCCTAAAAATTCTCTCATTTTTTTCAATGCTTTTTTCTTTGTTTTATTTACTGCCTGCTGCGAA
+ATATGGAGCTTTAAGGCTATTTTCTAAGCAAATTATTAAGGGGAATTAATAAAAATTTAATAATTTGTAA
+CCAATTTGTAATATCTGACAAACGAAATAATGGTATAATGTTGGTAGAAGAATTTATGGGAGGTTTTGGT
+GAGGAATGAAAAAAGCTCTTGTAATTTTGATAATTTTAACTTTGTTATTTGGCGGATGCCAAACAAAAAG
+AGAGGTTAAGGAGAGTAATACGTTTCACAAACTAATTCCTAATTTTCAATATTTCCAAATGATAGATAGA
+AATAATGGATGGGCTATTGGAGAAAATATGGGAGAAAATAAAGTATTTATTACAATTGATGGAGGTAGTA
+CATGGATTACTACTTCGACTTCTGGCATAGGTGATATTCGCGGATGGTTTTTTATGGATTCGGATCATGG
+CTGGATACTTTATTCTAATGGGACTCTTTACAGGACAGAAAATAGAGGTAAAAACTGGGATGCTGATGAA
+GTGCCTTTTGATATGGGTAAATTATTTTTTATAAATTCTAATGGAAAATATGAAGGTTGGGTCCTAAAAG
+AATATGGTCCTGCATCTGGGAATGTACCTGTAGATGTGTATAGATTAATAAACAATAAATGGACGCTAAT
+TCACAAAGGAGAATTACCTAACAGCACTTCAGCATCTCCCAATCCGCTTCCCTATGAGGGAGAAAAAAAG
+AGTTTCATTTTTTTACCTGATGCAAAGACCGGTTTTATTGCAACAGAAAGGCGGGATCCGGGAAAGTCTA
+GTTTATACATGACAACTGACGGAGGATATACATGGAATAAGAAAGATATTCCTTTACTTTCAAAATTGAA
+TGATAAATATATTTCTGTATATTCTCTTAAATTTGTTGATGGTGAAATAATTTGGCCAATATCTGCATTT
+GATGATGTGAAAAAGGATTTTGCAATACTGTTTTTAGTGAGCAAAGATAATGGAAACAGTTGGGGAGAAA
+AGACTTCTTTTATATATAAGAATTCTCCTAGAAAAATTTACGTATTGGATAAAGAAAACTGGTACGTTTT
+ATTTGAAAATCAATTACTTAAAACAAATAATGGAGGGCATACATGGAAAAAGCTAAATATTCCGCAAAAT
+ACATTTCAGATTCAATTTATAGACAATAAAATAGGATGGGCTTTAGCTTCAACCTCAACCGGAACAAATT
+TATTTTACAGTGAAAATGGCGGTTATACGTGGGATAAGAAATTTTAAGATAATTAAGGTATCGGGATATC
+AAGAGGTAGAGTGTAATGAGGAAAACAAAAACTTTTTTATTAATCGCTTTTGCCATTGTTTTATCATTGA
+GTATAATTGCCCTTGGATTGTCAGTGTCGAGGGTTAGTGCAGGGGATGGGCCAAATCAATCACAGTTTAA
+TAAAATTATTGAAAAAGTAGGCAGTTTTTTAAAGGGTGATAAGGGTAAATTGAAAGTCAACGAAGGGGAT
+ATAATTGCAGAGGTTAACGGTATACCAATATATAAAAATGAATTTGAATTGCGTAAAGGGTTGACATTGG
+CATCAGACGAACAAATAAATGATATAAATAATTTTGTTTTGAATAAATTGGTGAGAGAGAAAGTAAAAGA
+ATATCTTGCTATGAAATACAATCTAAAGGTATCGGAAGATGAAATAAATTCATATATTGAAAAAGAGAAA
+CAACAATTTAAAGAATTTCCTGAAGCGGAGAAAAAATTGAAAGAGTTAATTTCTGCAAGTGGCATGACAT
+ATGAGGAATACTGGAACGATTATGAAAGATACAATGTAAAAAGAATGTTGCTTTTTGATAAGCTGTACAA
+TGCGATAGTCGATGAAGGAATTAAAAATGGGGAATTGAAGAAAACGGATAAAATGACTATAGAGGTGCAA
+AATGAGTATAAAAAGTATTTTGACAATATAATAGATCAATATGTAAAACAGGCTAAAATATCGATTAATA
+AGAAGTATAAAGATATGTTTAGAGGATTTAAAGTGGAATGAATGTGCAAAGGCAGGAGAGGAGAATGAAA
+AAATTTTTTATAATACTATTGCTCTCTTTGGCATTTTTGCTGATATATGCTTTTTACCCTCGAAATGGAA
+CTTTTAATAATCTAATTCTTTCGCATTATTCAGGAATATCTTTCAATAAAGTTATGATAATAAAATACCA
+AGATTTTGATTTTAAGGTAAAAACAATAAAAAATCCTGATAAGATAAAAGAAATACTCAGGTATTTTAAA
+AATTTTGATTTAAAGGAAAGCAATGAAAGAAACTATGCAAATTATGATTACCGGACAAATGGATATTCAA
+TCTATTTTGAAGGGGAAAAAGATTACAAAATTTATGATTTAGCTATAGCTATTTCAAAGGATAACCCCCA
+TGTTTTAGAAATATTTCCGGATATAATAAATAGACGTTTGTTTTTATATGTCAGCCATAATACGTATGAG
+ATATTAAATGTGGAGGTAAATTTCGAGTATATAGAAGAACTGTGGAAATTGGGAGAATAAGAAAACCTCA
+AAAGGTTAAATTACCAAAAAAAGCGGTTTGCTTTATGGAAAAGTTTCCAAAGCAAGCCACTAATATTTTT
+TATGCATTTAAAAATCAGACAAAAGGAACCGTTCCCTTTTGTTTGCTTTGTTTGTTAGGGGGACAGGTTT
+TTGGCCTATTACTGTCCCCTTAGGATTTTAGGTAGCCTACGATTATTTGATTTAGACGAGGATATTCGCC
+TATATCTTCTTCGGTTTGTACTAAAACTTCGTTATTCATTACTGCAATTACTTTTGCCCCTTTTATGTTT
+TCGTTTAGACTAACTATTCTGTGCTTTTGTTTTGCCTCATCTATTGAGTCTGTATAGAGTATTTTCCCAT
+CTTTTATTATAGCAAAACTTGTTGCGTATTCTTCTAATTCAAATATTTCATGGGATGAAAGAAGTATTGT
+GCCTTTTTTCTCATTGACATACTGCTTTATAATTTCAATTAGTTCAAATCTTGTAGCTGGGTCAAGGTGC
+TGTGTAGGCTCATCAAGTATTATGAGTTTTGCATTTGTTGAGAAAGCCAGAATTGCAAGTATTAGAGTTT
+TTTGACCTCTTGAAAATTTTTGCATTTCATCATTTAGATTGAATCCATATTTGGAAAGAAAATTTTTAAA
+AAAAGTATCGTCCCACAAAGGGTATAATGTTTTGTACATTTTGTAGTAATCTGCTAACTGTAAATTGCTA
+AAGACCTTTCTGTGTTCTGTGACGAAGGCTATATCCTTTTTTATGGAGGGGTGAAAAGGCTTTTCAAATA
+TGAATATTTCACCAGAGTCTTTTTTCATAGCATTCATTATGCATTTTAATGTTGTAGTTTTTCCTGCGCC
+ATTTGGACCCACAAGTGCCATTATTTCTCCTTCCTGTACTTTAAAGCTGACACTTGAGAGTATTTGTTTC
+CCATCTATTTGTTTGCTTAAATTTTTTACTTCTACTACATACATTAATTTTCACCACCTTTTATTACATA
+TGACCAATAACCCAAAAAGGAGATTAGAGAAGAGTATATAAATGACAAAACCAAGTTTCCCTGTCTGGTA
+AAGCTTACTAAGCTGTAGGGATTAAATAGAGCGCTGTTTATATTCGGGCTGCCAATATATCCAAAAATCA
+TGTCTAAAAGCACTATCAGTACGCTCCAGACAAGGCCGTCCATTTCAAATCCTGAAAAGGTCATTTGAAG
+CCCAAATATTGCAAAGAGAAGGATTAAACTTTGTAAAATTATTTTTAATTTGTCTATTAAAGTAATACCT
+ACAAAGATAGCAGAAATATTGGATGTTGCAATTACAATTAGGCTCAATAAAATGAGATTGTAGAAAAACA
+ATTCCTTTCTGGAAAAAGGCAGAAAATATAGAAGTTCTGCGTTCTGGTGCCTTATATCGTATACTATAAA
+GCTGGCAGAAAGAAACAACAAAACTATCGTTTTTATGAATATCCCCGGTATAAGAAGAAGAAAAGTAAGG
+AGAAATATTCGTACAGCTTTTTCTTTTACTTCTTTTTGTATATACACGTCCATTTTACTTATCATTTCAT
+TCATTTTTCCAGACCTCCTCAAAAATTAACATTGCTGTATAGTAGTCTATCCGGCCATTTTTGAGCTTTG
+ACACACATTCTCTTATTATCTCTATTACTTCTTTGTTTACATCAATGTCTTTTTTTACAAAATAGCCGAC
+TCCCTGTTCTGATTCTATATACCCTTCGTTTTTGAGTTTTTCTAGCGCTTTCAAGACAGTGTTTATATTG
+ACATCGAAAATTACCTGCAAATCTCTTACGGAAGGCAATTGAGCGCCTTTTTGGAGATTTCCCAGTAAGA
+TTTCGGATTTTATCATATTTACTATTTGTAAATAAGCAGGTACTCCACTGTGTTTATCAACTTTTCTTAA
+CATCTTTTACCCTCACTCTTTTACAAGTTTTATAAAACCGTGAGTTTTTATTTCTACAGGAGCGTTATTT
+TTGTTAATAATTCTTGCTAAACCGCCATCGCTGTCAATTAATAAGTTTCCCCTCTCATTTGAGGAATTCA
+AAATTTCAATAGTCCCATTGAAACCTGAAGAACTTATTTTAAAGTCATTAAATTTTGCAGAGGTGTGAAT
+ATTTATTCCCGAAGAATTGATAAAAATTTTATCAAAATATAATTCTCCAGACATGTTAATGCAGTCTGCG
+TCGATATTTAAATTTTCTCCGCGCAGTTTTCCGGTCAGGTTCAAGCCGCTACAGTGGATTGAAGTTTCTT
+TTTCTGAGGTTATGTCAGCATTTATTTTAGCACCGTCGCAATTCAGTGAGAAATCTTTTAAGTCAGCTTT
+TCTAGTGATTTTAATTCCTGAACAATTTATCTCCAGGTTTTTTGGGGATAGGGTTCCCACTTTTATTACA
+TAAGTTACGTTTTTTTGGCTTAGTTCTGATAAAATTAAGTTTTCTCCCTCTTTTTTCACGACAAAATCAG
+AAGGAATTTCAATAGTGTTAGTTTTTGTAAATTCTAATTCCATGCCTGAATATGTCGAAATTTGGATATT
+TTGTACGTCTTCTAGAGGTATTTCTGTATCAGGAAGTACTTTTTTATCTAAGCGATTAATAACGACGTCT
+CCTGAGGAGTCAGAAATATCTATTGGAGGTATGTTTATATTTATCTGCGGCAGGGTACTTACAGGTATTG
+CTAAAAGTCCCAGAGCGATTATTATAAGAAAAAATATGAGAATAACTGTCCCAAGAGGAGAGAGAGTTTT
+TTTGAGAGGAAAAATGCTCAGAAGTAGCACAAAAGCCAAAGCGAGAAAAAGTACTTTCAGTGAAATCCAG
+GGTAAAAACCAGGCGATTAAGGCAAAAGCTCCTGATGCTGCTATTTTTGCGATAGAGCTTTCTTTTAGGG
+TTTTTAGCAAAGGTATATTTGAAGCCTTGTCTGAAAATAAAAATGCTAAGCCTCCTACTACAAGTGTAAA
+AGATGCTAAAAACGCGATTGTTTCAATTAGATTTTGATGCATATGAAATGACCTCCCAAACATTTATACT
+GTTATATAATAATATAACAGTATAAATGTATTTTGTCAAGGGGGTAGGGTCCATTTTTTTTAAAATATCT
+TTAGAAGATGAAAAATTACAGAAGGATTTTAGAGATTTATGTAGAAATAATAAACTCAGGAAGGGCAAAA
+GCAGAATTTTACCACTTTGTTTAATAAAATTAGATGGGAAGGGGTAGAAAATGGATTATAAGGAGCTGTT
+AAAAAAGCTTAGTGAAAGTCACGGGGTCTCCGGACATGAAAGAGGAATTTATCAGCTTTTGAAAAAAGAA
+TTTGAAGAGATTTCCGATGAAGTTCTAGAGGACAATTTTGGAAATTTAATTTTTAAAAAGAAGGGTTTAA
+AAGGCAAGTATAAGGTGATGCTGGCAGCCCATTTGGATGAAATAGGGCTTATGGTGAAAGATATTGATGA
+GAAAGGATTTATAAAATTTACACCGGTTGGAGGAGTGGACCAAAGAACCCTTCCTTCTCAAGAAGTCATA
+GTGCACGGTAAAAAAGAATTATTGGGAGTTATAGGGAGTAAACCGCCTCATCTCTTATCCTCCGAAGATA
+TGGAGAAGGCAATAAAAATAGACGATATGTACGTAGACGTAGGGCTTCCGAAAGAGGAAGTAGAGAAGCT
+GGTAAGCATTGGAGATATTATAACTGTGAAAAGGGAGTTTAGAGAACTTTTGAATGATAATGTTTCAGGA
+AAGGCTTTAGACGATAGGGCAGGGGTTGTGGTGATGGCAGTATGCCTTGATGAACTAAGGAAGATGTACC
+ATTATCACGACGTGTATGCTGTAGCTACTCTTCAGGAAGAGGTGGGGGTAAGAGGAGCTATAACTTCTTC
+TTACAATATTGAACCTGACATAGCTATAGCGATTGATGTGACTCATGCGAAAGCGAGGGGAGTTAGCCGC
+GACATAGAGATAGGGAAAGGGCCTGCGATTGGGAAGGGGCCTAATATTCATCCTGCTGTATATAAAGGGC
+TTGTAGATATAGCGAAAAAATACAATATAAATTATCAGATAGAGCCGCTTCCTGGGCATTCAGGCACTGA
+TGCATGGGCAATCCAGGTGTCAAAAAAAGGAGTTCCTACAGGGCTTGTGTCAATACCTTTGAAGTACATG
+CATACTTCTGTGGAAACTGCTAATATGAAAGACATAATAGAAAGCGGCAGACTGCTGGCACACTATATTG
+CCAATCTGCCTGAGGAATTGGAGGGACATTTATGTTATTAAAGGAGTTAACTGAGCTTTTAGGTGCTTCT
+GGAGATGAAAAAGAGGTAAGAGAGAAGATAAAAGAGATAGTTAAACCTTATGTGGATGAGCTTTATGTGG
+ATAGAATTGGGAATTTGATAGCCTGCAAAAAAGGGAAAAAGGAAAAGCCAAAGGTGATGCTGGCTGCTCA
+CATGGATGAAGTTGCTTTAATGGTGAAGTCTGTAAATGAAGACGGGACATTAAGTTTTTCTCCTGTGGGC
+GGAGTTGACAACCGTATTCTGGTAGCCAAAGCAGTAAAGGTAGGGGAGAAGAAGATAAACGGGGTAATAG
+GTGCAAAACCTATACATCTTCAGAAAAAAGGAGAGCAGGAAAAACCTCTTGACTTTGATGAACTCTATAT
+AGACATTGGAGCAGCATCTAAAGAAGAAGCTTTAAAGCACATTTCACCCGGTGACTATGTCTACTTTGAA
+TCAAATTTCGAGATTTTAGGGGATGGCTATGTCAAGGCAAAGGCTTTGGACGATAGAATAGGCTGTAATG
+TATTAATAGAAATTTTGAAAAATACATATGAATATCCTGTTTGCGCGGCTTTTACAGTGCAAGAAGAGGT
+TGGTTTAAGAGGAGCGGGTGTTGCGGCTTATAATGTAGAGCCTGATTTTGCGTTAGTTGTGGAAGGAACT
+GTAGCTGCGGATGTTGTGGATTCAGAGCCTCATCTGGTTTCCACAGAGCTGGGAAAAGGGCCTGCAATTT
+CACTTATGGATAGAACTACTTTGTATGACAGAAAGATTATTGACAAGATTGTCAGGATAGCAGAAGAGAA
+TAATGTACCTTATCAGTTTAGGAGAATAGCGAGCGGTGGAAATGATGCAGGTAAAATACACCTTACAAAA
+GGAGGAATAAAGACAGTAGCTATTTCTGTGCCTTGTAGATACATCCATTCTTTCAACTCTGTAGCTAAGC
+TGAGTGACTTTGAAAATACAGTTAAGCTTGTGGACTTAGTGATTAAAAATATTGAGGAGGTATTGAAATG
+AGTGTGAATGTGGAACTTATAAAAAAGCTAACACAGGCTTTTGGACCTTCGGGAAGTGAGGAGAAGGTTT
+TTGAGATTATAAGAGAGGAAGTCAAAGGTTTTTGCGATGAAATTACTCATGATGCGATGGGAAACATGAT
+ATGTGTGAAAAAGGGAAAAGGGAAAAAGATAATGGTGGCTGCTCATGCTGATGAAATAGGCATTATGGTT
+ACGCATATTGAAGAGGAAGGCTTCTTGAGGTTCACAACGATAGGTGGCGTTTATGTAGAGCACCTTGTAG
+GAAGAAGAGTTAAGTTTAAAAATGGTACAGTAGGAGTAATTGGAGTAGAGCATTTGGAGGATAAAAAGGA
+TTTTAAACTGGAGAAGCTTTACATAGATATAGGTGCAAAAGATAAAAAAGAGGCAGAAGAGCTTGTCAAA
+ATAGGGGAGAGTGGAAGCTTCGTAGGAGAGTTTGTAGAAGCTGGAGATAGGTTAATTTCCAAGGCTTTTG
+ACGACAGGATAGGATGCTATGTGGCGATTGAAGCGCTAAAAAACGTGAAGACAGAAAATGAGCTGTATTT
+TGTTTTCACAGTGCAAGAAGAGGTAGGCTTAAGAGGTGCTACTACAGCCGCTTACAGTATTAATCCTGAT
+TTTGCTATTGCTGTGGATGTAACTGCAACGGGAGATACTCCTAAAGCGAAGAAAATGGCGGTAGCTCTCG
+GTAAAGGTGCAGCAATAAAGGTAATGGACAGATCGATAATTGTGAGCCCTTCTGTGAGAGATATGATGAT
+TGAAGTGGCGAAAGAGAACAGTATTCCGTATCAATTAGAAATACTGGAATTTGGCGGTACTGATGCAGGA
+GCGATTCACCTTTCAAGAGGGGGAGTACCCTCTGGAGTGATTTCTATTCCCACAAGGTATGTTCACAGCG
+TTTCAGAGATGGTGGATAAGAAGGACGTAGAGGCAAGTATTAACCTCCTGATAAAAATACTGGAAAAATA
+AAGCAAAAGACCCTGCTTTTTAAGCGGGGTCTTTTTATTTATAGGCTTATGCACTTTCACTGGAGGTGCT
+ATTTTTTGAATTTACAAGCCAGTTGACTATAAAAAATACAGCCACTATGAGGAGGACAAGCCCTGCTATG
+GCCCAAATGAGATTTTTTATGTTGAATTTAAACATTTTTTCTCCCTCCTCGGGAAGAGGTTAAAATTTAT
+TGTTCTTATCTTCATTGTACAAGATATTTATGATAATATCAACTTTTTTTAAAATCAGACAAAGGGGACG
+GTTCCTTTTGTCTGAATTCTAAGTTGTTCAGATGAAAGGAACCGTCCCCTTTGTCTGGAGTTTAGGCGGT
+TATTCCAAATACCTTTTGTACCAGTGTTCCAAAGAGGTAAGATAATGCTGCTGCTCCAAGGCCTGTGATG
+ACCATTTCTGTTATCTTTCCTTTGATAGATAGGCTTTCTGATGCTACAGATACCACAGTTCCCACTATGG
+AAAGGGCTATAGCTGCAAATATCACAGAAAATGCTAAAGCCAATAGAGAAGAGGAAGAGATAAAGAAATA
+AGGGATTACAGGGAATACAAGCCCTACAAGATATGCGATGCCTGTGTACAATGCAGATTTTACCTCGTTT
+TCAGTTATTTCTTCTGTCAAGAGATTTGTCATGGCCTCCTCATTATTGTTTAATTTTTCGGCTATTTCTT
+CGCCAACTTCCATTGGTATTCCTGAATCCTGCAACTTATTTAGAAATTCTTCTTTTGCTCTTTCTTTTGA
+AACTTTGAATAGTAGCTCCATTTTCTTTTTTATCCCTTCATTTACCTGTCTTTGAGACCTTACAGAAGTA
+TATGCTCCTATTGCCATAGAAAGTGCTCCCGCTACTCCTACCACAAGGCCTGCAGTGCCTACAGTAATAG
+GATTTTTCGGATAAACAGCAGAAAGACCTGTTACAGTTCCTAAGATTTCAACAAGGCCATCGTTCATACC
+CATTATGAAATCTCGAATATTTTCAATGCTTATCCTATCTTTTTGCTGACTGAATAGTTTTTCATGCTCC
+AGTTCCTCTTCAATTATTCTGGAGAGAACTGTTTTTTCTTCATCGGATAAAGGTACTTCGTTTAGAAATT
+TAAAATAGCATTCTGTAGTTGAAGTTTCATTCATTTCTAAAATTGTTACGAATAGCTTATTTCCAAGGAG
+TTTGCGAAATATCCTGTAGATAAACAATTTAAAAGGCTGGCTTTTTAATTTTGGAACTTGAGCTTTTCTA
+TCTTTTAGAAATTTCTCCCAAAAGGCTGCGTGATTTTTTTCCATTTCGGAAAGCTTTTTGAATCTTTTTT
+TAATTTCAGGGCTTTTTTCTATTTTTGAAAGATAGGAGTAAAGTGTGTAAGCTTCAATTTCTTCACTGTA
+AAAGTTAAGGGCCTGATTTATAAAATCCATTTCTGTAAGTCACCCCATTTTTGATTGTACATCAAAATTA
+TATCATAAAAGAGGAGGGGGAGTGACCCCCTCCAATTTTACTCTTCTTTTGCCATTCTTTCGTAGATTTT
+GTACCTCTCCATTGCGGCTTTTTCTGCTTCTTCGAAGAGTTCTTTTGCTCTTTCCGGGAAGGTTCTTTCC
+AAAGCTGTAAATCTTACTTCTCTCCTCAAGAATTCCTGGAAGGAGAGTTTTGGAGGCTTGGAATCCAGTA
+TGAACGGATTCTTTCCTTCCTTCTTGAGGAGCGGGTTGTATCTATAAAGTATCCAGTAACCAGATTCTAC
+CGCTCTCTTCTGCTCTATCTGGCTCTCGCTCATGTCAATTCCGTGTGCTATACATGGTGCATAAGCGATT
+ATAAGGGATGGACCAGGATATCTTTCTGCTTCAATTAAGGCTTTCATAAGCTGTGTCTGGCTTGCTCCCA
+TTGCGACCTGAGCTACATACACATATCCGTATGTCATTGCCATTCTACCTAAGTCTTTCTTTATAAGTGG
+TTTACCTGCTGCGGCAAATTGTGCAACTGCGCCTAATGGTGTTGCCTTTGAGGACTGTCCGCCTGTGTTG
+GAGTAAACTTCTGTATCAAGCACCAGTATGTTTACATCTTCTCCTGATGCTAGTACGTGGTCTAAACCGC
+CGTATCCGATGTCATATGCCCAACCGTCTCCACCTATTATCCACTGAGATTTTTTAACCAGATAGTCTTT
+TCTTTCAAGTATCTCATTTATTAATGTCTTTACTTTTTCATTTTCAGCTTTATAGTTTTCAAGTATTGGC
+AGCAACTTCTTGCTAGCTTCTTTGGATTTTTCGCCATCCATCATGTTGTCAAGCCAGAATTGCAGTGCTT
+CTTTTAACTCTGCTGTGATGTTTTGCTCTAGCAGTTCTTTTACTATATCAGCTAACTTCATTCTCTGCTG
+TTTTACAGCGAGTACCATGCCTAATCCAAATTCTGCATTGTCTTCAAATAGAGAGTTTGCCCAAGCAGGT
+CCTTTTCCTTCGTGGTTTACTGTGTAAGGCGTTGATGGTGCACTTGCTCCCCATATTGAAGAACAACCTG
+TTGCGTTTGCTATCATCATTCTATCGCCGAATAGCTGTGTTATTAGCTTCACATAAGGTGTTTCACCACA
+ACCAGCGCATGCTCCTGAGAACTCAAGCAACGGCTGTTCGAATTGGCTTCCTTTTACTGTCTCTTTGCTC
+ATTGGATTGGGTTTTGGAGACAAGGTCATTGCATATTCCCAGTTCTCTGCTTCGTGCAATTGTGTCTCTA
+ATGGTTTCATTACTAGAGCCTTTTCTTTTGCAGGACATTCATTTACGCACACTCCGCATCCTGTGCAGTC
+AAGGACGCTGACTTGTATTCTGTAATATAAGCCTTCAAAGCCTTTTCCAATGGCTTTCTTGACTTTAAAT
+CCCTCAGGAGCATTTTTGACTTCTTCTTCAGTGAGCAAGAATGGCCTTATTGCAGCGTGTGGACATACAA
+AAGCGCACTGGTTACACTGGATACAATTGTCTATTTGCCATTCTGGTACGTCTACTGCAATTCCGCGCTT
+TTCATAAGCTGCAGTTCCCGGCGGGAAGGTTCCATCCTCTCTTCCCAAGAAAGCACTTACAGGGAGATTG
+TCTCCTTCGAGCCTATTCATTACATCTGCGACATTTTTAATAAATTCAGGTACATTTCTTTCTTCTTCAG
+GTTCATCCTGTGCATCTGCCCAGTGAGGTGGTACTTCCACTTTTACGAGAGAATTGATGCCTCTTTCTAC
+TGCTTCAAAGTTCATCTGGACTATCTTTTCGCCTTTGTGTCCGTATTCTTCTACTATTGCTTCTTTTAGG
+TGTTTTACCGCATCCTCAATTGGTATTATATTTGTGAGCTTGAAGAAAGCGGACTGCATTATCATGTTAA
+TTCTTCCGCCCAAGCCTATTTCTTTTGCTATGTCAACTGCGTTTATAATGTAGAAGTTTATGTTGTGTCT
+TGCGAGGTATCTCTTTATTGAAGCTGGAAGTTTTTCTTCCAGTTCTTCTGGTTTCCAGTTGCAGTTTAAG
+AGGAATGTGCCGCCATCTTTTAGTCCTTTCAAGATGTCATAACGGTACACATAGGACTGCTTATGGCATG
+CTATGAAATCAGCGGTGTTTACCAGGTAGGTAGACCTTATTGGTTTTTTGCCAAACCTCAAGTGAGATAC
+TGTTACGCCGCCAGATTTTTTACTGTCATACTGGAAGTAAGCCTGAACATAAAGGTCAGTGTTGTCTCCA
+ATGATCTTTATAGCGCTCTTGTTTGCGCCAACTGTACCGTCAGAACCAAATCCCCAGAATTTGCAGCTGG
+TTGTCCCTTCTGGCGATGTATCTATTTCCTCTCCAACAGGCAGCGAAGTATTTGTGACGTCATCTACTAT
+TCCTATTGTGAAGTGGTTCTTTGGCTCTTCTAATTTTAGGTTTTCGAATACTGCGATAATCTGCGCAGGA
+GTTGTGTCTTTTGAACCGAGTCCATAGCGTCCTCCGACAATTACAGGTTTCAGTTCACTCTCATAAAAGG
+CAGTCTTTACATCTTCATAGAGCGGTTCTCCAATAGAACCAGGCTCTTTTGTTCTATCAAGCACAGCAAT
+TTTCTTTACTGTCTTTGGCACTACTTCGAGGAAGTGCTTTATTGAGAATGGCCTGTAAAGGTGAACTTTT
+ACTAATCCTACTTTTTCACCTTTTTTCATCAAATAGTCTATTGTTTCTTCAATTGTCTCGGTCACAGAAC
+CCATTGCTACTATTATTCTTTCTGCGTCTGGTGCTCCATAGTAGTTAAAGAGCTTATAATTTCTGCCTGT
+GAGTTTATTTATTTCGTTCATGTAGTATTCTACAACTTCAGGGAGGGCGTTGTAGAACCTGTTAGCAGCT
+TCTCTTCCCTGGAAGAAGATATCTGGGTTTTGGGCTGTGCCGCGTGTAACAGGTTTTTCTGGCCTTAAAG
+CTCTGTCTCTGAATGCCTTTAGTGCTTCGTAATCTATAAGTTTTGCCAGGTCATCGTAATCCAAGACTTC
+AATCTTTTGCACTTCGTGAGAAGTTCTAAATCCGTCAAAGAAGTGCAAGAATGGCACTCTTCCTTTAATT
+GCAGAAAGATGTGCTACTGCACCTAAGTCCATTACTTCCTGTACGCTGCCTGATGCAAGCAATGCAAAAC
+CTGTCTGACGGCAAGCCATGACGTCAGAATGATCTCCAAAGATTGAAAGGGCGTGAGTTGCTACTGCACG
+AGCGCTTACATGGAAAACGCCAGGCAAAAGTTCACCCGCAATCTTGTACATGTTCGGTATCATTAAAAGA
+AGACCCTGTGATGCAGTAAAAGTAGTTGTGAGGGCACCTGCTGCCAGTGACCCATGAACAGCTCCTGCTG
+CCCCTGCCTCTGATTGCATCTCAATGACTTTTACAGTTTGTCCAAATATGTTTTTCCTTCCATGGGCACT
+CCAGGCGTCTACCAGCTCTGCCATGGGTGATGAAGGGGTTATTGGGTAAATCGCTGCTACTTCCGTAAAG
+GCGTATGCGACGTGGGCAGCAGCCGTATTACCATCCATGGTTTTCATCACTTTAGCCATCTTATTACTCC
+TCTCCTTAATGTAATTTTTTTTATTGAGCATACCATTTTAAGAAAATTGTACCTGCTATAGTACAGTATA
+CAGTGTAACAGCTATATTATATAACAGATGTTTATACACTGTATAACAGTACTGCTTTTTTGAGATTTTT
+AAAGCTTTCAAATTACTATAACAGGTACACCTTTATTATACCATATACGCGTAAAAATTAAAACTTTCTA
+GGTGAAATTAAAATAAACTGAGAGAGGAAAAACCCTCTCTCTTACTTGTGTTCAGGTTTTATTTTTGTAG
+AAACTTTAACTGGCGATTTTTCTTTTACGTGCTCATAACGATTGTACATGAGTAGAGCTACTAATGAGAA
+GAATACTGGACCTACAATCATCCAAATGGTAGAACTCAAATCTCCCTCAATTGCAGGCTGAATTATTGTA
+AAGAAGTTTGCAAATGCGACTGTTGCAGTTACTATAACTGTTGCTATGAGAGATGATGCATTGCTTTTGA
+AGATTTCAAAAGGCTTTTTAATTTGTTTATTTTTCTTAAAAGAATAGAAAGCTCCTGAAAGAAATACGTA
+AGGCAATGTCATTGCCACATTTGTCATCAAAATTAGTTTTGCAAAGAATCTAGCTGCAGCTTCGCCTCCA
+AAAGATACTAATATGATTATCACTACTGCTATGCTGCACTGTACCCACATAGCAGTTTTAGGAATTCCGT
+CTTCAATTTTGGCTATTTTGCCAGGCCACAGTTTTGCAGGAGTTCCCTCTATTATCTGCTTTAAAGGAGC
+ATATGTGAGGGTAAAGAAAGCGCCGGTTAGAGCCAAAAACATTGAAAGACCTACATACCTTGCAAACCAT
+GCTCCTATTGCTAGAGAAGTAGCTTCTGGAAGTCCCAATGCATGACCTATTTGATATCCCAAGTTATTCA
+TAACAACATATGCTACGTTTGCCATGTTTACATTTTGTGAACCCAGCACTTCTTTCCAGTTGGTGAAGGT
+TCCAACCATAAAAATTCCTAAAGAATATCCTATAGAAATGAGAATAGCGGAAATCAAAAGCCCTCTTGGG
+AAGTTTTTCTCAGGTTTTTCTGTCTGATCTACAAGACCGCTTACTACTTCAAGACCTCCATAAGCAAATA
+TAGCAAAAACCAAAAATGCAAGCATCGCAAGAGTAGTCTGATAAGCTGGGTTTGGAGAACTTATGAAGGC
+GGAAGCAGATGCAACGGGTTGAGCAATTTTGCCTTTATTCGCAACCAGTACGAAAATACCTCCAAAGAGT
+AAAACGATATTAAGAAGTGCTACAGCTGTTCCTCCTACAGATGTCACTTTTGAAATACTTTTTAGTCCAT
+GAGATGCTATATACGTTACAGTGATTACCCATATTACGCCAAGAAGACCAAGAGTCTGTGTAGCCTTTAA
+GCCAAAAAGGCTCCATGTGGAGGTTGTATCTTTACCAAATATGGCATTTGAAAGAGGAATCCATATAGAG
+GAGCTTACATTTACCATCCATATGATGTAGGAAGCATACCACATAAAAGTTCCTATAAAAGCATACTTTG
+GATTTACTGATTTTTCCATCCACGAGTAAATTCCGCCTTTTTCCTCTTTAAAAGCCGAGCCGTACTCTGC
+CATCATAAAAGCGTAAGGTATAAAGAAAGTTATTCCTGAAAGCAGATACCATGGAATAGCTCCATATCCC
+ATTAAGTAGAAGGAACGGGGGATGTTAGTAAAGCCAAATACAGAGGTAAAGATCATCAGAATAAGTGGAA
+TTAGTGCCAGTTTTTTTGCATCGTTTACACCCTTCTGCATAAACTTCCTCCTTTACACAAAAATTTTTAT
+TACAAAAAAATTTTAATACATACAAAAATATTGCAAACGTATTATATAACTTTTTTAGGAATTTTGTCAA
+GGTCGCTAATTTACAGTATTTCCAGCGTGTAAAATTTAATACTTGAAAAAATTTAAAAAATTGACTTTCT
+AGAGGGGAATATGGTATAATTTTTCTTGTCAAATTATGTCGAAAAGAAGGGAAATAAGAGTTGCGAAGCT
+TACTTATTTGGTTTCTAAAAAGTTAGGGCTTCCTAAGGAGGAGCAAATTTATAACTGCAAGGTGGGGATT
+ACTTCACGTTGGGCTGGGGCTTATTCTTTTGAGCGCTCATATAATAGGAATTTGCGATTCTTTCGATGCC
+ATGACTACAAAAAGGCCTTACAATCAAAAAAGGTTAAAGAGCATGCATGAAGCTATGCTTGAGTTGAAGA
+CAATGCCTTACAAATATAATTACAAGATTGTAGAGGCATTGGAAGAAGTAGTGAGGGAGATAAAGGGGGA
+TCAGAGGTATTTCATATCACAGTATAGGGAGGGTAATTGAATGAGGAGTGTCAGGACAAAACTTCTGGTT
+TTAATGGTGCTTTTTATATTAATACCTCTTGTGATAGCAGGTTACTTTTCTACAAATATCGCAGAATCTG
+TTCTTAAATCTAAGATAAACGATTCCAATCAGACAGCTTTGTCTGTACTGAACAAATATGTAAACTCATT
+TAAGCGGGATACTGAAACAATAGTGCAAATGTTGTCAGAGTCTAATGAGATTTTAAATTACGATGGAAGT
+CAGGCCTCAGATGAAGCGGTGTTAAAGAAGCTAGAAGAGACAAAAAAGGCTATGCCTGATGCTATGAACG
+TGTATTTTGCAACTCCTTCAAAGAAAATGATTTTATATCCAATTCAAAAACTTGAAAATTACGACCCTAC
+GGAAAGGCCCTGGTACAAAGAGGCGGTAAATGCAAATGGAAAGATTACCTGGACAGAACCCTATCAAGAC
+TTTAACACAAAGGTTCCGGAAATTACTGTGACAAAAGCTGTTTTAGATTCTAGTGGAAAATTGATAGGTG
+TTTTAGGAATTGACATAAGTTTAGAGCAGCTTTCAAAAAATATTTCTGATGTAAAACTTGGCAAAACAGG
+GTACATATACGTCGTTACAAAGGACGGTATTACAATTTCTCATCCAGATTCTACTAAACTTTTTACTTCA
+ATTAAGAAGTACGATTTTGGTGAGAGGTTGCTTGCTACAAAAAATTCTACGATTCAGTACGTATCAAATA
+ATATATTAAAATTTGCTAGTGTGAGAGACCTTGACAGTTTCGGTTGGAAAGCTGTTGTTACGATGGATAA
+CAGCGAATTGACAGGAGATGTAACAAAGATAAGGAATTTTATAATCACAGTAAGCATAGTAATACTTCTA
+ATAGGCATTGTGATTGCATACTTCTTCTCCAACTCCATATCCTCAGGCATAAAGAAAGTAGTAACTGCTA
+TGGAAGAAGCTTCACAAGGCAATATCACGGTAAGAGCCGATGTAAAGACAAAGGACGAAGTAGGAGTACT
+TGCAAATAGCTTTAACACAATGTTAGAAGGCATAAAGAAGCTAATATTTGACATAAAGAGCGTATCAGAA
+TCTGTAAACCACTCTGCAGAAAACCTGGCAGTTGCTTCAGAGCAGGCAGCTCAGGCTACACAGGATGTAG
+CAAAGGCGATTGAAGAAATAGCTCAAGGGGCATCAAGTCAGGCGAAAGAGGCAGAAGAAAGCGCCAATGC
+AACTGTGGTCTTAGGGCAGCTTATAGATAGCTCTCTCAAAAACGCTGAGGAAATAAACCATGAAGTAGAA
+AATGTGAACATGGTTTCAAATGAAGGTCTTGTCACGATAAAAGAGCTAATAGAAAAGACAAAGCACACAA
+TACAAGCCAACAACAACGTAAAAGAGGCGACAAATTATCTGTTAGAGAAGTCGGCAGAGATAGAAAAGAT
+AGTGGAGACAATAACAAATATAGCAGACCAGACGAACTTATTGTCTTTAAATGCAGCGATAGAGGCAGCG
+AGGGCAGGGGAAGCAGGAAGAGGCTTTGCAGTTGTAGCGGATGAAGTTAGGAAATTAGCGGAGCAGTCCT
+CCCAGGCAGCGAGGAACATAGCGAATTTGATAGCAGAGATACAGTCTACGATAAACAACACCCACAGGAC
+AGTGGAGGATTCGACGAAGTCAATAGAGGAGCAGAGCGAAGTAGTAAATACGACAAAGGACGTATTTGAA
+GGGATACTAAATGCAGTGAAGTTCATAGTGGAGAAGATAGAGAATTTGACGAAATCTTTGAGGGAGATAG
+AGGAGCACAAGAACAGGATAGTAGATTCAATACAGAACATAGCGGCAGTATCAGAGGAGGCGGCAGCGTC
+GGCAGAGGAAGTATCAGCCACATCAGAAGAGCAGTCGGCGATAGTGGAGGAGATGGCTTCTACTGCAAAT
+GAGTTAAAGAGCTATGCCAATACATTGATTGAGGCGATTAAGCAGTTTAAGGTAGAGTAAGCGGGGTCTT
+CCCCTGCTTTTTTAATGTTTTTTTAAAATGTATAAATATTAGCAGGATTTTTGAGAGTCTAAATAGAATA
+ATACTATAAAGCTTTATAGAAACAAGAACATGGGGGGATTTTAATGTCAAGAGTTGTAAGAGCACCTCGA
+GGGACAGAGCTTCACTGCAAAAACTGGCAGATAGAAGCTCCTTACAGAATGATTATGAACAACCTAGACC
+CTGAAGTGGCTGAAGATCCTGCAAACTTGATAGTGTACGGTGGGGCAGGAAAAGCCGCAAGAAATTGGGA
+AGCTTTTGACAAAATACTAGAAAGCCTTGAAAACCTGGAAGAGGATGAGACTTTGCTAGTTCAATCGGGA
+AAACCTGTAGGAATTTTCAAAACCCACGAGATGGCACCAAGAGTTTTGATTTCAAATGCCATGCTGGTTC
+CAAAATGGGCCAACTGGGAGACTTTTTGGGACCTTGAAGCAAAAGGGCTTACCATGTACGGCCAGATGAC
+GGCAGGAAGCTGGATATATATAGGCTCACAGGGAATTGTAGAAGGGACTTTTGAAACTTTTGCTGCTTTA
+GCCAAAAAGCACTTTGACGGAAGCTTAAAGGGCAAGTTTGTCCTTTCAGCAGGGCTGGGAGGAATGGGCG
+GTGCTCAACCGCTGGCAATTACCATGTTAGATGGAGCCTGCCTTATAGTCGAAGTTGATAGAAACAGGAT
+AAAAAGAAGACTGGAGACTAAATACTTAGATGTAATGGCGGAAGACCTGGATGAAGCCTTGGGAATGGTT
+ATGAAGGCAAAAGAAGAAGGAAGGGCTTTATCTGTAGGATTGGTGGGCAATGCAGCAGATGTTCATCCAG
+AACTTGTGAGAAGAGGCATAATCCCAGATGTTGTAACAGACCAAACCTCAGCCCATGACCCCTTAAATGG
+ATATGTGCCAAATGGAATGACTTTAGATGAAGCTATAGCACTTAGAAAATCCAATCCTGAAGAATACATA
+AAGAGAGCTAAAAAGGCGATGGCAGAGCATGTTTTAGCTATGCTTGAAATGCAGAAAAGAGGGGCTATAG
+TTTTTGACTACGGTAACAACATAAGGAGAATGGCCTATGACGAAGGAGTAAAAGACGCCTTCAACATCCC
+AAGCTATGTTCCCGAGTATATAAGGGACCTGTTCTGCGAGGGCAAAGGGCCTTTCCGCTGGGTGGCGTTG
+TCTGGTGACCCTGAAGACATTTACAAGACAGACCAGAAAGTATTAGAACTTTTCCCTGATGACCCCATAC
+TCAATAGGTGGATTAGGTTGGCTAGAGAAAGAGTGAAATTCCAAGGGCTTCCTGCGAGGATTTGCTGGCT
+GGGCTATGGTCAGAGAGCAGAATTTGGCCTTGCTATAAACGAGATGGTAAGAAAAGGAGAGCTTAAAGCG
+CCAATTGTAATAGGAAGAGACCACCATGACACAGGGTCTGTGGCATCACCGTATAGAGAGACAGAGGCTA
+TGAAGGATGGAAGTGACGCTATAGCAGACTGGCCGATACTAAATGCGCTTTTAAACACTGCCTCAGGAGC
+TACATGGGTTTCTGTACACCACGGAGGAGGAGTAGGAATAGGTTATTCCATCCACGCAGGAGTAGTTGTG
+TGTGCTGATGGAACAAAGGAGACAGATTTGAGAATTGAAAGGGTTCTGACAGGGGATCCAGGTCTTGGGA
+TAGTAAGACACGCCGATGCAGGATATGAAATAGCAATTAAGACTGCAAAAGAAAAGGGAATAAAAATGCC
+TATGCTTAAATGAATTTGAAAGGGCGTGGGAGAAAGATGAATCAGATAATTGAATGTGTGCCCAATGTGA
+GCGAAGGAAGGGATCAGGAAAAGATTTCTGAGCTCATAAAAGAAGTGGTTTCAACAGAAGGAGTAAAACT
+TTTGGACTATTCTTCAGATAAAGACCACAATAGGACAGTTATAACCTTTGTTGGAGATAAAGAGGGGGTA
+AAAGAAGCGGCTTTTAAGCTCATAAAAAAAGCTTCAGAGATAATTGACATGAGATATCACAAAGGAGAAC
+ACCCTAGAATTGGAGCTGTGGATGTGGTTCCTTTTGTTCCTGTAAAAAATGTTACAATGGAAGAATGCGT
+ACAGATTGCAAGGGAACTAGGAGAAAGAGTAGGGAAAGAGCTTAATATACCTGTTTATCTGTATGAAGAA
+GCAGCTACAACTCCTGAGAGAAAAAATTTAGAGAATATAAGGCGAGGGGAATATGAAGGCTTTTTTGAAA
+AGATAAAACAGCCAGAGTGGAAGCCCGATTTTGGACCTTCTGAGATGAATCCTAAAAGCGGTGCAATAGT
+AATTGGGGCAAGAAATTTTTTGATTGCCTTCAATGTAAACCTTGGCACAAATGATATTGAAATAGCTAAT
+AAAATCGCTAAAGCTGTCAGATTTTCAAGTGGTGGCTATAGATATGTGAAGGCAATGGGGGTTGAATTAA
+GAGAAAGAGGGATTGTGCAGGTTTCAATGAACCTTACAGATTTTAACAAGACACCGATTTACAGAGTTTT
+TGAGACAATTAAAGCAGAAGCTTCAAGGTATGGTGTGAATGTAGTAGGAAGTGAAATAATAGGCCTTGTG
+CCTTCAAAAGCGTTGCTAGATGTTGCCGATTATTATTTGAGATTAGAAAATTTCTCCATGGATATGGTTT
+TGGAAAACAGAATTTACGAATGAGGTGTTCATATGAGAGCAGATTTATTAATATACAATATAAGTAAAAT
+TTATACGCCGATTGGGACGAAACCTCTTTGTGGAGAAGATATGGAAAAAATAGAAGAGATAGAGAATGCT
+TACATAGCAATAAAAGATGGAAAAATTTTGGCGGCAGGGAAATCTCCTGCCGCAATTTCTGCAGAGAGGG
+AAATTGACGCGAAAGGTATGATTGCACTCCCTGGATTTGTTGACCCTCACACCCATGTGATGCATTATGG
+ATCCAGAGAAAATGAAATGGCTCTAAAGCTTAAAGGTTATTCCTATATTGACATTTTAAAACAAGGCGGA
+GGTATCCATTCCACAGTAAGAGCGACTAGAGAGGCCTCTGATGAGGCATTGCTTCAAAAGGCTTTAAAAA
+GCCTTGAAATCATGCTTTCTCATGGAGTGACTACTGTAGAGGTAAAAAGTGGGTATGGCCTTAATACAGA
+GCAAGAGATACGGCTTTTAAGACTTATGAACCAATTAAAAAGCCTTTCTGTTGTGGATATTGTGCCTACT
+TTTCTAGGAGCCCATGCTATTCCACAGGAGTTTGAAGAGAACCCTTGGAGGTATGTGGAGAAAGTAATAA
+ATGAGATGCTTCCTAAGGTAAAAGAGGAAGACCTGGCAGAGTTTTGCGATGTATTCTGTGAAGAAGGGGC
+TTTTGATTATGAACAATCGAAGAAAATATTAGAGGAAGCTAAAAAACTGGGGTTTAGACTAAAAATTCAT
+GCGGATGAACTTACCCACAGTAAAGGTGGAGAATTGGCTGGGATATTAGGGGCTATAAGTGCTGACCATT
+TAGAAGAAGTCTCTGATGAAGGAATAGACCTCATGAAAAAAGCAGGCACAGTGGCAGTCCTTTTGCCAGG
+GGTTTCTTTCTTTTTGAATAGACCTTATGCTGATGCGAGGCGATTAATTGAGAGGGGATTGCCTGTTGCA
+TTAGGTACAGATTACAATCCCGGTACAAGCCCTACAGAGAATTTACAGCTTATAATGTCATTTGCCTATA
+TTAACATGAAAATGAGGGCAGAGGAAATCCTAACAGCTGTTACATTAAATGCTGCCTGTGCTATTGATAG
+AGGTGATGAAATAGGGACTATAGAGGAAGGGAAAAGAGCTGATATTGTCTTAGTTGATGCTCCAAATCTG
+GACTATATGATGTATCACTTTGGAATTAACCATGTAAATACAGTGATAAAGGCAAAAGGAAATGATGTGG
+TTGTTATTGGAATAAAATAGTTTTTATGTTACAATGAAAATGGGTGAAGAAGAATGTTTGCTGTATCCCA
+GAAGTTATTAGAAATATGTGAAAAATATAAAATAGGTTTGGTGTACCTGTTTGGTTCACAAAAAGAAAAT
+GCATTGAAATTACTGCAGGGGGAAAAAGTAGTAATAGATGACCCTTTGGCAGACATTGATGTGGGCGTGG
+TTTTTTTGGAGGATATAGAAAAAATAGAAAAGCGTTATTTGCTTTATGCGGATATTTACAATGAGCTAGA
+AGACCTCTTTAAACCTTATAAATTGGACTTGGTATTTCTTCAAGAAAATCATTCCATATTCCAGCTAGAA
+GCCTTGAAAGGGATATGCGTATATTCTTACTCTGAAGAGTTTAAAGATAGTTATGAAATGCAGATTTTAA
+GAAGAGCAGCAGACTTCAAATATATGTACGATAAATATATTGAAGAGGTGCTGGAAAAATATTAAAAGTT
+GTGGTGGGGAATATGATAAATCGCCAGTTAATTTTGGAAAGACTTATTCTTATTAGCGAGTATTTGGAGG
+AACTAAAAGTTTTGTCTTCAATGGATAAAGCAACTTTTTTAAGTGATAAAAGAAATTCTGCGGCTGCAGA
+AAGTTTTTTAAGGAGAACTTTGGAGGCAATTTTTGATATAGGAAGGCATATATTAGCAAAGTCAGGTAAT
+ATCGAATTATCAAAAGAATATAAATCAATTGCGAGAGGGTTAGGAGAATACGGATATATAGATGAGGAAT
+TGAGTAAAAAATTAGTGAAAATGGCAGGATATAGAAATAGGATGGTGCATCTTTACAATTTAGTGACAGA
+TGAAGAATTATATGAGATTATTACATCTAACCTTAACGATATTGAAGAATTTGTAAAAGAGATAAAGAAT
+AAAGTACTATTGGAATAGCGTAAAAAAGAAGGTGCCATTTGTATACAAAGATTTTACAAATGGCACCTCA
+TTAGTTAAATTTAGCCTTACTATTTTTTTAAATAATGTTTTCTCATCTCTTTATTTTCTGGCAATGATAG
+AATTTCTTCTAAAACTTTTTCTACCTGCTCATCATTTTGAGTTCTAGGGTCTCTGTACAGAAGTTCTTTT
+ATTATGTCTATGTCCCCTGTTGACAACGCCAATATTAAAAAATGAAACAAAGTTAGGAGTTGACAATTTT
+GTTACAAAGGTTCGCGTTTATTGGTATAATAAGTGGTGTGAAAACATTTGAGAAGGGAGATGGTGTTGTG
+CTAATCAATGATTCTTTAAAAGGGTATATTGAAAAGGTTGCCTCAGCTTCACCTACGCCGGGTGGTGGAA
+GTGTTTCGGCAGCGGCTGCAAGCCTTGGAATTGCTCTATCAAAAATGGTTTACGATTTGACTATTGGGAG
+GAAATTTTATGAAGAGTATTCAGAGGACATAAAAGAAGAGATTCAAGAAGGACTTAATATTTGCAATAGG
+CTTTTAGAGGAATACATGAAGCTTGTAGATGAGGATACAGCTGCTTATGATGAAGTTATGAAAGCTTTAA
+AAATGCCAAAAAATACGGAGGAAGAAAAGAAGATAAGAAGTGAGGTTTTGCAGAAGGCATACATAAATGC
+AATGAATGTTCCTTTAAAACTTGCAAGACTTTGCGGCGAAGGATTTACTCCCACTGCTTTAATTGCTGAG
+TATGGCAATCCCAACGCTGTATCAGATGCAGCTGTTGGTGCAATACTATTATATGCAGCTATGGAAGGAG
+CAGTTTTGAATGTAAAGGTCAATCTACCTTATATCAAGGATAAAAAGCTTGCCGAAGAGGCTAAAAAAGA
+GTGCGATGAATTACTCAATAAATATAGAAGTGTGAGGAATGAGATTGTAAGTAAAGTATTGAATAAAATT
+TCTGGGGAATACTAAAAAAATAATTGTGGAAGATATCTAAAGAGAGGAGGCGATTTTTAGAGAAAATATA
+TAAGTTATAAAGAAAAACAGGGTTATTTGAGAGTTGTATATGAAACTGTAGGCAGTTATAATGATGTTAG
+ATGTCAGACAAGCTTACATGTTTACTGAGTACAAACTCAGTAAACGGTAACAAAATTTTTCATAGGAGGT
+TAGATGATGAGAAGGTGGCGTGTTGTTTTAGCATCTTTGCTGATCTTAGTGCTAGCTCTTTCAGTAGTTT
+TGTCAGGATGTTCTTCAAAAACTAAACAAGAGAGCACACAGCCACAGCAGACAACTGAGGCAAATAAGAA
+CAAGAACTTTAAAGTAGGATTGGTTACAGACGTTGGAGGTATTAATGACCGTAGCTTCAATCAAATGGCT
+TATGAAGGACTGCAAAGAGCTGCGAAAGAATTGGGTGTTACAGTAAATGTAATTCAGTCAAAACAAATGA
+CAGACTACGTGCCAAACTTGACAAATTTTGCACAGCAAGGGTATGACTTGGTTATCTCAGTTGGTTTTAT
+GATGCACGATGCTACAGAAGAGGTATCACAGAAATTCCCCAATACGAAGTTCTTAATCATAGATTCTGAA
+ATTACTGATAGACCAAACGTTGCTTCTGCTATGTTTAAAGAACAGGAAGTTGGTTATTTAGCAGGTGCAT
+TAGCAGGGTTGGTTGAAAAAGAAAAAGTTGGAAAAGTGAAAGGGACAAACATAATAGGTGCAGTTGGCGG
+AATGCAAATACCTCCTGTTGACCGTTTTATTGCAGGTTATCAACAGGGTGCAAAGGCAGTTAATCCTGAT
+ATAAAGATTCTCATCAATTATACTAACAATTTTAATGACCCAGCTGCAGGAAAGCAAATGGCTTTAACAC
+AGATAAGCCAAGGTGCAGAAATCATATTCCAAGTTGCTGGAGGAACTGGTGAAGGAGTAATTAAGGCAGC
+TCAAGAGAAAAATCTGTACGCAATTGGTGTTGACGCAGATCAAAGCTACTTAGCTCCTGACAATGTTTTA
+ACTTCTGCAGTTAAAAGAGTGGACGTTGCAGTTTACGATGTAATAAAAGATGCCTTGAATGGCAACTTTA
+AGAGCGGGATAATGTACTTTGACTTGAAAAATAATGGTGTAGGATTGGGTAAGATTAACAAAGATGTGCC
+ACAATCTATAATAGACCAGGTCAATCAATTAGCAAAAGACATTATAGATGGCAAGATTCAGGTTTCAGAT
+AAAATATCAAAGTAAACTATAAAAATCGGGGGCTGACTGCTGTTCAGCCCCCTTTTGGAGGTAGAGGTAG
+ATGAGCGCTATACTTGAAGTAAGAAATATAACAAAGAGATTTCCCAAGGTTGTAGCGAATGACAATGTGA
+ATCTCACAGTTGAAAGAGGAGAAATCCATGCAATACTCGGAGAAAATGGTGCAGGAAAATCAACTCTTAT
+GAATATCATATACGGGCTGTATAAACCGGACTCAGGGCAACTCATTTTTGACGGGGAAGAGCTTAATCTA
+AGCGGACCTCATGAAGCGATTGAAAAGGGAATAGGAATGGTGCACCAGCACTTTATGCTCATTCCGGTTT
+TCACTGTTGCAGAAAATATAGTGCTAGGTGCTGAGCCTAAAGGGATAACTTATGATAGAAAAAAAGCTAA
+TGAGCTTATAAGAGAGATTTCTGAAAAGTATCATTTAGAAATAGACCCTGATGCAAAAGTAAAAGACCTT
+TCTGTTGGATTACAGCAGAGGGTAGAAATTTTAAAAGCCTTTTACAGGAAAGCAAAACTTCTTATACTCG
+ACGAGCCGACGGCAATGCTTACTCCCCAGGAGACGCAGAAATTGTTTGAAATAATGAGAGAACTCAAACA
+GCAGGGCATGTCTATTATATTTATAAGCCATAAGCTGGAAGAGGTTTTAGAAATATCTGATAGAGTTACA
+GTTATGAGAAGAGGAAAAACAGTTGGGACTTTAAAAACAAAAGAGACGAATGAGCAAGAATTAGCAAATC
+TAATGGTGGGTAGGGAAGTAGTACTGAGAATAGAAAAAAGCGAGTATAAACCTGGGGACGTTGTCTTAAG
+TGTTAAGAATTTGACTGTAGTAGATCAGCAGAATGTGACACGGGTTAAAGATGTAAGCTTTGAAATTAGA
+GAAGGAGAAATATTTGGACTTGCCGGAATTGATGGAAATGGGCAGCTGGAGCTGGTAGAAGCGATAATGG
+GATTAAGGCCTAAAAAATCAGGAAGTGTGTTCTTTTACGGCAAAGATGTAACCAATTTTTCTACAAGGCA
+GCTCTACAGGGAAGGGATTTCGTATATCCCGCAGGATAGGCAGGCAGATGGACTTGTTCTAGATTTTACG
+ATTGCAGAAAATTTGATCTTAAGAGAGTATAAGGACCCTACTTACTCTCGCCGTGGAGTTATTCAATATA
+AAAAGGTGTATGAAAATGCTGAGAAGAAAGTGAAAGAGTTTGACGTAAGGCCTCCTGAATATATGCTAAA
+GGCTCGCAATTTGTCAGGAGGTAATCAGCAAAAGGTGATACTAGCAAGAGAAGTAGGATATAATCCCAAA
+CTTTTGATTGCTGTGCAGCCTACAAGAGGTATGGATGTAGGAGCAATAGAGTATATTCACAGAAGGATAT
+TAGAGTTAAGAGATAAAGGGGCAGCTATATTTTTAGTGTCTTTGGAGCTAGAAGAGATAATGTCTCTATC
+TGATAGAATTGGTGTAATATACAAAGGACAGCTTATGGATATTTTAGATGGCAAAACTGCAACAAAAGAG
+CAAATAGGTTTGCTCATGGCAGGTTCTCGTTTTGATAAGACGACATTGGAGGCGAGATAATGAAAAATCT
+ATGGAAAGAACTTTATATACCGATTGTAGCTGTATTGGTGGCAATTATCATAGGTTCTATAATAATGCTA
+GCTACAGGATTCAATCCAGTAAAGGCTTATGTTTCCCTTTTCATAGGTGCATTTGGTAATTTAAATAATA
+TTGCTAATACTCTAGCAAATGCTGTGCCCCTTATATTGACAGGATTAGGTGTAGCTATTTCTTTCAAAAC
+AGGCCTTTTCAATATAGGTGCAGAGGGGCAGTACTGGATAGGGGCAATAGTTGCTGTGTGGATTGGTTAT
+AGTTTTTCTCTCCCTTGGTATATACACATTCCTCTTGCACTTATAGCTGCTATGATAGCAGGAGGACTTT
+GGGCGGGAATTGTCCCTGGTCTTGCAAAAGCCTATACTGGAGCTAATGAAGTTATAACCACAATGATGAT
+GAGCTATATTGCTATATATTTCAGCCACTTCTTGCTGGAATTTGGGCCTATGATGGAAAAAGGTAGTACA
+ATTCCCCAGTCTCCGCTTATAAAGGATAGTGCTGTTATACCATTTTTGATAAAAAATACTCAGCTGTCTT
+ATGGAATTTTTATAGCTCTTGCTGCAGCAATTTTTGTGTATTGGTTTATGTTTAAGACCACATGGGGATT
+TGAAATGAGGGCAGTTGGTTACAATCAGAGGGCTGCAAGATATGCGGGAATGAACGTTCCTCTTAATATG
+GTATTTGCATTGGGGTTGAGCGGTGCTTTTGCAGGACTTGCAGGAGCTGTTCAAATGCTGGGTGTCCAGC
+ATAGACTTTATGACAGCTTTACTTCCGGCTATGGTTATACAGCTATAGTGGTGGCTTTGCTTGCTAATAA
+TCATCCTATAGGAGTTATATTTGCGGCAATTCTGTTTGCAGCATTAGGTACAGGTTCTCAATACATGCAG
+CTTAATGCTCAAGTTCCTGGTCAGATGGCAGATGTTATAACAGGTTTGATAGTATTTTTCGTAGCAGCTC
+ACAGAATAGCTGAGGTAATAAAAGACCTGCTAGCCAGGAAGCAGAAAAAGGAGGTAAAAGCATGAAGGAG
+ATATTGTTAAATCCGCAACTTTGGGCAGCAACTTTGGCTATGGCTACTCCACTGGCACTGCCTGCTCTTG
+GAGGAACTTTTTCTGAGAGGTCTGGTGTTGTAAATATCGCAATGGAAGGAATTATGTTGATTGCCGCGTT
+TTTTGCTGTTATGTTTGCTCATATGACTGGCAATGCTTGGATAGGCCTTTTAGGAGCTATCGTAGTTGGT
+TTGATAGTTGCGCTTATATTTGCTTGGGCAGCTGTTAGTTTGACTGCTAACCAGATAATACTTGGTATGG
+CCATAAATATCTTTGCTTCTGGTGTTACGGCTTACCTTCTTAATACTATATACGGTTTTACTGGTACTCC
+TGTTGATACGCCTATGCTTCCAACAGTTGAGATACCTATTATAAAAGATATTCCTTTTGTAGGACATGTC
+CTAAGTGGTCATAGCGTCATAGTGTATTTAATGATAATAATTTTGTTCATATCAGATTATTTCTTGTTCC
+ACACAAATTTGGGATTAAGATTAAGAGCAGTAGGTGAAAATCCGGAAGCTGCAGAAACAGCTGGAATTGA
+CGTTATAAAGTTAAGATATCTAGGTGTCGCGTTAAGTGGTCTTCTTTCAGCGATGGGCGGTGCTTATCTC
+TCTATAGGAGCATTAAACAGCTTTAACCCAGATATGACGAGTGGAAGAGGTTATATTGCGCTGGCAGCGA
+TGATATTTGGAAAATGGACACCTTTTGGTTCTTTTGGAGCATCACTTCTTTTTGGATTTGCTACAGCCCT
+TAGTATGCAGCTACAAAATACTGCTTTTTCCAAAAATTTGATAATGATGTTGCCCTATGCTTTGACAATT
+CTTGCACTTGTAGGTATTGGAGGTAAGAGTGTACCACCTGCTGCTGATGGTGTGCCTTACACACCTAAAA
+AGTAAAAATAAAAGGGGCGTTTGTCATGTTATTGCCTGAGAAAAAGCCGCTGTATGAGCTTGCTTTAAAA
+AAGATGGAGGAACTTATAAAGACGGGACAATGGAAGGAAGGCAGTAAACTTCCTTCTGAGTCCCAGCTTG
+CAAAACAGTTTGGCATAAGCAGAGCCACTTTGAGAGAAGCTATGAGGATTCTGGAAGAGGAAGGATTAAT
+TGTAAAGCAGCAAGGGGTCGGTACTTTTGTGAGAAGAAAACCGCTCATAAAAAGCGGTTTGGAGGAGTTG
+TTCAGCGTTACTGCTTTAATTGAAAGGCAGGGAATGGTGCCTGGTACCAAAGATTTTACTGTGTATAAAT
+TGCCTGCAACTGAGAATGAAGCAAAGCATTTGAGGATAAAGCCGGGGGATATAATATACAAAGTAGAGAG
+AATTAGGACGGCTGACAATGTTCCTGTTGTTTACTGCATAGATAGATTGCCAGAGAACATCGTAGGAGAG
+TCTTTTACCGGATTTGAACAGTCAATTTTTAGTTATCTTGAGGCAGAGCATTCTATAAGAATTACTTATG
+CTATTTCCCACATCAGAGTTATAAAGCACGACCCTGTAGTTGAGAAAAAGCTCATGATGGACAAAAACGA
+TTCGATATTGCTTTTAGAACAAGTTCATTATGATGAAAATAACACGCCAATTTTGTTTTCGTCAAATTAT
+TTTAATGCCTCTAAATTTGACTTTTACATTGTCAGAAAAAGAACATTGTGAAAGTAGGTGTGTAAATGGA
+GTACAGGGACTATGAAAAACTAATAGAAATTGCAAAAGAAGCGAGGGAAAATGCTTACGCTCCTTACTCT
+AATTTTAAAGTAGGAGCTTGTGTGCTTACGGAAGATGGAAATATATACAAAGGATGTAACATTGAAAATG
+CATCTTTTGGTCTTACTGTGTGCGCAGAAAGGGTTGCCATGTTTAACGCCTATAGCGGAGGGGAAAGGAA
+GCTTAAAGCTATTGCCGTTGTAGCCGATACTGATGGACCTGTTTCGCCTTGTGGTGCTTGCAGGCAAGTT
+ATGATGGAACTGGGCGGAGAAGATATGGTCGTTATATTGAGCAATATGAAGGGTGACCATGCGATAATGA
+CTGTAAGAGATTTATTGCCAGGAGCTTTCACATCTAAAGATATGGAAAAGTAGTAATTCTATACTAACAA
+AAGAGGTGGTAAAATGCTGCAAAGAGTTATACTTATAGTCCTGGATAGCGTCGGAGTAGGGGAACTTCCA
+GACGCGTACAAGTTTGGCGATAAAGGGACTAATACTTTGGGGCACGTGGTAGAAAAGACTGGGATTAAGC
+TTCCTACAATGGAGAAGCTGGGGTTAGGGAATATCATACCTTTGAAGACAGTGGCTCCAAATCCAAATGC
+CATTGGTGCTTATGGCAAGATGGCAGAGAAATCCGCTGGTAAAGACACTACGACAGGGCACTGGGAAATA
+GCAGGGCTCATTGTAGAAAAACCTTTTCCTACTTATCCCGAGGGCTTTCCAAAGGAGATTATTGAAGAAT
+TTGAAAAAAGAATTGGAAGAAAGGTCCTAGGCAATAAACCTGCCTCAGGTACTGAGATAATAAAAGAGCT
+GGGAGAAGAGCATATAAAGACAGGCTATCCCATTGTATACACTTCTGCTGACAGCGTGTTTCAAATTGCA
+GCCCATGAAGAAGTCATTCCTTTGGAAGAGCTTTATAGAATGTGTGAAATTGCCAGGGAAATATTGAAAG
+GGGACCATGCCGTAGGGCGGGTTATTGCAAGGCCTTTTATAGGTTCACCGGGCAATTTTGTAAGGACAGC
+TAATAGAAGAGACTTTTCTCTCAAGCCTTTTGGACCTACTGTACTTGACATGTTGAAAGAAGCAGGTTAT
+CAGGTATATGCAGTTGGGAAGATAGAGGACATATTTGCAGGGCAGGGCATTACAGACAGCGTTCATACTG
+GAAATAATGACGAGGGCATTACGGCTACTATAGAGGCAATGGATGCGGTAAAGAAGGGGATTATTTTTAC
+TAATTTAGTAGACTTTGATATGGTGTATGGGCACAGGAATGATGTTAACGGGTATGCAAAAGCTTTAAAG
+CATTTTGATGAAAGGCTTCCTGAGATAATGTTAAGGCTTAAAGAGGAAGATTTGCTGATTATAACAGCTG
+ACCATGGCTGTGACCCCACAACTCCAGGAACAGACCATACAAGAGAATACGTGCCTCTTTTGGTTTACAG
+TCCTTCTATGAAAGAAGGTAGAAATCTTGGGCTGAGAAAAACATATGCTGATGTGGCAGCTACAATTGCT
+GAAATTTTCAACGTGGGTCCTATACACACAGGCACTTCTTTTTTAAGGGAATTACCTTTGAAAGTGGGGG
+TATAATTTATGAGAATGTATGACCTTATACTAAAAAAGAGGGATGGCGGTATACTCACCAAAGAGGAAAT
+AGATTTTATAATCTCAGGCTACACAAAAGACTACATTCCTGATTACCAGATAAGCGCTCTTTTAATGGCC
+ATATATTTTAGAGGAATGACTCCTGAGGAGACTTCTCACCTTACAATGGCAATGGCTTACTCTGGCGATG
+TACTTGATTTATCTAGAATAAAAGGAATAAAAGTGGATAAACATTCAACTGGTGGAGTGGCGGATACTAC
+TACATTAGTGCTTGCTCCTATGGTAGCTGCTTGCGGAGCGCCTGTTGCCAAGATGTCGGGAAGAGGTTTA
+GGGCATACTGGAGGAACGATAGATAAACTGGAATCCATACCTGGAATGAGAGTAGAGCTTTCTGAAGAGG
+AATTTATTGATAATGTGAATAAATACGGAATTGCAATTATCGGTCAGACAAAAAATTTGACTCCTGCCGA
+CAAAAAATTGTACGCTTTAAGAGATGTTACTGCAACTGTAGATTCTATTCCTCTTATAGCAAGTTCTATC
+ATGAGTAAAAAAATTGCGGCAGGAGCTGACGGAATAGTATTGGACGTAAAAGTTGGAAGAGGCGCTTTCA
+TGAAGGATTTGGAAAGCGCAAAAAAACTCGCAAAATTAATGGTGGACATTGGGAATTCTGTTGGAAGAAA
+GACAGTAGCTCATGTGACCAATATGGATTATCCTCTAGGGCTTGCAATAGGAAATGCTCTTGAGGTTTTA
+GAAGCGATACAGGTATTAAAAGGGCATGGGTCAAAAGACCTCCTGGAGGTTTGCATGTTATTAGGTTCAG
+ATATGCTGCAGATTGCAGGTATTGCCAAAGATGATAATGAGGCAAGAGCCAAATTAAAAGACGCTTTAGA
+GAGTGGCAAAGCACTTCAGAAATTCAAGGAGTTCATAAGAGCACAGGGAGGAGACGACAGAGTAGTAGAT
+GATCCAACCCTTTTGCCTCAGGCTAAATATGTAAGGCCGTGGATTGCTGACAGGGATGTGTATATAAAGG
+ATTTAATGGCACTAGATTTAGGGCTTTTGGCAATGAAGTTGGGAGCAGGCAGGGAAAGAAAAGAAGATAA
+AATTGATTTGGCAGTTGGAATAATGCTGGGTGGAAAGGTAGGAGAAGTAATAAAGAAAGGTGAACCCATT
+GCTACTATATATGCTAATGATGAAAGCAAAGCTGACTGGGCATTTGAAGAGATTAAGAAATACATCCTGC
+TTTCAGATGAACCAGTGGAAAGGCCTGTTTTAATATACGAATAAGCTGAGGGGGTTTTACACCCCTTTTT
+TTATTAAAATTTTTTCAATTTAAACCGATAAATAAATAGGAACTTTTTACAAAAATTTAGATGAAGGGGA
+GACGGCTTAATGGGAAAAACTATCAAAGCACAAATAGTGCGTTCTTTTGTAATTATCGGCATTTTGATGT
+TGCTATTATCTCTTACTGTCAATTTGGGTCTTATAAATACTCTTAACAATATTGAAAAGCTCAGGACCTA
+CGTTGTAAATCAAGTTATCAACGTGTCAAGTGCTCAAGTGCAGATTGCTGTTTTGAGCGGAAACATTCAG
+CAGACGCTAAATGACTACATGAATGGCAATGTAACTAATTTCTCAGTAGGAGCGCCTGTTACTTCTATTG
+AAACTTATGTAAATAATATACAGAACAGCTTAAACGACTATAAAAACACAAAAGTTTACGATTCTCTGAA
+TAAAAATCTTACAACTATTAAGCAAGCAGTTGAGGACTTGAAAAAAGCCATATCTGAACTGCCAGAGAAG
+TACAATCCTTCAGAAGACAGCGATAAAGTTGTAGCGGTGAGTTATCATCTTAATCATCTTCAGAGTGCCT
+TAAACGACTTTAGTTCTACATATTCTCAAGGCTTTTTGCCGTATTTTAATAAAATAATACAGGATAACAA
+GAAAAATTTTTATGTTTCTCTTGCTATAAGCGGAGTTATTTTACTTATACTTTTTGTCTATGCTACTGTA
+ATCATAAGGAAGTTGAAAAAGTATGCCGAGTTTATCAATTCAGAAATTTTAAATGCTGAAAAACAGTCGG
+AAGAAGTTGTAAAATACGCTTCTTACGTTCAGGAAAAATCTGAAGAGAATGCGAGGAATATAACTTCTTC
+CAGGCAGGGGTTAGAGGAGCTAGTCAATGGGATAAATATTATTGCAGGAAATGTAAGTGAAGTGGCAGAT
+TCTATGAATAAAGTTTCTGAAGTAAGTGAAGCTCTGTCGAGAGTTTCAGACAAACTCATGAAGGATATGA
+ATGAAGCTATGGAAAAAATAAAAGAGATAGAAGGGATTGTTTCAAAACAAGGGGAAGAAGTCAAAACTTT
+AATTAGAAGCCTGGAGGAAAGGCTTCACAGTTCTAAAGATGTGTCATGGCAATTGAGTGAATTAGAAGAG
+AAAATGAGCGGAATTAAAAACATTCTCTATTCTATTTCCAATATAGCTGACCAAACAAATCTTTTGGCTC
+TCAACGCTGCGATTGAAGCAGCAAGAGCGGGCGAAAACGGCAGAGGATTTGCTGTTGTAGCAGAAGAGAT
+AAGGAAGTTAGCTGCTCAGTCGACAGAAAGTGTTGACAAGATAAGTGAGATAATTGAGTCTTTGACTTTG
+TTCACTAAAGAGACGGTGGGAAATGTTATAGAAAATATAAATGAGTCTGTAAAAGCTTCTCAAGAAGTTA
+ATAAAGTGTTAGACATTTTTGAGCGTACAAAAGAAGGATTTGAGCAGGTAGCTGATATTGTGAGCGAAAT
+ATCTATCGCTGCAGAAGAGACAGCCTTAAGTTCTAGTCAGGCATTAGAGGCTGTAAAAAGTGTGATGGAA
+GCATCTCAAAACATCTCTGCGCAAGTGGAGGAATTGCTTGCTTCTTCTGAGCAGCTGCTTTCTGAGATAA
+ATGAAGTAAATGAAAACAATTTGAAAAATCTTGAAAGTATAAAGGAACAGGTAAAATACGCAAAGACTCA
+GGAAGAAAACATGCAAAAAATTGCCAACATAGCTTTACAGCTTTAAAGTTGACAATTAGGAATATATAGT
+ATAAAATTTTGTTAAACAGCGTGTAACCTAAAAGGGCACGAGCTGGCAAGGGACATTCCTTGCCAGCTTT
+TAATTTAATAAAAGGGAGTGAAGGGTTATGAAGAGAATTTTTGAGCTTACATTAAAGGATATTGAGGGTA
+TGGACAAAAACACGCTAATTGAGACCATTAAAAATTCGGAAGGCAGGACGGTAATGGCCGAAACTGTAAT
+AACAGTCCCGCCACTAATTTACGGAGTTTCTAATTTAGAATTAGCTGCAGCTTTTGGAAGTGACATGATT
+ACATTAAATCTTTTTGATTTCCAAAGACCTTTTATCTTCGGCATAGATGATGTTGGAGTAAATCTCTCAG
+ATGTAGCTGGGGCTTTAAGTATGATGGAAGAAATTGCATTAAAGAATGCTAAAGATACAGAATATGTAAA
+AAAGATAAAGAAAATTGTGGGGAGATTCATTGGAGTTAATTTAGAACCAGTACCTGAAGGAGTAAAGTAC
+GTTGAAGGTAGGAAGCTTACAGAAGAAAATTTGAAGAGGGCAAGAGAATACGGCTTTGACTATATAGTAA
+TTACAGGAAATCCTAATACAGGTGTCAATGAGACAACTGTAATACAGGGAATAGAGCTAGCCAAAAAGAT
+TTTAGGAGACAAATTGATGATTGTGGCGGGGAAAATGCACGGGGCAGGTTCAGGCAATATATACGATGAC
+AAAGTTTTAAGAGATTTTGTAAAGGCCGGAGCAGATTGCGTACTAATTCCAGCTCCTGGTACTGTTCCTG
+GTATTGATTTAGATCTCGCTAAAAAGCAGATTGATGCCATCCATGAAGAAGGTGCACTGGCAATGACTGC
+CATAGGTACTTCTCAGGAAGGAGCTCAAAAAAGCGTAATAGAGTATATAGCTATTCAATCTAAAATGGCA
+GGGGCAGATATACAGCACATAGGCGATGCAGGGTATTCAGGAGTTGCGTTTCCAGAAAACATAATGGCTC
+TTTCCATAGCTATAAGAGGGGTAAGGCATACTTACAGGAGAATGGCTTATTCTTTGAACAAGTGAAGACC
+TTTTTACCTCCTTTTAAAAAGGTCTTTTAAATACAAAAAACGGTTATTGACAAAGTTTAATACAAAGTAT
+ATAATAAAAGCGAAAACGAATACTATGCGGCGTGTTACTGCATAAGCAGGCATGAGCCGGTAAAGGTCGA
+GAAGACCTTGCCGGCTCTTTTGTTTTAATGCCTGAAAATAAATTAAAAGGAGGGTATTATATGAAATGGC
+TGGGAAGCCTTCAAAAACTAGGTAAAGCATTAATGCTTCCAGTAGCTGTATTGCCTGCAGCAGCATTACT
+TTTAAGGCTTGGTGCGCCTGATGTTTTCAATATCCCATTTATTATGCAGGCAGGTGCAGCAGTATTTGAT
+AATTTGCCTTTAATATTTGCTGTTGGTATCGCTATAGGCTTTGCCGAAGGGGATGGAGTAGCAGCTTTAG
+CAGCAGCTGTAGGGTATTTCGTGCTAACAAAAGGTGCTACTACAATAAACAAAGATATAAACATGGGAGT
+TTTAGGCGGTATCTTAATGGGTATAATAGCTGGATACCTTTATAATAAGTACCATGACACAAAACTTCCC
+GATTTCCTGGGATTTTTTGGCGGCAAGAGGTTTGTACCTATTGTGACGGCATTTGCAGCGATTGTATTAG
+CTCTCATAATGGGATATGTATGGCCGCCTATACAGAATGGCATCTATGCCGTAGGTGAATGGATTATAGG
+AGCAGGAGCTTTGGGAGTATTCGTGTATGGAGTATTGAACAGATTGCTCATTCCTTTTGGACTGCACCAC
+GTTATAAACAGCCTTGTGTGGTTTGTGTTTGGAACTTTTAAGACGCCTGCTGGTAAAATTGTGACAGGAG
+ACTTAAACAGGTTTTTTGCGGGAGACCCGACGGCAGGAATTTTTATGGCAGGCTTTTACCCAATAATGAT
+GTTCGGACTTCCAGCAGCAGCATTGGCTATGTGGGCAGCAGCTAAGCCAGAGCAGAGAAAAGTTGTATCT
+GGTGTGTTTATAAGCGCTGCTTTGACATCTTTCTTGACAGGGATTACAGAACCCATTGAATTTTCCTTCA
+TGTTTTTAGCGCCGGTGCTTTATGTAATACATGCCCTTTTGACAGGTCTTTCACTCGCTGTAACTTACGT
+GCTCGGGATAAAGAATGGATTTGGCTTTTCAGCAGGACTCATTGACTACATTTTAAGCTATGGAATTGCC
+ACAAAGCCTCTATTGTTAGTAGTAATAGGAGTAATTTACGGAGTTGTGTACTATGTAATTTTCTACTATG
+TTATAACTAAGTTCAACCTACCTACACCTGGAAGATTAGAGGAAGAAGCTCAAGACCAGTACAGAGATAT
+GTCTAAATCAGAAATAAGCGATGTAGCAGCACAATACGTGGAGGTATTGGGAGGTTCTGACAATATTGAA
+TCTTTAGAAGCCTGCATTACCAGGTTGCGCCTTACTGTAAAAGACGATACAATAGTAGATGATGAGAAAT
+TGAAAAAGTTAGGTGCAACTGGTGTAATGAGGATGGGCAAAAATGCTCTTCAAGTGATTGTGGGTACTAA
+AGCGGATTTGATTGCTCAAGAGATGAAAAAGCATATGAAGAAAAAATCTTAATGACAATTTTGGCGGCCG
+ATGGGGGCCGCCATCAAAGTTTTAGAAAATGGAGAAAGGGATGGTAGTGATGTTTGGACTCTTTAAAAGG
+AAAAAATACGTAGACGTGTATTCGCCTATGGATGGGATATTGGTAAAAATCGAAGAAGTTCCGGATCCTG
+TTTTTGCACAAAAGATGGTAGGAGATGGGATTGCAGTAGAACCAGCAAAAGGACTGGTTGTTTCACCGGT
+TGACGGTACTGTAATACAGCTTTTCCCTACAAAACATGCACTAGGCATCAGGACGAAGGAAGGATTGGAG
+ATACTCATCCACATAGGTATGGACACGGTAGAGATGAAGGGGGATGGTTTTGAAAGTTTTGTGTCAGAAG
+GAGATAGGGTAAAAATAGGTGATAAATTAATAACTTTTGACATAGAAAAGGTAAAGGAAAAACATCCGTT
+GACTTCACCTGTTATAATTACTAACGGCGATATAGTTGATAAAATTGAAAAAGTAGAAGACTCAAAAGAG
+GTGAAAGCGGGAGAAAGCAGAGTGATGAGAGTGTACCTTAAATAGAAAAAAGAGGGGTATGGGGATGTAC
+AGGGTAGTTAAGGTACTTAATAATAATGTGTGCATGGCCCATGACAAAAATGGTGTTGAGTGCATACTGG
+TCGGAAAGGGAATTGGATTTGGGAAAAGGCAAGGGGATTTAATAAAGGAAGAAAGCGTAGAAAAAGTGTT
+TTATGTGAAAGACACAGAAAATAAAATTAAATTTTCTGACTTGATGGAAAAGGTAAGAACTGATGTTGTC
+GGTATTTCTGAAGAAATAATTGCGATGGCAGAAAAAATAAAGGGGAAAAAATTAAACGAACATGTTCACA
+TCGCTTTAGCTGATCACCTTGCCTTTGCTATTGAGAGGATAAGCATGGGTATAGACATTAAGAATCCTTT
+TATAGCCGAAATAAAAGCTTTGTATAAGGAAGACTTTGCTATCGCTGAAAAAGCTTTAGAGATGGTAAAA
+GAAAGGTTAGGGATTTACCTTCCAGAGGATGAGGTAGGCTTTATAGCGTTGCACCTCCATGCCGCTGTAG
+AAAATGCAGGACTTTCTGTGACATTAAAAAACACTAGATTGGTTTCTTTGTTGGTTTCAATAATAGAAAA
+AATCTCTCAAGGAAAATAGACAGAGATTCTCTGGATTACCTGAGGCTGGTTACTCACTTGAGGTTTGCTG
+TGGATAGAGTAGCCAAAGGGATTGAGGTTGCAAATGAACTTCTTCCCACAATAAAGAGGAAATTCAAGAA
+AGCTTATAGGATTGCTGAAGAAGTGGCTAATGAAATTGAAAAGGAACTGGGCAAAAAAGTTCCGGAAGAA
+GAAAAAGGTTATCTTGCAATTCATATTCAACGTTTGCTCCCAAACTAAAAAAATAGTTTGGGAGCTGCAA
+TTTTTTATAATAAAAATTGCAAAATGCTATTGACTTTGATAAAGCTTCTGTGTAAAATAGGATGTAAAAG
+AGTATTTGAAGGGGGATCATATATGGCTTTCAAAAAAGACAAACCTGTTTACATTGTTGACACTACTTTA
+AGGGATGGTGAGCAAACTGCAGGTGTTGTATTTGCAAATAACGAAAAAATCAGAATTGCGCAAATGTTAG
+ATGAGATTGGCATAGACCAGCTGGAAGTTGGCATCCCCACAATGGGAGGAGATGAAAAGGAGACGGTAGC
+TAAAATTGCAAAATTAGGATTGAAGGCTAGTATAATGGCATGGAACAGAGCGGTTGTAAAAGATGTTCAG
+GAATCTCTTGAGTGCGGTGTAGATGCAGTGGCCATTTCTATTTCTACATCAGACATTCACATAGAGCACA
+AGTTGAAAAAGACAAGGCAATGGGTATTGGACAGCATGACAGAAGCGGTGAGATTTGCTAAAAAAGAAGG
+CGTTTATGTTTCTGTTAACGCGGAGGATGCCTCCAGGACTGATATGAATTTTTTGATTGAGTTTGCAAGG
+TGTGCAAAACAAGCAGGGGCAGATAGATTGAGATTTTGCGACACTGTAGGTTTTTTGGATCCTTTCAAAA
+CCTATGAGATGGTAAAAGCCATTAAAGATGCAGTAGATATTGAGATTGAAATGCATACCCATAATGATTT
+TGGTATGGCTACGGCAAACGCTCTTGCAGGAGTTAAGGCTGGGGCTAAATTTGTGGGGGTTACAGTTAAT
+GGACTAGGAGAGAGAGCTGGCAATGCGGCTTTAGAAGAGGTAGTCATGGCGTTAAAGTACGTGTACAAAA
+TGGATTTAGGTATTGACACCAGCCGCTTTAGAGAGATATCCGAGTATGTAGCTTTAGCATCAGGTAGACC
+ACTTCCTCCTTCTAAGGCTATTGTAGGTAAAAACGTGTTTGCCCATGAGTCAGGAATTCACGTGGATGGA
+GCTCTTAAGAATCCGTATACTTATGAAGTGTTTGACCCTCAAGAAGTAGGACTTGAGAGGCAGATAGTGA
+TAGGAAAGCATTCTGGCACTGCGGCTTTAATAAACAAGTTTAAAGAGTACGGGAGAGTTTTAACTGAAGA
+GGAGGCTAATTTGCTGCTCCCTCATGTTAGGAAGATGGCCATTCAATTAAAGAGGCCTTTATTTGATAAG
+GAGCTAATGTACCTTTATGAAGATGTGATTGTGAAAGGAAAAGCTAAAGCAATCTAAAAATAGGAGTGAA
+GAGGATGAATTTGACGCAGAAAATACTTCTGGCGCACCTTGTGGAAGGGAAAATGGCAAAAGGAGAAGAA
+ATAGCGATAAAAATAGACCAGACTCTTACACAGGACTCTACTGGAACAATGGCTTATCTTCAGCTGGAGG
+CTTTGGGAATAGATAGAGTAAAGACAGAGCTTTCTGTCTCTTACGTTGACCACAATACTTTGCAGCAGGG
+ACCGGAAAATGCTGACGACCACAAATACCTACAGACAGTCGCTGCAAGGTACGGAATATACTTTTCAAGG
+CCGGGAAATGGAATATGTCACCAGGTCCACCTTGAAAGATTTGGAGTGCCAGGGAAAACCCTTTTGGGTT
+CAGACAGCCATACGCCCACTGCTGGTGGGTTGGGGATGTTGGCGATAGGAGCAGGAGGACTCGATGTGGC
+TTTGGCAATGGCAGGAGAGCCTTATAGAATTATAATGCCTGCTATTGTAAATGTGAGGCTTAAAGGTGAA
+TTGAATCCATGGGTTTCGGCGAAAGATGTGATACTAGAGCTTTTAAGAAGACTTACTGTAAAAGGAGGCA
+TAGGTAAAATCTTCGAATATTCGGGGGATGGAGTAAAGACTCTGTCAGTGCCAGAAAGGACTACAATAGC
+GAATATGGGTGCGGAATTGGGGGCGACTACCTCCATTTTTCCTTCTGATGAAAGGACTTACGAATTTTTA
+AAAGCTCAGGGTAGAGAAGATGTATTTGTGCCTTTGAGTGCGGATGAAGATGCGGAATATGATGAAGTCA
+TAGAGATAGACCTTTCTGAATTGGAGCCCATGGTGGCACTTCCTCACAGCCCGGACAATGTGGTTAAAGT
+GAAAGATGCTGGAAGGCCCAGGGTAGATCAGGTGGCGATAGGGTCCTGCACCAATTCTTCTTATATGGAT
+TTGATGAAAGTCGCTTCTATTTTAAAAGGGAAAACTATACCGGAGCATGTGAGCCTTGTAATTGCACCAG
+GTTCTAGGCAGGTTTTGACTATGCTTGCGAAAAACGGTGCTTTAGCAGACCTTATAGCGGCTGGAGCGAG
+AATACTTGAAAGTGCTTGTGGGCCCTGCATAGGAATGGGGCAAGCTCCTGCTACAGGCGCCGTTTCTGTG
+AGAACTTTTAATAGAAATTTCTATGGGAGAAGTGGGACAAAATCTGCATATGTGTATTTGGTAAGTCCGG
+AAGTAGCGGCGGCAGCCGCGCTTACAGGGTATCTTATTGACCCTAGAGAACTGGGAGAACCACCTCAAGT
+GCCACTTGTTGAGAGATTTGAAGTAAATGACAATATGATTGTAAAGCCGCCAGAGGATGGGAAAAACGTA
+GAAGTGATAAAGGGGCCAAATATAAAGCCATTTCCATTGAATACGCCCCTTTCCGATATAGAAAAGAAGG
+TGTTGATAAAGGTAGGAGATGACATTACAACAGACCACATAATGCCTTCAAATGCTAGACTTCTTCCTTT
+GAGGTCTAATATACCAGAGCTTTCGAAACATTGCTTTGAAATAATAGACGAAAATTTCTCAAAAAGAGCG
+GTTGAATGGGGTGGAGGGATAATTGTAGGAGGACATAACTATGGTCAGGGTTCAAGCCGCGAACATGCAG
+CTTTGGTGCCTCTTTACTTGGGGGTTAAGGCGGTTATAGCTAAATCTTTTGCAAGAATACACAAGGCAAA
+CCTCATAAACAGCGGAATTCTTCCTCTTACTTTTGTAAAAGAAGAGGACTATGAAGATATTGATATGGGA
+GATGTGCTAAAGATAGAGAATACAGTGGAGCAGGTGAGAAGTGGAAAAAACATTATTGTAAAGAATTTGA
+CTAAAGGAAAAAGCTTTGAGGTAAGACTGGAAGTTTCTGATAGAAATCGGGAAATCCTCATTGCAGGTGG
+AATGATAAATTATGTAAAAAGTAAAAATAAAACAAATTGAGGCACCTCACCAAAGAGGTGCCTATTTTTA
+AATCGGATGAGAGGAACCGTCCCCTCTGTCTGATATTTTTCTTGCGAAGATTAAATATCCTGTGTGCCCT
+ATCATGAGGTCTTCTGGCCTTAGCCTTTCAGGGTTTATTTTGTACTTTCTAAGGAGGATTTCACTGACTT
+CAATGGTATAAAATCCGCTTTTTTCTAATGCCACAAGCGCTTCTGAAACTTGATTTGTGGTCGGAACTAA
+TATTCCTAAATGCCCGCCAAGCTTTAAAGCTCCACTTACTTGTTCTAGCACTTCCCAGGGTTTTCTAACG
+TCTAAGAAAAAAGCGTCTAACTCTTTTTCTTCAATTCCATCGGAGATGGATTTATTGTACATAATGACGT
+TGTCGTATTCGCAAAACTCATCAAGATTTTTTCGGGCAAGTTTGAAAAATTCCTCTCTTTGTTCATAAGT
+ATATACTCTTCCATGAGGACCTACCAATCTAGATAAGTAAACGGTAAAGGCGCCGGACCCAGTTCCGGCT
+TCCCCAACTCTTTTGCCCGGGAAAATGTCTAACCTCATGGCAATGTAACTTCCCTCTTTTGGGTATACAA
+TTTGTGTCTGCCTTTTTAGAGAGTACATGATGTAATCAAAGGTGTCGCACTCAAGGAGATAATATTTCTC
+TCCCTGAATCTCAAAGCTTGTGCCGGGCGCAAGCTTAGCTAAAAATTGGACATCTACCTGCCCTTTTGGA
+AGTCCTACTTTGCCAGATGAAGTTATATCTACTACTTTTTTAAAATTGTCAGGTCCAACTATAATGCGCT
+TATTATGTATTGACTTCACCCTTTCATTCCCCCTTTTTCTTTAAAGGGTACACATGTCTATATTATAACA
+CAAATTTTAAAATATGTTTTCAAAAGTGGGTTTTTCATTTTCAGGCACGTATTTAAGAAGCATTTTTACA
+GTTTTAAGCTGTGCCATGCTCTGGTCCCTATTCTTTGACTCCACAAAACTTTTCAATTTCTCCATATTTA
+TTTCAATCTCATCTATTTCCCTGTGCTCTACTAAAAGAGCCCATTTCCTATCTATTTTTTTCCATTCACT
+TTCGGCTTTTTCCACCCAGTCCTTCGCTTTTTCCCAATCACCGCTTTTTATGTGATCTTCGACTTTTGAA
+AGAAGACTGTCAATTTTCTGAGAAGTGCTGTCTAAATATTTAATTGATGCAAAGTCTAGAAAAAATATAA
+AAACTAGGAGGAAAACCACTAAAGGGGTGACATATCTCATTTTATCCCTCCTTCTTATACACTGTCAGCA
+CTTTGTTAGAGTCAAGGGAGGCAAATAATACTTCTTTCACACTTTTTATGTTCCAAATTTTAAGCTGCTC
+ATCAAGCCATGCAAGGTCAATGCCTGCTTTTTGCATATTCTGATGCATAATTCTTCCGTCGATTATTATA
+GGAAGGGGCAACCCTTCGTACTCAGGTGTTATATTCAAATCTTTTGGAGTAACAGGTCTTTTATCACTTT
+TAGGGATGACACTCAGACTCCCGTTTGTTTCTAAAATAGCATATTCCACATCTGCTATATTGGGATAGCC
+TTTCACTCTAAGCTCTTCTAACAGGTCGTTTATATTATACCTTTCTTTTTGAAGCTGTGAAGTTAAGATC
+TTACCCTTTTCAATTAAAATTGTAGGGGTGCCGCAGATTATAACTCTGGCTCTTAGGCTTTTCATTGAGA
+GGTACGAAAGGACGAGCTGGGATATTAAAAGAGTGAGGACAGGTATAATACCTGCGACAAGAGGTATTCC
+CTTGTTCTGCATTGGTATTGCTACCAGGTCTGCTATCATTATTGCTACTACCAGTTCATAGGGCTGAAGC
+TGTCCTATTTGCTGTTTTCCAGAAATTCTCATAAATACTACCACTAGGGCATATAAGATTAGTGTGCGGA
+AAAAAAGTATTAGCATGTTTTCACCCTTTCCTCCTTTTCATATATAGTATTTATGGCATTTTTCAGAAAT
+ATTCACTTACATTTAATTCATTTTATGGAAAGAAAATTCGTTAAAATTTTTTTCGCAATGTAAAATTTTC
+AGTGGTAACGTTTTATAACAAATTATGATATAGAATGTAAATTTACAAGCTGTTATAATATAGATGAGGG
+ATAATAAAAATAGGGGTTGAAGAGGGATGTATAAACTTCTTGTCAGTGATGCAGATGGGAGCTTGTTAAA
+TAGCAATTCGGCGATTTCTGATCGAACTAAAGAGGCTGTGAGAGAGGTGATATCGAGGGGAGTCATTTTT
+ACAATAGCGACAGGCCGGATGTTCTCCTCTATCTTGCCCTATGCTGAAGAGTTGAAAATAAATGCTCCTG
+TTATTTCCTATAACGGCGCTCTTATAAAAGACATATACACCAAAAAAGTGTACTATTACAATCCCATTCC
+TTCCGAAGATGCCCTGTTTGCCATAAAGCTTCTGAAAGAAAATGGATACCATATAAATTTATACATTGAT
+GATGAACTTTATGTGGAAGAAATAACTGATAGAGTAGAGTGGTACCTTTCTTTTAACAACAATGTGAAGG
+TAAATCCTGTGGGAGACCTCATGGAGTTTTTGATGGACACAGGCAGTGTTACGGCTAAGATTTACGCTCT
+AAATGACTTAAAAAATCCCGTCTCCATAGATGCGAGAGTGTATGATGAAATATCCAAGAAGTTGACCATT
+TCATCTTCCGGCGGAGGTCATTTAGAGATAAATGCTAAAGGTGTGAGCAAAGGAAATGCTCTTAAAACCC
+TTGCCAATATGTACAACATAAAAAGGGAACAGGTAGTGGCGATTGGCGACAATTTGAATGATCTTTCTAT
+GATAGAATATGCAGGGTTGGGGGTTGCAATGGGTAATGCCCCGGATATCGTAAAGATTAAGGCTTCCTAT
+ACAACTTTATCAAATGATGAAGATGGCGTTGCTCACGTCATAGATAAATTCTTTTTGAACAGAAAAACCA
+TAGCTGTGTAGTGACAAAAAAATAAAACAGGGAATATGATATATTACCGCAGTGCGGTAATATATTTTTT
+TATTCCCAGGTGATAAAATATGGAAGGGACGGTTATAAAACTTATTTATCTGGTTATACTTTTTATTGGG
+GCACTTTACTGTTTGTTTTCTTTTCTCCCCCTTTTTGTAGAATTAGATTCCATCTTTCATCAGAAGTCTT
+TAAAAAAATTCATGAAAATGAATGAAAAAAATTGAAAAATCTATTGACAAAATCTCTAAGAACAAGTAAA
+ATAACATAAAGCGAAAACGATTAAGCCTGGGAGTGATAGGAATGGGTGCAACTATAAAAGATGTAGCGAG
+AGAGGCGAAAGTTTCCATTGCTACAGTTTCAAGAGTTTTAAACAACAGCGCTGTTGTGACAGAAGAGACA
+AGACAGAGGGTTTTAGAGGCAATAAAAAAGACGGGTTACAAACCCAATGCTCTTGCAAGAAGCTTAAAGA
+TTCAAAAAACTCACACTATTGGTCTTATCATACCCGACATTTCAAGCACCTTTTACCCTGAGGTGGTAAG
+AGGTATAGAGGACATTGCTGCAATGTATAATTATAATATCTTCTTGTGCAACACCGACCAGAAAGAAGAT
+AAAGAAATAAAATATATAGAAATTCTGGGAGAAAAGCAGGTAGACGGAATTATATTCATGGGGGATGTAG
+TAAGAGACAGCGTAATTCAAGCTTTTAACGAGTTTAAAGTGCCGGTAGTGCTTGCAGGCACACAGGACAA
+AGAGAAAAGGTATCCCAGTGTAATGATTGACAATGAAAAAGCCGCCTATGATGCGGTGAAATACCTCATT
+TCCCTTGGGCACAAGAAGATAGGAATGATTGCAGGTTCAATGCAAGACCCAATAGCAGGTCTTCAAAGAA
+TAGAAGGTTATAAAAGGGCTTTGGAAGAACACGGCATAAAATATGACCCTGAGCTCGTAGTAGAAGGCGA
+ATTTAAGACGAGGAAGGCATATCTTGCAATGCTTAAACTTCTCGAGCACAAAGTTACAGCTGTTTTTGCG
+GCTTCAGATGACATGGCTGCAGCAGCTATAAACGCTATATTTGACTCAAACTTAAGGGTTCCTGATGACA
+TACATGTGGTGGGCTTTGATAATACCTATATTTCCACGATTTTCAGGCCTACTATAACTACAATACTGCA
+GCCTGCCTATGACATAGGAGCTGTTGCTATGAGACTTTTGACAAAGCTTCTGGGCAAAGAGCCAATAGAA
+GAGATGCATGTCATTTTGCCTCATCAGCTGATTGTAAGAGAATCTACGGGATTTAAAGAAGGAAGTAGCC
+GATGAGGCTATTTTTTTTATTCGCCTTTATGATATACTAGATTTTGGGAGGTGAAATTGGTGGAGAGATT
+GCTTATCATAGATGACGAAGAAATGTTTGTTAAGGGATTGAAACTTTCTTTAGAAGAGGAAGGATTTGAA
+GTGGATGCGGCTTACGATGGGGAGGAGGGGCTTGAAAAGGTCAGAATAGGAAATTACGACCTGGTTATTC
+TTGATATAATGCTTCCTAAAATGGATGGTTTCTCAGTTTGTAGAGAAATAAGGACTTTTTCAAACATTCC
+AATAATAATGCTTACTGCAAGGGGAGACGATGTGGATAGAATTGTCGGGATAGAAATAGGAGCAGATGAC
+TATCTAGCAAAGCCTTTCAATACTCGAGAGTTGATTGCAAGAATTAGGGCTCTTTTAAGAAGAGCGTCAA
+ATCCCTATGTGAAGAAAAAAGAAGAGATAAGAAGGGGAGATTTGTATATTAACATTCCTGAGAGGGCAGT
+TTACAAAAGAGGTAAAAAGATTGAGCTCACAAATAAGGAGTTTGAAATACTAGTGCTTTTAGCTTCTAAT
+CCCGGCAAAGTGTACACAAAGGATAAGCTTTTAGATCTCATATGGGGTGTTGATTTTTATGGCGATGCGA
+ACACAGTGACAGTGCATGTGAGGAAGCTCAGGGAAAAATTAGAGGATGACCCTGCTAATCCCCAGTACAT
+TTTTACCAAATGGGGAGCGGGATATTACATGAAATAGGTGATAAAATGAGTTTGCGGTGGAAAATTTTTT
+ATTTGTATTTGACGATAATGATAATATCTTTGGCTGTCACAGGACTTTATCTTTACAACTACATTGAAAA
+AAGCTATTTGGACAATTTAAAAATAAACAATTCGATGCAGGCAAACATGGTGTCTAATTTTGTGTCTCGC
+TTTGTGGGGACCCCCTCCTCTTATCTCATTGAACCTACTATAGTTGAATATGCCAAGCAGATAAACGCCC
+GCATTCTTTTTACTAACATAGACGGAAGGGTGATGGTGGATTCTGCCCCTTCTAAAGAGTTTGAAGGGAA
+AAGCATAAAAATGTATCCAGATATAAAAGAGGCGCTAAGCGGAAAAAGTTCCACCAGCATTCACAACATA
+AGCGGTGTAGGGTGGGCGATGTACACAGCTGTTCCTGTCATTTCAAAAAACAATGTGGTAGGTGCTATAT
+TGATTTCTTCCTCTATTGACAATGTGATTGACCTTTTAAATTCTATAAAATACAGGATGATATACACTTT
+TTCAGGAATTGGGGTGTTAGTAGGTTTTTTAAGCCTTTTGGTGGCATCTTTCATCACAAATCCTCTGAAG
+AGGCTTACAGAGGCTGCAAATATTTTATCTCAAGGTAAGCTTGATTACAAGGTAGATGTAAAGAGTAAAG
+ATGAAATTGGCAAGCTGGCAAATGCTTTTAACAAGATGAGCTACAGTTTAATGAAAATAGATGAAGAGAG
+GAAAAGATTTGTGTCCGATGCCTCCCATGAATTAAAAACGCCCCTTGCTTCTGTAAAGGCCTTGATAGAA
+TCCTTGATAAACAGCAGAAGTCAGGATATAGCCTTTTATAAAGAAATACTTCATGATGTAAACGGTGAAA
+TAGACAGAATGACAAGGCTTGTTAACGATCTGCTGGAATTAGCACGACTTGACAAGATAAAATCGCCTCG
+AATAAAGAGGGTAGAGGTTTCAGAAGTAATATCTGATGTAATAGATAGCCTTGCACCTCTTGCAGAATCG
+AAGAATGTGAATCTTACATTCAATGGCAAAGAAAAGGTTTTTGCAGAAGTAGATCCGGACAGATTTTATA
+GGATGGCGTACAATATTGTAGAAAATGGCATTAAGTACACTCATGAAGGTGGAAATGTATTAGTGGGCCT
+TGACGAAGATGAAGATAATATCTACCTTGCGATAAGTGACAATGGAATTGGCATAAGCGAAGAGGTGCTT
+CCCAAGATTTTTGACCGCTTTGCCAGAGGAGATACAGCAAGGTCTAAAAAGAACGGGGGCTTTGGTTTGG
+GGCTTGCTATTGCCAAGGAAATTATTGATATGCATGAGGGAAAAGTCACTGTTGAAAGCAAGGTAGGGGA
+AGGGACGACTTTTAAAATTGTGCTGCCCAAAAGGAAGAATAAGGAATATTAATTTTTCTTAATAATTTCT
+TTATATTTTTTTAATCATTGGAAAAGAGGAAAATGGTATTATTGAATTAGAAACAAAAAAGATGAGGTGG
+GGAAGGGTGAAAAAATTTTCTTTAGCTGTTTTTGTTTTGCTTGCTGTCATTCTGATGGGAGGGTGTATGG
+GGAATTTAAACGCAAAAGATGATAATCCTCCCATAAATCCCAAGCCTTTAGCTCAGGAGGTTTTAGAAAA
+TCAGACAAAAGAAGTTTCGCTTTACTTTTTAAATGACAAATCAAACAGCCTTACGATGGAAAAAAGATTC
+ATACCAAAAGATGCGGATGTGCTCAAACAGGTTGTGCTGGAACTCATAAAAGGACCCAATGAAGAGTATT
+CAAGACCTATATTTCCAGCAGGTACCAGGCTTTTGTCAATTGATATGCAGGAGGGCACAGTTTTTGTCAA
+TTTTTCTAAGGAATTTTTGCAGGAAGGCGATGATGAGAAAATTGATAAATTAAGAGTGGCAGCTTTGGTC
+AATGCTCTGACGGATATACTGGGAGTAAACAGTGTGCAGATTTTAGTAGAGGGAAACAAAGTAGAGCAGG
+TAGGAAAGTGTAAAATTGGTCTAGAACCATTAAAAAGGATCATGGTGGTAGGAGATGTGTACTACAATCC
+GGAGAAAATAAAAAGGTTGCAAGAGAGGGCTGATTTTGGCAAAGAAGCTTGGAGATTTGACCCGCTTCAA
+GTTTTGAGAAAAGAAGGTGGAATTATAGGGCTTGGAGAGCAGGACGAGATAGCTTTGAAAGAGGAATTTA
+GCGGAAAAGCTGTAGCAGAAGTTGTACACGACGGGAAAGTGTACAAAGTAGAGCTTATACAGCCTTTTGG
+AAAGGGCAGCAACTATATATGGCTTATACACAAAGTTACCCCTTTATTTACTCCAATTCCAGATACAGAC
+CCTACAAAGGGCGAGACCTTCATATACGGTAAAGTTAAAGCCATAGATTATGAAGCGAGAGTAATCACTA
+TTGAAAGAGAGTATCAGGACGCTCGAGATTTAAAAAACGAAGTGGGACCAGAGATAAAAGTACTTCCACA
+CGCTATAATCCACTTTTTAGCAAAAGTAAGCTATACCCCTGATTCAGGGGTTAAATATGCGGAGAAAGAT
+ATAAGTTTAAATAGGATTAAAGTGGGGGATGAGCTTGGCATAATACTGACCAAAGACAAAGAAGCCAGGG
+CGATAATAGTTTCTGACCCCAGCTTAATTCCTTATGAACCTAATATAAAGGTATTATCTCCTGCTAGAAA
+TGAAGCGGTGTCAAGTCCTTTTAAAGTGATAGGAAAGGCGAGGGTTTTTGAAGGCGGAGTCAACATAAGG
+CTTATTGACAACAGCGGCAATGTATTGAATGAAACTTTTGTTCAGGCTAGTAATTCTGCCCCATCGTGGG
+GAGATTTTGAAGCCATAGTTTCCTATAAGCCTTTAAAAGAGCCTAGAAATGGCCTTCTACAGGTATTTTC
+TATAAGCCCTCAGGATGGGTCTATCCAGAACCTTGTATCTATTCCTTTGAGATTAAAATGATAGGCTTTT
+TGAATATGAAGCAATCAGTATTCCATTGGCTATTGTTTCTGCAATTTCGTAAATAAATCCGAGCCTTATT
+GAATTTAAATCTTTTGCGTGGAAACTATCTACTATTCCTACTATTGAGAGGTCTCCGACCGGAGGTAGGA
+TTTTCCCTACGCCTTTGCCAGGATGTATTGGAGATTTCTTTATAGATATTTTGCCTATATTTTCTTCTTC
+TCCTAAAGAGGCATCCACAGCAATTATTTTGCTGTAAGGATGCTTCTTTTTTATGTACCTTAAATTTTCT
+TCTAAATTTATAGCGTGTACAGGATTTTTCAAGGTCCCGTACACGTAGTAAATAGGCGGTAAGGACCCAG
+AGATGAGGTTTCCCACTATAGGGCCCAGGGAGTCAGTTATAAATCTGTCTGTTCCAATGCACAAAAAGAC
+TGTTTCGGGGAGCAGATGACGGCTTAAAAAATTAGCTATTTGAAAGGAAGCTTTTTCTTCATTATACCTT
+AGTCTCAGCTCTTCCATTAAGATCCCCCTTTGCCCGATAATCTGAATTAAAACTAATTTTCAAAGGAATA
+ATAGAAATGTGGCTATCAAACTTTAGGAGGTATTTCTGATGAAAGGATACAAAAAGTTTTTGACAGCAAT
+TTCTGTGGCGGTTTTAATTGCTGCTACTACAATATTTATGTTTAAAACTTCTTTGAAAGAACAAAATACC
+ATAATTCCTGAAAAGACGGGGATTTTATCGCAAAGTGAAGTTAAATTTTTAGTGCCCCAAGAGGACAGGG
+AAAAAGAAGAAATAGAACTCATGAAAAAAGAGATTAGAGAGAAAAACAAAAGGCTAAAAGTCAATGAAAA
+AATAGCAGAAATTGAAAAAATGTTAGATGATGGGCAGAGGGAGAGAGTAGAAGAAATTTTAAAAAAGTTA
+GGAAATGATAGGGTGGAAGAGATAATAAAGCTAGTTGAAAAAGGGATAGATGGAAAAGGGAATGAAAAGA
+TACTGGCAATTTTAAGAGAAAGGCTGACGCCTGAAGAAATAAAGTACATATTGGAACTGGTAGATAAGTA
+CTAATCCCCCTTCTAATTTGAAGGGGGATTTACTACTCTTTTAAATTGGTATTTTATATCTTTTCCGTTC
+ACCATCACTGAAACGAATCCAAAATCATTGTATATGTCGTTGTTATTGCCCGATACATTTGTTCCATAGG
+TTTCCACGTACCTTATTCCCTCCTCTAAAGAAGTGTAAAATTTCTTGCTGCTGTTTGATATGACCCAAAC
+ATTTTTCCCAGTTTTTTTGTGAAATTCTTTTAATGTTTCTTCGAACAAAGACGCTTCTTTATTATCCTTC
+AAGCCCTCATTTCCCCAAATTGGTTTAGACAAAAGTATAAAGAGGTTGTCTCCTTGTATGTTATTAAGCT
+GGTCTTTAAACCATGTCCACTGGTTTGGATCTGGCTTTACAAAAGTGCCGTTTCTATTGTTTAATACTAT
+AAAGGTGGAGTTTCCGTATTCATATCTTTGATATTTATCTCCTACGGCGATGTACCTTGTTTTCAAATTA
+GCAAGAGCCCTTTCATTTATATCTCCTACAAAAATTGCCAATGGATATTCCTTATTAGCGGTATCTACGG
+CTTTTAAGGAGATTTGAAGCTTTAGAAGAGTGTTGTACTTCGTGTCTCCAAAAATCATAAATTTAAATGA
+ATCTGAAGTATTATTGACAGCAACTTCTTTATTGTCTGGGTCAAATTGAGTGAAGTCAGTCTGAGGGACT
+AGGTTAGAATAATCAAACTCCGACCCTTTTCCTGCTTTAACAGGAAGCAGCGCAGTTTTATCAAGGACTT
+TTGCTACGATTGCACCACTTGAGTCAAAATTAGCAGATGTAAATGTTCCGTTATTGTCTATAGTACCTAC
+GTTATTGTAAATTTGCCATTCAATATCAATTGGGTCTATTAAAGCTCTATATCCTTTTACATCTTTTCCA
+AAAAGTTTTATACCAATTTTTTTGTTTTTGTCTAACACTATCTCAGAAGGCTTAAATTCTAATACTGCAG
+GATTTTCTAAAACGGCAATTTTAATGGTTGAGGTTACCTCACCTACTCTTGCCACAATAGTGCCTTCACC
+TGTGCTTAAAGGAATGAAATAATTTCCCTCGAACCTTCCTTCAACTCCAGTTACAGAAAATTCGACCTCA
+TGAAGTTCTACCGGAATAGGGTTGTAGTTTTCATCGTATCCTTTTACCTTTATACTTCTGTGCAATCCTT
+TAAACACTTTATTATCTTCGACTTCTAATTTAAGTCCATATAGATTTCCCTTAGGAGCAGTGCTAAAGAC
+GGCTACCCCGTTGGGCACTTTTCTTTCATAAGAATTAGGAGAATAATTGTAAAGTACAGCTTCTGTTTCC
+CCCAAAGGTCTTACTGCCATCTGAGTGGAACCGCCCCCATCGAGGTTTAGAGCATCGTAGGCTCCTAATG
+AAAGCATAAGACTTGCTAGCTCTTCTTGAGTCATTCCTCTGTAAGGAGGACCGTCCACTGTCACCATAAG
+CACATACCTTTTATCTTTTGTATACCCAATAGCTGTTCTGGCAGCATATCCTTTTATTTCATGGGTGAAT
+GGGTATATTTTCCCGCCTTTTACCAGTATTGTCCCTCCGCTTACAGCCATTTTTATATCTTCAAAAGGAG
+GATTGGTAGTTATATCCTTCTGAATTTTATCCCCTGGGCTTAGCCTAAGAAGGAGATTGCCTATATCCCC
+TGATGCAGCCAGAACATATCCTCCTTCAGGTATTTCAGTGGAAGGCTGTCCCTGTCGAACTTCTATTACG
+GTATCATTTTGGTCTACTACTACCTCTACAAGTTGCGGCACATTTTCATTAGCACCAGGAGAAAATCTAT
+ACCAGTCTCTTGTGTACATTACCGTGTACTGAAAAGTACTGCTTATTTTATTTATCGCAGCGAGGAATAC
+AGTGGTTCCATCAGGTAAAGTTATTGACATTTTCTTTGTCCAGTAATCTATATAGGGTGTGCCTGTTTTG
+TCAATATAGAAAGTCGCCATTTTACCGTTTGAAGCAGGGTCTGTTATTAAATTTCCGTCTTTGACTGTTG
+CACCTATCACAAATCCCGTTTTTGTATCAAAGAAGTCACCATTTATGGCTGCTACAGCTCCATAAGAATT
+TGCCATTTCTCTTATAGGCATCCTTTCCTTTATGCCGGAGGGGCTAAAAATGACAGAAAGGTCCAGATAA
+GGGTCTTTTAAGTCAATTTTTAAAATGTTTATATTGATAAATCCTTCAGGGGTAAAATAAAGGAGGTTTG
+TGTGAGTGACTCCTTTAGTCACTATTTGTGTCTGTTCCTTTGATTCTAAGACAGTATAAGCTGCCTTTAC
+ATTTTCCACTGAAAATGCGATTACCAGCAGTATGATGAGGATAGAAATTAGCTTTCTTGAGAATATTTTC
+AATTTTCTTCCTCCTTTGTTGAATATATTTTCTTCTACAGGTGAATTATACCACAGGTATATTACAGTCG
+TGTTACACAAATATTAAGATTTAATTAAATTTGGCGCATTCTTTAAAAAGAGGGAGAATAAAAGAGTATA
+AGCGAGGAAAATGGCTGTTTTTAAGGTTTTATACCTGTTGTTTAAATTCAATTTTTTTATTATAATTTAT
+CTTGCTACTGCGGTCGGGATGTAGCGCAGCTGGTAGCGCACGTGCTTTGGGAGCATGGGGTCGGGGGTTC
+AAGTCCCCCCATCCCGACCAGTGTGGTCGTGTAGCTCAGCTGGGAGAGCACCTGCCTTACAAGCAGGGGG
+TCATAGGTTCGAGTCCTATCGCGACCACCATTTCAAACTAAATAAAAGCGTGGAGGGATACCCAAGCGGC
+CAAAGGGGGCAGACTGTAAATCTGCTGGCGTATGCCTTCGATGGTTCAAATCCATCTCCCTCCACCATTT
+TTAATTTATGAGACCTTTTTAAGGTCTTTTTTATTTTACCTTATTGACTTCAAAAAAGAAAGTAGTATAA
+TATTTTTTAGAAACTAATTTTCTCATGATAAATTTTTGCAAGGGGGAATTTTTATGAGAGAGATGACAAA
+GAAAAACTTACTGGATGCTTACGCAGGAGAAAGCCAGGCTCACATGAGGTATCAAATTTTTGCTGATGTG
+GCAGAAAAAGAAGGCAAGCCTAATATTGCCAAACTTTTCAGGGCTATTTCCTATGCAGAACTGGTGCATG
+CCACAAATCACTATAAAACCCTGGGCGAAGTAGGGGACACAGTAAAAAATTTAGAAAAAGCGATTGAAGG
+GGAGACTTTTGAGGTAGAGGAGATGTATCCTGCGTATAACGCTGTTGCAGAACTTCAGCAGGAGTCAGGA
+GCCAAAAAAAGCATTCATTATGCTATTGAAGCAGAAAAGATACATGCAAAACTTTACGCTGAGGCAAAAG
+AAGCAGCATTAAAAGGGGAAGACTTAAAAATTTCTAAAGTGTACATATGCCCTGTATGTGGATATACATC
+AGTAGACGTGCTTCCAGAAAAATGTCCTATCTGCGGGGTGCCAAAAGAAAAATTTGTAGCCTTTTAAAGT
+GCGCTTTTTAGCGCGCTTTTTTGTTTTTACAAAAATATTTGACATACCTTGTAAAGTGTGATATAGTAGA
+CAGCAGAAAATTTAATAACACGCTCTTATCAAGAGAGGTGGAGGGAAAGAGCCCGATGAAACCCGGCAAC
+CTGTCCTTTTAAGGATAAGGTGCCAATTCTCTCAGAAGATTTTTTCTTCTGAAAGATGAGGGTATGCCTC
+TTCTTTTAGAAGGGGTTTTATTTTGCTCTTAAGGAGGGAAGAAGATGCGTAGACTCTTTACTTCTGAGTC
+AGTCACTGAAGGGCATCCTGACAAGATCTGTGACCAGATTTCAGATGCCATTTTGGATGAAATTTTAAAA
+AAAGACCCTTACGCCCGCGTGGCATGTGAGACAGCTGTAACTACCGGCTTGGTTCTGGTAATGGGAGAAA
+TTACTACAGAGTGCTATGTGGACATTCCCAGGATAGCCAGAGACGTCATAAGGGATATAGGCTATACCAG
+AGCAAAATACGGCTTTGACGCAGACACCTGTGCTGTAATCACTTCCATTGACGAGCAGTCTCCAGACATT
+GCCATGGGAGTGAATAAGGCTTTAGAAGCAAGAAGAGGAGAGCTGACAGATGCCGAAATCGAGGCAATTG
+GCGCTGGAGACCAGGGCCTCATGATAGGCTTTGCCTGCGATGAGACAGAAGAGCTCATGCCAATGCCCAT
+AATGCTGGCTCACAAGCTGGCCAGAAGATTGGCTGAGGTCAGGAAAAACGGCACATTGAGCTATCTAAGA
+CCTGATGGAAAAACTCAGGTGACAGTAGAGTACGAGGAAGACAGGCCTGTCAGAGTCGACTCTGTTGTGG
+TTTCAGCTCAGCATGCTCCTGAGGTTGACCATGACACGATAGAAAAAGACATAATTGAACATGTGGTAAA
+TGTGATTATTCCTGAAAACATGATGGACAAGAACACTAAAATTTTTGTGAATCCTACTGGCAGGTTTGTG
+CTAGGAGGTCCCCAAGCAGATAGCGGCCTTACAGGGAGAAAGATCATAGTAGATACCTATGGTGGATACG
+CAAGGCATGGAGGCGGCGCATTTTCAGGGAAAGACCCAACAAAAGTTGACAGGTCAGCAAGTTATGCGGC
+AAGGTATGTGGCTAAAAACATCGTAGCGGCAGGTCTCGCTAAGAAATGTGAAGTACAGGTGGCGTATGCA
+ATAGGTGTGGCAACACCACTGGAGGTTGAGATAAACACATTTGGGACAGGCAAAATTTCTGATGAAAAAA
+TATCAGAAATTGTAAAGAAAGTTTTTGATTTAAGGCCTGCAGCCATAATAAGAGATTTGGATTTGAGAAG
+ACCTATTTATAGGCAGGTTGCTGCTTATGGCCACTTTGGAAGACATGACTTGGACCTGCCGTGGGAGAAA
+ACAGATAGAGTAGATATATTGAGAAAATTAGCAGGAATATAGTTAAAGCCCGGGTTTTGCCCGGGCTTGT
+GGCGTTTTTTATATATTTTTTGTAACGCCAGAGATTTTTAAAACCGCTCCGCTAAAATATATTATACATT
+AGTTTTGACAAAAATAAAAGGCCTAAACCCTTTATATCCTCCTCTAAATAGGTTAAAATTAAGTTGTAAA
+ATATCTTTAACGGGTGGAAAAGCCATGGTAGAAATAGAGGGTGTAGTAGAAGAGATAATCTTTAGAAACG
+AGCAAAACGGGTATACGGTTCTGGAATTGGATATTGAAGGGGATATGGTGACTGCTGTAGGTGTAATGCC
+CTTTGTTACGGTGGGAGAGAGAATAAAGGTGCAGGGGGAATGGGTAGTCCATCCTGATTACGGAGACCAG
+ATACGAGTTATCAATTACCAGACTCTTTCTCCCAATACCCTGGAAGGGATAGAGCGCTTTTTAGCATCAG
+GCCTGATACCTGGGATTGGCCCTGTCACCGCGAGAAAGATTGTAGAAAGATTTGGGCTTGACTCTCTTCA
+TGTTATAGAGACAGAGCCTCACAGGTTGAGGGAGATAAAAGGTTTAAGCGATGAGAAGATAAAGAGAATA
+AGTGAAGCTTATGAGATGCAGAAGGGAATAAAAGAAGTAATGGTGTTTCTACATCAATTCGGGATTTCTA
+GCCATATGGCTATAAAAATATACAAAGAATACGGGAATAATGCAATAGAAATCATCAAGCAAAATCCTTA
+CAGACTTGCTGATGACATATTCGGCATAGGATTTAAGACTGCTGACAAAATTGCGGAGAGCTTGGGCATT
+GACCCGCATTCCACATACCGCATTTCTGCAGGGGCAAGGTATGTTTTAATGCAGTACGCTGCAAATGGGC
+ACACCTATGTGCCAAAAGAACTCTTAAAAAAAGAAACTGCCCAGCTCCTCGAGGTAAGCGAAGAAGAAGT
+GGAGGATGCTTTTGTGCTTTTAGCTCAAAATGAAAAAATACACATAGAAAGGTTTGAGGACGAAACAGTA
+GGGGTTTATTACATCCCCTATTATGTGGCAGAACTTCATACTGCAGAAAGGCTTTTTACAATGACAGTGA
+CCCAGTGCGAAGACCTCAAAATAGACGTGCAAAAAGAAATAAGGGATTTTGAAAAAGAAGCAGGAATAGT
+TTTAGAGAAAACTCAAAAATTGGCGGTAGAAGAAGCCATAAAGAATTCGGTCGTGGTCATAACAGGAGGA
+CCTGGCACGGGTAAGACTACGATTATAAACTGTATAATAAGGATTTTTGAAAAAGCCAATAAAAAAGTGG
+CCCTTGCTGCTCCTACAGGAAGAGCGGCAAAGAGGATAACTGAAGCAACGGGAAAAGAGGCAAAGACCAT
+TCACAGGCTTTTAGAGTATACCTATACGGAAGAGGAAGGGAAAGGGTTTAATAAAAACGAAAAAGATCCT
+TTAAAATACGATGTAATCATAATAGATGAAGCTTCTATGGTGGATATTTTGCTTATGAATGCTCTTTTAA
+AGGCTATTCCTGCCGGATCAAGGCTTATTCTTGTGGGAGATGCTGACCAGCTCCCATCTGTTGGAGCGGG
+AAATGTTTTAAGAGACATAATAGACAGTGGAATTGTAAAAGTGATACGGCTAAAAGAAATATTCAGGCAG
+CAGAAAGAGAGCCTTATTGTAGTAAATGCCCACAAGATAAATAACGGCGAATATCCTACCTACAATGACA
+AAAATGGAGACTTCTTCTTTTTAAGCGTAGCTACACAGGAAGACATGCTAAAGACAATACTAGACCTTGT
+GACTAATAGGCTTCCTAAAGCTTATGGCTTTCATCCGGTTAACGATATTCAGGTCCTTACTCCCATGAAA
+AAGGGAATAATAGGAGTGCACAATTTAAATATAGAACTTCAGAAGGTCTTAAACCCTCCTTCTAAAGACA
+AAGCAGAAAAACCAATGAAAGAATTTACTTTTAGAGTCGGTGATAAAGTGATGCAGATCAAGAACAACTA
+TAGAATGACCTGGAAAAGAGGGCATGAGGAAGGAGAAGGAGTTTTCAACGGTGACATAGGGATAATCCAG
+TCAATAGATGAGGAACTTCAAGAAGTTACCGTGTATTTTGACGACGAAAAAGTAGTGACTTACGATTTTT
+CCGATTTGGACGAACTTACCTTATCTTACGCTATCACAGTTCACAAGAGTCAGGGCAGCGAATTTCCTGT
+GGTGATAATGCCAGTGACATACGGACCTCCTATGCTTTTAACCCGCAATCTTCTTTACACAGCTGTTACA
+AGGGCAAAAAAGCTGGTGGTTTTAGTAGGGCAGGAGAAATATTTAAAATTTATGATTGACAACAACAGGA
+TTTCTAAAAGATATTCAGGACTTCTTTCCAGGCTAAAAAAGACCTTGATTTACATCCAATAATTTATAGA
+AAAGTGTAAATTTTAATTTATTTGTGCCGATAACATAATTGAAAGAAGAAAGCGATGAGGGATGTATAAA
+TGACTTTTTTGGACCTGCTTTTTCCTCCCAAGACCAGTTGCATTGTTTGCAATGCCTCTATAAAAAGTGG
+ATACTTGTGCGATAGGTGTAAGGCATCTCTTGAAATTATCAATGGCAAAAGGTGCAGAATATGCGGCAAG
+CCCCTTAAAGAAGGAGAAATATGCAGTGATTGCCTCAAAACACCGCATTATTTTAAACAAAATGTAAGTC
+CATTTGAATATGAGGGCGTGGTAAAAGAACTCATAGGAAAATTTAAATATTTCAATGAAAGGCACTTAGC
+TTCATTTTTCGCCGATTACATGGCTGATGCAGTAAAAAATATGGGCTGGAATATTGAAGTCATAGTTCCC
+GTTCCACTTCACAGGATAAGACTTGATGAAAGAGGATACAATCAGTCTGAACTTCTGGCAAGGGAGCTTT
+CTTACAGGCTCAATATCTTCATGTCAAAAGCTCTAAGGCGGGTTAAGAATACCACAACTCAGACTGCTCT
+TCACAGAGAGGAAAGGATGGAAAATGTAAAAGGGGCTTTTAAAGTTACATATAAAGATACAATTGAAGGG
+AAAAATGTTCTTTTAGTGGACGATGTTTTGACAACAGGGGCAACCCTTGACGAATGTGCGAAAGCATTGA
+AGGAAAATGGGGCAAAAGAAGTTTATGTTGTCACTATTGCAACTGGCAGGATGTGATGGGGATTATATAA
+AAGGGGATGAAAATTATGGAAATAAGGAATTGCAAGCGGTGTGGAAGGCCTTATATCTATACGGGAAAAG
+ATTTATGCCCTGTGTGTTATCAGCAGGATGAAGAAGACTTTTTAAAAGTTCGCGATTATCTGGACCTGCA
+TCCTAATGCCACAATGCTTGAAATATCTCAAAATACTCAAGTTTCTGCGAAAAAGATAATGGATTTCTTA
+AAAGAGGGCCGCCTCATACTTTCGCCGAGCAATGTCAACATAGGCTTAAAATGTGAAAGGTGCGGCAAGC
+CAATACTTAGCGGAAGATTTTGTGATGAATGCAAGCTCGAGCTTGCGAAGGAGCTCACAAAAGGGTATGA
+ATCTAAAACAACCAAAGATGAAGATGAAACGAAAGGTGAGAGGTTGTATGTATACGATACAAAGAAAAAG
+AAAAAATGATGCGAGATTAAACTTTTGCTTTGTTGAGTCGATATTAATGGTAGTACGGGGGTGTTGAGAA
+TGAAAATCTACAATAACAATATTGATAAAATAATGTCAATCTATAGAGTTAACTCAATAGAGAAGGTAAA
+GCCTAATAAATCGGAAATAAAGGATAAAGTAGAAATTTCAGAAGAGGCTTTAAAACTTGCCAAGAATTTG
+AGCCAGTTTGAAAAAATAAAAAATCAAAAGATTGAGGATATAAAGTCAAGGCTTAGCTCAGGTACTTACA
+ATGTTAAAGCTGAAGATGTGGCTGACGCCATCATCAAAGGTGTGCTTCTTAACAAAAAAATTTAATTTTA
+AGGATGTGCGTAAAAATGAATGCGAGTGAAAGGCTTTTAGGCCTTCTAAAGGAAGAAATGGCAATATATG
+AAATTTTACTTGAACTGGCGACAAAAAAAACTGACATAATAATCCATGGGAAGATAAAAGAGTTGGATGA
+GACTGTGCAGATGGAGAGAAATTTCATAAAAAAGCTCGTCGAATTGGAAGAAAAAAGGGAAAACACTTTA
+AAAGAGATGGGTAAAGGAGAAGGTGTGACTATAAGCGAGGTTATAAAAACTCTTCCTCTCGAAGAAGCTA
+TGGAGTTTAACAACGTTAAGGAAAGATTGAGCGCTGTTTTAAAAGAGTTAGGCGAGAGAAACGATTTGAA
+CATGGCTTTAATTGAGCAGGCGCTGGAGTATGTGAATTATTCTATCAAGGCTATATCGGAAGCTTTAGAG
+GAAGACAAGGGCATTTATGGGGAAAAAGGAAGCTCTAAGGGCTACACCAGTTTAATTGACAAAAAGGCAT
+AGGGGGATAGATATGTCTACTTTCCAGGGACTTGAAATAGCCAAAACGGGCCTTTTTGTAAGCCAGAAAG
+CGCTGGAGGTTACAGGACACAATATAGCTAATGCCAATACACCTGGTTATACAAGACAAGTAGTAGATAT
+GGCTTCAATTGCTCCTCCTACTACCTTTGGAATGTATGACCAGTGGGGCAAGGCTATAGGCGAAGGCGTA
+AAAATTGTGGACATAAGGCAGATACGCGATCAATTCTTAGACAATCAGTACAGAAGAGAGAATAAATTCT
+TAGGAGAGTGGGAGACAAAGGCAGAAGTTCTCTCTGCAATTGAAAATATATTCAATGAGCCATCAAGTAG
+CGGCATAACAGCAGTTTTAAATGATTTTTTTAACTCTTTACAGGAGCTTTCAAAAAATCCTGAGAGTTTG
+ACTGTCAGAGCAGAGGTAAGAGAAAGAGCGATAGCCCTTGCAGATACTTTCAACATGGTTTACCAGCACC
+TTTATGACAAATTAAACGAATTAAACTCTACAATACAATCAAGAATTGCTGAAATAAACTCTTATGCTGA
+AAGGATAAGCAGATTAAATGGAGAAATATACAGATTTGAATTATCAGGACAGGTAGCAAACGATTTGAGA
+GACCAGAGAAACCTTTTGGTGGATCAGCTTTCAAAATTAGTAAACATAACGACTTATGAAGATGCCAATG
+GCAATTTCAGAATAGATATAGGCGGGCAAGCCCTTGTAAGTGGCACTACTGCCTTTACAATGTCTATGGA
+CAAAAATGGTAATGTCATATGGGACCTCACAGGAAGTCCTGTCAACCCTTCAAGCGGCGTATTAAAAGGG
+CTTTTGGATATGAGAAATGGGGACGGGGCAGACGGCGTAAAAGGAGTACCCTATTATATGGAACAGTGGA
+ACAAGCTGGCTTACAACATAGCAGAAGCTATAAATAAAGTGCACAGCCAAGGGTATGGCTTGGATGGAAG
+TACAGGAAAGCCCCTTTTTGGAGGTTTTGATACATCTCTCGCTTATGATAAAACCACTCCTTATGCCCAA
+TTAATAAGAGTAAGTAGCGACATACTAGCATCAGATGGCCTCTTAAAAATAGCTGCTGCAAAAGACCCTA
+CCGCTCTTCCCGGTGATAATAGAAATGCCTTGGAACTTATAGTATTAAGAGATAGACCGCTTGATGGCCT
+TGATAAAGCTACTTTTGATGACTTTGCCAGGTCTTTGATTTCAAACCTGGGTGTAGATGCAGAACAGGCT
+AATGTAATGAAGAAAAATCAGGAAGTTATGGTAAAGCAGATAGACCTAAACAGGCAGTCTGTTTCAGGCG
+TATCTTTAGATGAAGAGATGACGAATATGTTAAAATACCAAAAGTCCTATGCCGCCTGTGCAAGAGTGAT
+AACTGCTATGGATGAGCTTATAGACACGGTCATCAATAGAATGGGAATAGTTGGAAGGTAGGTGCTTTGA
+ATGAGAGTCACCCACAATATGATGATATCTACTTTTTTGACTGACTATTATAACAACCTTGAGAGGCTTC
+AAAAAGGCCAGAATATGCTCTCATCCGGTAAAAAATTTACAAGACCTTCTGATGACCCTGTCGCTGTAGC
+TACAAGCTTGAGGATTAAGACAGACATGGCAAGAAATGACGCTTACACAAAAAATGCAGACGATGCAAAG
+TCCTGGCTGGAGATTACAGACAGCGCTTTATCCCAGCTGGGAGACCTGCTTCAAAGGACGAGAGAGCTTG
+CTGTTGAAGGGGCGAATGGAACTCTCACGCAAAGTGACATGGAAAAGATTGCTCAGGAAATAATGCAGTT
+GAAAGCCCAGATGGTGCAAGTGGGGAATACGCAGTATAATGGAAGATACATATTCGCAGGGTTTAAAACC
+GATACAGCTCCTTTTAGTGAAACTGCCAACAGTTACAGCGGTGATGACAATTTTATAGAGTTTGAAGTGG
+GACCCGGTGGGAATAAAATGGCTGTAAATGTGCCAGGCAGTAGGCTTTTTGATGTAGTAGGAGGGACATC
+TAGGCTTCTTCAGATGATGGATGATTTAAAATCTGCTTTAGAAAATGGAGACCATCAGGCTGTAAGCAGC
+ATGATAGCTGATATAGATAAACAGCTGGAAAATGTTTTATCTGTTAGAGCAGAAGTAGGTGCAAAGTCAA
+ACAGAATAGACCTCATACAAAATAGGCTTCAAAATGATAATTACAACTTTACGGCGCTTCTTTCAAAAAA
+TGAAGACGCAGACATGGCAGAGGTTATCACAAATCTCAAGATGGATGAAAATGTGTATAGGGCATCTCTG
+GCTGCAGGTGCCCGCATAATACAGCCCAGTTTAATAGATTTTCTAAGGTGATGAGGATGAATATAGCGAT
+ACACCAGACTTTTGGCAGGATAGGGATAAAGACTTATCCTGCCCAAATTTCTATAAAAAGTCCTAAAGCC
+GATCTTGAGATAAAGCAAATACCTGCAAAAATGGAAATAGAACAAAAGCTTCCCCAAGTTCGGATAGATC
+AATATCAGTGTTTTTATGAGTCGGGGCTTAAAAATATCTTTGACCTTGTGCACGATGAGGCAGAAAGGAG
+TAAACAAATAGCTTTTGATGCTATAGGCAAAATTGCTGAAGATGGGGATGTACTCGTTTCTATAGAAACT
+CATCAGGATGCAATTGTAAAATTGAGTGAAGAAGCTATGATCCAGGAAGTAGATTTTAATGTTGACCTTA
+TGCCAAAATCAAGGCCTAAAATATGGTTTGAAGGATATTTAAAGATAAATTGGGAATTGGGTGGTGTAGA
+AATAAAAGCAATCCCTCACAAGCCTATAATATCTGCAACACCAGCTCATGTAGAAATATACCTAAGGCAA
+TATCCTTCGATAAAAATAGAGTATGTAGGAAATCACGTTGATAAGAGGATATGAGTTTAAAAGAAAGTGA
+GGAATTTAGGATGGAACTTAATACAAAAAATTTTGGAATTATCCATTACAATGAAGAGGATGTCATTTAC
+TTTGAAGAAGGTATTCCAGGTTTTGAAGAATTACACAATTTCTTGATAATTGGCGATGAAGAGGAAGATA
+TGCCTTTTAAATGGCTTCAATCAATAGATAACCCTGACATAGCCTTTGTAGTTATTGACCCCAGAGTTTT
+CAAGCCGGATTATACTTTTGAAATTGATGAGGAGTTAAAAAATTTTCTGGCGGTAGAGGATGTAAATCAC
+CTTTTAATATTTGTGATTGTGGTAATCCCCGAGAAGATAGAAGAGATGACTGCCAACTTGAAAGCTCCTA
+TAATTATAAACGCTGAAAACAACAGAGGAGTCCAGATTATACTGGATAATGATAAATACCTAATAAAACA
+TCCTATACTGGAGGAGCTTAAAAATGCTTATTCTCACGCGTAAAATAGGTCAATCCATAATTATAGGGGA
+AAATGTAGAAGTAAAGATAGTAAGTATTGAAGAAGGGAAAGTAAAACTGGGGATTACCGCTCCAAAAGAA
+GTGACTGTATTAAGAAAAGAACTCATAGAAGTAATGGATGAAAATATAAAGGCGGCAAGTGTGAGCAAAG
+AGGCTGTGAAGGAGATAGAAAAATTTATTAAAAAACGCTAAAGTAAATCAAAAATATATCGATATATATA
+GTGAAAACAAAAGATAAACAGTTGGCGCCAACTGTGAGGCAAAATCAAGGCAGGGATGCCAAAATAAAAA
+TTCAAGGAGGAAGGGTAGTATGATTATCAATCACAACTTAAGTGCTTTAAACGCATGGAGAGCACTTTCA
+ATTAACAATTTCAACACACAAAAGGCATTAGAGAAACTTTCATCAGGTTACAGAATAAACAGAGCTGGAG
+ATGACGCAGCAGGATTGGCAATTTCAGAAAAGATGAGAGGGCAGATCAATGGGTTGAATCAAGCTATAAG
+GAATGCTCAAGATGGCATATCTTTAATTCAGACAGCTGAAGGTGCTCTGAATGAGACCCATGCAATACTT
+CAGAGAATGAGAGAACTCGTAGTACAGGCAGCAAATGATACGAATACTGATGTAGATAGAGGGAATATAC
+AAAAAGAGATAAACCAATTAAAAGCAGAAATTGATAGAATAGCTTCAACGACACAATTTAATACAAGGAC
+ACTTTTAGATGGCAGCTTATCTACAACAGGTGTGACATTCCAGATAGGAGCAAATGCTGCACAGAATATG
+ACATTGACAATAGGTAAAATGGATACAACTACTCTTGGTGTTGATACCTTGGACGTTTCAATTTCTACAC
+TTTCATCTTCTGATATAGCCGCATGGCTTACAACTATTGATAATGCTATTAACAAGGTATCACAACAGAG
+AGCAGATCTTGGTGCTGTGCAGAACCGCTTAGAACACACAATAAACAACTTGGGTGTTGCAGCAGAAAAC
+CTGACTGCTGCAGAATCTCGTATAAGAGATGTAGATATGGCAAAAGAGATGATGGAATTCACAAAGAACA
+ACATACTGCAGCAAGCTGCAACTGCAATGCTAGCACAGGCAAATCAGCAACCGCAGACAGTACTGCAATT
+GCTCAGATAAATGTAAGGGAGGCGATGCCTCCCTTAAAATTTATTAAGTGTGGAATTACAGGAGGAAATT
+TTTATGCCAACGTCTTGGTACAACGTAATACCGGAAATATTGAGTTTAATCGAAAAACATAAACCTCGTA
+GTATTTTAGACGTAGGTATAGGTTTTGGTAAATATGGAGTTTTGATAAGGGAAGTGTTAGAATTACCCTA
+TGAACGATACGATAAATTAAAATGGCAGCATAGAGTTGAGGGAGTAGAGGTCTTTGAAGGATATAAAAAT
+CCTCTTCATACTTATGCTTATGATAAAGTGTATTATAGCAATATTTTAGATGTAATTGATAAACTTCCAC
+AATATGATGTAATATTGCTTATTGATGTATTAGAGCATTTTACAAAAGAAGAAGGTTATCTTTTATTAGA
+TAAACTGCTTGAACATACCAAAAATTTTATTTTAATTTCTACTCCATTATACCCCGATATTCAGAAAGAT
+TATGAAGGTAACCCTCATGAAGAGCATAAAAGCAGATGGTCAATAATTGATTTTGTAGATTACGATTATA
+GCTTTAAACTTATTCCTATTGGGAATAATGGTGCACAACTATTTACTATTTTTCCTACAGCACAAGGTGT
+TAAAGAAAAGATTAATACTCATCTATATACACAAATCATTGAAAACAATTCTTTAAATGCAAAACCCAAA
+TTAAAAATAGGTTATTTATTACCTCACAAAAATTTGACAGGCGGTTTAAAAATGCTTTTAGAGAATATGA
+GATATATGAAGAAAAGAGGTCATACAATTTGTGGTTTTTTGAAAAGCGATACAAATGATGATGTAATTCC
+TAATTGGTATAGAGATATTGAAATAGATGAAAAAATAATATTACCACATAAAGACAGTTTCTCTTATTAT
+ATAGAAGATTGCGATATAGTAATTGCTGGTTGGTTGGGACAACTTATAGAATTAAAGAGGAACAAGATTC
+ACGTAATATACTGGGAGCAAGGGAGTGAATGGTTGTTTGGTGATTATAGAGATTTGTCACCAAATTCAAA
+AATCAGAGAACACTTAAAAGAGTGTTTTTCTTCTGATGTAACTTTTGTGAGTGCTTCACCTTTAATTGCA
+AAGGTATTGAAGGTGAGGTATGGAAAAGATTCGACAATAATTCCGAATGGCATTGACACGACTTTTTATT
+TTCCGAGGAAAAAAGAAAAGAGTAGCCAAGATATTTCTATTTTGTTAGTAGGTCACCCGTACCTTTGGTT
+TAAAGGTTTTGAAGTGGCTCTTATTGCGTTGGAGATGGTGTGGAGAAAAGGATACAGATTCAACGTAAAT
+TGGGTATGTCAAGAACTACCTAATGTTAAAAATCTTAGCTATCCCATTAATTTCATTAAAAAGCCAAGTC
+AAGAAGAATTAGCTGAAATTTATAGAAATTCTGATATGCTAGTGTTTACATCGTGGTATGAGGGTTTTGG
+TATGCCACCTCTTGAGGCTATGGCATCAGGTATTCCTGTGATATCCACTAGGTGTGGGGGCGTTGAAAGT
+TTTATAACTCCAGGAGTAAATGGAATTTTAGTGGAACCAGGAGATATAGAGGGAATTGCATATGCTGTTA
+TGGAATTAATAAAAAATAGCAAATTAAGAGAAATTTTAGCTAAAAGAGGTAGACAAACTGCTTTGAATTT
+TGATTTTGAAAAAATTACAGAAATGTGGGAAACGGTGCTTTATAAAGTGAAAGGGGATGCTTAGTATGGA
+TCTGAAAGACCAATTCAAAATGTTGTATAAAGAAATTTCTCCTTCAACCCTTTCCCTTTGCCTTATCACA
+AAAAATGAAGAAAAAAATATATCTCGCTGTATAAATAGCGTAAAAGACATTGTAGATGAAATAGTTGTGG
+TGGATACTGGTTCTACAGACAGAACTATTGAGATTGCGAAAAGTTTTGGCGCAAAAGTGATTCAAATAAA
+GTGGGAGGATGATTTTAGTAAGGCTAGAAATACAGCTATAGAAAGTGCTACAGGAGATTGGATTTTATTT
+CTTGATGCTGATGAGGAGATAAAAAAAGAAGATGTGAGCAAAATAAAGTCTTTGTTGTACGATGACACAG
+TTGAGGCTTATCTATTTAAATTTGTTAACTATGCAGGTTCCAGCATCAACAGTGGACTTACAGAAATAAA
+TTATAATTACAGGTTATTTAGAAACAATGGAAAGTTAAAGTATATTTATCCAGTTCATGAAAACTTAAGA
+AATATAGAAGAGAATAGGCCTCCCATTGCTAAAAAGGCAGATGTGACTATACTGCATTACGGATATCTCG
+CTGACATAAGAAAAGAAAAAAATAAAAGCGAACGATATATAAAACTGATTTCTAAATACTTGGAAAGTCA
+TCCGGAAGATAAATTTCAACATGCTAATTTAGCAGTAGAATATTTTAATATTGGAGACTATCAGAAAGCA
+TTAAAGCATTTACTAATAGCCACTAAAGGTATGGATGTAAATAGTGTAAATGCTACAAGGCTTCTAAGGT
+ATCTGATAGGATGTTATATAGGGCTAAAAGATTACAGTACCGCTCTTAAAATTATAAAGGACGCAAAAGA
+TTATTATAAGGACATTCCAGATTTTAGTTTTCTTGAAGGGCTTATGTATATGGATCAAAAGAGGTACGAA
+AAAGCTATAGAGGCTTTTAAAGAGAGTCTTTCAATTGGAGAATACGATGGATTGTTTATAACAATGGGGG
+GCACGGGAAGTTACCGTGCTAGGTATATGATAGGTTTGTGTAAAGAAAAATTAAATCAATTAAATGATGC
+AGTAAAAGAATATATTGAAGTATTAAAAGAAAATCCCAATTATCAGGAAGTATTTATAAAGCTTTTTGAC
+CTTTTTATAAAAAATGAACCAGTACAGGAGGTTTATAAATTTTTCAGTAAATATGTAGATGTGAGTTCTC
+CTTTAAACAATGCAATTTTGGCTAGGCTATATATAAGTGTTGGTCTATATGATGCGGCTAAAAGCTATTT
+GGACAATATAAATATGGATTTAGAAGGTTTAAATACATTAAGAGGAATTGTATATATGGGGATGAAAAAA
+TATGAAGAAGCTTTGCAATACTTTGGGAACGAATATGGAAAGTCACAAGAAGAGGCCAATTATTACAAAG
+TGTTGTGTCACATTATCTTAAATCAAATGGAGGAAGCCAAAAAAGTATTGTGGGAATTACCCGATTCTTC
+AGATAAGAAATTGTATATGAGTATAGTAGGAGAAATGAAAGCAAAATTTGAAGAAATAAAAGAAAATTAC
+TTTAATTTGCTGGATTTGCTTATCAAATTGCAGGAATTTGACTTATATAACAAAGTTCTAGCTATGTATG
+TAAATAAATTTGGAAGAGAAGATTACGAAAGATATGGGCAATTGATGATAAAATATGAGTTAGAGGATTT
+AGCTGTTGAGGCTTATATTAAGGCTGCAAACCTAAACAGTCAAAATCCTGAAGTGTACAGATATCTTGCT
+GAAAAAGCTTTAAAACAGGGTATGTACGAAGAGGCTTTGTCTTTGGCGATGAATGCATTCAACCTTGATA
+CAATGGATGTTGATAATTATGTAACAATTTACAAGATATACCGTGATATGGGTAACTTAAATGAAGCTGA
+AAAAATCAATTTGGTAGTAAAAGAAATTTATCCAGAAATAGACCTTGCAAGTAGAGTAAATGGCGGGTAA
+AGCCCGCCAATTTTAGTTTCTTAGCAAAATTAGACAAATGGTATTTACACACAAAATGCTGCTATAAGAG
+GAACTTTGTTCGCAATCTTAAAAGGTGAGAATTTTGCTTAACTCTTTTTTTGCAAAAGCCGATATAATAG
+TTGAGTCCAATCCTCCTGAAAGGAGGGATAAAATATTTGTAATTTCTGGGATTTGCTTTGCTATAGAATC
+TTTTACAAGGTATTTTACTTTTTCAATAGTCTCCTCCATAGTGTCTGTATGAGGATTGCTTTGAGGGGAC
+CAGTATTTATATATATGAATTAGGCTGTTTGGATTAAATTTTGCATACTAAAGCTATTGCTAAAGTTTCT
+TCACCCAATTTTTTACAATTAATTGACTTTGGCTTTGAGTATTTGTTACAATTATTGTTCGGTGGCCTAG
+AAGATTTCTAATCAATTTTTAATCTTTGTCTGGTATAATGATATTAGGCTTTCGCAGGAGGAAATAAGAT
+GAATAAAGTTATAAAAGAGTATTATTACGAGGAAAATGAGATTGCAGAGAAGATAAAGGAATTGAAGAAA
+AAATTAAATGAAAGCGACTTACAGGCTCCAAAAGTTTTGGAGCTTAGTAGAGAGCTGGATAGATTGATTG
+TGCTTTACATGAAAGGGCAGTGGCAGGCAAAACAAGAGTGAGTTTTGTCTGCCCTTTATTTTTATGTAAA
+AAAATTTAAACTTTTTAAAATACATGACGATATTTATAGTAGCAGAAAGGAGTTGGTTCACAAAGGATAA
+ATATTTTCACTGTAGGGGGTAATAACAGGGATGTTGCAGAGTATAAATAATGCGAATCTAGCACAGATTC
+CTTCTTCAAATTTTAAGAAGGAAAGCGTTCTTGTGGATGAAATTAAAACAGTGAAAGATATTCTGAGCAA
+ACCTGTGGATGAAGATAAGCTTAATAGAGAGCTTAATAAGGAAAACAGGAGGATAACTATTGACCGTACA
+TATTTTGAATTTTCTGTTCACAAACCTACCAATACAATTGTAGTGAAAATTGTCGACAGCGAGACCAATG
+AGGTTATAGATGAGATTCCTCCGGAGAAAATATTGGACCTTGTAGCAGGTTTGTGGAAAATAGCAGGGCT
+TTTTGTGGATAGGAAAATATAGGGGGGTGTAGTTATGGATCCCATTGGTATGAACAGTTATAATGTGAGC
+AATTTACTAAGAATAGGTGGACTTGCTACAGGGCTGGATACTGATTCAATAGTTAAACAGCTTATGAAAG
+TGGCAAGTTTACCTCTTGATAAGTTGAATCAGCAAAAGCAGTGGTATCAGTGGCAGCAGGAAGATTTGAG
+GGACATAAACGCAAAACTTATGAATTTGAGAAATAATGTGGTCGCCAGTTTGAGGCTGCAGGGAACCTTT
+ATGGCTAAAACTGTTACATCCTCTAATACTTCTGTTGCTACTGCTACAGCGGGGACAAATGCGGTGAATG
+GGACATATACTTTATCTGTTACTCAGTTAGCTACAGCTGCTTCTACTGCCAGTACCGACAAGATTGGGGC
+GTATTATATCGACAGTAACAATAAGATTCAATATAATCCTCTAAATACCACTGGGGGACCTATAACTCTC
+GTACTGAAAAATAAAGACGGGAAAACTTTTTCAAATATTACAATATCAACGAATGCAAATATTAATGATG
+TAATATCAGCTATAAATTCTGTCTCTAAAGATACAGGCATAGTTGCTACTTATGATCAAAATTTAGATAG
+GTTGTTTTTAGTTTCTAATGTGACGGGTAGTTCTTCTACAATTGATTTTAGTGCTACTACTGATCAGACG
+GCACAAAATTTTTTGACATCAGTTTTAAAATTACCTTCAGATGTTTTGACTTCTGGAAAAATAACAGGGC
+AAGATGCAATATTTACTTTCAATGGCGTTCAAATAACTAGCTCTACTAATAATGTTACAGTTGCTGGTAT
+AAACGTTACATTGACAGGTACAACTGCGGGCGGGCAGAATATAACTCTCACTGTTTCAACAGACGTAGAT
+AAAATTTATAACACGATTAAAAACTTTGTAGATACCTATAACGACGTAATTACACAGATGTACACTAAAC
+TCACAGAAAAAAGGTATTACGATTATCCGCCTCTCACAGATGAGCAGAAGCAGGCGATGAAGGAAAATGA
+CATAAAATTGTGGGAAGAAAAAGCTAGATCTGGTAACTTAGCTAATGACGAGACTTTAATGAGAGCGTAT
+TATTCATTAAGACAGGTCGTTTCTTCTACTGTATCTGGCGTAGGGTCATTAAGCTCTATTGGAATTACTA
+CAGGTCAGTGGTATGAAGGTGGAAAACTTTATATTGACGAAGCTAAATTAAAAGATGCGATTGCCAACAA
+TCTTGATAAGGTTATGCAGATATTTACAGGTGTTTACAGCTCTGATGGCACTACATTGGTGTCAAAAGGC
+ATTGCACAGCAACTTTATGGCTATTTTGAAAATGGCACATTTAAAGAAGGTGTACTAGGGACTGCAATAA
+ATGCTATAACGCGCAAAGCAGGAAGCTCAACACAACTTTATGACAATAGCTTCATAGGCAATAGAATCAG
+AGAGATAGATGACAGAATTGCAGAAATGCAAAAAAGATTAAAGGATTTAGAGGAGAGATATTACAGGCAG
+TTTACACAGTTAGAAATTTTTGTCGGGCAGATGAATACGCAAAGCGCATGGTTAAATCAGCAGATTGGGA
+TTATGACTAAGTGAGGGGGTGCGAAAGTTTGAATCCGTATCAGCAGTATAAAGAGAATGCTATTTTGACG
+GCAAGTCCTGAAGAGCTGGTTTTGATGCTCTATAACGGGATAATAAGATTTATTGATGAGGCAAAGACAG
+CGCTTCAAAAGAAAGATTATGTAGAAACAAATGCTAAAATACAGAGGGCACAGGATATTATTACAGAGTT
+GATGCTTACTCTTGATATGAATTATGACATTTCTAAAAATTTATACAATCTTTATGACTACATGTTAAGA
+AGGTTGATTGATGCGAATGTGAAGAAGGATATTGAAATTTTAGATGAAGTAAGAGGATTTGCAGTAGACT
+TAAGAGACACCTGGAGTTTAGCACTTCAAAAGGTGAGAGAAAAAGTCTACGCTACGAAAGGTTGATGGGA
+TGGAAAACATTTTAAAAAAATTAATTGAGTTTACAAAGGAGAAAATAGAGAATCTGAAGCAACTCTATGA
+CCTTACAGAGAAAATAGGTGTTGCTATAGGTTCTAACGACCTGGAAGAACTTAAAAAACTATTAGTTTCA
+AAGCAGCAGATAATTGAAAGGATAAATGATATAGACAAGGAATTTATACACCTTTATAATGCTTTCAAAA
+AAGAAAATAAGATCGAGAGCATATTTGAAATGGAAGACAATATAATTGGCGATGCCAGCAAATTAAAGGG
+TTTGTTCATCGATGCTAAAGCTTTGCTTGACAAAATCAAAGAAAAAGATGACAGCAACATCAAAGAGATA
+AATAAAGTTTTTGAAAAAGTGAGCGACAAATTAGAGGAGTTTTCCAAAAACAAAGAAGGATATGTAGAAT
+ATCTTAGATATTATACTCCCGAAAGTTACTTTATAGATAAAAAGCGTTAAAAAAAGCGGGTTAAGCAGAT
+TTTCCCGCTTTTTTATTTTTTATTTGGAGTTGATAATAACTTAGATTTGGTTTATTATTAAAGTAATTAA
+TTTGTGCTTAAAAGGGCGAGGAGAAGGGGGGAATGATGATGAGAGAAGAAATTGAAAAAGTTATAGAAGA
+AGCAAGAGATAGAGTTGTTGAGTGGAGAAGGTATTTTCATCAGTATCCAGAGCTTTCCTTTCATGAAGTA
+AAGACCGCTGAAAAAATTTCTGAGATTCTTTCTAGTTTTGGCAATTTAGAAATTTCAAGGCCAGTTCAGA
+ACAGTGTTGTAGCAGATTTGAAAGGGGCGGGAGAAGGTAAGACTTTGGCTATAAGATCTGATATAGATGC
+TTTGCCTATCAAAGAAGAAAATGAGTTTGAATTTTCTTCAAAAAATCCGGGAGTGATGCACGCCTGTGGT
+CACGATGGGCATATAGAGCTGTAGTTTTAGGTACAGCTTATGTTTTATCCCGCTTGAAAGATAAGTTAAA
+AGGAAAAGTACGCTTTATATTCCAGCCTGCAGAAGAGGTGCCTCCGGGGGGAGCAAAGGAATTAGTAGAA
+AAAGGGGTGCTTGAAGGGGTTGATTACATAATAGGGCAGCACCTCTGGACTTATTTGCCTGTTGGGAAAG
+TAGGTATGGTCTATGGACCTATGATGGCATCGGATGACATATTTAGACTGAAGATTATAGGAAAAGGTGG
+ACATGCTGCAATGCCTCATCAAACAGTAGATCCTATTGCTATTAGTGCTCAGGTTATTAGCAATCTTCAG
+TACATAGTCTCAAGGGAATTGGATCCGATTGAACCTGTGGTGATAACTGTAGGAAAGATAGCCGGTGGAA
+CTACTGATAATGTGATTCCAAATGAAGTAGAAATGGCTGGCACTGTGAGGGTCTTAAACCCGGAGGTTAG
+AAAGAAGATACCTGAAGCCCTGGAGAGAATAATAAAGGGCATTGTGACAGCTCACAGGGCTTCATACGAG
+TTTTACTTCGAGTTTGGCTATGGCCCTGTGATAAATGATGAAAGAGTAGTTAAGATAGTGGAAGATGTGA
+CAAAAAGTCTTTACGGAGAAGAGGCTTTAGAGAAGATAAAGCCTGTAATGGTAGGGGAAGACTTTTCAGC
+CTATTTAGAGAAAGTTCCAGGAGCCTTTATATTCGTAGGTGCTAAAAATGAAGAAAAGGGGATAATTTAC
+CCTCACCATCACCCCAGGTTTAATATAGATGAAGATGCTTTAGAGATTGCTTTAAGGATTTTGGCTTACT
+CGGCATTTGAGCTAGTAGAAAAATTTTAAAATTTTATTGATATTTGAGGTAACAGGTGATATAATACACC
+TATAATATAATCGAAGAGATTATATTATAAAAACCAAAATAAAGAAGTGAGGGGACAAGTTAAATGTATC
+AGGACAAAGTGTTAGTTTGCAAGGACTGCGGGAGAGAATTCGTGTGGACGGCAGGGGAACAGCAATTTTA
+TGCAGAGATGGGCTTCCAGAATGCTCCGGTAAGGTGCAAAGCCTGTAGAGAAGCACGGAAGAGGAGAAGC
+CATAACCACCATCAGGGTGGCAGAAGAGAGAAAAAAGCTTATGGAATCAGGTAATCCCCTCACTTTTCAA
+AAAGAAAGTGATGTGGATTGTAAAAAAGGCACCAAAATGGTGTCTTTTTTACATTTCAGATTATTTTCCA
+CATTGTTAAACTAGGACTTTAGACTTATTCACAAAGTTATCCACATTATCCACAGTTCTTTGTTTCACAC
+CTTGTTGAAAAAAATTATTGTAATTTTATTCATAAGATATTATAATTATAAAAAGTGAAATCGTCAAAAG
+AAATTAAGCAGTATGGAGAAATTTTCAGAAAAATTAAAAAAGGGAGAGGAGAAAGATATGAATAAAAAAT
+CACTATTTTTAGCTTTTGCTGTAGTTTTTGCTCTGGCTTTTATGCTTTCAGGCTGTGGCAGTAAGTTTAA
+TACGGTAGATCAAATCAAGCAAAAAGGCGTAATTGTGATGGGCACGAGTGCAGATTTTCCGCCTTTTGAA
+TTCCACAAAGTAGAAGGAGGAAAAGACGAGATAGTAGGTTTTGATATTGATATTGCTAATGCTATAGCGA
+AAAAGCTGGGAGTGAAACTTGAAATAAAAGATATGGACTTTAAAGGCCTTATTCCAGCTCTTCAGGCTGG
+AAGAGTTGATATGGTAATTGCGGGTATGACGCCTACAGCAGAGAGAAAAAAGAGTGTAGATTTTTCAGAC
+CTCTATTACGACAGCAGGCAAGTTGTTGTGGTAAAGAATGACAGTCCAATTTCAAAATTTGACGATTTGA
+AAGTCAAAACAATTGCCGTTCAAATAGGAACTACTTCGGAAGAAGCTGCTAAAAAGATTCCTAATGTAAA
+GTTAAAGCAGTTAAATCGAGTCAGTGATGAATTTATGGACCTTCAAAATGGCCGCTGTGATGCGATTGTC
+GTAGAAGACACAGTTGCTAAAGCTTATTTGAAGGAATACAAGGATATGAAAATTCTCTATATGGATGAGA
+TAAACAATGTGGAGAATGGTTCTGCTGTAGCAGTGGCAAAGGGCAATAAGAGCCTTTTGGATGTGGTGAA
+TGAGGTGATAAAAGAGCTCAAGCAAAGTGGAGAGTACGACAAACTTGTAGATAAGTGGTTTAAGCAGTAG
+TTTAAAGTGGAGAGTTTTTCTCCACTAAAATTTTGTGAAGGAGAGAAGGTAGGCTATGACAGTAGACTTT
+TTGAGCATGGTAAAATACACGCCACTTTTTATAAGCGGACTTATAATGACCCTTAAACTGACTTTCCTTG
+CAGTGACAATTGGAGTTCTGATGGGGCTTTTTATAGCTCTGATGAAGATGTCCTCAATAAAACCTATAAA
+GCTTGTCGCTTCAAGCTATATAGAAGTGATAAGGGGAACTCCTCTTTTAGTGCAATTACTTCTCATATAC
+AATGGACTTATGCAGTTTGGCATGAACATTCCTGCTTTTACAGCAGGAGTTTCAGCACTGGCAATAAACA
+GTTCCGCATATGTGGCAGAAATTATAAGGGCAGGGATACAGGCTGTTGACCCGGGGCAAAATGAAGCAGC
+CCGTTCTCTTGGGATGACTCATGCAATGGCCATGAGGTATGTCATAATACCCCAGGCCATAAAAAATATC
+CTTCCGGCTTTGGGAAATGAATTTATTGTGATGCTCAAAGAATCGGCTATAGTTTCAGTGATAGGCTTTG
+CAGACCTTACGCGTCAGGCAGACATCATACAGAGTGTGACTTACAGGTATTTTGAGCCTTATATAATAAT
+CGCTGCCATATACTTTGTAATGACTTTGACTTTTTCAAAACTTCTTTCTCTCTTCGAAAGGAGGTTGAGG
+GCAGGTGATATTCGTTAATGATGTGTACAAAAACTTTGGCAGTTTAGAAGTCCTAAAAGGCGTTACATTA
+AAAGTCAACAAAGGTGAAGTTGTAGTCATAATAGGTCCCAGCGGTTCCGGGAAAAGCACCCTTTTAAGAT
+GCATAAATCTTCTTGAGGAGCCTACAAAAGGGGAAGTCTTTATAGATGGAGTGAAGATAAACAACGGCAA
+AGTAAATATAAACAAGGTAAGGCAAAAGGTGGGGATGGTTTTTCAGCATTTTAACCTTTTCCCGCACCTT
+ACTGCGATAGAGAATATCACTCTGGCACCTGTAAAGGTAAAGAAGATGAACAAAAAAGAGGCAGAAGAGC
+TGGCAGTAGACCTTCTTGCAAAAGTGGGGCTTCTTGACAAAAAAGACCAATATCCCATAAAGCTTTCAGG
+TGGGCAGAAACAAAGGCTTGCTATTGCAAGGGCCTTAGCCATGCAGCCAGAAGTCATGCTTTTTGATGAA
+CCAACGAGTGCCCTTGACCCTGAGATGGTGAAGGAAGTTTTAAACGTGATGAAGCAGCTTGCCAATGAAG
+GAATGACAATGGTAGTTGTTACGCATGAAATGGGATTTGCAAGAGAGGTCGGAGACAGAGTCATTTTTAT
+GGACGATGGAGTGATAGTAGAAGAAGGCACGCCTGAAGAGATTTTCTACAGGGCAAAAAATGAGAGGACA
+AGAGAATTTTTGAGCAAAATCTTATAAAATGCACCCTGGCAAAGGGTGCAGTTTGTTGACAAAGCAAAAT
+TTTAGCCCCTGTTTTCTTAGTACCGAAAGCAGGGGCTGTATATATCTGGATAAAATTTTCTTTAAAACTC
+CAAATAATGGATAAAGTTTTGAAATGTCAAAGGGCCCTTTGCCCTTCCTCCATAACCATAAGGCCATTTT
+CTTTAAATTCATGGCAGCAAAAACAAGCATCGCTTGCATGGACAATTTTTCCTTCCCTCTTAACGTCGTC
+CATCGCAAACCATGCTTCTCCTTTAAATCTGCAAATACTCTCTCTATTGTCTCTTTCCTTCTCTCATATA
+CTTCTTTACAGTAAGGTGTATGCCTTAGGTGTTCTGCTTCTTCTACATATCCTTCCCATATGTGCCTGAA
+TATCCTCTTTGTGTAGTCTTTACTTTGGGTACACTTTTCTCTTAGAGGACAGTTTTTACATTTTTCTGGG
+TTTGATTTGTATTCTCTATATCCTTCTCTGTTGGTTGTAACATATGTTAATATTTCATTCTGCGGGCATA
+TGTAACAGTCATAGTATTCATCATAAACAAATTCATGTTTTTTCATGAAACCATCTTTTGTTTTTGGCCT
+TGTGTATGGTACTGCTGGTATTATTTGTCTATCAAATATTGTCTTTAATATGTACGGATTTTTATAGCCT
+GCATCTACTGCTATTGCTTTCGGTTTTCTTACCCTCTTTTCAACTTCTTCTAATACTTCTTGAAACATCA
+CACTGTCGTGTACATTTGCTGCTGTTACTTTTACTCCTAATACAAATCCATTTTTATCGCAGGCTGTATG
+AAAAGAATATGCAAAGATTTTTTCTTTTCCGTTTTTGTTTAACATTCCGCTATCTGGGTCTGTTTTGCTT
+ACTTTCACTTCTTTCGTCTTTATCTTCTTGATTTTCTTTAATGGCTTTTTGCCATGAGCTTCTCTATCTT
+TGTTTATTTCTTCTTCTAGTTTTTCTTGATAAGTCCTGGCTTCTTGTTCTACTATTTCTTTGGTGTATTT
+CTTCTTGTTGGCACTTGCTTTTACATGGGTTGAATCTATGAATACTTCCTCTGCATTTACTAGCCCATGT
+TTTATTGCTTCTTCTAAAATCTTCGTAAATATTTTCTCAAATATGTCTGTCCCTTTGAATCTTCTTATGT
+AGTTCTGACTAAATGTTGAAAAATGAGGTATTTCTTCTGTCAGCCCATACCCTAAAAACCATCTATACGC
+TACATTTGTTTTTATTTCTGCTATTGTCCTCCTCATCGATGGTATGCCAAAAAGATATTGAATGAAAAGT
+ATTTTTATGAGTACTACTGGGTCTATGCTTGGTCTGCCGTGACCCTCGGAATATTTGTCTTTTACTAAAT
+CGTATATGAAGCTAAAGTCTATGACTTTTTCTATCTTTCTTAAAAGGTGGTCTTGTGGTACTAATTGATC
+TATGCTTACAAATTCTATTTGATGTCTTGCATCCTCTTTCTTTGATAACATCTTTCTTCTCCTCTCCTCT
+TTTGCTTTGTACCGTTAAAAAAACAAGGAACCCTTCTCATAATAACGGGTTCCCGATATTTTGTCAACAG
+TCTGCACCCTGGCAAAGGGTGTTTTTTATTTCCACATATTGCAGTGTGCACGTTTTTTATGTAAAATTAT
+AATAAATAGAGGATGAGAGGGGTTTGATGCTTATGAACATCATAGTAAGTGGTAAAAACGGGATGACCAT
+AACAGATGGCCTAAGAAATGCCGTCGTAAAAAATGTGCAGAAACTCAGCAAATACTTCCCTCAGGATACA
+GAGGTAAGAGCAGTGTTAAGTGTTCAGAGAAATAACCACATAGCAGAACTCACCATACCATTTAAAGGAA
+TTATCTTCAGGGCAGAAGAAGTAAGTGGTGACATGTACGTTTCAATCGGGGGAGCAGTGGATAAAATAGA
+GAGACAGATTTTAAAGCACAGGGCAAAGCTCAGGAATAGATTTGGCGCCAATGAGTCCATAAGATTTGAT
+GTTCCTACTATTTACGATGAAGGGGAAAAGAGGGAGGAAGAGGAGACTTCCTTTGAAATAGTAAAGACAA
+AGAGATTTCCAATAAAACCTATGTCGCCAGAAGAAGCGATTTTGCAGATGAACCTTTTGGGCCACACATT
+CTTCGTATTTACAAATGCCGAAACTGACATGATAAATGTGGTTTACAAAAGGAAAGACGGAAAATACGGC
+TTAATAGAGCCGGTGGAAGAGGAGTAAAATTTTATAGAAGGTTGGGGATAGGCTCTATCCCCAATTTTTT
+TGTCAGAAAAGAAGGAATTTTGAAAAGCATATAGAATATATTTAAAATGTGTGGACAAATTTTAATAGGG
+TGTGAAGATAATGGGTGAAATAACAAAAGATACGGTAGCTTCGATGGAGATGTACATAAATAAAGTTCCG
+GGAGTGCTGTCTAGCAGGATAGTGGTAGAAAATGGTGAAATAACGGAGATCCACGTCTTAGCTGACAGCA
+CGAGGAATGCCAAGCAGATTGCGAGAGATGTGCAATCTGTGATAATGGCCCAGTTTGGGATTGATATAGA
+TTATAAAGTGATAAGTGTTGCCCAAATTGATGTTGGGGCAAAACCTCCTTCTGAATACAGGATTGTGTTT
+TCAAGCTATTCTTTTGTAAATAGTGGGCTTACAAGCGAAGCAAGGGTGATACTCACCCGCGGAGACGAAG
+TCTTTGAAGGATTTGCTGAAGGGCCTAACACAACAATGAACAAGTATAAAATCATTGCAAACGCTACATT
+GGATGCTGTGTCAAAGCTCATTCCCAAAAACCATTTATTTTTACTGGAAGATGTCGATATATTTAATATA
+GCGAAAAGCAGGATAGTAGTGGTGGGAGTCACCCATGTGACAAATAGCCAGGAAGAACTTTTGACAGGTT
+CTTCTTTAATAAGAAAAGATGAGGGGGAATCTGTCGTAAAAGCGACTCTTGATGCCATAAATAGAAGAGT
+TATGTCAATTATATCCCGTTAGCTTTTAAACACACCCAAACCGCTTATTACATACTTAGCGTAGCGATAC
+CTGAAGCCTAAGGGCAGAAGAAATAAAAACAGCAAAGGGGGTTTCAGGTATGAATAAAGCCACACTCATA
+AAGATACTCTTGGCTTTAATGGCACTTGCATTAGCAGGAGGCGCAAATTTAACATGGCACTAAGCGGTTT
+GTGGTGTGCTTTTTGAAGAAAAGAGGAGGTTTAATATGTTAAACAAAAGAGTAAAAGTGTATATTTCTAT
+AATAATTGCTTTAGGAATTTCTTTCCTTATATATTCTATGCTAAGAACTTCAAAAAATACAATTCCAGAT
+ATAATTTTATTTGGTTTTTTTGCTGCATTAGCTGAATCAATGCCAGTATACATTGCTAAAGAAATTACTG
+TTTCTGTGGCATTTGCTGTAGATTTAATGGCTCTACTCATTTTTGGACCTTATGGTGGTGCTTTAATTGC
+TTCTATGGGTACAGCATTTCAAATTGTTAAAAGTGAAGATGGTACTTTGAGGCATATATTCAACTTGCCC
+TACTATAAGACGTTATTTAACATAAGTGAACTGGCTTTAAGCGTGGGAATTGCAGGTTTAGTATTTGAAT
+ATACAGGAGGAGTTGCAGGCACTTACATATATCCTAAATATCTTATACCTGCAGTGATAGCTGCTTCAGT
+ATATTATCTTCTTAATACCTCAATTATAGCAATATTATTGTCACTACTTACTAATAAATCTCTCAGTTAT
+GTTATAATGAAAGAAATTAAATGGATGGTTCCTAATTTCCTCTTTCTAGCCTTTTTAGGTATTGTCATGA
+CAGAGGCATTTGTGAGAATTGGTTACATAAGCTTTGTACTCCTTTTTATTCCTCTATTTATGGTTCGCTA
+TATGTTTAAGCTTTACATAGACTTAAAACAGTCTTACTATGACACAATAAATGTGCTTATGAAGGCGCTT
+GATGCGAAGGACAAATACACAGCAGGTCATTCTCAGAGCGTTGAAAGAATTGCTGCCCTTCTTTCAAGGG
+AGCTAGGGCTTAGTGAATCTCATATTGAGAGAATTAGAATTGCAGCACTTTTACACGATATAGGAAAGAT
+TGGAGTTAAAGAGGAGGTTTTAAATAAACCCGGGAAGCTGACTGATGAAGAGATGAACCTTATAAGAGAA
+CACCCTGTGAAGGGATATGAGATTTTAAGTGAAGTTCCATCGTTAAAGGATGTAGCTTTGTGGGTAAGAT
+ATCATCATGAATGGTACAATGGCAGTGGATATCCAGATGGGTTAAAAGGAGAAGAAATTCCGCTTGAAGC
+TCAGATACTTTCTTTGGCTGATGTTTTTGATGCTTTAGTTTCAGACAGACCTTATCGAGATGCTTTTTCT
+CAGGAAGAGGCTTATAAGATAATTTTAGATCATGAAGGAACGCAGTTCAGTCCAAAACTCATAGATGCCT
+TTAAGAAAGCCTTTGAAAAGCACAGGGAGGAATTTAAGCATGATATTTGATTCACTTGGAGCTTCTCTAA
+TTTACGGACTTTTGAGAAGGGGGAAGATAAGCGGAATAGGGGACATTGTAATAAAAAAGATGGATTTTTT
+TATAGCCGCTTTTATTATACAGTTGATACTGTGGAACCTGTCTGATAAATTTCCCATCATCATGGAGTAC
+CGCGCATACATCCACTTCCTTGTGTACCTTTTGCTTTTTATAGGGCTGTGGTACAATAGAGATAGCAAAT
+ATTTCAGGATAATCGCCTTGGGAGTTTTTCTCAATTTTATAGTGATATTTGCAAATGGAGGTAGAATGCC
+TGTATCTATCGAAGCACTGAAAGCAGCGGGGCTTACCCATTTGATTCCACCTCTTGTAGAGGATAAAATT
+ACTACTCATCAGGTTTTAACCTCCTCTACAAGGCTTAAATTTCTGGCAGATGTCCTTGTGCTTCCAAAGC
+CATATCCTCTTCCCAAGGCTTTTAGTGTAGGAGATTTGCTGATGGCTGTGGGCATTTTCTGGCTTATTAC
+AGATGCGATGCTGGGCAGGGTGAAAAAGTATGACGGCGAAGGAGAGAAGGGAAAAAATACTTGAGATTTT
+AAAAGCGGCTAAAGAGCCTATTTCTGGTTCTGAGCTTGCCAAAATTTTTGGAGTTACAAGACAGATAATA
+GTTCAAGATATAGCCATTTTAAGAGCCAAAGGTAGCAGGATAATTTCTACTCCTCAAGGGTATATAGTAG
+ACCTTGTGAGAGAAGGCACAAAGAAAAGGGTTTTTGCTGTAAAACACGGGTATGAGAGGACAGAAGAGGA
+GCTAAACTTAATAGTTGACAATGGGGGGAAAGTACTGGACGTTATTGTGGAGCATCCTTACTATGGAGAG
+TTAAAAGGGCTTTTAATGCTTTCCTCCAGGTACGATGTTGCAAAATTTATGGAGGTTATAAAAAAAGAAA
+AGGCAGCGCTTTTGTCTTCTCTTACAGGAGGAGTGCATCTTCATACTGTAGAGGCAGAAAGCGATGAAGC
+TCTTGACAGAATAGAAAAAGCGCTAAGAGATAGGGGTTTTTTAATAGAGGAATAAAAATTTTAATTTTAT
+ATTGACAGCTGTATATACACCTGTGTATACTGTAGTTGTGAGGATATATACAGGGAGGTATTTGATGATG
+AAAGCAAAAGAGATAACTATCGGAGGACTTTTGGCAGCTCTTGCCTTGGTTATTCCTCTGGCTTTTGGAG
+GAGTGCTAGGTATAGTAATTCCGCCTTTTTCGGCAACACTAGCTTCTCATGTGCCTGTCATGCTGGCAAT
+GGTTGTAAGCCCTGCCACAGCGGTTTTTGTTGGATTGGTTTCTGCACTGGGCTTTTTGATTAAATTAGGT
+CCTGTGATTGCAGCAAGAGCAGCAGTTCACGCTGTATTCGGATATGTGGGGGCGAAAATGATACAAAGAG
+GGTACTCATTCCTTGTAGCTTTAGCCGCTACCCTTCCGATACACGCAGGATTAGAAGCATTAGTTGTGAT
+GCCTTTTGGATTTGATTTTTACAAGGCATTTGTGGTGGTAGGGGTTGGAACCATGATACATCACGTTATA
+GATTCTGCAATTGCTCTTGCTGTGTTTTATGCTTTAAATCCGATATTGAAATTAAAAACTATACAGCATT
+AAAGCCCCATTCAGGGGCATTTATTTTTTTTCTTTTGTGAAAATTATGTGAAGATAGTGTAAAATATTAT
+TTAAAAGGGCTGTTTTTTATTGTCATCCACTTCCTGTAGTGATATAATATATACTTGATTAACGATACCT
+TAGAAGGTGATAAAAATGTTGGGCTTAGTTGAAAAAATATTTGGCAGTTACAGTGAAAGAGAAGTAAGGA
+GACTGGAGCCAATTGCGGAGAAAGTTTTGTCATATGAAGACCAGATGGCAAGGCTTACTGATGCGGAGTT
+AAGGGCGAAGACAGATGAGTTTAAAAATAGATTGAAAAACGGTGAAACCCTTGATGATATACTTCCTGAA
+GCTTTTGCAGTTGTGAGAGAGGCTGCCTGGAGAACATTAAAGATGAAGCACTTCAAGGTACAGATAATAG
+GTGGCATTGTCCTTCACCAGGGGCGTATTGCCGAGATGAAGACTGGTGAAGGTAAGACATTGGTGGCTAC
+TCTGCCCGCATATCTTAATGCTTTGGAAGGAAAAGGAGTTCACATTGTAACTGTCAATGACTACTTGGCT
+AAAAGAGATAGAGATTGGATGGGGAAGATATACGAATTTTTGGGGTTAAGTGTGGGAGTAATACTTCACG
+ACATGGGACCTGCAGAGAGAAAGAAAGCCTATGCAGCTGATATAACCTATGGTACAAACAATGAATTTGG
+CTTTGACTACTTGAGAGACAACATGGTCATATACAAAGAAGATATGGTTCAAAGAGAGCTCAATTATGCC
+ATAATAGACGAGGTAGACAGCATACTGATAGATGAAGCCAGAACTCCTCTCATAATCTCTGGAGTGGGCG
+AAAAATCCACAGATATGTACAAATTAGCTGACAGGTTTGTAAGGACTTTGAAAAAAGATGAAGACTATGT
+AGTTGATGAGAAGGCGAAGGCTGTAAGTTTAACTGAAAAAGGAGTTGCCAAGGCAGAGAAATTTTTTGGG
+ATAAAAAATTTAGCAGATATTGAGAACATGGAGATTTCTCACCACATTCAGCAGGCATTGAAAGCTCATG
+CGATAATGAAGAGGGACAGAGATTATGTTGTAAAAGACGGTCAGGTCATAATAGTAGATGAATTTACAGG
+AAGGCTCATGTTTGGAAGAAGATATAGCGAAGGTTTGCACCAGGCTATTGAGGCTAAAGAGGGAGTAAAA
+GTTGAAAGGGAAAGTAAAACCCTTGCTACTATAACTTTACAAAATTATTTCAGGATGTACAAAAAATTAG
+CCGGTATGACAGGTACTGCTCAGACAGAAGAGCAGGAATTCAGAGACATATACGGATTGGATGTTGTAGT
+GATTCCCACTCACAAGCCCATGATAAGAATAGACCACCCTGATGTAATATACAAAACAGAAGAGGCAAAA
+TTCAGAGCAGTGGTTGAAGACATTGTGGAAAGGCATAAAAAGGGTCAGCCTGTTCTTGTGGGTACTGTTT
+CTATTGAAAAATCTGAAAAATTAAGCGCAATGCTGAAAAAAAGAGGAATACCCCATCAGGTTTTAAATGC
+CAAGTACCATGAAAAGGAAGCAGAGATAATAGCGCAGGCTGGTAGAAAAGGAGCAGTCACAATTGCTACA
+AACATGGCAGGACGTGGTACAGATATTCTCTTAGGCGGAAATCCTGAGTTTATTGCAAAGAGAAAAATGC
+TGGAGGAAGGCTATTCCAAAGAGATTATAAATGAGGCGGCAGGGTACGGTCCCGTGTCCAGTGAAGAAGT
+GAGAAAAGCCCGCGAAAGGTATTTTGAGCTTTTGGAAGAAGCCAAGAAGGAGACGGAGAAAGAGCACGAA
+GAAGTCGTAAAACTTGGCGGTTTGTACGTTATAGGTACAGAAAGGCATGAAGCGAGAAGAATTGACAATC
+AGTTGAGAGGCCGTGCTGGCCGTCAGGGAGATCCGGGAGAATCAAGATTTTACATCTCTTTAGAAGACGA
+CCTTATGAGGTTATTTGGTTCAGAGAGGGTAAAAAACCTGATGGACAGTTTAGGGATTGATGATGACCAG
+CCAATAGAGCACAAAATTCTTACAAAGCAGATTGAGCAGGCGCAGAAAAAAGTAGAAGGCATAAACTTTG
+ACATAAGAAAGCATCTCCTCCAGTACGACGATGTTATGAACAAACAAAGAGAAATCATATACGCTCAGAG
+GAGAAAGGTTTTGGAAGGGGAAAACCTCAAGGATTCTATCCTTGAGATGGTAAGAAGCATAATAGAAAGA
+TATGTAGAAATTTATACGGCAGGTAGCAAATATCCTGAAGAATGGGATATAAAGGGGCTTTTGGATCACT
+TATATGAGATGTTCCTTGAAAAAGACAGCGTTGTAATAGATGTGGATCTAGATAGGCTTGACAAAGAGGT
+TCTGACTGACATAATATATGAAGAGGCGGTAAGGCAGTACGAGAGAAAAGAAGCCGAAATTGGCCCTGAG
+CAGATGAGAGAAATTGAAAGAATAGTATTACTGAGGGTTGTTGATACTAAGTGGATGGACCACATAGATG
+AAATGGACCAATTGCGCCAGGGCATAGGATTGAGAGCTTACGGGCAGGTAGATCCTTTGATTGAGTATAA
+AAAGATAGCTTTTGACATGTTTGAGGATTTGATACACAGTATCCAAGAGGATACAGTCAAATTCTTATAC
+AGGATTCAGGTGAACAAAGACAACAAGCTCAAGAGAGAGCAGGTTGCAAAGCCAGTTTCTACTAATATAA
+ACGGCGAAGGAGATAATAAAAAACAGCCTGTAGTGAAAGAGAAGAAAGTGGGCAGAAATGACCCGTGCCC
+CTGTGGAAGCGGCAAGAAATACAAAAAATGCTGCGGAGCTAATGTAAAATAAAGGGAAAAGGAGAGGATG
+AGAATTGCTGCAGGATTACAGGGCAGAAGTTGAGCAAATGCTTCATGAGATAAAAGAAATGGGTGTTTCT
+CTTTGACGTGGAAGGGATAAAAAAAGAGATAGAGGATATAGAAAAGCAGATGTCAGATCCTTCTTTCTGG
+AGCGATTTGAAAAAATCTCAGGAACTTTCTAAAAAGCAAAAAGCGTTGAAAGAACTTCTGGAAGAATATG
+AATCCCTTCTTTCTCGCTGTGAAGACTTGTACACTCTAATTGAGCTAGGTTTGGAAGAAGGGGATGAATC
+TATCGCTGAAGAGGTGGAGAGGGAATACAAAGAGCTTAAAAAAGAGGTTGAAAATCTTAAAATACGTACT
+CTTTTGAGTGGGCCATATGACAAAAACAATGCTATACTCTCTATTCACGCAGGGTCAGGTGGCACTGAAG
+CTCAGGACTGGGCTGAAATGCTTCTTAGGATGTACACCAGATGGGCTAATGATAAGGGATTTGAAGTAGA
+AATACTGGATTATCTGGAAGGGGAAGAAGCCGGCATAAAGAGTGCTACTCTTCTCATAAAGGGACCCTTT
+GCCTATGGTTATCTGAAGGGAGAGGCAGGAGTTCACAGACTTGTCAGGATTTCTCCTTTTGATGCAGCAG
+GCAGGCGCCATACCTCTTTTGCTCTGGTAGAAGTTATACCTGAGCTTGAAGATGATATAGAAATTGAAAT
+AAGGCCTGAAGATTTAAAAATTGATACGTTCAGGGCATCAGGCGCAGGGGGGCAGCATGTTAACAAGACA
+GAGTCTGCAGTGAGGATTACTCACCTTCCGACAGGGATAGTTGTCTCATGTCAGAATGAGAGGTCTCAGA
+TACAGAATAGAGAGACTGCTATGAAAATGCTCAAAGCAAAGCTTTTGGATTTGATGATGAAAGAGAGAAA
+AGAAAAGATAGAGGACCTAAAGGGAGAGCACAGAGAGGCTGCATGGGGTAACCAGATAAGGTCTTATGTT
+TTTCAGCCCTATACTCTTGTAAAAGACCACAGGACAAATTATGAAGAAGGAAATGTAAATGCCGTTATGG
+ACGGAGAGATAGATGGGTTTATAAATGCTTATTTAAAGCAAAAGAGCGCATCCTGATGGATGCCTCTTTT
+TTATTCTTACTAAAAAATTTTTTCTTGCCACCCCTAAAAATTTCGATTCCCTTCCGAAATAATATAGTGA
+AAACAAAAACAAAGGAGGGAAGGATATGAGAAGAGTTTTAGCGTTAGTTTTAGTGCTTCTTTTAGTTTTT
+TCAGCAGGTATTACTGTTTACGCTAAACCAAACAAAGAAAAGCATGAGCTAAAGATTGAGACAAAGACCA
+AGTTGCAATCAAAAGGAGAGAGCAAAGAGAACAAGCTGGAGCTTGAGGTACATACTAAATTTGAATCAAA
+AAAAGGCATAGAAGCTTTTAAAGGCGAGATAAAAATAAATGGGCAAAAGTTCAAATTTGATATTCCCCCT
+GTAATAAAAGATGGAAGAACTTTGATTCCTGTAAGAGCTGTAATGAATGGCCTCGGAGCTAAAGTGGAGT
+GGGACCCTGATACTAAAACTGTAACAATCACGAAAGGAGACACTGTGGTTCAGTTTGTGCTGGGTGAAAA
+CAAAGTAATTGTAAATGGCCAAGAAATAACACTTGACGTTCCAGCAATTGAGATAAGCAACAGAACTTTT
+GTGCCCTTGAGATTCCTCTCAGAAATTTTTGGTGAAAAAGTAAAATACGATGAAAAGACAGGAAACATAG
+AAATTGAGGAAGAGACTCAGATAGAAATAGAAAATGAAGAAAATACAGTTTCTCAAGAGGTATACAACAG
+CACCACTGAGACAGTTTCGGGAAGTGTATATGATAACAGTGAAGAAGTAGAAAAAAATGAATAATAAAAT
+AATATACCCCCAAAACTGGTTAAAGGGCCGTTTTGGGGGTTGTTTTATTGACAAAAAAGGGCATAAACTT
+TATAATTGGGTTAACAATGTAAAAGCAAACAATGGGGGACGAAGGAAATGGTAAAAAAAGGGCTCTCAAG
+AGATAAAAGAGGTAGAGCTGGTTTTGTTTTCGGTGCATTGGGTCCGGGCTATAAGAGTGTTATTAAGCAG
+CCTCTCAGAAAAATTATTACTTACGGCTTAGGTGCTGGGCTTATATGGGGAGCAGAAAAGAAATATGGTA
+GAAGGCTTTCTTCTAAGCTTCTGCCTTTTGTGAGGGGAAAAGGTAGAAGGTATTTGCGCTACGCAGAAGT
+AGCCTTGACACAACTTTACAATTACCTAGTGAATAAGAGGAAAGAGGGGGAAGGAAGTGAAAAATAGAAA
+AGGTCTTGTGATGATATACACTGGCGATGGGAAAGGGAAGACTACGGCTGCTTTAGGGCTCGCTTTAAGG
+GCGATTGGGCATGGGCAAAAAGTCTATATGATTCAGTTTATGAAAGGAAGCCCTAATTATGGGGAGATAA
+AAGCCTCGAAGTATCTTCCAAATTTTGAAATTGTTCAAAAGGGAAGAGATGTTTTTGTGAAGAAAAATGA
+ACCTCTAAAAGAGGATTTGGAGCTTGCAAATGAGGGGTTAGAGCTTGCGAGAGAAATCATTTCCAGTGGA
+GAGTACGATTTGGTGATATTGGATGAAATAAATGTGGCGGTAGATTATGGCTTGGTAAAAGAAGAAGATG
+TATTGGATTTGATAGAGATTAAACCTTCTTGGGTTACGCTTGTTTTAACTGGCCGTTATGCGCATGATAG
+GATTTTAGAAAAGGCTGATATGATAAGCGATGTAAAAGAAGTCAGACACCACTACCAAAATGGGATTGAA
+GCACAAGAGGGAATAGAGTATTAATCTGGTGAGAGAATTTATAGGATTTGGAGGTCAAAACAGTTGAAAT
+TAGTAGTAAAAAATGATATAATTTTAATTGGGTGATGATGAATGTTATTAACTATAAAAAAGGTTAAAGA
+GCTGTATGATATAAGCAGAATTACATTAATAAACTGGGAAAAGGAAGGATTAATAACCCCAGTTAGAACA
+CCAAAAGGAAGAAGAAGGTACAAAAAAGAAGATATAGAGAAGTTATTAGGCATGCTGGAAGAAAAACCAA
+AACCTAAAGTAGTTTTGTATGCAAGAGTGTCCACAAAGAAACAAGAAGAATATCTTAAGAATCAAATTAG
+AAGGCTTGAAGAATACGCTAATTCCCAAGGATGGCAGTATGAAGTCATATCCGAAATAGCAAGCGGAGTA
+AATGAAAATAGAAGAGGCTTATTAAAGCTTTTGAACAAGATAAAAAGAGGAGAAGTTGAAAAAGTTGTAA
+TAGAATATCCTGATAGACTAGCGAGATTTGGCTTTGAATATCTTAAATTTTTCATGGAAAGCTTTGGGGT
+AGAGCTTATAGTTTTAAACGGGAAAGAAAACGAAGAAGATGCAAATAAAGAACTAGCAGAAGACTTAATA
+GCAATAGTAACATCTTTCGCAGCAAGAATTTACGGGCAAAGGGGCAAAAAACATGATAGTGATACAGGCT
+AAATTCATTTTTCTAAATCAAGAAGACAAACAAATAGTATTAAACTTAATGAGAAGATGGTCATCCTGCA
+TGAGATTTGCATACAAGAGACTTTTAGAGGGTTATGATAGAAAAACATTAAAAAGAGACCTTCAGGGGAT
+GTTTGACTTAAACTCAAGATATGTAGATGATGCAATAATGAAAGCAAAAAGCACACTAGAATCTGCTAGA
+GAATTAGGTAGGAGTCCAAGGAAAGTCATTTTTGGAGGAAGAGACTTGTTTGGAAAACTTCAAAAGCGCC
+ATATAAATGGGAAAGAATATCAAAAGCTAAAAACAAAGTGGCAAGAGAAGAGAAAAGGAAATCTCTATTC
+AAGAGGAGATAAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAAAGAAAATGGTACTTTCTTA
+AGGATAAATGTAGGGGAAAGAAAATATGTGTATGCCAGAATAGAAGCAGGCTACAAAAAGAATAAGAGCA
+GAGGAGAACTCCTGCAGGAAATCGCCGAATCAAACATACCTTACTCTGTAGAATTAAAACTCAAGAATGG
+CAATATATACGCCTATTTTGCTATTGAAGAAGAATATCCAGAAATAAAAATAACAAAAGAGAAAGGAGTT
+ATAGCAATAGATTTAAATGCATATCCAGACAATATATCATGGGCGGAGACAGATGAAAAAGGGAATCTAA
+TAAGCTATGGGAATATACCAATGCCAGAGCTTGCAAGTGGCAGTAAAGACAAAAGAGAATACTTCAGATG
+GCAGTATGCTCATGAGATAGTAAAAATAGCAAAAGAAAAAGGAAAAGCAATTGTAATTGAGGGATTAGAA
+ATAAAAGACAAAGGCAAAAGAGGAGACTTTTCAGGGAGAAAATCAAGGAGAATAAGGCATAGTTTTAGCT
+ATAAATCACTTCTTTCAAAAATAAAAACACTAGCAAAAAGAGAAGGGATAGAAGTAATAGAAGTCAATCC
+TTCTTACACCTCAATAATAGGGATGTTAAAATATGCACCGCAGTATATGATAACAAAAGATATAGCAGCA
+GCCTATGTAATAGCAAGAAGAGGATTAGGCAAAGAAGAAAAAATACCGGATAATTATATAAAGTTTCTCA
+ACGCATTGACTGTAGATGAATTAGAAGAATTAAAAGAGCATGTAAAGAAAACAGTCAGAAACAAGCAGTT
+GAAGAAAAAACACTTAAAAGAAATAAATAAAGCAATAGAAATTTTACAAAGCCTTGAGAGTGAGCCAGGA
+AGGGTACTAAAACCTCTGGATGGAACAAGTTTTAGTGCCTATGATTTCTGGCGAGTTCTCAAGGTAGCGG
+TGGTGACTCCACTCTCTCCTGAGAAGGTAAAAAGAGACTTCTCTGTCCTGAAGGAATTACTAATTCAGGG
+TAAGTGGAGAGACCCGTAAGGGCGCAAGTTCCTGCTTCTTGGGGCAGGGGCTATGGCTTTCTCAAATGCC
+GCCTGCTGGGGCTGGGAAAGTCTGAAGGGCGGACTACAAATACCCCAGCTATCTAAACTGTACATTTTTG
+TACAGTTTGGGTAACCAGGAGTACATCAGGATGAAAAATGTGACTGTTAACCTTTTGCTCATACTTATTT
+TTGTCCTAATAATTTTAATTTTATCTGTAGCTTATGCGAAGGAAATTACACTTCTTGTGAGCAATCCTGA
+GAAATTTAGAAATTGGATAAATAGCTTTGGAAGTTTGGGTGTTTTGATATTTATAAGTATACAGGTTTTT
+CAAGTGGTAGTGTTTGTAATACCGGGAGAAGTGGTGCAAGTCGCAGGTGGATACCTTTATGGTACGATTT
+TAGGGACTTTGTACTCTGTAATAGGCATTACACTAGGCTCTCTTATTTGCTTTTCAATTGCTAGGATTTT
+GGGATATGATTTTGTGAAAAACATTGTGTCGGAGGAGAAACTTAAAAAATTTGACTATATTATAAACAAC
+CCTAAAGGAGAAATAGTTTTGTTTTTGTTATTTTTCCTTCCAGGAATGCCAAAGGATGCTCTTTCTTACA
+TCGCTGGCATTACTCCTGTTAAGTTTTACAATTTCTTTATAATAACTCTTTTTGCAAGGCTGCCGGGCAT
+ATTCTTTTCTGCCTATATAGGGTCAAATTTGGGAAGTAAAAATTATCTTATGGCTGGCTTAGTGGCCATT
+GTAGCGCTAGTATTGTTTTTGGCAGGAGTGTATAAAAGAGATGTGATTATTGAGAAATTGAGAAGGATAT
+GAGATAAGGATTTCATAAATAGATTTTCTTGTGGTATAATTGTTATTGTATTACAAAAACAGGGGGGAAT
+TATATGTACCTTTTAAAAGGCGGAAGAGTTTACACAATGACTGGGAAGGTTTATGAGAAGGGAGATGTGC
+TTATAGATGGTGATAAAATTGTTGATGTAGGGGAAGACCTAATAGCTCCGCTCGATGCGGAAGTGATAGA
+TGTTACAGGGCTTACCGTGATGCCAGGACTCATCGATGCTCACACTCATTTGGGCATGTGGGAAAACGCA
+GTCGGCTTTGAAGGGGCAGATGGAAATGAAGCAACAGACCCTGTAACACCTCAATTAAGAGCAATTGACG
+GGGTAAATCCGATGGATAAGTATTTTGAGGAAGCCTATCAGGCGGGGGTTACAACTGTTGCAACAGGTCC
+CGGAAGCGCAAATGTAATTGGAGGTCAGTTTGCTGTCATAAAGACTTATGGCAAAAGGATAGACGACATG
+ATTGTGAAAGAGCCGGCAGCCATAAAAGTTGCCTTTGGAGAAAATCCCAAGGTTACGTATAATGAACAGC
+ACAAAATGCCCACCACAAGAATGGCTGTGGCTGCATTGCTCAGGCAGGCTCTTGTGAGGGCACAGGAATA
+CATGGAGAAGATGGAAAAAGAGGATGAAGACAAAAAACCCGAAAGGGACTTAGGCCTTGAGGCTTTGGTG
+AAAGTTTTAAAGAGGGAAATTCCGCTAAAAGCTCATGCCCATAGAGCAGATGATATTTTTACTGCTTTGA
+GAATTGCAAAAGAGTTTAATATCGATATAACGCTTGACCACTGCACTGATGGGCATTTGATTGTAGATGA
+ATTAGTGAAGGAAAATGCAAAGGTAATTGTGGGACCTTCTCTTTCAGAGAGGTCAAAAGTTGAGCTTGTG
+AATTTAAGCTTCAAGACGGCAGGGGTTCTGTCTAAAGCCGGCCTTCTTGTCGCTATAATGACAGACCATC
+CTGTAATTCCTATAAACTATCTGACGCTTTGCGCGGCTTTAGCTGTCAAAGATGGAATGGATGAAATGGA
+AGCTTTAAAGGCTATAACCATAAATCCTGCTAAAATACTCGGCATTGACGACAGGGTAGGGTCAATTGAA
+AAGGGCAAAGATGCTGATATTGTGGTCTTTGATGGGCATCCCCTTGAAGTTAAAACTAAAACCAAGTACG
+TCTTTATAAATGGAAAGCTGGTACATAAAGCCTGAATAAAAAGGGTGGCATTTTATTGAAATGTCACCCT
+TTTTATTACAAATTTATTCTTAAAAAAATTTTTTTATTCATGAACTTTGCCGAATATTTATTTTTATTCA
+GCTGTTTTCTGAAATTTTGCCGTTTTTTCTACCTTTAGTATGCAGTTTGAATAATTATTTAAACCTTCAG
+ATTATTTTTATACAAAACGTTTACACTAATTTATCGGGTTAAATTGCAAAAGTCCAGTTAATGCTTTATA
+CTATATGCTGAGGAAAGATGTAGAGGGGGTAGCGAGGTTGCAGTTACAGGTCAATTCAGAAGTTGGGAAA
+TTGAAAGCAGTGCTTCTCCACAGGCCCGGTAAAGAATTAGAAAGACTTACTCCAGAGTTTTTGAATGAGC
+TTTTATTTGACGACATCCCATGGCTTAAAAGGATACAGGAAGAGCATGACAGATTTGCAGAGACCTTAAA
+GGAAAATGGAGTTACTGTATACTACCTGGAAGAGTTGCTTGAAGAAGTGTTAGAGGATGATGGAATAAAA
+GAGTTTTTTATATACGACCTTGTCTCTTACATGAATACCTCTCTGGAGATTAAGAAAACAATTACAAACT
+TTTTGAGAGAAAAAAGTCCAAAAGAGCTGGTACACTATGCTATCGCCGGGCTTTTGAGAAAAGAGCTTTC
+TGAAATAAAGCCTCAAACTCTGGTAGACTATGTGTACGAAGATTCTCCTTTTTTCATTCCTCCTCTGCCC
+AACTGCTATTTTATGAGGGACCCTGCAGCAGTTATAGGGGATGGGATAGTGGTAAGCAGCATGAAGACAA
+ATGCTAGAAAAAGGGAGGCAATGCTTGTAAAGTACGTCTTCAAATATTCCAAGGAGTTCAGGGGAAATCA
+GAATCAAATGCTGTACGATTACAGGGCAGATTATCCAATTGAAGGGGGAGACATACTAGTTTTAAACAAA
+AAAGTTGTGGCAATTGGCATAAGTGAGAGGACATCTCCTCACGCTGTGGAAGAAGTTTCATCCTTTCTTT
+TAGAGAGAGGAGAGGTTGAAAAAATTATTGCCGTTGAAATACCTAAGAAGAGAACTTTTATGCATTTGGA
+TACAGTTTTTACGATGGTGGATGTGGACAAATTCTTAATATACCCGAGCATAAAGGAAAAATTAAAAGTG
+TACACAATAACTAGAGGAGAAAATGGGAAAATAAAGGTTAAAGCAGAAGAAAATTTTGTAAAAGTTCTGG
+AGAATTCTTTGGGGCTTGATAAAGTGACTCTAATAGAGAGCGGGGGAGGTGATGAAATAACAGGGGCGAG
+AGAACAGTGGAATGACAGTACTAATACATTGGCTATTGCTCCAGGGGTTGTGATGGCTTATAACAGGAAT
+GAAATAACTAACACGACTTTGAGAGAGCACGGTATAAAAGTGGTGGAAATAGAGGGTTCTGAGCTTGTCA
+GAGGGCGGGGAGGCCCAGATGCATGTCTATGCCTCTTTTAAGAGAGGAAATCTAAAAAAGCTTGACTAAA
+GGATTGAGGATAAGATAAAATATTTTAAGGCAAATTTACAAAAGGAGGATGGCTATGGCATTCAATTTAA
+AGGGTAGAAGTCTTCTTACTTTAAAAGAGTACACTCCACAGGAGATAAGGTATCTTTTGGACATTGCGAA
+ACAGGTAAAGGCGGAGAGAAAGGCTGGAATAGTGCATCAGAGGTTTGTAGGTAAGACTATTGCTTTGATA
+TTTGAAAAAAGGTCAACGAGAACTCGTTGTGCTTTTGAGACTGCCTTTGGAGAAGAAGGAGGGCATCCGG
+TATTTCTGTCTACAGATGACATACAGTTAGGGGCAAAAGAGTCAATTGAGGACACCGCAAGAGTTTTAGG
+CAGAATGTTTGATGCGATAGAGTTCAGAGGTTTCAAGCAGGAGACAGTGGAGATCCTAGCTAAGTATGCC
+GGGGTCCCTGTATACAATGGTTTGACTGATGAGTATCATCCAACTCAGGTGTTAGCCGATTTGATGACAA
+TAGAAGAGGAATTTGGCAGTTTAAAGGGAAGAAAACTTGTATTTGTAGGAGACGGAAGAAACAATATGGC
+TAATACTCTGGCTATAGGTTGTGCAAAAATGGGCATGCACTATGTGATAAATTCACCAAAGGAGCTCTGG
+CCTTCGGAGTCCTTTATAAAGGAAATTAAAGATATGGCCGCAGAAAATGGAGGAACTTTCGAACTCACAA
+GTGTACCTGGAGAAGGTCTTGAAGGAGCAGATGCCATCTATACTGACGTGTGGGCTTCAATGGGAGAAGA
+AGCAAAGGCAGAGGAAAGGGAAAGGCTTTTAAGGCCATATCAGGTGAATGAAGAAATGATGAAAAAGACA
+GGAAGAGATGACACGATATTCTTGCATTGCTTACCGGCGGTAAAAGGGCAGGAAGTCACTTTTGAGGTTA
+TAGAAGGCAAGCAATCAAGAGTTTGGGACCAAGCAGAGAATAGAAAACACACCATTAAGGCTGTTCTGAT
+TGCTACTTTGCTTTAATTTAAACTTAGGGGAGAAAGGTATGAGAGAGAGAGTTGTTGTGGCTTTAGGAGG
+CAACGCCCTGCAGGATGTGAACACCCCTCCTACTGCAGAGGCGCAGATGGAAGTCGTGAGGAGGACAGCT
+GGGTATCTTGCTGATATTATTGAAAGAGGATATTCCATAGTTATAACCCATGGAAATGGGCCTCAGGTGG
+GCAACATAGTGATACAGAATGAAGTGGCATCGAAGATTGTACCTGCAATGCCTTTTGATGTGTGTGGCGC
+AGAAAGCCAGGGAATGATAGGCTATATGATACAGCAGGCTTTGGGAGAAGTGTTGAAGGAGAGAAATATA
+AAAAAAGAAGTTGCTACTGTAATAACTCAGGTGGTAGTTGATAAAAACGATCCTGCATTTAAAAAGCCTA
+CTAAGCCGATTGGGCCTTTTTACACAAAAGAAGAAGCAGAAATACTCATGAGAGAAAAAGGCTATGAGAT
+GGTGGAAGATAGTGGAAGGGGCTATAGGAGAGTTGTTCCTTCCCCTGACCCTAAAGAAATAGTGGAAATT
+AACACGATAAAATTGCTAGAGAAAAATGGCGTAATAGTTATAACAGTGGGAGGAGGAGGAATTCCGGTTA
+TTAGAGAGAATGGCAAATTAAAAGGAGTTGCAGCAGTAATTGACAAAGATTTGGCTTCTGAAAAATTGGC
+AGAGGATATAGATGCAGATGTGCTCTTGATTTTAACAGCTGTAGAAAAAGTTGCAATAAATTACAACAAG
+CCAAATCAAAAGTTTTTGGACAGGATGACAGTTGAAGAGGCTATAAAGTACATGGAAGAGGGACATTTTG
+CTCCTGGCAGCATGTATCCCAAAGTAAAGGCTGCAGTTAGATTCGCAAAGTCAAAAGTGGGAAGGCGCGC
+AATAATAACTTCTCTGGATAAAGCCGTAGAGGCTTTAGAAGGCAAAGCAGGGACTGTGATAACCCTGTAG
+AAAAAATTTTGTAAAACTATTGACAAACAAATAGAAAGGTGAGAAAATAAAAATAACCAATTGAATATTT
+GATTGAAAGTAAAATCTTCGGGGCAGGGTGGAATTCCCGACCGGCAGTGAAAGCCTGCGAGCCGCATATG
+CGGTTGACTCGGTGAAATTCCGAGGCCGACGGTAAAAGTCCGGATGGGAGAAGATTTACTTTTTTGTGCC
+TATTTGTGTAAATTATTTGTAAAAAACCCCTGAAGATTTGTCTTCAGGGGTTTTTTAATAGAAAAAGCAA
+AAGTTGGAGGTGTATTTATGGAAAAAGTTAAAACACAAGCTTTAGTAAAGGTAGGTTTTCTTTCAGCTAC
+AGCTTTTATCTTGATGTACTTAGAATTTCAGGTGCCGCTATTTCCGGGGTTTTTGAAGCTTGACTTGAGC
+GATATACCTGCACTGGTAGCTTCTTTTGCGATTGGACCTTTGTATGGGGTGATGGTGGAGCTTATAAAAA
+ACATACTGCACGCAACAATTACTCAATCAGGAGGTATTGGAGAAATAGCCAACTTTACAGTGGGAGCTAT
+TTTTGTGGCAACTGCCGGTTTAATATATCACCTCAATAAAACTCGCAAAACTGCTTTAATAGCGATGGCT
+GTTGCGACCTTGGTGATGTCAGTTTCTGCTTCTTTACTCAATTATTACGTGTTTTTGCCCTTGTACCAGA
+AGGTCATGGGATTTCCTATGGATGCCATAATAGGGATGGGTAAGATGGCGAATAAAAGGATTGTGGATTT
+AAAGACTTTGATAGCTTATGGGATTTTTCCGTTTAACCTTTTAAAAGGCTTTGTCATTTCTGCGATTACA
+TTTTTGATTTACAAAAAGATTTCTCCACTTTTTAAAGCTTAGTTTAACCCTCTTCCATGAGGGTTTTTAT
+TTTTTATGAAGTTAGTATATAATAAAGTTATAAGCTGTATGAGGTGACAGGGCAGATGAAAAAATACATC
+TCAAAGAGCATGGAAGATACCAAAAATTTAGGGGAAAAGCTTGGGAAATTGTTAAAAAAAGGAGATATAG
+TGCTTCTCTATGGAGATTTGGGCAGCGGGAAGACGGTTTTTGCAAAGGGGATTGGGAAGGGATTAGGTAT
+TGAAGGTGAAGTGACAAGTCCTACCTTTACTTTGGTCAATGAATACCATGGAAGAGAGAAATTTTATCAT
+TTTGACCTTTACAGGATTGACGATTACGCTGAGCTTTACGAGATAGGATATGAAGAATATTTTTATAATG
+AAGCGGTGTGCGCAGTTGAGTGGCCAGAAAGGCTGGGGCCTCTTATTCCAAAGGAGAGGCTAGAAGTGCT
+CATTGAAAAAGGTGAAGAGGAGGATTTGAGAATTATAACTTTAAACGCTTTTGGGAAAAGATATGAAGAA
+CTGCTAAAGGAGATGGATTGATGAAGGTTTTGGCAATTGAGTCTTCTTCCAGGACGGCTGGAGTGGCATT
+GGTGGATGATAACGGGATAGTTGGCGAGTATTCAATAAACTACCTTAAGCATTCTGTAATTTTGATGCCA
+ATGATAGATGAACTTTTAAAAAGGTGCGGTGTTTCAATAAGAGACATCACTCATATAGCTGTCTCTGAAG
+GACCAGGATCTTTTACAGGTTTAAGAATTGGAGCAGCAACAGCAAAGGGATTGGCTCATGCACTTAACAT
+CCCTGTGGTAGGAGTGTCTTCTCTTCTGTCTTTAGCATACAATGTTAGTGAGTTTGATGGATTGATTTGC
+CCAATACTGGATGCTTTAAATGGGCAGGTATACGGAATGCTGGTTAGGGGAAAAGATTTTGAGGTGATTG
+AAAAGCAAGATGTCTATTCCATAGAAGAGATTTCTAAGATTGTTGAGAATTATTCCGATAAAGTTTTATT
+TGTGGGAGAAGGAGTAAACGTCTATAAGGATAGTATCTATGAAATATTGGGAGATAGAGTTTTATTTGCT
+AAGGATAAAGACAACATGGCAAGGGCTTCTTCTTTAGGAGAGATCGCTGTCTTAAAGATAAAGAAAAACG
+AAATAATAAACTTTTTCGATTTTAAGCCTGTTTATATAAGGAAGTCTGCTGCGGAGATTCGATTTGGGGG
+CGAGGGGAGTTAATTGATGGAAGTTATTATAAGGCCGATGACAGAAGATGATATAGATGAAGTGATGGAG
+ATAGAGAAGTTGAGTTTTACTACACCATGGTCTAGAGAAGCTTTTGTGGGAGAGGTTACAAAGAACAGCT
+GTGCAAGGTATATAGTGGCAGAGGTTGATAAAAAAGTTGTGGGATACGCTGGCTTTTGGGTGGTGCTGGA
+TGAAGGGCATATAACAAACATAGCGGTTCATCCAGAGTACAGAGGTAAAGGAATAGGAAGCAGATTAATG
+GAAGGGTTGATTGACCTTGCTAAGAAAAACGGTATTACCTCTATGACGCTTGAAGTTAGAGAGTCTAACT
+TAGTTGCCCAAAACCTCTATAAAAAGTTCGGCTTTAAAGTTTTAGGCAGAAGGGAAGGATATTATCAGGA
+TAACAATGAAGATGCTATAGTGATGTGGAAATACGATTTGTAGTGGTGGTGGAAATGGCGAAAGACATTG
+TAATTTTAGGAATAGAGACTTCCTGCGATGAAACGGCTGCGGGGGTTGTGAAAAACGGAAAAGAAGTGCT
+TTCAAATGTCATATACTCTCAAATAAATGTGCACAAAAAGTACGGCGGTGTGGTGCCTGAAATTGCATCA
+AGAAAGCACATTGAAGCGATTTCATTTGTGGTAGAAGAAGCGCTCAATGAGGCGAAGCTAAGTCTTGATG
+AAGTGGATGCAATAGCCGCTACATACGGGCCAGGGCTTGTAGGCCCTCTTTTAGTTGGTTTATCTTACGG
+TAAAGCTTTAGCCTATGCTAAAGGGAAACCTTTCATCGGAGTTAATCACATTGACGGGCACATTGCGGCA
+AATTATATAGGTGGTAATTTAACGCCGCCTTTTGTTTGTCTTGTAGCATCTGGTGGACACAGCCATATAG
+TTTATGTGAAGGACTATGGGGAATATGAGGTAATGGGGAAAACTTTGGATGATGCAGCTGGAGAAGCTTT
+TGATAAGGTGGCTAGGGCGTTGGGATTGGGATATCCCGGAGGTCCGGCTATTGAAAAAGCTGCAAAGCTT
+GGGAATATGGAGGCGATCGAGTTTCCAAAGTCTTTTATGGAAGAAGGAAATTTTGATTTCAGTTTTAGCG
+GGGTAAAGACTGCTGTTTTGAATTACCTCAACAGGCAGAAGCAAAAGGGAGAAGAAGTAAATATTTATGA
+CGTTGCCGCCAGCTTCCAGAGAAATATAGTGGAGGTTTTGGTGAAAAAATTGGTGGAGGCAGCGAGGTTT
+AAAAATGTCAGCAAAGTTTCCATAGCAGGAGGTGTTGCTTCTAACGGCTTCTTAAGGCAAAAATTAGAAG
+AGGATGCGAAAAAGTTTGGGCTTTCTGTCTATTATCCTGAAAAAATTTATTGCACAGACAACGGTGCAAT
+GATAGCTGCAGCTGCCTATTACGATTTTGTAAAAGGAAAATTTTCAGGGATGGATTTAAATGCCATTCCA
+TATCTCAAAATTGGGGAAAGTGATTGTTAGAATTGGGGAAAACTGTCGATAAAACAGAAATTTTGAGTTT
+TTCTGTTTGTGGATAACTCTGTGGATATTGTGCTTAACTATATTTCATTTCATTTACTGGAATGAAATGA
+GAAAAAAATTTATTAAAAATAAATAGAGGGGGAATTTGAAATGAAGAATATTTTGCTTTTTACGAAGGTG
+AAAGAGGATTATATTGAGGAGATTAGGAGGGTGATGGAAGGGTATAGAGTAGTTCCTGCGGAAGAAGTGA
+AAGAGGAAGACTACAAAGATGCCGAGATAATCATTAGCTTTGATTTTGAGTTTAGAGAAGAGGCAGTAGA
+CAAAGCACCAAACCTCAAATGGATTCACCTTTTAAGCGCTGGAGCTGATACATTGCCTTTTGAGAAGCTG
+AGAGAAAAAGGAGTCGTCGTGACAAATTCGAGAGATGTACATAAATACCAAATTTCTCAGCAGGTATTAG
+GTTACATGCTCATGTTTGAGAGGAGTTTGCACGTATTTTTGAGGAATCAACTTAAAAAAGTATGGGATAG
+GTCAGTGAGAGTATCAGAATTGACAGGGAAAATAGCTCTCATCATAGGAGTTGGCAGCATAGGGGAAGAG
+ATTGCAAGGCTTTTAAAAGAGTTTGGAATGAAAATATATGGGGTACGCAGTTCAGGTAGACCCTCTCCTT
+ATGTAGAGAAGATGTATACTTCTATTGGTGAATGTGACATCCTTTCAGAGGCTGACTATGTCATATCAAT
+ACTCCCCCTTACCAAGGAGACGTATCACTTGATAGGGAAAAATGTCTTTGAAAGGATGAAAAAAGAAGCT
+ATTTTTATAAATGTCGGAAGGGGCAAGGTGGTAAAAGAAGAAGAGCTTATTGAAGCATTGCAGAAAGGCA
+CTATAGGTGGAGCAGCTCTTGATGTTTTTGAAGAAGAGCCTTTGAGTGAAAAAAGCCCTTTGTGGGAGAT
+GGAAAATGTGATAATCACTCCTCACACTGCAGGGGTGACTCCTCACTATATGAAGAGGGCAATGGAGATA
+TTAAGGTACAACTTAAAAGCATATAAAGAAGGAAAGCCTCTTAAAAATATTGTGGACCTTCACAAGGGGT
+ATTAAGCGGGTTTTACCCGCTTAATTTTTCCCATTCCCTGTACATTTCTTCTAGTTTTTCTTTTAGGGCA
+GTGTATTCTTTCTGTATTTCTACAATTTCTCCCGTTTTATAAATTTCTACATTGCACATTTTTTCTTCCA
+GTTCTTTTAATCTGTCTTCTGCCTGATAGATTGAATTTTCAAGGTTTTTGAGGTATTCTCTCTGTTCTTT
+TAGTTTAAGCCTTAAAAGCCTTTCTTTTTGACGTTCATTTTTTATTTGTGTTTTTGTCTTTTTGGGTGGT
+TCCTCTTGTTGTACTTCTAATTGCTGCTTCTTTGCTATATAGTAACTGTAATTGCCAAGGTACACTTCTA
+CCCCTTCAGCACTTAGTATCATTACTTTTGTTGCGATTTTATCTATAAAATATCTGTCATGGGATACGAA
+TAACACTGTTCCCGAATAACCCAGTAAAGATTCTTCTAGGACTTCTTTTGCTTTTAAGTCCAAGTGGTTT
+GTAGGTTCATCCAGCAACAGAAAATTAGCTTTTGATAAGAGGAGTTTAAGAAGAGCAAGTCTTGCTTTTT
+CTCCGCCGCTTAAAGAGGCCACAGTTTTGAAAACTTCTTCATCTTTGAAGAGAAAAGATGCGAGTAAAGT
+TCTTACCTCTGTCTGTGTGAGATATGGGTTTTCATCCCATATTTCATCCAGCACCGTTTTTTCTGGGTTT
+AAACTCTTAAATTCCTGCTCATAATAGCCTGTCACTACGTTTGTTCCAAATTTTATTTCTCCTTCAAATT
+CTTTAATTTCACCTGCTATAATTCTTAAAAGAGAGGTCTTTCCTGCTCCGTTTGGACCTAGAAGAGCAAT
+TTTTTCTCCTTTTTTCACATCAAAAGAGACATTCGAAAAAACAGGCCTGTCAAATTTCAAAGAGAGATTT
+TTAACAGTTAACACATCGTTTCCGCTCTCTATATCGAAATTGAACTTCAGCTTTATAGAATTTTTATTCA
+AAAAAGGCTTTTCTATTATTTCCATTTTTTCTAAGAGTTTTTCCTTACTCTGGGCCATTTTTACTGATTT
+TTCTGTTCTTCTGTTTCTTTGAGTTTCTATTATTGATTTGATTCGCTTTATCTCTTTTTGCTGCTCTTCA
+TAAGCTTTTAATTTCGCTTGTACCTCTTCTTTTTTCTTTTTTAAATATTCTGTGTAATTGCCTTCGTACA
+CTTTTAAGTGATGATTTTCAATTTCGAATATTTTGTTTACTACTTTGTCTAAAAAGTACCTATCGTGAGA
+TATTATGAGCAGAGTGCCAGAATAAAATTTTAGGTATTGTTCAAGCCACTCTAAAGACCTTATGTCCAGA
+TGATTGGTAGGTTCGTCTAAAAGTAGTACATCTGGATTGAGAAGAAGTATTTTGGCAAGCATCAAACGGG
+TCTTTTGTCCCCCGCTTAAATTTGATACAGGTGTATCAAATTGGGACATATCAAACCCCAGTCCATTTAA
+CACTCCTCTTACCTTGCTTTCTACAGAATAACCCTCCAGTTCATTGTATTTGTCCATTAAAAAAGAGTAT
+TCTTCAAAAAGTTTCTCAAGCAAATTATGGTCTTTAGTATTAGATATCTTTTCTTCTAAAGCTTTGATTT
+TATTTTCCAACTGAAATATTTCTGCAAAAACAGATTTTACTTCTTCATATATGCTCTTTTCTGAGTCAAT
+CAAAGTGTTTTGCTTCAAATATCCAATTTTATTGGCAGAGACAAAAATACTTCCACTGTCAGGTTCAAGC
+GTGCCTGCTAGTATGTTAAATAAAGTGGATTTTCCAGCCCCATTTTCTCCAATTACTCCTATTTTGTCGC
+CTTCGTTGACTATAAAAGAAATATTTTGTAGAATTATATCGACACCGTAACTTTTTGTGAGGTTATTTAC
+AGTTATTACTGCCATGGTTAAGACCTCCTGTTCGTCATATTAAATATACCAAAAAAATTTGTTTTGCGAA
+AGTGTGAAAGGCTAACTTTTTTTCAAAATTTGTCGATAAAGAATAATGAGCTCATTTTTGAGATGGAAGG
+TGATGAAATTGGACATTGCGACAATAGTGGGTATTATAATTGGTGTAGGGTCTTTAGTCTATGCTTTTAC
+TCTTGAAGGCGGAACAATTGGTTCTTTGTTAGGAGTTTCTGCAGCCTTGATAGTGTTTGGGGGTACTATT
+GGAGCTACTATAACTTCATATTCTTTAGAGGATATAAAAAAGGTTCCCGCGCTTTTGGTGAAAGCCTTTA
+AAGATGAAAAGGAAAATTACATGGAGATAATAAAATATTTTACCTATCTTGCGCAAAAAGCTAGAAGTGA
+AGGGCTTTTGAGCCTTGAATCTGAGATAGAGTCTGAAGAGATAAATAAGTTTGATCCTATTTTGAAAGAA
+TGCCTTGAGCTGGTGGTAGACGGTTCTGACATGGAGCTTATTAAGACCACGATGGAAAATAAGATTTATA
+TGGAAGACATGCAGGCCAAAAAAGAGGCAGGCATTTTTGAGGCGGCGGGCGGTTACGCGCCTACCATGGG
+AATTATAGGTACAGTTATGGGACTTGTTCACGTTTTGAGCAGCATAAGTGAGCCAGAAAAACTGGGGCCT
+GCAATAGCCATGGCTTTTATTGCTACGCTGTACGGCGTTAGCTCTGCCAACCTTTTCTGGCTTCCAATTG
+CCCAGAAATTAAAAAACAAGGCAAAGATAAAAACTACGGAGAGAGAGCTTATATTAGAAGGCAGCCTTTC
+ACTGCAGGCGGGTGAAAACCCGAGAATCCTTGAGAGAAAGCTTTTGACTTTCATCACTAACGATAAGAGA
+GGCACAATAACAGAGAAAGGCAGAGTGGAGTTAAATGAGGAGATTGGAAGATGAATCCAAACCGAATCAT
+GAGAGATGGCTTCTCACTTATTCTGATATGATAACTTTGCTTCTCATATTTTTTATAGTCATGTACACCA
+TGAGCACGTTAAACGCGGCTAAATTTGCACAGCTTGCCGGTTCTTTGAGCAAGACTTTTACAGGTACAAA
+TTATATACTAGGAAAGTACAGCGGCAAAAGCGTAGTTCCGGGCAATGCGGAAAATAAGGACAATCTTGGG
+GAAGTGCAGGCTCAGCTTCAGGCTTTTATAAAAGAGAGCAATCTCCAGGGAATGGTATCCACCTATAGGG
+ATGAAAGAGGACTTGTAGTGAGCTTGCAGGACACGTTGCTTTTTGACCTCGGTTCTGCAGATGTCCATCC
+CGAGGAAAAAGAAGTATTAATAAAAATAGGAAAAATGTTGAAAAATTTGCCTAACTATATAAGAGTGGAA
+GGGTTTACTGATGACCTTCCTATACACAACCAAAAATTTGACTCTAACTGGGAGCTTTCTGTGATAAGAG
+CCACTACTGTAGTGAAAATATTGGTAAACGAAGTTGGAATAGAGCCCCAGAGAATTTCTGCGGTAGGATA
+TGGGGAATACCGACCTATCGTTCCTAATGATTCGGAAGAGCACAGGAGGTTAAACAGGAGAGTAGACATT
+GTGATAATGAATACCGAATACAATAAATGGGAGCCAAAGACCCAGTAGTTATAAATTTTTTATAACGGCC
+ATAAAAAATTTTAATAATTCCTCATATTCTACTATGTTTTTGTTTCATTGACAAGAAATTTACAATGTTG
+TATAATTTCAAATACATAGTAGAATGAGGTGAGGACAGTGAGCAAAAAAACTATAGTATCTATGGCCGTT
+ATAAGAAGGCTCCCAAGATATCACAGGTGCTTAGAGGAACTTTTAAAAAATGATATAAAGAGGATTTCTT
+CAAAAGAGCTCAGCGAGAGAATGGGCGTTACTGCTTCTCAAATAAGGCAGGACCTCAATAATTTCGGAGG
+TTTTGGCCAGCAAGGATATGGCTATAATGTTGAGGAGCTTTACAATAATCTGACCAAAATTTTAGGCCTT
+GACAAAACCTATAACACTATCATAATAGGCGCTGGCAATTTAGGACAAGCGATTGCCAATTATACTCGAT
+TTGAGAAGTCTGGATTCAATTTAAAAGGCATATTTGACATAAACCCAAGGCTGTTTGGATTGAAGATAAG
+AGATGTAGAGGTAATGGATGTAGAAAAAGTGGAAGAATTCATAGCTAACAACCACATAGATATAGCAATA
+CTGTGTATTCCCAAAGACAATGCCCAGTACACTGCTGACAGATTAGTAAAAGCTGGGATTAAGGCTATAT
+GGAATTTTTCACCAATAGATTTAAAAGTGCCCGACGATGTAATTTTAGAGAATGTCCACTTGAGCGACAG
+TCTTTTTACCATATCTTACAGATTGAATGAAGAAGAGCTATTTAAAAAGCTTAAAGGGGAAACAGTGAAA
+GTAGATGGATGAAATGTCCATCTACTTTTTATTTTGGCATGATTTTTGCATAAAATATTAAAAGCGAAAA
+CTCAAAAGGAGGGTGACTTTGGTGGAATATAAAAACATAGAAGTGAAAATTGAAAAGGGGATTGCCACAA
+TCACAATTAACAGGCCAAAGGCTTTAAATGCATTAAACACAGAGACTCTTGAAGAATTAGAAAATGTTTT
+AGAAGTTTTGCAAAATGACGATGGGGTAAAAGTTATAGTTATAACTGGTGCAGGAGAAAAGGCATTTGTG
+GCAGGAGCAGATATTTCTGAAATGAAGGACATGAGCGTATTTGAGGCGAAAAAGTTTGCTGAGTTAGGTC
+AGAAGGTATTTAGAAAGATTGAACTTGTGAAGAAGCCAGTCATTGCTGCTGTGAATGGATACGCTCTTGG
+AGGAGGATGTGAACTTGCTTTGGCTTGCGATATAAGGATTGCAAGTCGTAATGCAAAATTTGGTCAGCCA
+GAAGTAGGACTTGGAATTATACCGGGATTTGGTGGTACGCAGAGGCTACCTCGAATTGTAGGTGTTTCAA
+AAGCGAAAGAACTCATATACACTGGAGATATGATAGATGCAGAGGAGGCTTTGAGAATAGGCCTTATTTC
+AAAAGTAGTAGAACAAGATAAACTTTTAGAGGAAGCTTATGGTATTGCAAAAAAGATAATGTCAAAAGGG
+CTTGTGGCAGTATCACTGGCTAAAGAAGCTATAAACAAAAGCCTCGAAGTTGATATCGATTCAGGCATGG
+AATATGAGGCCAATGCTTTTGCCATGTGTTTTGGTACACAGGATCAAAAAGAGGGCATGGCAGCTTTTTT
+AGAGAAGAGAGCTCCTAAATTTGAAGGAAGATGAGGGGAATGCCCCTCACTGTACCCTAGAATGTTAAAA
+AAATATCAAAAAGGAGGAGTGTATATGGATTTTTCTTTTACCAGAGAACAAGAGATGGTGAGAAAAGTAG
+TGAGGGAATTTGCAGAGAAGGAGATTATGCCACGCGCAAAAGAAATTGATAGAACAGGGGAGTTTCCATG
+GGATAACGTTAAAAAAATGGCGAATGCCGATATGATGGGGATTCCCTATCCAAAGGAATATGGAGGAGCA
+GGAGGAGATTACATAAGTTACATCATCACTGTTGAAGAAATATCTCGCGCTTGTGCAGCTACAGGGGTGA
+TACTTTCTGCCCATACATCACTAGCATGTTTTCCTATTTTCCAGTGGGGAACAAAAGAGCAAAAAGAAAA
+ATACCTTGTACCACTTGCAAGAGGGGAGAAATTAGGGGCTTTTGCTTTGACAGAGCCTAACGCTGGAACT
+GATGCAGCAGGCATTCAAACAACTGCTACGTTAGAAGGGGACCATTATGTATTAAACGGCTGTAAAATCT
+TCATTACCAATGGTGGTGTGGCGGATGTATATATAGTTTTTGCTAAGACAGATAAATCTCAAGGAGCTAA
+AGGGATAAGTGCCTTTATTGTAGAAAAAGGCTTTCCGGGTTTTTCTATAGGTAAAATAGAAGAGAAGATG
+GGGATAAGGGGTTCAAGGGCGGCAGAACTGGTTTTTGAAGACTGTATAGTGCCAAAAGAAAATTTGCTCG
+GCAAAGAAGGGGAAGGATTTAAGATAGCTATGGTGACTTTAGATGGTGGGAGAATAGGCATTGGTGCTCA
+AGCTCTAGGAATTGCTCAGGCAGCTTTGGATGAAGTTATAAAATATGTAAAGGAAAGGCAACAGTTTGGA
+AGGCCTATAGGGAAATTTCAAGGGTTGCAGTGGTATATTGCCGAGATGGCAACAAAGGTGAGTGCAGCCA
+GACATCTTGTCTATTATGCTGCCTGGAGAAAGGAAAACAACTTAAGTTACAGCATGGAAGCCGCAATGGC
+AAAACTTTTTGCCTCAGAGACGGCTATGGAGGTTACTACTAAAGCGGTGCAAATTTTTGGCGGCTACGGC
+TATACAAAAGATTATCCTGTAGAAAGGCTTATGAGGGATGCAAAGATTACGGAAATATATGAAGGTACAT
+CAGAAGTTCAGAAAATGGTCATTGCTTCAAATATTTTAAAGATGTAAGGAGGGAACTATCATGAACATTA
+TTGTTTGCATAAAGCAGGTGCCTGACACAAGTGAAGTGAAGATAGACCCTGTCACAAAGACTCTCATAAG
+AGAAGGAGTGCCAAGTATAATAAATCCGGAGGATAAAAATGCTTTGGAAGAAGCTATAAGAATCAGAGAA
+AAGTATGGAGGGAAGGTTACAGTCATCACTATGGGGCCACAACAGGCAGAAGAAGCTTTAAGAGAAGCCC
+TTGCGATGGGAGCCGATGAGGCTTATCTCCTTTCTGATAAGGCATTTGCAGGTGCCGATACTTGTGCAAC
+TGCCAAAACTTTGGCAACGATGATTAAAAAACTGGAGTATGATTTAGTATTTTGTGGAAGACAGGCTATA
+GATGGCGACACAGCTCAAGTGGGACCGCAGCTGGCTGAACAGCTTGGTATTCCTCAAGTGACATACGTTA
+AAGAGATAAAAGTTGAAGGGGATTCCCTTATTGTCAAAAGGACACTTGAAGATGGCTACGAAGTGATAAA
+AGTTAAGATGCCTGTGCTTCTCACGGCAACTAAGGAACTTAACACTCCAAGATATCCTTCAATAAAGGGA
+ATATTTGAAGCCTATAGAGAAAAAGAAGTAAAAATTGTAACTGCTTCAGAATTGGGAATTGACCCTCAGG
+AAGTGGGACTTAAGGGTTCGCCGACTAGAGTTATAGCCACTACAACCCCTGAGACAGAGAGAGCAGGAGA
+GATTTTTACAGGCAATGTAAAAGAATGTGTACAAAACCTCGTTCAGAGATTAGTTGAAAAACATCTTATA
+TGAAGGAGGCTGGAAAAATGAGCGAATATAAAGATATATGGGTGTTTGTTGAGCAAAGAGAACAGAAACT
+CATGAATGTTTCTTTAGAGATATTGGGAGAGGCTCGAAGACTTGCAGATAAAAAAGGTGTAAAGGCTTGT
+GCTGTTTTGGTAGGATATGAAGTAAAAGGGCTGGCAGAGGAATTGATAAAATACGGTGCTGATGTAGTGT
+ATGTCATAGATCATCCTCTTCTTAAAAACTACACCACGGATGCCTACACAAAAGTCATATGTGACCTTGC
+GAATAGCTTAAAGCCAGAGGTTATTTTATACGGCGCTACCTATATAGGAAGGGATTTGGCACCGAGAATT
+GCAGCGAGAATGCGCACAGGACTTACGGCAGACTGTACAGCACTTGATATAGATGAAAATGGCCTTCTTT
+TGCAGATAAGGCCTGCATTTGGCGGAAATTTAATCGCTACAATAATTTGTCCCGAAAGAAGGCCCCAAAT
+GGCAACAATAAGGCCTGGCGTTATGAAGAAAGCTTTGATGGATGAAGGGCGCAGGGGAGAAGTAATTGAA
+ATAAAACCAGTGATAGAAGAAAAAGATATAAGGACAGAGATTATCAGTATAATAAAAGAGGCAAGGCAAA
+AGGTAAATTTAGAAGAAGCAGATATTATTGTATCTGGAGGAAGGGGAGTAGGGGGACCGGAAGGATTTAA
+ATTGATTGAAGAGCTGGCGGAAGTGCTGGGAGGGGTTGTAGGTGCTTCCCGCGCTGCGGTGGAGGCGGGG
+TGGATTTCTTCTGACCATCAGGTAGGGCAGACAGGGAAAACTGTAAGGCCCAAGCTTTACATAGCCTGTG
+GAATTAGCGGAGCTATACAGCATATTGCAGGAATGGGTGGTGCAAAGACCATAGTTGCTATAAATAAAAA
+TCCCGATGCTCCCATCTTTAAGATAGCCGATTACGGCATAGTCGGAGATTTATTTAAGGTAATACCGGCC
+CTGATAGAAGAAATAAAAGAGGCCAAGAAAAAGGCGATGGCATAAAATTTGCATGTAATAAAGTAGTAGT
+GACTTATGTATGTTTATCAAGAAGGGCGGCTGACCTTTTGGCAGCTGACTCTTTTACAATAAATTTCTAG
+GAGGGAAATGCAAAATGCAAAAAATATTTGTAGTTGGTGCAGGAACAATGGGATCGGGAATTGCACAGGT
+ATTTGCAGAAAATGGTTTTGAAGTTGTAGTAAGGGATATAGATATGAAATTTGTAGAAAGAGCTTTAGGA
+GTTATTGAAAGTAACCTTAAAAGAAATGTAGAAAAAGGGAAAATTACAGAAGAAAAGAAAAACGAGGTGT
+TAAGTAGAATAAGAGGCACTGTTGATATTGACGAAGCTAGGGAAGCTGATTTTGTCATTGAAGCGGCTGT
+AGAAAATATGGAGATAAAAAAAGAAATTTTTAGAGAGCTTGATAACGTATGCAGAAAAGAGGTAATACTT
+GCCACAAACACTTCTTCTCTTTCAATAACAGAAATAGCAAGTAGCACTCAAAGGCCTGAAAAAGTAATAG
+GCATGCACTTTTTTAATCCCGTACCTGTGATGAAATTGGTGGAAGTGATAAGAGGGATGAAGACCTCTGA
+TGAGACATTCAATACGGTAAAAGAACTGGCTCAAAAGCTTGGGAAAACCCCAGTTGAAGTCAATGAAGCC
+CCTGGTTTCGTGGTAAACAGGATTTTGATTCCCATGATAAACGAAGCTATAGGAGTTTTGGCAGATGGAG
+TAGCTTCTGCAGAGGATATTGATGAAGCCATGAAATTGGGGGCAAACCATCCAATAGGACCCCTTGCCCT
+TTCTGACCTTATAGGGAATGATGTAGTTCTTGCAATAATGGAAGTATTATATCAAGAATTTGGAGATCCT
+AAATACAGGCCTCATCCACTTTTAAAGAAAATGGTGAGAGCGGGCTTTTTAGGTAGAAAAACTGGTAAAG
+GATTTTTTGAATATAAATAAAAATTAAAAAGGGGGATTTATATGAGAGAAGCTGTAATCGTGAGTGCAGT
+GAGAACTGCAATAGGAAAGTTTGGAGGAAGCCTGGCTGGAATTCCAGTAGTGGACTTAGGAGCAATTGTT
+ATAAAAGAGGCATTAAAAAGAGCAAAAGTAGCTCCAGAACAGGTAGATGAAGTATTCATGGGCATTATAT
+TACAGGCGGGCTTAGGTCAAAATCCTGCGAGGCAGTCTGCTGTAAAAGCGGGAATTCCTGTGGAGGTACC
+TGCTACAACGATAAACATGGTATGTGGTTCAGGACTTAGAACTGTGGCTATGGCAGCTCAAGCTGTTATG
+CTAGGGGATGCTGATATAGTTGTGGCGGGCGGTATGGAAAGCATGTCAAGAGCTCCGTATTTACTGAGAG
+ATGCCCGCTGGGGTTACAGGATGAACATGCCTTCTGGAGAGCTTGTTGATGAGATGGTCTATGACGGGCT
+GTGGGATGTTTTCAATCAGTACCACATGGGCATAACAGCAGAGAACATTGCAGAAAGGTACAAAATTTCA
+AGGCAGGAACAGGATGAATTTGCGCTAAGAAGTCAAAACTTAGCTGAGGCTGCCATAAAAGCGGGAAAAT
+TTGAAGAAGAGATTGTTCCTGTGCCCATTCCTCAGAAGAAAGGAGATCCAATTGAATTTAAGGTAGATGA
+GCATCCTAGATTTGGAACTACTATGGAGGACCTGGCGAAATTAAAACCTGCCTTCAAGCCGGATGGAACA
+GTCACAGCAGGAAATGCTTCTGGAATAAATGATGGAGCGGCTGCAGTAGTAGTTATGTCAAGAGATAAGG
+CAAAAGAGCTGGGCGTAACTCCTCTTGCGACTATAAAATCTTATGCCTACGCTGGCGTTGACCCGGCTGT
+AATGGGTCTAGGTCCAATTTACTCAACAAGAAAAGCTCTTGACAAGGCAGGCTTGAAGATAGAGGACATT
+GACCTTATAGAAGCCAATGAAGCTTTTGCAGCTCAAGCAATAGCAGTAGCTAGAGAGCTTAACTTTGATA
+TGGAGAAAGTGAATGTAAACGGAGGTGCAATAGCTCTAGGTCATCCGATTGGGGCAAGTGGAGCGAGAAT
+TTTAGTGACTCTTCTTCACGAAATGAAAAGAAGAGGTTCCCGTTTAGGTCTTGCTACACTTTGCATAGGC
+GGTGGCATGGGTATATCAATGATTGTGGAGATGTAAAATGGAAAAAACAAGTCAATAACCCTCGGCTGTG
+CCGGGGGTTATTGACTTTTTATAACGATTACGTGTATAATGGACATCAAAAGATGTACTAAAATGATACA
+TCCTTCCTTTATTATTTAGGGGGCGTGAAAAAATGTCAAAAAATATTGATAAATCATTTTTGTTTAGTGA
+AGAAATGGAGTTTTTGTTCGAGAGTGTTTTTGACAAGTTACCAATTGCTATTGATATACTTGATGCGGAA
+GGCAATATAAGAATGATAAATAAAACGTTTTTAGATTATTTGGGATTGGAAAAGGACAAGGTCATTAACA
+AATATGTTTTAGACGTGGATCGAAATTCGAGGTTCCCTCTTGTTTTAAAAACAGGTCAAAATGAAATTGC
+TTACAGACATAAATTTGCCAATGGAAAGGAAGCTATTGTACATAGAATTGCAATAAAGGATGGAGATGAA
+GTAATTGGTGGTTTTGGAATGATTTTATTTGAAGATTTAAATGAACTAAGAAAGCTTATAGAAAAAAATA
+GACTCTTAGAAACAGAGCTTGAACATTACAAAAAAACATTAAGAAAAATTCATGGTGCTAAGTATTCATG
+GGAAAATATCATTGGAAAAAGTGATGCAATAGTTGAATGTAAGAAAAAAGCTATGAAAATGGCTAATATG
+GATTCCAATATTCTGATATATGGAGAAAGTGGAGTAGGAAAAGAACTTTTTGCTCACGCTATCCATAATT
+CAAGTAAAAGAAGAGATTATCCCTTTGTAACTGTAAATTGCGCTGCTATACCAGAACAATTAATGGAATC
+AGAGCTATTTGGGTATGAAGAAGGAGCATTTACAGGAGCGCAAAAAGGAGGTAAAATAGGTAAGTTTGAA
+CTTGCGAATCACGGTACTATTTTTTTAGATGAAATAGGTGATATGCCGTATACAATGCAGGCAAAACTTT
+TAAGAGTATTGCAGGAAGGTGAAATCGAGAGAGTAGGAGGAAAAGCACCTATTAAAGTTGATGTACGGGT
+GATATCTGCAACAAACAAAGACCTTTCGAAACTTGTTAAAGAAGGTAAGTTTAGAAGTGATTTATTTTAC
+AGAATAAATGTATTAATGCTTAATGTTCCACCATTGAGAGAAAGGAAAGAAGATATTCCGTTATTAATAG
+ACCACTTTTTATCTCTTTTAACACAAAATTCTGGAATATACAAAAAAGTTTCTAAAGAAGTATACGATAT
+CTTAGAAAAATACGACTGGCCGGGTAATATAAGAGAATTAAGAAATGTAATTGAAAGAATGGTTGTTAAC
+TCAGAAGGAGATATAATTAGAAAAACAGATATTCCGCTTTACATTTTAAAAAAAGAATTGCCAGTGAGAA
+AGAAAGGTTCGGGATTACAAGAAATGTTAGAGGAATTTGAGAAAGAGATAATTTTTGAGACGTTAAAAGA
+ATGCAATTATAACAAGTCACAGGCAGCAGAAATATTAAAAATTCCAAGGTCAAGGCTTTATAGGAAACTA
+AAAAAATTTGGGATTCTAGAAGAAAATAATGAAGTGAAATAATACAGTGTAGCGAAATGATACATATTTT
+AAAAAGCACAGGAGATACCTCTCTTGTGCTTTTTTTTGTATTATTATAGGACAGTTATAAAAGCTCTAGT
+AGGTAAAAGATTTTGTTTTGATGTCGCTAAAAATAAATTAAGTGAGCAAATTTTTTAAGATGAACATACT
+TAAGAATCCGCATTTAACTAGTTATTTTATTGAAATTTTTAAGAGAAATTAATAGTTGGCATTTTTTTTG
+CTTTTATTAATTTATGTGAAAACAAAAGAAAGGGGTAATATCATGGGGAAAACGATTAATGAACTAAAAG
+TTGGTGACAAAGACCATTTTGAAAAAACAATTACAGAAACAGATGTGTATTTGTATGCTGGAATTACAGG
+TGATTTTAATCCTGTACATATCAACCAAATAGAAGCTGAAAAAACAATGTTTAAGGGAAGAATAGCCCAC
+GGGATGTTAACAGCTGGATTGATTTCTACTGTGTTGGGTACTAAATTACCAGGAACAGGGACTATTTACC
+TTGGTCAAGAATTAAAATTTACAAAACCTGTAAGAATTGGCGATACAATAAAAGCTGAAGTAGAAGTAAT
+AGAAATTATCCCCGAAAAAAATCGAGTTAAATTAAAAACCACATGTACCAATCAAAATGGAGAAGTTGTA
+TTAGATGGTGTAGCCACAGTGCTCGCACCTAAGGAGTAAATAGAAAGGAATTATATTAAAAAATAGGAGG
+CTAAGGGATGCCTAAAATCACAGTTAATAATGTCAGTTTGTACTATGAAATACATGGAAATGGCTCACCT
+CTTGTATTAATAGAAGGTCTAGGTTGTTCGAAATGGATGTGGTTTAAGCAAATAGATGAATTAAAAAAGC
+ACTTTAAAGTTATTGTTTTTGACTTAAGGGGTGTTGGTGATTCTGAGAAGCCAGATATGGAATATTCTAT
+TAAACTACTCGCCGATGATACAGCGGCTTTAGTAGCAGAACTTGGATTTAAAAAAGTTCATGTACTTGGG
+GTTTCTATGGGCGGTTATATAGCACAGGAGCTTGCCCTAGAATACCCTGACCTTGTTGATAGATTGATAC
+TATGTTCTACTCATTATGGAGGACCAAACATTGTGCCAATACCATTGTCTACTCTTAATATTATATTAAA
+TGGCGCCGGTCTACGTAATGCATTAGAAAATTTGCGAATTGCTATGTCTTTAAATTTTAGTGATGAATAT
+CTCTCTACCCATAAGGATGAGTTTGAACAAATCGTGAAATGGAAGTTTGAAAAGCCACAGCCATTTTATG
+CCTACAGAAGACAACTTTATGCAGCTTTAACATTTGATGAAGAGGCAAGAATTCACTTAATTAAGCATCC
+TACTTTAATAATGGCAGGTAAAGATGATAAAGTAGTGCCTTATGAAAATGCACTTTTATTACATTCAAAA
+ATAGAAAATTCAGAAATAGAATTGTTTAGTAATGCAGGACACATGTTTTTTATAGAAAAAGCAGAAGAAG
+TGAATCGGAAAATTATAGAGTTCTTAACAAAACCTATAGGAGGAGATAAAAAATGGGAAGAAAAAATGTT
+AATGTAGGAATTGTGGGAACAGGACTTTATATTCCTCAAACGTACATGACATCTGAAGATATAGCTAGAG
+AGACAGGAATACCCGAGGAGATTATAAGAACCAAATTTGGGATTATAAAGAAACCTATACCGGGACCGGA
+GGACCATACTTGCTATATGGGAATACAAGCGGCTAAAGATTGTCTTAAAAGGACTGGTGTCGATCCGAAG
+GAGATAGACCTTATTATATATATAGGCGAGGAACATAAGGAATATCTACTTTGGACCTCTGGTATCAAAT
+TGCAGTATGAGATAGGTGCAGAGAATGCGTGGGCTTTTGACATGGCTTTGAGATGTGGTACGGCAGTTGC
+TGCACTGAAGATAGCAAAAGATATGATGATTGCAGATGACAATATCAACACTGTTTTAATTGCTGGTGGT
+TATAGAAATGTTGACTTTATTGACTATAAAAATCCCCGAGTATCTTTCATGTATGACCTTGCCGCAGGAG
+GAGGGGCAATTCTTCTTAAGAAAAATTATAATAGAAATATTGTACTTGAAGCATCAATTATAACAGATGG
+CTCCTTTTCTGAAGATGTTGCTGTTGTTGGTGGTGGAACAAAGTATCCAGTAAGTCATGAAATGATTGAT
+AAAGGACTATATAAATTAGATGTGTTAAATCCGGAACATATGAGGAAAGGATTGGAAGAAAAATCGATGC
+CTAATTTTTTACATGTGATTAAAGAATCTTTAAGAAAAAGTGGTTATACGCCTTCCGATATTGGCTATCT
+TGCGATACTTCACATGAAAAGGTCTGCTCATGAATTTATTTTAAATGAACTAGGTTTATCTCCTGATAAA
+TCGATTTACTTAGAGAACTATGGACATATGGGACAGATCGATCAAATACTTTCAACACATCTTGCCCTGG
+AAGAAGGGAAAATAAAAGATGGCGATGTAGTAGTATGGGTAAGTGCGGGTATAGGATATGTATGGGATGC
+AATAACGATAAAATGGGGACCTATAGAGTAAATTTTATAGCATAAATTTTACGGCAGGAGGTTTTGAAAA
+TGGACTATAAAGAACTGTACAAGAGAAAACTAGTTTCGGTAGAAGAAATTTTATCAAAAATTAATAGTGG
+GGATGAAATTGTTTCTGCTATGGCTGCTTCAGAACCCCAGGGCATTTTAAGTAAACTTCATACTATAAAA
+GATAGAGTGGAAAATGTGACAGTGGTTGTATGCCTTCCAATGAAAAATTACGATTTCTTTATGGATCCTT
+CGATGAAGGGCCATTTCCTTACTGAATCATGGTTTTATACTGCGGGATTACGAGAAGCACATAAATATGG
+AACAGTATCTTTTATACCTAATCATCTTCATTTAGCTTCAACAAAGAGATTACATTATAGAAAACCCAGG
+TTTTTCCTAGGTACGGCGACTCCTATGGACAAACATGGATATTTTTCCTTGTCTCTAGGTGTTACTTATG
+AAAAAGATATCCTAGAGAATGCTGATTATGTAGTGCTAGAAATAAATGAAAATTTGCCAAGAACTTATGG
+TGATACGCAAATACACATAACTGAAGTAGATTTTATTGTTGAAAACAATTATCCTGTTCCTGAACTTTCC
+ATTGTAGAGCCTAATGAAAAAGACAAGATAATAGGAGGATATATCTCAGAATTAGTAGAAGACGGTTCAA
+CAATTCAGCTGGGTATAGGAGGAATCCCTAATGCGGTTGCACAAGCTCTTATGAATAAAAAAGACCTTGG
+GATACACACTGAAATGTTCACCGATGGAATGGTAGATTTATTTGAAGCGGGAGTTATTACAAATAGGAAA
+AAAACTTTGTGGAAAGGTAAATCTATAGCTACATTTGCATTGGGTACGAAAAAACTTTATGACTTTATAG
+ATGACAATATGGGAGTAGAATTTCATAGGGGTAGAGTTGTCAATGATCCTTATGTAATAGGGCAAAATTA
+CAAGATGGTATCTATAAATACTGCACTCCAAGTAGATTTAACAGGCCAGGTTTGTTCAGAATCTTTAGGT
+ATAAGACAGTTTAGCGGAACTGGAGGGCAAGCAGATACTGCAATAGGAGCTCAAATTTCAAAAGGAGGCA
+AATCTATAATAGCATTGTACTCATCAGTAAAAAACGATACTATATCTACAATAGTTCCTACATTAACAGA
+AGGTGCCGCAGTAACTTTATCAAGAAATGATGTAGACTATATTGTTACAGAGTATGGTATTGCAGAAATG
+AGAGGACGGTCGATAAGAGACAGAGTCAGAAATTTAATAAACATTGCTCATCCTAAATTTAGAGATGAGC
+TCAGGGAAAAGGCTAAAGAGCTTATGATATGGTAATATTTGAATGTTAAAGATAAAATGTCAATAGAAAA
+GGTGGAACAATTTATGAGGAAGCTAAGAGTATTTCCTCTATTGGTAATAATGTCGTTGTTATTATTTCAA
+GGACATTATAAAGCAACATCATATTTTGATCCAACACCAGTAAAAACCTTTACCGACTCTAAATACTGGG
+CTAAAGTGGAACTTTTGAGAGATAGCAATCCTAATATAGGACAAGAAAAATTTATAACAGATAATCAACA
+AAAAGATCCAGAAATTATCAAAGAATTTAACAACAATCCTCAACCAAATTCACAATATTTTTTGCTCCAC
+TATGCACCCGGTTGGGATACAGGCACAAAGCCATATCCTGTAATTCTTGTTCACGGTGCTGGGTCCGATG
+CAAACTTTTTTGCAGATCCTAAAAGGGATGGTTCGATTACTGGTTTGATGCAATATCTTTCGCAAAGAGG
+TTATAAAGTCTTTGCTGTTACATTTGCGCATCCTCATGGGGACAATTACATTCAAAGAGAGATTCTTGCT
+GATGTGATTCAGAAGGTTAAGGCTGTAACAGGAGCAAGTAAAGTTGATATTGTAGCACATAGTAAAGGCA
+ATATGTCCGCAAGAATGTACGTGTCAAATGTCAAAGAATCATGGGGAGTTGATTTTGGAAAAGATGTGAG
+AAGATATATCCAGCTGGGAGCTCCAAATGGTGGAATTGACTTTACTTTTAGGAATCCAAATATGGCATGG
+GGTATAATGACAACTGGAGGATTTGGACCTGTTCCTTATACTTATATGTTGATTTATGGATTATGGTATA
+ATACCACCTATCACAGTATATATACAGAAGGTGGTGCCTATCCAGGACAACTTCAGATGCTAGCAAGATG
+GGATAGTGTATATCCTCTAAATACAACGCAGCAAGATTGGTATACAACTTATTATGGAGGGTGGGGATTT
+GCTAGTTATTCCTATGGAATAAATTATGCAATTAAAGAAGGCGGAAATCTTGTTAATACATTACAGAATT
+CCCCTGTAGATCCTTCTGTAGAAATAGCTGTGTTGGCTGGAGATTATAATTATATAAATGGTGTTCCGTG
+GGAGACCACAGGGCCCAGTGATGGATTAGTATTTGTAAAAAGTGCTACTGATACATCGGCAATGACAAAA
+TCAGGGGCAAAACTTTTAGCGAAAGACGTATACCATTTAAATCACCTTGAGCTGGCATATGATAAATCAG
+CTATGGATTGGATAGATGCACAATTGTCAAAATGAGAAAAGGAATTGCTTTTAGCAAAAGTAAATTATAT
+TTCAAGCAGTTTATTTCCTCGGAAACAAATTAAAATATTATATTACGTTGTAGATGTTAAAAATAAAGGG
+GGTTAAAATTTATGTGTAGAGTAATATATAAAAAAATTGCTTTACCAAATGGAGAGGAAATTGGTTACAG
+AGAAAGAGAAGGAGGAAAAGACGCAATAATTTTTGTTCATGGTAATTTAGTTTCATCAAAATATTGGGAA
+AGATTTATGCAAAGATTTCCTGAAAATTTTAAACTTTATGCAGTAGATTTAAGAGGAGCAGGAATCTCTT
+CATATAACAAGCCTATTGAAACAATGAGGGATTTTTCTGAAGATATATGGCTTTTTTCACAAGAAATGAA
+TATCAAAGAGTTTATTCTTGTAGGGTGGTCGATGGGCGGAGTAATTTCTATGCAACTAGCGGCTGACCAC
+CCTGATGCAGTAAAAAAATTGATCCTTGTAAGTTCACCATCTTGCAAAGGTATACCATTTACAAAAAAAG
+ATGAAGAAGGTAAAGTGATACCGGGTGAATATTGGAAAACAAAAGAAGAAGTGTTTAATGATAAAGTACA
+AGTTTTGCCGATAGTTTATGCATTGAGATCGGGAAACAGAGAAATAATGAAAAATATTTGGGATTCTGCT
+GTGTTTAACTATAAAAAGCCTGAAGAAAACTATTACAAAGAGCTCATAGAAGATATTTTTACAGTAAGAA
+ATTATCCTGATTGTGCGTGGGCGACGCAGATTTTTAATATATCACATTTTCATAATGGTGTAGTCATGGG
+CACAGGAGAAGTAGATAAACTAACAATGCCTGTATTGTTATTATGGGGAGAATATGATGTAATCGTAAAA
+AAAGAGTATAGCGAAGAAACAGCAAAAGAAATCGGGGAGAATGCCCATGTTGTAGTTATTGAAAATGCGG
+CTCATAGTGTGTTTATTGATAATGAAGAACAAACATTAAAGGTTATGCTAGACTTTATTGAGAAATAGGG
+GAGGAGATAAATATATGAGAAGAGCGCGAATCATAGGAGTGGGAAGTTATCACCCAAAAAATTTGATAAC
+AAATGAAGAACTGTCAAAAAGAATAGGTGAGCCAATAAGCATAAATTTTGAAAAAAAGGTTGGAATACTT
+CAAAGATATATAACTGGACCGGATGAAAGTACTGCAGACCTTGCATATGAAGCAGCTAAAAGAGCCCTTG
+AAATGGCAAATGTATCACCGAAGGATATTGATTTGATAATTTTAGCCACAGATACTCCTGAATATATTAC
+TCCACCAACTTCTGCAATTGTACAGGGCAGGCTTGGAGCGATAAATGCTGGATTTTTTGATATAAATGCT
+TCTTGCGCTGGATTTGCAGGTTCACTTGCAGTTGCATCCAAAATGATTATGGCAGATGACTCGTTAAATA
+AAGTCTTAGTTATTGGTGCATATAACATGAGTAAATTTGTTGACTATAATACACCAGGACTTTCTGCTAT
+ATTTGCAGATGGTGGCGGAGCGGTTGTACTTACTTCAACAGAAGAAGATGCTGGATTTTTAGCATCTAAA
+TTTATAGGTGATGGTACACAGTATGATTTTTTGGGTATATATGATGGTGGGGCGAAAAATCCGTTTAGAA
+AGGGCAATCCTAAAGATCAGCTTTTGACTTCTCTAAAACCCCTTCCCCCAGATAGGAATCTTAAAATGTG
+GCCTCCTCTTGTAAAGGAAGTTGTGGAAAAAGCAGGTTATAAAGTTAAAGACATTGATCATATTTTCTTT
+ACTCAGATAAATAAGTCAGTGATATTAGAAGTTATGGACACATTGGGATTAGATCGATCAAAGACAACTA
+CTATTATGGAAAAATATGGTTATACAGGCTCGGCATGTCTTCCCATGGCTTTAGATGATGCAGTAAAAAA
+TAATAGGATAAAGAAGGGAGACCTCATTGTATTCGTAGGTTCCGGAGTAGGTTTCTCTATGGCTGCCTCA
+GCTTTTATATATTAACTGTGCTTATCTTGGTGAATAATATGGGGTGATAAAATGACCCTTATTGAGGCGT
+TTAAAAAAATAGCACCATTTATTAATACAATGACCACAGAGGATTTAGGAATATCTATATGTGATGTTAA
+TGAATGCGTATTATATCTACCTGCTAGAACGATTAATCATAACATAAAAGTAGGCGATCCTTTGAAAGAA
+GGAACAGCTATATATGAAGCGATAAAAACTGGAAAACGTGTTGTTAAAAGAGTAGGAAGTGAAGTGTATG
+GAGTTCCGTATATTGCTATAGCGTTTCCGCTAATAGAGAATGGAGTAATAACAGGGGGAGTAAGTATATT
+TCAATCTACAGCAAAACAAGTGGTAAAGGATTTACAATAGTTGCAAATGAAATAAGAAAGTTATCTATGT
+CTACCAAAGACTCTGTAGAATCTATAAAGAATATACTTACAAAACTTAAAGAAATAAGTTACACAATTGA
+TAATAATATGAAAGAGATAAAAAATACAAATATGAATCTACATAAACTTATTGAAAATACAACCAGTGGA
+CTTGAAGAAATAAATAAAATGTTCGAGGAACTCTACAATAAAACACGAATCATGTGATTTTAAAAAGCAC
+TGACACAGGCCTATGGAGGCTTTTTGTCAGTTTTTTTATTTTCATTGACATCTTCTTTAATAAAAATTAC
+AATTATATTTGAAATTATGTAAATTAGAAAGGCGAAGGTAAATGGATAGATTGACTCTTTGGGAAGTGTT
+TATATTTTCTGTTCCTGAAGCACTGGTTATAATAAGCATAGCGCTGGGCTTAGCTGGAGTGAAATTTGAC
+ACAGTAAAAGGCACAGCCATGAGCTTGAGTTTAGGACTTATACTGTATTTTATAAGGCCACTGGTTACCA
+GTTACATAGTAAATGTAATAATTTATGTAATACTGTTGGTGACCTTATTTCTTCTGTTTAAAATGATGGA
+TTTATTCAGAAGCATTATGAGTGTTACTTTGGCAGTTTCCATATACCTTATCATTGAATATCTCAATGTG
+AATGCAATGCAGTTTTTATTTGATCTAGATCCTACAGTTTTGTTACAAAATTATGCGCTTCGTTTTGCCT
+GCTTTTTACCACAGCTGGCAGTTGCAATTTTGTTTTCTATTCTCATCCGCAAATACAGACTTTTTCTCTT
+TGTTGAGTAAATACAGTGGGGATGAAAGGTATGCTCAGAGTTGTTGTCGCGGAGGATGATGAGATTTTCA
+GGAGGCAGTTAATAGAGTTTCTTAAAAAGATAGATGGGATAAGTGTTGAGTACTTTACTGATGATGGTAG
+AGAGGCTTTAGAAGCTTTAAACAAGATTAAACCGGAAATAGCAATTTTGGACATCGAACTTTTCCGCATG
+TCAGGAATTGAGGTAGCGAAAAAAGTAAGAGAAACCATGCCTTTTTTGGAGATAATTTTTATTACTTCTT
+TTGAAGAGTACATAAAAGAAGCAGTAAAGCTTTACGCTTCTGATTATATTGAAAAGCCATTAAAAGAAGA
+GAGATTAAGAGAAACTATTGAAAGGATAAAGAAAAGGTTTTTAAATATTGAAAATTACCTTCCAGTACCT
+GTGAAGGACAATATGAGGCTTATAAATCCCAGAGAGGTTTACTTTGTTCAGGCTAAAAAGAAAAGAAGCG
+TAATTTACACAGGAGAAGAAAAAATTGAATGTGATTATTCTTTAAAAGAACTGGAAGAAATATTGCCAGG
+GGATATATTTTTTAGGACCAATCGCTCTTATCTGGTCAATATTTTAAAAGTAGAGGCTTTGAAGGAAAAA
+AACAGGACTTCTTTTGAAATTACTTTTAAAGGTTGTGCTTTTAAAGCCTACCTTTCAAAGGATTTATATC
+AGGAATTTAGGAAAAGGGTGAAAGAGATTTATAGAAATTAAATGGCGGGGAATGTAGATGTTTAAGAATA
+TTTATAAAAGCGCGATGCTGATTTATGTAATTCAAATGGTCTTAATAGTGATTTTGGTAAATAATAATTT
+CATGAGGAGTCTAGATATTTTTCAGCCTAAGAGTGAGGAACTTTTTAGGCTGACAATAGGAATTTTGATA
+TTCGTGCTGAACCTTTTTTCTATTTTTGTTCTCAGAGAGCTTTACAGGCGTTTTAAAGAAGAGAGACAAT
+ACTTAATAAACAGCTTAAAGTTTAGATACATAGAAGAGCAGAATAGAATATACAGAAAAAATCATCATGA
+CATTAAAAATCACTTGATGGTGATTTCAGCGCTTTTAAAAGAAAAAAAATACGAGGAAGTGGAAGAGTAT
+CTATCTTCCTATCTTGATGAAATTGACAAAAATGTGTTTAATATAAATACCGGTGTAAGTGAAATTGATA
+TTCTGCTCTATTCTAAACTCAGCAATGCGAAAAGTAAAGGAGTAGATGTTAAGTTTAAATGTACAGCAGA
+AATCAAATGTAGTCAAAGGCATGTTTTAAATTTGGTGTCAATACTGGGGAATTTGCTGGACAATGCGATA
+GAGGCTTGTGAAGAGATGAAGCACGATAAGTATATTGAAGTAGAGATTAAGGAAGATCCAATAGACTATA
+TTTTCAGGGTTAAAAATAAGTACGATTTTGAACAAAAAATACCTGCAGGGACTTTTTTTGAGGAGGGATT
+TTCTACAAAAGGAGAAGAGGGAAGAGGAGAGGGGCTTTACATTGTAAAAAATATTACAGATAAATACAAT
+GGCACTATAAATCTTAATACGGATGAGGGATATTTTGATATAACTGTAGAAATCCCTAAATTTTCTCTGG
+AGGGTGATTGCAATTAGTATTGAAAAGCTATCCCAAAGAATAGTGCAGAAGGTTTTCAAGGGACAGAATT
+TGTCGGAAATCGAGCTTGCGAAGATAGAATACGGTTTAAGTTTAGTTTTAGGGGTTTTAATTGAGTTTAT
+ATTAATTTTCTTTGTGGGATTTTTGTTGGGTGTTGGATATTATGTGGCAGTTATAATGATATCTTCCCTC
+TTTTTGCGAATAGGGACAGGAGGAGCTCATTGTTCTACATATCGCAGGTGTGTAACTTTTACAGGCATTT
+ATTTTTTGCCCTTTAGCTTTGTGGCAAAATTTGTTGATGCCCATAATTTACCTTTGCTGGAGCTTGTAAT
+AGGTATAGCATTAATATTTGTGGTTTTGGGGATAATGTTATTGATGAAAAAAATTAAGTTTTTTATGGGA
+ATACTAGTTTTAGAGACTATTGTATTTGTTTTATTTTCTGAGCGGGCCTTTTTTGCGTCTTCTATAGGCT
+TATTTTTGCAATCCGTGATGACTACTGCTTTTGGAGAGAGATTGGTAAATCTAGCTGACAATTTAATGGC
+TAAAATTGGTATATAAATTTTTTTTTAAAATTTTTATGGATTTTTGTGTAATTTGATACATATCAATCAA
+TTAAATACAAAAAAATCAAGGCAACAAATTGAACCCATGGAAGGATATACATTCAAAAAAGTAAATATAA
+GTAAATATTTGGATAAAATTAGGCGAAAAATGCATTTTCGTTCCCGAAAATGACACTTTCGTTCCGAAAT
+TAACACAAAAAAGTTTATCTATTGTATAATTAAAAGTGAAAAGCACTTGGAGGTGAAATGTATGAAAAGA
+TTTCAACCTCTGACAGCAATAGCTACAGTGCTCGCTTTCATAGGAAGTCTGGGACTTGTTGCTCCTGCTT
+GCATTGGCTGGTTTTATAAACCTCAAGTTCCAGAAATTTTAAGAAGAAAATAATATTTCTTAAATTTTTC
+ACCCTTCCCTCGTGGATTTCAACATTTCTCCTGAGTTTTTACATAAAGTTAACTTTATTTAAGTGCCATT
+TGCTGGCACTTTTATTTTTTGGCATGGTATTTGCATGATGAAGGGAAGGGCTGGTATTGACTTTGATTTC
+AAAGAGGAGATATAATAAACACTGTGGGGATAGGTAAGGGGGGTATGCAAAAATATTCGTTGAAAAATTT
+TTGAAACTACGTATAATTGTATTATAAAAGGCATTTTAAACTTTGCGGGGGGTTTTTATCATTGAAGGTT
+TATTCTTTGGTAGGTGAAAGTGGGACAGGGAAAAGTCATCATGCCTCTTTCATTGCAGGAAAATACGGGA
+TAAGATTCATAATTGATGACGGGCTTTTGATAAAGGGAAATAGTATTGTGGCAGGCATTTCTGCCAAAAA
+AGAGGCTACAAAGATTGGCGCCATAAAAAGGGCTCTGTTTACAGATCCAAAGCATGCGGAGGAAGTAAAA
+AAGGCAATTGCAGAATTAAAACCTGACAAAATTTTAATAATAGGCACATCTGACAGGATGGTAGATGCAA
+TTGCTGAAAAACTGTCACTTCCGCCTGTCAGTGTGAGGATATACATTGAAGATGTTCTCCCCCCTAAGCA
+GATAGAGATTGCTCGCGAAAAAAGGCTTTTAGAGGGGAAGCATGTGATTCCTGTTCCCACTTTTGAGGTA
+AAAAAACAGTTTTCAGGGTATTTCCTTGACCCCCTCAGGATTTTTAGGAGAAAAAGAAGTGGCTATTACG
+AAAAAACAATCGTGCGTCCAAACTACAGCTACCTTGGAAAGTACACCATTTCAGAGGGGGTTATAAATTC
+AATTGTGTCCCATGAGCTTCTTTTATTCAAAGAAGTCTACAGAGTGAATAAGGTAGTGACGGAGAAGAGA
+GAGGAAGGAGTAATTTTAAACGTTGAAGTTACTATGAGGTACGGTTTTAATCTTGTAGCTCCTTTGATGC
+AGGCTATGGAGAACATTAAAAGACAAGTGGAGCGCATGACGGCTTTAAATGTCCTTCGGATAAATATTTA
+CGTCAAAAGCCTATACGTCACTAAAAATAAATGAGGAAAAGGGTGTTGAGGATGTACAGAATTGTGAGAA
+AGGAAGTATTAAATCCTGCTGTTAAGCTCATGGATATTGAGGCGCCTAGAGTTGCAAAAAGTGCAAAACC
+GGGGCAATTTGTAATTTTAAGAATTTACGAAAAAGGAGAAAGAATTCCCCTCACTATTGCAGATTACGAC
+CCAGAAAAAGGCACTGTAACCATTGTATTTCAAGAAGTTGGTAAATCCACCAAGCTTTTGGGCACTTTAA
+ATGAAGGAGATTATATAGCGGATTTTGTAGGACCTCTGGGCAATACGATGGAAGTTCCTAAAGGGGCAAA
+GAAAATTTTGGGGGTAGGAGGAGGAGTCGGCATACCTGCCCTTTATCCGAAACTTAAGATGCTTCATCAG
+GAAGGATACAGAGTAGAAGCAATTTTAGGAGGAAGAAGCGAGGAGTATGTGATTTTTAGGAAAGAAATGG
+AGGCAGTGTGTGACAAAGTATATTATGCTACAGATGATGGAACACTTGGTAAGAAAGGATTTGTAACAGA
+TGTTTTGAAAGATGTCCTTGAAAATGACAAAGAAGTGGACTTTGTGATTACTGTAGGTCCTGTGATAATG
+ATGAAAAATGTCTGCAAGATGACTAAAGAATACGATATACCTACTATTGTAAGCATGAATCCCCTGATGG
+TGGACGGGACAGGAATGTGCGGAGCCTGCAGAATTGAAGTGGGAGGAGAAACTAAATTTGTCTGCATGGA
+TGGTCCAATTTTTGATGGTCATCTTGTAAATTTTGATTTAGCTATGACAAGGCTTAATATGTTCAAGAAG
+CAGGAAAAGATTTCATTAGAGCTGTATGAGAAGGAACATGGAGGTGGTCACCATGGCCGTTAAGGATAGA
+GTACCTATGAGAGAACAGGACCCGAAAGTGAGGATAAAGAATTTTGATGAGGTAGCGCTAGGTTATACTG
+AAGAAGAAGCTATCTTAGAGGCTTCAAGGTGTTTGCAGTGCCCAAATCCTACCTGTGTGGCCGGGTGCCC
+CGTCCATGTGAGAATACCTGAATTTATAAAAGCTATAACTGAAAGAAAATTTGAAGAAGCGTACAAGATA
+ATAACCAGCACTAACAGTCTTCCAGCCGTTTGTGGAAGAGTTTGTCCACAGGAAGAGCAGTGTGAGAAGA
+ACTGCATTTTGAATAGAATAGGCAAGCCCATTGCAATTGGAAGGTTGGAGAGGTTTGTAGCTGATTATGC
+GCTTCAGAATAACATTGAAGAGGAAGTAAAGCCGGAGAAGAAGAACAAAAAAGTCGCCATAATAGGGAGC
+GGTCCTGCAGGGCTTACCTGTGCTGGAGACCTTTTGAAGATGGGGTACGATGTTACTATTTTTGAGGCAT
+TGCACGCTTTAGGTGGAGTTTTAACTTATGGGATTCCTGAATTTAGATTGCCAAAAAGAATTGTGGAAGC
+TGAGATAGAAAGGTTAAAGAAACTGGGAGCAAAGGTAGAGACAAACGTAGTGGTAGGAAAGACAGTTACA
+ATAGACGAGCTCATGGAGGAAGAAGGCTTTGAAGCGGTCTTCATTGGCACGGGAGCAGGCCTTCCGAGGT
+TTATGGGAATTCCTGGAGAGAACTTAAATGGAGTCTATTCAGCCAATGAGTTTTTGACGAGGATAAACCT
+CATGAAAGCCTATAAATTTCCGGAGTACGATACTCCTATAGCTGTGGGCAAGAGAGTGGCAGTTATAGGT
+GGAGGGAATGTAGCTATGGACGCTGCCCGTTCAGCTTTAAGGCTTGAAGGGGTAGAAGAGGTTATAGTTG
+TATACAGGCGTTCAAAAGAAGAAATGCCAGCAAGGGCTGAGGAAATAGAACACGCCATTGAGGAAGGAAT
+AAAGTTTGAATTTTTGGCAAATCCAATACGAATAAACGGAACAGAAGACGGCTGGGTCAAGAGCATGGAC
+GTAATAAGAATGAAGTTAGGAGAGCCAGACAGTTCAGGAAGAAGAAGGCCTATAGAGATACCTGGTTCAG
+AATTTACAATGGAAGTAGATACAGTGATCATGGCATTAGGAACTAGTCCTAACAGGCTTATACCCTCTAC
+TACAAAGGATATTCAAGTTCAAAAATGGGGTGGAATAATAACAGACGAGGATGGCAGGACCTCAAGGCCA
+GGTGTATTTGCCGGAGGAGATGCCGTCACTGGAGCTGCAACCGTGATTTTAGCAATGGGAGCAGGGAAAA
+AAGCTGCAAAAGCGATAGATGAATATTTGAGGAGCAAAGGAGAATAATTATTCAAGTACGTCCCTTAAAA
+GGGGCGTATTTTTTAAAAAATTAGAAGGCTTACAATAAAAAGACTTTCACATGAAAAAATTTTGTGATAA
+AATCCATATTAAAAATTTATTTTTGCACTTTATGGGGTATAAATATGCAGGAAAAGACGATGAATCCTTT
+TGAAATTGCAAAAAGCCAGTTAAAAATGGCTTGTGACAGATTAGGTGTTGACCCTGTGGTTTGTGAGATT
+TTGAGCAGACCCTATAAGGTGGTGGAGGTCAAAACAGTTGAAATTAGTAGTAAAAAATGATATAATTTTG
+ATTAGGTGATGATGAATGTTATTAACTATAAAAAAGGTTAAAGAGCTGTATGATATAAGCAGAATTACAT
+TAATAAACTGGGAAAAGGAAGGATTAATAACCCCAGTTAGAACACCAAAAGGAAGAAGAAGGTACAAAAA
+AGAAGATATAGAGAAGTTATTAGGTATGCTGGAAGAAAAACCAAAACCTAAAGTAGTTTTGTATGCAAGA
+GTATCCACAAAGAAGCAAGAAGAATATCTTAAGAATCAAATTAGAAGACTTGAAGAATACGCTAATTCCC
+AAGGATGGCAGTATGAAGTCATACATGAGATAGCAAGTGGGGTAAATGAAAACAGGAGAGGCTTATTAAA
+GCTTTTGAACAAGATAAAAAGAGGGGAAGTTGAAAAAGTTGTAATAGAATATCCTGATAGACTAGCGAGA
+TTTGGCTTTGAATATCTCAAATTTTCATGGAAAGCTTTGGGGTGGAGCTTATAGTTTTAAACGGGAAAGA
+AAACGAAGAAGATATAAATAAAGAGCTAGCAGAGGACTTAATAGCAATAGTAACATCTTTTGTAGCAAGA
+ATTTACGGACAAAGGAGCAAAAAGCATGATAGTAATACAGGCTAAACTTATTTTTCTAAATCAAGAAGAC
+AAACAAATAGTATTAGACTTAATGAGAAGATGGTCATCCTGCATGAGATTTGCATACAAAAGGCTTCTAG
+AAGGTTATGATAGAAAAACATTAAAAAGAGACCTTCAGGGGATGTTTGACTTAAACTCAAGATATGTAGA
+TGATGCAATAATGAAAGCAAGAAGCACACTAGAATCTGCTAGACAATTAGACAATAATCCAAAGAAAGTC
+ATTTTTGGAGGAAGAGACTTGTTTGGAAAACTTCAAAAGCGACATATAAATGGGAAAGAATACCAAAAGC
+TAAAAACAAAGTGGCAAGAAAGAAGAAAAGGAAATCTCTATTCAAGAGGGGATAAAAGCAAAAAAGGAAA
+TCTCAACACAAGAATAGAAGTAAAAGAAAATGGTACTTTCTTAAGGATAAATGTAGGGGAAAGAAAATAT
+GTATATGCCAGAATAGAAGCAGGCTACAAAAAGAATAAGAGAAGAGAAGAGCTCCTTCAGGAAATCGCCG
+AATCAAACATACCCTACTCTGTAGAATTAAAACTCAAAAATGGCAATATATACGCCTATTTTGCTATTGA
+AGAAGAATATCCAGAAATAAAAATCACAAAAGAAAAAGGAGTCATAGGAATAGATATAAATGCATATCCA
+GAAAACATATCATGGACAGAAGTAGATGAAAAAGGGAATCTAATAAGTTATGGCAGTATACCAATGCCAG
+AGCTTGCAAGTGGCAGTAAAGACAAAAGAGAATACTTCAGATGGCAATATGCTCATGAGATAGTAAAAAT
+AGCAAAAGAGAAAGGAAAAGCAATAGTAATTGAAAAATTGGACATAAAAGAAAAAGGCAAAAGAGGAGAC
+TTTTCAGGGAGAAAATCAAGGAGAATAAGACATAGCTTTAGCTATAAATCACTTCTTTCAAAAATAAAAA
+CACTAGCAAAAAGAGAAGGGATAGAAGTAATAGAAGTCAATCCTTCTTACACCTCAATAATAGGGATGTT
+AAAATATGCACCGCAGTATATGATAACAAAAGATATAGCAGCAGCCTATGTAATAGCAAGAAGAGGATTA
+GGACTGCAAGAAAAGATACCAGATAATTATATGAAGTTTCTCAACGCATTGACTGTAGAAGAATTAGAAG
+AATTAAAAGAGTACGTAAAGAAAACAGTCAGAAACAAGCATTTAAGAGAGAAACATATAAAGGAGATAAA
+GAAAGCAATAAAATTTTTGCAAAGCCTTGAGAGTAAGCCAGGAAGGGTGCTAGAACCTCTGGATGGAACA
+AGTTTTAGTGCCTATGATTTCTGGCGAGTTCTCAAGGTAGCGGTGGTGACTCCACTCTCTCCTGAGAAGG
+TGCCAAGAGACTTCTCTGCCCTGAAGGAACTATTAATTCAGGGCAAGTGGGGAGACCCGTAAGGACGCGA
+GTTCCTGCTTCTTGGGGCAGGGGCTATGGCTTTCCCAAATACCGCCTGCTGGGGATGGGGAAAGTCTGAA
+GGGCGGACTACAAATACCCCAGCTATCTAAACTGTACATTTTTGTACAGTTTGGGTAACCAGGGGTTACA
+GTTTCATATTTTGAATGGGTGCAGAATCTGTATGGCTTTTACTGGACAGAAGAGGAAATTTTAAAAAGAG
+AAGAGAAGATAATGGTAGAGGCATTCAACAATGTGTACGAGATAAGCTGCCAGTACAATGTGAATTTGAG
+GACTGCCGCTTACATGCTGTCTGTCAAGAGGGTTGCAGAGGCCATGAAAGCAAAGGGATGGTATTAAACA
+AAAAAAGCCGATTTTCGGCTTTTTTTTGTACCAAAAAAATTATATAATAATAAATAACAGCAGGGAGAAA
+TATGATAAGTAGTAAGTGAATATAAACTCATGTGGGTGAGGAGAATGAAATATAATGTGGAAGAAAAGGG
+GACAAAGGTAATTGTAAGGGGGATTGCAGATTTTAATCTCAAAGAGACTTTTGAAAGTGGCCAGTGCTTT
+AGATGGAATGAGGAAGAGGATGGAAGTTACACGGGGGTAGCGTATGACAGAGTTGTAAATGTGAAGCTGG
+AAGGGGACACGCTAATCATTGACAATACCAATTTGACCGATTTTTACGATATATGGTTCGATTATTTTGA
+CTTAGGTAGAGATTACGGACAAATAAAGGAAAGTCTCTCAAAGGACCCTGTTCTCAAAGAAGCGATTAAA
+TTTGGGCAAGGGATTAGGATTTTAAGACAGGATACTTGGGAAACGCTAGTTTCCTTCATAGTGTCCCAGA
+ATAATAGAATCCCCCAAATAAAAAAGGTAATAGAAAATTTGGCGACTAGTTTTGGAAATCCAATAGAGTA
+TAAAGGTAAGATTTATTACACTTTTCCAAAACCTGAAGAGCTTGTGATGTACGATGTAGAAACTATTGCA
+AAGACCAGATGCGGTTTTAGGGCAAAGTACATTTTTGATGCTGCTTCCAAAGTCTTTTCGGGTGAGATCA
+ACCTTTTAAAATTGCATGAATACAGCACCAGTGAAATAAGGGATATCTTGATGACTATAAACGGTGTGGG
+ACCTAAAGTTGCCGATTGTGTAATTCTTTACTCTATCGGTCGTTATGATACTTTCCCCACTGATGTCTGG
+ATAAAGAGAATAGTTGAGCATCTTTACCTGAAAAGGGAGGGTACCCCTGTAGAAATTCAGCTTTTTGCTA
+TTGACAAATTTGGAGACCTCTCTGGTTTTGCTCAACAGTATTTGTTCTACTATGGGAGAGAGATGGGGAA
+GAAAATATTTGGGGAAAGGAAGAAGTAAATGCTGGGAACAATCGTAAATTCAATTGCGATAATCGTCGGA
+GGGACGATTGGAACTCTTCTTAAGGTAGGGATTCCAGATAGGTTTAAAAATATAGTTATGCAGGGTGTGG
+CTTTAAGTGTGGCAATTATAGGAATTTCCAGTGGTCTTCAGTTTAATAACCTTATGTTGGTTATTATGAG
+TTTAGTGATAGGGGGAGTGATAGGAGAGGCTCTTGACATAGAAGGATATCTCAATAGGTTAGGCGATACT
+CTTCAAAGGAAATTGAGTAAAGACAACGGTTCTACTATAAGCAAAGGATTTGTTACGGCGAGTTTGGTGT
+ACTGTGTAGGGGCAATGGCTATAGTTGGTTCCTTAAAAGAAGGGCTATCAGGAGACCACAGTATACTTTT
+TGCTAAATCTGTGTTAGATGGTATATCCTCTATAATTTTTGCTTCTACTTTTGGTGTTGGGGTAATTTTT
+TCAGCCATTTCTGTTTTTTTATACCAAGGTTTTATTACAGTTGGGGCTTCCTTTTTACAAGGGCTTTTAA
+TAAAGCCAGTAATTGATGACATGACAGCTGTAGGAGGAATCTTGATATTCGCTATATCTTTGAATATGCT
+GGAGATTAAAAGTATAAAAGTTGGAAATTTACTGCCTTCCATTTTTATACCCATTTTTTATCAGCTAATA
+CTCAATCTCATAAGATAAGGAGGGGGACACCCTCCTTAAACTTTTTTTAAAGCCTCTTCTATATTTATCA
+TTCCACTTCCTTGTGTCCAAAGACCTGCTTCGTTAATTTTTGTGGCTGTGTTCTTTAATATATTTTTTAT
+TTCTACATTTGTCAGACGTGGATTTTTCTCTAAAAGCAATGCTACTGCTCCTGCTACCATTGGAGTTGCC
+ATTGAAGTACCTGTGGCGCTCCTGTAAGGTTTGTTTATCATTATCTCATCTGCTCCAAAAGGCACATTTC
+CAGAAGCTGTAGAGACTATTTTCACTCCTGGGGCTACTACATCTGGTTTGTAAAGATAAGGTCCTCCTCT
+TCCTGAGAATTTGGCTACTTCGTCGTCTTCTATATCTGGAGTCCTTTTATCGTCCACTGCTCCTACCGTT
+ATAGCATTTCTACTTGTTCCCGGAGAAGTTATGGAATTGTAATTAGGACCTGAATTTCCTGCGGCAACTA
+CTACAACTATTCCATTTTTCCACAAAGTATCTACCCCTCTCACCAGAGGGTCCAAGAAAGTTGGAAGAGC
+AGGAGTTTCTCCTATTGAAAGGGAGACGATTCGTATGTTGTATTTCTCCTTGTTGTCCAAAACCCATTGC
+ATTCCTGCCAAAATGTCTGAGGAACTGCTTCTTCCGTAGGAGTCCAGCACTTTTACTGCCACTATATTTG
+CTTCAGGGGCAACTCCTTTGTATTTTCCATTAGAAGCATATCCGTTTCCTGCTGCATCTCCTGCCACGTG
+AGTTCCGTGACCGTTGTCGTCATAGGGCTGCTTTTTCCCATTTACTACGTCATAAAAAGCGATTATGCGG
+TTTTTAGGCTTTGTAAAATCAGGGTGTGGATATATCCCTGTGTCTAAAAAAGCTATAGTTATTCCCTTTC
+CGGTATATCCTAAGTCATTTGCTTTTCTGGATGCGATTTCCTGAGTAGCTATGTGAAGCTGTAGTTTTAC
+GAGAGAGTCTTCTGCTATAAAGTGGATTCCTTTAATGGAAGCAAAATGCTTTAGCTTATCGCAGGGCAAA
+TTTACTGACCATCCTTTTATTATGGGAAGCTCAAACTTAATGCTCCCGCCAAATTTTTCTATTTTAGACT
+TTAAGGTTTCATAAGGAAGATTTGAATATAAAATTGCAGGTACACATTCACTCCTCAAGTAAGAAGCTTT
+GCTTAAAAGCCTTTTATCAATTTTTTGCAAAGTATAGATTTCCTTTGCGATTTTTGAGAAGGCAAATAAA
+GGGATTATATTCACATCTATACCTCCTTTCTCGCTACTACCACAATATGAGAGACACAAAAATTTGCTAG
+TGGAATTTTTTAAAAAGTGTCACCTTAAAAAGTTGCTTCATATTATGTAGTAGGTCTTGAAAAGACCTGT
+AGATAAAAAGCCAAAACTCGAAAGGAGGAAAACTCATGCCAGTAGATAAGAGCGGAGCTGGATTTGGCTG
+TTGGTTTTGGATTATAATAATAATTCTTTTAATCTTCTTGTTTGTACCAGGCATCATTGTAGAAGAGCCA
+AAAGCTTAACCAGAATAAAATTGGGTTAAAGGAGGATTAGTATGGCAGGAACAAGTTCAGTTTTTGGCCA
+AACCAATTTGCTGTTTTTCTTCTTAATACTTGTCTTAGGACTTAACGGAGGATGGTTTAATATAAATTGG
+TCCTTAGAGACATTGTTGCTTTTCTTCATCCTGCTGGTAATAATAATGGATGGCGGCTGGGGCTGGTTCT
+TTAACGAAGTGAAATAAACCAAAGGGCTCTATCCTTCCGATAGAGCCCTTTACTTAAAATGAGCGGAGTG
+GATTTAAATGACTTTGTCGGGAGATACCCTTTTATTCTTCTTCATAATTCTCACTATCTTGCTAGATGTA
+AAATTTGAGATTGAAAGCCTGCTGTTCTTTTTCCTCCTGTTAGTGCTTCTGCAACAGGAAAAACCGAGGA
+AAAAAGTTAAAAAATTTTTGTGGTCTCTTGCTGGATACTCCTCTTTGTGCCAGGGATAATCGTCTTCGAA
+AAGAATTAGAAAAAAGGGGCAGTCTATAATAATAGACTAGCCCCCTTACATATATTTAATTAGCAGATTA
+AAACTAGGGGGAATCTGCCTTGCAAAGAGAGGTCTTGCTTAAAATAATTGCAATAGAACTCTTAATTTTA
+GCTTTTGTTAAATACCAGCTAATGGAAACAGAAGAGGAAGGACAAAAAGAAACAGATAAAGAAAAAGACA
+AGGGAAAGGCACAGGTTGAGACTCCAGAAGAAAAGAAAACCGACTTTTATGAAGTTATAACAAAAGGAAA
+AGAACTTATGAAAAGTGTAAAACCTTACCTTAATAAAAGGGACCAGTACTATGTAGAGATGTTTACAAAA
+ATGGCTGAAATAGTTGAAATTCAAAAAGAACTTTTTTCATTATCTGAAGAAGAAGTCAAGGCAGAAGAGG
+AAAAAGAGCCTGATAAGATAGGGATTTTAAAGGCTGTTAAACCCTACATATCTGAAGATAAACAGGCTAT
+AGTGGATAAATTTCTGAAATTTCACGAAGCATTGAAAAATCTCCAGGAGAAGATAGAGAAATTTTCAAAA
+GAGGAGAAGAAAGCCAACGTGTTTGGCAAGCTTGTGGAAATTTATGAAGCCATAAGGCCATTGATTCCTG
+AAGAAAAAGTGGAAGAAACAGATAAATTGGCAAGAAATATGAAATTACTAGAAGTTATTAATAAAGCTGA
+AGGGCTTATGAATAACATAAAAGAAGTTAAAGGCCAGACAAGAGGAGAAGAGAAGAAAGATTTTGAAAGC
+GAAGTAGAAGAAGAGAAAGTAAAGGAAGAAGTAGAAAACTTAGAGGGAGAAGAAGAAATTAATGGTAAAC
+CTGATGAAAAAAAAGTAGAAGAGGAGGGAGAAACAGAAAAAGAAAAGGCATTAGAAGGGCTGTCAGAACA
+GCAAAAAGCTGTCATAGATAACTTAAAGTCCATGCTCACAAAGGAGCAGCAGCAGTACATGTACAACATG
+ATAAATTACTTAAAACATCATAAATTAGAAAATTTGGAGGATAATAAAGAAGGGGAATAATTATTCCCTG
+TATTTTTTTTATTAAAAAATACAAAATAAAGAAACACAGTCTAAAACGATAAATAATGGCATAAAAACAT
+AATAATCTGGGAAAAATCATAAATAATCGGCCAAAACAGCCCAAAATGGGCTATAATCAGGTTTGATATG
+TTTTACCACTTAAATTAATATAGAGATTGGAATTAGCACTCATAGAAGTTGAGTGCTAACAAAGGAAGGA
+GGAGGGATAAAGGTATATGAGACTAAAGCCACTCGGAGACAGAGTAGTAGTTAAGGTTATTCAGTCTGAA
+GAAGTCACAAAAGGCGGAGTTATTCTACCGGGCACAGCTAAGGAGAAACCGCAACAAGGAGAAGTTGTGG
+CAGTAGGACCAGGTCAATACATAGATGGGAAAAGAGTAGAGCCAGAAGTCAAAGTTGGCGATAGAGTGAT
+TTTCTCCAAGTACGCTGGGACGGAAGTTAAATTGGATGGCGAAGAATATTTACTTTTAAGAGAGAGCGAT
+ATTCTAGCAATAATCGAATAAGGAGGTAGTGAAAATGGCAAAACAGATCAAATACGGTGAGGAAGCGCGC
+AAGGCTTTAGAAAGAGGAGTTAATGCTGTTGCTAATACTGTGAAGGTAACACTGGGTCCAAGAGGAAGGA
+ATGTAGTACTTGACAAGAAATATGGAACTCCTACTGTTACCAATGACGGTGTTACAATTGCAAGAGAAAT
+TGAATTAGAAGACCCATTTGAGAATCAAGGTGCTCAGCTTTTGAAAGAGGCTGCAACGAAGACAAATGAT
+GTAGCGGGTGATGGTACGACTACAGCAACCCTTCTAGCCCAAGTAATGGTTCTGGAAGGGCTTAAAAACC
+TTGCTGCGGGTGCCAATCCAATGCTCTTAAGAAGAGGTATGGCAAAGGCTGTGGAAGCCGCAGTCGAGGG
+TTTAAGAAGGATTTCTAAGCCTATTGATAATAAAGAGTCAATTGCACATGTAGCTGCTATTTCAGCTGCT
+GATGAGGAAATTGGACAGCTCATTGCAGAAGCAATGGAGAAAGTTGGTAAAGACGGTGTCATTACAGTTG
+AAGAGTCAAAGACTATCGGTACAACTCTTGAAGTTGTAGAAGGTATGCAGTTTGACAGAGGTTACATCTC
+ACCTTACATGGTAACAGATGCAGAGAAGATGGAAGCAGTACTTGAAGAGCCTGTAATACTCATCACAGAT
+AAAAAACTCTCTAGTGTGCAAGACTTATTGCCATTGCTAGAGCAAATAGTACAGCACGGAAAGAAACTTC
+TCATAATTGCTGATGATGTGGAAGGAGAAGCTTTGGCAACATTAGTTGTTAACAAGTTAAGAGGTACATT
+CTCCTGCGTGGCTGTAAAAGCTCCTGGTTTTGGCGACAGAAGAAAGGAAATGCTCCAGGATATTGCTATC
+TTGACAGGTGGGCAAGTAATTTCTGAAGAGTTGGGTTATGACTTAAAAGATGTGACATTAGATATGTTAG
+GCCGTGCAAGACAGGTAAAAGTCACAAAAGAACATACAACGATTGTAGGTGGAGCAGGTAATCCAGAAGA
+TATCAAGAAGAGAATTAACCAGATAAAGGCTCAAATTGAAGAGACTACTTCAGATTACGATAGAGAGAAA
+TTACAGGAGAGACTTGCTAAACTAGCTGGCGGCGTAGCAGTTATCCAAGTAGGTGCTGCAACAGAGACAG
+AGCTCAAAGAGAAGAAACACAGGATTGAAGATGCATTAGCAGCTACAAAAGCAGCAGTAGAAGAAGGTAT
+AGTGCCTGGTGGTGGAGTAGCACTTCTTAACGTAATAGAAGATGTGCAGAAAGTAGTTGACTCATTAGAA
+GGAGACTTCAAGACAGGGGCCAAGATAGTATTGAAAGCTTTAGAAGCACCTGTAAGGCAGATTGCTGAAA
+ACGCAGGAGTTGATGGTTCAATAATCGTAGAAAAGATTAAAGCTGCTAAAGATCCGAACTTCGGATACGA
+TGCATACAGAGAAGAATTTACAGATATGATCAAGAGAGGTATTATAGACCCGACAAAAGTTACAAGGACA
+GCACTTCAAAATGCTGCTTCAATTGCTTCAATGATACTCACAACAGAGGCTATAGTAGTAGATGTGCCAG
+AGAAAGAAAAAAGCAATATTCCCGGGGCAGGAATGGACATGATGTAAAGGCTGAGGCTTCCTCAGCCTTT
+TTTGATTTTCTGCCCTTGACAGATTTTATATTGTCTGATAAAATGAATCTGTACTGAGGATGTGCGCCCG
+TAGCTCAGAAGGATAGAGCAGCAGTTTCCTAAACTGCGTGCCGGAGGTTCGAGTCCTCTCGGGCGCACCA
+TTTTAAAACTTGTATATTAAAAATGACAACATAAAATGATAACATAAGGATTCTAGCAGCAAAAGTTAGA
+GTCCTTATTTTTATTGCAAAGCTAAAAATCAGTAATAACCTTGTGATAATAATCACCTGTGATAAGGAAG
+AAGAAGTAAGAGAATTCACAACTCTTTTTGCATTTTAAAGAATTGAAAATTTTTATCCCTACTTTTAAAA
+AGAGGTGATCTCTCTATTATCTTATAACCTAATTTTTCATACAATTTAATCGCCTTTTCATTTTCTATCT
+CCACATCCAACACTATCCTTTTGCACTTTAGTTTTCTCGCCTCTTGCTCTATTTCCTCTAACAGTTTACT
+TCCTAATCCAAGACCTCTAAACTCAGAATATACTGCAATATTGCTCAGGTAGTATTCTTCTTTTGTGATT
+TTCCCTAATATACTCTCAGCTTTAAATAAATAAGGAAGTTTTCTGAGAAAGTCCCCTTTCAAATATTTAG
+CAAGAAGTATACCAGTATTTAGTTCTTCTTCTATCTTTTGTTCAAAACTATATCCTAAAACCATTCCTGC
+TATTTTGTTATCTATTTTAACAAAGATTGAATGCTCAAAACTGAAAAAATTTTTAGGTTGTTTAAATAAA
+TTTTCCATTAGCTCTTTTACTTTAGGTCCAAAAAGATAAGGGAAGAAAGAAGGAGCGGAAAGGAAAATAA
+GTTCAGAAAAATCTTTTGCATATTCAAGTTTTCCTCTTTTTATAAGGATATTGTTCATTTTTTACCCTCC
+ACATGTTCTCAAAGCTTTTTGGATTATACCATAATTCTATCATATCTTTTAGTTCACAAAAGCAATTATC
+ATTTTTGTGTAAAACTTCGTATTCATACTGCGAGATACTGTAGGATTTCAGCAGATAATGAAGCAGAAAA
+TGTGATTGGAATTAAAAAAGCCCCTATCGAGTACTGCTGTTACTATTGACGAAAAAATTCAAATTTGATA
+TATTGAATAATAAAATTATCGAGAGGAAGGGGAAAATAAGACAGGAGCCTGAATGAGTTTTTCTTCAGGT
+TTTTTCTTACGCTTTGAAGCTATAAATTTTTGAAGCCTTCTAATTATTTAACAAAGACTTTGTCTATGAG
+GTGTGTTATAATAAAATGCAAAGGAGATGGAAGTATGGAGGATAAGTTTGTAAAGGAAGGTCTGACCTTT
+GACGATGTGCTTCTAATTCCTGCCAAATCCGACGTTTTGCCTAAGGATGTGGACCTAAAGACTCGGCTGA
+CAAAGAAGATCACTTTAAACATTCCTTTAATGAGCGCCGGCATGGACACGGTGACAGAAGCACGGCTAGC
+TATAGCTATAGCTAGGGAAGGCGGAATAGGGGTAATTCACAAGAACATGTCCATTGAGAGGCAGGCAATG
+GAAGTAGATAAGGTCAAAAGGTCGGAACACGGGGTAATTACAGACCCTTTCTCTCTTTCTCCTGACCACA
+CCATAAGAGATGCAGCAGAGTTAATGGCACGGTATAAAATTTCTGGGGTTCCAATCACAGTAGATTCCAA
+ACTGGTAGGAATAATCACAAATAGGGATATAAGGTTTGAAGACGATCTAGACAAGCCCATAAGAGAAGTA
+ATGACAAAAGAAAATCTAGTAACAGCGCCTCCGGGGACGACTTTAGAAGAAGCCAAGCAGATTTTGAAAA
+AACACAAAATAGAGAAACTGCCTTTAGTAGATGAGAATAACGTACTAAAAGGGCTTATCACCATCAAAGA
+CATAGAAAAAGCTGTAGAGTTTCCGAACGCAGCAAAGGATGAAAAAGGAAGGCTTCTGGTAGCCGCAGCT
+GTTGGTGTCGGGAAAGACATGATGGACAGGGTTAAAGCGCTGATAGAAGCAGGAGTAGATGCAATTGTGG
+TAGATACTGCTCATGGCCATTCTACAAGAGTTTTAGATGCTGTAGCAAAAATAAAAGAGAAGTACCCAGA
+TGTACAGCTTATTGCAGGAAATGTTGCTACTGCGGAAGCCACTAGAGATTTAATTGAGAGAGGAGCAGAC
+GCCGTAAAGGTTGGAATTGGACCTGGTTCAATATGCACTACGAGAGTGGTGGCTGGCGTAGGGGTTCCTC
+AGATAACTGCCATTTACGAATGCGCTAAAGAAGCCGACAAATACGGTATTCCCGTGATTGCGGATGGAGG
+AATAAAATATTCAGGGGACATTGTAAAAGCCATCGCGGCAGGAGCTTCTGTTGTGATGATAGGTAGCTTG
+TTTGCTGGAACAGAGGAAAGCCCTGGCGAGATAGAAATATACCAGGGCAGAAGCTATAAGGTCTACCGCG
+GAATGGGCTCATTAGGGGCTATGAAAGAGGGGAGCTCAGATAGATATTTCCAGGAAGAAGCAGTGAAACT
+GGTGCCAGAAGGAGTAGAGGGAAGGGTACCCTACAGAGGGCCTTTGAGAGAGACTGTTTATCAATTAATT
+GGCGGTCTTAGAGCAGGAATGGGATATTGTGGAGTCAAAAACATTGAGGAGTTGAGGACTAAAACTAAAT
+TTGTAAGAATAACACAGGCAGGGTTAATTGAAAGTCACCCTCATGATATAATTATTACGAAAGAAGCTCC
+TAATTATAATTTGAGATAAGAGGAGGATTTTGATGGGGATTAAGCGCGAAACCATTTTGATTTTGGACTT
+TGGTGGCCAGTACACTCAGTTAATTGCCAGGAGAATAAGAGAAGCTAATGTGTATTGCGAGATTGTGCCT
+TACGATATTTCTCCTGAAGAAATAAAAAAGATAGATCCAAAGGGAATTGTGCTTTCGGGCGGACCTGCAA
+GCGTTTATGTGAAAAACGCTCCTAAGTGCGATAAAGAAATTTTTGAATTGGGATACCCTGTTTTAGGGAT
+ATGTTATGGGGTTCAACTTATGACTGAGCTTCTAGGAGGAAAAGTTGCGCCTGCTCCTGTCAGAGAATAC
+GGCAAGACGGAGGTTGTGATAAACAATACAATTCCGCTTTTTAAAGGGATAGAGAGAGATACCATTGTGT
+GGATGAGCCACACTGACCAAATTGAACTCCCTCCTCCAGATTTTAAAGTTGTGGCTTCTACTGAAAACTG
+TCCTATTGCAGCTATTGCCAATGTAGAAAAAAAACTCTATGGTGTTCAATTCCATCCAGAAGTTTCCCAT
+ACTCACAGGGGCACAGAGATAATAAGAAATTTCCTGTTTGAAGTGTGCGATTGCTCCGCTGATTGGACGA
+TGGATTCTTTGATTGAACAGACTGTAAAAGAAGTGAGAGCTAAAGTAGGTAATCACAAGGCTGTATGCGC
+TCTATCGGGCGGTGTAGATTCAGCTGTTGCAGCAGTCCTTGTAGATAGAGCTATACACGATCAGCTAGTG
+TGCATATTTGTAGATACTGGGCTTTTGCGGACAAACGAAGGGGATATGGTAATTGAAACTTTCAGAAAGA
+ATTACGATATGAATATAATAAGAGTTGACGCAAAAGACAGATTTCTCTCGAGGCTTAAAGGAGTTACTGA
+CCCGGAGGAGAAGAGGAAGATCATTGGAAATGTTTTCATAGAAGTTTTTAAAGAAGAAGCCATGAAGATT
+GGCGATGTAAAGTTTTTGGTTCAGGGGACTTTATATCCTGATGTGATTGAAAGCGGGCATGGGATTTCAT
+CTACCATAAAAAGTCATCACAATGTCGGCGGACTTCCTGAAGATATCGGATTTGAGTTAATTGAGCCTTT
+ACGAATGCTTTTTAAAGATGAAGTCAGACAAGTAGGTAAGGAATTAGGGATTCCCGATGAGATATTGTAT
+AGACAGCCTTTCCCTGGCCCCGGACTGGCTGTGAGAATTGTAGGAGAAGTTACAGAAGAAAAATTAGAAA
+TTTTAAGGCTGGCTGACAGCATAGTTCAGAGAGAGATGAAAAGATTTGGATGGTACAATAAGGTGTGGCA
+GTCGTTTGCTATTTTGCCTGGAATAAAGAGTGTGGGAGTAATGGGGGACGAGAGGACATACGGTTATGCT
+ATAATTTTGAGGGTTGTAGATAGTATGGACGGTATGACGGCTGATTGGACAAAACTGCCTTATGAAATTT
+TGGAAAGCATCTCTACCAGCATTACGAATGAAGTGCCGGGAGTTAACAGGGTTTTATACGATATAACTTC
+AAAGCCTCCTGCTACTATAGAGTGGGAATAAAAACGAACATTAAAAGAAATTTCTTTAAAAAAATTCGTA
+GTATCTATTGACTTTTTGTTAAATAGTTGCTAAGATATATTTAGAAAAATTTAATAAGAAGCACTCATAT
+AATCCCGAGAATATGGCTCGGGAGTCTCTACCGAACAACCGTAAATTGTTCGACTATGAGTGAAAGTGTA
+CCTAGGGTTCCAGCCTGGCAACAGGCGTTCGGTCCGAGCGGTACAGGTATATGGGTTTCCATATACCACA
+CCTTAGGGATAAAAGCCCGGGAGGATAGGTTTCACTCTATTCCTGCCGGGCTTAATTTTTTCTAGAAATT
+AAAAAAGGAGGAAAACTAATGAAAAACAAGTCAAATATGCAAAACGGACTAATTGAAAGATTATTTAAAT
+TAAGAGAGAGAAACACAGATTTTAAGACAGAAGTTTTAGCAGGTGCTACTACTTTTATCACTCTGGCTTA
+TATAATATTTGTAAACCCACAGATTTTAAGCGAAGCCGGAATTCCAAAAGAGGCTGCTATTGCTGCCACT
+ATATGGTCTTCGGCAATTGCTACGACTCTTATGGCTCTTCTAGCAAATTATCCTATTGCTGTTGCGCCAG
+GCATGGGATTGAATGCTTTTTTTACCTATACAGTAGTTAAGCAGTTTGGACTGCACTGGACTGTAGCGTT
+AGGAGCCGTGTTTTTTTCAGGAGTAGTCTTTTTGGTTCTCACTGTCACTAAGATAAGAAGCTGGATAATA
+GAAGCTGTTCCTCCTTCACTGAGGTCGGCTATTCCTGTCGGAATAGGATTTTTCATAGCTTTTATAGGAC
+TTATAAATGCAGGGATAGTTGTAAAATCTGATGCTACTTTGGTGGCTTTTGGGCATATTTTAAAGCCTGA
+GACTCTACTTTCTATTTTTGGACTTATACTGGCAGCTGTTCTGATATCTAGAGGTGTCAGAGGAGCTCTC
+ATAATATCAATTCTAACTACCACAGTGGTAGCTATGATATTTGGCGTTTCACCTCTTCCTAAAGGGATAG
+GCGATGTGATAAGCCTTCACATACCGAGTCTTGCACCCACATTTGGAAAACTGGATATCGCAGGAGCTTT
+TCATTACGGACTTTTAAACATAATTTTCACTTTCACAATAGTTGAACTTTTTGACAACATGGGGACTTTG
+ATGGGGCTTCTTAAGAAAGCAGGATTGCTAGGAGAAAAAGGTGAACCTCCAGCTTTAGGAAGGGCTTTTA
+TCTCTGACTCTGTTGGGACGATGATTTCGCCAGTTTTAGGGACATGCACTGTGACTTCTTACATTGAAAG
+TGCTGCTGGCATTGCAGAAGGAGGAAAAACTGGATTGACAGGCATTACAGTAGCAGTGTTTTTCCTGCTA
+GCACTTTTCATAGCTCCTTTGGTAGGGCTAGTTCCAGCATTTGCTACGGCGCCAGCTTTAATAATAGTTG
+GAGCTTTGATGATGACAGAGATAGTTCACATAAACTTTGAAGATTTTACAGAAGCTTTTCCTGCTTTTAT
+TACTGTAATAGGAATGCCTTTGACTTACAGCATTGCCACAGGATTGGGCTTGGGGTTTATCTCTTACACA
+TTGGTTAAACTATTATCAGGCAGAGCTAAAGAGATACACTGGATGATGTATGTAATTGCTGCTGCCTTTA
+CAATAAATTTTGTTTTGAGATAAGAGGGGTTTTCCCCTCTTATTCATCAAAATTTAAAATAGGAGGTTTT
+TATTGAAAATGCCAAAAATTGCTGTGGTAGTGGGTAGCAAGTCAGACCTCCCTGTAATTGAAAGGTGTAC
+AGATATTTTAGATGAATTTGGAATTTCATATGACGTAAAAGTTCTGTCTGCCCATCGAACTCCTTTTGAG
+ACGCAGGAATTTGCAGTAGAAGCAGAGAAATATTACGACCTTATAATAGCGGCGGCAGGAAAAGCTGCTC
+ATCTCCCAGGGGTCATTGCTTCTTACACTTTACTTCCTGTCATTGGGCTTCCCATCAAGTCTTCCACTCT
+AGATGGACTGGATTCTCTCCTTTCAATTGTGCAGATGCCAAAAGGAGTTCCAGTAGCTACGGTTGCTATA
+GATGGAGCTGAGAATGCTGCTCTTTTAGCCTGTCATATTCTCTCTTTGAAGTATCCCCATCTAAAAGAAA
+AGCTTGCTAATTACAGGGAGAAAATGGCGGAGGAAGTGTTAAATAATTAATATTGGAGGTTATAGCAGTT
+GACGATAATCATGCAAAGAGGTATAATTTTAATTAGGTGATAATAAATGTTATTAAGTATGCAAAAAGTA
+AGAGAAATATACTCGATTAGTCGAAGGACACTTATAAACTGGGAAAAGGAAGGATTAATTACTCCTGTTA
+GAACTCCAAGAGGTATAAGAAGGTATAGAAAAGAAGACATAGAGAAGTTATTAGGTATGATAGAAGAAAA
+ACCAAAACCCAAAGTAGTTTTGTATGCAAGAGTATCCACAAAAAAACAGGAAGAATATCTTAGGAATCAA
+ATTAGAAGGCTTGAAGAATACGCTAATTCCCAGGGATGGCAGTATGAAGTTATACATGAGATAGCAAGTG
+GAGTAAATGAAGATAGAAGAGGCTTATTAAAGCTTTTGAACAAGATAAAAAGAGGAGAAGTTGAAAAAGT
+TGTAATAGAATATCCAGACAGACTTGCGAGATTCGGCTTTGAATATCTTAAATTTTTCATGGAAAGTTTT
+GGAGTAGAGCTTATAGTTTTAAACGGGAAAGAAAACGAAGAAGATGTAAATAAAGAACTAGCAGAGGACT
+TAATAGCAATAGTAACATCTTTCGCAGCAAGAATTTATGGGAAAAGAGGTGGCAAAAAGCGTGATAGTAA
+TACAGACTAAGCTCATTTTTCTAGATCAAGAAGACAAACAAATAGTATTAGACTTAATGAGAAGATGGTC
+ATCCTGCATGAGATACGCATACAAAAGGCTTTTAGAAGGTTATGATAGAAAAACGCTAAAAAGAGACCTT
+CAGGGGATGTTTGACTTAAACTCGAGATATGTAGACGATGCAATAATGAAAGCAAGAAGCACACTAGAAT
+CTGCTAGAGAATTAGGTAAGAGTCCAAAGAAAGTCATTTTTGGTGGGAAAAAGCTTTTTAAAAAGCTCCA
+AAAACGCCATATAAATGGAAAAGCATATGAAAAATTAAAAATTAGGTGGCAGGAGAGGAGGAAAGGAAAT
+CTATATTCAAGAGGAGATAAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAAAGAAAATGGCA
+CTTTCTTAAGGATAAACGTAGGTGAAAGAAAGTACGTATATACAAAAGTACAGGCAGGATGGAAGAAAAA
+TAAAAACAGAGAAGAGATATTTCAGGAAATTTCCGAATCAAATATACCATACTCTGTAGAGCTAAAACTT
+AAAAATGGCAGTGTATACGCTTATTTTACTATTGAAGAAGAGTATCCGGAGATAATGATAAAAAAAGACA
+AAGGAGTTATAGGCATAGATTTAAATGCATATCCAGACAACATATCATGGGCAGAAACAGATGAAAAAGG
+GAATCTAATAAGCTATGGGAGTATACCAATGCCAGAGCTTGCAAGTGGCAATAAAGACAAAAGAGAATAT
+TTCAGATGGCAGTATGCTCATGAGATAGTAAAGATAGCAAAAGGGAAAGGAAAAGCAATTGTAATCGAAG
+CATTGGACATAAAAAACAGAGGAGAAAGAGGAGATTTTTCAGGAAGGAAATCAAGAAGGATAAGACACAA
+TTTTAGCTACAAATCACTTTTAAAAAAGATAAAAGTTTTAGCAAAACGAGAAGGGATAGAAGTAATAGAA
+GTCAATCCTTCTTACACCTCAATAATAGGGATGTTAAAATATGCACCGCAGTACATGATAACAAAAGATA
+TAGCAGCAGCCTATGTAATAGCAAGAAGAGGATTGGGACTGCAAGAAAAGATACCAGATAATTACATGAA
+GTTTCTCAACACATTAACTGTAGAAGAATTAGAAGAATTAAAAGAGCATGTAAAGAAAATAGTCAGAAAC
+AAAAAGTTAAAGAAGAAACATTTAAAAGAGATAAAGAAAGCAATAAAGACATTGCAAAGCCTTGAGAGTG
+AGCCAGGGAGGGTGCTAAAACCTCTGGATGGAACAAGTTTTAGTGCCCATGATTTCTGGCAAGTTCTCAA
+GGTAGCGGTGGTAACGCCACTCTCTCCTGAGAAGGTACCAAGAGACTTCTCTGTCCTGAAGGAATTATTA
+ATTCAGGGCAAGTGGGGAGACCCGTAAGGGCGCGAGTTCCTGCTTCCTGGGGCAGGGGCTATGGGAGTGC
+TTAAATACCGCCTGCTGGGAATAGGCACTCTCTGAAAAGGCGGACTATAAATAGCCCAGCCTTCTAAACT
+AGTGCAGTTTTGCACAGTTTAGATGACCAGGTAAGCTGTATGGAAAAGAAAGAATTGCTTTATGAGGGTA
+AAGCTAAAAAAGTTTATAAGACGGATAAAGAAGATTACTACATCATAGAGTACAAAGACGATGCCACTGC
+TTTTAATGGATTAAAAAAGGGGGTAATTGAAGAAAAAGGAGTCGTCAATAATAAAGTTTCCTCAATTTTG
+TTTGAATTTTTAGAAAAAAGAGGGATTCCTACCCACTATGTGAAAATGCTGAAGGACAGAGAGATGCTTG
+TCAAAAAAGTTACAATTTTTCCTCTGGAAGTTATCATCAGAAATTATGCCGCAGGTAGTATTTGCAAAAG
+ATTAGGGCTTCAGGAAGGAATAAAATTTAAGGAGCCCGTTCTAGAATTTTGTTATAAAAACGACGAACTT
+GGAGACCCTATGATAAACGAATACCACATCAGGGCTTTAGAACTTGCTACAAGAGATGAAATTGACCTTA
+TAAAAGAGAGAGCTTTTAAGGTGAACGAAATTCTGTCAGAGTATTTTCTATCTAAAGATATAATCCTAGT
+AGATTTTAAGTTAGAATTTGGAAAAAATCAAGAAGGGATATTGTTGGCAGATGAGATTTCGCCAGATACC
+TGCAGGTTCTGGGATAAAAACACTATGGAAAAACTTGATAAAGACAGGTTTAGAAAGGACTTAGGTCAAG
+TAGAAGAAGCATATTTAGAGATTCTGAGAAGGGTCCAGCAGGTTTAAACTGAAAAGTTGAAGGGTTTAAA
+AAGTGGGAATTTCACTTATGTGTGCGGTGCCTTAGCGAAAATTATCTTTTGGAAAATTAAAATAGCGGGT
+GTATAATTATGAAATATAAAGACGCAGGGGTAAATATAGATGAGGGAAACAAGTTTGTAAAGATGATAAA
+GCCTTTTGCAGAAAAGACAATAAAAGAAGGTGTTTTAGAGGGAATTGGGGGGTTTGCAGCTCTTTACGAG
+ATAAAGAATTATAAAAATCCAGTGCTTGTGTCTAGTACAGATGGAGTTGGAACGAAACTTAAAATAGCCT
+TTATGATGGATAAGCACGATACTGTAGGGATAGACTTGGTGGCTATGTGTGTAAATGACGTGATTGTAGT
+GGGAGCAAAGCCCCTCTTTTTTCTAGATTATTTTGCTACTGGAAAGTTAGAAAGCGAAAAAGCGATACAG
+GTCATTAAAGGAGTAGCAGAAGGGTGTGAAATTGCTGGGTGTGCTTTAATTGGAGGTGAAACTGCTGAAC
+TTCCTGGTTTTTATAAAGAAGGGGAGTATGACCTAGCAGGGTTTTGCGTGGGGATAGTGGAAAAAGAAGA
+AATAATTGACACTTCTTCTATGGCGATTGGAGATGTAGTAATAGGGCTTTCTTCCTCTGGACTTCACAGC
+AATGGCTATTCTCTTGTGAGAAAAGTATTTTTTGAAAAAAACAATTTTTCTATAGAAGATTACGTGCCAG
+ATATAGGCAAAACCTTAGGAGAAGTTCTTTTGACACCCACTAAAATATATGTAAAATCTGTGGAAGTTTT
+GAAAGGATTAAAAATAAAAGGAATGGCTCATATAACAGGAGGGGGCTTTATTGAAAATATTCCTAGAATT
+TTGAGAAAAGGCGTTTCTGCAAGAATATACAAAGGGAGCTGGGAAGTGCCGATTATCTTTGACATGATAA
+GAAGGCTTGGAGAAATAGAAGAGAAAGAGATGTACAGGACTTTCAATATGGGTATTGGAATGGTAGTCAT
+AATTGATAAAGAAGAAGTGGAGAAAGCTCTAAAAAGGCTTAAAGAAGTGGGAGAGACAGCTTTTGTGATT
+GGAGAGATTGTGGAGGGAGAAGGCGGTGTGATTTTATGAGGCTTGTGGTAATGGCATCGGGTAATGGCAC
+AGATCTGCAGTCAATAATCGATGCCATTGAAGCTGGTTATATAAAAGCTCAGATAATCGGAGTGGTGAGC
+GATAAAAAAGAAGCCTATGCGCTTGAAAGAGCTAAAAAACACGGCATTCCTGCTTACTGCCTTCGAAAAA
+AGGAATTAAAAGAAAATTTCTTTAAAGAGCTTTTGTCACTTCTTGAAAGCCTAAATCCCGACGGGATAAT
+TCTTGCAGGTTTTTTAACAATTTTAAGCGAAGAGATTGTGGAAAGGTTCCCAAATAAAATAATAAATATT
+CATCCCTCTCTTATCCCTGCCTTTTGTGGAAAAGGATTTTATGGAATGAGAGTTCATCAAGCGGTTTATG
+ATTATGGCGTTAAATATACTGGATGTACAGTGCACTTTGTGGACAAGGGCACAGATACAGGGCCTATCAT
+TCTCCAGGAAGTGGTAAAGATAGAGGAGCATGATACCCCCGAAAGTATTGCCAAAAAAGTTTTGGAAGTA
+GAGCACAAAGTCCTGCCTTATGCGGTTAAACTTTTTGTTGAAGGGAAATTAAAAGTGGAAGGTAGAAGAG
+TGAAAGTACTTGACAAGGAGGATTTGTGATGTCAAGGAGAGCGTTGATAAGTGTTTCAAAAAAAGATGGA
+ATAGTGGAATTTGCGAAAAAGCTTGAAGACCTGGGTTATGAGATAATATCTACTGGCGGCACTTACAATC
+TCCTTAAAGAAAGCGGTGTAAAGGTGATAAAGGTCTCTGAGGTTACGGGTTTTCCAGAGATTATGGGAGG
+AAGAGTAAAGACTTTACACCCCAAAATTCACGGTGGAATTCTTGCTGTGAGAGACAAGAAAGAGCATTTA
+AAAGACCTTAATGATCATGGCATTGTTCCTATAGACTTGGTAGCCATAAATTTATACCCCTTTAAAGAGA
+CTATTTCCAGGGAAAAGGTTGCTCTTGAGGAGGCAATTGAAAATATTGACATTGGCGGGCCTGCCATGAT
+AAGAGCGGCGGCAAAGAACTATAAATATGTAACTGTCCTTGTGGATCCTGTAGACTATGAAAAAGTGATT
+GAGGAAATAAAGCTTTATGGGGATACAAAAGAAGAGACGAGGTTTTATCTGGCAGCGAAGGCTTTTGGTC
+ATACGGCTTTTTACGATTCGCTCATATATGAGTATTTTAGAGAGAAGACTAATATGGAATTTCCTAAAGT
+CATCACTTTTGCCTATGAAAAAGTGCAGGATTTGAGATATGGGGAAAATCCGCACCAAAAAGCGGCCTTT
+TACAAAAACCCGGTCAAATCTTACGGAATTGCAGAATGCCTGCAGTTACACGGAAAAGAGCTTTCTTTTA
+ACAACATAAATGATGCAAATGCTGCAATAGAACTTGTGAGGGAATTTAGTGAACCTGTGGCGGTCGCTAT
+AAAACACACCAATCCCTGTGGCGTAGCTGTTGGGAATAGCATATATGAGGCTTACTTAAAGGCCTATGAA
+GCTGACCCCGTTTCAATTTTTGGCGGAATTGTTGCCTTTAACGGAAAAGTTGATGTAGATACTGCGAAAG
+AGCTTGTGAAAATATTTCTAGAGATTGTAATAGCTCCAGATTTTGAAGAGGAAGCTTTAGAGATATTAAT
+GTCTAAGAAGAACTTGAGAGTGCTCAAATTGAAGGAAGGCTATTACAGAGAATTTGACCTCAAAAAAGTA
+GAAGGAGGAGTGTTAGTCCAGCAAAAGGATGAAATAGATTTAGATGAAAGTAGTATCAAAGTCGTAACTA
+AAAGGGCGCCGACAGGAAAAGAAATGAAGGATTTGAAGTTCGCCTGGAAAGTAGTAAAGCACGTCAAGTC
+AAATGCTATAGTTTTAGCAAAGGATGGGGTTACTGTAGGCATTGGAGTTGGGCAGGTCAACAGGATTTGG
+CCTACTGAGCAGGCGATAAAACAGGCAGGAGAGAGGGCGAAAGGAAGTGTCTTAGCATCAGATGCTTTCT
+TCCCCTTCCCTGATGTAGTTGAAGCGGCCGCAAGAGGAGGAATTACTGCAATAATTCAGCCTGGCGGTTC
+CCAGAATGACCAGCTTTCAATTGAGGCAGCTGACAGAGCAGGTATTGCGATGATTTTTACTGGAATAAGG
+CATTTTAAGCATTGAGGAGGGGTTGACTTTGAAAGTATTAGTAGTTGGGGGAGGAGGAAGAGAACACGCA
+ATTGTGCACAAGCTTTCCCAAAGCGATCGGGTAGAAAAAATTTACTGTGCACCTGGAAATGCAGGGATTG
+GGCAGCTAGCAGAGTGCGTAAATATAAGTGTAGAAGAAATAGAGAAGCTAAAAGAGTTTGCTTTACAAAA
+TAAAATAGATATAACAATAGTGGGACCGGAGCTTCCATTAGTAGAGGGAATTGTGGATGAGTTTGAAAGA
+ACTGGACTTAAGATTTTTGGTCCGAGCAAAAAAGCAGCCATGATAGAAGGGAGCAAGTACTTTGCAAAAC
+AGATCATGGCAAAGTATGAAATACCTACAGGAAGATTTAAAGCTTTTGACAGGTATCAAGAAGCCCTGAA
+ATTCTTAAAGGAAACATGGTATCCTGTTGTGATAAAAGCTGATGGATTAGCGCAAGGAAAAGGGGTTTTC
+ATAGTAAGAGACTTTATTGAGGCGAAAGAGGTTCTTGACCTCATGATGAAGAAAAGAGTTTTCGGGCCAT
+CAGGGGATATAGTAATTGTGGAGGAGATGCTTTACGGCAAAGAAGCTTCTATATTTGCCTTTGTGGATGG
+GGAAAATGTTTTGACCATGATGACTGCTATGGATTATAAAAAAGTTTATGAAAAAGATGAGGGACCAAAT
+ACGGGAGGTATGGGAAGCATTGCCCCAAATCCTCACATAGATAAAAAGACTTTAAATGAAATTGAAGAGA
+AAATTTTAAAACCTGTTGTGTATGCGCTTAAGAAAGAGGGAATTGTGTATAAAGGCGTTTTGTATGCAGG
+ATTAATGCTGACAAAAGAAGGACCCAAAGTTCTAGAATTTAATGCGAGATTCGGGGACCCTGAGACACAA
+GCAATACTTCCACTTCTTAAAACAGATTTTTTGGAAATAATAGAAGCTACGCTGGAAGGAAAGCTTAAAA
+ATTTGAAGCTGGAGTGGGAAGATAAAAAGGCTGTATGTGTTATTGCAGCTTCAAAAGGATATCCTGGAGA
+ATATAAAAAGGGCTTTGAAATACGGGGATTGGAAGAAGTGAAGGAAGCCTTTGTCTACCACGCAGGTACT
+TCTTTTAAAGATGGAAAGATTGTCACTTCAGGAGGAAGAGTCTTTGGAATTGTGGCTTTAGGGGATTCCT
+ATAAAGAGGCAAGGGAAATAGCATATAGAGAAATTGAAAAAATATCTTTTGAAGGAATTTATTACAGAAA
+GGATATCGCGGCCGGGTACTAACCCGGCAATTTTTATGGTATAATACAAATAAAATGGGTTTCAAAAGGC
+GGTGGACATAATGCCTAAAGACCATGTCAAACTCTTTGATACCATCTCTCCCGTATATGCGTGGTTTTTT
+AATTCGCAGGTAGCTTATTATAGAAAGGTCATCAATATTTTAAAACAACACGTTCCATTAGAAAACTATA
+AAAGAGTTTTAGATGTAGGATGTGGCACAGGACCTTTGTGCTATGTTTTAAAAGAGGCTGGATTCGATAC
+TTATGGAGTTGAGGTATCAAAAGGCATGTTGGACCAGGCTTTAAAAAGACTTAAGGGAATGGATATCAAA
+GCTTACAAAATAGAGCCAGGCGAGAGATTTCCTTTTGATGATAATTTTTTTGACATTGCCATTGCTTCGT
+ATGTCGCTCATGGTATTAAAAAAGAGGAAAGAGAAATATTATATAAGGAGATGTCTAGAGTTGCGAGGGA
+CTACGTAATACTTCACGACTATCACAGAAACAGGGATTTTTTAACCTCATTTGTAGAATGGCTGGAGGGA
+GGAGATTATTTTAATTTTGTAGAGCAGGTAGAAGAAGAATTAAGAAAAAATTTTGAAGGTGTGAAAGTGG
+TAGAATTGAGCAAGAGAGTTTCTCTTTACATATTGAAACCTTACAAAGATTTAAATTAGGGTGTGGTGGA
+ATGGATTCAAGACCTATAGGAGTTTTTGATTCAGGAGTAGGAGGTTTGACTGTATTAAAAAGACTTATTC
+AGGTTTTGCCCGAGGAGGATTATATTTATTTTGGCGACACAAAAAGGGTTCCCTATGGAGATAGAAGTAA
+AGAAGAAATAGAGCTTTTTGCAGGTCAGATCATAAACTTTATGAAAGAAAAAAATGTAAAGGCGGTTGTG
+ATAGCCTGCAATACTACGTGTGCGACTATTGACAAAGGAAAGTATGACATTGAACTTTTTGACGTATTAA
+AAGCTGGCGCAGAAAGCGGAGTTTATTGTACAAAAAATAAAAAAGTTGGAGTTATTGCTACGAAGAGGAC
+GGTAGAGAGCAGAAGCTACGAAATCAATATAAAGAGCATAAATCCTCAAATTGAAGTTTACCAGAAAGCC
+TGTCCTGAATTTGTGCCTTTGATTGAAAAAGGCCTTTACAATTCGCATTTAGCTTATAAAGCTGCTAAAG
+ATTGCCTTGAGGAGTTTAAAGGGAAAGAAATAGATACTCTCATACTTGGTTGTACCCATTATCCTTTGAT
+GGAACCGATTATAAAGGCCATCATGGGAGATGGGGTTAAGGTGGTGGACCCAGCTGTAAGGTTGTCCCAT
+GAAGTGAAAGAATATCTAGAAAGAAGCAGGATTTTAAATTTTGGTAAGAAAGGCAAAATAGAGTTTTTTG
+TAAGTGGCGATGCTGAAAATTTTAAAAGGGCCGCCGAAATGGTGCTCGGTAAAAAAATTGATGAAGTATT
+TATTGTGGATATTGAAAGATATTAAAAAAGGTGATGGATATGGACATTTTAAAAGAAGTTGAAAAAGTGG
+AGGAAGAGATAATAGGGATAAGGCGAAAAATACACATGCACCCTGAATTGGGATTTGAAGAGGTGAAGAC
+TTCTGAACTAGTTTACAATTACCTTAAAGATATAGGGCTTGAAGTGAAAAGGCTTGCCAAGACTGGAGTA
+GTAGGCCTTTTAAAAGGAGATGGAGAAAGGACAATAGCTATAAGGGCAGACATGGATGCACTTCCCATAC
+AGGAGGAAAATGAAGTCGAGTACGCTTCAAAAATTCCCGGGAAAATGCATGCCTGCGGCCATGACGTACA
+TACTGCTATTCTTTTGGGAACAGCTAAAGTGCTTTCAAGGATTAAAAACGTTAAAGGGAATGTGAAATTT
+ATATTTCAGCCAGCTGAAGAAACAACAGGAGGAGCCCTCCCCATGATTGAGGAAGGGGTGCTTGAGGGTC
+CTAGAGTTGACGCTATAATAGGGCTTCACGTTGATCCAGATTTAGAGGTAGGGCAAATAGGAATAACATA
+CGGAAAAGCTTATGCCTCGTCTGACATGTTCGATGTGATTATAAAGGGGAGAAGCTCCCATGGGGCAGAG
+CCTCATAAAGGGATTGATGCACTTGTAATTGCAGCGAATGTGATAAGCGCTCTTCAGACCTTTGCAAGCA
+GAAAAACCAGCCCTTTTACTCCAATAGTTGTTACTGTAGGGACAATTAAAGGGGGATATGCGAGAAATAT
+AATAGCAGATAGGGTTGAGATGTCAGGAATTATAAGGATGATGGAAGAAGAGAGAAGAGAGGAAATAGTA
+GAATCTGTGGAGAAGATGTGTAAAGACATAGCAAAAGCCTATGGAGGGGCTGCAGAATTCAGAAGGGTAA
+AAGGGTATCCTCTTCTCATTAATGACAAAGGATTTACAACCCTTGTAAAAAAGAGCGCTTCCATGATTGT
+AGGAGAGGAAAATGTCCTTGAAGTTTCTCCTTCCATGGGGGTAGAGGATTTTGCTTATTTTTTACAGAGA
+GTGCCCGGTACCTTTTACAAATTGGGCTGCGGTAATAAAGAAAAAGGAATAGACAAACCCTTACACAGCA
+GTAGGTTTGACGTGGATGAAAGATGTATAAAAGTAGGAATTGCTGTTCATGTGATGACAGTGCTTAATTA
+TTTTGAGGGGAAATATTAAAAAATTTTTTGGAAAAACTTTAACCTTTTCATTTATAAATATTCCTTGTAC
+AATGAGAAAAAGGTTTACCGCAGTTTTATTTATTAAGGTATAGTTATAATATTACAAAAATGCAGGAAAA
+ATTTCGTGTAAATTAAAACTTGACATTTTTCATCAAATGTTGCATAATATTTGTCGGAAAACGCCTCTGC
+CGTTTTGGTAAGAGGAAGCCATAAGGTGTAAGTCTTAACCCCCCTCAAGTGTATTAAAAATTTCTCCCCC
+TAATCCCCCTTTAGTGCCGGCATATGCCGGCTCTTTTTGTTTTTCATATAAAAAAGGCGCTGCGAATAAA
+CTATTGTGAGGTGTTTAGTATGCATGGAAGGTCCTTTATTCGCGGTGCCTTTATTTTAACAATTGCTCAT
+GTGATAGACAGAAGTATAGGCTTTGTTTTCAGGATAATTTTATCCAACATATTAGGTTCTGAAGGCACAG
+GAATTTATCAATTAGTTCTCCCTATCTACTTTGTTTCTATTACTTTTTTAACTTCTGGTACTATGTCAGT
+AATTTCCCGCTTTATTTCGGAAGAAAGAGCAAAAGGGAACAAAAAGAATATGTTTAAAATTTTGAAAATT
+TCCTTTATTCTGGTGCTTATAGTGGCTTTTTCAGTCTTTGCTATTATATTCTTAAATGCCTGGTTCATAG
+CGGAAAAGCTTCTTCACGAACCGAGGACTCATCTTTCAATTCTCATTTTTGCGCCTGTTCTTGTAATTGT
+CACTTCTTCTTCAGTTTTTAAAGGTTTTTTTCAGGGTGCAATAAATATGGTACCGGCCTCTATTTCAGAA
+ATCGTAGAGCAGATTGTGAGAGTTTCTCTGACTTTATATCTTCTGAAGCTATTTAGCGGAGCAAAACTTG
+AGTATCTTGTGGCTATAGCTATTTTTGGGATTTCTGTTGGAGAAATTGTAAGCTTTTTGATGTACATATT
+TTTCTATAAGAGAGAGGTAAAAATTATAGAAAGAGAAATGCCTTATGATGGAAAAGAATGGAGTAGTATT
+TACATTGCGAAGCTATTGGTGTTCACTTCAATACCAATAACTTTTTCAAAATTGATTGTGAATGCTCTAG
+ATCTAGTAGAATCTTTGCTAATTCCATCCCGCCTTGTAACTTCTGGAGTTTCTCACAGGGAAGCAATGTC
+TGAATTTGGAAAGCTATTTGGCATGGCGATTCCCCTCGCTTATATGCCTGCTGTAATAACTTCAAGCCTT
+TCCACAACAGTGCTTCCCGCAGTTTCAGAAGCTGCAGCTTTAAAAAAATGGAAAGCAGTGCGTTTGAGAA
+TTAACCAGGCTATAGGGTACACTACTTTAGTGGCATTCCCCGCTATTACCTTGTTTTTAATTATTCCAGA
+TGAAATATCCAGACTTTTATATCCTTCTTCTCCTGGGGTAGGGGATTTTGTAAGGGTGGTTTCTTATGGC
+AGTATTTTCGCATTTTTAGAAACCGTAGTTGCTAGTATTTTACATGGTTTAGGGAGACAGAAAGTAGTCT
+TGCGAAATTCCCTGATATGGCTTGTTGTGTGCATTACTGGCATGTACTATCTGACTTCTATACCTTCCCT
+CAGGCTTTTTGGATATGTTTATACTTTTATCTTTGCAGATGCTCTCATTTTGGTTTTAAATTTCCTAGAT
+TTAAGAAAGCTTACACGAGTGGAAATAGATCTTTCTAACTGGGTCATAAAGCCTCTTTTTGCTTCTCTAG
+CTATGGGAGTAACTGTGTTAATTACCCACAGTAAATTGTTGGCAACTAATGTTAATATGTGGATAAACCT
+CTCTTTATCAGTTTTATTAGGGATTATCGTGTATTTTTCAGTAGCTCAATTTTTGAGATTGCCTTATATT
+GAAGATTTGAGAAAAATGATTTTGAGGAAAAATTAGATAATGTAGAGAGAGTGCAAATAACTTTATGAAA
+AGCGCTTTTGATAAAATTTTTAAAAATATGTCACGGTAGACATGCCACAATATTTACATCTTTTTCTTGT
+TAATTAGGCGATTAGAGTTATAATTGTAGATGTGTAAGGAGAAAATATTATTAAATTCCTGTCATAAAGT
+GTGATGATGAAAAATGGTTAAGTTAAACAGCCGACAGCTACAGATTTTGAAAAAAATATTGTTGTCCTCC
+AAGTTAACTGTGTCAGATATTGAAAGAGAATTTCATGTAAGCAGAAGGACTGCGTACCGCGACATAGCTG
+GAATTGGAGAATTTGTGAAAAAATACAACCTAATTTTTGTCAACACTTCAGAAGGATTTACATTGAATGG
+AGATGCTGCAGGCATAGAGAAGTTGAGACTGGACGTTATAGGATATTTCCCGGTTGACGCAGAGGAAAGA
+AGAAAAATGATACTTTCTGAACTCCTTCAGCTGAAAGAGCCTGTAAAATTAGAATATTTTAGCAAAAAGT
+TCAAGGTTACGACTGCCACTATAAGTTATGACCTCAAAGAATTGGAGAAATGGCTTGAAAAACAGGGGTT
+AACTTTGGTTACAAAGCCGGGATATGGAGTTTACATCTCTGGAAATGAAAATTCTTTTAGACGAGCTATT
+GCTAATTTTTTGTATGAAAATTTTGATACCGCTGAGCTGGCTAATTTTTTGCAAAGAGGATACCTATCTA
+AAAGTGGTATTGAGAGAAATATAGACTTAAGGCTTTTAAACTTGATTGATTACGACACTGTTTCAAAAAT
+AGAAAAAGCTATTTTGAGGTTAAAACAGCAGATTGATTACGAAATTGTTGAGAGCTCTTACATGGCTTTA
+GTAGTTCATTTGGCTCTTGCGATAAAGAGACTTCAAGAAGGAGAAACTATTCAAATAGGGGAAGAGACTT
+TAGAGGACCTTAAAAAAACAGAAGAGTATCTATTTGCCAAGAAACTAGGGGAATATCTCGAAGAAGAACT
+TAATATTGACATACCTGAAGATGAAATAGGGTATATTACAATTCATCTTTTAGCTGCAAGATACAGGTCT
+ACTGCCCAAAATTATACTGACAGTGAAATTGAAAGTATAGTTGAAGAGATAATAAAAGAAGCCTCAAAGG
+TATTTGAGGTAGATTTTTCAGAAGATAAGCTTTTAGAAGAAGGACTTCAAAGTCATTTAGCTCCTGCACT
+TTACAGGTTGGAAATGGGACTTGACATAAGGAACCCGCTGTTAGGTGATATAAAGGCCAAATATCCTGTG
+CTTTTTGAAAAAAGCAATAAAGTGTGTGATGTCCTAAGAAAAAAATTAAAAAGGGACATTCCAGAAGACG
+AAGTCGGATATATTGCAATGCATTTTGGAGCTGCACTTGAAAGAAAAAAAGAAACTTTTAGAAAATATAA
+CATACTGGTGGTGTGTGCTAGTGGCATAGGAACTTCTAGGATGTTGATGTCTAAACTGCAAATGTTTCCT
+CAGTTAAACGTGGTGGAAGTTGCCTCCAGTGTAAAGCTAAAAGAATTGGAAAAGAGAAAAGATATAGATT
+TAATTGTTTCCACAATACCACTTAAGTTGACCAGCAAAAAGGTAGTAGTTGTAAATCCTCTTTTGTTAGA
+AGAAGACGTAGAAAAATTAAAAAAGGCATTAAATACTGACTTTATCTTGGAATATGATTTGGTCCCAGAA
+AATAAGCAGAGAGAAGAAGGATACGTCAAAAAAGCAGAACACATAGCTAAATATGGAAAGAGGATTTTAG
+AGCTACAGGATAGCCTTGTGTTCATGGAAGTAGAGGGAGAAAATTCGTCCCAAATAGTGGAAGAAATTCT
+TGAATATTTAAAGATTCAGGGAGGCATAGAAGAATTTCAAAAAGAGGAAATTAAAGAGAGGCTTTTACAA
+AGAGAAAGTTTAGGTAAAATAGTACTTCCTAATAAAGGATTCGTAATATATCATTGCGCTGTAAAAAGTT
+TAAAAAAGCCTATACTGGCTGTAGCGAAAATGAAGAACAAGGTTAAAATGAAAAATCTTATAGGAAGTTA
+TGAAAATATAGAAACAGTTTTTTTAATGGTAGCTCCCGAAGGAGATAGGGAGGGAATTGAAGTTTTGGGA
+GATTTGAGCGTTTCTTTGATTGAAAGAGAGGATTTTCTGGATTCCATCAATAGTTCAAAGTCTTGCGAGG
+AAATAAAGAAGAGAATAGGAGAAGTGTTGTTGGGTAAATTTTATGAAGAGATAAAAAGGACAGTCTAGGA
+GGATAGAGATGTTTAGCATACCTTCTTCTCAGATAAAAATATTTTACCTCCTTTTAGGTGTAGTGTGGTT
+TTCAACAGGAATTTATTACATGTTTCGCGAGAGTTTCTACAATGGCTTGAGGATAGTTATTTTTGGCGCA
+GTTTTTATGTTAGCAATTTTTGCAGTACAGAGCTATGTTATAAAAATGATACAAGTTTATGATACTAATT
+TGAAGAAGCAAAAAAAAGATGTAGTTGGCTTTGAAAGGAGGTGCTAAAGATGGCAATAAAGGGAGTTATA
+CTCTGCAGCTGGGGTGCTACCTCAAGTGCTCTTGCTAAGAAGGTGACAGAAGAAGCAAAAAGGCAAGGGT
+TAGATGTGGTTGTAGATGCAGGTGGTACAGGAGAGTTTAAGAAAAAAGCGGAGGAATACGATGTGGCTTT
+ACTGGAGCCCCAGGTAAGGCATCTTAAAAAGGAAATTGAGTCAATTGCATCCAAATATAATATTCCTGTT
+GATGTAGTGGACATGCAGGCTTTTGCCATGATGGATGGCAAAAAAATATTAAATCAAATAATCGAACTTG
+CCAAAAAAGCAGGAAAAGAAGTATAAGGAGGGAACAGGATGAGTGACAGAATTTCAAACAATCCGTTTAT
+GAAGTGGATGGAAGAATCATTAATGCCGGTATTAGCTAGAATAGCTCAAAACGTGTACTTGCAGTCAATT
+AGAGATGCATTTTCGAGTTTTGCTTTGCCTGTGATTTTGACCGGAGCTCTTTTCCTCATAATAGCAAATC
+CACCAGAAGGAATTAATTGGGCTCCAATACACGCGTGGGCCAAAGCAGTAAAGCCCATTGCAGCCCAAAT
+CATGATACCTTTTCAACTTACTTTTGGAATAATGGCTATGATGGTGGCTTTTGGTACAGCTTATAGTCTC
+GCTGCCAGATGGGATTTGGATGAGACAATGACTGGAATAATTGCACTTCTAGCTTTCTTTATAACAAGTT
+TTCCTGCAACAGATGTGACGAAGGTTACTTTTGGAGATGTTTTAAATTACTTGGGTGGACAAGGGTTATT
+CGTAGCAATAATAATAGGAATATTAAGCGCAATAGTAGTGAGATTTTTCAATAGAAAAGGATTAGTAATT
+AAAATGCCTGAAGGAGTACCGCCTTATGTAGTGAGAAGCTTTTTAGCATTAATTCCAATGTTTGTAATGG
+TGGTATCTGCATGGCTTGTAGAGTGGTTTGTGTGGTCGAGATTCCACATAACATTACCTCAATTAGTGCT
+TGATTTGTTCAAACCACTTGTTACAGCATCAAACACTTATCCAGCAGCCTTAGCAGAGATAATATTGATG
+ATGCTTTTGTGGTCATTAGGAATTCATGGAATGAACGTAGTATCATCAATCGCGTATCCTTTCTGGATGA
+CTCAGCTAGCGGCTAATGCAGAAGCGGCTTCTCGTGGCTTGCCGTTGCCAGGCATTGTGACAGAACCTTT
+CTTCCATGTATTTACTCACTTAGGTGGGTCAGGAACTACATGGCCTTTGACGATAATGTTTTTGCTTTCT
+GCTTCCATGCAGCTTAGAACAATTGGGCGAGCTGAACTTATACCTGCAATATTTAACATAAACGAACCTA
+TAATCTTTGGCGCACCTATTGTATTAAACCCAATACTCATCATTCCATTTATTCTGGCTCCTGCAGCTGT
+TGTGACAATAAACTACTTTGCTTTTGCGCTAAATTTAGTGCCAAGACCTCTGATACAGTTGCCTTTTACA
+GTCCCAGTGTTTATAAGTGGATTTATATCTTCTGGAGGGCACTGGCAGGGAGCCTTGCTGCAATTGGTAG
+ACCTCATTGTAGCGGCGATTATATACTATCCTTTCTTTAGGATGTATGAAGCACAACTTTTAAAAAATGA
+AAGAGAAGTAGAAAAATGATTGAAATGGGAGTGACTGCAATGGATTTGGAACAGATAATATACAATTTAG
+TGCTGCATGGAGGAAATGCAAGAGCAGAAGCATATGAGGCATTGGATGCAGCGGAGAAAGGAGATTTTGA
+AGAAGCAGAAAGGCATTTACAAAAAGCAGATGAAGAGTTTTACGAAGGGCATAAATACCAGAACATGCTG
+ACACAAGGAGAGCAGAGTCAGACGCCTAATTTTTTGGTAATACATGCACAGGACCAGCTGATGACAGCAC
+TTGCAGAAAAAAATCTGATAAAGAGGATGATTGAACTGTATAAAAGGGTAAGTCAATTAGAAAAAAGATT
+AGGTTAATTTTTGGCTACTCGCTTTTGCGGGTAGCTTAATTTAATTTGAGCATAGTATTGTCCACAAATC
+CATATATACTTTTTAGTTGTATACGTTATAAAAAATCGCTTTAAAGTATTGAAATTTACTTTTTATTTGA
+TTACAATATTAGTGTAAACCATTAAATTTTTTAAGAGAGGGATTTTGTATGTATGAGTCTAAAATTAAGG
+ACAAGCTGGTAGACCAGCTTTTTGAGGCCATTTTAAAGCTTAAGAACATAGAGGAATGTTACAGGTTTTT
+TGAAGATATTGCTACTATAAATGAGATAAAAGCTTTAGCTCAGAGATTGGAAGTTGCTAGAATGCTAAGA
+CAAAAGAAGACCTATATAGAGATTGCAGAAAAAACAGGGGCTAGTACTGCCACGATAAGTAGAGTGAACA
+GGGCATTGAATTATGGCGCAAATGGATATAAAATTATATTGGAAAGGTTGGAAGCTGATTCTGAATCCCG
+GGATTAATTCCCGGCTTTTTTAAAACTTGATTGGAGTGAAAAAGATGAAAGAGATTCTAGCTAATTTGAA
+TGAACAGCAAAAAGAAGCAGTAACCACCACAGAAGGGCCTCTTTTAATACTGGCAGGTGCTGGAAGTGGA
+AAAACTAGAGTTTTGACCCACAGAATTGCCTATCTCATAAAGGAAAAAAAGGTCTCTCCTTCCAATATCC
+TCGCAATAACCTTTACCAATAAAGCGGCAGAGGAAATGAAGACGAGAGTGGAAAATTTGCTGGGATACGT
+CGGAGACCTGTGGGTGTCTACTTTTCATTCCGCCTGTGTCAGAATCTTGAGAAGAGATATTGATAAACTG
+GGTTACGACAGAAATTTTGTAATATTTGATACGACTGACCAGAAGGCACTAGTCCAGGAATGCCTTAAAG
+AACTAGACTTAAGCGAAAAGCAATACCCGATAAAAATGGTATTAAATGCCATCTCATCTGCAAAAGATAA
+AATGGTATATCCAGACGATTACATTGATTTTTTTGGAGATACCTATAGGAATAGAAAAATAAAGGAAATT
+TACAAGCTTTATCAGCACAAACTAAAAAAGATAAATGCTCTTGACTTTGACGACATTATCATAAAAACGA
+TAGAGTTATTTAAAGAAAATCCAGAAATTTTAGAATTTTATCAAAGAAAATTTAGATACATAATGGTGGA
+CGAGTATCAGGACACAAATACTCCTCAGTATTACTTTGTAAATTTGTTAGCGCAAAGGCACAGAAATTTA
+TGTGTTGTAGGGGATGATGACCAGAGCATTTACGGCTGGAGAGGGGCAGATGTGAGAAACATATTAAACT
+TTGAAAAAGATTATCCCGAAGCAAAAGTGATAAAATTAGAACAAAACTATAGGTCTACAAAAATCATACT
+GGAGGCTGCCAATCACGTCATAGACAACAATGTATATCGAAAGAAAAAATCCCTCTGGACACAAAATAAA
+GAGGGAGAGAAAATAGTTCTGTGTGAGCTGGAAAATGAAAGAGAAGAGGCAGAATTTGTTATACAGGAGA
+TAATAAAACTAAAAGAAAGAGAAAACAGAAGCTTTAAAGACTTTGCGATACTCTACAGGACAAACGCCCA
+GTCAAGGCCTTTTGAAGAAGCTCTGATGAAAGTAAAAGTGCCTTATAAAGTGGTGGGAGCCCTAAGATTT
+TATGACAGGAAAGAGATAAAAGATATACTTGCTTATCTTCGCCTCATTGTAAATCCTTATGACGACATAT
+CCTTCAAAAGGATAGTAAATGTTCCAAGAAGAGGCATTGGTCCTGCTACGATTGAGGCATTGGAGAAGGT
+AGCGAGGGAAAAAGATACTAGTCTTTTTTTTGCAATAGAGGATTTAAAAAACGCAAGGAACAAAGGAAGC
+CTTCTTCAGTTTAAACAGTTTATTTTGGATTTAATTGATAAAAAAGATGCAATGAGTGTCAGCGATTTGA
+TAAAATATATTCTGGAGCAGACAGGTTATATAGAAGAGTTAAAAAGGGAAGAATCTGAAGAAGCAGAGGG
+AAGGATAGAAAACTTAAACGAATTTTTAAATGCTGCCTATGAGTTTGAAGAATCTTCTGAAGATAAGTCT
+TTGGAAGCATTTTTGGCGGGCATAACTTTAGTTTCTGATATAGACATGGCTGGAGATATTGGAGAAAGTG
+TAGTTCTGATGACACTTCATTCTGCCAAGGGATTGGAATTTCCTGTAGTTTTTATGGTAGGGATGGAAGA
+AGGACTGTTTCCTTCTTACAGCTCCTTTGAAGATGACCACGAGCTGGAAGAAGAAAGGCGCCTTTGTTAC
+GTGGGAATTACCAGATCCAAAGAAAGATTGTATTTAACTTATGCTAGGCAGAGAAACCTTTACGGTAGGT
+CCCAGTACAATTCTTACTCCAGGTTTATAAGTGAAATACCTGAGAGGCTAATTGTGAGGTATAATATACC
+GACTTCCAAAAAAACGGGCTTTGTTTCCGTCCATACTTTTTCAGATGTTTATGAAAGGTCTTTTTCGCTT
+GGGGATAAGGTGGAGCACAAGATATGGGGAATAGGGACTGTTGTTAAAGTGGAAGGGGAAGAGATTACAG
+TAGCCTTTCCGAACGTTGGTATAAAAAAGCTTGATTTGAGATTTGCTCCTATTAAGGCAATTTCTTAAAA
+CCGGAGGGGAATTTATGGATAGGGAAGAGGCAAGAAAGAGGATAGAGGAGTTAAGGGAAAAAATAAACTA
+TCACAACTACAGGTATTATGTGTTGGACCAGCCAGAAATTTCAGACTATGAGTATGATATGCTTATGAGA
+GAACTCATAGAATTGGAAGAAAAATATCCTGAGTTTAAGACTCCAGACTCTCCCTCTCAGAGGGTAGGAG
+GAGAGCCACTTGATGAGTTTGAGCCTTTTACTCACATTGTTCCAATGTTGAGCTTGGCCAATGCTTTTAC
+GGCAGAAGAGATTAAGGAATTTGACAGAAGGGTAAAAGAGGCGGTAGGGGAAGTAGAGTACGTAGTAGAG
+CCTAAAATTGACGGTTTGTCTGTGGAGCTGGTGTATGAAAATGGCATGTTCACAGTGGGATCTACTAGAG
+GAGACGGAATTGTGGGGGAGAATGTCACTCCGAATTTGAAGACCATAAAGTCCATTCCTTTAAGGCTTAA
+AGATTCTGTGAACCTGGTTGTAAGAGGAGAAGTTTTTATGCCAAAAGCTTCTTTTGCCAAGCTCAACGAA
+GAGAGAGCCGAAAGAGGAGAATCCCTTTTTGCAAATCCCAGGAATGCTGCAGCTGGTTCTGTGAGGCAGT
+TAGACCCTAAAGTCACTGCAAAAAGGGACCTAGACATTTTCATTTTTAACCTTCAGAGGATTGAAGGAAG
+AGATTTCAAGACTCATGTGGAAGCCTTAGAATTTTTGAAAGAACAGGGATTTAAAGTAATTCCTCTTATT
+AAAAAATGCACTACAATCGAAGAAGTCATCAAAGCTATAGAAGAGCTAGGGGAGATGAAAGATTCTTTGC
+CGTACGATATAGACGGCGCAGTGATAAAAGTGAATGAACTTGATAAAAGGGAGATTTTGGGGCAGACTGC
+TAAAGACTACAGATGGGCTATAGCATTTAAATATCCTGCAGAGATGAAGAAAACAAAAATAGTGGATATA
+GTGGTACAAGTGGGTAGGACTGGAGCCTTAACTCCTACGGCTGTCCTCGAGCCTGTTGTTATTTCTGGTT
+CTGTGGTGAGCAGAGCTACTCTTCACAATGAAGATTACATAAAGGAGAAGGACATACGAATAGGGGATAC
+TGTGCTTGTGCACAAAGCAGGAGGCATAATTCCAGAGGTAGTGGAAGTGGTTAAAGAAGAGAGAACAGGC
+GATGAAAAGGCATTTGTCATGCCTGACAAATGCCCTGAGTGCGGCGCTTTGGCTGTAAGGCTTCCTGGAG
+AGGCAGTGAGAAGATGTACAGGCCTTAACTGTCCTGCTCAGATTGCGAGAAGGATAATCCACTTTGCTTC
+AAAGGATGCTATGGACATAGAAGGATTGGGCCCTGCTATAATAAGCCAGCTGCTTTCAAAAGGGCTTATA
+CAAAATGTAGCAGACCTTTACTACCTCAAGTACAGGGATTTAATTACTTTGGAGAGGATGGGAGATAAGT
+CTGCTAGAAATTTGCTGGAAGCTATTGAAAAGAGCAAGAAAAGAGACTTAGACAGGTTGCTTTTTGGACT
+TGGGATAAACTTGATAGGCAGTAAAGCGGCACAGGTGATTGCAGAGCATTTCAAGAGCATGGACAACATA
+ATGAAAGCAAAATACGAGGATTTTCTTGAACTTCCGGATATTGGACCCAAAATGGCAAGAAGTATAGTTA
+CTTTCTTTTCTGAAGAGCAAAACAGAAGAGTGGTTGAAAGGTTGAAAGAAGCGGGAGTCAATATGGAGAA
+GCTCTCCACAGGTAAAGTGAGCAATATATTTGAAGGCAAGATTTTTGTGCTGACAGGAGCGCTTAAAAAT
+TACACTAGAGATGAGGCTGCAAGACTTATTGTTGAGAGAGGGGGCAAAGTTACTAACTCTGTGAGCAAAA
+AGACCGACTATCTAATTGTGGGTGCTGACCCTGGCTCTAAGCTTAAAAAAGCACAGGAACTTGGAGTTAA
+GATAATTAACGAAGAGCAGTTTGAAGCCATGCTAAAAGGCGATATCCAACCGTAGATTTTTGTGGTAAAC
+TATAAGGGTGAAGAAATAAAGAGAAAGGTGTGGTAAAATGGCAATAAGCAAAAGCGAAGTAGAATACATT
+GCTAAGCTTGCCAGGTTAAAATTTACTGAAGAAGAGATAGAGGCGATGGCTCAAGAGCTCAGCAAGATAC
+TGGATTATGTCAACAAATTGAACGAGCTTGACACAGAAAATGTAGAACCTACGGCTCACATAGTTCCAAT
+ACACAATGTCTTCAGAGAAGACGAGGTCAAACCTTCTATGCCAAGAGAAAAAGTGTTGATGAACGCTCCT
+TTTACAGAGCAAGGCTGCTTTAAAGTGCCAAAGATCATAGAGTGAGGAGGTACGCAAATTGGAATTGTAT
+AGTCTGACAGTACATGAACTTAAAGAACTTCTCCATAAAAGAGAAGTAAGTGCACAAGAGGTGACAAAAT
+CCTACCTTGAAAGGATAAAAGAAGTGGAGCCCAAGATAGATGCCCTTGTGACTATTACAGAAGAATTTGC
+ACTGGAAAGGGCTAAAGTAGCAGATGAGATGATAAAAAACGGCGAAGCAAAAGATTTAACAGGAATTCCT
+GTGATAATAAAAGACAACATCTCTACAGAAGGCATAAGAACCACATGTTCTTCTAAAATGCTAGAAAATT
+ACATACCGCCATACAACGCAACAGTTGTGGAAAGGCTTTTAAATGAGGGAGTAGTTATATTAGGGAAGTC
+TAATTTGGACGAGTTTGCTATGGGGTCTTCAACTGAAAATTCCGCATTTAAAACTACGAAAAACCCGTGG
+GACTTGTCCCGTGTTCCAGGTGGGTCTTCTGGAGGTTCTGCAGCAGCTGTTGCAGCAGATGAGGCTGCTT
+TTGCACTTGGGTCAGATACAGGAGGCTCTATAAGGCAACCGGCTTCCTTGTGCGGGGTAGTTGGAATGAA
+GCCAACATATGGTTTAGTTTCTAGATACGGTTTGGTGGCTTTTGCTTCCTCTCTTGACCAGATAGGTCCT
+TTCACAAAGGATGTGACAGATTGCGCGATTGTGCTAAACGCCATTGCAGGTCATGACCCTATGGATTCTA
+CTTCTGTAAAAATAGAAAAGCCTGATTATACCTCTTACCTTAAAGAAGACATAAAAGGTCTCAGAATAGG
+AGTTGCGAAGGAATTCTTTGGAGCCGGAATTGAAGAGGGCGTAAAGGAAACAGTAGAAAAGGCTATAAAA
+GTGTTTGAGGATTTAGGAGCAGAAATAATTGATATATCTGTTCCTTATGTAGAGTATGCCCTTCCTGCCT
+ATTACATAATCGCTTCGGCGGAAGCTAGTTCTAATTTAGCTAGATACGATGGGATAAGGTATGGGCATAT
+TGCGAAAAACTACGAAGATTTAGTTGATATGTACATGACAAGCAGAAGTGAAGGTTTTGGCAAAGAGGTA
+AAGAGGAGAATAATGTTGGGGACATATGCATTAAGCTCAGGTTACTACGATGCTTACTATAAGAAGGCTT
+TAAAGGTGAGGACATTAATTAAAAATGACTTTGAAAGGGCTTTTGAGAAATGCGATGTCATAGTAGGTCC
+TACAAGTCCTACAGTGGCTTTTAAGATCGGTGAAAGAACGAATGACCCGTTAGCTATGTACTTAGCAGAT
+ATATACACAGTATCTGTAAATATTGCAGGACTTCCTGCTATATCTATTCCTTGCGGACTTTCAGAGGGAT
+TACCTGTGGGGCTTCAGATAATTGGCAAGCACTTTGATGAAGGCAGAATACTCAATGTGGCTTATGCTTT
+TGAAAAAGCGTACAAATTTGATGCCAAGCCACAGGCCATAGGAGGTGAAAGATAATGAAATACGAAGCAG
+TAATCGGATTAGAAGTTCATGCAGAGCTCTTGACAGACAGTAAGATATTTTGTGGATGCAGCACCAAATT
+TGGCAGTGAACCAAATACACAGGTGTGCCCTGTATGCCTTGGACTTCCGGGCACTTTGCCTGTGCTCAAT
+AAAAAAGTAGTAGAATATGCAGTGAGGGCAGGGCTGGCTTTGAACTGCACAATTGCTAATTTCAGCAAGA
+TGGACAGAAAAAATTATTTTTATCCAGACCTTCCAAAAGCCTACCAGATTTCCCAGTACGACCTTCCCCT
+TTGTAGCAATGGGTACATAGAAATCGAGGTAGAAGGCGGCACAAAGAGGATAGGCATAAAGAGGATACAC
+ATTGAAGAGGATGCTGGGAAACTTTTACACGAAGGAACTGATGGATCTTTGGTAGACTACAACAGAGCAG
+GTGTTCCTTTGATTGAGATAGTTTCTGAGCCGGATATTTCTACTCCTGAAGAAGCATATCAGTACCTTGT
+TAAATTAAAGAGTATTCTAGAATATACTGAAGTTTCTGACTGCAAGATGCAGGAAGGGTCTTTGAGAGTT
+GACACAAATGTCTCTGTAAGGCCTGTGGGTACTACTGAGCTTGGAACCAAGATTGAGCTTAAAAATTTAA
+ATTCTTTTAAAGCCGTTCAAAAAGCGCTGGAATATGAGATAAAGAGACAGATAAAAGTCTTGGAAGAGGG
+CGGCACTATAGTTCAGGAGACTCGCAGATGGAATGAAGCAAAAGGCATTACTGAGCCGATGAGGACAAAG
+GAAGAAGCTCATGACTACAGGTATTTCCCAGAGCCTGACCTCGTTCCAATAATTGTGACAGAAGAATGGA
+AAGAAGAGATAAGAAAGACATTGCCTGAGATGCCTGATGCTAAAAGAGAGCGTTTCATCACACAATACGG
+CTTACCTGAATATGATGCTAAAGTCATAACCTCTTCAAAGAAGATGGCTGACTTCTTTGAAAAGTGTGCT
+TCAAATTATCACTCTCCAAAGATAGTGAGCAACTGGTTGATGGGAGAATTTGCACGCCTTTTAAATGACA
+CAGGTAAAGAGATAGATGAAGTGCCAATCACTCCAGATATGCTAATAGAGCTTTTAAAACTTGTTGATGA
+TAATGTTATAAGCGGTTCTATTGCGAAAACAGTGTTTGAGGAAATGTTTTTCACAGGTAAAAATCCGCAA
+ATCATAGTGGAAGAGAAGGGTTTAAGGCAGATAGCCGACGAAGGTGAATTGAGGAGGATTGTCAGAAAAG
+TCATCGAAGAAAATCCAAAATCCGTAGAAGATTACAAGAAAGGAAAAGAGAAGGCATTGGGCTTTTTAGT
+AGGGCAAGTGATGAAGGAGACGAAGGGGAAAGCAAATCCGCAGCTTACAAATCAACTTTTAAGAGAAGAA
+CTTTCCAAATAGCCTGCGCAAATTGCAGGCTATTTTTTTAAAAGACTGACAATTACAACTCAAGTTTACA
+TTTTAAACAATTTTCATCGAATTCCTACAATACTCTTGCCAAATGGGAGACAGGGTGATATAATTTATCT
+AAACTTTGCGTGCCGCGGTACATCTACTTTTCCCAACTAAAAGTAAATTCAAACAAAATTTTAATCCTTC
+CAATTTTATTGGCAATGCTTGAATAGTAAAATAATACTTTATTCTTTTGAATTTGCAATTTGGACAATAA
+AAAATTTATTTAAATTTATAGGAGGAATTTTAAAAGTTTTGCCTAATATAATTTATATAAAAGAAAGACA
+AGCGATAATATTTTACTGGGGGTGGTGAGAAAAATTTTATTAAAATTTTACTTTTTAGAGTTAGGGGGAG
+AAATTTTTTAAATAAAAAATAAAAAGAGGGAGGCCTTTTGATGAGTAAAAGAATTTTAGTGTTGGCATTT
+GCTGTTTTATTTATCGTCTCTTCAGTTTTGTTTATAGGATGTTCTAAACAATCGACAGCACCTTTAGAGA
+CTTCTTCGAAACAGCTCACAGATGAGCAGGTTTTAAACATCAATCTCGGTGAGGAACCGCCAAACCTTGA
+CCCTCAAAAGGCTACAGACGTTGTATCTTTTGACGTTTTAAATGCTACATTAGAAGGATTGGTTAGACTC
+AACAAGGAAGGAAAAGTTGAGAAAGGATCAGGACTTGCACTTGATTGGGAGATTTCACCAGATGGACTAA
+GGTATGTTTTCCACTTGAGAGATGCAAAGTGGAGCGATGGGACTCCAATTACCGCTCACGATTTTGAATA
+TGCCTGGAAAAGAGCTTTAGACCCTGCAACGGGTTCTCAGTATGCTTACATGCTTTTCTACTTGAAGAAT
+GGTGAAGCCTTTAACGCAGGAAAAGCAAAGGCTGAGGATGTAGGAGTTAAAGCTTTAGACGATAAAACGC
+TGGAGGTCATACTTGAGAGGCCAGCACCTCAATTCCTAGGCTTGACTGCGTTTGGAACATATTTGCCGGC
+ACAGAAGGCAGCAATTGAAAAGTTTGGAGATAAATACGGCAGCTCACCTGACACAATGGTTTATTCAGGG
+CCTTTCATAGTAAAAGAGTGGAACCACGAACAGAATATAGTGCTGGAGAAAAACCCCTATTATTGGGATA
+AAGACAATGTAAAGCTTGAGAGAATAAATATGGACATGTTAAAAGATGAAAATGCTATAGTGCAGAAGTA
+TGAAGCTGGAGAATACGATGCAATAGGTGTTCCAGGACAGTACATTGACAAGTACAAAAACGATCCTAAT
+TTCCATCAAATGGCGGAAGCTACAACCTTCTATTTGCAATTTAACAATGAAACTGGTGTATTTACAAATG
+TTAACATGAGAAAAGCTTTCACTTACGCTATAGACAGAAAATCTTTTGTTGACAATGTTCTGAAAAACGG
+TTCTATACCGGCTCTTGCACTTGTGCCTCCTGGAATACCAGGAGAGAAGGAGGAATTTAGAAAAGAAGGC
+GGCGATTACTTCAAAGACAATGATGTAGCAAAAGCAAAAGAATTATTTGAAAAGGGTATGAAAGAATTAG
+GGCTCACCAAATTCCCTGAGATAAAATTTGTAGCAGGAGATAGTGACGCTGCGAAGAAACATTCCCAGGT
+ATTGCAGGAGTTCTGGAATAAGAATTTAGGAGTCAAAGTGAACATCCTAAACGTTGCTTTCAAAGTAAGA
+CTTGACATGATGGACAAAGGGGATTTTGACATAGTATATGCAGGATGGGGAGCTGACTACAACGACCCGA
+TGACTTTTCTTGATTTGTGGGTAACAGGCGGTGGTAACAACTCTGCCCGCTATAGCAATCCAAAATATGA
+TGAGCTCATAAAGAAGGCAAACTCTACAAATGATAATGCTGTAAGAATGCAGGCAATGCACGAAGCAGAA
+AAACTCTTGATGGAAGATATGCCTATAGGACCTCTCTACTTCAGAGGAAGAGCATATCTACAAAGACCAT
+ATGTTCACGACTGGGTGAGGTTCCCGGTAGGTGTTTCCAACGAATGGAAGTGGACTTACATTGAAGGGAA
+AAACAAATAAGAAGTAATTTAGCCAGGTCCAGAGGACCTGGCTAAATTTTTATACAATTCAACAAGAATT
+TTAGATATTACAAAATATTTTCTTGATTTAGCAAAGGCAAAGTTACATAATATTAAAGGATAAGTTGTTG
+CAAATTTATTTTTATAAAACTTTAGTGTAATAAAATAGAAAAATATTGAGGGGGAAGGTGATTTTTTTAA
+GTTTTTATATAATTTTTGCAAAAAAATTTTAAACTTTAAAAGAAAGTTGAAGGATTTTCGCGATTTTTGT
+CTAATATATACTAATATGGAGAAAAGCTTTTCTCAAATGCATTATTTTGTGTATTGATTCTCTGTATCAA
+ATGATATAAAATGTTATATATCAAGTACATTTGCAAGCCCTTATGCTGGGGGGATAGTGTCAAGATACTG
+TAGGATTTTTTTAAGACAACCCCTGAAACTTAGTTAATTTCAGCCTTCAACTTATCATGCTTTTTTATAT
+AACTTGTGCATATTTTAATGCTCTTAAAACCCTATATATTGGCGTTACTTTCCCTATATTCAAAACTGTA
+ATATTGTTTATCTTTTCATTTGTAGACGTTTTAACTCTCCTTACCGCTTCTTTTATTTGCTTCTTCGTTA
+ATTTGTAACTTCCTGCATTTATATTCTTTTTCTTGCCCCATTCTACTTCTCTTAAGTCTCCTCCATTCTT
+GCTAAATACCCTTAATTTCGCCATTAGTTTTAATCCTTCTCTGCTCCACCCTAATGGATTCCTGCTTAGT
+CTTGCTGAAAATACATGGCTTATATGTCCTTCTGCACTGCACCCTATTACATCTTCGTCTTCGTTGTATA
+TTTTTATCCCTTCCCAATTGTTTAGTATGTATTTCTTTGCTTCTTTTATCTTCTCTTTCTCTCTCTCTTC
+CTCTGCTGCCTTTATTAACTCATCAAATACCTTCTTTACTCTTTCTTTATCCCCTTCATTTATTGCTCTC
+CATATCTTATCCCTATACTTTGGCTCTTTTGATGTAGCTTTTAATACGTATTTGTTTAAATGATATCTGT
+CTAGTACAAACCTTGATTTTAATATCCATTTTAATCCCTCTTTTATCCACGGTGCCCCATCTCCTGCTAT
+GTATATCTTCTCTATCTTCTCTTCTTTGTAATTGTCTTCTATGTAATTTGCTACATCTATCCATATGTCT
+TCAGGTTTCTCTCCTACATATGCTTTGTAATAGACATTCTTCAGTACGTTCCTTCCGTTTTTCTCTTCTC
+TACCTTCATGTATGTATACTAATCGTGGAGTTTCATCTCTCCCGTCCTGTAAAGGTACATGGTCCTCGTC
+TGCCTCTATGTATAAAACCCTTACTTCTTTCTTTTCTTTTATTTCTCTCTTTACTTCTACTTCCCCTATT
+TCCCTTATTGCATTTAATACCGTCTGTTTACTTAACTCCTCTGGACATGCTTTTTTACTACTTCTCTCAT
+ATGATTCTTCTATTGCGTTTTCTACTAACTTTATCTTTACTCCCTTTTCTATCCTATCGTGCCGTCCTAT
+CTCTAATGCATCATCCACCAAATATGTATATCTCCCATCCTCTTTAGATTTGTAATATGTCCTCTCATAT
+TCAATATCCCCAAGGACTGTCGTTAATCTCTTTTTATCTTTCCTCTCTACTACCCATTTTTCTTTCCTTC
+TCTTGTCTTCTTTTATTATCCTATCTAACTCTTCAATAATTGCTTCTATTGCCCCTCTACCTAGTTTGTC
+CGTGAGTTCCTTTATCCTTGCTACAAGCTCTGTAATATTCATTCCTTTGTTTAACAAATCACCAAAAATT
+TCTACTACTTCCTCAGTGAAATTTAGAGCATTTTGTAGTATAATATCCTCAAAGATATGTTTTTTCACAA
+GAGACACCCCTTTCTGTGATGTTTTGTTTCCAAGTTCTATTTTATCACAGGGGTTGTCTCTTGTTTTTTT
+CACTCAAAAAATCCTACGATAATTTTACACTATGTGCTGGGGGAATAGTCGAGGAGAGGGACATAGCTTT
+AGAGGGGGGTCAAGTCATTCTAAATTTTAAAGGAGGAGAAGGGTATGTTAAAGCACAAGAGACTTGTAGT
+TTTACTGCTTTCAGTAGTTTTAGTGTTGGGTGCATTGCTAGCCGGTTGCAGCAGTCAGAGCAAAACTGCC
+ACCACATCTCAGGGACAAAGCGAGCAGGTACTGAATCTAAACCTGGGTGAGGAGCCCCCAACATTGGACC
+CTCAAAAGGCTACAGATGAAGTTTCTATCACAGTTTTGAATGCTGTATTAGAAGGGCTTGTAAGGTATAA
+CAAAGATGGAAAAATTGAGAAAGGCTCAGGGCTTGCAAAAGACTGGAAGATATCTGATGATGGGTTAACT
+TACACCTTTTATTTGAAAGATGCTAAATGGAGTGACGGCAATCCTATTACAGCTTATGACTTTGAATACG
+CTTGGAAAAGAGCATTGGATCCAAAAACAGGCTCACAATACGCTTATCAGCTCTACTACATCAAGGGGGC
+AGAAGAGTATAACTCCGGCAAAGGAAGCGCTGACCAAGTAGGGATTAAGGCATTGGATGATAAGACTTTG
+CAGGTAACATTAAAAGCACCAGCACCTCAGTTTTTAGGACTTACTTCTTTTGTAACTTATTTGCCGCTTG
+AGAAGTCTGTTTATGAGAAATACGGCGACAAAGTAGGTTCTGACCCAAGCACAATGGTATTTAGCGGTCC
+ATTTATTATAAAAGAATGGAACCACGAACAAAACATCGTCTTAGAGAAAAATCCAAACTACTGGGACAAG
+GACAATGTAAAACTCGACAAAATTAATTTCAGCATGATTAAGGATAACAACTCACTAGTTCAGAACTACG
+ACACAGGAGCTTTAGATTCAATTTTTATACCAGGAGATTATATAGACAAGTACAAAGATTCTCCAGAGTT
+CCACACTTATGCACTAGCAACAGTTTGGTATCTGCAGTTTAACAACAAAGATAAGATATTCAAAAATGCA
+AATATAAGGAAGGCCTTCACTCTTGCTGTAAATAGAGAGTTGTTTGTAAAAGAAGTCATGAAAAATGGGT
+CCATTCCTGCAGAGGCAGTAGTACCTCCAGGTATTCCAGGTTACAATGGAGATTTTAGAAGTGAGGCAGG
+TCCTGGCTACTTCAAGGACAATGATGTAGCTCAAGCCAAAGAATATCTCCAGAAAGGGCTCCAGGAACTT
+GGGCTTTCTAAACTTCCCACAATTAAGTTCTTGACAGGAGACAGCGACACTGCTAAAAAGTATTCAGTGG
+CTTTACAACAGATGTGGAATCAAGCCCTTGGAGTGCAAGTGGAGATTCAGAACGTAGCATTTAAAGTAAG
+ACTTGACATGATGGACAGAGGAGATTATCAGATAGTGCTGGCTGGTTGGGGTGCTGACTACAACGATCCG
+ATGACTTTCCTGGATATGTGGGAAACCAACAATGGCAACAATACAGCTTTCTACAGCAATCCAGAGTATG
+ACAAATTGATAGAGCAGGCAAAAGTAAATGGCGATCCTAAGTCAAGAGTGGAAGAAATGATTCAGGCAGA
+AAAAATACTCATGGAGGATATGCCAATCGGTCCACTCTGGTTCCAGGCAAGAGCTTATGTAGTAAAGCCT
+TATGTAAAGAACCTCTACTTCCCTGCTTTTGGACCTGACTGGGAGATGAAGTGGACCTATATAGAAGGCA
+AAAAATAATGAATAGTTTCTAGAATACGCGAATATATATGGCGTAAAGCCATATATATTCGCTGTATATT
+TAAATTAAACGTCTTTGGAGGTGTAAAGATTTGCTGCGCTATACCTTAGAGCGGACTTTATATATGATTA
+TCACTTTGTGGGTTATTGTAACTCTCACCTTTTTCTTAATGCACATGATACCAGGTGACCCTTTTACAAG
+TGAAAAAAAGGTGCCTGAGCAGATAAGGCAGAACATGCTCGCTAAATATCACCTTGACAAGCCTTTGATT
+GTTCAGTATGGATATTACTTGAGAAACCTGCTCCATGGAGATTTGGGCATTTCACTTAAATATTTAAATA
+GAACGGTGAATGAAATAATAGCAAACGGTTTTCCTGCGTCATTTCAGATAGGAATGCAGTCTATTATAAT
+AGGAGTATTCTTGGGCCTTCTCCTTGGAATTGTGGCGGCCCTAAATAGAAACGGTTTTTGGGATTATGTA
+TCAATGATACTTGCTGTTATAGGAAGGTCTGTTCCCAACTTCATCATTGCTACTTTACTGCAGTACTGGC
+TGGCCTCTAAATGGAAGTTATTCCCTGTATCTGGATGGGGAACTTTTGCCCATACGGTGCTTCCTTCAAT
+AGCTCTATCTTTTGCATCTTTGGCTATAATTTCTCGTTTGATGAGAGCTAGTATGTTGGATGTCATTGGG
+CAGGATTATATAAAGACTGCAAAAGCGAAAGGACTTTCACCTTTTGAAATTGTCTGGAGGCACATGATAA
+GAAATGCTGTCTTGCCAGTTATAACAGTGTTAGGGCCTTTGACGGCCGGTATTGTTACGGGTACTTTCGT
+AGTAGAAAGAATATACGGTATTCCTGGACTTGGAAAATACTATGTGCAGAGCATTTACAACAATGACTAT
+ACGATGATATTGGGAACCACCATTTTCTACAGCGCTATACTTGTATTCTTGGTATTTGTTGTAGACATAA
+CCTATGGATTAGTAGACCCGAGAATAAGACTTGCCAAGGGAGGTAAATAAAGGTGGTAGAAATTACTCGT
+GATAAATTTGAAAGAGTGGGTCCTAATATAGAAGAAAGCCAGGCTATAGTAAGGCCGAGTATGACTTACT
+GGCAAGATGCCTGGAGAAGGCTTAAAATGAATAAAGTTGCCATGGCCTCTTTAGCTTTTTTGATTTTTTT
+AGGAATAATGGCAATTATAGGGCCGTATTTACTGCCCTACAAGTATTCTGACCAAAATTTGATGATGACA
+AATAGACCGCCCTCTGCAGAGCACTGGTTTGGGACAGATTACCTGGGTAGAGATCTGTTTGTAAGAACTT
+GGATGGGTGCAAGAATTTCCCTTACGATAGGTATCGCAGCAGCTTTGCTAGATGGTATAATTGGTGTCAT
+CTACGGCGGAATTTCTGGCTATTTTGGCGGTCAGGTCGACAACATAATGATGCGCATTGTAGATATACTC
+TACGGCATACCATATCTCATACTAGTGATACTTCTCATGCTCGTTATGGGACCTGGAGTTGTAACCATAA
+TCGTTGCCATGGTTATGACGGGTTGGGTTGGAATGGCGAGACTTGTTAGAGGACAGGTGCTCCAGCTAAA
+AGAACAGGAGTTTGTGATGGCAGCTAAAACTTTAGGGGCATCTCCTGCCAGGATAATTTTAAAGCATTTG
+ATTCCAAATACCATTGGTCCTATAATAGTTAGCATAACTTTTGATGTTCCCGCAGCTATCTTTACAGAAG
+CTTTTCTAAGCTATATAGGACTTGGAGTACAACCTCCTCTGGCCAGCTGGGGAACATTGGCAAGCGATGC
+TACAAACGTGTTGCTACTCTATCCTTATCAGCTCTTCTTCCCGGCATTTTTCATCAGCATGACAATGCTG
+TCTTTCAACCTATTAGGTGATGGATTAAGAGATGCTCTAGACCCGAGGTTGCGCAAATAAGGAGGAGTAG
+ACATGGAGAAAAGGGAAGTTCTTTTAGAGGTAAAGAATTTGGAGTATTCTTTTGACACTTACGCCGGGGA
+AGTTAAAGCTGTCAGAGGAGTCAGCTTTGAAGTTTACAAAGGAGAAACTCTTGCTATTGTAGGAGAATCA
+GGATGTGGTAAATCTGTCACCATGCATGCCATAATGAAGCTAAATCCTGAGCCTCCAGGCAGGCTAAAAG
+GTGGGAAAATAATATTTGATGGCAAAGACATAACAAATTACACAGACAAACAGATGCAGGCTATTAGAGG
+CCCAGAGATTGGGATGATATTTCAGGACCCAATGACTTCTTTAAACCCGACGATGACTGTAGGAAGGCAG
+ATCGCAGAAGTTATATTAAAGCACGAAGATGTCACAAAGGCTGAGGCTATGAGAAGGGCAAAGGAAATGC
+TAGACATTGTTGGCATTCCTAATGCAGATAAAAGAATTCATCAGTATCCTCACGAGTTTTCTGGAGGAAT
+GAGGCAAAGAGCAATGATAGCTATTGCTCTTGCTCTAAAACCAAAGCTTTTAATTGCAGACGAACCTACA
+ACTGCTCTGGACGTTACAATACAGGCGCAGATTTTAGACCTCATGAAAGATTTGCAAAAGCAGTTTGGTA
+CTTCTATAATTATGATTACGCATAACTTAGGAGTTGTAGCTGATATTGCAGACAGAGTTGTGGTTATGTA
+TGCAGGTAAAATAGTGGAAAGAGGAACAGTGGAAGAGATATTCTATCATCCTCAACATCCCTATACATGG
+GGCCTTTTGAGGTCTGTTCCAAGGTTGGATGCAAAAAAGAAAGAGAAGTTAGTTCCTATAATTGGTACGC
+CACCAGACTTGTTTGCGCCGCCACCTGGGTGCCCTTTTGCAGCAAGATGCGATTACGCCATGAAAATATG
+CTATGAGGCGCCTCCTGAAGTCACTGTGGAGTCGGAAACCCACGACGTAGCTTGCTGGCTGAAGCACCCC
+TATGCTCCTAAAGTAGCAAATCCTGTAGAAACGGGGGTTACAGCTAATGAGTGATAGCAAGGTTTTACTT
+GAAGTGAAAAATCTTAAAAAGTACTTTTACGTTAAAGGCGGAGTGCTCAAAGCTGTAGATGATGTAAGTT
+TTGCTATAAAAAAAGGTGAGACATTGGGACTTGTGGGAGAATCGGGGTGCGGTAAGTCAACCACAGGGCG
+CACGATTATAGGACTTTATGAGCCTACTGCAGGGGAGATCGTATTTGACGGGGAAAAAGTAGATCACTTA
+AGTTATGAAGGAAGAAAAAAGTTTGCCAGAAGAGTGCAAATGATTTTCCAGGACCCCTATGCTTCCTTAA
+ATCCCCGCATGACAGTGGGAGACATAATCGGGGAAGGAATCGATATACACGGCCTTTATACTGGAAAAGA
+GAGAATGGAGAGAATATATGAGCTTCTGGAAATGGTAGGTCTCAACAGAGAACACGCTAACAGATTTCCA
+CATGAATTTTCAGGAGGTCAGCGCCAGAGGATTGGAATAGCCAGAGCTATGGCGATAGAACCGGAATTTA
+TCATAGCAGATGAGCCTATTTCTGCTCTTGATGTTTCTATACAGGCTCAGATTGTGAATTTGTTGATGAA
+CTTACAGGAAGAAAAAGGCCTTACCTATCTATTTATCGCTCACGATTTGAGTATGGTAAGGCATATAAGC
+GATAATGTAGCAGTGATGTATCTAGGGACAATAGTAGAAATGACAAGCAGTGCTGAACTTTACGCAAATC
+CACTTCATCCTTACACGCAGGCGCTACTTTCTGCTGTCCCTATACCTGACCCGAAGGTTCAGAAAAAGAG
+AGAAAGAATAATACTTGAGGGTGATGTGCCAAGCCCCATAAACCCGCCTTCTGGTTGCAAATTTAGGACG
+AGGTGCAAATACGCAATGGACATATGTAAAGAACAGGCACCACCCCTCAAGGAAGTGGCAAGTGGGCACT
+TTGTAGCTTGTCATCTTTTCAATAAATAAAAATAAAGGAAAGGCACTCATTTGGAGTGCCTTTTTATAAA
+TGAAAAGAGGGGGGTATTGTATGAATAAAAAGGTGCTTTCCATCGTCTTGATTATTTTGCTTCTTGCAGG
+AATAATCTCATGGCACCTTTATGAGTACATAAATATATATTCTAGCAATCCTTCTAAAATGTGGAGTAGG
+GATTTATTCGTGGGGGAGAAAAACCTAAACGCTCCATCTCCTCTTTTTTATGATAATGGTAAAGTATATA
+TAGTTTGGGGACAGAAAAAAGGTTTTTTTATTTATGAAATTTATCCTGAACTTAAGAAAGCGAAAGAGGT
+TCTGATAGAAAATTTCAATGAAAGCTCTGTAAAAACACTTTCTTTCAGGCAGGGGATTTTATACTGGCTT
+GAAAATGATAGGATAAAGAGTTTTTCTCTCAGTGATGACAAAGAAGGGAATTTTAATATAAAAGCTAATG
+ATTTTAAGCTAACTAAAAATTACATTGTGCTTTGTGATTCTGAAGGAATAAAACTCTTTAATTTTTCTAT
+GAAGCAAATTTCTTTTCTGCCTTTTAACAATATTTCTCAGATAGATGCAGTAGAACAAAACCATGTTTTG
+CATATCTCTTTTTTGACGGATGATAGAGAAGAAAACAAAGTGTACTATGTTTCTTACGACTTACAAAAAA
+ATCAATGGTTGCAACCTGTAGAAATAGATAGGTTATTTCAGACAAGTACTTCGCGAATGGATAATGTGAA
+AGTAGCCTCTGATAAAAATGGCGCATATGTGTTTTACCTTATCACAGCTAAGAATGGAACAGCTTCTTAC
+TATGCCTATTTCCCTCATGAAGAAATTAACATTAAAAAAACTTCTAAAATTTATTTGCCCTCTTCTGAAG
+TGATTTCTTTTGATGTAGTAAGTGTCCCTGAAGGTGTGGGAGCAGCTTTTTCTACTTCAACTAAATATCA
+AGTTTTTGGACCTTTTACCCAGTCTGGTGTAGAGATTGTATACGCTCTTTTTAGAGAGGGAACAATTCAT
+TATGTGACATTTATTACAAAGGAAGGGAAATGGGCGTCAGCACCTTATCTTATATCTACACCAGAAGGGC
+TATTTGTTTCTTGGATAGAAACAGGTGGATTTTCAAATTATTTGATTAAAGCGGCAAGTACAAATCAGGA
+ATTTGCAAAAAGAGTAGGAGGAATAAGGGAAGTAGATGTACAAAATGCCTTAAGCCTTTTGGTCTATTCA
+CTGGCGAGTGGTGTATTTTTAGGGTTTATTATGAGTTTTATAACAGCTCTTCCTTCTTATGGGTGGCTGC
+TTATTGTGATGTTTTTGGAACCTAAGAATTTTAAGAGCGAATCTCCAAAATCTTTTTATATAGCCTTAAT
+ACTGTATTCAATTGCTAAATACCTCTTTTATCCTCCAAGGTCTATAAAAGCTGTGGCTACAGTTTCATTT
+CCTTATAACCTAATGATTATACCTGTTGTTACAGTCATTTTGGCTTTTGTTTTTACGAAAATGTATTTCA
+AAGGGAAATTACCTTCAAGCTTTGCAGCTTTTACTTTTTTGTGGGTAATAGATAGCCTGATTACAAATGT
+CTTTTATTCTCCTTTTATGATAAAATAGCTATGTGTTAACAGGTATATAATAAGCGCAGTTTATATTTTC
+TACTTTTTTTAATTTATTTTCACTGTTATTTGCTTGATTTATAAAACTTTTATCTTTAGTGACCTGTGAT
+AGGTATGATAGAGTACATTTTCCGTCTTTTTGGTATATGCAATTTAGAGTGCAGTTTATGTTGGTCACGG
+TTTTTCCCTCCTTCTATAACTTATTTTTTGCAGAGCATAAATAAAATAATCTGTTCTTGTAAAATAGTAA
+TAAAGGTTTTAAAATATAAATGTAGATAAATAGAAGGGAAAGGGTTGAAGAAATGAACAGAATAGATGGA
+AGGGAATTTAATGAATTAAGACCAATAAAGATTACCAGAAATTTTAATAAATTTGCTGAAGGGTCTGTAT
+TAATTGAAATGGGTGAGACAAAAGTAATATGCACTGCTTCTATTGAGGACAAAGTTCCGCCTTTCCAAAA
+AGGTACTGGAAAGGGGTGGATTACAAGCGAATACGGCATGTTGCCTAGGGCAACAGAAGTGAGAAATCCC
+AGAGAGGTTACAAAAGGAAGGCCTTCTGGAAGGACAATGGAGATACAGCGCCTAATTGGGCGATCCCTCC
+GAGCTGTTGTAGATTTAGAAGCTTTGGGGGAGAGGACAATTTGGATTGACTGCGATGTAATACAAGCAGA
+CGGAGGAACCCGAACAGCTTCTATAACTGGGTCTTTTATAGCTTTAGCTGATGCTCTCAATAAATTGGTA
+GAAAAAGGGGAATTACAGAAGATACCTTTGAAAAGTTTTGTTGCAGCAGTAAGCGTGGGCATTGTAGAAG
+GAAATAAACTTTTAGACCTTTCTTTCCAGGAAGATGCCAATGCTCTTGTGGACATGAATGTGGTTATGAC
+AGACAAAGGAGAGATTGTAGAGATACAGGGCACAGGAGAAGGAGGACCTTTTTCAAGGCAAAATTTTGAG
+GAGCTTTTGGATTTAGCTGCTCATGGCATTGAACAGATTATCAAGATACAGAAAGAAGTGCTCTCAGACA
+TTGCTGACAAAATAGGGGTGGAGAATGTTGAGGTTGATAGTGGCAACTCACAATCCCAACAAGGCTAAAG
+AGATAAAAGACTTTTTTAAAGGTTACCCTGTGGAAGTAGTCTCAATGAAAGAATTGGGAATAGAAGAAGA
+TATTGAAGAATATGGCAATACAATCGAAGAAAACGCCCTTATAAAAGCGAGATTTTTAAGGGACAAAGTA
+AAAGAAGGAATTGTCATTTCAGACGACACAGGGCTTTTTGTGGAATATTTAGGAGGACAGCCAGGTGTGT
+ATTCTGCTAGATTTGCAGGAGAAAATGCAACTTATGAGGAGAATAACAGGAAATTATTGAAATTGCTTGA
+AGGTGTGCCTTATGAGAAAAGAAAGGCTTATTTTAAAACGATTATTGCTGTAATAGAGGGTGAAAAAGAA
+GTCCTCTTAGAAGGGGTTTTAGAGGGCCATATTTTGGATCATTTGCAGGGGGAAAACGGGTTTGGATATG
+ACCCCGTCTTTTTTGTGGATGGGATAGGTAAGACCCTTGCGGAGCTTTCATTAGAGGAAAAGAATAAAAT
+AAGTCATAGAGGAAAGGCGCTTTTAAAGCTTAAAGAATACATCTTAAAAAGGCTGGAGGAAAATTAAAAT
+GGTTGTAGCAGTGATAAGCGATACACACGGCATATTCACACTGGTGAGGAATAAATTAAAGGAATTTAAA
+GGCTTAGATTATATATTTCACTTGGGAGACCATGCTGGGGATGGAATTCAGCTTGCAAAAGAGTTTAATA
+TCCCTCTTGAGTACGTGAAAGGTAACTGTGATTTTCCTACAAAAGATGAAATAGAAAAAATTGTGGAAAT
+AGAAGGCAAAAAAATATTGTTGACACATGGGCACAGATACTATGTGAAATACGAATATGACACAATACTT
+GAAAGAGGAAAGGAACTCGGAGTAGACGCTGTATTTTTTGGGCACACTCACGTCCCCATGATTTCAAGGC
+ATGAAGATATTTTGCTTCTAAATCCAGGAAGTCCTTCTCTGCCAAGAGAGGGCTCAAAAAAGACTATAGC
+ACTAGTTACAATCGATAAAACAGGCATTTTCCCGAGACTTTTAAATCTTGAAGAGGTTTCAGCTTTAAAA
+AAGGCGTAAAAAATCTAAGAGCTCCTTCTTTTAGAAGAGGGAGCTCTTTTTTCACAAAATAAAATGGTGC
+GCCATCAGGGATTCGAACCCCGGACCCGCTGATTAAGAGTCAGCTGCTCTGCCAACTGAGCTAATGGCGC
+ACGGAAGTGTTAAAGTGTATTCACTTGGAGCGGGCAACGAGACTCGAACTCGCGACCCTCACCTTGGCAA
+GGTGATGCTCTGCCAACTGAGCTATGCCCGCGCGTTTGGTGCGGGAGACGGGACTTGAACCCATAAGCCC
+TTTCGGGCACTAGAACCTGAATCTAGCGCGTCTGCCAATTCCGCCACTCCCGCACATTATAAACCGTACA
+TTTTTCAATTTTAAAATCAGATGGTGACCCATCCGCGACTCGAACGCGGGACACCCTGCTTAAAAGGCAG
+GTGCTCTACCTCCTGAGCTAATGGGTCACTCTGGCTGGGATGGCAGGATTCGAACCTGCGCATGCCAGAG
+TCAAAGTCTGGTGCCTTACCGCTTGGCTACATCCCAGCATGGGGTGGATAGTGGGACTTGAACCCACGAC
+CTCCAGAGCCACAATCTGGCGTTCTTGCCACCTGAACTATATCCACCACACAAAAAATGGTGCGCCTGGA
+GAGATTCGAACTCCCGACACACGGCTTAGAAGGCCGTTGCTCTATCCAGCTGAGCTACAGGCGCATCTTG
+GAGCGGGTGATGGGAATCGAACCCACGCAACCAGCTTGGAAGGCTGGGGCTCTACCATTGAGCTACACCC
+GCACTATTTATAATTCCTTCTGACAGTTTTAGATTATATCAGATGGTTTCATCTTTGTCAACACTTATGC
+TTCAAAATTTTTGGTGGACAGGTATGAGGAATATTTTAACTTTATCTTTGTTAATAGATGACCCTTTAAA
+AGAGGTCTTGACAATAGAAAGCTATGTTTATATAATGTAAGAAGGTAAGTTTGATAAGATGCGGGCATGG
+CGGAATTGGCAGACGCGCCAGACTTAGGATCTGGTGGGGTTTCCCGTGGGGGTTCAAGTCCCTTTGCCCG
+CACCATTAGAAAGATTTTAATTTAGCAAAATAAAAACTCTGCCCTAAGGCAGAGTTTTTATTTTGTTAAC
+AAAGTCCCTCCCATTTAAGTGGCATTTTGTGTTAATGCTCCAGAGTTGCAAAGCGACTAAACTAAGGCTC
+ACTTTTCGGGCTCAGGCGGGGTACCGGCCAATTCGCCTTTCAGGCTCAACGTGGCCGCTCGCTTCGCTCG
+CCCCCGCCTTCGCTCCTTGCGCTCGCTAAGTTTAGTTACCGCTTTGACAACAAGTCGCATTTACACACAA
+AATGCCACTTCTTTATTTTGCAACAGCCCCAACGCAGAGTTTTTATTTTTAATGTAACTCACTCTTTTGA
+AAATCTGAAATAATTTTCTAACAAGCTAATTACGATGAGCCCCAAAATACCTCCTATTATAGCGGTTACA
+AACTGAGGGGTTGTGAAAGCTTGGACGATTTTTAGAGGTACTTTTACGTTGAATAACTGTATTATATACT
+TTACTGATATTGCAAGCCATATAAATTTGACTAAAGCGCCTAATATCATGCCCAGTATCTTATTTTTCTG
+CATTGAAAAAAGCATCACATATAAAGAATTGCCAATCATTATAAAAGGTATCATCAGAGGAAAACCCATT
+ATTCCAACTAAAAATGCGATTATAGGAGTTAGACAGCCTATTGTAATACCTGACCACATTCCAACAGTTC
+CAGCAGCGATTAATAACATGGCATTTACTACTGACCCTGTTACAAGCTGAGGCATTTTCATAAATTGAAA
+AACTATTGTAATGGCAAGTAAAATGGCTGTCCTTGTCATGAACTTTGTATTCATAGGAAACATCTCCTTT
+TTGTTGTGCTCAGTTATATTTTAGTACTCTTCTAGAGGAATGTCAAATATTTATCAAACTGTGCGTCAAT
+ACACTCTGTTGCCTGGCCGCAAGTTATAAAAAATTTGCCTTAGATTTAAAAATTTAGTATTATAGGTACT
+AGACTTAATGAAATTTCATCCTTATAATTTATATATGGAGCCTACTCATCTCAACAAGTGATACTTTGCA
+ATTAAAACAGGGGAGGGAGTAGTGATGGAAGTATTGAGGGTATCAACTAATTCCAATCCTAAGTCTGTAG
+CAGGTGCGTTGGCGGCTATTGTGAGGGAAAAGTCTGCTGCGGAGATTCAGGCTATAGGAGCAGGTGCGGT
+CAATCAGGCAGTAAAAGCTATTGCAATTGCTAGAGGATTTGTGGCTCCTAATGGTATTGATTTGGTAATG
+GTTCCCGCATTTGTAGAAGTAGAGATAGATGGAGAAAAGAGAACTGCTATGAAGTTCATTGTAAAAGCTA
+GATAAAAAATTTGTCTACTAGACAAAATTAAACAGAGGGAGTATAATATGATTTAGGATTGACATTTTTG
+CGGGCTTTCTTTTGCCCGCACCAAAATATTTTACCAAGAAAATAATGCGCGTTGCATTATTTTTTTTGTA
+TTTATTTTGCTTCACAAATTTTTTATGTTATAATATTATAAGTTCAGAAGAATCCACACGAAAGAAAGGA
+ACAGGAGGATCTACTTAATGGGTGCGAGTCTTAAGAAAATAGAAAAGAGCGTGGCTACTCTTGAACTTAC
+AATACCAAAAGAAAAATTTGAAGAAGGCTTAGATTATGCTTTTAAGAAAAATGCTTCAAAATTCAATGTT
+CCAGGTTTCAGAAAAGGGAAAGCTCCAAGATTTTTAGTTGAGAGATATTATGGAGAAGGCGTACTTTATG
+AAGATGCCATAGAGTATGTGTTCCACGAAGCGTACCAGGAAGCTTTAAAAACGTTTAATTTAGAGCCTGT
+AGATTATCCAGACATCAACATCTTGCAAATAGGCAAAGGAAAAGATTTGGTTTTAGAAGCAACTGTTGCA
+GTTATGCCCGAAGTTGAGCTTGGAGAATACAAGGGCATAGAAATTGAAAAAATAGAATATGATGTGTATG
+ATGGAGATGTAGAGTACGAATTAGAGAAGTTAAGGCAGCAAAATGCAAGAATTATCCCAGTTGAGGGAAG
+ACCCGCAGAGCAGGGGGATATTGCTGTAATTGACTTTGAAGGCTATATAGACGATAAGCCTTTTGAAGGA
+GGAAAGGGAGAGAATTACGAACTTGAATTAGGAAGCAATACTTTTGTGCCTGGCTTTGAAGATCAAATAA
+TAAGCCACAATGTAGGAGAGACTTTCGATGTGACTGTTACTTTCCCTGAGGATTACAGAGTGGAAGAATT
+AAAAGGAAAGACTGCCGTATTCAAAGTTACGCTGAAGGCATTAAATAAAAAAGAATTGCCAGAACTGGAT
+GATGAGTTTGCGAAAGATGTAAGTGAATTTGAGACTTTGGAAGAGTTAAAACAAGATATAAGGAAGAAAT
+TAGAAGAGAAAAACAAAAGAGAAGCAGAGAATGAGATGAAAGAAAAAGCTGTCATGAAAGTAGTAGAAAA
+CGCCAAAGTGGATATTCCTGACGTAATGGTAGAAAGGCAGATAGACCTTTCTTTGAGGGATTTGGACTAT
+AATTTGAGATTACAAGGTTTAGATTTAAACACCTATCTATCTATAACCGGCAAGACCATACAGGACTTAA
+GAAAGGAAATGTGGGAAGGCGCTTTAAATAGGGTAAAAACCCAGCTTGTGATAGATAAAATAGCGAAAGT
+TGAAAACATTGAAGCCACAGAAGAAGAGCTGGAGAACAAATTAAAAGAGTTGGCAGAGAGTTACAGAGTA
+AATCTGGAAGAATTCAAGAAAAGTTTAACAGAAAGCCAGATAAACGGCATAAAAGAGGATATAGCGTATT
+ATAAGACGATTGACTTTATTTTCAACCAGTGTAAAATAGTAAGTAAAGAGGAGTGATTTTTATGAGCTTA
+GTTCCAATTGTAGTGGAGCAGACAAATAGAGGCGAAAGAGCTTATGATATTTTTTCCCGCCTCTTAAAAG
+ACCGCATAGTGTTTTTAGGAGATGAAATTAACGATACCACAGCTAGTTTGGTTATCGCTCAGATGCTGTT
+TTTAGAGGCAGAGGATCCAGACAAAGATATATGGCTTTATATAAACAGTCCTGGTGGTTCTATCACTGCT
+GGTCTTGCAATATATGACACAATGCAGTATATAAAGCCGGACGTTGTGACACTTTGTGTGGGCATGGCAG
+CATCTATGGCTGCTTTCCTGCTTGCTGCAGGTGCAAAAGGTAAGAGATTTGCACTTCCTAACAGTGAAAT
+AATGATTCACCAGCCCTGGGGTGGAATGCAAGGGCAAGCTACTGACATAAAGATTCACGCAGAAAGACTT
+TTGAGGCTAAGAGACAAGTTAGAAAGGATTCTTTCAGAGAATACGGGGCAGCCTCTTGAAAAGATAAAAG
+CCGATATGGAAAGAGATTACTTCATGACTGCAGAGGAAGCTAAGACTTACGGCATAATAGATGACATACT
+TGTAAGGCACAAAAAATGAGGCCCCCCAAAAGAGGTGAAATTTTATGGCTAAATACGACGACCACAAGCA
+ATTAAAGTGTTCATTTTGCGGCAAGACTCAGGACCAGGTAAGGAGACTGGTGGCAGGGCCCGGAGTGTAT
+ATCTGTGACGAATGCATAGAACTCTGTCAGGAGATTATAAACGAAGAATTTGAAGAGGATATGGACATGG
+CTATGAGAGATTTGCCAAAGCCAAAAGAAATAAAAGCTTTCCTTGACCAGTATGTTATTGGTCAGGACAG
+AGCTAAAAAAGCTTTGGCAGTTGCTGTCTACAATCATTACAAGCGCATAAATTCTAAAGTTAAGTCAGAC
+GATGTGGAGCTTCAAAAGAGCAACATCTTACTTCTGGGTCCAACAGGATCTGGCAAAACTCTTTTGGCTC
+AGACTCTTGCTAAGCTTTTGAATGTTCCTTTTGCGATAGCAGATGCAACTACCCTGACTGAAGCAGGATA
+TGTGGGAGAAGACGTGGAGAACATCTTATTGAGGCTCATACAGGCAGCAGATTACGATATAGAGAGGGCA
+GAGAAGGGAATAATCTACATCGATGAAATAGACAAAATAGCTAGAAAGTCAGAAAATCCTTCTATAACCA
+GGGATGTTTCAGGCGAAGGCGTTCAACAGGCTCTTTTAAAAATACTGGAGGGGACAATTGCCAATGTGCC
+TCCGCAGGGCGGTAGAAAACATCCTCACCAGGAGTTTATACAGATAGATACAACGAACATACTCTTTATA
+TGTGGAGGCGCATTTGAAGGAATAGACAAAATAATAGAATCAAGGATTGGGAAAAAGAGCCTTGGATTTG
+GCGCAGAGGTTCAGAGCAAGAAAGAAAAAGACGTTGGAGAAATTTTAAAACACATCATGCCAGAAGACCT
+GTTGAAATTTGGGATGATTCCAGAGTTTATAGGCAGAGTCCCAATAGTTGTAACTTTGGACCCTCTCACA
+AAGGATGACCTTGTCAGAATACTGACAGAGCCTAAGAATGCTCTTGTAAAGCAGTACGAAAAGTTGTTTG
+AAATGGACGGTGTAAAGCTTGAATTTGAGAAAAAAGCTTTAGACTTGATTGCAGAAATGGCTCTAGAAAG
+AGGAACTGGTGCAAGGGGCTTGAGGGCTATTCTTGAAGACATAATGCTTGATGTGATGTATGAAATTCCT
+TCTGATGAGACGATAGAAAAGTGCATTATTACAGAAGAGACGGTGCGGAAAATTGCTCCTCCCACACTGG
+TTTATGCAGATGCCCAGAAGATAGGCAGGAAAAAAGCTAAAAAGACAGAGTCTGTTTCATAAAAAATAAG
+TTTTTACATTAACTCCCCTTCTCCTTCACATACTAAAATAGTGAATGGGAAGGGGTTTGATTATATTGCG
+AAAAATGAGGTGAGGTCATGGCAGAAAAAAGGTACACACTCCCTATGATTCCATTAAGAGGATTAACAAT
+TTTCCCTTATATGGTAATTCATTTTGATATAGGGCGAGAGAAATCCATAAGGGCTTTAGAAGAGGCCTTT
+ATGAAAAATCAGCTTATATTTGTAACTACTCAGAAGGACCCAGAGCTTGAAGACCCATCAATTGAGGACG
+TTTACAAGGTGGGGACTATAACTAAAGTCAAACAGATGTTGAAACTTCCCGGGGAGCTCATAAGAATTTT
+GGTTGAAGGTATAAGCAGAGCCGAGATTGACAAAGTCACAAGAGAAGACGAATTTTTTGAGGTGGAGGTA
+GTTGAAAAAGAGGAGCAGGCAGAGATTGAAAAGACTCCAGAGTTAGAAGCGCTGATGAGAAGTGTGGTCT
+CTGCTTTTGAAGAGTATGTAAATATGACTTCCCGCGTCCCCATTGAAAGCTTATACAATGTAATTAGCAT
+AGAAGAGCCGGGAAGGCTTGCGGACATGATTGCAGCCCACATTTCTTTGAGCACAGCGCAAAATCAAGAG
+CTCTTAGAGTGCTTTGATGTGAAAAAGAGGTTAGAAATTTTACTGGGCTTTTTAATGAAGGAGCTGGAAA
+TATTAAAAATTGAGAGAGAAATAAATGCAAAAGTGAGAAGCCAGATTGACAAGCTTCAAAAGGAATATTA
+TTTGAGGGAACAGCTAAAGGCCATAAAGGCAGAGTTAGGGGAAACGGAAGATTTTGACAGCGAGATAGAA
+GAGTATGAGAGGAAAATAGAAGAAAAGGATTTGCCTGAGGAAGTGAGAAAAAAGGCGAAAGAGGAGTTAA
+AGAGATTATCTAAAATGCCTCCCGGTTCTGCTGAGGCCTCTGTTGTAAGAACTTACCTTGACTGGATACT
+GGAACTTCCATGGAACTACGAGACAGAGGATATTCTAGATTTAAAAAGGGCTCAAAGGATACTGGATGAG
+GACCACTACGGGCTTAAAAAAGTAAAAGAGAGGATAATAGAGTTTTTGGCAGTGAGAGCCTTTTACAATA
+AAGTTAAAAGCCCGATCTTATGCCTTGTAGGTCCTCCAGGAGTGGGCAAGACCTCCTTAGGAAGGTCAAT
+AGCTAAAGCTATGAACAGAAAATTTGTAAGGCTTTCTCTTGGCGGCGTCAGAGATGAAGCGGAGATAAGA
+GGGCACAGGCGTACTTACGTTGGAGCTATACCAGGAGGGATTATAAACTCTATAAAAATTGCAGGTTCAA
+AAAACCCTGTTTTTTTGCTGGACGAGATAGACAAGATGAGTTCTGACTTTAGAGGCGACCCTGCTTCTGC
+TATGCTGGAAGTATTAGACCCCGAGCAGAATTCCACTTTTAGAGACCATTATTTAGATTTGCCCTTTGAC
+TTATCTAAAGTACTTTTTATAACCACAGCCAATACAACTGACACTATTCCCGCTCCTCTTTTGGACAGGA
+TGGAAGTTATATACATATCAGGATACACTGAAGAGGAGAAGTTTCACATTGCTAAAGGCTATCTCATACC
+AAAGATTTTGAAAGAACACGGTGTTCCGGACAATAAAATAATAATACAGGACTCAGCCATTAAAGGAATT
+ATTTCTGAATATACTCGTGAAGCAGGAGTGAGAGGGCTTGAGAAACACCTTGCCACAATTGTGAGAAAAG
+CCATTAGAAAGATAATGGAAGATAATGTGCCTTACGTGAAGGTAGGCAAAAAGAACTTGCAGTCTTACTT
+GGGCAAGCCTCTTTTTAGACCCGACAAAGCCAATGAAAAGAGCGAAATCGGAACGGTGATGGGCCTTGCG
+TGGACCAGAGTTGGAGGAGAAATTTTGACTGTAGAGGCTTCTATAATGCCAGGAAGCGGAAAATTAAACC
+TCACAGGTCAATTGGGGGATGTGATGAAAGAATCTGCTCAGGCGGGCCTTAGTTATATAAGAGCAAATGC
+TGAAAGACTTGGCATTGATAAAGATTTTTACAAAAATGTCGATATACATATACACGTGCCTGAAGGATCT
+ATTCCAAAGGATGGACCTTCAGCGGGCGTTACCATGGTGACTGCTATGGTCTCAGCCCTTGTGAAAGTGC
+CTGTCAGAAAAGATGTCGCCATGACAGGGGAAATAACTTTAACTGGAAGAGTTTTGCCTATAGGCGGTGT
+GAAAGAAAAAGTTCTGGCAGCTCACAGAGCAGGCATAAAAAGAGTGATTCTCCCTATGGAAAACAAGAGA
+GATTTAGATGAAATTCCACAGAGCGTAAAAAAGAAACTGGAGTTTAAATTTGTAGAAAGAATAGACGAGG
+TGTTGGAGTACGCTTTAGTCAAGGAGGAAAAACATGAAAATTAAAACAGCTGAGTTTGTAGGAAGTGCTT
+TTAATGAAAGTCAATATCCAAAGGATAAAATCCCCCAAATAGCAATTGTGGGAAAATCCAATGTGGGCAA
+GTCCACTTTAATAAATACAGTTTTGGGGAGAAAGAATCTTGCCAAAGTGAGCTCTACTCCAGGTAAGACA
+AGAGGGATAAATTTTTACCTCGTCAACCGAGCTTTTTACATAGTGGACTTGCCTGGTTATGGCTATGCAA
+AAGTTTCAAAAGAGATGAAAAAACAATGGGCTTATAACATAGAGACTTTTTTAAATACGTCCAAGAATTT
+AAAGCACGCTTTGCTCCTAATTGACATAAGAAGAGAGCCTACAGAAGACGATTTTATGATGGTCAACTGG
+TTTTCTTTTAAAAATTTGCCTTTTAGTGTTGTTCTCACAAAGGCAGATAAAGTCAATAAATCCGAAGCCA
+ATAAAGCTATAGAGAATATCTGTAGAAGTTTTAACATTTCTTCTGATAGAGTGATAGTTTTTTCTGCAGT
+CGAAAAGACAGGAATATCAGAAATACTTAGAATTTTTGAAGAAGTGATTGAGAAGTGAAGCTTTGGGGAG
+AAATCGTTAAATTTTTGACTATTTTTGAATTAGAACAAATTTAGCAACGTTAAAATTATTGTGTTATACT
+GTAAAAGGGAGTATAATTTTAATTAAGTCATAATGAAATGGTTTTGTCTCTTTTTTGGAGGGGTCAAAAT
+GAAAGGAATGCTTGAAAGCAAGATAAACGAAGAAATGATCAAAATTACAAAAGAGGCCATTGGGAGAGGA
+GCCGAAGCTGCCAAAACCCGCATTTGTGAAGACATGATTATTGTCAGGCTCAGTAAGTCTCTTACTCATG
+AGGAAAGGCAGATCATCTCAACTGCAGAAGGGAAAAGGCTGGTAAAAGAGTTGAGACAACTCTTAGATGA
+AATTCTCAAGCCAAAATTTACAGAGATGATAATGCGCCTCACTGGCTGCCAAGTTGTAGGAATTTATAGA
+GATATAAATCCTGAAAAAGGTGAGTATGTATATTTATTCATACTTGACAAGAATTTAGAAGAAGACCTCA
+AGAGTAGATAACCCCCAAATGGTTGTATGTTTTTTACAGGAAAGTAAATATACTAAATTGAAAAATTTTG
+TGACAAATTATATAATTATACGTGTTGGGGGTATAGCAGCGAGGAGGTGAATTAATTGGAGATAGGCTCT
+CCGGTGGTATTTACCATACCGATTTTTGGCGGGATACCTGTCACAGAGACAGTAGTGGTAGAATGGATAG
+TGATGGCAGTTTTGATTATAGGTTCTGCTCTGTTGACAAGGGGATGGCAGTTGGTTCCTTCTGGGGTGCA
+GAATGTAGTGGAACTTATTGTAGATGGCTTTAATAAATTTGTAGAAAGCGCACTGGGGGATCATTGGAAG
+GATTACGCACCGTATTTGGGGACGGTGGCAGCTTTTTTGACTATTGCAAATACCATAAGCATTTTCGGCT
+TAACCCCTCCGACAAAAGATTTTAGCACAACCTCAGCCCTTGCTATTATGTCTATTGTGACAGTCATAAT
+AGCTTCATTAAGGGCAAGAGGGTTTTTTGGGTTTTTAAAGCATTTTTTTAGGTCACCTATAGACCTCTTT
+ATAAACCTTTTGGACCTTTTTGTAAGACCCTTATCTCTGGCTGCGCGACTTTTTGGCAACATTTTTGGAG
+CAGTTGTCATAATGGAGCTTATAGAAAGAGCCGTGCCAGTAGTCCTACCTGCATTTTTGAGCATATACTT
+TGACCTTTTTGACGGCCTTTTACAAATGCTGGTGTTTGTCTTCCTGACGATGTTATATATTGAAGAAGCG
+ATAGAATAGTGTATAATAAAAATAGTAAAACGATTAAAAAATTTTAATAAAAAATCAAAAAAGAAAAGGA
+GTGGATATGAATGAATTTATTGGCTATAGGTGCAGCTATTGCTGCTTTAACAGGAATTGGAGCAGGAGTT
+GGCATAGGTATTGCCACTGGAAAAGCTGTTGAGGCTGTATCAAGACAGCCAGAGGCAAGTGGAAAGATTA
+TGCAACTTCTTTTGTTAGGAGGCGCTCTTGCAGAGGCAACAGCCATTTACGGGTTGCTTGTGGCAATAAT
+GATCATAATCTTCAAGCCATAAAGGAAATACCAAAATTTCCTGATGAAAGAAGGGAAAGCCTTGGAACTT
+TTTAATCTCTCCACTTTTGTGTTTACAATCATCAACCTTTTGGTGCTTTATTATATCCTAAAAAGGCTTT
+TGTTTAAGCCTGTTACAAAGTTTTTGGAAGATAGAGAGAATAAAATTAAATCAGCTCTAGAAGATGCTGA
+CAAACAAAGGGAAGAAGCCTATAGCTTAAAAGCACAGTATGAGGAAAAACTTCAGAATGCGGAAAACGAA
+GGCAGGGCTATAATTGAAAAAGCCCAAAAAGAAGCAGAAGAAAGAGCAAGTGAAATCATAAAGAGTGCCA
+ATAAGGAAGCAGAGAGCATAATTGAAAAAGCAAAAGAAGAGGCAGTTCTTGAGAAGATAAAGGCTATGCA
+TGAGCTGAGGGCAGAAATGTCACATCTAATAATAGAAGCTGCTTCTAAGGTTTTAGAGAAAAAACTGCCT
+GTTGAGGATGAAGACCTTATTAAAGAGGTCATTGAGGAGGCAGGGTCATGGAACAAATAATAGCAAAAAG
+GTATGCCTCTGCCCTCTTTGATGTGGCTAAAAAAGAAGACAGGGTAAAAGAATACTACGAAGAATTGAAA
+AAAGCTGTGGAGATATTGCAAACAGAAGCTGTATGGAAGATTTTTGTAAATAAAAGCATTGACAAGACAA
+AAAAGATGAAATTTGTTGAAGAAGTGCTAGAAGGTTTTTCAAAAGAAATTGTAAATTTTGTCAAAGTAGC
+AATATCAAAGCACAGAGAAAATCTCATCAAAGAGATACTGAATGAGTTTGAAGCTTTGTATAAGGCTTAC
+TTTAATATGATAGATGTAAAAGTAATTTCTGCCTATCCTTTGAAAGAAGAAGTGTTAAATCTGGTCAGGG
+AAAAGCTAGAGAAAAAGTATAATAAAAAGGTAAATTTGATTCCTGTAGTGGATAAGGAAATTTTAGGTGG
+CTTAAAGCTGGTCATTGGCAATACTGTAATTGACGGTTCAATTAAAGCAAGACTTGAAGCTCTTCTCAAA
+AACATGCGTCAGGCTGTCTAAAATGAATTTAAGAAGGTGAAAAGCGTATGGGAATAAGACCAGAGGAAAT
+TAGTTCTGTTTTGGCGGAAAAAATTAAAAACTTTGATTTTAGCGTAGAAACTCAAGAAATAGGCTATGTT
+ATTCAGTCAGGGGACGGAATAGCGAGGATATACGGCCTTGACAATGCTGTGTACGGTGAAATGGTGGAGT
+TTGAGAGCGGAGTCGTAGGCATGGTCCTGAACCTAGAAGAAGACACAGTAGGTGTTGTAGTGTTAGGAGA
+CCCTGAGAAAGTAAAAGAAGGGGACGTAGTGAAAAGAACAGGCCGCATAATGGAAGTGCCTGTAGGTAAA
+GGACTTTTAGGAAGGGTTGTAAATCCACTGGGAGAGCCTATTGACGGAAAAGGCCCTATAGAGTATGAAG
+GGAAAAGGCCTATTGAAAGTCCTGCTCCTCCTATAGTAAGGAGGCAGCCTGTTAATACGCCTCTTCAGAC
+TGGTATTCTCGCCATTGACTCCATGATACCAATCGGTAGAGGTCAGAGAGAGCTCATCATAGGCGACAGG
+CAGACGGGGAAAACCGCTATAGCAGTTGACACCATAATAAACCAAAAAGACAAAGGGGTATACTGCATAT
+ATGTTGCAATAGGGCAGAAAGCTTCTACTGTGGCAAGTGTAGTGAATACGCTTGAAAAATATGGAGCAAT
+GGAATATACCACGGTAGTTGCAGCAACTGCCAGTGAGTCGGCGGCTTTGCAGTATATAGCTCCTTATGCG
+GGCTGTGCAATGGGAGAGCACTTCATGTATCAGGGAAAAGACGTGCTTGTGGTGTATGACGACCTTTCGA
+AGCATGCGGTGGCATACAGAACTCTATCGCTCCTTCTAAGAAGGCCGCCTGGAAGAGAGGCTTATCCTGG
+AGACGTATTTTACCTGCATTCACGCTTGCTTGAGCGCTCTGCTCGACTTTCTGATGAGTATGGCGGCGGG
+TCTTTGACAGCTCTACCGATTGTTGAGACTCAAGCAGGAGATATATCAGCATATATTCCAACAAACGTCA
+TATCCATAACAGATGGTCAGATATATCTGGAGTCAGAGCTTTTCTACAGCGGCATAAGGCCTGCTATAAA
+CGTGGGTCTTTCAGTATCCCGTGTTGGCGGTGCCGCTCAGATAAAAGCGATGAAAAAGGTTGCAGGGCGC
+TTGAGACTTGAGCTTTCACAGTACAGAGAATTGCAGGTTTTTGCAAGATTTGGAACTGACTTAGATAAAG
+CTACTCTTGAGGTTTTGAGGCAGGGCGAGAGAATTGTAGAGATTACGAAACAGCCTCAGTACCAGCCTAT
+GGCTGTTGAGGACCAGGTAATAGCGATTTACACTGTGATGAATAGATATGTGACAGACATTGAGGTAAGT
+GAAGTAAGACCTTTTGTCATGGGGCTTCTCAAGTTCTTGGACGAAGCTTATCCAGAGATAAAGCAGTCCA
+TAAGAGATACAAAAGACCTCACCAAAGAGACGGAGGAGAAACTTAAAGCTGCAATCCTCGAGTACAAGGA
+AAAGTACGCCGCAAAGGGTGAAAAATAATGGGAAAACGAGATATAGCCTTAAGGATTAAGAGTGTGAAAG
+AAGTGCGAAAAATCACCAGAGCGATGTATCTCATCTCTGCTTCAAAATTCCAGAAAGCCAAAGGTATGTT
+GGACAGAGTGAGGCCCTACTATTACCGGGTTCAGACGGTTATGAAAGACATTTTGCTTCACACAGGAGAA
+GTTACATCACGATATCTTGAAAAAAAGGATGTCCCTGAAAAACAGGATAAAAGGAAGGTCTTTCTCATAG
+TGACAGGAGATAAAGGCCTTTGCGGCGCTTACAACCACAATGTAATAAAGGCTTCTATAGAGCTAATTAA
+AAATGAGAAGGCGAATTTGAAAGTAGTAGGAGAAGTGGGGAGAAGGTACTTCATAAAAAAGGGATACGAC
+GTAGACAGAGATTTCCTCTACACTGCACAAAATCCTACTGTTGACTTAGCGGCGGAGATTGCAGAAATTC
+TTCTGAAAGAGTATAACAATGGCGATGCGGATGAAATATGGGCTGTGTACACTGAAATGAAGGGGCTTTC
+TCAGAAGGTGAGGACTTTAAGGCTTTTGCCGCTGGATGTCGAAAATTTCATGTCCATTGCTGCGGAGGAA
+GAAGAGGCCGTGGAAGAGCACGTGGTAATTGACAGCGACATGATTTACGAACCTTCTCCTTCAGAAGTCT
+TTGATGCGATAGTTCCAGAATATTTAAAAGGGCTCATATACAGCATTCTCGTTCAGGCTTTTGCTTCAGA
+GCATTTTTCCAGAATGGTGGCAATGGATGGAGCAACTTCCAATGCCGACGAGATGATTGAAAAGCTCACT
+CTTTTGTACAACAAGCTAAGGCAGGCTTCTATAACGCAGGAAATTATAGAAATAATTACAGGGGCATCTG
+TATAAAAAGGAGATGATAGTTTGAAAAAAGGTTACATTACACAGGTAATTGGTCCTGTTGTAGATATAAG
+GTTTGAAGGGGATCTTCCTCCAATAAATAACGCCATAAAAATACCTATGGGAGATAGAGAGCTTGTGGTG
+GAAGTAGCCCAGCACATAGGGGATAACACAGTAAGATGTGTGGCAATGGCATCTACAGACGGACTGAGAA
+GAGGAATGGAGTGCATAGACACCGGCGGACCTATAATGGTTCCTGTTGGAAAAGGCGTGCTGGGCAGGAT
+GTTTAACGTCTTAGGACAGCCCATTGACGAGCTGGGAGAAGTAAAGGACGTAAAATACATGCCCATTCAC
+AAAAAGCCACCTTCTTTTGAGGAGCAAAACCCTGCAACGGAGATTTTAGAGACAGGAATAAAAGTAATTG
+ACCTTCTCACACCCTATCCAAAAGGTGGAAAGATAGGGCTTTTTGGCGGTGCAGGTGTTGGGAAGACAGT
+CCTTATAATGGAGCTTATACGAAATGTGGCCATTGAGCACGGCGGTTACTCCATATTTGCAGGAGTAGGT
+GAAAGGTCCCGTGAAGGGAATGAATTGTGGCTTGAAATGCACGAGGCTGGAGTTATAGACAAGACAGCTT
+TTGTGTTCGGTCAGATGAATGAGCCTCCTGGAGCCAGAATGAGAGTGGGACTTGCAGGGCTTACCATAGC
+AGAGTACTTTAGGGACGAAGAGCATCAGGACGTTTTGCTTTTCATAGACAACATCTTTAGGTTTGTACAG
+GCAGGGTCAGAGGTTTCTGCTCTTTTAGGCAGAATGCCTTCTGCTGTTGGATACCAGCCCACTCTTGCTA
+CTGAAATGGGCGCTCTTCAGGAGAGAATCACATCTACAAAGAAGGGTTCTATAACATCGGTTCAGGCTAT
+TTACGTTCCTGCGGACGACTTGACAGACCCTGCTCCAGCGACAACTTTTGCTCACTTGGATGCTACTACA
+GTTTTGTCAAGGAGCATTGCAGAAATGGGTATTTACCCTGCAGTTGACCCGTTGGATTCTACCTCCAGAA
+TACTTGAACCCCACATAGTAGGAGAAGAGCACTATTACGTTGCTAGGAAAGTGCAGGAAATTCTGCAAAG
+GTATAAAGAATTGCAGGATATCATAGCCATACTCGGCATGGAAGAGCTGACGGAGGAAGACAGGCTCATT
+GTGTACAGGGCAAGAAAGATACAAAGATTCTTGTCACAGCCTTTCTTCGTAGCAGAGGCCTTCACTGGGA
+CTCCGGGTAAATATGTTCCTCTCAAAGAGACCATAAGGGGATTCAAGAAGATTGTGGAGGGAGAAATGGA
+CGACATACCAGAGCCAGCCTTTTACATGGTAGGAACGATCGATGAAGTTTATGAGAAAGCAGAGAAGATG
+AAATGAGGTGAAATAAATGGATAAAACCTTTCACCTCGAAGTATTGACCCCTTACAGAAAGTTTTATGAA
+GGGGATGTGGAAGAGATAATTGTGACTACTACCACAGGTCAGATTGGCATTTTGAAAGACCACATTCCTC
+TTACAACTCCCATCGCTCAGGCTGGCACTTTGCAGATAAAAAAAGATGGTCAATGGAAAGAAGCTTTCAT
+CTCTGGAGGCTTCATGGAAGTGAGAAGAGATGGAGTTACAATACTCTCAAGTGCTGCAGAATGGCCGGAA
+GAAATAGATATAGCAAGAGCTCAAGCAGCCAAGGAGAGGGCAGAAGAAAAACTGCGCCAGAAAAAGAGCA
+AACAGGAGTACATTGCTGCAGAAGCGGCTTTGAAGAGGGCATTGATGAGGCTTAAAATCGCAAGCAAATA
+CCAGGAAATGTGAAAGCTTCCCTCAAAAGAGGGAAGCTTTTTATCTTTTCTCAGGTTCTTTTTCAGGTAG
+TTCAGATAAGATTATTCCTGCCAGCATGAAAGCTCCTCCGATGATCGCTCTTATAGACATTGTTTCTCCT
+GCGATTAAATAAGCAGCTAATGCGGCAAATACCGGCTCGAGGGAAAAAATTAGGGCCGTATGGGTGGCAG
+TTGTATAAGCCTGCATGGTATTTTGAGCCACAAAGGCAAAAGCCGTTGCGAATACGCCGGTTATTATTAT
+AGCTCCCCAAACATCCAGGGAAGTAGGTATAAAAGGCTTTTCAAATATCAAACTTACAATGCCACTTAAG
+AGTGCCACCATTCCAATTTGAACGGTAGCAAGTAGGTATGTGTCCATCTTTGAAGCGTATTTTGATATCA
+AAACTATGTGCATGGCAAAGGCAAAGGCGCAGAGAAGAGTAAGGAAATCCCCTATATTGATACTGAGGTC
+AATATTTGTTGTAAGAAGTATAAGGCCTATAAAAGCAAGCACCACTCCCACGGTAGCTGCCTTGGTGGGT
+TTTCTTTTAAGGAGTATGGCCTCCAATATGGGTACTAATACTACGCTAAAGCCTGTAATAAATCCGGATT
+TAGAGGCTGTGGTGTATAAAAGCCCCATTGTCTGAAAGGCGTATCCTAAGAATAACATTGTTCCAATTAA
+AGAGGCAGCCATTAGAGTACTTTTATCTATCTTTTTAAGTTTTTTATAAAAAATTGCTGCCAGCAATAAA
+AAGGCTAATAAAAAGCGTATGAAAAGAAAATTATACACAGGAAGGGATTGAATGGCATTTTTCACTATTA
+TAAAAGTAGAACCCCATATCATTGTCACAAGAGTCAGCACTATATCGCTTTGAAGTTGCTTTGACAAAAT
+TATCTCCCCCTACGCTTTGAAATTTTGTACGATTGGCATTCTCCTGCCAGTGCCAAAGGCTTTAGGTGAG
+ACTCTAAGTACAGGAGGGGCCTGTTTTCTCTTGTATTCATTTTTATTTACAGTATTTATGATGTGCCTTA
+CCAGGTCTTTGTCAAAGCCTTTTTCTGCTATTTCCTCCACAGAAGCATTTTCCTCTAGATAAAGCTTCAA
+CACTTGGTCCAGTATTCTGTAAGGGGGAAGAGAGTCTTCATCTTTTTGGTTTGGCCTTAGCTCTGCCGAA
+GGAACTTTTTTAATTATTGAAACTGGTATTATCTCTTTTTCTCTATTTATATACCTCGCCAACTCATATA
+CTTGAGTTTTATATAAGTCGCCAATCACTGCTAGACTTCCACTCATATCTCCGTACAAAGTGCAATAACC
+CATTGCCAACTCTGACTTATTGCCTGTTGTAAGCACTACGTATCCTTCCCTGTTTGCAAAGAACATGAGA
+TAATTTCCGCGTATTCTAGCCTGTACATTTTCCTCTGCCACATCTCCTAAAGCATTTCCATCTTTGTTGA
+AGACAGATAAATAGCTTTTGAAAACAGGCTCAATAGGAATCACTCTAAAGTCTATGCCTAAGTTTTTGGC
+CAAGATTTCTGCATCTTTTACACTTCCTTCAGAAGAATACCTTGAAGGCATAGAAATTGCCAATACATTT
+TCTTTTCCCAGGGCTTCAGAGGCTATTACTGCCACTACTGCAGAATCAATTCCACCGCTTAGTCCCAGAA
+CCGCTTTTTTAAATCCTAATTTATGAAAGTAATCCCTAACTCCAATTACAAGAGCCTTATATATCCAAGA
+TATATCTTCTTTAAGTTCTGGCAGCTCTTCGAAGTCCTCCAAATTTTGCAACTCTACTACTTTAAAATCC
+TCTTCAAATCCTTTTAGCCTTATTACCTCTTTTCCTTTTTCATTTAATACGAAACTATTTCCATCGAAAA
+TGAGTTCATCATTTGCTCCTACCTGGTTGACGTACACAAAAGGAATGCCGTATTTATCAGTTTTCTCTTT
+CATTATTCCAAGCCTTGTCCTGTGTTTGCCCAAATGATAGGGAGAGGCAGAGATGTTTATAAAAATATCC
+GGTTTTAGTTTAAATTGCTCTTCCAAAACATCAACAGAATAGTTTGCGCTTGGCTCAAACACATAGCCTT
+TCCATGCATCCTCACATATATTTACTGCTACTTTTACGCCCTTAAATTCAACTGTTTTTATCTGTGATGA
+AGGAGAAAAATATCTTTTCTCATCAAATACGTCATAATTGGGAAGGAGCGTTTTATCAAATATTTCTATT
+ATTTTTCTGTTGTAAACAAAAAAGGCAGAATTATACAAATTTTTATTTTCATCTTTTCTCACAGTACCTA
+GTATTACGGCAATTTCATCAGTTGCCGGCAGTATTATTTTATTTATCATCTCTTCATTTGTTTTTATGAA
+GTCTTTCACGAAAAGAAAGTCTTTAGGAGGATAGCCAACAGTCGACAGTTCAGGAAATACAACCAAATCC
+GCCTTTTCTTTTTTTGCCTTTTCAATATATTTTACTATTTTTTCACAGTTATGTTTTATATCTCCAACAA
+CAGGGTTTATCTGTGCCAGTGCAATTTTCATTTCTTTTCACCTCTACGTACGATGTATTACAAACATATT
+TTAGCACATGTTAAAATAAAAAGCATCTCTTTCTATCTCCAGCGAATGAGCTTTTTTTCAAGATACACTA
+TAAATACGTACATTAAAGCTGAGAGTATGGAAAGGATCAGCACACTCGTCATTACCATGTCTAATTTAAA
+AATTTGCCCTCCATAGACTATCAGATATCCGAGGCCGGCTTTTGATACCAAAAACTCACCTGTTATGACT
+CCAACCCACGAAAGGCCGATGTTTATCTTTATAGCCGACATTATAGTGGGTACACTGGCGGGCAGCACGC
+ATTTGGTGAGTATTTGCATTTTTGTAGCCCCGAAGGTCTTTAAAAGCTTTATTTTTTCTTCGTCCACTTC
+TTTAAAACCTGTCGCCAGGCTTATAATTGTCACAATTAATGAAATAGCTAGTGCCATTGTGATAATTGGA
+GCTTCACCGTTTCCCATCCAAACTATGAAAATAGGTCCTAATGCAATCTTTGGGAGGCTATTTAAGACTA
+CTAAGTAAGGTTCTGCCACCTGTGAGAGAAAATCTGACCACCATAGGAGTATTGCAATAAACATCCCTGC
+AACTGTTCCCAAAGTAAATCCCACTACAGTTTCACTTAAAGTAACCCATATATGCATGAGAAGAGTCCCG
+TTTTGATTTAAAGTCAGCATTGTCTTTAACATTCTAGAGGGCTGGCTTACAAGGAAAGGGTCTATAATTT
+TGTACCTCGCTGCGATTTCCCACAATCCAAAAAAGATTACCAGGATTGCCAGTTGTGTTACTCTTACCAT
+TATATTTTTTCTTTTAACGCTTTTTAAAAATTCTTGATGCTCTTTTGACACATAGGTGGATGCCACTTCA
+TACATGTATATCCAGCTCCTTCCATATAGAATTGAAATACTCTCTGAACTCAGGTGCTTTTCTTCTCCCT
+ATTGGTGAATAATCATCACAGGTGAGAGATATTTCATAAATTCTCTTTACGTAGGCGGGCCTTTTTGAAA
+GTACTACAATCCTATTACACATGGCTATTGCCTCGGAAATATCGTGGGTCACTATTACGGCAGTTTTCTG
+TTCATTTTTTAAAATTTTATACACCTCATCGGATATGGCAAGCTTTGTCTGATAGTCGAGAGCTGAAAAG
+GCCTCATCTAAAAGCAATATGTCAGGTTTTAAAGCGAGTGTCCTGATTAGTGCAGCCCTTTGCCTCATCC
+CTCCTGAAAGCTGATTGGGGTAATAGTTTCTAAACTCCCACAGCCCGTATTTTTTGAGCAGATCTTTTAC
+GTAGCTTCTCGATTCTTCTGTGAGCTTTTTTTGAATTTCAAGCCCAAGTATCGCATTTTGCCATATAGTT
+CTCCATTCAAACAGATGGTCCCTTTGAAGCATATAGCCTATTTTCCCATTTACTTCTACGCTTCCTCTGG
+AAGGCTTTAAAAGACCGGAAATTATGGACAAAAGGGTAGATTTACCGCATCCCGAAGGTCCTATTACTCC
+CACAAATTCTCCTTCGTACACATCAAAGGAGATATCATTTAAAGCTTCAGTTTCACCTTCCAATGTGTGG
+TATTTAAAAGAGACGTTTTTAAGGCTTACCATCACATTGTCCATACAAGCACTCCTTTCTATATTTTGAG
+GTTGTGCCCAAGATGCTTTTGGGCACAACCTTCAGTTTACTTTTTAATAGTTTTTTCTGCTTTTTCAGCA
+AAGGTGTTGTTTATAAGAAGCCTTGAATCCACCTTCTCTTTTATCACTCCTGCATCTAAAAGTATTGTCT
+GCAAGAAGTCAAAGTCTTCTACTTTCATTTTGAGAGTTGTTCCCCACGTATTCTGGTTTTTATACCTTTC
+AATAGCAGTTGCCATGAGGTCTACATCTGCATCAGGGAAGAAAGGTTTTATAGCCTCTGCCACCTCTTTA
+GGGGAATGAGAATCTACCCAGAGCATACCTTTGTACACTGCGTTTACAAATTTTTGTATTATATCAGGGT
+GCTTCTCAATATAGCTTTTTTTGGCGTTAAAAGTAGTGTAGGGTACCTCATGGCTTGACGCTCCTACAGA
+AGCTACAATATAACCTCCTCCCTGTTTTTCTACCATTGAAGCTGTAGGTTCAAACAAAGCCACATAGTCG
+GCATCTGATGACATGAAAGCGCCGGCTGCTGCTGTAAACTGTAGATTGGTGATAAGAGTTAGGTCTTTTT
+TGGGGTCCAGTCCGTGCTGCTTTAGAACGTACTCTAAGGTCATTTCTGGCATGCCGCCAGGTCTTCCACC
+TATGACTTTTTTGCCTCTTAAGTTTTCCCACTTGAAGTTCGGTTCAGGTTTCTTGCCGAGGAGGAAGGAA
+CCGTCTTTTCTCGTCAGCTGTCCGAAATTAACTAGGTAATCATCTCTTCCCTCTAAGAGCACATATACGG
+TGGTCTCAGGACCTTGAAGTCCTATGTCTGCTGTTCCAGAAAGCACAGCTGTCGCAGCTTTGTCTGAGCC
+TTGAGCAGTCGTGATTACAAGCTCAAGACCTTCCTCTTTGAAAAAGCCCTGGCTTACCGCTACATAATAG
+GGAGCGTAAAAAATGGAGTGGACCGTTTCTACGAAATTTATCTTTGTGAGCTTTTGCTCTTTACTGCTAC
+ATCCGGTTATTGAAGAGGCTATAAGTGTAAGTACCACAGCAATTACAATTAAGTACTTGAACCTCATAGA
+CAATCCCCCTTTTCAGTTTTCACTTTATTATATTCTCGAAGCCTTAATGTGTGATTTAGGAGAAATTTTG
+GTTTATCCTTTTTAGAAAAGAAGGAGAAGTGAAATTTTTGTCGAATAAGTATATACTGTAATTAGATTGC
+TATAGAAAAGGGGATTGGAAATGGCGCAAAAACCTGTTGCAAAGAAAAGTAAAACAAAATCAAAGACAGG
+ACAAATGCCAAAAATTAGCGGAAAACTTGACATTGTTTTTTACATAATACTTTTAATACTGGTATTTTAT
+CCGCCTTTTTTCAGAGGCATGTTCTTTGAGAAAGAGATGTTTCCGACAATCGCTATAACCTCTGTCGTGT
+TTATACTGTGGGCTGTGTATAAGATTGCAGTAAAAGAGCCCATCATAGCTACTACACTGGATTACGCTGC
+ACTTTCTCTTGTTGGAGCCTATGTGATTTCCACTTTTTTCGCTGTAAATGTAAGAGCAAGCATTGGAGAG
+GTTTTGAGATACTGTGATTATCTTTTCATTTACTTTATGGTAAGTAAACTAGTAAAGGATAATAAAAAAA
+TCTTTATGCTATTAAATGTTCTAGTTTTGAGCTCCTTTTTTGTGGCGGTCATAGGACTTGGTTCTTCTGT
+AAATTTAATTCATTACAATGGTTCTTGGGTAGGTGGAAGGATAAACTCCACTTTCCAGTACCCCAACACC
+GCAGCTTCCTTTTTGATGGCATTTTTTCTTGTAAACTTGGCATTAATATCCTATACTGATAATAGATACC
+TAAAAGCTCTGTACGGCGCCATTGCCTACACTCAATTCTACGCTTATGTGTTTACACTTTCTCGCGGAGC
+ATGGCTTATGCTTCCCTTTTTAGGCCTTTTATTGATGGCTTTAATGCCAAAAGGGAAAAGGGTAGAGCCC
+TTCATGTATTTTATAGGGGTAATAATTGCTTCAGCACTCCCAATAGCGAAATTTAATTCAGCTGTTGCAA
+GTGGCGATGCAATGAGGCTTGTAAAGTGGTATTTAATAGGATTCTTATCTTCTCTTGTAATTACTTATGC
+TATAAGCTTTGTCATGGGCTTTGTAAATAAAATAAGCGCAAAAATTGCTCTAGCTATAGCTTCTGTGCTG
+ATAGTTTTAGTAGCTATTGGAGGTTACATAGTTTTTACCACACAGGTGCCGCTTACTTTGAAGCACACAG
+CGGATGAACCTGATGGAATGAAGGCAGTTACGCGTTTTGTGAATGTTGACCCTGATAGAGTTTATGTACT
+AAAGTATGATGTAATAGCCAAAAATCCCGAAAATAAAGATTGGGCTTACGGGATAGTGATAAACAGCAGA
+AATGAAAATGACCAGTCGACAAAAATTGCTGAAGTTTACGAAAAAGGAGACTTTATAGGGGAAAAGACTT
+TAGAATTTACAACCCTTAAAGACACAAAAAGCATAGCCATTGTGTTTATGAACAATTTTAAAGACACTTC
+TGCGACTTTTACAGAAGCAAAAGTGTATCCCAAAAACGACCCAAAAGACGTGCAAACCGTGATGTTAAAA
+TACAAATACCTGCCGGAAGACATTGCATCCCGTGTGCAGGATATAAACCTCACAAGCCGCAGCAGCTCTC
+AGAGAATGCAGTTTTACATAGACGGCTTAAAAATATTTAAGGACTATCCCATATTTGGAGCAGGTGGAGG
+TGCATGGGCTGCTTTATACTTTAAGTACCAGTCCTACCTTTACTGGACAACACAGACACACAATTACTTC
+ATGCAGGTATTGCTTGATACAGGCATAGTTGGATTTATTGCACTGCTTTTCTTGCTCGTTACTCTTATAA
+GGAGTATGGCAAGGGTGTACAGAGGGTATGGAGAAGATAAGTACAAAGTCCTTATAGCAGGTGTAATAAC
+TGCTATAGTCAGTCTCTACGCTCATGCTGCCATGGACTTTGACTTTTCACTTTCGGCTGTGTCAATAGCC
+CTCTGGGCGTTAATTGGAGTGATAAATTCTCTGGATAGAGAGATATTAAAAGTAAAAAGTAGAAAGGTCT
+ATCTTAACTATGCAGCAGTTTTAGTAACTTTTGTGGTTCTTTATATGTCTACCTCTATGTCTGTAGCTTT
+GGGCTATGCAGTCAAAGGCGATAATTTCTTAAAATCTCAGGATTTAAATTCTGCAGAAGCAGCCTATGAA
+AAGGCAGTTGCTTACGATCCATTTAATGCCCAGTACAGAATGACTTACGGGCAGATTCTTGCGGCTCTTG
+GTGACAAGTGGCAGGACCCTGTAAGGCTTCAGAAAGCCATGTTTGAAGAAGAAAAAGCAGTTAAGCTTGA
+GCCTTTCAACTCAAGGTTAAACGCCCAGCTTGGAGCTTTTTACCTTGCTCATGGGCAGATTGACCTGGGG
+CTTAAGTACGTAGAAAAAGCAGTAGAGGTACAGCCTTTCAGGCCAGAAAATTATCAACAGCTGGCTGACG
+CTTACAACAAAGTAGGCATGTATTACCTTAACAAAGGGGATAAACAAAAAGCGAAAGAGTACTTGCAAAA
+AGCTGTAGATGTAGAGAAAATGTATGAAAAAGTAAATGCTAGATCACTTGAGCCAAAGCCCATGACTGAG
+GCGACAAAACAGATAATTGAAGAATCCAAAAAAGCTCTTCAGGGGATACAGTAAGCTGTATCCCTTTTGT
+TTTAGTTTAACATTGATTACCTGTGGTAAGAATGGTATGATAAAGCTAGTAAAAAGTTTTTGTATGGGGG
+CATGAAAATGACAAACGAAGAATTCATGAATTTTATTGTGGAGAAGTTCAATAGTTTTGAAAAGAGGTTT
+GACAACTTTGAAAGAAGACTGGATGAATTTGAAGAGAGATTTAGTGCCTTTGAGAAGAGATTAGAAAAAA
+TAGAGAAAAGATTAGATGGATTTGAGGAAAGGTTTGAGGATGTAGAAAAGAGATTTGAAAATGTAGAAAG
+AAGCTTTGGAAATCTGGAAAAGAAAGTTGAAGGTGTAGAAAAAAGACTTCAAGATGTAGAAAAAAGAGTT
+GAAAATGTAGAAATAAGACTTGAAAGCGTAGAAAATCTGGTTAAAGCTACATTTGAACAAACTGCTTCAA
+ATTCGGAAGCTATTACAGAAATAAAGATAAAATTGGATAAAAAGTTAGAAAGTTATGATAAAACTATAAC
+CGAGTTAAAGCAAAAGTCAGAGGAAGCAGAACTGGACATACAATTACTAAAAAAATTAGTGGTAAACCTG
+TAGGGCCTAAGATGCACTATAAAGTGCGTCTTTTTTATTTATAAGCATAATTTTATTTTTCAATTCAGAA
+GGAAAATGTTGTTTTATGTCGAATATTATCATGGGTTCAACAAAAAGAAAGCGGAGGTAAACGTTCATGA
+ATATAGGGATTGTAGGTGCTGGTAAGGGCGGCACAGCCATTTTAAAAGCGATTTACGGATTGCCAGAAGT
+TTTTGTTGCGGGTGTTGTGGACATAGACGAAAATGCACCTGGGATGAAGTTGGCAAGAGAAAAGGGCATA
+AGGACTTTCACCAATTGCGTGGATTTATTAAAAATGCCACAACTAGATTTGGTGATTGAAGTAACGGGCA
+ATCCTAAAGTACAGGAAATACTGTATACACACAAGAGTGAAAACACAGTAGTAATTGATGCCAATGCAGC
+AAAATTAATGATGAACGTTGTTCAGTCAAAAGAAGAAATGACCAAAAAACTTTATATGCAAGCTCAAGAA
+TTAGCAAAAGAAGCCGAGAAACTTGGCAATGCGGTGAAAGAGATAAAAGGAGCAGCCCAGAATGTAGCAG
+AAGGAGCAGAGGAACTGGCTTTAATGAGCGCAAATCTAAACGATTCAGCGAATAACGCCAGAAATTACAC
+TCAAAACATAGGAGAAGTGCTTTCGTTTATAAAAAGAGTAGCCAGTCAAACAAAACTTCTAGGTTTAAAT
+GCGGCAATTGAAGCAGCTCGGGCAGGAGAGCACGGACGAGGCTTTGCTGTTGTAGCTGAAGAAGTTAGAA
+AATTGGCAGAAGAGAGCGCACAGGCTGTAGAACAGATTGGAAATATATTGAAAAATATAGAAAATTCTGT
+AGAAGCAATTGTCAATGAAATAAGCAAAACGACACAAATCGCAGAGCTTCAAGCAGGTTCTACTCAGCAG
+ATTGTAAGTGAGATTATGGAATTAGAGCATACAGCAGATAATCTAAAAAAAGTGGCTAACCAGCTTATAA
+ATTTGAGCTGAGGTATTTTAATAAAATTTTCTAGCTTAAGAAGGAAAATCATATTTTTTGTCGAATATAT
+ATTAATTGGATTGGTTATCCATTTTTCTGACATGATCCAGCAGGGTTTATGCGGCTGTTTCGGCGCCCGT
+AGATTCCGCTGGTGGTAATAGAAATACAGGGAAGGGGAGGGTGTTTTTCAAAAACACCTAATCTCCAAAG
+GAAGGTTATTACCTTTTTTCTTAAAATGATATAATATAAGTGAAAGATATAATGAAGATCTTCTGATGCT
+CCTCACGATAAAGGTTATAAATACTTGCTTTCTCACAAAAAAGTCTTTATTGAGCTTTTAAGAAGTTTTG
+TCAAAAAGGACTGGGTAAATGAAATAGATGAATCTAGCTTGATCCGTATAAACAAATCTTTTATACTGCA
+GGACTTTAAAAATAAAGAAGCAGATCTTATCTATCGGGCAAAATTGAAAGATAAAGATGTTTTTTCTACG
+TATTGATGGAATTTCAGTAAAAAATTGACTTTCAAATGCCTTACAGGCTGCTTCTGTACATAGTTGAAGT
+TTGGAGAGAAATCTTAGGAGATATTCCAATAGAAGAGCAAAAAAGGAAAGATTTCAAATTGCCTGTAGTT
+ATTCCTATTGTGCTTTATAATGGAGTCAACAGATGGACTGCTTCTTTGAACTTCAAAGAAATAGTAGACT
+CATATCAATTATTTGGAGAGAACTTAATAGATTTCAGGTATATATTAATTGATGTAAATAGAATATGATG
+AAGAAGAGCTTTTGCAGTTATCTAATTTGATAAGTAGTATATTCTTACTTGATGGACGAATAGATAAAGA
+AGAATTAATTGAAAAATTGAGAAAAGTAGCGGATACCTTAAAGAACATAGCTGAGGAAGAATTCATAATA
+CTTAGAAATTGGCTTTTCTCAGTTGTATCGAGGTTTCTGCCAAAAGATAAGGAAAAAGAGGTAAAAGAGA
+TTTTGATGCAAAGTGAGGGGGTGAAGGAGATGATTTCTAATCTTGAGCGAAGCTTGAGAGAAGAATTTAG
+GAAAACGAGAAGAGAAGCATTACAAGAGGGATTGAAAAAAGGAAAACTAGAAGGCCTAAAAATAGGGAAA
+ATAGAAGGGAAAATAGAAGGAATACGCATGGTAGTATTTGAACAGCTCAGAGAAAAATTTAGAGATATTC
+CTATAGAATATATAGAAGGCATTGCAAAACTAGATGGCAAGACTTTGCTCCAGTTAGCAAAAGACATTTT
+AAAAATGGAAAAATTAGAGGAGTTGAAAAAATATATAAATTGAAATAAGTTTGAACTATTTTTTCACCTA
+AGGAAAGAAAAAAGCTAATTGTACGAAATCATAATTTCGTATAATTGGGTGGACGGGGGATTTTTTATTT
+TTATGGAAATCAAAATTTCTAGAGAGGGTTTTAAATATGGAGATAGAATTAATTAATTTAAAACGCCAGT
+ATAAAAATTTAAGGGACGAAATAAATAAGGCAATAGAAAAAGTTTTAGAAAATGGACAATATATCCTAGG
+TCCAGAAGTAAAAGCTTTTGAAAAAGAAATAGCAGAATATTTGGGTATAAGATACGCAATAGGTGTAGCA
+AATGGGACTGATGCTTTGGTGCTTTCATTAAGAGCTCTCAATATAGGACCAGGAGATGAAGTTATAACAA
+CTCCTTTTACCTTTTTTGCAACAGCAGAAGCAGTTTCTCAGGTAGGTGCTACACCAGTTTTTGTCGACAT
+AGACCCAGATACGTACAATATAAATCCGGATTTGATAGAAGAAAAAATTACTAAAAAAACAAAAGCTATT
+ATACCAGTACATATTTTTGGACAACCCTGTGATATGGACAAAATCATGGAAATTGCCAAGAAACACAATT
+TATACGTAATCGAGGATGCATGTCAAGCAATAGGATCAGAGTATAAAGGCCAAAAAGTAGGTACTTTTGG
+AGATGTCGCCTGCTTCTCATTCTTTCCCACAAAAAACTTAGGCGGTTATGGCGATGGAGGAATGGTGGTA
+ACTAATAATCCAGAGATAGCTGAAAAAGTAGACATACTCAGAAAACATGGCAGTAAAAAGAAATATTATA
+ATGAAGAAATTGGATATAACAGTAGACTCGATGAATTGCAGGCTGCAATTTTAAGAGTAAAATTAAAATA
+TCTTGATGTGTGGAATAGTCAAAGGATTAGTGCAGCTAATAAATATAACGAACTATTAAAAGATTTATCA
+GATGTTATAAAAAGTCCATATAAATTACCAGAAGTTAAACACATATATCATTTGTACTGCATACAAAGTG
+AAAAAAGAGAATTTTTAATGGAAAAATTAAAAGAAAATGGCATTGCAACAGGGATATACTATCCTGTGCC
+ATTACATCTTCAAAAGGCGTATGCTAATTTAGGCTACAAAGAAGGCGACTTGCCAGTTGCTGAAGAAGTA
+TGTAGAAAAATTTTTGCTATACCGATGTATCCTGAAATTACTGATGAAGAGATTAGCTATATCAGTAAGG
+TACTGCACAAAATTGTAAACGAAGGAGATTGAGATTGTGGAGAGGGAAAAAGAGTTTAACAGTACATACT
+ATGAACTTTTGGACAAAATAGAGAGCAAAAAGGCAGTAATAGGGGTAATAGGATTGGGCTATGTAGGATT
+GCCTCTTGCAGTGGAAAAAGCTAAAGCAGGATATAAAGTAATAGGATTTGATATTCAAAAGCACAAGGTG
+GAAAAAGTAAACAACGGTATAAATTACATTGGTGATATCCTAGATGGAGACTTAAAAGAAGTAGTTGAGC
+AGGGAAGATTAAAAGCCACAAATGATTATGCTTTTTTAAAAGATGTGGATGCAGTTGCAATATGTGTTCC
+TACTCCTCTTGATAAAAATAAACAGCCTGATTTATCCTATATAATTAACTCTACCAAAGAAATAGCGAAA
+TATTTACATAAAGGCATGTTGGTCGTACTTGAAAGCACTACATATCCTGGTACCACTGAAGAAGTTGTAA
+AACCTATTTTAGACGAGACTGGCTTGATATGCGGAGAGGACTTTTTTTTAGCCTATTCTCCTGAAAGAGT
+AGACCCCGGTAACAAGGAGTATAAGACAAAAAATACTCCTAAAGTGGTAGGCGGCGTCACAAAACAGTGT
+ACTAAAATTGCTGCTGCTCTTTATAGAAATGTCCTTGAAAGTGAAGTGTTTGAAGTATCAAGTCCCAAAG
+TAGCAGAGATGGAAAAAATTTACGAAAACACTTTTAGAAATATCAATATAGCATTAGCTAATGAAATGGC
+TATTATATGTTATCGCATGGGTATAGATGTATGGGAAGTAATTGAGGCAGCTAAAACAAAGCCCTATGGC
+TTTATGGCTTTTTATCCCGGGCCAGGACTTGGTGGCCATTGCATCCCTATAGATCCTTTTTATCTTGCTT
+GGAAAGCAAGAGAATATGACTATCATACAAGGCTTATTGAAACCTCAGGTGAAATAAATAATTACATGCC
+AGAATTTGTGGTAGAACGCATTTCAAGGATTTTAAATAGATTCAAAAAGCCAATCAATGGTTCAACTATA
+CTCCTTTTAGGAGTAGCCTATAAAAAAGATATAGATGACATAAGAGAATCACCAGCCCTAAAGATAATCT
+CAATATTGGAAAAAGAAGGAGCAGTAGTAAAATATAACGATCCTCATGTACCTGAGTTTAAACACAATGG
+CAAATTGTATCATTCAGAGAACCTAACTGATGATTTACTAAGTTCCTCTGACCTTGTTGTAATTACAACA
+GACCACACAAAGTACGATTATGAGCATATAGTTAAGACAGCAAAATTTGTATTTGATACGAGAAATGCTA
+CAAAAAATTTAAAAGAATCAAGAGAAAAAATAGAAGTGCTGTAGGTGATAAAATGGATAAAAAATTAAGA
+TTTGGATTAATTGGTTGTGGCAGGATTTCTTTTAAACATATTGAAGCTTTAGTGAATAATCATGATAATG
+CAGAATTAGTTGCACTGTGTGATTTGGAAATTGAAAAGGCTGAGTTATTGAAAAAAAGATATAGAGAGCT
+ATTGGATGAAAAGAATGTAAAGATAAATAACATAGAAGTATATCGGGATTATCAAGAACTGTTAAAAAGG
+GACGATATAGATATAGTGAGTATTGCTACATATTCAGGTACACATGCTGAAATAACTATAAATGCCTTAA
+AATCAGGTAAACATGTAATTGTTGAAAAGCCAATGGCTCTATCTATCAAAGATGCAGATGAAATGATTGA
+AACTGCTAAAAAGTATAACAGAAAACTAACTGTATGCCATCAAAATAGATTTAATTCAACTGTTCAAAAA
+TTGAGAAAAGCTGTAGAAGAAAATCGTTTTGGCAAATTGGTTCATGGAGTTGCCAGTATAAGGTGGAACA
+GAAATGACGATTATTATAGACAAGCTTCCTGGAGAGGTACATGGGAACAAGATGGCGGTACTTTAATGAA
+TCAGGGCATACACAATATTGACCTTCTCCAGTGGATGATGGGACCTGTTGAAAGACTCTATGCTGAAGCA
+GACACATTTTTAAGAAATATTGAAGGAGAAGACATGGGAGCAGCAGTACTGCGATTTAAAAATGGTGCTA
+TAGGAATTATAGAAGGAAGTGCTTGTGTTTATCCTAAAAATCTTGAAGAAACCTTGAGCATATTTGGAGA
+AAAAGGTACAGTGAGAATTGGTGGAGTTGCTATTAACAAAATAATTGACTGGAAATTTGCGGATGGATTA
+GATGATGAAGAAGAAGTAAAAAAAGAAGCTAACTATGAAGACCCCGATACAGTATATGGTTATGGTCATA
+CTCCTTTATATAGAGATTTTATTGATGCAGTACTAAACGATAGAGACCCTTACATAACAGGCGAAGATGG
+TAAAAAAGCTGTTGAGATAGTATTGGCAATTTACAAATCAAGAAAAACAGGTTTACCAGTAGAATTTCCT
+TTAAAAGATTTTTCAACACTTGATATGAAGGAATGATGAAAATGAATTACATATCTGAGAAAGCCAAAAT
+AGGGCAAAATGTAAAAATAGGCTATTTTACAGTTATTGAAGATAATGTGGTAATAGGAGATAACTGCGTT
+ATAGGAAATAATGTCACTATATATAAAGGAAGTATCATAGGTAACAATGTGAGGATTGACGATAATGTAG
+TAATTGGCAAACAACCAATGAGAGCTGCAACTAGCATCTTTAAAGATAAACAAGAAAAACCTCCTTGTAA
+AATAGGAGATGACTGCATAATAGGTACTTCTGCCGTGATATATGCTGGCTGTGAAATAGGTAAAAAATGT
+TTAATTGCTGATTTAGCAACTGTTAGAGAAGATGTAGTGATAGGTGATATGACTATTGTAGGAAGAGGTG
+TAGCAATAGAAAATTACTGCAAAATAGGAAGTAGATGCAAAATCGAGACAAATGCCTATATCACGGCTTA
+TTCAGAGTTAGAAGATGAAGTTTTTATTGCTCCTTGCGTAGCAACCTCAAATGATAACTCGGCTGGAAGA
+GATCCAGACAGATTTAGCAAGATGAAAGGAGTAACTGCTAAAAGAAAAAGTAGAATTGGAGTCAATGCTA
+CAATTTTACCCGGAAAAGTAATAGGTGAAGATGCCTTTGTTGGAGCTGGTTCAGTTGTGACTAAAGATGT
+AGAAGATGGTAAGATTGTGGTAGGGAATCCAGGGCGGGTTAAGAAATAAAAAAAGTAGGAAGTTATCTAG
+CTCTTCCTTAACAAAATTAGTATAACGTGGTTAAAGTTGTATGGAACATAAAAGTTGAGTTATATAAAAA
+ATATTTGAGTTTTCGGTAGTTAATTATTTAGCTAAACTAATTTTAAAGAAAGGTTGGTAAAGTAAATGAG
+AGATAACCGTATTCAGGATGTTGCTCTAATTTCATCTTATAATCCTTATATTACAAATTTAGGAGGGTTG
+CAAATACATCTTTTACTTTTAGAAAAGGGATTAAGATTAAATAACGTTAATGTTGTTACTAAATATTATA
+CTTTTTCTAGTTTTGAAAAGGCAAAATTGGTTTTTAGATATCCTTTTTATAAATTTATGAGTTATAAAGA
+TAGAGTAATTACTCGAACAAAACTAATAGAAAAATTTTTTAAAAAGCAACATTTCGAAATATTTCAGGTA
+GTGAATGCTCATGATGTTATTTCAGGGGCATTCTGTAATAGTAAAAAAATAGTTTTAACACTGCATGGAT
+ATTATACAAGAGAAGCTATAAATTATGGAGGCTTTTCAAAAGAAGATATTCCAGATTTCGAGAGATTTGG
+GAGAGATCTTGAGAAGAGGGCAATAGATAAAGCTCAGAGAATAATTACTGTGGATAGCAGAATTAAAGAA
+TATGTAGTAAGTGAATTTTCTTTTCCTAAAGAAAAGGTTGACGTCATTTTCAATGCAGTTGATATAGATA
+TTTTTAAACCAATCAGTGAATTAGAAAAAAAGCAAATTAGAGAAGAATTAGGATGGGGAGAAGAAGATTT
+TGTTGTTTTTATACCGCGAAGATATGTAAAGAAAAATGGGGTTATTTATGCTGCCAAGGCTGCAAATATC
+TTAAAGGAGAAGGATATCAAGTTTATTTTTGCAGGTATAGGACCATTGAAAGAAGAAATTCTAAATATCA
+CTCACAAAAATAAGAATGTTAAAGTTCTAGAGGGTATTCCGCATGACGAAATTGTAAAATATTACAAAGC
+ATGTGATGTTGTTCTTATACCTTCTATAACATCTGATGGTGTAGAGGAAGCTACATCACTTTCGATGCTT
+GAAGGTATGTCTTGTGGTAAGATTGTAGTTTGTACTCCTATTGGGGGGATGAAAGAAATTATAAAACATG
+GTGTAAACGGCTTTTTTGTTGAGCAAAAATCAGAAGAAGCTATTGCTTATATTATAGAAAAGATAAAAGA
+AGATTTTTACAAATTAGATTCTATTAGACAAGAAGCAAGGAAGTATATAGAAAAGAATCATTCTTATATT
+GTTCATGCACGCAAGTTCATAGAAGTTTATGAGAAAGCTATAAAATGATATAAAAAAATGAGAATAAAAA
+ATTTTAACCACCTTCATTGGTAGATAAGAGTTAGTATTTGGAGGGTTTATAGTAATAATGTTTACTTTGA
+TAGTGGTTCTAATTTTAGGATTAATGATTGTTTTTTTTGAAATATGGAGATGGAGAAAAATAAAATTTAT
+TGATTTCCTTAGGGGATTTAATATTGTTTATTTTATTATATATTTCCTCGCACCTAGTTACATAATACTG
+TTTGACTTTAAAGTTGATTCTCTTCCTCCATCTTCAATGTGGATTTTTAATATAAACTATAAAGACGCTT
+ATTGGAGTTTTCTTGCTTCGGTGATATCTGTTATAGGTTTTTTTTGTACAGTAGTAGGCTACTATTTAGG
+GCTTTCAATATTTAGGAATATTGGTTGTAGTATTAATTTTAAGTTAAATAAAATCAGTGATTCTTATTGG
+TTACTTTTAAGCATTATTGTACTTTTTTTGGGTTTTTTTTCTTTGGGATTATATATATACAAAAGATCAG
+CACCTCTTTTTGACCTAATTATGTATTCAGGTTTACTAAGAAGTGGAATTAAAGTAAAGGGAGTGGAAGA
+AACATCTTTCACTTTTCTTACTTTCTCTTTGATCGTTACTTTTTCTTCATATGTCCTATTAGGACTTAGT
+TTGAATAAATTTTCTTCATTTAAGAAGCGTTTTTTATATTTTCTTGGTTTTGGAATTTCTGGTATTCTTT
+CTTTACTTGTATTAATTCTAAAAGCTGGAAGATTACATCTAATTAATTATTTACTTGTTGTTTTTTTAAC
+TTTGTACTCTACGTTAGAAAAACGTATATTTAGAATTTTGTTTCTTGTCCTCTCTCTAGGAGTAAGCTTG
+TCAATAATTTTATATGGGAAATATTGGTTTGGAATAAGATTTGGAAAGCCTATATACAATAGTTTGCAAG
+ATATTTTCTCTAATTTTTTTGCTGAATTTTCTTTTCCATACCTTTCTTTAATCAATATACTTTGTAATGT
+GCCTATAAAAACTTCTTATCGCTATTTTTTAGATTTTCCTCTAGGAATTTTAAGAATTCCGTTGGGATTA
+ATATCGAAAATTTTAGACATTAATATAGACTTTCCTTTAACTCTATCTCAAGAGAATACATTAATTATTT
+TGGGAACAGAGAAAGGTGGAATTCCTGTAGATATCCTAGGGGCAGGTTATTTTTCAGCAAATATCTTTGG
+AGTAGTTTTTATAATGTTTTGTTTAGGTATGCTTTTAGCGTTATTTGAAAGAATATTCAGCAATGTTTCT
+AATCCTGTGCTAAGATCTTTAAAAATAGCTTGGATATTATATTTTTCAACGATGGTAGTACTATACGCAG
+ACCCAGCAATTCTTCTTTGGGATGGAGTTTATCTTATTTTTCCCACTATAGTTTTTTTGATGTTGTATTT
+GTTATTAAACTTCAAAAAATATTCCTTTTAAAAATGTAGAGGAGGTAATTATGAATAGAATTAAGGTACT
+TCAAATAATACCTAATTTTGGTTATGGTGGAGCAGAACGCTTAACAGTAAATCTAATGAAATATTTAGAT
+AAAGAAAAGTACGAAGTAAGAGCTATTAGTATGTTCGATTCGTTAAATACGGAACTAGAGAAAATATTAG
+AAAATGAAAATATACCAGTTTATTACCTGGGGAAGAAAAAAGGATTTGATCCAAGGATGTTTTTTAGAAT
+TGATAAAATAATAAAATCTTTTAAACCTCATATTGTTCATACCCACCGGTATGTTCTTAGATATGCATTG
+CCTTCTCTGTTGCTTCATAAGGTACCTGTAAAAGTTCATACTGTTCATAATATTGCTGAAAAGGAAGTTG
+ACAAAGTTGGCAAATTGGTTCATAAAATTGCTTTTTCTTTTGGGGTGATCCCAATTTCCATATCAAGATT
+AGTTAGTGAAAGTTTGACTTCTGTTTATGGGGTTAAAAACATTCCATTAATTTTAAATGGTATACCTGTT
+GAATATTATCAAAAGGCTAATATAAACCGGGAAGAGTGGAGAGAAAAAGAAGGCTTTCAAAAGGAAGATT
+TTTTGTTTGTGAATATAGCAAGATTAGCGCCGCAAAAGAATCAAGCGTTACTTATAGAAGCATTTGCAAA
+AGGTCCTGCGAGACATGATAATTCCAAGCTAATTATTGTAGGAGATGGAGAAGAGCGTGAAAGGCTTGAA
+GAGATAACTAAATTGCATAGACTTGAAGAAAAAGTTTATTTCCTTGGGATAAGGACGGATATTCCAGATA
+TTTTAAATGCTTCTGATGTGTTTGTTTTATCTTCAGATTGGGAAGGCAATCCACTAAGTGTTATGGAAGC
+AATGGCTGCTGGAAAACCGGTGATAGCAACGTCAGTAGGAGGAGTTCCAGAGTTAATACAGAATAATATT
+ACAGGAATTCTTGTTCCCCCAAAGAATGTAAACGCTTTTTCTAAAGCAATGCTGATGTTAATTGAGAACA
+AAGATTTATGTCAGAAGTTAGGAGAAAAGGCTAAGGAAGTTGCTGAGAAAGAGTTTGATATTAGTGTAAT
+GGTAAAAAAGTATGAAAAATTGTATGAAAGTTTATTGCAATTTAAGTTGAAAAAGGGAGCTTCTTTATTA
+TGAGGTATGTAAGGATATTATCAAAATACTTAAGAATACTTCTAGGGAAAAGTGCTTTACATGTTAACCA
+GGGAATTGGAAAAATTTACTCTAAAGAAGGGATAAAAGGGTATTATAATGATTTAACTTTAAAAGTTAAT
+TGGCATGGTGAAACTGATAAAAGAGGTTTACCTATGAATGTCAAAATGGATGGGGAAAAGATTTATTTTC
+CTACTACTGTAATTCAATATGGTTTGGGCAATTACGATTTGTATTTGCTAACGAAGCAAGATATATATTT
+TGAGCAGTTTTGGAAATCAGTTAATTGGGTTGTGAATGAGCAAGATGAATTGGGAGGATGGGATGTATTT
+GAAAGGATTGGAAGTAAAAAATTTTACAAATATTCAGCAATGACTCAAGGAGAAGGAGCATCTCTATTGA
+TAAGAGCTTTTCAGGAAAGTGGCGATGAAGAATTTGTGGATAGAGCTAAAAAAGCGATAGATTTAATGTT
+GCTTCCTGTGGAAAAAGGTGGCACTGCGAGATACGTTAATGATAAGTTATTTTTGGAAGAAGTGGTCGAA
+TCAAAGCCTGTATTGATATTAAATGGCTGGATATTTGCCGTTTTTGGCTTATACGATATATTCAAGGCGA
+CTTCTGATGGTAGATACAAGGAAGCGTTGCAAAGAACGTTGGATACCTTGAAAGATGAGTTGTACAAATA
+TGACACAGGATATTGGAGTTATTACGATCAGTGTGGTAATCTTGCGAGTCCATTTTATCATAAGTTGCAT
+ATAGCTTTGCTTGAAGTTTTATATGAGCTTTTTAATACGATTGAGTTTAAAACAGTAAAAGAGAAATGGG
+AATCATATTTATCAAACAAATTTAAAAGAACTAGGGCTTTTATTGTAAAGGCATATCAAAAAATAAAGGA
+ACCCGGAGAGGTTGTATTAATTAAGTAGAGGAGAGTTGATATGAAAGGGATGAAGATAGCATATATCACG
+TCGCAGACACCTTATGGGAAAGGTGAACAATTTATACTTCCAGAGATTTTAGAAGTTATAAAAAAAGGTC
+ATGATGTTGTTGTAATACCAGTTCGACCCGAGAAAGAAATTGCATTAGGAGATGAACCAAAAGAGGTAGC
+TAAATTTACAATGCATATTCCTCTTTTAAGTTTAAACTTAATATTAAAGAGCTTTTTAATTTTTATAAAA
+CATCCTTTAAGGGTTGTTGAGATAATTTTTAAGATATTAAGACATTCAGGTAGTCTTGGAAAAATATTGA
+AGAATCTACTCATTATACCAAAAGGTTTAGTTGTTAGCGAGATTTTAAAAAAAAGAAAAATAAATCATAT
+TCACGCTCATTGGGCTTCAACTCCTTCAACTTTAGCTTATATTGCATCAGAATTAACAGGTATACCATGG
+AGTTTTACAGCGCATCGTTGGGACATCGCAGAAAATAATATGCTAAGAGAAAAAGCTAGAAGTTCTAATT
+TTATAAGAGTTATTGATAAAAATGGGTATGATGAAATACTATCATATGTCAAGGAATATAGAGATAAATT
+GTATATTTTGCATGTTGGGGTTAAGGTGGATGTTAATTTTAAAAAATTAGATCTCAAAAAAGCGAATCGA
+GCTCTTTTAATAGCGGTACCTGCTAATTTTGTAGTTAAAAAGGGACATATCTATTTAATTCAAGCTATTA
+AAAAGGTGATAGAAACTCAAAATTGCAATGTTTATTGTTATTTTTTTGGGAAAGGACTTTTAGAAGATGA
+ATTAAAACTAACAGTTACCCAACTAAATTTAGAAGATAGAATTTTTTTCAAGGGGCAACTACCACATGAT
+GAACTTATAGAACTATATAGGAGTGGAAAGATTGATTGTGTCATATTGCCGAGTATTGTGACAGACGATG
+GTGAAAAGGAAGGTATTCCTGTTTCTCTTATGGAAGCAATGGCCCATAAAATACCGGTTATTTCTACTAA
+TACAGGTGGTATACCTGAGTTATTAGAAGGTGGAGCAGGAATTATAGTTGAACAAAAAAACTCAGATGAA
+TTGGCAAAAGCTATTATGAAATTAATTAACGATGAAAAACTGAGGGAAGAGTTAGGTGAAAAAGGTTTTG
+AGAAAATAGAAAAAGAATTTAATTTATCGAAAATTGTAGAAGAGTTACTATATTTGATGGGTAATAATTA
+AAATGGATTTTGAGGGAGTAAGGAATTATGAAAATAGTAACTATTATCGGTACTAGGCCGCAATTTATTA
+AGGCTGCTACAGTCTCGAGAAAGCTAAAAGATTTCAATGATATGAAAGAAATTATTGTACATACAGGACA
+GCATTATGATGATAATATGAGTGATATATTCTTCAAAGAACTTGAAATTCCTCAGCCTGATTACTATCTT
+GGTATAGGATCAGGTAGTCATGGAGTACAAACAGCTCATATGCTTGAAAAAATTGAAGATGTTTTAATAA
+AAGAAAAGCCTGATGTAGTATTAATTTATGGTGATACAAATTCTACACTTGCAGGAACACTCGCTGCATC
+GAAGCTCCAGATTCCTGTTGCTCATGTAGAGGCTGGGCTTCGCTCTTTTAATCGAAAAATGCCAGAAGAA
+ATTAACCGTATAGTTGCAGATCATGTATCTGATTTACTTTTTGCTCCTACAAAAGTGGCAGTAAATAATT
+TAATTAATGAAGGGATAGCTGAAGATAGGATATATTATGTTGGAGATGTGATGTTTGATGCTGCTATATT
+TTACGGAGAAAAAGCAGGACAGCAGAGCAAAATATTAGAAACTTTGGATTTAAAACCCAAGGAATACATC
+CTTTCTACAATCCATAGGGCTTATAATACTGACATTCCTGAAAGATTGAAAACAATTTTTAATGCGCTTT
+GTAAAATAGGGAAGGATATCACGATTGTTATGCCACTTCATCCACGTACAAAAGCTGCATTATTAAGAGA
+GGGACTCTATGAGAAAGTATCGGAAAAACTGAAAATAATAGAGCCAGTTGGGTATCTTGATATGGTTAAA
+TTAGAAAAAAATGCAAAGCTCATAATTACTGATTCTGGAGGAGTGCAAAAAGAAGCATTTTTTTATAAGG
+TACTATGTGTTACATTAAGAGAAGAAACAGAATGGGTAGAACTTGTGGATTTGGGATGGAATTATCTTGT
+ACCTCCAGATTGTGAAAAATTTATTGAAGAAAGTATAAGAAAAGTTTTGAATGCTCCACATGGTTTAGAT
+GCAGAGCCTTATGGAGATGGGAAGGCGGCAGAAAAAATAGTTAAGGTGTTAAGAAAATATCTGTTGTAAG
+GTAAGATTTAACATAATGAGGTAAGGTGATAATCTTTGAGTGGTAAAAATATTTGGATATTAAATCATTA
+CGCAATTAGTCCTGACATGGCAGGTGGAACACGACATTATGATTTTGGCAAAGAATTGGTTAAAAAGGGA
+TTTACTGTAACAATATTCGCTTCGGGATTTGACCATGTTACAAAAAAACACCTAAAAGTTTCTGCGAAAG
+AATCGGTTAGAGAAGAAGTTTTTGATGGAGTAAGATTTGTATGGCTTAACACTTTTCCGTATACAAAAAA
+TGATTGGCGAAGAGTAGTAAATATGATTTCTTATGCTTTTAGAGTTATTAAAGTCGCTAAAAAATTTGAA
+AAGCCTGATATCATAATAGGATCTTCTATGCATTTTTTTGCTCCTCTTGCAGGATGGTGGTTGTCTAGGA
+AATATAAAGCGAGGTTTATTTTTGAAGTCAGAGATTTATGGCCTCAGACAGCAATAGATATGGGAGCAAT
+TAAAGAAAATTCGATCCTTGCTAAGTTGTTATATATATGGGAGAAATTTATGTATGAAAGAGCAGAAAAA
+ATTATAGTATTATTACCTGATGCAAAAAGCTATATAGCCAAAAGAGGGATGCCGGAACAAAAAATAGTAT
+GGATACCGAACGGTGTAAATATAGAGAGGTTTGAAACGGATATCTCAATTGATGAAAACCTTGAGGTTTT
+TGAAGTATTCAAAAAATATAAAGACAAATTTAAAGTGGTATATGCAGGAGCTCATGGACCTGCTAATGGT
+CTTGAAGTTGTGATAGAAACAGCGGAATTATTGAGAGATTATGAAGATATCCAGTTTATTTTAATAGGAG
+ATGGGGTAGGGAAAGAGAGTTTAATTGAAATGGCAAACAAAAAGAAATTAACTAATATTGTTTTTTTATC
+ACCTATTTCAAAGAAATTTATACCAACAGTGTTGAGAAAAGCTGATTTGTTGTTACATTCTCTAAAACAT
+ATGGATGTATTTAAATATGGGATAAGTCCAAACAAGATATTTGATTACCTTGCAAGTGGTAGACCTATAA
+TTTCCAACGTAAGTGCTTCAAAGGAGATAATAGAAGAAGCAAATGCTGGTATAATTGTTCCTCCAGAAAA
+TCCCAAATTACTTGCGGAGGGGATATTAAAAATAAAAAATTTATCAGAAAAAGAGAGAAACCAAATGGGT
+TTAAATGGGAGAAAATATGTAGAGCAACATTACGATATAAAAAAATTAACCGAAAAATTAATCAAAGAGT
+TAGAGTTATGACTTTTACTTAAAATGTTAATGGCTAGTTTACTGTTAATGATATAGAGGCAACTAAGACA
+ATTAAAAAGTTAGTCGAAGATGAAAGCTTGAAAGCCAAAATGGGAGAAGAGGGTAGAAAAATTATACAAG
+ATTATGCTATTGAAAAAGTTTTAAACGAAATGGATGAGATATATAGTCTGTATTTGTAACTAGTAAGATT
+TTTTGAGGTGAAGTAAATGAATAATTTTGCTGAAGAATTGACGTATTGGTATTTTCGCTTAAATGGATTT
+TTCTTATTACAAAACTATGTATTGCATAACATTGGACAAGGAGAGCAAAGAGGTACAGCAGATTGTGATT
+TATTGGCAATTAGGTTTCCTTATGTTTACGAAAAAGTTGGAGGACAAAATAAAGACTGGGATAAAGAAAA
+ATTTTCCACATGGGGATTTGATATTGATAGAGATAATTTAGCTTTGATTATAGAAGTAAAATCGGGAAGA
+GAATTGAAGAAGAATAAAATAGAAAAATCTTTTTCTCCTGAGAGAGTTAAAACTGCACTTTATCGTTTTG
+GAATTTTTTCTCATAAAGATGTTCATCGTATTCATGAAAATTTGCTAAAACAAAAGTATGTAAAAGAATC
+TTCTTGGACTATAGCTAAAGTATTAGTTACAGAAAAGGCAAAGGAAATTGAAGGGAATTGGCTTAATCTA
+AGTCTTGATGAGATAGATAAATTTATCCATAAACGGATTAAATCTTATTTGCATGATAAATATGCAGATC
+GTATGTATTTCCCGAGTATTCTCATTCAATATATTGCTTGGAAAGATAAGAATAGAATTTTAAATGATTG
+CTGAGATAGTTTTACCACCACTTCCGTTAAGGAAGGAGGAAAGTTTTATGGCAAGAAAGTTTTCTGATAG
+GACAATGGCTATTTGTGGAGAGATTTTATCTGAACTTTTTTCAGACGGAGAGTTGCAAAATTTTCTTTCT
+AGGTTTGGACTACTTGATATTTATCGTCGTTTACCCCAAGGTACAGGGAAGTTAAAACGAATTCAAGAAG
+TTATTGCTTATCTTAATCAACTTAATAACACTGAAAACAAAGACAAGATTTGGGATGATATTGTTATAGA
+AACGGTTAAAACAATTAAGCAAATAGAAGAGAGAGCACCGGTTTCGAGTCTGGTAATGGAGAAAATAAGA
+AAATTAGAAGAGTGTTTAGCACTAGATGGGTATCAAATTGAAAATGGAAAGATAATTAAGGCTTTGCCTG
+CACCCACAGAAACTATCCACATACGAGATAGACTTGAACAAAAATTACTTGATTTAGGTTGGTTCGTCCC
+TTTACAACATCTCCAAGATGCTCGAGAAAATTATGCTGAAGAGCGGTGGGCGGCAGCTAATGCGTCTATT
+CGTTCTTTTCTTCAGGCGATATTCGATAACATAGCAGAGGCTATGCCGAATTTTCCTAAAGAAGAGTTAG
+TTCCTGGAGGAGCGCGGCGCCAATTTTTAGAAACAATAGGGTTTTTAACTAAGGAGGAGGCAGAGTTAGT
+GCGTGCTCTTTTTAAAATTCTCGCCACCAAGGGTTCTCACCCCGGCCTTTCGGACGAAAGTGATTGTTCC
+TCAAGAATTTTGATGTCTATTGGAATTGCTTGGCGATTCCTTTCGCGATTTTTAGAAAAAGGGGGGAATT
+TTTCTTGAAATTAATTATAAAAAGATTAATTGACATTTTTGTATCACTTTTTTTGTTAATTATTTTGTCT
+CCTTTTTTAGTCATCATATCGCTAATTGTTTTTGTTGCTATGGGACCGCCTGTTATATATAAACAGACAA
+GAGCGGGGTTTAAAGGAAAGCCTTTTACAATATATAAATTTAGGACAATGACTAATGAAAAAGATGAATA
+TGGTAATCTTTTACCAGATGAAAAACGCCTGACTAAAATGGGTAAATTCCTTAGAAGTACAAGTCTTGAC
+GAGTTACCGGAATTATTTAATGTTTTAAAAGGAGATATGAGCTTAGTGGGGCCAAGACCCTTACTTATGG
+AATATTTGAATTATTATACAGAAGAACAAATGAGACGTCATGATGTAAAGCCAGGTATAACTGGTTGGGC
+ACAAGTAAATGGACGCAATAGTCTTTCTTGGGAAGAGAAATTTAAACTTGATGTATGGTATGTAGATAAT
+TGGAGTTTATGGCTGGATTTTAAAATATTATTCTTAACACTTATAAAAGTAATAAAAAGGGAAGGTCTTT
+CTGCTGAAGGTTATGCTACAATGCCAAAATTTACGGGAAGTAAAGATTAAGAGATGAAAGGGTAATGACT
+TATGTTAAAAGATTTATTTATTATTGGAGCAGGTGGGGTAGGTAAAGAGGTTGCGTGGATTGTAGAAGAA
+ATAAATAATATAAATCCTATTTGGAATATTGTTGGCTTTATTGACGATAATAAAGATTTGCATGATAGAA
+CTATAAACGGGGTAAAAGTGCTAGGAGGAATTGAGTATTTATTAAATCTTAAGAGGAAGATTTATGCTGT
+ATGTGCAATTGCAGATTATAAATCTAGAAAAAGAATTGTTACAAAACTAGAACGTTATGACCATATAGAA
+TTTGTAAACATAATTCATCCATCTGTCTATATCTCAAAAACAAATCATCTTGGTAAGGGGGTAATAATAT
+ATCCAGGTTGCATATTAACCACGAATATAAAAATAGGGGACCATGTTATAATAAGTCCCAAATGTGGCAT
+TGGACATGAAACTTTTATTGATGATTTTGTTACTCTACTTTGGGATGTAAATGTTGCAGGAAATGTAGTA
+ATAAATGAAGGTTGTTTAATAGGTTCAGGTGCTACGATAATACAAAACAAACAAATTGGAAAAGGTGTAA
+TTATAGGTGCAGGAGCGGTAGTTGTTGATGATATACCACCTTATTGTACAGCAGTAGGAGTTCCAGCAAA
+ACCAATAAAATTTCATGAGGAGGCTAAATAAATGAAGGTTCCTTTATCAAGACCAGATATTACCCAAAAA
+GAAATCGACGCAGTTGTAGAAGTTTTAAGGTCGGATATTTTAAGCATTGGACCCAAGATAGAAGAATTTG
+AAAGAAAGATAGCTGATTACGTAGGGAAAAAATATGCGATTGCAGTGAATAGTGGGACAAGCGCCTTGCA
+TTTAATAGTAAGGGCATTGGGTATAAAAGATGGAGATGAAGTTATAACTACACCTTTTACTTTTATAGCA
+TCTGTAAACTGTTTTTTATTTGAAAGGGCAAAGCCTGTTTTTGTGGATATAGATCCAGACACACTGAACA
+TGGATATTAACAAAATAGAAGAAAAAATAACAGAAAAAACCAAAGCAATTTTAACAGTAGATGTTTTTGG
+ACAACCAATGGACATGGAGAAGGTAAATGAGATAGCTAAAAAATATGGACTTAAAGTTATTGAAGATTCT
+TGCGAGGCGTTAGGTTCAGAATACAAAGGTATTAAAGCGGGAACATTGTGTGATGCAGGTGCTTTTGCTT
+TTTATCCTAATAAACAGATTACAACTGCTGAAGGAGGGGTAATTGTCACAGATGATGAAGAAATCGCACA
+ATTGTGTAGAAGCATGAGAAGTCAGGGAAGGCCCATTACAGGATTGTGGCTAGAACATGAGAGGTTGGGG
+TTTAATTATCGTTTGAGTGAGTTACATGCTGCTCTTGGAATAGTGCAGTTAGAAAGGATAGAAGAGATAA
+TTAAAAGGCGTTTAGAAATAGCTGAAAAATATAATGAACGATTGAAAGATGTCAAGGGAGTTAAAATACC
+ATACATTGCTCCTGAAGTAAATAAAATGAGTTGGTTCGTCTATGTGATAAGAGTAGATGAAAACATAGAC
+AGAGATAAGGTTATGCAGTATTTAATTGACAATGGTATAGGTTGTAGACCTTATTTTACGCCAGTACATT
+TACAATCTTACATAAAGGAATTAACTGGCCATAAAGAAGGAGATTTTCCTATAACAGAGAAAGTGGCAAG
+ATCTACAATAGCTTTACCTTTTTTCAATAAAATAACAGATGAACAAATTGATTATGTAGTCGATAAGTTA
+AAAGAGGCAATAAAGATATATAGTAGGTAAATGGGAGAGATTTATATGTGGAAAAACAAGAGAAAAATTT
+TATTATTGCTTATTGACATTATCCTATTGAATATAGCATATTTTCTAGCTTTTTATTTGCGCTTTGACTA
+TAATATTCCCCACCAATATTTTCTCTTATACAAAAAAACCTTTTACATAGTAGTTACAGTGACTGTCGTA
+ACATTTATCTTTTTCAAACAATACAATAAAATCTGGAGATATGCAAGTTTACATGATATTATGGATTTAA
+TTATTTTTACTACCATTGGCAGCGCTATGGCTGCTTTTGTTTTACTATTTTTACAAATACATTTGCCACG
+TTCTATTTATCCTTTATACTGGTTTTTGAGTGCATTGCTAATAGGTGGAAGTCGTATTGCTTATAGAAGT
+TATATGGAAAATAGCAGTAAAGTTAAAGTAAAGAATATAAAATACAAAAAAGTGTTAATAGTAGGTGCTG
+GAGATGCTGGGCGTATACTTGTAAGGGAGATAAAAAATCATCCAGAAACAGGCCTTAAGCCTGTAGCAAT
+AGTAGATGATGATGTGTCTAAATTACACAGAAGTATTGATGATGTGCCTGTTGTGGGGAAAATTGATGAT
+ATTCAGGAAGTTATTACGGAGAAGGAAATTGATGAAGTTATTTTTGCTATCCCTTCTGCGCCTAGAACTG
+TTTTGAAAAAAGTTATTGATAAATGTAGTGAAATGCGCATAAAAGTTAAGACATTGCCAGCTATTTATGA
+GTTAGTTGATGGAACAATATCAATAAGTAGCATAAGGGATGTTGATATAAATGATTTGTTAGGTAGAGAA
+CCTGTCAAAATTGATTTAGAGGAAATAAGTAGCTACATAAAAGGTAAAAAAGTTATGGTTACAGGTGGAG
+GAGGGTCCATTGGGTCTGAACTTTGCAGACAAATAGCCCGATTTTCACCCTCTCGCCTTATTATACTAGA
+CATATACGAAAACAATATGTATGAAGTAGAACAGGAATTAAAAAGAAAATACCCTGAACTTGATGTAATT
+TGCTTAGTCGCAAATATTAGAGAAGAAAAGAAGATAAATAAAATTTTTAGTGAGTATACTCCTGATATTG
+TTTTTCACGCAGCTGCTCATAAACATGTTCCACTAATGGAGGTAAGTCCTCATGAAGCTATTAAAAACAA
+TGTATATGGTACATTGAATCTTGTAAAAGTTTCTGACTTATATAATGTCAATCGCTTTGTAATGATTTCG
+ACAGATAAGGCTGTCAATCCTACGAGTGTGATGGGAGCTTCTAAGCGCATATGTGAGATGATAATTCAAG
+AATACGATAAAAAAAGTAAAACTGAGTTTGTTGCAGTGCGATTTGGAAATGTGTTGGGAAGCAATGGAAG
+CGTTATACCTCTTTTTAAAAAGCAGATTGCAGAAGGTGGACCTGTTACGGTGACTCATGAAGAAATTAAA
+AGATACTTTATGACAATACCAGAAGCTGTTCAGTTGGTTATACAAGCAGGGGCTATGGCAAAGGGCGGCG
+AAATATTTGTACTTGATATGGGTGAACCGGTTAAAATTATAGATTTAGCAAGAACGTTAATTCGGTTATC
+GGGTTTTGAGCCTGATGTAGATATACCTATTAAGATTATTGGTTTAAGACCAGGAGAGAAATTATTTGAG
+GAATTATTAATAAGTGATGATAAATACGTGTCGACGAAGCATGAGAAAATTTTTATTGAAAAGCCCGTTT
+CTGTCGATTATGGGGATTTAATTTTAACATTGGAAAAATATAAAGATAAGATAGATGATATGGATGAAGA
+TGAAATAAGAGAGTTTATAAAGTCCCTTGTGCCAGAGTATAATCCTGATTATCAGCGGTCCTTAATGGAA
+GAAGTTGCCGCTACTGAAATAGAATAGTTTTTGAATTTTAATAAGTGAGGAGATACGGATAATGAAAGTT
+TTAGTCACAGGTGGTGCAGGCTTTATAGGTTCACATATAGCAGATTTGTTTATTGAAAATGGATATGAAG
+TTGTAATAGTGGATAATCTTTCAACGGGAAAAGAAGAATTTATAAATAAAAAGGCCATTTTTTATAAAAA
+AGACATCACAGATGACGACTTATGTGAAATATTTGAAAAAGAAAAACCTGATTATGTGATACATCAGGCA
+GCTCAAATAGATCTACAGAAATCAATTGATAATCCTGTATTTGATGCGAAAGTAAATGTACTGGGGACAG
+TAAATTTACTGGAATGCTGCAGAAAAAGTGGTGTTAAAAAGATTGTATATGCTTCATCGGCAGCAGTGTA
+CGGAAACCCTGAGTATCTTCCTATTGATGAAGGACATAGAATAAACCCCATATCTCGTATAATATGATTT
+GGAAATTATCAAGAAGTTTTTTTACTTCTTGATAATTGAGCGTGCCTTTGCGAAAATTAATTTAGGTTGG
+TCTGGGGTCACTCTTAACACCCCCCTGTAGCTTTTCAAATACAGCCTACTCAAGTAAGAGTGAGACCCCT
+GCGGTGCAGTACTAGTTTCTCACTCGTGAGCTGAGCCAGCAGGCATTCCGGCCCCTAGATTCAGCAGGCT
+AGGGGTGTACCCCCGGTTGCCCTGTCAAGCTCTTATCGCCCGCGAGGCTGTTAGGTACCGCACCCGCAGG
+GCACGCCCCTAATCCTGGCCAACCAAAGGAGGGATATCTGGTGGCTCAGAGGTTATCTTTGCAGGCATCG
+ATGTCAGTGCCTCTAAGCTGGATCTCGTATGCATCGATGAAAATGGTAATCAACTTTCTCCTGCTAGGTC
+TTTCTCCAATAATGCTGAGGGCGCAAATGCGCTGGTGGATACTTTAGTTTCACTAGCAACTAAATCCAAT
+GTCTCGCAACTTAATCTTGGATTAGAAGCTACTTCTATTTTCAGTATTCCACTTAGAGATTTCCTTTTGG
+ATGCACCTCAGTTAAAGCCTTATTCGGTCCAGGTGTATGAAATTAATCCTTCTCTTGTATCCGGGTTTAA
+AAAAGCTTTCGGCTCAAGACTCCCTAAAACTGATGACTTAGATGCCTATATAATTGCTGAGAGGCTTCGC
+TTTGGACATCTTACTCCATACAGCCATGAAGTTTCTGTTACTGCACCTTTGCGTCAGCTTACAAGGCTTA
+GATTACATCTTGTCGAACTCCTTGTTGATGAGAAAAATCGAGCTTTGAATTTGCTCTTTTTGAAATTCTC
+TAATTACAAACAGGATAATCCCTTTACCAACGTCTTTGGCAGAGCGTCCATTGAAGTCCTGAAAGAATTT
+ACCCCTGATGAAATAGCTCAGATATCCATAGAAGAACTTGCAGAGTTTATTCAGTCTCACGGAAAAAACA
+GATTCACTAATCCTGAAGAAATCGCTACTGCTCTAAAGCAAGCCGCAAACCGTGCTTACCGCCTAAACTC
+TAAAATGGAACAGGCCTGTGAGATAGCTCTTTCTTTAACTCTTCAAAACATTGAGCATCTCAAAAGGCAG
+ATTAAAAGCCTTGATAAGGTTATTTCCAGAGAGCTTAAAGCTATCCCTCAAACACTTACTACAGTTAAGG
+GTTTAGGCGATGTGTCGGCTGCAGGAATAATCGCTGAAATAGGCGATATTAAGCGTTTTAAAAACGAAGC
+TTCTCTTGCTCAGTATGCTGGCCTCACCTGTACCCGTTATCAGTCGGGCGACTTTGACGCTGAAGAGCGT
+CGTTTGACAAAGAGCGGGAACAAATACCTCCGCTATTACTTGGTCATGGCCGCAAACTCGTTGCGGGTGC
+ACAACGAGGAATACAAGGCCTATTATCAGACCAAGTATCAGGAGGTTCAAAAGCACCAGCATAAGAGAGC
+GCTGGTATTGACTGCCCGCAAACTTGTTAGGCTGGTCTTTGCACTGCTGAGCAAAGGCCAAATCTACAAA
+GGGGCGGTGAAGAGTTAATTTTGTCTTTTAAAACCTATTAATTGCTACTTTTGAAGCCAATTTTTACCAT
+ATTAATTGGCTAAGGGTATTATTGTCTTTTTTTGCTTTGATAATTTTATTTTCCAATTTTAAGGTATTGA
+CATATTACCGTGAGTCTTACTATGGCATATCAAAGCACACACCAGAGCATTATTTTGAGGTATACAAGCA
+ATTGTATGGATTAAAATATACAATTTTACGTTATGCAAATGTGTACGGTATAAGACAAGACCCAAAAGGA
+GAAGGCGGAGTAATATCTATTTTTATAGATAAAATGCTTAAAGGAGAAAGACCTATTATTTTTGGAGATG
+GAAATCAAACGCGGGATTTTGTTTATGTAAAAGATGTGGCTAAAGCCAATCTTTTGGCATTGAAGAGGGG
+AGATAATGAGGTTGTAAATATAAGCACGAATAAGCCTACAAGTATAAATGAGCTTGTTGAGATAATGAAT
+AAAATCATGAATACTTCTTTGAAGCCTATTTATACAGAACCTAGAAAAGGAGATATAATGCATAGTTACC
+TTGATAATAAAAAAGCTTTGGATGTGCTTGGATGGAAACCGGAGTATAGTTTGGAAGATGGGTTAAGAGA
+GACGATTGAGTATTATAGGGTGAGATATGTAGAGGATGAGGTTGCAGTAGGGAAAAAAGGATAAGGTTTA
+TTGTAGTTTTATTTTAGGCATGGGAAACGTACCTGTAACATAATAGAGTATTTTAGCCTATTTTTATTTT
+TGTCGAAAAATGACGGAATTTTTATAATATTTTGCGTTGGATTTTGAAGGATGAAATGGTAAAATAGGAA
+TTAAAGAGAGGGAAAGATATGAAATGCGAAGACATTGTACAAAAAAGTGGGAATTTTTCTTTAATTTAAC
+ACTATTTTAAAACTTTTAAGAAGAAAGCTTACTAATGACATTTAAAATTACTATATCCGGATAATTTATA
+ATTTTCACAGAGAGGAGAATCTAAATGAAAATAAAATCTATGGAAATTCATAATTTTAGATCTATAAAAG
+ATCTGAGAGTTGATCTTTATGATTATGACGTTCTTATCGGTGCAAATAATTCTGGGAAGACGAATATTTT
+AACAGCTTTGCGAATTTTTTATGAAGATGGAATTAAATTTAATGAAGCAACTGATTTCCCAAAGTTTCAT
+ACTGACGATGAAGAGAGTTGGATTGAGATAGAATATGTGCTAACAGATGAGGAATTTAAAAATCTAAAAG
+ATGAATATAAAAATCCAGGTAATATTCTTAAAGTAAGAAAATATCTTAAATCAGCAGATAATAAAAAAGT
+TAAAACCAATCAAAGTAACATATATGCTTATGAAAATGGGAAGCTTTCAGAAAATCTGTTCTATGGGGCG
+AAAAATATTTCCCAGGCTAAACTTGGTTCTGTTATCTATATTCCAGCAGTAACTAAAACGGAAGAAACTT
+TGAAACTTACAGGTCCTTCTCCTTTAAGGAACATGTTATCTTTTGTAGTAAAAAAAGTTATTGAAACAAG
+TAATTCTTTTGAGGATTTAAAAAAAGCGTTTGAAGATTTTAATAAGAAATTTAAAGAAGAGGCGTCTAAA
+GACGGTGTTTCTCTAGAAAATTTTAGAAAAGAAATTAATAAAAATCTTGAAGGATGGGGAGTAGAATTTA
+ACTTAGTTATAAACCCTGTAGGGGCAGAAGACATAATAAAAAATTTAGTTACCCATAATCTTATTGATAA
+AATTTTAGAACAAGAAATGGATGTTAGTTTGTATGGTCAAGGATTACAAAGGCATCTCATTTATGTCTTA
+ATTAGTCTTTCTGCACAATACAAAGAGAAAAGTGTTTCTGAAAAAAAGGATTTTTCACCGGATCTTACTT
+TAATATTATTCGAGGAACCCGAAGCATTTTTACATCCTAGTCAGCAGGAGTTTCTTAACTTTAGTTTAGA
+ATCTTTGGCTTCTGAAGAAACACAACAAGTTATTATTTCTACTCATTCTCCTGTTTTTGTAAGCAAAAAT
+ATAGAAAAGATACCTTCATTATTAAAGTTGACAAAAAGAGAAGAAGGCGTGACTGAAAGTTTCCAAATAT
+CTAAAAAATCTCAGCAGATTTTAATTGAACGGAATAATGAATTAGTAAATGTCTTCAAAGAAAAATTAAA
+GGATCCTTTAGTTGATGAAAATACAAAAAGAAAAATCAAGGAAATACTGGGCGATACAGAGGATGAAACT
+CGCATGGAAGAAGAAGCAATCAGGTATTTATTGTGGCTTGATGCTGAAAGATGTTCGGCATTTTTTGCTG
+AAGTTGTGTTAATTTGTGAAGGTGCTACAGAAAAAGTTCTTATTGATTATCTGATTAAAAATGAATGGCA
+TGATTTGAAAGCAAAAAAAATCTACGTGCTGGATGCTATGGGGAAATTTAATATCCACAGATATATGAAC
+CTTTTTGGGGAATTAGGTATTTATCATTCGGTTTTAGCTGATAAAGATCAGAATCAAAGCATTCATGAAA
+TTATTAATGAATTCATTGAAAAGAAAAGAAATAAATATACAAAAAGAATATACTTTTTTGATAAAAACAT
+AGAAAATTTTCTTGGGATAAAAGAACCCCCACCTAATAGGAAAGAGAAAAAGCCCCTTAATGTAATGTGG
+CATTATCTAAATGGTAAAATTCATTCGAGTAAAATAGAAGAACTGAGGAATATAGTGAAACACCTGGTAT
+AAAGGAGAGATGTTATATTTTTTACATATCTATTGCTGTTATTGTATTTCGCCTGTAATTTCTAATTCCG
+TGTTATATGAAAAAACAGAAATAGAGGATTCATCTGTACGAGATAAATGTTAAAAAATGGGGGAGAAAAA
+TGTGTGCCCGTTTTATCGAACAGGATAAAGAAATAAAAAAACTTTTTTATCAAAAAATCAAAGAAAAAGA
+AGAAAGAGAAAAACAAAAGCATTTAGAAAAGATTAGTGAAGGTTTCCTTGGTTGGCTTTTAGAACCTATT
+GCAGATGTTGCTTATACATGGAGGCGTATTTCTGAAAAAGAACAGGGAAGTAGTGGTGAAAATTCAGTAG
+GATGGGCATTACATTTGTGGCTTCCAAGTAGTGCAGTTGTTATAAATGACCTTGTTTTAGAAGTAGAGCC
+TGACGAGTTTATACAAATTGACCATCTTGTGTTAAATACGAACGGAATTTTTGTATTAGAGACAAAGTCA
+TGGGACGGGGCTTTTTTAGGGACAAAAGATAAATGGCGTATGAAACAAGGTAATAAGTGGGTTGAAGTTC
+AAAGCCCTACCAAACAAAATGAGAGGCATGTTAAATTGTTTAAAAAATGGTTAGAAGAAAATTTGCCTGA
+TTTACATGAAAGAATTAAAGATCATATACATCCAATTGTAATATTTAAACGGGCTAAATGGGTAAAAGCC
+AAAGATTGCAGCATGCCCGTTGTTATTGGAGGAATGGAAGCTGCTGGAGAAATTAGAAAAATAAAAGGAG
+AAAATATATCTGAAGAGGATATTAATTTGATTATTGAAGCTGTAAAAAATGCTAAACCGTTAGATCATGA
+TGAATGGAAGAAGAAGCATAGTAAAGAAAAAGAAAAAAATAGAGAAAGATACCAAGTTACAACAGGTAAA
+ACTTCAAATGGTAAAATGTATGTAAGGATTTTGGGTACAAAGGAAGATGCTCAAAAAGTTGCAGAGGAGT
+ATAAAAACCAAAATTATACAATAAGCGAAATAAGGCAGGATAAAAAAGACAAAAATGTGTGGTTTTTTTA
+TTATTCTTAAAGCTTGAAAAATAGTAAAGATGTTAGATGAAGCTAAGTAGTTAAATGTTTATTATTAAAG
+AATTGTCAAATCTGTCAATAGCGGATTAGAATTGACCCATTTTCAACGGTTTTAAATTGACCTACCCTGC
+GTTTTTTTAATTTAAGCCTTACCGTTTGGACTACCGTAATAAAGACCAATCTTTAACCTATCCTTTAAAC
+GATAGCTGTTACCTCTTATGTTGATTATATGAGCATGGTGCAGCAATCTGTCCAATAGTGCAGTTGCAAG
+AACTGGATCCCCCATTAGTTCACCCTATTCTTCAAATCCTTTGCTGCTTATAAGTATAAAGAGGCAAAGG
+CTTTAAGTTTTCCCTCTTTAGTCTGTAAATCTGTCAATTGGTAGAGTTAAGGTTTGAACTGATCTTAGGA
+TGGGTTTCCTTCAGGGGGTTCCCTCTGCTCTGAGATACTTTCTTATTGTGTTTCGAGAATGCCCTGTTTC
+TTGTGAAATTGCACGAATACTCTTGCCTTTTACTCTGAGTTCATGTATCATGAGGATAGACCCACTCCCT
+AGAATTTTTATCTCCCTCCGATAAGTGAGAGTTATTGCTGTTGTTACTTTTTGCTTTATTTGGAAAAGGC
+CATAACATTGACTAACCAAAATAGTGAAATTATTCAAGGGTTAAAAATCTTGCAGATTTTGAAAGGAATA
+GATGACATATGAATATTTATGATAAGATTAATGCTGTAATTAATTGTGACGATTTATTAACTTGGGGAGA
+ACTACTAATTGATTTTGCAGAGTCGGCTCTGAAGGAAAAAAATAGGGCGAAAATTGTAAAATTTTTCTAT
+CAACAATTGCAATATTTTGGGCTTTTGGATTATGTATTTGATAGTATAATTAACAAAAACGACTCGCAAT
+ATCTTATATATGAAGGTATAGATGCAGTTAGGAAATATGTTGCATTGACAATACCAAAACAAGATACTCC
+TGTTAAAACATTGAAATCTATAAAGACATATGGAAATCAGATATTATCAGACTTTAAAAAACCAGTCGGT
+AAAAGAATAACTAAAGAAAAGATTGAAGAAATAATGCATTATTTGGATGAAAAATTTAGTTTTTCAAAAA
+AAGTGTTTGCTGATAGAAAGCCCATGTTTATTTTGCTAAATTATAGTCATAGAAAATATAATAGTGAATG
+CTTGGTGATGCCCTATGGTAAGGAAATTATTCAACACTTTTTCCTTTACAATATGAAATCTAATTTAGAA
+GATACACCCGCACCGGAAGCTGTATTTTTTCATGAATTAGGACATGCACTTCATGCTAGATATACCGAAA
+ATGTTAAAGTTGTGCCTGAAGAAATAATACTTTTTTTAAAAGAGCTTTGTATGCCAAAGATTGATTTATT
+AGAACCAGAACAACAAAGAGAGGTGTTTGCTGATATATTAAGTATTGGAATGATGTATGACAATCCATTT
+TCTGAATATGACCCATTTGTAAAAATACGTGAAGACGACAAGAAAGTATTTAGAATGCTCGTAGAAAAAA
+TACTTGATTCAATATAATACCTAACTAAAATGAATTGACAAAAATTAGATTAAATTAATTAATTGAATAG
+TTAATGAGGCAGGGAGGAAAGTCTTCTGTACCAAGCAAAAAAACTATTGAGAACTTTGCAATAGATTTAT
+TTACAGAGGAATAGGGTTGTCATACAACATGAGGGGAGTGTTTAATGTAGTATGGATGAAAACTACAATG
+TCAAATACGAAATAAAAAAGGATTTGTGGTTAATTGGCATTATCATATTAATATGGATTTTTACATTTGC
+CATTTTTGGACGTTTACCGGCTAAAATTCCAATACATTGGAACATTTCGGGTCAAGTAGACAGTTTTGGC
+CCAAAACATGATATATTTATTTTGCCTTCTATCATTACAATAATATATTTTGTAATGTTATGTGTACCTA
+TTATTGATCCTAAAAGAGCCAATTATGACAAATTTGCTGGAGCTTATAGAATGATAAGAGCAGTTGTAGT
+AATTATTTTGTCAGCAGTATATTTTGCTTCTGCATATTCTGTATTAGGTTATAGAATTGATGTAAATAGA
+ATGGGCAATCTTATTATTCCTTTTATGTTGATTGGTTTTGGGAGTGTTATGGGTAAACTTCGCCATAATT
+ATTTTGTAGGTATAAGAACTCCCTGGACGTTAGCAGATGAAGAGGTATGGAATAATACACATCAGCTAGC
+TGAAAAACTATGGCTCATTGCAGGTATTATTGGCTTATTTGCTTCCTTTTTCAGAGGTACATGGGTTACT
+GTTTTTATGTTTGTGCTGCTAATTACTGCTGTTATAGTACCCATTGTATATTCTTATATAATTTTTAAAA
+ACAAAGAAAAGTAGAGGATGGATGAGATTGCATTAAAGTTTTTTATGATATGGTTATGAGGGTAAGGGGA
+CACAGGGACTTGTCTGAGAAAATTGAGATAAATAGAATTTTTATGTAGATTGGTGTGATAGGCTATGTTA
+ATACAATGTACAAAAAAGTTGTTGGATGTGATAGAGAGAAAACCTGTGGCATATGAAGAAAAAAATTTGC
+TATTTTCCTGGCATGCGAATTTAATTACATTAAATCGAAGAAAGACTGTAGTTCTTGTAAATGATAAAAA
+CAGATATGTGGTTGTTTTATATGGACTTAAAGCGAAGGATTTTAAAAGGTTTGATGAAATTATTTTAAAT
+GCTATTCGACTGACGTTAGTGGATGAATGTATTGATGAAGAAATTGTGGAAGAGTACATAAGACAATCGG
+GAGAAGTTTTATATGGGAAAACAAAAAATAGTAGTTATGTAGGGAAAATGAATACGGCTTGTAATGTGGT
+GTACTTATATGAAGATTTACTTTTGGACAATACAATTTATCAAACTTTTGTAAGCAAAAAGACAAGCCGT
+TATTGGGTGGGCAAACAGGAAGAAGGATATATATCTCCAAGTAAAGAAATGTTTAAAGATTTAGAAGCTT
+TTGCAGGTAGACCCATTTTTAAATGCAGGGCAGTAGAGTTAAAAGTAACACTTGAAATGGAAAATCATAA
+TATTTGGCGTAGGCTCATTGTCCCTTTAAATAGTACATTTACACAGTTTCACAAGGTACTTCAGGCTGCT
+TTTGGCTGGCTGGATTATCATCTTCACGAATTTTTTGTTTATGGGGATGAGAGATGGGATATTTTGCATA
+TTGATATCAACTATTTTATTAATCATCCTGCTTATAATAAAGCAGGATACAAACCAGTTGTAAATTTGGT
+TAGCGATGAGGAAGCCTTTGATTATCCAAGGAAAGATGGTATAGAGAGGAAATTAGAAAAGGGGATAAGA
+CTATCAGAGTATATTCCAAAATACAAAAGGCTGCAATATGTCTATGATTTTGGAGATGATTGGCGACATT
+ATATTGAAGTAGAAAGAGTGATAGAGGATTATGATAAGAATTATGCTATTTGTGTTGATGGAGAAGGAAA
+CGCCCCGCCTGAAGATGTAGGCGGTGAATATGGCTATGATAAATTTTTGGAGATAATTTCTGATAAAAAT
+AATCCAGAATATGAGGATATGTTAATTTGGGGCAAATATCAAGGGTATAGGGATTTTGATATTGAGGATG
+TAAATAAAAATATTAAATTTGCTTATGATTCCTTTTTATTATGAAATGTTATTACTAACTCTATATATTA
+CTTTTATACATGGTAGAGATATGGAGGAGCATATTAAAAGACGTGCCAAAAAAAGAATCAAGAAGGAAAG
+ATTTTGAATTACCAGTTATAGTGCCGATAGTACTGTACAATGGGAGTCGTAAATGGACAGCAAAGACAAG
+CTATAAAGAAATCCTAAATTCTTATGAAACTTTTGGAGAATATGCAGTAGATTTTAAATATATACTGATA
+GATGTAAATAGGTATACGAAAGGAGGAGTTATTGAGGCTGGAGAATTTAATAGCGTCTGTATTTTTATTA
+GAACAGAAGGTAGAATTCGAAGAAATGATGACAAGACTTAGAGAATTGTCAAACACGTTAAAGAAATTGG
+ATGAAGATGAGATTTTGTTATTTAAAGCATGGTTTAAAAAGATATTAATGGCAAGGATGCCAGAAGAAGA
+GAGAAAGAATATGGAGAGAATAATAGATGAAAATGAGGAGGTAGAAACTATGAAAATTCTTGTTACGGCT
+TTTGACCCTTTTGGAGGGGAGAGTGTCAATCCTTCTTATGAGGTGTTAAAGAATTTGAAAGATAATATAG
+AAGGAGCGGAAATAATAAAACTTCAAGTTCCCACTGCTTTTTATGTTTCTGTGGAAAAAGCAATAGAAAA
+GATAAAGGAAGTTAATCCTGATGCGGTTTTAAGCATTGGGCAGGCTGGTGGACGATATGATATAAGTGTC
+GAGAGGGTAGCTATCAATATTGATGATGCTAGAATTCCTGATAATATGGGGCAGCAGCCAATTGACATCC
+CGATTGACCCTGAAGGACCTCCAGCGTATTTTGCTACTATTCCAATAAAGGAAATAGTAGAAGCGATAAA
+AAAAGAAAACCTACCAGCATCTGTTTCTAATTCTGCAGGTACCTATGTGTGCAATCATCTAATGTACGGA
+ATTCTAAATTACATCCATAAAAACAAATTGAACATTAAAGCAGGGTTTATTCATATACCTTATTTACCAG
+AACAAGTTCTAGAAAAGCCTAATACTCCTTATATGTCTTTAAGTGATATGGTAAAAGCTATAGAGACGGC
+CATAAAGGTGATTGTAAAAGCAATGGCATAGAAAAAATTTTGTTTTACGGTTCAAACTTGTTAAAATAGA
+GTTAAATAAAAAAGAATGAGGGGAGAGGAATGGGGGCTCTTGTCCTTCTTGTAGGGCTTCCAGGTGCAGG
+CAAGTCAACTTTTGCGGCAGAGCTCAAGAAAAAACGTCCTGATATAGTTGTAGTAAGTTCTGATGAGGTT
+CGCAAATACTTTTTTGGAGTTGTGTTTGAGCCGAAGGTAGAAAAGCAGGTGTGGTCTATAGTGCATTCTG
+CTGTTATAGGCAATTTAAAGCTGGGGAAGACAGTAGTTTTAGATGCGACAAATCTTACGAGAAGAAGCAG
+ATATAAATGGGTAAGGTGGGCTGGGTGGTTTAAAAAGCCTGTGTTAGCTGTTTTTATCAATCCTCCTCTG
+GAGACAGTGTTTAAACAAAATGCCATGAGAGAAAAAGAGTGGGTAGTACCTGAGGAGGAAATGAGAAAGA
+AGGTAATGATTTTAAAGGTTCCTCAGATGGAGGAAGGTTTTTATTCTGTTGTAAATATTGAAAAGGCAGA
+TGAAGAATCGGTAAAGAAGGTTATTGAAGAACTTGAAAAAATAGAAGGTGAAACTTTTGAAAAGAGAAAA
+ATTGTTCAAGTTAAGCAGTAAAATAAAATTATTTTTTGCCGAAAATAATTAAGGATAATACTACTATTTA
+CTGGGGAGTGAGAAAATGAAGGGGACAATCGTCGGGACATGGATAAAGACCCTGAGGGACCTTTACGGGA
+ATGATGTGGTTGATGAATCTTTAAAAAGTGTGGGTTGGGAACCAGATAGGGTAATTACACCTCTGGAGGA
+TATTGATGACGATGAGGTTAGGAGAATTTTTGCTAAGGTGAGTGAAAAAACTGGTAAAAATGTCAACGAA
+ATATGGAGAGAGGTAGGAAGGCAGAACATAAAAACTTTCAGCGAATGGTTTCCCTCCTATTTTGCAGGGA
+GAAGGCTAGTGAATTTTTTAATGATGATGGATGAGGTACACCTACAGCTTACCAAGATGATAAAAGGAGC
+CACTCCTCCAAGGCTTATTGCAAAGCCTGTTGCAAAAGATGCCATTGAAATGGAGTACGTTTCTAAAAGA
+AAGATGTACGATTACTTTTTAGGGCTTATAGAGGGTAGTTCTAAATTTTTCAAGGAAGAAATTTCAGTGG
+AAGAGGTCGAAAGAGGCGAAAAAGATGGCTTTTCAAGGCTAAAAGTCAGGATAAAATTTAAAAACCCCGT
+TTTTGAGTATAAGAAAAATGTCTGGGGAAAGATACTGGGCTTTGGCTTTATAAGGAGCAACTCTTTTAAA
+CTTGCTTTATGGAGCTTTATCATAGGCTTTTTGGTGGTAGGATTTGTATCTTCATGGGACCTTCTAAAAA
+GCTTTTCTGGCGCATTTATAATAGGAGCTTTTACGTACATATTTTCTTATATTTTGAATATGCCTGCTAA
+GAATCTTCATGAATTTGTAAAAATCATGGGAAGCAGAAATTTAGAAGAGGAGTTTAAACTAGAAAGCGGT
+GACGTTTTTGAAGCTATTGCAGAGGAGTTAAACAGCGTAAAAGATACTATTAAGAAGGACATGCTGTTTT
+TAAAAGGCGGCACAGACGACATGCACAATTTTGTTCACAGGTTTAATGAGATTGCAGAGAACATGAAGAA
+GGTGTCTGAAGATATATCTTCTGTGGTGAATGATGTAGCTTCTTCTACAGTTCATCAGGCAGAAGAGATA
+GAAAGGGCTGTCGGAATACTGGACGAAAATATAAAAAAGATAAATGAGATTGCAGGAACTAGCAAGGAGA
+GCAATGAAAAACTGGAAAATTCTATAGAAAATATAAAAAGGGCAAATACCGATGTAACAGATGTTGCCAA
+GGAATTATCACAGGTAGAAGTGGATTTTTCTAGTATATATGAGATGGGCAAGGTGCTTTCAGATAGCGCT
+AAAGATATCATGGCAATAGTCACTACTGTAGAGGAAATTTCAGATCAGACTAATTTGCTGGCGCTAAATG
+CGGCTATTGAGGCGGCGAGGGCAGGAGAAGCAGGAAGAGGGTTTGCCGTGGTAGCAGAAGAGGTGAGGAA
+TTTAGCTGAAAATTCGAAAAATGCGGTAAAGACCATAACAGAAAGCTTAGTCAATTTTACAGGTCAGGTG
+GAGAATCTAGCAGAGAAGATAAGTGCCCAGTTTGAAAGGCTTAAAAAGAGCATTTCCACTCTGGAGAAGG
+TGGTAGAAAAAAATACAATGGCTACAGAAGAGGTTGCAGGGATATCAAGCGTGATAGTCGAATCTGCAAA
+CAGGCTTTATGAAGAGGCAGAGAAGCTTTCAGAGGTCTTCGGACACCTGGAAAATCTGGCTGCTATTTCA
+GAAGAGAATTCGGCTTCTTCTGAGGAAATGAGTGCCAATGTTACAGAGTATTCAAACAGAATAAGGGAAT
+TTATAGAGCAGATAAAGCAGATGGAGACACTTGTTACAAACTTTAAGAAGGAGCTTGATAAATACAAAGT
+TTGAAGAAGGTGGTATTTGTGAAAATAGGACTTGTAAGTGATACTCACGGGGATTATAAGTCCTGGGAGA
+AGGCGTTTAGGTTTTTGAAAGAATGTGATATTATACTGCACGCTGGGGATGTGCTGTATCATGGTCCTAG
+AAATCCCCTCCCGGAAGGGTACGACCCTAAAAAGCTGGCAGAGGCGATAAATTCCTGCGAGATTTCTATC
+CTCATAGCGGAGGGAAACTGTGATGCCTATGTAGACCAGATGGTTATTAATGTGCCTATTACACCTTATG
+TTTTTACCGTAATTGAAGGGAAAAAGATTATGGTAAATCACGGGCATCTACTGACTGATGAGGAAATAGA
+AAAGCTCATTTTAAGATACAGTTTAGACTACTTTATTGTAGGCCATACTCACATCCCTGTTGTGAAAAAG
+ATAGGCAAATGTACTCTGATAAATCCCGGTTCCACTTCTCTCAGCAAGAGGGAGGATAAAATAAATTCCA
+TTGGGTTTGTTGAAATTGAGAAAGACAGAGCTTATGTGATTAATCTGGAAAATGGGGAGAAAATCATTGA
+TTGAAATTGAAAGGAGAAGGTGTAAAAGGTGAAGTATATAAATATTGGCAATGAGATAAAAGCTTCTTCC
+ATAGCTTTGGGGTGCATGAGAATAAGCGATAAACCTACAAAGCAGGTAGAAGAGCTTATTGATACTGCTT
+TGGGAGAGGGCATAAACTTTTTTGACCACGCTGATATATACGGAGGAGGTCAAAACAGTTGAAATTAGTA
+GTAAAAAATGATATAATTTTAACTAGGTGATGATGAATGTTATTAACTATAAAGAAGGTTAAAGAGCTGT
+ATGATATAAGCAGAATTACATTAATAAACTGGGAAAAGGAAGGATTAATAACCCCAGTTAGAACACCAAA
+AGGAAGAAGAAGATACAAAAAAGAAGATATAGAGAAGTTATTAGGCATGCTGGAAGAAAAACCAAAACCT
+AAAGTAGTTTTGTATGCAAGAGTGTCCACAAAGAAACAAGAAGAATATCTTAAGAATCAAATTAGAAGGC
+TTGAAGAATACGCTAATTCCCAAGGATGGCAGTATGAAGTCATATCCGAAATAGCAAGTGGGGTAAATGA
+AAACAGGAGAGGCTTATTAAAGCTTTTGAACAAGATAAAAAGAGGAGAAGTTGAAAAAGTTGTAATAGAA
+TATCCTGATAGACTAGCGAGATTTGGCTTTGAATATCTCAAATTTTTCATGGAAAGCTTTGGGGTGGAGC
+TTATAGTTTTAAACGGGAAAGAAAACGAAGAAGACGCAAATAAAGAACTGGCAGAAGACTTAATAGCAAT
+AGTAACATCTTTTGCAGCAAGAATTTACGGACAAAGGGGTGGCAAAAAACATGATAGTAATACAGGCTAA
+ACTCATTTCTCTAAATCAAGAAGACAAACAAACAGTATTAGACTTAATGAGAAGATGGTCTTCTTGTATG
+AGATTTGCATATAACAGACTTTTAGAAGGAGAAAAAAGAGCAGATTTAAAAAGGAAGTTACCCCAGGTAT
+TCAATTTAAACTCAAGGTATGTAGATGATGCAATAATGAAAGCAAGGAGTACACTGGAATCTGCGAAAGA
+ACTAGGTAAAAGTCCAAGAAAAGTCATTTTTGGCGGGAAAAAACTGTTTAGAAAACTTCAAAAACATCAT
+TTAAATGGTAAAGCATATGAAAAATTAAAAATTAGGTGGCAGGAGAAGAGAAAAGGAAATCTCTATTCAA
+GAGGAGATAAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAGAAAAAATGGCACTTTCTTAAG
+GATAAATGTAGGGGAAAGAAAATATGTATATGCCAGAATAGAAGCAGGCTATAAAAAGAATAAGAGAAGA
+GAAGAACTTCTGCAGGAGATTGCAGAATCAAACATACCCTACTCTGTAGAATTAAAACTCAAAAATGGCA
+ATATATACGCCTATTTTGCTATTGAAGAAAAATATCCAGAAATAAAAATAACAAAAGAAAAAGGAGTCAT
+AGGAATAGACATAAATGCATATCCAGACAACATATCATGGACAGAAGTAGATGAAAAAGGGAATCTAATA
+AGCTATGGGAATATACCAATGCCAGAGCTTGTAAGTGGCAGTAAAGACAAAAAAGAATATTTCAGATGGC
+ACTATGCTCATGAAATAGTAAAGATAGCAAAAGAGAAAGGAAAAGCAATAGTAATTGAAAAATTGGACAT
+AAAAGAAAAAGGCAAAAAAGGAGACTTTTCAGGGAGAAAATCAAGGAGAATAAGACATAACTTTAGCTAT
+AAATCACTTCTTTCAAAAATAAAAACACTAGCAAAGAGAGAAGGGATAGAAGTAATAGAGGTAGACCCTT
+CTTACACGTCAATAATAGGCATGTTAAAATATTCACCGCAGTATATGATAACAAAAGATATAGCAGCAGC
+CTATGTAATAGCAAGAAGAGGGTTGGGACTGCAAGAAAAGATACCAGATAATTATATGAAGTTTCTCAAC
+GCATTGACTGTAGAAGAATTAGAAGAATTAAAAGAGTACGTAAAGAAAACAGTCAGAAACAAAAAGTTAA
+AGAAGAAACACTTAAAAGAGATAAAGAAAGCAATAGAATTTCTACAAAGCCTTGGGAGTGAGCCAGAAAG
+AGTGCTAAAACCTCTGGATGGAACAAGTTTTAGTGCCCATGATTTCTGGCGAGTTCTCAAGGTAGCGGTG
+GTAACTCCACTCTCTCCTGAGAAGGTACCGAGAGACTTCTCTACCCTGAAAGGATTACTAATTCAGGGTA
+AGTGGAGAGACCCTTAAGGGCGTGAGTTCCTGCTTCTTGGGGCAGGGGCTATGACTTTCCCAAAAACCGC
+CTGCTGGGGCTGGGGAAAGTCTGAAGGGCGGACTACAAATACCCCAGCTATCTAAACTGTACATTTTTGT
+ACAGTTTGGGTAACCAGGAAAGTCGGAAGAGGTATTTGGGAAAGTTTTAAAAAAGAAAAAGGGCTTAAGG
+GAAAAAATTATTATACAGACAAAATGCGGAATAAGAAATGGCTATTACGATTTTTCAAAGGAAGACATAT
+TAAAGTCTGTAGAGGGAAGTTTAAAAAGGCTAGATACAGACTACATAGATATTTTGCTATTGCATAGACC
+TGATACTTTAATGGAACCCGAAGAGATTGCAGAAGCATTTTCGATATTACATAGCAGTGGAAAGGTTAGA
+AATTTTGGTGTGAGCAATTTCAACCCTATGCAGATTGAGCTTTTGAGTAAATATTTAAATCAAAGACTTA
+TTGTAAATCAGTTGCAGTTTAGTATTGCTCATACTGGTATGATTGATTTTGGTTTTAATGTGAATATGAA
+GGTAGATCAAGCGATAAATAGAGATGGAAGTGTCCTGGAGTATTGCAGGTTGAAAGGAATTACTATACAA
+GCATGGTCTCCTTTCCAGTATGGATTTTTTGAGGGGACTTTCTTGGGGAATGAGAAATTTAAGGAATTGA
+ATGAAAAAATTGATGAGATAGCTATACAAAAAGGAGTACCCAGTATTGCTATACCTATTGCGTGGATTTT
+AAGACATCCTGCAAAAATACAGGCTATTGTTGGTACAACGAACCCAGCTCGATTAAAAGATATCTGTAAG
+GCAGCAGATATTGAACTTACAAGAGAGGAATGGTATGCTTTATATAGGTCTGCGGGAAACAAATTGCCAT
+GAGATAGCGCGTTTGTGCGCTATTTTTTATTACTTATTCTGTGAATCACGGATCAGGACGAAGCTTTCAC
+GAATGCCCGATTTGTGCCTCTTGCAGTTGTAAAAGGTGCAGATTAAAATTTTAAAATGAGGTGAACAAAT
+GATTACAAAAGTCAAAAATTTATTTAAAGGTGAACATCGCCCTAAACTTATGGCTTTAGATTTTATTAAA
+TACATAGGTCCTGGGCTACTGGTTACTGTGGGTTTTATTGACCCGGGAAATTGGGCTTCTAATGTTGCTG
+CAGGTTCGTCTTACGGTTATAAGCTTTTATGGATGGTGACTTTATCTACTATCATGCTCATTATACTCCA
+GCACAATGCTGCACATCTGGGTATAGTTACAGGTTATTGCATGTCTGAAGCTGCAACTAAGTTTTTAAAG
+CCTTTTACTTCGAGGTTAGTTCTTATTTCAGCTGTCTTTGCGGCGATTTTGACGGCGATGGCAGAAATTT
+TAGGTGCCGCGATAGCTCTTCAAATGCTTTTTAAGATACCGATAAAGATAGGAAGTTTGATTACTGTTGT
+TTTTGTGTCATGGATGCTTTATACAAATTCCTATAAAAAGTTGGAAAAGTGGATTATAAGTTTTGTATCT
+CTTATTGGCATTTCTTTTATATTTGAGCTTTCGCTAATTGATGTGAAATGGGCAGAGGTAGCTTCAAGCT
+GGGTGAAACCAGAATTTCCAGCAGGTTCTATGCCTATAATTATGAGTGTGCTTGGTGCTGTTGTTATGCC
+CCACAATTTGTTTTTGCACTCGGAGATAATACAAAGCAGGCAGTGGAATTTAGAAGATGAGAAAGTCATT
+GTGAAACAGCTTAATTATGAGTATTTTGACACTATCTTTTCTATGATAATAGGTTGGGGGATAAACAGTG
+CTATGATTATTGTTGCGGCATCGGCTTTTTTTACCAATAATGTAACCGTAATGGAGCTTAATCAGGCACA
+GCAGATGTTAAAACCTCTTTTGGGAAATGCGTCAGCAGTGGTTTTTGCTTTGGCTCTTCTTTTTGCAGGA
+ATTTCTTCCTCTATAACAGCAGGAATGGCAGGCGGAAGTATTTTTGCGGGGATATATGGAGAACCATATG
+ATATACACGATGCACATACAAAAGTTGGCGTAGGAATTACATATATTTTTGCAGTGCTAATAATATTCTT
+TGTAAAAAGCCCCTTTCAAGGACTAGTTTATTCGCAGATGTTTTTAAGTGTACAGCTTCCAATTACAATC
+TTTTTGCTCATTTATTTGACTTCTTCAAAAAAGATCATGGGTAAGTTTGCAAATACATTGCTTTATAAGG
+TATTGTTGTGGACTATAGGAATAATAGTGACGGTTTTAAATGCGATGCTTCTTATGAGCTTTGTTGGGTG
+ATTGATATGAATGCTTGGTCGGGCATCCTGCTTACAGTATAGCTTCCATTTGCATCGAAGTGACATACAG
+CTTTGAAGTGCTTTAAAGCTACAAGAAAAATTTTCAAGCAAAAATTTAATAGAGAAGGAAGAAGGAGATT
+GCGTAGGGGCTGTCGAAATACAATAATGGAGTTTCTTCCTTTGTGGGTTTTCGGTTTCGGTAACCCTTAC
+CTTTGACACCAAAGAGGGGGAAGCCTTCTTTTTCTCAAATCTATTTGTATCAAGTATTGTAAGGTTTGAT
+AACTCCCTAAATTAGGGGTTTATCTTGATATAACGTGGTACGGGGGGAGAGGTGAATGAAAGAAAATTTT
+TATGGAGTTTATGAAGAAGTATGGCATCAATGGAACGACTTTCAAAACACCATGACTATCTCAAAACAAA
+TCGTTAGATCGGAAATACTTAAATCTTGGGAAAGGTGCAAAATTGCAGGCGTCAATCCGTACCAGGAACA
+AGGACAAGAGATTATCGAGGGTTCTGCTTTAAAAGAAGCCAGAGAAAGACAAGAAGAACTAATTCAAGCT
+GCTAGGCCGGTTATGGAAAAGCTTTTATCGCTGTCCAGTGACTATGGTTTTCTCGCAGTTTTAGTAGGAG
+AGGACGGTTATATATTAGAAACATTAGGGAATAACAAGGAAACTATAGACCTAGCTCGGAAAACCAATTT
+CATTCCCGGTGCATGCTGGCGAGAAGATAAAGTTGGCACTAACGGGATAGGAACCGCAATGGTTATAGGA
+CAAGCCCTTGATGTAACTGGGGCTGAGCACTTTTGCCGTGGACTTCACTCTTGGACATGTGCTAGTTCTC
+CAATTTTTAGTCCGGAAGGAAAACTTATTGGAGTTATTGACCTTTCGGGACCTTGGTACCGAGAAAATAA
+ACTGGCATTAGCTACTATAGTATCTTCTGCAATTGCGATTGAAAACAATTTGAAGCAGAGTAAAGCCTTT
+AAAGAAACTTTAACTTACAGACAACTCTCAGAATACTTCTTAGAAAGCAACCCTGATCCCTTATTAGTGA
+TAGATAATACAGGAAGATTAGTCAAGGTTAATTATGCATCTGAGAAAGTTTTGGGATGGAAAAAAGAAGA
+TTTAATAGGACGAAAAGCTGATGAAATATTTGACAATTCGCAGGAAATCCTATTCCTCATAAAAGCGCGG
+CAGAGTGTAAAAAACAAGGAAATATTAGTGCAAAGTAGAAAAGGTATCTTGCGGTGTAGCGCAGATGTTT
+CACCTATAAGTGGTTATTACAATGAAAATGTAGCGGCTCTAATAGCTCTAAAAATGCATGAAGGTAGTCA
+ATTTTATATAAGCTCTCCTCCAGCCTTAAAAGGATTCGAAGTAATATTAGGGAATCATCCCTGTTTGCGT
+GAAAGCATACGATTAGCTCAAATTGCAGCAAAGAGCGATGCACCAGTTCTCATTTTAGGAGAGACAGGGA
+CAGGGAAAGACCTTTTTGCAAGAGCCATTCATGAGGCTAGCGGTAGAAAAGGACCTTTTGTGGCGATAAA
+TTGCGGTGCTTTGCCGCGAGAATTAATTGGAAGTGAGCTTTTCGGCTATGTAGGTGGGGCTTTTACCGGT
+GCACGGCCAGAGGGCAAGCCAGGCAAATTTGAACAAGCCCAAGGAGGTACTTTATTTTTAGACGAAATAG
+GCGATATGCCTATGGATATACAGGTTTACCTTTTACGAGTGTTGGAAGAAAAAAAGGTAGTTCGAATAGG
+CGGGCATAAAGAGATACCGTTAGATGTTCGAATTATTGCTGCGACCAATTCGGATTTAACGAAGTTAGTA
+AAAGAGAAAAAATTCCGAGAGGATTTGTATTTTCGCCTGAGAGTTCTCACTATTCATTTATGCCCGTTAC
+GAGAACGCAAAAGTGATATACCTCTTCTTTTTCAACATTTTGTTAATAAATTTTCACAAAAATTAGGTAA
+AACTATTACCAATATTGATCCATCAGTTTGGTCTTTATTAAACAATTACGACTGGCCAGGAAACATTAGG
+GAATTACGAAATGTGGCAGAATGGGCAGTGAATATAGCAGAGGATAATACAATTTCTGCTAGTCATTTGC
+CGTCTTACTTATCTGGTTCTCAAACTATACGCGAGGACAGTAATAGCTTTTCTTCTACCTCTCTTGTTGA
+ACTGGAAAAGCAGGAGATTAGTCGACTTCTCGAACATTATGGAGGTAATATAACTAAAGTTGCTAAAGCC
+TTAGGCATAGCACGGAACACCTTGTATAGGAAGCTTTATAAATATGGACTAAAGACTCGTTATAGTGTTC
+CAAAATCTAACGTTACAAAAAGAGACATAAGTTACAAAGAAGCAAATTAAGATTTCATAATTTCTCGTAA
+AAATCAAGAGTTAAATATGCCAGCACTCAATAATGGGTGCTGGCATATTTTTTGCAAGAATATATTTAAT
+GCAAAATGCAAAATCTAAAAGGGGGGATGTAACAAAAACAAAAAATTAAAACATATTCACCTTCTTTGAC
+ATTATAAAGCAGGGTAATATATTGCAAAAAATTGAAAAAATTATAAATAGATAGGAGTGAAGAGGTATGA
+ACATTCCTAAAGAAACTCTTATGCGTATGTATCTTGAGATGGTTACAATTCGATTATATGAGGAAACCAT
+GGCTGAAGCCTATCAGGAAGGGAAATACCCAGTATTCAACATTGCCTCAGGCCCAGTCCCTGGTGAGATG
+CATTTAGCTGCAGGACAGGAGCCTGTAGCTGTAGGGGTATGCATGCACCTTAAAAAGGAGGATGCTGTAG
+TCGGTACTCACCGGCCTCACCACTTTGCTATTGCAAAAGGAGTAGACCTCAAACGCATGACAGCAGAAAT
+ATTTGGTAAAGTTACCGGTTTAGGCCGCGGCAAAGGTGGTCACATGCACCTCTTTGACCCTGATGTACAC
+TTCAGCTGTAGCGGCATTGTTGGTGCTAGCATTCCACAAGCAGTAGGAGCAGCTCTAGCTTTCAAAATGC
+GCAAAGAAAAGCGTGTAGCTGTGGCCTTTTTTGGTGACGGTGCTGCAAATCAGGGTACTTTTCATGAGGG
+ACTTAACTTAGCTGCAATTTGGAAGCTACCGGTGGTGTTTGTATGTGAGGACAATAGTTGGGCAATTTCT
+GTACCAAAAGAAAAGTCTACAGCTATCAGTCAAAATGCTGACCGTGCAGTTGCGTATGGTATACCTGGAG
+TATACGTGGGAGAGAACGATGTCTTAGCTGTTTACGAAGCTGCTGGCGAAGCAATAGAGAGAGCACGTCA
+GGGAGGAGGACCAACTATTATTGAAGTTAAAACAGATCGTTTCTTTGGACATTTCCAGGGTGATCCAGAA
+GTATATAGACCTAAGGACGAAGTTCAGCGTCTAAAGCAAAATGATCCAATTAAGCGGTTCAGGAAATACC
+TTATTGAAAATGACATAGCCACAGAAGATGAACTTAAACAATTAGACGATGAGGCACGAAAACGTGTTGA
+GGAGGCTTTCTTGTTTGCTCGGGAGTCACCCTATCCAGCGCCGGAAGAAGCCCTACTTCACGTGTTTGTA
+GAATAGTGAATTGCGGTCTAGTTGAATAATATTTAAAGGAGGAGAAAATTATGTCTGCGATAACTTCGCG
+AAAGCTTACTATGGCAAAGGCAATTGCTGAAGCTATTAGTTTGGAAATGGAAAGAGATCCGAGAGTTTTT
+GTCATGGGTGAGGACGTAGGCGTATATGGAGGCATATTTGGTGCCACAGCTGGGTTGTATGAAAAATTTG
+GACCAGAAAGAGTTATCGATACACCTATTTCCGAAGCAGGTTTTATAGGTGCTGCTTTAGGAGCTGCTAT
+GGAAGGTATGCGTCCCATAGTAGAATTAATGTTTGTAGATTTCTTTGGCGTGGCTATGGATCAAATTTAT
+AATCACATTGCCAAAAACACTTACTTTTCAGGAGGAAATATTCGAGTACCTTTGGTACTCATGACGGCGG
+TTGGCGGTGGTTACAATGATGCGGGGCAGCATTCACAGTGTCTTTGGGGGACTTTTGCTCATCTGCCTGG
+TCTTAAAGTAGTTGTACCTTCTACTCCTTATGACGCCAAAGGTTTGATGATTTCAGCCATACGGGATGAC
+AACCCTGTTATATACATGTTCCACAAGGGGTTACTTGGTCTGGGATGGATGACCCTTATTAAGGACAGCA
+CGGGCCCTGTCCCTGAGGAGCCTTATACGATCCCGTTTGGTAAAGCAGAGGTAAAACGGGAAGGAAAAGA
+TGTTTCAATAATCAGCGTGGCTATGGGTGTCTATCAAGCATTAGAGGCGGCCAAAGAACTGGAAAAAGAA
+GGTATAAGCGTTGAGGTTCTGGACCTCAGGACATTGGTGCCGTTAGACCGCGAAGCCATAATAAATACTG
+TAAAAAAGACCCACAGAGTATTGGTGGTGGATGAAGACTACCTGAGCTATGGTATGAGCGGAGAAGTTGC
+TGCAACTATAGTTGAGCATGCTTTTGACTACTTGGAAGCGCCTGTAAAAAGATTGGCGGTTCCAGACGTG
+CCTATCCCATATTCTCGTCCTTTGGAACAGTTTGTATTACCTTCAAGTTCTAAAATTGTGAATGCAGTTA
+AGGAATTGCTCAGGTCATAATAATGAGATTTCAAAGCAGGAGGACTGATATCTTATGCCATACGAATTTC
+GCATGCCTAACGTAGTATCAAATGGAATAGAAGGGTTTGTGGTGAATTGGTTCAAGGATGAAGGACAGCC
+AGTACAAGCAGGTGAATTGCTGTTGGAAGTACAATTTGAAAAAGCGGCTATTGAACTCCAGGCTCCAGTA
+AGCGGCATACTGACAAAAATCCTATGTCCCCAAGGTCATGTAGTCAAGGTTGGACAACTGCTCTGTTTGA
+TCGAAGAAAAATCCACAGAAGTGGCTGGAGGTAGTGGATCTGCGGTACCTCCGGTCCATGCACCAGAGGA
+AACACCCCACTTCCACGGCGAAACGGAGCGAACAACCCAGAGTACTCCAGTGGATTCCCAAGTCCATAGT
+AGCAACACGGGCGATGTAAGAGCCACTCCTGCAGCCCGTAAGCTCGCCCGCGAATTGGGAATTCCTCTAG
+AGGCAGTGCCGGGTACTGGTCCGGGCGGTCGAATTACTGAGGAAGATGTTAAGAATTTTGCTCAGCGTTC
+TGAAAAGACAAATTTAACAGCAAGAAGAGTACCACTCACTCCTACCCAGCGTTTAGTCGGGTCAAGGATG
+TTACAGAGTCTTCGAGAAACTGCACAGTATACATTAGGGCGGGAAGTAGATATAAGCGCGTTAATCAAAG
+TCCGCATGGAGCTTAAACAAAAAGGTTCACCTGCTAACATAACGGATCTTATACATAAAGCAGTGGTTCA
+GGCGATTTTAGAAAATCCTGTAATGCAGGCCGTTATTGATGGAGATGATATGGTAGTGCCTGCAGAAGTT
+CACTTGGGATTTGCTGTTGCCCGTGGCGATGAACTTCTAGTGCCTGTAATCAAAAATGCTCATAGACTCA
+ATCTTAATGAAATGGCTGTTGAAAGACGCCGACTTACTGATGCAGTTCTACAAGGTATTATAAAGCCAGA
+AGAGCTACAAGGGGGTACCTTTACAGTTACAAATCTGGGTACTTATGGTGTTGATTTCTTTACCCCTGTG
+CTATATCCAAAACAATCTGCAATTCTCGGTATTGGAAGAATAGTGGAACGACCAGTCCTTGAGAATGGAA
+ACATCCGCTCCGCGCAATTTATGACTCTTAGTCTTACTGTAGATCATCAGGTAATAAACGGTGCCCCTGC
+TGCTAGATTCTTAAATCGACTGGCAGAACTTCTTTCTCAACCGGAAGTGCTCTTGGAGTTGTAATAGCAA
+AAGGGCAGTGCATGTGCGCTGCCCTTTTAGAGTACATAAAAAAAGACAAGTTGTAGAAGAAGGTGAGCAT
+GTAAAGGTAATATTATCCAGTGGAGAAATTCTTTTGTTGCCATCTGGAGGTTAAAACAGTTGAAATTAAT
+AGTAAAAAATGATATAATTTTAATTGGGTGATGATAAATGTTATTAACTATAAAAAAGGTTAAAGAGCTA
+TATGATATAAGCAGAATTACATTAATAAACTGGGAAAAGGAAGGATTAATAACCCCAATTAGAACACCAA
+AAGGAAGAAGAAGGTACAAAAAAGAAGATATAGAGAAGTTATTAGGCATGCTAGAAGAAAAACCAAAACC
+TAAAGTAGTTTTGTATGCAAGAGTGTCCACAAAGAAACAAGAAGAATATCTTAAGAATCAGATTAGAAGG
+CTGGAAGAATACGCTAATTCCCAAGGATGGCAGTATGAAGTCATATCCGAAATAGCAAGTGGAGTAAATG
+AAAATAGAAGAGGCTTATTAAAGCTTTTGAACAAGATAAAAAGAGGAGAAGTTGAAAAAGTTGTAGTAGA
+ATACCCTGATAGACTAGCAAGATTTGGGTTTGAATATCTTAAATTTTTCATGGAAAGTTTGGGGGTAGAA
+CTTATAGTTTTAAGTGGAGAAGAGAATAAAGAAGAGATGAACAAAGAATTGGCAGAAGATTTAATAGCAA
+TAGTCACCTCATTTGCGGCAAGAATTTACGGTCAAAGAGGTGGCAAAAAACATGCTGGCAATCCAAGCTA
+AACTTGTTTTTGATAAAGAGGAAGACAAATTAAAGTTATTTGAGAAACTTAGGAAACACCATATAACCGG
+AAAAGCATATGAAAATTAAATAGCAAAAGAAGGAAGAAATCTCTATTCAAGAGGAGATAAAAGCAAAAAA
+GGAAATCTCAACACAAGAATAGAGATAAATGAAAAATGGTATTTTCTTAAGGATAAATGTAGGTGAAAGA
+AAGTACGTATATGCAAAAGTACAGGCGGGATGGAAAAAAGGACTTGGATTAGAAGAAAGAATACCAGACA
+ATTATGTAAAGTTTCTCAACACATTGACTGTAGAGGAATTAGAAGAATTAAAAGAGCATATAAAAAAAGA
+CAGTCAAAAACAAACATTTAAAGAAAAAGCATTTAAAAGAGATAAAGAAAGCAATAGAGATTTTACAAAG
+CCTTGAGAGTGAGCCAGGAAGGGTGCTAAGACCTCTGGATGGAACAAGTTTTAGTGCCCATGATTTCTGG
+CAAGTTCTCAAGGTAGCGGTGGTAACACCACTCTCCCCTGAGAAGGTGCCAAGAGACTTCTCTGTCCTGA
+AAGAATTATTAATTCAGGGCAAGTAGGGAGACCTGTAGATGCGTTAGTTCCTGCTTCTTGGGGCAGGGGC
+TAGGTTTCCCAAATACCGCCTGCTGGGGCTGGGACAACCTGAAAGGCGGACTACAAAATACCCCAGCTGT
+CTAAACTGGAGAGTTTGTACAGTTTAGATAACCAGGATAAAGATAGCGCCGAAACGATTAAATTGGTTGT
+TTGTCTGCTTTTAAAACTTATTAGAAAAAAGGGTGGAACAGTATAAAGCTTTTATTTAGTAGATGGAAGC
+AACAAAATTTTAAAAGCGGTTGCTGAACAGGAAATAAATGAGCAGGCAAAACGATAAATTCATAAATAAA
+AGAGACGATAGCTGGATGTATGTCCTTCCACAGCACCGACTTGCTATCGTCTCTTTAGTTTATCGAAAGA
+TGTTTACCGCCATTTTTTGTTTTGTAGGTATTCATGGATGGAACGAGCTGCTTTTTTTCCGGCACCCATG
+GCCAAAATTACAGTAGCTGAACCCGTTACAATATCGCCTCCAGCCCATACCCCTTCTCTGGAAGTTCTTC
+CCTCTTCATCGACAGCAATATAACCGTGTTTTGTAAGTTCTAAGCCTTCAGTGGTCTTTGTGAGGAGGGG
+ATTAGGGCCAGTACCTATGGCGATTACTATCGTATCAACATCCATAATAAATTCAGAACCCGTTATAGGA
+ACTGGACGACGACGACCCGAAGCGTCAGGTTCTCCAAGTTCCATGCGGATGCACTCAATACCTTTGACCC
+AACCATTTTCGTTACCTATTATTCTCACTGGATTTGTGAGGAAATCGAATATAATACCTTCCTCTTTAGC
+GTTCTCGAATTCTTCTTTTCTTGCGGGCATTTCTTCTTCAGAACGGCGATACACAATATGAACTTCGTCA
+GCTCCCATTCTTAGGGCAGACCTGGCTGCATCCATAGCTACATTGCCACCCCCTATTACTGCTACTTTTT
+TACCTACCTTTATGGGGGTGTCAGTGTTGGGAAAAGAATAGGCTTTCATCAGGTTTATCCTGGTTAGAAA
+CTCGTTGGCTGAATACACGCCAAGGTAGTTTTCACCAGGTATGCCCATAAATTTCGGGAGGCCAGCTCCG
+GTGCTGATAAAGACAGCCTCATACCCCATTTCAAAAAGGTCGTCTATCGTTAAAACTTTGCCCATAACCA
+TGTTGGTTTTAATTTCTACGCCCAGCTGTTGTATAAACTTTACTTCTTGTTCCACTATAATTTTCGGTAG
+CCTGAATTCAGGAATACCGTATACCAGTACGCCGCCGGGTTTGTGAAGAGCTTCAAAGATCGTTACATCG
+TAGCCGAGTTTAGCCAAATCTCCTGCACAGGTGAGACCGGCGGGCCCGGAACCGATGATGGCCACTTTTT
+TACCAAGCTTTTTAGGAATTACCGGGGGACGGATGCCTTTGGCTCTTTCCCAGTCTGCTGCAAACCGTTC
+TAGGCGACCTATGGCCACAGGTTCACCTACTTTGCCCAAAACACAGTTTTTCTCGCATTGCGTTTCTTGT
+GGACAGACTCTGCCACATATGGCGGGCAAGCTGTTGGTTTCCTTTATAATCTTTATAGCTCCTTCAAAAT
+CTCTTTCTGCAATACGCTTTATAAACTGGGGAATTTGTACCTGAACGGGGCACCCTTCAACACATCCTGG
+TTTTTTACACTGAAGGCACCTCTGGGCTTCACTTACTGCCTCCTCTTCCGAATAGCCCAAAGCTACTTCG
+TTAAAATTACGCCTGCGGACTTCAGGCTTTTGGGTAGGCATGGGTGTTTTCTTTTTGCTTCTATTTAACG
+GCATCTTTATCAACTCCTTCTATTTTGTTGATTAATTTGCACTCATGAACTTCATTAAATCTTTCGAGGG
+AAATTTTTTCTTCCTCTTTATAAGTGGCCAATCTTTTTATTAGTTCATCGAAATCTACTTTATGGCCGTC
+GAAAGCCGGACCATCAACGCAAGCAAATTTGATTTCTCCGTCTACGGTGACACGGCACCCACCGCACATG
+CCTGTGCCATCTACCATTATGGGATTAAGGCTCACCATCGTGGGTATGCCATAAGGCTTGGTAATTTCGC
+TTCCTATTTTCATCAAAATCGGGGGACCTATGATAATAATCTCATCAAATTTTTCACCTTGTTCTAAAAG
+CTCTTTAAGTACTACTGTGACAAACCCATGGCGACCTTTTGAGCCGTCGTCGGTGCAGATATACATCCTG
+TCGCTAACAGCTTTTATCTCTTCTTCCAAGATTAGCAATTCAGCTGTCCTAGCACCTATAATAGAAACTA
+CTTCTACCCCCTGTTGATGAAGCATTTTGAGTTTAGGATAAAGTGGAGCAATACCAAGGCCTCCGCCTAT
+TCCTAAAACTTTCTTGTGATTAGGAAACTCCACCGGCACACCTAAAGGCCCAACAAAGTCCTGGATATAG
+TCTCCAGCTTCTAGAGTTCCTAATTCCCGTGTGGTTTTACCTACTTCTTGGAATACTATTGTGACAGTGC
+CATTTTCTGAATTGTAATCTGCAATGGTAAGAGGAATTCTTTCTCCTCCTTCTTTTATCCTTAGCATAAC
+GAATTGGCCTGGCCTTGCTTTTTTGGCTACTAGTGGTGCCTCTATTACAAACAACTTGATGGAAGGTGCC
+AATTCTCTTTTTTCTAAAATTTTGAACATGATAATCCTCCTTCTTCTTTTATTTAATAGTTGTTTATTTA
+CTTCGATGATGTTATCAAGTGTTAATGGTGTAAAAATGTTAAGAAAATAACTATTTTTTGTTATTTTTTT
+ACCAAGAGTTTACTGGCCGATGTGTCGTATAAAAAACCAGTCTATTTAGCTTTATTAGCATAAAAATGGG
+GGACTAAGTCCCCCCTCTTTTTATGCTAATATTACAACAGGTTTGATTAGGTCTTTTGGTTTGTCTTTCA
+TCAACATAAAGGCTTTTTCAATATTGTCAAATCCCCGGAAAACGTGAGTGACGAGCTTAGAAGGATCGAC
+ACGCTTATAAACAACAAGGTCAATCAGTCTTTCCATTCTTAGACGTCCACCGGGGCATAGCCCGCCTTTT
+ATAGTTTTATGAGCCATGCCGCAACCCCATTCAAGACGAGGAACAGGCAAAACATCTCCTTCGCCAAAGT
+AATTTACATTAGCGATGGTGCCACCAGGTTTAACAATCTTAACTGCTGTAGCCATGATGTCAACATTTCC
+TCCAGCGATGATGGCAGCATCAACACCTTTGCCTTCCGTTAAATCCATAATCTGACTGTCGATAGGACCA
+TCTTTATAGTTTACAATATCAGTAGCTCCATAGTATTTTGCAGCATCTACACAAACTGGTCTACTGCCTA
+CTGCGATAATCCTTCCAGCACCCCGCAATTTGGCACCAGCGACTGCCATAAGACCTACTGGGCCAATACC
+CAAAACCGCTACCGTCGCACCTAATTCTATATCTGCCAGTTCGGCTCCGTGAAAGCCAGTAGTCATCATA
+TCGGGAATCATAACTGCAGCTTCCAATGGAATTTCCTTAGGCAGATGTGCTAAATTCATATCAGCATCGT
+TCACATGAAAAAATTCACCAAAAACACCATCTTTTATATTCGAAAATTTCCAGCCTGCCAGCATTCCACC
+AGAGTGTTGGTGATATCCTCTTTGCACTTCAGAGGTTCGCCAATCAGGGGTAATAGCTGGTACCACAACG
+CGATCACCAGGTTTAAAATCTTTTACCTCACTACCTACTTCAACTACTTCACCTACAGCTTCGTGACCGA
+GTATCATGTTATGTCTTTCGCCAATAGCACCTTCAAAAACGGTATGAACGTCCGAAGTGCAAGGGGCCAC
+AGCTAGAGGTCTTACAATAGCGTCAAAAGGGCCGGGAGTAGGCTTTTCTTTTTCAATCCAACCGACTTTA
+CCGATACTGAGCATTGCAAAACCTTTCATTATTAAAACACCTCCTAAAATACTGGGTAAGTCATTACCCG
+TTGATTGTTAAATTTTTTGCAATTATATAGTAACACATAGTTAAAAATTTGTCAATCACTTATTCGAACA
+TAGTTTAAAATTATCGTAGGATTTTTAAGTAAACAAACGACTAGAGAAAACTCTTGTGATAAAATAGAAA
+TTGCAAAAAACAAAACTGCAGAAAGGGGGGTATCTATTGTTCAAAATCTAGAAAACATCATACTACAATT
+TTCAGTATGTAATTGTCAAGTGAAAAATACTCCAAATTTCATATTGAAATTCCCCCTTAACTCAAAAATT
+TAACATTGATTATTTTTTAACAAAATGCTATAATTAGATTGATATAAATTTTACAAGGAGGTAATTGAAA
+TGTGGGAAACTAAAATAAATCCCACCAGGATTTTTGAACTTCGGTGCAAGAATACAACTTATTTTGGAGT
+AGGTAGTATAAAGAAGATAGAAGACATTCTAGAAGTTCTAAAAATAAGGGTATCGATAATGTCATTTTTG
+TAACCGGAAAGAATTCATACAAAGTTAGTGGAGCTTGGGATGTGATAGAACCGGCTCTAAATACATTCGG
+TTTCAAATATTCACTTTATGACAAGGTCGGACCTAATCCTACTGTTGATATGATCGATGAAGCGGCCAAA
+TTCGGCCGGGAAACTGGGGCGAAGGCTGTTATTGGCATTGGTGGAGGAAGCCCTATAGATACTGCAAAAA
+GTGTGGCTGTACTGTTAGAATATACTGATAAAAATGCAAGAGAACTTTATGAACTGAAATTCACGCCCGA
+AAAAGCTGCTCCTATTATAGCTATAAATCTTACTCATGGTACTGGTACGGAGGTAGACCGATTTGCAGTA
+GCTACAATTCCAGAAAAAAATTATAAGCCCGCGATAGCTTATGAGTGCCTCTATCCTATGTATGCCATAG
+ATGATCCTGCTCTCATGATAAAGCTTGATAAAAAACAGACAATAGCTGTTACTATAGATGCTTTAAATCA
+CGTTACCGAAGCTGCCACTACTCTTGTGACATCACCTTACAGTATTCTATTGGCGAAAGAGGCAGTGAGG
+TTGATAGTTCGTTACCTCCCTGTTGCTGTAAATGACCCTGAAAACCTTGTGGCTAGATATTATTTGCTTT
+ATGCTTCTGCTATAGCTGGTATTTCTTTTGACAATGGTCTCTTGCACCTTACTCATGCCCTGGAGCACCC
+ACTAAGTGCAGTAAAACCTGAGATTGCCCACGGTCTTGGGCTTGGTGCTCTACTGCCTGCAGTGGTAAAA
+ACTATTTATCCTGCTGTTGCAGAGGTGTTAGCTGACATATACAGCCCTATCGTGCCTGGACTAAAAGGAC
+TGCCTGCTGAAGCAGAATATGTAGCTAAAAAAGTCGAAGAATGGCTCTTCAATGTAGGATGTACTCAAAA
+ACTTTCAGACTTTGGATTTACAAAAGATGATGTTCCAACCCTGGTAAAGCTTGCTAAAACGACACCTTCT
+CTCAATGGATTGCTTTCTATTGCACCAGTGGAAGCTACTGAAACTGTTATTGCCAAGATTTATGAAGAGT
+CTCTTAACCCAATCTCTTAACCCATACCCAAAGGCTATTCTGATACAAAGTGCCAAAAGGTTCAACAATT
+TAAAAAACCCCACTTTTAGTCAATACAAAAAGTGGGGTTTTCATCTTTATGTATTTAATTATTGCAAAAA
+ACACAAAAGTAAAGATTCTATAATTGGATATAAGGGTGTGTCAAAGGAGTAATGATTAAGGTTGCCGATA
+AATATTTCACTTCTGTGACGCGCAGGAGGTGGCGAGGATTTAGAAGCTATAAAGAATAGTAAATGGGAGG
+AGGATTGATTTTGGATGTAATCAGTGTATCTAAGGCAAACTGCAGAAATTGCTACCGGTGCGTTAGGCAT
+TGTCCTGTCAAAGCTATAAAAGTAGTCGGCGGTCAGGCGGAAGTTGTGGATAGCTTATGTATATACTGTG
+GAAGGTGTGTCATCGAATGCCCCCAGAATGCCAAGAAAGTACGGAACGATCTACATGCAGTAAAAGAATT
+CATATATGCCGGCGAAAAGGTTATAGCCTCCATAGCTCCTTCTTACCCTGCTGTCTTTGACGTAACTTCT
+CCTCAGGAAATGTTTTCCATACTGAAGGCCCTAGGGTTTTATGGAGCTGAGGAAACAGCGGTGGGAGCTG
+AAATGGTATCTATGGAGTACCAGCATTTGATCAAAAAGGGGCATAAGGGTCCCATCATAACCACGGCTTG
+CCCGGTTGTAAAAAATCTGGTAGAGAAATATTATCCAGGACTTATAAGGAATCTAGCTCCGGTGGTTTCC
+CCGATGGTTGCTCATGCAAGGTCATTGAAGCAAAGATATGGGTTGGACATTAAAGTTGTTTTTATAGGTC
+CCTGCATTGCCAAAAAAGCTGAAGCCCTAGATAGAAGCGTTTTAGGGGATGTAGATGCAGTACTAACTTT
+TCAAGAATTGGCCGATTGGATAGATGAGAAAGCCTCCGCGGTAGCTGGAGTAGACTTTGGAGAGCGAGAA
+AATGTATTAGAACCTTTTATTGCCAGGAGTTATCCCTTGCCAGGGGGGCTTTTAAAGACTTCTTCAATGG
+AGGGTGACCTTTTGTCTCGAGAGGTCGTAGTCGTGGACGGTATAGAAAACTGTATGGAGCTTTTAGATGC
+CCTGGAGATGGGAAACGTAAGTGGTCGCATATTTGAGATGATGGCCTGTAGGGGTGGCTGTATCAATGGG
+CCCTCGATGCCGTGTGACAGTTCCCTTTATGAAAGAAGGGAAAGGTTGCTTTCATTTATAGAAAATAATC
+AACAGCAGCAGGGATATGAGAATATAAAGGCTTCTGCGGCGGGTATTGACCTCAGGAGGTCTTTCGAGCC
+GAAGGCTTTTAAAGCGCCTAGGCCAACCGAATCAGAGATAAGAGAAATACTGGCTTCAATAGGCAAAACG
+ACTCCAGAAAAGGAACTGAACTGCGGGGCATGCGGATATCCTTCCTGCCGCAAAAAAGCCGAGGCTGTCT
+ACCATGGAATGGCGGAGCCGGACATGTGCATCCCCTACATGAGGTCCAGGGCCGAATCTTTGGCCAACCT
+GATCATAGACCACACCCCGAACGGCATCATTTTGGTAGACAGTAATTTGAATATAAAGGAAATAAATAGA
+GCGGCGGAAAAAATGTTCGGTGTTGAAAAGGAACAGGTCCAGGGGAAGCCCCTTTTCACTGTCATCGACG
+ACAGGGATTTTGCCTGGGTACTGGCCAATAAAACTAACCTGCAGGATAAAAAGGTGAACTATCCCCGGAA
+TTCTTTAACTACCCTCCAGACTATGTGCTATATCGAGGAAGAGGACATGGTACTGGCGATTATTCAGGAT
+ATTACCGAACAGGAAAAGCAGAGGATGGAACTGGAAAGGGTTAGGGAGGAGACCCTGGAGAAGGCCCAGG
+AAGTAATAAACAGGCAGATGCGCGTCGCCCAAGAAATAGCGGGACTGCTGGGAGAGACGACGGCGGAGAG
+CAAGATGCTGCTCCTTAAGCTTATAGAACTGGTTAAAGGCAGGGAAGAAGAAAAGTGAAGATCTTTGCTG
+AAGTGTTCACCAAAAGCCTTACCAAAAAAGGAGAAGAGCTGTGCGGGGACAGCGTTGAGGTTGTGCAATC
+CGAAGACGGCATAATTGCCGTAATGGCCGATGGCCTGGGGAGCGGGGTAAAGGCCAGTATACTTTCCACT
+CTTACCGTAAGGATTGCTTCTACCATGATAAAAAACAGGGCTTCCATAGAAGAAGTGGTCAAGACCCTGA
+TTAATACTCTCCCAGTGTGCCGCGTCCGGCAGCTTGCTTATTCCACTTTTTCCATTCTCGAGATTAACGA
+TGACGGAGAGGGAAGGCTTTTTGAATTTGATAATCCACCTGTGATCTACATCCGGGACGGAAAGGTTCTT
+AAGCTACCTTACAGGGAACTGAGGGTGGAAGAGAGGAAGATTCTGGAGTACCGGTTTGAAGCCTTTCCGG
+GGGATAAAATATTCCTGGTAAGCGACGGAGTCATTCACGCAGGGGTGGGGGGTGTCCTGAACGTGGGATG
+GCAGTGGCCTAATGTGGCCGAATACCTGCAGAGGCTTGACAGAAGGAGATATTTCGTGTCGGAAATGGTG
+GACCAGCTGATCAAAACGTGTAGCCACCTTTATTCCGGTAATCCGGGGGACGATACCACGGTCGTGGGAG
+TAGGTTTAAGAAAGTCGGAGCTGATCACGGTACTAGTTGGCCCTCCTGAAGATAGGTCAAAGGATGCAGA
+AGTCGTGAAAAAACTTATCGACAGCGAAGGCAAAAAAGTGGTCTGCGGAGGTACTACTGCAAATATTGTT
+TCTAGGGAAACTGGAAGGAAAGTAGTCACAAATATGGACTATGCCGACCCGGCGATACCTCCCGTCGGTA
+GTATAGAGGGAATAGACCTCGTAACCGAAGGTTTGATAACTTTAAGCAGGTGTGTCGAGATACTGAGAAA
+TTTTGTAAACACGTATTCCTTTTCTCCCCACTTCTTAGACGATATAAGGAAAAAGAAGGACGGAGCTTCA
+ATGCTGGCAGACCTGCTTGTCAACCGCTCCACTCACATCCGCTTTCTGGTGGGGCGGGCGGTTAATCCTG
+CCCACCGGAATGCATACCTGCCGGAAGGCGCAAGCGACAAGCTCAAGATAGTAGAGGAACTGGCCCAAAT
+CCTGAAAAAATGCGGCAAGAGGGTGTATATAGAGCTTTATTAGAGGAAAAAGAGGCATTGGCCCTGCTCT
+CAAGCTGCTTTTTCATATTTCTGCTGTTTTTTGAGACATTTAAAAAGGATTTCACACATTTTAATTATAC
+CAAACAGAAGGGAGGCAGCCTCTATTCTTTTTATGGTGTTTTCTTCTTCAATGTTTTTGCAATTATTCTC
+CAAGTGGGGTAAATATGTCTATACCTATTCATGGACCAATATCTATAAAATTCTTGACGAAAAATAGCAA
+AAATTGTAGAATATAATTGAGTTTTAGCATAGTTTAGCAAAATATTAACCTTCGATAAGGGCAAACCCGT
+CGAAAGGCGGGGGCGCAAAGCCACGGGCCTAAATCCCTGATTGGGACATGGTAGCCGGGCTGCCGAAGGA
+TGTGTAAAAATAAAAATTGATTTTCTGCGGCAGCCTTGGGTATGGGCTGTCGCTTTTTATGTTTTTTTCA
+AAACCACCATGAGAAAAGGAGGAAAGTAATGCCTAAAAAAATAGTAGTTTTTAGCCTGGCAGAAGAACTT
+TATGGACTAGATATCTTCGATGTACATGAAGTTGTCAAAGATGTGTCTATCACAAAAATACCTGAAACGC
+CCGAATTTATAGAAGGAATAATAAATTTAAGAGGAAAAATCATACCAGTAATAGACCTTAAAAAGCGTTT
+TGGAATTGGGAAAAGGGGAAAAAGCAAAGACAGCAGAATAATCATAGTGGAAATATTGGGTCAGAAGGCG
+GGTTTAATAGTCGATGCAGTACATGAAGTAATACCCATTGACGAAAACTCGATTGAACCTCCACCACCTG
+TTACTACAATAGATACTGCTTTCGTAGAAGGAATTGCTAAAACAGACGATAAGATGATAATTATAATTAA
+ACTACATTTTCTCTTTGAAGTCAACGGAAAAGAAATGCTTCTAAATACGAGTTCTGAAGGTACGAAGGAA
+AGAAGTTGAAAATCGCTAAAGAGGATGTTCACTTTAATAAAAAGAAGTGATAGCAGTATTTATAAGGTTT
+CGATGTGATGAACTAAGGAGGCAAAAAAGATGATGCCGGTTCCAAGATATAACAAAGTGCCAAGCATAAA
+AGTAGGGTTAAGTATTGAAGAAGCCGTGAAAATTATGACCAGCCAACAAAGTTTTGTCCTTCAAGTAATA
+AATGACAAAGGGGAGCCGGTAGGTTGGCTTAACTGCTTAGATATATTGAAGACTATTATAGAAGACTCCG
+CTGTGGTAAAAATTAAGGAAAAGAGTATAGAGAAACTCATATGTCCCATTAATGAAGAAGATTACCTGAA
+TGTGCTTGGGGAACTATCTGATATAAGTCGTTGGGCCGAGAAAAGAGGATACCGCCTTCCCTATTTCACC
+ACAACTGAAGGTAATGCAGGTATACTGTCAGTATCTGGGCTTTTACAGGAGGCTTTGAAGGAGAGAGATA
+AAGAGAGGGAGTTGAGGGAAGAAGCACAATTACACTTTGAGAGGCTCAACTATATTCATGAAGAACTTGA
+GAAGGCTTTGGCAAATCTTTTCATCGATCCTAAGGTGATAGTTAAGCTTAAATCCATAGTTGAATACCAG
+GATGAATATGATCTGTCTACTGGGAAAATAAAGATTACCGGAGTGATAAAGGAAGGAACTTACCTACATG
+TAGTAAACATGTTGCGATTGCTGGCCGAATTGTGGGAGCAAGGACTAATGGAACTAGGAGTTATAAACAA
+AGAGACGCTGGTCAATGCAACCATTTTTCATGACCTTGGTAAAGTGCAACCTCCTCTGAAAGTTGGAGAA
+GTTGTGGATCCTAAGGAAGCCTTTGAACCTGGTAAGTATCATGCTTTTAGAAGTGCTTTAATAGCAAAAA
+ATGTATATCATCTTGATAAAAACGTTGTCCAACTTATCAAATATCATCACCATACTGAGGAAGAGCTGCC
+ACCCGATTTTCCTGATGGTCTTCTACCCATGCACCGGCTTTTCCGGCTGATAGACGGGCTTTCAGCAGGA
+ATTACACGACGAGGCTCTAAGGTTAATTTGACAGTTAAAGGAACTATTGTCCAGGTGAAAGAGGAAAGCA
+TCCACCCGGATTATAACCGGTGCATAGAAATAGACCTCTGCAGGGAGAAGGTAAGTGGTGAAGGCAGAGA
+GGAAACGTGCTAATGAAAGCAATGTCAAGAGCAGCAATAATTCAATCAAGAATGTTATTTTTATATGCTG
+TTTATTCAACAACTTTGTTGAAGAAAACAAAAAATAACGTAAAAAAGGGGGAACTTTAATTATGAAAACC
+AAATTTTCCACAAACATGATGTTAAAGCAAAAACTAATTGTGATTTTTATACTATTATCAATTTTACCTG
+CAATTTTGACTGCAGGCCTTTCATTATACCAAAGCAAAAGTTTAGTTGAATATCAAGTTAGTAGTTTAGC
+AAGGCAAATTGCAAAAGAAAAAGTAGCTTATATTGACTCTTTCATTGAAAAAGTGTCAGCAGAAGTTGAT
+TCAATTAGTAAAAACCCGGATGTTATTAGTAGAGATACCGCAAAAACTATGGAAGTATTACGAAATGTTA
+AGGAATCAGATTCAAATACTTTATTTGTTTATATAGGCAATGCTGACAAAGAATATCTTGAATACCCTAA
+GACAGAACTTTCACAAGGGTTTGATCCAACAACGAGGCCATGGTATAAAAAAGCTGAAGAATCATTTGGA
+AATATAGTCATTACTGAACCATATCAAGATGCAGGTACTGGTAAAATGATTATCACAGTTGCAAAGGCTT
+TTAAGCTTGCAGATGGCAAAACAGCTGTTGTGGGGGCAGATGTAAGCTTAGACCAAATTCAAAGCAATAT
+TACGAGGACAAAAGTAGGGGAAAAAGGTTATGCAGCCTTACTTACGGAAAATGGAACAATAATTGTTCAC
+CCCACGAAAGAAATGATACTTACAAATATAGCGGAAAAATACGACTTTGGTAAGACAATTGTTAACAACA
+AAAGCGGCAGCTTAAAATATAGATTTGGTGGTGAAGATAAAATTTCGGGTTTTGAGCAATCAAAACTAAC
+AGGGTGGATAGCTATAGCGACGATGCCGCAATCTGAGTATGCAGCGAAACTTAACAAGAGTATTGTCTAT
+ACGCTAGTAATATTAGCAATAATTTCTGTTTTAGCCGTGATTATTGGTTTATTCTTGGCAAGAAATATTG
+CTAATCCAATCTTACTTGGCGTCAGTTATTTAGAAACTGTAGCAAATGGTGACTTTACAGGAAATGTTGC
+TGAGCAATTTCTTAGGCGCCATGACGAAATAGGCAGGCTTGCAGAGGCTATCAATAAACTGCAGGCCAAT
+ATTAGACCGATGCTTTCAGAACTGAAAATCAGTGTAGAGACATTAACTAAAAACTCAGAAGCCTTGAGTG
+CTGTCTCACAAGAAATAGCTGCTTCTTCCAATGACGTTGCAAAAGCCATTCAAGAGGTGGCTTCTGGGGC
+ATCTAACCAAGCCCAAGATTTGCAAGAAATAGTATCTCTTATAGGTAATATAACGACAAGCTTAGAAAAA
+GTATACAATGAACTTGGTCACGTAAAGGAAAATAGTGAAGAAACCTCTCGATTGGCAAATACCGGCAAGA
+AAGAGTTAGACGACCTTATTTCTTCAATTAATGGAGTGCGTGAAGCATTTGAGGTAGTAGTTGAAAAACT
+TGGAATTCTTAAAGGTTCAGTAGGACAGGTAGGAGAGATTTTAGAGATTATAAAGGGAATAGCAGAGCAA
+ACGAATTTATTAGCATTAAATGCAGCTATTGAAGCAGCAAGAGCTGGAGACGCAGGACGAGGTTTTGCAG
+TTGTAGCAGATGAAATAAGAAAACTTGCAGAGCAAACTCGTGTATCTTCTGATAAGATAAGCGCTTTATT
+AAACGATATAACCTCAGGAACTGATGAGGTTGTAAAGACTTCTGAAGAAGTGACTGCTCAAGTGAATAAT
+CAATTAGAAAAGGTAGAGAATACCATAAAGGCTTTTGACAACATATTAGAATCAGTAGCAGCTATAGCAC
+CGATGATTAAAGCAACATATACAGAAGTAGATAATACCGGAAAAGCAAAAGACATAGTATTAGAACGTGT
+TGAGAACATAAGCGCAGTTTCAGAGGAGACATCAGCGTCTGCTGAAGAGATATCGGCATCTGCCGAGGAA
+CTTGCTGCATCTACACAAGAGATAGCTGCAAACGCACAGCAAGTTTTAGAAGTTGCTAAACGTATTGAGA
+AACAAGTAGAGCAATTTAAGGTTTAGAAAGCGGTATTTATTAAAGGGGCTGCCCATAAGCTATACACGTT
+GGTTAGAGGGTAGCCCTTATATGTTATTAATGATAAAAAAAGAAAATAATGAATGGAAAGTTAATGAATG
+GCCAACTTTTCCAATAAAAATAAAAAACAAAGATTTAAAGGAAATTAATAAAGGAACAGATAGAAGAAAC
+TTGGTTTAAATAGAAGGGAGAATAAAAATGGCTGAAATAAAAGACAAGGAAGATAAAATCATAATTAACT
+ACTGCCGTCCCAAAATCAGGAAGCAGCGTACTTTTAACCTTGTTTTCCCTTACCTAAACGACAATGAAAT
+TGCCCACACATTAGTTGTTGAGCAATGTTCATCAGGGAACTGGAAGCCTGTAAGGCAATTATTGACGTAG
+AAGAAACAACAGCAGACGAAGAAGAGGCAGCAAATGGCCTTGCTGATTTAATGTGGTATATATACCCCGA
+AAAGGAACGTGGAAAGGTTTTGCCCACTGTTGTGAACTGGAGGAGATTTAATAATAGCAGCATGTCTAAA
+TGAGAAATACGGTGGGAAGCTCCTTGCGGCAGTATATTTCAAACGTCCTGACATACAAAAAGAGATGGAA
+GAATATTGGGAAGAATTAGAAGAAGCAGTTGATGGCCCGGAAGAATTTGCGGTGATTGGAGACAAAAACA
+GTTGAAAATAATGATGCAAAAAAATATAATTTTAACTAAGTGATAATAGATGCTGCTGAGTATGCAAAAA
+GTTAAAGAGATATATGATATCAGTAGAAGAACATTAATAAATTGGGAAAAGGAAGGGTTAATAACTCCAG
+TTAGAACACCAAAAGGAAGAAAAAGATACAAAAAAGAAGACATAGAGAAGTTATTAGGTATGATAGAAGA
+AAAGCCGAAACCGAAAGTAGTTTTATATGCGAAAGTATCCACAAAAAAGCAAGAAGAATATCTTAAGAAT
+CAAATTAGAAGACTTGAAGAATACGCTAATTCTCAAGGTTGGCAGTATGAAGTGATATCTGAAATAGCAA
+GCGGAGTAAGTGAAAACAGGAGAGGACTATTGAAACTTTTGAACAAGGTTAAAAGAGGAGAAGTTGAAAA
+AGTTGTAGTAGAATACCCTGATAGACTAGCAAGATTTGGGTTTGAATATCTTAAATTTTTCATGGAAAGT
+TTGGGGGTAGAACTTATAGTTTTAAGTGGAGAAGAGAATAAAGAAGAGATAAACAAAGAATTGGCAGAAG
+ATTTAATAGCAATAGTCACCTCATTTACGGCAAGAATTTACGGTCAAAGAGGTGGCAAAAAACATGTTAA
+CAATCCAAGCTAAACTTGTTTTTGATAAAGAGAAAGACAAACAAATCGTATTAGATTTAAAGTTATTTGA
+GAAATTTAGGAAACGTCATATAAACGGAAAAGCATATGAAAAATTAAATAGCAAGAAAAAAGGAAAGGAA
+ATCTCAACACAAGAATAGAGATAAATGAAAATGGTATTTTCTTGAGGATAAATGTAGGTGAAAGAAAGTA
+CGTAATAGGCAAAAGTACAGGCAGGATGGAAAAAAGGACTTGGATTAGAAAAAAGAATACCAGACAATTA
+TATAAAACTTCTCAACACATTGACTGTAGAGAAATTAGAAGAATTAAAAGAAATAAAGAAAGCAATAGAA
+TTTCTACAAGGCCTTAAGAGTGAGCCAGGAAGGGTGCTAAGACCTCTGGATGGAACAAGTTTTAGTACCT
+ATGATTTCTGGCAAGTTCTCAAGGTAGCGGTGGTAACACCACTCTCCCCTGAGAAGGTGCGAAGAGACTT
+TTCTGTCCTGAAGAGGATGTTAATTCAGGGCAAGTGGGGGACCAAGTATTGGCGTGAGTTCCCGTTTCTT
+GAGACGGGGGCGCAGGCTTCCCAAATACCGCCAGTTGGGGCTGGGACAGCCTGAAAGGCGGACTACAAAT
+ACCCCAGCCGTCTAAACTGGAGAGTTTGTCACAGTTTAGATGACCAGGAAAATGAAAAGATTGCATTCCT
+ATCTAAAAAGAAAAAAGCTCGGCACATTCACTTTTGACTTGGACAGAGGAGTATTTTTGTTTCACAATGT
+AGAAGTAGATGAACAGGGCAAGGTGAATTTGAAGTTAATAAGCGAAGTGCCCATAAGTTTAGAGCATTTA
+GACCTTTTGAAAAGAAGCTTGTAAAAAAATTTAATGGGCCCCTAATGGGCCCTTTTTCATGCTTTCTATT
+CTAGATTGTGGTATAATGAAATCACAGAAAGTGGGGAGGTGAAAATATGGCTGTGGATATTATTCAAGGC
+TATACCCTGGTGAAGGATGGGGTAAATAAATGGAGAATTCCCAAGTTTGGGAAGATGAGGGTTGACGCTG
+TCGTCTATGTAAATGATAGTTTAAAAGAGCTTTTGAGAGATGACCAATCCTTAAGGCAGCTTGTTAATGC
+TGCAAGCCTCCCTGGTGTAGTAGAACCGGTGATTGGCATGCCGGATATTCACGAAGGTTTTGGACTTCCG
+ATAGGGGGAGTCATGGCTATAGAAGAAAAAGGGGTGATTTCGGCCGGAGCAGTAGGGTATGATATAAATT
+GTGGTGTGAGACTTATAAGGTCTGACCTTGAGGCAGACTATTTTACAAAAGATATACTGTATAAGTTGAT
+AGAGAGGATTGAACATTACGTTCCGACCGGGATAGGCAAAAAAGGAAGGCATAAGGGTATTACCCGGGTA
+ATTTTTGACGATGTTGTGCACAATGGAGTTGAAGCGGTGATTAAAGCAGGTTTTGGCAAAAAGTCTGATT
+TGGAGTATATTGAAGAGGGAGGGAAACTTGAAGGAGCCGATATTTCGGCGGTATCAGAAGAAGCTCAGGA
+AAGAGGAGAAGAACAGCTGGGGACCCTGGGAGGAGGCAATCACTTTATAGAAATTCAGAAAGTTGAGGAG
+ATTTTAGAGGAGAATCTGGCAGAGAAATTTGGGCTTTTTAAAGGACAGCTTGCTGTGATGATTCACACGG
+GAAGCAGAGGGTTTGGCCATCAGATTGCTACGGATTATACAAAGATTCTGTGGGAAGCAGCTAAGAGGTA
+TGGGATTGAGGTACCGGAAAAAGGGCTTGCAGCAGCCCCTATAAAGTCAAAGGAAGGGCAGAATTACTAT
+AAGGCGATGGCGGCTGCGGTGAATTTTGCTTTTTCAAACAGGCAGATAATCATGTTTGATGTGATAAGGG
+CTTTTGAGGATGTTTTAAAAAAATCGGAAGAAGAGATGGGGTTTAAACTTGTGTATGACGTTGCTCACAA
+TATCGCTAAGTGGGAAGTACATGGGGGGAAAAGGATGCTTGTTCACAGGAAAGGAGCTACAAGGGCTTTA
+CCGGCAGGACATCCGCAAAACCCACCTTCCTATAGAGATACAGGACATCCTGCTCTAATTCCTGGCAGTA
+TGGGTACAGGTTCCTATGTGGTGGTCGGAACAGAAAAAGCAGCAGAGACATTTTATTCTGTAAATCACGG
+AGCAGGACGAAGGCTTTCTAGAAATCAGGCTAAGAAGATAAGCAAAGAGGAATTTGAAAGGTCTATGGGA
+GATGTGGTGTACAATGTCCGCTCTTATAAAGACATTGTAGATGAATCTCCTCTTGCGTATAAAGATGTAG
+AAACAGTAGTTTCTGTCTTTGAAGAGAGAGGCATTACTATACCTGTTGCAAAGCTTATTCCTCTTGCAGT
+TGTGAAAGGGGCTGATTAAGGTTTTAAAATGAGGTGAAATAGGTTTCTGGCTATTTTACGGCGATTTTAT
+TAAAAACTTTATAATTTTTTAAATTTTTAATGACGGTTTTAAATATGGCGTTTTTTCTAAGCTTTGCTGG
+ATGAATAATATGAATGCTATGAAATGGTATAATATATGTAAAGAATTTTGTGTGGTGAGGAAGATGAGTA
+TCACTGATGAAGAGAAAAAGAAAATACGTGAAAATTGGCGTATAAGAAGTGAAAAAGAGAAAGAAATACT
+AGAAGTACGAAAAAGGGAAGCATTAGATAAAGCTTATAAGATTGCTAAATTTTTAAAAGAAAAATACAAC
+GTGAGTAAAGTTGTCTTGTACGGATCACTGGCAAGGGAGTTTGATTTTTGGGAGTTTTCAGATATTGATA
+TTTTTATAGATGGCTGGGATGATGATAGGTTTAACTACTGGACAATGTTTCTTGAGATAGAGAATATTGC
+AAGGCCTTATAAAGTGAGTATAGTTACACAACGAGACACTACGGAAGCTTTGTTAAAAGAAATAGAGAAA
+GAGGGGAGAGAAATAGGGTAATGGATGTTAATAAAATAAAAGTTATTTCAGCAAGACTTAAAATAGAACT
+TGATAATATACAAAAATTGTATGATATTTTAAAAGACAGAGGGATGTTTAACAGTAAAACTTTGAAGAAA
+AAACTAACTGATGATTTTGTTTTAAGAGCTGTTGGTTCTATTTTCCATGATTTTTATACTGCTGTTGAAA
+ATATGTTTAGAATTATTGCAAAAAATATAGATGGTTTTATTCCATCTGGAGCTGAATGGCATTTAGAATT
+GCTTGAGCAAATGTGTGTACCGATAGAAGGTACAAGACCAGCTTTTATAAGTGCAGGTACTAAATTATTG
+CTTAATGAATTTAGGGGATTTAGACATGTTTTTAGAAATATTTATGGATTTAATCTTATACCTGAGCGAA
+TAGCAAGATTGTTAGAGATTTTTCCGGAAACTGTAAATAGTCTGAAAAGGGATGTTGAAAAATTTGTAAA
+TGAAATGGAATCTATTATAGAAGAGAAGTAGTAATAAAATTAAGATGATAAGTATGCTTTTTTAAAGAGG
+TGTCTGTAGTGGTCCAGAGTAATTTAAAAGAAGTAGAAGAAATATTTAGAAGTAATTTAAGCTATTTACA
+GGAAAAATATGACATAAAATTGGTTTATGTATTTGGATCTTATGCTAAAGGAACTAACAGAAAGAATAGT
+GACCTTGATATTGCAGTGCTTTTAGGTGGAGATTATACCCTGTTTGAAAAATTGGAACTCATTGGTGATC
+TAGTGGAGATATTTAAAAGAGACGACGTGGATTTAGTGATATTAAATGAGGCAAACTCAGTATTAAGGCA
+TCAGGTTATAAAGTATGGAAAGATCATCTTTGAAGAAAGTGAAGACGTTAGAGTTGATTTTGAGGTGAAA
+ACTTTAAGAGAATATATGGACATGGAATATTTTAGAAAAGTGCAAATGGACATTGTTAAAGAATGGATTA
+AAGAAAATGTGGGTGAGAATAGTGACTAAGAGTATAATAGAAACAATAAATTCTAAAATAAAAGAGTTGC
+AAAAAAATCTAATATTGTTAAAAAGAGTGGCGCAGGAAGTGAATGAGGAAAACATAAAAGAAGATATGCT
+AAGGTATTGGGGGCTAGAGGGGGGGATTCAAAATTGAAGAAAGAGTAATTGTAGACATACTGAAAAACCG
+ACTGGAAGATTTTGTAATGTATATATCTTATATAGTGACAAAAAATAATTAAAGGGTTTTAAACATATTA
+AAGTTTTTAATAAAATATATTTGCTTTGTGGGTTATACTATAATATTTATGGTGATGCAAATATGAAAGC
+AAAAGAGGTTCTGGAATTATTAAAAATATCAAGGCCAACGCTAACCAAATATGTAAAAGAAGGAAAAATA
+AGAGTAACAGTTATGCCAAATGGATTTTATGATTATAATGAAGAAGACGTATACAAAATTTTTATGAAAG
+GCGTTGAAAGAAAAACATATATTTATGCAAGGGTTTCAACCCCAAAACAAAAGAGGGATTTAGAAAATCA
+AATTGAATTATTAAAACAGTTTTGTTTTAATAATGGCTATAAAATACATGGAGTATTTTCTGACATAGCA
+AGTGGAATTAGCTTTGAAAAAAGAAATGAATTTTTTAAAATGCTTGATGATGTTCTTGCGGGTAAAGTAG
+AGATGGTTATTATAGCTTACAAAGACAGGTTAAGCAGAGCAGGATTTGAATTGTTTAAACATTTATTTAG
+AAAGTTTAATACTGAAATAGTTGTTGTATCAGAAGTTGGTAATGAGAAGCTTGATTCTCAGGAAATAATT
+GAAGAAATTATAAGTTTGCTGCACTGTTACAGTATGAAATTCTACAGCAAAGGAAAAATTCAAAAAATAA
+GAAAGTTTTTAGAAAACGAGGTGTTTGAAGATAATAGTCAAGAGAGTAGAACAGATACAGATAAATAAGA
+ATCATGAATTATGGCCTTATTGTGATGAAATATGCTTTGCAGCAAAAAACTTATACAATTACGCCAACTA
+CATTACAAGGCAGGAATTTATAAACAACAAAAAATGGATAAGGTACAGGAAACTCAATAAGATGTTAAAA
+GAACACGAAACATACAAAAACTTACCAGCACAAACAGCACAACAAACCTTAAGACTTCTCGATAGAAACT
+GGAAGTCATTTTTTAGAGCAATGAAAGAATGGGACGAAGATAAAGAAAAGTTTAATGGCAGACCTAATTT
+ACCAAAATACAAAAAGAAAAATGGAAGAAGCGTTGCTATATTTACAAATCAACAGTGTAAAATTAAAGAT
+GGGCATTTGAGTTTCCCAAAAACAAATTTAAAGCTAAAAACAAGAATAACAGGCAAATTAAAAGAAGTCA
+GGATAATCCCAAAAGGAAGTGTTTATGTTATTGAAATAGTCTATGAAAAAGAAGTAGTTGAAACAAAGAA
+GCCCTCAAAAAGAATAGCGGGCATAGATTTAGGGCTTAATAACTTTGTAACTTTGGTAAATAACATAGGC
+ATAAAGCCTATTGTTATTAATGGCAAAGTTATTAAGTCAATAAATCAATATTACAACAAGAAAAAGGCAG
+AGTTAATGAGTTATGTAGGAGACAGAGGTACCAGCAATAGGATTGAAAAACTAACTCTAAAAAGGAATAA
+CAAAATAAAAGACCTTATGCATAAAATAAGTAGATTTATAGTCAACTGGTGCAAACAACATGACATAGAC
+ACAATTGTAATAGGATACAATTCTGGATGGAAGCAGGAAATAGAATTAGGAAAGGTAAATAATCAAAATT
+TTGTTAACATTCCTTTTAGTGATTTCATAAACATGCTTGAGTATAAATGCAAGGAAGAAGGTATAAACTT
+TGTGCTTGTAGAAGAAAGTTACACCAGTGGCTGTAGTTTTTTAGATGGGGAAGAAATTAACAAAACAAAC
+TACAATCCACAAAGGAGAATAAAAAGGGGTTTGTTTAGGAGTAATAAAGGAATTTTAATAAATGCTGATG
+TTAATAGTGCTTATAATATCGTAAGAAAAGTATTCCCCGAAGCATTTGCAGAGGGGATAGAGGGTGTGGG
+GTTACACCCAGTTAGGCTGAATATAGCCTAACAAAGAATAGTGTTTAATAAAATTTTGAATAGTTTTTAA
+TACTTTAAACACTATTCATAACCTAAGCAAATGGCTTGAAGATAACTATAATTTCTAAAATGAAAGGGGA
+TTTACTGTGAAAATAACTTTTTTGGGAGCTGCTAAGGAAGTTACAGGTTCATGCTACCTTGTGGAGACGG
+AAAATGCCAGGTTTTTAGTGGACTGTGGCATGTTTCAGGGTGGAGAAGTAGAAGACGAGCTAAACTATCA
+AGAATTTATTTTTGATATAAAAGATATCGATTTCGTACTTTTAACCCATGCTCATATAGACCACAGTGGC
+AGAATTCCTGTGCTTTACAAAAGGGGCTACAGAAAGAGGATTTACGCAACTCATGCTACAGTTGACCTGT
+GCAGGTACATGCTGCCGGATAGCGGGCACATCCAGGAAATGGAAAGCGAGTGGAAGAACAGAAAGAGGAA
+AAGGGCTGGAAAGCCTTTGAGGGATCCACTTTATACGGCTGAAGAGGCAGAAGAATCTATAAGCATATTT
+TATGGTGTTGACTACGGGGAAGTGATAGAGCCTGCACCTCATATAAAAGTGAGATTTAATGATGCTGGGC
+ATATACTTGGCTCGTCTATAATTGAGGTGTGGGTAAATGAAAAGGGAAAAGAGACTAAAATAGTGTTTTC
+AGGAGATCTAGGGAATAAAAAGGTGCCTCTTTTGAGAGATGTAACTCCTATAAATGAGGCTGATTATGTT
+CTCTGTGAGTCTACATACGGCAATAGGATTCATGAGGAGGTCTCTGATAGGGCGAAAAGGTTGATGGAGA
+TTATAACACGCACTATTAAAAGAGGGGGAAATGTTATTATTCCTTCTTTTGCCGTTGGAAGGACTCAAGA
+GATATTATATGAGCTTCACAGGGAAAGGGATTTGTACAAAGATGAGATAGAATTTTTGAACAACATCCCT
+GTGTATGTAGACAGTCCTCTTGCCACCTCAATAACAGATGTGTTTGCAAAGCATCCAGAGTGCTTGGATG
+ATGAAGCGAGGGAATACATCAAAAAAGGAGAATTGCCTTTAGATTTTCCCAATTTGCACTTTACCCACAG
+TGCGGAAGAGTCTAAGGCTTTGAATGAGATTAAGACGCCCATGATAATTATCTCAGCTAGCGGCATGTGT
+GAGGCAGGTAGGATAAAGCACCACCTAAAGCACAATTTATGGAGGCCGGAGTGCACAGTCCTTTTTGTTG
+GGTATCAGGCAAAAGGCACTTTAGGGAGGAAACTTTTAGATGGAGAAAAAGATGTGAAGATACTTGGAGA
+GGATATACACGTTAAGGCTGAAATTGAATATATTGAGAGTTTTTCAGGTCATGCCGACCAAAGAGGTATA
+CTGGAATGGATTTCTAATTTTGAGAAAAAGCCCAAGAAGATATTCATTGTGCACGGAGAAGACGAAGCTC
+AGGAAGAACTGGCTGATAAGATAGAAGCACAATTTGGCATAGAGACTTTGATTCCATCAAGGTACGATGT
+TTACGATTTTGATAAGGAAGAGCTTATAAAAGGAGAGGTTGAGGATAAAGAAAAGTTTAAACTGGAGCTT
+AACAATAAATTAGAAGAGATGAAATTGAGAAGTGAAAAGGCGTTTAACAAACTTCAGGAGATACTAGACA
+AGAAAGATGGAAAAGATTTAACCGGCATAATGCTTGAGATAGACAATATAAATGAAAGCCTTATGAAGCT
+TTATAGGGAACTTTTGGATTGAGAATGCTTCCGGGCATTCTTTTTTTATATTTAAGGGCTTATTGCTCCC
+GCTTTCAAAATGTGATATAATATAATTGCACTTTGATAAGCTTTACATCAAAAATAGATATTTTAATAGC
+GCATAAATAGAGGAGCTGCCAAGCATGTATTTGGCGAGGTGTTAAGGAGAAGAACCTCCAATACTCGCTG
+AAGAAGGTTTGGCTGCCGAAAGGGTGAGCTTGTTCTTGAGCTCATCCTTGGTGGTAAACACAAAGTTTAC
+CACTGTCATGGGACCTCCCATGAAGCGCTATTTATGCAGTGAAAATATTTTCATTGCATAAATAGCGCTT
+TTTTGTTAGAAATGAAGAAATACTTACATGTCGAAAATATTTTCGGTGTTTTTGCTTTTAATTTTACTCT
+CAAAGGGGGAGTAAGATGGATTTGAGGTTAAAAGGATTACCTCAGGAATTTTACCAAAAAGCGCTGGAGA
+TATTATTAGAAAACATTGATTGGGGTGTACAAATCACTGATAAAGAGGGTTATACAATTTATTATAATAA
+AGCTTCTTCTCAAATTGATGGAATTCCTATAGATGAAGCGATTGGAAAGCACGTTTTAGCTATGTTTCCA
+TCCCTTTCTAATAGAGAAAGTACAATTTTAAAAGTTTTAAGGACAGGGGAACCTGTTGTCGGACATGAGC
+AGGAAATTACAAATTGCTATGGACAAAAAGTCAGCCTTTTTACTATTACTCTCCCCATTGTAATCGATGG
+AGAAATATGCGGGGCTATTGATATTTCTAAAAACCTCTCTGAAATAAAAAATCTTATGACAAAAGTGATT
+GATTTGCGAGAAGAAGTGCGAAATAACAGAAAGAAAAGTGCTGTAAAAGAAAACGAGGAAGCTTATTATA
+CTTTTGATGATATTATTGGAGAATCCAAAGTAATTACAGAACTAAAGTGCAAGGCTCAAAAAATTGCAAA
+AAGCAATTCGCCAGTGTTTGTATATGGTGAGACAGGTACGGGCAAAGAGCTTTTAGTACAGGCAATTCAT
+AATGCTAGTCCAAGGAAGAATGGACCTTTTATTGCTCAAAATTGCGCAGCCCTTCCTGAAAATTTGATGG
+AGTCAATACTTTTTGGAACAGTAAAGGGAAGCTTTACTGGTGCAGAAAATCGCCCTGGTCTGGTAGAGCT
+GGCTGACGGAGGGACATTATTTTTGGATGAGATTACTTCTTTAAGTTTTGACCTTCAGGCAAAGCTTTTA
+CGCTTTTTGCAGGAAGGGTATATAAGGAGAATAGGAGATAGTAAGGTTCGAAAAGTAGATGTGAGAGTTA
+TTGCTGCTTCTAACATTTCTCCTTATGAAGCTTTAGAGAAGAAAATTTTAAGACCTGACCTTTTTTATCG
+ATTAAGTACCATTGTCTTGTATGTGCCACCTCTTAGGGAGAGAAAAAGTGATATTCCTCTTTTAGTTAAG
+CACTTTATCAAGGAATTTAATTGGCAATTGGGGAAGGATATAAAAGGGATAAGCGAAGAGGTGGAAAGAG
+CGCTGATGAGTTTGTCCTGGCCGGGAAATGTGCGGGAATTAAAGGGAGTTATAGAGTATGCGGCTAATTT
+TTGCGAAGGTGAAATAATTCAGTTGCATGACCTTCCTGACCACATTTTAAGAAATGCCTTTATAGAGGGA
+GAAAAAGAGATAGCAGTAGATACTATCGGGATAGAAGGGGATCTCAGAAGCTTTCTAGCAAAAGTTGAAT
+ATGAGCTTATTACTAAAACTTTAAAAAAGACAAATGGGAATATAAGTAGAGCAGCAGAAATTTTGGGTAT
+TCCGAGACAGACTTTACAATACAAAATAAAAATGTTAAAAATAAATATTTAATTTTGCGCCTAATGCTTA
+ATTTTCAGCATAAGATGGGTTTTTATCAGAACGAGCTGTGAATCTTTTATAGGAAAAGGCCGAAAAATGG
+CCTTTTTTCTTTTTACTCAATGCTTGGTATGGATTTTGCATAAAAGTTTGAGAAGAGGTTTTCAAGGAAT
+TTGAGAAGGGAGGGGATACATGTTGAAAGCCACAATAAGAGTCAGGATGAGCCTTCATGATGCTCACTAT
+GGAGGAAATTTAGTAGATGGAGCGAGAATTTTACAGCTTTTTGGGGATGTGGCGACAGAGCTTTTGATAA
+GGCACGATGGAGATGAGGGGCTTTTTAGAGCTTATGACAGTGTAGAATTTTTGGCGCCAGTGTATGCGGG
+GGATTTTATAGAAGCCACAGGAGAAATAGTGGAGGTTGGAAATACGTCGAGAAAGATGGTCTTTGAGGCG
+AAAAAGGTGATAGCAGCAAGGCCTGATATCAGTGATTCTGCGGCAGAAGTGCTGGAAGAACCTATTGTAG
+TGTGCAGGGCGAGTGGCACCTGTGTTGTGCCAAAAGAAAAGCAGAGGTACAAAAAAGAAGGGTAGGTGAG
+TGAAGGGTGGAGAAATTGATAATTACTGCGGCTATATGCGGAGCTGAGGTCACAAAGAAGCATAATCCTA
+ATGTGCCTTATACTGTTGAGGAGATGGTGAGAGAGGCTTTATCTGCATATAACGCAGGAGCTAGCATAAT
+TCACTTGCACGTAAGGTATGATGATGGTACCCCTACACAGGACAAAGAAAGATTCAGAGAAGTGATTGAA
+GCGATTAAAGCAAAATGCCCTGATGTCATAATCCAGCCTTCAACTGGTGGAGCTGTTGGCATGACTGCAG
+AAGAAAGGTTACAGCCGGTTTACTTAAAGCCAGAGATGGCATCACTAGACTGTGGCACAATGAATTTTGG
+CGGAGATGAAATATTTGTAAATACAGAAAACATGATAATAGAATTTGCCACCAAGATGAATGAACTGGGA
+GTGAAGCCGGAACTTGAAGTATTTGACAAAGGAATGATAGATACAGCGATAAGGCTTCACAAAAAAGGGT
+ATATAAAGGCTCCGATGCACTTCAATTTTGTGATGGGAGTAAATGGCGGAATTTCAGCTGAGATGAGGGA
+CTTTGTATTTCTTAAAGAAAGCATTCCTCCAGGAAGCACATTTACTGCTACAGGAATAGGACGCTATGAA
+TTCCCTGTAGCTACTATGTCTATACTTGCAGGAGGTCATGTGAGAGTTGGCTTTGAGGATAACGTATACC
+TCGAAAAAGGCGTTCTGGCAAAGTCCAATGGTGAGCTTGTAGAAAAAGTAGTGAGAATTGCTAGAGAGTT
+AGGTAGAGAAATTGCAACCCCTGATGAGGCCAGAAAAATATTAGGGTTAGAGGTGAAGCCATGAGGAAGG
+TTGTTACTTTTGAAGAGTTGAAGCCTTTATTTAAAGATGGAATGACCTTGATGATCGGTGGATTTCTTGC
+AAATGGCACACCTGAGAAATTAATTGACCTTCTCATAGAATTAAACGTTAAAGACCTTACTATAATTGCC
+AATGATACCAGTTTTCCAGACAGGGGTATAGGGCGTTTGGTTGTGGCCGGCCTTGTGAAGAAAGTTATAA
+CTTCTCATATAGGTACTAACCCTGTTACAGGAAAATTGATGAATGAAGGAAAAATTGAAGTAGAGCTCGT
+TCCACAGGGGACACTTGCAGAAAGGATAAGAGCTTATGGAGCAGGTTTGGGAGGTATCTTGACTCCTACA
+GGAGTCGGCACAATGGTAGAAGAAGGGAAACAAAAAATAACTGTGAATGGAAAAGAGTATCTCCTTGAAC
+TTCCACTGGGAGCAGATATAGCGCTTATTAGAGGAAGTATTGTAGATGAGTTTGGAAATATCTATTACAA
+AGGTACGACGAGAAATTTCAATCCTATAATGGCTCTTGCAGCTAAAACAGTTATCGTTGAGGCAGAAAAA
+ATAGTCAAAGTAGGAGAAATAAAGCCAGAAGATGTCATGACGCCAGGAGTATTAGTGGATTATATCGTAA
+AAGGAGGGGAAGGCGATGATAACTGATCAGGAACTGGCAAAGCAGATAATAGCAAAAAGAATTGCAAAAG
+AGCTCAAACATGGAGAGCTGGTGAATTTGGGAATTGGTCTTCCCACTCTAGTAGCCAATTACATTCCCGA
+AGGGGTGCACGTCATATTCCAATCAGAGAATGGAATTACAGGTATGGGACCTATGCCAGAGCCCGGAAAA
+GAGGATGTAAATATAATTAATGCCGGCGGGCAGTATGTGACAGTTATGCCTGGCGCAGCGTTTTTTGACA
+GCGCATTTTCCTTTGCACTTATAAGAGGAGGACATGTGGACGTTACCGTGCTGGGGGCATTGGAGGTAGA
+TGAAGAGGGAAATTTAGCTAACTGGATAATACCTGGAAAGTTAGTTCCTGGCATGGGCGGAGCAATGGAC
+CTTGCTACAGGAGCCAAAAGAGTAATTGTGGCTATGCAGCATACTGCTAAAGGGCAGCCAAAGATTTTGA
+AAAAATGCCGCCTTCCTCTCACGGCCAAAGGCAAAGTGAGTCTTATAGTTACAGAGCTTGCAGTGATAGA
+AGTGACAAAAGAGGGACTGCTTCTCAAAGAAATTCACAGGGATACATCTATTGAAGAGGTCAAGTCTTTG
+ACAGAGGCAAATTTAATTATTCCAGATGATGTAAAATATATGGATGTGTAAAATTCGAAGAAGGAGGAGG
+ATATGCTTATGATGGGATGCAAATACGGTTCTCATAGAGTGATTGAGCCAAAAGGGGTTTTACCTCAAGC
+CGCTTATAAAATTTCTAATGATATGAGTGTGCTTTATGATAATGAGATATTGATTGATGTTATAGCTTTG
+AACATAGATTCTGCAAGCTTTACCCAGTTAAAAGAGGAGGCAGGGGGAGATCCTGAGAAGATAAAGAAGA
+AGATCCTCGAGATAGTAAATGAGAGAGGGAAAATGCAAAACCCTGTCACAGGTTCTGGGGGAATGCTGAT
+AGGCAGAGTAGAAAAAATAGGAGAAGCTCTGGTCGGGAAAAGGGACCTCAAAGTAGGAGATAAGATTGCG
+ACGCTCGTTTCATTAACTCTTACACCTCTTAGAATAGATGAGATTTTGGATATAAAGATGGATATAGAAA
+GAGTTGAAATAAAGGGTAAGGCAATACTTTTTGAGAGCGGGATTTATGCGAAGCTTCCTGAGGATATGGA
+AGAGACCTTGGCTTTAGCAGCTTTAGACGTTGCTGGAGCTCCTGCTCAGACTGCTAAATTGGTAAAGCCC
+GGTCAGAGTGTCATGGTGTTAGGAGCAAATGGGAAATCCGGTATGCTATGTTGCTATGAAGCTAAGAAGA
+GAGTAGGTCCTACTGGAAAGGTTATAGGTGTGGTGAGAAGGGAAGAAGCAAAGAAAAAGGTGGAAGAACT
+GGATATATGCCACGAGGTAGTTATAGCGGATGCTCAAAAGCCTTTGGAAGTTTTGGATAAAGTTCTAAAG
+GCCAACGGAGGAAAAGAAGTAGATATCGCTATAAACTGTGTAAATACGCCTAACACAGAAATGTCCACAA
+TTTTACCTGTGAGAGATGAAGGAATTGCCTACTTCTTCTCCATGGCGACAAGCTTCACAAAAGCAGCCTT
+AGGAGCAGAAGGGGTTGGGAAGGATATAACAATGATCATAGGAAACGGATATACAAAAGACCACGCAGAA
+ATTACGCTGCAGGAGCTCAGGGAAAATGAAAAATTGAGAAAAGTTTTTGAAGAAATGTATGCTAAATGAG
+GACAGCTGTAATGAATTTAAGGGGGAGATGTATAAAATGAGAGTTAACAGAAGACATGAACTTTTTGGGC
+ATGTACCAGACAGCGATTGGTACAACTGGAAGTGGCAGATTGCAAATAGAATAGAGACAGTGGAAGAGTT
+GAAAAAATACCTTCCATTGTCGGAAGAAGAGGAAGAAGCTATTTCTAAGGCATTGCAGAAGTTGAGAATG
+GCAATTACGCCCTATTACCTTTCTTTGATAGACCCCAATGACCCTAATGACCCGATAAGAAAAAGAGCAG
+TGCCGACAATCCATGAGCTTTATCAGGCACCGGAGGACTTAGTGGACCCGCTTTATGAGGATGTGGATTC
+ACCTGTACCTGGACTTACCCACAGGTATCCTGACAGGGTATTGATGCTTGTTACAGACCAGTGCTCCATG
+TACTGCAGACACTGCACAAGGAGAAGGTTTGCTGGAGAAACTGATGCTCCCATGCCGATGGATAAAATAG
+AAAAGCAGATTGAGTATATAAGGAATACCCCACAGATAAGAGATGTGCTGATCTCAGGTGGAGATCCTCT
+CACTTTATCTGATTCACGGCTTGAAGAAATTATAAAGAGATTAAGAGAAATTCCTCATGTGGAGATAATA
+AGAATTGGTTCATCAGTACCTGTAGTGCTGCCTATGAGAATAACTCCGGAGCTTGTCAATATGCTTAAAA
+AATATCATCCAATATGGCTCAACACCCACTTCAACCATCCGCATGAGATAACAGAGGATTCAAAGAGAGC
+ATGTGAAATGCTAGCAGATGCTGGAATACCATTAGGAAACCAGACAGTACTTCTAAGGGGAGTAAATGAC
+TGTGTCCATGTTATGAAAAAGCTGGTGCATGAATTGGTAAAAATAAGGGTAAGACCTTACTACATCTATC
+AGTGCGATTTGTCATTTGGGCTTTCTCATTTTAGAACTCCCGTTTCCAAAGGTATTGAAATTATAGAAGG
+TTTAAGAGGGCACACTTCTGGTTACTGCGTACCTACATTTGTAGTTGATGCACCGGGAGGAGGAGGAAAG
+ATTCCTGTTGGACCAAACTACGTAATTTCTCAGTCCCATGATAAAATAGTTTTGAGAAATTATGAAGGCG
+TCATTGTGACGTATGTTGAGCCAAAAGATTACACTCCAGGTCCTTGTGTATGCGATGAAGAAGTTCCAAA
+ATCTGAAGGTGTTGCAGGCCTTATGCAAAAGGATACTATTGGAGTATTAGAGCCAGAGAATTTAGAAAGG
+AAAAAGAGAAGGAGAAAAGATGAGAAGTGATATTCTTGACCTTATAAAAAATTACAGGACTATCTCTATA
+ATAGGAATGGCAAAAAATGTAGGAAAAACAACTGTATTAAATTATCTTATCAGTAAGGCCAGGGGTATTT
+ATACCCTTGGTCTTACCTCTATAGGAAGAGATGGAGAGGAATATGACCAGGTTTCCTTTTTCCCAAAGCC
+GCGGATCTATGTAGAAGAGGGCACTTTAGTTGCCACAGCAAAAGAAGCACTTTTCCGAAGCGATATAACA
+AAGGAGATAGTGGGAACTACAGGTATATATACTCCGATGGGAGAGATAATTGTAGCGAGGGCTTTAAGTG
+ATGGCTATGTGGACCTTGCCGGTCCTTCCATTACTAAAGACCTCAAGAGGATAAGCGAGTTTTTGATCTC
+AATAGGTGCAGATAAAGTTTTTATAGACGGGGCTTTAAACAGAAAGACCCAGGCTTCTCCAGCTGTATCT
+GAGGCTACTATTCTGTCAACAGGAGCTGTTTTATCTCCTGATATGGAAAAGACAATAGATGAAACGGTGT
+TTACAGTAAAACTTCTGACAGTGCAGAAAGAAAGCGATAGAGAGATAATTGTAAAAGCTAGTAAAATCCT
+TGAAAATTCAAATTTGGGGTTTATTTATGAAGGCGGAGAGTACAAAACTGTGGAGGTATTAACTGCTATT
+GATGCATCAAAAGAGATTGTAGAGAATTTAAATGGAGCAAAGTATGTGGTAATAAGAGGAGTGATTACAG
+ATAAGTTGATCAATGATGTAATGACTTCCACTGATAAGTATAAAGGAGTAGTCTTTTTGGCAGAGGATGC
+TACGAAGCTTTTCATAGAAGAAGAGACCTTCGTGAAATTTCAAAAGGCGGGCGGTATTTTTAGGGTAGTA
+TTTCCTATAAATTTGATCTGTGTCACTGTAAATCCTATATCTCCTACAGGTTACAGATATAATGGAAAAG
+AATTTTTAAATAGATTGAGAGAGAAATTAGATCTTCCTGTCTTTGATGTGATGGGTGGTGATTGATATTA
+AATTCTTAACTGAAAAAGAAAGAGAACAAGTAGGATTTAACTATGTTATTTCAAAGCTTCAAGTTATAAC
+TCCATATGGAAGAGAAGAGCTAAAAAATGCAAGGCCTTATAAGAGAGAAGAAAGAGAAAAACTTGAAAGG
+GAATATGAGTACATCGACCTTTTGAAGGAAAGTTTAGAGAAGGATAAGGAAATATTTTTTAAGATTTTAA
+AACCGCTATTCAAGATAAAAGATATAAGAAACAGCCTTAAAAGGTGCATAGAAGGGAAAGTGTTAGATGA
+GGTGGAATTTTATGAGATAAAAATTTTCGCTCTACTGAGCGAAGAGTTAAGGCTTTTGATTGGAAGGTTG
+AATTTAGATATTGAAGATATAAAGCTTGTTTCTTTAACTCCTGTATTGGATCTTTTGGACCCTCAGAAAA
+AGAGAATTGCTACTTTTTATGTTTACGATGAATATTCTAGTAATTTGAAAGAGATAAGAGAAAAGAAAAG
+GGAAATTGAGAGGCAGATATTTGCAGAAACTGACAGAGAAAAAATTGAAAAATTAAGGGAGAAAAGGCTT
+GATATAGTCGCATTGGAACAAAGAGAGGAACTTGAGGTAAAAAAGAGTCTATCTGAAAAGTTACGCAAAT
+ATGTAGACCTTATTGAAAAAAATATAAAAGCTATAGGAAGGTTCGATTTTTTGATGGCAAAGGCTAAACT
+GGCAATCGAGTACAATGGAGTGAAACCCACGATAAATGACGAGATAAAAATACTTTTTGAAGATGTTATA
+AATCCTCAAGTTGCAGATATTTTAAAAACCCAAGAAAAAGAGTTTACCCCTCTAACTATTGAATTAAAGA
+GCGGGACAACTGTTATCACAGGAGCCAATATGGGTGGAAAAACTGTAGCACTTAGGACTTTTGCGCTAAA
+TCTTCTTCTTTCTATGATGGGATTTTTCCCTTTTGCTAAAAAAGTATCTTTTCCTATGCTGGATTTTATT
+CATTTTATCTCAGAAGACCTGCAATCAATTTCAAGAGGTCTGAGCAGTTTTGGTGCAGAAGTTATGAAGT
+TAAAAGAAGTAATAGAAGATGTAAAAAAAGGGACAGGATTTGTGGCATTAGACGAAATAGCAAGGGGCAC
+AAATCCTGAAGAGGGACTTTATATTGTGAAAGCTATCTCAAAATATTTGAACGGTTTTTCTTCTATGACT
+GTATTAGCTACCCATTATGAAGGGGTGATAGAGGATGACATGGTGCACTATCAGGTCGTAGGGCTTAAAA
+ATGTAAATTTTGAAGAGTTAAGGCAAAAAATCGTTATAGACGAAGAAAACTCGGTAAAAATTCTCCAGGA
+ACACATGGATTATCGATTAGAAAGAGTAGACCCTAATTGTGAGGTTCCAAAAGATGCCCTTAACATATGC
+AGAATATTTGGACTTGAAAGAGAAGTTATAGAGCTGGCTGAGACCTATTATAAGAGGAGGAGAAGGTATG
+AGAGAGAGCAAGCTTAATCTTGATTGGGAATTAGTGGATAAAGCCAGAGAAGCTGCGAGAAACATTGTTA
+AAGATACGCAGAAATTTATAGATGCCCATACGACTGTGTCAGTTGAAAGGACGGTGTGCAGACTTTTAGG
+CATAGATGGCGTAAATGACTTGGGAGTTCCACTTCCCAATGTAGTGGTTGACCATATAAAAAGCAAGGGA
+AATCTTTCTTTGGGGGCTGCAACTTATATCGGCAATGCCATGATTTACACAGGGCTTAGCCCTCAAGAAA
+TTGCCGAAAGAGTAGCAAAAGGTGAACTAGATTTGACTTCGATTCCTATGGCAGACCTTTTTGAGATAAA
+ATTGGCTGTTCAAGATATAGCAATAAAGACTGTTGAAAAGATAAGAGAGAACAGGAGAAAAAGAGAGGAG
+TTTTTAAAGAAATACGGGGATAAGGAAGGGCCACTTCTTTATGTTATAGTTGCGACAGGAAACATATACG
+AAGATGTGGTTCAGGCGCAGGCTGCTGCAAGGCAGGGAGCTGATGTCATTGCAGTGATTAGGGCTACAGC
+TCAAAGCCTTTTAGACTACGTTCCTTATGGACCTACTACCGAGGGGTTTGGTGGTACTTATGCTACGCAG
+GAGAATTTCCGGATAATGAGAAAAGCTTTAGATGAGGTATCTGAAGAGCTGGGAAGGTATATAAGGCTTT
+GCAACTATGCATCTGGGCTTTGTATGCCTGAGATTGCTGCTATGGGCGCACTGGAGAGGCTTGATGTGAT
+GCTAAATGATGCTCTTTACGGGATTTTGTTTAGAGATATAAACATGAAGAGAACGATGGTAGACCAGTTC
+TTCTCAAGGGTAATAAATGGATTTGCAGGAATTATTATAAACACAGGGGAAGACAATTACTTGACCACAG
+CAGATGCTTATGAAAAAGCCCATACTGTATTGGCATCTCAATTGATAAATGAACAGTTTGCACTAATTGC
+AGGAATACCCGAGGAACAGATGGGATTAGGACATGCTTTTGAAATGAACCCTGACTTAAGGAATGGCTTC
+TTATATGAGCTTGCTCAGGCTCAAATGGTAAGGGAGATATTCCCCAAAGCGCCTCTTAAGTACATGCCTC
+CTACAAAGTACATGACAGGAAATATATTCAAAGGGCATGTACAGGATGCTATGTTTAACGTTGTGACTAT
+AATGACAAAGCAAAGGATACATCTTTTGGGAATGCTGACAGAAGCTATTCATACGCCTTTTATGTCAGAT
+AGAGCGTTGTCTATTGAAAGCGCCAAATATATCTTCAACAATATGGCAGATATAGCTGATGAAATTTACT
+TTAAAGAAGGCGGAATAATTCAAAGGAGAGCTAACGAAGTTTTGAAAAAGGCGTATGAGCTTTTGAAAGA
+AATTGAGCAAGAGGGTTTATTTAAAGCATTAGAGCAGGGTAAATTTGCGGATATAAAGAGGCCGATAGAC
+GGAGGGAAGGGATTAGAAGGCGTAGTGGAGAAAGACCCCAATTATTTCAATCCTTTCATTGACCTTATGC
+TAAGAGGTGATAGAGGATGAGCAGCGGCCTTTACTCTACAGAGAAAAAGCAGTACGATACCACCCTGGAT
+TTGACCAGAGTCAAGCCATACGGGGATACGATGAATGACGGTAAGGTGCAGCTTAGCTTTACCCTGCCTG
+TGCCGGATGGAGCAAAGGCTGTAGAGGCAGCAAAACAGCTGGCAAAAAAGATGGGGCTGGAGAATCCAAT
+GGTCGTCTACCATGCTCCTTTGGATAAGAACTTTACTTTCTTCATAATATATGGAAGTTTGATTCACACT
+GTGGATTATACCTCCATACAGGTACAGGAACTAGAAATAAAGGCCATGAGTATGGAAGAGACTAATGAGT
+ACATTAAAAAACATATCGGCAGAAAAGTCGTAGTAGTGGGAGCAACCACTGGAACAGACGCTCATACAGT
+GGGCTTGGATGCTATAATGAACATGAAAGGGTATGCCGGGCACTACGGGTTGGAGAGGTATGAGATGATA
+GAGGCGTACAATTTGGGAAGTCAGGTGCCAAATGAAGAATTTGTTAAGAAGGCAATAGAGGTTGGAGCAG
+ATGCCCTTTTGGTGTCGCAGACGGTGACTCAGAAAGATGCACATATAAAAAATCTTACCCATTTAGTAGA
+GCTTTTAGAGGCTGAAGGCATAAGAGATAAAGTGCTTTTGATATGCGGTGGACCGAGGATCACGCATGAG
+CTCGCAAAAGAATTAGGATATGATGCGGGATTTGGCCCTGGCACATTTGCAGACCATGTAGCGACTTTTA
+TAGTCACAGAAATGGTAAAAAGAAAAATCCCCGGGCTTAAAGGGTATAAAAAATAAAGGGAGCCGATTAG
+CTCCCTTTATTTTTGCACATTTAAAACGCTATGATACCTTCCGTAAGCAAAGTAAATGATAAGGCCGACC
+AGCATCCATATGCCAAATCTTAGCCATGTCACCCATGGAAGGCTTGCCATTAAATAGAGGCTAAAAGCTG
+CTGTAAGAGGTGCGACTAACCATACTGCAGGGACTCTGAACTTTCTCTCTACATTAGGCATTTTAACCCT
+TAGGACAAGTATTCCTATTGAGACAATTACAAAGACAGATAGAGTTCCTATGTTGCAGAGCTCAATTATG
+ATGTCTAAAGGCAGGAAGCCAGCAATTATAGCTGCTACCAAACTCGTTATTACGGTATTTATATGGGGTG
+TCCTGTATTTTGGATGAATGTGGGAAAACACCTCAGGCAAAAGTCCATCTCTTGCCATAACCATGAAAAT
+TCGTATCTGGCCGTAGAGTGTTATCAATAAAGTTGAAATCATACCGACAGCAGCGCCTGTTGCAACTAAA
+GCAGAACCCCAGTTGATTCCTATGCTCATTAAGGCTCCAGGGAGAGCATTGTCAGGAATTATGGTTTTAT
+AAGGCACCATCCCGACCAATACAACTGCCACAGAAATGTAAAGGGCAAGTATCACTACCATTGCCATTAC
+AAGGCCTAAAGGCACATCCCTCGTAGGGTTTTTAGTTTCTTCTGCTGCCGTTGACACTGCGTCAAATCCT
+ATATATGCAAAGAAGATTATTGCAGCAGCAGACATTATTCCTTTCCAACCATAGGGGGCGAAGGGAGTAA
+GGTTTGAAAGTTTTACGTGGCTGAAACCGAGGAACAGGAAAAGCAAGATGACTCCTATTTTTACGAGAAC
+TATTATATTGTTTGTGGTTGCGCTTTCCCTTACACCAATGTACAAAATCCACGCCACAAAAGCGGTAATT
+AAAATGGCTGGTAAATCCATTATTCCTCCCGATATAGGAGGTTTAGTTATGGCTTCTGGCAAAGTTATGC
+CGAAAGATTTGAGCAGTCCTACAAAAGTTCCTGACCATCCAGATGCAACGGCGCTTGCTGAAACAAGGTA
+CTCTAAAAGCAAGTCCCAGCCAATTATCCAGGCTATTAATTCTCCAAAAGCTACATAAGAGTAGGTGTAG
+GTACTTCCGGCGACGGGAAACATTGTCACAAGCTCTGCAAATATGAAAGCAGCTAGAGCAGCAGTTATAC
+CTCCAATGATGTAAGAAATAATTACTCCAGGCCCTGCTCTTAATGCTCCTTCACCTGTTGACACAAAAAT
+TCCCGTTCCAACGACAGAGCCTATTGCTAAAGCTGCCAGGTCTATTGCGGTTAATTTTTTATTAAGTCCT
+GTTTTTTCAGCTGCTTCCAGAAGTTGATCTACAGATTTTTTTCGAAATAAATTCATTCTCTTGATCCCCC
+TATAATATTGATTTTTTATTCACACAAGCGAATATTTTATCAAAAAATTTCTCCCTTGTCTACCCCCTTT
+CTCTTTCTTTTAAAAGGAAAATGAATTAAAATACACTTAAAAATTCTTCCCCATAAAAAAGAAAAGGTAT
+ACAATTATCTAGTATGCCTAAATTATAATACTTTTTGAAGACATTTGCAAGAATGATTTTGTGTAACTCC
+TACAAATTTTTTATAAAAAATTATACAAGATTCATAATTCAGTCTGACCAATTTCCACTAATTAGAATAC
+GTGCGGGACCTCCTACCAAAACCCTTATTCCTTCTTCTTTTTTTGGAAGTTTCACGTATATTTTAGAAGG
+TCTTTTCATACTTTCTCCTTGATGAATTAGATATGTTTTTTCTAAATCGATTACCTTATTTAAGTAAAGA
+TAATATGTTAAAGCGCCATTTGCCGTTCCTGTTGCAGCTTCCTCATTTATCCCGTATAATGGAGCGAAAT
+CTCTGCAATTAGCGATAGCTTTCTTTTCCTCCAATGTGAATACGTGAAGACTTACAGCATTTTTTTCTTT
+TGTAATCTGAGATATTGCCTGGTAATCCGGGTTTATGCTAAAAAGGGTTTCTCTTGATTTGACGGGTACA
+AGAATATCCCATAATCCTGTGGATACCAGTTGAGGTACGAGGTCATAATTTTTATCACCAATTTCTTCAA
+CGGAGATGTTTAGAGCTTTCGCAAGTTTTGAAAGGTCATCTTCATTTAATTTTTCTCCCGCCTGCGGAGC
+AGCCTGCTCCATCATTATTTTATCCTCTTCTATATAAATTGGAAGTTTTCCAGCTAGTGAATGCATTGTT
+ACAACATCACCGGCTTTTACAAAGCCCAGTCTTTTTAAAACAGTGAAGGAAGCAATTGTGGCATGACCGC
+ACAGGTCTACCTCAGAAGTTGGAGTGAAAAAGCGCACTTTGAAGTCTTTTTCACCTACTACTTCTATAAA
+TGCTGTCTCTGAATGTTTGAGCTCTGCTGCCAAGTTTTGCATAAAAGTTTCATCTATTTTTTCGCCATTT
+TCAAGGACAACTACACCTGCTGGATTGCCTGAAAAAGGTTTCTCAGTAAAGGCATCCACAATAAATATTT
+TCATCCCTTTTTCTCCCCCTTTTGAATTTGTTTTTACTTTTAATATAACACATTAGCTGTTTTTTCAAAA
+ACTACATTTTTGCCCCCAGTGTTGTTAAAGATATGTTGAAATTTGTCAGAATAGAAGGTACAATTTATAT
+GTGGGGGCAGAAGTATGAAAAAGTGGTATGTGCTGTTTACTAAAAGTGGTTGTGAGGAAAAAGTAGGGAA
+AATCATTAAGAAAATATGGGAAAACGAGATAGAGGTTCTTATTCCCCGGAGGAAGATAATAGAAAGAATA
+AAAGGAGAAGAAAGGGAAAAAATCAAACTTTTGTTTCCGGGATACGTTTTTGTAAAGACTGAAATGACAG
+AAGCCAAGTATCACGAGATTACTTCTGTATTAAAGCAAGGAGTTTTTCTGAAGGAAGACAAAATGCCTGC
+TTCTGTAAAAGAAGAGGAAATGAGAGTTATTTTGAACCTCACTGGAGATTCTGACCTTATAGATGTTTCA
+AGGGGAGTAAAAGAAGGCGATAGAGTAAAGATAATTGAGGGGCCTCTGTTAGGATATGAGGGTTTTATAC
+AGAAGGTTGACAAGAGGAAGAAAAGAGCTAAAGTTATATTTAAAGTAGCAGGAGAAGTGAAGAGCGTAGA
+CTTGGGGCTTGAAATTGTTGAGAAAATAGTTTTAGTTTGAAAATAACAATAAACAAAGGAGGGGTGCCAA
+ATGAGATTAAATGAGAACATGTTTAGAATGTACGACATAAGAGGCATATGGGGAGAAGACCTGACTGAAG
+AGACTGCAGAGGTCATAGGTAAAGCTTTTGGAACTTATGTAAAACAAAAGGGAATTAATAGTGTGCTGGT
+TGGTAGAGACAACAGGATTTCTTCAAAGCCCATAAGAGATGCTCTAATAAAAGGACTTACTTCTACTGGT
+TGTGACGTTTTGGATGTAGGGGTTTTAACGACTCCAGCCTTTTATTATTCCAATATTTTATACAATTCCC
+AGGCAGGTATGATGATAACAGCAAGCCACAACCCGCCGCAGTTTAACGGCTTTAAAGTTATGGTGGGACC
+TTCTACCATCTATGGTGAAGAGCTTAAGAAAATTTATTACATAGCAGAAAAGGGGGAATTTGAAAAAGGC
+TCTGGAGAGGTAAAATACGCTTATCCGATAAATTCTTACATCAATATGATAAAGGAAAAAGTTAAACTGG
+GAGATAGAAAATTAAAAGTTGTTGTGGACTGTGGGAATGGCACTGCTTCGCTTTTCTATCCAGATGTCAT
+ATACAATTTGGGCTGTGAGGTATATCCCCTCTACTGCGAATCAGACCCAACTTTTCCCAATCATTTCCCT
+GACCCTGTAAAAGAAGAGAATTTGAAGGATTTGATAGAGGAAGTAAAGAGAGTAAAGGCAGATTTGGGGA
+TAGCTTTTGATGGAGATGGAGACAGGATTGGAGTGGTGGATGAAAAGGGCAATATAATCTGGGGAGACAT
+GTTGATGATTCTCTACTGGAGAGAAATAATGAAGAAACACCCAGGCGCTGAAGCAATTGTGGAAGTGAAG
+TGTTCTCAGGCTTTGGTTGAAGAAATTGAGAAACTGGGTGGAAAACCTGTATTTTACAAAACAGGTCATT
+CCCTCATAAAAGCTAAGATGAAAGAAATGAATGCGGTCTTCACAGGAGAGATGTCAGGACACATGTTCTT
+TGCAGATGAGTACTATGGGTTTGACGATGCAGCATATGCGGCTGCAAGGCTTTTGAGAATACTTTCTAAT
+ACGGATAAAAGTCTATCTGAGCTTTTAGCTGATGTTCCAAAATATCCATCAACTCCTGAGATAAGGCTTG
+AGTGCAGTGATGAGAGGAAATTTGATGTAGTAAAAGGGGTGACGGAGTACTTTAGAGAAAAAGGTTATAA
+CATAATTGATGTTGATGGAGCGAGAGTGCTCTTTGATGGAGGATGGGGATTGGTCAGAGCTTCTAATACT
+GGGCCAGAGCTTATTGTGAGATGTGAAGCTAGAACTTCAGAAAAGCTTGAGGAAATTAAAAAAGAACTTT
+CAGAGGCTTTAGCCAAGTTTGGCGTGAAGTTTGAATAACGGAAGAGGGGAAAGTTAATGAAAATAAAGAA
+AGCGATAATTCCAGCAGCGGGCCTTGGTACCAGGTTTTTACCTGCTACCAAGGCTCAGCCTAAGGAAATG
+CTTCCAATTGTAGACAAGCCTACTATACAGTACATAGTGGAAGAAGCGGTACAGTCAGGAATAGAGGATA
+TTCTTATAATAACTGGAAGGAACAAAAGAGCCATAGAAGATCATTTTGACAAATCTGTAGAATTGGAGCT
+AGAATTAAAGAAAAAGAATCAGGAAAGTTTACTAAGCCTTGTAGAAGATATTAGCAATATGGTAAATATT
+CACTATATAAGACAAAAAGAACCTAAAGGCTTGGGGCATGCCATTTACTGTGCTAAATCTTTTGTTGGCA
+ATGAGCCTTTCGCAGTGCTTTTAGGAGATGACGTGGTGGATGCTGAAGTACCTGTTTTAAAGCAGATGAT
+AGAGCAGTTTGAGAGGTATAATTGCACCATAATTGGAGTGCAGGAAGTGCCTGAAGAGGATGTACATAAA
+TATGGAATTGTAAGCGGTACTTTTATTGAGGATAGGCTATATAAAGTCAATGATTTGATAGAAAAGCCAA
+GGAGAGAGGAAGCACCTTCTAATATAGCTATTTTGGGAAGGTATATAATTACACCGCGAATATTTGAGAT
+TTTGGAACATACGCCTCCTGGAAGAGGAGGAGAAATACAATTGACAGACGCTTTAAAAACTCTTTTAAAT
+TATGAGGCCATTTACGCCTATAATTTTATAGGCAAAAGGTATGATGTGGGGGATAAACTGGGCTATCTCA
+TGGCGACTGTGGAATATGCTTTGAAAAGGGAAGATTTGAGAGAGCCTTTTAAAAGGTATTTGATAACAAT
+TGTCCAGGATTTACTTGGTATGGAAGAAGCCGCAGTGACTGAAAGAGATGTGTAATAATGTAGAGTAGGG
+TGGAGAGGGGAATAAGGGTATGATGGAAGAGGAACTTGACCTCAGAGAAGTTTTTTTGATTCTTAGAAAA
+AGAATAAAGATTATACTGTTGATTACTGTTTTGGCGATGTTGGTAAGTGGATTGATTTCTTATTATGTTC
+TCTCGCCTGTATACAAAGCAAGCACTTCTTTGATAATTAGCAGGACTCAAAATATTACAATTAATGATCA
+GATACAACTTCAAGATATACAAACAAGTAGAATGTTGGCTGCTACTTATAGTGAGATCGTTAAAAGCAGA
+AGAGTTTTGCAACCCGTAGTTACCAAGCTTAATCTGCCGATGAGTGTGGAGGATCTAAAAGGGAAAATAG
+ATGTAACTTCTAAGGATAATACGGAGATTATTGAAATAAGTGTTAGAGATAATAATCCTGAAAGAGCAGC
+CGAAATAGCCAATGCTATTGCTAGCTCTTTTATGGATAATATTGTAAAAATAATGAAAATTGATAATGTC
+CAAGTGATTGATAGAGCAGTTCCTCCTACTTCAAAAGTAAGCCCTAAAACGTCACTAAACGTAGTAATTG
+CTGGTGTGTTAGGATTGATGATAAGCATTTTCCTGGTATTTTTGCTAGAATACATGGATAGGACAGTAAA
+GACTCCTGATGATATAAAGAAATATTTAAACCTGCCTGTATTAGGGATTATTCCCGAAGTGAAAAACAAA
+TGAGGGATGTGGGAATATGGTAATGGCAAGGAATTTAATTTTATCGGATCCTAAATCGCCTTTCGCTGAA
+GCTTTTCGCGCTTTGAGGACAAATTTGCAATTTACTGGTATAGATAAAAAAGTAAAAAGCATATTAATTA
+CTAGTTCTCTGCCTAACGAAGGGAAAAGCACTGTTGTCAAAAATTTGGCTTATTCTGTAGCGTTAACTGG
+GAATAAGGTTGTGGTAATAGATGGGGATTTGAGAAACCCTACAGTTCATAAAAGTTTTAATTTGCCCAAT
+AACAGGGGTTTGACGAATTTACTTATAGATGAAGGAGATTATGAGGCTTATTTGAATGTAGATAATAGTT
+ATGATAACTTACATATATTAACTTCCGGACCTCTTCCTCCAAATCCAACAGAATTATTAGGGTCTAATAA
+AATGAAGAAGTTGATTAGCCTTATCAGAGAGAATTATGATTACCTTTTTATAGATAGTCCACCTGTTGTG
+ACTGTCACAGATGCTGTAGTATTAGCACCAGTGGTTGATGGAGTAATCCTCGTAGTACATGCTGGCAAAA
+CTGAAATTGAGGCAGCTAGTCGGGCAAAAGAGATTTTAGAAAGTGTAAAAGCTAACATTCTTGGAGTGGT
+GTTAAATAGAGTAAAGGAGAGTCGAAATGGGTATTATTACTATTATTACTATTATGGCGACCACAAATCA
+CAAAGTAAGAAAAGAAGGAAGAGATGATGATAGACATACATTGTCATATATTGCCAAATATTGATGATGG
+TTCTAGCTCGATGGAGACTTCTATTGAAATGGCACGTATTGCTTTGGAAGATGGAATAAAATTTATTATT
+GCAACTCCTCATTATATAGAATATGAGCATGAAATACCGCGAGAAGCCATTTTGAAAAATTGTCAAGAAC
+TAAATCAATTTCTAATTCAAAAAGGTATAGAGTTAAAAATATTGCCAGGGGCAGAAGTCTTTATTTCTCC
+CACTATAGTAGAAAGTTATAAAAAAGGAAAAATCATCTCGCTGAATGATGGAAGAAAGTACATTTTAATA
+GAATTACCAGTAGCTGCTTATCCAGAATATACCGAGGACATAATTTTTGAATTTAAAGTGATGGGTATAA
+CTCCCATCATTGCTCATATCGAGAGGTATTTCTATGTGAAAGATGATTTTGAATTAGTATTTCGATTAAT
+TAATAAAGGAGCTCTTATCCAGGTAAATTCGACGAGCGTGATGGGATTATTTGGAAAAGAAGTGAAAAAT
+AAATCAATAGATTTAATAAAGCACAGATTAGTACATTTTATAGCCTCTGATGCACACACGACGAGAGGTA
+GAGTGCCTAAAATATCAGAGGCATTGGAAATTTTAAGAAAAGAAAGAGTCGATGAGTCATATATAGATTA
+TATACTTATTAACAGTCAAAAAGTTGTTCGGGGGGAAGAGATTGAAATATTGGATCCCATAAAGAAAAAA
+GTGAAATGGTTTTACAGACTAAAAAGACGCTTTTGACAGCGTCTTTTTAGTTTGTAAAATTTTTAAGTAC
+TTCATCTAGTTTTCGCATATCAGGTTTCCAATAGCTAATGCCATTTAAATTGTAAAATTCTCCTGGAACC
+ATGAATTTTTCAATGGAATCTGGCGATATATCCTTTACGACATAAATTAAAGCTAGTATCTGTTCGTAAT
+TAAGATTGGTATAAAGCTTGCCCTTAAAAGCATTATAAAGGTCTAAGTAGTCAGATAAACTTCTAGTTTT
+ATTTTTTAATTGATTAGCAAAAGCGATTATGAACTTTTGTTGTCTTTTAACGCGGTTTATATCCCCCATG
+GGGTCATATCGCCATCGCACATATTGATAAGCTTTTTGGCCATCTAAAATTTGATATCCTTTATCTAGAT
+TTGCTCCGTGAGTATGCATATTTATTTCTACATCTAAAGGTATCCCACCAATTGCGTCTACAATTTCAGG
+TATTGTTTGCATATCCATGGAAATGTAATAAGGCACATTAATTCCTAAAAATTCGCTTATAGTTTTCAAA
+CTGAGGGCGTATCCTTTTTCTCCCATTCCACCATATACATATGCAGCATTAATTTTGTCTTTTCCAAAAC
+CAGGAATATCCACGTAAGTATCTCTCGGTATGGAAAGTACTTTTATTATTTTATCATCCAAGTCAACACA
+AAATATCATTATAGTATCTGTTGGTTAGTTGTATAATTAAATGCAACAGATAAAAGAATAGAAACCATAG
+TGAAAATCGTGTATGATATAGGTGTCAACTAAACATCATACAAGGAGGATTTTCACTATGGTTCATAATA
+ATGATACCACAAAAAAGCGTTCTTTTAAACACTTAAGTAGCTACGAACGAGGAGAGATCTATGCATTACT
+CAAAGAAGGAAGAAGTATTCGGTATATTGCTAAAAAACTTAATCGATCTCCAAGCACTATAAGCCGTGAA
+ATTAAACGTGGAACTACTACACAACTTAGAAGTGATTTATCTTCTTATACAAGCTATTTTCCTGAAACCG
+GTCAAGCTATCTACGAAAAAAATCGCTCAAATTGCGGAGCTAAATTTAAAGTAGCTAAAGCAGAAGATTT
+CTTGAAATATGCTGAAAATAAAATATTAAATGAAAAATGGTCACCAGATGCAGTTGTAGGTTATTGTAAA
+AAGGACCCAAGCTGGAATAATAAAACTATTGTTTGTACTAAAACACTGTACAACTATATAGATAGAGGAT
+TATTAAAAGTTAAAAACATTGATTTACCTTTAAAACTACGCTTAAAACCAAGGAAGAAACAAAACCGTAA
+AAATAAACGTATTATGGGTAAAAGTATTGATTTTAGGCCTAAAGAAGTTGAAAGCCGTGAAGTTTTTGGG
+CATTGGGAAATAGATACGTTAATTGGCAAGAAATCTAATGACAAGGTCCTTTTAACATTAATAGAGCGTA
+AGACTCGCCATGAAATAATATTCTTATTAGATGCAAAAGACAATAAATCTGTTAAAGATGCATTATCAAA
+ATTAAAAGATATGTTTGGTGACAATTTAAGCAAGGTCTTTAAAACCATAACATCTGATAATGGTACAGAG
+TTTAGTGATTTAGAAAGTGCTCTTTTAGAATATGGCGTAGAAGTATATTATACACATCCATATTCATCTT
+GGGAAAGAGCTACAAATGAACGACATAACGGTCTTATACGACGTTTCATCCCTAAAGGTAAAAGTATTAA
+AGATTTATCTATAGATACGATAAAGAGAGTAGAAAACTGGCTTAATAACCTTCCACGAAAATTGTTAAAT
+TACAAAACGCCTAAGGAATACTTTTATGAAGAGCTGGCAAAAATCTGTTAAGCCCATCCCTTATAAAGTT
+TAGAGCTCGTTCGTGATTTGTCAAGGGGCAGGCTTCGACTGACTTTAACCCTTGACAAATCACGACCTTC
+GCTCAATTTGTTAACTAAGATGGGCTTAAGGTTATATATGATTTGTTCCAAATCCTATATCTACATGATT
+TTCATTAGGTGTTGCATTTAATATTGCAATTTATAATTATAGTATCTGTTCTAAAGCTTCCTAAAGTATG
+TACCCTTTCATCAGTTTTATCTAAGCCTAAGAAAGCAATATAGGTTTTGTCTGGAGAAGAAGGCTTTATC
+GATGTATTTTCAGTTTCAGAAGAATTGTCTTTAATAAAAAGATTTTCGGGGTGCCGAGTGATGTTTGTGT
+ATTTTTGGTATCCAATAACTGCTACTAGAATAAAAAGAAGCAGAAAGAGTAGTAGAAATTTCTTTTTCAT
+ATATTATACTTTTCCCCCTTTTGCTGTGGAAAAGTTCTCTCTATCACATTTTAATATGTTCTGACAAAAA
+AAGCAAATAAGTTAAAAAGGGGGGCAATTTATTTTTATGGATAAAAGCCGATATACTATATGGAAACTAA
+AACAGTAAAAAGACATAGCAAGCGAAGGAGGATAAAAATGGAAGAAGAAATCACGCTGAGGGAATTGATT
+GAAGTACTGTTAAAAAGAAAGTGGCTTATTTTTATTATTACTGTTTCCATAACTTTAGTGGCAGCTGTTT
+TTAGCTTTTTTATTGTTAAGCCTACATATGAAGCTAGTACAACTATAGCGGTTACTGATGTGACGCCTGC
+CACAGGTTTTTTTGGTTCAAACACTACAGTCATTTTTTCTGACAAAGATTCAGGAATTCCGATTTTTCAG
+AGTGATACGATAGAAAAGGATATTTCTTTATTGCTTTCTTCTCTTTTAAGATATCCTGATATGTCAGTAG
+ATGCTTTTAAAGAAGAAGTTACAAATCCGGTTGTGCTTACAAATACTATAAAGCAGTTGAAATTAGATCC
+CAAGAGATATACTTTGGATAATTTTAAAAAACAAATTTCTGTTTCTGTGCTAAACAATACCAATCTTATA
+CAAGTTACAGTAAAAGAAAATGATCCTCAACTTGCGGCAGAAATTGCTAATAGTATAGCGCAAAATTTCC
+GGAACTATGTAATTGAGAGAAATACTAAACAGACTGATAAATTAATGCAGACTTTGCTTAAGCTTATAGA
+CCTTCAAAATGAGAAGATTAGAAAAGCACAAGAAGACCTTGTTAATTTTTTAAATAATGCTTCAAACAAA
+TTAGAGATTGAGCAAAAACAAAAAGAACTATCTCTTTTAAAGAATACAAGGGATATAATGCTTGAAAAGT
+ACAATATGCTTGAACTAGTCAAAGAGTCAGACCTTGGTAAGCAAAGCATTCTTATTACCAGCAAAGCTTT
+AGTTCCTGAAAAACCTGTGGCTCCTAAAAAAATGCTGAACGTATTGATTGCCTTTATATTGGGAGGTCAA
+AACAGTTGAAATTAGTAGTAAAAAATGATATAATTTTAATTAGGTGATGATGAATGTTATTAACTATAAA
+GAAGGTTAAAGAGCTGTATGATATAAGCAGAATTACATTAATAAACTGGGAAAAGGAAGGATTAATAACC
+CCAGTTAGAACACCAAAAGGAAGAAGAAGATACAAAAAAGAAGATATAGAGAAGTTATTAGGTATGCTGG
+AAGAAAAACCAAAACCTAAAGTAGTTTTGTATGCAAGAGTGTCCACAAAGAAACAAGAAGAATATCTTAA
+GAATCAAATTAGAAGGCTTGAAGAATACGCTAATTCCCAAGGATGGCAGTATGAAGTCATACATGAGATA
+GCAAGTGGGGTAAATGAAAACAGGAGAGGTTTATTAAAGCTTTTGAACAAGATAAAAAGAGGAGAAGTTG
+AAAAAGTTGTAATAGAATATCCTGATAGACTAGCGAGATTTGGCTTTGAATATCTCAAATTTTTCATGGA
+AAGCTTTGGGGTGGAGCTTATAGTTTTAAACGGGAAAGAAAACGAAGAAGATGCAAATAAAGAACTAGCA
+GAGGACTTAATAGCAATAGTAACATCTTTCGCAGCAAGAATTTACGGACAAAGGAGCAAAAAGCATGATA
+GTAATACAGGCTAAACTTATTTTTCTAAATCAAGAAGACAAACAAATAGTATTAGACTTAATGAGAAGAT
+GGTCATCATGTATGAAATTTGCATACAAAAGGCTTCTAGAAGGTTATGATAGAAAAACATTAAAAAGAGA
+CCTTCAGGGGATGTTTGACTTAAACTCAAGATATGTAGATGATGCAATAATGAAAGCAAGAAGCACACTA
+GAATCTGCTAGAGAATTAGGTAAGAGTCCAAAGAAAGTCATTTTTGGAGGAAGAGACTTGTTTGGAAAAC
+TTCAAAAGCGACATATAAATGGGAAGGCATATGAAAAATTAAAAATTAGGTGGCAGGAGAAGAGAAAAGG
+AAATCTCTATTCAAGAGGAGATAAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAGAAAAAAT
+GGCACTTTCTTAAGGATAAATGTAGGGGAAAGAAAATATGTGTATGCCAGAATAGAAGCAGGCTACAAAA
+AGAATAAGAGAAGAGAAGAACTTCTGCAGGAGATTGCAGAATCAAACATACCCTACTCTGTAGAATTAAA
+ACTCAAAAATGGCAATATATACGCCTATTTTGCTATTGAAGAAGAATATCCAGAAATAAAAATAACAAAA
+GAAAAAGGAGTTATAGGAATAGACATAAACGCACATCCGGGCAACATATCATGGACAGAAGTAGATGAAA
+AAGGGAATCTAATAAGCTATGGGAATATGCCAATGCCAGAGCTTGCAAGTGGCAGTAAAGACAAAAGAGA
+ATACTTCAGATGGCAATATGCTCATGAAATAATAGAAATAGCAAAAAAGAAAAATAAAGCAATAGTAATT
+GAAGAATTAGAAATAAAAGACAAAGGAAAAAGAGGAGACTTTTCAGGGAGAAAATCAAGGAGAATAAGGC
+ATAGTTTTAGCTATAAATCACTTCTTTCAAAAATAAAAACACTAGCAAAAAGAGAAGGGATAGAAGTAAT
+AGAAGTCAATCCTTCTTACACCTCAATAATAGGGATGTTGAAATATGCACCGCAGTATATGATAACAAAA
+GACATATCAGCAGCCTATGTAATAGCAAGAAGAGGGTTGGGACTGCAGGAAGAGATACCAGATAATTATA
+TGAAGTTTCTCAACGCATTGACTGTAGAAGAATTAGAAGAATTAAAAGAACATGTAAAGAAAACAGTTAG
+AAATAAGCATTTAAAGAAAAAGCATTTAAGGGAAATAAATAAAGCGATAAAATTTTTGCAAAGCCTTGAG
+AGTGAGCCAGAAAGGGTGCTAAAACCTCTGTATGGAACAAGTTTTAGTACCTATGATTTCTGGCGAGTTC
+TCAAGGTAGCGGTGGTAACGCCACTCTCTCCTGAGAAGGTACCAAGAGACTTCTCTACCCTGAAGGAATT
+ATTAATTCAGGGTAAGTGGGGAGACCCGTAATGGCGTGAGTTCCTGCTTCTTGGGGCAGGGGCTATGGCT
+TTCCCAAATACCGCCTGCTGGGGCTGGGAAAGCCTGAAAGGCGGACTACAAATAACCCAGCTATCTAAAC
+TGTACAGTTTTGTACAGTTTGGGTAACCAGGAATGATTGGAGTATTTGTTGCATTTTTTATGGAGTATTG
+GGAGAAGACAGAACCTACTGAGAAGCATTTTGCGAAAAGTGAAGAATAATTTCTTTTGCCCGCCTATATA
+TTAATAAAGGAAAGGCGGGATTTTTTTGAGAAAAAATAGCATATCTTCTTATAAAATTGCTGCCACTTAC
+ATAGGGACAGTTGTGGGAGCAGGGTTTGCATCAGGACAGGAGATACTGCAGTTTTTTGTGTATCACGGCA
+AAAAGGGAATATTGGGACTTTTGATTGTTACTCTCCTTTTTGTATTTTATGGCAATGCTATTTTGTTTTT
+GGGGAATTGCTTTAGAGCTTCTTCTTACAAAAGAGTAGTTTTTGAAATTGCAGGGCCTATCATTGGAAAA
+GTTATTGACATTGTCATAGCTTTTTTCCTTTTTGGGGCCTTGTCTGCAATGATAGCGGGGGCTGGAGCGA
+TATTTAAGGAGCAATACTGCCTTCCTTATTTTCTTGGGAGTTTGATAATGGCAGTACTGGCTGTTCTTAC
+AGTTATAAGGGGAATGGAAGGTGTGATTTCTGCGGTTTCTTCTGTTGTGCCCTTGCTTTTGACAGCAGTC
+ATTGTTTTAAGTATTTTAGCAATATTTTATCTTCCAGGAGAAATTTATGAAAATTTCTTTACTCCAGAAA
+TTAAGCCACCTGTAAAAAATTTTATTTTGTCTGCAATTTTATACGCTTCCTATAATCTCCTTACGGCAGC
+AGCCGTGCTTATCCCTCTTGGTAGTGAAGTAGAAAATATCGAAGGCATTAGAAAAGGGGCTTTATTAGGC
+GGGATAGGACTTGGCATGATGAGCTTTTTGATGTTTTTTGCTCTCATAAAAGTCCCTGTTTCTTTTTTCT
+TCGAAGTACCTATGCTTTACATAGCCAGCAGAATTTCACCTTTTTTTAAGTTTGTGTACACTTTAATTTT
+GATTGGAGAAATATATACAACAGCTGTTGGGAATCTTTATGGCTTTGTTGTAAGATTTGTAACATCGGAT
+TCAAAAAGATTTCATACTTTTACAATAATTGCAGGGGGAATTGCACTGATTTCAAGTAGAGTTGGCTTTG
+CCAATCTTGTTCACTATCTTTATCCTATCGCTGGGTACGGGGGAATTATACTGCTTTTGAGCATAACGTG
+TAAGATACATAGTGTAAAATTATCGTAGGATTTTTAAAGTGAAAAAACAAGAGACAACCCCTGTGATAAA
+ATAGATTGTGGAAAACAAAAAACACGAAAGGGGTGTCTCTTGTGAAAAAACATATTTTTGAGGATATTAT
+ACTACAAAATGCTCTAAATTTCACTAGGGAAATGATGAATGTTTTTGAGGATTTATTAAAGAATGGAATG
+AATATTACAGAGCTTGTAGCAAGGATAAAAGAACTTACGGACAAACTAGGTAGAGAGGCAATAGAAGCAA
+TTATTGAGGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAA
+AGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATGAGAGGACATATTACAAATCAAGGGAG
+GATGGTAGATATACATATTTAGTGGATGATGCATTAGAGATAGGACGGCACGAGAGGATAGAAAAGGGAG
+TAAAAATAAAGTTAGTAGAAAATGCGATAGAAGAATCATACGAGAAAAGTAGCGAGAAAGCATGTCCAGA
+GAAAATAAGTAAACAGACGGTATTAAACGCAATAAGGGAAATAGGAGAAGTAGAGGTGAAGAGAGAAATA
+AAAGAGAAGAAGGAAGTAAGGGTTTTATACATAGAAGCAGATGAAGACCATGTACCTTTACAAGATGGCA
+GCAGTGAAACACCGCGATTGATATACATACATGAAGGTAGGGAAGAGAAAAACGGAAGGAACGTACTGAA
+GAATGTGTATTACAAGGCATACGTAGGAGAGAAAGCAGAAGACATATGGATAGATGTAGCGAATTACATA
+GAAGAAAATTACAAGGAAGAGAAGATAGAGAAGATATACATAGCAGGAGATGGAGCACCATGGATAAAAG
+AGGGATTAGAATGGATAGTAAAATCAAGGTTTGTGTTAGACAGATATCATTTAAACAAATACGTATTAAA
+AGCAACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAGGA
+GTGAAGAAAATATTTGGTGAGTTAATAAAGATAGCAAAAGAAGAGAAAGAAAAAGAAAAGATAAAGGAAG
+CGAAGAGATACATACTAAACAATTGGGAAGGGATAAAGATATACAGTGAAGACGAAGATGTAATAGGGTG
+CAGTGCAGAAGGGCATATAAGCCATGTATTTTCTGCAAGACTTAGCAGGAATCCATTAGGGTGGAGCAGA
+GAAGGATTAAAGTTAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAGT
+GGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACAGAGAAGCAAATAAAAGAGGCAGTAAG
+GAGAGTTAAAACGTCTACAAATGAAAAAATAAACAATATTACGGTTTTGAATATAGGGAAAGTAACGCCA
+ATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAAAGAACATGATAAAACGAAGCCCTGA
+ATTAATTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGACACTATCTGTAAGATAAATAA
+CTGTCGAAAAATGTAGACAATTGTGCTAAAATATTTGTTGAGAGAAAAAAGAGCGGAGGGGTGAAATTGG
+CTAATAAATATTTATACGACAAAAAAACGGTGTGCCCAGTCTGCAAGCAGGAATTTACATATACCAGGGT
+GAGAACTTCTCAGCTAAAAGTGGAAGAAAGAGGGAGGGATTTTTACACAAAGTATAAAGATGACATCAAT
+CCTTTTTTCTATGAAGTAATTGTATGTCCAAATTGCGGCTATGCTGCTTTGGAGTCGGAGTTTGAAAAAA
+TAACTAATGACAAGAGAGAAAAAATTTTATCTTTAGTTAGTGAAAAATGGGTGAAAAGAGAATTTTCGGG
+AGAAAGAACTCCACAGAAAGCTTTAGAGGCTTACCTATTGTCCTTGTATTGTTCTCAAATAAAAGAGGAC
+AAGCCCATAGTATTTGCAAAGACGTGTCTTAGAATTGCGTGGATATATAGAATTTTAGGGGATAAGGCTA
+ATGAGGAAAAGTATTTGAAACACGCACTGGATTCCTATGTAAAAGCCTACAGCGGTTCAGATGTATATGA
+GGAAGAAATACTTCTAATATACATGATTGGCGAGCTTAACAGGATGTTAGGGAACAAGGAAGAAGCCTTG
+AAATGGTATAATAAGGTTATACATCACCCTGAAAGGTCAAGGCATACCATGATAGTGGAGCTTGCGCGGG
+ATGGATGGCACAGCTTGAAGGAAGAATGAGGGCATGTTTTTTAACTTGCCCTCATATTTTATTTAAGGAA
+TGAGAAGTTTTGAAGAAGGGGGATTGGGATGGCAAAAGGTACTTCGCAACAGACAATCTATTATTTAGAC
+AAGATAAATTTTAAAGGGCTGACTTCTCAAGAAGCGCAGAAAAGGCTTTTAAAGTACGGTCCAAATGTTT
+TAGAGGAAGGTGGCAGAATAAGTCCTATTCAAATTTTTTTAAACCAGTTTCAGGACTTTATGGTGATGGT
+GCTTTTGGCTGCCACTTTGATTTCGACCCTTATGGGAGAGCTGGCAGATGCCTTGACTATAACTGTAATT
+GTCATCTTGAATGCGATTTTGGGTTTTGTTCAGGAGTATAAGACAGAAAAGTCGCTAGAAGCCCTAAAAA
+AACTTGCTGCTCCTTCAGCAAAAGTTTTAAGAGATGGGGAGGAGAAAGAGGTAGAAGCTTCACAGATTGT
+CATAGACGATGTAATACTTCTGGGAGCAGGAGATAAGGTTCCGGCCGATGCTCTTTTAATAGAAGCTCAT
+AATTTAGAAGTTGATGAATCAATTCTGACAGGGGAATCAGTGCCTGTCCATAAAGAAGCACCTTTGAATC
+TGAATAGGACAGTAGTTGAAAGCCGCAACATGGTATATATGGGTACAGTGGTGACAAAAGGCAAGGGGAA
+AGCAGTTGTCACTGCAACTGGCATGCAGACAGAGATGGGTAAAATCGCTGGGATGATGAAGGAGATTGAA
+GGGGAAGAAACTCCTTTACAAAAAAGGCTTAACAAGCTAGGAAAAGTGTTGGTAGTTTTAGCGCTTTTTA
+TATGCGGCGTTGTCACGGTGATGGGGATAATAAGAGGGGAACCTATTTACTACATGTTTTTGTCAGGAGT
+GAGCCTTGCGGTAGCGGCAATACCGGAAGGGCTTCCTGCTGTTGTTACAATTTCTCTAGCGATTGGCGTG
+CAGAGGATGCTTAAGAGAAATGCTTTGATAAGAAAACTGCCAGCGGTGGAAACTCTGGGTTGCACAAATG
+TGATTTGCACAGATAAAACCGGCACTTTGACAGAGAATAAAATGACTGTTACAAAGGTGTTTTGCGATGA
+AGAAGTTTTTGATGTGAGAGGGAAAGAAAATGAGGAGTTAATTAAAAAGAAAAATATATCTAGAAGTGCT
+TTAAGAAAGATGTTAGAAATAGGAGCTTTGTGCAACAATGTAAAGATCAAAAAAGAAAGCATAAAGATAG
+GAAGAGAAGTGTTAGAAGAGGATAAGTACATAGGAGACCCTACTGAGGCTGCTATTTTTTCTTTTTCGTT
+AAAATCAGGCATTTCACAGGATTTTTTGAATAAGATAAAGAGAATTGAGGAAATTCCTTTTGATTCGGAG
+AGAAAGAGAATGACTGTAATTGTGGAAATAGATGGGGAGAAATACGCTTATACAAAAGGGGCTCCAGATG
+TCATATTGGAACTTTGTAGTTTCAAATATGTAAACGGAAAGGAAGTTCCTTTGACGCCTTTTGACAAAAA
+GAGGGTGCTGGATGTTAATGAATCTTTTGGGAAAGAGGCTTTGAGAGTTTTAGCTTTTGCCTATAAGAAA
+CTTCCTCCTAAATCTCCGATTATTGCTGAATTTGTAGAAAGGAATCTGGTTTTTGTAGGGCTAGAAGGTA
+TGATAGACCCTCCAAGAAAAGAGGTATACGATGCGGTTTTAAAGTGCAAGATGGCAGGGATAAAACCTGT
+CATGATAACGGGAGACCATAAAGTTACAGCGACTGCTATAGCGAAAGAACTTAACATACTGGGAGAAGGG
+GAAAGAGTTATTACAGGCAAAGATTTAGATGAGATGACTGACAAGGAGTTAGAGAAAACCTGCACAAATG
+TAAGTGTTTATGCTAGGGTGACTCCTAAGCATAAGTACAGAATTGTAAGGGCTCTTAAAAATAGAGGGTT
+TACTGTTGCTATGACAGGAGATGGGGTCAATGACGCTCCGGCTCTGAAAGAGGCGGATATTGGAATTGCT
+ATGGGCAAAGGAGGGACAGAGGTTGCAAAGGAAGCTTCTTCTATGATTTTATTGGATGATAATTTTGCCA
+CTATTGTTGCAGCTGTTGAAGAAGGAAGAATAATTTATGACAATATAAAGAAATTTATACGCTTTTTGCT
+TTCATGCAATTTCGGAGAAGTTTTGACAATGTTTTTTGCAGCCCTTATGTCTTTGAAACTGCCTCTTGTA
+CCCATACAGATATTGATGGTAAATCTTGTTACAGATGGGCTCCCTGCTCTGGCTTTAGGTCTTGACCCGC
+CTGAAAAGGACATAATGAGGATGAAGCCAAGAGATGCAAATGAGAGCGTTTTTTCAAGGGGATTGGGATT
+GAGGATATTCATAGTTGGGGTTTTAATAGGAATAAGCACTGTAGGGGCATATGTGTTTGCACTGGGATAC
+GCTGGCCTTGAAAAAGCCAGGACTATTGCTTTTGCTACACTGGTTACTGTTGAGATGATACACGCTTTTG
+AATGTAGGTCTGAAAGACATTTGATTTTTGAACTAGGTTTTTTCACCAATCCCTATCTGGTGCTGGCAGT
+GTTAAGCTCTTTCTTGATTTTTTTATCCACGGTTTACATAAAGCCTCTGGGTGTGATTTTCAAAACAGTG
+CCTCTTGATGCTTATGATTGGCTGGTCGTGGTATTTTTCTCATCTATAGAATTTGTCTTCAACAATCTTT
+ACACAGCCTACATAATCCCTCATTTGAGAAAAGAAGAGTAAATTAAAAGCTGTGGCAGGAAGAAAAAATT
+TGCCACAGCTTTTAATTTTAAAGGATGAGTTCAGGAAACCATAATGCTATTTCTCTTTTTGCAGATTCCA
+CACTGTCTGAACCGTGCACCACATTGTAAGTGGTGCTGGAAGCAAAGTCTCCTCGTATAGTGCCAGGGAG
+AGCATCTTCCACTTTTGTCGCTCCGTTTATCATTCTCACCAGTTTTACAGCGTTCTCTCCTTCAAGGACC
+ATTGCAAAAACGGGACCTGAAGACATGTACTCTATCAAAGGCTTAAAAAAAGGCTTTCCTTTGTGCTCCT
+CATAGTGTTTTTCCAGAAGTTCAATTGAAGGTGTGACTACTTTTGCGGCTTTAAGCCTTAACCCCTTGTT
+TTCATATCTTTTCAGTATTTCCCCTATAAGACCCCTCTTTACTCCATCCGGCTTTACAATAGCCAAAGTC
+ACTTCCATAAAAATCAATCCTTTCTTTGTATTTTGATATTGTCTCTGACAAGAGAAGTAAAGGCGCAGAT
+TACAGAAAAAATTCCTGCAACTATGTATGCTTCTTTAATTGCCCTCATAAATGAAATGTTATAGGGCAAG
+TTAAAAGCTTGATAGGCTTTTAACCTGTTGGTGAAAATTGCACCGGCTACAGCGATTCCAATTACCATTC
+CTACATTTCTCATCGTGGCAAGGGAGGCAGAAGCTATACCTAGTCTATTTTTAGGAGTGCTTCCCATTAC
+CGCGCTGTTGTTAGGAGTTTGGAAAATGGCATTTCCTATTCCAAATATAGCAAGACGCCACATGATATCA
+AACATGGACGATTTTTCTGTGAGAGTAGCCATTAAAAAGAGAGCCAGAGCCGAAATTAATGCGCCGATAG
+TTGAGAGGATTTGGGCTCCATACATATCGGCTAGAATTCCGCTTAAAGGAGCTACAATAAACATCATTGC
+AGGGAAGGAGGTCATAATTATGCCTGCTTTTTCAGTAGAGTAGCCCAGATGTTTCAGAAGAAAAGGGGTT
+AAAAAGGTCATCGTGTACTGGGCCATAAAGTTTAAAAGGGTACTTGTGATTCCAAAGGTGAAAGACCTTA
+TTTTAAAAAGTGAGAAATCAAACATAGGGAATTCAACCTTGTTTTCTGTACGGATGAAGAGTATGAGAAA
+TACTAAAAAAGCTGCGAAAGAAAAAATGCTTGGCACTGAATACCAGCCCCATGTTCCACCTTCTGATATA
+AAAAGCAAAAGGCTTGCTAAAAACATAAAAAAGTAGGTGGAACCATATGGGTCAAATTTTTCTGGCACTC
+CTTTGTTTTCAGGTACAACTGTATGGGCCCAAATGTAGCCAATTACACCAATAGGTACGTTTATGTAAAA
+TATAGAAGGCCAACCCAAATATTTTAAGAGAAAACCTCCCAGAGTAGGTCCAATTGCAAGGCCTATTGAA
+ATTGCCATGGCGTTAATGCCTAATGCCTTACCCCTTTCATTTGGTGGAAATACAGAGGTGATTATTGCAG
+AAGACATTGACATGAGCATAGCTGCGCCTACTGCTTGAATAGCTCTCATTATTATCAGCATATATATGTT
+TGCAGAAAGACTCAGTATTAAAGAAGAGATAGAAAATGTCAAAAGGCCATATTCATATAATTTTTTGTAA
+CCTAGTATGTCTCCAAGCCTTCCAAATGTCATCATTAAACTGCTTACAACAAGGAGATATATCATGGAAA
+CCCAGCTTACTGTAGTTATGTTTGTGTGAAAAATTTTTGTGAATTCGGGCATTGCAAGATTTACAACACT
+TCCATCAATTGGGCCCATTATGCTTCCTATGACTACTGCAGATAGTATAATCCATTTGTTGTATTGTTTT
+TGTGCCATTTGTACCCCTCCATCGAAATAAATTATATCACAAAGTTTGGCAAAAGATAAATGTTGAAAAA
+AAAGGCATTGTAAACTATAATTATAGGGGAATTTAAAGAGGGAATGGATGGGGATAGATGATAGATATAA
+AAAGGCTTTTGATAGTTGCTTTTTTTACGATGATAATTCATTTTATTGACACCCTTTCTTATTCTATCAG
+GCCCTCAGGTGTCAGGACAAAAAAGCTTGCAGTTGCTTTATCGCTTTTTAATATAATGGCTGTGATATCT
+AGGCTTTCTAACATGATTCAGGCACCTTTTCTTGGAAGCATTGTGGACATGGCGATAAAGATGGAAAAGG
+TTGACCTTTTGCAAAATGACATGAGAGTGGTGCTTTTTTCTGCAACATTGGGTGCTCTGATGGCAGCTCC
+TTTAATGCCGACTTTTGTTTCCATATTTACCGTTGCAATAAACGGAATGGAAGGAGCAGGTACGGTTCCA
+AGGTTAATATTGCGGGGTTTCAGGTGGAGCAACCTCAAAAAAATTAAGAAAAAAATTGTGATTCCAAGGC
+TTTCTATGTTAAAAGGTGTTTTTAAAGCAGACATACCAAAAACTTTTTTAATATACAACGTGATAATCAC
+ATCTATATACACAACAGGAGTAATTTCTTCCCTTTACGCTGGAGCTATAATTCCAGAGTACAGGATTACG
+GCAAGTCAGCTCTCTGGCATTATAAACGGTTTTGCAACAATTTTGTTTACTGTAGTTGTAGACCCGGTAG
+CAGCTTTGATTACTGACTTAGCTATGAATGGGAAAAAGACATTGAAAGATGTGGACAGCATGGTTGTCCT
+GCTCGTTTTTGGCAAAATTTTAGGCACATTGATTGCACAGCTCATTTTCCTGCCTGCAGCGGAGTTGGTG
+CTTTTTGTGACGAAATTGATTGTTTAACGAGATTTAATATATTACTTCCTTAAGCATTAAGAAAAGAATG
+GGTGATAAAAGTGAAGACTTTAACTGAAATAATTAAAGTTCTAAAAGAACACAAGGAAGAGCTAAAAGAA
+AGGCACAAAATTAAACAAATAAGAGTTTTTGGTTCGTATGTGAGAGGAGAGCAAAAAGAGACAAGCGACA
+TAGACATAATAGTGGATTTTGAAGAGATTCCTACTTTTATTGAATTCATAAAAATTCAGGAGGAATTGGA
+AAAATTCTTAGGTGTAAGGGTGGATCTTCTTACTGAGGAAAGCATAAGTCCATTTATAAAACAGTATATA
+AAAGAGGTTGTGATTGTATGAAAACACCAAGACCATATCTTGAACATATTTTACAGGAATGTGAATTTCT
+TATAGAAAGGGTCAAAGGAATAAGCTTTGAAGACTTTGTTAAAGACCCTGTTCTTACAAGAGCTTTTGTA
+AGAAGCCTTGAGATAATAGGCGAAGCAGTTAAAAATTTGCCAAAGGAATTTAGAGAAAAACATTCTAAAG
+TGCCATGGAAGGAAATAGCGGGTATGAGGGATAAACTCATCCACGAATATTTTGGCGTGAACTATAGGAT
+CATCTGGGAAACTATTCTAAAGGAAATTCCTGAGCTAGAAAAGCAGGTTAAAGAAATTCTGCAGAAAGAG
+AAGTGATTTCATAAGAAATCTTAAAAATTGCAAAGTTGGTAAAGATTATAAAAGCTATTTCTGAGATTTA
+ATAAAAAACTTTAAAATGCGAAAAAATTTTACGTTTCCTTAATAGCATTTTAACAAAAATAGTGTATAAT
+TAAAATTAAATATTGCAAATTTTGATAGCAAATCTGCAATTAAAGGAGATGGGGCAGTTGTATTTCATTA
+GTCCAACCAAAGGAAAAATGCATATAGATCAAATGTTTGAAGACATCATGGATTTTGTCGAAGGAGACCG
+GCAAGCGGATTACCGGTTGATGGTAGGAACTGACTCACAGCCGGGCAATTCCATCTGCTTTGTGACGGCT
+GTCATCATATACAGAGTGGGTAAAGGTGCGCGGTACTATTACAGGAAATTTTATAATAAAAAATCCTTGA
+CTTTAAAACAGAGGATTTTCATGGAAGCAACCTACAGCATTGAAGTGGCTAATTACCTCTTTGAGAAGCT
+TGTCGAAGCTGACAAGAACATAAATATACAGATTCACTTGGACGTAGGTGAAAATGGGAAGACTAGGGAC
+ATAATAAAAGAGGTTGTAAATATGGTGTTGGGATGCGGATTTGAGGCACAGGTAAAACCAGCTTCCTGTG
+GCGCCTCTAAGGTTGCAGACAAACACACAAAGAGTATGGCTAAAATTGGTTAAGCCTCCACTTTTGGTGG
+AGGCTTTTAATTTTATGCGATTTTTTTGTCGTTTAGCTTAAGGAGGAAAAATGTATAAGGCGCTCCTAGA
+GAAAGCCAAACTCCACAAAGGCTATACCTTAAAAAGTTAAACGCATTTTCATAAGGCATAATAAATTTTA
+ACCCCTCTTTTAAAGCAAAAAATACGGCAACTCCTATTAAAAATTTTGTTACCTGTTTAGAAAAAGTTCC
+ATGAGTAGTAAAATCAAATTTTTCTTTGTCTACAAAGTAACCTGTCAAAACTCCAGCTATAAGTCCCATG
+TGCTCATATATATCCTTATGCGGGAAAATACATACAAATATAACAGGGACTACAATTGAAAGCAGTATTT
+TCAAATAAAGTGGAAATTTCAAAGGGTTCTCTCTTAGAATGCTATAAATTAATTCACCCAATACTACTAT
+CAAGAAGGCTATCAAAATACCTCCAGCTATGTCTATAGGCCAGTGCACTCCTAAATACATTCTCGAAAAA
+GATACTAGGATTACCACAAGACTTCCCAAATACCATAGCCATTTTTTGTTATAGTGAACCATTAAAGTCC
+CCCAGAAAGTAGCAGAACCCTGTGCGTGGCCGCTCGGGAAAGAATAACCTCCGGCAGATTGAGTGAATAT
+TGATCGTATCCCGGGATATCCTATGGGGCGGGAAATTTTTGTCACTTCTTTTATGACAGTGTTTATGTAG
+ATAGAGGCTATTAAAATAAGTCCAAGTTTTAATCCCAACCTTTTGTCAATGCACCAGTAGAAAATGGGAA
+TAAAGATAAAGTAAAAGCCGGAGCTTCCAAGCATTGTAAGTATTATAAAAAAATAGTCTAAAAAGGGATT
+TGATATAGTCTGTATGGCTTTTAATATTTCTGCTTGCATCTTATCACCTCAATATATATAATTCACCAGA
+AAAACCTAATTTCCTTCAGTTTAAAAAAATTTTAACACAAATTTAATAAAACTTGTGGTAAAATGTAGAT
+AATGGAGTTTAAATTTAACAAATTTAGGATAGGGGGTTACGTACAGTGAATTTCTTTGAAAGAATTTATG
+GCGTATTTTTTCAACCAAGGGAGACAATGGCGGATATAGTGAGAAAGAAGCCTGTGTGGGAGGGGATAAT
+AGTCTTAATAATTGTAAGCCTCTTGTCCTCAGTGCTGGCTTTTAAGGTGGGTATATCTGGTCAGCCGATT
+CAACCAGGGCCTGGATTCTCTCATGCTCCAAGGCTTAATAATTTGTTTTTTGGCTTTATAGTGTTTGGTA
+GCATTTTTCTAAACCCGATACTGTATTTTATCTACGCAGCAATATATCATTTTTTGGCTGAGGTCTTAGG
+TGGAGAAATGTACTGGAGGGAGGAGAAGGAAGAAGGAGAAGCAGTGGTTTTAGGTACTGCTAAGGGACTT
+TATTCGGCAGTATGTTTTGCAGTGCTTCCGAGCATCTTTTCTGCACTGATTTCCCCGTTTTTGATGAAGT
+TTATGGGGGGAATTGGAGGAGTACTTCTTGGAATAACTGTATCTTTGGGAATTTTCATATGGATTGCCTT
+TTTGAACATTTTAGCAATGAAGGAGAACTATAAGTTGAGCACTGGAAATGCTGCCTTGGTCTTTTTTATG
+CCTGTGATAGTCGGGATAGTGATTGCAATACTTATGGCCATATTCTTGGGAAGCGTATTTGCAGGAGTTT
+TTTCTGAAATGATGAGAAGTATGCCGCCAATACAGTAATTCTAGGAGAAAATTTATTTAGTTTTTGACAG
+ATAAGAGGGTTCTAGCCCTCTTTTTTGTTTTTATTATTTGTCGAAAATTATTTTCTATCCTTTAGCAGGA
+TTTTTGAAGTTTATAAAGAATATATAAAAATATAGATAGGTGGTGTGGATATGAGAGAAAATGGAAAAGT
+GCTGATAAAAGATTTAGAAAAGAAAGATAAAAAAGCTTTTTCACTTTGGTTGCAGGATGTCAATGTTGTT
+AAATTTTTAATTGATTTGTTTAAAATATCGAGAAAGAAAGACAATGTCTTGAATATACCTTTTGGAAAAA
+ACCGCAAGATGTTTGTTTTGGAGACAGAAGGAGGTGAAAAATTAGGCTTCTGCGTTCTTTACGATATCGA
+CTGGCAGCAGAAAAGAAGTAGCATGTATATTTACATTGAAAAGAAGGAAAATATAGAAATGGATACTGCT
+CAAGAAATAGTAGACCTGCTTCTTAAAAGGACGGCTTTGAAGTACAATTTAAAAGATATTGAAGTTCACA
+CAAAGAATATCATCTTTGCAAAATGCTTTAACAAGGTTGAGGATTTTAAGAAAGAGGAAGATGGATATAG
+CTTTAAGGTGGCTCTTGATAATAATACGTTAAGTCTCAATGCGGCCCGATAAGGGTCTTTTACTTTTGTA
+AAAGTTTTAATTTGCAAGGGGTGTCTTGATGAATATACCAAATATTTTAACTTTAGTAAGATTTTTGTTA
+ATACCCGGTTTTGTATATGCTTTTTTTTACATGACAGAAGGAAATGTGTATGCAGCAATTATTTTTATAC
+TCTCCGGCATTACAGATGTTTTGGATGGATACATTGCCAGGCATTTTAATCAGGTGACTAAGCTTGGGAC
+TTTGTTAGATCCCCTTGCGGACAAGCTTATGGTGCTCACTGTTTTGACGAGTCTATGGCTTAAAGGTTTT
+ATTCCTTTTTTCATAATAGGAGTTCTAGCAGTAAAGGAACTTGCCATGATAGTAGGAGCAGCTTTTCTCT
+ACCGCAAGCAAAAAATTGCCATACCGGCTAATGCTTATGGAAAGGCAGCAACCTTTTTGTTTTACGTTGC
+CATAATTTTTTCTCTTTTTAGATGGCCCTACAACCTTTTTTTAATGATTTTAGCTCTTGGTTTAGCTCTT
+ATTGCCTTTTTTGTCTATGCCTTTGAATTTTTTAAAAAAACTATCTAAAATTAAACTTTTTCGCAAAAAA
+GGACGATATAAAAGACGTAGATTAAAATTGCAGGAGGTAATAAAAGTTGACGAAGAAAGCAATTGGATTT
+TACAGGGTACAGACAAAGCTCAGTTTAGTTATTGTCTTAATTGTGATTATTTCTCTGGTTTTGAGCGGGT
+ATATATCCTACAGGTTTTCTTCTCAGGAGATTACTAATTTAACTTTGAATAATTTATTAAATAGTGTGTC
+TGCTGTAAATCAGGAAATAACTCTTTATCTTGATAATACTGCTAGCAAGCTAAGTTACTTTGCGAAAAGT
+GATTACAACCTGTTGTCAGCTGGAACGTCTCAAGAGGATAACAGTGACAAAGTAAATAGTATATTGATCA
+ATTTAAAGAACATGACTCCTAATGCTTCTTTGGTGTATTACGGAACGGCGGATAAAAAAATTTACACTTT
+TCCTCATGTGGACTTAAACCCTGATTTTGACCCCACTTCCAGACCATGGTATAAAGGCGCTGTTGAGGCA
+AAGGGGAATCCCTTTTGGACTGATGCATATAAAGATGAAGTTACAGGGAATTATGCCATTTCTGTGTCCC
+AAGCTGTTATAAACCCCCTTACAAATGAAGCAGTAGGAGTTGTGGGGATGGATTTAAATTTGTACGGGAT
+AGAGAATCTTTTGAAGAATGTAAAAATTGGTCAAAAAGGCATGATTTTTTTAGTGGACAAAAATGGGATA
+GTGTTTGTGGATTCTAGTAAAAAGTTGATGGGAGCGGATTTAAGTAAACAAGCCATAGGGCAGCAAATTA
+TGAAGAGTAAAGAAGGGAATTTAGAGTCTAAATTCGAGGGTGCAGATAGCGTAATAATTTTTGACACAAA
+CCCTATAACCGGATGGAAAATAGTAGGAGTTGTGAATAAATCTGATTATCTTTCTGCTGTTTCAAAGATT
+AACAGAAGTTTTGTAGGTATAATTATAGTGTTTTCCGTTGTTGCGCTTTTGGCAGCATATCTTTTCGCAA
+AAAGTTTTACGCGGCCTATTTATGAAGTCATGGGAGCGATGTCAAAGCTTAGAGAAGGGGATTTAACTTC
+GTCTGTGAATGTGAAGAGAAACGATGAATTTGGAATCCTGGAGCAGGAGTACAACGAGACAGTAAGTAAG
+TTAAAGGCGATTGCCAAAAGGGTTAAAGAGTCGAGCAGCTATTTGATAGAGGCTTCAAAGAATTTTAAAG
+AGATAAGTGATAATACTGTCAGTGCTGTTGAAGACGTAGCGAAAGCTGTGGAAGACATAGCAAAAGGAGC
+AAATGACCAAGCTCAAGAAATATCAGCTAGTGTGCAAAAGGTTTCTGAATTTGGACAGGATATAGATAAG
+GTTTTAAAAACTACACAAGAGGTTAGGCTGTATTCAGAAAAAGCTGATGACGTTAAGTCAAAGGGATTGG
+AAAAACTGGAGGCTTTGAGAGAAAGTTCAGAAGAGATGAATAAAGCAGCAATTTATGTGTTTGAAACAGT
+CAGAAAAATCAAAGAAAGTTCTAGAGAAATTACTGCCATCACTTCTGTAATAGAAGAAATTGCTGATAAG
+ACAAATCTTCTTTCATTGAATGCAGCAATAGAAGCAGCCAGAGCAGGTGAAGCAGGCAGAGGATTTGCTG
+TTGTAGCAGAAGAGGTAAAAAAATTAGCCCAGCAGTCGGCTGAATCTACGAGCCGAATAAAAGAAATAAT
+TGAGGAAATGCATAGTGCAATAAATCTCGCTGTAGAAGCTATGCAAAACGCAGATCAAAGCATTGTAAGA
+CAAAACGAAGCGGTAAAAGGGACTCAAACTGCTTTTGCAGAATTTGAAGATTTCATAAACAATGTGACTA
+AAAGGATAGATGAAATAAATTCTCTCATGAACCTAATGCAGGAAAAGAAAGACGAAATAGTCGCTTCAAT
+GGAGAACATTTCCGCGATTTCAGAAGAAACAGCTGCTGCGACAGAGGAAGTGAGCGCCTCCACTGAAGAA
+CAGCTCTCAGCAGTAGAAGACTTAAAGAGCGCTGCGAAAAACTTAGAAGAGGTGGCATTAGAACTAGAAG
+AAGCTGTGAAGGTGTTTAAGATTTAAACCGCTTGAAAAAATTTCAAGCGGTTTTCATTAAATTTTCATAA
+AAAATTTATTATAAAAAGAAGGATTTTTTTATTTTATGGAGAATATTATTTATTAAGACAAATGACAACG
+ATGGTAAAAATATATGTTCAAAAAGTCCTTACAAGAAAGTAAATACATAAAAAAGCCTATGTAAAATTGT
+GAAATTTCACTAAATGCATAGAATAAAAAGTAATTAATTCAATTATTTTCTATAAATATCGAGACTAAAT
+TTGTCTAACGTTTTACCTAATATTACAGCTGAAATAGGGTGACGGTATGAAAAAACAAAAATCTTCTCCT
+ACTATTAAAGATGTTGCAGAATATGCAGGTGTTTCCATAAAAACTGTATCACGAGTGATAAATGATTCTT
+CTGAAGTGACGGAAACAACCAAAAAGAAAGTTTTAGATGCTATCGAGAAATTAGGTTATAGGCCTAATGC
+TCTGGCAAAAAGCTTGCGTATAAAAAGGACTTATACTATTGGAGTCATAATTTCAGATATTGCAAATAGC
+TTTTTTGGCAATGTAATGAAAGGCATAGAAAATGTGGCTATTAAAAATCATTATAATATAATCTTTGCTA
+ATTCTGATGAAAATATTGAAAAAGAAAAGATGTATTATCAATTTTTTATTGAAAAACAAGTGGAAGGTAT
+AATTATTATTCCTGCTCCGGGTTCGCAAAGCTATTTGAAAAAACATGCTGGGTTAATTCCCATGGTGTTT
+GTAGATAGAAAGCCAAAGGACTGGGACGGTATTGTAGTAAAAGTAAACAACGAAGAAGGAGCTTATTTAT
+TGACAAAACATTTAATTGAAGTTCATGGATATAGGAGTATAGTGTTTTTAGCTACAGAGTTAGACATTGA
+CCCTGTAGGAGAGAGGTTTGAAGGCTATAAAAAAGCAATGGAAGAGGCAAATTTGAAAGTACGGGTAATT
+GAAGGAAATAGGACAATTGAAGACGGGTGTAAAGCTATTGAAAAAGTTCTCTTTTCTAATAAGCCTCAAG
+CTATTTTTGGATGTAACCACGTAATGACTTTAGGTGCTATTAAAGCTACTAAAAAATATTCTTTGGAGGT
+TCCAAGGGATATTGCGGTTGTAGGATTTGATGATTTCGAAAGTGGAGATGTTTTAAGGCCATACTTGACT
+GCTGTTGCACAGGATCCATATAAAATGGGAGAATATGCTGCCGAGCTTTTATTTAAACAGATTACTAAAA
+ATGAGTTTATTAAAGAAAAAGAAATTATTATTCCTGTGGAATTAAAGTTTAGGGAGTCATGTGGTTGTTT
+GTATGTAAGTAATAAAGTGGTATCTTGAATTATCATTACGTATCAACAAAATATAATGAGACCTACAGGA
+GGAGTTGCAAATGAAAAATCATAATTTAGAAAAAAATGACCAAAAGTCAAAATATATAGTAGGAATTGAT
+ATAGGGGGTACAAAAACAGCAGTTATTTTGGGAGATACCGAAGTTAACATTATAGATAGAATTGAATATT
+CTACCAAAGAATTTGACAAACAACCAATGAAAATGATAAACAAAATGATTCAAACAATTAAAGATGTACT
+GCAAAACCATAACATAACACTTGAAGAAGTAAAAAGTATAGGAATTAGTTCAGGAGGACCTTTGGACCTA
+GAAAAAGGCATTATATTATCGCCGCCTAACCTTCCAGGATGGGACGAGATTCCGATTGTTGATATATTAT
+CCAATGAATTTAATGTTCCTGTATATTTGGAAAACGATGCAAATGCTGGCGCTGTTGCTGAATGGAATTT
+TGGTTCAGGGGTGGGGTGTAAAAATTTAATTTTCTTAACATTTGGGACTGGCATGGGAGCGGGTCTTATT
+CTTGATGGTAAATTGTACAGAGGCACCAATGGGATGGCTGGAGAGGTAGGACATATAAGATTAGCAAAAG
+ATGGTCCTGTCGGTTATGGCAAGAAAGGTTCCTTTGAAGGATTTTGCAGTGGAGGAGGAATTGCGCGTCT
+AGCTCAAATAGAAATTTCGAAAAGATTGGCTAATGGTGAATCAGTAGAATTTTGTCCTTCGTTTGATATG
+CTTTCAAAAATTACTGCCGAAGATGTGGCTGTTGCAGCACAAAAAGGGGATAAAGTTGCTTTAGAAATTA
+TTAAGATAAGCGCTGAATATTTAGGTTTAGCTCTTTCAATTTTGATTGACATACTAAATCCAGAAAAGAT
+TATTTTGGGAACTATTTTTACAAAAAATGAAAGTTTGTTTAGAAAAATAGTAGAAGAAGTCATAAAAAGA
+GAGGCATTAGAAATTTCTGCAGGTGTATGTAAAATAGAACCTTCTAAACTTGGGAATAAAATAGGAGATT
+ATGCTGCTTTGTCTGTAGCATTAAGAATAGGGATGGAGTGAGGTAGATAATGAAAAAAAGCTTAAACTGG
+GGGATGCTTGATGAGTTAGTAAGTAGATTTCCGGAACTTAAATATCTGGAGAGCTCTATTAAAACAGCTG
+CAGAGGTTATTATAGAGTCATATGAAAAAGGTGGAAAGCTACTTGTATGTGGTAATGGTGGAAGTGCAGC
+TGATTCGGAACATATAGTAGGGGAGCTTTTAAAAGGCTTCATGAAGAAAAGGCTGCTAAATGTGGAGACT
+ATAAACAAGCTAAAGAAGTTTGACTTTCCATGGGGAAATATCCTTGCTGAAAAGTTACAGGGTGGACTAC
+CAGCTATTTCTCTTACCGCTCACACAGCTTTTTTGACTGCTTTTATGAATGATGTAGATCCGGATTTAGT
+TTTTGCCCAGCAAGTTTTGGCATTAGGGAAGAAGGAAGATGTTTTGATAGCACTAACTACTTCTGGCAAT
+TCTAAAAACATTTTGTATGCCCTTTATACAGCGAAAGCTTTAGAAATGACAAGTATATGCTTTACTGGGG
+AAAGTGGAGGAAAAGCAAAAGAGATATGTGATGTATTATTGAATGTTCCTGCAAACGTTACTCATAAGGT
+TCAAGAGTATCATTTACCTATTTATCACGCCCTATGTGGAATTATAGAAGAATATTTCTTTGAAGAATAA
+TTGTAAATTTGAAAAGTCTATTTCAATGTAAGCGAGGAGATAAAAAATGGGAGAAGTATTGATTAGGATG
+GAAAATATAAGCAAAGAATTTCCAGGCGTTAAAGCATTAAAAAATGTAAATTTTGAAATTAAAAAAGGAG
+AAGTACATGCTTTAGTAGGAGAAAATGGCGCCGGTAAATCAACTTTAATTAAAATTTTGTCAGGTGTTTA
+TTCAAAAGATTCTGGTAAGATATATTTTGATGGACGAGAGGTTGAAATCAATTCCCCAAAAGAAGCGCAG
+CAACTAGGTATCAGTGTGATTCACCAAGAGTTAAATTTGTGTTTACATTTAACAGTAGCCCAGAATATAT
+TCTTGGGAAGGGAGTTCGTAAAAAATGGTGTAATAGATGAAAAAAAGCAAAATGAAGAGGCAAAAAAAAT
+ATTGGAAAAATTAAATGTAAATATAGATCCAGCTGAGTATGTAAAAAATCTTTCCGTTTCGCGACAACAA
+ATGGTAGAAATAGCCAAAGCAATTTCTATGGAAGCAAAAGTTATTATAATGGATGAACCGACATCTGCTA
+TTTCAGAAAAAGAAACTGAAGAACTATTTAAAGTGATTGGAGAACTGAAAAAGCAAGGGAAATCTATAAT
+ATATATTTCTCATCGCCTTGAGGAGCTCAATAGGATTGTAGATAGAGTTACAGTTCTGCGAGATGGCGAA
+CATATAATAACAGCTAATTTCCGGGATTTAACGATAGATGATATTATACGCTATATGGTAGGAAGAAAAC
+TAGAAGAAAAATATCCTAGAGTATATGTAAATCGAGGTAAAAAAATACTAGAGGTTCATGGCCTATCACA
+GGGGACTCGATTAAAAGATATTTCTTTTGATTTATATGAAGGAGAAATTTTGGGGTTTGCTGGGTTGGTG
+GGAGCAGGAAGAACAGAGGTGGCTAGGGCAATTTTTGGAGCTGATAAATTTGATAAAGGTGAGATATTAA
+TTAATGGCAAAAAAGTAGAGATTAATTCACCTATAGATGCAATAAAAAACGGATTAGCCTATGTTCCAGA
+AGATAGAAAGTTGACAGGACTTGCTTTGAATCTTTCTGTATTAGCTAATATTACCTTAGCTACCATGGAT
+AATGTAGTAAATATGCTTAGCGTGATAAATTCTGTTAAAGAAAGAAAGATAGGAGAAAAAATAATACGCG
+ATTTAAAAATAAAAACACCGTCTCTTTTTCAAAGAGTTCAAAATTTAAGTGGAGGGAACCAACAAAAGGT
+TATTGTTGGTAGATGGTTGTTAAGAGAACCGCAAATCTACATTTTTGATGAGCCAACGAGGGGGATTGAT
+GTAGGTGCAAAGATTGAAATTTATAATATTTTGAATAATTTAAAGCAAGAAGGAAAAGGAATTATAGTTA
+TATCTTCCGAATTACCAGAAATAATGGGAATTACAGATAGGGTAGTAGTAATGTGCGAGGGAAGAATAAC
+TGCAATTCTTGAAACTAGTAAAACTACACAAGAGGAAATAATGTATTATGCGACACTATATAAAAAAGAA
+AGGAGTAATTAAGATGCAAAATTTGGATAAAAAAGTAGTAACTTCGGAACCAAATAACAAAAGAAAATTT
+TCTACTAGATTACAATTATTTTCTACGTGGGGAGCGCTTGCTATTTTGGTAGTATTTTTCAGTATTACTT
+CTGACAAGTTTTTAACAGTAGATAATTTGTTAACAGTAGCTTTGCAAACCTCTATAATAGCAATAATAGC
+AATGGGCCAAACTTATGTAATTATTACTGGTGGTATAGATCTTTCTATTGGTTCCAATATAGCGTTAGGT
+GGTGTGGTAGCAGCGCTTTTAATGGCTAATGGATTTTCTATTCCTGTTTCTATAGTGATAGCATTATTGG
+TAGGACTATTTGTAGGAACGTTAAATGGTACATTGATTGCATACGGTAAGATTCCTCCTTTCATAGTAAC
+TTTGGGAGCAATGAGTATAATTAGAGGGACGGCATATGTGTTAACAGGTGGTATTCCAATAACAAACGTG
+CCACTAGAATTTTCTGCTTTTGGGATGGGGAGAATACTCAGAATACCAGTGCCTGTTATAATAATGGTCA
+TCTTGATTGCAATTTTTGGTTTTATCCTCGCAAAAACTAAATTAGGTAGATACATTTATGCAGTGGGAAG
+CAATAGAGAAGCAGCTCGATTAGCAGGAATAAATATTCCTACAGTTTTAATTGCAGTATATGCAATAAGT
+GGATTTTTAGCAGTATGGGCTGGAATAATTGTAGCTGGTAGGATAATTTCAGGTCAACCGGCAGCTGGAA
+TGGGCTATGAATTAGATGCTGTAGCTGCTTCAGTTATAGGTGGGGCAAGTCTTTTTGGTGGTGAAGGAAC
+TATTTTAGGAACAATTGCAGGTGCTTTTGTAATGGGTGTGTTAAGAAATGGTTTAAACTTGTTAAATGTG
+TCTGCTTTTTGGCAGCAAATCATAATTGGAGCTGTAATTATCGGAGCAGTGTTCTTAGATACTATAAGAA
+GGCGTTAGAACAAACACGTTTTTGAGGGGGGTGATGGGGTAGAAAATTAAAAAAGTCCCGTATTTCAAAA
+TCATCAAATAAAATTAAAATAAGGGGGAAGGAAGGTATGAAAAGAAGTTCAATTTTCTTGACAATTTTGG
+TATTGGTGTTGGCTATTTCCTTAGTTTTTTCAGGCTGTAGTTCCAAACAACAGACTCCTTCATCATCTTC
+GACTCAAGAATCTTCCCAAACTGCTTCTTCAGAGAAAAAGTACAATATAGTATTGATTACGATGGATTCA
+ATGGATGAACACTGGCTTGCAGTTAAAGCAGGAGCAGAGGCTAAAGCAAAAGAATTAGGAAATGTTCAAT
+TAACTTTTAGAGCTCCAGCAGAAAAAGCTGATCCAAACGAACAGGTAAGAATGATGGAAGATGCTATAAA
+TCAAAAGGCAGATGCTATCTTAATTGCCCCAACGGATCAAACAGCTTTAACTCCAGTAGTAGAAAAAGCT
+TTTGATGCTGGTATTCCAGTGATACTTATAGATTCACCAGTTAAAACTGACAAGTATGTTAGCTTTGTTG
+CAACAGATAACATAAAAGCTGCTGAAATGGCTGCTGACAAGCTAGGTGAGTTGTTAGGCGGTAAAGGGAA
+AATTGCTATAATAAGTGCACAACCTGGTTCAGGAACCACAATTATGAGGGAAAATGGATTTAAAGACAGA
+TTAAAAGAGAAATATCCTGATATACAGATAATTACCACACAGTATTCTATGGGAGACAAAAATAGAGCAT
+TAAACCAGGCTTTAGATATACTAACTGCTCATCCAGACCTTGCTGGATTTTATGGCACTAATGAGGGGTC
+TACTATTGGTATAGCTATGGCTATAAAACAAAAAGACTTGGCAGGAAAAGTAAAAGTCGTTGGATTTGAT
+ATTTCACAAGCTACAATTAACGCAATTAAAGAAAATTATATCCAGGCCTCCATGGTTCAGAATCCGTATA
+TGATGGGATATAAAGGAGTAGAGATAGCTGTAGATAAATTGCAGGGTAAGGAAGTACCAAAAAGAGTTGA
+CACAGGTGTTACAGTTATGACAAAGGACAATGTAGATGAAGTAGTTAAAGAGTACTATAAAGGGCAATCC
+AAGTAGAGAGACTATGTAAAAGAACGAGGTAAAAATCGCTTTATGCGATTTTTACCTCTTAAATTTAACA
+ATGAAAGGGTGTGGAGATGGAAATATTAATTCCTGTAGATTCCAAAAAAATTTCTATAAAGGCAGCTGTT
+TTTGATTTTGATGGGACTATTTCCACTCTAAGAAGTGGATGGGAGCAAATAATGAAAAACTTTATGATAG
+AAGTGCTTATGAATAAAGGCTTACCTTTTGAAGAGGTTGCTAAAGAAGTTGAAGAATATATCAACTATTC
+TACAGGTATACAAACTATTTTTCAAATGCAATGGCTGGCAGAGAGAGTAAGACAAATAGAAACGGCACCT
+AAAGAAATGGTAAATCCATGGGAGTATAAAGATGAGTATAATAGAAGATTAAAAGCGGTTGTAAATAGAA
+GAATTGAAAGCATTTTAAAAAAAGATAAAAGACCTGAAGATTATATGGTAAAAGGAAGCAAGGACTTCTT
+AAATTACCTAAAAAAATTAAACTTACAAATTTATTTGGCAAGTGGTACTGACTTTCAAGACGTGATTGAA
+GAAACTAAAATTTTAGGAGTGTATGATTTTTTCGATGAAATCGTGGGAGCACCACCCAATAAAATGATGT
+CTTCTAAAGATATATTAATTAACAAATTATTGAATGAGAAACATTTAGATGCCAGGAACATAGTAATATT
+CGGAGATGGAAAAGTAGAAATTGAGTTAGGGCGAAAAATTGGTGCTCTTACTATTGGAGTAGCGAGTAGG
+GAAGATGAATTGGGTGGGATAGATTTTATAAAACGAGAAAGGCTTATAAAAGCAGGCGCACATGCGATAA
+TAGGAGATTTTTTAGAAAAAGAACAAGTTTTAAAATGGATAGGAATTATATAGGGATTATTTTGACTTAA
+AAACCAGTGTAAATAATTTTTTTAAGGAGGGGGACAAGATGGGTGATCCAAATGTAATAAAACCGGGTAG
+ATTAAGTTTTAAAAATATAAAAACTTATTCAGTAAAGGGGAGAAAAGATTTAGTAAAAATTAAAAATATT
+ATAGATCCGAAAAAAGCTGAAGTACCTGACTGGGGAGGAGAAGAGTTAGAAGAACTGATTGAAAGGATAA
+TAACAGCTAGGAAAAATAAAAGACCTGTGGTTTGGTTTATGGGAGCTCATGTGATAAAGAATGGTTTATC
+TAAGTATATAATTGAGCTTATTGAAAGAGGATATATTACGCATATAGCAGGTAATGGAGCTACTAGCATT
+CATGATTTTGAATTGGCTTTTAATGGTGGCACCTCGGAAGATGTGCCTACAGCTATAGAAGATGGTACAT
+TTGGAATGTGGGAAGAAACTGGTAGATGGATGAATGAGGCAATTCAAGAAGGTGCTAGAAATGATTGGGG
+ATTTGGAGAAAGCCTAGCTAAATATATTGAAAGGCATTCGGAAAAATTTCCTTATAAAGAATATTGTGTT
+CTCTATCAAGCCTATAAAAATGGAATTCCTGCTACTTACCACGTGGCAATAGGTACAGATATTTTTAATC
+AGCATCCGATTGTTGATTTTGCTGCTATAGGGAAAACAAGTGGAATTGATTTTCAAAAGTTTTGTTACTC
+CATATCTCGTTTAGATAGAGGTGTTTTTTTAAATTTTGGTTCAGCTGTGATAGGGCCGGAGGTATTTTTA
+AAGGCTTTTTCTATTTCAAGGAACCTTGGATATCAAACTTATAACATTACTACCGCTAATTTTGATCTTA
+TTGATTTGGGGGATTATAAAAAGAGGATTGGATATGATAATCCCCACTATTATTACAGGCCAAGAAAAAA
+TATAGTAAACAGACCTACTAGTCGAGGAGGTAAAGGATGGCACTTTTGCGGGGATCACAAAATTACTATA
+CCAAATATATATAAGAAATTAATCGAAAAGATGCCTTATGTAGAAAAGGGGATTGAGGACAATGTATGAA
+GTTGTAAAAGATATCGGAGAGGAGAGAGTAACGGAACTTCTTCATCGATTAAGAAAAGGTAAAATAGCAG
+TAATAGGAGATGTAGCATTAGATATATATTGGAGAGCAGATATGAGAAAAAGTGAGCTTTCTAGAGAAAC
+TCCCCATTTTCCTCTCCCTATAGTAGAAGAGTGGATGTCACCAGGTGCTGCAGGTAATGTTGCTACTAAT
+ATAGCGGCTTTAAAACCAGAAAAACTTTTCTTGCTGAGTATTATTGGTAAAGATTGGAGAGGAGATTTAT
+TTATAAAGGAAGTAGAGAAAAGAGGTATAATTACTGATTTTCTAATCAGAAGTGATGAAAGGGTTACAAA
+TGCATATTGTAAACCATTAAAACGAGGATTTTCGGATGTAGAGTATGAAGATCCTAGAATAGATTTTGAA
+AATTTTAGACTTATTACTCAGAAGGAAGAGGATGAATTAATAAAATTATTAGAAAAAGTAGCTAAAGAAA
+TAGATGTGCTTTGCGTAGTCGATCAGATGCGTTTTGGGTGTATCACTCCTAGAGTTAGAGAAAAAATAGA
+AAATTTTTCAAGAGAAGGGTTAACAGTAATAGTGGACAGTAGGGAAAGAATAGGTTATTTTACTGATGTA
+ATTTTAAAGCCAAATGATATAGAAATGTTTAAGGCTATGGGTATAGAAAAAGATCCCCAAAAATTATCTA
+TCGAAGAATTGTTGGAATTTGCAGAAAAATTTTCTATACAAAAAAGAAGTGATGTATGTGTTACATTAGG
+AGCTCGTGGGGCTATTTACGTAGAAAAAGACACTAGTAAAAAATATTACGTTCCTACTGTTAACTTGACA
+CCCCCCTTGGATGTTTGTGGTGCAGGGGACACTTTTTTGTCCATATTTTCACTTGTTTTAGGTACGGGTG
+GCAAGAAAGTTGAAGCAGTTTTCATGGGAAACTTAGCAGCTAGTGTTGTTGTTAAAAAGATTGGTACTAC
+TGGAGTTGCAACAGTTGAAGAAATTATGGACAATTATAAAAAACATTGGGCAACCAGTTAGCCCTTTATT
+TTTCATTTTGTTTCTTTTCATTCTTGTGTTAAAATAATTATACGCAGCATATGGGTATACCATAGGGGGG
+TGTTAGTATAGAGTATATAAAGAAGCTGGAGAAGTTAAGAGACTATGTAAAGAATTTAAAGAGGGTGTTA
+GTAGCTTTTTCTGGAGGGGTAGACAGTACTTTTTTGGCAAAAGTGGCATATGAAGAGCTTGGAGAGGATA
+TGCTGGCCGTCACTATTTCAACACCCCTGCATCCTAAAAGGGAGATAGAAGAAAGTAAAAAATTAGCGAA
+GGTTTTGGGTTTTCCCCATTTGGTGGTTAGATATGAGGAGGTACTTGAGATAGAGGAATTTAAGTCTAAT
+CCTTTGAATAGGTGCTATGTTTGTAAGAAAAACCTGTTTTCAAAGCTTAAGGATATTGCGGAGGAAAGAG
+GATTTTATTACATTGTCGAAGGGACTAATGCGGATGATGTCAATGATTTTAGGCCTGGGAGAAAAGCATT
+AAAAGAATTGGGCATACTGAGCCCTCTTTTGGACTGCGGGATAACCAAAGAAGAAATAAGGCTTTTTTCA
+AAAGAGATGGACCTTACGACATGGAATAAACCTTCTTATGCCTGTCTTGCTTCTAGGATTCCTTATGGAG
+AAGAAATAACTTATGAGAAGCTCTCTATGGTTGAAAAGGCAGAGGAAAGTCTAAAGAGTTTAGGTTTTGA
+TGGATTTAGAGTGAGATATCACGGGGATGTGGCTAGGATAGAGTTAAGGAAAGAAGATATGGAAAGAGTT
+TTTGAAGAGGATATTAGGAAGAAAATAGTGGAAGGTGTTAAGGAAGCAGGGTTTAAATATGTGGCTTTAG
+ACCTTGAAGGTTACAGGACTGGCAGTCTTAATCCTAAGAGGAGAGGAGTAGAGGATGTATAGGGAAAAGA
+TACTTGAAGTTTTGGAGAAGTTCAAACAAGGCAGAATATCACAGGAGGAAGCTTTAAATATACTTCAGAA
+TCTGCCATACGAAGACCTTGGATTTGCCAAGATTGATTATCACAGAGAGCTGAGGAAAGGCTTTCCTGAG
+GTCATTTTTTGTGAGGGAAAGACTCCCTATCAGGTTAGAGAAATAGCCTTGGCTATGCATAGAAAAGAGG
+TGGATGTCCTTGGTACAAGGGCATCAAGAGAGCATTTTGAAGCAGTAAAAGAGGTTATAGATAAGGCTAT
+CTATTATGAAGAGGCCAGAATAATTTCTGTGAAGAATACCCCGTTAAAAAAGACAAAAGGAGTTATAGGG
+GTAGTTGCAGCTGGTACTTCTGATTTACCTGTTGCAGAGGAAGCGGCTGTCACTGCTGAGCTTATGGGAA
+ATACTGTAAAGAGATTTTACGATGTGGGAGTTGCAGGACTACATAGACTGCTTCACAAGCTAGATGAAAT
+AAGAAAGTGCAGGGTATTAATTGCAGTGGCAGGGATGGAAGGGGCTCTTCCCACAGTGCTGGGTGGGCTG
+GTGAGTGCTCCTGTGATTGCCGTGCCGACGAGTGTCGGATACGGTGCGAATTTCAGAGGGCTTTCAGCGC
+TTTTGGCCATGTTAAATTCCTGTGCTAGCGGAGTCACAGTTGTTAACATTGACAACGGCTTTGGTGCAGC
+TTACGCAGCCACTCTGATAAATAGGATAGGGGAGGAAGAAAAATGAAAGTACTTTATTTTGACTGCTTTG
+CAGGGATTTCCGGAGATATGACCATAGCCTCTTTGCTCAATCATGTGGATGAAGAGGAGTTTAAAAAAGA
+AATAAAGAAGATCGCACTGAAAGATTTTGATATTGAGATCAATACAACGCGCAAAAATACTATAAGCGCG
+AAAACTTTCAAGGTAATCTATCAGGAGGAGAAGCATCATCACAGGCATTTAAAGGATGTAAAAGAGATTG
+TAGAAAGAAGTGAGCTTTCTGAGAAAGTAAAAAAATTGAGCGTTGAAATGTTTGAGAGGCTGGCTGAAGC
+GGAAGCGAAAATTCACGGCAGAAGCGTGGAAGAAGTTCATTTTCACGAGGTAGGAGCTGTGGATTCTATT
+GTGGATATGATAGGGACTGCTATATTAATTGACATGATAAAGCCGGATAAAATTGTATCATCCCCTCTTC
+CTGTAACGTCGGGATTTGTACACACGCAGCACGGACTTATGCCTGTTCCTGCCCCTGCCACGGTTGAGCT
+TTTAAAAGGAATCCCGGTGAGAAGCATAGATATAGAGGGAGAGCTTGTAACTCCGACAGGAGCCGTGATT
+ATAAAGACTCTGGCGGGCGAGTTTGGTGGTATTCCAGATATGGTGATACATTCTGTCGGATACGGTGCAG
+GTATGAGGGACCTTGAGATACCCAATTTATTGAGGACTTACGTAGGAGAAGAGGAAGTTAAAAAAAACCT
+GAAACATTGATGGTTTTGGAGACAAATATAGACGATATGAATCCTGAATTTTATCAATATTTGTTTGATA
+AGCTTTTTGAGAATGGAGCTCTGGATGTTTTTTTAACACCTGTAATCATGAAAAAACAGAGGCCAGGTGC
+GCTTATTACAGTTATATGTGAAGAGGAGAAGGCTTTAAGGCTAAAAGAGGTAATTTTCAAAGAGACTACT
+ACTTTTGGAATAAGGTATTATGAAGTGTTAAGACACAAGCTGGACAGAGAAATTGAAGAGATTACTACGC
+CTTATGGGAATATAAGAGTCAAAAAAGGGTATTTTAATGGAAAGCTCATTAAAGCCTATCCCGAGTATGA
+GGATGTAAAAGCTGTTTCAAAGAAGACAGGTGAAGGGATAAATGACGTTTACAGGGCTATCATGAAGGAA
+ATAGAAGATAAGTTTTTTAAATCTTAAAAGCGGGGCTATTTCCCCGCTTTTAAAGTAAAATAAAAAGTTG
+TCCCTTCTCCTTCTTTGCTCCTTATTCCGAAATCGCTTTGATGTAGGGTAAGTATTTCTTTCACTATTGC
+AAGGCCAAGTCCTGTTCCAGATTTATTCCCTTTGTAGAATCTATCAAATATATGTTCAAGGTCTTTTTCC
+GGTATTCCACATCCGGTATCTGATATTTTAATGAGGACGTTTTTATCCTGAAGTTCTGCGGTGATAGAAA
+GCGTTCCTCCATTTTCCATGCTTGCTATGGCATTGCTTATTATGTTTATTATTGCCCTTTTTATCATCTC
+TCTATCTGCTACGACTTTAACTTTCAAGTTTTCAAGTTTTACTTCAATGTTCTTTTCTAAAATTTGGATT
+TCAAATATATCAAGTATCTCAAATATTAATTTTTCTAAGTCAATTGTTTCTTCCTTTACCTCTATCATTC
+CTGATTGAAGTTTAGAAAGCTGCAGAACATCGTCTACCAGTTTTGACATCCTCTCTGTTTCTTTGATTAC
+TGTGTTTAAATATTTTTCTCTTTTTTCTTTGTCTTCTCCGTAATAATCTAAAAGCATTTCTGAATATCCT
+CTTATGAGGCCTAAAGGTGTTTTTAAGTCATGGCTTATATTTGCAATTAAATCTTTTCTAAACTTGTCTG
+TTATAGAAAGCTGCTTTACCATTGTGTTCATGGACTTTGCCAGATCTCCCAGTTCATCTTCCTCTTTGTA
+ATTTATTTTTACGTTCAAATTTCCTGAGGCGATTTCATGGGCCGCATTTTTTAGGATCTGTATTGGGCGA
+GTGAATTTTTTGGACATATAGCTGGACACAACAAGAGTAGAAACTATGGTGAGTGCAAAGATCCACCAGA
+AGACCTCTTTAAAGAGATTGACAGAGTCGTTTATAGAAGCCTCAGGTAAACTCATAATTAAGATAGCGGG
+TTTGCCGTTGTACAAAAAAGGCCTCACAATTGAGAGGTATTCTATGTGGAGAAAAGGGTGTTCGTATTTT
+ACGACTTTTGTGGTGTTAGTAGGCCTTAAGAGTATTTCAGGGATTCCAAGTCCTCTCATTCCATGCCCTC
+TATTGTTTCCAGCTATTACTATGTCGTTTTCTGTGATTGCTATTACTCTTGCATTTGACTTGTCTATGAG
+TTCGCTTATTAGCATTTCATTGTTATTGTTTATGGCCTGCACTATCTGCTCGCTGTAGCTTTTTAATTGA
+TTTATCTTGTAATACTCGTATATTCTGTTTATGAAGACTACCTGTGTCAGCCAGAAAAGCAAAAGTACTA
+CCATTCCTATGGAAAGGTATGATATAAAAAGTTTTTTCCTTATTCCCTTCAAATCAGTCACCTTCCAGTT
+TATAACCTATTCCCCACACAGTTTTTATAAGATTTCTTTTCTCACCCAATTTTTCTCTCAGCTGTTTTAT
+GTGAGTGTCGACTGTCCTCAAATCTCCGTAAAAATCGTAGCCCCAGACTTCATTGAGACATTTTTCGCGG
+GATACAACTTTTCCCTTGTTATCCAGTAAAAGCTTTAAAAGGTCAAATTCTTTTGGAGTGAGCTCAATTT
+TTTTGCCATCAACAGTGACTTCCCTCGAATGAACATCCATGACAATCCCTTGATATTCTGTTTTTCCATC
+ATCTTGAGAGCCATATGTCCTTGATAAAATTGCTTTTACACGGGCCACTACTTCTCTGGGACTAAAGGGC
+TTTACTACATAATCATCTGCCCCCAATTCAAAGCCTAAAAGTTTGTCGTATTCTTCTCCTCTTGCTGTTA
+TCATCATCACAGGAACTTTTGATGTTTCCCTTATTGTTTTTAAAAGGCTCCATCCGCTTATATCAGGGAG
+CATTATATCCAAGAGGATTATCTTTATATCTTTGTTTTCGTTGAAGAGGTCAAGGCCTTCTTTTCCATTT
+TCTGCTGTTAATACTTGATATCCATTATTTTCTAAATAAGTTTTCAATATATCTCTCATTCCTTCTTCAT
+CTTCAATTACCAGAACTTTGTGCATCAAAAAACACCTCCCAACTTTAGTTTACTTTTTTTTCGGCAAGTT
+TACAATATTTTAAATTAAACTTTCACACTTTCCTCACAGATTTTAAAAAAATGTGTCACACTTTAGGGAT
+ATCATAAATAATGAAAATAAAATTATTGAAAGGAGGTACTTTAACTTGAAGAGAAACAAATGGTTAATCG
+CATTAGCGGTAATACTTGCTTTGGCAATTCCTCTTACAGTTTTTGCTGCAAATCCTGAGGCTGGAGCAAA
+AATTAAGAGCTTTTTTGGGATTGACACATCTAAATTGACACCTCAGCAAAAACAGATGATTTCTGATTAC
+AACGAGAAAATTGCAGACCTTGAAAAGGAGTTTGTAAACAAGCTTGTGGATGCAGGGCTTATAACAAGGC
+AGCAGGCAGACAATATAATTAAAAACATTGATGAAAGAGTTTCTAAGGCAAATGAAAACAACGTTCCTTT
+CTTCATGGGCGGAAAGGGATTTGACAGAGGATTTTTTGGAATAGGCAGAATAGACACCTCTAAGTTCACA
+GATGAACAGAAAAAGGCTTTAGAAGATATATACAAACAAATGGCTGAACTTCAGAAAAATTTGGTAAATA
+AACTGGTATCTGAAGGGGTTCTTACTCAGGACCAGGCAAATAAAATTATAAATGCTATAGATAATGCAGT
+AGCTAACGCTGACAAAAATTTATACGCTATGTTTGGTGGAAAAGACGGGCTTGGGTTTATTTTAAAGGGA
+ATTGACCCATCGAAGTTAACAGAACAGCAGAAAAATGAGCTTATCAATTATTTCAAACAAATGGCACAGC
+TTCAAAAACAGCTAGTTGACAAACTTGTAAGCTTTGGAACAATCACACAAGATCAAGGAAATACAATCAA
+AAATAGAATTGATGAGATGGTAAAGAATATAGAGCAAAATGGATTGCCTCAGGGCTTTTTCAAGCATTTT
+GAAGGAAAAAGAAGTTTTGAAAATAGATTTAAAGGCAAATGGTTTGAGAAAAATAGCGATTCTACAGTGA
+CACCTCAGGGAAGTGGAAATTCAATATAGGGTGGCTTCTGCCACCTTTTTATTTATTTCTTTTAAACTTC
+ACATTATTATGTGAAAATGCTCACAGCCTTTTCACAATTTCATTATTGGTTACTCAAACTAAAGGGGTAT
+TATATAAATGTAACAGCAAAAAATAAAAAAAGGAGTGGTGTTAAGATGAATTTTAAAAAGACTCTAGCAG
+TAGTACTTACAGGAGGAATGCTTTTAAGTGGAGTGGCAGGTTATGCTGCAACAAATGGCAGCACGGTGAA
+TATTCCACAAACAAAGCAGTATTCAAGTGAAGCTCCAAGGTATGGCATGAGCAGGAATGCAGATTTTCTA
+GCTAAATTGACTGGAAAAAGCGCAGACGAAATCTTAAATGAGTTAAAGGCAGGAAAGACAATGGTCCAAA
+TTGCAGAGGAAAATGGGATAACACTTGACAGCCTGAAGAAAGCGTTAATTGAGCAAAAAGAAGCTTATAT
+AGACCAGCTAGTAAAAGAAGGCAAAATAACACAAGATAGAGCTTCCGCCATGAAGCAAAATATTGAGCAG
+AGAATAAGCTCTTGGGATGGAACATGTCAATACGGCAAAGGTTCTGGATTAGGGCTTGGAATGGGCTATG
+GCAAAAATAATGCTGGAAAAATGAGCGGTTTTGGTCAGGGCTTTGGAGCAAAAGAACAGTACAGAGGAGG
+TAGATAAAAGGCAGGGATTACCCCTGCCTTTTATTATATATTTCCATTACTGGCTTTAGTTTTAAAGTCA
+AGTAAGATGCCACAATGGCTTTTATTATATCCCCGGGTATGAAAGGAAGAGCTCCTACCATAATGGCTTT
+TTTCAAAGATATGCCCGCAACAAATGATAGTTGCGTTATTCCTGCGATATAGACCAGTATTATTCCAAAT
+AGAATATATGCAAGAAGTACGTTAAAAAAGTTTACCTTTCTGTTCCTCAAGGTCAAAGAGATGAATAAAG
+CAGCGAAGGGCCAGCTTAGTATGTACCCTCCTGTAGGTCCTACGATGACGTTTATTCCACCAGTCAGGCC
+GGAAAAGACCGGCACTCCAACTGCCCCCAAAAGGTCAAAGACAAAAAGGCTCAAAAAAGCAGCGACAGGA
+TTTAAAAGTCCTCCTGCGAGCATCACTGCAAATGTCTGTCCTGTTATTGGCACAGGAGAAAAAGGTAGAG
+GTATTTTTACAAACCCCATTATAAAAGTTATAGCAGCAAATAGGGATGCCATAGTCATGTCTTTAGTTTT
+TATCATTTTTTTGCCCCCTCAATTGAAATTTTCATGGCTATATTATAAATTCTGTGCTGAAAATTGTCAA
+CCATATTTTAAAATTGGTTAACTATTTTTCTAAAAAATAATCCCCCTTTGCGGGGGACAATGAATTACTC
+ATTTTTATCTTCGAATTTTAAATCTGCCATGTCGTAGGTAAATTCCGCAAGTCTTACATTTAGGTATATT
+GGCATGTCAGTGCGAACCGCTAAAGCTATGGCATCACTCGGTCTCGAATCCAGCTTTATAAGTTTATCTC
+CTTGTTTTATATGAACTTCCGCGTAGTAGGTGTCGTCTTTAAGGTCAGTTATAACCACTTTTTCTGGTTT
+TCCGCCCAGCTCCTCAATTGCTGATTTTAAAAGGTCTGGGGTGAGAGGTCTTGGAGGTTTTATTCCTTGA
+AGAGGTATCGCGATATTTTGAGCCTCTAATGGTCCTATCACTATCGGCAATACTTTTTTCTCATTTTCAT
+CTGTCAAAAGTACGGAAAAATTGCCCTCCACGTCCATGGTGATTGCCTTTACATTAAATCTCAACATTTT
+TTACACCTCGATTTCAATGCAATACTTTCCTTAATATCATTATATCATACTTGTGCAAATTTAGCCTGAT
+AAATTATGTAGTCAAATCAAAGGATTTGAGGTATAATTTTAATTGGGATAGAAATTTTAGGTAGTAAAGG
+AAGGGCTGAAAAAGGAAGGTGGGAAGATGTCAGAAAAGAATGAATTGGTTGTAGCGCAGGCTTTAGCTGT
+AAAGACAGGACTTATCTTGCCAAATGATGATATTTCAGAGATTGTCTCTGATGCGGTTAAAGGAATTGCT
+GAGGATGGAGACATAGTTTGCGTTACAGAAGCGGTTGTGGCAAGGTCTCAGAACAGGTATGTGACCTGTG
+ATGACCTGTCTAAAATGATCAAAGAAGGGTTTAAATTAAACCCAGGAAGCACACTGGCAGTTGTGTATCC
+TATCGCCAGTCGAAATCGATTTGCCCTTGTTTTGAAGGCCATAGCTAAGGCAACTGATGGAGGAAGAGTG
+ATTGTCACTTTTCCAATTCCGTCAGATGAAGTGGGCAATCAAGTGATAGACCCTGAAATGGCAAGGATTC
+GCCTTGGACTTAAGACTGTATACAGGCATTTAACTTCTGCGAGAGGAAGCACGCCTCACTTAAATATCCT
+GATTAGAGAAGTGATAACGGCTTTGATACTCCAGTCTCTGGGATATAGCATTGTGGGCATGAGAAAAATT
+TTAGGAACAGGTCTATCAGACATAACTGTGAGAACTCCTGAGGGGTTGATTGCTCCTTTAGAAGTTACTT
+TTACAGACCATCAAAAGGCTGCAAAAAAAGCTGTAGAGATTTTGGCAGACATGCCTGAAGCTCGCAAAGC
+CTTTGCAGCAGGTGTGGACCTTGGAAGGAAAGAGTTTGTTCTCTTTGATGCTTTAAAATACGTTTCTGGA
+GATGAAAATCCAATTTATCAGATTTCTTTTGCCGATAAATTGGATGCCTTTGCAGATGATGAGGCTATAT
+ATTCCGAAGAACTCGGCAATGAGATGTTCAAGCATCCTATAACAGGGATAGACTACAGGAGGTTGTATTT
+GGACCTCATTGAAGAAACAGGGGCAAAAGGCGAGGTAATATTTACAAACAACCCCTTTAAAGTATATGAG
+ATGGGCTATTTGGACGGAATAATTCTGGGAGAGGTCCATGCAAGGAAATTCCGGAAAGACCTTTTCTTGG
+CTTTTGGAGCAAAGGTTCCTGTGAAGACGCTGGAGGAAATAGGCCCTGCTCCTTGGGGAGTTATAGGCTC
+CAATGTTTCTGACTATCAGAAAGGGGTATTGAAATTGCTTCCTGAAGACGCAGATGGCACAGCGGAGAGG
+ATAAGAGAAAAAATACTAGAAAAGACGGGCAAAGATGTGGATGTGCTAATCTTTGGCGACGGAGCCTATA
+AAGACCCGGATACTGGTATATATGAATTGGCAGACCCATATCCATCTTTAGGTGCATCGGAACGGCTGAG
+AGGATTTAAATTAAGGGAAGGAAAGAAACTAAAACTTGCAGTAGATACCTTGTACAACAAAGGCTACAGC
+AGAGACCAGATTGAGGAGATTTTAAGTCAAAATCAGGAAGAACAAAGCGACTTAGGTACTACTCCGAGAA
+GACTGGTGAGCATAGCAGCCACGCTTGCGGACCTTTTAGCCGGATCAGCAGACCAGGGAACCCCCATTGT
+TATAGTAAGAGGTATGAAAAGAGGGTGATTTTCACCCGACATTTATGTCTTTTTAGCAAGTTGTTTTACT
+AGAGAGTAATTGAAAATTTAAAGGGGGAGATAATATGCCTGCCTTAAAAATTGCTGCCAATGTGTTAACT
+ATCGGCAGGGCAGTAATAGGCATAATCATTGGGGGATTAGGGGCCTATCAGGGGCGGAAGGCTTTAAAGG
+CCGTGGTTTTGCTCTTTATGACTGCATGGTTTAGTGATGTTGCTGACGGATTTTTGGCGAGAGCTTCAAA
+AGTAAAAGTCAAAGACTGGATCGGGGAGCACGACCTCTACGCTGACATGACGGTATCTGCGGGAGTGCTT
+TATTATTTGACTTCTAGCAATTACATTCCTGTTTATGCGGGATGGGGAATTTTTATTGGCTCTGTAATTT
+TACTTTACTATTTCCCATCCACTACTCTTGCAGAAGGGCTTCAGGCAATACCCTATGCTCTTATGATATA
+CACAAGCTTTGTCCATATCCCATTTTACGGATTTTTAATAGTGGCTTTTCTGCTTTTCCTGATAGCTATA
+ACTTGGCCGCGCTTTCCGAAGGAAAAAGTGCCTGGCTTTTTAAACGGGATGAGGAATTTAAAAAAGCGAA
+TTTGAAAGGATCTATTGACAAGTCCGGAAACTTTGGATATATTATATATCAAAATGAAATATTAGGCTGT
+GAAGGAGAGGAGTAGGTGTACACTGGCTACAGAGAGGGACATCCCATGGGCTGAAAGGAGTCCCGCCGAA
+GGTACACCGAAGGTAGTTCTGGAGCCTGCGGGCCGAAATTGGAGTAGGCCTGATCGGGTTTTGCCCGTTA
+CAGCGTGAGTGATAAATGAAGGTGGTACCGCGGAATGCCCTTTCGCCCTTCCTTGGGTGAAAGGGTTTTT
+TTAAAGAGGAAGATAAAACAAAGGTCTAAGGGGTGTGAGGGATGAAAGATATAGCAAAGACGTATAATCC
+TAAGGAGTTTGAAGACAGGATATATTCTTTCTGGATGGAAAAAGGCTTTTTTACTCCAGAGATTGATCCA
+GAAAAGAAGCCCTTTACTATTGTGATACCCCCTCCGAATGTCACAGGAGAACTTCACATGGGACATGCTC
+TGGATAATACCCTGCAGGATATACTGATAAGGTGGCGAAGGATGCAGGGCTATGCAGCCCTTTGGATTCC
+TGGCACAGACCACGCGAGCATAGCCACAGAAATAAAGGTTTTGGATAAAATAAGAGAAGAAACAGGGAAG
+ACTAAAAAAGACCTTACCAGAGAAGAGTTTCTGGAAAAAGCCTGGGAATGGAAGGATAAGTATGAGAATA
+GAATCTTAAGTCAGCTCAAAAAACTGGGGTCTTCCTGCGACTGGACAAGGACAGCCTTTACAATGGATGA
+AAAGCGTTCAAAGGCTGTAAGAGAAGTTTTTGTGTCCTTATACGAAAAAGGCCTTATATACAAAGGAAAT
+AGAATAATAAACTGGTGCCCCAGCTGTAATACTGCCTTGTCAGATGCAGAAGTGGAGCACAAGGAGCATA
+AAGGACATCTTTGGTACATCAAATACCCTGTAAAAGGGGAAGAGGACTATGTAGTAATTGCTACAACAAG
+ACCTGAAACCATGCTGGGGGATGTAGCTGTAGCTGTGCATCCTGAAGATGAGAGGTACAGGCACTTAATT
+GGCAAGACTTTAATACTTCCGCTTGTAGGAAGAGAGATACCTGTCATTGCGGATGAGTATGTGGACCCCT
+CCTTTGGAACAGGAGCTGTAAAGGTGACTCCAGCTCATGACCCCAACGATTTTGAAATAGGTGTAAGGCA
+TAACCTGCCTTTTGTAAATATAATGAATGAGAATGCGACAATAAACGAAAACGGAGGTAAATACGAAGGC
+CTTGACAGGTATGAAGCTAGGGAAAAAATAGTGAAAGACCTTGAGGAACAAGGACTTCTCTTGAAAGTAG
+AGGAGCATGTCCACAATGTAGGTCATTGCTACAGATGTGATACAGTTGTTGAGCCTTTGCTTTCTGAACA
+GTGGTTTGTCAAAATGGAACCTCTGGCAAAGCCAGCTTTACAGGTAGTAAAAGAGGGCAAAATAAAATTT
+GTACCCGAGAGGTTTGAAAAAATCTACACAAATTGGCTGGAAAACATAAAAGATTGGTGCATTTCAAGGC
+AGCTGTGGTGGGGACACAGAATACCAGCTTGGTACTGTGAAGATTGCGGCCATGTGACAGTTTCTAGAGA
+AGATCCTGTAAAATGTGAGGTCTGTGGCAGCACTAACATACATCAGGACGAAAATGTGCTGGATACATGG
+TTTAGCTCTGCGTTGTGGCCATTTTCCACTATGGGCTGGCCGGAAGAGACTGAAGATTTGAAGTACTTCT
+ATCCAACAGATGTATTAGTCACAGGTTATGACATAATATTCTTCTGGGTCGCAAGAATGATATTCATGAG
+CCTTGAATTTATGAAAGAAATACCATTTAAGTATGTGTTAATTCACGGACTTGTAAGAGATGCCCTTGGA
+AGAAAGATGAGCAAATCATTGGGGAATGGAATAGATCCTCTGGAGGTTATAGAGAAGTATGGAGCTGATA
+CACTGCGCTTTACGCTTGTAATAGGAAATGCGCCCGGAAATGACATGAGATTTAGCTGGGAAAAGGTAGA
+GCACAGCAGGAATTTTGCGAATAAGCTGTGGAATGCATCCAGGTATGTGCTTTTGAACCTGGATGAAAAT
+GATACAAATCTGTACCTTGACAATCTAGCCCTTGCAGATAAGTGGATATTGACCAGATACAATAACATTG
+TAAAAGAAATAACAGACAATTTAGAAAAATTTGAGCTGGGAGTTGCCGCTTCAAAGCTTTACGACTTTGT
+GTGGAGCGAGTTCTGCGACTGGTATATAGAGCTTAGCAAGCCTGTCCTTTACAGCGACAATGAGGAAGCC
+AAGAAAGTTACAAAATCTGTATTAAGATATGTGCTTGACAATACATTGAGGCTTTTGCATCCTTTCATGC
+CATTTATTACCGAGGAAATATGGCAGAATTTGCCCCATGAAGGGGAAAGCATAATGGTGGCAGAATGGCC
+AAAATACAGGGAAGATTTAAACTTTGAAGAAGACGCCAAAAAAGCCGAAATTATAATGGAGGCTATACGC
+GCTATAAGGAATATAAGGGCGGAAGCCAATGTATCTCCTTCTAAGAAGGCAAAAGTAATAATAGCTGTGG
+AGAAAGAAGAGCATGAGAAAATTTTTGAGTCTGGTAAAAACTATATAATGAAACTTGCTGGAGCGAGTGA
+AGTGGCAATTGAAAGAAACAGAGACAACATACCTCAAAAAGCTATGAGTGCGGCCATTTCCGCAGGGCTG
+ATAGCCGTACCTTTAGAAGAGCTTATAGACCTTGAAGAGGAGATAAAGAGGCTTGAAGAGGAGAGAGAAA
+AGGTATTGAAGGAAATTGAAAGAGCTCAAAGCCTTTTGAACAATGAGAATTTTGTCAAAAAGGCTCCTGA
+AAAAGTGGTAAATGCAGAAAGGGAAAAGCTTGAAAAGTACACTGCTATGTTAAAGAACATAGAGGAAAGA
+TTGAGCCTTTTAAATAGTTAATCCTGTCAGGGGGAGTTTTATGATTTCTCTTTTCAAAAATTTAAAAAGG
+CAAAAGAAAGAACCAGAGATTGTAATAAGGGAAGCGAAGGTAAAAGATGCCAAGGGCATAGTCAAACTTT
+TAAATAGCATTGGAAAAGAAAAAGTGTATATAGTCTCGGAGAGCTTCAACTGGACGGAAGAAGAGGAGAG
+GCAGCTTATTAAAAATCTCGACAGGACCAAGGACCTGATTCTCGTAGCAGATTATGGGGGTGAGATTGTA
+GGCTGTCTCACCCTCTTCCGCTACTATGGCGGAAGGTCTCCAAAAGTGCAGCATATTGGAGAAATAGGAA
+TAAGTGTGGATGCGCGCTTTAGAAATAGAGGAATTGGCACCAGGCTTTTTGAAGAGGCTATAAAATGGGC
+AAAGAGTAGAGGTTATGAGAAACTTTGTCTGAGCGTGTTTAGCACAAATGAAGTAGCCATACATCTTTAC
+AAAAAATTTGGCTTTATAGAAGAGGGGAGGAGAAAAAAGCAGTTCAAAATAGGCGATGAATATGTAGATG
+AAGTTTTAATGGGACTATTTTTATAAACTTAAAATAGGGGATGGGGCAAATGACATATGAAGAGGCTATC
+CAGTACATTCACAGTACTTACAAGTTCGGCATGAAATTAGGACTTGAAAATATAAAAAGGCTTTTAGGAT
+ATATGGGGAATCCTGAAAAAAATCTCAAAATTATCCATGTAGCAGGGACCAATGGAAAAGGGTCCACTTC
+TTCTTTTATAAGCAGCATTTTAAAAGAAGCTGGCTATAAAGTGGCTCTTTATACTTCCCCTTACCTGGAA
+GAGTTTGAAGAGAGGATGAAAATAAATGGAGAAAATATTTCCAGGGAAAAGCTCGTTTACTATGTAGAGT
+ACATAAAGCCAATAATTGCAAGGATGGTACAGGAAGGATATAATCATCCAACAGAGTTTGAAGTCATCAC
+TGCCATTGCTTTTAAATACTTTTCCGATGAAGAAGTAGACTTTGTGGTGCTGGAAGTAGGACTGGGGGGG
+AGATTTGATGCCACAAATGCTATTTCTTCTTCACTCGTTTCAGTTATAACTTCTATTGATTATGACCATA
+TGGACAAGCTTGGAAATACCTTAGGCGATATAGCCTATGAAAAAGCAGGGATAATAAAGAAGAAAGGAGT
+TGTAGTAAGTTTTTACCAGCAAGAAGAGGCCTTAAAAGTGATTAGTGATGCCTGTGAGGTAAGAGAAGCC
+TATTTAACTATCCTGGATAAAAATAATATAGTGATAAAAGAGCAAAATTCAGATTTTCAGGTTTTTGATT
+ATAAAAATTTTAAGGATTTGAAGATAACTCTTCTGGGTACTCATCAGATTTATAATGCTTCTCTTGCGGT
+GGAAGTCATTCAAAAACTTAAGAATATTTATGGATATCAGATAAGCGAAGAGGCAATAAAAAGAGGCTTA
+ATGAATGCGAAGTGGCCTGGGAGATTAGAAGTCATGAAAAAAAGGCCGTACGTAGTAATAGACGGTGCAC
+ACAATCCGCAGGGGATGACAGTACTGAAAGAAAGCCTGAAATTATTTAATTATAGGAGATTAATTTTGGT
+TATTGGGATGCTTAAAGATAAAGAAGTAGATAAAATGCTTAATATCATAACTCCTGTGGCAGATGTAATT
+ATAACTACTACTCCGCTAAGCGATAGAGCCTGTGGGGCAAAAGACCTTGCCAGCAAAATTTCTAGAAATA
+GTGTGTTCGCAGTAGACCAAATTGACAAGGCAGTGAATGAAGCACTAAAAATGGCAGGTGAAGAGGATAT
+GGTCCTTTTTTGTGGATCTCTTTACATGATAGGCCATGTGAGGAAATTGTTAAGAGGAGTACTAAATAAA
+AAATGACTTTAATATAATGAAAGGTGTAGAGCCCGTGAAGAGAAGGTGGTTGTTATGGAAATTACAGGTA
+ACACATTGCTGCAGGAAATAGATAAAGCACTAAAGGCAATGAAAGAAGCAGAGAGAAATTTAGAGATGTT
+AGAAAATGACAACTACCTTAAGATAAAATTGGCTCGACTGAAGTACGACTTTGCGAGACAAGAATATTTG
+AGACTTTTGAGAATTGCCAGGGAACAAAAGCTAAAATATAACATGAGCGAATTGGCGGAAAAAATAGTAG
+ACTAATGACAAAAGCGGTCCCAAAAGACCGCTTAAGTTATTGTTCAGGAACTTTGATTTCCTCTTCGAAA
+TCGCATTTAGAATTTTGCGAATAAGCGCAGCAAAAACCATTGCAATTATGAATACATGTAATTGCATTAC
+ATTTCTTCATCGTAAATAGATTAAATTTTATAGGCTTTAAATCCTGCATCATTGCTATTTCGAAGTATGT
+CATAGTTATCGCCTCTCATACTTTTGATACTTATATTATACACTCTATTCATTTATCTGTCAATTGCAAG
+TAAGAAAATTAAAATTTCAAAATATGGAGTAATTTTTGGACCTTTACCCCAAATAGAAAAAACTTTTGCA
+ATTATTTTAAGCTTTTTCTTTATTGAAAAAACATAAGGAATATGGTAAAATAGACACTGTCGGGGCATGG
+CGCAGCGGTAGCGCGCGCGGTTCGGGACCGTGAGGTCGCAGGTTCAAATCCTGTTGCCCCGACCATAATA
+GTAATCATGCATGTTCCAGGACTTATCCACAGGCTAAAAAAACGTGTGGTTGCAAAGCAATTAAAATATT
+GTGGTAATGACAACAATATATCAGAAAAATAAGGCCACCCTACTGTTAAAATTAACAAGAGGGTGGCCTT
+TTATAATTTTTTTATTACAAGCATTTTGTCTTCCTTAGAAATTTCTAAATTATAAAACTTCCTGATTATA
+AAACTTCCTGCAGGACTCTATAGTTGTCTCTATAAATTTTTCCTGACCGTTTATTTCAAATAAATGTATG
+GATTTAGACAAAGAGTCCTTGTATTCTTCTCTGCCAAGGTTGTACTATGCAATTGCTTTTCTAAAGTATA
+AAAGCCCCAAGCTACTTAAGTAGAGTGGTGTGATAAGAAAAACAGAAGAGTACATGGTACTACAGGAGAA
+AGACCAATTGACAGACTAAAGAGGGAAAACTTAAAGCCTTTGCCTCCATTGGATAAATATCAAAAATTTC
+TGGAGGAACCAAGGAAGGTACATAAAGATATCTCGTAAGTTGTGATGGTGTAAGGTATGGAGTACCATAG
+CAGTACAGCGGGAAAGAGGCAGTTGTTAGGGAGAAAATGGCAAAATTGAAATTCTCTACGATAGCAAGGC
+GATAACAGTACATGACAAACATGAGTGTTTTGTTACATTTTGCTTGATATCAGTGAAGATAGATATTATA
+ATGAATTAAAAAAGCAATTAAGAAATGATATTTTTATTTCATGATAGGAGGTACTAAAGCTTATGGAATT
+TCTAACGCCTGGCGAAAGAGTTAAAAAAATAAGAAAGATGCTCAAAATGAAACAAAGAGAACTGCAGTCT
+GAGAATATCACAAGAGGTTTTATAAGCATGATTGAAGGCAACCGAACTACTATGAGCAGAGAAACTGCTT
+CTATCATTGCAGAGAAATTTAATAAAAGAGCTCAGGAACTTGGTATTGATTTAAATATAGATGGTGATTA
+TCTTTTGATGACTCCTGCAGAAGAAGCAGAGTATTATTGTATTCGGAAATTGAATCAAATTACTACTATA
+GAAAATTTAGATGAACTAAAAGGAATATTTAAAATTGCAGATGAATATAAGTTAAAAAAAGTAACTGCTC
+TGGCGTATATAAAAATAGGTGATGTGATGTATAACAATCAGAATTTTCAGGAGGCTTTTATCAACTATCA
+CAAAGCACTGGATATATTATTACTTAATGATATAAAAGACCAACTGCCGTATGTTTACAATATGTTAGGA
+GCCTCTAAAGCAGGTTTATTGGAGTTTTCTGAAGCGATAATGTACTTTCAGAAGGCTTTAGAACATGCAG
+AGGAGATGAATGATATTGAAATAAAAATCAAAGCAAGTTATAACAATGCCCTGTGTTACAAGTGTATTAG
+TAAGCCAGCAGTTTCAATTGATTATATTCAGAAGTGTTTATCAGTGTTAGATAAAGAAAAAGATTTTGAG
+CACTATGTATATATAAAGTCAATAGAAGCAAATTGCTATAGAGACATGAAAGAATATGATAAGGCTTTAG
+AAATATTTAGAGGACTAGTCGAAGAAATAAATGACAATAATAACCCTTTATTGGGTTTTCTTTATACGAA
+CATTGGAGAAGTTTATATGGAAAAAAATGATTTTGAAAAATCAATGGAATATTTCAATGAAGCCGAAAAA
+ATCAGACGAAAAGAAGATAAAAATTTACTATCACATACTCTTATTGAAAAAGCAAATCTTTATATAAAAA
+TGGGTTTATACAAAGAAGCACGTTCTTTATTGGAAGAAGGCATTGAAATATCTTACAGAAACAAAGATAT
+GGAATATATAGTAAAAGGCAGTTATCTTTTAGTAGAGGTATATAAGAAATTAGAAAACAAACAGGCTATC
+ATAGAAACATATAAAAAGCTGGCAAACATTCTCCAAAATATGGGTAATAAAAAAGAAGCTTTAAAGGTCT
+ATATAGAATTGACATTACTTTATATTGAGAATAACGATATGATTAATGCCGAATACTGTTTAGAAAAAGC
+CAGAGCAATTGTCGAATAAAAAAGCAATAAAAAAATAAAAAATATATTGCATTTTTATTTTTTTTTTTTA
+TGTTATAATAAGGGCAAAAAGAGGAAACTGTTAAGAGGGGGGAACAGGATGAGGAGGAAACTTAAGGTGC
+TACTCACATCACTGGTGCTTCTTGCCTATGTATATGGGACTTTTATTGTAATCCCACTTGAAAATCCTCC
+TATTTGGGTAGGTTAAGAGCTAATAATATCAATACCGGGTTAAAATTGAGCTACTTTTAATAATTTTAAA
+TTAAGTTGTTTCTAACTTTATTAATCTGACCTTACTGATTTGCTCATTATAAAGACTAATCTTTAGCCCA
+TCATTATCTTTCAGCTTTCATAACAACAAAAGCTCTAAACATTGCACGATGAGAACAACCCTTGCGGCCA
+TGATCAGAGGAAGGGAATTCAGGCATTGAAGACAAGTCTAGATTTTTAAACATAGAAGAATAGAAGAATA
+GAAATCAATTTTAGACTGAGAAGTAAAGATTTCAGGTATATTTAAAAGTAATTGAAGCTGGTACATGTAA
+GATTTCCTCCTTATGAGTATTTCTCACAATTGGACAAGCAAAAGGGATTGTCCCGTATTACCCTCTTACT
+GATTCCATCTCTCCCTATTTGGATCTGAGCACAGCTTGTCCTTGGGGGCGTACTAACCTAACTATTACTG
+CCGATGGCTCAGTCCTGCCCTGTTTATACAGTAGAGATTTGTGTTTAGGAAATATTTTTGAGCAATCTCT
+AATCGTTCTTTATCACTCATCTGTGCTGGAAGGAGTTCGTAACGGATCGCTGCTTGCTGAACCGTGCCGT
+TCTTGTTTATACCGCGAATTCTGCGGGGGGTGCCGTGCTAGAACGTACTATCTTACTGAAGACTGGTTTG
+CTGCGGATCCTTGGTGTCCCCTTGTCAGGGGTTTAACTGAGGAGCAAGTTAGAGTTTTTCCATCCAATTT
+ACCAAAGGAAAAGGTAGGAGGATATTGACATGACTGAACATTCAACTAATGGAAAAATACTCTATACCTA
+CTACATTCGCCGTTATATTATTGCTGTATGCCTTATAGAGTTTTTTGCTTTTAAAATTCTTGATCCTTAC
+TATATTCAATTTATGACTACAGAAAAGGGACTCGGGTTAACACCTACCCAATTTGGATTTTTTGTATCAC
+TTGCCTCAGCGATGACCTCTGCTATCGATTACCTGTCTGGAGCTTTTGCAGACCGGCTGGGCCGTAGGCT
+CTCTTGGGGATTGGCAATGTTTTGCTATGGTGCAGGAATGTTATGGCTCAGCTCGATTTCTGCCTTTGGT
+CCTGCACTTGTTACTGCTGTATTAATGGGAATTTCTTATGCTTTTACGAGCGGTGCACGGGAAGCATGGC
+TCTATGATAGTGTTGGACAAGAAGGGACAAGGGAAGCTTTTGGTAAGCTTTACCTTTACTCTATTCCATT
+TACTGCAATAGGAATGGTGGTAGCATATATTCTGGGAGGCCTTGGCAGCTTGCGTATTCCAATTGCTACA
+GTGGAATGATGGCTGTGTGGAATATGATGTTTATTTTAGGGCCGGTAGTTGGGAGTATACTTTATTCAAG
+CAATCCAAAACTTACTTTTATAATAGCTTCTGCTCTTTTATTGGTTACATTTATACCCATAGGAGAAATT
+GGTTATTATTTTCGAAATACAGCTCTAATAAACAAATAATCAAACGTCATGGATGAAACTCTGTAACTTA
+CAGTTACAAAATTAAATTTTTTCACTGGTGATATATGAAAAAAAGAGAAAAAGAAAGAAAAATACAGATA
+ACTTCGCAAAAACGAAATGTTGGGAGGATTCTTCAAAGATTTTGGCATTTTACTGGGAGAAGTAAGTTTG
+TTAGTATGGAATTGAAAAAGTTATAGCTTATTTACAATAATAGTGCTTTCTGGTTTGAGGATTGTCATAT
+AATTTATTGTAACTTCACTTTGCGTGAAAGTATAGCACAGTTGCAGTATTACCTAAATTTTTTGGATTTA
+ACTAGGCTAAGGTTATAAAGATTTATATGATATCAGAAGTAGGGGGGTTATGAAAATGGATGACAAAATA
+GTCCTTAAGGCAGAAAATTTGGAAAAAACTTTTGGGACGGGCAAGAGGGCAGTAAAAGCAGTGGATGGAG
+TGTCTTTCACTGTAAGAGAGAAGGAGATTTTTGCACTTTTAGGTCCCAATGGTGCAGGAAAGACGACCAC
+TGTGAAAATGCTTTTAAACCTTGTCTCTCCCGACAAAGGCAATATACAAATATTTGGGAAAGACATGCCT
+GAAGCTCAAAGAGAGGTAATGAAAGAGGTAGGGACGCTACTTGAAGGTTCAAGAAATCTATACTGGCATA
+TGACCGTCAGAGAAAACGTTTATTACTTTGCAAATTTGAGAGGAAAGTCTGCAAAAGAAGTAAAAGATGA
+CATGGAAATGTGGGCAGAGAGGCTGAGGCTACAGGACAAACTGGAAGAAGAAGTGGGCAAGCTTTCAAGA
+GGGATGCAGCAGAAAGCCGCTATCATATGTGCACTTGCTACAAAGCCAAAACTTTTAATACTCGATGAAC
+TCCTCCTCGGGCTTGATATTATAACAAGATTTGAAGTAGAGAAGCTGGTAAAAGAATTAAAAGAAATATC
+TACCCTTATCATTTCTTCCCATGACTTAAGATTTATTGAGAAAGTGTCTGATAGGATTCTGATAATCAAT
+AAAGGGAAAGTAGTAGCAGAGGGGACTGCCTCAGAGCTCAGACATAAAATTTCTTATGCTAAATATAGAT
+TTACTTTGAGAAAAAATGAAGAAAGCCAATATTTGGAAGAATTAAAAAGTATAAGAGGTGTTGAAATAAG
+TTTTTATGAAGGGAATATAGATACAGATATATTGGAGCTTACATTTGAAAGGCCAGAACTCATATACGAT
+GTCTTTGATATTTTTAGGAAATTTTCTGTAATACCGGTTGAGATAGACAATTTAGGAGAACCGTTTGAAG
+AGATATTCAAAAGTTTTGTGGAAGGAGGAGAAAACAAATGAAGTATTTATGGGAGGCTGAATTGAGAAGG
+TTTGTGAAATTTATAAAAAATATGCCTACTGCTAATCTTCCCTTCCTCATATTCCTCTACATACTTTTCT
+GGCTCATTAATTTTTCTTCTACTTTAGTTATAGGAAATGTAGAGAGCAGTAGATCTCTTACAGCTGCAAA
+TATGCTGGGATATGTGGTATGGTTTTTTGCAATGTTTTCAATATCTTCTATTGCACAAAATATGGAAGAT
+GAGAGGATGCAGGGGACTTTTGAACATCTTCATCTTTCTTCTGTGGACATAAAGAGTATTTTCTTGGTAA
+GAGCTTTAATACACGCTTTAGAATCCATTTTAATCATAGTGATATTTGTTTTGATAGTTGGATTAATTCA
+CAGAGTGGTAGTTTTTACAAATATCTACAGCCTTTTGGTTTTACTTATACTTCTTCCAGGCCTTTATGGT
+TTTGCTTTCTTTTTAGCTGGCTTAGTACTCATGATGAGAAGTAAAGAGGCGAAAAACTGGCTGGCAATAC
+TGATATACGTCCTTTTAGTGCCACTACTTATTCCAGAAAAGATTTTAATGCCAGCAGTAAGAGAAGGTTT
+TTCATATTTTCCGATATTTCAAAGCGTTATGATGCTAAGGAAGTTAAATATAGACAAGGTTCCGTTAAAT
+CTCATGGAAGCTGATTTTATAAAACTTGTGGTAACCTCTATACTGTTTTTTGTGATAGGCCTTTTAATCT
+TTGATATAGCAGACAAAAAAGCTAAAAAGAAAGGAATTTTGGGAATGTATTAGGAAGTTTCCCAAAGGCA
+TTCCTCTGCATATTATGAAACTATACTGGTATGTGGAGGGATGCCTTTTGTATTTATATGTGGCTAGTAT
+GGGAGAAGATCTTGTTGATCGGATTGATTTGGAAAAACACTCAAGAGATTCTGTTAGAATAAAGTCTTAT
+AACAATAAACATCTTCCATTAAATATCTATTCTAAATACCTCTGTGGACCTCATAGGTTGATTTTAGATG
+AAAATAGAAAGAAAATTTACACTCTAAACTGTTATGATAATTCAATCAGCGTAATAGACAAAGAAAAGTT
+TGAATTTGAAGGATCGTGGTATGTAGGGCTTTACCCTGCTGATGGAGTTTTGTATAATGGCAATATCTTT
+ATTGTAAATGCAGATTCTAATTCTGTTACTGTTTTCGATATAGATGGAAAGAGAGTTATAGGGCAGTTTA
+AAGTAGGGAACTACCCGCAAAAAATAATCTACAACAGCAAGTATAATCTGTTTTTTGTAAGCAATATGAA
+TTCAGGAGATATTTTATTAATTGAACCGGAGAATTATACAATTTTGGATTTCATAATAACAGGACCTAAT
+CCTACAGACATAATTTTTTCGGAAGATGAAGAGTATCTTTATGTAGCAAATAGCTATTTTGACTCAGGAG
+AGAATGGTAAAATTTCTATAATAGATTTGAGAGAGTTTAAAATTGTGAAAGAGATAAATGCAGGAAAAGT
+TCCTATAAAAATTTACAAGGAGAATGATTTTCTGTACATCTTAAACGCTCATTCAAACACTTTTTGCCGA
+GTTCACCTTGTCACAAAAGATAAAGAAGAGGTGTACTGTGGAGAGGCACCCTCAGATTTTTGTTTACATG
+ACAGATATGTTTATGTAGCCTCCTTAGGAGATAATAAGATTTACATTTTTGATGTAGCAAACATGGAAAA
+GGTGGGAGTTATAAAAACAAGAAAAGAACCCTCCGGTCTTATCATTGACCAGTAAGGGCTTTAATTATAT
+AAGCATATACATCTTGAGATTTTTGTTTCCAGTTATCACATATAAGCTTCGCTTGCTCGCTGTTGACCAC
+GTTTATGTTCAGCTCAATTAAGACTATTCCATTTTCTACAACTTTGCAATTGGCTATATATTGATTTTCG
+GCCTTTTTATAATAAGTTGCTATATACTGGGACTCTTGCTTTATCTTTTCTTTGTTTAAAAGAATGTATT
+CATCTATTTTTTGCCTTGTTTCGAAGGGGATTCTTGTAAAGAACAACTTCAGAATTTCTATTCCTTTTTC
+TGTTATGAAGTATTTTTCCTCTTCTATTTCTACGAATCCGCTTTCTACAAGCTCATCTACGTATTGTTTT
+AAGTAAAAATAGTTCATAAGTTTGTTGTCCAGAATGATTTTGCTGAGCTGTTCGTCTGTGATAGGCATGT
+TGATCCGGTTTAAGATATACAGGATTATAAGCTTATTTTCTGCCAATTCTTGTATTTCGTACGCCAAGTT
+ACCACCTCACATTACACTACATGTGGTACGTTTAAATTAATTCTATCACAAAATGTACAATAAAGAAAGA
+GAGTACAGGAAGTACTCTCTTTTAAGACCTTCTTTGCATATACTCTGATTCACTGCCTGCAAGGCCTTGC
+TGACCGCCTTGTGCAGGGGGAGAACCATATATGCTGATGCCTCTAGCCATTGCCGATTCTGCGAAATGAA
+CCATTCGCCTTAACATTTGTCCTCCTACTTTTCCGCAGTCTCTACTGCTTATATGTCCCCAGTAATCTTC
+AGACCCTTGTTTTACAGGCAAACCTAATTCTGAGGCGATTTCGTATTTCATGTTGTCAAGAGCTTTATGA
+GCCTCTGGTACCATTTTTGGCCTGTCATTCCAGCTTCCTCTTGCCATTTCAATCCCTCCTTTTATGATTA
+ATTTGTGTACATACTGCAGAAATATACTTTGAAAAAATTTTAAAAAATAGATTTTGTTGTGCTAAAATAT
+TTGTATAGCAAAAATTTTGGCAAAGGGTGGATAAATTTATGGACAAACAGGAGATTTTGGAGAAAAAGAT
+AAAAGAGTGGGGAGCTTCTCTGGTGGGGTTTTCGAATCTTGAGGAGATTGTACCTGAGAATCTTTCTGAT
+ATTCCCTATGGAATTAGTATTGTAATTAAACTGTCTGACAGGATAGTAGATGAAATAACAGACAAACCCA
+CACACACCTATTATCATCACTACAGGGCAGTAAATAATCTGATTGATCTGATAACTTTAAGAACAGTGCT
+TTTACTTGAGGAATGGGGGTACAAAGCTTTGGCTGTACCTGCTTCTCAGTCGATTGCAGATCTGGGAGAG
+TACAGAGGGCTTTTTCCTCATAAAACTGCTGCTACCCGTGCAGGCTTAGGATGGATAGGTAAAAATGGGC
+TTCTCGTGACAGAAGAGTATGGGCCCCGCGTCAGACTAGGAACGGTTCTAACAAATATGCCTTTAAGGAC
+AGGAACACCTATAACACAGAGCAGGTGTGGTAGCTGCAGGATATGTGTTGATGCCTGCCCTGCTATGGCT
+CTTTACGGTACCTTGTGGAAAGAAGGAATTCCAAGAGAAGAGATAGTAGATGCTAAAGCTTGCAGTGAAT
+ACATGAAAAATTTTAAACACATAGGTAGAGGGCATGTTTGCGGAATTTGCATGGAAGTGTGTCCTTATGG
+AAAGAGGAAAAAATCTGTTGACAGGTGAAAAGGTTTTTGATACAATGAAAATGAAGTAACCAAAACGTTT
+TGGGAAAGGTGAAGGAGATGGCGGTTACAATAAAAGACATAGCAAAATATGCAGGGGTTTCTGTAACCAC
+TGTTTCTCGCGCATTGAACGGGTACCCGGATGTAAGCGAAGAAACTAGAGCAAAAATAAAAAAAATTGCT
+GAAGAATTAAATTATACTCCTAATTCTATTGCAAGAGGGCTTGTAACTAACAAGACCCAAACAATAGGTA
+TGGTTGTATCAGAACTCATAAAACCGGGAGTATATCATCCATTTTTTCTTGAAGTACTTGCAGGAATAAA
+AGCAGGGCTAAAAAAGGACAGATATGACCTTATACTTTTTACTGTGGACCCAGAGAGTCAAGATGCCACT
+TCTTATGAAAAACTTTGCAATGACAGGAAAGTGGAAGGGGCAATTGTAGAAGGGTTGAGATTAAGCGACC
+CTTACATTGAAGAGATAAAGGGGACACAAATTCCTACAGTTTTAATTGACATACCGATTTTGACAGATAA
+AGTTGGATATGTAAGTTCAGATAATGTTCAGGCGGCTTTTGAAGCCACTAGTTATCTTATTAAATTAGGA
+CACAAAAACATAGGATTTATAAACGGTCATAAAGATGCGGCTGTTAGCTTTGAAAGATTGGAAGGATATA
+AAAAAGCTCTTGAAAAAAATGATATCCCTTACAGAGAAGAGTATGTGATTTTTGCTGATTTCACACAAGA
+AGGCGGTTATAATGCTTTTAAAACTCTGATTTTTGAACATCCTGAAATAACTGCAATTTTTCACGCTTCT
+GATTTAATGGCAATGGGGTCCTACAGGGCGGCAAAGGATTTGGGAATGAGGATACCGGAGGATATCTCTT
+TGGTAGGATTTGATGATATAGAACTTGCATCACTTATCACGCCGGCATTGACGACTATAAGGCAGGATAC
+TTTTAAGATGGGATATACTGCTGCAAAACATTTGCTTGCAATTATAAGAGGAGAAAAGCCTCAACATATA
+GTTATTCCCCATAAACTTGTAGTTAGAGATTCTGCAAGGAAATTGTGATATTTTTTTAAAAGTCATCCAA
+AACGTTTCGGATAAAATCTTTGCCAGAGGTCAGGAGGTATGCAAGTGATAAAAAAAGTAGAAGAATTGAT
+GGGTGATGCTAAATGGCTTGTTTTTCAAGAAGAGTACAATAACAAACTCAATGGCAAATATGAGACGCTT
+TTTACTCTTACAAATGGATACATGGGAATAAGAGGAACATTTGAAGAGGGAAGCGAAGGAGAAAGGCCGG
+GAAGTTTTATTGCAGGTATTTTTAACAGAGGAGAAGCGCAAGTTAGGGAGCTGGTAAATGTACAGAACTG
+GATGAGGTTGAAAATATATATAGAAGGGGAAGAGATAAGGCTTGATAGGTGTGAGTTGCTAGAATTTCAA
+AGGATACTAGACATGAAAAAAGGTGTTCTGTTTAGGAAAACAGTGGTGAAGGACGATAAAGGTCGCGTTA
+CAAAAATTGAGGGGTACAGATTTGTAAGCAGAAGCAATAGACATCGTTCAGCTATCAGGTTTTTTATAAC
+TCCTTTGAATTATGAGGGTGTAATAGGAGTAGAAAATCTCATAGAAGGAACTGTCTTAAATTCAGCTACA
+CATCCTAAATACAGAGTGAAACATTTGAAAGTAGTTAAAAACGAGAGCATATGTAAAAGTGGAATTTACC
+TTGAAACTGCTACTACTGATGAAAACAAGCGTATAGCAGTTGGAAGCACCTTGAGGATTTATAATTTAGA
+AGATATAAATAGAGAAAATATTGCTTTCTTTAGAAGATTTATCCCCTTAGGAGAAAACAGTGCGGAGTAT
+CTGGAGTTTAAAGGAGAAAGAGAGAAAACAGTTGTAGTAGACAAGTTTGCTGTGACTTACACTTCAAGAG
+ATGTTGAAAAGGATTTGTTGAAAAATGCTGTTGAAAATGACTTGTTTGATTTTGTATCTAGAGGGTTTGA
+TGAAGAGTTGGAAAAGCATATTGCAGAGTACGACAAGCTCTGGTCTGTCGCAGATATAACCATTGAAGGG
+GATGAAGAAGCTGATATAGCATTAAGGTTTAATATTTTCCATCTCATGAGCTCTGTAAATGAAAAGGACC
+CTTGGGTAAGTATTGGTGCAAAGGGGCTTCATGGAGAAGGCTATAAAGGGCATGTCTTTTGGGATACAGA
+AATATTTATGCTGCCATTTTTCATATACGTATACCCTGAAGCTGCAAGGACTCTTTTGATGTACAGATAC
+AATATGCTTGATGCTGCGAGGAGAAATGCGGCGCTAAATGGCTATAAAGGAGCGCAGTATCCGTGGGAGT
+CAGCAGACACAGGAATGGAGGAAACTCCTAAATGGGGTTTTGATTATAAAGGAAATCCTGTGAGGATATG
+GACAGGAGATTTGGAGCATCATATAACTGCTGACGTGGCTTTTGCGGTTTGGGAGTATTTCAGGGCCACA
+AATGACATTGATTTTATGTTGAATTTTGGAGCAGAAATTATTCTTGAAACGGCTAGATTCTGGGCTTCTC
+GGTGTGAATATGTAGAGGAATTGGACAGGTATGAGATAAACAATGTAATCGGTCCTGACGAATTTCACGA
+ACACGTTAATAACAACGCCTACACTAATTATTTTGCGAAGTGGAATATTAAAAAAGGGTTGGAAATAATT
+GGGGAGCTAAAAGAAAATTATCCTGATTATTACTATGCCATTACTCACAAGATTTCCTTGACTCCTGAGG
+AAGTAGAAAAGTGGAAAGAAGTAGAAAAAAAGATATATATACCTTACGATAAAGATAAAAAGCTAATTGA
+GCAGTTTGAAGGGTATTTTGAGAAAAAGGACTATGTCATTGAAAAGTTTGATGAAAATAATATGCCAGTA
+TGGCCTGAAGGGGTAGATGTTACAAAACTGGGTGATACACAGCTTATTAAGCAAGCAGATGTTGTTATGT
+TGATGCTTTTGATGCCAGAAGAATTTGATGAGGAGACGAAGAGAATCAATTACGAGTATTACGAAAAAAG
+GACTATGCACAAATCTTCTTTAAGCCCCAGTATGTACGCTATTATGGGATTAAAAGTAGGAGACCATAGA
+AACGCCTATCAATCCTTTATAAGAAGTGCCAAAGTAGACCTTGCAGATAACCAAGGTAACGCAGTGGAAG
+GTATTCACGCTGCTTCTTGTGGTGGCACCTGGCAGGTAGCTGTTTTTGGATTTGGGGGCCTAGAGATTGA
+CAGAGAAGGAGTATTAAATATAAATCCGTGGCTTCCTGAAAAGTGGGAAAAACTATCTTATAAAATATTC
+TGGAAAGGCAGTTTGCTTGAAGTAACAGTTGCTAAAGAAGAAGTCTCAGTAAAAAAATTGAAAGGCAGAG
+AAACTGTAAAGATAAAAGTAAAAGGGAAAGAAATGGCATTATAAGGTACAAGCAGGAGTTTGTTTCCTGC
+TGTACCTTTGAAAATAAAAATTAAAGGGGGGATAAGTGGAGAAAAAGGTGGATTTTAAAGTGCCTTCAAA
+TGAATATTTTAATACAAAACTTTGAAAGGGGAAAGAGGGCAATGAGTAGAAAATTTTTGAGCATTTTTGT
+GTTGACAGTTTTTGTGCTGGCTACTATTTTGGCAGGGTGTTCTTCAAGTAAGACACCGGAGAGCCAGACA
+CCTACTCAAGAAACTAGTAAACCAGTGACAATAAAACTTGGAATGTGGTCTTCATCTCCTGCAGAGAAAA
+AGATTGTAGATGACCAGATAGCAAAGTTTAAAGAAAAGTACCCCAATATAGATGTGCAGATAGAAACAAT
+AGTGGGAGATTACATGCAGAAATTGCAGACAGAACTTGCCTCAAATACTGCTCCAGACATATTCTATCTT
+GACAGCATGCCGGCACCTCAGCTTATGTCTTCAGGTGTTTTAGAGCCACTAGATGAATACATTAAAAAAT
+ACAATGTGGATGTAAATGATTTCGAACCTGCTTTACTTTCGGCCTTCCAGTGGGAAGGGAAAACCTATGG
+ATTACCCAAGGATTATAACACTTTGGTACTTTTCTACAATAAGGATATGTTCAAAGAAGCAGGAATAAAT
+GAGCCTCCCAAGACATGGGAAGAGCTAAGAGAAACAGCCAAGAAACTTACTAAAAATGGAGTAAAAGGTA
+TTGTCTTGTCTGCTGACCTGGCTAGATTTGACGCTTTTATCAATCAAAATGATGGTTCTGTTTACAAAGA
+CGGGAAAGTTACTTTGAATTTACCACAGAATGCAGAAGCGCTTGACTTTTACGTAGGGCTCATTATAAGG
+GACAAAGTGGCGGATACTCCGCAGAACATGGGAGAAGGATGGAATGGCGATGCTTTTGCCGCTAAGAAGG
+CTGCAATGGCAATAGAAGGAGGATGGATGATACCTTTCTTAAAGGAGAAAGCACCAGATTTGAATTATGG
+CATAGCAGAGCTTCCGGCAGGTAAGAAGAAATCTACTATGGCTTTCACTGTGGCATACGTGATGAATAAA
+AACAGCAAGCACAAAGATGAAGCCTTCAAACTAATTGAGTTTTTAACAGGAAAAGAAGGACAGCAATTTG
+TAGTAGACTCTGGACTTGCGTTGCCTTCAAGGAAGTCAATGGAAGCCAATTTTAAAGAAAAATATCCAGA
+AAGAGCACCTTTTATCGATGGAGCTTCTTATGCTGTGCCATGGCAGTTTGGTTTGTATGGTACAAAATTG
+GTAGATGCTGCTAATAAAGCGTGTGAGGCTTTGATAATGAAGCAAATAGGCAGTGCTCAAGAAGCGCTGG
+ACAATGCTCAGAAAGAGGTCATGCAGTCTAAATAATTTTGTGAAAAGCAGCACCTTACTCAGTTAAGGTG
+CTGCGCTTCTGATTTTTATGAGGAAGGAAGGTGTAAAAGTGGAGGCTAGAATTAGCTTAAAAAGAAAGTA
+TATTTACGAGGCACTGACAGGATATATCTTTGTTCTTCCATTTATTGCTTCCATATCTATTTTCTTAATA
+GGTCCCTTAATTTACGCTTTTATAATAAGCTTTAAAGAGTTTTCTTTTTTAAACCCTGCTGCCAGCAAAT
+GGGTGGGACTTGCTAATTATATAAACTTGTTCAGTGACCCTACGTTTAAAAAAGCACTTTTGAACACCAC
+TCTTTATTCATTAGGCGTCGTTCCTACGCAATTAATAATAGCCTTAATATTAGCATTAATTGTTAATTCC
+GACATAAAAGGTAAGACTTTTTTCAGGGTGGCTTATTATATACCCACAATTACTTCAATGGTGGCAGTTT
+CTGTGATATTTTTGTATTTGTTTAAGACTGATGGGCTGGTTAATATGATTTTAGCTAAATTTGGAATACA
+AGGTCCAACCTGGTTTAATGATGTGAGGTTTGCGCTACCATCAATTATGATGATGGCCGTATGGTCATCA
+GTTGGAAATTACATGGTAATTTTTCTTGCCGGACTACAAGATATACCAGCTGAGCTTTATGAGGCTGCGG
+AAGTGGATGGGGCTAATAAGCTGCAGAAGTTTTTCAATATCACACTGCCAATGCTAAGACCTGTGGTATT
+TTTTAACCTGGTAATTTCATTAATAGGAACTTTTCAAGTTTTTGATCAGGCATATGTGGTATCAAGGGGT
+ACAGGAGGACCTTTGGACGCTACGATGACAATGGTTTTGTATATTTACAGGACTGGTTTTAGAGATTTTA
+ATATGGGATATGCGTCTGCTATGGCCTTTGTATTATTCGTGATAATACTGATTTTGACTCTTATTCAAAG
+AATGTTCTTTAAGGAAGAAACCTATTGAGGAGGTGCTTTGAGTGCAAAGGATTTTGAAAATTTTATTCTA
+TATGGTGTTGATAGGATACGCAGCAATCACACTTGGACCTTTTATATGGTCTATAATAACTTCTCTAAAG
+CCTACTAGTGAATTGAACACTTTTGCTGTGAATATAAAGCACTTGACTCTGGACAATTACAAAATGATAA
+TAACAAAATTTCCATTTTTGAGATGGTTTATAAACAGTGCTATTGTTGCAGCAATTGTTACTTTTGGAAA
+TATGCTTTTTAATTCAATGGCTGGATATGCTCTTGCAAGGATAAATTTTCCTGGAAGAAACTTTTTGTTT
+TTGCTAGTTCTAGCTCTTATGATGATACCAGGTCAAGTTGTGATGGTACCCACATACATTCTTCTCAGCA
+AATTAGGCTGGGTAAATACCTATATGGGACTTACAATTCCTTTTTTAACCAGTAATTTTGGAATATTTTT
+AATGAGACAATTTTTTCTGACAATACCAAGGGAATTGGAAGAAGCTGCTACCATTGATGGAATGTCTAGA
+TTTGGAATTTTCTTTAAAATAGTTTTGCCTTTGGCAAAACCTGCACTGGCTACTCAGTTTATCTTCATGT
+TTACTGGCAATTGGAATAGTTTTTTGTGGCCTAGCCTCTTGACATCCAGTGACGACATGTATACACTACC
+TGTAGGTCTCAATTCATTTTATGGTCAATATTACCAATTTTGGAATCAGGTCATGGCAGGAGCAATACTT
+TTGACATTGCCGACTATAGTAATATTCCTCATATTCCAGAGATATTTTGTTAGAGGTATTGCAACAACAG
+GATTAAAGTAATTTACAGAGGGGGATGAAAATGTCAAAATATGAGGCAGTTATTTTTGACCTGGATGGAG
+TGATAACAGATACAGCAAGGTATCACTACCTTGCATGGAAGAAACTCGCTGATGAGCTGGGGATATATTT
+TGATGAAGTTATAAATGAGAGGTTAAAGGGAGTAAGCAGGTTAGAGTCTTTGGAGATAATTCTAGAGAGG
+AGCCAAAAACAATATTCCCAAGATGAAAAGGAGTATCTTGCAAATAAGAAGAATGAATACTACAAAGAGA
+TGATTAAAAAGATTACTCCAGAGGATTTGCTTCCAGGGGTAGAAAAGTTTATTGAGGAACTTAAAAAAAG
+AGGAATTAAGACGGCAATTGCATCAGTTAGCAAGAATGCCTTTACTGTAGTGGAAAATTTGAAGATAAAA
+GACAAATTTGACTATATTGTGGATGCCAATGAAATAAAGCGCGGCAAACCTGATCCGGAGATATTTTTAA
+ATGCAGCAGAACATCTTGGAATTTCTCCTGAAAAATGTATAGGAATAGAAGACTCTGCAGCAGGTATCAC
+TGCTATAAAAAGGGCAGGGATGTTTGCGGTTGGAGTAGGCAATCCTGAGACGGTAAAAGAGGCGGATTTG
+ATTTTAAAAGATATGACAGAGGCAGGTAAGATATTGGAACTACTGGATTAAATTCCCCTTTTAAAAAGGG
+GAATAATTTTTTATAAATTCCTCTTGAAATTTTGTGAAGATGATAATATAATATAACTGTAAGCGGTTAC
+AGTAAATCTGGAAAAGGGTGTTAAGATGGCGACAATAGATGATGTAGCAAAATTAGCAGGGGTTTCAATT
+GCAACAGTATCGAGGGTATTCAACAACAGTCCCTGGGTAAGTGAAAAAACTAGGGAAAAAGTTTTAAAAG
+CAGCAGAAGAGCTGGGGTATAAGCCCAGCATGCCAGCGAGAAGCCTGGCGATGAAAAAGACAAATACTAT
+TGGTTTGATTGTGCCAGATATATCAAACCCTTATTATGCAGAGGTTGTGAGGGGTATCGAAGACGTTTGC
+AATATTTACAAGTATAACATTATACTTTGCAACGCAGATAATAAAAGAGAAAAAGAGTTTCAATATATAG
+ATATGTTGAAAAACAGGTGGGTAGATGGCGTAATATTTCACTGCGATTATTTTTCAGAGGAGCATTACGA
+GGTTTTTAAAAACAGTAATTTAAAAGTGGTCTTGGCAGGCAGGACTACAAAATTTGATGTCCCTTATGTT
+GGAATTGACAATTTTAAAGCGGCTTATGATGCGGTAAATTACTTAATTTCACTTGGCCATAAAAGGATAG
+GTATTATTCACGGACCTTTAGATGATATGAAGGAAACTATTGATAGTGTAGACAGGCTTAACGGCTATAA
+ACAAGCTCTCATCGACAACGGTTTGCCGATTTATGATGAACTTGTGAAGGAGGCAAACTTCAAGTATAAA
+GGCGGATATAGCGCTGCTATGGAAATGCTAAAGGGAAATGTTAGGCCTACTGCTATTTTTGCAATAAGCG
+ATATCATGGCTATGGGGGCTATAAATGCTGTGTTTGATAAAGGGCTTTCCTGCCCGGAGGATGTTTCTGT
+AATTGGATTTGACAATATTGATTTGTCGGAAGCTACAAGGCCTCCGCTTACGACTGTATCTCAGCCGATG
+TATGAGATAGGAGCTATTGCAGCAAGGATGCTTATAAAAATTATAAATGGTGAGAATTTGGAGAGTTCTC
+AAGTTATATTGAAACACAAATTGGTTTTGAGAAATTCTGTAATTCCTTTAAGGAGTTGAATTTCTTTTAT
+TTTTAAAACTGTAAGCGCTTTCAATATCAAGCATATCAAATGAGTTAAGAAGGAAAGGAGTAGTAATGAA
+TGACTGTGACTGAATTTGTAAAGAAGTACAAATTGGAGATTGCCATGGTACTTCCTCTTATTCTTTACAT
+TCTTGGTTTCACGATTTTGCCAATAATGGAGACGATAACTTTAAGTTTTCAGGACCAGTACACAAAGGCT
+TTTACTTTAGCCAATTATAAAGAGATAATTGGAAAGACAGAGTTTAAGCAGGCTTTTTTTAACACAGTAG
+CTCTTACATTTATAAGTCTTACTCTGGAGATGACAGCAGGGCTTGTGATCGCTTTAATTTTGCGGAGGAA
+TTTTAGGGGTAAGGGGCTTTTGCGCTCTTTAATGCTGGTGCCAATGGGAGTACCTACTCTTGTTTCAGGT
+GTTGCCATGACCTACATTTTTGGTTTAAACGGTTATTTTAATGCTCTTCTGGAAAAGCTTCACATAATCG
+AACTGCCAGTTGACTGGGCTAGCGGTGGATTTAAGACCCTTTTGATGGTGTCTGTCGCTGATATGTGGAA
+AGTTACTCCGCTTGTGATACTTTTACTTTCAGCCGGTTTGGAGAGCATTCCAGATGAAGTGTATGAGGCT
+TCAAATATAGACGGAGCTACGGCATGGCAGACTTTTAGATATGTGACATTACCTCTTTTGAAACCATCGA
+TTACCATGGCCTTGATTTTAAGGGCTATTGACGCTTTTAGAATATTTGAATTGGTACTTGTTCTGGCAGG
+GCGTACGACTCCTGTTATTTCAACTTTTGCTTACGATGAGTATAACAATTATGCCAATGCTCATACTTCT
+GCAGCAGCCTCAACTATACTGCTTCTGATAATAGTGGTATTCATATTGAGTTATTTGAAGATTGCAGGAA
+CTAAGGAGGAACAGAGATGAGAAAAGGAGACATAACTGAAAAAATTTCAAATACTTTGTATATCCCCATT
+GCTGTAATTGCAGCAATACTGATGGTCATTCCAGTGTATATACTTTTTATAACTTCCATTGCTGTTCCCA
+GCGATATACTAAAGCCTCATCCCGACTTTTTTATCACCCGCTTTACTCTAGAACACTGGAGAGACGTGTT
+TGCATCAGGAAATATATGGCCGCCTTTTCAGAAAAGCTTTGTAGTTGCTACTATGACTACAATAATTGCA
+ATTTTAATAGCTGCTCCAGCTGCTTATGTGATAGCAAGACTTCCTTCAAAGGTAAAGTACGCAGTAGTGC
+TGTCGCTGTTTTTTACAAGGATGTTTCCTGATGTGGGAATAGCCCTTCCAATTGCAGTTGAGTTTATAAA
+ACTAAACTTAATGGATACTTATACAGGACTTGTTATGGCTCACTTAATAGTAAATCTTCCTTTTGCAGCT
+TGGATACTGGTGGGTACTTTTGAGACTATTCCAAAGGATTTGGAAGAGGCTGCTTTGGTTGATGGGACGA
+GTAAATTGACGGCACTGATGAGAATCATAATGCCAATAGCTTTGCCAGGCATTGCTGTAACAGCTATATT
+TGTATGGTTGAATTCGTGGAATGAATTTACCTACGCTCTTTATTTGAGTATTTCTCAGAGGACTTTGCCC
+CTTCAGACCTACTATTATGTCCAAAGGGGAGGAATATTTGATTCTGCGACCTATGCCGCGGTTTTGACGA
+TTCCAGTGATGCTTGTGACATTTTTCCTGCAGAAATACATGAAGAGTGGATATCTTGCAGGAGCTGTTAA
+GGGCTAGTATATACGTATCCGAGTTCTGCTCGGATACTGTATATAAAATTAAAAACTTTAAGGAGGTTTT
+TGAAGGTATGAAAAAATTTTACACAAAATTAATAGCACTGCTGGTAGTTGTGTCCCTTGTGGGCGCTTTA
+ATTGCTGGCTGTGGGGGAGGAAGCAGTCAGTCAGAAGCCAGAAAGAAAGTGCTAAAAGTTTCTATGGGTC
+TTGGAGAAGTAGAATGGAAAGTAATGAAAGAGGACATCTTCCCGCCTTTTGAGCAAAAATATGGAGTAAA
+AATTGAACCTCTGCAGATTGAGGCAGGAGACTTAATCAAAAAGTTAGACGCGATGCATAAAGCAAATGCA
+ATGGACATAGACATTATCACACAGGACAACATGCAGCTTGCACCTTTAGTGGCAAAGGGACTTGTTGAGG
+ACTTGTCACAGTATAGAAACATGATACCAAAAGAGGTAATACCAAGCCTCATCCCAGTTGGAGAATTTAA
+CGGTAAGCTCTACTTTATGCCTTATAGGCCCAATGTTGAGATAGCTTTCTACAATGCAGATAAGTTTAAA
+GAGTACAATTTGCCACTGCCTAAAAATTGGGATGAACTTTTGCAGGTAGCAAAGACCTTTAAGGAAAAAG
+AGGGAATAGGCAGAGTTATAATTAAGGAAAATTTGGGACCTGACAGTACGGTTCAGATGTTTGACCTTAT
+AAGGTCTGCTGGTGGAGACCCATTGGTATTGAATGATGAAGGTTCAATAAAGGCATTTGAATTTTTAAAA
+GAAATACAGCCTTATCTTTCACCTGATTCAAAGAAAGCTGACTGGAATACACCTGTGGAGTATCTTGCAA
+AAGATTCGGTGTATTTAGTTGAAAACTGGCCTTACACTGCTAATGTGCTTGTGCAACAGTACGGTAAAAA
+GAATATTTTAGCATATCACGGATGGGCAGGACCAGTTAAAGAGTCCCACGTTTTAGGTGGAGAAGTTATA
+GGTATTCCAACTGGTTCACCTAATAAAGAGATGGCTATAAAATTTATGGAATACCTCATGAGCAAGGAAG
+TTCAGGAAAAACTTGTGACCAAATTAGGATGGCCTTCAATGAGAAGTGACGCTTATGGTAAGGTTGAAGA
+GTGGCAAAAACCGTATTTTGAAGCTATAAATGAAGCACTAAAACATGCAGAGCCAAGGCCAAATGTTGTG
+TACTGGGCTGATGTGGATAAGGCTATAAACGGAGCATTGAGAGAGATAATATTTGAAGGTAAGCCAATAA
+AACCAACCCTTGATAAGTATCACAACATGATAGAAGAAGCTAAAAAAGCTGCAGAAAGCAAGTAAAAATG
+TTTTAAATTTGAGTCGGAAACGGCTTTGTTTCCGACTCAAATTTTGAATAAAGTAAGAGTGGAGGATGGA
+TATGGTGAAAAAGACGAAGAAGCCCATTTACCCTTTTGAAGATTGGACAATAAGGGAGACAGAGTTTAGC
+ATAGAAACAAACTATAGAAATGAGACAATTTTTGCTCAGGCGAATGGATATATGGGAATGAGAGGAAATT
+TTGAAGAAGGGTATTCAGGACCTGACGGTACTTCCTTAAAAGGGACTTATATTAATGGGTTTTATGAAAT
+ACACGATATCATCTACCCTGAAGGGGGATACGGTTTTGCGAAAACAGGGCAGACCATGTTAAATGTGGCT
+GACAGCAAAATAATAGAATTGTACGTAGGAGAAGAAAAATTTGACCTTTTAAAAGGTAAAATCCACTTTT
+ATGAAAGAGTACTTGATATGAAAAAAGGTTGTGTAGAAAGAAAGATAAAGTGGGAGTCTCCTTCAGGAAA
+GATTGTAAATGTAAAAATAAAGAGAATTGTTTCATTGCAAAGGCAACATTTAGCAGTAATTTCTTTTTCT
+GTAGAACCTATTAATTTTACGGGAAATATAAAATTTGTATCTGCTATTGATGGAGATGTGAGGAACATTA
+CTGAGAGCGAAGATGTAAGAGTGGGTTCAAATCTGAAGGGGAGAGTTTTAGAGACTGTTGAAAGAGGAGC
+AAATGACTTTGAGGGATGGATTTCTCAAAAAACACAAAAAAGCAACCTTTCATATACTTGCGCAATGAAA
+AATGAACTCATTGGGACAGAAAAATACGAGGTTTTGAACAACGTAAAAGAAGATAGGGTAGAGGTTGCAG
+TAGCTTTTAAAGCTGAGAAGAACAGGGTATACATTCTGAATAAATTTATATCTTATTATACCTCAAAAGA
+TTGCGACAAAAGTGAAACAATGAAATTGGCCTTAGAAGAAGTGAGAAGAGCACAAGAAGATGGATTTTGC
+AAAATAGAAAAAGAGCAGGAAGAATTTTTGCAATCTTTTTGGGAAGATGCCGATGTAGTAATAGAAGGAG
+ATAAGGCTCTGCAGCAGGGTATAAGATTTAATATGTTTCACCTTTTGCAGTCTGTCGGTAGAGACGGAAA
+AACTAATATTGCAGCAAAGGGACTTACTGGGGAAGGGTATGAAGGCCATTACTTTTGGGATTCTGATATT
+TATATATTGCCTTTTTTCCTTTACACGAAGCCAGAAATTGCAAAAGCTTTAATAATGTATAGATATAACC
+TCTTAGATGCTGCGAGAAATAGGGCTAAAGAGTTGGGGCATAAAGGAGCTTTATACCCCTGGAGGACAAT
+TGATGGACCTGAATGTTCTGCATACTTTCCTGCTGGAACTGCTCAATATCACATAAATGCTGATATAGTT
+TATGCTTTAAAAAGGTATGTGGAGGCCACGAATGATTTGGATTTTCTCTATGACTACGGCTGTGAAATAG
+TGTTTGAAACTGCAAGGTTTTGGGAAGATTTAGGAGCGTATATTCCTCTTAAAGGAAATAAATTCTGTAT
+AAACACTGTCACTGGTCCTGATGAGTATACGGCATTGGTTGATAATAACGCATATACAAATTATATGGCA
+AAAATGAATTTGGAATACGCCTATGATATTGCAAACAAAATGAAAAAGGAAGTGCCTGAAAAGTATCAAA
+AGGTCGCTTCAAAACTAAATCTAAAAGATGAAGAGATTGCTTCGTGGAAAAGGGCAGCTGACAATATGTA
+CCTTCCTTACTCGGAAGAGCTTGATATTATACCACAGGATGACAGTTTTTTGTATAAAGAAAGGATAACA
+GTGGATGAAATACCGGAAGATCAATTTCCGTTATTGCTTCACTGGCACTACCTCAACATTTACAGGTATC
+AGATCTGCAAACAGCCTGATGTGTTGCTTTTGATGTTTTTACAGAGAGAAAAATTTACTATAGAACAGCT
+TAAAAAGAATTTTGATTATTATGAACCTATTACTACTCACGACTCTTCCCTGTCGCCAGCAATATTTAGT
+ATACTTGCCAATGAAATAGGGTATACTGACAAAGCATATAAATACTTTATGATGACTGCAAGGATGGACT
+TGGATGATTACAATGACAATGTAAAAGATGGAATTCATGCTGCAGCAATGGCAGGGTCCTGGAGTGCCGT
+TGTAAATGGTTTTGGAGGAATGAGAGTTTATACAGATGAACTGCACTTTACTCCAAGACTGCCTGAGGGA
+TGGAAGATGCTCTCTTTTAATGTAAAGTACAAAGGGAGGAAGATAAATGTAAAATTAACTCATGAAGAAT
+CAGTATTTACCCTTTTGGAAGGAGAACCTATAGAAATTTTCTATTTTGACAGAAGAGTGTTAATAAAGTC
+AGGAGAAAATATACTAAAAGGGTATGAGGAGAAGTGACCTCATACCCTTTTAGTATGTTAATATTTTACA
+GGTTTGCTACCTTTTTGCCCTCCAAATGCCTCGAAAATTTTTTAATTACCTTCTTGGCTTTTACTGTTTG
+TCTATAGAATGAAAGCCAAATCCGAACATTAATTTGTTTTTTTTATAAAAAATTCGTAAATAATGTTGAC
+TAATATCAAAAAAGTTGATACAATTGAAGAAAAAACAGTCATATGATTAATCTTGAGAACATGATCCAAC
+CTTCGTTGTTCGGCCATAAGTGAAAGTGTCCATAGGATTTCAAATTAGAGTTTGAAAAACGAGGTGATAC
+TATTAGTTGAGGAAATTTCTCCTGATACTTACAGATTTTGGGACAAAAACACTATGGAAAAACTTGATCA
+AGATAGATTTAGAAAAGATTTGGGTAAAGTAGAAGAAGCATATTTAGAAATTTTGAAAAGACTTGGAGGT
+ATGTAAAGTGCTAATTGCGAAAGTCTATATAACTTTAAAGAAAGGAATACTTGACCCTCAAGGAAAAGCA
+GTAAAGGGAGCTTTGCACTCATTAGGATACGAAGAAGTAAAAGAGGTGCGGGTTGGGAAATATATAGAAT
+TAACTTTTGAGGATGGCGATTTATCCCTCCTAAAGGACAAAGTAGATGAGATGTGCAAAAGGATACTGAC
+AAACCCAATTATTGAAGATTACACCTTTGAAATTGTGGAGGGATAAAGATGAAATTTGCTGTTATAGTTT
+TTCCAGGGTCCAATTGCGATGTGGACTGCTATTATGCTGTTAAAGATGGGCTTGGGGAAGGAGTAGAATA
+TGTGTGGCATCAAGAAAAAAATTTGAGTAAGTACGATGTTATAATGTTACCAGGAGGATTTTCTTATGGT
+GATTATTTGAGGGCAGGAGCTATTGCTAGGTTTTCGCCTGTTATGGAGGCTGTCAGAGAAGAAGCAGAAA
+AAGGAAAATTTATTATAGGCATATGCAACGGATTTCAGATACTTACAGAAGCTGGGCTTTTGCCGGGAGC
+TTTGAGAAAAAATGAAGGGCTGAAATTTATCTGCAAGACTGTCAGTATAATAGTTGAAAATGACAAAACT
+CCTTTTACTACAAGGCTTAAAAAAGGGCAGGAGATTTTACTTCCAATTGCTCATGGGGAAGGCAATTATT
+ATGTAGATGACAAAACTTTAAAAGAACTAAAAGGAAACAATCAAATTGTTTTTAGGTACAAAGAAAATAT
+CAACGGTTCTGTCGAGAGAATAGCCGGAGTTATAAATAAAAAAGGAAATGTTTTAGGAATGATGCCTCAT
+CCAGAGAGAGCTTATGACTCCTTGCTGGGTAATACTGACGGGCTTTATATCTTAGGGTCAATAGTGGATA
+ATTTTGTAAAAGGCGGGGTTTAAGGATGAATAAAATATGGAGAGAGTTAGGACTTACTGATGAGGAGTAT
+GAGAAAATTATTTCGATATTAGGAAGAGAACCTAATATAACTGAATTAGGTATGTATAGTGTTATGTGGT
+CTGAACATTGTTCCTATAAAAACTCTAAACCTCTTTTAAAATATCTACCTACAAAAGGCGAAAGAGTAAT
+ACAAGGGCCGGGAGAAAATGCAGGAGTATTGGATATTGGAGATAATCTGGCAGTTGTGATGAAGATAGAA
+AGCCATAACCATCCTTCTGCGATTGAACCCTATCAAGGAGCAGCTACAGGTGTTGGAGGAATAATAAGAG
+ATATATTTACAATGGGGGCAAGGCCGATTGCTCTTTTGGATTCTTTGAGATTTGGAATTCCTGATGATAA
+AAGGACTAAATATCTCATTGAAAACGTGGTAGCCGGTATAGCGGATTATGGAAATTGCATAGGAATTCCT
+ACAGTGGGTGGGGATACCTATTTTGAAGAAAGTTACAAAGGGAATCCTTTAGTAAATGCGATGTGTGTAG
+GAATAGTGGAAAAAGACAAAATAAAAAAAGGGATAGCAAAAGGTATAGGTAATCCTGTTATGGTAGTAGG
+TGCTACCACGGGGAGAGACGGTATCGGAGGTGCAAGCTTTGCTTCTCAGGAGTTAAGCGAGGAATCAGAA
+GAAAAAAGGCCTTCTGTTCAAGTTGGTGACCCATTTATGGAAAAACTGCTTTTAGAGGCTTGTTTAGAAC
+TTTTTGAAACAGATGCCGTAGTTGCTATACAAGATATGGGAGCGGCAGGTCTTACCTCTTCTTCTTGCGA
+GATGGCTTCCCGCGGTGGAGTTGGAATGGAGATTGACCTTGATAAAGTGCCTTTGAGAGAAGAGGGAATG
+ACACCTTATGAAATAATGCTTTCTGAATCTCAAGAGAGGATGTTGGTTGTAGTAAAGAAAGGCAAGGAAG
+AAGATGTGCAAAAGATATTTAAAAAATGGGGACTGAATGCCGCCACAATAGGGAAAATCACTGATGATGG
+AATGATAAGAGTGATTAAAGATGGAAAAATAGTTGCGGAAGTTCCAGCCAAGTCTTTAACGGAAGATGCT
+CCACAATATGTGAGAGAAGAAGAAGTGCCTAAATGGCAAGAAGAGGTCAAGAAATTGGATATAAATGAAG
+TAAAACCTCCAGAGGATATGAATAAAGTTCTAAAAGATGTAATTTCTTCTTTAAATATTGCAAGTAAAGA
+ATGGATATACAGTCAATATGATTACATGGTGAGGACAGACACAGTAATAACTCCAGGAATGGATGCGGCT
+GTTGTGAGGATAAAAGGTACAAGAAAAGCTATTGCATTAACAACGGATTGCAATGGTAGGTATTGTTATT
+TAGATCCCTATATAGGTTCTCAAATTGCTGTAGCGGAGGCAGCTCGAAATCTTTGTATGGTTGGTGCTAA
+GCCTATAGGGGTTACGGATTGTTTGAATTTTGGCAATCCAGAAAAGAAAGAAATATATTGGCAGTTAAAA
+AATTCTATATTTGGAATAGCTAAAGCCTGCGAAACTTTTCAAATCCCTGTGGTAAGCGGAAATGTCAGTC
+TTTACAATGAAAATGAGGGAGAGGCCATTTATCCTACTCCTGTAATAGGAATGGCAGGCCTTATAGAGGA
+TGTATCAAAAATCTGTACAATGGACTTTAAAAAAGAAAGAGATGTAATTATAATTTTAGGTGAGAATAAA
+GGAGAGATTGGAGGAAGTGAGTATCTTAAAGTTTGCTTTGGAATGGTAAAAGGGCAACCACCTCAAATAG
+ACTTGGAAAAGGAAAAAAGATTGCAAGAATTGGTGCTAAAACTTATTGATGAAGGCTTAATTAACTCTTC
+TCATGACATATCAGAGGGCGGTTTTGCGGCTGCCTTGGTTGAAAGTGCAATTGCAGGCAAAAAAGGTGCA
+AAAATTTCGCTACAAACTTCTCTGAGAGCAGATATAGAGTTGTTCTCTGAATCTCAATCGAGAGCATTAA
+TTACTGTAAGTCCTGAAAAAGTAGATGAAGTGTTAAAAATAGCTTATGAACACCAAGTTCCAGCGCAAAA
+AGTAGGAGTTGTAGAGGGTAAAGATATTGTAATTGATGTAAATGGCAAAAGAATAATAGACCTTCCTTTA
+GAAGTCTTAGAGGAAAGCTGGAGAGGGAGAATAAAATGGGAAATGGAGAGAAATTAAAAGAGGAATGTGG
+TGTTTTTGGTGCCTTTAGTTTGTCCACTTCAGTTACTTCTTATATCTATTATGGCTTACAAGCCTTGCAG
+CACAGAGGGCAGGAAAGTTCAGGTATAGCTATTTATGATGGCGAAAAAATAAATTGTATTAAGGGGTTGG
+GACTTGTCAGCGAGGTCTTTAATAAGGAGAATTTAAAGACATTAGAGGGGAAAATGGGGATAGGCCATGT
+AAGGTATTCTACTACAGGCAGCAATAACATTATAAATGCTCAACCCCTCGTTGCTAATTTTAAAAACAAA
+TATATGGCTCTTGCCCATAATGGCAATTTGATAAACGCAGAAGAGTTAAGATGCCTATTGGAGGAGGATG
+GTAGAATATTTCAAACTACAACTGATAGTGAAATAATTCTCCATCTAATTGCAAAAAATTTTCAAGAAAA
+CTTAATCGGAGCTCTTTTAGAAACAATGAAACAAATAAAAGGTTCATATGCTTTGGTGATTTTAACAGAC
+AATAAATTAATAGGGATAAGAGACGTAAACAGTATAAGGCCTCTTTGCATAGGTAAAAAAGATGACACTT
+ATTTCTTATCTTCTGAGTCTTGTGCTTTTGACGTAATAGGAGCAGAATTGATACGAGATGTGGAAGCAGG
+TGAAATAGTTATAATTGATGAAAAAGGTATAGATTCTGTTAAGTTAGAAGTAAAAGAAAAAAAGAAGCCT
+TGTGTTTTTGAATACATCTATTTTGCTAGACCTGACAGTGTCATAGATGGAAAAAGTGTTTATTTTACAC
+GATTGGAGATGGGGAAAAGATTAGCTGAAGAAGCACCTGTAGATGCAGACTTGGTAGTACCAGTTCCAGA
+TTCAGGTATTGCTGCTGCAAGAGGCTATTCTCTCAAAACAGGGATACCAATGGGGGAAGGACTTATAAAA
+AATAAATACATTGGAAGGACTTTTATTGCTCCCGACCAAAGGGATAGAGAGACAGGCGTGAGGATAAAGC
+TAAATGTCTTAAAAGAATTGGTTCAAGGCAAAAGGATAGTTTTAATAGATGATTCAATTGTTAGAGGCAC
+AACTATGAAAAGATTAGTGAGTCTACTAAAAAATGGCGGAGCAAAAGAAGTCCATGTGAGGATAAGTTCA
+CCCCCTGTTAAATATTCTTGCTACTTTGGAATTGATACTCCGACAAAAAAAGAACTGATAGCGGCGAGGA
+TGTCAGTTGAAGAGATGTGCAAATTAATAGGAGCTGACAGCCTACAGTTTTTAAGTATTGAAGGGCTTAT
+AAAAAGTGTAGGACTTAAATCTATTTGCACAGGTTGCTTTGATGGCAATTATCCTATGTATGTTCCAAAA
+GAAAGAAGTAAATATCTTTTTGAGAAAAAATAAAAAGGGTGAGAGAAAGTTAATTAAACCTAAAAGCTTA
+TACTCACAAGAATTGATGAAAAAGGAGAAAATCACGATATGCCGCGTATTGAAAAAGATTTCTTGGGTGA
+ATTAACACTTGAAGATAATGAACTTTATGGAATTCATACAAAACGAGCTTTGAAAAACTTCTCTGTATCT
+TCACAAAAGATTGATATAGATCTTGTACGAGCAATTGTGATGGTCAAAAAAGCATGCGCAATTGCAAATT
+TTGAGGTTGGAAACCTCGATGAAAAAATAAAAGATGCAATTGTCTTTGCATGTGATGAGATTTTAGCCGG
+CAAATACACCGAGCAATTTGTGGTAGACAAATTCCAAGGCGGTGCTGGAACATCTACAAATATGAACGTA
+AATGAAGTAATTGCCAACATAGCACTCATTTATCTTGGCAAAAAACCAGGAGAGTATCAATACATCCATC
+CTATAGACCATGTTAATATGTCACAATCGACAAATGATGTCTACCCAACCGCTTTGAGGATTGCAACAAT
+ATGGAATGTGAGAGAACTTTCTGAAGAGTGTGCAGAACTCCAAAAAAGCTTGCAAAAAAAAGAGCATGAG
+TTTGAAGGTGTAATTAAGGCTGGGCGCACTCAACTTCAAGATGCCCTTCCCATCACCTTAGGGCAAGAGT
+TTGGGGCGTATGCACAGGCGATATCACGCGATAGATGGCGAATATATAAAATTGAAGAAAGATTAAGAGT
+GGTAAACTTGGGCGCAACAGCTGTTGGAACAGGAGTGAATGCAAGCTTAAAATATATGTTTAAAGTGATA
+GAACTTTTGCGCGATTTTACTAAAATAGGCTTGGCTCGGTCTGATTACCTCATGGATGCAACACAAAATG
+CAGATGTATTTGTGGAATGCTCGGGTCTTTTAAAAGCCTTGGCGGTGAATCTATCAAAAATTGCAAATGA
+CTTAAGGCTCTTATCATCTGGTCCAAACACGGGTTTAAACGAGATAAACTTACCTGCTGCACAAGCAGGT
+TCAAGCATTATGCCTGGTAAAGTAAATCCTGTCATACCTGAACTTATAAACACCATATCATTCCAGGTTA
+TGTCAAATGATGTTGCAATAACCTTAGCAGCCCAAGCAGGTCAGCTTGAGCTAAATGCATTCTTGCCTTT
+AATTGCAAACAATTTGCTTGAAAGCCTCAAAATTCTCAAAAACGGAATCAGGATATTCAGAAAACAGTGC
+ATTGATGGAATAACAGCAAACAAAGAAAGATGTCTTGAGTTTGCCAAAAAGACTCCTTCTATTGCCGCTG
+CATTGATTGATAAAATAGGGTATGACAAGGCAAGTGAAATTGCTAAAAAAGCCATTGCCGAGAATAAGGA
+AATAATTGAGGTGGTAAAGGAATTGAAGATCTTAAATGAGAATGAGGCTGAAGCACTACTAAATCCTTTT
+GAATTTGTAAAGTTTAAAGAGTAAAAAATTTTGAAAGGGCTGAAAAAGATGAACACAACACCGCGAAGCG
+AAAGGCTTCATATAGCAATATTTGGAAAAAGAAATGCTGGAAAATCAAGTTTGATTAATGCAATAACAAA
+TCAACCTATTGCGATTGTATCCCCAACGCCTGGCACGACAACCGATCCTGTTTACAAATCAATGGAGATT
+TTACCATTGGGACCTGTTGTTTTGGTTGATACAGCTGGAATTGATGATGTGGGGGAGCTTGGAAAACTCA
+GAGTTGAAAAAACACTTGAGGTTTTAAACAGGACAGACATTGCCATTTTGGTTGTCTCTGAAATAGACGA
+TTTGAATTTTGAAAAGCAGCTTATAAAGCTTTTTAGAGAGAAAAAAGTGCCGAGCATTGGGGTTTTGAAT
+AAGATAGACTTAGACAAAGACTATAAAGAAAAACTCTCCTACCTGCAATCAACCTTAGGTATCAAGTTCT
+TACCAGTTTCATGTGCTACATTAAAAGGTATTGAGGAGCTTAAAAACGAGATTGCAAGGTCTGTGCCAGA
+TGTTGGTGAGGATTTACGTATAGTGGGGGATTTGATAAACCCCGGTGACTTCGTTGTTTTGGTCGTACCA
+ATCGACAAGGCTGCGCCAAAAGGAAGGCTGATTTTGCCTCAGCAACAGACCATACGAGATATATTAGACA
+GCGATGCAATTGCAATTGTGACAAAGGAGTATGAGCTAAAAGAAACTTTGGAGAATTTAGGCAAAAAACC
+CGCAATTGTGGTTACAGACTCACAGGCATTTTTGAAGGTTGATGCCGACACACCACCTGATATCCCTATG
+ACATCATTTTCCATACTTTTTGCAAGGTATAAAGGCGACCTGTTTGAGTTTGTCGAGGGTGTAAAGAAGA
+TAAAAAACCTAAAACCCTCCGATACGGTTTTGATTGCAGAAGCATGCACTCATCACAGACAATCGGATGA
+TATTGGTACTGTGAAAATCCCTCGCTGGATTAGACAAATTGCAGGTTTTGATATAAACTTTGAATGGGTA
+TCGGGTTATGGCTATAAGAAAGACCTTTCAAAATATGCCCTTATTGTTCACTGTGGGGGGTGCATGATAA
+CAAGACGTGAAATGCTTTATAGAATAGAGCTTGCAAAGAGCTATGGCGTACCAATTACAAACTATGGGAT
+TATGATTGCGTATGTGCATGGCGTCCTGCCAAGGGCACTAAAGCCTTTTGGAATTGAGTTTAAATATTAA
+ACTTGAATTGAGCAGGTAGCAAACAAATTAAAAGTTCAATTTCTATTATCTTGTTTCATTAACAATACGC
+CTATTAGATGAATGCCAGGTTTTCGACTCGGGAATATTCTTATAACTCTTTCACGACAACAAACTTCTTC
+ATTCAGGCGCTCTAACATATTTGTAGTGTGAAGCCTTTTTCCACAGTTATATAGACTTAACTTGTTGTAA
+ACGAACTGAGTGTATATTCTACTTTATGTATAATATTATAGACATAGTAATTAAACTTACTGCTAGGAAT
+AATTAGAGGATTCACATAGAACAGACAATAAGTATTTGTTGGAAATTTATGACGAACGGTATAAAACAAA
+AGAAGAATTTATTATAAAAGTTCAAGTAAAAAGATAGAATTTCTTTAAACCTTATAATGGGAAAAAGATG
+AATAGGAAAACACATATGAAAAGTAAAAAGAATCTAAATTAATAATTTTATTCCATGTATTCTTATTCAG
+AACGTTCTTTCTTGGGGAATTTCAAGAAAAAGTCAGAAAAGCAAACTCTTTTTACTGACTTATAAGAGAT
+AATTTTGGTGGAGAATATGGGTTTACCTAGGGCTACTTTTTATGAAACACTCTTGAAAAATTTTTTTGAG
+ATGGTATAATATTAGCTAGATTAACTGGAATAAATAAAAGTTAAATCAGAACGATAGACTAGATTAACGA
+CTCAAGAGAATTATTTTTTTACCCTTGAATGTATAATTATAAAAAAAGTTGCATATATATTTATGAAACG
+ATATGCATAGAACTTTAATAAAAGAACTGCAAATAAATGTAGGAAAATTTAGAAACTTTATAAATACAGC
+GAGAATAATACTGTGGGATATACTTTGTGAAGAGGTGTGTTAGTATGAAAGGCTATTTGAAACTTGAGGA
+TGGAAGTATATTTGAAGGTGAGTTAATAAGCAAAAACAAAAAAGGATATGGAGAGGTTGTTTTTACCACA
+GGGATGACAGGCTATCAAGAAGCCATAACAGATCCTTCCTATGCAGGCCAAATAGTTGTCATGACATACC
+CTTTAATAGGGAATTACGGTATTAACAAATACGACTTTCAATCAGAAAAGCCTCATATAAGGGGATTTGT
+GGTACGGGAATATTGCGATAAGCCTAGCAATTTCCAAAGTGAGGAGTCGCTTTTGAGCTATCTTGATAAC
+CACAACATACCAGTATTATCGGGAATTGATACAAGGGCTTTGACAAAAAAGCTTAGAGAAAATGGAACTA
+TGAGAGGAATTATAACTTATAATCCTGAGGACAATATAGAATTTGACCAGACAAATCTTTTGGAAGAAGT
+TTCTACGAAAAAGCCGTATCGTATAGCAGGTATTGGTCCAAAACTTGCTTTTATTGACCTTGGTACAAAA
+AAGGGCATTTTAAAAATGCTAAATTCAGTTGGATTTGACATTTATGTGTTTCCTTACAATGCAAGTTATG
+ATGATGTTATGCAAATAAATCCCGATGCAATATTTCTTTCAAATGGACCAGGAGACCCTAAAGATGCAGT
+TGATGCAATAGAACTTACTAAACACTTTATAGGTATGAAACCTGTGCTGGGGATATGCTTAGGGCATCAA
+ATAATAGCCCTTGCTCTTGGATGCAATACAGTAAAGATGAAATTTGGCCACAGAGGTGCAAATCAACCTG
+TTAAAGATTTGCTGACAAATAAAGACTATATAACTTCTCAAAACCACGGATACGCTGTTGAAGAGGAGTC
+AATAGATAAAGACAAGATAACTGTAACCCACATAAACTTAAACGATGGAACAGTAGAAGGCATTATGCAT
+AAGTTTCTGCCAGTTTTTTCTGTACAGTATCATCCTGAGGCATGTCCTGGTCCTCGTGATTCAACAGATA
+TTTTTGATAAATTTATGGATATAGTCATGGTTTACAAAAGGAGGTTTTATTTTGCCGAAGTATAAGGATA
+TTAGTAAGGTTCTGGTAATAGGTTCGGGTCCGATTATAATAGGGCAAGCAGCGGAGTTTGATTATTCAGG
+AACCCAAGCCTGCAAATCTTTAAAGGAAGAAGGAGTACAAGTAGTACTTGTAAATAACAATCCAGCTACT
+ATAATGACTGATACTGATATAGCAGATATTGTTTATATTGAAAATCCTACTGTAGAAGTAGTTGAAAAAA
+TAATAGCAAAAGAAAGGCCCGATGGAATTCTTGCTACCTTAGGAGGACAGACAGGGCTTAACCTTGCTGT
+TAAACTCAAAGAAGCAGGAATTTTGGATAAGTACAATGTAAAACTTTTAGGCACTTCTGTTGAGTCAATA
+AAAACTGCAGAAGATAGAGAACTTTTTAAAAGAAAAATGCAGGAAATAGGGGAGCCAGTTGCTGAAAGTG
+TCACAGTCACAAATGTAGAGGATGCACTTAAATTTGCTAAAAATTACGGTTATCCTTTGATAATAAGGCC
+TGCATATACTCTTGGGGGTACAGGTGGCGGTATAGCTCACAATGACGAAGAACTTATATCGATTGTGGAC
+TTAGGTCTTAAAAAGAGTATGGTTGGAGAAGTACTTGTTGAAAAATCTCTGTATGGATGGAAAGAAATAG
+AGTTTGAAGTAATGAGAGATGCTGCTGATAATTGTATTACCATCTGTAGCATGGAAAATTTTGATCCTGT
+AGGAGTTCATACAGGAGACAGTATAGTCGTAGCGCCAGCGCAGACTTTGTCAGATTACGAGTATCAAATG
+TTAAGAAGTGCAAGCATTAAAATAATCAGGGCTTTAAAAATTGAAGGTGGATGTAATATCCAATTTGCTT
+TAGATCCCCAAAGCCACAAATACTATGTTATAGAAGTAAACCCAAGGGTTAGTCGTTCAAGTGCACTGGC
+ATCAAAAGCGACAGGATATCCTATTGCAAAAATTGCTGCAAAAATTGCGATAGGACTTAGGCTTGATGAA
+ATAAAAAATCCTGTCACGGGGAAAACAACCGCATTTTTTGAACCTGCATTGGACTATGTTGTGACAAAAA
+TACCGAGGTGGCCTTTTGACAAATTTTATACTACTGATAGAAGAATAGGTACACAGATGAAGGCAACAGG
+AGAAGTAATGGCAATAGAAAGGTCTTTTGAAGCCTCCCTTTTGAAGGCTGTAAGGTCACTAGAGATAAAA
+GCTTATGGTCTTAGGTTAGATAGTGTAAGAGGCATGGGAACAAAAGAAATACTGGAGGACATTTCAGTGC
+CTAATGATATGAGGCTGTTTTATATAGCAGAAGCTCTTCGTCGCAATATAGACATTGATTATATTAACGA
+CGTTACAAAAATAGACAAATGGTTTTTGAATAAGCTTTCAAATATTGTAAATATGGAAAAGGAAATAGAA
+GAAAATGAGCTAAGTAAAGAAATTCTTAAAAAAGCAAAGAGAATGGGCTTTTCAGATAGAGAGATTGCAA
+CGATAAAGGGAATTAAAGAAGAAGATGTGAGAACATTGAGGAAAAAATATGGTATATATCCTTCTTATAA
+AATGGTAGATACCTGTGCAGCAGAGTTTGAATCAATTACACAATATATATATTCAACTTATTGTGAGGAA
+GACGAAGTTGAGACCCATGATATACCAAAGGTAATTGTAATAGGTTCTGGTCCTATAAGAATTGGTCAGG
+GGATTGAATTTGATTATTGTTCTGTGAAAGCTTTATGGGCTTTGAAAGAAACTGGGATTAAATCTATCAT
+AATAAACAACAATCCTGAAACTGTCAGCACGGACTTTGACACGGGAGACAGATTGTATTTTGAGCCTATT
+ACATTGGAGGATGTTTTAAACATCTATGAAAAGGAAAAACCACTGGGTGTAATGGTAATGTTTGGTGGAC
+AGACGGCGATTAATCTTACAGAAGAGCTAGTCAAAAACGAAGTGAAAATATTAGGAACCTCTTTTAAAAG
+TATTGACATAAGTGAGGACAGAGAAAAATTCTCAAAACTTTTAAAAGAATTAAATATCAATCAACCTAAA
+GGAGGATATGCATTAACAGTAGAAGATGCAAAAGATATAGCCTTAAAGCTTGGATTTCCACTTCTTGTAA
+GGCCATCGTATGTTATAGGTGGTCAGTCTATGGAAAAAGTTAACACACTCCAAGAACTGATTGACTATGT
+GAAACATGCGACAGAAGTATCTCCAGGCAAACCTGTTTTAATAGATAAGTATATAGATGGAAGAGAAGTA
+GAAGTTGACGCAGTATCAGATGGCGAATGTGTATTAATACCTGGAATAATGGAACATATAGAAAGAACCG
+GGGTGCATTCAGGAGATAGTTTCTCAATATATCCTGCAAGAAATTTGACTGAACGGGAGATAAACACTAT
+TATCGAATACACAGAAAAGATTTCAAAAGCTTTAAACGTAAAAGGACTTATAAATATTCAATTTGCAGTA
+AAAGAAGGCACTGTATATGTGTTAGAAGTAAATCCCAGAGCTTCGCGTACGGTACCTATTATGAGCAAAG
+CAACAGGTGTACCTATGGTGAAACTGGCAGTAGAAGTGGCCTTAGGCAAAAAGCTAAAAGAGTTAGGCTA
+TAAAGGCGGTTTATGGCCGCAGACCCCATATACGGTTGTAAAAGCTCCCGTGTTTTCTATGGAGAAATTG
+ACAGATGTTGAAGTTTCACTAAGTCCTGAAATGAAATCAACTGGAGAAATAATGGGTATAGATTTAAGCT
+ATGAAGGAGCACTTTACAAAGCTTTAGAAGGAGCAGGTCTTAAAATACCTAAAAAAGGGAAAATCCTTCT
+TTCAATAGCGGAAAGAGATTTTCAAGAAGCAGTATCTTTAGTAGAAAAATTGCAGAGCTTGGGGTATGAA
+ATATATGCAACCTACAGGACTGGAAAGTATTTCAGTTTGATGGGGATTCATGCAAATATTATGTCTCTTG
+ATCATGCAATAAAATTGCTGAAGAATGGATATTTTGATGCTGTAGTGAATACACCAACAAAAGGGAAAAA
+ACCTGATAATGCAGGATTTAAACTAAGAAGAACAGCGGTAGAATATAGAATTCCTCTTTTTACATCTATA
+GATACTATAAAAGCGGCATTAAATGCTGTGTCAAAGGTAAATGTGAACGGCTTGTCCGTTTTATCTATGA
+ACGAATATCAAGAAATACAAAAAGATAATGTCAAAAATTTAGTTTTGTAAGGAGTGTTTAAAAGTATTAA
+GGTGAAAAAGTAGTGCTTACTTATTTAAAGAGGACTTGACACCTCAGGAATCATCCCCTGGCTTAAAGGT
+GTCAAGTTCAATATTTATTCATCAGATTACAAATACATCCAAATATAAGGTCAACCCCCACGTTTTCTAT
+ATATAAAAGTGGGGTTGTTATCAGTTTAAACGGTAGAAAAATCCTTCTGTTTAGTATATTATTTACACTA
+TAGAAATTTTATAATCTTTCAACCACATATTTATTTGTACGAGGTAAGCGAAAAGCTGTGGGGAACCCAT
+AAGCTGTGAAAACCAGGCAGGGTCATAGGCTTTTGCATCTGTTTCTATAAGTTCTGCAATTGCTTTTTTA
+TCTACAAGTTGCAAAAGTGGGGATGTACTGTCGTTAATTATTTGTTTTAGCCATTTTTTAACGATGTTTT
+TAAATACAGGATTGTGTGTTTTAGGGTAGGGACTCTTTTTTCTTTCAATTACTTCGTCTGGGATGTAACC
+TTTTAGAGCATACCTAAGTATTCCTTTTTCTCTGTTGTTTAAATTTTTCATTTCCCACGGTATGTTCCAT
+ACATATTCTACAAGTCTGTAATCTAAAAAAGGTACTCTTGCTTCTAAGCCTACTGCCATACTCATTCTAT
+CCATTCTGTCAAGAAGCATAGGCATAAATCTTGTTATGTTAAGGTAAAACATTTCCCTCATTCGAGCATT
+ATAGGGGTCTTCTCCATTAAGCTTTGGCACTTCATTTAAAGCTTCGTTATATCTATCATTTAGATATTCT
+AAAGGCCTTATGTAATTAACAACTTCTGGCAGAAGCAATTTCATGCGTTCATTAACCATTCTTGTCCATG
+GGAATGTGTGACTTCTGATTGATTCCTTATTTCTAAACCAGGGATAACCTCCAAAAACTTCATCAGCACC
+TTCTCCTGATAGGGCGACTGTTGCTCCTTTTTTTACTTCTTTTAAAAATAGATATAAAGATGAGTCTATA
+TCTGCCATACCAGGAAGGTCTCGAGCGTATAAGGCTGGCTTTAGAGCATGTGCGAGTTCTTCATTGTCTA
+TAAATACATAGTTATGGTCTGTGTCAAGTTTATTTGCAACAAATTTTACCCAGTCTGCGTCAGAGTTTGG
+TTGAAATTCGTTTGGCGTAAAATATTTATCATTACCTACATAATCTACAGAATATGTTATAAGTTTATGA
+CCTTTTTGTTTTAATTCTTCATTTGCGAAGAAAGATACAGCAGTTGAATCAAGTCCACCTGAGAGCAATG
+AACATAAAGGTACGTCTGAAACAAGTTGTCTTACTGATGAGTCTTTAAGGAGATACCTTATTTTTTCCGC
+CGTTTTCTCAAGGCTATCTTCATGGGGAAGACTTTGTAATGACCAGTATTTGCTTATGTTTACTCCATTT
+TTGGTAAATATGAGGTAATGTCCGGCTTTTAATTCTTTAATGTCTTTAAAGACACCACATCCGGGAGTTC
+TTGAAGGTCCCATTACAAATATTTCTGCAAGACCTTGTGAGTCTATCTCTGGTTTTACATGAGGATGTGC
+TAATATTGCTTTGATCTCTGAACCAAATATCAAAGATCCGTTTTTAATGGTATAAAATAGTGGCTTTATT
+CCGAGATGGTCCCTGGCAATAAAAAGCCTATTTTGTACTTCATCCCATATTGCAAAAGCAAATATTCCAT
+TAAATTTTTTAACACATAAAGGACCCCATTCTATATAAGATGTCAAGATAATTTCAGTATCTGAACGGGT
+ATTAAAAGTATATCCCAAGGATATGAGTTCGTTTTTTAATTCATCCATATTGTAGAGTTCTCCATTGTGG
+ATGATGACAAAATTTTTTTCACCGTATTTTTTTATCATTGGTTGAATTCCGCCTTGTGGATCTATAACAA
+TTAAACGGCGGTGACCCAAAACACAATGCTTTGATAGCCATACCCCAGAACCGTCAGGTCCTCTTTTTTT
+AAGAGTGTCTGTCATTTTTTCGATTACTTCATTTTGGAGTGATAAGTCCATATTAAAGTTAACCCAGCCC
+GCTATTCCACACATAAAAATCCTCCTAAAATTTGAATCTATAACTAAATATATTCTCCTTTTTTGCCATT
+GATACATGTTATAATTTTCTAACGAACCACCCATGCTTAAACAAGCACAATCAGGAATGAAAAGTTTTCA
+AGTTGCAAAAAAGTTCTATATTAAATATTGGGGTGGATGAAAATCCTCACATAAAAAATAGAGCACTTAT
+TCTGAATGCCTGCTATAATAGAAGTGGTTAAAACAACCCAACAAAAGGAGGCATCAGAATAAGTGCGATA
+TAATTATATCACAAAATTTTTGAAAGATAAAGATATAGTTTTTGAGGACATAACAGAATAATACTTTCTT
+CTAACATTTTATGCATACATATTTCCATAAGGTCTTTTGCCTATCGGATACAATTTGACAAAAGAATGAT
+CCATAATCTTTTGAAAATCATAATCAAAATATTGACAAAAATTTTCAACGTACTTTTGTATAAACACGTA
+ATCCCTGTCATCTATCTCTTCTTTAATAACTTCTTTTCCAAGTTTATAATCTTCTACATCTCCTCTCAAA
+TATATAACTCCTCCATGCATACCCGTACCACAGTACTCTCCAACTATATCTTCATCATTTTTTAAGTTCA
+GTACAATTATGCATCCCCCTGCCATATATTCACCCAAGAAATCTCCTGCATTTCCTCCAATGACTATTAC
+AGGAACTTTATCTTTGTATTCTTTCATGTGTATGCCAACTCTATAGCCAACACTATCTTTTATATAGATA
+GATCCACCCCTCATCCCGTAACCAATGACGTCACCTGCATGTCCATGTATAATAATATTTCCATCGTTCA
+TTGTATTTCCTATTGCATCCTGTCCGTTACCAAAAACTTCTATTGTAAGTCCATCCATAAAGGCTGCCAT
+ATCATTTCCAGGTGTACCCTCGATGTTTATTTTAGTAATCCCAGATAAATTAACTCCTATATATCGCTGT
+CCATTAACGTTCTTTAAATTAATTATGTCTTCACCTGAACGAACTAGTTCTTTAATTATTTCATTAAGGG
+CTCTATAGTGAATTCCTGACGCATTTATGGTTTTCACTATACCACCTCCTATTCGCCGGCAGCAAGAATG
+CCAAGTATATCAAGTTCTTTTTGTGTCATTCCTATCCCACGAAGCATTAACCTATTGCCTTTAAGACTTT
+CAATATCATTTATACCCATTCCGCCAAGCATTTCTTTTATTTCATGACTCCATGCTTGTACAAGGTTAAC
+AAGACGTTTATATCCGATTTCTGGGTTTAATCTTTTTGCAAGGTTAGGATCTTGTGTAGCAATTCCCCAG
+TTGCATTTTCCAGTATAGCATTTTTGGCACATGTGACATCCCAGAGCAATCAAAGCGGCTGTTCCAATGT
+AAACAGCATCTGCACCAAGAGCTATTGCTTTGACTATGTCTGCACTGTTTCTAATACTACCTGCTGCAAC
+TAAAGATATTGTATGTCTTATACCTTCGGAGCGAAGTCTTGCATCTACAGCAGCTATTGCAAATTCAATT
+GGAATTCCTACGTTATCCCTTATTCTCTTTGGTGCAGCCCCTGTACCGCCTCTAAATCCGTCTATTGCTA
+TATAATCTGCTCCAGCTCTTGCTATCCCCGAAGCTATTGCCGCTACATTATTGACTGCTGCAATTTTAAC
+ACCAACAGGTTTTTGATAATCGGTAGCTTCCTTCAATGCATATATTAATTGTGCAAGGTCTTCAATTGAA
+TAGATATCATGATGCGGTGCAGGAGATATAGCATCACTTCCAGGTGGTATCATCCTTGTAGCCGAGATGT
+CTTCACTCACCTTTTCACCGGGTAGATGACCACCTATCCCAGGCTTTGCACCTTGACCAATTTTTATTTC
+AATAGCCGCCGCAATATTGAGGTATTCTCTATCAACACCAAAACGACCTGATGCTACCTGTACAATTGTA
+TTTTTGCCATATTTGCGGAAGTCCTTATGAAGCCCCCCTTCACCACTATTATAAAATATCCCAAGCTCTT
+CAGCAGCTCTTGCTAAAGCTGCGTGAGCATTATAACTTATTGAACCATAAGACATTGCTGAAAACATTAT
+TGGTGTCTCAAGTTTGAGTTGAGGAGGCATTTTTGTTTTAACATTGAGGTTTTCGTCTATTTCTATCCTA
+TCAGGCTTTCTACCTAAATATACCCTTAACTCTATAGGTTCTCTTAACGGGTCTATAGACGGGTTTGTAA
+CCTGACTTGCATTTATAACCATTTTATCCCAATATACAGGATAAGGCCTATCATTTCCCATGGATGACAG
+AAGAACTCCACCCGTTTCTGCCTGTCTGTATATATCTCTTATAGCATCGTAAGTCCAATTAGCATGTTCT
+TTAAATGTTTGAGGATGTTTAATAATTGTAAGAGCTTGTGTTGGACACAATACGACACATCTTTGACAAT
+TTACACAATTCATATCATTTGAAACCATCTTATCTAGATGTTCATCATAACTGTGAACTTCAAAGGAACA
+CTCTCTCATACAAACCTTACAGTTAATACATTTATCGTAATCTCTAAGTACTTTAAATTCTGGAGTAAGG
+TAGCTTAAACTCATGCAGTAACCTCCTTTGTAGAATACATTTCTTTTTCATTCTCACGTATGAGCTCAGC
+TATAACAGGTTCTCCACCTCTAGGCATCCATACGCTTTCAGGATTTTTGCATACTTGCCTTATTGCTGCC
+TCTTCGCTGGCTACATATATCATATCGCCTTTTTTTGCAGCAGTAAGTGGTCTTAGTTTAATCCTATCGT
+TTATTGCTATAAAGCCGTCTTCATATGCTATTATCATTGAAAATGGACCATTTAAAAGAGCTCTCCTATA
+AATTATTTTCAGGTTAGTGTATAAAATTTTTTCTTTTGGTGACATTCTGTCAACCTGCTTCCACAAAGGC
+GATGCAACTACTTTGCATGCAAGTTCTATTGGTAAGCCATGTTTTCTTAATAAAAGATCGAAAATATATA
+CCGCAACTTCTGTATCAGTTTGCAAGGTACAAATATATCCAAATTCTTCTAAATATTTGCGATTAGTATC
+GTACGAAGAAAGCTCGCCATTGTGAACAACAGAGATATTTAATAGATTAAAAGGATGTGCACCACCCCAC
+CATCCTGGTGTATTCGTTGGAAATCTACCATGGGCCAACCACATATACCCTTTATAAGATTCCAATTTGT
+AGAAATTTGCAACATCTTCTGGATAACCTACCGCTTTAAATACTCCCATGTTTTTCCCGCTAGAAAAAAC
+ATATGCGCCTGGTATATTACTATTTATATTAAATACAAATTTAATTGTAAATTCATTTTCATCCAGTTCT
+GATAATTTCAGTCTCTCTGGCCTTGGTATAGCAAAATATCTGTAAATTAATGGTGCATTTTTAATATGCG
+CTGTTTTTCGTGTTGGTATTTTTTCTTCTAAAGCCACTATATAATTTGCTTTCAAAATATTTTCTGTTTC
+CTGTTTAGCTATCAAATCATCATAAAACACATGAAATGCAAAATAATCTTTGAAATCGGGATAAATGCCA
+TATGCAGCAAAACCACCTCCAAGACCATTTGATCTATCATGCATTGTCGCAATGGAATCTGCTATAGATT
+GCCCAGAGAATAGACGACCAGTACGATCAATTATGCCACTTATAGCACATCCCGAAGGTATTCTTACATA
+ACCTTCCTTCAACATTTTATAACCCCCTTAAAAAATTTTTATATGCAATATTTTTTTTGAAAGTTGCATC
+AATCGAAAATGTTTCCCGATTAAAATTGTCCTCGATTTGTAGTAATAGTCTCATGAATACTAAATAAAAG
+TGTTAATGTTAATTATAATACATTTTTTTAATTTTGCAATATGGGCAATATAAAATTTCATAAATTATTT
+TTGACACAGTTTTTAATAGTTTCTACTTTTTGGTGAAATTTTAAAATGAACATTAACAATAAAAATAAAG
+AATATTACAGATTTTCAATAAAAACGTTAATAAAATGTTAAAAAAAATTTCACAAAAAATTAATTGACGA
+TATCAAAAAAATATGATATTTTTACTCATATAAAAATTGAGGAGATGATGAATAAAAAGGTAAAAAAGGA
+AGAAAATGTGGGAGTTTGTGGTTTTTAACTTTACCGAATTAACGTATTAATGTATTGATGTATATAAAAC
+ATAAAAGGAGGTTATATGATGCAACATACTTTAAGTGAGATTTTTGGTTCAAATGTTTTTAATGATTCAG
+TTATGAGAGAGCGTCTTCCAAAGGCAACTTACAAAGCTTTAAGGAAAACAATTGATGAAGGAATTCCACT
+AGAACCAGCAGTTGCTGAAGTTGTGGCAAATGCAATGAAAGACTGGGCAATTGAGAAAGGAGCAACTCAT
+TTTGCACATTGGTTCCAACCATTAACTGGAATCACTGCGGAAAAACGCAATTCTTTTATTTCTCCTACTC
+AAGATGGCAAAGTAATAACTGAGTTTTCAGGAAAAGAATTGATTAAAGGTGAGCCTGATGCTTCTTCATT
+TCCATCAGGTGGGTTAAGGACTACTTTTGAAGCAAGAGGATATACAGCATGGGATTGTACATCGCCCGCT
+TTTATCATGGATAATACGCTATATATTCCTACTGCTTTTTGTTCGTATACTGGCGAAGCTCTAGATTTAA
+AAATACCTTTATTGCGCTCTATGGAAGCTTTATCAAAGCAAGCTCTTCGAGTGTTAAGATTATTTGGTAA
+TACTACAGCAAAAAAGGTCATTCCTACTGTAGGACCTGAACAGGAATATTTTTTAATTGATAAAAAGATG
+TATGACAAACGTAAAGATCTTATACTTACGGGAAGAACATTGTTTGGGGCTCGATCACCAAAGGGTCAGG
+AAATGGAAGATCATTATTTTGCTTCTATCAAAGAAAGAATATCAGCATTTATGAAAGATTTGGATGAAGA
+ACTGTGGAAATTAGGGGTTCCTGCCAAAACTAAACATAATGAAGTTGCTCCTGGTCAGTATGAACTTGCT
+ACTGTATACAATACAGCTAATATTGCGTCAGATCATAATCAATTAACAATGGAATTAATGAAAAAAGTTG
+CTTTAAGACATGGACTTGTGTGCCTTTTGCATGAAAAACCTTTTGCAGGAATCAATGGTTCTGGTAAACA
+CATTAACTGGTCGATGAGCACTGATGATGGCCAAAATCTTCTAGATCCAGGGCATACACCTCACGAAAAT
+GCACAATTTTTAGTATTCTTATGTGCTATAATCAAAGCTATCGATGAATATGCTGATTTGGTCAGAGTAG
+CAGCTGCAACACCAGGCAATGACCACCGTCTTGGTGCGAATGAAGCACCGCCTGCAATTGTATCAATCTT
+CCTTGGTGAACAGCTTACAGACATTCTTGAACAAATTGAAAATGGTGGTGCAACCACTTCCAAAGTGGGT
+GGTGTACTGAAAGTAGGGGTATCTACTCTTCCTGCGTTACCGAAGGATTCTACAGATAGAAATAGAACAT
+CTCCCTTTGCATTTACAGGAAATAAATTTGAATTTAGAATGGTTGGCTCTTCTTCGTCAATTGCAATTGC
+TACTTTTATCTTAAATACTATTGTTGCTGAAAGTCTATCTGAAATTGCAGATAGACTAGAAAAAGCTAGT
+GATTTTAATGAAGAAGTACAACTATTGCTTCAGGAAATTGTAAAGAAACACAAGAGAATTATATTTAATG
+GAAATGGGTATTCAGAAGAATGGGTAAAAGAGGCGGAGAAAAGAGGGCTTCCAAATATCCGGTCAACTGT
+TGAAGCTATTCCTGCCTTAATCAAAGAAAAGAATGTCAAGCTGATGGAAAAACACGGTGTATTGAGCAAA
+CGTGAACTTGAATCACGTTATGAGGTTTTACTCGAAAATTATATAAAAACAATTAATATTGAGGCATTGA
+CAATGTTGGATATAGCAAAGCGACAAATACTGCCGGCAGTAGTAAATTTCGCTACAAAAATTGCAGAATC
+AATAAATTCTGTTAGAGCAACAGGGCTGAATGTTGATATAAGCGCCCAAACTGAATTATTAGCAGAAGTT
+TCTTCACTAATGAGTGAATTTAAGAAAAACATATCTGAACTTGAAAATGCAGTTAATGAAGCTTCAAATA
+TGAATAGTGATTCTTATAGCAAGGCTTGCTATTACCGAGATGTAGTATTTACAAAAATGGGCATTTTAAG
+AGAAATTGGAGATAAACTTGAAACCATCGTAGATGCAGAATTATGGCCACTTCCAACGTATGCTGACATG
+TTATTTAATATTTGATAAAATTAACTTAACCCGTAAAATAGTGAATTTGAGGCACTTAAGTAAGTGCCTC
+ATCAGTTTGTTGACAAAGTCTCTATCTTTAAGTGGCATTTTGTGTTAATGCTCCGGAGTTACAAAGCGAC
+AAAACTAAAAGCTCGCTTGAGGGCTCAGGCGGGGTTCCGGCCAATTCGCCTTACGGCTCAACGTGGCCGC
+TCGCTTCGCTCGCCCCGCCTTCGCTCCTCAAGCTCGCTAAGTTTTGTTACCGCTTTGTAACAAGTCGCAT
+TTACACACAAAATGCCACTTTTTTAAGTTTGTCAACAGTCTGTTGAGGCACTTAAGTAAGTGCCTCATTT
+TTATGTGCGCACGGCATGGGCTAAAGCTTAAGCGGTGAAAGTCCGCCATAGCTATAAAATAAAAAGGCTT
+AAGAGTTAAGCCTTAAAAAATATCTATAAAAGCTTAAATCATCTGTAAGTTCTGGATGAAATGCTGTAGC
+AAGTAAATTGTCCTGCTGTGCTGCAACAATTTTACCCTCATATTTTGCAAGTATCCTAACACCATCCCCT
+ACACTCTCTATATATGGTGCTCTTATAAACACCGCTTCTATCTCATTTTCAGATATTGCTGGTATTATAA
+GTCGTGTCTTGAAACTGTTAATCTGACTTCCGTAAGCATTCCGTCTAACAGTAATATCCATTATTCCAAG
+GTGTCTCCTTTCATCATTAACTATATGTTTTGCCATAAGTATCATGCCTGCACAAGTACCCCATATAGGA
+ACTTTCCTTTCATTTAACTTTAAAATGGCATCTTTAAGCCCAAAATCTACAAGTATTTTCCCTATTGCAG
+TACTTTCACCACCTGGAATAATTAGGGCATCGAGAGTTAAAAGAGTATCTTTATCTTTTGCCTCTACTGC
+TTCAATTCCTTTTATAAGCTTTAATTTATCCATATGTTCCTTAACAGAACCTTGAACTCCCAAAACTCCT
+ACCCGCAAATTACCATCCCCTTGTCGCGTATAAATCTTTTTCTTCTAGTTGCCTTATGTCTATGCCGGTC
+ATCGCTTCTCCCAATCCTTCTGAAACTTCTGCCAATATTTCTGGTTTGTCGTAATATGTTACAGCTTTTA
+CTATAGCAGCTGCCATTTTTTCAGGGTTTTGCGATTTAAATATTCCTGAACCAACAAAAACACCATCTGC
+ACCAAGCTGCATCATGAGTGCCGCGTCTGCCGGTGTAGCAATGCCTCCTGCTGCGAAATTTACAACTGGA
+AGTTTTCCATGTTGTGCAACATATTTTACAAGGTCATAGGGTGCCTGAAGTTCTTTTGCAGCAGCCATAA
+GCTCCTCTTCTCCCAAAGTTGTAAGCCTTTTTATTTCGGCATTTATCATCCTCATATGCCTTACAGCTTC
+TACTACATTTCCAGTACCTGCTTCACCTTTTGTTCTTATCATTGAAGCTCCTTCTGCTATGCGCCTTAAA
+GCCTCTCCAAGGTTTTTTGCACCACATACAAAAGGCACTTTAAAATCCCATTTGTTTATATGGTACATCT
+CATCTGCAGGTGTTAAAACTTCACTTTCATCAATAAAATCTATCCCAAGTGCCTCTAAAATCTGTGCTTC
+CACAAAATGCCCAATTCTAACTTTCGCCATAACAGGGATTGATACTGCTGCCTTTATCTCTTTTATTATT
+TTAGGGTCTGACATTCTTGCGACTCCGCCCCTTGCCCTAATATCGGCTGGAACTCTTTCAAGTGCCATGA
+CAGCGACAGCGCCTGCTTTCTCTGCAATAATTGCCTCTTCTGGTGTTGTCACATCCATGATAACGCCACC
+TTTTAACATTTGGGCTAAATTTTTATTTAGCTCATACCTTTCATTCATTGTTTTCCTCCTCCTTAAATTG
+TGTTGGTATTTGTATGTATCCTAATATCAATTGTATCTCTTAAATCATAACAAGTCAATCAGAACATTAT
+AGATACAAAAAATTAAAGATGTGATATTAAAAGAAGAAATTGGAGAGACAAATGGAGTATCATTAGCAAT
+ATAGGGGATATGCAAAATTAAGTAAAACTATCAGAAACAAAAACCAGATATGTATGATGTGTAATATACA
+ACTATCAAAAACTTCGGCTGAATGGAAAAGACAAAGAAAGGGAAAAGAGGTGCTAAAAAAGAGCATAAAT
+ATTCTGTAGAAGGCAAATGCTAAAAAATAGCATGAACTGATCTAAGGAAAAATTAAGCCGATTTTAGGTT
+AAACCACTTATTAGTTTTTTTAAAGAGAGACAAAACGATTTCAAAATCAGGGACATTAGCGGGGGTGGTA
+GTTTCAGCGATAGGTAGGCCGGCGGTGGCATCAACAATAATATTGAAGATAAATCAAGATTTTCAAACAT
+AGAAAAATAGAAATCAATTTTTAGATTGAGGAGTAAGGATCTCAGGTATATTTAAGAGTAATTTAAGTTA
+ATACACGTGGGATTTCCTCTTTATAAGTATTTTATGGTGTATATATAATAATTCAACAGATAAGGAGGGG
+AGGAAATCCTGCATAAAAGTTAGTAAAGGTATCTTGATGGTTCAGTCCTAATTAACCCTGTTGAGCAAGG
+GATTCCTTGCTCAACAGGGTTGGGTTATTTTAAGAGGTATTACTACTTAATATTTTACAGGTTCACTACC
+TCCAGCGCTTAAATCAAAGAAATAATTGCCACTACCTCTATATGAATAAACTTTAACATAGTAGGTACCA
+GTTTGTGAAGGAAGTATTGTTATTGTTTCTTGCCTTTGAGTCCCTGTAGAGCTTTTGATAAGTGTGCCGC
+TTGGATCATAGAGGTATATATCAAAATCGGGATTGTAATTTGCCCAGTCAGGAATTATTAATGTTATTGC
+GATTGGATAACTTGTATTTGTTGCGTTAAAAGTCCAAGTATCACTGTAACGAGAACCGGGCAGATAACCT
+GAAATATAATAATGATTTGGTACATCAATATTATTTCCTCTAAAATTACCTGCTACCCTTATAGCTTCAT
+AGCCATCCAATCTTCCTGCACCATAGTCAACGTTTTTGCTTGGAGGCCCCCAGCTTTTTGCAGTAGACAT
+TATTATATTTTTTGCATCATTTGGAGTGAGATTTGGATTAGCGTTAAGCATAAGAGCAACAGTTCCTGCT
+ACAAAAGGTGTTGCCATGCTTGTACCGCTGTATGTTACATATCCATTTACAGAATTCGCCTTTGCGGCAG
+TTATATTATATCCTGGGGCCGCAATGTCAGGTTTTATTCTTCCGTCAGCAGTAGGACCGCGGCTGGAAAA
+GCTTGCAAGGTTAAAGCCAAGTTCACCTACATCTGCCATTGCTGCGACTGTTATGGCTTTTTCCGCAGCA
+CCAGGGGACCCTATGGTGTATTTTGCAGGGCCAGAGTTTCCTGCTGCTACAACTACTACAATACCGCTAT
+CTACTGCTCTATTCACTGCTAATGAGGTAGAGTCAGTTCCATCAGAACTTGTAGAAGTGCCGAGGCTTAA
+ATTTATAACTTTGATTCCGTATACATCTTTATTTTGAACAGCCCAGTCAATTCCTGCAGTTACAGTGCTC
+ATGCTGCCGCTTCCATTTGCATCTAAAACTTTTATTCCTACCAACAAAGCATCAGGAGCAACGCCTTTGT
+AAAAACTGTTTCCAGCACCTGTACCTGCAGCAATACTTGCTACGTGAGTTCCATGGCCATTGTCGTCGTA
+TGGTGTAGTTTTGTTGTTGATAAAGTCTTTCCATCCTATTATTTTTCCACCTGAGAGGTCAACGTGATTT
+CCGTCTATACCTGTGTCAATAATTGCTATTGTTATATTTTTTCCTGTGACTCCAAAATCACTCCGTGCTT
+TTGTGATTCCAAACCACTTTGTTGCGGTATCTAAAGTAGCATATACAGGCTCATCGTACTCAATTTGCTT
+TACTATTTCTAATTTAGATAATACATTAATTTGACTTTTAGTTAGATTGGCAGCAATTGAGGGTATAATT
+TTATATCTATGTTTTATATTAAATTTTCCGATGTTTTTTGCGATAGTGAATATATCTGCATCACTTACGG
+GTTTGTTAAAGGTTATTATAACAGGGAATTCTTCGCTATCTGGTTTATTAAGCAGTCTTTGCTCTAAGTC
+GTCAAAAATTTTATTTTTATTGGAATCTTGCATTGAAATTTTTTGAGGTAAAGAAGGGTAAATTTTAGAA
+GGAGAATCTATAGGCAGGTTTATTTGGTTAGGTTGAGCTTGTACTAGTATTTCGTTTAGCGAAATTAGAC
+TTATAATTAGCGCTAGAGAAAGTAAAATTTTTGCTAACTGATGTTTTTTCATTTTTCTTCATACCTCCTT
+AAAAATAAGTTTACTCTTGTTCTATTGAAGAAAATTTTTCACTTAATGATTATCACCCCCTTCAAAAATA
+TCTTTTATAAAAAGAGAGAAGCAATTTTTATGCCAGTTCATTGTGTATAAGTAAAACTGAGCGAAATTTT
+TTAAATGTCTATTTTTTTATACAGATTTTTATACACTGAGCCCTGAATTTTTTGCCTACATGTGACCATA
+TGTAAAATTTTGACGAATTATGTTGAAAAAATCTTTTTATGACAATGAAGGAAAATTTGGGTCTATATCT
+AAATAATAAATATATGGAAGGAAAAGAATGTATAGCAGTGAAAATGGTGATAAGTATGTGCAATAAGGAT
+AAGGTTTACAAAGTTGTGGTAGAAAAAAGTAAAAACTTCAAATTGGAAGATTTCGTTTTAAGTAAAAGCG
+GTGCTGCTACTACAAATGAGATAGCAAGAATCCTTAACCTCGCGCGTTCTAATGTATCAGCTATTTTGAA
+TGAACTTGTAAGAGAAGAAAAAATTATTAAAATAGTTTCTAAACCGGTCTATTACGTTGAAAAAGAAATT
+TTTATTCAAGCTTTTGGGAAAAGAATTAAATATGAAATCAACTTTAGTGAATTGATAAATGTTGTGAGTG
+AAATTAAAGAGGTAGGAGTTGAAGCTTTTGGTTTTGATAATATCATTGGATATAACGGTAGTTTGAAGGA
+ACAAATAGAGCAGGCAAAAGCCGCGGTAGTTTATCCGCCTAACGGATTACATACTCTCATTATTGGACCA
+CCCGGTTCGGGCAAAACTTATTTGGCGGAAAGTATGTATAAGTTTGGGCGTCGAAAAGGATTGAAAGGGT
+CTTTTGAGGTTTTAAACTGTGCAGATTATTACCACAATCCTCAGCTTCTCCTTTCTCACCTGTTTGGTCA
+TGCAAAAGGTGCTTATACAGGAGCTTTTGTTGAAAGAATAGGTTTGGTAGAAAAAGCGAATAATGGGATA
+CTATTTTTAGATGAGGTTCATCGCCTTCCTCCGGAAGGTCAAGAAATGCTTTTTTATCTTATAGATAAAG
+GAATGTATAAAAGGCTGGGAGACACAGAGGAAAGAAAGGTAAATGTAATGATTATTGCAGCTACTACAGA
+AAAAATTGATTCGATACTCTTGAGGACTTTTATAAGAAGAATACCTGTTATAATTCAACTTCCTTCATTT
+GATGAAAGACCGGTCGAAGAGAAGATGGAAATAATTGTTTATCTCTTAAGGGAAGAATCCAAGAGATTAG
+GTGTGGATATTATTATTTCTTCCCATCTACTTGCTTTACTTTCTCTCTTTAAGTATGAAGGTAACATTGG
+GGAGTTGAAGTCTCTCATACAGCTCATCTGTTCCAAGGCTTTTCTAGCTAATTTTCAGATTAACAGAAAA
+TTTATAAAATTAGATTCTGCTTTATTGCCTTCCAAATATTATAAAAAAGAAATTATTAATACAGAAACGT
+TTGATGAATTTTTTATCATAACTCCTTTTGGGAAAAGGAGCATTGACAGATACGATTTATACGAGTTTAT
+AGCCGGGAAATATCATGAATTAAAATCAAAGGGCTATGAAGAAAAAACAATTAGAGATAAAATAATTGAT
+TACGTTAGTAACTTCTTAGATGATGTATAGCTGCTTCTTTTATAGCAAGCTTTTACTTTTTGTTTTTTTA
+TCCCTTTTTACTAAAATTCCTGCAGCGAGGGCAGTTAGAGGTATACAGCAACTAATCCCGTGCTTGCTGC
+TAATGAGCGCACTATTTCAGTTGCTATTATGTCCAAATTTATTATTTCTCTTAGAGAAGTTTGATAAGCC
+ATAAAGAGCAAAAGCAAGGGTATTGCGCTTAGAACTATGGCTGTATCCATTTCTTGCTTTGCATATGCAG
+TTGAAGTGAGAAAAAACAGAAGAATGAGGGATATTGCTATGTATTTTAAAATTTTCATGAAACCTGCTAC
+CTCGCTTTCTTTTTGATAAAGGTTATGAGAGACAATTATAGCATTTTGTTTAAAAGAGTGTCAACAAAAT
+TTAAATCAATATTTTTACATTTATGGAAATGTTCAATAAATGAGTATATATGAGAATATATAAGCATAGT
+ATATCATAACAGAGGATAATAGCCTTTAATTGGGGATAATGAGAAAATACGAGAGTTGTCTTGAAAGGAG
+GAAGGAGCTATAATTGTAAACGAATTTGACTCCTGCTATTGTTGAAAAACAACAATAGAAAGGAGGAAGA
+AGGCTATGAAAAAAGTTGTAGCAGTAATACTTGCTTTTGTGATGGCTTTTGGAGTAGTCTCTCAGGCTTA
+TGCTTATACGAAGGTGCACGTGGTATCAAGGGGAGAATCCCTGTATTTGATTGCAACATGGTATGGAAGC
+GATTTGGACAGCATAAGGCAGGCAAATAATAAGTGGGATAATTTGATATATCCAGGGGAAAAACTTTTAG
+TTCCTATAAAAGAGGACAGCGATCACTACAATTACTTGGTGGACAGGTATTTAATTGCTAAGATGATATA
+TGCTGAGGCTAGAGGAGAGAGTTTTGAAGGGAAGGTAGCAGTTGGAGCAGTGATTTTGAATAGAGTAAAA
+AGCGGAATTTTCCCCAATACAGTAGCAGGAGTTATTTACCAGCCTTATGCTTTTGAATCTGTGCTAAATG
+GAGAATTTTTCAACCACGAGCCCGACCTGGAAGCTTTTAAAGCGGCTGATGCTGCTTTAGCCGGTTGGGA
+CCCAACAGGAGGAGCTTTGTATTTTTTCAACCCAGCGACTTCTACCTCCTGGTGGATATGGACAAGGCCT
+GTTACTACAGTAATAGGTCATCACTGGTTTGCGAGATAGGAGTAATTTCCTATCTCGCTTTTTTATAATA
+AATTCATTGATTTTGTAGGAAAATAAGGATTAGAAGTACACAAGAGGTGAATTTTTATGAAAAAGATTTT
+TGTGTTTGGAAGTAAAAAAGCAATTGCTTTAAAAAAATTTCTGGAGGATTTTTTTAAGGGGCGTGGTATT
+TCAGTAGAAGAGGTGAATTACAGCTTGCCTTGTGATGTATTGGTGATTTACGATGTTTTTGATGAAAAAC
+ATGTGAATTTATTAAAAAATTATATCAATACTCTTCCTCCAAATGTTATAATAGCTAATGGGGATGTAAA
+GGATGTAAATTTGCTTTTTGATATGGGTTTTAGTTTTACTTTGATTACAGCTGGGTTAAACCCGAAATGC
+ACAGCTACTGCTTCATCTATTTCCTATGAAGAAGGGGGATACAGGTTTAATTACTGTGTGCAGAGAGCGT
+TTAATAATTTGAAGGGCCAGTTAATTGAGCCTATGGAAATACCTGTTGAAATAAAAACGTCGGAACAGTA
+TAATATATATAACTCATTGTTTGCGGTTACATTGTTGACGTTATTAGAAGGAAGAGAAAAATTTTTTGAA
+TCGCCTGTCATAATCGGGGTGTAGGGTTAATATATTTTTAAAAGGACACATAAGGGGAAGGGGAGAGTGA
+ACGGATGGCAGGTAATTTTTTAGAAAACAATACCGTCACGCTGGTTGGAAAGGTTTTTACACCCCTTGAA
+TTCAGTCATGAACTTTACGGAGAAAAATTTTTTAATTTTATTTTAGAGGTACCAAGGTTGAGCGAAACGA
+AAGACTACCTTCCGATAACTATCTCTAACCGGCTCTTCGAGGGAATGAACTTGGAAGTGGGGACAAGGGT
+GAAGATTGAAGGGCAATTGAGGTCTTACAACAGAAAATCTCCAGAAGAGGGGAAAAACAAGCTCATTCTC
+ACTGTGTTTGCCCGCGACATCTCTGTTGTCCCGGAGGAGGAAGTTGTAAAAAACCCTAATGAAATTTTTT
+TGGATGGATTCATATGTAAAAAGCCAGTGTACAGGACTACGCCTTTAGGAAGAGAGATAACTGATTTATT
+GATTGCTGTAAACAGGCCTTATAACAAATCTGATTACATACCTGTAATTGCGTGGGGTAGAAATGCTAGG
+TTTTCTGAAAAACTTGAGGTGGGAGACCGCATAAGGTTGTGGGGGAGAGTGCAGAGCAGAGAATATCAGA
+AAAAGTTGGGAGACGAAGTGGTGACAAAAGTTGCTTATGAAGTATCTATAACCCGCATGGAGGTAGTGGA
+AAAAGAATTGCAAAAAACAGAATAAAAAGGTCAGAAAAAACACCCGAAAACTCGGGTGTTTTGTTTTAAC
+CTCTTAAGTCTTCCATTAATTTTGTTTTTTCCCTGGTTTTTTCGTCTACTACTTTGACGATTTTAGCAGG
+TACACCTGCCACCACTGTATTAGGTGGTACATCTTCAATTACCACTGAGCCTGCTGCGACCACAGCGCCG
+CGGCCTACTCTGACGCCCTCCAATATCACAGCATTTGCCCCAATCATTACATTGTCTTCAATTACAACAG
+GTACACTGCTTGGAGGTTCTAGAACTCCTGCTATAACAGCTCCTGCACCAACATGGACGTTTTTCCCTAT
+GATACCTCTTGCGCCTATCACAGCGTTCATATCTATCATTGAGTTTTCGCCGATTTCTGCTCCTATGTTT
+ATAACTGCTCCCATCATTATCACAGCGTTTTTGCCTATTTTGACTTTATCTCTTATTATTGCTCCCGGTT
+CTATTCTTGCATCCAGATGGGTTATATCTAAAAGTGGTATTGCTGAGTTTCTTCTGTCATATTCCAAGTG
+ATAATACTTTATTCTGTCTTTGTTTTGCTCTATGACTTTTTCTACAACTTCTAATTCTCCAATGAGTATT
+TTAAAGTCTTCAGAGCCAAATATTTTCAATCCTTCCTCTTCTTCTACCTGGATCTTCCCCTGTACATATG
+CCTTTACTGGAGTGGATTTTTTTGCTTCTTTGATGTATCTTGCAATTTCATAGGCGTTCGTCAGGTTATC
+ATTTGTGTTCAAGTTTATCATCCTTTCTTTACAAGGTCTTCCATTGTATATAAGCCAGGTTTTTGACCTA
+TTAAAAATTTAGCTGCTTTTAAAGCTCCATATCCAAAGACTTCCCTTGACTGGGCAGAGTGAGAAATTGT
+TATTACTTCATTGGGTCCTGCGAAGATTACATCGTGTTCTCCTACTATTGTCCCTCCTCTTACTGCATGT
+ATTCCTATCTCATTTGGCTTTCTTTGTTCTGTTTTTGTGTACCTTCCATACACGTATTCTCTTTTCTCAG
+GAAGAACCTGATTTATTGCATCTGCTATCATAAGTGCTGTGCCGCTCGGCGCGTCTTTTTTCATGTTGTG
+ATGCTTTTCTACGATTTCTATATCAAACCCTTCTAAAACTTTTGCTGCTTCTTTTACAAGGCTTATCAGC
+ACGTTTATGCCCAAAGACATGTTGGCAGATCTGAAGATAGGTATCTCTTTTGAAGCTTCTTCCACTGTTT
+TTAATTCTTCTTCGCTCAAGCCTGTTGTGGCAATGACCACAGGAATTTTTCTTTTTGCAGCTTCTTTTAC
+TAAATTTGGAATGGCTTCGTGATAGGAGAAGTCTATGACTACATCTGCTTCTTCTTTTACTTCTTTTAGG
+TCAGAGTATACAGGGAAGTCTAGAGGGAAGGTGTTTTTGTCAACTCCTGCTACTACTTCAAATTCAGGAT
+TTTCTTTTGCCAGCTTTGCTACTACTTTTCCCATTTTTCCATTGCAGCCGTGGATTATTAGCCTTATCAT
+CAATTTTCCTCCTTTAAAAGGCCATACTGCCTTAAAACTGACTTTAGGTATTCAAGGTTTTTCTCGCTCA
+TTTCAACAAGCGGCAGGCGAAGAGGACCCACTCCAAAGCCCATGAGGTTCATGGCTGTTTTTACAGGTAT
+TGGATTTGTCTCTATGAAAAGGGCTTTATTTAAAGGATTTAGTTCTAGTTGCATATCTCTTGCTTTTTCA
+ATGTCTCCATTGAGGTATGCTGTCGTCATCTCATGGATTTTTGCAGGAATTATGTTTGCTGTTACGGAGA
+TCACTCCAAGACCTCCTAAAGACATGATTGGTATTACCTGGTCATCATTTCCTGAGTATATTTCAAAAGA
+CTTGCCCATTATGCGGGCGATTTCAGCGATCTGAGATATGTCTCCACTTGCTTCTTTCACTCCCACCACA
+TTTTCTGCTTTTTTCTTGACTTCTAAGTACGTCTCAGGCAACATGTTTAAAGATGTTCTGCTGGGCACGT
+TGTAGATTATAATAGGTATATCTACGTGACGTGCTATTTCAGTGAAATGAGCTACCAATCCTTTTTGTGT
+TGTTTTGTTGTAATAAGGGGTGATGACCAAAAGAGCATCTGCTCCGACTGATTGTGCGTATTCGCTGAGT
+TCAATCGCATGAGCAGTGTTGTTCGAACCGGTTCCTGCAATAACTGGTATTCTCTTTGCCACTTTTTCTA
+CTGTAAATTTTATGGCTTCCTTTTGCTCTTCATCAGTCATTGTGGAAGCTTCACCCGTAGTTCCGCATAT
+GAGGATTGCATCTGTTCCTTCTTTTATATGCCATTCAATCAATTCGCCAAGTTTGTCAAAATTCACTCCA
+TTTTCAGTAAAAGGGGTCACTATGGCCACACATGAACCTTTAAATACAGGCATGCTCCATTCTCCTTTCA
+CATATTTTTGATTACAAGTTCAGCAATCTGCACGGCATTTGTCGCCGCACCTTTTCTTATGTTATCCGCC
+ACAATCCACATGTTCACACCGCTGTAGACTGTCTCATCCCTTCTTATTCTCCCCACAAATACCTCGTCTT
+TCCCTGTAGCAAAGGTGGCAAGAGGGTATAGGTTATGTTCAGGGTCGTCCATCACTACAACTCCGGGGGC
+ATTTTTTAGAATTTCTATTAACTCTTTCATCTCATAGGGCCGAGCAAATTCTACATTTACAGATTCGCTG
+TGAGAATTTACTACAGGAACTCTTACTGTGGTTGGAGAGACTTTTATAGAGTCATCTTTCATTATTTTCT
+TCGTCTCGTTTATCATTTTGAGTTCCTCTTTTGTATATCCGCTCGGGGTGAAGGAGTCAATGTGGGGAAT
+GCAGTTATTCGCTATTGGATGAGGGAATACCTGGGGTGGTTCTCCTTTCTGCGTTCTTTCGAGGTCATCT
+ATGCCTTTTTTGCCTGCCCCTGACACTGCCTGATAAGTAGATACGACAATGCGCTTTATCCTGTACTTGT
+CATGAAGGGGCTTTAAAGGGACTACCATCTGTATGGTGGAACAATTGGGGTTTGCTATTATTCCTTTATG
+CCATGATATGTCTTCTGGGTTTACTTCTGGAACCACTAAAGGTACGTTTTCATCCATGCGCCATGCGCTG
+GAATTATCTATTACTACTATTCCACGGGATGCGGCTATTGGGGCAAATTGTTTGCTCACAGTAGCTCCTG
+CTGAGAATAAAGCTATTTGTATGTCCCTGTTGAAGCTTTCCTCTGTAAGTTCTTCTACGATGTACTCTTT
+GTTTTTAAAATAAAGTTTTTCACCGGCAGATTTGGATGATGCGAATAAGTACAGCTTATTGACAGGAAAA
+TTTCTTTCTTCCATTACTTTTAGAAAAGTTCTTCCTACCATGCCGGTAGCTCCGACAATTGCCACATTAA
+CTCCCATTATTCTAATCCTCCTCTAATTCGGGCTTTTTTAATTTTATGCTGTATTAAAGTGATTTGCTTA
+TTTAAAATATATCATTACTATTATATGAAGTCAATAAAATAAGGATTACATGAGATAAAAAAGCCTAAAA
+AGTGTACAGATTTTACTTTTTAGGCTCTAAAACTTTTTCAAGGGATTTTAAGTTTTTGAGAAATACTTCT
+GCTTTTACTTTCGTCAACACCTTGTTTTGGGATTTTACTGTTTTTTGAAGCTCTGATATGCTCACTTCAA
+ATTTTTCAGCAGTGGACTTGGCTTCTTTTGGAAGCTTTACTTTTAGAGTTTGCCATGTAGAGTTTATATC
+CATCAAATCTTTGGAAATTTCATCCCATTTCTGTATTTCGCTTTTGAAGTCAATATCTTGCCCATAAAAT
+TTAAGCTTTTTTATATCTAAAGAAGGGTCGGTGGAAAAGAGCCCTTCTAACTCAGGAATGTATTTGTATA
+CTCCGTTAGCGTAGATTAACACGTCTATTTTTGATTTTTTATTAGCCACTAAAGTAAGGTCGTTGATAGC
+GGCGCTCATACTGTTTATCAAGTTTAACTTGGCGCCTTTCTTTGTGACTATAGGGTTTAAAGAGTTCCAG
+TTGCTGTGAATGTCTTTTACAGTTTTTTCTATCTCCTTCCAGCTTTTTTCGTTTGTTGAGGTTTCTTTTT
+TCTTATCTTTGTCAGAATCTTTTTTAGAAGAAGTTGAAGAGGGCTTTTCTTTTATTTTTTTTGCCTCACT
+GATTATTTTTTCTATGTCCTTTTCTATTTTTGTAAGTTCTTTTGGTATTTCGGTTTTTTGTGAAGTTTGG
+GGCTTTTTTTGCGCTTTATCCTGTTTTTTACATCCTGTCATGTTAAATATCAAGGCAATTATGAGGAGGG
+CGCTTAAGAGCTTTATAAATTTTCTCATATTACCACCTCAGGAATAGTATGCCCCTCCTCACTTGGCAGT
+ATGCTAGCTGATTTTACTTTCTGACAGCTGATCTTTATACTGCAGCATATAGAGGTTGTAGTAAAGGCCT
+TTTTTCTGAAGAAGTTCCTGATGAGTTCCTATTTCTCTTATGCGGCCTTTGTGAAGGACTATTATTTTGT
+CAGCGTGCTGTATTGTGGAAAGCCTATGGGCGATGACAAGCGTAGTGCGCCCTTTTGTCAATTTTTCAAG
+AGCGTCCTGTATCAGCCTTTCTGTTTCTGTGTCTATGTTTGCTGTAGCTTCATCTAAAACTAATATCTTG
+GGGTTAAATGCTAAAGCTCTAGCGAAAGCTAAAAGCTGCCTCTGACCTGCTGAAAGGGTTGACCCTCTTT
+CTGTGACCTTTGAGTTATATCCTTCTGGGAGTTTTTTTATGAACTGATGGGCATTTACGTACTTCGCTAC
+TCTGTATATGTCGTTGTCAGTTATGTTTTTGTTATTTAGCCTTATGTTTGACTTTATGTCTCCTGTAAAC
+AGGAATACATCCTGAAGGACTATGCCGATGTGTTTTCTCAAGTCTTGCTGCCTTACTTTTCTTATGTCAA
+TTCCGTCAATTAATATTTCTCCTTTTTGAATGTCGTAAAATCTGCACAAAAGGTTTATTATAGAAGTTTT
+ACCTGCACCTGTAGCTCCAACAAAAGCCACTGTTTCTCCGGGATTTACTTCAAAAGATACATCTTTTAGC
+ACCCACTCTTTGCCATTGTAAGAAAACCACACGTTTTTAAACTCAATTTTCCCTTTAACTTCCTCAAGGG
+GAATGGGGTCTTCAGGGTCTTTAACTTCCTCTTTAGTATCTAAGAGAATGAATATTCTCTCTGCAGATGC
+CATTGCTGACTGAAGTATGTCGTATTTTTCAGATATGTCGAATATGGGCTGAAAAAGCTGTTGAAGGTAA
+TTTACAAAAGCGTACAGCACGCCAAATTCTATTTTCCCAGCGATTATATCTCTGCCTCCATACCATATCA
+AGAGGGCTAGAGTGAGAGAGTAAATGACGTCCATAGAAGGGCGGAATATAGCAAATATTGTAAGCTGTCT
+CATGTTGGCGTCGTAGTACTCTTTGTTGATTTTTTTAAACTCCTCCATTTTTTTGTTTTCCGTCACAAAA
+AGCTGAACTATTTTCATGCCGCTTATGTGTTCTGAAAGAAAGGCATTTATCCGGGCAAGTCTCACTCTCA
+CAAGGCGATATGCCTGAGAAGCAAGCTTTCTGTAAATGTACATTCCTGTCAGTATCAAAGGAGTGGTAGA
+TAGAGCGATAAATGCAAGCTTTAAGTTGTAACTCACCATGGCTATGACGATTCCCGCGATTATGAACACA
+TCATTAAATAGGTTTGTTATGACACTTGTGTACATTTCATTTAAAGTGTCTGTATCATTTGTTACGCGAG
+TTACTAACCTACCAACAGGGTTTCTATCAAAAAATGATAGGGAGAGTTTTTGCAGGTGTTCAAAAATTTG
+CTGCCTTAAGTTAAATATTATTTTTTGACCTGTGTATTGGATGAGGTACACCTGCCCATAATTTATCAAA
+AATGCTACTGTTATTATTACTATGTACAGACTTCCAATTCTTATTACACCTTGTATCGCCTGTTCTTTGG
+AGATGTGGGGATTGTTTATGTAGTTATCTATTGCTTGCTGTACAAGGTAAGGCCTTAAGAGGTTTGAGAC
+GGTTACAAGTAAAATTGCTATGACTCCTATTAGTATATAAAACCAATAAGGCTTTGCATAGGTAAGGAGA
+CGTTTCATTATTTTCCAGTCAAAAGGCTTTGCCATGATTTCTTCTTGCTGGTATTCCATTTTTATCACCT
+CAGCCTTCTTTTTGTATAGCTTCTTCTAATTGCTGTTTTTCATATATGCTGTAATACAAACCTTTTAAAT
+TTAGCAGTTCTTCATGGGTACCTCTTTCTACTATTTCGCCCTCGTCAAGAACTATAATTTCGTCTGCATT
+TTTGATGGTAGAAATTCTGTGGGAGACTATTATGGTAGTTCTGTCCTTCATAAATTCTTTTAAATTATTA
+AGTATCCTTTCTTCGGTGTTGGTATCTACTGCGGAGAGGCTGTCATCAAGTATTAAAATCTTTGGATCTT
+TTATTAAAGCTCTGGCGATGGCTATTCTCTGCTTTTGACCTCCTGATAGGGTTACACCTCTTTCACCGAC
+AACAGTGTCGTACTGCTGAGGAAATTCTACTATGTCTTTATGCACATCCGCCATTTCAGCGAATTTCTGT
+ATCTTTTCCAGAGGTTCTTCTTTTGTAAAGGCTATGTTGTTAGCGATCGTGTCAGAAAAGATGAAGTTAT
+CCTGAGGCACAAAGCCGATATTTTCTCTTAAAACTTTTAATGGTATTTCGTTTATATCATGTCCATCTAT
+GAAGATTTTGTCACAAGGTACGGTGTAGAGTCGCGCTATTAAGTTTACTAAAGTGCTTTTTCCACTTCCT
+GTTTTTCCAATTATAGCAAGAGTTTTGCCTCTGGGGATTTTTAAGTTTATGTTTTTCAATACAGGAGGTA
+AGTCTTTTTTGTATGAAAAGGTCAGATTTTTTATCTCTATATCTCCTTTTATTGTAGTAATATTTGGATC
+AGCAAACTTGTCAGTTATCTCTGGCACTTCATTTAATATCACATTGATTCGCTCCATGGAAGCAGCCCCT
+CTTTGAAATATATTTATGACCCAGCCAAAAGCCATCATGGGCCATATGAGCATGCCGAGGTAAGCAGTGA
+AAGCGACAAATTCGCCAAGACTTATCACACCTCTTATTACCTGAGTTCCACCGTATAAAAGAGCTATTGT
+AAAGCTTAAAGCTGCTAAAAACTGCACTGCCGGGTCAAATAGACCCCATATTTTAATCATGTTCATATTG
+GCAAGAAAATTTCTAAAATTTTCCTGACGGAAATTTTCTATTTCTTCTTTTTCTTGGACAAAAGCTTTTA
+TGACTCTTATCCCAGAGATGCTTTCTTGAACTTTATCAGTTAACGACGCAAAAGCCTCCTGAACTTTTGT
+GAACCTTGCATGGATTATTTTTCCAAATCGGTTGACTACCAGAGCCAGAACTGGCAGAGGCAAAAGGGCA
+AATAGGGTCAGTTTAAAATTAATAGTAAAAATCATTATGAGGATGATTGTGATGCTTAAAAATGAAGCAT
+CTATTGACATTATTATTCCTGGCCCTGCTGCCATTCTTATGGCGTTTATGTCATTTGTGGCATGGGCCAT
+TAAGTCTCCAGTCTTGTGTTCATGATAGTACTGAGGAGATAAGGTTAAAAGCTTGGAAAACAGGTCTTCT
+CTTAAGTCTTTTTCTAAAAGCCTTGACATTCCCATTATTTTAATGCGCCAAATAAACCGAAAAGCAAAAA
+CTAGTAAAGATATACCTATTATCCATAAAGAGTAATTTAGTAATATTTTTGGAGTTAAATCTTTACTTTT
+AAATAAATCGGTTACACTGCCAAGTAGATGAGGAATTATCATCTGAAGCAAGTCTACTCCTAATAAGAAA
+ATGATTCCAATTATGTAATCCCATTTATGCCTCTTTATAAAAGGAATGACTGTTGTGAAACTCTTCATAA
+TATCTCCCCCTTGAACTGTCTCTCATCTTTCTAAGAGGCATAATATTATTATAACGTAAACCTTTAAAAT
+TTCAAAAAATTTATTAAAACTATATTGCAATATGAAAAAATGTGATATAATAGGTATTGGTTAAAATTGA
+ATAAAATTTTGTGGGATGGAGATGAAATACCTTTCTACCTTTTAAGAAAATTAGCAGCATTTTGCGCTTG
+AGTTTGCGCAAAATGCTGCTTTTCCTTTTACTCTTCGAAAAAGCCCTTCTTTACAATTTTTCCTTTTCTT
+ATCATAAATTTGCCTCTCGCTATGACTGAATGGATATTTAAATCTTCGTCCAGTATGACTATGTCAGCGT
+CAGATTTTTCGGAAATGCATCCTTTTCTGGGGTATAAGTTCAATACTTTTGTCACATTTTCTGTTATTAT
+TTTTATCCCTTTTTCAAGGGGGACAATGCCTTCTATAATTGCTTCTCTTAAATCTCTGTAGAGTGTATCT
+GTGCTCCCTACCATTACTTTTACCAGTTTTTTGTTTTCGTCAAACACAGGTATGCTGCCGTTGCTATCAG
+AGCTCATTGTGACTTTTTCTATTGGAAGCTTGTTTTCCAGGACTTTTTTAATCGCCTCTTTTGGGGTCAA
+AGCTGTTTTCGAATGGGGGTCAGGTTTTATGTCAGAGGTAAGGTCTATCGTTCCTCCCATTTCTATAAAT
+TTCAAGCCATGTTCAAATAAATGAGATGCCCTGTTTATGTGAGTTGGAACAAACTGGGTAATAGGTATTT
+CGGTTTTTTCTACAATTTCAAAAATAGGAGAAAGGCCTCTTATACCGTCTCCCACGTGAAGGTGCACTAT
+TCCGGGTTTGCCACCTAGAAGTCCTCCAACTCTGGCTTCTGCTGCTAGTTTTGTTAAATCTTCTACTGTA
+GGCTGTGCAGACCTGTGGTCCGAAATCGCAATTTCACCTGTACCGATGACTTTGTCAATCAAGACGAGGT
+CTGACCTTACACTTCCTGTGAGGGTGCGCGTAGGTATCTCGTAAGCTCCTGTGTAAATATAAGTTGTTAT
+TCCCTCCTGTTCTAGTGCTCTTGCTTTTGCGAGAAGCGAAGCCATTCCACGCGTTATTCCGTCTGTCCCC
+AAAAGCCCTACCACAGTAGTTATTCCGCCTTTTGTTATATCTGATAGAGTTATTTCTGGAGTTCTGGTTG
+AAGGACCACCTTCTCCGCCTCCCCCTGCTATGTGAACGTGCTGGTCAATAAAGCCGGGTACAGCTATTAG
+GCCTTCTACTTCTTCTACTATTTCTACATCTCCAAATTCTTTAAAAGGTTTTATTTCATCGGCTATTTTT
+ATGACTTTCTCGCAACATATGAGTATGTCTTTTTTGCCTATTGGTTCTGGGGAGTAGACGTTTAATCCTT
+TTAGCAAAAGAAACATAATAATCCTCCTTTCCATATTAGTTTTCCATCCGTATATCAATATTATAACAGA
+CCGGTGGCAAAAATTAGAGAAGTGGCCGGGAACCTGCCAGAGCCCGAAAAGCAAGCCTTTAGTTTTGTGT
+GTCTGCAACAATGACTTTGCTAACAACCCGAATTATACATAGTGTAAAATTATCGTAGGATTTTTAAAGT
+GAAAAAACAAGAGACAACCCCTGTGATAAAATAGATTGTGGAAAACAAAAAACACGAAAGGGGTGTCTCT
+TGTGAAAAAACATATTTTTGAGGATATTATACTACAAAATGCTCTAAATTTCACTAGGGAAATGATGAAT
+GTTTTTGAGGATTTATTAAAGAATGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAAGAACTTACGG
+ACAAACTAGGTAGAGAGGCAATAGAAGCAATTATTGAGGAGTTAGATAGGATAATAAAAGAAGACAAGAG
+AAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAA
+TATGAGAGGACATATTACAAATCAAGGGAGGATGGTAGATATACATATTTAGTGGATGATGCATTAGAGA
+TAGGACGGCACGAGAGGATAGAAAAGGGAGTAAAAATAAAGTTAGTAGAAAATGCGATAGAAGAATCATA
+CGAGAAAAGTAGCGAGAAAGCATGTCCAGAGAAAATAAGTAAACAGACGGTATTAAACGCAATAAGGGAA
+ATAGGAGAAGTAGAGGTGAAGAGAGAAATAAAAGAGAAGAAGGAAGTAAGGGTTTTATACATAGAAGCAG
+ATGAAGACCATGTACCTTTACAAGATGGCAGCAGTGAAACACCGCGATTGATATACATACATGAAGGTAG
+GGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTGTATTACAAGGCATACGTAGGAGAGAAAGCAGAA
+GACATATGGATAGATGTAGCGAATTACATAGAAGAAAATTACAAGGAAGAGAAGATAGAGAAGATATACA
+TAGCAGGAGATGGAGCACCATGGATAAAAGAGGGATTAGAATGGATAGTAAAATCAAGGTTTGTGTTAGA
+CAGATATCATTTAAACAAATACGTATTAAAAGCAACATCAAAAGAGCCAAAGTATAGGGATAAGATATGG
+AGAGCAATAAATGAAGGGGATAAAGAAGGAGTGAAGAAAATATTTGGTGAGTTAATAAAGATAGCAAAAG
+AAGAGAAAGAAAAAGAAAAGATAAAGGAAGCGAAGAGATACATACTAAACAATTGGGAAGGGATAAAGAT
+ATACAGTGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGGCATATAAGCCATGTATTTTCTGCAAGA
+CTTAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAGTTAATGGCGAAATTAAGGGTATTTAGCA
+AGAATGGAGGAGACTTAAGAGAAGTAGAGTGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATT
+AACAGAGAAGCAAATAAAAGAGGCAGTAAGGAGAGTTAAAACGTCTACAAATGAAAAAATAAACAATATT
+ACGGTTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTA
+TATAAAGAACATGATAAAACGAAGCCCTGAATTAATTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACA
+GTATCTTGACACTATCCCGATTATAATTCATTTTGAAAAAGGATAGAATTTTTGTTATGATAAATATAGA
+AAATTGTAACGATACAATTGTGAGGGGAAAGTATGAATAAAATTGTTATTGACAGGAACAAAGAGACACC
+AATATACCTTCAGCTTTACTCTCAGCTCAAAAGGTTTATAGAAAATGGGAGCTTGCCACCTGGGTATAAG
+CTTCCAACAATAAGGAGCATGGCAAAAGAGTTGGGAGTCAATATTATAACTGTGGTCAATGCTTACAGGC
+TTTTAGAAGAAAACGGATATGTGTACACCAGAGTGGGAAGTGGAACTTACGTCTGTGAGGGCATTCAGAG
+GGATAGAGATTTGATAGAAGATATTGAACTTTCTGAGCACAGAGAGATACCTGTCAAAAAGGGGACTATA
+AATTTTGCCTCTTCATCCTTAAATCCAGAACTTTTCCCTGTGGATGAGTTTGCAGAGCTTATAAACAGAG
+TATTAAAAAGGGATAGAGGGTATGCTTTTGAGTATCAGGACAGCAGGGGATATAAGCCTTTAAGAGAGTC
+TATCCTCAAGTTTGTGAGGCTTTATGGAATAGAAACGGGAGTTGAAAACATTCAGGTCATCTCAGGAGGC
+CAGCAGGGGATAGACGTTGTGTCAAAAGCTTTGATCAATTTTGGTGACACAATAGTCGTAGAAAGACCCA
+CATATTCATGGGCTTTAGCCTCTTTTCAATCGAGAGGAGCAGATATTCTAGAGGTAAATTTAAATAAAGA
+CGGAATTGACATAGAGGATCTGGAAGATAAATTGAAGAAATTTAAGCCTAAGTTCATATACGTGATGCCG
+AATTTTCACAATCCCACAGGTATTTTATATAGCGATGAGAAAAAAGAAAAACTTGTAGGGCTGGCGGAGA
+AGTATGAAACTTACCTTTTAGAAGATGACTTTGCAATTGAATTATCTTTTACAGAAACAGATGTATTCCC
+TCTCAAAGCTTTTGATAAGTACGACAGGGTGATATACCTAAAAAGCTTTTCTAAGGTTCACATGCCGGGA
+TTGCGTCTTGGATTTATCATAGCCCCGGAAAAACTTGTGAGCAGTTTTCTCAAGGCAAAATATGTTACAG
+ACCTCACTACTTCTGGGCTGATGCAGAGGGCTTTCGATTTATATTTGAGGGAAAACATCTGGAAGAAACA
+CATTGAAGAAGTGAAAGGCGTAATGAGAGAAAGGTTTGAAAAGATGAAAGAAGGGCTTACCCAGTTAAAA
+AGCTATTTTGAGTTTGATATTCCAAAAGGAGGTTTTTACTACTGGGTAAAGCTTAAAGATAACTGGAAAG
+CGGTAGACTTTTATCAGAAATGTCTTGAGAGAGGGTTATTGGTAGTTCCGGGGGATATGTTTTTTGGAAT
+AAAAAAAGAAGACAATTTTCTGAGATTAAGTTTTGCCTCATGCGATGTGCAAGAGATAGAAAAAGGAATT
+GAAATATTAAGACAGGTTTTAAGCGAAGGGCAGAATGAAAATGAGATGTATCTTCCTATAATATAAAACA
+GGAGGAGGATAAAAAGGTCACTCCTCTACCTTTTTATCCTCCTCCTGAGGGAAAGATTTGGACATTTTTG
+ATTTGCCTTCAAAAACAGCTCCTTCTTCTATTACTAAATTTTGGACTTCAATATCTCCATATACTTTTCC
+AGTAGATGTGATCTGCAATTGGCTCTTTGCCAGTATGTTGCCTTTAACCTCTCCTGAGACAATCACATTG
+TCGGATGAGATATTTGCTTGAATTTTTGCGCCTTCCCCTATAATCACATTTCCCTTTGTTTCTATTTGTC
+CGCTGAAATTGCCATCTATTCTAAGAGTACCTTCAGACCTTATGGTTCCTTCAAATGAGGTGTTTTTCCC
+TATTACAGTATCAATTTTTTCAGGATTTATTTCTACCTGGCTCTTTTTCTGAAACATGTTAATTCCCCTT
+TGCTAGATATTTCATCGGGTTTACAGGGCTTCCATTCGCCCTTATTTCAAAATGGACGTGAGGTCCTGTG
+CTTCTTCCCGTGTTTCCTGATTTAGCTATTACATCTCCTCTATTTACAGTTTGTCCTACTTTTACGAGGA
+TTTGAGAATTATGGCCGTATACAGATTCAATACCATATCCGTGGTCGATTATTACCGCTTTGCCGTAGCC
+TGCAAGCCACCCTGCGTATACTACGACACCCTTTCCTGCGGCTTTAACCGGTGTTCCTATGTGAACAGAT
+ATGTCGATCCCCGGGTGAAATTCATATCCATATCCAAAAGGGTTTTTTCTCATTCCAAAAGGGGAAGTTA
+TAGTACCGTATACGGGGTAAGCCGAGGGAAGAGCTGCTAAATAGTTAAGCCGAGCTTCTACTTTTGATAT
+CAAATCTTTAAAGTCTTCTGTCTTCTGGTCAATTTCTGATAAAAGCTCTGTGGTTGTTTGGTTGTCGTAA
+GATATTGTGCTATCTGATGGAAGAGTTCTTGTTACATTTCCACGGCTTGTAGTGGGAGAGGCAAGTCCTA
+CCATTCTCCTTATTTTTTCTTCTAATTCTGTGAGATTTTTAATTTTTTCATTTACCATCTGGGCGTTTTT
+GTTAAGAGCTGCAATTTTTCTGTCTTGTTCTTCTTTTATCTGTGTGAGTTGGGATATCTGCATGTCTTTT
+TCCAGTATTACAGTGTAAAGATGAGCGGTAGTTTTGCTGAAATATACTAAAGATATTGTCGCGGTTAATA
+TCAAGGCTACGGCCACTGTTGAAACGGCCTTTAAAAGGGGAATGGATAGCTTTATAGTTTTTATTTGCCG
+GTTTGAGTCAGGAATGACCATTATGTTTATGTACTTTTGCCTTTTTTTAGCCATTTTTACCCCCACCCCA
+AAAAAATGGACAAATATATATTCTATATCCATACCTAAAAATCCTGCCTGAAAATCAAATTTTAAATTTT
+GTTAATATTTAAAATAATTTTTGTGGTATAATCAAGGGAGAGATTTTTGAGTTTTGAGGTGGAGTATGAG
+AAAGGGAGTTGTTCTGGGATTCATATTGAGCATAGGGGCTATTTTAGCAAATATCATAGTAAATGGATTT
+TTTACATCTTATATTTACTATAGCAATTACCTTTTATTGATAGGGACTGGAGTGGGACTTTTAGGAGGTA
+TTCTCTATGTCCTTTACTGGATAAATGATTTAAAGCTTGTGAAGAAGATATACTATAAAGAGGAGTTACC
+AGAGAGAAGGGAAGAGATAAAGTACATGAAGGAATGGGGAAGTTATTTGATAATAGCGATGTTTGTCATG
+TGGTTTATGTCCTTTTTGTTTGCGCTACCCTATTATTTTTTGAGGGAATAAATTAAAAATTAAAGGAAGA
+TACTATTAGGAGAAATATATAAATGGGTGGTGGGATTGTGGTCAGCACTGAGCAATTGAAAGCTGTTGGA
+AGAAGTTGTGAAGACTTTGAACTCGACCAGTCTCTTTACGGGAATAGCTTTGTCATGTCTGTCACGCCTC
+AGGAGAGGAGCTGTGAGATATGCAGGCACTGGGATGTCAATAAAAAGGAGTGCAGGATTGGCGTGTTTGA
+TGAGGTGCTTTCAAGCCTGGATCAGAGTTAAAATTTAAAAATTTTAAAATTCAGCAGGATTTTTTTTGTT
+TCTGTCGAATAGGAATATACAAAGAAGGTTTGAAAAGAGTGGGATGAAGCGTGGTTACAGTATCTTACAA
+TTTAATAATGAAAAAGAAGGCGGGGTTTTACCTCGCCTTTTTGATTTTATTGTGATAAAGGATTAACGTG
+AAAAGGAGGGGGATTATGAAAAAAGTTGTGATTGATGGCAATAATTTGACAATAGAGGATGTGGTAAAAG
+TTGCAAGAGATAAATGGGAAGTTGTGTTAAGTGAAGTGGCGAAAGAGAGAATTGTCCACTCAAGGGAGAT
+AGTTGATAGATATGTTAAAGAGGGGAAAGTGGTGTACGGCATTACTACGGGTTTCGGGAAATTTAGTGAC
+GTGGTAATCTCTAAAGAGGATACAGAAGCGCTCCAAAAGAACCTGATAATGAGCCATTCTTGCGCAGTGG
+GAGATCCATTGCCTGAAGAAGTAGTGAGAGCCATCATGCTTTTGAGGGCAAATGCTTTGGCTAAAGGTTT
+TTCAGGAGTGAGGCTAGAAACAGTTGAGACGCTAATTGAAATGATAAACAAAAATGTGGTGCCTGTAATT
+CCAGAAAAGGGTTCGCTGGGGGCTAGTGGAGACCTTGCGCCTTTGGCTCATATGGTATTAGTTATGATAG
+GTAGGGGAGAGGCTTTTTATGCTGGAGAGAGAGTATCTGGAGAAGAGGCCATGAGGAGGGCAGGAATACC
+TACCATTACTTTAAGCTCAAAGGAAGGTTTGGCACTTATAAATGGGACTCAGGTGATGTCAGCATTAGGA
+TGCCTCAATGTATATGACGCAAAAAGGATAATTGCCGTTGCTGATGCTGTGGCTTCTATAACTTTGGAAG
+CTTTGAGGGGAATAATAGATGCCTTTGATGACAGGGTTCAGATGGTTAGGCCTCATAAAGGGCAGATTGT
+ATCTGCCAAAAATGTGAGGAAAATGGTGGAAGGAAGTGAACTTATAACGAGGCAGGGAGAAATTAGGGTG
+CAGGATGCCTATACATTAAGGTGTATTCCTCAGGTACACGGCGCTGTGAGAGATGCCATATCCTACATTG
+AACGGGTTTTAGGTGTAGAGATAAATTCTGCTACTGACAATCCGCTGATTTTCCCCGATGATGGTGAAGT
+AATTTCAGGAGGAAATTTTCACGGCGAACCTGTAGCCCTTGCAATGGATTTTCTTTCCATTGCCCTTTCA
+GAAATTGCAAATATTTCTGAAAGGCGAATTGAAAGGCTGGTCAATTATCAGCTGAATGATTTACCGCCTT
+TTTTGACGGAAAAAGGGGGACTTAATTCAGGGATGATGATTGCACAGTACACAGCAGCCTCTCTGGTTTC
+TGAAAATAAGGTGCTTTCTCATCCAGCTTCGGTGGATTCAATTCCTTCTTCTGCTAACCAGGAGGACCAT
+GTCAGCATGGGCACAATCGCAGCTAGAAAAGCAAGAGAGGTTCTTAAAAATGTGACTACAGTTCTAGCTA
+TAGAGCTTCTGACAGCCTCACAGGCATTGGAATTTAGAAAAGGGTTTAAAAGAGGTAAAGGGACAGATAG
+AATATATAGGTTGGTGAGAGAAAAAGTAAATCCTCTTGTTGAGGATAGGGAACTTTATATTGACATAAAT
+GCTTGCTTTGATATCATAAGGTCAGGGAGGATTGAAGAAGTTTTGAAAGAGGAAGGAATAATGCTTGAGT
+AGGTGAATTTAGTGAGGAGAATAAAACAGTATTTGAAGGCAATAAGAGCGTGCGTTTCAGAAGAGGACTA
+TAAGTTTTTGCTTAGAGTGCTCAGCAAAAAAGAATTGAGCTATTTTAATAGATTTCCTGACTTTGAAAAA
+AGACATGCACTGGATGTCTGCTATTATATCATTGACAAATACGGTATAGAGGATGAGGACTTGATAAAGG
+CCGCGCTTTTTCACGATATAGGGAAGACAGAAGCCAAGATTACTCCTAACAAAAAAGCGATAGCGGTTAT
+TTTAGAAAAAATCCCTTTTATTGCAAATTTTCTAAGAGGATATTTTTTCTTTTTGGAAGTGTATTATAAC
+CATCCAAAGTACAGCGCAAAGATTTGCAGAGAAATGGGCCTCAGTGAAAGGGTTGTATATCTTGTAGAAC
+ATCATCACGATTTTGAAACTTTAGATGAAGATGTAAAAAAACTTCAGGAAGCGGATAAAAAGAGCTAGAG
+AGGTCTTCTCTAGCTCAGACTGTTGACAAAATATCGGGAACCCGTTATTATGAGAAGGGTTCCTTGTTTT
+TTATGAAGCAAAAGAGGAGAGGAGAAGGAAGATGTTATCAAAGAAACAGGATGCAAGACATCAAATAGAA
+TTTGTAAGCATAGATCAATTGGTACCAAAAGATCACCTTTTAAGGAAGATAGAAAGAGTTATAGATTTTA
+GTTTCATATACGATTTAGTAAAAGACAAATATTCCGAAGATCACGGCAGACCAAGCATAGATCCAGTAGT
+ATTGATAAAAATACTGTTCATTCAATATCTTTTTGGGATACCATCGATAAGAAGAACAATAGCAGAAATA
+AAAACAAACGTGGCATATAGATGGTTTTTAGGGTATGGGCTAACAGAAGAAATACCTCATTTTTCAACAT
+TTAGCCAGAACTACATAAGAAGATTCAAAGGGACAGACATATTTGAGAAAATATTTACGAAGATTTTAGA
+AGAAGCAATAAAACATGGGCTAGTAAATGCAGAGGAAGTATTCATAGATTCAACCCATGTAAAAGCAAGT
+GCCAACAAGAAGAAATACACCAAAGAAATAGTAGAACAAGAAGCCAGGACTTATCAAGAAAAACTAGAAG
+AAGAAATAAACAAAGATAGAGAAGCTCATGGCAAAAAGCCATTAAAGAAAATCAAGAAAATAAAGACGAA
+AGAAGTGAAAGTAAGCAAAACAGACCCAGATAGCGGAATGTTAAACAAAAACGGAAAAGAAAAATGTTTT
+GCATATTCCTTTCACACAGCCTGCGATAAAAACGGATTTGTATTAGGAGTAAAAGTAACAGCTGCAAATG
+TCCACGACAGCGTAATGTTTGAAGAAGTATTAGAAGAAGTTGAAAAGAGGGTAGGAAAACCGAAAGCAAT
+AGCAGTAGATGCAGGCTACAAAAATCCGTACATATTAAAGACAATATTTGATAGAGAAATAATACCAGCA
+GTGCCATACACAAGACCAAAAACGAAAGACGGTTTTATGAAAAAACATGAGTTTGTGTATGATGAATATT
+ATGACTGTTACATATGTCCACAAAATGAAATATTAACATATGTTACAACCAACAGAGAAGGATATAGAGA
+GTACAAATCAAATCCAGAAAAATGCAAGAATTGTCCTTTAAGAGAAAAGTGTACCCAAAGTAAAGACTAC
+ACAAAGAGGATATTCAGGCACATATGGGAAGGATATGTAGAAGAAGCAGAACACCTAAGACATACACCTT
+ATTGTAAAGAAGTATATGAGAGAAGGAAAGAGACAATAGAGAGAGTGTTTGCGGACTTGAAGGAGAAGCA
+TGGTTTGCGATGGACAACATTAAGAGGGAAAGAAAAATTGTCCATGCAAGCGATGCTTGTTTTTGCTGCC
+ATGAATTTAAAGAAAATGGCAACATGGTTATGGAGGAGGGGCAAGAGCCCTTTGGGTACTTTAAATTTTT
+ATCCATTATTTGGAGTTTTAAAGAAAATTTTATCCAGATATATACAGCTCCTGCTTTCGGAACTAGGAAA
+ACAGGAGCTTAAATTTTGCTTTGTCAACAAACTGAGCTAGAGAGGTCTTCTCTAGCTCAATCGTTTATGT
+GTATGAATCTATATACCACTCTTTTATCCCACCCCAAATCAAAAGGAACGTGATATCGGTCAGAGGTGTG
+GGTGTTTACAACGGGGATGCCCATTGAATCAAAACCTGTCACTACTGCAAAATGTACTATTTCCCCTTTT
+TCCTCATAGCATATCAAATCTCCTTTTTCTAAAGCCCTTATGGCCCCCTGAGGGTATTGCTCTGTGGGCT
+TTACCATATCGAGGTAGTGACCTTTTGCAATCAATTTTCCTTTTCCAGTGTAAATTAAGTAGTTGAATAA
+AGCAGGAGCTTGAGCCCATGCGGTGGAAGCGTCTTTTCCATTGAAAAACCACACATTGTCCATTGGGAGA
+CCTCCTCCTTCATGGAGGACTTGGGATACAAAATTAGTACAATCTCCTCCTACTCCATAATAATCTTTGT
+ACTTCGGATTGTACTCGTAGTTGTTGCCACTTCCCCAGGCAGCTCCAGCGTATTTGTCGGCATAGGCTAC
+AGCCCCTTCTCTGTCATACTTTCCTTTTTTCTTGGGCTTTTGTTCCATCTCTTCCTGAGGGATTGAAGTA
+GGTGCAGCCTCTGGGATTATACCTTCTGCAGGGCTTGCGTCTATGTAGGCAGAGTCCTCGTCTAGTGGGT
+CGTAGTACCAATCCCTTCTTATGAGCCATTTTCCGTCCACTTTTACAAGTTGTATTGAGTGCCTTATGCC
+AAGCCCCATCAGGTTTACCACATCGCTTTTTGCGTTGTAAGCATAGCCCATTTTCATCGTCTCAATTGCG
+TACACCCATATGGAATTTTCTCCTGCCTTTATATTTTTTATCCTATAGAAGGATTCAGCTTCTGTAAACT
+TTAAATTCCGCTTTTCAGACCAGCCTTTGACATACTCTATTCTTCTCTTCTCGTGGTCTAAAGCCCATTT
+TCCATAGGTGGAGGATTTATCGTAAAAGTATTCAATCTCTCTTAAATCTTGGTTTAATAGGGCTTTTCCC
+CTTTGTTTAAAGAATTCATCCAATACGGCTTTTACTTCTTCTTTTCCGTTGGAAGTAGCTTCTATAGTTC
+TGTTGAAGAAATTTATTGAGAAGTAACTGAGAAGTGCGAGAAAAATTACTAAAGTTATTATTTTAGTAAA
+TTGTTGACTTTTCAACGCCTTACCTCCTTGCAGTTGAATTCAAGATAATAATATGAAATCGGCAAGATTA
+TTATTCATTGGCAATTTTTAAGCAATTTATGTTATAATTAGAGTAAGAATATGGAGGTGAAGGATTTGAT
+CGAATTAAAAAATGTTTCTAAATCTTATAACAATGGCAAAATAAAGGCTGTTGACGGCCTTAACCTTGTG
+GTGAATCCTGGGGAAATATTTGGCTTTTTAGGGCCAAATGGGGCAGGAAAGACTACCACTATAAAGATGA
+TAGTCGGAATTTTAAAACCAGATGAGGGGGAGATACTGGTAGATGGAATTGATATACAAAAAAATCCAAT
+AGAAGCAAAAAAGAAAATAGGATATGTGCCTGATGAGCCGTACATATATGACAAATTGACAGGGCTTGAG
+TATTTAAACTTTATAGCAGATGTGTACGGCATTTCGGAAAAAGAGAGAAGAGAAAAGCTGGAGTATTTTC
+TTGAGATTTTTGAGTTGAAAAATGCCATAGGTGACCTTATACAGAGCTATTCTCATGGAATGAAACAGAA
+ACTTCTTATAACTGCGGCGCTATTACACAGCCCTTCTGTGTGGATATTGGATGAACCCATGACAGGTTTG
+GACCCCAGATCTTCTTTTTTACTAAAAGAACTTATGGCAAATCATACAAAAGCGGGCTTCACCGTCTTTT
+TCTCTACTCATATACTGGAAGTAGCAGAAAGGCTGTGTGACAGAATTGCGATAATAAATAAAGGGAAAAT
+TGTAGCCTGCGGCACTATGGAGGAAATAAAGAAGCAGCATGAATGGGAGTCATTAGAAAAAATATTTCTG
+GAGCTGACGGAAAAATGAAGAAATTTATATCTCTTCTGAAAACGCAAATTAACTCCTATTACGGAATTTC
+TGCGATAAAATACAAATATTTTGTAGAGAAAAAGCAGCGGTGGGAGTTGGACCTTGCTATATTTGGAATT
+GTAGTAGGAGTAGCTGTCTTTTTGTTTATTTACGTGATGCAGCTAGAAGGATTATTTGCAGCAAGCATTG
+CTTTAAATCAGCCTCAGTTGATGCTCGCAATAGTGTTGTTTTTAGGGCAGATAGTCACTTTAATATTTGG
+CTTTTTCTGGGTTATATCTGTGTTTTACTTCTCCGATGATGTAAAAATTTTGCTCCCACTTCCACTGCAG
+CCTTATGAAATTTTGCTTTCTAAATATACAGTAATTCTTGTAAATGAATATGCTGTGCTGGCTTTGCTGT
+TACTCCCGGCAATAGGGATATACGGTATTGGGACTGGTGCAGGGATTTTGTATTACTTGATTGCTCTGGT
+GGTGTTCTTATTTTCACCTGTAATACCTCTTTCCATAGATTCCATCATCGCTTTGTGGCTCATGAGATTC
+ACAAATTTGAGGAAGAAAAAAGACTTTTTTACGGTTTTAATAAGCATATTAGCTTTGATGTTTTTCTTTG
+TTTTTCAGTATTTTGTAAACAGAAATCCTCAGTATACTGACAAAGATGCTGTAGTTGATTTTCTCATCAA
+AAATGCAGACCTCGCTAAAATGGCAACCAAAAGCTTTCCGCCATCTCTCTGGGGAGCTTATGCCATGTCA
+GATTACCACAGTTTATACGGATTTTTCAACTTGCTTTTGTTTATAGCTGTTTCTTTGATATTTACTGGTT
+TTCTTGCGTTATCTGCTCAAAAAGTGTATTTTAAAGCTTTAATGGCGGGTCAGGAAATTGGAGCAAAAAA
+GAAAACTGTGGCTTTGGAAAGGAGTATGAAAGCTTCTGGAGCTTTGAAAGCACTTATATTGAGAGAGTGG
+AAGCTTTTTATAAGGGTGCCAGTTTACGCCATGAATGTGCTTCCTGTAGCTATAATAGTGCCTTTTATAT
+TCTTTATCTCTTTTGTTGGCAATCCACAAATGGGGCTTGAAAAAGCTGTCCAGTATACTTCTTCTCCAAC
+AAATTGGTTTTGGGTTTCAATTGTAGGGCTTTTGGTTTCACTATTTCTTGCGGGGAGTACTAGCCTTTCT
+TCTACAGCTTTTTCAAGAGAAGGCAAGATGTTTTATATTTCAAAAATTTTACCTATTTCTCCCTCTCTTC
+AGCTGAGAGCTAAACTAATTTTAGGGAGCCTTGTATCAATTTTTGTAATCTTACCGAGTTATATAATTGG
+CTGGTATATTTTTAAAATTCCGCTTGTGACTGTAGCTATAACTGTGTTTTTGAGCTTGCCAGGTGTTTTG
+CTGATAAATATACTTGGACTTTTAATAGACTCTGCAAGGCCGTTTTTCGATTGGGATAACCCTCAAAAAG
+CCATGAAAGGCAATGTAAATGTGCTTTTTACTCTCGTTTTGACTCTTTTGTCTCTCCTAATTATTTTAAC
+CATAATTTTCTTACTTAAAACTTTTAATGTGTCAGAAATATTAATTGCTATTTTGATAGAAATTTTGATA
+ATACTGGCAGATTTAAAACTTTATTCTTTAACAAAGGATTTTGCAACAAAACTTTATTTTGAAAAAGAAT
+AGGGGGTTTTTAAAAATGAGCAAAAAGGCATTAGGAGGAATTGTAATATTGGCTCTTGTGTTTGCAATAG
+TCCTTGCTTCTTTATTTTTAACCCAGCCTTCTACAGAGAGCCAAAAAACGGTTTCCTCTAACACTATAGG
+AGTTGTAACGATTGAGGGAGTAATAGGAGACTTTTCAAACATACTTGGAATTCCTCAGTTTACGCCTGAT
+CCAGTAGAGCAGATAAGAAGAGCGCAGGAAGATAACACTGTAAAGGCAATCGTTGTCAAAATAAACAGCC
+CTGGAGGTTCTGCAGCAAAGTCTGTAGAAATATACACAGAGCTTAAAAGGTTAAAAGAAACAGGGAAAAA
+GGTGATAGTTTCAATGGGAGATGCAGCTGCATCAGGGGGATACATGGCGGCCTGTGGCGGAGACATAATA
+GTGGCAAATCCGGCTACAATAACTGGAAGCATTGGGGTTATAATGCAGTATACAAATTATGAAGGACTTT
+ACGATAAATTGGGATTAAAAGAAATCACAATAAAGAGCGGTCCTTATAAAGATATGGGTTCTCCTACGAG
+AGATTTGACTCCGGAAGAGAAAAAGATATTGCAGGGGATTATAGATGATACTTATGAACAATTTGTAGAG
+ATTGTATCTGAAGGGAGAAAGATGCCCATAGAAAAAGTAAAAGAATTAGCAGATGGCAGAATATTCACAG
+GAAGGCAGGCTCTTAAAGTTGGTCTTGTGGATAAATTAGGGGATTTTTACGATGCGGTTGACATTGCAGC
+AAAAGAGGCTGGCATACAGGGCAAACCCGTGTTAAAATATTACACAACTCCAAACCCTTTGAGTATACTT
+TTTGGAGGCGGGGCAAAGAGCAATTTAGAAGGCACGGGACTTGAGATATTAAGGCTTTTGTTTATTGATA
+AATGGAGCTTAAATTACAAGTAGAGATGAGTTTGTTATGTGAGGATAAAGTTTATGTTTTATGAAATAGA
+TGGTGTCTTTTATGACAAAGAAAAATTAAGTGAGTTTGTGAAAGAATACGAGCATTCCTGTAATAAACTA
+AAATGGCATTTGCAAAAATAAAACCCTCCTGGTAAAAAGGAAAGTGAAAAGGAAAGGGGGTAAAAAATGA
+TACATTATATTTATCTTGATGGTATAAATGCACTTAAAGAGTTAAATTGGGAGGCATTTTTAAATAATTA
+TCTTGAAAAGAATCGATTAGTTATAAAGGAATATTGCAATAATTTCTTTTTCACAAAAGAGGTGCCATGG
+GAAAGATGCATTGAAGAGTATAAAAAGCATTGGTTTGAAGAAAGTAAAAATAGGGAAGATTTGTTTTCTA
+AGTTTAATGAAGAAAAAATACGCTTTAATGTACCTAAGGGGATAGATAAAATTAAAGAAGTTTTTCCAGA
+AGCTGAAGATATAGATGTGTATGTGCTTATAGGGCTTTACAGTAGCAATGCTTTTCAATATTTTCTTGAA
+GGTCGACCTGCTTTAGGTTTAGCAGTAGAGGCTTGTGGGACGACTTTTTTTGGTATACCTATGCCTTATG
+AAGATATACCTTTATGGCTTTCTCATGAAATAGGCCATGCACTTCGCTATAAAAATCATTCACATCATTT
+GGCAAAATGGCTTTACCAAAATGGTCTGAAATTAGATAAAGCATTGGAGGAACTTCCGCTTTTTGAATTT
+TTAATTGATGAAGGCTTAGCAGTTATGACTACAAGATGGGGTTTTCCTGAAGAGCCTTTGCATAAAGTAC
+TAGGATATACAAAAGATGTTTACCACTGGTGTGTAAATAATGAAAAAGAACTTTTGAGTAGGTTAAGAAA
+TATTTGGGATAAACCTCCAGGTAAAGAAGAGTATTTTAGATATTTTAGTGGATATGATGAGAGTATTCCT
+CCACGCACAGGATATTATATTGGAATGCGCCTTATAGAAAGTTTTATTGAAAGGCACCCTGAAATAGATA
+AAAGTGAGCTTTTTACAATTCCTGCAGAGGAAATAGTATCACCGTCGTCATAGTGTAAAATCAAGTTAAT
+AATTTCCGAAATGAATGAAGGAGGTTTTTGTCTCAGACATAAACCTCCCTCCCTCCCTCTATTATCTTTT
+ATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCTCATCACAACAAGAGCATCTCATGGCTTATATTA
+CCATTTCTTACTTATCTAACCATTAAATGGGTAAGCTTAATAAACCTCATATCCTATTTCCATATTATGG
+CGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCCCATGTCTCACTGGATCTTAGTCCTTAATTCCTT
+CGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTCCATTGCAGGGTCTTTGCCCGTATGGTGATTATT
+TTTATGACAATTCCCGCTCTTGTTGTCAATATCCCATCTCTTGATTGGTTGTTTTTGTCTTATTCCTTCT
+TTTACCTTTTATGTCACATCGTTCACACTTTCGCTTTTCATAAAAATCAATTTCTTCTTAAGGGTCAGCT
+CTTTAGATGTGACTAAGTTAAAGCTGAAGAGAAGATGATTAACCCTTAATTGATTTGATAGTATGTTGGC
+ACTTTTTATGCAGCTTCCTGTAAGCCTGGCCTCTTTATGTCCTTCATCATCTTGATTGGGTCATATTTTA
+CTCCTTTCTTTAATATGACATAAAATATCCTTATCAGTTTGTTGCACAATACTATTAGTGATTGCTTCTT
+TTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTGTGTAGTTCACGAAATTCTTCGTTTTTTGCGACC
+AAGGCCATTACTGCATTAAATAGCACACTCCTCAATCGCTTCCTCCCTCTTTTACTTATTGTCGTTTCTC
+CTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAATCCCCCTAGTTTTTGTATCTGTTTTGGATGTTC
+ATATTTTTCAATATCTCCTACTTCTGCAATAAAACCTGCTACTGTGTTTACTCCTATCCCTTTGATTTCT
+AGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATTCTTCCATCTTCTTCTCTATTTCTTCAATTTGTT
+TTTTTAAAAATTCGTATTGTTCAATGAGAGTCTTTATCTCGTATTCCGCCATCTTTATGCCCTGCTTCTT
+CCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATAGCCCTTTTTTCTCCTACCCCTCTTTGTACTTCT
+TTCTTCCATATCGATATTATTTCTTCAGCACTCTTTTTTGCTATCTTCTCAGGCGTTGGAAATTCTCTTA
+ATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAATACGGTGTTAAACTCTGGAAAGTATATGTCCAA
+CCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGTTTGTTCAACCTCTCTTTTATGTCCATCGCTACC
+CTTAATTCCGCATATACTCCTTCAGGTATTATCGGCTCTACATATCTCCCGTCTTTTACTAGCATTGCTA
+TTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGAATTGTCATCTAATTCTTTGCTCATCTTTACATG
+AAATGGATTAACCAATACTACCTTTATGTTATTGTCTTTAAGGTATTGGGCAAAACACAGCCAATATTGC
+CCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCTTATGTCTCTCCATCAAGTCTTTTGCCCAGTTAA
+GAAATTTTGTCATACCTTCTCTATTGTTTTCAAATCTCAGGTATTTCCCATATTCTACTCCTCTGTAGTC
+AAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCTACTCCCGCAATTAATGTGTCTCCATAGTGTAAA
+ATTATCGTAGGATTTTTAAAGTGAAAAAACAAGAGACAACCCCTGTGATAAAATAGATTGTGGAAAACAA
+AAAACACGAAAGGGGTGTCTCTTGTGAAAAAACATATTTTTGAGGATATTATACTACAAAATGCTCTAAA
+TTTCACTAGGGAAATGATGAATGTTTTTGAGGATTTATTAAAGAATGGAATGAATATTACAGAGCTTGTA
+GCAAGGATAAAAGAACTTACGGACAAACTAGGTAGAGAGGCAATAGAAGCAATTATTGAGGAGTTAGATA
+GGATAATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAAC
+GACAGTCCTTGGGGATATTGAATATGAGAGGACATATTACAAATCAAGGGAGGATGGTAGATATACATAT
+TTAGTGGATGATGCATTAGAGATAGGACGGCACGAGAGGATAGAAAAGGGAGTAAAAATAAAGTTAGTAG
+AAAATGCGATAGAAGAATCATACGAGAAAAGTAGCGAGAAAGCATGTCCAGAGAAAATAAGTAAACAGAC
+GGTATTAAACGCAATAAGGGAAATAGGAGAAGTAGAGGTGAAGAGAGAAATAAAAGAGAAGAAGGAAGTA
+AGGGTTTTATACATAGAAGCAGATGAAGACCATGTACCTTTACAAGATGGCAGCAGTGAAACACCGCGAT
+TGATATACATACATGAAGGTAGGGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTGTATTACAAGGC
+ATACGTAGGAGAGAAAGCAGAAGACATATGGATAGATGTAGCGAATTACATAGAAGAAAATTACAAGGAA
+GAGAAGATAGAGAAGATATACATAGCAGGAGATGGAGCACCATGGATAAAAGAGGGATTAGAATGGATAG
+TAAAATCAAGGTTTGTGTTAGACAGATATCATTTAAACAAATACGTATTAAAAGCAACATCAAAAGAGCC
+AAAGTATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAGGAGTGAAGAAAATATTTGGT
+GAGTTAATAAAGATAGCAAAAGAAGAGAAAGAAAAAGAAAAGATAAAGGAAGCGAAGAGATACATACTAA
+ACAATTGGGAAGGGATAAAGATATACAGTGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGGCATAT
+AAGCCATGTATTTTCTGCAAGACTTAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAGTTAATG
+GCGAAATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAGTGGGGCAAGAAAAAGAATA
+TAAATGCAGGAAGTTACAAATTAACAGAGAAGCAAATAAAAGAGGCAGTAAGGAGAGTTAAAACGTCTAC
+AAATGAAAAAATAAACAATATTACGGTTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGA
+GCATTAAAATATGCACAAGTTATATAAAGAACATGATAAAACGAAGCCCTGAATTAATTAAGTTTCAGGG
+GTTGTCTTAAAAAAATCCTACAGTATCTTGACACTATCATGTGTCTCCCGTTACTTGCAAAATCTTTTCA
+TTTTGTTTATACTTCATTTTAGGTACCTCCTGTTTATTTTGATAATTCGAGGTAAGTTCTTAAACTTACA
+CTCTGTATTTTATCAGGAGGTACTTATTTTTTCAAAGTCCATTCTCCCTTATTTTTTATTCATTACAGGA
+ATGCTCTATATAAGTTTTATTTTAAAAAGAATGCATTTCTATCCAAGAGGTTACCCTTCTATTTACCTGG
+TTACCCAAACTGTGCAAAACTGTGCAGTTTGGGCAGCTGGGGTATTTGTAGTCCGCCCTTCAGACTTTCC
+CAGTCCCAGCAGGCGGTATTTGGGAAAGCCATAGCCCCTGCCCCAAGAAGCAGGAACTCGCACCCTTACG
+GGTCTCCCCACTTGCCCTGAATTAGTAATTCCTTCAGGACAGAGAAGTCTCTTTTTACCTTCTCAGGAGA
+GAGTGGAGTCACCACCGCTACCTTGAGAACTCGCCAGAAATCATAGGCACTAAAACTTGTTCCATCCAGA
+GGTTTTAGTACCCTTCCTGGCTCACTCTCAAGGCTTTGTAAAATTTCTATTGCTTTATTTATTTCTTTTA
+AGTGTTTTTTCTTCAACTGCTTGTTTCTGACTGTTTTCTCTACATGCTCTTTTAATTCTTCTAATTCATC
+TATAGTTAGTGCGTTAAGAAACTTTATATAATTGTCTGGTATCTTTTCTTCTCTGCCTAATCCTCTTCTT
+GCTATTACATAAGCTGCTGCTATGTCTTTTGTTATCATATACTGCGGTGCATATTTTAACATGCCTATTA
+TTGAGGTGTAAGAAGGATTGACTTCTATTACTTCTATCCCTTCCTTTTTTGCTAAAATTTTTATCTTTTT
+TAAAAGGGATTTGTAGCTAAAGTTATGTCTTATTCTCCTTGACTTTTTGCCTGAAAAGTCTCCTTTTTCT
+CCTTTGTTTTTTATGTCTAATTTTTCAATTACTATTGCTTTTCTTTTTTCTTTTGCTATCTTTACTATCT
+CATGAGCATACTGCCATCTGAAATACTCTCTCTTATCTGAATTGCCGCTTGCAAGTTCCGGCATTGGTAT
+ACTGCCATAGCTTATTAGATTTCCTTTTTCATCTACCTCTGCCCATGATATGTTGTCCGGATATGCGTTC
+ACATCTATTCCTATGATTCCTTTTTCTTTTGTTATTTTTATTTCTGGATATTGTTCTTCAATGGCAATGT
+AGGCGTATATGCTGCCATTTTTGAGTTTTAGTTCTACAGAGTATGGTATGTTTGATTCGGCGATTTCCTG
+CAGGAGTTCTCCTCTTTTTTTATTCTTTTTGTAGCCTGCTTCTATTTTGGCGTATACATATTTTCTTTCC
+CCTACATTTATCCTTAAGAAAGTGCCGTTTTTTCTTACTTCTATTCTTGTGTTGAGATTTCCTTTTTTGC
+TTTTATCCCCTCTTGAATAGAGATTTCCTTTTCTTTTCTCCTGCCACTTAACTTTTAATTTTTCATATGC
+TTTACCATTCAAATGATGTTTTTGAAGTTTTCTAAACAGTTTTTTTCCGCCAAAAATGACTTTTCTTGGA
+CTTTTACCTAGTTCTTTCGCAGATTCCAGTGTACTCCTTGCTTTCATTATTGCATCATCTACATATCTTG
+AGTTTAAATTGAATACCTGGGGTAACTTTCTTTTTAAATCTGCTCTTTTTTCTCCTTCTAAAAGTCTGTT
+ATATGCAAATCTCATGCAGGATGACCATCTTCTCATTAAGTCTAATACTATTTGTTTGTCTTCTTGATTT
+GGAAAAATGAGTTTAGCCTGTATTACTATCATGTTTTTTGCCACCCCTTTGTCCGTAAATTCTTGCTGCA
+AACGATGTTACTATTGCTATTAAGTCCTTTGCCAGCTCTTTATTTCATTTATTCCACTTGCTATCTCATG
+TATGACTTCATACTGCCATCCTTGGGAATTAGCGTATTCCTCAAGCCTTCTAATCTGATTCTTGAGATAT
+TCTTCCTGTTTCTTTGTGGACACTCTTGCATACAAAACTACTTTAGGTTTTGGTTTTTCTTCCAGCATGC
+CTAATAACTTCTCTATATCTTCTTTTTTATACCTTCTGATGCCTTTTGGAGTTCTCACAGGTGTTATTAA
+TCCTTCCTTTTCCTAATTGAGTACATTTCCTTTACTTTTTGCATGCTTAGTAACATTTATTATCACCTAA
+TTAAAATCATATCACTTTGCATTACTATCTTCAACTGTTACCTACCTCCTCCCATTTTATATTGTTCATA
+AAGGCCTCTATATAGCTTTTTTTATCAGTGCCGTAATCTATAAAATAGGCGTGTTCGTAGGTGTCAAGGA
+CCAGAAGAGGAATCGTCCTTAATACTATGCCGTGGTTGTGGAAGTCCTGAAGGTAATTGTGAAGTTTTAA
+ATCTATAGGGTCAAAGCAAAGGACAGTCCAGCCACGGGAAGCCATTCCACAGGCTATGAAGTCCTGTCTC
+CAGTTTTCAAAGGAGCCGAAATCAAGTGCAATCATTGGGGCTATTATGCCATCAGGTATGCCACCTGCTC
+CTCCTAAGTTTTCAAAATATAACTCGTGAAGTTTTACTCCATCTAAATTGTAAGTCTCTTCTAGTTTGAG
+TTCTCTATATTCACTATAGCTGGCATTTGCTTTTGAACGATCGACTGTTTTTAATTTTTCACGTATTTCG
+TTTGTCTTTTCTACATATCCATTGTACAACTTGTAGTGTTCTTCAAGAGTCCTTTGAGATATTCCTCTTA
+AAACTAAATTATATTTTTTTGCTACAAGCTTATCCATATTATTCCTCCTCTTGCATATCTAATTTTAGCA
+TATGAAAAGATATATAATTAGTGCATAAAAAGAATTTATATAGTGATCTATTCAAAATGCTATTTTAATC
+TATCGAGTAACTTTTGGTACAATCGAACAAAAGGAACCGTCCCTAACGTCGGACTAACGTCTGGATAGTA
+ATTCATTAAAATTTTCATTAATTTTTAATTGAAAATTTGTTATACTACTGGTATAATTTAATTGAGCAAA
+GAATAAAATAGGAAGGAGGGATGTACATTGATAAAAGTGGGTGATGCAGTTATGAGCAAAAGAAAGTTTT
+TTAATCTTAAAGATTTGGCTTCGTATATGATTTCCGTGAGTGATTTAGGGAGAGGAAAAGCATCAAAAAT
+TATAGAGAAGGTTGCTAAAAAAAAGGAACATTATATAGTTGTTAAAAATAACAAACCTCAAGCAGTAATT
+ATACCTATCGAAGAATATGATGAACTTATAGAAGCACAGGAAGACCTTGAACTTTTACAGCTTGCAATCG
+AAAGGACAAAAAATTTAAAAGAAGGAGAAACTTTGCCTTTTGAGGAGATTCTTAAAGAAGATGGATTGAC
+AAAAGAAGAATTAAAAAAGTACATCGATATTGTGGAGATTGAATAATATGCCTCTCCCTCAAAGTGAAGG
+TGGTTATGGAAAACCTTTGGGTAATAAACAAGGAAACAATTTGACAGGCTTTTTTAAGATCAAGTACAAG
+AATATAGGAATAAGAGTAGTGTATACACTCGTTAGAGATAAAAAACTCATGAATATAGTAGCGGTTTCTC
+CAAGAGATGATGATTATTGTTACTCAGTAGCAGAGAAGAGAAGAAGAAAATACGGGAATGATTTATTTAC
+CAAAGGATTCGAAAAGTTAGAAAGTGAATAAAAAACATATGCCAATGGGGCATTTTAACACAAGATTTAG
+TGTTTTTTATTAAGGACAGTGAAAGGATTCATTTTGAATATGGTAGAATGGTGGTAAAGGGTAGTTCAGG
+AGGGATAATGAATGGATTTAAAAGAGATTTCAAAGCAGACAGAGGAAGTCATAGAGGAGTTACTTGATAT
+AGCGAATTTAAAGCCGGGGAGTCTTTTTGTCTTGGGTGGAAGTACAAGTGAAATATTGGGTAAGAAAGTG
+GGAACTGCAGGAAGTCTTGATGTGGCAAAAGCAGTGGTGGACCCAATTTTAGAGGCAATACATAAAAGGG
+GTTTATACCTTGCAGTACAGGGCTGTGAGCACATAAACAGAGCTCTTTTGGTTGAGGAAGAGGCAAAAGA
+TAAGTACGGGCTTGAAGAGGTAAATGTCATTCCTCATGAACATGCAGGAGGGTCAATACAGACTTATGCT
+TATCAGCAGTTTAAAAATCCTGTTATGGTAGAAAATTTGAAAGGATTAGGACATGCAGGGCTTGACATAG
+GGCTTGTCCTGATTGGAATGCATTTGAGGCCTGTGGTTGTACCTGTGAGATTGAGTCGGAATAAGATAGG
+AGAAGCCACAATTGTTGCTGCAAGGACAAGGCCTAAGATGGTAGGAGGAGAAAGGGCAAGATATAAAAAA
+TTATAAAAGGCACGGGAGGCCGTGCCTTTAATTTATTTATTTACCTGTAAATATCTCACTAAAACTGCAG
+CAGCTTCGGCTCTTGTGAGAGGACGCTGTGGATAGAAGTATCCGTCTGAACCTCTCATAATATTAAGGCC
+AGAGATTATTGCCACATATCCTATCATGTTTTTAGGAATTTCGTTTTTGTCTTTAAAGCTTATACTAAAT
+ATATTAGGTATTTCTGCAATATATCCGACCTGAAGAGCGTTTACCAGCATTTTTGCAGCTTCTAATCTCG
+TTACAGGAGAATCAGGGTTTTTCTCCTCTGGCGCTATGATTTTTTTGCTTATAGCAATAGTGTAGTAGGT
+TTCATAGTCTTTTGAAGATTTTGGCATAGGGTTATAGTAGGGCGGCTGTACTGTTTTTACCAGCATTTTT
+ATAAAATCTTTTTGTGTTATCTCTTTGTCGGGATAGTACTTATCTCCCTCCACTTCAATTATGCCGTACT
+CTGCTAGAAGTTTTATGTCTTTTTCTGCCCAGTTGCCTTCTATGTCCGTGAAAGTGACCTTTGATTCTTT
+AACTATTGGCCTTCCCATTCCATCAAGGAGTGTACCTGTTTTAGCATCGATGTAGCCATAGAAATCGAGC
+TGGTAGACCAATTTCACTTTCGGTGGAGCGTCAGGAGATTTGTAGTCGTAATCTAAAATGTAATTTAATT
+TCATTTCATAGTTGTCAAGGAGTATTTTGTAAGCTTCATCGAGAGTTATTACATTTTCTGCAGGAGTGAA
+ATTCACATTTGTCCAGTTTAAGTAGTAAGAGGTTATTTCCCCTGTATAAGGATTTAGTGTGATTGTTATG
+TTATCAAATGGTGCTAAAATTCCATTTACAGTGCGCAAGTATGTGAAAGTATAAAGGTTTGGAGAATAAT
+CTGGATTGGAGGTTTCATTGAAATACTTGGTGTTTTTAAATTTTTCAGGGATTATCCTTTCTAAATATTT
+TTCTGCAATTTCTCCTAATTCTTTTGATGTATATTTGGGCTGTTTGTCTTTGTCTTCTATGTCTGAAACA
+GTTTTTGAAAAGTATGTCAGCTTTCCTGTGACTGCATCTACAGACGCATTGACATAAAAGTACTTATTAT
+CTTTTTGTAGGTTCCAGTAGAAGCTCCATGTGGGATTTTTTGCAGGGGCGTAGTAAGTATCAGTGTATAA
+ACTAGCGCTCTCTAGCTTATATCCTTCCAGTGAGAAAGGAAGAGAATTTTTAGCTATTTCCAGAGCTTTG
+TCTTTTGATATGTATTTTTCAGAAGCCTCTATTTCTTTCTTTTCTTCCGGAGTTAATTGCATCTCTTTTT
+CACCAGCAGGTCCTGCAGTTCTACCGCCTGGCATAGGATAGTAGTAGAGGGGCTTTTTCACTTCTCCTGT
+GAATGCATCAATAGGAGCATTTTGGTAAACACCATACACTAAAAGAGTTTTATAGGATTCTTTTTCTAAT
+TGAGGAAGTATTAAAGCATATTGAAGAGTTAATCCAATTTTTTCTTTAAAAATTTTTATGGCTTCCTCTT
+TTGTAATTATGTTTTCAGGTTTTGGGAATGAATAGTCCTCCCAGTTTTGAAAGTAAGAGGTTACTTTTAA
+GGTGTTTTTGTCAACATATACGTACAAGCCGTTGTTTGGGAAAGATATTCCGTTTACTATTCTTTCAAAT
+GAAAAGCTGTAATTAGCGTCGTAATAAGCGCCCAATGGATATGAGGGAACTATTTCTTTTGTCTGTTTAA
+ATTTTTCAGGAGTTATCTTTTGCAAAAATTCTATGGCAACTTTTCTAGCCTCTTCTCTAGTGTACTTTGG
+TATCACTGGCTTGTAAGGCTCCGATGTTGGAGTCCAAGTGGAATAACTAACAATTTCTCCTGTATTTGCG
+TTTACAGATACGCTTATGGTCCCTTTTGTGGTAGAATTCCAGGTTAAGTTCCATACTTTGTAATTTACAT
+ATTCACTGTAGCTGGAGGTAAAGTCATACCCGCTTCCACTTATACCTAGCTTAGTTTTTGCAATTTCAAT
+TGCTTCTTTTAAGCTTATTTTTGTGTCTGCTTGAGCCTGTGCTATAGTTGAGGGCATAACTGCAGCGAAG
+AGGAATACAAAGGCAATTAAAATAGGGATAAACTTTCTCATGAAGATAGACCTCCCTTTAGTTTTTTCAC
+TATATTAGACGTAAAAAAGATAAAAAAGTTCCCATGAGAGGAAAATTATTTTGTTTTTAAAATGTTCCAT
+ATGTTAAGGTCTTCTTGCCCCAATCTCCACACGGCTATACCGGATAGTTTGTAGCTGTCTACTAGAGATA
+ATTTTGCAGAAAAACTTTTTGAATCTTCAAACCAAACTGAGTGTACTTTGCCGTCTAATACGTAAGTGTA
+AGTGGATTCTTGAGCGGTTTGGTCGTATATTATAGTTACTCCTAAATTTTTTGCTAAGTCCACAGCTTGT
+TGGTATGTTAGAGTTCTTGGGTAATTTACGCCCTGTGTCCAATCATACCCATAAACAGCCATTCCCAGCC
+ATATTTTTTGAGGAGGTATCACTGTTACGGCGTAATTTAAAACACTTGTGACAAAGCCTATTGAAGAGAT
+CGGACCAGGCTGTGAAAAGTGTTCGTCGTAGGCTAGGATGTATATTTCATCGGCGTATTGGGCGATAAAG
+GAGTATTGAAAAGCTCCAGAAAATGGATGTCTTGGGTTGTCAGTTAGCTCTGCTGGCACAGAAATTGTGA
+CAGTTCTACCTGTGGGTTTTAAGGTGGCATACAGGTCATGTATAAAAATGTTTAAGTTTTCCCTGTCTTC
+AGGAGGGACGAATTCAAAGTCTATATTTACTCCGGGATAGTTATTTACTTCAAGCATATTGCGTATGTTT
+GAGATTAGAGTTCTTCTCAAGTGGGGAGTAGATATTAGGTCGTGGATTAGCTGAGATTTTTTTGGGTCTG
+AGTAATTGTGAATTATGGGATAAATAGGTAAATTGTTATCAGAGGCAATTTTTTTGACCTCACTGGAGGA
+CATGTCTGCCAATGTGCCATCTTCTTTTACCCCATACCAGAAGGGAATTAATGTTGTTATATCTCTTGCG
+TGCTGTTGTAAATCAGCAATGGATCCAGGTGCTATATCAAAATACCACTTGTTGTCCATTTTAACCCCTC
+CGAAAATTTTAAAATTGATTTATATTTTCATAATATGTATAATGGAACTATAGGGCGATAAGGAGTGAAA
+AAATATGAGAAGAAGGACAGGGATTTTGACAAGTGGGATTTCCCTCATCTTTGTTGGAATAATACTCATT
+TTAGAAAAATTTTATATTGCCATTCCTTATTTTGTATATGAGATTATATGGCCTTGTTTTTTTATTTTTC
+TGGGGCTAGAGCTTTTGTTTAGCAAAAAATTGTACGGGGAAGAAAACAGCGGAATAAACGTTGGAGCTAT
+TTTGCTGGCAATTTTAATGTTATTTTTTACTAGCGAAATTTTTTATTTACCGCCTTTTGATTTAAGAATA
+TGGTAGCAGATTGGAGGAAATGTGAATGAGTAAAAGGCTTTACAGGTCGAGGGAGCAGAGGATTTTTGGA
+GGAGTTTGTGGAGGCATTGCTGAATATTTTAATGTAGATGTGACTTTAGTAAGGCTTATATGCCTTGTCA
+CAGTGATTTTTGGCGGAGGAGGGCTTCTCTTTTACTTGATAGCGTGGATTATAATTCCTGAAAATCCCTA
+TCAGACAGGGAAGGCAGTGGATAAAACGAAAAATGAGATGGGCGAAGTAGGAAGTGAAAAAGAGATTAAA
+GATAATAGAGCGAATGAAGTGTTGGGATGGGGATTGATAATTTTAGGCCTTTTGATTTTGCTGCCGAAAT
+TATTTCCATTTGTGAGCTTTAGAATGCTGTGGCCAATAGTCTTAATTGGACTTGGTATATGGATATTATT
+AAAGAGGGATTAGAATTTTAATCCCTCTCAGACTGTTGACAAAATATCGGGAACCCGTTATTATGAGAAG
+GGTTCCTTGTTTTTTTAACGGTACAAAGCAAAAGAGGAGAGGAGAAGAAAGATGTTATCAAAGAAAGAGG
+ATGCAAGACATCAAATAGAATTTGTAAGCATAGATCAATTAGTACCACAAGACCACCTTTTAAGAAAGAT
+AGAAAAAGTCATAGACTTTAGCTTCATATACGATTTAGTAAAAGACAAATATTCCGAGGGTCACGGCAGA
+CCAAGCATAGACCCAGTAGTACTCATAAAAATACTTTTCATTCAATATCTTTTTGGCATACCATCGATGA
+GGAGGACAATAGCAGAAATAAAAACAAATGTAGCGTATAGATGGTTTTTAGGGTATGGGCTGACAGAAGA
+AATACCTCATTTTTCAACATTTAGTCAGAACTACATAAGAAGATTCAAAGGGACAGACATATTTGAGAAA
+ATATTTACGAAGATTTTAGAAGAAGCAATAAAACATGGGCTAGTAAATGCAGAGGAAGTATTCATAGATT
+CAACCCATGTAAAAGCAAGTGCCAACAAGAAGAAATACACCAAAGAAATAGTAGAACAAGAAGCCAGGAC
+TTATCAAGAAAAACTAGAAGAAGAAATAAACAAAGATAGAGAAGCTCATGGCAAAAAGCCATTAAAGAAA
+ATCAAGAAGATAAAGACGAAAGAAGTGAAAGTAAGCAAAACAGACCCAGATAGCGGAATGTTAAACAAAA
+ACGGAAAAGAAAAAATCTTTGCATATTCTTTTCATACAGCCTGCGATAAAAATGGATTTGTATTAGGAGT
+AAAAGTAACAGCAGCAAATGTACACGACAGTGTGATGTTTCAAGAAGTATTAGAAGAAGTTGAAAAGAGG
+GTAAGAAAACCGAAAGCAATAGCAGTAGATGCAGGCTATAAAAATCCGTACATATTAAAGACAATATTTG
+ATAGACAAATAATACCAGCAGTACCATACACAAGGCCAAAAACAAAAGATGGTTTCATGAAAAAACATGA
+ATTTGTTTATGATGAATACTATGACTGTTACATATGCCCGCAGAATGAAATATTAACATATGTTACAACC
+AACAGAGAAGGATATAGAGAATACAAATCAAACCCAGAAAAATGTAAAAACTGTCCTCTAAGAGAAAAGT
+GTACCCAAAGTAAAGACTACACAAAGAGGATATTCAGGCACATATGGGAAGGATATGTAGAAGAAGCAGA
+ACACCTAAGGCATACACCTTACTGTAAAGAAGTATATGAGAGAAGGAAAGAGACAATAGAGAGAGTATTT
+GCAGATTTAAAGGAGAAGCATGGTTTGCGATGGACGACGTTAAGAGGGAAGGAAAAATTGTCCATGCAAG
+CGATGCTTGTTTTTGCTGCCATGAATTTAAAGAAAATGGCCTTATGGTTATGGAGGAAGGGCAAAGGGCC
+CTTTGACATTTCAAAACTTTATCCATTATTTGGAGTTTTAAAGAAAATTTTATCCAGATATATACAGCCC
+CTGCTTTCGGTACTAAGAAAACAGGGGCTAAAATTTTGCTTTGTCAACAAACTGAGAGGGATTAGAATTT
+TAATCCCTCTTTTCTAAAAGTTCTGAAACAGTGACAAATTTATATCCCTCTTCTTTTAACTTTTTTATAA
+TTTGAGGCAGTGCAGCCAAAGTGCTAGGTTTTCCTTCGTGCATGAGTATTATTGAACCGTCTCTTGTGTG
+AGACAAGACTCTATTTACTACGCTTTCAACAGAAGGATTTCGCCAGTCGTCCGGGTCCACATTCCACAAA
+ACTACTTTTAGTCCTAAAGCGTTTGAAATCTCTATTAAAGTAGAGTTGTAAGCCCCAAAAGGGGGCCTAA
+AAAGAGTGGGCTTTATCCCGGTTGCTTCTACTATTATCTGCTGCGTTTTGTAAAGTTCTTCTACCATTTT
+TTCGGGTTTTAATTTTTTCATATTAAAATGGCTGTAGGAGTGAAGCCCAATTTCATTTCCATTTTCTACG
+ATGTACTTTAAAAGCTCTGGGTGTTTTTCAGCGTGCTTTCCTATCACAAAAAATGTAGCTTTTACATCCA
+TGCTCTTTAATATATCAACGTATTTTTCTGTGTAAATTGGAAAAGGGCCGTCATCAAAAGTCAAAGCTAC
+TTCTTTTCCAGAGGAAGGATTTGAACCTAATACCTTTTTGCTAAAAGCTACAGGGGAACCGAAGAGTTTG
+TCTCTTTCAGGCCTGTTTACAAAGTTGAGAATAAATTGGCTTATGTTAGGGTCATTGTCTAGATCTTTAT
+TATGTTTTTCTAAGACCTTTTCAGGAGTAGAAGGTTCTGGTGTTGAAGAGACGTAATTTTGCTCCGTTTC
+GCTTAAAGGACGTTCTTCGCTTGTAATTGTTTTGCTATTGTTAGATTTACTGTCAAGGGTATTTAAATTC
+ACATTTTCTTTTTGGTTTGCAGAATAAAAATTCGTTTGAAGATATTTATCTTCAGTGATGTATTTGTAGG
+CGAAAGCAACGGAACCTACCAGTATTGAAACTAAAAGTATGATTGCAAAGGATTTAAAGCGCATTTGACC
+ATCTCCTTATGTAGCTTTATTATAGCATTGGAAGGCTTTAAATTTATTAAGAATTTATTAACTTTGTGTT
+ACAGTTTTGTAACTTTTCAATATATTAGACGCTGGAGATGGAGTTAAGTTCCGACTTTACCACCTGTCAA
+TATTACAAAGAGCATTATTGAGCTAATAAAAGGTATTTCTGCAATGTGTTATTATAAACACTTTGAGAGG
+GGGAGATCATGAAATACAGCACTTTTAGAAAAAGTGAAAGGATAATTTTATACGCTCTTGCATTTGCAGT
+ATGTTTTTTACTAGTTTTGATTTTTTACAGAACTTTTATTGAGATAAACGAAAAGGGATTTGAAGTGTTT
+GAAACTTTTGCAGAATGGATGGTCTATGTCTTTTCAATGGTTATTTTGTGCGGTTTTTTGCTATCCTTAG
+CTAATTCCTTTCATGAGGTGCTAGAAGATAGAGTTGTGCTGAGATTTGGCGTGTTTGGATTTGTACATAT
+CAAGTATTCTCAGATTGAAGAAATAGGTAAGTTTGAAGAAAAAAATATACCTTTTTTAGGGATGAGATTT
+TCTGACGGTGTTTACTACGGGTACTTTGGGAGGAAAGACCTTATCAAGGTAAAACTCAAAAGTGAAGCCG
+AGTTTTACTATATGTTCCTAAAAAAGAGGAAAGTAAATGAAATTATATTCTGTGTGAGTAAAAGAGATGA
+GTTTTTAGAAGAGATAAAAAAGAGGCAGGAGAAGTGCTAGAAGCACTTTCCTGCCTCAAATTACTTTCCA
+TCCGCTCACAACCAGGTATTTTATCCCGAGAAAGCTTTTTAATTCAATTGTCAAGTTTTCCAGTTCCCTT
+TCGTATATTATGCCGTCCACGTACACATTTATTCTGTCTACTCCTATTACATAGTACTTCTCGGGATTTG
+AGGGGGTTCCGATGAATACTTCAGGGGTGAGATTAGGCTCTATGCAGCAGTTTCGTATGTCGTGGTATTT
+GATGTATATATTGCCGCCTTTTTTTAGTATATATTCTTTTGCAGCGTCACTAATTTTCAAATAACACACC
+CCGTTTCTGCATTAATTAAATACGCTTGCTTCAATCTGCTCTTTTGTGAGTTTATCAGTAACCAGCCATT
+TGTACCACTTGATGAAGGAGTCTACTATTATTGTGATGGCTAATATCATTACTGCTGCAGAGAGAATTAC
+TAGTACCCAATTTCCTTTTGGTAGGTAGTTATTTACAATATTTAAATAACTTGCATATAGAGTAGTAATT
+GACACAAACAGGAATGGCACAAATGTCACCCATGCGTGCTGGGCTTTGCCTTTTTTAATTATAACAGTTG
+TACCCAGTGCCAGTGCTATTCCTGCAAGCAGCTGGTTAGAAGCTCCAAATATAGGCCAGATTGTAGATAC
+ACTTCCTCCGTAAACAAGGTAGCCCCAGGAGAAGGAGATTAAAAAGCTTGTGATTATTATTCCTGGCCAC
+CAGTTTCTATCTGCAAAAGGCTTGTAAATTAAGCCACCTGCTTCCTGCAAGAGGTATCTCCCTACTCTTG
+TTCCGGCGTCTATTGTAGTCAGTATGAATAGAGCTTCAAACAATATTATAAAGTGATAGATGTAGGAGCT
+CAAATGGGCTATCCATGGTATTTTTTCAAATATATAAGTCATTCCAACTGCCAGTGTCACTCCGCCGCCA
+GGTCTTCCTGCGACATTTTCTCCCACCATCTGAGAGAGGTGTTGAAGCTCGACTGGATGCATTCCTAACT
+TTTCAAACACTTGCGGGGGAACGTTTATAGCGAAGTAGTCGGCTGGTATTAAGCTTGTTGCAGCAATCAA
+GGCCATCATTGCGACAAAGCCCTCTGCCAGCATTGCTCCGTATGCGACAGGTAGAATGTCTTTTTCATTT
+TTGATCATCTTAGGTGTTGTTCCAGAAGATATTAGCGAGTGGAAACCTGAAATCGCACCGCAGGCGATTG
+TTATAAACACATAAGGCCATACCTTTCCGGGGATTATAGGACCTCCTCCAGCTACATACTGTGTAATTGC
+AGGCATCCTTATTTCAGGGTTTACAATTATAACTCCTATAGCAAGAAGTGCCATAACGCCTAATTTTAGA
+TAAGTGCTGAGGTAATCTCTTGGCACAAGTAACAGCCATACAGGTAAAACTGCAGCGGCAAAACCGTAGG
+TTGCTAAAATCACTGTCATTTGCTTGGCATTGAAAGTGAGGAAATGCCCTAACGCTGTCTTTTCAACATA
+AGGTCCTGCTATAACAGACAATACAAGCAGTATAACGCCTATTATTGTAGCTCCTACTATGTCGTCCTTT
+CTTATATACTTCATGTGAATTCCCATGTACATTGCTATTAAAATTGTAGCTGCTACTGTAAAAGTACCCC
+ACGGGCTGTTGTATAAAGCGTTTACTACAACTAGTGCAAGTCCTGCCATTGCAAGAACAAGTATAAATAG
+AACTGCTATAGCTGTAGCTATACCTGATACTTTGCCTACTTCTTTTCTTGCAATGTCTATTATGGAGGAA
+CCATCATATCGGACTGATGCAAACAGTATTACCATGTCATGGACTGCTCCTGCCAGGACGGCTCCGATTA
+AAATCCATAATGCTCCTGGAAGGTATCCAAACTGGGCAGCGAGCACTGGACCTACAAGAGGACCTGCTCC
+TGCTATTGCTGCAAAGTGGTGACCAAATAAAACCCATTTGTTTGTTGGCACGTAATCGTAGCCATTTTCA
+AGCCTGTATGCAGGAGTTGTCCTGTTTTCATCAAATGCTAAAATTTTTGCTCCGATCCATGCTCCATAAA
+AGCGGTATGCCAGGGCGTAGACGCTTAGTGTGATGATTACTAGTGTTAAGCCATTCATTCACCATCCCTC
+CCAAGTTGAGTTTAAAATCTTGCATATTAAAATTTATCATACTAATTAAACGCTTTCAGCAATTTTAAGA
+TGAGATGGTAAATTTCTAAGATGAAAGGAAATATGAAAAGATAAAAAGAAATGACAGGGATTAAGTCTCC
+CTGTCAAGGCCAAGTAAGGCTTTTAATTCTTTTATTTGAGATTTGCTCACGGGTATTTGTGTCTTTTTAT
+TATCTTCCATCACAAGCCAGTATGTTCCTTTAAACCAGGGCAGTATTTCTGCGATTTTGTTTAGATTTAC
+TATATAGCTTTTTTGTACTCTAAAAAATCCTCTATCTTTTAGTTTCTCTTCAAGGCTTTTTATTGTGCCT
+TTGTAGATGAAGGTTTCATTTTTGGTGTTTATTAGCACATTTCCTTCATGGGCTTCTGCGAACACTATTT
+CTTCTAAGTCTAAAAGCTTTATTCTCTCGTTCTTTTCCACAGCAAGTTTTCTAATTGGAATTTCAGTTTC
+TTTGTATAAAGACCTTATTTTTTCTAAGGTTTTATACAGGCGATGATGGCTTATGGGCTTTAGCAGATAA
+TCCACCACACCTATTTCAAAGGCATCTATGGCGTGAATATCATAGGCGGTTACAAAGACTACAAAGGGAG
+GTTTTCCTATTTCGGAAACCGCTGAAATGTGCCTTGCCAGTTCACAGCCGTGTATTTTAGGGATGTTTAT
+GTCTAAGAATATGACGTCTGGTTTTAGTTTTTCAATCAGATGTAATCCAGTTATTCCATTGTCTGCTTCT
+CCAACTACCTCTATATCTTCATATTCCTGCAATAGATATTTTAGTTCTTCTCTGGCAGGTTGTTCGTCCT
+CAATAATTAACGCTCTCAGCTTCTTCATAAATATCATTCCTCTGCAGGTAAATTTTAGGAATTTTGAAGG
+ATACTTTTGTGCCTTCACCTAATTTACTTTCAATTGACAAGGCACATTCCTTGCAAAAAGCCACAGTGAG
+CCTTTCGTTGACATTGTAAAGACCTATTCCTGCTCCTTTTCCTACTCCCTTCTTAAAGAGATTTTGCAGT
+TCTTCTTCAGTCATTCCTACCCCATCATCTTCCACATAGAAGCTTATATAATCTCCTTCATCTTTTATTT
+TTATTTTTACCGTCCCTCTTTCGCCTTTTGGTAAAATTCCATGCTTTACAGCATTTTCTACAATAGGCTG
+CAGTATAAATGAGGGCATGTAACAGGAAAGCACACTTATATCTACATCTTGCTCTACATTCAGTTTGTCG
+CCAAAACGAGCTTTTTCAATATACAGATACGCGTTTATATTGTTTAATTCTTCTTCAATGGTTATATATT
+TTCCTACATTTCTCAGATTGTGCCTGAAATATTCACTCAAATTTATTAAAAGTTCTCTTGCCCTTTCTGG
+ATTTGTGCGTATGAAGGAAATAACAGTATTTAAAGAGTTAAACAGAAAATGAGGGTTTATTTGGGACTGA
+AGGGCATTTAATTTTGCCTCGGTTGCCAATTTTTTCTGGTACTCTGCATCTGCAATTTCTAGCTGATATG
+ATATCAAATGTCCCAGCCCCTTCGCCAGTTCTATCTCTGTATTGGTTATTACATTGCCGCGCGATTTTTT
+TCCTCCTTTGTAAAGTTTTAGAGTACCTACTAGTTTGTCATATTTAAAAAGTGGTACAATTACAGCAGAG
+TGAAGTTCACAGTTTTCATAAGGACAGCCTATTTCTTCTTTAGACTTTGCAATCCTTATTTCTCCTTTTT
+GTATTGCTTCTTTTGTGGCATTTGTTAGTATGGACATCCCTGGTTTGTGGTGGTCAGAAGCTATTCCGAC
+ATGGGCCAGTATTCTCTTTTTGTCAGTGATTGCTACTGCGGAGACATTTGTGCACTCTAAGATTATTTCT
+GCTGTCTTTTGAGCGGATTCTTCATTTAAGCCTTTTCTCAAATAAGGAAGAGTTTTGGAGGCGATATCTA
+AAGCTATTTTTGCCTGCATTGCAGCAATCTGTTCTTTTTCGTCGAATATGGATTTTATCATTATCATAAA
+AATGCCTATTCCTGTAGCATTTACTACCATCATAGGGATTCCTATGATTTTTACAAGTTCAACGGCCTGA
+TGAAAAGGTTTAGCTGTCGCCAAAATTATCAGCATCTGCACTCCTTCGCCTATAAATCCTGCCATAAATG
+CGTATTCCCAGGGTATATATTCACCTTTGTAGTATTTTCGTATGAGGCCACCTGCAAAACCTTCAATAAT
+GGTGGATATTCCACAGGAGATGGCTGTGAAGCCTCCTAGGAAGAAGCGATGTACACCTGCTATAAGGCCT
+GCGCCCAGGCCTACAAGAGGTCCGCCTATAAGCCCTGCCACCATAGGGCCCACTACTCTTGAATTTGCTA
+TTGCGTCATTTATGGGGACTCCTAGGTAAGTTCCTGCTATTCCAATCAGGCCAAATATAAGCATGGTGAT
+GAGCAGGTCTTTTTTGGTGAGAGCAGTATTGTATACCATTTTTTTGAAAAATTCGGCTTTTGAGAGGAGA
+AAGGCTAAAAGTGCAATTATGCTAAATCTTTCCGCCAGAATGATTAAAAGGTCATACATAGGTATTCACT
+CCAAAATAAAGGAATTTTTGTATTTTTGTCGTAGTAATAATTTGTACCTTGTCACATCTATTGTACAAAA
+ATTTTTACTCTACTGCAATGGATTATTTTAAGGAACAATTTTTAAATAATTTCGTCTAAAAAGTAGAAGG
+GGAGGTCTAGAAGGTGGGACAGGAGGAACTTTTGGAAAGAGCAAGAAATGGAGATGATGAAGCATTTAGC
+TTGCTCATAGAAAACTATGAGAAGTATGTGTATAATGTCATATTGAGAATTGTGGAAGAAAAAGAAGAAG
+CAAAAGATATTGCCCAGGAAACTTTTATTAAAGCTTACATGAGCATAAAAACTTTTAGAAAAGACAGCAG
+TTTCAGGACCTGGATTTACAGGATTGCTGTAAATACTGCTATGGATTACCTTAGAAAAAAGGTCAGGTCG
+GAAGTCAACCTTGTGACAGCCGCTGAAGATGAATTAGAAATAAAAAGTTTTCAAACGCCTGAAGAGGTAA
+TTGAGCAAAAGCTCACTGTAGAAATGGTGAGAAGAGAGATAAGTAAACTCCCTGTAGATTACAAAATAGC
+TCTTATTTTAAGGGATATAGAAGGGATGAATTATGAAGAAATTGCTAGTATATTAAAAGTCAATCTCGGG
+ACAGTGAAGTCCAGGATATGGAGAGCGAGAAATCTTTTAAGAGAGAGGATAAAATCGCTTCCAGAGTTTT
+CAGGTTTTCAAGAGAGGAGGCGAGAGTGATGGATTGCAAAAGAGCCCTTGAACTTATGCAGGCATATTTT
+GATAATGAATTAGGGGAGAAGGAAAAAGAAAAATTGGAAGAACATTTGAGAACTTGTGAAAGCTGCAGAA
+GAGAATTTTTGATGCAGAAAAGAATAATAGAAAATTTGAAGCTACTCCCTTTAGAAGACGTTCCAGAAAG
+CTTTAATGAGTCTTTGCGCGAAAAAATAGCTAAATTGAAAAAGAAAAGAGAAAACAGAAGAAAAAGTTTT
+CTAGCTGGAATTTTAGCTGCTTCTTTACTTCTCATGACAATGTTTTTGGTTCATGCTTTTGATATTAACT
+TAGGAAAATACAAAGGACCATCTTCAGATATTCTCCAGATGGCTGGAGCTGGAAGTGCCGAGGGGAAAGG
+ACTTGAAAGAAAGCTTCCTGCAAATGTTTCAAGGAAAATTACAAAAATTGCTTATATTGACATGGAAGTA
+AGTAATTTAACTGAGGAATCCGAAAAAATCGTTAAGATAGTAAAAGGCGAAGGAGGGCATGTAGAAAGTT
+ACAGCAAGAAAGAGAGGGAAGTAAAACTTACTCTTAAAGTTAAAGAGGAAAGTTTTGAAAGAGTGATTTC
+TGAGTTAAAAGAGACAGGGAAGTTTACGAAATTGCAGATTGCCACTAAAGAGGTAGAGCAGCCCGTCAAT
+TGGGCCACAATAGACCTTTTGATAAAAGAAAGAAATGACTTTAAACCGATTGTTGTTATAATTTTAGGCC
+TTTTAGGCGTAATTTTTGGTGCTTATAAAGGGTATATTTATTTTAAGAGAAGATGACAATTTACATCTTC
+TTTTTTTTGCGGTATATTAAAATACATAAAGGAGAAAAAATTAAACGGGAGTGGTTTAATGGCAAAGTTT
+CTGTTAATTGATGGTAGCAGTCTGATGTACAGGGCTTATTATGCCTTACCGATGCTTACTACCAGTGAGG
+GATTACATACAAATGCATTGTACGGCTTTACTATGATGTTAATAAAATTGCTGGAGGAAGAAAAACCTGA
+CTATGTGGCAATCGCTTTTGACAAAAAAGCTCCGACTTTCAGGCATAAAGAGTTTAAGGAGTACAAAGCC
+ACCAGACAGGCTATGCCAGAAGAACTTTCTGAACAGGTAGAGCTTTTAAAAGAAGTAATTGATGGCTTTA
+ACATAAAGACTTTAGAATTGGAAGGATATGAAGCAGATGACATAATAGGAACAGTTTCAAAGATGGCAGA
+GGAAAAAGGGATGGAAGTGGTAATTGTCACGGGAGACAGAGACGCTCTCCAACTTATTTCCCCCAGGGTA
+AAGGTGAAAATATCTAAAAAGGGCATAACGCAGATGGAAGAGTTTGATGAAAAAGCGGTATTAGAAAGGT
+ATGAAATAACTCCGCAGCAGTTTGTGGATTTAAAGGGATTGATGGGGGACAAGTCGGACAATATTCCTGG
+AATACCTAATATAGGGGAAAAGACTGCTATCAAGCTTTTGAAGGAATTTGGCTCGGTGGAAAATCTTCTT
+GAAAATATATCAAAATTGTCAGGAAAGATTAAAGAGACAATAGAAGCAAATAGAGAACTGGCTGTCATGA
+GCAAAAGATTAGCCACTATAAATAGGAATATTCCTCTTGAGATTGACTTTGAAGAGTATAGATTAAAAGA
+GTTTAATTACAAAAAATTATGGGACCTTTTTAACAAGCTTGAATTTTATAGCCTTCTAGACAGCATCAAA
+AAGGAAGGAGAAGAGGTCATTCCAACTGTTTCAATAAGAAAGTGGAAAAAAGTTGACATTAGAGAAGTGC
+CAAGGCTTTTAGAAAGTGCAAAAAATGTTGCCTTTTATCCTTTGATCTATGAGGGGGATGTAAAAAAGAT
+AGCATTTTCTTTTGATGGTACTACCCTTTATTCAGATGTTGAAAGGTTAGAAGACTTAAGAAAAATATTT
+GAAAGAGAAGATGCTGAATTTGTTTCCCATGAGATAAAAGACTTCCTAGTGAAACTTTCTTACAAAGGCA
+TAGAATGTAAGAGTAAATATCTGGATACTGCTATAATGGCTTATCTTCTCAACCCTTCTGAGTCCAATTA
+CGATTTGGAGAGGGTATTGAAAAGATACCTTAAAGTGGATATATTGTCCCATGAGGAAGTATTTGGGAAA
+GGAAAAGACAGGAGAAGGTATGAAGAAGTAAGCGAAGAAGTAATGGCAGAGTACATATGTGGAAGGTGCA
+GCCACTTATTTGAGTTAAAAGATAAGCTTATGGCTTTTATTGAAGAGATGGACATGAAGAAGCTTTTGCT
+GGAAATAGAGATGCCTCTTGTGGAAGTTTTAAAATCAATGGAAGTGGATGGATTTACACTGGACAGAAAT
+GTTTTAAAGGAGCTTTCCGAAAAGATAGATGAGAGGATTTCTGAAATATTGGATAAAATTTACAAAGAAG
+CAGGATACCAGTTCAATGTAAATTCCCCAAAGCAGTTGGGAGAATTTCTCTTTGAAAAGCTCAACCTACC
+CGTAATTAAAAAGACAAAGACAGGTTACTCGACTGATTCCGAAGTCTTAGAGCAGCTTACAGCTTATAAT
+GACATTGTAAGTGAGATAATAGAGTACAGACAGCTTACCAAGCTCAAGTCTACTTACATAGAGGGTTTTT
+TGCCCTTGATGGACGAAAATGACAGAGTGCATTCTAATTTCAAACAGATGGTGGCGGCGACTGGCAGGAT
+AAGCAGCACAGAGCCTAATCTTCAGAATATACCTGTGAGGGAGGAGTTTGGAAGACAGATAAGGAGGGCT
+TTTATACCGAGGACAAAAGACGGCTATATCGTCTCTGCAGACTATTCACAGATTGAATTGAGGGTTTTGG
+CACATCTTTCTGAAGATGAAAAGTTGATAGAAGCTTTTATGAACAATGAAGACATACACTTGAGGACGGC
+TTCCGAAGTCTTTAAAGTGCCTCCTCAAAATGTCACTCCAGAGATGAGAAGAGCAGCTAAAGTAGTAAAT
+TTTGGGATAATATATGGAATAAGCGATTATGGCTTGGCGAAAGACTTGAAGATTTCGAGGAAAGAAGCTA
+AGGAATATATTGACAATTATTTTGAAAAGTATAAGGGAGTAAAAGAGTATATAGAAAAGGTGATTCGATT
+TGCCAAGGAAAATGGATATGTGACTACTATAATGAACAGGAGGAGGTACATTCCTGAAATAAATTCGAGG
+AATTTCACACAGCGCTCACAAGCGGAAAGGCTGGCTATGAATACGCCAATCCAAGGCAGTGCTGCCGACA
+TAATAAAAATGGCTATGGTAAAAGTTTATCAAGAATTTAAGAGGTTGAATTTAAAGTCCAGGCTCATATT
+GCAGGTCCATGACGAGCTTGTTGTTGATACTTATAAGGACGAGCTGGAGTTAGTGAAAGAAATACTCAAA
+GAAAACATGGAGAATGTGATAAAGCTGAAAGTTCCGCTGGTTGTTGAAATTGGGGTGGGTCCTAACTGGT
+TTTTGGCTAAGTGAGGTGGAAATATGAGAGTAGTTGGGCTCACGGGAGGCATCGGTTCAGGGAAAAGCAC
+GGTGTCTGGAATTTTGGCAAAACTCGGGGCTAAGATAATAGATGCAGATTTGGTCTCCCGTGAGATAATG
+GAAAAGGGAAAAGAAGCATATAATGAGATTGTAGATTGCTTTGGCAAAGAGATTTTAGATAAAGAGGGAA
+ATATAGACAGAAAAAAATTAGGGTCAATTGTGTTTAGCGACAAAGAAAAGCTCAAAAGATTGAATGAAAT
+CACTCATCCCAAAATAATAGATAAAATAAAGAAAATGATAGAGGAAGAAAAGGATAAAGATAAAGTGATT
+GTCATAGATGCAGCCCTTTTAATTGAGACAGGGCTTTACAAACTGGTAGATGAAGTTTGGCTTGTGGTTG
+TAGATATAGACACGCAAATAAAAAGGGTTATGGAAAGAGATGGTTTTTCCTGTGAAGAAGCTTTAAAGAG
+GATAAAAAGCCAGATGCCTTTAGAGGAGAAAATAAAGTACGCGGATTTTATAATAAATAACAGCAAAGAT
+TTGAGGAAAACTGAAGAGCAAGTACGACTTTTATGGCAAAGATTTGATCGGAGGAGTTACTTTGATTAAG
+AGATGGGTACTTTTTCTACTAATAATCTTGGCTATTCTTTTGACGTTTGAAATGAATACTCACTATTTTT
+TGAAGAAATTTTATCCTTTAAAGTACGAAGAATATGTAAATTCCTATTCCAAAGAATTTGGACTGGACCC
+TTATCTCGTTTTTGCGATAATAAAAGTAGAGAGCAACTTCAATCCCTATGCGATATCGAACAGGAATGCC
+ATAGGTTTAATGCAGATAATGCCTGATACTGGAAGATGGATTGCCGCAAAACTGGGAATGAAAGATTTTA
+AGGAAGAAATCCTTTTTAATCCAGAGGTCAACATAAAAATGGGGGTGTGGTACCTTCATTATCTTCTCAA
+AAATTTTGATGGCAATCTAAAGTTAGCACTTGCGGCTTACAATGGTGGATGCGGAAATGTAGACCTTTGG
+CTTAAAGACAAGAGGTTTTCACAGGATGGAAGACAGCTTCACAGTATTCCATTTCCTGAGACGGATAGAT
+ACGTGAAGAAGGTGTTGGCAGTTTACCAAATGTATAAGTTTATATATACAAAAAAGTGAAGAAAGCTGGT
+ATAATAGTAATCGTTGAAAGAAAAAAATATTGGGATAGGGAGGACAAAACAGTTGAAAAAGCTAAAATAT
+TTAAAGGACTTAAAAGAAGTAAAAATTGACAAAGATAGGGAATTTTTTTCGGCTACTCACGAAGAGATAA
+AGAATGCGTGGACTACTGATGTGTATTTTTTGAGAACACAGGATATTTTAACTTATCTAGGAGTGCAGGA
+TAAAGTAGTCACAGCAGAGATATTTCCTAGAAAAAAAGGAGTTTTTGCTGGCTTGCCCGAAGTTATGAGC
+CTTCTCAAAGACAAGAACGTAGAGGTGTGGTCTTTAGAAGAAGGAGAGACATTTGAGGCGAAAGAGACAG
+TCATGAGGATAAGAGGACCCTATAGCGAATTTGGGGTGTATGAAACTGCTATTTTGGGCATTCTAGCCAG
+CTCTTCTGGATGGGCTACTGCTGCAAGAGAGCTCAAAGAAGTGGCTAAGGACAAACCTGTACTCTGCTTT
+GGAGCAAGACATGTTCATCCCGCTGTAGCACCTGTTATGGAAAGAGCTGCCTTGGTGGGAGGAGCGGATG
+ATGCAAGTTGTATACTCGGTGCGAAATTGATGGGCAAAGAGCCAAGAGGAACTGTACCTCATGCGGCTTT
+TTTGATAGTAGGAGATACTTTAGAAGTGGCAAGAGCCTATAGAGATATAACTCCCCCTGATGAAAAGATT
+ACTATTTTAGTAGACACTTTTAAGGATGAAGTGGAAGAAGCTTTAAGGGTTGCTGAATTTCTCGGAGACA
+GGTTGTACGGTGTAAGGCTTGATACTCCCTCTGAAAGGGGAGGAGTTACACCTGATCTAGTCTATGAATT
+AAGGCAAAGGCTTAATCAAAAGGGCTTTTCTCATGTAAAGATCATAGTCTCAGGTGGGCTTACGCCTGAG
+AGAGTCGCACTCCTTGCAGAGAGCGGGGCAGATGCTTTTGGGGTAGGGAGTTATATTTCTGATGCACAGC
+CTATTGATATGACTATGGACATAAAAGAAGTTGAAGGAGTTCCTGTGGCAAAAAGAGGGAGGATTCCGGG
+AATAATAGAAAACAAGAAGTTAAAAAAGATTAAGTGATTTCCGGAGATGAGTGTTAATGAAAAGATTTCT
+GGCTTTTGTTTTTATTTTTGCATTTTTACTGACCGGCTGTAAAATTAATTCTCCAGATATTACTGCAATT
+CCTGAAAAGAAGGAAAGTAAGAAAGAAGCCTCTCAGGAAGAAATTCAGGAAGGCGGAACTTTGAGGGTTA
+ATATAACTTCTTTTGACACTTTAAATCCTTTTTTGAATGACAATGAAATGGTAAGACAGCTTCTCAATTT
+AACCCTCGAACCGCTTGTTACACTTGATAAAAGTTTAAAGCCTATTCCTCTTCTTGCCTATAAATGGGAA
+GTAAATGGATTAAATATAAAATTTTATCTGAGGAAAAATATAAAGTGGCAGGACGGGGAGAGTTTTACAG
+CAAGAGATGTGAAATTTACAATGGATTCTTTCCTTGACAAAGGGTCCAAAAGCCCTTATAAAGATTTAAT
+AAAGGCGCACATCTCTTCCTACAGAGAAATAGGCGATTATGAGTTTGAAGTAAGTTTAAACGGACCTGTG
+GCGAATCCTTTGGCTTTATTTATTTTTCCAATTGTGGCTGAGCACCAGTACAAAGACAAAGGAGATATTG
+TAAACCCTCTACTAGTTCCTATTGGGACGGGTCCATATAAGATTGTCTCTTACGGTCAAGGCAATTCTGT
+TGTTTTAAAGAGAAATCCGCATTACTGGGGGGAGAAACCTCATTTAGAAGAGATAAATTTTAAAATAGTG
+TCTGATGAAAATGCCATGATAACTTCTTTTCTGAGCAAAGAAGCAGATTTTACTTTTATTAAGGATGTGG
+ACTGGGATAAGTACAGGGAGAATTCTAGTATAAACATATACAAGTACACGCTGCAAAGGTACGTATTTTT
+GGCACCAAATCTAAAAAAACAGGTATTTTCAGATGTGGCTGTGAGAAAGGCTATAGCCTATGGAATAGAT
+GTGGACAGGATTTTAAGAGAGGTTTATTTTAAGCACGGATTAAAATCTAATGTTCCGATAAGACCTGATT
+CCTGGCTTTATAGCCCTAAGATCGCTTCTGTCTACAGCATAAAAGAAGCTGATAAGGTGCTACAGGATGC
+TGGGTGGTTAAAGGCAAACGGGATAGGCACAAAAGGCGGATATCAGCTTAAGTTTAATTTGCTAGTAAAT
+TCTGACAATCCATACCTTTTAAAAGTGGCGCAGATTATAAAGACCAATCTAAAAGAAATTGGAATTGATA
+TAAATGTAGTCCCTGCTTCATGGGATGACTTGCTTAAATCTGTTTTTTCAGGGAATTTTGATTTGGCTTT
+AATGGAGTGGAACTTAAACTATAATCAGGATATTTCTTCCATGTTTATGACGAGAGGGAAAGACAATTTT
+ATGGGATATAGCAATCCATCACTTGATGACCTCTTTAACAAAGTATTTTCAGAAACAGATGAAAAAAGTT
+TAAGAAATAACTATTATAAGGTAGGGGAATTTTTGGCTGAAGAACAGCCAGTGATAGGGCTTTTTTACTT
+AGAAGGCGCCGTTATGGCCTATGGTAATGTAAAAGGGATTGACCCCACTTCTTTTAATGTTTTTAACAAT
+ATTTCTAGTTGGTATTTAAAAAAACAGTATTGACAGGTGAGATAAAAGATTATATAATTTATGACGTACA
+AGGAAGTTTCGCGGCGGTGGCGGAACTGGCAGACGCGTACGTTTGAGGGGCGTATGGGCTAATCCCGTGT
+GGGTTCAAGTCCCACCCGCCGCACCAGAGAGAAAAGGGGAAAACCCCTTTATTTTTTTGTGTCACAAAGA
+TTAAATTTTTATAAACTATATTAAGAAAAGATTAAATTTTTGGTTAGTTGTATAATTAAATGCAACAGAT
+AAAAGAATAGAAACCATAGTGAAAATCGTGTATGATATAGGTGTCAACTAAACATCATACAAGGAGGATT
+TTCACTATGGTTCATAATAATGATACCACAAAAAAGCGTTCTTTTAAACACTTAAGTAGCTACGAACGAG
+GAGAGATCTATGCATTACTCAAAGAAGGAAGAAGTATTCGGTATATTGCTAAAAAACTTAATCGATCTCC
+AAGCACTATAAGCCGTGAAATTAAACGTGGAACTACTACACAACTTAGAAGTGATTTATCTTCTTATACA
+AGCTATTTTCCTGAAACCGGTCAAGCTATCTACGAAAAAAATCGCTCAAATTGCGGAGCTAAATTTAAAG
+TAGCTAAAGCAGAAGATTTCTTGAAATATGCTGAAAATAAAATATTAAATGAAAAATGGTCACCAGATGC
+AGTTGTAGGTTATTGTAAAAAGGACCCAAGCTGGAATAATAAAACTATTGTTTGTACTAAAACACTGTAC
+AACTATATAGATAGAGGATTATTAAAAGTTAAAAACATTGATTTACCTTTAAAACTACGCTTAAAACCAA
+GGAAGAAACAAAACCGTAAAAATAAACGTATTATGGGTAAAAGTATTGATTTTAGGCCTAAAGAAGTTGA
+AAGCCGTGAAGTTTTTGGGCATTGGGAAATAGATACGTTAATTGGCAAGAAATCTAATGACAAGGTCCTT
+TTAACATTAATAGAGCGTAAGACTCGCCATGAAATAATATTCTTATTAGATGCAAAAGACAATAAATCTG
+TTAAAGATGCATTATCAAAATTAAAAGATATGTTTGGTGACAATTTAAGCAAGGTCTTTAAAACCATAAC
+ATCTGATAATGGTACAGAGTTTAGTGATTTAGAAAGTGCTCTTTTAGAATATGGCGTAGAAGTATATTAT
+ACACATCCATATTCATCTTGGGAAAGAGCTACAAATGAACGACATAACGGTCTTATACGACGTTTCATCC
+CTAAAGGTAAAAGTATTAAAGATTTATCTATAGATACGATAAAGAGAGTAGAAAACTGGCTTAATAACCT
+TCCACGAAAATTGTTAAATTACAAAACGCCTAAGGAATACTTTTATGAAGAGCTGGCAAAAATCTGTTAA
+GCCCATCCCTTATAAAGTTTAGAGCTCGTTCGTGATTTGTCAAGGGGCAGGCTTCGACTGACTTTAACCC
+TTGACAAATCACGACCTTCGCTCAATTTGTTAACTAAGATGGGCTTAAGGTTATATATGATTTGTTCCAA
+ATCCTATATCTACATGATTTTCATTAGGTGTTGCATTTAATATTGCAATTTATAAAAGATTAAATTTTTT
+TAAGAAAATGTAATGTAAACATTGACTTTGAAGTTTCTGTATGGTAAGATAGAAAAAAAGACAAGTTTGC
+AATCTTGCCGAATCCGAAAGGTACGGAGGAACCGCTTTTTGGGGTTAATCTGCGGATTCCCGCAGTAGGG
+ATGCCTTCTGTCCCGCACCCGACAGCTAACTCCGGAGGCATTAAAGGAAGGAGATTTGCAAAATGGAATC
+GAAAATAGGTAAAATTATTTTTGGTGTTTCTGTCTTTGGCATGACATTAATAGGGAATTCTTTTTTGCAT
+CCAGTTTTTGCAGAGGGATTAGGGGTTGGAAAGGTTACGGGGAATTATGTAAATGTGAGAACAGAGGGGA
+GCCTCTCTGGCAGCGTAATTACGCAAGTGAGTAAGGACGAAGTAGTTACTGTTTTAGAGAAGCAAGGTGA
+CTGGTACAGGATAAGGCTTTCTGATGGAAGAGAGGGCTGGATTTACGGAGAGTACTTATCAGTCAGGTCT
+TCTAATGGAGTTTCGCGCGGAGATACGGGTGAAGTTAGCGTAGGAGTTGTGACGGGAAATTATGTAAATT
+TAAGGAGTGAAGGCAGCTTATCAGGGAAAGTTTTGATGCAGCTTAGTAAAGGTACCCAGGTTGAGGTTTT
+AGACAGGCAGAACGGCTGGTACAAAGTGAAACTTTCAAATGGACAGGAAGGCTGGATTTACAGGGAGTAC
+TTATCAGTCAGAAGCGGGGTTTATGCATCAAGAGGGGAAGTGGACAGAAGCCTCGTAGATAAATTAATAG
+ATTTTGCCAAGTCTTTTCTGGGTACGAGGTACGTGTATGGTGGAAGTTCTCCTAAAGGTTTTGACTGTTC
+GGGCTTTGTATCGTATGTATTTTCAAACTTTGGTTTTAGTTTACCCAGGACTGCGGATGAGCAGGCTAAC
+GTAGGGGATACGGTTACTCGCGACAGCTTAGAAAAAGGTGACTTGGTATTTTTTAGAACTCTGGGAAGTA
+GCATTATAAATCACGTAGGGATATATATTGGAGATGGACAGTTCATACACGCTTCTTCAGGGGCTGGAAA
+GGTGATTATAAGTCCTCTAAATGAAGGTTATTACCTTTCCCACTATGTAAAAGCAAAAAGAGTGATTAAA
+TAGAGCACTTTAAAAGTGCTCCATAGTGTAAAATTATCGTAGGATTTTTTGAGTGAAAAAAACAAGAGAC
+AACCCCTGTGATAAAATAGAACTTGGAAACAAAACATCACAGAAAGGGGTGTCTCTTGTGAAAAAACATA
+TCTTTGAGGATATTATACTACAAAATGCTCTAAATTTCACTGAGGAAGTAGTAGAAATTTTTGGTGATTT
+GTTAAACAAAGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAGGAACTCACGGACAAACTAGGTAGA
+GGGGCAATAGAAGCAATTATTGAAGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAAAAAT
+GGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATGAGAGGACATA
+TTACAAATCTAAAGAGGATGGGAGATATACATATTTGGTGGATGATGCATTAGAGATAGGACGGCACGAT
+AGGATAGAAAAGGGAGTAAAGATAAAGTTAGTAGAAAACGCAATAGAAGAATCATATGAGAGAAGTAGTA
+AAAAAGCATGTCCAGAGGAGTTAAGTAAACAGACGGTATTAAATGCAATAAGGGAAATAGGGGAAGTAGA
+AGTAAAGAGAGAAATAAAAGAAAAGAAAGAAGTAAGGGTTTTATACATAGAGGCAGACGAGGACCATGTA
+CCTTTACAGGACGGGAGAGATGAAACTCCACGATTAGTATACATACATGAAGGTAGAGAAGAGAAAAACG
+GAAGGAACGTACTGAAGAATGTCTATTACAAAGCATATGTAGGAGAGAAACCTGAAGACATATGGATAGA
+TGTAGCAAATTACATAGAAGACAATTACAAAGAAGAGAAGATAGAGAAGATATACATAGCAGGAGATGGG
+GCACCGTGGATAAAAGAGGGATTAAAATGGATATTAAAATCAAGGTTTGTACTAGACAGATATCATTTAA
+ACAAATACGTATTAAAAGCTACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAAATGA
+AGGGGATAAAGAAAGAGTAAAGAAGGTATTTGATGAGTTAATAAAGGCAGCAGAGGAAGAGAGAGAGAAA
+GAGAAGATAAAAGAAGCAAAGAAATACATACTAAACAATTGGGAAGGGATAAAAATATACAACGAAGACG
+AAGATGTAATAGGGTGCAGTGCAGAAGGACATATAAGCCATGTATTTTCAGCAAGACTAAGCAGGAATCC
+ATTAGGGTGGAGCAGAGAAGGATTAAAACTAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGGAGAC
+TTAAGAGAAGTAGAATGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACGAAGAAGCAAA
+TAAAAGAAGCGGTAAGGAGAGTTAAAACGTCTACAAATGAAAAGATAAACAATATTACAGTTTTGAATAT
+AGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAAAAAAGCATG
+ATAAGTTGAAGGCTGAAATTAACTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGACACT
+ATCAAAGTGCTCTTTTTATATTGACTATTTTGATGGCTTGGTATATCATATAATACTGTACATGATATAC
+CTTTTTATGGAAGGAGATACCTTATGAGGGCAGTAAGGGAAGATGTAAGAAATGTAGCGATTATAGCTCA
+TGTAGACCACGGCAAGACTACTTTGGTGGATGCCATGTTAAAACAGAGCGGTATATTCAGGTGGAATGAG
+AAAGTGGAAGAGAGAATACTTGACTTTAATGACCTTGAAAGAGAAAGAGGAATAACAATATTAGCTAAGA
+ATACGGCGGTAAGGTATAAAAATGTGAAAATAAATATAGTTGATACGCCAGGACATGCTGATTTTAGCGG
+TGAAGTTGAAAGAGTCTTGAAGATGGTAGATGGAGTGCTTCTTCTGGTAGACTCTTTTGAAGGACCTATG
+CCCCAGACGAGATTTGTTTTGAGCAAGGCTTTGGAGCTTGATTTAAAGCCAATAGTTGTAATAAGTAAAA
+TTGATAGGCCTGATGCAAGGCCAAATGAGGTCATTGACGAGGTTTTTGACCTCTTTATAGAGCTTGGCGC
+CAATGATGACCAGATTGATTTTCCTGTTGTGTATACTTCTGGAAAAGGTGGCATAGCAAAATTAGATTTA
+AAGGAGGAATCTCGTGATTTAAGGCCTCTATTTGAAACTATAATAAAATACATTCCTGCTCCTTCAGGAG
+ACATAGAGGGACCTTTTCAGCTTATAGTCACTACTTTGGACTATGACGACTACATCGGCAGGATTGCTAT
+TGGAAAGGTAGTGAGAGGCAGAATTAAAGCTGGAGAAGAAGTGGCGATATGCAAAAAGGGTGGAAGTATT
+CAGAAGTTCAACATAAACAACATATACCAATTTGAGGGATTAAGAAGGGTGCCTGTGGAAGAGGCAAAAC
+TTGGGGATATAGTAGCCGTTTCGGGAATTAGAGATATTGAGATAGGAGAGACAATAGCGGATAAGGACAA
+CCCTGAACCTGTAGACTTTGTAGAAATTGAGGAGCCTACTGTGTCCATGACTTTTAGTGTGAATACCAGT
+CCCTTTGCAGGAACAGAAGGGAAATACGTGACTTCTAGACATCTAAGAGAAAGACTTTTTAAGGAACTGG
+AGACAAATGTGGCTTTAAGAGTGGAGGAGACAGATTCCCCTGATTCTTTTAAGGTTTCTGGCAGAGGAGA
+ATTGCACCTTTCTATTTTGATTGAGACTATGAGAAGGGAAGGATATGAGCTACAGGTTTCAAAACCTACA
+GTTATATTCAAGGAAGTAAATGGAGTAAAGATGGAACCTATTGAGCTTTTGACCGTAGATATTCCAGAAG
+AGTACATGGGAGTTGTAATGGAAAAATTGGGGCCCAGGAAAGCCGAATTGATGGACATGCACACTTTAAA
+ACCGGGGACTATAAGGCTTAAGTTTAAGATTCCTACAAGGGGTTTGATAGGATACAGGTCAGAGTTTTTG
+ACTGATACAAAGGGAAATGGAATAATGACCTCTGTGTTTTACGGCTATGAACCTTACAAAGGTGAAATTC
+CCTCTCGATCAAGGGGAGCTCTTGTTGCTTTTGAGACGGGTATTGCCACGACTTACGGCCTTTATCACGC
+TCAGGAAAGGGGAACTCTTTTTATTGAGCCAGGCACCAAGGTGTACGAAGGAATGGTTGTCGGCATGAAT
+TCCCGAAGTGGGGATATTGAAGTCAATGTATGTAAGAAAAAACACGTCACCAATTTGCGGTCTGCAACGG
+CTGAAGAAGCCCTAAGGCTTTCTCCTGTGAAAAAGATGACTTTAGAGGAAGCTCTAGAATTTATAGATAA
+TGACGAGTTGGTAGAAGTTACGCCTCAGAGCATAAGAATAAGAAAGAAAATTTTGGATTCCCAGCAGAGG
+TACAAAAGTGCAAAACAAAAATAGAAATGGAGCCTTTTGGCTCCCTTTTATTTATACAAGTCATTTAAAA
+TTTTGTTTATGTAATTTATAGTTTCAGGGTAAGGGGGAATGCCTTGGTATTTTTCTACAGCTTGAGGACC
+TGCATTGTAAGCAGCAAGAGCCAATCTTACATCTTTATATGTATCTAGTAAATTTTTTAGGTATCTCACT
+CCTCCGTCTATGTTTTGAGAAGGGTCGAAAGGATTTTTTACATTTAATTCCTTTGCCGTGGATGGCATGA
+GCTGCATCAAACCCATTGCTCCTTTAGGGGATACAGCAAACTGATTGAAGTTGGATTCGGCTTTTATGAC
+TGACCTTATGAGGTTTGCGTCTACTCCATATTTTTGACTGGCTTCTCGTATTAGTTTTTCAATTTCAGAG
+GGAGAATCCTTTTGATTGATATTCTCTATTTCGCTATTTAATATTTCTTGAAAATTTAAGGATGTGCTAA
+ATATTTTTACATTGGCTGGGAGTCTACTCTGTATTTCCTTAAATTTTTCCTCAATTATGCTGTTTATTAC
+GCTGTCAATCATAATTTTTTTCACCTCACTTTTATAATTCGACAAAAAATTTCAAATACCTCTTTTTTGT
+GAGCAAAATAGTAAAAAAGGCCTAGAAAAAATTTTTAAAGGATTTTTAGAAAAAGTATAGTATAATATAG
+GTGTAACGATTAAGAAGAGGAAGATATGGGATGAAAAACGAGGGAATGCTGGAAGTGCTGTTAGTCATCA
+TTATAATTCCGCTGGTTTCTTTGCTGATTGGTTATTTTATTTCGCAAAATGTTGTGGAACCAAATATTTC
+AAAAGAAGAGGCTAAGCCTCAGTATATTACAATAAAAGGAATAGATGGATTTGAGGTAGTGGAAAGTGTT
+CACGGCAAATACGAAGAGGCCAAATATCGCCAAGATTTGCTGAGATTAAACGGCATTTTTTCTTTTATTG
+AGGGAGACGGTGAGAAATATAAAGTGGTTATAGGTTTGTTTCTGACTAAGGAAGAAGCTCTGGAGTTTGC
+AGGTTTGATGAGTTCTAAAGGGATTACGCCTGAAGTTTATGCCAAAAAGTCGCCTTATTTAAAAATAAAA
+TATGACAAGAATTTAACATCAGAAATAGAATATTTTACAAACAAATTAGACGAATTCCAGCAAATTTTGG
+GGTACATTTCTGTTCTTTCATTTAAGAGCTTTAATGGAAGTATTGAACCTCAAGAGGTACAAGAATTGAA
+AAGAAAAGTAGAGGTGATGAATAAAGACAAAAAGGCATTTAAAGAAAAAGAAGTGGAAGAGATATCTGGA
+GAGGTCGACAAGATTGTTCAAAAAATAGCAGACAGTGTAAAGTTGATAGAGATTTCCAGCAGCTTAAAAG
+ATAAGAATACTTTTTCACTTTTGCAGCAGCTTTTGTGGAATTCATGGGGAGATTATAACAATTTTTTAGA
+AAATATTGCGAAATAGCGGGGTGCTTGCTGTGAAGCTTAGGGAGATAAAAGAGATTTTAGAGGCTCAAGT
+GCTTTTGGGAGAAGAAAAGTTGGAAGAGGAAGTATTTACTGCATGTGGTGCTGATTTGATGAGCGATGTG
+CTGGCATCTCGGGATGAAAAAGCAGTATTATTGACAGGCCTTACTAATGTTCAGGTGGTGAGAACTGCAG
+AAGTTGTGGGTGACATAAAATGTATAATCTTTGTAAGAGGGAAAAGCCCAGGAGATGATGTGCTGGAACA
+GGCAAAAAAAGCAGGCCTTGTGGTGATGAAGACGAAATACCCTCTTTATATTGCCTGTGGGCTTTTATAC
+TCCAATGGGCTGACCTGCAGAAGTGGTGAAAAGAATGGCGCTTTACAGTAAGGAATTTGAAGTAAAAGCG
+AGAGATTTTGATTCTGCTGGAGAGGTGTCAAGCAATTTAAGGGCAATTTTAAAGCAACTTTCCTTGGCCC
+CTGATATAGTGCGCAGAAGCTGTATAGTGTGCTATGAAGCTGAGATGAACATCATAATCCATTCTTACGG
+AGGGACTATTAAGATAGAGATTTTTGAGGACAGGATCAGGATAATAGCGGAAGATACAGGGCCTGGCATA
+GAGGACATAGAGCTGGCGATGAAGGAAGGCTATTCTACTGCTCCAGAAGAGATAAGGGAGATGGGATTTG
+GGGCAGGCATGGGACTTCCCAATATAAAGGCAAACTCGGATTTTATGGATATAAAAAGCAGTAAAGATGG
+CACTGTTGTAGTGGCAGAAATATTGTTTTAAGAGGTGTGTAAGATGACTTATTTTCATTCTGTGACTTTG
+GATAAGGACAGGTGCAGAGGATGCACCAACTGCATAAAGAGGTGTCCCACGGAGGCCATAAGGGTAAGAG
+AAGGGAAGGCCAGGATTATAAATGAAAGATGTATTGACTGTGGAGAATGCATAAGAGTCTGCCCATATCA
+TGCCAAACTGGCTGTTACGGATAGTTTGGAAATTATGAAAAATTTCAGGTATAAAATCGCTCTTCCTGCT
+CCTTCTCTATACGGGCAGTTTAAAGACTTGTCTATCAACCAGATATTGAGTGCTCTTTTAGATATTGGAT
+TTGATGAGGTGTTTGAAGTAGCTTATGCTGCAGAGATTGTTTCTAAATTTACAAGAGAAGCTTTACAGAA
+GGGGAATCTGAAAAAACCGGTAATTTCTTCTGCATGTCCTGCTGTTGTAAGGCTCATACAGATTAGGTTT
+CCATCTCTTATTGACCATCTTCTTAATATATGTTCTCCTATGGACACAGCTGCAATAATTGCAAAAAAAC
+AGGCAGTGAAGAAAACAGGGCTTAAAGAAGAAGAAATAGGAGTTTTTTTTATATCTCCCTGTGCTGCTAA
+AGTGACAAGCATAAGAAATCCAGTAGGCCTAGAGAAATCCAAGATTGATGGAGCTTTTTCAATGAAGGAA
+ATATACGGGAAAATACTTGAAAAAGCGAAAACTACTGTAGTAAGAGATTTGAGCAAAGCTACCATGATAG
+GAGTAGGATGGGCTAATTCAGGAGGAGAAGCTTTTGGTACTTTTACAGAAAATAGCATATATGTAGATGG
+GATACACAATGTCATTGATGTCTTAGAAGAGATAGAACTTGGGAAATTGAGTGATTTAGATTTTTTTGAG
+GGGCTAGCGTGCATAGGCGGATGTATAGGAGGACCTCTGACAGTTGAGAATCCTTTTGTTGCTAAAAATA
+GAATAAGGAAGTTGGCTGAAAGTCTGCCAAAGAGGGAACAACCTCCCGTAGATGAAGACCTTGTAAGTTT
+TGAAGAGGTGAAGTGGATAAAGAAAATAGAAAAAAGTGAAGTGATGAAGCTAGACAAAGATATTTCTAAA
+GCACTGGAAATGATGAAAGAAATAGACAGAACTCACAAGACTTTGCCAGGTTTAGACTGCGGATCTTGCG
+GGTCTCCCAGTTGCAGGGCTTTAGCAGAGGACATTGTAAAAGGCTGTGCTACAGAAAATGACTGTATCTT
+CATTTTGAAGGATAAAATAAAAGCCTTAGCGGAAGAGTTAAATGATCTAGCGGGGAAAAAACCACCTGTT
+ATTAAGTAAAAAGGAGAGGAGAATGTATGGGTATTAAAGTAGAAAATCTTCTTAAAAAAGGTTTTTCATT
+AGTAGCGGGAGAGAAGGGGATCGATAGAGAAATTGAGGGAGTGTATATTTGCGATTTGTTAAGCTGGGTT
+ATGTCTCATGCAAAGGCGAAGGATGCTTGGATAACCATTCAAAGCCACATAAATGTTATAGCTGTAGCTC
+TTCTTTCTGAAATAAGCTGTGTGATTTTGCCAGAGAATGTCAAGTTAGACGAAGATGCAAAAGCAAAGGC
+TGAAGAAGAGGGCATTCCTGTTTTGAGTTTTTCTGGAACTTCTTATGAGGCGGCAATAATACTGCACGAG
+ATGATGAAATGATGGTTTACTATGACCTTCACATTCACACCTGTCTGTCTCCCTGCGCATCCGATGATAT
+GACACCTAACAACATAGTCAATATGGCTCTCCTAAAGGGACTAGATGTAATCGCAGTGACAGACCACAAC
+TCAGCTTTAAATGTAGAAGCTGTTTATAGAATTGGGAGGAAAAAAGGCCTAATAGTGGTTCCTGGGATAG
+AAGTGCAAACTAAAGAAGAAGTACATGTGCTGTGTTATTTTTATTCAGTGGAAGAGTGTATCAAATTTAG
+TGAAATTATTAACAAAAATATGACTAAAATAAAAAATAATAAAACAATCTTTGGCAATCAAATTGTAATG
+GATGAGAAGGACAGGGAGATAGGGGAGATGGAGGAATTACTGTTAGTATCTTCTAATTTTACTATAAGCG
+AGATTTTTCAATACATAGAGGGGAGGGGGGCTGCGGTTCCTGCCCATGTGAATAGGGGAAGTTACAGCAT
+TATTTCTAATCTTGGGTTTATTCCTAATATAAAAAGTTTATCAACAATTGAAATATCTAAGAGCACTGAC
+AAAAAAGTTTTTTTAAAAGAGCATCCAGAATGCAAAAAATATAGAATAATAAGCTCTTCTGATGCTCATC
+ATCTGGGGTATATTTCGGAAAGAGAAGAATTCCTACCTTGTGACTTGTCATTGAAAAGCATTGTGGATTG
+GCTTTGTGGTTGCTAATTTTTTTGTAATCCTACCAAAATGGTTGTGATTATCAGAAAATAAAAATTTTTT
+TATAAATGTTTGTTAAAAAATTAATGAAATTATGATATAATATTAACGAATGATGAATTAAAAGTGCTAT
+GATGAAAATTTTGTGAAATTTCTCATTCAAGGAGGGAAAGGCAATGCAGGGCATGAAAGAAGCAAGTTTG
+GAAGAAAAGCTTGTAGAGAAGTTTGGCAAAGATAAGGTTGAGAAGTTCAAAAAGTCAATAGAAAATTACA
+GAGAAATCCCCGGTTCACTAATTGCTGTCATGAATGACGCTCAAGAGATTTTTGGATATCTTCCCATAGA
+AGTTCAGCTTTTCATCTCACAGGAGATGAAGGTTCCTTTGACGGAGATATTCGGGATTTCGACCTTTTAT
+TCAAGATTTACTCTGAAGCCTTCTGGAAAGTACAAAATAAACCTTTGCATGGGAACTGCTTGTTATGTTA
+GAGGAGCTGCTATGTTGCTGGAAAAAATTAAGGAAAAGTTGGGCATAGAGGTAGGGGAGACAACAGAAGA
+CGGTAAATTTTCTCTGGAGCCAACAAGATGCCTTGGAGCATGTGCACTTGCACCCGTTATGATGATAAAC
+GGCGAAGTTTTTGGAAGGCTTACTCCTAATGACGTGGATGAAATACTGAAAAAATTTGAATAGGGATTTA
+TAAATCATGAAAGAGTTGGCTCTCTATATACTAGATTTGGCTCAAAATAGCGTAAGAGCTGGAGCGAAAA
+ATGTTGAAATTGAAATAGAAGAAAATCCCCAGGAAGACCTTTTGACAGTTTATGTTAAAGATGATGGATG
+TGGGATGAAAAAGGAATTTTTAGAAAAAGTGACAAGTCCTTTTGTCACAACGCGAAAAGAAAGAAGAGTT
+GGACTGGGTATTCCGCTTTTTAAGGAACTGACAGAAGAGTGCGAAGGAACTTTCGAAATTTTCTCTGAAG
+AAGGAAAGGGCACGAGGATAAAAGGGACTTTTAAACTTTCCAGTGTGAATCTCATTCCAATAGGGGATAT
+AGCTTCTACAATTGTGTCTTTAATAATGTCAGCACCGCAGATTGATATTGTCTATAGATTTAAAAAAGGC
+AGTCGAGAGTTTGAATTTGACACAAAAAAGATTAGAGAAGTTCTAAAAGACGTGAATTTGAATGATGTAA
+GAGTGCTCTCATGGATAAGAGAGTATGTAGAAGAGGGAATGAAGAAAAGTGAAATGGAGGTGTAAAAATG
+AAGACATTAGAAGAATTAGAAAGGATTAGAAAGGAAACTCTTGAAAAGATAAACCTCAGAAAAGATAGGT
+CGGGAGTAAGAATTGCTGTTGGAATGGCTACTTGTGGCATTGCAGCAGGGGCAAGGCAGGTTATGATGGC
+AATACTGGACGAACTGGCAAAGAGAAATGTGACAAATGTGCTTGTGACAGAGACAGGATGTATAGGCATG
+TGCAAGTTAGAGCCGATTGTCGATGTTTATATGCCGGGGCAGGAGAAAGTCACTTATGTAAAGGTTGATG
+AAAAGAAGGCAAGACAAATAGTAGTGGAACATGTGATAAATGGCCACCCAATCAGGGAATGGACTATAGA
+AAATTACGAGTAAGAGGAGGGATATTAGATGCTTTACAGGTCTCACGTAATGGTATGTGGTGGAACTGGC
+TGTACTTCATCAGGTTCTGACGAGGTAGCTGAACGTTTCATAGAAGAGATTAAAAAAGCGGGTTTGGACA
+AAGAAATACTGGTTGTGAGGACAGGATGCTTTGGACTCTGCGAGCTGGGTCCTGTTGTGGTAGTTTACCC
+GGAAGGGGTTTTTTACAGCAGAGTAAAGCCAGAGTATGTGCCTGAGATCGTAGAGGAGCATCTTTTAAAG
+GGAAGACCTGTCAGAAAGTACATCTACGGTGAGAGCCTAGAAGAAAAGGCTATAAAGCCGTTGGAGGAGA
+CACCTTTCTTCAGAAAACAGAGAAGAATTGCTCTTAGAAACTGCGGTGTGATAAACCCTGAAGACATAAG
+AGAAGCTATTGCTTTTGACGGGTATAAAGCGCTTGCGAAGGTTCTTACAGAGATGACTCCTGAGCAAGTA
+ATTGAAGAGGTCAAAAAATCAGGATTAAGGGGAAGAGGCGGTGGCGGATTCCCAACAGGTGTGAAATGGG
+AATTTGCTTACAAGCAGAAAGAAACCCCTAAATATGTTGTGTGCAATGCTGATGAAGGAGACCCTGGCGC
+TTTCATGGATAGAAGCATACTGGAAGGAGACCCCCACAGTGTTTTAGAAGCAATGGCAATAGCTGGATAT
+GCAATAGGTGCAAATCACGGTTATATATACGTGAGAGCAGAGTATCCTCTGGCTGTAAAAAGGCTTAAGA
+TTGCGATTCAGCAGGCGAGAGAGTACGGACTTTTAGGAAAGGATATATTTGGCACAGGGTTTGACTTTGA
+CATTGAAATAAGGCTTGGAGCAGGTGCTTTTGTCTGCGGTGAAGAGACAGCTCTTTTAAACTCTATTATG
+GGTAAAAGAGGAGAGCCGAGGCCAAGACCCCCCTTCCCGGCGGTGAAGGGTGTATGGGGCAAACCCACAA
+TTATAAATAACGTGGAGACTTTTGCAAATATTCCTCCCATCATATTAAACGGCGGAGAATGGTTCGCAAG
+CATTGGAACAGAAAAATCTAAAGGAACGAAAGTTTTTGCTCTCACCGGTAAGGTGAATAACACCGGACTC
+ATTGAAGTGCCTATGGGTACAACTTTAAGAGAAATCATATACGAAATAGGCGGAGGAATACCCGGAGGAA
+AGAAATTCAAAGCTGTTCAGATAGGCGGTCCTTCTGGCGGATGCATACCGGCAGAGCTTTTAGATACTCC
+GATTGATTATGATTCTTTAACCAGTGCAGGTGCGATGATGGGTTCTGGCGGACTTGTTGTGATGGATGAA
+GACACATGTATGGTCAATGTGGCGAAGTTCTTCCTCGAGTTTACTGTCGATGAATCCTGCGGTAAGTGTG
+CTCCTTGTAGGATTGGTACGAAGAGGATGCTGGAGCTTTTGGATAAGATAACTTCCGGAAAAGGAGAAGA
+AGGAGATATTGAAAAGTTAGAAGAACTGGCAAAGACCATAAAGGCAACGGCTCTATGTGGTCTTGGACAG
+ACAGCACCCAATCCTGTACTTTCTACTTTGAGATATTTCAGGCACGAATATGAGGCCCACATAAAAGAAA
+AAAGGTGCCCTGCCGGTGTATGTACAGCGCTTTTAAGCTTTGTTATAGATCCTGAAAAGTGCAAAGCCTG
+TGGAATTTGTGCAAAGAACTGTCCTGTTGGAGCTATTTCTGGTAAGCCAAAGACGCCTTATGTGATTGAC
+CAAGAGAAGTGTATTAAGTGCGGAACATGTATTGATAAGTGTCCGTTTGGCGCAATATACAAAAAATAAA
+AGAGGAAGGAGTGTAAAAGGATGGACAAAGTTCGCGTTACAATAGATGGCATAACTGTAGAAGTGCCTTC
+CTACTATACGGTACTGGAAGCGGCAAAAGAAGCCGGCATAGACATACCTACTCTTTGCTATTTGAAAGAG
+ATAAATCAAATTGGGGCTTGTCGCATATGTCTAGTTGAGATAGAGGGAGTAAGGAATTTACAGACTTCCT
+GCACCTACCCCGTGTTTGATGGGATGAAAGTCTATACCAATACTCCAAAGATAAGGGAAGCTCGCAGGCT
+AAATCTTGAACTCATACTGTCAAATCATGATAGAAACTGCTTGACCTGCGTAAGAAGCACCAATTGTGAG
+CTTCAAGCCCTTGCTAAAAGACTTGGAGTAGAGGAAATAAGGTTTGAAGGGGAAAATATAAAATACCCTA
+TAGATGATGCCTCCCCTGCAGTTGTGAGAGACCCTAATAAGTGTGTGCTCTGCAGAAGATGTGTTGCAGT
+GTGCTCAGAAGTTCAGAATGTATTTGCTATTGGAATGGTAAACAGAGGATTTAAGACAATGGTAGCTCCA
+TCTTTTGGAAGAAGCTTAAAGGATTCACCCTGTATTAGCTGTGGCCAGTGCATAATGGTATGTCCTGTTG
+GAGCTATATACGAAAAAGACCATACAAAGAGGGTTTATGAAGCTTTGGCAGATGACAAAAAATACGTTGT
+AGCTCAGACTGCTCCAGCTGTAAGGGTAGCATTAGGAGAAGAGTTTGGAATGCCTGTTGGTACCATTGTC
+ACAGGGAAGATGGCAGCAGCACTGAGGAGAATGGGATTTGATGCGGTATTTGATACAAACTTTGCAGCAG
+ACCTCACGATAATGGAAGAGGGTTCTGAGCTTTTAGAGAGAATAAAACATGGCGGAAAGCTTCCTATGAT
+AACCTCCTGCAGCCCTGGCTGGATAGCTTTCTGTGAGAAGTACTATCCGGAGTTTATAGACAATCTCTCC
+ACCTGCAAATCTCCTCACATGATGATGGGGGCACTGGTAAAGAGCTACTACGCGGAGAAAAAAGGGCTTG
+ACCCTAAAGATATATTCGTAGTGTCAATAATGCCATGTACAGCGAAGAAGCTTGAGATTGAAAGAGAAGA
+GATGATAAGAAATGGAATGAAAGATGTGGATGCCGTGCTTACCACAAGAGAGCTTGCGAGAATGATAAAA
+GAGATGGGAATCGATTTTGTGAACTTAAAAGATGAAGAATTTGATGAGCCTTTAGGCATGTCTACAGGAG
+CAGGTGCCATATTTGGGGCTACAGGCGGTGTCATGGAGGCAGCATTAAGGACTGTCGCTGAAATTGTAGA
+GGGAAGAGATATAGGGAAGATAGATTTTGAAGAAGTGAGAGGTTTAGAAGGTGTGAGAGAGGCTACAATA
+ACAATTGACGGGATGGATATAAAGATTGCTATTGCCAATGGAACAGGAAATGCTAAGAAGCTCCTTGACA
+AGGTAAAGGCAGGAGAAGTCGAGTATCACTTTATAGAAGTGATGGGATGCCCAGGTGGCTGTATAATGGG
+TGGAGGACAGCCAATCCACAATCCTAACGAGATGGAAGAAGTCAAGAAATTAAGGGCAAAGGCAATTTAC
+GAGATAGACAAGAACCTGCCTATAAGAAAGTCCCACGAGAACCCGGCGATAAAGAGGCTTTACGAGGAAT
+TCCTGGGTTATCCTTTGAGCGAGAAATCCCACGAACTTCTGCACACCCACTATTCAAGAAAAGAGCTTTA
+TCCTCTCGTGAAATAAAGGAAGGTCCCCAACGTTTGTTGGGGGCTTTGCCATTTTTTTATTCAAAAGTTA
+GTTATAGAAATATATATAATTTGTGATATAATAAAAAGGAATGATATTTGCCACAAGGAGTGAAACGATT
+TGAGAAGAGGAAAAAGCGGCTGGACATTGTTGTTTTTGCTCTTAGTAGGACTGATACTAGGTGGTTTTGT
+AGGAGACCTTTTGGGACGTTTTTTCAAAGAACTTTCTTACGCTCAAGTAATAGGCATGAACAATCCTTTG
+ACACTGGACCTCAATTTTTTAAAGTTCTCTTTTATGCTCACTTTTAAAATAAATATAGGCACTGTAATAG
+GACTTATATTGGCTATTTATTCCTATTACAAGATGTAGGTGGGATGTATGAAAATTTTTCTCGCGTCTAA
+ATCTCCGAGGAGAAGAGAACTTCTTGAAAATCTAAATTTTCCATTTCAAATTGTGGAGAATGACATTGAA
+GAGGTTTCAAGCGAAAAAGAACCATCAAAATATGTGATGGATTTAGCCTTTAAAAAGGCGCTAAAAGCAG
+CTGAGAACATAAAAGAGGAAGCAATAGTGATAGCGGCTGATACGATTGTGGTAGTAGATGGCGAGATTTT
+GGGCAAGCCAAAAGACAGAGAAGAAGCTTTTTCTATGTTAAAAACTTTGCAAGGCAGAGAACATATCGTT
+TATACAGGAATAGCAGTAATTAAGCTTCCAGAGATGAAGCATTCTGTCGATTATCAAGAGACAAAAGTGT
+GGATAAGAAGATTAGAAGATGAAGATATATCAAACTATATAGATACAGGAGAATGCTGGGATAAAGCCGG
+TGCATACGCTATTCAAGGATTCGGGTCCTTAATTGTGGAAAAAATTGAGGGAGATTATTTCAATGTAGTA
+GGACTGCCTGTTGCCAAGCTTTTTGACCTGTTAAAAAGGGAATTTGGGGTGAAGTGGGTTGGGAGAGGAT
+TTGAATATAAGGATAAAAGACTTGCCTTATGAAGAAAGGCCCAGAGAAAGGCTAATAAAATACGGACCCC
+AGGTGCTTTCAAATGCCGAATTGATTGCCATAATAATAGGTACAGGGAGCAGAAGAGAAAATGCTATAAG
+TTTGGCTCAAAAGCTCATTACAGAGGAGAGAGGATTAAAGTTTATTGTCAACTCAAGTGTGGAAAAGCTT
+GCGAATATAAGGGGGATTGGAATAGCAAAAGCTGTAAAATTAAAAGCGGCAGTGGAGTTAGGAAGAAGAT
+TGATGCTTTCAACGCAAGGGGAAAATTTTTCTGTAACTTCTCCTGAAGACGTCATAAACCTTTTGATGGA
+GGAAATGAGGTACCTTTCTAAAGAGCATTTCAAAGTAGTGATGCTAAACGTTAAAAATAAAATAATTGCC
+ATTGAGACGATTTCTATAGGGAGTTTAAACACCTCAATCGTTCATCCTAGGGAGGTGTTTAAAGCTGCTA
+TAGAAAGGTCTGCTTCTTCTATAATTTTAGTTCACAACCATCCGAGTGGAGACCCTACTCCTAGCAGGGA
+GGATGTAGAAGTGACAAAAAGATTGGTGGAAGCGGGTAATATTCTTGGAATAAAAGTCTTGGACCATGTT
+ATAATTGGAGATGGGAGAGGTATAAGTCTCAAAGAAAAAGGGTATTATGATTTTGAATAAGAAAGGAAGG
+AGTATACACAGATGAGAGGATTTTCAAGGGATATTGGAATCGACTTAGGAACTGCTACAACCTTAGTTTA
+TGTTCAAGGAAAAGGGATTGTTTTAAGAGAGCCTTCGGTTGTGGCAATGCGAACAGATACAAAGACGATC
+CTTGCCGTTGGCGAAGAAGCGAAGAGGATGGTAGGAAGGACTCCCGGAAACATAATTGCTATAAGGCCCA
+TGAGGGATGGGGTCATAGCAGATTTTGATATAACAAAAGCCATGCTGGATCACTTCATAAGCAGAGTAAA
+TCCCAGGAAAGGGCTTTTCAGGCCAAGAGTGATAATTGGCATTCCTTCGGGAGTTACAGAGGTAGAAAAA
+AGAGCAGTAATTGAAGCGGCTTTGCAGGCAGGTGCAAAAGAAGCCCATACTGTAGAAGAACCAATGGCAG
+CAGCTATTGGTGCAGGGCTTCCTGTAGAAGAGCCTACCGGCAGCATGGTGGTGGATATTGGCGGTGGAAC
+TACTGATGTTGCGGTGATTTCCCTTGGCGGGATAGTGACTAACAAGTCTTTGCGGGTTGGCGGAGATGAA
+ATGGATGAGGCCATAATAAATTATATAAAGAGAGAATACAATCTTATGATTGGAGAAAGAACTGCTGAGG
+AGATAAAGATTCAGATTGGTTCGGCTTTCCCAAAAGAGAAAGAAGAGTCAATGGACATAAGAGGAAGAGA
+CTTGGTCTCTGGTCTTCCAAAGACTTTGAGAATTACTTCTACCGAGATTCTAGAAGCCTTAAAAGAGCCT
+CTTTCTAGCATTGTTGAGGCTATAAAGATGACTCTAGAGAAGACTCCGCCAGAATTAGCTGCGGACATTA
+TGGACAGGGGTATAATGCTGACAGGTGGAGGAGCCCTCTTGAGTGGCATAGACAAGCTCATAAGGCAGGA
+GACAGGAATGCCTGTTCAGATAGCGGATAATCCTACAGATTGTGTAGCACTTGGAGCGGGTAAGATTTTG
+GAAGAAAGTTCTTTGTTCAGGAGAGTTTTAAGCCCTGCAACTAGAGTTTGAGAGGTGTTTTAAGTGCCCC
+GTTTTTTTAGAAATAGGCAGCTTATTTTGGTGCTTTTAATAGCCGTGGCGCTTATTGCCGCCATGGCTTA
+TACTTATGATACAGAGAGATATCTTACGAAAGCAGAATCTGTGATAGGCAGTGTGTTTACTCCTGTAGGC
+AAGGTCTTTTATCGGATGACAAATGGCATTTCTGATTTTTTTTCCTCTATAAGAGAGATTGGGACTTTAA
+GGGCTACAAATGAAAAGCTTCAAAAAGAAGTGGAGAAATTGAGGAAGGAAAATATAGAGCTTCAGGAATT
+AAAAAATGAAAATCTGAGGCTAAAAGAAGCGCTTGATTTTAAGACAGAAAATCCAGAGCTTGACCTTAAG
+TTAGCTTCTATCACAGGTAAAAATCCTGGCAACTGGTTTAATATATTTACCATTGACAGGGGTAAAAGAG
+ATGGAATAAAGCCCGGAATGGCAGTTTTAGACGAAAAGGGAAACATGGTAGGGCAAGTGACGCAGGTGGG
+TGATAACTGGGCTAAGGTTTTGGCAATTATAGATAGGGATAGTTCGGTAAGCGCTGTAGATGTAAGGACC
+AGGGATAATGGGATAGTAAGGGGAGATTCTCAAGGGGGACTTGTCATGATATACCTTCCCCTTGATGCGG
+AGGTCTTAGAAGGAGATATTATAACCACTTCTGGCATGAGCAGATTTCCAAAAGGCCTTGTAATAGGAAA
+AGTTGAAAAAGTGACAAAAGAGCCGGGAGCACTTTTCAAACAAGCACTTGTGAAGCCGGCTGCTGATTTT
+GAAAGGCTTGAGTACGTGTTTGTCGTCCTTAACATGACTGAAACGGGGAAATAAAGCTATGAAGAGACTC
+TACAAGTATTTATTGATTCTTTTGCTGATAATTCTCCAATCTTCTCTTTTTAAGTTTATTGATATCTTAG
+GCATAAAACCTGACGCAGTCTTTATCTTTGTCTTGAGCTTATCTCTTTTGAACGGGCCTTGGGAAGCGGT
+TTACTTAAGCCTTTTTGCGGGTCTTGTCCAGGATGTCATCTTTAATAACGCCTTGGGAGTCAGCACATTT
+TCTTTGCTTGTTGTATCTTATATCACAGGGCTTTTGAGTAAAAATGTCTTTAAAGAAAGCACTTTTGTGG
+CCTTTGTGTTTACCTTCTTAGGTACATTACTCTACAACTTGATAATCATGTTTTCAATGGTCTTGATGAA
+GTACCAGTTTAACTTTTTGGAAAGCCTTTTGGATGTAGGGATGATACAATCAGTGTACAATTCGCTCATT
+GTTGCCTTTGTGTACAGGTACATCGTGGCTTTTAACAGATATGTGAGTGAGAATAAAAAACTTTTTTCTA
+GAAAAAGTTGGTTTTGAAGGTGATAGAGTTGAGTGAAGCCTTAAAAAAGAGGTTTTACGTCCTTGCCTCC
+ATAATAGGGATACTGCTTTTACTTCTTGTTTCCCGACTGGTTTACCTGCAGCTTATAAAGGGAGACTATT
+ATAGAGAAATTTCCATAAAGCAGGCGATTCGCTTGATTCCCATTGATGCCCCAAGAGGCGAGATTGTAGA
+TAGGTACGGTGTAAAACTTGCTACAAACAGGCCTAGCTTTTCTGTAGACATTTTAAAAGGTGAAGTTGTG
+GACAGCCATTTGAATGAGACTATATTGAAGTTAATACATTTACTAGAAAAAAATAATGTAAAGTATAAAG
+ATGACCTTCCTCTTTATTTGAACGACAAAGGAGAGCCTTATTTTAACTTTAAAAATCCTGATGAAGGAGA
+TGTCTCACCTGAAACCTTAAAAGAGAGGGAAAAGGCGTGGAAGAAGGCAAACAATATAAATGAGAGCGCC
+ACAGCAAAAGAGACGTGGGATATTTTAATGAAAAAATTTAAGATTTCAAAAGATTTGAGCCCTCAGGATG
+CAAGAAAGATAATGGTTGTGAGGCAGCTCATGGAAGAGCAGGGATACAATCAGTACCAACCAGTCGAAAT
+AGCAGTAGATGTGGACCAGAAAACAGTGGCAGAGATTGAAGAAAGGCATTTAGAGCTTCCTGGCGTGATG
+ATCAACATAAAGCCGATAAGGTATTATCCATATGGGACCCTATTATCTCAAACCTTAGGCTATATTGGCC
+GCATTACTCCTGAGGATTTAAAGAAACTAGATATAAAGAAGTACAAGCTGACAGACTTAGTGGGACATTC
+AGGAATTGAAGCTTTGTATGAAGAGTATTTACACGGGAAAGATGGAGGGCAGCAGGTGGTAGTTGATAAT
+TACGGAAGGCTTATCAAAAATTTAAGCACAGTGCCACCTGTTCCGGGAGATACAGTTTTTCTCACTATAG
+ACAAGAATATTCAAGAGGCTGCAGAGGAAGCCCTCATAAATACTATGCAAAAATTAAGGGAGGGCAAATT
+GGGGAAACCGCGCCCCAACGCAAAAATTGGAGCAGCAGTAGTTGTGGACATACACTCAGGGAAGATTTTG
+GCTTTGGCCAGCGTGCCTGGTTTTGACCCCAATATATTTGCTACGGGAAGTCCCCCAAAGGATGTAGTAA
+ATGAGCTTTTTAGGGAAAGAGATGCAACTGTTGATCCGAGCCCTATCTTCAATTACGCCACCCAAGGAGC
+AGTGCCTCCAGGGTCTACTTTTAAAATGATAGTTGCTCTAGCGGCGCTTGAGACAGGTGTCACTACTGTG
+GATGAGAAGTATCTAGACCCCGGTGTATACATTACCGGGCAGACAAACTGGCTGTGGAATGAATACGGTA
+GGACACAGGGCTGGGTCAATGTGTCAGATGCTATCAAGTACTCAACAGACACCTATTTTTATGAGATGGG
+AAGGAGAATGGGAATAGATAAAATAGTGGAATATGCTAAAAAATTTGGCTTAGACCAGAAGACAGGCATT
+GAGCTTCCGGAAGCTAAAGGGATTATCGCAAGTCCCCAGTATAAAAGAGAGTTTTATCTGGCACTTATAA
+GGTCTATGGTAAAAAGCGAAAGAAACCCCGATGGCCCTATAACTGAAGAGCAGTACAATAAAATTGTAGA
+GATTGTAGACAAAGGAGACTTGAGTGACTACAATACTTTTCTCAAGTTAGAGAAAATGGGAATAAAAGAT
+CCAAAATTGCAGAGAAAACTTTGGGAGATGATGTATTACGCCAGACATTGGAGCCTGGCTGACACCTGCA
+GTGCGGCTATTGGGCAGGGAGACAATCAGTTTACCCCTCTTGAGATTGCAAGTTACATCTCAACCTTGGT
+AAATGGTGGAATTCGGTATAGACTCCACCTTGTAGACAAGATTGTAGATGCTGAAGGGAATATAGTCAAA
+AAGACAGAGCCAGAAATTTTAGGCAAAATAGACATTCCTAAAAAGTACCTAGATGCGATAAAGCTAGGCA
+TGAAGGGAGTTACTGAAAGAGGGGGAACGGCAAGCGCTGCATTTGACGGTTTTCCCATGACTGTAGGAGG
+TAAAACTGGTACTGCAGAGGTAGGCATAAAGGGAAGGGATAATTACGCCTGGTTCGTAGGTTTTGCCCCC
+TATGACAATCCTCAAATTGTGGTAGTTACTGTTATTTATCAAGGGGGAGGCGGTTCATACGCTGCTTACG
+TGGCAAGAGATATATTTGACGCCTACTTTGGGCTGAGCAAAAGCGGAGAAAGAGAGACGTTTAATCTTGT
+AAATACTCCTTTAAGGTAAAGAGGTTTACCCTCTTTTTTCTTTTATAAAGCAGGAAAAATGCATTTTGTG
+GAGAATATAGATATTTAGATGAAATTACACTGGAGGTAAATTATGGTAAGAGAGCCTGTGAAGATTCAAG
+GGACAAAAGAAGGACTTGTAATTGTTGTGGATGAAGATGTGGATATTGAGGTTTTAAAGGAAAGAATTGT
+AGATAGAATAGAAAAATCTCTTAAATTTTTTGAGGGTGCTACCTTAAATGTCAGGGTGAAAAATTCTAAA
+TTTAAGGATGAGGAACTTGAAGACCTCAAAGATTTTATCCTGAAAAACTATGGAGTAGAGATTTTTATAA
+AAAAATTTCAGGAAAAGCATATAAAAAACGTCACAGATGACGAAATATTTAATGGGTTGGAAGAAGGGAT
+TACTAAATTTCACAGAGGTACTGTGCGGTCAGGGCAAGTGGTTAAGTACTACGGGAATTTAGTAATAATA
+GGGGATGTAAATCCCGGTGGGCTTGTTCAGGCCGCTGGCAATATCGTAGTTACGGGGACTTTGAGGGGAA
+TCGCTCATGCGGGTTTTACAGGTAATAAAGAGGCTTTTATTGTCGCTTCCTCCCTTAAGGCTATGCAGCT
+TAGAATAGCAAACATAATTTCGAGAGCTCCTGACAAAGAGGAGGAAGTGGAGTATCCTGAAATTGCTGTG
+GTAAGGAAAAACAAAATAATTGTAAGACCACTTTACCACCTCAGCGACTTATGGTAAAATATTCTAAAAG
+ATAATATTAATGGAATGGAGTGAGAGGATGAAGGAAGCAATAGTCATAACTTCTGGAAAGGGCGGAGTGG
+GTAAAACCACTACTACTGCAAATATTGGTACATACCTTGCTATGAAGGGTTATAAAGTAGCTTTAGTGGA
+CACTGACATAGGCCTTAGGAATTTGGATGTGGTGATGGGACTTGAGAACAGGATTGTCTATGACATTGTA
+GATGTAGTGGAGGGGCAGTGTAGATTAAAACAAGCTCTTATAAGGGACAAGAGGTTTGACACTTTATACC
+TTTTACCTGCTGCGCAGACGAGGGACAAGACCGCTGTGACGCCGGAACAGATGAGAAAGTTAATTCAGGA
+CCTAAAAGAGGAGTTTGATTACATACTGGTAGACTGCCCGGCGGGAATTGAACAGGGATTTAAAAATGCC
+ATTGCAGGAGCTGATAGAGCTATTGTAGTGACGACTCCTGAGGTTTCGGCAGTGAGAGATGCTGACAGAA
+TAATTGGACTTTTAGAAGCTGCTGAACTTCATAATCCGCTTCTTGTGATAAACAGGATCAAGATGGATAT
+GGTAAAAAGAGGAGATATGATGGATATAGAAGACATAATTGACATACTTGCAATTGACCTTTTGGGAGTA
+ATTCCGGACGATGAGAACATAATAATTTCTACTAATAAAGGAGAGCCTATAGTTCTTGATGAGAAGTCTT
+TGGCTTCTCAGGCCTACAGGAATTTAGTTGAGAGGTTTTTAGACAGAAATGTTCCTCTTATAAATTTGGA
+TGTAGGCAATGGCTTTATGGACAGGCTAAGAAGGCTTTTCAAGATGGCTTAAAAGTCAAGGAGGTGTTTT
+TAGATGGATTTGTTCAAAGCCTTTGGTGGAAAGAGCAACAGTAAAGACATAGCAAAAGAGAGGCTCCAGC
+TTCTGCTGGTTCACGACAGGATAGATACGTCTCCGCGATTTTTGGAGATGATAAAAGAAGACATTTTAAA
+CGTAATCTCAAATTATGTAGATATAGATGAAAAAGGACTTAGAGTCGAGATTACAAAAGAGAGAAAAAGC
+GATGACACTTTCATTTCTGCCCTTCACGCTAACATTCCCATAAAAAAGATGAAACAGGTGATAAGGTAAA
+CTGGCGACCAGCCAGTTTTTTTATGTAGTTAAAACTTTTATTGTATGGTATAATACAAATTGGATTTTTT
+AAGAAGGGAGAATAGCTGTGTTTGATAAAAAGCTTCTTAAAAATTTTGATTGGGGGCTTTTAATTGTGGT
+TTTATTAATTTCTATATACAGTCTCATAGTTATCACAAGTGCATCTCATGCTCTGCAGACAGGTTCATAT
+AAAAAAGTGATAGTGCAAGCTGTGGCAATTTTGATAGGACTTATTTCAATTGCATTTATATGCCTTTTTG
+ACTACAATGTACTGGCTAAATTTTCCACATTTATATATATTTTAAACTTAATTGGCTTGGCGCTGGTATT
+AGTGATAGGTAAGGTCAGCAATGGGGCACAGAGCTGGATAAGCCTTGGACCTGTTGATATACAGCCTTCA
+GAGTTTTCTAAGTTAGCCTTGGTGCTTACTTTAGCTAACATGTTCAGCAATCAGGAAGAAATCAAATCTT
+TCAGAGAGCTCATAGGCCCTCTTGTATATGTAGGAATTCCTTTTATTGCTGTGATGTTGCAACCTGATTT
+GGGGACGGGGCTTGTCTTTATAGCAATTTTTTTAGCAATTGTATATATATCTGGAATAAGGACTAAAGTG
+CTCGCGCAACTTTTTGCAATAGGAATTGCAATGCTGCCTATTGGATACAAACTCTTAAAGCCCTATCAGA
+GAAATCGCCTTTTGTCCTTTTTAAACCCCGAATTGGACCCAATGGGGACAGGCTATCACGTGATACAGTC
+AAAGATAGCAGTAGGTTCAGGGATGTTCTGGGGGAAAGGACTTTTTCACGGCAGCCAGACCCAGCTTTAT
+TACCTTCCAGAGGCTTGGACAGACTTTATCTTTTCTGTTGTTGGGGAGGAATTAGGATTCGTAGGTGCTA
+CTTTTCTTATAATCCTTTACGCCATAATGCTTTATAAAGCCTGGAAAATTGCGTATAATGCCAAGGACAA
+GTACGGAATGCTTGTGGCAGTCGGGATAATTGCCATGTTCACCTTTCACATATTTGAAAATATAGGCATG
+ACAATTGGACTTATGCCAATCACCGGTATTCCTCTTCCTTTTATGAGCTATGGGGGAAGTGCTATGGTAG
+TGGACATGATGGCGATAGGGCTTTTAGAGAGTATCAGCATGAGAAGGCAGAAAATAAACTTCTGAGGGGG
+GCATTTTTATGAATATCGCTCTTATTGCGCATGACCAGAAGAAAGAACTTATGGTTAACTTTGCTATCGC
+TTATAAGCACATATTTGAAAAATGCAATTTGTACGCTACGGGGCACACCGGACAGCTTATAAAAGAAGCA
+ACAGGACTTGATGTTCACTGCCTCTTGCCGGGACCTCTGGGAGGAGACCAGCAGATAGGGGCTTTGATTG
+CTGAGAATAAAATTGACCTTGTCATTTTCTTGAGAGACCCTCTCACTGTTCAGCCTCATGAACCTGATAT
+ACTTGCTCTTTTGAGGGTATGCGATGTCCATTCAATCCCTGTTGCTACTAATATTGCTACTGCTGAAGTG
+CTTTTGAAAGGAATGGAAATGGGACTTTTAGACTGGAGACAAATTTGATTCATAAGGCGGCCTCCTTCAA
+AATAAAATGTACATAGAAGGAGGCATTGTCATTATGAAATATTATTATTCCAAGAAGATTAACCATTATA
+GAAAGTACATAGACCTTTTTGAAAACCAATTGATAATAGCGATGGTGCTTTTGGGGATGGTTCTTCTTTT
+TAAAGCAATAGATGTGCCTTTAGCAAATTCCTTTATAAATGTTACAAAAAGCGTTTTAACTTACAATATG
+GATTACGAAAATACAAAAAAAGGTCTAAAATTGGTGCAGTCTAAAATTCCATGGCTTAAAGAAAATGTGG
+TTAAAGTTTTTTCACAGGCAGAGGAAAAACCTTTTTCTAAAGAAGCTATACAAACATCTTCAAAAATGAT
+GGCTCCTGTAGAAGGCAGAATAACTTCTGGCTTTGGAGAGAGAGTAGACCCTTTTACAAATAAAGTGACA
+AAACATACGGGAATTGATATCGAAGTGCCTGTAGGTACAGAAGTAAAAGCAGCACTGGATGGGGTTGTGA
+TGCTGGCGACAGAAAAAGAAGACCTAGGGAAAGTAGTTGTATTAAGGCATGAAGGCGATGTAAGGACTGT
+CTATGCTCATCTTTCAGAGATTTTTGTAAAAGAAGGGCAGCAGATAAGACAGGGAGAGGTAATTGGCAAG
+TCGGGAGACACAGGAAAAGTTACGGCTCCTCACCTTCACTTTGAAGTTTGGGAAAATGGCAAGCCCATAG
+ACCCTCTGACAAAGGTAGTGATAAATGAGGCTGCCAGTGAGGAGAGAAAATGAAGGTAAAAGTCCACTTT
+TCTACTTTTGTGTTTGGATTGCTTTTGATTTTTTTAGGCTTTGTGAAAGAACTTTTCAGCATATTTCTTG
+TGGTGTGTGTGCACGAAACGGGACATGTTTTGGCGGCAAAAAAGCTTAAGGTGGAAGTTTTAGAAGTAAA
+TATATATCCTTTTGGGGGAGTGGCTTTTCTAGATCCAACTGTTTTTATACGTCCGGATTTGGAAATTCTA
+ATAGCGCTGGCTGGTCCTTTTTTTAATATCTTTTTTGCTTTTTTATCTGAGCTATTTTCCCAAATTTTTG
+ATATAAGACTTGACTATTTTATAAAAGCCAATCTGATAATGGCTTTTTTTAATCTTTTGCCAGGACTACC
+TCTTGACGGAGGCAGGATTTTGAAAAGTTTCCTGTCTTACTTTCTCAGTTTAAGGAGCGCGATTCTTGTT
+TCAACTTATGGGACCTATCTCATTTCCTTTAGCCTCTTGTGGGTTTCCTTCAAAGACATTTCCCAGGTGA
+GCAGGAATGTTTTATATACATTTTTAGCAGTGCTTCTTGTAATTGCAGCAAATAAAGAAAAAAAGATGTC
+TGCTTTTTTGCAGATGAGAAATTTATACAGAAAAAAAGTAGAATTTTATAAAAAAGGAACGATGGCTGTT
+CACCATCTGGCAGTATCTGAAAAAGCGAAGCTGAAAGATATAATAAAAAATTTTATGCCGTCGAAGTACC
+ATGTTATAATAATATTAGACAGCAATTTGAGGGAAAAATATAGGATGACAGAATCAGAATTTTTTGAAAA
+AGCTTTAGAATATGGGCTGAACAGCTGTATAGGTGATATTTTGTAAAATTAAGAAAAACACTGGAGGAGG
+AAGAATGGATATAAAGGAAAAAGTTGATTCCCTCCTTATGAAGGTGAGCAAGCCTACCCGCTATACAGGA
+GGGGAATTGAATTCAGTCTTAAAAAATCCGAAGGAAGTAAAGGTGAGGTTTGCCTTTGCTTTTCCAGACG
+TATATGAGGTGGGCATGTCTCACCTTGGGATGAGAATCTTGTACCACCTTTTAAACAAAAGGGAAGACGT
+GTACTGCGAAAGGGTATTTGCACCTTGGGTTGATATGGAAGCTTTGATGAGGCAAAATAAAATTCCACTT
+TTTACACTGGAGACCAAAACCCCTCTTTCAGAATTTGATTTTGTGGGCTTTACTCTTCAGTACGAGTTAA
+GCTATACTAATGTGATAAATATGTTAAATCTTGCTAATATACCTATTCTGTCTAGAGAAAGAGAGGGGCT
+TCCTTTTGTCATAGCTGGAGGACCCTGTGCTTACAATCCTGCTCCTTTATCTGAGGTCATCGATTTTTTT
+GTGATGGGTGAAGGGGAGGAAGTAATTCACGAAATAATAGATGCTTACATTGAATGGAAGGAAAGAGGAG
+GAGAAAGGGAGGAATTTTTAGAGGCTGTCTCGCAGATACAAGGAGTGTATGTGCCAAAGTACTACATTGA
+GGAGTATGATAAAGACGGAAAAATTAAGGAAATACGCCCTATAAAAAAGGGCATTCCTGAAAGGGTTAAG
+AAAAGAATAGTAAAAGATTTTGAAAATGTGTATCACCCTGAAGAGCAGATAGTACCCTTTATGGATATTG
+TGCATGATAGGATAATGCTAGAGATTTTTAGAGGATGTACTAGAGGGTGTAGATTCTGTCAGGCAGGGAT
+GATTTACAGGCCTTTAAGGGAAAAGTCGAAGGAGAAAATTCTTGAGTTGGCGGACAAGCTTGTCAAATCC
+ACTGGTTATGAGGAAATTTCTCTTGCCTCTTTGAGCACTTTTGATTATTCGCAGATAGAAGACTTGATAA
+AAGAGCTCATATCAAGGTATCAAGAGAAGGGAATAGGTGTTTCAATTCCTTCCAGCAGAGTAGATGCTGT
+GTCTATAAATTTGCTAAAAGAGATACAAAAGGTGAGGAAGACAGGGCTTACTCTGGCTCCTGAAGCTGGA
+ACCCAGAGGTTGAGAGATGTCATAAACAAAGGAATTACAGAAGAGGACATTTTAGAGGCTACGGCTTCTG
+CTTTTGAAGCTGGGTGGAACAACATCAAACTCTACTTCATGATTGGACTTCCCACAGAGACGATGGAGGA
+CGTGGAAGGGATAGTGGATTTGGCTTATAAGATAGTTGATAACTACAAGAGGGTGAAGGGAAACATCAAG
+AATTTGAGAGTTACAGTGAGTACTTCTACTTTTGTTCCAAAGCCCTTCACGCCTTTTCAATGGGTTGCTC
+AGGATAGCGTAAAAAGGATAATTGAAAAGCAGAATTTCTTGAAAGAGAGGTTAAAAAGCAAAGTGTTGAA
+GTACAACTGGCACAATCCATACATGAGTTTTCTCGAGGCTGTTATTTCTAGAGGAGATAGAAGGGTAGGA
+AAAGCGATAATAAAGGCTTGGGAAAAAGGCTGTAAGTTTGACGGATGGGATGACTATTTTGACCATGAAA
+AGTGGGAAAAAGCTTTTAAAGAAACAGGAGTTAATCCACATTTTTATGCCAACAGAGAATGGGAAATAGA
+TGAAGTTCTTCCTTGGGACGTGGTAGATGTGGGAGTTACAAAAAAGTTTTTAGAAAGAGAATATAAAAAA
+GCTTTGGAAGGCAGAATTACCCACGACTGCCGCTATTACTGCACTGGCTGTGGAGTGAAGGACTACGACG
+AGGGGGTCATCTGTTTTGAAGCGCCTAAGAAGTAAGTACACAAAAGGTGAAGAGGTAAAGTTTATATCTC
+ACCTAGACCTTTTAAGAGTGATCCAGAGGGCATTGAGGAGAGCTGATATAAAAGTGGCATTTTCTCAAGG
+ATTTAATCCACATCCGAGAATTTCTTTTGGCCCTGCTTTGATGGTGGGGGCAACTACTGAGGGGGATTAC
+ATGGACGTAGACGTGGAAGAGGACATTTCACCGCATGAATTTAAAGAGAGAATGAATGAAGTTTTACCTT
+CAGGTATTAAGATTGTAGAGGTCTTTGAGGTGGACGTTAGAGATTCTTTATCTTCAAGAATTAAAGGAGC
+AGATTATTTGGTGGAGGTTTTTTTAAAAAAAGAGGTAGAGGGCTTAGAGGAAGCAGTGAAAAGATTTATG
+GCGAAAGATACAATAGAAATAGAGAAAGAGACTAAAAAAGGGAAAAAGCTCGTTGATTTAAAGTCTTATC
+TTGAGGAGTTTTATCTCATTGATATGAATGGGGAAAGGGCAAAATTTTATGTTAAAATGAAGCTGGGGGA
+AGGTTCTCCTAATCCCTTTCACCTTTTAAAAGCTTTTAATGAATATATAGGGGATGCTTTTGATTTGGAG
+TATTATAAAATTCACAGAAAGAACATGTTTTTAGAGTGAGGAACTGAGGTGAAAATTTTGAAAAGGCTTA
+TTATTGATATAGATGAAAAACTGTGTCAGATTGCTTTTTTAGAAGATGGGAAACTAAAAGAGTACAGGCC
+AGAGAGAAAAAACGGCAAAAATATCTTGGGGAATATTTACAAGGGGAAAGTAGAAAACGTCTTAAAGGGG
+ATGCAGGCAGCCTTTGTAGATATAGGTCTTAATAAAAATGCTTTTTTATTTTTAGAAGATGTTGTGGGGA
+GGGAAGACAAGTCCATAACACAAGTTTTAAAACCGGGTCAGGAAGTGATGGTGCAGGTTACAAAAGAGGC
+AATTGGCCTTAAAAGTCCTCGTGTTACAACTAATATTTCAATACCGGGCGAATATGTGGTTTTGATGCCT
+TTTATGAACTATGTGAACGTCTCTCACAGGATTGAAAATCCGGCAGATAGGGCAAAGTTGGCCGAGATTG
+CGAGAAGACTAAAGCCTGAAGGCATGGGACTCATAATGAGGACATCTTCTAAAAATGCCAAAGAGGAAGA
+GATAAAAGAGGATATAGAGAAATTACTTTCTGTTTACGAGAAAATAAAAGAAAATTTTAAGTTGCTTCCT
+TCTCCTTCCCTCATTTATAGCGAGGAAAGCATTGCTGTGAAGTATTTGAGGGACTTTCTTTCTTATGATG
+TGGACGAAATTGTGATAAACGATGAAGAAGAATATGAGAAAGTGAATCAGTACTTAAAAAAGATTGGAAA
+AGATATTGAAATAGTTCTTGAAAGAGGGGATGTCTCAGGAATATATGGAGTGGACTTTCAAGTAGAAAAG
+CTTCTAAACAAAAGGGTTTGGCTCAAAAGCGGAGGTTTTTTGGTTATAGACCAGACAGAGGCTTTAACTG
+TTATTGATGTCAATACGGGGAAATATGTTGGTAAGAGTTCGCTTGAAGAGACCATATTTAAGACGAATTT
+GGAAGCGGCGGAAGAGATTGCTTTGCAGCTTAAATTAAGAGATATTGGAGGGATTATACTCATAGACTTT
+ATAGATATGAAAAATGAAAATTTTAAAAAGGAATTGCTGGAATTTTTTAAAGAGAAATTGAAACAGGATA
+GGGCAAAGTGCACGGTTTTAGGATTTACACAGCTTGGGCTTGTAGAGATGACGCGGAAAAAAGTCAGAGA
+AGAGATTTCCAGCTTTTTAAAAGTTAAATGTCCGGTGTGTGGTGGTACTGGTACAGTGTATTCTGAGGAG
+TACATATACAAAAGGCTTAAAAACCAGATTGAGAGAATATTAAGACATGTTTTGGTGAAAAAAGTGATAG
+TAAAAGGGGATAAAAAAGTGGGAGAAATTCTTAGCAGAAAAAAGCTTATAGAGGAATACGAAAAAAGTCG
+GGGAATTAAACTCATCTTTGAAGAGGTTTTTAGCGAATACGGTAAATTTGAAGTGGAATTTGAATGAATT
+GTGTTGACAACTTAAAAGGATAAACTTATTATAAAGATAAGAAATTGTGTTAATGATTTGAAAAAGAGGT
+GGATTTTTATGAAAGGGCAGTATTACACTATTCTAGCCCTTATATTTGCCATCATAGTAGCAATTTTTGC
+AATTTCTAACTCTGGACCAGTTGACATAAGCTTTTTGTACTGGCATTATTCTATGTCGCAAGCACTAGTT
+ATCCTGCTTTCGGCGGCTGTTGGAGCTATCATTGTAGGAATAATAGGGGTGTTTGGGCAAATACGCTACA
+GCGCTACGATAAGAGGGCTTAACAATCGAATAAAAGAGCTTGAAAAGGAAAAAGAGGAACTGATACAAAA
+AGTGACTGCTCTTCAAAATTACAATCTTGACAGAGGGAAGGAAGAGGGAGAGGGAGAAAAGGGCGCGCAG
+AGCATTTGACATTGCTTTTTAATTGACAAGTGGTGTTTTATTGTGTTAAAATATCACTTGTGGCCGCTCG
+AGACGGGTTTTAAAATTTTACCTTGTTCTCGGCGAGACTGGATGGAGGAGGTGCAGTGATGTACGCAATA
+ATTGAAACAGGTGGAAAACAGTACATGGTCAGAGAAGGAGATGTCCTGAAGGTTGAAAAATTGAACTATC
+CTGAAGGGGAAGTTATAGCCTTAGACAAAGTATTGGCTGTATCCTTTGAAGATGGCAATGTAGAGTTTGG
+GAAACCATATCTTGAGAATGTAAAAGTGACTGCTAAGGTATTGGAGCATGGGAAAGGGCCAAAGATAAGG
+GTATTTAAGTATAAGCCAAAGAAAAACTACAGAAGAAGACAGGGACATCGCCAGCCGTACACGAAGATTC
+AGATTGAGAAGATTGAAAAATAGCCATGATTGAAGTGAAAGTGTGGAGAAATCCTCAAGGGGATATATAC
+AAGTTTTATGTAAAAGGACATGCAGGGTATGACGAGTATGGAAAAGATATAGTGTGTGCAGCTGTTTCTG
+CTATTTCCCAGACGGCGGTTTTGGGGATAGAGAATATAAAGGGAGTAAAAATTAGAAAAGAGATCGAGGA
+AGGCAATTTAGAAGTGGAAGTTAAAGAAGTTTTGAAAGAAGAAGACAAAATCAAGCTACAGGCTATACTA
+GAAACTATGGTTTTGGGCCTTAAGGATGTGGCTAGTGGATACAGTGAGTATGTGAAGGTAGAGGAGGTGT
+AAGGGATGATACTGCAGCTTTTTGCTCACAAAAAAGGGGTGGGCAGTTCTAGAAACGGACGTGACAGCGA
+ATCCAAAAGGTTAGGCGTCAAAAGGTCAGATGGGCAGTTTGTACTTGCAGGAAATATACTGGTAAGACAG
+AGAGGTACTAAGATACACCCAGGTGCTAACGTAGGAATAGGGAAAGACGACACGCTTTTTGCTTTGATAG
+ATGGATATGTGGTATTTGAGAGAAAGGGTCGCGACAAGAAACAGGTAAGTGTTTATCCAGAAAGAAAAGT
+TGCTCAGAGTTAAAATCCTGGTTTACGCCAGGATTTTTTCATAATTTTGATTAGAAAGCGTGGGATGGTT
+GTGTCGGATGTGGAGGTATTGGTAGAGTACATGAGAAAAAGAAGGCATGAGCTTTTAAATGACCTCCAAG
+TGATTTTAGGATATGCCCAGCTGGGGAAATTGGATAAGGTGGTTGATTACATACACAGAATGATTGATAA
+TTTAAATGAGGAGAGAGAAATTTTTAACTGTGAAAATCCTCAGGAAATTATAAAAACTCTTTTGAAAAAG
+GCATAATAATTAGAGAATGAATAAGGCAGGTGATATGGTGTTTATAGATACAGCCCGCATATATATAAAA
+GCCGGAGATGGGGGCAATGGCTTTATTTCTTTCAGGAGAGAAAAGTATGTTCCTTATGGGGGACCTGACG
+GAGGAGATGGGGGAAAAGGCGGAGATGTGATTTTTATAGCAGACCCAAATCTTTCTACACTGTTGGATTT
+TAAGTACAAAAGAAAATATATTGCTGAAAATGGAGAGAATGGCAAGAGTAAAAATCAGTATGGAAAAGAT
+GGTGAAGACCTCTATATTAAGGTGCCTGTGGGTACTACTATCATAAATGACGAAACTGGAGAAGTGATAG
+CGGATTTAATAAAGCCATATCAAAAGGCCATTGTGCTGAAGGGAGGAAAGGGAGGAAGGGGAAATGCCAA
+ATTTGCCACTCCTACTTTAAAGACTCCCCGCTTTGCTGAAAGCGGTGAAAAAGGAAGAGAAATGTGGGTG
+AGATTAGAGCTTAAACTTCTCGCAGATGTGGGACTGGTTGGGTTTCCCAATGCCGGAAAATCTACATTAC
+TGGCAAGTTGCAGCAGAGCTAGACCCAAAATTGCCAACTATCCTTTCACGACTCTGACCCCAAATTTAGG
+AGTTGTGGAGCACAAAGGAAAGTCCTTTGTAATGGCTGATATTCCAGGGCTTATTGAAGGAGCCCACAGG
+GGTGAAGGATTGGGGCACGATTTTTTGAGGCATATTGAAAGGACAAAAATGCTTATCCACGTGGTAGACG
+TATCTGGCAGCGAGGGAAGGGACCCTGTAGAAGACTTTGAAAAAATAAATGAAGAGTTAAGACTTTACGA
+TGAAAGGCTTGTGACTTTGCCTCAGATTGTCGCAGCAAATAAGATGGATTTGCCTGAGGGGAAAGAAAAA
+TATCCTAGATTTGAAGAGGAGATAAAGAAAAGAGGATATGAGGTATATCCCATATCGGCTCTTACAAAAG
+AAGGGCTTGATGCTCTTCTTGACAAGACTATTGAGATTTTGTCTTCTATTCCTGCCGAAAAAATAGAGGA
+AGTCCCTGAGGTAATAGTCTATAACCCGCCTGAGGAAGAGGAAACCCTGGAGGTAGAAGTCAAAGGAAAC
+ACTTATTATCTAAAGGGAAGTAAGATTGACAAGCTTTTAAAGAGGATAAATTTACAGGATGAACATTCTC
+TGAGGTATTTTGAAATTCTCCTTAGAAAAAGTGGGGTAATAGATGCTCTTAAGGAGAAGGGTTTTAAAAG
+CGGGGACGTCATAAATGTGAGGGATTTTGAGTTCGAGTATTACGAGTAAAAACTTCAAGTTGTGCATTTT
+CACTTTTTTAATGTATAATGTAAGTATACATTAAAAAAGCAGGGGGATATAAATTGGAAAGGGAGCTCAG
+GCTTGGTATAATGGGAGGCACATTTGACCCTATACATTATGGCCATTTGGTCACAGCGGAAGCTGTAAGG
+GATGAATTTAAGCTGGATAAGGTAATTTTTGTACCTGCTGGCAATCCTCCTCATAAAGTGAAGAGGAAAG
+TGACGGACAAAAAACACAGGTATTTGATGACTATTTTGGCTACTATAACAAATCCATTTTTTGAAGTTTC
+TTCGATTGAAATAGACAGAGAAGGCTACACCTACACAATTGACACTATAAAAGAGTTTAAGAAAATGTAT
+GGAGAAAAAACCCTGTTTTACTTTATAACAGGGGCAGATGCTGTATTAGAGATTCTCACTTGGAAAAATG
+CGGACGAGCTTTTGAGGCTGTGTTATTTTGTAGCCGCAACCCGTCCTGGCATTGAAGGGAATAAGATTGA
+CCAAGAGCTTGACAAGATAAGAAAGCTTTATGGAGATGTGATTTACAAAGTTACAGTTCCTTCTTTAGCA
+ATTTCTTCTACTGATATAAGGGAAAGAGTGGCAAAGGGTAGACCTATAAAGTACCTTCTGCCGGAGCCAG
+TAGAAAGGTACATCCAGAAATACAAGCTTTATAAAGAGGATGACTCAAGATGAGGTATGACATTGAATGG
+ATGAAAGAAAAACTAAAAGAAATGCTGGATGAAGAAAGGTATATCCATTCTGTTGGGGTTATGGAAACAG
+CTGTAAAGCTTGCTGAGAAATACGGAGTGGATGTTGAAAAAGCTAGGGTGGCAGGGCTTCTGCATGACTG
+TGCAAAGGGCTTTTCTGATGAAGAGCTTGTAAAGATGGCTTACAAGTACGGAATTTTCGTAGATGAGGTT
+CTTCTTAAAGTGCCTTTTTTATTGCACGGACCTGTTGGGGCTTATCTGGCTCAAGAATTGTTTGGAGTGA
+CAGATGAGGAGATAAAAAGAGCGATTGCTCTTCACACTACAGGAGATGTTAACATGTCTCTTTTAGACAA
+GATTATATTTTTAGCAGACTATATAGAGCCAAATAGGGATTTTGAAGGGGTGGAGGAATTAAGGGAACTT
+TCTTGGAAGGATTTAGATTTAGCTGTTTTAAGAGCTTATGACAGCACTATATGCTATGTGATAAAGAGAA
+ATATGATACTTTATGAGAAAACCGTGAGCGGAAGAAACGACATTCTTTTAAAATTGGGAGAGGAGAAACA
+TGAGGAGGTTTTTTAAAATTTTCGCTCTATTTTTGGGACTTTTGGTACTCAGCTTGGGGACTGGAGCTTA
+TATATACTTGAAGTCTTTAAATCCCTCTGATGCGAGCTTGATGAACCTTCCAACTAAGGAGGATAAAAAG
+AACCCTGAGGAGCTAAAAGTGCTAATTTTGGGGATTGACGAGACTTCTCCTGATGACCCTCATAGGTCAG
+ATACTATGATGGTCATTTCCTACAATGTCAATACGCAAAAGGGGTATATTTTGTCCATTCCGAGAGATAC
+CATGGTCACAATTCCCGGCCATGGGGTTCAAAAAATAAACGCAGCCTATCCAATTGGCGGGCCTAAACTT
+GCCATGGAAGAAGTATCACAGCTTATTGGAGAAGACATCAGCTACTATGTGAAAATTGACTATGAAGGTT
+TTAAAAAGCTTGTGGACGCTATAGGCGGTGTGGAAATGAATGTTCCTATAGACATGAATTATGACGATTA
+TGCAGGGAATTTGCACATTCACCTGAAAAAAGGGTGGCAGCATTTGGATGGAGAAGAGGCTTTGCAGTTG
+GTGAGGTTTAGACATGGTTATGCTGAGCAGGATTTAGAGAGGGTAAAGGTCCAGAGGGAATTTTTGTTGG
+CGGCTTTAGACAAAATTAAAAGCCCTTCTATTCTTTTGAAATTGCCTCAGCTCTTAAGGACGGTCAATCA
+ATATGTGGAGACTAATATTCCCCCTTCTCTGATGGTCAAATACGCCGAGTACGCTGCAAAAGTTAGTAAA
+AATGACATAATTACTGCTACACTGCCTGGAAACCCTGAATATATAAATGGCATAGCTTACTATGTTGTAG
+ATTCAGAGGAGATAAAAAAATTCATGTCAGATTTACAAAAAGGGGAATTAAATCAGTCTGTTAAAATAGA
+AGTATTAAATGGGTGTGGCATTCCTGGAGCTGCAGGGAAAGTGGCGGAAATTTTAAAACAGCAGGGCTTT
+GATGTGGTTCGCGTGGGAAATGTGAATGGAGCTTCTTATGATACTACTCAGATAATTTTAAGAAGTGAGA
+ATAAAAAGGTTGCAAATGAGCTCAAGAAGCTTCTTAAAAATGCTGTGATAGTAGAGGACTACCAGAAAAA
+AAGCGATGCTGATATAACCATAATTTTAGGGAAAAATGTAAGCTTAGAGGGGTGATTTAGTGATAGAGGC
+AAAAGAGAAGGTTTATAAAATTTGCAGGGTTTTAGATGAAAAAAAGGCCTTTGATGTGAAAATTTTGTAC
+ATTGGCGAACTTACTACCATTGCAGATTATTTCATAATAGCTACTGGTACATCTAGTACTCATGTGCAGG
+CGTTGGCGGATGAGGTGGAGAAAAAATTAGGAGAAGAAGGTATATTTGTGGACCATGTGGAGAAAGACTT
+TGCGTCTGAGTGGATTTTGATGGACTATGAGGACGTAGTAGTTCACATTTTTCAGCAGGAAGCAAGAGAA
+TTTTACAGCCTTGAGAGATTGTGGGCGGATGCTAAAGAGATAGTGCTTGACAATAGGCTATAAGGCATGT
+ATAATAACGTTAATAAATTTTTAATCATTTCTTTTTTCACATCCGCACACAATCTGGTATAATAGGGGGA
+TTCAATCCGATGGGTACTCATCCACTGTTAAAAAGCATTGTTCCTATGGTAGAAAGCATTGCGAACACAT
+TTGGGAAAAATTGCGAAGTGGCTCTTCACGACCTTTCATCACCTCAAAGCCCGATAATTGCTATTGCCAA
+TGGCCACGTTACCGGGCGAGAAAAAGGAAGCCCTTTGCCTGATGTCATTCAAAAGGCATTAAAATCAGAC
+AGTTTAGAAGACATGATCAATTTTAAGAACAAGTCTAGAGATGGGAAGATATTAAAATCTTCTGCTATTT
+TTATAAAAGACGAAAATGGAAGACCTGTAGGGTGTTTGACAATAAATATAGACATATCAGAGTTTATTCT
+TGTAAAAAATACTTTGTCAGAATTCTGCGAAATATCAGAGCCTTCAGAGGAAAACAAGGAATCCTATACA
+GGCAGTGTTAGTGATGTTTTGGAGAGCATAGTGAACACAACACTGGAGAGTTTTGGTAAACCCGTAAATT
+TCATGACAAAAGAGGAGAAGGTGCAGATAGTTAAGATGCTGGATGCAAAGGGCACATTCCTTATAAGAGG
+TGCTGTAGACTATGTGGCAAAAATTTTGTGCGTGTCCAGATACACTATTTACAACTATCTGGATGAAATA
+AGAGTAGGAGAAGATTTTGGCAAATACTGACGCTTGCTTCCTTTATTTTACTTTACAAACATTTTATTTT
+ATGATATAATAAAAACGGGCTTTTGTATAATTGAATAACATGCTAAACGCTGAATTCGTTAAGAAGCGGG
+GGACCCACTCTTTTGGGGTGAATCCATCTTTTAAAAGATGGTAGGGTTATCTTTCGACCCGAACCCGTCA
+GCTAACCCCGTAAGCGTTGAAAGAGAAGGATATGATAGCATGTAAGGTGTCTTATTGTCTTTTTTGGCAC
+CGAAGATAAAGCTATAGAAGTCCTTCTATAGCTTTTTCATTTCTTTAAAAAGGGGGTGTATGGGCATGAA
+AATGCCTTATTTTGCTGTAATCGGGGCGGGGAACGGGGGGCAGGCAATTGCAGGACATCTCGCTTTAAAA
+GGGTTTAAAGTAAATTTATACAATAGAACTTATGAAAAATTGATTCCAATAATACAAAGAGGCGGTATAG
+AGCTAGAAGGAGAAGTTGAAGGATTTGGGAAACTGAATCTTGTGACTGACGATATAAGCAAAGCCGTAAA
+AGATGTGGATATGATACTAGTTGCTGTGCCTGCGTCTGCCCACGCCATGATTGCAGAAGAGCTTTTGCCC
+TACTTGCAAAGAGGCCAGATAGTGGTATTAAATCCCGGAAGAACAGGGGGAGCATTGGAAGTTTACAACA
+TACTTAAAAAGAGAAGTGATTTAGAGGTTGTTATTGCTGAAACTGATACTTTTATCTATGCCTGCAGGTC
+TTCTAATGGGAAAGCTAAAATATACAAGATTAAAGACATAGTATCAGTTGCGGCAATTCCTAAAGATAAA
+ACGGAAGAAGTAGTGGAAATTCTCAATATCGCTTTTCCACAGTTTGTAGCTGCTGAGAACGTGTTAGAAA
+CCAGCTTCAACAATTTTGGAGCAATTTTCCATCCCGCTCCAACGCTTTTAAATGCTGCTCGGATTGAGAC
+TACCAAGGGAAATTTTGAGTACTATAGAGAAGGGATTTCGCCTTCTGTCGCCAAAATCCTTGAAAAGATT
+GACAATGAGAGAATGATGGTGGCAAAGGCTTTAGGCGTGAAAACTATCTCTGCTAAAAGATGGCTTAAAG
+AAAGTTACAATGCCGATGGGGATACGCTTTATGAAGCTATACAGAACACAAAAGCTTATATAGGGCTTAT
+GGCTCCTGATACTGTAAATTGCAGGTATATTTTTGAAGATGTTCCTATGAGCCTTGTGCCTATCTCTTCT
+ATTGGGAAAGAAATAGGTGTAAAAACGCCCACAATTGACGCGATAATACATCTGGCATCCGTGATGCATG
+GAAAAGATTACTGGGAAATAGGGAGAACTGCCGATAAATTGGGAATACGTGGGATGTCGCCTAAGGAGAT
+CATAGAACTAGTAGAAGGGAAGAGAAAGGAGGTTGCGACAGCATGAGAAAGCTTATCGTGGCTGGTTCAA
+TTGGAAATTGTGTCCATGTTGCTGGAGTGTACAATTTTTTGAGGTTTGCAGAACAGCAGGGTTATGAGAC
+GGTGTTTTTGGGGCCTGCTGTCCCAATAGATAAATTGATTGAGGCTGTAAAAGAGTATCAACCTGAAATT
+GTAGGGGTGAGTTACAGACTTACGCCACAAGCTTTGGAGAACTTGCTAAAAGAACTTAAAGATAAGATAG
+AAAAGAATAATTTAAAGGAGATCAAGTGGGTGTTTGGGGGAACAGAGCCTAATGCAGAAGTTGCGAGAAA
+GTCAGGGATATTTTCTGCAGTTTTTGACGGCACAAAAGGAGACGAGGAGACTATCAATTTCTTAAGAGGG
+AAAACTGCAACTTCTCAAAAAAGAGTCTTTGCAGATACTCTGATTGGAAGGATTGAGGATAAATTCCCCT
+ATCCCATCATAAGACACCATTTTGGACTGCCTTCATTGGAGGATACGATAGAGGGTGTCAAAAGAATAGC
+TGAGGCGGAAGTTTTGGACGTAATTTCCATAGCTCCTGACCAGAATGCGCAAGAGCACTTCTTCGATAAA
+AAATACGACCCAGCTCTGGATGGAGCAGGAGGAGTTCCTATAAGAAAAGAAGTGGATTTAATACGCATAT
+ACGAAGCTTCAAGAAGAGGCAATTATCCGCTTTTGAGGTGCTACAGCGGAACCAATGATGTTTTCAAGAT
+GGCTGAAATGCTTTTAAGGACTATAAAGAATGCTTGGGCTGCTATACCATTGAGCTGGTACAATGTGCTC
+GATGGGAGAGGCCCAAGGGATGTAAGGACTTCTATAAGGGAAAATCAGCAGTTGATGAAGTGGCATGCAG
+AGAGAGGAGTGCCTGTAGAAGTAAATGAAGCTCATCACTGGAGTCTGAGAGATGCTCATGATGTTATAGG
+AGTTGTAACTGCTTTCCTCGCGGCATATAACGCAAAGAAAATGGGAGTTAGGGATTATGTAGCACAATTT
+ATGTTCAATGTTCCAGCTTCCATTTCACCTAAAATGGACTTGGCAAAAATGCTTGCAAAAATAGAACTTA
+TAGAGGACTTAGAAGATGAAAACTTCAGAGTGATAAGGCAAGCAAGAGCAGGTCTTGCAAGCTTTCCTTC
+TGACCTTTTAGAAGCAAAAGGGCAGCTCGCTTCTAGCGCGTATTTGTCTATGGCTATTAAACCCCACATA
+TATCACGTAGTTGGATATTGTGAAGCTCACCACGCAGCAACGCCTGAGGACATAATTGAAAGCGTAAAAA
+TAGTAAAAGCTGTGATAAAAAATACTATGTTTGGAATGCCGGACTTGACTAAAGACGAAGATGTGATAAA
+GAGGAAAGAACAGCTCAAAAAAGAGGCAAGGATTTTGCTTGAGGCTATAAAAGAAATAGCGCCACACAGC
+GAAGATCCCTGGTCTGACCCAGATGTTTTGGCAACAGCTATAGAAATAGGTCTTTTAGATGCACCTCACT
+TAAAAGGCAATAAATACGCCAAAGGCGCTCTTCAGACAAAAGTGATAGATGGAGCATGTTATGCTTATGA
+CTATGAGAAGCACAGAATAATACCAGAGGAAGAAAGGGTAGAAAAAATCTTGAGAGAGTACAAAAAAGAG
+CATTTCTTTGTGTAAATTGAATTAACAAGAAGAAGGGCGCAGATTCTCTTCTTGCGCCCTTTTATTTTTG
+CAAAAGGAGGTTGATATCTTGGCAGGTTTGGCTTTTATATTCGGTAAAAAAACACTCAAAAAGGAGGGTA
+CTGCCCTCCTTTTTAATACTTAGAAAATATAAATTTTTTTCTTTGCCTTATTCTTTGCCTTCTCCAGAGT
+AAAAATGCCATGCTAAAAGAAGCTATGCCAAAGATCAATTTTAGAGGATGTACAATAGGATTTTTTTCCT
+TTTCATTATAGTAATTCCCCAAGAAGTTTTTATACACATCTTCTGAGGCAATTAGCGGGTTTGTCCCTAT
+CTCCTTTCCGTCAAGTGTGTACTTTATATACCCCAGGACTTCACCTTTTTGAATGGGAGCTTTTATGTCT
+TCTTTAAGCACAACTTCTGTTTTTATAGAATTTTCTTTACCTTTGGGCACTTCATAATAAAAGTCCTTTT
+GCGCAATTAAAGGAAGCTTAAATCCGCCTTTCCCAAGTTCTATAGAAGTTATCACTTCGTCCTTTTGCGT
+TACTTTTACAAGAGAAAAGTTTTGAAAACCGTAATCCAAAAGCTTTATAGTGTCTGTCCAAATGTTTATG
+CCTTCATCTCCCATTATAACAGAGATGAGCCTGTGCCCATCTCGGGTTGCGGAAGCCACCAACACTTGTC
+CTGCAGCAACAGTGTAGCCCGTTTTTACTCCATCTGCTCCTTCATAGTGGAAGCGGGAAGGTTTAAGTAA
+GCGATTGCTTATCCATAAGTCTCTTGGTTTGTCGAACTTATTTGTCGGAGGAATTTGATAATGCAGAGTG
+CTTACAATTTTTCTAAATTCAGCATTTTGCATGGCGTATCTTGCAATTTGTGCCATATCATAAGGTGTGG
+AATAATGGTTTTCATCGGGCAACCCGTTCGGATTTACAAAATGGCTGTTGTAAGCGCCTATTTCTCTCGC
+TTTTTCATTCATCATTTTGGCAAAATTTTCTACGCTCCCACCTATATGCTCTGCAATTGCTATTGCAGCA
+TCATTTGCAGATTCCAGCATTAAAGCGTAAAGCAGCTGCTCAAGTGTGAGTTGCTCTCCTGGAGATAAAA
+ATATTGAATTCCCCTCAATTTTAGTCACATTTTCACTACAGGTGACAACATCGTCTAGCTTTCCCTTTTC
+CAAGGCAATAATTGCAGTTAGGATTTTTGTAGTGCTTGCTGGATACATCCTTTTGTGCATGTTTTTGTCA
+TACAGTACCTGTCCTGTAGTGAAGTCCATCAATACCGCTGTAGGTCCGACAATTTCTGGAGGTTGTGGAG
+TTTCTGCATGCGCTGGGACTGAGAGAAAAGCAAAAACAATTATTATAAGTAAAGCAATTATTTTCTTCGC
+CATTTTTATGCCCCCATCATGTTGTCATACTTAAAGTATACCAAAAAAATGATAAAAATAAAAAGGAATT
+TTTTAATGGACGTAGAAATAAATAAAGGAGCTTGCAAAATGAGGTGGTTTTATGGTACAATTTACCAAAA
+GACAGCAATATGCCATCATTGCCATCTTGTCTATAATACTGCTTTTTTCTGGCTATGTGATATACAAAAA
+CTATAAATTAAAAGCTGACTTTGTTATAAATACTTCTCAGGATAATATGCAAGCTGAGCAGTTGCAGGAG
+CAGAAGCCTGTTGAAATAAAGGTTTATGTCACCGGTGAAGTGAAAAATCCGGGAGTTTACATAATGAAAG
+AAGGAGAGAGGGTGATAGATGCTATAGAAAAAGCAGGAGGGGTGCTTGAAGAAGCTGATTTGTCCAATAT
+TAATTTAGCTCAGAAGGTAAAGGATGAACAGATGATAAAGGTGCCTAAAAAGGGGGAGAAGGTAGACACT
+TCTTTTGCTTCAGGGATTGATGGCGCTAAAAAAGTAAACATAAATACTGCTACAAAAGAAGAGCTCCAGA
+CTTTACCTGGCATTGGCCCTGTGACAGCAGAAAGGATTATAGAGTTCAGAGAGACTAAAGGGCCTTTCAA
+AAAAATTGAAGACATAATGAACGTGCCCAGGATTGGGCCTAAGATGTTTGAACAGATAAAAGACAAAATT
+ACAGTGGATTAAATGAATAGAATTTAGTTCCATATGGAACAAAAAATTACATATAAATGAGGGGTGCTAT
+GAAAAGGGTAATTTCGCTTGCAATTGCAATTTTTTTTGTGTTTAGTTTACTCATGGTAAAAGGTCAAGAA
+GGGGAAGTGGGAGAATTTTACCAGCTAAAACAGAAAGAGCAGGAAGTAATTTTGGAAATACTTAAATTAG
+ATGTTGAAAAACTCAAGTCAGAAAAAGCGTTAGAAGAAATTTCTGATGAAATTGAAGAGCTGAATGAGAG
+CATAAAAGAAAAGACAGAAGAAATTAACAGAACTTCCGAAGAGATAGATAAAGAAAAGGATACTATAAAG
+ACCTGGTTTAGGTTTTTGTACATGTCAGGGACTAATGCGATTTTATCTCTTTTGCTGATGGCAGATAATG
+CGAGCGAACTTCTTCACAGGCTGATTTATGTTGATATAATCACAAACTACTATTATGACAAGCTCGAGAA
+CTTGTATAATCTGGTAAAGTACAAAAAAGAAGAGGAAAAGCAGCTTACCCTTAAGAAGGAAGAACTTTTA
+AAAAAGCAGGAAGAAGAGAAGAAGGTAATAAAGAAAATAGAGGACTTAAGAGCCAACAAAGATAAAATTT
+TAGAGGAGATAAGGAAGAAGTTATCCAATTATCAGAAAATATTGGAGATAGTGGAAAACACAAGTTCTTC
+TCTTTCTTCTCTAGATTTTTTGCTGAGCAGTATTTCTAAGCTTCCGTGGGGAAATCTCCAGCCTAAAGAT
+CTAAAGTTTTCTTTTTTCAGTGCTGAAGCTTCTTTTTATGACAAAGATGTGACAGAGCTTGTGCAGTCCT
+TTGATGAAAGGTTAAAGAATGTGGAAGTAGTTTTTAAAAAAGAGGGATTTGAAGTAAAAGAAGAAGGAAA
+ATACCTTGCGAAAGGGAATTTTGAAATAGAAGATGACAAGATAAAGCTTAAGTTTATGTCCATAAATGTT
+CAGGGGATTTTGATTGAAGGGAGCTTTCTTGAAAAGCTAATAGAAGGTTATGATACCAGATTAAATTTTA
+ATATACCTTTAGAAGGTTGGAAGTTAAAGCAGGTTTCAACAGAAGATGGATATGTAAAGATTTTGCTGAA
+GAAATGAGAAAGCTTAAAAAAGCTCCCCTCTTTCTGATTAGTCAGAGGGGAGACTGCTTTTTCTTGAGTG
+GGCTATTCTGGCGCATGCGGCAGCTACTATTGCGGCTACCAAGTCGTCTATAAAGGTGTTGCACCTTTTT
+TCTTTTTCTGCATTTAATTTGCCAATTATTCCCGGCTTGACTTTATCCAAATATCCAAAGTTTGTGAGTC
+CAATAGAACCGTACACATTTGTTATGCCCAAAGCAAGAATTTCATCAATACCGTATAAAGGTTCATCTCT
+TTTTAGGATGGATAGAAGAGGTTCCTCTAAGAGGTCTTGTTCAGCCAATTTGTCCAGAGCTATTCCTGTA
+AGTATTGCGTTTTGTACTTCTCTTTTTTCCAGCACGTGATGAAGGTTTTCTATGCACTCTTCAATCGTTA
+AATCTTCGTAATACTTTTTCTGAAGGTCTAAGACTAAAACAGCCATATCTTCTAGGTTAACTCCTCTTTC
+TTTTAATAAGGCTATGGCTATGTCCTTCATAAAAAACAGCTCCTTTAAAAAATTTTACATATACCAATTA
+TACCACATTTTTATTTTCTTGAAAAAATAAATCAGTTAAAGTATAATCAAAAATAGTTTAAACCTATAGA
+AGAAGGTGAGATGATGAGCGAAGTCAGAGTGAGATTTGCGCCAAGTCCTACGGGTAGTTTGCACATAGGT
+GGAGCGAGAACAGCGCTTTTTAACTGGCTTTTTGCCAGGCATCACGGCGGCAAATTTATTTTAAGGGTTG
+ATGACACAGATTTAGAAAGGTCTACAGAAGAATCTATGAGGGGAATACTAGAAGGACTTCAGTGGCTGGG
+AATTGATTGGGATGAAGGGCCTATATATCAGTCCCAGAGATTGGATGAATATAGGAAGTTTGCAAATAAA
+CTGCTTGAAGAGGGGAAAGCCTATTATTGTTTCTGCACAAAAGAAGAGCTGGAAGAGATGAGAAAGCAGG
+CGGAAAGAGAAGGCAGGCCTTTTATGTACACAGGAAAGTGCAGGAATTTGACAAAAGAACAGATAGAGAA
+TTACCTCAAAGAGGGTAAGAAGCCTGTCATACGCTTGAAAACGCCGAGAGAAGGAAAAACTGTCGTCCAT
+GACATAATAAGGGGAGATGTTGAGTTTGACAATTCTACAATTGATGACTTTATAATAATGAAGTCAGATG
+GGATGCCGACTTACAATTTCGCTACAGTCGTGGATGACTACCAGATGGGAATTACCCATATTATAAGGGC
+GGAAGAGCATCTTTCTAACACCCCCAAGCAGATACTCATCTACGAAGCGTTAGGAGTGCCATTGCCCCAA
+TTTGCCCATGTGTCCATGGTTTTGGCTCCTGACAGGACTAAACTTTCAAAAAGGCATGGGGCTACCTCTG
+TTCAGGAATTCAGAGACCAGGGGTATCTGCCTGAGGCGATTGTGAACTACATCACTCTTTTGGGATGGGC
+TCCTCTAGATGGGGAAGAAATTTTTGACGTGAGAAAAAGCATAAGGGAATTTTCTCTAGAGAGGGTTTCC
+AAAAATCCAGCGGTTTACGATGTTCAAAAGCTTACCTGGATAAATGGCCACTACATTAGAAGCTATGACC
+TCGATAAATTGACACAAGCTATAATACCGTTTTTGCAGAAAAAAGGGCTAATAGGTGAAAATTACGATTA
+CGAGTATATAAAAAAGATAGTGAGTGTAGTGAGAGAGAGGGAAAAAACGCTTGTGGATATAGCAGATGCT
+ATGACGTATTATTTTAAAGAAGTAGAGAGCTACGAGGAAAAGGGCGTGCAAAAATACTTTACCAAAGAAG
+GGGTAGTGGACATTCTTAAAAAGGCAGCTGAAACGCTGAAAAATTTGGAGCCTTTTAATAAATTTACTGC
+TGAAGAGGCTTACAGAAAATTGGTTGAAGAGTTGGGCATATCCAGTAGCGCTCTTTTCCACCCGACAAGA
+TTAGCTATTTCTGGCAGAACTTTTGGGCCAGGGCTATTTGATATAATGGAATTTTTGGGCAAAGAAAAGA
+CAGTTGCTCGAATTGAAAGGGCTATAAAATTCATTGAAGAAAACATAAAAGGATGATATCACCTATACAG
+GGGTGATATCATCCTTTTAACCCATGAAAGGGTGAAATAAAATGTACTTTGTGATTACTGCTGACATAGT
+AAGGTCAAGAGAGCTTTTAAAAAAGGGAATGCGGCGAGAATTCTTTTTAGAAGCAGTAAATAAAGCGAAT
+AATTTGTGCTCTGAGAGCCTTTCTGTGCCTTTTTCACTTATGAGAGGAGACGAAATTCAGGGACTTGTGG
+CTGATGCAGATTTTCTGCCTAAAGCAGTGAGGAGGTTAAGGTATAGCTTCCTGCCAGCTATTTTAAGAAT
+TGGCATAGGCATAGGTGGGATTTCTACAGAGGTAAAAAGCACTTCTTGGGAAATGGATGGAGAGGCTTTT
+TACAGAGCGAGAGAAGCTTTAACTTCCTGCGGTGATAATGTTTTGACTGTGGTTAAAATGGGGAATCCCT
+TTGTAGAAGGTACTGCTACAGCTTTATTTGCACTTATTGACGCGTTAGAGTCAAAATGGACTATGGGGCA
+GTGGGAGGCCGTGATTGCTTACGAGATTTATGGGACATATCAGAAAGCAGGAGAGATTTTGAAAGTAGCG
+CCGCAAAACGTTTCAAAGAGATGCCATGCAGCCAGATGGCCAGCAGTGGTAGAGGGTGAAAAAGCGATTG
+TAAAACTTTTAAAATTTGCCCTGGAGGGGGAAAAAGACAAGTGAAAGTGTTACTTTTTGCAATAATTTTA
+TTGCTTTTTTCTCACGGGCTGAGTGACTACATATTTCAGACAGAGAAAATGGTGAAAAGAAAAGGAGGTG
+GAAATTTTAAAGGATTTATAGAGCATTTTTTAATCGTTTTAAGCCTTAATATAGTTCTGATGGCCTTTTT
+TACAGCAAAGGCTTTTCCTTATCTCGTGATTCTATCTATACTCCACATCTTGATTGACTGGGGAAAGTAC
+AAGCTGTTTAAAAGTGAAAGTTTAACTTCTTTTGTCTTAGATCAATTTTTTCACATTTTCAGTATAGTTT
+TAATAGGATTGGCAATTGCAGATTTCTTAAGGCCTTTCTTTTTGGGAGCTTACTTGCAACTCTATTTTCA
+AGTATTTTCAACTCTTACAGTCTATGTTTACGTTGTGTTCGGAGGAGCAATTTTTATAAAATACGCACTT
+TTAAGCCCTCTTGTGTACATTCCCAGAGCAGAAATTACCACTTCAGGAAGGATAATAGGAATAATAGAGA
+GGATTTTAATGACGACTTTAGTAGCTATGGGTCAAGTAGCTGCAGCAGGTTTTGTAATAGCTGCAAAATC
+TATAGCACGGTATAAAGAGCTTGATGACAAAAACTTTGCAGAATATTATCTAATTGGTACAATGCTTAGC
+ATGTTGCTTGCACTTTTGGGAGGAATTCTCATAAGGTTCTTGTACCAAATATAAAAACACCTCCCCTTAA
+GAAGCGTCGTACCAGGCGATTTAAGGGAGGTACCAAAAACTTGCAATATCAGTATTTTCAAGCTTGGTAG
+CCCCAAGGGGACTCGAACCCCTGTCTCCGCCGTGAGAGGGCGGTGTCCTAGGCCGCTAGACGATGGGGCC
+AAAAAATTGGCTGCCGAACTAGGACTCGAACCTAGACCAGGTGATCCAGAGTCACCTGTGCTACCATTAC
+ACCATTCGGCAGCGCCCTGACGAATGTTATTATAGCATAGGTTTTTTATTTTGACAAGACCCCTCTTTTT
+TATTTTTATTGTTTACAATTCTGTGTAAATGATTTATAATTTTGCTGTAGACGTACATACTGTATACAAG
+GAGGGGAGAAATGTGGCTCACTACATAACTGAAGAATGCATAAGCTGTGGCGCTTGTGCCGCTGAGTGTC
+CGGTAGATGCGATTTATGAAGGGGACGGAAAGTACGAGATTGACCCTGAAAAATGCATTGACTGCGGTGC
+TTGCGAGGCGGTATGCCCTACTGGTGCTATAAAAGCCGAGTAAAAATATATACCCCCAAATGGGGGGATT
+TTTTATTTTACATTGACTAATGCCTTTTAAAGTGATAAAATTTTGCTAAATTAATTTAAAAGAAAAAGGA
+GGAGTCGGAGGTATGGGATTAGTATATGTAAATGGAGAGTTTGTGGACAGCGAAAAAGCTTGTGTATCAG
+TTTTTGACCATGGCTACCTTTATGGGGACGGAATTTTTGAGGGGATAAGGGTTTACGACGGAGTCATATT
+TAAATTGGATGAGCATTTAAAGAGGCTTTACAGTATGGCAAAAGTGCTTCTTTTGGACATTCCTCTTTCT
+ATGGAAGAGATGAAAGAAAAAGTCGTGGAAACAGTGAGAATTAATAATTTAAGAGATGCTTACATAAGGT
+TGGTTGTCTCAAGAGGAAAAGGGGATTTAGGACTTGACCCTTATAAATGTCCTAAACCTACAGTCGTGAT
+AATTGCAGATAAAATCGCCTTGTATCCAGAATCTATGTATGAGACGGGTCTTAAAATTATAACATCTTCC
+TTTAGAAGAAATTCAATACAGTCATTGGACCCGCAAATAAAGTCTTTGAACTATTTAAACAACATCTTAG
+CTAAGATTGAAGCAGTAAAAGCTGGATACCCTGAGGCTTTGATTTTAAATCAAGAGGGTTATGTGGCAGA
+GTGCACAGGCGACAATATTTTTATAATCTCCAACGGGGTTTTGTATTCTCCACCTTCAGCCGTTGGGGCA
+TTAGGAGGAATTACGAGAGCTACAGTGATTGACATAGCCAGAGAGCTTAACATTCCTTTCGAAGAAAAAT
+ACTTTTCTCTGTTTAATGTGTACACAGCTGATGAATGCTTCCTTACAGGTACAGCAGCAGAAGCAATTCC
+TGTGGTAGAAGTGGACCACAGAGTTATAGGAGACGGAAAACCAGGACCTATAACCAAGAAAATAATAGAG
+GAATTTAGAAAGCTTACAAAAGTTTTGGGCACAAAGGTGTATGAATAAGATTGCGCATCCTGTGCAATCT
+TATTCATACAGCGAAAGGGTGAAGAGGATGGATAAGCTTTTTTATGAGGATAGCTATGTTAAAGAATTTG
+AAGCTGTCATTTTAAAGAGAGAAGAAAAAGATGGAGAAAAAACTGTAGTTTTAGATAGAACTTATTTCTA
+TCCAGAGGGCGGCGGACAGCCTTCTGACACTGGGAAGATAGGAAGTAAAAGTGTAATAAAGGCTTATGAG
+AAAAAAGGAGAGGTTTACCACGTAGTAGAGGATTTCCCAGAAGGTGAAAGAGTCCACTGTGTGATAGATT
+GGGACAGGCGATTTGACCATATGCAGCAGCACACAGGACAGCACCTTCTGTCTTCTGTTTTGCTGAAAAA
+ATATGGCGCAGATACAGAGAGTTTTTCTATAGGTGAAAATTCATCTCATATTACAGTTACAAAAGAGTTC
+TTTACTGAAGAAGAAATTCACGAGGTAGAAAAAGAAGTTAATGGACTCATATATAAAAATCTTGCAGTGA
+AAAGCTACTTTGCAGATGAAAAGCTTATTTCTAAATTGCCTTTAAGGAAAAAGCCTCAAGTGAAGGAAAA
+TATAAGGATAGTGGAGATAGAAGGAATTGATTATTCTCCTTGCGGAGGTACTCATGTAAAAAATACGGGA
+GAGATTGGAATTCTAAAAATAAAAAAGTGGGAAAGGACAAATAAAGGGGCAAGGCTTGAATTTGTTTGCG
+GTTTTAGAGCATTAGAAGATTATCAGAAAAAGAATAGTTTGGTAAATTTCTTGATACAGGTGCTTTCTGA
+GAAGGAAGAAGGTATTGCAGAACATTTGCAGAAATTGCTTGAAGATTACAGGGAAGCAAAAAGAGAGGTA
+AATTTCTTAAAAGAAAAGATATTAAAGGAAGAAGCAGAAAATCTGGTTAAAAAATCTGAACTGTACGGTG
+GAATTCACATTGTTTACAGCTTATACGAGGGAAGAGACCCGGAAGATTTAAAAATGCTGGGCAAATTTGT
+AACTGCTGAAAGCAAGTCTGTAGCCATTTTAGGCAATAAAAGAGGGGATGTCGCAGATATCGTCGTAGCA
+AGGTCTTATGACGTAGATATAGTAGTAAATGGTTTTTTTAAGGAAGTATTGAGGACCTTTGATGGGAAAG
+GTGGAGGAAGTGCGCAGTTTTGTCAAGGTGGAGGTTCCCCATCTCGATTGGAATTGGCAATGGACAAGGC
+ACTGAAGTTTGTAATTGAGGAAATAAATAAAATGTAAAAAATTCTAAAAAGTAGAAGGAAAATTATAACA
+TATATAGAATATATTATATAACGCAAAACGCTAATTCTAAAAAGAGATGGGGAGATAAGGATGGATAGAG
+AGAGGATAATTTCAGAAGAGCTCAAGATGAACATGGAGATTCTAAAAGCAAAGATAAAGAGCGATGAAAC
+TTTGCATTGGCTTTTTACTAACAGGGGACTGGAGGTTAAAGAGGAAGAAGAGGATTGGAAAATGAAGTAT
+GGGCGAGAAATAATAGAAATCTACGAGAAATTATCAGGAATAGTCAATAAATTGGCGCAAACTTCTCAGC
+AAAACCTCTTGTAATTTTTGTATTACCATGGTAAAATTGTATATACCAATTCATGTAGAGGGGTAGCCGG
+CATGAAAAATAACGAAGCATTGGAGAAGCAGATAAGCAATTTAAGGAGAGAACTGGATAATCTGGTCACG
+AAAGATGAGATCGATTATGAGAAGGTTCTTGATATAAGCCGAAAATTAGACGCTTTGATAGTCTCTTATA
+TAATCAGCAAAAAAGATGACTATTCTGCTGCTGGCAATTATTTATAAATTTTTGTGTCCTCTTTTAAGAG
+GCTTTTTCTTTTTGTTATTATATTGTTATGATTGAATCATTACAATTGTATGATATAATGTACTTATGGT
+GCATACACTTATATGGGGGTATGAGACATGGAAAAGGACAATGTGAAAAAGATCGTCTACGGGGCTTTTA
+TGATGGCGTTAGTGACAATCGGCACGATGGTGATTCAGATACCGACGCCAGCTACAAAAGGGTATATAAA
+TGTAGGAGATTCTTTTATATTTCTGACATCAGCCCTTTTCGGCCCGGCTATGGGCTTTATTTCAGGAGGA
+TTAGGTTCTAGTCTGGCAGACCTTCTTTCTGGTTACGCTTACTGGGCTCCATGGACGCTAGTGATAAAGG
+GTTTAGAAGGACTCATTGTGGGAATTTTGTATAAAGGGCACAGCGAATATGCAAAAATATTTTCTCTTCT
+TGTAGGAGCTTTGTGGATGGTTTTGGGGTATTACATTGCTGGAGGAATCATGTACGGCTTTAAGGCATCT
+TTAGTGGATGTGCCGAGCAATTTGATTCAAGGTTTTTCCAGCATAATAATAGGTTATACCCTTATAAAAG
+CGGTAACTCCTCTGGTAACGCGAACAAAATAGGTTTTAAGAGCATGAGCGAGGGTATATGCCCTTGCTTT
+TTTTTGTGCAAAAATATATGATTATGTTTGGAAAGAGCAATTTTGAGGTGATAAAAAATGGTAGATACTT
+TTCTCTTCGACTTGGATGGCACCCTTCTTCCTGTAGATACGGATAAGATGCTTGATGAATATTTTTTAAG
+CCTTACTAAGAAGCTTTCTTCCTACTTTGACCCGCATTTCCTCTTTAAAAGCATTTATCAGGCTAGCATG
+GATATGATAAACAATTTAGACCCTTCTAAGACGAATAAAGAGGCCTTTTTTGATTCCTTTCTTAAGATGG
+TGAATTACCCCCAAGAAGAGATAGAAGCGCTTTTTGAAGAGTTCTACTTGAATGAGTACAAGGAATTGGG
+CAAAAATATTATGCCTAATGAATATGTGAAAAAATCTCTGGAAATTTTAAAAAAAGAAGGGTTACAAAAT
+TGTGCTGGCTACCAATCCAGTTTTTCCAGAAATTGCAATAATAGAGAGGATTAAATGGGCAGGGCTTGAA
+GAGGATTGCTTTGATTTTATAACGACTTATGAAAACATGCACTTTTGTAAGCCTCACATACAGTACTATG
+AGGAGATACTCGAAAGAATAGGGAAGAAAGCAGAAAACTGCTACATGGTGGGAAATGACGTTGAGGAGGA
+TTTGATCGCTTTTAAGCTGGGAATGAAGACTTATTTGATTGAGGATTACATGATAAATAGAAATTCAAAA
+AAGATAGTTGCCACCCAGAGAGGAAGTTATAAAGATTTCTACGAATTCGTATCAAAGCTTTAAGGAGGTA
+GCTATGAGATGAAGATAACTGTTTTGGGCTTTTATGGACCTTTTCCCGCTCCTTATGGCGCTACTTCTGG
+ATACATAGTGGAGGATGAGGATACTCACATCTTATTAGATTGTGGAAGTGGAGTGATAAGCAGGTATCAG
+CGATATTATGACCTTAACGAATTAAAGCATGTGATTTTGTCACACCTTCATTCTGACCATATGTCGGACA
+TGTTAGTTTTAAGGTATGCACTGGATATTTTAAGGGCCAGAGGGACAGTAAATGACCCTGTAAATGTGTA
+TTGTCCGGCTACTCCAGAAAATGTGCTGGAAGAACTTAAGTTTAAGGATGTTTTTAAAATTCACACGATA
+AATGAGGAAACAGTGCTTAACATAGGGGAAATTGAAATTTCTTTTAAAAAAATGAACCATCCTGTTGAGA
+CTTATGCGGTGAAAATGAAAAAAGGTGATAAGATTTTTGTATACAGTGCCGATACAGTCTACACTGAGGA
+ACTAATTGCCCTTGCTGAAGGAGCGGATTTGCTCTTATGCGATGGGAATTTTCTCACAGGGATGCAAGGA
+CCTCATATGACTGCTGCTGAAGCCGCAGAAATAGCTAAAAAAGCTGGATGTAAAAAGCTTATTTTGACAC
+ACCTGTCACCTCTTATATCGATAAAAGACTATTATGACGAAGCAAAAAAAGTTTTTGAAAATACAGAGAT
+TGCGAGAGATTTTGAAGTTTACGTGATCTAGTATGGAAGCACCTTTTTTGTATATAACTACTTTTTTTTC
+TTTAGGTATTTTGCTTGGAAGGTTTTTATTTTTGCCTTATGTTTTTCTTACTTTAATGGCGGCTTCAGTG
+GTTGTCTTGTTTTTTGTTTATAAAAAGGGTAAAAACGTGAGTTTGCTTTTGATTTTGCCTTTTGCACTTT
+TAGGTGCTATTTTGACTGGATTTGCGCTTAATGCTCCTAATCCATATGAAAGGCTAGATGGAAAATTTAT
+TGCCATAAAAGGGAAGGTTTGCGATGTTAAAGAGGAAGAAGGATACGCAAAGTATGTGGTAAAGCCTGAA
+AATTTGCCCAAGATATTAATAACCCAGTACGGGGGAGAATATCCTAAAAAAGGGGATATTGTGGAAGTGA
+GAGGAATTGTCTCACTTCCGAAGCCCAGCTCAAATCCAGGAGGATTCGATTATCAGCTTTTTTTGAGGAA
+AAAAGGAATTTATGCAGTTATGCGCATCCATCCCTATGGTACTTCTATTATAGGAAGAAGAGCAAATCTA
+TTTGAGGAAATTCTCTGGAGGGCTCAAGAAAGGATAAAAGAAAATTTTTTAGCTTCCATGCCTAAAAAGG
+ACGCTCAGTTTCTCATTACCAGTTTTTTAGGTGAAAAAGTTCTAGATGACCAAATTTTGACACAATTTCG
+CACAGTGGGGATATCCTACATCACCGCAGTTGCAGGGATGCAGGTGGCTATAATTTCCGGATTTGTCCTT
+TACATCTTGAGTTTGGTTCATTTGACCAGGTACAGAGCTTTTATTTTGCTGCCTGTTTTGATTTTTTATG
+CTTTTCTTACAGGACTAAATCCCCCTGTCATAAGAGCGGTTGTAATGGCATCTATTGCTGTTATTGGAGC
+CACTTACGGGAAAAATAAAAATTCAATTAATTCTCTTTCTTTTGCTGCTTTTTTAATACTCCTCTTTAAT
+CCTTTAATGCTGTGGGATGTGGGCTTTCAGCTTTCTTTTGTAGCGACTCTTGCTATCTTGTACTTTTACA
+GGCCCATTGATGAAAGGCTTTTTAAATTGCCATCTTATTTGAAGGGCATAATAGCGTTAAATTTGTCTGC
+ACAAATAGGCACGATTCCTTTTGTTATGTATTATTTTCACTACATTTCCTTTGTATCTTTTTTGTCAAAC
+ATTGCAATAGTTCCCCTTGTAAACATAGCTATAATCCTTAGCTTTTTATCGGCTTTTCTAGGATTTGTAT
+TTCCGACTGCATCAGTTTTTGTAAATTACATAAACATACCTTTTATAGAATTGCTTTTCAAGGTAACATC
+CTTTTTTGAAAAATTTCCTTACGCCAGTGTAAATGTTTTTATCCCTCCAGTAATCGTTATAGTGCTTTAT
+TACATTGTTTTAGGAATTTTGATAAGTAGAATTGAGTTGAGGAAAAAGAAATTAGCTGTGGCGGCGTCTT
+TTATGGTAATTGCTTTACTATTTTTCTGGAATTACTTTGTTCCGAAAGATTTGGAAGTGACTTTTTTGGA
+CGTTGGGCAGGGGGATGCTACCTTTGTGAGGACGCCTCATGGGAGAGCTTTTTTAATAGACGGAGGTGGG
+AATCCTGTTTTTTCTAACTCTTCTTTTGATATAGGAGAAGACATACTCCTTCCATTTTTGTACTATAAAG
+GTGTCATTAAACTGGATGCTGTTTTTATTTCTCACACAGATATTGACCACATAGGTGGAATTATAACGGT
+TTTGGAGAATATGAAGGTGGATAGAGTATTCATAGGGGTTCAGAAAGTAGAGGACCAAAATTTTAAAAAG
+ATGATGGAGGTTGCAGGTAAAAAGAGAGTTTCTGTAATTTTTTTGAAAAAGGGAGATAAGGTAGAGGTAG
+ACGGAGTAAAGGTGTATGTTCTTCATCCAGATCCGGGCAATTTAATAGAGGAGAATCCCATAAATAACAA
+TGCACTTGTGTTTAAGATGAGGTACGGAAATATAAGTTTTCTATTTACAGGAGATATAGAAAAGCCGGCA
+GAAGAGGTTTTAAAGGAAAGCGATTTAAAAACGCACGTATTAAAAGTTGCCCATCACGGTTCCAGTACTT
+CTTCAACTCCTGAGTTTATAGAAAAGGCAGATCCTCAGGTTTTTGTGATTCAGGTGGGGAAAAACAGTTA
+TGGACTGCCGAGTGAGAGGGTGGTAAAATATTTAAAAGAGAGAGGAAAGTTGTACAGGACAGATGAAAAT
+GGTGCTGTAATTGTAAGGACAGATGGAGTAAAGGCTCGCATATACCCCTTTTTAAAAGGAGTGAAAGAAT
+GAACTATAGGGAATTTGTAGAAAGCATAAAAAAGGGACAGATAGCTCCTTTATACCTTTTTTACGGAGAA
+GAGAGATTTTTGCTTTTAGATGCTGTTAAGAGGTTGAAGGCAAGGCTCTTGGTGCCAGAGTTTGAGGATA
+TGAATTACATTGTAATTGAGAGGGAAAATCCGGAGGAATACGTAGAAGCCATCATTGAGAATTGCGAGAC
+TCTCCCTTTTTTTTCAAATTATAAAATTGTAGTGGTGAAAAATGAAGAAGAACAGCTTTCCAAGATAGGT
+GATAAAGAGTTAAAAAGGCTTACTGATTATTTTAAAAACAGGGTGCTAGGAAATACTAGTCTTGTTGTTG
+TAGTTGTAAGTGGTGAAAAAATAGATTCGAGAAAAAAATTGTACAAGTTTATGGAAAAAGAAGCTGCTGT
+GGTGGAGTTTAAAAAGCTCACTCCGGAAGAGGCAGTTAATTATGCCGGCTATTTCTTAAAAAAACACGGT
+AAAAAGGCTGCAAAAAAGGATGTAGAATCTCTTGTGAAAAACATAGGAACTGACCTTTACTCAATTGTGA
+ACGAGCTGGAGAAAGTGATAGCCTATTCAGAAGGGGAAACGCTTGATTTGGAGGAAGCAAGAGAGGTGCT
+TTCAGTTACTCTCCAGCAGAACGTGTTTCACCTTGTGAATGCAATAGGGATGAAAAAAGAGAAAGAGGCT
+TATAGAGCTCTTTATGCGCTTCTTTCAAAAGGGGAAGTGCCGCTTATAATCTTAACGATGATTGCAAGGC
+AGATAAGGCTTATTGCAAAGTTGAAATCTCTAGAAGGAAAGGCTTTCGATAAAAAGTCTATAGCCAGTTA
+CTTAGGCATTCCTTTCTTTGCTGTAGATGATATCGTAAGGCAGAGCAAGCTTTTTACAAGAGAAGATTTG
+TATAAGGCGTACAAAGAGTGTTTGAGGTGCGACATAGCATTAAAAAGCGGAACAGAGCCTTCATTTGCGC
+TGGAAAATCTCATAAAAAAATTATGCAAGCAATAAAAAAGCGTACTTTGAAGGTACGCTTTATTCATTGC
+TTGCAGATTTTAGCAGAGCGTTAAATTTTGCATAAAGCTTCGATTTTTTCCTGGCAGCAGTGTTTTTATG
+GAGCACACCTTTGCTTACAGCTTTGTCTAGCTCTTTTACTGCCAGTCTCAATCTCTCTTTGATGGCTTCT
+ATGTCTTTTGTAGCCAGACTTTCATTGAACCTTCTTATAAAAGTCTTCACTCTTGACTTTATCATTTTGT
+TGCGAAGAGTTCTTTTTTTAATGATGGCTATTCTCTTTTTTGCTGATTTTGTGTTTGCCAAAAGGTCCAC
+CTCCTCAATCGAATTTAATTTTACCATGAATAAATTAGTTTTTCAAGAATTAATACATCTTTTACTTTAC
+CACAAACGTATAAAATTTGTCAATTTGTCTATCATAAATAGAGGAGCATTCCTGTAATGAATAAAAAATA
+AGGGAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAGAACTTACCT
+CGAATTATCAAAATAAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATTTTGCAAGTAAC
+GGGAGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCATTTGACTACAGA
+GGAGTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATTTCTTAACTGGG
+CAAAAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACAGGGCAATATTG
+GCTGTGTTTTGCCCAATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCATTTCATGTAAAG
+ATGAGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAACAATAGCAATGC
+TAGTAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCGGAATTAAGGGTAGCGAT
+GGACATAAAAGAGAGGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGATGGTTGGACATA
+TACTTTCCAGAGTTTAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCACATTAAGAGAAT
+TTCCAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAGAAAGAAGTACA
+AAGAGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAGGGAAGAAGCAG
+GGCATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAAAAAACAAATTG
+AAGAAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTACTAGAAATCAA
+AGGGATAGGAGTAAACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAATATGAACATCCA
+AAACAGATACAAAAACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAAAGGAGAAACGA
+CAATAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCCTTGGTCGCAAA
+AAACGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAAAAAAGAAGCAA
+TCACTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGGAGTAAAATATG
+ACCCAATCAAGATGATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAAGTGCCAACATA
+CTATCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAAAGAGCTGACCC
+TTAAGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTAAAAGAAGGAAT
+AAGACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATAAAAATAATCAC
+CATACGGGCAAAGACCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAACGAAGGAATTA
+AGGACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCCCGCCATAATAT
+GGAAATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGTAAGAAATGGTAATATAAG
+CCATGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAAATAAAAGATAA
+TAGAGGGAGGTGATTTGATGCTTCAGACGATAATTCGCTTTATTGTCTCTGCTATTGTGCTTATGGTGGT
+AGGGTATCTTGTCCCCGGATTTAGTGTTGCAGGATTTTGGGGAGCCCTTATTTCTGCAGTGGTAATAGCC
+ATACTCGGCTATATTGTGGAGCTTATACTGGGCAAAAACATTTCTCCAAGAAGCCGTGGGATTGTGGGAT
+TTATTGTAGCGGCGGTTGTGATATACATTTCACAGTTCATCGTTCCTACCATCCATACCACTGTAGTAGG
+AGCTCTTTTGGCTGCTTTTGTAATAGGTTTAATAGACGCCTTTGTGCCCACTGAGCTGAGGTGATAATTG
+TGCTTGGGATAAGAACTGACTTGGCTTTAGAAGCCCGCGAGCTTTATAAAGAGAGAGAAATACCCGGAGT
+CAGCATAAGGGAGGAAGGAGAGGAAGGGATAAAGATTACCAGAGTTAAAATACTTGATGAAAGAGGAGAA
+AAGGCGATGGGGAAGCCTGTAGGGGACTATATAACCATTGAAGCCCCTGGGCTTTTGGAAAGGGACTTGG
+ATTTAGAAGAGAGAGTCGCAAAAGTCCTGGCAAATATAATATCTGAGCTTGCACAGCTTAAAAAGGACAG
+CCATGTGCTAGTAGTAGGGCTTGGGAACTGGAATGTAACTCCAGATGCTTTAGGACCAAGAGTGGTATCC
+AATATAGTTGTGACAAGGCATCTTAAAGAATATGCGCCCCTACAATTTGGAGATGAGATAAGGTCTGTGA
+GCGCTTTTTCTCCAGGGGTATTGGGTATAACCGGGATTGAAACTGCCGAAATTTTAAAAGGAGTAGTGGA
+CCGGGTAAAACCGGATCTGGTTATTACTATTGACGCTTTAGCTTCAAGAAGGTTAGAAAGGCTTTCCACC
+ACAATACAGATCTCAAACACGGGGATAAGCCCAGGGTCGGGTGTAGGCAACAGGAGGCTTTCTATTACTT
+CAGAAAGTTTAGGAGTTCCTGTAATAGCAATAGGCGTGCCCACAGTGGTGGATGCTGTGACAATTGCCCA
+TGATACTATTGAATATCTGGTAAAGGAGTTGTCAGAACAGACCAGTAAGGAGAGCGTATTTTACAAGGTT
+TTAGAGAATATGAATAAGCAGGAGAAATACAGTTTAATTGAGGAGGTTTTGTCTCCTTATGTTCAAAATC
+TGGTGGTCACGCCAAAAGAGATAGATCTTTTGATTAAAAATATAGCTTTAGTCATTTCCAGGGGAATTAA
+CCTGGCTCTTCAGCCAGGCCTCACAGAGAAGGAGATGAACCAGCTCCTTCACTAAATATGGTACTAAAGC
+ACCTCTTGTTGGAATAAATATATGAATATAAAACCAAAGAGAGGTGCTTCTTTTGTACAGGGGAAATATA
+TTAAAGATAGGGAAATTGCTTTTTTTGCTACTTGTGCTCCTTAATTTGCTTTTGTATAATTGGATGATAC
+AGCCAGAGAAAGTCACTGTAAAACAGGTCATTGAGGATTCTTTTTCAGAAGAGTATGACAAGTTGGACAG
+CCTTTTTGTGACTTCCATTAACTATTCTTTCCCGGTGGTGGAAGTCGCTTTTGCATCTTGTGGATATACA
+GGAAAGGATTTGACTTTTTCAGCTTTTTTGCATGCTAAGATTAAGGACCCGCTTAATTTGATAAAATTTC
+AAATTCCAGTTTTTGCTCAAGTGGATTACAAGAAATATCAAAAAGTTACCCAGGTAACAAAAGGCGAAGA
+AGAGAAGGTAATAATACCTCCGCCTAAAGTAGCAGAGGAAAGAAAAGAGGAGAAAAAAGAACCCTCTGGG
+GAGGAGAAAAAAGGGGATAATTCAAAGCCCTATCTTTTGATATATCACACTCATACAATGGAGGCTTTTG
+CTGCAACCGAAGAGAACAGGTATGTTGCGAGATATGGGTACGACAGAACAGATGATTTAAACTACACTGT
+GGCGGAAGTGGGAGAGTATCTTGCTGAATATTTAATCAAAGAAGGGATTCCCGTCTTGCACGACAAGACC
+ATTCACGATTATAATTATGATAAGTCTTATGTTAATTCACTGGTGACGTTAAAGAGAATTTTAAAGGAGT
+ATCCTTCTATAAAAGCCGCAATTGACCTGCACAGAGACGGATATGGAGCGGTGATGAAACCAGGAGTGGA
+GTCTATACCTGCACTTAGCAGTTTGCCGAATCAAGAGTTTAGGAAGAAATATACTATAGAGATAAACGGA
+GAGAAAGTGGCGAGAGTTTCCTTCATAATAGGTTCGAGGAGAACCCCTGAAATGAATGAGGACTGGCGAA
+AAAATTATGAATTTGCAAAAAAGATAAGTGACAAGTTGAATGAGCTCTACCCCGGCCTTTCTTTGGGAGT
+GCAGGTCAAACCCTACAGCGAGTATAATCAGCATGTGCTTGAAAAGGCAATTCTCATAGAGCTGGGTAGC
+AATTACAATACTCTGGAAGAAGCCATTGCTACCACAAAATATTTGGCAAAAGCTATAAGTGAGGTAATAA
+AACAACAGGAGGGCTTCAAGTAGGAGGTTGGAAATGAGAGTAATCAGAAAAGTACTAATCGCAGCGTTTG
+TATTATCACTATCTTTTCAATTTTTCATGCTAACTTTGGCTTATGGTTTTGATTCTAAAAAGGTGATAAT
+TTTTATAGTGGACAGAGTAAACTTAAATGACTACCTGTCCAATGACCTTCCCACTATAAAGTATTTGATG
+GAAAATGGCACATACGGATTGATGACTGTAAACTCTGATGGGGCAAAGACCCCAGAAAATGTGTACATGA
+CCCTAGGGTGTGGTACAAGGGCAGTAGGTTCTGAAAAGGCTTTTTTAAATTTTAACGCCTCAGAGCTGGT
+TTATGGGGAATCAGCAGCTTCTGTGTTTAAAAGGAATACCGGTTTGAAGCCGCAGTTTTACAATATTGTC
+AATTTAGATATAGCTCAAATTGAAAGAAATAACCTTTTAAGAAATCACATTGTCATTCTGGGTGCTATGG
+GGAACCTCTTAGAAAATACTGGCAAGAAGATTGCTGTTTTGGGAAATGAGGGAAATACCATTGAACCTAA
+AAGGTATGCTCCTTTGATATTTATGAATGAGAAAGGGATTGTAGAATTTGGCGATGTGAGCGATTCTGTT
+TTGAAGAGAGATGTGATGAGCCCTTTTGGCGTATCCACAGATTACGAATTTCTTTATCAAAAATACCTGG
+AGTTAAAAGACAAGATGGACTTGATAGCCTTTCAACTGGGGGATACTTTAAGGGCTAATGACTATCAAAG
+GTTTGCAATGGATAGAATAAATGAAAAATATAGAAAAAAGGCATTGAGAGAGGCAGACAGCTTTATTGAA
+AGGGTTATAAAGGAAGGGGATTCTAATACTTTGTACATAGTTTTGACTCCCCTCCCTCCTTCTAAGGATA
+TGTCTTTAAAAAGCTATTTGACTCCTTTTATTTTATTTGGACCGGGTTTTACAGAAGGGTACGCCATTTC
+AGACACTACAAAAAGGACAGGCATTGTGTCTAATACAGACTTTATGCCCACAATTTTGAAATATTTGGGT
+ATACCAATTCCAGCTTATGTTACGGGGCATCCTGTATATAATTCTGGAGTAAAAGGTTCACCTCAAGAAT
+TATTGAGGGAAAGCGAAAAATTGGTTTTTAATTATTCTTCAAGGCCGCTTTTTTTGAAAGCTTATGGAAT
+TTTTCAAATAGGAACTTTTATCCTCATAGGTTTTGCAGCATTTTTATTAAAGAAATATTCTCATTACAGC
+AAGCATTTGCTCTTTTTTGTGTCGGCGATGCCTCTTTCTTTTCTGTTGCTGCCCCTTTTTAATTGTTATA
+CTTTTATGAAGGCAATGTTTTTTCTCATAAGCATAAGTGTTGTTTTGGTGTTTACATTGGGCAAGATTGT
+GCAGTATGGTTATTCTTTTTACTTCTGGATATCTTTAGCAACAGCCTCTGTTTTGATGGTAGACCTCGCT
+ACAGGGCAGCATTTGCTTAAGAATTCTCTTTTAAGTTATGATGTGATAGCTGGAGCGCGCTTTTACGGCA
+TTGGAAATGAATACATGGGAGTTTTAATCGGCGCTACTTTCTGCTTTACAGCGCTTCTTTTTGAGAAATT
+TTCTAAAAAAACAGCTCTGTTTTTGGCATTTTTTATCTACGGCTTAGTCCTATTTTTTATAGCCTCCCCA
+GCCCTGGGAGCCAAAGTAGGGGGCGCTATAACTGGTTTTGTTGCCTTTGGAATTTCAATTCTTTTACTGA
+GTGACAAGAGAATTGACGCAAAAAAAATCTCTTTTATTGCTGTATCAATTTTAATGCTTTTGGCGGGGCT
+TTTTTATGTTGACTATTTGAAGCCTTTGTCACAGCAGACTCACATGGGACAAACTTTTGCTCTGGTAAAA
+AGCCACGGCTTTAAAGCTTTGTTTCAAATTTTTGAGAGAAAACTTTTGATGAACTACAAGCTCATAAAAT
+ACTCTATATGGTCCAGGGTTTTACTTGCACTTTCTGCTATTTTGATTTTCTTGTTCTTTGCTGTAAGGGA
+AGTTTTTATAGAGGTATTAAAAGAACATCCTTATGTTTTTAAAGGAGGCATATCGACCCTAGTAGGAGTG
+CTCATGGCTTTGGCTTTTAATGATTCTGGGGTGATAGCTGCTTCTACTATGTCGGTGTTTTTTGGACCTC
+TTTTTCTTCACCTTGTGATTGATAAATTAAAACGAGGATAGGTGGTTTTTATGGATAAAAGGAGAGTGTT
+ATACATTGTGAGAAAGTCTGAAGGAGGGATGAAGAGGCATTTGCTCTCCCTTCTTCGCTTTTTAGATAAA
+GAGAAGTATTGTTTAGGTGTTGTATGCTCGTTTGAAAAAGATACTATTGACTATCTCAAAAATCAGGGGA
+TAGAGGTTTTTGAACTTGAAATTGGAGATGGCTTCAATGTAAAAGAGGACCTAAGTATTATTAAGAAAAT
+AAGGAATATAGTAAAAGAGTTTAAAGCTGACATTGTGCACATGCACGGTTTTAAGGCATCTTTTGTCGGC
+AGGATTGCCTGCTTTAATTTGCCTGTAAAAACCATTGTGACGTTTCACAATTTTCCTGGCTACAACAATA
+TGAGCGAAATGAAAAGAAGAGCGCTTCTTTTTTTGATAAAGTTTTTAAATAAAAGGACTGATCAGTTTAT
+CGCTGTATCTGAAGCCCTGAAAAAAGAGATGATGGCAAGCGAAAGGATAGAGGAAGACAGAATAGAAGTG
+ATTTATAACTGTATTGACGAGACTCTTTATAAGATGGGAGAATTGGATTTAAGAAAGGAGTTTAATTTAC
+CTGAAGACTCCTTTATTGTAGGAAGTATTGCCAGACTCATCCCCTCAAAAGGAGTACAGGATTTGATAGA
+AGCTGCTCATCTAATAAAGGAGGCAGATGTTTTCTTTTTTGTGGCGGGGGATGGCCCCTATAGAAAAAGT
+TTGGAGGAAAAGATTAAGGAAAAAGGGCTTGAAAGCAGGTTTTTTTTGCTCGGCTTTAGAGATGACATAC
+CTTCATTTTTGAGAAATTTAGATGTTTTTGTACTTCCTTCCCATGAGGAAGGATTTGGAATATCTGTAAT
+AGAAGCGATGAATGAAGGAGTGCCGGTTGTGGCTACAGCCGTTGGCGGAATACCTGAGATAATACAAGAA
+GGCGTAAATGGCATTTTGGTAGAAAAAGGAAATATAGAATCACTTTCTAAAGCTATAAAGAGCCTTCTTA
+AAGATGCTCACCTTAAAGAGACGCTTTCTCTTAAAGGCAAAGAGGCGGCGAAAAAATTTAGCTGTGAAGA
+GATGGTCAAAAGGGTTGAAGAATTGTATGAGAGAATAAAGGGTTGAGGGAGTATGAGGCTTACCAGGACA
+AAAGAAAGGAAAAGGCAAATTAGAAGAAAAAGACTTGTAATATTTGCGCTTTTGTTGTACATTGTTATTG
+TGATAATAGGGCTTTTGACTGCCGACTACAATTTTAACAGGGTCTTAAGTGGAGAAGGGAAGATAGGAAT
+TTTTAAAATAGAGCTTTTTGACGAAAAAATATTCCTTAAAGTCTTGGGAAAGGAGTTTATAATCAGGAAA
+TAGCGCTATTTTAGAGGGGGAATAAAATGTCTGAAAGGATGAAGTACATTCGCAATTTCTGCATCATTGC
+CCATATTGACCATGGGAAGTCAACTTTAGCGGACAGGCTCATTGAAAAGACAGGGTTTTTGTCTGAAAGG
+GAAATGGACAAGCAAATTTTGGACAACTTAGAGCTTGAAAGAGAAAGGGGCATTACAATAAAATTAAAGC
+CTGTGAGGATGATTTACAAGGCCAAAGACGGCAACGAATACGAGCTAAATTTGATAGATACGCCGGGACA
+CGTAGATTTTACCTATGAGGTTTCTCGAAGCATTGCCGCTTGTGAAGGAGCGCTGCTTGTAGTGGATGCA
+AGCCAGGGCATTGAAGCCCAGACTTTGGCTAACGTTTACCTGGCTCTTGAGCACGACCTTGAGATAATAC
+CTGTTATAAATAAAATTGACCTTCCATCTGCCGACCCCGAAAGGGTGAAAAGAGAGATTGAAGATATCAT
+AGGAATAGATGCGAGTGAAGCGCTTTTAACTTCTGCTAAAGAGGGAATTGGGATAGAGGAAGTTTTAGAA
+GCGATTGTGAAAAGAATACCGCCTCCCCAGGGAGATGAGGACAAGCCTTTAAAAGCTTTAATTTTTGATT
+CTTTCTACGACAACTACAAGGGAGCCATAAGCTTTGTCAGAATAGTTGACGGTAAAGTTAAACGGGGCAT
+GAGGATAAAGATGTTTTCTACAGGAAAAGTGTTTGAAGTGACAGAAGTTGGGAGTTTCAGACCCGACCTT
+TATCCTGTGGAGGAATTAAAAGCAGGAGAAGTAGGATACATTGCGGCCAATATAAAAAATGTGAAGGATA
+CCCGCGTTGGAGACACAATAACTGACGCTGATAATCCGGCGGATTCGCCTCTTCCGGGTTACAAAGAGGT
+CGTCCCAATGGTGTTTTGCGGAATTTATCCAGCTGACGGGGAGGACTATGAAAATCTAAAAGAGGCTTTA
+GAGAAACTTCAATTAAATGATGCTTCACTGGTGTTTGAGCCAGATACTTCTGCTGCTTTGGGTTTTGGAT
+TCAGATGCGGTTTTTTAGGACTTCTTCACATGGAAATCGTTCAGGAGAGGTTAGAGAGGGAGTACAATTT
+AAACCTTGTGACGACTGCTCCCAGCGTAATTTACAAGGTCTACAAGACTAATGGAGAAGTGCTGGAGCTT
+GACAACCCTACGAAAATGCCTCCTCCAACCCAGATTGACCACATTGAAGAGCCTATTGTAGAGGCCACAA
+TAATGGTGCCAACAGACTACGTAGGACCAGTCATGGAACTTTGTCAGGAAAGAAGGGGAGTCTATCTCGG
+GATGGAGTACATTGAAAAAACGAGAGTGCTTTTAAAGTATGAAATGCCTCTCAATGAGATAATCTATGAT
+TTTTTTGATGCTTTAAAGTCAAGGACTAGAGGATACGCTTCTTTGGATTATGAATTTAAAGGATATAAGA
+AGTCGGACCTTGTGAAGCTGGACATCTTGGTAAATGGCGAGGTTGTAGATGCTCTTTCCATGATAGTTCA
+CAAGGACAAGGCGTACGAAAAAGGAAGGAAAATAGTTGAAAAGTTAAAGGAGAACATTCCGAGACATTTA
+TTCGAAATTCCAATACAGGCTGCAATTGGGTCTAGAATCATAGCAAGAGAGACGGTAAAGGCTTTGAGGA
+AGAATGTGCTGGCGAAGTGCTATGGCGGTGACGTCACGCGAAAGAAAAAGCTTTTGGAGAAGCAGAAGGA
+AGGTAAAAAGAGGATGAGACAAATAGGGACTGTGGAAATACCGCAGGAAGCTTTTATGTCAATTTTAAAG
+TTGGATGACCAAAAATGAGGGAAATAGGTATATACATTCACATTCCTTTTTGCAAGAAAAAATGCTATTA
+CTGTGATTTTAATTCTTACGCCGGCTATGAACACTTGATGGAGGACTATTTAAAGGCTTTGCTTGAAGAG
+GTTAAAACATATTCCGACAGAAGCTTTAGGGTTATTTCTGTGTATATAGGAGGAGGTACTCCCAATTTCC
+TCCCTCCTTCCCATGTAGAAAGAGTGCTAAGTGAAGTTCACAAAGACTATAATGTATCGAGGGATGCTGA
+GATTACAATTGAAGTAAATCCCGGGCTTTTGACAGAGGATAAATTAAAAATTTACAAGATAAACGGCATA
+AACCGAATAAGCATGGGACTTCAGGCTTTTCAGAATCGCCTTCTTGAGTATATCGGTCGAATCCACACAG
+CAGAAGACTTTCTTGAAAACTACGCTCTTGTGAGAAAATATTTTGACAATGTGAATGTTGATTTAATTTA
+CGCCCTGCCAACGCAAAGTTTTGAAGAGTGGCAGGAAACTTTGACAAAAGTTGTAGAATTAAAACCTGAA
+CACATCTCTACTTACAGCCTCATTTTGGAAGAAAATACCCTCTTTGGAAGACTTTATAAGGAAAATAGGC
+TTCCTGTGGTGGGAGAAGAAGAGGAACTTAAGATGTACCACTGGGGAATAGAGTTTTTAAAAAGCAAGGG
+ATACTGCCATTATGAGATTTCAAATTTTGCTCTTTTAGGATACCAGTGCAGACACAACATTTTGTACTGG
+GAGTGCAGAGAATATTTAGGCTTTGGAGCAGGTGCTCACTCTTACTTTGAAGGTACAAGGTGGAACAATG
+TAGAAAGAATAGAGAAATATATTGAAGCCATTTTGAAAAGAAAAGATGCTAGAGAAGAGATTATAAACTT
+AAGCTTTGAAGACAAAATGTCAGAATTTATGTTTTTGGGCTTAAGAATGAGAAAAGGGGTGTGCGAAGAG
+GAATTCAGAAAAAGGTTTGGAATCAGTATGTTTGAAAGGTACGAGGAGATTTTCATTAAGTATGAGAAGA
+TGGGACTTATCGAGAAAGATAAAGATTGTGTGAGGCTGACAGAGAAAGGGATAGATGTTTCAAATGTGAT
+TTTTGAAGATTTCTTGCCCTAAGGCACCCTAAAATGAGTATTGACAAAAAATTATAAGAGTGGTATTTTA
+AAAACATGGATTAGCACTCAATGAGTGAGAGTGCTAATAATACATGGGGTGGTGAAAATGCCGTTAGATG
+ATAGGAAGAAAAGGATTCTCTTTGCTGTTGTTACTGATTACATCATGACGGCAGAACCAATAGGGTCAAG
+GACTATTGCAAAAAAGTACAATATGGGCATAAGCTCTGCGACAATAAGAAATGAAATGGCTGATTTGGAG
+GAAATGGGATATTTGGAGCAGCCTCACACTTCTGCTGGTAGAATACCTTCTGACAAAGGTTATAGATTTT
+ACGTTGATACTATTTTGCAGAATTTCATGAAGGAGGATTTAAGCCCTCCTCCGAGGGTGAGAGAAGAGGT
+CATAGCTGAGTTCGATGAGATTGTAAAAAAGTATGCGAAAATTCTGGCGGATATAACTCACCACACCACT
+GTTGCAAAAATGCCAAAGCTAAACCCTGACAAGATCAAAAGGTTGCAGCTTATCCCCGTGGCTTCAAATA
+AGATGATAATGGTAGTGATTACTGATACAGGAATTGTGAAAAATTATTTGCTGAATTTGTGCCAGAGTGT
+AGATAGAAATGTGTTCGAGTTTTTAAACAACCTCTTGAATGACAAAATTGCAGGAAAAAGCGAAAAGGCG
+ATTTTTAACTTCCTTGAAAAGGAGCTAAAAGACACTCTAGGAGATATGGCTTTTATGGCGGATGAGCTTA
+TAAAGACCATACTTTTGAGTTTAAAGCAGTTGCAGGAGACAGATGTTTACACTGATGGCACTTTACACAT
+TCTTGATTTTCCAGAATATAAGGACTTGAACAAAGCAAAGAATTTTTTAAGCCTTCTGGACAATAAGTCC
+TTACTAAATGAAGTTTTAGAACCAGTAGATGACTTTGTAGATGTTAAAATTGGGAGAGAAAACAGATTTG
+AAGAGATGAGAGAACTCAGTGTTATAAAGACCACCTATAAAATAAATGATAGGGTAGTTGGAACTATAGG
+AATAATAGGACCTACCCGAATGGACTACAGAAGGCTTATAAGCGAGCTTACGCTTATGACGAGAGAACTT
+TCAAATCTCTTGTCTTCGATATACAATGATGAAGTATGACGGGGTGATATAAGTGGAAGAATTGGAAAAA
+GACAAAATTGAAAGAAATGAAGAGATGAGCGAGGAGGTAAAAGGAGAGGGTCCTCCTTCTGAATTGGAGC
+AATCGGAAGAAGTGGTGGAAGAAAAGATAGAAACAGAAGTAGAACAAAAAAAGGAACCTTCTCTGGAGGA
+GATAGTTGAGGAATTGAGGAAAAAATTAGAAGAAAAAGAAAAAGAAGCGAAAGAGTATTTGGACATAGCT
+CAGAGGATAAAAGCCGAATTTGATAATTATAGGAAAAGAACAGAAAAGGAAAAAGCTGAAATGATAAGTT
+ATGGACAGGAGCAGGTGATAATAGAACTTTTGCCTGTTATTGATAATTTTGAAAGAGCTTTGGCAAATGA
+GGGAGATTATAATTCCTTAAGAGAAGGGTTAGAATTAATCTACAGACAATTTAAAAAGGTTTTGGATAAA
+TTTGAAGTGAGAGAAATTGAAGCTGAAGGGCAGATGTTTGACCCTTACAAGCATCATGCCCTAGCGCAGG
+AGGAAGTGGAAGGCAAACAGCCGAATGAAATTATAGAGGTGTTCCAGAAGGGTTATTATTTGAAAGATAA
+AGTAATTAGACCTAGCTTAGTTAAGGTAGCAAAATAAAAAAGGAGGTTGATTGAGATGGGGAAAGTGATT
+GGGATTGACCTTGGAACAACTTTTTCATGTGTAGCTGTGATGGAAGGCGGTCAGCCCGTAGTAATACCTA
+ATTCTGAAGGAACTCGTACCACTCCTTCTGTAGTAGCTTTTACTAAAGAAGGAGAAAGGCTTGTAGGGCA
+TCCGGCTAGAAGGCAGGCTATAATAAACCCTGAGAGGACCATAATGTCCATAAAGAGGCATATGGGTACA
+GACTATAAAGTTAAAATAGACGACAAAGAATACACTCCGCAGGAAATTTCTGCAATGATTTTGCAGAAAT
+TAAAGGCAGATGCTGAGGCTTACCTCGGAGAAAAAGTCACTCAAGCGGTCATAACAGTACCTGCATACTT
+TAATGACAGTCAAAGACAGGCTACAAAAGATGCTGGAAGGATAGCAGGGCTTGAAGTTTTGAGAATAATA
+AATGAGCCTACGGCAGCAGCTTTGGCTTATGGTCTTGACAAAGAAGGAAACCAGAAAGTAATGGTATACG
+ACTTGGGCGGCGGTACTTTTGACGTTTCCATACTTGAGATTGGCGACGGAGTCTTTGAAGTTTTGGCCAC
+AAGCGGTAACAACCACTTAGGTGGAGATGACTTTGACCAGAGGATAATAGACTGGTTGGCAGATAATTTC
+CAAAAAGAGCATGGAATTGACTTGAGAAAAGACAGGATGGCTTTGCAGAGGTTGAAAGAGGCTGCGGAAA
+GGGCTAAGATTGAACTTTCTTCTGCTATGGTGACAAATATAAACCTTCCTTTCATAACAGCAGATGCTTC
+AGGACCTAAGCATATAGACGTAAACTTGACGAGAGCAAAATTTGAAGAATTGATTTCAGATTTAGTCGAG
+TCTACAGTTGGGCCTGTTAAGCAAGCTTTGAGCGACGCAGGATTAAAGCCTGAAGATATAGACAAGGTCC
+TTTTGGTGGGAGGTTCTACAAGAATACCTCTTGTTCAGGAAACGGTCAAGAAGATAATGGGCAAAGAACC
+TCATAAAGGAATCAACCCAGATGAAGCTGTTGCAATAGGAGCTGCTATACAGGCTGCTGTGCTCGCAGGT
+GAGATCAAGGACATACTGCTTCTCGATGTTACTCCGCTTTCCCTTGGAATAGAGACTCTGGGAGGAGTTT
+TCACAAAAATTATAGAAAGAAACACTACTATTCCTGTAAGAAAGAGCCAGATTTTCACTACAGCCGCAGA
+TAACCAGACTTCTGTGGAAATTCACGTACTACAGGGAGAGAGGCCTTTAGCTAAGGACAACAAGAGTTTA
+GGTCGCTTCATACTCTCTGGTATTCCACCGGCGCCGAGAGGAGTGCCTCAGATTGAGGTTACTTTTGACA
+TAGATGCGAATGGAATTGTACATGTTTCTGCAAAGGACCTTGCCACAGGAAAATCCCAGCAGATAACCAT
+AACAGGTAGCACCAACCTGTCCGAAGAAGAGATACAGAGGATGATAAACGAAGCTAAGCAGTACGAAGAG
+CAGGACAGAAAGAAAAGAGAAGAAATTGAAATAAGAAACAGAGCTGACTCTCTGATATATCAGGCAGAGA
+AAACTATGAAAGATTTAGGAGATAAGATGACTCAGGCAGAGAAGGATGAAATTAATAAGGAGATAGAAAA
+TGTAAGAAAAGCCCTTGAAGGCACTGATGTTGAGGCTATAAAGGCAGCTTCTGAAAAGCTTTCTGAGGCT
+TTCTACAAAGTCTCAACAAGACTTTACCAGCAGGCGGCAGGCAGTGCAAATCCTGGTGGCAGCCAGGGCA
+CATCTCAAGGGAATGTCTATGAAGCGGATTATAAAGTGGAGGACGATAATAAATAAATTAGAACCAGGTT
+TTTCGCCTGGTTCTAATTTACGTAATGAAAGGCAGGTGAGAGAGTGCCTAAAAAGGATTTGTATGAGATA
+CTGGGTGTAGATAGGAATGCAAGTCAGGAAGAAATAAAAAAGGCATACAGGCGACTTGCAAAGAAATATC
+ATCCAGACCTAAACCCTGGGGATAAAGAGGCCGAGCAGAAGTTTAAGGAAATAAATGAAGCTTATGAAAT
+ACTTTCTGACCCTCAGAAAAGGGCCCAGTACGACCAGTTTGGCCATGCTGCTTTTGAACAGGGAGGCTCC
+CAGCAAGGCGGATTTGGAGATTTTGGTGAAGGCGGGTTTGACTTTGATTTTGGTGGTTTTGGAGACATAT
+TCGGGGATATTTTCAGCGACTTCTTTGGCACAGGGAGGAGAAAAGCGGAGAAAGGGCCTAAGAAGGGCGC
+TGACATAAGGTATGATTTGACATTAACCTTTGAGGAAGCAGCTTTTGGAACGGAAAAAGAGATAGAAGTA
+GAACGCTTTGAAGTTTGCGATGTGTGCCACGGTACAGGTGTAAAGCCGGGTAGCCGTCCTGAGACTTGTC
+CTGTATGTCATGGCACAGGAGAGATACGGCAGACCCAGAACACGCCTTTTGGCAGAATTGTAAATATAAG
+GACTTGCCCGAGATGCCATGGGGAAGGAAAAATTATCACAGACCCTTGTCAAAAGTGCGGGGGAACTGGT
+AAAATTAGAAAAAGGAGAAAGATTAAAGTCACCATTCCTGCTGGTATAGATGAAGGGCAGATGCTTACCT
+TAAGAGGCGAAGGAGAGCCAGGCTTAAGAGGAGGTCCTAATGGAGACCTTTATATTGTCATCCACGTGAA
+ACCTCATGAAATTTTCAAGAGGGAAGGCTATGATGTATATGTAAAGATACCTATAAGCTTTGCAGATGCA
+GCCTTAGGAGGAGAGATTAAGATACCGACCTTGGATGGAATGGTGAGCTTTACAATTCCAGAGGGGACCC
+AGACAGGTACCAAATTTAAGCTAAGAGGCAAAGGGATTCCCCATATAGGTGGGAGAGGGCGTGGAGACCA
+GATTGTCGAGGTGTATGTAGAAGTTCCAAAGAGATTGTCAGAAAAGCAGAAAGAACTTTTAAGAGAGTTC
+AAAAGATTAGAAGGCGAGAATACAGCAGAGCACAAGTCCTTTTTTCAGAGAATGAGGGACGCTTTTGGAG
+GAAGTTAAAATTTAGAAAAAGGTGTTGAAGGAAATGAAATGGTTAGAAATACAGGTTACAACTTCACAGG
+AAGCAGAAGAGGCTGTCACAGGCATTTTGTACGATTTAGGAGCAGGCGGAGTGGTTATAAAAAATCCTAA
+CGATGTAAAAGAACTGGCACAGACTAGTGAGTGGGATTATTTTGACCCTTCCCTTCTAGAAGAAGGAGAA
+GAGGTAAAGATTTCGGCCTATTTTCTAATCACTACTGATATAACAGACAAAGTAAATTTTTTAAAAGAGA
+GGATTTGGGAACTCAAGTCTTTTGGGATAAATGTGGGAAATGTCAAGGTAGAGGTTTCTGAGGTGGACGA
+AGAAGACTGGGCAGACAGCTGGAAGAAGTATTACAAGCCTTTAAAAGTTGGCAAAAGGATTGTCGTAAGG
+CCTTTATGGGAAGAATACAGCCCTAAAGAGGGAGAAATAGTTATAGACCTTGACCCTGGAATGGCTTTTG
+GCACGGGTACTCATGAGACTACAAAGATGTGCCTCCAATTTTTAGAAGACATTGTAAAGCCAGGAGCAAT
+TGTGTTTGACGTCGGTTGCGGTTCAGGTATACTTTCTATCGCCGCTTCTAAATTGGGAGCATCTTATGTG
+TACGGAGCGGACGTAGATGAAATGGCGGTGAAAATAGCTAGAGAAAATGTAAAATTAAATGGTCTTGAAA
+ATGTGGAGATTTTTCAAAGCGACCTCCTTAAAAATTTTAGAGGAAAGGCAGATGTGATAGTAGCTAACAT
+TATTGCAGATGCAATAATTAGGCTTATTCCTGATGTTTTGCCTCATCTTAAAGAGGAAGGTTTATTTTTA
+GCAAGCGGCATCATTAAAGACAGGTTTGAAGAAGTGAAAGAAAGAGCAGAGGAATTTTTTGAAATAATTG
+ATATGAAAGAAGAAAAAGAGTGGTTGAGCATATTGATGAAGAAAAAGGGATAGAAATGAGGAAGATCTTT
+GTTGAAAAGGGCAAAATAAAGGGAAAATTTGCCTATGTAGATGGGAAGGATTTTCACCATCTCATTCATG
+TATTAAGGTATAAGGTGGGAGATAAAATTGTGGTATCTGATATGGCAGAGGAGCATCTGGGAAGGATTGA
+AAAAATAGAAAAAGATAGGGCTATTTTATTTTTAGAAGAAAAAATGGAGGGCAATGCAGAAAGTCCTCTA
+GAAGTTTTTTTATTTCAAGGGATACTCAAAGCTGACAAGATGGACCTTATAGTTCAAAAATGTACGGAAA
+TAGGGGTAAAAAGGATTATACCTTTTGTAAGTGAATTTTCTGTTGTGGATATAAAGAGAGCTAACATAGA
+TAAAAAAGTTGAAAGGTGGAAAAAAATTAGCGAAGAGGCTTGCAAGCAATCAGGAAGAAATATTATTCCT
+GAAATTTCTGCACCTGTATCTTTTAAAGAAGCGATAGAGAAAGCAATGGAGTGCGACCTTGCGATAATCC
+CTTATGAAAAAGAAGAAAAGAAAAGATTAAAAGAAGTGCTAAAAGATGTCGAAGATGCAAAGAAAATAGG
+GATATTCATAGGTCCTGAAGGAGGTTTTTCACAGAAGGAAATTGAGAAGGCTATAAATAATGGAATTGTA
+CCCGTTACTCTAGGGCCTAGGATTTTGAGGGCAGAAACGGCAGCCATTGCAGTTTCTGCTATAGTTATGT
+ACCAGCTTGGAGACATGGGGTAAACCTGAAGGATAAGGGTAGTAAATTTTGATTTTTTGTGGTAAAATAA
+AAGGAGAAATATGAGATTTGAGGAAAGTAGTGACTAGAATAAAAGAAAGGAGTTAAAACTATGTTGAGTG
+AAAGAATGTTGGAAGAACTTAATAAACAGTTGAATTACGAAATTTACTCTGCCTACCTTTATGTGGCTAT
+GGAGAATTATTTTCAAGAGAAAAATTTAGAGGGTTTTGCAAATTTCTTTAAAGTGCAAATGGAAGAAGAA
+CTTTCCCATGCGAGAATTTTTTACGAATACATATACCGCATGGGAGGGAAAGTCACGTTATATCCAATTG
+AAAAGCCAGAGGAGAATTTTGAAAGCATTTTAGATGTTTTTAAGAAAGCTTTGGAGCATGAAAAAACTGT
+GACACAGAGAATCCATAAGCTCGTTGATTTAGCGATTGAAGAAAGAGACCACGCAACTAATGCTTTTTTG
+CAGTGGTTTGTGAATGAGCAAGTAGAAGAAGAGGAGAGTTTTCAGAAAATAATAAACAAGCTAGAATTGA
+TAGGTGACAGCATGCAGCCTATATTCATGTTAGATTCAGAATTAGCTAAGAGGACTTTTGTATTACCTGC
+TCCTTTGGCAAAAAGTGAGTAATAAATAGAATAATATAGGGTATGCTATAATAAATGGCATACCCTATTT
+CCTTAAAAAATTTTACTGAAAAAGTTTGAGTAATTTTTCGGCATTTTTAGGATTTAATTCTGCATCTACT
+AGAGGAGGCCCATTTTTTATAAAATCAAATTGGTCTTCATAAGTTTCTTTTTCTACTTTGTAGATTATTC
+CTATAGGGATTTTATCGCCAAATTCCTGTGCTTTTTTGAAAGCTTCTTCTTTATTTGTATAGTCATAATC
+TTCTGGCAAGTGATAAACTCTTTCTTTATACCAAGCAAAAGTGTTGACTCTGTTCCAGACAACACAAGGC
+TGAAGAATATCCAGTAGAGCATAGCCTTTATAGGTTATAGCTTCCTTCATCAAATTTACAAGATGCGGTA
+TATCCCCAGAGAACCCCCTTGCTACAAAGCCGGCTCCCATTGTTAAAGCTAAAGCTATGGGATTTAAAGG
+TTCTAATTTTACACCATCAAATTGCAGTGAAGTTTTCTGACCCTTGGCAGTTGTTGGCGAAGCTTGTCCT
+TTTGTCAAGCCATATATTTGGTTGTCGTGTACAAAGTGAGCAATATCTATATTTCTTCTTATCGCATGTA
+TGAAGTGATTGCCACCTTCCCCATATGTATCTCCATCACCTGATTCTACAATTACTTTTAAATTTTTATT
+AGCTAATTTTATACCAATAGCAGGAGGGACAGCACGCCCATGCAAGCCATTAAAACCATTTATTTTTATG
+TAATGGGGCATCTTTGCACCTTGCCCTATACCCGTTACTAAAACTACTTCATGAGGATTTAGGTTTAATT
+CTTCTAATGCCTGTTTTAGAGCTGTTCTTATCATGTAATTACCACAGCCAGGGCACCATGAAGGCTCATA
+AAGCTTGTATTCGTACTTCATACTAAAACCTCCTTCAGCTTATCATATATTTCATCACTGCTAAAAGGTC
+TTCCATCGTATTTTAAAATTTTATGGGTAGCTTTTATTAAAACTTCTTGCCTTATAAGTTTTTCTAATTG
+TCCAGTGGCATTTTGTTCTATATCTATTATTTTTTTAGCGTTTTTACTCAGCTCTAAAAGTCTTTGTGTC
+GGTAAAGGCCATATATCGCCAAATATTAAGGCTCCTACTGACAATCCTTCATCAACCAGATTCTCAACTG
+CTTCTTTTATTGCGCCATAAGTTGAACCCCAACCTATTATTAAGTTTTTAGGATTTTCTTTCCCTATAAA
+CCACGGCTCCTGTATTTCTTCTTTTAGATATTCAAATTTTCTTAGTCTTTTGTCTACCATAGCTTTTCTT
+ATTTCAGCGCTTTCTGTTATGTGCCCCCATTCGTCGTGTTCATCGCTATCTACTAAAACGACTTGTCCAG
+GTATTTTTCCAGGCAATATGCGGGGAGATATACCTGTTGGCGTTATTTTGTATCTCTTGTATTCTTCCTC
+TGTGATAGCTTCTTCTCCAGATATATATCTTTCTATGGTAATTTTATCAAAATCAAAGCTGTTTACAGTT
+TTTAAACTATCTGCTAAATGCTGGTCACTTAAAAGTAAAACGGGAATCTGATATTTTTCGGCTATATTAA
+AAGCTCTTGCTGTTTGGTAAAAGGCATCTTCTACATCTCTTAAAGCGATTACCATTCTTGTAAATTCACC
+ATGTCCTGCATGTATTACAAATTGCAAATCAGCCTGTTCAGTCCTAGTGGGGAAACCCGTTGCTGGGGCA
+GGTCTTTGCACGTCAATAACTACCACAGGGACTTCAATCATTCCAGCTAGACTAAGTGCTTCTACCATTA
+GCGCAAAGCCGCCGCCGGAAGAACCTGTCATAGCTCTAACACCAGCATAGGAGGCGCCTAATGCCATATT
+AAGAGCAGCTATTTCATCTTCCACTTGCTCTACTGCTATTCCCATTTCATTGGAGTGATAGGACATAAAG
+GTGAGTATTCCAGTAGAAGGAGTCATGGGATATCCACAGTAAAATTTACATCCAGCAGCAATTGCACCTA
+AGGCCACAGCTTGATTTCCATTTATTAGTATATTTTTATCTTCTGATGTTTTTAAAGAAATTTCTGTATC
+AATAAGGTCATAGCCTTTTTTTAAGGCTTGTAAATTTAGTTCTGCTATATCTTTATTAAATTCTTCTTTT
+ATTGCTTTTTCTCCTATAGAAAAATCCAAAGAGAAATATTTAAGAATAACACCTAATCCAACTGTTGTAA
+ATACTTTTTGATTTTTTAGTTCTTTTGCAGTTTCTAAAAGAGGAAGTGCCAATGCTTTTCCTTTTATACC
+CTCTAAAGGGATATCTTTGTCACATATTATAACACCAGTTTTAGTTAGATTTTTACTGTGGATTTCAATT
+GTTTCTTTATTTAATGCAAATATTATGTCATTTTTTGAAATGTGAGAATGTAAAGGCTTATCTGAAAATC
+TTACTTGTATAAAATTATGTCCACCTCTAATTCTAGACATGTAATCACTATTGGAAAAGACATAAAAACC
+GTGTCTTTTCAAGATCTTTGCTAGAAGATTTGCAGTTGTGTCAATGCCTTGCCCTGCTTCTCCTCCAATT
+AAAATTGTGTAATCCATTTTTCACCTCTCCTTAAATAATTATTAGTTGAAACTTTTTTTCATTATATCAT
+AATTTTCTTTAAAATAAAAGTACAGTTTTGTTAATTTTAACAGCGATAGCTTTCTTAATATGTGGTATAA
+TATAAAAAGACTTCAAAGGGAGGAGTATTGGGAAAGTGGCAAAAGTTGCATTTTACACTTTGGGATGCAA
+AGTGAATCAATATGAGACAGAAGTCATGGCAGAGCTTTTTAGAAAAGCCGGATATGAAATTGTAGATTTT
+GATGAAATAGCAGATGTGTATGTAATAAACACCTGCAGTGTTACTGCGAGAAGTGATATGAAGTCGAGGC
+AGATGATAAGAAAGACGAGGAATAAGAATCCAGATGCAATAGTGGTGGCAGTGGGTTGTTATGTTCAAGT
+AAGCCCTGATGAAGTTTTTTCAATGCCTGAAGTGGATATAGTAATAGGCACAAAGGATAAAGATAAAATA
+GTTGATTTGGTGAAAGATTTTGAAAATGAGAAAAAGAAAACTAAGCTAATAGAAAATATAATGAAACAGA
+GAGATTATGAAGAGTTTGGTATTACTGGGTACACAGAGAGGACAAGGGCTTATATAAAAATTGAGGATGG
+CTGCAACCAATACTGCACGTACTGCATCATTCCTTATGCCAGAGGGCCAGTTAGGAGCAGAAAGCCAGAA
+AACATAATAAAAGAGGTCAAGAAGTACGCAGAACATGGGTATAAAGAAATAGTTCTCACAGGTATACACA
+TTGCTTCTTACGGCAGGGACCTTAAAAATATAGGGCTTTTGGATGTAATAAAAATGGTTCACGAAGTAGA
+AGGAATAGAAAGGATAAGGATAAGTTCTATTGAACCCACCTTTTTGACAGAAGATGTGGTAAAAGAATTA
+GCAAATCTTCCTAAAATGTGCAGGCATTATCACGTGTCTCTTCAGAGCGGATGTGATGAAACGTTGAAAA
+GAATGGGAAGAAAATACACAGCTTCTGAGTATAAAGAAGTGGTGGAGAGGCTAAGAAGGTACATTCCTGA
+TGTTGCGATAACTACAGACATAATGGTGGGATTTCCTGGGGAGACAGAGGAGGAGTTTGAAAAGAGCTAT
+AAATTTGCTGAGGAGATATGCTTTGCTAAAATGCACGTATTCAAGTATTCTCGGAGGAAGGGCACAAGAG
+CGTATAATTTTCCGAATCAGGTCCCAAATAAAGTAAAAGAAGAAAGGAGCAAAAAGCTTTTACAGCTCTC
+TAAAGTTTGTGAGAGAAAGTTTAAGGAAAGATTTTTAAATAGGACAGTAGAAGTTCTGTTTGAGCAGAAG
+GTAAAAGATTTAGATGGATATGTGGAAGGGCTTACAGACAATTACCTTAGTGTGGCAGTTAAAGGAGAAT
+TAGAAAATTTGAGAAACCGCATCTTGCCTGTTAGAGTAAAGGAAATAAAAAATGATTTATTGATAGGAGA
+AATTGAAGGAATTTATTAAGATGTGTAGAATATAAAAAGAGGAGGTGAAAAAGGTGTCGGAATGCATTTT
+CTGCAAAATAGTAAACAAAGAAGTTCCTTCTAATATAGTGTATGAGGATGATTTAGTTGTAGCTTTCCGC
+GATATAAATCCCCAAGCTCCTGTACATATTCTAATCGTGCCAAAAGAACATATACCAACCCTTTTAGATG
+TTACTGAGGAGAACAAGCACCTGATATCTCGTGCTTACATGGTAGCAAAGGAAATAGCAAAAAAAGAGGG
+TATTGACGAAAAAGGCTATAGAATTGTGACAAATTGTGGTAAAGATGGCGGACAGACAGTCTATCACCTT
+CATTTTCACCTTTTAGGTGGAAGGTTTATGACTTGGCCTCCAGGGTAAAATTATTGACACTTCGTGGATT
+TAGGAGTATAATAAAGTGAGAATTTTCAAGCTCTTAGTCACAGCAACAATTGCAGCTTGCCTCGAGCAGT
+TTATTTGGAGGGAGGGAGAGTAGTGGCTGAAGTAAGAGTCGGCGAAAACGAGTCTTTGGATAGCGCTTTA
+AGAAGGTTCAGACGTCAATGCTCCAAAGCAGGAGTTTTGTCAGAGCTTCGCAAGAGAGAACACTATGAGA
+GTCCTAGTGTAAAGCGCAAAAAGAAAGCCGAAGCTGCAAGAAAGAGAAAATATAAATATGGCAGATAAAA
+GGATGTGGTATAAATGACCCTGAAAGAGCGCATATACAAGGACATGGTAGAAGCCATGAAGAGCAAAGAC
+GCTTTTAAGAAAAACATTCTAAGCATGGTCAGAGCTGCCATACTTCAGGTGGAAAAGGACACGCAGAAAG
+AGTTGGACGATGAAGGGGTCATCAGTGTAATTTCAAAGGAGATAAAACAGAGAAAAGAAGTTTTGCCTGA
+ATATGAAAAAAGTGGAAGACAGGATCTAGTAGATAAAGCAAAAAAAGAAATAGAAATTATGGAATCTTAT
+TTGCCAGAGCAGCTTTCAGAAGAAGAGATAGAAGAGATGGTGAAAAAGGTCATTGAAGAGACTGGGGCAA
+AGAGCAAAAGTGACATTGGAAAAGTGATGGGCAAAATCATGCCGATGGTAAAGGGAAGAGCAGATGGCAA
+TCTGGTAAGAGAAATAGTCACAAGGCATTTAGAAGGATAAAAAAGGAGAGAGCACCTCTCCTTTCAGTTT
+GTTGACAAAACCCATATTAATTTAAGTGGCATTTTGTGTTAATGCTCCGGAGTTGCAAAGCGACTAAACT
+AAGGCTCACTTTTCGGGCTCCGGCGGGGTCCCGACCAATTCGCCCTTCGGGCTCAGGTGGTCGCTCGCTT
+CGCTCGCCCCGCCTTCGCCCCTCAAGTTCGCCAAGTTTAGTTACCGCTTTGACAACAAGTCGCATTTACA
+CACAAAATGCCACTTTTAAACTTTGTCAACAGTCTGAAAGGAGAGAGCACCTCTCCTTTTTGTTTTTTAC
+TCTTCCTCAAAAATCTCTCTAATTTTTCTGTAATCTGATGTGTATGCCAGTGCTGCCATTAATTTTACTC
+TTGCCTTTTGACCTGATAGATTTCCTCCAAAAATTACCCCCAGAGATTCGAGGTGTTTTCCTCCTCCTTC
+ATAAGCATAGGAAGGATGTACTCTTCCCATCGGGCACCTTGATACGAGAACTACAACTGTTCCTTTAGAT
+ATAGCGTATTTTATTCCTTCTGCTACTTTTGGAGGCACATTTCCTCTGCCCGTCCCTTCAATGACAATGC
+CTCTTTCTCCATTTTCTACTAAAAATCTTATCAGTTTGTCATCCATTCCAAACACTACTTTTAAAAGGCT
+TACGCGACGTTCCAGTTTTTTTGTGGGAATGTACTGCCTTTTTTCTACGTTTCTATAAAAATACACATTG
+CCACTGTCCACATACCCCAGAGGACCTGTTTCAGGGCTTTTAAAAGTGTCAAGACTTGAAGTATGGGTTT
+TCGTTACATCTTTTGCAGAATGAATTTCACCGTTTAGCACTACTAACACGCCTCTTTTTTTGGATTTTTC
+TGAAGAGGCTGTGGTGAGAGAGTCAATTAAATTGGAAGGCCCATCATAACCTGCTTCAGAGGAATTTTTC
+ATTGCGCCAGTTAAGACAATAGGTTTGTCAAAATTTGTGGTGAGCTCTAAAAAATAAGCTGTTTCTTCTA
+ATGTATCAGTGCCGTGGGTTATCACAACTCCTTTTATTTCATCTCTTTTAAGGGTCTTCTCTACGACTTC
+TCTTAATTCTTCCAAAAGTTCTACTGTGAGATGAGGACTAGGGTAGTTTCCAAATTCTATAGTTTCAATT
+TCTAAAACGTTTTCTCTGTGAGGAATAATTTCAAGCAGGTCTTTTCCCGTGAGGGAAGGGACTGCCCCTT
+TCAGATTGGGGTCTTGCTTCATCGCTATGGTTCCACCTGTAAAAATCACAGCCACTTTACCCAAATTTCA
+TCCCCCCAGTTTTTTTCTATCTCCATTATAGTATATTTTTTGCTTTTGCACAAATACGCGAAACTTGTCT
+TAAAAGCATAAGAGAATTTTTTGTTTTTCTTATACATAAAATTTAAAAGAAGGGGGGACTTCCATGAAGC
+AGAGCTTAAAAGATGAGCTCATAAACGCGATAGATTTCCCAAAAGATGCGCTACTTAATCTTCCTAAAAT
+TACGCTGATTGGCAAAAACCACTTGACTGTTGAAAACCATAGGGGCATTGTGGAGTACCTCCCTGAAAGA
+GTAAGAATCAATTCGACAGTGGGAATTATAAGGGTTATAGGGGAGAATATGGTTATAAATTCCATAATGA
+CTGAGGTTATCACGATCACAGGTGAGATAAAGAGTGTTGAAATAGTGGTATGAGGGGGATAGGCTTGGTT
+TCAATAAAATTATGGAATTTTTTAAGAGGATATGTTATTATAAAAGTTGAAGGACTGGCAATTGAAAAAT
+TTCTAAACCTTGTGATGGTGAATGAGGTTTATATATGGGATGTTGAAAGAAAAAATTACACCACCCTTAC
+AGCGAAAGTCAGCACAAAAGCTTTTAAAGAAGTTCTTCAGTACGCCAAGAAAACTGGATGCAGCGTCTTT
+ATAGTTTCAAAAAATGGATTGCCTTTCGTAATTTTTAGGTTAAGGAAGAGAAAGGGTATTGTCTTAGGGT
+TTCTTCTCTCTGTGTTGCTTGTGTACCTTTTTTCTACTTTTATATGGGAAATTGATGTAAAGACTGTAAA
+TGGCTTAAAAGAAGAGGAAGTTGCCAAGAAATTGTCAGAGATGGGCTTAAAATCAGGGGTTTCAAAGTTT
+AAAATAGATATAAATAAACTGGAAAAGGAATTTTTGTTGAATAATGAAGAGGTTGCTTGGATAGGGATAA
+ATGTAAGGGGTACTAAGGCTTTTGTAAAGGTAGTGGGAAAGACTAAACCGCAAAAAGTATTGTCAAAAGA
+AGAACCTTGCAATATAATAGCTAAAAGAGACGGCATAATTTATAAAATGACGGTTTTGGAAGGAGAAGCT
+GTTAAAAAAGTAGGAGACACAGTAAAAACAGGTGACATACTCATAAGCGGTATAATTGAAAAACCTGGGC
+TTGACACAATGTTTGTCCATGCGGATGGAGAAGTTTTGGCCAGAACCTGGTATGAGATTTCTGTAGAAGA
+GGAGTTAAAAAGGACAAGATGGGTAAAAACAGGGGAAAAAATAGTAGCGACAAAAATTATTATAGGGAGC
+AATACCATCACTTTTACCTCGAGGAAAATCGAATTTGAAAAGTTTAAAAAAGAGGAGAAAAACTTAATTC
+CCTATGAGGCGCCTTTTAAGATAGTTAAAGAGGTCTACTATGAAGTGAAGCCAGAAGTGGAAACTGTGCC
+TATTAAAGAGGCAAAAGAGAAAGGGCGCAAAAAGGCTTTAGAAGAGCTTGAAAAAGTGATAAGTCCTGGA
+GGTAAAGTGGTGAACAAAAAAGAAAAATATGAAGTGATAGATGGAAGGATATTAAGGGTAACTGTTATGG
+CAGAGGTTTTAGAGGATATTGGGGTGAAAGAAAAAATTTCTTATACAGGAGGGGAAGGAAAAAAGATTGA
+TTAAGGAGCTTGCTATCAATATTGACAATGTGGAAGAGACTGCCAATTTGTTTGGCAATTTTGATGAGAA
+TATAAAGTTGATAGAGAAGGGGCTGGATGTCAAAATAGTCGTAAGAGGTGGAACTATAAAAATAACTGGA
+GAGGAGAAAAATGTGGATTCTGCTAATAAGCTTTTTACTAAGCTTATGGATATGATAAAAAGAGGAGATG
+TCATCACTACTCAAAATGTGCTTTATACTATGAACTTAATTGATGAAGGGGAAGAGGAAAAGCTAAAAGA
+GCTAATGTCAGACATAGTGTGCATAACTGCCAGGGGAAAACAGATAAGGTGCAAGACTTACGGACAGCTA
+AGATATGTAGAGGCCATAAGGAAGAATCAGATAGTTTTTGGAATAGGACCGGCAGGGACGGGGAAAACGT
+ATTTGGCAATGGCTATGGCAATCACTGCCCTTAAAAACAAAGAAGTGGGGCGAATAATTCTTACGAGGCC
+GGCTGTAGAGGCAGGAGAAAAACTAGGATTTTTGCCGGGAGACCTGCAGGAGAAAGTGGACCCTTATTTG
+AGGCCTCTTTACGATGCTCTTTATGACATTTTGGGAGCTGAAGTGTTTCAAAAATACATGGAAAAAAGTT
+TGATTGAAGTGGCTCCTTTGGCTTATATGAGGGGGAGAACTTTGGATGACTCTTTTATAATACTGGATGA
+GGCTCAAAACACCACTCCTGAGCAGATGAAGATGTTTTTGACAAGAATCGGATTTGGGTCTAAGGCTGTG
+ATAACAGGAGATGTGACTCAGATTGACCTTCCAAAGGGGAAAAAATCAGGGCTTAAGGAAGTAATGGAGA
+TATTGAGAGGAATTGAAGGCATAGAATTTGTGATGCTTTCGGAACAGGACGTAATAAGGCATCCCCTTGT
+TGCAAAGATTATAAAAGCCTATGAGGAGTACGAAAAGAGGAAAGAGGAGAGCGATTTGGAAAAAGAGCGA
+GGGGAATAATTTTATGAGCAAGTTGGACAAACTTAAAAATTTTTTAAATAAAGACCCGCTCATAATCATT
+TTTTTTGTCGTTTTTTATTTTGTTTCAAGTTACATGCTGATATATACCAGTATAACTCCTCCGAAATTCG
+ATTTAAAGGCAGGAGATGTGGCACCTCAAGATATAAAAGCACCTAAAGACGTGATAGATGTCATCGCAAC
+CCAAAAGAAAATTCAGGAGGCAGTAAATGCAGTCAATCCCAAATACGACTACAATGAAAACATTGCTAAA
+GAATCTTATCTAAAACTGGCAGACTTTTTTAATAAGCTGAGGGAAGTTAGAAAATCTTCAGAGAGTGAAG
+AGCAAAAACTGCAGGACTTTAAAAACATCACTCCTATCAACCTGGAAGATAAGGATATAGCTTTTTTGCT
+CAAAATAGATGACAGCACTCTTATAAAAATGGAGACTGTGATACTTTCTGCAGAAAAAGCTATTATGGCG
+AGGCAGATTACAGAAGATGCTTTGCAGAGCGCTTTGAATGACGCAAAAAGTGTAGTGGAAAGTTCTGATA
+TTCCGGTTGATGCAAAGCCTGTAGCTGTAGAAATTTTGTCTTCTGTCATAGTGCCTAACATGATTTACAA
+TGCGTATGAAACGAATCTTGCAAAAAAAGAGGCAGAAGAAAAAGTCCAGCCGGTAATGTACAAAAAAGGT
+CAAAACATCGTTGTGAGCGGAGAAATAGTTACGCCCGAACAGATAGAAGTTTTAAAGTCATTAGGGCTTT
+TGAAAGGCACTGACAAAATAGATTATGCTTTGATAGTAGGGTTATTTTTGATTTTGTCTCTTTCTTTGTT
+TCTTTCAGTTTACTATATAATAAGGCTTGACAAAAAAATAGCGACAAAGAAGATGTACATTGAGCTTTTG
+TGCCTTACTGGGATTTTGTACCTTGTGTTGGCGGTGGCTTTTAAAGGCATAGAGCCTCTTTTAATACCTG
+CTGCCATGCTTCCAATGCTTGTCTCCATCCTCATAGACCCTTATATCGCCATCATGGTAGACATCATATA
+CTCTCTTTTAGTTGGGTTGATGGTAAGCTTTAACCAAGCCTTCATCTTCATGTCTTTACTAGGAGGCTTA
+ATTGGGGCTATTAAGCTTTCTAGCGCAAAGCAGAGGATGGACTTTGTAAAGGCTGGACTTTATGTTAGCG
+CTGTTAACTTGGTGAGCATAGTTGGAGTAGGGCTTTTAAACAGCAATGACATAGTATCTGTTTTAAAAAG
+CGGCTTGTGGGGGATAATAAATGGAGTTTTTAGCATAATTTTAGTGATTGGGACTTTGCCTTTTTGGGAA
+GCTGCTTTTGACATTTTGACTCCTTTGAAGCTTTTAGAGCTTTCAAATCCTAACAATCCGCTTCTTAAGA
+AGTTGATGATGGATGCTCCTGGCACCTATCATCACAGTATGATAGTGGCGAATCTGGCAGAGGCAGCTTC
+TGACGCTGTTGGAGCAAACAGCCTTCTTGTCAGGGTAGGAGCTTACTACCACGACATAGGGAAGATAAAA
+AGGCCTTATTTTTTCAAAGAAAACCAATTGTCAGACGAAAATTTGCACGACAAAATTTCTCCAGACTTAA
+GTACATTGGTAATAATTTCTCATGTAAAGGACGGAGTGGAACTGGCTAAGAAATATAAACTTCCTCCACA
+GATAATTGACATGATAAAAGAGCACCATGGCACTACGCTTGTAAAATACTTTTACAATAAAGCTCTTCAA
+AAAGAAGAGGGTGTCTGTGAGGAAGAATCCTTCAGATATCCAGGCCCCAAGCCTTCTACTAAAGAGTCGG
+CCATTCTGATGCTGGCTGATTCTGTTGAGGCGGCTGTGAGGTCTTTGTCTGACCCGACAGAGGAAAATGT
+AAGAAACATGATAGAGAAAATTGTGACAGATAGGTTAAACGACGGACAACTTTCAAATAGCGACCTCACT
+TTAAAAGATATTGAGACGATTAAGGCTTCTTTTCTAAATTCGCTGGCAGGTATGTTTCACAAGAGAATTG
+AGTATCCTGATATTGAGACAAATCAAAACAAAGAGGTGTTAGAATGAACGTCTTGATTGATAACAGGCAA
+ACTAAAGTGGATGCCTCAGGTTTGGAAGCCCTTGTTGTGAGGGCAATTAAAGCTACTTTAGAAGAGGAAG
+AAGTTGTAGATGAAGTTGAAGTTAGCGTCTCTTTTGTGGACAATGAGGAGATAAGGAAATTGAATAAATA
+CTACAGAGGGATTGACAGCTCTACAGATGTGCTTTCTTTTCCTCTTATGGAATTTGAGGAAATTGAAGAG
+GGAGAAGAAGATGAAAAAGATGCTGAGGAAATATATCCGATAGGAGATATAGTAATATCTTTAGAAAAGG
+CCAAGGAACAGGCAGAAGAATACGGGCATTCTTTTGAAAGGGAAGTAGCTTATTTGACTGTTCACAGCAT
+GCTTCACCTTTTAGGCTATGACCACGAGACGGAAGAAGAGAGAAAATTGATGAGGGAGAAAGAGGAAAAA
+GTAATGGAAAGGTTAGGCCTTAGGCGGTGATTTTGTGAAGTCAAGAAATTTAATAGATAGTTTTAACTAT
+GCCATAGAGGGGATTCTACACGTTTTTAAAACGCAGAGGAACATGAAAATTCACTTTGCAATAGCAATAG
+CTGTGCTGTTTTTTTGCCTTTTTTTGGACCTTACTAGAGTAGAATTTGTAATAATATTGTTTACAATTTC
+TCTGGTATTGATTGCGGAGATGATAAACACTGCCATTGAAACTACCATTGATATGTTAGTGAGGAATTAC
+AACCCAATGGCAAAGATTGCTAAGAATGTAGCTGCTGGGGCAGTATTGATAGCTGCAGTGAATTCTGTGC
+TCGTCGCCTATTTGATATTTTTTGACAGGGTAAACCCCTGGACGAAGATAGTACTTGTAAAAATCAGGGA
+GTCACCAATTCACGTTACAGTAATAAGTATTTTAGTGGTAGTTTTTTTGACTTTGATTTTAAAGGTATAC
+TTTAAAAAAGGGACTCCGATGAGAGGCGGAATGCCCAGCGCTCACAGTGCAATTGCCTTTTCAGTGGCCA
+CTGCTATCACTTTCATGACAGCCAATGCCTTTATTTCCACTTTGAGTTTTTTATTAGCTCTTATGGTAGC
+AGAGAGCAGAGTGGAGGGCAAGATTCACACTTTTTCTCAGGTTTTTGTCGGGGCAATTTTAGGGATTTTG
+TTTACAGTGTTAATTTTTCAGATTATAAGGTGAAGGGAAGGTGAAAAAATGGCCTACAGAGCTGGCTTTG
+TAGCGTTGATTGGAAGGACAAATGTAGGAAAATCAACCCTTTTAAACGCCATATTGAAAGAAAAAGTTGC
+TATTACTTCTCCAAAGCCCCAGACCACCCGCAATACCATAAGGGGTATATTGACTACAGAAGATTACCAG
+ATTATTTTTGTGGACACTCCTGGAATTCATAAACCTAAATCTAAACTGAGTGAATTCATGATTGAAGTAG
+CAAAAAGGACTCTAAAAGATGTAGATTTAATTTTGTACATGGTGGAGCCCGATACTTCGATAGGCCCTGG
+AGATAGGTATATTTTGGATAATCTAAAAGAGGTGGATACTCCAGTTATTTTGGTGGTCAATAAAATTGAC
+TTGGTGCCTGCTGAGAGAGTAGAAGAGGCTATTAAGGTTTTTAAAAGCGAGTACAATTTTAAGGATGTGG
+TGGCCATTTCTGCTTCTTTGGGCACTAATGTGGAGGTTTTGAAAGAGAAGATAGTTTCTTTCTTGCCAGA
+AGGACCTAGGTACTATCTTGATGACTATATAACTGACCAGCCCGAGAAGTTGATAGTTGCGGAGATAATC
+AGAGAAAAAATGCTTTATTTTCTGGAGGAGGAAGTTCCTCATGGAGTCTATGTAGAAGTGGAATCCATAA
+AAGAGAGGGAGGACAAAGAGATAGTAGACATTGACGCTTATATTTACTGTGAGAAAGAGTCCCACAAAGG
+AATAATCATAGGAAAGAATGGGCAGATGTTAAAGAAGATAGGGCAGGCGGCAAGGCAGGACTTGGAAGAA
+TTTTATGGAAAGCAGGTATTTTTGCAGCTGTGGGTTAAAGTGAGGAAAGGCTGGAGGGACAATGAGAAGC
+TTCTCAGGAAATTGGGCTATGCCATTGACAAGTAAGCTTTTAGAGTAGTAAATTATAGGAGAAAGATGTT
+GAAAAAGGAGGAATCTTTAATGAACATAGCTAAGATGATAGACCACACTCTTTTAAAGCCAAATGCCACA
+AAAGAAGAGATAAAAAAGGTCTGCGAAGAGGCGAGGGAATACGGATTTGCTTCAGTGTGCATAAATCCAT
+GTTTTGTTGATTTGGCCTATGAGATGCTAAAGGATACTGATGTGAAGGTATGCACGGTTGTAGGTTTCCC
+TCTGGGAGCTAATACAATTGAGACAAAAGTGGTTGAGGCAGTGGAAGCGGTTAAAAAGGGAGCTACTGAG
+ATAGATATGGTGCTTAATATAAGCATGCTGAAAAGTGGCGAATATGACTATGTGAAGAAAGAAATAGGGG
+AAGTAGTAAAGGCTGTGAAATCCCACGGGGACATAGTTGTGAAAGTGATACTGGAGACTTGCTATTTATC
+TGATGAGGAGAAAATCAAAGCCTGTGAGATTTCAAAGGAAGCAGGCGCTGATTTTGTAAAAACTTCTACA
+GGCTTTGGGCCGGGAGGTGCTACAGTAGAAGATGTGAAGCTCATGAGAAAAGTGGTTGGAGAGAATTTTG
+GAGTAAAAGCTTCCGGCGGAATAAGAAGCTATGAAGATGCAAAAGCGATGATAGAAGCAGGGGCTAACAG
+GATTGGAGCTAGTGCGGGTGTTAAAATAGTAGAGGAGTGGAAAAAACAAGGTTTAGGTTGATAAAAATGC
+GCTTTTTAAAAACAGAGGCAATAGTTTTAAAGAGCAATTTGATAAGCGAGAAGGATAAAATTGCTACTCT
+TTTCACCAGAGATTACGGGAAACTGCAGGCGGTCGCTAAAGGAGCTAGGCGCTCGAAAAGCCGGTTTGTA
+AATGCTGTAAGGCCTTTTATTGTGGCTAATTACGTGATTTTTGAAGGTCAGAACTATTACTACATTGACC
+AGTGGGAGCTTGTAAAAAACTTTGAAAACATAGAAAAAGACCTCAAAAAGTTTGCTTTGGCTTCCTATAT
+AAGTGAGACCATTTCAAGAGTACTAGAGGAAAAGCAGAAAAACACAAAACTATACTTTTTTACAAAACAT
+TCGCTGGAAGCTGTAGAGAGTTTAAACGTAGAGACATCTATTTTTCTCTTTTCTTACACTTTAAAATTGA
+TATCCCTTTTGGGCTACATGCCTGTTTTGGACAGCTGTGCTGTTTGTGGGAAAAAAGAAAATTTAAGTTA
+TTTTTCTTCTTCTTGCGGTGGGGCTGTTTGTAAAGATTGTAACGAAACTTGTAAAGATGCAAAATTTTTA
+AATAAAAAAGTCTTAAAGTTTTTGCTGTATCTTTTAAAAGCTAAGTATGAAAAGCTTGAAAGAATTTCTG
+TGCCAGGAGTTATAAAAGAGGAAGCGGATAAAATAATAACAGAGTATGTGAGAACTCACCTTGAAATGGA
+CTTTAAATCCAAAGACTTTGCCATGAAATTGAGCGATTAAAGAAGGGAGGGAGAAGAATGGTGGACGAAC
+AACTGGAAAAAATAGACATGATTGTGGAGAGAACGGGGGTAAGTTACAAAGAGGCAAAAGAGGCTCTGGA
+AAAAGCCAATGGAAATGTGGTGGACGCCTTAATATACATTGAAGAGAACAGAAAAAGTTGGACAGAGTCT
+TTTACAGTAGCAGGCACAGAGGTAATGGATAAGATAAAAGACCTCATTAAGAAAGGGAATGTCACAAAGA
+TAAGAATCAAAAAGGATGATAAAGTCCTTGTAGAGATCCCTGTCACTGCAGGAGCCATTTCAACAGTAGT
+AATACCGCAGCTTACACTTTTGGGAGCGGCGGTGGCTTTTCTGGCTAACTGTACCATAGAGGTAGAAAAA
+TACGATAAAAGTGTTATAGTTTTAAAAGAAGAGAAGAAAAATGATTGACATATATTACTCAATTTGATAT
+TCTAAAATAAGTAATGCTAAAACCTTTCTCCCCGAAAGGGGATGAAGGGTTTTTGTATAATTGGGAAAAG
+GAGTGTTATTGATGCCTGTCAAAGTTACAATGGATAAAATAGTGGCTCTTGCAAAAAACAGGGGTTTTGT
+GTTTCCTGGGTCTGAGATATACGGCGGGCTTGCGAACACATGGGACTATGGGCCTTTGGGAGTGGAGATG
+AAAAACAATATAAAAAGGATATGGTGGAAGAAATTTATACAGGAAAGCCCTTATAATGTGGGAATTGATT
+CTGCTATTTTGATGAACAGAGAAGTGTGGGTTGCTTCAGGTCACGTGGCTAGTTTTAGCGATCCTCTGAT
+GGACTGCAAGGAATGCAAGTCTCGCTTCAGAGCTGACCAGCTAATTGAAGATTACATAAAAGAAAAGGGA
+CTTGATATTTCGATTGAAGGATGGACAAATGAGCAGATGATGGAATTTATAAAAGAGCACAAAGTTCCAT
+GTCCCAAGTGTGGAGCCCACAATTTTACAGAGATAAGGAAGTTTAACCTGATGTTTAAAACTTATGTAGG
+GGTTACAGAGGATTCAAAATCTGAAGTTTTTTTGAGGCCTGAGACAGCTCAGGGAATATTTGTGAATTTT
+AAAAATGTCCAGAGGACAAGCCGCAAGAAAATTCCTTTTGGTATCGGGCAGATTGGCAAATCTTTTAGAA
+ATGAAATTACGCCTGGCAATTTCATATTTAGAACGAGGGAATTTGAACAGATGGAGCTGGAATTTTTCTG
+TAAGCCAGGGGAAGACATGGAGTGGTTCAATTACTGGAGACAATTTTGCATGGATTGGCTTGTAGAATTT
+GGCTTAAAGAGGGAGAATTTAAGGTTCAGAGACCACAAAAAAGAAGAGCTGTCTCATTACAGCACTGCCA
+CAACCGACATAGAGTACAATTTTCCCTTTGGATGGGGAGAACTGTGGGGAATTGCTAATAGAACTGACTA
+TGATTTAAGACAGCATATGGAACATTCGGGAGAAGACATGACTTACACTGACCCTGTCACAGGAGAAAAG
+TACATACCCTATTGTATTGAGCCTTCAGTGGGAGTGGATAGACTAATGCTTGCTTTTTTGGTTGATGCTT
+ACGATGAAGAGGAAGTGGAAGGAGAAACAAGAGTAGTTTTAAGGCTTCACCCAGCTATCGCACCTGTTAA
+AGTGGCGGTTTTCCCTCTTTCCAAGAAGCTTAATGAAGCAGCTTATAAAATCTACTTAGACCTTAAAAAG
+AAGTTTCCTGCAGAGTATGACGAATCAGGTAGCATAGGAAGAAGGTATAGAAGACAGGATGAGATTGGAA
+CGCCTTTCTGCGTAACTTACGATTTTGACTCAGAAAATGACCACAAAGTTACAATAAGAGACAGAGATAC
+TATGGAGCAAATAAGGATAGACATAGACCAAGTGGATAAATACCTGGAGGAGAAACTCAAGTTTTAAGGG
+GAATCAGTTTTCGCTGATTTCCCTTTCTTAAAAATTAAAAAACAAGTTGGTTATGCCTTTATTTTGTGGT
+ATAATTATAGTAAAGTGTTAAACAGAAGACCAGAAAACGTTTATGAAAACTTTTGAAGGGGTGATAAAGA
+TTCAACTGACGCCTAGACAGCAGATCATTATCGATATTGTAAAGAAATATCAACCCATTACAGGAGAACA
+GATTGCTGAAAAACTGAATGTAACTCGAGCCACATTAAGACCGGATCTGGCGATCTTGACTATGTCCGGG
+ATCTTGGAAGCGAGACCTAAAGTCGGCTATTTTTACACTGGAAAATCACCCCTTAGTCTGATACAGGATT
+ATATAAAAAGCATAAAGGTAAAAGATGTAAAGTCGGTGCCTGTAGTGGTAGAAGAAAGTACTCCCGTGTA
+TGATGCGATTGTAACTCTTTTTTTAAAGGATGTTGGGACAATTTTCGTACAGGATGGCGGATTTTTAACC
+GGCGCTGTATCCAGGAAGGATTTTTTAAAAATTGCTATAGGCAATACCGATATTTATAAGGTCCCGGTGG
+GAATAATTATGACCCGGATGCCGAACATCATCACAACTTACGACGATGAGCCTGTGTATAACGCTGCTGT
+GAAGATTATTGAGCATGAAGTGGACAGCCTCCCTGTTGTGGAACCTGTAGTGGGGAAAGATGGAAAACAG
+GGGTACAAGGTGACAGGTAGACTGTCAAAGACCAATATAACCAGACTTTTTGTGAAGCTAGGGGAAGGTT
+AGGGGGACTGTGGATGCAAGAAGGAGTATCGATATACTTAGTGTCTGATTCCAATGTAGACACTGCGGAG
+AACATCGCAAGCATTGCTGCTGCTCATTTTGATACTTTTATTGAAAAAATAAAGAAGTATTCCTATGTCG
+GGGATATTAACCAAATTGAAGATATTGTAATGGAAGCAGCTAATGATTCAAACAGCATAATAATACACAC
+AATGGTAGTAAAAGAGCTAAAAGAATATCTCCAAAAGAAGGCCCAGAAATTTGGAATAAAGATAGTTGAT
+GTAATGGGACCAGTTATAGATGCTATAGAGGACAGCACTGGCATATCACCCCATACAGAGCTTTTGAGGG
+ACAGCAAAGAGGACTATCTAAAGAAAATAGAAGTGATAGAATTTGCAGTAAAATATGATGATGGAAAAGA
+CCCGATGGGAATACTATTAGCAGATGTGGTTGTGATAGGAGTATCAAGGACTTCTAAAACTCCCCTTTGC
+ATGTACTTGGCTCACAAATATATAAAGGCTGCCAATTTGCCTCTGGTTCCTGAGATTGACCCGCCGAGGG
+AGCTTTTTGAAATAAATCCCAAGAAGATCTTTGGACTTACTATAGACCCTGAAGTTTTGGTGAAAATAAG
+AAAAGAAAGGCTTAAATCTCTAGGCCTTAATGACAATGCTCTTTACGCTACAGAAGAAAGGGTTAAAAAG
+GAGATACAGTATGCTGAGGAGGTGATGCAAAAGTTAGGCTGCACAGTGATAGATGTCACCAATAAGGCTG
+TAGAGGAGACAGCTAACATAATATTAAACGTGTTAAGAGGAGGAGAGAGTACATGACTAAAAAATATGTG
+TATTTTTTCAATGAAGGCGACGCCTCAATGAGAGACCTCTTGGGAGGAAAAGGTGCAAATTTAGCCGAAA
+TGACGAGATTGGGATTACCTGTTCCGCCAGGGTTTACAGTTACCACAGAGGCTTGTACAAGATACTATGA
+AGATGGGGAGACAATTGCACCAGAGATAGTTGAGCAGATTCATGAGTACATGAAGAAGTTAGAAGAGGTT
+ACTGGGAAAAAATTTGGAGACCCAAATAACCCGCTTCTCGTATCTGTCAGGTCCGGCGCAAGGGTTTCAA
+TGCCTGGAATGATGGATACCATTTTAAACCTTGGCTTGAACGACGAGACCGTAGAGGGCCTTGCAAGAGC
+AACTAACAACGAGAGATTTGCTTATGACAGCTACAGAAGGTTCATCCAGATGTTCTCCGACGTAGTTATG
+GGGATTGACAAGAACAAATTTGAAGCTATTTTAGATGAGATCAAGGAAAAAAGAGGTGCTAAGTTTGACA
+CAGACCTTACAGCAGAGGATTTAAAAGAAGTTGTAAAGAGATTCAAAGAATTATATAAACAGGAAAAGGG
+AGTAGACTTCCCACAGGACCCTCAAGAGCAGCTTTTGGAAGCTGTGAAGGCTGTTTTCAGGTCCTGGAAC
+AACCCGAGAGCTATAGTCTACAGAAGGTTAAATGATATACCGAGCGACTGGGGAACAGCAGTAAACGTGC
+AATCAATGGTATTTGGCAACATGGGTAACGATTCTGGTACTGGCGTTGCATTCACAAGAAATCCCGCAAC
+TGGTGAAAAAGCTCTATTTGGTGAATTCTTGATGAACGCTCAGGGCGAAGACGTGGTTGCAGGTATAAGA
+ACGCCTCAACCAATTTCTACCTTGAAAGAGACAATGCCAGAAGTTTATAACCAGTTTGTAGAAATTGCTG
+AGAAGCTGGAGAAACACTACAAAGACATGCAGGATATAGAGTTTACCATTGAAAGAGGAAAACTCTACAT
+GCTACAGACAAGAAATGGTAAGAGAACTGCTCAGGCCGCTATAAAGATAGCTGTTGACCTTGTAAGAGAA
+GGCCTAATTGACGAAAAGACAGCTGTATTAAGAGTAGATCCAAAACAGCTAGACCAGCTCTTGCATCCTA
+CTTTTGAGCCAGAAGCGTTAAAGGCTGCCAAACCTGTTGCCAAAGGATTGCCTGCATCTCCTGGTGCTGC
+TTCAGGAAAGGTGTACTTTACAGCTGATGAAGCAGTTGCTGCTGCAAAATCGGGAGAAAAGGTAATACTT
+GTAAGGACAGAGACCTCTCCTGACGATATTGAAGGTATGGCCTCCGCAGAAGGAATACTCACAACTCGCG
+GTGGAATGACATCTCACGCTGCTGTTGTAGCAAGAGGAATGGGTACTCCCTGCGTAGTTGGATGTGGAGA
+TGCGAGAATAGACGAGCAGGCGAAGGTAATGAGAATTGGCGATATAGTTGTGCGCGAAGGAGACTACATA
+TCAATAGATGGTAGCACTGGCAATGTGTACATCGGAGAAATAAAGACAGTGACACCTGAAATAAGCGGAG
+ACTTTGCTATACTGATGGGCTGGGCAGACAAGTACAGAAGACTGAGAGTCAAAGCAAATGCGGACACGCC
+AAGAGATGCAAAGATTGCTCTTGAATTTGGCGCAGAGGGAATTGGACTTGCTAGGACAGAGCACATGTTC
+TTTGATGAAGAAAGAATTCCTGCTATGAGAGAGATGATTATAGCCAAGACAGAGGAGCAGAGGAGAAAGG
+CATTAGAGAAGATACTGCCTATGCAGAGGTCAGATTTTGAACAGCTGTTTGAGATAATGGGCGAATATCC
+TGTTACTATAAGGCTTTTGGACCCACCACTTCACGAATTCTTGCCACACCTTGACGAGGAAATAAGGGAA
+CTTGCTGAAGACATGGGCGTTCCATTCGAAGAATTAAAGGCTACAGTAGAGAGCCTGAAAGAGTTCAATC
+CAATGCTTGGACACAGAGGATGTAGATTGGCCGTAACATATCCTGAGATAGCTGAAATGCAGACTAGAGC
+TATAATAGAGGCTGCAATAAATGTGAAGAAGAGAACCGGCAAAGACGTCAAACCCCAGATAATGATACCA
+CTTGTGGGCGAATTGAAAGAGTTCAAGTACTTGAAAGACATAATTGTAAAAGTAGCAGATGAAATAATAA
+AACAAAGTGGTATTGAACTAAAATACCTTGTAGGTACAATGGTAGAAGTGCCAAGAGCAGCATTAACTGC
+AGATAAGATCGCTAAAGAAGCTGAATTCTTCTCCTTTGGTACAAACGACTTAACTCAGATGACCTTCGGA
+TTCTCAAGGGATGACGCTGGTAAATTCTTGGAGACTTACTATGAGAAAAAGATATACGAATTTGACCCAT
+TTGAAAAGTTAGATCAGGAAGGTGTAGGCAAACTTGTAGAGATGGGCACAAAGCTTGGCAAGCAGACGAG
+ACCAGACCTCGAAGTAGGAATATGCGGAGAGCACGGTGGAGACCCATCTTCCATAGAGTTCTGCCACAGA
+GTGGGATTAGACTATGTATCTGCTTCACCTTACAGAGTGCCTATTGCAAGATTGGCAGCTGCACAGGCAG
+CTATAAAATACGGAAATTAACTTACAAAGGCAGCTTTTGCGCTGCCTTTGTATTGTTTTTTCAGAGAACA
+TGTTATAATATTAAGTAAAAATGGCAATTTAATAATGGAGGGATTAAAATTGGACAGAGAAAAAGCATTA
+GCTTTAGTCAAGGAGTATGTGTCGGACGAAACCCTTATCAACCATATGATAGCTACAGGTGCTATAATGG
+GAGGACTTGCTAAAAGGCTTGGACAGGACGTGGAAAAATGGGTGGTTACAGGAATAGTCCATGACATCGA
+CTATGAAGAGACAAAGGACAATCCAGAGCTACACAGCATAAGAGGAGGAGAAATCCTAAAAGAGCTGGGA
+TTTGATGAAGAAATTGTTCAAGCGGTAATCGCTCACAACGAAATTCACGGTGTTGAGAGAAAGACGTTAC
+TGGATAAGGCGCTTTTTGCAGCAGATCCTCTCTCAGGGCTTATTGTAGCTACCGCTTATGTTATGCCTTC
+AAGAAAATTAGAAGAGGTAAAGGTAAGCTCTTTAAAGAAAAAATTTAAGGATAAGACTTTCGCAAAAGGT
+GCCAACAGAGATCAGATAAAGACCTGCGAAGAATTGGGGATTTCTTTAGATGAATTCTTGGAGATAGGTC
+TAAATTCCATGAAAGAAATTGCAGAACAAATAGGACTGTGAGGTATGAGGTGTAATGAAGATAAAGGAAC
+GGTTATTGCAACTTTTAAGAGAAGAAGATTACAAACCTTCCAAAATTGAGGAAATAATGGACATGCTGCA
+CATAGACTACAACCAGAGAAAAATATTAGAAGCTACTTTGAAAGAAATGGAGAAAGAAGGACTGGTATTT
+AAAACTAAAAGAGGTAAATATGCCCTTCCAGAAAGGCTTGGCCTTGTAAGAGGGAGAATAGATGGACATC
+CTAGAGGGTATGGGTTTTTAATTCCTGAAGAGCAGGGAATTAAAGACATATTTATACCTATTAGCGGGAT
+GAACGGAGCAATGGATGGAGATCTAGTTCTTGTAAGGGTCATAGAAGGTGCTGAAGGGAAAAGCCAAGAA
+GGCGAAGTAGTAAAAATTTTAAAAAGAGCTAATACGACAATTGTCGGAACTTACGAAAAAAATAAAAATT
+TTGGCTTTGTGATACCGGATAATAAAAAGATACATCAAGATGTATTCATTCCAAAAGGGGAAGATAAAGG
+CGCTAAAACTGGAATGAAAGTAGTAGTAAGAATTACTAAATGGCCTGAGGGAAGAAGAAGTCCTGAAGGA
+GAAATAATAGAAGTTTTAGGGTACAAAGGAGATCCGGGGATAGACGTAAAGTCAATTTTGAGGTCTTATG
+ACATTCCGGAGACATTTCCTAAAGAGGTTCTAAAAGAAGCGGAAGAACTTCCAGAGGAGATACCGGAAAA
+AGAAAAAAAGAGGCGGGTTGACCTCACAAAATTAAAATTTGTCACTATTGATGGAGAAGATGCGAAAGAC
+TTGGACGACGCTGTTTATGTGGAAAGACTTCCAAACGGCAATTATCTCTTGTATGTCAGTATAGCAGATG
+TCAGCCATTACGTTAAAGAAGGTACAAATCTTGACAAAGAAGCTCTTAGAAGGGGTTGTAGCGTTTACTT
+TCTCGACAGAGTGATACCTATGCTTCCTCCAAAGCTTTCAAATGGCATATGCAGTTTGAATCCGGGAGAA
+GAAAGGTTGAGCCTCACGGTTAAAATGGAAATAAATACAAGGGGAGAGATAGTAGACCACGATATTTTTG
+AGAGCATAATAGAGAGCAAAGAGAGAATGACTTACACCAGCGTTTATAAAATTCTTGAAGAAAATGACGA
+AGAGCTGATAAAAAGGTATTCCCATCTTGTAGAAGACTTTAAGCTAATGAAAGAACTGGCACTTGTGCTT
+TTAGAAAAAAGAAAGAGAAGGGGGAGTGTGGACTTTGACTTCCCGGAAGCTAAAGTGATTGTGGATGAAA
+AGGGAAGACCTGTAGATATTGTAAAGGTAGAGAGAAATATTGCCCACAAAATAATTGAAGAATTCATGCT
+GGCAGCCAATGAGACGGTAGCTGAACACATGCATTGGTTAAACGTTCCTTTTGTCTACAGGATTCACGAG
+CATCCTGATATAGAGAAACTACTAGCTTTTAATAAATTCATCCACAACCTGGGATATCATATAAAGGGAG
+TAGAAGGCGGAGAAATTCATCCCAAAGCTTTGCAGGACCTCATAAGGCAGGTCAGAGGGAAAAGTGAACA
+AAAAGTAGTAGAGACTCTTCTCTTGCGCTCTTTGAAAAGAGCAAGGTACAGTCCTGAAGACATAGGGCAT
+TACGCTTTGGCAGCAAAGTATTACACTCATTTTACCTCTCCTATAAGGAGATATCCAGACCTTGTGATTC
+ACAGGATAATAAAAGAATACATAAATGGAAAACTTACAGAAAAAAGGCAGAGACATTACAATAGGATCCT
+TGAGGATATTGCAGCAAGAGCCTCAGAAAGGGAAAGAGCTGCGGAAGCCGCAGAAAGAGAGATAGAGGAG
+CTCAAAAAAGTGGAATACATGGCAGATAAAGTAGGAAATGTGTACAAAGGCATAATTTCCAATGTCACCA
+GTTACGGCTTTTTTGTAGAACTCGATAACACCGTTGAGGGATTGGTGGATGTAGCGTCATTGGAAGATGA
+TTACTATGTATTTGACCCTGAAAGATATGTTCTGGTAGGGGAAAGGACAAAAAAGGTGTACTCTATAGGG
+AAAGAAGTTTACGTTAAAGTAGCCCATGTAGATGTGGATAATAGGGAGATAGATTTTGTACTGGTAGAAG
+AAGATAGTTGACAAATTTTTTGAAATAAATATAAAATAATATATGGAGAGATAATATATGGAAATGGGGG
+AGGTGGCAACGGTGCAAGTGATACTCTTGCGAGATGTTGCTGCTAAGACCCCTAAACTTTTTGGCATACC
+TTCTGGAATTCCCGGACTTGATGAGCTCTTTTATACGGCGGAAATTGAAGAAGGGGAGATAGTCAGGGTA
+CCCCTTCAAGGGCTTCCCTCAGCTTCTGTGATTCATTTAGCAGGAGTGCCCGACACAGGGAAAACTCTCA
+TGGGGCAGCAGTTTGCCATAACGCAGGCGGCGAGAGGATATAATGTGCTTTTTGTTACAGTAGAAGTCCC
+GGCGGTTTTTACTGTGCAAGGTTTGAAACAGCGCTGTAAGGGCTTGGGAATTGAATGGGGAAAAATTGAA
+AATTCGATTTACCTCCTTGACCTTTCACATCAAACTGAGCTTAAAAGCAGTGTAGATGAGCTTACCACCA
+AGCTTGGGGATATAATAAGAGAAAAAAATATAAAAGCTTGCGTGATAGACTCCATCACCGGGCTTTATGA
+AGGGCAGGAAATGGTTGCGAGAAAATTGGTGAGAAGGCTTTATGAGGTAATGAAAGATAATTATCAGACA
+GCTATATTTATATCTCAGAAAAGAAGCAGCCATGAAGAGTTATCTTCAGAAGCTGCAGGCGGATACGCCG
+TATCCCATATACTGGACTGTAATATAGTATTAGCAAAAATTGTAGCCAGCAGAACTACTGCTTCTTCATA
+TGGAGTTTCGCCAGGAGAAGTGGTGAGGACTATAAGGATTGACGGATGCAGGATGTGTGGGCATGATACT
+AGAGTGCATATTCTTCACATAGATGATTTAGGCATAGTCAAAGTGGGAAAAGCTTTGAGTGAAAAATAAT
+TGCACTTGACAGGGATTAAAAATGTGCTATAATATAATAGCGACAGCAAAGGGCCCTATTTGTGACACAC
+AAATAGGGCAATTTTCTCCTAAAGAGGGTGTTGGGACTTTGTCAAAAGAAAAGGAAGAGATAAAAATAAT
+TGCCCAGAACAGGAAAGCCTTTCATGACTACTTCATCGAAGAAACCTATGAAGCGGGTATAGAACTTGTG
+GGGACAGAAGTTAAATCTGTAAGGCAGGGTAAGGTAAATTTAAAAGACAGCTTTGCAAGAGTAGAGAACA
+ATGAAGTTATACTTTATAACATGCACATAAGCCCTTATGAAAAAGGTAACATCTTCAATAAAGATCCTTT
+AAGGCCAAGAAAGCTTTTGCTCCACAGGCACGAGATAAATAAACTTTCAGGATATGTGTCAAGAAAGGGA
+TACACTCTAATTCCTACTAAAGTGTACCTCAAAAGAGGCCTTGTGAAGGTGGAATTGGCTGTTGCAAAAG
+GTAAGAAGCTCTTTGACAAAAGAGAAGACATTGCAAGAAGAGATGCAAAAAGAGAATTAGAGAAGCAGTT
+TAAGGAAAAACAGCTTGGCATTTAACGTGGGGGTGTGTTGGTTTCGACGGGGGCGGTCGAGGTAAAAGTA
+GCGAGCCGAGTTCTCCACCAGCTCGTAAAAAAGGTGGAAAAAAATAAACGCAGACAGAGAACTCGCTTAC
+GCTGCCTAATTAAAGGCGGCCGTCCAGCCTGAAATGCCCACGTTTCAGGACTGGGCGTCAAAAGAGTGGG
+GAACTGGTTTTGCCTGCGCCTCGGGGCAAAACCGGAATAATGAGGCTACCGAAGCGGTTATCCTGTCGCT
+GGGAGAACCGCTGAGGGAAAGCTAAAACAGCGACTGCGCTCGGAGAAGCTTTTACCGGGACGCCTTCGGA
+CCGGGGTTCGAATCCCCGCACCTCCACCATAAAAGATAAACTGATCCACTTTACGGTATAACCGCAAAGT
+GAATCAGTTTATCTTTTTTCATTATCTTCTTCGAGCAAAAATGCATTTTGCTATCACCTTCTTTGAAGTG
+TAATAGTTCATACTTGTAGTATATGCAAAACTAATAGAGGCGTTCGATTTTCTCTATTATAGACAAACGA
+TTGAGTTTGTGCTATAATATTAATCGCAGTGGCAATTTCACATAGACTTGGGGCTGTAGCTCAGTTGGGA
+GAGCGCCACAATGGCATTGTGGAGGCCGTGGGTTCAAGTCCCATCAGCTCCACCAGAAAAATCAAGGGTT
+CTCGGTACATATAAAGTACCAGAACCCTTTTTTGGTATTCTTATTTCAGTTTTTCAATTATAGCTTTTAC
+AAAAGCTACTAAATCATTGGGAGTTCTAGAGGTTATTAGATTTCCATCTATTACTACTTCTTCGTCTACG
+TACTGAGCTCCTGCATTTATTAAGTCATCCTTTATTGAGAAAAAGCTTGTGACTCTTTTACCTTTTAAGT
+CGCAGCTTGAAGCCATCATCCAGGGTCCATGGCATATCGCAGCAATTATTTTTTGCTGTTGGCACATCTC
+TTTAACGAAATTTACAGTATCCTGGCACCTTCTCATGTGGTCCGGAGAATAACCTCCTGGTATTACCACA
+GCATCATAATCATCGGCTTTTACTTCTTTTGATGCGTGAGTGCTTTTCATAGGATAACCATATTTGCCTG
+TGTACACTTTATCTTTTTCTGTCCCCACTAGGTGAACTTCATACCCTTCTTCTTTCAATCTGTAGTATGG
+ATATAAAAGCTCGGGCTCTTCATAGAGGTTTTCAATTAAAATGGCTACTCTTTTCATTTAAACCACCTCG
+TTTGTTCATGGTTTGTCTTTATTTTAGCCTTATTGGATACTTATGTCAATCCCATTAATGGCTAAATACA
+TCTAAATCTATTTCTTGGCCTTCAAAGATGGTTGTTTTAATTTTATCTCCTACCGCTCTTTAAATACTCC
+ATAAAAGCTTTAAACGTAGGGGAGAAGTATTTATCCTTGTGATAGATTATATTGAACATTCTCTTGAACT
+TTATACCCTCTATTTCTATTTTTACAAGGGTGCCTTTTTTGAGCTCTTCTGATACGGCAAGTTTTGAAAG
+AACTGATACGCCCATATTTAATTCAACGGCTTTTTTTATGGCTTCTGTATTGTTAAGTACATGTTTTATA
+TGGTATTTTAAGTTGTTGGCGGACATTATTGTTTCAAAAACTTCTCTTGTGCCACTTCCCTTTTCACGAA
+TAATTAATTCTTCCTCCTCAATTTCCCACGGCTCTATTACTTTTTTTAAAGCCCATCTGTGGCCTTTGGA
+ACATACAAGGTATAATTCATCTTCTATAAAAGGTTCTATAATGATATCTTGTGAATGAATGGGACCTTCT
+ACAATTCCTATATCTATAGAATTTTCTAAAATTTGCTTTTCTATTACTGCTGTGTTGTCAATATTAAAAA
+ATATAGAGGTATTTTCGTATTTTTTGCGGAACTCACTGAGTATTTTTGGAATTAAATAAGTTCCTATAGT
+TGTACTTGCACCTACGCGAAGTTTTCCAGTTTTTAAATTTGAAATGTCTAAGAGGGTATTTTCAGCTTCT
+TCAAGTAAAGAGATTATTCTTTTTGAATATTCTCTTAAAATTTCGCCTGGATAAGTGAGGTAGAGATGTT
+TGTTAATCCTTTCAAACAATTTTATATTTAGCTCTTGTTCTAATTCACCTATAGTCTGGCTTATGGAAGG
+TTGAGTCATGTACAGTTTTTTGGCTGCCTTTGACATGCTTCCTTCTTGGCATACAGTTAGAAAAATTTTT
+AGCTGGCGTAAATTCATAAAATCACCTCATAAGTATATGCTTATGTATTTAATAAAATTATACTATTTTA
+CTTATAGTTGTTCAATCGCTACAATATAAAATGTGGTGAGGTGATTTAAAATGCTCTTAAAAGAAGGGAA
+AATAGGCGGGTTACATTTAAAAAATAGAATTGTGATGCTTCCGACCGTTACAAATTTGTCAAAGGATGGC
+TACGTCACAGAAAAAGAGATAGAGTACTACAGAAGAAGGTCAAGGTCAGTTGCTTTAGTGATCGTAGGAG
+CAAGTTTCGTAAATCCATTAGGCAAGTTCTTTCCCAATCAAATAGGAATAGATGCAGATGATAAAATAGA
+AGGTCTTAGCAAATTGGCAGAGGCAATACATCAAAATGGTGCTAAAGCAGCAATTCAACTGGCAATGCAC
+AATCCAAAGTACAAACCAACAGATTTTCCAAAAGAAAAAATAAAAAACTTTGTGAAGGATTTTGTCAGAG
+GAGCGATAAGAGCAAAGAAAGCGGATTTTGATGCAGTAGAACTGCACTTTGCCCATGGATGGTTTGTAAG
+TCAGTTTTTGTCACCAAATACAAATAAAAGAGAAGATGAGTATGGGGGAAGTTTAGAAGGAAGGGTAAGA
+TTTGCCGTTGAAATCTTAAAAGAGATAAAAGATGCTCTACCAGATTTTACGGTGATTTGCAGGATTAATG
+GAGATGATTTCACGGATGGGGGATTCAATATAAAAGAAAGTATTGAATTTGCCAAAATACTGGAGAAAAA
+TGGAGCTTCTGCTATAGATGTATCTTCAGGAGTGTCTTCAACTTCTGAGTATCATATTTCTCCAATGGGG
+ATAGAAGATAGACCATTATTACCTTTTACTAAAAAGATAAAGGAAAGTATTAGTATTCCTGTAATTGCTG
+CTAATAAGTTAGGGGATGTTTACGACTGGGAAAGGATTTTAGAGGAAAGAATAGCCGATTTTATAGGTAT
+TGCCAGAGGTTTGATTGGAGATCCCGATTTGGCTGAGAAATTGATTAAGGGAGAAGAAACAGATATAAGG
+TATTGCATTCACTGCAATCAAGCTTGTATTGCTTATATACAGAAAGGGCTTTCGGTTTCTTGCATGATTA
+ATCCAGAGGTAGGAAGAGAAAGAGAGTTTGAGGTAAAAACTGATAAACCGCTAAATATAGCAGTAATTGG
+CGGAGGTCCTGCTGGAATGTCTGCAGCTAAATATCTGGCAAGAAAAGGCCACAATGTTACACTTTTTGAA
+AAAGAGAATAGGTTAGGAGGACAGTTAAATGTTGCTCAAATTCCTCCTCACAAGCAAGAGATTGGGAGAG
+TTATTGAATATTTGAAAAGGGATTTAGAAAAGTACAATGTGAAAATAAATTTAAATACAAAAATATCTTT
+ACGAGATATTAAAGAAATGCAGTACGATAAAATTATTATAGCTACTGGTTCAAAACCAGCAAAAATGAAT
+TTAGATACAGATATTGCACCTCTTACAGCCATTGAAGTACTAGAAGGCAACATTCCAGAGGGTAAAAATA
+TAGCAATAATTGGAGGGGGACTTACAGGGCTTGAAACGGCTGAATATTTGGCAGAGAAAGGGAAAAAGGT
+GACAGTTTTTGAGATTAGAAGTGAAGTGGGCGAAGGAATATATCCGATGGTGAAAAAGCTACTTCTTCAA
+AGACTGGAAAATTTGAAAGTCAATATAGTGACTGATGCCGAAGTGAAGGATATATCAAAAGGAAAACTTA
+TGTACAAGGTAAAGGATAGATTTGATGTAATTGAGGTAGAGGCGGTAGTATTGGCGGTTGGCAATGTTTC
+AGATGAAGAATTTTCAGAACTAAAAGGCGATGAGAGAATTTATTTCATTGGGGATTGTAAAGAAGTAGCA
+TCTGCGGTAGAGGCTATAAGGGAAGGGGCAGAAGTTTCACTTTTTATATGAGAGGTGAGACTAGTGTTGA
+TAAAAGGAGAATATGTTGATATAAAAGGCAGTAAGATTCATTATTTAGAATTAGGAAGAGATGACACACA
+AGACCTTGTAATGCTACTCCACGGCAAAAGATATACTGCTTACGATTGGGTGAATTCAGGAATAGCTGAG
+AATTTGGCTAATAAAGGATTTAAAGTCATATGCTTAGAATTGCCCGGGTATGGGGCTTCAGAAGAGAGCG
+AACTTGAAAAAGAAGAAGTGCTGTTTGAATTCGCAAGTAAATTAAATTTAGCCCCCTTTCATTTGGTAGG
+TCCTTCTTTTAGTGGTGAAATATCATTGCGATTTGCACTCAAACACAGTAATATGCTGAAAAGTCTGACG
+GTAGTAGATAGTATAAACGTGGACCTCTACAAGGAGAGATTAAAAGACATAAAAGTAAAAACTTTGATTG
+TGTGGGGAAAGCAAGATAATATTGCTCCTTATGAGTTTGCAGAGATGTTAAAAGAAAATATTCCTGGAAG
+TTCTCTATATGTATTTGAAGATTCAGGTCATACTTGTTATTTTGACAATGCAAAGAAATTTTCTAAGGTG
+TTGGGAGATTTTTTTAGAGAATAAAGGGATACCGTTAAAGGTATCTCTTTTTTTATAGTTGACAAATGCG
+AAAAATACTGTATAATGTATACAGAACATCCCACAACAGTAGGGGAGTATTTTGTTGGAGGTAGAAAAAT
+GAGAGTAGCAAGAATTGATGAAAAGATATGTGATAAATCACCTTTTTGTCCAGCTGCAGCAAGTTGTAGG
+TTTAAAGCTTTTAGAGTGATCCTGGGGACTTCTTTTAGAGTCAACATAAGTATTGATGAAGAAAAATGTA
+CAGGTTGCGGTGTATGCGTGAGGTATTGTGGACCTGGAGCAATCAAGCTTATAGAAAAAGAAAAGGCTTC
+GTAAAAAGGGAGGCTATTCTGCCTTCCTTTTTATTTGGCTTTTTCTACTAATTCAATCCTGTGCATAGTA
+GAGGGATGGGAGTAAGAGAACCATTCTATAAAAGGGGGAGGAGATACGTCCAACAAACTTCTTTTTGCGA
+GGTCAATTTGAAGTTTTATAACAGGTTCTTTGCTGTGAAGGAATTCAACGGATAGTAAATCAGCCTGTTT
+TTCCATCTGCCTTGAAATGTAATTTTGTATAGGATTTGTGTCAAAATTGATAAGCAAAATAAACAAGTAT
+ATTACCGATAACACAGCTGGAGTTATTTTAATATTGGGATGAATTGTAATACTTGAGTGAATAAAAATAT
+TAAGTAAGTAAAGTCCTATGAAAAGTCCGATTGTACCTATAAGTAAGCTTTTTAGCACATGATTTTCTTT
+CCAGTGACCTGCTTCATGGGCTATGACCGCTTTTATTTCATCATCTGGATAATTTTTTAGTAGCGTATCG
+TAAAGCACAATTTTACTTGTGCTGCCAAAACCATAAAAATAAGCGTTTGCCAGCGTTGTGCGTTTACTTG
+CGTCCATTTCTTGAATTTTATCTATTTTTATTCCTGCATTTCGAGAGATTTCTTGTACCATATTTATTAT
+CTTAAGGTCTTTGATTGGGGTGAATTTATTAAACATTGGAGCTATGAAGTTTGGATATATGTAAATTTGA
+GCAAACATTACGACGGTGAGGAAGAAAAAGGCGGCTATCCACCACGTAATGGGCCATTTGTTTAAAAATA
+TAAAGAGTAACAGTACCCCAATGGAGGAAAAAATAAAATCTAAAAGACTGCTTTTAAAATAGTCACTCCA
+CCAAGAGGCCATTGTCTGAACGGAAAATCCCCATTCCACCTGGACGAAATGGTTTATTAAACTGAAGGGG
+AGAGAAATTAATCTTAAGATTAACCATAAAGCCATGAAGTATAAAAAGACATTCAAATAATATTTTCCAC
+AAGAAACTTTTTCTGTATATCTTGAAAACAAAAGGGATCCTCTTCCAAAGGTAAACCATATTAAAAATAA
+TGCCTTCGCCATGAAAGAACTTATATAGATTAAGCGGTTTATTTTGTGATATTTTTGAGCTTTTGCGATT
+TCAGCAGGGGAAAAGTATTTGTAGACATCATGGGGTATATTTCCAGGAAATAATGTATAATAAAGGTACA
+AAAAAGAGAATATTCCTGCAATTAAAATGAGCAAAAACCATAACTTGTTGAATTTTACAAATTCCATTTT
+CTTCAGTCCTTTCAAAAAAGATATCTGACATTATTATATATCATTAAAGAGGAAAGTAGTACCAGCAGTT
+TGCTTTTTTGAAAAAATGTATATATCATATAGTTGTAAGTGAAAGTAAGTGAGAGGGATGAAGATGAAAG
+TTCTTCTAGTTGGGATAAATGCCAAGTACTATCACACTAATTTGGCTATAAGAAATATAAAAAAATTTTG
+CCAGCCATATGATATAGAGATTTTTGAAGCTACTATAAATGACAGTACAGATTATATGCTGGAAAGCGTA
+ATTGAAAAGAAACCAGACGTGGTAGGTATTTCATGTTATATTTGGAACATTGAAATTGCCCTTAATTTAG
+CTGAAAATATGAAGAAAATACTTCCCAACGTAGTGATGGTATTGGGAGGCCCGGAAGCGTCTTATGATGT
+AGAAAACCTATTATCAAAAGGCTTTGTAGACTATGTAGTCATTGGAGAGGGAGAGATTGCTTTTAAAGAG
+TTATTGGAGGCGCTGGAAGGAAAAAAAGATTTAAAAGAAGTTCCAGGTATTGGCTATAAAGTAGAGGAAG
+AAATAGTAATTCAACCGCAAAAATATTATGTAAACTTAGATGAGGTTCCCATTGGGTACGATGAAGAAGA
+AGATTTATCTGACAAGCTTGTGTATTATGAGACTTCAAGGGGATGCCCTTTTAAATGTGCGTACTGTCTT
+TCCTCTATCGACAATGTGCTAAGATATGAGAGCTTAGAGAAGGTAGAAAAAGATTTGAAATGGTTTGCAA
+ACAAAAATGTTAAGATTTTAAAGCTTGTAGACAGGTCCTTTAATGCCAACAGAAAAAGAGCCAGAGAGAT
+TTTATCTATTATGAAAAGGATAGAAGGAGAGATGGTATTTCACTGTGAAGTGAATCCAGAACTTGTAAAC
+GAAGAGTTTATCTCTGAGCTTGAAGATTTAAAGGGAAGGATTCAGTTTGAAGTGGGAGTGCAGACTACTA
+ATAAAGTTACACTTAGAAAAATATCCCGTACTACCGCTGTTGAAATGGCTTTAAAGGGGATAGAGCTTTT
+AAAAAAAGCGGGTATAAAGCTTCATGTGGATTTAATAGCGGGACTTCCTGAGGATAGTTTAAAGACTTTC
+AGCAAAGCTTTTGACGATGTGTACAATTTGAAACCGGAAGAAATACAGTTGGGATTTTTAAAAATTTTAA
+AAGGTACTCCTCTGGCTAAAAAAGTGGGGGAGTTTGGGATAGTTTATGACAGTAAACCTCCTTATGAGGT
+TTTGTATACAAAGGATATAAGCTATGAGGAGCTAGTAATATTAAAAGGGATAGCGTTTCTTATAGACAAA
+TACTATAACTCAGGTAAATTTTTAAAAACCCTCGAGTACTTAGAAAAGTATTTTAAAAGGCCTTTTGACT
+TGTATTTTGAGTTTTATAGGTACTGGAAAGAAAATAAGCTTTTTTATAAGAATCATTCGTTAAAGGCTCT
+TTATAATGTTCTTTACGATTTTAGTGTTAAAAACATTGGATTAGAAGAAAATATAATAAAGGACTTGTTG
+AAGTTTGACTTTTTATACTCCACTAATGCCAAGGACTTGCCTGACTGTGTAAAGGAAAAAGATAAAAAGA
+TACCTGACCTGTTTAGGGATTACTTAAAAAATGAAGAATGGCTAAAACAAAACCTTCCGCAGGCCGTAGG
+GCTTTCCAGTCTTGAATTATCAAAAAGAGTTTCTTACGCTTTTTTTGAGTACGATGTGACGGAAAATTTG
+ATGAAAAAAGATTTGATAATAATTTTTCTTCACAGTGAAAAGAAGACCTATTTAGCAAAAATAGAATTAT
+AAAATTTCGCTTTTTTAGAAAAGTGTGATAGAATTTTTCTGTAAAGTAAATCTTGGGGAGGTATTTTTAT
+GAAAACTTTGGTAATTGCGCACAGGGGAGATTCTAAAAATGTACCTGAAAACACCATCGCTGCTTTTAAA
+AGGGCTATGGAATTGGGGGCGGATGGTATTGAGCTGGATGTACAGCTTACAAAGGATGGGCATCTTGTGG
+TGATCCACGATGAAACAGTAGACAGAACGACAAATGGAGAGGGCTTTGTGAAAGATTTTACGCTAGAAGA
+AATTAAGAAGTTGGATGCAGGTATAAAGTTTGGTGAGAAATTTGCGGGAGAGAGAATACCTACTTTGTAT
+GAGGTTTTTGAACTGATTGGAGATAAAGACTTTCTTGTAAATATAGAGATAAAAAGTGGAATTGTGCTTT
+ATCCGGGAATTGAAGAAAAATTGATAAAAGCAATAAAAGAATACAATTTTGAGGAGAGAGTCATTATATC
+CTCTTTTAATCATTATAGCTTAAGAGATGTAAAGAAAATGGCGCCCCATCTTAAGATAGGTCTTTTATAC
+CAATGTGGGCTTGTAGAGCCTTGGCACATGGCACTTCGCATGGAAGCTTATTCGCTGCATCCTTTTTATT
+TCAACATAATACCCGAGCTTGTTGAGGGTTGCAAGAAAAACGGTGTTAAATTATTTCCTTGGACAGTTGA
+CAGAAAGGAAGACATGGAAAGAATGATAAAGGCTGGTGTAGACGGGATTATCACAGATGACCCAGAGACC
+TTGATAAATCTTGTGAGGAAAGGGGGATAATATGGTTTTTGATGAAAACAATCAACTACCGCTAAACTAT
+TTTAAGATATTCAATTTAGGACTTGGTTTTATGGTGGTCTCTATGATATGGGCTGCTTATAATGCTTATA
+TGCCCATTTTTCTCGGGAATTTTACTAAAAGCAATACATTGATCGGTTTTGTGATGAGCTGGGATAATAT
+AGCTAATCTCTTTATACTTCCTGTTTTCGGAGCTTTAAGTGACAATACGAGGACTTCCATAGGCAGGCGA
+ATGCCCTATATACTAATTGGTATGCCAGTTGCTGGCATTTTGTATGCAATGCTTCCCTTACAGACAAAGC
+TATGGGCTCTTCTTATCGTTGACCTCATGTTTAATATTGTCGTTGCAAGTTATAGGACTCCGCTGGTGGC
+CTTGATGCCAGATATTGTTGAGGAGCAGCACAGAAGTAAGGCCAATGGGGTAATAAATTTCATGGGAGGA
+TTGGGGGCTTTAATAATATTTTTTATAGGTTCCCAGCTTTATAAATTAAATAAAGCCTATCCCTTTTTTC
+TTTCAGGAATTCTTTCAATAATTGTGCCTGTAATTTTATTTTTGACAATAAAGGAACCTAAGTCTTTTGT
+TATTGAAGAAAGAAAAGAAAAGCAAAGTATAATAAAAGCCCTTATAACTGTTGTAAGGGACGAGGACAGA
+GCTCCCTTTTACACGCTTTTGTCAATTTTTATGATGATAGCAGGTTTTGCTGCAGTTGAGACTTTCTTTA
+CAAGGTACTGTAAGATAGCTTTGGGAATTGATGAAAGTGTATCATCTTTTACGATGGGGTTTTACGCTTT
+GGCTTTTTTGATTTTCGCACTGCCAGCGGGATTTATTGCTTCGAAGATAGGTAAGAGAAAAACCATGATG
+ATAGGCGCATTTGGGCAAGCGATACTATTTTTGATTTTCATGGTGGTTAAGGATTTCAGGATTATTCAAA
+TCTTAATGCCTTTTGCGGGAATTTTCAATGCTCTTTTTACAATAAATTCTTATCCGCTTGTCGTAAGTTA
+TACTTCTTCTGAAAAAATAGGAACTTACACGGGACTTTATTACTTTTTTTCTTCACTGGCGGCTATAGTT
+ACTCCTTCTACGTTTGGCGCAATTATGGATTATATCGGTGTGAATAAACTCTTTCTAGCAGCTTCAATTT
+CTGTTTTTATTTCCTTTGTGTTTTTGTGGCTTATTGGTAAAAGAGGTGAAAAGCCAGAGATTTTGTGATA
+TAATTTTAACTGTACACAAAAATAAATTTATAAATCAGGGTGATCTGATGAAAGAGAAGATTAAATTGAT
+AAAGGGGAACATCGTAGACCAGGAAGTAGATGCCATTGTAAATGCAGCTAATTCTTCTTTGATTGGAGGT
+GGTGGGGTAGACGGAGCAATCCATAAAGCAGGAGGTCCTGCTATTGCAGAGGAGCTTAAAGTTATAAGGG
+AAAAGCAGGGAGGGTGCCCGACTGGTCATGCGGTTATAACGGGTGCAGGCAATTTGAAAGCCAAGTATGT
+CATTCACGCTGTAGGGCCTATCTGGAAAGGCGGCAATCATAACGAAGATAATTTATTAGCAAGTGCCTAC
+ATAGAGAGCTTAAAATTGGCGGATGAATATAATGTAAAAACTATTGCTTTTCCCTCAATAAGCACAGGAG
+CCTATGGTTTTCCTGTGGAAAGGGCAGCGAGAATAGCTTTAAGGGTAGTTTCTGACTATCTTGAGGGAAG
+TAGCATAAAAGAAGTGAGATTTGTTCTCTTCAGCGATAGAGATTATGAAGTGTATTCAAAAGCTTATGAA
+GAGCTGGATAAATAAAAAGGATAGGCGGTTTGACCTATCCTTTTTATTTTACTATTTTTTGGGCGATTAA
+GAATAACATTAGCACTCCAACTAGGAGTCTATAATACGCAAAAGGTTTTAAAACATGCCTTTTGAGGTAG
+GCCAAAAATTTATCGACTACGATCAAAGCAGTTATAAAGGACATTATAAATCCTACTGCCAGCGCTTCCC
+ATTCTAGTAATGACATGGAGGTAATGTTTTTCACAAGTTCAAAGCCTGTAGCAGCAAGCATTGTGGGAAT
+AGCCAAGAAAAAGGAAAATTCAGCAGCTGCTCTAACTGATAGGCCTACCAGCATTCCTCCCATTATAGTG
+GAAGCAGACCTTGACATTCCTGGGAATAAAGACATCACTTGGGCTACTCCAATCCAGAAAGCTTTAGAAG
+TGCTTACTTTGTCCATGTTATCAATTTTATACTTTTTGCCGAATATATCTTCTATCACTATCATCATTAT
+TGCACCTACTATCAGGGCTATTGCTACGGTAAATGGAGAAAATAGATGTTCTTCAATGTAGTGATGGGTC
+AGTATACCAATTATCGCAGCAGGCAAAAAGGCTATGAACGTTTTATACCACAGATTAAATCCCCATTCTC
+CTGGCTTTAAAGCCTTAAGGGAGGAGAGAATTTTGTCTTTAAAATAATACACTACCGCTAAAATTGCTCC
+CAGCTGAATTACAATTTCGAACATTGTAGCAAACTTTCCTGTAAATTTGATAAAACTTCCGACGATTATG
+AGGTGGCCAGTGGATGAGATTGGAAGAAACTCAGTTAATCCCTCTACGATGCCCATTATAAAGGCTTTGA
+TCAGTAGCTCCATTTTCATACCCCTTTATATAGAATTTTTGTCACCTCTATCTATTTTATATGATAATGA
+TGGAGGAATCAATCAAGAAAATGTAAATTTAATCTAAATTTAATCTGTTTTCTGTGTTATAATTGGAACT
+AAGTTAAGAAAAAGGTAGAGGGGGAAAACTCATGGTTGAAGGGACTCTTTCTTTTATAATAGCAGTCTTG
+ATATTGGTGTTCATACTTTGGGTTTTGGGGAAATCACTGAGATTGCTTTTAAAATTTGCCTTAAACTCTC
+TTGTAGGATTTATAATGCTTTTATTTTTTAATTTTTTTGGCGCACTTTTTAATGTGGAACTGCCTGTAAA
+TATAGTGACTTCATTTATAACAGGAGTTTTTGGAATAGCAGGAATAGCAATTTTGCTGATATTAAAATAC
+ATGTTTCACGTGATATGAAAGTCCCTTCTTAGTTTTTGTTTATTATTTTCTATTTTGGGAATTATATAAC
+TGAAACCCTTGGATATGGAGGTAGTGTATGGACATAAAAAGAGCTGTATTGGAAAATTTAAAGAGAAGGT
+CAAAAGAAGAAATAAAAGGTTTTATTCAGGAGGTGGTGGACAGCAAAAATGAAAATGCAATTCCCGGACT
+GGGGGTGATATTTGAAGCTGCATGGGAGAAAATGACTGAAGAGGAGAAGGACAGCATGATGAACCTGATA
+ATGAGGGGGATATCTTGAAAGCCGAGGTATTTTTTACCTCGGCTTAATTTGTTGATACTTCATCAACAGG
+CTAGTTTTTATAAAAGTATGACTGTTACAATGTAAGCTGAGATAAGCCCCAGTACTGCAGGTATAAAATT
+TCTCTTAGATATTTTTCTGGAGTCAACATCTATTACAGCTGACACTACGGCTGTGCTCCAGGGTATTAAT
+GTACCCCCTCCTGTCCAGACTGCAGCTAACTGTCCTATAGAAGCTAATAAAGCTGGGTTGAGGAAAGCTG
+CTGAGGAAAAAGTCTTTGCTAAAGCGCCTATTAAAGGAAGGCCTGAAAATCCCGAGCCAGACATTCCCGT
+GAGAATTCCCATTGCCAGTTCCAAAAGGGAAGCAGTGTATTTATTAAGAGGTATATGATGAGATAGGTAA
+GTTCCAAGGTCTACAAGATATCCTCTTGCATGAGGACCTATTACTTGCTTTGCCATACTGGTTTCTCCCA
+ACAGAAAGAATGCACTTATTATTATAACGGGGGCAAAGGTCCTCATGCCGTTTAAAAAACCTTCTCTTAA
+GTAATCTCTTGTTTTATCCAGAAAATTTTCTTGAATTGCTGCAGAAGCTATTAAAACAATTATGGCTGTT
+CCACCTATTAAGGCAGTGGCTCCGCTGGAATGGATTTTAAAAAGTATCATTATGAGAACGTCTATCAAAA
+AGAGCACTACTGCTATTACTGATACTGTATAACTTTTAAATGAAACTGGTCTCCCGTGGATCGGTTTTGT
+CTCTACGTATTCTGAAGGTGGATGGTGTTTTGATGTATAAAGAACACAAAAATATAAAGATACACTAGCT
+ACGACAGAAGATACTGCCCAAATTGGCAGAATATTCTGAACCAGCTGATGCGTATTTATTCCCGCTGCTT
+TTGCTGTTATTGAAGGAGCACCCTGTATAAAGAAATCTCCTGAAAGCGCTATGCCAAATCCAAAAACGGA
+CACTATGGAAGCTAAAGAAACTTTGTCAATGCCTGATTTTAATGAAGGAATTATCAATACTGTACCTATG
+AGGCCTACAGCAGGGGCAGGCCACATGAAAAAAGAAAGTAGCATCATAAACAGACCTATTATCCAGAAAG
+AATACGTGGGGCTTTTTAGATGCCTTATAAAAGGTTTTGTCAATATTACGTCTGCTCCTATGTCGTCCAG
+AGCTTTTGACATAGCTATTATGAGGGAAATTATCACTATTATGTGCCACAGGCGTATTCCTGAAACCAAT
+ATGGCAGTGTAAATTATTTGTATTGCTTTTATCACATCCTTTGTAGCCAAAAGCCCAATTGCAAAAATTG
+CTATGATAACAGGCAGGATTATATCTTTTCTCATTAAAAGAAGTATAAGTATAACTAAAATTGCAATAAA
+GTAAGCTATTTGAGATGCTGTAAGCTCCACACTTTTTCACTCCCTTTCTTTTTTACAGTTTATATGGTAG
+CTAATTTTCTGCATTTTTATACTGGAGTATTTAGGTTTTAAATTGAAATTATGGCAATATAAAGCACATA
+ATAAAAATTTTCAAGAAAAAGTGTTTATTTATTTTTTGTCATTTGTTATAATATACTTGAGAATAAAAAA
+CAGGAGAGGATAGTATGAAAGCAATGGTCATAAAACCGGGAGTAAGCAAGATAGGAGCAGTTCACTGGGA
+GAGAAGGTTGTTTGACTCGTTAATTCCCCTGCCAGATGGTACTAGCTATAACGCTTATCTGGTAGAAGGC
+AAGGAGAAAGTTGCGCTTTTGGACACTGTTGACCCGATGACAGAATATATTTTGATGGAACAACTGAAAG
+ATGTGAAAAAGATTGATTATATAATAGCTCATCACGCAGAGCAGGACCATTCAGGCAGTATCCCTGCAGT
+TTTGGAAAAGTATAAAGAGGCGAAGGTGGTGTGCACTCCAAAGGCTAAGACTTTCCTAATAGATCTCCTT
+CCCATACCTGAAGACAAATTTATCACTGTGGAAGATGGAGATACTTTAGACCTTGGAGGTAAAACCCTCA
+AGTTCATACATGCCCCATGGGTTCACTGGCCTGAGACGATGTTCACTTACTTGGTGGAAGACAAGATACT
+TTTTACATGCGACTTTTTAGGTTCACACCTTGCGACTTCTGAGCTTTATGCTACAGATGAATGTAAAGTA
+TATGATTCAGCTAAAAGGTACTATGCAGAAATAATGATGCCTTTTAGGAACTTTATAGAAAAGCACCTTG
+AGAAAATAAAGGATTTAGATATAGAAATAATAGCTCCAAGCCATGGGCCTGTTTATAACAACCCCGAGTT
+TATATTAAATGCGTACAGAGAATGGGTTTTAGACAAGCCTAAAAACATTGTGTTAATCCCTTATGTGACA
+ATGCACGGCAGTGTAAAGAAAATGGTAGAATATCTAGAGGCTGCTTTAGTAGAGAGGGGAGTTATTGTAA
+AGCCTTTTGACCTCTCTGTAACTGATATAGGAGAATTTGCAATGGCTTTAGTGGATGCTGCCACAGTCGT
+CATGGCCACTCCTACTGTGCTGGTAGGGCCACACCCAATGGCTGTTTACGCCGCTTATCTCACAAATGCT
+TTGAAACCTAAAGTTAAATTCATTTCAGTGATTGGCTCCTACAACTGGGGGAGCAAGGCTGTAGACCAGA
+TTACTCAGATGTTTGGTAACTTAAAAGTAGAATTTATTCCTTCAGTATATATAAAAGGCTATCCAAAAGA
+AGAAGACTTTAAAGCTCTTGATGCACTTGCTGAGGAAATTGTAAAAAGGCACAAAGAAGCAGGAATTATG
+TAAAAAATCCCTGGCTTTTTATGCCAGGGATTTTTCTCTTATCTCCTCTATTAAGGCTTTGACTTTTTCT
+TTTATTATGTCCCTTACTTCTCTAAACTTGTTCATTATCTCTTCTTCTGTGCCTTCCGCTCTTGCAGGGT
+CTTCTAATTCCCAGTGGAGGCTTTTTACAGAAGGAGGCAGAGCAGGACATTTGTCTCTAGCATCTCCGCA
+CAGCGTTATAACATAATCTGCTTTAAAGAGGATATTTTCGTCTATTAAGTCTGAAGTTTGGTTGCTTATG
+TCGATACCTATTTCTTTCATGACTTCGACGGCTTTAGAGTTTAATCCGTGAGCTTCTACACCGCCACTAT
+ATACTTCAAAATCATCTCCACCGTAAAATTTGCCAAATCCTTCTGCCATCTGACTTCTACAGGAATTTCC
+AGTGCATATAAAGTACAAAATCTTCTTTGCCATCGTAACTCCTCCTCCTCATATTCCTGCTTAGCTATAT
+TATAAAAGCTTGTCAATCGAAAAACAATGTATTTTTTTGTTAAGAATATGTTAAAGCGTTTTGAGTAAAA
+TAGAATAAAGAGGTGATGCAAAATGATAAATTATCCTTACGGGCAAAATTCGATAGCTCCAGGCATAGTT
+TTACCTTCAGAGGCAGATAGGAACAATCTTAAAGTTCCGACAGACTCTTTTAGTATATACGTAAACGGAA
+GATATGTAGGAGAAAAAATTCTCGTAGCGCAGGGAGATTTGGGGGAAAAAGCGGTAAAAGATTATCTTTT
+GAATCAGGGATTTACTGATTTTAGTTATACGGTGGAAGGGAAAAATATTTACATTGAGACTTACGATGAA
+AGGGAAAAGGATATGGTAGACTATTTAAAAGTGTACCTGAGGATTCGATAAAAGGGACGATGCAGTCCCT
+TTCTAAATTTTTTACACATTTTTAACAAATTTTTAATCTAATAAAGTTATAATATTTGTGGCAAATCATA
+TGTGAATGGGGTGGAACATGCTAAAAAGAGCGATTGCTTTTATAATTTTTGAGGTACTTTTTGTTTCTAT
+TACCATGCCCGTTTTGATGTTTTACGGTCCTTTTACAAGGGTGAGAGATACTTTTGTCGCTACTGCCATG
+ACTACTTTTACCCACCAATACCTGGCTACTCTGTTTTTGCCCAAAAAGGTGATAGATAAAATAATGTCTG
+AAAGCAAAATAGAAAGTGGTAGAACTGATAAAAATTTAATACATGTGAACGGGGGAAAGGATAGAAGGAT
+TGAACTTTATAATGTGTACGGCAAGCATTTTGAAGGAAAAGTGATTTTGATTCATGACCCTACTAGAGTA
+GAAGTAGGGACATCTAGTAAATTCCCATATGAAGGGGAGACCACAAGTGTAATTGCGAAACACTATAATG
+CTCTAGCGGCTATAAATGCTGGAGGCTTTGGAGACAGCAGTATGAAAGGTATAGGTGGGGCTCCTCAGGG
+GTTTGTGATACACAGAGGGAAACTACTGTATACAGAGATTAAAAATCCGGATGAAAAAGTGGATTTAATT
+GGTTTTACAAATGATGGTAAGTTGATGGTTGGAAAGTACAGGTACAAAGAAGTACTCAATATGGGCATAA
+AAGAGGCGGTAAGCTTTGGGCCAGCCCTTGTCATTAACGGACAAGCCATGATAAAAAAAGGAGATGGAGG
+TTGGGGGATAGCTCCTCGAACTGCCATAGGTCAGAGGAAAGATGGAACAGTGATTTTTTTGGTGATAGAT
+GGCAGAACTTTAAAGAGCATAGGTGCTACTTTAAAGGATGTGCAAGATATAATGCTCAAATACGGAGCTT
+ATAATGCAGCTAACCTCGATGGGGGTTCTTCTACAACGATGTACTTTAAGGGGAAAGTGATAAATCACCC
+TTCTGATGCTCTGGGAGAAAGAGCCGTTCCTACCATATTCTTTGTAAGATGAGGAGGATTTTTGAGGTGA
+AGATTAAGAAGGTCTTAAAATGGGCATTTGCTACTCTGGCATTAGAACTGGCATTTCTTTACTATTTAAA
+CAATGTATTTTTAGTAGATTCAACTTTTATAAAAAGTGAAGAAGTTTTTGGAAGTATTTCTCTGCCTCCT
+CTCATAGAGATAAAAATTCCATCTTATGCTAAAGATGTTCATGTCTCTTATGATGGGAAATACATCTCAT
+ATGACGAAGGAGGTAATTTAATTATAGCTGATGCCAAAACAGGAAAGACTGTAAAGGTAATTGAGAAGGC
+TACAAAAGAAGGAGATTATTATACATGGCTTCCAGACAGAAATAGAATTTTGTATTTTTCTCGAATGGAC
+TCTCTAACTGGTACAAAAGTGGAACTGAAGTCCTACGATGTAGACAATGACTTATACAATACTGTGTATA
+TAAAGATATATTTGCCCTCTAAGAGCGCCATTAGTTATGTAACTTTATCTCCTCTCACAAACGTGATCTA
+TTTGAAAGCTACTACTCCGTATGGAGACAGGCTCTATCAGGTGAATATAATGGGAGAGGTAAGGCGAATT
+TACCTTCCTGTAAAGAGGATAGAGAAAATGGTAGAAACCCAAAGAAAGGACAATTTAATTTATCAGTCTG
+ATGATGGAAGACTGTATTTACTAAAAGATGGAAGAAAGCAGGTTTTGCTCAGTGCTAAGAATAAATACGC
+TCTTTTGGGAATAGATAGAGATGATAATGTCTATATTGGAAAGATGGGTACAGAAGGAATAGAGGAGATA
+TATTATGACAGTGTAGATAAGCCTATAGGCATGTGGCATAAAATTTCACTAAAAAGAGGACAAGTTTTAA
+AGGATCTGGTTGTATTATTTAATGAAAAAAGTGTTGGGATTATAACTGGAAATAATAGGCTTGAGGATTT
+GCGGGGAAATGTAATCTCTGAAGCTAAAGGAAAAATTATAGAAATTACTAGGGATTATATAGTATATAAA
+AATGGGGATAAAATAATATTGAAGCGATTTAGCAGGGATTAACCCTGCTTTAAAATTTTAAAATATGTGG
+TATAATAATATAACTACTCAAGATAAAAAGTATTAATTGACAATAAATAGTTGCACGGAATCGTTTAACA
+ACATTTTCGTGAGGTGATCAACATGAAAGATAAAGACCTTTCAAACGTGATGGTCATATTCGGTGGAACA
+GGAGATTTAACCCATAAAAAATTGATGCCGGCCCTTTACAACTTAAGATATCAAAATATCCTGCCTGAAA
+ATTTTGCTGTAGTTGCTATAGGGAGAAGAGACAAGACTGAAGAGGAATATAGAAATGAGATGCTGGAGTC
+TGTTAAAACTTATTCTAGATTTGACATTGACGAAAAAATCTGGCAAGATTTAAGTAGCAGGATATTCTAC
+AAAAGATTTGATTTTAACTATGACAACGGATATATGGAACTTAGTTACTTTTTAGATGAACTGGATAGGA
+AATACAATACACAGGGCAACAGGGTATATTATCTTGCAGTTGCACCGGAATATTTTGGCATCATTGTGGA
+AAAGTTATACAGACACGGAATGGTAAGTAATGAAACTTCATGGCAGAGAGTAGTTATAGAAAAGCCTTTT
+GGAGAAAATTTAGAATCTGCCCGGAAACTAAATAAAATGATAACAGATGTCTTTACAGAAAGAAATACTT
+ATAGAATTGATCACTATTTAGGAAAAGAGATGCTACAGAATATAATGGTCATCAGATTTGCCAATGTGTT
+TTTTGAGCCAGTTTGGAACAGAAGATATATAGACAATGTGCAAATTTCTTCTAATGAGACGGTAGGGATA
+GAAAATAGAGGAGGATACTACGAGAAAGCAGGAGCTTTGAGGGACATGGTTCAAAACCACATGATGCAGC
+TTCTGACCTTGACGGCGATGGAACCACCTGTAAATTTGGATACAGAATCTATAAGGGATGAGAAGGTGAA
+GGTTTTAAAATCCTTAGAGATTATGACTCCTGAGCTTGTAGAGAAAAATGTGGTGAGAGGGCAGTATGTG
+GGATATAGGCAGGAGGAAAAAGTATCTCCAACTTCCAATACAGAGACTTTTGTGGCATTAAAAGTGCACA
+TAGAAAATTTCAGATGGGCAGGAGTTCCTTTTTACATCAGGACTGGAAAAAGGATGCCGGAAAAATCCAC
+ACAGATTGTCATCCAATTTAAGCCTCTGCCAGGTATTTTGTATTTCAAAGAGTATAAAAATTTGCTTCCC
+AATTTGCTTGTAATAAAAATTCAGCCGGAGGAAGGAGTAAAACTTCAGTTTAATGCCAAAGTGCCGGGAG
+CAGGAGATATAACTATAGAGCCTGTAAATATGGATTTTTGTCAGAACTGCCAGATATCCAATAATTCTCC
+AGAGGCATATGAAAGACTTCTTTTTGATGTGATGAGAGGAGATTCTACTTTATTTACTCGCTGGGATGAG
+GTAGAATATTCTTGGAGGTTTGTAGATGCTATTGCTAAAGCATGGGCAGAAAAAACACCCGATTTTCCTA
+ATTACTATCCAGGGACCTGGGGTCCTAGTGAGGCAGAAGAGCTTTTGAGAAGAGATGGAAGAATGTGGTG
+GAATGTATAGGATAGGGGGATGGAAAGTGAAGATATACGATATTTCTATGGAAATTCATGAAAATATGAC
+TGTCTACAAAAACAAGGAGGAAAAAAGGCCTCAGCATACTATTACAGTCCAAAAAGGGGATGTAACAGAA
+TCACGTATATGCATGGACATGCACACAGGGGCTCATATTGATGCCCCTTTGCACATGATTAATGGCGGAG
+ATACCATAGAAAATTTGGACCTTAGTAAGGTTATAACGAGATGCAAAGTGTTTGATTTCACACATATATC
+TGATAAAATAACAAGAGAAGACTTAAAGGACAAAAATATTGAAAAGGGCGATTTTGTGATTTTTAAAACT
+CGAAATTCTTTCAGGGAAGATTTTGATTTTCAATTTGTCTACCTTGAAAAAAGCGGTGCCGAGTTTTTAA
+AAGAAAAAGGCGTAGTTGGAGTAGGAATTGATGCTCTCGGGATTGAAAGGGATCAGCCGGAACATGAAAC
+CCATAAAATCCTTTTGGGGGCTGGAGTAGTAATTTTAGAAGGGTTGAGGCTAAAAGAAGTCGAAGAGGGG
+GAGTACTTCTTATTTGCTGCTCCTCTCAAAATAAAAGGAGCAGAAGCAGCTCCTACCAGAGCGGTTTTAA
+TAAAGGAAGAATGACTATGAGATTAAGATTATCTCGTTTTAAAAATTTCATTTTTGGCGAAGTACTGCAT
+GATAAAGAAAGTGAAAATGAATACATAAGCCTATTATTTGAAAAGTACGGAGAAGATTTTTTCAAAAAGG
+TGTATTTAAAACATCAACAGGGCCTTTCTATTGACCAGGCTTTTAAAGAGGTATTGATAGAGGAAAGCAA
+AGTAAAAAAGATTAGGGTAAGGAAAATAGGGAAAGAGTAAAGGGGATTGATATGAGGGAATTTTCTGTTT
+TTGATATTATGGGGCCTATAATGATTGGCCCGAGCAGCTCCCATACTGCGGGGGCAGCCAGGCTTGCTAA
+AATTGCTAGAAAGATTGCGGACGATGAGATAAAAGAGGTGGAATTTATTTTATACGAATCTTTTGCCAGA
+ACCTATAAAGGCCATGGCACAGACAGGGCGTTACTTGCAGGGATATTGGGATTTGATCCTGATGACGAGA
+GATTGCCTCGTTCTTTTGAAATTGCTGAAGAATTAGGACTTAAGTTTAAATTTACTGAAAGCGATGAAGA
+AGCTCCCCATCCAAACACAGTGAGGATGATAATTAAGACCTCTGATGGAAAGACTTATAATATTTTAGGC
+TGTTCTGTAGGCGGAGGTAATGTCCTTTTAAAAGAAATAAATGGCATAGAAGTAGAGTTTACTGGGGAGT
+ATGAGACTTTAATTACCACCCATATAGATAAGCCTGGGATTGTGGCTGCTGTGACCAAAGTGCTGGCAGA
+CTGCAATATAAATATTGCCTTCATGAGAGTTTACAGGCATGCAAAGGGCGATAAAGCCATAATGGTCATA
+GAGTCTGACCAGGAAATCCCTGAAAGAGCTAAAGAAGTGATTAAAAATATTGATGGAATTTTGAATGCCA
+TAATTTTAAATCCTGTGTAATGGAGGGCATGCTTTTATGTATCAATTCAATTACGGATATGAACTTTTAG
+AGCTTACAAAAAAGTTCAATAAGCCTATATCGGAAATTGTAATGCTGGCCGAACAGGAAAGAACAGGAGA
+GGACTTAGAAGTTATTTTTGAAAAAATGAAGAAAAATCTTCAGGTGATGAGAGAAGCTATAAATAAAGGG
+TTAAATGAGGATATAAAGTCTGTGAGCGGTTTATCAGGAGGAGATGCCAAAAAGCTTTATGCGAGGATTG
+TGATTGGAAATACTTTGTCCTGTGAAACAATGGCAAAAGCTGCAGCTTCTGCTCTTGCCGTAACAGAGGT
+AAATGCCTCAATGGGGAGGATCGTGGCTGCTCCTACAGCAGGCTCAAGTGGTGTGATACCAGGTGCTTTA
+ATTACTGTTGCAAGGAAATTTGGCAAGAGTGAAGATGACATGACAAAAGCGCTTTTTACAGCTTCAGGAA
+TAGGAATTATAATAGCAAAAAATGCTACTTTAGCGGGAGCCGAAGGAGGGTGTCAAGCAGAAGTAGGGTC
+TGCCTCGGCTATGGCAGCAGGGGCTTTAGTGGAACTCATGGGGGGAACCCCTGAGCAATGCTTGACAGCT
+GCTTCTTTTGCCATAATGAACTTATTGGGACTGGTATGCGATCCGGTTGCCGGATTAGTAGAAATTCCCT
+GTGAGAAGAGAAATGCCTTAGGAGCTCTCAATGCAATGATATGTGCTGATTTTGCTATAGCGGGAATGGA
+CAGTGTAATACCTTTTGACGAGGTTGTAGAAACTATGTACAGGGTAGGAAAGGCTATCCCAAGTGCCTTA
+AGAGAAACAGCAGAAGGGGGGCTTGCCAAAACTCCAACAGCAATGAGACTTAAAAAAGAAATATTTGAAA
+AAGAAAAGCGGGGGGATTAAACATGGGAAATTTAAGAGAGAGAAGTGAAATAGATGAAAGATATAAATGG
+AGGTTGGAAGACATATATGAAAATGAAGAGTTGTGGGAAGAAGACTACAGGAAGGTAAAAGAGCTCCTAA
+AAGAGATTGTAAAGTTTAAAGGAAAAATTAGAACTTCTAAGGACTTATTGGAAGTTTTGAAGCTTAATGA
+CCAAATTGGGATGACAGCCAGCAAGATTTTCGCCTATGCCAGAATGAGAAGAGATGAAGATAATACCAAT
+TCTAAATATCAGGCATTGTCTGATAAAGCGATGAGACTTAATATTGAAGTCATGAGTGCTACTTCTTTTA
+TAGTTCCAGAGATTTTGTCTATTGAGACTGAAAAATTGAGGAACATGATAGAAGAATTAGAGGAGTTAAA
+AATTTATAAGCAGTATATTGAGGATTTAATTAGATACAAGCCTCATGTGCTTTCACCGGAGGAAGAAAAA
+ATACTAGCAGAAGCAGAGACACTGGCAGAATCTGTTTCAACTATATATTCTATGTTGAATCACGCGGACT
+TGAGATTCCCGACAATTAAGGACGAAAATGGTAATGAAGTGGAGCTTACTCATGGAAATTTTATAAGCTT
+TATGCAAAGTAAGGATAGAAATGTCCGAAAGGCTGCCTTTGAAGCACTGTATGATACTTACAAAAAATTT
+ATAAACACTTTTGCTTCTACTCTGGCTGGCAGTGTAAAGAAAGATATTTTTTATGCTAAAGCCCGTAGAT
+ACAATTCTTCTTTGGAGGCTTCACTTTTTGAAGACAATGTCAGTGTAGAGGTTTATAATAACCTCATAGA
+AACAGTACATAGTAGGCTTGATGTTTTACATAGATATGTAAGGCTTAAAAAGAAACTCTTAAAATTAGAC
+GAACTTTACATGTATGACTTGTATGTTCCTTTGATACAAGAGTATGATAAAGAGTTTACATATGAAGAGG
+CAATTGAACTAGTTTTGGAAGGCCTTAAGCCTTTGGGGGAAGAGTACATAGATTTACTAAAAAAAGGTTT
+TGAATCTCGTTGGGTAGATGTGTATGAAAATAGAGGCAAAACCTCTGGAGCTTATTCATGGGGTGCTTAT
+GGTACACATCCTTATGTGCTTTTAAATTTTCAGGGTAAATTAAATGATGTATTTACAATTGCCCATGAAA
+TGGGACATTCTTTGCATACGTATTATTCAAATGCGACACAACCATATGTGTATGCAGGTTATAAGATTTT
+TGTGGCAGAAGTAGCTTCTACCTGCAATGAAGCTATACTTATGGATTATCTTTTGAAAAATTCCAAAGAT
+GAAAAGGAAAGACTTTACGTACTAAATCATTTTCTCGAGGAATTTAGAGGGACAGTTTTCAGACAGGTCA
+TGTTCGCAGAATTTGAAAAATTAATTCATGAAATGGCAGAAAGAGGAGAGCCTCTTACGGCAGAGGTATT
+GAACAAAAAATATTATGAACTAAATAAACTTTATTACGGAGATGATATAGTAGTAGATGAAGAAATAAGC
+TACGAATGGGCGAGAATTCCACATTTTTATAGAAATTTCTACGTCTACAAATATGCTACAGGATTTTCTG
+CGGCAATAGCTATTTCACAGATGATACTAAATGAAGGAGAAAAGGCTGTGGAGAGATATAAAGAATTTTT
+AAAAAGCGGAAGTTCTGACTATCCACTGAACCTTTTAAAGAAGGCAGGGGTAGATTTGACTACTCCAAAG
+CCAGTGAACGACGCATTAGATGTTTTTGAAAAATTACTTGATGAGTTTGAAAAGATGGCATGAGACAAGG
+GGGACAAAAGGAACCGTCCCCTTTGTCTGGTGTAAAAAGAGGTGGGAGTATGGATGAAGTGATTGTTGAA
+TTGAAGGAAAGGTCTTATCCTATTTATTTTGACTATGAAGGTTTTGATAGAGTTGGAGATTTAATTAAAA
+AACATGTGAGAAGCAGCAAGACATTTGTTATTACTGATTCTAATGTTTATCCTTTGTATTTTGAAAAGAT
+TGAAGAAAGCCTTAGAAAAAGTGGATTCGATGTCTTATATGAAGTTATACCTGCTGGTGAGACGAGCAAA
+ACTATGGAAATGGCACAAAGACTTCTTGAGGTAGCTTATGACAGTGGTCTTTTAAGGGATAGTTCTATCA
+TTGCACTGGGGGGAGGAGTTGTTGGAGATATAGCCGGGTTTGTTGCTGCGACCTATATGAGAGGAATTGA
+TTTTATTCAGATTCCTACGACATTGTTAGCTCAGGTAGACAGCAGTGTTGGTGGTAAGGTAGCGGTAAAT
+CTAAAAAAAGGTAAGAATATAGTTGGAGCTTTTTATCAACCTAAAATGGTGTATATTGATACTTCAGTTT
+TGGGGACTTTGAATAAAAGAGAAGTTCTTGGTGGATTAGCTGAAGTAATCAAGTATGGAGTTATATGGGA
+CTTTGATTTGTTTACCTATATTGAAGAAAATTTGGGTGATATTTTGAGATTAAAAAAGGAGGATTTGACT
+TATATAGTTAAAAGGTCATGTGAGATAAAAGCTAAGGTTGTATCATTGGATGAAAAAGAAGAGAATTTAA
+GAGCGATATTAAATTTTGGGCATACAATAGGTCATGCTATTGAGGCTTTAACAGGGTATGAGAGATATAT
+TCACGGAGAAGCTGTGGCAATAGGAATGGCGTATGAGGCACGGCTTGCATTTAACTTGGGATATATTGAT
+GAAGGATATTTAGAGCGCATATTGAATTTAATTAAAAGAGCGGGACTGCCAGCTGACTATGAGGGTATTG
+AAAAGACGGATATGCTAAATGCCATAAAGCTTGATAAAAAAATGAGAGAAGGGAGAATAAATTTTGTTCT
+ACCTGTAGGTTTAGGCAAAGTGGATATTGTGAGTGTGAAAGAAGAAGATGTATTAAAAGTTTTGAAATAA
+GGCGGGTACACCGCTTTTTTTATTATCCTTTTATAAGGTTTATGAAAAATTTACTTGACTTTAATTAGGC
+AAAGTATTAAAATATCAGCAATATAGTATGATAAGGGGGTGTAGGATGAAAGTTGGGTATTTAGGGCCTA
+AAGGTACTTTTTCTGAAGAGGCTGTTTTTAAATATATAGAAGGAATGAAAGAGTGTGAAGCTATAGAGTT
+TGCTACCATCCAAGATGTAGTTAAAAGTGTAGCGGAAGGGACGTGCGATGAGGGCATTTTGCCTGTTGAA
+AATTCTATTGAGGGTTCTGTCAATGTATCACTGGATTTGTTGATAAACGATGCCGAGGGTATTTTGGTCA
+GAGGAGAGGTGATAATTTCTATTTCACAATGTTTGATTTGCGATGACTTTATTGACTTTAAAGATGTACA
+TTGTATACTTTCTCATCCTCAGGCTCTTGCCCAGTGCAGGGAATACATATTGAATAATTTCCCAACGGCT
+GAAGTAAAAACTACAGAAAGCACTGTAAAGGCTTTGTTAGGGGTAAATGCTAAAAAAGGGATAGTTGCTA
+TTGGGCCGGAAAGAGCTGCTTGGCTTTACAACCTTAAGATATTAGAAAAAGATGTGCAGGATATAAAGGA
+GAATTACACAAGGTTTCTGGTTATTGCGAAAAGAGACAGTGACTATACAGGGGAGGACAAGACTTCAATA
+GTTTTTTCTGTGCCGAATGTTCCTGGAAGTTTGTATAGGGCTTTAGGAGTGTTTGCAGAAAAGAATATCA
+ATATGACAAAAATTGAGTCAAGGCCTTCTCGCAAAAAGTTTGGGGAGTACGTCTTTTGGGTAGATATAGA
+AGGCCACAGAAAAGAGGAGAGGATAAAAGAGGCTTTGGAAGATCTGAAGATAAAGGCAGATTTTTTGAAA
+GTGATAGGTTCTTATCCAAAGTTCAAGATGGGAAAATAAAGGGAGGAGAAGAGGTATGGTAATTGTAATG
+AATATAGATGCTAGTGAGAAACAAATTTCCGAGATTACAAATCTTTTAACTTCTCTCGGGCTGGGTTATC
+ACATTTCAAGAGGGGAAGAAAAAATAGTAATAGGTGTGATAGGGGATAAAAGGAAACTTGATGGAAAAGC
+GATAGAGATGATGGAAGGAGTAGAGAAAGTAATTCCAATAGTCGACCCTTATAAGCTAGCTAGCAGGATA
+TTCAAACCAGAGCCTACTATTGTAAAAGTTGGCGATATTGAAATAGGAGGCAAAAATATTGTCATAATGG
+CAGGACCTTGTGCTGTAGAGAGCCGAGAACAGCTTTTTGAGAGTGCTATGGCAGTGAAAAGGGCGGGAGC
+TCACTTTTTAAGGGGAGGGGCATATAAACCCAGGACCTCGCCTTACTCTTTCCAAGGGTTAGAGGAGGAA
+GGATTAAAAATGCTCAGTGAAGCGAGAGAGCTTACGGGTCTTAAAATTGTCACGGAAGTGATGGACGTGC
+ATTCAGTGGAAAAAGTTGCGGAGTATGCGGATGTCCTTCAAATTGGAGCAAGAAACATGCAGAATTTCTC
+ACTTCTTAAGGCGGTAGGGAGGATGAATAAGCCTGTACTTTTAAAAAGGGGGCTTGCCGCGACTTTGGAG
+GAGTGGTTGAGCGCTGCAGAGTACATCTTAAATGAGGGAAATAAGGATGTAATTCTCTGCGAAAGAGGTA
+TAAGGACTTTTGAGACTTATACCCGCAATACTTTAGATTTGAGTGCGGTTCCAGCCATAAAAAAACTGAG
+TCATCTACCTATAATAGTAGACCCCAGCCATGGAACTGGTCGGTGGCACCTTGTGCCTTCCATGGCCAAA
+GCGGCTGTTGCTGCAGGAGCGGATGGACTTATCATAGAAGTGCATCCTGACCCTAAAAATGCTCTTTCTG
+ATGGGCCTCAATCTTTGACCCCAGACAACTTTGAAAGCTTGGTGAAAGAATTAAAAATTATTGCTGAAGC
+TGTAGGGCGGGAACTGGCATGATAGAGAAGGTAGCTGTTGTGGGACTGGGCCTTATAGGCGGGTCTATCG
+CAAAAGCTTTAAGAAAGTATACAGATATAGATGTTGTCGGGGTGGATATTGATACAAAAACTTTAGATAA
+GGCTTTAAGAGAGGGTACAATTTCTGAAGCCTTCAGGGAAATAAATTTTGCACTTGATGTAGATGCTCTT
+TTTATCTGCACTCCTGTTGGTAAAATAGCTGATAGTGTTAAGAAGATATATCCTCATCTTAAAAAGGGAT
+GCATAATAACTGATGTTGGGAGCACTAAAAAAGTTGTCATGGAAGAGATAGAAAAATTTCCACCTTCGGA
+TTTTTACTTCATTGGAGGGCATCCTATGGCTGGCACTGAAAAGGCAGGGTACGATTATTCTCACCCTGAC
+CTTTTTGTAAATTCTTTTTATTTCTTGATTCCTTCTAGCAGTGTGGAAGAAGGGATTTTAGAGATTTTTG
+TAAAAGAAATAATAAAAAAGATAGGTGCAAAACCTGTCATTGTAGATTATAATGAACATGACAGGATAGT
+AGGAGTTATAAGCCATGTTCCTCATATAGTTTCTACGGCACTTTCTAATTTTGCACACAGAGAATGCAAA
+GATGCCTTAAAATACGCTGCAGGAGGATTTAAAGATACTACGAGAATCGCTCTTTCTCAGACTGAAATGT
+GGAAGGACATAATTTTTAGCAATAGAGAAGTGGTTCTTGATTTACTAAGAAATTATAAAAACCTCCTCGA
+AGAATTTGTGTATCATCTGGAGAGAGGAGATGAAGAGTTTTTAGTGGACTTCCTTGACAAGGCCCGAGAA
+TGCAGAAAAATACTAGAGGTATGAGGTGAGAAAATGGATGTAGAGGTAAAAAAGAAAAACAGCTTAAAAG
+GTGTTATTTCTGTCCCGGGAGACAAATCTATATCTCACAGAGCTGTTATGATAGGTTCAATAGCTGAAGG
+GCTAACAGAAGTAGAAAATTTTCTTGTTGCTAAGGATACTCTTTCTACTGTAGAGTGTATGAGAAAACTG
+GGTGTAGACATTAAATTGGAAAGAAATAGAGTGAAAGTGTATGGAAAAGGATTGTACCTTAGTAAGAGCA
+GTGAAGTGTTAGATGTAGGAAATTCTGGGACAACAATTAGGCTTTTGATGGGAATACTTGCAGGGCAAGA
+GTTTGAGACAATACTCACAGGGGATGATTCTATCAAGAGGCGGCCTATGGGAAGAGTGATAGTGCCTCTT
+ACTCTCATGGGGGCTAAAATAGAGGCAAGGGAAGGGAATTTTGCTCCTGTCAAAATAAGAGGTGGAAAAC
+TTCGAGGAATAGAGTATAAAATGCCTATTGCCAGTGCACAGGTTAAATCTAGCATAATGCTTGCAAGCCT
+TTATGCAGAAGGAAGGACAGTGATTGAAGAGCCTGCTTTATCGAGAAATCATACGGAGCTTATGCTTCAA
+ACTTTTGGTGCAAGGATAGAGATAGATGGAAAGAAAATATTTTGTTATCCGGGAAGTAAATTAAAAGGGC
+AGAAAATTATAGTGCCTGGAGATATATCTTCTGCTGCCTATTTTATAGTGGCAGCAAATTTGCTTCCTAA
+TTCAGAGGTGGTTATAAAAGATGTGAATGTAAATCCTACGAGAACAGGAATTATAGATGTTTTAAAAGGT
+ATGGGAGGAAATGTTGAGCTTATAAATGAAAGATATGTGAATAATGAAAAAATAGCGGACATTGTAGTTA
+AAAGTTCTAAATTAAAGGGTATAGAAATCGGCGGAGACCTTATTCCTAAGCTTATTGATGAAATTCCTGT
+TATCGCAGTTGCAGCAGTTTTTGCTGAAGGAACCACTGTGATAAAAAATGCAGAAGAATTGAAGGTAAAA
+GAGAGCAACAGAATAAAATCAATGACATCAGAGCTTGGGAAAATGGGAGCTAAAATTTTTGAGACAGAAG
+ATGGAATGATTATAGAAGGGACAGGCTTTTTAAGAGGAGCCGAAGTTGAGAGTTACAACGACCACCGTGT
+GGCCATGTCCTTGTGGATTGCTGGCCTTTTAGCAGAAGGTCGGACCATAATTAAGAAGGCTGAATGCGTC
+GACGTTTCATATCCCGATTTCTATAAGACATTTGATATGCTATAATTTTATTGGTGATGGCCAATGAAGG
+AAAAGATACTGATTGTAGAAGATGAAAGACAGATAGCGCGTTTTTTACAATTGGAATTCGAACACGAAGG
+CTATGAAGTAAAAATAGTTTACGACGGAACCTCAGGCGTGAAAGAAGCTTTAGAGGGCGATTATGACCTT
+GTGCTTTTGGATATAATGCTTCCAGGAATGGATGGATATGAAGTTTTGAAAAAAATAAGAGAAAACTCTG
+ACATACCTGTTATAATGCTTACAGCAAAATATGAGGTGAAAGACAAGGTAAGAGGGCTAGACATTGGTGC
+AGATGACTATGTAACTAAGCCTTTTTCTATAGAGGAGCTTTTCGCTAGAGTGAGGGCTGCATTGAGAAAG
+AGAAATCCCAGTATTAAAAAAGATGTGCTGAAGTTTGCTGGTATTGTTATGGATTTGACTACTCATGAGG
+TCAGGAGGCAGGGAGTAAAAATTGACCTTACGAAAAAAGAGTTTGACCTTTTAGAATTTTTAATGAGAAA
+TGCGAATATTGCTCTTTCTAGAGAAAAAATTCTGCGGTCAGTTTGGGGATATGACTATTATGGGGATACC
+AATGTAGTAGACGTGTACATAAGGTATTTGAGAAGCAAAATTGACGACCCATTTGACAGAAAATTGATTC
+ACACTATAAGGGGAGTAGGTTACAGTTTGAGAGATGGTGAAGATGAAGATTAAATTGTTACCTCAGCGCA
+TAACTTTAAAAATAGCGCTTCTTTATTCAGCAGTTTTTTCATTTGTGCTGATTTCTTTGAATGCCTCAGT
+GCTTTACACTTTGAAGTATTACCTTATATACCAATCAATGGAACAGGTGTCAACTCAAGCAGAGGTTATA
+AAGGCAAAACTTAGTGAAGCAAAACAAAATATGGACGGAGCTTTAAAAGACACAGCATTTTCTGGGATAC
+CTGATGAAAATATTTATGTAAAAATATTTGATTCAAAAGGGCGATTGCTGTATTTATCTAAAAAATTAGA
+AAGAGTTGCGATTCCATATAATACTAATCTAGAAGTTCCTGTTAAGGTTGATGAATTTGATAAGGATTTA
+GTTTACTTAAATACAGTATTTAAAAAAGGCGATGCTACATTTTATATACAAGTTATAAAGGATATGAAGA
+ATGAGTACGCTTTTTTAAAGCTTCTTTTTATTTTGATGTTTTTTGCTGATGGAGCTGGTATTTTCATTTC
+ATTTGTGACAGGTTATTTTGTTACAAAAAGGGCATTAAGACCTGTAGATTACATGATAAAAGAAGTGAAA
+GACATAGATGCAAAAGGCTTAAATAAAAGACTTAAAGTTTACGGAGAGGAGGATGAACTCACAAGGCTGG
+CAAAGACCTTTAATGACATGTTGGACAGGCTTGAAGAGTCTTTTGCGCGTCAAAATAGATTTGTGTCTGA
+TGCCTCCCATGAATTGAGGACTCCTATTTCTGTCATAAAAGGATATATTGACATGCTAGATAGATGGGGA
+AAAGACGACAGAGAAGTATTAGAAGAAGGAATTAAAGCCATAAAGAAGGAAACTTTAGAGATGGAAAGTC
+TTGTTGAAAAACTTCTTTTTTTAGCGAAGGGCGATGACAGGTCAATAAAGCTGGAGAGGGAAAGTTTTGA
+TTTGAAAGAGATAGCAGAAGAAGTGGTCAGAGAGATTAAACTGATTTACGAAGGAAAAAATGTATCATTA
+AAAGGGGAAAATGTGAGAATAAATGCAGATAAGAAGCTTATAAAAGAGGTTTTGAGGATACTCCTTGATA
+ATGCGGCAAAGTACACCTCAAAAAATGGCAACATAGAAATTGAAATAGGAAGTGGTGACGAGGCCTATAT
+AAAGGTTAAAGACGATGGGATAGGAATACCCGAAGAGGATTTGCCGTATATTTTTGAGAGATTTTACAGA
+GTAGACAAAGCTAGGTCTAAAGATACAGGGGGCACGGGCTTAGGTCTTTCTATCGCAAAATGGATTGTAG
+AGGAACACGGTGGAGTGATTGGGGTAAAAAGCGAGGTAGGGAAAGGAACGGAGTTTACCGTGATGCTTCC
+GCTTATCAATGACAGCAAATGACTCTATTCCCATCAGTTTAATATGGACAGAGTTTTTGTATTCCGTGTA
+TAATTTAGTTAAAACATGCCGAATCCCCGATAAGGGGTACGGGGGATGTAAATTTGGGGTGAATCCACGT
+ATTGTGGTAGGGTGGCCCTCACCCGAACCCGTCAACTAACCTCGGAGGCAAAGGGGGTAAATCATGTCCA
+AAGTTCACCTCAAAGTAAAGCCTCTCATCGCATTAATTATCGGAGGACTATTTTTATTTCAAGCTGCCTT
+TGCCGCTACTTATACTGTGAAACCAGGAGATACTTTATGGGGGATAAGTCAAAAATACGGCATTACTTAC
+ACTAAATTGATGGCTCTAAACGGGTTACAGACTACTACAATATATCCTGGCCAAGTGTTGCAAGTGCCTG
+GTAATGATAACACATATGTGGTTCAAAAAGGCGATAGCTTGTACTTAATAGCTAAAAAATATGGAATTAC
+CGTAGATGCGTTAAAAGCTGCAAACGATTATAAAAGCGATATCATATATCCAGGTCAGGTGTTTATCATA
+CCAAAGCCTGTTAATTCTTCCTCTCGAACATATAATGATGTCAGCAGAGGTTATGTTCAAAGGAGTGTAA
+TACCTTACACTCCAGAGGAATTTGACCTTCTTGCGCGACTCGTTACAGCAGAAGCGGATGGAGAGCCGTA
+TCAGGCTAAAGTAGCAGTAGCAGCTGTAGTGATAAATAGAGTGAAAAGCGGTATTTTTCCCAATACTATA
+AAAGATGTCATATATCAAGTGGATGCGTGGGGGAATTACCAATTTACTCCTGTACTCAATGGCTGGATAA
+ATAGGCCTGCATCTACAGATGCTATAGCTGCTGCAAGAGATGCTCTAAATGGCATTGACCCCACTAATGG
+AGCTTTATATTATTTTGACCAGAGCTCCACTAATGCCTGGTTGTGGTCCTTACCCATAGCGGCAAGAATA
+GGCAATATGGTTTTTTGTTACGGGAAATAAAGCGATGAGAGGGGTAAGAGGCGGAGTAACCGCCTCTTTT
+TTACTTTTATTTGTAAAAGAGCTTATATAACAGGGAAAAGGCAAATGCTATAAAAACTGCAGAAGATATG
+TATTTTAAATAGTTGTGAGAAATTTTTTTATTGAAATAAGAACCTATAATTATTCCTATCACATCTGCCA
+TGAACATGCCTAGAGTTGTTCCCAGAAGTATATAAAAAGGCTGACGATAGGAAGCAGTTAAAGCAATAGT
+GGTCAGCTGTGTTTTGTCTCCAAATTCTGAAAGGACGTAAGTGATTATTATAGTTAAAAGAGGAGGATAA
+TGAGAGGTTATTATTTTTCCGTTTTCTGACTCTTTATGGCTCAGAGAAAAGACTCCAAAAAATAAAACCA
+AAAGAGCAGCCAAAAATTTCATATAAAAGTTTGGTATGTGTTCTCCCATATATGAACCAAATAATACTGC
+AATACCGTTATTTATTAGTGCTGCAATTAATACACTTACTAAAACGGTTCTGGCTTTGAATAAAGAGGCA
+AATGCTATTGACATGAGTTGTGATTTGTCTCCCATTTCAGAAGCGAATACTAGAAAAAACGAGGTAAACA
+ACGTTTCCATTTTAGTTCCTCCCAAAGTATTATACAGTAGTTATTGTAAAAAAATTATCTTTTCGTGTCA
+ACTTGTAAGTCAGTTGTTTTAACACCTAAAAAATGTTATTTTTAGATTAGAAAAATTTTGGAGGTGTTTT
+TATGTATTTAATAAATTACACTTCTGATGACTTTCAAAAACATCTGCAAAAATCAGATACAGTAATAGTG
+CCTATCGGTTCTGTGGAAGCTCACGGTCACCACCTTCCTCTGGGTACAGACATTTTTTCCCCCAGGCTTT
+TTTGCCAGATGATTGAAGAAAAAATTGGTGATTATGTGTGGATTGCTCCTGAGATACCCTATGGTCAAAG
+CTATGACCTTTCAGTCTATCCCGGAACAATTCACGTGCCTTCAGAAGTATTAGCAGAATACGTATATGCT
+GTTGGAAAAAGCTTGTATGAAAACGAGCTTAAAAAGCTTATATTTTTAAATGGGCATGGAGGAAATATCA
+ATGCTTTGAACCTTGCCAGTGAAAAACTGGCGCAGCTGGGTATGACGGTGTTGACAATAAACTGGTGGTT
+AGACTTTTCAAAAGAGATTCTTACCATCACAGAAGGGCAGGGACATGCGGGAGAAGACGAGACGTCGGCT
+ATTTTATATTACGATGAGAGGCTTGTGCAAATGGACAAAGCGACAAAGAATTTCAAGAAACCTCTTTACA
+GGGTTTATTTTAAGGACAGGGGAAAAATACTTTATGAAAATGCTATGTCAGGTGATGCTACACTTGCTAC
+AAAAGAAAAGGGGGAGAAAATCTTTAAACTTCTGACAGAAAAGATTGTTGAAATAATTTTAAATGTGCGA
+AATGGAAAATACATTGCAGATTAGATAAATTGCCAGTTTAGTTGTCTTGTAACGAATTACATTTTTTCTA
+TTTAAAAAGTTGTTTGCAGTCTAAGCCGTAAAAGCTATTTAGCTTTTATGGCTTTTATTTTGAAATTTTT
+TCTCTTCTAAATTGCATTTTTTATTGTAGATTTAACTTTTTCGTGGTATAATATAAACAACTATTATAAC
+CTGGTATAATGATTAACTTATATGGGGTGAAATTATGATTAGAGAGGATATATTTGGGAACTATCCTCAG
+ATAGCTCACAGCGCTTATGTAGATGATACAGCGATTTTAATAGGTAATATTGTGGTGGGGGAGAATGTAT
+ACATTGGGCCCAATGTCGTCATAAGAGCAGATGAAGTTGATGAAAATTACAGAGTAGGCAAGATAGTCAT
+AAAGGATAAAGCAGCGATTTACGACGGAGCAAATATCAATACCACAGGGGCTTCTGAAATAACAATAGGA
+GAAGGAACAGTAATCTCCAACGGCGTCATAATTAAAGGAGAGTGCCACATAGGAAATTACTGTAGTATAA
+ATGTAAAGAGCATAATATTTAATTCCTATATAGGCGATAATTGCTATGTAGGGATAAGCGCTGTGCTGGA
+AAATGTAAAAATGCCAGAGAATACTATGGTGGAATCAGGTGTGTTTTTAAGGGAAGATAACATAGCTAGT
+TTGATAAAACCTGTCCCTGAAGGCAAGATTAATATTGCTGGAAAAATAACTCTTTCAAATAAAGTCCTGA
+TAAACTGGTACAAATTATCAGGATATTAATCATTTTTCTTTTTCCAGAAGTCTCCATGCTGTTTTATCAA
+TGAGGCTTTTTCCTGAAGTAGTAAAGGTAGAAAGGTAAATTGCGTCAAAATCTTTATCTACAGGAATAGA
+TATATAAACTATTCCATTTTTTATATAGCCTTTTCCCTCTGAGGAAGAAATTTTTCCATTTTTAAATCTA
+ACATTTATTCTGCCAATTTCACTGTGGTCTTTGAACAGTATAGCGTTTAAATTGTACTCATATTCTTTTT
+TCGCATTATTTCTGCATTTTATCGCTGTGGTTAAGATATTAGTTTTTACATACCCGTATACGGCCGTGAT
+ATCTACACTGCCATTTTCATAATCTCTTAAGTTATCTCTTTCAGGATCCAGTATGATTTTATATTCTTCG
+AAGTTCAAATTTTTGTTGTACTTTCTCAATGTGCCATTTCTATAAAAGCCGTAAAGCTCTGTTTTTCTAT
+CAAAAGCGAGTAGAAAATCTTTCATTACTTTCATTTGGGTTTTGTACATGATTATAGCTTTACCTTTTTT
+CTCTACCTCCTCTTCAGAAAGAGGATATAAGTGCCATTCTGTACCTGTTTTTAAAAGAGGTTTAGGAGGG
+TTTAGATTTAAATGGGGGTGCTTCCCTAAAGGCAAAGGCCAGTCAGTGCGATGAACAATGTACAAAAACT
+GAGGTATTTGGTCTTTTTTCAGCGTGTACAGTGTGTATTTTACAAAGCTGTTTGTTGCCCAATGGTCTGG
+ATGAAGTTCATTCGGATGAGGATAAACAACTAATGTAGGGTTATACTCTTTTATGATTGATTTCAAATCT
+TTTAAAACATTTTCTCCTTTATGTTCTGTGCCTTTTGAATAAGAGTTTATATAAGGGCTGTGAGTTTTTT
+TAGTTCCTGCGCTTTCTAAAGTTCTTTCAAAATTTTTCCACCATAAGAGTACCAGACCTTTATCGGGATA
+TCCCAAAAATATGATGTTTTCTTCTTTGACTCCCAGATATTTCAGAACGGAAATAGTTTCTCTCTGTCTT
+TCATATCCTAAGCGCAAAAAATCATGAGGAGTAGGTTTTATAGTATTGTAATTTTCTATCACTGCCCTTT
+TAAAGGAATCTCCATTGGTCATCACTACCACCTTCACTTCTCCGCCGTACTTTAGGGTATCTTGAATTAA
+GCCTCCAGCTGCTAAAGTTTCGTCATCCGGATGTGGTGCAATGATTAATACCCTTTGATACATAGAGGGA
+ACAGGGTATAATTTTTTTACAGCACTTTTTCTTTCGTAATTGTAACTGCTAATCTCTATTGAACCGAATA
+TTGCCAGAATAATTAATAAAAATACAGCAACATGTCTTACTTTTTTTGACATTTTTCTCCCTTCCTTTCT
+GCCTTCTAGACTTTATTATTTACACTTTCCAGCCCTTTTATGGTATAATAGAGCCGAGAAATGAAATAAC
+AGAAAATTAGTGGGGGTCAAGATGATGAAAGTGATGATAGTAAGAGACTATGATGAAATGAGCAGAAGAG
+CTGCAGAAATTGTAAAAGAGCAAATTCTGAAAAAACCCGACACTGTTTTAGGGCTTGCCACAGGTTCTAC
+TCCTTTGGGCATGTATAAGTATTTAATAGAAATGCATAAAAATGGTGAAATTGATTTTTCAAATGTAATT
+ACTTTTAATTTAGATGAGTACATAGGACTTTCTCCTGACCATCCGCAAAGCTATCATTATTTCATGTATG
+AAAATTTATTCAATCACATAAATATTAAAAAAGAAAATATACATATTCCAAATGGAGTCGCCGAAGATTT
+AGAAGAGGAATGCAAAAGATATGAAAGGGAGATAAGGAGAATAGGCAGGATTGACCTGCAGATACTAGGT
+ATTGGGGTAAACGGCCATATAGGTTTTAATGAGCCAGATGAAAGCATTGAAACGAAAACCCATATAGTGA
+CGTTGACGGAAGAGACTATAAATGCTAATAAGAGGTTTTTCAAAAGCATAGAGGAAGTACCAAGAAGAGC
+AATCACTATGGGATTGAGCAGTATTATGAAGGCAAGAAAAATTATGCTTTTAGCATCAGGAAGTAATAAA
+GCTAAGGCGATAAAGGAAACTTTAAAGGGGAGATTGACAACAAAAGTACCTTCTACTGTTTTAGCCCTAC
+ATCCTGATGTCACTATAATAATAGATAAAAGGGCAGCTTCTCTTCTCACGGATGAGGAGCTAGCCAATGT
+GGAATTGATAGATTAGGGCGCAAGCCCTTTTTTATTTTGTATAGCTTTTTACTTTGGGGTATAATAGGTT
+AGAGGATTACATAAATTGGCTTAATAGTGGTGAGAAAGATGATAAAGATGTTTTTAAAAGGATTTGAACT
+TTTAAGCCATAACAAGTGGAATAGGGAAAGAGTTCTTAAGTACAGTGAAAGGAAAATGAGAGAAATTGTA
+AAATATGCTTACAATTCAAGTAGATTTTATAAGGAATTTTATACAGAGCATGGGATAAAAGAAAAAGACT
+TAGATGTCATACCAATTGAAGAATTGCCTATGATAGACAAGGATTTGGTTAAAAACAATTTTCTTGAGAT
+AATAACTGGCAATATATCTATGAAAGATATAGAAAATGCTATTAAAAGTGATGAACTTATGGTTAAAGTA
+GGCAAATATATCCTTGTTCATACTTCGGGAAGTACAGGAAAACCATGTAATTTTCTTTATGACGAGGAAG
+GAATTGATACAATAGAGGCGAATATGGTTCGCATAAGCGTAGGAGGTAAAAATTCAATTGAGCTTAAAGA
+TTTTCCCATAAAAGTGCTGTACATCGCCGCTGTAGGAAGTGGTTATGCTGCTACAACTCTTGCAATGAGT
+GGAATTAAAAAGTATAAAGCTAAAAGCATTGTAGTAGACATAAAAGAACCTATTGATACTTGGAAGGGAA
+AAATTGAATCTTTTAAACCTGTGTATGTAGCTGGCTATCCTTCTTGTGTAAAAATACTGGCGGATATGAA
+AGAAAAGGGAGAAATTGATATAAAACCTAAAAAGGTAATAACAGGAGGAGAGCCTTTAAACAAAGAAGTC
+AAAGAATATTTGGCTTCTGTCTTTGACGCCGATATAATAGACTATTATGGCTGTACTGAGTCCATATTTT
+TAGGAATGGGATCTAGCTGGTATGAAGGCATGTATTTGATGGATGACATGAATTATGTGGAAGTAGATGA
+ATTGGGCAGACTCATCATAACTCCTCTTTACAATAAGGCTTTTCCTCTCATAAGGTATAGATTGAAAGAT
+GTGGTAGAAGGCTTTGACAAATTTCACAAAGGCGTTTTGCCTTACACTTATATCAAAAGAGTTGTTGGAA
+GAGAAGAAGAGATGATGTGGTTTAAAAATGAAAAAGGGGGAAGTGATTTTCTCCATCCGCTTTTTATTGA
+TGACCTTGACGTTCAGGGGCTAAAGGAATATCAATTTGTCAAAACTTCAGAGGAAAGTTTTGTGTTAAAT
+TGTGTAAAATTTGACGATTACAGCAGTGACATAGAAAAGCAGATAAGAAGGCAAATCGATGAGTTTTTGA
+TGAAAAAAAGGTTAAGAAATGTGAGGTATGAGATACGCTTTGTAAAAGAATTGCAAATCGATAAAAAGAC
+AGGGAAGGCGAAAATGGTCATAGATTACACAAAAGATAGAAGGTAATTTTTAGCTTTTTTATTGTTATTT
+TCAGAAGAATGTAATATAATATTTACTAGTTATACCCCATAGGGGAGGGAGGTGTACCTGTGCCAATTTA
+CACTGCTTTTGCGGCAGGGATTGTTTCTTTTTTGTCGCCGTGCGTTCTTCCGCTCATTCCCGCTTATGTT
+TCCTATATTTTCGGCAATAGAAAGAACAATATAGTGAATTTGATTCTCTTTGTACTGGGGTTTAGTTTAA
+TTTTTGTGTTGATGGGAGCAACTGCAAGCCAATTGGGGAAACTTTTTTTATCTTATAAAGATGCTTTTAG
+GAAGATTAGCGGGATAATAATAGTAATTTTTGGGCTTCAGATGACAGGACTTTTTAGGCCTCTTTTCTTG
+AATAAAGAAGTGAAGCTAATAAATATGGAAAATATACAGACAGGCTATATAGGTTCATTTATACTCGGGG
+TTACATTTGCAGCAGGCTGGACGCCCTGCGTAGGTCCTATTTTGGCTTCTATTTTGTTATATGCTAGTTC
+TGTAAGTACTTTAAGCGTAGGGGTAATACTTCTTTTTGCCTATTCTATGGGGTTAGGGATTCCTTTTATT
+GTTACAGCCCTTTTGATTGACAAGTTTAAAACCATGTACAAGAAAATTAATAAGATACTTCCCTACATAG
+AAGTCGCAAGTGGTGTTATTTTGATAATATTTGGCATTTTACTGTATTTTAATATGCTTATAAAAATAAC
+AGGATATCTTTATTAAGAGGTGGTAAAAGTGAAGAATAAAAGTTTAATTTTTACAATTGTTGCAATTGCG
+CTTATAGGAGCTTTGATTTTTGTTTTAAATAGCTACACTAAAACCGCAGAACCTACCCCTTCAAAAGTGG
+AAAATCAAACTAAATCAAATTCTTCCAATGAGGAGCGCAAAGTAGGAAATGAAATAGGGGATATAGCTCC
+TGATTTCACTTTAAAGGACCTTAATGGCAATACTGTTACCTTATCAAGTTTGAGAGGAAAGAAAGTAATA
+CTCAACTTTTGGGCTACTACTTGCCCTTACTGTAAGATTGAGATGCCTGCTTTGGATAAGTTTATAAGGG
+CGCATAAAGATGACACTGTTTTGTTGGCTATAGATTTAGGGGAGAGCGAAGCGAAAGTTAGACAGTATTT
+AGAAGGAAAGGGATACCAGTTTACTGTGCTTTTGGATTCAGATTTGAGCACAGCCTACGATTATAAAATA
+CAGTTTATACCGGTTTCTTATTTTATAGACAAAAATGGGGTAATAAGGGCCATCAGCAACGGGGCTATGA
+CCTACGATGAAATAGAGGAGTACTACAAAGCGCTTTCAGAATAAAAAAGAGTATCTCTCGTGGGGAGATA
+CTCTTTTTTATGCGATTACATTTAGAGCCTGTCTGTAATTTACCACCTTTATATAATTTGCCTCTGGGTC
+TTCTGTGCCTTGAATGCTTAAATTTGCCTCTTTCATTTTTTCGACGTATTCTATAATTTCCATTGTTATT
+CTTTCGCCAGGGCAGAGCACTGGTATTCCAGGTGGATATGCCATTAAAAATTCTGCGCTTATCTGCCCTA
+CACTTTCTCTCAGAGGAAGAGCCACTGTAGGAGCGTTAAAGGCATATCTAGGTGAAACTACTAATTCGGG
+AATTTCTGGAATATCTATTGGCTTTGCTACTTCTATGTTTTCGTCGTACAATTCGTCGCTTATCTCTCTT
+AAAGCGCGAAGCAAGTAATCTACTTTTTCTTTTGTGTCTCCAATTGAGAATACGCAGAGGACATTGTACA
+TGTCCGAAAGCTCTACTTGAATGTAGTATTTTTCTGCTAAGATTCTTTCCAGTTGATGCCCAGTTATACC
+TAATCCTTTGGCAGTTATGGTCACTTTTGTAGGGTCAAAATCATAAGCGCCATCGCGACCTACTATTTCT
+TCGCCAAAGCAGTAAAGCCCTTTAATTTTATTTATCTCTCTTCTGGCGTATTCAGCTAATTCGATAGTCC
+TGTCCAGAAGTTCCTTTCCTTCTGTAGCCATTTGCATTCTTGCTACGTCCAGTGACGCCAGGAGTATATA
+TGAAGGGCTTGTGGTCTGTAATAAGCTCATCACCTGCTTTACCCTGTTTATATCTATCCTGTCTCCTTTT
+ACATGAAGCATTGAACTTTGTGTCATAGAACCAATAATTTTATGAGTGCTTTGAGCGCATATATCGGCTC
+CTGCTTCCATAGCCGAAATGGGCAATTTTTCGTTAAATTTAAGGTGAGGGCCATGAGCTTCATCTACCAT
+TAAAATTGCTCCATAATCGTGGACAATTTCAGCAATTTTTACTATGTCTGTAGAAACTCCGTAATAAGTT
+GGGTTGATGATTAAAACCGCTTTTGCATCAGGATGCTGTCTTAAAGTTTTTTCGACCGTCTCAGGGGTGA
+CGTTCAAGGCAACCCCGATATTTTTGTCAATTTCTGGCTGCATGTAAATTGGTATAGCGCCACTTAATAT
+GATTCCGGAGGTCACAGACTTGTGAATGTTTCTTGGTACAATGATTTTTTCATCTTCTCCCATTACGCTT
+AAAATCATAGCTTGGATGGCTCCAGAGGTTCCGTGTATTGAGAAAAATGTTGCGTCTGCTCCAAAAGCTT
+CTGCTGCCAACTCTTGAGCGTATTTGATAGGACCTGTTGGTTTGTGCAAGCTGTCTACTTGCTGAAACAC
+AGTTACATCCATTGAGAGCACATTTTTTCCAACAAAGTCTAGAAATTTTTTGGCCATTCCCTCCCCTTTT
+TTGTGTCCCGGTACGTGGAAGGGAATTGTATTATTATTCACATATTCCATTAGAGCGTCAAATAAAGGGG
+TTTGAGTTTGATCTAGCTTTTTCAACCCTTTTACACCTCTTTCATAGTTTTTAATCTTTAAAAAACCTCC
+GGATTGAAACTTATTAATAACTTCAATTCATTATAAGACATATCCATTCAAATTTCAATAATAAATTTTG
+CGTTGAGGAGTAAATTGTTTGTAAAATTTTTGTGACATCTAAAAGGCTTATGGCACTATACTATATACTA
+TGTTAATAAGCTTAAAATGTCAAATACATTTTATTGAAGGAAGAGGTTTACAGGCATAATTTCTAATTTG
+ATTTTTATTAATTTGCTTGTATAATATAAGAAAGTCGCTCAAAAAAAGGGGTGAATGTATGCTCAACAAG
+CATTTGATCGAAGAAAGTACGGAAAAATTGAAAAACATGGGATTTGATGTAGAGGAAATACAGGGCGAGG
+TTGAACAATTGATAGAAGAGTTTGAGGAGTTTGTTGATTATAAAGTAAAATATGAAGTGTATGATGAATT
+CAATATATCAAAAGACAGGATAAGTGTAGGTAATGGGGAATTTCTACATGGAGAATATGTGGTTGAAAAT
+TTGAAAGGCAGTGATTATATAGTTGCTGCAGTCATAAGCTTGGGGGAGGGGATTGAAAGCAAAATAAAAG
+AATTTTTTCAAAAAGGAGAGTATACAAAGGGATTTATTTTAGATACCATCTCAAATGTGTTTTTGGAAGA
+AGTTACCTTGGACTTTTGGAAGGACTTAAAGAAGAAATCGGAAAGTTACGGGAAGAAAATAACTCCAGTA
+TTTTTCCCAGGAAATAACTGGGATATAAAAAATCAGTTGGCTATTTTTAGGTTAGCAAGGGCAGAGGAAA
+TTGGGCTGAAGATAAATGAAAATTTTATGATATTGCCAGAGAAAAGCGTCTCCTTTGTATGTGGGATAGG
+GGAAAATGTTAAGACCTGTGAGATAGCAGCAAGTTGTGACAATTGCCCTTTAGTAGATTGTATATACAGG
+AAAAAAATTATGTCAAAACAGTTGGGGGAAAAGAGATACAAAGTCGTAGTATACTTTGAGGGGAAAGAAA
+AAGAGTTGGTAGCGAGAGAAGGAGAGAACCTTTTTTACTTGCTTTCAAGAAATGGCATATACTTACCTAA
+CTCTTGTGGAGGAAACAGGATTTGTGGCAAATGTAGAGTTAGAGTAGATAAATCTTATGAAGTTTCTGAG
+CAAGAAGCCTATTTTTTGTCAAGAGAAGAAATAGAAAAGAATGTAAGGCTTGCTTGTTTTGTAGAAGTTC
+ACGAGGACTTGAAGGTACAGGTCTTGTATAAAGAAGGCAAAGCCAGGATCTTGACTGAAAATAAGAAAGA
+TATTGAAGTGCCTCTTGATAGTCGAATAGATAAAAGACCTGTAGTTATTGCTTTACCTACGTTGGAAGAC
+CAAAGAGATTTTGTTGAAAGGGTGAAAGAAGCTGTAGGAGAATTTTTAGAGATTCCTTTGAGTGTGGTAA
+GAAATATACCTTCTTTTTTGGAAAAGGAAAATTCGAAGGTTACTTTGGTTTTGAGGAAAAGTGAGCTTAT
+TGCCATAGAAAGGGTAGATCTGGCAAATAAAAAATACGGGATAGCCTTGGATATAGGAACTACTACTATT
+GTAGCCTATTTGTATGACCTGGATTCAGGGAAACAGATAGATGTATATTCTTCTTTAAATCCTCAGAGAA
+ATTTTGGAGCAGATGTAATTTCAAGGATAGAATATGCCCTTAAAGAGAGAGATGGGCTTAATACTTTGCA
+TTTTCTGCTGATTGAAGAAATAAATAAGGCAATTTCAGAATTTTCTTGGAGGAATAAAATAGAAAGAGAT
+AATATTTACGAGATTGTAGCAGTTGGGAATCCCACGATGATACACTTTTTGCTGAAGGTGGATGTGAAGA
+ATATAGCTGTTTCACCTTATGTACCTACTTTTACTTCTATGATGGAGATAAAGGCTAAAGATTTGGGGAT
+AAAGATAAACGAAGAAGGGTATGTGATCACATTGCCATTGATTTCAGCCTATGTAGGTGCAGATACTATA
+GCAGCGGTGTTGGGCAGCAGAATGGATTTAGAAGAGGATATGAGCTTGCTCATAGATATAGGGACTAATG
+GAGAGATGGTCTTAGGCAATAAACATAAAATGATAGCTTCTTCTGCGGCGGCAGGTCCTGCTTTTGAAGG
+AGGAGGTATTACTTTTGGCATGCCTGCTCTTGAAGGAGCAATAGATCATGTAGATTTTGCTAAAGTTCCC
+CCTTACACTACTGTGGGGGGGAAAGAGCCAAAAGGCATATGCGGGTCTGGCATTGTAGATGCCATCTCTG
+AATTATTAAGGTATGGAATTATAGACAAGACAGGGCGAATTGTAAAAGATGTGGAGCTTTTTAAAGAGAG
+AGTCGGGGTTTTTAAAGGAGAAGATGCTTTTTTGATAGGAGGAGATATATATATAACGCAAAGAGATATT
+AGGCAGATACAGATGGCAAAAGGGGCTATAAGGGCAGGAATTGACATCATGCTCAAAGAAATGGGAATAG
+ACGTAAAAGATGTTAAGAAAGTATTTTTGGCGGGAGGTTTTGGGAATTACATTTCACCTAAAAGCGCTGT
+TGAGATAGGCCTTATACCAAAAGAGTTGGAAGGAAAAGTTTTACAAATAGGAAACAGTGCGGGAATGGGG
+GCTGTCATGTGCCTACTTTCAGAAAAAGAGTTAAAAAGAGCTGTTGGCCTAAAGGACAAGATCAGATATA
+TAGAACTTTCTACGCATCCTGATTTTCAAAAGAAGTTTATGGACGGGATGTATTTCTAAGTAAGGAAATT
+AAATCGTGGAAAATTAAGCTTAAGTTTGGAAAAAGCAAGGGAGTCTTATTGGAATATTTGAGGTAATCTT
+CTTTGAAGAGCCGACAAACAAAAAGGCAACTTTCAATGGAAGCTTCAGATATTGCAAGTTTTTCAACTCC
+TTTTAGTATAGTATCAATGGAATCATAACATTTTTCGGCAAAGTATCAAAGTAGGAGAGAAAAAGGTATT
+GAAATTTTTATTAGTCTGTGGTATTATATCAAATGTAACAGTTGCCGAAGTGGTGGAACTGGCAGACGCG
+CTGGACTCAAAATCCAGTGGGGCTCACACCCCGTGCGGGTTCGACTCCCGCCTTCGGCACCAGCTTAAAA
+ATCAAGGTTTCCAGAGTTTTGAACTTTCTGGAAGACCTTTAAATATAGACCCAGTAATGCAATTAGATTA
+TGCTTTAAAGGGTATCCCTGAAGAGGATACCTTTTTTTATTGCTTGTTGCAATACCTGTTAAATAATTAC
+ATACCGCTAACCGTATATAATAGGATGTCACCATGATACATGAATTAAAGGCAGAAAGTAAGAGTGTTCA
+CTGATTGAGCGAAAAAAATAGCTTTTTTGGGAAATTTAATTAAGAAAATATCTTAGAAAAAAGGTATACC
+TGAAATGAAATCTAGTCTCCAAAAAATAATAAAGTCTGTCCTATGTTTATCAAGCAGTAGTTTATAATGG
+GCATTTTAAGTTTGGAGTTACAATGGCTATTATGATGAGAAATACAGTGTTTGCAGAAAATGAATAGTTG
+GAATTGAATGAGTTGTGAGCTTAGGCTATTCTTGTGCCTTAAAAGGAAACGGAATACTTTTCTATTAGCA
+ATTTTTTCTGTGTGTAAAGGGACTATTAAAAATTTGGAATTAACTGTAGTAAGCACATTGGGAGTTTTGA
+TAAAGGCGAAAGAAAAAGGAATTTTAAAAAAGTAAAACCGCTCTTAAATGAGATGATATAGGGAAAGGCT
+ACATTTGCAGAAAATTATGCAATAAAATTTTAGAAATTTATAAGGAAAAAGTAAACGCACTGAAAAAGGC
+GTTTTTATTTTTGTAGAAATTTAGAGGCGGAAGGTGAAGCTGGAAATTAGAAATGAACGGATAGCGTAAA
+ATTTCAATAAGTAACTGAGCAGGAAAATTAAGTATGAATGTGGAAAAAAGACCTCACCGGGAGAGAATCA
+AAAACCAAAGCGAAGAAGAACTAGCGTTGATTATTTAAAATAATGGGGATTTTCAATATAATGTCACCTC
+CCTCTATTATCTTTTATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCTCATCACAACAAGAGCATC
+TCATGGCTTATATTACCATTTCTTACTTATCTAACCATTAAATGGGTAAGCTTAATAAACCTCATATCCT
+ATTTCCATATTATGGCGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCCCATGTCTCACTGGATCTT
+AGTCCTTAATTCCTTCGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTCCATTGCAGGGTCTTTGCC
+CGTATGGTGATTATTTTTATGACAATTCCCGCTCTTGTTGTCAATATACCATCTTGACTAGTTGTTTTTG
+CTTTATTTCTTCCTTTACCTTTTATGTCACGTCGTTCACACTTTCGTTTTCCCTAAAAATTAATTCTTCT
+TAAGGATCAGCTTTTTAGATGTGAGTAAGTTAAAGCTGAAGAGAAGATAATTAACCCTTAATTGATTTTA
+TAGTATGTTGGCACTTTTTATGCAGCTTCCTGTAAGGCTGGCCTCTTTATGTCCTTCATCATCTTGATTG
+GGTCATATTTTACTCCTTTCTTTAATATGACATAAAATATCCTTATCAGTTTGTTGCACAATACTATTAG
+TGATTGCTTCTTTTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTGTGTAGTTCACGAAATTCTTCG
+TTTTTTGCGACCAAGGCCATTACTGCATTAAATAGCACACTCCTCAATCGCTTCCTCCCTCTTTTACTTA
+TTGTCGTTTCTCCTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAATCCCCCTAGTTTTTGTATCTG
+TTTTGGATGTTCATATTTTTCAATATCTCCTACTTCTGCAATAAAACCTGCTACTGTGTTTACTCCTATC
+CCTTTGATTTCTAGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATTCTTCCATCTTCTTCTCTATTT
+CTTCAATTTGTTTTTTGAGAAATTCGTATTGTTCAATGAGAGTCTTTATCTCGTATTCCGCCATCTTTAT
+GCCCTGCTTCTTCCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATAGCCCTTTTTTCTCCTACCCCT
+CTTTGTACTTCTTTCTTCCATATCGATATTATTTCTTCAGCACTCTTTTTTGCTATCTTCTCAGGCGTTG
+GAAATTCTCTTAATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAATACGGTGTTAAACTCTGGAAA
+GTATATGTCCAACCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGTTTGTTCAACCTCTCTTTTATG
+TCCATCGCTACCCTTAATTCCGCATATACTCCTTCAGGTATTATCGGCTCTACATATCTCCCGTCTTTTA
+CTAGCATTGCTATTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGAATTGTCATCTAATTCTTTGCT
+CATCTTTACATGAAATGGATTAACCAATACTACCTTTATGTTATTGTCTTTAAGGTATTGGGCAAAACAC
+AGCCAATATTGCCCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCTTATGTCTCTCCATCAAGTCTT
+TTGCCCAGTTAAGAAATTTTGTCATACCTTCTCTATTGTTCTCAAATCTTAGGTATTTTCCATATTCTAC
+TCCTCTGTAGTCAAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCTACTCCCGCAATTAATGTGTCT
+CCCGTTACTTGCAAAATCTTTTCATTTTGTTTATACTTCATTTTAGGTACCTCCTGTTTATTTTGATAAT
+TCGAGGTAAGTTCTTAAACTTACACTCTGTATTTTATCAGGAGGTACTTATTTTTTCAAAGTCCATTCTC
+CCTTATTTTTTATTCATTACAGGAATGCTCCATTATTTTTTATATTTTACTTTTGACTATTTTTTCTAGC
+TGGATTAATCGGTTTCAGAAATGCAGTAAATGATTCTCTATATTACAAATTTTAATAATTTTTCAAAAAA
+AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAATATTAGATAATTCAAAAG
+GATTTTATCGAATTTTGTCGAATATAAATAAAAAAAGAGGATTAGGTTATTTATGGGGAGGGTTTATTGC
+ATGGGAGAAATCCCATTTGAGCAATCATATGCGATTAAAGATTTGGGTAACGAGTTAGAGAAGTTAATGA
+GAAAAATTAATGGCTTAAATTTACCTCTTTATGATGAGAATTTTGCTCTAATTTGTGAACTACAAATAGA
+CATGCCACAAAACAAGCACGAGGAAGAGTTCATAAAGAGAAAAACAAAAGATTTTTTAAGAAATGCGTTA
+GATACACATTTTCTTTTTACTTTACCTAAAACCGATGAAATATTATTATTTCTTGGGTTTGATAGAAATA
+GATATGAAAATCGGACATATAGGAATATGTTAAGAGAAGTTTTTTGTAAACTGCAAAGAGAAATACGCAC
+TTTAACTTCACATTTCAAATTAGTAGTAGGAGTCAGTTCATCAATAAAAGGGGAGTTTTCCTTTAAAAAA
+GCCTATACTGAGGCTCATGTAGCGAAAGAGGTAGGAAAGAGGATTTACAAGGAAGAAACCCTTACTTTTT
+ATGACGATTTAGGTATATACAAATTTTTGCGTTTTGTTGATAGAGAAGATATTTTGAAAGACGAAAGTAT
+CCGTTGTATTTACGAATATGACAAAAAGCACAATACAAATCTACTAGAAACCTTAGAAGCATTTATGGAT
+AATAATGGAAGTATAAAGAAGACGGCTGAGAAAACTTTTATGCATCCAAATACGATTAAATATAGGTTAA
+ATAAAATAAAGGAATTGGCAGGAGAAGATATACTAAAGGACGAAAGTAAGAGATTCTACTACTATCTATT
+GACAAAAGCAATAAGACTAATTTTGGATTTGAGTAATGTGTTTACTATTCATAGCAAAAAATACACAACA
+TGCTATTTTTTTTGTCCTTTTAAGACATATGTTTTTTCCAATACTGTTATTATAATTAAATTTAAGCGAA
+AGCTCCAAAATTATAGGAGGTGAACTTTAGATAGCATAAAAGCACAAAAGAAAAAATGTTAAAGGAAGGT
+AGAGCATGACATCTGACGTTACTCATTCTTTATTTTACATGCTACTAGCAAGAGATAGAGCAACAGCCAT
+TCATTCTCGAAATGTGGCAAAATACGCTATGACGATAGGCGTTGCATTGGGCTTAGATTCAGAGGATATG
+AAAGAACTATATATAGCTGCTCTATTGCATGATTGCGGCAAGGTTGCATTGCCAGACAAGCTTTTAAAAA
+CGTCTAGAAGCTATACACGTTGGGAAAAACAAATGATGCAGCAGCATGTAGTAATAGCAAAAAAGTTGTT
+AGTAAATCTCGGTTTCCCCAAAAAGATTATTGACGGCATTTATTATCATCACGAAAGATACGACGGTATG
+GGTTATGTGGAAGGTTTAAGGGGTGAAAGCATACCACTTTTCGCACGAATAATTGCTATTGCAGATGTAT
+TTGACGCGCTTACAAGCAAAAGACCTTACCGAGATCCGTTATCCATTCAACAGGCTATTGACGTATTAAA
+AGAATCAAAAGGACAGTTTGATGAAGAATTGTTGGACATTTTTTTAAGATATATTAACAAATCATATGTC
+GATACTGTTAAAAATATTTAAATTCAAAAATTTTACAATATTATGGGAGGTTTAAAATATGGCTGAAAAA
+AATCATAAGACACTTGCTCCTTTGAGCGGAGAGACCACAAGTACAACTAGCATAAATACAGCCATGGAGG
+GGGTAGATAAAAAGCAAATTGAAATACAAAGGAAAAAGGCGCGCACCTTTGCAAAAAGGCAACAGGCAGC
+GGAAAAAATTGCAGCAGCAACAGAAGAGCTTTCATCTGGAGTTGAAGAAGCTTCAGGAGCAATTGAAGAA
+TTGAGATCTTCTATGGAACAAATTGCTAGCGGGGCAGAGGAAGCAAGCAAAGCAATTCAGGAGTCACTCG
+CAGCAATTGAACAAGTAACCAAAGGAGCAGAACGTTCAGCAGAGAATGCCCAGAGGGTATTGGATAGGGC
+TAAGGCTATTCAGTTACTTGTAAAAAAGACAGCTGAAGACATAGAAAAGCTTGTAGAAGGTGTAAATAAA
+GCATCGGCTAAAAATGAAGAATCAGCAAGACTTGTAGCACAACTAGAAAAGCAAGCAGAGAATATAGGTG
+ATATAGTCAAGACAGTTGGGAGAATAGCAGATCAAACTAATTTACTGGCATTGAATGCAGCCATAGAGGC
+AGCACGGGCTGGAGATCACGGCAGAGGATTTGCCGTAGTCGCTGATGAGGTAAGGGTACTTGCTGAAACT
+TCGGAAAAGGCGGCTAATGATATAAGAGAAGTAGTAAACCAAATTCAGCAAGAAGTTAAGGTGGTAGTAG
+ATGCCATTAATGGAGCAGCAGCCAAAGCACGTTCACAGGTTGAAAGAGGGAAAACTATAAGTGAAGGTCT
+TGTTTCTATTCTCACGGCAATGGATGAGGTAGTAAAAGGGGTGTCTTTGATAAATGATCTCAGTCGTCAA
+TCGTTTCAAGCTGTACAAGAATTCCAAAAAGGAGCGGAAATAATAGCAAGCAATGCCGAAGAGCAGGCTA
+GTGCTACAGAAGAGTCACTTCAAGCGATAGAACAACAAGCAAAAGCTCTCGCTGATGTAAGTCAGGCGGC
+TGCTGAACTTGCTGAGATGGCAGAAGATTTAAGGACGTCCACTGATACTCAAAAATCGGCTGAAAGCTTT
+GCAGCTGCGGCAGAAGAACTTTCCGCTGCGATAGAAGAATTAAGCAAATCAGCAGATCAAATAATGGTTG
+CACTTTCCCAGATATCCAAAGGTGCTGAACAGCAGGCAAGTGCAGCAGAAGAATCTTCCAGCGCTGTTGC
+TCAGGTAGAAAAAGGAATGAAGACGATTGGCGAGCAGGCGCAGTCGGCTTTAAATAAAGTGATGGAACTT
+TCAAGGTTACTTGAAACCAACAAGAGCAATGTAGATCAGCTTATTGCTGGTATTGAAGATGCTCTTAATG
+AAAACAAGCTAAATATAGAAAAAATAAAAACGTTGGAGTCTATGGCTAAACAGATCAATAAAATTGTGGA
+TACTATTGTCACAGTTGGTATTCAAACAAACATGCTTGCGGTAAGCGGAGCTATAGAAGCTGCAAGAGCA
+GGAGAATACGGTAAAGGCTTTGCAGTTGTTGCATCGGACATAAGAAATTTGGCGCAAGATAGTACGAATA
+ATGCAGAGCAAATCAAAGAACTGGTAAGAGCTATACAGGAGCAAATAGAAATAGTGCTTGAAGATGCAGA
+GGCAATAGGCGATTCTACTGTTGAAGAGGTAGAAAAAGCTAGAAGTACTTCAAAAGATTTGGAGCAGATA
+GAAAAGGATATGAAGGAAATGGTAAAAGCTAGCGAAGAAATTGCAGAAGAGGCTAATCAGAGTATATTAG
+CGATAGGGCAAATAAGGGAAGGAATAGACCAGATTGCATCTGCAGCCGAGGAGGCTTCAAGGGCTGCACA
+AGAAGCAGCTGCAGCCGGTAAGCAACAAGCAGCGGGTATAAGGGAGTTAGCACAAGCTATTGAAGACATT
+GCAGCACTAGCCGATGAAATGCAACAGCTTTAAGATTTAAATATATTGGTTAAGGTGATGGTTTTATGGA
+ACTGATAAACACAAAAGATGTGGCAAGGAAAAATGGCCTTCAGTGTGTTACATTTCATTTGGGCGATGAA
+ATATATGGCATAGATATGCGATATCTCCAAGAAATAATAAGGGTTCCTGATGTAGTAAAAGTTCCCGGCA
+CTCCTTCATATATTCGTGGTCTTGCCAACTTGCGAGGTACAATCTTACCGATCGTAGATTGCAGACTACG
+TTTGGGACTCAAAAGAAATGAGGATACTGAGGCAAGTCGTGTGATCGTGCTGACAGCGGGTAACAAGAAA
+TTAGGGTATGTGGTTGATCAGGTGGTTGGAGTAATATCTATCCATGAAAAGGAAATAGAAAAGGGGTCTG
+GCTCAGAAACTGCTGCAGACTTTGTTGAAGGTATTGCCAAAATTGAAAAAGGCAAAAAGTTGATCATGCT
+GCTAGATGCCAAGAAACTTCTAAATTTCCGCGATGGAGAAACTATCAAAGAAGAGGTGGAAGTTAGTAAG
+AACAATATAATTGACATAGTTCAAGAAAGCGAAAAGAAGAACACAGATGCTAACGGTGAACAATTGGAGA
+TGATAAGTTTTAAGATAGGAGAGGAAGAATACGGTATTGAGGTAGGCAGTGTACAGGAAATTGTTCGTTT
+TTCTGGTGAAGTTAGTGAGGTCCCCAATACACCACCTTATGTCCTTGGTGTTATTTCTCTTCGAAATAAG
+GTATTACCCATTGTTAGCTTACGACGATTGTTTAATATGGAGGAATGCTCTTTTGATGAGAGGTCGAGAA
+TAGTAGTTACAAGTATAAGTGAAAATGGTTTTACATATGCTGTGGGGCTTAAAGTTGATTTGGTTTTGGA
+AGTGTTGAGAATAGATAAAGTTGCGGTTACTCCTGTGCCACCTTTATTAAAGACAAAAGATAGTGAAGAA
+ATAAGTGGTATATGTAAGCTGAATGAAGGTAGCCGCCTAGTTTACATACTTGATCCCAAAAAGCTATTTT
+CATATAGGTTAAGAGAAAGTGCTGATATATTGAGGGCACAGGGTGGTGATGAAGAGATGAAGGTTGTTGA
+TACGAAGGACGAAGAGGAGCAACTTGTAACTTTTTTGGTAGATGGTATAGAATGCGCATTTTCTATAGAG
+GATGTAAGGGAGATAATAAGACCAACAGAAATAATAGCGGTTCCTAAGGCACCGGATTTTGTGGAGGGTG
+TTATAAACCTGCGAGGTACGATTGTACCTGTTATCGATCTTAGAAAAAAATTTGGATTAAAAGAGAAAAA
+TCGGGATGATCGCAATAGGATAGTGATCGTTGAAATTTCTGGAAGGCACACCGGTCTAATCGTTGATTCA
+GTTAAAGAAGTAGTAAAAATTGGACATTCTCAGATAGAGGATGCGCCAGAGATTCTGATGGATGAAATAG
+ACCAAAGGTTTATAAAAGGAATTGCGAAGTTTGATGAAACGAATAGAATGATTATTTTGCTATCTGTGGA
+AGAGGTGTTGTCAGGAAAGGAGAAAAAAGAACTAATGGCAATAGAGGAAGCAGATAATTGACGCAAGGGT
+TTGATAGGAGAGAAGTGTTAATTATGAAGAAAAAAATTCGCGTACTCGTAGTGGATGACTCTGCTTTTAT
+GCGGAGGTGTTTAAAGGATATACTTGAAAATGAGGAAGACATGGAAGTAATTGATACCGCTCGTGATGGC
+AATGAGGCAGTAAAGAAGGCAGTAGAACTTCGCCCTGATGTGATAACTCTTGATATAAATATGCCAGTAA
+TGGATGGGCTTACTGCGCTGCAGTACATAATGTCTCTTGCGCCATGTCCTGTTGTAATTATTTCATCTCT
+TTCTACAGAAGGAGCTTTAACCACATTTGAAGCTCTCGAACTTGGAGCTGTTGATTTTGTGGCAAAACCA
+GGAGGCACAGTTTCGCTGGGAATAAAGCAGCTTGCAGACGAAATTGTATCAAAAGTGAGGATAGCTGCCT
+TATCTAATAAGGAGCTACTAAGTTCTTCAAGAAACTTTAAAAAGTTATTGAAACGTAGAAATCAGGAAGT
+AACTAGGAAAGTATATGAAAATAAAATTTCTAAAAAAGAAATTGTGGTAGTAATTGGAGTTTCTACAGGG
+GGACCGAAAACATTGATGGAAATTTTACCTTATCTTCCTTCAGATTTTCCGGCAGCTGTGTTGGTAGTTC
+AGCACATGCCGCCAGGTTTTACCCAATCTTTTGCTCAACGTCTAGATCAAAGCTGCAATTTAAAGGTAAA
+GGAAGCGGAAGACAAAGCGTTTATAGAACCTGGAACAGTTATCATTGCAAAAGGTGGATGGCACCTTGTG
+GTGGAAAGAGATTCAAGAAGTTCTAAGCTTATTACTAGATTAACTCAGAAGCCTGAAGAGACACTTTATA
+AGCCTTCTATTAATGTTACCATGAAATCGGTACTTGAAAATGTAGATGGCCGGAATATTATAGGTATACT
+TTTGACGGGTATGGGTGACGACGGTGCAGATATGATGGTTGAAATAAGAAAACGAGGTGGATTAACTATT
+GCAGAATCACAAGAAACTGCTATAGTATATGGTATGCCAAGAGCAGCTGTAGAGCGTGGTGGAGCTGAGA
+TAGTGGCACCTGCTTATAAGATAAGTGATATCTTGTTAAAGAAGGTGAATGAGTATGCAAGAACCTCAGA
+ATATTAATGAATTAATCAGGCTAATGAAGAACGGCAGAAATGAAAGCGAACGCATCGCGGCAGCACTCGA
+TTTGGGGAATTTTAAAAGCAAGGAGGTAGTAAAAGCCTTGGTGGAGCAACTTTGTATAGAGACAAGTAGA
+GCAGTACAAGAATCAATAGTAAGTTCTCTTATAAAAATAGGAAACGAAAATGTTGCAGAGCTTGCTGTAG
+AGTTACTTAAAAGCGATGATGCTTATCTTAGGAATGTTGGAGTAGAAATATTGGCAACCATAGGGGATTC
+GGCTCTTGAGGTTTTTGAAAGAATGATAATGCATCCTGACAAAGATGTGCGACAGCTAGTGGTTAATGCT
+ATAGGAGAAGGACAATTGAAAGAAGCTGTCATGATTTTAAGAAAAGTTGTAGAGGAAGATGAAGAAGAAA
+ATGTTGTGGCGGCAGCAGTTGAATACTTAGGCGAGATTGGCGGTAGTGATGAGGACAAAAAGGCAATAAA
+GCAAGCTTTAAATCGATTTTCTAGTCCTTTTTTTCAATATGTTGGAGAAGTTGCGCTAAAAAAATTGGGA
+GGATAGAAATGAGGTGTACAAGTGACAGCTGAGGAATTCATCAAGTTAAGAGATTTTATCTACCGGAAAA
+CAGGAATATATTTTGAGGAGCAAAAAATGTATTATGTAAAAAACAGGGTAGAAAGCCGGATGGAGGCTAC
+CGGATATGAAAATTTTAGGAGCTATTTTACTTGGCTGCGATTTGATGTAACGGGTCGAGAACTTCAACAA
+TTGCTTAATGCTTTAACAATCAATGAAACATATTTTTTTAGAGAATATTACCAATTGAAATGTTTTGCAG
+AAGAAGTTTTGCCTGAAATTTTGGAGAGAAAACGTAAAGAAAACAGCCGAAAAATCAGAATCTGGTCTGC
+AGGTTGCTCCACGGGAGAAGAACCGTATACACTTGCCATAATTATGAAGGAAATGCTTGAAGATGTAGAT
+GATATAGACTGGGAAATTTATGCAACAGATATAAACACTGAGGTTTTACAAAAAGCCGAGAGAGGATTAT
+ATTCACAAAGAGCTGTTCGACTTGTACCAGAAGAGTATAAAAAGCGCTATTTATATAAAAAAGGAGATTT
+TTATGAGGTAATACCAGACCTTAAAGAAAAAATTATATTTTTTCAGTTAAATTTAATGGATGCAGTGGAA
+ATGCGAAAAATGAGGAATTTTGATGTGATTTTTTGCAGAAATGTACTCATTTATTTTGATGATGCATCTC
+GAAGGCAAGTAGCAATTTATTTTTATGAAGCTCTTGTAGAAGGAGGTTATATATTTTTAGGCCATTCAGA
+GTCAATGAGCCGTATTACACCCATCTTTAAACTGCGAAAATTTAAAAATGCGTTTGTGTACCAGAAATGA
+GGTGAAAAGAGTGAATCCCAGCGTATTAATTGTGGATGATTCTGCGGCAGTGCGTGGTTTTCATGGCTCG
+ATACTTCGGAATGTTGGCTTTGAGGTCGAAGAAGCTGCCAACGGTTATGAGGCTTTAGAAAAGTATCTTG
+CAAAAAAATTTGACCTTTTATTAGTTGATGTGAATATGCCCAAAATGCATGGATACGAGTTGATACGGCA
+GATAAGAGAACAAGAGCTTCATGGTTTTGTGCCAGTGATTGTTATATCTACAGAATCAGGAGAAAATGAC
+TATTTAGAAGCGTTTCGAGTTGGGGCAAATCTTTATTTAGAAAAACCGGTTGATCCGATATGCTTGCAAC
+TTTCTGCAAAAATGCTTACAGGGATAAGGTAGGGATGACTGAAATGAAGAATGAATCCAATGGATTTATA
+AAGAATGCAAAAAAATTGCTTGACAATATAGGCTTTTTTGTGCTTGGGTTAGAAGATGCTTATGAGAAAG
+ATAAAGCAGCTGAAGAAATTTTAAGCAGATTGAGTGAGTTATTGCAATTATGCAAGTCCTATGATTTTAA
+TAAACTGAGTTCTTTTATAGAAAGTTTAATAAAACTGATTAAGGAAATAGCACAAAAAGAGAAATTTCTC
+GATACGGAGATAAGTGATTTTTTACTGGATTCTTTTGAGAGGATAATAAGTTTAGTTGAAAACGCTGAAA
+AAGAAGGACTTGAGACATTAAAAGCGCCGGAGCTAAAAGAATTTGAAGGCAGAATATCAGAGTTTTTGGA
+TGAAATGGATAAAATGCCTCAAGCTTCTGTGATACATACAGACGACATGTTACGCACTATTTCCAAAGAC
+AAAAAGATTTTTTTAAATGAATTAATACAAAAAAGCGAAAATGTTTATGAAATACTACTTCAAGTAGTAG
+GTACAAAAGCTGTAGAAATTGATGTAACGGAATTTTTTGACAAATTAAAAGAAATTGGAGAGGTTACACA
+TATTGATGCTGATACGCGAAAATTACCTTTACTAGAAGAGCTTGATCCTTCTATCCCTTATATATCTTTG
+ACTTTTGTATTGATATCTGATAAAAATGCCCAAGAAATAGAAGATACACTGTATAAAGTAATAGGAACAG
+ATACTGATGTAAAGGTACTTGTGTCACCGGTATTTCCTGATGCAATTGAAAAATTTACGACATCGAAAGG
+CGATTCTTTATCAGCTATGTCGGCTGGAGAAGACAAGGTACAAGAAGTCATGGATATGATAATTTCACAG
+CAGGAGGAGTTCTATAAGATTGCAGAGACGCCAGAAGACCGGCGCTGGAGAGGAAACATGGTTATAAATG
+TGCTTCAAAGGATAGCAGAATACATGGGTTGGGTTACAAAAAGTGGAAATTTAGTTAAAATGATTAAAAC
+AAACAAAATCAAATTACCAGAAAGATTTGTAAATCTTGTGAATCTTATAATAAACAACGACAAAAAATTG
+CAGGAAAATGAGTCTAAAGATAGGGGAGTTTATGCAGCAAGAACTGAGAATGAAGAAATAGAAAGGCGTG
+AAATTAAACAAGGTGAAGAGAAAATCTTGCAAGAGTATAATGAAAGTATTTCCAGAGATATGACGAACAA
+TAAAGGTTTTTCAGAAATCGAAACTACGAAGACGCTGAAAGTAGACCAGACTAAAATCGATGAGCTTATG
+AAGTTAGTAGGAGAACTGGTTGCAGTCAATAATGGACTTTCGTTTATGATAAAAAAAATCGAAATGGAAT
+ATGGATCAACAGATGTAACAAAAGAATTAAAAGATAAGCAGGTTTTGTTAAAGAGGATAGGAAATGACTT
+ACAGGACATAGTAATGAGCTTGAGACTTCTTCCAATAAAATATATATTTGATCGTTTTCCCAGAATGATT
+CGCGAGATTAGCAGAAAACTTGACAAGAAGGTACGTCTTGTTACCGAGGGGGAGGAAACCCAGATAGACA
+AGAATATTGTAACGGCGCTTTATGATCCAATGTTACACATTATAAGGAATGCAATCGATCACGGAATTGA
+GAAACCAGAAGAACGGTTAAAAAAGGGAAAATCCGAAGAAGGTTTGTTGGTTCTAAAGGCACAAAAAATA
+GGAGATAAGGTTATTATTGAGGTCAGAGATGATGGACGTGGCATCGATACTGAGGTAGTAAAAGCGAAGG
+CAGTTCAAAAAGGTTTTGTATCTGCTGAAAAAGGAGCGACGATGGATGAACACGCTGTTTTGGAACTTCT
+GTTTATACCTGGTTTTAGTACTTCAGATGACGTAACGGAGTTGTCTGGTAGAGGTGTGGGAATGGATGTC
+GTGCGTGATACAGTGAGAAGACTGGGTGGTAATGTGCGTTTGATGAGTAAAGCGGGAGTAGGTACTTCTG
+TATACCTGGAACTGCCTGTGACAATGGTAACATCCAGGGTGCTGTTATTTACTTTGAAAGAGCGCCGTTA
+TGCCTTGCCCCTTGAAAGTGTAGGAGAACTAGTAAAAATAAAGGCTGAGGATATAAGAAAGATGAAAGGA
+AAAGAAGTAGTAGTATTGAGGGGAGAAATAATGCCACTTTTGAGACTAAAGGAATTTATGGGACTTCAAA
+ATGATGCGGAAGAAAAATTTGATACAGAATATTCACTTGTTGTACTAAATAATGGCGTGGCGGTGATGGT
+AGATGAATTTATTGGTGAGCAGGAGATCATTATAAGGCCACTTCCGGAGGAACTATCTTCAGTATATTTT
+TTGGGTGCGGCTATATTGGGAGATGGGGATATTGTTCTTGTTCTAAATCCTGAAAAATTAGGAGGAGGCA
+TTTAAAGTGATGTTGGACTATCTTGATGCCTATGTTGAGGAGACGGAAGAACAGCTTTCAAGATTGGAAC
+AGCTTTTTTTGGAAATAGAGAAAAATACCAACCAAGCAGAAATTTTAAATGAAATTTTTAGGATTATACA
+TACAATAAAAGGTTCCTCAGCTACAATGGGTTTCAGCATGGTGGCAGATTTTTGCCACAGATTAGAAAAT
+CTTTTTGACAAGCTGAGGAAGGGTGAATTTGGCATAGATGACTATTTGATAGATGTACTGTTTAAAAGTT
+TTGATACTTTGAAAGAAATGGTGTCAGCATCTATAAAAGGAGAAAACTATGATAGCTATATACTAGAAGA
+GTTGATTAACGCTATAGATAGTTTTAAACAAATGAATGCCAATAATAATGGTAAGAACATAGAGGTTGAA
+AAAAAAGAAAACCAGGTAAATAACAATATTTTGGAAATATCAGTTGAAATAAGCAAGGATTGCATAATGA
+AAAATGCACGGGCTCTTATAATTGAAAAATATATTGAGGAAATGGGAAATGTGATAAGTTTTGAACCTTC
+TGTTGATATGCTACAAAGAGAAGAAGTTGTAGGTGAAAAGATAACGGCAATATTGGAAAGTCGGCTAAAA
+ATCGAAGATGTAGTCTGGAAGTTACAAAATATACCAGATGTTGTTAACGTAGAGGTGAAGCAGGACTATA
+GAAGCAAAGACGTTGTCAAAATAAATATAAGTACGCAGAATAAAATAGAAGATATTATGCATTTAAAAGA
+AGTTATGATGAAAGCTAACGCGGTAGAGCTCGAATTTGAAGAAAAATCCAAGATGAGTTTTGCATTATTG
+CAGCTTATACTTGCTGCATATAGAGAAAATAAAGAAATTTATTATAAAACAACTAGAGGCAATGTGGCAA
+AAATGCTTAATTTAATGGGGATAAGGCCACAATTTGCACTATGTGAATGAATTTTCTATTACTCCCATCA
+TAAAGACTTCTTTCTCCTTTTTTGTTTTTTTATTTTTGCCAACAGTAGTTTCTTTTAAGGATAGACTTTA
+TTGTATTTCTGCTTACTTTTAAGCTATATTTTCTATAAAAGTACGAAAATAAACAGCTATATCTAAAGAC
+AGTTTTTTTTTGCTTCAGAGATGATAAGATTTTCTAATTCAGAAGAAGTTTTTCTGGGAGGATTTTTTAA
+GTTTTCTTAATTTATCATGTAAAGGACCCATTAATGGCTCTACGAACAGTGTGACTTGAGATACTCAATA
+TTTTTGCTGTTTACAACTTCTCTAGTTTTTTCAGGGGATATTTTTTTAAGGTCATTGTATGTTATAATAT
+TTATCGGCTGATATAATGTTTTCTTCACTGTTTTTGTATTACGAGAATTTCTACTGGTTATGATAATTGA
+CAATAGATACAAACCTATCTATAATGAAAGAGATAATATGGCTGGTCGTATTTTAGTATATGAGTGGAGT
+TTTCTAATAATTGACGGAATTTTAAGAAAAACCAGAGAGATTGGTTCTGTTGGAATAACCATAATGAAAA
+AGATTGGTTAAAATATATTAATTGGAATAAGTAAAAGTAAAATAACAAAGACAAACGGTAAAATGTCAAG
+GGGGTAATTAAAAAATTTTTGAGGCATTTAAAGGGCAAAAAGACAAAAAAATACCCTTCTTCCAACATGC
+CAATAAATGGAATTGGAAGTTCCAAAATAGAGTTCTTTATTAATTTTTAACAAAAGAGTATTTAAATACT
+AACAACACCTCTTTCTTGATATATTTGACCTTTGCTGAGCATTGCAAAGATCAGAGGGATTAATCTTCTA
+GCAGTTAAGACGAGGGCACGTTTATGTTGGTGTTTAGGTACCTCGCGATACTTCTTGTTGTAGTACTCTT
+TAAACCTCACTGTGTGCACCCTAACACAGTTAGCGGCTTCAACAAGATAGTATCGCAGGTACTGATCACC
+ACACTTAACCAAAGAAGTATCCTGGGCATTGAAATTACCAGACTGGTATTTATTCCAGATGAGGCCGGCA
+TACTTGGCAAGAGCAGCTTCATTATTAAACCTTTTGATATCTCCAATTTCGGCGATGATACCAGCAGCAA
+GGACGTCCCCAATGCCGGGGATAGTAGTTAGAGTTTGATTAAAAGCTTTAAGCTGTCTTTAAACTTGCCG
+TCAAGCTTTTTAAGTTGGGATTCAAGGAAGCGAATATTTTCAAGTGTCATAGAAAGAGCTAAGTCGTTTG
+CTTCAGCAAGATCAGGGTGAAGCCTGTAAGCTCTGTTAGCAGCAGCTTTTAAAGTTTTGGCGATTTGAGT
+AGGGTCTGAGAGTCTGTTATTGCCGTTTTTCACAATAAAGTCGATAAGGTTATCAAGAGGCATGGAAGCA
+ATATCATCAGGAGTAAAATTTTCAATGATAGCTAAGGAAGCTTTACCAAATATGTTGCTAAAAGGGCACT
+CTGAAGGATAGGTTGAGAACTTGAAGGAAATAAGGTTTAGGGCGCGATTTTTTTCGCGGACCAGACTGCG
+GACAATATGATAACGCATGCGAGTGAGTCTTTGCAGTGCAGCGTATCTTAAATCTGGCAGCGGAGTTGGT
+TTGACTTGACCAAATCTAACACATTCAGCGATAACAGTTGCGTCAACAGAATCTGTTTTAGGGAGATGGA
+TATAAGCACCCTTGAAAGATTTAATGATAGAAGGATTGATGACGTAGAATAGAGGATTAAAGGGAGCAAG
+TTCAGGAGAAGAAGCCAGGAAAGTATGCAAATGCCAGGCATAGTGTGAAGTAGCTTCCATGCCAAATTTA
+ATGGATGAAATATTGAACTGTTGAGCAAGAGAGATAGTGAAATCTATAAGCTGCTGAGCGCCATCTAAAT
+CATTGGGGAAGAATAAAGCTTTTTTAACTAAGCGGTTACCGGCCTCATCAATAAAGGAAGCAGCATTTAA
+TTCGCTAGAGATATCATGCCCACAATAAGTGTAGAGCTCATGGATAAATTCACGCTCCTTTTTGCAAAAA
+GTTTTTTGAAGGTCCTTTGTCTCTTAAGTTTTTGTAATACACCCTCGCCGTGATTAGTGCTCAGATTTAG
+CTTATAGGGTGCCTGACCATCGATGCTCAAGCGATGGACAGATAAGCTAAAGAGGCACAACAAACGAGTA
+TGTATTACTCAAATAACTCCAGAGGTTCAGTCTTTGCCGAGTGGTAATGCTGCTTTACCAGCATGCCACA
+GGAGTGAGTCAAAAATACCTCAGTAAACTTAAAAGGGACCTTCTACTTTTAAGTTTATCAGAGACAAAGG
+ACCATTTAAATAAAAATGAGAAATTTAATTATGAGATTGTTTTACCAGGGTAAAAATGGTTTTTAAGGAT
+TTAATTTGTGTGTTTATTATTAAATTTTTAATGTGGATTACAATCATATTATACGAGCATTCCTGTAATA
+AATTAAAACAGCCTTTGCAAAAATAAAACCCTCCTGGTAAAAAAGAAAGTGAAAAGGAAAAACAATAACC
+AGGAGGGTGATACACATGAACAAAGTACAAAAACTACTTTTAGTCCACAGTTCTGATATAATTTTTGTCG
+GGGTCGATGTAGCTAAAAAGACCCATTATGCAAGAATAATAAATCACATAGGACTTGAAGTAATAAAACC
+CTTCAAATTTAATAATAGCATAGATGGATATGAACGTCTAGTATCCAAAATACTTGAAGCCAAAGAAAAA
+TCGAAAGCAACAAAAATATTAATAGGTTTCGAACCAAGCGGTCATTATTGGAAGCCACTTGCATGGTTTT
+TAAAAGAAAAAGGATATACAGTAGTGATAGTAAACCCATATCACGTAAAACAAAGGAAAGAAGAGGAGGA
+CAACAGTCCATCAAAAAACGATAGAAAGGACGCGTTAATAATTGCAAGACTAATAAAAGAAGGGAAATTT
+GTAAACTGTCTTTTACCTCAAAACACATATGCAGATTTAAGAAACCTTTCAGTTGCAAGAAAGCAGTTAA
+TAAAGAAACTAAACAGTGTAAAGAATAAAATTATTGCAATATTAGACGAATACTTTCCTGAATTTGAAGA
+AGTATTCAAGAATTTGTGGGGGAAAGCAGCCTTATGGATATTGAGGAACTGTCCATTTCCCAGCATAATA
+CTTAAACTGAGCAAAGAAGAAATAGCAGAACAGCTAAAGAAAGCCACTAATAACAGGGTAGGCATGAAAA
+GGGCAGAAAAGCTCATTGAAGCAGCAAAAAAGTCAATAGGTGTAAAAGAAGGGATAAAAGGGGCACAAAT
+ACGTTTAAACATTTACCTTGATGAATTAGAATTTTTAAAAACACAATTAGAAACCATAGAAAAAGCTATG
+GAAGAACTGCTCAAAAAAATAGACATAGCAGAATATCTGTTAAGCATTCCAGGCATAGGAGTAATAACAG
+TAGCAGGATTTTTAGCAGAAGTAGGGGACATAGGGAAATACACACACTATAAACAAATCCAGAAACTTGG
+GGGATTAAACATAACGGATAACCAATCAGGGAAACACAGGGGGAAGACCAAGATATCAAAGAGAGGGCGT
+CCTGAGTTAAGAAATCTTCTATACAAAGCAAGCCTGACATTAGTAGCCAAAAACAAAGAATTTAAAGCAC
+TTTACAACTACTTTTTAAGAAGGCGAGAAAATCCTTTAGAGAAGAAACAAGCATTAATTGCGATTTCAAT
+AAAACTCATAAGAGTTATGTTTACGCTTGCTAAGAAGAAAGAAAAATACGATTCACAAAAAGTACTTGGA
+GAATATCGTATGAAGCAAATAAAGGAATTAGTAGCCTAGGGGGCAACAAATCAATTTAGAGCAAATAAGG
+TTGGGGAAGCTGTAGTACCCCCCATAAGGGCAAGACCCTGAATACGAGTAAGAAGCTCCCCAAAAGCCCT
+CAAAGGCAGGAGGAAGGAATGTAATTAAGGGCATGACCCTGAGAGACATGATAGGGTAGCCGAGGGCTAA
+GTAAAAAAACATAAAAATATGCTAATAAAAGGCAACCGTGAAATAAGTTGCCTAAGGGAGGTGTTGTGTT
+GTTTTAAAAAGGCTTTATTTGAAAAAGGTAAAAAGAGCTCAAATTTAGTGAAAAAATGAGATTTTTCAAG
+CTTGATTGAGCTAATTACAAAATATTGAGATAGGAGTGGGTACGGTGAAAGAGACTATTATTTATAATTT
+AAAAACGCTTGTAGAAGAAATAGCAGAATCAGATAATACTAAAAAAGAATGGGAGGATTTTTTGATTAGT
+CTCGCAGATGCCTTTGGCAGTGAGGATATGAAAGGAAGGATAAAAGAACCTCTCAAAAATTTGCTGAATT
+TTATTGATGTAAGTGCTCTGGTAAGAGGGATGGAGCTTTTGAATGCCAGAATTGAAGGGTTCCCCCTTCC
+AGAAATGTTAAAGGTCGTAATCGAAGTATTGGACGAGATAAAAAATGATAAGGAGATGCGCATAAGAGAG
+CTGGGACACGTACTTGCCGAACTCGCAACCCCTATAATAAGGATATGGCGTGATGTACTCCTGGTACCTC
+TTATTGGTACACTTGATAGCCACCGAGCACAGAGCATGGCTGAAAAACTTCTTGAAAGAACAGCAAGTAC
+TAGGGCAAAGGTGGTTATTGTGGATGTGACAGGAGTGCCAATGATCGATACGATTGTCGGGGGATTTTTA
+ATAGAAATGTTTAACGCAGTAAAATTGCTTGGCAGTGACGTAATTCTGACAGGTATAAAGCCGGAGATAG
+CTCATACTCTTGTAAAGCTGGGTGTCGATTTCAATATGGTAATTATAAAAAGAGACTTGGAAAGCGCTCT
+TAAACATGCAATTGAGATAACATCTGATAACAGAGGAGGAAGATATGGACAAAAAAGAGGGAGCGACTAT
+GAAGAATAAAGTAGTGCCAACCATTAAGCTTTATGATTATCTACTTGTTCCAATACAAATTGAACTTGAT
+GACAATACAGTTGAGAGACTGCAGATGCAGATACTCCATGAGATACATGAGAAGGAAGTTCGGGGAATAA
+TAATCGATGTTAGTATGGTCGATGTAATCGATAGCTATATATCTTTTGTTCTTTCGGAAACGGCTGGCAT
+GGCTAAGGCTATGGGATGCTATGTCGTTATATGCGGAATTCAACCTCAGGTAGCGCTTACGCTATCCCAG
+ATGGGCATCAAACTGAAAGACATAATCACTGCCCAGAGCCTTGAGGATGCTATAAATATTCTTGATAAAT
+TGGAATAAGAGATACTTTTTTGATGCTTTTTTGCTTTTAAAGGGGTGATACTAGGTGATAGAAGTGAATC
+CCCAGGATTACGATATAGTATTGAAGATAAAAGATGAAAGCGATATTGCGGTATCAAGGCAGATGGCGAA
+AAATTTTGCACAGAAAATGGATTTTTCTCTGGCGGATGTTACCAAAATAGCTACGGCCGTGTCGGAACTG
+GCAAGAAATATATACAGATACGCAAAAGAAGGATATATTTACATCAGGAAAAAAGAAGGAGGTTCAGAAA
+AAGCGCCCGCCATAGAGATTTTGGCGTGCGACAGGGGACCTGGGATAGAAAATGTGGAACTAGCCATAAG
+CGGAGGATATACGACTTCGGAAAGAAGCCTGGGGTTGGGTCTTGCAGGAATTAGAAGACTTATGGACAGC
+TTTCATATTGAATCTGAAGTTGGAAAGGGAACGGTTGTTATTGTTGAAAAAAGGAGGCGCGTGTTTTGAC
+AGAAAAGCTGGAGGTTGATATTGCTGTTAAAGCTGATCTTTTTATTCTCGAATACCGTCTCAAGAAATTT
+ATGGAAAAATTCAATATAGATATTCCTTCCGCTTTGCTCGTGGCCAGAGAACTGGCCACTAATATTTTGA
+AATACGGTAAAAAAGGTTTTATAGAGGTAAAGTTAAAGGAAGATGGTTTATGTCTCGTGGCTGAAGACAT
+AGGAAAAGCTGACGTGGATAACGGCGAAAAAAGGCCGGCCGGAGGACTTGGAATAGGACTTGAAGTGGTA
+AAAAAAAGTAGCAATGAGTTTGAAATCGAGCGAAAACCTGGCGGGTGAACAAGAGTGAAAGCTACTCTTA
+AAGCATCTAACCAAAAGGGGAAGAATTTTGTTTTGCAAGTCGGGACGGCATCAAAACCGCATTATCTTGA
+GGAAGAGAGCGGAGATGTATGTGTGTGGAAGAAGATGGGCGAAAAATATATGTTATTTGTAGCGGATGTC
+TTGGGCCACGGAAGAAAGGCGTACGAAGTTGCAAAAGTTATCGAACTTTACGTAAAGAATTCAACCGAAG
+GAAATATAGATAAGATATATGCGGATCTTGAAAGGCTTGTAAGGGGTACGCGGGGCTGCGTTGCTTTTGT
+TGCTCTGGTTTCTGAATCTATGATAGAATATATAAACGTGGGCAATATAAAGGCTTGGATTGTCGATGCT
+GGGACTGTAAGGAGAACAATGGGAGTGAGCGGTGTTATTGGTAGGATGCCGATCAGCCTAAAAATATTTA
+AAGAACCGATATCATTGCTTCATTCTACATTAGTGGTCTGTACCGATGGAATAAAGAATCAGTTTATTCC
+ATCGCCTGATATGGATTGGATAAGAACATTAAGTCCTAGAGACGTTGCTTTAAAAATAATAAAGGAATTC
+AGCATAAAAGAAGATGATGCTACCGTACTAGTAGCAAGGGGGGAAATGGGGTAATGACAAATCTCAAAGG
+TTTTATGATGGAATATAAAAATTACCTTTCAGAATACATTTTAAAAGGCGGACAGGATGAGATACTGTTT
+GAGGCATACCAGCACCTTATAAAATTATTGGACGATTCTTCAGCTCAAGCCGCAAATATTTTAGATATTC
+ATAATCAAGTTCTGAAAGACGTTCTTAATATAAAGCAGGATAACGATATGGTACAGTGGATTTACATTGA
+AAGAGCCACAGAATTTCTGGCCCAGATACTTATAGCAACAGACGCTTTACTCCTTTCTCTGAAAGAGAGT
+GTAGAAAGAGATCCATTGACAGGGCTCTACAATAGATTGGCTATTGATAGAATTCTTTCGAAAGTTTGGC
+TGAATACAAATATGACCAAAACACCTCTTACAGTAGCCATGCTTGATTTGGACGATTTTAAACATGTTAA
+TGATAAATACGGACATCTGATCGGCGACGAGTTGTTGAAAGAAGTGAGCACTGTTATAAAAGCTTGCCTC
+AGGGATAAAGATGTGGTTATGAGGTATGGAGGCGAGGAATTTCTCATATTGCTGCCAGAAACAGAAATTG
+AGGGTGCCAAAAAAGCTCTTGAAAGGGTAAGGAAAAAAATAGAGGAAGGGATTTTTACAGAAGCCAAGAT
+TAAAGCTACTGCCAGCATAGGTGCGGCAGTATATCCGGATGATCGTCCTTTAAGTATGGAGCATTCCTGT
+AATGAATAAAAAATAAGGAGGGTGCATAGTGTAAAATTATCGTAGGATTTTTTGAGTGAAAAAAACAAGA
+GACAACCCCTGTGATAAAATAGAACTTGGAAACAAAACATCACAGAAAGGGGTGTCTCTTGTGAAAAAAC
+ATATCTTTGAGGATATTATACTACAAAATGCTCTAAATTTCACTGAGGAAGTAGTAGAAATTTTTGGTGA
+TTTGTTAAACAAAGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAGGAACTCACGGACAAACTAGGT
+AGAGGGGCAATAGAAGCAATTATTGAAGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAAA
+AATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATGAGAGGAC
+ATATTACAAATCTAAAGAGGATGGGAGATATACATATTTGGTGGATGATGCATTAGAGATAGGACGGCAC
+GATAGGATAGAAAAGGGAGTAAAGATAAAGTTAGTAGAAAACGCAATAGAAGAATCATATGAGAGAAGTA
+GTAAAAAAGCATGTCCAGAGGAGTTAAGTAAACAGACGGTATTAAATGCAATAAGGGAAATAGGGGAAGT
+AGAAGTAAAGAGAGAAATAAAAGAAAAGAAAGAAGTAAGGGTTTTATACATAGAGGCAGACGAGGACCAT
+GTACCTTTACAGGACGGGAGAGATGAAACTCCACGATTAGTATACATACATGAAGGTAGAGAAGAGAAAA
+ACGGAAGGAACGTACTGAAGAATGTCTATTACAAAGCATATGTAGGAGAGAAACCTGAAGACATATGGAT
+AGATGTAGCAAATTACATAGAAGACAATTACAAAGAAGAGAAGATAGAGAAGATATACATAGCAGGAGAT
+GGGGCACCGTGGATAAAAGAGGGATTAAAATGGATATTAAAATCAAGGTTTGTACTAGACAGATATCATT
+TAAACAAATACGTATTAAAAGCTACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAAA
+TGAAGGGGATAAAGAAAGAGTAAAGAAGGTATTTGATGAGTTAATAAAGGCAGCAGAGGAAGAGAGAGAG
+AAAGAGAAGATAAAAGAAGCAAAGAAATACATACTAAACAATTGGGAAGGGATAAAAATATACAACGAAG
+ACGAAGATGTAATAGGGTGCAGTGCAGAAGGACATATAAGCCATGTATTTTCAGCAAGACTAAGCAGGAA
+TCCATTAGGGTGGAGCAGAGAAGGATTAAAACTAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGGA
+GACTTAAGAGAAGTAGAATGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACGAAGAAGC
+AAATAAAAGAAGCGGTAAGGAGAGTTAAAACGTCTACAAATGAAAAGATAAACAATATTACAGTTTTGAA
+TATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAAAAAAGC
+ATGATAAGTTGAAGGCTGAAATTAACTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGAC
+ACTATCATAAGGGAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAG
+AACTTACCTCGAATTATCAAAATAAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATTTT
+GCAAGTAACGGGAGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCATTT
+GACTACAGAGGAGTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATTTC
+TTAACTGGGCAAAAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACAGG
+GCAATATTGGCTGTGTTTTGCCCAATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCATTT
+CATGTAAAGATGAGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAACAA
+TAGCAATGCTAGTAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCAGAATTAAG
+GGTAGCGATGGGCATAAAAGACAGGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGATGG
+TTGGACATATACTTTCCAGAGTTTAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCACAT
+TAAGAGAATTTCCAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAGAA
+AGAAGTACAAAGAGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAGGG
+AAGAAGCAGGGCATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAAAA
+AACAAATTGAAGAAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTACT
+AGAAATCAAAGGGATAGGAGTAAACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAATAT
+GAACATCCAAAACAGATACAAAAACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAAAG
+GAGAAACGACAATAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCCTT
+GGTCGCAAAAAACGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAAAA
+AAGAAGCAATCACTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGGAG
+TAAAATATGACCCAATCAAGATGATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAAGT
+GCCAACATACTATCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAAAG
+AGCTGACCCTTAAGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTAAA
+AGAAGGAATAAGACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATAAA
+AATAATCACCATACGGGCAAAGACCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAACG
+AAGGAATTAAGGACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCCCG
+CCATAATATGGAAATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGTAAGAAATGG
+TAATATAAGCCATGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAAAT
+AAAAGATAATAGAGGGAGGAGATCGTAAAATTTGCAGATGCAGCGCTGTATGCGGCTAAAACAAAAGGCA
+AGAACAGGCTTGTTTTCTATAGCCATCTGAACAAACAAAAAGATTAGAGGAGTGTAATTTGATGGAAAAT
+ATAACTATAGGCCGATATATTAATTTACCTGTAGTTTCACAAGATGCCGATTTAAGAGAAGTTGCAAGAG
+TAATGCTTGAAAGTAAAGAAGGCGTGGTTATCGTAGAAAAAGAAGACGGCGCAAAGGGGTACATTGACTA
+TAACGGAGTGCTAAAATGGTTTCTCATGGGAGATGAAGCTTCAAAGTTTAAGGCTAAAGATGTTGCTATC
+TTGATAAAAGACGAAGATAAAGTGGAAGCGACCATGAATATAGAGGATCTTGTCAAAAGTGTAATTACAC
+ACAAAGACTGTCGGTTATTTACCAGCACAAATGGAGGAGTAATAGCTAGACTTTCTCTTGAAAATTTAAT
+TGAGGAACTTGCAAAGTCGCGTAGTGATGAAAAGGAAAAAAGGGAAGGGCTGGAACGCTTAATAGGGATG
+GTGATAGACCTCTTACCTTTTGGAGTAGCGCTGGTTTCGGAGATTGGTGAAATCATACGGGCGAATAAGC
+TTGCGATGGAAATAATATCCGAAAATCCAATAGAAGTTGAAGAAATAAGAAAAATGATTAACGATAATCG
+AGGAAAAATATTAACAACCAAGGCAGGAACCTATTATAGGATGAGTACGAATATTTTAGGTGAGACAAAT
+GACTTTTTAGTTACATTTACCGATATAACAGCGGAATACAATATGATGCAAAAACTGAGAAGTAGTCAAA
+ATGAAGTGGAAACGGCATTTTCGATTATGCTTCCGGACCAGCGCATAGAGACACGATTAAAATCCATTCC
+AGAGTATATGGATGAGTACGATGAAACTACAGGCATGGTGAAGATAACCGGTATAATCAGAAATGGTGGT
+TTCAGGCACGTGGTAAACATGCTTAAATTAATTGCAGATGCTTTTAGACAAGGTCTGATGGAATTGCCTG
+GGATGGATAAGAATGCACTTGTACAGGCAGCTGTTCTGCATGATATTGGGAAAGTACAGCCGGACTTGAA
+GATAGGAGATATAGTAAATCCGAAAGAAGTGTTTGAAAAGGGTTATTTTCATGCATTTCGAAGCGCTGAT
+TTAAGCAAGGCGTTATATAATATAGACGATAAGGTGTATTATTTGATAAAGTATCATCATCATCTTGAAA
+ACGAACTGCCCTCCGACTTCCCTGAGGTTCTATTGCCAATGTACAGATTTTTCAGATTAATTGATGGTCT
+TTCAGCTGGGATTACTCGCAGAGGTTCTAAAGTATTGATGAAGATAAACGGTACCAGAATTTATGTGAAG
+GAAGAAAGTAGTTTTCCATCTTACAATCAGGAAATTGAAATGGACATTTACACTGGATTTTTCAATAGCA
+GGAAGTTGTAAAGTGCAAAATAATATAGGTGTGTTGAGTTACTATTTATAATGCATATATTGAAAATGCT
+CAGATGCTTTTAGAAAAACTTAAATCTAATACAACTATTAATGCTCAAGAAATAGCAAAGCTTGTTGAAC
+TTACATCAAATACACAAAATAATATAGAAGCTTTAGTCAAATTAAATGCTGAAACTGCAGCAAATGTTGT
+AGATAAAGCAAATTTAGCATATTCAAAATCAAAAGTAATTTTTTTAGTAGTCTCTATTTTACTTACAGCA
+ATATCCGTAATAACGGCACTTGCAATAACAAGATTACTGAGAAATTCTATTAAGCAAGTCAACATTCTTG
+CTGAGAGATTATCAAAATATGATTTTACAGCTGAAACTGATGATGAGGGTAAAAACGAATTTACTGAAAT
+GAATAGATCATTAAAAACCGTAATTGAAAATATAAAAGAAGCAATAAGAACAGTTAAAAAAATGTAGAAA
+CTTTAAGAGCAAATTCAGAAAACTTATCAGCAGTATCAGAAGAATTAGCATCATCTTCGCAAGAACTAGC
+AAAGACTATACAAGAAGTCGCAGAAGGAGTAACTGCTCAGGCAAATGATCTCCAGGATATAGTAGGTTTA
+ATACATGGTTTAACTCGAAATGTAGAAAATGTCTATAAAGAACTTCAAAACGTTAAAAATGAAACAGGCA
+ATACAGCAGATAGGGCTAACAATGGTAAAAAAGAGATGGACAAGCTTGTTAAGTCAATATAGTTATATCA
+AAGATTAATAATCTTACAAAATCAATTAAGGAAATTAGCAACATAACCAATGTAATAACATCAATATCAG
+AACAAACAAACCTTCTAGCATTAAATACGACTATCGAAGCAGCCAGGGCTGGAGAAGCTGAAAGAGGATT
+TGCAGTGGTTGCTGAAGAAGTTAGAAAGCTTGCGGAAGAATCTAAAAAATCAACCAACGAAATAATTGAA
+TAAAAACATCAAATGAAGTAGATAACTTTATAAAATCTCAAACAAATGTAGTAGAAAACACTGTTGAGGC
+ATTTGGCAAAATTTTAGAATCGGTTGAAAACATAGCACCATTTATGGATAAGACTTATAAAGGAATGGAT
+GAAATAGTAAAATCTAAAGATGAAATATTATCTAAAGTAGAATCAGTAAGTGCCGTAACACAAGAGAACT
+CTGCGGCATCAGAAGAAGTGGCCGCTTCATCAGAAGAACTTTCAGCATCATCAGAAGAAGTGGCTGCAAT
+AGCACAGAACTTACATTCAATGGCTATACGCTTAGCAAATGTGGTAGATAAATTTAAAGTTTAAATTAAA
+CTAAAATTGTGTTAGGTAGTAATGACTGATTATTACTGCCTCAGACTGTAGACAAACTCTACGGAATCCC
+GTGTAATAAAAAGGATTCCGTAGTTTTTTATCTTCATATGGAAGAACAAAAGATAAGGGAGAGAAAAAGT
+ATTCAAAAATGACCCCTCTTTCATTAATCTTGTAGATAAATTGCAAAAAATATTTTTAAGCTCCAGTGAA
+GAAACAGGTTCCATCAAGCTTTTTCCATAAGATGTTTCAGAAGGGATTATTAAAAACTGGGGATATATTG
+TGTATAGAAAACTTTGGGAAGAGCTTGAGATAGGTAAATTTCTCAAACAGTATAGCTCCCAAAATTCCAA
+GATAAAGTTTGACATTGATAAAGTGGCATTAATTAGCATATGAAAATAATGTAGTGGCAAATTTCACGCC
+CATTTTTTGTCAATACCTGTATTTCCAAGCCTTTTGGGTTTCGAACTGACAAAGTCAAGAAAAAATAGTG
+AAATAAAAGAAATTATAGAATTAATAAATAGTACTTGAATTTACTGCAGTTATAAAATTTTCAACATTAA
+TTTAGAGGTTTTTAAAGAATGAAAACCGTTTTTATATACGGAATGAAGTAAATTATTATAGCTAAAATTA
+TTGTAGCACAAAACAGCTAAAATATAGTATAATAATTATAGGCAATACACGGGGGTGTTCAAAGATGATG
+CAGGTTAGTTCCACAGAATTTAAAAACAATGTAGGAAAGTTTCTAAAACTCTCAGAAAAGGAGGACATTT
+TAATTTTAAAAAACGGAAAGCCTGTAGCAAAGCTTACAGCTGTATCAAAAAATGAGAAAGAAATTGCTTA
+TGATAGGCTTTTAGAAATGATAAAAAAGAGTAAACCAGTTACCGAAGAAATTGATTTGAAAGCAGCAAGA
+GAGGAGAGACTGAACAAATATGATAGTGCTACTTGATACAAACATTTCTCTCGATTTTTTACTCAAAAGA
+GAACCATTTTTTGAACCAGCTAGTAGAATATTAGAAATGGTTAAAGACGATAAAATAAAAGCTTGTATAA
+CTGCTTCGTCAGTTACAGATATTTACTATATTATGAGAAGATACAAAAGTCAAGAAGAAAGAGTGCTTAT
+GTTGTCAGAATATCTTAAACTTGTAGAAATAATAAGTACTACTAAAACAGATATTATAAAAGCTTTAAAG
+ATGAAGAACACAGATTTTGAAGATGCTGCTATGTTTCAAAGTGGGAAACGAAGAAAAGTTGATTATATTG
+TAACTAGAGACAAGATAGAATTTACTGACAAGATAGTTAAGATTGTTACCCCGGAGGAATTTTTGAGAAT
+TGTTAGAAAATAAAAATAAATTAAGAATTAACACATACAAGAGGTGGAGCAACCGCCTCTTTTTTATCGA
+TAAAAATTAGAACGGAAAGAAGAATGCGATGAATCCTATAAAAGAAGCTGCAGAAGCATTAGGGGTATCA
+AGGGATGTTATTTATTGTATGGTTTACCGTGGAGTACTTCCCCATAATCGGACCCAGGGTAAAGGAAAAA
+AGGGTAAAATACTCATTCCTAAAAAAGCTTTAGAAAAGTGGCTTATGGGAAAACAAAGGATAGAGCAAAA
+GATAAAAAAGAAATAAACGATTTAAAAAAGCTTCTTTTTTATTTAAAACCAGAATGATTAAACGCTTTTG
+AAAAATAATTTTGCAAAAGGGTAGAAGAAATGTCCAAGATCCTCACTGTAAAACAGGCAGCACAAGAATT
+TTTTGGTGGCACAATATCACAAGAAATGATTTATGTTCTTGTGAGACAAAAAAAGATACCTCATGTACGC
+CTAGGAAGCCGTATCCTTCTGGATGAAGAGGTACTACAACGGTGGTGGGAAAAAGAATTAGCTAAAAATC
+GACAAACATAAAAAATAAAAGAATAAAAAGTAACATGATAAAATATAAAATAGTCTTTCAACGTTAGTAG
+ATAATAAATAAACCTGTAGTTTAGCCCTGTTTTTATTATGTTGGAAATTTTTTTGATATTGATTGGGAGT
+TTTACTATTTTGCTGCGAGTTTTAGATAAGAAAGAGACTTTGCAAATAGCGTGCTGATTTCATGGTAATG
+TAGTAATGCAGTTAGTAATGCAATAACGTTAAAAAAACATTAAAAAGACTTAAATTAACGCGTGTCAATA
+GCGGATTTAAATTGACCCATTTTCAACGATTTTAAATTGCTCCACCAAGCTTTTTAAAATTAAGTCTTGA
+TATGCAGGTTACCATATAGGCCAGTTCTTAACCTATCCTTCAGGTGGCAGCTGCTTGTATTAATAAATAC
+TTTGTGTCAAAATCAAAACTTATTTCTCCTACAGTGCCGGCATTTAATAACAACGAAAGCAATTCACGAC
+AGCAATCTACGTCTTCTGGTACACTTTAGATATGTGACGCTTTTTATAGAAGGCAAAGTCTTTGCAGAGG
+AATTTGAAATAGAACCCAAGTTGGTTAACTGGTTGTGTAGACTCAGTACTAACAATTGCAGACATCAATC
+TACCAGATCAGAATGGCTTTGAATTTATTCGGAACTTGAAATCAGAGGAAAAGTACAGACACATTCCTGT
+GATAATTTTGAGCATAGATGCTACCGTACCCTCAATTAGACGGGCAGTGGAAGCCGGTGCAGTGGATTAT
+CTTGTTAAACCCTTTAAAGCAGAAGAACTTGTGAAGCGGGTAGTAAAATTAGTAGGGAGTGTCAAAAAAG
+AAGATCGCTATCCCGAACTTAAAGACCTGCTGAAAAAAGAAGTAAACCGTGCCAGAAGAGATAATGTCAA
+TCTCTCGCTGGTTCTGGCACATTGCGAAGGAAAAATTGCAGGTCAAATTTCAAAAATAGCAGAGAAGATA
+AGAAGTAAACTTCGCGATATAGTGCGGTATTTGAAATTAACGAAAATACTCTGGTGCTTGTTCTTCCTGT
+GACGGGAAGAAAAGGCGCGGAAGTTGTAGTGAAAAAGATTTAGGGCGAACTGCGTGGCAGCTGGCGTTAT
+GCCATAAGTACATATCCTGATAATGGGAAAGATGAAGAGGAACTTATCAATTTTGCAAAAGAAAGCTTGA
+TGAAGGGAGAATCAAATTCATCTCAGGAAGATGATAAAGAAAAAGAGGAAAAATAAAAGCAATTGGACTT
+AAAAAGATATTCATAGTACCAGATAGGTACTCGGCCAATTCGCCTTTCAGGCTCAGGTGGCCGCTCGCTT
+TGCTCGCCCCGCCTTCGCTCCTCAAGTTCGCCAAGTTTAGTTACCGCTTTGACAACAAGTCGCATTTACA
+CACAAAATGCCACTTCTTTATTTTGTCAACAGTCTGAGTACCAGATAGGTACTTTTTATTTTTTATCTTT
+CTTAAAAGAAGGAATTTGAAGAAATATGTAGAAATAAACAATACAGGCTGGGAAATTGAACTTTGTAAAA
+GGCAAAAGGATCTAGGCAATTGCACGAGAAACAGGTAAAACGCAGGGTGGGTCAATTTAAAAACCGTTGA
+AAATGGGTCATTTTAATCTGCTATTGACACTGATATTGATGAATCACATAGTTATATCACAATAGGCATT
+CTAAAAATTTTATTCCTGCAAATGTTTTTCCTTAGGGAAAGAAGAAGAAGGCAACAGCCCATCAAAAAAC
+GATAGAAAGGACGCGTTAATAATTGCAAGACTAATAAAAGAAAGGGAAATTTCTAAACTGTCTTTTACCT
+CAAAACACATATGCAGATTTAAGAAACCTTTCAGTTGCAAGGAAGCAGTTAATAAAGAAACTTAAACAGT
+GTAAAGAATAAAATTATTGCAATATTAGACGAATACTTTCCTGAATTTGAAGAAGTATTCAAGAATTTGT
+GGGGGAAAATAGCCTTATGGGTATTGAGGAACTGTCCATTTCCCAGCATAATCCTTAAACTGAGCAAAGA
+AGAAATAGCAGGGAAGCTAAAGAAAGCCACTAATAACAGGGTAGGCATGAAAAGGTCAGAAAAGCTCATT
+GAAAGAATTTGAAGAGCAGCATTTCTCAAAAGAAGATACCGAGCGAAAAGCAGGGACATAAGGATGAACC
+CTTTCAATACCTTTTTCAATATTTCAATTCTATACCCAACAATGGAGGGATGAAGTATGGATGTTGTAGG
+GTTTGTAAATGGAAAGATTTATACACGTTTTAATCCAAAGAAGATCGTAAATGCGTTAGTAGTGGTAAAT
+GAACGAGTGGTCTATGCAGGAGAAAATGAAAAAGCAAAGGAGATTGTAAAATTTCTAAATGGGGAAGTAG
+TTGATTTGGAAGGCAAAACCGTTCTACCAGGCTTTATAGACTCCCACATGCATCTTGACGAACTAGGAAT
+GTACCTGAATATGGTTGACTTAAGAGGGGTTAGAAGCATAAAGGAGCTGAAGAAGAAAATCGGGGATTAT
+GCCGAAAAAGCGCAAACTACTTGGGTTATCGGGCATGGTTGGGATCAAGAACTATTTGAGGAAAAGAGCT
+GGCCAACAAGATGGGATTTAGACGAAGTTGTAAAAGATAGGCCTGTTATGCTTTCAAGAGTTTGCTTACA
+TGCAGGTGTTCTTAACACTAAGGCAATGAAACTCACTGGACTTTTAGAAATTGACTCTCCTGGAGTAATA
+AAGAACGAGGATGGAGAACCTACTGGGATAGTTGAAGAAGAGGCATTTGAACTTGCGAGAGAGAAATTCA
+AGGAAACCTTGACTTTAGAAGATTATGAAAAGTTCTTTAAAAATGCAATGAGCTTTGCTGCCTCCCAGGG
+GGTAACTACAGTAGGCTTTGTAAGTTGTGATGAGAAATCGATACAAGGACTTAGCAGACTAAAAGAAAAA
+GTGAACTTCTTAATAAGAGTTATAGTTTATCTAGAGCCGGGCAGAAGAGAAGTGAGCAATAAGGGAATGT
+ACGGGAACAAAGATATTTTAGAGTCACTCAAAAAGCTTGGAACTAAGAGAGGGTTTGGAGATGAGAAGCT
+CAAGATTAATGGGATTAAAATTCTTGCCGATGGGAGCTTAGGGGCTAGAACTGCCTGGCTTTCCAAACCG
+TATAGTGATGAACCATCTACAAGCGGTTATCCAAACATTGATAAGAAAACATTAAAAGAGCTTATTAAAG
+AAGCACATGAAGCTGGACTGCAATTGGCGATTCACGGAATCGGGGATAAAACAATAGATATGATCCTCGA
+CGCTTACGAGAATCTTGGAGATATTAAGAATGGAAGGCACAGGATAGAGCATGCGTCGATTTTGAGAAAG
+GACCAAATCAAGAGAATAGCAAGACTTGGAGTGGTAGCTTCAGTACAGCCACGCTTTGTAATAACTGACT
+GGTGGGCAAAGAGCAGGGTTGGAGATGAAAGGGTTAAGTGGATTTATCCATTTAAGAGTATGCTTGAGAA
+TGATGTAAGCATTGGCTTTGGAACCGATTGCCCTGTTGAGGTCCTTAACCCATGGGAGACAGTTTATGCA
+GCGGTAACTAGAGGAAAATACGAAAATGTGCCCTATTATGAAGACAGTAAAGAGGAGTGCTTAACATTAG
+AAGAAGCTCTCTATGCCTACACGTTTGGTTCTGCCTACATAATGTTCGAAGAGGTCAATCTGGGAACTCT
+CGAAGAAAGAAAGCTGGCGGACTTCATAGTCGTTGATAGAGATCCCTTTGAAGTCGAGGAAAATGAACTG
+AAAGGAATAAAAATCTTGGAAACCTATGTTGGAGGTAAGAGAGTATTTTAATTCCTTGGTCAGGTCCAAA
+TTTTTGTGTAAAATTCCTCTGGTTAGACATTTATGATGCAATAAGCATCACCAGCAGAGGATGAAAATAC
+TCATAAAATCTAGTATAATTTTTTTAGCGGCTGGTGAAGGCAGGTCGTTTTTATTTTGATGCTTCGAGCT
+CGATGGTTAGACTGAACCACAACGACCGGGTGCACCACAGACTGTTGCTCCAATATGGAAGCACGCGGGA
+TAGAATAATCGATAGAGGTTGTTGCACCAGCCCTTCAAATTTAAAAGCCGCTGGACAATGATACAAATGG
+AAGTTATATATCCACGCTGTTGTGGCTTAGACATTCATAGAAAGACTGTAGTAGCTTGTGTAATTACACC
+AGAAGAAAAAGAAATACGTACATTCTCCACAATGACTGAAGATATACTAGCTATGGTGGACTGGATTAAA
+AGTAAAAGGTGTACACATGTAGCGATGGAAAGTACAGGTTCTTACTGGAAGCCCATTTACAATATTCTTG
+AGATTGAGGGGCTCAATCCAATGGTAGTAAATGCTAATCATATTAAGAATGTACCGGGCAGAAAAACGGA
+TGTAAAGGATGCGGAGTGGATTGCAGGATTATTGCAGCATGGTTTACTGCAGGGCAGTTATATTCCTTCA
+AGAGAGCAGCGGGAATTGCGGGAATTAATAAGATATCGACGGAGCTTAATAGAAGAACGTGCCAGAGAAA
+TAAACCGGATGCAAAAAGTATTAGAGGGAGCAAATATTAAACTTGCTTCTGTAACTACAGATATACTGGG
+GAAATCATCACGTGCGATGATTGAAGCTATAATTAATGGAGAAGAAGATCCTGCCATTTTATCCGAATTG
+GCTCAGAAACGATTAAAGAATAAGAAAGAAGAACTAAAGAAAGCTTTAAATGGTTTAATAGGGCCACATC
+AAAGATTAATGTTAAAGACACAGCTGGCACATAATAGATTTTCTCGATGAACAAATAGCCTTATTGGATG
+AAGAGATAAAGAGGCGAATGCTCCCTTTTGAAGAGGACTTGGAACGTTTAGACACTATTCCTGGAATAGG
+CAGACGCACATCTGAACACATAATAGCTGAGATTGGGACTAACATGGACCAATTTCCTTCGGCTGCGCAT
+CTTTGCTCCTGGGCGGGGGTAGCTCCAGGTAACAATGAAAGTGCAGGGAAAAGAAAATCGGGTAGAACAC
+GAAAAGGGAACGAAAAATTACGGTCTGTGTTAGTAGAAGCTGCAAGAGCCGCTGCTCACACGAAAGATAC
+ATATTTATCAGCGCAATATCACCGTATAGCTGCCCGGCGAGGAGCCAATCGCGCTGTAGTTGCTGTAGCT
+CACAGTATTCTTACGATTGTGTATTATTTATTAAAGCGAAAAGAGAGATATAATGAGTTAGGAGTAAACT
+ATTACGAAGAACGCAAGAAAGAAGCAATTGTGAAACAGTCCATCAAGAAATTAGAGGCATTAGGATTAAA
+AGTCACCGTGGAGGATACAGCGTAAGGTTTATGCACAATTTAATACAATGCCTCATAATACCTATAGAGT
+AATTTTTTAAGCGGAATACTATAGGTTTGTATAGTTATTGTTTTTTTGTCTTTTTTAGCGGTGTTTTATT
+TTCGGGATAGAATATGAACCTTCTTTATCACTCTGTTCAATTCATTGTACTGTCGCTGTCCCTTGGTGTT
+AGGGATACGCTACGCCTGACTTTTGCCCTCCTTGATGCTAGGTTATTAAAAAATAATTGGGCAGTAGTAA
+AGAAGGTTATTTTTCTGAAACAACCCTATTATTTACTTTTCTCATAATTTCTTTTTAATACTCTAAATGT
+GATAGTTTTCTGGTTTGAGTTCTTTTTATTCTAAGGAGAAGACGTAGGAGAAGGGTTAAGAGTTTCATTA
+CCAATACTGAAAGGCCATTTGCGAGCAAGCTATGGATAAAATATGTTTTAAAAGTTATTAGCGGTGAAGT
+CAGCTACAAAAAATTTTTATCTACGACATCTTGACACGCACAGAAAGTTAAAAAGTAGTTGATAATTTAT
+TAAGTTTGAAGTACAATGAAAGTAAGAAAAATCTTATTTTCAATGCGTAAAGGAGGGATAGTATGGAATT
+GGCAAAAGTGACAACAAGAGGCCAAATTACAATTCCTAAAGAAATACGTAAAAAATTGAACCTTAAAGAA
+GGAGATAAGGTAGTTTTTATTGAAGAGAATGGGAAAATTATTATAGAAAATTCAGCAGTGTTTGCACTTC
+GTCAAATACAAAATGAATTTAAAGGGGAAGCAGAAAAAGCTGGTTTAAAAAGTGAACAGGATATAGTTGA
+TTTAGTTAAAAAGATCAGGAAAGAAATGTGGGAAGAGCAACATGCGAATAATGGTTGATACAAATGTTTT
+AATTTCTGCTATATTGTTTCCCAATACACAAATGGATGAAATAATGAAAATTATAGTAGAAAAGCATAGG
+TACAAGGGATAAAGATCTTCTTGATGTTAAAATTGAAAAACCATTAATTTTGACACCGGCGCAGTTTCTA
+GAAAAGTTTGGCTAAGATGCAATACATTTATAATTTTGCAATTATTCTAGCTATAAAAAATTACACGGAT
+TTTGTAAGGACCTATGAAAAATAATTAAGAAAGAAGGTTTTGAAATTGAAAAAGATTTTTCTTGCTATCG
+CGACAGTGCTGGTTTTATCAGTAGTTTTTACAGGCTGCACTAGGGAAAATCAAAGCCCCGAAAGTAGTTT
+ACCCAAGGAAGAAACAAAAGTGACCGATTACTTTCCGGTTTCGGAAAATCTTTATTGGAAATACGAAGGT
+ATCGGCAATGAATTTGCAGGTGGAAGAGTGGATATAGAATTTATTGAAGGAAACAGAGTTCAGTTCTCTT
+ATGACAATGGAGGTACTGTTGTAGCAAAAGTTTTTGAAGTAAGTAATGAAGGCGTGAAGGTGATTAATTC
+TATCGAAGAAAGTTATTACAGGATAAACTATCTTGCAGAAGAACCTACCCATGAAGAGTATTATTTAAAA
+TCACCCATAAAAGAAAAAGTCAGCTGGCAAGACGGTAGCATTGTCTGGACTATTGAAAGCTTAAATGAGA
+AGGTAGAAGTACCTGCAGGAGAATTTACATGTATTAAAGTTGTGGGCAAGTCTGGAGATTTTGTATTAGA
+AAGATATTTTGCAAAAGGTGTAGGGCTTGTCAAACAAAGATTTGCATCTGATAACATGACTGTAGAAGAC
+AATCTTTCTAAATTTGGCGATGCTGAAAAAGACAACTGCCTGCCTGCAAAAGAGCTGACAATTTATTATC
+CTTCAGAAAACGTGGATAAATTGCTGGAAGATAGGGTAGTAGAGAAGTTTAAAACCGGCGAAACTCTTGT
+GGAGAGGATAACTGAACTTTTGAAAAGCGAAAAGTACAGAGTACTGAGCAAAAACACACGACTCTTGGAT
+ATAAAAAAAGGAGAAAATGTTCTGAGGCTTAATTTTTCTAAAGAACTTATCACTGAGATGAATGCCGGCT
+CGGGATATGAGGCGCTACTTATAGACAGCATAGTAAACACCTACGGCTATAACTTTGGAGTAGAAGGTGT
+CATCTTAAATGTGGAAGGTAAGGGATACGAGTCCGGGCATTTTGTCTTCGGCAAGGACGAAGTTTTGAAG
+GTAGACAGGTAATTGTGCTGAGGATTTCAATATAAGGCGCAAAAAATTTTCTAAGATAGTGTAAAATTTC
+AGTAGGTAACGAAGCAGGAAAATGAGGTATGAGTGCAGAAAAAAAGACCTCACTGGGGGAAAATCAAAAA
+TCAAAACAAAGGAAGGTGAGGTCCGAGATGAAATAAAAAAGATAATGCAGCCGACAAAGCAGGAGGAAAA
+AAGAAAATACGCGGAAGAAGACATAGAAGAATGGTTAAGAGTTTCATTACCGATACTGGAAGGTCCATTT
+GCGAGCAAGCCATGGATAAAATACGTTTTAAAGGAATTAATACGAGTAAATGGATTAGCAGTAGGTATTT
+GAGTAGTAAACAACTAGTATATATTTTTACATTAAAAAAGCAAAAAAGAAAGCGGATATTTATGATTTGT
+TGAAGTAATAATTTAACATAATTAGCAATATATATAAACTACTAATTTTAAACTCCTAGATTTTTAACGG
+TGAGGTCAGTTATAAAAATTTTTTACCTACAGAATCTTGACGCAGACGTGGATGGCAAAATGCTTTTAAA
+CCCTTTTAAAATGTGGTATAATAAAATCAATTCCGGCAAAGTAGATAGAAATACTCAAAATTTGCTTTAT
+GACAGGAGAGTTTAAGATGAAAGTGAAAGAGATTTTAGAAAAAGCGTATCATGAGAGCAATCTCACAAAG
+GATGAGATAAAACTTTTGCTGATGGCAGAAGGTGAGGATAAAGATCTTCTTTTCAAAACAGCAGACAGGG
+TAAGGAAAGAGCACGTTGGCGACGAGGTTTTTTTGAGGGGACTTATTGAATTTTCAAGCTATTGCAAAAA
+CGACTGTTTTTACTGTGGACTGAGGCGCAGCAACCAGAATGCTCAAAGGTACAGAATGCAGGAAGATGAG
+ATAGTAGAAGTTGCAAAAAGAGCATATCAAATGGGGTACCGCACTGTGGTGCTGCAGTCTGGTGAGGACA
+TGTATTACACCAAAGACAGGCTGTGTTCAATCATAAAGAAGATGAAAAGGGTGGTTGACGTTGCTATAAC
+ACTTTCGATTGGTGAAAGGTCGTATGATGAGTACAAGGTGTTTAAAGATGCCGGGGCGGACAGGTTTCTG
+ATGAGGTTTGAAACTTCAAATGAAAAGCTATATAGAAAGTATCATCCTGGCATGAGCTTTGAAAACAGGA
+TAGAGTGCCTTAAGTGGCTCAAAAAACTTGGGTATGAACTTGGGACAGGTTTTTTGATAGGCCTTCCAGG
+TCAGACGTTGGATGATTTGGCACAGGACATAATTCTTGTAAAGGAATTGGATGCAGATATGATAGGCATT
+GGACCTTTTATTCCTCATCCCCAAACGCCTCTAAAAGATGCAAAAGAAGGTTCAGTTGATTTGACGCTCA
+AGAGCATTGCCATTTTGAGGCTTTTGAATCCAGATGCTAATATTCCGGCAACAACTGCACTTGGCACTTT
+AGACCCGCTGGGAAGACAAAAGGGGCTCATGTGTGGTGCAAACATTGTAATGCCGAACGTCAACAGGCTT
+GAGTACAAGCTCAAATATGAGCTGTATCCTGGCAAGATTTGCATAAATGAGGATGCGACAAAGTGCAGAG
+GATGCATTGAGTCAATCATTGTTTCGGTGGGCAGGAAGGTCGGGCAGGGGAAGGGACAGAGCAGGCACTA
+CAAAAGAGCTTCTGTGAGCTAAATTGTAATGTGTCATAGTTTCATTCAATAGCTTTTTATTTTTGGGCAG
+GTTATCCCAGGGCAACGAAGAAATGTCAAAAAGTAAAGAAACGTAATTAGAAAGCTGATCCAAAACAACC
+ACAGGCATGAAACCAATTGTAGGATGATAAAGGCAGCGATAAAACTTTAATGCCTCAACAGGAGTCATTC
+CATTCATGTTTTTGCCGAAATGCGGCCGTCTGTAGTTGAAATATAGTATCCAATTTTGCGCCATGTTCAG
+AAACGAACTCCTTGAAGTTGCCTTATTCAAGTTTAAAGCATAAAACTCCTCATCATCAGTGCGGTGAGAA
+CGCTCAACGAAGCAATTTGTCTTCTTGTTTCTCTCCGGGATATTAAGCAAAGATACATTCCAATGATCGA
+AAATAAGTTTTTGAATGAGTTTTCTTTTGCGAGAAGTGGCACTGCCTCCAAACTCTGCTCTGTTATCTGT
+TTGGAAGAAAAGTTGATGTTTTACACTGAAAGCTCTAAGCCATGCCGCCACAAGCAGCATGAAAGTCAGG
+CTGTTTTTGAAATCGAGGGAATCGGCATACGCGATAAAGCGCAATCTTGTTTTAATATCAATAGCAGTGA
+ACTGATAAAGAGGGAGCTTATTTTTAAAAATAGAGGCATATGCTTCTGGAGGCAAAGCCGATTGATCGGC
+GATATGCTTTGAATCGAACTGCCAGAACTGCAAAGGTTCAAAAGCGGAGAAATCCGCAGCGAAACGGCGA
+GAGTCTGTAATTGTTATATGTTTCTGGCATCGGATGCCGTAACGTCTTCTGATATTACGGATGGTAAAAG
+GAGAAAGCTGGATATTGAAGGTATTTTTGATGAACAAAGCCCATCTTTTAGAGTCTAGATTAGTTTCTTT
+TGCTAAAGTTGCGACCAAATTTTCGATATGTTCTGGAGTTCTGGTAGGCATGCGGAATTTAGGCCCTCGT
+TTTTTGATACAGGCTGATATATCGCCGTTAGAAAGCCTGAAACGCTCTTTTAATTTATACACCCACCTTG
+GAGTAACACCCAAGATTTTAGCGGTTTCTTTAACGGAATGAGACTCAAGCAAAGAGATAGTAACTTGAGC
+AATAGCCTGGGGATTACCCGAAGCTTTAAGTTTTTGGTATAATGTCATTGGGTGGGTTCCCTCCTTAATG
+GGTTTTTATTGTGCCATATCCATAATACCCCAGGGATACCCACCCTTTGCAATGTCTTTTTCACTTTAAT
+AAAGTAGTGTGAACGAAACTGTGGCTCATTTACAATCCAAAGCATGTTATGTCCTTGACAATTTAGAGAA
+AGACATTTAAACTTATACTTATAGATACGAAGATTTGCTTACATAAATCGCCATATTGATGATATTTTTA
+CACAGTTAAAGCTGGCATAGGCAAAGTTTAACTATGTGATGGTAATATTTGTTATTGAATTTTCTCATCT
+ATAGGAAAAATTTAAAAGAAGAAGAAGGAAATAAACTTGACATATGCTAAAAGGCAGAGGAGTAAAAAAG
+TAAGGTAAAAAATGATTTCTATCCCTGCCAGGCTGCCGAAGCATATGTCAAGTAGGTATATCCCCATGTT
+GGCCCAAAATACAGGCTGTTTGAAGGTATATCTACTTGGACAGAAGGCACCTGGTTATGATAATAATACT
+AGGTACTTTTTGTTTTGTACAAAAAAAGAAAATTTGATTCTAGTGTAAAAACCCCTTTTCCTTTCCCACA
+AAGCATAAATATACGAAACAGCGAATAAATAAAACTCATTGGATACATAGGTGGTATACAAATTTTCCCA
+AACTTATGCTAAAATTAAGGAAGAAAAAACCACAGTAAATAGGGGTGTTACAATTGTTCAGAGAAAACAA
+TCATAACCGCAGGAAACATTATTTGGAAGCACCAATTTTATGGACTCAAGAATAAAGACCGAACTCGAAA
+AATCATGGGCACCCATATTCTATAAATACGTGTTCTGCAACATCGATGAAAAACCCTTTTCAGTCTTATA
+CAGTGATACAGGAAGGCCTAACTTCCCGGTTAACATACTCCTTTCCCTGGAATACATAAAACACCTTAAA
+AACTACTCTGATGATGAACTTATTGAAAACTTTAACTTCAATTACCTGATAAACTATGCCGTAGGAATAA
+GAACATTAGGAGGCATGAATCTTTCAGAGAAAACCCTGTATGACTTTAGAGCAAGGATATACCAATACCT
+CATAAAACATCCTGAACAAGAAGACTTAATATTCGGGCAGTTTTTAAATCTTACCAGGATTTTTGCTAAA
+GAAGCAGGCATATCCATGAAAGAACAGCGCATGGACTCTACCATGTTCATGTCAAACATCAAAAAAGCAG
+GAAGAATTGCTCTTGCCTTTGATGTACTTTACAGGGCAGTAAAATCCATCCCTGAGGATAGACTTTCAGA
+GAACCTGAAAGAAGTCCTTAACCCTGAATTCAAGACAGAAGTGATACATAAAACCAAGCCTTCAGAAAGC
+GAAAGCAGGCTCGAAATGCTCTTGAATCTGTGCCAGGAAGCAAAGGAAACAATCGAAAACATTCCCTGAC
+TTGGGAAATCCGATGCATATAGAATCCTCACAAGATTCCTGTCAGAACAGGCATACTACGACGAAAAAAC
+CAGGAAGCTCAAGGCCAAAGACAGCAAAAGCATACCCAGCGACTCCCTTCAGTCAGCATACGATGAGGAT
+GCTACCTATCGCAAGAAAGGGAACAAAGCTGAAAGCGGATACGTTTTAAACCTCAGCGAAACCTGTTCAA
+AAGAAAATCCCTTCCAGCTCATAACAGACTATACGGTAGAAAAAAACATAAAAAGCGATGTAGAACTTTT
+AAAAGAAAGACTACCTATTGTAAAACAAAATACCGAATGCCAAGAAGTCTATGTAGACGGTGGTTATTAC
+TCCGAAGAAGCAGTGCAAATTGCAAAAGAAAACGGGGTGGAGCTTCACTTTACCGACTTAAGCGGTAGGA
+AGCCCATCTCTAGGATATCAGTGACCGAATATGAAATAGATGAAGAAACGAAAGTGATAACGAAGTGCCC
+AAAGGGAATAATACCCATCCATGCCGGTGTTAAGAAGGGGCAGACGGTGGCCCATTTTCCAAAAGAAGCC
+TGTGCGATGTGTAAATTGAAAAATCAATGTTACTGTAAAGAACAGAAAAAAGATTACGTGGTAAGGATAA
+ATCTAAAATCGATAGAAGCAGCCAAACAGCGGGAAAAGATAGAATGTAGGCGTGAGGAAGACAAGAGCAA
+AAGAGCTGCAATAGAAGGTACCAATTCAGCCTTGAAGAGGGGTCACGGTTTTTCGAAGCTTCGAGTAAGG
+AGACTTGTAAAATGTAGAGTAAACGTAGGCTTAAAGGTATTGACCCAGAACTTTAAGCGTTTTGCAAGAT
+ATATGTTGGAGCGAGCTAAAAAAGCTATTCCAAAGATCCAAAGGGGAAGCGTGCCCATATTGGCTCAATA
+AATGGTAATAACGTATTATAAAGGTAAAATATAAGCTTTTCTTGGTAGACTTTACACTGGATTTTTGTTA
+TCATAGGTGCAAATTACCACAATTTACCTAAATAAATTTGTCAAAGTACAGAAAAGCAGATTCTAAAATT
+GAGTTTCTACACTACTAGAATCATTATTAAAAAATAAAAATTTTAACGAGAGGAATCATGACTGTTTCAG
+GAACATTTTATTTTTGTGGTATTAGTGAAATGTGTAACAAATAGGTTTATAACAAAGCAGGTAAGAAGAG
+CATATTCCAAGATATGTTAATAGAGTAAGCTGCCATTCAAATACCTTATGCTTTGATACTGAAAAATATG
+AAAGGCCATGTGGACAATATTTATGTACCCTGTTTTTTCATAGAGGCCATTAGGATGTGAAATTGGTACA
+AATAGTGATTAATTGGGTAAGTAAAGTTGTATTTAAAAGGCTATTTAGTAGATAATTGGGGAATTAGATT
+AGGAGGCGGAAAAATGTCTTACGGATTACGAAAAATCCGCGTTTTTTATGAAAACGGTGACTTATCATCT
+TATTTACAAGAAATACAAGAAGCCTTAAGAAAAAGCATTTTTGAGGAATCAGAAAACTATTTATTGAATG
+TTAATGAAGTAGAATACATTGAATACAAAGTTAATGAATATAAAATAGAACCTCTTAGACTAAAATACGA
+ACAGGCTTATGCAGAGCAAAAAGAAGAGCTTATTCCAGCAGAGTTATTTCCTAACGATTTTTTTGTATAT
+GCGGGTAAATCTTATCCCAAAATGGTAATTTATTTCCATATACCAGTTGAAGGAGAGCTAAAACTTCTTA
+CTTATACACCAAGTACCAGACTTTTATGGACGGAAGAAATGTTTATAGACAAATCAGAATTAATTTTTCG
+AAGAATTCAGTTTAGAGATAGTATTGAAGAAATTAATAGAGATTACGAATCAACCGTAGAGAAATTAAGA
+ACAATGGAGGCTCATATTAACGAAGAAGTAAATAGCTTTAATAATACATTACGGACAAAAGTAAAAGAGA
+TTTTCAGGAGTCGAAAACAGGAGTTGTTGAAAAGGCGAAACTTACTTTCGAGTTTAGTTGTTCCAATCAA
+ACGTTCTGAGAATGTTCCAGAAACTTTTGTTATTCCTCCCCCAGGAGTAAAAAAGAAAATTGCAGTAAAG
+CCTCAAGTTTTTGATAAGGGATTTACTCCAGAACCAGCACTTGATATGCAAACATATAGAGATATTCTTA
+AATTAATCCATGAAATGGGAAAAGAGTTTGAAAGGAAACCGTCCGTTTACTCAGGCAAAAGCGAGGAGCA
+ATTGAGGGATCATTTTTTAATGCTGCTTGAGCCTCATTTTGAAGGTTCAGCAACAGGGGAGACTTTTAAT
+AAGAACGGAAAAACAGACATACTTCTGAGATATGAAGGTAGTAATGTCTTTATTGCGGAATGCAAATTCT
+GGAGAGGGAAGGCTGCTTACCTCAAGGCGATAAGTCAACTATTAAGCTATTTGACGTGGAGAGATTCTAA
+GGCAGCGATAATTTTGTTTGTAAAAAATAAGACTATATCTGATGTATTAAGAACGATTGAGGAGGAAACG
+CCTAAACATAAGAACTACCTTGGATTTGTTAATAAAGAAGATGAAAGTTGGTTTAATTACCGTTTCCATA
+TAAATGGTGACCGAAACAGAGAAGTGAAATTAGCAGTAATGGCATACCATCTTCCATGAACTGACGCATA
+TTTTTATAATAACTAATTGAGTTTTTTATAACCTTGGCATTGAAAAACTTCAAGAAATAAAATGATTTTT
+GCCAACGAAATATATGTATTGCTTTTTAGAATTAAACCTTGATCCTTACTACTTATTTCCAAACTATATA
+TTTCTCATTTATACCTTTTCTCCATGCGAAAAAAGTGGTTCTATTGAGGGGTAAAAAAGGGAAAAGGATT
+AAGGATTAAATCTTTACGGAATAACAAAAGGATAAGTAGTAAGGCCTTGAAAAAGAAAGATTACACCACT
+TATCCCTTTTTTCTTTGAACCATGATCCTGCCCCTTTGGAAAAACTTTTTTTACGCAAGTTTCCATCCCA
+TAAAATTTCATGTGGATTTTACACGGGTTGGAGTGGAAGGAAAGGGTTCTAGAAAAATGGTTCGGCGGAT
+AAAAAAGTATTGACAATTGTGGATTACAATTGTAATCTAATGATAGACTACAATTGTAATATAAATTGGA
+GGTGATATTAATATGAAAAAAATGCCTAAAATATCAGAGTCCGAATTAGAAGTAATGAAAATAATTTGGG
+AACTTAAACAAGCATCAAGTTCGGAAATTGTAGAAAGGCTTGTGAAGACAACATGTTGGAAACCGAAAAC
+TATTCATACTCTTATCAATCGTCTTGTAGAAAAAGGAGCTTTAAAAGCCGAAAAAAGCAAAGGAAAAGCG
+TATATTTATTTTCCTGTAATAAGTGAAGAAGAATATAGATCTCATGCCAGCAAAACCTTTTTGGAGAGGG
+TATTTAACGGGTCTTTAAGCTTGATGCTTGCAAGTTTTATAAAAGAACAAAAGGTCTCCAAGGAAGAAAT
+CGAAAAGTTGAAAAAACTTCTGGATGAGGAAGTGTGAACATGGAAAAGATTTTTTATACCGTATTTTTAA
+TTTCTATTCAGGCTTCTATAGTTGGGCTTTTTATTGTTCTTGTAAAACGAATTTTAAACAACAAAATTAG
+TCCGGAATGGCATTATGCTTTGTGGGTCGTGCTTATTTTAAAACTGATTTTACCGTTTGGTCCGGAAAGT
+GCCTTAAGTTTTTTCAATTTAATGCCCCAAGTTGAACAAAGTGTTGATTTTTTGCATTATCAATCATATC
+AGGAAAATATTTATAATAGGCCTGTTATTAATGATCGATTTGAAAAAGATAATATTTCAATAGTGGATGA
+ATCGACAAGACTTTCTGATTCAAAAAATGAGGTAAAGATCTTGGCCTATATTTGGATTACTGTTGCAATG
+ATATTTTTTACATTTATTATATTATCCAGTTTTGTATTCCACAAAAAAATTAAGAGACGCGGAAAATCCG
+CACCCGATTCATTATATAGTATTCTGGAAAAATGTAAAGAAAGGATGTATATGAAAAATAATATCAAAAT
+AGTTGTTCAGGATGTGATAAAAGTACCCGCCATTTTTGGAATTTTTAAGCCGTACATATTGATATCACCA
+GAAATTTTAAAGCTGAATGAAGAAGAAATATCGTATATTTTCATTCATGAACTTGCCCACTTGAAGAGAA
+AAGACCTTCTTGTAAATTATCTGTTACTGGTACTGCAAATACTGCATTGGTTCAATCCTTTTATATGGTA
+TTTTTTTAAAAAAATTCGTCAGGACATGGAGGTAGCAGCCGATTGGAAAGTACTTGATATTTTGGAGAAT
+AATGAACGAAAGAAATACGGGAGAACTCTAATAACAGTGCTGGAAGGTTTAAATACTCCGCATATATCTT
+TTAAGCTGGTTGGGATGATGGACGATAAAAGTAATATAGAAAGGAGGATAGAAATGATAAAGATAATGGA
+TATTTTTAAAAATAGAAAGAGATTTTTTGTTATCACGGGTTTAATTGTGTTTATAATCCTTACCGTTTTC
+TTATTAACCAATCCAACATCAAAAACTTTACTACAGATAGGGTATTACACTATTGAAATACCTACCGATT
+GGAAGGTAAAAACAGACACACCTGGTTTAATTACAGAAAAAAACACTATTTTAAAAATTATTACCACTAC
+GAGAATAATATCAAGCGGGGAACTCGTATTTGAAAAGGATAACGTTCCTGTCGGAGGAGTTCAGATAATA
+GGTTATGAGCCGAATCAACTTTTGTTTTTGCCTAACCATTCGGAGGTCAAGAGTAAAAAGGAGATAGAAG
+GATTAATTACAAAGGCGGTTTTGGTAAACCTTGATATAACTCCTCCTGCAGCAACCGGAGATAACTCAAT
+AAAAAACGAGAATCATATATATTTAATTTTTGAAGAAGATGGGATTGCTTATGATATTTACGCTGATGCA
+AAATACGTCAACGAATCTCAACTCATTAAGATTGCTAAGAGTTTTAAACCAGCTCCGGATTACGAAGTAA
+AAAAAGTTGTGGAGGGGTTTGGTAAAAGGTTGAAGAATGTAGATAAACTTGCTCCTAAAGAAGGTTGTCG
+AGAGCTCATAAAAGAGAATTATAGTCAGTATGTTTCGCAGGATTTACTTGCCGAATGGATTAGAGATCCA
+TCAAAGGCTCCAGGGAAATATGTTTCAAGTCCGTGGCCGGACAGGATTGATATAAAGGATATTACTAAGA
+TCGGCCAAGCTAAATTTTTAGTAACAGGAGATATTGTAGAAATAACGAGCGTTCCTGGTGAGGAATGGAG
+GACGGGGGTCACGCTGACAGTGGAAAAATTGGAAGGAAAGTGGTTGATTACAGGGATTGATTTTGGTTCA
+CAGCTACAGACTCAAAAAATTGAAAATTTAGATGAGGCGGTAAGTTATGCTATAAAATCTAGAAGGCTTG
+CATATAATGAAGGAGAGGCAGCAACGGAGGGACACATTATCCTTGATGTAGAGGAAAAAGATGGAATTAT
+TAAGGTTTATACCATAGCGAGTTTTGGAGCTTTTGGTTTTGAGAACGGTATTTTTACTAAGATCAGCGGG
+AGTGGTGCTATTCCAACTGTTATAACATTTTCCAAAAATGAAAAAGGTGTGTACTCTTTGCTTGAATATA
+AGGAGCCAATGGATGGAGCGTTCTACATAGATTCACTAAAAAAGATGTTTCCTGAGAAACTATACGATAA
+AGTCATTTCTGCAGATAAATATTATCCAGAGCTTGCAAAGCAGCAGGAAGCACAAGCAGCAGAATATTTA
+AAGAATATTGGAAGAACAGCAAAGGTAAGTGCAGCCTATGTAGAAAAGAAGCTTGTAAATATAAATGTAG
+AGGCATCAAATAAATTGTTTGGCGGAACAGAATTTCCTTTTCTTAATGATTATCCGTGGTGGATTGGAAC
+GAGAGAACGAATCGAAAATGGTATTAGATACATTTATGAAACTTCTCAAAGTAAAACTAATGACGGCTAC
+GACCTTGTAATTTTTAGGAAAACAAAAGAAGATGGGACTATAGTTAAAGAATATAGATATAAAATTGTCG
+ATAGTGAGCCACAGCTCATATACAAAAATACAAAATAAAGCATATAGATTATGCCTTACTGCCTCCTCAT
+CGTGTAAAATTGAATGTTAATCATTGCTATCCAGTCTGACCCAATTCCAAAAGACTTAGCGGCAAGTGTA
+TTTCCCATTTATTCCTTTTCCCCATGCGAAAAAAGTGGTTCTGGTTGGGAGGAATAAGGGAAAAGGATTA
+AGGATTAAGTCTTTACAGAATGACAAAGGGATAAGTGGTAAGGCCTTGAAAAATTCGGGATTTACGCCAC
+TTATCCCTTTTTTCCTTGAACCATGACCCTGCCCATTCGGAAAAACTTTTTCTCGACTTTGTCAGTTGGA
+GGCCATTTTTAGGCTGGTAAAAAATATCAAACCCTTGATTTTCAAGGGTTTTTTGTTTTTAGGGTTAAAA
+AATTTTTCAAAACTGTAGGGACAATTTTACTCCTAATTATTGCCATAATACTTGACTATATTCACTTTTT
+GTAGTATAATGTAATAAACTAACATAAAGGTGATGCCATATGTTTCTCAAAATAACTAAAGCTGGTGGCT
+ATGAGTATGCCAAAATTGTCCATAATTATCGCGAAAATGGTAAAATAAAGCAGAAAGTCTTGCTTAATCT
+CGGTAGAATTGATGAACTCAAAAATGACCCCATTTAAAGCTGATAAAAGAAGCGGGATACGACTACATTG
+TGGCAAGCAGACTGAAAAACATGAGTAAAGAGATTTTAGATAGAGTATTTGATGAATAAGGATATCAAGT
+TCTTGAGGAGAAAAAGTGGAGATTTGACAGAGAAATATTTGGTGAAGAGTTTAGATTCAAGGTCATAGAA
+AGAGAGAATATTATCAAAACGGGAGAAGGGGAAATATTCAAGATACCTGAGAATCTAATAATAACCTATT
+CAAGCAAGAGGGCCAAAAGAGATAAAGAGGAGAGGCAAAGGCTAGTAGAAAAAGCAAAAGAACTTTTAGA
+AAAGCCCGGCAATGTAAGGGCAGCAGAAAAGAGAGGCGGAAGGAAATATTTAAGACGCATTTCCGAATCA
+GAAGAATATGTACTGGATGAAGAAGCAATAAAGAGAGATGAGAAATTTGACGGTTTTTATGCAATTCAGA
+CTAGCAAGAAAGAAATGAGTGTGACAGAAGTTTTGAATGCATATCATGATTTATGGAAGATAGAGCAGTG
+TTTCAGAGTAATGAAAAGTTGTCTGGAGGTAAGACCAATATTTCACTGGACGGAGAAAAGGATAAGAGGG
+CATTTTGTTGTGTGTTATTTAGCATTTTTACTGGAAAGAACTTTAGAATACAGTTTGAGGTCTAAGGGGA
+AAAAATTAAGCAGTGATAGAATAAAAGAAGCGATAGGTTCAATGAATTTTGTGGAGATAGAGATAAATGG
+GAAGAAATATTTAATCAAACAAAAGATGGAGGAGGAAGCTGAAGACATATTGAAGGTGATGAAAATAAAA
+GCACCAAGAAATTTCATTACATATGAGGAAGGTATGGAAAAAGTAATGTAGTGACAAATTTCACGCCCAT
+TTTTTGTCAATACCTGTATTCCCAAGCCTTTTGGGTTTCGAACTAACAAAGTCAAGTTAAAAATATTAAA
+TATCAAATGTTGCATTTATTGAGATAGTAAGACAAAATATAGTTTTAATATTTGATGTGTGTATTTAGTA
+GTAATACCGTTGTATTCCAATACAACAATTAAGGACGGCTATTCAGAAAATACCCATCCCAACTCTTGAT
+AAGAATGCGAAATTTTTTCAAGTATTTTCAGACTTCCCTAAGGTCTTATCCTTTCCACTATGTTTTTTTG
+TTCCGTCTACTTTCTTGCAACACTTTTGGGTAGAAGGAGAAAAGATGAAATAATTGGATTCTTTCTGAAC
+CATTCGAATGGCCTCGTCTGGAGGCAACGGTTTGCTGAAATAATAACCTTGAACTTTGTCGCACCCGCTC
+TCTACAAGACAATCAAGCTGTTCTTTTGTTTCCACACCTTCGGCAGTTACGCCGAGTTTCATCCTGTGCC
+CCAAGAAAGTAATCGCATCGACAATAGCCTTATTTACCTCTACCTTTATCTCGCTCACAAACGACCTGTC
+AATTTTCAAACCATCAACCGTAAATTTTTGGAGGTATTTGAAAGAACTATTTTCCGTTCCGAAATCATCT
+ATTATTATTTTGACCCCCATTTCCTTCAAGCGATAAAGGTTTCTAACCACCGTATCCATTGCTTCTATAA
+GGACGGTTTCAGTAATCTCCAGTTCTAAGAATCTTGGTTCAAGTTCAATTTCGTTTAGTATATCAAATAC
+AACCTTTGCAAAATCAGGTTGCTGCAGCTGATGCACTGAAACATTCACCGAAACACTAAAACCATAATAC
+CCCATATTACGCCATTCTTTCATTTGCTTGCAGGCTGTCCTTAACACCCATTCACCTATAGATATTATTT
+GTCGTGTTTCTTCAGCAATTGGAATAAAATGAATGGGACTGATCAGTCCTTTTTTAGGATGCTGCCACCT
+CAACAGTGCCTCCATACTCACTACTTTACCAGTCCTTGCATCAACAATAGGCTGATAGTGCAAAAAGAAC
+TGACCTTTTTCCAAAGCAAACCTTAAATCTCTTCTTATTGTGCTGGCAATTTCGACTTCTTTCTTCGTAA
+TACTGTCAAAATATTGAAAACTATTTTTCCCATCTCTTTTAGCCTTGTACATCGCTATATCTGCATTTTT
+GACTATAGCTCTTTCATTTTTTCCATGGTCAGGATATATGGCAATACCTATGCTAATAGTCACATACAAT
+TCATAATTATTGAACTTTATCGGTTGGTTGAAAAGTTCCAATATTCTGTTTGCAACCTTATTTGTATCGT
+CAATATTAATTATGTCAGGTAGCAAAATAACAAACTCATCACCGCCCACTCTGGATACTGTATCTGATTC
+ACGCAGACACGCTTTCAGTTTCCTGGCAACCTTTTTCAATAGCCTGTCACCTATATGATGTCCCAGGGAG
+TCGTTGATTGTTTTGAAATTATCAAGGTCGACAAAAAACACTGCAAGTTTCTTCCCATTCCTTTTTGCAT
+CTGCCATGGCAATTTTGAGCCTATCCATAAACACCTCCCGGCGAGGAAGGCCAGTTAAAGGATCATAGAA
+TGCCATGTATTTTAACTTGCTTTCCATCTGTTTCCGTTCAGTAATATCCGTGTGCGACCCTGCTATTCTT
+ATGGCTCTGCCCTCTTCATCCCACAATGCCTTTCCCCTGCTTAGAACCCAAATATATCTACCGTCTTTTG
+TTTTGATTCTGTATTCGCATAAATAAAATGGTGTCTTTTTCTCAAGATGATTACGTAGATTATTGATGAC
+TATTTTAATATCTCTAGGATGAATGAATTTAATCCATGTTTCATAATAGTTGTTTACTACTTCTTTATCT
+AAACCAATGATATCCTTCCACCTCTCGGATATGTAAGCCGTATCCGTTATCAAATCCCAGTCCCATAGTC
+CATCGCTTGCTCCTTCAACTACCAGTCTGTAGCGTTCTTCGCTTCTTTTCAATTCATCTTGCTGCCTTTT
+TATTTCAATTAAGTTCTGCCTCAACTCCTCTTCTCGGGCCATAAGTTTTTCATTCATTGCAGAGAGCTCT
+TCCTGTTGAGCCATCAATTCCTCGTTTAAAGCAAAAAGGTTACTATTTGCTTCTTCAAGTCTTCTTTCGG
+CATTCTTTAGGTCTGTAATGTCTATACCAGTTGAAACAATATACCTGTTTCCTTCATCATCGCAAATAAT
+ACTGTTATGCCACATAATATAAATTTGTCTGCCATCCTTCAAAACCATTGGATTTTCACATTTGTAATGA
+ATGCCTCTATCTTCAGTATCGTCCAAATTTTCTTTTATACGGCTTATCATGTCCCTGGGAATTATTGAAC
+TTATATCTATCCTCTCTGTTTGTTCTTCAACGGCTATACCAATTACAGCCTGGGTATATCTGTTGAACCA
+AACTACTCTACCATCCAATGCCCAGACTACTATAAGCATCTGCTCGTTTTCAAAAATTCTGCTTAAAAAT
+TCTTCTTTCTTCTGAAGATAAGCAATTGATTTCTTTGATTCTTCAATAAAACTCTTATTTTTCCTCTCAC
+TAGGCATCTTCTCTATCATTCGCCATTAATTTCTCCTTTCTTGACAACTATTTTTTAAACAATGTCTTCG
+ACGACTTTTTCATCTTTGTCCAAATATCATAGTGTAAAATTATCGTAGGATTTTTAAAGTGAAAAAACAA
+GAGACAACCCCTGTGATAAAATAGATTGTGGAAAACAAAAAACACGAAAGGGGTGTCTCTTGTGAAAAAA
+CATATTTTTGAGGATATTATACTACAAAATGCTCTAAATTTCACTAGGGAAATGATGAATGTTTTTGAGG
+ATTTATTAAAGAATGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAAGAACTTACGGACAAACTAGG
+TAGAGAGGCAATAGAAGCAATTATTGAGGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAA
+AAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATGAGAGGA
+CATATTACAAATCAAGGGAGGATGGTAGATATACATATTTAGTGGATGATGCATTAGAGATAGGACGGCA
+CGAGAGGATAGAAAAGGGAGTAAAAATAAAGTTAGTAGAAAATGCGATAGAAGAATCATACGAGAAAAGT
+AGCGAGAAAGCATGTCCAGAGAAAATAAGTAAACAGACGGTATTAAACGCAATAAGGGAAATAGGAGAAG
+TAGAGGTGAAGAGAGAAATAAAAGAGAAGAAGGAAGTAAGGGTTTTATACATAGAAGCAGATGAAGACCA
+TGTACCTTTACAAGATGGCAGCAGTGAAACACCGCGATTGATATACATACATGAAGGTAGGGAAGAGAAA
+AACGGAAGGAACGTACTGAAGAATGTGTATTACAAGGCATACGTAGGAGAGAAAGCAGAAGACATATGGA
+TAGATGTAGCGAATTACATAGAAGAAAATTACAAGGAAGAGAAGATAGAGAAGATATACATAGCAGGAGA
+TGGAGCACCATGGATAAAAGAGGGATTAGAATGGATAGTAAAATCAAGGTTTGTGTTAGACAGATATCAT
+TTAAACAAATACGTATTAAAAGCAACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAA
+ATGAAGGGGATAAAGAAGGAGTGAAGAAAATATTTGGTGAGTTAATAAAGATAGCAAAAGAAGAGAAAGA
+AAAAGAAAAGATAAAGGAAGCGAAGAGATACATACTAAACAATTGGGAAGGGATAAAGATATACAGTGAA
+GACGAAGATGTAATAGGGTGCAGTGCAGAAGGGCATATAAGCCATGTATTTTCTGCAAGACTTAGCAGGA
+ATCCATTAGGGTGGAGCAGAGAAGGATTAAAGTTAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGG
+AGACTTAAGAGAAGTAGAGTGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACAGAGAAG
+CAAATAAAAGAGGCAGTAAGGAGAGTTAAAACGTCTACAAATGAAAAAATAAACAATATTACGGTTTTGA
+ATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAAAGAAC
+ATGATAAAACGAAGCCCTGAATTAATTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGAC
+ACTATCGTCCAAATATAATTTTATTTTTTCACCATTTCTTAATTTGTAGCCTATTTTATCAAAGTATAGT
+TCGACTCCTTCATAGCCGTAAAGAATTTTTACTATTGAATTTTTACTTCCCTTTAATAATACACGACTAC
+CAACGCCAAGCGATCCGGCTTCTTTTATGAAGATATTTTTCTTAAATTCGATCGTGCTCATCCTAACCTT
+ACCATTAATAGAAACCGAACCATTTGTAGAAATTTTTGTGTTATAACAGCCTGCTTCTGAGGTTATAATT
+ACGTCCTTCATAGCGTAAATTTTGCTGTCATGAACCCATTTTGCAAGTATATGTCCCTTGTTTTCATGTT
+CCTCTGTTAAAATTCTTGATATGAAGAGGATTTTTTCATAGATTTCTTTTAATGAATTCAAGTGTTTTAT
+AAGACCAATAATATCGTAATCCAAAATGTTGTTAAGCGTTTTAACGAGACTTTTTAAATCCTCCAGAAGA
+TTTTGAAGTACATTTGAACTGCGTATCATACTTATTTCTGTTGATGATGTTTTTAACTCTTCTTTTAAGG
+TTTCGATTAATTTGATCTTCTCACTTAAATGTCTGGAATTATTCATAACGGTTGGTAGTTCTCTAATATG
+GAGGAAAATTGCCGATAATTTCTCAACAATAAGATTTACAGCGTGAAGTTCTATTTTATCAAAAATGTTT
+CCTGGTAAAAAACCGGCGTGTAACTGGCTATCAACAATTCCGCCAGAGATAATAATATTTTGCCCTCCCT
+CAACTACTGATTCGTAAACTGAACCCAGTATCTGAACATTTCCTGAAGCAATTATTTGATTACCTTTTTC
+GACATTTCCGTTTATTATAACATCGCCCTCGAATGTTACAAGTCTTGAATTCTTCGGGATACTTCCTTTG
+TAAAAGAACACAGGAATAGAGTAAAAAAGATATACAAATTTATCAGTTTCATCTTTTTTATGAACAACCG
+GTCTAATGTCAGCTATCGCAACTATCTTATCTTCATCTTCTTTAAAAACTATGGAATCGCTGAGAATTTT
+TACTTCAACGTCTCTTACAGGTGGTGCATTTATAATTCTACCTCTTACGCTAATTCCATTTTCACCTTTT
+ATGGGTTTATGTAGTTTCCCGATAACATCACCTTTTCTTGCAAAGGGTATACTTGCCATATCAAATATAT
+CTTCTTCAGAAAAAGTTTCTGTATAAAGAATTCTTGGCTTATCGATTTTTATAATAAATTCCAGATAACC
+ATCCCTGCCACTTTTATATGGTATTCCTCTTGCTATCACCGCTTCTTTTTTATTTTGGGTATATACGCTA
+ATTAACGCACTTTTATCTATACCTACTATAATTCCGTTCTTACGAAGTTCGCTTTCCACTATATTTAAAA
+ATTCATAGATATCTATATCACCCCAAGAAGAAAAAAGGGTTTTTCTTAAGGTTACAATCATTTCATCATC
+CGAGATTTCTAAAATAATCCCCATTTTCTTCAAAATATCGCTTAATTCTATTTTCATAAAAACACCCCCA
+TATGTTAAGCGCCCCAATGGATAAAATATGATATACGTAAATACAGGAACTCTTTAAGCGTTGCTGAGCT
+TTGTTTTTCATATTTATCCGTTCCAAGCAGCCATATATGTAGTTTTTGTTCATCGGGCAGCGATTTTGCC
+CTAAGCTTTCTTAAGATTTCACCACACGATAAATACCCTTGCTTTTAGCACGTTTAATACCAGGCCTATA
+TGGGACTTCCACGCTTTAGCTTACTCCATGCCGGGCGCACCATACTATTTTTACGTTATTATCTATTAGA
+TTACTATATTCGACAAAAAAACCGTAATTCCTTCTAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
+AAAAAAAAAAAAAAAAAAATTAAGAAAATTATTTTAAGAAGGTCAACTCAAAAAGACACAAAAGTAATAT
+AATAGTGATGGTAACTAATTAACACTTAATTCTGACCTAATGAAAATTTTACACAAAAATTTGAACTTGA
+ATAGTCATTTTACTGAAATAACCTTTTCATTTGATTTTTTGAAGTCTCTTTTTGCTACCCAAAATACTTT
+CTCATGTTCTAAATATACTTCTTTCCCGTCCTATTAGTAAAGCTCCAATTAGACGAATGCCAGATTCCAG
+TCTTGGGAATCTACGTTTAAAAGGGTCACTGGTAAATTTACCATTGCAAAGTCTTGAAACTCTTTAAGAG
+AAGGGTACCAACGTTAGTGACTATACGTTAGTCTTGTCTCTTTTCTGTTCTTTTATAGGATTCAGCTTTG
+ATTTGCTCAGTAGTCCGAGATACCAGGATTCGAGTAAGCACAGACTCTACGAATTTAGCTAGCTTTTCAT
+CTTTAGCTCTTTTTACAAAAAGGTAATGCAAAATTTCAAAATCTTATGGTAATATTGTATTGAGTTATTT
+CTCATCCCGGAAGAATGATTTTTGGCTTTGTTTCCACTTTTATTCTAACCAGGGGAGGGGAATGGCTCAA
+TCCCTCTTACACAAGTATATAGACTTAACTGCAACCTTGATTTGATAATTGTGATCAAAAAAGTGACACT
+CCCCTTCACAACTGTTTTGCAGAATGGGATGTAAGCCAAATATCCCGTTCCTGTGGATTTATTGGTATGC
+ACTCTATGGAAGAGTATGAGAGCATGAAAGATTATTCAGGATTTTACAAAGTAATTAAAAAAGAAGCTGT
+GTAGATTTACCCTATTTTGCCTTAGGAGGGAAGAAAATGCGAAAGAGGATAAGGGAATACGGTATTACAT
+TAGGCCTGCTTCCGACCGGCCCTTTAAATGCTATTACTGATGTAGAAGGAGTAACGGTTGGACATGTGAC
+ATTAATTTCCGGCGAAGGAAAGCTTATCCCCGGAAAAGGGCCGGTGCGGACAGGAGTAACTGCAATTGTG
+CCCCACAGCGGAAACATCTTTAAGGAAAAACTTATCGCCTCATGTTACGTGGGGAACGGATTCGGAAAAT
+CTATAGGGCTTATCCAGGTGAAAGAACTGGGAACGCTGGAGACACCTATCATTTTAACGAATACGCTGTC
+CGTTGGAACTGCTGCCGATGGTCTGATAGAATACATGCTCTCCTTTAATGAAGATATCGGCATTACCACG
+GGCACCGTAAATCCGGTGGTGCTGGAGTGCAACGACGGCTATCTCAACGACATTCGTGGAAGGCATGTGA
+AAAAGGAACATGTCATTGCGGCCATAAAAAGCGCAAAAAATGAGTTCGAAACGGGAAGCGTTGGTGCAGG
+CACGGGCATGATCTGCCACGGGTTTAAAGGTGGTATCGGCACAGCCTCCAGACGGATCGAAATAGGGGGC
+AAAGTCTATACAGTAGGTGTCCTTTTACTCACCAACTACGGCAGGATGGAAGACCTTATTTTCAACGGGA
+AAAATGTGGGAAGGATGTTGAAGGAAGAAATAAAAAAAGGGAAAGAGGCGGCGAAAGAAGACCAAGGTTC
+CTGCATAATCGTCATCGCCACTGATGCGCCGATGGATGCCCACGGTCTGGAGAGGGTAGCAAAGAGGGGA
+GTCTTAGGCCTTGCGAAGACGGGCTCCTTCATGGGGAATGGAAGCGGCGACATTGCCATCGCCTTTTCCA
+CGGCAAACAAGATTTGCCATTACGGTGAGCCCGTGATGGAGATTAAGACTATATCTCCACATTCCGGTGA
+TATAAACAAAGTATTTCAAGCGGTGGTAGAAGCCGTGGAAGAGGCCGTATGGGACTCCATGTTTACAGCG
+GAAAGAATAGTGGGAAGGGACTACCATGAGGCTCCGCTTTTGCCGGTGGAAAAGCTGGCGGAAATGATAA
+GGCAGGACTAAATAATCATTATATATTGTGCGACGACAAACACAAAAAAGACCTATCTTAGGTGCTAAGA
+GATTATTTCCAGAATTAATATTCCTTCATCTGAAACTTTTTTAGCCACTTCTTTTGCACCTTCAAGAGAG
+TGATCCCTGAAGTTCTTGCACGGTATTTTGTTAGCGGCAGAAACTTTTTCTGATTCTAAAACCCTTTTTA
+GGAAGGTCTTCACCGCTTCTTTAATTTCATTCAGGGGTGTTACATTAAATTTTTTGGCTTTTTGTCAATA
+GTTAGGGTGGGGATTTTTTTGAATGCCCGCTTTTAATTTTATTTCTCATTCTATTACAGCAGGCATTTAG
+AATAAATGCTCTATTTTTTTATATTCATAAACCATATTCAAAAGGCAAGCTTAAAACACCGAAACTTTAG
+CTCTGGTTCTTGGATTATAAACAAAAAATGGTTGATACTGTACACAAAAAAATTTTAAAATGTAATTAAA
+AGAGTCAAAAGAGGTAGGGAGCTAATAACGAGAAAAATAGTAAACAGAAAAGACAAGATTATAATCAATT
+ATTCTCAATCTAAGGGCGGGAAACAGCGCAGTTTTAATCTGGTTTTTCCTTACATAAATGATACCGAAAT
+TGATGTTGCATTAGTTGCAGAACAGAGCGATTCAGGAGAATGGAATCCTCTGAAGGCAATCATTGATAAA
+GAAGAAACAACAGCCGATGAAGAAGAAGCAGCAAACGATCTTGCGGATTTAACATGGCACATATGGGAAG
+AAGAAAATTTAATAATAGCAGCCTGTTTAAGTGAAAAATACGAAGGAAAGTTTTTTACAGCAAAGCAGCA
+AAAGAATTTAGAAAAAGAGGTACTAAATTCGGACAGGTTAATATGCTGGTGGCCAGATCCACTAATATGG
+GAAAGTGCGAAAAAGTTCAAAGAGTCCTTTAATTTATTACCTTTTAATGAAATAGCTATACCTTTCTACA
+CATTTAAAGAGTATTTTAAGCGTCCGGACATACAGGCAGAAATGCAGAAATACTGGGATGAACTGGAAGA
+AATATCAGAGAGTCCACAGGAATTTGCTGTAATTGAAAAAAGTATAAAAGCAGATGAATATGCAAAGTAT
+TTGCGCGGTTTAAAAACAACACTGCTTTTCTTAAAGAAGAATAACATTCCTTTTAAATTAACACTTGGTA
+ATGTTGAGCGGGCAAAAGAATTTTTTAAGAAAGAAAATCTTGATCCTTTCCAGCTGGATTCATGGATAAC
+TGCTGCTCCAATATTTGAGCCTATGTCTGATTTCTTAATAGAAGAACAAATATTAACCGGGCCAAGCAGT
+ATAATTACCGGAAAAGAAGAAATAAAAGCGTGCTTATCTTTTTTAAGTCACTTTCCATACGTAGCACCTG
+TTCCAGATGCAATTGGAGCAGTTGTCTATGCAGGAGATAAGCATATTTCAAGCACAGTTTTTTGGTTTAA
+TCCAGCAACAACCATAGAAATTGTGAACAAAGCAATGGAAGCAGTTTTGGAAGAGTTAAATAAACGTGGT
+GTAGAAAAAATCGTAATGATAGAAGAAATTGTTCCTTTTGAGACTTCATGAAAAAAAGAGGGACTTTTAC
+TGGAAATACCTGAGGACTGGTAAAAACTGCTAAACAGATTTCAAAAAAGTAAAGATATTAGGAAATAAAA
+AATTATGCTGAATAAAAAATGCTTAGGGCATGTGATGTGTGTTGTTAATATAGAAAAACCGAAAAATAAG
+TGTAGTAAATCAGTAGGAAAGGGGTGAGATAATTTTGCTTTTTAGTAGTGAACAGGTTAACAGAGGCAGG
+AAAATTGTAAATACTGGTATAGTTATTTTAATTCTTCTTTTACTCGGAGATTTTACTATTAATCTAATAT
+CTAATGGTATCAAAGGATTATCAGCAGAAAAAATCATCATTAAGGGACTGGTTTTATTCAATATATTTTT
+GTACTATAAGGGGAATAGAATAGCGTTTAAATTAACTATGTTTTTATTATCAATGGTTTATATTTTAATC
+TCCGGTTTATTACCTGCTTATTTGGTTTGGGAATTACTGCGTGTGTTAAATGTTTTAGATGCTTTTGGTG
+GTGCTTTATATTTAGTTATCCTAGCAATAATTATAATAGCAGTAAATATTTTAATATTTAAAACAGGATT
+TTATGATGATGTTTTAGCTTTTAAAAACTACTATCAGGAAAAAATAAAAAGATGAAAATGGGCTTTTGTA
+TCGATATAACAATGTAAATTTGTGTATTAAGATAAGGGGATAGATTTTATGAAGAGAACAAAAGTTTTGG
+TTTTTATTATTGTATGTATTTGCACATGGGTATTTTTGTATTTTGAAAACAATTTCATAACTGTTACAAA
+TATCACTGTTAAATCCCATAAATTGCCTGAAGCTTTTGATGGATACAAAATAGTTCATTTATCAGACTTA
+CACAGTAAGGAGTTTGGTAAAAGACATAAAAATCTTGTTAAGAAAATTGAAGATGCACAGCCAGACTTAA
+TAGTATTTACAGGGGATTTGATGGACAGCAGTCATTTTGATGCGGAGGTCAGTTTGAAACTGATAAGACA
+GATTGTAAAAATTGCCTCGACCTATTTTGTGACAGGAAATCATGAATGGTGGTCAGGAAACTTTAATGTT
+CTGGAAAAAGTTCTAAAAGAGAATGGGGTTCATGTATTACGAAATACCTATGCCAGAATCGTTAAAGACA
+AAGATGAGATTTATATTATAGGAATAGATGACCCTGCGTCAACTCAAGAAATATATGAGGACACAAAAAT
+AGTTGAAAATGAAATTAAACAAGCGGTGAATGGAATAGAAGAAAACGAAGCATTTAAGATTCTTTTATCC
+CATAGACCCGAGATGTTTACATTATACAGTAAGTATGGATTTGATTTAGTTTTATCTGGACATGCTCATG
+GCGGACAGGTAAGGCTTCCATTTATAGGTGGATTGATTGCGCCGAACCAGGGGTTTTTCCCTAAATATAC
+ATCAGGAGAATACAAAAGAGGGAGCTGTACTATGATTGTAAGCAGGGGGCTTGGAAACAGCATTATTCCC
+CAAAGGATTTTCAACCATCCAGAAATTGTTGTTTTGACACTGTCAAAAGAAAAGTAAACAGGCATTTGTT
+TAAGGGATAGTAAAGGCAAAAGGCTGTATATTTTTTACTAATAGGTCCAATTAACTTAAAGATCCTGCTG
+AATGAATGGAAAAGGTAGAAATTTTTGGTTACCTGTTATATTTAATGTAATAGGGGAAATTATTGCTTTC
+GGGATAGAAATGACATTATTGGCTTTGTTGCCAAATGTTGATGAAGGGATAAGGGGTTTTTATAGAATAA
+CGGGATGGCCATCGGTTATAGCATTTATAATAACAACAATATTTCTTGCTCCGATAGCTGAAAAAGCTTT
+TTATAGAAAAGGAATAATAAATTTCAATAGTAAAATTTTGCTTATTTTGTCATTTATTATTGGAGTTTTG
+CTATATGCACTGAGCATCCGCTAAAGCCTTTAGGTTTATTAAGAGCAGCTCTTTGGGATATTTCATTCAC
+TACATTCACTATAACTTATGTTAAAACAAAGAATGTTTATATACCAATGACTGCCACATTTAATATGCAA
+TCTTTTGGGAAATGCTATTATTCCCATAACAATTATGGCAGCTAAAACGTTAAAATACTAATCTTTTGAA
+ACAATTTTTTTGCGAAAAGAAGGGAAAAATTTAATGAACAAAACAAAAGCAAAAGATTTCTTTTTAAGAG
+CAATATTGTTCATAGGTATTTTGGCAAGTGAATTCTTGGTTTGTTTTCTTGATGCATTTATTGATGGAAG
+AGATATTTCACAGATTGTTTCGTTTAGTAAACACTGGTATGCGATGGTATTTCACTGGGTAGTTACGCTA
+ATAATATGGGGGACAGGTATAGCTATCGTGTATCATTGAGGCAAGGAAAATGGTGTTCTGGATGAATTAT
+TGAGATTTAATTTTACGAAGAGAACTTCTATAATGCTTTTTATCTCAATTTTAATAGTGCTTTTAGTTTC
+ATTTGTTGAAGCAAAAATTTTCAAAGAGTCAATACCTCAAGTCTACCAAGGATTTAAAATTTTTGTTAAA
+ATGTATGGCAACAAGGCGTTGGTAGTTACAATTTGTCAAATATTTATTATTTCGTTGAATCAATAATGGT
+TTTATTTATTGTTGCCTTCTTTCAGAGAGCAGGTGAGCTATGGTTTAAAAAAGAGAATATGCCATGGGGT
+GGAATTGGTCTTTCATGTTTTTTGCAAGATGTAATTCCCCATTTTTGCAAAGATTTTTCCCCAGGCACTC
+GTGGGGAATTTTTTATTAGCTTAACTGTTTCATTAATGATTGTTTCATCCGATAGCTTTGTCCATCAAAG
+ATTAACAAATAACAGTGAGGTATTAACCGGTCTATTATCGCTGCAGTCATCTGCTCATCATAGAAGATAT
+TTACCCATCAGCTGAATTCCAGATTTGTAGTAATTATTATGCTTTTCTGTTCATAACAGTCCGAAATTAC
+CTGAAAAAGCAGCTGTGCTCCTTCTTGGTCTAAAGGAACATAACCCCATTCATCGCACATTAAAAGATCC
+GCTTTGGAAAGCTGTTTTAAAAAGCCAGAAAGTTCACCCCCTTTCCTTGCTTCTACCAGCCTATTTACTA
+GTGCTGCTGTACGGAAAAACTTTACGTTGTAGCCCTTCTTACAGGCCTCTACCCCTATAGCAGTAGCAAG
+ATGTGTTTTCCCAGTTCCCAACATTGCCATAGAAGATTAAGTTTTTCTTTTCTTCAATAAACTTGCAATC
+CTTTAAGTCCTTCGGAGTAAGTCCCTATGGAAATTTTATCTCGTCAAATATATAGCCCTCAAATGTCTTG
+AGTGTTATAAAAACCTGCGTTTTTCAAAAATCTATTCTTCCGGCTTTCTTCTCTGTGCTCCACTTCTAAT
+CTTAAAAGCTTTAGCAAATATTCTTCATGGTTTTCTGCCTCAATTTTATCGGAGTTTTCTACTAGATTGT
+GACTGAGCTTTAATGCCTTGCAGTATGCAGCTATTTGCTCCTTAAACATACATCCACACTACCTTTCAAA
+AAAACTCTATCATAATCTTTTGCATCGAAGTAAAATTCTGTCAATTAAGGAACCCCTTCTGGCATCTTTA
+GCGGTTTTAAGTGCGGTGTTATATTCGTTATATTGTTGTAAATTGCTATAAGGCCGTTTTCCGGTCTATC
+TTGAATTCCCTTCCTATCTTACTGATATTTAATCGATATTTAATCCTTTAAAAATTAAAGAACAATGCTT
+TTCTGATATCATCTATTTGGGTTATTGTGAACATCCTCCTATCCTCCCTTGTAGTTAAGTTATCCCTAAC
+TAGAAGAATAAGGGTTTTTAGGGGTGCCTGCAATGACCTTTGCAAGTTTGGGAATCTCTGGGTTGCTAAA
+GTAGGGCTTTTTTTAACTTTGTCTATTTTTATTTTACAACAAACACCATATGCAATCCTCTTAAGCACTT
+TAATTTTGTTATTGTAACCTTCTGTTACAGAATTAGTATAAGGTTATATCGAATGCATTAGTTATTTCTT
+TAAACAAACGCTTAGATACCTGTATACATCTTATAAATTCGTCAATTTTGCTTTTTTTGGCTAGTTGAAT
+CCACTTTCTTAATTTCTTATTTTTACTTCTTATGAATAGACATTCAGAAAATATACATCCAACTATTAAC
+AAAAAACCAAAAAAATCAAAGCAATAAAGACGACAGAAATAAAAGTAGAGAAAGCAGAGCTAAAACATGA
+GAATTTTATATTCTAATTTTTACCAAAGGTTTTTGGTAAATTTGCAAAAGATTTCTTATACTTTCCTTAC
+TATCCAAATCTGATATGCTTTTAGTGGTATTATTCTGGTATTTTTAGTTTATTTTAAGTTATTTAACTTA
+TTTTGTAATTCATTTTTGATTGTTTCAAAATCTAGATTATTTTCTAAACAGTAATCTTTAAGTTTCAAAG
+TAGTATTTGAAATTTTTCTACCTAATATAGTTTCAATTTCTTCTTTTGATATACCCCAATCTATTATCTC
+TTTAAAAGTTGTGTTTCCTTTAATAGTTCCATGCAATGAGCTTTGCGTGATATTACCTTCTGTTTTTACA
+TTTTCTAGTTGGTTTTGAATATCCACAGTATGGTTTTCTAAATATTTAATTTGTTCCTCGGTTAGATTGC
+CTTTAGATTTTAAAATTTCTACTGCAGTTTGTGGTAAATATATGTCTTCACTCATGTCATATGGCAAGCC
+ATTGTAAAGTGCTACAAATAACCTTACAGATGAGACTCCTATTTCTGTACCATTATCTTTTAGATATTGG
+TAAATAGTTTCAAGCTGATTTATTTTAAAAGATGCTTTATCGCTTGTATTTATTCCAAATGCCTGTGCTA
+ATTCATCAATAGGGATTTTAAAGAATTTATTTATGTCAGCGAAAGTATAAGAACCTCTTATATCTGCTGG
+GTTATATTCTCCAGCAAATTCGCCGTCTTTATAAGTTGCTGGTACTTTTGAAGATTCTGTTTTCCAATAA
+TTTGTTGCTTTTGCGATGCCAATTCCGCCAAATAACAATAAAAGCAATATAATACCTATAATTTTAGAAT
+TAAGCTTCATATTTATCTTCCTCCTTGTTATTAACTTTTATAAGGAATAATTGATTCAATTGTTACAGTA
+TTGTTAATAGGGCACGAATACTCAGATGTACATTTAAGACATGATATACACTGGTGGTCTCTGATTATAG
+TTTTTTCTGAAACTTTTATATTCATTGGACAATTACGATCGCACATTTTACAATTTATGCATGTTTTGTT
+ATTTCGCTTGATTGGGAATATCCTAATTAAATTAAAAATGCCGAGTACTGCCCCATAAGGGCATAAATAT
+TTGCACCATGGTCGCTCTATAAAAAGTGATAAAATAATTGTAATAAATAGTATCACAATACTTCCAACTG
+CAATTTCACCATTCCAAAAATTAAATAATGCATAATAGGGATCAACGTCCTGGAATATGAGTTTTCCTGC
+TACTATTGTCGCGTATAAAACCCAAGCAAAGACAAAATAGCGTAGATATCTTAAATATTTATCGTATTTG
+TAGGGGACGAAATTATTAAATCGTTTTTTAAAAATTTTCTTGCCCAGTTTTCCTATAAATTCTTGAAAAG
+TTCCAAAAGGACAAATCCAACCACAAAATAAAGGACCAAATAATATAGCTATGATAAATCCTATTATCAT
+TAGAACGAATGAAGATTCATGTATTTTCTGGATAAAAGTTCCTGTTGTTAGATATTGATAAATTGTTACA
+ACTCCACCAAAAGGACATAAAGCGTGAAGGGATGCAGTTGGAATATATGGTATAGATATGCCCTTTTCAG
+ATAGAGTTTTATTTATTGAGATTAAAAGAATCAAAATAAAGAAAAATATTTGTATCAAGGTTCTAATATG
+GATTTTCTTTTTATGCATTCTTATCTCTCCTTTATATTTTATTTCCACAATATCACTATAAAGATAAGGG
+ATGATAAAAAATTGATATAAAATTGATGTTTTTATGAAATTTAGTCGGTCAAATCCAGATTTTTCTATGT
+GCGCTGCTTTACTCTTTGGTGTCAAGGATAAACTGTGGCCTGGTTTCCACATCTCCCTGATACCAAGATT
+TTTCTGTAGTTATTAAAGATTAGCCAGGATGGTAAAGGTACTTTTATGTGAATATTCTTCATAAAATGAA
+TCTAATACCTTTGCCAGGTAGCTCCATGGAACTGTTTACGAATAGCCTGTACAAGACCACTGCGATGGTC
+GGAAACTGCTAGATCAACTCCATGTAATTTTCTTTATTTGAGCCGTGAAAAGAATTTATAGAAGCTTTTT
+CTGATTCACTGTCACCCAGCATAAGACCTAATACTTTCCTATAACACAAAAAAGGTAATCCAAAATTTTG
+GAATCTATGTTAATATTGTACTAAGCCATTTCTCATTCCTGCAGTTAGATTTTTGCCTTGCTTCTATTCT
+TATTTTAACTAGAAGATGGAAAGTTTCTTAACCCCTTTTTAGACAAATAAGACTTAGCTTATTCTAAATG
+GAGCGTATATTCGAAAAAATACCCATTCCAACTCTTGACGAAAATCCTTATTTGTAAGCAGAGAATAATT
+ATTATCTATTCATAAAAATTATTGATTTCTGAGAAACAATATATTATAATCATACCGATAGTGTTGAAAA
+GAAAGAGGAAGAGTTTATGGGGAATAATAATTTCGAAAGTAGAGCAAAAGACAGTTTTAAAGGTTTGATA
+GGCTTTTTTAAAAGCATAGGACTAATAATTTTCACTTTAGGTGTATGGTCGTGGATTATAGGAGCCTTTA
+TCTGGGTTTTAGGGGCATTCGGCTGGTTTTTGCTTGCATATGTCTGGAGAAAAAATCTTTTTATACCGCA
+GGCTGTGTATTCCACAGCCTTTGCTTTTGTTTTGTCTCTTGGATGGGCTATTATCATTTGTGCAATTATG
+TTTGTATGGACCAAATATCATTATTACAGGTATTACAGGAAAAATAAAAGAAAATTAAAAATGCCGGTTT
+TTGAGGCGCCAATATTAGCCTGGAAACAACTTTCTTTAGAAGCTCTAGATATAGCAAAAATTATGGAGGA
+TAAGCAGATACCCCAGGAGACCAATAAAAGCCTGTTTGGAAATCTTACCTCTGTAAAAGAGAAAGATTAT
+TTAGCTCCTTTTACTCCAATGATTATGAAAAAGAATTTTTGCAGTCCAAAAGGAAATATTATTGTTTCTG
+AAGGAGAAGAAATTACACCTGAAGTTATAAAAAGAATAGCAGAGGAAGGTCTGTACTGGGAGTTTATTCA
+TGAAATTTCTGAATATATACCTGCAGAGGAGGAAAGTAAATGACAATATGGGAAATCATAGGATGGTATG
+TATTTGTTTATCCTCTTGCAATGAGCATAATCTGGACATCTGCAGGGATATATTTCTGGTGGAGGCGTGA
+GAAAAGTTATTCAAGAAAACCCAGTCAATGGCCGGAAGACTGGCCATCAGTTACTATTCTTGTGCCCTGC
+CACAATGAAGAGGTAAGTATTGCAGCAACATGCACGGCTTTACAATTTTTAAACTACCCGGATTACAGAG
+TAGTATTTATAGATGATGCATCCACCGATAACACAGCGAATATTATTAGAAGATTTGTTGGTTTAAATCC
+TAATTTTCATCTCCTGCGACTTTCTGAAAATCAGGGAAAGGCCAATGCTTTAAATATTGCCCTGTCGGTT
+GCGGTAACAACATCTATTACCGTGGTAATAGATGCTGATACAATTCTTTTACCAGATACACTGAAGTACC
+TGGTTTATCCCTTTTTAAAACAGCCAAGACTGGGAGCAGTCACTGGCAATCCTATATCTGTCAACAGGAA
+AAATCTTATTGAAAAGCTGCAGGCAGCTGAATTTTCCTCTATTATTGGACTTATAAAAAGATCTCAGAGA
+GTTTTGGGAAGGGTGCTGACTGTATCAGGATGTGTTGTAGCATTTTGAACAGAAGTTTTGAAGGAAGTTG
+GCGGTTTTTCACCATATACTGCGACTGAAGATATTGATATAACCTGGAAGATTCAAAAGCGTTTCTATGA
+AGTTTGGTTTGTGCCTCAGGCAGTAGCCCTAATACAGTCTCCAGCAACATTGAGGGAATACTGGAAACAG
+CGCAAGCGCTGGGCACTTGGAGGCTGGCATTTACTGCGAACTCATAAAGATATTTTTAAAAGCTGGCACT
+GGCGTTATTTATATCCTGTTTATTTTGACTTTGTACTGGGATACCTGTGGGCATTTTGTTTCGTCTTTGG
+CACTCTTTTATGGGCTATAAGCAGTATATTTTTCCATTATCCTCTGGGAATTAGTCCAATTCCAGCCTGG
+TATGGGGCGCTTCTTTCGGTTGCAGGGGTAGTGCAGATGTCGGTTGCTGCCTTTTTGAATTATGACTACG
+ACAGGAATTTATGGAAAACACTTTTCTGGGTTCCCTGGTATTTTGTGTTTCTCTTTGCTTTTGGTGCGCT
+CACTGTAGTGTGGACGGCTCCAAAAGGACTTTTTGGAAGTTTAGCTGGAGCTGGCAAATGGAAGAGCCCA
+AAAAGAGTTAAAATGGAGAAACCGGATATTCGAGGATGAAAGTGGGATATATAAAAGGTGGCAGACTTTT
+TAACCGGGTGAAAATAAACACTATGACAGGAAAATTTTATTGCACTTTTCAAGTGAGAAGAGTACAATAG
+TACTTTGGAAAATAAAAATCATAAATAATTTTTCAAAGATACTTGCAAAAAGGTTGGAGGTACCAGATGA
+TGAATGCTTTTTACCTGAAGAAGGTCCTCATTGTAGAAGATAGCAGGCTCAATGCGCAGATAACAGCGGA
+TATTCTGACCAGGCATGGATACGAAACAGAGATAGTCACATCAGGCGAAGAGGCTGTTGAAAAAGCACTA
+AATAACATCAAAAGTCCGGACTTAATTCTTATGGACATAGAACTTAAAGGAGCAATCGATGGGATAGATG
+CAGCAAGAATAATTCAACAGCATAAAGATATCCCAATTCTATTTCTCACTGCCAATGCCAGTAAAGAAAT
+AATGGAAAAAATAAAATCAGTTTCAGCTTATGGGTATGTTCTTAAGGGTGTAGATGAGTATGTACTCATA
+TCTCAAATAGAAATGGCTTTTAAGCTCTATGAGGCTAAAATGCAGCTAAAAAAGAGAGAAGAGCTGTTCC
+GCAATATGTTTGAAAATCATGACGTAGCAATGATACTTATTGATCCACAAGCCGGACGCATCATTGATGC
+TAACAAAGCTGCCTGCCACTTCTACGGTTATTCCAGAGAAACTATGCTGCAGATGGACATAGAAGCTGTT
+ATTGGCGTTTCTACCATAGATGGTGGTCAGAGGTGTTCGGAAGCTTTAAAGAAGGGCTGTAATCCCTGCA
+TTTGCTTCCAACGGTTAGCTAACGGAGAAGAGAAATTAGTAGAAATATATTCATCCCCTGTAGATTATCA
+AGGAAAAACACTGATGCATCTGATTGTCTTTGACATCACCGAACAGTGGAAAGCAAAGAGAGAGCTTGAA
+TTTTATAAAAATCTTTTTGAAGACTCACTCAATGAAATTTACATATTCCATCCGCAGACACTAAAATTCA
+TCGCAGTAAACCGTGGAGCAAGGGAAAATTTGGGATATACTGAAGAAGAGCTTAAACAAATGACTCCTGT
+TGACTTAAAGCCAGAGTTTACCTTGCAAAGCTTTAAAGAACTTCTTGAGCCCCTTTTAAGAGATGAACAG
+AAGCAAATCGTTTTTGACACAGTGCACCGCAGAAAAGACGGTTCTTTATATCCAGTAGAAATCCATTTAG
+AACTTGTAGAGTTTGATAAAGAAAAAGTATTTGTAGCACTTGTGATTGATATAACAGAACGTCGAGAAAT
+GGAAAAAGAACTGAAGGAAAGGAATGAAATTTTAAGCACCATAATGGAGTCTGCAGGAGATGCCATTATT
+ATGATTGACGATAACGGTAAAGTAACTTTTTGGAATCCTGCGGCGGAACGCATACTTGGTTATTCAAGAG
+AAGAAATAATAGGAAAGGATTTGCACATGTTTATGATACAAGATATGCGACTGTACGAAGCTTATAGAGA
+AGCATTTAAAAAATTCCGTTTAACCGGAAAAGGAAGTGTCGTAGGTAAGACAGTTGAGATGAAGACAAGG
+CACAAAAATGGGCATGAAATTGATGTAGAACTTTCACTTTCTGCCGTTAGAATTAAAGATTCATGGCATG
+CAATAGGAATTATTCGCGACATAAGCGAGCGCAAGAGATTTGAGGAACTGCTTTACCGCCAGTCCATTAC
+CGATCCCCTTACAAATATTTACAACAGACGCTTTTTCATGCAGATGCTGGAGCAGGAAATAGAGCGAGTA
+AAACGAAATAAAAAGCCCTTTTCACTTATTATGTTTGACCTGGATCACTTCAAAAACGTAAATGACCGCT
+TTGGGCATGCTGCAGGAGATACGGTTCTTAGAAGTGTTGCCAATACAGTAAAAAAGAGGATACGAAAAAC
+AGATTACTTTGCACGCTGGGGAGGGGAGGAATTTATAATTCTTCTGCCTGAAACTTCCTTGAATAATGCA
+GCTGAGCTGGCTGAAGAACTCAGAAAGAAAATAAGTGAAACAGCGCTGGACGGTATAGGAAAGGTAACAG
+CCAGCTTTGGTGTGACGGAATATAGAAATACTGATACTATGGACACAGTTCTTCTAAGAGTGGATGGAGC
+GCTTTATGAGGCAAAAGGGTCAGGGAGAAATTGTGTGAAAATCGCGTAAAACATAAAATCTTTGAAAGGG
+GGGCAGAAGGGAGAGCTCTTTTATAGAGCCTTGCCTTAAAAACTATGGAGAAAGGGAAAGAAACCAAAGA
+CATTTTGGTGGTGGATGATTCTGTACTTATACGGCTTATGGTAAAGGACATACTGGGAGGAGAAGGGTAT
+AATGTAGTGGCTGCGGCTACTTCTGAAGAAGCAGTGCGGAAGATAAAAAGCAGAAAAGAACTGTTTGATC
+TAATAATTGTAGATATTAATCTGCCAGATCAGAATGGCTTCGAATTTATTCGGAACTTGAAATCAGAGGA
+AAAGTACAGACACATTCCTGTGATAATTTTGAGCATAGATGCTACAGTACCCTCAATTAAACGGGCAGTG
+GAAGCCGGTGCAGTGGATTATCTTGTTAAGCCCTTTAAAGCAGAAGAACTTGTGAAGCGGGTAGTAAAAT
+TAGTAGGGAGTGTCAAAAAAGAAGATCGCTATCCCGAACTTAAAGACCTGCTGAAAAAAGAAGTAAACCG
+TGCCAGAAGAAGTAATACAAATCTCTCACTAATTCTGGCACATTGCGAAGGGAAAATAGCAGGAGAAATT
+TCAAAAATAGCAGGGAAGATAAGAAGTAAACTTCGCGATATAGATGCGGTATTTGAAATTAACGAGAATA
+CTCTGGCGCTTGTTCTTCCTGTTACGGGGAGAGAAGGTGCGGAAGTTGTAGTGAAAAAGATTCAGGGCGA
+ACTGCGTGGCAGCTGGCGCTATGCCATAAGCATATATCCTGACAATGGGAAAGATGAAGAGGAACTTATC
+GGTTTTGCAAAAGAAAGCTTGATGAAGGAAGAATCAAATTCATCTCAGGAAGATGATAAAGAAAAAGAGG
+AAAAATAAAAGCAATTGGACTTAAGAAGATATTCATAGTACCAGAAAAGAAGGAATTTGAAGAAATATGT
+AGAAATAAATAATACAGGCTGGAAAATTGAACTTTGTAAAAGGCAAAAGGATCCAGGCAATTGCACGAAA
+AACAGGTAAAACGCAGGGTGGGTCAATTTAAAACCGATGAAAATGAATCAATTTTAATCCGCTATTGACA
+AGGGGATATACAAATACCTTGTGACAGAGGTTGATGGGAAGCCTATTTTGCTTGGTCTACAGATGGAAAA
+GAAAATTACAAGCTTTACAACGACCCTCCTGGTAATTTAGGGTTTATATATTACTATGAATTTGTAGATT
+ACAAGGATAAAATATTTAAAAATACCATTGAATACTACTATTCTCCCAGATACAAATACTATTTTGAGGA
+TGCCAAAATAAAAGAACTTGCCTGCGACCATCATCCTAATACACCTTCAGGTTTAGGACTTTGTGGAAGC
+TTGTTAAATCCATTAAAGAGGGAAGAGGCTCTTTTCTGGCTTAAAAATGCCAATATGGACTATGGGCTTT
+TGGCAGAGAGTTTTGACAAAGACACAGGAAAGGCTAAAACTGGGGTAGGATTTGCAACTGGTGCAGGATA
+TCTTGCCATGGCACTTTATAAAAATACTTTTTGAGAAGTGGAATAGATAAAAGTAGTGTTTGCCTTATTA
+AATAGAGATTCTTTAATAAATAAATAGGAAAGGAGATGGCTAGATCTTTATATAATAGATGTATATAATA
+GATGAATTTAAGCAAGGAAAATAAAATTGAGGAGGAAGAATAAGGTGAAGAGGGCTTTCTTCTACCGGGG
+AAGCCTAATTGGGGCACTCTGGGGTACTTTGAGTTATGTCATCCTCGTGGTACCGGCGATCAGGGAAACC
+ATCCGCGGTTATTTGGGCTACAATATGACCTATCTGCTCCTATTTTTGCCATCTGCGTGGGTGGTACCTA
+TTTTCGGTAATTGGGATGTTCATGGCTTCTGGGGCGCTGCCTTACCACTTGGGGCGAGTATCGCAGCAGG
+CGCCATTGCCGGAGCTTTTGTTGGAACCATTTTTTTCAGAAGTGATAGTCTTGCGACTTTAGTAATTAAG
+TGTATCTATAGAAAAAAATGGGGTTATTTCAGGAGAATATAGCTTACATGACAGAATCCCGGCACTCTTG
+AAGAATTAAAAGTTTTTTCTACGCTTTTTGGCGAAGGGTCAAGTCCAAATTTTTGTGTAAAATTCCTCTG
+GTTAGACATTCATGATGCAATAAGCATCACCAGCAGAGGATGAAAATACTCATAAAATCTAGTATAATTT
+TTTTAGCGGCTGGTGAAGGCAGGTCGTTTTTATTTTGATGCTTCGAGCTCGATGGTTAGACTGAACCACA
+ACGACCGGGTGCACCACAGACTGTTGCTCCAATATGGAAGCACGCGGGATAGAATAATCGATAGAGGTTG
+TTGCACCAGCCCTTCAAATTTAAAAGCCGCTGGAGGATGATACAAATGGAAGTTATATATCCACGCTGTT
+GTGGCTTAGACATTCATAAAAAGACTGTAGTAGCTTGCGTAATTACACCAGAAGAAAAAGAAATACGTAC
+ATTTTCCACGATGACTGAAGATATACTAGCTATGGTGGACTGGATAAAAAATAAAGGGTGTACACATGTA
+GCGATGGAAAGTACAGGTTCTTATTGGAAGCCCATTTACAACATTCTTGAGATTGAGGGGCTCAATCCAA
+TGGTAGTAAATGCTAATCATATTAAGAATGTACCGGGCAGAAAAACGGATGTAAAGGATGCGGAGTGGAT
+TGCAGGATTATTGCAGCATGGTTTACTGCAGGGCAGTTATATTCCTTCAAGAGAGCAGCGGGAATTGCGG
+GAATTAATAAGATATCGACGGAGCTTAATAGAAGAACGTGCCAGAGAAATAAACCGGATGCAAAAAGTAT
+TAGAGGGAACAAATATTAAACTTGCTTCTGTGACTACAGATATACTGGGGAAATCATCACGTGCGATGAT
+TGAAGCTATAATTAATGGAGAAGAAGATCCTGCCATTTTATCCGAATTGGCTCAGAAACGATTAAAGAAT
+AAGAAAGAAGAACTAAAGAAAGCTTTAAATGGTTTAATAGGACCACATCAAAGATTAATGTTAAAGACAC
+AGCTGGCACATATAGATTTTCTCGATGAACAAATAGCCTTATTGGATGAAGAGATAAAGAGGCGAATGCT
+CCCTTTTGAAGAGGGCTTAGAACGTTTACACAATATTCCTGGAATAGGCAGACGTACAGCTGAACACATA
+ATAGCTGAAATTGGTACAAACATGGACCAATTTCCTTCTGCTGCGCATCTTTGCTCCTGGGCGGGGGTAG
+CTCCAGGTAACAATGAAAGTGCAGGGAAAAGAAAATCGGGTAGAACACGAAAAGGGAACGAAAAATTACG
+GTCTGTGTTAGTAGAAGCTGCAAGAGCCGCTGCTCACACGAAAGATACATATTTATCAGCGCAATATCAC
+CGTATAGCTGCCCGGCGAGGAGCCAATCGCGCTGCAGTTGCTGTAGCTCACAGTATCCTTACGATTGTGT
+ATTATTTATTAAAGCGAAAAGAGAGATATAATGAGTTAGGAGTAAACTATTACGAAGAACGCAAGAAAGA
+AGCAATTGTGAAACAGTCCATCAAGAAATTAGAGGCATTAGGATTAAAAGTCACCGTGGAGAATGCAGTG
+TAAGGTTTGTATACACAATTTAACACAATGCCTCGTAAGACCTATAGAGTAATTTTTTTGAAGCGGAATG
+CTATAGGTTTATATAGTTGTTGTTTTTTTGTCTTTTTTAGCGGTGTTTTATTTTCGGGATAGAGGGTGGG
+TAATGGCTCAACCCCTTTTTACACAATTATATAGACTTAACTCGCAATAAATTGGTAATTATATATGGAT
+AAATTTTGGGCTGGTGATGAAAATGGAGTTTGACACAATTGCAGCCATTTCTACTTCTCCTGGTGAAGCA
+GGGATTGGAATTGTGAGAATGAGTGGTGATGGGGCTTTAGATATAATTTCAAGAATTTTTAGATTTTATA
+AGAAAAAAGATGTAAAGAATGTAAAGACCCACACCCTTCATTATGGACACATTGTAGACCCGGATACAGG
+AGAAGTTTACGATGAAGTGTTGGTTTCCATCATGAAAAAACCAAATACTTATACTCGGGAAGACATTGTA
+GAGATAAATTGCCATGGAGGTTAAAACAGGTGAAATTAATAGTAAAAAATGATATAATTTTAATTGGGTG
+ATGATAAATGTTATTAACTATAAAAAAGGTTAAAGAGCTATATGATATAAGCAGGATTACTTTAATAAAC
+TGGGAAAAGGAAGGATTAATAACCCCAATTAGGACACCAAAAGGGAGAAGAAGATACAAAAAAGAAGACA
+TAGAGAAATTATTAGGTATGCTGGAAGTAAAGCCAAAACCTAAGGTAATTTTATATGCAAGAGTATCTAC
+AAAAAAACAAGAAGAATATCTTGAAAATCAAATTAGAAGGCTTGAAGAATACGCTAATTCCCAAGGATGG
+CAGTATGAAGTCATATCCGAAATAGCAAGTGGAGTAAATAAAATAAAGAACTAGCAGAAGACTTAATAGC
+AATAGTAACATCTTTCGCAGTAAGAATTTACGGACAAAGGGGTGATAAAAAACATGATAGTAATACAGGC
+TAAACTTATTTTCCTAAACCAACAAGACAAACAAATAGTATTAGACTTAATGAGAAGATGGTCATCATGT
+ATGAAATTTGCATACAAAAGGCTTCTAGAAGGTTATGATAGAAAAACATTAAAAAGAGACCTTCAGGGAA
+CATTTGACTTAAACTCAAGATATGTAGATGATGCAATAATGAAAGCAAGAGGTGTATTAGAATCATCTAG
+ACAATTAGACAACAATCCAAAGAAAGTCATTTTTGGAGGAAGAGACTTGTTTGGAAAACTTCAAAAGCGC
+CATATAAACGGGAAAGAATATCAAAAGCTAAAAACAAAGTGGCAAGAAAGAAGAAAAGGAAATCTCTATT
+CAAGAGGAGATAAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAAAGAAAATGGCACTTTCTT
+AAGGATAAATGTAGGGGAAAGAAAATATGTATATGCCAGAATAGAAGCAGGCTACAAAAAGAATAAGAGA
+AGAGAAGAACTTCTGCAGGAGATTGCAGAATCAAACATACCCTACTCTGTAGAATTAAAACTCAAGAATG
+GCAATATATACGCCTATTTTGCTATTGAAGAAGAATATCCAGAAATAAAAATAACAAAAGAAAAAGGAGT
+TATAGGAATAGACATAAACGCACATCCGGGCAACATATCATGGACAGAAGTAGATGAAAAAGGGAATCTA
+ATAAGCTATGGGAATATACCAATGCCAGAGCTTGCAAGCGGCAGTAAAGACAAAAAAGAATATTTCAGAT
+GGCAATATGCTCATGAGATAGTAAAAATAGCAAAAGAGAAAGGAAAAGCAATAGTAATTGAAAAATTGGA
+CATAAAAGAAAAAGGCAAAAGAGGAGACTTTTCAGGGAGAAAATCAAGGAGAATAAGGCATAGTTTTAGC
+TATAAATCACTTCTTTCAAAAATAAAAACACTAGCAAAAAGAGAAGGGATAGAAGTAATAGAAGTCAATC
+CTTCTTACACATCAATAATAGGGATGTTAAAATATGCACCGCAGTACATGATAACAAAAGATGTAGCAGC
+AGCCTATGTAATAGCAAGAAGAGGATTAGGACTGCAAGAAAAGATACCAGATAATTATATAAAGTTTCTC
+AACGCACTGACTGTAGATGAATTAGAAGAATTAAGAGAGCATGTAAAGAAAACAGTCAGAAACAAGCATA
+TAAAGAAAAAGCATTTAAGGGAAATAAATAAAGCAATGGAATTTTTACAAAGCCTTGAGAGTAAGCCAGG
+AAGGGTGCTAGAACCTCTGGATGGAACAAGTTTTAGTGCCTATGATTTCTGGCGAGTTCTCAAGGTAGCG
+GTGGTGACTCCACTCTCTCCTGAGAAGGTAAAAAGAGACTTCTCTGTCCTGAAGGAGTTACTAATTCAGG
+GCAAGTGGGGAGGCCCGTAAGGGCGCGAGTTCCTGCTTCTTGGGGCAGAGGCTATGGCTTTCCCAAATAC
+CGCCTGCTGGGGATGGGGAAAGCCTGAAGGGCGGACTACAAATACCCCAGCTGCCTAAACTGTCAGTTTT
+GTACAGTTTGGGTAACCAGGTATAGTGGTTACCTCAAAAATTCTGGAATTGGTGTTAAAGCAGGGAGCTC
+GCTTGGCTGAGCCAGGGGAGTTTACTAAGAGGGCTTTTTTAAATGGAAGAATAGACCTTTCCCAAGCAGA
+GGCGGTAATTGACATAATTACTGCAAAGACAATGCTGGCAAACAAATACGCCCAAAAGCAATTGTCTGGA
+TACCTAGGACAAAAGATGAGAAAATTAAAGGATAGAATGATGGAATTGCTTGCTCATCTTTTAGCTTTAA
+TCGATTTTCCTGAAGATGATGTGGATAAGCTGGAAAGGTGGCAGATGTTAGAAAGTGCTAAAGAGATATT
+GAAAGAGATAGAAAAATTAATTGCTTCTGCCGAAAGTGGAAGAATAATAAGAGAAGGGCTTAAAACAGCT
+ATTATTGGCAAGCCTAATGTAGGGAAGTCTTCACTTCTAAATGCCCTTTTAAAAGAAAATAGGGCGATTG
+TGACAGATATTCCCAGCACTAGAAGGGACATCATCGAGGAGTATCTAAATGTGAAGGGGATCCCTATAAG
+ACTAATTGACACAGCGGGGATTAGAGACACTGATGAGTTGGTGGAAAAAATAGGAGTTGAAAGGAGTAAA
+GAAGTTCTAGGGGCGGCGGATTTAGTTTTATTTGTAATTGATGCCTCTAGAGAACTTTCAAAAGAAGATT
+ATGAGATTTTTGATATTTTGACCGGAAAAATATTATCTTTGTTCTCAATAAGATTGACCTGCCAAAAAAA
+ATTGCTGAAGAAGAATTAAAAAATCTTACCAAAGATGGTATAATAGTAGAGGTTTCTACTGTTAAAAAAT
+TGGGTTGGAAAAATTAGAAGAAACCATTTATAATTTAGTATTTAAAGGAAATGTTACAATAGGGAATGAA
+GAAATAATTACCAATGCAAGGCATAAAGAGGCTCTCATAAATGCCAAAAAATACATGGAAAGCGTGGTAG
+AAGCCATTGAAAAAGGCTACAGTGAGGACCTCATCACAATTGATTTAAACAGCGCATTGAATGAAATTGG
+AAAAATCACCGGTGAGACAGCTACAGAGGATGTAATAGACCAAATCTTTGAGAGATTTTGTGTAGGAAAG
+TAGGTGGTGTTTATGAGGTTTGTTGCTGGAGAATACGATGTTTGTGTAGTTGGTTTGGGACATGCTGGCA
+GTGAAGCTGCCTTGGCCTCTGCTAGACTTGGACTTAGTACTGTGGGGTTTGCCACAAATCTGGATGCGAT
+AGCTCTCATGGCCTGTAATCCTTCCATTGGAGGTCCTGCAAAGGCTCAGCTAGTGAGGGAAATTGACGCT
+TTGGGAGGCCAGATGGCCATAAACACTGACAAGTCTCTTTTGCAGATGAGGACATTAAATACCAGTAAAG
+GGCCGGCTGTTCGCTCTTTAAGGGCCCAGGTTGACAAAAAGCTTTATCAGATGAATATGAAACACACCCT
+TGAAAGGCAGGAAAATCTCGATATTAAGCAGGCAGAGATTGTGGACATATTGGTGGAAGACAATAAAGTT
+ACGGGGGTTGTTACAAAATTAGGTGCCATTTACAAATGTAAAGCCTGCATTATAACTACAGGTACTTTCC
+TAAAAGGAAGAGTGATAATTGGAGAAGTGGACTTTGAAAGTGGTCCCAGCGGTCTTTTCCCGGCAAGCGA
+GTTATCTGAGGCTTTAAAAAGATTGGGATTTAAATTGATGAGATTTAAGACAGGGACTCCTCCAAGAGTG
+GACAAGAGAAGTATTGACTTTTCTAAGATGGAAATACAGCCGGGAGATGAGGTTATAACTCCCTTTTCTT
+TCATGCACGATAAAATAGAAATTGAACAAATGCCCTGCTGGCTCACTTATACCAATGAGAAGACTCACAA
+AATAATAAGAGATAACATTCACAGAGCTCCTCTTTTTACGGGGGCCATAACGGGAGTTGGAGTCAGGTAT
+TGTCCCTCCATTGAAGATAAAGTTGTGAAGTTTCCTCACAGAGAAAGACATCAGATTTTTATTGAGCCAG
+AAGGCAGGGATACCTATGAAATGTACGTGCAGGGAATGTCCTCCAGCCTTCCTGAGGATGTCCAGTTAGA
+ATTTTTGAGGACAGTTCCAGGGCTTGAAAATGTGAGGGTAATGAGACCTGCTTATGCCATAGAGTATGAC
+TGCATAGACCCAACTCAATTAAAAGCTACTTTAGAGTCTAAGTGGATAGAGGGCCTTTATTTTGCTGGTC
+AAGTAAATGGGACATCTGGATATGAAGAGGCGGCGGCTCAAGGGTTGATGGCAGGAATAAACGCTGCCAT
+GAAAATTTTAAACAAACCTCCTGTAGTTTTGGACCGCTCTCAAGCCTATATAGGCATTCTCATTGATGAC
+TTAGTCACAAAAGGTACAAATGAACCCTACAGAATGCTAACCTCAAGGGCAGAATACAGATTGTTATTAA
+GACAGGACAATGCAGATTTTAGATTGACTGAGATAGGAAAAGAAATAGGGCTTGTGACAGAAGAAAGGTA
+TGAGAAATTTTTGAGGAAGAAAATACAGTTAGAAAAAGAGATGAGAAGGCTTTCCACAGTCATGGTGAGG
+CCGACAGAAGAAGTCAACAACTTTTTAATTTCCAGAGGAAGCACTCCTTTAGTTTCGGGTGTAGACCTGT
+ACACTTTATTGAAGAGACCCGAAGTTGACTACAAATCTACTAAATTTTTAGATCCAGATAGACCCGATGA
+CATTTTAGATAGCGTTGCAGAGCAAATCGACATAAACATAAAATATGAAGGGTATATTTTGAAGCAGTTG
+AGACAAGTGGAACAGTTTAAGGCGATGGAGAATAAAAAAATTCCAGAGGACATAGATTACTACCAGATCA
+GTGGACTCAGCAATGAAGCTAAAGAAAAACTGTCAAAGATAAGACCTACTTCTGTTGGACAGGCATCCCG
+TATTTCAGGAGTTTCACCTGCAGATATTTCTGTACTTTTAATATATTTACAACAGATGAGAAAAAAGAAG
+TCCAATGAATCCAGAATCAGTTGAAATGCTATTGAAATGGAATCAAAAGATGAACTTGGCGGCGAGTACC
+GAGGAAGAGAAGGTAGTGATAAAACATTTTTTAGACAGTTTATCTTTGGTAAGATATAATAAGATAAAAC
+GCCAAGAAAAGGTTATAGATACAGGGACAGGAGCTGGATTTCCGGGAATTCCTTTAAAAATAGTTTTTCC
+TGAAATTAGACTTACTCTCTTCTTGAAGCATCTAAGAAGAAAGTCAATTTTTTGAATGTCGTTTCAAAAA
+CGCTCTTTTTTAAGGATGTTGACATAGTCCATTTGATTGTAGTAAAAAAGTTGATGTTCTGTCTCCAAAG
+TATTCTCGAAGAGAAAAAGTCATAAGGACAAAGCCTTTGTAGTATGAGCGCTTATTTTTTAAATTTGGTA
+GGCGCTTTATTTTTTATCTTAAGTCTGATAGTGTAAAATTTCAGTAGGTAACGAAGCAGGAAAATGAGGT
+ATAGATATAAAAAAGACCTCACTGGGGAAAAATTAAAAATCAAAACAAAGGAAAGTGAGGTCGGGGATGA
+AATAAAAAAGATAATACAGCCAGTGCAACAGGAGAAAAAAGAAAATACAAAGAAGAAGACATAGGAGAGT
+GGTTAAGAGTTTCATTACCGATACTGGAAGGTCCATTTGTGAGTAAGCCATGGATAAGATGCGTTTTTAA
+AAGTTATTAGCGGTGAGGTCGGCTACAAAAATTTTTACTTACAAAATCTTGACACGCACTTTTGTATTTG
+ACGCGGCTACAAAATTTTATAAAAATGTGGTAACATTAATTAAAAGATCAAAAAAGAAGAGTTTACGGGG
+CAGTGATAAAATGGATACAGTAAAGATTTATGCCAATATTATAAAAGAGAATATGGACAGTCCGGAAAAA
+GTAAATAAGCTGATAAACCTTGGTCTTACCACTGCTTATTATTATGTGAGCTTTTTCAAAGACAGGAGGA
+TTCCCAAATCTCTTCATTACCTAAATAAATACTGTATAAAAAGCATAAAAGACTCTCTAGCAAATCCTCA
+AAATTCTGCTTGGGTAAACCTCTTTGCACCCTCTGAATTTTTGATTGCCATGGACATAAAACCCTTATTT
+ATTGAAGCATATTCTTCTTTCATGTCAGGCTTCTTCATTGAAGATTATCTTATTGATACTGCCGAATCGA
+GAGGCATGTCAAATACTTTATGCAGTTACCATAAAACTTTTATAGGAGCCAGTGAGCTTAATATTCTCAA
+AAAACCTAAATTTATGATGACTACTTCTATGATCTGTGATGCGAATATACCTACTTTCAAGTATCTTTCA
+AAAAAACACGGGGTTCCACTGTACATTATTGATATTCCCTACAAATATTCTAAAAACGCCGTAATGTATG
+TAAAAAAGCAGCTTTTGGAAGTGGCGGAAAAGCTTGGGGAAGTTTTTAATAGAAAGCTTGATATTGATAA
+ATTGAGGGAAGTTGTAAAAACGGAAAATAAAACAAGAGCACTTATGAGAGAATATTTAAATTATGCGGGA
+GAAAAAAGATTTATACCTACTATGACCTTTGAAATGTATATGCTCTTTGCATCCCATGTATTCATTGGAA
+GCAAGGAAGTATTACATTTTTATGAGATGTTAGTGGAGGATATAAAAAGAGCTCCTGAAAGAAGTGGAAA
+AAGCATATTTTTTATACACCTTCTTCCTATATTTGAGAAAAATTTTAAAGATTACTTTAACTTCAGCGAT
+AAATTTCACATTGCTGGTAGTGACTTAAATTATGATTTTCTTGATGAAATTGATGAAAACGACCCTTTCA
+AGGGAATCGCTGAAAAGCTTATCTTAAACTCTTTTAATGGTGAAATAAATAGAAGAGTTGCAAGAATCAA
+AGAACTGATAGAAAAAATAAAACCGGACGGCATTATACAGTTTTGTCATTTGGGCTGTAAACAGTCGATG
+GGTGGAACGTTTATAATTAAAAATCTTGCTTCAGAATTGGGTATTCCATTTCTTTATTTAGATGGGGATT
+GTGTAGACAAAAGAAATAATCAAGAGGGACAGAATAGGACAAGGCTCGAAGCCTTTCTTGAAATGCTCTA
+GTAATCCTTCTGGAGGTGAAAAATTGATAGGGTACATTTGTAAATACACGCCTGTAGAAATAATCGAAGC
+CTTTGGAGAAGAACCGGTAAGACTTGAGTCAGGATATAAGTCTCATGAGCGTGCTGAAGCACTGATTCAT
+TCAAATATGTGCAGTTTTGCAAAAGGGGTTTTGGAAAATATAATTGAAAATAATATTGAAGAGGTTATAT
+TAACTGCGTGTTGTGATAGTATAAAAAGGCTTTATGATGTATTAAAAGATAAAGTAAAATTTATCCATCT
+TCTGGACCTGCCTAGAAAAAAAGATCCTCTCGCAATAGATCTTTTTTACAATGAAATAATTGAATTTATA
+AAAGCGTATCAGGCCTTTAAAAACAAGAATTTTGCTGAAGAGAATTTGCTAAAAATTCTAGAAAGCAAGT
+CTTTTACTAAAGAAAAACAATCTGCTGAAAGCATTGCTATATTAGGCGCGAGGCTTAAAGATGATGTTAT
+AGAAAAAATCAGAAATTCTTGTACAGCAAAGGTAATAAATTTTACCTGCACAGGTGAAGAAAGAGTATTC
+AATATCGAAGCAAAAGATAATTTATTAAAAAGCTACGCGGAATCGCTTCTTAATTTAACACCTTGTATGA
+GAATGGCAGAAGATCGAAGCAAGTTAATCAATAAAGAATTCAAGGGGATAATATACAACACCATAAAGTT
+CTGTGATTTTTATTCCTATGAGTATGCTGAGCTCAAAAGCAAAGCAGACCTCCCACTTTTAAAAATTGAA
+ACTGACTATAACGATTCAAATAGCGGACAGATTTTAACAAGAATAGATGCTTTTTTGGAATCAACCGGTA
+TTAAAAAGATGGAAAAACAGAAAGCCAAGAAAGGATATTTTGTAGGAGTGGATAGTGGCTCTACTTCTAC
+AAATGTAGTCATAATCGACGAAAACAAAAACATAATATCATATTCTATTATTCCAACAGGTCCTAAAGCT
+CTAGAAAGTGCTTTTAAAGCTTTTGAAATTGCTTTAAAAAATGCAGGACTTCAAGAAAAGGATATTACAT
+CAATAGTAGCAACAGGGTATGGAAGAGTAAGCATTCCCTTTGCAGATAGAATTGTAACCGAAATTACCTG
+TCACGGAAAAGGCGCGTTTTTTATAGACAATACTGTTAGAACTGTTATAGATATAGGCGGACAGGATAGC
+AAAGTGATAAGGTTAGATGACAGCGGCAATGTCATTGATTTTGTAATGAATGACAAATGTTCAGCAGGGA
+CAGGTCGGTTTCTTGAAGTAATGGCGAGAACATTAGGCATTTCAATAGAAGAAATGGCAAAAGTGCATAA
+GGAAGTAAAAGAAAATATCACGATTACCAGTATGTGTACTGTATTTGCAGAATCAGAAGTAATATCTCTT
+ATTGCGCAAAATAAGGATCAAAGGGATATAATACATGCCCTCAATAAAGCCGTTGCTTCAAAAGCTATTT
+CCCTGGTCGACAGAATAGGGAGAAAAGGAAAATACATGATGACAGGGGGCGTTGCCAAAAATCAGGGAGT
+AGTTTATGCCATCGAAAGCAGGCTGGGCGAAAAACTTATAATTCCATTTGAACCTCAGATTATCGGAGCG
+CTTGGAGCAGCGCTAATTTCACTTGAAGGTAAATGAGGGTATCACTATAGGCTTTACTCATGTATTTATA
+GAGATTGAATTTTTAAAATTTGATCAAGTCCAAATTTTTGCGTAGAATCCCTCTGGTTAGAATACGAACT
+TTTAGTTAGGTTTTTGGTTCGTTTCTATTTCTACTCTAACCAGAAGGTGAGGAATGGCTCAACCCCTTTT
+TACACAATTATATAAACTTAACTGGCTTCTTTTCCAGGGAGACTCATTCTATATTCTACAACAGAAGACT
+TTTTAAAGTATTTTTGGCATTACTTCCTTAAAAAATTGCCTGAAATTAAAGTGACGCTATAGGGAGGTCA
+AAACAGTTGAAATTAGTAGTAAAAAATGATATAATTTTAATTGGGTGATGATGAATGTTATTAACTATAA
+AAAAGGTTAAAGAGCTGTATGATATAAGCAGAATTACATTAATAAACTGGGAAAAGGAAGGATTAATAAC
+CCCAGTTAGAACACCAAAAGGAAGAAGAAGGTACAAAAAAGAAGATATAGAGAAGTTATTAGGCATGCTG
+GAAGAAAAACCAAAACCTAAAGTAGTTTTGTATGCAAGAGTGTCCACAAAGAAACAAGAAGAATATCTTA
+AGAATCAAATTAGAAGGCTTGAAGAGTATGCTAATTCCCAAGGATGGCAGTATGAAGTCATATCCGAAAT
+AGCAAGCGGAGTAAATGAAAACAGGAGAGGTTTATTAAAGCTTCTAAACAAAATCAAAAGAGGAGAAGTT
+GAAAAAGTTGTAATAGAATATCCTGATAGACTAGCGAGATTTGGCTTTGAATATCTCAAATTTTTCATGG
+AAAGCTTTGGGGTGGAGCTTATAGTTTTAAACGGGAAAGAAAACGAAGAAGACGCAAATAAAGAACTGGC
+AGAAGACTTAATAGCAATAGTAACATCTTTTGCGGCAAGAATTTACGGACAAAAAGGTGGTAAAAAACAT
+GGTAGTAATACAGGCTAAACTTGTGTTTTTAAGTCAAGAAGACAAACAAATAGTATTAGACTTAATGAGA
+AGATGGTCATCGTGTATGAGGTTTGCGTACAACAGACTTTTAGAAGGAGAAAAAAGAGCAGATTTAAAAA
+GAAAGTTACCCCAGGTATTCAATTTAAACTCAAGGTATGTAGATGATGCAATAATGAAAGCAAGGAGTAC
+ACTGGAATCTGCGAAAGAACTAGGTAAAAGTCCAAGAAAAGTCATTTTTGGCGGAAAAAAACTGTTTAGA
+AAACTTCAAAAACATCATTTAAATGGTAAAGCATATGAAAAATTAAAAATTAGGTGGCAGGAGAAGAGAA
+AAGGAAATCTCTATTCAAGAGGAGATAAAAGCAAAAAAGGAAATCTCAACACAAGAATAGAAGTAAATGA
+AAATGGTACTTTCTTAAGGATAAATGTAGGAGAAAGAAAGTATGTATATACAAAGATACAGGCGGGATGG
+AAGAAGAATAAAAACAGAGGAGAGATGCTTCAAGAAATCTTCCAAATCAAATATACCATACTCTGTAGAG
+CTAAAACTCAAAAATGGCAGCATATACGCCTATTTTGCTATTGAAGAAAAATATCCAGAAATAAAGATAA
+CAAAGGACAAAGGAGTTATAGGTATAGACGCCAATGCATATCCAGACAACATATCATGGGCAGAAACAGA
+TGAAAAGGGGAATCTAATAAGCTATGGGAGTATGCCAATGCCAGAGCTTGCAAGCGGAAATAAAAACAAA
+AGAGAATATTTCAGATGGCAATATACTCATGAGATAGTAAAGATAGCAAAAGAGAAAGGAAAAGCAATTG
+TAATCGAAACATTGGACATAAAAAACAGAGGAGAAAGAGGAGATTTTTCAGGAAGAAAATCAAGAAGAAT
+AAGACACAATTTTAGCTATAAATCACTTTTAAAAAAGATAAAAGTTTTAGCAAAACGAGAAGGGATAGAA
+GTAATAGAAGTTAATCCTTCTTACACCTCAATAATGGGGATGTTAAAATATGCACCGCAGTATATGATAA
+CAAAAGATGTAGCAGCAGCCTATGTAATAGCAAGAAGAGGATTAGGACTGCAAGAAAAGATACCAGATAA
+TTATATAAAGTTTCTCAACGCATTGACTGTAGATGAATTAGAAGAATTAAAAGAGCATGTAAAGAAAACA
+GTCAGAAACAAGCAGTTGAAGAAAAAACACTTAAAAGAAATAAATAAAGCAATAGAAATTTTACAAAGCC
+TTGAGAGCAAGCCAGGAAGGGTGCTAGAACCTCTGGATGGAACAAGTTTTAGTGCCTATGATTTCTGGCG
+AGTTCTCAAGGTAGCGGTGGTGACTCCACTCTCTCCTGAGAAGGTAAAAAGAGACTTCTCTACCCTGAAA
+GGATTACTAATTCAGGGTAAGTGGAGAGACCCGTAAGGGCGCAAGTTCCTGCTTCTTGGGGCAGGGGCTA
+TGGCTTTCCCAAATACCGCCTGCTGGGGCTGGGAAAGTCTGAAGGGCGGACTACAAATACCCCAGCTATC
+TAAACTGTACAGTTTTGTACAGTTTGGGTAACCAGGGTATGAGAAAAGTAGTAAGCTTGTTCTTAATAAT
+ACTTTTTTCTACACTTGCTTTAATTAATCCTATCTATGCCACTGAAAGAGAAATAGTAACTTTAGGTTCA
+GATCTTACGCCTTCTCAACAACAGGAAATGTTAAAATATTTTGGTGTTGAGGGCAAGCAAGTAAAAATTA
+TAAAAGTCACAAATGAAGAGGAGAGGAAATATTTAGAAGGTTTAGTGCCAGGTAGGGAAATAGGGACTCG
+TGCTATTTCTTCTGCTTATTTGCAGCTATTACCGGAAGGGGAAGGAATTTTAGTTGATACCCACAACATA
+ACATGGGTTTCTAAAGAAATGTACGCAAATGCAATGATAACTGCAGGAATTAAAGATGCAAGGGTTGTGG
+TAGCTGCTCCTTTTAAGGTATCAGGAACCGCAGCCCTTACCGGAATAATGAAAGCATTTGAGGAAGCCAC
+AGGTAAAAAGTTAAGTGAAGAGGCGAAAAAGACTGCTAATGAGGAGTTAGTGATTACGGGTAAATTAGCA
+GAAAAAGTGGGTGAAGAGAAGGCAGCTGAACTTCTTGAAAAAGTGAAAAAAGAAGTAATTGAGAAGAGGT
+TGACGGATGAAAATGAAATTGCCAATGTGATAAAGGAAGTTGCCAGTAAGCTCAATATTAACCTAACAGA
+AGACCAAATATCTCAAATTGTTCAGCTTATGAAAAAAATAAATCAGCTTAATTTAGATATTGAAACAGTA
+AAAAAGCAATTAGAAAAAATCGGTGCAGATGTGGAGAAGATAAAAAAAACAGTTGAAGAAAATAAAGGCA
+TATTACAAAAGATTTTAAAGGCTATTCAGGGTTTTTTGGATTGGCTCTTTTCACTATTTAGGTAAGGGAA
+AGTCAAAGTGTATTGAGGTGAAATAATGAAATATCTTATGTTTCCTTTCCCTATTTTTTAATTTTTTATT
+TTTTAGCTTTTTAATATATTTTTCACCTCTTAGAATTAAGCTTGAAACCAAAAAAGATGAAGAAGTTATT
+TCCCTGAAAATAGAAACTAATATATTTTTTGTAAAATTGCTAAACTTTAAATTGTAAGTGGATTCAGAAG
+CTAAAAAGATTTGGATAAAGGTTTTAAGGATAAATTTTGCCAGAAGTGAAGGACAGAAAAGAGAGAGAGT
+CTCTACAAAAAAGCCTAGACTTCCACTGTTTGATGTAAGAAAAGTGGATTTTTTTGAAATTTTAAGAGTT
+TTGAAAGATATGCTTAAAGGCACTGTGGTTTATAGATTATACTTAAATATAAAAATTGGCTTAGAGAATA
+CAGCGTGTACTGCTATTTTGACTGGATCTTTATGGGGATGGCAATACAGCCCTTACGTCCATATACAATA
+GTGCAAATTTTGTTACTGTTCCGCAAGTTTATATTACCCCTTGTTATGGGGAAAGCAAAATAAATGTAAG
+ATAGTGTAAAATTTCAGCAGTAACAAAGCAGGAAAATGAGGTATAGATGATGTTGAAAAAAGACCTCACC
+GGGGAAAAATCAAAAATCGAAACATAGAAAGGTGAGGTCTAATATATTATTAGATGTTCGACACAAGTGG
+GTATAGTCCTGCTTTTTGTTCAAGGTTTAATGAAAATAATAAGGGAGAGTAAAGATTTTTATGAATTGGA
+GAGAAGGATACATGAACTTACACAAAAAGTATCAAGACAACTTCTTGAGTGGGCAGCAGAGGAGATGGAT
+AAAAAGTTGATGGAGAACCGAGACAAAAGAGTGTGGGAAGTAGTGGGATTTAGAGCAAAGCAGAAGGAAA
+AAAAGAAAGTACACGGAAGAAGACATAGAAGAATGGTTAAAAGTTTCGTTACCGATACTGGAAGGCCCAT
+TTGCGAGCAAGTCATGGATAAAATACGTTTTAAAGGTTATTAGCGGCGAGGTTGGCTATAAAAATTTTAC
+CCTCATAAAATCTTGATACGGACTTTAAAACATCTTTTATTGCATGGATAAGTAAATGTATAGTATAATG
+AAGGCAAGAGACGGAAAAATTTTCTCTGTGAGAATACAAAATACAAAAAACATTAAAATATAAAATGGCG
+TGGAAATTTATAATAATATTATTCCAAAGAAAGGAGGTTTTTAATTGATCATCGGTCTTGATATGGGAGG
+AACTAATATAGACGGAGTTATCGTAGAAAAAGGCAAGATTATAAAAACCATAAAAAAACCTACAAATAGA
+GATAATTTATTTAACTCCATCTGGACTGCCCTTAAAGAACTGCTTTCAGGATATGATAATACTAAAATAG
+AAAGGATAAATTTAAGCACCACTGTATCTACCAACGCCATAGTTGAAAATAAACTTTCTCCTGTAGGAAT
+GATTATTCAACCTGGTCCAGGTTTGCCTTATGATTTTTTAGCCTGCGGTGATGAAAATGTATTTATATCT
+GGATATATTGATTACAGAGGTGAAATAATTAAAGATTTTAATTTGTTTGAAATAGAAAATGCCATTAAAT
+TATTCAAAGAAAAAAATATTAAAGCTTATGCTGTAGTCACTAAATTTTCTATTAGAAATCCTAGCATTGA
+AATAAAAATAAAAGAAATTTTGGAAAATGAAATACCCAACTCTTTTGTTACCATGGGACATACTATATCA
+GGCAAGTTAAATTTCCCTCGCAGAGTGTATACTTCTTATTTAAATTCAGCAGTGCACAGTATTTTTAATG
+AATTTTTAAATAATATTAAAAAATCCCTAGAAAAAGAAGGAATAAATGCACCAGTATTTATATTAAAAGC
+CGACGGCGGCACTATGAATATCTCTACAGCAGAAAAAAAACCAGTAGAAACTATCCTATCTGGTCCTGCT
+GCCAGCCTTATGGGAATTAATGCTATGCTTCCTACCAATGAAGATGCAATATTACTAGATATTGGAGGTA
+CTACTACAGACATATTTTTCCTTGCCGATGGAGTTCCTTTATTTGAACCGTGGGGAATAAGAATAGGTAA
+ATATAAAACTTTAATAAGAGCAATTTATAGTGTTTCCATAGGTTTAGGTGGAGATAGTAGTATTTGTGTT
+AGAAATGGCAGGATAAAAATAGGCCCCCAAAGAGAAGGAGTGCCTTACGCTTTTGGTGGTCCCAAACCTA
+CTCCTACAGATGCCATGATAACCTTAGAGTTGATAGATGAAAATGCATTTAGCCTCACTCAGGATAATGT
+TAAAAAAGCTTATGAAGCAATGACTTTATTGGGAAAAGAGTTAAATTTATCAGCAAAAGATATGGCAAAA
+TTAATTCTCAGCACTATGGGAGATATTATTAAAAATAAAGTAGATGAACTTTTACATGAAATAAATAGCC
+GTCCCGTTTATACTGTAAAAGAATTATTGTACGGGAAAAAAATTAAACCTAAGCTGATAAATATAATTGG
+TGGTCCTTCTAAAGTATTAGCCCCTGTACTTGAAGAAAAGTTTAATTTACCTTGCTATTACCCTAAAAAC
+TATTCTGTAGCCAACGCTGTAGGTGCAGCTTTAGCACGACCAACTACTGAAATTACAATGCTTGTTGATA
+CTTCTAAAAAAACACTTTCTGTACCTGAATTAGGATTATATGAAAAAATAACTGGAAATTATACTCTTGA
+TAAAGCAAAAGAAAAAGCTTTAGAATTAGTCAAAAAATCTGCTCTATCTCTGGGCGCTTCTATTGAGGAA
+ATAGAAGCTGAAATAGTAGAAGAAAGTAGCTTCAATATGGTAAGAGGATTTTATACTATCGGAAAGAACA
+TGCGAATTAAAGCTCAGGTAAAACCAGGACTTATCCAATAAATTGAGAGGTGAATGAGAATGATTAAAGC
+TAAAAATAGATTGGGCATTGTATTCTTTCCTGCTTTTGACTGGGCTATTAGTCCTACTCATCCAGAAAGA
+GAAGAAAGACTCCTTTATACTCAAGATCAAATTTTTGAAGAAGGAATTGAAGACATTGAAGGAATTAAAT
+TTTATAATCCAATTATTGCTGAAGAAAAAGATATTAACAGAGTACATTTTGTAGTGCCAGATGTAAAATC
+TGTAGTTACTCAATCTCACCTCATATCCGCCGGTGGAGCTATTAAAGCCCTTCAAGCAGTGATGGAAAAA
+GAAGTAGATAAAGCCTTTGCTTTAGTTCGTCCCCCAGGGCACCATGCTCAGAGAGTAGTTTATGGAGATA
+GAGGTTTTTGTATAATCAATGTGGAAGCAGTAATGCTAGAAAGAATAAGGCAAGAATATGGAAATTTAAG
+AGTCGCCATTGTAGATACAGATTGTCACCACGGTGATGGCACTCAAGATATCTATTGGAACGACAAAGAT
+ACTTTGTTTATTTCTCTCCATCAAGACGGAAGAACTCTCTATCCTGGAACAGGATTTATAGAAGAATTTG
+GAGGCCCAGCTGCTTATGGGTACAATATAAATATCCCCTTACCTCCTGGAACAGGAGAAGAAGGTTTTCT
+ATACGTATTAGATAATGTGGTAATACCTATTTTAGAGGAATATAAACCTGATATAATAATAAACTCTGCT
+GGCCAAGACAACCATTATACAGACCCGCTTACCAATATGAACTTTACAGCTCAAGGATATGCAAAATTAA
+ACGAACGACTAAATCCTGATATCGCAGTTCTTGAAGGAGGCTATTCTATTGAAGGAGCTTTGCCTTATGT
+TAATTTGGGAATAATATTAGCTATGGCAGGTATTGACTACTCTAGAGTGCGTGAACCAGATTATGATGAA
+GAGAAATTAAAACAGCCAAAAGATATTACAGAATATATCAAAAAATTGTCAGAAATAGTATATAACCGCT
+GGAGAAATAAAGATGACTTGCGATTAAAAGAATTTAAAGATGTGAATTATGTAAAAAGACCTAGACGAGT
+GTATTATGATACAGATGGTATATTAGAAACACAAGTTCAAAATTTTAAAATATGTAACAAGTGCTCTGGA
+GTAAATACAATTGAGTCAAAAAGTGATAGAGGATATCATATATTTGCTATAACTATTCCTAGAGATGCCT
+GCCCTAATTGTATTGATGAAGGATACAAACTGTATAAAAATGCTTCTTCTCATTATACAAATGTGTATTT
+ACAAGATAGAGTAAATGACGAATATTATTCTAAATAAAAACACTATCTGGTGTTAGTATATTATTGTAAT
+AATAAGTCTCAAAAAAGTTCAAAGACTAAAAAAATCAATAAAAGCGCTAAAAATTAACTCAAAAAGCGCC
+CAAGGAGAATTATGGGCGCTTTTTTCAAGATTTTACTAACCCTTTTATCAACCTTATGACAGGATTTAGC
+TTTTTCTTTTCTCCGATGTATTCAAAAAATTCTTTTTCGTTTAGTATAAGGATATGGCTGGATTCGTTTA
+TGCAGCCGGGGCCCAGCATATTTAGAGCGAAGTCTTTTTCTTTAGGATCTTTGAAAAGCTCGTTTATTTC
+TACGTAGATTGTGCCATCAGGCCTTATTTGAAAGAGTTCTTTGTGATGTTTATATTTTTCCTGCCACCAT
+CTTTTTCCTCTCTCTTCGTAGTCGTTAAAAGGCTTTTTGGGGAACCATTCGGGGAGGTCTATTTTGCATT
+CTCTGTAGTATTCTTCAAAAATTTTTCTAGCCGCGTATAGGTAATCATTTCGCAAATACAGAGGTTCTCC
+CTCTCGTATTAGTTCTCCCATTCTATAAGTAAAATCTTTGAAAAGGGTACTATTTATTCCTCTTGACTTT
+GTCAGTTCAAAACCCAAAAGGCTTGGGAATACAGGTATTGACAAAAAATGGGCGTGAAATTTGTCACTAC
+ATTACTTTCTCATGCTAATTAATTCCATGCCTTCCTCATATGTAATGAAATTTTTTGGTGCTTTTATTTT
+CATCACCTTCAATATGTCCTCAGCTTCCTCCTCCATCTTTTGTTTAATTAAATATTTCTTCCCATTTATC
+TCTATCTCCACAAAATTCATTGAACCTATCGCTTCTTTTATTCTATCACTGCTTAATTCTTTCCCCTTAG
+ACCTCAGGCTGTATTCTAAAGTTCTTTCCAGTAAAAATGCTAAATAGCACACAACAAAATGCCCTCTTAT
+CCTTTTTTCCGTCCAGTGAAATATTGGTCTTACCTCCAGACAACTTTTCATTACTCTGAAAGACTGCTCT
+ATCTTCCATAAATCATGATATGCATTCAAAACTTCTGTCACACTCATTTCTTTCTTGCTGGTCTGAATTG
+CATAAAAACCGTCAAATTTCTCATCTCTCTTTATTGCTTCTTCATCCAGTACATATTCTTCTGATTCGGA
+AATGCGTCTTAAATATTTCCTTCCGCCTCTCTTTTCTGCTGCCCTTACATTGCCGGGCTTTTCTAAAAGT
+TCTTTTGCTTTTTCTACTAGCCTTTGCCTGTCTTCTTTATCTTTTTTGGCCCTCTTGCTTGAATAGGTTA
+TTATTAGATTCTCAGGTATCTTGAATATTTCCCCTTCTCCCGTTTTGATAATATTCTCTCTTTCTATGAC
+CTTGAATCTAAACTCTTCACCAAATATTTCTCTGTCAAATCTCCACTTTTTCTCCTCAAGAACTTGATAC
+CCCTCTTCATCAAATACTCTATCTAAAATCTCTTTACTCATGTTTTTCAGTCTGCTTGCCACAATGTAGT
+CGTATCCCGCTTCTTTTATCAGCTTTAAATTAAGTTTACTGTTAAGGCCTTTGTCCGCAACTATTATTAC
+CTGGTCTATGCAAAATTTATCTTTCAGTTTCCTCAAAATTTCTATCATGGTCTTGCTGTCAACAGTATCT
+CCTGGAAACAGTTCATATCCAACTGGTCTTCCTTCTTTATCTACAAGCATGCCCATTACCACTTGTACCT
+CATTTACCTTGTTATCCTTGCTAAATCCAAAATCCCTTAAGTTATCTTGCTTAATGCTTTCAAAGTAAAA
+TGTTGTCACATCATAAAAAACAACATCAACTACCATGTTAAATAAATCTCTATTCTTGTGATAAAGATAT
+AGCTCCAAATCCTCTTTTATCTGGGCCAGAATATCTAATCCCCTGTACAGCTGATTTAAATCAATATCTT
+CTTCAAATCTAAAGTATCTGTTTTTGCGGTAATACGTCTGAAGTTTGCTTACTGGTTGAATTAATCTTTG
+TACTGTCATCAAAAACGTCACTTTATCAATGTCAAACTTTATCCTGGAATTTTGAGAAATATACTGTTTG
+AGGAATTTATCTATTTCAAGCTCTTCCCAAAGTTTTCTATACACAATATATCCCCAGTTTTTAATAATCC
+CTTCTGAAACATCTTCTGGAAAAAGCTTGATGGGACCTGTTTCTTCACTGGAGCTTAAAAATATTTTTTG
+CAATTTATCTACAAGATTAATGAAAGAGGGATCATTTTTGAGTTCATCAATTCTACCGAGATTAAGCAAG
+ACTTTTTGCTTTATTTTACCATTTTCGCGATAATTATGGACAATTTTGGCATACTCATAGCCACCAGCTT
+TAGTTATTTTGAGAAACATATGGCATCACCTTTATGTTAGTTTATTACATTATACTACAAAAAGTGAATA
+TAGTCAAGTATTATGGCAATAATTAGGAGTAAAATTGTCCCTACAGTTTTGAAAAATTTTTTAACCCTAA
+AAACAAAAAACCCTTGAAAATCAAGGGTTTGATATTTTTTACCAGCCTAAAAATGGCCTCCAACTGACAA
+AGTCGAGAAAAAATCAATAAAAGCGCTAAAAATTAACTCAAAAAGCGCCCAAGGAGAATTATGGGCGCTT
+TTTTCAAGATTTTACTAACCCTTTTATCAACCTTATGACAGGATTTAGCTTTTTCTTTTCTCCGATGTAT
+TCAAAAAATTCTTTTTCGTTTAGTATAAGGATATGGCTGGATTCGTTTATGCAGCCGGGGCCCAGCATAT
+TTAGAGCGAAGTCTTTTTCTTTAGGATCTTTGAAAAGCTCGTTTATTTCTACGTAGATTGTGCCATCAGG
+CCTTATTTGAAAGAGTTCTTTGTGATGTTTATATTTTTCCTGCCACCATCTTTTTCCTCTCTCTTCGTAG
+TCGTTAAAAGGCTTTTTGGGGAACCATTCGGGGAGGTCTATTTTGCATTCTCTGTAGTATTCTTCAAAAA
+TTTTTCTAGCCGCGTATAGGTAATCATTTCGCAAATACAGAGGTTCTCCCTCTCGTATTAGTTCTCCCAT
+TCTATAAGTAAAATCTTTGAAAAGGGTACTATTTATTCCTCTTCTAATTTTAGTGAGATGCTCCTGTGAT
+TCTAAATTGTATCTTTTGTCAAACTCGCTATCTATCTGCAAATAGTAAATTCTTCTTAAGATTTGCTGGG
+GTACATTGAATTCGTTCATGTTAGTAGTGCAGATCATTACAGGATGCTTGCCTTTCGCATTGTTACTTAC
+ATTTTTTATGATATTTTCACCAGTTCTACCTGTAAAAAAGGAAATTGGCATTTCATCAACTAAAATTGGG
+GCTAGATATTCACTGCCAAAAAATCCTTCTAAAAGTTCTCTGTCTGCTACATTTCCTTTTCTTATGGTGT
+CGTATGAGATGAAATAGGGTGGGTAGTTTCCTAAAAGCATTCCTATTATTTCTAAGGCAGTGGTTTTTCC
+AGAATAAGCCCTTCCTCCGAGGACTAAGAAAATAGGCACATTGGCTCTGTAACTCTCTCCTCCATATTGT
+ATAACTAAATCTTCTCTAATCTTCCACAAATAGACAGACATAAAGGCGTAAAGTATAGCTTCCATAACTT
+TCCCCAGGTGTTTATCTTCTTTTGTAACGGTGAATTTTCTATAAGCTTCAACAAATTCTGTTATTAAAGA
+AATGTGAGTTTTGATTTCGTCTTTTTCAGCTTTTTGTGAAAATTCTGCTGTTTTATTGTCTTCTGATACA
+ATATAGATTAGGTCATTTTTGTCCCAATATATTAACTTTTGGCGAACTTGCAATTGGTCTTCTTTTAGTG
+AGTTTGACACCAGAGTATCTACTACTATATTCATTTTTCTTATCTCTTGAGGGGGTTTAAGTCTATAGAC
+TTTTCCATCTTTTTTTGTGATTGCGGCGATGATTTGGGTCTTTTGCCTTACTTCATTTGCCTGAAGTTCA
+GCTTGATACTGGATATTCTGAGGGGATGCCTTCCATTCTTCAAAAATTTCTTGAGAAAGAGGGACGATGT
+GGTAAAGGTTTCTTGCGATTTCATTGGTAACTATATTTGCTTTTTCTTCTTTATCCAATACAATTGTTTG
+GGCTTTTTCCTGCTTTATCTTTTTCTTTATCTCCTCTGGTACAAAGTCAAAGCTATTTGAAAAAAGCTTC
+TTAAACCACTCTAAATATATTTTAAAAATCTCAGGCTGGTTATCAAATATTGCTATGTTTTCATACTGTT
+TTTCTCCACTAAAGGCTCTTTCAGTGAGATTGGCAGATCCTATTATCACACGAGTATTGCCAGTATCAGG
+ATTTTCTAAAAGATAAAGCTTTGTATGTATTGGCAAATTAGTATTGCAATACCTTATTTTTACTTTATCT
+TCCGAGACTCTGGTTTGCAACTCAGCGTCAAATTCTTTGATGAAGTCAATTCTTTTATTTACATCTATTA
+AAAGGGAATAAACGCTGTTAAAATTTATTGCCTGTTCTGCTGAATCAATGCCGAGTATAAATTCTACTTC
+TTCAAATCCTTTTACAACTTTAGCGAAGAACCTGGGGGAGGAAACGTATGAAATCGCCATAAACTTTTTA
+AATCTATGGGAGTCAAAAATTTCCTCAATCGATAGATTTGCTTGTTCACCGTTGAGCACTATAAAAAGGG
+TGCTTTCCTTTCCCTTTACAGGGCCTATATCTAAAGTCATCTGTTCTGCCATTGAGATACCCCCTAACCT
+TTGCTTCACAGTCTATTTTATCATAATTTTGAGATAATTGCTCAATTTTTTAAAAAATATTTGGAAATTC
+TACAAGAAAAGAAGGATTTAGGCTTTTGTTGTAGAATTATTAAAATACAGAAGAAAAATGTCGAATATTC
+TAATCGAAGAGTTCATTAAAGAGAGGAGAAATTGTGATGGAAAAGAAAAAAGTAGCAGTTTTCTTGCTCT
+CTTCCTCCTTGGTATTATCTATGGCTAATAATGCTTATGCTGCTACAATACTGAAGTATGGGATGAGATC
+TCCTGAGGTGAGAAAGCTTCAGGAAAATTTGAATAGACTGGGATACTTCGTAACTTCTACTCCTACAGAC
+TATTTTGGACCGGCTACTTTAAATGCTCTTATAAAATTCCAGAAGGATTCTAATTTGGTGCCTGATGGAA
+TATACGGACCTTCTACAGAGAAAGTTCTTTTGGAAAAACTGAATGCTTTTTCTGGTAAAAATGTAAGTAG
+TCCTCCTCAAACTTCTAATACATCTAATTCATCAGCTACTCAAACAGTCGCACAAGCTACATTTTCAAGG
+ACATTGAGATATGGGATGCAGGGAGAGGATGTAAAGTTTCTGCAGAGTATTTTAAACAAGCTGGGCTTTG
+ATGTAGGGACACCTGATGGCATATTTGGTTTTAAGACTCAAAATGCTGTGGTGCAATTTCAGAAGGCGAA
+TGGATTACTGGCAGATGGAATTGTAGGGCCCGCAACTCAAAAAGTGTTATTGCAAAAAGTTAATGCCCCT
+TCTCCTTCAAGAGGAGATGAAAAAAGGGAAGAGGTTCAGACGACATTGCCCTCTAGCTCTAATGGAAGTG
+GAAAAGGTATTTCTAATGGAGATGGAAATGCTATTTTCAATAAGGTATTGAAATACGGAATGATAGGAGA
+AGAAGTGAAGCTTTTACAGCAGTATCTGAATAAATTGGGATTTGATGCTGGTGTCCCTGATGGAATATTT
+GGTGGAAAGACGAGACAGGCAGTTATAAATTTTCAGAAGTCAGCAAATCTTGAGGCAGACGGGATAGTAG
+GTCCTATGACATGGCAGGCACTTATTTCGAGGTTGAATGTGACACTTCCTTCCAGAGGAGATGTAAATAG
+AGATAATCCCCAAAATCAAAAAGAAGACCAGATACAATTTCCTACTCCTTTTACAAGGGAATTAAAGGGA
+GGACTCCAGGGAGATGATGTGAAGCTATTGCAAGGAATGCTTTCAGAACTTAAATATTATGATGGAGATG
+TAACTGGTACATATGACGATGTCACTTCAAATGCAGTAAGATCTTTCCAACAGTATTATTCTTTAAATCC
+TACGGGAATTGCGGATGTCGACACGTTAAAAAAACTGTTAGAAGTGGATGCGCAAGTGAAGGCGGTCAAG
+GGATTTTATGTTCAAGGGAAAGGCGGATATGGCCACGGTGTTGGAATGACGCAGTTTGGCGCAAAGGGGA
+TGGCAGAACAGGGATTTAAGTATGACGAGATAATAAAATACTATTACACAGGAGTGGATATAAATAAGGT
+AGACACTTCCAATGTCAATGTGAAAGTAAAAATTAGCTTGGATGTTACAAGTCAGGATATAAAGATTACA
+AGCAGTCAGCCATACAATGTCATATACAAAGTAAAGGACGATAGCACAGGTCAGATAATTGAAAAACAGG
+AGACTTTTTTGCCTGATTCTGTAACTTCTATAAATTACCTAGATGGCAATATTTTAATTGCAAATTCACA
+ATCTCCTGAAATAAGAACTTCAGTAGATATGGTCAAAATTGTACCTACTAACGATGGGGTGCTATTTTAC
+GTTAACAAGGCAAGGCCTTATGAGGGAGAATTTAGGATATATCCAAATCCAAACTCTATCCCTTCTGGTT
+TGGACTTAATAAATGTGCTTCCGATTGAGGAGTATTTGAGGGGAGTAGTGCCAGCAGAGATGTCGCCTTC
+TTGGCCTGAAGAGGCGTTAAAAGCTCAAATTCTTGCAGCTAGAACTTATGCCTTAGTGAGGATAAAAGAT
+GAGAATATTTTTGACGTTTACGACACAACTCTTTCGCAAGTTTACAAGGGTATTTCTATTGCTGACCCCA
+AGATTGACCAGCTGATTGAGTCTACAAAAGGGGAGGTAGTTACATACGGCGGAAAATTGGCGGATACTGT
+TTACAGCGCTTCTGCAGGGGGCTATACAGTAGATTCATTTTTTGCCTGGAAAAAAGATGTTCCGTATTTG
+AAGGGCAAACCTGACCCTTATGATACTTCTAAATACGCTACTTATTGGTGGAATGTGAGCATTTCTAGAA
+GTCAAATAGAAAAAGCATATCCTCAAATTGGCGCTGTTTTAAATGTTGAGATTACTAAGAAGATGTTTGA
+CAGACCTGTGGAGATTAAAATCACAGGGACCAAAGGAATTATCACGGTAGGAAATGATGATTTTAGGAAG
+GCTATTGAAGATGCAGCAGGGCAGAAGCTTTTTGCTTCAGAGTATTTTGATATTGTGATTCAAAATTAAG
+CCAAGGAGCCTCCGAAGAGGAGGCTTTTTATATAAGTTGCTTTTTTGCAAAAGATAGAATATATTATAAT
+TACAAAACTTTGGGTTGGTGATTGTATGGAAGAACTTGCAAGAGATAAGGAAAGAGCTATTTTAGTTGCT
+ATTATTTCTTCTCCTGAGGATGAAGAAACGCTTAATGAATTAAAAGAGCTTGCAGTGACTGCCGGAGCTG
+AAGTGATTGGAATACTGACCCAAAAAAAGAAGGGGATAAACAAGGCTCATTACATTGGCAAAGGCAAACT
+GGAAGAATTGAAGATGTTTGTTGAGAATCAGCAGGCTGACTTGGTGATTGTAAATGACGAACTCACAGGG
+ACACAGATAAAAAATCTTGAGGATGCTTTAGGCGTCAAAATCGTAGATAGAACTAACCTCATATTGGATA
+TATTTGCCAAAAGAGCTCGCTCAAAAGAGGGAATGCTTCAGGTAGAATTGGCTCAGCTAAAATATCGTTT
+GCCAAGACTTGTAGGCTTGGGAGGGCAGCTTTCCAGGCTGGGAGGAGGAATAGGGACAAGAGGGCCGGGG
+GAGACAAAATTAGAAGTTGATAGAAGACATATCAGGAATAGGATAAAGGCTATAGAGGAGAAGTTAGAAG
+AATTAGAGAAACATAGAAATTTGCAGAGGCAAAGAAGAAAGAAAAATCAAATTCCCGTTGTGGCAATTGT
+GGGTTACACCAATGCAGGAAAATCGACTTTGTTAAATGCTTTGACAGGTGCTGATGCTTATGTGGAAGAT
+AAATTATTTGCCACATTAGATCCAACTGCTAGAAAGCTTGTGCTTCCTTCAGGCAGAGAAGTAATTTTGA
+CCGATACAGTTGGGTTTATAAGAAAACTTCCGCATGATCTGGTGGAGGCCTTTAAATCTACCTTGGAAGA
+AGTGAAGTATGCGGATTTGCTGCTGCATGTGATTGATGTAACATCTCCTGACATGGATGAAAAGATAAAA
+GTTGTGGAGAAGGTGCTTTCTGATTTGGGAGCAATTGAAACTCCCAGGATAAATGTCTATAACAAGATAG
+ACCTTTTGGAAATTGTACCTTCAGGGAATAACAGGGATATTTACATATCTGCAAAAAATAAAATAGGGCT
+TGACAGGCTTTTAGAGGCTATTGAAAGAGAGCTTTTTAAAGAGACAGAGGTGGTGAGTTTTTTATTCCCA
+TACGAAAAAACGAGAGAGTATAATTATTTAAAAGAGAGAGGGAAGGTGATTGAGGAAGATTTTGATGAAA
+AAGGGATATCAGTAAAAGCTGAGGTTACGTGTGAGATAAAAGAAAGGCTTAGGAATTTTATTATCTCTTG
+ATGGCGTTGTATTCTGCTTTTTCCTGAGCTTTAACGTTTTTTACTACTTGTACAATTTTTTTGTAAGATT
+TTTGCGTTCCGTAAGTTACAAGAGGCCTTCCCAGCATAGGAAATTTTAGTGCGATTGAGAGGAATCCTCC
+AATTTTCATCAACCAATTTGTAGCGGCAGTTGTGTCTACTAATAAAAGACCTTCGTTGGTGTTAAAAAGA
+TGGTAGTATAGGTCTTTTAAAGCTGGTTCTATGAGCTTTTTTGCATTTTTTACTCCCATGGAGTATACAT
+TATTGCCGTATTCGTCAGTTCCAATTAAGACTATATGACCTGGGTCGTTTTGTCCGTTTAATTTATCAAA
+AAGAGGTATGCCTTCTATCTGCTCTCTAGATGGAGTTTTGTCTTCGGGCAGTTGACCTGTGTGGATATAA
+GCTGCTATGACAGAAGTATGTGTGCCTCCATAACAGTGATAGATTATGTGCATATAAAACTCTCCTTCCT
+TTCTCTTGCAGTACTTATTGTCTGTGATTTTTGCTTTTTTATACTGGAAAAAAGTAATTTTAAATGTATA
+ATTATGGTGACCGGTGGAAAAAATAAAAATAAAATTAAAAATTAAGCAGGAATTTGAGACTTTTTAAAGA
+ATATTATAATAAAAGAAAATGTTTTAGGGGGCTTGAAAATGTTAATAAGAGAGTGCGCTGGAGGAGTTGT
+ATTCAAAGGAGACAGTGTATTTATCCTCAAAAATGAAAAGGGGGAATGGGTGTTACCCAAAGGGGTCATT
+AGAAATAATGAACTCCCCATTGACGTGGCCATAAGGAGAGTGTGTGCTGAAACAGGTCTTAAGTCAGTTG
+AAGTCCTTTCTACTGCTGGTGAGACCAGCTATGAGTTCTATTCTGTAACCCGTCAGCGTCCCGTCTTTAA
+TAAAATCACCTGGTATCTCATGACGACGAGTGAAGAGGAATTTAATATAAGCAAGGAGGACGGCTTTGTT
+GATGGAGGATTTTTCCCTATAGACAAGGCATTGGATATGATTACCTACAGTCAAGATAAATCGCTTGTAA
+ACGTTTCTTACTTTAAATACAAAACTCTCACAAAAGCGCTGGCTTAAGGTTGTAAAATAGAAAGGACTTT
+GATTTTTAAAGCCGGCAACGGCTTTATTTTTTGGCTATAATTTGGTATAATGACAAACGGGGTGTTAATT
+TGGGCAAAATTTATAAGACTCTTCTTGGATACGGAGTTGCAGAAGTTGAGATAAAGAAGTCAAAATTTAT
+AGGGCATGCAAGTCCTGTAGCCTCTGAGGAAGAGGCTATAAAGTTTATAGAGAAAATAAGAGCTGAACAC
+AGACTTGCTACGCACAACGTGTACGCCTACGTAGTAGGGGAAAATGATGAAATACAGCGGTTTAGCGACG
+ATGGTGAGCCTTCGGGAACAGCTGGTATGCCTGTCTTAAACGTGATAAAAAAACAGGAACTGAAGAATGT
+AGTTGTTGTGGTCACAAGATATTTTGGAGGAATATTGTTGGGAGCAGGTGGTTTAGTCAGGGCATACACA
+AAAGCAGCTAAGATGGGGATTGATGCGGCAGGAATAGTAGAAAAGATTCCGGCTAAGGAGCTTGAACTCA
+CTTTTGATTATAATCTGCTTGGAAAAATTCAGAATGAACTTTTAAGAAGAGATTATTTGATAAAGGATAT
+CTCTTATGCGGATAAGGTTATTATTACATTGCCTGTCGTAGAAGAGAAAGTTTCAGAGTTTAAGAATTTT
+ATCACTGACTTGACTGCCAGTCGCTGCGATATAAGAGTAAAAGAAGATGTGTACCTTTTTAAAAAGGATG
+GAAAATACATTTTGTAAGGGGAGATGGAGAAGGTTAGGAGGTAGAAAAAATGGATTGGGATTATGTAGAG
+GACGCTATGAAGAGGAAAGTATGGGCAGTTGTAGGTGCGCTTCCTCGCGAGACAAAGTACGGTTTTCAGA
+TTTATAAAACCCTCAAATTAAATGGATATACTGCTTATCCTGTAAATCCTAAGTTTGAAGAAGTAGATGG
+AGACAAGTGTTATGATTCTCTTTCTAGTTTACCTGTAGTTCCAGAGGTCGTAGATATGGTTGTTCCACCT
+ACAAGAGGAGAAAAATACGTAGAAGAGGCTGCTAAGTTAGGAGTAGAATTTATATGGTTTCAGCCGGGAT
+CTGAAAGTGAAGAATTGATTGAAAAGGCTAAAAATCTAGGATTAAAGGTTATACACAATACTTGCGTGAT
+GTTAGAAACTGACAGAGAAAATAAGAGGGGATTTCTCCTCTTATTTTCATTTTCGTGGCTTTGAGAGGAT
+TTCATATATGCCTATTAAAAATAGCAAAATTGCAAATATTTTCTTAAGAAGAATTGCTTTAGTTACAATA
+GCTATATTGGCACCTACTAGGCTACCTATTATTCCACCTGTGATTATGAGTGGAAGTATGGAATATTTTA
+TGTTTCTCTTTTTTAAGTGATATATAAGGGCAATTACAGCTGTGGGAATGAAGGAGAGTAAATTTACGCT
+CTGAGCTGTATGCTGTTCTACGCCCATTATTATAGTGAGAGCAGGAATAAGTATTGTGCCTCCTCCTATC
+CCCATTCCACCAATAATTCCTGAAAAAAGGCCAATTAAAAATAGCTTCATTGTACCCACATCCTGAAGGC
+GGCGGTTATCATTATTACACCGAAGATTTTCCTCAAAAGTGGAATTGAAATTTTGTTGAGAAAATACGCT
+CCTATAATTCCACCAAGAGTTTCTCCTATGGCTACATTGACTGTGAGGGGAAGGTCTATTATTTTGCTTT
+GAAGGTAGATGAAGCTACTTATTACTGTTAAGGGAAGGATTATGGAAATTGCTGTAGCATGAGCCTTATG
+GTCCTCTATGCCCAGCAAAAATACCAGGGCAGGGACTATCAATGTTCCACCACCAGCTCCCAAAAGCCCG
+TTTATGAAGCCTGTTGCAGTTCCTATGAGAAAAAGTTTTTTGTTTTTTGACATTCTATCACCTTGCCATC
+TTTTTGCTATTAGTTTTCCTCTAAAAATTTTAACTATTCGAATTTCCATTTGACAGATTAAGTTTTGTCA
+GTTTAAAATGGGTATAGCAATGTATGTATGGAGGTCTTTAAAATGGTGGCGAACAATATTCTTGATTTGA
+TAGGGAAAACCCCTGTGGTAAAGTTAAATAAGGTGCCTGATAAAAATAGCGCTGAAGTGTACTTGAAACT
+TGAGTTTTTTAACCCTGCCGGCAGCGTCAAAGACAGAATTGCACTTGCTATGATAGAAAAGGCAGAAAAA
+GAAGGGATATTAAAAAAAGGCAGTGTGATTGTGGAACCCACCAGTGGAAATACAGGAATAGGGCTGGCAA
+TGGTGGGGGCTGCAAAAGGATATAAAGTTATAATAGTCATGCCTGACACCATGAGCATGGAAAGGCGGAT
+GCTTTTGGCTGCTTACGGGGCAGAGGTGATTTTGACTCCTGGAAAACTGGGCATGGAGGGAGCTATTAGA
+AAAGCGGAAGAGTTAGTTAAGCAGAACAAGAACTATTTCATGCCCCAGCAGTTTGAGAATTTAGCAAATC
+CTCTCATTCATGAAGAGACTACTGCAAAGGAAATAATAGAGGATTTTAAGGAAGGTTTAGATGCTTTTGT
+AGCCGGTATAGGTACAGGAGGGACTATTACGGGAGTTGGTAGGGTCCTTAAAAAAGTTTTTCCAGATATA
+AAGATTGTGGGGGTAGAACCTTACTCTGCCGCAGTTTTATCTGGAAGAGAACCGGGTCCCCACAAGATTC
+AGGGAATTGGAGCAGGCTTTATACCCAAAGTCTTGGATAGAGAAGTGCTAAATGAAGTGATACCAGTGAA
+AGATGAAGATGCCTTTGAAATGACTAGAATTTTGGCCAAAAAAGAAGGTATTTTGGCAGGGATTTCTACT
+GGTGCTTCTTTGTGGGCAGCGCTTAATGTAGCTAAGAAATTAGGAAAAGGGAAGAAAGTCCTTGCGATAG
+CGCCAGACAGTGGAGAAAGGTATTTAAGCACTCAGATTTTCAGAGAACATTGAGGAGGGATGTTTATGGC
+TGGACATTCCAAATGGGCTAATATAAAGCACAAAAAAGAAAAAATGGACGCTAAAAAAGGGAGAATCTTT
+ACTAAACTTACAAAAGATATCATAAAAGCGGCAAAAGAGGGAGGGGGAGACCCCGAGACTAACAGTAAAC
+TGAAATTAGCAATTGAAAGGGCAAAAGCCTTTAATTTGCCCAGTGAAAATATTCAAAGGGCTATTAAGAG
+AGGTACTGGTGAATTAGGAGGAGCAAAGCTTGAAGAGGTAATTTACGAAGGATATGGCCCGGCAGGTACA
+GCTATAATTGTTGAGGCTTTAACCGACAACAAGAACCGCACAGCAGGTGAAATAAGGCATATTTTTGACA
+GAAATGGCGGCACTCTGGGGGCTGCTGGATCTGTAACATGGATGTTTGACAAAGTAGGAGTTATAGTAGT
+GGAAAAAACTGATTCCATAAATGAAGAGGACTTGATGATGGTGGCGATAGAGGCCGGAGCGGAGGATTTT
+TCGGCGGACGAGGGAGAATTTGAGATTATAACTGACCCTTCTAATTTCCAAGAAGTAAGGGAGGCTATAG
+AAAAAGCAGGATATAAAATTTCTGAGGCAGAAATTACAATGCTTCCTAAAAACACCATTAAGCTAAGTCC
+TGAAGACTATGAGAAATTCGAGAAATTGATTGACAAACTTGAGGACAATGACGATGTTCAGAATGTTTAC
+CACAATGTAGAATTAGAAGATGAGTAGGAATAAAAAGAAAGAGATAGAAAGCTAAATATGCTCTATCTCT
+TTCTTTTCTTTTTCTGTAAGTATTTTATGTAAGTCAAGGTTGATAATCAACCTTCCGTTGAGGTTGATGA
+TAGAAGTTATGTACTCTCTTCCAATTCCTTTTATTATGTCTGGCGCTTCTTGTATTGTGAAATCTTCAAC
+TCTTAAAACTTCTGTCACTGAGTCTACTATGAACCCTACAGGCCTTTCTGTGACATTTACCACAATTATT
+CTGTTGTTTTCATTTTTTTCTGATGTGGGCAGATTAAATCTTTTCTTGAGGTCTATTATGGGGATTACTG
+TGCCCCTTAAATTAGTTATTCCTTCTACAAAAGAAGGTGCATCTGGCACTTTGATGATGGTCTGAAGCCT
+TATGATTTCTACCACCTGATTGATGTCTACACAAAAGTCCTCGCTGTTTAATTTAAATACAACAATTTGC
+TTTGGCATTTTCCATCTCCTCCTTCTTAGATATTATTCGATATTTTTTGACAAAATCCTGCAAGAAGAAT
+AAAATTTTTAAAATTGGTTATAATTACATAGAACAGGAGGAGATGTTATGAAAAAGATAATTTCCTATAA
+GATGGTTCCTATATATATTTTTGCTATCTTTTTGGGGGCGATGACAGGATACCTCATAAGCGTTAAACAA
+AATGAGATGGAAAGGGAAGCGAAAAGCGCAAAGTATGAAAAACCATTTTCCATTCAACAGGAAGCTCTTG
+CTAAAAGAGCAGATTTTTATAAAAAGTTAATTTTTAAGACCAAGTATCTTGAAAATGGTGAAGTTGTACG
+AGAAGAGCAAAAGCTTACTCCTTCCCTTTACGGCAAGTCAAAAGAGGAATTGGAAAAGATATATTCTGGT
+TGGAAGGTGATAAAATTTGATGATGAAGAAATAGTCTTATATAGAGAAAAAGAAGGTTTGCCGCCAGATT
+ATTACATTATTTCTGTGGTTGACGGCTATGTGGCTTTGCTCAAAAGCGATGGAAACGGGCATAAAGAAAT
+TGTAGAAAAGACTGACATTCCTCTTGAAAGTTTGACACCTTTTGATAGGGAAAGAGTAATGAAGAATATA
+ATTACAAAAGATAAAGATGAAGCTTATCAAATACTGGCAAATTTAAGCTCTTAAAAGAGTATAAGTCCCT
+GTTTTTGAAGTTAAGAAACAGGGACTTAATTTTGTCTTTGAAAGCAGAATATTGCCTTGATATCAAGGGA
+AGAAGATATTATAATGAGATAAAAAGCAATTTAAAAATAATATTTTTATTTCACAATAGGAGGTACTGAA
+GCTTATGGAATTTCTAACGCCTGGAGAAAGAGTCAAAAAAATAAGGAAAATGCTTAAAATGAAGCAAAGA
+GAGCTGCAGTCTGAAAATATTACAAGAGGTTTTATAAGCATGATTGAAAGCAATCGAACTACTATGAGCA
+GAGAAACTGCTTCTATCATCGCAGAAAAATTTAATAAAAGAGCTCGGGAACTTGGTATTGACTTAAACAT
+AGATGGTGACTATCTTCTAATGACTCCTGCCCAAGAAGCAGAGTATTACTGTATTCAGAAACTAGATCAA
+ATTAACACGTTAGAAGATTTAAATGAACTAAAAGAAATATTTAAAATTGCAGATGAATACAAGTTAAAAA
+GAGTGACTGCTTTAGCTTACATAAAAATAGGAGATGTGATGTATAAAAATCAACATTTTCAGGAGGCTTT
+TATCAATTACCACAAAGCACTGGATATATTATTACTCAACAATATAAAGGAACAACTGCCCTACGTCTAC
+AACATGTTGGGAGCTTGTAAAGTAGCTTTATTAGAGTCTCCTGAAGCAACAATGTATTTTCACAAGGCTT
+TAGAATATGCAGAAGAGATAAATGATATTGAAATAAAAATCAAAGCAAGTTATAACAACGCCCTGTGTTA
+CAGGTATATTGGTAAGCCAACGGTTTCAATTGATTATATTGAGAAATGTTTATCTGTACTAGATAAAGAA
+AAAGATTTTGAGCACTATGTATATGCAAAATCAATAGAAGCAAACTCCTATAGAGACATGAAAGAATATG
+ATAAGGCTTTAGAAATATTTAGAGGACTAGTCGAAGAGATAAAAGACAATAATAACCCTTTATTGGGTTT
+TCTTTATACCAACATTGGAGAAATTTATATGGAAAAAAATGATTTTGAAAAATCAATGGAATATTTAAAT
+GAAGCCGAAAAAATCAGGCGAAAAGAAGATAAAAATTTACTATCACATACTATTATTGAAAAAGCAAATC
+TTTATATAAAAATGGGTTTATACAAAGAAGCACGTTCTTTATTGGAAGAAGGCATTGAAATATCCTACAG
+GAACAAGGATATAGAATATATAGTAAAAGGCAGTTATCTTCTGGCGGAAGTATATAAAAAGTTAGGAAAT
+AAACAGGCTATTATAGAGACATATAAAAGGCTGGCAAACATTCTCCAAAACATGGGTAGCAAGAAAGAAA
+CTTTAAAGACCTATATAGAACTGGCATTGCTTTATATTGAGAATAACGATGTTAGTAATGCTAAATATTT
+TTTGGAAAAATCCAGAGAAGTAATTGAACAAAAAACAATAAAAAAATAAAAAATATATTGCATTTTTATT
+TTTTTACGTTATAATAAAAGCAAAAGAGTAGACAGTTAAGAGGGGGGAACAGGATGGGGAGGAAACTTAA
+GGTGCTACTCACATCACTGGTACTCCTTGCCTATGTATATGGGACTTTTATTGTAATCCCACTTGAAAAT
+CCTCCTATTTGGGTAGGTTAAGAGACCAAACCTTCTTGGTTTTTTAAAATAATTTTAAGCAGGGATTCCA
+CGTTTATTAAAAGGTGAAACGACGAAAATATTTTCAGTATTCTCTATAAATAAAAATTTTTGCTTTTTAC
+AAAATGATTACTGAAAAATTTGCTGGTAGTTTGCACCATATGAATTGTATTAAAAAATCTTAACAAAGAT
+GTGCTAGTGCTAACCTTTACGGGATTTGTTATTAACGTAATCTTTAAATACAAATTATTGGAATCCTATA
+CTGCTGGACAAATTTGGGGGGTTTTTGGGTGTAGTTGCAAAGTACTTTATTTAGAGTAATATCTTTGATT
+AAAGAAAGGATATAGATACTAACAATTAAATCCAATAAAGGTTTCAAAAAATTTAACAAACTTAGATTTA
+TCATCTTTAAAAAAGATAGAATATTGACGTAAATATCAGCGGTAGTAAGTTGTTGGCTCTCAAAGGAATT
+CCTCTATTTCTTCCTGTAATGTGGTCGTTTATATAAATTTGACGAAAATAGAGGAATTCCTTTGAAATAT
+ATAGCAGAATCTCTCATTTTATTGGAAATGTTGAGATTTTGCAAAAATCTAACAACAAATGGAAGGGGGG
+ACCTAATTTTTATGTTTGTTTCATTTCTCCACTATTTACCATAACGTATGGTTCGTGTAAAATATTAATC
+CATGGTTTTACATGATTACACCAAAAAATTTGTAAAAAACAATTATTTTCAGACACCGTAATGGAGGTCC
+TAGCAAATTCAATAGAGAAAAGAACAAGTGATTAAACTCTTGAATGAAGCCAAAATTGGAATTTGAATCT
+TTTAAACTAAAAGGAGGGTTAGAGTTGGGAGCGCTTGTAAAAACGGTGAATTTGACTAAAGTATATCCCA
+ATGGAGTTAGGGCAAATGATGCGATAAACATTTCGGTAGAAGAAGGAAAAATTGTCGGTATTATTGGACC
+AAATGGAGCAGGGAAGACTACTTTGATAAGGCAGATATTGGGATTGCTTCGTCCTACAGAGGGTAGAATA
+GAAATTTTAGGAGAGGATATATCTAAAAGACCAGGCATCATTAGAGATAACATTGGATATTGTCCTCAAG
+GTATTTTGTATTTTCCTTCTCTTACTGTTAAAGAGACAGTTGAATTCGCTTTGAAATTTAAAGGATTAAA
+GAAAGAGGAATTATCTCAAAAAATTGATAAAGTATTGAGATAATCAGGGCTTGAAGGGTTTAAAAACTAC
+GCAGGGTATATGCTATCTTCCGGTTTGATGAGGATGCTGTTACTAAACATAGCAATTGCGAGAGAAACTC
+CAATTCTAATACTTGATGAGCCCACAGCTATGATTGACATAATTTCAAAAACACAGGTTTGGGAGAGAAT
+ATCCCAGTTGAAAAGTGAAAATAAAAGAGCTATTTTGATTGCAAGCCATGATATGAACGAAATAAAATCC
+CTTTGCGATAGAGTTTATGTAATAGTAAAGGGTAAAATTATAGCAGAAGGGTCTCCTGAAGAAATCTCAA
+CCTTAATGAAAATGCCTGTAGAAATGACTTTTATTCCTGCAGATGAGGAAAAAGTTGAATCAATTTTAGA
+ATTTTCACTTCCAGTTAGCTTTACTAAGCACGGGAGCGTGTTTGATGTTTCATTTGAGGAACTGGATAAA
+GGAATAGAATTTATAAATAAATTAAAAGAAGTAACAGAGATTAAGTATTTGGAATTAGAATCTCCATCAT
+TTGAAAAGACTATCTTAAAACTGCTGAAGGAAGGAGATAAAAATGAATAAAATTGTTACAGGAATACAGA
+TGGAGTTAAAAAGCTTAAGGATGTACAAATGGCAGGTGGTAAGCAGCCTTTTGATTTTACCTCTTTCATA
+TGTGTTTGTGCTTTTGCTGTTTGGAGGGGTTAGAGGAGAAATAGTAGCCTATTTGGTTTCTGGTTACATG
+GTAGCGACCTTCATCGGAGCATTTTTAGGATTATACGCCATAAGGATATGCAATTTAATGGAACCTCGGG
+TACTTGAATTATATTCCACCATGTCTGTGAACATAAAGGAAATAGCTTTTTCACTTGCTCTTACCTATAT
+CATTTTTACGCTGCCAGTAGTAATAATATCATCATATATTTCTGTGATATTTGCCAGAGGAATAAATGTA
+AGTTTTTTAATAGTTGGTATAATGGCTTCACTTATAACAATACTGCTCATTGGGACTTTCTTAGGACTTT
+TGATTAGAAACATATTTATAGCACAGGGTATTATACCTTTGCTGTCGTGGGTATTTTTACTCTTTGCCCC
+TGTATACTATTCAGTAGAGCAGCTAAATCCAATATACAGAGGAATCCTCATGATAAATCCCGTAACTCAC
+TGTCTGAACCTGATTAGGTTGGGATTGGGTTTTGAGAGTATAACTAATGTAACTGGGAGCTTAGTTTATC
+TTATAATTCTTATAGTTATTTTTGGTGCATACTCTTTAAAGGCATTTAATAGAGTGTATATTCTTGAAAG
+ATTCTATTGATAAAATGAATAATTTATTGTAACTTACAGTTACAAAATTGAAATTTTTTACTGGCGATAT
+ATGAAAAAATGAGAAAAATGGAGGAAAGTATGGATAAGTTCACCAAAATGAAATATTAGAAGAGTTTATG
+GACATTTTTGCTATTTTACTGAGAGAGATAAGAATGTTAGGATAAAATTGAAAAAGTTGAGGGTTTATTG
+ATGATATTTACTTTTTTGTTTGGGATACTGACATATATGGCACAATTTCAGTTTGTATAAAAAACGAATT
+GTCTTAATCTAAAGGGGAAAGTTTAATTTGATATTGCAATCTCATTCTATGGAGGTCGTGTAAATGGAGA
+CGATAAAGAAATACATCTTAAAGTACAAGTTTTTAATTCTGATAAACGCTATACTTATAATTTTCGTATC
+AGCCCTTAAAGCCCTGCAGGCAATACTTTTTAAAATAATTGTTGACACATCAGTTGGAAATTTAAATTAC
+AGTATTTCTACGTTAATATGGTATTCAGTAGGGTTTTTGATAGCGGTATTTACAGCTGAGACCCTGTCAA
+AGGCAGCTTCAGCAGCTTTTAACAAGAAAGTGTTAATAGACTACAAACAATCCATTATAGAAAGTTTCAT
+AAATTCTAAAAGAAGGAAAATTACAAGCTCAGAATTGATATCTTTACTTAGCAATGATGTGAGAATGATA
+GAGAGTAATTACTTAACAAGCCTCATTAACATTATGGAAGACGTTTTACTATTTATCGTGTCTTTATATT
+TGATACTTCGAATAAACATTTATCTCACTATAGTCATTTTCATTTTTGGCTGGGTTCCAGTGATTGTGCC
+TCAGCTTTTCACAAAAATAAATCAGGAACTAAAAGGGCAGTACCTTAAAAAGCTTGAGAGGTTTACCAAC
+AGGATAAAAGAGATGGCTCAGGGATTTGAAGTAATAAAAGCTTTTAACATAGAGAATAAAATCCTCAATA
+TGGCATCAAAAGATAACAAAGATGCAGAAATGGCGGGGTATAAATCCGACGCGTTTCAAGGATTTCAGGG
+AGCTTTGTCTATCGTGTCAGGATTTGCAATGTTTTTTGTGAATATTCTTGTAGCCACATATTTGGTTTTA
+AGAGGCTACATAACAGTAGGTTCTATGATTGCCGCTGTACAGCTTATGAACTACATAGTAAATCCTTTAA
+TTTCTGCATCTTTGTATGCTACAAAGATAAAATCTGTTGAAAAAATAGCAGATAAAATCCAAAAAGAAAT
+AATAGACGTAAGCAAAGAGGAAGTCTCACAGGGAGATAAACCTTTTGAATTTAGAAATTCCATAGAAATC
+AAAAACCTAACCTTTTCTTACGATGGGAAAAGGAATGCTTTGTCAAACATAAACATAAAACTTGATAAAG
+GCAAAAAGTATACATTAGTTGGAGAAAGTGGATGTGGAAAGACCACACTACTCAGAGTGCTATTAAATCA
+CATTACAGATTATGAGGGGCAAGTGCTAATTGACGGAGTAGACATAAGAGAATTTGACCCTGCTTCCTAT
+TACAGAAAAGTTAGCATTATACAGCAGGATGTCTTTATGTTTAGCGAAACATTAAAGAATAACATTTGTC
+TTTACAGTGAATGTGGGGAAGAGGAACTTAATGAAGCATTGAGACAATCTGGTTTAATTCAGGTTGTTGA
+GAAACTTCCCAAAGGAGTTGATACAATAGTAGGAGAAGGGGAAGTAGAGCTATCAGGAGGAGAGAGGCAG
+AGGATAGCAATTGCAAGAGCGTTAATCAAAAAAGCGGAAGTACTACTAATAGATGAGGCTACGGCAGCTT
+TAGATAAAGTTACGGCAAGCGATATAGAGAGGACACTTATAAATTTAGATGCGACAGTACTTGCTGTAAC
+CCATAAATTAGACCCGGAGATACTTAAAAAGTATGATGAAATATTTGTGATGAGAGATGGAGAAATCATT
+GAAAGAGGCACATTAGATGAGCTATTAGAAAAGAGAGGGTATTTCTATTATATGTATAATTATGGGGTTG
+ATGAGAAAGAAGCAGTAGAGGAAGCCGTATGAAAGGATTCAAAATATAACATTGAAGCAACTTACAAATG
+GTTGCCGACAAAAGCAAGTATATATGAAAGAGTAATAGAGAAGTTAAGTGTTTCTAGTTTAAAAGATAAC
+AGTAAGGAGTAAGTGAAGTTATGCTGTTGGAAGTGCGAAACTTGACAAAAGTGTATAAGAGAGGGAATCA
+ACAGATTAAGGCAAATGACAATATTAACTTTTTTGTTGAGCGTGGTGACGTACTAGGAATTTTGGGGCCA
+AATGGGGCTGGCAAGACCACTTTGATAAAGCAGATTGCAACTTTGCTAATCCCTGACCAAGGAGACATCC
+TGTACAAAGGAGTATCCCTCCTAAAAAAGCCTGAGATAATAAGAGGACGATTTTCTTTTCTTTGGGAAGG
+CACGCAAAATGTATATCATTACTTAACCGGAGAAGCTAATATTCTCTACTTTGCATACCTTAATCAGGTT
+CCATCTTCTGTTGCCAAGAGGAGATGTGAAGAACTTTTAAAAAAACTAGATCTGTATGAAGTTAAGGACC
+AGTATGTATTCACATATTCAGCAGGAATGAGAAAAAAACTTGCAATTGCTACCTGCCTTATAAATGATCC
+GGAAGTGGTATTTTTAGATGAACCTCTTTCCGGTCTTGATGTGCTTGCTGCTGCTGAACTCACCGAATCT
+ATAAAGAGCTGGGTAAAAGAGATGGGGAAAACTGTCATAATTGCCAGTCATAGAATGGACTTTGTAGAAA
+AGGTTACTAATAAAGTTTTATGGCTCAAAGAGGGAAAAGTCATTTTAGAGGGTAAAACTGAGGACCTTAA
+GAACTTAAGCAAAGAAGAGGAATATATTTTATATTTGCGAAATTCTACAAAAGCAAGGGAAAAGTTGCGT
+AAATACGAACTTCAATTTGAAATTTTATCGGATGTTACTTTAAAAACAACCTTACGGCTGGGGCAAAAGG
+AATTGTTTTATTCGGTTTTTTCCGATCCTGATTTTAAGTGTTAAACTTGGAGAAAAAAAGTCCGGATTTT
+GAGGCGATTTTTAGGAGGTTATATGGTGAGTGTAGTGAAAGCAATTAAAGCTGAGTTTTTTAAGTTTTAC
+TTTGACCTAAAGCGATACTTATTCAACTACATTGTTGGACTTATTTCAACTGCTATTTTTTTGAGTGGGC
+TCTACTGGGCAGTAAATTCCTTGTTTACGCAGAGTGGGCAGGCAGTAGCTTTTGTTGGATTGCTGCTGTG
+GCTTTTTACCCCATCTGCGTTATCTGATGCCACAAGTCATCTTGCAGAGGAACGATACTTGGGAACGCTG
+GAACGCATATCTATAACCAAGACCCCATTTATTCATATTTTGATTGCTCGCAATATTGTGCATTGCCTGT
+TTACTCTAATTCAGACTCTTGTGGTTGGTGGCATACTCTATGTGGTGTTTAAGCCTGACTTAAGCTATAT
+GTCCTCATCATGGAGAGTAACTGCGATGGCAGTAGTTATCGGTATGTTGATAATCCTTACTCTTTATGCC
+TTTGGATTTTTCATAGCATCTTTGGGGATGATTTTTAAACGGGTAGGAGCAACGACATCTATTCTAGAAT
+ATCTTATTTTATTCTTTTCAGGAATAGTCATACCCTGGAGTACCATGCCAGCTTCACTACAAGCTTTTTC
+TAATATATTGCCAATGACTTGGGGAGTAAAAGCACTTGAGAGCCTAATTAATGGCGGTAATTTTATTGGA
+AGTTTTGTAGGACTAGTAGTTTATACAGTATTAATTGCCATAATTTCTATAGTAACCTTCCGGTATGCCA
+TGCTAGTTGTTAAGAAAAAAGGAGAATATGCTTTTTATTAATATGCTATCTAAGGATATGTAAGTCCCTG
+TTTTTGAAGTTAAGAAACAGGGACTTAGCAAGTTATAACAATGCCTTATGTTGCAGGTGTATTAGTGAGC
+CAGCAGTTTCAATTGATTATATTCAGAAGTGTTTATCAGTGTTAGATAAAGAAAAAGATTTTGAGTACTA
+TGTATATATAAAGTCAATAGAAGCGAATTGCTATAGAGACATGAAAGAATATGATAAGGCTTTAGAAATA
+TTTAGAGGACTAGTCGAAGAAATAAATGACAATAATAACCCTTTATTGGGTTTTCTTTATACCAACATTG
+GAGAAATTTATATGGAAAAAAATGATTTTGAAAAATCAATGGAATATTTAAATGAAGCCGAAAAAATCAG
+GCGAAAAGAAGATAAAAATTTACTATCACATACTCTTATTGAAAAAGCAAATCTTTATATAAAAATGGGT
+TTATACAAAGAAGCACGTTCTTTATTGGAAGAAGGCATTGAAATATCCTACAGGAACAAGGATATGGAAT
+ACATAGTAAAAGGCAGTTATCTTCTGGCGGAAGTATATAAAAAGTTAGGAAATAAACAGGCTATCATAGA
+AACATATAAAAGGCTGGCAAACATTCTCCAAAAAAAAATAAAAAATATATTGCATTTTTATTTTCTTATG
+TTATAATAAGGGCAAAGAAAGGAATATTTGAGAAAGGATAACAAAATATGAGGGGGAAGCTCAAGGTGCT
+ACTCACATCACTGGTACTCCTTGCCTATGTATATGGGGCTTTTATTGTAATTCCACTTGAAAATCCTCCT
+ATTTGGGTAGGTTAAGGGGTAATAATATCAATAGCGGGTTAAAATTGAGCTACTTTTAATAATTTTAAAT
+TAAGTTGTTTCTAACTTTATTAATCTGACCTTGCTGATTTGCTCATTGTAAAAACTAATCTTTAGCCCAT
+CATTATCTTTCAACTTTTATAACAGCAAAAGTTTTAAATATTGCACGATGAGAATAACCCTTGCGGCAAT
+GATCAGAGGAAGGGAATTTAGGCTTTGAAGGCAAGTCTAGATTTTTTAAATATATGAAGAATAGAAATCC
+AATTTTCAGCTGAGAAGTAAAGAGTTCGAATATATTTTTATAAAGTAATTGAAGCTGGTGGATGTAGGAT
+TTCCTCCTTATGAGTATTTCTCACAATTGAACAATCATAAGGGATTATAAACAAAAGATAAAAATTTAAA
+TTTGAAAGCAATAGTTAAAAAGCACACCTCTTAAGTGACTTAAATTATATAAATCTTAAAAAATACAAAA
+ATAGGAGGTGAGATAATATGTCTGTGGTGATCCATGAAGGGATTTATCAGATTCACTGGTGTATTCATGG
+TGGGGTTGTAGCGATGCCACTTTCACTAACTAACCGAGCGCTAGAAGAAGTTGCCTCAGAAATTGTTGAG
+AAAGGAATAATTGGTATACGGGAAGAGCAGATCTTAAAGCAGTTGTTTGCGGACAAGTTAGCATTATCAG
+AATCATTGTCTTGGGAAAAGTAAATTCTAAAATGAGAAGAGTTAAACTAACTGAGTGAGAAAGGAGAGCA
+TGGCATATGCAAATTGAAATGGTAACAAAAGAAGAGTTATTGACTATGCTAAATAACCTTGACGTTATTG
+TATTAAACGTTCTTCCTCGCGATTGGTATGAGCAGGCTCACATTAAGGGTTCGATATCAATCCCCCTGGA
+GGAGTTGCCAAACCATTTAAACTGTTTGTCTAAAGATAAGCTTATTGTTACGTATTGTGCAAGCTACGAA
+TGTACATCCTGTATCGAGGCAGCGGAATTGTTGGCTAACTATGGATTTAATGTAAAGGTTTATAGAGGAG
+GTACTAAGGAATGGATAGAGGCGGGTCTTCCGTGGGAAAGCAGCACATAAATATTGATCATCCTCTCAAT
+ATTCTGCGTAATTCTCCCCATTACACCTCGGACCCACATTTCCGACGTAGAGTAGATATGCGAATAGCTC
+GGGAACAAAAGTTTGCTGGAGGTCGCCTCTTCAATCTTGATATAGAGATTACCACTATTTGTAATCTTGC
+TTGCCGAACGTGCTACAATGTATCGAATAAGCCACAAATTATGACAGTGGAGCAATTTAGTCGTATTTTA
+GCAGATGCTCGACAACTTGTGGAGTGTTTAGAGATGGATGGACTTTGGCTTACAATTTCTGGGGGAGAGC
+CATTGACAAATAACTGGATATGGGACATGCTTCAGTTGGCTCAAGGGCCGGATATTAAAGGTATTGCAAT
+TATCACTAATGGTACACTTATTAACCAAGAAACAGCAAAGCTTATGGAATCTTTAGGTATTTCTGAGGTC
+ATGATATCCCTAGATGGAGCTAGTGCACAAACCCACGATGCTATCAGAGGACAAGGTTCGTTCGCCAGGA
+CTATGAGAGGCGTAGAGATACTAATAAAATACTGTTCTAATATATTTCTTGGATGTACCATGACTCTTAC
+TACACTAAATATGGACAATATTGAAGATTATGTTGATTTAGCTTTTCAAATGGGATTTAATTATGTGTGG
+ATTAACCCTCCGATTTATTGTGGACGTATAGTACAATCAGAGCTTGATATCTCTTACGAAGAACATTTAC
+GAATTATGAAGCTTGTTAGAGAACTTGATACCAGGTATTTTAGACAGGCTTTTGCAGTATATTATAATGT
+CCCGTATTACCCTCTTACTGATCCCATCTCGCCCTATTTGGATCTGAGTACAGCTTGTCCTTGGGGGCGT
+ACCAACCTAACTATTACTGCTGATGGTTCAGTCCTTCCCTGTTTATACAGTAGAGATTTGTGTTTAGGAA
+ATATTTTTGAGCAATCTCTAATCGTTCTTTATCATTCATCTGTGCTGGAAGGAGTTCGTAACGGATCGCT
+GCTTGCTGAACCGTGCTGTTCTTGTTTATACCGCGAATTCTGCGGGGGGTGCCGTGCTAGAACGTACTAT
+CTTACTGAAGATTGGTTTGCTGCGGATCCCTGGTGCCCCCTTGTCAGAGGTTTAAACGAGGAGCAAGTTA
+GAGTTTTTCCATCCAATTTACCAAAGGAAAAGGTAGGAGGAAATTGACATGACTGAACATTCAACTAATG
+GAAAAATACTCTATACCTACTATATTCGCCGTTATATTATTGCTGTATGCCTTATAGAGTTTTTTGCTTT
+TAAAATTCTTGATCCTTACTATATTCAATTTATGACTACAGAAAAGGGACTCGGGTTAACACCTACCCAA
+TTTGGATTTTTTGTATCACTTGCTTCAGCAGTGACCTCTGCTATCGATTACCTGTCTGGAGCTTTTGCAG
+ACCGGCTGGGCCGTAGGCTCTCTTGGGGATTGGCAATGTTTTGCTATGGTGCAGGAATGTTATGGCTCAG
+CTCGATTTCTGCCTTTGGTCCTGCACTTGTTACTGCTGTATTAATGGGAATTTCTTATGCTTTTACGAGC
+GGTGCACGGGAAGCATGGCTCTATGATAGTGTTGGACAAGAAGGGACAAGGGAAGCTTTTGGTAAACTTT
+ACCTTTACTCTATTCCATTTACTGCGATAGGAATGGTGGTTGCATATATTCTGGGAAGTCTTGGCAGCCT
+GCGTATTCCAATTGCTTTGACTGGCGTTATCATTATAGCCAATGGGTTTTTTATCATGACCTTTCCTGAG
+AACTATGGAAATTACCGTCGCCGAGGGTGGTTGGAGATACTCAAAACGGGATTTTATCAGTTTTTAGAAA
+GTCGTGTTCTATGGATTACAGCAGTTCAGAGTTTTTTCTTTACACTTCCCATTTGGATCACAACTGCCTG
+GTGGATTACTTACATGGTGGAACAGTTTGGAGTTGACCTGAAAGGGACGGCTTTTGCTTTTGGTGTTACT
+TCATTGGCTGCAGCAGTGACAGGTTTTTATATTTGCAAGATAAAAATCACCGATTACAGGAAACTAATTC
+TTTGGCCAACACTATTATCAGCGCTTGCCTTTTTATTAATGCCGTTAGTTCCTGTGCCTTGGGCTTTTGT
+GGCCTTAGTTATTGTTGCGATTGCTTCCAGTTATTTGAGGGGGAGTGGTATTACCCTTTTAGAGAATGAA
+CAGATTAGCGTCGAACGGGCAACAGCACTATCCTTTTTGAATACTCTTCGTAGTGCTTTCTGGGCAGTAA
+CTCCTCTCTTATGGGGGACTCTTATCTCAGTTTTGGGGCTTAAGGTCATGTTCTTTTTTGCAGGAGTAGC
+TTCGCTGATTTCCTTGTTTTTGTTAAAACTTGCGTTAGTGCTAAGAGGTGAAGATTCATGAAACAGATTG
+TTGTACCCGATAGACCTTACCACTTGTCTTGGGATCTTACTACAGCATGTCACCTCCCTCTATTATCTTT
+TATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCTCATCACAACAAGAGCATCTCATGGCTTATATT
+ACCATTTCTTACTTATCTAACCATTAAATGGGTAAGCTTAATAAACCTCATATCCTATTTCCATATTATG
+GCGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCCCATGTCTCACTGGATCTTAGTCCTTAATTCCT
+TCGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTCCATTGCAGGGTCTTTGCCCGTATGGTGATTAT
+TTTTATGACAATTCCCGCTCTTGTTGTCAATATCCCATCTCTTGATTGGTTGTTTTTGTCTTATTCCTTC
+TTTTACCTTTTATGTCACATCGTTCACACTTTCGCTTTTCATAAAAATCAATTTCTTCTTAAGGGTCAGC
+TCTTTAGATGTGACTAAGTTAAAGCTGAAGAGAAGATGATTAACCCTTAATTGATTTGATAGTATGTTGG
+CACTTTTTATGCAGCTTCCTGTAAGCCTGGCCTCTTTATGTCCTTCATCATCTTGATTGGGTCATATTTT
+ACTCCTTTCTTTAATATGACATAAAATATCCTTATCAGTTTGTTGCACAATACTATTAGTGATTGCTTCT
+TTTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTGTGTAGTTCACGAAATTCTTCGTTTTTTGCGAC
+CAAGGCCATTACTGCATTAAATAGCACACTCCTCAATCGCTTCCTCCCTCTTTTACTTATTGTCGTTTCT
+CCTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAATCCCCCTAGTTTTTGTATCTGTTTTGGATGTT
+CATATTTTTCAATATCTCCTACTTCTGCAATAAAACCTGCTACTGTGTTTACTCCTATCCCTTTGATTTC
+TAGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATTCTTCCATCTTCTTCTCTATTTCTTCAATTTGT
+TTTTTTAAAAATTCGTATTGTTCAATGAGAGTCTTTATCTCGTATTCCGCCATCTTTATGCCCTGCTTCT
+TCCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATAGCCCTTTTTTCTCCTACCCCTCTTTGTACTTC
+TTTCTTCCATATCGATATTATTTCTTCAGCACTCTTTTTTGCTATCTTCTCAGGCGTTGGAAATTCTCTT
+AATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAATACGGTGTTAAACTCTGGAAAGTATATGTCCA
+ACCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGTTTGTTCAACCTGTCTTTTATGCCCATCGCTAC
+CCTTAATTCTGCATATACTCCTTCAGGTATTATCGGCTCTACATATCTCCCGTCTTTTACTAGCATTGCT
+ATTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGAATTGTCATCTAATTCTTTGCTCATCTTTACAT
+GAAATGGATTAACCAATACTACCTTTATGTTATTGTCTTTAAGGTATTGGGCAAAACACAGCCAATATTG
+CCCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCTTATGTCTCTCCATCAAGTCTTTTGCCCAGTTA
+AGAAATTTTGTCATACCTTCTCTATTGTTTTCAAATCTCAGGTATTTCCCATATTCTACTCCTCTGTAGT
+CAAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCTACTCCCGCAATTAATGTGTCTCCCGTTACTTG
+CAAAATCTTTTCATTTTGTTTATACTTCATTTTAGGTACCTCCTGTTTATTTTGATGTAACGTCAAATTA
+AAGCCTTAAATTCGCGTATCTATAGTCTCCAAAACATTGGAATAAAAATTTTTTCGAGAAAAAGGAGGAT
+TCCCTCCCCTTGGTGTCGTAGGTAGTAGTTGTAGCAAAAACAAACACCATCAACCCAAAGGAGGGAATCC
+TAATTTATGTTTCGACAACTACTACCCGTTTTCCTTCTTACTCATTTATTAAATTTTTTGCTTAAAATTT
+CTCTATTCGCTCTCAAACACTTTAAAGTAGATATTCAGCCGCCTGTTGACCTCCAACCTTCAGGCTACAA
+AGTTTTGTCACCTTTAGAGGATCCTTTGCCACTTGTTGAAAAAGTTGTTGAGAAAAAAGATTACAAGAAA
+ATCCTTGCCGAAGCTGAAGCTCAAGGTAAGCCTATCTCTCATGTTAGACGTATTAAACCCCTTTGTGTTG
+ATGTTGATAAGTGCCCTGTTTGCGGTGCCCCTCCTGATTATTTGTACAGTTTTGGTAAAGACCCTGACGG
+CTTTCAAAAACTACAGTGTAAAGTGTGTAAACATCAATGGGCTCCTGGTAAACCTGCTCCTAAAAAGTCT
+CGCCCTACTTACCGCTGCCCTTTCTGCGGGTCTGCACTTATTCAGGATAAAACTAGAAAGAATTTTACTG
+TGTTTAAGTGTCGCAATGATAATTGCCCTAAGTGGCTTAACCACCGTAAAAGATATCGCTTCAGAGCTTT
+TGATGTTGATTTTGATGAACTCTCTTCTTCTTCTCCAAATGCTGCCCCTGTTAACCTCGCAAAAAGCCAT
+TTTAGCCCATTCTTGATAGCACAAACTGTTAATTTATACGTAGGTCTCGGTCTTTCTTTAAGGCAAACTG
+TCTCTGCACTACAGCATATATGGCAAGTTCAACTCTCTCATCAGACTATACAAAACTGGGTGGTTTCCTT
+GGCCTCTAAACTCGCTCCGCTTGTTAAGTCTATCAACCTCCCTTTGTCAGGCCTTGTTGTTATTGATGAG
+ACTTACATAAAGGTCAAAGGTAAGTGGCATTACCTTTTTACTGCCTGTGATGGCTTGAGAGGTTTTATTA
+TCTCACAGCACCTTTCTCCTCATAGGGATGCTTTAGCTGCTTTGACAATCCTTAAAGAGGTCATTGACCG
+TTACAACAACCGAGAATTCATTTTAGTCACAGATAAAGCGCCTATTTATGATGTGGCAGTCCATTTCGCT
+TCGGTTTTCTTTGGAGCCAATATCCGTCATCGACCTGTGTTGGGAATCTCTCCTCCACCCGGTGGTGACA
+GTCATACTTACAGACCGTATAAAAACCGTTTAGAACGCTTATTTGGCTCTTACAAGGCTCATTACAAGCG
+CCATAAGTCTTTTAGTTCTTTTGAAGGTGCTATCGCTCATGCATTGCTATATCAGCTGTACTACAATCAC
+TTGAAACCTCATGAGGCTTCCGATGGCAAAGTACTTGCACCCCTTAAAGATAAACATGGCCACCAAGTGG
+ATAATTGGGCTAAACTGATTCAATGGTTTGTTGAGCTTAATTAAACTCTATAATCTTGACAACTTTTATG
+TGGTAAGTTAGACTGTATTTGAAATAGTCTAGCTTACCATAGGGTGATATTTGCCTTCTTTGCCCATAAA
+AGCTTAGATTTTATTTACTTATAGTTTTTCCCTAGGTGTCATTTTAAGTTATTGATTTAATAATCACTGA
+TTTCTTTGCTAACTACTACCTACAATTTCTATTTTTTAGGGAATCCTCATGTTCTTACTTGACGCTACCT
+ATTTTGATAATTCGAGGTAAGTTCTTAAACTTACACTCTGTATTTTATCAGGAGGTACTTATTTTTTCAA
+AGTCCATTCTCCCTTATTTTTTATTCATTACAGGAATGCTCCATTGTAACTTTTGCTACAACACCGAAAG
+AAAATTATATCCAACCGAAACACGAGATCTAATTGAAACAATACTTGACAATGTAGTAGAATTGAAACCA
+CTACATCTAGGCATTGGAGGAGGCGATCCATTGTTAAGTCCGTACATTAGCTGGATATTGCAGCAGTTAG
+CGGAACGAATGGGGGATGAAATGCCGATTATTACAATTGATACTATGATGGTAAACCAACGTGAAGATGT
+TGTACAACAGGTCTGGCGACTCAACAAGGACCTTGGAGATAATAGGATACAGTTTTATCTAAGCATCCAC
+GGGAGCCCTGAAGTTCATGACAAAATTGTCGGATATAAAGGACACTTTAAGGAACAAATTGAAGGTATCA
+AATTGTTAAAGCGATATGGGATTAACTTCAGCTTGGGTATTGTACCGACAAAGGAAAACTTTAATCAGCT
+TGACACAGTACTTATATTGGCTTTGTACTGGGGGGCTGGATTACTAAACATTTCCCAATTTGTTCCTATT
+GGCAAAGGTGCAAAGGCATATGAGCAAAATCTGAGTTCCGAACAATATAAATGGCTTCTGGATTGGATTA
+TGACACGTAATACCCAATTAGGCTACCGATATATAGTGACTCATGAGCACTGGATAGCAGCTGTTGATCG
+GGAACTGCTTATGAATAGTCTTTTTATTGGTTGCAGCGCGGGGATTTACTATTTTGGAGTACGTAGTAAT
+GGTGATGTTGTTCCTTGCCAGCTTAACTCGTATGTGCTCGGCAATGTGTGCAACACAAGATTAACCGAAA
+TTTGGCGAAATCATCCTGTGTTACGACGATGGAGAGAACGAGAGGTTGAGGGAAGATGTAGAGATTGTCC
+ATTGGTTTTCAAATGCGGGGGTTGTCGTTGTAATGCTGTAGCATATAGTGGAAACTTTTTAGGGGAAGAT
+CCACTTTGTCCTTTTTCACCAGAAGAATTAATCAGAGCAATTAACTTGAATCAAGCAAGCAAAAAAATAA
+CTACTGAAAGGACTGATGCCTATTTGTCAGAAATAAACATTAGAAATGACACAAGAATTGTAAAACTCGT
+TACACTTGCAACGTGGCAAGGAGATTCTTTGATTATCCGTAATGAGGCACGAAATACTTTCGTGGAGCTC
+ACAGGTGATGCATCAACTATCTATTGTTTAATTCCATCCCAATGTGGGATTGCCTTGAATGACCTCAGGT
+TAGTTTTCAAGAAACAAACAGGAAGAGAACTCCCTCTAGGGGAACTTAGGGCATTAATTAGTTCGGGTGT
+TTTAGGATGTGTTATCGAATAGCATATTTTCTGCGGTCACGGCACTTCAAGATATGTAAGGGACGTATTT
+ATGAAATCAAAACTTACAAAGATTCCAAGGTTCATTGTATGATGTACAGTGGGAGGACTGTTATTGTGGA
+GAGTGATGGCGGTTCTAAGATGTTTACACTTCCTAAGGCTGCTGTATGGGAACCAGATCCTGGAGATATA
+TATGTTGAGAGAGGGCTTCTTGATACACAAGGCTTGCTTGCTGCTGTGGAAACAGTAGCAAACTATTCTG
+TCGATGCAGTACTTTCTTTTTATCATGAAGAAAGGACAATAGAAACAGATGGTTTTGTCAAGTACCAGCG
+TATGGGATTTTATGTGTTACAATTTCAGGAAAATTCTAGATTTTATATATATGCGGACTATGTTCCAGAA
+AAGTTGAAAGAACTGTGTATTTTTCACATGTTGCCTCACCGGGTAGTTTTTCCAAACAATTTACCGATCC
+TCTTAAGTCCTAATGTTGTTGGTCACATCTTCCATGAATGGGTTCATTTATTAGAACTTGACTTTTTAGG
+TTATGAAACTGCGTTGAGTATCAAAAATCTTCCGATTTTTGGTGAGTGTGTCGATCTACAAATCTTCGAG
+GATCCAAAGGCAGAGACCATTGGATTCAATGCTTTCAATGACGATGCCCGAATTACAAGGCGGATCCCTA
+TTGTAGAACAAGGCAGAATAGTTGGGTTTATAGATAGTTCTGCATACCCATATCATTATCTTGGATGTGG
+ATATCTTGGGTACAATAATAGTGCTTTCCCTATTCCACGCACAACCAACCTAGTAATTCAAGCTAGGCCA
+ATAGTATATGAGAGTGAGAGGGCATTAGTGATCACTGAACTTGATCTGGAGCTTTTAAATAAGGATCCTG
+TTTCTACTCGGATTCGGATTAAGAATTGCGAAGGCGTTTATATAGAACGTGGGATGCCTATATATAGGGT
+AAATTGGAAAGTTGGAATTGAAACAACAGTTCAAGAGTTAGTATGTAGTATGATCTTTCTGGATTCTTCG
+AACATTCACCTTACCGTAGTTGGTGGAATTTGTGTCAAAAATGGTATTGCAGTACGCTCTGCTCAAAGTG
+CCCCACCAGTACTACTTGAAGGGTTATTAGGAAAGAGTTTGCTGCCAAGATAAAGGCCTGAATCTATAGA
+GATTACTAACAATCTTTCATCTGCTAGGAATATCAAAAAGAAATTAATTGATTTCTTAAAAGCAATTATC
+CTGAAAAAGGAATATTTGCACAATTATATAAAAAATTAGTAACTTTAGGTGTAAGTTATAGTGTTTCAGG
+ACAATAAATCGGGAAAAGAGTTATAAAAAATATTACTGTTTAGAAGTTGAAAAATCGAAAACAAGTAAAC
+CACTGATATAGGTAAAGAGGTAAAAATATGAGAAAAACTTCTTATTTTTCTCTACTATGCAAAAGAAACA
+TTGCTATTATGTTTTTATCTAACATGGCTATAGGGCTAATGGATGGACCAATGAGATGGCTTTTACCTTT
+GATTTTGATGGGAAGAGGAGGGCCATTTCTTGTAGGGCTTTCCTTTTCAATTGCTAATTTAGGCGATACA
+GTTATCGCCTTATTAGGAGGGCAATTCAGTGATAGATTTGGAAGAAAAATAATGCTAGTTGTCACTAACG
+GTGTATAATTGACCCAGGGGTAACGAGAAGGAATTGACCCACCCCCTGTCGAAATATCCCTCTGATCTGA
+ATTAAACCTCAGAGGATCGGAGGGAGATAAAAAATGCTAGGGAGTGGGTCTATTATCATGATACATGAAC
+TCAGAGCAAAAGGCAAGAGTATTCGTGCAATTTCACGAGAAACAGGGCATTCTCGAAACACAATAAGAAA
+GTATCTCAGAGCAGAGGGAATCCCCGAAAGAAAACCTCGCCCTAAGAGAGGTTCAAAACTTGACCCTTAC
+AAAGATACTATTCATGAGTACATTAATATGGGAATATTTAATTGTGAAGTTATTTACGAAAGAATAAAAG
+AAGAAGGTTACACTGGAGGAAAGACTATTTTAAGAGACTATGTAAGGCAGTTTAGACCTTCAAAGCATAT
+TCAGGCTGTATGCCGCTATGAAACAAAGTCTGGAGAACAAGCCCAGGTTGATTGGGGTGAATACAATTAC
+ATTGATCAGGAAACAGGAGAAGTAAGAAAGCTCTATCTCTTTGTCATGGTACTTGGTTATTCAAGAGCAA
+TGTATGTGGAATTCACAAATCGCTGTGATGTTCACACTTTCAATCGCTGCCTTATCCATGGTTTTGAATA
+TTTTGGTGGAGTAACTGACGTTGTACTTACTGACAGAATGAAAACTGTAATCATAGGTACAGATGCAAAC
+AAGAAGCCCATATGGAATGCAGTATTTGAGGACCTTGCAGCAACTTTGGGATTTGTACCCAGAGTTTGCA
+AAGTTAGACGCCCCCAGACAAAAGGCAAAGTAGAAAGCGGAATAGACTTTGTCAAGGACAATTTTCTGCC
+CGGGAGAAGATTTTTAGATTATGGCGACTTAAATCGTCAGGCAGTAGAGTGGTGTGAGAAGAAGAACAGA
+AGAGTACATGGTACTACAGGAGAAAGACCAATTGACAGACTAAAGAGGGAAAACTTAAAGCCTTTGCCTT
+CATTGGATAAATATCAAAAATTTCTGGAGGAACCAAGGAAGGTACATAAAGATGGCCTTTTGAGTTATGA
+TGGTGTAAGGTATGGAGTACCATGGCAGTACAGCGGGAAAGAGGTAGTTGTAAGAGAAAAAATGGCAAAA
+TTGAAATTCTCTACGATAGCAAGGTAATAGCAGTACATGACAAACGTTATCGTTCAAGAAGCACAGTTTT
+TCTCAAAGACCAGTACAAAGGCTTAAAAGCGGCAGAAGGGATGCTTTATCCCAGACCAAAAGCAATCAAG
+CTATTTTCACTAGAGGTTGAGAGACGCTCACTTAGTCTTTATGAAAGTCTAGCGGAGGTGACAGGATATG
+ATAGAACTGGAGAAAGCCAGACTACATCTTGAAGAACTGGGACTTCTGAGTGCAGCTTCTTTACTTGATT
+CACTCCTTGAAAGAGCGCAGCACAAAACAGCACATATCTTGACTTCTTAAATGAGCTTCTTGAAACAGAG
+CTTTCAGAAAGGCAGAAGAGAAATATTGAGGTAAGATTCAAACTAGCCCGACTTCCATACCGAAAAACAC
+TAGCAGAATTTGACTTTACGTTTCAGCCAAGTATAGATGAGAAGCTGATAAAAGAACTTGCTACGATGGA
+CTTTGTACACCGTGCGGAGAATGTGATATTTCTTGGACCTCCTGGAGTGGGTAAGACACATCTAGTTGTA
+GCACTTGCTGTAGAAGCACTATCGCAGGGGATACCAGTTTACTTTATCACCCTATCAAAACTAATTGAAG
+ACCTTAAAAAAGGTTATGAAGAGAACAGATTAGATAGAAAGATGAGGAACTACATAAGGCCAAGGCTTCT
+TGTTGTAGATGAAGTAGGGTATTTGCCTTTAGACAACCTTGGAGCAAATCTCTTTTTTCAGCTGATAAGC
+GCACGGTATGAGAGAGGGAGCATAATACTTACGAGCAACAAAGGATTTGGGGAATGGGGTGAACTAATGG
+GGGATCCGGTTCTTGCAACTGCGGTATTGGACAGATTGCTGCACCATGCTCATATAATCAACATAAGAGG
+TAACAGCTATCGTTTAAAGGATAGGTTAAAGGCTGGTCTTTATTACGGCAGTCCAAACGGGAAGGCTTAA
+ATTAAAAAAACGCAGGGTGGGTCAATTTAAAACCGTTGAAAATGGGTCAATTTTAATCCGCTATTGACAT
+AATTGAATTAAAAGAATAAAAATGTGTGGAATTTATAAGATTTTTATCCTTTTTTAGGAGGACAAATAAA
+ATAATAAGTCAGATAATAAACAAAGTAGATTTTATAATATTTTGTTAATTAATTGCAACTAATTAGAGAT
+TTATTTATTGTCAACATTTTTTTGTGCATTTGAATTTTAATATTTTAACTGCTCTGCTTTATATTTCTAA
+ATTTGGATTTTTGGTTTTTAAAAGATTATTGACAGATAACATAATATAATTAATTAGCGGAATATTAAGG
+AACAAAGAATTTAGAAGATGCCCAATTCAGAGGTGAAAAATTATGGCTTATTTATTTGGTAAGAGACTAA
+GGACGGGAGAGTTTGTGGTATACAATAAAATATTAAGAGATTTCAGAATTATTGACAAAAGATATAATAT
+TCACAATTTACAGGAACTCTTTAAGTCACCAGTTTACTATGATCTATTGAATGAAAAGTTTATTTTACCT
+AGTTATCTCAACGAACATGAAGTGAATCGATACTTCAATAATAAGATAAAATACGATCTTCAAAAACTTT
+ATATAACAGATGTTTTTTCTTTTGATTGCAATCTAAAATGTTTATATTGCATGCAACAAAATAGGAATAA
+AAAGCAAGACATTATGTCTCCCACAGAGAGAGTTAATTTATGGAAAAGAATTTACGAAATTTTTTGGCCT
+AGAGAGATAGTAATTACACTTTTTGGAGGAGAACCATTTTTGTATCCAAAATATTTAAACGATTTGTTGA
+CAAAAGCTACTGATGCTTTATTACCAATAAGTAGAATAACAGCTGTAACCAATGGTACCATGATTAATAA
+GTTAGTCATTGATGTAATTAATAAATTTAATATTAGTGATATACAAATTACCATAGATGGTCCTTCTATA
+ATTCATGATAAAAGACGTATAACTAAAAACGGAAAAGGCAGCTGGGCACTTATCGTAAATAATATCAAAA
+AACTTTTAAATGATACAGAAACGCGTATTATAATCAATACTGTTATTGATTTGTCGAATTATAAATATTA
+TGGAAGTATGATAGACGAATTAGTAGAAGAATTTGATCACTTATTATTTGATGATGAAAATAGAATAGTA
+TTTAATATTGGCACAATTTGTAGACCAGAAGGAGGTTGCGAGTTTGTGGATGCCAATATTCCTAACGGCT
+ATCTTTGCAAAGACATATATTACAGTGTATTAAATGAAGCAATAGACAAAGGAATAAAAGTAGTTAATTT
+TTTGAACAATTCTTTTTGTGTAAACAGGAAAGAAAATGAATTTGTAATTCATCCTACAGGGGATATTTAT
+AAATGTATATCGGGAGTTGGAATAGATGATTTTAAATTGTGTAGCTATAATGAAGTAATAAAGGAACCGG
+AATTAGTTTTAATAAATAGCGCTAGATTTGTTGAAAGCAATAAAGATTTTGAATGCAATAATTGTGATTT
+TTATGGAGGAATTTGTAATGGAGGATGTAATTTTAATTCTTACACTTTAGGTAAAACAAAAGAGTGTGAT
+AAAATATCTATGGCAAAAGAAATTGACAAGTTACTTGATGTATTAGGTAAAGTTAAGTGGATAGATGTTG
+ATTTATTTATAAAGAGGGAATAAGGATTTTAAACATAATTTTTGAAAGGCAGAGGAGAAAAATGAGTGGG
+CATGTAATTGAAGTAGCCAATCTTACAAAAATTTATAGAAGACAGGTGAAAGAGGCAGGCCTTATAGAAA
+GTGTAAAGAGTATATTTAAACCTTTATATGAAGAAGTTGAAGCATTAAGAGGAGTTTCTTTTAATGTAGG
+AGAAGGAGAAATTGTAAGATATATAGGACCAAATGGGGCAGGCAAAACTACTACTTTGAAAATTCTTGCA
+GGAGTCCTTTTCCCTACAGAAGGAGAAGTTCGTGTGCTTGATGAAATTCCATACAAAAGGAGCAAAAAAT
+TTTTATCTAAAATAAGCTTTATTATGGCATCAAGGGGATTTCTTGAAGAGGTAGCATGGGACCTACCTGT
+TTTGGACGGCTTTTATTTTATAAAAGAAATTTACAATCTTTCGTATAGCGAATATAAAAATAGAGTAGAC
+AAACTTTCTGAAATGATGAAGATAGAAGATATTTTAAAAAGTCCTGTGAGAAACCTTTCCCATGGGCAGA
+GAAAAAAAGCGGAGATAGTTGCAAATTTGCTATGGGAGCCAAAGCTAATTTTATTAGACGAACCAACTCT
+TGGGCTTGACATATTTTCTCAAAATGAACTTCACAATTTTTTGAAGGAGTATGTAAAGGATTATAAGGCT
+ACTGTAATGCTCACAAGCCATAATATGAAAGACATAGAAAAATGTGCTTCAAGGGTGATAATGATTGATA
+AAGGTCGGAAATTATATGACGGAGATATTGAAGGGCTTAAGAAAAAAATATTTGGCAGGAAATTTATAAA
+AATATGTTTTGATGAGGTATTTAATGAAAATATAGAAAAGAAATTACTGAGTGTAGAAGGTGTAGCGGTC
+ATATCAAAGGAAGAAAACTGCCTTACAATTAGTACAGAAGAAAGCATTTCAAAGGATGTGGCAAAAGAAA
+TTTTAAACAAATACAATATTTCAGATATTGAGATTATGGAGCCAACATTAGAAGAAGTGGTTTATAGATT
+CTACAGTGAGGGGAAGGAAAATGATTAGGCTATATTTAGAAAGTGCAAAATGTGAAGTCAAGAGAATGCT
+TCAGTACAAAGCAAATTCTTTATTTTACTTAACAGTGGTGCTTATTCCACCGTTAGCCCTTTTCTTTCTC
+TGGAAGACAATACTTTCCCATGGAGGAAGCATTGGAGGATATAACCTTTCAGATATGGTTACATATTTTA
+TTGTGACACAATTTTTTGTAATGAATACTCCTTATTCTGCTTGGATAGAAATAGGGGAAAGTATAAAAGA
+TGGAAGTTTAAGCCTTTGGCTCACAAAGCCTGTGAACCATTATCTTCTCTATTTTTTTAGGCTTATTGGT
+TCATGGATAATACAGTGGATTTTTGGGATAGCAGGAGTTATAGTGGTATCAATTATACTAAAAGATTATG
+TTGTAATTCCAAAGGAAGCCAGTACATATTTTTTAAGTATTTTATTTTGGATGGGTGGAATAGTAATAGG
+GTTTAGTTATGGTTATATACTTAATCTTTTGAGCTTTTGGTTTGAGAGAAGTACATACATTATATATTTT
+TCTGAAGGGATTGTTGCCCTTTTATCTGGTATGCTAATTCCGCTGGATTTGCTGCCAGCTAAAAGCCTAT
+GGCTTTTTTTACCCTTTAAGTTTTGCGGCTATGTACCAGCACAAATATTTTTAGGAAAAATGACGGGATT
+AAATATTGTATTTGAATTTGCTTCAATGGCAATTTGGATATTCGTTTTAGTGTCATTAAGCCATTTAGTC
+TTTAAAATAGGAAGTAGGAGATTTACTGCGTCGGGAGGATAATAAAATGAGGTTTATAAAGTCCCTTTTT
+AAATTGAGGCTAAAAATGGATTTGGCTTTTAGGGTTGATGTATTCTTCAACTTTTTTACCCAACTGGTTT
+ATTTAATTGGTATCCTTTTACTTTTTAGAGTGATATATTTGAATGTCAGTGAAATAGGAGGCTTTACTTT
+AGGAGATGTGTATGTTTTACTTGGTACCTATTTTATCCTTATTGAGGTCTATAACATGACCTTTAGAGGA
+GGTATATTGAGTTTACCTGAAACTGTAAAGGAAGGGAATTTGGAGATTTACCTATTAAAGCCTGTAAATA
+CAATTGCATTTATATTACTTAAAAGAGTGAATATTGGGAGAGTATGGAGGGTACTGCCTGGATTTATACT
+TTTAATTTATGGACTTAAGATGAATGACATTCATACAGGCATGAACTTAGTTTATTATATAATTTCACTT
+ATTTTATCTTTAATCATATATACTATTTCAAATTTTTGTATAAGTCTTCTTTCCTTTTGGTTTTTTGAGG
+TAAACAACATGTTTTATATATATGATGATTTGATGGAATTTGCTAAATATCCTGATGTAATATATTCAGG
+CATCATAAGGAAGGTGTTTATGACAATTATACCTGTTATAATATTTTCCTCTTTTCCTACAAGAATATTA
+ATTGGACTTTCAAATTTTCAAGAAATATTCATATATCAGACAATTTTATTACTTGTATTTTTAGGAATAT
+CACTTACGCTCTGGCAAAGAGGTCTTGTAAAATATCAGGGAAGGGGATAGACTATTATGAGGTAGATAAA
+GAGGAGGTTTCACAAGGAGATAAACCTTTTGAATTTAAAAATTCCATTTCTTACAAATTTGCACCTAAAG
+CTAGCTGATAATATATTAAACTTACAGAAAAACTGTTTTTATAACAAGTATGAAGAAATAGAAGGATGGC
+TATTAGAAAAATTTAGAGATTTAAATTTTCCTTTGAAAGTGTGGTTTTCTGACTTTTAAGATTTATGTCC
+TGCAGCGTTGATTTCTTTGGAGTCAGATCCGTTACTCATAAAAAAGCGCTTTGGTGAATTTGTTGATTTT
+GAAAGCCTATTTTGGGATGAAGTTTTAAAAAAGATATATATAATGAGAAAGAAAGGAAATGGGCAAAAAA
+TCCTAGAGAATATTTCTCATTACTTTGGGGGTAGAAAAAATGCATAGAGAATATCTTAGGAAAATTCTTC
+ACTACTCCAGACCATATTGGAAGGCACAGTTTTGTATACTCATCCTTTGGACTGCAATATCTTTACTGGG
+AGCCTTGGTACCTTTTATTAATCGAGAAATAATTAATTTAATGCAGTCAAAATTTTTTTGTCAAAGTTAA
+TTTCGCTTTTGTTGGCGCTCTTTGTCATAAGAACTACTGTAGTAATTTTAAATTTTATAGCAGAGTATAG
+GTTCGAATATCTCCAAAAAGAAGCAACAGCTGATTTTTTTCAGAAGACATATGAAAGTCTGCAAAAGCTT
+TCTATAGAAAGACTTATCTCAGAAAAGGGCGGAGAGTATATTTCAAAGATACTTTCTGATGGAGAGATGG
+CAGGTATTGTTGTTTCGGGTTTTTTACCGTCAATCCTTCTTAATCTTTTAAGATTTTTAGTTGTGATAGC
+CGTATTGGTATATCTCAATCCTATCCTTGGTATAATTTCGGTAATCTTTATTCCTTTTTACTTTTTTGTA
+TTTAAAAAATACTCAAAAGGAATTATCGAATCGTCTCAGGAAGAGAGGATTTCTTATGCAAATGTATTAG
+AAAGCTTAAAAGAAAAAATAGAAGGATTGCCCATTGCTATTTTTTATAAACAGGAAAATTTTCTCATTAA
+GAAATTTTTGTTTGATATTAAAGAATGGTTAAAAAATATCAGAAAAGTTATCTTCAATATGAAAGCCTAT
+ACTGCAAGCTATTCTTATTTGAGCGCTATATTTCCACTTGTGATTTTCGGGGTGGGCGCAGTTTTAGTTT
+CTATAGGTAGAACAGATATAGGTACTATGATCGCTTTTTATCTATATTCTGAGAATTTGTTTGAACCTCT
+TAGCAATTTTTCAAAAAATCTAGGTGCTTTTAGTCAAGTTATTCCACCTTTTAGTAGAGTTTTAACGATT
+ATTGAGACTACTTACACTGCTCCGGATGGAACAAGGACATTGAGAGAGCTAAAAAGCATATCTCTTAATG
+GATTAACAGTTAAGTATGGGGATAAAGAGGTATTAGATAATATCAACCTAAAACTTGATTTTATAAATAA
+CGTAAATATTGCAATTGTTGGTTATAGTGGTTCGGGTAAAAGTACTTTAGTGCGCTTTTTAAGCGGATAT
+TTTGATAGTGAGAGATGTTTAATAAATGATGTTCCAATTACTGCCTATTCAAAGAAGTCCTTGCGCAAAT
+ATATTTTACTTGTTAGCAATACAGATTTTATTTTTGGGATGACAGTAAGGGAGAACCTTTCAATGGGGGA
+GAACTTTTCAGAAGAGGAGATGGAGTATGCTCTAAAACTTTGCGGACTTAATTTTGGTAGAGAATTTCTC
+AATACGAAGGTTGGAGAAGGTGGAAAAGCATTATCTACTGGAGAAAGACAGCGTTTAGCTTTGGCACGAG
+CTATTTTGAGAAAACCAACTTTATTAATACTAGACGAAGCTTTATCAGGTGTGGATGCCGAAACAGAGAA
+TGTGATATTTAAGAATATAAAAGCTATCATTCCAAATTTAATTGTGATTTCCCATAGGTTATCAACAGTT
+CTTCAGTGCAGAGAAATTTATGTGCTTGATAAAGGAAAAATTGCTGCTATTGGGACTCATGAAGAATTGC
+TTGCCTCATGCTCTACTTACCGTGATATTATTAAGGAACAGCTCATAGAAAATAGAAATAACGATGTTTC
+TGCTAAGGCTTGATGTTTTTTCTTATTAATTGTTTGTGAACACTGGAGACAATGCTCTTTGTTTGCGAAT
+TTCTCTCAATTCATTTCCAAAAGCCTCTAAATCATAATAGAATCCATCCATTTTTTTACACACCACCCAG
+AATCCATTCGGGTTGAAATTGTTTAACTTACCATATATTATATAGGTAAGAGAAGGAAAAGTAAAGGGAG
+TAGGGAGAGACATGAAGAAAAAATTATTAATTATTTTTTCCATAGTTACTCTTTTACTGCATTCATGGTG
+TTTTAGTGTGATGGGAAATGTCGAAAGTATAGGACCAATGGGAGAAAAGGATATAATAGATTGGCATTCA
+GTAGTTGTAGATAAGTAAAAAGATGCAAAGCCAAGATAGATTTCAAGCAGGCCAAAGGCACATCTTAGAA
+CTTTGATGTAGAAAAGTTTTTGGGATGGGCTAAGCATAAAAATTCTTTAAAGGGAGAAAGAAAATGAAAC
+CGTCTAAGTATAACTTTTTCTTTGACTTTCCTGAAGATCCGGAGAAAATAGTAGCTTATAATTCAAGAAC
+AGGAGCTTTAGCCTTAATGGAAAAAAATAATTACGATAAGTATAAAAATTATGTAGAAAAGGGCATTTCA
+ATTGATGACAGTAAATTAATAGAAGACTTGAAAAAAGGGCAATTTATCATAGATGACAATGTTGATGAAC
+TCCAGTTGTTGCATTTTAATCTCTGGCGGAGTAGATTTAATGACAAAAATTTAGGTTTAACTATTGCACC
+TACACTAGGGTGTAATTTTGCTTGTGTATATTGTTATGAAAAGGATAGTCAGAAAAATGTATTTATGAGC
+CAAGAAGTGCAGCATAAAATAATTGAATACATAAAGCGGCATATGAAGTATTTGCAGAGTGTAAATATTG
+TTTGGTATGGAGGAGAACCGCTGTTGGCTTTTGACATTGTCAAAGATATGTCAGAAAAAATTATAAAACT
+CTGTGATGAAAACGAAGTTATATATGGTGCATCTATTGTGACAAATGGATATAACTTGACGAGGGAAGTA
+GTGGAACAATTTAAGAACTTGCGATTATCATTTATACAAATAACATTAGACGGTCCCCAGGATGTACATG
+ATAAGAGACGTCCTTTAAAAAGTGGACAGGGGACTTTTGAAAAGATACTGGCCAACATAGAAGAAAATAT
+TGATATAATGCCAAATATTTACTTAAGAATAAACGTGGACAAAGAAAACGTAACCAGAGTTAATGAGATA
+TTAGATGAGTTAGAAATGAGAGGATTGAAAAATAGACTCAGCGTTTATTTGGGACATGTAGAACATACAA
+ATGACAGTTACGTACCAAATAAATGTCTATCTATGTATGAATACTCTAAGGTTACTTATATGTTTGAAAA
+AGTGTTAAAAGAAAGAGGTTTTTCGAATAATTTAATGCATAAGTACCCCCATTTAAAATACAATTTTTGT
+GGAGCAGATAGTGTAAATTCAATGGTGATAGACCCGGAAGGATACATATACAAGTGCTGGTCTGATATAG
+GTATGGAAAAGTATAGAGTAGGGAATATATTGGACGACACGTCCTTAGTTTCTTTGAATGTTGATAAATA
+TATGGAATATCTTCTTTATGACCCTGCGATAGACGAGATGTGTATTGATTGCAAGCTACTGCCAATTTGT
+ATGGGAGGATGTCCAAGGAGAAGAATAGAGAGAGTGACGGAGAGGTGTAGGGATTATAAGTATGTTTTAG
+AAGAGTATTTAAAAGATATAGCAAAAGAATTATTAGAGAAAAAACAAGAAAGGGTTTAAACCAATTTGAG
+TTTGATGTTTTAGGGTATTAATTTTGATTAGAATGTGCGCACATTCTATATAAAAGATGAAAAGAAGGGA
+GGTAAAAGAAAATGGAATATTTGATAGAAGGGTATAATAAAGAAATTGGCAATGAGATACCTAATGACGT
+TTTTCCTATAACACCTTGTGATATAATAAAATTACCAGAAGGACCAGATCCCTGTGTGTGCTGGGGTCCA
+TATTGTTGGGTGCAGGCATGCCGTCCTAAGATGGAGCCTTATTACGGAGCAATAAAGTAAATTGTTATCT
+TAATAGCGATGCATCTGGAACTTTTAAGTTTTAGATGCATCGCTACTTTTAAAAATTATAAGAGAAAGGA
+TGGATATATTCTTGAGAAAAAAGTTACCTATTTTAATAGTTACTTTGGTATTTTCAGTAATTATATTACT
+CAGTACACATATTTTTTTGAATACACGGCTTAATTTATATTGGACAAAGGAATTAACAGAAAAGCAAAAA
+ATAGAAGACTTTGAATACATGTACAACATTTTAAAAGACAATTATGCGCATTTTTATGAAGTGAAGAAAA
+TGTACGGCTATGACTGGCTAGCATATAAAGAGCAATTTACAGAAAAGGTAAAGAAGACAAAAAATAATTT
+GGAATTTTATTATGCATTAAATGAGATTCTATCAAAATTTCATGATGGGCATACCTATGTTTTAAGTCCT
+GGGCATTACAGAAATTTACTTGGACCATGGGGTTTTAAACCTTATGAAGATATGCTTAAGGAATCAGAAA
+GTTCTTACAAGATGTGGGAAAAAATCTTTAAGAATGCACATAGAGAGGGCGAACTAGAAAATTACTATTC
+ACTAATGAAACCGAAGGAAAACGTTACAACAGACGTTATAGAGCCTGGAAAAATTGCTTATTTGAAAGTC
+CACTCTTTTTTGCTTGATTATCACAATGAAGGAGAAGAGTACAAAAGGGAAAGAGAGATGATATACGATT
+TTTTGAGAAGTATAAAGGATTATCCATATTTAGTCATAGATATTAGTGATAATGGAGCATTCCTGTAATG
+AATAAAAAATAAGGGAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTA
+AGAACTTACCTCGAATTATCAAAATAAACAGGAGGTACCTAAAATGAAGTATAAACAAAATGAAAAGATT
+TTGCAAGTAACGGGAGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCATTATGCCAGAGCAT
+TTGACTACAGAGGAGTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAAGGTATGACAAAATT
+TCTTAACTGGGCAAAAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAGGGATAGAACCGACA
+GGGCAATATTGGCTGTGTTTTGCCCAATACCTTAAAGACAATAACATAAAGGTAGTATTGGTTAATCCAT
+TTCATGTAAAGATGAGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAGAAAGACCCAAAAAC
+AATAGCAATGCTAGTAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAGTATATGCAGAATTA
+AGGGTAGCGATGGGCATAAAAGACAGGTTGAACAAACAAATAGGGATGACAAAAAATCAAATAACAAGAT
+GGTTGGACATATACTTTCCAGAGTTTAACACCGTATTTTCAGACTGGGAAGGGAAAGCAGCACTTATCAC
+ATTAAGAGAATTTCCAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAATATCGATATGGAAG
+AAAGAAGTACAAAGAGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGCTAAGGAGAGCATAG
+GGAAGAAGCAGGGCATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAATACGAATTTTTAAA
+AAAACAAATTGAAGAAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAGGGGTTAAAGAACTA
+CTAGAAATCAAAGGGATAGGAGTAAACACAGTAGCAGGTTTTATTGCAGAAGTAGGAGATATTGAAAAAT
+ATGAACATCCAAAACAGATACAAAAACTAGGGGGATTAAACCTAATAGAAAATAGCTCTGGTAAGCATAA
+AGGAGAAACGACAATAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTAATGCAGTAATGGCC
+TTGGTCGCAAAAAACGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGCGCAAAACCCGCTAA
+AAAAGAAGCAATCACTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTCATATTAAAGAAAGG
+AGTAAAATATGACCCAATCAAGATGATGAAGGACATAAAGAGGCCAGGCTTACAGGAAGCTGCATAAAAA
+GTGCCAACATACTATCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAACTTAGTCACATCTAA
+AGAGCTGACCCTTAAGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAACGATGTGACATAAAAGGTA
+AAAGAAGGAATAAGACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAGCGGGAATTGTCATA
+AAAATAATCACCATACGGGCAAAGACCCTGCAATGGAGCAGAAATGACATCCACCTCATGGCAGGTAGAA
+CGAAGGAATTAAGGACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGATAAGTGGAGCTATCC
+CGCCATAATATGGAAATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTTAGATAAGCAAGAAAT
+GGTAATATAAGCCATGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTAAGATATTAAGAGAAA
+ATAAAAGATAATAGAGGGAGGGGGTAATAGAGGGTACTGGTTGGAAGCTATAATAGCACCTTTGAAAAAT
+AAGTTAAAAGAAGTTAAAAACTTGTCAGTAGAAAAGACTTATCTTATACGAGCATTCCTGTAATAAATTA
+AAATAGCCTTTGCAAAAATAAAACCCTCCTGGTAAAAAAGAAAGTGAAAAGGAAAAACAATAACCAGGAG
+GGTGATACACATGAACAAAGTACAAAAACTACTTTTAGTCCACAGTTCTGATATAATTTTTGTCGGGGTC
+GATGTAGCTAAAAAGACCCATTATGCAAGAATAATAAATCACATAGGACTTGAAGTAATAAAACCCTTCA
+AATTTAATAATAGCATAGATGGATATGAACGTCTAGTATCCAAAATACTCGAAGCCAAAGAAAAATCGAA
+AGCAACAAAAATATTAATAGGTTTCGAACCAAGCGGTCATTATTGGAAGCCACTTGCATGGTTTTTAAAA
+GAAAAAGGATATACAGTAGTGATAGTAAACCCATATCACGTAAAACAAAGGAAAGAAGAGGAGGACAACA
+GTCCATCAAAAAACGATAGAAAGGACGCGTTAATAATTGCAAGACTAATAAAAGAAGGGAAATTTCTAAA
+CTGTCTTTTACCTCAAAACACATATGCAGATTTAAGAAACCTTTCAGTTGCAAGAAAGCAGTTAATAAAG
+AAACTAAACAGTGTAAAGAATAAAATTATTGCAATATTAGACGAATACTTTCCTGAATTTGAAGAAGTAT
+TCAAGAATTTGTGGGGGAAAGCAGCCTTATGGATATTGAGGAACTGTCCATTTCCCAGCATAATACTTAA
+ACTGAGCAAAGAAGAAATAGCAGAACAGCTAAAGAAAGCCACTAATAACAGGGTAGGCATGAAAAGGGCA
+GAAAAGCTCATTGAAGCAGCAAAAAAGTCAATAGGTGTAAAAGAAGGGATAAAAGGGGCACAAATACGTT
+TAAACATTTACCTTGATGAATTAGAATTTTTAAAAACACAATTAGAAACCATAGAAAAAGCTATGGAAGA
+ACTGCTCAAAAAAATAGACATAGCAGAATATCTGTTAAGCATTCCAGGCATAGGAGTAATAACAGTAGCA
+GGATTTTTAGCAGAAGTAGGGGACATAGGGAAATACACACACTATAAACAAATCCAGAAACTTGGGGGAT
+TAAACATAACGGATAACCAATCAGGGAAACACAGGGGGAAGACCAAGATATCAAAGAGAGGGCGTCCTGA
+GTTAAGAAATCTTCTATACAAAGCAAGCCTGACATTAGTAGCCAAAAACAAAGAATTTAAAGCACTTTAC
+AACTACTTTTTAAGAAGGCGAGAAAATCCTTTAGAGAAGAAACAAGCATTAATTGCGATTTCAATAAAAC
+TCATAAGAGTTATGTTTACGCTTGCTAAGAAGAAAGAAAAATACGATTCACAAAAAGTACTTGGAGAATA
+TCGTATGAAGCAAATAAAGGAATTAGTAGCCTAGGGGGCAACAAATCAATTTAGAGCAAATAAGGTTGGG
+GAAGCTGTAGTACCCCCCATAAGGGCAAGACCCTGAATACGAGTAAGAAGCTCCCCAAAAGCCCTCAAAG
+GCAGGAGGAAGGAATGTAATTAAGGGCATGACCCTGAGAGACATGATAGGGTAGCCGAGGGCTAAGTAAA
+AAAACATAAAAATATGCTAATAAAAGGCAACCGTGAAATAAGTTGCCTAAGGGAGGTGTTGTGTTGTTTT
+AAAAAGGCTTTATTTGAAAAAGGTAAAAAGAGCTCAAATTTAGTGAAAAAATGAGATTTTTCAAGCTTGA
+TTGAGCTAATTACAAAATATTGAGATAGGGGGGGAATATATTGTTAATCTGCTTGAAAATTATATACCAG
+ATTTGGAAATTAATACAATAGATAAACTTCCTATATATGATTTGCTTCCTGCAGAAGTAAAAGAAAGTTT
+CATGTACTATGCGACCACAGATATAGTAAAAGATTTTGAAAAATTTTCTAAATATGTAGAACCTGTAGAT
+TTTAATGGTAAGATATTTTTAATCGTTAGTAGAACCACTTATTCAACAGCAAATATATTTGCAGAATTTT
+GTAAAGAAACGGGCTTTGCTACAGTAATAGGTGAAAGAACCAGAAAAGGAGATGGAGGATGGCTTATGCC
+AGGTTTAATGCGCCTTCCTAATAGCGGGTTAATCGTGAGATTTGATGGAGCAATGCTTATAAATCAAGAT
+GGTACTTCATATTTTGAAACAGGGAGTATACCGGATATAGAAATAAAAATGATGCCTAAAAACCCATTTG
+AAAAAGATGAGGAGCTAAAACAAAAAATACTGCAAGTAATTAAATCGTTAGAAAATGAGGAAAAGGGTAT
+TAAATAAGGAAAAAAGGATGTGATACTGTTGGGTAAGAAACTGTCAATTTCTACAATTACTTTGATATTT
+TTATTGATTCTGATATTTTCAACAGGATTTTTTACCGGTATATATACTTCAAACACTTTATTTGCATCAA
+AGGAATTAAAAGATTTAACAGAGAAAGAAAAGATAGAAGATTTTGAGTACATGTATAACATTTTAAAAGA
+CAATTACGCACATTTTTATGAAGTAAAGAAAATGTATGGCTACGACTGGCTAGCCCATAAGGAAGAGTTT
+ATAGAAGAGATAAAAAATACAAGGAATAATATTGAGTTTTATAATAAATTAAATGAAATTTTACGGAAAT
+TGCATGATGGGCACCTTTATGTAGCAAGTCCTAGCTATTTTAATTATCTTTTAAAGTTAATCGAAGGTGA
+AGAGATAAGAAATTTTATTGAATTTAAGCCTTTTATAAAAATGTTTAAAGATTCTAAGAAAAATTATGAA
+AAATGGAGTGAATTGCTAGAAAGTGTAAATCCCAGTCATAATAGTAGCTTTTTTGTTCAAATGAGGAGAG
+GACAGAAAAATATAAAAACAGAAATTTTAGAAGAGGATAAAATAGCGTATTTAAGAGTTAATTCTTTTTT
+GATAGATAAAGATCAGAACAGTAAAAATTATCGGGAAGAGAAAAAAGAAATATACAACTTTTTAAAAACT
+ATCAAAGATTATCCTTATTTAATTATAGACATTAGTGGAAATGAAGGAGGTTCTTCAGAATACTGGATAG
+ATGCTATAGTAGCTCCACTGATAGGAGAAAAAGGTTTCAGATACTCTGAGGATAAAAATACATGGTTTTA
+TCTATCGAGAAAGGGAAAATATACGAAAAAAAATTTCGAGAAGTATGTAATATTTTATGACGAAGATAAA
+TTCAAAGAGAGTCCTATATACGATAAACTTTCAGAAGAGATGAAAAAAGATTTTACAATCTGTGAATTTA
+AAGAAAACCTATCTAAACAAAAAGAAAACTACATAGAAAAGTTTTTCAAATCAAATGAATATGTAAATTT
+CAAAGGAAGGATATTTCTAATAATAGACAGAGGAACTTTTTCTGCAGCCACAAGATTTGCCATGTTCTGC
+AAAGAAACTGGTTTTGCTACATTGATAGGAAGAAGTACTTCAGGAGATGGTTCACTTACTTCATATATGA
+GGCTTCCTAACAGTGGATTGATTGTGAGATTTGAAGCCGGCACAATTTTAAACCGAGACGGGGGTTCATT
+TTTTATAGAAGGTGTGAAACCAGACATAGAATTAGACGTTCCAGATACAAATGCTGGCTATCCAGAAGTA
+AGAGCAGAAATATTGAAGCAAAAGACAGTTGAAGTGATTAAGTCTTTAGAAAAAGGCAATTTCTAAAAGG
+GGTGGAGGTTTACGATTATAAAACTATTGATAAACTGCTAAAAGATTTAAATGTAAATATAGATAAATTT
+CATGAAGGATTGAATACAAAACTAAATGAAGCCTCAAGCAATATTTCAAGAGGAGAAAAATTAAAGATAG
+CGATTGCAAGGACATTTTTAAAAGATCCAGATGTTATAGTGTTAGATGAGCCCACGTCTGCCTTAGATGT
+TGTTAGTATTGAGAAATTAAAATCTATGCTAACAGCACTCAAGAAAGAAAAAATAATTTTAATTGTTACT
+CATAATCAAGAGTTTTTAAATATAGCGGATGAAGTGATAGATTTAAATAGAATTTCTAAAAAGGTGGAAT
+GTTTGGTGTAAGAAGTTTCACAAGTTTTGAATTTAGAAATTCTATAGAAATCAAGAACCTAACCTTTTCC
+TACGATGGGAAGAGGAATGCTTTACTTGCTGTAACCCATAAATTGGACCCGGACATACTTAAAAGGTATG
+ATGAAATATTTGTGATGGAAGATGGGGAAATCGTTGAAAGGAGTACATTAGATGAGCTATTAGAGAAGAG
+AGGATATTTCTATTATATGTATAATTATGGGATTGATGAGAAAGAGGCAGTAGAGGAAGCTGTATGAAAG
+GATGCAAAATATAGCATTGAAGCAACTTACAAATGGTTGCCGACAAAAGCAAGTATCTATGAAAGAGTAA
+TAGAGAAGTTAAGTGTTTCTAGTTTAAAAGATAATAGTAAGGAGTAAGTGAAGTTATGCTGTTGGAAGTG
+CGAAACTTGACGAAAGTGTATAAGAGAGGGAATCAACAGATTAAGGCAAATGACAATATTAACTTTTTTG
+TTGAGCGTGGTGACGTACTGGGGATTTTGGGGCCAAATGGGGCTGGCAAGACCACTTTGATAAAGCAGAT
+TGCAACTTTGCTAATCCCTGACCAAGGAGATATCTTGTACCGGGGAGTATCCCTTCTAAAAAAGCCTGAG
+ATAATAAGAGGGCGATTTTCTTTTCTCTGGGAAGGCACGCAAAATGTATATCATTACTTAACCGGAGAAG
+CTAATATTATCTACTTTGCATATCTTAATCAGGTTCCATCTTCTGTTGCCAAGAGGAGATGTGAAGAACT
+TTTAAAAAAACTAGATCTGTATGAAGTTAAGGACCAGTATGTATTTACATATTCAGCAGGAATGAGAAAA
+AAACTTGCAATTGCTACCTGCCTTATAAATGATCCGGAAGTGGTATTTTTAGATGAACCTCTTTCCGGCC
+TTGATGTGCTTGCTGCTGCCGAACTTACTGAATCTATAAAAAGCTGGGTAAAAGAGATGGGGAAAACTGT
+CATAATTGCCAGTCATAGAATGGACTTTGTAGAAAAGGTTACTAATAAAGTTTTATGGCTCAAAGAGGGA
+AAAGTCATTTTAGAGGGTAAAACTGAGGACCTTAAGAACTTAAGCAAAGAAGAGGAATATATTTTATATT
+TGCGGAATTCTGCAAAAGCAAGGGAAAAGTTGCGTAAATACGAACTTCAATTTGAAATTTTATCGGATGT
+TACTTTAAAAACAACCTTACGGCTGGGGCAAAAGGAATTGTTTTATTCGGTTTTTTCCGATCCTGATTTT
+AAGTGTTAAACTTGGAGAAAAAAAGTCCGGATTTTGAGGCGATTTTTAGGAGGTTATATGGTGAGTGTAG
+TGAAAGCAATTAAAGCTGAGTTTTTTAAGTTTTACTTTGACCTAAAGCGATACTTATTCAACTACATTGT
+TGGACTTATTTCAACTGCTATTTTTTTGAGTGGGCTCTACTGGGCAGTAAATTCCTTGTTTACGCAGAGT
+GGGCAGGCAGTAGCTTTTGTTGGATTGCTGCTGTGGCTTTTTACCCCATCTGCGTTATCTGATGCCACAA
+GTCATCTTGCAGAGGAACGATACTTGGGAACGCTGGAACGCATATCTATAACCAAGACCCCATTTATTCA
+TATTTTGATTGCTCGCAATATTGTGCATTGCCTGTTTACTCTAATTCAGACTCTTGTGGTTGGTGGCATA
+CTCTATGTGGTGTTTAAGCCTGACTTAAGCTATATGTCCTCATCATGGAGAGTAACTGCGATGGCAGTAG
+TTATCGGTATGTTGATAATCCTTACTCTTTATGCCTTTGGATTTTTCATAGCATCTTTGGGGATGATTTT
+TAAACGGGTAGGAGCAACGACATCTATTCTAGAATATCTTATTTTATTCTTTTCAGGAATAGTCATACCC
+TGGAGTACCATGCCAGCTTCACTACAAGCTTTTTCTAATATATTGCCAATGACTTGGGGAGTAAAAGCAC
+TTGAGAGCCTAATTAATGGCGGTAATTTTATTGGAAGTTTTGTAGGACTAGTAGTTTATACAGTATTAAT
+TGCCATAATTTCTATAGTAACCTTCCGGTATGCCATGCTAGTTGTTAAGAAAAAAGGAGAATATGCTTTT
+TATTAATATGCTATCTAAGGATATGTAAGTCCCTGTTTTTGAAGGTAGGAAACAGGGACTTAATTTTATC
+TTTGAAAGGTCGATTTCTCCTTCGGGAGAACTTTTTCTTGTTTACAAGCTCTGTTGATGTTAAAATAAAT
+AAAAGGAGAGGAGAAGAATGAGGGTATTGGGAATAGATCCGGGAATTGCCACATTGGGATATGGAGTCGT
+TGAGTACAAGAACAACAAATTTTCTCCCATAGTTTATGGAGCCATCACTACAGATGCGGGAGTTGACAAG
+GCGTTTCGTCTTTACACCCTATATAAGGGACTTGAAGATATTATAAAGCTTTATCGTCCAGAGATTGTAG
+CGATTGAAGAGCTTTTCTATAATAAAAATTCTAAGACGGTAATTACAATTGGAGAAGTTAGAGGGATTTC
+AATACTGGCTGCTGTAAATTCTGGGGTAAAAGTGTATGAGTATACCCCCCTACAGGTGAAACAGGCAGTA
+GTTGGGTATGGGAGAGCGGAAAAACAGCAGGTTCAGCAGATGGTAAAGGTGCTTTTAAATCTTGATGAGA
+TACCAAAGCCAGATGATGTGGCTGATGCGCTGGCCGTTGCCATTTGCCACTGCCACAGCAATAATATGTT
+GGAAAGACTGGGGTATGGGCGATGATTGAGTACATAAGGGGAATTATTGAAGACATAGGACCAGATCATG
+TGATAATCGACCTTATGGGCATAGGTATAAAAATTTTTGTGCCCTTTTCTACTATGAAGGAGTTGCCTCC
+CAAAGGAAATATAACAAAGCTTTACACATACCTTTACGTCAGGGAAGATGGATTTCAGATTTTTGGCTTT
+AAGAGAAAAGAAGAGCTAGAACTTTTTGAGAAATTACTTTCTGTGAGCGGCGTAGGACCTAAAGGTGCTC
+TTTCTATTCTCTCTGTTGTGCCAATAGAAAGCTTTATAAAGGCAGTAAACAGCGGTGATTACAAAATTTT
+AACAGCAGCTCCTGGCATAGGAAAGAAGACAGCAGAGAGGATCATATTAGAGCTCAAGGATAAAGTGCCC
+AAAGAGGTTGTAGTCCCGAAAGAGGACAGCCTGTTAAATGAGGCTTTAGAGGCTTTGCTAGCATTGGGTT
+ATACTAAAAGTGAGGCTATTTACGCTCTTTCTGATGTAAACTGTGAAAGTGTGGAACAGGCTGTCAAAGA
+GGCGCTGAAAAAATTGGCGAAATAGGGTGAAGTAAATGGAAGAAAGGATATTGACTCAAAATTTTACTCA
+AGAGGATGCGACGGAATACAGTCTCCGTCCCAGGTGGCTTTCTGAGTACATAGGACAGGAGAAAATAAAA
+CAGGAGCTAAAAATCTATATAGAAGCAGCTAAAAAAAGAGGAGAACCACTAGACCATGTCCTACTTTACG
+GTCCTCCCGGGCTTGGGAAGACTACTTTAGCTACAGTTATTTCTAATGAAATGGGTGTAGGCATAAAAAT
+AACTTCAGGACCTGCTATAGAGAGGTCTGGAGATTTAGCCGCAATTTTGACGAATTTGCAGGAGAATGAC
+ATACTCTTTATAGACGAGATTCACAGATTAAACAGAAGCGTTGAGGAGATTTTGTATCCTGCTATGGAAG
+ATTTTGAGCTTGACATAGTAATAGGGAAGGGACCAAGCGCTCGGTCTATAAGGCTTAGCCTTCCTAAATT
+TACGCTTATTGGAGCTACTACAAGGGCAGCTCTCATGACTTCTCCTTTAAGGAGTAGATTTGGAGTCATA
+AATCGCCTTGATTATTATTCAGTAGAGGAATTAAAGGAAATTATAAAAAGGTCAGCTAATATTTTGAATA
+TTGGTATTGACGAAGATGCAGCTTTTGAGATAGCTAGAAGGTCCAGAGGAACTCCCAGAATAGCCAACAG
+GCTTTTAAAAAGGGTGAGAGATTTCGCGGAAGTGAAAGGAAATGGCTATATTGATTACAATACGGCAAAT
+ATAGCTTTAAACATGCTTGGGGTCGATGAAATGGGTTTAGAGGAAATTGATAGAAAGATCTTGATTGCAA
+TAATAGAGAAGTTTGGCGGAGGACCTGTTGGAATTGATGCTATTGCTGCATCAGTTGGTGAAGATGGGGA
+TACAATAGAAGATATGTACGAGCCTTATCTCATGCAGATAGGATTTTTAAATAGAACTCCAAGAGGGAGA
+GTAGTTACAAAACTGGCCTATCAGTATCTTAAGTACCCTTATGTTGAGCAGAGGAGGATTGAGGATGTTT
+GACAGCTTTGGCAAAATGTTAATATTTATGGGAGCAATTTTAATCGCCATAGGACTTCTTTTTTCAGCAG
+GTTCAAAAATTGGTTTGGGCCGTTTGCCAGGAGATATAGTTTATCACAGGGGAAATTTTACTTTTTATTT
+TCCATTGATGACAAGCCTTTTATTAAGCGTATTTTTAACACTTCTTTTCTGGCTTTTTAGAAGGTAAGTA
+TTGAAAATTTTTTGATTTAACGGTATAATCACCATATGCATTCTTGAAAAGGGATGGAGTAGGGTATGAA
+GCGAAGTGAATTCTACTTTGATTTGCCGGAGGAGTTAATTGCTCAAGAGCCATTAGAAGATAGGGCAAGT
+TCCAGATTGATGATTTTAGATAGAAGGACAGGGGAAATAAAGCACGACATTTTTAAAAACATAACTAAAT
+ATCTAAAAGAAGGGGATTGTCTGGTTTTAAATGACACAAAAGTAATTCCTGCAAGGCTCATTGGACAGAG
+GGAGGATTCTGGAGGAAAGGTAGAGCTTTTGCTTTTGAGAAGGACTTCAATGAATGAGTGGGAGGTTTTA
+GTGAAACCAGGCAAAAGGGCAAAGGTGGGCAAAAGGGTGGTATTTGGAAATGGAGAGCTTGTGGCAGAAA
+TAATCGATACCACAGAGGCGGGAGGGCGCATAGCAAGATTTTACTACGATGGGGTGTTCGAAGAGGTATT
+GGACAGGTTGGGGGAGATGCCTGTTCCTCCTTATATAAAGAAAAAGCTGAAGGACAAGAATAGGTATCAA
+ACGGTATACGCCAAGTATGAAGGCTCGGCTGCAGCACCTACAGCAGGTCTTCATTTCACAGAGGAATTGC
+TGGATGAAATTCGAAATATGGGAGTAAAGACGGTTTTCATAACTCTTCACGTGGGGTTGGGCACTTTCAG
+GCCTGTTAAAGAGGAAATAATAGAGAACCACAAGATGCACGAGGAGTTTTACATTGTTACAGAAGAAGCC
+GCAAAAGCCATAAATGAAGCTCGAAAAAATGGAGGCCGCATAATAGCTGTAGGGACTACTTCTACTCGCA
+CTTTAGAGACGGTTGCAGATGAGAGCGGATATATTCATCCAAAAAGCGGATGGACAGATATTTTTATATA
+TCCTGGATATAAGTTTAAAGCGATAGACGGGATGATTACAAATTTCCATCTGCCTGAATCTACCCTCATA
+ATGATGGTTTCTGCTTTTGCAGGAAAAGAGAATATAATGAGGGCGTATAAAGTGGCTATTGAGAATAAAT
+ACAGGTTCTTTAGCTTTGGAGATGCAATGCTTATCATATAAAGGACAGGAGGTAAAAATGGCTGCGATAA
+AGTACCAAGTTATAAAAAAAGATGCAAGGACCAAGGCAAGATTGGGAATTCTTGAAACCCCCCATGGAGT
+TATAGAGACGCCAGTTTTTATGCCTGTAGGTACGCAGGCTACAGTGAAAGCGATGACCCCTGATGAGCTA
+AAAGAAATGGGCGCTACAATTATTTTAGGAAACACCTACCATCTTTATTTAAGGCCAGGCCACAAGATTA
+TTGAAAAAGCAGGTGGTCTTCACAAATTCATGAACTGGGATAGGGCTATTTTAACAGATAGCGGCGGATT
+TCAAGTTTTTAGTTTAAGCTCTTTGAGAAAAATTACAGAAGATGGCGTGGAATTTAGGTCTCACATTGAC
+GGGTCAAAACATTTTTTTACTCCTGAAAAAGTGATAGAGATACAGAATTCGCTGGGGTCTGATATAATCA
+TGTCTTTTGATGAATGTGCCCCTTATCCTGCTGACTATGACTATGTAAAAAGGTCTATGGAACTTACAAT
+AAAGTGGGCGAAGAGGGGGAAAAAAGCCCATAAAAATACGGATAGACAGGCTCTTTTTGGCATTGTGCAA
+GGGGGAACTTATAAAGATTTAAGAAGAGAGTGCGCAGAAAGGTTAGTTGATATGGATTTTCCCGGATATG
+CTATTGGGGGTTTAAGTGTTGGTGAGCCAAAAGACCTTATGTACGAAATTATAGATTTTACTACTGATTA
+TTTGCCTCACGATAAACCGAGATATCTGATGGGGGTGGGAACGCCCGAAGACCTTATAGAAGGTGTGATA
+AGAGGGGTTGACATGTTTGACTGTGTATTGCCTACGCGAATTGCCAGAAATGGAACTGTATTTACAAGCA
+GAGGCAAATTGATAGTGAGAGATGCGCCGTATGCTGAAGACTTTTCGCCACTGGATGAGGAATGCGACTG
+TTACACCTGCAAGAATTATTCTAGAGCTTATTTAAGGCATCTTTTTAAGGCGAAGGAAATTTTGGCGGCG
+AGGCTTGCTACCTACCACAATCTCTATTTTTTAATTAAATTGATGGAGAAAATAAGGGAGGCCATAAGGC
+AAGATCGCCTGCTGGAATTTAAAGAAGAGTTTTTAAAAAAATATTATGGGAACAGGGAGGAATAGTGAAT
+GAACGAAACTACTTATGTACTCATTCAATTTGCGATTTTAATTGCAATTTTTTACTTTTTACTTATTTTG
+CCACAGCAGAGAAGGCAGAAAAAAGAGAGAGAAATGCTGGATTCTTTGAGGCCTGGAGATGAAATTATAA
+CTAAAAGCGGTTTTTATGGAAAGATACTCAATATAAAGGACGATGTGATAACTCTTGAAATGGGAGCAGA
+CAAGGTAAGATTAAAGATTGCTAAATGGGCAGTAGGTGGAGTTGTGAGCAGAGCAGAATCTAACAACAAT
+AAAGGAGATAAGGAATCAAAGTAGGGTGCGGCTAGTCCGCATCTTTTTTGTACTATGTTTTTGTTTTTTG
+GCATAGATATTAGTGAGAAGTGAAAGGGGGTAGGAGGTTGAGAAGGCACTTTGTGATGGATAAAAGGAGT
+GGAATCAATTTTTCAGGCATTTTAATTGGAGTCTTAGTCTCTTACATAATTACACTTCTTTTTTTCATAA
+TCTACGCCCTTCTTTTAACTTTTACTTCTGTTTCGGAGATGGCTTTGCCTAAATTCACAATCTTCGTCAC
+TATTACAGGAGTGGTATTGGCAGGAGCCCTATCTGCAAGGAATACTGCCAGCAAAGGCTGGTTAAATGGC
+GGAATTGCAGGAATTTTGTACATTGCAGTGATGGCACTTTTAGGAACTTTTTTGGTGAAGGAATTTGGAC
+CCTCATCTTCGCTGGCTGTAAAGTTTTTATGGGGAGCTTTTCTGGGCTCTTTAGGGGGGATGATAGGCAT
+CAATTTATAGCTTTCCTTCCTTCTTTTTATGTGTTATAATAAAGCGGGAGGAGGGAAGGAAGATGAGGAG
+GATTATAACAATTAACAAGCCCACATTGAGAGAGAGCCTTAAAAAACCTGGTTGTGGAGAATGCCAGGCA
+TCCTGTCAGTCTGCTTGCAAGACTTCCTGCACTGTAGGTAATCAAGAGTGCCAGTATAACTAACTTTAAT
+ACATAACTACCTTAAATGGCAGTAAGTATTTACTGCCATTTAAACTTGCAATGGAGGTTTTAAAATGTCT
+GCGACAATGCATAAATTTAAAAGATTGGGCCTTAACATAGTGGTTGACCCAGTAAGTGGTGCCATACATG
+TGGTGGATGATGTAGTGTATGATGTATTAGATTATTATGAAAATCATTCTCGCGAGGAAATTGTAAATTT
+GCTAAAAGATAAGTACAAAGAAGAAGATATTTTAGAGGCGATTTCAGAGGTCGATGAGTTAAAGGGAAAC
+GGGCTCCTTTTTACAGAGGATATATACAAAGATATAGCAATTTCAAGAGCGGATTCTGTGATAAAGGCAA
+TGTGTTTGAATGTAGCTCATGACTGTAATTTGAGGTGCAAGTATTGTTTTGCTTCCACTGGAAATTTTAA
+GGGTGGAAGAAAATTAATGGACTTTGAGACGGGGAGAAAGGCCATAGATTTTTTGATAAAGAGTTCTGGT
+AAGAGGAGAAATATTGAAATTGACTTTTTTGGCGGTGAACCCCTTTTAAATTTTGAAGTTGTTAAGCAAT
+TAGTGGAGTATGGGAAACAGAAGGCAAAAGAGAACAAGAAAAATATCAAGTTTACAATAACTACAAATGC
+AGTTCTTTTAGACGATGAAAAGATAGAGTACTTCAATGAAAATTTTTCAAATGTGGTCTTAAGTTTAGAC
+GGCAGAAAAGAAGTAAACGACCAGATGAGAGTAAGGGCTGATGGAAGCGGCACATATGATGTTATTGTGC
+CAAAAATTCAAAAGTTTGTTAAGGCAAGGGGTAAAAAGGAATACTATGTGAGAGGGACTTTTACTGCTAA
+AAATCTGGACTTTGTGGAGGATGTGCTTCATATAGCTGATTTGGGAGTATATGAAATTTCTGTTGAACCT
+GTTGTAGAGAAGGATGATAAAGATTATACCTTGAAGGAGGAGCACTTAGATAGAATTTTTGAAGAATACG
+ACAGATTAGCAGAAGAGTATATAAGGCGCTATGAGGAAGGGAGACCTTTTGCTTTTTATCATTTTAAGAT
+AGACTTAAAAGGTGGGCCCTGCATAAAGAAAAGATTACAGGGTTGTGGTGCGGGATTTGAATATATAGCT
+GTAACTCCTGATGAGGAGATTTACCCATGTCACCAGTTTGTAGGGATTGAGGAATTTAAATTGGGAACTT
+TAGATGAAGGAATTACAAATATAGAGTTGCAGAGAAAATTCATGGAAAGTGATATTTACAAAAGGGAAGA
+ATGCGCTAATTGCTGGGCGAGATTTTATTGTAGTGGTGGGTGCTTTGCAAATAATTATAATATTAACGGA
+GATATTAACAAACCTTATAAACTTGCCTGTGAAATGCAAAAAAGGCGCATTGAAAATGCCATTGCCATAA
+AGGCTTACCTTACATTGAGGGGTGAAAAAGGTGATTATCAAAGAGTACAAAGGGATAAAGCCGCAAATAG
+ATGAAGAGGCTTATATAGCCGAGACTGCTGAGATTATTGGGGATGTGGAAATAAAAAAGAACGTAAATAT
+CTGGTATGGAGCGGTTTTAAGAGGGGATGTTGATAAGATAGTGGTGGAGGAAGGGACAAATATACAGGAC
+AACTGTGTAGTGCATGTGACAGATGGACATCCCTGCTATATAGGAAAATACTGCACAATAGGGCACGGAG
+CAATTGTCCACGCTTGTAAAGTGGGGAATAACGTGTTGATAGGAATGGGAGCAATTATTCTGGATGATGC
+GGAGATAGGGGATAATTGCATAATTGGAGCTGGTGCTTTAGTGACAGGAGGCAAGAAAATTCCTCCAGGG
+AGCCTCGTGATAGGAAGCCCTGCTAAAGTAGTGAGGCAGCTCACAGAAGAGGAGATAGAAAGCATCCATA
+AGTCCTACGAACACTATGTAGAATTAGCAAAATTGCATTTTTCTGAGTTTGGGCAATTGACCGTTTACAA
+TAAAAGTAATATAATAGAAAATAGTTAGTCAAACGACAAAGGAGGATTTAGATGAGAAGTCGAGGCTTTA
+TTAAATTTTTTTCTGTAATTTTGGTCTCAGCTTTAGTAGCGTATGTGGCTTTCTTTGGGATCAAAGCAGG
+GAATTTTTCTATTTCTCCAATTCAAGACCACATAAGGTTGGGACTTGATTTAAGAGGTGGAGTGTACGTA
+CTGGAAGAAGCGCAGGGCAATGTCACACAGGATGCCATAAACAAGGCTATTGCGGTAATAAGAAATAGAG
+TAGACGCTTTGGGTGTGACTCAGCCTGTCATTGCTCAACAAGGTTCCAACAGAATTCGCGTGGAGCTTCC
+AGGTATGAAAGATCCGGACAAGGCTATAGAGATTATAGGTAAAACGGCGCAACTTAAATTTGTGGGTCCT
+GACGGAAAGGTCATCTTGACAGGGGCGAATGTAAAAGATTCAAAGGCAGTTTACGCCCAAACCTCAACTG
+GACAGCAGCCACAAGTCACTCTTGTTTTGGATGCGGAAGGAACGAAAAAATTTGCTGAGGCAACTCAAAA
+ATTTTTAGGGCAGCCTATTGCTATCTTATTAGACGACAAAGTAATTTCTGCTCCAGTGGTAAGGGATGTT
+ATAACTACTGGAAATGCGGTGATTACTGGTCTTAAGGACTTCCAAGAAGCCTCTGAACTGGCTACTTTGA
+TTAGGGCAGGGTCTTTGCCTGTCACTTTAAAGCCTATAGCCTATAGTTCTGTCGGTGCGACTCTTGGACC
+TAGTGCTTTAAAAGCTAGTGTAGAGGCAGGTATATATGGAACATTATTAGTAATGCTTTTTATGATGGCT
+TTTTACAGGTTGCCCGGTTTCATAGCCGATTTGGCTCTTCTCATATATATACTCATAAACTTTATAATAT
+ACGCTATCTTCAATGTAACATTGGACCTTCCAGGAATTGCTGGATTCTTGCTTTCAATAGGTATGGCTGT
+TGATACCAACATCTTAATTTTTGAAAGGTTCAAAGAAGAGCTGTGGGCAGGGAAGACCATAAGGCCTGCA
+CTGGATGCAGGATTTGCAAAGGCTATGAGAGCAGTAATTGATGCGAATGTCACCACTATAATCGGCGCGA
+TCATCCTCTTTTACTTGGGTTCAGGAAACGTAAAAGGTTTTGCTCTGACTCTTTTAATAGGTGTGTCTTC
+CAGCTTATTTACTGCTATAACTGTGACAAGATTCTTACTGCACGCGCTCCTTGAGATGGACCTTACAAGA
+AATGTCAAATTCTATGGAGCATAGGAGGGAATTAGATTGAATGGTCACAGATTTCACATAGATGTCATTG
+GCAAGACAAAAATTTGGTTTACCATTTCGGGTATAATGATACTGATCGGCATAATAGCCATGTTTGTAAA
+TGGCTTTAACTGGGGCATAGATTTTACTGGCGGAACCATAATGGAGTTTAAAATTGGAAAGCCTTTTGAT
+ACTAAGGACATAATCAAAATTTTAAATGACTATAAAGTGAAGGACTATCAGATACAGAAAATTGGAACAA
+AGGGTGATCACGTCTCTATAAAGACAAGCCCTATCTCTGACCAGACTCGAATAGCAATAATAAAAGAGAT
+TGAGAAAAAGTACAATCTCACAGAAAGCGATCTTATAATGTCACAGCAAGTGGGCCCTTCTTTAGGGGCT
+GAAATAAGGTCAGGTATGATACTTGCGCTTGTTGTAGCCTCACTAGTAATGCTCACTTATTTAGGAATTA
+GATTCAATTTTGAAATGAGTTTAGCGGCTGTAATAGGGCTACTTCATAACGTGTTTATACTCATTTCTGT
+GTACGCTGTTTTTAGAATAACCGTGGACTCACCTTTTATTGCAGCTCTTTTGACAGTTTTTAGTTATTCT
+CTCCACGATACTATAGTCATTTTTGACAGGATTAGAGATAATCTTAAGGTGATGAGAAGAGCTGACTATG
+CTGAAGTAGCCAATGTAAGTGTTAATCAAACCTTGGTAAGATCTATAAACGTTGTACTGACAGTGCTCAT
+AATGCTTCTTTTGATGTACTTCTTGGGGCCTAAGGCTTTAAAAGATTTTGCTCTTCCACTTTTGATAGGA
+ATTACATGGGGAGCTTATTCATCAATTTTTATCTCGACTCCGCTTTGGGTGCTCATTAAAAATAGAGAAA
+AGAGGAAAAAAGCTTCTGTCAAGGCGGCTAAAGCTTAAAAAGGCTTATTACGAAATATGATAGCAGGATG
+ACTCTTTTTTAAAAAAGAGCTCGTGCTGCTATATTTTTATTGAGGTGAAAAAATGAGGATTCCTTTGTTT
+TTGCGAAATAGAGAGATTTACAAGAGATATAGAGACATTCTAAAGATTCTTACAAAAAATGGATTTGGGT
+TTATAGTGGACATTCTCTCAAGAGGCGGGCGCGTGCCTTTTTACCTTCTGAGAGGGCATGATGTAATGGA
+AATCGGGGAGCGAATAAGAAATACTCTGGAAGAATTAGGACCTACTTTTATAAAGTTGGGGCAGCTCATA
+AGCACCAGAGCTGACCTCATTCCCCACGACATTTTAATAGAGCTTTCCAAACTGCAGGATGAAGTAGCTC
+CAGAGGAATTTGAGTCAATAAAAAAGGTTTTAGAGAGCGAATTAGGGGGAAACATTGAGGAGTTTTTCAG
+TTATTTTGAAGAAAAACCTCTGGCTTCAGCCTCCATCGGGCAGGTTTACAGAGCAAGGACTAAAGAAGGA
+AAAGATGTAGTAGTGAAGGTTCAAAGGCCTGAAGTAGATAAAAAGATACATGCGGATGTTGTGATCCTTA
+AAAATATAGCCAGGATTTTGAACGAGAGAATAGTAGATTCTCCAGTAGATTTTGTGGAAATAGTGGAAGA
+ACTTACGGATTCTCTGCTAAATGAACTTGATTACACTCAGGAAGGCAATAATGCCGATAGGTTTAGAGAA
+AATTTTAAAAATCAGGATTATATATACATACCTGAGGTGTACTGGGATTATACCACAAAAAGAGTGCTGA
+CAATGGAGTACATAGACGGGATAAGCGTTAAAAATAAAGAAATTTTGCGGGAAAAGGGTTATGACCTTAA
+AAGAATTGCGAGGAATGGTGCTTGGTCTATCTTCTTACAGGTGTATAAATACGGTCTTTTTCACGGAGAC
+CTGCATCCAGGAAACATCTTAATAACAAAGGAAGGAAAAATATCCTATATAGATTTTGGCATTGTAGGGT
+ATCTGGACAAATCTTCTCGTGAAGTTTTGATAGAGCTTTTTAAGGCATTTGCAGAAAATGATACAGAAGA
+AGTAATTGAAATTCTCTCAGATATAGGGGCTATAAGGGCTGATACCAATTTAAGAAATTTAAAGGCTGAC
+CTCGGGAGAATAATAAACTACTTTTACACTACTCCTCTTAAGAATATAAATGTAAATGATTCTATGAGAA
+GGATTATGGGGGTTGTGTACAAGTACAAGCTCATGCTGCCTCCAGGTTTTACACTTTTACTGAAGGCTTT
+GGCTACTGTAGAAGGGGTAGGGAGAGACTTAGACCCTGATTTTAGCATATCGGATGTGGCAAGAGATTTT
+GTGAAAGAAATGTATCTAAAGAAAATAGATGTAAAAGAGGTCATCAAGGAAAATTATAAAGACCTTCATA
+AAACTTTAATTATACTAAGAAAATTTCCTTTAAGGCTTCAGAGCATAATGACAAAACTTATAAAGGATGA
+CATAAAAGTCAGAATAAACATTGATGAGAGCGAGAGCTTGCGATATGACCTCAATGTGATGATAAACAAA
+GTGATTGTGAGCATAATAGCTTCAGCTTTGATCGTCGGGTCTTCTCTGGTTTTGACTTACGGCGGTGGTT
+ACAAAATTTTTGGTTACAATGCTATAGGATTTTTCGGATATGTAATTGCTACCATGCTGAGTTTGTGGGT
+GTTTTACAGGATATTCATAGTAGAGAGGAAGAAAAAATAGGTCTTTCAGGTGAGATAGATGGATAAAATT
+TATAGATGGGTCGTAAGAGAAAGGGATTTAAAGAAGATAGAGGAATTAAAGGTAAAGTACCATTTGGATG
+GAATTGTAGCGCAAATCCTTTCTTCAAGAGGAGTAAAAGGCGTTGAGGAATTTCTCATGCCTTCTTTAGA
+TAGGCTTATTTCGCCTTTTGAACTAAAAGGAGTGAAAGAAGCGAAGGAATTGATAGAGAAGCACATAAAA
+GAAGGCAGTTTGATTACTATTTACGGAGATTATGATGTGGATGGTATAACTTCTACATCTCTTTTATATC
+TTGCTTTAAAAAAATTAGGTGCTAAGGTGGACTACTACATTCCAGAGAGGTTATCAGAAGGGTATGGTAT
+AAATGAGGAAGCTCTGGAGAAAATCGCCTATGAAGGCGCTAAACTTGTAATAACTGTTGATTGCGGAATT
+ACTGCTTTAAAAGAAGTTGAAAAAGCGAAAAAGATGGGGCTAGATGTGATAATTACAGACCATCACAGCA
+TTCCGGAGGAAATTCCAAAAGCGGATGTTGTCATAAATCCTCATTTGCCAGGAGCTTATCCTTTTTCCGA
+GCTTGCAGGAGTCGGAGTAGCATTTAAGCTGGCTCAAGCCTTAATTGGAGAGCAAGCATTTGAATTTTTA
+GATTTAGTCGCTTTAGGGACAGTTGCTGATATTGTGCCGCTAATAGGTGAAAATAGAGTAATTGTAAAAG
+AAGGGCTAAAGAGGCTTAACAATACAGGGAATTTGGGCCTTAAAGCTTTAATTGAAATTGCAGGGGTATC
+TGGAAGAGAACTTGATGAATACCACATAGGTTTTATAATAGCTCCAAGGCTTAATGCAGCGGGGCGGTTA
+AAAAGTGCAGAGGCGGCAGTTAGACTATTGATAACTTCTGATGAAAAAGAAGCACAGGATATAGCTAAAT
+ATCTAAACGAAGAGAATTTGAGAAGACAAAATATGGAAAACACTATCTTAAAAGAAGCTATAGAGAAAAT
+AGAGAAGGAAGGATTGAAAGATGACAAAGTAATTGTCTTATGGCAAGAAGGATGGCATCCGGGAGTTATA
+GGAATAGTTTCTTCTAAGATAACTGAAATGTATGGAAGGCCCTCCATCCTTATAGGATTAATAGGAGAGG
+AAGGGAAAGGGTCAGGAAGGAGTGTAGAGGGTTTTAATATTTATAAAGCTTTGAATTACTGTAAGGACCT
+CCTTGTAAAATATGGTGGGCACGAAATGGCGGGGGGACTTACAATTCAAAAGGAAAATTTAAAGCTTTTC
+AAAGATAAAATAAACGAGTATGCTGATAGGTTTGTAAAAGAAATAGACCTTGTTCCTGCTTTGAAGATAG
+ATGCAGTTGTAAAAAAGGATAAGGCTGACTTGGGAATAGCCAAGAAAATACAGCAGTTAAAGCCTTTTGG
+AGTAGGCAATCCGAAGCCTTTACTTCTTTTTGAAGGGCTTACGATAGATAAAATTTTTGATATAAAGGAC
+GGAAAGCATATAAAAATTCTGGCAAAAAAGGATGAAATGGTTTATGAACTTTTAATTTTTAATTCTTCTT
+CTGACGGTTTAAAAATTTCCGAAGGAGATGTGGTTGATGCAGTAGGAACATTAGAAATAAGCCACTGGAA
+TGGCATTGAATCAGCGATTGTGAATGTGAAAGATATAAGGGTAAGATTTCCTCTCTTTGCATACTACAGA
+AATTTGAGCAAATCTTTAATTTACAAAAAAGCTTTTAAATTAAGGGACGAAGCCAGGTTAAAGGCTAATA
+TTGTAGACAGAAGAGGAATTCAGGATAAAGAAAAGTATGTACTGCATCTTTTTAAAAGTCCCAGAAAAAC
+TCTAATTTTAGTTAACACAGAGGCAGAATTTAGAGCTTTAATTAGATATTTAAAAAAGGAAAAATTTTAC
+GATTTTTCTGTTTCAGCTGGCTACTGTGAGGAAGAGAACCTAATTTTATTTTCTCCGTTTTCACTGGAAA
+AATGCGATTTTTACGAAGACATAGTGATTTACGACATTCCATTTGACAGAAAAGTTTTTTACGATGCTCT
+TTCCTTTGGCGATAGGAAAAGAGTACACCTTGTGTTTAATAAAAAGGACCTTCATAAAAATTTGAAAGTT
+TTTGATGAGATTTTGCCCAGCAGGGATGATTTTATAAAAATTTACAAATTTATAGATGAAGGGAATAAGT
+TTTTCTTTAAAGGGTATTTGAATCCCGAACTTAATTTAAACCCGGTGAAATTTGCAATTTGTCTAGAAGT
+GATGAAAGAAACAGGATTGATAAATGTAGAAGAACGTGATAATATTGTAATGTTGAGTAAAAATTTTGTG
+CCAGAAAAGGTGAACTTGAAAGAGGCGGAAATTTTGCAGAAGTTCATTGAAGCAAAGAAAGAATTTTTAG
+ATTTTGCTAAATTTGCTTTCAAGCCTAATTTCAGGGAGGTCAAAACAGTTGAAATTAGTAGTAAAAAATG
+ATATAATTTTAATTAGGTGATGATGAATGTTATTAACTATAAAAAAGGTTAAAGAGCTGTATGATATAAG
+CAGAATTACATTAATAAACTGGGAAAAGGAAGGATTAATAACCCCAGTAGAACACCAAAAGGAAGAAGAA
+GGTACAAAAAAGAAGATATAGAGAAGTTATTAGGCATGCTGGAAGAAAAACCAAAACCTAAAGTAGTTTT
+GTATGCAAGAGTGTCCACAAAGAAACAAGAAGAATATCTTAAGAATCAAATTAGAAGGCTTGAAGAATAC
+GCTAATTCCCAAGGATGGCAGTATGAAGTCATACATGAGATAGCAAGTGGAGTAAATGAAAATAGAAGAG
+GCTTATTAAAGCTTTTGAACAAGATAAAAAGAGGAGAAGTTGAAAAAGTTGTAATAGAATATCCTGATAG
+ACTAGCGAGATTTGGCTTTGAATATCTCAAATTTTTCATGGAAAGCTTTGGGGTGGAGCTTATAGTTTTA
+AACGGGAAAGAAAACGAAGAAGATGCAAACAAAGAACTAGCAGAAGACTTAATAGCAATAGTAACATCTT
+TTGTAGCAAGAATTTACGGGCAAAGGGGCAAAAAGCATGATAGTAATACAGGCTAAACTTATTTTTCTAA
+ACCAACAAGCCAAACAAATAGTATTAGACTTAATGAGAAGATGGTCATCCTACATGAGATTTGCATACAA
+AAGGCTTCTAGAAGGTTATGATAGAAAAACATTAAAAAGAGACCTTCAGGGGATGTTTGACTTAAACTCA
+AGATATGTAGATGATGCAATAATGAAAGCAAGAAGCACACTAGAATCTGCTAGAGAATTAGGTAAGAGTC
+CAAAGAAAGTCATTTTTGGAGGAAGAGACTTGTTTGGAAAACTTCAAAAGCGCCATATAAACGGGAAGGC
+ATATGAAAAATTAAAAATTAGGTGGCAGGAGAAGAGAAAAGGAAATCTATATTCAAGAGGGGATAAAAGC
+AAAAAAGGAAATCTCAACACAAGAATAGAAGTAAAAGAAAATGGTACTTTCTTAAGGATAAATGTAGGGG
+AAAGAAAATATGTATATGCCAGAATAGAAGCAGGCTACAAAAAGAATAAGAGAAGAGAAGAACTTCTGCA
+GGAAATTGGAGAATCAAACATACCCTACTCTGTAGAATTAAAACTCAAAAATGGCAATATATACGCCTAT
+TTTGCTATTGAAGAAGAATATCCAGAGATAAAAATAACAAAAGAAAGAGGGGTCATAGGAATAGATGTGA
+ACGCATATCCGGACAACATATCATGGGTAGAAGTAGATGAAAAAGGAAATCTAATAAGTTATGGTAAGAT
+ACCTATGCCAGAGCTTGCAAGCGACAGTAAAGACAAAAGAGAATATTTCAGATGGCAATATGCTCATGAG
+ATAGTAAAAATAGCAAAAGAGAAAGGAAAAGCAATAGTAATTGAAAAATTGGACATAAAAGAAAAAGGCA
+AAAGAGGAGACTTTTCAGGGAGAAAATCAAGGAGAATAAGGCATAGCTTTAGCTATAAATCACTTCTTTC
+AAAAATAAAAACACTAGCAAAAAGAGAAGGGATAGAAGTAATAGAAGTCAATCCTTCTTACACATCAATA
+ATAGGGATGTTAAAATATGCACCGCAGTATATGATAACAAAAGATATAGCAGCAGCCTTTGTAATAGCAA
+GAAGAGGGTTGGGACTTCAAGAAAAGATACCAGATAATTATATGAAGTTTCTCAACGCATTGACTGTAGA
+AGAATTAGAAGAATTAAAAGAACATGTAAAGAAAACAGTTGGAAATAAGCATTTAAAGAAAAAGCATTTA
+AGGGAAATAAATAAAGCAATAAAATTTTTGCAAAGCCTTGGGAGTGAGCCAGAAAGGGTGCTAAAACCTC
+TGTATGGAACAAGTTTTAGTGCCTATGATTTCTGGAGAGTTCTCAAGGTAGCGGTGGTGACTCCACTCTC
+TCCTGAGAAGGTACCAAGAGACTTCTCTACCCTGAAAGGATTACTAATTCAGGGTAAGTGGAGAGACCCG
+TAAGGGCGCAAGTTCCTGCTTCTTGGGGCAGGGGCTATGGCTTTCCCAAATACCGCCTGCTGGGGCTGGG
+AAAGTCTGAAGGGCGGACTACAAATACCCCAGCTATCTAAACTGTACATTTTTGTACAGTTTGGGTAACC
+AGGTTTTAAAATGACGCTTGACGACATAAAGGAAATGATTAGAGAGATACCAGATTTTCCTAAAAAAGGA
+ATAAGATTTAAAGATATAACTCCTGTTTTAAAAGACGCCAAAGCTTTTAACTATTCTATAGAGATGCTTG
+CTAAAGCGTTAGAGGGGAGGAAATTTGACCTTATCGCAGCTCCAGAGGCGAGAGGATTCTTGTTTGGAGC
+ACCTCTTGCTTTTCGCTTAGGAGTGGGATTTGTTCCGGTGAGAAAACCCGGGAAGTTACCTGCTGAAACC
+TTAAGCTACGAATATGAACTAGAGTACGGCCTGGATTCTCTTGAGATACACAAAGATGCGGTAGTTAAGG
+GGCAGAGAGTTGTGATAGTGGATGACCTTCTGGCTACAGGGGGAACTGTTTACGCTTCAGCCAAGCTTGT
+AGAAAGCTTGGGAGGAGTAGTGGATTCTATTTTGTTTTTGACGGAACTGACATTTCTAGATGGTAGAAAA
+AAGCTTGACGGATATGATATAATTTCATTAATAAAGTTCTAAATATCTTTAAAGTGGCATTTTGCCACTT
+TAAATTATAAGGTGTGATGACTGTGATAGAAAAAGTAATAAATAGAGTAAAACAATACATGGGGGAAAAT
+GCAAATTTAGACCTTTTATATAAAGCCTACAACTTTGCAGTGAAAGCCCATGAGGGGCAGGTAAGGAATT
+CAGGGGAGCCTTACATTGTGCATCCTGTAGAAGTCGCATACATTCTTGCTGATTTGGAGCTAGACCTTAC
+TACAATTGCTGCAGGGCTTTTGCACGACGTGATTGAGGACACAGGTGTTACTTATGACCAGTTGATGGAA
+GAATTTGGAAAAGAAATTGCTGACCTGGTAGATGGGGTTACCAAATTGGGAAAGATAGAGTATAAAAGCA
+AAGTTGAGCAACAGGCTGAAAACATGAGAAAAATGTTAATAGCGATGGCAAAGGATATAAGGGTGATACT
+CATAAAATTAGCCGACAGGCTTCACAACATGAGAACTTTAAAGTATTTGCCTCCTGACAAGCAGAAGGAA
+AAGGCAGAGGAGACATTAGAAATTTATGCGCCTATAGCCCACAGACTGGGAATATCAAAAATAAAATGGG
+AATTGGAAGATCTGTGCCTGAGGTATTTGCACCCTGAAGAGTATTACGACTTAGTAGAAAAAGTTGCTGC
+AAAGAGAAAAGAGAGAGAAGAATTTATACAAAACATAATAGCCACTATCAAGCAAAAATTAGATGAGATG
+GGTATACCAGCGGAAGTAGATGGGCGGCCAAAGCATTTTTACAGCATATACAAAAAAATGAAGACTCAAA
+ATAAGACTTTTGAAGAAATTTACGACCTTTTAGCTATAAGAATAATTGTAAATACGGTAAAAGACTGCTA
+CGGCGTGTTGGGAATAGTGCATACCTTATGGAAGCCAATTCCAGGACGTTTTAAAGATTACATTGCTATG
+CCTAAGCCAAATATGTATCAATCTCTTCATACCACAGTTATAGGCCCCAAAGGAGAGCCTTTTGAAGTAC
+AGATAAGGACGTGGGAGATGCATAAAACTGCTGAATACGGTATTGCAGCCCACTGGCGCTATAAAGAAGG
+GAAGACCACAGAAGACGAGTTTGACAAAAAGCTTGTATGGTTAAGGCAGCTTTTAGAATGGCAGAAGGAA
+TTGAAAGACCCTAAAGAGTTTATGGAAACTTTAAAGATAGACCTTTTTACAGACGAAGTTTTTGTGTTTA
+CTCCAAAAGGGGATGTCATCAGCTTGCCGGCAGGGTCTACTCCTATCGATTTTGCGTACAGCATACACAC
+TGAGATAGGTCACAGGATGAATGGTGCCAAAGTAAATGGGAGAATAGTTCCTATAAACTATCAGCTTAAG
+ACGGGAGATATTGTGGAAATACTAGTAAGTCCTAATAAAGATAGAGGGCCTAGTAGGGATTGGCTGCAGA
+TTGTCAAGACTTCTCAGGCGAGAAACAAAATAAGGCAGTGGTTTAAAAAAGAGAAAAGGGAAGAGAATAT
+AGCTCGCGGAGAAGAAATGTTAGAGAAAGAGCTGCGGCGCCAGGGGATACAGCCTTCAATGATTAAGACA
+GAAATATGGGAGGAAGTGTTAAAGAAATTAAACATCCATACGATGGAGGACTTATATGCTACAATAGGTT
+ATGGCGGACTTACGTTAAACCAGGTAATTCCAAGAATTAAGGAAGAAATAAGAAAATCTCAAAAAACCGT
+TCCTAAAGTCCAGACTCCCACAAGAGAAGAGAAGAAGAAAGAGAAGAAAAATGGCGCTGGAGTCATTGTA
+AAGGGCGTTGACAATGTCATGGTCAGATTTGCTAAGTGCTGTTCTCCTGTGCCGGGAGATGAAATAGTTG
+GATATGTGACGAGAGGAAGAGGAATTTCCATTCACAGGAAAGATTGTCCGAATGTGAGAGACCTCCTGTA
+TGACAAAAACAGAATAGTCGAAGTGGAATGGGCACAGGACAGAAACATGGCCTATCAAACAGATATTCAG
+ATTATGGCAAATGATAAGTTTGGGCTTTTGACAGAAGTTACTGGAGTTTTGGCAGATGCTAAAATAAATG
+TAAAAGCTATAAACGCCAGGACTACTAGAGACAACATAGCCATTATAAATCTCACTTTAGAGATTACTTC
+AAAAGAGCAGTTAGAAAAGGTGATGAACCGCCTTAAGTCTCTAGAAGGAGTAATGGATGTGTACAGATTA
+AGTGCATAGGGGTGATTTTGTGAGAGCTGTTGTACAAAGAGTAACTCGCGGAGAAGTGAGGGTAGACGGC
+GAAGTTGTGGGGGCTATAGGAAAAGGGTTTGTGGTTTTAGTGGGAATTGCTGAAGATGACACGGAAGAAG
+ATATAGCTTATATGGCAGACAAACTGGTGAATTTGAGGGTTTTTGAAGATGAAGAGGGAAAAATGAATTT
+ATCCCTTCTTGATGTGGGAGGAGAAATGCTTTTGGTTTCTCAATTTACCCTTATGGGAGATGTGAGAAAG
+GGTAGAAGGCCCAGTTTTACTTCTGCGAAAAAACCTGAGGAAGCACTTCCTTATTTCAATAAGCTTGTAG
+AAGAAGTCAGAAAAAAGGGAGTAAAAGTGGAAACTGGTAAATTTCAAGCTATGATGAAGGTATTGATTGA
+AAATGATGGCCCAGTCACTATTTTGATTGACTCAAAAAAATTATTTTAAGTGGAGCTGAGATCTATGGAA
+GTAAAAAGGTACGTGGTGGGACCTTATGGAGCAAATTTATACGTTGTCTGGGATAGAGATACAAGAGAGG
+GAATAATAATAGACCCTGGAGAAGTGTATGACGAGATAAAGAACTATATAAAAGAAAATGGTATAAAGGT
+AAAGCACATCCTTCTTACTCACGGGCATTTTGACCATATAGGCGGAGTAGAGGAGATCAGAGCCTTTACA
+GGAGGAAAAGTTGCGATTTCAGAAGAAGATGCTCCGATGCTTTTAGACCCTTCTCAGAATTTATCAGAGA
+TGGTCTTTAAAAAGGTGATTTGCTCACCAGCTGATATAATTCTAAAAGACAAAGATGTACTAGGCTTCGG
+AAATTATTATGTAGAAGTTATCTCTACACCAGGGCACACCAAAGGAAGTGTATGCTTTAAGATTGGAGAT
+GTATACTTTACAGGGGATACTTTATTTAGGGGTTCTATAGGAAGACACGATTTTCCTGGAGGAAATTTTG
+AAACTCTCATGGCTTCAATAAAAGAAAGGCTTTTAACTTTAAAAGATGAAACAGTGATATACCCGGGCCA
+TGGTGATTTTTCCACAATAGGAAGGGAAAAAAGGCTTAATATGTTTTTGAAAAATTTAGTATAAAAAGCA
+AGAGGAATTTATCCCCTTGCTTTTTATTCATATCTCAATGCTACTATTGGGTCTAGTTTTGCTGCTTTTT
+GAGCAGGGTATATTCCAAAGAATATTCCAACTGCGGTGGAGAAGAAGAAAGCGATAAGTATCGCGTTTAT
+TGAAATAATTGGTTTTATGTCGATAAAGGGGCCTACGATATTAGCTAAGAGGTATCCCAGCAAAATTCCT
+ATTGCTCCTCCTATAAGGGATATGGTAACAGACTCTATCAAAAACTGTATCATTATATCTTTTCTCCTTG
+CACCTACTGCCTTTCTTATCCCTATTTCTTTGGTGCGTTCAGTTACAGAGACAAGCATTATATTCATAAT
+TCCTATTCCGCCTACCAAGAGAGAAATACCCGCAATCGCACCTATCACAGTTGTAAATATCCCAAGGATT
+CTGTTAAATTCCTCTAAAAAACTTATAAGATTTTCTGTCTTGTATTTGTCTTTGTTGTGGTGTAATGATT
+CTATTAAACGCACTGCCTGGGAAGAAGCTTCTTCTAATTGGCTTTGGTCGTAAGTCATTACATAAATTTG
+AGATATGTTTATGTCAGGGAAAATTTTTTGTGCGTAAGTTATAGGAATTGCAGCGATTATGGGTATTTGA
+TCAGCTATTGATCCACCTAAGCTTTTTAAATTTCCACTGTCTATGACGCCAATTATCTTCGCTGTATCAA
+AATAATAATAGGTGCCTATTTTAATACTCTTTCCTACACAGTCTTCATAGCCAAACAGTTCTATAGCTGA
+GTCTTTATCAATGAGTATTACATTTCTTCCTAATAAGATGTCCTTTTCATTTAGGAATCTCCCGTGAATT
+ACTTTGAGGCTGGAAATATTGCCATAGTCAAAGTCTGTTCCTATAAAAAGAGCTCTTTTAGTGTATTTTT
+CAGTTTTAGCAAGTCCCATTTTTTCTGCTACTGGTGCAGCGTATTTTACAGAAGGCAATCTTTTTCTTAT
+CATTTCTACATCTCTTAAGGTTAACCTATCGCCCTCTCGAATGTCCACGTCGTTTCTCATTTTTATAGAA
+AATACATTTACGCCTATTTTTTCAAACTCTCCTAATATTGCCTTTTGCCCTCCTGCTCCCAAAGACACAA
+TTGTTATCACAGAAGCGATTCCTATTATGATACCCAACATTGTTAGGAAAGTTCTGAGCTTATTACTTAA
+GATACTTTCAATGGCTACTTTAAAGGCTTCCCAGATATACATTATTCTCACCTGTCAATAAGTTATTCTA
+TTTGAAACCAAACTGTCTTCTACAATGAGCCCATCTCTTAAGCGAACTATTCTTTTTGCATGATTTGCAA
+TGTCTTGTTCATGTGTGACCATGATAATTGTAGTACCTGCTTCGTTTAATTGGTGGAAAATCTTCATTAT
+CTCAATGCTGGAAGCTGTATCGAGGTTTCCTGTAGGTTCATCTGCCAGAAGAAAAGAAGGGTTCATCACT
+ATGGCTCGGGCGATTGCAACTCTTTGCTGTTGACCTCCAGAGAGTTCATTAGGCTTGTGATAAATTCTAT
+CAGATAGCCCAACTATTTCTAATGCTTTTAGTGCCCTTTCTCTTCTTTCTCTTGATGGTATTTTTGCGTA
+TAACATTGGAAGTTCTACATTTGCCAACGCGTTTAATCTGTGCAAGAGATTGAAAGATTGGAACACGAAA
+CCTATCTGACGGTTTCTTAAATAAGCCAACTGGTCATCACTTAAAGTAGAGACCTCTACTCCATTTAGTT
+TATAGCTTCCAGCAGTTGGCCTATCTAAAAGTCCAATTATATTCATTAGAGTGGATTTGCCAGAGCCTGA
+AGGCCCTACTATTGCCACGTATTCTCCTTTGTCTATTTTTAAGGATACTCCTTTTAATGCTTCTACTTGC
+ACTTTTCCTAGGCTGTAGACTTTTTTTATTCTTTCAAGCTCTACCATCATTCTTTACCGCCTTTCGTCAT
+TACTTTTACTCCATCCTTTATGGCAGCGCTCGGATTTAGTATGACCTTATCTCCCACATTTACTCCTTCT
+AAAATTTCTGTTTCAAGGTCAGAAGTAAGGCCTGTTTTTACTTTTCTCTGCTTTGCTATTCCATTTTCAA
+CCACATACACAAATTCGTTGCCGTTTTTATCAGTTACGATTGATTCTGAGGGTATTTTTATTATGTCTTT
+CTTTTCTCCAATCTTTATGTCTACATCTACTTTAAATCCAGGTTTTATTGTGCCATCGTTATTTAGAATA
+TCTACATAGACTTTAACTACGCTGTCTCCTCCTGTTTGGCTCATCACTTTTACAGCGGTAGGGCTTATTT
+TATTCACTTTTCCTTCAAAAGTTTTGCCTGCAAAGTGTATGTAGGCTTGCTGTCCTTCGCTTAAGTTTAC
+CGCGTCATAAGGGTTTACATCTAACACTACTTGCAAATTTTGCAAATCTTCTACTGTTATTGCGGGGAAC
+TGGGTTGAAGTGAAATAATTATTTTCTTTTGCGTTTAAAGAAGTTACCGTTCCATCAAAGTCAGCTGTCA
+CGTATTTTTGCATTTTGTTCATGTTCTGCTGTATGCTTTTTAAGTTTAACTCAGCAATTTCTACCTGCTT
+TTCCTGAAGCTTAATCTGGTCATCAAGGCTTAAAGAGGAAGTAGGCTGTTGAAACTGTGCTTGAGTCTGA
+TGAGGTATTGACTGCTCTGAAGCGGGAGCTTGCTGTGGTAAAGAAGGAGTTGGAATTTGACTTTGTTCAG
+TTTGTTTCTGCTTTAAATTTTTTAATGCTTCTAACTGTATTTGCGCCATTTCCAGTTGCTTTTTTGCAAT
+TTGGTATTGAATAGAAAGGTCCTGCGTTTCTAACTCTAAAAGTCTATCCCCTTTTTTTACTTGATCACCG
+ACAGAAACATACACTTTTAAAACTTTTGTAGGTGAAAATATGTAAAATTCCTGTTTAGACTTTGATTCTA
+CTACGCCACTGGTAGAGAAAAGAGAAACGAGGTCTCCTTTTTCCACCTTAGAAACAGTGACTTCGACTGC
+AGAGCCTGCCTCTTTGTTCTTTACAGAGATAAAGTAGATAGAAGCTACCACAATAATTAAAACTACAATC
+CAAATCCAGATACTTTTTTTATTTTCCATAGACACCACCTTTGATTTTTATAATCCCTCTTTAATCTTTT
+GGAGGATGCTTTTTAAGGCCTCTATCTCTTCAGGCGAAAGTTTACCAAATATTGGCATCAGCACTTTTTT
+TCTAAATTCTACTAAATGTTCGTGTATATTTTCTCCCTTTTCTGTGAGAGAAATTTGGACCTTGCGCCTA
+TCATCGATGTCCAAATCCCTTTTCACCAATCCCTTTTCTACTAGTTTATCGACTATTGTTGTCAGGGTGC
+TTGGGGATATTCCGAGTTCAGAGGCTACATCTTTCATGTACATCGGAGTATGTTTATTTTCGCTTAGCAC
+CATTATCACTTGCTGTTCGCCTAAAGTTAAATTTTCCTGAAGTTCAGAAAGGTTATTTGCCCTTAATTGG
+TTGTTGAGTTTCTGGCGTATAGTTCGTAACAAGTCATACAATAGTTTGCTATTTTCTTCCTTGCTCATAA
+ACTTTCACCTCAAAAATATTTCGTACATCAAAATATTAGTTCATCGAAATTGTTTTGTCAAGATATGCTT
+TTAAAATTTTATAAATTTTTACGAATTTCTACGAATAAAAGAAAGATATAGAGAAAATTTGTCGAATAAT
+TAAACAACAACACCTATTTCATTTGAGATTGTTTTCAAAAATTTTCACAGAGTTCTACTTATTTTTTCCC
+ATTTCCCTTCCATGGAGTTTTTTCTCGCTTAGAAAGGAACATGGAAATATACAAGAAAACGTTATAAATA
+CTAATGAGTACTTTTTAAATAATCGAATTAATCCCCGTTAAAAACTACTATTTTTCAAGAGAGAAGGGGA
+AATATAAAATGTGTTTTTCATTCACGAACATCAGAGAGTCCAGGATTTTTCAAAAAATGCTTTTAATAGC
+GTTTACTACAGCATTTTTGGGTCAAATATATATTTTCCCATTTGGAACTTCTTTTCGTGTAGGAATGGGT
+GTAATAGTTTTTGTAGTGTTACTTCTTTATTTTTCAGAGGTTAATATTTTTTTCACGGCTCTTCTTACAA
+GCGTGATTGTTCCAATCTTTCGAATCTTGTTAGATATAGCTTTTAATCAACTTCCCTGGACAGAAGCCTT
+TTCACACCATTTTCCGACTAGCATTTACTACATAGCTTTTGGAAGCATATTTAGACGATTTCATTCTACA
+AATCCTTCTGATAATTTGCTCTATTTCGTGGTTTATTTGGGAATAATAGATACTCTTAGCAATTGTGCAG
+AATTATTGGTGAGAACCTTAGTTACTAAAGAAATTCCTTTGCAATTTTTTGATGATGCTATCCCTTTTAT
+TGCAGCAGTAGGTTTTAGTAGAGGACTTATAATTTTATTGTTGTATTGGTTACTTCAAAAGTATACTTCA
+ATGATTTTAGAAAAAATAGAGAAAGAAAGGTATCTGCGATTTTTAGTACTCAGTTTAAATTTAAAAAATG
+AACTCTATTTTTTGGTAAGAGCTGCTGATAAGATTGAAAAAGTGATGAGAAAAAGTTATGAGGTGTATAG
+TTTGCTTAGTAGTGAAAAAGAAACAGAACAAATAAAAGAGGAGCTTAAGAATAAAGCACTGGAGCTTGCT
+GTAGATATGCACGAAATTAAAAAAGATTACTTTCAAGTTAAGGGTCGCATAGAGAAATTATTACCCGATG
+TAGATGTAACTGAGGCTATTGAAATTAGAGAAATAATGGAATTTCTAAAAAAACTTTCATTAGAATATGC
+AGAATCTCTTAACAAAACTGTAAATATAAGATTTGAAAGCAAATTAAATTTTAAGACAGACAAATATGCT
+TATCTTTTTCCCTTGCTCAATGAATTGATTCAAAATGCTATAGAAGCTATTGATAAAGAAATAGGGGTAA
+TAGAAGTTGAACTTTCACAGGATGGTGAAGATGTGATTTTTAAAGTGAAAGATAACGGAGAAGGAATAAA
+ACCAAAAAATTTAGAGACAATTTTCGAACCAGGCTTTTCAACTAAATTTGACAAGAATACTGGTAAGATG
+TCCTCTGGATTGGGGTTGTGCCAAGTGAAACGGCTTGTTGAAATTTTAAAAGGAGAAATTTCTCTTCATT
+CAGAATTAGCGAAGGGAACGGTTTTTACTGTCAAAATTCCTAAAGAGATGCTTATAAAAAAGTAGGAGGG
+GCGAAAAATGCAAGAAAAAGGAACTGCTTTTTATTTAGTTGATGACGATAGAAGTATCAGAAGAATTCTT
+GCTAATATAATTGAAGAAAACGAACTAGGAGAAGTAATAGGGGAAGCTGAAAATGGGAAACAGGCTGAAA
+AAGAGATTTTAGCTTTGAAGCCAGATATAGCCATTATTGACCTTTTGTTGCCTTTCCAGGATGGAATTCA
+GACAATTGCTAATCTTAGAATGCATCAAGACCTTAATTGCAATTTTATAGCGATTTCTCAGGTAAATGAT
+AAAGAAATGGTAGCAAAAGCTTATAAAGCAGGGATTGAATTTTTTATTCACAAACCTCTCAATGTGATTG
+AAATAATAACTGTGGTGAAAAAAGTTCAAGAGTTAAAATTTTTAAAAGAGACTTTTAACAATATAAGTGC
+CGCAGTAAAGCATTACATGAAAAAAGAAATTCAGAATATTTCTGGTACAGAAGAACTAGAGAAAAAAATT
+AAAGGCGTTTTGGCTGAACTTGGCATTTTAGGAGAAATGGGGGCTAGAGATATAATTAACCTTTTGGGGT
+TGATATGGAAGAAAGAGATAGACCTATCTTCTACTACTCTTGCAGAAGTCTATGAAAAACTAAGTCAACT
+CTATGAATCAAGAAATAAAATAAAGATAGAAGCTAAAGCTATTGAAATGAGAATGAGACGTGCAATGGCG
+AAAGCTTTATCAAATATTGCTCTGAGAGCAATAGAAGATTACGGGGACGAATATTTTATCAGATATGGAC
+ATGTTCTTTTTGATTATGGAGATATAAAAACAGAAATGGATTACTTTAGAAAGAAGACGTCTAATAGAGG
+AAAAATAAATGTGAAGAAATTTTTAGAAGGGCTCTTGTGGATAATTGAAGAAAATAGCTTTTAAATTTGC
+CGAGTTAAATTCGGTTTTTTTTTGTTATTAAATGTTGGAGTGTATGTAAAATTTATTTTACAAGAGAGTT
+CACAGAGTTCAGATATCGTTTGCAAGTTTTGTAAAGGAAGGAGGTGCAAATTTATGAGCAGCACGGGTTC
+ACTCACAGTGGAGGAAAAAAGGAAAATAGCACTCCAAAGAGCGGAAGAGTTAAAAAAGAAGATAGAGCCA
+TACTTGAGAGCATCTGAAAAAATAGAGACGGGCTTTAAGTTATCAGAAAAATTTAGAGAAAACAAGGAGA
+AAATTAAAAACTTATTTGGAGCAACAGAAGAGGAATGGAATGATTGGCGATGGCAGATAAGAAATCGTAT
+AAGTGATGTTGAAACTCTCAAAAAGATTGTAAACCTTTCTGAGGAGGAAATTGAAAACATAAAGAGGGTA
+AGTACTCGCTACAGATGGGCAATTTCACCATACTATGCTTCTTTAATGGATCCGGATAATCCTTTCTGTC
+CTATTCGAATGAGAGCTATCCCAAGTATTAAGGAACTTACAGATAAATATGGAGTTCCAGACCCGATGGC
+AGAAGAATATACTTCTCCCGCTCCTTTAATAACACGTCGTTATCCTGATCGACTGATTATAAACGTAACA
+AATCAATGTGGCATGTTCTGTAGACATTGTCAGAGGAGACGCAACATAGGAGAAGTGGATTATCCTGCAA
+AACACGAAGACATAGAAGCGGCATTAGAATATATTCGAAATAATCCAGAAATTAGAGATGTGCTGATAAC
+AGGGGGAGACCCTCTCACTCTTGAGGATGAAAAAATCGACTGGATTTTGTCAGAATTAGATAAAATTCCA
+CATGTAGAAATAAAACGAATAGGGACGGCTGCCCCAGTGACTTTTCCACAGAGAATTACCGATGAATTAT
+GCAAGATTTTAACAAAACATCTGCCTCTGTACATTAATACCCAGTTTAATCATCCAAAAGAAGTTACTGA
+AGAAGCAAAAGAGGCTTGCTTTAAATTAGCAAGAGCTGGGGTGGCATTAGGAAATCAAGCAGTGCTTTTA
+AAAGGGATAAATAATGACCCTCATGTTATGAAAAAGTTAAACCACGAATTACTTAGAATTATGGTTAAAC
+CTTACTACATTTTCCATGCGAAATCTGTTCAAGGGACTACCCATTTTGTTACTACAGTTCAAGATGGATT
+AGAGATTATGGAACAACTTCGCGGTTATACTTCAGGGCTTGCCATTCCGTGGTATATAATCAATGCACCT
+GAAGGGCATGGGAAGACTCCTATTGTGCCTCAGTATCTCCTTATGGTTGGGAAAGAATATGTTCTTATAA
+GAAATTGGGAAGGAAAAGTTTTTGAATATCCGAATGGCTTCCCTGACGATTAAATTTTTATAGGGGTAAG
+GGGAAGAAATGTAACATTTTCCCTTACCCCGAAAAATAAAAAATTATGAGGAGGAATGTAAGAATGGCAG
+TTAATCCTTTAAAGGCTGTTCAAGAACAGATAAAAAATGCTTGTGAACTTCTCAATTTAGAAGAATCAGT
+CTATGAGATATTAAAAGAGCCTCTCAGAGTAATGGAAGTTTCCATTCCCGTACAGATGGACGATGGAACA
+GTGAAGGTATTTAAAGGTTACAGGTCACAGCACAACGATGCCCTTGGACCTGCAAAAGGGGGAATAAGAT
+TTCATCCGGACGTTACACTTGATGAAGTAAAAGCTCTTTCTATGTGGATGACCTTTAAATGCGGTGTAGT
+TGGGCTTCCATACGGCGGAGGAAAAGGAGGAGTAGCAGTTAATCCTCAAGAACTTTCACCAACAGAACTA
+GAAAGATTGAGTAGAGGTTATATTCGGGCAATTTCCAGTATAATAGGGCCTGAAAAGGATATACCAGCAC
+CTGACGTAGGTACAAATGCTCAAGTGATGGCATGGATGGTAGATGAGTATAACAAAATAGTCGGTTATAA
+TAGTCCGGCAGTTATAACAGGAAAACCTTTGATATACGGGGGTTCAAAAGGTAGGGTTGATGCTACAGGA
+TATGGAGTAGCGCTAATCGCGCGCGAAGCTGCGAAAAAGTTAGAAATGGATATAAAGAACTGTACTGTAG
+CCATACAGGGTTACGGAAATGTAGGAAGTTACACGGGAATTCACCTGCAGAGACTGGGTGCAAAGATCGT
+AGGGGTAGTAGATATATATGGAGGGGTATATAACGAAAGGGGAATTGACGCAGAGAAGTTAGCAGAACAT
+GTGAGAAAGACAGGGAGTGTCAAAGACTTTGAGGGCACTACTTCTTTAACAAATGAGGAACTATTTGCAT
+TGGACGTAGATGTACTAATTCCCGCAGCTCTTGAGAATCAAATTACGGAAGAAAATGCTCCGAATGTGAA
+AGCGAGGATGGTATGTGAAGCGGCAAATGGTCCTACAACACCTGAGGCAGACAGGATACTGAGAGAAAAA
+GGAATTTTTGTAGTACCGGATATACTTGCTAATTCTGGTGGGGTGATTGTTTCTTACTTCGAGTGGGTGC
+AGAATTTGATGAATTATTATTGGACTGAAGAAGAAATAAAAGAAAGGCAAGAGATTGTGATGATAAATGC
+ATTTAATAATATATACCAATTGGCTCAAGAATATAAGGTTGATATGAGAACAGCTGCTTATATGATTGCT
+ATAAAGAGAATATATGAAGCGATGAAAGTAAGAGGATGGATATAGAGGAGGTAGAAAAATGAATCTCTCG
+CAGAATGCTCTTCAAATAACCCCTTCTATGACTTTAGAAATAACGGCAAAGGCGAGACAGTTAAAGGCAG
+AGGGAGTTGATGTCATAGACTTTGGAGTGGGTGAACCTGATTTTGATACTCCTGACTATATAAAAGAGGC
+TGCAATTGAAGCGATAAAGAAAGGCTATACCAAGTATACGCCTGCTTCGGGAATACTTGAACTAAAAAAG
+GCTATATGTGAAAAACTGAAAAGAGAAAATGGTCTTTTTTATGAACCAGAGCAGATTGTAGTTTCTAATG
+GGGCTAAACATTCTATATATAACGCACTTTCTGCAATATTAAACCCGGGAGATGAAGTTATCATACCTGT
+ACCTTATTGGCTAAGTTATCCTGAAATGGTAAGGCTCGCTTATGGTAAACCAGTGTTTGTTCAAACAAAG
+GAAGAAAATAATTTCAAAATTACAGCTGAAGAACTCACGGCCGCCATAAACCCGAAAACGAAAGCTCTAA
+TATTAAACAGCCCGAACAATCCCACAGGAGCTGTTTATACAAGAAAGGAGCTACAAGATATTGCTGAAGT
+GGTAGAAGAAACAGGAATATTTGTGATTTCTGATGAGGTATATGAAAAATTGATTTATGAAGGAGAACAT
+GTCAGTATAGCTTCATTGGGTGAAAAAATTAAAGAACTTACGATAGTGGTAAATGGCATGTCCAAAGCTT
+ATGCAATGACGGGATGGAGGATAGGTTATACTGCATCTTCTTTAGACGTTGCGAAAGTTATGGCTAATAT
+TCAAAGCCATACTACTTCAAATCCCAATTCTATTGCTCAATATGCCAGCGTCACAGCATTGACTGGAGAT
+GGAGTGGCAATAAAAAGAATGGTAGAAGAATTTAACAAAAGAAGGCTTTACGCTGTAGAAAGAATAAGTA
+AGATGAAAGGCTTAAAAGCAGTTAGACCACAAGGAGCTTTTTACGTCTTTGTGAACATTGAAGAATATGT
+AGGCAAAAAAGTAAATGGTAGAAAAATAAAAGGGTCTTTAGATTTTGCTACCCTTCTCATTGAAGAGGCA
+AATGTAGCTGTAGTTCCTGCCTTACCTTTTGGTATGGATAATTATATAAGAATCTCATACGCAACCTCTA
+TGGAAAACATAGAAAAAGGACTTGACAGAATTGAAAACTTCTTGAATAAGATTTAGAACTTTTAAGTAGG
+AGGAGTTGATAAAGGTGAAATTTGACGGGGTAAGACCCACCCGCGTAGAAGTATATCTAGATGCAATAAC
+ACATAACTTCAGAGAAATAAAGAAGATAGTTGGAAAAAATGTGAAAATAATGGCGGTGATAAAAGGGGAT
+GCATATGGTCATGGAGCTTCATATGTAGCCAAATTTTTAGAAAAAGAAGGGGTAGACTATTTCGGAGTAG
+CAACTACAGAAGAAGCTTTAGAGTTGAGGGAAAAGGGAATAAAAACTCCTATTCTAATTTTTGGTTATAC
+TCCTCCTACACAGTTAAGACAAATAGTTAAACATGACCTTACTCAAACGGTGTACGATATAAAATATGCG
+AAAGAGTTAGAGAAAGAAAGTCTAAAACAAAACAAAAGAGCAAAAGTCCATATAAAAATTGATACAGGTT
+TGGGACGAATCGGATATATTGATTTTGATTTAGCGCAGAAAGAGATTCTAGAAATGGCAAACATGAGAGG
+ATTAATATTGGAAGGGATATACAGTCATTTTGCTGCCGCATCCGAAGATGATAGGGATTATTGCAAAGAG
+CAGTTCGACAAATTCATGAATCTAATTAGTAGTTTGGAGAAAAAAAGGTTAAAAATTCCTTTAAAACATA
+TAGCCAATGCGGCAGCTATTTTAAATCTCAATTATTCTCATTTAGATATGGTAAGGCCGGGTATAATTTT
+GTTCGGTGCATATCCTTCAAAGAGAGTAGAACGAAAGGTAGAATTGAGAGAAACACTGAGGTTTACTACG
+CGGGTGGTCCATTTAAAAGATGTACCAGCGGGATTTTTTATAGGCTACGGCAAAAGTTTTGTGACAAAAA
+GAAAAAGTGTAATAGCTACTATCCCCGTGGGGTATGCGGATGGACTTGATAGGAGATTATCTAATAACTA
+TAAATTGCTATTAAAGGGAAAGTATGTTCCAATAGTAGGCAGAGTATGTATGGACCAGTGCATGATAGAT
+GTTACTGATGTAGAAGGTGTGGAAATAGGAGATGAGGTGGTTATTATAGGGACACAAAACAATGAGACAG
+TTTCTGTAGAATCTATGGCTGATAAAATTGAAACTATTCCTCAAGAAGTTTTTTCTAGAATTAGCAGAAG
+GGTGCCTAGAGTGTATTTTTATGATGGAATAAAGATTGGAGAAGTAAATTACTTAAAGTGAGGTGAAGGA
+CTGTAAACCATGGAAAGGAGAGTTAAAATAACAGAAACAGTTCTAAGAGATGCCCATCAGTCTTTGATGG
+CTACTCGCATGACTACAGAGGAAATGCTGCCTATTGCAGAAAAGCTTGATAAGGTGGGATATCATTCTCT
+TGAGGTTTGGGGAGGAGCTACCTTTGATGCTTGTCTCAGGTTTTTAAATGAAGACCCGTGGGAGAGGCTG
+CGGGAATTAAAAAAGAGGATAAAAAATACACCCCTGCAAATGCTTTTAAGAGGGCAAAATCTGGTAGGAT
+ACAGACATTATCCGGATGACATTGTAGAAAAATTTATAGAAAAGGCTGTAGCTAATGGAATAGACATAAT
+AAGGATCTTTGATGCTTTGAATGATGTGAGAAATTTGGAAGTTTCCATAAAGGCGACAAAAAGGGTAGGA
+GCCCATGCGCAAGGGACTCTTGTCTATACTATAAGCCCTGTCCACACTATAGACCACTACATAAGAGTGG
+CAAAAGAACTGGTAGAATTAGGTGTAGATTCTATCTGCATAAAGGACATGTCGGGCATATTGAGCCCTTA
+TGTAGCCTATGAACTGGTGAAGAGGCTCAAAGAGACAGTTAATGTTCCCATACAGCTGCACGGCCATTAC
+ACGAGTGGAATGGCTTCCATGACTTATTTAAAAGCCATAGAAGCAGGGGTGGATGCGATAGATACAGCAA
+TTTCTCCTTTAGCTTTGGGCACTTCTCAGCCTGCTACAGAGACCATGGTGGCAGCTTTGAAGGGAACTCA
+ATATGATACAGGGCTTGACCTTGAACTTCTCTCAGAAATTGCTTCATATTTTAAGGAAGTAAAGCGAAAT
+CACTATAAAGAAACAGATTTCTCAATGGTAATGGGTATAGATACTGATGTGCTTGTCTACCAGGTTCCGG
+GAGGAATGCTTTCAAATCTCATTGCACAGCTAAAAGAGCAAAAAGCGCTTGACAAGTATAAAGAAGTTCT
+AGAAGAGATACCGAGGGTGAGAGAGGACCTAGGATATCCGCCTCTAGTTACTCCAATGAGTCAAATGGTA
+GGTACACAGGCGGTTTTAAATGTGATAACTGGTGAGAGGTATAAAATGGTTCCAAAAGAGATAAAGGATT
+ATGTCAAGGGACTGTACGGCAGGCCTCCTGCACCAATTTCTGATGAGATAAAGAGGAAAATAATAGGTGA
+TGAAGAGGTAATTGAGATAAGGCCGGCGGACCTCTTAAAACCACAGTTTGAAGAGGTAAAAGAAGAAATA
+AAAGAGTATTACGAACAGGAAGAGGATGTACTGACATATGCTCTTTTTCCGCAAGTGGCTAAAAAGTTTT
+TTGAGTACAGAAGGGCGAAAAAGTATTTTATAGATTCTAGTATGGTTGGTGAGGGAAACAGAGTGTATCC
+TGTCTAATTTAAATTCCAGAGGTGAAGGAAAATGTCGAAGGTGTTAATGCAGGGAAATGAAGCAGTGGTA
+GAAGGAGCAATAAGAGCCGGGATGAGGTTTTACGCAGGGTATCCAATAACTCCTTCTACTGAAATTGCCG
+AATTGTGCGCCGAGAAGCTTCCTTTTGTAGGCGGGAAATTCATTCAGATGGAAGATGAGATTGCCAGCAT
+GGCTGCAATAATCGGCGCATCACTGGCTGGGTTAAAAGCCATGACAGCCACATCAGGGCCTGGGTTTTCT
+TTGATGCAGGAGAATATAGGCTTTGCAGCAATGGCGGAGGTTCCATGCGTAGTGGTGGATGTGCAGAGGA
+TGGGTCCCAGCACAGGTATGCCCACATCACCTGCGCAGGGAGATGTAATGCAGTCAAGATGGGGAACTCA
+TGGAGACCATTCCATAATAGTTTTATCGCCATCCTCAGTAAAAGAAGCCTATTATGTCACAATACAGGCT
+TTTAATCTGTCAGAAAAGTACAGGACTCCTGTTGTAATCCTCATTGATGAAGTGATAGGTCATCTGAGGG
+AGACGGTAAATTTAGACGAGTACGGGGATATTGAAATAATTGAAAGAAAAATCCCAGAGGATATAGAAAA
+TTACCTTCCCTACAAAGATATAGAAAATGGAGTTGCTCCTTTAATTCCCTTTGGAAAGGGAGTAAGATAC
+CACGTCACGGGACTTGTGCACAATGAAAAAGGCCTTCCCACAAATGACACAAAAATTGCGGAGAGACTAA
+TAAAAAGATTGGTTGACAAAATAGAAAAAAACAAGGAAGACATAGTCATGTACAAGGAAAAAGGCGAAAA
+AGAAGGAGACATTCTCTTTATCTCTTTTGGTTCAACATCAAGGGCAGTAGAAGCAGCAGAAGAAGAACTT
+AAGAAAGAGGGCTTTAAAGTTGGCATTTTTAGACCAATAACAATATGGCCTTTTCCTGACACAAGACTTA
+GAAAGATATACCCTAAATTCAGAAAAATATTTGTAGTAGAGATGAATAGAGGGCAGCTATACTACGAAGT
+GGACAGGGTAGTAAAGAGGGAAGGGGAGGTAGAGAATATAAACAAGGCGAACGGGGAATTTTTTACTCCT
+TGTGAAATTGTAGAGAAGGTAAAGGAGAGAATAAAAAATGGCTTCTAGGCTTGTGGAGGAATACTTCAGA
+AAGGAAACGTTACCAAACATATGGTGCCCAGGCTGTAGCAATGGAATAGTGGCAATGGCAATAGTGAGAG
+CGATAGACAACTTAAAAATTGGCAAAGACAAAGTGGTAGTAGTATCAGGGATAGGATGTTCTTCAAGGGC
+TTCAGGTTACTTAGACTTTAACACCTTACACACCACTCACGGCAGGGCAATAGCTTTTGCCACAGGAGTA
+AAATTTGCAAATCCAGAACTTACGGTGATAGTGATAACAGGGGACGGGGACAATGCGGCTATAGGTGGAA
+ACCATTTCATCCACGCAGCGAGGAGGAACATAGACATAACGGTCGTCATGTACAACAACCACATATACGG
+CATGACAGGAGGTCAGGCATCACCTACAATACCAAGGTACGATAAAGCCACAACAGCACCCTATGGCAGC
+ATAGACAGGGATTTTGACATATGCAAATTGGCTATAGGTGCAGGAGCAACTTATGTGGCCAGAGGCACAG
+CCTATCACGTACAGCAACTTGTAAAACTCATAGAAAAAGGGATTTCCCACAAAGGCTTTTCTTTCATTGA
+AGCCATGAGCATATGCCCCACCTACTATGGCAGAAGGAACAAAAAGGGAAGCCCAGCAGACATGTTGAAG
+TGGCTTAAAGATAATTCGATTGACATAAACAAGGCAGCTAAAATGAAGCCGGAAGAATTGGAAGGCAAGA
+TAATAATAGGCGAATTTGTAAACATAGAGGCTCCTGAGTACACAGAAGAGTATCAAAAGATGGTAGAGAG
+ATTGAAGGTGAGTGTAAAATGAGGTCGCTTGAAATAAGGTTAGGAGGGTCTGGAGGACAGGGGTTAATTC
+TTGCAGGAATAATTTTGGCAGAAGCGGCAATACTGGATGGGAAGGTAAGCGTGCAGAGCCAATCCTATGG
+GCCTGAGGCGAGAGGAGGTTCCAGCAAAGCAGAGGTAATAATAAGCGATGGAACCATTGTGTATCCAAAA
+GTTTTAAAGCCAGATGTACTGCTAGCTTTGACGAGTTCTGCCTATAAAAGCTATAAAGAGGATGTAAAAG
+AGACAGGGCTTATAATAGTTGACGATTCTGTAGAGGTAGAACAAGAGAGCAAAGTAAAGACATTAAAATT
+TCCAATATTAAAAACAGCACAGGAAGTTGTAGGAAAAGCATATGTTGCCAATATAGTCTCTCTAGGTGTT
+ATAGCAGAGCTTACAAAGATAGTTAGTAAAGAATCTTTAGAAAAAGCTGTTTTAAAGAGAGTGCCGGCTG
+GCACGGAAGAACTTAACAGAAAAGCTTTAGAAGAGGGTTTTAAACTGGGGGGAGTTCCATGGGATAAATA
+AAAAGGAGGACCTTATAGAAAGAATACAGAACTGCTATGCTCACCTTAGTAAAAGTCAAAAAATGATTGC
+GCAATACATTGTGAACAATTATGAAAAAGCAGTGTTTATGACTTCCAAAGATATTGCAAAAGAACTTAAA
+ATAAGTGAATCTACTGTTGTGAGATTTGCAAGTGAATTAGGGTATAATGGTTTTCCAGAACTGAAGACTG
+CTCTGCAGGAGTTTGTGAAGGGCAAGTTGACCACATTGCAAAGGCTAGAAATAACAAAGGAAAGTAATGA
+AGAAAAACTACTTGCAGAAGTCCTAAACTTGGACATAGGAAGCATAAAACAGACACTCAACGAAGTAGAT
+GTGGGAACTTTCAAAAAAGTAGTAGATTGTATTTTGAATGCTCGAAAAATTTATATTGTTGGGCTGAGAA
+CTTCTACGGTGATAGCTGAATACATGGGGTTTTATTTGAACTTGCTTCGTGATAACGTAATAGTAGTAAA
+GAGAGGAGTATCAGATCTTTTTGAACAGATTTTAAGGGTAGAGAGAGAAGATTTAGTGATAGGAATAGGA
+TTTCCTCGGTATTCCAGAAGGACTGTGGATTTGCTTAAATATGCAAAATCACAGGGGGCTACAGTTATCG
+CATTAACCGACAGTTTTATTTCCCCTCTTGCGAGGATAGCAGATGAGGTGCTTACAGCCAAGAATAGTAT
+AATCTCCTTTGTGGATTCTCTTGTGGCTCCATTAAGTCTTGTAAATGCGATTGTAGTAGCAGTGGGAACT
+AGAGAAAGAGAAACAATAACAGGTGTTTTTGAAAAGCTAGAGAATATTTGGGAGGAATATGAGGTATATC
+TGACTAAATTTTAATTTTTCTGGGGATAAGAGTGGAGGTAAGGAATGACCGAGAGGGGATGCCTATGGAA
+AGATACTGGGCTATGACAGCAGAAAAAGTGGTTGAAAAGTTAAAAACAGATTGTGAGAAGGGACTTTCAG
+ATGAAGAAGCTATAAGGAGATTAACTGAATATGGCGAAAATTCGTTAGAGGAAGAAAAAATAAAATCACC
+TTTAAGGATGGTTATTGAACAATTTAAAGATTACCTGGTGATAATACTGATAATAGCTTCTGTAATCTCC
+TTTTTTCTTAAAGAAGCAATAGATGGAATTTTAATATTAGCCATTGTAATTTTAAATGCTCTGATAGGTA
+CATTACAAGAATACAAAGCTGAAAAATCTATTACAGCTCTTAAAAAACTTTCTCAACCTTTTACCAAAGT
+TATAAGGGAAGGAAAATTAAAGGAGGTGAATGTAACCGATATTGTGGTAGGAGATGTGGTAGTTATAGGA
+AGTGGAGATGTAATTCCTGCAGATGGCAGGTTAATAGAAGCGAAAAATCTACGCATTGATGAAGCACCTT
+TGACGGGAGAATCTGTTCCTGCAGAAAAAACGGAAAAAGAATTGGAAGATAAAGAAATACCTTTAGGTGA
+TAGAAAAAATATGGTTTATATGGGTACAAATGTAGTGTACGGGAGAGGAAAATTCATTATAACTGCCACG
+GGGATGAATACAGAGATAGGCAAAATTGCTTCTCTGATAAGGTCGGAAAAAGAAGTCAAAACTCCTCTCC
+AGATTAGACTGGAAGAGCTAGGAAAGATTTTAGGTACAGCCATATTACTGCTGTGTGCAGTGATGTTTGT
+AATAGGAAGTTTATTGCAAAATAGACCATTGTTTGATATGTTCTTAACATCTGTAAGTTTAGCAGTAGCG
+GCAATTCCGGAAGGGTTACCTGCCATTATTACTATTACTTTGGCTTTGGGTATTCAAAAAATGGTAAAAA
+GAAATGCGATAATAAGAAGGCTTTCATCGGTAGAGACCCTTGGAAGCACAAGTGTGATTTGTTCTGACAA
+AACAGGAACGCTTACAGAAAACAAGATGGCTGTTGTTAAAATGTATGTGGACGAAAGAGAAATAGATATA
+AATGAGGAGAAGGAAATTGAAAAATCAGAAAAATTTCTTATTGAAAGCGCGGCTCTATGTACTGATGTTG
+CCATAGATACAACTGGTCAAATGATAGGAGATCCTACGGAAATAGCTTTGGTGGTTGCTTTAAATAGAGT
+AACAGGATTAAAAAAAGAGGAATTAGAAAAAAGATTTCCAAGAGTAGAGGAAATTCCTTTTGAATCAGAA
+AGAAAGATGATGTCAACTATCCATTCTATTGAAGGAAAGACATTTAGAGTAATAACCAAAGGAGCGCCTG
+ACTATGTAATCAAAATGTGTGGATATGTATTGAAGAAAAACAGAATAATTCCTTTAGATAAAAATGAAGT
+AGAAACCATTCTTCGTGTTAATGAAAAAATGGGACAGCAAGGGTTAAGAATTCTTGGTGTTGCTTATAAA
+GAGTTGACAAAATTACCTGAAAAACTTGTAAGTGAAGAGGTAGAAAATGACCTGATTTTTATAGGCCTTG
+TGGCTTTGATGGACCCACCGCGGAAAGAAGTTAGGGAAGCTGTTGAAGTATGCAAAAGAGCGGGAATAAA
+GCCTGTGATGATAACCGGCGACCATAAGATTACAGCTTCTGTTATAGCTAGAGAAATTGGAATTTTAGAA
+GAAGGAAATAAAATATTAAGCGGAGAGGAACTAGAAAAAATTTCAGATGAAAAGCTAACTGAAATTGTTA
+AAGAGATTTCTGTTTTTGCCCGTGTTTCTCCTCAGCACAAATTAAGAATTGTTAAAGCGTGGCAGAAAAA
+TAACGCTGTGGTAGCTGTTACAGGTGATGGAGTAAACGATGCTCCAGCACTCAAGCAAGCTGATATTGGA
+ATTGCTATGGGTATTACAGGTACAGAAGTGGCTAAAGAGGCTTCTGACATGATTTTAAAAGGTGATAATT
+TTGCCACAATTGTTGCTGCAGTAGAAGAAGGCAGAACTATATTTGCAAATATAAAAAAAGCAATTCATTA
+CTTGCTGAGCTGTAATTTTGGTGAAATTTTTGCACTTTTTGTAGCTACTATTTTAGGAATGTCTCTTCCA
+CTAAAACCCGTACACATACTTTGGGCAAACCTAGTAACAGATAGTTTGCCGGCTTTGGCGTTTGGATTCG
+AACCTTCTCAAGAAGATATAATGAAAAAACCACCTAGACCAAAAGATGAAAGCATTTTTTCTGGGGGATT
+GATATATAGGATTCCTTTTGAGGGAGCTGTTATCGGAATAGTCACACTTATTGCTTTTATTGTGGGGCTC
+GAGAAGGGAATAAATGTGGGCAGAACAATGGCTTTTGCAGTGATGAATCTGTCTGAATTGGTCCAGGCTT
+TAAATGTTAAGTCAGAAAAGATAGGAATTAGGGATAAGTTTTCCAACAAGCATATGGTTATTGCGTTCCT
+GATAGGAGTAATATTTGTACTCGCTTTAGTTATGACTCCACTAAATGAAATTTTTGATTTTTCTCCTATT
+AGTTATTATCAATGGAATGTTGTAATACTCTTGTCACTTATTCCTCTATTGACGGGTGAAATAATGAGGC
+TTAGAAAAAATTTTAGATAAATTTTACGTAGAAATAAGTTTTTTCTTGTTACAAAACGTTATATACGATA
+TAAAATTTCTTACAAGAGCAAGACATCGTTTACAAAAAAGGAGGGATGAAATTCAGAAAATTCAGTAGAA
+GGGGATACACTTTTCAAAAGTAAAAACTAATAAAAGAGAGGGGAAATGGGAAATATGAAAGATTATCAAA
+AATTACTGACAGGTTTTATCTTGGGAATAATCGTAGGCTTGATATGTTACTACACACTGCCAATAAAAAC
+ATTTCCATTTATGCAATGGGCAGTAGACATAGCTACGCTGATAGGTGCTATCTTTCTGAGGCTAATATTT
+ATGGCAGTAATTCCTCTCTTAACATCTGCGTTAATTTTGGGCGTTTTTGAGCTAAGTCAGGGTAGAGCTT
+TAGGAAAAGTAGCAGTTCAAGCACTAGTCTGGACTATAGTTCTTTCTACAATTGCTGTAGCAATAGGCTT
+AATAGGAGTTAATGTGGTCAAACCAGGAGTCGGTACTAATTTTGATATTGCTGCTGCAGAGAAGCAATCC
+ATAATAAGTATAACACAAACAGCGGAGACCCTCAGAGGATTGCGCTGGTACCAGTATATAGTGAACCTCT
+TACCCCAGAACCCGATAGAGTCTGCAGCAAAAGCTTTACAAGGGGAAATAATTGCAGTAATGGTATTTGC
+TGCCATTTTTGGATGGGCAGTTAGCATAGTAATAAAAGAAGAAAATCATTCATTCATTCAGGTAATGCAA
+GCAATCTTTGAAGCATCAATGGGTGTTGTTAAACTTGCCCTTAAAATGGCGCCTTATGCTATTTTTTGCA
+TAGTGTTTAATACTACTTATAAAATGGGTGCTGGATTCTTGAAGAATCTTGGAGTATATGCTGCGGTAGT
+TGTTGTAGGTCTAGCTATTCAGTTGTTTGTTGTTTATCCATTTTTCCTTAAAGTTTTTGCCAAAAAATCT
+CCGGGCGAGTTCTTTAGAGGAGCTAAGGAACCCATGCTTTACGCGTTTTCTACTTCTTCTTCAAATGCTA
+CCTTGCCAATATCTCTAAAAGCAGCAGAAGAAGAACTAAAACTTCCCCCTCACATTGCAAGATTTATTCT
+GACTATTGGTGCTACTGCGAATCAAAATGGCACGGCTTTATTTGAAGGAGTCACAATTTTATTTTTAGCT
+CAGGTATATGGTGTAGATTTATCCCTTTCTACTCAATTGCTTGTGATGTTTGCAGCGATATTAGCCGGTG
+TGGGAACAGCAGGAGTGCCAGCGGGTTCTTTGCCAGTGATTGCTGCACTGCTAGCGCAAGTAGGTGTACC
+CCCAGAAGGAATTGGATTAATTTTAGGGATAGATAGATTTTTAGATATGTGCAGGACTACTCTGAATGTC
+ACAGGAGACCTAGTAATTGCTGAACTTGTAACGACTTCTTCTGGAGAAAGAGGTATCCCGACAGTGAGTA
+CTACTCAAAGCTAACAATAAATTTTCTCCAATCAAGGCTGCCTCCTCTCAGAATCTTTCATGAGGGGAGG
+CAGCTAATTAAGGTCTTGAAATAACCATAAAAAGGAGAGAGCAGAAATGGAAGCTTTCAGGATTTTTATA
+GAGGGTATCTCAAATTTTACACTAGGACATTTGATAATGCTAGCAATTGGTGGAATTTTAATATATCTCG
+CCATAAAAAAGGAATACGAACCTATGCTTTTGCTCCCTATAGGATTTGGCATAATTCTTACTAATATTCC
+ACTTTCTGCTGCAATAGGAAAAAATGGTTTTCTAACCCTTTTATATAATGCAGGTATCAATACAGAACTT
+TTTCCGATCCTAATTTTCATTGCTGTAGGAGCAATGGTGGATTTTACACCACTTTTTCAACAGCCTTTTA
+TGATATTTTTTGGAGCTGCTGCACAAGTAGGAATCTTCTTGACAATGATAGTAGCATATTTAATGGGATT
+TGATATTGGAGAAGCTGCTTCTATAGGGATAATAGGTGCAGCAGATGGTCCTACTTCAATATATGTTTCG
+ACATTGTTTGCTCCTCATTTGCTAGGACCTATTTCAGTTGCAGCCTATTCCTATATGGCTTTAGTTCCAA
+TAATTCAGCCCCCAATAATTCGAATGCTTACCACAAAGGAAGAACGAAGAATAAGGATGGAATTAGAGCT
+GAAAGAGGTTCCAAAAGTTGTTCGAATAATTTTCCCAATAGCAGTAACACTTATCACTGGAATTTTGATA
+CCTCAGAGTGTGCCACTCATTGGTTCTCTTATGTTTGGAAATTTAATAAAAGAAAGCGGTGTGGTTGAGA
+GACTTTCTAAAGCTGCACAGAACGAACTAGCAAATATTACTACAATTTTACTTGGCATTACTATTGGTGC
+CACGATGACACCAGATAGATTTTTAAACCCTGCTACGCTATTGATTTTCGGAATGGGTCTTTTAGCTTTT
+ATATTTGACACTGCTGGTGGTGTTTTGTTTGCGAAGTTTTTAAATTTATTTTTGAAAAGAAAGGTTAACC
+CTATGATAGGTGCTGCAGGAATATCGGCATTTCCTATGTCTGCTCGTGTTATTCAAAAGATGGCTCAGCA
+AGAGGATTTTACAAACTTCGTATTGATGCAATCGGTGGCAGCCAATGTTTCTGGACAGATAGGATCGGTT
+GTGGCTGGAGGAATTTTGATAGGCCTTGTATCATCTTTATTCATGTAATCACCTAGTTTACAAAAAGAGG
+TGAAGCGCGATGATAAATATTTACACAGTGCTTAAAATTGCATTAGTAGGTATTACCATGACTTTTACAA
+TGCTTATAATATTTTACTTGCTCATCAAATCTTTTGGGCAGACGAGCAAGACAAATAAGCAAAAAAATGA
+TTAAGGAAGTGAAAAATAAATGATTCAAAAGAGCAAAGAAATGAGACTTCGCATAATCAAGGAGTGGTGC
+AAGGGGTGTGGGATTTGTGTAGGATTTTGCCCTAAAAAAGTTTTAGAGATAAAGGGGGACAAGGTTCATT
+TAATTGACGAAGAAAAATGCATAAAATGCGGATTATGTGAGATGTACTGTCCCGATTATGCCATTTACAT
+TGAAGAGGTATGAAGCAATTTACAGGGAGGGATAAAAAATGTGGGAGGAAAAAGAGCTGGAAAGGATAAA
+GAAAGCGAAAGAAGAATGGGAACAGGATGTAGTTAGCAAGGTACTTAGTAAGTTTTCAGAAAGGAGAGAA
+AAATTTGAAACAAGTTCAGGGATAGAAATTAAAAGGCTTTATACTCCGCTGGACTTAAAAGAATTTGACT
+ACAATGAAAAGCTGGGCTTTCCGGGAGAATATCCCTTCACAAGAGGGATACAGCCTACCATGTACAGAGG
+TAGATTTTGGACGATGAGGCAGTATGCAGGTTTTGCTACTGCCGAAGAATCCAACAAGAGATACAAATAC
+CTTTTAGAACAGGGGCAAATGGGCTTAAGCGTGGCTTTTGACCTTCCCACGCAGATAGGCTATGACTCTG
+ACCATCCTCTTGCAGAAGGGGAAGTAGGGAAAGTAGGGGTAGCTATAGATTCGCTGCAGGACATGGAGAT
+ACTCTTCGATGGGATTCCCCTTGACAAAGTAAGCACTTCCATGACAATAAACGCTCCGGCAGCAGTATTA
+CTGGCCATGTATATAGCAGTGGCAGAAAAACAGGGAATAACTCCAGACAAGCTCGATGGGACAATACAAA
+ATGACATACTAAAGGAATACGTGGCAAGAGGGACCTACATTTTTCCTGTTGAACCCTCAATGAGATTAAT
+AACAGACATTTTTGAATACTGTTCAAAAAATGTTCCAAAATGGAACACAATAAGCATAAGCGGCTATCAC
+ATGAGAGAAGCTGGAGCCACAGCCGTGCAGGAAGTAGCTTTTACCTTTGCAAACGCCATAGCATATGTAG
+AAGCGGCCCTAAAAGCAGGCCTTGAGATAGATGACTTTGCACCAAGGCTTTCATTTTTCTTTAGCGCCCA
+CAACAACCTTTTTGAAGAGGTAGCAAAATTTAGAGCTGCGCGAAGACTCTGGGCAAAGATAATGAAAGAA
+AGATTTGGTGCCAAAAATCCTCGCTCAATGATGCTGAGATTCCACACCCAGACGGCGGGCTCCACATTAA
+CTGCCCAGCAGCCAGACAACAACATAATAAGAGTCACAATTCAGGCTTTGGCTGCAGTACTGGGAGGTAC
+ACAGTCATTACACACGAACAGCAGAGATGAAGCTCTGGCTCTTCCTACAGAAGACTCAGTGAGGATTGCC
+CTGAGGACACAGCAGATAATAGCCTATGAGAGTGGAGTAGCTGACGTGGTTGATCCTTTAGGTGGTTCTT
+ACTACGTAGAATACCTCACAGATGAAATAGAGAAAAAGGCAATGGAATACATAGAAAAAATAGATAAAAT
+GGGGGGAGCGACAGCGGCGATTGAAAGTGGATACATGCAGAGAGAAATTCAGAACAGCGCATATAATTAC
+CAGAAGGAAATAGAATCAAAAGAAAAAATTGTAGTAGGGGTAAACATGTTTCAGATAGAAGAAGAACCTC
+CTAAAAACTTATTAAAAGTGGACCCTAAAGTAGAAGAACTGCAAAAACAAAAACTTAAAAAATTGAGAAA
+AGAAAGAGATAACGAAAAAGTGCAAAAAGTATTGAATGACTTAAAAAAAGCCTGCAAAGGTACAGATAAC
+CTGATGCCATATATTTTGGAAGCAGTAAAAGCCTATGCTACATTAGGAGAGATCTGTGGGGTAATGAGAG
+AAGTATTTGGAGAATACAAAGCACCAAGCATATTTTAGCTCCAGGAGGTTATAGTTATGGAAAGGCCAAT
+AAGAGTTTTAGTAGCAAAACCCGGCTTGGACGGGCATGACAGGGGAGCAAAGGTGATAGCGAGAGCCTTA
+AGAGATGCGGGAATGGAAGTAATATACACAGGATTAAGGCAGACACCTGAGCAAATAGTAGAAGCAGCCA
+TACAGGAAGACGTGGACGTAGTCGCATTGAGTATACTCTCAGGCGCTCACAATACACTTTTTCCCAAAAT
+AACAAAGCTTCTAAAAGAGAGAGGGGCAGAGGACATATTGGTGATAGGCGGAGGTGTGATACCAGAAGAA
+GATATTCCCTTTTTGAAAGAGCACGGCATAGCAGAGATATTCACCCCTGGCACTCCCACTTCAGCAGTCA
+TTGAATATATAAAAGCCAATGTTAAGAGGTTGGCAAAAAAATGATGGAATTAGAAAAGCTGCTTCTTAAT
+AGAGACAAAAGAGCAATAGCAAGAGCCATAACCTACGCTGAAGACGATAAAGAAAAAATGCTGGTAAGAA
+GATTGACCTTTATCCAGTAACAGGAGTTCTCTATAAGCAAATACTTCAGAGGAGGGAATGACGTGATTAA
+AAAGGTAGACCACATAGGGATAGCAGTAAAAAGCATAGAAGAAGCGAGAAAGTTTTATGAAGAAGTACTG
+GGCTTGAAAGTGACAGGGATAGAAGAAGTTAAGGAGCAGAAGGTAAAGACGGCCTTTATTCCAGTTGGGG
+ACAGCGAGATAGAGCTTTTAGAGTCCACATCAGAGGATGGGCCTGTCGCTAAATTTATAGAAAAAAGAGG
+GGAAGGCATACACCACATAGCACTTCAGGTAGATGACATTGAAAAGGCGTTAGAGGAGTTGAAGGGAAAA
+GGAGTAAAGCTTATAGATGAAGTGCCAAGGTATGGGGCAGGAGGGGCGAAAATTGCCTTTGTCCACCCAA
+AGAACGCAAATGGAGTATTGTTAGAGCTTTGCGAGAGAGATTAAAACCACAACGTTCCTGGAGGTATGAT
+AGAATGGATGTTCAGGCAAAAATAGAGGAACTAAAAAGAAGGTATGAAAAAATAAAAGAAGGGGGAGGTC
+AGAAAAGAATAGAAAAGCAGCATGAAGCGGGAAAGCTTACGGCTCGTGAAAGACTAAATATTCTGCTGGA
+TGAACACAGCTTTATAGAAATTGATCCTTTTGTGGAACACAGGTGTACGGACTTCGGTATGGAAAAGACA
+GAAGCGCCAGGAGACGGAGTTGTAACAGGCTATGGCACAATTGATGGCAGACTTGTATTTGTATTTGCAC
+AAGACTTCACCGTTCTTGGAGGATCTCTCGGAGAGTACCATGCAAAGAAAATAACAAAAGTGATGGACAT
+GGCGATGAAGATGGGAGCACCACTAATAGGGCTTAACGACTCAGGAGGTGCCAGGATTCAAGAAGGAGTA
+GATGCATTATCAGGTTATGGTCAGATCTTTTACAGAAACACACTGGCTTCAGGAGTAATACCCCAGATTT
+CAGTAATAATGGGGCCATGTGCGGGAGGTGCAGTATACTCACCTGCTTTAACAGATTTCATATTTATGGT
+TGATAAGACGAGCTACATGTTCATAACAGGTCCCCAAGTGATAAAAGCAGTGACAGGGGAAGAAGTGACC
+CATGAGCAATTAGGAGGAGCGACAACCCATAACACATTGAGTGGAGTAGCCCATTTTGTATTTCCAGACG
+AAAAACAAACTTTAATAGCTGTAAGAAAATTGTTAAGTTACTTACCTTCAAACAATATGGAAGACCCTCC
+AGTCGTTGAAACGGGAGACAGTCCTAATAGAGTGGAAGTGGATTTAAACACAGTAATTCCTGATAACCCC
+AATAAGGCCTACAATATGAAAGATGTAATAAAATTAATAGTTGACAATGGCGAATTTTTTGAAGTTCAGC
+CATATTATGCTCAAAATATTATCACTGGGTTTGCAAGGCTTAATGGCCGTAGTGTAGGAATAATAGCAAA
+TAATCCGAGTGTTCTTGCAGGAGTACTTGATATAAATGCATCTGATAAAGCAGCAAGATTTATACGTTTT
+TGCGATGCTTTTAATATTCCAATACTCAACTTGGTGGACGTTCCAGGATTTTTGCCAGGTACAGACCAAG
+AGTATGGCGGGATAATAAGGCATGGGGCTAAGATGCTTTATGCCTATTCAGAAGCGACAGTTCCAAAAGT
+TACTTTGATAATAAGAAAAGCTTATGGTGGGGCTTATCTTGCAATGTGCAGCAGAGATTTAGGAGCAGAT
+ATGGTTTTGGCATGGCCAACAGCAGAGATTGCAGTGATGGGACCTGAAGGGGCAGCTAATATAATTTTCA
+AAAAAGAAATAGAAGAAGCAGAAAATCCAGCGGAAGTAAGGCAGCAAAAGATAGAAGAATATAGAACCAG
+CTTTGCAAATCCATACAGGGCAGCTGCAAGAGGCTATATAGATAACGTAATTGAACCAGCTGTAACTCGT
+CCGATTCTTATCTCAGCTTTTGATATGCTTATGTCAAAAAGAGAAACAAGACCGGCTAAAAAGCATGGGA
+ATATACCGCTGTAAAGGAGGGTAAAAATGAGAAATTATTTTACACTTTTTAGAAAAAGGACAAAAATTGA
+AGAAGAAAAGGTAACAAGAGTTGAAGAAACAGATAATGAAGAAACAAGTAATATAGATATTATTGCTGCA
+ATTGCAAGTGCAGTTGTATGTTTTAGCGGCTCTGAAGAAAAAAGTTTTTATATAAAAACTATAAGGAGAA
+TTGCTGATACTGTTCCTATATGGAATAAAATAGGGCGGTTAGAACAGATAACGAGAATGCCAGAAAAGGG
+GAGGAAAAGAATATGAAAAAGTTTAAGGTTACTGTTAACGGGAAAATTTATAATGTAGAAATAGAAGAAA
+TACAGGAAAATAAAACAACAAAAGAGGTGAGTGAAGAAAAATCTCCACAGGTGGTGTTGTCTGAAAAAGT
+TGAGCAAGAAATTAAAAAAGAAGAAATTAAACCTAAAGAAGAGAAAGAAGTCAGAAAACCTGAGGGAGAA
+AAGACTATAACGGCTCCTATGCCTGGAACTATTGTTGACGTCAGAGTAAAAGAAGGAGATAAAGTAAAAA
+GAGGGGATGTAATTGTTATTTTGGAGGCAATGAAGATGGAAAATGAAATCATGGCACCCGAAAACGGAAC
+GATAGTAAGTGTAAATGTTGCTAAAGGCGATACAGTGAATAGAGGAGATATTATCGTAACCATGGAGTAA
+AAATATCATGGGGCAAATAGCGGAGAGGTTAAGTTAAAATGGGGGATCTTTTAGTAGTATTTCTATCCTT
+TCTTATAATTATTTTACTTGTAATGCTTAAAATAGATATAAATATCGCGCTTTTTTGTGGTAGTGCCCTT
+TTGATTTTATGTTTTGGGGGAAATGCATGGAGCCAAATTTTGCTTAAAACCATTGTAGACTTTAATACAC
+TGTTTCTAATGATTACTTCTTTTGCCATTGCAGTATTAGCTGAACTATACACTAAAACCCAGCTTATCAC
+TGCATTCAATACTTCACTTGTTTCATTGTTGAAAAAACCTAGTCTTGTACTTTCGGTCATACCTGCAGTG
+TTGGGATTGCTTCCAATTGCAGGAGGAGCTCTTTTTTCTGCACCTGTAGTTAAAGAGGTAGGGGAAAGAC
+TTGGATTAGAAGATAACCGGTTAATATTTTTAAATGTATGGTTCAGACATGTGCTTTTTATGATTTTTCC
+TTTAGGGCAATCCTTACTTGTTGCTTCTATAACTACAGGATACAGTCTCGTTGAATTGGCTGCTATTCAA
+ATTCCCATAGCAATTTTTATGGTACTTGTAGGATTTATATTCATTCCCAGATCAGCATTTCAGTCAATAA
+AACCTGCGAGTGTTGAATTGAAAGGAGAGTTTTTGAAAAGTTCCCTACCTCTTTTGGTTGCAATATTTCT
+TTCTCTTATTTTAACAAAACTAATAGGGATTTTTGGAATGCCATTGGGAGTGTTTTTAGGAGTAATTACA
+ATGTTTTTTGTTACAAAAATTTCTTTTAAAGTTTTTACAGATGTAGTAAAGAGTAAAGTGGTACTTTCAC
+TTACTTTTTCTGCATTTCTCATAATGCTTTTACAACATGCAATATTAGATACGGGAGTAAAAGAAATTCT
+TTCTAACTTTTTTGTCAATTATCAAGTGCCTTTCTTTCTTTTGCTTACAATCATACCTGGCATTCTATCA
+GCCCTTACTTCTTCTGCTATTACTGGCATAGTAATGGTAGTACCGCTTATTTCTTTAGCTCATTCTTTAA
+CATTGAAGGAAGCTTCTATTCTTTACGTAAGCAGTTTCTTAATGTATACTATTTCTCCCACGCACCTGTG
+TTTAATTTATACCGCTAGGTACTTTGGTACAGAAATAAAGGGTTCTTACAAGTATTTTTTACCATCTACT
+GTGTTGATTGTTGTGTTTTTAATGTTATATTTTTTGATTTTATAATAAAAACTGGAAATCGTAGTTGTGG
+GGGGATAAAATGAGATACTTTCCGATAGGAGTATTTGATTCGGGGGTTGGGGGACTTACAGTACTTAAAC
+GCCTTATGGAAGTATTGCCACAAGAAAATTATGTTTATTTTGGGGATACAAGAAGAGTTCCCTATGGAGA
+TAGAAGCAAGGAAGAAATAAAAGCATTTACAAAGCAAATCATGAATTTTTTGAAAAAGAAAAATGTAAAA
+ATCTTTGTAATTGCTTGTAATACTATTAGTGCTGTATTTGAAAAGGAAGGAAAGGAAATTGTATTTAATG
+TTGTAGAGGCAGGAGTTAAGAGTGCGGTAGAAACTACTTGCAATAAAAGGATTGGTGTTATTGGGACAAG
+AAGAACTACAGAAGAGAGAATCTATTCAAATAAAATAAAAGAAATTAATAAAAGCATAGAAGTGTATGAA
+GTAGCTTGTCCTGAGCTAGTGCCTCTAATAGAAAAAGGTTTTTACAAAACCGAGTCAGTTAAAAGAGTGG
+TTATAGAATGTGTAAAAAATTTAAAGGAAGAAAAGATTGATACCTTGGTTTTAGGTTGTACACATTATCC
+AATAGTTATAGACTACATAGAGGAAGCATTAATAGGAGAAAATGTAAGAATAGTAGATCCTGCCGAAAGG
+TTAGCCTACGATGTAAAAGAATATATTACAAGAGTAAACATGATAAATCCTAATGGTAGTGGCCAAGTTC
+AATTTTACTTGAGTAAAATGACTCAAAGTTTTATTGAGATAGCTAAAATTCTTCTTGAAGGAAAAATAAA
+TAATTATAATGTTTCTATTGTGGATATAACCAAATATTAGAGAGGTGAGGCAAATGGAATTTAAGAAAAA
+ATTGGGATTTTGGAGTGTTGTCCTTTTAGGTATTAATGGAATAATAGGAGCATTCCTGTAATGAATAAAA
+ATAAGGGAGAATGGACTTTGAAAAAATAAGTACCTCCTGATAAAATACAGAGTGTAAGTTTAAGAACTTA
+CCTCGAATTATCAAAATAGGTAGCGTCAAGTAAGAACATGAGGATTCCCTAAAAAATAGAAATTGTAGGT
+AGTAGTTAGCAAAGAAATCAGTGATTATTAAATCAATAACTTAAAATGACACCTAGGGAAAAACTATAAG
+TAAATAAAATCTAAGCTTTTATGGGCAAAGAAGGCAAATATCACCCTATGGTAAGCTAGACTATTTCAAA
+TACAGTCTAACTTACCACATAAAAGTTGTCAAGATTATAGAGTTTAATTAAGCTCAACAAACCATTGAAT
+CAGTTTAGCCCAATTATCCACTTGGTGGCCATGTTTATCTTTAAGGGGTGCAAGTACTTTGCCATCGGAA
+GCCTCATGAGGTTTCAAGTGATTGTAGTACAGCTGATATAGCAATGCATGAGCGATAGCACCTTCAAAAG
+AACTAAAAGACTTATGGCGCTTGTAATGAGCCTTGTAAGAGCCAAATAAGCGTTCTAAACGGTTTTTATA
+CGGTCTGTAAGTATGACTGTCACCACCGGGTGGAGGAGAGATTCCCAACACAGGTCGATGACGGATATTG
+GCTCCAAAGAAAACCGAAGCGAAATGGACTGCCACATCATAAATAGGCGCTTTATCTGTGACTAAAATGA
+ATTCTCGGTTGTTGTAACGGTCAATGACCTCTTTAAGGATTGTCAAAGCAGCTAAAGCATCCCTATGAGG
+AGAAAGGTGCTGTGAGATAATAAAACCTCTCAAGCCATCACAGGCAGTAAAAAGGTAATGCCACTTACCT
+TTGACCTTTATGTAAGTCTCATCAATAACAACAAGGCCTGACAAAGGGAGGTTGATAGACTTAACAAGCG
+GAGCGAGTTTAGAGGCCAAGGAAACCACCCAGTTTTGTATAGTCTGATGAGAGAGTTGAACTTGCCATAT
+ATGCTGTAGTGCAGAGACAGTTTGCCTTAAAGAAAGACCGAGACCTACGTATAAATTAACAGTTTGTGCT
+ATCAAGAATGGGCTAAAATGGCTTTTTGCGAGGTTAACAGGGGCAGCATTTGGAGAAGAAGAAGAGAGTT
+CATCAAAATCAACATCAAAAGCTCTGAAGCGATATCTTTTACGGTGGTTAAGCCACTTAGGGCAATTATC
+ATTGCGACACTTAAACACAGTAAAATTCTTTCTAGTTTTATCCTGAATAAGTGCAGACCCGCAGAAAGGG
+CAGCGGTAAGTAGGGCGAGACTTTTTAGGAGCAGGTTTACCAGGAGCCCATTGATGTTTACACACTTTAC
+ACTGTAGTTTTTGAAAGCCGTCAGGGTCTTTACCAAAACTGTACAAATAATCAGGAGGGGCACCGCAAAC
+AGGGCACTTATCAACATCAACACAAAGGGGTTTAATACGTCTAACATGAGAGATAGGCTTACCTTGAGCT
+TCAGCTTCGGCAAGGATTTTCTTGTAATCTTTTTTCTCAACAACTTTTTCAACAAGTGGCAAAGGATCCT
+CTAAAGGTGACAAAACTTTGTAGCCTGAAGGTTGGAGGTCAACAGGCGGCTGAATATCTACTTTAAAGTG
+TTTGAGAGCGAATAGAGAAATTTTAAGCAAAAAATTTAATAAATGAGTAAGAAGGAAAACGGGTAGTAGT
+TGTCGAAACATAAATTAGGATTCCCTCCTTTGGGTTGATGGTGTTTGTTTTTGCTACAACTACTACCTAC
+GACACCAAGGGGAGGGAATCCTCCTTTTTCTCGAAAAAATTTTTATTCCAATGTTTTGGAGACTATAGAT
+ACGCGAATTTAAGGCTTTAATTTGACGTTACATCAAAATAAACAGGAGGTACCTAAAATGAAGTATACAC
+AAAATGAGAAGATTTTGCAAGTAACGGGAGACACATTAATTGCGGGAGTAGACATAGCAAAAGAAAGCCA
+TTATGCCAGAGCATTTGACTACAGAGGAGTAGAATATGGGAAATACCTGAGATTTGAAAACAATAGAGAA
+GGTATGACAAAATTTCTCAACTGGGCAAAAGACTTGATGGAGAGACATAAGAAAAACAAACTAATAGTAG
+GGATAGAACCGACAGGGCAATATTGGCTGTGTTTTGCCCAGTACCTTAAAGACAATAACATAAAGGTAGT
+ATTGGTTAATCCATTTCATGTAAAGATGAGCAAAGAATTAGATGACAATTCTCCCACAAAAAGCGATAAG
+AAAGACCCAAAAACAATAGCAATGCTAGTAAAAGACGGGAGATATGTAGAGCCGATAATACCTGAAGGAG
+TATATGCAGAATTAAGGGTAGCGATGGGCATAAAAGACAGGTTGAACAAACAAATAGGGATGACAAAAAA
+TCAAATAACAAGATGGTTGGACATATACTTTCCAGAGTTTAACACTGTATTTTCAGACTGGGAAGGGAAA
+GCAGCACTTATCACATTAAGAGAATTTCCAACGCCTGAGAAGATAGCAAAAAAGAGTGCTGAAGAAATAA
+TATCGATATGGAAGAAAGAAGTACAAAGAGGGGTAGGAGAAAAAAGGGCTATAAAGCTGATAGAAACTGC
+TAAGGAGAGCATAGGGAAGAAGCAGGGCATAAAGATGGCGGAATACGAGATAAAGACTCTCATTGAACAA
+TACGAATTTTTAAAAAAACAAATTGAAGAAATAGAGAAGAAGATGGAAGAATTAATAGTTGAGATACCAG
+GGGTTAAAGAACTACTAGAAATCAAAGGGATAGGAGTAAACACAGTAGCAGGTTTTATTGCAGAAGTAGG
+AGATATTGAAAAATATGAACATCCAAAACAGATACAAAAACTAGGGGGATTAAACCTAATAGAAAATAGC
+TCTGGTAAGCATAAAGGAGAAGCGACAATAAGTAAAAGAGGGAGGAAGCGATTGAGGAGTGTGCTATTTA
+ATGCAGTAATGGCCTTGGTCGCAAAAAACGAAGAATTTCGTGAACTACACAAATATTACACCACCAGAGC
+GCAAAACCCGCTAAAAAAGAAGCAATCACTAATAGTATTGTGCAACAAACTGATAAGGATATTTTATGTC
+ATATTAAAGAAAGGAGTAAAATATGACCCAATCAAGATGATGAAGGACATAAAGAAGCCAGGCTTACAGG
+AAGCTGCATAAAAAGTGCCAACATACTATCAAATCAATTAAGGGTTAATCATCTTCTCTTCAGCTTTAAC
+TTAGTCACATCTAAAGAGCTGACCCTTAAGAAGAAATTGATTTTTATGAAAAGCGAAAGTGTGAGCGATG
+TGACATAAAAGGTAGAAGAAGGAATAAGACAAAAACAACCAATCAAGAGATGGGATATTGACAACAAGAG
+CGGGAATTGTCATAAAAATAATCACCATACGGGCAAAGACCCTGCAATGGAGCAGAAATGACATCCACCT
+CATGGCAGGTAGAACGAAGGAATTAAGGACTAAGATCCAGTGAGACATGGGAGGGTAAACCCCATGAGAT
+AAGTGGAGCTATCCCGCCATAATATGGAAATAGGATATGAGGTTTATTAAGCTTACCCATTTAATGGTTA
+TATAAGTAAGAAATGTTAATATAGGCCATGAGATGCTCTTGTTGTGATGAGAAAATTAAAGAAAAACTAA
+GATATTAAGAGAAAATAAAAGATAATAGAGGGAGGGGGTATTTTTCTCATACCTGGCAAGGCATATGAGT
+TAGCAGGAATAAGTAGCATTTGGGCTTATGTTATAGATGCGCTTCTTGCATTTGTGATTGTTTTATGTTT
+TGCAGAGGCAAGTGGAATATTTGAAAAAACAGGGGGTGCCTATGTTTATGCGAAAGAAGCATTTGGAGAG
+TTTATAGGTTTTGAGGTAGGTATAGTAATGTGGGCTGTAAGAATAAATAGGATGGGCTACATTATCAGTA
+GCTTTTGCTACTACATTAAGTGTGTTTTGGCCTTCAGCTGCTACTGGTACTTTAAAAAATGTGATTGCTG
+TTTCTTTGATTATTATTCTGAGTTTTATAAACTATTTTGGAATTAGAATTGTAGAATACATAAATAATAT
+AGTCACTATCAGTAAAATACTACCTTTAATTGTATTTATTGTATTGGGACTGTTTTTTGTTAATTCTGAG
+AATTTCAATATTTCAGCTTACTCTACTCATAGTGGACTTTGGGCTGCTATTGTTTTGGTTTTTTATGCTT
+TTGCAGGTTTTGAATCTCTAGTGATTGTGGCAGGAGATATAGAAAATCCGAAGAGAAATTTGCCCATAGC
+ATTATTAATTTCCATGGGAATTGTATCTTTAATATATATTCTTACCCAAGTTGTCGCCATTGGGACATTA
+GGAGAAGCTTTGAAAGGTTCACCTACACCTGTAGCAGATGCAGCAAAATCTTTCTTAGGAGAGTTTGGAT
+TACTATTAGTAACTATTGGAAGTCTTATTTCAATCGGAGGAGTAAATCTTGCATATTCCTTCAATACTCC
+ACGAGTAGGAGTGGCATTAGCAGAAGAAGGTATACTTCCTAAAATGATAGCAAAGAAAAGCAAGTATGAT
+ACTCCTTACATTGCAATAATTATTACAGCTTTATTGGCTATTCCTCTTGTATTAACAGGTACTTTTGTAA
+AATTAGCTATGATAAGTGTTGTTTCGAGATTTGCTCAATACATTCCTACTTCGTTAGCTATCATTGTTTT
+AAGGAAAAGGGAAGTTAAAACAAATTTTAAACTGCCTTTTGGAATAGCGATTCCAACTATAGCTACAATA
+CTGAGCATATATTTTTTAAGCAAGGCAAGTATTGAACAGCTCGTATGGGGATTGGGAGGTTTAATACTCG
+CAATGCCGTTATATTTCCTCTTTAAGTATACTTCTTAATTTAATTATTCTTGATTTTCTGTGATTTGGTG
+TGAAAAGAAGATGGAATTTGCCATTGACAGCAATTTATAGGATGGGGTATAATATCAAATAAAATAAGGA
+AAATGCGATGAACAGGAGAGTAGCAATAGCAGGTATACAGGGAGAAGATACCGCGACTGAGAGTATCTTT
+ATACTCATGCTATTGCGAAGGACACCTGGGAGCTGACTGGCCGACAATGTAGGCTAGATCCGTGAACCTG
+CGTTAAGGGAATGAGTACCAATCAGGGTGGCACCACGGGATTAACCTCTCGTCCCTGCGTTCTGCAGACG
+AGGGGTTTTTAAATGTAAGAAGATAAAAAGGAGTTGGTGAGATGCTTACAAAAGCTCCAAGAGGTACTAA
+GGACGTTTTGCCCTCAGAATCCTATAAATGGCAGTATGTGGAGAATCTGATGAGGGAAATATGCGAATTT
+TACGGGTACAAAGAAATACGCACCCCTGGATTTGAGCATACAGAACTTTTCTTAAGAGGGGTTGGGGAGT
+CTACTGACATTGTGAGAAAAGAGATGTACACTTTTAATGATAGGTCTGGAAGGAGCATTACTCTAAAAGC
+AGAAGGAACTTCTCCTGCAGTTAGAGCTTTTATAGAGCATGGACTTTACGCAGAGACGCAGCCTACAAAG
+CTTTACTACATAACCCCTGTGTACAGGTATGAAAAGCCTCAAGCAGGAAGGTTAAGAGAGCACCATCAGT
+TTGGGGTGGAGATTTTCGGGGCAAAAAGCGCTTCTGCTGATGCAGAAGTCATAAGCATTGCCATGACTCT
+TTTAAAAAAGTTAGGCCTTAATAACCTGGAACTTAGAATAAATAGCGTGGGGTGTCCTGTTTGCAGGAAG
+AATTACAACAAGGTGTTGAAGGAGTTTTTGAAAGAACACCTGGATGAGCTCTGTGACGATTGTAAGGTGA
+GATACGAAGTCAATCCTTTAAGAGTGCTTGACTGCAAAGTGGAAAGTTGCAGAAGGGTTACAGGGGAGGC
+ACCTCTTATTACGGATTATCTTTGTGATGACTGCAGAAACCATTTTGAAGAGCTAAAGAAGTATCTGGAT
+GCTATGGGATATGATTACATAGTCGATCCCAGAATAGTGAGAGGGCTTGATTATTACACTAAAACCGCTT
+TTGAAATAATTTCAAAGGACATTGGCGCTCAGGGCACTGTCTGCGGCGGTGGGAGGTATGATGGGCTCAT
+AGAAGAGTGCGGCGGACCTTCAATGCCTGGGGTAGGCTTTGGTATGGGAATAGAAAGGCTTCTTCTGACT
+CTGGAGCAGAATGGCATTGAAATTCCTAAGCCAGAGGGGCCAGACCTTTTTATAGCTTACATTGGCGATG
+AAGCGAAGCTTTTTACTTTTACCCTTGCGAATAAACTCAGGTTTAACGGTTTAAAGGTAGAGATAGACCA
+TATGGAAAGAAGTTTAAAGGCGCAAATGAAATATGCCAATAAATTAAATGCCAAATTTGCTGTGGTGATA
+GGTGAAGAAGAACTCGAGAGCAAAAAAGTGAAATTGAAGAATATGGCTACAGGAGAAGAGACAGAAATTT
+TAATTGATGAAATAGAAAAAGCGATAAAAAATTGAATGGAGGGAGTTTAATGGGAGAACAACTTGGCGGT
+CTTAAAAGAACCCATATGTGCGGAGAGCTCGGGGTTAAAGATGTGGGAAAGTCTGTCGTAGTGATGGGAT
+GGGTCAACAGCAGGAGAGACCACGGAGGATTAGTTTTTATAGATTTGAGGGACAGAACAGGAATTGTGCA
+GATAGTATTCAGTGAACAGGTTTCTAAAGAGGTTTTTGAAAAGGTGCAAAGCGTGAGAAGTGAATATGTA
+TTGGCAGTGGAAGGGGAAGTAGTAAAAAGACTTCCTGAAAATGTAAATCCTAAAATACCCACAGGAGAAA
+TAGAAATTTACGCCAAAAATTTGAAGATTTTGAGCAAGTCTGAAACACCTCCTTTTCCAATAGAGGATAG
+GAGCAATGTATCGGAAGCGGTAAGGCTCAAATACAGGTACCTGGACTTGAGAAGACCTTCAATGCAGAGG
+AATTTAATCACTCGCTTTAAGCTTACGCAAGCCGTGAGGGAGTTTCTCAATGACAATGGCTTTATTGAAA
+TAGAAACTCCCATGCTTATAAAGAGCACCCCGGAAGGCGCCAGGGATTATCTTGTGCCAAGCAGAATTTA
+TCCTGGCAAGTTTTACGCGCTGCCTCAGTCTCCCCAGATATTCAAGCAGCTTTTGATGATTGCGGGATTT
+GACAGGTATTATCAAATTGCAAGGTGCTTAAGGGATGAAGACTTGAGAGCTGACAGGCAGCCGGAATTTA
+CGCAGATAGATATTGAAATGTCCTTTGTAGAGGTGGAAGATGTCCTTGATATAAATGAGAGAATGATAAA
+GCATGTATTCAAAAAGGTTTTGGATGTAGACCTTGATATTCCTTTTAGAAGGTTGACTTATCAGGAAGCA
+ATGGAGAGGTTTGGAACTGATAAGCCTGACTTGAGGTTTGGAATGGAGCTTAAAGATTTGTCCGACATAC
+TAAGAGAGTCAGAGTTTAATGTTTTTAAAAATGCTTTGAAAAATGGCGGTTCAATAAGGGGTATAAATGT
+AAAAGGAGCTGCTTCAATGACAAGAAAGCAGCTGGATGAACTAGTAGAATTTGCCAAAAACTTTGGGGCA
+AAAGGCCTCTTGTGGATGCAAGTTTTGGAAGGGGAAGTGAAGTCACCTGCCACTAAATTTTTGACTGAAG
+GAGAATTGAATAAAATTTTGGAAAGACTTGAAGCAGAAGTGGGAGATTTACTTCTCATAGTGGCGGATAA
+AGATGAAGTGGTTTTTGACACTTTAGGGCATTTGAGAGTTGAAATGGCAAAAAGATTTAATCTTATTGAC
+GAAAGCAAATATGAGTTTGTATGGGTAGTGGATTTTCCGCTTTTAGAGTATGACGAAGAAGAGAAGAGGT
+ATGTTGCAAAGCACCATCCATTTACATCACCTAAAGATGAAGATATAGACCTTTTAGAAAAAGAGCCTCT
+AAAAGTTAGAGCGAAAGCCTACGATATAGTATTAAACGGCACAGAAATAGGCGGTGGAAGCATAAGAATA
+CATGATACTGAATTGCAGAAGAGGATGTTTAAAGTGCTGGGATTTAGCGAAGAGGAAGCATGGAAAAAAT
+TTGGATTTTTAATGGAGGCTTTCAAATACGGTGCTCCTCCTCACGGTGGAATAGCGTATGGGCTTGACAG
+GCTTGCAATGATAATGACAGGAAGCGACACCATAAGGGATGTGATTGCATTTCCCAAAACTCAAAACGCT
+GTGTGCCTGATGTCAGATGCACCATCGGAAGTGTCTGAAAAGCAGCTTAAGGAACTTCACATCAAGATAG
+ACCTATAAACGTTTACCAGTTGAAAAATAGAGGGTTTTATGATATTATTTATATAGGCAAAGGAATAAAG
+CGAAAAAACCCTGTGGTGTTCGTGTGACCCGGTGAAAGGTTGAGCCAACACCAAAAATAAGGGAGCCTGG
+GCTTTGGCAGTGGATTGTAGGCCGCCTCGTCGCGGAAACATGAAGCTGCCAAGAGGGCACCCACTTTGTG
+AGGACGGGTTCAAAACCTACCGGTAGGCACGGCACTATGGGGTTTTTTATTAATTAAAAAAATAACGAAA
+AGCTATTGACATATCTATGAAAAAATTTTATACTATTCTTTGGATACCCCACTGGGGTTGGGAGGTATAG
+TATGTACGAAGAAAGTAGAGAAGACCTTTTAAGGCGGCTGAAGAAGATAGAGGGTCAGGTAAAAGGCATA
+CAGAAGATGATAGAGAATGATGCTTACTGCATTGACGTCTTAATACAGGTGGCTGCTGTTCGTTCTGCTA
+TAAACAGCGTAGCTAAAATCCTGCTAAAAAGCTATACTAGTAGCTGTATAAAAGGAGCCATGTGCGCTGA
+AAAGCAGGAGGAGATGGTGGACGATTTAGTGGAGACTTTTATAAAGTTCATGAGGTAGTTTTAAAAAGCA
+TTTTGCTTTTAAAATGCATAAAGCAATTGCTTTGTACAAAAATAAAAATGAAATAAAAGTATAGGAGTGG
+TTTTATGGCAGAAGTGGTTATAACAAGTAAAAACTGGGAAGAAGAAGTTGTAAACTCAGATGTGCCAGTT
+TTAATTGACTTTTGGGCAGAATGGTGCATGCCCTGCAGGTTGGTTGCTCCTATTATTGAGGAACTAGCAA
+AGGAGTATGAAGGTAAAATCAAAGTAGGCAAAGTCAATGTAGACGAAGAAGATGAACTTGCAATGAAGTT
+CAGAATAATGAGCATACCTACAATTGGGCTTTTCAAAAACGGTAAAATGGTAGGAAAGCTAATAGGTGCA
+AGGCCAAAAGCTGACTTTGTGAAATTTATAGAAAAGTATTTGAATGAGGATACATTCCAGAAAGAAGAAT
+CACTAGAAGTAGAAATTACATACGACAACTGGGAAGAAGAAGTTGTGAATTCAGACGTACCAGTTTTGAT
+AGATTTCTGGGCAGAATGGTGTGCGCCCTGTAGGTTAGTCGCTCCTATTGTAGAAGAGCTGGCTCATGAA
+TACAAGGGCAGATTGAAAGTAGGAAAAGTTAATGTGGATGAAGAACAGGAATTAGCGATGAAATTCAGGA
+TAATGAGCATTCCTACTATCGGACTATTTAAGAAAGGCAAGATGGTTGATAAGATAATAGGAGCAAGGCC
+AAAAGCTGATTTTGTAAGGTTTATAGAAAAACACCTAAACAATTAAAAATCCTGCCTCGGGCAGGATTTT
+TAATTTTGCTGTGTGAATAAATATGAAAGGAATTGCTTAATTTTCCAAAAAATTTAGAAAATCGAAACAT
+AATAAGGCATACTCTAGTAAAACGGAGAAAAACCGAAATTTTTTTTGGTTTTCTCCGTTTTTTGATTGTT
+AGAAAGGCTTTTATTTAGGCAAAGTAAATGTATACAATAAGATTAGAAGAAAAATTTTTATTGAGGTGAT
+AAAATGGAAAACATAAAAGTAGTCGTGTGGGGTCTTGGGGCAATGGGAAGCGGCATTGCAAAGATGATTC
+TTTCCAAAAAAGGAATGGAAATTGTAGGTGCTATTGACACTGACCCTAATAAAATCGGGAAAGATTTAAA
+TGAGCTTTTAGGCACGAATTCTAAACCGGTATATGTCACTTCAAATCCCGATGAAGTTATAAGAAAAGGA
+AGTGCTGATATAGCCGTAATTGCAACTTCTTCATATGTAGAAAAGGTTTTCCCCCTCATAAAAAAAGCGG
+TGGAAAACGGGATGAATGTCATAACTACTGCTGAAGAGATGGCATACCCTTGGGCTCAGCATCCTGACCT
+GGCAGATGAAATTGACAGGCTTGCAAAAGAAAACGGTGTGACAGTGCTCGGCACTGGTATAAACCCGGGG
+TTTGTGCTGGATTATCTCATTACAGCTTTAACAGGAGTTTGTATGGAAGTTGAGTCAATTAAGGCCTCCA
+GAATAAACGATTTATCACCTTTTGGAAAGGCTGTGATGGAAGAACAAGGTGTTGGCCTTACGCCAGAGGA
+GTTTGAGGAGGGCGTAAAAAAGGGCACGGTTGCGGGGCACATAGGTTTCCCTGAATCGATTACAATGATT
+AGCAAAGCCATAGGATGGAAATTATCAGGAATTGAGCAAGTAAGAGAGCCAATAATTTCTAAAACTCACA
+GGGAAACTCCTTATGCAAAAGTAGAACCTGGATACGTTGCCGGGTGTCGCCAGATAGGTTACGGCAAAGT
+GGGTGGTGAGGTAAAAATAATTTTGGAGCACCCTCAGCAGATACAGCCTGAAAAGGAAGGGGTAGACACA
+GGAGATTACATTGAGATCAAAGGCACGCCGAATATAAAGCTATCTATAAAGCCTGAGATCCCTGGCGGGA
+TTGGAACCATAGCTATTTGCGTCAACATGATACCCCATGTGATAAATGCAGAACCAGGGCTTGTTACTAT
+GCTTGATTTGCCTGTGCCCAGAGCTATTATGGGGGATGCAAGGGATATGATAAGGAGGAAGTGATATGGC
+CAAAAAGGGAGACTGGGTCAAAATCAAACAGATTGTCCTTGAACCTCACGAGAGGGCTGAAAATATCCCG
+GAAGATACTAAAAAGACGCCTCTTACCATGTGGGTGAAGGGCATACTTATGGAAGATGCTGAAATTGGCC
+AAAAAGCGAAGATCAAAACATTTACAGGAAGAATAGTAGAGGGAATTTTGGTAGAAGAAAATCCCCGGCA
+CATCCACGACTTTGGGAGTCCAGTTCCGGAGCTTATAAAGGCTGGCATGAAGGCAAGAGAAATATTGTAC
+GGCGGTGAAGGCAATGAGCAGGTATAAGGAGATAATGGCGCGAAAAAATGAGATTATGAAAAAATCTCTA
+GGAATAGACTATGAAAGATTTGAATCAGGCAGTATTGCTTTTGACTATGAGAGAATGATGAGAGAGACAG
+GTTACAGCTTAGAAGAGATAATTAAGATACAAAGAGAAGCCAATGTGGGCAATACTCCTTTAATAGAATT
+GAAAAATTTAACGGAGCTTGCAAGAAAAGTGTCTCCAACCGGCAAAGCCGCCAGAATATTTATTAAAGAT
+GAAGCCTGCAATCCTTCAGGAAGCTTTAAAGAAAGAAGAGCTAGCGTTTCTGTGTATCATGCGAAAAAGC
+ACGGTTACAAAGGAGTCATAGCAGCTACAAGCGGAAATTACGGTGCGGCAGTTGCCTCTCAAGCGGCAAT
+GAAAGGGCTAAAGTGCATTGTGGTACAAGAGGCATATGACAGCAGAGGTATAGGTCAGCCGGAAATCCTA
+GAAAAAGGGAGAAAATGCGAGACCTTTGGTGCAGAGGTTGTACAGCTAACTGTTGGACCAGAATTATTTT
+ATGTAAACTTGATGCTTTTAGAGGAGACGGGATACTTTAATGCTTCTCTTTACACGCCTTTTGGGATTGC
+GGGTATTGAAACATTAGGGTATGAGATAGCAAATCAGGTAAAAGAGAGGACGGGCAAATTCCCTGATGTA
+GTGGTTGTGACTCACGCAGGGGGAGGGAATTTGACAGGTACTGCAAGAGGCCTTATAAAGGCAGGGGCTT
+TAGATACGAAGGTGTACGGAGTGAGCGTTGATTTGACAGGGCTACACATGGCTTCAGACACTGATTTTAA
+CAGAAAATCCTTTACAACAGGCCATACCGGTTTTGGCATACCTTTTGCGACATGGCCGGATAGGGCGGAT
+GTGCCGAGAAATGCTGCAAGGCCTTTGAGATACATGGACGGGTATTACCTTGTAAAGCAGGGAGAAGTAT
+TTTACATGACAGAGCTTCTTGCTCAGTTAGAAGGATTAGAGAGGGGACCTGCTGGCAATACCTCGTTAGC
+TGCAGCTTTTAGCTTGGCACAGCAGATGGAAAATGACCAGATAATAGTTGTTCAGGAGACAGAATACACT
+GGGGCAGGTAAAAACCCAACTGCTCAGCTGACTTTTGCTAAGCAAAATGGAGTTCAGGTGCTTGTAGGAA
+ATCCTGATGAGGAAGTTCCGGGTAAAAACATAATTCTTCCTGAACATCCTTCAATGGTCAAAGCGAGAGA
+AGTGAAACTTGATAATTTGAAGAAATCTTACATTAGAAATTGCATCCAGCACTTTGGAATGCCAAATGAA
+GAAGACATAAAATTTTTGGCTGAGGATACCAAGTCCAGTGAAGATTTTGTGAGAAGGACAATTGAAGAAT
+TAAAGAATGGAGGGTTAGTATGAGAAGGGAAGACGATTTTGAAGTGAGAAGTAAGCACTTGCAACACATG
+ACAGATGAAGAATTAGATGCCTACTTTTGGGAGTTGGCGGAAAAAATTGTGGATCCTTTGATAGAGCTGG
+CTTATTATCACACTTCTCCTTCCATTGAAAGGTCTGTGCTTCTGAGAATGGGATTTTCCAGCATTGAAGC
+TAAGGAAATTGTCAATAGAATTGAGGAAAGAGGGCTTCTTTCAAAGGGAGCAGGGCATATAGTGCTCAAG
+GTGGCAGAAAGAGCAAAAACAGACTATCTCACAGCAGGAAGAGGCCTTGCAAATGGCCAGTATCTAGATG
+TGTTGGATGAGATTGCAAGGGAGGCGAGAGAGAATGAAGCTGGAGAAAGATAAAAAGATTGACATAGAAG
+AGATTTTAAAAGGCCTTGACAAATATGTTCCTAGAAGAAGAGGATGGCACTGGAGGGAAGGGGTAGGAAG
+GCGCAAAATTGGAGATTTTGAGTATTACCAGGTCTCTGAGCCATTGAAAAATAGCATTCCACTGCCTGCT
+GCAAAGTATTTTGGAAATATTGACCCGCAACCAGACTGCGTGATCACCACTGAAATTGCTTCAGGAAGAT
+TTGAAGACGACATAAGGCGAATGAGAATGGCGGCATGGCACGGTGCAGACCACATAATGGTGATAAGGAC
+TTTGGGGCAGAGCCATTTTGACGGATTGATAGAAGGAACTCCTGAGGGAGTGGGAGGAGTCCCAATCACC
+CGCAAACAAGTTAGAGCGACGAGAAAAGCTCTTGATTTGATTGAGGATGAAGTAGGAAGACCTATAAATT
+TTCATTCATATGTCAGTGGAATTGCAGGGCCTGAAATAGCTGTAATGTTTGCGGAAGAGGGAGTAAACGG
+CGCTCATCAGGACCCACAGTATAACGTTTTGTATAGAAATGTAAATATGGTTCGCTCTTTTGTGGATGCG
+GCAGTTGCCAAAAAGATTATGGCAGATGCTGACATGCTCCAAATTGACGGAGCTCACAACGCAAATGCGA
+CTGCAAAATATGGATGGAAAGTAATGCCAGAACTTTTGGTGCAGCACGCTATAAATACCATGTATTCTCT
+GAAAGTGGGAATGAAGCCTGAGAACATAGCTTTATCTACTGTGCCGCCAGATGCTCCGCCAGCACCCTGT
+ATAAGGCTTGACCTTCCTTACGCGGTAGCCTTGAGGCAGCTTTTCAAAAATTACAAGATAAGGGCGCAGA
+TGAATACCAAATACATTGAACACGATACAAGAGAGGCGACAGTTACACATGTTTTAAACCTTTTAATATC
+CCGCTTGACATCTGCTGACATCCAAAGTACAATTACTCCCGATGAGGGAAGAAACGTTCCGTGGCATTAC
+AACAATATAAACGCTATAAATACGGCCAAACAGGCATTGATTGGGATGGATGGCCTCAATGAAATGGTAA
+AACTCAATTTTGACGGAGAATTGGGGAAGAAAGTAAGAGAGCTCAAGATGAGGGCAATACTTTTCATGGA
+AGAAATACTAGAAGTTGGTGGATATTTTAAAGCAGTGGAAGCAGGATTTTTTGTAGATTCTGGCTATTAT
+CCTGAGAGAAACGGTGATGGCATTGTAAGGACTATAAACGGAGGAATTGGAGCTGGCACAGTGTATAAGA
+GAGATAAGGACTACATGGCCCCTGTATGCTCTCATTTTGGGTACAACAACCTGCCGGAAGGCCTTAACAA
+GCCCTGTGATTTAATAGATGGATGCACTTTGTGCAAGAGAGAGAAGATTCAGTATATAGACGAACTGGAC
+GAAACTGACAATGTGCACAATAGGTTAAAAGAGACGTTTGAATATAGAAAAGGAGACAAGATAAAACCTG
+AAGTTGAATGGGCTGGAGATGGCGTAATAAGCATGAACCTCTTTTTGCCTGTGGATGAGAGGACTGCAGA
+ATATGCTGCTATTAAGTACGCTGAAAAATTAGGGCTTACTGATATAGCAGTTTTAAGTAAGCTTCCAATG
+CACCCTGCAGAGGGAACATATGTGGAAATAAGGGGTCGTGTTCAGTTTGCCATTGATAAAAATGAGTTAG
+TAATTCCGCCTGAAGAGAAGATACTATCAGATGAGGAAATAGAAGAAGACATAAAGAGAAAGCCAATGAA
+GGTTGTAGCGGCAACCGTAGGAAATGACGAACACTCTGTCGGTTTAAGGGAAATCCTGGATATAAAGCAC
+GGGGGGATTGAGAAATACGGCATAAAAGTGGTATACCTGGGTACGTCAGTTCCTGTAGAAAAGCTTGTAG
+ATGCGGCAATAGAAGAAAACGCTGATGCCATTTTGGTGAGCACCATAATAACTCACGACGATGTGCACAT
+CAAAAACATGAAAAAAGTACACGACCTGTGTGTAGAAAAGGGCATAAGAGACAGAGTGATACTGGTAGGG
+GGAGGAACGCAGATTACAAACGATTTGGCTAAAAGCGTAGGATTTGATGCCGGATTTGGCAGGGGCACAA
+AAGGAAATCAGGTAGCAAGCTTTTTAGTTAAAAGGAGAAGGGAAATGGAAAATGAAAAGGACAGTTGATG
+TTCTGGTAGCTGAGATTGGAAGTACAACTACAACTGTAAATGCTTTTAACTTAGAGGGCACACCGATCTT
+TCTAGGGCAGGGCATGGCACCTACTACTGTGCTAGAAGGAGATGTAAATGTTGGGCTCAAGGCTGCCATT
+GAAGATTTGAAAGGTAAAATAGGGGATTTTGAGTACAAAGAAATGCTCGCCTGTAGTAGCGCTGCAGGCG
+GGCTTAAAATGACTGTCCACGGTCTTGTCTATGACATGACTGTAAGAGCAGCAAAAGAAGCGGCTTTGGG
+GGCAGGTGCCAATATAAAGCTTATCACTGCAGGAAAATTGAGAAGAACCGATTTGGAAAAAATAAAAGAG
+ATAAAACCTAATATAATACTTTTGGCAGGTGGAGTGGATTACGGAGACAGAGAGACAGCCCTTTATAATG
+GCGAAAAGTTAGCAGAACTGAAACTGAACGTGCCTGTGATATACGCTGGAAACATAGAGAACAGGGAAGA
+AATAGCCTATATATTCAAGGAAGCAGGTCAAGAAGTGTACATTGTAGACAATGTATATCCTTCTATTGAT
+AAACTGAATGTTGAACCCACGAGAAAAATGATTCAACAGGTGTTTGAAAAGCACATCATCACGGCTCCGG
+GGATGAGCAGGGTAAAAGAATTGGTCACAGGTAATATCATTCCGACTCCTGGAGCAGTGATGGAAGCCTG
+CATACTGCTTTACAATGAAATAGGAGATCTTATGGCATTAGACATAGGAGGAGCCACTACAGATGTCCAC
+TCTGTTACAGAAGGAAGTGAAGAGATACAAAAGATGACAGTAAATCCGGAGCCATTGGCCAAAAGGACTG
+TAGAAGGGGATTTAGGGGTATTTGTAAATTCCAGAAATCTTTTTGAACTCTGGGGAGAGGAAGTTTATAA
+AAAATTTGCCAATGCTGAAGAACTTATAAAAAACATAAAGCCAGTTCCAACAACAGATGAAGAGAGGGAA
+TTTGTTCTCTTTCTTGCAGCTAAAGCTGTAGAAATAGCAGTAAAGCGCCATGCTGGCAAAATGGTCAGCT
+ATTTTGGACCCACTGGAAAGAGCTTTTACGTTGAGGGAAGAGATTTGACAGCAGTAAAGTGGATTATAGG
+AACTGGAGGAGTCTTTACAAGACTTGAGGGTTCAGAGGAATTGCTCAAAAACATAAATGACAAAGCTCCT
+GGGAAGGAGCTCTATCCTCCTTCTTCAGCAAAAGTTTTAATTGACAGAGATTATATCATGGCGGCTTGCG
+GAGTTTTATCTAAAAAATACCCTGAAGAGGCTTTGAGACTGCTGAAAAATAGCCTTGGAATTTAAAAGTG
+AGGGAAGATAGATGTATCCTTTATTGAGAATAAATTTAGAAAAGCTTCGCCACAACGCCCATATTATTGT
+TGAACTGTGTAGAAAAAGAAATATAAAAGTAGTGGGGGTCACAAAAGTTTTTTGTGCTATTCCCAAAGTA
+GCTGAGGAACTTGTGAAAGCCGGAGTAGACATGTTAGGAGATTCCAGGATAAAGAATTTAAAAAAATTGC
+AGCACATACCTGTGCCTAAAATGCTTCTTCGGATTCCAATGGAAAGCGAAGTAGAAGAGGTTGTAAATAC
+GCTGATATAAGTTTAAATTCAGAGATAAGCACAATTAAGAATTTATCAGAAGAGGCTATAAGGCAAGGCA
+AGGTTCACGATATAATACTCATGATAGATTTAGGGGATTTAAGAGAGGGAGTGTTAAAAGAAGATGCCCT
+TTTAGTTGCTGAAGAGATACTAAAACTCAAAGGAGTGAGGTTAAGAGGTGTTGGAACTAATTTGACCTGC
+TACGGTTCTGTTATTCCTACCCCGGATATACTGGAAGAACTTATCGAAGTAAAGGAGGCCATTGAGAAAA
+AATTCGGTCAAAAATTAGACATAGTTTCGGGGGGTAATTCGAGTAGCTTGTATCTTGTTCAGAACGGACT
+TATTCCTCGTGGCATTAATCAGCTGAGAATAGGAGAGGCAATCGTTTTAGGTAGGGAAACCGCTTTTGGA
+GATAGGATTCCCCACACTTATGATGATGTGTTCACATTGGAGGCTCAGATAGTAGAGCTTAAAGAAAAAC
+CCTCTTATCCAAGGGGAATTTTAGGCATGGATGCCTTTGGTGAAAAACAGGTTTACGTAGACAGGGGAAT
+AATGAAAAGGGCTATACTTGCAATTGGAAGGCAGGATGTGAATATTGGCGATTTGATTCCTATGGATAGT
+TGTGTAGAACTGATTGGATCAAGCAGTGACCATCTGATTGTGAATGTGACCAATTGCGATTATCCTTATA
+AAGTTGGAGATGTAGTGAAGTTTAAGCTAAGATATGGAGGAATTCTTTCTTGCTCTACTTCAGAATATGT
+AGAAAAAGTTATTGAAGAGGCGTAAGCCTCTTTTTATGTTGACAATAACTTTGTTACATGGTATGCTTTT
+TATTGAAATCCGGGTGATATAGTAGGAATTCAGGGGTGAGGAACTATGAAGCTTTCTACAAAGGGAAGAT
+ACGGGATTCAAGCTATGTTTGAATTGGCCCTATATTACGGGGAAGGACCTATCTCTTTAAAGACTATCGC
+AGAAAATGAAGGGCTTTCTGAACATTATCTGGAACAGCTTATGGCAATTTTGAGAAAAGCAGACCTTGTA
+AAAAGCGTAAGAGGTGCTCAAGGAGGGTATATGCTGGCAGCTCCGCCGGATAAAATAACTGTAGGCGATG
+TGATAAGGACTCTAGAAGGTTCTCTTGCCCCTGCAGATTGTGTAGTGGAAGACACTCCTTTTGAATGCAG
+CAGAGCAGGAGGCTGTCCTACAAAGCTGGTTATGGAGAGAATAAGAGACAGCATAAATAAAGTTATAGAT
+TCTATCACTTTGCAAGACATGGTGGAAGACTACAGAAGGCTTAATCAAAAAAGCGCTTTTATGTACTACA
+TTTAAAGCTTTGAAAAGGAGGAATTTTTACTTTTCATGGAGGTTAACAACAGAGTTGTAGTTGGAATGAG
+CGGAGGAGTAGATAGTTCAGTCACTGCATACCTTTTAAAAGAGCAGGGATTTGAAGTTATAGGAGTGACA
+ATGAGAGTTTGGGTAGACCCTTACGGAAAAGCCCGCGATGATGACAAAAGCTGTTGCTCTTTAAAAGCAA
+TACATGATGCAAAAAAAGTTGCTGAGATTTTAGGAATCCCCCATTATACTGTCAATTTGAGTGAAGTTTT
+TTATGATAAAATTGTCAAATATTTTATTGACGAATATCTAAAAGGTCGAACTCCAAATCCTTGTGTTTTC
+TGCAATAGATTTATAAAATTTGGAGACCTTTTAGAAAAAGCCCATGAATTGGGAGCTTATTATATAGCGA
+CAGGACATTATGTGAGGAAAGAATACGATGAGGACAGAAAAAGGTATTTATTAAAAAAAGGCTTAGACTT
+TAAAAAAGACCAGAGCTACATGCTCTATCGCTTGACTCAAGAACAGTTAAAACACGCACTTTTTCCCCTA
+GGTAACTATACTAAAGAAGAAGTGAGGGCTTTAGCTGAAAAAATAGGACTTCCTGTTGCTGACAAAAGAG
+AGAGCCAGGAAATCTGTTTTATTCCAGACAATGATTATAAGGCTTTTATAAAAAGACAGATTAAAAAAGA
+TGTAAAGCCAGGAGAATTTAGAGACATCCACGGCAATTTCTTAGGGTATCACAAAGGAATAATAAACTAT
+ACAATTGGGCAGAGAAAGGGCTTAGGTTTATCTTCCGACAGGCCTTTGTATGTTGTGGACATAGATCCAG
+AAAACAATGTAGTCATCGTCGGACATCAGGAAGATGTCTGGGGTGAAGAGCTGATATCTTCAAACAATAA
+TTTCATTTCAATAGAAAAACTGGAAGAAGAGATAAAGGTTACCGCTAAAATACGGTATACTGCCAAAGAA
+GATGAGGCGATAATAAAGCCGTATGGCGATGATAAAGTATTAGTAAGATTTCTAAGACCACAAAGAGCGA
+TAACTCCTGGACAATCTGTGGTATTTTATGATGGCGATGTAGTAGTAGGAGGAGGAATAATTGAGAAAAA
+AGTAAGATGAGCACCCTTGGGGTGCATTTTTTTATTTATAGAGAGGAACACTATAATAAGCAAAAGTCTT
+TGAAAGGTAGAAGGAGGGATTGGATGAGCAACAGAGATAAGTATTTAAAAGGATTTTTGGCAGGAGTTAT
+AGCTGCAGCTTATGTAATTCCAAAGATGGACCTTAAAAAGTACAGGCGTTACAAGGACATGTTTGAGAAA
+AATTTTTCAAAAGTGTGGAGGGTAGTTAAACAGATAAAATTGAGATGAAAAACAAGGTTTACATTATATG
+GTTTTTGATTGTATTAGGGATTTTTTATATTTTCATAAAAAACTGGGTGAGTATCAAAAGCATACTTTCC
+CCTTTTTTTGTTTCTATACTTATGGCGTATCTTTTGAATCCATTTGTAAGATACTTTACTTCAAAAGGTT
+TTACACTAACTTTTTCTATACTGACAGTGTTTTTCATAGTGGCAGCAGCAATTTTGATTTTTTCTTACTA
+CGTTTTTCCTATTTTAATAGGAGAACTAGCTTCTTTTGTGAAAGTGGCTCCAAAATATTTGCGAGAATTA
+AATTCGGTTTTAAATCATTTTAAATTTAATTACCTTTCTAATCTTCCACCTAATATTGAAAGTGCTGTAG
+AAAAAAATTTAAATGTGCTAACTGCAGGAGTTGCTTCCTCTATTGATACATTTTTTAAATCTGCAGTTGG
+AATGCTGAAAGGATTTGTAGACATTGTAATTATTCCAATTCTTACCTTCTATTTTTTGAAAGATAAAGAC
+ATTTTTTTGACGCAGGTTGAGTGTTTGATTCCATTAAAATACCGAGAAAAAATTTTTTCACTGCTTTTTA
+AAGTGGACAGGATATTGAGCAAATACTTGAGAGCGCAAGCTTATTTGTCTATTTTTGTAGGAGCGTTTAC
+AGGTTTAGGATTGGCTCTCGTAAAAGTAAGATATGCTTTTTTGTTGGGAGTGATAGCAGGTATTTTAAAT
+ATAATTCCGTATATTGGGCCAATTCTTTCTATCCTTCCAGCGGTTGCGATTGGGCTTATGGATTCAATTT
+TTAAAGGCTTGTGGGCTTTTGCCATCTGCCTTCTAATACAGCAGGTTGAAAATGTGTTTGTGACTCCTAA
+AGTGATGGGAGATAGTGTTGGACTACACCCTGTTACAGTAATTTTTGTGCTTATTTTAGGAGAAGAACTT
+TTTGGAGTATGGGGGCTTTTATTCTCTGTGCCTGTTGCGGCAATTTTAAAGGAGGTTTTTACAGAAATTT
+TTTTAGACAAATAAACATAGTGTAAAATTATCGTAGGATTTTTAAAGTGAAAAAACAAGAGACAACCCCT
+GTGATAAAATAGATTGTGGAAAACAAAAAACACGAAAGGGGTGTCTCTTGTGAAAAAACATATTTTTGAG
+GATATTATACTACAAAATGCTCTAAATTTCACTAGGGAAATGATGAATGTTTTTGAGGATTTATTAAAGA
+ATGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAAGAACTTACGGACAAACTAGGTAGAGAGGCAAT
+AGAAGCAATTATTGAGGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTA
+GAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATGAGAGGACATATTACAAAT
+CAAGGGAGGATGGTAGATATACATATTTAGTGGATGATGCATTAGAGATAGGACGGCACGAGAGGATAGA
+AAAGGGAGTAAAAATAAAGTTAGTAGAAAATGCGATAGAAGAATCATACGAGAAAAGTAGCGAGAAAGCA
+TGTCCAGAGAAAATAAGTAAACAGACGGTATTAAACGCAATAAGGGAAATAGGAGAAGTAGAGGTGAAGA
+GAGAAATAAAAGAGAAGAAGGAAGTAAGGGTTTTATACATAGAAGCAGATGAAGACCATGTACCTTTACA
+AGATGGCAGCAGTGAAACACCGCGATTGATATACATACATGAAGGTAGGGAAGAGAAAAACGGAAGGAAC
+GTACTGAAGAATGTGTATTACAAGGCATACGTAGGAGAGAAAGCAGAAGACATATGGATAGATGTAGCGA
+ATTACATAGAAGAAAATTACAAGGAAGAGAAGATAGAGAAGATATACATAGCAGGAGATGGAGCACCATG
+GATAAAAGAGGGATTAGAATGGATAGTAAAATCAAGGTTTGTGTTAGACAGATATCATTTAAACAAATAC
+GTATTAAAAGCAACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATA
+AAGAAGGAGTGAAGAAAATATTTGGTGAGTTAATAAAGATAGCAAAAGAAGAGAAAGAAAAAGAAAAGAT
+AAAGGAAGCGAAGAGATACATACTAAACAATTGGGAAGGGATAAAGATATACAGTGAAGACGAAGATGTA
+ATAGGGTGCAGTGCAGAAGGGCATATAAGCCATGTATTTTCTGCAAGACTTAGCAGGAATCCATTAGGGT
+GGAGCAGAGAAGGATTAAAGTTAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGA
+AGTAGAGTGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACAGAGAAGCAAATAAAAGAG
+GCAGTAAGGAGAGTTAAAACGTCTACAAATGAAAAAATAAACAATATTACGGTTTTGAATATAGGGAAAG
+TAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAAAGAACATGATAAAACGA
+AGCCCTGAATTAATTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGACACTATCCAAATA
+AATGCCATTATTGACTTGTTTTTTTCAATCTTGTATAATATACTCAAAAACAACGGGGTACAGCCCGTCC
+CCCTGCCTGTTCGGGACGGTTTTATTGTATAAAAGGGGAGGATTTTTATGGAAAAGCTCGGGATGAATGA
+AATCAGGGAAAAATTTTTGAGTTTTTTTGAGAGCAAAGGGCATTTAAGACTTCCAAGTTTTTCTTTAGTT
+CCCAAAAATGATAAAAGTTTGCTCTTAATAAACTCTGGTATGGCGCCTTTAAAACCCTATTTTACAGGCA
+AGGAAACGCCACCAAGCAGAAGAGTTACTACCTGTCAGAGGTGCATAAGGACGCCTGACATTGAAAGAGT
+AGGGAAAACTGCAAGGCATGCCACTTTCTTTGAGATGCTCGGAAATTTCTCTTTTGGAGATTATTTTAAA
+AAAGAGGCTATTCCTTGGGCTTGGGAGTTTGTCGCTGAAGTTTTAAAGCTTCCTGTTGACAGGCTGTGGG
+TAACCATTTATGAAGAGGACGATGAAGCTTTTGAAATATGGAATAAGATAGTAGGGCTTCCGCCAGAGAG
+AATAGTGAGAATGGGCAAAGAAGATAATTTCTGGGAGATAGGTACAGGTCCCTGCGGACCCTGTTCAGAG
+ATTTACTTTGACAGGGGAGAAGAAAAAGGATGTGGCAAACCCGATTGCGGAATTGGGTGTGACGATTGTG
+ACAGGTATGTGGAATTCTGGAACTTAGTTTTCACTCAGTTTAATAAAGATGAGCAGGGCAATTATCACAG
+ACTTCCCAATCCCAATATAGATACAGGAATGGGGCTTGAGAGAATAGCGGCAATAATGCAGGGAGTAGAT
+ACAATTTTTGATGTGGACGTGATAAGAGGCATTCGCGACTTTATATCAGACCTTGCAGAGGTAGAGTATG
+GCAAAGATGCTGATAAGGATGTATCTATAAGGGTTATCACGGACCACATAAGAGGCATCACCTTTATGAT
+TTCCGATGGAATCCTCCCCTCCAACGAGGGAAGGGGTTATGTGTTAAGAAGACTTCTTAGAAGAGCTGCA
+AGGCATGGCAAGCTTTTGGGATTAAATGATGCTTTCCTGTACAAAGTAGTAGATTCTGTTGTGGAAAATT
+ACGGAGGAGCTTACCCAGAAATAATTGAGAGAAAAGATTATATAAAGAAGATTATAAAGCTGGAAGAAGA
+GAGGTTTAAGGAGACGGTAGACCAAGGGCTTGCCATCTTACAGGATTATATAAATGAACTCAAAGCTCAA
+GGTAAGACTGTGTTAGAAGGTGCAAAAGCCTTCAAACTTTACGATACTTATGGATTCCCCTTGGATTTGA
+CAAAAGAGATACTGCAAGAATCAGGCATTACAATTGATGAGGAAGGATATAAAGAAGAGCTTGAAAAGCA
+GAGGGTAAGAGCTAGAAGCAGCAGAAAAGAAGACAATAGCCTGTGGGAGCAGGACATATATTCCACTTTG
+GGAGATATTTCTACGAAGTTTGTGGGATATGAGGTTTATGAAAGTGAGGCTAAAGTGTTAGCTATCGTGA
+AGGACAATGAAGTGGTAGAGCAGGCGGAAGCAGGGGACGATGTAAGTATAATTTTAGATGTGACGCCTTT
+TTATGCTGAAAGTGGCGGACAGGTAGGAGATAGCGGGGTCATTGAAGAAGAAGACACATTAATAAAAGTG
+AACGACTGCAAAAAGGTAGGGAACAAGTTCATACACATTGGCACTGTGGAGAGAGGATTAATTTCGGTTG
+GAGATAAAGTAGTAGCTAAGATTGATGTCTCAAAGAGAAAAGGTGCTGCGAGAAACCACACTGCTACACA
+CCTTCTCCACAAAGCTTTGAAAGAAGTTTTAGGTGACCATGTCAATCAGTCGGGTTCGCTTGTCGCATAC
+GATAGATTGAGATTTGATTTTTCGCACTATCAGGCAGTCTCAAAAGAGGAGCTTAAAAAGATAGAAGAAA
+GGGTTAATGAAAAGATATACGAGCAGCTTCCTGTAGTAGTTGAAGAGAAAAATTACGAAGATGCCTTGAA
+AGAAGGAGCTGTAGCTCTCTTTACAGAAAAGTACGGGGACAAAGTAAGAGTTGTGAAAATTGATGACTAC
+AGCATGGAACTTTGCGGGGGTACACATGTAAAGAATACCAGCGAAATAGGAATTTTTAAAATTGTATCAG
+AAAGCGCAGTAGGAGCTGGATTAAGGCGAATAGAGGCTTTAACAGGTATAGAGGCCATCAAATATTTAAA
+TGAGCAGAAAGAAATATTAGATAGAGTTTCTGAAACTTTAAAGGCGCAGGAAAAAGAAGTAGTTTCAAAG
+ATAGAGAACTTGCAGCAGTCATTAAAGGACAAAGAAAGAGAAATAGAGGGTTTAAAGACAAAGATTGCAA
+GCATTTTAGCAGAAACCCTGATAGATTCGGCTATTTCTGTAGATGGCGTCAAAGTCATAGCTTCCAGAGT
+GGAAGATTACGATATGGAGGCTTTAAAGACTTTAGGAGATATTCTTAAAGATAGGTTGAAGAGCGCAGCT
+GTGATTTTAGCTTCTTCCTCTAAAGATAAAGCCTTGTTTGTAGGAATGGCCACAAAAGATGCTGTAGAAA
+AAGGCGTAAACATGGGAGCAGTTATTAAAGAGACATGCAGCATAGCCGAGGGGAATGGCGGCGGAAGAGC
+AGAAATGGCCCAGGGAACAGGCAAAAATATTTCAAAGGTGAAAGAGGCTCTGGAAAAAGCTATTGAAATT
+GTAAAAGGACAGTTAAAGGCTTGACTGTGGCCTTCTTGATGGGGTATGATAGAGTCAGAGGTGATTGCAT
+TGGTTGAAAAAAATGAGCAGACCATAAAGTACACTGTGTCTAAGGACAAAAAATCTGTGAAAGAGATTTT
+AGAAGCAGTTTACGAGGCGCTTTCAGAAAAAGGGTACGACCCTGTCAACCAAATAGTTGGGTACATTCTC
+TCTGGAGACCCTACTTACATCACTAGCCACAAAAATGCTAGAAACCTCATAAGAAAAATAGAAAGAGATG
+AGCTGGTGGAAGAACTTCTAAAAAGTTACTTGAGCAAAGAATAAATGCCTCACCTCGCGTGAGGCATTTT
+TTTAAGGACGGGGTGTAACTTGAGAGTATTGGGATTGGACGTAGGAGACAAGACCATTGGAGTGGCAATA
+AGCGATGTTTCTTCAACAATTGCCCAGGGGATTACAACTATAAGAAGAAAAAGTTTTGTAGAAGATGTGA
+AAGCAATAGAGGAAATTGTGAAAAAATATAGCGTAGAAAAAGTTGTGGTGGGTCTTCCAAAAAACATGAA
+CGGTTCAATAGGACCTCAGGGGGAAAAAGTCATTAAGTTTGGAGAAAAATTAAGAGAGGTGTTAAGAATT
+CCTGTTGTATTTTGGGATGAAAGGCTTACTACCCTTCAGGCGGAAAGGTTTTTGATAGAAGGAGTGGACA
+TGTCAAGGGGAAAGCGGAAAAAGGTGATTGACAAACTTGCTGCTACTATAATACTCCAGAGCTATCTTGA
+CTCTCAAAAAAATTCCTAAAAAGCCTTGACAGCTGGCTGGAGATGTTATACAATTACATTATCTTGGTAG
+AATTGAGGTGAAAGTTTATGGAACCAGAAATTATTCAGTTGATTGACGAACATGGCCATCCGGTAGATTT
+TGAGCTCGTAGCCGCCTTTGATGTGGATGACAACAGATATGCAGTTGTGGTGCCTGTGGATGGAGATGGA
+GAAGAAGCCTATATCCTGAGGGTAGAGCAGGACGAAGATGGCAATGACATTTTCGTAGCGATTGAGGATG
+AAGATGAGTTCAATGATGCTGTCGAGGCGTACAATGAGCTGATGGAAGAGTATGAAGATTATTATGATGA
+AGAAGATTTTGATGATGATGATGAGTGATTAAATTTTGATGAATAAAGGGATTGGGAATTAAGGTATACC
+CTTTTTGGGTATATCTTAATTTTATTTTGTCTGTTTTCAATTGAAATTAAAGACGGCGAATAATAGTTGA
+TATTTTTTGAGAAAAACTTGTTGACAATTGAAAATGAATATCATAAACTATTTGTAGTTGAAATAATTTG
+GTGGTGAAAAAAGTGAATGAATTTGATAAACTTAAGGAAAAATTGAAAGAGAAGGGTTTTAAGTTGACTA
+CGCAGCGGCGGGTAATTCTGGACGTGATAATGGAAAATAAAAATAAACATCTGTCTTCAGAAGAGATATA
+CGACCTTGTTAAGCGGAAGTATCCTGAGATAGGCTTGGCTACAGTTTACAGGACTCTACAGCTTTTTGAG
+GAACTGGGACTTGTATATAAATTGAATTTTGATGAGGGACGGAACAGGTATGAGCTTTACCAGGAAGATG
+CTCATCAGCACCATCACCTGATATGTTTAAAGTGCGGAAATGTCATAGAAATGGAAGGAGATTTGCTGGA
+AGACTTGGAGAAGCTGATTGAGAAGACGAAGAATTTTGAAATTGTTGACCACAACGTGAAATTCTACGGT
+TATTGCAGTAATTGTAGAAATAAAGTATAATTTATATTAACTGGTGTAAGGTACGGGTCTATTTTTATTT
+AAAGGGGAGAGGGGTAAAAAAATATCTAACGAAAGGAGAAAGGTATTTGGCGCACAAGGCAAAACTGAAG
+ATAATTCCTTTGGGCGGATTAAATGAAATTGGCAAAAACATGACTGTATTCGAGTATGGAAATGATATCA
+TAGTTGTAGACTGTGGCCTCGCTTTCCCTGATGATGAGATGTTAGGAATTGACCTTGTCATTCCCGATAT
+TACTTATTTATTGAAAAACAGGGAAAAAGTTAAAGCAATTGTGCTCACCCATGGCCACGAGGACCACATA
+GGGGCTCTGCCCTACGTGTTGAAGCAGCTCAATGTTCCAATTTATGGTACCAGACTTACAATTGGGTTGG
+TTGAGTACAAATTAAAAGAGCACGGACTTTTGAGAGACAGTAAGCTAATCACTGTAAAACCCAGAGAGAC
+AGTTGAGATCGGCCAGTTTAAAGTAGAGTTTATAAGGACTTCCCACAGCATTGCAGATTCAGCAGCTTTG
+GCTATTCACACGCCTGTAGGTACGGTTTTTCACTCAGGGGATTTCAAGATCGATTTTACGCCTATAGACG
+GGGAAGTGCCGGATTTGCACCGGTTTGCACAATTGGGAGAAAAGGGCGTACTGGTGATGCTGTGTGACAG
+CACGAACATTGAAAGGCCGGGCTATACGATGTCTGAAAGAACAGTAGGGGAGACTTTTGATAATCTTTTC
+AGAAAGGCTGAGCAGAGGATAATTGTAGCCACTTTTGCTTCAAATATTCACAGGGTTCAGCAGATAATAA
+ATTCCGCACAGAAGTACGGAAGGAAAGTGGCCATATCAGGAAGAAGCATGGTAAATGTTGTGAATGTAGC
+CATGGAGCTTGGATATCTGACAGTGCCAGAAGGGCTTTTGATAGATTTGGATGAGGCGAATAAACTTCCC
+CACAACAAAGTAGTGATAATCACCACAGGAAGTCAAGGTGAACCGATGTCGGCACTTACCAGAATGGCCT
+CTTCTGAACACAAAAAAGTGGAGATTGTCCCTGGAGACACTGTCATAATCTCGGCTTCTCCAATTCCGGG
+AAATGAAAGATTGATCTCAAGAGTTATAAATCAGCTTTTCAAAAAGGGTGCCAATGTGATATATGAAGCT
+TTAGCAGATATACACGTTTCTGGACATGCATGCCAGGAAGAGATCAAACTTTTGCACACCCTTATAAAGC
+CGAAATTTTTCATACCTGTTCACGGCGAGTACAGGCACCTGGTGCAGCACGCAAAACTTGCTGAAAGCCT
+TGGAATGCCGCCGGAGAACATCTTTGTAGTGGACAACGGTACAGTGCTGGAATTTACGAAAGATTCAGGT
+AGAATTGCAGGTACAGTCACAGCCGGTAAGGTATTGGTGGACGGATTGGGAGTTGGAGATGTGGGCAATA
+TAGTCCTGCGGGACAGAAAGCACCTTGCCCAGGATGGCCTGTTAGTTGTGGTTGTCACGATTTCCAAAGA
+GACTGGAGCGGTGATAGCAGGGCCAGATATTATTTCACGCGGATTTGTGTATGTGAGAGAGTCTGAAGAT
+TTGATGGAGGAGTCCAAGAACATCGTACGAGAAGTCCTTGCAAAATGTGAAAAAGAAGAAATCAACGAGT
+GGGCTACTATAAAATCCATGATAAAGGATAATTTAAGCAATTTCCTCTATGAGAAAACTAAAAGGAATCC
+AATGATACTGCCTATTATAATGGAAATTTAACACAAAGAATGGAGAGAGGAAAAATGGGTAAAATTGATG
+TAAAATACATTGCGAAAGCGGGAGTTATTGCAGCAATTTATTTTGCAGTGACTTTTTTGCTCGGCAGTGT
+CTCCTATGGCCCTATTCAGTTTAGGCTTTCAGAGGCTTTGGTGGTTCTGCCGATGATAGAGCCGGCGGCT
+ATCTGGGGTGTTTTCATTGGATGTCTTTTAGCAAATATAGGGAGTCCCTTTGGCATTATAGATATTTTAG
+GAGGGAGTTTTGTAACCCTTATAGCTGCGTACCTTACATCAAAGGCAAAAAAGTTTTATCAGGCTATTTT
+GCCTCCCATTATTTTGAACGCTTTGTTTGTTTCAATATGGGTGAGCTATTTCCTAAAAATGCCTTATTAC
+ATTGTGGCAATTGACATTGCATTGAGTGAGGCAATTGTGACAGGTGTATTTGGGTATGCTGTTTTAATTG
+CCTATAAAAGGATTAAAGACAGATACTCACTGTGACAAGTAAGCTTTTAGGCTTACTTGTTTTTATTTTC
+AATTAATTGTATAATTTATGTATACCCCTCTAAGGAGAGAAATAAGATGAATAAAGTCGAAACAAAAGGT
+AAAAGCAAATTTTTTATACTTGTGATAGTTTTAATTTTTCTTTTTGTTTCTGCTTCTTTTTATTATCAAA
+GCCTTTTTAAGCCTGTGTCTACAAGGGCATCAGAGGAAGTGGTTGTGAATATACCCAGTGGCTATTCTAC
+TCACCAGATAGCAAAGCTTTTGAAAGAAAAAAATTTGATTAAAAATGAGTGGTTTTTTGTATGGCGGGCA
+AAAATATTAAAAGCAGATGGTAAGCTGAAGGCTGGAAAATATTTATTAAGTCAGAATATGACAGTTGACC
+AGATTATTGAAAAAATAGCAGCAGGAAAATCTGAAATGGATGTTTTTAAAGTCACAATTCCCGAAGGGTA
+TACTGTTAAAGATATAGCGAAAAAATTGGCTCAAATAGGGCTTGTCGATGAGAAAAAATTTTTAGAAGTA
+GCGCAGAATGGCGATTTTGAATATAGTTTCTTAAAAAACATACCGAGAGATAGGCCCAATAGATTAGAAG
+GTTACCTTTTCCCCGATACCTATTTTATTCCTGTAAATGCTGACGAAAAAGAGATAATAAACATGATGTT
+AAAAAGGTTTGAAGAAGTGTACAACACTGTAATCAAAGACAACGCTCAAAGAATGGGGATGACTCCCGAT
+GAGATTGTGATTGTTGCATCAATTGTAGAAAAAGAAGCTGTGTTGGACAGGGAAAGGTCTATTATCGCAG
+GAGTTATTTACAACAGGCTGAAGAAAAAGATGAAGCTGGAGCTTTGTCCTACTGTTGAATACGCTTTAGG
+AACTCATAAGGAAGTGCTTTCATATCAGGACTTAAAAGTCGATTCTCCTTATAATACCTATGAACATTAC
+GGGCTTCCTATTGGACCTATTTGCAATCCCGGACTTAAATCCATTGAGGCTGCTTTAAATCCTTCTAAAC
+ATGACTATTATTATTTTGTGGCCAGAGGAGATGGAACACACATCTTTAGCAGAACTTATCAGGAGCATTT
+AAAAGCTCAAAGAGAAGTGGAAAGGGAGCAAAATAAAAAGTGAAGGGTTGAGGCGATGGAGATAACCTAT
+CGTGATATACAGTTTATAAGGTCTTTTCACGAGGAGTTGTATGAAGACTTAAAGCCATTGAGAAAATTTG
+CAGAAGAAAATTACATTCCTATAGCAAAACCTGAAGTAGCAGCTTTTTTGAGCTTTATGGTGAGGCTTAA
+AAAGCCTCTTAATATACTGGAGATAGGAACAGCCATAGGATATTCCACCATAATAATGGCAAGGGCCTAT
+CAAAACTCTAAAATTGTTACAATTGAAAGGGATATAAACCTTGCTGAGATTGCAAAGAAAAACTTTAAAA
+GAGCTAAGATAGAGGGAAGGATTGATTTAATCTGCGGAGAGGCAGAAGAGGTACTGGACAATCTGACGAA
+TGAGTACGATTTTATCTTTGTGGATGCGGCAAAGGGCCAGTATTTGGAGTTTTACAAAAAGATAAGAGAA
+TTTGTTCCACAAGATGGGATTGTCCTCTGGGATAACATCCTGTACAAGGGTTATGTAGTTGGTGAAGAAC
+ATGTAAAGCACAAGAGAAGAACGATTGTGTACAGGATGAGGGAGTTTATAGAAGTGTTGAAAAAGGACAA
+GAATTTTTACACGGTGATTTTGCCTTTAGGAGATGGGTTGGCTTTAAGCATTAGGGAGGAGTGATTTATG
+TTAGAGCTTTTGGCGCCAGTTGGAGATTTGGAAAGGCTAAAGGTTGCTGTAAAATACGGAGCAGATGCTG
+TTTACTTTGGAGGACAAAATTACAGCTTAAGAGCCTATGTGGGGCTTACACTTGATGAGATAAAAGAGGG
+TGTTAGATATTTAAAAAAAAGCAACAGAAAAGCCTATATCACCATAAATATTTTTCCCCACAATAAGGAT
+TTAGAAGAGCTGCCGGAATACATTAAAAAAGTTATAGACCTCGGAGTAGATGCTGTTATTGTCTCTGATT
+TGGGAGTTTTTTCTATAGTTAAGGAAATTGCTCCTGAGATAGATGTACACATAAGCACTCAGGCTAATAC
+TGTAAATTACTTGACTGCAAATTTCTGGCACAGATTAGGTGCAAAGAGAATAATTTTAGCAAGAGAGCTT
+TCTTTAAAGGAAATAAAAGAGATAAGGGATAAGACGCCTCCTTCTTTAGAATTGGAGGCTTTTGTGCACG
+GTGCTATGTGCATATCCTATTCAGGGCGATGCCTTTTGAGCAATTACCTGACAGGAAGAGACGCCAACAA
+AGGGGAATGTGCGCAGCCCTGCCGGTGGAAATATTACCTGATGGAAGAAAAAAGGCCGGGAGAGTATTTT
+CCTATTGAAGAAGACGGGCGAGGCACTTATATTTTAAATTCAAAAGACCTGTGCATGATAGAGTACATTC
+CTCAATTGGTAGAAGCTGGAGTTACAAGTTTTAAAATTGAGGGGAGAAACAAGAGCGCATATTACGTTGC
+GGTGGTTACACGGGCTTATAGGAAGGCAATTGACGATTACCTTGAAAAAGGGAAGGATTACGTTTTTGAC
+AGGAGCCTTCTTGAGGAAGTGGGGAAGGCAAGCCACAGAGGATTTACCACAGGCTTTTATTTTGGCAGGC
+CGGGGGCAGATGCTCAAAATTATGAGTCTTCTAAGTACATCCGCACCCATGACTTTGTGGGCATTGTCAA
+GAGATATGACCCTGAGACGAGGATAGCGATTGTGGAGCAGAGGAACAGAATGTTTGTTGGGGATGAAGTG
+GAAGTTATAGGGCCTAAGGTTCAATTTAAGCAGAAAATTGAGAAGATGTGGGATGAGGAAGGAAGAGAGA
+TCGAAGTAGCTCCGCACCCCCAGATGATAGTGAAAATTCCTGTTGTTAATCCTGTTGAAGAGCTTTATAT
+TTTAAGAAGAGAATCTAAAAATAATGTTTAAAAAAGCTCCTTTTGGGAATACTGGTTCCTGAAAGGAGCT
+ATTTTTATGGAGAAAAGGATAGTTTTTTTGCGTATAGTTTTGGCCCTTATGATTTTTATATTGGCTGGAA
+GGCTTTTTTACATACAGGTAGTAAAATATAATTTTTATTCTGAAAAAGCAATGGAACAGAGAATTAAAAG
+CTTTAAAATTTCAGAAAAGCGCGGAGATATATACGATAGAAACATGATACCTTTCACAGATAGAGACTAC
+AAAGAGTATGTCTTTGCAATACCCAAAATGATAAATGATAAAAAAAGGGCAGCAGAAATACTCAGTGAGA
+TTACAGAAATTTCTTCCGAAAAGATTAGAGAAGATTTAAAGAGAAATAAAGACTATATCAGATATGAGAT
+AAGAAGGGATGTAGATTTTTCTCTTCCTGTTGGAATTTTTAAACTCGAGCTTCCACAGAGGTATTCTTCA
+AACTCTCTTGCAAGGCATGTGATAGGATATCTTGGAGATAAAAAGATGGGGTTGGAGGAATCTTTTGATG
+AGGTTTTGGCTACAGATGCCAGCGACAGCATTGCAGTCTTTACTGATGGCAGCAGAAATGACTATATAAA
+GGGATTAGGTGTAAAAATACAAACCGTTCACGACAAAGTTTTTGGTGTAAAAACCACTCTAGACTACCAT
+ATACAGAAGGTGGTGGAAGATGTACTTGACAGGCGTAGGATAGAAGGAGCAGCAGTTGTACTGGAGGTAA
+AAACAGGGAATATACTAGCGATGGCGAGTAGGCCTAATTTTGACCAGAACAGGATAGAAGATTATTTAAA
+AAGCTCTAATGAAGAGTTTATAAATAAGGCTGTATCTGGCTATCCCCCTGGATCTATTTTTAAAATCATA
+GTTGCTGCGGCAGCTTTAGAATCTGGGAAAGTCAGCTTAGAAGATACTTTTTACTGCAGTGGAAGTTACG
+ATATAAATGGAGTTGTCTTTCACGATTTTAAGGGAGAGAGCCATGGCTTGATAAATATAGTCAAAGGTTT
+TGCAGTTTCCTGCAATACAACTTTTATAAGGATAGGGGAGATAACAGGTGCAAAAGCTATTTTAGACATG
+GCAAGAAAATTTGGGATAGAGAAAGACGATGGTCTTCCAATACCGGAGCAAATAGGAAGGCTTCCAAAGC
+TTTCTGACACATACGGCGCTGGCATTGGAAATCTTTCGATAGGCCAGGGAGAAGTTTTGATGACTCCGCT
+TCAAGCTGCCGATATAGTAGCTACAATTGCGAATGATGGTATAAGGAATGTACCGCGTCTTGTGGAGGCA
+GTGGTGGATGAAAAGGGAGAGGAGGTTAAGAGATTTCCGCCTCGAGAATCATATAGAGTGTTAGAAAGTA
+ACACAGCCAAAATTTTGAGGTATATGATGAGGCAAGTGGTGGTTGACCCGGAGGGGACAGGCAAAAGAGC
+AGAGACTTTTTGCAAAAGTGCTGGAAAGACAGGTTCTGCAGAGGTCAACAAAGAATTAAATATATATCAT
+GCCTGGTTTGTAGGCTTTGTGCCTTATGAAAATCCCAAGTATTCTATTGCTGTATTTGTTAAAAACGGAG
+ACACAGGGGGAATAAAGGCCGCTCCTATTTTCAAAGAAATAGCCGAAGAGATAATTAAATACTGATGTAC
+AGGCACCTTTTTCAGATAAAACCATATAATAAATGTGTAATTTATTAAAAAAGAAGAGGTGGCGGCCGTG
+TGGGAAGTTATTGCTGCACTTGTAGGAACCATAGTAAAGGAGATACTGAATTTAGGTTACCTTACTAACA
+CCAATTCTTTTCCAAGCCCTTTATCCCCTGAAGAAGAGAGAAAGTACTTGGAAGCGTACAGAAGAGGAGA
+CGAAGAGGCAAGGAATATATTGATTGAGAGAAATTTAAGACTGGTCGCTCATGTGGTAAAAAAGTATAGC
+GGGACAGGAAGAGATTTAGATGACCTTATTTCTATAGGGACAATTGGACTTATTAAAGCCATAGATACTT
+ATGACTTTGAAAAAGGCACACATCTTGCCACATATGCTGCAAAGTGCATAGAAAATGAAATCCTCATGTC
+CATAAGGGCAGAGAAAAAGATGAAAGGAGAAGTTTTTCTTCAAGACCCAATAGGGGTAGATAAGGAAGGA
+AATGAAATCTCACTAATGGATGTACTTGGGACAGATGAGGATGAGGTATCTGAGCAGGTGGAAAAGAAGA
+TACAGATTAAAAAGCTTTACAGTAAGTTAAACAGCGTCTTAAAAAACAGGGAGCGCATGATAATAGAAAT
+GAGATATGGGCTTTACAATGGAAGAGTGAGGACTCAGAGGGAAATTGCGAAAATGCTTGGAATTTCTCGT
+TCTTACGTATCGAGAATTGAGAAGAAAGCCTTGAATAAGCTTTATAAAGAGCTTTCAATGTGAACTGTCT
+TATTGACAGTCTATTTTTTTGTAGTATATAATTTTAACTAAATGAGGTGGGCTTATGTATGAAAAACTAA
+TTCCTGACATGATTGTGGAAAGTGTACATAAAATCGACTTGAATTTGCTAAAAAAGAAAGGTATTACTAG
+CCTTGTGCTGGACATAGATAACACTCTTTTGCCAAAAAAAGCAAAATTTCTTGATGAGGACACTGTTGAA
+TGGTTGGAAAGAGCAAAAAACGAAGGGTTTAAAATTTGCTTAGTTTCAAATAATACGAAGAAAAGAGTAA
+ATGAGCTCAAAGAAAAAACTGGAATTCCAGGTATTGCCTGGGCAATTAAACCGAGAAAGGGTGCTTTTAA
+AAAGGCCCTAAAACTTTTAGGAGCAAAACCTCATGAGACAGCCTTAATTGGAGATCAAATATTTACTGAC
+ATTTTAGGAGGAAAAAGGGTCGGACTTTATACTATCTTGGTAAAACCTTTGTCTGATGAAGAGCTTGCCT
+GGACTAAGATTATGAGAAGAGCTGAGAAAATCATTTTAAAGAGGATTGAAGGATATGAAAATTGACAGCA
+CCACAAAGGTCTTTGGACTTATTGGGCATCCAGTCAAACACAGTCTTTCACCTTTGATACATAACTCTTC
+TTTTGAAAAGCTCAATTTCAATGGAGTGTACGTGGTCTTTGATGTAGCCCCTGAGTTATTAGAAAATGCT
+GTAAAAGGACTAAAAGCTTTAGGTATAAAGGGATTTAATGTGACTGTCCCTCATAAAGAGAGCGTAATGA
+ATTATTTGGATTTTGTCACGGAAGAGGCAGAAAAAATTGGAGCTGTGAATACAGTTGTCAATGAAAATGG
+GATTTTAAAAGGCTACAATACAGACGTACAGGGATTCATAGATTCCTTAAAAGAGTTGAAAGAGGATGTA
+AGAGGAAGAAAAGCCTTTGTACTGGGGGCAGGAGGAGCATCAAAAGCTATATGTTTTGCCCTTGCAAGGG
+AAGGAGTAGAATCAATTGTAATAGCCAATAGGACTTTAAATAAAGCGAAAGCGCTGGCAGAATACATAAG
+GGAAGAATTTAAGATGAAATGCGATTACTGCAGTATAGAAGAAGTGGAAAAATTTAATGAAATTGATATT
+CTCATAAACACAACTTCTGTGGGGATGCATCCTGAAGTGGGGAACTCTCCAGTTTCTGAGGAGGTAGTGG
+CAAAGGCAAATTTTGTGTATGATTTAATATACAATCCTTCTGAGACGCTTTTTTTAAAGTACGCAAGAAA
+AAACGGTGTAAAAAGCGCAAATGGCCTCTCAATGCTTGTGAATCAGGCTAGCTATGCTTTTTACCTCTGG
+ACAGGAGAGTTTTTTGACAAAGACTTTGTGTATGAGAAAATAAGGGGAGAAATGTAGAGGGAAGAGGTAT
+TTTTATGGCTAAGAAAAAACTTGGAGAACTTCTTGTGGAAGTGGGACTTATCACGGAAGAACAACTGAAA
+CATGCCATGGAAGTGCAGAGCAAAACAGGGGAAAAATTGGGGAAAGTCCTTACAAAGCTCGGGTATGTGA
+CAGAAAATCAGATATTAGAAGCCCTTGAATTTCAGCTGGGAATACCCCATGTGGACCTTCAGAAATACTA
+CATTGACCCTGAGGTTGCAAAGCTTGTTCCTGAATCTGTAGCCAAGAGGCATCTCCTCATCCCTGTTAAA
+AAAAGTGAAGACGGCCTTTATGTAGCAATGGCAGACCCCCTCAATATTTTTGCCTTGGATGATGTGAGAA
+TTATAACTAAACAAAATGTGAAACCTTTGATTGCATCGGAGAGCAGCATTCTAAAAGCTATAGATAGAAT
+CTATGGCAAAGAACAGGCAGAAAAAGCGGCTCAGGAATTTAAAAAGGAGTTTAAAGAAGAGGAAAGCCTA
+CCTCAAGAAGTGCTGGAAGAAATCCAAAATGCTCCTGCTGTAAGATTTGTCAATTCTATAATTGAGCAGG
+CTGTGAAAAGCAGAGCCTCAGATATACACATTGAGCCGACAGAAAAGGATTTGAGAATTCGCTTCAGAAT
+AGATGGGCAGTTGACAGAAGCAATGAGGACTATAAAAAGCACGCATGCTCCTGTTGTGACTAGAATAAAG
+ATAATGGCCAATATGAATATCGCCGAAAGAAGGCTTCCACAAGACGGGAGATTTGATTTCACGGTGTCAG
+GCAGAACCGTAGATGTAAGGGTTTCCTCCCTTCCTACTGTGTTTGGCGAAAAGATAGTTTTAAGGCTTCT
+TGACAAGGAAAACTTTGTGATGACAAAAGAACAACTTGGATTTGATGAGGAGGATTTGCCTCTTTTTGAT
+AAACTGATAAAAAGACCCAATGGAATTGTGCTTTTAACAGGTCCTACGGGAAGTGGTAAAACTACTACTC
+TTTATGCAATGCTAAGAGAGCTCAATAAGCCCAATGTGAACATAATAACAGTAGAAGACCCTGTTGAGTA
+TTCGCTGGAAGGCATAAATCAAGTGCAGGTAAATGAAAAAGCAGGGCTTACATTTGCTACTGCACTAAGG
+TCCATCTTAAGGCAGGACCCTGATATAATAATGATTGGGGAGATAAGAGATACAGAGACAGCTGAGATCG
+CCATAAGAGCGGCGATAACAGGTCATTTAGTGCTTTCGACGCTGCACACCAACAACGCTGCAGGTGCGAT
+AACGAGACTGATAGATATGGGGATTGAGCCTTATTTGGTGGCTTCTTCTGTAGTGGGAGTGATAGCTCAA
+AGGCTTGCTAGAAAGGTGTGCGACAATTGCAAAGTTCCCTATAAGGCTTCAAAGGAAGAAAAAGAGATTT
+TGGGGATTCCGGAAGATGAAGAGGTCACTCTTTATAAAGGCAAAGGCTGTCCTGTCTGCAACAGGACAGG
+CTACAGAGGGCGTATCCCTATATACGAGATAATGACTGTGACTTCTGACATAAGAGAACTCATAAATGCA
+AAGGTTTCCTCAGATGTGATTGAAGAAAAAGCTATAAAAAATGGCATGAAGACTTTGAGAGAAAGCGCAA
+GAAAGCTCATTTTACAGGGCAAAACTACTGTCGAAGAGATGGTGAGACTAACTTATGAGGAATGATGAGG
+ATGGAGACCATTGAACTTTTGAAATTGGTTGTGGAGAAAAAAGCTTCAGATTTACACATAACAGTAGGAG
+TTCCACCTGTTGTAAGAATTAACGGCTATCTTCAAAAATTAGAAGGAGAGCCTTTTACACCTAAAGATAC
+AGAGGAGATAGTCAAAGACCTACTTACGAGCGAGCAGCTAAAAAAGCTGGAGGAAAATGGGGATATTGAC
+CTTTCCTATTCTGTGACAGGTTTGGGAAGGTTTAGAATAAATGTGTACAAGCAAAGAGGAAGTTACAGCC
+TTGCCATAAGGTCTGTTGCCTTGAGAATACCTACTATAGAAGAGCTGGGACTTCCACTCATACTTAAAGA
+TTTGGCTTTGAAAACGAGGGGATTGATACTTGTTACAGGACCTACGGGAAGTGGGAAGTCCACCACACTG
+GCGGCTATGGTGGACTGGATAAATTCTAAAAGGACTTGTCACATTCTTACATTGGAGGACCCTATAGAGT
+ATTTGCACAAGCACAATAAAAGCATAGTAAATCAAAGAGAAATTGGGCACGATGCTACATCCTTTGCATC
+GGCTTTAAGAGCTGCATTAAGAGAAGACCCGGATGTGATACTTGTCGGTGAGATGAGGGATTTGGAGACA
+ATACAGATTGCAATAACTGCTGCCGAGACAGGCCATCTTGTTCTTTCCACTCTTCACACAATAGGAGCTG
+TAAAAACGATTGATAGGATTATTGATGTTTTTCCGCCTCATCAGCAACAGCAAATAAGGATACAGCTTTC
+CAACGTATTAGAAGGAATCATATCTCAGCAGCTTATTCCTAAAAAAGACGGAAGCGGAAGAGTTGTTGCC
+ACAGAAGTGATGATTGCAACCCCTGCTATAAGGAATCTCATAAGGGAAGGGAAGACTTACCAAATACAGT
+CGGCAGTTCAAACAGGTGGTAAATTTGGAATGATTACTATGGACATGTCTATTTTGCACCTTTTAAAATC
+AGGGGTTATCTCTTTGGAAGATGCTTTAACTTACTGCGTTGACCAGGAGAGCTTTTCACGCATGATATAG
+GGGTGATTTTATGCCTTTGTACTTTTACAAAGCAAGGGACATGGGGGGAAACTTAATTACAGGGACTTTG
+GAGGTAGATTCAAAGTCCCAGTGCATAGACATATTGAAGGGGAGAAATTATTACATAATTGACATAAAAG
+AGGAAGTAGTCAAAAAAGACATTCTAGATTTTAGCTCTTTTAAAAGGGTAAAAGTCAAAGACATTGCAGT
+TTTTTGCCGCCAGTTTGCTACTTTGATAAATGCAGGAATTCCTATTCTGACTTCTCTTGCGACAGTGAAA
+GAACAGGTTAGTAATAAAAAACTCAAAATGGCTTTATCAGAAGTGTACGAAGAAGTGCAAAAAGGACGTA
+CCCTTTCTGATGCTATGAGAAAGAGAGAAGACGTCTTTCCAATGCTTTTGTATAACATGGTAGAAGCAGG
+GGAGGTCAGCGGTACTCTTGACAGGATAATGAATGAGATGGCGGACCACTATGAAAAGGAAAATGACCTC
+AATCAGAAAGTAAAATCGGCACTGACATATCCCGCAATTGTGAGCATTGTGGCAGTTTTTGTTGTAGTGT
+TTTTATTAACAAATGTGCTTCCAATATTCGTGGCGATGTTTGAGAATGCAGGAGTAACCCTACCTCTTCC
+TACGAGAATTTTGCTCTTAATTGCTAGCTCAATATCTAACTATTGGTATTTTTACATAGGATTTATTTTC
+CTTATGGTTTATGGTATATATAATTTTGTGAAGACTTCTCAGGGAAGGCGAATTTTTGACAGAATGCTTT
+TGAATATGCCTATTTTTGGACCGCTGAATAAGAAAATTATAACTTCCAGGTTTGCAAGGACTTTAGGGAC
+TTTGGTTGGAGCAGGTATACCCCTTGTCAGGGCACTGGAGGTAGTAGAGAAGGTAGTGGGCAACACAGTA
+GTTGCAGAGGGCATAAGAAGGGCAGAGGAAGATGTGAAAAAGGGACTACCTTTATCTGAACCGTTGAGGA
+GAATTGGAATTTTCCCTCCCATGGTGATTCAAATGATAAGTGTTGGAGAAAGCTCTGGCGCTCTGGATAC
+AATACTTGAGAAGACGGCAAATTTCTTTGACAGAGAAGTTGACACAGCAGTATCCCAGATGACAACTTTG
+TTAGAGCCGATTATAATCCTAATGCTTGCAACAGTGGTAGGCTTCATAGTCGTCTCAATAATAATGCCAC
+TGTTTGAACTATACAATTTCATTGGAAGGTAAATTCAAGGGGAAAGGGGGTGAAAAAGGATGGAATGGTT
+TGTAAAAGCATTAAACAAAGATGAAAGAGGTTTTACACTAATTGAGTTGATTGTTGTAATTGCAATTTTA
+GGAATACTTGCAGCAATTGCTGTGCCGAGAGTGACAACGTCATTAAAAACAGCAAAAGAAAATGCTGATA
+TGGCAAATTTAAAGATATTGCAAAATGCTATAGAGAGATATTATGTTGAACATGAAGGAAAATATCCACA
+GTCATTAGATGAGCTTGCTCCTAACTATATTGACAAAGTACCAAAAACTCAGGATGGAAAAGATTTTAAG
+TACGATCCTTCTACTGGCAAAGTTACTTTACCATAACTTCAGGGCACGTTTTTGTGCCCTCCTTACTATT
+TTTTAGGAGGCAATTTTAATCATGAAAATGCTAATTTACATACTCATATTTCTATTCGGCACAATTATAG
+GAAGTTTTTTAAATGTAGTCATATACAGAGTTCCCAGAAAAGAATCCATAATATACCCTTCCTCCCATTG
+TCCCAGATGTGGTCATGAATTAAATGGTATTGATTTAATACCAATATTGAGTTATATTTTACTTAAAGGA
+AGATGCAGGTACTGTGGAGAAAAAATTTCAATAAGATACCCTGTTGTGGAGCTGCTTACAGGAATTGTAT
+TTGTAATAATTTACTCTAAATTTGGGTTGGACGTGAAGGCTTTTTCTTACATGTTTCTTTCTTCTGTGCT
+GATTTCAGCAAGTTTTATAGATTTGGAACACAAAATTATACCCAATAGCATAATAATAGCTGGATTTATA
+GGTGCTTTAATTTTTAGACTACTCATGTATAGTTATGGCTTTTTAGACTACATTCTGGGATTTTTATTGG
+GTGGGGGAATACTCCTTCTCATCTCTCTTCTCTCAGGAGGGGAAATGGGGGGAGGAGATGTAAAATTGAT
+GGCTCTTATAGGCTTTTTTATAGGATGGAAGCTTGTGCTTTTAAATTTGTTGCTGGGTGTTGTGTTGGGA
+GCTTTGGCAGGTGTTTTACTTGTACTTTTTAAGATAAAGAGCAGAAAGGACTACATACCTTTTGCACCTT
+ATCTATCTTTAGGATGGCTTATTTCAATCTTATACGGATATGAGATTTTAAATTACTATTTAAAACTCAT
+AAGGGGCTAAGCTTATGAAGGGGGAAGAGGGGCTAACTTTAATAGAGCTCATATCAACTTTAGCTATTTT
+GTCTTTAATTTTTCTACTAGTTATCCCTTCTACCAGTTTTTTTGACGCCTCTAAATCCAATTTAAGGCTT
+AAAATTTTAGCAGAAGAAGTGGTAAAAGACTTAAGATATATACAGCAGAAGAGCATTTTTGAGAAAGAGA
+TACTATACTTTGAAATTATGGAGGACAAGAAGGGATATTATATAAGTTCTTATAATGACGACAAAATTAT
+TAAAGAGAAAAAATTTCCACAGGGTGTGACCATAGAGAAAAATATAAGGAAAGAAATACGGTTTAATGAG
+GTGGGAGTTCCTTCTAATGGAGGGTGTACTGTAACTTTAAAAAATGAAAAGCAGAAGATAGAAATAACTA
+TTCTTCCTGCTACAGGGCGAATCATGATAAAAGGGGATTACTGAGGGTGATGACAATGGGGTTTTTAAAA
+GATGAAAAGGGGATGACTTTAATAGAAGTCCTGGTTTCTATTGCGATATTTGCAATAGTGGCAGTGCCTA
+TTTTGGGGATTTTTAGTCAATCAGCTGTAACGGCTGCAGATTCAAGAGTTAAGACAAAGCAAGTGGCGAT
+TGCCCGCACAGTGGCTGAAAATATAAAAGCGGGAAATGTAAAAAGTGATTCTGACCTAAAAAAAATACTG
+GAAAAGTATGAAAAGGAGGGCTTTTTGCCCTTTGTGGAAAAGATACAAAAAGATGGAGTCACTCAATACA
+AAATAAGTATTGGGAAAATAGGTTCTAACTCCTATTACACTCTTTATGTTGTAGGACCCCAGACAGGCAT
+CACCAATTACACTCCTGTGGTTGTACCTTCTACTCCTGGCAGTGGAGGAAGTATATTCGATAAAGTACTC
+AATTACGTTTTGAGTCTTATAACGATTATAATTGTGGCTATTTGGAGTGCACTCTTTATCTTGTTTGTCA
+TTATACCTGCTTTTGGATGGGAATCTGTTATAAAAGTTCCTCAATTTGTTTTATCTGTTGTAGATGCTAT
+AAACTCCGGTTACAGGACATTAAAAGATATAGCTATAACTGCTGCGGGTAAAATAGGACTTGGTATTCCA
+TGGTGGTTAAGATGGTGGTAAGAAAAGAAGAAGGCTTTACTTTAATAGAGCTTATAGTCACTCTTGCTAT
+ATTGGGAGTAGTGTTATCTATATATTCTTCTCTTTATTACTCGGGTTACATGTCTTTTCAGAGCACTGAG
+AACAGTGTAGATGTAGAACAAAATGTGAGATTTGCCATGAATTATATAATAGCGCAGTTAGACAAAGGTC
+CAGATGAAGTGGTGATTATAAATGGGGGAAGGGGATTAGAGATAAACTGGAAAGACAGCAATTCTAATGT
+TGTTAAATCTATTATTATCAAATTTGATGAGAAGAAACATGCTTTGTATCTTGATGACAACAAAGGCCAT
+GAATTAGCTACTAAAATTTACGACTTTAAGGTTACTCAAAAAGGTCCTTACATGATAAACGTGTACATAA
+AGGGGCAGAGGAATGATAGGGGATTAAATGAGTTTTCACTTTCTAATGACTTCTTTTTAAGAAAGAGTGA
+TGTAAGTGCTAAATGAAAAAGGGTCAGCTTTAATTTTTACATTAATGGTCATTTTGATACTCACTGTGTT
+GGCGACTGCTGTTTTGGAAGTCACAATGACAAACTACAAACTCTCTAAAGCTTATGCCGATTCATCTTCT
+GCCGCATATGCTGCTGAAGCAGGCTTGGAAATTGCAAAGAGTGAATTTAATGAAACTTTACTTTTGTATT
+TAGCTCAAAGAGCACAGAACATCATATATAATGCTAATCCGAAAGTGCCTAGAGATTTTTTATATAAAAG
+CATTTACTATTTTGTGCAAAATTATCTTGATCAGGCTGTTTTTAGTAAGTATCCGAAAAGTGGGTATCTG
+GGAGATGGAGGACAGAAGTACACTGTGGACATGCACATGGACAGCAATTATCAAGGGCTTCAGTATACCA
+TTCACATTTACTCTCAGGGAGAGTATAAGAAGACTAAAAAAGAAGGATATGCTAGGTTGATTATCAACCT
+TGAGTCGCCAAATCCCTTGACAATAGCTGAATGGGAAATAAAATGATGAGGAGAGGGTTTTATGCAACTT
+AAAAATTACATGGAAGATGCGGTTGAACAGATGATGGACAGGGTTTTGAAGGACATTGACGTGTGTAAAT
+GCGAAAGGTGCAGGATGGACATAAAAGCTTTAGCTTTAAATAATTTACCTCCTAAGTATGTCGTTACAGA
+AGAAGGAGAGCTTTATGTGAAGACTAATGAACTTGTGAGGCAGTTTGAAGTGGACATAATAAAGGCTATA
+ACTATGGCTGCTATGAAAGTGAAAGAAAATCCTCGCCATTAGGGGTGCAAAAATGCTGGGAATTGAGATA
+GGAAATGCTAATATAAAGATAGTTTTAAAAGATAGGAAAAATAGACTTTTAGGAAGTACATATCTTGTGA
+AGACTCCTTCTAATGTTATAACAGATGGCAAAATAATGGACATAAACACAGTTGCTGAGGCAATCAGAGA
+GGTTTTAAGGGAAAACAATATAAGAGAGAAAAGGGTATGCTTTTCTATTTCAAGTTCACAGAACATTTTA
+AGAGAAATTACGCTGCCTAAAATGAAGGAAGAAGAAGTTGAAAAAGCCCTAGAGTATGAGGTAGAGCAGT
+ATATTCCTGATACATACAATTATGTAATTGACTTTAAATTTTTACCCCCTTTGGAAGGCAATGATGAAAA
+ATTGAGAGTACTTGTAGCTTCTTCCCCAAAAGAAATAGTCGAAAAATATGTAAAGCTTTCAGAAGCTTTG
+AAGTTGTACTTGGAAGCTATTGATATTTACGCAAATTCTTTATATAAGGCTTTTAAAAAAGTCGGAGAAA
+AAGATGGCACAGTTGCAATAATAGATTTTGGTTCTTCTACCACAAATGTAACTTTAGTATCTCATGGAAA
+TTTTGTTCTCAATAAGCTTTTGGAATTTGGCGGCAAAAAATTGACTCAAGCAATCGCAAGTTCTTTTAAT
+TTGGAGTTTGATACAGCGGAAGAGTATAAAAAGACAAGGGAAATTGAAAATATTGAGGAGATTCTTAGGG
+AAAATTTTTCCGAAGAGTTTCAAATGGTAAGCCGAATATTTGACTTTTTCTATGCCACATACCACAAAAC
+TGTAGATAAGATTTTATTGATAGGTGGAAATGCAAGATTGAAGGGTTTAAAAGAGTATGTGAAGGACTAT
+TTTAAGGTTGAAGTTATCGTTCCAGAGGAAGAAAAATATCTATACTTCTTGCCTGCCTATGGCTGCCTTT
+TAAGGGGGGAATAAGTTGAAGGACATAAACCTCATACCGCCAGAATTAAAAGAAGAAAGACAAAAGAAGA
+AAAAAGTGGCTTTAAAACTTTTTTTCGCCACCTTTCTTTTAGGCTTTATATCCCTCTTAATAGCTTTGCC
+TTTGGCCTATATGAACAAGCTTTATGGTGAGCTTAAAATTGTCAACGAAGAGCTCAATAAATACAGGAAT
+GTATCAGAGCTTCAGCAGAGTATAAAGGACATGTCTTTATATTTAGAAAAGAAAAAAAGCATAATTGATA
+AGGTGAATAAGGGAAAAATAGATTTAGCCAAGCTTTCTGAAGATGTCGCTTCTAACCTTCCTCAAGATGT
+TTCGATAACTCATTTGAAATATGACAACAAGGTGCTTGAAATTGAAGGGGAAGCTCTTCATGAGGGCGAT
+GTTGCAGTTTTTATGCTAAATTTGAGAAGCATAAATTATGTCGAAGATGTAAAAGCCCTTTTAATAGAGC
+TTAATGAAAAAAATGTATACAAATATGTGATTCAAGTAAAGGTCAGGGTGGTATCATAGATGAAACTTAC
+AAAAAGAGAAAAATTTTTAATCTATTTTGCTCTGGTTTTTGCATTTTTTGCGATTTATTATCAATTTTAT
+CTGATTCCAAAGCTTTCAGAGATAGACAATTTATCACAAGAGATAAAGCTTAAAAGGCAAATTCTTTCAC
+AGGTCTCTTCTTTAAAAGGAGAAAATTTACAAAAAAGTCTGGCAAAGTGGGAAAAAGAAGTCGAAGAATT
+GAACGCAATACTTCCAGATGAAAAAGACGCTGAATTTGCAATTCTTGATTTGCAAAGAATGGCAAGTGAT
+TCCGGCGTAAAAATAAGAAGTATTAATTTTGAAAATGCAAGTCAAGAGGAAAAAAATAAAGAACAGAAAG
+AAGAATTTGCAGTGACTCCCATATCAGTTACAGCTTTTGGAAGCTATGATGGGCTTATTTCCTTCATGAA
+ATCTTTACAGGAGTCTAGGAGACTTCTAACTATTCAGTCTTTTGAAATGCAGAAAGACCAGAATTCTGAA
+AATTTGTTTTTAAATGTATTGCTTTTTGCCTATTCTATGAAAGACAGCGGAGCAAAAAAGGCGGAGATAA
+ATGCGCCAAAAGGGAAAGCCAATCCTTTTCAACCATTGGAGGGAAAAGCTAGTAGGGAAAGTATTACTGA
+AAGTCCCCCTCCAGTAGATGTGAACAAAGTAATATCTGATACTTTAGAAAAAATCTTGAAAGAGGCTATA
+CCTTCCAAACCATAAAAGGGGGATGGTGAATGAAAAACATAGTTTTGACAGGATTCATGGGGACAGGAAA
+AACTACTGTAGGGAAAAAAGTGGCAACTACTCTTCATTTTAATTTTATTGACACTGACAAGCTGGTTGAG
+AAAATGGCAGGCATGAGTGTGGCGGAAATATTTGAAAAGCACGGGGAAGAATATTTTAGAAAGTTGGAAA
+AAGCGGCTGTCATAAAAGCCTCTCGCCTAAAAAATCACGTAATAGCTACAGGAGGCGGGGTTGTATTAAA
+CCCTTCAAATATTGTACAATTAAGAAAAAACGGAGTAATAATCCTCTTAAAAGCAAGGCCGGAAGTAATT
+TTGAGGAATATATCCAAAACAAAAGATAGGCCTCTTCTTGCGGTGGAAGACCCTGAAAAGAGGATAAGAG
+AGCTTTTAGAGGAAAGAGAGCCTTTTTACAGATTTGCAGATTACACTATAGACGTCTCTGACAAGACAAT
+AGAGGAAGTCGCTGAAGAAGTCATAAGAGCGTATATAAAGCTTAAGGGGAGATGATGAATTTTGGGGATT
+AAGTTTGGGCCTTCTGGAATCTCGCAGAGCTTTTACGACGAGGGACATAAGTCTTCTGCTGAGATGCCAG
+AATGGCTTCATAAAATGGGACTTGAGGCTTACGAATACTCTTTTTCTAGAGGAGTGAGAATAAGCGAAAA
+ATTAGCTTTGCAGCTTAAAGAGAATGCAGAAAAATTTAATATTACAATTACAATCCACGCTCCTTATTAC
+ATAAATCTTGCGGCGGCAGAAGAGGAAAAGATAAAAAATTCTAAAAGGTACATAATTGAAAGTTTGACCG
+CAGGGAATTTGATGGGAGCAAAAAGAGTTACGTTTCACCCTGGTTCTGCTTCTTTGGACAGAAGAGAAGC
+ACTTGATAGGGCAAAAAGAGTTTTGAAGGAGGTTATAAAAGAAGCTGATGACTTGGGACTGGGTCATATA
+ACCTTGTGTCCCGAGACGATGGGCAAGAAAAATCAGCTGGGCACTTTGGAGGAAGTCTTGGAACTCTGTC
+AGCTAGATGAGAGACTTCTTCCTACCGTGGATTTTGCCCATTTGCATGCTCGAGACAATGGAAGGTTTAA
+ATCTATAGAAGATTATGAAGAAGTTTTAAACACGATAGAAAAATATCTAGGAAAAGATAGGGCAAAAGTT
+ATACACGTCCACTTCAGCAGAATTGAATTTACAGAGCAGGGGGAAAAGAAGCACTGGACATTGCTTGATA
+AAGAATACGGGCCTGAATTTGAGCCGCTGGCTCAGCTTTTTTATGAAAGAAATATGGAGCCCATAGTTAT
+TTGTGAATCTCGTGAGAGGATGGCAGAAGACGCATTAGAACTTAAGAGAATATACCAAGAGGTGGCAAAA
+AGGGTGTCAAAAACATGAGGATTGTAGTTAAGGTTGGGACTAGTACTTTGACTCATGAAAATGGGAAATT
+GAATTTAGAAATAATGGAAAAACTAGTAAGACAAATCGCAAATTTGTCAAATAAAGGAGAAGAAGTTATA
+CTTGTGACGTCTGGGGCGATTGGAGCTGGAATGGGAAAATTAAACTTGACAGAAAAGCCCAAAAACCTTC
+CGCAAAAGCAGGCCCTAGCAGCCATTGGTCAAGGTCTCCTTATAGAGATTTACGAGAAATTTTTCAACGA
+ATACGGGAAAATAACTGCCCAGCTTCTTTTGACGAGGGAGGACTTTAGTGACAGAAAAAGGTATTTAAAT
+ATGAGCTACACCCTCTCTAACCTTCTCAAGTGGGGAGTCATACCTGTGATAAATGAAAATGACACTGTGG
+CAGTAGAGGAGATAAAGATTGGGGATAATGATACCCTGGCAGCCCTTGTGGCAAGCCTTGTTGAAGCAGA
+CCTTTTGATTATTTTGACTGATATCGATGGCCTTTTTGACAAGGACCCGAGAATTTATAAGGATGCTAAG
+GTTATAGAAGTGGTTGAGGAGTTTTCTGATGACCTTTTTAAAATAGCTGGCGGGGCAGGTACAAAAAGAG
+GAACAGGAGGAATGTACACAAAGATTCAGGCAGCCAAGATATGCTACAATTCGGGAGTTAAAATGGTGAT
+TGCAAATGGCAAAATTGACAATGTATTAAATAGAATTGCAGCAGGAGAAAAAATTGGGACTACTTTTCTT
+CCCATGAAAAATCCTATAAGCAGCAGAAAAATCTGGATTGCTTTCAATGCAAAGGTGAATGGTTTTTTGT
+TTGTAGATGAAGGGGCAGCAAAGGCTTTAGTAAAGCATGGAAAAAGCTTACTGCCAAGCGGTATTGTAAA
+GACAGAAGGCCAGTATGACGTTGGGGACTGCGTGGCAGTGGTGGACCACCAGGGCAGGGAAATAGCTAGA
+GGGCTTGTCAACTATTCTTCTGAGGAAGTCGAAAAAATAAAAGGCTGTAAGACCCATGACATAGAGTCAA
+TATTGGGGTATAAGTACTACGACGAGGTTATTCACAGGGACAATCTCGTAGTTCTTGAGAGAGGTGAGAA
+GTATGGAGGTTGAAGTAAAGGCTAAAAAGGCGAAAGAAGCGTCAAGAAAAATGGCTGTACTTGACACAGA
+AACTAAAAATAGAGCTCTTATAAATATGGCAGAAGCTCTTTTGGAAAATGCAGATAAAATCTTAAAGGCC
+AATGAAAAAGACGTTTTAGAGGCAGAAAGGAGAAATTTAAAAGCCTCTCTTGTGGACAGGCTAAAATTGG
+ATGAAAAAAGGATAAAAGCTATGGCAGAAGGCTTAAAAGAAGTGGCTTCTTTGAAAGACCCTGTCGGAGA
+TATAGAGGAGATGTGGATAAGGCCCAATGGACTTCAAATAGGAAAGATGCGCGTCCCCATAGGCGTCATA
+GGCATGATATACGAATCCCGCCCCAATGTCACTGCTGATGCTGCAGGCCTTTGCCTTAAAGCAGGAAATG
+CCGTGATTTTAAGAGGAGGAAGTGATGCTATAAATTCTAACATCGCTATTGCTTCTATTCTGGCAGAAGC
+TGCTTACAAAAGTGGTATTCCGGAAGGAGCGATACAGCTTATTGAAAACACTGACAGGGAAGAAGTAAAT
+AGGATGATGAAGTTAAACGGCTTGATTGACCTTATCATCCCAAGAGGTGGGACAAGCCTTATCAAAAACG
+TCATTGAAAATTCTACTGTACCTGTTATAGAGACGGGAGTCGGGAATTGCCACATTTTTGTGGATGAGAG
+TGCAAATTTTGAAATGGCAAAGGACATAATTGTAAATGCGAAGGTTCAAAGGCCTGGGGTGTGCAATGCA
+GTAGAGACTGTTTTGGTGCATAAGGGTATAGCAGAAAGATTCCTGCCTGTTATGGTAAAAGAACTGTCAT
+CTCATGGGGTAGAAATAAGAGGCTGTGAGCTTACAAAAAGGATATGCCCTGATGTAAAAGAAGCCACAGA
+AGAGGACTGGGCGACAGAGTACCTTGACCTCATATTAGCGGTAAAAGTTGTAGAGAATATAGATGAGGCA
+TTAGAGCACATTTCTAAGTATTCTACAGGTCACTCTGAGAGCATTGTAACTGAAAATTACACTAATGCCA
+TGAGATTTTTAAAATCTGTAGATTCTGCTGCAGTATATGTGAACGCTTCTACTAGATTCACTGATGGAGG
+AGAATTTGGATTTGGGGCGGAAATAGGCATAAGCACTCAAAAAATGCACGCAAGAGGGCCTATGGGGCTT
+AAAGAGCTTACGACCTACAAATATGTGATTTTGGGCAGTGGACAAATAAGGAAGTAAGGTGTATTATAGT
+AACGTGAGGTGATATTATGAAAAGGGTGCTTGTAATTCACGGCCCCAATGTGAATCTTACTGGAAAGAGG
+GAAAAAGAAGTCTATGGAGAAATCACTTTTGAAGAGATAAACAACATGATAAAAAGAGAAGCTGCGAAAC
+TCGACATTGCAGTAAAAATTCAGCAGTCCAACAGTGAAGGAGAGATAATAAACCTCATTCACTCTGCCGA
+AAATAATTTCGATGCCATAATAATAAATCCGGCAGCTTATACCCATTACAGCTTGGCTATAATGGATGCA
+ATTGCCTCTGTTTCTGTGCCTGTGATTGAAGTGCACATATCCAATATTTTTGGAAGGGAGGAATTCAGAA
+AGGTATCTGTCACTGCTTCTCGCTGCAAGGGAGTGATTACGGGCTTTGGACCGTATAGCTACATACTGGC
+TCTTTACGCTGTGAAATTTTTAGAGGATTCAATTGGGGGGTAGAATAGTGAAGACTAGGCTTAGCAATTT
+GCGGAAGTTAATGAGAGAAAAAGATATAGAAGCTTTTGTAATTTACAAATTTGTAAATGTTACCTACATA
+ACAGGTTTTACTGGGGATGACAGCGTAGCGCTGATAACTGATGATGCCGCTATTTTTATCACTGATGGGA
+GGTATACGGAGCAGGCACAAAAGGAAGTCAAAGATTTTGAGATTGTGGAACACAAAACGGGAATAAAGGA
+TGTCTTGAAAGAATACATTAAGAAATTGGGAATAAAAAGATTGGCTTTTGAAGAAAATGTGACATACGGG
+CAGTACAGAGAATTAAAAGAAGCTTTAGAAAGGGTAGAGCTTATACCTCAGGCAGGTTTAGTTGAGAGTT
+TAAGGATGGTAAAAGATGAAGAAGAGATAAATCTCATAAAAAAGGCGCAGAGCATAACTGATAGAGCTTT
+TGAGCACATTTTGAATTTTATAAAACCTGGCATGACAGAAAAGGAAGTAGCACTGGAGCTTGAATATTTC
+ATGAAAAAGAATGGAGCAGAGGACCTAGCCTTTGATACTATCGTGGCTTCCGGTAAAAGGTCTTCTCTCC
+CCCATGGAAAAGCTTCAGATAAGGTGATTGAAAAAGAGGACTTTGTCACGATCGACTTTGGATGCAAAGT
+CTCAGGCTACTGCTCTGACATGACAAGGACTATAGTAGTTGGGAAAGCCAGTGAAAAGCAGAAAGAGATA
+TACAATGTGGTGTTAGAAGCACAGCAAAATGCCCTTAAAAATTTAAAGGCAGGAATTACTTCTAAGGAAG
+CCGATTATTTAGCGAGGTCTGTGATAGAAGAAAAAGGCTATGGGCCGTATTTTAGCCATTCCTTGGGGCA
+TGGAGTGGGGCTTGAGGTACATGAAGGACCGAGCCTGACTTTCAGAAAAGAAGAAATTTTAAAAGAGGGC
+TCGATTGTCACAGTAGAACCGGGAATATACATACCTGATTTCGGTGGCGTAAGAATCGAAGATATGGTAT
+TATTAAAAGAAGATGGTGTTATAAATTTAACCAATTCACCTAAACATTTGATTGAAATAAACTAAAGTGA
+TGGAGGGATTTTTTTGATAGCAGCAGGGGATTTCAGAAAAGGAGTAACTATTGAGGTTGACGGCCAGATT
+TTTACAGTTGTGGACTTCATGCACGTAAAGCCCGGGAAAGGCGCAGCATTTGTGAGGACAAAGCTCAAAA
+ACATAATGACTGGTGCTGTCATAGAAAGGACTTTCAGCCCTACTGAAAAGTTCGAAGAGGCTCAGATCGA
+GAGAAGAGAAATGCAATACCTTTATAACGACGGAGAATTTTATTATTTTATGGACACAGAGACTTACGAG
+CAAATTCCTTTAAGCTATGACAAAGTGGAAGAAGCTATGAAGTACATAAAAGAAAATATGATAGTTACTG
+TAAAATTTTATAAAGGTGAAGCTTTTTCAGTAGAGCCTCCGACATTTGTGGAGTTAGAAGTCATAGATAC
+AGAGCCGGGCGTCAGAGGCGATACTGTGACAGGCGGTTCGAAGCCGGCAACTGTAGAAACTGGTGCTGTC
+ATCCAGGTACCACTTTTCATAAATGTAGGCGACAAAATAAAAATCGATACGCGCACTGGAGAATACATAG
+AAAGAGTATAAACGGAGCAAATTTTCAAATACTATTTTGTGAAGGAGGGTAGTTTAAAATGGAGTACTTA
+AACGAAAGAGTGTCTTACTTGAGAGGGCTAGCAGACGGCTTAGGTATAGATGACAGCACTAAAGAAGGCA
+AATTGATTCTAGCAATTCTTGATGCCCTTGAGGATTTTGCAGACGCTATAGAGGAGCTAGAAGCTTCTCA
+ATCCGAACTCAATGACTACGTCGGAGAGCTGGATGAGGACCTTTCAGAAATTGAAGACCGCCTCTACGGA
+GATGAGGATGAAGACTACGACTACGAGGATGAAGAGGACGAGGATTACGAATACGATTATGACGAAGACG
+AGGAAGAGGACGAAGATGAGGATTACGAAGAATACGTGGAAGTGGAGTGCCCTAATTGCCATATGTTGAT
+GAGCGTAGAAGAAGAGCTTTTGGAAGATGAAGATGCAGAACTAGTTTGTCCTCACTGCAATGCTACTATA
+AAAGTAAAAGATTTAAAAATTGTAGATGATGACGACGAAGACTGAGAAAATCCCCACTGACAAAAAAGTC
+AGTGGGGATTTTTTATTCATAAATAAAAAACCGAAGAAATATAATTGTTACAAGAGGAGGGACAGGTATG
+AACGGAAGAAAAGGCATCGAAGGCATGCTTTACGCCTTTCCGCCTTCTGTGCGGAAAATATTATCTAGTC
+TTTCACAGGATGTACTTCAGAAAATAGAAGAAGTTAGACTGAGAGCAAACAGACCCCTTGCAGTTTACTT
+AGAGGGAAGCGAAAAATTTGTCTCTACATCAGGGGAACTTTCAAACTCTTCTTCGTCTTCCTACATAGTC
+ACTGTTGATGACTGTGAAAAAGCGTTTCAATTGGTGTCCCAGTCCTCTCTATATGCCTTTGAGGACGAGA
+TAAAAAGTGGATATATAACCTTAAAAGGAGGGTACAGAGTAGGGCTTGCGGGAGAATGCGTATTAGAAAA
+TGGCAGCATAAAAATTATAAAAAATGTGTCAGGATACAATTACCGCATTTCAAAAGAGGTATTAGGAGCA
+GCAGACGAAATAATGGAATATTTGATAGATAGACAAGGCAGTGTTTACAATCTCTTGATAATTTCTCCAC
+CCCAATGTGGCAAGACCACTTTATTGCGAGACATAGCTAGAGCTTTAAGCGATGGTTTTATGGGATTTGG
+TGGAAAGAAAGTGTGCATAATAGATGAAAGGTCTGAAATTGCTGGTTGTTATAATGGGGTACCGCAACTT
+AATGTGGGCATTAGGACTGATGTCTTAGACAGGTGTCCTAAGGCTGAAGGTATGATAATGGCCATAAGGT
+CTATGTCGCCACAGGTTGTGGTGACAGATGAGATAGGAAAAAAGGAGGACATAGAAGCTTTAAGGCATGT
+GTTAAATGCAGGAGTCAAAATAATCACTACCGTTCACGCTAAAGATATTGAAGACCTTAAAAAAAGGCCG
+CTTTTAAAAGATTTAGTAGAGGGGAAGTATTTTGAAAGGTACATAATTTTGAGCAACCGATTTGGGGCAG
+GCACTTTAGAAGAGATACTGGATGAAAATTTGAAAATGGTGTTTAAAGGTCCTTATAAGAAGGGGCTGAA
+GAAAAGTTGAAGCTGATAGGGGTCATTTTGACTATTTTTTCTACAACTTCTATAGGATATTTGATGGCTA
+TGAAATTTAAAGCAAGAAGGTGGATTCTCAAGAGCCTAATAAGTGCCTTGAATCTTCTGAAATTGGAAAT
+AACTTACTCAAGAACGCCCCTTGAGAGAGCCTTAAAGAAGGTAGCTTTGTCTTCAGACAAGACAGTAGGG
+GAACTGTTTCAAAGGGCTTCTTTGCATCTAGGGGAACAGAGCGGATTGACTGCAGGAGAGGCATGGGAAA
+AAGCTTTAAATGAATGGGAAAGAGGATATCTTTCAAAAGAGGAAAAAGAGATTTTAAGGGCGTTTGGGAC
+TATTCTGGGAATTTCCGATGCAGGAAATCAGGAAAAGAATTTTAATCTCACAATGGACCTTTTAAAAAGG
+CAGCTTAATCTGGCCGAAGAAGAAGGTAAAAAGAACGAAAAATTGTACCAGAACCTAGGGTTTCTCTTGG
+GGCTTGCAATAGTCATATTGTTTTTATAGAGGAGGATTACAATGAACATAGACATAATCTTTAAGATTGC
+GGCAATAGGAATTTTAGTGACTGTTTTAAATCAAATTCTCATACGATCCGGGAGAGAAGAACAGGCTATG
+ATGGTGACTCTAGCAGGAATAGTAGTAGTCCTCATGATGGTAATCCACCTTATAAACAATCTTTTTAACA
+CTGTAAAGACCATATTTCATCTGTATTAGGTGATAGAATGGAGATATTTCAGATTGTAGTCTTGGGAATT
+GTGGTTCTCATCATATTGACAGTGCTCAGAGAGACAAATCCTGAAATTGCTGTAATTTTAAGCCTTGTAA
+CAGGTATTATAATTTTTGTATCAATTTTACCAAAGTTGAGCAGTGTAGTAGAGGTTTTAAATAGTCTTGC
+GAGAAAGAGTGGCCTTGATACGATATATTTCGTTACAACTTTAAAAATTATAGGAATTGCTTATATAACT
+GAATTTGGCTCACAGCTCTGTCAGGATGCTAATGAAAAAAATCTGGCTTCAAAGATTGAAATTGCGGGAA
+AAGTAATGATAATCTTTTTGTCCATTCCCATAATAATAGGGCTTGTAGAGGCCATACTTTCTATAATGCC
+GTGAGGTGTAAAAATTGAAAAAGCTAGTTTTTGTTCTAGCGTTAGTCATAACTTTATTTGGCTGTGCAAG
+GGCTGATGTGATAAAAGAGGGAATAGAGGAGCTGGGTAAAGAGGATACGTACCAGATTGACCGCTTTGTG
+AAAGAGCTTAACCAGAAGACTGGGAACGAATTTCCTCTTATCGATGTAAAAACGTATTTGTTGGAGGTTT
+TAGAAGGCAAACAGCCTTTTGAGGTCAAGAAAATCTTTGAGGGAATTTTAAGGGTATTTTTTAAAGAGCT
+TTACTCTTCTTTTAATCTGTTGATACAGCTTCTTGTCTTAGGCGTTATAGGAAGCATATTGATGAATTTG
+CACAGTTCTTTTGAGAGTGAAAGCGTATCAGAGATTGCCTTTTTAGCTATTTACATAGTTTTTATAATCA
+TTGCTGTCAAAAGCTTTAGCGAGGCCATGAGCATAGGGAAGCAGGCGATTGACAGCATGGTAGACTTTAT
+GCAGTCTATCTTGCCTCTTTTGATAACATTGCTGGTATCTGTTGGGTCATTTACTTCTGCTGCATTTTTA
+GAGCCCCTTGTGATAGTTACAGTGCAGTTCACAGCCCATGTGATGAGGGACTTTGTCATTCCAATAATTC
+TCTTTATGACTGCTGTGAAAATAGTAGGAAACATTTCCGATAAGTTTAGCTTAAACAAAATGGGAGACTT
+TTTGAAGACATTGTCTACTGCTTCTATTTCTGTTTTGCTCAGCATATTCTTGGGAGTTATAACTATACAG
+GGTTTGTCTTCGTCTATAGCAGATGGAGTTATATCTAGAACTGCTAAGTATACTGTGGGAGCTTTTCTGC
+CAGTTGTCGGAGGACTTTTGGCAGACAGCGTAGATGCGGTGATAGGAGCTTCTCTTTTAATAAAAGGAGC
+TATAGGAACGTACGGGCTAATGATAATCATTGCGATTGCTGCTTTTCCTTTGATAAAGATTTTTTCACTT
+GCGTTGATATATAGGTTTGTTGCTGCACTAATTGAGCCAATTTCTGACAAGAGAATAGTGAGTTCTTTAT
+CTGAGGTGGCAAATTCCTTGACTTACATATTGGCGGCTTTGGCATCTGTCACTGTTATGATGTTTTTTAC
+AATAACTGCGATAATAGGGACTGCTAACATAACTACCATGCTGAGGTAGGTGATGCTTTTTGGAGTTCTT
+TAAAAACTGGGTTGTACAGGTAGTCAACATAGCGATTTTGGCAGTGATTTTAGAAATGCTGATACCTTCT
+TCTAGCTTAAAGAAATACGCAAAAGTCGCTATTGGCCTTGTTATAATGGCAGTTATTTTAAATCCCATTC
+TCGGATTTTTAAAAACAGCTCCTTCCATAGAAGCTCAGGTATTTAAAAGCGATTACTTGTTAAAAAACTC
+TGCTTTTGAAGGCTTTTCTGAAAAAGCGAAAGAGCAGACGAAGATTCTCATAGCAAAAGAGTACAAAAAC
+AGGCTTTCACAGCAGATAAGAGAAAAACTTGAAAGCCTGTACAACTTAAAAGGAGTTGAGGTGGAAATTT
+TTATGGTAGAAGATTTGGACAAAAAAGAGTTTGGAAAAATCAATTCTCTAATCTTGCACGTTAAAGGTGA
+AAGAAATTTCAACAAAGAAGAAGTAAAAAAATTGATAAGCGCATTCTATAATGTCCCTCTGAAGAATATA
+ACTATAAAAGAGGAGTAGGGAAAGGGGGTACTTTGGTGGACTTTACCAAACTTAAAGATAAATTTTTAAA
+GGACAACAAAAAGCTTTTAGAAAATTTGACAGTTATCTTTTTGATAGGTTTAATTCTTCTGATAGGAGCC
+AGTACCTTTTCGAAGCCCCGCCCTTCTAATGAAAGTGACAATAAAGAGTTGGTTTTGGCAGAGAAGCAGA
+ATGAAGATTACGCAAAGAGGTTGGAGAGGGATTTAAAGAGCATACTTTCAAAAATTGAAGGGGTGGGGAA
+TGTAGAAGTTTTAATAACATTAAATTCTGATGAAGAAGTGGTAGCGGCTATGGATGTAGTTCAGTCCAGC
+ACTACTACCAATGAAAAGGACAGCAACGGCACAGTGAGGGAGGTCGTGCAGACAGAATCTAACAATAAAA
+TAGTGACGTCTCAAAACCCTTCTGGACAGAATGCCCCTATTGTATTAAAGCGTCTGATGCCTGAGATAAG
+GGGTGTAATTGTGGTGGCCGATGGGGCAAAGGACCCTAGGCTAAGATATGAAATTTCTTCGGCAGTGCAG
+ACAGCTCTGGGAATTCCTGCTTACAAGGTGAAAGTAATATCTTCTAAGTGAGGAGGTATTTTTATGGTGT
+ATATGAGAAAAAGACTTATAGCAATTGTATCTTTGATTTTGCTGATAGCAATAGCTTTTGTTTTAAATTA
+CGGTTATACAGAAAAGAAGGTAGATAATGCTAAAAACTCTTCTACACAGGAAGTAAGTCAAAAAGCCGTT
+GAAACGAGTGCTTATACACAGGGTAAATATGTCGCTTCAGGCATATTCACCGCTTATAGAGAGGAAAGAG
+AGATAAACAGGAGCAGGAGTATAGATGCTTTAAAAGAAATAGTTGAAAACAAAAATACAAGTCAGGCCAC
+AAGAGACGAAGCCCAGAAGCAGATTATAAAACTTACAGAAATTACAAATCAGGAGATGATCATAGAAAAT
+CTCATAAAAGCGAAGGGATTTCAAGATGCCGTTGTGATGATAGACAATGGGATTGTGAATGTGATAGTGC
+AAGCGGATAAATTGTCGGAAGAAGAAGTTGCACAGATTGTGGAAATTGTCTCAAGACAAACAGGTGTGTC
+GCTGGACAATATAAAAATTATGACTCGGTTGGACTAGATTGTTTTTAAGCGACAGATTATGGTATAATGT
+ATTTGAAGCTCTTGCTTTTACTTTTAAGGGGGTGAGTTTATGGAGGAAAATGTAAAAAATTTTGAAAATC
+AAGAGCTGGGTTCTGTCAAGATTTCAGAAGAGGTAGTTAGCATAATCGCTGGTTTGGCTGCCACAGAAGT
+ACCAGGTGTTGCTGGAATGAGCGGGGGAGTTGTAAACGGCATTTCAGAGATTTTAGGCAGAAAGAATTTG
+AGCAAAGGAGTAAAGGTTGAGGTAGGAGATAAAGAAGCAACTATAGACTTGTACTTAATTGTGGACTATG
+GTGTTAGAATCCCTGAGGTCGCTTGGAATGTACAGGAAAATGTTAAAAACGCTGTGGAGAATATGACAGG
+GCTTAAAGTTGTAGAGGTCAATATACATGTGCAAGGGGTCAGCATGGAAAAAGGAAACAAAAAACAGCAA
+GAAGCCGCAGAAAAAGAAGGAGAAAATTAAATTTTCTAAACTAACCCTCTGCTAGTCAGAGGGTTAGTTT
+AGGTGAAGTTATGGTACAATAAAAAAGAAGAAGCTAGATTTTGCAAGGAGTTGAGAAAATGAACAGAACA
+GAAGCTAGAGAATGGGTTGTAAAAATGCTGTACCAGTACGACGTCTCAAAACTTCCTCTTGAAAAAATAT
+TTGAAAATTTTTACGAAGAACATGACCCTGGTGAACAAAAGGAGTACATAGAGGGCACTGTCAGAGGAAC
+TGTTGAGCATCTGGAGGAAATTGACCGAGAGATAGAAAAATACTCTAAGGATTGGCCGCTTTATCGAATG
+CCAAGGATAGATTTGGCAATTTTAAGATGCAGTATGTACGAGATGCTTTACGGCAACATTCCTGTCAGCA
+TATCCATAAATGAAGCGGTAGAAATAGCAAAAAAATATAGCACTGACGATTCTCCCTCTTTCATAAACGG
+GCTTTTGGGAGCATTCGTCAGGGAAAAAGGATTAGAGGAAGGTGAAGCGAATGATAATTGATGGAAAAGA
+AATTTCTAATAGAATAAAAGAAGAAGTTAAAAGGGAAATACAGGAATTTGGTTACAAACCTAGATTGGCA
+ATATTGATGGCAGGAGATGACGAATCCTCAAAGGTCTATGCCAACTCCAAAGTGAAGGCCTGTGAGAGCG
+TAGGGATAGAAGCAAAAGTGTACTATTTTTCAGAAAAAGAGGAAGATAAATTTTTTGATACTTTAGAAAA
+GTTAAATGAAGATAAAGACACCCACGGGATAATGATAGAGATGCCTCTTCCAAAGGGCTTTGATGTAGAC
+AAAGTTTACGATACGATAAATCCGTACAAAGATGTTGATTGCATATCAAATTACAATATGGGCAGGCTTT
+TTGCTGGAAAACCTCTTTTTGTTCCCTGTACGCCGAAGGCTATTATCCATATATTGGAAAATACAGGGGT
+TGACTTGGAAGGAAAACACGCCGTGGTGATAGGAAGGAGCAATATTTTAGGAAAGCCAGTTGCCAAGCTT
+TTGCTGGACAAAAACTGCACTGTGACAGTATGCCACTCTAAGACAAAGGATTTAGCTTATCATACGAAAC
+AGGCAGATGTTTTGGTGGTAGCAGCAGGAAAGATGAATCTGGTTAGAGGGGACATGGTCAAAGAGGGAGT
+AGTTTTAATAGATGCAGGGATAAACGTACATGAAGGTAAGATATACGGCGATGCCGACTTTGAGTCAATT
+AAGGACAAGGCTTCTTATGTAACCCCTGTGCCGGGAGGAGTTGGACCTGTAACTACAGCCATGATTCTCA
+AAAATACCCTGGAGGCTTTTAAATATGCAGTTAAAAGCCTTTAGTGTTAGTGAAGTGACGGAATATATAA
+AGAAAGTTATGGACAACGACATAATATTGAGAAATGTGAGAGTGAGAGGGGAAATTTCTAATTTAAAATA
+CCACTCTACAGCAGTGTACTTTACCTTAAAAGACGAAGGAGCAGCTTTAAAATGCGTAATGTTTAACGAC
+TACAGCAGGTCCCTTGAATTTACTTTGCAGGATGGAATGTCTGTAATTGCTACAGGCAGGATAACAGTGT
+ACGAAAAAGGCGGACTTTACCAGCTGTACGTTCAGTCTGTGCAGATGGATGGAATAGGAGCTTTGTACAT
+TGCTTTTAACAAACTAAAAGAAAAGCTCCAAAAAGAAGGCCTATTTGATTTAGATAAGAAAAAACCTATT
+CCAAAGCATCCGAGGAAAATTGCTGTGGTCACCTCTCCGACAGGGGCTGTAATACGCGATATAATAACGA
+TTTCACGGAGGAGAAATCCGACTGTTGATATAATGGTAGTGCCTGTTTTGGTGCAGGGGAGCTCTGCTGC
+GGATGAAATTTCAAATGCTCTTCGCATTTTAAACAAGAGGAAGGATATCGATGTTATAATAGTGGCAAGA
+GGAGGCGGGTCTTTAGAGGAAATCTGGCCTTTCAATGAGGAGAAGGTGGCTCGCAGTATTTTTGCCTCCC
+GCATTCCTGTGGTTTCTGCTGTAGGGCATGAGACGGATTTCACTATTGCTGATTTTGTAGCGGATTTGAG
+AGCCCCTACTCCCTCTGCTGCTGCCGAATTGGTGGTTCCAGACATAAAGGTGTATCAAAGGGAGTTGTTC
+TTATTAAAGACAAAGATAATGAATTTGATGAAAGCTCAAGTGCTTCACAGCAAAAAGGAATTTGAAGGAT
+TAAAAAGAGCACTTTATTTAAACAACCCCATTAAGAAGAACGAAGTTTTAAAGCAGAGAGTAAAAAACCT
+AAAAAAATCTCTAACTAAAGAGATGCTTTCCATTTTCAATCAAAAAAAGAATGAGCTTTTGGTGCTCAAC
+GAAAAGTTAGATTCTTTAAGTCCGTTGAAAGTCTTGACAAGGGGATATACTATTGTGCTTAATAAGGAAG
+GACAAGTGATCACTTCCTCTAGAAAAGTGAAAACTTCTGAAGAAGTGGGCATCCTCTTCAGTGACGGAAG
+GGCTACGGCAGTGGTGAAAGAGGTGAAAGAAGATGGAGAAAGAATTTAATTTTGAAGAAGATTTGAAAAG
+GTTAGAGGAGATTGTAGATACGCTAGAAAAAGGCAATTTGATGCTGGAGGAGTCTTTTAATTTATTCAAA
+GAAGGAGTGGAAATATCAAAAAGACTAGAAAAAATGTTAAAAGAAGTGGAAGGAAAGATAACCATGCTGA
+TAAGTGAAGATGAGGAAATTGAGTTTAAAGAGGAGGAAAATAATGTTTAAAGAAAAATTCAAAAATTTAC
+AACAGATGGTGGAGGAAGAGCTTCACAGGATACTGGATGTACAGGAGAAGCCGGAGATAATATACGAGGC
+GATGAGATACAGCGTTTTTGCAGGGGGGAAAAGATTGAGGCCTGTTTTGTGCCTCTCTGCCTGTGAACTT
+TTGGGAGGGGATTTAAAAAAAGCTTTGCCAGTAGCCTGCTCTATTGAACTCATACACACTTATTCTCTTA
+TCCACGATGACCTTCCTGCTATGGATAATGATGATTTGAGAAGAGGCAAGCCTACAAATCACAAGGTATT
+TGGAGAGGCCATAGCCATTCTTGCCGGGGATGGACTTTTAAACCTGGGATATGAGGTTTTGATAAGGCAT
+GCTCTGGAAAATCCCGAAGATTATGAGAAAATTTTAAAAGCTGCGAATGAAATAGCTACTGCTTCAGGTT
+GTAAGGGAATCATAGGAGGGCAGGTAGAAGATATACTTTCTCAAAACACAGAACTTACCTATGAAGAGCT
+AAAATACATCCACGAACACAAGACCGCAGCTTTGATAGAGGCTTCTGTCTGTGCAGGAGCCCATATGGCT
+GGGGCTAGTGAAAAAGAAGTGGAGCTTTTGAGAGAATACGCTGGGCTAATAGGGCTGGCATTTCAGATAA
+AAGACGACATACTGGATGTAATAGGAGATGAAAAAACGCTTGGCAAAAAAGTGGGGAGCGACAGGGAAAA
+AGGCAAGTTTACTTTTGTCAACATATTCGGCGTTGAAAAATCCCAAGAAATGGTAAAGGAGCTTACAGAT
+GAAGCTATAAAGATTTTGGACACTTTTGGCGAAAGGGCACAGTTTCTTAAAGACCTCTCTAATTATTTGA
+TTGAGAGAGTAAACTGAAGATTGAAAGAGCATTGACAATGTATCAGGATAGAAACTGATTTTTTTGACCT
+TAAGAGACTGTAGCAGGCTTTTACGGTTTTAAGCGGTGTTTGATATTGTAGACTTTCTCTGTTATAATGT
+AATTACCTTGAAAAGATAGGCGAAGTGGTGCAGTATCCTAGTCAGAGGTGCCAATCCTGAAGACGGGCCT
+AAAAACCCGTCAAGGGCACATCGATGAAGTTCCTGGTGCTGGCTTCTGACGCCCAGTTGGGGGCTGGTGC
+TGGGAGTTAAGGAGGGGGGGCGATCCACAAGGGCATGTGGGCGTTGACCCTTCCTCCGCGGAGACCTACT
+GCTGTGGCTCTCTTCGAGAGCTATGGGGTAGGCAGAACCTGTCTCGTGGCCAGCAAGCTGCGGACAGTGT
+AGCCCGCCTTGAGTGATCCGGGGGGAAATCAGCCATTGGCTGATGAAACCCGGGTTGCAAAAGAGGCTAG
+GGATTGGGCCCTCTGGTGAGGAAAGCTCCTAGGCTGTGCCCGAAAGGGCGGCATATTGGGGATTACAGTG
+CGGTCTAAGTGGCAGTCCAGTCCTGCCTATGGCGACAAGGCAGAAGCGGGCTTAAAGGGGAACCGCTGAA
+CGGCGACGTTCAGTGCCTGCTTGGGAAATCCTACTGGACCTAAGCCGCAAGGTTTACCCAATATGCTACC
+ACTTCGCCTTTTTCTAGGAGGATTTTTTTATTATGAAGACAAGAAACATAAACACTGATTACAGGTGGAT
+TTTACATATAACGTTAGCCACATTTTTTATGGCGACTTTTCTGAATTTTTTTTCTGATGTTTCTTTAAAG
+AAAAGTACAACTTTTGCTGCATTCTTTATTTTAGCGGGTATTGTGGCAATAGGCATAGTATTTGAAATTA
+TAGGAACTGCTGTGATGTCAGGCAAAGAAGAGCCTTTCCACGCTATGGCAGCAAAAAAGATGTACGGAGC
+AAAACATGCTATAAAGCTTTTGAGAAACGCTAATTTGGTGGCTACTTTTTGCTATGATTTAATCGGAGAC
+ATTTCTGCCATAATTTCCGGTGCTGCCTTGATGTCAATAATCATGAAATTTCCCATTTCGGGCACTAAAG
+CTTCTATCTACACGGCATTGTTTGGAGGAATTCTCTCTTCAGTGATAATAGGTGGTAAGGCCATTGCCAA
+AAGCATTGGAATGTTGAAAAGTCAGACTATAGTCTACTGGACAGGAGTCGTGCTGGCGTGGCTGGAAAAA
+AATTTAGGCATAAACATATTACCTGACTATAAAAATAATAGAAGGAAAAAAAGAAAGTGAGGGTTTTGTA
+TGCTTGAACAGATTAATAGCCCTTACGATTTAAAAAAACTTGACATAAAAGACCTTCCAAGACTTTCTGA
+AGAGATAAGGCAGTTTATAGTTGAAAAAGTTTCAAAGACTGGAGGACACTTAGCTTCGAACCTAGGGATT
+GTCGAACTCACTCTTGCACTTCACTACGTTTTTAATTCTCCTGTTGACAAAATAATTTGGGATGTCGGTC
+ATCAGTGTTATGTACATAAAATGATTACAGGGAGAAGGGACAAATTTGATACTTTAAGGCAGTTTAATGG
+GCTTTCTGGTTATACTAAGAGGACAGAGAGCATTCACGATATATTTGGAGCAGGCCACAGCAGCACCTCA
+CTGTCGGCAGCATTGGGAATTGCAACTGCTAGGGATTTAAAGGGAGAAAAATATCATGTTATAGCAGTGA
+TTGGTGACGGGGCCTTGACAGGCGGCATGGCTCTGGAAGCTTTGAACAACATTGGAAGGTCTCGGAAGGA
+TGTCATTGTAATTTTAAATCATAATGAGATGTCTATTTCTGAAAATGTAGGAAGCCTTTCTCTTTATTTG
+AGCAAATTAAGAACTGACCCCACTTACAATAAGGTGAAGCAGGAGATTGACAATCTGTTAAATATCATAC
+CTCCAATAGGCAAAAGCCTTCACAAGTATATTGAAAAAATCAAAGATTCTATAAAGCAATTGGTAGTTCC
+AGGGATGTTTTTTGAAGAGCTGGGTTTTACTTATTTAGGACCTATTGACGGTCATAATGTGGAAGAACTC
+ATTGAAGTTTTAGAAAGGTCTAAAAAAATGAAGGGGCCTTTGCTTATACATGTTGTTACAAAAAAAGGGA
+AAGGATATATGTTTGCGGAAAAAAGGCCAGATAAATTCCACTCTGCAGCTCCTTTTGACATAGAAACAGG
+TAAATTTGTAGGAGAAGGAAAAGACAGCTATTCTGACGTTTTTGGCAAAACCCTTGCTGAAATGGCGCTA
+AAAGACGAGAAGATTGTTGCGATAACAGCAGCCATGCCAGAAGGCACTGGGCTTATTCATTTTGCAAAGT
+TAATACCGGATAGATTCTTCGACGTGGGAATAGCCGAACAACACGCTACTACTTTTGCTGCAGGGCTTGC
+TGTTGAAGGATACAAGCCTTATTTTGCTGTATATTCCACTTTTTTGCAAAGAGCTTACGACCAGGTGATT
+CACGATGTGTGTATACAAAAACTTCCAGTAGTTTTTGCTGTTGACAGAGCAGGGATTGTCGGGGAAGACG
+GAGAAACCCATCAAGGGGTGTTTGATATATCTTTCTTAAGGGCAATTCCAAATATCGCTATAATGTCACC
+AAAAGATGCCAATGAATTGGTTGAAATGGTAAAGTTATCGAGAAATTTAGATTTTCCTGTAGCCATAAGG
+TATCCAAGAGGTAAAGCGGGTGAGTATGATATTTCAAGAAAGCCAAGTTTTCCATTGGGCAAAGGAGAAG
+TGCTTCTTGAAGGAGAAAAAATAGCCGTATTTGCTCTGGGCAGAATGGTGTCAAAATCAATTGATGCGGC
+GGAAATTTTAAAAGGCCATGGTATCAATCCTTTTGTCGTAAATTTGAGATTTGTTAAGCCTCTTGATGAA
+GAACTCATTTTAGAAATTTCTAATAAAGTAGACCTCGTCGTGACTGTGGAGGACAACGTTATAGCGGGAG
+GAGTAGGCAGCGCTATATTGGAGCTTTTGAACGATAAGAAAGTCTATAGGCCTGTGCTACGCTTAGGATT
+TCCTGATAAATTCATAGAACATGGAGATGTAGAAAGCTTGTTTAAAAAGTACGGTTTAGATTCTCAGTCA
+ATAGCCGATACTATTTTACAAAGGTACAAGGAAATGAGGGGATCATGAAGGAGAGAATAGATGTACTTCT
+CGTAAAAAGGGGCTTTTTCTCTTCAAGAGAAAAGGCAAAAGCAGCTATAATGGCAGGAGAAGTGTACGTA
+GACGGCAAAAGAGCCGAAAAAGCTGGAGAAATGGTAAAAGAAGATTCAAAAATTGAAGTAAAAGGTAATT
+CTCTTCCTTATGTCAGCAGAGGAGGACTTAAACTAGAAAAAGCTCTTCAACTCTTTGGCATTGATGTCAG
+GGGTAAAATTGCCTTAGATGTAGGCGCTTCTACTGGTGGTTTTACTGACTGCCTTTTAAAGCACGGGGCA
+CAGAAGGTGTACGCTGTTGATGTCGGTTACGGACAGCTTCACTGGAGTTTAAGAAATGATCCGAGAGTTG
+TCGTAATGGAAAAAACTAACATAAGATTTTTAAATGCACTTCCCGAGATGGTGGATATAATAACTATAGA
+CGTTTCCTTTATTTCACTTGAGATTGTAGTGCCTGCTGCTGATAAATTCTTAAAAAGCGAAGGAGAAATA
+GTGGCTTTGATAAAGCCCCAGTTTGAGGCCGGAAGGGAAAAAGTAGGGAAAAAGGGGATTGTAAGGGATA
+AAGATGTGCACAAAGAAGTGCTTGAAAAGATTATAAAATTGTTTAAAAATATAAACTACGGAGTATGCGG
+AATTACTTATTCGCCTATAAAAGGAGCAGAGGGAAATATTGAGTACTTGATCTACGGAAAAAAGGGAAAA
+TGCGATGAAAAGGAAATAGAAGTTGAAAAAATAGTTGAAGAAGCCTTTAAAAATTTGTGGCAGGAAAAAT
+GAATTTTGTGTAGAATAATGATAAATGTGGTGATATAATAATGAAAAAAGTCGGGGTAATTCCAAATATA
+AATAAAGACAAGGACTTAGAGGTTACAAAATCTGTAGTAAATTGGCTTTTAGATCATGGTTCTGAACCCT
+ATTTAAATGAGATAGTGGCAGCCAGAATCGGCTATGAAAAACACGGCAAAAAAGCAAATGAAATATACAG
+CAAATCTGACTTTCTCATCGCTTTAGGAGGAGATGGAACGATACTTAATGTAGCGCGCCTTTGTGCTCCT
+TTTGGCACCCCAATTCTAGCAGTAAATTTGGGACATTTAGGCTTTTTGACAGAAATAGATGCATCTGAAC
+TTTTCCCTTCACTAGAGAAAATATACAAAGGGGAGTACGCAATAGAAAAGAGAATGATGTTAGAAGCTAA
+TGTGGTTAAAAATGACATGGAAGTTATAAATTTCAGGGCTTTGAATGACATAGTTATAACAAGAGGAGCT
+TTTTCAAGAATGGCCCGCATTAAAGCTTATGTAAATGATAATTACGTAGATACTTACTTAGCAGATGGGG
+TTATTGTAGCAACACCTACTGGCTCTACAGCCTATTCTCTTTCTGCTGGAGGGCCAATCGTATATCCCAC
+AGTGGAAGTCATCATCATAACGCCAATTTGTCCACACACTTTGTACTCCAGGTCTATAGTTGTCTCTCCT
+GATGATGTAATACGCCTTGAGATAGCTGAAGAAAACCAGGATTTAATGATAACTACTGATGGACAGCAAG
+GCTACAAGATAGATTATAGAGATGTAATATACATAAAGAAAAGCAATGAATACACTAATCTCATCAAAGT
+GAAAAACAGCAATTTCTTTGATTTGCTAAGAGATAAGCTTACAGAAAGGTGAAAAGAGGTGAAAGGAAGA
+ATGATGAAGTTGGCAAGGCATGCCAAGATTTTAGAGATAATTTCTGAAAAAGAAATAGAGACGCAGGAAG
+AGCTGGCAGCAGAACTTCAGAAGAGAGGAATAGATGTCACACAGGCCACGGTGTCTAGAGATATTAAAGA
+GCTTCGCCTCATAAAAGTTCTTACAGAAGATGGAAAAAGATACAAATATGCGCCAATGACAAAAGTAGAT
+ACTAATATAAGTGAAAGACTTATGACTTTACTTTCTGAGTCCATAGTCAATGTGGACTATGCTGGAAACA
+TCATAGTCATAAAAACGTTATCAGGCAGTGCTTCAGCAGCAGCCGAAGCAATTGATACTCTTAATTGGAA
+AAATATTGTAGGCACTATTGCCGGCGATAATACTATTTTTGTCCTTGTGAGAAACCAGGAGGATATTCAA
+GAACTGGTGGAGAAGTTCAGAAAACTCATGAAGTAGTTCTGGAGGTTTTGCCATGCTTTTAAACTTAAGC
+ATACAAAACGTGGCTATAATAGACAAGCTGGAAGTGGAATTTAAAGAGGGGTTTAATGTTCTTACTGGTG
+AAACTGGTGCAGGTAAGTCTATAGTGATTGACTCTGTACTTTTATTGATTGGTGCTCGAGCTAATAAAGA
+TATAATACGTTCTGGAGAAGAAAGGGCTTTAGTTGAAGGAGTGTTTCTAGTAGATTCTAACAAAGACAAA
+ATTGCAGAGTTATTAGAAGAAGCAGGAGTTTCGCAGGAAGAGGACGATACCCTTATAATAAGCAGGGAAA
+TAACTAAAAGTGGCAGGAGTTATTCGAGGGTAAACGGAAAAATAGTACCTCTTTCTTTTTTGGACAAAAT
+CGGGGCTTTACTTGTAGACATCTTAGGGCAGCATGAGCATCAGTTTCTTCTAGATTCCTCTCAGCACCTA
+TTTATCCTAGATAATTTTGGCGATGAGGAGTTTAAAGCATTAAAAGAAAGATTTAAACAACTGCTAGAGG
+AATACAGATCTGTTGTGAAGGAAAAGACAAGCCTTTTTAAAGATGAAAGAGAAAAGGAACAGATGATCGA
+TTTATTAAGGTATCAGATTCAGGAAATAGAAAGCGCTAACTTGAGTGAAGAGGAAGAGCAACAACTTATA
+GAGAGAAGAAATATTTTAATGAATTATGAAAAATTATTCAATGCTGTAAATTCATCCTATAAGATACTGT
+ATGAGGGAAATGGAGGGTTTTCTGTACTCGATAATCTCCACAAAGTGGTTAAAAATTTAGAGACAGCCTT
+TTCTATAGATGGGAAACTTAAAGGATTAAAAGAAAAACTGGAAAATATTTTATATGAAACAGAGGATGCT
+GCACTTCAGTTAAGAGACTATTTGGGCGCTATTGACTTTAATCAAAAGGCTTTAGAAGAGATAGAAGAAA
+GGCTTAATCATATAAACTTTTTAAAGAGAAAATACGGACCTACAATTTCTCATATTTTATCTTTTAAAGA
+AGAGAAAGAAAAAGAACTGGACAAAATCCTTCATTTTGAAGAAAGACAGAAAGAATTAGAAGAAAAAGAA
+GCTAAGTTATGGGAAGAGATTAATAAAATGGGCAGTAAAATTCATGAAAAGAGAAAAACTTTAGCTTCCC
+ATATCGAGGAAGAGATAAATAAAGTTTTGAAAGAGCTCAACATGCCCAACGCCTCTTTTAAAGTGGATAT
+AACAAAAGAAGAGAGTCCAAATGAAAATGGATTTGATAGAGTGGAATTTTTGATTTCTACTAATATTGGA
+GAACCTTTAAAACCGCTTTCTAAAATTGCATCAGGTGGAGAACTATCTAGAATTATGCTTGCTTTAAAGA
+CAATTTTGGCTTCTTCTGATGGAATTCCTACACTAATCTTTGACGAGGTAGATACGGGAATAAGTGGCAA
+GACAGCACAGCTTGTGGCAGAAAAGATGGCTTATCTTTCTAGAAGGCATCAGCTAATTTGTGTAACTCAT
+CTTCCTCAGATAGCCTGTATGGCAGATGCCCATTATTTTATTTCAAAAATTTCCAAAGGCGACAGAACTT
+ATATTAAACTTACAGAGCTTGACTATGAAGGCAGAATAAAAGAGTTGGCGCGAATTATGGGAGGAGAGAA
+AATAACTTCTACAATTCTTGAGCACGCGAAAGAACTTTTAGAAATGGCTTCAAAATTTAAAAATTCCCTT
+TAACTTTATCCTCATCTCGCTTCCTTTTGCTATCGGGATAATTTATTTACAGTATATAAGCACTTCAAAA
+GGGTTAATTTAAATGTAGATTCAGCTGAAGTTTTGAAAAAGGAAGTGAGATGATGAATAAGAAATTAATA
+AAGCTGGTTTTATTCGCCCTATTGAGCTTTTTTTTAGTATTTGCAAACTACTTTACACCTATTCAGGAAC
+TAGCAAAAACACCCTCTAATTTCAAAATTTTTCAGGGTGATAAACTAAGTTACAATTTTAAATTTCCTTT
+TAAAATTACGTTTGAAATTGACAAAGAAGGGCTTTTGAGAATAAATGGAAAAGATGAGATAACCATTGAA
+GCAGTAAACACTGGAAAAGCAAATTTAGATGTAAAATTATTTGGATTTTTACCTTTAAAACACATAAATG
+TTGATGTAGTGCCTACGATAAAAGTCGTACCTGGAGGGCAAGCAATAGGAGTGAAACTTAATACAAAAGG
+AGCCCTAGTGGTAGGTTATTCGGACATAATGGGGGAAGATGGGAAAATTTACAGCCCGTATAAAGAAGGT
+AAAATTCAGATTGGAGACATAATTTTAGAAGTAAACGGAGTCGAGATAAAGCAGGCGGAAGATATTACAA
+ATATTGCTAATAAACTTCAAGGCAAGGCTTTGAAGCTCAAAATTAACAGGAAAAATGCCATACTTTACAC
+TGTCATTCATCCTGTAAAATCTAAAGAAGATAAGCAGTATAGAATTGGATTGTGGGTGAGGGACCATACT
+GCGGGGATTGGCACTTTGACATTTTATTATCCTTCGCAAAAGGTGTACGCTGCATTAGGGCATGCTATAA
+CTGACATTGATACGGGGCATGTGCTGTCAGTGGAAAACGGAGAAATAATGAATACTCGCATTACATCTAT
+TGACCAAGGTCGCAGAAGCAAGCCGGGAGAATTGAAGGGGGTGTTTTTTGAAGAGGTAGATGCGATAGGA
+AATATTTTAAAAAATACTCAATTTGGCATATATGGCTACATGTACAATGACTTTAAGAATGAATTCTATG
+GAGAGATTCCTGTCGCTTATCAAGGGCAGATAAAAGAAGGACCTGCTAAAATACTTGCTACCATTGATAA
+TAAAGGAGTACAGGAGTTTGACGTAGAAATTGTGAAAAAGGTGTATCAAGAGTCACCTACTCCAAAAGGC
+ATGATAGTAAGGATTGTAGATAAGAACCTCTTGGCCAAGACTGGAGGAATAATACAGGGTATGAGCGGAA
+GCCCCATAATTCAAAATGGAAAACTTGTAGGAGCTATAACTCACGTGTTTGTCAATGACCCTTCAAAAGG
+CTATGCTGTTTACGCAGAATGGATGATAAATGAAGTGAACAACTTGCTCAACGATAAGCAGGTTTTTATA
+AATGAATAAAAATTTTTACCAAAAAGGAGGAAATTCAACTATTATGTAGAATAAATATTATATACTAATA
+TTAGCAACGGGAGGTAAGAGTAATTGATTAAGAAGATTAGAATAGCCATTGCAGACGACAACAAAGAATT
+TGCTAACATTTTGGCTGAGTATTTGTCTGCTCAGCAGAACATTGAAGTGGTAGGGGTTGCCAATGACGGC
+AACCAAGCTATTGAGATTATAAAAAATCAATCGCCAGACCTTTTGATTTTAGACATTATAATGCCATATC
+TAGATGGCATAGGTGTGCTGGAAAAAATAAATGAAGAGCAGCTTAAGAAGCCCAAAATTCTCATTCTGTC
+TGCAGTAGGGCAGGAGAAAATTACGCAAAGAGCCATAGCATTGGGAGCAGATTACTACGTGCTCAAACCT
+TTTGACCTTGCAATGCTGTCAAAGAGGATCTTAGAACTGATGGAACCCGACTTGGACATTGTGTCAAGGA
+CGGTTTTCCATGTTGTGAAAGCGAAGAAAGATTACGATTTGGAGGCTATGATTACAGAGATCATCCACGA
+AGTCGGAGTACCTGCCCACATAAAGGGATATATGTATTTAAGAGATGCGATTTCTCTTGTGATAAGCAAT
+ATGGAGTATTTGAATTCAGTCACAAAAATGCTGTATCCCAAGATAGCTGAAAAGTACAATACTACGCCGA
+GCAGAGTAGAGAGAGCTATAAGACACGCCATTGAAGTAGCGTGGAGCAGAGGAAGGACAGAAGTTTTAAA
+TGAACTTTTTGGCTATACTATAAACGATGAGAAAGGAAAACCCACCAACTCTGAATTTATTGCTCTTATC
+GCTGATAAGTTGAGGCTTGGAATGAAAGCAGGATAATTTTCTATTTCCTGCTTTTTATTTTTTGTTTATT
+TTATGTAAATTTTTTTTGTGTTATAATAGACAGGGAAGTTATACTCCGGCAGGTGAGTATTTATGCAGAT
+AACAGGATTTGTAAAATTGGATAAAAGGACCAAAAACCTTGTCAAAAGGCTAAATCCTGGTGAGATAGCC
+GTAATCGACCATAGGGATTTGGACGAAGTAGCAGCTGAATCTCTTGTTGAGAAAAAAGTGCTGGCTGTCA
+TAAACGCAGATAAGTCAATAAGTGGAAGGTATCCCAATATGGGACCTTCTATTTTGTGTGAAGCTGGAAT
+TCCAATAATTGATGATGTAGGAAAAGACATATTCGACTTGCTCAAAGAAAATGATAAAATTACTATAGTA
+GACAACGAGATATACAAAGATGGGGTTTTAATAAAAAGGGGAAAACTTCTCACCAAAGAGGTGGTTGAAT
+ATAAACTTCAGGAGAGTAGAGAAAACATTGGAGAAGAGCTGGACAAGTTTATTGAGAACACATTAGAGTA
+CGCTAAGAGGGAAAAGTATTTCATTCTAGGGGGAGTTGAACTTCCTCCTACAAAGGTCCGCTTCAAAGGA
+AGACATGCTCTTGTAGTGGTGCGCGGAAAAGACTATAAAGAAGACCTTTTTACTATAAAACAGTATATCA
+CTGACGTAAAACCAATTCTGATAGGAGTGGACGGAGGCGCGGATGCTCTTTTAGAATTCGGGTTAGTTCC
+TGACATAGTGATAGGAGACATGGACAGTGTAAGCGATGAAGCTTTAAGAAAAGCCAAAGAAATTATAGTC
+CACGCTTATCCAGATGGCACAGCGCCAGGGCTTGAGAGAGTGCAGAAGCTAGGACTTAGTGCAGAAGTTT
+TTAAAGCACCAGGGACCAGTGAAGACATAGCGATGCTTTTGGCTTTTGAAAAAGGAGCAGATCTCATTGT
+AGCAGTAGGAACTCATTCTAGCATGATTGATTTTTTAGAAAAGGGAAGAAAAGGAATGGCCAGCACATTT
+TTGGTGCGCCTGAAAGTTGGAGAGAAATTGATTGATGCAAAAGGAGTAAACAAGCTTTACAGGGAAACTT
+TTAAGCTTTCGTATATATTCAGCATAATAATTGCAGCCCTAGTTCCGTTGGGAGTGCTAGCTTACTTTTC
+ACCTCCAATGCAACAGCTTCTCAAACTCCTGCAGTTAAGGATTAGGCTTTTAATTGGTTTTTAAGGAGAT
+GATTTAGTATGAATATAAACATAAAGTATTACGTCCTTACAATTGCTTCTATTTTTGTGGCTTTGGGGGT
+AGGGATTTTCATTGGCTTTATGTTGGACGGGCAGAAAATTTTTTCTGAGCAGCAGACTGCTATAATAAAC
+GAACTGGAACAAAAGTTTAAAGATTTACAAGCCGAAAATGCTAATTTAAAAAATACAGTACAGGAGCTCA
+ACAAAGAGATAAACTATTACAACCAATATCATCAGATAATTTTCCCGGAGCTTGTCGCTAATAGGCTTAC
+TGGCGTTAAGGTGGCTATAATTGAGACCACTAATGAGTTTATATTTTCTGGGATGAGAAATGCTCTTTTA
+AAGGCTGGAGCTACTATTGAATCTATAACGATAATAAAAGAGGGATTTGATGCGGGGGATGAATTGGAAG
+TCCAGAATTTGATAAATTTTCTTTCAAACAAGTACGGTGTTTCAATAGACCCCAAACATCTTAACGAATT
+TGTATCTCAGAAGCTGGCTCATGCGATTGTCACAGGGCAGGATGTAGACCTCATAAACTACTTGAAGTCA
+AACGGTTATATAGATTTTACAGGGATGCCCGGAAATGTAGATTTTGTCATTATAGCCGGGGGAAGCAATA
+ACAAGGAAAATAATGTAAATTATATAGATGTTCCGATTATCAAAGAAGTTAAGCTTTTGAACATCCCTAT
+AGTAGGAGTTGAGCAAAGTGATGCAAAATACTCCTATATGGAAGCGTATAAGAAGCAGCATATTTCCACA
+ATAGACAATGTGGACAGCATAATAGGTCAGACATCCCTTATAATGGTAATGGAAGGAAAAGAAGGGAATT
+ATGGAGTGAAACAAGAAGCGATGAGTTTGATGCCAGATTCTTTTGGGAATACTTCTAACATTACTCAAAA
+AAGGTGAGGATGATTGATGAACAAAAAGGTAAGCGTTCTGATACCAGCTTACAATGAGCAGGATAAAATA
+ATTGATACAATAAAAGGGTTAGAAGTTGTGAAAGAGGTGGATGAAGTAATTGTAATAAACGATGGGTCCA
+CGGACCAAACTGCGGAAAGGGCAAAAAAGGCAGGAGCGAAATTGGTGAACATGAAGGAAAATATGGGGAA
+AGCCGCGGCTTTGAGAGAGGGGCTAAAATATGCAAAAAATGATATTGTGGTTTTCCTAGATGCCGATGTG
+GGTCTTACCTCCAGAGAAGTTGAAAAGCTGATAAAGCCTGTATTTTTAGATGAAGCTGATGTGGTAATCG
+CAAAATTTCCTAAAACTCCAGTAAAAGGCGGCTTTGGGCTTGTAAAAAGCCTGGCAAGAAAGGGAGTAAA
+GTACTTTACTGGGAAGGAAATTGAATCTGTCCTTTCAGGGCAAAGGGCTTTTAAAAGAGAAGTTTTAGAA
+AGTTTGGATACTTTTTATAAAGGTTTTGGGATAGAAGTGGGAATGACAATAGACATTTTGCAAAAGGGTT
+ACCGCGTAAAAGAAGTAGAAGTCAATATGACTCACTCTTTTACAGGGAGGAATTTAAAGGGATTTTTGCA
+CAGAGGAAGGCAATTTTGGGACATATTAAAAGTGCTTCTCTATAAATTCTTCAAAAGCAGGTGGAAGAAG
+TGAAATGGATAGTTTTAATATCAATACCTCTCATTGTGACATTTGCTGTAAAAAAGTTTTTTAGAGAACT
+GCTTTACCACCCTTATTGTTTAAAGGAGAATTACAAGAAAAAGTTGATTCCAGTTTGTGGCGGCATAGTG
+TTTGTTCCAAGCTTTTTTGCTTCTATTTTCTTGATAAACTTGTTGGGGCATAGCGTAGAATACCAGGAAG
+TAATTTTAATAGCTCTTTCTCTCATTTCATTTGTAGGATTTGCAGATGACCTCATAGGAGATACTAAAGT
+AAAAGGCTTAAAAGGGCACATCCTAAGGCTTATAAAAGGTAAGCCTACCACTGGCAGTCTAAAAGCTTTG
+GGAGGGCTTTTAATTGCTGCTTTTGTAAGTTACGAAATAGCGGGGATAAGTCTAATAGAGGTCACTATAG
+ATTCTCTCATCATAGCACTTTTTACTAACCTTTTAAACCTTCTTGATTTAAGGCCAGGAAGATGTGCCAA
+AGGCTTTTTACTCCTTTCATTGCTATTTTTATTGATTGGCAGGGGAAAGCCAGAGTTTTTGTTTATCCTT
+TTTGTGATTGTACTCGTATATCTGCCGGAAGATTTAAAGGCACAGCTTATGATGGGAGATACAGGTTCTA
+ACGTTTTGGGAATGGCTAGTGGGATAGCGGCCATTTTGCTTTTCAACTTTTATGAAAAGCTGATACTACT
+TTTTGCACTGATTTTATTTCACCTTTTTACTGAGAAGTATTCTTTAACTGCTATAATTGAGAAAAATAAA
+TTTTTAAATTATCTAGACATGCTAGGAAGAAAAGGGGAAGAGTGATGTGATAAGCACCTACCTTGGAAAA
+GTCAGCAAAGTGATATCAAAAAGAGAAAAGATTTCTGTAGTGGAAATAAGTACCAAAAATGAAAAAGCCT
+TAGCTATAAATTACGACGAGCTTACAGGGGAGGTAAAAGAAGGGGATTTTGTCTATGTGAATAAGACTGC
+CCGCCTTCTCAATTTGGGTACAGGTGGGTATGACTTTATTGTCGCAAACTTAAGGTATGAAAAATTTGAT
+AATATTAAAAAAGGTCACATAATGAAATTGAGGTATACCCCTTTTCAGATAAACCTTTTGACAATGGAAG
+AGGAAAAAAGTCCCTATCATAAGGAATTTGATAAATTCAGAAATTTAGAAGGATTTCCTGTCATAGTGGG
+GGAGCTCCACAGCATGGTAGCTCCTGCTGCTTTGGTCCTCAAAAAATTAGCTCCTGATGTCAAAATTACT
+TACATAATGACAGATGGAGGTGCACTTCCTCTTTACTTCAGCAACGCAATTTACGAACTAAAAAAAATAG
+GAGCAATTGACAACACAATTACCATTGGACATGCCTTTGGCGGGGATTATGAATGTGTCAACATCTACAC
+GGCTTTAATAGCTTCAAAGGAAATTTTAAATTCAGACGTGGCCATAGTTGCCATGGGGCCTGGCATTGTG
+GGGACAGGTACAAAATATGGCTTTTCAGGTGTGGAACAAGCCCACATAATAGATGCTGTTAACAAAATGG
+GAGGAAAGCCTGTGCTAATTCCAAGGATAAGTTTTAAAGACGCAAGGGGGAGGCATCAGGGCATAAGTCA
+CCACACTGTTACTGTGCTGGAATTGTGCTATTCTTCCTGTGTCATAACTTTTCCTTCTATGGACTCTGAG
+AAGGAAGAATTGGTGAAGAGGCAGATAAATTCAAATACGGTCTTTTCTAGATTCGATATTCGCTTTATTA
+ACGCTTGCGACACAGCTAAGTATTTAGAGGAAGCAGGATTTTATGTAACCACAATGGGAAGAAGTTATGA
+AGAGGAAAAAGAATTTTTTAATGCTTGCGGTGCTGCTGCTATTTATGTAGCTAGTGAATTACTTAACTGA
+ATTTGTCAGGTCTTTCAAAGTGGAATATCTCATGCTTAGCTCTTTTAAAAAGACAAGCAGATTTGAAAAT
+TTCCCTGTGTATAAGAGCACAATCATTTTTTTCACCTCATTTCTATAGTATGTATTTGGAGTAAAAATTA
+TACATAGAAAGGAAGGTAAAAATGGAACAAAAAGAGCCTACAGTAAGCACTAGAAAGGTATTTGAAGGGA
+AGATAATAAACTTAAGAGTTGATGAGGTAAGGCTTCCAAATGGGAAAATAACTACGAGAGAAATAGTAGA
+GCACCCTGGCGGTGTCTCAATAGTAGCAGTCACAAATGATGGGAAAATCCTTTTAGTAAAACAGTACAGA
+AAACCGGCTGAAGAAGTTTTGCTAGAGATACCTGCAGGAAAGCTGGAAAAAGGAGAAGACCCTTTGGAGT
+GTGCCAAAAGAGAGCTTTCAGAAGAGACAGGGTATGAAGCGGGTCACATAGAGCATTTGATTACTTTTTA
+CACTACTCCTGGCTTTTCCAATGAAAAGATGTACCTTTATTTTGCAAAGGATTTAAAGAAAAGCAAGGTA
+CATCCTGATGAAGATGAGTTTTTAGAAGTGGGCGAATATTTTCCAGAAGAACTGTGGAAGATGATTTTAG
+AAAATAAGATAAAAGATTCCAAAACGATAATAGGCGTTCTGTACTATTTGAAAATGAGGAATGAAAAAAT
+ATGATGAAGATTTATGGAGATTTGCACATCCACATAGGTAGAACTGAAAAGGGTATTTCTGTAAAAGTCG
+CTGCTTCGAAGGATTTGACTGTTTTAAACATTTTAGAAAGAAGCTTATTAAAGGGGATAAACGTTGTCGG
+TATAGTAGATTGTGCATCTCCACCTGTAATTCACGAGATAAAAAGATATTGCGAAGAAGGAGTGCTATCT
+TGCATTGAAGGAGGAGGACTTAAGTACAAGGGAAAAGTTACGCTGATTTTAGGAAGTGAAATTGAAATTG
+GGGGAGAAGAAGAAGGCTCTCCCCATTTAATTGGATATTTTAAAAGCATAGAAGACATTTTCTCTTTTTC
+TGAAAAAATAGGCAAGTACATGAAAAATATAAGATTGAGTTCCCAAAGAGTAAGCCTAAACAGCGAACAG
+GCAGTAGAAGTTATAAAAAGCTGTAACGGTATAGCTGTTCCTGCCCACGTTTTTACTCCTTTTAAAAGCT
+ATTACGGAAGCTGTACTGATAGATTGCACAAGGTCTTTAAAGACCGCTACAAGGAAATTGAGGCAGTAGA
+ATTGGGACTGAGCGCTGACTCGGATATGGCGGACCAAATTGAAGAGCTATCATTAAAGATTTTTCTTTCT
+AATTCAGATGCCCATTCTTTAAACAAAATTGGAAGGGAATTTAATGTCTTTGAGGTAGAAGAAGCAAATT
+TTGAAGAAATCTTAATGGCTCTAAAGAGAGAAAAGGGAAGAAAAGTTGTAAAAAATTACGGCTTAGACCC
+TAAATTGGGGAAGTACCACAGGACTTTCTGCCTTGAATGCGGTTATATAGCGAAAGAAACTCCCCCTGTT
+AGAAGATGCCCCAGATGTGGAAGTGATAAAGTATTGATGGGGGTAAGAGACAGAATAGAAGAAATAAAAG
+ACTATGATACCAGACATCCTGATTTTAGACCCCCCTATATCTATCAGATTCCTTTGGAATTTATTCCTAA
+TATAGGAAAAAGAACAGTAGAAAAGCTTGTACATCACTTTGGAAGTGAACTTTACGCTCTTCATGAGGCT
+TCTTACGAAGATCTAGAGAAGGTCGTAGGTGAGAAAAACGCTCTCAATATTTTAAAGGCGAGAAATGGAG
+AACTTACTGTTTCTTCGGGTGGAGGCGGAATATACGGGAAGGTATTGTTAGAATAGTTGAGGAATATTGT
+CCCCTTTTTATTCATAAATTTAAATTAGCAAAGAAAAAATAGGGGGCAATATTCTTGAAATTTGTAAAGG
+CAGGATTTTATTCCCATATCAGAGGAAATTTTTTTCTATATGTGCTGGTGTTAACTGCTCTGATGATTGG
+CACTACTACAGGGGCCTTTACAGTAAACAATATAACTGACATTCAAAGGGAGCAGATAAGAGAATATATT
+TCCAAGTTTTATCAAATTGCAAAGACTATAGAACTAAGTCCCGTGCAGATTTTTAAGCAATCTCTTTTAA
+ACAATTTTGTGACAGTCTTTTTGCTCTGGATTTTGGGAGCCACCATAATAGGCATTCCTTTTATATTTCT
+AATCGTTGGCATGAGAGGTTTTACGTTAGGCTTTTCAATAGGCGTACTGATTAAGGAAATGCAAATGAAG
+GGAGTACTTCTAACGCTTTTGGGGGTATTGCCTCAGAATATTTTTATACTTTTAGGGATTTTGTTTACTT
+CAGTTACTGCAATCAATTTTTCTGTATATCTTTTGAAAAATAAAAAATTTTACTTTGAGGAATTAGCTTC
+CCAATTTATTTCCTACACTTTTGCAATTTATGCAGGCTTTCTGTTTATAATGCTGGGATGCCTGATAGAG
+TCTTACCTTACCCCGTATGTATTACTTCTTCCTATTTTTTCGCTGTAGAAAAGAAGGAAATTGACGATTT
+ATGTTGAATATTTATAATTAATGAACTTATATAGAAAATTGTAGGGGTAAAAGGGTATGGCTGAAAGCGT
+GGTTGGGGAGTTTTTGGAGTTTTTAAAGAAAAATAAAAGGCTATCTAAAAATACATTAGAGTCCTATTCC
+AGAGATGTAGAACAATTTTTAACTTACATGAATGAACATGGGATAAATTTTTGTTCTGCTAAAAAGTCCA
+CCATTGTAAATTACCTTTATTTTCTAAAACAGCAGGGAAAATCCCAGGCTACCATATCTAGAGCTCTTTC
+TTCAATAAAAGCTTTTTATCACTATTTGTTTGCTAAGAAAAAAATTGAGGAAGACCCCTCTTATGGTATA
+AATGCCCCCAAAGTAGAAAAAAAGGAGCCTGTTACCTTGACAGTAGAACAAGTAGATATGCTTTTATCTT
+TTGATTTTGGTAAAGATGAGAAAGGGTTGAGAGATAAAGCGTTGATAGAATTGATGTACGCTTCCGGCCT
+TAAAGTCTCTGAAGTGATATCTTTGAAGATAGAGGATGTAAATTTGGCCAGTGGCTACATTGTAGTGCGC
+TCTGGAAAAGAAAGGGTTATTCCTATAGGTTCTTACGCAGTTGCTGCACTTCAGGAATATATTGAAAAAG
+GAAGAAAACCCAGAAAAGGAGAAAAAGCCCTTTTTCTCAATTTGAGAGGGAAAAGGCTTACAAGGCAGGG
+ATGTTGGAAGATAATAAAAGAATACGCTGACAAAATAAGTCCGGGTTTGCCTTTAACTCCAAACATTTTG
+AGAAAATCTTTTGCCCAGCACATGCTTCAAAATGGAGCGGATTTAAAGACTGTCCAAGAGATGCTGGGAT
+ATGAAGTAAATTTTGGAAATAATTTACTTTCTCTGGTTTCGCGGTCAAAAATGAAAGAAGTTTACAATAA
+ATTTCATCCAAGAGCTTGAAAAGGCATAAAATTCACCCTCCGGTACACAATATAAAATAGCAACGAAGGA
+GGGTGAATTTTTATGTCAAAAAAGTTTTTAGCATTATTGATAAGCACATTTTTGCTGTTTAATACGGCAT
+ATGCGGATGTCATGAATTTAAAAGCAAAATCTGCAATACTTATGGAAGCAGAAACTGGAGAGATTCTATA
+TGAAAAAGATATTCACAAACCTTTGCCTCCTGCTAGTGTGACGAAAGTAATGACTTTGCTCCTTGCGATT
+GAGGCGATAGATTCAGGGAAGATCAAAGTCACAGACAAAGTGGTCACCAGCAAACACGCTTTTGACATGG
+GGGGTACTCAAATATACCTTGAGGTAGGAGAAGAAATGACTGTAGACGATTTGATGAAAGCTATTGCGAT
+GAACTCAGCAAATGACGCATCTGTAGCTTTGGCTGAATATATAGCCGGTACAGAGGAAAATTTTGTGGAA
+ATGATGAACAAAAGAGCAAAGGAACTGGGAGCCAAAAATACCACTTTTAAAAACGCTACAGGTCTTCCTG
+AAGAAGGACATTTAACCACGGTGTATGATATAGCAATGATTTCCAGAGAACTTGTAAAACATCCGTCAAT
+TTTTAAGTATTTGACTAATAAAATTGACTCCTTGAGGAATGGGAAATTCAGCCTTATAAACACAAATAAA
+CTGCTTTGGAGGTACAAAGGAGTTGATGGAATAAAAACAGGTTCTACCTCTGAGGCTCTTTACTGCATGG
+CTGCAACCGCAAAAAGAGGAGATACCAGGTTGATTGCTGTGGTATTTGGAGCTCCCGATTCGGAGACTAG
+GTTCAACGAGACGGCTAAATTGCTGGATTACGGGTTTGCAAATTTCGAAACGGTGAAAGTAGCTTCAAAA
+GGGGAAGTACTAGGAAAGATAAAGGTTTTAAAAGGGAATAAGGAGATGGTAGAGGGAATTTCATTAAAAG
+ATGAATATGTAGTTGTGAAAAAAGGCGAAGGGAAAAATATTAAAAAAGAGGTGGAGCTTAAGAATTTTCT
+CACTGCTCCTGTAAGTAAAAATAATCCGTTAGGAGTGCTCAAAATCCTGCAGGAAGGAAAACTGATAAAG
+ACAGTTGACATATACCCTGCCACTGATGTGAAGAAGGCGAATTTCTTTGAGAATTTTAATAAGGTGATAA
+ACTACTGGATTAAGAAAGGGAGTTAAGGCGGGCGGGTTTTTATCCCGTCCATTTATTTTTTAGAAAATTA
+TTCTAAAAAAGGAGGATTTTTTAAATTTGTATCGAATATAATAGAGGGAGGTTGATATGAATGGGAGCAA
+AATTTTCTAAAAAAGACAGCACTTTAGTTGTAAAGATTGAAGGAGAATTGGACCACCATGAGGCGGAGAG
+AGTAAAAAGGGCAATTGATGAAGAGTATGAAAAGAAGAGCTGTAAGAATATGATTTTTGAGCTAAAAAAC
+CTCACTTTCATGGATAGCTCAGGAATTGGCGTCATAATCGGAAGATACAAAAAAGTAAAAAATAATGGTG
+GGAAAGTGGCAATTGTAAATGCAAATCAACATTTAAAAAAAGTAATTGAGGTTTCTGGATTGTTGAGAAT
+AATTAAGTGTTATAATAGCCTTGAGGAAGCCATAAAGGACATGTAAGGGGGATAATAAGAATGGAATACA
+ACAACATGATGGAATTGAAATTTTTAAGCAAGTCACAAAATGAATCTTTTGCTAGGACTGTAGTGGCTGC
+ATTCGCCGCGCAGTTGGACCCGACGATTGAAGAGATTGCAGATATAAAGACGGCAGTATCTGAAGCTGTA
+ACCAATTGCATAATTCATGCTTATGAAAATAAAATAGGAATTATTACTATAAGAGCCTTTATCTTGGACA
+ATAAAATCACCATTGAGGTCATAGATGAAGGAAAGGGAATTGAAGATGTAGAAAAAGCCATGCAGCCTCT
+TTTTACAACTCGTCTGGAGGAAGAAAGAGCTGGAATGGGATTTACAGTCATGCAGACCTTTATGGATGAG
+CTAGAAGTAGAGTCTACTCCAGGCAAAGGAACTTTAGTGAGAATGACTAAATACATAGGGCGAAATAGAT
+GAGGTGACCATCCCATGAAGGAGGAGGAAAATCTTGAGCTTATAAAGCTTGCAAAAAATAATGACAAAGC
+TAGTCTTGAAAAATTGATTTTGGAAAACAGCGGCCTTATCTGGAGCATTGTAAAAAAATTTGCTAACAGA
+GGCTATGAATTAGAAGATTTATATCAAATAGGGTGTATAGGATTTGTAAAGGCTGTGCAGAAGTTTGACG
+AATCTTACAATGTGAAGTTTTCTACATATGCTGTTCCCATAATAATGGGGGAGATAAAGAGGTTTTTAAG
+AGATGATGGATTGATAAAAGTCAGTAGGTCTTTGAAAGAACTTTCTTCTAAAGCCTTTTACATGAAAGAA
+GTGTTGAGCAATGAGCTGAATAGAGAGCCTACTATTAACGAAATTGCAGAAAGGCTCAATGTAACCCCGG
+AAGAAATTGCTATGGCTTTTGAATCGGCTGCCACAGCGGAATCTCTTTATGACAGCATAAGCCATGAAGA
+AGAGGACAGGCAGCTTATTGAAATGGTGGGAGATAAAGAAGATAGTGTAGATTTAGAAGAAAAGCTTACA
+CTTCACATGATCATAGACAAGCTAAAACCTAGGGAGAAGCAAGTGATATTTTTGAGGTATTTTAAAGACA
+TGACTCAGACGGAGGTAGCGAACATCCTGGGAATTTCTCAGGTGCAGGTTTCAAGGATAGAGAAAAAAGT
+TTTGGAAAAGATAAGGAAAGAATTAGAAAAAGTGTAGCATTTGGCATGAATGCTACACTTTTTTTGAATT
+AATTCAACTTGTTCTTCACATACTAATACTGGCTGGTGAAATGAGATGAAAAAAATTTTAATTGCAATCG
+CTGTGCTACTTATAATTGTAGCTATTTTTTATCTGCACAGGTCTGGTAAGAAAATACCAGACAGCGCCAA
+TCTAGTGTATAAAGGAGGAGATAGTATGGCTGTGGTGAAGGTCTTAAACGTAGTTGGAGACTCCACAGTA
+AGCTGGGAAGATGCAATTCACAAAGCTGTTGAAGAAGCCGCTAAAAGCGTTCCGAATATTTCAGGAATAG
+AAGTCGTAAATCAGACGGCAAATGTTAAAAATGGAAAGATAGTGGAGTATAAAGCCAACATACAGATAGC
+TTACAGAGCAGATGGACAACTAGATTAACTTTGAGAGCACCGCTTTTGGTGCTCTTTTATGGAAAGGGGA
+GAAAAATGGAAAGAGATGTAAAAAAAGAGCAGGAATACAAAAACATAGCTCAAAAGTATGAACCAAAACC
+CACACTCCTGAAAAATGTGGTTATGGCTTTTATTGTAGGAGGGCTGATAAGTGATATAGGCCAATTTTTC
+TTGAATTTTTACCTTTCAAAGGGATTTTCTATGGAAGATGCCAACACACTGGTGGCAATAACAATGGTGT
+TTATAGGGGCTTTTTTAACTGGCATAGGAGTATACGATGATATTGGCAAATTTGCGGGAGCTGGCAGCAT
+AGTTCCAATAACGGGTTTTGCGAACTCCATTGTGTCACCTGCAATGGAATTTAAAAGAGAAGGCTTTGTG
+TTTGGCGCAGCTGCAAAAATGTTTACTATTGCAGGCCCTGTTATAGTTTACGGCGTTAGCACTTCAATAT
+TGATAGGAATAATATACTACTTCCTGAAGTAAAGGGGGAAAAGGCATGGCAGAAAAGAAATTAGGTGCTC
+AAACAGTAAAATTTAAAAATCCTCCTTCCATAATTGCAGGAGGTACAATTGTAGGTCCAAAAGAGGGAGA
+AGGTCCTTTGAGAGATTATTTTGACATGATTTTGATAGATGACACGTATGGAGAAAAAAGCTGGGAGAAG
+GCAGAGTCTAAAATGTTTCAGGATGCCGTGAACTTGGCTCTTAAGAAGGCAAATTTAAAAATTTCTGATA
+TTGACTACCTTTTAGGAGGGGACCTCTTGAATCAGATTATAAGTGCTAATTTTGCGGCAAGGCAGTTAAA
+TGTACCTCACTTTGGGCTTTATGGAGCTTGTTCCACTATGACCGAAGGTTTAACTCTTGGAGCGATGTTA
+ATTGACGGTGGGTATGCGGATTATGTGATAGCCGCTACTTCTAGCCATTTTTCCACCGCAGAAAGGCAGT
+TTAGGTATCCGCTTGAACAGGGGATTCAAAGGCCTTTCACTTCGCAGTGGACTGTAACTGGAGCTGGTGC
+AACTATTTTGGCATCTACAGGCGAAGGACCGTATATAACGCATGCTACAACTGGGAAAGTCGTTGACCTC
+GGCATGAAGGACGCTAATAACATGGGTGCTGCCATGGCACCTGCAGCAGCAGATACTATAATAACTCACT
+TCAAGGATACGGGATTTACCATAGAAGACTATGACTTAATTATGACAGGAGATATGGGGAGAGTAGGGAG
+AGACATACTTTTAGAATTGCTTTATAAAGAAGGGTTTGACATTGCCGATAAGTATAAAGACTGCGGGATA
+GAAATTTTTTATGAGTCTCAGGACGTTCACTCGGGAGGAAGTGGGGCAGCCTGTTCAGCCGTTGTTTTAA
+ATGGATGGTTGCTTTCCCAAATAAGAAATGGAGTATATAAAAAAGTGCTTTTTATGGCAACAGGAGCATT
+ATTATCTCCCACCAGTACCTATCAGGGTGAATCTATTCCAGGGATTGCCCATGCAATAACAATATCTACA
+ATACTTTCTTAGGAGGTAGCTATGGATTATATCAGAGCTTTTTTGATGGGCGGTTTAATTTGTGCCATCG
+CACAAATTTTGATAGATAAGACAAAATTGACTCCTGCAAGAATACTTGTAACATATGTTACACTTGGAGC
+TATTCTCGGAGGGATAGGAGTCTATAAAAAATTGATCGACATAGGAGGAGCTGGAGCTACTATTCCTCTT
+TTAGGTTTTGGGAACTCTTTAGCACAGGGAGTGATAAAGGCCGTAGAAAAGGACGGGTTGATTGGAGCTT
+TTACTGGAGGACTTACGGCTACAGCAGGAGGGATTTCTGCTGCTATATTTTTCGGATACATTTTTGCTCT
+CATGTTTAACCCTAAAACTAAGAAATAGAGTCTTAGTTTCGGTTTGTTGACAAAATTAGAGAAGTGGCAT
+TTTGTGTGTAAATGCGACTTGTTACAAAGCGGTAACAAAACTTAGCGAGCTTGAGGAGCGAAGGCGGGGC
+GAGCGAAAGCGAGCGGCCACGTTGAGCCTGAAAGGCGAATTGGCCGGGACCCCGCCTAAGCCCTCAAGCG
+AGCCATAGTTTTGTCGCTTTGTAACTCTGGAGCATTAACACAAAATGCCACTTAAATGAGAGGGTCTTTG
+TCAACAGTCTAAAACTAAGAAGTAGAGTCTTAGTTTTAGCTTTTTTTTATTTTAGGCTGTGATATAATAT
+AAAGAGTAAGGGGAAATTTAGGTAAAAAGGGTGGTTGTTTGCGCATACAAATTGAAGGCAAAGAATTGAT
+CTCATATTTAAAAGAAATTTCACAAAAAGTAGGTGTAAAGTCATATATAGTTGGAGGGGTTGTGAGGGAT
+TTTTTACTAGGGGTTGAAAACTGGGACATCGATGTAGTAGTAGAGGGAAATGGAATAGATTTTGCTTATG
+AGTTAAATGAATATATAAAGGGCGAATTGATAGAATATCCAGCTTTTAAAACTGCTACTATTAAAAAAAG
+TGGCATTTCAATCGATGTAATTTCTGCCAGAAGAGAATATTACGATTATCCAGCAGCCTTGCCCAGGATT
+GAATTTGCTGATATATATGAAGATATGAGAAGAAGAGACTTCACTATTAACACTTTGGCTTACGATGTGC
+TGGAGGAAAAGATACTTGACTATTTTGGGGGAATCGAAGATTTAAAAAAAGGGATAATAAGGGTTCTCCA
+TGAAAAGAGCTTTATAGATGACCCCACGAGGATATTTAGGGCTATAAGATATTCTGTGAGATATTCTTTT
+GAAATTGAAGCTAATACAGAGGCTTTGATGAAAGATTCCATAAAAAATATTTCCCTCTTATCAGAAGACA
+GGATAAGGAATGAACTTTTTTTAATACTAAAAGAACCTAAAGCAAAGGAAATGATAGAAAAAGTTATAGA
+ATATGGGATTGATAAAGTAATCTTTAAAGATGTTCCTGTAAATGTAGATAAGCTAGATGTTTTTGTTGAA
+GATTTAGACTTAAGTTTATTCCGTCTTCTAATATTGTTTTATAAAATTGCTGAAAAAGACGTGGAGAAAG
+TGCAGAAGGCTTTAAAGTTGAACAAAGAACATTTGAAAGCTCTTAGAGAACTGATTTTTCTAAGGGAAGA
+GATAAAATACAGAAGGTGGATTAGAAAATTAAGAGAAACATTGGAAAGCGCTAGAAATGAAGTGCTGAAA
+GTTCTCGAAGTCATGGAAGGAGATAAGGCGAAAAAAATAATTGAAAGCAAGCCTTATATAAAAGGAAAAG
+ACATTAAAAACTTGGGAGTTTCACCTGGCCCTTTATACGGAGAATTGCTGGATGAGGTATTTAAAGCTAA
+ACTTGAAGGAAGACTGAAAAGCAAAGAAGAAGAGATTTCGTTTGTAAAGAACATCTTACGAGTTGGAAAG
+GAGAATACAAGTTGCTGCTAGATTTTATATACAGAATTCCAGCTTTGCTTTTGGCGATGAGTTTTCACGA
+GTTCAGCCATGGATATGTGGCTGACAGGCTAGGAGACCCTACTCCGCGGCAAAGCGGAAGGCTAACGTTA
+AATCCTATAGCTCACATAGACCCCATTGGACTTTTAATGCTCTGGATTTTAAAGTTTGGATGGGCGAAGC
+CTGTTCCAATAAATCCGCTTTACTTCAAGGATAGAAGAAAGGGAGTGTTTCTCGTAGCTTTGGCAGGCCC
+CTTGTCTAATGTTTTACTAGCGATCGTCACCAGGATTTTATTAGTGCCATTTGGGCATGTCCCTGTTCTG
+GCACCCATACTATATTTACTGTACGTTTACAATTTAATTTTTGCTGCTTTTAATATAATTCCCGTTCCTC
+CTTTAGACGGTTCAAAAGTGCTGTGGAGCTTGCTTCCTCCAAGGGAGGCTTATGTAATTTCCCAGTATGA
+AATGTACGGACAGGTCCTCCTGCTTGTCTTAGTATTTACAGGAATTATTGGCAAAGTTATGTGGCCTCTC
+ATAAACGGACTTGACTATTTCATAACTCTCTTACTAAAACCTTTTGGGGTGTAGAAATGTACACAGTAAA
+ACTAGAAATTTTTGAAGGACCTTTTGATCTTTTGTTTCATTTGATTGAAAAAAACGAAATAGATTTGATG
+GACATTCCCATATCTATAATATTAGACCAATATATGGAGTACATAAGAAGTCTGCAAGAAATGGACCTTG
+ACGTAGCTTCGGAATTTATAGTGATGGCTGCTACGCTGGTGGAAATCAAGTCGAGGATGCTTCTACCGAA
+ATTTAGATTGGAAGAAGAAGCAGAAAAAATAGAAGAGGACCCGAGAGAAGAACTTGTAAAGCAACTTATA
+GAGTACAAAAAATACAAAGAAATTGCGCAGCTTTTAAGCGGAATTTGCGGGATAAACCGCAGGTTTTTTA
+AAGAGGAGCCAGATTTAAATTATATAGACAAAAGAGTAGCTTTAAACTATTCGGTTGAAGATATAGTAAA
+TGTGTACAGAAAAATTCTTGAAAGAAATAAAGAAAAAGAAAATAAAATTGAGATAAAGAAGGAAGAATAT
+ACAGTAGTAAGCAAAATTAAAGAACTGCTGACCTATCTTGTGAAAAAGCCTGCTCTATGGTTTAGTGAAA
+TTGTAAGAAAAAGTAGAAGCAAGTTAGAAGTGGTGGTATCTTTTGTTGCCCTTTTAGAGCTCATAAAACT
+AAACAGAGTAGCGGCAGAGCAGCAAACAGCTTATGGGGATATATTTATTAGATTTTTAGGAAGAGAAGGG
+AGAAAACATGACCCAGGAAGGCAAGATTGAAGCTATCCTCTTTGCAGCAGGACAAGCAGTAAAAATAAGG
+ACTCTTGCAGAAGCATTAGAAGTTACTGAAGAAGAAGTAAGGGAGTTGCTTAAAAGGTTAAAGGAAGAAT
+ATGTAAAGAATCATAGAGGAATAGACATAGTGATTTTTGAAGATAAAGTTGAGATGTGCACTAACGATTC
+GTACGGAGACATTGTAAGAAAGGCTTTGAAGATGGAAATAACCCAAGGGTTATCTCAGGCAGCTCTAGAG
+GTTTTAGCGATAATTGCCTATAACCAGCCTATTACAAAAGCAGAAATTGAAAGAATAAGAGGAGTAAGAA
+GTGATAAACCTATCAATACCTTATTGGAATACAATTTGATAAAAGAAAGCGGAAGAGCTTCATCTCCAGG
+TAGACCTATTCTCTATTCAACTACAGAGGATTTTTTGAAATACTTTGGCATATCTTCTTTAAAAGAATTG
+CCCGAAATTGAACCTACTTCTTAGTTTTACGGGCATTTTATAGAGGTGGAATGATGAAATATATATCTTT
+TGGCCTTCTAGTTTTTATTTTTTTAGTTGCCTTATATTTTTTGCCTCTCAAAGTGAAAGTCAAAAGCAGG
+AAAGAAGGAGGAACTATTTCCCTGGAAATAGAAATAAATATATTTTTTGTAAAAATATTGAGATTTAATT
+TGCATTCTTTTGAAGGCAGTAAGAGTAGCGTTTTGAAAGTTCTGGGGATAAATTTAAATATAGAAAAAAG
+AGGGAAAGACCTTTACAAGAAAAGTGGAGAGAGTTTAGGAATAAGTGCAAAAAACATGGATTTTTTTGAA
+ATTTTGAGGATTTTTAAAGATATGCTAAAAGGAACTGTAGTATATAGATTTTACCTTGCCATAAAGGTTG
+GACTGGAAGATGCAGCTTACACAGCTATTCTGACAGGTTCGCTGTGGGGAATGGTATACACAGCCATTAT
+GCCCTTTTATAACAACGCAAAATTTTTAAACCCTCCAGAGGTGCATATCATGCCTATCTATGGAGAAAAC
+AGAGTAGAGGGAGATTTAATTTGCATATTTAAGACGAGGTGTGGTAATATTATTATTAATGGAATGAAGT
+TGTGGAATAATTTAAAGGGGAGGTGAAAAGATGAGTGACCACCCAATAGATGCCCTGATGAAAACCACAA
+TGGAAAGCTTAAAGGACATGATTGATGTAAATACTATCGTAGGAGATGCAGTAGAGACTCCTGATGGAAC
+TATAATAATTCCAATTTCAAGGGTCACTTTTGGTTTTGCTGCAGGAGGAGGAGAGATAAACCTTTCTAAA
+GGAGATAAAAAAGGCACTGACCAAGAATCTTCTCAGAGTATGCCTTTTGCTGGAGGGAGCGGAGCAGGAG
+TATCTGTACAGCCGGTGGCGTTCATGGTAGTAGGACAAGGACAAATTAGGCTTTTACCTGTCACTCAGAG
+CGCTATGTTAGAGAGAATTATAGATTTGACTCCTAAACTTTTAGAAGAAATTCAGAATCTCTTTAGTAAG
+GGGAAAACGGCAAAAAAACCTCAGAGTCAAATCATTACTACTGGAAATGATGTTTAAAAGTGGGGGAACC
+CACTTTTTTGTATATACAGGGGAGTTGAAATATGAAGAAATATTTTTCTTTGCTTTTAATTTTGATGTTT
+TTTGTCACTTTTTCTAAGGTTTATGGAAGTGATATTCCCTCTGTTTCTGCGAAGGCTGCTATAGTTATGG
+ACCAGAATACAGGTAGAGTCTTGTATGAAAAGAATGCCCATTTGAAATTACCAATGGCCAGCACTACTAA
+AATAATGACGCTTCTTATAGCTTTAGAGAGAGGAAATTTAAATGACATTGTGACGGTGAGTCAAAAGGCA
+GCGAGTGTGGGAGGTTCTTCTATCTGGCTTTCTCCTGGAGAAAAAATAGATATGGAAAGCCTGCTCTACG
+GTATCATGTTAAATTCAGGAAATGACGCTGCGACTGCTATAGCGGAACATATTGGAGGAACTGTAGAGAA
+TTTTGTTGAGATGATGAATCAAAAGGCGAAAGAGATAGGGGCTTACAATACACATTTTGTAACGCCATCA
+GGGCTTGACATTGGCATTGATGACCATTACACGACTGCTTATGACCTGGCACTCATAACAAGATATGCTT
+TTTTAAATTATCCTAAATTTGCAGAGATTGTGTCAACAAAAGAAAAGACGATTCCATGTGAAGGAAAAGA
+GTGGGACAGGTATTTGAGAAATAAAAATAAGCTTTTGTGGATATACGAAGGAGCTGATGGCGTAAAGACA
+GGATTTACTAATAAAGCTGGAAGGTGCCTTGTTTCTTCGGCTACCAGAGAGGGGCGGAGGTTTATTGCAG
+TAGTTTTAAACAGTCCCCCTATGTGGGAAGACTCCATGAAAATTCTAGATTACGCATTTTCTAGATTCAA
+GCCTTTTAAGGTATTTGAAAGAAATGATGTGGTGAAAAAGGTAAAAGTGGAAAAAGGAAAAATAGAAGAA
+ATTGAAGTTGCAGTAGAAAAAGATTGTATCATACCTGTCTCTGAGGAAGAAATTGGGAAAGTTAATCTAG
+AGTTTCACATTCCTGATAAGTTAGAAGCTCCAATCAAAAAAGGGGAAAAAATAGGGCATGTAGTTGTAAA
+AATAGGGGAGGAGAAAGTCTGCGAGGTTAATTGCCTTTCTTTTCAAGAAGTGGATAGGCAAGATTTTGTG
+TACAATTTTAAAAGGATAATAAAAAAGTGGATTGAAATTTTTAACCCCTCTTGACTTTTCAAGAGGGGTT
+TTATTTTGTAATAGTTTTGAACCTCCGAGAATATTTTATTAATGTAAAAATCGGAGGTGAACAAATTGGC
+AAATAGGCTGGAATGCGTAGATGCAGGGACAGAATATTGCCCCTGCTACTTGGCTGAACTTAATGAATGC
+ATAGTGTGCTCTCAACTTCAGGGAAAGAAATTTTGCGATTGCAATTGGAGGGGTGTATGCATTTTTCAGG
+AATTTGTGTGGGCTGGTTACAAGGCAAAGGCCACTAGGAGTACCGTTTTTTCTAAAGTTGTAAAGAGGGA
+AGAGATAAACGACGAGGTGATAGTTCTTACTCTCAAAGTGCCCAATAAAATGGCTAGGGACCTGAATGAA
+CCTGGTTCTTTTGTTTTTATAAGAGGCTATTTGAGTCCTTCTTTTTTCGACACACCTATGTCTGTAATGT
+GGGCAGACGAGGTGGAGGGAATTATTAAGATAGCTGTTCAGGTAACTGGACCTAAGACAAAGCTTATTGC
+TAACGCGAAAGAGGGGCAAGAGGTGTACATAAGAGGACCTTACTGGAATGGGATGTTTGGTCACAGGTAC
+ATAAAAGGGACACATAATTCTAAGGCTTTAGTAGTTTTAAGAGGGATTGCTCAAGCACCTGGAGTGATTG
+TAATCTTAAAACTAATTCAAAATAAAAACAAAGTCATCGTACTTTTGGATAAAGGAAAAGTTAAGGCCAA
+TTTTATAAAAGAGTACCTTGAAAAATTTGACATAACTTTTATAGAGACAGACCTTTTAACAGAAGAAGGG
+CAGAGGATTCTAAAAGAATTCATAAAGGACAAAGAGATCACTGTTGTCTACAGCGGAGGGTCTGATGAAC
+AGCATCTAAACATTTTAGAGTATTTAGATACATACAACAGTGAAGCGTATTTAGCTGTGTCTAATAATAA
+CAAGATATGCTGCGGAGAAGGGATATGTGGGAGCTGTGAAATTGAAATAGAGGGACAAAAGATGAGAACC
+TGTAAAGTCCAGGTAGATATAAGAAAAGCATTGGAAAGGAAGATGCTGCGTGGTTAAAGTGGTGGTCATT
+GGTGGAGGATGGGCAGGATGTGCTGCTGCCTTGGCGGCGAGGAAAGCCGGTGCAGAGGTTGTGTTATTAG
+AAAAAACTGACATGCTTTTAGGGTGTGGTTTGGTTGGAGGGATAATGAGGAACAACGGCAGATACACTGC
+TGCGGAGGAATTGATATATTTAGGTTGCAACGAACTTATAGAAATAACTGACAAAGCTGCTAGACACGTA
+AACGTCAATTTTCCAGGGCATCGCCATGCCAGCCTTTACGACGTGACAATGGTAGAGCCGATGGTTAAAG
+AGATGTTGCTTAAAAAGGATGTGACGATAAAACTGATGGCCAGAGCTACTGATGTGGTGATGGAAAGCAA
+AAGGCGGATAAAAGGAATAGTGCTAGCAGATGACACTGTAGAGTATGGAGATGTCTTTGTAGAAGCTACA
+GGTTCCACGGGACCTATGGGTAACTGCTTAAGATATGGAAATGGATGTGCTATGTGTATTTTGCGCTGCC
+CTTCCTTTGGACCTCGCATAAGCATAAGTTATAGGGCAGGTGTAGAGGACATCTTAGGAATGAGGGCAGA
+TGAGGTATACGGTGCTTTTAGCGGCTCTACCAAGCTTAGCAAAGAATCTCTAAGTCCCTGAAATAAGAGA
+AAGGCTTGAAAAAGAGGGTGTAGTAATATTGCCTGTTCCGAAGGAAGATGTCAATATGGAAAAATTAAAT
+TTAAAGGTATGTCAACAATACGCATTGCCAGAATACGCAGAAAATGTTATACTATTAGATACTGGATATG
+TGAAATTGATGACTCCTTTTTATCCTTTGGAAAAGCTAAGAAAAATTCCTGGGCTTGAGAGGGCAAGATA
+TGACGACCCTTACTCTGGAGGCAAAGGAAATTCAGTCAGGTATCTCTCTATGGCCCCTAGAGATAACTCT
+ATGAGAGTGATAGGCCTGGATAACCTACTTTGTGCAGGGGAAAAATCAGGCCTTTTCACAGGCCATACAG
+AAGCCATGGTTACTGGATGTCTTGCAGGACACAACAGCGTGAGGGTTGCCCTAGGGATGCCTACTTTAGA
+GCTTCCTAGGAATCTAGCCTCAGGGGATTTAATTGCCTACGCAAATGAAAGTATAAGGACTAAAGAGGGC
+CTCAAGAAAAGATATACTTTTGCAGGTGCGGAGTACTTTGAAAGGATGAAACAACTTGGCCTTTACACCA
+CTGACACGGAAGCAATAAAGAAGAAAGTTATGAAAGATAACTTGTTAGGAATTTACGAAGAAAAATTGGT
+GTAAAATAAAATAGGGTGACAACAAATGGTAAGATTGCAAAAATACCTAGCAGAATGTGGTATAGCTTCA
+AGGAGAAAATGTGAGGAGTATATCTTACAAGGACGGGTAAAAGTAAATGGAAAAGTTGTGAAAGAATTAG
+GTACAAAAATAGACCCGGATGTTGACATAATCGAATTTGATGATAAAATTGTGAGAAGAGAAGAAAAGAA
+AGTGTATATAATGCTCTACAAGCCAGCAGGATATATCACTTCTGTAAAGGACCCTTTTGGCAGACCTACT
+GTTTTGGACCTAGTGAAGGTAAAAGAAAGGATATATCCTGTTGGCCGTCTTGACTTTGATACTTCTGGTT
+TGCTTCTTCTTACAAACGACGGAGAATTGGCAAATATATTGATGCACCCAAAACACGAAATAGTCAAGAC
+TTATGTGGCCAAGATTAAAGGGATTCCTACAAAAGAAGAAATGGAAAGGTTTGAAAATGGGTTGATTATT
+GACGGAAGGAAAACGGCAAAAGCTAAAATACGCATTTTGAATGTAAAAAATGGGACAAGCGTGGTTGAGA
+TACAGATCCACGAAGGGAGAAACAGACAAGTGAAAAAGATGTGTAAAGCGATTGGACATCCTGTCATAGC
+TCTTAAAAGGACAAAGATAGGTGAACTAGAATTAAAAGGTTTAAAGCCGGGAGAATGGCGTTATTTAACA
+GAAGATGAGATAAGATATTTAAAAAGCCTGAGGTGAATTATGTTTCATTTGAGATTTGCCAAAAGAGAAG
+ACTTTCCCAAAATTGAAAAATTGGCAAAAGAATGTGGGGTAACTTCCGATTTGGATTTTTTGAGTGAAAT
+TTTTATGATTGCAGAAGATTCTATTCCTTTTGGATTTATTTCTATGAGTATAAAAGATGATACAGTTTAT
+ATAACCAATTTTGTGCTGCTTCCTTCTCATAGAGACAAAAATCTTGAAAATTTGATAATAAGAGTGATAT
+TAAACCACGCTTTAGACATGGGGCTTGAAAGGGCAGCTACTGACCTTAAGGCTTGGGAGGATTTTTTTTG
+TGAGATTGGCTTTGTGAGAGAAGGAAATTTTCAAGTTGTCAATTTAAAAAATTTTTTTAAAGAATAAAAA
+TTACTGGAGGTGCTTTTGGTGGAACTTTGGTTTACAGAACATCAAGATGAAAATTTGAGGTTTTCTATTA
+AGGTAAAGGAGACGCTAGTTGTTGAAAAAACTCCTTATCAGCATCTAGCAATTTTGGACAGCTATCAATT
+TGGGAGGGTTTTAGTACTGGATGGAATCCTCCAGACTACGGAAAAAGACGAATTTGTGTACCATGAAATG
+ATAGTCCATGTGCCTTTATTTACCCATAAAAATCCTAAAGATGTGCTTATAATAGGAGGAGGAGATGGAG
+GCTCAGTAAGGGAGGTTTTGAAGCATTCATCTGTTGAGAGGGTTGTTTTGGCTGAAATTGATGAGGCAGT
+TATAAGAAACTCAAAAAAATATTTGCCTACCATAAGCAGTGCTCTAGATGACCCCAGAGTAGAAATAATG
+ATTGGAGATGGGATAAAATATGTCAATGAGCATAAAAACGAATTTGATGTAGTAATTGTTGACTCCACTG
+ACCCAATAGGGCCTGCAGTAGGACTTTTTACTTCAGACTTTTACAGAGCTGTATACGAGTGCCTCAGAGA
+AGATGGAATTATTGTAGCTCAAACAGAATCGCCTTTTATATACGGAAAACTGATTAACAAAATAAGCAAG
+ATGTTCAAGGAGATTTATCCGATAACAAAAGCTTACATTGCTACAGTTCCCACATATCCCGGTAGCTTGT
+GGACATTTACAATGGGTTCTAAAAAATATGACCCAGAGGAAGTCGATATAAATTCTATACCTAGAATTCA
+AACCAAGTATTATACACCGGAAATCCATAAGGCGGCTTTTGTGCTTCCTAAATTTGTAAAAGATATTTTT
+GATGAGGTGTAAAATGGGAGAGAGAGTAAATTTCATAGATACAGGAAAGTTTTTAACCGCTACTAAGGAA
+TATGAGGAGGCAGACATTGTCTTGGTAGGGGTACCTATGGATTACAGCGTCAGCTTTAAGCCTGGTACCC
+GCTTTGGTCCTTCTTCTATAAGGCAGGCCTCCTATGGGCTTGAAACTTACAGCGTTTACCTTGACAGGCG
+CTTAGAAGACAAAAAAATATGTGATTTGGGAGATTTGGTGCTGCCTTATGGAAATATAGAGAAAAGCTTG
+AGATTAATTGAGGAAGTTGCTGAAAAAATAGTCAAAGATGGAAAAAAGGGCATTTTCTTAGGCGGAGAGC
+ATTTGATTACTTATGGGATTTTAAAAAGTTATATAAAAAAATACGGAGATAAGTTGGCTATTTTACACTT
+TGACGCTCACACAGACCTAAGAGAAGAATTTTTTGATGAGCCCTATTCCCACGCTACTGTATTAAGAAAA
+GTATGGGAACTAAGCCCTAAAGTTAAAATATATCACTTTGGCATAAGGTCTGGAGAAAAAGAGGAGTTTG
+AATTTGCCGAAAAAAATACAAATATGTTTTTGTATGAGGTGGTAGAACCTCTAAAAAATGTGATGAAGGA
+GATAAAAGAAAATTTTATATACATAACCTTTGATATAGACGTATTAGATCCTGCTTTTGCACCAGGGACT
+GGAACGCCAGAACCCGGTGGGATAACGGCAAAAGAGGCCTTAGAAGCCATCCACCTTTTAAAAGATTTTA
+ATGTGATAGGGATGGATTTAGTAGAAGTATCTCCTCCTTATGACGTCGCAGGTATTACATCTATACTTGC
+GGCAAAACTTGTAAGAGAAGCTATTCTCTCTTTCTTTTAAGTTTGGGGCCAAAAAGGCCTTTTTTTATTT
+TGACTTTTTTAGTATAATATATTAGGAGGAGGTATTAATATGAGCAATAAAGTTAAAATAACAGAAACAG
+TTCTAAGAGATGCCCATCAGTCTTTGATGGCTACTCGCATGACTACAGAGGAAATGCTGCCTATTGCAGA
+AAAGCTTGATAAGGTGGGATATCATTCTCTTGAGGTTTGGGGAGGAGCTACCTTTGATGCTTGTCTCAGG
+TTTTTAAATGAAGACCCGTGGGAAAGGCTGCGGGAGTTAAAAAAGAGGATAAAAAATACACCCCTGCAAA
+TGCTTTTAAGAGGGCAAAATCTGGTAGGATACAGACATTATCCGGATGACATTGTAGAAAAATTTATAGA
+AAAGGCTGTAGCTAATGGAATAGACATAATAAGGATCTTTGATGCTTTAAATGATGTGAGGAACCTAGAA
+GTTGCCATAAAGGCGACAAAAAGGGTAGGAGCCCATGCGCAAGGGACTCTTGTCTATACTATAAGCCCTG
+TCCACACTATAGACCACTACATAAGAGTGGCAAAAGAACTGGTAGAATTAGGTGTAGATTCTATCTGCAT
+AAAGGACATGTCGGGCATATTGAGCCCTTATGTAGCCTATGAACTGGTGAAGAGGCTCAAAGAGACAGTT
+AATGTTCCCATACAGCTGCACAGCCATTACACGAGTGGAATGGCTTCCATGACTTATTTAAAAGCCATAG
+AAGCAGGGGTGGATGCGATAGATACAGCAATTTCTCCTTTAGCTTTGGGCACTTCTCAGCCTGCTACAGA
+GACCATGGTGGCAGCTTTGAAGGGAACTCAATATGATACAGGGCTTGACCTTGAACTTCTCTCAGAAATT
+GCTTCATATTTTAAGGAAGTAAAGCGAAATCACTATAAAGAAACAGAGTTTTCAATGGTTATGGGAGTTG
+ACACAGATGTCCTTGTATATCAAGTGCCAGGAGGAATGCTTTCAAACCTCATTGCCCAGTTAAGAGAGCA
+GAAAGCTCTTGATAAGTATGAGGAAGTTTTAAAAGAAATTCCAAAAGTAAGGGAAGACTTAGGTTATCCG
+CCTCTGGTCACTCCCATGAGTCAGATGGTGGGAACTCAGGCGGTTTTAAATGTGATAACTGGTGAGAGGT
+ATAAAATGGTTCCAAAAGAGGTAAAGGATTATGTGAAGGGATTGTACGGGAGGCCTCCTGCGCCCATTTC
+CGAGGAAGTAAAGAGAAAAATAATGGGGGATGAAGAGACAATACAGGTGAGGCCAGCAGACCTCTTAAAG
+CCCCAATTTGAAGAGGCCAAAGAAGAGATAAAAGAGTATTACGAACAAGAAGAAGATGTATTAACATATG
+TCCTCTTCCCACAAATAGCTAAAAAATTTTTTGAATACAGAAGAGCAAGGAAATACTATATAGATTCGAC
+ACTTATCAATTCAGAGTACATGACATATCCTGTTTGATTTGTATTTTGGCTTCCCTCCTGTAACACATCT
+TTTCATAATTCATAACATGTATTAGAAAGTTTAAAGGAGGGAAGCCTAATGACAATAGATGGATACACCC
+CTTATTACCCGCATCATCCTCACCCCGAACATTGCAGGAGTTTTTATACCGTGCAGCCCGGGGATTCGAT
+GTGGTCCATTGCAAATAAATTCGGAATAAGCCTTGATTGTTTAATTAAGGCAAATCCCCAAATAAGAGAC
+CCAAATTTGATATATCCTGGACAGCAGATTTGCATACCTTTCTATTGTCCACCCGTCTCCTATGAACAGT
+GCAGGACAATTTACACGGTAAGGCCTGGGGATTCTCTGTGGTCAATAGCTAACATGTTTGGGGTGAGTTT
+AGATTGCCTTATCAAGGCGAATCCGCAAATATCTGACCCAAATTTAATATATCCTGGGCAGCAAATTTGC
+ATACCTTTCTACTGCCCACCGCCGTCTCCTCAAACCTGCAGAACTATATACACTGCTAAAGCAGGTGATA
+GTCTGTGGTCAATCGCCAACATGTTTGGAGTAAGTTTAGAGGCTTTAATCAAGGCAAATCCTCAAATTCC
+AGACCCTAACTTGATATATCCAGGACAACAGATATGTATTCCGTAAAAGGGCGCCTTTGTGCGCCTTTTT
+ATTTTATTGCCTCTTTTTTCAGTTTATAATAAAATGGATATGATACAAAAGATTTGGAGGAGATGAAAAA
+TGGGAAAAACCTCAGTACTGCTCACAAATGACGATGGAGTACAGGCAAAGGGGATACTCTACTTAGCAGA
+ATATTTGAAAGAAAACGGATTTGATGTAGTAGTTGTAGCTCCAGAAAAAGAAAGAAGTGCCATAAGTCAT
+GCAATAACGCTTCACAAACCTTTGAGACTAAAACCCGTTAGAGAAGAAGAAAATTTACGCATATATGCGA
+TAAATGGAACCCCTTCCGATTGCGTCAAGATGGGGATTGAAGTTGTGATGGAGAAAAATCCTGATATCAT
+AATTTCTGGAATAAACAATGGACTAAACATGGGCACAGACATATTGTACTCTGGCACAGTTTCTGCTGCT
+ATAGAGGGGGCACTTTATGGCATACCTGCTCTTGCCGTATCTTTAGAAGAAGACGGAGACTTTGAAGAAC
+AGCGCATGTACATTTTTTTAAAAAAATTGATAGAGAAAGTCTTGGAAGAAGGATTGCCAAAAAACACTTT
+ATTAAATGTTAACATCCCAGATTTTAGAAAAGGAATTAATGGAATAAGAATTACAATTTTAGGAAAAAGA
+ATTTACACAGAGACTTTTCAAAAGAACTACGACCCTAGGGGAAAAGAGTATTATTGGATGGCCGGTAAAA
+TTTCGGAAATTGACAATGACGAAAGAACAGATATTGTTTCAGTCAAAAAAGGTTACATTTCGATTACTCC
+CATTCATTTTGACCTTACAGACTATGAGGCAGTTAAGAAATTGAGTTCCTGGAAAATTGACATATAATTT
+TAAATATTCTAAATGACGCAAGACTTGTATCAAAAATATTCTTGACAGTTGCTATTCATTTTATGAAGGA
+ATTTTTGTTTTTTTATAGAATATATATATTGCGAAAAAATTGAGATGAAGGTGATATATTGGAGAAAAAA
+CTGGTAATAATCGAAGATTGGTGCAAAGGTTGCGGTATCTGTGTCGAGTTTTGCCCTGTGAGAGTACTTG
+AGATAAAAGATGGCAAAGTAAGGCTAATAGATGAGGACAGGTGCATTAAATGCGGACTGTGTGAGATGAG
+ATGTCCCGATTTTGCTATTTATTTAGAGGTGAAGAAAGATGTCGAGGGTGTTAATGCAGGGAAATGAGGC
+AGTAGTGGAAGGCGCTATAAGAGCCGGGATGAGGTTTTATGCAGGGTATCCAATAACTCCTTCTACTGAA
+ATCGCCGAATTGTGCGCTGAAAAACTCCCCTTTGTAGGCGGGAAATTCATTCAGATGGAAGATGAGATTG
+CCAGCATGGCTGCAATAATCGGCGCATCACTGGCTGGGTTAAAAGCCATGACAGCCACATCAGGGCCTGG
+GTTTTCTTTGATGCAGGAGAATATAGGCTTTGCAGCAATGGCAGAAGTTCCATGCGTAGTGGTGGATGTG
+CAGAGGATGGGACCCAGCACAGGTATGCCTACATTACCTGCGCAGGGAGACGTAATGCAGTCAAGATGGG
+GAACTCATGGAGACCATTCCATAATAGTTCTATCGCCATCCTCAGTAAAAGAAGCCTATTATGTCACAAT
+ACAGGCTTTTAATCTGTCAGAAAAGTACAGGACTCCTGTTGTAATCCTCATGGATGAAGTGATAGGTCAT
+CTGAGGGAGACGGTAAATTTAGACGAGTACGGGGATATTGAAATAATTGAAAGAAAAATCCCAGAGGATA
+TAGAAAATTACCTTCCCTACAAAGATATAGAAAATGGAGTTGCTCCTTTAATTCCCTTTGGAAAGGGAGT
+AAGATACCACGTCACGGGACTTGTGCACAATGAAAAAGGCCTTCCCACAAATGACACAAAAATTGCGGAG
+AGACTAATAAAAAGATTGGTTGACAAAATAGAAAAAAACAAGGAAGACATAGTCATGTACGAGGAAAAAG
+GCGAAAAAGAAGGAGACATTCTCTTTATCTCTTTTGGTTCAACATCAAGGTCAGTAGAAGCAGCAGAAGA
+AGAACTTAAGAAAGAAGGCTTTAAAGTTGGCATTTTTAGACCAATAACGATATGGCCTTTTCCTGACACA
+AGACTTAGAAAGATATACCCTAAATTCAGAAAAATATTTGTAGTAGAGATGAATAGAGGGCAGCTATACT
+ATGAAGTGGACAGGGTAGTAAAGAGGGAAGGGGCGGTAGAGAATATAAACAAGGCGAACGGGGAATTTTT
+TACTCCTTGTGAAATTGTAGAGAAGGTAAAGGAGAGAATAAAAAATGGCTTCTAGGCTTGTGGAGGAATA
+CTTCAGAAAGGAAACGTTACCAAACATATGGTGCCCAGGCTGTAGCAATGGAATAGTGACAATGGCAATA
+GTGAGAGCGATAGACAACTTAAAAATTGACAAAGACAAAGTGGTAGTAGTATCAGGGATAGGATGTTCTT
+CAAGGGCTTCAGGTTACTTAGACTTTAACACCTTACACACCACTCACGGCAGGGCAATAGCTTTTGCCAC
+AGGAGTAAAATTTGCAAATCCAGAACTTACAGTGATAGTGATAACAGGGGACGGGGACAATGCGGCTATA
+GGTGGAAACCATTTCATCCACGCAGCGAGGAGGAACATAGACATAACGGTCGTCATGTACAACAACCACA
+TATACGGCATGACAGGAGGTCAGGCATCACCTACAATACCAAGGTACGATAAAGCCACAACAGCACCCTA
+TGGCAGCATAGACAGGGATTTTGACATATGCAAATTGGCTATAGGTGCAGGAGCAACTTATGTGGCCAGA
+GGCACAGCCTATCACGTACAGCAACTTGTAAAACTCATAGAAAAAGGGATTTCCCACAAAGGCTTTTCTT
+TCATTGAAGCCATGAGCATATGCCCCACCTACTATGGCAGAAGGAACAAAAAGGGAAGCCCAGCAGACAT
+GTTGAAGTGGCTTAAAGATAATTCGATTGACATAAACAAGGCAGCTAAAATGAAGCCGGAAGAATTGGAA
+GGCAAGATAATAATAGGCGAATTTGTAAACATAGAGGCTCCTGAGTACACAGAAGAGTATCAAAAGATGG
+TAGAGAGATTGAAGGTGAGTGTAAAATGAGGTCGCTTGAAATAAGGTTAGGAGGGTCTGGAGGACAGGGG
+TTAATTCTTGCAGGAATAATTTTGGCAGAAGCGGCAATACTGGATGGGAAGGTAAGCGTGCAGAGCCAAT
+CCTATGGGCCTGAGGCGAGAGGAGGTTCCAGCAAAGCAGAGGTAATAATAAGCGATGGACCCATTGTGTA
+TCCAAAAGTTTTAAAGCCAGATGTACTGCTGGCTTTGACGAGTTCTGCCTATAAAAGCTATAAAGAGGAT
+GTAAAAGAGACAGGGCTTATAATAGTTGACGATTCTGTAGAGGTAGAAAAAGAGAGCAAAGTAAAGACAT
+TGAAATTCCCGATATTAAAGACAGCACAGGAAGTTGTAGGAAAAGCATATGTTGCCAATATAGTCTCTCT
+AGGTGTTATAGCAGAGCTTACAAAGATAGTTAGTGAAGAATCTTTAGAAAAAGCTGTTTTAAAGAGAGTG
+CCGGCTGGCACAGAAGAACTTAACAGAAAAGCTTTAGAAGAGGGTTTTAAGTTGGGGAAGGTGGAAGATA
+AATGGGTAGAGCAGATGATTTGATAAAAAGGATACAGGACAACTATGCGAAGCTTTCTAAAAGCCAAAAG
+ATAATTGCTGAGTACATCATTAACCACTACGACAAAGCAGCTTTTATGACAGCAGCTAAACTTGGAGCTA
+CTATAAATATAAGCGAGTCCACTGTTGTCAGATTTGCGAATGCTTTAGGGTATAATGGATATCCTGAACT
+GCAAAATGCACTCCAAGAGCTTATAAAAACTAAATTGACTACTGTCCAAAGGCTAGAGATGACAGAAGAA
+AAAGATGAGATAGCTGTTTTAAATAACGTTTTAAAATCTGATATAGAAAACATAAAAGAGACTCTTCACG
+AGATAGATAAAGAAGATTTTAAAAAAGTCGTTTCAAAAATTCTGGAGGCTTCTAAGATTTATATAGTCGC
+TTCTAGAAGCTCTATAGTAATTGCTGAATACCTGGCTTTTTACCTCAATCTAATTCGCGGAAATGTCTCT
+GTTGTAAAGCCTGGAGTTTCAGACGTATTTGAGCAGATTTTAAGAGTTGGCGAAAATGACCTTGTAATAG
+GTATAGGTTTTCCCAGGTATTCCAAGAGAACAGTAGAAGTATTAAAATACGCAAAAACTCAAAGGGCTAA
+AATTGTGGCTATCACAGACAGCTTAATTTCGCCTTTGACCTCTGTGGCAGATGAGGTTTTAATTGCTAAA
+AGCCACATGGCTTCTTTTGTGGATTCTCTTGTGGCGCCTTTGAGCTTGGTCAATGCTCTTGTGGTAGCAG
+TGGGATTAAAAGAAAGGGAAAAAGTGGCTGATACTTTTGAAAAACTGGAGAGCATCTGGGATGAATATGG
+CGTATATATTTCAAAGCAAGGCTAAAAATTTGATTTTAAAATAAAGAATAGGAGGATGAAAAATGTCCAC
+AGAATCATTAAATCCATTGGTAATTGCTCAAAAGCAAATAAAGAAAGCTTGTGACATTTTAGGAGTTGAG
+GAGTCAGTTTACGAGCTTTTGAAAGAGCCAATGAGAGTTCTGGAGGTTTCCATCCCTGTGCAAATGGACG
+ATGGAAGCATAAAAGTCTTCAAGGGATATAGATCGCAGCACAACGATGCACTAGGTCCTACAAAAGGAGG
+AATAAGATTCCATCCGGATGTGACTTTAGATGAAGTAAAAGCTTTATCCATGTGGATGACCTTTAAATGC
+GGAGTAGTAGGTCTTCCCTATGGCGGAGCTAAAGGTGGAGTGGTTGTAAATCCAAAAGAACTCTCCAATG
+ATGAACTTCAGAGGCTGAGCAGGGGTTATATAAGGGCTATAGCAAGCATAATAGGACCTGAAAAAGACAT
+ACCAGCTCCTGATGTTGGAACAAACGCCCAGATTATGGCTTGGATGGTAGATGAATACAATAAAATTGTG
+GGTTACAACAGCCCTGCTGTGATTACGGGAAAACCCCTCATTTACGGCGGTTCAAAAGGGAGAGTGGCAG
+CTACAGGCTACGGAGTTGCTCTAATGGCAAGGGAAGCAGTAAAACGTTTAAACATGGATTTTAAGGACTG
+TACTGTAGCAATTCAGGGGTTTGGAAATGTTGGAAGCCATGCCGGTTTAAGTCTCCAGAGGTTAGGAGCT
+AAAATTATAGCAGTGAGCGATGTGTACGGAGGAATATACAATGAAAAAGGAATTGATGCAGAGAAGTTAG
+TAGAACATGTAAACAAAACAGGAACTGTGTGCAATTTTGAGGGAACCACTCCCATCACAAATGAAGAGCT
+TTTGACGATGAAGGTGGACATATTAGTGTTGGCAGCTTTAGAAAACCAGATTACCTCTGCTAATGCAAAT
+GAAGTAAAGGCAAAGATAATATGTGAAGGTGCTAACGGACCCACAACTCCAGAAGCCGACAAGATACTTT
+CTGAAAAAGGTGTTTTTGTAGTGCCTGATATACTTGCTAATTCTGGAGGAGTCATAGTCTCTTACTTTGA
+GTGGGTACAGAATTTGATGAACTATTACTGGACTGAGAAAGAAGTAGAAGAGAGGCAGGAAATCATGATG
+GTAAATGCTTTTAACTCTATATATGATTTAGCACAGCAGTATAAAGTAGACATGAGAACTGCAGCCTACA
+TGATTTCAATAAAGAGAGTATATGAGGCCATGAAAGTCAGAGGTTGGCTGTAAAGACCTTCGTTGAAGGT
+CTCGGTTTGTTGACAAAATTAGAGAAGTGGCATTTTGTGTGTAAATGCGACTTGTTACAAAGCGGTAACA
+AAACTTAGCGAGCTTGAGGAGCGAAGGCGGGGCGAGCGAAAGCGAGCGGCCACGTTGAGCCTGAAAGGCG
+AATTGGCCGGGACCCCGCCTAAGCCCTCAAGCGAGCCTTAGTTTTGTCCCTTTGTAACTCTGGAGCATTA
+ACACAAAATGCCACTTAAATGAGAGGGACTTTGTCAACAGTCTAAGACCTTCGTTGAAGGTCTTTTTTTT
+ATGTGATAAAATATTAATATGAAGTTTTTTACAAGGAGGGTTTTGCATGCGAAAAACTCTCCTTACAGTA
+GATTGGGACTACTTCATTCCTTTTAAAAAAGAATGGTTTTTTTCTTATATAGAAAATGAGAGAAATTTTC
+TTCAGCTCTGGTACAAAAGGTATATAATGGCAAAATTGCAAGGAGAAGATTTGGAAAAAAGCGTAAGGGC
+AAGTTCTGAAAGGCTAGAGTTCTGGAAAAGTATAAAAAATATTCTGCCTTTTCACAAAGGAGTAAAGGTA
+TTTGTATCTGAGTCCCACAAATTTGCTTATTATTTAGCAAAAAATTTTAACTGTGACAGAGTTATATCTT
+TTGACAGCCACTCTGATTTAGGATACAGTGGTTTGGCTTCTTTGGAATTTGAAGTAAACTGTGCCAATTG
+GTTGGGAAAACTTTTTAAAGATGATATAATAAAAGAAGCCATGGTTGTGTATAGCCCTTATTCTTTAGAA
+AAACCTTCTGATTTTGAAGAGTTCATAAATTTATACAGAATAGACTTTGTGTTTTCAGTGGACAAGTTGC
+CAAAAGATAGCTTAATAAGCGTAATTCACATCGCTAGGTCTGGAGCTTGGACTCCTCCGTGGCTGGACAA
+GGATTTTGTGAGATTTGTGAACAGTTTGGGATTGCTTTATCATGAGGTGGGAATAAGTCCTAGAGAATGG
+AAAGTATCTAAGCTTTCCTATGGAGACCAAATCTTTTATCTTAATTTTGCATAACTGGGAGGAAATGAAA
+AGTAAATGGTTACAAGACTTTATATAGCAAGGCACGGCCAGTCAAAGTGGAATTTAGAGAGCAGAATGCA
+GGGTATGAAAGATATTGAACTGACCCAATTAGGGTTGGAACAGGCTGAATTGCTTGCAAAAAGACTGAAA
+GGTGAAAACATAGATTGTATATATTCTAGTGACTTAAAAAGAGCTTATACCACCGCAGAAATAATTTCAA
+AAGAAATAAATGCCCCCATAGTAAAAATAGAGGAATTTAGGGAAATGTCCTTTGGAGTTTGGGAAGGGCT
+TACTGCGAAGGAGATAGAAGAAAACTATCAAGAACTTTATGACCTCTGGAAAACAGACCCTAGACATGTC
+CTTATAGAAAATGCGGAAACATTAAAAGAGGTCCAAAAGAGAATGCTCACAAAGACAAAAGAGATTGTAG
+AAGAGAATTGGGGAAAAAATATTCTAATTGTATCTCATGGCACTTCTATTAAAGCTCTAATTTTAGGATT
+GCTGGAAATCGATTTGAGCTTTTACCCTAGCTTTAGAATGGATAATGCTTCTCTTAGCATAATAGATATA
+AAAGAAAACAAAAAAGCAGTTCTAGTTTTGTATAACGATACCTGCCATTTAGGAGAGAGGAAGTAGAAAT
+GAAAAAAGTATTCGTAATAGGCGGCGGAGCTGCTGGAATGATGGCGGCACTGGCAGCAGCAATGACAGGA
+AAAAAGGTGAGCCTTTTTGAAAAGAACAATATACTCGGCAAAAAATTGCTGGTTACAGGACACGGCAGAT
+GCAATATTACAAATTTCGCGGAGAAAGATGCTTTTTTTGAAAACATTCCTGGAAACGGTAAATTTCTTTA
+TAGTGCCTTTAGCCAGTTTTCCAACAGAGACCTCATGGAATTTTTAGAAAATAATGGGCTCAAATTGAAA
+GTAGAGAGGGGAATGAGAGTTTTTCCAGCATCTGATAGAGCGATAGATGTGAGAGATTTTTTTAAAAACC
+TGCTTGAAAAGAACGGAGTAAAAATTTTTTATAATTCAAGAGTTGAAGAAATAATAGCAGAGGATGGAAA
+GGTAGCCGGTATAAGGGTAGGGGATGACTTTTTACCCTGCGACAGTGTGATTTTGGCAACAGGAGGCTTG
+TCTTATCCTGCCACCGGGTCTACAGGAGACGGATATGCGATGGCTGAGAAGCTGGGACACACCATTGTGA
+AACCTTTTCCTGCCCTTGTACCTATAGTAACTCAGGAGAATGTGAGAGAGATAATGGGCGTTTCTCTTAA
+AAATGTAAAAGTTTATGCTATACAGGGCAAAAAAGTGATAAAAGAGGAATTTGGAGAGATGCTTTTTGCT
+CATTTTGGGCTTTCAGGCCCTGTAATACTTATTTTGAGCAGATTTATTTATGATTACCTTGAAAAAGGTG
+AGGTTTTTATAAAAATTGACTTAAAACCAGCTTTAACAGAAGAAAAGCTGGAAGAAAGAGTTTTAAGGGA
+TTTCGGGAAGTACCCGAATAAAGATATAAAAAACGCTTTAAAGGATTTGCTCCCTCAATCTCTTATTTTA
+TACATTTTGAAAAGGTCTGATATAGACCCTGATAAAAAAGTGAGAAGTATAACAAAGGTGGAAAGAAAAC
+AGCTTGTAAAAACCTTAAAAAATTTGACTTTTAAAGTGAGAGAGTTAAGACCAATAAGAGAGGCTATTGT
+CACGGGCGGAGGAGTTTCTGTAAAAGAAATAAACCCTTCAACTATGGAGTCTAAAATAATAAAAGGGCTC
+TTCTTTGCCGGAGAAGTTATAGATGTAGATGGACTTACAGGAGGATTTAACCTTCAAATTGCTTTTTCTA
+CAGGATATGTAGCAGGGGTTAATGCGTGAAAACCATTTTTCCTGCATTTTTTTGTTTACAGGGCATAATA
+TATAGACTAGAAAAGGAGGGGTGGATGTGGGGAAAAGGAGAAAAAGGACTTTAAAAAGGTATGTAGACAG
+CGAAGTAGTGCTGGCAATTCTTATAATGATGGGCCTTTTGAGCATTGCAATTGCCCAGCTTTTTATTGGA
+AAAGAAGATGCTCACGTCTTTTTAGATTCTAATTTATCTCAAGAAGGAAAAGTCACAATTGAAGTAGTAG
+AAAAGGACAAAGCCCCAAATTCTTATATTCTGGTAAATGGAGAGCCAGTTTCTAATTTTTATAAGAAATC
+TATAACAATTAAAGTAAAGCCAAACCAAATTTTGGAGATAGATGGGACGAAAGAGAGCGAACCTCTCCAC
+TTTAAAGTAACAGCCATAAGTGACAATGTGATTGAGCCTCAAAATACTACAGTGGTAAGGGTAGATAAAA
+ATGTACAAAAAGTCTGCATGGTTAAACTAAAATAGCGTTTATGGTATAATAAAACTGAAGAAGCAGAAGA
+AAGGAGAATGTGCTATAAAGGTTATAAGAGGTGCTATCACTACTGAAAACACAAGAGAAGATATTTTTAA
+AGATACGGTTATTCTGATAGAAGAAATTATGAGAAGGAACGGGCTAAAAAAAGAAAACTTGATAAGCATT
+TTTTTTAGTGCTACAAAAGACCTAACTGCTGCGTATCCAGCAGAGGCTGTGAGAAAAGAGATGGAATTTG
+ATGACGTTCCCATGATGTGTTTTCAGGAAATGGAGGTTAATGGAAGTTTACCTAAGTGCATAAGAGTGGC
+AATTTTTACAAATATAGATGAAAAACAGGAAGTAAAACATGTATATCTTAAGGAAGCAAAAAATTTAAGA
+CCTGATTTGGCCTGAGGTGATAAACTTGACTGTAAAAATAGCTATTGATGGTCCTGCAGGGGCAGGAAAA
+AGCACTGTAGCAAAAAAACTTGCAAAGCTTTTAGGTTTTACCTACATAGACACAGGTGCAATGTACAGGG
+CAATTACTTTAAAAGTTTTAAGGGAGAACATTTCTCTGGAGGATGAGGAAAGAATAGTTGAAGTAGCTCG
+TAAAAGCGATATTTCTCTCGATGGAGAAAGGGTATTCTTAGACGGGGAAGATGTTTCAGAGGAGATTAGA
+AAGCCCATCATTTCACAAAAAGTCTCCGTTGTGTCGCAAATACCTGAAGTAAGAGAAATTCTAGTGAAGA
+AACAGCGAAAGATTGCAGAGGGAAAAAATGTCGTAATGGACGGCAGAGACATCGGCACTGTCGTGCTCCC
+AGATGCCCAGTTTAAATTTTTTCTTACAGCTTCTCTGGAAGAGAGGGCAAGAAGGCGCTATGAAGAGTTG
+AAAAATAAAGGTACAGAGGTAAAATACGAGGAAGTGTTAGAAGAAATAAAAAAAAGAGATAGTTTGGATT
+CAGGTCGCAAGACTTCTCCTTTGACAATTCCAGAAGGCGCAATCCTAATCGATACTACTGACCTTACAGA
+GGAAGAAGTTGTAGAAAGAGTTTATGAAGCAATAAGGAAGAATACAAAAGGGGAAATCTGATATGTTTTA
+TTATTTTGCGAAAGTCATAGTGAGAGCAATTGTAAAAGTCATATTTCGGATTAAGGTAAAAGGCCTTGAA
+AATATCCCTAAAAAAGGGCCTGTCATAATATGCCCTAATCACATAAGCCTGCTGGATCCGCCAGTTGTCG
+GAGCACTTTTAAACAGGCGCATATATTTTATGGCGAAAGAAGAGCTTTTTAGAAATCCTTTTTTAAAGCT
+TCTTTTAGGGACAGGCCTTGGAGCTTTTCCTGTAAAAAGAGGCACTGCGGACTTATCCGCCATAAAAACT
+GCTTTAAACCATTTGAAAAAAGGAAGGGCAGTGGGAATTTTTCCTGAAGGGACGAGAAGCAAAACAGGCA
+AGCTCCAGAGGGCAGAGCCAGGGGTGGCAATGTTGGCCATAAAGTCAAAGGCTCCTGTTGTACCTGTAGG
+AATTAAGGGGAGATACGGACTGTTTTCAAGAGTTATTATAAATATTGGCAAGCCAATGACTTTTGAGAAA
+TATTATGATTCCAAGCTTTCCTCCCAACAGTTAGCAGAAATTGGTGAAGAAATAATGAAAGAGATTGCTA
+AATTAATTTAGGAGGATTGAGATGGAAATTTTAATTGCTGAACACGCGGGATTTTGTTTTGGTGTAAAGA
+GGGCAATTGAAATAGCTTATGAGGAACTAAACAAACAAAAAGATACAAGGCTATACACCTTAGGAGAAAT
+CATTCACAATCCTCAAGTGGTGAAAGACTTAGAAGAAAAAGGGGTAAGAGTTATAGAAGAAGAGGAGCTA
+GAAAAGCTTTTAAAAGGGGATAGGTTGATAATAAGGAGTCATGGAATTTCAAAAAAGTTGTACGAATTCC
+TAGAACAAAAGGGTGTAGAAATCATAGATGTAACTTGTCCTTTTGTAAAGAAAGTGCAGAACATAGTTGA
+AGAGTACTATAAAAAAGGGTATGATATAGTGATTGTGGGAGATAAGAACCATCCAGAAGTTATAGGGGTA
+AATGGATGGTGTGAAGATAAAGCTTACATAGTAAATTCTGTAGAGGAAGCAGAGAATTTACCTTTTTTTG
+AAAAAGCTTGCGCAGTATCTCAGACTACCCTGATTGAAAAGCACTGGGAAGACATACTTGAAGTTTTAAA
+AAGCAAGGCCAAAGAGCTGGTTTACTTTAACACAATCTGTAATGCTACACAAAAGAGGCAGGAAGCAGCA
+GATGCCCTTTCTAAAAAGGTGGATGTGATGTTTGTGATAGGTGGCAAACACAGTTCCAATACTCAGAAGT
+TGCGAAAAATATGTGAAAAGAACTGTAAAAACACCTATCACATAGAAAGGGCCGATGAAATTACTTTCGA
+AATGTTAAAAGGGCATGATATTATCGGCATAACCGCTGGAGCTTCTACACCTGATTATGTGATTGAAGAA
+GTCATAGAGAAAATTAAATCATTAAAAGGAGAAGATGAGAATGAATGATTTTTTAGAAGGGTATGTTTTT
+AGGCCCATTAAGGCGGGAGACATTGTGAAAGGCAAGGTAGTAAAAGTACTGGAAGATGGAGTTGTTGCAG
+ACATAGGATATAAAGGAGAAGCCTTTGTGCCCAAAGAAGAACTCTCTTTAAATCCCGAATTTGACGTGCT
+TTCTAATTTTCATGAAGGAGAAGAGCTTGATTTATATATAGTGATGGTAGAAAACGAAGAGGGAAGCGTT
+GTTGCTTCAAAGATTAAAGCAGAAGAGAAATTAGGGGAAGAAAAAATTGAGAAAGCCTATAAAAATAGAG
+AGATAGTAAAAGGGGAAGTTGTTAAGGTTGTAAAGGGAGGAGTTATTGCTTATTCTTTAGGTAAAAGGCT
+ATTTATACCTGCTTCCCATCTTTCAACAAAAAGAGTGGAAAATTTGGAAGAGTACTTGGGAAAAATATTA
+GAACTTCTAATAATTGAATATGTTCCTGGCAAAAAAATTATAGCTTCCCGCAAAGAAGTCATCAAATTAG
+AAGAGGAAAAGATGAAGGCTGAGCTTCTTGAAAGGCTTGAAGAAGGGGATGTAATAGAGGGGAAAGTCAG
+CAGGATAATACCAAAGGGAGCTTTTGTGAATTTGGGAGGAATGGATGGATTTATACCCATAAGTGAGTTA
+GGGCATGGAAGGATTAAATCTCCTGAAGAAGTAATAAAACCTGGTCATAAAGTGTCTGCATATGTGCTTA
+AAGTGGATAAAAAAGAAGGAAAGATTACTTTAAGCCTTAAAAAACTTCTACCAAACCCATGGGAAAATGT
+GAAGGAAAAGTATCACGAAGGAGATATTTTAAAAGCCAAGATTACTCGGATTATGCCTTTTGGCGTATTT
+GCAGAACTAGAGCCTGGAGTTGAAGGTTTGGTGCACAAAAATAATTTAGAAAAAAGTATCAAATCTTATT
+CTCCAGAGGATATTATAACAGTAGAAGTATTGGAAGTATCCTCCGATAGAATAAGCTTAAAAGAAGTGCC
+TCCTTTTGAAGGGGAAGATGATATAAAGCAAACTGAATACCAGGAATTAACAATAAACTTGGGAGAAATT
+TTGAAGAAAAAATTTTAGTTATGTCATGTAAAAAGCCTTGACAAAACAAAAAAATCTGATAAAATTAAAC
+TGTCATGTAAAAAGCCTTGACAAAAGAGAAAAATTTGATAAAATTAAAGTCATTGAATGGGAACAAAATT
+TTAGTAAAGGAGGCACGATACAAAATGAATGCTTTGGGTCGCCACATTTTGGCAGAAGTTTACGGTTGTG
+ACAGCAGGATTTTAGACGATGTGGAAATGATCGAAGATATCATGGTCCAAGCTGCAATAGCAACTGGCGC
+AGAAGTCAGAGAAGTGGCTTTTCACAAATTTAATCCCCAGGGCGTAAGCGGAGTAGTAGTCATATCAGAG
+TCTCATTTAACCATTCATACGTGGCCAGAACTGGGCTATGCCGCGGTTGACGTATTCACGTGCGGTGACC
+ATGTCAACCCGTGGGATGGCGTTAATTATATAGCGAGAATGTTAAAGGCAGAGAATATGACTGCAACAGA
+GGTCAAGCGGGGGGTATTTGAGAAACCAGTTAAAGTTGCTAACTTCTAACATATAAGATTTTCTAATCCT
+GTGTGGCTTTTATAGCCACTTTTTTCTATAATTAGGAGTGAAGATATTTATGGTAGGCTATGAGGAATTT
+GTTAAAAAAGTATACAAACTTACTGGAATCGACCTATCCCTCTACAAAGAAAAGCAGATGAAAAGGCGTT
+TGGAATCTCTCATTGCCAATAAAAAATTTAAATCTTACGACGAATACTATAACGCATTGCTCACTGATAA
+AGTATTATACGATGAATTTTTAGATTATATAACCATAAACGTCACGGAGTTTTTTAGGAACCCAAATCAA
+TGGGAAATTTTAGAAAAAGATTTGCTGCCTACAATTGTAAAAAAAGGATTTAGGGTTTGGAGCGCTGCTT
+GTTCTACTGGAGAAGAGCCTTACTCCGTTGCAATGCTTTTGACAAAATTCATAGATTTAAAGGATGTAAC
+GATAATTGCAACTGATATTGATATAAGGGCATTGGAAAAAGCAAAAAAGGGCATTTATTCTGTGGATGCG
+GTAAGTAAAATTCCTTATCCGGAGTATGTAAAAAAATTTTTTAAAAAAATAGACGAGAAATACTATCAAA
+TTTCTGAAGAAATAAGAAAGGCAGTCCGCTTTGAAAAGCATGACCTTTTAAAAGACGAGTATCCAAAAAA
+TATTGATTTGCTAATCTGCAGAAATGTGCTAATATATTTTAATGACATTGCTAAAGATAAAGTGTATAGA
+AAATTTTATGAGTCTTTAAATGAAGACGGTATATTTTTCGTCGGAAGTACCGAGCAGATAATATTGCCTT
+ATAGGTATAATTTTGAACCTGTCAGGACTTTTTTCTACAAAAAAATCAGTTTTCAAAAATGAAGAGGTGT
+CATAAAGATGCGTAATTCCTACTATGTTTCTGAAGAAGAGCTAAAAAAACAGAGAGAAATAATGGAAGAA
+ATTGCTTGGGAAAACAGAGGAAAAGAAGTGTATTATCACATTGAAACTTACGGATGCCAGATGAATGTGC
+ACGACTCTGAAAAATTGGCTGGTATGCTGGAGGAAATGGGCTATAAATATACAGAAGATTTAGAAAAAGC
+AGATGTTTTACTTTTTAATACTTGTGCTGTGAGAGAACACGCGGAGGTAAGGGTATTAGGAAGAGTGTCC
+CAGATAAAGGAACTAAAAAATAGAAATCCCAATCTCATCATTGGTATTTCTGGATGTATGATGCAGGAAA
+AGCATATAGTGGAGGCTATAAGAGAAAAGTATCCTCATGTAGATATTGTTTTTGGCACTCACAATATTTA
+TAAATTCCCGGAACTTCTATGGCAAGCCTTAAATTCTCGTGTGCAAGTGATAGATGTGATTGAAAATACT
+CAAAATGTAATTGAAGGGTTACCTATAAGAAGAGATAGCAATCTTAAAGCGTGGGTCAATATAATATACG
+GGTGCAACAATTTTTGCACCTACTGCATAGTTCCATACACGAGAGGAAGAGAAAAGAGCAGAAGGCCTGA
+AGACATAATAGCAGAGGTAAAAGAACTAGCAGAAAAAGGGTACAAAGAGATCACATTATTGGGTCAAAAT
+GTAAATTCATACGGAAAGGACCTGGGGGGAGACATCAATTTTGCTAAGCTCCTTTATATGTTAAATGACA
+TCAAAGGGATAGAGAGAATAAGGTTTATGACTTCCCACCCAAAGGATATTTCAGATGAATTAATATACGC
+TATGAGAGACCTCGACAAAGTATGTGAGCACCTCCATCTTCCTGTCCAGGCGGGCAGCAATAAAATATTA
+AAAAGAATGAACAGGCGTTATACTAGAGAGCATTACCTGGAAATAATTGATAAAGTCAGAGCCAATATTC
+CTGACATAGCAATTACAACAGACATAATTGTAGGATTTCCTGGAGAGACAGAAGAAGATTTCTTTCAGAC
+TCTTGATTTGGTAGAAAGAGTAAGGTTTGACGGCGCTTACACTTTTATGTACTCTAAAAGGGCAGGGACT
+CCAGCAGCCTCCATGCCAGACCAGGTAGATGACGAAGTGAAAAAAGATCGTTTGATAAGGCTTATAGAGC
+TTCAGAACAAAATAAGCCTTGAAAAAAGTGCAGAACTCAAAGGGAAAGTAGTAGAAGTCCTTATAGAAGG
+AGTCAGCAAAAGAGACCCCAATAAGCTCACTTCACGCACTAGAACAAATAAAGTCGTCCATTTCATAGGA
+GACGAAAGTCTTATTGGCAAGTTGGCAAACGTGAAAATAACCGAGACTAAAGCCTGGACAATGCAAGGAG
+AATTGGTAGAAGTTCTAAGGTAAAACTGCGCTCTAGAAAGAGCGCAGTTTTATGGTATAATAAAGAGGAG
+TCGGAGGTGCTAAAAATGTCTGTAACTCCAATGATGGAACAGTACCTTAAAATAAAGGAAAAATATAAGG
+ATGCGATACTTTTTTTCCGCCTTGGTGACTTTTATGAGATGTTTTACGAAGATGCAGAAATTGCAGCAAA
+AGAACTTGAAATTGCTTTAACTGGCAGAGATGCAGGAACAGAAGAAAGGGCTCCCATGGCAGGAGTTCCA
+TATCATGCAGCAGATTTCTACATTGATAAGCTTGTAAAAAAGGGATATAAAGTCGCCATATGTGAGCAAT
+TAGAAGACCCATCAAAAGCAAAAGGCTTGGTAAAAAGAGATGTGGTGCGAATATACACTCCAGGGACTAT
+AATAAATCCTGAGTCCATGGATGAAAAATCTAACAATTATCTAGTTTCTGTATATAGAGAAAAAGACAAT
+TACGGTATTTGTGCTGTTGATGTGACAACAGGAGAGCTTTATGCTACAGAAATTAAAAACTGTAAAAACG
+GGAAGAGAATATACGATGAAATAGCCAAATACAGTCCTTCTGAGATAATTTCCAATGAAGAATTTTTAAA
+AAACAATAAATACATAAAAGTATTTAAAAACAACAACTGTGCTGTCAATGCCTATAAGCCTTTAAACTAT
+GAGGCAAGTTCTGAGCTCATTGAAAAGCAATTTGACAAAAAAGTAGAAGAGTTAGAGCTTGAGGATAAAA
+AATTTGTAATTCATTCCCTTGGAGCCTTACTTTCGTATCTAAAAGAGCTTCAAAAAACTTCTTTAAAACA
+CATAAATAAATTGACTTTATACCAGGATAATTCCTATATGGGCCTTGACAGTAACGCAATACGCAATCTG
+GAAATTCTGGAGTCTAACAGAAACAAGTCAAAAAAAGGTTCTCTCTTAGGAGTGTTGGATAGAACTGTTA
+CTCCTATGGGAGGCAGGCTTCTAAAAAAATGGCTAGAAGAGCCTTTAATCGACAAAGATGAGATAGAAAA
+AAGGCTTGATGCAGTAGAAGAACTTTTCAACAATTACAGAGAGAGAATTGAGTTGAAAGAACTCCTCAAT
+AAAGTATACGATCTAGAAAGGCTAGCGAGCAAAATAGTGTATCAAAGTGTTACGCCTAAAGATTTCATTT
+CTATAAAGCTTTCTTTACAAAACTTGCCAAAGATAAAGAATATTTTATCAAAATTTTCTTCCAGGCTTTT
+AAAAGAAATTTATGAAAAATTAGATGTTTTGCAAGACGTATATGAACTTATAGATAAATCTATAAAAGAC
+GACCCTTCCAATCAGTTGAAAGAGGGAAATATCATAAAAGACGGATACAATGAAATGGTAGATAAATTGA
+GAAAGGCCTCAACTGAAGGTAAAAACTGGATTGCAAATTTAGAGGCTGATGAGAGGGAAAAGACAGGAAT
+TAAAAACTTGAGGATAGGCTATAATAAGGTATTCGGGTATTACATTGAAGTTACAAAGTCAAACATTCCT
+CAGGTACCAGATAGGTATATCAGAAAACAAACACTGGCTAATGCAGAAAGGTATGTGACGCCAGAGCTTA
+AGGAAATTGAAGAGACAATACTGGGAGCGGAGGAAAAGCTAATTGAGCTGGAATATGAGCTTTTCAATGA
+AATAAGAGAAAAAGTAGAACTTCAGATAGTGAGAATTCAAAACACTGCAAAATACATAGCTATAATAGAT
+GTTTTAATATCTTTCGCAGAAGTAGCTGAAACAAATAAATACGTGAAGCCGATTGTGGATTATGAAGACA
+GGATTGTCATAAAGGAAGGCCGTCATCCTGTCGTTGAGACGATTTCTGATGAAGGATTTGTGGCAAACGA
+CATAGACATAGGGCCAGAAAACCCAATCATGATAATAACAGGCCCTAATATGGCAGGTAAGTCTACTTAC
+ATGAGACAGGTAGCTCTTATAGTTCTCATGGCTCAAGTTGGGTGCTTTGTACCGGCTTCCTACGCTAGGA
+TAGGGATAGTAGACAAGATATTTACAAGAGTAGGGGCTTCTGATGACATCTTTGCTGGCCAGAGCACATT
+TATGGTAGAAATGTCTGAGGTGGCAAACATACTTCATTCTGCTACAAGTAAAAGCCTGATTATTTTGGAC
+GAGGTTGGAAGAGGTACTAGCACTTACGATGGGATGAGCATTGCACAGGCTGTGATTGAGTATATCCATG
+AAAAGATAAAGGCCAAAACTTTGTTTGCTACCCACTACCATGAGCTTACCAAGTTAGAAGGCAAGTTAAG
+AGGAGTGAGAAATTTTAATGTATCAGTAGAGGAAAGGGAAGATGACATAATATTTCTTCACAAAATAGTC
+CCAGGCGGTTCAGATAGAAGTTATGGGATACAGGTTTCGAAATTAGCAGGGCTACCTTACAGCATAATTG
+AAAGAGCTAAAGAAATCCTTGAAGCTTTAGAAAGGGATAAAGCAGTCAAAAACGAGTTAGAAGAGGCAGT
+CTCTCAGTTTGCTTTTACTCAGATAGACATATTTTCTTCTGCTAAAGATGCTCTGATAGAAGAGATTGCA
+AATTGCGATCCTGACAATATGACTCCTCTTCAGGCATTGACTTATCTTTATAAGCTGAAAGAGAAGGCTG
+CCTCATTAAGGAGCGGAGTGATATGAATAAAATTCATCTTCTCGACGAAAAAACGGTAAACAAGATAGCT
+GCCGGAGAAGTGGTTGAAAGACCTGCCTCAATTGTCAAAGAGCTAGTAGAAAATTCTATTGATGCAGGAA
+GTAAAAACATCACAGTAGAAATTTTAGAAGGAGGTATCCCTTATATAAAGGTTACGGACGATGGATGCGG
+AATGAATGAGATTGATGCAGTTCTGGCTTTTGAAAGACATGCTACGAGTAAAATAAGATCCGATGAAGAT
+CTTTTCAATATAACAACTTTGGGGTTTAGAGGAGAAGCACTCGCCAGCATTGCAGCTGTCTCAAAAGTTG
+TATTACAGACGAAGGAAGAAAATGAGACTTTTGGCACTAGATTAGTAGTAGAGGGTGGAAAAATATTAGA
+AAAGACTAGATGTGGATGCCAAAAGGGGACTTCTGTTGAAGTAAAAGATGTGTTTTTTAACACGCCTGCG
+AGAAGAAAATTTTTAAAAAGGCCCTCTACAGAAGCGATGTACGTAACAGAAGTGGTTACTAGATTGTGTC
+TTTCAAACCCTGGCATTTCTTTTAAGTACGTGAAAGACAAAAAGGTACAGTTTATCACTTCTGGAAATGG
+AAGTATAGAAGACGTAATTTTGAGGCTTTTTGGCAAGGAGGTACATTCTGCCCTTATTTTTTCAGAATTT
+GAAGCGGAGGATTTGAAGGTAAAGGCTTTTGCCACAAAGAATTTTCTAAATTATTCTAACAGAAATATGC
+AGTTTTTTTATGTAAATGGCAGGTACGTAAAAAACAAGACTTTGTCGGCAGCTGTTGATGAGGCTTTTAA
+AACTTATGTGCCTTCTGACAGATATCCAGGGGTGTTTTTATACCTTGAAATAAATCCTCGCTTTATAGAT
+GTCAATATTCACCCTTCAAAACTTGAAGTTAAATTTTCTGACGATAGAAGAATTTTTGAGTCTGTGTACA
+GGACCATAAGGGAAGCTCTCAGAGAAAGCAACTTAATACCAGAGGTAAAGCTGGAAAAAGACTTAAAAAA
+TGAGGAAGGGCAAATAGGAGAGCAGGTAAAATTATCTTTACCTCTTTTTGAAGTAAAAGAAAAAACTGAT
+GATGGAGCTATTTTTGTAAGAGAAGAGGTAAAAACTGAAGAAAAGATTGACAAAGCGCCTAAACATGAGA
+GTTCTTCTGACAGTGAAAGAAATGTAAAAAGACTCAGCGATATAAGGATAGTAGGGACTCTCTTTTCTAC
+TTATGTGATTGTAGAAAAAGGTGATGTATTTTATATAATTGACCAGCATGCTGCTCACGAGAGAATTTTA
+TACGAAAAGTTAGTCTCTCAATACGAAAGAGTGCAGTCAAGACAGGTGACTTTCCCAATTGTTGTTGAAT
+TGCAGCCTGGCGACATGGAAATTGTAGGCCAGGAAAGGGAGCTTTTATACAAGCTAGGGTATGTTTTTGA
+GGAATTTGGGAATAATTCTGTTGTGTTAAGAGAGGTTCCTGTAATCTTAGGTCAACCTGAGGCTAAAAAA
+CTGTTTGTAGAAATTGTAGAAAGGCTGCGGGACAAAGATTTTTCTAGTAAGGTTTCTTTTAAAGAGGAAG
+AAATAGCGACAATGGCCTGCAAGGCTGCAGTAAAAGCCATGGACACCCTTTCCGAAAATGAAATCTATAA
+GCTTTTTGAGGATTTAAAAATAGCTGAAAATCCTTATACCTGTCCACATGGCAGGCCTGTCATAATTTCC
+ATGACTAAGACCCAGCTTGAGAAGATGTTTAAACGAATCAAGTAAGGGTGATGGGATGGCTATACAAATT
+GTTCTTATTGTAGGGCCTACTGCCACTGGAAAATCAAGATTGGCTGTTGATGTAGCAAAGAGATTTAACG
+GTGAAGTAGTCTCTGCTGATTCCATGCAGATTTACAAATACATGGACATTGGCACAGCGAAAATTACAAA
+GGAAGAGATGCAAGGCATACCTCACCACATGATAGACATAGTGGAACCTAACGAAGAATTTAGCGTAGCA
+GAATATGAAAAGAGAGCAAAGGCTATCATTAAAGACATCCATGAAAGAGGAAAACTTCCCATAATTGTTG
+GAGGCACGGGACTTTACATAAATTCCATCGTTTACATCATGCACTTTTCTGATTTTGAAGGCAGCAAGGA
+ATTTAGAGAAAAGATGAAAAAACTCGCTGAAACTTACGGTACCAGTTATTTGTATGAAAAGTTAAAAGAA
+GTGGACCCAGAGGCAGCGAGGAAAATTCATCCCAATGATTTAAGGAGAATTATAAGGGCCTTAGAAGTGT
+ACGAATTTACGGGAAAACCTATTTCTCATTATCAGAAGATGAGCGGAATGCGAAAAAATCCCGAATATGA
+TCCGATAATGATAGGGTTAAACTATAAAAACAGGCAGCTTTTGTACGAAAAAATTAATAGAAGAGTAGAT
+GAGATGATAAAAAATAATTTAGTCGAAGAAGTGGTAAACTTGCTAAAAATCGGGTATAATAAATATGGCA
+CTTCAATGCAGGCTTTAGGTTACAAAGAAATTGTCGAGTATTTAAATGGGGAAATTTCTTTAGAGGAAGC
+CGTAGAGAAAATCAAAAAGGGGACAAGGAGGTATGCGAAGAGACAGATCACGTGGTTTAAGGCTTATGAC
+TTTATCAAATGGTTTTTTGTAGATGACTATAAAACCTATGAGGAACTTCGAGAAAATATTTTTGAATACT
+TGGCAGGAAAATTGAAATTTTGATAGAATATAACTAAATGATACATATTAAAGAAGGGGGATAAAGATGG
+CAAGTTCAAAAGCAGCTATTAATTTACAAGACATCTTTTTAAATCAAGTGAGAAAGGAGCATGTACCAGT
+CACAGTATACCTTATAAATGGGTTTCAGCTCAAAGGTACAGTGAAAGGATTTGACAATTTTACAGTTGTG
+TTAGAATCTGAAAGCAAACAGCAGCTTCTAATTTACAAACATGCGATTTCTACTATCTCTCCTCAAAAGC
+CTGTCATCTTCTCAGGTTCTGAGAAAGATGATAAGAAGGAGGAGTAAGATCAAAAAAACAGTATTAGGCC
+TAACTAATACTGTTTTTTTGAAATAATTTAAAAAACAGGGGAGTTTTAAAGGATGAAAATTGGCTTTATA
+GGTGCCGGGAACATGGGCATGGCCCTTATAAAGGGTATTTTGAAGTCAGACTTTGTGGAAGCAGAAGACT
+TGATACTTTATGACCCTGTAAGAGAAAAAGTAGAAGGATTGGAAAGAGAGTTTGGGACAGTTACTGCTAA
+AGACAATCTAGAATTAACTGAAAAATCGGATGTAGTAATAGTAGCGGTAAAGCCAAATGTTTACGATGAA
+GTGCTCAAGGAAATTAGAGAAAAAGTGACAGAGGAAAAAATAATAATCACGATAGCTCCAGGGATTACTA
+TAGACCATGTAAAAAAGCTTTTGGGCAGGGGGAAAATAGTTAGGACAATCCCTAATACTCCTGCGTTAAT
+AGGAGAAGGCATAACGGCCGTTACATATTCCGAAGAAGTAAAAGAAGAAGACAAAGAACTTGTGCGAAAG
+ATTTTTAGCACTTGTGGAGAAATAGTGGAGATAGAAGAAAAGTTAATAGATGTGGCAATGGCCGTGTCAA
+GTTGCAGCCCAGCCTTCGTATACATGTTTATAGAAGCCTTAGCAGACGGAGGAGTCCTGCTGGGATTGCC
+AAGAGATGTAGCTTATAAACTGGCTTCTAAAGCGGTATCTGGAGCGGGAAGCATGGTATTTAAGACAGGC
+TTTCATCCAGGACAGTTAAAAGACATGGTCACTTCTCCGGGGGGAACTACTATAGAAGGCATAAGAGTTT
+TGGAAAAAAGCGGTATGAGAAGTGCGGTGATTGAAGCTGTGATTGCAGCTTATCAGAAGGCAAAAGGGCT
+GAAATAAAATGAAAAATAATAACGAAATAGTAGAAATCTACACAGATGGGGCTTGCAGCGGCAATCCTGG
+ACCAGGCGGCTGGGCGGCAGTTTTGATATATAAAGGAATAAAAAAAGAAATATCAGGGTTTGAAGAAAAC
+ACCACAAATAACAGGATGGAATTAAAGGCAGCCATTGAGGGTTTAAAGGCTTTAAAAAGGCCTTGTAAGG
+TGAATTTATATAGCGACAGCAGTTATTTAATAAACGCTTTTAATGAGGGATGGATTGAAAAGTGGCAGAA
+GAACAACTGGCTTAAATCTGACAAAACTCCAGTAGAAAATCAGGACTTATGGAAAGAGTTATTAGAAGTT
+TCTAAACCGCATCAGATAAACTGGATTAAGGTTAAAGGTCATTCTGATAATGAGTACAACAACTTGTGCG
+ACAGACTGGCCACAGAACAAATAAAAAAACACATAAAAGAGAATCCCTAAGTTTTGGGATTCTCTTTTAG
+TTTTTGTGCTTGATTTTTCCTTGTTTGTGTGGTACCATAGATTATGTAATTATACGAAATATCTATTTCG
+TATAATTAGATTTTGGACTATAAAAAGAAAGGAGCTTTCATTTATGGAGGCTTTAAAGTATCCCCCTATA
+TTGGAAGAGTTTCTGAACTACTTCTCCACTGTAAAAGCCAGGTCACCTAATACTATAAAGGCTTACGCTT
+ATGACCTTATTTTATTTTTCCGCTTTTTAAAGAAAAGGCGCGGAAAAGTAAGCGATGATATTCCCTTTGA
+TGAAATAGACATTTCTGACGTTGATATTGACCTTATAGAGTCTGTTGATTTAAACGACCTTTATGCCTAT
+CTTTCTTTTGTGACAAATGAAAGGTCTAATACTCCCCCTGCTCGCGCAAGAAAAGTTGCAAGTCTAAGGT
+CTTTTTACAATTACCTTTACAGAAAAGCAAAAGTCATAAGTAAAAATCCTACACAGGAATTAGAATCTCC
+TAAACTTTCAGTAAGGCATCCTATTTATCTGACCTTAGAAGAAAGCAAAAAGCTTTTAAACTCTATAGAT
+GGTCCTTTTAAGGAAAGAGATTACGCTATTATAACTCTTTTTCTAAACTGTGGTTTAAGGGTTTCAGAGC
+TTGTAAATATAAATCTTGATGATATAAAAGAAGACAAATTGACTGTCATAGGAAAAGGAAATAAGCAGCG
+GACTATCTACCTAAATGAGGCTTGTATAAAGGCTATAAGCGATTACCTCAAAGTAAGGCCCAAAGAAGGC
+GTGAAAGACAAAAAGGCCCTGTTTTTGAGTAAAAGACTGAAGAGGATAAGCGTAAAAACTGTTCAATACT
+TGGTTAAAAAGCATTTAAAACATGCTAATTTAGAAGGCAAGAAATACTCTGCTCACAAACTTCGCCACAC
+AGCAGCTACTTTAATGTACAGGTACGGAAACGTAGATATACGTACATTGCAAAAGCTTTTGGGGCATTCT
+AACGTTTCAACCACGCAGATTTACACACATGTGGACGACTCACAGCTTAGAGAGGCTGTGAATAAAAACC
+CCTTATCTCAAGAATAAATTCTGCTGAGAGCTATGGATATGGCCAATTTAACTTGAGGATAACTCAAGCC
+TCCCTGTACATAGGCAGTATAAGGCTCTCTTATAGGCGCATCGGCGCTTAGCTCTATAGAAGAACCTTGA
+ATAAATCCGCCTGCTGCCATTATCACCTTGTCCTGATAGCCTGGCATGTCCCAAGGTTCGGGAAGTACAT
+GAGCATCAACATAAGAGCCCAACTGTATTCCTTGAATAAAGGATATGAGCTCTTTCTCTGTTCTAAATTT
+TACAGCCTGTACTATATCTGTCCTCTCTTCATTGTATTCCGGCAGTACTTCATAACCCAAATCCGACATG
+ACTTTTGAAAGAAGTACTGCCCCTTTTAAAGCTTCTCCAACTACTTTTGGAGCAAAAAACAGGCCTTGAA
+GTATCAGTCTATTAAAGCCAAGGGAGGGCCCTACTTCTTTTCCTATTCCTGGAGCGTAAAGCTTATAAGA
+AGCATTTTCCACAAGTTCTTTTTTACCCACCACGTAGCCTCCTGTAGGTGCAATCCCTCCTCCTATGTTT
+TTTATGAGAGAACCAGCTACGATATCAGCCCCTACTTCCGTAGGTTCTTTTTTTTCTGTGAACTCACCAT
+AACAATTATCTACAAAGACTATTATGTCCTCTTTTACTTTTCTTATCTCTTTAATCACTTCCCCTATTTC
+CGCTATAGTAAAGGACTTTCTATAATCATATCCCTTTGACCTTTGAATCATTATCATCTTTGTTTTTGAA
+GTTATGGCCTTTTTTATGCCTTCTACATCCATTTCCCCATTTTCAAGAAGAGGAACTTCCTTATAAATAA
+TACCGCACTCTCTTAAACTTCCCCTCCCCTCCCCTTTTATACCTATCACCTCTTCTAATGTATCATAGGG
+CTTTCCAGAAGCCGAAATTAGCTCTTCATTTGGTTTTAAATTGCCGAAAAGTACAATTGATATGGCATGG
+GTTCCAGAAACGATTTGAGGCCTTACTAAGGCGTCTTCTGCTCCAAAAATGCCAGCATATATTTTTTCTA
+TCACATCTCTTCCAATATCGCCGTATCCATAACCTGTGGTTCCATTAAAGTGAATATCGCTCAATTTATT
+CTTTTGAAAATGGTATATCACTTTGTACTGGTTGTACTCGACTATTTCATCAATTTTTTTAAATATATCT
+AAACAGCTCTTTTCAGCGCTTTCTATCAATTCAATGACTTTTGGCGGAATATTAAAGTTGTTTTTTAAAA
+ATTCCTGCGATGTCATTTTATCAACCTCTCTCTAGTCTTAAGTTTACAAGCAATACTATTATAGCACTTA
+AAAGAGTTTGTGAAAACACGAAAAGGTGATATAATTTATCTATAAAAGCAATTTACCAAGAAAAGAAGGT
+GTGTATGTGAGAATAGATTCCCATGTACATATATTGCCTCCAGAATTTATAAAGAATATTGATAAAAACA
+TGGAGAGGGATGAACATTTCAAACTGCTGCACTCAAGCCCTAAAGCAAAATTCGCAACAGCAGAAGATGT
+GTTGGAAGAGATGAAAAAGGCTGGTATAGATAAAGCAGTGGTTTTTGGTTTCTCCTGTTTGGATATGGGG
+CTTGCAAGAGAATTTAATGATTATGTGATAGAAGTAGTAAAAAGGTACCCAGATAGATTTATAGGTTTTG
+CTGTCGTACCTTTAAATCACAAAGACACAGAAAAAGAGATCATAAGGTGTGTTGAAAAAGGACTAAAAGG
+GGTTGGCGAGATAATTCCCGAAGCTGTGAGGGTGGATATAAGCAAGCAAGATGAAATAGGCAAATTTGCT
+TCTATCTGCCGCGAATTAAATCTCCCAATATTGATGCATGTAAATGAGCTGGTAGGACATTACTATCCAG
+GAAAAGGTAAAATGGGCCCCGAGCAGGCTTATTCCTTTGCTTTAAACAATCCAGACAATGTGATAATTTA
+CGCTCACTGGGGCGGAGGACTTCTTTTTTATGAATTAATGCCTGAAGTTAAAGAGACTTTAAAAAATGTC
+TATTATGACACTGCTGCTTCTCCTTATCTTTATATTCCACAAATATACCGTGCAGTAAAAATAATTGGAA
+TAGAAGACAAGATTTTGTTTGGGAGTGACTTTCCTTTGCTCTCTCCTTTGCGCTATTACAAAGAATGGGA
+AAAAGTAGATTTAGAAGAACAGCTAAAAATAAAAATAGAAGGCGAAAATGCCTACAGGATCTTTTTTAAG
+ACTTAATCTTCACGTATGTCAATGCTGTCTATTGTTATTAAATCTTCCTTTGTTATATTTACTTTATTCA
+AAACCCTCACAGCCTGCTTTCTTATTGCTTTTTCAATGATATTTCTCACCATTCTGGCATTCCCCATCTC
+TCTAGAGGCATCATTTTTTATCAGTATCTTCATAAGCTTTCTCTTTGCACTTTCTGTCAGTTTGTACTGC
+CTGTTTTTTACCATAACTTCAGCAATCTGCAGGAGTTCTTCAATTGTGTAATCTGGAAAATCTATTTGTA
+TCGGGAATCTGGACCTTAAGCCCGGATTTGTGTTCAAAAAATATTCCATCTCGTATTTGTAACCTGCCAG
+AATTAAAATGAATTTGTTTCTATTGTCTTCCATTTCTTTTACTAAAGTATCTATGGCTTCTTTGCCAAAG
+TCTTTTTCTCCACCCCTTGCCAGAGAATACGCTTCATCTACAAACAAAATGCCTCCCAAGGCTTTTTTCA
+CATTTTCCCTCACCCTATGGGCTGTATGTCCTATGTACTCCCCCACAAGGTCTGCTCTTTCAACTTCTAC
+CACATGCCCCTTCTCCAGCACACCTATGCCTTTTAAGAGCTTCCCAAGAATCCTCGCCACAGTGGTCTTC
+CCTGTCCCGGGATTGCCTTTGAAAATCATATGAAGCACTATGGGGTCAGTGGCAAGGCCTTCTTTTTTGC
+GCTTCATCTGAAGTTGAGAAAAAGCGTAAATTTCATAAATAATCTCTTTCACTTTATGAAGCCCTATGAG
+AGAATTTAATTCTCTTAAAGCCTCTTCCTGCAGCTTTTTCTCATCCACCTGTTCCAATTCCTTAGATATC
+TCTTTTTCTGCCTTCTTTTCAATTCTATACCCTTCAAAAAATACGGGCCATATTCCCATATCACACCACA
+TCCCAATATCATTTTCAATCCTATTTTATGATATTGGGATGTGGAAAGTGAAAGTTTTTAAACTTCTACT
+TTGACTTCTATGTCTTCTATCCCATCAAGAAGAGGTCTTACATGGTCTTCAATAAATTCCTTTACCTGAT
+TTGCAGATCTGCCTGTAAACTTTCTTGGATCAGTAAGGTCAAGAATTTCCTCATGAGAAAGGCCAAATCT
+TTTATCCTGCTTGATATACTCAAGCAGTCTATTGTCTTCGCCATTTTTTACTTCTTCAGCAGCCTTTAAG
+GAATATACTCTTATGGCTTCGTGCAATTCCTGTCTATCTCCGCCCTTTTTCACAGCCGCCATTAAAATTT
+TTTCTGTTGCCATAAATGGAAGTTCTCTTTTTACGTTTTTTTCAATCACTTTTTCGTTCACTTTCAACCC
+GGAAGCTATGTTTATATAAAGGTTTAAAATAGCATCCGTGGCCAAAAACATCTCGGGAATTACAATTCTC
+CTGTTAGCTGAATCATCCAAGGTCCTCTCAAACCACTGGTTGGAGGCCGTGATAGAAGAGTTTAATAATG
+TCACAATTACATACCTAGATAAAGCTGCCATTCTTTCACTTCTCATAGGGTTTCTTTTGTAAGCCATAGC
+AGAAGAACCAATTTGCTTTTCTTCAAAAGGTTCTTCGATTTCCCTTAAATGTTGCAAAAGCCTTATGTCG
+TTGCTAAACTTGTGGGCACTTTGAGCTATCCCACTTAACACAGATAAAATCATAAAATCGTACTTTCGAG
+TGTAAGTCTGACCTGTTACAGGAAAGGATTTTTTATACCCCATCTTTTCTACAACCAACCTGTCAAGCTC
+TTTTACCTTTTCCTCATCTCCATCAAAAAGTTCCATAAAACTAGCTTGAGTACCTGTCGTTCCTTTTACT
+CCTCTCAGCATCATGTTTTGACGCCTGTATCTTAAATCCTGAAGGTCAAGGATCAGGTCCTGTATCCAGA
+GACAGGCTCTTTTACCTACAGTTGTCAGCTGAGCAGGCTGAAAGTGAGTATAACCCAATGTTGGTAAATC
+TTTATATTTTAGTGCAAATTCAGAGAGGACTTTTATCGCTTTTAAAAGCTTTTTCTCAATTAGCTGAAGC
+CCTCTATCCATTAAAATAATATCCGTATTGTCATCTACAAACGCAGAAGTTGCGCCTAAGTGAATTATAG
+GCTTTGCTTTTGGGCATAAAAGCCCGTAGGCGTGAATATGAGCCATTACATCGTGCCTGAATTCTTTTTC
+GAACCTTTCCGCATCTTCATAATTTATATTTTCTATATTTTTTTCCATTTCTTCTATTTGTTCATTAGTT
+ATATTAAGACCTAATTCCTTTTCACTTTTGGCTAAAGCCACCCACAATTTTCTCCAGGTTTTAAACTTCT
+CATCATCAGAAAAAATTTGTGCCATTTCTTTACTCGCATACCTTGTGACCAAAGGTGTTTCATAAACCTC
+TCTCATATTTCCTTCCTCCTGCTTTTAAAATATTTATTAAAGCCCCTGTAAGATGTAAAAACAGGGGCTT
+TTGTTTACGTTTTTATTCGCTTTATTTAGCTTTTACTTAAAAAATCCTCAATTCTGTCAAGGCCCTTCTT
+AATATTTTCAAGAGATGTAGCGTAGGACATCCTTATATAGTTGTCCATTCCAAAAGGCAAAGCAGGTACC
+ACAGCTACATTTGCTCCGTCAATCAAAGCACTTGCAAAGTCCAAAGAACCGTTTATTGTCTTTCCATTTA
+ACTCCCTACCAATGTATTTTTCTATATTTACCATCACATAAAAGGCTCCTTTTGGAGTAGAACATTTCAA
+ATCTTTTATTTTATTTACCCTCTCCACCATATAAAGCCTTCTTCTGTTAAATTCTTCTTTCATTTTTTCT
+ATTTCTTCTTCTCCTCCTTGTAAAGCAGCAACGCTAGCGTACTGGGCAATTGAATTGGGGTTTGATGTAG
+TGTGACTTTGAATATTTGACATGACTTTTGCAACTTCTAGTGAAGAAGCCGTATAGCCTATTCTCCATCC
+AGTCATGGCATAGGCCTTTGATATGCCATTAACTACAATTGTGAGTTCTTTGATTTTTTCTCCAAATGAA
+GCAATGCTAACGTGTTCTCCTTCGTATATGAGTTTTTCGTATATTTCATCAGAAATCACAAAAATATTTG
+CTTCTTCAACTACTCTGGCAATTTCTTCTAACTCTTCTTTAGTGTAGACAGCTCCTGAAGGATTGTTTGG
+GCTATTTAAAATTATAGCTTTTGTCTTTGGAGTTATGGCATTTTCTAACTCTTCAGCGGTTATTTTAAAA
+TCATTTTCTTCCTTTGTATGAACGAAAACAGGTTTTCCGTAGGCTAATCTTACCATTTCAGGATAACTGA
+GCCAGTAAGGTACAGGTATTATCACTTCATCGCCAGGATTTAAAATTGCAGAAAGAGCATTGTATATCGA
+ATGTTTTGCGCCGTTTGAAACCACAATTTGTTCGGGAGTGTAACTAAGTCCGTTATCTTTTAGCAATTTT
+TCGCATATAGCCTTTTTTAACTCGGGAATTCCTGATGAAGGAGTGTATTTAGTATATCCTCTCTTTATAG
+CGTCAATAGCAGCTTCTTTTATGTAGGAAGGAGTATCAAAATCCGGTTCACCGACTCCAAAGTCTATGAC
+ATCCACTCCTTGGGCTTTCAGCTGTTTTGCTTTTGCCGTTATCTCTAAAGTCATTGAAGGAGTAATTTGT
+AAAGCATTTTGAGATAAATTCAATTTTTACACCTCCAAATTGTCATATGAATCACAATTATTATTTTAAC
+TTATAAGTTTTCAAATTTCTATCCAAATTTCTAGCTTTACTTTTTAAAATTTCTACGTTTTTATAATCCA
+GTTTTACTGTACCTAGTAAGTCTCTTCCATCAACTTCTATCCCGTGAAAATCTGAACCTCCCGTGATGAT
+TAAATTGTATTGCTTTGCTTTTTCAAAATATTTCTCAACATCTCTTTCTGTGTGTTTTGAATGAAACACC
+TCAATACCTACAAGGTTTCTTTTTACCAACTCTTCAATGACACTGTCATCAGAAAGAAGTCCTGGATGAG
+CGAGTACAGGCACTCCTCCATTTTCCAAGATCAAGTCTATAGCCTCCATAGGAGTGATGCGGTATCTTTC
+TACATAGGCAGGGCCTCCAACTCCTATGTACTTCTCAAAAGCTTCTTTTACACTTCCCACATAATTCTTC
+TTCACCATGGCCCTTGCTATGTGAGGTCTTCCTATAAACTTTTCACTTGTAAACTCCAGCACATCTTCGA
+TAGTGATTTTAATCCCTAAGTCGTTAAGTTTTTTTAATATCGCTCTTGCTCTGTCATTTCTAAGCTTTTT
+CATCTCTTCAAGTTTGTCAACAAAGCCTCTATCTTCATAGTCTATGTAGTAGCCTAAAATGTGCACTTCC
+TGGTCTTTATAGTAGCAGTTAAATTCAATACCGGGGATGACTTCTATGCCAAGTTCAAAAGATGCTTCTA
+TTGCTTCTTGAAGGCCGTCCACTGTATCGTGGTCTGTCAATGCAATACATGAAAGTCCATGCGCTTTTGC
+TAATCTAACTACTTCGCGAGGAGAGTTTGTGCCATCTGAAGCTTTTGAATGCATGTGCAAATCGGCAAAC
+ATTTCCTCCAACCTTTCTTTTAGCATAATTTTTTCTAAAAATTTAAAATAACCTGCGAAGCGCAGGTTAT
+TCCTCATCTAGGTTCAACAATCAATTTTATTGCTGTCCTTTCTTCCCCGTCTATCTCAATATCTGTAAAA
+GCAGGAATGCAAATTAAGTCGATCCCGCTGGGAGCCACAACCCCCCTTGCAATTGCGACAGCTTTTACAG
+CTTGATTTATTGCCCCTGCCCCTATAGCCTGTACTTCTGCACCACCCCGTTCTCTTATCACTCCTGCCAA
+TGCCCCTGCTACAGCATTTGGATTAGATTTTGCTGAAACTTTTAATACTTCCATTATTTTTTCCCCCTTA
+AAAATAATTTTCTCATGGTTTAAATATTCTACACCAATTTAAAAAATCCTTCTTTTTTATGTACAAATTT
+TATTAATTCTTTCTATGCTCAAAGATTTGCCTGTATTTTCATCCACCTCAATCACTATCCCATTTATTTG
+CGCAGGACCTTTTGCTACTTCAAAGCGGAGAGGTACAGAAGAAGTAAATCTCTTTATTATCAGTTCTTTA
+TCTATTCCAAGGACAGATTCATAAGGCCCTGTCATCCCTATATCAGTGATATAAGCAGTGCCATTTGGTA
+AGATTTTTTCATCGGCTGTCTGAACGTGAGTATGCGTTCCAAAAACGCAGCTCACTTTTCCATCTAGGAA
+ATAACCCATCGCTATCTTTTCCGAAGTAGCCTCTGCATGGAAATCCACCAGTATAATGTTTGTCTCGGCT
+TTTAATTTTTCTACCTCTTCTATTGCCACAAAAAAGGGATTTCTATTGCAGGGCATAAATGTAGTCCCTT
+GAAGGTTTAACACGCCCACTTTTACTCCATCGAGGTTTATCACAGCAGAACCTCTGCCAGGAGTCCCTTC
+TAGATAGTTGGCAGGTCTTAAAATTCGAGGTTCCTCATCTATGAACTGAAGTATTTCTTTCTGGTCCCAT
+ACGTGGTTTCCAGTAGTTAAAAGAGAAATTCCCATTTCAAAAAGTTCGTCAGCTACTTTTCTGGTTATTC
+CATTTCCTCCTGCTGCATTTTCACCATTTGCTATTACCAAATTTACATTATAAAAGTTTTTTAACTCTTC
+TAGATGTTCTTTCAAGGCATTTCTACCAGGTCTTCCAACTATATCTCCTATAATGAGTATTCTCATTTTC
+TACCTCCGAGTAAAATTTTTTAGAAAAACTCCTACCAATTATTATTGCACAAATTTATAAACTTTTAAAG
+CGTGCGAAACGCACGCTTTTTTTCAAAATCTTTATTTTGCATAATCAATAGCCACCGTCTCCCTTATGAC
+TGTCACTTTAATCTGTCCAGGATATTCCACTTCTTCTTCAATCTTCTTGCTTATATTTCTAGCCAATATC
+ACAAGTTCGTCATCGCTTATAGCCTCAGGTTTTACCATTATCCTTATTTCTCTTCCTGCCTGAATAGCAT
+AAGCTTTTTCCACGCCTTCAAAAGAATTAGCAATTTGCTCTAACTTATCAAGCCTCTTTATATAAGCCTC
+TAAAGCCTCCCGCCTTGCACCCGGTCTGGCCGCCGAAATCGCATCAGCTGCCTGAACCAGAACTGCTTCA
+ATCGTTTGAGGCTCAACATCATTGTGATGAGCCATAATCGCATGTACCACTGCGTCAGACTCGTGATATC
+TTTTTGCAAGCTCTGCACCTATCATCACGTGAGGGCCTTCCACTTCATGGTCTACAGCCTTTCCTATGTC
+GTGCAAAAGCCCTGCTCTTTTAGCAATTGAGGCATCTGCCCCTAATTCATAAGCCATAAGCCCAGCAAGA
+TGAGCAACTTCTATGGAATGCTTGAGAACATTTTGACCATAGCTAGTTCTGAATTTGAGTCTTCCCAGAA
+GTTTTATGAGTTCAGGGTGCAATCCGTGTACGCCTACTTCAAAAGCCGCTTCTTCTCCAGCCTTTATTAT
+CATGTTGTCTACTTCCTTCTTGGCTTTTTCTACCATTTCCTCTATCCTTGCTGGGTGTATTCTGCCATCT
+TCAATCAACTTCTCAAGGGCAATTCTCGCTATTTCTCTTCTTATCGGGTCAAAACCAGAGATTACTACTG
+CCTCAGGTGTATCGTCAATTATTAGGTCAATTCCTGTAAGAGTTTCAATTGTCCTTATGTTTCTACCTTC
+TCTTCCAATAATGCGTCCTTTCATCTCATCGTTGGGCAGTGTAACTACTGAAACAGTTGTTTCTGCCGCA
+TGGTCAGCGGCACATCGCTGTATAGCTAATCCCACGATTTCTCTTGCTCTTCTGTCTGCTTCTTCTTTGG
+CTTTGTTTTCCATTTCTTTAATCATTACTGCCATGTCATGCTGTATTTCTTTCTGTACACTTTCTAACAG
+TATACTTTTCGCTTCTTCCTGAGTAAGACCGGAGATTCTTTCCAATTCCTCCAGTTGTTTTTTGTGAAGC
+AGAGTTATTTGTTCTTCTAGCTGTTGAATTTCTTTTTGCTTTTGTTCTAATAAGATTTCTTTTTGTTCGA
+GACTTTCGGCTCTTTTTTCAAGTATCTCTTCTTTTTGGAGAAGCCTTTTTTCAAGTCTTTGGAGCTCTCC
+TCTTCTGTCTCTTACTTCTTTTTCAAAATCGGATCTTAAGCGGTGAATTTCTTCTTTGGCTTCCAGTAAG
+GCTTCTCTCTTTTTATTCTCAGCGTCCTTCTTAGCGCTTTCTAGAATAGTCCGCGCCAGGTTTTCGGCAC
+TTTTTATTTTAGACTCTGCAATGACTTTGCGTGCCAGAAAACCTGCTAGAAAGCCGATTAGTATTGCAAT
+AAGTGCTGTGATTATCAATCCAACATAGCTTATACTCCTACACCTCCTTAGTAGATGATTCATATTCTAT
+TTTAGACCCTTTACAAAATTATGTCAAGTTCAATGCCTTTTCAATATTTTCAATTTCAAAGCCATTGGTA
+TAGAGATATTTTTTTAATTTTTGAATTTCTCTGTGGGAGTTTTTCTTTTTCTCCACAATCTGCCTTATTA
+CTTCCACTTCTTTCTCGTGAGGGTAAATACTTTCTAATACCTTTTCTATTATCTCTTTCTCTACGCCTCT
+TTTCAAAAGCTCATAGTATATCCTTCTTCTGCTGTACAGACTTTGCATTTTTTCTTCCACAAAAAATTTA
+GCGTAATTCTCATCATTTACATAATCGTATTCTTTTGCTTTTGATACTGCTTCTCCTATTGCTTCCTCAG
+AAAAGCCTTTTAATTTGAGTTTATCTGCAAGCTGTTTTTCTGTAAGCATTTTTCTCGAAAGGAGTCTAAA
+AGCGTGGTTTTTAGCTTCTTTAGCCTCTATGTAGTTTACATAATATTTATACTGTTCACTGGTTATCTCT
+TTTCCTTCCTCAATTCCCAGCATAAAGAAAGTTTCAGCATCGCAGGTAAAAGCATATTCTCCGTCAATAA
+ATACATCGTACTTTGAACTTTTTTCTCTCTTTATGATTCTAGTAATTAGCATACTTCTTCACCTTTTAAC
+AAAATAACCCCTTACAGGGGCTATTCTACTATAGCATCAGGAGCTGATTTGATCTTATTGTAAGCAAGAT
+TGAAATTTTCCCTGATTTTCCTCTCAATCTCTTCTGCGATCTCCTTATTTTCTTTTAAAAACTGCTTTGC
+ATTTTCTCTTCCTGGCCCAGTTTTATGTCTTTATAGGAGTACCAAGAACCGCTTTTCTCTATTATATCAA
+GAGCTGTTCCTAAATCAAGTATGCTTCCCTCTCTTGATATTCCTTCTCCGTACATGATGTCGAATTCAGC
+CTGTTTGAAAGGAGGTGCTATTTTGTTTTTCACCACTTTTACGCGGGTCCTGCTTCCCACAATTTCATTG
+CCCTGTTTGATGTTATCCACTTTTCTTACATCCAATCTTATGGTAGCGTAAAATTTTAGAGCTCTTCCAC
+CAGGAGTAGTTTCAGGATTGCCAAACATTACACCCACTTTTTCTCTCAACTGGTTTATGAACACAACAAT
+TGATTTCGACTTGCTGGTAACACCTGCCAACTTCCTCAAAGCTTGTGACATGAGCCTTGCCTGAAGACCT
+ACATGGCTGTCTCCCATTTCTCCTTCTATTTCAGCTTTTGGCACCAAAGCTGCAACAGAGTCAATCACAA
+TTATGTCTACTGCTCCGCTTCTTACTAAAGCTTCTGCTATCTCTAAAGCTTGCTCTCCTGTGTCAGGCTG
+GGCAACAAGTAGATCGTCAATGTTTACCCCGAGATTTTTTGCATATACTGGATCAAGTGCGTGCTCTGCG
+TCTATGAAAGCACCTGTTCCTCCTATTTTCTGAGCTTCTGCTATCATGTGAAGTGCTAAAGTGGTCTTAC
+CAGAAGACTCAGGTCCAAAAATTTCTATTATTCTGCCTCTTGGTACTCCTCCAACTCCCAATGCAATATC
+TAATTCCAATGACCCTGTAGGAATAACTTCTACGTTTAACTTTGCAGTATCGCCAAGCCTCATAATAGCG
+CCTTTTCCAAATTGTCTTTCTATTTGACTAATGGCCATTTCTAAAGCCTTTTGCTTTTCAATCATCAACC
+TTTTACCTCCTGACCAAATTAATTATTTTATACTCCGTATTAAAATAATTATACTAATCAATTTGCCTTC
+CTTCAAGGTACCTCCTCACCATGTCAAACGCGTGAAGCATTGACCTTGTACGTATTCTGTCTCTGTTACC
+GCTTAACATTAATTTTTTGACATAAGTTTTTTCCGGAGTTGCAAATCCCACATATACAAGTCCTACAGGT
+TTCTCAGGGCTACCTCCTGAGGGCCCTGCTATGCCCGTGGTAGAAAGGCCCAAATCGGACTTCGCTAATA
+CTCTTACATTTTCAGCCATTTCTTTTGCTGTTTCAGGGCTTACTGCGCCGTGGGCATCTAATGTGCTTTT
+TTTCACTCCCAGCACCTTTTCTTTTGCTTCATTGCTGTATGTCACAACTCCTAGATTGAAGACTTTTGAA
+GCCCCAGGTACATCTGTTATCTTTTTCGCCAGAAGTCCTCCTGTGCAGGACTCTGCGGTAGCCAGAGTAA
+ATCCCCTCTTTTGAAGTAACTTAATCACTATCTCTTCCATCTCTTCATCGTCTACAGCATAAATATACTC
+CCCTAAAATCTCCCTTATTTTTTTCTCTACTTGGCTTATCATCTCATAAACCTCTTCTTCTTTTCCTTTT
+GCGGTTATCCTCAAAGTCACATATCCATCTCCTACAAGAGGTGCCACAGTCGGGTTACTTCCTTGAAGTA
+GGGGTCTTACCATTTCCTCCACTTTTGATTCCCCTAAACCAAATATCTTTAAAACTCGCGACTTTATTGT
+TTCACTGGTAAATCTTTTTAGGTAAGGATAGACGTGTTCCTCGAACATCGGTATGAGTTCGGAAGGAGGT
+CCTGGAAGGACCACAAAGATTTTTCCTTCTTTTTCAAGTATAAAGCCGGGAGCAGTTCCATTCTTGTTTG
+GAAGGATTTTTGAACCTGCAGGGAAAAGAGCTTGCTTAAAATTGTTTTCTGTCGGCTTCTGTCCTATCCT
+TTCAAAAAAGTTGATTATCTCTTGCTTTGCTTCCTCACTTTCTACAAGAGGAAGATTTAAAAATGAAGCA
+ATTGTTTCTTTTGTTATATCGTCTACAGTGGGACCTAGCCCTCCTGTGGTTATTATCAACTCTGACCTCT
+CATAGGCGATTTTAAGGCACTGCTTGAGCCTCTCCTCATTGTCCCCTACGTTTGTGTGAAAATAAATGTC
+AATTCCCAAAAGGGCAAGTCTTTCAGATAGATACTTGGCATTTGTATTTACAATTTGCCCTAATAAAAGC
+TCTGTGCCTACAGAAATTATTTCTCCTCTCATACAAACACCTCTTTTTCAATCCTTAAAAAGGTCTTTTG
+ATTTTACAATGTAGTCCACACCCGAGTAAATTGTCAAAATTAGCGCTATATACACCATTATCTTGTCAAA
+TGGGAAGTTGACAAGGCTAAAAGGATAATTGTTCAGCATCAAAGCGATAACTGCAATCATCTGAGAAGTC
+GTCTTGTATTTTCCGTAGTTACTTGCTGCTATTACAATTCCTTTGTCTGCAGCGACTGTCCTTATGCCAG
+TGATTAGAAACTCTCTTGCAATTATGACTATGACTATCCAGCTTTCAATCCTTCCCATCTGAACTAAGGC
+AATTAGAGCAGAAGTGACCATTATTTTGTCAACCAAAGGGTCCATAAATTTGCCAAAGTTTGTTATTTGT
+TTATATTTTCTTGCAATATACCCGTCCAACTTGTCAGTTAAAGCCCCAATGGCAAAAATAGAAGCAGCTA
+TGAAATCTCCATACGGAATTTTTACCAGCATAAATACCATAAAGACGGGTATTAAAAAAAGTCGCGACAT
+AGTCAGTTTATTAGCTAGGTTCATCAATATTCCCCCACAAGGTCGTATTCAAACGCATCTACTACTGTTA
+CTGTAACAAAATCGCCTGGAAAGAGTTTTTTGTCGCTTCTCACATATACAAGACCGTCAATCTCTGGAGC
+ATCCATGTAACTTCTTCCGTAATACACCCCATCTTCAAATCCCTCAATTAAAACCTCTAACTTAGTTCCT
+ATTTTTGACATATTGAATTCGTAGGAAATTTGCTTTTGAATTTCCATAAGTTCTTCTTGTCGCTTTAACT
+TAACCTTTTTTCTTATCTGTGGCTTCATGTAATAGGACTTGGTTCCTTCTTCTCTAGAGTAAGTAAAAAC
+TCCTACTCTCTCAAACCTTTTTTCCTTTATGAAGTTTTTCAAGTCTTCAAACTCTTCCTCTGTTTCTCCT
+GGAAATCCTACCATAAAAGTAGTCCTCATAACCATTCCTGGTATACTTCGTAGTTTTGATATGACTTCTT
+CTATTTTACGCCTTGTTGTACCTCTGTTCATTCTTTTTAATACAGATTCACTAGAGTGCTGCAAAGGGAT
+GTCTATATATTTTACTATCTTTTGATTGTTTTTTATCTCTTCTATCAATTCATCAGTCACGCTATCAGGA
+TAGGCATAAAGCAATCTAATCCATTTTAGTTCTTCTATTTTAGATAATTCTCTTAAAAGTTGAGGAAGCA
+TTAACTTTTTGTAAAGGTCAATGCCATATTTTGTTGTATCCTGTGCAATGATGATAAGCTCTTTAACACC
+TTTTCTAGCAAGTTCTTGAGCCTCTTCAATAATATTTTCCATTTTTCGGCTCTTGTATTTTCCCCTTAGT
+TTGGGAATTATGCAGAAAGAGCAGGCGTTGCTGCAGCCTTCTGCAATCTTCAAATAAGCGTAATAAGGGG
+GAGTGGTAAGAATTCGTGGGATTCCTTCGTCGTTTAAAAGGTCTGGATGTCCATATTTTAAAACTTTTTT
+TCCTTTTTTTACTTCTTCAATCACATCTACAATTTGCGTAAAATCTCCTGTTCCTATAACTGCGTCTAAT
+TCAGGCAATTCTTTTATAAGTTCTTTATTGTACCTTTCAGAGAGGCATCCAGTAGCAATTAGATATTTTA
+ATCTCTTCTTCTTAAGCTCCCCCATTTGGATTATATATTCGATAGATTCTTTTTTGGCATCTTCAATAAA
+GGCACAAGTATTTATTATTATGACATCAGCCTTTTTTTCATCATTTACTATATTGTACCCCTTTTCTTTC
+AGTAAAGCTAGCATTTTTTCTGAGTCAACGCTGTTTTTCGGGCACCCTAATGAGATAATTCCAACGTTTC
+TCATACCGACTTCCTTTCTAGAATCTTTTGTATTTCTTCTCTGGGCAGTATAATTTGCCTCGGTTTTGCT
+CCGTCGTATCCGCTTATTATTCCTTTTTGCTCAAGCTGGTCTATAATTCTTGCAGCTCTAGCGTATCCTA
+TTCTTAACTTTCTCTGGAGGAGGGAAATAGAAGCTTGACCTGTCTCCAAGATTACAGAGACTGCATCTTC
+CAAGAGTTCGTCCTCTTCTTCATCGAGATTTTTCCCATTTGTTTTTTCTTCAACTTTTATTTCTTCATAA
+TGAGAGCTATAGTTTTCTTTCAAAAAGTTCACAACTGCTTCTACTTCCTCTTCCGAGATGAAAGCTCCCT
+GTACCCTTATAGGTTTAGAAGCTCCGATAGGGTCAAAAAGCATATCTCCTTTCCCCAGCAGTTTTTCGGC
+CCCTGTCATGTCTAGAATAGTCCTCGAGTCAATCTGTGATGAAACAGCAAAGGAAATTCTAGAAGGAATG
+TTTGCCTTTATTACTCCTGTTATGACATCAACAGAGGGCCTCTGAGTAGCAATGACCAAGTGTATTCCAG
+CAGCTCTTGCCATTTGAGCGAGTCTAAATATATACTCTTCAACCTCGGCAGGAGATACCATCATCAAGTC
+TGAGAGCTCATCTATGATTATGACTATTTTATATAGCCTTTCTTCTTTGTACTTTTCATTGTAGCTCTCT
+ATATCTCTCACTCCGTGGTCTGCAAAAAGACTGTACCTCCTTATCATCTCCTGCACTGCCCAGTTCAAAA
+CCCCTGCTGCTTTTTTAGGGTCTGTAACTACAGGAGTTAAAAGATGAGGTATGCCATTATAGATATTAAG
+TTCTACTACCTTTGGGTCAATTAGTATCATTTTAACTTGTTTAGGAGAAGCTTTGTAAAGAAGACTCACT
+ATCAGAGAATTTATGCAAACACTCTTACCTGAGCCAGTTGCTCCTGCAATTAAAAGATGGGGCATCTTGG
+CAAGGTCGGCTATCACGATATTGCCGGCAATATCCTTTCCTAAGCCGATGGCAAGTTCTGATTTAAAGCT
+TCTGAACTTTTTGCTGTCAATTACTTCTCTTAGATATACAGGAGTTATCTTTTCATTTGGAACTTCTATT
+CCAATTGCAGACTTGCCAGGTATAGGAGCTTCTATTCTTACAGAAGGAGCAGCTAGGCTTAAGGCCAAGT
+CATCTGTCAAACTCACAATTCGGCTTACTTTAACTCCTGCGCTGGGCTGAAGTTCAAAGCGGGTGATAGC
+AGGTCCTTTGGTTACCTGAACTACTTTAGCTTCTATGCCGAAGTTTCTTAAGGTCTCCTCTATCTTTTTA
+GCTTTTTCTAAAAGTACCTCGTTCTTTATTTTAGGAGAAGGAATTGCCTCCTTTAAAAGAGTAATGGGGG
+GAGGCGTGTATTCCCCTTCTTCCTTTTCTAAAAAAGCTTTTTCGTAAACTTTTCTTTCCTCTTCAACTTG
+TTCTACTATCTCAATTGGAACATCAATTCTTTCCTTCTTCTCGACTTCAACTAATTCTTCAGTAGATTCT
+ACCTCTTCTGCCTTTTTTTCTGCCATTTTGTCTTGAAGTTTGTTTTTTGCTGAAACCTTCTTGCGGTCTT
+TTAACTTGTCATAAGAGCTCTTTATCAAACTGACAAGAGAAATATCTGTTATGAGGACTATAAAAATGGC
+AGTAAAGGATATTAATAATATATAGCTTCCAATTATGCCTACCATTTTAACAAGAAAATACACTATCAGG
+CTGCCGATTATTCCTCCGCCTGTGTTGTTAATTCCACTTATATATGCTACAGAAAGATAGTCCTTAAAAT
+CAGTCAGCACAGGAAAATAGTACAGTTGATTTAAACTTATAAACATGAGGAATAACCCTAAAAGAGCCAT
+CGAACGATGAAGCTTTATAAAGTTTTTGTTTGTAAATAAAAACATCAAGGCAAATACCAAAAGCAGGGCA
+GAGATTACATAGGAACCTGTCCCGAAAAAGCCTTTTAAAAAAATTCCTATGTGTTTGCCAATTATTCCTG
+TTGAGTCAGTATAGAGGCTTAAAAAAGAAATAAGAGTAAAGGCTAGAAAAATTATTCCCACAATTTCTTC
+TTTCACCGGCTTTTGCTTTTTATCTATCATCTCTTATCACCTAACTAGCAATTTCTCTCCCTATAAAAAT
+TTTAGTATTAATTATACAAAATAGCAACAAAAAAATAGATGAGCATGTAAAAACTCATCTATCAGTTTGT
+TGACAAAGCAAAATTTTAGCCCCTGTTTTCTTAGTACCGAAAGCAGGGGCTGTATATATCTGGATAAAAT
+TTTCTTTAAAACTCCAAATAATGGATAAAGTTTTGAAATGTCAAAGGGCCCTTTGCCCTTCCTCCATAAC
+CATAAGGCCATTTTCTTTAAATTCATGGCAGCAAAAACAAGCATCGCTTGCATGGACAATTTTTCCTTCC
+CTCTTAACGTCGTCCATCGCAAACCATGCTTCTCCTTTAAATCTGCAAATACTCTCTCTATTGTCTCTTT
+CCTTCTCTCATATACTTCTTTACAGTAAGGTGTATGCCTTAGGTGTTCTGCTTCTTCTACATATCCTTCC
+CATATGTGCCTGAATATCCTCTTTGTGTAGTCTTTACTTTGGGTACACTTTTCTCTTAGAGGACAGTTTT
+TACATTTTTCTGGGTTTGATTTGTATTCTCTATATCCTTCTCTGTTGGTTGTAACATATGTTAATATTTC
+ATTCTGCGGGCATATGTAACAGTCATAGTATTCATCATAAACAAATTCATGTTTTTTCATGAAACCATCT
+TTTGTTTTTGGCCTTGTGTATGGTACTGCTGGTATTATTTGTCTATCAAATATTGTCTTTAATATGTACG
+GATTTTTATAGCCTGCATCTACTGCTATTGCTTTCGGTTTTCTTACCCTCTTTTCAACTTCTTCTAATAC
+TTCTTGAAACATCACACTGTCGTGTACATTTGCTGCTGTTACTTTTACTCCTAATACAAATCCATTTTTA
+TCGCAGGCTGTATGAAAAGAATATGCAAAGATTTTTTCTTTTCCGTTTTTGTTTAACATTCCGCTATCTG
+GGTCTGTTTTGCTTACTTTCACTTCTTTCGTCTTTATCTTCTTGATTTTCTTTAATGGCTTTTTGCCATG
+AGCTTCTCTATCTTTGTTTATTTCTTCTTCTAGTTTTTCTTGATAAGTCCTGGCTTCTTGTTCTACTATT
+TCTTTGGTGTATTTCTTCTTGTTGGCACTTGCTTTTACATGGGTTGAATCTATGAATACTTCCTCTGCAT
+TTACTAGCCCATGTTTTATTGCTTCTTCTAAAATCTTCGTAAATATTTTCTCAAATATGTCTGTCCCTTT
+GAATCTTCTTATGTAGTTCTGACTAAATGTTGAAAAATGAGGTATTTCTTCTGTCAGCCCATACCCTAAA
+AACCATCTATACGCTACATTTGTTTTTATTTCTGCTATTGTCCTCCTCATCGATGGTATGCCAAAAAGAT
+ATTGAATGAAAAGTATTTTTATGAGTACTACTGGGTCTATGCTTGGTCTGCCGTGACCCTCGGAATATTT
+GTCTTTTACTAAATCGTATATGAAGCTAAAGTCTATGACTTTTTCTATCTTTCTTAAAAGGTGGTCTTGT
+GGTACTAATTGATCTATGCTTACAAATTCTATTTGATGTCTTGCATCCTCTTTCTTTGATAACATCTTTC
+TTCTCCTCTCCTCTTTTGCTTTGTACCGTTAAAAAAACAAGGAACCCTTCTCATAATAACGGGTTCCCGA
+TATTTTGTCAACAGTCTGATAGATGAGCATGTAAAAACTCATCTATAAGGTTATGATACTTCCTGGCGAA
+TAATTTTTATCAAGGTAATCAAAAGGATTGGTAGAGTACATCTGCCGTATGAGGTATTTGCCTTCTGAAA
+CTCTTTCCACTAAAAGCTGTTTGTTACCCATTTTTAGTTCAATATAACTTACTGGTACATCCTCTCTTTT
+TTCAAAAATTAATTCATAGGGGATTATAGTGTACAGCATCTTTTAATTATCCCCTTTCTTTTCTCTTTCT
+TCAATCAGTTTGTGAAGCTTTTTCAAAGCTTCTTTTATGCCCCCAATTTCGTCTATTAAGCCATAATCGA
+CAGCTTCTTTACCTACGAGGATTGTCCCAATGTCATTGGCGAGTTCTCCTGTTTTTAGCATTAAACTCAT
+AAAAGTTTCTCTTTTTATTTTTGAATTTCTCACAATGAATTCCACTATTCTGTCCTGCATTTTGTTAAAG
+TAATCAAAAGTTTGAGGGACCCCTACTACAAGTCCTGTCATCCTTATGGGGTGGATTGTCATGGTAGCAC
+TTGGAACTATGTAGGAGTAATTTGCAGAAACAGCCAGAGGAACTCCTATGCTGTGTCCTCCTCCTAGGAC
+GATTGAAACTGTAGGTTTGGAAAGGCTTGCAATCATTTCTGCTATAGCCAGTCCTGCTTCAACATCTCCT
+CCCACAGTGTTCAAAAGTACAAGAACCCCTTTTATACTAGGGTTTTCTTCTATTGCCACTAGCTGGGGAA
+TTATGTGTTCGTATTTGGTAGTCTTGTTTTGAGGAGGTAAAATCATGTGTCCCTCTATCTGTCCTATTAT
+AGTTAGGCAGTGAATATTGCTCTCAAAATTAGGTAGATTAGTCTGACCTAGGTTTTTTATATTCTCCTGC
+ACTGGTGGAAGGGCTTGTGGTTGTTCTGTTCCTTCCTCGTTTACAAATTTCATCTGCATCACTCTCCTAG
+ATATTAGTATAAAAAAAAAAGAAGGAGAGTATGCATATTTACAGGCTAAATTCGTCGTGGAGAACTCTTA
+TGGCCTCTTCTACCTTATCCTGACTTACCAGACAAGAGATGGTATTGTGTGAGTCTGCTGTCTGATATAT
+TTCAATATTGCGCTTAGATAATGCTTTGATGACTCTAGCCATGACACCTGGCACTCCTCTTATTCTGTTG
+CCTATGATAGAAACTTTTGCGCAATTTGTCCTGTAGGAGTATTTCACCCCGTATTTTTCAAAAAGCCTTC
+TAAGTTTTTCAAAATCAGCTTCAGATATAGTAAACACCTGTTTGTCAGGGAATATGCTTATCAAGTCGAT
+GCTAATTTTTTCTTCTCCTATCTTCTCAAATATATCCTGGACATTTTCTGTACTTTCAATTGTAATCTGG
+ACCCTGTTGTTCATATTGGCAATGCCCGTTACCAATTTGTCTACTTCATATATGCTGTCGTAGGCATCAC
+TGTAATTAGTTATGATAGTCCCGCCGCTGTCTGACATAGTATTTTTTATAATTAAAGGGATATTTCCCCT
+CATGGCTATTTCCACAGCTCGCGGGTGGACTACTTTTGCCCCTTGTTCAGCGAATTGAAAAACTTCATTG
+TAGCTTATTTTATCTATGATATGAGCAGTTGATACAATTCTTGGGTCTGCTGTCATTATCCCATCTACAT
+CAGTGTATATCTCTACAGCTTCTGCTTTTAAAGCCACTCCTAAAAGCGCTGCTGTAGTGTCACTTCCACC
+GCGCCCCAATGTAGTGAGCTCTCCTTTTTGCGTGATTCCTTGAAAGCCTGCTACTACAGGGATTATTCCT
+TCTCTTAAAACTTCTAAAATTCTAGAAGGATCTACATTTATGACCTCTGCATTTCCAAAATTATCGTCCG
+TTATGATTCCAGCTTGTCCTCCTGTCAAAGCTTTTGCTTTATATCCTTTATTGGACAGAGTTGCAGCGAA
+AAGCACACTAGATATTATTTCACCGCAGTTCATTATTAAGTCAAGTTCTCTTTTTGGAATATCACTGTAA
+ATTGATTTTGCCATGTTTATTAAAGTATCTGTGGCATAAGGGTCGCCGTTTCTCCCCATAGCAGACACTA
+CTACTACCACGTTATAGCCATTTTTTACTGCTTCTATTACTTTTGAAACAGCTTTCTCTCTTTTTTCTTC
+TGAAGACACAGATGTTCCTCCAAACTTTTGCACCAATATTTTCACAGTCTCATCCTTTCTTTTTTAGTAT
+CAGTTACTATTATACTTTACTACGGCACCAAAGAAAAGTACTTTAATAAAATTTTCTTGGCTTCCCTTCG
+AACTCAACTATGATCATGTCATCCCCTATTCTCTTTATAGCGTCCCAGGGAATTTCTATATAATTTCCCC
+TTCCTCTAAAAAATCCTCCTGGCTCGTAAAGCACTATTGAATGAATTTTCCCCGTATCTTCATCGATTAT
+CAAATCGGAATCTTCCACCAAGCCCCAGCGCTTGCCGTCTACAATATTTACAATCTCTTTACTACCAAAC
+TCACTCAGTCTCACAGACATTCCCCCCCTTATACCCCTGTATGGCCAAATCCTCTGTCCATCCTCTCTGT
+CTCTGAAAGTTCTTCTACTTCTATTATTTTAGGCCTTACTACTTGGTTTATCACCATTTGAGCAATTCTT
+TGACCTCTTTTAATTGTGACAGGCTGTTTACCGAGGTTTATGACAATCAGTTTAATTTCTCCTCTGTAAT
+CAGAATCCACAGTTCCCGGAGTGTTTAATAAGGTTATACCGTAATTTAAGGCCAGACCGCTTCTAGGCCT
+TATCTGCGCTTCATAATTCGGAGGAAGTTCAATCTGTATTCCTGTAGGTATGAGTTCTACTTCACCTGGA
+TTGATAGTTACCTCACCCTTTACATTGGCGTATAAGTCCATTCCCGCAGCTCCTTCGCTCATATAAGCGG
+GTAAAGGTAAATCTTTTGCATCTTCTGTTCTCTTTATCTTAAGCACTATTGACATTTTCCAACCACCTTT
+TATCTTTTTTATTAAGTTTACCCACGACAGATACAGTCATTTCTTCTGGCCTTATTATCTCTTTTGCCAG
+CTGGTTTACTTCCTCAAAAGATATTTCCTCCACTATCTTCAAAACATCCTCAATAAGATGCACTTTATCA
+AAAAGTAGAAGGGATTTTCCTATACTGCTCATTCTGGTGCTTATGCTGTCTTGGTCCATCAAGATATTTA
+TTTTGAGTTGTTCTTTAAACTTGTCAAATTCCTCTTTAGTAAGGCCTTTTTTTGAAATTTCTTCAATTTC
+TTTTATTATCAAGTCATAGACTTTTCTAAAATTGCTCGGAGTCATACTTGCAAAAATTGTAAACATTCCT
+CCGGTCGGATAAGTTGCAGGGTATGAATAGATGGAATAGACTAAGCCCTTGTCTTCTCTTATTTTTTGAA
+AAAGTCTTGAACTCATGCCCCCACCAAAAGCATTGTTTGCAATTGCAAGAGCATATACCTTCTTTAAATC
+ATAGGGTATTCCAGGGAGGCCGATGCAGAGGTTAACCTGCTCAAAATCTTTTTCGTAAAGAGAGACATCT
+TTGTGCCATAAGGGAGGGATAAGAGAAAAATTAGAAGTAGTTGGCTTAATTTTTGAAAGATAGCCTTCCA
+ACACTTCAAATATTTCATCGTCAAAATTTCCCGCTATAGATACTACTATGTTGTCTTTAGTGTAGTGCCT
+CTCATAGTATTCTAGTATATGGTTTTTGCTCAAATTCTTAATTGTAGTAAATGTTCCCAGCACGGGCAGG
+GATAGAGAATGTCCTCTCCAGGCTGTTTTGGCAAGCAGGTTGTAAGCTACGTCTTCAGGTGAATCAAGTT
+CTGTCAATATTTCTTCAAAGACCACCTGTTTTTCTTTATAAATGTCTTCTTCGCAAAACGCAGGATTAAA
+AACCATGTCAAAGAGAATGTCAATGCCTTTTTTTATATGGCTATTTAAAACTTTTATATAAAAGCAAGTG
+TCTTCTTTTTCAGTAAAGCCGTTTAGCTGTCCACCTATGCTGTCCATCTCTTCAGCTATCTGCCTTGCGC
+TTCGCAAGTTAGACCCTTTAAACACAAGGTGTTCTATAAAGTGAGATATACCATTTATGTTTTTGGTTTC
+GTACATTGAGCCTGCTTTTATCCAAATACCTACGTAAACTGAATGAGCATAAGGTATTTTGCAACTTGCA
+ACTTTCACTCCAGCTATCATCTTCTGTTGATACAACTTCATCCCCTCTGTCTTAAAAAATTTACTATTAT
+TATAGCAAATTTATTTTTTGTCTACAATCACCTCTGAAACTTTAGTTATTTTAAAACCCTTTTCTTTCAA
+CTGTTTTATTATTTCAGGAAGTGCTTCCACAGTGTTTTTTGTAGGATGCATGAGCACAATAGCTCCATTG
+TGGCACTTATTCATTACCCTTTCTACAATGGTTTGTGGAGATGGATTGCTCCAGTCTATGGTATCTAAAC
+TCCATAAAATCACTTTGTATCCCAGTTCTTCCGCAATTTTCACTACTTGTTCGTTGAAGTCGCCATAAGG
+GGGTGCAAAGAGAGTAGGCTTTTCCCCAGTTATTTTCTCCAAAGCTTCTTCGCTCTTTTTTATATCCTTT
+TCACAATCCTCTTTTGACAAACTAGTATACTTGATGTGAGAATAACCGTGGCTTCCTATTTCATGCCCTT
+TTTTATAAATTTCCTTTACTACATCAGGATTTTTCTCTGCCCATTTTCCTTCAAAAAAAAATGTTATATG
+TACATCGTTTTTTTCAAAAATATCCAGCATTTTGGGTATGTACTCATCTCCCCACGCTACATTGCAGGCA
+AAAGCTATTTTCTTTTCTTTTGTATCGCCTCTGTATATGGGCTCATTGGTGTTAAATACAGAGACAGTTT
+TCATGAGAGCGAAAATTAAAAGTATCAATGCGAGCAAAGCCGCAATTGCAAGAAGCCATACAGTTTTCTT
+GCTAGGGTATTTTATATAAAAGATTTTCATTATAACACCACCTGTCTGGTATTCTCATTCTAATTTTATT
+CAGCCAGGCGGCGTTTATATTACTAAAAAATAAAAAACATAAACCGTGGGGGCGGTTTATGCCTTTACTT
+TTTTCTATTATCACTTTTCCTGTTATCACTTTCTTCTTCATCAGGCATAGCGTCTTTGCGAGACAATACA
+ATTCTTCCGAGTTTGTCAATTTCTGTTACCTTAACCAATATATTGTCTCCCACTTTTACTACGTCTTCTA
+CCCGGCGGACTCTCTTTTTGGACAAGTTAGAAATGTGAACTAATCCTTCTTTACCTGGGGCGATCTCTAC
+AAAAGCTCCAAAAGGCGCGATTCTCAACACTTTTCCTAAATAGATTCCCCCAACTTCTATGTCCTTTGTT
+ATAGCTTCAATCATCTGTTTAGCTCTTTCGCCGGCCTCAAGGTTAGGAGCTGTTATATACAGTCGACCGT
+CTTCTTCTATGTCGATTTTGACACCTGTCTCAGATATGATCTTTGTGATAGTCTTTCCTGCAGGGCCTAT
+GATATCTCTTATCTTTTCAGGGTTGACTACCATTCTCACTACTCTAGGAGCATACTTGGAGAGTTCTTTC
+CTCGGTTCTTTTATGACTTCCAGCATCTTTTGGAGCACGTATAGTCTCGCCTTCCTTGCCTTTTCCAAAG
+CCATTTGCAGGATATCTCTATCAATGCCAGGTATTTTGATATCCATCTGAATAGCAGTTACGCCTTTTTC
+TGTTCCAGCTACTTTAAAGTCCATGTCTCCGAGGAAGTCCTCAATTCCCTGTATATCAGTCAGAATTAGT
+ACTTCATCTTCTTCTTTTATGAGTCCCATTGCAATTCCAGCAACCGGTGCTTTGATTGGCACTCCCGCGT
+CCATCAAAGCCAAAGTGCTTCCGCACACACTCGCCTGTGATGTAGAACCGTTAGAGCTCAATACTTCAGA
+CACTAAGCGTATTGTGTATGGGAATTCTTCTTCAGAAGGAATTACTGGTTCTAGTGCCCTTTCTGCCAAG
+GCTCCGTGTCCAATTTCCCTTCTTCCAGGGCCTCTCAGTGGCCTTACTTCTCCTACACTATAGGGTGGGA
+AGTTGTAATGGTGCATGTAACGCTTGAATTCTTCATCTCCAATTCCTTCTAAAATCTGTATATCACCTAT
+TGCTCCAAGAGTAGCTACTGTGAGCACTTGAGTTTGTCCTCTTGTAAAAATAGCAGAACCGTGAGTTCTT
+GGCAGTACTCCTACTTCGCACCATATCGGCCTTATATCGTCAAGCCCTCTTCCATCTACCCTTATCTTTT
+CTTCCTTTATCATCTTTCTCATCTGTTCTTTCATTATTTTGTAGAGGACTTCGTCAATATCTGCTAGATT
+ATCGGGGTACTCATCTTTAAAGTGCTCAAGTACTTCCTGTTCTACCTTGTCTAAGTTGTCATTTCTCTCT
+TTCTTTTCAGGAGTTCTTAAAGCGTTATATATTTTCTCTGTAGCATATGCTCTTACTTTTTCCTCCAGCT
+CCTTGTCAATTTCGTGCAGTACGACTTCTGCCTTAGGAACTCCTACTTCTTTTACAATCCCTTCTATAAA
+TTCTACAATCTGTTTTATATATTGATGAGCATACACTATCGCATCAAGTATTGTCTCCTCAGGCACTTCT
+TTCGCTCCAGCTTCCACCATTACAATTGCATCTTTTGTTCCAGAAACTACTAAGTGCATTAAGCTCTTTT
+CTCTCTGCTCATAGGTGGGATTTATGACAAACTTTCCGTCCACCAGGCCTACTGCCACAGAACCTGTGGG
+GCCGTTAAAGGGTATGTCGGATATAGAGAGCGCAACAGAAGAACCTATCATAGCTACAATTTCTGGCTGC
+GCATCAGGGTCCACTGATAACACAGTAGCTATGACCTGCACGTCATTTCTGTATCCTTCTGGGAATAGAG
+GCCTTATAGGTCTATCTATTAACCGAGCTGATAAAATAGCTTTTTCGCTGGGCTTCCCCTCTCTTTTGAT
+AAAACCGCCGGGAATTTTCCCAATGGAATACAATCTCTCTTCGTATTCAACCGTCAAGGGGAAAAAGTCA
+ATTCCTTCTCTCGGCTCTTTTGAAGCACAGGCAGTAACCAGCACAACTGTATCGCCGTATTTCACCCATG
+CTGCTCCATTGGCCTGCTGTGCCACTTTCCCGGTCTGGACTACAAGCTTCCTGCCTGCTAGTTCCATTTC
+AAAAGTTCGTTCTTCCATACCTTCCTCATTTTCCTCCTTTCATTTGTAAATTTTTATCAGAAAATAGAGC
+GAAAAAGTCGCTCTATTTTCTGAGGTCTAATTTTTCAATTATAGCGCGGTACCTGTTTATGTCTTTCTTC
+ATCAGGTAGTTTAAGAGCGCCCTTCTCTGGCCTACCATTTTAAGAAGACCTCTTCTTGAATGGTGGTCCT
+TTTTGTGCACCTGAAGATGCTCTGTCAACCTGTTTATTCTCTCCGTCAAAAGGGCAATCTGAACCTCGGG
+TGAACCAGTATCTGTCTCATGCAGCTTGAATTTATTGATTATTTCTGCTTTCTTTTCTTTGTCCAGCACG
+TTCTCACCTCCATTTTCTAGAATACGCCCTATGCACAGAATACCGCCGGAGGTGCGGATAATCTGAGCAT
+AAGGTAAATTCGCTATTTTATTTTATCACATAATGTTTTTGTTGTAAAATATTTTTAAAGCTTTTTGCAT
+ATTCTATATCTTTAAGGACTTGCTCTTTTAAGGCCTGTAGACTTTCAAATTTAATCTCATCTCTTATCCT
+TTTTATAAACTCAATTTCTATACCTTCCCCATAGATATATCCTTCGAAATCGAGAATATGAGTTTCAACT
+GATAATCTTGTTTCGCCGAAAGTCGGCTTAAATCCGACATTTGTCACAGAAATAAAATTATTTCCTTTTA
+TTTTTGCTCTTGTGACATATACCCCTCTTTTTGGCAAGACCACTTCTTCAGGGACTTCTACGTTAGCTGT
+AGGGAATCCCAAAATTCTTCCCATTCCCTTTCCTTTTACAATTTTCCCTTCAATTGAAAAATAGCGGTTT
+AAAAGCACATTGGCCTTTTCAATATTCCCTTCCTTTATAAGCTCCCTTATGAGGCTGCTGCTAACTGTAA
+TCCCTCCATAAGTCACTTTAGGCACTACATGTACCTCATAAGAACAAATAAAAGAATACTTCTTGAGCAT
+TTCTACATCTCCTAAGCCTTTATGCCCAAAGCGGTAGTTAGGGCCTACCACAGCTACTTTCATTTTTAAA
+CTATCCACTAGAATATCTTTTATAAACCTTTCAGGAGAGAGGAGGGAAAGTTCTTTTGTAAAATCAAAAA
+AAATCCCGTAGTCCAGCGAAAATGACTTTAAAACTTCTATCTTTTGTGACAAAGTAGTAATTAGTTCAGG
+AGCTTTGTCAGGTTCTAAGATTTTAGAAGTATGCTGTTTGAAAGTGAATACAGCGCTTTTAAGTTTTTTA
+TCTCTGGCTATGGAAACTGCATCCTCAATGAGCTTTTGATGGCCAATGTGTACTCCATCAAAATTTCCAA
+GAGCTATCACTTTTTCTTCTAGATTAGCTGAGAAATTGGTTTCGTCAAGTATTATCAAAATTCTTTCCCC
+CTTAGAAAAGTCTTTTTGGTCGTATTTTTTCCCCTTCTGCCACTCCAATTCCTATAAAAATTCCATGATT
+ATCATACAACTTTACTAAAGAATTTTCAACATTGTAAGTATTTCTGATAAATTGGCCATTTAAAATTTTA
+TTGGAAGAAACTTCATCAAGTTCCACGGAAGGAAATTTTATAAACTTATCTACGGGCTGTACTTCTGCCT
+TTCCCTCCTTTATCTCCTCCAGCGTATATGAAGATTCAATGTCAAAGTCTCCGACCTCTGTCCTTATGAG
+AAAAGACATGTGGCCTGGAACTTCAAGTTTCTTGCATATATCTCTCACAAGAGCTCTTACATAAGTGCCT
+TTGGAACACTTTACATCTAACAGCAGATGGTGCGGAGCATCGTATTTTATTAATTCTAACTCATAAACTG
+TCACTTTTATGGGTGGAATTTCCACTTCTTCGCCTTTTCTCGCATATTCATAGAGCTTCTTTCCTTTTAC
+TTTTTTTGCAGAATAAATGGGTGGTATCTGTTGTATTTCCCCTTTAAACTGGCTTAAAACTTCCTGTAAT
+TTTTCCAAAGTAAATAAGGGAACAGGGCCACTTTCAACGATTTTGCCACTTTTATCTAGGGTATCAGTAG
+AAAAACCAAAAGTTATTTCAAATCTGTACCTTTTGTCATGTTCCATCAGGTAAGAAGTGAACTTAGTAGC
+TCTTCCCATGCATACAGGTAAAACTCCAGCTGCATCTGGATCAAGAGTTCCTGTGTGGCCCACTTTCTTT
+ATACCGTAAATTTTTCTTATAAAATCCACCACATCGTGAGAAGTCATGCCAGGAGGTTTTAGCACATTTA
+AAACGCCGTCCACACTCATTTTTCTAACTCCTTAAAGACTTCTTTAAGAATTTTCTCTTTTGCTTCTTCG
+ATAGTCCCCTCTATTGTACAGCCAGAGGCCCTTACATGCCCTCCTCCTCCAAAAGTGCTGGCGATTTTGT
+TTACATCTACTCTTTCCTTTGACCTTAAGCTTACTTTCACTTCACCCTCTTTTTCTACAAGGAGCACTGC
+TACTTCCACTCCTTCAATGTTTCTTCCATAGCTTACTATGTTTTCTAAATGAGATAAATCTGTTCCTGTC
+TCTTCAAAATCCTTTTTCAAAATCTCCATATATGAAACCAGGCCATCTTTGTACAAAGTAAGGCTGTTTA
+AAGCTTTCCCTAAAAGTTTCGCTTTGTTGAACTTGAGGGAATTAAAGACTTTTTCTGCCACTTCTCTAAA
+CCTTGCCCCATTGTTTATCAAGTCTCCTGCTATGTGATGAGTCATAGAAGTGGTGCTCTCATAAGTAAAA
+CCACCTGTATCAGTTAAAATAGCAGTGTAAAAACTTGTAGCTATCTCTTCATCAAAGTCTATACCGAGAA
+GTTTCACCAATTGATAAGCTATTTCGGCAGTAGCAGCTGCGTTTGTGTCTACGTAATTTAACTTTGCGTA
+AAGGGTATTGGAAATATGATGGTCAATATTGACTGTGATAGGTCCTTTGTCAAGGAATTCTTTTGAAGAC
+CCTAACCTTTCTTCATCGGCACAGTCAAATATCAACACTAAGTCTGCTTTTTTGTCAAAAGGGCGGGATA
+TCTTGTCTACATTTGGGACGAAGCTGTACATCTCTGGCAGCTGGTCGTCTATAAAAGCAGATACGTCCTT
+GCCCATCTTTTTTAAGACTTTGTACATTCCAGTGACAGACCCTATAGCATCTCCATCAGGTGCTACATGT
+GTAAGGAGAATTACGCTTTCTGCCTTTTTTATTTCGTTAACTACGTCTATCAGTATCAATTGTCATCACC
+CTCTTGTTTGTTCAGTTCTTTTAAAATTTCTGAAATTTTTGCGCCGTATTCTATAGAGTGATCCAGTTCA
+AATATTATTTCCGGGGTATATCTCATCTTTATTCTGCGGCCTATTTCGTGCCTGATGTATCCAGCTGCGC
+TTTTTAATCCTTCAAAAGTTTCTCTCTTTTCTTCTTCACTGCCATATATGCTTACATACACTTTTGCATA
+TCGTAAATCTTTAGTCACTTCTATATCCGTTATGCTGACCATAGCTTTAATTCTCGGGTCTTTTATTTCT
+TCCAATATCATTTTGCTTATCTCTTTTTTCAATTCCTCGGATAACCTATGGCTTCTGTACTGCATTTTTC
+TCATCCTTTCTTCTTAACGAGGGATTTCTTCCATTGTGTATGCTTCTATGATATCTCCCTCTTTTATGTC
+ATTGAACTTCTCAATGCCTATTCCGCATTCAAATCCCTGCTGTACTTCTCTCACGTCGTCTTTAAACCGC
+TTTAAAGAAGCTATTTTGCCTTCATATATGACTATGCCATCTCTTACTATTCTCACATCTGCATTTCTTG
+CTATTTTACCATTTAGAACATAACAACCTGCGACATTTCCCACACCAGGTATCTTGAATACAGCTCTTAC
+TTCAGCTCTTCCCAGCTCTACTTCTTTGTACTTGGGTTCTAACATTCCCTTCATTGCTGCTTTTACATCC
+TCAATAGCATCGTATATTATTCTATAAAGCTTTATCTCTACTTTCTCTTTTTCTGCAAGCGCTTTTGCGT
+TTGTCTCAGGCCTTACGTTGAATCCTATTATTATTGCATTTGAAGCCGAAGCCAGCATTACATCTGTCTC
+GGTGATGGCTCCTACTGCTCCGTGTATGACTCTTATTCTGACTTCTTCATTGCTCAGTTCCTCCAATGAC
+TTTCTCAATGCCTCTACAGAACCTTGCACATCAGCTTTTATGATCACATTAAGCTCCTTTACAGTACCTT
+CCTGTATCTGTCTGAAGAGGTCTTCCAGAGAGACTTTCTGCTTTTTCTTGAGTTCTAACTCTCTTTGAAC
+CTCTCTTCTTTTCTCTGCAAGTTCTCTCGCTTTTTTCTCATTTTCCACCACTACAAATTTATCTCCAGCC
+TCTGGCACTTCGGAAAAGCCCAAAATTTCTACAGGCATAGAAGGACCAGCTTTTTTAATCTTTCTTCCTT
+TGTCGTCAAACATCGCTCTTACTTTTCCATAAGTAGTTCCTGCAATTACAGCATCTCCCACCTGAAGTGT
+TCCATTCTGGACTATTACTGTAGCCACTGGCCCTTTCCCTTTTTCCAGTTTTGCCTCTATTACAGTTCCA
+CGGGCTGGTTTGTTGGGATTTGCTTTTAGGTCTTCCATTTCTGCTACCAGCAGTATCATCTCTAAAAGGT
+CGTCAATTCCTATATTCTTTTTAGCAGAGACGGGAACACAGATTGTGTTTCCTCCCCATTCTTCTGGCAC
+AAGTCCCAGTTCACTGAGCTCTGTTTTTACCCTATCTGGATTGGCTGTAGGCAAATCAATCTTATTTATA
+GCCACAATCAGAGGCACATTTGCTGCTTTTACGTGGTTGATGGCTTCAATTGTCTGCGGCATCACTCCAT
+CGTCAGCAGCCACTACCAGCACAACTATGTCAGTGACACTAGCGCCTCTCGCTCTCATCGCAGTAAAAGC
+CTCGTGACCAGGAGTATCTAGAAATACTACCTTTTTGTCGTTTATCTCCACCACAGAAGCTCCTATGTGC
+TGCGTAATTCCGCCCATCTCTTTCATAGTTACATTTGTCTTTCTGATGGCATCAAGCAGAGAAGTCTTTC
+CGTGGTCTACGTGCCCCATCACTGTAACTATAGGAGGACGAGGTTTCAAATCCTCTTCTCTATCAGGTGT
+ATCCTCAAATATGGCTTCCAGTTCATCTTTAACCTCTTCCTTATCCACCAGGAAACCGTACTCTTCCGCT
+ATTTTTGAAGCTGTTTCAAAGTCTATTTGCTGGTTTACAGTAACCATTATTCCCTGTGCTATCAATTTCT
+TTATTATTTCAGTAGGATTTACTTTCATTTTTTCAGCCAATTCTTTGACGGTGAGAAATTCAGGAATTGT
+TATTATTTTAATTTCATCTTCTTTAGCGCTTTCTTCTGAGACAAATTTTTTCTGCAGCTTCTTGTTCTTT
+TTGCCGCCCTTTTTAAAACTCTTTTTGTAAGCTCTTTTCTCTTCTCTGTCCTCATAAAAAGAGTCTTCCT
+CTATTTCCTTTTCTTCTTTGTCCTGTGCCTCCTGTTCATGATTTTTTTGATCTTTTTGCTTCTCTTCCTT
+AGGTTTTTCTGCAAGCAGGTCTTTTATTAATTCTACTTCTTCGTCCTCCAAAGTGCTCATGTGGTTTTTT
+ACTTTTATGTCTAAATCACTCAATTTGGAGAGAAGATCTTTGCTGGAAATATTAAGTTCTTTTGCTAATT
+CGTATACCCTTGTTTTGGACATATTATTCACCTCCATAATTTTCCCCCTTTGCCGCCTCCTTGAGTAGTT
+TCATAAATCCTTCATCAGTAATAGCTATGATTCCGACTATTTCTCTTCCTATCGCTCTACCTAAATCCTG
+TTTGTTCGAATAGACAAGATAGGGGACTTTTTTGTCCTCACATAGTTTAATAAATTTTTCTGAACTTCTT
+TTAGAAAAATCTTCAGCTATGACCACCAAAAAAACTTTTCTGGTTTTTAAATATTTTTCTACACTGTAAC
+TGCCTGAAACCAATTTACCCGCCTTTTTTGCCAAACCGAGTATAGAGTGAAATCTGTCATTCCTCATCCA
+TTATCTCCCTCTTCAATTGTTCGTATATTTCTTGTGATATAGGGACTTCCAGCGCCTTCTCAAGCCTTTT
+ATGCTTAAAAGCCTTTTCAAGGCAGTTTACATCCCTGCATATATAGGCACCTCTTCCTGCCACTTTACCT
+GTTGGGTCTATTTGAACTAAAAAGTCCTGTGCGCGTCTTACTATCCGTATAAGCTCTTTTTTAGGCTTCA
+TCTCTTGGCAGCCAAGGCACATTCTCATCGGAACTTTTTTTACTTTCATTTTTCCACCTCACTCAACTTT
+TGACCATCGACTCGCTTTTTATATCTATCTTCCATCCAGTGAGCTTCGCTGCTAGCCGCGCATTCTGCCC
+CTCTTTACCTATTGCCAAAGAGAGCTGATAATCTGGTACAATTACCCTTGCCACTTTTTCTTTCTCATCT
+ACAATCTCCACGCTTATAGCTTTTGCAGGGCTTAGTGCATTCATGATAAACTCCTGAGGTTTTGAACTCC
+ACTTCACAATGTCTATCTTTTCTCCTTTTAATTCATTGACAACAGCCTGAACTCTAGAACCTTTGTAGCC
+TACACAGGCTCCAATAGGGTCTACATTGGGGTCTCTGCTGAACACAGCCATTTTTGTGCGGGAACCTGGT
+TCTCTCGCAATGCTCCTTATTTCAACTATACCCTGCTGAATCTCGGGCGATTCTAGTTCAAAAAGCCTTT
+TAACCAGCCCAGGATGAGACCGAGAGATTATGATTTGAGGTCCTTTTGTGGTTTTTTTTACTTCTACGAT
+GTACACCTTTATCCTGTCTCCAGGTGAAAAAGTTTCTCCCGGAATTTGCTCTGAAGGAGTAAGTATCGCC
+TCCACCCTTCCTAGATTGATGAGCACGTTATTTTTTGCTGCTCTTGTCACAATCCCAGTTACTACTTCTG
+TCTCTTTTGCCAGGAACTCTTCATAAATCACATTTCTTTCTGCTTCCCTTATCCTCTGTATTACCACCTG
+TTTTGCGTTCTGTGCCGCAATCCTGCCAAAGTTTTTGGGAGTCACTTCTATATCTACAATATCACCAATC
+TGGTATTTTTTATTTATCTTCCTCGCATCTTCTAAGCTTATTTCCAAAAGGTCATTTTTTACTTCTTCCA
+CCACAGTCTTTTGGGCATATACCTTAACATCTCCTGTCTCTCTGTCCATTACAATCTTCACGTTTTGGGC
+TGTTCCGTAATTTTTTCTGTAGGCAGAAACCAAAGCCGCCTCTATAGCCTCAAACATAGTCTCTTTAGGT
+ATTCCTTTTTCTTCGCATATTGAATTCAATGCCTCAATAAATTCTGCATTCATTGCGCTTACTCTCCCTC
+CTTAATTTTAAAACTTTATCACAGGTTTAACAAGCCTTACATTCTTCATTTCAAACTCCCTCTTCTCTCC
+TTCACATAGAAGGATTATTTTATCTCCTGTGAACTCAAGGAGCTCTCCTGTAAATTTTTTTCTCTTGTCA
+ATGGGCTGGTAAAGAGATACTTCAACTTCTTTCCCGAGGTTTCTCTTAAAATCTCGAGGAGTCTTTAAGG
+GCCTGTCAAGCCCTGGCGAGGATACTTCCAAAATATAGCTGTGATCTATCGGGTCTACCTCATCCAATCT
+ATCGCTTAAGTACTCGCTCACCAGCTGACAGTCATCAAGCGTTATCCCGCCTTCTTTGTCTATATACACC
+CTCAAATACCAGTGCTTGCCTTCTTTTTTATACTCCACATCCACCAGTTCAAAATTATTCTCTTCCAATA
+TTGGCATCACCAATTCTTTTGTAATTTCCTCAATCCTAGACATCTCCGATCCTCCTTAAATATAAACTAA
+AGAGTGGGAAACTCCCACTCTTTTTAAAGTCCTCTAGGTTGCCATACTAATTATACCATACACCTTTTGG
+TAAAGCAATATCAAAATAAACTTAATTGATTAGATTCTGGCAAATCTTCTAAACATCCATACTGTTTTAA
+TATTTCAATAACAGTTTTACTTACCCTGGTTCGGTTCCTGAAATCTTCAATGGATATAAATTTGCCATTT
+TCTCTCTCCTGGGCAATTGCCTTTGCGGCCTGTATTCCCACTCCTTCAAGAGAATTTAGTGGAGGCAAAA
+GTCCTTCTTCTGTAATTAAAAACTTCTCGGCATCGGACCTGTATAGGTCCACATTTGTGAATTTGATGCC
+CCTTAAGTACATCTCAAGTGCTACCTCTAATACTGTCAACAAGTTTTTCTCTTTTGGTGTAGCGTTGTTG
+CCCTTCGCTTCAATTTCTTTTATTGCCCTTTTTATGCTCTCTTTGCCCCCTAAAACTATGTCTAAGTTAA
+AGTCATCTGCTCTCACAGTAAAATAGGTAGCATAGAAAGCTTCAGGATAATACACCTTAAAATACGCAAT
+TCTAAATGCCATGATCACATAGGCTACAGCGTGAGCTTTTGGGAACATGTATTTTATCTTCTGGCAGGAC
+TGTATAAACCAGTCGGGCACGCCGTGTTTTTTCATCTCTTCAATTTCTTCCTGTGTAACGCCTTTTCCTT
+TTCTAACATTTTCCATTATCTTAAAGGAAAGCTTTTTATCCATTCCTTTGCTTATTAAGTAAAGCATTAT
+GTCGTCTCTTGCAGCAATTACTTCCTTTAAAGTAGCGATCCCTTCTCTTATTATATCCTGCGCATTATTT
+AACCATACATCTGTTCCATGAGAAAGCCCACTTATCCTGACAAGCTCATCAAAAGTTGTGGGACGGGTCT
+CAATTAGCATCTGTCTCACAAACTTTGTTCCAAACTCAGGAAGCCCTAGCGTTCCAACGGGAGTGCCAAG
+TTCCTCAGGGTCTATTCCCAAAGCTTCTACGCTTGTAAAAAGGCTCATGGTCTTTTTGTCGTCCAGAGGT
+ATTTTTCTGGCATTTACACCTGTCAAATCCTCCAGCATCCTTATTACAGTAGGGTCATCATGCCCCAGTA
+TGTCCAATTTTAGAAGCTTTCCACTCAAAGAATGGTAATCAAAATGGGTAGTTATGACATCGGTATCTTC
+CGCATCTGCAGGCCTTTGAATTGGAGTAAAGTCGTAAATGCTTTTGTCCTTTGGAACCACCATGACTCCT
+CCGGGATGCTGTCCTGTGGTTCTCTTTATGCCTGTACATCCCATTGTCAGCCTTTTTATTTCTGACTTGT
+GTACAGTTAAATTCCTCTCTTCAAAGTATTTTTTCACATATCCGTAAGCAGTCTTATCCGCCAGCGTTCC
+AATAGTACCTGCCCTGAAAACATGGCCTTTTCCAAAAAGTTCTTCAGTGTACCTGTGAGCTATGGGCTGA
+TATTCTCCAGAAAAGTTTAGGTCTATATCCGGCTCCTTATCTCCTTCAAAGCCCATAAACACTTCAAAAG
+GTATGTCAAAGCCGTCTTTTTTCATCAAAGTGCCGCAGTTAGGGCAGTACTTGTCAGGCATGTCAACTCC
+GCAGCCAAAAGACCCGTCCGTCACAAACTCTGAGTGTTTGCATTTTGGACACACGTAATGAGGAGGCAGC
+GGATTTACCTCTGTAATGCCGCTCATAGTAGCTACCAGAGAAGACCCTACAGAGCCTCTTGAACCAACCA
+AATATCCATCCTGCAGCGACTTTGATACTAGCTTCTGAGCTATTACGTACATTACAGCGTAACCGTTGTT
+TATTATGGCGTTTAGCTCTCTGTCAAGCCTTTCCTGCACAATTGGAGGCAATGGGTCACCGTATATCTCA
+TGAGCTTTTTCAAGGGTAATCCTTCTTAATTCTTCTTCTGCCCCTTCGATGACAGGCGGAAAAGTTCCCT
+CAGGAATAGGCTTTACATCTTCCACAATTTCCGCAATTTTATTTGGATTTTCAATGACTACCTCTCTGGC
+AGCTTCTTCTCCTAGATATTCAAACTCCATAAGCATTTCTTCAGTTGTCCTAAAGTAAAGAGGAGGCTGT
+CTGTCCGCATCCTTATACCCTTTGCCCGCCATTAATATTTTTCTGTACACATCGTCCCACGGGTCTAAAA
+AATGCACATCTCCTGTTGCTACTACCAGCTTGTTGTACTTTTTCCCAAGTTCGTATATCTTTCTGTTTAT
+TTCTTTAAGTTCTTCTACGCTTCTTACCTCTCCTCTTTCAATCAAAAATTCGTTGTTCCCCACAGGCTGA
+ATTTCCAAATAGTCGTAAAAGTTGATTATATCTTCGAGCTTCTTTTCCTCCAAGTTAGAAACCAAGGCTC
+TGAACACTTCTCCCTGCTCACAGGCAGACCCTATGATCAGCCCTTCTCTCATTTTCACCAACAGACTCTT
+TGGTATTCTGGGGGTGCGGTGGAAAAACTCCAGGTTTGACCTAGATATTATCTCGTATAAATTCCTTAAA
+CCCTTCTGGTCCTTTACCAAAATTGTCACATGGTATACAGGCAATTTTTTTACGTCCACTTCCCTTTCCA
+TCAAAACCGAGTTGATTTCGCTTACACTCTTTATGCCTATTTCTTGCAGCTTTTCTAGCATCTTAATGAA
+AATTTCTGCTGTAGCCTTCGCGTCTTCCACGGCCCTGTGGTGATGCAAAAGCTTTACTTCAAAAAATTCA
+GCAAGAGTGTCGAGTTTGTAATTTTTAAGATCTTGGTACAGATGCCTGCTCAACTCAAGCGTATCTAAGA
+CAGTGTTTTCAACAGTCAAACCTAGTTTCTTAGCCTTTGATTTAATAAAGGACACATCAAAATTGGCATT
+GTGTGCTACCAGAACTGCTCCTTTTGCAAATTCCAAAAATTTAGGCAACACCTCTTCTATTAAAGGAGCA
+TCTTTAACCATTGATTCATCGATTCCTGTGAGTTTTGTGATGAAAGAAGAAATGGGTATTTGAGGATTTA
+CAAAAGTTTCAAAAGTATCTACTATTTTCTTGTTTTTGATCTTGACAGCACCAATCTCTATTATCTCGTC
+ATTTATGTTTGAAAGGCCTGTGGTTTCGATATCAAATACCACAAATTCGCCTTCCAAACTAGCTTCGGAT
+TCTCCAGTGACAATTGGTATTCCGTCATCCACCATATACCCTTCCATTCCGTATATAACCTTAACCCCAT
+ACTCTCGAGATGCTTCCATTGCCTCTGGAAAAGCTTGAACCACTGCGTGGTCTGTTATTGCAACAGCCTT
+GTGTCCCCATTCTGCCGCTCTCTTTATCACTTCAGTAGCAGAAGGGACGGCATCTAAAGTGCTCATCTGG
+GTGTGAAGGTGAAGCTCCACTCTCTTTTCTTCGGACAAATCCATTCTCTTTTTTGGAGGAATGAGCTCTA
+AGTCTTTCAAATCAATTACAAGGTCTCCTTCGTACTTATCGTATATCACATTTCCTCTTAACCTGACAAA
+AGTTCCTACATCTATTTCATCTTTCAAAATTTCATATTTTTCTTCTGTCAAAAAGGTTTTGACAAGTATT
+GAACTAGTATAATCTGTAATGTCAAACACCATGAGAACTTTTGACTTCAACTCTTTAAAATCAATAGAAA
+ATATTTCTCCTTCAATCACTACCTCATCGGTTTCTGCACTTACATCCTTAATAGAGATAGGTTTAGCTTT
+CATTTCTTTGCCAAGGAGAACTCTATTTTCTTCAGACCTACTCTTCTCCTTTTTAGACTTCTCATCTTTT
+TGGATAACTTCCTCAATTGCTTTTATGTCTTCTTCGATTATTTTTTCTGCAATTTCTTCCCCTTCTTCTG
+AAAAAATAAGTTCTACATCTAAATTAAGTTCATACCTGTTCCTTAAAAATTCTCTTATTGCAAAATCTAA
+TTTGCTGCTTTTAGCCATTTCGTAAATTGCGTAAGTTGGAGCCTTTACAGTTATCCTATTCTGTCCCTCT
+TTTGCGACATCACAGGTCTTTAAAAAACTTAAGGAAGAAGGGTACTCTTCGCTAAGCTCTAATACTACTT
+TCTCCCAGTTTTCCAAAACCTCTTCTACTGTTGATAAAGAAGGGCTTTCCACCACAATCTTTATCTCCTT
+TAGAGAAGGAAAGCTTTCCTCCAAAAAAGACTGAAATTCTGAGAGCTTTTGTGCATTTGATGAGAAAGAG
+GAGACAACCACAGTGAGTTTTCGGCTCTTTTTTTCAACTCTTACTTTTTTTATTTGCATGTTTTCCAAGA
+AAGTCGCTGGAACCATGTTCTATCCCTCTTTCTAAACCCACATTCTCAATATTTCAAAGTACATCTTCAT
+TCTGGCAGCAAATCCTTTTACAAATCCCAATTTTTCCTCCTTCATTACGTGAGTCATGTTTTCTAGTGGA
+ACGGTCACAACTCTTAAATTATTTTTTTTGGCATATCTGTTCAAAGCAACTTCTACACCAAATTTGCTGA
+TTTCCATCTCTTTTATATCTTCTAAAAATTTCTTTTTTATGGCCCTCTGCCCAGAGAGAAAGGGTGCTAT
+CTTCTGAGCTAAGTCAGTTGACTTCCTGCCCCCTGAAAAAATGCCCACAGTCATATCCGCCTCGTCTTTT
+ACTACAGGCATGACAAGGGAATAGAAGTGCTTTTCAGTAAAGCCTATTAAATCTGCATCCAGCATGACTA
+TTATATCTCCTTTTGCATTTAAAACTCCTTCTTTTAGCGCTTTTCCCTTGCCTTGATTTTTTTCTAGATT
+TATCACTTTAACTTTATATTTCTTCGCTTCCTCTTCTGTGTTATCCGTTGAACCGTCATTTACCACAATA
+ATTTCGTCTATCACATCAATTTTCTCAAGGACAGAAAGTACTCTTCCAATGTTTTTCCCTTCATTGTAAG
+CAGGCACGATGACAGAAATCATTATTTTTATTCCTCCTTGACCATCTTCTCAATTTCTTTGAGAAGTTCT
+TCTAAAAGGTGTTCTTCTTTAACTATCTTGTATATCTTTCCTTTTTTGAATATAACCCCTTCTCTATCTC
+CTCCTGCAATTCCAATGTCTGCTTCTTTTGCTTCTCCAGGTCCATTTACCACACAGCCCATGACAGCCAC
+TTTAAGAGGTTTTTTTATATGAGATGTTCTTCTTTCAACCTCAGTAGCTAATTTAATGACATCTATTTTT
+GTCCTGCCACAGGTAGGGCATGAAATGACCTCTACCCCTTCTTTGAGCAGTCCTAAAGCGCGCAAAATCT
+GTCTTCCTACCCTAACTTCGTGCACGGGATCGCCTGTCAAAGAAACCCTTATTGTATCCCCTATTCCCAT
+GTAAAGAAGAGTGCCTATGCCGATCGCTGATTTAATAGTTCCGCTTTCCAAAGTTCCAGCTTCTGTAATT
+CCAAGGTGGAGTGGATAGTCCACCTTGGAAGAAGCTAATTTATATGCTTCTATTGTAAGGGGCACATTGG
+AAGTTTTTAAAGAAATCACTATATCGTAAAAGCCAAGTTTTTCTAAAAGGCGCACACTTTTTAAAGCGCT
+CTCTACTACCGCTTCAGGGGTTATACCGCCGTATTTATTTAATATCTCCTTTTCTAAAGACCCTGCATTT
+ACTCCTATCCGTATAGGTATACCCCTTTCCTTTGCAGCTTCTACTACTTTTTTTATATTTTCTTCCCTTC
+CGATATTTCCGGGATTTATTCGTATTTTATCAGCGCCATTTTCTATAGATTTAATAGCCAATCTGTAGTC
+AAAGTGTATGTCTGCCACCAAAGGGATATTTATATGCTTTTTTATTTCTTTTATAGAGTAAGCAGCCTTT
+TCATCTGGTACAGCTACCCTTATTATATCACATCCTTCTTCTTCCAGCCTCTTTATCTGCTCTACCGTCT
+TTTCCACATCGTGAGTATCAGTGTTTGTCATTGACTGAACGAGGATCGGGTTATTCCCTCCTATTTTCTT
+ATTTCCTATCTTGATTTCGCGGGTCAATTTCCTCATCTTTATCACCTAATTTAGAAAATTCGCATTATAT
+CCCTGTAAGTAGCAAATATGAGCAAAGCGATCAACAGCAAGAAGCCTAAGTAATGGATATAACCTTCTTT
+TTCCGGTGGCAGTGGCTTGCCCCTTACAGCTTCTGCCAGCACAAATAGAATTCTTCCGCCGTCCAAAGCA
+GGAAAAGGCAAGAGGTTGAAAAGCCCCAGATTTACACTTATCAAAGCAGAAAAAGCTAATAAGTTTATCA
+TGCCTGTCTTAGCTACAGTTCCTACTGCCTGGACGATTCCCACCGGTCCCATTATTTCGTTCACAGATAC
+TTTTCCAGAAATTAACATTGCCAGTGACAAAACTATTAACTTGGAGAAATAAATGGTTCTATCAACAGCG
+GTTTTAACAGCAAGCAAAAAAGACCTTTCGTAGGCTGGAACTATCCCAATCATCACTTTAGAAGCTTTTT
+TATCAAATACAGGAGTGACTTCCTTTTTTATTATTTTATTGTCCCTTTCAATTTCCATCACAAGAGTTTT
+CCCATTGCTTGAACTTATGGCTTTTTCTAACTGTTCCCAGGAGTTTATCTTTATATCGTTTATCATCAAA
+ATTTTATCTCCCGGCAATATGCCAGCCTTTTCTGCAGGGTAACCTTCCATCACTGTTTGCACTTTAGGAA
+CAGGGCTCCCGATGTAGAAGAATACTATAAACAAAAGCAAAAAAGCCAGCAGTATGTTCATTAAAGGTCC
+TGCTGCAAATACTGCAAGCCTTACAGGCCAGGGCTTGTTTATTATGGCTCTCGGGTCAGAAGACTTCTCA
+TCCTCTCCCTCCAGTGCCACATATCCTCCGAAAAGAAGCGCTCTAAAAGAATATTCAGTTTCACCGTATT
+TCTTTTTAAAAAGCCTTGGACCAAATCCTATTGAAAATTCGTTTACTCTTGCTCCAGAAAGTTTTGCTAC
+TATAAAGTGACCAAACTCGTGAAACATCACTAGAACACTCAAGACTATGATGCTTAAAATTATAGTCAAC
+TCCTATCACCTCAAATACTTTCTCATTATCCTTTCTCTCGTTTCAAGGTCTACACTTATTATATCATCCA
+AAGTAGGGTTTTGTATATTTTTATGATTCTCTAAAGCTTCTTCTATAATCTCTGCAATTTCTAAAAAATT
+TATTTTGTTCTGCAAAAATAAAGACACTGCTACTTCATCTGCCGCATTTAAAACAGCAGTCATCGTTCCG
+CCACATTCTGCCGCATGATACGCCAGAGAAAGACATTTAAAAGTTTCAAAATCAGGCTCTTCAAATGTCA
+GCTGGCCTAATGCATAGAAATCTAAAAATTTTACACCTTCCACATATTTTCTGTCAGGGTAATTCAAGGC
+GTACTGGATCGCAATCCTCATGTCTGGCACAGAAAGCTGAGCTATGACACTTCCATCTACATATTCCACC
+ATCGAATGAATTATGCTTTGAGGATGTATTACCACTTTTATCTTATCTAAAGGCATGTCAAAGAGCCATC
+TGGCTTCTATAACTTCAAAACCTTTGTTCATCAAGGTAGCAGAATCTATTGTTATTTTTTTCCCCATCTT
+CCAGTTGGGATGTTTCAAAGCCTCTTCTACTGTAACATTTACCAAATCCTTCTTTTTCTTTCCTCTGAAA
+GGTCCTCCAGAAGCAGTTAAAATGAGATTTGAAACTTCTCTCTTATTATTTCCTTTAAGGCACTGCAAAA
+TAGCAGAATGTTCACTGTCTACAGGCAAAAATTCAATTTTCTTTTCTTTGACAAGCCCCATTACTATTTC
+TCCTGCAGTAACTAAAACCTCTTTATTTGCTAAAGCTATGTTTTTCCCCAATTTTATAGCTTCAACTGTA
+GGTATAAGGCCTGCAATGCCCTCTACCGCAACTACCACCATGTCAGCCTCGTATTTCACAATCTCTTTGA
+GCCCTTCTTTACCTGTCAAAACCTCTATCGGTTCATCTAAATTTTCTCTTAGCTTTCTTGCTTTTTCCTC
+GTCTTTTACTGCTACTACCTTGGGTCTAAACTCTTTTATCTGTTTTGAGAGCAAAGACACATTGTTATAT
+CCTGTAAGCCCTACAATTTCAAACTCTTCTTTTAAACTTCTCACTACGTCCAAAGTTTGTCTACCAATCG
+ATCCAGTAGAACCTAGTATTATGAGTTTCTTCATACTTATCCCTCTTTACAAAAAGTACTTGAAAATAAA
+ATATACGAAGGGCGAAGCGAATAATATGCTATCAAATCTATCTAAAATCCCCCCATGGCCGGGAATCACA
+TTGCCAAAATCTTTTATGTAGCAATTTCTCTTTATAAAGGAAGCTACTAAATCCCCTGCCTGGGCAATTA
+GACTGCCAAAACTTCCCACAATAAGGGCTTCATAAGGAGTCATATTTGTCTGAGGAAAAATCCATACAAA
+TAAAAAGCTTGCTAAAGTAGAACCTAAAAGCCCCCCTATTGCCCCTTCAACTGTCTTTTTTGGGCTTAGA
+TCAGGAGCTAATTTATGATTTCCCAAAAACTTTCCTGTGAAATAGGCAAAAGTATCTGTAATCCATGACA
+CAATAAATACAAGCCAAACAGTATAAAGGCCGTGAGGGAGACATCTTATTTTCTGTATGTACAAAAATAG
+CAGAGGTATGTACACAATCCCCATCAAAGTCACTGCATAGTCTTTTAAAGTGTATTTTTTATTAGTTAAA
+AAAAGCAAAAACAACAGCATAGAAAGGGCCACAAAGAGGTCTATTTCAGCAAATTTTATCTTGTCAAAAA
+TTAAATACAAAAAAATAGCAGACAAATATCCAAATATTTTAAAAGGCCTAATTCCTATGTTTTTGGTAGC
+ATTGTAAAACTCATTTAACCCCAGAATGCTTAAAGCTACCAGTGAAAAAGTTAAAAGAGCCCCCCCTTTT
+ATTAAGACTAAAAATAGAAGGGGCAGTCCTACCAGAGCGCTTATTATTCGAGTTTTTAACATATTTAAAC
+TCCCCCAAACCTTCTTTTCCGAGTTTGATAATAAAGCAAAGCTTCAATCAAATGCCTTTTTTTAAAATCA
+GGCCAGAGGACCTCGGTAAACCACAACTCTGAATAAGCCGACTGCCATAGTAAAAAATTGCTAAGTCTTT
+TTTCCCCGCTAGTACGTATGATGAGGTCGGGGTCTGGCTGAGATGCAGTGTAAAGGTGCTGAGTTATAGT
+ATCTTCTGTTATGTCTTCTGGTGATAACTCGCGATTGAGCACTTTTTTGCATATATTTTGGGTAGCTTTT
+ACAATTTCATCCCTTCCTCCGTAATTTAAAGCGATGTTGACCACAAGACCGGTATTTTTTTCTGTGAGTT
+TTTGAGCCTTTTCTATTTCAATCTGGCATTTTTCTGGCAATCTAGATATGTCTCCAATGAACTTTACTAC
+TACATTGTTTTTATTGAGTTCATCAACTTCTTTAGAGAGATACTCTACCAAGAGGTCCATTAAAAAGTCC
+ACTTCTTCTTTAGGTCTCTTCCAATTTTCTGTAGAAAAAGCGTACAAAGTGAGGTACTTTATTCCAAGCT
+CTCTGCAGGACCTTATAACTTCTCTTACTGCATTTACTCCCGCTTTATGCCCGTAAACCCTAGGCATTCC
+TCTCTTCTGAGCCCATCTTCCATTTCCATCCATTATAATGCCTACGTGCTGTGGCAACCGGGTTTTGTCC
+AACTTTTTTATAAGTTTTTCTTCATTAAAAAAAATCATAAATTTTCCTCCTCATTTGGACAAGGACCCCC
+TCTAAAGAGGGGGATTATATGCGAATCACGGTAATTTCGACAAATTCACCCTTTTCTTTAATTCGCACAG
+CCTTTAATGTTTTTCCTTCATACCTGAAAATTGATTTTGTCTCTACTACTTTGCATTTTTTTCCGAACAA
+TGCATCAAGAACCTCTTCAAGGTCTCTTCCAATCAAGTCGTAATACTTCAAATTTCCATTATCTCCTTTT
+CTTTAGCCTCTACCATTTTGTCTATTTCCTTGATGTATTTATCTGTGAGTTTCTGAATTTCTTCTTCCCT
+TCTCTTTCTCTCGTCTTCTGATATTTCTCCATCTTTTTCCATTTTTTTGACAAGGTCATTGGCATCTCTT
+CTTATCTGCCTTACAGCAATTCTGGCTTCTTCAGCTTTTTTGTGGACCAGCTTTACAAGCTCTTTTCTTC
+TCTCTTCTGTAAGCTCTGGAAGGACCAGTCTTAGCACTTTTCCGTCAGAAACAGGGTTAATTCCTAGGTC
+AGATTTCTGTATGGCTTTTTCTATCTCTCCTATCTGAGATACATCCCACGGTTGAACTACCAATACCCTC
+GGCTCAGGCGCAGTAATGGTAGCCAGTCTGTTTAAAGGAGTAGGAGTTCCGTAGTAATTCACAGTAATGC
+GGTCTAAAAGGGCCGGATTCGCTCTTCCAGCACGTATTGCCGCAAGTTCGCTTTTTAAGACGTTTAAAGT
+TTTCTTCATCCTCTCTTCACTGTCTTTCAAATAATCGCTCATGTTAACCCTCCTTCACAATCGTACCGAT
+ATCATTTCCCATTACCACTTTCTTAATGTTTCCATATGTGGTCAGGTCAAACACTATGATGGGGATTTTA
+TTGTCCATGCAGAGGGAAGTTGCAGTAGAATCCATGACTCCCAATCCTTTGTTTAACACGTCCAGATAAC
+TTAATTCTTTAAACTTTACAGCATCTTTGTGCTTTAGAGGGTCTTTGTCATAAACGCCGTCCACCTTTTT
+AGCAAGCAGTATTACTTCTGCATCTATTTCAGCAGCTCTTAATGAAGCAGCAGTGTCTGTCGAGAAAAAG
+GGATTACCTGTGCCTGCTGCAAATATGACTACTCGCCCTTTTTCCAGGTGTCTTATGGCTCTTCTGCGGA
+TATAAGGTTCTGCAATGGCCCTCATCTCTATTGCCGTCTGCACTCTTGTAGGTACGCCCCTTTGTTCTAA
+AGCATCCTGTAGAGCCAGAGCGTTTATGACAGTTGCAAGCATCCCCATGTGGTCTGCAGTAGTTCTGTCC
+ATCCCTACAGCGTCTCTGCCCCGCCAGATGTTTCCGCCTCCTACCACGAGACCAATTTGTACTCCTAAGT
+CTCTCACTTCTTTTATCTCGTCTGCAATTCTATTTACTACATTAAAGTCTATTCCAAATTCCTTATCTCC
+GGCCAAGGCCTCCCCTGAGATTTTCAGAACTACTCTTTTATACACTACTGATGACACAATAACACCCCAT
+TCTTATATAAGTTTCTATACAATTTCAAAAAATCCTTCTGAAATTTCGAAATTTCTATAAAAAGGGGACA
+CATCAGTGTCCCTTTATTTCTCTATGCCTTCTCCTCTCTCAAACCTTGCAAATCTCCTTATTACAATATT
+CTCCCCAAGCTTTGCTATCATCTCGTTCAATAAATCTTTTACAGTTTTCTCAGGGTCTCTGATGTACTCT
+TGCTCGAGAAGGCAATTTTCTTTATAGAATTTTTCCAATCGCCCTTCCACTATTCTGTCAATCACATTGG
+CAGGTTTTCCTTCATTTAAAGCTTGAGCTCTTAAGATCTCTTTTTCTTTTTCCAATACTTCTTGAGGCAC
+ATCTTCTTTCGAGATGTACTTCGGATTTGCAGCAGCAATTTGCATGCAAATCTCTTTCACAAAATTTCTA
+AATTCCTCTGTATTTGCCACAAAATCTGTCTCACAGTTCACTTCTACAAGCACGCCAATTCTGCCGCCCC
+CATGTATGTAGGCTTCTACCAAACCTTCATTTGCAGTTCTGCCCGCTTTCTTAGCTGCTGCAGCCAGCCC
+TTTTTCTCTTAGAATATCTATAGCTTTTTCTATATCTCCATTTGCTTCAATCAAGGCGTTTTTGCAATCC
+ATCATTCCAGCGCCGGTTCTCTCTCTCAGCTCTTTTACAGCTTGTGCAGATATCATGCAAGAAGTACCTC
+CTTGTGCTTTTTAGTATAAATTTAGTGGTAAGGAAGCTTCCCTACCACCAAAAGAGTATTTTATTCTTCA
+GCTGCTTCAAACTGCTCGCCCTGCTTGCCTTCTAAAACAGCATCAGCAATTTTAGAAGTAATTAATTTTA
+CTGCTCTTATAGCATCATCGTTTCCTGGTATTGGATAGTCTATAAGCTCAGGGTCGCAGTTGGTGTCCAC
+AATGGCAACTATAGGAATTTCAAGAGCTCTAGCTTCAGATACTGCTATAGCTTCCTTCTTTGGATCGACG
+ATGAATAAAGCAGAAGGCAGAGACTCCATATTTTCAATTCCGCCTAAAAACTTCTGCAATCTCTCTTTTT
+CTTTTCTAAGCCTGATTACTTCCTTTTTAGGAAGCACTTCAAAAGTGCCGTCTTCCTCCATTCTTTTGAG
+CTCTTTTAAACGCTGAATTCGGGTTTTAATCGTTTTGAAGTTAGTCAAAGTCCCGCCCAGCCATCTCTGA
+TTTACATAAAACATGCCGCATCTTTCTGCTTCTTCTTTTATGGACTCCTGAGCCTGTTTTTTAGTCCCGA
+CAAAAAGTATGGTACCCCCGTCCATCACCAGTTTTTTCACAAACTCATAAGCCTGCTCCAATTTTTCTAC
+TGTTTGCTGTAAGTCGATGATATAAATTCCATTTCTCTCCGTAAAAATATAAGGGGCCATTTTGGGGTTC
+CATCTTCTTGTCTGGTGACCGAAGTGAACTCCTGCTTCCAATAACTGCTTCATTGAAACTATTGACATAA
+ATACACCTCCTGAATGGTTATTCCTCCGCCCGATTCATCTTGCAAAAAGACCCTTTTCACGGGCACCCTT
+TTTGCAATCCTCAGGCGTGTGTGATGACTGCCAATGAATACTATATTATATATTCTCCCAAATGTCAATA
+TCCGTATCACACTTTAATATCAATATGTCCCACATTTTTTTGTTTATCCTTCTTTTTCTCCTTTTGCCTG
+TCTTCCTTGCCCTGAAAGCCCTTTTCTTTTATGTAGGCTTTTTCTGACTTCTCCAACTCATTGGTCTTTG
+ATTTTTTTACTTCGTTTTCTTTGCTTGCAGAAAGAGACAACTGGTGGGAATACACATCAGGCCTTTGAAG
+GTCTACCTGTCTTAAGTTCCCCACTTCTACTGTCCGAGGCAATATGGATTTTAAATCAATAGGATTACCT
+CCAGCCATTTTTATCTCCTCACTTTAAAGGGAAGAATTTTACTTCTTCTTCTTTTTTTACAAACATGGCG
+TATTTGATAGGTTCTCTAATTTTTAGCACTGCATCGTCAATGACAAGCTTAGTTCCTGGAAAAATAGTAT
+CGAGGACTTTTACTATCCCAGAGCTAGAAGTTTTTATCTCCTCGTTTAAAAGTCTTAGTTCTTCTTCTAG
+ATGATGGTTGACAGAAGTTAGCTCCTCAAGGGATTTCTTTGCCTTTTGATACACCTCTTCTTTGTCAGGA
+GGAAGTTTTTCAAACTTTTCCAGATAGTTTATTATTTTCTCAAGTTTTTCAATCGCAGATCTGTTCTGTT
+CTATCTGGTATGTGAGCTCTGCGATCTTTAACCGCTTTTGGGGCAATACCCCCACTTGAAGTTCCGTATA
+CGTTCCCATTTTTGAACCTATGTTTGCAGCAAAAATTTCTCTCCCTGCCACCACCCTGCTCCCGATAATT
+TGGCTTTTATTGCCTAGAAGTTTCACACTTCCTCCTGCCTTTACGTCCGAGTAGATTATCGCTTCTCCAA
+AAACGTCTCCCCCAGCCTCTACGCTGCAGTTTTGAAAATAGCGAGAGGTTATGTTCCCCTCCGCGAGAAT
+TTTTGCTTTTCCTCCTCCTTGAATGCCTTTGTGAATATTTATATTTCCTTTGGCAATTATAGTGGCAGCT
+TCTACTACCCCAAAAATCTCAATATTGCCTTCGCTTTCAACAACAAACCCCGACTTCACATTTCCAGTAA
+TTTTTACACTGGCGACAGTTTTTATATTCCCTACAGAAGTATCTACTTCTTTTACTTCAAGAAGGGTGCG
+AACTTCTACTTTGTTGTTTACTGCCACAATGTGTCCATCTACTGCTGCCACCAAAGTGTCTCCTTCTACG
+TAAGTGTTTTTGCCTAAGGGAAGGCGTACATCTTTCCCTTTAATGGCAGGCACGAGTTCTCCAAAAACAT
+TCACCCCAGGCTCTCCTTCGGTGGGAGGAATTCTCCTCGCTATCACTTGCCCTTTTTTTACATTTTTGAA
+GAGGTTGAGGTTTTTGTAATCCACTGTCCCATCCTCTAATATTTTAGGGATAGCAGCAGAGTGAATGTCC
+ACTTCAAACGCTATTTTCCCGTCTTCTCCATTTACAGGCTTTTTCCCTTCCGCAATTAAAACGTACTTCG
+CATTCTGGGGATTCTTACAAATTTCTTCTACAATATTCAGTTTTACCCCATAGGTTATTCTGTGCTTAGA
+TAGTTCCTTCAGAATTTCTTCTTTTGTTGCGCTGATCCCATTGGGGTCTTCAATTAGAGAAATGTAAGCC
+TGCTGCTTGTCCTTTGAAACCTCTACTAACACCCTATACCTTTTTTCATCCATTTCAAAGCCCCCATTTA
+AAAGTACTCGCCCAGCATCTCCCTTATCTTTTTTATAGCTTTGGAATGAATTTGAGAAATGCGCGACTCC
+GTCAAATTGAGTATCTTGCTTATATCCTTGTAGTTTAAGTCTTCATAGTAGTACAGAGTAATTACCAGTC
+TTTCTTTTTCAGAAAGCTTCTCAATCGCATGGGCGAGCTTTTTCTTTAGTTCTTTGTAAAGAAGCTCCTC
+TTCAGGATTTTTCAGGTCTATCTCTGAAATAGAGTGAATCTTTAAATTATTCTCAATGGCTTCTTCAAGG
+GAATTAATGTTTGAGACATTTATGTAGCTCAAAGTCTTTAGCACGTCTTCTTCCTCTAATCCACAAGCTT
+CTGTAATTTCTTCCACTGTAGGCTCTCTGTTGTACCTTTGCTGAAGCTTCTCTACCGTCTCTTCAATTTT
+CTTGTACTTTTTCTTCAAACTCCTCGGCATCCAGTCCCTTTTTCTCAGGTAATCTATTATTTCGCCTCTT
+ATCCTCAAAGTAGCGTATGTCTCAAATTTTACCCCTTTGTCAGGCTGATACTTTTCAATAGCATCTATGA
+GTCCTAAAATCCCTTGGTGGATAAGGTCTTCATACTCTGACTGGGCGATATCTGATATTACAAGCTTTTT
+CACTATATGTTTTACCAAAGGAAGGTATTTGACAATAATCTCATTTCTCGCATCAGGGTCTTTTTGAAGG
+TTGTAAACTTTCCAAACATCCTCCTCCACTACTGACATATGAATTCCCCCAGTTTTTTATTTTAAATGTA
+CTTGACTCCATGGCCTATAGTCTTTACTAAAAGTCTGCCGTCTTCAGAATAAAATTCTATAGTCCTTCCG
+TAATTTCCACCTGTATCCTCAGCTACAATAGGTATGCCGAGCTTTTTGAGCACTTCCTTTGTAGCGATTA
+CATTCCTTTCCCCTATGTTCATGATGTCAGAATTTATCTTTGAAGAAAACATTTGCGCGCCTCCAGCTAA
+CTTGCTTATCAACCTTTTCGGATTAGCTCCTTCCTTCAACATCTCTTCAATCAAAATCTCTATTCCAGTA
+TCAGCAAATTTCAGCTTATTAGAATTGTCAGATATTTTATTGCTGTAAGGCAACATTATGTGAACAAGTC
+CTGCAACTTTTGCGATAGGGTCGTAAAGCACAATCCCCACACAGGACCCCAGCCCAATTGTAGTCAAAAT
+GCCCGGGCTCTTTGTGACTTTTGCATCCGCCATTCCAACCCTAAGAATTTTGCTCTCCATTTACTTCAAC
+TCCAAGCGCTTTTAGTATTAAATCAAAAGAGTTTATATCAGGTATCAGGAAAAAATCTCCTCTTATTAAC
+CTTTCTCCTTCTACAAACTGAGTTTCTATGAATAAAATCTTGTCAGAAATTTCGCCGTACTGTATTGCAG
+GGACGCTCAAAATTGCTCCTGCCATGTCTATGCTCAAAGCAGGCGGTGAGATTTTCATATTGAGAGAGGT
+AAGAGTAGAAAGTGATGCTACATAGCTCCCAGCCATTATGTTTCCAATCTCTTCTAGCGCAGACTTTTCA
+AGCTCGTCAAATTCCTCTTTCGCTTCAATCCCCATTAAATTCCATATAAGAGAAGATGCGCTATCAAGGT
+CTAAGGTAAAGAGTATGTTCCCTTTCACATCTCCGTCCAAACCAAAATATATCCCGACTATCACGGTATC
+AGGTGACCCAAATATGTCTGGGACTTCTACAAGCTCCAATATCTTTACAGTAGGTACTTTCATGTCTACC
+TTTTTGCCTATCATTGTAGAAAGAGCAGTTATGGCGTTTCCAGCTCCGATGTTGCCCAGCTCTTTTAGTA
+CATCCAAGTATATCTCATTCAACCTGTTTATATCCACATTTCTCACATCCCGACTCCCAAAAGTTTGTTC
+AAATCCAGTATCAAAAGCACCCTGTCTTTAATCTTACCGACTGTGCTGACAAATTTCGAATACTCCTCCT
+CTCCTTCACTAAAAGAAAGCCTGTCTATATCCTCTTCCCTTATCTCTACAACTTCATTGGCGTTATCCAC
+AATAAGTCCTACAGCCATATCGTAATCCTTCAAAACCACTATTCTCGTATCTTCATCGTACTCTTTCTCT
+GGAAGCCCCAGTTTTAGCCTCAGGGATATTACGGGTATGATTTCTCCTCTTAAGTTGATAACTCCTTTCA
+CATAATTTTCAGTCTGAGGTACCCTTGTTATGGGCAAAATCTTCTCTATAGTCTGCACCTTTTCAATTCC
+TATGGCGTATTCTTCATCTTCAATCTTTGCCACAACAAATAGGCTCAAAATTCTTCCCTCCTATTCAGAA
+TAAATTATTGGCGTCCACAATAAGCGCTACCTGTCCGTCACCTAATATAGTTGCTCCTGCAATTACCTTT
+ACGTTGGATAAGTATTTGCCTAAAGGCTTTATGACTATCTCCTGCTGTCCAATTAAGTCGTCCACTGTGC
+AGCAGGCCAGATTTTCTCCTTTCTTGATTATCACGCAAATTAAATTTCCATTTGATTCCACTTTTTTCGT
+CTGAAGTATTTCGTTTAATCGAATTATTGGAATGACTCGACCCCTGTAGAGAACTATTTCCTTTCCTTGG
+ACATTTCTCACTTCATCCTCTTTTTTGTGGACTATTTCGGAGATTGAATTTAGAGGAATTGCAAACTTTT
+CATCTCCTACTTTCACCAATAGAGCCTGTATTATAGCCAAAGTCAAAGGAAGCTTTATAACAAATTTTGT
+TCCTTTATCTGGCTCTGAGAACACCTCAATCGTTCCATTCAAAGATTCAATCTTATTTTTTACAACATCT
+AATCCTACGCCTCTTCCAGAAATGTCAGTTACTTTGTCTGCTGTGCTAAAGCCGGGTTTAAATAAAATTT
+CAAATATCTTGTCCTTCGAAAGACTAGCAATTTGCTCTTGAGTGTAAAGTCCTCTTTCTATGGCTTTTTC
+TTTCACCTTTTCAATGTCAATTCCTCTTCCATCATCGCTCACTTCGATTATGACGTTATTTCCTTCGTGA
+TAGGCTTTTAAATTGATTGTGCCCACCTCAGGCTTGCCCTTTTTTATCCTCTCCTCCGGCGGCTCTATTC
+CGTGATCAATGGAATTTCTTATTAGGTGAACAAGAGGGTCCCCAATTTCATCTATTACAGTCCTGTCTAC
+CTCAGTTTCCTGGCCATACATATTGAGTGTAATTTTTTTCCCTAACTCGTGGGAGAGGTCTCTTACCATC
+CTCGGGAATCTATTAAATACCCTCTCTACAGGTACCATCCTCACCTTCATAACTGCATCGTGCAAGCTGG
+TAGTAATTCTCTCCAAGTATTCAATTGCATTTGCTGTTTCTGGATTTTTGTTATCAGCTTCCAGCCCTTC
+TAACCTGGTCTTTATGATTATCAGTTCGCTGACCAAATTCATGAGATTGTCGAGTCTGTCTATATCTACC
+CTGACGCTTTTTGAAGTTTTATTCTGGCTTATCGTCTTCTTAGCAGCTTCTAAAATCTGAGTGTCTTCTG
+TTTCCTCCTTGGAAGGAGTCACATTTATTTCCTCTATCTCTACTCTTTCTACTTCAGGAATGGCAAGGAG
+CATTTCTTCTAACTTTTCCTTTTCTTCTTTTGTGAGAAAATGGAGTGTGAAGCTATAATCAAATTTTTCA
+TCCTCTATATCCTCAACAGGAGGAAAAGAATTTATTATGTCTCCCATTTTATCGAGGTTGTTAAATATCA
+CAAAAGCCCTTGCAGACTTCATCATGCAGCCTTTGTCTATATGCACAGTTATTTTAAAAGCCTTGTAATT
+TTCTTTATAGGCTTCTCTTATTATATCTTCCTCGTATTCGTTAATAGAAAGACTGCCACTATAGGTAATA
+GCCTTTTCTTCATTTCCCGGCATTTTCTTTATGCCCGAAAGCAAGAATATCACGTCGTCTGCCGGAAAAT
+CTTCTCCTGTTTGAGATATGGAGTTTAGCATTTCACCTAAAACATCTACGCTTTTAAAAAGTATATCCAT
+TATAGAGCTGGTAATGGACAGTTTACCGTTCTTTACTTCTTGAAGCACATCTTCCATCTTGTGGGCTAAC
+TTATTCATGTTTTCAAAGCCCATAGTAGCTGCCATTCCTTTTAAGGTATGGGCAGACCTGAAGATTTCAT
+CAATTACTCCCTTGTTCTGAGGGTCTTTTTCTAAAAGGAGCAAGTTGCTGTTTAAATTTTCTATGTGTTC
+CTGTGACTCTTCTATAAATATCTCAATATATTGATTGGTTTCCATAAAACTCCCTCACTTTCTCTATTAT
+CTCCTGTGGAATTTTATCTAGCGGTAGAATTTTGTCTACCAGCCCTGTTTTGATGGCACTATACGGCATT
+CCTTTTGCAATAGAAGATTCAACATCCTGAGAGATTATGAAAGCTTTTTTCTCTTTTAAAAATCTGATTC
+CCTTTGAGCCATCACTTCCCATCCCTGTGAGTATTACAGCTATTATGCAGGAATCAAGCTTTGATGCGCT
+AATAAAAGTAGCATCTATTGAAGGCTTGTAAATAGAGTCAAACTGTTCCAAAAGTTTTATTTTGACTTCA
+TCCCCTTCTTTTACAAGAAGAAGGTGTTTATCTCCTGGAGTAATATACGCCACATCGCTTCTTACTACCT
+CTCCGTCTTCCGCCTCTTTCACTTTTATCTTGCACTTTATATCAAGTCTTTCTGCCATAAGACTTGTAAA
+TTTTTGAGGCATGTGCTGAACCACTATAAAAGGTACCCCTATATTTTCAGGTAAACTTGAAAGCAGATAC
+TCTAAAGCTCTTGGCCCCCCCGTAGAAGACCCAATGAGCACAATGCATTTATTCTTCATATCTTATTCAA
+TCCCTTTTTGCCTTATTTTTCTCTGTTCTTCGAAGATGTAGCGGATTATCTTTTCTCTCATTCTCTCTTC
+AATGTCTACGTAACACACTCCCACCTCATACCCCTCTTCCATGGACTCTTCGTATCTCACTACCTTTCCA
+GAAACCTGTATTTCTTCATCTAAAGTAAAGCTGCAATCTATAATAGTGCCTATTTCTAATTTCTTATCTA
+CCCGGCACCTCAATCCTCCCCCGCTTATATCCTGTATTACACCTTTGTACTCCTTCTCTTCTTCACCCCT
+TATTCTGTAGGTGAAAGGTATTACTTTTTCCAGCCTAAAGTACTTTCTCCTCTGCAATCTCTCCACGCCA
+CTTATAGGCATGATCTCTAAAAGGGGGAGCTTTCCTGAAAATCTATTTAACACTTTCGCGTAAAAGATGA
+ATAATCCCTGTTTTGTGAAGTAAATAACCTGCACGATGGAACCTACTCTAATTGGCACGAGATGTCCACT
+GTAAACAGGAGTATCAACTAAAAGGGTGCCGTCTTTTGACACATCCTGCACTTGAGAAGAATACATGGTC
+TTTCCTTCATTTAGGCCTATCTTAATCTTCTGCCCTGGTTGTAAATTCACCTGGTTCATCTATATTCTCC
+CTCTTATCTCTGTTTTAAAAGTTTTGTAAAAATCCCCCACAACCCTTGCGGTTCTTCGGGAGGAGATTGA
+TTGGCTAATTTAGCTGCAATTTGAATTAGCTGCTTCGCAGTTTTGCCATTGTGATACTTAATCACGATAG
+GAGTCTGCTCAATTATGCACTCTGTCATCTTTTCGTCAATTTCCAAATATCCTAGGTCGTTTAGAGAAAC
+CCCCAGATAGTTATTGACTACAGTTTCAAATCTTTTATAAATTTTTCTGTATTCTTCAAAACTTTTTACC
+TTGTTAATGAGCACATTTATCTTTTTCTTTTCGCCTACTAACGAATGTTTAATGAGTGTATAGGCATCCA
+TTATAGAAGTAGGTTCAGGAGTAACTATTAACACAATTTCATCTGCAGCTTGCAGAAACTGGTGTACTAC
+CTTGTTAAGTCCTGCACCGGTATCTATAATAATAAAATCGGAATAATAGTCTAAAATTTTAATGTTGCTG
+AGAAAAAGTGTTAAATCCACTCCTTCGTCAATTAAGGTAAAATCTCCACCAGAAGAAATGTATTTTACCC
+CCAATGGTCCTTCACTTATCACCTCAGTTATCATTTTGTTATTGTAGAGTACATCAAAGAGGGTGTATTT
+AGAAGTGACTCCCAGCTCAATTTCCACATTTGAAAAACCTAAATCAGCGTCAATTATTGTCACATTGTAA
+CCAAGCTTTTTCAAGGCCAGAGATAAATTTACAGAAATACAGGTTTTGCCTATCCCTCCTTTTCCGCCAC
+TTATAGTTATAACTCGGCTTTTTTTTATGCCTTTCTTTTGGGAAACCAATCTTCTTAAACTTTCAGCCTG
+GTCCATCATTTCAATTCCCCTTTACTATGTTAGAAAAGATGATTTCCCCATCCGCTAACATCAAGTCATC
+AGGTACTATTTGCCCGTTTGTAAAATAAGAAATTGGTCGCCCAGAGTAATACACGGCATTTAATATAGAA
+CTGTAGTTGTCTGTTTCATCAAGTTTTGTGAATATCAACTTGTAATTGCCTGCAAAGTCGTATCTATTTA
+TAACTTCTTTTAAGTCTTGAGACCTGGTAGTAGCGCTTAAGCAGAGGAAAATTTCATCGCATTCAGCGTA
+TTTTACAAAGGTCTTAAGTTCGTTTATCCTCTTTTCGTCTTTATGACTTCTCCCAGCAGTATCTATCAAA
+ACCACATCATAATCTTCAAATTCGGGCTGAAGTTTGTGAAATTCAAATATATTGCCCACAACTTTTACAG
+GAACCCCTAAAATATCTCCATAACTCTTAAGTTGGTCCACAGCAGCAATTCTAAAGACATCCGCTGTCAC
+AAGCATCACTTTTTTCCCCTCGTTCAAAATAAGATGAGAGGCAATTTTAGCGACGGTCGTAGTTTTCCCC
+ACTCCAGTAGGCCCTATGAAGAGCACCTTTTTACTTCTTTCGCTATCAAGTGGCTGAGGGGCTCCCAAGA
+AGGCTTTTATCCTCTTTTTCAAAACTTCTTTTCCTACATCGTCCAATTTATCAATTCCTTCTCCCAAAAG
+CTGTGATAACTCTTTTTCAATGCCATATTCCACAAGCTTTAAAGTGATAGACTTTACACCATTTTCAGAA
+ATTTCACTGCTCTTATTCGTAGCTATCGTCTTTATCAGATTCTTAAGTTCATTTATATCGCTTTTTGTAA
+TCACTTCCTTGGGAAAATTGTAAGGATTATCTTCTACAGCAGCCACCACCTCTACTTTGCTCTTCTTAAA
+AAGCCCTTTTATTCCCCTTTCCCTTATCCTGTGCTGATGAAGGATTACAGCATTGCTCCCCATTTCCGCC
+TTTATCATCTTTAAAGCCTCTTGAAAGTCATCGGCTATGTATTTTTTAATTTTCACCCAGTTTCACCGTC
+CCCACAGAAATTACTTCTATATTAGGCAAAAGCTCATTGTAAGACAGCACAACAATGTCCGGAGAAATTT
+GTTCCACCAGTTTTCTTAAGTAAAACCTTGTGACAGGAGCTGTAAGAATCACCGGCTGTATCCCTCTTAA
+GCTCACGTTTTTTGAAACTTCCTGTATATTCCTTAAAATTCTTTGAGCAGTTGAAGGTTCAATTGCAAGG
+TAAGACCCGTGTTCAGTCTGAGTGATGCTAGAAGATATTATCTGTTCCACTGCAGGGTCTAGGGTTATAA
+CTTCAATTCTGCCGCCTGAAGCATATCTATTGGAAATAGTGCGGGCAAGGGCTTGTCTCACATACTCTGT
+TAATACATCTGTGTCTTTTGCAATAGGAGCATAATCTGCCAGAGTCTCCAAAATAGTCACAAGGTCTCTT
+ATGGGAATTCCCTCTCTTAAAAGGTTTGAAAGCACTTTTTGCACTTCTCCAACTGTCATAATTTTGGGTA
+TAAGCTCTTCCACCAGCGTAGGATGCGTTGACTTTATATTGTCAATGAGGTTTTGCACTTCCTGCCTCCC
+CAAAAGTTCATGAGCATGCTGTTTTATGATGTGCGTCAAGTGGGTAGCTATCACAGTAGGCACATCTACC
+ACTGTATACCCTCTTGCTTCCACCTTTGACCTTTCATTTTCATCAACCCAAATAGCCGGAAGACCAAAAG
+CAGGCTCTCTTTCTCTTATTCCTTCTACGTCCTCTTCAATTTCACCTGCTGTCATCGCCATATACCTGTC
+TACATAAACTTTACCGCGGGCTATTTCATTTCCCTTAATTTTTATCACATATTCATTTGGCTTTAACTGT
+ATATTGTCCCTCAAGCGTATCATTGGAACTACAATGCCTAGTTCTAAAGCAATTTGCCGCCTTATCATCA
+CAATCCTGTCCAGCAGTTCTCCGCTTGCAAGGGGAATGAGTTCATATCCAAATTCAAGTTCAATGGGGTC
+AATCTGCAAAAGTTCGTACACCTTTTTGGGGTCTCTTATACTTTCTAATTCCCTTATGCTCTCTTCCTGC
+TCCTCTTCCTTTATTTCCACTCTCTTTGTAGTAGCAAATCCCAGGTACGCAAACAAGCTGCCCATCAAAA
+TGAGAGGCAATTTTGGCAAAAGTGGTACCAGAACTAGGGCAAAAAGCAATAAAGAAGCCATTTTTAAAAT
+GCGAGGTTCACTGAAAATCTGCCTCACTATGTCCTCACCCAAATTAAACTCTGAAGAAGCGCGTGTCACA
+ATTATGCCTGTCGCGGTAGAGATTAAAAGCGCAGGTATTTGATTCACAAGCCCTTCTCCCACAGTGAGAA
+GGGTGTAAGTGTGAAGAGCAGTATTTGCATCCATGCCCTTCATTGCCATTCCAATTATGAAGCCACCGAC
+AATGTTGATAATTATTACGATTATTGAAACTATAGCATCTCCCCTGACAAATTTACTCGCACCATCCATA
+GCCCCGTAAAACTTTGCTTCCTGCTGTATTTGTTTTCTTCTCTCTAAAGCTTCTCTTTCTGTTATGAGGC
+CGGCATTTAAATCAGCATCAATAGCCATTTGCTTTCCAGGCATGGCATCTAGTGTAAAGCGTGCCGCTAC
+CTCTGACACTCTCTCAGCACCTTTTGTTATGACTATGAACTGAACAATCGCAATGATGAGAAAGATTATG
+AAACCTACAACGGGATTTCCGCCTATTACAAAACTTCCAAACGCCTGTATGACTCCTCCTGCGTAAGCGT
+GAGTCAGTATAAGCCTTGTACTAGATATGTTTAGAGCAAGCCTTATAAGAGTAGTCACTAAAAGTATCGA
+AGGAAACACGTAAAAGTCCAGAGAGTCTTTTACGTACATAGTGGTCAAAAGGATTATGATGGACAGAGTA
+ATATTGAATATCAGCAAAAAGTCCATTACAAGAGGAGGAACAGGAATTATTACAAGAAAAACTATTCCAA
+CTACAAAAAGAGCTATTGTAAGTTCAGAGGCTTTCAAAATATCCCTCCTTATTCTCCCCGTAGGCTGTAC
+ACGTACGCCAGCACTTCTGCTACTGCTTGATAAAGTTCAGGCGGAATCATCTGTCCTACTTCTGTAGAGT
+TGTACAGGGCTTGGGCAAGAGGCTTATTTTCTACAATAGGTATATCAAGCTTTTCTGCTTCTTCCTTTAT
+CTTTAAAGCCAACAAATCCTTTCCTTTTGCTACAACTACAGGAGCGTCGTTTACCTCGCTGTCATACATC
+AAAGCAACCGCAAAGTGAGTAGGGTTTGTGATGACAACATCCGCTTTTTTTAAGTCCTGCATCATCCTTC
+GAGTGGATATCTGTCTTTGCTTTTTGCGTATTTCTGCTTTTATCTGCGGATTCCCCTCTGTTTCTTTAAA
+TTCTTCCTTTATATCCTCTTTGCTCATTTTGAGACTGTTTTCATACTCCCTCCACTGGAAAAAGTAATCA
+ATAACTCCTAAAACTATTAGCACAATTCCAATTCTTATAGTAATACCGAAGAGAATGTTTGAAGTATACC
+TCAAAAGGTCCTGAACAGACATATCGAGAAGCATCGGTATTCCTTTGTACTGGGAAGCTAAGAAAGAATA
+CATTATGTAAAATAACACGACCACTTTTGCTACAGATTTCAAAAGTTCCACTAAAGCTCTTCTTGAGAAT
+ATCCTTTTAAATCCCTCTACAGGGTTTAGCCTTTCAAACTTTAAAGTCAAAGGCTCTGCAGTAAACACAA
+ACCCAACTTGAAAGTAAGTGGATATGAGAGATACTGCAAAAATTGCCAGTATAACAGGTACCGAGATTAA
+AACTATCTGATTTACCACATAATAGAAAATTTTCCATATCCCTGCTGTGTTAAACACATCGTCATTCGCC
+CCAGAATACGTGATAAGAAGAAACTTCAAAAGGTTTCCCACTCTACCTAGGAAACTCTGCAAAAACAAAT
+TTATCATTAAAAATCCTGTCACAACGACAAGGGCAGAGGTTATCTCCCTGCTTTGAAAAACCTGTCCTTT
+TTTTCTAGCCTCCTGCCTTCTCTTTGGAGTAGCTGGTTCCGTCTTCTCCCCAGCAAAAAGCTGCAGATTT
+ATTTTGCTCAAAGTCATCACCTTGTCATTAATTTCATCAGCCTGAAAATATCTGCATTCATGCCGTTGAA
+TATAAAATCCACTATGGTAAGGTACATTGGCAACATAATAATCAGTGTAAAAATCCCTACAAAAACTTTG
+GCAGGCATTCCCACCATAAATACGTTAAGCTGCGGGATGGTCCGGGAAATTATCCCCAAAACTAAATCTG
+TCAAAACAGTGGTTAAAATTATAGGAGCGCTTATTCTAAAGCCTATCGCAAACATGTCTGATACCATTTT
+AGTTAAGACCTGTAACATTCCTGATAAATCGAAATAAATTTTCCCAATAGGTATTATTTCGGTGCTCTTT
+GCTAAAAAGGTAAAAAGAAGATAATGTCCATTCATCAGCATGAATATCAAAATTGTCATGATGTATATAA
+AATTGCCCATGAGTGGCACCTGTGCTTCACTGTGAATGTCCAGAATGTTTACAAGCCCAAAGCCAAGCTG
+ATAATCTATGAGCTGACCTGCTAAATACACCGCGCTAAAAGATATCATGGAGGCAAGCCCTATTGTAAGT
+CCCACTAAAAATTCAGAAATCACTAGCAAAAAATATGTTAAAACATTGTCTATGGATATAGAAACAGGTG
+GCATTACATCAAACACTATGAGAGATGCAAAAAAACCCAAACCTATTTTAAAAACAGTTGGAACATGCTT
+TGTCCCAAAAAAAGGAGCGAGTATAAAAATTCCTAGCATCCTTACAAAAAGTAATATAAAAACCTGTACA
+TTCTGCAAAATATAGCTCATCGCATCCATAGCACATCACTTTATGAAGTTATTTATATTGAGAAACAGGC
+GCTGTGTGTAATTTACAAGGGTAGTAAGCATCCAAGGTCCAAACAGTATCAAACTTAAAAGCACAGCTAC
+GATTTTTGGCACAAAAGACAAAGTCTGCTCCTGAATTTGCGTTGTTGCTTGAAAAATGCTTATAAGAAGT
+CCAACTCCAAGGGCTACTGCCAGCATAGGAGTTGCCACTGTCAAGGCAACAGATAAAGCCTCTCTTCCAA
+GGTCAACCGCCATACTACTTGACATTTTTTCATCCCCTTATCTAAAACCTAAAATGAGAGACTTAACTAC
+CAAATTCCACCCATCTACAAGAATGAAAAGAAGCACTTTAAATGGCAGAGATATCAAAACAGGTGGCAAC
+ATGAACATTCCCATTGACATGAGCACACTGGCAACAATTATATCTATTACTAAAAACGGGATGTAGATTA
+TAAATCCTATCTCAAAAGCTGTCTTCAACTCGCTTATTATAAAAGCAGGTATTACAACTCTCATGGGGAG
+GTCTTCTACCTTGTCTACTTTAATCTTTGCGAGATTCACAAAAAGCGCAAGGTCATTTTGCCTTGTCTGC
+CTTAACATAAAGTTTTTTAGGGGTTTGATTGCTCTCTGATAAGCTTCATACTGGTTTATTTGACCTTCCA
+CATAGGGTTTTATGGCATTGTTGTTTATGTCATATCCAACAGGTGCCATTATGTAAAAGGTGAGGAACAA
+AGCCAACCCAATCAACACCTGATTAGGCGGCATCTGCTGAAGCCCTAAAGCATTTCTCAAGAAGGCCAGC
+ACAATGACTATTCTCGTAAAAGAGGTCATCATTATGAGTATAGAAGGTGCAAGGGTCAAAACTGTGAGCA
+AAAGTACAATTTGCAAACTCGTAGATAAATTAGAAGGAGAAGTAACAGAGGACACCAAATTACTTAAATC
+CATCATTTATCACCATCTTTTTTAAAAAGGTTTCTAAATCTTTCTAGAGAAAAGTTTAGTTCAGATGCAA
+AGTTCTTTGGTTTTTCTATTTTTACATGTTCTCTCTCTATCTCGGCTAAATAAGTTATGTTGCTATTAGT
+CACTCCTATTAGCATGAATCTATTGCCCACTTTTATAATATAAAGCCCTTTTTCTCTCCCTAAAGAGATA
+AAATCTATGACCTCTAAGTTTGAACTGCGACCTAGCTTTATGGAGCTTTGTCCGATAAAACGAGTTATAT
+AGAAAGCGGCACCAATCACAAGAAAAAACGCAACAAGATACCATATAAGCTGAATCCAGTAGGGCACTTT
+AAACGCCTCACTTTAACAATTTTCTGATGGCTTCTACCACTCTATCCGGTTGGAAAGGCTTCACAATAAA
+GTCTTTTGCGCCTGCCTGTATGGCTTCTATGACCATTGCCTGCTGTCCCATAGCAGAACACATTATTATC
+TTCGCATTTGGGTCTTTAGCGCGAATTTCTTTTACTGCCTGAATGCCATCCATTTCCGGCATGGTTATAT
+CCATTATGACCAGATCAGGCTTTTCTTGGACGTACTTTTCCACTGCTACTGCCCCATTTTCAGCCTCTAT
+GACACTTCCAAGATTGTTCTTTGAAATTATATCTTTTATCATCATCCTCATAAAAGCAGCATCGTCGACA
+ATCAATATTTTGCTCACAATGATTCCTCCTTGTCTTTTATTCTATATTGCCAATTCTCTTGCCCGGATGA
+ACAATGTCTGTAATCCGCACCCCAAAATTTTCATCAATCACCACTACTTCTCCTTTGGCAATGTACTTGC
+CGTTTGCCAGTATATCTACAGGCTCTCCTGCCAGTTTGTCAAGCTCTATTATAGAACCCTCTGTCAGTTC
+TAGTATATCTTTTATTAACTTTTTAGTTTTGCCAAGCTCAACAGTGATAGTAAGGGGCACGTCCAGTATC
+AAATCCAAATTCTTACTCTCTCCTTTCGCCTCCTGCTGAGGCTCTTCATCAAAATTCTGGAAAATTACAG
+GACTTACATTTACCTTTTCTTCCTTTTTAATGGCCTTTTCACTAGCCATTTTCTCTTCAGATTCTCCTTT
+GCTTTCTTTTTTCATCTCTTTAACTTCTGCAGGCGGTGAAGTAGAAGTAGTAGCCTGTTGAAGAACGCTC
+TTAACAAGCTCTTTAGCAAAGTCAAAAGGTATAAGCTGCATTATTTCGCTGTCAATTATATCTCCCACTT
+CCATCTTAAAAGCAACTCTGACAACATCTCCTTGAGGAAATGCTACATCCTCCGGCAAAGCTGTTGAAAA
+ATCCACTATAAAGGCCTTCGGAGGAGATATGTTTATCTTCTTGTTCAAAAGAGTTGAAAGAGATGTAGCA
+GCTGAACCAATCATTTGATTCATTGCTTCACCGACAGCGCTTAAGTGAAGGTCTGTTATCTCTCCTTCTT
+CTACTTTACCATCTCCTCCCATCATGAGGTCAGTGATTTTTAACGCATCTTCTTTTTTCAAAATAAGAAG
+GTTATACCCTTTTAATCCTTCTGTGTACTCTACTTGTACTCCAACATAAGGTATGTTGAATTCTTCTTTT
+AACTGGTCCCATGAGAGCACGGAAACCTTCGGAGTTGTGATGGTAACTTTGTTCCTCAAAAGAGTATACA
+AAGTAGTAGCAGATGTACCAAAGCTTATATTTCCTATTTCCCCCAATATGTCCTTTTCTTCATCAGTCAG
+TTCTTTTTTTTCCTGTGTTTCTTCTTGGAGCCCTTTTAAGAGAGCGTTTATTTCCTCTTGCGACAAGAAC
+TCATTTACTTTCTTCATCTCCTTTGTAAATAACTTCTGTTATTTTGACGCTGTATCGCTTACTTTTAATT
+CCAGGTATTCCTTTAAATTTTACTTTTTTATCTATTATCACCTCTACAGGTTCGTTGTATCTTTTATCCA
+GCATTATCACATCTCCTACTTCAAACTTTAAAAGGTCTCCTACCGTGACGGTTGTGCTTCCCAATTGCAC
+TGTCAAAGGAATGTAAGTCTTGTCAATCTTCTCTTTTATAAGTTCGGGATTCACTTTTTCTTCTTTTTTC
+ATGCTCGAAAACCAAAACTTAGTTGTAAGTTTTGGCACAATTGGCTCCAGCGTCAGATGAGGCATGCAAA
+AATTCATCATTCCCTCTGTCTCGTTGATCTTTATTGAAAGCGTGCATAAAGCCACTGTCTCATTTGGCGA
+AATGATCTGCGCAAACTGAGAATTGGTCTCCACTCTCATCAGGGAAGGAGTGAGGTCAATTATATTGCTC
+CAAGGCTCTTCTAACAAAGGCAGTATCTGCTTTACAATTTTGGTGAGCAAATTGACTTCTATTTCTGTAT
+AATCTCTGTCTAAAAATTCTCCTTTGCCCATCCCTCCTAAGAGCCTATCCAATATGGCGTAAGTGGTATT
+GTTGTTAAGTTCTAAGAGGAATGGCCCTTCCAGAGGGGATGCGTCAATTATAGCGATGAACACAGGATTG
+TTTAAAGAATTGCTGAATTCGTAATATGTAAGCTGGTCCACAGATACAACAGCCACATTCACAATGGTCC
+TCAAATAGCCCGATAGAAAAGACGTGAGAGACCTTGAAAAATTTTCAAAAATCATCTGTAAGGTTCTGAG
+CTGTTCTTTTGAAAATTTGTTGGGCCGTCTGAAATCGTAGGATCGAATTTTTTTTGTCTTTTTCTCTTCT
+ACTTTCTCTAGGTCTTTTACTTCCCCTTGACTAAAAGCCTTTAAAAGCTCATCTATTTCACTCTGTGAAA
+GTATCTCTGCCAAAAGACCCCCTCCTCCCTACTGCACGATAAAGTCGTTAAAGTACACATTAACTACTTT
+TCCTTCGCCTATTATTTTGTTTATCTCATTTTTTATGTCATTTTTAAGCATTTCTTGCCCTTGGGGTCCT
+TCTACCTCCTGTGCTGTTTTACTCCTTAAGATCTGAATTATAGCATCTCTGATCTGGGGTGTATTTTCCT
+CCAGCTTTTTTAACACTTTAGGGTCTGTCACTTGAAGTTCTACCACCACTTTTATAAACTTGCCGTCTCC
+TTTTAAATTTGTTATGAATTCTCCACCTGGAGAATAATTGTAATAGGTGACTTCCGGCGTTTTATTCGGG
+TGAGCAAAATTGTTGAAGTACACAAAAGCTGCGCCAAAGGATAAAACCATCGCTATTACTACTATAAGAA
+TCGTCTTTGTATTCATTCTAACACCTCTTTACCTCTTTCTATTGCAAAAATTTTTCTTTTGTATTGGATT
+ACTCTTTCTATGACCTCTTCTGGCGTCTCTTTTACTACGATCTTTTTGCCTGTAGTAAGGCTTATAACTG
+TATCTGGCGTCTTTTCTATAAATTCAATGAGGTCTGCATTCACGACAAACTCTTCATCATTGAGCCTTGT
+CACATAAATCATGTTTTTCCTCCATCAAGCCTGCCGGGGGTACCCCCAGCAGGCTAAACTTTATCTCTTC
+ATATTCACTAAATCCTGCAGCATTTCATCGGAGACGGTTATAACCTTAGCATTAGCCTGAAAACCTCTCT
+GAGTTGTAATCATGTCTACAAATTCATTAGCCAAGTTGACATTTGACATCTCTAAAGTCCCTGGGTTTAT
+GCTGCCTCTGGTTCCACTTCCTGCTGCTCCTATCATGGGTTCTCCTGAGTTAACTGTATTTATAAACATC
+GTATTTCCTACTTTTTCTAAACCCATGGGGTTCTGGAAGTCAGCAAGAGCTATCTGCCCTATTACCTGTC
+TTCTGCCGTTTGAATATATACCGGATACAACCCCGTACTTGTCAATGTTGATGCTCTGCAAAGACCCTGC
+CTCATTGCCATTTTTGCTTAATTCTCTCAAATCTGTTTCTGTTGAGAACATTGTAAGCTTTGAAAGGTCA
+ATATTGACAGGGCCAATCTGAGCATTTGTAACTGCTGTGTTCATGTTAAAGGTTAAAGTTCCGGTAGCCT
+GCGTATTAGGAGCTATCTTTCCATCAGCTCCAAAAGTGATTGCCGTTGAACCAGCGACAGAGACAGAAGA
+AATATACGGGTCTTGAGAAGATACACTCCAGTTCCAGGTATTGGGGTCTTGCCTTGTGAAAGTTATTGTA
+GCCACATGGCTTCCACCTTGTGTGTCATAGACGATTATGTTGTAGCTTATGCTCTGACCTATTCCAGTAG
+AAGCATTCAAATTTCCGCCTATTTCTAATTGAGTAGTGGTAGAAGGCTCCATCCCAAACCAGTTTTTAAG
+GCTTATCGGAACCAAATTCCCGGTGTCAGTGTTCACTGTCTTGCCATCAGTTGACATCCATCCTAAAACT
+TTATATCCATCAGGAGTTACCAAGTCTCCATTAGAGTCAAAACTAAAATTTCCCGCCCTCGTGTAAAGAA
+TTGATTCCCCATTTGAAACTATGAAAAATCCATTTCCGTCAATTGACAAATCTGTTGGGTTGTCAGTTCT
+CTGGGCTCCTCCTCTTGTAAATAAAGTATCAATAGAAGCTATGGCAACTCCCAGACCAATTTGCTGAGGG
+TTTGTTCCTCCGCCATTTCCTTGAGGAGCCGAAGCTCCTTTTATGGTCTGGCTGAATATCTCTTTAAAAG
+TCATCCTGCTTGCCTTATACCCCACTGTATTTACATTGGCTATATTATTTCCAATAACATCCAACCTTGC
+CTGATGAGCCTGTAAACCTGAAATGGCAGAATACATTGACCTTAACATTCTCTCTCCTCCTTTTATTTTA
+AGCGCTGCCCGCTTTCTCTGTCAGTCGAAAGCGGATAAGCCCCCTGTTAAGGTCCGGCTTATATTATCAC
+AGCGCCGTCTATGTTTGTAAAAACGCTATTTTTTAACATGCTCTCGTCCATAGCAGTTATGACTGTCCTA
+GATTTCAAATTCACCACAAAAGCTTTATTATCCATTATTATCAGCGAATCCTTTATCCCTTTACTGCTGG
+CTTTTTCAACAGCCTCTAAAAGCTTTTTGTACTCATCAGGTGTAATCTTTACATTCCTCGCTTCCATCCT
+TAGAAGGGAATGTTTTGAAAATTTAATTTCTGCAAGCTTTTCTTCAAAAACCTGTTTAAAAGCTTCCCCG
+TAAGAAGGCTGGGGCTTCTGTATAGAAGGTCCATTCAGCGAATTAAAATGGACTTTCAAAGTATCACCTC
+ACTCAGTGACAGCTCTCACAGCGTCCAAAGGTATATCTAAGCCTTTTACTTTGAGAAAGTACTGCCCATT
+TTCTCTGTACACAGCATCAACTTTTCCAAAAACTTCTTTGTAATTTCCATTCCCGTCATTTATAGTAGCG
+TACACGTTTTTGCCTATAAGCGCTATAGCTTTTACAGAGTTAAAACTTTCATTCAAATTCTGCATTTGCT
+CTAAAGCAGAAAACTGCGCAAGCTGTGCAAGAAACTCCTTGTCATCTACAGGATTTAAAGGGTCCTGATT
+TTTTAGCTGAGTCACAAGAAGCATCAGAAAATCATCTTTTCCTAACTTGCTTTTTGTAGTGACTTTATTC
+TGATTGGAAGGAGGCAGTACACTGTAGTTTGTATTTACATTCACTTTAAAGCCTCTCCTTTCTATGCCAT
+CAGGTCAAGATGGCCATCTTTGAAATAATAATTTTGAGAAGTAAGGTCTAGCTCTTCACTTGGCAAATAC
+TTTTTACTTCCGTAATGGTGGAAATAGCGCAGGTTTTCATTTTCTCCATAAAAACTTCCCTGATAGTTTC
+CTTCGCCAGTGTACTGAGGTGTAAATTGAAAATTTTTATCTACTGCTACATTCACACTTTCAATTTTTAT
+CCCTTTTAAATCCAGCTGAGCCTGCAGCAGAGAAAGATTTGATTCAATTTGGTGCTTTGTCTTCTCGCTT
+TCTGTAACGATTGTAGCTACTATATTGCCATCAATTGATTTTAAGCTGATTTGAAGTTTGCCGAGTATCT
+CCGGTTTTAGATTGACAGTCACAGATGAAGCCCCTTTTTCTTTTGCCACAAATACATTATCTACTATCTG
+ACGAAAGAGTCTGTCAACAGGATCATTAGATTTTTTGATGGAATTGTAGGTTAAATTGCTAACAGGCTTG
+CCCTCATTTTTGAAAAAAACAAATTCCTGTTTTACATCAAAACTTTTTTTCTCTGTCTTTTCTTCTTTTG
+CCTCCTTTGCAGCAATGAAAGCTTCTTTGTCAATTTTTAATTGCGAAGTTTTATCCTGATTCTTTTGAAC
+ATTTTCCTCTGCAAAATCCTTTTGATTCAAATCCTGTAAAAAAGGCTTGTCCAAGTCTTTTACCTTCGCA
+AGCTTTATATGGCGTTCAATCACTTCTGGAGAAAGTTCAATGTTGAAATTCTCCTTCAAAAAATCGCTTA
+TTTTCTTTGCAATCTCTTTAAAAGTAAAATTCCTTTCTTTTATAAAACCTTGTAGAGCAACTTCTAATTT
+TTCTCTGACCTTTTCAAAGTCTGATGCACCTTTTTCACTTGAAATCGTCTCTAAACTCAAAGTTATAGTC
+TGCATTAATGCTGGAATAAAATTGTTTAAATCCTCCATTATATCCTTATCTTCTTTTACTTTTTCTTGAA
+AAATTTCTACATTTTTTAGCCCATTTTTTTGAGAGAGGAATTCTTCTTTTTTTAGATTCAGGGGATTTTC
+TTTTATATTTCCCTCTCTTGTTTCAGTGAGTTCACTTAAGAGAAGGTCTAAAAAGCTTACTTTTTCCTTC
+CCATTTTCACCTCCTTTTGCCATCTTACTGTCAACTGCTTTTAAAAAAGGGAGCAATTCCTGGACTACGA
+CCTGCTCACTCAATTTTTCACCTCCTTTCTAAGGCACCATTGTGGCACTCTTTAAGAGCATATTTGTTAT
+TTTTGCAGCCTTTTCAGGCTTTAGTGCCTCCATTATTTTTGATGCGCTGTCTTTGTTCATAGAAGTCAGT
+ATTTTAATCACTTCTTCATCTGACATGTTGTTTAAAATTTGGGCAGCATTTTGAGGGTCCATGTTCTGAT
+AGTACGTGGCTATGTCTTTCAAACTGTTTTGCCTGCTTTCAAACTGCTGTTTTAAGGTTAATTTTTCATT
+CTGCAGTTCCTCAATTTGCTTTTTGAGCTCTTCTATCTGAGCGTTTTGCTCTTTTATCTTTTCTTCGTAG
+TTAGAAATAGTAGCTTCTTTTTTCTTCAGTTCCTCATTTAACTTTGCAATCACTGCATCTTTGTCTTCTG
+TTTTAGGAGGAGAAACTATCCCTTTTAAGAGAGGAATTTTTGATATTTGCTTTGTCAAGAAAACTTGACT
+CCCGCCTATATTGAAGTACACCAGAACAGAAGACAAAATTATGACCAAAATCAGTGCTAGAATTATCACC
+CATTTTGCTTTCGACCTTTTTTTCTCCTGAACCTGCTCATTTTGCATGGAAATGTCCTCCTAATAGGATT
+TAGCAACTTTGTAGCTCACATGCTCATCTATCACTCTTGACTGTTCGAGATTTAGTAGATAAAGATATTC
+AGAAAACTGTCTTTCCTTTAAATTTTCTAAGGCCTTTTTCTCTTTCGACACCTTCAAAAGCCCTTCCCTT
+ATTTTTTCTGCCTCTTTTTCCAATTTCAAAATGTAGTTGGCCTGTTTCTCAATCATTTCTCTAATTTTCA
+TTATGTAGGCTTCTGTCTCTGCCAGTTTGTACATCAAAGTCCCCTCTTCTACTTCCTCTTTCGCTCTTTT
+AGTAACTTCCTGAAGGTGCTTCTTTAGGTTTTCAAGTTTTTCTCTTTCTCTCTCTATCTCTTTCATAATT
+TTTGCTAAATTCTCTTTCTCAATCTTTTCTGACTGCTCTTTTAAATTCAATACCGACTGGAGGGTAAATT
+CAAATTTTTTCATTCTCATCACCTTTCAAGAGATTTAGCTAGAAGTTTTTTCGTAGTTTCAAAATCATAA
+GCTTCATCGATTTTCTGCCTTAAGAAGCTGTTCATTTTTTCATTAAGCTCAATCGCTTCGTCAATTTTAG
+GGTTAGTGCCAAAGTTATAAGCTCCTATGTTTATCAGGTCCTCCGCTTCTGCGTAAGTGGCGAGGATATT
+CTTAAACTTTGCCACCAGCTCCTTGTGTTCATCCGTTATGATGTCATTTATCACCCTGCTCACGCTTGCC
+AGTACGTCTATGGCCGGATAGTGGTTTTTGTTTGCAAGCTTTCTGGATAAAACTATGTGTCCATCCAGTA
+TGCCTCTTACCGCGTCAGCTATAGGTTCATTAAGGTCATCTCCGTCTACCAAAACCGTGTACAAAGCTGT
+TATTGATCCCTTTTGAGATGACCCTGACCTCTCCAAGAGTTTTGGAAGCACAGAAAACACAGAAGGAGTG
+TATCCCCTTGATACAGGTGCTTCTCCAATAGATAAACCTATCTCTCTCTGAGCCATCGCGAAGCGCGTTA
+TAGAGTCCATCATGAGAAGCACGTCAAGGCCCTGGTCTCTAAAGTACTCAGCTATAGCAGTAGCGGTCAT
+CGCTCCTTTCACTCTCACCAAAGCTGGCGTATCAGACGTTGCTACTACCACGACAGACCTCTTTAGCCCT
+TCCTCTCCGAGGTCTTTCTCTATAAACTCGTTTACCTCTCTTCCTCTTTCTCCAATGAGAGCAATCACGT
+TTAAATCTGCTTTTGCGTTCCTCGCCATCATCCCGAGAAGGGTACTTTTCCCAACTCCGCTTCCTGCAAA
+AATTCCAATCCTCTGCCCTTTGCCGCAAGTCAACAGACCATCTATTGCCTTTATGCCTAGAGGCATTACC
+TCTCTTATCCGTTTTCTTTCCAGAGGGTCTGGAGGAGTGTTGTTTACAGGAATTGATTTTTCGTATTTCA
+AGGGACCTTTACCATCTATTGGGTTGCCAAGTCCGTCCAAAACCCTCCCTAAAAGGGATTTCCCTACATT
+TACTTTCAAGGTCTGGCCTGTAGCTATAACTTTGCTTCCCGGTCCAATTCCCTCCATGTTGCCTAGAGGC
+ATGAGATAGACTTTTTCCTCCTTAAAACCTACTACCTCAGCGAGAACTTCATTCCCATCAATTGTCTTTA
+TGTAGCATATTTCACCTATATTAGAAAGTGGACCTACGCTCTCAATAGTAAGGCCTATCACCTGGGATAC
+TTTTCCGTAATATCCTACTAGCCTTTTTTCTCTCAAAATCTTTGAATATTTTTCCAAAACCCCGCTACTC
+ATTTAACACACCTGCAAACAAGCTTTTTAAAGTCTTCAGTTGAGTTGTCACTCCAGAATTTATCACTCCA
+GAGTTTGTCTCAATTATACAATCTCCCTTTCTCAAGGAGAGGTCTTTGACAATGTTGATTTCATCTAAAA
+ACTCTACATCTTTTAAAATCTTGTCCTTATTTTTTACGCAATGTTCATAATCTTCTTCACTTACTCTTAC
+AGTCACCTTATCAAAAGCGTTGTAATTTTCCATTCCCTTTTTTATGAGGCTTAGTATCAAATCCTTGTCT
+TCTTCCACGTGTTTTCCTACAATTTTCTCCACTGCCTCCAAAATAACGTTTATCATGTCACTTTCCGCCT
+CTTTGTAAAGCCTCTTCTTTTCCTCCAATATCTCTTCTTTTAAGGCTCTTGCCTCTTCAATGAGGGCTTG
+GGCTTTTTCTTCGCCTTTTTTATATCCTTCTTCATAACCTGCCCTATAGCCTTCTTCATAACCTTTTATC
+CTGTACTTTTCTTCAATTTCATGCGCTCTTTCTTCTGCCTCTTTTAGCATCTTCTCAATATCTTCTCTCG
+TTTTTGAAAGGATCTCTCTTTGTACCTGCCTTGCTCTTTCTATCATCTCTTTAGCCAAGGTCAAGCTCTC
+ATTTTTTACATTTTTACCCTCTTCTTTCTCTTCAAGTGGACCCTCAATCCTTCTTTTCTTTTCAGGTACC
+TCAAATTTTAGCAGGACAGGAGAGGAGATGCTGACCTCTCTTTCTTTATAATACCTATACAATAATCTCG
+TCCCCTCCTCCTCTTGAAATTACTATCTCGCCTGCTTCCTCCAGCTTTCTTATTATGTTTACAATTCTCT
+GCTGAGCTTCTTCCACATCTTTTAACCTTACAGGACCCATGTACTGTATGTCTTCCTTTATCATCTCTGC
+GAGGCGCTTCGACATGTTGCTGTAAATGACTCTCTGCACTTCCTCGCTGGCACCTTTTAAAGCGAGGGCG
+ATATCGTGGTTGTCCACTTCTCTTAACACTCTCTGTATAGACCTTGAATCCAACGTGACAATGTCCTCAA
+ATACGAACATTCTCTTCTTGATCTCTTCTACAAGCTCAATATCTATTGTCTCTAATGTATCCAAGATGTT
+CTTCTCTGTGCTCCTGTCAACAGAGTTTAGTATATCTACAATTGTCTGTATTCCACCAGAAGAAGTGTAA
+TCTTGAGTTACAAGTGAGGAAAGCTTTCTTTCCAGAATTCTCTCTACTTCTTTTACCACCTCAGGAGATG
+TGCTTTCCATTTTAGCTATCCTCATTGCCACTTCAGCCTGCAATTTTTCAGGCAAGGAGGAAAGGATGGC
+TCCTGCCTGCTGGGGCTTCAAGTAAGATAGAATCATGGCGATGGTCTGAGGATGTTCGTTTTGTATAAAA
+TTGAGCACTTGTGAAGGGTCTGCCCTCCTTATGAAGTCAAAGGGCCTCACCTTTAATGAAGAGGTGAGTT
+TGTTTATTATCTCAAAAGCTTCCTGAGCCCCCAAAGCTTTTTCTAAAACAGTTTTTGCGTACTCAATTCC
+GCCCTCTATTATGTATTCCTGTGCAATGCACATATTATAAAATTCATCAATTATTTTCTGTTTTTCTTCA
+GGAGTTAGATTCCTTATACTGGCAATTTCTAAAGTCAGCTGTTCTATCTCTTCTTCTCTCAAGTGCTTGT
+AAATCTCGGCAGAAAGTTCTGGACCCAAGGCTATTAAAAGCATTGCGCTTTTCTGCCTTCCAGTTAAAGC
+TCCTCTCGCCATATTATCACCTACTCTTCATTAAGCCACGTTCTTATAAGTTGAACTACAATATCGGGCT
+TTTCTCTTATCAGCTTCTCTATTTGCTTCTTCTTTTCATCTTTTTCTGTGATAACTATCTCTTCAACAGG
+TTCTGCTGTCGCAAGCACTTCTTCCTCAGCAGGAGGAATGACTTCCTTTGTTTTCCTTCTTCTAATCATC
+AGAAAAGCGACTAAGCCTCCTCCTACAGCCAAGGCAGCTATAATTCCCCACAAGTAAATAGGCATTCCTT
+GAGCGACTTTCTTCTGCGCCTGCATAGCTTTAAGCAAATCCTGGTTAAAAGGTATCCCTTGTACTGATAC
+TTTTACATTATTCCCTCCTGCAGCATTTGCAACTAAATCTGCAATTTGCTGCTGCATAGAGGCATTTAAA
+GGCTTATTTACAACAACTGCTACAGAAATGCTCTCAATTTTCCCTTGTGCCTCTACAAGAGTTGTCTTTA
+TCTGGTTTATCTCATAATTTATAGTAGTTTCCGTTTTGTCATAACTGGAGGTATTGTTATTTTGTTGATT
+ATAAACTGGAGGATTATTCGTTGGTTGTCCTGGGGGGCTTCCACTTTGTGTCCCTGTTGCCTTTTCTTTT
+AATTCCTGCACACTTCTAACAATTCCTTTGTTGTCATTTCCCTGAACAGGAGTGTATTCAATTCTGTCCT
+CTGTCTTTTTATCGAAATTTAACCTCACATTTGCCCTCACTACCACATTGCCTGGTCCAAACACCTGCTC
+TAAAAGGGTCTGAAGGCTATTTTGCAAGTCCTCCTGCACTTTTTTTTGAAGGGCAAACTGATTGCTGGCA
+TTCTCTGCAATAGAATCGCTCTCTGGGGTCAAAATTTTTCCTGTACTATCAATTACAGTAACGTTTTCTG
+GTTTTAACCCTTCTACACTTTTTGAAACGAAATCTATTATTCCCTTAACTTGCGAAGGGGTCAAAGTAGC
+TCCAGGCTTTAAAGTAAGCATGACAGCCGCTGTCGCTTGATTGGTAGTATTGGAAAGCACAAAGGCGTTC
+TGGTCAGGAACTACAATATTTACAATCGCATCTTGCACACCTTCTATGGTTTTCAGCGAATTTTGTATCT
+CATTTTGTACAAAGTACAGGTACTTCTGTCTCCTTTCCTGGTCTGTTGTGGAAAGCGAGTTGTTCATCGC
+ATCTTGAAAGCTAAATCCTCCCTGAGGTATACCCTCTGTCGCCAATTTCATCCTTATTTCATCTTTATAC
+TGAGCAGGTACTAAAATTGTCGTCCCATTGTCCGATAATTTATATGGGACTTTAAAATCGCTTTTTAATT
+TCTCTACTACTATTCCAGCATCTTTTAAGCTCAAATTAGAATACAATACCACGTAATTAGGCCTATTGGC
+TATGTATACAAGCAAACTGATGCTTATAAACACTAAAATTGCTATAACCGTAAGCTGTATCTTTTGTTTC
+TTGTCAAACTTATTCCAAAAGTTTAAAAGCTGTTCTCTAAAATTAGCGATAGATTGTGGCATTGATTCAC
+CTCATTTCATCGCAAGACATTAAAGCGGCATCCTCATTATCTCTTGATAGGCCTCCAGCACCTTGTTCTT
+AATCTGAATTGTAAGCTGAAGTGCAATATCTGCTTTGACAGCATCTATCATGACTTTATTTATATCATCA
+ATTTCTCCGGTCACTAACTTCTTGTCATCCTCTATCGCTTGAAGCTGTAGGTCATTTACCTTATTCAATG
+CCTCTTTTAAAAAATCACTAAAACTGTTTATCTTGCTGGTTGAGGGTGCAATATTATTGGTCTCTGTGAG
+AGTAACAGGCTGTATACCGGTAATCTGATTTATCATTTTCCTCTACCCCTTCATTTTCCTATTTCTAAAG
+ACTTTTGAAACATAGATTTGGCAGCATTAAAAGCGGTTACATTGGCTTCATAGGCTCGAGTTGCAGAAAT
+CATATCTACCATCTCAGCCACAATATTTACATTAGGGTAAGAAACATAACCCTGCTGGTCCGCATCTGGA
+TGACCCGGGTCATAGACTCGCCTTAAAGGAGTTTGTTCATCTTCTATTATCTGTACCACTTCTACTCCCT
+TACCCGTGTATTTTCCTTTTACTTTTTCGAGAATGCTCTGAAAGCTGTCTGGTTGAATTTCCTTAAAAAC
+CACCAGCTTTCTCCTGTAAGGACCGCCTTGAACTGTCCTTGTAGTGTTGGCATTGGCAATATTTTGCGAT
+ACCACATCCATTCTGACTCTCTCTGCAGTCAACCCGGTTGCGCTTATATCCATTGAACTAAACAAATTCA
+TTCAACATTACCTCCCGTCTTTTACGGCTGTCATGATGGAATTGAGTTCTCCGCTGACTCTTTGAACAAG
+AGCGTAATAGTAGAGCTGATTTTTAGCAAGCTGTGACATTTCATAATCTATATCCACATTGTTGCCGTCC
+AACCTCATTGAAGTAGTGTTGACTTGATAAATCTCTGGCTTTATTGAATCAATTGGGGGAGGACCTATAG
+GAATGTGACGAGGATGTGTTATATAACCTTTAAGCTTATTTCCATTTAATGCTTCCTGCAAAATTTCTTC
+AAATTTGACTTCAGACCTTTTAAAATTGGGGGTATCTACATTGGCTATATTATTTGCAATTACATTGCTT
+CTCACTGTAGCTGCATATAAACCCTTTGCCAGAAGGTCTATATTCTCCCACATTTTCTCCCCTCCTTCGA
+CCACAATATACTTAATTCGACAAAAATCTCAAAAATCCTGCTAAATTACTCCAAAAAATAAATATTTAAC
+ATTGTTGTAACGCTGCCTTTTTTGTAAAATAATATCAAATTTTATCGAATATTATTATACCATGTCTTAA
+CATTTTCCTCCATAAGAAAAAAGTCCTATTTTCCAAAATAAAAAACCCCTGCTAAGTAGCAGGGGTCAGT
+CTCTTTTCATTTTTTCAAGCTCTTCCAGGAGCTTTTCATTGAGAACCCTTATATGAGTCCCCTTCATGCC
+CAAGGAACGGGACTCAATTATTCCAGCGCTTTCAAACTTTCTCAAAGCATTTACAATTACAGACCTTGTA
+ATGCCTACTTTGTCAGCTATCTTGCTGGCAACAAGAAGTCCCTCTTTCCCTTTCAATTCCTCAAATATGT
+TCTTTATAGCTTGAAGCTCTGAATAGGAGAGAGTAGCTAAAGCCATCTGCACTACAGCCCTTTTCCGTGC
+CTCTTCTTCAATTTCTTCATTCTTTGCTCTTAAAATCTCAAGGCCTACCACTGTAGCTCCGTACTCTGCA
+ATTATCAAATCGTCGTCAGTAAATTCTTTCGTGGATCTTATAAGAAGCAAAGTACCTAGTCTATCTCCTC
+CTCCATTTATAGGGACAACTGTCACTATCAAGTCAGCTAGGGCCTTCTCTTCTTTAAAGAGCTTTCCTTT
+GTCATTTGCTAGCGTTTCTGTAACTCTTAAAAGTCTGTCGTTGTACTCCTCAGGAATTGCCTTGTCTTTC
+GCAAAAATTTCATCTCCATAGTCCTTTAAAGCGCTATACCCTAGAACTTTCCCTTTTCTACTTAAGATAT
+AGACATTGGCTTCAATTACTTCTTTTAAAATAGAAGCCATTTCCATAAAGTCTACCGGTTGTATGCCAGT
+CTTTTGTAAGATTCGATTTAATTTTCTCGTTTTTTCTAAAAGCGTCATTTTTCAATCCTCCTGTGTTTTT
+TATTTTTTTACAAAATGTATTTATTGACTTCGTACTTGTTTAAGCTGTCTTTTAATTGTTCTTTGACATA
+ATCTGCTGTTATTACTATCTCTTGACCGCTCAACTCGGGAGCATGGAAAGAAAGGTCTTCAAATAACTTC
+TCCATTACAGTGTGGAGCCTTCTCGCTCCAATATCCTCAGACTGCTGATTTATCAGGTAAGCTACTTCTG
+CAATTGTCTCGATCGCTTCTTCTGTATACTTAATTTCCACACCTTCGGTTCTCAAAAGCTCCTGATACTG
+CTTTGTAAGAGCATTCTTTGGTTCTTTTAATATCCTGACAAAATCTTCTTTAGTCAGAGGCTTTAAGTTT
+ACTCTTATAGGGAATCTTCCTTGAAGTTCGGGTATTAAGTCAGACACTTTTGCTACGTTAAAAGCCCCAG
+CAGCTATGAACAGTATGTAGTCTGTTTTCACAGGCCCGTATTTTGTCATGACAGTGCAGCCTTCTATTAT
+CGGTAGAAGGTCTCTTTGAACTCCTTCTCTTGATACATCGGGGCCTGCTGAATACCCTGTACTGGCAATT
+TTATCAATTTCATCTATAAATATTATTCCATCATTTTCTGCTCTTTTTACTGCTTCTTCTATCACTTCAT
+CCATATCAATGAGGTTTTGCGCTTCCTCTGCTTCTAATATTTTTTTCGCTTCAGCTACTGTCACCTTCCT
+CAATTTTTTCTTTTTGGGCAAGAGGTCAGAAAACATGTCTTGCAGTGTTATGTTAAGCTCCTCTGCCCCT
+AAATTTGTGTACATTTCCAGCATTGGGGGAGTTGTGTCAGTTACTTCAATTTCCACCATGTGGTTGTCAA
+GTTCGCCACTTCTCAGCCTCTGCCTTATTTCTTCCCTTTTGTAGCTGTCTACATTATCCGGTTCTTCAGT
+CCTCTCACTAGAAGGATAGTTAAAAATCATTTCAAAAGGATTTTTAGGCTGCTTTTTCTTTTTCCCCAAG
+AGGTAATCTATAAGTCTTTCTTCAGCTAGTTTTTTAGCCTTTTCTGTCACAGCTTTTAATTTTTCTTCTT
+TTACCATTCTTACAGCAGCTTCTACCAGGTCTCTTACCATTGAATCCACATCTCTTCCTACATATCCTAC
+TTCAGTGAATTTGGTAGCTTCTACTTTTACAAAAGGGGCTTCTACCAGTTTAGCTATTCTCCTCGCAATT
+TCCGTCTTACCCACTCCAGTAGGCCCTACCATCAAGATGTTTTTGGGGGTGACTTCCTCTTTAAAATCTT
+CCGGCAAAAGGCTTCTTCTGTATCTATTCCTCAAAGCAACTGCCACAGACTTTTTTGCTTCCTTTTGTCC
+GACTATGTATTTGTCAAGTTCTGCTACAATTTCTTTAGGCGTGTAATTTTTCACATTCCTCACCCCCTAG
+AGTGTCTCTACTGTAATATTGTTATTTGTATACACGCATATCTTTGAAGCTATTTCCAAAGCTTTTCTCG
+CAATTTCTTCTGTATCTAAATCTGTGTTATACCTTAAAGCCAAAGCAGCAGCCATAGCGTAATTCCCTCC
+GGATCCTATTCCAATGACATCTTCATCCGGTTCTATAACTTCCCCTGTTCCAGATATCAGCAAAGTATCT
+TTTTTATCTGCAGCAATCAAAAGCGCTTCCAGTTTTCTTAAAATCTTGTCTTTTCTCCACTCCTGTGCCA
+ACTCAACAGCTGCCCTCTTTAAATTGCCGCCATATTGTTCTAATTTCTCTTCAAATTTTTGAGATAAGGT
+CATGGCATCTGCTACAGATCCTGCAAAACCTACTATGACTTCTCCGTTGTAAAGCCTCCTTATTTTTTTA
+GCTCCGTGTTTTAATATAGTGCTGTCTCCAAAAGTGACCTGTCCGTCTCCCGCCACAGATACCCTATCTC
+CTCTTCTGACTGCAACTATAGTAGTGCCTCTAAACATAATTACACCCCTTTAAACATTTATAACACATTT
+TGTGAAAAGCTTCAAGATTAATTCAAAATTTTTGATAAATTCATTTAATTAGTTTCTTTCTGATATCCGC
+ACTCTGGATTAGAACACTTTATGACAATGCCGTTTTTCGTATTTTTTTCTACCATTAGGCTGCCACAAAC
+CGGACACTTTTCATTGACCGGCTTATCCCAAAGCACAAAATCGCACTGAGGCGCATTTTCACATGAATAA
+TAAACCCTTCCTTTTTTGCTCCTTCTCTTTACAATTTCCCCTCCACATTTAGGGCATTTTACACCCACTT
+TTTCAAGAAGGGGTTTTGTGTTTTTGCACTCTGGAAACCCTGAACAGGCCAAGAATTTGCCGTATCTACC
+CTTTCTGACTACCATCGGCCTTCCGCAAACTTCACACTTTATATCAGTTACTTCCACTTCCTCTTCTAGT
+TCCACTTTCTCCATCTGTTCTTCGGCAACCTTCAAAGTCTTATAAAAATCTCTGTAGAAGTCTCCTACCA
+CCTCATACCATTCTACTTTTCCTTCTTCTATCTTGTCCAGCTGTTCCTCCATCTCAGCAGTAAATCCCAC
+ATCTACAATTTCTGAGAAGAATTCTTTTAAGGCATCTGTGACGATAAACCCCAGCTCTGTAGGTTTTAAA
+ACTTTTTTGTCCTTCACTACATATCCTCTCTCTAAAAGAGTAGCGATAGTTGGAGCATAAGTGCTAGGTC
+TTCCTATTCCTTTTTCTTCTAGTTCTTTAATGAGAGAGGCTTCAGTGTATCTGGGAGGCGGCTGTGTAAA
+GTGCTGTGTCGGCTTCAGCTCTTCCAATCTGACTTTTGTGCCTTCTTTTAATACAGGTAGTGTCTTTTCT
+TCCTCTTCTTCCTGAAAGTCACTGCCTTCCACATAGACAGTCATAAACCCCAAGAATTTAACGCTTGACC
+CTGAAGCTTTGAAGATATAGCCGTTATTTTTAATGTCCATAGCCACTGTGTCATAAATTGCTGGCATCAT
+TTGACTTGCAATAAATCTATCCCATATCAATTTGTACAGTTTGTACTGGTCAGGTGTCAAAGAGTCCTTT
+ATAATCTCTGGTTCTCTGAACACAGAAGTAGGCCTTATAGCCTCATGGGCATCCTGCACATTGGCCTTTT
+TTGAAGAATACTCTGCATCAGGATTTGCATACTCTTTTCCAAACTTCTCTGTGATATACCTGTATGCCTC
+TTCCTTTGCCTCTTTCGCTACCCTTGTAGAATCTGTCCTTATATAAGTGACAAGTCCTACACTGCCTTCC
+CCTTTTATTTCAATTCCTTCGTAAAGCTGCTGAGCAATTAACATGGTTTTCTTTGCAGTAAAGCCCAGTT
+TGCGCGATGCCTCTTGTTGTAAGGTGCTAGTGATGAAAGGAGGCGGCGGATTTCTCTTTTTTGTCCCTGT
+CTTTACTTTATATACGACATATTCTTCAGATAGAGAATTTATTATCTTATCTACTTCTTCTCTATTTTTT
+AGCTCAATCTTTTCTTCTTCTCTTCCGTAGAACTTCGCCTCAAATTTGCTAGAAGTTTTTTCGTCAAAAA
+GAACTGCAGTTATATTCCAGTATTCTTCAGGCACAAAGGCCTCTATCTCCCTTTCTCTGTCACAGACCAG
+TCTTGCAGCAACTGACTGAACTCTTCCAGCACTTAACCCCCTTTTTATCTTTTTCCATAGAATAGGGCTA
+ATTTTATATCCTACCAGCCTATCTAAGATTCTCCTCGCTTGTTGAGCATTTACTAAATTGAGGTCTATTT
+TCCTCGGATTTTTTATAGCAGCTTGGACTGCGTTTTTTGTAATTTCATGAAATTCTATGCGACAGGGTTT
+GTCAATATCCAAATCTAAAAGCTGGGCAATGTGCCATGAAATTGCCTCTCCTTCTCTATCAGGGTCTGTA
+GCGAGGAAAATTTTCTCAGCATCTTTTGCCTCTTTTTTTAATTTTTCAATTATCTCGCCTTTGCCCCTTA
+TTGTTATGTACTTGGGAGCAAAGTTATTTTCAATGTCAACGCCCAGCTGGCTTTTAGGCAAATCCCTGAC
+ATGCCCTTGAGATGCAGCAACTTTAAAATTTTTTCCAAGAAATTTTGAAATAGTTTTAGCCTTCGCAGGA
+GATTCCACAATAACTAGAGACTTTGCCATGAGTACACCTCCAAAACAACTAATAATTATATCAAAGTTTT
+TTGTAATTATCAAAAAATTTTTTTAGTATATTTGTTGCCAGGGAGCCTGTCAATCAAACCTTTGAGCATG
+AGAGAGGTCAAAATGCTGTTCAATTTCGACATTTTCATGTTCAAAGTATAAGAAATTTCTTCCACATCCC
+TAGGAGCCTCTTTAATAAACTCGTACACCACCTTCTCATCCTCCGTCAAAGATAGTTCCTCATTTTCAGT
+TAATGCCATTCTGAGGTCTTCTCTGAAGCTAAACTCTTCTAAAATATCCTCCACCTGTGTTACAATTTTT
+GCTCCTTGTTTTATGAGGTCATTCGTTCCAGCACTATATGCACTTGTGACATTTCCGGGCACCGCGAAAA
+CTTCCCTGCCCTGTTCTAAAGCAAATTGTGCAGTTATCAAGGCACCGCTTTTGGCCCCAGCCTCTACCAC
+TACTACTCCCTGAGAAAGGCCGCTTATTATCCTGTTCCTCAGCGGAAAATTCTGAGAGAGGGGCGGATAG
+TCAAGAGGATATTCAGACACCAAAAGTCCTTCCTCTCCAATTTGCTCCATCAACTTTTTATTCTCTGTAG
+GATATACCACATTTATTCCACATCCTAAAACGGCTATAGTGCTCCCCCTTCCTTTTAAAGCACCTAAATG
+GGAATATGTATCTATACCCCTTGCCAGTCCGCTCACAACCGTTATACCTCTTTCTGAAAGGTCGTAAGAG
+AGTTTTTGAGCCATTTGCTTTCCATAGTACGTAGCTTTTCTTGATCCTACCATGGCAATTGAAAATTTGT
+CTTTTAAATTTAACCTGCCTTTCAAATAAAGGACAACAGGAGGGTTGTGAATTTCCCTAAGAATAGAAGG
+ATACTCCTCCTCTTCTAATGTATATACACTTACTTTTAATTTTTGCAACCTTTCTACATATTCAAACGGG
+TTTAATTTTTGTGCCTCCACTATTTTCTCCGTTAGATTTTTCTTTCCTGTTGCCTTAAATATATCAATTT
+CTTTTGCCCTGTAGATTTCCTCGGCCTTTTTAAAAAACTCCATCAATTGAAAATAGGACTTGTATCCTAT
+CCCCACTACACTACTAAGCCATATCTTAAAAACTTTTTCTCTGTTCACTTGTATCACCTTTTGTAAATTC
+TTTCTTCAATTTACCTTTATTATAATACAAAAACTGTGATAAAATAAAGGAGAACAAAATATTAAAAAGG
+TGAGGAAGCCGTGAAAAAGCTTAATTTGCGCCAGTTAAAAGAACACCTTTATCATGGTTCTCTTCAAGAT
+TTGGACTTTTCAAATCTCACTTCTTCAGCAAAAGCATGGCTTGAAAGGGAAATAAAGAGAATAGAAGAAA
+TGAAATTTTATGAAAAGAAGCTTTACGAAGAAGGGCTAAATTTTATAGCAGGAGTTGATGAAGCAGGAAG
+AGGACCACTAGTGGGTCCTGTAGTAGCTGCTTGCGTAATACTCCCCAAAGAGATATTTATACCGGAGATA
+AACGACTCAAAAAAACTTCCTGAGGAAAAAAGAGAAAAATTGGCAGAAGTGATAAAAAAAGAAGCGATTT
+CCTATGGAATAGGTATAGTAGACTGCAGAGAAATTGATGAGATAAACATACTAAATGCAACATTGAAAGC
+GATGAAGAAGGCTATCTTTGAAGTAAAAGAAAAAATAGAATACCTTCTGGTGGACGCCATCTCAATCCCC
+GACATGCCTATAAAGCAGCTTCCCATAGTAAAAGGCGATTCAAAAAGCATATCAATTGCCGCTGCTTCAA
+TTCTTGCAAAAGTAGAAAGGGACAGGATTATGAGGGAATACCACAAACTTTACCCTCAATACAACTTTGC
+AAAAAACAAAGGATATGGCACAAAGGAACACATCGAAGCTTTAAAAAAGTACGGGCCATGTCCTATTCAC
+AGGCGGACTTATGTAGAAAAAATTCTGAAAGGATGAAAAAAGTGAACAAAAAAACAGTAGGCAGCGTAGG
+TGAAAAAATAGCTGCCCAGTATCTCTCTAAAAAGGGGTATAAAATTTTAGAAAAAAACTTCAAGTGCAAA
+ATTGGAGAAATAGACTTAATAGCCCTTTACAAAAACCAAATAGTCTTTGTAGAAGTAAAAACGCGAACTT
+CTGTGAATTTTGGACTCCCCAGCGAAGCCGTAGACTTTCACAAGCAGCAGAAAATTGTAAAAATAGCTCA
+AGTTTACATAGCTAGCTCAAACTTCAAACAATACCAACCGCGATTTGACATAATTGAAGTGTACCTCAAT
+CCCGAAAAATTGACTTTAGAAAAAGTAAATCACATTTTAAATGCCTTTTAATCTCTTAGTATAAGCCCCA
+TCTTTTCCTTTACTTCTTTCAAGGTCTCAACTGCTACAGCTTCTGCCCTTTCAGCCCCTTCTTTTAATAC
+CCTTAAAACTTCTTCTTCGCTTATATCCCTGTAATTTTTCTGTATAACCGAAAGCTTATCAATGACAACC
+TCCGCTAGCTCCTTCTTCAAAGTACCGTAACCCTGCCCTTTAAACTTATTCACAACTTCATCTACTTCCA
+TGCCAGTGAAAAGGCTGTATATTGTGAGGAGGTTGCTAATCCCCGGTTTTTTCTCCCAATCAAGCCTTAT
+TTCACTTTCGGAATCTGTCACAGCTTTCATTATTTTCCTGTAAATTGTGTCTGGGTCATCCAAAAGATTT
+ACCCTGTTATTGGGGTCAGCGTCGCTCTTGCTCATCTTTTTAGTCGGGTTTGTCAAACTCATAATTCTAG
+CGCCAAACTTTAAGATCATGGGCTCTGGAATGACAAAGGTTTCCCCAAACCTGTTGTTAAACCTCTGTGC
+CACATCTCTTGTAAGCTCCAGATGCTGCTTTTGGTCTTCTCCCACAGGCACATAATGGGTCTTATACAAA
+AGTATGTCGGCCGCCATCAAGTCAGGGTATGTAAAAAGTCCTACAGAAACCGACTCTTTGCCCTTACTCT
+TTTCTTTAAACTGAGTCATTCTGCTAAGCTCTCCAAAATAAGTGATGCATTGAAGCAGCCATGCCAGTTC
+TGCATGAGCTGAAACGTGGGATTGTACAAAAAGAGTGACTTTTTTGGGGTCAAGCCCTATTGCCATATAT
+AAAGCTGCCAGTTCAATGGTATTTTTCTTAAGTTCCACCGGGTCCTGAGGGACTGTAAGAGCGTGTAAAT
+CCACGACACAAAAGAAACAATCGTAGTCATCCTGCAGGGCAACGAACTGTCTCATTGCACCTAAGTAATT
+TCCTATGTGAATATCCCCTGACGGCTGTACTCCAGAAAATACTCTTTTCAATCTCAAACGCCTCCTTTGC
+GAAGAATTTAAAAAAGTTCTCTGACGAAACCCTTTCCGTGAACCTCTGACACATCAAGTATGGAAAGAAA
+AGCATTGGGGTCTATCTGATGCACGATGAGCTTCAGCTGAGGAAGCTGAGTCAAAGATACAATTGAGTAA
+AGGACTTTTTTGCTAACTCCAGTATAGGCACCTTCTCCGTGAAGCAGCGTAACTCCTCTGTGGAGAGTGT
+CCATTATCTCTTTACTCACTTCCTCTACTTTGTCAGTTACAATTAAGACCATCTTCTGCCTATTAAATCC
+TTTTATAGTTTTATCTACCATATAAGAGGTGATGTACATAGAAACAAGCGTATAAAGAGCACTTGTAAGT
+CCGAAAAATATAGCTCCTAAAGCTACAATTATGAAATTGACTGTAAAGGATATGCGGCCAATCTCAAAAT
+TATCATATTTTTTCTTGACAATAACTGAAATTATATCCAGTCCTCCTGTAGAACCGTGGTTGCTAAATAC
+TATTCCCATTCCAAGCCCATTCAATACGCCGCCATAAAGGCTTAGAAGCAAAGGATCGTTTATGAGCAAA
+ACATTTCTCACGGAATAAGTGAGGACTAGAAAGAAAGACAGAGCAGCAGTGCCTATAATAGTAAAAATTG
+TAAAGCGCAAATTAACTTTTTTGTAGCTTAATATTAAAAGAGGAATATTAAGTAAAAATATAGTGTACCC
+CGCTGGAAATTTTGTGAAATACTGTATTATGAGAGCTATACCTGAAACTCCACCGCTTAGAAGCCTAGCG
+TGTACGAGGAACATGTTGATCCCTATAGAGGATATAAAAGTCCCGACCAATATGAAAAAAATATTCTTAA
+TGCCCTCTTTATTGAATATGTCCTTTACATTCACAGCATCACACCTTCTCATTTATACCAGTATTTACTG
+TCAGCAATTCTGTACTGCAGTGCCTCTGCCACGTGTTCTAACTTAATATTTTCTTCCCCTTCCAAATCTG
+CGATTGTGCGAGCCACTTTTAAAACTTTGTTATACCCTCTGGCACTTAAAGAAAGTTTGTCAAAGGCCTC
+TTCTAAAAATTTTTTTGTTCTAGTGTCAAGTCTGCAGTATTTTTTAAGCAAATTTCCTTTTAACTGGGAA
+TTTGAAAATATGCCTATATTCTTGTACCTCTCAAGCTGAATTTTCCTCGCTTTTTCAACCCTTTCCCTAA
+TAGTGGCAGAAGTTTCTGTCTCTTCACCCTCTTCAAAATAGTGCCCTTTTTTAAGAGGTCTTACCTCCAC
+GTGCAAATCTATTCTGTCCAGCAAAGGGCCAGAAATCTTGTTCTGATATCGCCTTATCTCATTTACACTG
+CAGTGACATTCATGAGTATCATCACCGTAATAACCACAAGGACAAGGATTCATCGCGAGGATCAATATGA
+ACTTGCTGGGATATGTAAAGCTTCCGTTGACCCTAGTGATAGTTACAAACTCGTCCTCTAAAGGTTGCCT
+TAAAACTTCAATGGCATCTTTTTTAAACTCAGGAATCTCGTCCAAAAACAAAACTCCGTGGTGAGCTAAA
+GATACTTCTCCAGGCTTTGGATATTTACCACCACCTACCAAGGCAACTGTAGAAACAGTGTGATGAGGAG
+ACCTAAAAGGCCTTGCTGTCATAAGAGGCGTCCCTTTGGGCAAAAGCCCTGCGATGCTGTATATCTTTGT
+TACTTCTAATGCTTCTTCAAAGGACAAAGGAGGAAGAATGGTGGGAAAACGCCTTGCCAACATTGTCTTG
+CCAGAACCTGGCGGTCCTATCATGAGCACGTTATGGGAACCCGCCGCAGCTATTTCTAAAACTCTTTTTG
+CGTTTTCTTGTCCTTTAACTTCTGAAAAGTCTACCCCATAGTCCGGGCTTTTAAAGAAATTTTCTATATC
+TAAAGAAAAAGGATTAAAGGTCTTTTCCTCATTTAAAAACTCTACTACTTCCTTTAAACTCTTCATTGCA
+TACACATTTATTCCTTTAACTACAGAGGCCTCTTGGGCATTTTCATAAGGCACTACTACAGATAAGATTC
+CACTTTCTTTTGCCCCCATCACCATTGGAAGAACGCCATTTACTCCCCTTAAGCTACCGTCTAAAGAAAG
+CTCTCCAATAAAAGCAATGTTCTCTAGGTCATTTTTCACTACCTCAGTTCCTTTCAGAATCCCTACTGCT
+AGAGGCAAATCAAAAGCGGTGCCCTCTTTTTTAATGTCGGCAGGGGCGAGATTTACCGTTATCTTCTTTA
+AAGGAAAGTCAAATCCGCTGTTTTTTATAGCTGCCCTTACCCTATCTCTTGCCTCCTTTACCTCTGTATC
+CCCTAATCCCACTATGTCAAAAGAAGGTATCCCTGTCCCTAAATCTATTTCTACATCTACTACATATGCG
+TCTATTCCTAAAATGGCCATGGTTTTTACTTTAGAGAGCATGACAATATTTCCCCCTTAAGGTTCTTCAA
+GCGAAATTCTCCCCAAGTTCCCCTTTCTAAAATCTTCTAGCAATACAGTTGAAGCTTTTACAAAGTCTAC
+TTCTCCTCCTGATACTAAGCAACCCCTTTTTTTACCTATATCTTCTATGATTTTTATTTCTTCTTCCCAT
+ATTTTATCAAGTTTATAGCGATTTATCAAATAGTCAGGATAGCGATTTTTTAAAATAGAAACAAGAAAAA
+GAGCTACTTCTTCCATCTCTAGTATCTCATCCTTTATGGCCCCTGTTATTGCAAGCATGAATCCGGTAGT
+TTTATCTTCAAATTTTGGCCACAGCACCCCTGGAGTATCTAAAAGGTCAAGGTAGGGCGTCCTTATCCAG
+TGAAGGCTTTTAGTAACTCCAGGTTTATCGCCAGTTTTTGCTTTTTTTCTCCCTATCAGCGTATTAATAA
+AAGTAGATTTGCCTACATTTGGTATTCCCAAAATCATACCCCTTAAGCGGGGAGTAAGGCCTTTTTTGAC
+CTTTGCCTCTAGAATATCTTTGCAAACTTCTTTAGTCTTTTCTTCTAATTCCTTAAAACCCTTTCCCGTT
+ATAGCATTTACTTTTACAGCTTCTATGCCTTTTTCTTTAAAGTGCTTTATCCAAAGGTCTGTTATCCTTT
+CATCCGCCAAATCTTCTTTGTTAAGAAGCATTATCTTCTTTTTTCTCTTGGTTATTTCATCAAAATCAGG
+GTTTCTGCTGCTTCTAGGAATTCTAGCATCGACAATCTCATATACCACATCCACCAATTTTAAGTTGGAG
+ATAATCTCCTTTTTGGCTTTTGCCATGTGACCTGGATACCACTGTATCATCTCTTAATTCCTCCGCTATA
+GTCAAAAAAGGGGTAAAACCCCCTTTTTACTCCATCAATTCTTTTATCTTTGTTGCAGCTTTTCCTACTC
+TCTTCCTCAGGTAATAAAGCTTTGCTCTCCTAACTTTTCCTCTCCTTATCACTTCTATTTTTTCAAGCCT
+TGGAGAGTGAAGAGGAAAAGTTCTCTCTACGCCTACGCCATAGGAAACTCTTCTCACAGTGAAAGTTTCC
+CTGAGACCACTTCCGCTTCTCTTTATGACTATCCCTTCAAAAGGCTGAATTCTCTCCCTATCTCCTTCTA
+TGACCTTGTAGTACACTCTTACAGTGTCACCTACATTAAAAGGCGTAATGTCTTTCTTAAGCTGCTCGCT
+TTCCACAGCCTTTATCAAGTCCATGCTACATTCCCTCCTTCCTTTTCTATATCTCATATCCTTTTTCTCT
+AAGAAATTTTTTATCTTCCTCAGTCAAATTGGCTTTTTTCAATAAATCAGGTCTTTTTAAAAGGGTTATC
+TCCAAAGACTTCTGCCTTCTCCATCTGGCAATTTCAGCGTGATTGCCACTTAAAAGCACCTCAGGCACTC
+TCATTCCTCTGAATACTTCTGGTCTCGTGTACTGAGGGTATTCGAGAAGATAGTCAGAAAAGGATTCCTC
+TAAAGCGCTCTGAGGATGAGACAAAACCCCATCAATTAGCCTTGTCACTGCATCTATGACCACCATTGCG
+GCCAATTCTCCACCTGTCAGTATAAAATCTCCTATTGAGATTTCACCGTCTATCACTGCATATACTCTTT
+CATCAATTCCCTCGTAATGGCCGCATAAAAGAGCAATTCTTTCCATCTTTGAAAGTTCTCTTGCCATTTC
+CTGGGTAAAAATTTTGCCCTTTGGACTTAAGTAGTAGACAGGAATGTTCCCCTGACTTTTCACAAATTCG
+ATGGCATCAAAAAGGGGCTGGGGCATCATGACCATCCCCGGTCCCCCGCCATAAGGATAGTCATCTACTC
+TTTTATGTTTATCTTTTGAAAAATCCCTTATGTTGATTAAATTCACTTTTAGCTTACTTTTTTCAACAGC
+CCTTTTCAAAATGCTGTGAGAAAGAACGCATTCAAACATCTCAGGAAACAGCGTTAAAACATCAAAAATC
+ATTTATAGCCCCTCCAAGAGGCGCACAATCATCACTTTGCCTTCTACATCAACTTTCTTTATCACTTCTT
+TTATTGCAGGCAACAGCACTTCTCTTTCTTTTGCTTTTACGACGTACACATCATTTGCCCCTGTCTGCAA
+AACCTCCTCCAATGTGCCTATTAATTCTCCTTCCTCTGTGTAAACCTTCATTCCTATCAGGTCAGTTATA
+AAATATTCGTCTTCCTCGAGCTTAAGTGCATTTTCTGCATCAACCTTAAGAAATAAGCCTTTTAGTTTTT
+CTGCGTCATTTCTGCTATCAATTCCTTTGAGTTTTAAAAGCACCATTCCTTTTGATGTAATTTTTACATT
+TTCAATCTCATATTTGCAAGGTATGTCTTTTTCATCAAAGACCCATATATAGGGGATGTCGTAAAATCTC
+TCAGGCACATTGGTAAGGGGATATACTTTTATTTCCCCTCTTATTCCGTGGGGAGAAGTAACTTTCCCCA
+CATTGTAGTAGTCAGCCATACTATCACCTAAATTATCTCAACAATCACACGCTTTTTCTCCTTTAGGGCA
+GCAGCTTTAACCAAAGTCCTTATAGCCTGCGCAATTCTTCCCTGTTTTCCAATGACTTTGCCCATGTCTT
+CTGGAGCGACTTTAAGTTCTATTATTATAGACTGATGCCCATGGATTTCGTTGACTTCTACTGCATCCGG
+GTTGTCGACTAATGCTTTAGCTATAGTTTTAACCAGTTCTCCCATTTTTACACCTCCTCATTGACGAGGA
+TTAATTATTGATTATACCTTCTTTTCTAAATAGAGATTTAACTGTATCCGAAGGCTGGGCACCAACACTT
+AACCATTTCTTTGCCTTCTCTACGTCTATTTTTATCTCTGCAGGTTCGGCTATAGGGTTGTAGTAGCCTA
+TTTCGTCAATAAATCTTCCATCTCTCGGAGACCTTGAGTCTGCAACTACTATTCTGTAGAAAGGCCTCTT
+TTTAGCTCCGAACCTTTTAAGCCTTATTCTAACTGCCACTTTCTCACCTCCTTTAAAAGTCGCCCGCCTT
+CACCTACTGCAAGAAAGGCAACCTCAGTTTACCTCTTTTAAGGTCTTTGTCTATATCAGCAAATCTCTTC
+ATCATCTTTTTGGTTTCTTCAAACTGCTTCAAGAGGTTGTTCACCTCCTGGATTGTAGTGCCGCTGCCCC
+TTGCTATTCTTCTCTTTCTACTTCCATTTATAATGGAAGGATTTTGTCTCTCTTCTTTTGTCATAGAAAG
+TATTATAGCTTCAATTCGCTTTAAATCCTTCTCAGAAACTTCTACATTTTTCAAAACACTCTTGTTTACA
+CCGGGAATCATGGCAAGCAGCTGATCAAGTGGCCCCATATTTTTAAGACTTCTCAACTGCTCTAAAAAGT
+CCTCAAGAGTAAACTGCTTTGACAGTATTTTTTGCCCCATCTCAAGGGCCTTTTTCTCATCTATTGCAGC
+TTGAGCTTTTTCTATAAGGGTTAAGACATCACCCATCCCTAAAATGCGGGAAGCCATTCTATCAGGGTAA
+AAAGGCTCTATATCTCCAAGCTTTTCTCCAATCCCCACGTATTTTATAGGTTTTTGAGTCACAGCTTTAA
+TGGAAAGAGCAGCTCCACCTCTTGTATCCCCATCAAGCTTTGTCAGTATAACACCAGTTATATCAAGCCT
+TTCATTAAAGGAAGAAGCCACATTTACTGCATCTTGTCCTGTCATGGCATCAGCCACAAGCAGTATCTCA
+TCGGGATGGACTGCTTCCTTAATCCTCACAAGCTCCTCCATCAATTCATCATCAATGTGAAGTCTTCCTG
+CTGTATCAATTATAACCACATCCACATTATGGGACTTGGCATAGTCGATGGAGGCTTTTGCTATGTCAGC
+AGTGTCCACCTTATCTCCCATGGTAAAAACGGGTACATTTATGTTTGCTCCCAAAACCTGCAGCTGTTTG
+ATAGCCGCTGGCCTTACGGTATCGCAGGCCACCAGCAACGGATTCTTGCCCTGTTTTTTTAAAAGGTTAG
+CCAGTTTGCCGCAGGCAGTAGTTTTTCCGGAGCCTTGTAAACCCACCATCATTATAACAGCAGGCACTTT
+ACTGCCCAGATTCAATCGGCTCTCTACAGAGCCCATAAGCTTTATGAGCTCTTCATGCACAATCTTTATC
+ACCTGCTGGGCAGGAGTAAGGCTCTCCATTACTTCCTGCCCCAGAGCCTTTTCAGTGACAGAATTTATGA
+AGTCCTTGACTACCTTGAAATTTACATCAGCTTCCAAAAGGGCAACTTTTACTTCCCTCATCGCCTCTTT
+TATGTCTTTTTCCGTCAGTTTCCCCTTACCCCTTAGCTTTTTAAAAACTCCCTGCAGCCTTTCAGAAAGG
+CTTTCAAAAGCCATCAAAAAATACCTCCTAAGGATTTAACTCTTCCAACTCTCGAGCCATATCCTCAATA
+ATTTTTAGAATCTCTTCGTCCTTTTCCCTTTCCTTTATTAATTTTATGCACTCTTTAATCTTTTCAATTT
+TTTTCATCATTTCCTGGTGCTTTTTTACTAATCCCAACTTTTCTTCATAAAATTCCAGGGAATCCTCTGC
+CCTTTTTAAGGCGTCATACACTCCCTGACGGGATATATCGAGAATTTCAGATATCTCTCCGAGAGAGTAG
+TCATTCAGATAATACATTTCGAAAATTTCTCTCTGCTTATCAGTGAGCAAGGCCCCGTAAAAGTCATATA
+AAAGGGTCATAAACAAAAAATCATCTTCCACAAGGAATCCCACCCGTTAAGGTTTTGACCTTTACATTAA
+GATTTTATATGAAGCCCTCATTTTTGTCAACTCTGTTTTTTCATTTTTTTGCAGTTTTATTCACTGAAAA
+ATAGCAGAAACAAAGGATTTTGCGTCAAAAGCTTGCAAATCCTCCATTCCTTCCCCAATTCCTATATATC
+TTATAGGCAAGTTAAGTTCTTCTTTTATAGCTATGACAATACCACCTTTGGCAGTTCCATCTAGTTTAGT
+AAGTATTATTCCTGTTATGTCAGCGACTTCCTTAAATATCTTAGCCTGCTGTAGAGCATTCTGACCAGTA
+GTAGCATCTAAAACTAGAAAAGTTTCCACTCTAGCCTCGCTGTACTCCCTGTCTATAACTTTTCGTATTT
+TTCTAAGTTCTTCCATTAAATTTTTCTTGTTGTGAAGCCTTCCAGCAGTGTCGCAAATAACTACGTCTAT
+ACCTCTAGCTTTTGCTGACTGAAGACCGTCAAACACCACTGATGCCGGATCAGAACCTTCCTGATGCTTT
+ATTATAGGGCAATTTACTCTTTTCGCCCACACCTCTAGCTGGTCAATGGCAGCGGCTCTGAAGGTATCAG
+CTGCCACCATCATTACGCTCTTACCCTGCTTTTTATACAAATGAGCTAATTTTCCAATAGTAGTAGTTTT
+TCCTACCCCATTTACCCCTACTATCAAAATCACCATTGGCGAAGTCAAAACAAAAGGCTCTACATCTTTC
+TGTAAAATCTCATATATCTCTTGTGCCAAAAGTTCCCTTACTTTGCTTGCTTCAAAGATCTTTTCCTCCT
+TTGTCTTCTGCTTAAGCGATTGAATAATCTTGTAAGTTGTATCAACCCCTACATCAGCTAGTATAAGTGC
+TTCTTCCAGTTCTTCAAACAATTCCTCATCTACTTTTTTGCCAAAGCTTAATACCTCATTTAACTTCGCA
+GTTAAATTTTCTTTAAATTTTTGCAGAAAATTAAGCATGTGTGAGCAACCCTCCTGACCTATCTTCAGTA
+TTTAGCTTGATAGATAAAAGCTTTGAAACTCCCTTTTCCTGCATGGTGACGCCGTATATAGCATCTGCTG
+CCATCATAGTTCCCCTTCTGTGAGTAACTACTATAAACTGCGTATCCTTAGAAAGTTCTTTCAAAGCCTT
+GGCAAATCTGTCCACATTAGCGTCGTCCAAAGCAGCATCTATCTCATCCAAAACGCAAAAAGGCGTAGGT
+TTCATTGTAAGCATGGCAAACAAAAGAGAAATAGCGACAAGAGCCTTTTCTCCGCCAGAGAGGAGAGAAA
+GGTTTTGCAATTTCTTCCCAGGAGGCTGTGCCTTTATTTCTATCCCTGTTGTAAGCAGATTCTTTTCGTC
+TGTCAATACAAGCTCGGCATTGCCCCCACCAAACAATTTTTTAAAAGTCTCCTTAAACTGCGCCCTCAAC
+ACCTCAAAGCCATCCTGAAATCTTATCTTTATTATTTTACTGGCTTCCTCAATTACTGAAAGCAGAGATT
+CTCTTGCTCTTATGATATCCTCCATCTGATTTTTTAAAAAGTCGTACCTTTCCTTCACCTGCCTAAACTC
+CTCTATGGAGTCTAGATTAACATTTCCCAAGTTCTTTATCTCTTCATTTAATCTTTCCACTTCGATCCTT
+AGGTTTGTAATTTCTTCTTCTTTCTCTTCTTTTATAATTTCTTCCAATGCAAGGTTGTACTCTTCCCACA
+GCCTTTGCTTTATATTGTCAATCTCCATCTGAAATTTCTGCATGTTCATCTCCACATGATGAACTTTTTC
+TTTCAAGCTGGTGTATTCCTCCTGAAGTGCCAAAAACTTTTCTCTGTCTTTCTGCGCACCTTTTTCTTCT
+TCAAAGAGTTTCTCTTCTAGAGAAGAGAGGTATTCTCTAGACTTTTCAACCTCCACAGTCAAACTTTTAA
+GTGCCTTTTCTGATTCTTCCATTTCAATTTGCAGCTTCTCAATTGACCTTTTCATGCTTTCAATTTGAAC
+TTCCTTTTCTTTTATGGCTTTCAGCACTTCTTTGAATTCTCTTTCTTTTTCTTTTAAGTTATTTACCTCA
+TTCTGAAGCTTTTCCCCTACTTTAGCAATCTCTATTTTTAACTCTGTGAGCTGTTTTTCAAAAATAGATA
+ATTCATCTCTATTTTTGCTATTTTGCCCGCTGAAACCTTTGACTAATTCCTCAAGTTTGTCTTTTTCTAC
+TTCCAAAGCTTTTAACTTGAGAGACTCCTCTTCAATTTCTTTTCTGTAGATAGAGATGATTTCATCGAGC
+TCTTTTATTTCAACAGAAATGTCCTGCATCTTTTCTTCTAAATTTTGTATTTCTTTTTCAACAAAATCCT
+TGCCCTGCTTTGTAGCTTCCAATTCCCTTTCATTGATATAAATCTGCTCTTCTAACTTTTTCAACTCTGA
+TTTTACAGATTCCTTCTCACTTGCAACCACTTCTACTTCTGCTTTTATATCTCTTTCACTATCCAATAGT
+TCTTCTATATCTTTTCTCAGCCTCTTTATTTCGTTTCTCCTTGAAAGAATGCTTGTATTAGTTGACTTTA
+AACTTCCTCCTGTGATAGCCCCACCTATGTTGATGAGCTCTCCGTCTAATGTGACAATTCTAAAGGCCTG
+ATCGTACTTCCTAGCGAGATGTATCGCAGTCTCAATTGTATCTACTACCAGGGTTCTTCCAAGCAAAAAA
+TTAAAAACTCTCTCAAGGGAAGGGGCATACTTTACAAGGGAAGATGCTATCCCCATGACCCCTTCTTCAG
+TCAAAGCAGCTTCTCCTTCAAGCTTTTTCCCTTTCACCAAGTCAAGAGGCAAAAAAGTTAGTCTTCCTAA
+ATTATGCTTCTTTAAAATTTCTATCAATTCAGCAGCTTTTTGAGAATTTTCTACAACTACGTTTTGGATG
+TTAGAGCCCAAAGCCACCTCTATAGCTTGCCTGTAGCTTTCCTCCACTTCAATAAGCTCTCCGACAACTC
+CTACTATTCCTCTTTTATCCGCCACCTTAAACAGTTTTTTCACGGTATCGCTATACCCTTCATAATTTCT
+TTCCATATCTTCCAGAATAAAAAGACGGGACTTCTTCTTCTCAAGTTCCTCCCCGAGCTCTTTCAGAAGC
+CTCTCTTTTAACTTAAAAGCTTCTTCTAGCCTTTTAAGTTTTTCCTCCAAATCCTCTTTTGCCTTTTCTA
+GTTTAAAAAGGCCTTTTTGTAGCTCAGTTAACTTACCTTCGCTTTCTTTCTTGTCCAAAAGCAGTGCTTT
+TAACTTTTGTTCGAGAGCTTTTTTAGTTGAAATAAGGTTTTCTCTTTTGCTTTCTGACTCCTCTTTTAGA
+GATTTATTCAAAGAAATCTTGCTAGTTGCTTCTGCCATCTGGTTTAGTATCTCAATTATGTCTGCTTTAG
+CCTTTTCAATCTCCTCTTCCCTTTCTCTGTAAAGCCTGTGCAAGTTTTTTTGCTTTTCTTCCATCTCTTT
+CAATTTACTCTGAAGTCCATTTTTTTCTTCCTGCAGTCTGAAGATCCTGTCCCCCGACTTTTTCAGCTCT
+TCTTTTAGAAGGAGTTTCTTTTTTTCCAGTTTTTCTAACTCTTCGCTATAGTATTTGATATTTTCTTCTA
+AATTTTTAACTCTCTCTACTAGAAGTTCCTTCTGCCCTGAGACAATTTCTATTTCCCTTAGAAGGTTGTG
+ATACCTATCCTTTTCTTCTTCTATTCTTCTCTTTAATTTTCCCACTTCTCCTTCAAGAAATAGAAATTTT
+TTCTCTTCTTCCTGTTTCTCTCTTGTCTTTTCTTCTAATTTTTTCACCAGAACATCATACTGCATTCTAA
+ATTCATCATATCTTTTTATAGCTCTTTTTGCTAGCTGCGCGTAAAGACTTATGTCAGCCTCTTTTTTCTG
+TTCCTTTAAGAAAAGGTATTTCTCTGCCTTTTCCTTCTGTGCTTTCAAAGTCTCAAGCTGTTTTTCTAAT
+TCCACAACTATGTCATTTAACCTGATGAGATTTTCTTCCGCTGAAACTAGTTTTCTCTCGGCCTCTTCTT
+TTTTATAGCGATATTTCGATATCCCAATCGCCTCTTCTAGAATTAACCTTCTTTCTTCCGGCTTTGCGGA
+CAAGATTTCATCTATCTTCCCTTGACCAATGACAGAATATCCCTCTTTACCTATTCCCGTGTCCAAAAAA
+AGTTCATGGACGTCCTTTAGCCTGCAGGGAGTTTTGTTTATAAAGAATTCGCTTTCCCCTGACCGGAAAA
+TTTTTCTAGTTATGACGACTTCATTGTAATCAAAGGGGAGTAAACCGTCAGAATTGTCAAGCGTAAGGTT
+TATCTCACAAAATCCTAGAGGCTTTCTAGTTTCACTGCCAGCAAAAATTACATCCTCGAGTTTTGAACCT
+CTCAAACTCTTTATGCTCTGTTCTCCTAACACCAATCTTATAGCGTCAGAGATGTTGCTTTTGCCACTTC
+CGTTAGGACCCACTATTGCGGTAATACCTTTTTCAAAATTTAAACTGACTTTGTCTGCGAAAGATTTAAA
+TCCATATAGTTCCAGCTTCTTAAGGTACATACCATCACTCCTCATGCACCTTCCATTTTACCACAAGCTC
+TCTTAATTTTCATCCCTATTTTGCCTGACATCTTCTACGATGGAGATGATGGTATCTTTATACTCAGAAG
+GTGCAAGAACTTCTCCCCACCCTTCAACCACCTGAATGAGACCGTCATACGCAGTGTCGTGAAAGGTCCT
+TATGAAGTGGGGAATACCCCTTTCTTCCAATATGCTGCCCACAAGCTGAGCCTCTATTTCGTTCTCCAAT
+TTTATAATTCTCTCAAAATTTTCCATATCAAACCACCCCATGCATAAAAATAAAACCTGCTAAAAAGCAG
+GTTCAAATTATCTTGGCTCTACAATGAACTTTATGGCTGTCCTCGTTTCTCCGTCTATCTCGATCTCTGA
+GAAAGCGGGAATTGCAATTAAGTCAATCCCATTCGGTGCCACAAATCCTCTCGCAATGGCGATTGCTTTC
+ACCGCCTGATTGACTGCTCCCGCCCCTACTGCCTGAATCTCTGCAGAAGATTTTTCTCTTAGGACAGCAG
+CCAACGCACCTGCTACAGATTTGGGTTTAGATTTAGCTGATACTTTGAGAACCTCCACTGTTAGATGACC
+TCCTTCATTTATTATTGTGAAAATGAATACATGTGATATATTATTATATATTCGCTAAAAAATCAACATT
+TCCTTCTTTTTCACAAAAATTTTTTTAAAAATTGTCCTTTATGAAGTCAGTAATTGAAATCGGATAGAGC
+TTTTTGTCATAAGATAAGACAATTTTATCTTCTTCTATCTTCTCTAAAAGTTTGACTTGTACCTGTAATC
+CGTACTTGTCTTCCAAAAATCTTTTGTTGTATTTCTTCTGTCCAATGACCGTAGAAAGCTTTCTCTCATT
+GCAAAAAATTGATATTTTCTTGCCTTTTATACCTTCTTTCTCTATTACTTCTTTTAGCACATCAAGCATT
+ATACTAGATTCCACCAGCTGGCCCATAGCAGGATGAAAAGGTCCTGCCACTACATCTTTGTTGAAGTTTA
+TGTTGTCTGTGGTCTGAAGCCCTATCCTAATCACATCTATACCTGCTTTGACAAAAATTATATACATTTT
+CTTCGAAATATTGATAGCCTGTTCCAGTGAGAGGGGAGTATACTTCCCCTCTTTATACATTTTCTCAAGG
+TAGGTATTTCTAATGACAAGAGTGGGATATATCCTAACAAAATCTGGTTTTAAACTGACAATCTTATGGG
+CGGTATTCAAAGACTTCTCTTCAGTATCCCCTGGAAGACCTATCATAAGCTGCAGTCCAAGTTTAAAATC
+ATATCTTCTTATAAGGTTTACTGCATTCACCACATCTTCACTGGTATGACCTCTCCTGCTCTTTTCAAGC
+ACATCATCTTCCATGGACTGAACTCCAAGTTCGATAACTGAAACATCGTGTTTTTTTAAATTTTCCAAAA
+TCTCCTCAGTTATATAGTCAGGACGAGTGGATAAGCGTATACCTTGTATTTGCCCTCTCTTAAGGTATTC
+CCTTGCAATACTTAAGTACAAGTTTTGCTTTTCAATCGGTATACCAGTGAAACTCCCGCCAAAGAAGGAT
+ACTTCCACTTCAGAACCTTCAGGAATGGTTTTTAAATGGCTTTCTATTGTCTCAATCACTTCCTCCACAG
+TTACATCTTTTTTCTGACCGGTTATTAAGTTCTGATTGCAAAAAACACATTTGAAAGAACATCCCCAGTG
+GGGGATGAAAATTGGAATTATATACATTTTCCTCTTCATTTCAATATCCCCAGCTTGCTCAATGCTTCCA
+TAGCAGCTGCCTGTTCAGATTCTTTTTTGCTCTTTCCTTGTCCTATGCCTAAAACTACATCTCCAATTTT
+TACTTGAGTTACGAAAGTCTTGTTGTGGTCAGGTCCTATTTCTTCTACAAGCTCATAGGTTATCTTCCCA
+ACTTCCATGCTCTGTACCACTTCCTGCAACCTCGTCTTATAGTCTCTGTAAATTATCCCTTTTAAAACTT
+CATCTATGATTTCCTTAAAGAGGTCTAAAATCACCCTTCTGACAGCTTCCAAACCACCATCCAAATATAC
+GGCAGCTAATAATGCCTCCATCGCATCCGCAAGTATTGAATCCCTGTCCCTGCCTCCTGATATTTCTTCG
+CCTTTTCCCATTCTCAAAAAGCTGCCCAACTCAATCTTTCGAGCACATCTAGCAAGAGATGGCTCGCAGA
+CTATCTCTGCCCTGTACTTGGAAAGAGAACCCTCTTCTAAGTCTTTTCTATTTTTATACAGGTATTCGCT
+TATCACAAGGCTTAAAACAGAGTCGCCCAAAAATTCCAATCTCTCATTGCTCACTTTTTCATTTTTGCCT
+TCGTGAGCCCATGAACTGTGGGTCAGGGCTTCTAAAAGCAGAGTTTTATCTTTAAACTCATAATTTATCT
+TCTGTTCCAGATAAGTCAACACCTTCTTACTCACCTTTATACCTCTTTCAAAATTTTTTAAAGAGCAAAG
+TAGCATTGTGTCCGCCAAAACCAAAAGAGTTAGAAATGGCGTAATTCACTTCCCTTTCTATTGCCTTGTT
+TGGAACGTAGTTTAAATCGCACTCTGGATCGGGAGTCTGGTAATTAATGGTTGGAGGCACTATCCCGTGA
+GTTATGGTCAGCACCGTAGCTACAGCTTCTACTGCCCCTGCTGCTCCTAACAAATGTCCCAACATGGACT
+TATTAGAGCTTACGCAGAGCTTATAAGCGTGGTCTTTGAAAACTTTCTTTATTGCCATAGTTTCGAACTT
+ATCGTTGTACTCTGTAGAGGTTCCATGGGCATTGATGTAGTCTACCATATCATAACTTACTTTTCCGTCT
+TTAAGGGCTGCTTCCATCGCTCTCGCTGCCCCTTCCCCTTCTGGAGCTGGAGCTGTTATGTGGTAAGCAT
+CATCTGTAGCGCCATACCCTATTATCTCTGCGTATATCTTCGCCCCTCTTTTTTGAGCATGTTCCAATGA
+CTCCAGAATCAACGTAGCAGACCCTTCTCCCATAACAAATCCATCTCTATTCAAATCAAAGGGCCTTGAA
+GCAGTGGAAGGGTCAGGATTTGTGGACATAGCTTTCATAGCGCAAAAACCTGCAAAGGACATGGGAGTTA
+TCGCAGCTTCTGTACCTCCAGTCACTATTAAATCTGCATCTCCTCTTTGAATGGCTTTAAAAGCTTCTCC
+TATGGCGTTAGTGCTGGAAGCACATGCATTTACTATAGTCTCATTGATTCCCTTAAGGCCAAAGGTTATG
+GCTATCTGCCCAGCTGCCATATTGGCTATCATCATAGGGATGAAAAAGGGACTTACTTTGCTGGGGCCTT
+TTTCGTACATCACTTTCATCTGATTTTCAAAGGTCTCAATTCCCCCTATGCCTGTCCCGTAAATCACTCC
+AAATCTATTTAAGTCTACTTTGTCAAGTTCAATCCCCGCATCCTCCAGTGCAAGTTTTGTGCTTGCCACA
+GCAAACTGTATAAACCTATCCATTCTTCTGGCTTCTTTTTTGTCTATGTATAAAGTAGGGTCAAAGTCTT
+TCACTTCAGCAGCCACTTTTGTGGGAAATTCAGAGGTATCAAATTTGGTGACAAGTCCTATTCCATTTTC
+TCCATTTATCAGTGAATTCCAGAACTTTTCAACAGTGTTGCCTAAAGGGCTGATTACTCCCAATCCTGTT
+ACAACTACTCTGTTCATAAACTTAACCTCCAAATCTTTATTTGCATAAAGTCCCGCAGCGCGGGACCTTA
+TTTACTCAACAATATTGCTTAAGTACTCTACGACATCACCTACCGTCTTTATTTTTTCGGCGTCTTCGTC
+AGGAATTTCAATGTCAAACTCTTCTTCCAAAGCCATTATAAGCTCTACTATGTCCAAGGAGTCTGCTCCT
+AAATCATCTATGAATGAGGACTCCATTGTTATTTCCTCTGGATCAATGCCGAGCTGTTCAGCAATGATGT
+TTCTCACTTTTTCAAAAATCATACCCTTTTCACCTCCTCTCAAAAATTGTACACTTATGATAATATTACA
+TAACCATTCCTCCGTCAACATTTATTACTTGCCCAGTAATGTAATCTGAGGCTGAGCTTGCCAAAAAAGC
+CACAACTTCTGCAACTTCTTCAGGTTTTCCTGCCCTTTTTAAGGGAATGCTTTTTAGCATTGCTTCTTTT
+ATGTCTTCTTTCAATACGTTGGTCATGTCAGTTTCAATAAAACCAGGAGCTACAGCATTTACAGTTATTC
+CTCTGCTAGCAAGCTCTTTAGCTACTGACTTTGTAAGTCCTATGATTCCTGCTTTAGAAGCAGCATAATT
+AGCCTGTCCTACATTTCCCATAAGCCCCACCACAGAACTTATGTTTATTATTTTCCCCTTTCTCTTTTTT
+ATCATATACTTTGAAGCAAATTTTATTACATTAAAGGCTCCTTTGAGATTTACATCTATTACTTGGTCCC
+ACTCTTCTTCTTCCATTTTTAAAATCAAATTGTCCTTTGTAATTCCTGCATTGTTAACTACCACATCTAT
+GCTTCCAAACTCCTCTATAACCTTTTCTACAGCTTTTTCAACCTCATGGTATTTGGAAACATCGCATTTT
+ATTGCTAGAGCATCAACTCCGTGTTTTTTTACCTCTTCAACAACTTCTTCTGCACTCTTATCGTCCTTTA
+CATAAGTTATAGCAATATTAAAGCCATCTTTAGCAAGTCTTACAGCAATAGCTCTGCCTATACCTCTAGA
+ACCTCCTGTGACAAATGCCACCCTCTTTTCATCTACCATAAACTATACCCCCAAAGCTGAGAGAGCCTTC
+ATGAGAGACTCCTCATCCTCAAAATTCAAAACAGTCCTGCTTCTATCAATTTTCTTGACAAATCCGCTCA
+AAGTCTTTCCAGGTCCTATTTCTATGAAAGTATCCACACCGTCTTCTATCATTTTTCTCACAGACTGCTC
+CCAGAGGACGGGATGACTCACCTGTTTTATGAGTAATTCTTTAACCTTATCTTTTTGCACGTAATCGGCA
+GTAACATTTGATATCACAGGAACCTTCAAGTCCTTTATCTCTACTTTATCCAATTCCTTTGCTAGAAGTT
+CTCCAGCTTCTTTCAACATGCTGCAGTGGAAAGGCGCACTTACTGCAAGCACTACTGCTTTCTTAGCTCC
+TCTCTCCTTCGCTAGTTCCACAGCTCTTTCTACAGCCTTAACTTCCCCAGAGACCACTAATTGACCCGGA
+CAGTTGTAGTTAGCAGGTTCTACCACACCGACCTCTGATGCAATCCGGCATATTTCCTCAACTTCCTCAT
+TGGGAAGTCCAAGTATTGCTGCCATTGTGCCGACTCCTTCTGGGACCACTTCCTGCATGTACTTTCCTCT
+CTTTTTGACAAGTCTCACTGCATCCTCAAAATCTAAAGCTTCTGCCAGTACAAGAGATGAATACTCTCCT
+AAACTTAAACCTGCTGTCACATCAGGTTTTACACCTCTTTTCTGCAAAACCCTTGTCAAGGCCACTGAAA
+CTGTCAAAATGGCCGGCTGTGTGTTCTCCGTCTTCATAAGCTCTTCTTCAGGCCCTTCAAAGCACAGTTT
+AGATATGTTAAAACCTAAAGCCTCATCTGCTCTTTCAAAAATTTCTTTCGCTTCTTCGTATTTTTCGTAT
+ATTTCCTTTCCCATCCCTGCGTACTGGGCACCTTGGCCCGGGTATATAAAAGCTATTTTCATCCTTTCAC
+CTCATTTTATTCAAGTTTTCAATAACTTCAGCAGCTTGTTTTATGATGTCTTCAATTATCTCTTTAACTG
+GCTTTATGTCTTTAATGAGTCCTGCGATCTGTCCTGCCATTACAGAGCCATACTCCACGTCTCCGTCTAC
+AACGGCAGCCCTCAATTTCCCTTCACCCAGCTTTTCCAACTGTTCTTTAGGAGCTCCCATTTGCTCTAAT
+TTTTCAAACTCTCTCGTCAGCCTGTTTCTCAAAGCTCTCACAGGATGACCAGTGCTCCTGCCTGTCACCA
+CTGTATCCCTGTCCTTCGCCTTCAATATGTACTCTTTGTATCGAGGGTGGGCAGTACATTCCGTAGAGCA
+GACAAATCTCGTGCCCATCTGCACACCTGAAGCACCAAGGCAGAAAGCAGCAGCAAAGCCCCTCCCATCT
+GCAATACCGCCTGCTGCGATTACAGGAATATTAACAGCGTCAACCACCTGAGGCACAAGAGCAAAAGTAG
+TAAGCTCTCCCACATGCCCACCTGATTCTGTTCCTTCTGCAATTACTGCATCAACTCCTATATCCTCCAT
+CCTCTTAGCTAAAGCGACAGATGCGACAACCGGTATGACCTTTATACCTCTTTCCTTAAGCCGAGGTATG
+TACTTTCCAGGATTGCCAGCCCCTGTAGTTATCACGTCCACTCTTTCTTCCAATATCACCTCCATTACTT
+CATCCACATAGGGAGACAAAAGCATGACATTGACTCCAAAAGGCTTGTCTGTAAGCTCTCTTGCCTTTCT
+TATCTGTTCTCTCACAAAGCTCGCAGGGGCATTCCCTGCTCCTATAATTCCAAGCCCTCCTGCGTTAGAA
+ACTGCCGCTGCCAGTTCTGCAGTAGCTACCCAAGCCATTCCTCCTTGAAATATGGGATATTTTATGTTGA
+GCATTTCAGTTATCTTTGTCTTGAACATCATCTTCACTCCTTCATTTGCTCCATTTTATTACACTTGAAG
+CCCAAGTCAAACCAGCCCCAAAGGCCACTGTCAGTATTATATCTCCTTTTTTTATCAAACCTTTTCTATA
+AGCCTCATCAAGAGCGATTGCAACAGAAGCCGCTGATGTGTTCCCGTATTTGTCTAAATTTATATAGACT
+TTGTCATTCGTTAGTTTAAGTCTCTTCCTAGCTGCTTCAATTATCCTGGTATTTGCCTGGTGAGGAATTA
+ACATGTCTATGTCTTCTGGCGTAAGGCCACATCTTTCCAAAACCTCTATTGTGGCGCTGTCCATCACCTT
+CACTGCAAATTTAAACACTTCCTGCCCTTCCATAAAAATGGTGTGCAGATTTTTTTCTACAGTCTCATGG
+CTTGCTGGCATTCTCGATCCACCAGCAGGCATGTACAGATACTTTCCTCCTGTCCCATCAGCCCCCAAGT
+AGCTCCCAAGTATGCCATACCCGCTCTCAACTCTTCCAACTACTGCTGCTCCCGCACCGTCGCCAAAGAG
+GACACAAGTATTCCTGTCCTTCCAATTAATTATTTTTGAAAGAGTCTCTGCTCCTATTACAAGCACATTC
+CTGTACATGCCAGTTTCTACAAACTGCTGAGCAATAGCAAGGCCATATATGAAACCAGAGCATCCTACAG
+AAATGTCAAAAGCAGCCGCATTTAAAGCTCCTAGATTTGCCTGAACTATGCAGGCGGTAGAAGGAAAGTT
+CATGTCTGGTGTGACAGTTGCAACAATTATCATATCTAAATCCTCTGGTTTCAAATTCGCATCCTCTAAA
+GCTCTTTTAGAAGCTTCAGTAGCCAGATCAGATGTAGCCTGAGAAGGGTCTGCTATCCTTCTTTCTTTTA
+TGCCTGTTCTAGTAGTGATCCATTCATCAGAAGTGTCCACCATTTTCTCTAAATCAAAATTTGTCAAAAT
+TTTCTCTGGCAGATAGCTGCCAGTTCCCAATATTCCTGCTGCAATCTTTTCACACACTTATCTCATCTCC
+CGTAAGCTCAATTTCTTCTTTTATATGACGCAATACGTCATTTCCCACAAGGTTTTTAGCCTGTTTAATG
+GCATTAAAAATAGCCTTTGCCTTTGAATTGCCATGCGCCTTTATGACAGGTTTGCTGATTCCCAAAAGAG
+GAGCTCCTCCGTATTCAGTGTAATCCATCTTTTGAGTTATCCTTTTAAGGCCTCCCATTATAAGAAGAGC
+ACCCATTTTCGTAAAAATATTTCTAGAAAGTTCCTCTTTCAAAAGCTGTGAAATCACAAAAGCAATTCCT
+TCCATTGACTTTAATATCGCATTTCCAACAAATCCATCGCATACGACAACTTCACAGACTCCATAGGGTA
+TGTCTCTTCCCTCTACATTTCCTATAAAATTCAATCTAGAGTTTTTTAACCTTTCAAAAGCCTTTTTTAC
+TACTTCATTCCCTTTTTCTTCTTCTGTCCCCACGTTAAAGAGGCCAATCCTGGGTTTTTCAATTCCAAAC
+ATCTTCTGAGCGTAAACATGCCCCATTACCGCAAACTGAAATAAATTTTCTTCATCGCAGTCGGTATTAG
+AACCTGCATCCAGCAGAACCGTGGCTCCATTTAAAGTGGGAAGAATAGGAGCTAAAGCAGGTCTTTTTAT
+CCCTTTTATCCTTCCAAGAATAAGAAGAGAGCCTGCCATCAAAGCGCCAGTATTGCCTGCTGATAGAAAA
+GCCTCTACTTCCCCCTTTTTGAGAAGTTCCAAACCTACTACCATCGAAGAGTTTTTCTTTTTCTTTATCG
+CTGCTACAGGAGCCTCGTTATTTTCAATAACTTCACTGGCATATATGAGTTTTAGCCTTTCACTCTTACC
+TTCAAGCCCCTTTAAAGCCTCTTCTTTGCCAATTAAAAAAATTTCTATATCTTTAAAGTGATCTAATGCT
+TTTAAACTTCCTTTTATTATTTCTTCTGGCGCGTAGTCGCCCCCCATCGCATCAATTGCCAACTTCAACT
+GTGTCACTCCTTTTTTTCAAGAAATCTTCCTCCAATGCTACTAGTATAAACTTACCTCTGAATACTTCTT
+TTTCTTTAACCTTTATCTTTACCCACACAAAATACTTGTTTCCTCTTTGCCTTATCACTTCAGCCTTAGC
+CACAAGCCTATCTCCAACTTTAACCGGATATTTGTACTTTATATTTGCGACTCCAATCAAAGCTGCAGGA
+GCGTCAATCAAAGACAAAGCCAGGGACTCTGCCTGAGAGTAAATGTACTGGCCCTTTACGATTTTTGTCT
+TCACAAAGACCATGTCTTCAGTCGGCTCAAATATTGATATGCCCCTTTTCCCCAATTCCAGATCTATGAG
+TTCCCCTACAACTTCTGCTCCGAGAATAGTTTTTACTTTTCTATAATTTTCTTCTGCAACATTTTTTATC
+CTCTCTCTGACCTCAGGGATGCCCAACTCCATCCTGTCAAGCCTTATAGTCTGCACACTTACTCCAAACA
+TGTCAGCCAGCTCATCGTCCGTATAAAAGGGGTTTTCGTTAATTTTCTCTCTTAAAAGTCTCTGTCTTTC
+CGCCTTACTCACTCTCACAGCCATATTACCAGCTCCAAATATTAGTTGTTTTTATGACCTACCCAAAATT
+ATAAATTATTTTTTCCTCAAAATCAACAAAAAAGTGGCACCTTGTAGTTTCTACAACTCTCATTTTTCTA
+TATAAAACAAAAAAGTAGTAATAGGAAACCCTATTACTACTTTTTTGCTACTCCTCTACTTTAATTACTT
+CTTTGTCCTTGTAATAACCGCAATTTGGACAAACTCTGTGGGGAAGCTTTGGCTGATGACATCTCGGACA
+CAGCACATACGCCGGTGGGGCAATTTTAAAGCTATTATTCCTTCTCGTATCCCTTCTTGCTTTAGATGTT
+CTCCTTTTTGGCACTCCGCCCATTCTCAACACCTCCTACATTTACTGCAACAATTTAGAAAGGACTTCCA
+AGCGAGGGTCAATTTCCTCTCTCTTACAGCTGCAGCTTCCGTAATTCAGATTGGTACCGCAGATAGGACA
+CAATCCCTTGCAGTCCTCTCTGCACAAAAATTTCATAGGGAGAGAAAGTATCACAAAGTGCAGCACAAAA
+ATCGTCATATCAAAATTTTCATAGAAACTGTCGTCTACTTCCTCATCCACACATTCTTCTACATACTCCC
+TCAACTTCAAGTCCAGAGGATAGATGAACTCCTCTAAACACCTGTCACAAGTTGCCCTTATACTTCCTTT
+AATATCAAGCTCTGCAAATAGCCCTTCCTTCTGGGCAGTAATTTTACCCTTTACCCTCCAAGGGTCTACG
+ATTTCAAACTCTTCTCCCTTAAAATCAAAGCTCTTCAAATCCTCCACGTAGTCTACATATATGCTGCGCC
+CAAGCTGCCCTTTGATTTTCAAAAGGTCAATTTTCATTTTTCTTCACACACCTTAACGTAATTGACAACA
+CCTATTATACTAACCCCTATACCAATTGTCAATATCTACTTAATCCCCTTCACCAATTTCTCAGTATCTT
+TCGCTATCATGTACTCCTCATTTGTAGGAATTACCATGACTTTTACTCTGGAATCTTCTGTAGATATTAT
+TGCCTCTTTCCCTCTCACCCTGTTTTTCTCCTTGTCAAGCGTAAATCCTAAAAACTCCAGGCCTTCCAGA
+ATAAATTCTCTCATCTCAGGTCCATTTTCTCCAACTCCAGCAGTAAATACAATGGCATCCACTCCTCCCA
+TAGCAGCGGCATAGGCTCCTATGGTCTTTTTAGCAATGTAGGCAAATACCTTTAGTGCCAGCATTGCCCT
+CTTATTTCCCTCATTAAATGCTGCATTTTCTATATCTCTAAAATCATTGCTGATGCCTGAAATCCCGTAA
+ACACCTGATTTTTTGTTCAAGATATCAACTACCTGATGAGCGGTAAGGCCTTCTTTTTCCATTAAAAATG
+TCACAATTGAGGGGTCAATGCTTCCTGACCTGGTACCCATTGCCAATCCTTCTAAAGGGGTAAATCCCAT
+GCTGGTGTCAATCGATTTGCCGTTTTTAACCGCTGTAATGCTTGCCCCATTCCCCAGATGGCAGGTGACA
+ATTTTCAATTCTTCAATTGGCCTTCCGAGAATCTCTGCTGCTCTCATTGAGACGTACTTGTGGGAAGTCC
+CGTGGAAGCCATACCTTCTTATTCTGTGCTTTTCGTAATACTCATAGGGAATTGGATATATGTAGGCATA
+ATCCGGCATTGTCTGATGGAAAGCCGTATCAAAAACTGCCACCATGGGTACTCCTGGCATTATCTGCTGA
+CACGCTTTTATCCCTTCAATGTTGGCAGGATTGTGTAAAGGTGCAAGGTCAATACAGTCTTCTAATTTCT
+TTATCACTTCATCATCAATCAATACAGAATCTGTAAAATATTCTCCTCCGTGGACAACCCTGTGTCCCAC
+CGCATCTATTTCCTTCATGTCCTTTATAACACCTATTTCTTTATCCACTAAAACTTCCAAAACTAACTGT
+ATAGCTTCCTTGTGATTTTTCATATCCCTCTGTATCTTCACTTTTTCCTTGCCTTCCGCCTGATGGGTCA
+ATAAAGAGTCATTTATTCCTATTCTTTCCGCCAACCCCTTTGCCAAAACCTTGTTGTTTTCCATATCAAG
+TAGTTGATATTTTAAAGAAGAACTGCCACAATTCATAACCAAAATTTTCATAATTATTGCCTCCCCTTTT
+TACACTATTCCTTGAGCTTGTACACTCGTTATCGCTATAACATTTACAATATCTTCTACGCTGCATCCCC
+TTGACAAATCATTAACAGGCTTTGCCAGTCCTTGAGAGATAGGTCCAATCGCATTCGCCTTTGCAAGCCT
+TTGAACCAGCTTATAACCTATATTACCCGCCTGCAAGTCAGGGAATATCAGCACATTGGCCTGTCCAGCA
+ACAGGACTGCCCGGCGCTTTTAACTCGCCTACTTCTTTTACAATTGCAGCATCCACTTGCAACTCACCAT
+CAATTAGCAAATCAGGTGCCAACTCTTTCGCGATCTCTGTCGCTCTTTTCACCTTATCTACTAATTCATG
+GCTAGCGCTGCCCTTTGTAGAGAAAGAAAGCATGGCCACCTTAGGTTCAATTCCTGCCAGAACTTTAGCG
+GTATGAGCCGAGGCAATGGCAATTGCGGCCAATTCTTCGGCAGTCGGGTTTGGGTTTATGGCGCAGTCAG
+CAAAAATGAACACCCCATCGCTGCCATACTTGCACTCAGGCACTTCCATTATGAAGGCACTAGAAACCAC
+CTTCACATTAGGAGCAGTTTTTATGATCTGAAAAGCTGGCCTGAAGACATCGGCTGTTGCGTGTATTGCT
+CCTGAAACCATTCCATCTACATCCCCTAATTTAACCATCATGCACCCGTAATACATTGGGTCCCTCATAA
+GCCTTTCTGCTTCTTCCTCTGTCATCCCTTTATTTTTCCTTAGCTCGTAGTATTCCTTTGCATATCTTTC
+AAGGTTAGGTGATTTCTCCGGATCTACAATTTCTGCCTTTGAAATATCAAGTCCTTTTGCCTTTTCTCTT
+ATCTCTTCTTCTTTTCCCAATAATACTAAATCTGCAATTCCTTCTTTTAACACTATTTCGGCAGCTTTTA
+AAGTCCTTGGTTCAGTACCTTCTGGAAGAACTATTTTCTTTTTGTTTGCCTTTGCCTTTTGTATAATATT
+GTCCATCACAGACATTTTAAAATCTCTCCTCCTCTTCGTAATATTGTATACACGGTTTCCCTTTTACATT
+TTACCATATTTCGTGTAAAATAATAAGTACGTTATTAAAAATTTTTTTGAAGGGAAAAACAAATAGTATG
+GAAGCGTTAGGAATTATTGTCGAATACAATCCCTTGCACAATGGCCATCTTTACCATCTTGAAGAATCGA
+TAAAGCTCACAAAATGTCAATACGTGGTAGCGGTGATGAGTGGGAATTTTGTGCAAAGAGGTGAACCTGC
+AATCGTAGACAAGTGGAAGAGGGCAGAAATGGCCTTAAAAGCAGGGGTAGACCTAGTAATTGAGCTCCCT
+GTTGTGTACGCAACTTCCACTGCAGAAAATTTTGCCTACGGCGCGGTCAAGCTTTTAGACTCTTTGAAGG
+TAATAGACTGCATAGCTTTTGGAAGCGAAGAAGGAGATTTAGAAAAACTTTCTAAAATTGCAGACATACT
+TCTAGAAGAACCGCCAGATTACAAAAGGGCTTTAAAAGAAAACCTAGGAAAGGGATTAACTTTTGCTAAA
+GCGAGAGAATTAGCATTGGTAAAAGTCACGGGAGATGAAAGCATCTCAAAAACTCTTCAAACTTCTAACA
+ACATATTGGGGATAGAATATTTAAAGGCCTTGAAAAAAATAAAAAGCTCCATCGTCCCTTTTACCATAAA
+AAGGAGGGGAGCTCTGTACACTTCCTTGAAATTAGAGGGAGAATTTGCCAGTGCTACTTCTATAAGAAAG
+GCCATAGAGGAGAAGGGAATAAAAGCAGTTAAAAATTATGTGCCAGATTTCACTCTAAAAATACTGGAAA
+GAGCCTTTAAAGAAGGTCAGGGTCCTGTATACTTACAGGATTTCTCTCCTATCATCCTCTACCTCTTGCG
+AAGCGGTCATCCTTTAGAAAATATTTTTGATGTAGCAGAGGGGATAGATAACAAAATTTACAAAGCAGCT
+AGTATGACAAATAATATAAAAGACCTGATAAAACTTACAAAATCAAAGAGATATACAGAAAGCCGAATAA
+GGCACATACTCTTACACCTTCTCCTCAAGATAGATAAAAAACTCTTTAAGGAATTTGACGGGCCAAATTA
+CATAAGAGTGCTGGGCTTTAGCGAAAAAGGCAAAACAATTTTAAAAGAGATAAAGAAGAAAACAGAACTT
+CCAATCATCACAAAGGTTGCCCAGTATAAAAGCAAAATTGAAGATAGCAGGATGTTTGAAAGGGACTTAT
+TTGCGACGGATGTATACACCCTCGCCTACAAAAATTTCGCTATTTCAAAGCTAGATTTTTTCCATCCCAT
+CATAAAACTCTAACCCCACCATATAATATTAATGACAAAACCTTGAGGTGGGGATAAAATTTGAAAAAGG
+CACTTTACAACATCTTGATTTCCCTTATCATATTGATGGTTATCTCTCTCGTAATTTTCCCTAAAGAGGC
+GTTAGAGGCTGCCAAAGGTGGCATAAACCTTTGGCTTTTCACTATAGCCCCTTCTCTTTTTCCTTTTTTT
+ATAGGTTCTGAGCTTTTGCTTCAATTAGGAGTAGTGCACTTTTTAGGGAATCTGCTGGAGCCCTTCATGA
+GGCCTTTGTTCAACGTGCCTGGAAGCGGTTCTTTCGCAATGGCAATAGGATACACTTCTGGATACCCAGT
+AGGAGCACAAATCATAACCAGGCTGTGGGAAGAGAAACTTTGCACAACAGAGGAAGCAGAGAGGTTGATG
+GCCTTTTGCAATAATTCAGGGCCCCTTTTTATGTTAGGAGCAGTAGCCATAGGAATGATGAACAGCCCAA
+AAGCAGGATATATCATAATGGCCTCTAATTACTTGGCTGCTATCACCACAGGACTTTTATTTAGATTTTA
+CAAAAAAAGCACTAGAAAGGTGACATATTCGAAAAAGACCGGTTTTTATTCAATTGTAGTGCAAAATAAA
+AAAAACTTCAGTATACTGCTCTCGGAGGCAGTTACAAAATCTGTAAACACTATTCTTCTAATTGGCGGAT
+ATGTAGTATTTTTCTCTGTAGTGATAGAATTTCTAAAACTTTACAATATATTAAGCCTTTTTTCATCCAT
+CTTTAAGCCCTTTTTTTCCCTTTTAGGAATTGAGGAAATTGTCATACCCTCTTTTTTAAGCGGCATATTA
+GAAATAACAGTTGGCTCAAGTATGATAAGCCAACTGCCAATTCCTATCTCTCAGAAAGTAGTTCTCATAA
+GCAGCATAATCGCTTGGGGAGGAATATCTATACACGGCCAAGTACTAGGGGTAATCTCAAAAACAAAAAT
+AGGCTATTTCCCCTATTTTATAGCAAAATCCATTCAATTTTTTCTTGCAGGGGCTTACTCATATCTTATG
+ACAATTCTAACGCCTCTTGAAGAACAAGCTTTAACTTTACCAGCCTTTAATATGTATTCTTCCAAAAATC
+CTCTCAACCTACTTCAACTTTCAAGCTTTTTATTTATAGCTACTTTGCTGTTTTTAATATTTTTGAGCTT
+AACACTGGCCTTTTGCTCAAAAAAGCGCTAGATTATTTAGTACCCTTAAGCTCTTCTCTGTTTTTTCTTA
+TTGTGTCCAGGATTTCTGCTACTTGGTTTTCAAGCTTGGCAAGAAGTTCATCCGCGTATTCCCTGCTTCC
+CAGCCTTATTTCTTTGGCATTTGCCTGAGCAGCAGAAATTATCTCTGAAGCCCTCTTCTCTGCCTTTTTC
+ACTATTTCACTTTCACTCACCATCTCTTTTATCTTCTGCTCTGCCTCTTTCAATATCATCTCTGCCTCTT
+GCTGGGCTTCAAGCAAAATTCTCTGTCTTTCCTGTTTTATCCACTCGGCTCTTTTGAACTCATCGGGCAG
+CTTTATTCTTATCTGCCTTATTAATTCCAGGACCTCTTCCTTATTTATCAAAACCTTGTTAGAAAGCGGT
+ATTGAAGAACTGTTCTCTATGATATCCTCCAGTTCTTCTAAAAGGCTCAGCACTTCCAGTCCTTCAAAAT
+TTGACAAAAATAAAACCCCCTTTAACTTTTCTTAAACTTTTCCATGAGCCTTTCTGCCACAATATCAGGT
+ACAAACTCGGAAAGGCATCCGCCAAATTGAGCAATTTCCTTGACAAGGCTAGAACTTAGATACCCGTATT
+TTGGACTGGTCATTAAGAAGATTGTCTCAACTGACGGATTTAGCTTTTTATTTACAAGAGCCATTTGAAA
+CTCGTATTCAAAATCAGAAACCATTCTGAGCCCCTTTATTATTGCACTGGCATTAACTTTTTTAGCGTAT
+TCTACCAGCAATCCGTCAAAATAATCTACTTCAACATTGGGAATATCCTTGGTCACTTCTTTCAGAAGCT
+CTATTCTTTCTTGAATAGAAAATAAAGGTCTTTTAGCAGGATTTAATAAAACAGCTACAATCAGCTTGTC
+AAAAAGATTTGCACCTCTTTTTATTATGTCAATATGCCCATAAGTTACCGGATCAAAACTTCCTGGATAA
+ATCGCTACTCTCATACTACCTCCTCATAAAACATCAGTATTGTCTCTCCGTATTTATTTTCTCTTACTTT
+TTTAAGCTTTCCATATCTTTCTTTTAACTCATCTCTTTTATGAACTTCTGCTATCACTATTCCGCCCTCT
+TTCAAAACCTCTAAAGAGCCTATCCTTCGCAGAGCTTTCTCTGCAAGATTTTGATAGTAAGGAGGGTCCA
+AGAATATTATATCAAATTTTACACTTTTTTTGTGGAATATTTCTAAAGCTGTAAAAGCATCTTTGTGGAA
+TATCTTGCAAAAAGGCTGTAGCTCAAGCCCTTCCACGTTTTCTCTTATACACTTCACGCTATTTGTGCTC
+TTATCCACAAAGTAGCAAAACTCTGCTCCCCTGCTCAAAGCTTCAATTCCTACATTTCCCGTGCCAGCAA
+AAAGGTCTAAAAAAACACTTCCCTCAATCCTATTCATAAGTATGTTAAAAAGAGCTTCTTTGACTCTGTC
+TGAGGTAGGCCGCACTTCCTCCCCTTCCAAAGATTTTATTTTTCTCCCTTTTAAAGTACCTCCTATAACC
+CTCAAGCTCTTTTCCCTCACTTTCCCCTATTATTTTAACATATTTTTTTAAAATCTTACAAAAAAACATG
+TATAAAACTTTTTTGAGTTGGCAAATAATATTAACGGGAATAGAAATTTCCCCAATTCTTCCTTCAATTT
+CTCCTCTCCCAGTCCAGGCAGGCGAACTCCTGCCTGGATTAAAAATTTAAAAAGGGAAGCCTTTTTAGGC
+CTCCCTTATTTCCAAGTCCCTTTGCTAGCCATCTGGCTTTCTGCCATCTGTATCATTTTTCTCACCATGT
+GCCCACCAACTGCTCCACAATCTCTTGATGTGAGGTACCCCCAGTATCCATCAGCTGGAGGAGTAATTCC
+TAACTCATTAGCTATTTCATATTTCCACTGATTCATAACCTGCCTTGCTTCCTTTACCACAAGGGGGTTT
+TTGTTTTCTGAGCCTACTGCCACTTTTCTCACCTCCTGCAATCTGTTTCATTATTAATTTAACCACCCTC
+TTTCGGTAATATACCTGTAAACTATTGCTATATATAACAGAGTGAAATAAAAGAGGGATATCTCGGAAGA
+TATCCCTCTTTTATTTAATCTATTTCCAGGTACCTTTGCTGGCCAACTGGCTTTCTGCCATCTGTATCAT
+CTTTCTCACCATATGGCCACCTACAGCACCGCAGTCTCTTGATGTTAAATTTCCCCAATAACCGTCAGCG
+GGAGGATTAATTCCTAATTCTCTTGCAACTTCATACTTCCACTGATTCATTATCTGCTTTGCTTCTTTAA
+CCACAAGAGGATTTCTGTTTTCTGAACCTACTGCCATTTCAATCACCTCCATCTATGTTTGTATTATTAA
+TTTAACCGAAATAACGCAATCTAAACTATAAATTTGTTTTCAAAAATGTATAAAAGTGATTGAAATGGCA
+AATAATAAAAATTTATTTTTCTTCAAAAAACACTCCCGCCGCATCAGGTCCGGCATGGGTGCCTATTCCA
+CATCCTGCCTGAGACCTTATAAACCTAGTAATTTCCAATTCACTTCGTAAAGCTGCCTCTATTTCATTTA
+AAAATTCTTCTTTGTCAGTATGAATTAACCCTACTTCCCTCTCAGCAAAATCTATACCTGTGTTTTTCAT
+ATAATCAATTATCCAGCGAATAGCCTTTTTCTGCCCCCTTACCTTGTCTATCACTTTTAACTCTCCGTCC
+TCATTGGTCAAAATGGGCTTTACGTTTAAAATCCCTCCTATGATTGACTGGGTTCTTGAAAGCCTTCCGC
+CTCTATATAAATAGTCTAAAGAATCAAAAACCATTATACCTCTTATTCTAGGAATTGTCTCATATACTGT
+AGATACGATTTCTTCCTTAGAAGCTCCTTCCACAGCCATTCTAGCCGCTTTTAAAACGAGCATTCCATTT
+CCAAGAGTAAAGTGCCTTGAGTCTATCACTTCAATCCTATTTTTGTCCACCATATCCCTTGCTATGACAG
+CAGATTGATATGTACCGCTGAATTTGGAAGTGAGAATAATTGCAATCACATAGTCAAAGCTCTTTAATAA
+ATCTTCAAAAACCTCCATAAATTCCACTGGCGAAGCCTGTGTAGTAGTAGGCATTTTGCCTTCTCTTAAG
+AGCTTATAAAATTCCTCCTTTTTTATGTCCACTCCATCTTTGTAGCTTTTTCCATCGATGTTTATTGTAA
+GAGGAACCACGAAGATCCCGTAAGTTTTTATTAAATCTTCAGGTATATCGGATAAGCTGTCAGTGACAAT
+TGCTATCTTTTCCATACCACTATTCTCCTTTTCTGTTAATTTAATATTATATCCTTTACTTTGTCATAAA
+ATTCTGATATGAGAACTTGCCTCAATTTAGGATGCCTTTCAAGTTTAGGGTCTTCTTCAAGAAGGCTTTC
+CACATCCTTTTGTACCCTTTTTAGTATATCGATATCCTCAAAAAGGTTAGCGATTTTAAACTCAGGAAGG
+CCGTGTTGCTTTTCGCCTAAAAATTCACCTGGCCCCCTTATCTCCAGGTCCCTTTCTGCGATTTTAAATC
+CATCAGAAGTCCTAGCTAAGACCTCCAGCCTTTTTTTCGCAGTTTCAGAGGGAGAATAGTTTATCAAAAT
+GCAATAGGACTGAAATTCAGACCTCCCAACCCTTCCTCTCAACTGATGAAGCTGAGCAAGTCCAAATCTC
+TCTGCATTTTCCACAATCATCACCGTAGCATTAGGCACATTCACCCCTACTTCTATGACTGTCGTTGAAA
+CAAGTATGTCAATCTCTCCTCTGACAAATGCCTCCATAATCCTCTCTTTGTCGCTGTCCGACATTTTTCC
+GTGTAAAAGTCCAACTCTTGCTTCTTTAAAAGCGTCTTTGTAAATTTCTCTATATACTATTTCGGCAGAA
+GCCGCTTTTATTTTATCCGATTCTTCAATCAAAGGGCATACAACGTAAACTTGTCTCCCTTTTTTTACTT
+CTTTAATCGCAAATTCATAGGCCTTCTTTCTCATGGACGAAGGTATTACGTAAGTTTTTACTCTTTTTCT
+GCCAGGTGGCAACTGGTCAATTATTGATATATCTAAATCTCCGTATAAGATTAAAGCTAAAGTTCGTGGA
+ATAGGAGTAGCCGTCATAACTAAAACGTCTGGATTTTCTCCCTTTTGAGCCAAAAGCGCCCTCTGCCTCA
+CTCCAAATCGGTGCTGTTCATCTGTTATGCAAAGGCCTAAATTTTTAAAAGAAACGTCTTCTTCTATGAG
+GGCATGAGTACCTACTACTACATCGTACTCTCCCTTTTCAATCTTCTCCAGCACCTCTTTCCTCCCAGAA
+GGAGAAAGACTGCCTGACAAAAGGCCTATGCGGATATCTGTTCCTTTAAAAATTTCTTCGAGAGTCTTGT
+AATGCTGCTTTGCTAGTATTTCTGTTGGAGCCATCATGGCTACCTGATACCCGTTTTTTGCTGCAATGTA
+CATGGCAAAAGCAGCCACTATTGTCTTACCTGACCCCACATCTCCCTGTATAAGTCTATTCATCACTTTG
+TCAGAGGCCATGTCCAGTATTATCTCTTTCAAAACCTTCATTTGAGCAGAAGTAAGCTTAAACGGGAGGT
+TTGAAACAAAAGGCTTTATGTCTACCTTTCTAAACCTTATCCCTCTCTTTTCTTTAACTGACTTTTTCAC
+CAAAAATAGTGCCAACTGCAATAAGAACAATTCCTGATACTTCAACCTGTATTTTGCCCTTGCAAGCTTT
+TCCTCATCCTTCGGAAAGTGAATGTTCAATAAAGCCTCTTTCAAATTCATGAGCCCTTTTTCACGTAAAA
+ACTCTTCCTCAAAAAATTCTTCTACCTCATCAAGGTATTCGCTTAATGCGTTAAATATAACTTTTCTCAA
+AATGTTCTGTGTAAGACCCTCAGTTAACCCGTAGACAGGCACAATTCTCCCAGTATTTAAATTCAAATCC
+TCTTCTGACTTTTCTAATACAGGGTTTTCCACTACAAGCTGGCCGTATTTAAACTGCAATTTTCCGCTTA
+TGATATACTCTTCCCCGATTTTGAAGTTATTTTTCATATAGGGCTGATTGTACCACACAAGCTCTACAGC
+CCCTGTTCCATCTTTTACGGGAATTTTTGTAATGACAACGCGGGAAGTTTTTACTTCTCTTGCACTTCCC
+GCAATATAGGCCTTAAAAGTCTGCTTTTCCCCCACTATCAAATCTTCAATTTTCACTATCTCACTTCTGT
+CTTCATAGTCCCTAGGAAAGTAAAATATTAAGTCCTTTACCATATCTATGCCCAGTTTCTTAAAAAGTTT
+TGCCCTTTTAGGTCCCACACCTTTGACGTACTGTATATCTAAATCCAAGGACATGCCTTTTCACCTTTTA
+TTCAATCGATATGACATAGTAATAAAGAGGCTGACCCCCGTAATGGATTTCTACTTCTACATCTTTAGAA
+ATCAAATTTCTAAGGCCTTCAGCTCTTTCTCTCGTAACATCTTTTCCGTAGTATATAGTAATAAGTGAGG
+TATCGGGGCTTATAGCTTTGGCGATTAACTTTTCTGCCACCTCATTGTAGTCCTTTCCCACTAATTCAAG
+TTTTTCATCTATAAAACCTAAAACATCTCCTTCTTTGATATCAAAACCGTTGACTTTAGACTCCCTGACA
+GCAAAGGTCACTTCAATGGTTTTTACATTTTTTAGAACTTCTTCAATTATTCTTACATTTTCATCGAACT
+CTTTTTCTAAATCCAAAGCTAAAATTGCAGTTACCGCCTCGTTAAAGTTACGGGTGGAAATTACTTTTAC
+TTTTTTATCAGTGAGTTTTTTCGCTTGCTCACATGCCATTACTATGTTTTTATTATTTGGAAATACAAAA
+ATGTATTCTGCATTAATTTTTTCTATTCCCTGCAAAATTTCATTGGTGCTGGGATTCATCGTTTGCCCGC
+CATCTACTATGACATCACAGCCTAAATTCTCAAAAATCTCTTTTACCCCTTCTCCCGTTGCTACCACAAG
+AATTCCATATTTTTTCTTTGGCTTTTTATTTTCTCCTATTATAGTCTCATGCTGAAGCTTCATATTGTCA
+ATCTTAACCTTTATGAGCTCTCCTATTTTTACTCCTTCTTCCAGCACCAACCCCGGATTGTTTGTGTGAA
+CATGTACCTTCAAGAGGTCGTCTTCTGCAACCACCACTAGGCTGTCACCAAAATTCTTAAAGCGCTCTTT
+AAAAAGTGCTTCTGAGTATTTCTTATTCGTCTTTACCAGTATCTCCGTGCAGTAGAGGTACTTTAGCTCT
+TCTTTGTGTAGCTGTAACTCCTTTTTCTCTTCTAAGTCTTCCACGATTTCTATCTTATTCCCACCAAGCC
+CCTGGAGCATTCCACGAAGCACATACACAAAACCCATTCCACCTGAATCCACAACGCCAGCTTCTTTTAA
+AATGGGAAGCAGATTAGGAGTATTTTCTAAAGATTGTTCCGCCTTGCCAATCAACCTCTCAAGAAAATCT
+TCAAATTCCTGAACTTCGCGGCATATCCTCAGAGCTTCTTCCGCTGTTTCTCTTGACACAGTGAGAATAG
+TTCCTTCAACCGGCCTCATAACTGCTTTGTAAGCAGCTTCTACACCGGCTTTTAATCCCAATGCAAAATC
+ACAGGTAGATATTTTCTTCAAGTTCTTAAGATGCTTTGCAAACCCTTTAAAAATCTGCGACAGAATTACT
+CCCGAGTTTCCCTTTGCTCCCATCAAAGTGCCTTTGGAAGTAGCTTCTAGTACCTCTTTTACAGTATCCT
+GTACTTTTTCCAGCTCTTTTGCTGCATAAAGAAGCGTGTATGCCATGTTTGTGCCAGTATCCCCGTCAGG
+CACAGGGAACACGTTTAATTTATCCACTTCACCTCTGTTGTTATAAAGGTAATTGGCACTCGCTACTATC
+ATATCTTTTAACGTCTTTCCATCTATATATTTCAACGTACCTTCCTCCTTAATTGTCAACCTTGATTCCC
+TGAACGTTTATCGTAACATTTGACACTTTCAATCCTGTAAATTTTTCAACAGCGTATTTCACTCTCTCAA
+TTGCATTCAAAGAAACAGTCCTTATATTCACTCCGTAAAGTACCACTATATAAACCTCCAAGATAAGCCC
+CTCTTCTGAAGAAGAAACCTTGACGCCTTTGCCAGAGTTCTCTGTTTTGAATATTTCCACGAGCCCGTTT
+GCTCCTTTTCTCCCCAATCCCACTATGCCATAGCATTCCGACACAGCCCTGCTGGTTACTGCAGCAATGG
+CGTCATTTGAAATAGTGATGCTGCCATAATTGTTTTTTATTTGAACCATTCTCTATCCCTCCGATTCTTA
+ATTTATATTTTACCTGAAACTCACTCTGTCATCAACCAAATTATCAAAGAAGGTATTTACATTTGAGCAA
+GATGATGATAAAATGGTATTGTTGCGAAAAAATACGCATCTTAAAAGGAGGTAGTCGACAATGCCCAAAT
+GCGATATCTGCGGCAAAGGCTCTATAAGGGGATTTCAATACAGTCACTCCAACAGAAGGACTATAAGAAG
+GTGGAAGCCCAACATAAGAAAAGTAAGAGCTATTGTGGATGGCACCCATGTGACATTAAATGTTTGCGCA
+AAATGCCTGAAGGCAGGAAAAGTTCAAAGGGCTTTATAAAGAAAGACGTGCATTTTTGCACGCTTTTATT
+TTTTTACTTAAAATATATGTTCACATAGTAACCTGCTATTACAAGAAAAATCCCCAATAAAACCATCCAC
+AGCCACGGAGGAATGTACATGACAAAAATAAAAATTCCAAGCCCCATCAAAAGATATCCTAACAAATAAT
+TTGTCTGTCGGTTTAACTTTTTCAATTTTTGAAAGAGTTTTCCCATAAAAACGCCCCTTCCTTTTCGAAG
+TTAATACATACTATTCACAGGAAGGGGATAAAGACACTAATCTTTAGGCTTTATGACCAGCAAAAACCCT
+TCTTCTATTTTTATGCTGGCTTTTTCCTCCGTAAAAACATTGCTTATGCCGTAAGGGTTTTCCATGCTCA
+TGCTCTGCCCGGAAAGAGGATAAAAAAGCCCTTTTGTGTATATTCCTTTCACTTCTCCCGAGTAAGGAAG
+CAAAGACAGCAATTCCCCTTTTTTCCCTTCAATCTCTATGTAATCATCTATTAAGTGTATTTCATTTTTT
+TCATTTATAATTCTGCTCTTTACCCCTCTTTTTAAAGAATAGAGGAGAAGAGAAAGATTAGCATAGGAGT
+GGTCAAATCTGTCGCCAATAACTCCTATAAAAGTTATGTCTTTGGCTCCTAACTCTATAGCTTTTTTCAA
+GGCAAGCTGTGTATCTGTCTCATCCTTCATTGTAGGAAACTTCTCTACTTTAACTCCTTCCTTTTGATAA
+AATTCAAGGACTTCTCTGTCTACAGAATCAAAATCCCCGATTATAAGAAAAGGCCTTATCTTCATCTTAT
+AAGCGTGATTAGCTCCTCCGTCAGCGCATATGACCATATCTACTTCTTCTACAATGTTTTTGTAAAATCC
+ATAATCTTTTATTTCTCCATTAGAAATGATCAGCACTTTCATGTTCCTACAGCCTCTCTGAACTCTTTTA
+TAGTAGAAGAAGGGTCTGGTGACTCAAAAATGGCGGACCCTGCAACAATTATATCTGCGCCTGCTTCCAC
+GACTTGTTTTATGTTTTTTATATTTATCCCTCCGTCAACCTCAATTTCAAAACTTAAATTCATTTCTTTT
+CTCATCTCGTCCAACTCTTTAATCTTTTTAAGCATTGAATCTATAAACTTTTGACCCCCAAATCCAGGGT
+TTACAGTCATCACAAGCACCAGGTCCACGTATTCAAGAATGTACTTCAAAGTCTCAAGAGGTGTGGCAGG
+ATTTAGTGCAACACCTGCTTTTACTTCATGGCCTTTTATCCTCTGTATTGTCCTGTGCAAATGCACACAA
+GCCTCTTGATGGACCGTGATTATGTCTGCTCCGGCCTTTACAAAATCCTCTATGTACAAGTCTGGATTTT
+CAATCATCAGATGCACATCAAAGGGCAAAGAGGTGTACTGCCTCAGCGCTTTTACTACCACAGAGCCAAT
+AGTTATATTTGGCACAAAATGTCCGTCCATCACATCTATGTGCAAAAGGTCAGCATCTTCTTCTATTTCC
+TTTACATCCTGTAAAAGGTTTGCAAAATCGGCTGAAAGTATAGAAGGTGCGATCTTCAATTTTTATACCT
+CCTCTTCTCCTTCTCTTTTACCTCCCTTAAAAGAGTCAAATAACTTATATACCTTTGCCTGTCTATAATG
+CCCTCATCCACTGCTTCAGTAACTGCACAATCAGGTTCATTCACATGGAGACAGGAATTAAACCTGCAAT
+TTTCTTGAAATTCTATAAATTCTCTAAAATAATTCCTCAACTCTTCTTTGGGAATGTCAATTTCCAAAGC
+CGTAAAACCAGGAGTATCTAAAACATATCCTCCAAAATCAAGGGGTAAAAATTCTACACTTCTTGTGGTG
+TGCCTTCCTCTCCCGAGCTTTTCACTCAATTCCCCGGTTTTCAACCTTATGTTGGACTGTATGAGATTTA
+TGAGAGAAGACTTACCTACCCCGGAAGGACCAGCAAAAAAAGAAATTTTATCTTTTAAATAGCTCTTCAA
+TTCTTCCATGCCTTCTCCAGTTACTGCAGAAGTACCGACAGCTTTATAGCCTATTTTTCTGTAAACATTG
+ATCAAATTTTCTACTTCCTCTCTTTTTTCCATATCTACTTTGTTTATGCAGACCACAGGCTCTATCTTGT
+TAATTTCAGCAACCACAATCATCTTGTCCAAAAGAACTCTGTTTATCTCTGGCTTAGATATGGCAAAGAC
+TATTATGGCCTGGTCTACATTGGCAACAGGCGGCCTTACCAGTTGATTTTTCCTGGGTAAAATTTCCAGT
+ATATAGCCTTCCTTCTCATTCACCAGCTGGACCTCTGCAATATCTCCTACTAATGGAATTATATTGTCTT
+TTCTAAATTTTCCACGAGCACGGCATTCTATAATGCCGCGCTCGGTAGCAACATAATAAAATCCAGCAAT
+CCCTCTTACAATCCTTCCCTGTATCCTCTCCAATTAAAATCTCGCCTCCACTCTGCTGTATACTTGTCCA
+TCAATATCCACTTCAATGACAGCTTTCCCTTTATGAGCCGTAACAGGCACAGTCAAAGGGCTATCGCTAG
+AAGTGTGCTCGCCGGAATAGACCAAGTTCTTTTGCCCATCTTGTATTACATAAACTTCCACTTTCATGGG
+GCCATCTTTATTCGGCAAATTAATAATAACATTTTTCGTCTGCTGTTGTAAAGAATTCTGGGGCAATTTG
+CTGACAATCAAATCTATCGGGCTTCCTTTTTGCACTTCAGTATCAGGCGGCACACTCTGTTCCAGCACAG
+TATTTTCTGGCACATTGTCAGCCTCTTTGTAAATCACTTTTCCCAATGTAAGACCTGCACTCTCAAGAGA
+AGCCTTTGCCTCATCGAGGTTCATATTTACGACATTTGGCACTATTGAAGGTTTAGGCCCTTTGCTTACA
+TATACGTCAATTGTAGTCCCGTACTCTACTTGAACTCCGTATCGAGGATTTTGGTCAAAAACATAGCCCT
+TTTGATACTGCTCATTGTAGTTTTCAATTATGTTAACTTTAAGTCCGGCATTTTCCAGAACATTTTTGGC
+CTCAAGGTAGTCCCGCCCTATTACATTGGGAACTATGACCATTTGCCTGCCTTTGCTTATCACAACATAA
+ACTGTAGTACCCGGTTTTACCAAAGCCCCTTGAGGCGGGTCTTGTTCCAGTATAGTGTTTTCTGGTTTGT
+CACTGTACCTCTCTTCGCTTATTTCCATTTTTAAATTATGTTCGGACAAAACTTTACTTGCCTGGCTCAG
+TGAAAGCCCTACAACATTTGGAACTACCACATCATTGACTTTAAAGAAGTTGTTGAGGACGTACACCGTC
+CCGTAAGAAAGAGAAGCTAACAATAGCAAAACAAGCAAAACAATTCCAACTTTCTTCCTTATCTCTTTTC
+TCTTTTTCTCCCTTTCTCTTTTTAAAGCAGCCCTCTTTAACTCCTCCGCCTCTCTCGAAGGCATCACTTT
+CGTCTTTTCAAAATCTTTTTCTTCAAATTTGAGGTCTTTAGGATTTTTCAGAAAAGTATCTAAATCCTTC
+AAAAACTCAGATGCCGTCTGATATCTCAAGTTAGGGTCTTTTTGCGTAGCTTTTAACACTATCTTATCGA
+GTTCTTCCGGAACCTTTTCATTTAAGCGTGAAGGCGGAAGTATATCCTCCTGTATGTGCTTTAAAGCAAC
+AGAAATAGGGCTATCTCCTTCAAAAGGAACTTTCCCTGTTAGCATCTCAAAGAGCACAATCCCTAAAGAA
+TATATGTCGGTCCTCTCATCTACTATGCTACCTTTTGCCTGTTCAGGAGAAAAATAGTAAGCAGTTCCAA
+TGACATCTCCAGTATAAGTTATGGTAGCCCCATTAGCTGCCCTGGCTATTCCAAAATCTGTAACTTTAAC
+CACGTCCTCATCTGTAACTAAGATGTTTTGTGGCTTTATATCTCTGTGGATTATCTTGTTCTTGTGAGCA
+TGATCTAAGGCTCTGCAAACTTGGCTCGCTATTTCAACAGCCCTTTTTACTTCCAAAGGCCCCCCATTTT
+CTCTGATGAGCTCTTTCAAAGTGCGACCTTTCACATATTCCATAACTATATAATATATATCCCCTTCCTG
+CCCTACATCGTATATGCCCACAATATTCGGGTGGGAAAGACTGGCTGCCGCCTGGGACTCTCTTTTAAAT
+TTTTTCACGAAATTTTCATCTGCTGCAAACTCTGGCCTTAAAATTTTTATAGCGACAATCCTATTAAGGA
+GGTGACATTTAGCTTTATATACTTTTGCCATTCCTCCTTCTCCTATTTTCTCGAGTATCTCGTATCTATT
+TCCCAGCATTCGCCCTATCATAATGTCACCTCCTTAACAGCGACTATAGTTATGTTGTCATACCCCCCAT
+TTTCTTTTGCCATATTTACAAGGTTCTCACAAGCTCTGTTTATATCGTGGTTTTTGCTAAACTCTTTTAA
+TATTTCTTCATCCGCTACTAAGTTAGTAAGTCCATCTGTGCACAAACACAGTATGTCCTGTGGCAGCACA
+TCCCCGTAGAAAGTGTCTACTTCCACATCTTCGTCTACACCTAAGGCCCTTGTGATAATGTTTCTCTGTG
+GATGAATCCTCGCCTCTTCGTGAGTAATTTTACCCATCTTTACCAGTTCTTCTACAAAAGAATGGTCCTC
+AGTAATTTGCACGATTTTGCTGTCTCTTATGAGATAAGCCCGGCTGTCTCCAATGTGGCCTATAAAGAAG
+TGATTTTTCTCAAAAAATAGGAGTGTAAGCGTTGTTCCCATGCCTACCAGGTCACATTCAGCACAGGCGT
+GTTGATACACGACTTTATTAGCAAATTTTACTGAACTTTCTATAAATTCCCTTATAGTGCTGACTTCTTT
+ATTTTTTAACTTGGGATAATTGTCTTTAAAATATGCTACAACTGATTCGACAGCTAATTTGCTGGCAATT
+TCTCCCCCGTTATGTCCTCCCATTCCATCTGCCACTATAAACAGAGGAAAGTTTTCGTCAAAAGAAGCGT
+AATAGTAATCTTCATTTTTCTCCCTAAAATTGCCTATATCAGTAAGGGCAGCTACAATCATAAAACTTTA
+CCCCTCTTTCAAATACTTTCTTCTCAACTGCCCGCAAGCAGCCTCAATATCGCTTCCCAGCTCTCTTCTC
+ACAGTACAGGTTATGCCGGCGTTTTCAATAATTTTCTTAAACATCATCACTTTTTCATTGTTGGATTTTC
+TAAAACCTATCTCCTTAACGTAATTTATTGGTATTAAGTTTACATGACAGAGCATACCTTTTAAGAGGTC
+CACCAGCTGATAAGCGTGTTCCTTTTTGTCATTTACCCCGTCAATTAAAGCATATTCAAAAGTAATTCTT
+CTGTTAGTCTTTTCTATATAATATCTGCAGGCTTTCATTAGCTCTTCTAAGGGATATGCTCTGTTTATTG
+GCATAAGCTCATTCCTCAACTCGTTGTTGGGAGCATGTAGTGATATAGAGAGATTCACTTGAAGCTCTTC
+ATCAGCAAATTGATAAATTTTGGGGACAATTCCTACTGTGGAAATAGTGATATGCCTTTTCCCAATTTTT
+AATCCATAAGGATTGTTCACTATTTTTATGAACTTCATAACCTCGTCGTAATTGTCAAAAGGCTCTCCAC
+TCCCCATAAGGACTATATTAGAGATTTTGCCATAGTCGCTATCTATTGCCATTACCTGATCTACCATTTC
+TGAAGCTTTAAGGTCTCTGACTTTTCCTCCTATTGCAGAGGCACAAAACTTGCACTTCATATTACAGCCA
+ACCTGTGTGGATACACAAGCTGTATTTCCAAACTTATATTTTATGGCAACTCCTTCTATTATGTTTTTAT
+CTTCAAGCAAAAATAAGTATTTTACTGTATCGTCTATTTGCGAGACTCTTCTTTCTATTATCTTTAACTC
+TGAAATATAGGCAATTTCTTTAAGTTTTGCCCTCAAATTCTTGGAAATGTCTGTCATCAAATCAAAATCT
+GTGACCCTTTTGTCGTAAATCCACTTGTAAAGTTGTTTTGCCCTAAATTTGCTCTCACCTAAGTTGACAA
+AAAACTCTTCCATCTCCTCCAAAGTCATATCCTTCAGGTTGTACAACTTCTATTACCTCCAGTTTAATAT
+ATTCTTTTTAATTTAGCTATGAAAAACCCATCAATCTTGTGTTCTAAGGGAGTCGTCTGTATATATCCTA
+AATCAGAAGTCTTTACTTTAAGGTTTAAAGGGAGGTCTTCTGAAATATCCGCAGGCTCGAAATTCTTATG
+CTCCTTTAAAAATCTCTCTATGACTTCCTGATTCTCTTCTCTGCCAATAGTGCAGGTGCTATAGACTAAA
+ACTCCACCTTTTTTTACATAGAGAGAGCTTGACTTTAAAATCCTGTACTGCCTCTCAATGAGACCTCTCA
+ACTCTTCTTTATCATAACTTTTTAGCTTTATGTCAGGTTTTTTTCTTATTATCCCTATACCTGTACAGGG
+AACATCTGCCAAAACCCTGTCAGCCTTTTCTAGATAGCTTTCATTTACAAAGGTCGCGTCAAACACTTCT
+GTCTTAACATTTGTAACCCCTAGTCTTCTGCAGTTTTCTTCTATAAGCTTCAACCTGTGGGGATGTAAAT
+CAAAAGCAACAACCTCTCCAGTATTTTCCATAATCTGGCTTATATGAGTTGTCTTTCCTCCCGGAGCAGC
+GCACACATCAAGTATCCTTTCCCCTTTTTGAGGTGATAAAATCCTTGAAACCAGCATTGAAGCCTCATCC
+TGAGGGTGTATCAATCCATCTTTATAAATGGGATGGCTTTCAGGGTTTTTCAAATCGATGTACAGAGCCT
+CCTCAAGATAATAACCTTTTTTATAAGAGATGTCCTCTCTTTTAAGTTTTTCTTGAAGTTCCTCTGCAGA
+AATTTTTAAAGTATTAACTCTATAAGAAATTTCCGGCTTTTCATTGAGGCTCGCAAGCAATTTTTCTGCT
+TTATCAGCGTCAAAATTCTTCAAAAATCGTTCAATTATCCAGTCAGGATAAGAGTAAGTAACCTTTAAAT
+AATATGGAAAATTTTGTTTATCAGGGAACTTAACCTTTTCCTTCTCCCTGAGGTAGCTTCTCAAGACTGC
+ATTTAAAAAGCTGGCCCCCTTCTTGCTAAGGAATTTCTTTGCTATCTCTACTGTCTCATTTATGGCCGCA
+TAATCCGGTACTTTGTCCATGTATAAAAGCTGGTATAAGCCCATCTCCAAAAGCAAAAGGGCTTTTGTGT
+CAGCAGATTTCTTTATAAAAAAAGAAAGTATAAAATCCAGGGTGTACTTTCTCTCAATAACCCCGTAAAC
+CAGTTCTTTGACAAAAGCAGCATCAACCTCTTTTACCTCATCATTCCTTAAATGTTTGGCAAAAGAGATG
+TTTATATAAGCTTTTTTCACTACTACGTCGTAGAGTATTCTGTAAGCCAATTCCCTAGCATTCATTTAAC
+CCTCTTATCTCCTTTACTCTCTGCTATCCCTTATGATGAAAAGCCTCAAAAGCTGCATTATAGAAACTAG
+CGCGGCAGCCACATAAGTTAAAGCCGCAGCCTGTAATACCTTCTTCGCCGGCTCTAAATCTTCTCTCGTG
+AAAAGCCCGTTTGCTTGCAGTAATGCTATTGCCCTTCTGCTGGCATCTATCTCAACAGGTAAAGTTATAA
+CTTGAAAAAGGACAGCTGCGCTAAAAAGTATTATCCCTAAGTTTATAAAGTGAATCCCAGCAGACCCCAT
+GAAAAGGCCCAAGATCACCATTGGCCACGCCAAATTTGCTCCTAAATTAGCTACTGGCACGAGGCTATTT
+CTCAGTAAAAGCGGTATATAGCCTTTAGCGTGTTGCACTGCGTGACCTGCCTCATGAGCAGCTACGCCTA
+TTGCAGCTATGGAGTCATTTCCATACACTGCATCTGAGAGTCTCAACACTTTCACCCTTGGATCATAGTG
+GTCCGTTAAGTTCCCTGGAATCCTTTCAATCCTTACATCATAAAGTCCCATACTGTCAAGTATTCTCCTT
+GCCACCTGTTCAGCAGTATACCCGTACATGTTTCTCACATGAGAATACCTGCCAAAAGTAGTCTGAACTT
+GTGCTTGAGCGTACATGGCAAAAAGCAGAGCAGGTATTAGGAGAATTATAGTGCTATCCCAGAACATAAT
+ATCAACCCCCATTCAACAATTTTTTGACCATATTCTCAACCTCAGAAACATCTACTCTTGTGTTAAAACA
+GGGACCGTTCGGTCTATCATTTATTATACCATAGACAGGGATGTGTTTTACATCCTGCATCCCGCTTGTA
+AGGTCCCTTTCACAGGCAATAGCTATTATCACTTTGGGCCTTAAATCCTTCACTATCTTTCTCGCCAAAG
+TCCCGCCTGTAGCCACAGCCACATTAATCCCGTATTTTTCTTTCAAATTTACCAGGTCATTTATCTGACA
+TTTTCCGCACTTCCTGCAGTTATCTATATCGTACGTGACTTTGAATTTACAGCCGCTGTACTGTATGCAG
+TGAGGAGCTAATATGAGAATATCTTTTGGCTCGTATCTTTTTAAATCCTTATTGAAGAAGAAGTCCTTTA
+TAGCTATGTAGGACTGCTCTATTTTTTCTTCCTTAATTCTCAACACTCTTGAGGCAAACAGTACGATCGG
+ATAAAAAAGGTCCACAAAGCTCGATATAAAAGAAATTGCCGATTTACTACTTCTACGGCTTAATATTACA
+TAGAAGGACACGGCTAGTGCTATTCCTACCAAAACTGTAACAGTGAGAAGAAAAAAGGCTGTGGCAATCA
+TAAAATATCTGTAAAACTCTGTTTTTCCGCTGTTTAAAGAGTAAACAAAAGCTATTAGCAACACCGCGAA
+AAAAACAAAGCTAAAGCTTAAAATCCCCAGAAAAACCCTCTTCTTCCCCTTCAAGAAAAATTCTCCTCTT
+TTTTATTTTAAAATTGTCCCTTCTGGTATATTGTGACCTATTAAATACTCTCTAATACCCATTTTTCTCG
+AACCTTCTTGCTGGATTTCCAAGATTCTAAGAGCATTTTCCCCGCACTTTACAATAAGCTCATCTTTTGA
+CTTCAACACACTTCCCGGAGGCTCATTCCCAAAATGTTCTACTACTTCTGCCTTCCAGATTTTTAGCATC
+TTGCCATCGTAAAAAGTATAGCAGCCAGGCCAAGGTTTTAACCCTCTTATCAAATTCCGAATCCTACAAG
+CAGGGCTCTTCCAGTCAATGTGTCCCATCTCTTTAGTTATAATCGGAGCGTAAGTTGCCTCTTCGTCCTT
+TTGCTTTTCAGGAATCAACTTCCCTTCTTTTAGCTTCTTTAGGGTCTCACTCAAAACTTCTGCCCCCAAA
+TTGGCCAGCTTGTCGTGTAAAGTTTGTGCATCATCATCCTCTTCAATGGCAATAGACCTTTTTAAAAGCA
+TGTCTCCGGTGTCCAATCCTTTGTCCATCAGCATAGTGGTAATTCCTGTTTCTTTTTCTCCGTTTATTAT
+CGCCCAGTTTATAGGAGCAGCTCCTCTGTACTTGGGCAAAAGCGATGCATGGACGTTTATACATCCGTAT
+TCAGGAAGTGTCAAAATCTCCTCAGGCAAAATTTTTCCATAAGCCGCTACTACAATAACCTCTGGATTTA
+ATTCCTTTAATTCCTGCAAAAACTCGGGATTATTTTTTACGCTTTCAGGTTGGAGCACTTTCACTCCTTT
+TTGAAGTGCTAATTCCTTTACAGGAGAAAAACTCACTTTCATGCCTCTTCCTCTTTGTTTGTCCGGCTGA
+GTCACCACAGCCAGAACATCATAACCTTCTTCAAAAAGCCTTTTTAAAGAGGGGACGGCAAATTCTGGCG
+TCCCCATGAACACAATCCTCAATACCTCATACCTCCTTGACCCCTTCTAACTCTTCTTTGTCTAGGAATC
+TTATCACTTTGTCAACAAATAGCACGCCTTCTAGGTGGTCTATTTCGTGGCATAAAGCCCTTGCCAGAAG
+GTCTTCTCCTACTATCTCTTTTACATTTCCTTCTCTATCTAAATACCTTACTTTAACCTTTTGAGGCCTT
+TTTACCTCCCCAAATACTCCGGGAATGCTAAGACATCCTTCAGGGCCGATCTGCTCTCCCTCTTCGTACA
+CAATTTCAGGATTTATAAGCTCCAAAAGCCCTTCTCCCACATCTATCACGACTAGTCTTCTCAAAATCCC
+CACCTGGTTGGCTGCCAAGCCCACCCCATCGTTTAAATACATGGTCTCAGCCATATCTTCTAAAATAGTA
+ATGATGTGAGAATTTATTTCAGTAACGGGTTTAGCTTTTTTCCTGAGCACGGGGTCCCCAATTTTTCTAA
+TATACCTTATTGCCAAAACAAATACCTCCTTAAATTTAAATTACATTATATTAAGTGGGTCAATGTCTAC
+AGCAACCCTTATGTCTTTTGGATATTTCATATTCTGGACATACTCTGCAATTTCTTCTAGCACCTCTCTC
+TCCTCACTTTTAACAATCACCTGCCACCTGTATCGGTTGTTAATCTTGCTTATAGGAGCAGGGGCAGGCC
+CTAGTATTTTATTATAACTCTTAACTTGCAGTTTGTTAATAACTTTCTGACATGCTAAATATGTGTTTGC
+AGAGGCATTTTTCACTTTTTCTTCGTCTTCCCCTGATACTACAATATTCATAAGGTGTGCAAAAGGAGGG
+TACTTAAAAATTTCTCTATATTTTATCTCTTCCCTGAAAAATTTTACATAGTCCTGTTCTTTTGCCGTGA
+GGATGCTGTAATGATTATCCTCATATGTCTGTATCACCACTCTTCCGGGCTTTTCTCCCCTTCCTGCTCT
+TCCTGCCACCTGCGTTAGCAGTTGAAAAGTCCTCTCACTAGACCTAAAATCTGGCAAGTTCAATGTTATA
+TCAGCGAGTATCACTCCTACTAAAGTCACATTAGGTATGTCAAATCCTTTTGATATCATCTGTGTCCCTA
+TCAAAATATCTGCTTTCCCATTTTTAAACTCGTAAAATATCTTCTCATGGGACCCCTTTCTCCTGGTAGT
+ATCTACATCCATCCTTAAAACTCTAGCTTCTGGAAAGAATTTCTTTATATCCATCTCTACCCTTTCCGTG
+CCGATACCCATATACCGTATCCTTTTGCTACCGCACTTAGGACATGTCTCCCTCATAGGCTCCTCATAGC
+CGCAGTAATGACACACCAGTTTCTTATCCTCAAAGTGATATGTCAAAGATATGTCGCAGTTAGGGCATTT
+TGGAACGTAACCGCAGTCTCTGCAAGCCACAAAAGAGGAATACCCTCTTCTGTTTAAAAACAAAATTGTC
+TGCTCACCTTTTTTCAAATTTTCTTTGATATAGGAAAACAACTTTCTGCTAAAGATAGAATTGTTGCCTT
+TTGCTAACTCATCGCTCATATTGACAACTTCTATCTCAGGCATAGAGGCTTTTATTCTTCTGGTAAGCTT
+CAAAAGCTTGTAATCGCCCTTTATGGCTTTGTAATAGGTTTCCAAAGAAGGAGTAGCGCTTGCCATGACC
+AATACAGCTTTTTCTATTTCACATCTCTTTTCTGCTACTTCTTTTGCGTTGTACCGGGGCCTTGTATCTG
+ACTGCTTGTAAGTAGCTTCATGTTCCTCATCAATAATTATAAGTCCAAGGTTGTCAAAAGGCGCAAAAAC
+TGCACTCCTTACCCCTACTACTACGTCCACTTCTTTATTTTTTACTTTTCGCCATTCATCAAACCTTTCT
+CCCGGAGAAAGCCCGCTGTGAATCACAGCAACTCTATTGCCAAAGCGGCTTACAAACCTCTCAATTGTCT
+GAGGCGTTAAAGCTATTTCTGGCACAAGGACTATTGCGCTCTTTCCTATCTTCACAGTTTCTTCTATGAG
+CTTTAAGTAAACCTCTGTCTTTCCACTGCCAGTAACTCCAAAAAGCAAGTATGCATCAGGCTGTCCTGAG
+AAAATAGATTTTTTTACCTCCTCAACTGCTCTTTTCTGTTCTTCTGTCAAAATTGGAGGAAAGGTCTTTT
+CTACATCTCTCACCTGAAATCTCGATATTTCCTCTTCATAAACCTCTATATAACCCTTTTTCTCAAGAGC
+CCTTATAGTACCATAATCCGTATTTAATATCTTTACAAGTTCGGAAAGCTTTATAGGACTTCTCTTTTTA
+AGATACCGCAAGACTTCATACTGCCTTGGAGCCTTTTTAAAATCCTCCTCAAAAACATCTTCTATCTTCA
+ATCTGACCAGCTTTACCTTTTTTTCTCCTCTGTCTATTCCTGCCGGCATTATCGTCTGAAAAACTTCAGA
+AAAATAGCATTTATAATAATCTCTCATCCATTTTGCCAACTTTATCATTTTCTCGTTAAAAATAGGATAT
+TTATCTAAAATTTTGTACACGCTCTTTATCTTTTCTAGCGAATAAGAAGGCTTATCCGTAAGGCTTACCA
+CATAGCCCTCAACAAGCCTATTTTTGAAAGGCACTAAAACCCTCATACCTACTTCAAGGTCCATTCCTTC
+TGGCACTTTGTAAGTATAAAGCCTGTCAGTATTCGAAGCTTTTATTTCCACTATGACTTCGGCGAACATG
+GCAACCTCCGCCCGATAAAATTTTAGATAAATAAAAAAAGCCGAAAAAGGCTCACAACAACTTTGCTATC
+TCATCTAAAATGACATGAGCTGCTTCCCTTTTCGTCATCATCGGATACTCCTTCACTTCAAGGTCTTTGT
+TGATAACTTTTATTATGTTCGTGTCCACTTCAAAGCCTGCTCCTTCTTGAGAAACGTCATTTGCCACTAT
+TAAATCCATATTTTTCTCTTTTAACTTCTTCTTAGCATAGTCTATCAGATTTTCAGTTTCAGCTGCAAAG
+CCGACTGAAATTTTATTTCCCTTCTTTTGTCCTACTTCATACATTATGTCTGGATTTTTTACAAGCTCAA
+TCACCATAGTTTCTTCATCTTTTTTTATTTTTTCCTTTTTTACCTCTTTAGGCCTATAGTCAGCAACAGC
+AGCTGCTCCAACTATTATGTCAGCTTCCTCAAGGTGCATCATCACAGCGTTGTACATATCAGCAGCTGTT
+TCAACAGGAATAAATGTAACTCCCTTAGGAATATCTATGTGAGTAGGTCCAGACACGAGCACTACACGAG
+CTCCTCTTTCCACAAAAGCCTTGGCAATCTCATACCCCATTTTCCCCGAGGAGCGGTTTGTAATGTATCT
+AACCGGATCGAGGGGCTCTCTCGTAGGACCCGCTGTTATCAAAACTTTCTTACCTTCAAAGTCTTTCTCT
+TTTTCTCTGTACAAAAGGTCTAGTATGGCTTTTTCAATTTCTTCCACATCAGCCAGTTTCCCTGCCCCGT
+ATGTCCCACAGGCAAGTCTGCCTGCTGCTGGTTCAACAAAAATAAACCCGATCTCTTTTAAAGTCTTAAT
+ATTCCTTTGAGTTAAAGGATTTGTGTACATGTTGGTATTCATAGCCGGAGCAATTAGAACTGGGCTTTTT
+GTTGCAAGTAAAGTGGTGGTCAGCATGTCATCTGCAATTCCATGAGCAATCTTTGCAATTATATTAGCAG
+TTGCTGGAACTATAGCGAAAAGGTCCGCTTTTTCTGCAAGAGAGATATGCTCAATCTCCCAATACTTCCT
+ATCTGTAAACATATCTACAGTTACTTTATTGTGGGTTAAGGCTTCAAAAGTCAAAGGATTTATAAAATTT
+GTAGCTTCTTTAGTCATAATGACATCTACATTTATATCCTTTTTTACAAGCCTCGAGGTGAGGTCCGCAG
+CTTTATATGCTGCTATACCTCCTGTAACACCTAGCACCACATTTTTCTTGTTATTCATCATAACACCTCT
+ATTTTATTCCATACTTTTGAGGTCTTTCATAAGTGATGAGTCCCCTGTACACTTCCTCCGTAGCAATTGT
+GACAGGTTTATCAGAGTCTATATCTACCAGCTTCTTGTCCCCGGCCACCAGCTGCCTTGCCCTTTTTGCA
+ACCAGAGCGCACAAAGTGTACTTGCTATCCACTTTTTCCATTAAATCCACAATGGACGGATACAAAATCA
+TACGGATTCCTCCCTTATCTTTAGGTACAGGTCTTTATTTCTGTCCACACGGCACTTCTCCGCTATAATT
+ATAGCACGAATTTTTTCTACTGCTCTATCCACATCGTCATTTATCACTACATAATTGTACTTGGACACGT
+AATTAAGTTCTTCATAGGCACTTTTAAATCTCTTTATTATTTCCTCTTCACTTTCAGTGCCTCTTTTCTT
+TATCCTGTTCCTCAATTCTTCCATAGAAGGAGGGAGAATGAAGATAAAGACTCCTTCAGGAAATTTTTCC
+TTTACCTTAAGCGCCCCTTGAATGTCAATTTCTAAAACAACATCATTTCCTTCTTCTAAATTCTTTAAAA
+CAAATTCTTTCGGAGTGCCGTAGTAATGGTCATAAACTTTTGCCCATTCCAAAAAGGCGTCCTCTTCAAT
+CATCCTTTTGAACTCTTCTTCTGACTTGAAAAAGTAGTTTTTACCATCAACTTCTCCTGCCCGCGGCTGA
+CGCGTAGTAGCAGATATGCTCAATTTTAAATCTTTTTCTTTTTCTATTAAGGCTTTGCAGATGGTGCCTT
+TTCCTGCCCCAGAAGGACCAGATATTACTATTAAAAGCCCTTGCTTTTTTATTGACAAATTCAATTCCCC
+CTACTCTTCTCCCTCTTCTTCTTCCTCTTCTTCTTCAAACTCGTCTTCTATAATTTCCTTAGAAGTCAGC
+CTATTTGCAACAGTCTCTGGCTGAACTGCTGAAAGGATAATGTGGTCGCTGTCGGTTATAATGACTGCCT
+GGTCCTTCTTCCGTATGTAGCATCGATTAACATTCCCCTATTTTTTGCCTCCTGTATTATTCTCTTTATA
+GGAGCAGATTCTGGGCTTACAATTGCTACTAATCGGTTAGCCGATATTATGTTGCCAAATCCTATATTTA
+TCAATTTAATCGACATACTCCTTCCTCCCTACTCTATATTTTGAACTTGTTCTCTAATTTTTTCAATCTC
+ATCTTTCAAATCGATAACTTTGCTGGAAATCCTGTAGTCTATTGCCTTGGAAGCTATTGTGTTAGCTTCC
+CTGTTCATCTCCTGCAGTATAAAATCTAATTTTTTACCGATAGGTCCCTCCTCATTAAGGGATGACCTAA
+ACTGACTAATATGGCTTTTCAACCTCGTAATCTCTTCCGCAATACAGGACTTATCGGCAATTAACGCCAC
+TTCCATAGAGATTCTTACTGGGTCCACCTCCACTCCCAACTCCTTTATCCTCTGTTCAAGCTTTTTTCTG
+TAGTCTTCCACCATCACCAGACTTAAACCTTCTATTTCACCTACAATTTCTGAGACTTTTTCTATCCTCT
+TCGTCACATCATCGTATAATTTTATACCTTCTTTTAACCTCATGTCAATCAGTTTACCTATAGCATCATC
+TAAAGCAATCCTTAAAATTTCCCAGACTTCCTCCAAATTAACTTCTTCATTTTCTAATTTTATTACCTCT
+GGAAGGTCAATCAAATCGCTTACAGTTATAGAACCTTCCAAATCAAATTTTGCTTTTACTTCAGAAAAAG
+TCTTTAAATATTCTTCTAATAATGGCTCGTCAATTTTTATAAAGCTTAAAGTCTTATCGTATACGTCAAA
+ACTTATACTTAAATCTACCCTCCCCCTTTTTATCTTTTCTGATACAAACTCTCTCACTCTTTCCTCCAAA
+CCGCTCAACAGTCTATTAAGCTTTATGTTTACGTCTAAAAACCTGTGGTTTAATGACCTTATCTCGACTG
+AAATTTCATATCCTCTATCTCGAATGTCGCTTCGTCCATACCCCGTCATGCTCTTTATCATCAAAACCAC
+CTTTTTCTTATTATAGTCAAATTTCAAACAACGTAAAACTCAAATTTCAATTTCTCCCCTGAAGACTTCT
+TCTACTTCTCCGCTTAAATAGATGCTGTTGTCCTCTTTCCATTCAACAAGCAGCACTCCTGCCTTAAAAT
+GCACATTTACACTTCTTCTTGTCCTTCCTAATAAAGATGAGACAACAGCAGAAGCCGAAGCCCCGCTTCC
+ACACGCCAGAGTGAGCCCTACTCCCCTCTCCCAAGTCCTTACAGATATATTTTCCTCATCCTCTACCTTG
+ACAAAGTCCACATTCGTCCCCTCGGGGAAAAGGGAGCTTTTTTCAATTTTGGGTCCCAGCTCTTTCATAA
+AACTTTCCTCAAAAGAGCTGACAAACAAAATTGTGTGAGGCACTCCTACTCTGACAGATGACAATCTATA
+GGTTTTGCCATCTATCTTAACTGGCTCATCTATGAATTTCTGTTTTTCGCTCTTTACGGGTATTTTACTG
+CTTTCAAAAATAGGACTTCCCATGTAGACTTTCACACTCTTTATTTTGCCATTTTCTACAAACAGTTCTG
+GCATTATTACGCCTGCCAGAGTTTCTACAGTCATCTTCTGTTTAGAGACTATGCCTTTCTCGTAGACGTA
+CTTCGCAAAACATCTAGAACCATTTCCGCACATTTCAGCTTCGCTTCCATCCGCATTAAAAATCCTCATT
+TTGATATCAGCAATATGTGAAGGCTCCACCACTAAAAGCCCATCTGCCCCTATGCCAAAGTGCCTGTCAC
+AGAGTTTAACAGCTAGTTCGCTGTAATCAACCCCCTCTACTGCTTCAATCACTATGAAGTCATTGCCCAA
+ACCGTGCATTTTAGTAAATCTCACTTTAATACCACTCCTTCTAATCTTCAAAGATATTATAACATAAAAA
+AGGTCAATTTGGTTAGATATTTTAAGAAAAATTGAGGAAAGCGGTCATAAAACAATTAAAAGACCGATAG
+AAGCCAAAATTCCTAAAATTCCGCCGAAATAGAAAGGTGCACTGGCTCCAAAGGTATCCCACAGTAATCC
+CGCGATAAAAGATGCAGGCAAAAGGCCAATACCTGTTAAAGTGGCATGAAGCCCTATTACAGTTCCCCTC
+AAATGATCTGGAGAAATTTCTGCCACCAGAGCTTTTTCAACTCCTTCTGTTAAGGCCATATAGAGCCCGT
+AGACAGAAAACAACCACCACATGGCAGATTTAAACCCAAACCATCCAAATCCTAGGTATACCAAACCGTA
+AAATAAATATCCGAGTATAAGAAGTTTTTTTCTGCCTATCCTATCCGAAAGCCTCCCCGCAGGGTAGGAA
+AAAACCATGTAAACTACATTATACAGAAGATACAAAAGAATCACATCAGCATCGTTAAACCCTACATTTT
+TAGCCCTCAAGAGCAAAAACTGATTTGAAGAATTCCCTAAAGCAAAGATAAATATCACTATAAGAAAAAG
+TTGTAACCTCTTATCTAAAACTCCCCACGAAAAGGATATCCTCTTTGAAGTTTCTTTCCTTTTTGAACTC
+TCTCTTGCAAAGAATAAAACCATAACTCCTAAAAGAGCAGGAATAATAGACAATAAGAATACCAATTTAT
+AATCTCCTTTGTAGGTGGTAATAAAATAGTACGCTAGTATAATCCCTATGGTAGCTCCTAGAGTGTCCAG
+TGCCCTGTGAAGGCCATAAGCTCTCCCTATATTTTTGTTATCCACAGTCTCTGCGATCAACGCATCCCTT
+GGGGCAGTTCTTATTCCTTTACCAAACCTGTCTAAAGTCCTTCCCCAAAACACCCATCCCCAAGAAGAAG
+CAAAATACAAAAAAGCTTTTCCAACAGTAGAAAAAGAGTAGCCCATTATAGCAAGAGGCTTTCTTTTTCC
+TACCCTGTCAGATATGTACCCCGAAAACACTTTGAGAAGACTGGCGACGCTTTCTGCAACCCCTTCTATA
+AAACCCACTATAGCAGGACTTGCTCCAAGTTTTGAGGTCAAATAAAGAGGAATCAACGGATACACCATCT
+CTGTAGAAATATCCGTTAAAAGGCTTGTCAGTCCAAGGATTATCACATTAAACATTAAAATTCCTCCTCT
+TCTTTGTTCTTTTCATATACCATTGCAGAAAACTTTTCGAACTCCTCACTTGCCTTTTTTAAAAGCTCTT
+CTGCTTTTACTCTCATTTCACAATTGAAAACATCTCTTTCTGCTACTTTTTTAAACCACCTGTAAAGCTT
+ACTGAGTTCATCTTCATTTTCTTCTAATTCTGCAAAAGTGAAGTTCTTTCTGCTTACCTCTTTTTCGATT
+TCTTTGAAAAACTCCTCGCACTGCTCAATTACTTCGCTGTATTCCTCCCTCCTCTGCCTGTTAAACTGTT
+CAATTAAATCCTTTTCAACTTCCTCCTCAAGGGCTACCACTTCAAAGGATTTAAAATCACCACCAAATCC
+TTTTACCTCTTTTTTTAAATCCTCTACTTCTTTTAAAAACTTTTCCATATAAGGCACAATGCAAACAGAC
+TGCTGCAAATACAAAGCGCCGATTCTTTTTACTTTTCTCCATATAGTGACTCTAGCAGTAGAAGAATCAC
+TAGGCACTTTATATACAAAGAGAAGCCATTTCATCGCAAAAGCCTCCCGCTTTTCATTTATTTTAATTGT
+AACAGCTGTTACAATTAAAGTCAATATTGTACAATTTCTTTTTGTAAGTTATACTCTAAGTGTAGACGAA
+AAACTGGAGGTATGCCTATGGCATTTGATGGAGTAACTTTACATGCAATAGTAAAAGAGCTCAAAAAGGA
+AATTGAGGGAGGCAGAATTGAAAAAATCTATCAGCCTGAAAAAGAAGACTTGATTTTTACAATCCGGTCA
+AAAGGCAAAAACTATAAACTCCTATTATCTGCCAATGCCAATTACCCTAGAATTCACCTTACAAAAGAAG
+ATAGAGAAAACCCCCTAGAACCTCCTATGTTTTGTATGCTTTTAAGAAAACACCTCCAAAACGGAAGAAT
+AGCGGAAATAAGGCAAGTGGAATTTGATAGAATAGTAGAAATTGATATAGAAACAAAAGATGAACTTCAA
+AACCAAGCGATCAAAACGCTAGTCGTTGAAATAATGGGAAGGCATAGCAATGTGATACTAATAGATAAGG
+CAAGCCAAACAATCCTTGACAGCATAAAAAGGGTTTATCCCGATATGAGCAAGGTAAGAGAAGTGTTGCC
+CGGCAAAAAATACACCTATCCTCCCTTGCAGCAAAAATTGAGTTTAAAAGACCTCACTTATGAATCTTTT
+AAAGAAGCCTTGTTGCGTCAAAAAACAAAGAAAATAGAAAAGGCTTTAGTGGAAATATTGCAGGGCTTCA
+GCACCACGCTAAGTAGTGAAGTTTCTTTTCAGTGCAGTATTTCAGATTCATTTGTAGAAACTTTGGGAGA
+AGAAAAAATTGAACAAATTTATCAGAAAGTAAGAGATATATATGAAAAAGTCTATAATTTAGAAGTTAAG
+CCCTGTGTCGTTTTTTTAGAAGACAAAGTAGCTGATTTTTCTTGTATTGAACTCACTCAGTACAAGAAAA
+GACTTCTATTTGACACAGTAAATGAAGCTGCTGATAAGTTTTTCTTTGAAAAAATAAAATCGGCAAATTT
+TCAAATGAAATCCTCTGACCTGAAAAAAATTGTACAAAATATTCTGGAAAAGCTTTATGTCAAATTAAAT
+AAGTTGCAGGAAGAATTAGCTGAAGCGGATAAGGCAGAAATTTACAAATTATACGGTGAGCTTCTTACTG
+TAAACCTGCATTCCATCAAGAAAGGATTAGAGAAATTTGGAACTATTAATTATTACACTGGTGAAGAAAT
+AGAAATCCCGCTGGACAAAAGGCTTTCTCCTTCTCAAAATGCTCAAATGTACTACAAAAAGTACAACAAA
+CTGAAAAACGCTTTTAACACAATTAAAAAACAAATTTCTGAGACATTAGAAGAGATAAACTACTTAGAGG
+GGCAGCTCATTAACATAGAAAATTCTACAACTCTTGAGGAGTTAGAGGAAATAAAAAATGAACTGATAGA
+AGAAGGATATATACACAAACATCAAAAGAAAAAAGTAGCATCTCATTCTCTTTCTCAGCCACTTCATATA
+GTATCCTCTGAAGGTTTTGACATATATGTAGGTAAAAACAATAGACAAAATGATTATTTAACCTTAAAGT
+TGGCCAATCCAAACGACATATGGCTTCACACAAAAGACATCCCAGGAGCACATGTACTGATAAAGACTAA
+CAATAGAGAAGTCCCTGAGAATACTCTAATTGAAGCAGCAAAATTAGCAGCAAAATACAGCAAAGCAAAA
+TACTCTTCCAATGTTCCAGTGGATTATACCTTAAAAAAGTATGTAAAAAAACCCCCAGGTTCAAAACCGG
+GGTTTGTAATTTACACTAACCACAAAACCATCTACGTAAATCCTGAGTGAGCTCATTTAAGGGGCACAGT
+GAAAACTGGTATGTATTTTCTTTTGCCCTCAATAACAGCGCTTTCATAAAGAGATATCTCCTTTACAGGG
+ATATCCTTTTTTTCTATTTGGCTGAAAAGCTTATTTGCCTCTTCAATTCCAATTTTTAGCTTAATATCTC
+TCGCTATGGTAATGTGAGAAGTGAATTTTCTTTCTTCTTTGGGAAAACCAATCTTGTAAAGCTCATCTTC
+TATATTAGCATGCAAAACATTTAAAGGTTTACTTTCCTCAGTTCCTAACCATAAAACCCTGATATTTTTG
+TTTCCTTTAAAAAAACCCACTTCTGAAAAACGGAGATAGAAAGGCTTTATTCCTTTTGTTGCTTTTTTTA
+CTGCTTCTTCTATTTGAGGGACAATCTCTGGTTGTATTTCTCCCAAAAATTTCAATGTAATGTGAAAATT
+TTCTTTATTAGTCCACTTTCCTTCTACAGTGTATTCTCTAAGCATAGACTGAAATTCGTAGATTTTCTCT
+ATTATTTCTGTTTGCATCCCTATTCCAATAAATGCTCTCATTTCCCTCTATCCTTCCTTTAAAGTTATTA
+TTTCCCAGGAAATTTGCTCGGATGTCACTCTATAATTATACCATAAAAAGAAAAGAGGTAATTTGGCTTT
+CATAGTGTAAAATTATCGTAGGATTTTTAAAGTGAAAAAACAAGAGACAACCCCTGTGATAAAATAGATT
+GTGGAAAACAAAAAACACGAAAGGGGTGTCTCTTGTGAAAAAACATATTTTTGAGGATATTATACTACAA
+AATGCTCTAAATTTCACTAGGGAAATGATGAATGTTTTTGAGGATTTATTAAAGAATGGAATGAATATTA
+CAGAGCTTGTAGCAAGGATAAAAGAACTTACGGACAAACTAGGTAGAGAGGCAATAGAAGCAATTATTGA
+GGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAA
+AAGAGATTAACGACAGTCCTTGGGGATATTGAATATGAGAGGACATATTACAAATCAAGGGAGGATGGTA
+GATATACATATTTAGTGGATGATGCATTAGAGATAGGACGGCACGAGAGGATAGAAAAGGGAGTAAAAAT
+AAAGTTAGTAGAAAATGCGATAGAAGAATCATACGAGAAAAGTAGCGAGAAAGCATGTCCAGAGAAAATA
+AGTAAACAGACGGTATTAAACGCAATAAGGGAAATAGGAGAAGTAGAGGTGAAGAGAGAAATAAAAGAGA
+AGAAGGAAGTAAGGGTTTTATACATAGAAGCAGATGAAGACCATGTACCTTTACAAGATGGCAGCAGTGA
+AACACCGCGATTGATATACATACATGAAGGTAGGGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTG
+TATTACAAGGCATACGTAGGAGAGAAAGCAGAAGACATATGGATAGATGTAGCGAATTACATAGAAGAAA
+ATTACAAGGAAGAGAAGATAGAGAAGATATACATAGCAGGAGATGGAGCACCATGGATAAAAGAGGGATT
+AGAATGGATAGTAAAATCAAGGTTTGTGTTAGACAGATATCATTTAAACAAATACGTATTAAAAGCAACA
+TCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAGGAGTGAAGA
+AAATATTTGGTGAGTTAATAAAGATAGCAAAAGAAGAGAAAGAAAAAGAAAAGATAAAGGAAGCGAAGAG
+ATACATACTAAACAATTGGGAAGGGATAAAGATATACAGTGAAGACGAAGATGTAATAGGGTGCAGTGCA
+GAAGGGCATATAAGCCATGTATTTTCTGCAAGACTTAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGAT
+TAAAGTTAATGGCGAAATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAGTGGGGCAA
+GAAAAAGAATATAAATGCAGGAAGTTACAAATTAACAGAGAAGCAAATAAAAGAGGCAGTAAGGAGAGTT
+AAAACGTCTACAAATGAAAAAATAAACAATATTACGGTTTTGAATATAGGGAAAGTAACGCCAATATATA
+GGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAAAGAACATGATAAAACGAAGCCCTGAATTAATT
+AAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTATCTTGACACTATCTTTGGCTTTCACCAAATTACC
+TCTTTTCTTAAAATCTTTCCGGCAGCGTCCTACTCTCCCGCTTACGCAGTACCATCGGCGCTGGAGGGCT
+TAACTTCCGTGTTCGGAATGGGAACGGGTGTTTCCCCTCCCCTATCGCCACCGGAAATCTGGACCTTCAA
+AACTGCACAAAGCCTTCAGGGTCAAGTCCTCGGCTTATTAGTACCGGTCAGCTAAGAGCGTTTCCGCTCT
+TACACCCCCGGCCTATCTACCTCGTCTTCTTCGAGGTGCCTTACCCTCTTACGAGGTGGGAGACCTTATC
+TTGGGGTGGGCTTCACGCTTAGATGCTTTCAGCGTTTATCCCATACGAGCTTGGCTACCCAGCTGTGCAC
+CTGGCGGTGCAACTGGTACACCATCGGCTCGTCCGCCCCGGTCCTCTCGTACTAGGGGCAGCTCCCCTCA
+AGTCTCCTGCGCCCGCGACGGATAGGGACCGAACTGTCTCACGACGTTCTGAACCCAGCTCACGTACCGC
+TTTAATGGGCGAACAGCCCAACCCTTGGGACCTTCTTCAGCCCCAGGATGCGATGAGCCGACATCGAGGT
+GCCAAACCTCCCCGTCGATGTGGACTCTTGGGGGAGATCAGCCTGTTATCCCCGGGGTAGCTTTTATCCG
+TTGAGCGACGGCACTCCCACTCGCTACCGTCGGATCACTAGGCCCGACTTTCGTCCCTGCTCGACCCGTC
+GGTCTCACAGTCAAGCCCCCTTCTGCCCTTGCACTCGACGCGCGATTTCCGTCCGCGCTGAGGGGACCTT
+TGGGCGCCTCCGTTACCTTTTAGGAGGCGACCGCCCCAGTCAAACTGCCCACCTGCCATTGTCCCTACGC
+CGGATAACGGCTATAGGTTAGGACCCCAGTAGTCCCAGGGTGGTATCCCACCGGCGACTCCAGTGACGCT
+GGCGCGCCACCTTCTCAGTCTCCCACCTATCCTGTACAGGAACTACCAGGACCCAGTGACAGGCTACAGT
+AAAGCTCCACGGGGTCTTTCCGTCCAATCGCGGGTAGCTCGCATCTTCACGAGCACTACAACTTCGCCGG
+GCCCCTCCTCGAGACAGCGCCCAAGTCGTTACGCCTTTCGTGCAGGTCGGAACTTACCCGACAAGGAATT
+TCGCTACCTTAGGACCGTTATAGTTACGGCCGCCGTTCACTGGGGCTTCGGTTCAGGGCTTTCACCCTTC
+CCCTTAACCTTCCAGCACCGGGCAGGCGTCAGCCCCTATACTTCGCCTTTCGGCTTAGCAGAGACCTGTG
+TTTTTGGTAAACAGTCGCTTGGGCCTCTTCTCTGCGGCCTTCTCAAGCCTAGAGCAATAAACTCTAAGCC
+TGAGGGAGGCACCCCTTCTCCCGAAGTTACGGGGTCAATTTGCCGAGTTCCTTAAGGAGGGTTCTCCCGC
+TCGCCTGTGGATTCTCTCCTCGCCTACCTGTGTCGGTTTGCGGTACGGGCACCTCAGGCCTCGGTAGCGG
+CTTTTCTTGGCAGCTGCCTCGGCGGCTTCGCCTTGCGGCTCCCCTTCCCAGCCCCCTGCCAGCACGCGGA
+TTTGCCTACGTGCCCTTCGGTGGCTGGTTGGACGCGCTCTACCAACCGCGCGCTCCGCCTACCTCGCTGC
+GTCCCCGCTTCCCTCAAGCGGCCCTCGGTGGTACCGGAATATCAACCGGTTTCCCATCGCCTACGCCTTC
+CGGCCTCGGCTTAGGCCCCGACTTACCCTGGGCGGATTACCCTTCCCCAGGAAACCTTAGGCTTCCGGCG
+GCAAGGTTTCTCACCTTGCTCTCGCTACTCATGCCGGCATTCTCACTACTGCGCAGTCCAGCCTCGCTTA
+CGCTCAGCCTTCTGCCCGCGCAGTACGCTCCCCTACCCCGCGCTTACGCGCAGCCCCAGCTTCGGTGGCA
+TGTTTGAGCCCCGTTCATTTTCGGCGCAGGACCTCTCGACCGGTGAGCTGTTACGCACTCTTTAAATGTA
+TGGCTGCTTCTAAGCCAACATCCCGGTTGTCTTCGAAGTCCCACTTCCTTTCCCACTTAACATGCCCTTC
+GGGACCTTAGCTGGGGGTCTGGGCTGTTCCCCTCTCGACCACGGATCTTATCACTCGTGGTCTGACTCCC
+AGGTACTTGCCTGTGGCATTCGGAGTTTGATAGGGTTCGGTAGCCTCTCGGCCCCTAGCCCAGTCAGTGG
+CTCTACCTCCACAGGCTTTACCCTGAGGCTAGCCCTAAAGCTATTTCGGGGAGAACCAGCTATCTCCGTG
+CTCGATTGGCATTTCACCGCTACCCACAGCTCATCCCATGGCTTTTCACGGCCAACGGGTTCGGGCCTCC
+ACCAGATTTTATTCCGGCTTCACCCTGGCCATGGGTAGGTCGCACGGTTTCGGGTCTATGGCAGCGAACT
+TTCCGCCCTCTTCGGACTCGCTTTCGCTTCGGCTCCGGGTATCTCTACCCTTAACCTCGCTCGCTACCAT
+AACTCGCCGGCCCGTACTGCAAAAAGTACGCCATCACCTGGTATTACCCAGGCTCTGACTGCTTGTGGGC
+ACATGGTTTCAGGTTCTATTTCACTCCCCTCCCGGGGTTCTTTTCACCTTTCCCTCACGGTACTATGCGC
+TATCGGTCACCTGGAGTATTTAGCCTTAGGAGGTGGTCCTCCCTCCTTCCCACAGGGTCGCCTATCCCGT
+GGTACTCTGGTACCCACCAGTGCGCTTTCCCCTTTCGGCTACGGGGCTTTCACCCTCTATGGCCGGCCTT
+TCCAGGTCCGTTCGCCTAGAGTACTCGCACACTTTTGCGGTGGGCCCGAACCCCTACCGCCTAAGCGGTA
+GGTTTGGGCTCTTCCCCTTTCGCTCGCCACTACTCGGGGAATCGCTTTTGCTTTCTTTTCCTCGGGCTAC
+TGAGATGTTTCAGTTCGCCCGGTTCCCCTCCGCTGACTATGGATTCATCAGCGGATGCTTGGGTATTACC
+CCAAGCGGGTTTCCCCATTCGGAGATCCCCGGATCAACGCCCGCTTGCGGCTCCCCGGGGCGTTTCGCCG
+CTTGCCGCGTCCTTCATCGGCTCCAGGTGCCTGGGCATCCACCATGCGCCCTTACCTCACTTGACCCTTT
+CCGGCTTTGTGCAGTTTTCAAGGTCCTCACAAGAAAACCTTCAAAAGTGAACAGCGGGGCAAAAACTCCT
+TAGAAAGGAGGTGATCCAGCCGCACGTTCCCGTACGGCTACCTTGTTACGACTTCACCCCAGTCACCAGC
+CCCACCTTCGACGGCTCCCTCCCGGCACTCAAGTGGGCACATCATTCTTCCTCTTCCTACCTTTTCTAAC
+ATGCCCACTTGAGTGCCGGGTTGGGAGGTCCGGCTTCGGGTGTTGCCGGCTCCCGTGGTGTGACGGGCGG
+TGTGTACAAGGCCCGGGAACGTATTCACCGCGGCATGCTGATCCGCGATTACTAGCGATTCCGCCTTCAT
+GCAGGCGAGTTGCAGCCTGCAATCCGAACTGAGACCGGCTTTCAGGGATTCGCTCCACCTCGCGGCTTCG
+CATCCCGCTGTACCGGCCATTGTAGCACGTGTGTGGCCCAGGGCATATAGGGCATGATGATTTGACGTCA
+TCCCCACCTTCCTCCGTCTTATCGACGGCAGTCCCTCTAGAGTGCCCGGCATCACCCGCTGGCAACTAGA
+GGCAGGGGTTGCGCTCGTTGCGGGACTTAACCCAACATCTCACGACACGAGCTGACGACAACCATGCACC
+ACCTGTGCAGGCTCCCTACCTTACCGGTAGGGTCGCTTCCCTTTCGGGTCGCTACCACCTGCATGTCAAG
+CCCTGGTAAGGTTCTTCGCTTAGCATCGAATTAAACCACATGCTCCACCGCTTGTGCGGGCCCCCGTCAA
+TTCCTTTGAGTTTCAGCCTTGCGGCCGTACTCCCCAGGCGGGGTGCTTAATGGGTTACCTACGGCACGGG
+AAGCTTCCGCTCCCCACACCTAGCACCCATCGTTTACAGCGTGGACTACCAGGGTATCTAATCCTGTTTG
+CTCCCCACGCTTTCGCGCCTCAGCGTCAGGGTCAGTCCAGGGAGTCGCTTTCGCCACTGGTATTCCTCCC
+GATATCTACGCATTTCACCGCTACACCGGGAATTCCACTCCCCTCTCCTGCCCTCTAGCCTAGCAGTTTC
+AGGTGCACCTCCACGGTTGAGCCGTGGTCTTTTACACCTGACTTGCTAGACCGCCTACGCGCCCTTTACG
+CCCAGTGACTCCGGACAACGCTCGCCCCCTACGTCTTACCGCGGCTGCTGGCACGTAGTTAGCCGGGGCT
+TTCTTGGAAGGTACCGTCACTCTAAGAGGCTGTTCACCCCTTAGAGCATCGTCCCTTCCGACAGGGGTTT
+ACGACCCGCAGGCCTTCATCCCCCACGCGGCGTCGCTGGGTCAGGCTTTCGCCCATTGCCCAAGATTCCC
+CACTGCTGCCTCCCGTAGGAGTCTGGGCCGTGTCTCAGTCCCAGTGTGGCCGACCACCCTCTCAGGCCGG
+CTACCCGTCGTCGCCTTGGTGAGCCGTTACCTCACCAACTAGCTGATGGGACGCGGGCCCATCCTTGAGC
+GGCAGCTTGCGCTACCTTTCCTCCCTCCAGGATGCCCTAGAGGGAGCGTATCCGGTATTAGCCCCAGTTT
+CCCAGGGTTATCCCGGTCTCAAGGGCAGGTTACCCACGCGTTACTCACCCGTCCGCCGCTAAACCTGCCA
+AGACACGAGGCCTTGACAGGCCCGCTCGACTTGCATGTGTTAGGCACGCCGCCAGCGTTCGTCCTGAGCC
+AGGATCAAACTCTCCAATTAAAACCTATAAAGCTTAGCTTTCCTTCTCGTGAGAGCCCCACTGTTCACTT
+TTCAAGGTTCTCTTGCTTTTCGCAATATTTTTATATAGCAAATTCTTTTTCGTTTGTCAACCCTTCTTTT
+TTGTTCCCGCCGGCTTACCGCCGGCGATTATGAATATACCACGTTTTAAAAATCGGTTCAACTCCCATAA
+ACCCCAATAAATCTCAATTATGTCGAAATATCCTTAAAAACCTGCGCAATTTTTGCACAAAGCTTTTTTT
+TACTCAATTTTTCAATTGAAAAACATCTTTTTTTATGGCCGTAAAAATTCTCTTGTCCAATTCAGGGATT
+TCTTTTTCTAAATTTCTAATCAAATTCTCAATTGAGTGGCGAGTAGTATTCCCTGCCATAGGACACGGAT
+TTTCCACAACAGGTAGGTTGTTTTTTTTCACTGCACTTCTCACTTCCTTCTCTCTCACATAAATCAAAGG
+CCTTATTAGTGTAATTTTAGACCTGTCCAAAAACGTGACAGGTTCAAAAGTGTGAAGTCTTCCATTGTAA
+AACAAATTCATCATAAAAGTAACTATCAAGTCATCATAATGATGTGCCAGAGCCACTTTGTTGCAACCCT
+TCTCCTTTGCAAAGTCATTCAGAGCACCTCGCCTTAGATTTGCGCATAAAGAGCAGGGATTTTTCTCTTT
+CCTGTAGTCAAACACGATTTTCTTTATTTCGGTATGCTTAACAAAAAAAGGAATACCCTTTTCTTCACAG
+AAGTTTTTTATAGGAGTGGGGTCGAAATTCTCAAACCCTAAAGATAGCATGAGTCCCATTACCTCGAACT
+TTATTGGATAAAATCTTTTGAGAAGATGTAATCCGTAAAGAAGCGTGATGCTGTCTTTACCTCCAGACAC
+TCCGACAGCTATAGCATCTCCCTCCTGTATCATCTCAAAGTCCTGCACCGCTCTTCTTATTTTGCCTAGT
+ATCTCCTGCATACTCATCACCCCTCTAAATATTAATCCTGCTTTCTTTGCCATGTCAATATACAATTGCA
+AAATCAAGACATCTGTGGTATAAAAAACTTATCAAAAACCGTAAGGAGAGGTGCTATGGCAGACGTAATC
+TTAAGAAACATGAATATAAAGCGAATATTAGATGGACATCCTTGGGTATACAGAACTGAGATAGACAGGA
+TTGAGGGAGATTACATCCCTGGAGATATTGTAAATGTGCTCACTCATAAAAAAGAATTTATTGGAAAAGG
+ATACATAAACTTAAAATCGATGATATCCGTGCGAATTCTCACAAGAGACCCTGAAGAGGAAATAGGCGAA
+GAATTTTTTAGAAGGCGAATTAAAAGAGCATGGGAATACAGAAAAAAAGTGATGGAAGATCTTAATTCGT
+GTCGAGTTGTATTTGGAGAAGGGGATTTTCTACCAGCATTGATTGTAGACAAATTTGGAGATTATCTTGT
+CATACAAACTCTTTCACTGGGTATAGACAAATACAAAGAAACGATAGTGAAACTCCTCGTAGAAATATTA
+AATCCCAAAGGCATATTTGAAAGAAATGATGTCAACGTGAGGGAAATTGAAGGCCTACCTCAGCAAAAAG
+GATTTTTATACGGAAAGTTTGACCCTGTACAGCAGTTCAAAGAAAATGGCATTAAATTTTGGGTTGATAT
+GGAAAATGGACAGAAGACAGGTTATTTTTTGGACCAAAAAGAAAATAGAAGAGCAATTCAAAATTATGTA
+AAAGGGGCCGAAGTACTGGATTGTTTTAGCCATACGGGTTCTTTTGCCGTTCACGCTCTTCACTATGGAG
+CAAAAAGGGTAGAAATAGTGGATATATCTGAAGAAGCACTTGAAATGGCAAAAAAGAACGTAGAACTAAA
+CGGCTATCAACAAAGGGCTGAGTTTATAAGAGAGAATGCCTTTGACCTTTTGAGAAGGTACGACAGAGAA
+AAGAAAAAATTTGACACAGTAATACTGGACCCTCCTGCCTTTACAAAGAGCAAAGAAACAGTTAAAGACG
+CTTTAAGAGGATACAAAGAGATAAACTTAAGAGCTTTAAAAATCATAAGAGAAGGGGGATTTCTCATCAC
+CTGTTCCTGTTCTCAGCACATAAGACCCGATATGTTTTTAAATACAGTAAAAGAAGCAGCTTCTGACGCT
+AAAAGGACCATAAGACTTGTGGAACAAAGGACACAGGCAAAAGACCACCCAATACTGCTGGCTTCCGAAG
+AAACCCAATATCTTAAGTGCCTTATACTTCAGGTATTTTAAAGGAACACTCCCCTCATCTTATGCATACC
+CTGTAAAGAGGGAAAGTGCATAGATGAGGTGAAAAAATGGAAAGACAAGAATTGGGTTCTCGCCTTCTGT
+ACGAAGGATTAGCAGGGTACGATGTGCTAGAACTTCAGATGATTCTTCAGAGTTTAGGCTATGACCCTGG
+CCCCATAGACGGCATATTTGGCCCCCGAACAAAAAAGGCCGTCATGAAATTTCAGCGAGACAACGGCCTT
+AAAGTAGACGGCATTGTGGGCCCTGAAACGATGAAAGTTATAAGGATGTTAGTGCCCTAAAGCTTTCTGC
+TTCCTGGCTTTACCAGAGGAATACCCTCTTTACAAAGAGGGCATTCCTCTTTTTCATAAGTTTTAATCTG
+TAACTTTACAATTGACTCAAAAGGCACACCAAAATCTATTTTCCCATCGCTTCTATCAACAATAGTTCCT
+ACTCCTATCACTTCTCCTCCTAAAGATCTGACCAATTCTATTACCTCTTTTACAGAACCTCCTGTTGTCA
+CTACATCTTCTACCACCAATACTCTTTCTCCTTTACTTATCTCAAATCCTCTTCTCAACTTCATAACATT
+GTCTTCTCTTTCCGCAAATAAAGCTCTTACACCGATTTGCCGCGCAACCTCATACGCCAATATAATGCCT
+CCAATCGCAGGGCCTATTACCACATCTATTCTGTATCCTTTGAACTTCTCTGCCAATTCCCTGCTAAAAA
+TTTCACTATAGTTAGGATATTGAAATATCTTTGCACATTGAAGGTACGTATCACTGTGTTTCCCAGAACT
+CAGCAGAAAATGCCCTTTATTTATAACTTCTAGTTTTTCAAAAATTTCCAAAACCTTTTCTTTTTCCATT
+TCCAAATCCCCTCTTTAAATTTTTATACTTCCAATAATTTCATTTATGTCTTCAATTTCGTTTTCTTCCA
+TGTACTTTTTTATTCCATCAATAATCTCAACAGTACAGTAAGGATTTACAAAATTACAAGTTCCCACTGC
+AATAGCTCTTGCACCTACAATTAAAAATTCCAAAGCATCTTTGTAGTTCATTATTCCTCCCATGCCTATC
+ACAGGAATGCTCACAACTGTGACTACTTCGTACACCATTTTAAGAGCAATAGGCTTTATAGCAGGCCCGG
+ATAGCCCCCCAATTACATTCTCAAAAACAGGCCTCCTTTTATCGATGTCTACAGCCATCCCTGCCACCGT
+GTTAATCAAAGATATAGCATCTGCTCCTCCTTTTTCCGCAGCCTTTGCGCAAACTTTTATGTCTGTTACA
+TTTGGGGTTAACTTCACTATGACAGTCTTACTGGTAGCCTTTCTAACCTTTCTTGTAATGTCAAAAATAT
+CATCTGGATTTACACCAAAAGCCATTCCGCCTTTTTTCACGTTGGGGCAGGAAACGTTAATTTCAATCCC
+TTCTATCCCTTCAATATCAAGTTTTTCTGCCATATACACAAATTCCTCAACCGTTTCCCCAGCAATATTT
+ACAATCACTGGAACATCGAAACTTTTCAAAAAAGGAAGTTCCCTTTCAATAAACGCATCTACTCCCGGAT
+TTTGAAGGCCTATGCTGTTTAAAATCCCAGAAGCGGTCTCAAACAACCTGGGCGGAGGATTGCCTTCTCT
+TGGCTTTACAGTAAGTCCTTTTACAACTATCGCTCCTAATTTATTAAGGTCGATGTATTCACTGTACTCC
+CTGCCAAAACCAAAAGTTCCTGAGGCAGTAATCACAGGGTTTTTAAGCTTTATCTTTCCAATCTCAACCG
+ATAGGTTCAAAATAGCACCTCCTCTGCCCAGAAAACCGGCCCATCTCTGCAAACTCTCTTGTAAGAAAAG
+CCTTTATCTTCTCTGACCTTGCACGCACATCCAAGGCAGGCCCCAATACCACAGGCCATTTTCTCTTCTA
+AAGAAATTTGGCATAAGACGTTTGCCTTCATCGAAATTTCCTGAAGAGCTTTTAACATGGGCTTTGGTCC
+ACATCCGTATACTATATCCACTTCTCCTATCATTTCCTCAACTACAGAAGTTACCAATCCTTTTCTTCCC
+GTACTTCCTTCTTCTGTAGTCACTACAACTTCCCCTAACCCCTCAAATTTTTCCACAAGAAAAGTTTCTC
+TTTTAAAGCCTAGAGCGATGTACAGCTTCTGTGCCTTTACTTTCTTAGCAAGGTACAAAAGGGGAGCAAT
+TCCTACTCCTCCGCCCACTATAAGAACTCTCTTTCCTTCCAAAATCTCAAATCCATTGCCATGAGGGCCA
+GTTATTTCAAGAATATCTCCCTCTTTCATCTGAGACAAATTTTTTGTGCCTTCTCCCCTTACTTGATAGA
+GAATTGTCATTTTCTCCTCTTCAAAGTCATTCACACTAAACGGCCTTTTTAAAAAGGTCTTTCCCTGGCA
+GTCTATCATTAGAAACTGCCCTGGATGAGGTTTTTTTCCTTTCCACTCAAATGTCATTTCATAGACTTCA
+GAAGCTATTCTTCTATTGGACAATACTCTTGCCTTCATCTTCCACCTCAACTGGCAATGTATTTTCTTTT
+TACAAGGGCATTGTTGATCATGCCCGTCATCAAAATCACTTCTTCTCTTGCCGCCTGACCATACTCATAT
+TCCGAATAGGCCTCTTTCCAAAAATCGCTCCTGTAGGCATATATTACACCTCTAGAAGAATTTATTATCG
+CTCCATATCCTTCTTCATCAAAGCAATTTACTACATCCTCAGCTGTTGCCCCCTGTGCTCCATATCCTGG
+TACCAAAAAATAACACCGCGGCATCTCTTCTCTTAGTATTTTCGCTTCAAAAGGATATGTTGCACCTACC
+ACAGCCCCTATGGAACTGTACCCATATTTACCGACTATCACTTTTGAGAGCCTGCTTATCATTTTTGCTA
+CTTCCTGGTATACGTAGCCGCCTTTTTTAGTTTCAATATCCTGTACGTCCTTTGAACTCCTATTAGAAGT
+CTTGACAAGGACAAATATGCCCTTGCCAAACTTCTCCACATCTTCTAAATAGGGTACCATGCTGTCCTCA
+CCCATATAGGGATTTACAGTGATTGCATCAAACAAAGGGTTCTGAAGATACGCCTTCGAATACATTTTAG
+CAACGTCCTGTATATCCCCTCTTTTCACATCTGCTATCACTATAAGGCCTAGACTTTTAGCATACTCCGC
+AGTTCTGAAAAAAGCTTTAAAGCCCTCTATCCCATAAGCCTCATAAAAGGCAACTTGAATTTTCACAGCA
+GGAATAAGGTCATACACAGCATCAATTATCCCTTTGTTGAAAAGGTACATGGCTTCTGCAATTCCTTCTA
+CCCCATTTCCCTTTCTCCTAAACGCCTCTTCTTTTATAAAATCCGGAATCATCTCAATTCGCGGGTCAAG
+TCCCACAACCACAGGGGTTTTTTTGGCCTTCACACTTTCTATCAGCCTGTCCACAAACATATTTCCCCTT
+CTTTCCATCAAAGTCATATCTCGACCTTTTCAAATTTCTTGTTTTTCTGATACCTTATTTGCCCTTCCAC
+TATTGTGTATTCCACAACTCCTTTTAATTTCATCCCGTGATAAGGGGTGTTTTTGCCCTTTGACTTGAAT
+TTTTCTTTATCCACGGTATATTCTTCATGGGGATTAACAATCACAATATCCGCAGTAGCTCCTACCCTTA
+TTCCATTGGATATTCCCAGTATCCTTGCAGGATTCATACTCATGTAATTCACTAAGGCTTTCATAGTGAT
+TATACCTGTCTGTATCAGAAAAGTGTTTATAACAGAGAATGCCGTTTCAAGACCTGATATTCCAAAAGGA
+GCCATGTCATAGGGAACTTTTTTATCGTCTTTAGTATGAGGAGCGTGGTCTGTAGCGATCGCATCTATAG
+TGCCGTCCTTCAACCCTTCTATCAAAGCCTCTACATCTTCCCTAGTCCTCAAGGGCGGGAAAACTTTTGT
+ATTGGTATCGTAATTGTAGACTGCCTCATCTGTGCGAGTAAGATGGTGAGGAGTAACTTCTGCTGTTATA
+CTTACCCCTTCCTCTTTTGCCCTTCTTATGAGCTCTACACTGCCTTTAGTGGAAACATGGGCAATGTGAA
+GCTTCGCACCTGTCGCCTTTGCCAGTATTATATTTCTTGCAAGCATCACTTCTTCCGCTTCTCTCGGTAT
+TCCTTTAAGCCCCAGCATTGTAGCAATTATCCCGCTGTTCATAACTCCTTCTCCGCTCAACGTCTTGTCC
+TCGCAGTGAGTTATCATAAGGAGGTCATACATTTTGCCATAAGTCATAACCCTTTTCATAATTCCTGCGC
+TCATTATCGGGAAGCCGTCATCAGATAAAGCAACGACTCCAGCCTTTTTCAGCTTTGCCATTTCAGTTAT
+TTCTTCGCCTTTCATCCCCTTTGTCATAGCCCCTATAGGCAGTACCTTCACTACTCCTTCTCTTTGAGCC
+ACAGCCTTCACATACTCTACGACTACTTCGCTGTCTATAGGAGGATTGGTATTAGGCATACAGGCGACAG
+TAGTAAAACCCCCTGCTGCAGCCGACTCTGTTCCTGTCCTTATAGTCTCCTTTTCCTCAAAACCCGGCTG
+TCTTAGGTGGGTGTGCATGTCTACAAAACCTGGAAGCACATATTTGCCTTCAGCGTCAATCACTATAGCA
+TCGGAAACATCGATATTCTTGTCAATCCCTTTTATTATGCCGTAATTTATAAGGATGTCAGCTTTTTCTT
+CACCGCCAAAACCATCAATCACAATTCCATTTTTTATCACGATCCTCATTTCTAATTCCTCCTCTCACAC
+AGAATTTTCAAAAGTGCCATCCTCACAGCCACCCCGTTTGTTATCTGCTCCTCTATTACGGAGTAACTAG
+CATTTGCAGCACCTGAGGTAACCTCCACATTCCTGTTGATAGGACCTGGGTGCATCAAAATAGCGTCAGA
+TTTTGCCAGTCTCATTCTCTCCTCATTTATTCCGAAATACTCCCTGTACTCCTCAATTGAAGGAAATAGC
+CCGCTTTTTTGCCTTTCCAATTGAATTCTCAATCCCATCACAACATCTGCATCCTTTATAGCCTCTTCAG
+CGTTATAGCAGACTTTGACCCCCATTTTCTCTATCTGAGGAGGCATTAGTGTGGAAGGTCCCGCCACTTT
+CACTTCTGCTCCCAATTTCTTAAGCCCCCATATGTTAGACCTTGCCACCCTGCTGTGCATAATATCACCT
+ATTATAGCAACTTTTAATCCTTTAAAATCCCCTTTTTTCTCCTTTATAGTCATCATATCCAAAAGCGCCT
+GTGTTGGATGTTCATTTATGCCATCCCCTCCGTTTATGATGGAAGCATTTGTGTATTTCGCAAGAAGGTG
+AGGAGTTCCACTCATATTGTGCCTTGTCACTATCACATCTGCTTTCATTCTTTCAACTGTCCTTATAGTA
+TCTATGAGGGACTCTCCCTTTACTACACTGCTGGTAGCCACCTCTATATTTCCATAATGGGCTCCTAGGT
+ATTTGGCAGCCATTTCAAAAGACAACCTTGTCCTTGTGCTGGGCTCGAAGAAGATTGTCACCACAGTTTT
+TCCTCTTAAGGCTTGGGAATACTTTTCACCGTTTAACAGCTTTTTCATCTCAAAGGCCAAATCCAGAATT
+TCCAGTATTTCTTCTCTTGTAAGGTCTTTAATCCCCAGAAGGTCCTTTTTGAGCATGACCTTTTCCCTCC
+TTTAAAAAAAGAGTAGTCCCCATTTCACAAAAAGGTGAAATGGAACTACTCTTATTTCTTAAAATATACT
+TTTTTGTAAAAATCAAGAATTTAATTTTAGGCACAAAAAATCCTCCCCTCGTCAAGTTTAACACTCAGGG
+AGAATAGATCTATATTCTCCCTTCTTAGCCTCGCTGGGCTAAATTAAAGGTGCTACTTTTCAGTTATAAC
+TACTTTATTCACTCCATCCACTTCTTCCAGCATCACTTGAATTATCTCGCTTCTAGATGTCGGAACATTC
+TTCCCAACATAGTCAGGCCTTATAGGAAGTTCCCTGTGACCTCTGTCCACAAGCTCAGCAAGCTGTATTG
+CTTTGGGTCGCCCCAGGTCAATTATGGCATCCATTGCAGCCCTCACAGTCCTGCCTGTGTATATCACATC
+GTCTACTAAGACCACTATTTTATTGGCTACATCCACTCCAATATCTTTCTTCTTTACTACAGGCTGTTCA
+AGGTCTGTGGTGAGGTCATCCCGATACAGCGTAATATCAAGAGACCCCACTGGAGGTTCTTTCCCTTCTA
+TTCTAGAAATGTACCTCGCAATTCTCTTAGCCAGAGGTACTCCTCTTGTCTTAATGCCTACTAAAACTAC
+ATCCTCTATCCCTTTATTTCTTTCAACAATCTCGTGAGCTATTCTTATCAAAGCTCTATCTATAGCTTTT
+TCGTCCATTATCTCTGCTTTTACTCTCATCCTACAACCTCCAAAAAACCTTCTTGCACTGGCAAGAAGGT
+TTCTGGTACTTCTTTTTATAAGACCTTGCCAGCCTCACAGGACTGCTTAAAGGCTTTTTCTTTTATATAT
+TACCACATTCTCTTCAAGTTGTCCATAGGGAATATTTAAAAAAAGCAAAAATGTGGTAATATGAAATTGT
+TCGCTCTAAATATCAAGAAAAAAGGATGTGACAAAATGAAGCTAGAAATAGGGAAAATTCCTGTAGAAGT
+GATGAAAAGGTCCATTTTCCCTTATCTTGGCACAAAAAGAAAAGAAGTCTTAGTTCACTCCCAGTTAGGA
+GAAGACTCCAGCATAATCGATTTTGGTGAATACGTAGCAGTTCTTTCCACAGACCCAATTACAGCAGCAG
+ATAAATTGAGCGGCTTTTTATCTGTCATAATATCCTGCAATGACCTTGCAGCCTGCGGCGCAGAACCTAT
+TGGCATACTCACCACAATACTTCTTCCAGAGGGCACAGAGGAACAAATGCTTAAAAATATAATGCAGGAA
+ATTGACAAAGCTTCTAAAATGATAGGAATTGAAGTTTTAGGAGGGCATACTGAAGTAACTCAAGCAGTAA
+ATAAACCTGTAATAAGCACAACAGCAATTGGAATTGCTAGAAAAGGAAAATACATAACCTCAAAAGGGGC
+TAAAATAGGAGATGACGTAATTGTAACAAAAGCTTTGGGACTTGAAGGAACAGCAATTTTGGCAACAGAT
+TATGAGGATTTGCTCATCAAACATTTCGGGAAAGACTTTGTCTTAAAAGCACAAAGCTTTATAAACGAAA
+TAAGCGTAATAGAGGAGGGTCTAATAGCTTCCCAAAATGGCGCAAATGCCATGCATGATATAACAGAAGG
+AGGAGTGCTAGGAGCAACTTATGAAATTTCCGAAGCATCAGGATTAGGGATTGAAATATACGAAGAAAAA
+TTGCCTTTTCGACGTGAGACAAAGGAAATATGCAAATTTTTTGGATTAAATCCTTTAAAATTGATATCCA
+GCGGTTCCATGCTGATTACTGCAGAAGATGGAAACAGAATAGTCAAAGCCTTATCTGAAAAAGGAATACA
+AGCTACAATAATAGGAAAAATTGTGAAAGAAGGAAGGTATTTGATAACTTCTTCCGGAAAAGAAAAAATT
+CTTCCACCTGAAAAAGACGAAATATACAGAGCAGATAAAGGCAGGGCAAAAAATTAATCCCTGTCTTTCT
+CTGCCCTTAAAATTTCGAGCAATCTTGTAAAATAATCGGGCAAAGGGGCTTCAAATTCCATGTACACTCC
+TTTTGTCGGATGAATAAACCCTAGAACTTTGGAGTGCAATGCCTGCCCTTCCAACTTAAACTTTTGTTTT
+TTATATCCATACACAGGGTCTCCTACGACAGGATGACCTATATAACTCAAATGCACCCTTATCTGATGAG
+TCCTGCCTGTCTTTATGGTCGCCTCCACAAAAGTATTGTTTTTAAATCTCTCCAAAACTTTATACAAAGT
+AAGTGCATACCTTCCGTCCTGGACTACAGCCATCCTCTTTCTATCAACAGGATGCCTTCCAATAGGCGCT
+TCAATTTTCCCTTCTTCCTCTTTTATGACCCCTTCTACAATTGCGACATATTTTTTAAGCACACTTCTTT
+CCTTTATCTGATTTGAAAGACTCATATGAGCTTTGTCATTTTTAGCGACAACCATGACCCCTGAAGTATC
+TTTATCAAGCCTGTGCACTATTCCAGGTCGCAGTATGCCGTTAATTCCTGATAAATTTTTACAATGGTAA
+AGAAGGGCATTCACAAGTGTACCGCTATAATTCCCTGGCGCAGGATGAACAACCATACCCTGAGGCTTAT
+TTATCACAATTATGTCCTCATCTTCATAAAGGATATCAAGAGGTATATTCTCAGGCACCACTTCAATCTT
+TTCCGCTTCTTTAATATTTACTATAACTTCATCATCTTCTTTTACTTTATAACTAGGTTTTACATTTTTC
+CCATTTACAAGTACAAGCCCTTCTTCAATTAACTTTTTAATATATGACCTGGAATAGTCAAGCTCTGAAG
+CAAGAAATACGTCTATTCTCTTTCCTTCGTCCTCTTTTTCTCCTTGCAAAACTATTCTGTCTACAATGTT
+CATCTTATCCCGCCCTTAAAAATCATAAGATATCCAAGTATAATTGCTCCCACAACAATAAAAGAATCGG
+CAACGTTAAAAACAGCAGGGAAAAACTTAAAATCAATAAAATCCACTACATATCCAAGTCTTACCCTATC
+TATGAGATTCCCTATGGCTCCCCCTAAAATCATAGCAAGCGTATAATTATACAAACTATTTTCTGGAAGC
+TTAATCATTGAATAAATCAAGACAATTCCCACCACCACAGTTATCACAATAAAAAATAAAGTCTTATTCT
+GTAACATTCCAAAAGCTGCCCCTCTATTCTCCACATAAGTCAGATGAAAAAAATGCTTTATAACCGGATA
+ACTTCCTATAGGCATCAAATACTTCGCCGCGAGGTATTTTGTAAACTGGTCAAGAAAAACCACAAAAGCT
+ACAATAACTATCGCCAATGCCAATTCCTCCTGTTATTTTGTTTGCTTAGCTCTTTACCCACACAAGTATA
+TTATACAAAAAATCAAGGCATTTTAAAGCAATGTGCTTAAAAAGTAATTAGGCTTCCCTATTCTTTTCAT
+ACTCTCTTTTCAAAATAGAATACATCTTCATATCCCAAAATCTCCCTTTTACAAAAACTGCTTCTCTTAA
+CACTCCCTCAAACTTCATACCCACTTTTTGCATTACCCTCTCAGAAGCAATATTTTCTACCTTACACCTT
+GCTTGTATTCTATTTAGATTTAATTTTTCAAAACCAAACTCTATTACTTTTCTAACAGCCTCTGTCATAA
+TTCCTTTATTCCAGTATTTCCTACCAAGCACATAACCTACTTCTCCTACCATATTTTTCTCATCAATAAA
+TAAAAAACCACAAGTACCAATTAATTTACCATTTTCTTTTAAATACAATCCCCAATCTGATGGCTCTCCC
+TTTTCATACCTTGACAACAAAAGATTAATAAATTTTAAAGAATCCTCAATATTCTTATGATATTCCCACG
+ACACATATTTTGTAACTTCCGGATCACTGGCATATTCAAACATATCTTCTGCATCTTCCAAGCTTATCTT
+CTTCAATATAAGCCTTGAAGTCTCAAGAACAGGTTGGTAAAACATAAATTAAATCCCCCTTTACATTAAG
+CCTCCGTTTCTGCTTTACTGCTTCAAATGTGAGCAAATCACCTTTCATATCCAATATTTCCTCAAGATAA
+TCTGCAAGCTCAAAAAATTTAAGCCCTATTGGCTTTTCAAATTCAACCAAAATATCAATATCACTTACTT
+CCGTCTGTTCATTCCTTGCAAAAGAACCAAAAATACCCATAAATTTTGCTCCGTATTTTTTCTTTAATTT
+CTTCTTTATGTTCCTCAAGCACCTTTTTTACTTCTTCAAGGGACTTTATAATTCTAAACCTCCCGTTATT
+TTGTTTGTTTAGCTTGTTATACCATACAAGTATACTATACAAGAAATCAACTCATTTTAAAGCAATGTAT
+TTTAAGCGATAAAAGTGAAGGATAAGAAATAAATGTAGCATACCTGATTAAAGAATAAGCATTTTTTAAC
+ACGCTAGTTTACATAAAATTTTTTACGGTGTATCTAGCTGTCTTTCCCCTCCCCTATTTCCCCATACTCT
+CTTTTCAAAATAGAATACATCTTCATATCCCAAAATCTCCCTTTTGCAAAAAGTGCTTCTCTTAATATAC
+CTTCAAACTTCATACCTACCTTTTGCATTACTCTCTCAGAAGCAATATTTTCCACCATGCATCTTGCCTG
+TATTCTGTTAAGATTTAGTTTTTCAAATCCAAACTCTATCACTTCTCTAACAGCCTCTGTCATAATCCCT
+TTATTCCAATACTTCTTACCAAGCGCAAATGCTATTTCTCCTATCATGTTTTTTCTATCGATATTAAGTT
+CACAAGTTCCAATTAATTTCTCATTTTCTTTTAAATATAATCCCCAAATTGCAACTTCTTCCTTGTCGCT
+TATAGACAATATGCGTTTTATCAAATTCAAAGAATCCTCAATATTCTTATGATATTCCCACGACACATAT
+TTTGTAACTTCCGGATCACTGGCATATTCAAACATATCTTCCGCATCTTCCAAGCTTATCTTCTTCAATA
+TAAGCCTTGAAGTCTCAAGAACAGGTTGGTAAAACATAAATTAAATCCCCCTATCTCAATATTTTGTAAC
+TTAGCTCAATCAAGCTTAAAAAATCCCACTTTTTCACCAAATTTGAGCTCTTTTTACCTTTTCAAATGAA
+GCCTTTTTAAAACAACACAACACCTCCCTTAGGCAACTTATTTTACGGTTGCCTTTTATTAGCATATTTT
+TATGTTTTTTTACTTAGCCCTCGGCTACCCTATCATGTCTCTCAGGGTCATGCCCTTAATTACATTCCTT
+CCTCCTGCCTTTGAGGGCTTTTGGGGAGCTTCTTACTCGTATTCAGGGTCTTGCCCTTATGGGTGGTACT
+ACAGCTTCCCCAACCTTATTTGCTCTAAATTGATTTGTTAGCCCCTAGGCTACTAATTCCTTTATTTGCT
+TCATACGATATTCTCCAAGTACTTTTTGTGAATCGTATTTTTCTTTCTTCTTAGCAAGCGTAAACATAAC
+TCTTATGAGTTTTATTGAAATCGCAATTAATGCTTGTTTCTTCTCTAAAGGATTTTCTCGCCTTCTTAAA
+AAGTAGTTGTAAAGTGCTTTAAATTCTTTGTTTTTGGCTACTAATGTCAGGCTTGCTTTGTACAGAAGGT
+TTCTTAACTCAGGACGCCCTCTCTTGGAAATCTTGGTCTTCCCCCTGTGTTTCCCTGATTGGTTATCCGT
+TATGTTTAATCCCCTAGGTTTCTGTATCTGTTTATAGTACGTATAGTTCCCTATGTCCCCTACTTCTCCT
+AAAAATCCTGCTACTGTTATTACTCCTATGCCTGGAATGCTTAAACAGATATTCTGCTATGTCTATTTTT
+TTGAGTAGTTCTTCCATGGCTTTTTCTACGGTTTCTAAATTGTGTTTTTAAAAATTCTAATTCATCAAAG
+GTAAATGTTTAAACGTATTTGTGCCCCTTTTATCCCTTCTTTTACACCTAATTGACTTTTTTGCTGCTTC
+AATGAGCTTTTCTGCCCTTTTCATGCCTACCTTGTTACTAGTGGCTTTCTTTAGCTTCCCTGCTATTTCT
+TCTTTGCTCAGTTTAAGTATTATGCTGGGAAATGGACAGTTCCTCAAGACCCATATGGCTGCTTTCCCCC
+ACAAATTCTTGAATACTTCTTCTATAGTCTATAATAGTCCAAATCCTTAAAATATTTTTCTCTGGCGAGA
+ACCATCAAATTGGAATGGTTGGCAAGGTTGATTTAAATTATCCATCATAGATCACCTCGAAAGGCTTTAT
+CTAAAATTGCCTGCTCCAGGCGCTTAAGTTCGGCTTCAGTTTCTGCCTGGGCTCGCTTGAGAGCTGCCAC
+CTGCTGCTGAATCTGGTCAAGGTAAGCTACAATGCGTCGCTGCTCTTCAAGGGGTGGGAGGGGGATAAAG
+ACATTTTGAAGGTCTTTCTTGGTAATTGCATTGAAAGTCGAACCGGCCCCCATTTTAGAAAGTTCAGGTT
+CGAGGTAGTGAAGGTAGTACAGAAGCCAGAAGCGTTCCAGAGAATCACGGGGTCGGAGAGCTGCTAAACC
+GCGCCCAATACAACAAGCCAAGTTGGCAACATTGGTAGAACCTACTGGAGCACGTACGCTTATTAAAACA
+TCACCTGGCCGTGCCACTTTTTGAGGCGCAGAACACCATATACGAGGTGTGGGATGTAAATCTCCAAAGT
+CGGCTTTTCCCTGAAAGAAAGGAAGTCCATTACCTTCAAAATTGTAAGTAGAACTCGGTGGAGATTGTCC
+CATAATAATATCACATACCTCACCCAACCTTACCCAGCGCCAGCCGGGAGGGAGATCGGCGCCGGGGTGG
+GGAAAGACTTCGGCCAAAGCCGTCTGCATAAGAAGCTCTGTATCTTTCTGAGCTTCAGCTCGCAGGCGGC
+GCACCTCACGCACCCGCTCCATCAGAGCTTCAACCTTCGCCACGATGCGCCGCTGCTCCTCCAGGGGCGG
+GAGGGGAATGAGGGTATTGTAAACATCGTTGTCAGTTACCGCCGGGTAACTAGTTCCGCGCATTTTACTA
+GCAGTAAGCTGGTTGGTTATGAAATCGGAACGGCACAAGTGAAATAAAAACTCTGGTTCAGCAAATTCTC
+GATTTGCACGGATCACGCAAAAGCCTGTTGAGCAAATTTGTCCGTCCAAATCCGGAGGCACCAAAGCAAT
+ATTTTTGAGATAAGGACGCGTGGTAGCAAAAATTACGTCACCGCTTCGGATTACCTTACGTGCCCGGCTA
+GGTGCATGCTGCCCTAATATCTCCTTTGGCGACACTATCTTGCCTACAGTGCTGTCTATAGCAGAAATGT
+CCACATATACAAAGTAGGTTGAAGGGTTCTTGGTAGGATCCCGCCTTTCGGTAGGAAGACACACCTCCCC
+CAACCTCACCCAGCGCCAGCCGGGGGGAAGCTTGTACGGTCCCTCTGTCACAGGGATCTACCCCCTTTCG
+AAGACGCTATCTCGCGCAAAAACCGAGCAGTTGCCTCGTCTTCACAATAAACATAAGTGCCATGTATACC
+GCGGGTCAAAAAGATACGATACCTATTTATCAACAAGCGGAGTGCCAGAACACGAGCTTTTCTGTCTCCG
+TTCCGAGCCTGGCTAAAAAGCTGCTTGAGACTAGGGCGTCCAATGTTGTCTTCGCAGTTTTCTCCCAACT
+CCCACTGAGCATTCCGGAAGCAGAAGTCACGTCCCCAAACTACCCCGACGTAATCGGCTTCAAAGCCTTG
+ACAGCCGTAGATCGAAGCACAGTGCGTCAGGTCGTTGGACTGGCCCCCGTACCAGAAGGCAGGATACTGC
+TCTTTCTCGTCCATCAGCCAGTAGATGTCCAATCCAGTGTCCTTGTAGTGGTTGAAGCCGCTATAAAGTG
+GACAACCAATGCGGCGGTTCTTTAATGACTTCTCTAGAGGTTTTTCGCGGTCTCCCGGCGATTCAGTAAA
+GGCGGCGACAAGAGCTACTTTGGACCGACTTTGGTTTGCCTTTTGGCGAAGAGTTTCAAGCATTTCCCGA
+ATGTCGGTGAAAACGCGAAAGTCGTAATTTAACCCTTCCGGTAGCTTTGCTTGACTTGGGTCGGTAAGAA
+CCGTTTCTACGAATCCGTGGTACGCAGCTCCTCCTTGAACGCGGTATATGCCGCTTAGAGTTCGTTCCCT
+TAGGTCAATTTCCAACTCCTCAGCAATTTTCTTAAAGTTTTCTGTCCAACCTTCCTCCTCGGCGTTTAAG
+ATTTGTGCCTCGTCATAAAAGAACACGGTCACGTCAGCCCGCTGCATAGCAACGCGTATATTTTTCTCAG
+TCATCCTCTGAGCTTCGTCGTAAATGGCTAAACAAAAGTGAGGGCTTTGCGGATCACCTTCGGCTAATCC
+ATTTTTTCCTCTACCAGTAGAGTAAAATTTCAAAACAATATCTAAACCAGGGCTACATTCTCTGAATACT
+TTGCGCAGTGTGTTAATAAGACGATTGTTGCGGTAGCCAAGAACAGCCACATTATTTTGACTGTGGAACT
+GACCGACATTTTTCAAACTCCTCAACAGCATCAAAACAGCCAGATACGATTTACCTGAACCAGGTTGTCC
+CTGCACGAGGTAACAAACTCGCTCGCCACTTTCTACCGCTTTTTGCACTTCATTCAGAAGCTTTACTTGT
+TCTTCAGAAGGTCCAAAACCGCTGACAGAAAGTGCATCTATCGCTCCTTGACGTAGGGCATCGAAGTTTT
+TGCGAATGGCTTCCAGCAAGCGGGGTGTCTGCATATAGTAACCCTCCAAAAACGCTTTCGCATCCTCCTC
+CTTCACCGGCCCCGCGAGGTGGTTCCTAAGGTATTGTCCGAACTCCTCCGCCTGTCCTTGCCAAAAGGCG
+TCCACCCTCCTAAACGTCAACTCTCTGGGTGGCAGGTTATAAAGCCATGTGCACCCGACAAAGGCGAACC
+GGTCGGCAGCTGAATGGCTGTAATTCAATTTGCCAACATAGTTGAGTACCTGCAATTCAGGATGTTGGCG
+TACCTCGTCATCTGCCAGGACAAGGTCGTTATCGAGATCAAGGCTGTTATTGAGATAATACACTTTCCGC
+CATCCTTTTAACTCCAGCACCACCGCTTGCGCCTTGCCCTCAGGTGAACAACCCAGCAGAACCACATCGA
+TCCGCTCGTTGCTCATAGGCAAGGTATACTCTAAAACGACCAGGACTCTGTCGGGAAGCAAGGCGAAAGC
+TTTCTGCAGGTGAGGAAGTGCTCCGTGCCAGGCCGAAACTTGCTCAGAACTCATTTGTTCGGCTGTAAGT
+TCCTGGAAACCATTATACAATTCTCTCATAATTTCTTCTGGCCTTAGCCCTTGAAATTCAGCAATGCTTT
+TTACAAGAGCGAAGTTGCGAGCCATTCTTTCTTATTCCTCCTCTTCGTCGTTCTTCCGGCTAGAGTTGCC
+TTTCTCGTTTTCTAACAATTCACTTAATTCCTCCATAATGCTTAAAATCTCCCGCTCTTTTTCCAAAAGC
+CCGGCTACGATTTCCACCGGCGACGGCAATTCTTCTCCTCCAGAGCGGTTCGGGTTGCGGGCAGTGAGGT
+CGTAGCCCCGCTTTTTTACCTCTTCCACGGGCACAATCCAGGATCGTTCCGAAAGGCAGGCTTCAACGGG
+CCCCAAGCCCTTTCGGTAGGCATCCCAGCCACGCCAAAGTTTGCGCGCTTCCTCAAAGTGCTCATCCTGG
+ATGGGGTTGCCTTTGCTAAACTTCTTCAGCCCTTCCGGTAAAGGCAATTCGTAATACCAGATTTCCTTTG
+TTGGCCCGGGACGCTCAAAAAAGATAAGGGCTGTTTTCACATCAGAATAAGGAGCAAAAGTGCCCGGAGG
+AAGGCTCACCACTGTGTGCAAATTGAATTGCTCCAGCAAATCCCGCTTAACTTCGGCGAAAGCACCTCCA
+CGAAAGAGAGTTCCTTCCGGCACAACCATGCCGCAACGAGCTCCGTCACGGGGTTTGAGCTTCTTCATAA
+TATGCTGGAGAAAAAGGAGCTCTGTTGCGTTGGACTGGATGGGGAAGTTTTGCTGGATGTGCCGTCCCTC
+TGTTCCCCCAAAGGGCGGATTAGTTACCACCACGTCAAAGCGCTCGGAGACGTTGCGGATATTTTCTTCC
+AGTGTGTTTCTACGCATCACACGTGGTACCGTCACACCGTGCAGCATCATATTTACCAGACCCAAAAACG
+CAGGAACGGGCTTTTTCTCCTGGCCGAAAAAAGTCCGTTCCTGTAGTATGCGGTGATCCTCTATGGTTCG
+TTCCTTCTGCTTCATCCAGAGGTACGCCTCGACCAGAAAGCCGCAAGTCCCGCAGGCTGGGTCGTAGACT
+GCCTCTCCTATTTGCGGGTCTACTAGTTCGACGACAAACCGCACCACTGGTCGCGGAGTGTAGAACTCTC
+CCGCAAGGCGGTTTTCGTTCCCCAGACGGCGCAGAAGCTCTTCGTACACCTGGGAAACAGTAAAAATATC
+GTCTTGGCTGTGAAAGTTAATTTCGTTTACGATCTGGATAACGTCTTTGAGGTTGTAGCCCGAAGCACAG
+ACAATAACGTTACGTTCACTAAAAAGGCTTCTGATAGTTTCACGCAGCGGGTCACCGCCCAGGCTCCGGA
+GATAGGGGATGAGGCGGCCGTGCACGAAGGCCAAAAGTTCATCAGCAGGCCAGTCTTTTGTTGCCCAGTG
+GCGCCAGCGGTACTCCGAGTCAATAATAGGAGTGTAAGGGCGTCCGGCAATTTGAGCCTGAGCTTCCCAC
+TCTTCTTCCTGAGCGTCTAAAAAGCGTAAAAAAAGTAACCATGCTAGGTGTTCAACGTATTCCATGATAC
+CGGTGCAGTTATTGTCACGGCGCATGATGTCACATGCACGCCATATTTCATTGGCAAGAGATTCTCTAGT
+TTGCGGTCCGTTCATAATCAGCTAATTCCCTCCTCTGGATAAATTTTTTGCTGTATTGTAAGAAGAGTGG
+AGCGTAAGCTCCCATGCCCGCCAAACCAGCGGCTTATGGTAAAAGCGCCGCCCCATTCACGGAAAGGCGA
+AACACTAAATACTTCGGGTTGCAATTGCTCAATTCCACCAACACGGTACTTCTCTAAAAGTTCTAAGATA
+ACCTGGCGAGCATTCTCCCCAAAGCTGTGAAGGAAGAGTTGCTCCCGGTTACGAAAGGCTGTAGCCCGTT
+CACTACGCGTGCGAATAGGAGCGCCAAAAGTTAGATGCGTCAAAAAATCAAACTCATCCACTTCCTGCCA
+GCCCATAACTTCAGCTAGTGCCTCAAGATGAATATCGTGGCGGCGTAAATCTTCCAAGAAGGCGCGACGC
+TTCTCCGGATTTACCCAAATACTGCGCAAGGCGCTTAAATTGGACGCCCGATTCTTTACTTGCTGGCAGA
+GGTAATCTCGATATTCTTCCAGGCGTAGTTGCTGGCCCGTAGCTTCGATGAAAAATATCGCCTCATCGGC
+AATGGTTACCTCCAGCCCTTCTACGCGTATCTTTCTGCTTCGCCTGCGCGCAGGCTTGAGTGGAATTTCT
+ATTTTAACAGATTCCTCGGCCAGAGTTTCCACCCGTAACTCGCGCGAAGCAAATCCCGGCGCGCCGACCA
+TTAAAGTTAAGGTTCCAGCTGGTAGACCGCTAAAGGAGAAAAAGCCTTCTTTGTCGGTCAGGATAGGCCC
+TTGCTGGGTGTTAGGGCCGGTGCGCACCGATACCCGCGCGCCTACCAGTCGATCTCCCGTTTCCGCGTGG
+AAGACCCACCCGCACAGTGCTGCAGTACACGGGCCCACAGGAAGCTGTGTCGGGGCACCAGTGGGCCGGT
+CCCACTGATCGAATAGACGCGTGGCACCGGTGAAATCGATGATCCGAAACCAGTACTTCTCGGTAGCCTG
+ATCTATCCGGCTGCCACGGCCAATTATCTGTTTGAACAGCACCGGAGAAGAAACAGTCTTCATAAAGACA
+ATGTTTTTGCAAGAAGGCACATCCACCCCGGTAGAAAGGAGCTCAGCCGTGGTGGCAACAACGGGAAACT
+TTTTCTCCGAGCTGGCAAAATCCTCAAGCCAGCAACGTGCCTGCTCCCCTTCTTCAGAGTATTGGAACAG
+CATAGTTGTCAACTCCAAATTCGGGGCCAAACTCGTCCTGTAAAAGCCTGGCCACAAGCCGGGCATGGTC
+CATATCCACGCAAAAAACCATGGTTTTGTCTAAGGGTCCAAAACGCCTTAGCAATCCGGCTAGGTGCTTT
+ACCATGGCACGTGTGCGATCGGGTACGGTGATTTCGCGCTCAAATTGAGGGGTAGTATAGATTTCCCGTG
+GTTCTACTTCTTCGGGAATAAAGACTTCGGCTCCTTGCTCCACGGCATCTTGGAGACGCAAGCCTTCCCT
+GTCTATCGTGGTACGAACACGATGCACTTTGTAAGTAGCCAGGAAGCCGTCTTCGATTCCCCGGCCGAGG
+CTGTATTGATAAGCTGGCGGGCGCCAGGTTCCTTTCTCCGGGTGTTCTGGATCAATAGCTATTTCCGGTT
+CCTCGGCGCAGAAATAGGCATAGGTGTCAATGTTATCGTCCTGCTTGGGTGTGGCAGTCATACCCAGATG
+AATAGCATTTTGAAAGTAGTCAAGAATCTCTCTCCAGGTACCCCAGCCAGAGCGGTGGCATTCATCGATA
+ATCACAAGATCAAAAAAGTCTGGAGGAAACTTCTCAAAAAGACGCTTCCCTTGATCGTCTTGGCTCCACA
+GAGTGTGGTAAATCCCAAAGTAAAGATCTCGGTTAAGGTTGGGTGGATGACCTTCAATCTTATAACGGGG
+ATCGGCGGCACCATCCGCAAATGGAGAAAAGGCGTTGTAAGCTTGATCTCGGAGTACCACCCGGTCGGCC
+AGGAAGAGCACCCGTGCAGGACGATCGGAGTGTAAAGATTTCAGCCAGCCGGATTTCACTAGTTTCCAAA
+CAATTTGAAATGCTATAAAAGTTTTCCCCGTACCTGTGGCCATAGCCAAGAGAACACGGCGCTGACCGCG
+CATGAAACGCAGAATTACTTCACGAATAGCAACTTCTTGAAAATAAAAAGGTTTCCGACCACACAGGTAT
+TCCGGACAATAAGGGTACAAAAGAGGATTTCTTTTCCATCTTTCTCCTGGAACTAAATAATCAGCTTCAT
+CTTCTGCTATTCTTTCACATTGTCGAGTTAATTCAATGTTAAGCTTCCAACGTTCCCATAATTCTTGCGG
+TTTAGGAAAACTGTACAATTCTCGAGTAGTATGAGTAAAAAAATCATATTCAACTATTTTTTCTCCATTA
+GTTGAATAAGCAAAATAAACCCCCAGATCTCTTGCATATTCTTTGGCTTGCTCCAAACCTGCCTCTGCTG
+ACTCTTCTTTAGCTTTAGCCTCCACTACAGCAATAGGAAAACCTTCTGAAAGGCGAAGAAGATAATCTAC
+CTTTTTAGCTTTTCCTCTGCGAATCCTATCACCAATTAAAATTATTTTACCAGGAGTATATTGATAATCG
+CGATTGTAATAAAACTCCCTTGTCACTTGCTGATCTGTCCAACCCGCAGCTAGAAGCTTTGGCTCAATAA
+GCCTTGCTCGGGTATCTGCTTCATTCATCCTCTCACCCCTACATCAATTCTATTATAACACAGAATTGAG
+ATAACCAAGAAATAAGCTACTACTCCTGTTTATCCCACTCTTCCCTTTTCAAAATCCCCTCCACATCGAA
+ACCTTCTTCATATCTCTTGAGTTTTCTTTCAAAAAATTCCATAAATAGTTTATACCTTTTTGCCCTGTGA
+CGAGGAGTTCCATCAAGGCTGTGCCCGTGAGCTCCTTTTTTGAAGATAGCTATATAGGCTTCTTTGCCAA
+GGCTTTTGAGCACGTGATAAAACATTACGCTCTGGTCAAGGGGACATCTGTAGTCTTCTAAACTATGAAT
+CAAAAGAAGTGGGGCTTCGACATTTTTGGCGTAAAAAATGGGGCTTAATTTCCTATAATTTTCATTTTCA
+AGTGGATTATCCCCAATGACTTCTCTGTCAAACCATAATCCTATGTCAGAAAAAGCGTAACTCGTAAGCC
+AGTAACTTATGCCATTTTCACTTATGCCAGCTTTAAAAAGCTTGCTCTGAGTCAAAGCCCAATTAGTCAT
+AAACCCACCATAGCTTATACCCGTAATTCCAACTCTTTCTCTATCAGCGTTTGGTTCTAATTCAAAGAAT
+TTTTCTACCCCATTTAATATGTCTTGAAAATCTTCTAGCCCTGTTCTTTCGAGCACTCTCAATGCGAAAT
+CTTCGCTGTAGCCATTACTCCCTCTAGGATTTACAAATACCACATAATATCCTCTATTCGCCATAAGTTG
+AAATTCGTATTTAAAGTAATACCCGTACATCCCCTTTGGACCGCCATGAACAAAAACCAAAACCGGAGCC
+TTTTGCCCTTCTTCTATTTCAGGTTTAATGTACCATCCATCCAATTCTAAATCAAGACTTTTGTATTTAA
+AATTGTTATATGGCTTCACATCAAGCTCATCAACTACTAGCTTATTGTAATCTGTCAACTGCTCAAGCCT
+TTCATCCCATACATAGAGTTCCTTTGGCATAATATCAGTCTCTTTAGTGAAAACCACTTTCCCGTCTCCG
+CTAACGTCAAATTCTCCTACCCATGAGTTATCTTCTGAAATAGAAGCCAATTCTCTTCTCCTCAGCTTAT
+AAAGACTTATTCTCCCTTCTTTTGCCATAGTAAAGTATACATTTCCCTTTTCATCTAACTTCCCCTGTCC
+GTTATTGTACACAAGATGTTCTGTCAAAGGGATAACCTTTCTCCCGTCCCACAGATAGTGAAAATCATGT
+TCGCTGTCTTTTTCTTTCCTGGGTTTACCGTAAAGTAGCACCACTTCTCCGTTAGAATCTACAGCAGTAT
+ACGAAACATCCTCAAACAGTTTCTCTCTTTTTCCCTTCTCGTAAACGTATATGTCAAAAAGTCCAAAAAA
+CTGGGGAACATTGTCCACCTTTTTAGGAACATTATAGATTACTCTATCTCCATGCCAGATAGCAGTAGAA
+AATTTTTCTGCAGAAAACTCATCAAGAATTACTCCACCTTCCACATCTACTACCAAAAAAATTGTTTTCT
+CTTTGCTAAAAAATCCTTTATCATCAAACCAGACAGGAACCTCATCTTCAAATATGAGGTCTTCATCTTC
+CATTTTTTTAATCCCTGTTATCAAAATTCTTCTGTCATCTTTATTCCACGTTATATCCAAAATGTCCTTT
+AATTCCAAAATCTTCCTTTCACTCATGGAATTTAAATCGCATAAAAATATCTCGTTAACATCCTTATCCC
+TATGCTTTCTTACAAAAATCATTTTCCTCCCCGTAGGAGAAAAGCGCGGCATCGTGGCATTTTCAATAAA
+ACTCCTGCTTCCCTTTTCTTCTACAACAATGGTATGTTTGTATTCATTATTCTTCAAATCTGCCTTTGTG
+AGGACATAAGCTATTTTTAATCCATCCCTTGAAATTCTCGGGTCTTTTAGATAGGCAAATTTCGTAAAAG
+TACTCTCGTCCCATTTAATTTTGCTCATTCAAATCCCCTCCTGACATATATATTTCTACATTTTCTCAGA
+AAATCCTCTATTTTTGTAGGTAAAATTACGCTTTAGTACTCTAATTTTGTAATTCCATAAATTTTTTAAG
+TAAGCAAAAAACTTCTGTTGTACAGTTATGAAAAAGAGAGTAAAATTAGTATTAAAAACAAAAGGAGGAT
+AAAATCTTATGAAAATCAAGGTTCTTGCAAGCTTTTGTATCATTACTTTTTATCATCTCTACCGTATTAG
+GGGGGTGCAGCAGTCAACCAACCAAAACTGCTTCCTCTCCTGAAACGGAAAAGCAAATTCTAAGAATAAA
+CTTAGGAGAGGAACCTCCTCGGTTAGACCCTCAAACTTCTACTGACGGAGTCTCTTTTCAAGTTTTAAAT
+GCCGTGCTGGAAGGCCTTGTAAGGCTTGGGCCAGATGAAAAACCTCAGAAGGGTTCAGGTCTTGCAAAAG
+ATTGGAAAATTTCTGAAGATGGGCTCACCTATACTTTTTATCTAAAAGATAATATATACTGGAGCGATGG
+CAATCCTATAACCGCTTACGACTTTGAATACTCATGGAAAAGAGCGTTAGACCCAAAAACTGCTTCAGAT
+TATGCCTATATAATGTTTCCAATAAAAAATGCTGAAAAATTTAATGCTGGCGAAGTATCAGCTGATGAGG
+TAGGAATAAAGGCTTTGGATGAAAAAACTTTAGAAGTACAGCTTGAAGAGCCAACCCCTTATTTCTTAAG
+TTTGACAGCCTTCATAACATACCTTCCCTTGGAAAAATCTTTTGTAGAAAAGGTTGGCGATAAAATAGCC
+ACAACTCCTGATACTTTGGTTTACAGCGGTCCCTTCATCATAAAAGAGTGGAACCACGAACAGAATATAA
+TTCTTGTGAAAAATGATAAATACTGGGATAAGGACAATGTAAAATTAGATGAAATTCATATGGACATGAT
+AAAAGACATGAACACTGTAGTCCAAAATTTTGATAATGGCCAATATGATATAATCACTGTAACCGGAGAT
+TTTGTAGAAAGATACAAAAACAATCCCAATGCTGAATTACAAATATATCCCAATGGTTTTACTTATTTTT
+TAGCCTTCAATACAAAAAATCCTGTTTTCAAAAATGCCAATATAAGAAAAGCATTCGGCCTTTCAATTGA
+CAGAAAACAGCTTACAGAAAATGTATTAAAAGACGGGTCAATTCCTGCTTATGGATTTGTGCCCTACGGA
+ATACCGGGCAAAAATGAGGAATTTAGAAAAGAAGTGGGCAATTTGTTCACAGAAGACCCTGTAAAAGCTA
+AAGAACTCCTTCAAAAGGGAATGAACGAATTAGGCATAACTTCTTTGCCTAAAATAACCTTACTGGCAGA
+TGATACAGAAGTAGCTAAAAGAGAATCCCAGGCAATACAGGAATTCTGGAAAAAGAACTTGGGTGTCAAT
+GTTGAAATACAAAATGTGCCTTTCAAAATCAGGCTTCAAATGTACAAACAAGGAGACTTTGACGTAGTCC
+TCACGCGATGGGGAGCAGACTACAACGACCCAATGACCTTCATGGACCTATGGTTAAGTGAAATCAGCGG
+GGAACCTAACAGAGTATTTTACTCAAATCCCGAATACGACAAGTTAATACTGGAAGCCAAAAAGAGCAAT
+GACAACAATCTGCGCATGGACAACATGAAAAAAGCAGAACAAATACTAATGGAAGATATGCCTATATCAC
+CTCTTTTCTTCTCAGCAACAGCTTATGTACAGCAAAAATATGTGAAAGGCGTAGTAAGGCACGCTGTAGG
+AGTAGACAATGACTGGAAATGGACTTATATAGAAAAGCATTGAAAAAAATCCCTTTGGGCCTTTCCAAAG
+GGATTTTTTTATCTTGCACCTCCTCCGCCTCCTCCAAAACCTCCTCCACCGCCATGAGATGAACCCGATG
+AAGAAGATGGCATGACATTCTGGGAAAAACTTTTTTATCTTTTAAACTGTAGTCTTTAGCATAAGCTACT
+GAAAAAGGCATAAAAAATATGAATAAAACTACAGGTATTAAAAATAAGGCTCTTTTCACATCTACACCTC
+CAAAATTAAACTCCTCTTACCCAAAACATTACTGCTAAAATAAATCCCCATAAGACTACAAAATTTTTTA
+CTTTTCTTCCATCAAACCTTTGTGATATCACTGCCCCTAAATAACCTCCCAAAGCAAAACCTAACATTAA
+AATAAATGCGTATACCCATACCACTTTACCGCTGAAAATCAAGACCAAACCTGAAGTTATATTTATAAAA
+AGAGATAATATATTTTTTATGCCATTCGCAGTATGGATATCGGTAATACCTGCAGTTCCTAAAGTTGCCA
+GCATTAAAATGCCTATACCTGCTGCAAAATATCCACCATATAAAGAAGTAAGAAACTGTAGTATAAAAAC
+GGCTACTAATGATTTATTTTTGTTATTTCTATCATCAATCAGATTAAATTTGTTTATTCTTTCATTTAAT
+GCTAAAACCACAGTAGCGAACATAACTAAAAAAGGCATAATAAAATCAAAGACTTTGTGAGAAGTTATCA
+TAAGAAGATAAGCTCCTAAGATACCCCCAAGTAAAGAAGGCAATGTCAGAAACCTTAAAAGCTCTTTCGT
+CTGATACAGTCTTTCTTTAAATGCCCATGCACCTGTGACAGAACCAGTCCAAAGAGCAACAGTATTTGTT
+ATATTGGCAGATAGAGGATTTATTCCAACCCATACAAGAGCAGGAAAGGTTATTAAAGTACCCCCTCCTG
+CTATTGCATTAGTAGCTCCTGCTAAAATAGAAGCCACTAAAATTATTACGTAATTACTCATTAGATTATC
+TCTCCAAATTCATCAAATTTAAATCTATAGGCTCTTGGCAGTAAATCTTTACTTGGGTCCTTGTAACCTA
+TCGTTATTATCATGGGAACTATTTTTTCTACATCTATCCCTAAAAACTCCTTCATTTTCTCTTCATTAAA
+ACCATCCATGGGATGGGTTTCAAGGTCATAAACTCTTGCAACTATCATTATATTCATTGCAAAAAGTGCA
+GTATCTCTTATGGACTTTCTTTTAGCTTGCTCCATGTCTTTCCACACTTCAAGGACCCTTTCTTTTGCTG
+ATTCTCTCCTTTCTTTTGGCATATACCCCAGTTCTACAGAACTGTCTAAAACTCTGTCTATATGTTCAAA
+AGCTGCTTTTGGATTTGCTATTAAGACAATTACAGCCGATGCATCTTCCACTTTTTGTTGGTTAAAACAG
+ATTTCTTTGAGAATTTTCTTTTTTTCTTTGTCCTTTATAACTTTTACCTCCCAAGGCTGAAGATTATTAG
+CTGAAGGCGCTGTAGCAGCTACCTCAAGGACTTCTTTTATAAGGTCATCGGATATTTCTTTTGTCGTGTC
+AAAAAATGTGATAGACCTTCTCTCTGTTATAAGTTTCTGGCATTCTTTCATACTTATACACTCTCCTTTT
+TTAATCCAGAATTACAAAACTAACCTAAAAATGGTATGCCAGTTTTTAAAAAATGCCGATAATAGATTTA
+TATTCTCCATAAAAGTATGAAATCCTTCCTGCCTTTTTGAAAAAAGATTTAGAACAAACTCTTTTGAGTT
+ATAATCGAAATAACAACGAATTTTTGCATATTGTTAATTTGTTTACTTTTTCATCCCTCAAACGTCTTTA
+TTAATGAAAAGCTATAAGGAGGAGGAGTTAATGTGGCAGGATTTGTACAAAGCTGCATTCTATTATTTAC
+TTAAATTGGGTGTACCACAGGCTGACGCTGAAGACATAGCCCAAGAAGCTCTGCTTTCCACATACTTGAA
+TTTAGACGGCATTCAAGAGGGAAAATTAAAAGCTTATGTTTTGACTGCGGCGCGAAACAAATACACTGAT
+TATCTGCGCAAAACCAAAAAAGATGTGGCAGTTTCTATTATAAATGTCTTTCCTCAAAGTACCTTTTCAG
+AGTTTCAACAGATTGAAAATAAAGAAGTAATAAAAAAAGCAGTTAATAGGCTTACTCTCAATGAGCAAAA
+GCTCTTTTACCTTAAATTCATATTAGAAATGTCAAATGAAGAAATTTCCTCTTACTTAAAAACCAATTCC
+AATACAGTAAAGACAATGGTATGGAGACTAAGAAAAAAATTAAAAGAATATTTAAAAGAGGAGGAGAAAA
+GTTAAATGGGATCAGGTTTAAATAAGCCAATAGGCGATATACCTTTTGACGAAAAAGCTTTTTTGCGCAA
+AGCTCGTTTTAAAAGCATACTTCGCATAATAATAATTTCTTTAATTATCGCCATAGGTGTTTTTGTATTA
+ACCATCATAATTTCTGAAATGATGCTGCAGAATCAAGAAAACCGCATAAATAGCTTTTATCCGGATATTG
+TTAAATTTACAGAACCTAATACCTTCGCAATTTCAGGAGAAAGTTATAATGTCAGGCTATTCGGGCGGCA
+AAAAGAATATTATCTTTTAAGGTTAATAGGAAATAAGCCTTATCCTGCCGGAATAGTCACAGTTGATTTT
+GATATCTGGGGAGGAGAGCAATTTAAAGGAGACAAATCTTTAGCCATACCAGAAGGTACAAAAGAGTACC
+TTGCTCCTTATGCCGTGCCAAAATTAAAATTTTACAATCCCGCAGTAAAATACGATAAAGTTATAAGAGA
+GTTTGATGTACTAAAAAATATACCTAACGATAATCTCGTTGAAATGGCTTTATCTTTTGACAGGCCTTTA
+ACCCTCAGCGAAATTAAAACTATTATACCTGAGGATTTAAAGCTAATGTGGGGTGCTGTTTTGGTTTTTG
+AAGAAAACGACTATAAAGAAAAAAACTATCTTGCAGAAAGATTGGTGGGAAACCCCTATATTGACAGCCG
+TGATGGCGAAAAAGAATTTTTAAAACAGCTGGAACAACTCAGTAATTTGCAAAGTTATTCTTCGACAAAT
+CTAAAAAGAACAGTAAGTTTTTTAAAGGAAAAGGGCATAAAATACTACGGAGTTGTAGTGGTGGGACATC
+CTGAATCCTTACAAAAGTTGTCCTCTAATTCAATTATAAGGGGAGCAGTTTTAGGTATAGTTACAACTCC
+TTATTAACTCAATCGAGTACATCCTTTTCCTTAAACCATCGCATACCTGCGAAAGTTAATATAACAAAAA
+TCAAAAGTCCTGCTACAAAGGGAAAAAGGCGATTGTTCTATTATATCACCGCCTGTTTTCCCTTTTCTAG
+TGACTCAATTATATAATGGCTTTTCTTGTACTATAAGGGAACTTTTTATCAATTTTCCCCTCTTATATAG
+TAGAGGGAGCTCCCAAAGAAGAGGTGACAACACATTGGATATACCAGATGTTATTAAAAAAGTACAAAAA
+GGCGATTTTGAAGCTTTTGAATATCTCATAAAATTTGAGGGCCCAAAAGCATTGAAAACCGCATATCTTA
+TCACAGGCGAAAAACATATAGCGGAAGAATGTGTGCAAGAAGCGTTCCTTCAGTGTTACCAGAAAATTTA
+CCAGCTTAAAAACCCTCAAGTATTTGAAAGCTGGTTTTATAGGATTTTAACTAGGATATGCTGGGGTACT
+ATCTCAAAAAACAAAAACAATGTTTCATTGGAAGCTTTGAAAGAAGCAGGACAAGACTTTTACTCAGAAA
+AGGACAATACAGAAGAAATTGAGGGATAAAAATGGCAGAACCAATAAAAATAAAGACTTTCCCTGCCTTC
+CTGCCTGGAAAACATTCTTAGTCTTTCCGGGCAGGTTATTTTTATTCTCCTATGGAACATTTACTTGTCA
+AATTCGTCTAACTTAGTAGAAAAAAAGATAAAGGGGTGAGATCTGCATGATGATTCCAGAACTTAAAAAG
+CTTTTTACAGCAATACTCAGCATAACAATATTTATTGGAGCTTTAATTAACATAACAGCGTGTTCCTTTT
+CCACCTCAAAAGTTCAAGCTGCAAATTTGATGGACAGAATAAAAGCAAATCCAGTAAGTGAAAAAAACAT
+AGATGAAAAGTTTATCTATAACACAGCCGACTTTTCAATTGAACTTTTCAAAAATTCAATTGATGACAAG
+GAAAATTCCCTAATCTCTCCCCTTTCAGCGATGCTGGCATTAGCTATGACAGCAAACGGAGCAGATAATG
+AAACTCTTGCACAAATGGAAAAAGCACTGGGAAAAGACATTTCCATTGAAGATTTAAACAAATACCTGTA
+CACGTATATGAAAAAGCTTCCCAATGAAGAAAAATCAAAATTAACTATCGCCAATTCAATATGGTTCAAA
+GAAAATGATTTTATGCCCTCTAAAGATTTTCTTCAGATAATTGCAGATTACTATAAAGCCGATATTTTTA
+AAGCTGCTTTTGACAGCAGTACAGTAAGTGACATAAACAACTGGGTAAAATCGAAAACAAATGGAATGAT
+TGACAAAATATTGAACAAAATTGACCCAGAAGATGTCATGTATCTGATTAATGCTGTAGCTTTTGATGCA
+GAATGGGAGACAGTGTACGAAAAAGCTAGTGTACATGAAGATATATTCACTGATGTGTATGGGAACAGAC
+AAAAAGTTGAATTTATGAACTCAGAAGAAAACCTGTACATTGAAGAAGAGAATGCAGTCGGCTTTGTTAA
+ACCTTATGCTAAGAACCATTACAGTTTTGTGGCTATTCTCCCTGATGAAAATATTTCTGTAAACGAATAT
+ATAAAAACATTGACAGGCCAAAAATTCATAGATTTAATAAAAAATGCTAAAATAACTCTTGTGCGTGCTT
+CTCTTCCAAAATTTAAATACGAATATACAATTAAAATGAATGAAACTCTAGAATCCCTTGGTATGACTGA
+CGCTTTCTTGCCAGACAAGGCTGATTTTAGTAAGCTTGGAAAGTCAGACATTGGCAATTTGTATATTTCA
+GAAGTACTGCATAAAACTTTTATATCAGTAGATGAACTAGGCACAAAAGCTGGTGCTGTAACATCGGTTG
+ATATAACAGCTGCTGGCATTCCAGTAAACTTTAAGACAGTAAAGTTAAACAGACCTTTCATATTTGCAAT
+AATTGACAACAGCACAAATCTTCCAATATTTATTGGAACAGTTTTAAGCTTAAAATAAAGGGTCAGCATT
+GTCTGACTCTTTATTTGTAATCAAAATATTTTTCAGAAAAGTCTTCTTTATTCCATTTATGGTCTTTTTC
+TATTTGCTTTTCTGTTAGGTTAAAGTAGGTATACATCACTTTATCTCCTCTGTCAGGAACCGGGTCATCC
+CATGTGACATCAATATATCTCACTTTACCATCAATTCTTACCATATTCCAAGCATGGGGAACTTCTTTCC
+CATTGCGTATTCCAGTTCCAGAAACCCCAATACTATCTAATCCCGCCAACTGCCCAAGCAAATTAAAAGC
+CGCTGTATAGCCTTGGCACACTCCTGCTCCTTTTATCAATACTCCATAGGCGGTAAAAGACTCAAATGGA
+ATTGTCCCACTTATATAGTTTTTGTAGTCATATTTTGTATGTTTGACAATATAGTCGTGTATCGCTTTCG
+CTTTTTGTAAATCTGTCATTTTGAGACTTGTAATCTTTGAAATTATTTCTCTAGCTTTTGCCTCTGTCTC
+TGCTTTCATCTCTTTCACTTTGTCTAGGGGATAGAAATAATTGAAAGTAATCGTAATTTTATAAGAACTA
+CTTTTATAAGTTGAAGCTGAAATACTCCATTTATCAGCATATGCAAGTTCAGGATGATGTGATAAAATCA
+ACTTGGCAATTTCAGATGTCTTGCCCAGTACATCATCTATAGAACAATTTGAACCACAAAAGGAAGGACT
+TACAACAAAACTCACATCGCTTGCCGTATTTTCTAAGCTATTTTTAATGAGAACGTACATATCTTTTTCA
+CTAGTAACCTCCGGCAAAGGGTTAACGTACTCTCCGCCAAGAGAATCCTTTAAAGAAGGCTTTTCATCAA
+CCTCTTTTTTAACTCTAAAGTCAATTATAAGACGCCCATTATCCCATACTATCCTATCTTTAAAATTTGA
+TTCTAAATAAGACAAAAAATTTGCAACAAGTTTTGAATCACTCATTCTTTGCTCTATTAAAGAGACTTTT
+TCTTCAAAAGCAGCAATCAAAGGGCTTGTACTCGAGTTAAAAAATATGACAAAAACTATTACTGCAGTTA
+ATATAAGCCAAAAAATATTTTCCCTCAAATTGTATACCCCCTGTTATGCGGGCTTAAATCTAATTTTACC
+CTCTATTCAATTATACCACACAAACAAAACTCATAAATAAATTTATAAAAAAGGGCGCAAATTATTGACT
+AAGGCTTGTTTTATATGCTATAATAAAAATCGCGCAGGGGAGTAGCTCAACTGGTAGAGCAACGGTCTCC
+AAAACCGTGGGCTGCGGGTTCAAGTCCTGTCTCCCCTGCCATTATTGTAAATTCAATATTTGCAGGCGAT
+GACCCTACCTTAAAATCCCAAAAAATCCGTGGGCACTGAGAAAGAGGGTGGTGTGCCACGGAGGGGTATA
+GGAGGGTCTTTTATTATGTCTAAAATCCGAAACATCTCATCTATAACTGCAAAGACAGTTATTGACATGA
+AAGCGCTCCTTGAAGAATTTCTTCTCGTAAAAGAAACTGATGGGCTTTCACCTCGCACTTTGAAAGATTA
+TCGCTATCCCATTGAGAAGTTCATCGAATTTCTAGGATTAAACTACCCTACTTATCAACAAATCCGTATA
+GCGCTTCTCAAGTATTTGAGTGCTTCCTCATCGTTCTCTGTAAACTCATTTTGAAGAAAAACTAAAATGA
+ATAAAAAAGCTGCCTACAAAATTTTAGGCAGCCTTTTAAGTTTAATACTCCTCTTTTTCATACCTTGCTA
+TAATTCTTGTAGCTATTCCTCCTCTTTCCTGAAATTCGCCTATTATTTCCATAAATTTTGGCTGCAGGAA
+TTCCACCAAATCATCTAAAATTCTGTTTATTGCATGTTCTTGCAATATACCTACATTCCTATAAGATGTA
+AGGTAATATTTTAAGGATTTAAGTTCTACAAGTTTTTTGTGGGGTATATACCTTATAGTAAGTTTTGCAT
+TGTCAGGTAATCCTGTCCAAGGGCAAACAGAAGAAAATTCATCGGTAATATACTCCACGATAGTATTTTT
+TTCAGGATACTCATATTCAATAGATTCTAGAACTTCTTTGTCAATTTTTTCGTAACCGTAAATGTCAAAT
+CTTCTCTCTTTATATTTATCTGTCAAATTTCACAACTCCTTTCTTTTCAATTGTGAAAAGCAAAAAATAT
+CCAGTTACCAAAAGTACAGTTTCCGCTACTCCCACGCTTAAGAAAGTCGGAATAAATGGTATGCCTGCAG
+AAACCTTTAAAGTAATTGCAACTGATGCTGCAATCCAAAGGGCTATGAATATAGCTCCTATCGCTTTGTG
+AGTAAGTCTTCCAATGTAGTATCCAATTGTACAGCCTATTAAGTTCGAAAGAGGCATAAAAATTAATTCC
+ATTGCACCAGCAAATGGGCTAAACAAATTTGCAAAAAAATTTCCTATCATCATGGAAATAGCATATTTTT
+TATTGAATACTACAATGGATTTCGTAATTTCCCCGATTCGAAATTGAACGGGTAAAAACGAAATGGACGA
+AAATATAATTGTGAGTGCGAAATAAATTGCTGCAACAAGAGCAATTTCAGCTAAATCTTTTATTCTTTTT
+TTGGGCACAAAATTACCTCCCTTGTTTTGTTAACTGGGGTTACTGCGACCCAGGTGAGCATTTTGTTGCT
+CACTGCGATTAATTTTAACATGATTGTATGAGTAATTTGAACTAAAAAATAGCCTCTTAGCAACTTGTAG
+TAGGAGTTCCTAAATATTCACTCACTATTTGCATGGCACAGAATTTCCCACACATACTGCAGGTCTCCAC
+ATTAGGCTTATTCTTAGTTACACGGTATTTTTCGGCTTTTTCAGGGTCAATGGATAGTTGTATTTGTTCA
+TTCCAGTCTAAATTTGCCCTGGCTTTTGCCATAGCTAAATCTTTTTCTCTGGCCTTTTTTATACCTTTCG
+CTATATCTGCAGCATGGGCAGCAATTTTAGCAGCAATGACACCTTCTTTGACATCTTGTATGTCAGGAAG
+TCCAAGATGTTCTGCAGGGGTGACATAACACAGAAAATCTGCTCCTGCAAAAGCAGCAATCGCTCCTCCT
+ATTGCAGCAGTGATGTGATCGTAGCCCGGAGCGATATCTGTTACTACCGGCCCTAGCACATAAAAAGGAG
+CATTGTGACAAAGACTTTTCTGTAGTTTTACATTGGCTTCGATTTGATCAATGGGAACATGACCAGGTCC
+TTCTACCATTACTTGAACTCCTGCTTCTCTAGCCTTTTTAACAAGTTCGCCTAAAATTATCAGCTCTTGA
+ATTTGAGCTGCATCGGTTGCATCTTCAAGACATCCTGGTCGAAGCCCATCCCCAAGACTCAGCGTTACAT
+CATATTTCTTTGCTATGTCTAAAAGCCTATCAAAATATTGATAAAGGGGGTTCTCTTTTTCATTATGAAT
+CATCCAGGCTATTGTAAAAGCTCCTCCTCTACTTACTACATTCATAATTCGTTTGTTGTCTTTAAGTCTT
+TTAAGGGATTCTAAAGTAAGACCGCAGTGGACAGTGATGAAATCAACTCCATCTTTTGCTTGTTCTTCTA
+TCACTTTAAAAATAAATTCCTCAGGCATTGCTACAATGCTGCCGTATCTTGATATAGATTCTACTGCTGC
+TTGATACATAGGCACTGTACCAACAGGTACAGATGAGTTTTTGATTATTTCTCGTCGTGACTTGTTAACA
+TCGCCACCAGTGCTTAAATCCATTACTGCATCTGCTCCAGCATCTATAGCTACTTTCAACTTTTCAATTT
+CTTTTCCAATTTCAGGAAAGGCATCGGAAGTTCCAATGTTAGCATTTACTTTTGTTGACAATCCTTTTCC
+TATGCCCTTGGGAACGAGATTTATGTGGTTAACATTTGCTGGTATTACTATTTCACCTTTTTTGACTTCT
+TCTAGGATAAATTCTTCAGACACACCTTCATAGTCCGCAACTATTTTCATCTCTTTTGTAATTATGCCTG
+ATAAGGCATATTCTAATTGAGTCATGATAAAAACCTCCTTGAAGTTTTTAATAATAAAATATGCCCACCT
+GAAAAGGTGAGCACTTTTTACAAATTTCGTAAAACGTGCTTCCCTTCGCAGGCATTACCCTGGTCAGGTT
+CTAAGGGTCGGGAACGAATCCCCTCTCAGCCATTTTTGGCTCCCCTAGCACTTGAGTATTTAATTTTTAG
+AATAGAATAGGTTAAAGTAATTATATCACAAAATTTCTCAAAATCCAACTTCCATTAAATAATTAATTGC
+TTTTTGAAGCTCTGTTTGAACCTTTTTATATTCTATTCTCTTCCATTCTTTCAATAGGGGTATAAACCTG
+GCATTCTTCGTATTCTTGATTTTTTCGATTAAAAGAAGTATCATCCCTCGGTTTCTATCTTTTAATTCAT
+AAACAAAACTATAATCTTGATCTTCCAAAATCTCTGTGAGTTTATTTAACAATTCATTTGCATAAGTTTC
+ACGTTCAATTTCCCAACCTTTCTCCGTAAAGATAAGCACTGGAAGTCTCCCACTGTACTCAATTTTAAGA
+TAGCCTGACTTTATCATCCAGTCAATCCGTTTGGTTATTTCCTCCCTCGTAAGTTCACAGTAATATCCAT
+AAGAAGGACATTTGTTCAAACCATACTTTAAAACTTTTTTATCTTTTGAACCCTTAAGGATCTTTGCCAG
+CATACTGCGTCCACCTGTTCCAATCAGTTCATCTGCCGCGCGGAGTATAACCTTAATTTCTTCATCACTT
+AAGCTCTTAATCCCACCACTATTAAGTTTATATCTTACTTTCTGCTTAGTTCTCCCCATAAATAATACCC
+CTTATATTTTTCCCATTATTTTAATGAAGAGTCTCTTTGGTCCTGCCTTACTTAATTTTGCTAAGTTCAT
+CAATAAATGCTGGTCTTTTTTTATACAACCTCATTAGCTCATTTATAATTTCTTTTTGGCTTTGCTCTCC
+TGCTATTTTTTTATATCTTTTAAGTATTCCACATACTTTTTGATAGTCTTTTCTATTTGATGAAGAGCTT
+GCAGCAAGTTTTATATATTTTTTGTACACTTCAATAACTTCATCTTTAAACTTATCTTTTAGCTTATCTG
+CATATTCTTCTATTCTTGTTGGGTTTTCTTTTACAAACTCCATAAGCTCATTCAAGTCATTTTCTTCTAA
+TATGACCTTAAGATAAATATCTTTCCCATGCCATCCCTTATAGCTCTTTAATTCTTGTTTTAAATTATTG
+TAAAACTCTGCTCTATCGCCAGTAATTAATTCCTTTAGTTCTCGATAGTATTCAAAATTTCCATCAAACA
+AAAGCTCTTTTGCCAATTTCATTTGTTCTTCTTTTAATGAAAGCTTTTTATAGGCTTCATATCTCATCTT
+TTTCCATTTTGATACTAAACCAGGATATTGCCTGTCTTGTTCCTCCCACTTTAAAGCTAACTCTATGATT
+TTCTCATACTCTTTTTCTCTAAAACACTTTTGAATAAACACTTCTTTAAAAAAGTCAAATTCAAGATGTT
+CTTGTACGAATTGTTCTGCTTCTTCTCTACTCCCATATCTCTCTTTTATCACATAAAGAATTTGAAGTAA
+TTTTTCAGTAATATATTTTCCATAGCGATTCTCGGTAGACCAATTAGTTACAAGATATTCTATTTTTGAC
+ACCAGTTTATCTCTCAGTTCCTCTATGTCAACAAAGTCAGCACAAAGCCAAAGTATATCAATTCTGTAAC
+TTTCCCATCCATCAAAAATTTTACTTTCACTTAATGTCAATAACCTACTAAATATTTCCTTTTTTAAATT
+TATATCTAAGTTTTCGCTCCGGAATACTATGTCTCCTATAACTTCTATGGCGTCTGATACCAACAAATCT
+ATACTTCCACCCGAATCATCTGCGTATTCAAAAGCCTGTATCGCTTCTTCAAGTACTAAAAATGCAATAT
+CCAATGCTAAGAATATATCTTCAGTATCTCTGGCTTTCCACAATAAATCTTCCATTTCACTTACAAAATC
+ATATGTTTCATTATAGGAAATAAAACCATCTCTGCCCTTATATTTCCTAACAATAGAATTTATTAGTTTT
+CTGCACCTTATAAGTTCTTGTTTACTGTCAACCTTTGAATATCTTAAGACGATCCTATTTTTTAAAGTTT
+CATCGTCTCCTATTAAATCCATTATAATATCTATTAACTCTTCTTTTGAAAGATTGTCTAATACTTCTTT
+TATATCCTGCTGTTCTTTAGCTCTTTTCTGTACATTTGAAGCTTCATTTTGACTGCTAAAAATCTCCACC
+AGTTTATAAAAAGCTGCTACCTGATGTTTACAAATAGGACCATAATCATAGGGGCAATTACATTCTGAAT
+AGAGAATTTCCCCATTGTCATCTAGTTTTACCATAACCTCATAGTCATCACTACCTTGAATTTTAAAAAT
+ATATTCATTTTTTCCGGAATTATAAAGGTCTATTATGTTTCCTCCAACATAGTAATCGTAACCTCTATCT
+AAAATTATTTCATCGATATAGTCTTCAAAATCATATATGGTCATTTATACTTTCTCACCACTCTTTCTCA
+AAAAGACAACATTTAGTATTATTATCCAACCCCCACCAATTGCTATATAAGCAATTTTTTGTACTTTTAT
+TATGTGGTTAATAATGTACAATTGACCCACTCCCAGCAAAATTCACCTTGGGAGGATTGGAGGAAAATAA
+AAATGCTCGGGAGTAGGTCACTTATAGAGTGGGTCTATTCTTATGATATATTAACTTAAAAGCAAAAGCA
+ATTCTATTTTTTGTACTTAGTAAGATTTCATAGGACAATAATTATATTCATCATTTTTGTTGAAAATTTA
+ACAATCCTATTGTATAATGTAATTGAAATGCTGAGCCCAAGGAGGTACTCTGAGGGCAAGGGAAGGAGGA
+AATTTAAAAATGGCTGTTGTGCTTAGTGAAAAAGAGAAAAAATGGATGGAAGGAGTAATCAAAGAGGAAC
+AAATCACCAGATATCTTGAAAACGGAAGAGACTTCATTGATGACGAAGAAATATGGGAAAAACTGAGGAA
+AAACCAGAATCCTGATAAGCAGAGGATAAGAGAAATAATTCAAAAGTCACTAGAAATAGAAACTCTTGAA
+CCTGATGAAACGGCTGCTCTTCTCAATGTTAAAGATCCTGAACTATGGCAAGAAATTTTTGATGCAGCAG
+CAAAAATCAAGAAAAAAGTTTATGACAGCAGAATTGTAACCTTTGCGCCCCTTTATTGCAGCAACCTGTG
+TGTAAATAATTGCGTCTACTGCGGATTTAGGAGAGAAAATACAGTCATCAAAAGAAGAAGGTTAACATTA
+GAAGAAGTAAGAAGAGAAGCAGAAGTTCTAGCAGGAGAAATAGGCCATAAGCGTTTAATTGCAGTATATG
+GTGAGCATCCTACTACAGATGCTAAATATATTGCAGATACAATAAGAACTATATATGAAGTCAAAGTTAA
+AACAAAAAATGGATATGGGCAGATAAGAAGAGTAAATGTAAACGCCGCCCCCATGTCTATAGAAGAATTA
+GAAATGCTTCGGGATGTAGGAATAGGAACCTATCAGGTTTTCCAAGAAACCTATCATCATGAGACCTATA
+AAAAGCTACACCCAGAAGGAACCATAAAATCCCATTATCAGTGGAGATTGTACTGTCACCACCGAGCACT
+GGAAGCAGGAGTTGACGATGTAGCTTTGGGAGTGCTCTTTGGACTTTATGACTGGAGATTTGAAGTAATG
+GGTCTTTTATATCACGCAAGAAATCTAGAGAAATTTTTTGGCATAGGACCTCATACCATATCTTTCCCAA
+GGTTAGAACCTGCTGCTAATACACCTTTTGCTCAAGAATCAAAATACAAAGTATCTGATGAAGATTTCAA
+AAAGTTAATAGCTGTCATAAGGCTTTCTGTACCTTATACTGGTATGATTCTAACCGCCAGAGAACCTGCT
+CACTTAAGGGATGAAATTCTCTCCATGGGCATAGTCACTCAAACGGATGCTTCTACAAAAATTGGAATAG
+GCGCCTACTCTGACAGGTACACCGAGCAGGAAGCAGAGAGACAGCAGTTCCTGCTAGGGGATACCAGAAG
+CCTGGACGAATTGATAAGAGAACTGGCAAAAATGGGGTATATAACAAGTTTCTGCACAGCAGGTTACAGA
+TGTGGAAGAACAGGCAAACACATAATGACCCTTTTAAAAACAGGAAGAGAAGCTGTTTTCTGCAAGCTAA
+ACGCCGTACTCACTTTTAGAGAATGGCTGGACGATTTTGCAAGCGAGGAAACAAAAATAGCCGGTGAACA
+AGTAATACAGAAAGAAATTGAAGAAATCAAAGAAAGAGTTCCCGCAGAAGTATTTTCAAAGCTCATGGAG
+TATTACAGGAGGATACAGAATGGAGAAAGAGACCTCTACTTCTAAGAAGCTATTGATCGAAGAATTTACC
+AGGCTCTCAGACTTAATAAAATCAAAGTACGGCGTGAGCTTGTGGCTGGTGGAAATTATGGGAAAAAGGC
+ATTCGTATGTAGCAGGCCATAAAGAGGAATCATTCCTTCCACCCCAGGTTATTTATCTTAATGAGAGGTT
+TGCAATAGTATCAAATAATTGGGACAAAATTCCTGAAAAAGAAAAGAAAAAGCTTATCAATCACCTCAAG
+AAGTTCAGTGGCACATAAATGTGTGCCCTTTTATTTTTTATCCCTCCTTCTCTTCAAATTTCATGGCAAA
+TTCAACCGCTCCCATTTGGAAAAAAAGATGTGCTTTCCTTGAAAGTGGAGTCTCTTCAGGACTTACCTCT
+ACTACAAAAGCTCCTCTTTCAAGGGCCAGAAAAGGAAGAGAAGCTGCAGGCTGCACCATTAAAGATGTAC
+CAATCACAATAAAAAGGTCTGCTCTTTGTGACAGCTCCATAGCCTCTGTAAGCTTATCAGATGGGAGAGG
+TTCACCAAACCAGACCACATCTGGTCTTACAATAGATCCGCATTTCGGGCACTCAGGAGGTATTTTGCTT
+AAAGGCACTTCTCTATTTATGCCTCTGAAGTCACATTTTGTGCATTTTACTTTCCATATATTCCCATGAA
+GTTCTATCACATTTGTAGACCCTGCTGCCTCATGTAAGCCATCTACATTTTGCGTAATTACTCTTACATT
+TTTAAACCTTTCCTCAAACTCTGCAATGAGCAGATGACATTTATTAGGTTTCGCTTTAGAAATTATCCTC
+CTTCTGTAATCATACCATTCCCAAACAAGAGCTGGATTTCTTTGAAAAGCCCATGGCGTTGCAAGTTCTT
+CTGGATTGTACTTTTTCCATAGCCCATCTTCTCCTCTAAAAGTAGGTATCCCACTTTCTTTAGATATCCC
+TGCTCCTGTCAGCACAACTGTCAAATTCGATTGAGGTAGTTTTTCTTTTAATATTTTAAAATCCATTTTC
+TTTTCCTCCCCCCTACATTTTTATCATTTAAAAATTTCTCCTTCAATTTCAAAACTCCTTTTTTCAAAAA
+AGCAACAAAACTATGGTAAAATATATCCTGTAGACAAAACTTCTGAAAGGGGAGTCGGAAGGTGAAAAGC
+TATAGAAAAGAACTCTGGTTTGAAACCAAAAAAAGAAGAGAGTTTATCAATATTACTCCTCTCGTGGAAG
+AATGCGTAAGAGAAAGTGGAATAAAAGAAGGCCTTCTTCTCTGCAATGCCATGCACATAACTGCCAGTGT
+CTTTATAAATGACGACGAACCAGGATTACATAAAGACTTTGAAAATTTTTTAGAAAAACTAGCCCCCGAA
+AAGCCTTATGACCAGTACTATCACAACACCTATGAAGACAATGCCGATGCCCATCTAAAAAGAACTATTA
+TGGGAAGAGAAGTTGTCGTGGCAATAACAGATGGAAAATTAGATTTAGGGCCCTGGGAACAAATTTTTTA
+CGGAGAATTTGATGGAAAAAGGAAAAAAAGAGTACTGGTAAAAATAATAGGAGAGTAAAAGGCACTTATG
+CTCTTTTTAAGTGCCTTTTACAAAGTCTTTTTATAATCTTCGTTGCTTATCTTGTCCGTCTCCTCTACAT
+ACCCTGCATTTTCTTCGTCGTATACCTCTTCGTAATGGTCAGAACCGCTTCTTGTCTTGTTAAATCTTGC
+AACCTCCTGAAAGGTGTCTTCAGCATCAAACTGTATTTCTCCTTTTTTGTCCTTATATCCCCATCCAAAG
+GGGTATTTTATGACTTTTTCCTCATTGGGTCTTGAATTTTTCAAATCCTTTAAGCTTAAGTCCTTTTCTT
+TTGCACAGGAGGAGCATAAAGTAGTATAGGGAATAGCCTCAAGTCTTTCTTCCTCTATGGGTTGCCCACA
+ATTCTCACAAATTCCATAATTCCCATTTTCTATTTTTTGAAGTGCATCTTCTATCTGGCGCAGTATATTT
+TTTTCATTGTCTTTTAAAGCGTAATTTTTTTCTACTTCGTAAACCTCTGAAGCCATATCAGCTGGATGAT
+TGTCCAAAAGAGAAAGCTCCTGATAGTATTCCCTCTGAGCAATTCCCCCTATCCCATCGTTTAAGTTCAT
+CCTGTGTATGGTAGATAACACCTTGTTTTTCTCCTTAAGAAGTAAATTTTTAAAATGCATCAATTTTTCA
+TTATCCACTATAATCAGCTCCTGTCAGTACAATTTTTGCTGTACAATCTTAACTATATCAGCTATAATAT
+TCCCTATTAGAGGCAGGTTTAATACAACTAATTTTTGTAAGATATATATGATAATTGCGCCAAGTATTGT
+AAAACCGACTGCTATTCCAAAACCTCTCGCAACTCCCCCTATAAAATTTAGCCACAAAAGCCTATAAGGA
+CTTTGCATAAGCTCTACATAGTCAGCTATTTTCATTTTTTCCATAAGCTCAGCCATCTGGTCAAGCTGTT
+TTTTTATAGCGATTAAAAGCAGATTATCCTTATCTCTTTTTTCCTCTTTATCATTCAACTGTTGTTTCCT
+CCTTTTTACTCAAACTTCTTAATTTAATTAATATGCATTAAGCCCTCTTTTATAATAGTTTACAACAAAA
+TCCATCACAAAGAAAGGGTTGTTGACTTTTAATTTTTCGCATATTATGATAGAGTTAAAATCTGAAAATT
+GAGGGTGATAGCGTGGAACTTCATTTCAAAACAAAAGTAGTTCATATTGGAAATTATGTGGATGAAAAAA
+TTCCTCCAAAACCCAAAACTCTCCCTATATATCAAACTTCTGTATTTACTTTTGATACTCTTGAAGAAGT
+TTATGATTACTTAGACGGCAATCCTTCAAGGTATATGTACACAAGGCTTGGAAACCCAAACCAAACTGCT
+GTAGAAGAATTAATTGCAAATTTAGAAGGAGCAGAGGCAGGGCAAGCCTGTGCTTCAGGGATGGCAGCAA
+TTTCCTCAGCTCTCCTGGCAGAAGTAAATTCAGGCGACCACATAATCGCAGCAAAAGACATATACGGAGG
+AACAAACAGCCTTTTTAATTTGGAGTTTAAGAGATTGGGAATTGAAATAAGTTTGGTGGATTTTTCGGAC
+TTAGAATCTGTAGAAAAGGCTATCAAGCCAAATACAAAAGTCATATACATGGAAATCATGACAAATCCTT
+TGATAAGAGTATTTGACATTGAAGAAGTTGTAAAAATAGCAAAAAGGCACGGATTAAAACTTATAGTAGA
+CAATACTTTTACAACTCCTTACCTGATAAGGCCTTTAGAAGTCGGCGCTTATGCTGTAATACATAGCGCC
+ACAAAATACATAAACGGACACAGTGATGTAATAGGAGGACTTATAGCAGGAAATAAAGAATTTATTTTCC
+GCACAAGGAGAATAGTCCACAATTTTGGAGGCTCTATGAGTCCTTTTGACGCATGGCTCACTTTAAGAGG
+TGCTAAAACACTGTTTTTAAGGATGAGAGAGCACTGCAAAAACGCAATGCGATTGGCCGAATTTTTAGAA
+AGCCATCCAAAAGTGAAAAAGGTCTTCTATCCAGGACTGCCTTCTCACCCTGATTACAGCATCGCCAAAA
+AGCTTTTTAAGGATGAATTTGGAGGCATGTTGAGCTTTGAAATTGACGGTGGTGAACAATCTGTAAATAG
+ATTCATGCAGGAGCTCAAACTTATAAAATTTGCTCCATCACTGGCAGGAGTTCAAACCATGATAACACAT
+CCGAAGTCCACTTCCCACAGGGCTTTGAGCAAAGAAGAATTAAAAGCTCTTGGAATTTCAGAAGGACTCA
+TAAGGGTGTCTGTCGGAATTGAGGAAATAGAAGATGTGATAAGAGACTTTAAACAGGCTCTAGATAAAGT
+GTAAAGAGGGAGCTTTTTACACTCCCTCTTTTATTTCATCAAGCGCTTTTAAAACTTGATCCACATGCCC
+ATCCACTTTTACCTTTCTAAATATCTTTCTCACAATTCCCTTTGAATCTATTATAAATGTAGACCTTTCT
+ATCCCCATTTTCTTTTTACCGTACATATTCTTCTCTTTGTACACTCCATATTCAGTTGATACTTTTGCCT
+CTTTGTCACTTAAAAGTACAAATGGAAGACTGTACTTTTCAATAAACTTTCTGTGAGAAGCCTCGTCATC
+CAAGCTTATTCCGATGACAACCGCATTTTTATCCTCTATAGTCTTTATACTGTCCCTAAAAGCAACTGCC
+TCTTTGGTGCACCCTGGAGTATTGTCCTTTGGGTAAAAGTACAGCACTACATTTTTCCCAAGAAAATCTG
+AAAGAGATACCTGTCTACCATCAGCATCTGGAAGCACAAAATCAGGGGCTTTTTTGCCTACCTCTACCAT
+ATTATCCCTGCTTTCTAAAATTATTTTCTATGGATAATCATTATCTGATACTTAAATTATAGCCTCATTT
+CCTTCAAATGTCAACACCTTTTTATTTCTCTCATTAAATTTTCAAATTCAAGAAAATTGAGAGACTGCTC
+ACCATCTGACAAAGCTTTTTCAGGATCAGGATGCACTTCTACCATTATTCCGTCAGCACCAGCACAGAGG
+GCTGCCTTTGCCATTGGGATAATTAAGCTTCTCTTCCCTGTACCGTGACTTACATCTACAATAATAGGAA
+GATTTGAAAGTTCATGGATTACAGGAACTGCTGCTATATCCAAGGTACTTCTTGTATAAGTTTCAAACGT
+CCTTATACCCCTTTCACACAAAATGATGCTGGTATTCCCTTCAATTGCAATGTATTCCGCTGCATAAAGC
+CATTCTTCATAAGTTGCAGAAAACCCTCTCTTTAAAAGGACAGTTTTTTTAGTCTTCCCTACCTCTTTTA
+GAAGTGGAAAATTTTGCATATTCCTTGAACCGATCTGCAAAACATCTGCGTATTCTTGAACAATCTCCAC
+ATCCCTCACATCTAAAACCTCTGTAACAATAGGGAGTTTAAAAACATCTCCTACTTTTCTCAAGAGTTTG
+AGCCCTTCAATGCCCAAACCTTGAAAGGAATAGGGAGATGTGCGAGGCTTATAAGCCCCGCCCCTTAATG
+CATTGGCTCCACAGCTTTTGACCTTTTCGGCTGTCTTTACAAGCATTTCTTCACTTTCCACTGCACAAGG
+GCCTGCAATTATAAGTTTCCCCTCTCCAACGGTTACCTCCCCTATTTTTACACTCGGCTTTTTATCTTTA
+TTTCCCACTATTTTAAATTCCATACTTATCACCTTTCACAAGACTTCTCTTAAGCTTAACACAAATTCCT
+TTACCTCTTTTAACATTTCACATCTATTATACCCCTTAGCAATTCTTTCTACAATAGCGCTTCCTACCAC
+AATTCCATCGCTCAAACTTTTAAGCTTTCTTGCCATTTCGGGTCCTGATATGCCAAACCCTAAAGCCTTT
+GGCATGCTGGTATATGAAGATACCAGCCTCATGTATTCCTCAAGGTCTGTTGTAATTTCCTCCCTCGCTC
+CCGTAACTCCAGTCAGAGTCACGCAGTATACAAATCCCTTACCGTTTTCAGTAATTCCCTTTATTCTCTC
+CTTTGAAGTAGGAGCTACCAGAGGTATTAAATAAATTTCGTACTTATCAGCTACATCCAAGACTTCTTTC
+CTCTCCTCCAAAGGGAGGTCGGGAATAATGAGTCCATCAACTCCTGCGTTTTTCGAATCCTCCAAAAACT
+TCTCTATGCCGTATTTGAAGACAGAGTTGTAATAAACAAGATAGACAATAGGAATGTCGCTCTTTTCTCT
+TATTCTCATTACCAAATCCATTATATCTTTAATTTTTATTCCCTTAGCCAAAGCTCTCTGGGAAGAAGCT
+TGGATTGTCGGCCCATCGGCCAAGGGGTCAGAATAGGGTATACCAAGTTCAATTATATCCGCTCCTGCTT
+CTTCAAGGGCTAAAACTATATCATAAGTTGTGTCAATGTCTGGGTCTCCGGCAGTAATGAAAGTTATAAG
+GGCTTTTTTACCTTCTTTTTTGAGGTCATCAAACCTTCTATCAATTCTATTCACAATTCCACCCCCATTA
+CTTTTGCGACGGTATTTACATCTTTGTCCCCTCTTCCAGAAAGATTTACTACAATTATCTTGTCTTCATC
+CAATTTCTTAGCCAATTTCATAGCATAAGCCAGAGCATGTGCACTTTCTAATGCTGGTATTATTCCTTCT
+GTCCGAGACAGGTCCATAAAGGCTGCCAAAGCCTCTTCATCTGTAGCATACACGTACTCTGCCCTTCCTA
+TCTCCTTCAAATAAGCGTGTTCTGGCCCCACTCCTGGATAATCAAGCCCTGCCGATATCGAATGAACAGG
+TAGAATTTTCCCCTCCTCATCTTGAAGGAGGTAGGTCATCATGCCGTGGAGCACCCCAACTGAACCTTTT
+GCCATTGCTGAAGCGTGTTTCCCTGTCTCTATACCTTCTCCTGCCGCTTCTACCCCCACTAACTTCACTC
+CCTTATCTTCAATAAAAGGATAGAATATTCCCATGGCATTACTGCCTCCTCCCACGCAGGCAACCACATA
+ATCAGGAAGTCGACCTTCTTTTTCAAGGATTTGCTCTTTCGTCTCATCCCCTATAACTCGCTGAAAATCT
+CTTACCATAGTGGGATATGGATGAGGTCCTACCACAGAGCCAATCACATAGAAGGTAGTTTCTATATTAG
+TGACCCAATCCCTTATGGCCTCATTCACTGCATCTTTCAATGTCCTTGTACCTGAAGTAACAGCTGTCAC
+TTTTGCCCCTAAAAGTTTCATCCTAAACACATTTAGTGCCTGCCTTTTTATATCTTCTTCTCCCATGAAT
+ATTTCGCATTCCATTCCAAACATAGCAGCAGCTGTAGCAGTAGCAACTCCGTGCTGTCCTGCTCCTGTTT
+CAGCTATAATTCTCTTTTTGCCCATTCGCTTTGCCAAAAGCACCTGTCCCAATACGTTGTTTATCTTGTG
+AGCTCCTGTGTGGTTGAGGTCTTCTCTTTTTAGATAAATTTTCGCGCCACCCAGCCTTTTAGTGAGATTT
+TCTGCATAATACAAAGGCGTAGGCCTTCCTGAGTATTCTTTAAGATAATATCTGTACTCCTCCATGAATT
+TTTCGTCCTTCTTTGCCTCTTCAAATTCTCTCTCTAACTCTATAAGAGCATTCATAACTGTCTCCGGCAC
+ATACTGCCCTCCAAACCTTCCAAACCTACCTTTCATACAACACCCCTCACTTTCTCAATAAATGACTTCA
+TTTTATTAAAGTCCTTATATCCCCCAACCTCAACGCCACTCGACACATCGACGGCGTAAGGTCTTACTAG
+TTTTATCGCCTCTTCAACATTTTCCTCCTTAAGCCCTCCTGACAAAACAACCGGTATTTCTCTTTTGTAT
+GCTTTAAGGATATTCCAATCAAATGCCTCTCCTGTACCTCCATATCCTTTCTCGGAGAATGAGTCAAACA
+AAAAGGCATCCACTTTAAATTCTCCTGTCTTTTTTAAGTCAAGTTTGCTTCTTATTCTTATAGCCTTCCA
+GACCGTGAAATTTTTAAAATTGTCTATATACTCCTGTGTCTCATCGCCGTGAAACTGCAAGACATCTAGC
+TTTAATTTTTCAGCTATTTCCATGACCTTCTCAACAGGTTCATTTACAAAAACTCCTACCTTTTTAATCC
+CTTCTTTGAGCCTTTTTACAAATTCCAATGCCTCTTTCAAATCAACTCTTCTTTTGCTCTCAGAAAATAC
+AAAACCTATAAAATCTGGCTGTAACTGATTTGCATAATAGATATCTTCAAGCCTTCTTAAACCGCAAATT
+TTTACTTTTACCACTTTATCCTCCCCTCACTTTTTTCACAAACTCCTTTATTCTTCCCTCATCCATTTTC
+ATAAAACTTTCACCTATCAAAACCGCCTTAACCCCAAGGGAAGATAAATACAATACATCCTCTGGAGTTT
+TTATGCCACTTTCAGATACTACTATCTTATCTTTAGGGATGTTTTTTATAAGTCTTTCCGTTGTTTTTAT
+GTCAACTTTAAAAGTCTTCAAGTCCCTATTATTTATCCCTATGATATCGCATCCTGCCTTTAGCGCAGTC
+TCAAGTTCTTCCTCCTCGTGAACCTCGACAAGCACATCAAGCCCAATTTGTTTTGCTATATCGCAAAAAC
+CCTTAAGCTTATCTTCCAAAATAGCCACAATCAATAAGACTGCATCTGCCCCTAGAAATTTTGACTCGTA
+AATCTGATACTCATCTATTACAAAGTCTTTCCTCAAAACAGGCTTTGTGGTTAACTTCTTTACCTGAGGA
+ATGTAGCCACCTTCGCCTTTAAAAAATCTTTTCTCTGTCAAGACAGATATGGCATCAACTTCTGCCTTTT
+CGTAGGTCTTTGCAATTTCTACAAGGTCAAATTCTTCTCTTATAATCCCTTTGGAAGGAGAAGCTCTCTT
+TATCTCCCCTATAATTGCCACCTTTCCTTTGTTCAGAGAATTTTTAAAATCTCCTCTGTATACTGCGTTG
+ACATTTAGCAATTCGTTGTAAGGCTTTAACTCTTTTTTCTTCCTCACTTCTTCTTTTTTAAAATTCACAA
+TTTCCTCTAGAATCATGAAATAATCCTCCTCTGGTAGCCTAAAATCTCCAAAAACCTCTCATAAGCCAAA
+CCGCTATTAAGAAGCCTTTCCGCAAGTTCAACACCTTCTTTTAAGTTTTCAACCAACTTGCCCACGTATA
+AAGCCGCTGCGGTGTTTAAAACCACTATATCTCTTCGAGGTCCTTTTTGACCTTTTAATATGTCAATAAT
+TATTTCTGCATTCTCCCTCGGTCCTTTTCCTTTCAGGTCTTCAGGCTTGGAATAAGGAATATCAAAGTCT
+AAAGGGTCTATTACGTAATCAAAGATTTCTCCTTCTTTTACTTCACTAACATAGGTTGGAGCCGTAGTAG
+TTATTTCATCAAGCCCATCAAATCCGTGCACTACCATCGCTCTTTCTATTCCAAGCTTAAGAAGCACTTC
+CGCTATCGGATGAGTTAGATTTCTATCATACACCCCTAATACCTGTCCTTTTATAGGTGCAGGATTTGTC
+AAAGGCCCAAGTAAGTTAAAAACTGTCCTCGTTCCCAATTCCCTCCTTATTGGAAGTACGTTCTTCATCG
+CCCTATGGTATAAAGGTGCAAAGAGAAATCCCATTCCTTTTTCCTCTATCATTTTCTTTGTATACATGGG
+TTCAGCTTCTATATTAAATCCCAATTCCCTCAAAACATCAGCACTGCCGCTCTTGCTCGAAACAGCTCTG
+TTGCCATGTTTTGCAACTTTTACACCCGCAGCAGAGGCAATTATAGCTACAGCAGTGGAAATATTAAAAG
+TCTTTCCCCCGTCCCCACCTGTACCACAGGTATCAATGACGTAGTCAGCATCCAATTGCAGTTTTACTGC
+ATTGTCCCTCATGGCTTTTGCAAAACCTGTTATCTCTTCCACACTTTCCCCTTTTAATCTAAGTCCTATC
+AATAGACCTCCTATTAAAGAAGGAGTGCCATTCCCACTCATAATTTCCCCCATAACTTCATAAGCTTCTT
+TTTCATCAAGATTTTCTTTTAATACAATTTTTTTAATCGCCTCCTGCAACATTTAAAACACCTCCAAAAA
+ATTTCTCAATATCTCCTTTCCTTGTTCTGTCAAAATAGACTCTGGATGAAACTGTAAACCATACACAGGG
+TATTTTCTATGCCTTACCCCCATAATCACCCCTTCCTCCGTCTGAGCTGTTATTTCCAACTCCTCAGGTA
+AAGTATTTCTATCAATAACCAGCGAATGGTATCTCATTCCTTCAATTGGATTTTTTATATTTTTAAATAT
+TCCTCTGCCATTGTGAAAGATAAGAGAAGTTTTTCCATGCATTATCCTATCTGCTTTTACAATTTTCGCT
+CCGTACGCGTATCCAATAGCCTGATGTCCAAGACATATCCCTAACATTGGAACTTTTTGACCCAAATTTT
+TAATCAATTCGACGCATACTCCTGCATTTTCCGGTCTTCCCGGTCCTGGCGATAATATAATTTTATTAGG
+ATTTAGTTTTGCAACCTCTTCCACTGTTATTTCATCATTTCTCACCACCATGACCTCCTCTTTCATTTCT
+CCTACGTATTGATAGAGATTATAGGTAAAAGAGTCGTAATTATCTATAATCAAAACCATCAAAGAACCTC
+CTTAAGTACCATCACTTTATTTAAAATTTCATAGTATTCCATCTCAGGAATTGAGTCATACACAATACCT
+GCTCCTGCTTGAAAATAAGCAGTATTTTCTTTTATGAGAATAGTCCTTATTGCTATGCACATATCCATAT
+TGCCGTTATAGGAAAAATAGCCAACAGCCCCTGCGTAAAAGGACCTTTTTACATTTTCTAATTCCTCTAT
+TATTTCCATCGCTCTTATCTTTGGCGCTCCAGAAACTGTGCCTGCAGGAAGACAAGCTATAAGGGCATCA
+AAAGCGGTAAATCCTTTTTTTAATTTTCCAGAAACAGTTGATACAATGTGCATTACATGAGAGTAAAAAT
+CCACCTCCATAAAGCGCTCCACTTTAACACTTCCAAATTCACTGACCTTTCCTATGTCGTTTCTCCCTAA
+GTCAACCAACATCACATGCTCTGCCCTTTCTTTTTCATCCTTCAAAAGTTCTTCTTTGTTTTTTAAATCC
+TCTTTTTCATCTTTTCCCCTTCGTCTTGTGCCTGCTATAGGATTTGTGGTCACTTTGTCTTGAAAGACTC
+TCACAAGACTTTCAGGAGAAGAACCCAGAAGCTGAAAATCGCCAAAGTCGATATAGAAAAGATAGGGAGA
+TGGATTCTTTGAACGCAACCTCCTGTAAATCTCAAAAGGATCTGAATTTGTCTTTGCCTTTAGCCTCTGG
+GATAACACCACTTGAAATATGTCTCCTTTTTCAATGTATTTTTTGGCTCTTTCAACAATTTGACAAAACT
+CTTCTTTTGTGAAGTTGTAAGTTATCACTTTTTCTTCTTGAAGCGAAAGGTCGTGAAACTCTATTTTATT
+TGACTTTATCTCATTTAAAAGCTCATTAATCTTTTGCAAAACTTCCTCATACTCGGTATCCTCATTAGCA
+AATACATTGTAGACAATGTAGACTTCATGCTTAAAATGGTCATAGCAGATGAAACTCTTGTAAAACATGA
+AGTATACATCCGGTATATTTATTTCATCAGGATTTTTTTCTGGCAATTTTTCATAAAGCCTTATCGCATC
+ATAAGATACATAGCCTACCGCACCTCCTGTAAAAGGAATGTTAAGCCCTAATGGGTTATAATTAATCTGC
+AGAAAGTTTTTTACCTCTTCCAGTGCTAAACCTCTTTTATTCGATTCTTCTTCTGTTGTGATAATTTTTA
+TATCCCTTCCATAGCTTAAAACTGACAAATAAGGGTCCTTTCCTATAAAAGAATATCTACCCCAGTGACT
+CCCTCCATTTGCACTTTCCAATAAAAATTTGTGTTTACCAGAAAGACTATAAAAAACGTTTATTGGCGTG
+ATTTCATCACCATTTATTTCCTCATATACTGGGAAAGTGTATCCCATTTTTTTATAGGCATAAAAATCTT
+CTTTAGAAATATTTACCACTCTATCACCTCCTGAAAATTAAAAAAGTCACTCCGCCCATTGGGGCGGAGT
+GACCGCGGTGCCACCCAATTTGTCCTGTATTTAAAAAAAAGCATTTCACCAAAAGGATGAAATGCTTGTG
+CCACCTTTTTAACACAGGACCACTCTTTCGGGTACGGAGATTGCTCTCGATACCCTGCCTTTTTAACGGT
+AGGCTCACCGGAGACTGCTACTTTGATTTCGCAGTTCCCCTCGCGGGCCCATTCAATACCGGCTACAGTA
+CTCGGCTCCCACCCTCCCGAGCTCGCTTTGACTAAACGCCGGTATCTACTCTTCCCGGTCATAGGGTTTC
+ATCAGAAATTATTTTGTTTTAATTTTATAACGTGTTAAATCATTTGTCAATATAGTTTTTTATTTTTTCT
+TCCATAGTTACTCCTGAAGACCTGTAATCAAGCTTTATAATGGAGATGACCCTATTCGCACCTTCCTCTT
+CGCATATCTTTTGAGCTTTTTTTACAATATCAAGAAGGATATCTAGCTCTCCTTCCATAGTAGTTTCCAT
+GGGTCCCACCATAAAATTCACGCCAGTGCTTTTTATATATTTTATCACTTTATCCACAATTGGATACACT
+TTCTCTTCTGGGACTAAAGGCAATACCTGTAAGCTCAAATTGACAATTGGCATAAAATCACCTCTTGAGT
+GTTAAATTCTCTTCAAGGCATCTTCTAAATCCTCTATTATGTCGTTGTAATCTTCAAGCCCTACTGAAAT
+CCTCACGGTATTTTCTTTAAATCCAAAATCTTCTAGTTTTTCCTTTGGATATCCTCTGTGGGTCATAATA
+GAAGGAACTTCCACCAAAGTCTCTGCGTCCCCCAGACTCACCGCCAGCTGGCAAAGTTTCAACCCTTTTA
+TGAATTCTTCTAATTCTTTCCTTCCACCCTCTATCTCAAAACTTATTATAGCTCCAAATCCTCTCATCTG
+CTTTTTTGCAATTCCATGTCCTTTAAAGGATTCAAGACCAGGGTACAAAACATTTTTCACTTTGGGATGC
+CTACTCAAAAATTTTGCGACCTCCATGGCATTCTTCTCATGCTGCCTCATCCTGAGCCCTAAAGTCTTTA
+TACCCCTTAACATAAGCCAAGCGTTAAAAGGGCTCATAACCCCTCCAAACTCGCACATGTAGTCGAATTT
+TAAATAGTGAATATAGGCTTCATCTTTTGAAATAGCAACTCCTCCCAGCGCATCCCCATGCCCGCATATA
+TACTTAGTAGCACTATGTACTACCACATCGGCTCCCAAAAGAAGAGGATTTTGAAAACAAGGTGTGGCAA
+AAGTGTTGTCTACCACTACTTTTATACCTCTTTGATAGGCTATCTTACTCACTTCTTCTATGTCTATTAT
+TGACAAATCAGGATTGGAGGGAGTTTCAAAGTAAATCACCTTCACGGTATCATCTAAACTCTCTTTTAAC
+TCTTCTAAACTTGTCATGTCTATGAGTTTATATTTAACCCCGTATTTGGGCAAAAGGTTAGTTATCACGT
+TGTAGCTTGAGCCGTACAGAGTTTTGTGTGCTAAAACTTTGTCATTAGGCCTTAAAAGAGAAAAGAGCAC
+AGAACTTATTGCCGCCATTCCCGATGAAAATGCTACAGCTCCCTTCCCGTACTCCAGCTCTGCCATTCTG
+TTTTCAAACAGCCTCAGGGTGGGATTGTTGCCGCGTGTGTAAACATAGTCTTGAGACTCAAAAGACATTA
+CCTTCTCAACATGGTCCAAATCTTCAAAGACAAAAGTAGTGGTTTGAAAAATAGGGGGATTCAATGCGTT
+TTCAGGATTTTTCTTAAGCTCTTCGCCGTGAATCGCCTTTGTATCAAATCTAAACTCTTTTTTCACACCC
+CTCACTCCTTTGCTAAAACTTACAGGGCGTACCTTTTTAGGTACACCCTGCTGGTATCATTATAAAAGAC
+TCGCCAGTATAAAAATGATAGTTGAAAGACCTGCTATAAAGCCCACACTGGCAAGTCCTGCTTTTCCTCC
+CGCAAAACCTGCTGCAAAAAGTGATTGTCCTCCGGCAACTGCCGCCATCAATCCTCCAAAAAGTCCCACC
+AATATTGCTAGTGAGGTTATTAAAGCAGCGATCCTTGCTTTTGCGTCAGGCTTTGATATTTCATCTTCTT
+CCATTATATCTGTCCAGAGTAAATTCCATTTTTTAACTCTGGGATAAAGTATCATGAGAAGGGGAATCCC
+CAGTACTATTGACGGTATGGAGTTATTTACAGCTATTATAGAAGCTAAAGCTGCAAAGGGAACCATTTTA
+AGCAAATCCAGTCCCCAGCCTATGGTAAGGGCACAGGCAAAAGAACCCAAAAGAGCAACTACAGTATAAG
+CAAAGATTTTTCTTCCAGAATTTAGATTGGGTTCTAAGTCATCTGCCCTTAAAAGCCCCAAATTTCTCCA
+TAGCCTGTAAGGTATGTAAGCCTGCATGAAATTACCTATAAAACCAAAAATACTGCCAATACCCAAAGTA
+CCAAAAAAGTCTCCTATGAGGTTGCCGATGGCTGAGCCCCAAGCCCCTGCTGGACCAAAGAGAAGGCCCA
+AGACAGGAGGTAAAGTGTTGGCAGGTCTTATTTCCGTTATTCCTGGAATTAACACAAGGCCTTTAAAAGG
+TATTAGCACAGCTGCATAAATTCCTGCGCTCAAAGCTACCAGCACCACCATCTTGGTGTGTCTCCACATA
+CTTAAAACTTCCTTCACACCCATTTCCCCCTTTTTCAAAATTTTAATTTTAGAGAATTATAAAAAGAATA
+CTCTTTGGGTTAATCCCCCCTCTTCCCTGTAATTTTATAATTCAATTACTGAATTGGCACAGTTGCAGTG
+CTCCTGGTCTAAGGTCTCTTCAGTAAATACCCTTATAAAGGTTCTTATCACCTTTTCCTTGTTTATCTCT
+ATTGCACTTGTAATCTCTCTAAGACTCACGGGACCTGAACTTGCCGCTATAAGGCCTGTAGCCCAGTTTG
+TGATTATACCGACGGCTGCATAGCACATTCCCAATTCTTTAGCTAAGACTATCTCAGGAACATTTGTCAT
+ACCTACTACATCAGCTCCCAGCATCTTATAAGCCTTTATCTCAGAAGCTGTCTCAAATCTGGGCCCTTCC
+GTACATACATATACAGCTTCTCCTTTTACAGTAAGCCCCTCCTTTTTTGCCGCTTCTATAAATTTTCCTC
+TCAAATTTACACAATAAGGATCACTCATGTCTACATGCCTTACTATCCCATCTTCTCCCTCAAAAAAAGT
+CAAAGGCCTGGATTTTGTGAAATCTATAAAATCTTTTAGAATAACTACGCTTCCAGGAGGGTAATTTTCG
+TTTAAAGAACCGACAGCAGCCGTAGCATATATGTACTTCACTCCAAGCTGCTTTAAAGCCATTATATTCG
+CTCTATAGTTCACCAAATGCGGGGGAACACCATGCTCTTTCCCATGGCGTGCTAAAAAAACTATATCTTC
+TCCTTCTACTGTAACCACGTCCACCTCTACTGTTCCGTATTTCGTTTCAACCTTTTTTTGAACTACTTTA
+TCGGCTACGTCATACACTCCGGTACCACCTATAATAGCTTTCTCCATAGGACTTTACCTCCTACAGCTAT
+TTAAATTTAAAATACACTGCGACAATCAAAATCAATAGAGCTACTGCCAAAAAGGCATAATCCCTAACTT
+CAAATTTTATCTCCAAATAGCTTGTTCTCTTATCACTGTATCCAAATCCTTTCGACTCTAAAGCCATAGC
+CAATATATTTGCCTGCCTAATTACGGAGATAAGAACAGGTATTAAAAGATGAATGTATTTTTTTATTCTT
+TGTAAAATGTTTCCTGTATCCAGGTCCAATCCTCTTGATTTTTGTGCTTGCGTTATTATGTAACTGGTAG
+AAACTATCATAGGAACTAATCTCACAGCAGTAGAAAACGCAAAAGCAGGTCTATAAGGTATGCCAAGTTT
+TACTAAACCTAAAGATATTTCTTCAATTTTTGTGGAGCTTAAAAATATCATGCCTGCTATTATCATTACA
+TCAAATTTTATTCCTATAGCGATTCCATATATAATTCCTTCTTTCGTAACAGGCCCCCAAAGCCTTGTAG
+TCCCCGGATAAGTTAAAGCCCAAAGTATAACTGACATTATGGCAATCATTATCAAAATTACTCGTATCCT
+TTTTAAATTGCTGAGAACTTTCCCTAAAGCTCCATATAATATGACCAGAAAAGAAAGGATAAGGAGCAAA
+GATAAAGAGCTAAACATTAAAGCTATTGCAAAGCTTATTAACATGATAAATATTTTTGTCCTAGGGTCTA
+ATTTATGTAAAATACTATCTTTATCCATGTAAAGAAACATCTCCATAAAGCTTTCACCTCTTTGTACAGC
+TGACCATTTCTTCTACAGAAAGGAATGTCTTACCAAGCCTGTTGCTCAAACTCACTATTGAAGGGGGCTT
+CAGAGAAAGCTCTAAAAGCCTTTCTTCCTCCTTGAACACATCCCTTACTTTTCCGTACATTTCAATTTTT
+CCATCCCTCATAACTGCTACTTTGTGAGCATACTCTGCGACAATCCACATGGTGTGGGTTATCATTATTA
+TAGTATGTCCGCTTTCGTTAAGCCTTTTTACAAGTTCCATCATCCTCTTTTGCTCTTTGTAGTCCAAACC
+AGTAGTAGGTTCATCTAATATGATAACTTTAGGTCTTGCTGCTAAAATGGAGGCAACAGCAATCCTCTGC
+CTCTCTCCTTTAGACAGAGCAAAAGGATCTTCTTTTTCAAACCCCTCCATGTCCACTGCCTTTAAAGCTT
+CTGCTACTCTCTCTTTAACTTCCTCTTCAGTACAGCCTCTCATGCGGGGTCCAAAAGCAATTTCATCGTA
+CACAGTATCTGCAAAAATCTGATGGTCCGGATTTTGAAAAGCGTATCCCACATAATTTCCTATTTCATAC
+ACATTTGAATTTTTAGTATCTTTTCCATATACAATAACACTGCCTCTTGTGGGTTTTAAAAGACAATTAA
+AATGCTTTGCTAGAGTAGTTTTTCCACTCCCATTGTGTCCTAAAAGAGCTATGAATTCCCCTTCTCTAAT
+CTCCAGATTGATTCCATCCAAAGCTTTCGTACCATTGGAATAGACATATTCTACATCTTTAGCTTGTATG
+ATTACATCTCCATAGCTTTTTTCTCTCTCATCTTCTCTTCTTAGAATTTCTTGATATTTACCTTCATCAA
+TTTGAAGCCCCAACTCTTTAAACTTCTGCACCCCTTCCTCATAAGTTAGAGGAAGGTCTGCTTTTTCAAG
+ATTAGAAACCTGTGAAAAATACTTGGGAATCTGCAACGGCATTAACCCTATTTTTTCCATCAAATCTACT
+TCTTTTAAAACTTCTCTTGGTTTGCCATCTTTTATTATCTTACCTTTTTCCATCAAAATTATCCTGTCCG
+CATTTAAAGCTTCTTCTGTCTCGTGCTCTATTATTATGAGGGTTAACTCTTTTTCTTCATGGAGCTCCCT
+TGCTATATTAAAAACTCCAATCTTACCTATAGGGTCTAAATCAGTAGTGGGCTCATCCATACAAAGTATG
+CTGGGCATACAAGCTAGAACTGACCCTATCGCGAGCCTTTGCTTTTGCCCACCTGATAAGGTAGAAGGAG
+GTCTGTCCTCTAGCCCTTCTAGGTTTACAATTTTTAAAACTCTCCTTATTATTTCCTCAATTTCTTCTCT
+AGGAACTCCAAAATTTTCGGGTCCAAAAGCTATTTCGAGTTTTGTATTAGTAGAAAAAAGCTGTGCCTCA
+AAATCCTGAAAAACAAGCCCAATCTCTTTCGCCATTTTGCTGACAGGCGTCTCTTTCACCTTTATACCTC
+TTACCACAACTTCTCCACTGTAGTGTCCCTTCGTAAAATGCGGAATAAGGCCATTTAAACATTGAGCCAG
+AGTAGACTTCCCTGCACCGCTGGGACCCATTATCACAATAAACTCACCCTTCTCTACTTCTAAGTTAATC
+CCCTCTATAGCATTTCTGTCCTTTTGCTCTTTGTAGCGAAATGTCAAATCTTTCACAATTATTTCCTTAT
+CGCTTAACGTCATGTCCTAACCCTCACCTCAATTTCAATATGTTCTCTCTAAAAGGCGGCCTTATTATGC
+CCTTTTCTGTGATTATACCAGTGATATTTTCATGGGGCGTAACATCAAAAGCGGGGTTGTACACATCTAT
+GCCTTCAGGTGCAATTCTCACACCATTTATATGTGTTACCTCTTCAGGACTTCTTTCTTCTATGACTATT
+TCGGCTCCAGTCTCTATGTTAAAATCGATGGTGCTGGTAGGTGCCACCACATAAAAAGGAACATTGTACA
+CTTTTGCCACAACAGAGAGCATGAAGGTACCGATTTTATTAGCAGTATCTCCGTTTAGGGCTATTCTGTC
+TGCCCCCACGAGTATGATGTCAATCTTTCCATCTCTTATGAGAGTAGCAGCTACACTGTCAGCAATTAAT
+TTAGCCGGTATTCCCTCTTGGACAAGTTCCCAAGCTGTCAATTTCGCCCCCTGAAGCCTGGGCCTTGTCT
+CATCAGCGTATACAAAAATATTCTTTCCGCTGTAATGGGCTTCTCTTATGACCCCTAAAGCTGTGCCATA
+GCCAACTGTGGCCAAAGCTCCTGTGTTGCAGTGAGTCAGTATGACTGCGTTTGGCTTTATCACTTCATTT
+CCAATCTTAGCCATCTTTTTATTTGTCTCTAAATCCTCAAAGTAAATCTTATTGGCTTCTTCTTTTAACG
+CCTCGTATATATCTGAAACACTCAAATCCTTTACCTTTTCTAAAACACCCCTCATCCTGCCAATAGCCCA
+GGTGAGGTTCACAGCTGTAGGCCTGGACTTTGAAAGCACATTTAGAGCATTTTCCATGTTTTTTAAAAAA
+TTTTCCTTCTCTTCTTTCATAAACTGCTGAGCTGCGAGTACCACGCCATAAGCTGCAGCTGCTCCTATCG
+CCGGAGCACCCCTTACTACCATGTCTTTTATAGCAAAGTCTACATCCTGATAAGTTCTGCATTCAAAAAA
+TTCATAACTTAAGGGAAGTTTCCTCTGGTCTATCAGATAAAGCACGCCATCTCTAAATTCCATTGTCTTA
+ATCTCCTTCATTCCAACTCCTCCTAACCTCTTAAGTCAAAAACTGCCTTAAAAGTATTTTTTGGAGAAAA
+AGCCTCTTCATACTGCTCTAACTTATAAAAACCGCTTATGAGGTAATCAGTAGTGACAAACCTCTTTTCA
+AGAAGCCTCAAGGCAGACGCCATAGGACCGCACCTTGTACCTATCAATTTTATCTCATTCACCACCCAAT
+CAGTGGGATTCAAAGTAGCATAAGCATTGTATGTGCTCTTCAAAATAACTGTGCCAGTAGGTTTAACCAG
+CTGCTGAGCAAGTTTCAATCCGTCCTCATTGCCAGTACATTCTATAGCGACGTCAAACACGCTTTTAGTC
+TCAAGCCTTTCAACTTCTTCCAAAAGAAGAGTATTAGCTTTATTTTTGAGGTGCTCAAGTTTTTCCTCAT
+GTTTACCGACCACATAAAGGTCACATCCTGTAAGAGCTACCACCTGCGTTATAAACTGAGAAAGTTTGCC
+ATCACCTATGACTACAACTTTATCAGTAGGTTTTATATGATACATCTCAAGAATTTCTAAGGCAGCCGCC
+AAAGGCTCAGTAAAAACAGCTTCTTCATCTTTAATGCTATCAGGCACAATGAAAAGATTGCGATTAGGAA
+GCGTAATATACTCCGCAAAAGCTCCATCCTTTTCGAATATACCCAAGACCTTTCTATTTCTGCAGTGATG
+GAAAAGCCCTTCCTTGCACAGGTCGCACTCACCACAAGCTATGTTGATATCCGCAACCACTCTTTTACCA
+ATCAATTGCGGATTAGAAGAATCTTCAACAATTCCTACGAATTCGTGCCCAAGTACTCCTTTAAAATTTT
+TATACCCTTTCATTATCTCTATATCAGTGTTACACACAGAAGCCAGTAAAACCTTTATCAACGATTCTCC
+TTCTTCTATTTCAGGCTTTGGAAGGTCTTTTAGCTTAAGCTTTCCGTCAAAATAAAGGGCTTTCACTTTT
+TCACTCCTTTTAAATTTTTTATTTTCTTACCTGCCCATAAGTTTTAAACTTCTCCATCATAAGCTCCATC
+TCTTCAGAAGATAAAAGCACAGGTTCGCCTATAGATTTTGCTCTATAGTAAAGTTCTGCTACATACTCGA
+TCTGTATACTTATATTGAAGGCATTCGGAAGGTCTTCAGCACCAACTAGAAGCCCGTGATTAGCTAGCAA
+AACAGCTTTTCTGCCTTTCATTGCCTCAAAAGCGTTCTCAGCAAGTTCCTTAGTACCAAAAGTAGCGTAT
+TTAGCGCATTTTACATCAGGTCCTGCCAAAGCTATTAGGTAATGAACAGGGGGCAGGTCCCAGTGAAGAC
+AAGCTAGAGTAGTAGTATAGACAGGATGAGTGTGAATAATTGCTTTTATGTCATCTCTTCTTACATAAAA
+AATCCTGTGCATCTCGTACTCAGTAGAAGGAACCTTTGTCCCTTCTACAACTTTTCCCTCTAAATCCATC
+ACCAATATGTCTTCAGCTTTTAATTCATAATAGTCCATTCCCGAAGGAGTTATAGCCATAAGTCCACTTT
+TATAGTCATAAACACTTAAATTTCCCCCTGTACCTCTGGTGAGATTTGTATCTATGAGCTTTTTGCCGTA
+CTCTACTATTTGTTCTCTCTCATATTTTAAAAGCACGTTTTTCACCCCGTTTTTGTATGAATATTCCCAC
+TAAATCCATCATATAACAAGAGAAAGGGGCTGTCAACTGATTTCTCCTCTTATCAAATTTTGAGCCCTTT
+TCTCCACTTCGTAGTAAACCCTCTCTACGTCCACAGTTTTTATCTCCCTTTTTTCCATTATCACTTTGCC
+ATTTACTATAACTGTATCTACATCTGAACCCTGAACAGAATAGGCTAAAGCAGAGATTAAGTCGTTCTTG
+GGATGTAAATGAGGTTTATTAAGGTCTATGAGAATTACATCTGCCTTTTTCCCAACCTCAATAGTGCCTA
+TCTCTCTTTCCCATAAAAGCGCTCTTGCTCCACTCACTGTGGCCATCTTTAAAGCTTCAAAAGCAGGTAC
+AGACAGAGCATCCTCATTTAAGGCTTTGTTGATGGTGGCCGCGAAATGAATCTCTTCAAACATGTTTAAA
+TTGTTGTTGCTGGCAGGACCGTCAGTTCCAAGAGCAACATTTATCCCTTTTTTTAACATTTTCTCTACAG
+GAGCAAATCCACTTGCCAGCTTTAAATTGCTGGTGGGATTGTACACAGGAGAGACTTTCATCTCTTTTAA
+TACCTCAATATCTTCATCTGTAAGGTGTACACAGTGAGCAGCTACAGTAGGCACTTCAAAAATTCCCAAA
+TCCTTTAAATGCTGTACAGGGGTTTTACCGTACTTTTCAAGGCTTTCTTCTACTTCCCTCTTTGTCTCTG
+ACACATGAATGTGAATCCCCGTACCTAATCTCTTGGCAAGGTCCAAAATTTCTTTCAAATAAGTTGGTCC
+ACAGGTGTAAGGTGCGTGAGGTCCTACCATCACTTTGATTCTGCCCTCAGCCTTGCCATTCCAAGCGTTA
+TACAAATTTTCCGTATCCTTTAGCTTCTCTTCATTAACTTTGGCATCCTGTTCTTCTATAATTCCCCTGG
+AAATCACGCCTCTTATGCCTATTTCTTCTGTAGCTTTTGCTACTTCCTCCATAAAAAAGTACATATCACA
+GTAAGTAGTAGTACCTGAGTAAATCATCTCTATCATGCTAAGAAGGGAGCCCCAGTAAACATCCTCTGCA
+GTAAGCCTTGCTTCAAGCGGCCATATGTACTTTGTAAGCCAGTCAAAAAGAGGTACATCATTTGCATAAT
+TTCTAAACAAAGACATCCCTAGATGTGTATGAGCGTTTATGAGACCTGGCATTGCAAGCTTATCTTTTCC
+CTCAATGACTACGTCTACTTTAACATCAGGGAGCAACTCTCCTATGTGCTTTATAGTATCTCCCTCGACA
+TACACATTCACGCCCTCTAATACCTTATCTTCCTCCATGGAAAGAAGGTTTACATTTTTAATTAACAAAT
+TCACTTCTTTCCCCTCCTATCAAAAATATAAGTATAGAAAGGGGAATCCCCTTTCTATACCTTTAACTGC
+TCCTCAATGTGAGAAGCACATCTTGCACAGATAGTAGGATGTTCTTTTATAGTTCCAACTGTCTCGCTGT
+ACATCCAGCAGCGCTCGCATTTTTCACCTGGCGCGCGGGTAACCGTTATTTTAAGGTCATAATCCTCGCT
+TACATAAGCATTCTCTGGCGCAACCTCCTGTGGGTCATGCAATACCACCTTTGAAACTATAAATACGTAC
+TGCAAATCCTCAAAGCCTTTAAAGAACTCGTATAGCTCTGAAGAAGGATAAATATCCACCTGGGCATCCA
+GAGAGTGCCCTATTTTCTTTTCACTTCTCGCTATCTCTAAAGCTTTTGAAATGTCTTTTCTTATGTCAAA
+GAGCTTTTCCCATTTTTCTATGATATAAGGGTTGTCATACTCCTCTTTTACCTGCGGCCAGTCTGCCAAC
+TGCACGCTTTCAAAGTTGTTATTTCTGTCATGCTTCATGTGCCACCATATTTCCTCCGAGGTAAAAGCGA
+GAACCGGTGCCATAAGCTTTACCAGAGTGTCCAGGATGATATACAGAGTCGTCTGCGCAGCTTTTCTCTC
+CTTTGATTTAGCTGGGTAAGTGTACAGCCTGTCTTTCAAAATATCCAAATATAAGCTACTCATGTCTACA
+ACACAGAAGTTGTGGACAGGGTGGAAAAAGTCGTAAAATTCGTATTTATCAAAAGACTCCGTAAGCTGCT
+TGACCAACCTGTTAAGCCTGTATAAAGCCCATTTGTCTATCTCTAAAAGCTCTTCGTAAGGCAGCATGTC
+TTTATCAGGGTCAAAGTCATAAAGATTTCCAAGCAAAAATCTAGCAGTGTTGCGGATTTTTCTGTACACC
+TCTGCTATCTGCTTTAGTATCTCAGGAGAAGTCCTCATGTCTGCAGTGTAATCGGCAGATACCACCCAAA
+GCCTCAAGACGTCAGCCCCGTATTCTTGAATCACTTCTGCGGGGTCCACTACGTTTCCCAATGACTTAGA
+CATCTTTCGGCCTTCTCCGTCCACCACAAAGCCGTGAGTTAGCACATTCTTGTAAGGAGCTTTGCCACGC
+GTTGCCACAGCGGTCAAAAGAGAAGACTGGAACCATCCTCTGTGCTGGTCAGAACCTTCTAAATAAAGCT
+CTGCAGGCCATTTCAAGTCAGGGTGAGTCTCTAAAACAGCTGCATGGCTGGAACCGGAATCAAACCATAC
+GTCCATTATGTCTGTCTCTTTCCTAAACTTGGTAGATCCGCATTCACATTTTATCCCTTCAGGCAGTATT
+TCCTCTGCTGACATTTCAAACCAAGCATCAGAACCTTTTTGCCTAAAAAGTTCCTTTACTGCATTTATAG
+TCTCATCGTTTATCAAGGGTTTGCCGCAATTTTCACAGTAGAAAATTGGTATTGGAACCCCCCATACCCT
+CTGCCTAGATATGCACCAGTCTTTTCTATCCCTTACCATGTTTGTGATGCGCTCTTCTCCCCACGCAGGG
+TACCAGTTAACTTCCTTTATAGCCTTTAATGCTTCTTCTCTAAAGCCTTCTACGGAAGCAAACCACTGCT
+CTGTTGCTCTAAAAAGTATAGGACTTTTACACCTCCAGCAGTGAGGATATGAGTGGGTGATCTTTTTCTC
+TGCCAAAAGCGCATTTGCTTTTCTCAAGTCTTCCTTTATAACCTTATTTGCCTCAGCGTAATAAAGCCCC
+TCATATCCAGGCGCCTTATCTGTGAAATACCCCTTTTCATCTATGGGGTTTAAAGCTTCAAGCCCATATT
+CTTGACCTACGAGGAAATCCTCTTCACCATGGCCCGGAGCTGTGTGAACGCATCCAGTACCCGCATCCAG
+AGTCACATGTTCTCCAAGCACAACTATGGAATCTCTGTTATAAATTGGATGTACTGCTTTCATTCCTTCC
+AGTTCTTTGCCTTTAAAAGTAGCCAGTATCTCGTAATCTCCCAAGCCTGTCTCTTTTCTCACCTCTTCTA
+TCATGTCCTTTGCTATGATGTACACTTCATCTCCAAATTTTGTAAGAGAATAGTCAAACTCGGGATTCAA
+AGCAATAGCCAAGTTAGCAGGAATGGTCCATGTAGTAGTAGTCCAGATGACAAAGTACACATTACTCAAG
+TCTTCAACAATCCCTTTGAATTTGCCAAGGTCATCCCTTACCCTAAATTTTACGTATATAGAGTCCGAAG
+TCTCATCAAAATACTCAATTTCTGCCTCTGCTAAAGCTGTCTCACAGCTCGGGCACCAGTACACAGGCTT
+CAACCCTTTGTATATATAGCCCCTTTTTGCCATTTCCCCAAACACTTCTATCTGCTTAGCCTCATATTCC
+GGGTCAAGAGTAAGGTAGGGCTTTTCCCAATCCCCTCTTACCCCCAATCTCTTAAACTGCTGCCTCTGCC
+TTTCAATCTGAGAAAAAGCAAAGTCTTTACACACTTTTCTGAACTCTACAGGATTCATCTCATGCCTTTT
+TACACCCAAAATTTTTATCACCTGTTGCTCAATTGGGAGCCCATGAGTATCCCACCCTGGCACATAAGGA
+GAATCATATCCTCTCATGGTTTTATATTTCACTACTATGTCCTTTAAAACTTTGTTCATGGCAGTCCCTA
+TGTGTATATCCCCATTGGCATAAGGCGGACCATCGTGCAAAATGTACTTCTCTTTTCCTTTGTTTTTCTC
+TAAAACTCTGCGATATATGTCCATTTCTTCCCATTTTTTCAATATCTCTGGCTCTCTTACTGGAAGGTTT
+GCCTTCATTGGAAAATCCGTTTTTGGCAGGTTTAAAGTCTTGTTGTAATCCACTCTCGCTACCTCCTCTT
+TAAGATTTTTCCTACTAAAAAGAAAACTTCTCGTCAGGGACGAGAAGTTCGCGGTACCACCCTAATTATT
+AAGACAAAGCAAAGCTTTGCCTTAATCCCTCATTTTAGATAACGGAAAATCCGGCCCAGCCTACTTACAA
+GTTCAGCCTGCAGCTCCGAGGGGATTTTCAGTAGAAACGAACTTATTGGCTCGCACCAACCGCCAACTCT
+CTGAAAGCCGCTTCTACCTACTCGTCCTCTTCATAGCTTTTCCCGATATTATTTTTACTCAAATTATATA
+ACACATCCTCCATTAAGTCAATACAATTAAAATCTAGGCAGTGAGGGCTGATTTAACCTTAACCCCTGGA
+AGCCTCCCTAATTTCCCCGTCATGGCCCCTATTTCATCAGTTGTACCGTCCACAATAAGTGCGATGACAG
+ATACACCTCTATCCCTATAGGGTATCCCCATCCTCCCTACAATGATATGGCCATACTCACTCAGTATGTG
+ATTTACTTTATCTGCCACCTTTTCTCTGTCGTAAACGAGTATCCCTACAACTCCCAGCCTACTGGGCATT
+TTCTGTGACATCCTCCACCTCTTCCCCATCAGGCAGTAATTCTTTCTCGTCTATAGAAAGTATTGCCTCC
+AACTGAGCTTCTAAAAGCGCTTTAAACTTCGCTTTAAAGATGTTAAGTTGCTTTCTATACCTTTCAAGCT
+CCATTCTTATCTTTACGACTTCTTGATTGGCTTGCTCCAGTATCTTTTCAGCAGTCTGATGAGCATTTTG
+TATGATAAGTTGTGCTTCTTTTTCCGCATTTCTCTTTAATTCTTCTGCCGTATTCTGAGCCACTATCAAA
+GTATTGTTCAAAGTTGTTTCCATATTTATATAACTCTGAAGCTTTTCATTCATTATATTTATTCTCTCTT
+TAAGCTCAGCATTTTCTCTGTAGAGCATTTCATAATCTTCCATTACTTTGTCCAGAAACTCATCCACCTC
+TTCTTCGTTATAGCCGCGAAAAGACCTCCTAAACTCCTTATTATGTATATCCATTGGGGTCAGCATTAAT
+ATCCCTCCTTTCTCTTTAGTTGTCACAGATACCTCAAAATATGTATAGAAATTCTACCTTTTTTAGTATT
+CCCCTTTATTTCTTGCAATTTTATCCTGCCAAACCCCCTTAAAGAAATCACATCCCCTTCCCCAACGTGA
+AATGAAGGGTCTTCTACAGCTTCCCAATTTACCCGCAAAAGCCCGCTTTTTATGAGCTCTGAAGCTTTGG
+TGCGCGAAATGCCAAAGCCAGAGGCGGCAACGCTATCTACCCTGAGCGATGCCACAGTAGAAAAAATGTC
+CTTGTATTTAATCTCCGGCTGCATCACATCTGAAAGCTCAATTTCATGGACTTCCACACTTTCTCTCCCT
+ATTTTAGTTAAATTAAAGAGCAAAAAATCCCTCATCTCTTCCTTTAAAATCACATCACACTTGCTTTCCT
+TTACAATTATATCGCCAACTTTTTCTCTCTTTATTCCCAAACCAAGAATAGACCCCAAGACCTCTCTATG
+AGAGAATCTATTTTTTCCCTCCACTCTTAAAGCTACAATAGGCAATTCTTCCTCTCTAAAGGTCAAAAAG
+TCAGGGTAAACAATTGCAATCTTTCTTTCAGCAGAAGGATATCCCCCTTCTAGAAGGTATTTCACTCCCT
+CGCTTTTATACTTTAAAGCAAGTTTCTCAAACTGTTTCTGCTCAGACAGCGTCAAAAAGTCGGTATACTG
+CAACCTTTTTGATTTCAAACAACCCTTAAAAACATCCTCCATGCGAGCTATCGCATAATCCTTTTCCATT
+TTTCACCTCATCAGCCAGAATACTAATTGAAAAACTAAAGGCCTCACCACGTACTGAATGACCAAAATAG
+CAAAGACAGGAGAAAAATCAATTATCAAATTCCTTCCAAAAGATGACATGAATTGAAGCCTTCTAAAAGG
+CTCTAAAAGCGGTTCTGTAGTCACAATTACAAACCGCGAGATCGGGTTTGACATGTTCTCCATCCTCAGA
+AGAGAAAGGATGACTCTTATGAGGATAAGCCACGTTATCACTTCAAAAAAGTAGTTTAAGGCTGTTAAAA
+TCACGTAGTTTGTAGGCAAAATTCATCCTCCTCACTATCTAGTTTAAATTGTAGAGCGCATTCACTTCTT
+CTTTTATATCGCCTGTTACATCAAAATTCTCTGGAGCCACTAAAAATATATAGCCCGATATTTTAGTAAT
+TTCTCCGTTAAGGGCATAAACAGCTCCGCTCAAAAAGTCTACCACCCTTTGAGCCTCACTTTTATCCATT
+TTCTGCAAATCCACAATCACAGGCTTCTTGCTTTTAAGTTCATTGCATATAGAAAGCACCTGTTCAAATT
+TCTCTGGCTTAGATATCAATACCTTTATTTGAGGATTGGTGTGGATGTTGACCACTTTAGGTCTTCTGTC
+ATAAGAAACCACAGGCTGAGGAGTTTGAATTTCCTCCTCCTCTTCTTCAATTCCCAAAAAACTCATTATC
+TTATCTATTACCTTCGAAGACATTTTAACCCCTCCGCTTTTATCGTCTTTCTCCAAAAATGGCGGTGCCA
+ATCCTGACTATGTTAGCTCCCTCTTCCACTGCCACCCAGTAGTCATTCGACATCCCCATTGAGAGATACT
+GAGCTTCTACATTCCTCTGATTAATTCTTTTTAAATCCTCAAAAAGTTCTCTCATCCTTTTAAAATATGG
+CCTCACTTCTTCTGGAGGAAGATAAGGAGCAATCGTCATAAGTCCTTTTATCTTTATATTATCATATTTT
+TCCAATTTTTTCACTAAGTTATGCATCTCCTCCGGCGAAATGCCAAATTTAGTATCTTCACCTCCTATGT
+TTACCTCAATGAGACAATCCATTATAATCCCCTTTTGTTTCGCCCTTTTATCAATTTCTTCCGCCAGTTT
+TTCTCTGTCCAGCGAATGAACAAGCTTCACCTTGTCTATAATGTATTTCACCTTATTTGTCTGAAGATGA
+CCTATAAAGTGAAAATCCACCTGCCCTTTAAGATGCGGATATTTCTCCATAAGCTCCTGCACTCTATTTT
+CGCCAATAGCAGTAATTCCGCAGGAAATGGCCTCTTTAATAGCATCTACCCCAAAAGTTTTTGTAGCTGC
+CACAATCAGTATCTCTTGAGGGTCTCTTCCAACTTTTAGCGCATGTTCCGCAATGGTTTCTTTTATTCTT
+TTTACATTTTCACAGATGCTCGTTTTTAATCCCCCCTATTCCTCTCTTTTTGGAGCAAAACTCTATCGTA
+AATCTTCAACCCCTTCACAATAGCATAGCTTCCATCAGAAATTTCAATCTCTATCTCTTTAAACACAGGT
+TTAGAAGTCCCATTCTTAAGCACCCACACGCCTTCTTTCCCATTTTCAACAGCAATCGCTGAAACAGGTA
+TTTTCAATCCCCAACACTCTTTCAATTTTATCTCTACATCTGCCTTTGACTTTTTGTAAAAATCAGGATA
+TTCATCTATCATCTTTATTATACCTACATATAATTTATCGTCACCCTTGTAGACTTTTATAACTCTTCCC
+CGCATTTCATTGGGATAATCAGAAAATAAAATTTTTATTCCGCTCTCTTCCTTAAGAAGACTTGCCTGTT
+TATCCTCTAAAATCACAGCTAAATACCAGTCAAAATTATCTACTATTTTAACAACAGGTTGTCCTTCTTT
+GACTTCCCCACTCACCTCTTTATTTTCGAAAACCAAATTAGAAAGCTTTGGTATTTTTAAATCAAACATG
+TTCTTTGTGTTTAAAATGTCCTCCACTCCTTCAAAAGTGTAGCTTATAATTCCAGCCTCAGGAGAATTTA
+TGGTGACAGTGTTGTCAGATATGTACTTCTCAAGGTATTCCTTTTGCTCCTTCAAACTTTCAATGTTTTG
+AAGCACTAGAGGCCCTTTTTTCAAAATCTCTTCTTTCTTAGCCTTTAAACTATCTATTCTCCTTAAAATT
+TTCTTTGCAAGCTCCGCATCTTTTTTCAAAGCCTCCTTGTAATTATCCTGCTCTTTTTTTATCATCTCAT
+CAATCTTTTGAAGGTCTTTGTAAAAGGGGATATTTGTATCCTGCTTTTTTAATTCACTCTCCACTGCTTC
+CAGCTGTCTTAACTTTTCCTCATCAAAGGAAGAAGAATATATTTCCAAAATAGCGCGCCCTTTTGAAACT
+CTTTCCCCTTCCTTCACCAGTTTTTCCACTCTGCCATCAAAAGGAGCTTTAATTATCATCTCATCTTTAA
+TTATGTAAGCTTTTGTATTAAAACCCAAAATGACATTTCCGTACGTAACAGTTGCAGTGTCTTTCTTTTC
+AGTGTAAACGCTGACCACAGATTTTCCTGCATATGCTAAAATAACCATAAAAGCTAATATTTTTATTATA
+TTTCTCCTCACAATTTCTCACCTATCAATAAATATTCTATAAATCTCTCTATTTTCCTTCTTTCATTTTA
+TCACAAAAAAAGAAGATGGCAAACGCCATCCTCATTCTACAGGCTCTAATCTAGCAGTGAAATGTCTCAA
+AATTGGAGGTTCATATACAAACCTATAACCCTTTATTTGGTCTCTTCTAGCATATACCCTCTTCACTGCT
+TCTGCTACCACGTCCATGTGACTGTTCGTGTAAACTCTCCTAGGAATGGTAAGTCGGACAAAATCAAGTT
+TTGGAAGCCTGTTTTGACCTGTCTCTGGGTCCCTTCCTGCTAGAAGAGCACCTACTTCTACAGCCCTAAT
+TCCTGCTTCTATATAAAGTTCTACGCAAATTGCGTGGGAAGGAAATTGTTCCTGAGGCACGTGAGGCAAA
+AACTTTTTGCCATCTATAAATACAGCATGACCGCCAGTCGGGTACTGAATCGGTATGCCTGCCTCTCTCA
+ACTTGTCCCCCAAATATTTTACCTGATTTATTCTCCAAGCAAGGTAATTTTCATCAAGAACTTCTTCTAA
+GCCTCTCGCCATAGCCTCCATGTCTCTCCCAGCGAGCCCGCCGTATGTTACAAAACCTTCCATAGGTATG
+AGCATCGTCTTAACCCTTGTAAAAAGCTCCTCATCCTCCTTTATAGCGATAAGGCCGCCGATGTTTACCA
+GCGCATCTTTTTTGGCAGACATTGTGAAGCCATCGCCGTAGGAGAACATTTCTCTTACTATTTCTTTAAT
+GGATTTGTTTTCATAGCCTTTTTCTCTCTGTTTTATGAAATAGGCATTCTCTGCAAATCTTGCTGCATCA
+AAGAAAAGCCTGATACCGTACTTATCAGCAATTCTCCTCACTTCTTTTATGTTTTCCATTGAAACAGGCT
+GTCCACCCGCACTGTTGCAGGTCACCGTTGCTAAAATAAAAGCTATGTTTTCAGCACCTTTTTCTTTTAT
+GAAATTTTCCAAAGCTTCAACATCAAAATTTCCTTTAAAAGGATGGTAGTTTTCTGTGTCCTCAGCTTCC
+TTTATCACCATGTCTATACCAATTCCGCCTGCTAGCTCAATATGGGCCTTTGTGGTATCAAAATGCATGT
+TACCAAGTACATACTGTCCCTTCTTTATGAGAAGAGGAAACAACACCTTTTCAGCTCCGCGCCCTTGATG
+GGTTGGCACAACGTACTTATAGCCAAAAATATCTTGAACAACTTCGCACAAATGCTGATAGTTTCTGCTT
+CCTGCGTAAGATTCATCCCCCAGCATCATACCTGCCCATTGATAATCGCTCATCGCAGCAGTGCCGCTAT
+CAGTCAAAAGGTCAATGTACACGTCGTCAGATTTTAATAAAAACAAGTTATACCCGGCTTCTTTGATAAG
+CCTTATTCTCTCTTCCCTCGTGGTAATTTTCAACGGCTCCACCATTTTGATCTTATAAGGCTCAGCCATT
+CTCGTCAAATCATCGTACACAGAAATCCCTCCTAAAATTTTTATCCCCAGCCTGTAATCGTTTAATAGCA
+GTTTAAAAAGACAGAAAAACAGTTTCTTACTTATGAGCAACTACCTCTATCTCTATTAAAGCACCTTTTG
+GCAGACTTTTTACTTCGACCAGTGAACGGGCCGGAGGATTGTCTTTAAAATACCTTCCGTAAATTTCATT
+AATCTTTGCAAAGTCAGCCATATTTGTGACAAATACAGTGGTCTTTATAACGTTGTTAAAATCCATACCT
+GCAGCTCTTAAGATGGCCCGTATATTTTCCAAAACTCTTTCTGTCTGCTTTTCAATGTCAGCCTCTACCA
+TTTCTCCTGTGGCAGGGTCAATAGCTATTTGTCCTGCGGTGTATAAAAATCCATCTACTAAAACTGCCTG
+TGAATAGGGTCCTATAGCCTTTGGAGCAGCATCAGTGTTTATAATTGTCTTCATCTATCCCCATCCCTTC
+TATTTATTTTCCCACATAAAACGTTGTCCATGAATATTATATCACTTAAACTTGCGCTTTTTCAATAATT
+TTTTAAGGATTATAAAATTTTTGTACATACAATTAAGAAAGAGTAAATAAGCGAAAACAGAAGAAAAATA
+GAGATTTTCTGTAGTTTTTCAATAATTTTGCTGGAAAATCGCAAACAAATTCATTTATTTGACTTTGACT
+TTCCCTGACCTTTGTTGTAATTATTAAAGTGGAAGGTAGGCAAAGGGTGCAGGAGGTGGTAAGTATGGTA
+AAAAGGAGAGATTTTCTCTCGTAAACCATCTTTCCACCTCTACACACCTTAAGCCTCTAATAGCCAAAGG
+AGGGGTGAGAAGTCCGCCCCTCCCTTTTTTATCTTAGCTGAGCAGCTATTTCTCTTAATCTCATTTCTTC
+CTCATTTTCCGGCTCAGGCAGTACAACGTTGTGAGGTACTGGTTTCCCTTCTTCATCTACATGAATGAAT
+GTAGCAAAACCTTCAAGTATAGGTTCTTCTTCATCGTTTTTGTATACTTTTGCGTAAGTTTTTATGCTGG
+ACCTTCCTGTCAGAACCACCTTCGCCTTTATCTTTATTATATCCCCTTTTGTAGCACTCTTTCTAAATTC
+CAACCCGTGTATCTTTAGACACACTATATTTTCAGGCTTTTTTATGAGGTCGCAAGCAGCTATAAAACAG
+GCTTCCACAAACCACTCCGCAATTCTTCCAGCAAAAAGCGTACCATGGTGGTTTAAGTCCTCAGATTTTA
+CAAGATGAGCAACGCTTATCTCCTTCATTTTTTCTTCCTCCTGCCCAGTTTTTATAAAATAAAATTTCGG
+GACCCCTTTCATAATAACCAGATCCCGAAATTTTGTCAATTGATATTACCATCTTCAAATTGAAGAAATA
+AATCTTAAGTGCATCTGTTCATACCTTCCTGTCATATTCCACTTCCAAATTTTTAACCATAATTTTTACC
+TTATTTTTTATAATATCTTCTCATGCTTTTTAAAAATCTTCCCTACTAACACTCTACCAAATTATCCCTC
+TTCCTCCTCAACATAAATGGCATAATCAGGGCAGTACATTTCACATATTCCGCATTTTATGCATTTTTCA
+TCGTCAATTAAATGGACTTTGCCATTCTTTATCTCTAAAACTTTTCTGGGGCAAAATTCCACACAGATCC
+CACAGCCTTTGCACCATTCTTGGATTATGTTAAACTTTTTCACGCTATTTTCCTTTGTCATTCATTTCAC
+TCCTCAAAAAGGTTCTACACTCACATCAAAAGTTTCCTCATCCACCCTTACTGTGAAGTACTTTATCTCT
+TTTGCGGAAGTTTTTATCTTCTCTATTAATTTTTCTATCTCTTCCAAAGCCCTGTGAGCCTCCTCCAAAG
+TTATTACCCTGAATCTAATTCTATCCCCTGGTTTTAACTGAGCTATTTTTGATAGATCTGGAGAAATAAC
+CGTAGCGATTTTAGTATATCCACCCGTAGTCTGGGCATCTTTCAAAATTACAATCGGTTGGCCATTCGCA
+GGTACTTGGACTGCTCCGGGTAAAAGCCCGTCTGAGATAATATCGTACCTCTCTTTCGCCTTAAGAAAAG
+GTCCTTCTAATCTGTACCCCATTCTGTCTGAATCTTTGCTGATGACATAAGACGAGCTTAAAAACACTTT
+TATAGTTTCTTCTTCAAAATAATCATCCTGAGGTCCTAATATCACTCTTACCTCCTCTTCAGAAGAGTAA
+GAGGGAATGTACTCTTCACGCACTTTCCTTGTCTGCAGTAACACCTGAGGAGAAGGATTCTTTTCTAGTA
+TGTCGCCTTTTTCTAAGCGCCTGCCCTTGATACCTCCTAATTTACCCCGGGTATACGTAGAAACACTTCC
+CATCACGTAGTCCCCTTTGAATCCGCCTTTAACAGCAAGGTATGACCTTAAGCCTGACTTAATAGGAGAA
+AAAGATAAAATATCCCCTTTTCGCACAGGAAAAGAAGACCACATAGGTCTTGGTATACCGTTTACCATAG
+GTTGCATCTCTGCTCCTGTCACAGCTACAAAAGTATCAGTTAATGCTTCTAAAGTAGGTCCCACAAGAGT
+AATTTCCAAACACGCATCATTTTCTTCATTTTCTAAAAGTCTGTTAGCTATCCTAAAAGCAAATTCGTCC
+ATTGCTCCAGAAGTAGGAACTCCCTGGCTCTCATAGCCAAACCTACCTAAATCTTGAATAGTAGTAAATA
+ATCCCGGCTCTAATACTTTAAAACATTCCATTTTATCACCCACTCAGATTATGATTTAGATATTCGTAAA
+TGCGCAGTTGATATTTACCCTCTTGTATTTCTTTTTCTATCTTGTAATATTCCTCTTCAGAGACGGGAAT
+GAACTTTATATAGTTTCCTGCCTCAAATAAAATTGGCTTTTCTCTCTCCTGATCGTACAATCTCACAGGA
+GTTCTCCCTATTATTCGCCATCCTCCCGGACTCGAAAGAGGATAAATCCCAGTCTGATTCCCAGCAATCC
+CCACGGACCCTGCCTTTATTTCTGTGCGAGGAGTCTCAAGGCGCGGTGTAGCAATTTTTTCGGACATTCC
+ACCTAAATATGCAAATCCCATAGTAAAACCTACCATATAAATTCTGTAAAGTGGAGCGCTGTGAATTGCT
+ATTACTTCTTCAATAGATAAATTATTGTGTTTAGCTACAAATTCAAGGTCAGGCCCAAATTCTCCCCCGT
+ATACCACTGGTATTTCGTACACCTGCGGTTTAAATTCCTCTTTTATTTCTACTTCTTTATCCATTTTTTC
+TGAAACATATTTTATCAGCTCATTGTAGGAAATCTGTAAAGGATTGTACTTTACAAGGAGAGACCTATAT
+GTGGGAATCATAGAAATTATTCCTTGTCTACTCTCTTTCTTTAATATTCGATAAAGATTTACAACTTTTT
+CATTGCATTCGACGGTTATTTCATTTCCAAACTCAACTACAATTCCTTTGTCGCCAAAAGGCAATATTCG
+GGGTTTTTCGTACATCTATATCAACTCCTCACTTTATACAAATTCGCCCATTGGAAGTATGTCTACTCCG
+TTTTCTTCTAAAGTTTCCCTTATCTTTTTTGCAAACTCCACAGCCTGCGGATTATCACCGTGTACACATA
+TAGTGTCAACCTTTACTTTTACCAAAGTCCCATCTATTGCCTCACAAACCCCTTCCTTTACCATCCTCAA
+GACTCTCTTGCAAGCCAATTCTTCATCGTGGATTATGGCATTGGGATGTTTTCTAGAAACTAGAGTGCCA
+TCTGGATTTATATTTCTATCTGCAAAGACCTCATATGCAAATCTCAATCCAACCTTCTCTGCTGCTCTTT
+CCATCGCTGTATTTGCCATTCCAACACATATTAAATTTCTGTCTACAGAAGCTATAGCTTCTGCAATTGC
+CATGGCAATTTTTTCATCCACTGCTGCCATGTTATAAAGAGCTCCATGAGCCTTTACATGCTGTAATTTT
+GTACCTCTGATTGCAGCAAAAGCCTGTAATGCTCCTATTTGATATATAACGTAATTTTTTATTTCTTCTG
+AAGAAGCGTCCAAATTTCTCCTTCCAAACCCTAGCAAATCAGGAAAACCAGGATGTGCCCCTATTGAAAC
+CACATTTTTTAAGCAACGGTCAACAGTCAAAGCCATTACCATTGGATCTCCTGCATGAAAGCCACATGCA
+ATATTGGCAGAAGAAATATATTTGACTACCTCTTCATCCATTCCTATTTTATAAGCTCCAAAACTCTCTC
+CAATATCGCTATTTATATCCACTCTGTACATAATCATTACCCCCTCATCTTTATTCTACATTGTACCCTT
+TGCAATTTTTGTGCCATCTCTTCTGCTCTTTTACTGTTTTAATTCTACTAAATTGATAGGCTAATTTTCC
+ATTTCAGTGTGCACTACACATTTCTTAATGTGCTTTTTCGCACATTTGCTTGATAGTGTGAAATTTCAGT
+ACGTGACAAAGCAGAAAAAATGAGGTATTAATGTAGAAAAAAAGACCTCACCGGGAAAAAACCAAAAATC
+AAAACAAAAGGAAGGTAAGGTCCGATATATTATTAGATATTCGACACATAGTGTAGTGGGTATAATCCTG
+CTTTTGGTTCAAGATTTTAATGAAAATAGTAAAGGAAAACGAAGCAGAATATAGACTAAATCCCTATCAC
+TTGCAGAAGAACTTGCTAGAGGCCCTGTGGTATGACGAAGAGACATATACTGGAAGATCCATTTGCGAGC
+AAGCTATGGATAAAATACATTTTAAAGGAAATAACACGAGCACAAAGATTTGGCAGTAGGTATTTGAGGA
+AGGAGTATAGTTCTATTATTTTACATTAAGAAAAGCAGAGAAAGAAAGGATATTTGTGTTTTTGTTAAAG
+TAATAATTTAACATAAATGGAATATATATAAATTACTAATCAAGCTTATAAGTTATTAGCGGTGAGGTCG
+GCTACAAAAAATTTTTTACCTACAAAATTTTGACACGGGCAAATTGTAGCCGTGACTACAGTTTTATTTA
+TGTATTGTTGATATAATTATAAAAAAATAAATCCATTTTAAAGGGGGTAGTTTATGATTAAGTTAATTGG
+TATTTTAATCATTATTGTGGGATTTATCTTAAAGCTCGATACTTTAGCAGTGGTTTTAATTGCTGGTATT
+GTGACTGGCCTGGTGGCAGGATTGCCTTTTCCTAAAATTGTAGAAATTTTAGGGAAAGCTTTTGTAGAGA
+ATAGGTATATGTCTATATTTATTGTCTCATTGCCTGTAATTGGAATCCTTGAAAGGTATGGCCTCCGTGA
+AAGAGCTGCATATGTAATAGGGAAAATAAAAGCAGCTACAGTGGGGAAAGTAACTGCTTTATATCTAGTA
+CTTAGAACATTATCAGCGATGTTCGGCTTAAGGCTTGGCGGACATGTACAATTTATACGACCTTTGATAC
+TACCTATGGCAGAAGGGGCAGCAATGAATAGATATGGCGAAATAAAAAGCGAAGACCATGAAACAATTAA
+GGGATTAGAAGCTGCAGTAGAAAACTATGGCAATTTCTTTGGGCAGAATGCTTTTGTTGCAGCAGGAGGA
+GTTTTGTTAATTGTTGGCGTATTAAAAGAATTAAACTATACTGTAGAAGCTATAGATATTGCAAAAGCGT
+CAATACCTATCGCGTTAATAATAATGGTAGTTGGTAGTTTGCAGTTTTTCTATTATGACAGAAAATTTGA
+CCAAAAATATGGAATAAAAACAAGGCCTAAAAAAGAAAATAGGCAGAATGCTTAGGAAGGAGGAGTGTTG
+ATGCTTAAGGATGCTTTAACTGAAATCCTATACATTATGATGGGCATAGTTTGTTTTTACTCGGTGTATG
+CTACACTAAAAGAAAAAAGTCATCCTTCAAAAATTCCTACTGCTTTATTTTGGGGATTATTAGGAATAAT
+TTTTACATTTAGCCGAATAGGCTTATTGTGGGGTAATAAAAACATTTATATACCTGATATCTATACAGGA
+TACATGGTTATTATATTGACTCTGTTATCTGCATTTCGGTTAGTCAAAATTGGAAAATTTGACGAATCAA
+CCTCAGAATTTAAACAACAAATGTCACAAAAAATTGGCAATTTAATCTTTGTTCCAGCCTTGGCTCTTGG
+TATTGTTGCGTTTATTGTTGCCCAAATATGGACTAAACAACTGGGTTCTCTTGTGGCTTTTTGGATATCA
+ACTGTAGTAGCTGCAATTTTGGCATTAGTTATTACGAAAGGGAAAGTTAAAGAAATGGCTGATGATGGTA
+GGAGGTTACTTGAAGTAGTAGGACCTGTAAGCATTTTACCACAATTGCTTGCTGCTCTAGGGGCTATTTT
+TACCGCTGCAGGAGTAGGCGATGTGATTGCAAGTGGAATAAAGACTGTCATTCCTCAAGGTAATATACTT
+TTAGGAGTAATTGCTTATTGCGTAGGAATGGCTTTATTTACCATGATAATGGGCAATGCTTTTGCAGCTT
+TTGCAGTTATTACAGCAGGTATCGGAATTCCTTTTGTAATAGCTCAAGGAGGGAATCCTGTGATAGTAGC
+GGCCTTAGGTATGACAGCAGGATATTGTGGAACTTTAATGACACCAATGGCGGCAAATTTTAACATAGTT
+CCGACTGCAATATTGGAAATGGAAGATAAGAAATATGGAGTTATAAAATATCAAGTTCCTGTAGCTATTG
+CCATGCTCATTATTCACATAGTACTAATGTATGTTTGGGCATTTTAATATTTTTATGAAAGGGTGATGTG
+GTAATGAAAATACTTGTAACAGCTTTTGATCCTTTTGGTGGGGAAAGTATTAATCCTTCTTATGAAGTAT
+TAAAAAACTTAAAAGATAATATAGAAGGTGCGGAGATAGTTAAGATTCAAGTTCCTACTGTTTTTTATCT
+CTCTGTTGAGAAGGCAATAGAAAAAATAAAGGAAGTTAATCCGGATGCAGTTTTAAGTATTGGACAAGCT
+GGAGGACGATATGATATAAGTGTGGAGAGAGTAGCCATCAATATCGATGATGCTAGAATTCCAGATAATA
+TAGGACAGCAGCCAATTGATACACCGATTGACCCTGAAGGAGCTCCAGCTTATTTTGCCACTATTCCAAT
+AAAAGAGATAGTGGAAGAGATAAAGAAAGAAAATATACCGGCATCAATTTCCAATACAGCAGGTACGTAT
+GTGTGCAATCATCTAATGTATGGAATTCTAAATTACATTCACAAAAACAAATTAAACATTAAAGCGGGCT
+TTATTCACATACCTTATTTGCCAGTGCAAGTTTTGAATAAGCCTTCTACTCCTTCCATGTCTTTAGGGGA
+TATGGTTAAAGCTATAGAAACTGCTATAAAAGTAATTGTAAAAAGTTGTAAAAAAAGTAGATAGCAGTTA
+TTTGGGAGAAGTGAAAAAACTATTTGTATATGGAACTTTAATGAGAGGTTTTGAAAATTACAACAAATAT
+TTAAAAGATAAAGTTAAAGAGATAAAGAAAGGATATACTTACGGCAATCTCTATCACCTGATACGGGAAA
+GTTGTCCTGCTTTAATTGAAGGGAAAGAAAAAATATGGGGGGAGATTATTACTTTCTATGATGATGGCAA
+TGTTTTGTCAAGTATTGATGAGTTAGAGTTATATTTTGGAGATAAGCATGAAATTATGTATTTAAGAGAA
+AAAAGAGAAGTATTTTATGAGAATGGCGAAAAAGAGTATATTGATGTTTATGTATATAAAAAAGACATAA
+AAAGAGAACCTCATATTTATATCGAAACAGGTGACTGGAGAACATTTTTATTAAAGAGATGAAACTATGT
+TAGGCATGGAGATTTTTATGCTCCATGCCTTTTAGATATTTAGATATAGAAAACCTAATAAAGGTCAAAA
+TATAGAAATGCAATTTTAAAGATAGTATAATTAATTTTAAAGGTTAACTTTTTAATTACACATATTGTAA
+AAATAGCAAAATTGTTGGTGTAATTTTTATTGTTCCAAACAGAAAAGAAATGAGGAGCTGAAAGGGGATG
+ACTATAAGTTCGGTATATAACGAAATGTTTGATATAAATCGACAGAAAGATATGAGAAAATTTTTCCTTA
+ATATAGCTATAGAGGGATATAAAAAGAGTTTTTTGAAAAATGAAACTATAACAATTGATTGTGACAAAAC
+ATATATTGCCATAATAACGAAAGGGTTGATAAAGCAATTTATTTCAAATAAAAATGGGAAGATAAAAGTT
+CTTTATTTGTTGCAGCCAGGGGAGATATTTGGGGAATTTTCTTATTTAGGAGGAGGATTTGATTTAATTG
+AAGGTCAAGCTATAAAAGATAGTGAAATATCTATTATTTTTGAAGATAAATTAAATTCTATGCTGAAAAC
+AAATCCTACGATGTATAAATATATTGCTCATAGCATGAGCAGAAAATTCAGAATTGTTACTATGCAAATG
+AGTGATTTGATTTTCAAAGATTCAATGGGAAGACTATGCGATTTTCTAATTAGAGTGTTTTATCAGGAAG
+GTAAGAAAATAGAAAAAGGTTATATAATAGACATCCCTTTAACCCATGAGGATATTGCTAATTTAATAGG
+ATGTGATAGAGTAACTGTTACAAAAGGACTAAATAAGTTGAAAAAAGAAGGTTTAATTGAGATAGATGGA
+AAAAAGATTATAATAAAAGACCTTCGCTACCTTGAAAATTATGCGGATTCATAACATTTAAGCATGATAT
+AATAAATAACAACCCGGCGATAAGTGAAGGGGTTAATAATTTGAAAGTGTCAATAGCGGATTAAAATTGA
+CCCATTTTCAACGGTTTTAAATTGACCCACCCTGCGTTTTTTTAATTAAGCTTTAATGTTTGGACTACCG
+TAAAGACCAGTCTTTAATCTATCCTTTAAACGATAGCTGTTACCTCTTATGTTGATTATATGAGCATGGT
+GCAGCAATCTGTCCAAAGCCGCAGTTGCAAGAACCGGATCCCCCATTAGTTCACCCCATTCCCCAAATCC
+TTTGTTGCTTGTAAGTATTATGCTCCCTCTCTCATACCGTGCACTTATCAGCTGAAAAAAGAGATTTGCT
+CCAAGGTTGTCTAAAGGCAAATATCCTATTTCATCTACAACAAGAAGCCTTGGCCTTATGTGGTTCCTCG
+GAAGGAGTATAGTTCCATTATTTTACATTAAAAAGCAAGAAAAAGGAGAAAAGATCTTTACGCTTTGTCA
+AAGTAATAATTTAACATAAATAGTAATATATATATAAATCACTAATTTAAACTTATAAATTTTTAGCGGT
+AAGGTTGTCCACAAAAAATTTTTACCTACAAAATCTTGACACGGGCCAGAAAAAATAAACTCTTGATTTT
+TTCCTCATTTTCAGCTAAAATAAAGGTAGACCAGAGAATGTCTGGGTGTGGCGCAGCTGGTAGCGCGCCA
+GAATGGGGTTCTGGAGGCCGGGGGTTCAAGTCCCCCCACTCAGACCAGTGAAAAAAAGACCACTTACTCA
+CAAGTAAGTGGTCTTTTTGTTTAGATGATTATGAATATTATTCCTCCGCCACTGTCATTCACTACTTTCT
+CCAACGTATCTCTCAATTTATGACTTAAATTTTCAGGAATTGCACTTACTTTGTTTTGCATACCTTCTTT
+TACAAGATCGCTCAATGTCTTTCCAAATATGTTGGATTCCCAGATTTTTTCTGGGGCATTTTCAAACTGC
+TCTGTTATGTATTTTACAAAGTCTTCGCTTTGCTTTTCTGTACCTACTACAGGTGTCACTTCTGCTGTTA
+TATCTGTGCGGAAAATATGATAGGAAGGTGCAGAGGCTTTAAGCCTTACCGCAAATCTTCCACCTTGCCT
+CACTATTTCAGGCTTTTCAAATTTCATCTCCTCTAAACTCGCAGGAACTACCCCTACTCCTGTCTCTTGT
+GCCTTTAAAAATGCCTCTTTTATTCTATCGTACTGTCTTTTTGCATGTGCCAGTTCTTTTATAACACTCA
+TCAATTCTTTGTCATTTTTGATTGTAAGCCCGCTTTCATCACTTAAAATTTTGAAAAATAAGCCTTCATG
+GGTTTTAATCTCAATATTGGCGCTTCCCTCTCCGGGAGCAATCTTTTTTATAAACACCTCTGAAAAGTTT
+TCATTTGCTTTAAGACCGCCTACAAGATTTGAAATATCTCTTAGCCTATACAAATCTTTTACGCTCTCTT
+TTACCGTAGAAAGCACATTTTCTTTAAACCAGTGGTTTTTATCAAGAGCATCCACCCATGTAGGAAGGTC
+AATGGCAATTTCCCTGATTGGAAATTCAAAAAGCACTTTTTCCAAAATTTTGTAAATATCCTTAATCTCC
+ATCTGCATCACATTGACTACAATCACAGGTGTATCGTACTTTTTCTCCAGTTCACTTGCTAAATTCATTG
+TTTCTGTATTCTGCGGATGAGTGGTATTGAGAAGAATTATAAAAGGTTTGTTTAGCTCTTTTAATTCTTT
+TATAACCCTTTCCTCGGCAGGAACGTAATTTTCTCTCGGTATTTCTGTAATACTTCCGTCCGTGGTAACT
+ACTAACCCTATAGTAGAATGGTCGCTTATTACTTTCCTTGTCCCTATCTCCGCTGCCTCTTCAAAAGGTA
+TTTCGTAGTCATACCAAGGGGTAGAAACCATCCTGGGTTTGTCTCCTTCCATGTAGCCTAGCGCTCCTTT
+TACCATGTATCCAACGCAATCCACAAGCCTTACTTTAAACTTAGTGTTTTCGTTTATAGTTATTTCCACT
+GCTTTTTCTGGAACAAACTTGGGTTCTGTAGTCATAACTGTTTTGCCAGCAGCGCTCTGAGGAAGTTCAT
+CCCTTATTCTTTCTTTTAAAGGAGCTTCTTCTAGGTTAGGAAGCACTAATATGTCCATAAAACGCTTAAT
+AAAAGTCGACTTGCCTGTTCTAACAGGGCCAACAACTCCTATGTAGATATCTCCCTGAGTTCTCTCAGCA
+ATGTCTCTATAGATGTCGTAGCCTTCCACTTTATTCCCTCCTTTTGGCTATGTCCCTCATTCTCATTCCT
+AATATATGCTTTTACCCCACAGTTATATGATTAAATATAAAATCTCCGGCAAAGCCGGAGATTAAATTCC
+GTGTAACTCGTGCTTTTTATCTCTCGTCATCAAATTATAAACCGCCTCAAAAGGATTTTTATTTTCAAAA
+ATTATAGAATAAATCTCCTTGGTAATTGGCATCTCCACTCCATATATTTGAGAAAGCCTGTAGGCTGATT
+TGGTAGTATTTACGCCTTCCACTACCATCCCTATTTCTTTTAACGCTTCTTTTAAACTTTTCCCCTTGCC
+TATTAAAATCCCCGCTCTTCTATTTCTTGAATAGTTACTTGTACAGGTCACAATAAGGTCCCCGACCCCT
+GCCAATCCCAGGAAAGTCAAAGGGTCCGAACCCATAGCCACTCCCAGCCTTGTAATCTCGGCAAGCCCTC
+TTGTCATGAGAGCAGCTTTTGTATTATCCCCAAAGCCAAGCCCGTCGGAAATCCCCGCCCCTAAAGCGAT
+TATATTTTTTAAAGCTCCTCCTAGTTCCACTCCTATTACATCGGTATTTACATACAGCCTGAAAGTCTCG
+TTCATAAAAGCCTCCTGTATGAATTCGCAAGCCTTAACGTCCTCTGAAGCAAGTACACAGGCCGTAGGAA
+TCTGTCTTACTACTTCTTCCGCATGACTTGGTCCTGACAGCACTACCACAGGGTTTAAAAGGTATTCCTT
+TATTACCTCAGACATTCTCTTCAATGAAGAAGTTTCAATCCCTTTTGCCAGATTGACAACAATAGCATTT
+TTAGAGATTTTCCCTTTTAATTTTTCGGATACTTCTCTTACAGCATGGGAAGGAACAGCAATGACCACTA
+CTTCGGAATCTTCTACTGCTTTATCTAGGTCATTGTACAGTAAAATGCTTGAAGGAAGATCCACGTCAAG
+GTATCTCGAATTGTGCCTTGTTGCAATAAGTTCCTCAAATTGCTCCTTACTTCTCATCCACAGCCTTACC
+TGATGGTTTAATTTATTAAGGTGAATAGCTATAGCAGTTCCCCAGCTTCCTGCTCCCAGTACCGCTATTT
+TCATTTCTCTTTCCCTTTCTTATTTTATTTGAGCTCTCTGCCCTATTTTAGATTCAGTCCCGTTTATCAA
+CCTCTTTATATTAGAGCGATGCTGGAATATTACTAACAACGCTAAGACTATTGCAAAAGTTAAAACTTGA
+ACTGAATTAGGGAAAAATATGTTCAAAAGAGCAAAAGTAATAGCACCTGTCATAGACCCCAAAGATACAT
+AGCGAGTTATAGCAATTACCGCTACTCCAATCGCAAGAGCAATAAGTCCTAAAAGGGGATTTATAGTCAT
+CACCACTCCTACGCTTGTGGCAACTCCTTTTCCACCCCTAAACTTTAAAAATATCGGCCAGTTGTGCCCG
+CACACAACAGCTATACCGGCAATCAACGCTCCAGGCATTCCTATGAAATACTTTCCAAGTAAGACTGCTA
+CTACCCCTTTCAACACATCGAGCACAAAAACAGGCGCTGCTGCCTTAGGACCCAATACTCTTAAGACATT
+AGTAGCTCCAGCATTGCCGCTCCCATAATTTCTTATGTCAATATTTCTAGTGTATTTTGTGAAAATATAT
+GCATTATTTATACAGCCAATTAAATAAGCCAAAACAGCAACGAGTACAAATTTCATCTTCTCCCCCCTTT
+CCCTTTAATCTTCTCCTCTTTTTTTAGTAGAAATCACAATAGGCACTCCCTCAAAACCAAAATTTTGCCT
+TATAGTGTTTTCAAGAAATCTCACATAAGAGAAATGTAATAATTCAGGCTCATTCACAAAAATTACAAAA
+GTTGGTGGCTTTGTTCCTACTTGTGTAGCATAGTATATTTTTATAGGTCTTCCTTTAGAAGAAGGTGGCG
+GAAACATGAGCATTGCTTCATTTAAGACATTGTTTAAAAGCCCTGTAGTAATTCTCTTATTATATTCTTC
+CCACACTTTATCTACAGTTTCCAAAACTTTGTGAATTCTTTGACCTGTCTTGGCAGATATAAATAGTATA
+GGAGCAAAAGAGATAAAAGCCAGTTTTTCTCTAATCATCTCTGTATATTCTTTATAAGTATTGCTATCTT
+TCTCAACAATGTCCCACTTGTTCACAAGAATTATAATTCCCTTCCCGTTTTCAAAAGCATAACCAGCAAT
+TTTTGTATCCTGCTCCGTAGGACCTTCTGTAGCATCTATCATGAGAAGGCATATATCAGCCCTCTCAATT
+GCAGCCAATGCCCTTAAAACGCTGTACCTTTCTATTGACTCGCTTATCCTACTTTTCCTTCTTATTCCAG
+CAGTATCAATTAATATATAATTCCTTCCATCTTTAGTAAAAGGAGTATCTATTGCATCTCGAGTAGTTCC
+TGGTATATCACTTACAATAACTCTTTCTTCCCCTAGTATGCGATTTACTAAAGAAGATTTTCCTACGTTG
+GGTCTCCCAATCACAGCAATTTTAATCGTTTCTTCTTCATATTCTACATCATTTTCAGGCAACCTCTTTA
+TCACTTCATCCAAAAGTTCACCTATTCCAAGCCCATTTGAAGCAGAGATGGGTATAGGTTCTCCTAAACC
+CAGCTTGAAAAAGTCATAAAAACTCGCAGGCATCTCTTTGAAACTATCCACTTTATTGCAAACCAAAATC
+ACTTCTTTTTTGGTTTTCCTTAGCATATTGGCTATTTCTTCATCTTCAGGGACAAGTCCCTCTCTCGCAT
+CAACCACAAACAAAATCAAGTCTGCTGCTTCAATAGCCGCTTCTACTTGCAATTTCACTTTCGAAAAGAT
+CACGTCCTTTGGGTCAGGATCCAATCCACCAGTGTCTACCAAAATAAACTTCCTGTTAAGCCATTCTGCA
+TTTCCGTATATTCTGTCCCTTGTAACTCCAGGTATGTCCTCAACAATTGATATCCTTCTTTTAAGAATTC
+TGTTAAAAAGAGTGGATTTCCCAACGTTTGGTCTTCCGACAATAGCTACCATCGCTCTTGACATTTGCCT
+CACCTACCTCTGTATATCTTTTGTAAAAACTCTCTTCCATCAACTTCGGAAACAATTACTTCCGCTCCCA
+AGGCATCCTCCACTTCTCTCACTTTTACATCGTCCAAAAATATATCTGAACCTTCTTTTAGCATCACCCG
+AGGTATAACCAAAGTCTTGCCCTTTGCCTTGCCTTTGAGCTGTTCTATTATGTCTTTTCCCACTACAAGT
+CCTGCCACAGTTATGTTTTTTCCAAAGAACTTATTTACTATGGGCATAACTTCAATGTCAAATCCTATAC
+TTTTAAGTTTTTGTGATATATTCCTCATAAAATCATAAGCAGCAATTCCCGTGACGATTAAATAAGGCTT
+ATTACTTCTTCTCACTAACCGCTTTCTTCTCTGAAAAGCTTCTTCAAACTGGTGCTTGAACAAAGCCATA
+AGCCCAACGCCATTTTCTATCTGCGGAAAATCTTCATAGTGGTCATAATCGGGAATCGGCAAATCCCCAA
+TCACATAAAACTCGTCAGACAAAAAAACAAAAGACGTTCCCAATCTAGCTTTTAATTTTTCCTGCCAGGA
+AGAAACTTGCTCCACTACCTCCCTCGCCTCATCAATAGTAAAAGGGCGCAGTGGATAGAGGTTATGCCTG
+TGGTCAGTAAGCCCTACCGGCACCACAGCCACTGATTTTACTCCCGAATAAAGGTCAGATAAGTCTTTTA
+TCGTCTTATCAAGCTCAGCTCCATCGTTGATTTCCGGGCACAAGACAATCTGCCCGTGAACTTCAATCCC
+ATTATTTACTAGTTTCTTTAGGTTTTCCATTATATTTCTCGCGTTAGGATTTCTCATCATCCTTACTCTC
+AAATCGCCGTCTGTGGTGTGAATTGAGACGTAAATGGGCGAAAGCCTGTATTTTATGATTCTATCAATTT
+CTTCCTCGTTCATATTAGTCAAAGTTATGAAATTTCCCTGAAGAAAAGAAAGTCTGTAGTCATCATCTTT
+AAAAAGCAAAGACTTTCGAACTCCTTTTGGCAATTGGTCGATAAAGCAAAAAATGCATTTGTTTCTGCAC
+CTCTTTGGCCTATCAATTATCTCCTCTTCAAACACCAGTCCTATGTCTTCATTGTAATCTTTTTCAATTT
+CAAACACATATCTCTCACCTGAAATTTTCTCAATTTCCACCTGTACAAATTCATTAGCCATCTCATAGCG
+ATAATCTATTATATCAATGACTTCTCTTCCATTTAATGAAATTAACTTATCGCCTTTTTGTATGCCCAAT
+TCCTCTGCTATACTTCCTTTTATGACATCTTTTATGTTAATCTTCTGCATATTATTCCTCCTAAATCTCC
+TCCCCCTCTACTAAATTATGAATTAATCTTAAAAATACGTCAAGAGATTTTTTGCAACTTTGTTTTAATA
+GCTGTTACTAATTCCACAAAATTCTTATACCTTTTCAGTATTCCATAAACTGTTATTGGCCTTCCCAGTG
+AAATAATACCAAGTCTACGCGATGCAATCCCCCCAATTTTTGTAGTAATGCCAATGGCGGGCAACGCATC
+CACTACTAGCACTTCTTTTTCACTAATCCCATAAAGATTCAAAAAGCTGTAAATAGCTTTTGTCACAATA
+TCTCTCCCATTTCTCGCCCCCACGATATAAACTTCATTTCCAAACTCGTCTTTACCCATATAAAAAAGAG
+TTCCAATCTCTTCATTGGAAGTCTTATCATAATAAGGAAGAGAAATAATTTCTCTGAAACTAGGTACCCT
+ATCTGTAGGCAAAAGGCCAATGTGAATTGAAGCAGCAACAACAGAAGAATGTGCACTCCCATAGCACATG
+TAGATTATAACCATTCTATCACCTCATAAAATTCTCTTATATTTTTCAACAAATTTTTTCATGTGTTTTC
+TTTTTTGGAGGTAGTAGCCATAAAAAAATTTCTCTACAGTATTTCTGAATATCTTATTTTCTCTTAGCCC
+CAGTAAAAAGCCAAAAAACTTAAAATCATACTGGGAGGTATCTATAAAAATCACATCATCATCGATGTCA
+AAAACCTTCATCAAGTCTTTTAAAGTCCTCTTTATGTTTTCACCAAAATTTTTCACTCCCATCACAAAAA
+TTTCATTTCCACACCCATCTTTTCCCATGTATTTTATATTCCCATAATCTACTTGGAATAAAAAGGGGAT
+TTTAAAAAATTCCTCTTCTCCAATATCGAACTTCTCATTCAGATGAAGATAAGCGCAAATGGGAGAAGAA
+TAGCATCCGTAGAAACTATAATAAATCGCTTTCATAACATCACCTAATATTGCTTAACTAAAATAAAAAC
+TCCGTTCTCAAGGTCATGAACTGCTGCTTTGAAAATTCTGCTCATGTACATAGATATTCTCTGTTGATCC
+TCTTCCGTATCGACGTAAATGATGGGAGCTGTCCCGCTTGATACATTGTCTTTGGCCCTCCTTAACGCTA
+CTATCGCTACTACATAGCCTGTGACGTGAACTTCCATTATATCACCCCAAATTCCTTGTGGCTCCTCTAG
+ATTTGGAAGGATATTTTCTCACAGTTTCTATAGCAGGAATATTCTTGATAATTTCAACAAACGCATCTAC
+ATCCGGCTTCATGACAACCATCACGACAATAACATCTCCATTTTCGCTGTTGTTCATGGTCATGGGAGCT
+AATTCAGGCGTATCTATGTTCATCCTAAGCCCCAGCTGGTTAGCTGTCTCATGAAGTATGGCCTGTCTTA
+TCCCCAGGTTGTTTATAGAAATCAAACTGTCAAGACTTTTAGGTCGAATTATTGCAGCAACACCATACTT
+TTCAATAATCTCTCTTCCTTCTTTAAGGCCTATGTCCGCCAAAATCACATTTTCAACACTTAAGCGGGGC
+CCTTTAAATACTATTTTAGCTGGAATCACATCAGCGATATCCCTTATATAGGCAGTTTTCATCACATAGC
+GAGATAAATAGATGGAAATTCCTCCCACTGCAAGACCGACTAAAGCGCTTTTCGCAAGGTAAACAGAAAG
+AGAAGTTACTGCAGCCACTGCCATAGCGATATAATTTCTCGCTTCAAAAATCTTGGCTATATTTTCTATG
+TAAGCAGCTCCCCTTGGAACAAGCTCAGTAGATTCCATTTTCTCTAGGCTTGTCCTCTCTATCTCCCTCA
+CGCCTTTAAACTGCTGTGCCGCTAAAGCAAGAAATGTCACAGCAGTGTACTGCTTTTCGATAAGGGCAGG
+AACAGAAAAGGCTCCTAAAGCTGCAGATATCACACCTAGTGTCAAATGTGTCATGTACCCTTGTGGATAT
+GTGGGATATTGCCTGTAATCTACTCGCAAATATACAAATCGAGCAAGACTTCCCATAACAATTCCCATCA
+AAACAATTTTTATATAGAGGTCATGTCCTATGCTCATTCTTCATCTCCTTTTTTTCGCTTAAATCTTCCT
+AAGTAGCTGGCAAATTCTCTTTTAGTCGCTTTAGAAAATTTGTACAGCATCTCCCTACCCCCGGTACTGA
+GAAGCATAAAGGCAACGGCAGAAACTATTCCTACTCCTACCAAAATCCATATGCCAGTAGCTGCAGCCTT
+ATTCTGCCCGGGAAGTGGTTTCTGCGTTTTTGTAACTGTTCCCACCTGTTTTTGCTGATCCAACCCGTAA
+AGAGCTTTTGTAAGGACATCTGCCATAAACCCTGCTGAAACTTCTGCCCTTTGCCTCGTGTGAGGGTATG
+TCCCAAATTCTAAAAGAAGAGCATTGGGAGTCAGGTCCTGATTGAAGTCTCCTTCTCCAAAAAATATGTC
+TTTTATAAGGTGAGGATAAGTTTTGTCGGCAATGGCTTTAATCCTATACGCCAGATTTTGATTAGCTTTT
+AAATTGGGGTTATTCCTCCCAAGGACAATTCTCACTCCTGCAGCATTTTTACCTGCAATTTTCCTTATGT
+ATTCCTCCAAAGGAACAGCATCTCTATGGACATCTAAAAGGAGATCTGGCTTAAATTCTTTCAGCAATTT
+CACAGCCCCTGCCCTTGAGCGGGTATATGCCATGGCATCGTGGGGAAGGTACAAGGTCCAATCCACTTTT
+ACCTTTACTCCTTTGTCTTCCAATGCTTTCTGAAGAGCAGTATCTACCCTGTATATTCCTCCGTGTCCAT
+TAATGCTAGCAGCGCCGTCAGATGGCAAGTAAGATTCGTCACTGTGAGTGGAGTATATTGCTATCCTTTT
+TTCACCTGTGTTTTGCGATACAGCTATCGCAGCAGAAACTTCTTCATCCACATCTGGAAGCTTTTCCGTC
+CGTATGTACTTGGCATAAGCAATTTTCTCTCCTTCATCTACCTCCACTATTTCGTACAGCTTGTTATCCC
+CTGAAAGGTACATGTCTTTTTTGTGCACATCCATTGCTGTTCGAAACAGCACTTTATCTGTTTTAATGTC
+ATATACTGTGTAGTATCCTGAATTTCCAAGCCCTTCAAAAGGAATTGACGCAAGAATTAATACAAAAGCT
+AAAAATGTAAAAATCTTATTCTCTATCCTTTTCACCTTCATCACCCTTTTCATAAGTTATGTCAGTTAAA
+CTGCTTGCCATCCCTTCTTTGGGTTCGAGATGCTTTTTACTCGTACCTCCCTGTAATTTTTCTCTCGCCT
+CTCCAATAACTTCAGAAAGAAATACCGCAATAATCATGGAAATGACCACAGAGTCAAAAAAACCTGCTCC
+TCCTATTGGAACTGCGCCTTTTATGCCTGTGATAGAGTTTATTATTGCTTGAGCTACATTTGCCAGTATC
+ACTCCCATGACACCAGCTATAAAAGCGCTTCTCCTTGATCGAGAAAAAAGATAGGCAATCAATCCACCTA
+CTATCCCGTAGACGTAATTAGGTTCAATTATCATCGCTTCAGGTTCCGCTGGCAAAATCCTCCCAGCAAT
+ATAAACAGCAACACCTGCCAAAATTGAGACAACAATTGCATTTACTCTCTCTCTGGTGCTCTCAGCCTTC
+AAAAATAGATACAATGATACAGCAAAGGGTATTACTGCCCCTCCTATGTTTACAGAAACGTATTTAGTTA
+CGTAAAGGCTGGGAAGAAAAGTTCCTATAATCATTCCCACAATAACCAGAAACGCCCACATATCTGTCAT
+TTTCATTCTATCCAGCACTCTATGTGCAAATCCGAAAAGTATAGCAAAAGCTGTAATAGAGAGCAATATA
+TAGCTAAGTGGCATAGTAATCCCTCCAATAAAATTGTCTCCTAAATTATCTTTTACAGATTGAAGTGAAA
+ATATACAAAAAAGCGCCTGCTTTCCAGAAGGAAGCAGGCACTTTTTTATTGCTGCCCAGACCTTTTCTTT
+ATGTTTTCAAACTTAAAGTCTATCCTTTCACCTGTCTCTAGATAAATCACCCATTCGCCTATGTTAGTGG
+TATGGTCGGCAATTCTTTCTAAGTACCTGGCAACAAATAAAAATTCAGCTGCCTGATGAATGTTTCTAGG
+GTCTTCTATCATGTAGGTCAAAAGCTCTCTAAAAATTTGGCCGTAAAGCGCATCTACTATTTCATCCTTT
+TCGCCTATTGACCTCGCCAAATCTAAATCCTGCCTTACGTAAGAGTCTAAAGACAGCTTAACCATCTCTC
+TTACAACATCGCTCATCCTAGGGATATCTATCAACGGCTTTATATACTTCTCATCGGCAATTCTCAAAGT
+AGTCCTAGCTATATTAACCGCATAGTCTCCCATTCTCTCCAGGTCTGTTACAATCTTTAGACCTGTCAGC
+ACAATTCTCAAGTCCTTTGCAATGGGATGCTGAGTAACCATTATCTTGGCACATTTTTCGTCTATCTCTA
+TCTCCATCTTATTAATTCTGTCATCTTCATCTATAACCCTTTGAGCCATCTCTTTATCGTGGTTAACTAA
+AGAAGCTATAGAATTCCCAATAGCCTCTTCTACCAAACTCCCCATTTTGAGGATATCGTAGTGAAGTTCT
+TCAAGTTCCTTTTCAAAGCGAGTTCTGTTCACCCTCTCACCTCCTTTTAGCCGAATCTGCCAGTGATGTA
+ATCCTCTGTCCTTTTATCCTTAGGATTGTAGAACACCTGATCTGTAGGCCCCCATTCCACTAATTCACCG
+TTTAGGAAAAAGGCCGTGTAATCAGATACTCTTCCTGCCTGTTGCATGTTATGGGTTACTATTATTATAG
+TATATTTTTTCTTCAACTCTTCAATTAACTCTTCGATCTTCATAGTAGAAATAGGATCTAGCGCCGATGT
+AGGCTCATCCATCAAAATAACTTCTGGTTCCACTGCCAAAGTCCTTGCAATGCAAAGTCTTTGCTGCTGA
+CCTCCTGATAAGCTCAAAGCAGAATGATGAAGCCTGTCTTTTACCTCATCCCATAAAGCCGCTGCTTTTA
+AGCTTTTCTCCACTATTTCATTCAAAGTCCTTTTATCTCTTATTCCGTGAATTCTGGGTCCATACGCTAC
+ATTGTCATATACTGTCATAGGAAAAGGATTTGGCTTCTGAAATACCATCCCCACTTTTTTGCGAAGCTCA
+ATCACATCAACTTCCTTGTAAATGTCTTTGCCATCGAGCAACACAGTACCACTTATTTTAACGCCTTCAA
+TTAAGTCGTTCATCCTGTTCAAAGTCCTGATAAAGGTAGACTTCCCACACCCGGAAGGACCAATAAGTGC
+AAGGACACTATTGGGCTCCACATCCAAATTTATCTTTTTGAGAGCCTGTACTTCTCCGTAAAATAAGTCC
+AAGTCTCTTACCTCTATCTTCTTCATCTGCCAGTCATTCCCCTTCCTATTATCTATATATTATACCATTT
+TATCTTTCACCTGTCATTCTTCTATACAAAACTCCGCCTAACCACCTTGCAAAAAGGTTGAAAGTCAAAA
+CTGCTAAAAGCAAGACCGCAGAAGCTCCATCCGCAATTTGCCTTGCATCAGGAGCTAAACCTTCGCTATT
+TACTTTCCAAATATATACAGCCAAAGTCTCTGCCGGCCTGAACAAATTCAAAGGAGAAGTTGGGCTTGAA
+GGATTTAAGTTTGAAAAATTCAGGGCAGGGCTACTCATACCAGCTGTATAAAGCAGTGCCGCAGCTTCTC
+CAAAAATTCTTCCGGCAGTTAAAATTATTCCAGTTAAAATTCCAGGCATGGCAGCAGGTACAACTACTTT
+TGTGATAGTCTGCCATTTTGTCGCCCCAAGGGCAAAACTCGCTTCCCTCAAGCTACTTGGAACACTCTTT
+ATGGCATCCTCACTGACTCTTGTCATGACAGGAAGGTTTAAAACTGTAAGAGCCAGAGCTCCCGCCATAA
+GTGAATAGCCCCAACCTGTCATTGTGACAAAAACCAAAAGTCCGAAAAGGCCAACGACAATAGAAGGCAT
+AGAAGACAAAGTCTCAACAGACAGGCGTATTACCTCTGTAAAAAGCCCTGGCCTTGCATATTCTGCCATG
+TATATTCCCGCTCCAAGTCCAATCGGAACAGAGATAATTAAGGTAATCACCAGAAGTTCAATTGAATTAA
+AAAGCTGAGGGCCTATACCTCCTCCTGCCTCCATAAACTTGGGAGGGGAAGTTAAGAAAGACAAATTAAG
+CCTTGTCCTTCCTTGATACAAAATATATCCTATGAGGGAAATCAAAAATGCCACTAAAAACCCTGCTACC
+ACGTAAAAATATATTGTAGCAATTTTATCGTAAAGTTTTGCCTTCATCTGTACATTCCCCTCCTGCCTAC
+GAGTCTAATCAATATAATAAAGAAGAAGGATATGATGAGCAGTAAAAGCGCAAGAGACCACAAAGCATTG
+TTCCAAGCAGTACCCATTACCGTATTTCCCATTTCCATTGTAATAATCGAAGTTATAGTTGACATGGGTT
+CAAGAAAAGATTTTGGTATCACCGGACGGTTTCCAATAACCATCTGCACTGCCAAAGCTTCTCCAAAAGC
+TCTCGCAAGCCCGAGTATAATCGCTGTCAAAATGCCGGGTTTTGCCGCAGGTATTAGCACATGTCTTATG
+GTCTGCCAGCGGGTTGCTCCAAGTGCGTAACTTGCTTCTCTTATTTCTACTGGCAAAGACCTTATCGTAT
+CCGCACTTACACTCGTTATGGTAGGCAGAGTCATTATGGCTAAGACTAGTATACCTGCTAGCAAGCTAAA
+GCCGAGCCCTCCAAAATGTTTACTTATGAAAGGAACTAATACGCTAAGCCCAAGCCATCCATAAACAACA
+GAAGGAATACCTACAAATATCTCTATAGCCGGCTGTAAGATTTTTTGCCCCATTTTTTTGCTTATCTCCA
+CCATGAATATTGCCGAAGAGACACCTAACGGTGCACTTATCAATATAGCAAAAATCGAAACAAGAACAGA
+ACCTACAATAAAAGGTAAAGCTCCCACTTGCGGCACTTCTCTGTCAGGCCGCCATTCAGCAGAAAACAAA
+AATTCTTTCAATGGAATCTTGTTTACAATAAAAGTAGAAAGTCCTTTAGATGCCACAAAATAAAAAAGGG
+ATATGACCAGAACTATTAAAAGCACTGCCGACGAGAAAACGATAACTTTCCCCAACATATCCTGGCGTTT
+TCTAGCTACTTCATACCTCTTGTCCATAGTATACTCTCATCCCCCGTTCAATTTATACCCATGTAAAACC
+ATTACGCCTATTCAATAATACCAACCCGGAAAAAAACATTCATTAAATTTATGTTAAATCTATGTTAAAT
+TTATGTTAAATCCTTAAATTGGCAACCAATTAAAAAAGAGCTGGAAGTAAAATCCAGCTCCCCCTTTTTT
+ACGATAGTTACTTTACCGGTATAAACCCTAACTTTGGTATTAAATTCTTCTGAACCTCATCGGACAGCAT
+AAAATCCAAGAAGGCTTTTACTGCACCCTTAGGTTCTCCTTTTGTGTACATGTGTTCATATGACCATATT
+GGGTATTTGCCGTCTATTATGTTCTGAACAGTTGGCTCAACTCCTTCGTATTTTAAAGCTTTGACAGAAT
+TGTCTACATAAGAGAGTGCAAGATAGCTTATAGCACCCTTTGTATCTGCAACAGCTTTTCTAACAGCACC
+AGAGGAATCCTCTGTTAAAGCTATACCCTGAGCTTCTTCCTGCCCTTTCAAAACGACCTTCTTGAATGTA
+GCACGCGTTCCTGAACTGGTTGGTCTATTGATTATCACTATCTTCATATCTGGTCCGCCGACTTCTTTCC
+AGTTGGTTATCTTACCTGTGAATATGTCAATAAGCTGCTGCTGTGTTAAATCATCAACTGTGACGTCTTT
+GTTTACAACTACAGCAAAACCTACTTTTGCAACCTGATGGTCGACTAACTGTTTTGCAATATTTGGGTCC
+AATTTTTCTTCAGCAAAAATATCTGAGTTTCCTATGTCAATAGCTCCCTGGACTACCTGTGTCAAACCTG
+TGCCGCTTCCTCCGCCCTGTACAGTAATTGAAACATTAGGATATTTCTCCATAAAAAGTTTTGCTGCCTG
+CTCTACCAAGGGCTGTAACGCCGTAGAACCTGCAATTGTGATATTCCCTGAAAGTTCTTGAGAAGTAGAA
+CTTTGAGAAGGAGTTTGGCTTTCTTGTGATTTCGTTCCACATGCCGACAAAGCAAATAAGCTTGCTATTA
+TCAGTACTACAATAAATGTCTTTGCAAATCTACTGGTTAACATCAAAGCACCTCCACACTTTTTTGATTT
+TGTACAAGTCAATTGTAACAGTTTAGTGTAAAGTCTGTATTAAGACAATGTTAAGTTTTTGTTAAATCCT
+TTCTGTTAAACCTTATAGTAAACTTTGTCCCTTTGCCGACTTCGCTCTCAACACTTATTTCGCCTTTCAT
+CGATTCTACAATATGCTTAACAATTGCAAGTCCAAGCCCTGTACCTCCAAGCTTTCTCGAGCGACTTTTA
+TCCACTCTGTAAAATCTCTCAAAAAGCCTCGGAATCTTATCCTTTGGTATCCCAATCCCGTTATCTTCAA
+CTTCTATAATTATTTTCTCCCCTTCTAATCTAGTACTCACCTTAACAAAGCCGCCTTCTTGTGTATATTT
+TATCCCGTTATCTATAAGGTTAATCATCATCTGGTGGAATCGATCCCTGTTTGCAATTATAGTCAAATTT
+CCACAATTTAAGTCCCTTTTTAATGTTATGCTTTTATCTTTTGCAGCTTTTTCCATTATATAGAGGATGT
+CCTCAATCTCCTTATCCATTTCTATCTTTTCTACGGGGTATCCTTCTTTCACATTTTCAATCTCAGAAAG
+AGTCAAAATGTCATTTATCAGTCTTGTAAGCCTTTCAGCTTCAAAGTCAATTATATCTAGAAATTTTTCT
+CTTGCCTCTGGGTTTTCAATGGCACCACTCCTCAGAGTTTCAATAAAACCCCTTATTGAGGTCAAAGGAG
+TTCTGAGTTCATGAGACACATTTGCTACAAATTCGCTTCTTATCTTTTCCAATTTCCTCATCTCAGTGAT
+GTCGTCAATTACCAGAACAAAACCTAAATTCACATGGGAAACAGGGTGTAAGATGGGGCTTATATAGACT
+TTGAGGTGCTTGTTGAAAAAGTTAAGTTCAAGGCTTTTCGAAGAAAGGACTTTGTTCTTCCTCAACGTTT
+CAAAAACCTCATACAATTTGCTGCTCCTTATGACTTCAAAGACGCGCCTTCCCGTCAAATCTTTCTCTTC
+AATCCCCAAAATTTTTTTTGCCGAATCGTTCATCATTAATATCCTTTCTGCATTATCAAATGCTATAACT
+CCATTGGCAATGCTCTTTAAAATAGCTTCTAGTGTAGCATTTCTATCGTTTAATTCCTCGATGGTCTCTC
+TTAACTTGTGAGACATAGAGCTCACTGCAAAGTACAGTTCCCTTATCTCGTCAATCGAATTATCTTTTAT
+GCCGTGGTGATATATACCGTTGGCAATGTCTTTCGTTACTTCTGTAATTTCCTGAAGGGGGTCAATTATT
+CGCCGTAAAAACCTGTAACTTAAAACAAAAGAGATAAAAAGGGCAATTCCTACACCTATGAGCAAATTTT
+CAATTGAGACTTTGCCCCAAAAAAATAAAGCCAATGTCAAAATCCCTATGAGGTTTATAAAAAATAACCT
+ATAATAAGATTTCCTAAGCATCTTCTTCACCTTTGTCTTCACTCAAGTCTCTGAGTTTGTAACCTATCCC
+TCGCACAGTCTCAATATAGACAGGCGCCTTGTCGTCATCTTCTATCTTCTTTCTCAAATGCCTTATGTGA
+ACGTCAACAGTCCTCGTTTCACCAGCGTATTCGTATCCCCACACCTTGTCCAGCAAATAGTCTCTCGTCA
+GCACTTTCCCTTTATTTTGAGAGAGGAGCTTTAAAAGCTCAAATTCTTTCAAAGTCAGATCCAGCGCCTT
+TCCTTTCTTGTACACTACATGCTTTCCAGTATCTATCACTATATCCCCAAACTTTATTATTTCTTCTTTT
+TCTTCCTCTACCTGCTGCGTTCGCCGAAGAACCGCCTTTATTCTAGCTAAAAGCTCTCTCACACTAAAAG
+GTTTAGTAATGTAATCATCAGCTCCCAGTTCTAGTCCCAATACCTTATCAAATTCTTCACTTCTTGCAGT
+CAGCATTATTATTGGAATGTTCTTAGTATCCTCATTTTTCTTCAGCACTTTGCATATCTCTAACCCATCC
+ATATCAGGTAACATCAAATCTAGTATCAGCAGATCCGGCTTTTCTTCCAAAGCTTTCTCCAAACCTTCTT
+TCCCATTTTCCGAAGCCATGACTTTATATCCTGCAGCCTCTAGATTATATCTCAATAGCTCTAAGATATG
+GATCTCATCTTCTATCACCAGGACAGTATAAGGCATTTTTACCCCTCCAAATAGGCTTTACTCCTTCTGT
+TTTTTCTCCTCATTCTCTTTAAGAAGTTTTTTTAGCTCATCCATAAAAGTGTTTATATCCTTAAATTGCC
+TGTAGACAGACGCAAACCTCACATAAGCCACCTCATCTACGCTCTTTAACTTTTCCATCACCATTTCTCC
+AATCTCAGCAGAGGTAATTTCCCTAACCATTGAATTTACTATCTTCCTGTCAATTTCATCAGTGATTTCT
+TCCAGCACTTTTATAGGAACAGGCCTCTTTTCACAGGCTTTTATCATCCCTCTTAATATCTTTTCTTTGT
+CGTAAAGCTCTCTGCGGTTATCTTTTTTAATCACAAGTATAGGAAGTTGCTCTACCTTCTCATAGGTAGT
+AAATCTCTTGCCACATTTAAGACATTCTCTTCTTCTCCTTATAGCGGTATTGTCGTCTGTAGGCCGTGAA
+TCTATCACCCTCGAATCAGGATAACCACAGTACGGACATTTCATGACTGTACCTCCAAAAATTCATCGTT
+TAATAAAATTATAATAAACTTGAGTTTGTTAGTCAAACTGAACCATTGGCACTCCTAAAATCCACTAATA
+TTACATCTGAACCAATCTTTTTTATCGCTGCCCAAGGCAGATATATTTCAGCTTCTTTGCTAAAAAACCT
+GAAAAAACCTGTTTCTTTTGGGAGAATTATGCCTTCTATTTTACCTTCTTCTAAGTTTACGTCTATATCA
+ATTATATTTCCTAGTTTTTCGCCCGTATTTATGTCAATCACTTCTTTATCCCTCAAATCAGACGCTTTTA
+TCATTTTCCTCTCCCCTTTTCACTTTCTTTTCTCTCATTATATGAAAAAATCTAGCTTATCATTCCTGAT
+AAGCTAGATGTACTTTCTCATATGATTTAATGCAGCTTTTTCCAGGCGAGAAACCTGCGCTTGTGAAATC
+CCTATCTCTTTTGCGACTTCCATCTGCGTTTTTCCTTCAAAAAATCTCATTGTAAGTATCATCTTTTCTC
+TCTCATTTAACTTCTCTAAGGCTTCTTTTAAAGCAATTTTCTCAAGCCATACCTCGTCTACATTTTTATC
+ATCACTTACCTGATCCATCACATATATGGCATCTCCACCATCGTGATATATAGGCTCAAACAAAGAAACC
+GGCTCCTGTATAGCGTCCAGTGCCATCACTACTTCTTCGCTTGGAAGGTCTAACTCTTTAGCAATTTCTC
+CAACTGTCGGTTCTTTGGAATTCTCAGAAACGAGTTTATCCCTCACTTGAAGTGCTTTATAAGCTATGTC
+TCTCAAAGAACGACTTACCCTTATAGGAGTATTATCTCTTAAATATCTCCTTATCTCTCCTATTATCATC
+GGAACAGCGTAAGTAGAAAACTTCACATTTTGATCTAAATCGAAATTGTCAATGGCTTTAATAAGGCCTA
+TGCATCCCACTTGAAAAAGGTCATCCACAGACTCTCCCCTATTGTTAAATCTCTGTATAACGCTTAAAAC
+AAGCCTTAAGTTGCTGTTTATAAACTCTTCCCTTGCCTTTTTATCGCCATTTTTCATCCTGATGAGAAGT
+TCCCTCTGTTTAGAGGGCTTTAAAACAGGCAATTTAGAGGTGTTTACTCCTGAAATTTCTACTTTATTAT
+TGTTATTCATAGCCAATCCTGCCTCCAACCGCTAAGCTCATTTACAGTATTGCCGGCAGGATTGGAAAAT
+ATACTGTAAAATTTATACTAACCTGTTCATTTCTTTCTTTAGTCTTTTTAAAATTTTCTTTTCAAGCCTA
+GAAATGTAAGACTGAGAAATCCCTAGCATATCTGCTACTTCTTTTTGAGTTTTTTCCGTACCGCCCTCCA
+ATCCAAATCTCAACCTGATTATCTTCTTTTCTCTGTCAGGAAGCTTCTTTAAGGCAGAGGTCAAAAGCTC
+TCTTTCAACCTCGTCCTCAATGTACTTATACACTGTTTCGTTGTCAGTGCCTAAAATATCTGAGAGCAAA
+AGTTCATTTCCGTCCCAGTCAACATTTAAAGGCTCATCAAAAGAAACCTCCAGCCTTGTCTTATTATTCC
+GCCTTAAATACATCAAAATTTCATTTTCAATGCAGCGAGAAGCATATGTGGCCAATTTTATCTTTTTCCT
+GGGATTAAAAGTATTTATAGCCTTTATGAGTCCTATAGTGCCGATTGATATTAAATCCTCAATTCCCACT
+CCTGTATTCTCAAATTTTTTTGCTATATAAACTACCAGCCGCAAATTCCTCTCAATTAAAATGCTTTTTG
+CCTCGTTATCTCCCTTTTCCATTTTTGATATTAAATAACTTTCCTCTTCCACAGAAAGGGGAGGAGGCAA
+AGCTTCACTTCCGCCTATGTAGTATACCTCTTCTGCAAGGTCCAAAAAGTCTAGAAGTTTTCTCCATATC
+AATAGCAATTCTATTTTTAATTTTGTTTTAAGTTTCACCAAAAACACCTCCATCAACCCATAATTTCGGG
+GTTTAACAATGCAAACTCCATTTTGTCTGTAGAAATACCAAGCATGACGTCTTTAATTTCTTTTCCGTTA
+ATTATCAATCTGTCAGGCCTTATGCCAAGCAATAATCCTTTTGTTCCCACACCAGAAAAAGGTATAATTC
+CTATTCTAGAATGCCATTTCTCATCTTTTATAATTTCCAAAACTTTTCCAAAATCAATTTTTCCCTCTGC
+TACAAATTCCTCTAAATCATAGGGCAAAAGACTTTTTACTGAAGAATAAGCTACGACAACCACAGGCAGG
+TTAGAAAGCGGGTCAAAAAGCTTATTTCCTGTATCCACAAAACCATAGGTTTTCACTTTTTTCCCAAATA
+TTTCTATATAAATCTCGTACTTCATCTTGTCCTGTTTTGCTTTTTTTACTACATAATCCCAGTTAAGAAA
+AAGGAGCAATGCCGCAAATCCAATTCCTACTGGAAGAGCAGTTTCTCTTCCTTTCACAGCATATAAGAGT
+GCAAAAATTGTACCTCCCATCGCAAAGGAAACTAAATAAAAAACTGATAAGATTCTAAAAAATTCTTTTA
+ATGTTTCTGGGCTAAACGCCATATATATTATTAAGAGGGATAAAAGGAACTTAGCCAAAAATTCTCTAAA
+AAAACTGTAAGGCGTCAAAAAGAAAATCAGCACATATCCTGCCCCTATAAAAGCCCCCAACAGCAATTTA
+AAAGGAGTTGAATACTTTCTAGAAAATCTTTGCGTAAGAGAAAGAATGACATAATTGATGAGCAAATTTT
+CCAGAAAAAGTATATCAAGATACATCAATTTTCCTCCCCGGGGACATTCTCGGTCCTTATACAATTTATA
+TTCTCATTTTCTCATTTTATTCTTAATTATATCTCAAAAACGCCCTTTAGTTTGTAATATTTTGGAATGA
+ATTTAAGGTAATTTTTGTAGAAATTTTGCAAAAAAAATCTGCAAAGTTGCCTTTGCAGATTACCGCCTTC
+CACGCCTTAAGAAGGTAGGAATATCTAAGTCATCATTATCTAGAATATCTTCTAGCTTCACATCCACCCC
+TTTAACCTCTTTCTTTTTTGGCTCCTCTTTAGCTTTGCTGTTTTTCTCAAAGCCTGTCGCAATGACAGTG
+ATGCGTATCTGGTCCTCTAGTGCTTCATCAATTACAGCGCCAAAAATTATGTTGGCATCTGGATCTGCAG
+CTTCATAAATGAAGTTGGCTGCCTCGTTCACCTCAAAGATTGTAAGATTAGGGCCGCCCGCAATGTTGAG
+CAAAATCCCCTTGGAGCCCTCAATAGAAGTCTCCAGCAAAGGACTGTGTATTGCCTGTTTAGCCGCTTCT
+GTGGCTTTATTCTCTCCGGAAGCTATTCCTATCCCCATATGAGCAAGTCCAGTATTTACCATTATAGTCT
+TTACATCGGCAAAATCCACATTCACAAGCCCCGGGACAGCTATTAAATCAGAAATTCCCTGAACGCCCTG
+CCTTAAAACGTCATCTGCCAGCTTAAAAGCATCTAGCATAGATGTCTTCTTCTCCACTACCTGTAATAAT
+CTATCATTAGGGATCGTTATGAGTGCATCTACGTACTTCTTTAAATCTTCTATTCCCATCTCTGCCTGCG
+CCATTCTCTTCCTTCCTTCAAAAGTGAAGGGTTTAGTCACAACGCCTACAGTTAAAATACCAAGTTCCTT
+TGCAATTTCAGCTACAACTGGAGCTGCTCCTGTACCTGTGCCGCCTCCCATGCCCGCTGTTATGAATATC
+ATGTCAGCACCTTTTATCGCTCTTTCGATCTCTTCCCTCGACTCTTCTGCCGCTTTTTTACCAATTTCAG
+GATTGGCACCAGCCCCCAGACCTTTTGTCAATTTTTCTCCTATCTGGATTTTAGTTTCAGCTTTTGACAA
+AGAAAGAGCTTGCTTGTCTGTATTGATGGCTATAAATTCCACACCTTTAACTCCCGCTTCAACCATGCGG
+TTTACAGCATTTCCTCCGCCACCGCCAACTCCTATCACCTTAATAGCAGCAAACTGTTGTACATCAGTCT
+CCAATCCTATCACACAAAACCCTCCTCTTACGCCCAAAAATCACTAAAAATTTCTTTTAACTTATCTAAC
+AACCGAGAATTTTTCTTTTCCTTTTTGTCAGTGGATGTACTCGGATACATAAATCTCCTGTTGTTATATA
+CATATTTTACCACTCCAACCCCTGCTGAGTAAATAGGGGTAGCCACTCCAATGTTTTGCGGGGAACCAAT
+TCTCACATTTCTGTCAAATATTTTCTGAGCAAGCTCTACACTCCCTTTTAAAAAGGAAATACCTCCTCCT
+GTAATGACTACATTAGTCACAATGTCTTCTAAAACCCCAGCCTCTTCTAAGCGTTCATATACAAGAGTTA
+AGAGTTCTGACACCCTTGCCTCTATTATGTCAGCAATTTCATTTATATCGGTGGTAGTCTTTGACTTGCC
+TGCTAAACTGGCAATTTTTATGGGTTCTAATCTGTCTGGATCCACTTTTTCCAAAGTGCCGTATTTTTTC
+TTTATATTTTCGGCTTCTTCAAAGGAAATCTTTAATCCAACCGAAAGGTCATTGGTTATATGCCATCCCC
+CAACCGCTATCATAGAAGAATAAATGAGTCCGCCATTTTTAAAAACAGATATATCTGTAACCCCTGCCCC
+AACGTCAATAAGTGCAACTCCCAATTCTTTTTCATCCTTTAAAAGAACAGCTTCAGAAGTAGCAAGAGGC
+CCTACGATAATGCCATCTATTTCCAAGCCTGCTTTTCTTACACACTTTTCCATATTCTGTATAGCAGTGA
+CACTCCCTGTCACCACAGCCGCGTTTACTTCCAACCGTATTCCTGACATTCCAACTGGGTCTTTTATCTC
+CCCATATCCATCCACTATGTACTCCAAAGGAATCACATCTATGATCTGTTTATCCGAAGGAAGGGCTATT
+ATCTTAGCAGCCTGCAATACCCTCTCCACATCCTGTCTTGTTATTTCTCTGTCTTCTCTTGAAACTGCTA
+CTACTCCATTATTCTTGTATATAGTAGTAAGTCCACCGTATATTTTCAAGTACACAGATGAAATTTTTCT
+ATTAGCCATTCTTTCAGCCTGTTCTACAGATTTCTGGATTGAGTAGGCAGTTTCATCTATATCCACTATA
+ATGCCCTTTTTCACACCAGTAGAAGGATAATACCCTATGCCCACTATATGAAGTTCTCCCGTCTTATCCC
+CTTCCCCAATGATTGTGCATACCTTAGACGTGCCAATGTCCAAACCTACTATCAAATCTCCCATTTGAAA
+ATCCTCCTTAAAAGCCCACTACCTTCGCCGCATCCTGTCTATCAAATACCTTCTTATGTAGGCAAAGTTT
+GAGAAAAGCCTGCTTCCAAACACAAACACAGCTGCTAGATAGATAGGAACTCCCAAAACATCTCCAATAT
+ACGCGAGCCCTCCAGCTAAAATTATATTGCCAAAAAATCCTGTGATAAAAATTAGGTTGTCAAACTTTTC
+TTCAAAACTTGCCCTTATCCCTCCAAAGACCGAATCCAAAGCTGCAAGAATTGCCACAGAAAGGTAAGGA
+GCATAGCTAAAAGGTATGTTAATGGGAAGTACAAAACCTATTATAAGTCCAAGCAACAAGCTCAAAGCTA
+TTATATATGCCATTACTTCTTCTCTCCCTCAACCAATGGTTTCGCATATCTAAATTTCAATACGCCATCG
+TACTTTTTTATGACTATCTTGTCTGACTTCTTTATATTTACTTCTATTCCCCATGTAGCTAGGCTATCTA
+CAACTCCGCCTTTCAATTTCAAGGCTGCTTCTAAAGTATCAGGGTCTCCTATAGCCTTTATCACATATGG
+AGCAGCAAATCGCACAGAATTTACTACCACAGTAGGTCCAACACATCTTATCTCTGAAGTTGCAATGAGC
+CTCTGGTCATTTAAAGAAATGGCTTCAGCTCCTGCTGCTCTTAACTCATTTACAATCCTCAATAAGTCCT
+CATCATGCACTAAAAACAAATTCGGGTCCTGTCCAGGTGGAACAGGCTGCTTGCTGTCATTTACCGTGAC
+AATGACCCCTGGTCCCTGAAGGTCTGTAAGCCCAGCCAGCTCTTTGTACTTTTCAACTTCACTCTTTAAA
+GTCTGTGTAATCACACTGTTTTTAGAAGCCGAGTCCTCATACGCATTTATTTTGGCTTCCAATTCGCTTA
+TTTGTTTCAACAAGGCTTCTTTCTCAGATTGCAATTGCTTTAATTGAGTAGCAAGCTCCTCTGCCCTCTG
+AGCTGTCACAACTCCACCTTTTTTTACAATCTTAAATTGTGTAGAAAGCATTATGCCCAACACAAGAGAA
+ACCAGCGCAATCGATATATATATACTAAAACCTTTTTTCATACGTACCCCCATCCTCTATTGCATAAATA
+CGGCATTGCCATCTCCTATAATTTCTATCTTACCACTTTTGTAACCCTTTTTAAGCAAATCCTTTAATAT
+TAATTCGGCAAACTTAAAGGAATAATTAACATCAGCAGGATTTTTGAGAAAAATATTTATTCCCTGCTTT
+GAAAGAAGTTCTACCTCATCCTCTTTTATATACCTGAGGGCATAATAATTACTTTTACTCTCAATCAAAC
+CTAGCACTTCGCTGAGAAGAGTTTTATCAAAATTGCCATTTAACTTTTTCCCTATCTGATATCTTTCCAC
+CTTAATTCCCTCGATCAATAGAAGGCCAGGTGTGAAACTTCCCTTTTCTACAATTACGCCCTCTTTGTCT
+ATCTTCAAATAATCGCTTTTGTACCTGACTTGAGCAACCACACGCCTTTCTTCGACAAAAATTTCTACTC
+TGTTTGGATAAAGAATTTTAACTTTACATTCTTTTATATAAGGATTTTCTAGGAGGTTTTTCTCCACCTG
+CTTTGGGTTGACTTTAAAAATATTAGTCCCTGCCTGTATTTTTGAAATCTCTTTAATATCATTATAAGAC
+AAAATTTGATTGCCTACAACTTTTATAGACTTTATTTTGAAATAATTTGTGTGAAAGGCAAAAACATAAC
+TCAAAACTGCCAAAATTAAAAGGAAGAAAATTACTCTAAAGGCTCTTTTGTTCATAGTTTTCACCTGCTT
+GTACCTTTTTCCGCTAATATGTAAAACAGCATGACGCTGTTTTACATAATTCTGACAATATCTGCTCCCA
+CGCTCTTTAAAGCCTTTTCTAAAGATTCGTATCCTCTATCTATGTGTTCTGCTCCTTCTACAACAGTAGT
+CCCTTCAGCACCCAATCCAGCTATTACAAGAGCTACTCCTCCCCTTAGGTCTTTTGCCAAAACTTTCGCC
+CCTGTTATTTTGTCTACTCCTCTTATTACCGCTACTCTTCCTTCCACTTTTATGTCAGCTCCCATTCTCA
+CCAGTTCTTCTGTGTATTTAAATCTATTGTCAAAGATAGTCTCTGTGACTATTGAAGTGCCTTCAGCAAT
+AGAAAGCACAGAAACTATCTGGGGCTGCAAATCCGTAGGAAATCCAGGGTAAGGCAAGGTCACAATCATA
+TCCACAGCTTTTGGCCTTTTATTGCAGGTAATTTTTATATAGTCATTTCCTGTTTTTAATTCACAACCTG
+TTTCTTTAAGTTTAGAAATTAAGGGCTCTAAATGCTCTTTTAAAGCTTTTACAACAGTCAGTTCTCCTCT
+TGTCATTGCCGCAGCACAAAGGTAAGTACCAGCAACAATTCTATCCGGAATTATAGTGTACTCGGTATCA
+TGAAGTTTTTTCACTCCCTCAATCACAATAGTGTTTGTTCCTGCTCCAGTAATTCTAGCTCCCATGGAGT
+TTAAGAAATTCTGCAAATCTTCTATCTCCGGCTCTTTAGCCGCATTTCTTATAACAGTTATCCCATCAGC
+CAATGTAGCTGCTAACATTATGTTCTCTGTAGCTCCAACACTTGGAAGGTCTAAGTGAATCTCATTTCCC
+CTAACCCTTACCCCTTTACATCTTATATACCCGTAAGACTCTTCAATCTCGACCCCCAGTTTTTTTAAGC
+CTTTAAGATGCAAATCTATTGGCCTGTGACCTATATCGCACCCTCCAGGAAAACTTATAAAAGCTTTTTT
+GTTTCGGGCAATTAAGGCTCCCATCAGAAAAATGGAAGACCGCATGGTTCTCATCAAATTGTCTGGAATT
+TCGCTGTCTTTTACATCTCTCGCATCTACTACGATGTCTCTCCCGCTAAAACTTACTTTGCAGCCTATGT
+GCTCAAGAATCTCAATCATGGAATCTACATCCTTGAGCCTAGGGCAGTTGTGAATGACAGAAACTCCTTC
+ATTTAAAATAGTAGCGGCAAGAATTGGCAGAATAGAATTTTTAGCCCCATGTACCTCTACTTCGCCATAA
+AGCCTCTTCCCTCCATTTATCTTGAATTTCCCCATCTTATCCCCCCTAAAAAATTCCCGCTTACACCCAT
+ATACTATGCATGGATAAGATGGGGTGTTACATATATTATTAAGTTATGGTTTTAACGAGTTGGTATATCT
+TGTAAGATGCATCTGTCCTGCTCATACTTTTAGCTTTTTCTCTCATTTCATTAAGGAGGGAAGGCTCACT
+TAAAAGATATTCAATCTTTTCATAAAGCTTTTTGGCATCAAGGTCCTTTTCTAAAATCACATGGAAAGCT
+CCTTGCCTCTCTAAAAGGCGAGCATTATACTCCTGATGGTTGTTTGCAACGTAAGGAGATGGAATCAAAA
+TCGATGGAACTCCCACTGCTGTAATTTCTGAAAGGGTTATAGCCCCTGCCCTGCAAATCATTATATCTGC
+TGCAGCATACACATACTGCATTTCATGGCTATATGGAACTATTTTCACTGAATCGTCCAAAACCACATTT
+TCTTTTTTAACTTTTTCCAACACTTTATCGTAGTTAGAAGAACCAGTTATTATAAGTACCTGAAACTTTC
+TATCCTTTATCTTTAACAATTCCACCATGGTGGAATTGATTTTTTCTGCTCCTCTGCTTCCTCCAACAGA
+AACCACCAAAGGCTTGGACATAGAAAAGCCCAGCTTTTCTCTCCCCTCTTCTTTTTTTACTCTCAAAAGC
+TCCTCTCTTATAGGGTTACCTGTAACCACTACTTTTTTAGCTTTTTTGAAATACTTAACAGAATCTTCAA
+AACTGACAGCTACTATATCTACAAAAGGCGAAAGCAATCTATTAGTAAGTCCTGGAAAAGCATTCTGTTC
+GTGGATCAAAGTTGGTATTCTTTTTATCACTGCTGCCATCAAAACAGGCCCACATACATAGCCCCCTGTT
+CCGATCACCACATGGGGCTTGAAGTCTTTCAAAATTTTATTAGCCTGTTTAAAACCAGTAAAGGCCTTGT
+ACACAGTCTTTAAAGTATCGAAAGATAGCTTTCTTTTAAAGCCTTGAACTTCTATGGTGACTAGCTCAAA
+GCCTTCCCGCGGCACCAGTTCTTTCTCCAAGCCCTTTTCTGTTCCCACAAATAGTATTTGGGCATCCTGT
+TCATTTTTTAAAATTTCCTTAGCTATAGCTACAGCCGGGTAAATATGCCCCCCTGTGCCTCCTCCTGCAA
+ACAGATACCTCAAATGTCATCAGCTCCTATCTAAATTTGCATGTCTCGATATATTCAAAAGTATCCCAAC
+TCCAGCCATCATGATGAGCGTAGAAGTACCTCCATAGCTTATAAAAGGCAGAGAAACTCCTGTGGGCGGC
+ATGGATGAGGTAACAACTGCTACATTAATAAAAGCCTGAATTCCGATTAAACTGGTAATACCCGTAGCTA
+AAAGGCATCCAAACATGTCTGGCGCTTTAGCTGCTACCCTCAAACCTCTTAAAATTATGTACAAGAACAT
+GAGAAGAATAGTCACTGTACCCACAAGCCCAAGTTCCTCACCAATTATGGAAAATATAAAGTCATTATGA
+GGCATTGGAAGGTACATGAGCTTCTGACGACTGTTCCCAAGTCCTACACCAAAAAGTCCGCCAGAGCCTA
+AGGCATAAAGTGATTGAACTATCTGGTAGCCAGACTTCTGTATGTCCTGCCACGGATTTAAAAAGGTTAA
+AACTCTTTCCCTCACATATTTGAAGGAAGAGATAACTAAAACTGCAACCCCTAATCCTGTACCAAGAAGA
+ATTCCCATGTAGGATAGCTTAGCTCCTGCTACAAAAAGCATCACAACTGACACAATAAATATTATGCCTG
+CAGTACTGAAATTTGGCTGAAGCATTATCAGCCCAAAAAATACCCCTGCCAATCCCAAGACGGGAATTAC
+TCCTTTTTTTAAGCTCTTTGCATATTCAGGATGTTTGTCAAAGTACTTCGCCAGATATATTATAAGAGCA
+TATTTAGCAATTTCAGAGGGCTGAACAGTAAAATTACCTACTCCTATCCACCTCGTAGCATTGTACCTTT
+CAACTCCAATTCCTGGGATTAAAACCAGTACAAGCAGTACTATTGAAATCACAAGAAAAGCCCCTGCCCA
+CCTTTTAAACCAAAGGTAATCTACATTCATTGTAAAAACCATGGCAAAAAAGCCTAATATTGCCCATACC
+AGCTGCCTCTTGAGGAAATAATAGGGGTCGTTGTACATGTACTCGGCAGTAGCAGCACTTGCACTAAAAA
+CCATTACCACCCCTATTGCCACTAAAATCATCACCACAAGCAAAATTCCGTAATCCACAGGGGGCTTTTT
+CTTCATCTTTTTACCTCCTCAAATCCATTACAGCCTTTTTAAAAGCTTTGCCTCTCTCTTCGAAGTTTTT
+AAACATGTCCCAGCTAGCACAGGCCGGCGACAGAAGAACGCTATCCCCCTTTTCTGCCACCTCATAAGCT
+TTTCTCACAGCCTCTTCTAAAGAATCCACCAAAAATATGTCTTCTTCAGGGTATGAATACTTAAGAGCAG
+TTTTCTTTATCTTTTGAGCAGTCTGCCCTATAAGGATTAACTTTCTCACTTTCTTATCAAATGTCTTTAC
+AAACTCGTCAAACTCACTTCCCTTGTCATAACCGCCTGCAATTAGGACTATAGGAGTTTTAAGAGCCTGA
+ATAGCCTTTATAGATGCGTCGGGATTGGTGCCTTTAGAATCGTTGTAAAACTTTATCCCCTCTATTTCCG
+CTACAAACTCTATTCTATGTTCCACACCCTTGAAAGTTCTCAAAGTCGTCTCAATAGCATCAACCTCAAT
+TCCAGAAAGATAAGCTACCGATGAAGCCGCCAATGCATTTTCTAAATTGTGCTCTCCGGGAATGTATATA
+TCCTCAACTTTAATCACTTTCTTATTCTGTAAGTATAAAAAGCCTTCTTTTACATACGCTCCATTTTCCA
+GGACTTTCTTTCTACTGAAAGGAAAAACTTTCGCTTTTGCCCTTTCTTTCAACCCCCATGTGACAGGGTC
+GTCATAGTTTAAAACTACGTATTCTTCTTCCCTTTGGTTTTCAAAAATTCTTCCTTTTATATTTGCATAG
+TTTTCAAAGGTCTTGTGCCTGTCAAGATGGTCAGGCGTTATGTTTATTATACAGCTTATCTTAGGCCTAA
+ATTCTTTTACAGTTTCAAGCTGAAAACTGCTGATCTCTGCTACAATATGGTCATTAGGTCCCGCTTCTAA
+AGCGGCATAGATGAGAGGATACCCTATATTGCCAGCTACATACACCTTCCTTCCAGCGTTTCTAAACATC
+TCGCCTAACAGAGAAGTTGTAGTAGTCTTTCCATTTGTACCTGTGATTGCATAAATAGGGGCTTTTGAAA
+GCCTATAAGCTAGTTCTACCTCTCCCAGTATTTCAAGTCCCATGTCTTTAGCCTTTTTTACTATTTCCGA
+TTCGAGAGAGATGCCTGGACTTAAAACTACCAGCTCTATTCCTTTCAAAAACTCTTCCTTAAACTCTCCC
+AGTTTTATTTCTACAGGCAAATCCTTTAACTCCTCTAAAGCTTCTTTTAAGGCTATTTCATTTTTCCGGT
+CATAAGCTATTACATTTGCTCCCAGATTTACAAGCACACGGCAGAGTGCTACACCACTTACGCCTAACCC
+TGCTACAAATACTCTTTTTTCTTTCAATTCCATACACTGCACTCCTTAACTCAGACTGTAAAAAGATACA
+AATAAAGCAATCAATGTAACCAACCAAAAGCTGTATACAACTTTCTCTTCTTTCCAACCCGAAAGCTCAA
+AATGGTGATGCAAAGGGCTCATTTTAAAAATCCTCTTTCCGAATAACTTGAAAGAAAACACCTGCAAAAT
+AACTGAAATAGCCTCAGCCACATAAATTATCCCTAAAACAGGCAATATCAAAGGAAGTTTGGTAAGAAGC
+GCAACAGTCGCTACCGCTCCCCCAATCGCAAGAGAACCTGTATCCCCCATAAACACTTCAGCGGGATGCT
+TATTGTACCTCAAAAACCCAAGCAGTCCTCCTGTCAAAGAAGCGCTGAATACTCCATAGGTCACATCGTT
+TAAAAACAGAGCAATCATTGCAAAAAAAGCCATGACAATAGTGGATACTCCTGCTGCCAATCCATCCAGC
+CCATCCGTAAGGTTGACGCTGTTCACAGTTCCAACAATTATAAACACAGCAAAAGGAATATAAAAATTCG
+CTAAATCAACAGACCTCTTAAAAAATGGGACGATTATCTCTGTGCCCACATTGCTCTTTATAAACCAAGA
+AATTACAATGGCCAGCAAAAACTGTGCCAGCAGTTTTTCTCTAGCGCGAAGCCCTAAAGACCTTTTAAAA
+TACACTTTTAAAAAGTCGTCTGCAAAACCTATAAGTCCATATCCTAAAAATCCTGCTAGCAGTATAAAAA
+GATATTTATTCCACGGAGAGAAAATCAGAGATGTCAAAAAAGTAGCAACTACAAATATAATTCCTCCCAT
+TGTAGGAGTGCCAGACTTTTTCAAGTGAGTTTTAGGTCCATCTTCTCTTACTTTTTGACCAAATTTTAGC
+TTTCTTAAGTATGGAATAAAAAATCTCCCAGATATAATAGCTACAGTAAAAGACAATAAAGTCGCAAATA
+TTATCTTTTGTATCATCCTACCTTATCCTCTCCTGTCTTATTTTTCGCTTTCAGCTAAGATTTCCTTCAC
+TATCTCTCTTTCATCAAAAGGAATGACTTTATCCCCTATGATCTGATACGTCTCATGTCCCTTTCCTGCT
+AATATAATGACGTCATCCTTCTGAGCATTTGACAATGCATACCTTATCGCTTCTCTCCTGTCTTCAATGA
+CGACGTACGGACAGTTTGTCTTTTTTATCCCCTCTTCAATCTGTGCAATTATCTCTTTTGGGTTCTCTGA
+CCTCGGATTATCTGAAGTCAATATGCAGAAGTCAGCGTATTTACCTGCAACCTCTCCCATAAGAGGCCTT
+TTGCTCTTATCTCTATCTCCTCCTGCTCCAAAAACCAATATCTTCCTTCCAGCTTCGTATTCCTTTAAAG
+CCTCCATTATATTTCGTATACCGTCTGGAGTATGGGCATAGTCAATGAACACATAAAAATCTCTTCCTGT
+CTCAACAGGCTCAAATCTCCCCTTCACTGTCACATGGCTTAAAGCTTCTCTAACACTCCTTAGAGGAATT
+CCTAGAAAGTCTGCCACAGTAATAGCAGCCAGAGCATTGTACACGCTAAACAATCCAGGTATTTTTAAAG
+AAATCTCCTCCTTTTTATCCTGAATCTGGACTTTAAATTTAACTCCACTTAGACTATTTTTTATTTCTTT
+TGCCATCACATAGGCAAAATCTTTTATGCCATATGTGAGCACTTTGCCCTTTGAACTCTCTATCATCATT
+GAAGAATATTTGTCATCTATGTTTATCACAGAGGCCTTTTTGGCCATCTTAAACAATTTGCTCTTCGTCT
+TTGCATATTCTTCCATGCTTTCGTGGAAGTCAAGGTGGTCCTGCGATAAATTGGTAAAAACAGCTATGTC
+AAAATCGCAGCTGTCCACCCTGTGCAAAGCCAAAGAATGAGAGGATACTTCCATGACAACATATTTAACT
+CCCTCATTTACCATGAGGCTGAAAAGCTCCTGCAAATCCAAAGACTCTGGGGTTGTGTGGGTGGTAGGTA
+TCACCCTATCTCCTATCATGTTTTGTATTGTTCCTACCAGCCCTACTTTGTTGTTCTGCTGTTCCAAAAT
+AGCTTTAAGCATGTATGTCACAGAAGTTTTACCATTAGTACCAGTGATACCTATCAATGTAAGTTTACTA
+GTAGGATTGTTGTAAAAATTAGAAGCAATTTTCGCCATAGCTGCCCTCGCATCTTCTACAAGCACCACCG
+TGACTCCTGGATATTCGCTTATATCCCTGTCAGTAACAACAGCCACAGCCCCATTTTTTATAGCCTCTTC
+TACATACAAAAGCCCGTCTGTCTTAAATCCCTTTATAGCTATGAAAAGGTATTTAGGCTTAGCTTTTCTC
+GAATCGTAGCACACCCCGCTTATATCTACATTTGGATTCCCCTTTATCTCATGCTTTACCCCTTTTAACA
+AATCTACAAGTCTCATAATAGGCCTCCTCGCACCGATACTGACCAATTGCTATCACTAATAGTATAGCAC
+AATTATCTATTTTGCATAGAGGCTAGTTCAATTTTCGATAGTGTCAAGATACTGTAGGATTTTTTTAAGA
+CAACCCCTGAAACTTAGTTAATTTCAGCCTTCAACTTATCATGCTTTTTTATATAACTTGTGCATATTTT
+AATGCTCTTAAAACCCTATATATTGGCGTTACTTTCCCTATATTCAAAACTGTAATATTGTTTATCTTTT
+CATTTGTAGACGTTTTAACTCTCCTTACCGCTTCTTTTATTTGCTTCTTCGTTAATTTGTAACTTCCTGC
+ATTTATATTCTTTTTCTTGCCCCATTCTACTTCTCTTAAGTCTCCTCCATTCTTGCTAAATACCCTTAAT
+TTCGCCATTAGTTTTAATCCTTCTCTGCTCCACCCTAATGGATTCCTGCTTAGTCTTGCTGAAAATACAT
+GGCTTATATGTCCTTCTGCACTGCACCCTATTACATCTTCGTCTTCGTTGTATATTTTTATCCCTTCCCA
+ATTGTTTAGTATGTATTTCTTTGCTTCTTTTATCTTCTCTTTCTCTCTCTCTTCCTCTGCTGCCTTTATT
+AACTCATCAAATACCTTCTTTACTCTTTCTTTATCCCCTTCATTTATTGCTCTCCATATCTTATCCCTAT
+ACTTTGGCTCTTTTGATGTAGCTTTTAATACGTATTTGTTTAAATGATATCTGTCTAGTACAAACCTTGA
+TTTTAATATCCATTTTAATCCCTCTTTTATCCACGGTGCCCCATCTCCTGCTATGTATATCTTCTCTATC
+TTCTCTTCTTTGTAATTGTCTTCTATGTAATTTGCTACATCTATCCATATGTCTTCAGGTTTCTCTCCTA
+CATATGCTTTGTAATAGACATTCTTCAGTACGTTCCTTCCGTTTTTCTCTTCTCTACCTTCATGTATGTA
+TACTAATCGTGGAGTTTCATCTCTCCCGTCCTGTAAAGGTACATGGTCCTCGTCTGCCTCTATGTATAAA
+ACCCTTACTTCTTTCTTTTCTTTTATTTCTCTCTTTACTTCTACTTCCCCTATTTCCCTTATTGCATTTA
+ATACCGTCTGTTTACTTAACTCCTCTGGACATGCTTTTTTACTACTTCTCTCATATGATTCTTCTATTGC
+GTTTTCTACTAACTTTATCTTTACTCCCTTTTCTATCCTATCGTGCCGTCCTATCTCTAATGCATCATCC
+ACCAAATATGTATATCTCCCATCCTCTTTAGATTTGTAATATGTCCTCTCATATTCAATATCCCCAAGGA
+CTGTCGTTAATCTCTTTTTATCTTTCCTCTCTACTACCCATTTTTCTTTCCTTCTCTTGTCTTCTTTTAT
+TATCCTATCTAACTCTTCAATAATTGCTTCTATTGCCCCTCTACCTAGTTTGTCCGTGAGTTCCTTTATC
+CTTGCTACAAGCTCTGTAATATTCATTCCTTTGTTTAACAAATCACCAAAAATTTCTACTACTTCCTCAG
+TGAAATTTAGAGCATTTTGTAGTATAATATCCTCAAAGATATGTTTTTTCACAAGAGACACCCCTTTCTG
+TGATGTTTTGTTTCCAAGTTCTATTTTATCACAGGGGTTGTCTCTTGTTTTTTTCACTCAAAAAATCCTA
+CGATAATTTTACACTATGTCAATTTTCCTTCGGCCTGAACTCAACTTCCACAACTTCTCCCCTTTTAACA
+AGCGTCCCCTCTTTAGGACTCTGGTCCACTGCAAATCCTGTACCTTTTATTTTTATCCTTAAGCCCAGGC
+TGTTCAAAATCTCTGTCGCTTCTTTAACACTTTTCCCTTTCAAATCAGGTACCACTACTTCCTCTGTAGA
+AACTCCATTTAAATACAGTATAATTTTAGTATTCTCATTGACCAAAGCTCCAGGCTTTGGAACCTGGTCA
+AATACAGTATCTCCATTTCCCTGTAAAATAAAATCAAGCTTATTTTCAAGTATAATTCTTTCTGCTTCAT
+ACAATTTCATGTTCCTCACATCTGGCACCATTACCGTCTCGGGCTTTTTTACCCCTCTGGGCTGGACTTC
+CAGATATTTTAAAGTATCGTCCAAAATGCTCTTCACAACAGGTGCAGCCAGCTGACTTCCAAAGTGGGTC
+TCTGGGTTGTTAGGCTCATCTATGACGACAAGCACAATAACTTTTGGGTCATCTGCCGGCGCAAATCCTA
+CAAAAGAAGCTACATATTTCCCCGGCATGTACTTCTCTGTGGTTCCTGTCTTCCCCGCCACGTCAAAGCC
+TTCAATATAACCTGCTTTGCCTGTACCTTCTGCCACCACACTTTTTAGTATTTCCCGCATTGTAGCAGAA
+GTTTCTTTTGAAATTACACGCCTTACAATCTTCGGCTTAAACTCTTTTACCACTTTCCCCTTTGAATCGA
+CGATTGCCTTCACTATCTGCGGTTGCATCAATTTGCCTCCATTAGCTATAGCAGCTACTGCTGTAATCAT
+CTGAAGGGGAGTAACTGCAATGCCCTGCCCAAAAGAATTTGTTGCCAGTTCTACAGGTCCAACTCTTTCT
+TCCGACAATACAAGCCCGGGAGCTTCTCCAGGAAGAAGAATACCTGTAGTCTTTCCAAATCCAAAATCTC
+TTATGTATTTATATAGTTTTTCAACTCCCAGCCTCTGCCCTACAGTCACAAAGACCACGTTACAAGAATT
+CTGCACTCCTTTTACAAAATCCTCGCTACCATGTGTTGCCCAGCAATTAATCCTGTGCCCTGCAACAGTC
+GTATAGCCGGGGCAGTAGAACTGTTCATGTAAACTTACAACCTTTTCCTCTAGTGCAGCAGAAGCAGTTA
+TAGTTTTAAAGACAGAACCCGGTTCATAGGAGTCAGAAATTGCCTTATTCCTCCACCGCCTATACCATTC
+TTCTTCAGGACCTTCAAAGGGATCATTGGGATCGAAATTAGGCCTATTGGCCAAAGCCAGTATTTCGCCT
+GTTTTGGGGTCCATTACAATGGCCACTGCACCTTTTGAAGGCTTAGAATGTACCATAGCCTGATTCAAAG
+CCTTCTCAGCAAAATGCTGTATTGTCTCATCAATAGTGAGAACTACATTATATCCTGGAAGAGGTTCAAA
+ATACTCTTCCTCTCCTGTGTCTATCTTTCGCCCTATGGCATCCATGGGAGTGGTAGACTTTCCAGGTATT
+CCTCTCAAAAAATTATCAAATACAAGCTCTATTCCGTCCAATCCCTGATTATCAATTCCTGTAAAGCCTA
+AAACATGGCAGGCAAGTGTGCCTTCTGGATAAAATCTCTTCATGTCTTCAGAAACTATTACCCCATCTAT
+ATTAAGTCTCAATATGGCTTTCGCCTTTTCCTCATCTACCTGCTTGGCAATCAATACCTCTTGCAAGTTT
+TTATTAGAAATTCTTTCCAAAACTTTTTGTCTATCAAGGCCAAGGATACTGGCCAAAGTTTCTGCCACTA
+CCTGCCTTTTAGAATCTGGAATTTCTTTTGGAATCACGCTAATTTTGCTCACACTTGCATTTTCAGCCAA
+AACCTTTCCGTTTCTATCAAATATATACCCTCTTTTGCCACTTAAAGACACATCCAACGTCCATTGAGGC
+AAAGCCATCTTTTGATATTCTTCGCCTTTTACCACTTGTATGAAGAAAAGTCTCATCATAAGTCCAAACA
+CAACAGCAAAAGACAGAAACAGCAAAAAAAGAATTCGCTTTTTCGTAGAAACCGTTGGATGTATCTAAAA
+TCCCCCCTATCTATTGAACACCCCCAATAACCTCATGAAGAAACTGTCCTTTTTATGAGGTTCTTTTGGA
+TTATCGCTTTCTGCAACTTTCGGGACCTCTCCTACTTTCACATACACTATCTGGTCCTTCTCAGGGAGTT
+GCATTTTAAGCCTTTCCTTTGCAATCTCTTCAATCCTCGCCGGGTTGCTTAAAGAAGCAATTTCTGCCCT
+CAATTGCTGATTAATGCTTTCAGTATACTCAATTTGTTTCTCCAGTCTATCTAAAGCGAGGGATTTTTCA
+TAAATAAGTGCATATCTATACAATACCAAGATGCTTAGAGAAGCCACTATTACGACTAAGATCAAATTTT
+TCAACTTGGCATTTGGCTTAGCTTTTTTGTCAGGCTTTTTGTCGTAAGAGGTATATGGGGGATATTGATA
+ATTATAATCTTTTTGAGCTACTATCAATTTATTCTACCTCCATTTCTTTTAGAACTCACAGTTTCTCCGC
+CACTCTAAGCTTTGCACTCCTCGACCTAGGATTTTCTTCTACTTCTTCCTTGGAAGGCAGAATAGGTTTT
+TTTGTGATAATTTTTATAACAGGCTGTTTCCCACAAGTGCACGGCAAACCAGGAGGACATGTGCAGGGAT
+TTTCAAGCTTTTTGAAAGTATTTTTTACTATTCTGTCTTCCAAGGAGTGGAAAGTAATCACTGCTATCCT
+CCCTTTTCCCCTCAATACCTCCACCATATCTTCCAAAGCTCTGTCTAAATCTTTAAGCTCCTCATTCACT
+TCTATCCTTATGGCTTGAAAAGTTCTTTTCGCTGGATGAGGCCCTGTTCTTCGTGCAGAAGCCGGAATAG
+CTTTCTTTATAATCTCCACCAGCTGAGAAGTAGTCTTTATATCTCCCTTCTTTCTCTCCTCCACTATAAA
+CTTCGCTATACGGGAAGCCCATTTCTCTTCTCCGTATTCCCTTATCACTCTCTCTAGCTCTTTTTCTGAA
+TATCTGTTCACAACATCATAGGCGGAAAAAGGAGAAGTTTTATCCATCCTCATATCAAGAGGAGCATCCT
+TCATATAAGAAAAGCCCCTCTCCACTTCTTCCAGCTGGTAAGAGGAGACCCCCAAATCCAGAAGAATTCC
+ATCAACTTTTTCAATCCCCAAATTTCTCAATATCTCTTTTATATTCTTAAAATTGTCTTTAATGTAAATC
+ACATTTTTGTAATCTTTTAGCCTTTCTTTGGCAGCTAAAATCGCTTCTTCATCTCTGTCAATTGCAATTA
+ATTTCCCAGTAGTAAGCCTCTTTAATATTTCCTCTGAATGACCTCCACCGCCTAAAGTTCCATCCACATA
+AATACCTTCTGGATTTATATTTAAGTGCTCTATCGTTTCTTTGAGAAGTACGCTTTTATGAACATATTCC
+ATGCTCTCTACCCCAAATTATATGTTAAAATTATCCAAATGCTCTGCAATCTCTTCAAAGGACACATCTG
+TGCTCTTGGAATACTCCTCCCAAACTTCTTTACTCCAAATCTCAACCCTAGTAGATACGCCTATAAATAT
+CACATCTTTTTCTATTTTTGCGTGTTCCCTCAAATGAGAAGGTATAAGTATTCTTCCCTGTTTGTCTACC
+TCGCATTCAACAGCCCCAGCAAGGAAAAATCTAGTAAAAGCCCTTGCATCTTTCTTGGTAAGTGGAAGAG
+TTTTGAGCTTTTCTTCTATATTTTTCCATTCATCCAGTGAGTACACAAAGAGGCAGTTGTCCAAACCTTT
+TGTGAGCACAAACTTTTCCCCTAATTCCTCTCTGAATTTTGCAGGAATTATGACTCTTCCCTTTGAGTCA
+ATTGTGTGTTCGTACTGCCCCATTAACATGGCAAACTCCCAACTTTCCTTTCACATTCTCCCACTTACCA
+CCACAATTCACCACTTAATATGTTATTCTATATAAAATCAAAAAATCCTGCTAAAATTTTATAAAAAAAT
+AAAAAAACAGGTCTTTAGACCTAGAAGGTCCAAAGACCTATTTAACAGGGTATATGATAGACATCGCACT
+AGTTTCTTCATTTAAATGGCTTTCAACCCTCTCTGCTACATCCTTGAAGTTTATCTGATGTAAAACCGGT
+AAATAATCCATCAAATCTATGTCTTTCATGTACAGGTTTATAAAACTATAGGCTATGCTTTCCACCGAAT
+TAAAAGTCCTGAGAAATTTTCCAATGTACTTCCTCTTTATTCTCTCAAAAGTCTCCCTGTCCAAAAAGCT
+TTTTTCTTTAAAAGCCTTAATAATAATATCCCTAACTTTGAGCGGGTCTTTTGACTGCCCACCTATTATA
+GTGTATCCATAATCTATCTCCCCCGTGTAATCAAAGCCAAAAGTGCTATCCACAAGACCTTCCTGATAGA
+GTTTTTCATAAAGTTCAGAACTCCTGCCGACAGCCATTTCTAATCCTATCTGCACTTCCAAACTCTTTTT
+CAATAAATTCCTTCCGCCAAAGCCCACATCTGTGTCCTTGAACGCCAAATTGAAAAGAGGAATAGAAACC
+TGCATATTCTGAACTACTTCTTTTTTGTGAACTTCTACAGGTTCATCTGGGTAAATCCTCTTTATTTCAC
+CTTGTTTTTTAACTTGCCTTACATTTTCCTCTATAACCTGAAGAGTCTTGTCAACATCAATATCCCCTAC
+AGCAAATAAGACCATATTTTCAGGATGATAAAAGGTGTAATAGCATTTGTACAAAATATCTTTGTCAATT
+CTTGAGATGGACTCAATAGTCCCTGCTATGTCCTTTTTCACAGGATAGACGTGATATAAAGCTTCCAAGG
+CGTTAAAATACACTCTCCAGTTTGGGTCATCCTGATACATCCTTATCTCCTGGGCTATAATCCCCTTTTC
+TTTTTCCACATTTTCATCCGTAAAATAAGGATTTTGCACAAAATGGACCAAAAGCTTTAAATTTTCATAA
+AAATTTTCTGTACTAGAAAACAGATAGGCAGTAGTAGTAAAATTCGTATAGGCATTCGCAGATGCCCCAA
+GTTGAGAGAACTTCTCAAAAATGCTGCCTTCTTCTTCCTCAAACATTTTATGTTCAAGAAAATGGGCCAC
+GCCATCAGGAACTTCTGTAACATAATCATCGCCCGGTGCGATAAACTTGCTGTCATTTGACCCAAATCGA
+GTTGCAAATATAGCAAACTGCTTTGTATATCCTTTCTTAGGCATCACATAAACTTTAAGTCCATTTTCAA
+GCTCTTCAAACAAAATCTTCTCTCTGACCTTTTCATCATAAACCTGCTGCACTGTTTATGCCTCCTTTTT
+ATTCCTCATGAAGTAAACCGTATCCAATTTCACTTTTTTAGATACTTCTACTACGTCTTCTTTACTGACT
+TTCTCTATTTTCTTTATGAATTCCTCTATTCCTAAATTTGTCCCTGCTATCTTTTGGGAAAGATAGTAGT
+CTGCTTTTGAAGTTGCATTGTCTTTTATAGCATTCAGCGAAGTGTATAAGGACTTTTTGGCAGAGTCAAA
+TTCATAATCTGATATATTACCCTTTTCCATCTCTCCGACCTCTTTAAGGATTATATCAAGGGCTTTGCTG
+TAATTTTCCACTTCAATTCCTGAACTTATCACCATAAGTCCTTTAAACCTTTCAAGACGCGAATAAGCGT
+AATAAGCAAGACTTGCCTTTTCTCTAACATTAATAAAAAGCTTGGAAAAAGGACCTCCTCCTAAAACAGT
+GCTGTATACTAAAAGAGGGTAATATTCTTCGCTGTCCGGAGGTACATTTGTCCTAAAACCTAATGTGAGC
+TTCCCTTGATTTACATCAAGCTCTTCTGTAACGTACTTTACTTCCTTTACTTCCTTTCTAACATCTGTAA
+AAGGAATTTCTAAAACCTCTTTTCTTCTTAAATTGAAATACTTCCTAAAAACTTCTTCGGCATATTCAGG
+ATTTACATTCCCCACCACATATATATCTACTGGCAATGTGTCAATACACTTTTTGTAATATTCAAAAAGG
+TTTTTCTCGTCTATCAAGTCCAGGTCTTCCTTCTTACCCAATTCAAAAATTGCAAAAGGCTCTCCTTTGC
+ACATTTCTTCATAGCAGCGGTCAACTGCATATTTGGTCTTGTCATTTATCCTTGACTCTATCAAATTCTT
+CTGCACTTCCTTCTCCTGTAACACATATTCCTTCAAAAATGCTCCATCCTGCGTAAAAGGTTCAAAAACC
+AATTCATACAAAAATTTTATCCCTTTTTCAAATACATTTTCACTTACATATTCCTCTTGCGGCAATTCCA
+ATCTGTACTGTTGGAAATGCCTTTCTCCTTTTTTGTATACTGATACAGCCATAGTAGTGCCATAAAGCAT
+TTCTAGATACTTTACCATATCTTTGTAAGTTTTAAGGGCGGAAGTCCCCCTTTTTAAAACAGAAGGTATA
+AGCGCATACCAAGTCGCTTCATCTCCCAATTTGTTCTGCACGTAGAGATTTACCGTCACCGTTTTAAACT
+TGTCCGTAACATCTAGGTATAGATTTATCCCATCTCCTAGCTCTTTATGTATAAGCTCCATCAGATCAAC
+TCCTTCTAAAATAATCCAGATACTTCATCACACGATAATTGTATCACAAATTTGATAATACATAAACCCG
+GGGAAACCCCCAGGTTTTTACATGCCAGGAGTGATGCGTTTGATTATCTCAGAAATTTGCTTTGCAAACT
+CCGACACAGGCCTTCCTTCAGAAATTCCCCTCGCTATATTGTCAATCCTTTTATAAAGGTCCGGGTCAGC
+AGTCACATACACTCTTGTTATAGACTTATCTGTATCTTTTACTGCTTTTTCTATTTTCTTCTTTACATCC
+TTTTCGTGAGTTCCCTGAACCTTTGCCTTCATGTCCACTCCTACAAGAGCAGTCGTACCTGATATGACGA
+CAGTAGCCTTATTGACTTCGGGAATTCTAGCCACACTTGTCGCAACCCTTGAAGCCCTCATGCTCTCTGT
+AGTTGGCTTTCTAACAGGCGCAGGTGTCGGAGCTGTAGGAGCTGTTGGCGCAGGTGTAGTATATCCCGGC
+GTTGGAGTAGCCTTTGAAGGTGCCGGCGCTGGCCTTGTAGGCGTAGGAGTGTACCTTGCAGGAGCAGGCT
+TTTTTGTAGCAGTCTTACACCCTGCCATTGACGTCAGAATCATTACACCTATCAGCAAAACGGTTATTAT
+ATTTTTTATCTTTTTCAATGCTATACACCTCCTCAAAATATATTTTTGCACGTTTATAAAAAAGTATTAT
+GCTAAATTATGGAAAAGCATTAAAAACATTTGAAAAATTTTTATGAGTAATATATAATCCATATGTGTAT
+AATTAATGGAGGGAGAATAAATGGAAATAGGAATTGTTGGTCTACCAAATGTAGGAAAGAGCACACTTTT
+TAACGCAATAACCAAAGCTGGTGCAGAATGCGCCAATTATCCTTTTTGCACTATTGAGCCAAATGTAGGG
+ATTGTATCTGTCCCCGATGAAAGATTGGATTTTCTTGCTAAAATTGAAAATCCTCAAAAAGTAGTTCCTG
+CCACCATAAAATTTGTGGACATTGCAGGCCTTGTAAAAGGCGCAAGCAAAGGAGAAGGTTTAGGAAATAA
+ATTTTTATCTCATATAAGAGAAGTAGACGCAATTTTAAACGTTGTGAGATGCTTTGAAGACAGCAATATA
+GTGCATGTGGAAGGGTCTATTGACCCCGTAAGAGATGTCGAGATTATAAACCTGGAGCTCATACTGGCTG
+ATTTAGAGACTGTAGAAAGGCGAATGCAAAAAACTTCAAAACTTGCTAGAAACGATAAAAAAGCCGCCTT
+TGAACTTGAAGTTTTGGAAAAAATAAAAAATACACTGGAAGAGGGAAAGCCTGCAAGGGCAGTTCAATTT
+GATGAAGAAGAAAAAGCCGTAGTAAATCAGCTGATGCTTTTAACTTCAAAGCCTGTGATGTATGTGGCAA
+ATATATCAGAAGAAGATTTAATCTTAAGAGAAGAAAATCTACACGTAAAAAAGCTAAGAGAATATGCATT
+AAAAGAAGGCTCAGAAGTTTTAGTAATAAGCGCAAAAATTGAAGAAGAGCTAGCAGCTCTTCCAGATGAA
+GAAAGAAATGAGCTTTTAAAAGAATACGGGCTCAAAGAGCCCGGGCTTAACAATATAATAAGGCACGGAT
+ATTCTCTTTTAGGACTAATTACATTTTTCACTGCAGGGCCTAAAGAAGTACATGCCTGGACAATAAAAAG
+GGGAACTAAAGCTCCTCAAGCGGCTGGGAAAATCCACTCTGACTTTGAAAGAGGGTTTATAAGAGCAGAA
+GTAATCTCCTTTGAAGATTTAGTCAAAGCAGGATCACAGGCAGCAGCAAGAGAAATGGGGCTTTTAAGGC
+TTGAAGGCAAAGACTATGTCATGCAGGATGGAGATGTTGTAGTATTTAGATTTAACGTGTAATCTACTCC
+AGGCTTATTTCCACATGTTCTCCATCCTCTTTATCGTATACATCCACGATTTTTCCTGTTTCTCCTTCTT
+CTATAGCTTTTAAAAGGTCATTAAAATTGATACCGTGCTCTTCTAATATGTCGCTGGGAGTAAATCTCCC
+GGCTATTCTCATGCCCCACGATAAAAGGCTGTAAGGTATAGATAAATTAACCTTCACTTTGTTGGTATTC
+ATATCTGTTACCCTAATTTTAAGCCACCTAATTCTTCTATGGGGCCTCCTTATCTCCTTTTCTTCCTCTA
+CTTCCAGAGCCTTAAGAAGTTCAGCCGCCTCCTCTGCTGTTATCTTTTTTTCTTCTACCATCTTCAAAAT
+CCTCAATCTTTCTTCCATAAAACCCACCTCACTCTAAGGTAATATCTCCACTTATTGAATTTACATGAAT
+TTCCAGTTTCTTTTCTGATTCTCTGTAATTTTTTGTATTTCCTTTTAAATAGTGCCTATTTCTTGTCGCC
+TGAGAGGTCCCTGGTAAATTTATGCTGCAATCCCCAGCTATCGTCTTCAATTTGTAATATACTCCCACAT
+TTTTATCCTCTAATTTGACCTCAACATCTCCGTTGATAGTATCTATTTTCAGAAAAACTTTCTGCAAATC
+GACCTTAAGGTTGTGAATAGAGACATCCCCATTTACCGTGGAAATGTCCGCTTCTTCCAAACATACATCT
+TTTAAGTCTACATCGCTGTTAATGCTCTTTAAAGCTACTTTTTTCATCTTTAGGTCCTCAGCAGAAATTT
+CCCCATTTACGGTCTCAAGTTTTACTTCATCGCACTTGACAGCTGGAAGGTACACTTCGATCTCTGCTTT
+TTTCACTCCCTTATCTCCTACTATCTTTAAATAATTTTCCTCATATTTTACATCTAAGCCTCCCCCTCTG
+CTTCTTATTGCATACTCCACCTTTGTCCGGATGTAATCTTTATCCCACCTCTTCAAAGTTATATTGCCGT
+TTGCAACGGCTATCTTTAAAGAAATGCTTTCTCCAACATCTTTAAATTCAAAATCTTTCTCAAGCTTTTC
+TTCCCTCCCCTCCCAGATAAAATCCAATATCCTGTCAGCAATGCTGGTTCCAAAATCCTTTTTCTTTATT
+CCCTCAATTTTTTCTTCAATTTTATCAAGCCCTTTTTCTACTTCTTTCGGAATATCGGAAAGAGCAGTCA
+TCCTTTCCTTAAATTTGTCTAATAAATTAAAACTACCTTCTTCCTGAAGATTCACTTCTCTTCTCCCTTC
+CAAAGCCTCCAAGAGAATGGCTGCTTCTTCAGCAGTAATCTTGCCCTCCTCCAGCATTCTCAATACCACC
+ATTTTTTCCTCTTCCATTAAAAACCCTCCCTCATCCTTCTTTAAGAAGCTTTATAGCTTCATCTACAGTG
+ATTTCCCCTTCTTCTAACTTCCTCAGCACCTCCTTCTTATCGACCACAGGTCTTCTTTCCACTTCATACC
+CTAATGCTGCAATCAAATTATCCAGTTTGTTCCTTATAGTCGGATACGACAGATTGAGTTCTTTTTCCAT
+CTCCCTTATATTTCCTCTTGTCTTTATGAAAATCTCTAACAGCTCCCTCTGTTCCCTTGTAAGATAGCAA
+AATTTGCAAAGTTCAAATTGCCCCTCAATAGCAGTTCCACAGTGAGAACACTCTAGTCTCGTAACCCTCA
+TCTTTTCCCCGCACACAGGACAAATCCCTATCACTTCTTTCATAGGTTTCACCTCAAGTCATAAGCTTTG
+ATTTCATTATAACACTTCCTTCAAAAATGTCAATATCAATTTTAAATTTTTTAATTTTATCTAGCTAAAA
+GTTTAATTTTTAAAAAATAAATTTGAGTCAGGTGCAACCTGACTCAAATTTCTATTACTTCTTCTTCAAA
+ATTGTCTATAAATTTTTGGTAATCCATCTTCTCTTCTGCTTCTAAAACCTTCTCCAGCTTGGGCTTTGTA
+GCAGGATGTTTTGGAACGAATATAGTACAGCAGTCCTCATAAGGCCTTATGGAGATTTCGTAGGTGCCAA
+TTTTCTGAGCTATATCAATTATTTCCCTCTTATCCATCCCAATCAAAGGTCTAAAGACAGGAAGTGAAAC
+AGAAGAATTGGTTACATACAGGCTTTCAATGGTCTGGCTTGCCACCTGTCCAAGGCTCTCTCCCGTTATA
+AGGGCTAGAGAGCCATTCTGCTGAGCGATTTTTTCCGCTATTTTCATCATCATTCTTCTCATTATTATTG
+TCGTTAACCTAGCAGGGCATTTTTCGTAAATTTCAAGCTGCAAGTCAGTGAAGTGGACTACATGCAGTCG
+CATTCCCCTTCCATATTGAGAAAGCACTTTACACAGGTCCACAACTTTTTCCTTCGCCCTATCTGACGTG
+TACGGAGGGCTGTGAAAGTAAACAGCCTCTACTTCCACACCTCTTTTCATCATCATCCATGCCGCTACAG
+GGCTGTCAATTCCTCCCGAAAGAAGTACAGTCGCTTTTCCATTCGTGCCAAGAGGAAGACCTCCTGCCCC
+TTCAATAACCCCTGCATATAAAAAGGCTTTTTCCCTTATCTCCACATTAAGGAGCACATCAGGATTGTGT
+ACATCCACTTTCATGTTTTTCACATTCTTCAAAACGGCTGCTCCTACTCTTCTGCTTACCTCCATGCTAT
+TATAAGGAAAGGCCTTATTGGGCCTTTTGGTTTCTACCTTGAAAGTCTTGCCCTGGTGACTTTTCATGAG
+ATCTACAGCAGCTTTAAAAATTTCCTCAAGGTCAAGGTCAGCCTCTTTTGCCCTCGTTATCCCGACTATT
+CCAAAGACTTTTTTTAACCTTTCTATTGCCTCTTCAACATCTTTTTCGCACTCCACATAAATTCTCCCAT
+GGGTTTTCTCGACTTTTACGCCATCAAAATCTCTTAGAGCGTATTTTATATTTTTTACAAGTGTATTTTC
+AAAAAAAGACCTGTTTTCTCCTTTCAATGCCAATTCTCCGTATTTTATGAGAAGTACGTCTTTCATTATT
+TTACCTCCGTTTAAATCTTCTTAAAAAGTCAACTTTTTTCTTCAAAATATCCACTGTGTAATCTATGTCT
+TCCTCAGTATTAAAAATCCCCAGAGAAAAGCGGATAGCCCCTTCTAGCAGGTCTCCTTTTAAGCCTATTG
+CTTTAAGGACGTGACTTCCTCCTCTCTTTTTCGATGAACAAGCAGATCCAGTGGAGACGTAAATACCCTC
+TTCTTCTAAAGCGTGTAAAAGCACCTCTCCTCTGACTCCACGGAAAGAAACGTTAAGTATATGCGGCGCG
+CCTTCTTCTACTTCAGGTCCATTCAAATGCACATCTTTTATTTCTGAAGAAATACCCTCCCACAACCTCT
+TTTTTAACCCCATGAGCTTCTGAGAAACTTCTTCTAAACTTTCTTTGGCCAGTCTGCTAGCAACTCCAAA
+TCCTACAATACCGGGCATATTTTCTGTGCCAGACCTTATGTTCTTTTCCTGCCCTCCTCCAAATATTATG
+GGTCTTATTCTCACTTCCTCCGATAAATATAGCGCCCCTACTCCTTTTGGACCGTGAATCTTATGCGCAC
+TTAAAGACACCATGTCAAGCTTTTGTTTCTTTACGTCAATCTCTATCTTGCCAGCAGCTTGTACAGCATC
+TACGTGAAATAAAACGCCATTTCTCTTCGCTATACTTGCTATCTCCTCAATAGGCTCTATGGTACCTATT
+TCGTTATTTACTGCCATAATTGAGATGAGTATAGTTTTATCGTTAATAGCATTCTCAACATCCTCAGGAT
+TAACCTTTCCCTTTTTGTCCACTTCAATGTAAGTAACTTTAAACCCACTTTCTTCTAAAAATTTAAGCAC
+ATTTAAAATTGAAGGATGTTCTATGGTAGAAGAAATTATGTGATTGCCCTTTTTCTTGAGGCTTTCTGCC
+ACTCCTATGAGAGCAAGGTTATTAGACTCTGTCCCGCCAGAAGTAAATATAATGCCTTCTGGTCTGCCGC
+CTATAAGACACGCAACATTTTCTCTCGCTTCTTTTAAGAGCTTTTCTGCTTGATAACCCTTTCTGTGAAG
+TGAAGAAGGATTACCATATTCCTCTTCTAAAACTTCAAGCATTTTGTCTATGACTTCTTTTCTCACTTTT
+GTGGTAGCGCTGTTGTCCAAATACACTTCCATAATCATCATCCCTTTATTTTGCAAATTTAACTAAAAGG
+TTAATAATTCTTTGCACATCTTCATAAGTAGCCTTTCCATCTTCACTGGCAAGTATACAGTCTTTTGCAT
+GCTCCTGTATTATTGACATGCCTACTTTTTCTAAAGATGCCTTTACTGCTGCAATTTGAAGTAAAATCTC
+CTCACAGCTTTTCTCCTCTTCCACCATTTTTTCTATTCCAGCTATATGACCTTTTATGGTCCTTAATCTC
+ATTAATATATCATTTCTCAAATTGTCCACCACTTGCAACACACCTTTCAATAAGTTTGTTTTCCTATATT
+AACTTTGCCATAAAATTTGCAAACAGTCAATTGTTATGTAAAAAAGCCAGCGAATTCGCTGGCAAATTAA
+GGATTTTGGTACATCTGTGGCGGCTCAAAGGTTGGGAAGGGCTTTTTATAGAAGATATCACACACGTCAG
+TAGCAAACTCCTCACAGGCCGCAGGCGTAGGACAGAATCCGTAAGAAGGCACTAGCAATTGCACATCTAC
+TGCAGATTTTATTATAATCCAGACACCTATTATGACCTCTACAGTAGTAGTTACCCCTACATTCACTTTG
+CCGTATAAACCTTCTCCCATAGCTTCGTACTTCATTATAGCTACATTTGGATCAGGCACATAAAGCACGA
+TGTCTTTACTAAAAGTAGTAATATTTCCCGGCAATGTTTGTGTTGTACCATCAGGGTAATTTATGACCAC
+ATCAAAAGTTACCTGGAAAGTCGCTTCAACCCTCGCAAAACCAGGTCTTTCAGTGATAGGTGTTATCACA
+AAGCCTGGCGGCTCTACAAGGGAAATTTTTATATTTGTTATCTCACCAAAAGTAGGTGTCAAAGTAGTTA
+GTGTTGGGACAAAAGTAATTGGCGGTATATTATCCAGGCACAGCCTTTGAGAACAAGCATCGTATATTTT
+AGTGACTTCTATGCAGGCAATTTCTGTAGGTTCCGGAAGTTGCCCTGGTTGTACTGGCCCTGGCACTATC
+TCCTGCTGACCCAATACTTTCCTTGTAAAAGCCATATTATTTCCCCCTTTATTCTTGAAAAAGCTTAGCC
+TTTTTCTACTACTACAATATACGCAGATAAAGGGGGATGTGTTACAATTGTCAAAATTCAAATTTCATTC
+CCGTATGAAGAGGTATAAATCTTTCACCAAAAGCCTTGTATAGCTCTATCAGTAATTCTCTTCACCTCTC
+CCGTAGTCAAAACCCCGGGCATTATCTCAAGAGGGTCTCTTGTCAAAAAGAGTCTGCCGCCATTTTCCTC
+TATTTTTTCCTTCATATTTCCTCTCATCACGCCTACATGCCTTAAAAAGGGGTTAGTTATAAAATTAAGC
+CTAGAAATAAATATTTTTCTTTTCTTTTCCATAAGCCTCAACTAAAAAAGAAACCCCATGCTGCCCTAAA
+AATGGACTCTCATATAGCACAGAATCTTCTGCCAAAACCGTAATAATAAGCTTTTCTAACATAAGAGTTA
+CCCTCCCTTCGATATGTTAACTCTAATTTATATCATAGTTTTTAAAGTATAAAAGAAGCGAGCCTAAAAT
+ACATGGCCCGCCATTTAAAGATTTAAATAAGCATGGATACAGGATTTTCCAAAATTTTCTTTAGGTCGAG
+CAAAAACTTAGCAGCAGTAGCTCCATCAATCAGTCGATGGTCGAAAGAAAGACTAAGTTTCATTGTGTGC
+CGTATGACAATATTGTCTTCTATTACCACTGGTTCTTTGTATATTTTGTTAACTCCTAATATAGCACTTT
+CTGGAGGATTTATAATAGGAGTAAAGCTATCTATTTCATACATTCCTAGGTTAGTGATAGTAAAAGTACC
+ACCTGTTATTTCATCAGGAGTTAGCTTATTCTCTCTTGCTTTTTCACTTAGTTCTTTAATCTCTTTTGAA
+AGCTCTAGTAAAGATTTATTTTCAGCATTCTTCACCACAGGAACTATTAATCCATCCTCTAATGCCACTG
+CAATTCCTAAGTTGATGTTAGGATTTTTAATTATTTCATCTCCCTCAATAGACCAATTTAAAACAGGATT
+TTTCTTTAATGCAATAACACAAGCTTTTGCAATCAAATCAGTGTAGGTAAATTTATGTTCTCCAGATTTG
+TTTAAATTCTCTCTTAAATTAACAAGTTCTGTCACATCTACTTTGATGTCTTCCGTCACATGAGGAATCT
+CTGTCCAGCTTTTTTTCATTCTTTGGCTTATAGTCCTTCTCATAGTGTCCATTGGCACTCTTTCTGCTTT
+TTGGAGAATTTGTTCTTCTCTTAAAACTATTTCCTTTTCAGTTTTCTCTGGTAAAGTACCAATTTGCTTT
+TCAGAAATATATCTCTTTACATCTTCCTCTGTAATGCGGCCTGGTTACCCAAACTGTACAAAAGCGTACA
+GTTTAGGCAGCTGGGGTATTTGTAGTCCGCCCTTCAGACTTTCCCGGCCCCAGCAGGCGGTTTTTGGGAA
+AGCCATAGCCCCTGCCCCAAGAAGCAGGAACTTGCGCCTTTACGGGTCTCCCCACTTGCCCTGAATTAAT
+AATTCCTTCAGGACAGAGAAGTCTCTTGGTACTTTCTCAGGGGAGAGTGGAGTTACCACCGCTACCTTGA
+GAACTCGCCAGAAATCATAGGTACTAAAACTTGTTCCATCCAGAGGTCTTAGCACCCTTCCTGACTCACT
+CTCAAGGCTTTGTATAAGTTTTATTGCTTTGTTTATTTCTTTTAAGTGCTTCCTCTTTAAATTTTTATTT
+TTGACTGTATATTTTACATGTTCTTTTAACTCTTCTAATTCCTTTTCAGTTAATGTGTTGAGGAAGTTTA
+CATAGTTATCCGGTATCTTTTCTTGTAGTCCTAGCCCTCTTCTTGCTATTACATAGGCTGCTGATATGTC
+TTTTGTTATCATATACTGTGGTGCATATTTCAACATGCCTATTATTGAGGTATAAGAAGGGTCTACCTCT
+ATTACTTCTATCCCTTCTCTTTTTGCTAGTGTTTTTATTTTTGAAAGAAGTGATTTATAGCTAAAGTTAT
+GTCTTATCCTTCTTGACTTTCTCCCTGAAAAGTCTCCTCTTTTGCCTTTTTCTTTTATGTCCAATTTTTC
+AATTACTATTGCTTTTCCTTTCTCTTTTGCTATTTTTACTATCTCATGAGCATAATGCCATCTGAAGTAT
+TCTTTTTTGTTTTTATTTCCACTTGATAGCTCCGGCATAGATATCTTACCATAACTTATTAGATTTCCTT
+TTTCATCTGTTTCTGCCCATGATATGTTGTCTGGATATGCATTTACATCTATTCCTATGACCCCTTTCTC
+TTTTGTTATTTTTGTTTCTGGATATTTTTCTTCAATAGCAAAATAGGCGTATATATTGCCATTTTTGAGT
+TTTAATTCTGCAGAGTAAGGTATGTTTGACTCGGCGATTTCCTGTAGGAGTTCTTCTCTGCTCTTATTCT
+TTTTATAGCCTGCTTCTATTTTGGCATATACATATTTTCTTTCTCCCACATTTATCCTTAAGAAAGTGCC
+ATTTTCTTTTACTTCTATTCTTGTGTTGAGATTTCCTTTTTTGCTTTTATCCCCTCTTGAATAAAGGTTT
+CCTTTTCTCTTCTCCTGCCACTTAATTTTTAATTTTTTATATGCTTTCCCGTTTATATGGCGTTTTTGGA
+GTTTCTCAAACAGTTTCTTCCCACCAAAGATCACCCTTTTTGGGCTTCTTCCTAATTCCTTGGCGGATTC
+TAATGTGCTTCTTGCTTTCATTATTGCGTCATCTACATATCTTGAGTTTAAATCAAACATTCCCTGAAGG
+TCTCTTTTTAATGTGTTTCTATCATAACCTTCTAAAAGTCTTTTGTATGCAAATCTCATGCATGAAGACC
+ATCTTCTCATTAAGTCTAATACTGTTTGTTTGTCTTCTTGACTTAAAAACACAAGTTTAGCCTGTATTAA
+TATCATGTTTTCTACCACCTCTTTGTTCGTAAATCCTTGTTGCAAATGAGGTGACTATTGATATTAAGTC
+TTCTGCCAGCTCTTTATTCGCGTATTCTTCATTTTCTTTATCATTTAAAATTATTAGTTCTACTCCAAAG
+CTTTCCATGAAAAATTTAATATATTCAAATCCAAATCTCGCCAATCTATCAGGATATTCTATTACAACCT
+TTTCAACCTCTCCTCTTTTTATCTTGTTCAAAAGCTTTAATAAACCTCTCCTGTTTTCATTTACTCTACT
+TGCTATTTCGGATATAATTTCATACTGCCAACCCTGAGAATTAGGATACTCTTTAAGTCTTTTAATCTGA
+TTTTTTAAGATATTCTTCTTGCTTTTTTGTAGATACTCTCGCATATAAAACTACTTTAGGTTTTGGTTTT
+TCTTCCAGCATACCTAGTAACTTCTCTATATCTTCTTTTTTATATCTTCTTCCCTTCGGTATTCTAACAG
+AGGTTATTAATCCTTCTTTTTCCTAGTTTATTAAAGTAATCCTGCTTATATCATACAGCTCTTTAACTTT
+TTTATAGTTAATAACATTCATCATCACCTAATTAAAGTTGTATCATTTTTTTATTATTATTAATTCCAAC
+TGTTTTATCCTCCATTATAGGATGGGCAACAGAGATCAACTCTTCATTTTCTTTTAATCTTACTTTCATA
+CTTTTTTCATCTAATATCTCTCCCACCCCTCCAAAAGGGTCCACTCCATATTCTCTGCATAACTTCCAAG
+ACTCTTTTATTTCTTCCCTAATCCCTTCCTCCAATATACCTTCTGTAATGTATCTCCACCACGCCTTTTC
+CATAAAGGAAATAAAATCCTTCATTCAAATCCCCCTTTTTACAAAAAAAGCAGCCTTCATTAAAAGCCCA
+TTTTGAAAGCTGCTTTTTCTTTACCACAAATAACTCATCCTCTTGCTAAACTCAAACCCACATCAGCATG
+ATAAGAACTTCTAACCAACGGCCCAGAAGCTACATGCTTAAATCCTAATTTGTAGCCTATCTCTTCATAT
+CTTTTAAACTGTTCAGGGGTTACATATTCAGCTACTTCTATGTGCTTATGAGAAGGTCTTAGATACTGTC
+CTATGGTCATCATATCGCAATCAATATCTCTTAAATCCTTCATAACTTCTATTACTTCCTCTTCTGTTTC
+GCCCAGTCCCACCATAATCCCTGATTTAGTAAGTATTAGAGGGTCCAGCTCTTTGACCTTTTTAAGGAGG
+TTTAAAGACCTAATGTAATCCGCTTTTGGCCTCACTCTTGAGTAAAGCCTCGGAACCGTCTCTACATTGT
+GATTTATTACATCAGGTTTTGCTTCCACAACAGTCCTGATTGCCTCTTCATTTCCCATAAAATCAGGCAC
+AAGCACTTCAACAGTGACTCCTGGCAGCTTTTTTAGCTCATATATTGTCTTCGCAAAATGTGAAGCCCCA
+CCGTCTGGCAAATCATCCCTTGTAACAGACGTAACTACCACATGCCTTAACCCCAACCTTCTAGCTGCTT
+CCGCCACTCTTCTCGGCTCTTCTTCATCAAGGGGCTGAGGATGCCCTTTTTCCACTGCACAAAATCTGCA
+GTTTCTAGTACATATGTTGCCCATTATCATAAAAGTTGCTGTTCTCCTTGCAAAGCACTCCCCCATGTTT
+GGGCAGTTTGCACTTTGACATACGGTATTTAAGGCCATATTTTTCAAAAAAGCTTCCATCCTGTTTAAAT
+CCTCACTTAAAATTCTCACTTTAAGCCATTCAGGCTTTCGCACTGTCAACCACCGCCAATCTAGTTAAAT
+CAATCTCTTCAAATTTTATTTCGAACACCTCTTCAAACTTGTCCACAAGTCTGTCCATCACTTCTTCTAT
+TTCAACTTCTATTCCAAGCTTTTTCATGGAAGTGACACCAAACTCTGTAATTCCACAAGCGTTAATAAGG
+CCAAAGTAAGACAGGTCAGTGTTAACATTGAGCGCTATACCGTGCCAAGTTATCCACCTTTTAACCGCAA
+TGCCTATTGCGCATATCTTTTCATCTCCAACCCACACACCCGTGTACTTTTCCTTGCGTCCGGCGATAAT
+CCCATATTCCCTCAGAAGCCTTATTACAGCTTCTTCTAAATTATGAACAAAAAGGTGAACATCTTTCTGC
+CATTTTGCCAGGTTAAAAATGGGATAGGCTACCACCTGTCCAGGCCCGTGAAAAGTTATTTTTCCTCCCC
+TTTCTACTTTGTAAAGCTCTGCCTTTTCTTTTATGTAATCAATGGGGACCAGTATGTCTTCATCATATCC
+ACCTGAAACACCTATGGTGTATACTGGCTTATGCTGAAGTAATATCAAAATACCGTCTGTTTCTTCCTTT
+TTAACTTTTTCAAAAGCCTTAAGCTGTATCTCTTTCCCTTCAAGATAAGGAACCACACCTAATTTTAATA
+CTTCTCCTCTCCTCAAAACAATTCCCCCTATTTTAACCTTTGTTTATTGGCATCCCTAAAGCATCCTCTG
+CAGCCTCTTTTATACTCTCAGAAAGTGTAGGATGAGCATGTATGCTATCTGCCAATTCCTCCAGCGTAAA
+CTCCTCTTTTATGGCCAATACCCCTTCATGTATTATCTCTGTAGCACCAGCCCCTATTATCTCCATACCG
+ACTACTCTTCCATATTTTCCTTCTGCGATTATTTTCACAAACCCATCGCTTTCTCCCATAGTCATAGCCC
+TTCCCAAAGCCGTATACGGGAAAGTGCCTATTTTCACTTCTCCATACTTTTCTCTTGCCTGTGATTCATT
+AAGACCAACCCAAGCAACCTCTGGATTTGTATAAAGGCAGTTAGGTACCGCCGTCAGATCCGCTTCTTTT
+TCTTCCCCTGCTATGTTGTGAGCAGCTACAATTCCCTGATAAGAAGCCACATGTGCCAGTTGTATGCCTC
+CTGTAACATCTCCAATAGCGTATATATTTTCTATGCTTGTCCTCATATGGGAATCCACTTTTATTCCTCT
+TCCGTTCATCTCGAGGTTTAAAGCATCGACCCCGTTTACATTAGGCACTCTTCCTACCGCAACCAAAACA
+GCATCACATTCGACACTCTCTTGATTACCGTTTTCTGTATAAATTACTCTCAGACCTCTTTCTATTTTTT
+CTACTTTACTATTTAGATGAAGCTCTATCTTTTGCTTTTTCAATGCTTTTTCCATCACTCCAACTACATC
+TCTATCAAGCATTGGTAAAAGCTGAGGAAGCATCTCTATCATAATTACTTTGCTCCCCAAAGAAGCATAA
+ATATTTGCAAATTCAAGTCCAATAATTCCTGCTCCAATTATCACTATTTTTTCAGGAATTTTTTCTAATT
+CCAAAGCTTTATCGCTTGTCATGACGCCTTCTAAGTCAATTCCCTCTATAGGGGGCAGAAATACCTTTGA
+ACCAGTAGCAATTATAAAATTCTCTGCAGTGTACTTTGCTCCATTTACTTCAACAGTATTTTTATCAATA
+AACGTTCCCTTTCCATTTATGACATCAATGTGGTGTAAGTTCATCAAATAACCTACCCCACCTACTAATC
+TCTTTACTACCCGCTCTTTTTTCTGGCGAAGCTTGGCAATATCTAAAGTGTACTCTGCAGTTATTCCAAA
+GTCTTTTGCTTCTTTTATGCGGGTTACAAGTTCTGCAGCGTGAGCATAAACCTTTGTAGGAATACACCCT
+CTATTAAGGCATGTACCTCCCAGAGAATCTTCTTCTATCAAAGCTACTTTTTTACCCAATTCACTTAATC
+TAATGGCTGCAGTATAACCTCCAGGTCCTCCTCCTACGACTATCACATCGTAATTCATGATTATACTCCT
+CCCTCTATTATCTTTTATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCTCATCACAACAAGAGCAT
+CTCATGGCTTATATTACCATTTCTTACTTATCTAACCATTAAATGGGTAAGCTTAATAAACCTCATATCC
+TATTTCCATATTATGGCGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCCCATGTCTCACTGGATCT
+TAGTCCTTAATTCCTTCGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTCCATTGCAGGGTCTTTGC
+CCGTATGGTGATTATTTTTATGACAATTCCCGCTCTTGTTGTCAATATCCCATCTCTTGATTGGTTGTTT
+TTGTCTTATTCCTTACTTTACCTTTTATGTCACATCGTTCACACTTTCGCTTTTCATAAAAATCAATTTC
+TTCTTAAGGGTCAGCTCTTTAGATGTGACTAAGTTAAAGCTGAAGAGAAGATGATTAACCCTTAATTGAT
+TTGATAGTATGTTGGCACTTTTTATGCAGCTTCCTGTAAGCCTGGCCTCTTTATGTCCTTCATCATCTTG
+ATTGGGTCATATTTTACTCCTTTCTTTAATATGACATAAAATATCCTTATCAGTTTGTTGCACAATACTA
+TTAGTGATTGCTTCTTTTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTGTGTAGTTCACGAAATTC
+TTCGTTTTTTGCGACCAAGGCCATTACTGCATTAAATAGCACACTCCTCAATCGCTTCCTCCCTCTTTTA
+CTTATTGTCGTTTCTCCTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAATCCCCCTAGTTTTTGTA
+TCTGTTTTGGATGTTCATATTTTTCAATATCTCCTACTTCTGCAATAAAACCTGCTACTGTGTTTACTCC
+TATCCCTTTGATTTCTAGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATTCTTCCATCTTCTTCTCT
+ATTTCTTCAATTTGTTTTTTTAAAAATTCGTATTGTTCAATGAGAGTCTTTATCTCGTATTCCGCCATCT
+TTATGCCCTGCTTCTTCCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATAGCCCTTTTTTCTCCTAC
+CCCTCTTTGTACTTCTTTCTTCCATATCGATATTATTTCTTCAGCACTCTTTTTTGCTATCTTCTCAGGC
+GTTGGAAATTCTCTTAATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAATACGGTGTTAAACTCTG
+GAAAGTATATGTCCAACCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGTTTGTTCAACCTCTCTTT
+TATGTCCATCGCTACCCTTAATTCCGCATATACTCCTTCAGGTATTATCGGCTCTACATATCTCCCGTCT
+TTTACTAGCATTGCTATTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGAATTGTCATCTAATTCTT
+TGCTCATCTTTACATGAAATGGATTAACCAATACTACCTTTATGTTATTGTCTTTAAGGTATTGGGCAAA
+ACACAGCCAATATTGCCCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCTTATGTCTCTCCATCAAG
+TCTTTTGCCCAGTTAAGAAATTTTGTCATACCTTCTCTATTGTTTTCAAATCTCAGGTATTTCCCATATT
+CTACTCCTCTGTAGTCAAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCTACTCCCGCAATTAATGT
+GTCTCCCGTTACTTGCAAAATCTTTTCATTTTGTTTATACTTCATTTTAGGTACCTCCTGTTTATTTTGA
+TAATTCGAGGTAAGTTCTTAAACTTACACTCTGTATTTTATCAGGAGGTACTTATTTTTTCAAAGTCCAT
+TCTCCCTTATTTTTTATTCATTACAGGAATGCTCCTTTTTTCTTATTGCATCAAAGCTACTTTATATTAT
+ATATTATTTCTACATTTTTGCTAAAAATCCTTTTTAAAAGTCATGTTAATAGTTTAACAATTCTATATCG
+CAACTTATTTGCATATATTTTAGCGAAAGGGGGCTTGAAAATGGCAAATATACTCATCGAAAAAGGAGAT
+TTTTTTAAATACCTTTATTTAGAAGACAAAAAGATAGCTCTTAAAAAAATAAGTGAAGGTAAAGAGGCGG
+AGGAAGTCATAGTTTCTGACTGTGAAAGCGATTTTGATGCCTGTTTTGATGATGAAGGAAAACTAAATTT
+GATATACCAAAATTCAGAAGGAGAATTAGTTTTATTAATTCTTTCAGAAAGGGGATGGCATAAAAAAGTT
+CTTTACTCTTACCCTGATAAAAATACGCATCTTGATAATTTTACCCTATTAATAAAAAACAAGGTGGTAC
+ACCTTTTTTACACCTTAAGCAGTATAAGCAAACCTCGAGAAATGCTTTTAATTCATCAAAAATGGGATAA
+AAACTGGAGTGGCAAAAACATCGCTTTAATTAAAGGCCCTTTACTCTTCCCTTTCTATGAAGTATTTTTA
+GAAGATGAAAGAAATGTTCATCTTCTTTATACAACAGTTGAGAAAAATAAAACACAACTTTACTACCTTT
+TCTACACGCAAGATTCCTGGTCACCAAAATTTTTAATTTCCGAATCAGAAAAAATCTTCTCACCTGCTAT
+TTCGGTAGACTCTCAGAAAAACATACACACCCTTTGGATAGAAGAGGACATAATTCAAGAGATAAAGTAT
+AAGAAAAAAACTCCAGGCAGCTGGCCAAAAGGAAACTGGACCGCTGCCACTACCTTAGCCTACTCCACCG
+AAATTAAAAATTTGCACCTTTCTGTTATAGATAACAACCTGTGGGGAAGCTACATACAAAAAGACAGCCT
+TTTTGCAACCATATCCTCCGACAGTGGAAATAGCTGGTCCAAACCCTTTAAACTTCCTTTCTCACTCCAA
+GAAGTAGAATTTTTTAAACTGAGAGCTCCCTTAGGGAATTTACAATCTAATTACATTTTCCTAAGCAAAA
+AAGGAGAAATAATACCACTGGAATACAAACCTAGGAAGGAACCAGAAGAAAAAAGCACTTATTTCACCTT
+TTACATAAAAGAAGTCCAAGAGTACTTAAATCTCTTAATCAAAAAGTTACAGACTTTGAAAGAGGAAAAG
+TCTTTTTTGGAAGAAGAATTAAACAGAAAAAATGCCGAAATTGCAATGAAAAACAAAAACATCTTTGAAC
+TTCAGGAGCTTTTAAAGCAAGCAAATGAGGAAAAAGCAAAGATATCTCTTAAAGCAGACAATTACAATAC
+AATGGTAAACAGATTGATGAGAGAAAATGAAAACCTAAAAAGGCAGATAAAGGACTTACAGAATCAAGTA
+CTAATTTTAAACTCCAAGCTAGAAAGCATTAAAAATGCCACTACATTTCAAAAAATAAAAAGCCTCTTCA
+TAAAAGAAGAGGACTAAACCACTTTTACTATTTTATACCCCGCCGGTATTTTTTCCACTTCGTATATTCC
+CTTGTATGGAACATTAATTCTCTGTAATAAATTTTGCACCACTTTTAAAGACTCAAGCCCAAATTTGAGA
+GAATGACTGCACCCTTCTGAAATGCTTCTTGGCGTAGGAACAAATTCTACAGCAATATTGTGCCTTTTTA
+ATACTCTCTCTGCCATAAGCCCATGCTGATAGGAATAAAACACGATCAACCCGTATTTCACACATACCAC
+CTCAGAACCAGTATATTCTACACCTCCCTCAGTTGATACAATGTTCCTTCATGTCCATCATAGTGTAAAA
+TTATCGTAGGATTTTTAAAGTGAAAAAACAAGAGACAACCCCTGTGATAAAATAGATTGTGGAAAACAAA
+AAACACGAAAGGGGTGTCTCTTGTGAAAAAACATATTTTTGAGGATATTATACTACAAAATGCTCTAAAT
+TTCACTAGGGAAATGATGAATGTTTTTGAGGATTTATTAAAGAATGGAATGAATATTACAGAGCTTGTAG
+CAAGGATAAAAGAACTTACGGACAAACTAGGTAGAGAGGCAATAGAAGCAATTATTGAGGAGTTAGATAG
+GATAATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACG
+ACAGTCCTTGGGGATATTGAATATGAGAGGACATATTACAAATCAAGGGAGGATGGTAGATATACATATT
+TAGTGGATGATGCATTAGAGATAGGACGGCACGAGAGGATAGAAAAGGGAGTAAAAATAAAGTTAGTAGA
+AAATGCGATAGAAGAATCATACGAGAAAAGTAGCGAGAAAGCATGTCCAGAGAAAATAAGTAAACAGACG
+GTATTAAACGCAATAAGGGAAATAGGAGAAGTAGAGGTGAAGAGAGAAATAAAAGAGAAGAAGGAAGTAA
+GGGTTTTATACATAGAAGCAGATGAAGACCATGTACCTTTACAAGATGGCAGCAGTGAAACACCGCGATT
+GATATACATACATGAAGGTAGGGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTGTATTACAAGGCA
+TACGTAGGAGAGAAAGCAGAAGACATATGGATAGATGTAGCGAATTACATAGAAGAAAATTACAAGGAAG
+AGAAGATAGAGAAGATATACATAGCAGGAGATGGAGCACCATGGATAAAAGAGGGATTAGAATGGATAGT
+AAAATCAAGGTTTGTGTTAGACAGATATCATTTAAACAAATACGTATTAAAAGCAACATCAAAAGAGCCA
+AAGTATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAGGAGTGAAGAAAATATTTGGTG
+AGTTAATAAAGATAGCAAAAGAAGAGAAAGAAAAAGAAAAGATAAAGGAAGCGAAGAGATACATACTAAA
+CAATTGGGAAGGGATAAAGATATACAGTGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGGCATATA
+AGCCATGTATTTTCTGCAAGACTTAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAGTTAATGG
+CGAAATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAGTGGGGCAAGAAAAAGAATAT
+AAATGCAGGAAGTTACAAATTAACAGAGAAGCAAATAAAAGAGGCAGTAAGGAGAGTTAAAACGTCTACA
+AATGAAAAAATAAACAATATTACGGTTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAG
+CATTAAAATATGCACAAGTTATATAAAGAACATGATAAAACGAAGCCCTGAATTAATTAAGTTTCAGGGG
+TTGTCTTAAAAAAATCCTACAGTATCTTGACACTATCCATGTCCATAAATTACTTGAAGGAATTTACAGC
+TTTCTGTAGAATATATTGATTTGAGGTGGTGTACATGAAAACAAAATCAACAATAGCACTAGTTTTAGCA
+GCAATTTCACTTTTTTCTTTTAATTCTGCTGACGCTTCAATCTTTTACTCTTATGGCTATTTTTCAAAAA
+ACAATTTAATAAGACCTTCTGCTCTTATAACAGTAAGACAGCCTGTCTCCTTAAACAAAAAAATAGCTTC
+ATACACACCTTCCTCCAGTATCATAAATAGTAATACAGCGAATCCAAGTAACACTTCACAAATTCAAACA
+AGTGCAGTACTTTCACAGGAGGAAAAAACTTTAGTAGAACTGGTGAATAAAGAAAGAAAAAAAAACAACC
+TCTTGCCATTACAGGTAGATGAAAATCTGTGCAAAGTTGCTAGACTAAAAGCTGAAGACATGCGGGACAA
+CGACTACTTTTCTCACATTTCTCCAAATTACGGCTCTCCTTTTGACATGCTCAAAAAATTTGGAATAAAT
+TATTATATGGCAGGTGAAAACATAGCAGTAAATTCTAACGTGATAAAAGCTCACTATTCTTTGATGAATT
+CAGAAGGGCACAGGGCGAATATATTAAATCCTTATTACAATAAAATTGGAGTCGGAATAGTAAAAAATAA
+ACAAGGAAATGGAATAATAGTAGTGGAACTTTTTATAAAAGATTAATCCGGGAACTTCCCGGATTAATCT
+TTTTCCATGAAAACTTTATAGGCTTTGTAAGCCATGTACACATCCACTTTGGAAGACAATTCATAAGGCG
+CGTGCATGCTCAAAAGAGCCACGCCGCAGTCCAACACTTCCATCCCGTAATTAGCTGCATATTGAGCTAC
+AGTGCCGCCGCCTCCCATGTCAACCTTCCCAAGTTCTTCCATCTGCCAGATTACTCCATTTTCATTGAAA
+AGCCTTCTAACTTTCCCCACAAACTCTGCATTTGCATCATTGGATCCAGCTTTTCCTCTCACCCCAGTGT
+ATTTTGTTATGCATACACCCTTACCAAAATAAGCTGTGTTTTGTTTTTCACTCACTTCAGCATACGTCGG
+GTCAAAAGCAGCATTTACATCTGCAGAGAGCATTTCAGAGTTTGCCATAAGTCTCCTTAGTTTTATATCA
+GTACTGCCCTCATATTTTTCAAGGATTTCTGCAATGGCGTTTTCAAAAAACCTTGACTGCAAACCTGTAT
+TTCCCATGCTTCCTACTTCTTCTTTATCTGCAAATATAGCAACAGCAGTCCTTTCAGGAACTCCTATCTC
+CAGGATAGCTTTCAGGGAAGTGTAAGCAGAGACTCTGTCATCCTGCCCGTAAGCTGCAATCATACTTCTG
+TCAAAACCTACATCTCTTGGTTTGTAAGCGGGAACTAGTTCTAATTCAGCGCTTAATAAATCTTCTTCTA
+CTATGCCGTACTTCTCATTTAAATATTTGAGTATACTCGGTTTTACACTTACTTCCTCAGACAGCGGTAT
+ACTTCCCACTACTGCATTTAAAGCTTCCCCTGTCACCACTTCCGACGCTTTCTTTTCCATTTGGTCTTTC
+CCTAAATGGGGCAGTAAATCAGTTATGTAAAGTACAGGGTCGTTCTCGTCTTCCCCCACCACTATATTTA
+TCTTTTCTCCGTTTGACTTTACAATTACGCCGTGAAGCGCCAGAGGTATTGTAACCCATTGATATTTCTT
+AATGCCTCCGTAGTAGTGGGTTTTAAAAAGCGCTAATCCGCCTTCTTCATACAGAGGATTGGGCTTTAAA
+TCTATTCGAGGAGAATCTATGTGGGAGGCTACGGCTTTAATGCCCTTTTGCATGGACTCTTTCCCAATTA
+CAGCTAAGACTACTGATTTCCCTTTGTTGTTGTAGTACACTTTGCTGCCTGGTTTCAAATTTGTAGCTTT
+TTCAATGTCAATAAAGCCGTGTTCTTCCGCAATTTTAATTATCTTCTCCGCTGTTTCCCTTTCAGTTTTA
+CACTCTGCCATAAATTCTTTATAGCCTTCTGCAAACTCAAATACTTTTTCCCTCTCCTCACTGGAAATTT
+TAGTCCATGCATCCACATTTTTATACCCCAGTCTCTTTTCAATTTCCTTCAGATCTTTTTCTTCCAATTA
+CATTACCCCCCGCTGCTTTTAATATTGAAACATCCATCTATAATATTATTCCCTTTTTGAATAAAAGTCA
+AATTTAGCCTTGTAAAGGATTAACTCTGTAAAATCGTCTGATTTTTGAGCATATAAATTGCAGCCTGCGT
+TCTGTCCTTGACACCCAGTTTGCGGAAAATATTGTAGACGTGATTTTTCACAGTTTTTTCGCTTAAAAAT
+AGTTTCTGTGCGATCTCTTTATTGCTGTATCCTTGAGAGAGCAACTTGAGTATTTCTATCTCGCGGGGAG
+TAAGTTCTTTTCTTAATAATTCCTCATTCGAATCCTCTATCTCTTGCATGAGAGAAGGATGAATGTACAC
+TCCACCATTGTAAATTGTGCGGACAGCCTTTATAAGGTCATCATACTCAGCATCCTTTAATATGTAACCT
+TCCACTCCTAACTTCAAAGCCTCAACCAAGTATTCTTTGTCATTGTAAATAGTCAAAAACAGTATTTTGC
+TGGGATGTTTTTCTGCCTTCAATTTTTTCGCTGCTGTTATGCCATTCATTACAGGCATATTTATGTCCAT
+CAAAATTATGTCAGGAGAAAGTTCTTTAGCAAGCCTGTAAGCTTCCTCACCATTTGAAGCTTGGGATATC
+ACTCTTATATCCTTCTCAAGTTCTATCAGCTGGACAAGTCCTTTTCTTATGAGAGCGTGGTCATCAGCCA
+CTAGCAACCGAATCATCCTCAACACCCCTTACAGGAATGGAAATGTAAATTTGAGTCCCTTTGCCTTTGA
+AACTGCTTATCTCAAACTTTCCATTCAAAATTTCCACCCTCTCCCTCATCCCCATAAGGCCATATCCCTG
+TCCTATCTTTTCTTTATCAAATCCTATCCCATCGTCTTTTATGATTATGCTTACAAATTTCATCCCAAAC
+TCAAACTTAATTGAAGCAGTCTTTGCCCTGGAATGCTTTTTTATATTTGTGAGGGCCTCCTGCACCACGC
+GAAAACATGTGACCTCAATCTCTGGACTCAACCTCTGGTAATCTGAAAGCACAGTAAAATCAACATGTAT
+CCCGGTCTCTTCTTCAAAATTCTTTATGTACCTGGACAAAGCGGGTACAAGGCCTAAATCGTCCAATGCA
+GAAGGTCTCAAATCGTAGATTATCTTTCTGACTTCCTTCAAAGACTGCTGGACAATTTCTTTTAAATTTT
+TGAGTTCTAACCTTGCCTGCTCCACATCCTTTGTGATTAACTTTTCACATAATTCTGACTTTAAAAGAAC
+ATTTGCCATTGCTTGAGCCGGTCCATCGTGAATCTCTCTTGCAATTCTTTTCCTTTCTTCCTCTTGGGCC
+TCAATGATCTTCACGCTCAAAGCCTGCTTGTCCTTGAGTTGCTCCAGCTGTAGGTTCATCGCCTTCAAAT
+CTCCATTCAAATAATTTAAAGCTATGTTTATCTGGGAAGATAACTTTTCAGCCTTTTCTATAATGGCTTT
+CGTATCAAGAAGCTTCCTCTCTAGTTCATTTCTCCTCTCTATAAGCTCCTTTTCTTCTCTCCTTTTTAGA
+GCCAACTCTATCTGCGCCTCTTTTGCCTCCTCATAAGCTTCTTTTATTGCCTGCTCAGAGAGGTGACCAA
+ACTGTTTGCTCACCAAAGCCAATTTCAGTCGACATTTTTTTTCTTTTTTCTCACACATTTCCACTTCTTT
+TATGACGTTTATCACCTGAACTTTAAGTTCTTCCAACTGTGCTTCCAGCTTTCTAGCTTCATCTTTTGCT
+TTTTCAAGGATCTCAAAAATCTGTTGCTTGCTGCTTTCAATGACTTCAATAGTTTTTTCTACAATGTTTT
+CTAATCTTTTTTTATACAGGACTTCACTACTTTGAGTCATTCATCTCACCTCCTGAGCCCATTGTTTTAA
+TAATTCGACAAAAAAGTAAAAAATCCTGCATTTTGAAGAAAAAAATGCTAAACTTGAAGAAGGCAAAAAA
+AATACCCTAAACGGGTATTACAGTTCGTTGACAAAGTTTTTATCTTCCACAATCTAAAATATCCCTTGAG
+GATATCAGATACCCATCAAATAAAAAAATGGTGGAGACGAGGAGATTCGAACTCCCGACCCCCTGCTTGC
+AAGGCAGGTGCTCTCCCAACTGAGCTACGTCCCCACTTCACACGTTTTTTATTATATCAGCTTCTCGACA
+AAATTTCAATAGTCATTTCTTGATTTCCACTTTCGAATCAGAAGGCTGGGGAACTGGAACAGTAAATTTA
+TCCCCGTTGACATCAACATAGCTTGCCGGCACATCTCCAACTATTATGCTTTCAGCAATAGGCATGTGCA
+AGGTAACCTGCACTTCGTCTGATGTCAAGGGGGCAATTATCCTTATAGTGGTGCGTATGTCCAAATAAAT
+CCTGTGCCTTGTTTGATTTATTCCTGCCGGCTCAAATTGAGAGCTAAAGTCCACATCAACTGCCCCGACA
+GGCAAAAGGCCAACTTTTATTCTGGGCCCTACATTTGCAAATAAATCACTAGAAAACACGGACCCCAAAG
+GGATTTTTGCATATAAAGGCCCTATACTATTCAAATTTTCTTTGACTTCTCTCGTGATTTTTGAAGCCAA
+AAGATTCATCTCAATCGTATTAGCCTGAAGCATCGAAACTTTTCCGTTGTTGTCTGTTCTAACATAAACC
+AAGTCTTTGTACTCTATCCCTTTGAGCACTCTTTCATTTATAGCATCGTTTATGGTATTCACTGCTGTCT
+CTTTTGCCAGAGTTTCACTTACAGCAATTATCGCCGGCTTTAATCTGTATTCCGTAAAATAATAGAAAAA
+AATTAGTGCTACAATGGTGTAAATCAAATATATGTAAAGGCCTTTTACTCTCCTATAACCCCACTTTTTC
+CTCCTCAACAAAAACACCTCCCCTACAATTTTATGTAGGGGAAGCTGTTTTACTCACTCTTTTTTGTTTT
+TTCGCAAAATTCCACTTCCGTCATCACTCTTATTCCATTTTGTTTTAAAATCCTTGTAGTTATCCCGTCG
+CCTTCAATCAATCTACCGGAAAAGGTCCCGTCGTATATCTGCCCACATCCACAAGAAGGGCTTTTGGCTT
+TAAAAATTGCCTCTTTTATACCGTAAAGCTCAGCTATTTTTAAAGTCTCATACGCTCCTCTGTAAAAATT
+CTCAGTGACTTCCTCTCCCTTAACATTAAAAACTCTATCTCCCCTTATCTCAGAAGGAAGTCTAGGAGTT
+GGAAGCCCCCCTAACTGCTCAGGGCAAACCAAAATAGCTTTGCCTTCCCTTACTAAATTTTTTATCTCTT
+CTCTTTCATTGTTGCCGCCGTCATATTTGCAGTTTATCCCTGCCAAACAGGCACTCACAAGGTACATAAG
+TCCCCTCCTATCTGCTGTGCAATTCAACAATGGTGACACCATCACCGCCCTCACCATATCTGCCTAGCCT
+AAAGGATTTTACATACTTACTATTTCTTAAAAATTTGGCAATTCCCGTCCTCAAAACTCCTGTACCCCTT
+CCGTGTATTATAGTCACTTGATTAAGCCCTGCCAGATACGCATCGTCAATGTATTTTTCCACTTCCAAAA
+GAGCATCGTCCAAAGTCATACCTCTGACATCAAGAGAGGGGCTTATCGACTTTGCCTTTTCATTGATAAA
+CCTGCTGTAACCCTTTTTCACTTCTTCCTGTTCCTGCTCTTCTTTGACTCTCAAATTGCTTATGTGAACT
+GTCATCTTCAAAATTCCCGCCTGCACTTCAACATTTCCTGATGCATCCGGTGGAGAGAGAACAATTCCAT
+TTTGGTCTAATGGGACAATATAAACAGTCTGTCCAGCTTTTAAAGAATCAGGGATTTTGCCATAAGAAAA
+TTCCTTAGGTTTTAAAACCTCTTCTTCCAACTCTTCTAGATTTTTCTTGATCTTCTCCCTTATTTCCTGT
+ATCGCCCTGTCTTTGTTTTTCTCTTTTTCTTCTGCCTCTTTTATCCTCTTTATTACTTCCTCTGCAGTCT
+GCTTTGCTTCTTTAATTATCTCCCTAGCTTTTTCTTTAGCCTCTTTCAATATTTTATCTTTTTGAGATTC
+GAGCTTTCTCTTCTCCTTTTCTAATTCCTCTTTTAAGACTTCCACTTCTTTTTTTAGCCTTTCTACTTCC
+TGATAAGCATTTTCTAGATCTTTTCTTTTTTCTTCTACGTCTTTAATGACATCCTCAAACCTTATGGCCT
+CACCAGACATGTAGCTCTTGGCATTTTCAATTATTTCCTCTGAAAGCCCAAGCCTTCTTGAAATCTCAAA
+AGCATTGCTCCTTCCAGGAATACCTATGATAAGCCTGTAAGTAGGCCGTAAGGTCTCCACATCAAACTCG
+ACACTGGCATTTTCCACGCCCTTGGTCTTCAAGGCGTACTGCTTGAGCTCACTGTAATGGGTGGTGGCTA
+TTGTCCTGCATCCTGTCCTGTGGAGAAAGTCCAAGATGCTCATAGCAAGTGCAGAACCTTCAAGAGGGTC
+AGTCCCTGCCCCCAACTCATCCAAAAGCACCAAAGAATTCTTATTGACCTTTTTAAGAATACTCACTATA
+TTTGTCATGTGAGAAGAAAAGGTGCTCAAACTTTGCTCAATGCTCTGCTCATCGCCTATGTCCACAAAGA
+CATCTTCGAATATGGAAATCTGGGATTTCTCTTCTGCAGGAATGTTTATTCCTGCCATCGCCATCAAAGT
+CAAAAGCCCTACTGTCTTTAAAGTGACAGTTTTACCTCCTGTGTTAGGACCTGTAATTACCAAGGTAGTA
+AACTCTCTTCCTATGTGTATGTCTATTGGAACGACTTTCTCAGGGTCTATCAAAGGATGGCGCGCTTTTT
+TGAGATTTACATACCCTGAAGTATTTAGCTCAGGCCTTGAAGCTTTTATCTTTATTGAATAACGGGCTTT
+TGCAAATAGGAAATCCAGTTCAGATACCACTTCAACATCTTTGAAAATAGCTTCAGCATTCTTCTTAACT
+TCTTGAGAAAGTTCAAAAAGTATCCTTTCTATCTCCTTCTGCTCCTTTAATTCTAACTCCCTCAATTCAT
+TGTTTAAATCTACTACTTGGATAGGCTCGATGAACAAAGTAGCCCCTGTGGAAGACTGGTCGTGTATTAT
+GCCTTTAAACACATTCCTGTATTCCTGTTTTACTGGCACGACATATCTTCCCTGTCTCATTGTTATTATT
+GGCTCTTGAAGTTCTTTTTGCCTTGTAGAAATTATAGAATTTAAAGTAGACTTTATCTTCTCATTTATTG
+ATGCCTTCTGCCTCCTTATTGCTTTCAAAACCGGAGAGGCTTCATCTGAGATCTCATCTTCAGAAATCAC
+CGTATTCTCAATCTTCTCCTTTAAACTTTTTAGAGGAACAAGCCTTTTATCAAATTCTTTAAGCAATAAA
+AAGTCTTCCCTGTCATACAGCGATTTAAAGTGGGCCTTGACTTCCTCCACAAGGCTGAGAAAATTTTTAA
+TACCTAAAAGTTCCCTGTTGTAGAGGATGTAATCAATCTGCGCTTTTTTTACATGCTCTCTTATGTCTTG
+AAAAGAAAAAGATATATCCCCATAGGAATAGATAAATTTCACTGCCTCATTGAGCAAGTCTAATTCAAAT
+TCTATTGCCTTTAAATCTTTTTTTATCTCTATGTCAAAAACTTTTTCTCTCCCAAGCTCTGAGTCGCATT
+CATTCGCAATTAGCTTAACTATTTTGTCAAACTCAAGGCTTTTTAAAGTTTTTTCCCTCATTCCCTTCAT
+GACTACAAAACTCCTCTGTAAAAATGTCCTTTGGTATAGTTTCCCTCTGGAACCTCAATTTTTTCTCCTT
+CTAATGCTTTTATATGCATTTGTAAAATTTTTTCTATTTCCTCATCTTCTTCTATTGTATCATTTATTCT
+GAGAAAAGAAAGGCCGGATTTTTTCAGCTCTTCCATGTGATTTGCCATAAAGAGCACATCCCCATTTAAA
+ATCTGAATCCTGCAAAAACCATTGCTCTTTATAGGCATCAATTTACCTTTCCTGTCTTTAAGAAAATAGT
+AACCCTTTTCGCATTTTGCCCTGTCGCAACCCACTAAATTTCTTATAGGGCAGTATTCCGTAGTCATAAG
+AGGAAGGTGACCATATATCACTGCCTCAAACTTTATATCGCTTCTTTTTGCAATGTCTTTCATCTGCTCA
+AGCGTAAGTTCATAAGAAAGGGTCACAGCGTAAGCATTAAAATACTCTACAGCAAGGCTGTTGAAAACAT
+TGAGAGGATAATCAATAAACAGTCTAAAGTCACTATTTTTTAAAATATGATAAAGCCCCAAATTGGAAAC
+AAGGATATTCCGTATATCCAATTCTCTTAAAAGCCGCAATTGCCTTTCAATATCTTTCATCTCTTCTCTT
+AAAATTGAAGGAAAAGCAGCAACAAGTACAGTATCTTTTCCCTCCAGCAATTTAACTGCTTGTTTTAAGA
+TACTTTCATTGAGTTTGTAATCAAAATAAACATACTGTATCCCCAGAGATGCTGCGATTTCTAGATGATT
+TAATTTATCAGTGTAGAAGGTCAAAACTGGACTTTCACTCTTTTCTCTTCCCTTTGGAAGCTTAACTTTT
+TTCTGTAGCTTTTCCCTTTGATAGAAAGCCAATTTTTTTAACTTTAATTCATATATTGCCTTCCTTCTTG
+TCTCCTTAATGTCCTTTACAGGCATGAAAAGCCCTTTATCTAAACTTACAACTACTTTCTCAGGATAAAA
+AGGCGTATCGCCAATCTGAGACAACTTGTCCTTTAGAAAATCCTCTTCTATAGAAACCTTTTTAGCTACC
+TGCGGAATACTTCCACTGTTCGCTTCCCCAAAGAAAATTCCATCTTCTACTCTAACTACAAAAGGCATCT
+CTTTTTTCAATTCTGCATAAATTTTCACAGGAACCTTTTTCTCTGGCAAATTTTTTAAACTTTCATTTAA
+AAGGTAATCGTAAGTTTTATTCAAAATATCTTTTTCTTTGGGGTAAAAATCCAAATAAAGGGTCACTATC
+TCCCCTTTAAAAGCCACATCTACTTTCTGCCCATTTTTTATGATTTCCTGTATCCTGTGCCCTTTTTCTC
+CCTTTGAATCAGAAATCCCATCTCCCTTTCTTATGTCTTGAAGAAGCCTTACTTTTACTTCTCTCCCTTT
+GGTTTTTACTACCTCCGCAACAGGTACCCCTATATTCTTAGGAGTAACATAGCTCATCTTGGAAGGCTTT
+CTCTCAAACAAATACCCCGTAGAAAAACCTCTATTGAAGACTTTAGCCATTTCTTCCATGGCTTTAGTAC
+TATCAAAAGCTCTCTCTTCGTAATAACTGTCTATGGCATCTCTGTAAGCTTTCACAACAGAAGCGACGTA
+TTCCGGACTTTTCATCCTTCCCTCAATCTTAAAAGAAGAAACGCCTGCTTCAATAAGGAGAGGTATATGT
+TCAATTGTGCACAAATCCGCCATACTCAGAAGGTGCAAATTTTCTTTTAAAATATTCCCTTCCTTGTTGA
+CTAAAGAATACTTCAAACGGCAGGGTTGAGCACATCTCCCTCTGTTGCCGCTTCTTCCTCCTATGAGGCT
+GCTCATAAAGCACTGACCTGAATAGCTCACGCACATAGCCCCGTGAACAAAAACCTCTACATCTATAGGG
+GAATTGGAAGCAATATCTTTTATTTCTTTAAGAGTCAATTCCCTTGATAAAATAACCCTGGACACACCTT
+TTTCAGCTAATTCCCGCACGCCTTCCAGGTTATGTACTGTCATCTGCGTACTGGCGTGCACTTCAAAATC
+CGGATAATTTTCTCTTAAAAATTTCAGCACTCCTAAATCTTGCACTATAACAGCGTCTACCCCAATTGAG
+TATAAAAAGTCAATGTACTCTACAAGTTTATCCATTTCTTCGTTTAATATCAAAGTGTTGACAGTCACAT
+AAACCTTAACATCCCTCAAATGACAAAACTCTAAAGCTTTCTCAAGGTCCTCATAATCAAAATTAGGGGC
+ATAAGCTCTTGCCCCAAAATTCTTGCCTCCCAAATAAACGGCATCACAGCCTGCATTTACAGCATTTAAA
+AGCGCATTATAATCCCCTGCCGGTGCCAATAGTTCAACCCTTTTCATCCAACCACCTTTACTTTTCTTGG
+TCAAATGTTTCTAAAAACTGCCTGAACTCTTCTTCTGTCTCCAAAAGTTTATTTACAGTATTTTCTAGCT
+CTTGTTCCAGCTCTTTTATCCGCCTATTTTTTTCTTCTAATTCTGTCTTCAACGAAAGCAGCTCTTTTTT
+TATTGCATTGTTTTCCTCCTTAGACATGAAAAGCTCATCGGCAATGTTCAAAGAAGCAAGCAAGAACAGC
+TGAACCTGTGAAAGATTTTTATGGCTCTGCATCAATTCCTTAATTACATTGTCTACATAATTTGCAAGTT
+TTATTACATGCTCTTCGGGATAATCGGACTTTAAAATATACTCATTGCCATTAATCGTTACACTAACCCT
+GTTTAACTCCACAGAAACATCCCCTTAATCCTTTGTTATTCTATTTATTTCTACATAAAAAGCAATTTTC
+CTTCTTTTTTACCTCAATTTAGCCCCCAATTTTTCCTCTAAAGCCTTAACTATCCTAGCATGGACTTCAT
+TGACTTCTTCATCGGTCAAGGTTTTCTCATAAGACCTGTACCAGATGGAAAAGGCGACGCTCTTCTTTCC
+TTCAGGGATGTTGGGTCCTTTGTAAACATCAAACAGGGCAGTTTTTTCTACAAACCCTCTGCCGGTCTCT
+TTTATTACTTTTTCAACTTCAGCCACAAACAAATCCTTATCTACGACCACTGCGATATCCCTTTCAACTG
+CAGGGTATTTGGGAAGCGGGGTGTACTTTTTATCTACATTAGCAAATTTTATGATTTTATCCAAATTCAA
+CTCCCCCGCATACACTCTCACGGGCAAGTCATAATTTTCCAAAACATCCGGATGAACTTCTCCAAAGACA
+CCCAATACTTCTTCTTTAAAGAGTATTTTTGCTGACCTTCCAGGATGATAAGAAGGTTCCTCTGCCCTCA
+CATATTCTACATCAACAATCCCCATCACTTCAAGCAGTTCTTCAATTACTCCTTTTATGGTGTAAAAGTC
+CACTTCCTTGCCGTACATTCCCAGAGAAATAGTCTTTACCTCTTCAGGCAGTTCCTTCAAAGGCAGTTCT
+TTTGGTAAAAATACCCTTGAGATTTCAAAAGCCCTAAATTCCCCCACTTTTCTGCTGTAATTGGTATAAG
+CCACATTTAGCATAAAAGGCAAAAGTGTAGTCCTCATAAGGCTTTGCTCTTCGCCAAGGGGATTTATTAT
+CTTGACAGCTTTCCTCAAAACACTGTCTTTAGGAACATTTATTCTGTCTAAATCCCTCTCTCCCATAAAT
+GACATTGTGACAATCTCATTTAGTCCACAAGCCAGCAGTACTTCTCTCGCCTTTTCTTCCAGCTGCTGCT
+CTTTTGTAAGAGAACCTAAAGTGGTCTGAGCATTTTTCATAAGACTATCTTCAATATTGTTGTAACCATA
+AAGCCTAGCTATTTCTTCTGCAATATCTGCCTCCATAGTCACATCTTTTCTGAAGTGAGGAACTTTTATT
+TCAAGCTCTTCTCCTTTTTCAACTACTTCAAATTCTAAAGACCTTAAGATCTCAATCATTTCAGAGGTAG
+CTAAATTTGTGCCCAAAAATTTATTTATCCTATCAGGCCTTACAGTCAATACTGTTCTTTCCATTGGCTT
+CGGATATTCATCCACAATTCCTTTTAATACCTCTCCACCGCAGTACTTTTCCATGAGCTGGGCTGCTCTC
+TCACAGGCAAGAACTGTAATTTCTGGGTCTAGCCCTTTTTCAAACCTCGCTGAAGCCTCGCTTCTAAGAC
+CCAGCTTTTTGGAGGTATGCCTTATATTGCTGCCTTTGAAATTGGCACTCTCTATGAGTATATTCACTGT
+GGAATCCGTTATTTCTGTGTTCTCTCCTCCCATTACTCCTGCAAGGCCTATTGCCTTTTCTTCGTCCGCT
+ATCACAAGCATTGAACTATCTAAAATCCTCTCTTTCCCGTCTAGAGTAACCAATTTTTCTCCGTCTCTTG
+CCCTTCTCACAATTATGTGTTTATTCTTTACTTTGTCCAAATCAAAAGCGTGCAGAGGCTGTCCCAGCTC
+CAGCATCACATAGTTAGTCACATCTACTACGTTGTTTATAGGCCTTATACCTGCCTTCAACAGCCTTACC
+TGCATCCAGATGGGGGAAGGACCTATTTTGACATTTTTCACGACCCTCGCAACGTACCTGTAGCAAAGGT
+CCGGCGCCTCTATAGTCACTCTGGCAGGATTGGGCTCCTCCACTTCTGTAACTCTGATTTCTGGCATTCT
+GAAAGATTTTCTGAAAGTTGCCGCAGTCTCTCTCGCAATTCCAACTACAGATAGACAGTCGGGGCGATTT
+GGCGTTATCTCAAATTCTAAAACATCATCTTTAAGCTGCAATGCCTCATTTATGTCCATCCCAAGAGGAA
+GTGGAGGCAGGATGAATATCCCGTTTCTCTGATACTCAGGCAGCAGGCTCTCATCAAGCCCCAGCTCTTC
+CGCAGAACACATCATGCCCTCAGACTCTACTCCTCTTAATTTGCTTCTTTTTATCTTCACTCCACCCGGA
+AGAGTAGCACCGTGCAATGCTACCGGTATATAGGCCCCTACCTTTATATTTTCTGCCCCTGTGACAATCT
+GCAATTTTTCACTTCCAATGTCCACAATCCCAACCCACAATTTATCTGCATTAGGATGTTTTTCCAAAGA
+TACAATCTGCCCTACAACTACATTGGAAATTTCTTCCCCGTAACTTTTTATGCCTTCCACTTTCGAACCA
+GACATGGTCAACCCTTCGGCTATTGTCTTAGCGTCTTCATCTATATCTACAAATTCTTTCAACCAAGAAA
+GAGACACTAACATAAGCTCACCCCTTAAAATTGTTCTATAAATCTCATGTCGTTTTCAAATAACAATCTC
+AAATCTTCTATCCCATATTTTAACATCGCTATCCTGTCTATTCCCAACCCAAAGGCAAAACCGGTATACT
+TCTCAGGGTCAATTCCTGACATCCTCAAGACATTAGGATGGACCATGCCTGCACCTAAAATCTCAATCCA
+GCCGGTGTAGCCGCACACACGGCATCCCTTACCGCCACAAGCAAAACAGCTTACATCCATTTCTGCACTG
+GGCTCTGTGAAGGGGAAAAAGTGGGGCCTAAATTTTGTCTTTGTCTGTTCCCCGAAAAACTTTTTAGCAA
+ATACGTTTAAAACCCCTTTCAAATCCCCCATTGTGATGCCCTCATCTACCACTAAACCCTCCATCTGATG
+GAATACAGGAGAATGCGTAGCATCTATGTCATCAGACCTGTAGACTCTGCCGGGCGAAATAACTCTTATA
+GGTGGTTTGGTCTTTTCCATAGTCCTCACTTGAACTGGAGAAGTTTGCGTCCTCAAAAGTATATCAGAAG
+TTATGTAAAAAGTATCCTGCAAGTCGCGAGCAGGATGGTCTTCCGGAGTGTTCAAAGCTTCAAAATTGTA
+GTAAGCAAGCTCTACTTCTGGCCCTTCTGCAATAGAAAAACCTAGGCCCAGAAAAATTCTTTTAATTTCA
+TCCATCACAAGAGTAATAGGATGCTTATGCCCGTATTTGTAAGGCTTGCCTGGCATGGTAATATCTATGT
+ACTCTTCTTTTATCTTTCTTTCCTTTTCTTCTTTGGCAATTTTTTCTCTTCTCTCCAAAATCATATTCTC
+TATTTTTTCTCTCACATCATTGGCTAACTGCCCTATCACTGGCCTTTCTTCAGGGCTTAAACTTCCCATC
+CCTCTCAAAATTTGCGTAAGCTCGCCCTTTTTCCCCAAATATTTAACCCTTAAACTTTCAATTTCTTGAA
+GGCTTTTTGCCTTAAGAATCTCTTCTTCTGCTCTTTTAGAAAGCTCTTTTAGTAACTCCTCCATCCCTTT
+TTCAACCCCTTTTCTTGTGATTATAAAATAAAAAATCCTCCGTCATAGGACGAAGAATTCCGCGGTACCA
+CCTATCTTAGCACCCCATTTGAGGTGCTCCCTCATTTTAGGTAACGGTCGCCCGGCAATGCCTACTATTG
+GTTCAGCACGCTGCTCCAGAGGGAACTTCCATTATCTACCTGCCAATGGCGCTCTCAGTCTACGGCGCCA
+TCTCCCTGTGGCCTTCGATAATGTACTTTACTCCTTCATCGCATTTGGCTGTATTTTTTTAAGATTATAC
+CATTTTGCTTATTTTTTATCAACCTCTGCCTTTGTGATTCGTACAAAAATATTGCTGCCGCAATGGAAAC
+ATTCAGTGATTCTGCTCTCCCTGTCATAGGAATTTTTATAAAGCCGTCTACAAAATCTAAAGAGCTCACT
+CCCCTCGCTTCATTTCCCAGAATAAAAGCTGTACCTTTGTCTATCTCAACTTCATGCACAAATTTTTCCC
+CTTTTAGGTGCGTGGCAAAAACTTTGACACCTTTTCCTTTAAGTTTGTAAAGCACTTCATTTGCTGTAGC
+GATGACAGGAATGTGAAAGATTGACCCCATTGAGGCTCTGAGAACTTTTGGGTTATATATATCGACAGAG
+TTATTTATTGTAAAAACAGCATCAGCCCCAAAAGCATCAGCCGTTCTTATGATTGTCCCAAGATTTCCCG
+GGTCCTGTACATTATCTGCTATAACGTACACGCCCTCTTCTTTTATAAAATCTTCTTCGCGGTACACTGG
+CATCCTCACAATCGCCATTATTTTTTGAGGAGTCACCGTATCACTGATTTTTTTAAACAGCTTATTTGCA
+ATGCGTATTAGCTTAAAATCTCCTTTAAACTCAAATTCCACATCTTCCCCTACTACCACATACTCCACTT
+TAAAGTCACTATCCAAGGCTTCTTTTACGCTGTTTAATCCTTCTACAAAAAAGAGCTTTTCTTCATATCG
+CCCTTTTTTATCTTTTAGCTTTTTAATCTTCTTTATAAAGCTATTGTCCTCACTCGTTATGAGCATATTG
+CACCACTCTTTTTTATTAAAGCAAAAGGCCATCTAAAACTGGCCTTATGCGTTTAATTGCTGTTTAGCTA
+TGTTCACTAACTCTGCAAAAGCCTTTTCATCGTGTATTGCCATTTCTGAAAGCATCTTTCTGTTGATCTC
+TATCCCTGCTTTCTTGAGACCGTTTATAAACCTGCTGTAAGAAATACCATAAGCTCTTGCAGCTGCATTA
+ATCCTGGTAATCCAAAGCCTTCTGAAATCTCTCTTCCTTAACTTTCTTCCAATATAAGCGTACATCAAAG
+ACTTCATTACAGCCTGATTAGCAACTCTGAAGAGCTTGCTTTTCGCTCCCCAGTAACCTTTTGCAAGCTT
+TAGTATCTTTTTATGCCTTCTTCTCGTAACTTTTCCGGATTTTACCCTAGCCATTTTTACAACCTCCTAT
+TTTTATGAATATGGTAAAAGACGCTTTATAGTCTTGGCACTTGCTCCCTCTAAATAAGTAGCTTTTCTTA
+ATCTTCTCTTCCTCTTTGAACTTTTGTGAGTCAAAAGGTGACTCTTATAAGCTTTCATCCTCTTTACTTT
+TCCGGATTTTAACACCTTAAATCTCTTTGCTGCTCCCCTATGAGTTTTCATCTTTATTTTTGCCATAATT
+ATCCTCCTCTTCTACTGTTTTTTAGGTGCTATTACCATCATCATGTTGCGACCATCCATGCTCGGCGCCT
+TTTCTACATTGCCGTACTCCCTCAGTTCCTCAGCAAAGCGCTTCAAAAGGTCTTCTGCCAGGGAGGTGTG
+AGCCGCCTCTCTCCCCCTAAACCTTATAGTCACCTTCACCTTGTCCCCATCCTTTAAAAACTTAATCGCA
+CTTTTCAATTTGACTCCAAAGTCATGGTCTTCAATATTAGGGGACATCCTTATCTCCTTCACATTTATTA
+TCTTTTGTTTTTTCTTAGCTTCTTTTTCCCTCTTGCTAAGCTCATACCTGTACTTGCCAAAATCCATCAA
+TTTACAAACAGGGGGATTGGCATTGGGAACGATCTTCACAAGGTCCAAATGCCTCTCCTGTGCAATCTTA
+TAAGCTTCCTTGGCAGACATTATCCCTATCTGCTTGCCATCCTGGTCAATAAGCCTTACCTCTTTGTCCC
+TAATTTGCTCATTTACCTGAAAATCCCGATGGTTAATAAATACACACCTCCTAAAAATTATCAAAAAATA
+AAAGCGGATAATCCACCCGCTTCTTCGCCCATATTACTTTTGACTTTCAAGAAGAAACCTTTCTGCCCTA
+TGGCGAAAGGTGAGAAGCGGGCGCTTCTACTTATTCGCTTTTTTAGTTTATCATTATTTTATTTTTTTGT
+CAATTATTTTTTCGCCTTATCCATTTTTCTTCTGGGGTTTTCCCATGATCCTCCCTAATATTGCAAACAT
+CAATACAATAGCTGCAATTCCTACAACTGCTAAAAAAATATAACCTAAAGCTTGTTGGAAGAAATTGGCA
+TCAAATCCTGGTATACTGTAATCGGGTAATATTGCTTTTATAACTTCCGAAAATCGATTCATTCCCTCGG
+GTACATATCCTATCATGCTCTTTATTTCATCTAAGCCCCATTCTCCCCAGGCCGAACCAGGAGCTAAAAG
+CCCGAGAGGAGTGAGGAGTATTATAACTATAGCTGCAATGTAGAATTTTTTCATCTATTATCACCTCTAA
+GCCTATATGAGAATTTATGTAATATATTTTCTTCGTCTACTTTTTGTAAATAATATACTACAAGGCCTGT
+TATAACAGCTTCTACAATACCAGCTACAGTAAGATGAGCAAACATCATTGCAGGTATTGCTACGTTTAAT
+CCATAAGGGAAATATAGAGGTGTTCCATTTGCTGTATGAAAAAGCAATGGCTGAAGTCCAAGTTCTATTG
+CTGTAGCAAGAGCTGCAGCATTTATTCCTACATATCCCCCTATAGCAGATGATAAAACCTTATTTAGTTT
+GAGAGATAACATGAGCCTGTAAATTCCATATCCCACAAAAGGAGCTATAAATGCCATATTAAAGCTGTTT
+GCTCCAAGAGCTAAAATTCCTCCATCGCCAAAAAGCAATGCTTGAATAAATAAGGCTAGCGTAAGAGATA
+TACTTGCCGCCCAAGGCCCTAAAGTTGTTGCAAGCAGTGTGGCGCCAATTGCGTGGGCAGTTGTACCCCC
+TGGTATTGGCACGTTAAACATCATTATGGTAAAAGCAAAAGCTGACCCTATCGCCATAGCAGGAACGTCC
+TTTTTGTCAAAACTTTTGTTGACTTTTTTTGCTGCAACTGTCAACACTGGTACCATAGCAGCACCCATAA
+CGGCGCAGGTTTGAGGACTTAAATATCCTTCTGGTATGTGCATAAAAATTCCCCCTTTATAAATTTTTAC
+TCTTAGATTTTACAAAACCTAAAAACCTATTATCTTGCAGTCTCACTCGGCTACGCATCACCCCCCTAAT
+CATCCAGGTGTGGAAAGTCAAGGTTTCCTGTTTGTAATTTTTGATACACAATCTGAACAGCTCGACATAC
+TTCAGAAGATATCGGCATGCCAAAACCTACTGCTGCAGGCTGAATACCAATAAAATAAACTTCTGGCACT
+ACTTCTCTCAAAGCGGAAATAAAAAAGGTCAAAGGTAAATTATGCGTGGACAGGATGAACTTGCAAACAA
+TGTGGCTTTCTGAAATTAGTCGTATACTACCAGCTTTTAAATTCATTTCACATGCGTCGACTACTACTAC
+CACATCTGGTTTAAGATACCGTATTTTATGCAAGTAATTCTCAGGCACCGACCCACCATCAATGACCTGC
+CATCCAGGTATAGGGTTTTGTTCTAAAAGCCGGGCCAATAATGGGCCAGCTCCATCATCCCCCATCATCT
+CATTGCCTACAGTAATCACTATTCTCTTCACTCAGTCTCACCACCACATATATAGCTGGTTCTTTTTGTA
+TAGAATGGAGAAGCTTAAGCAAACAGTTAGCCCATTCTTTTTCTTCTGGTAAAAAACTAGGAAAAGCTTG
+GGATAACGTTGACACTAACAAAGCAACATGTTCTCTATTTATCTCGATTTCTCCCCATTTTGTCAAGCCT
+TCCAATTTTCTTCTGACCTTTCCTGGGGGGAATTTACTGATCCATTCTAAATAGTCTTTCTCTTCCATAG
+TCATAACAGGCGACAAACAATCAACTATCCCTATATGGTGACCAATAGCTAAAGCATAGTATTTTAGCTG
+TTCGACTTCGGCAGGGGCATCTTTTTCGTCCACAAACCTTTTGGAGAGTTTAAAGAATTTTACTTTACCC
+GGCATCATGACCTACCCTTTCCATGTAAATTTTGTGCAAACTTAAAAAAATTTCAGCCAATCGTGGATCT
+TTTTGTTGTTTTACCAACTCTTTAATTTTGCGATCTACTGACAGCGGGTCTCCTTGTTTCACAAATTCCA
+GATATTGTGCAGCTATCCGCCTACCATGCAAGTAACCGCTCAGGCGTCGGGCTTCCCTTTCAATATCCTT
+AGCTAGGTCAGGGCAAACCCCCTCATATTTTGCAGGAACAGGGGTAACCTCTGTTTCTACAAACTGCTCT
+CCTTTAATTTTCTGATGTAGCAAATCCAAAGCCACAGCTAAGCCGTACAAAGTAGCAGCCGGAGTTGGAG
+GACAGCCGGGGATATATACATCTACGGGAAAGAATTTGTCAATTCCTCCCCATACACAATAGCAGTCGTG
+AAAAATACCGCCACTGCAGCCACAAGCGCCGTAAGCCACTACGATTTTAGGGTCAGGTGCTGCTTTATAC
+GCCCGTATAGCAGGAAGCCGCATAGCCCTTGTCATAGGTCCGGTAAAGAGAAGAATATCAGCATGCCGCG
+GCGAGGACACTATTTTGATGCCAAACCTTTCTGGGTCATAAACAGGTGAGATAGCAGCGAAAATTTCAAT
+CTCGCATCCATTACATCCGCCACAGTCTACCCTGTAGAGGTAGGCAGAACGTTTAATGACATTTTTCAAC
+TTTGCTTTAAGTTCTTGTAACTTAGCTTCTGGTTCCATTTTTCCTCCCTCCTCCCATTTAAATCAACATG
+CCAATTATCTAGTGCTGCTATCCTTGCTACTTTATGACGCCTACATTTTGGACATACTTTAAGAAGTTGA
+ACCCAACTTTCCAAGCTCTTCTTTGTCAAACCTGTTTGTTCTAATATTTCTCGTACGTATTCTATTTCAC
+GAAATGTTTCAAAGTATTCCCCACAAAAGATACATCTACAAAGCTGAAACTCAGCTCGACAGTACATATC
+CTCTTTTTTAATAACAGCCAGTTCAAATTCTGTTGAAAGTACAATAGCTCCTGTAGGACACACCTCTTCA
+CAACGACCGCAAAAAATGCAGCGGCCGTAATTTATATTCCAGGACTTAATCCCTCTATCTAGATCACAAT
+CCATGGTAATAGCATTTGAAGGACAAGCAGTAGCACAAGCCCCACAACCTATACACCGGCTGAAGTCATA
+CGCCGGCTTCCCGCGAAAACCTTGAGCTACTTCTACCGGCTTAAAAGGATACTCAACTGTTGCTTCTCCA
+ACCTGCAGCGCCTTTTTAAGCAGTCTTAACATCTTTTCATATCCCCTTCCTTGCTTTTATAGTTATAGTT
+AAGCTAATTTTTCAGTGGTGAATATTTTCTTTCGCGACAGTATTGTTCCAATTCTTGATATTGGACAGTT
+TTTGCCCTCTTTTTACGCACATCGACCAATGTAACTCTTTCAGCGCAAGAGTAACAAGGGTCAATACTTG
+CCACAATCAAAGGTGCATCGGCCACAGTATTACCGTAAAACATATAACGAAGGACTGGCCAATTATTATA
+AGTAGAGGCCCGTACTCGCCACCGGTACACCTGATGTTGATTAGCTGTCATCACCCAATGGACATTTTCT
+CCCCTAGGAGCTTCCGTATATCCAAGTGCAAAAGTATAAGGTGTATAGGTAAACCCTTCATGAAGGATAG
+GACCAGGAGGCAAATCAGACAAACATCTTTCAATTATATCTAAAGACTCAAAAAGCTCTTCCGCTCGTAC
+TAATACTCTAGACAAAACATCACATCCCTCCTTGGAGATAACATTCCAAGATACATGTTTGTAGGCACAA
+TAGGGATGGTCCGCTCGTGTATCTCGTCCATATCCAGAACCTCTCAGATTGGGGCCAACCGATCCAAAGT
+TTCGAGCTACCTTAGGGTCCAGACGCCCAACTCCCTGTGTTCGCGAAATAAAGTTGGGGGTATTTAGCAA
+CATATCGATAAGTTCTTTAAGTTCAGATCGAATCTCAGAAATTAATCGCAAGGCCTGAACCTTCTCCTCT
+TTTAAAATATCACGTCGTACACCTCCTATGAGGTTCATTCCATAAGTTTTTCGACCACCTGTAAGAATTT
+CCGCCATCTGCATAGCCTTTTCTCTTATTCTAAAGAAATGCATAAAGCCCGAATCAAAACCCACTAAGTG
+AGCCGCTAACCCTATATTCAAAAGGTGGCTGTGTATCCTCTCTACCTCTAATAGAATAGTTCGAATATAC
+TGGGCCCGCAGAGGGACTTCAATTCTGTTGGCTGCTTCTACTGCCATGGCATACGCCACGCTGTGTGCAT
+AACCACAAATTCCACAAATTCGCTCCGCTAAAAAAGTAACCTGGTTATAGTCCATGCGACTTTCAGCAAG
+TTTTTCAAGGCCTCGATGCACATAGAAAAGGCGGTAGTCGGCATCAACGATATATTCGCCGTCGACATAG
+AGTCGGAAATGTCCAGGCTCGTCAGAAGTAATGTGAAGCGGTCCCAGTGGTACTTCTACAATACCTTCTC
+CTTTTACTTCGATAAACTCATAATTTTCTTCTTCCGCTGCCGGCTCAGGGCGTAGACGATAATCCATATC
+CTTTCGCAAAGGATAAAGGTTATCTGGCCAGTCATCGGGCAACACAAGTCTTCTCGCATCTGGAAGCCCC
+ACCGGCTCCAACCCCAGCATATCCCGCACCTCCCGTTCGTACCATACAGCTGCCGGCACACGAGGCGCTA
+CCGAAGGAAACTCTGGTTTGTCAGCAGGAACCAAAGCCTTAACTGTCAGCCAAAGGTTTTTATCCGGGTC
+TTTTTCTGCCTCAATGGATAAAACATAGTATACCGCAAAATGTCCGTTTATGCTGCGCTCATCGTTACCG
+ATAACATTTGACAGCCACCCTCCCTGTCCGTAATATGCCTCTTCTACAATTTCTGGGAGTATATTTAGCT
+TTACTGTCAGAGTCACTTGATCCGGTGTTTGCCACTTCTCTTCAAGGATGCTCGCACCAAACTTTGAGTA
+CAAAGCCCTAACATATTTTTTTCTGTCTTGTTGTGCCTTTATTTCATTCTCCACCCTTTTCAACCTCCTT
+TTTATTCTGACACATACCCAATTTTTAACTTAACAGCGCCAAAGCAATGTATTGGGATATAAGAGTCATA
+ATTATGAGAAAGGCAAGGACAAACTTGATAGCCAGCGGAGGTTTTCCAGCAGTAGCCACCGTTTCGGAAG
+GTGTACCAAAGACATTTGTTCCCATCCATTTGAGAAACCATATAAAACTTCCAACAGACTCAATGACAGT
+TATAATAGTTAAAATAAGAATCAATAAATTGTGCCTGCTAATCTCAAAACCGCTAATTATGATCATAATT
+TTACTGAAAAAACCATTAAAAGGAGGAACACCAGTTATGGCCATCGAAGCCGCAATATATCCCAGGCCAA
+TGACGGGCATTTTTTTTAAAATTCCTCTGAACATTAGAAGCTTACGGGTACCAGTTGTATAAGACAGTGC
+CCCTGCCACCAAGAAAAACAGGCTTTTGCCAAAGGCATGGTTAAAGATATGGGCTACCCCTCCTTTAAAA
+GCCATTTGTGAACCCAAAATGAAGATAGAAATAGCCAGAAAAATATAGGAAAGCTGGGTGATAGTAGAAT
+AAGCAAGCAGTCGCTTCATATCCTGCTGTGGAAAATACATGATAAATCCATATATCATGGTAATCACTGC
+CATAATAGCCCCAACCTGGCCGATTACTGCTGGAACTTTCCCCGCCGCCAGGACAGTTCTGGCGTAGATA
+TAGACTCCGACTTTGACCATTGAAGCAGCATGCAAATAGGCACTGACGGGAGTAGGTGCCACCATCGCCC
+GCGGAAGCCAGGGATGAAAAGGAAGTTGTGCAGACTTTCCCCAGCAGGCGATCAGGATTCCTATAAAAGC
+AATGGTTTTTTCCGCCTCCGTCAATTTGCCAAGAGCGGTTACAGAAAAGCTGCCCGTCTTTACGTAAAGA
+TAAGCAGTAGCCACATAAAGTCCCAGTGCAGCAGAATGAGTAAGTGCAATTGCCCAAAGGGCGGACTTTC
+GGGATTTTTCATCTCCATAAAATCCAATCAAGCTCCATGAACAAATACCGGTAATTTCAAAGAAAAACAA
+AAGTCCAAGTAATGTTGTAGAGAAAACCACACCCGCCATAGAACCGATAAAAAGCAGCATGAGAGAATAA
+AACCTGTTAATCCCCTCGCAAATTGGATGCTCTCTGTTATCGGGGCTCATATATCCCGCTGAATAGGTAC
+ATATAAGCCATCCAATTAAAACTACTAAAAAGTTGGTCAAAACGCTTAAAGCATCTACAGTAATCCCATA
+GCAGGTTACACCATTTATAGCCACCAATTCCCGGCTAAAACTTTCACCGGTTAGTGCAAAAGAAACCAAT
+AAGGCCAAACCACACAGAAAGGCCAGGAAAGAGAACAACTGACCTGCCTTTTTTACCTGTTGTTCTGACA
+AAAACAGCACAACTAAACTTCCTACCAATGGTAGAAGGATGCTGCCCAGTGCATACCAAACCATTTATAT
+CGTCCCTCCTAAAACAATGGTCACTGCCCTTTGCAATAGTTGACTTAAAGTAGAAGGCAAATGTAACCCC
+AGCGCTGCCATAAACACAAACAAGATACCGATTGGTAGTAATGTCAACCAATTGACATCGCCCTTAGGTA
+AATCTTCTGGAGGAGAGCCAATAACCGTCTCGCTTATCAACACAAAAAACGCCACGAAGACAACCACAAG
+TAAAACAAGGAATAATATCATCGCCCAAAAATGGCCAGCTTCTATGCCAGCTATCACAGTTACGACCTCA
+CTTATGAAAATGTTAAAAGGAGGTGAGCCCACTAACGCAAGAAGCCCCGCTGTCCACAGGAAGGCAGTAA
+CAGGAGCTACCTTGAATATTCCTCTAATTCTTTGTGAATCTCTTGTGCCGTACTTTACAATCACATTTCC
+AGCAGTACAGAATAAAAGGGATTTAGTGACACTGTGGTTTATGGCGTGAAGAAGAGCACCCAGTACTCCA
+AAGGTTCCCCCAACACCCAGGCCAGTAGCGATAATGCCTACATGCTCTACACTACTGTAAGCCAATTTCC
+TTTTGATGTCCTTCTGCACCAGGATAAAAAAAGCCGAAACACCTACAGACACAAGTCCAAAAATTAGAAG
+CAGTGTCTCTAAAAACTCTTTACCAATAGCCTGCAGAGCAATTGTGTAATACTTTATTATCGCAAACAGC
+GCACATTTCATGAGTACACCAGATAACAGTGCACTAACAGGGCTTGGAGATTCGCTGTAAGTATCAGGTA
+GCCATGTATGCATGGGAACTAAACCCACTTTGGTACCAAACCCGATTAAAATGAACACAAAAGCCAGTTT
+CATCACTTGCTGGTCTAAACGAGGAGCCATTTTTATAAGTTCAGTCCACAACATAGCTTTATGGGCATCC
+TGCACCATGGCAAAAGCATTAGAGTAGGTTAGAATAGTCCCGTAAAGCGCAAAGGCCAACCCAACGCTGC
+AGATCAAAACGTACTTCCAGGCAGCTTCCGCCGATGCTTTGTGTTTATAAAACCCAACCAAAAAGGCTGA
+ACCCAGAGTAGTTGCTTCCAGCGCTACCCACATAATGGCGATGTTGTTGGATAAAGCGCAAAGCACCATC
+GTAAACAAAAGTATATGGTAAAAGCCGTAATAAGAGGAGATTTCCTTCTCATCTATTTCGCCACGGCTAA
+TGTCATATCTCATATGTCCTATAGAGTAAAAACCGTTTAAAAACCCCACAACTCCAATAATAAGGAGCAA
+AATCGCCACCAGACTATCAGCGTAAAGCATATCACCAAGAGCAAACAGCCTCTCTTCCCTTATTACATAC
+TGCACCATCTGTAAAGAGAGGAAAGCCTCTATACTTATTCCTGCAAAGTGTACAGCCTCTACCACCCGTC
+GGGACTTTATGCCAAAAGCCAGAAAGGAGGTAGCCAGCGGTACCGCAAGCAACAAGTAAAACAAAATACT
+TTTTTCCACCTCAATCACCTAACCTTTTAGTAGTGTGAGCTTATCAGTGTCCAGAGTACCAAAATCTTTA
+AAAAGGCGTCTGGCAATAATTGTCATAATCAATACAGCAAAAACAGCGTCTGTCAGAATGCCAATTTCCA
+CCGTTTCAGGGGCATTGTAAGCCATAATAGCCAGAGTCAAATGGGACCCATTCTCCATAAGACAGTAACC
+CAATATCTGTTTGAGGGCATTTTTTCTGGCGAGTATGCAGAGCAGGCCCAGCATAAAATGAGCTATGGAA
+ACTGCCAGGGCCACTCTCAATTTTAGTACTGCCTGCATGTGAAAAGGTTCCACCACTGCGAAGGATAAAG
+CTAAAATGCCCACAGCCAGAATAATAGTTAATTTCCTGTCAATAGCCACTCCCTCTTCCTGTTCTTTTAC
+CCTTTCGATAACCTTGAGGATGAGATATGGCACTAAAAAAGTTTTTGTAATAAGGGCAGTGATTGACCAA
+ATGTACAGAGGTTTTGCCTCCATAAACACAGCAATAGAAAGAAAAATAGTAACCAAAACTAAAGATTGGA
+ATCTGTACATATATGCCGCCATCCGTAACTTCCTTGTTTCCACTACTAACATAGAGGTCAGGATGAGCAG
+CACAGATAAAACATTAACTATATTAGTACCAGACATTAAGTATCTCCTCCCGAATCTTTTAGACATTAAC
+AAGGAAGAAAACAAAAGACAGCAAAGCGATCCCAAAGGCAGCCCAGGTTACTTCATGGGCCCTGAAAAGC
+AGTAGTCTGGCCATACTGTTTTCCAGCAAAGCTGCAATCACGTAAAAGATAGCAACTTTCAGCAAAAATA
+CTGCCGTAGACATCAGAATAGAAAAACCATTTACAACTGCCGCATTTCCAAATGGGAAAAAGATGGCCAT
+AAACAAAGCAATCACCACAACCTGCTTCATAGACAAACTCCATTTGAGAAGAGCGAGGGAGCCTCCCGAA
+TATTCCGTAAGCGGTCCTTCCTGGATTTCCTGTTCTGCTTCTGCCAAATCAAAAGGCAATTTACCAGTTT
+CAATAAAAGCGGCAATAGAAAAAGCTGCCATCGCAAGCCAAACTGTGGGACTATAATATGATATTTCACC
+CGTTGCCACCTTTTGACTTATTACACCTATATCAGTCGAACCGGCAAGGAGCCCCATCACAAACAAAACC
+AGTATAATAGTTGGTTCCACCAGCGCTGCCAGTGTCATTTCACGGCTGGCACCTATCCCCGCAAATCCAC
+TACCAGAATCTAGACCTGCAGCAGCGAAAAAAAACCGCCCCAAAGCAAACAAATAAACAATTGCAATTAA
+ATCCCCCACCATCCTTAATGGCGATTGTAAAGTTAAAATTGGGGTCATCATTGCGATGAGCAAAATTGTC
+GCCATCATTACGTAAGGAGTCAAGCAAAAAATCCAGCTACTCTGTGCCGGCACTACTCGCTGTCTTTTTA
+TTAATTTGAAAATATCGCGGTAATCCTGAAATATACTGGGACCTTTCCTCGAATGAATTTTCGCCCTTAA
+AACACGGGCAAAGCCCGAAAAAAATGGCGCTACTGCCATTAGCAATAATGCCTGCAACAAGCCCACAAAA
+AACAATTTGCCATCCAACATCTTTTTACCTCCTATCTCACCGTCGCTATCAAAAGAACCCCAAGAGTCAG
+GATTATGTACAGGCAGTACATCCGGACATTACCTGTCTGGAAAGTTTGTGCACGTTTACCTATATAGACC
+ATGAAATGAAGCAAAGGATAGTATATATAACGTTCCCACATCAGCTCTATCTGTGATATATACGCCATCG
+CCTTTTTGAAAAGCAAAATAATGAAACGACCAGCTTCTGTAAATGCAGTCCTAAGCAAATATACTGGACT
+GAAAAGCGGGTACAGTGAGTGAGCAAAGGCTGTGGATGTCCACGCCATGCGAGATGAATATTTATAGCCA
+CATGCCCAGGGTTCAAAGTCCACTCGCCTTCCTGCTCGCTTTCCACCTGTTCCAATAATTAATAGGGGCA
+ATATCGCAAGTCCTACGACAAAAACAAGCACAAGTGGCGTAGAAAGCATGGCCTGCTCACTGCTTGCTGG
+AAATATCGACAGACCGTCACTTACCTTGGGTGAAGATACATGTAGCAACGCTGAAGCCACATTCGCAATA
+TATCCAGCCCCAACCGGCGCGCCAAGCCCCAAAACAAAACAGCCTATTGCTAAAAGCCCCATCCCTATAA
+GCATGGTCACAGGAACCTCTTTAATCTTTAATTCATTGCCACCTCGAAAAGGTCCAGTAAAAGTCACTCC
+ATATGCTTTTACAAAACACAGAGACGTCAAAGCTCCTGTTAAGGCTAAAGCGACTGCGGCGAGAGGAAAT
+GCCATTCTAATCAGCACACTCCCTTTTGTGCTGACAGCAAACAGAGTATGGTATGTAAACCATTTGCTTA
+CAAAGCCATTTAGCGGAGGAAGGGCGGAAATCGACAAAGCGCCTATAAAGAAGGTCAATCCAGTCCATGG
+CATATATCTGGCCAATCCTCCCATCTCCTCCATATTCCTTGTGTGGAGGCGGTAAACTACCGAGCCCGCC
+CCAAGAAAAAGCAACCCTTTGAAGACAGCGTGATTTATCAAATGATAAAGCCCCGCCAGAATACCTAATA
+TGCCTACACTAACGTATCCTGTGGCTATTCCCATCATTCCCGCACCGACTCCCATCAGGATAATTCCCAC
+ATTCTCTATGCTGGAATAGGCCAACAAGCGTTTAAGGTCATTTTCACTAACAGCATAAAGCACTCCAAAA
+ACTGCTGAAATAGCCCCAAAGGCAAGGACCGTAAGGCCCCACCACCATGTAGCAGCCCCCAAAAAGTCCA
+CCCCAACTCTTATAATGCCGTAAATAGCTGTCTTAATCATGACACCAGACATAAGAGCAGAAACATTAGA
+AGGAGCGGCAGGATGAGCCTGAGGCAGCCAGAAATGGAAGGGAACGATGCCTGCCTTAACCCCAAATCCC
+AAAAAAGCCAGAAGAAAAGCTAAATTCTTGATAACAGGCGAAAGATTTGCATTCCTAAAAGCGGCAAAAT
+CAAAAGTACCGGTATAAACATAAAATAATATAAACGAAATCATTATCAAAACTGTGCCAACATGGGCCAT
+TACAAAATACACAAATCCAGCTTTTATTGCCTCTCTGTTTTCCTGTTCAAAACAAACCAGGAAATAAGAA
+ACCAGCGTCATCAGCTCCCAAAAAACTAAAAAATAGAAAGCGTTGTCACTAGTAACTACCAAAATCATTG
+AAACAATAAAGATATTATTTAAAAAACCCATTACGCCGGTGCCTTTCCCAATATACTCTTCCTGATAAGA
+AATAGAATAAACACCTGTGGCAATACTAAGTAGAGAAATAACCAATGTCATAAAAGCTGAAAGAGGATCA
+ACATTAATTGTAAATCGCCCAAAAGGGATAAACTCCATGCCTTCCAATATAAAACCTTTCCCTTCAATAA
+GGACCGGAACAGCTGAAGCGACTCCAGTGCATCCTGCCAAGAAAGCAGTTGTTCCAGAAACATAATTTGC
+AATTTTGCCGTCCCTATTTAATCCCAAAGAGATAAGTGCTCCTACAACATATAAGAAAATAGATAACAAA
+AATAACTGTTGAACAGTCATCAAGTTTTACCTCCTGCCTTCAAAATATCCACATAATAACAGTAGTTCTT
+TAAACTTGTTTAATTTTTTATTTTCTAACTTTCTATTAGTTGGAAGACGATTTTGATAAAGGAAGGTAGA
+AAAGTAGTCTTTCTACCTTCCTTTATAAGGATATTATTTTAATGAAGTAACAACTTCACGACGCCGGTCA
+GCTTCAAATTCTTCTACAGTCTTAAAAACCAAGGCACCAGTGGGGCATGCTCGAACGCAGGCTGGCACAC
+CTTCCTCATCCAAGCACTCCCGATCGCACTTTATAGCTTTGCCATCGCCCCGGCTCACCGCCCCGAAGGG
+GCAGGCCAAGGCGCACATCCAGCAACCAATGCACTGGGGCAAATTAACCAGGTTGAGGCCATCCTCCCGC
+CTGTGCATGGCCCCCGTTGGGCAGACCGCCACGCACGGGGCGTCTTCACAATGCCGGCAGACGGCCGGCG
+CTTTCACTGGACCTACCTGGTCTACCCATAGGAGCTTCTGTGCCTTTTCGCCTCCCAAGATGGCCCCAAA
+CAAGTCTCGGGCCGCGGTATGGCTTATGGCGCAGGCCAGCTCACAGGAATGGCAGCCTACACATCGATCA
+TAACGGACGAAGATCTCTCTCCGTATCATCGCCGCCCACCTCCCGGAACGCTGAGCCCCAGAGCAGCCCT
+GCGCTCGTCAATGGCCGCCAGGAGCTTTTCGGCCGCGGACTCGGGGTCTAGGTCCACGATAAAGTAACCA
+CCGGTCAACTCCTTGACTTTGTCTGTCAGCACTTTGGTAACCAGAGGGCCCCCCAGGACCGGCAGCATGA
+CTCCCACGTGGGTTGGTAAGCCCAGAGCCACGGCATAGGTCCCGATGGAGACGGCTTTCTCCGCCACTGC
+CTCAGCAGCCGAAGCCACCACCGGCAGCTGATCCGTATCTACGCCCAGCCGGTCGGCCACCGCCACAGCC
+AGGGCCACCGCCCTCGAATTGTCCACGCAGGAGCCCACATGCAGCACCGGTGGCAGCGGCCCACCCAACC
+CGTTGGCCTCACCTATGGCGGTCAGGACCGCCTTCAAACCTTCTCCGCAGAGCTCGCCCACGTTGGCCGG
+ATCCATGAACCCGTGGCGCATGAGCGCACCTGCTCCGCAGCCGGTAGCCAGAACCAGCACGTTCTCCTTA
+AGTAGCCTGCGAGCTATGGCGGTAAAATTCTGGTCCTGCGGAACCTTGACGTTGTTGCACCCGGCGAAGA
+GGCAGACTCCTCGTATATTGCCGGCGGCGATCTGGTCGATCAGGGGTTTCAAAGGATCCTCGGCATTTAG
+CTTAGAGAGGGCTTTCACGATGGCTTCCACGGAAAAGCCTGCAACCACTTTGGTCTTATATGGCGGTATG
+TCCACCGGCTTACCCCGGCGCCGGGTGAAAGTCTCGATGGCCAGGCGGAGGATCTCCCGGGCTTTCTCCC
+CGGCTTTCTCCTCTGAAAACTCGATATGGATGGCACCGGGGATTTTGGCGATCTCCATGGTAGTGATGAG
+CTTAGTGCCCATACATTCGGCCACCGTGGCCAGGGAGGGCATGATGCACTGGTAATCCACCACCATGGCA
+TCCAGCGCACCGGTTACCAGGGCCATCTCCTGGCTCACCGAGTGAGTGCAGGCCGGAATGCCGTGCCGCA
+TCAGTACCTCATTGCCTGTACAGCAGATGCCCACCACATTGATGCCAGAAGCGCCAGCCGCCTTGGCCTC
+GGCCTCCATCTCCTTGGCCACCGCAACGATCACTTCAGAAAGGACCGGGTTATGGCCGTGGACCGCCACG
+TTGACGGCATCGGCCTTCAACACCCCCATATTAGCCTCCGTCACCACCGGCTGGGGAGTACCGAAGAGGA
+TGTCGGCCATGTCTGTGCCCATATAGCAGCCGGCCAGGTCTGCCAAACCACATCGCAACCCGCCCAGAAG
+CAGGTTAACGGGGTCCGCATCTACGCCGTAGCTGGTACGGTGCATGATATCGGATACTTCGTAGTCTATA
+CCCTTGGGGAGCAAACCTTTTTCCTCAAATAGTCTAGCCCGCTTCTTAGTCACAGTGGTGGCTGCCCACA
+TTACCGGTGTGTCTTTCTCGTGGAAATCAGCCAGGGCCGCTTCCGCCACATCTAAAGCAATCTCTGCGAT
+ACTTCTCCCCTCGGTGGGGATGCCGAGTCGCGCAGCCACAGAGCGCAGCTTGGCTTTGTCTTTAATGGTG
+TAGTCCCGCGCCTTGCCCTTGGCCGCCAGCTTTAGGGTATGGGCCAGGTGTCTGGCATGGCCAGAATGGG
+ACGCCGCCCCCGCTGCAATAGCTCGATCAAGGCCCCGGGCTACAATGACGTCCGCAGTAGCCCCGCATAT
+GCCGAGCTTGGGTTCGCCTCCGAAGGGATCAATGCGGCAGGGGCCTTGCAGGCAGTGCCGGCAGCACAGC
+CCGGTTTCACCAAAGCCGCACTGTGGGAGCATGGCCTGGTAGCGGTCCCAGACCGTCTCCACCTTCACGC
+GCCTGGCCTTTTCTACCATCTCGCAAACCGCCGGATCCAAAGAAACCTTACACTGTTTAGTCATAAACAT
+CAACCTCCTTTAATAATAGGCGGCAACGCCGCAAGCTTTTAAGTATTAGTGCTTGTTTTAAGTTAAAAAT
+TGCTTATGGCATAAAGTCCTACCTGCAGCATCCATTTTCTCGCTCTAGGCCCATTCAGCTTTACCCACCC
+CCAAAGCGGAGGGTTTCTGCAGCAGCTATTCCTACTGCACTCGTGGTCGTCATTAAATATCATTTAGTTG
+AACTTCACCTCCTTGGTTTTTGCTCCCTTAATCAAGGCCACGGCTATCTCTGCGGAGAACTCCGGTTGAA
+TACGCTCGGGCAACATCTAGTTAGTTTAACAACCTAGTAGCCAGTTCGGTAATACCTGCTGCCGTAAAAG
+ACTGCTCACTGTTAAAACCGGCAGCCTGGTCTAAAATTTCCGTTTGGAATGGAATCAGGCCAATAACATC
+ACCTGGGGGCAGGTGGCTAAGAATAAATTCTTCATCCTTTGATTGACGAATTTTATTAGCGACAAATTTT
+ATCTTGGAAATACCAAGTTCTGTAGCTAGTTTTTGTATAGTTCTGGCTGTTTGTATACTAACCAGAGTAG
+GTTCCGTGACAATTAGCATGATGTCTACCCCACGGGCAGTCCCTCTTGTAAGATGCTCAATTCCAGCACT
+CATATCCATAACCACAATTTCTTTGCGTTTTAAAATAATAGAATTTACAAGAGCATTAAGTACCGTGTTT
+TCCCGGCAATAACACTCAGAACCTCCCGGTTTGACGGCTCCCATTTTTAAAAAAAGAATATTGCCATTTC
+GAATAGTGTAATCTTCCAAAATACTGTCTACATCCGGATTTAAAGAAAAGAAAGCACCATTTCCCCCTGT
+CCGTTCAGCAATCAATTCCCGCATAGCTACAATGGGTTTAAGACTGCCAATCCTTTCCTCAGGAAGCCCT
+AGTATCATCCCCAAACTGGTATCAGGGTCTGCATCTACAGCATATACTTGGTAACCCTTTTGTGCAAAAT
+ATTTAATTAAACCTGCAGCTATAGTGGTTTTACCTACACCACCTTTCCCAGAAATAGCGATTTTCATTCA
+AATACCTCCAATCCTTATATGGTACACCTTAAATCCATTTCTATCTGTTTAGCAAAAATCGTGCCAAAAG
+AAAAAGACCGTTAAAATCAACCGGTCTTGTTATCTATCATGTCAATTTAAATTTACACGTCAAAAAAAAT
+TGACACTATTTTTTAAGCAATCCATAGCGAACCATTTTAGCATAAAGAGCTTGCCGAGAGATACCTAATG
+CTTTAGCAGCACGTGATTTTTCGCCACCAAAAGCTTCTAAAGCTCGAATAATAGCTTCCTTTTCTGCTTC
+CATTTGGACTTCACAAAGTGGTGAAATTTTCTTTATACTTTTATTTTGTCCAAAATAGTCTATCATTAAA
+TGTTGAGGCTGAATTTCCTGGCCCTCAGCCAATATAGCAGCCCTCTCTAAAACATTTTCCAATTCCCTCA
+CATTGCCGGGCCAAGAATAGCTTAAAAGATATTCCATAGCTGCAGGAGAAATCCGCAATTTTTTTCCACA
+TTCCTCGTTTATTCTCTTTAAAATATCTTCCACCAAGAACGGTATGTCTTCTGGCCTTTCTCGTAAAGGA
+GGAAGTAACAGCTTAACTACGTTTAAGCGATAAAAAAGGTCTTCCCTGAAACATCCTTCTTGCACCATTT
+TTTCCAAATTTCTACTAGTCGCTGCTATCACTCGCACATCTATTTTTCTTGCCTTAGTACTTCCCAATCT
+TTCTACCACTTTTTCTTGCAAGACAGTTAAAAGTTTTGCCTGCATGCTAAGAGGCATATCTCCAATTTCA
+TCTAAAAAAATAGTCCCTCCATCTGCCAATTCAAATTTACCAGGCTTTCCGCCCCTCTTAGCTCCAGTAA
+AAGCACCTTCTTCATACCCAAAAAGTTCAGATTCCAACAGTTCAGAAGGGATAGCAGCACAATTCACTCT
+TATAAAAGGACCATGGCGGCGAAAACTTTCCTGATGAATAGCCTGTGCTAACACTCCTTTTCCTGTACCA
+CTCTCTCCTACAATTAAGATGGTAGCATTAGTTTTAGCTGCTTTTTGGGCTAAAATTAAAACGTTTTTAA
+AACACCAATTTAAAGTTCGAATATGATTAAATTGAAAAGGTTTAGAGCAATTGACTTCTCTAACTTTATA
+GTTATATTCAATTCCTATTTCTGACTTTGTAATGGATTCCAAAAGATGATATACCAGTTCTCTTTCAGCA
+GGTAAAAGCTGAAACAGCATGTATTCATTTTTAACACGGGCACTAAAAGGCATGCCTATCACAATAATAG
+TTTCCCCTTTTGTGCTTTGAAAGGTCCATACTTGAGGTTTACCCGCCGTAAGTATTTCAGAATAATTAGT
+TAAAGGTATTATCTCTTCTAACAATCGACCTTGCACCCTTTGTCCACCAATGCCTAGCATATGAACACTA
+GTTTTATTTATTTCTACTACTTTCCCCTGACTATCAACAATTATCAGACCAAAAGGCATCATATGGAAGA
+GGGTTTCCACGTTGCTTAAAGATAATTCTTTCACGTCGTTCATATACCCTAAGAGGACCTTTTGATAGTT
+TTTATTTGCTTGAACAGATTGGACAGCAAGCGCTAAAAGTAATTTATTGCTTTCTTCTGAAAAAACGAAA
+TTAAAACCCTCACTGGTAGAAGTAGGATAGATGGTAGCTTCCATCTCACAATACTTTTCTCCTGTCCCCC
+AACACTTAGTCTCTTTTACTTCCACTTTCTTTTTAAAAAGTTTGTTGAGAACCCCCGCTAACAAACCCGT
+TTCTAAATAGCATTGAGGCTCACCTATAGGAAGCAAGTGCGAACATGTTAAACACTCATGCCATTTGACT
+ATTATCTTATCATTTTTTGCACTTTGCAGCTTAAGGTCTCCCATTCCAAGTTCGCCTATTTTAGCAGGTA
+TTTCTTCTAGGGCATTTACAAGAAGTTGACTGCCAATAGAGTAACCTGCCTGATAATAAACTTCGTGCTT
+CGAGGTATTGATTAACATACCTCTTCCCCCTTTAATTGTACTTATTGTTAATCATTCAAAAACTTCTCAC
+ATATGCTAAATAAGTATCATAGTTTCTTTTTAGCTCCTCAACTGAATCACCGCCAAATTTTTTAAGGCAT
+TCATCAGCAATCACCCATGCACAGACAGCCTCCAAAACACAAGCAGCAGCTTCAACAGCAGTGACATCCG
+ACCTTTCATAAATAGCTTTTGTCTCTTCTTTTGTAGCTATATCCACAGAGTCAAGAGGCCGTAAAAGAGT
+GGGAATTGGCTTCATAGCAGCCCTTATCACTATAGGATTCCCGTTTGACATGCCTCCCTCAATGCCTCCG
+GCATTATTCGTCTTTCTATAAAAACCCTCGTTTTCCTTGTAATATATATCATCGTGCACCAGCGATCCGG
+GAAGTCTTGCCGCCTCAAATCCCAGTCCAAATTCAACACCTTTTATGCCTTGAACGCTCATCACATGATA
+AGCGAGTAACGCATCCAACTTTCTATCCCACTGAGCATGGCTTCCCAGCCCAACAGGCACCCCTTCAATC
+ACAATCTCTATTATTCCTCCCAGAGTATCCCCTTCTTTTTTCGCTTTTTCAATAAGCCTTTTCCACTTTT
+CTTCTCTTTTTGCTCCTCCAATCTCCAAAACTCTGCTTTTTAAAGATATATTCAATTCTTTCAAGAGAAG
+CTTGGCAACACTTCCAACTGCCACCCTTGCCGCCGTCTCTCTGGCACTGGCTCTTTCCAAAATATTTCTT
+ATATCCCTCTGGTTATACTTAATAGAACCGGGTAAATCTGCATGTCCTGGCCTGGGCCTTGTGACAGGAG
+GAACCTTTTTATCCTTCCAGTTTTTATAATCCCTATTTTTAATCTCCATTGCAAGAGGGGCACCAGTAGT
+CTTCCCATCCCTTACCCCACTTATTATATGTATTTCATCTTTTTCAATAGCCATCCTTCCTCCTCTGCCG
+TAGCCTTTTTGTCTTCTTTCCAGCTCTTTATTGATAAATTCTGCATCAATAAAAAGATTTGAAGGAAGCC
+CTTCAATAATGGCAATCAAAGCCTCCCCGTGTGATTCTCCAGCTGTAAGATATCTCATCTTATCCCCCTA
+CCTTTTCTTCTTCCTCTATCTTTTCTTCATAGGATGCCACCACAAAGTAAAGAAGGCTCACGAGAATTCT
+CACTATACCTGTAAACACCATAAAGGTGACATACCCCATCTTCGTGTAAAGCCACATTCCCACAACAGGA
+GAGACAAAAGCAGCTATTTGAGTGATAAAAGTAAAAACTCCTATGTAAGTCATCTTTTCAGAACCTGGAG
+GCAAAAGCTCCAAAAGCCAGTTCAATAAAAGCATGTTGTACCCGCCTACTGCTATTCCCCCAAAAAAATC
+AAAAACCGCACCAACGTACAAGTTCTTTGCCGTAGCCCACATAAGAGGTATAAACCCAATTAGCAGGGCG
+CTTAGTGCCACAGCATATCCATTTCCTTTCCTATTGGACAAGTCTGCCCATCTGTAAAAAGCTATAATCG
+ACCCTATAGAAGACACAATAGTGAAAATGCTCATCCAGGCATTATTGGCATGAAGATAGTTTACTTTGTA
+AATTGTAAAAATTGGCCACGCCATCATCCAGACAAAATAGTACAAAAATGAGGTAGCGTTGAAGTAGATA
+AACTTCTTGCTTTCAAACATATTTTTAAAGGCTTGAGCAAAATTGCTCACTTCCTTTTTCTCCCTTTTGA
+CCACATGGAACCTCGAAAAATAATAGGCCTCTATTAATCCAAATATAAAAGCCACAGTGAATATAATCTG
+ATAATTCCATGGAAATTTTATTATGTCAAGAAGCCAACCTGTGAGGAGTACCACTATCGTCCCTACAATA
+GTAGTCCAAAAATTTCTATCAGCGAAAACCTTGCTTCTATACTCTTGAGGTATCAATTCGCTCATAAATG
+ACTGCCAGCACATTCCAACAGTGACAGAAGGCAGGTTCATAAGCCCTACAAGCAATACCACTATCCATGG
+CTGAATATCTTTCCTAAAAAATGGAGCGAGGGCTAACAAAAAATAAAAGGTCCTTGCTATATACAAAGTT
+ACATAGGAAAACTTGTGAACATCCTCTAGTTTATTAATCAAGTAGGTCACAGGAATAACTGAAACTACCA
+CCATTAGAGCGGGAAGCGAATTTAAAAGAGAAACCTGAAAGTCATTCGCTCCCAATTTTATGGCATATAT
+TCCGATAAAAGGGTTAACCATGTTAAAGCCTATTGCCCATGCAATCCCATTGAATAGATTCATCCTTATG
+TTATGCCTCAAATACCTGTAAACTTCAATATCCCTTTTCATGTCCCTTCCCTTCAAAATAAAATATTTTA
+ATTTTAGCTTACCATGTTTTTAAAATTCTTTCAAGAAATCAAAATGCCCCTTTTGAAAAGGGACATTTTG
+ATTTTAGAGCGCTTTTGTAGCTATCTCTTTTAGAATTTTTTCTATGAAATTGTCTAGAGAAATTGGCCCC
+AAATCCCCATCTTTTCTGGACCTTAACGAAACATTTCCCTCTTCTACTTCCCTATCTCCCACAATCAGCA
+TGTAAGGAATTTTTTGAAGCTGTGCTTCCCTTATCTTGTATCCTATTTTTTCATTTCTGTCATCTAGCTC
+AACCCTTATATCGTGCTCCTGCAAGCGCTCATAGACTTTTCTCGCATATTCATGGTGCTTTTCAGAAATA
+GGCAAAACTCTCACCTGCACAGGCGCAAGCCATGTGGGAAAAGCTCCTGCAAAATGCTCTGTTAAAATTC
+CAATAAACCTTTCTATGCTGCCGTAAATCACCCTGTGCAACATTATAGGTCTGTGTTTTTCTCCGTCTGG
+TCCTATATACTCCAGTTCAAACCTCTCTGGCATCTGGAAATCCAGTTGAATTGTCCCGCACTGCCATGTG
+CGACCTATGCTGTCCTTTAAGTGGAAATCTATCTTAGGCCCGTAAAAAGCCCCTTCTCCCTCATTCACCT
+TGTAAGGCAGATTAGCTCTCTTTAAAGCAGAAATCAAGGCATTTGTCGCCAGCTCCCACTCTTCATCTGT
+TCCCATAGAATTCTCAGGTCTTGTAGAAAGTTCCACATGATACTCAAATCCGAATATCTTGTAGAAATAG
+TCAACCAGGTTTATTACCCCTAAAATCTCATCTTCCACCTGTTCTGGAGTCATGAAAAGGTGAGCATCGT
+CCTGCGTGAAACTTCTCACCCTCATGAGCCCGTGCAGCACTCCAGAAAGCTCATGCCTGTGGACTAATCC
+CAGCTCGCAAAGCCTTAACGGCAAATCTCTATAGCTTCTAAGTGTTGACTTATAAACTAACATCGCTCCA
+GGACAGTTCATCGGTTTTATCGCATAAGTCTGTCCGTCAATTTCCGTAAAGTACATGTTCTCTTTGTAGT
+GGTCCCAGTGTCCAGACCTCTTCCAGAGCTCCTCGTTTAAAATTATAGGAGTTCTTATCTCCTGGTATCC
+CCTCTTTATGTGCTCTTTTCTCCAAAAATCCTCCAATATATTCCTTATAATCATGCCCTTCGGATGGAAA
+AATGGAAAACCAGGCCCTTCAGGATGTATGCTAAATAAGTCAAGCTCCTTCCCCAATTTTCTGTGGTCCC
+TCTTTTTAGCCTCTTCCATCATATGTAGGTACTCGTCCAGCATGCTCTTCTTGGGGAAGCTTATGCCATA
+TATTCTTTGCAGCATCTTGTTCTTCTCATCGCCCTTCCAATAAGCACCAGCTACTGAAAGCAATTTTATG
+GCCTTTACCATGCCTGTAGAGGGGAGATGAGGTCCTGCACATAGGTCCACAAACTCTCCCTGCTTGTAAA
+AGGAAATTTCTTCTCCTTCTGGTATCTCTTCAATCAACTCTACCTTATAGGGCTCATCTTTTTCTTTCAT
+AAACTTTATAGCTTCTTCTTTTGAAAGGACAAATCTCTCTAACTTGTAGTCCTCTTTTATTATTTTATTC
+ATTTCCTCCTCTATAGCCTCAAAATCTTCTGTTGTGAAAGGCCTTTCTGTATCAAAATCGTAGTAAAAGC
+CATTGTCTATGGCAGGGCCGATTGCCAGTTTGACATCTTTAAAAAGCCTTTTGACAGCTTGTGCCAGAAT
+ATGGGAAGAAGTGTGCCAGTAAATCTTTTTCCCCTCTTCATCTTCAAAAGTCAAAATCTCTAACTCCCCA
+TCTTCTTCAATCTTCGTATTAAGCTCTACTATCTTGCCATTAAATTTTCCTCCCACAGCCTCTCTCGCCA
+GTTTATCGCTTATACTTTTTGCAATTTCATACACAGTGATTCCCTTTTCAAATTCTCTTTTCGTGCCGTC
+CCTTAAAGTAATTACCATCGCCTTAACCTGGTTACCCAAACTGTACAAAAATGTACAGTTTAGATAGCTG
+GGGTATTTGTAGTCCGCCCTTCAGACTTTCCCAGCCCCAGCAGGCGGTATTTGGGAAAGCCATAGCCCCT
+GCCCCAAGAAGCAGGAACTCGCGCCCTTAAGAGTCTCTCCACTTACCCTGAATTAGTAACTCTTTCAGGG
+TAGAGAAGTCTCTTTTTACCTTCTCAGGAGAGAGTGGAGTCACCACCGCTACCTTGAGAACTCGCCAGAA
+ATCATAGGCACTAAAACTTGTTCCATACAGAGGTCTTAGCACCCTTCCCGGCTTACTCTCAAGGCTTTGT
+AAAATCTCTATCGCTTTCTTTATCTCTTTCAGGTGTTTCTTCTTTAAGTACTTGTTCCTGACTGTTTTCT
+TTACATGCTCTTTTAATTCTTCTAATTCATCCACAGTCAATGTGTTGAGAAACTTTATATAATTATCTGG
+TATCTTTTCTTGCAGTCTTAAACCCCTTCTTGCTATTACATAGGCTGCTGCTATATCTTTTGTTATCATA
+TACTGCGGTGCATATTTTAACATCCCTATTATTGAGGTGTAAGAAGGGTCTATCTCTATTACTTCTACAC
+CTTCTCTTTTTGCTAGTGTTTTTATTTTTGAAAGAAGTGATTTGTAGCTAAAACTATGTCTTATCCTCCT
+TGATTTTCTCCCTGAATAGTCTCCTCTTTTGCCTTTTTCTTTTATTTCTAATCCCTCAATTACAATTGCT
+TTTCCTTTCTCTTTTGCTATCTTTACTATCTCATGAGCATACTGCCATCTGAAATATTCCCTTTTATCTG
+AACTGCCACTTGCAAGCTCTGGCATCGGTATACTGCCATAGCTTATTAGATTCCCTTTTTCATCTACTTC
+TGTCCATGATATGTTGTCTGGATATGCATTTATATCTATCCCTATGACTCCTTTATCTTTTGTTATCTTT
+ATTTTCGGATATTCTTCTTCAATGGCAAAATAGGTGTATATATTGCCATTTTTGAGTTTTAATTCTACAG
+AATAAGGTATGTTTGATTCGGCAATTTCCTTAAGAAGTTCTTCTCTTCTCTTATTCTTTTTGTAACCTGC
+TTCTATTTTGGCATATACATATTTTCTTTCCCCTACATTTATCCTTAAGAAAGTGCCATTTTCTTTTACT
+TCTATTCTTGTGTTGAGATTTCCTTTTTTGCTTTTATCCCCTCTTGAATAGAGATTTCCTTTTCTCTTTT
+CATGCCACTTTGTCTTTAGCTTTTTATATGCTTTCCCATTTATATGGTGCTTTTGAAGTTTTCCAAATAA
+GTCTCTTCCTCCAAAAATTACTTTCTTTGGATTTTTGCCTAATTCTCTAGCAGATTCTAGTGTGCTTCTT
+GCTTTCATTATTGCATCATCTACATATCTTGAGTTTAAGTCAAACATCCCCTGAAGGTCTCTTTTTAATG
+TTTTTCTATCATAACCTTCTAGAAGCCTTTTGTATGCAAATCTCATGCAGGAGGACCATCTTCTCATTAA
+GTCTAATACTATTTGTTTGTCTTGTTGGTTTAGAAAAATGAGTTTAGCCTGTATTACTACCATGTTTTTT
+GCCACCCCTTTGTCCGTAAATTCTTGCTGCGAAAGATGTTACTATTGCTATTAAGTCTTCTGCTAGCTCT
+TTATTTCATTTACTCCACTTGCTATCTCATGTATGACTTCATACTACCATCTTTCTTCCTTTTGGTGTTC
+TAACTGGGGTTATTAATCCTTCCTTTTCCCAGTTTATTAATGTAATTCTCACCATATCATACAGCTCTTT
+AACCTTTTTTATGGTTAATAACATTTATCATCACCCAATTAAAATTATATCATTTTTTACCACTAATTTC
+AACTGTTTTGACCTCCTTTGTATAAATGTGTATAATTTTAAATAAAAAACCTCTTACCCCGTAAAGAGGC
+AGAGGTCATCTGCGGTTCCACTCTTCTTTATACTCTGGTATTATATCGGAATAACCGTTCGGACTCATCA
+TCCGCAGCTCCGGGGTGGTCTTCGATATTCGGAACATTTGAGTGATCTCAGCCTATGTCACTCAATCTCT
+GTGATGTTCCTTATGAATATCTACTCTTCCCATCATTGCCTTCATATTCAATTTTTAATTCATTATATCC
+CCATTAAAGCCATTTGTCAATAACCATTTTTACTTTTCGCATTTAACTTCAGAACACACAACCTCCACCC
+TATTGGTAAATACCTTTTTTATCGTGTCCAAAATCTCTTTATTTTTTAAGTAATTTACTGAGTGAAAAAA
+TATCTTTTGAGGAGCAATAGTTATCAAAATGCTTATCAAAGCGTCCTCATCCGTCACAACACCTTCCTGA
+AGTTCTCCCGCTATTTCTTTTATATATTCGCTGGATAAAGGTTCATAACTTTCATTGTAGAGGTGAAACT
+TACCTCCCTTATCCACCACCACATTTAAAACCTCTAACTTGGAGTCTTGTAACTCTACAAAATATTTCAA
+AAGCCCTACAAACTCGTTGTACTCTTTCTGCATTAAAAACTCGTCTACTGCCTTATCTACTACTTCGCTC
+AACTCTCCCACAAAACTTTTTAACCTGAAATTCACAAAACCTTCTATATCAATGTGCCTATTTTCTTCCA
+AAAAATCGAATACCTCTTTAGCTATTTCTTTTCTCTTTACCCTTTTAAAAGTCTCTATATTGTCTTCACT
+TTCTAAAATACTGTAAGCAATTTTTCTTATATCCTCTTTTTCCTGTTGGCTAAAGTAATAATAATATTTG
+CCAATAAGCTTTGATACAATCCAATTAACTGCATAGTTTACAATTATATCTGAAATAGCCTCTGCTATCA
+AATCCCTAGCTTTATTGTCTTTGCCAAATGCAAATTTTTCTTCCAATTTCAATTCATAATAAGTAGAACT
+CCTGCATATATTTGAACTAACTATCACTTTTACTCCTTTATTTGATAAATTTTTAAAAGCAGATATCAAG
+TTTTCTTCATCTATATTCAATTTATTTGAAACTGCGATGGAAAAAAGTTGCAATTTCTTTCACTCCTTTC
+GCTAATAGTATGTGTACATTGCTCCGTTTTTGTGCAGGTCAAAAGAGTGGAATGATGGAACCGATGTCTT
+TTATTTGACCAGAAGTCAGATAAGTGATTTTAATTCCTTTTTTATCTAAAAATTCCATTATTTTTTCATA
+ATCTTTATGATGATAAAAAGTCCCTGTCACTGCCAATCTTTTCTCCCCTATAAGCCCCGTTGCTCCTCCT
+ATAAATCCATAATCAAACCCTTCTAGAATTATTCCCCCTGGCTCAATTAAGAGCACATCAAATCCACTTC
+TCAATCCCACTTCAAATATACCTCTGTCGGAAGTTATAAAACTTTTCTCATCCACAATTGCCATATTGCA
+CTTAGTGTATCCCTGGTTGACATGTAAAAACTTCACACCTTTTTTCTCTAAAATCTCTCTCAAAACCGGA
+TCAGTATATTTCAAATTGTGAAAAGCTGTATTCCCTAATCTTGCTACATTATATGCTATATCATATGGAT
+AGTTTCTTTTAAGAAAAGTTTTACCTTTTACTACTTTTATGCCAAACTTTGTAAGCTCGTTAATAAACCT
+TTGAGAAACATTTGGTGCCACTATTACTTCTTTCTCTTCTACAGGGTGCACAAGAATATCAGGATGATAG
+GAAATAGCTTCATAAAGTTCATCACATTTTTCCGTATATATGACTTCTATGCCTAATCTTTCTAAAGCAT
+TTCCAATTTCTATTTCTCTCCCATCTAGGAGAACGCAATTGACACTTTTTTCAGGGACAAGAGGATTCAA
+AAAATTCACCCTTCCTGTAAAAAATTACAAAAATATGGCATACTTTTTGTATGCCATTTAACCCCTTCTC
+CTATCTTTCAAATAGCAGCTCCCTTTCATCTGTTTTAATTTTTTCTTGAGTTCTGCCGCTACTTCACTTA
+TTTCCAAATCGCTTCTAAAATCTCTAAACTCATTAGTCACAATAGCAATAGAAACTGACACAAAAGGAAA
+CTTAAGCTTCTCTCCTCTTCTACTAGTGGTCTCTATGTAACCTCTTTCTCTGTCTTTTTTATCGTATAAA
+AATTTTATTTCACTGTCAAAGCGAGAAATTATGTACTTGCACATCTCCTCAGCTTTCTCGGGAGTAGTAA
+TTATCACGAAGTCATCTCCACCTATATGACCTAAAAAGTCCTTGTCATTGCCAACAAGCTCTACAGCATC
+GGATAAAATCTTTGCTGTAAGTTTAATAACTTCGTCCCCTCTAAGAAAGCCATAGTAGTCGTTGTAAGAC
+TTAAAATTATCCAAATCTATGTACAAAACAGCAAAAAGCTCTTTTGATTTAATCCTTCTCTTTATTTCTT
+CTTTTATGTCTATGTTTCCCCTTAAGCCCGTTAAAGGATTAGCCATCCTATTGTGCTCAATTCTCTGAAA
+CAAATTGTTGACTTTAATGACCAGCTCCTTTTCATTTACAGGTTTTACCAAATAATCATCAGCTCCCAGT
+TCAAGCCCTTTTATCTTTTCTTCAAAATCCCCTTTAGCCGTAAGCACCAAAATGGGAAGCATTAGATTTT
+CCTCTTCTTTTCTTAAAATTTTTAGAAGGTCAAATCCGCTCATCCCAGGTAGCACCACGTCCAAGATGAC
+CATGTCTGGAAGCATCTCTTTGTATAGCCTAAAAGCCTCTTCCCCATCTCTTGCTTCTATAATAGAATAC
+CCTTCTTTTTCCAAAATATCTCTTAATATTCTTCGTGTAAACCTATCATCATCTACAATTAAAATAAGCC
+TTCCCTTCACAACTCTTCCCCCATAAAATTTAATGAGCAACCCCATAATATTATATAAAAATTTTGGAAG
+AAAAGCTAGCAATTCATTGCATTAAAATTTCATTAAAACTAAGTGCTCTCTTCAAAGAAGAGAGAATAAT
+ACTTTGAAAGCTTTTCTTCCAAAACATCCATTGATATAAACCGTGCTTCTCTTATGGCTTCCCTTCCATC
+CACATACACTATAATCGTAGGAACAGTAAAAACAGAGAATTTACCAGATGCCGCCGGCATTTTGTCAATA
+GAAATGTGAAAACTCTCTACCTTGGGGTAACTTTCCAGCATTTTATCAAGCTTAGGAAGCAAGGAAGAAC
+AGATGCCACAGTCTTCCGTGGAAAAATAAAAAAACACCATGCCATTTTCTCGTATGAGGTTTTCCACATT
+TTCTATGCTGGTCAATTCTTTCATACTCTTCCCTCCCAGAAGATCAAAAAATATAAGCCTTCTTTAGGGC
+TTTAGAAGGTCTCTCAATAATTATGGATGCGACACCCGGATTCGAACTGGGGAACAAGGTTTTGCAGACC
+TCTTAGGGATTTTTTGTGTATTTTTAATTACCATTAAAAAGTTTTAAAAAGCCCTAAAGAGTAAGTTTTT
+TTGCTAATTTTGCTGGAAATTATTAAGTTTGTTTCACAGCTGTTTTTAAGCGTTTTTATTTATTTATGTT
+AGCAAAATGTTTGCAACTTATTATTTTCCGCTGCTTACTCTATATCTATTTATTATATAGCCGTAAATTA
+TCCTGTCAAGATATTTGAGGCGTTTATCTTTCTTTTGAGCTTTTATTGAATTGTTTTAGAAAGTCTTTTG
+AGATTTGTCATAATTTTTCAATATTAATTCCCCTTTCAGCGCAAGCAGCAAACATAACAATTACAATTAA
+CGGGCAAAACGTAGTTTTTGAACAAAAGCCTATTATAAAAAATAATATAGCCTTAGTTCCTATGCGAGCA
+TTTTTCGAGGCATTAGGGTGCTAAGGTAAACTGGAAAGAAAAAACTAAAACGGTTACAGCTTTTCGAGGC
+AAAATTACTGTACAGCTTATAATTAGTCATAAAATTGCAAAAGTTAATGGAAAAAATTATGAGCTTATTG
+TAGCGCCACAACTTATAAATGGTAGTACATACGTACCTTTAAGATTTGTTGGTGAGGTTTTTGGATACAA
+AGTAATATATGAGAATGGACACATAATAATCACATCCAATCAAAAAACAACTGAAAGTTTAACAACTACA
+TTCAAAAATACAGTTACCGAAACTAAACCAGAAGTTGGTCTACTCCAAAGAGTAAACCGATTTTTAAGAA
+GCAGATTCTAAAATTTGATTTTTTATTTCTTCCAATCTATACCTTTCATTCATGTATATAGAGATAAACA
+CATCCACCACTTCAGGATGAAATTGAGTCCCTTTGTTTCTTAAAATTTCATTAATCGCTTCTTCAATACT
+CATTCCTATCAACAATTTCAAATATGCTTTTACCAATTAATTCTTGAGGTGTATAGTTTAAATACCTCAC
+CACTCTCGAATTTACAAACTCAATGGCAAAATTCTTGTCAGTCACCCATAAAATATCCCTTATGTTTTCC
+ACTAACAGGCGATATTTCCTCTCTGAAAGCTTAAGTTCACGGGTTAAAGCTTCTAGCTACTCATAGGAAG
+CCTCTAGCTCAGCATTAAATTCCTGTAATTCTTCGTTTTGCCTTATCAAATTATCTGTCTGTTCTTTTAA
+CCTCTCATAGGCTTGAGCTAATTGCTGGGCCATCACGTTCTCCTCCATCTCTTTTCTTATGTGAAAATGA
+CATCCCTAGTATTTATTTCGGTCCAAACAACCCTGATCTTAAGCCTATTTGAGGCAATACGCAGGAGAGC
+TCGCTTATTGTTTTTTATAAATTGTCAGAATTTTTTTGATTTTTTTCAAAAAATTGACATATGATGAAAC
+AAGAGGTAGAATTTTATCAGATTATGTCGAATTTAAAGAGAGGAAGAGGGGTTGATTTTAAGTGCTAGAC
+GAATCCAATAAAAAATACCACTTTATAAAACTTCTTGTAACTGGACTAAAAAAGTATCATCTCACTACCT
+ATTTACATAGCGTTAGAGTATCTCATCTTACATATCTAATTTCTCAAAAATGGGGATTACCTAAAGAAGA
+GCAAATTTACAATGCTATGTGAGGATTACTCCATGACATAGGTAAAAAATTAATTCCTATTTCTCTCCTT
+GAAAAGCCTGCTCCCTTGTCTGAACTGGAGTATGAGATTATGAGAGAACACCCTATTGACGGAGCAGAAA
+TGTTAAAGCTTTTCCCTCCATTAGAAGAGTTAGTACCTGCCGTCCTCTATCATCACGAACGATTAGATGG
+TTCAGGATACCCTTTTGGTACAAATATTATTCCTTTGAGTGCACAAATAATAGGTGTTTGTGATTCTTTT
+GATGCCATGACTACTGAAAGACCATACAATAAAAAAAGACTGAAAAGCATCACAGAAGCTATTGCTGAGC
+TAAAAAGTCAACCCCAAAAATATAACTATAAAGTTGTTGAAGCTTTAGAAGAAATTTTAAAAGAAAGGTC
+AGACGTGAGGTATAAAAATATTTAACTTGGATTCGGCAAGTGAATTTACGAAATGCCCAAATAAAGCCAT
+TTGAGGGTTAAATTAAGTAAAAAATTTTTTACAAAAAATATTTTTACAAAAAATATATAGAGATTCTCCC
+CTTTTTCTGATAAAGAAGGGAGAATCTCATATAATATGAGTTTAGTACTTAATTTTACAGGTTCTATAAT
+AAATGTTGGGGTAGATAAAGAATATACCGTAAAATATAGCACTTATTCTAAATGCTTGCTATAACCGAAT
+GAGCAATAAAATTAAAGGCAGGCATTCAGAAAATACCCACCTCAACTATTGACAAAGAGCCAATAAAAAA
+AGACAGGCTTTGAGCTTGCCTTTCGTAAGTTTCTGCCCTTTATAAAGGGAAAATTGTGAGAAAAATTTTT
+CAACCCATATAGTAATTTAAAAACAAACAAGAAGCGATAATTTCCGCCCCAATATTTTGCCGTGTGTCAA
+CCCATATAGTAATCTAAAATAGACTTGTGCATAATTTGAAAGCCTTCATTTAAGCCACTTCCAAGGTGTA
+CTTTTTTGCTATCACTTTTAAATTTTTTTATCTTTTATGTGGGATTTCCTCCCTTTTTTTGTCGAATTAT
+TATATATCCGCCATAAAATACTTATAAGGAGGAAATCCCACATGTATCAGCTTCAATTACTCTTAAATAT
+ACCTGAGCTCTTTACTTCTCACTCTAAAATTGACTTCTATTCTTCTATGTTTGAAAATCTTGATCCATCT
+TCAATACCTGAATTCCCTTCTTCTGGCCCTGGCCGTAAAGGTTATTCTCATCATACAATGTTTAGAGCTT
+TTATCGTTATGCAGGCTGAAAGATTCGGTGAAATTACTGACCTCGCAGACTGCCTTCGCAATAATCTTAT
+TATTGCTCATCTTTGTGGCATCGATATTACTAAACCTCTCCCTTCTTACTGGACTTTCCGCCGCTTTATT
+AATGAGTTTGCCCATGATTATTTGACCACTATCTTTAAAAATCAGGTTAATATCCTCAAATATTTGGGCG
+TTATCTCTGGTGAGTTTGTTTCTATGGATTCTACTCATATTAAAGGTAACACTAATTCAACAGCTCTTAT
+ATCCCTAAAGCCAATTCTACTGCTACCTTAGCCAAGATAGTTAGAGGATCTACTAAAGGTAGGGAAACAT
+CTTCTTCTCCTAAAACTAATGAAATCTCGGTGCAACCAGCTATTATAACCTGTGCTCCTCTCCTAATAAG
+TTCTTGAGCTGCTTCTTTTAATAACCTCCTCGGTTTCTCTCCCAAATTGCCTGCCTTTATTCCTTCTTCA
+CCGTATATAGCTTCCATAGTCTTCTTTTCATCCCCTGCTAAAACACTAATACCAAACTTTTTAAAAGCCT
+TATGGTAAAGGTTGCTTTTTATAGTTCCCGAAGTAGCTAACAAGCCCACGCATTCTGCATAAGGATAGTT
+ATTTCTTACATAACGGGCTGTTTCTTCAATCATATTTATAATAGGGATATCTACCTCTCTTTTTAAATAG
+TCTAAGAAATAATGAGCTGTGTTACAAGGAATTACTATAAAATCAGCCCCTGCTTTCACTAAATTCTTCG
+CTGTCGCTATAAGCTCAGGAGTAGGATCAGGACCTCCATATAAAATAGCTTTGGTACGATCTGGTATCTG
+AGGATTACAATCGATTATAATCCTCAAATGTTCCTGGTCTACTTTAGCAGGAGTAAATTCAACAATTCTA
+CGAAATAAATCTACAGTAGCCATCGGCCCTAATCCTCCCAGAATCCCAACTATCTTTCTCTTTTTTCCCA
+TAAAAAATCCCCCTCCTTAATTTGGTCCTGTCAAAAGTGTTTACTTTGAAATCCGTTCAAACGGTTATTG
+ATAAGGCTTAAATGATATTAAGCTTATCAACCTTAGTTTTGTTAGATTTTTACTTTTTTACTTTTATTCT
+TTTAAACTCATATTTCTGCATGATTGCATTTTGCTAAGGCTAAGTTGAATGACTAATCTCCTCATGAATT
+AAAGTACGGAGATTATAATTTGATTAGAGGATGAAAATCATTTGTTTGAATAAAATTTTTCATATAACTT
+ATGAAACTCCAATTAATATAGCTATTTTTTAGGTAACGCTGGTTTTAATGTTTTTGATAATTTATCTTGG
+ATTCGGCAAGTGAATTTACGAAATGCCCAAATAAAGCCATTTGAGGGCTAAATTAAGTGAAAAATTTTTT
+ACAAAAAATATATATAGAGATTCTCCTTTTTTTGATAAAATTTAAGTCTCAAACAAAAACATTAACAGAA
+AGGAGAATCTCCATAATATGAGTTTAACACTTAATCTTACAAAAGAAAAGGGGTCTTCAAAATACATTTT
+GCCAGCAACTTTTGACAATTTGACAGTATCAAACAATGTAGCTTTCACATACATCCAAGCATTTAAAGAA
+AAAATCGGCTTTAATAAAATTCTTTCCAGCATATTATCCTTTAAAAAAGCACCAAATGCTGTCTTTCAAC
+CAACCAAGATTATTGACTTTATGATTGATTCTGTAATTCAAGGGAATACTCGCTTTCTTCACATGGACCA
+ACTAAGATATGATAATGCATACACAGAAATTAAAAGACATAAAGTTTCCAGCGAAAAAGTATACAGAGAC
+TTAATTAAAGCTATGCCTGAAAGCTCTCTTGAAAAATTAAGACTTATTAACAAAACTTTGCTTTCCCTGC
+AATCTAAAGGAACAAAACGTGAAGTCATTATGAATTTTGATGATACAGTCTGCACTATATTTGGGGAGCA
+GGAAGGTGCTTCAGTAGGTTATAATCCTTAGCAAATTTATTAATCAGCTCCTGCTAGTAATTCCTTTCCT
+CGGATGGAAATTTACCCCCCCATTTATCAACTAGTACAGCCACCATGGTGTTCCCAAACACATTGACAGC
+AGTCTTACCCATATCCATAAACCGATCTATGGCAAACAACATCCCTATGGACTCTAGTGGCAATCCTAAA
+GTGTTCAAAATTACGGACACCACTACCAAGGAAGCAGCCGGAACATTAGCCGTACTTTGAATTTGTGCTC
+AATCAAATCCTAGTAGCTCAGGCTATTACCCTTATAAGAGAACAGAAGAAAGCTAGGGTGATTATAATGG
+TTACCAATCTTAAAAATCTGTTTTATACAAAACATTATTTCTTGACAAGCCCCCGAAGAACCTGCAAGAA
+AAATGGATATTAAAGCGAAAAAAGATAAAGCTTATAAAGCAATGAAAATACTTAGCGACAGCTAAATATT
+TCAGGCAGTAAAAACTTTTAAAAAACAAAGCTATTCCAATAAAACAACTTTTATTACTAGTTGATTTACA
+ATAACTGTAAAAACCCTAATGTAGAGGATGGACAAAAGCCTACCAACAGCACATCCTTAACACTAGGGAC
+CGGAAGGCAGTACAATGAATTGAGCGTTGATACTGAGAACTTTATACAAACTTTTTAACCTGGATACATA
+TTTCTTTAACAGATTTTTACGCTTCATCTAAAATTTAACCACTAGTAAATTGTTCAATGATGGGAGGCAA
+AATATATGGCTGATTTAACATTTCTTCAGTAATAAAACTGATAATAAAACTCATTTTACTTGCCATAAGG
+TTCAAGATATCTTTTATATTTTCCTCAATCTTTTCTTGAGTAACTACCTCCTTAAAATAAAGCTCACCAA
+TCAGCTCAAGTATAAGCGTATCTATTTCTTCTATAGATAATTTCGTAATTTTAGCGATTTTATCTATTTC
+CATTCCCTCTTCTAACAGCTCTCTAGCTACCGCCAGTCTGCCTGCTTTTTCTCCTCCTTCTAATATTTTT
+CTGTACGTCTCTGTATCTCCAAATATAAGCTTGTTTATCTCTTCTGTTGATAGTTCCATAGCTTTAACAA
+TTTTATTCCCTTCTATTCCTTTAATAATCTTTTAGCTATTATTAACCTATTTTCTCTTTCCTTTTTTTAG
+TATTTTCCTACATATCTCAGATTCTTCAAACACAAGCATATTTATTTCTTCCTCTGGTAGGTTTGTAATT
+TTAGCAATTTTTTTATTTCCATCTTTTCTTCTAGCAACTTTTTAGCTATTTTCAATTTCTGCCTTAACTT
+TAGTCTGAGGGCGTCTAGCTCTGCAAACTTTGGGAGTAAATCCAAGAGTGGCAGCAAGGTCTTCAAATGT
+GGGGTTCCATAGAGGCTTTTTGTTTTCACCAGTGCCCAGTATTACAGTTTTCATTCTATCGGTAAGGACT
+ACGTCGCTTACTCCGCCGAAATATTCAAATCCGTGTATCAGACAGCGGATAAAAGTGCGAACGTCACATC
+GGTTTGTGAATTCCACATATATTGCTCTGGAATAACCAAGCACCATGACAAAAGAGATAGAGCTTGCGTA
+CTTCTCCGGTTTCCTCATCAATGTAGGTATATTCACCCCAGTCAACCTGAGCCTGCTGACCGGGTTTGGT
+TTCATAACGGCATACGGTGGAAAGCTGTTTTGGAGGTCTAAATTGCCTTACATAGTCTCTTAAGATGGTG
+CGACCACCAGTGTAACCTTCTTCTTTGATTCTCTCATAAATAACTTCACAATCAAAGGGATAGTGTCTTT
+GTATGGATCAAGTTTTGAACCTCTTCTAGGATGCGGTTTTTTCAGGAATACCTTCTGCTCTAAGATATTT
+TCTTACTGTATTTCTGGAATGACCTGTTTCTCGTGCGATTGCACGAATACTCTTGCCTTTTGCTTTTAAT
+TCGTATAACATGATAATAGACCCACTCCCTATCTAACATTTATTTCCCTCCGATCCTCTGAGATGATAGA
+TTTAGATCAAAGGGGTATTTCGACAGGGGGTGGGTCAATTCCTTCTCGTTACCCCTGGGTCAATTATACA
+GCTGCGGTAACACAGGTGATACTCCAAAACTCAAAAGTGCGTTTGCATTATCATTCATCACAACATAATT
+TGTGATGACATGTATAAGTGGCACTTTCCCTTTTACGTCGTTCAAGAGTTTTTACAATTTCATCAATCAC
+AAAATTTTCTCTTTTCTCTTAAAAAAAGTTTGTGTTACAGTATAAATTAAAGCAGTCAAAAATATTGTTG
+TTATAGTAGGAGTTAGATACCATTTCAATAATGAAGTACCGTTATATACCATGTAATTATACGTAATAAT
+TCCAATGATAGATGATACAACTGCAGGAATATTAAGGTACCCACTTTCTTCATATTTTAATATAAAGAAG
+CCTACAAAAACTACTGTGTATACTGGAATAAATACACTACCGATAGCATATAAAAAGTTTTGATATTTAT
+CAATTGGGAATAGATATGCTGCTATGATACCTGTCAGCGAATAAATTATTAATAGCTCTTTTTTACTGAG
+CCTTGTTTTAATAACTGCCATTGTAGATATCGCAGCAGAGTATACATCCATAAAAGTGGTTGTCACTGTT
+GATAAAAGTATTATTAGCAATGGTATAAACCCAGATTTTATTGATGCAAAATATGAAATTATATCTTTCC
+CTCCCGTCTTTAAGGAAACAAAAAGCCCTATAAAATACATAAAGCAGCTTGCAATAAAATAACCTAAAAA
+TGTATATATAAAGCTAGATTTTCTATTTTCACTGTTGATCGTATAATCTCCTACTAAAGGCAGCCAGGAT
+ACAGGCATAGCAACGGCAAGTTCGATTGCATCTGCAAAACTTATGTTACCTTCTGGTGTTAAAATTTCCC
+CGCCCTTTAAAAATGCTACAACACCAATAGTCAATATAAACAACAATATTACTGCAATGTTATTTACCCA
+GTATGCTTCACTTTCAAAAAATAGTGACCATAATAAAACAGATATGCCTACAAAAAGTATTCCTACACTA
+ACAGACATACCAAGAGCACCATTAAAAGCTTTTGCTGATTGTATAATCATGACTGCTGTCCATCCAATCA
+ATTGCAAAATGTTTAGTGCCCCTAAAAAAATTGTACCCTTATTGCACAAAACAACTTTTGTTGATTTTAT
+TGCTGGCAACTTGAGGATATATGACATAAGACCCCCAAGCGAGAAAAATAATGTACCAATGATATGGCCT
+ATTAAAATAGCCAACAAACCTTTAGTTAAACCCAGAGGTGCAAATAGCGAACCTGTATAGATTTCAGCAA
+TTGAGATTGCTGCACCTGCCCATATTAGAAAAAGGGTAAAATTTTTAATTTTCATAATTCACACCTGCTT
+TCTTAATTTAAATTTATGAGATAAATTTCTTATATTTTGCTAAAACCAATACCACTACATATCCTATCAC
+CGAGCCTATTGTACTTGAAAGCGAAAATGGAATGACAAACATAAAAGCCGCGCCGGAACTTCCCAGTATA
+TACTTAGCTATAGGATAAGAAAGCAAAGCCCCTATAATGCCTGTACCTATAACTTCTCCTATAGAGGCAA
+AATAAAACTTACGTGTAAATCTATAAAGATATCCAGCAATGAATGCACCAACCATTCCTCCTGGAAATGC
+CAAAAGCGATCCAACACCAAGGATGTTCCTCAATAGTCCTATAATAAAAGCTACTTCTAACGCTCCCCAA
+GGACCCAAAAAAACTGCTGAAATAACATTAATAGCATGTTGAACGGGTGTAACTTTGGCAACACCTACAC
+TAAACCATACATATTGAGAAGTCAAGGTGCCTATAGCAATAATAAGTGCCATAAAAACCATACGATGTAT
+TTTATTCATACTTCCACCTTCCTATCTTTTTCTATTATCTCCGGCGTGAGATTATATATCTCATCAAAAA
+ATGTCACTTTAAAACTGCCGGGCCCTTTGACATTGCTGCTTTGAGCAGCTCTTTCCCCTGCTATTCCAAA
+AGCTACAAAAGCTTCTACTGTAGCTTCAAAATAATCTTCACATACTCCGCAGAAGCTTGCTACTACAGAG
+GTAAGCATACAACCTGTGCCGGTGATTCTTTTTTCATTTCAAATTCCTCCTATCGTTTATCGCTTTTGCT
+ATAACCTCCAAAAGTTTTCTTGTATTGTTTTCTATATCCCCATAAAATACAGCTGAAACTGAAGATATCC
+CGTCTACTCCCGACTTTAACATGACTTCATAAGCATTATCCTTCGTTATACCTCCTATTGCAACGACTGG
+AATAGTAACAGCCTCTTTTATCCTTTTCAGCCCTTCTATTCCAATGGCTTCCGCTTCCGGCTTTGTAGGA
+GTCTTAAACACTGCTCCTACCCCTAAATAATCCGCTCCATCCCTTTGTGCTTTTAAAGCTTCCTCCACTG
+TCCTCGCTGATACCCCTACTATTTTATGAGGACCTATCATTCTCCTTACAACATCTGCTGGCAAATCCTC
+CTGTCCAACGTGAACTCCATCTGCATCTACTGCCAAAGCTATATCCACTCTGTCGTTAATAATGAGAGGA
+ATTTTATTTCTTTTTGTCACTTCTTTAACTTTAAGAGCAATTTCATAAAATTCCCTACTTGATATATCTT
+TTTCTCTCAGTTGAATTATTGTTGCACCGCCTTTTATTGCTAGTTCTACTGCGTCAGCAATATCCATATC
+CTTTATGTAAGACCTATCCGTTATAGCATAAAGGGTTAAGTCCATATCTCACACCTTCCTTATTTCTATA
+TTCCAAAAATGGTTAGTGGGACCTACTCCATGCCCTATGGCCAATGAATGTTTTATAGCCCCTGCATGAC
+AGGGTCCAGCACAGCATTTTTTACATTGTAATCTTTTAATCCTTTTGCAATCATCTTAATTATGTCTTCA
+TTAGACACCATACCTATCTTCACTGCACAGGGATACAAATCCTCAAAAATTGCCCTCATTTGCAGATACA
+CCATATCAGGACTTATATCCTCAATTCCTAAAACCCCCATGGTATTTTGCGCTGTTATTGAAGTAATGAC
+ACTCATGCCGTATACTCCATGGGCTGAAAAAGTCTTTAAATCTGCTTGAATTCCTGCTCCTCCCCCAGAG
+TCAGAACCGGCAATTGTAAGAGCTAACTTCCATATGACCACCTCCAAAATAATAAAATGAGCCCACCTGT
+TCAGGTGAGCACTTTTTACAGACTCAATAAAACGTGCTTCCCTTCGCAGGCATTACCCTGGTCAGGTTCT
+AAGGGTCGGGAACGAATCCCCTCTCAGCCATTTCTGGCTCCCCTAGCACTTGAGTATTTAATTTTTCAAT
+TACAGCTTTATTTTTATTATATCATAAAGATTAAAAAAATTGAATTCCTACAATTTCCACGTCCGTGTCA
+AGGTTTCGCAGGTAAAATTTTTTAAAAAATGGTTCTATAATAAATGTTGGGGTGGATGAAAAACATCCTA
+CAAAAAAAGAGCGCACTTATTCTGAATGCCTGCTATAATAGAAGTGGTTAAAACAACCCAACAAAAGGAA
+GCATCAGAATAAGTGCAAAGTAATTATATCACAAATCTTTTAAAATCTGAAGATATAATTTGGGAAAACA
+TTATAGGAAATGACGATAGAATAGAGTTTCACATCAAAATGAAGCAAAAGCCTCACGTTTGTCCAAAATG
+CGGGAAATTAACATCTAAAATTAAGGAAATTCTGGAGAGAGGAAATATCATTGCATTGTTGTAGACCCCA
+AAGAAAGAAAAATTTTAGATATTTTAAATGACAGAAAGCAAGAGAATTTAAGTGAATATTTCAAAAGATT
+TAGAAACAGAAACAAAGTAAAATGGGTTACTATAGATATGTGGAGACCTTTTGCTGATATAACAAAAATA
+TATTTTAAAGGAGCCAAAATAGCCATAGACAAATTTCATTTTACAAGGTATGTATATTGGGCAGTAGAGA
+ATGTAAGAAAGAGAGTACAAAAGGAATTGCCGGCTAATAAAAGAAAATATTTTAAAAAGAGCTGGAGGCT
+GCTTTTTGCAAAATACGATACTTTGACAGAAAAACAAAAAGAAAAAGTAGAAGTAATGTTTTGGTACAGT
+GATGATTTAAAGATGGCATACCAGTTAAAAGAACAATTCGATAAAGTATTAAAAAACCAATCTTCAGAAG
+AAACAAAAATAGAATTAAAAAACGGATACAACCAGCCAAAGAAAGCAAAATTGATGAATTTAAGAGACGT
+GTGCAGGTATTTAACAGTTGGTTTGAAGAAATAACTAATGCGAGTGTTTCCTTATAGTAACTCTGTAACA
+GAAGGTTATAATAACAAAATCATATATGAAAAACTAAGAGGTAGGCATTCAGAAAAATACCCACCCCAAC
+TATTGACAAAGAGCCACTATATTTTATGGAGGCGACACCCGGATTCGAACCGGGGAATCGGGGTTTTGCA
+GACCCCTGCCTTACCGCTTGGCTATGTCGCCTTATGGAGCGGGCAACGAGACTCGAACTCGCGACCCTCA
+CCTTGGCAAGGTGATGCTCTGCCAACTGAGCTATGCCCGCTTGGATGGTGCCCCGAAGTGGAATCGAACC
+ACTGACACAGGGATTTTCAGTCCCTTGCTCTACCTACTGAGCTATCGGGGCAGGATGGCGACCCAGAAGG
+GACTTGAACCCTCGGCCTCCAGCGTGACAGGCTGGCGCTCTAACCAGCTGAGCTACTGGGCCATGGTGGT
+CGCGATAGGACTTGAACCTATGACCCCCTGCTTGTAAGGCAGGTGCTCTCCCAGCTGAGCTACACGACCA
+ATTTTGCTCCATGCAAGTAATAGTATACATAAAAAACTCTCAATAGTCAACACCCAATTTCATAAATCAG
+CATCAATTTTCCGCTTCTTTTAAAAGCTCCTCAAGTCTTTCTCTAGTTATAAAATACTTTTTGCCGCAGA
+AATGGCACACAGTCTCAATACCTTGTTCTTCTTTAATAAGTTTTTGTATCTCTTCTTTCCCTAAGGCAAG
+AATAGCACTCTCGAATCTTTCCTGTGAACAGTCGCACTCGTATTTTAGCGGTATTTTCTCTAAAAATTTT
+ACTTCTTCCTCTTCAAAAATAGAGGTCAAAATATCTTCCGGAGTCTTCCCCTGCCTCAAAAGGTCTGTTA
+CAGAGGTAATTTGACCAATAGCCTTTTCAAGCTTTAATATTACCTCTTCTTTTACATCGGGAAGGAGCTG
+AAGTATAAACCCTCCCGCTGTCAGCACATCCCCTTCCTTCCCCACTAAAACTCCTAATCCTACAGCAGAG
+GGAATCTGCTCAGAAGTGTAAAAGTAATAGGCTATGTCATCTCCAATTTCTCCTGTCTGGATCTCCACCG
+TCCCTATGTAAGGCTCTTTCAAACCTATATCCTTTATCACAGTCACATAACCTTTTTTACCAACAGCCCT
+TCCCACATCTAACTTTCCTTTTTCACTCAAAGGCAAATCGACAAAAGGATTTCCCACATATCCTTTTACA
+ATACCTGGAAAATTGGATACGACCACAATACTGCCTATCGGTCCATCCCCTTTTATGACAAGAGTGACTT
+TATCCTTCTCTCCTTTCATCATAGTCCTCATCATCGCAACAGCTGTAAGGCTTCTGCCCAAAGCTGCACA
+GGCAGTAGGCGTAAGACTGTGAATCTCTTTTGCCCTATTTACTGTATCTTTTGAGAGAGCTGCAAAAGCC
+AGCACATTGTCCTCATAAGCAGTCGCTTTTACGATATAGTCACCCATTTTGTAAACCTCCACCTTTTATA
+TATCAAAAAACCCTAACATATACATGTTAGGGTTTAAAATTCGGCAGTTACAGCTTTCTTACCTTAGAAG
+CCTGTGGGCCTTTAGCCGCCTGAACTACCTCAAATTCTACCGCCTGTCCTTCCTCTAACGTCTTAAAGCC
+CTCGCCTTCAATCGCGGAGTAGTGCACAAATACGTCTGTGCCATCCTCTCTCTCAATAAAACCATAGCCT
+TTCTCGGCATTAAACCATTTAACTTTACCTCTTACCATTTACATCTTCCTCCAAACTAATAAATGATTTA
+CCTATTTATCATAACACCAAAACTTCAAAAAGTCAAACTTTTTTTCAACTTTTTGATAGTGTCAAGATAC
+TGTAGGATTTTTTTAAGACAACCCCTGAAACTTAATTAATTCAGGGCTTCGTTTTATCATGTTCTTTATA
+TAACTTGTGCATATTTTAATGCTCTTAAAACCCTATATATTGGCGTTACTTTCCCTATATTCAAAACCGT
+AATATTGTTTATTTTTTCATTTGTAGACGTTTTAACTCTCCTTACTGCCTCTTTTATTTGCTTCTCTGTT
+AATTTGTAACTTCCTGCATTTATATTCTTTTTCTTGCCCCACTCTACTTCTCTTAAGTCTCCTCCATTCT
+TGCTAAATACCCTTAATTTCGCCATTAACTTTAATCCTTCTCTGCTCCACCCTAATGGATTCCTGCTAAG
+TCTTGCAGAAAATACATGGCTTATATGCCCTTCTGCACTGCACCCTATTACATCTTCGTCTTCACTGTAT
+ATCTTTATCCCTTCCCAATTGTTTAGTATGTATCTCTTCGCTTCCTTTATCTTTTCTTTTTCTTTCTCTT
+CTTTTGCTATCTTTATTAACTCACCAAATATTTTCTTCACTCCTTCTTTATCCCCTTCATTTATTGCTCT
+CCATATCTTATCCCTATACTTTGGCTCTTTTGATGTTGCTTTTAATACGTATTTGTTTAAATGATATCTG
+TCTAACACAAACCTTGATTTTACTATCCATTCTAATCCCTCTTTTATCCATGGTGCTCCATCTCCTGCTA
+TGTATATCTTCTCTATCTTCTCTTCCTTGTAATTTTCTTCTATGTAATTCGCTACATCTATCCATATGTC
+TTCTGCTTTCTCTCCTACGTATGCCTTGTAATACACATTCTTCAGTACGTTCCTTCCGTTTTTCTCTTCC
+CTACCTTCATGTATGTATATCAATCGCGGTGTTTCACTGCTGCCATCTTGTAAAGGTACATGGTCTTCAT
+CTGCTTCTATGTATAAAACCCTTACTTCCTTCTTCTCTTTTATTTCTCTCTTCACCTCTACTTCTCCTAT
+TTCCCTTATTGCGTTTAATACCGTCTGTTTACTTATTTTCTCTGGACATGCTTTCTCGCTACTTTTCTCG
+TATGATTCTTCTATCGCATTTTCTACTAACTTTATTTTTACTCCCTTTTCTATCCTCTCGTGCCGTCCTA
+TCTCTAATGCATCATCCACTAAATATGTATATCTACCATCCTCCCTTGATTTGTAATATGTCCTCTCATA
+TTCAATATCCCCAAGGACTGTCGTTAATCTCTTTTTATCTTTCCTCTCTACTACCCATTTTTCTTTCCTT
+CTCTTGTCTTCTTTTATTATCCTATCTAACTCCTCAATAATTGCTTCTATTGCCTCTCTACCTAGTTTGT
+CCGTAAGTTCTTTTATCCTTGCTACAAGCTCTGTAATATTCATTCCATTCTTTAATAAATCCTCAAAAAC
+ATTCATCATTTCCCTAGTGAAATTTAGAGCATTTTGTAGTATAATATCCTCAAAAATATGTTTTTTCACA
+AGAGACACCCCTTTCGTGTTTTTTGTTTTCCACAATCTATTTTATCACAGGGGTTGTCTCTTGTTTTTTC
+ACTTTAAAAATCCTACGATAATTTTACACTATGTTCAACTTTTTATTAAATTCCATATATTTCTAAGTGC
+GTAGCTAGCTTTCTCCCTTATCACCACGTCAGCTTTATAGTCATAAGGGGTCTCTGTAGCATTTATTATT
+ATTAAGCCGTCCACCATCCCAGGTAAAAAATTCACAGGGGCGACGACCAGCGAAGAACCTATGACTATCA
+AAAGATCACTTTCCTGCACCTCTTTCAGAGCTAAATCAAAGGCATGAGGCATTGGGTCCCCAAAAAGAAC
+CACATCTGGTCTTAGCATTCCTCCACAGCGGTCGCAACGGGGAGGTATCTCTTCTTTTGCCACTTTTTCT
+TCCAAAAGTTCAAAACTCACCTTCTCCCCGCATCTTAAACAACTTCCTTCTCTCGTATTTCCATGAACTT
+CGTAAACTTTTTTTGAGCCCGCCTTTTGATGAAGGTTATCTATATTCTGCGTAATTACCCCCGCAATTAT
+TCCTTCCTTCTCCATTTCACTCAATATATAATGAGCTTCATTTGGCTCTGCATTTCTCATAGAGGACAAA
+ATTTTAAAGCCCACCCTGTAAAACTCCTCAGGTGAATTGAACAAAACTTTTGTGGACAAAACTTCTGTAG
+GGTCCATATTTTCCCATAAGCCTGTACCAGGACTTCTAAAATCAGGAATTCCGCTTTCCGTAGAAATTCC
+TGCACCTGTTAAGACCATAGTCTTTTGAGAGGATTTTATAAGTTCCGCCGCTTTTTTAAACAAATTCTTG
+CTGTCCATAAAAAACAATCCCCCCTTTCAAGTATCAGTATATCACATCTTATTGTTCTTTTTCATTTTTT
+CTTTAATTTTTCTCTTCACTAAAACTCCTATTTTGCCTGTTTCTTGAGCTGAGAGATTAGGCCATCCAAC
+TTCCCTCACCTTTTCCAGAAGTCCTAGCTCTTTTGCTGCTTCCCACTTCAAAAGCTCAAACAAAAACCTA
+TCTTCCATACCTTCACCCCTTCTTTGTCGATAATCTCCTCTAATTAGCTTTCCCGAAACTTACGTAAAAT
+AAAAAATCCGGGAAGACCCGGATTAAACTGCTATAACTTCTTTTACTTCTGGAATTTCCTCTTTAATTGC
+TCTTTCAATACCCTCTTTTAGCGTCAAAGTAGCAAAAGGGCAACCTCCACAGGCTCCAGTCAATTTCACT
+TTTACAACACCGTCTTCGGTGACATCTACAAGCTCTACATCTCCTCCATCTGCCTGAAGTGAAGGTTTTA
+TAAGGTTTAATATCTCTTCTACTCTCTCTCTCACCTAAATCCCTCCTTTAAAACTTTCCTTCTAATTTTC
+TACCAATAATTTTAGCCACTTCCTCTAAAAATATTTTATCCTTATCATCAAAAGCAGCCAAGTCATCACT
+GTCAATGTCTATTTCTCCTATTATTTCTCCATTAGCCCAAATTGGAACTACTATTTCAGATTTTGTCTCA
+AGGCTGCAGGCTAAATAATTATCTTCTTTAGTCACATCATCAACTATTATAGTGCTTTTCTCAGCTACAG
+CCCTTCCACAAACTCCCTGTCCCACTTTTATTCTAACATGCTCTGTAGGCCTGCCAATATAAGGTCCTAT
+CACTAATTCCCCGTCTTTCATGAAATAAAAACCCGTCCAATTGTAATAGGGCACATTTTCGGATAAAATT
+CGCACAACTTCCTTGTAAAATGTATCCATATCAGTTATGTCTCTTGCTTTTGCCTTAATTTCGTCAATCA
+ACCTTTCAAAAACCTTTTGCTTTTCCATAGCTACAACTCCCTTGTAAAAATTTTGTCAATATAATTTTAC
+CATAAAACCTATCAAAAACAAAAACTCAATCGTAATACTGCCTGTTAGGGTCATTCAAAACTCTTTTAAT
+CATCCAGTAAGCCAGTATTAATATAAATGGAGTAGCCACCTGCGTCATAGTAAACAATCCAATACCCCAT
+TCTTCATTTAAATATACAGGCCACACAAGAGGTACGTCTTTTACAGTCTCCTCAAACACTCCTCTTAAAA
+GCTGGTAATAAAAGATAAAAGACCAAAACTGATAACCGTCAGGCATGTGCTTTTTCTGCACGTAAAAATA
+CCTTATGAGAAGAAAAGCTCCTATAGCTACACCAACGAGCTGGGCTGGCCATCTGCCGAAGAAAAACTCT
+GTCGGCCTTCCCAAAACCTCATGGTTAAATATGTTGCCCACTCTCACCAGCATATTTCCCAAAGCCAGCC
+CAACTACAGCGAAATCTTCCAGAGGATTTATTCTAACTCCCTTTTTTCGGCAATAATAAAGACCTGCCAA
+AAAGCCGCCAAGTACTGCACCATGCCATGAAAGCCCACCTTCGTAAATTTTAAAAACCTGTACAGGGTCT
+TTAACAAACCACTCAGGATAGTTGGCAAGCACAAACATGAGTCTTGCTCCAATAACCCCAAATATCACAA
+CTATCATTAAAAGGTTTAACAAAAAATCCTCATCGTAATTCAATTTCGTCGCCTGCTTATAAAGGTAGTA
+TCCTCCTACCGCAATAGAAATAGCCATAAAAATTCCATACCAGTGAACGGCAATAGGTCCGAATTTAAAA
+GCATATGGGCTCAATGAAGGAATGTCCATTATCGCTACCTCCAACTTCGATTTTCATTGTATAATACCAT
+TTTACAGCATTTCAACAGCATGTCAAGAGGATTGATTTTTTCAAAGTTTTCTAGTATATTTGGAAAATAG
+AAAAACAGCTAATATTTCAAAGTAGGGGGCAATGGCATTGGCAACAGGTGCAAAATACTATCACTCCTGC
+ATAAACTGCGGAGGAATAAACACGGACACAAGAAATGAAAAAGGCTTACCTTGTGAGGTGTGCTTGCCGT
+TTGAAGATGGAGATGTCCTAAAAGGTTTGAAACTCAACAACAGTCTTAAAGGATATGAAAAATACTGGAA
+TTTAAATCAACAATACAAGGAATTTGAAGAATTTTTCTTTTCAAAAATAAACAAAAAGCCCACCGGGTAT
+CAAAGATTCTGGGCAAAGCGGCTTTTACTCTCAAAAAGCTTTACACTCGTTGCTCCAACTGGAGTCGGCA
+AAACTACATTTGGACTAATTTCAGCTCTTTGGATTGCAAAAAAAGGCGGTAAAGTAGCTCTCGTTTTCCC
+CACGGTCTCACTGGTAGAACAGGCAGCAAAGAGGTTGATTGAATTTTCTAAAGAAGATGAAGATGTGAAT
+ATTCTCTTTTATACGTCTTCGCTGAAAAAAAAGGAAAGGGAAAAATTTGAAAAAAACTTTTCTGAAGGAA
+ACTACGACATACTGGTAATCTCATCCCAGTTCATATCCAAAAGAAAAGAGCAGCTTTCTCAAAAAGTTTT
+TGACCTCGTATTTGTGGATGACGTAGATGCAGTTTTGAAATCATCGAAAAATATTGACACACTTCTTAAT
+ATGATAGGAATCTCACAAAAAGCGATAGACTCAACTTTAGACAATCTAAAAAAAGGTAACAATTCCGATA
+AAATTCAAATTGAAGAAAAAGCTCCAAAAGGAAGGTTAATCGTCTCTTCTGCCACCGCAAAACCAAAAGG
+CATAAAACCCCTTTTATTTAGAGAACTTTTGGGTTTTGAAATCGGAAGATTTACTACCAGTGCACGGAAT
+ATAACAAACGTGAGAATAAAAGAAAAATCGCTAGAAAAATTGCTCTATATAATTAACCTCTTAAAAGACG
+GAATCCTGCTCTTTGTACCCACAGAAGAAGAAGGGAAAGAAATTGCAAACTATTTAGAAGAACATGGAGT
+AAAATTAGGTAAAACATGGGAAGATTTTGAGAAATCTTTTGAAAAATTTAAGGAGGGAAGCCTACAGCTT
+CTATGTGGCATATACTCTTACTACGGAAAATTAGTAAGGGGAATTGACTTGCCTTTAAGGATCAAATTTG
+CAGTATTTTGGGGAACTCCCTCTTTTAAATTCAGCACAAAGTTAGAAAATGCTCCCAGATTTATTCTAGA
+AAGAAATTTTCAGGATTATTTAGAAAACAACCCAAAATTGAAGGCCTACTTCAAAGACCTGCAGAGGCTT
+TCAACAGAAAAGCTCAGAAAATCTGTAGAAAAATACATATCACCTGAAACCTGGGAAAAACTCATACAGA
+AAAATTTCCCCACTACAAAATTTGATAAAGAGAAAAATCTCATAGTAATACCTGATGTGTACACATACAT
+CCAGGCTTCTGGAAGGACTTCGAGAATATTCGGTACATCTCTCACCAAAGGAATTTCCATACTCTTTGAG
+GAAGACGATTCCTTATTTGAACTTTTAAAGGCAAGACTTCTCTACCTCACCGAGGAAGAGTGGACAGAAG
+AAGGTGAAATTGAGCATTTAGTGAAAGAAGCAGAAGAAACTAGAAAAGCCATTTCAACAGACAGCTCTTC
+TAAAGACATGAAATCTAGAATGATAATCGTCGAATCTCCTACAAAGGCCCAAACTATTTCAAAATTTTTA
+GAAAAATCTTCTACAAGAAGATACGGGTCTTTAATGGTACACGAGTCAATAACACAGGAAGGTATTTTGC
+TTTTAACTGCATCAAAAGGACATTTGTATGATTTGGAGACAAAAACAGGGCTGCACGGCGTGGAGATAAA
+TGATGGCAGATTCATTCCTTACTACAACTCCATAAAGCGTTGTAGTTCCTGCGGAGCTCAGTTTACAGAT
+GAACTACCCCGTTGCCCCTACTGCAATTCAGACAAGATTGATGATAAGAAAAAAATTTTAGAAGCTTTAA
+GGGACATCGCGATGGAAGTAGATGAAGTGATAATTGCCACAGACCCAGACGTGGAAGGCGAAAAAATTGG
+GTGGGATATCTCCCAATATATAAAACCGGTAAATAAAAACGTTCAGCGCATTGAAATGCACGAAATTACA
+AAATTTGGCTTCGATAAGGCCATAAGAAATCGGAGAAACTGTGATGTGAATCTTGTAAAGTCGCAAATTG
+TGAGGAGAATCGAAGATAGATGGGTAGGATTTGAACTGAGCTTGCGGCTTCAGAAAAATTTTCAAAACTC
+TAATTTATCTGCAGGAAGAGTGCAAAGCACCGTTCTCGGGTGGATTTTAGAAAAAGAAATAGAACACAGT
+AAAAGCAAAAAAACTGTAACTCAGTTCACACTGGATAATGGATTTAAATTTGAAGTAGATGGAAAAATAG
+ATGTAGACGAGGTAGAAGTGGAGATAGTAGAAGAAAAAGAACAGGCGCTTTCTCCCTTACCACCTTTTAA
+TACTCCTTCTTTGTTGACAGCTGCTTCTCAGCAATTTAAACTGCCTGTGCAGCAGATAATGGAAATACTC
+CAGACGCTTTTTGAGCTAGGCTTTATAACTTATCACAGAACAGACTCCACCAGAATTTCTTCTACAGGAC
+AGAAAATAGCGCGGTCATACCTTGAGAAAATAGGTAAAATTACCCTTTTGTCTGAAAGAGAATGGGGTAA
+AGAAGGAGCTCATGAGGCCATAAGACCGGTAAAACCGATATCTCCAGAAGAATTATCTGAATTCATCACA
+GAAAAAATAGCTGCCTATTTAAGTCCCATGCACATAAAAGTGTATTCTTTGATATTCAATAGATTCATGG
+CAAGCCAAATGACATCCCCTGTCGTGATAAATCAAAAAATTTTGATTAAGAATGGTTCTTTTCAGGTAGA
+AAGGGAGGTGCCAGTAAAATTACAAGAAGAAGGATGGAATATTTTTAACCCAATAACAGTCTATACACCC
+TTTGAAGAGAAAAAATACTCAGTAGTTTCTAAGAGGACTTACACTACTCACACAGTTCCCCTTTTCACAC
+AAGCTTCTTTGATTGAAGAAATGCAAAAAAGAAATATAGGCAGGCCCTCCACATATGCAAAAATAGTAGA
+TATACTTTTCAAAAGGAAGTATATAATTGAGGACGTTTATAAAAGGCTTAGAACCACTGCTTTGGGAAGA
+AAGGTCTATTCGTACTTGTCAGAAAGATATATGAACTACATAAACGAAGAAACTACCCGCCAATTGGAAA
+AGCTCATGGAATCAGTCGAAACAGGAGAAAAAGATTACCAGAGTGTTTTAAAAAACTTATATGAAGAATT
+AAACGAGATTCTAATAAAAAATTAAAAACTTTGGCACCAAAACAGCAAAAAATAGAAAAAACGGTCCTTT
+GATAGGACCGTCAAAGTCTTAATTTTACTATGGTGGGGTCAACAGGAGTCGAACCTGTGACCTCTGCGAT
+GTGAGCGCAGCGCTCTGACCAGCTGAGCTATGACCCCACCGCTTCTTTATTTATTATAATACAATTTCAA
+AGCACATGCAAGGAGATTTTATTTGGCAAGTTCATATATTGCGTGAGCGTAAATTTTTGCGTTTAATATC
+AGGTCTTCAATTTCTATGTACTCATCAGCCTGATGAGCCAGCTCTGGTTTTCCTGGGAAAACAGGACCAA
+AAGCTACAGTATTCGGCATTTCTTTGGCATAAGTTCCACCACCTATAGCCAAAAGCTCTGCTTTCTGTCC
+CGTCTGCTCTTCATAAACCTTACTTAAAATCTTTATCAAGGGATGATCAGGTGGGAAATACAAAGGCGGC
+TGGTGCAGCATATCCTCTATTCTCATACCCTGACCTTTTATCTTCTCCTCAAAAATGTTCATCCAGTCTT
+CATACTTGTGCTTGACAGGATATCTTATATTCAATCCCAATACTCCCTTGTCCTCATCTATCGAAACAGT
+TCCCACATTAAAGGTGAGCTCTCCTGTCTCATCTTTTAGGTATATTCCAAAAGTTTTGCCATTAGTCTCC
+ATGCCAACATTCGTCGCAAAGAAGTGTATAAAGTCCTTCACATCGCTTTCATCTAAATTTATTCTATCCA
+AAAAGAGGAATAGTTGCATTATTGCGTTTTTCCCGAGATGTGGAAGGCTTCCATGGGCAGGTATCCCAAA
+AGACTTTATTACTAAATCGCCTTCCTTCTCCTCAAATTTAAGGTCATACCCCGTTTCTCTTACAAAAGCT
+TCTAATTCATTCAAAATCTCTTTCTTGGTATTTTCCTCTTCAACCTTAAGCCTCGCCTCACAGTAACCGG
+GGACCACATTGGGCCTTTCTCCACCTTTGATGTATTTTACCACTATTCTACTTGGCTTTTTATTAAAATC
+TTTGACCACATTGAACATTGTTATTCCTTTTTCTGCATGTATAATCGGGTACTGTGCATCAGGAGTAAAG
+CCCATTGTGGGAGCTTCATCGTGTTCCAGATAATATTTTATCTCATGGGACCCTGTTTCTTCATTAGTCC
+CGAAAATAATCCTCACTCTTTTCGAAAGCTTAAGGCCTGCATCTTTTATGGCTTTTAGGCCATATAAAGC
+AGCGATTATTGGCCCTTTGTCGTCCACAGTACCTCTCCCATATATCTTTCCGTCGTGTATCTCAGCTCCA
+TAGGGCGGATATGTCCACCCATCCCCTTCAGGCACTACATCCAGGTGCCCCAGCACTGCAATCATTTCTT
+CTCCTTCACCGTACTCTGCATACCCTATATAGCCGTCCAGGTTCTTAGTTTTAAATCCCAACCTTTCTGC
+AATTTCAAGCGCTTTCTCTAGCGCTCTTGCAACGCCTTCTCCGTACGGCATACCTGGTTTCGGTTCATCC
+TGCACGCTTTTTATTCTGACTAATTCCTGAACGGATTTTATGATTTCATCCCTCATGCTGTCTATGTAAG
+AGTTTAAATCCATAAAAATCCCCCCAACAAATTGGTAATTTACATATCTATTATATACTCAAACTTAAAT
+GTTTTCAACATTTTTTACCGCGCACCTATTTTCTGGTCAATTACTTTCCAGAAAGAGGGGGTTTCAAAAC
+CAATCCTCCACACACATATTCCATGGAGATTATACCTTTTTGCCACTTCTATTTTTTCTGCCAATGTATA
+TGAATTCTCAAACCAAACCTCCCTTGTGGTACCGGTTATTTTGTCATAGTAAGTATAGTAGGGTTCTTGG
+TACTTATCACTCCATTTTATCTCAATCCCCTGAAGTTTTGCCTTTGTCATGATTTCTTTGGTAGGCCTTG
+AGAAACCTCCGCTTTTGCTTGCAGGCCAGTCATAGCCATAAGTAGCAACCCCAAGGCATATCTGCTCAGG
+CTTAAACCCTTCATTGAGGGCATCCTTTACATTATACTCTACCCACTGTTCCGGTGAAACAGGACCAGGA
+GGAGTAGAAGCATTATGCCTGTCATAAGTCATCAATGTAACGTGGTCCACCAAATGCGCTAGTTCTCTAT
+AATCGTATATTCCGGATATTTCTTTTGGCACTTGATAGTGAGGTATAACTGATATGTCCAATATTTTTCC
+TTCTTTTTTGACAAGAGGCTTTAACTTAGCCACAAAGGCCGTCAGATAATCCTTGTCCTTTACATAATTC
+TTTTCTCCATGAGGTATGAACTCAAAGTCTATGTTGTACCCGTCAAAATCGTGCTTTTTTAGAAGAACTA
+CCAATTGAGAGATGACTTTGTCGCGAATATTGGGGTCTAAAAGCACTTCATCCTTGCTATTGGCAACATT
+CACCAGGGGAACTACTTTTATACCCTGTTTTTTGGCGTAGTTTAAGGCCTGCGGATTAGTAGAGTCCTTT
+ACTGTCCCATCTCCCTCAACTGTTAGCCAAAGCGGTGAAAGCGTATCTATGTATTTGGAATATCTCACTA
+GAGACTGATAAGAATTGTCATACCCTTGAGAATCCATGTAAAATCCCACAACTTGCAATTTCTTACCCTT
+AACCCCAGCAAAAGGCTTAAAAAACTGTTTTTGTGTCCCACTCTTGCATCCATTTAAAAAAATCAAACTG
+ACCACTATAAAAATTACCAAAATTGTCATTATGAGATTTTTTCTCTTCATAAAAAGGCATAACCTCCTCA
+CTTTTGTGATTCGGTTATATATTTTGCAAGAAGTGAAAATTTTATGTATAAAAAACTAAGTATAACCTTT
+CGTCAAAGTTTCATCTAATCTTGCAATTTCTTAAATTAAAAAGGGGTACTATCATACCCCTACAGTTTGT
+TGACAAAGTCTTTCTTATTTAAGTGGCATTTTGTGTTAATGCTCCAGAGTTGCAAAGCGACTAAACTAAG
+GCTCACTTTTCGGGCTCAGGCGGGGTACCGGCCAATTCGCCTTTCAGGCTCAGGTGGCCGCTCGCTTTGC
+TCGCCCCGCCTTCGCTCCTCAAGTTCGCCAAGTTTAGTTACCGCTTTGACAACAAGTCGCATTTACACAC
+AAAATGCCACTTCTTTATTTTGTCAACAGTCTGAAGGGGTACTATCATACCCCTAGTTTTTCTCTCAAAG
+GCTTAGCTAGAGTAAAAATCCTTTCATTTGTATATTCATCGTAATACTTAAGGTCACGGGGGATTTCATG
+CCTTGGGGTTAAGTCTTTAATTCCTTTCAGAGCCACAAAAAAAGTCCACAAATCGCTAAAAGAGGGGATG
+TAATCGGCATAGGGAATTACAAAAGGAAATACTTCTTTGAGAATCTCATAGATGTGGCAAAAGCCGACAT
+TTTTAACTTTCGAAAAAGCTGATGTCCCCTGCACTACCACAGTAGCTTTTTCGCCTAAAATTTCATAAAG
+CCTTTTATAAAAGTCTAACTGGTGAACACTCCTAGCAGGCCCATCTAAATCATCTGTTACATCTACTATA
+GCTACATCAAAGGGTTCGCCTCTATAATTTTTTATAAATTCTGCTACATCTTGATATACAAGTCTCACAC
+GCTTGTCATCAATAGGTGTTTTACCCAAGTGTTTCTGACAGAGGGCAACTACTTCTTTATCTATATCAAC
+ACCTATTACCTCTTTTACTGTCGGGTATTTTAAAACTTCTCTTACGCTCTTCCCCTCTCCTACCCCGCAT
+ATCAAAACTCTCTTAGGAGAAGGGTGAACACGCATAGCTGGATGCACCAAAAGTTCATGGTATATAAATT
+CATCTGATTCTGTTGACTGAAGGCTGCCGTCTAAAAATAAACTCTTTCCCCAAGTTTCAAGTTCTACAAT
+GTCTATCTTCTGATACAGTGACTGATGTTCTATAATAACAGACTTTACTTTGTAAACTCTATAGCCTCCT
+TCCACATCTGGCTCCCAGTAAAACTCTTTAGATGAGTCCAATCCCCACTTTCCATTTAGATTTTTCAACC
+CCACTCCCACCTCCAATTTTAATATCACGCCTTAAAATATTATACCATATTGAAAAGTATTCGCCAAACA
+GCTCCAGGAATTATTGCCTTATAATTCCATAAATTAAGCATGAAAAAAACCAAGTCACCAGAATAAAGCT
+GAAAAAATTCTGGCACCAAAATGGCATCAAAACAGCAAAAAAAGTAAAAAAAAAACGGGCTCTCGTGAGC
+CCTGAAAGCCTTCATTTTCATATGGTGGGGTCAACAGGACTTGAACCTGTGGCCTCTACGATGTCAACGT
+AGCGCTCTAACCAGCTGAGCTATGACCCCATCATCTGTCTGTTTTTATTATAATACAATCTCTTAAGATA
+TGCAACTCCCTAATTTGACAAAACTATTGTCATATAGATTTTTTGTGTTGTATCATACTCTTAAAAGCAA
+CACATTCTGAAAGGAGGAAAAAAGATGGGGAAAAAGCTCTACATAGGGACATCCGGTTGGGCATACTCCC
+ACTGGAAAGAAATTTTTTATCCTTCTAACCTTCCTTATGAAGAAAGGCTTAGCTTTTATTCAAAGCATTT
+TCTGAGCGCTGAAGTAAATTCTTCTTTCTACCACTTACCTCAAGAAAAAACTTTGATGAAATGGTATACC
+TCTACTCCTGAAGGTTTCATCTTTTCTGTAAAAGCCTCCCGCCACATAACTCACTTAAAAAAACTTTGTG
+ATGTGGAAGAAGCGTGGAACAATTTCAAAAAAAGGATAGACCTGTTGAAGGACAAGTTAGGACCTATTCT
+CCTGCAATTCCCTCCAAGTTTTAAAAAAGACCAAGAAAATGTAGAAAAAATCATAAACTTTTTAAGAGGG
+AAAGAAAACTACAAATTTGCCTTGGAATTCAGGCATAAAAGCTGGCTTGATGAAGAAGTCTATGACCTTA
+TGAGGAAATTGAAAGTCGCCTGGGTAATAGCAGATTCCTCCCGGTATCCTAAGGCAAAAGTTGTCACAGC
+AGATTTTGCTTACATTAGAATGCATGGGCCTGAAGCTTTGTTCAGTTCCTCCTATTCAGAAGAAGAACTT
+GAGGAATTGGCAAAAGACATAGAAGAATATTTAAAAAATTGCGATGAAATTTACGTGTATTTCAACAATG
+ACGTCAACGGCTGCGCAATTCAAAATGCCAAAACTTTAATAAAACTCACGGCACATATGCTTTGAGAAAT
+TTAGCTTTTCCTTTAACTTTGTATTTATCTACAAAAGCGGGTATGACAATAGTTTCTCCTGCCTTTACTA
+CTTTTGTCCCTTCTTCCCACTCTACCTCTAATATGCCTTCCACAGAAGTAAGAGTTTCAAATCTGTCATA
+AGTTTCAAACTCCATTTTTTCAGCCAGTTCAATTATCTCAACGTTAAAATATGGGGATTCAACTGCTCTT
+GCAATACGCCCTCCTTTTATTTCTTCAAACATAGGCACTATCTTATCTGATTTGAGTTCAAAATCTATTA
+CATCAAGTGCTTTATCTACATGGAGCTCTCTTTTTCTGCCTTTTTCGTCCACTCTGTTGTAGTCATAGAC
+CCTGTAGGTCAAATCGGAATTCTGCTGAATTTCGCATATCAAAATGCCTTCGCCTATCGCATGTACCATC
+CCAGCAGGAATGTAGACAACATCTCCCGCCTTGACTTCTACTTCTTTTAGACATTCTTCTAGTCTTTCCT
+CTTCTAAAAGTTTTATAAATTCTTCTCTTGTGGTACCTTCTTTTAGACCACAGACCAATTTGGCACCCGG
+CTTAGCATCTATTATGTACCACATCTCTGTCTTACCCGAATCACCATTTTCGTACTTGTAGGCGTATTCG
+TCATCAGGGTGAACTTGAACTGAGAGTTTATCCTGCGCATCTATGATTTTTATGAGGAGAGGAAACCTTT
+CGTATTTTTTCCCCTTCCCATAGAGACTTTCAGCAAATTCCAACGCCACATCGCTTATCTTTTTCCCGTC
+AAATTCTCCTCCATCAATTACACTAACTGCCGTCCTATTGTCAGACACTGTCCAGAGTTCCCCTATTTTT
+TTGCCTTCAGGAATATCAAACCCAAACCTCTCTTTTAAAGCAGTTCCTCCCCATATTCTCTCCATAAATA
+TTGGCTTAAACTTAAGAGGTTCCATAAAATATCTCTCCTTTCTAAATAGATAATAGTAAAGTGGCATTTT
+CAAATGCCACTTTACTATGCAATCTCCAGAGCAATCTTAACCATGTCCATGAAAGTTTTCTGCCTCTCCT
+CAGCTGAGGTCGCTTCACCTGTAACCAAACTGTCGCTTACAGTAAGTATAGTAAGAGCATCAACCCCATA
+CTTGGCAGCCAAAGTGTAAAGCCCCGCTGTCTCCATTTCTACAGCCAACACTCCAAATTTTGCCCAAAGC
+CTCCAGCTCTCTGGGTCGTCATGGTAGAAAGTATCTGTAGTAAGTATATTTCCAACTTTTGGCTCTATCC
+CCATTTCAACAGCCTTGTCATAGGCTTTTTTCAAAAGCTTAAAACTTGCCGTAGGAGCGTAATCCATTCC
+ATTAAAACGTATTTTATTTATAGCAGAGTCAGTTGAGGCGCTCATAGCAATCACAATATCTCTTATCTTT
+ATGTCTGGCTGTAATGAACCGCATGTACCTATTCTTATCAAGTTTTTCACGCCGTAACTTGTTATAAGTT
+CATTCACATAAATGGATATAGAAGGCACCCCCATTCCTGTTCCTTGCACTGACACTCTTTTCCCCTTGTA
+ATATCCGGTGAAGCCGTACATACCTCTGACTTCATTGTAGCACTTTGCATCTTCCAGTAAATTTTCTGCT
+ATATATTTAGCCCTCAATGGGTCTCCCGGAAGCAGTACTGTTTCGGCAATGTCTCCTTCTTTTGCTCCAA
+TATGTATGCTCATGTATTTCCTCCTCTCTATGAGTTTCGCTAAATATAATATTAACAAAAAAACGTTTTT
+AAATCAAACAAAAAGTAAAAAACGACAAAAACCCCTTTAACAAACTATTCACAATTTTTGTGCTGGCAAA
+ATAGTGGCAAATAAAAAATCCCGTCCCCGGGAAAGCAGAATTTTTCAGCATGTGAGCAAGTCCGTAAGCC
+GAGTTCTGTTTTAGATGGCCATCTATCTAGGGTATCAGTTGCCTGATACCTCTAGCGGCTTAACCCGAGG
+GAAATGGCGGGCCACCTACTCCCTCCTATTTGCCTTGCTCCGGGTGGGGTTTACCTAGCCAGCCGGTCGC
+CCGGCTGCTGGTGCGCTCTTACCGCACCGTTGCACCCTTACCCGACGCCTTTGAAAGCGTCAGGCGGTCT
+ACATTTCTGTGGCACTTTCCTTGGAGTCGCCTCCACCGGGTGTTACCCGGCACCCTGCCCTGTGGAGCTC
+GGACTTTCCTCGTGCGAGGCAAATGCCTCGCCCGCGGCCATCCGACTTACTCACATGCATTGTATATCAT
+TTTTTATATCAGACAATGATATATTACCACAGGCTTTTGCTATTGTCAAGCCTTACTTAAAGGCATGTAA
+AAGGGTCTTTTTGAACTTCACTTACAAAGACCTCTATTTCATGCCCTTGTTTTTGAGTTTCATCAATCAA
+GTATTCTGCGATAAACCTCACTGCTATGTTTTCTGTGGCAAAATGGCCAGCATCAATCAAAGCTAAACCG
+AGGTGCTGGGCTTCTACCGCATCGTGATAGCCTATATCGGCAGTTATTAAAACATCCGCTCCTTTCATAA
+CAGCCTTATGAATTAGGCTTGCACCACTTCCACCGCATACAGCAACTTTTTTAACTCTTCTTTCTAAATC
+GCCAACCACCTTGAGAGATTCAGCTTTAAGCTTTGCTTTGACCTTTAAGGCTAATTCTTTCAAAGTCGTC
+TCTTCAATGACTCCTATTCTTCCAAGTCCGTACTCTTCCCTGAGATTTGCCAGTGAATAAACGTCATAAG
+CAACTTCTTCATAGGGATGGACTCTTAGCATGGCGTTTATCACTTTATCCAAATATTTTTGTGGAACTAC
+TGTTTCCAGTCTTATTTCTTCTACCTTTTCTAACTTCCCTACTTCCCCAATAAATGGGTCGGCTCCCTCC
+ATAGGTTTGAAAGTGCCTGTGCCTTCTACCTGAAAAGTGGAATCGCTGTAATTTCCTATAAAACCTGCTC
+CTGCGCTGCACATGGCATTCCGCACTACATCTTCATATCCCTTGGGCACGTACACAACGACTTTTTTATA
+ATCTTCTGAATATGTGACATCTAGAACTTCTCTTTCGTAAATCCCCAATATATTGCACAAGATGTCATTC
+ATGCCATTTGGTGCTATATCAAAAGAAGTATGAGCTGCATAAAGGGAAATCTCATGTTTGATAAGTTTCA
+TGACAAGCATGCCGACTGGCGTATCGGATCTGACAGATTTTATAGACTTAAAAATCAGCGGATGATGAGT
+CACAATCATATCTACTTTTTTCTCTATAGCTTCTTCAACAACTTCATGAGTGGCATCAAGTGCTACTAGT
+ATCTTCGAAACATCCTGTAAAGGGTCTCCTACAATTAACCCCACATTGTCCCAATCCTGGGCAAATTTGC
+GCGGCGCAAGCCTATCCATTATAGAAACTATTGTTTGGCATTTCACTGCCATCGCCCAACACCTCAAGCT
+TTTTTATTTTCTCTTCTAAGCCTTTTCTCTTTGGATCTCCAGGTGGAATTTTATTCAAAATCCTTCGAAT
+TTTTTGTATCTTGTAAAGCAAAAACTCTTTAAGAAGGGGATGATTTTTTTCTACGAGTTTTGGCCCTATT
+TCGTAATATACGTCATTTTCAATCTTTTGTCTACCATGTTCTGCTATTATAATCTCATAAAACTTGCCTC
+TTTCTTTTACTAAATCTTCCTCAGAAATTTTATAGCCGTTCTGAACTAGATATCTCCTTAATTTATCAGC
+ATCCCTCATTGGCTGAAAAATGAATTTTTTTATAGTTTGTGCTATCTCTTTCCCTTCTGTGAGGATTTTT
+ATTATCAAAAGCCCACCCATACCTGCAATAATCGCAACTTCCACCTCTCCAGGTGTGAGCACCTTTAATC
+CGTCCCCTAATCTGGTCTCTATAAACATCTCTAAGTTTTTATTTTTTATATTGTCAATCGCCTTATTGAG
+GGAACCGCAATTTAAATCAGTTGCTATAACGTATTTAGCAATTTTATTCTCAACAAGATAAATGGGTATA
+AACCCATGGTCAGTGCCAATATCAGCTACTCTTACCTCTGGCGGAATGTATTTAGTGATAGCTTTTAGAC
+GCTCTGGAAGTCTCATACAATCCTCCAAAACAAAAAAATAAAAAGCATTTGACAACCTCAAATGCTTTTT
+TTATCGAGATGGTGGGCCTTCAGGGATTCGAACCCCGGACCAATCGGTTATGAGCCGACCGCTCTGCCAG
+CTGAGCTAAAGGCCCAAAAAGTGGCTCCTCAGGTAGGATTCGAACCTACAACCTGCCGGTTAACAGCCGG
+CTGCTCTACCCTTGAGCTACTGAGGAATACGCTAATATTAATTATAATGATTTTTGCGAGATTGTCAAGA
+AGCCATCATCAATCGAGAAAATCTTTTAATTTTTTGGACCTTGAAGGATGCCTCAATTTTCTCAAAGCTT
+TTGCTTCAATCTGCCTTATTCTCTCTCTTGTGACGTTAAATTCTTTGCCAACTTCTTCAAGAGTTCTAGC
+TCGTCCATCGTCAAGTCCAAACCTTAACCGCAATACCTTCTCCTCCCTAGGAGTCAGCGTATCTAAAACA
+TCCATGAGTTGCTCTTTCAGCATGGTGTAAGCTGCAGCTTCTGCAGGAGCCGGAGCATCTTCATCAGGTA
+TGAAATCTCCCAAGTGACTGTCTTCCTCTTCACCTATAGGAGTCTCAAGAGAAACTGGTTCTTGAGCTAT
+TTTGAGAATTTCTCTGACTTTTTCTTCAGGCATTCCCATTTCTTTTGCCAATTCTTCAGGGGTAGGTTCA
+CGGCCTAATTCCTGGAGCAATTGCCTTTGCACCCTTATCAATTTGTTTATAGTTTCTACCATGTGCACAG
+GAATTCTTATCGTCCTAGCTTGATCAGCTATAGCTCTAGTTATAGCCTGTCTGATCCACCATGTAGCATA
+GGTGCTGAATTTATACCCTTTTCTGTAGTCAAATTTTTCTACGGCCTTCAAAAGCCCGAGATTACCCTCT
+TGTATCAAGTCTAAAAAGAGCATGCCACGCCCTACGTACCTTTTTGCAATGCTTACCACCAACCTCAAAT
+TAGCTTCTATCAGGCGCTTTTTCGCTTCTTCATCTCCCTGCTCTATTCTTTTTGCCAATTCAATTTCTTC
+TTCTGGAGTGAGTAGAGGTATCTTGCCGATTTCTTTGAGGTACATCCTCACAGGGTCATCTATGCTGACT
+CCCTCAGGAAGAGAGAGGTCGTCCAAATTGAGGTCCTCTTCTGATATTTCTTCCTGTCGGGGTTCATCTC
+CTACTATTTCTATTCCCATATCTTCAAAAGTGTCATATACTTTTTCGATTTGGTCAGGATTTAAATCTAT
+ATCCTCAAGGGAGTCCATTATTTCATTGTAAGTGAGCATTCCGGTTTTTTTCCCTTTATTTATAAGTTCA
+TTAATGGCTTCTCTTGCTAATTCTTCATTGTTACTCATAGATTTCCCCTCCCTATGGGTTTCTCTCTTTC
+TGCCCATCTTTTATCTTAAGCATCTCCTTTTCACAATTTTGAAGTTTAATAAGAAGCTCTCTCTCTTTTT
+CTACATCCCCCAGAAGATGAGCATTTAATATCTCTTTTCTTATCTCTTCTCTCTTTCTTGCAAGATTATT
+TAGCAAAATCTTCTGCAGGATGTCATCCACCATTTGCGAAAGGTCCTCCGCTTCAAAAAGGGCTTTTACT
+ATATCGTTAAAATCTGAAATTAAGTTATCTTCCTCCTGAATAAGGTATACTATATCTTTTATTTGAACCT
+GTTTTCCTCCCTCTAAACTCGATACTATTTCCTCAAAGATAGGTTTTAACTTGGAGTCCTCCAACATATC
+CGGTTTAATTACACCTTTTATCTTGTGATACAAATTATTATCGTGTAAAAGCAATGCAATTAAGTACTTT
+TCTGGTGATATTTTACTGCTACTGTATATATTATGCCTTATATTGCCAGTCCTATACATAAATTTTTGTT
+TTTTTTCGGTTTCCCTCTTGACAAATCGGTCAACCTCTGTTCTAACAGCATTTTCAGGTATTTGAGCAGT
+TTTAGCAGCAGCTGAAATATAAACTTCTCTTTTCACTTCGTCAGAAATTTTTGCTATTTCACTTGCAATT
+TTTTTAACATATATTATTCTATCTTCAACTTTTTCAAAGTCAAAACCTTTTTTGAAAATTTTCGACTTAA
+ACTCTATCAAACTTTCAGCATTTTCAACAAGCCTTCTAAAGGCCTCGCTTCCCTCTTTTTTAATAAATTC
+ATCAGGGTCTTTCCCTTCAGGTATGCTCAGCACTTTTATATTTATATTCAATTTTTCTAAAATGTCAAGT
+CCCCTCAACGTAGCATTAACCCCAGCTTCATCAGCATCATAAGCAATCACGACATTTTTCTTGTATCTTT
+TTATAAGCCTTGCCTGATCTTCAGTCAAAGCGGTCCCCAAAGACGCAACAGCACAGTCAATACCTGCCTG
+ATGCAGAGAAATTGCATCCATATATCCTTCCACTATTATAAACTTGTCATCTTGGGTTTTTTTCGCAAAG
+TTTATAGCAAAAAGAGTCTTGCCTTTTTTAAAGATTTCAGTCTCAGGTGTATTAAGATATTTAGGCAAAG
+AATCATCCAGGGCTCGTCCCCCAAATCCTACCACATTGCCCCTTACATCGATGATAGGAAACATGACCCT
+ATCTTTAAACCTGTCATAGTATTTGCCACTTTTATAAACCACAAGTCCTGCTTTGCTTAAAAAATTTTCT
+TTATATCCTTTTCCTTTTAAGAAATTAAGGAGGTCATCATTTGAGGGAGCATACCCTATGCCAAATTTTT
+TTATTGTAGTGCTGCTAAGTCCTCTACTCTTTAAGTATTCTAAAGCTTTGACTCCTTCTTCTGAAAAGAG
+TTTCCGATGAAAAAACAAAGCAGCTATTTTATTTACTCTGTATATTTCCTCAATTATCTTCTTCCTCTTG
+GCCTCTTCTTCACTTAAATCTACTTCTTCTAGAGGAATCCCTGCTCTTTCAGCCAAAAATTCAATAGCCT
+CTTTAAAGCTTAAATTTTCAATATCCATTATAAAGGTCACTACATTGCCACTGGCATTGCAACCAAAACA
+ATGGTATACCTGTTTAGTAGGGCTTACCATAAAAGATGGCGTCTTCTCCCTGTGAAAAGGGCAGAGTCCC
+CGAAATTCCTTTCCAGCTCTTTTGAGCTCTACATAGTCAGAAATCACATCTACAATGTCATTGGCCTCTA
+TCACCTTTTCAATGGACTCTCTCGTATAAGCCATCAATATCACCTAATTATTCTATTCGACAGAAATTGT
+TAAATTCCTCTTTTTATGACGTCCAATATATATTCGACAAAAAATTAAAAAATCCTTCTTTTATAAGTCA
+AAAATATTTTGCTCAAACCACGGGCTAGGCAGAAAAATTTCCTTGTACTTTAAAAGAGCGTATTTATCTG
+TCATTCCCGCAATATAGTCAGCTACAGCCCTCTCTCTTCCATAAATTTCGGCAAGTCTTACAAACTCTTT
+AGGCATTTTATCTACATTGTCATAGAAATAATAAAAAAGCTGCTCAACAACTCTTTTGGCTTTTTCTTCA
+TCTCTTTTGGCTTTCGAGCCAATATATACCTTTTCGAACAGAAAAGCCCTTAACTGATATGTCGCCTCAT
+ATATCTCCTTGCTCATGGAAACCTCTGGTTTCCCCATGCTGTTATAAATGACATCCCTCACCATTGTGTC
+TATCCTCTTGCCATGCTTATCCCCCAAAATAGCTATCAAATCCTTCGGCAAATCCTCTGGTTTTAGTACT
+CTCCCTCTTATAGCATCGTCTATATCGTGATTTATATATGCTATCTTATCAGAAATCTGCACCACTTGCC
+CTTCCAAAGTACTGGGTTTTCCTCCAGTAGAATGGTTTAATATCCCATCCTTCACTTCCCAAGTAAGATT
+AAGCCCCTTTCCGTCATTTTCTAAAACTTCTACCACTCTTATGCTCTGCTCGCTGTGTCTGAATCCACCT
+TTTAAGAGTTTATTTAGGACTTCTTCTCCAGAATGCCCAAAAGGAGTATGACCCAAATCGTGTCCTAAGG
+CAATCGCTTCTGTCAAGTCTTCATTCAGTCTTAAAGCCCTCGCTATTGTGCGGGCAATTTGTGCTACCTC
+CAGTGTGTGAGTTAACCTTGTCCTGTAGTGGTCCCCTTCCGGAGAAATAAAAACCTGTGTCTTATGGCTT
+AATCTTCTAAAGGCTTTACTGTGAATTATTCTGTCCCTATCTCTTTGAAAATCAGTCCTTATGTCGCACT
+TTTCTTCTTCTCTGGCTCTTCCACGGCTTTCTCGGCTTTTCGCAGCATATGGAGAAAGGAGCTTGTATTC
+CAGCTCCTCTGTAATTTCTCTAACTTTCATCCGACCACCTGGCCTTTTTAAATAGTAAAAATAAAAACCC
+ATAAAAGGGTTTTTATCGTTTATCTTGCCATCAATATTGTAAGTATTATCGATAAAACTATAAAAAGTGT
+AGCACCGATTACTGTAAGCCTTTCTAAAGTACCCTCTAAAGTTTTCGCCTTGTGTTTGCCAAAGAAAGTT
+TCCGCTCCACCAGCAATTACTCCTGAAATTCCTGCACTTTTCCCTTTTTGAAGGAGCACTATAACTATCA
+AAAATATGCTAACCAGAACCTGCATAACCATAAGCACTGTCGTCAGCATGTTCACACCGCCTCATTTAAA
+ATTTTTAAGCCCAATAATGCCACAGTATATATTATACAAGTACATCTTTTACAAATCAAGAGGAAATTTA
+GAAAAGGGGACGCGAAAAGTCCCCTTTAAGCTTTTTTTATTTTCTGATGTTGTAGAAAGCATTTTTTCCA
+GGATACTGGGCCACGCTTCCCAATGCTTCTTCTATTCTTAATAATTGGTTATATTTTGCAACTCTATCGG
+TCCTTGCTGGAGCACCTGTTTTGATCTGACCTACATTTGTAGCTACTACTAAATCAGCAATAGTTGTATC
+TTCCGTCTCTCCTGACCTGTGAGATACGATAGCAGTGTAGCCTGCCCTTTTAGCCATTTCAATGGCATCC
+AATGTCTCTGTCAGAGTACCTATCTGATTGAGCTTTATGAGTATTGAATTTGCAACTCCCATGTTAATGC
+CTTTTGAGAGCCTTTCCGTATTCGTCACAAATAGGTCGTCTCCTACTAGCTGCACCTTTTTGCCCAATCT
+TTCAGTTAAGAGTTTCCATCCGTTCCAGTCTTCCTCTGCAAGTCCATCTTCTATAGAAACAATGGGGTAT
+TTGCTGACGAGCTGCTCCCAGAACTCTATCATTTCCTCAGAAGTTCTCACAATTCCCTCTCCTTCAAAAT
+GGTATTTCCCATCTTCTTTGTACATTTCAGTGGCCGCAGGGTCCAACGCTAAAACTATGTCTTCCCCAGG
+TACATATCCGGCTTTTTCTATAGCCTCAAGTATTACTTTAATTGCCTCTTCATTCGATGTAAGGTTAGGC
+GCAAAACCTCCCTCATCGCCAACTGTAGTGCTCAATCCCTTGGAGTGAAGCACATTTTTCAGGCTGTGAT
+AAACTTCTGAACACATCCTTAAAGCCTCTTTAAAATTGGGAGCTCCTACAGGCATAATCATAAACTCTTG
+TATATCTACATTGTTGTCAGCATGCTTTCCGCCATTTAGTATGTTCATCATTGGAACAGGAAGTGTCTTA
+GCATTTACGCCCCCTAAATACTGGTACAGAGGAAGACCCAGCTCTTCTGCTGCCGCTTTTGCAACTGCCA
+AAGACACACCTAAAATAGCATTTGCTCCTAACTTGCTTTTATTGGGCGTTCCATCCAGTTCAATCATAGC
+TTTATCAATTGCTACCTGGTCCTGTGCTTCCATACCAATTAATTCTGGCGCAATAATGTCATTTACATTC
+TGTACTGCTTTCAATACGCCTTTTCCTAAGTATCTTGACTTATCTCCATCTCTTAACTCAATTGCTTCAA
+AAGCCCCAGTAGAAGCCCCAGACGGTACAGCAGCTCTTCCCACTGCACCACTGTCTAATTCAACTTCTAC
+CTCAATCGTAGGATTGCCACGAGAATCTAATATTTCCCTCGCATAAATATCAATAATTGATGACATACCA
+CTTCCCCTTTCTATGTAAAATTTAGTAATTCACAATCTTTGCAAAATCCTCAGCCACAAGGCTGGCACCG
+CCAACCAAAGCTCCGTCTATATCGCTTTCTGCCATGAAACCAGAGATGTTATCAGGTTTCACACTTCCTC
+CGTACTGTATTCTCACCATTTCAGCCTTATCTTTCCCATAAAGTTCTGCTATTGTATTCCTTATAGCTTT
+TATAACCTCATTGGCGTCCTGTGGAGTAGCATTTTTACCCGTCCCTATTGCCCAAACAGGCTCATAAGCG
+ATGACTACTTTTGTTATATCTTCCTCAGATACGCCTTTTAAAGCTTCCCTTGTCTGAGTTAAAACTACAT
+CGTAAGTTTTTCCTTCCTCTCTTTGAGAAAGAGATTCTCCTACACAGACGATAGGTTTTAAATCGTGTGA
+AAGGGCAGACAACACTTTTTTATTCACCATTTCATCTGTCTCTTTAAAATACTGCCTTCTTTCAGAATGG
+CCAATTACCACATAAGTTACTCCTATTTCTTTTAGCATTACAGGTGAAATTTCTCCTGTGTAAGCCCCCT
+TTTCTTCCCAGAACATGTTTTGTGCTCCCAGCAATATATTAGTACCTTTTATGACTCTAGCAACTTCTGT
+CAAATCTACAAAAGGGGGAATTACTACTACTTCGGCTTTTGCATCTTTTACTAGAGGAATCAGCTCTTCT
+ACCAATTTCACTGCCTCTGAAGGGGTCTTATGCATTTTCCAATTTCCTGCAATTATAGGCCTTCTCAAAA
+CAAAACACCCCTTTACTTATCATTCAAAATGTCAATTCCCGGCAAGACTTTCCCCTCTAAAAATTCCAGT
+GACGCACCGCCTCCAGTTGAAATGTGGGTGACTTTATCAGCATAGCCAAGCTGTTCTATGGCAGCTGCAG
+AATCTCCTCCTCCTACTATTGTTGTACCTTTGCACTCGCTCAAAGCCTTTGCGATAGCTTTTGTACCTTT
+GGCAAATTCAGGTATTTCAAAAACTCCCATTGGTCCATTCCATACAACTGTCATGGCATGCTTTATCACT
+TTTGAATACTCTTCTATTGTTTTAGGCCCAATGTCAACTCCTATCTGGTCTTCTGGCATTTTGTCAATGT
+CAACCACTTCATAAGGTACCCCGGATTTTAACTCTTTCGCGATAACTGTATCAACAGGAAGCATGAAATT
+TACGCCCTTCTGCTTTGCTTTTTCCATTATTTCCTTTGCTAGTTCAATTTTATCCTCTTCCAAAAGAGAT
+TTCCCTATTTCGTAGCCCTTCGCCTTAATAAAGGTATAAGCCATTCCACCGCCAATTAACAGGCTGTCCA
+CTTTTTCCAGAAGATTTGTTATAACCCCAATTTTATCAGAAACTTTAGCTCCACCTAAAATCGCCACAAA
+AGGTCTCTTAGGATTCTCCAACGCTTCTCCCATTATAGAAAGCTCTTTTTCAATTAAAAAACCTGCCACT
+GCTGGAAGATACTTGGCAACTCCTGCAGTAGAAGCGTGAGCCCTGTGAGCAGTGCCAAAAGCATCATTTA
+CGTATATATCTGCTAAAGATGCAAGCTCTTTTGCAAATTCAGGGTCATTCTTCTCCTCTTCTGCATGGAA
+TCTAACATTTTCCAAAAGGAGAACTTCCCCTTCTTTTAAGGCAGCAGCTTTTACCTTAGCATCTTCTCCA
+ATCACATCCTCTGCCATAATTACAGGCTTTTTCAAAAGCTCAGACAGCCTTTTTGCAACAGGCTTTAAAG
+AGTAATCCGGATTGAATTTCCCCTTAGGTCTCCCCAGGTGAGATACCAGTATCACTTTTGCGTTGTGATT
+TATTAAATACTCAATGGTGGGAAGAGCTTCTCTTATGCGCCTGTCATCTGTTATGTTTTTATTTTCATCC
+ATCGGCACGTTAAAATCTACTCTAACTAAAACTCTTTTTCCGCTAACGTCTATGTCTCTCACAGTTTTCT
+TTTTCACTTCAAAAACCTCCCCTATATTAGGATTTAAAGGTCCGGTCCTTGAAGGACGCGGACCTTTGCC
+CTGCTACATCCTTTCAGCTATATAAAGAGCCAGGTCAACGACTCTGTTGGAGTAACCCCATTCGTTGTCG
+TACCAGGAAACTACTTTAACGAGTGTGCCCTCCACTACCATTGTGAGAGGAGCATCCACTATTGAAGACC
+TGTCGTCTCCCTTGTAGTCCACAGAAACCAATGGGTCCTCAGAGTATCCCAAGATACCTTTCATGTATGT
+CTCAGAAGCTTCCTTCATAGCAGCGTTTACTTCCTCTACCGTGGTTGGAATTTCTACTTCAGCCACCAAA
+TCTACAACTGAAACGTTAGGCGTTGGAACTCTCATTGCAAAACCGTTCATCTTGCCTTTTAACTCAGGAA
+TTACCAAGTGGATGGCCTTTGCCGCACCTGTTGTCGTAGGTATTATTGAAACAGCTGCAGCTCTCGCTCT
+TCTCAAATCACTGTGAGGAAGATCCAATATTCTCTGGTCATTTGTATAAGAGTGAACTGTTGTCATCATA
+CCTTTTTTAATGCGGAATTTGTCATTCAATACTTTTGCAATAGGAGCCAAGCAGTTTGTCGTACATGATG
+CGTTTGAAATCACATGGTGATTAGCAGGGTCATACATGTGCTCATTTACACCCATCACAATTGTAACATC
+CTCATTTTTTGCAGGAGCTGTAATTATCACCTTTTTAGCTCCACCGTGTATGTGCTTTATAGCATCCTCT
+TTGTTAGTAAATCTTCCTGTAGACTCAATTACAATGTCCACTCCCAAATCTCCCCATGGAAGCTTACCTG
+GGTCTGTTTCCTTGAATATCTTTATCTCTTTCCCATTTACAATTAGAGAGTCATCAGTGTAAGAAACCTC
+CCCTTCAAATTTCCCTAAGACAGAGTCGTATTTGAGAAGGTGAGCCAATGTTTTAGCATCTGTCAAATCA
+TTGACAGCCACAAATTCTAAATCAGCATTTTTCTTTAAAGCAGCTCTAAACACATTCCTTCCTATTCTTC
+CAAAACCGTTAATTCCTACTCTAACACCCATTATGTACTCCTCCTTGTTAGTTTTTTTGTTAAACACCTT
+ATAAGGTGTTTTTACACCATTCTTAAAATTTCAAAAGCAGCTCCTTCATCAGTCACGAGCACCTTAACAT
+TTCCACTTCTGCAGGTGGCTAGAATAGCTTCTGCCTTGCTCTTCCCACCAGAAACTCCTATCAAATGCTT
+TACTGACTTCAAATCATCAATGGTAAGGAAAATACTAGGTGTTGCGTATACTATTTTTCCCTCTTTATCA
+AAGTAATATCCCAGGCTTTCTGCCACAGCACCTTTCTCCTTTAAAAAATCCTTTATAGACTGTGGAAGAT
+TTCTCCTGTCAGCCATCACATCAGCTCTACCTATTCCAAAGATGAGGATGTCCGCTTTTTTGAGTATATC
+AACTACTTCTTTTATATCAGGCTCTTTCATAAGGCTTTCTACTGCTTCTTTGCTTAAATGGTCAGGAACA
+TACAACATCTTATATGTACCGCCAAGTTTTTTAGCGAGTATGGAGGCAATCGTGTTAGCCTGTTTTTCTA
+CTTCCCTCCCTAGACCTCCACGAGCAGGAACTACTACTATCTCTGATTGGGCGTACAATTGAGGCATGCC
+ATTTGCAACTTCCAGCACAGTAGATCCGCCTGTTAAAGCTATGACACTGTCATACCTTATTATTTCTCTA
+AGGTAATTGGCGGCAGATTTGCCAAGCTCTTTTTTTGTCATCGGGTCTTCTTCTGTATTTCCAGGCACCA
+CTATAACTTTTTCCACTTTTAATTTTTCCTCAAGGACTTTCTCTATGTTATCAAGTCCCTTGAGTTCATG
+TATAAAATCTTTCAAGCTCTCAATCAATTCTTCGCCTTCTTTAGTGACTGTCATGCCCATTGGATTTATA
+TCTATGAGGCCCTGGGACTTCAGAAAAGAAACCTCTGTGCGTATTATCCTTTCTCCTATGTTTAACTGGT
+GAGAAAGAGCTCGACGACCTATGGGCTGGTTAAAGTAGATGTTTCTCATTATAGCATACCTTTTTTGGAG
+AAGTTCTATAAGCTCTGGTACTATTTTCTGTTGCAAGGCTATTATATCCTTCATGTCATTTCCCTCTTCA
+GGACACTTCCCGTCCCGTTATTCTTTAAATGTCCCACCTTTTATAAAAATAACCTACACCAACTATTTTA
+TACTAATTTCAAACCTTTTTCAATACAAAAACTTAATATCTTTTTCGCTTAAGAGTTGAAGGGATATTGC
+ATTCCTCCCTATATTTTGCCACAGTTCGCCTAGAAATATTTATATTTTTCTCCCTTAAAATCTCTGCTAT
+TTTCTGGTCGCTTAAGGGGTTCGCAGGGTCTTCCTCCTCTATCAACTTTTTAATCAAATTTTTAACAGTT
+TCAGCTGAAAACTCTTTTCCATTCTTGCTGGAAAGCCCCGACTGGAAGAAAAACTTGAGCTCAAAAGTCC
+CTCTTGGAGTCTGGACGTATTTTCCGTTTATAGCTCTGCTGACAGTTGACTCATGTATTCCGAGTATATC
+CGCAACCTGCTTTTGCGTCAAAGGCTTCAAGTAATTTATCCCTTTATCCAAAAACTCTTTCTGAAGGTCA
+ACTATGGTCTTTACAACTTTATACAGCGTTTCCTTTCTGCTCTCTATGCTTTTTATAAGCCACATAGCTG
+ACTGGAGTTTAGAGGTTATATATTTTTTAGCTTCTTCATCAGAACTTTCTAATATGGAATAATAGTAACT
+GTTAATCCGTAACCTCGGAATATTCGAATCATTTACTAACACCAAATACTCCCCATCCCTTTTTATCACT
+TCTACATCAGGAACTATATACCCTTCTGCTTCCGGTGCAAAAACGCTTCCCGGTTTGGGATTTAACTTTT
+TTATCGCATCTACCGCCTTCTGCACCTCTTTTGCAGACACATTGTAAAGCTTTGCTAAGTAAGAATACCT
+GCCCTCTGCAATATCTTCTAAATGATTTTCAACAAGGTCTTTTATAATTCCTTTGTAATTGCCCTGTGCA
+AGAAGCTGAAGTTTCAGACACTCCTGCAAATTGCGGGCACCTACACCAGGGGGGTCAAAAGATTGCACAA
+CAGCCAATGCCTCCAAAACCTCTTCTTCAGTGCACTCCAGCATCTGTGCAATTTCTCTTACATCTTCTTT
+TAAATAACCACTGGGAGTTAGGCTAAATATTATATACTCGCATATCTTGCGAATCCTAGTAGGAACAGGT
+GTTATATGAAGTTGAAAAAGAAGATGATCGCTTAAGCCTGGTTTAGCAGACACAAAATTCTCATAATTGA
+ATTCATCCATTTCCTCATCATCAGAATCCCTGTAGTACATCCTCTTTTCCATTTCCCTTATGCTTTTGGC
+CAATTCTTTGACATCTACCACGTATATATCTTCTTCAACCTCTTCTCTCTCAAGAAGGGGATTATTCTCC
+AGTTCCTGCTGTATCAATTCATTTAACTCCAGAGCATTTAACTGCAAAATTTCAATAGCCTGTTTTAGCT
+CTGGAGTCATTATGAGCTTTTGGGTTTGCTGAAGTTTCAGATCAAATTCCATCCTCATACCCATGCACCC
+TCAATCCCATCTTATACACAAGGTAATTTAATCCACTAAATAGATGAAGCTTTTTAAAATATTATATCAC
+ATTTAAACGTTTAAATAAATAAAAAAAGAAAGGAAAACCTCAATAAATGCGAAAATCTTTGTACTGACCT
+TTATACTCTAACCATCTCTCCTCCACGTTATCCACTCTTGCCCACCTCAAGCCTGTCTTGATAAAATGTA
+TGAGCTCCTTTATGCTCTCCTCATCCCCTTCTGCTACCACTTCAACACTTCCATCGTACAAATTCTCTGC
+ATAGCCCGTAATTCCAAGAGACGTAGCCTTCTGATACACAGAATACCTGAGCCCCACTCCCTGGACATGT
+CCAGTTATCCTCAAATGAACAGTCTTTTTCATAACAAAATCCCCTCTCTCAAGTTAATATAAATTTTTCA
+ATAACGTGTTTCACCCCATCTTCCATGTTGGACTTTGTGATAAAGTCTGCTACTTTTTTCACTTCATCAA
+TAGCATTCTCCATAGCCACCCCTAATCCCGCAAATTTAATCATTTCTATGTCATTCTCACTGTCTCCAAT
+AGCTATCATCTCTTCTCTAGAGACTCCAAGATATCTTCCAAGAATTTCTAAAGCCCTTCCTTTGCTGACC
+CCCTTGTTCATGATTTCAATGTTGTCCACGTAAGAGCTGGTAATCTGCACATCTAACCTCTCAGAAAGCT
+CACTTCTAATTCTTTTTAATAGGTCTGGATCCTCATTGAAAACTATCACTTTCAAAACCCTGTCTTTAAG
+TTTTTCCGCTTCTTCCAATGGATTTTCTATTTCTTCGACTTCTACTTTTATTTCTGTTTTCAAAAGGGCA
+TTCCATTCAGCATATCTCTGGAATTTATTTGTAATCTCTGGAGTGTACACTGTGGTATCGCTTATCAACT
+GAAAATAGGTTCCATATTTTTGACAGGTTCTTATCACCTCTATCATGTTGTTGTAATCTAAAATGCTTTC
+ATAGATAGTGTTGTTATCTGGGTCCCTTATCAAAGCTCCATTGCTTGCAATAATATAAGTTCTAAAACCG
+ATCATATCAGCATAAGCGTAAGCAGAGGCAAACACTCTTCCCGTCGCAATCACTACATACACTCCCTTTT
+CTCTTGCCCTGTGGAGCGCCTTAATGTTCTCCTCAGAAATTGTCTTATCGTGCCTTAAAAGCGTATCATC
+CATATCAATAGCAATTAGCTTATACTGCACTTTTTTCAACTCCTTTTGCTATTCTGTTCAGTTATATTAT
+ACCTTATTTCGAAAGTTCAGTCGATACGCCTTTCTAATAAAAACGATTGACATTATTAAAAAATAGGGAT
+ATAATAAAAACACGAAATATTAAGAGAGAAAGATTATTTTTTATGGATTGGAGTGATAAATATGGAGGAA
+ATTACTGCTCTTCTAAAGCAAAAAGGACTCAAAGTGACGCCTCAGCGCCTTGCAATTCTTAATTTCTTAA
+TGCATACAAATGAGCATCCCACTGCTGAAACCATTTACAAAAAGCTAGTCTCTGATTTTCCTACAATGAG
+CCTTGCTACAGTGTACAAGACTTTGGAAGTTTTAAAAAATACAGGGCTAATTCAGGAATTGAATGTAGGA
+GAAGGCAGTTTCAGATATGACGCAAAGACCACTCCCCATCCTCACATAGTCTGCCTTGGATGCGGCAAGG
+TAGAAGACTTGGATGAAAGCATTTTTAAAGATTTATTGGAAGAGGTAAAAAAGCACACGGATTACAAAGT
+TGTGGGACAAAAACTATATTTCTACGGTTACTGTCCCGCATGTCAGAAAAAAATGAACAATTAAAAAGCC
+CCACTTTAAAAAGTGGGACTTTTTTAATTTGCAGGCGATTCTTCAGTTGAAGTATCCGGTGGCGGTGAAG
+TATCTGTGGGAGGAACAACTGGGCTTGTAGCCTTAAGGGGGTTGTTTTCCTTAGGGACCTTCTTAGTCCC
+CTTTTTTATAACCCCATCTACAGGCTTGTAAAGGTCCCTGTACAAAAATTCCTTTTTTACAAGCTTGCCG
+TTTTCATAAGTCAGCCTGTACACGTTGACTTTGTACCCCGTCTGGGGCTTTACTTCTTCAATCACTTCTC
+CTTCATGCAGGTTAGGGTCTTCTATGTACTTCACACTTGGCTCATACTTTTCCACGATTTCTGATTGTAT
+ATCCACCCATCTTGAAGGATTTTCCACATGTCCATACAGGTTTATTATCAGCCTGTTGCCTTCTATATAT
+GACTCTATGTAAATCGGGTACTGAGTGGAATTTTTAAATTTCAGATCCAGCACATCCCCTGAAATAGTCG
+CATCCTGTCCCGGCGGAACATAAGCCACAGGGAAGCTGTGGTGATATCTTTCCACAACCGTTATATCCGC
+CCGCAGCACAGCGTTGTAAAGCGTAGTTGCTACCTGGCATATCCCTCCACCTAAAGCCGGCACCAATTTG
+TTATCTATTATCACCGGAGCCTCCTTATATCCCCTCTCTATGACCCTCGGTCCAAGGGCTTTGTTCAATG
+AAAACACTTCTCCTGGCAAAAGAAGAGTTCCGTTTATCGCCCGGGAAGCTACAACAAGGTTATCGCTCCT
+GTTTACATCCTCTGCGTTAAAAACAGTAGAAAACGTCGAAATCCTGCCGTTAATCGAATCCAGCATACTT
+TTTGTCACTTGTGGCAGCACTTTTTTAACGGATACTTCTACCTCTACTCTACCAAAAAGTTTATTTTCAA
+TAGCTTTGCTCAACTCATCCACTATATTGCTAAGGGTTTTTTCTTTGTCTACTTTAAACCCCAGCTTCTC
+TGGTGTTATGCTCTTTACACCTCTTACAATCCTTATAGAAGCATTTTCAGGCTTTTTATCAATTTTCTCT
+GCTATCCTATCAATAAATTCTTTTAACGGTTTTTCATCATAAGAAAGGGAAAGGTTATAATTTCTCCCTT
+CTCTTCCTACGGTGTAAATTTCCCTTATCCTATCCAATACATTTCCATTTCTGCCCACCTCATAGGCTTT
+ATTTACCACTTCCTCATAGTTATACTGAAGCCCAATATCCTCCGTCGTAATCTCAAAAGATTGTCCTTCA
+TAAAAAGCTACAATAGAAAACTTGGGAACCTTAAATTTTTCTTTGATAATACTGAGAGCTTCCTCCCTTT
+CCATCCCCCCTACATTAATTCCTTCTATAAACACACCTTTAGCAATATAGGAAGACGTGAGAAGGACGTA
+AAAGTAAGCAAAAGCAAAAGATAAGAAAACTGCCAACGCCAAAACAGTTACCAAGTAGAAATAATTGCGC
+TTTTTATTCTTATTGCTTCCACCCTTTGCCTGCATCCATTTCTCTCCCATTTTTAATTTTGGTCTCTTTT
+TTTAATATATGACAATTTCTCTTCCAATACAATTAATTATTCCTTAAAAAAATTACAAAAACATTAAATT
+TTTCTCCCCTTAAAGTAAAGGCAAAACTCCTTTACTGGACACTTGTCGCACTTAGGCTTTCTAGCAGTAC
+ATAAATTTCTGCCGTGATATATCAAAAGGTGGTGGGATATTGACCACAAATTTTTCGGTATAATTTCCAT
+GAGCTGTTTCTCAGTTGTCAAAACATCCTTGCTATCTGCCAGCCCTATTCTGTTTGAAACTCTAAATACA
+TGGGTATCCACAGCTATGGCATCTTTTGAGAAGGCATTGCTTAAAACCACATTGGCAGTCTTTCTTCCTA
+CCCCTGGTAAAGCCATTAGTTCTTCCAAAGTATCAGGCACTTTTCCGTTATGCTTTTCTTTCAAAATTCT
+GCAGGTCTCAAGTATGCTTTTGGACTTATTCCTGTAAAGGCCACACTCCCTTATCTCCTCCTGAAGTTCT
+TCAGGAGTCAATTTTAAAAAATCCTCTGGAGTCTTGTACTTTTTAAAAAGCCTCTCAGTGATTATATTTA
+CCCTCTTGTCAGTGCACTGAGCAGACAAAATAGTGGCAATCAAAAGCTCAAAAGGATTATTAAACTTAAG
+ACCAGATTTTGCATTTGGATAGATTTTTTTCAAAATCTCTATGACTTTCAGGGCTTCTTCTTTAGATATG
+CGCACTTTCCTCACCTTTCTAGTTTTTGTAAGGCTTCTGCCATCATCTTTATTGCAAAACCATCTTTTTC
+TTTATTCAAAGCTTCTTTTATTTCCTCTATAGCTTTATCTCTTTCTTCCAAGTAAGATATAGCCCAGGCA
+CTATATCCCCTCAAAAGAGGGCTCGGAGACTTTAGAAGCTTCTTGATAGGCTCTATGCACTCTTGGTCTT
+TCGTATTCACACAGGCAATTATTGCATTTCTTATTATAACACTTTTCCCTCTCCAAGAAGAAGCTGTAGG
+TCCAAAAATTTCCTTAAACTCTTTATTTGACATATTTAAAATCTCGATCAAGTTAGGCCTAGGCAAAAGT
+TTGGAAGGCGTAAATTCTTCTCTTTTCACTTTTTTGGCTTCCTTATTAAAAGGGCAGACTTCCTGACAGG
+TATCGCATCCGTATATTCTCCTTCCTAATTTTTTTAAAAATTCCTCTTCTATTTCTCCTTTTTTGACTGT
+TATAAAGGAAAGACACTTATTTGCATTAACTATATACGGCTTTTCTATAGCTTTTGTAGGACAAGCTTTC
+ATACACAAATCGCAATCGCCACACTTTGACTCCTGAGGAGTATCAGGCTCAAAATATTCGTTTATTAAAA
+TTTCTCCTAAGAAAAGGTATGAACCGTATTCTTCGTTTATTATAAGCCCATTTTTACCAAACCACCCTAT
+CCCTGCGTGATAGGCTATTGCCCTTTCCAAAAGAGGATTGTTGTCCACCAGAGAAACCGTCTTTACATCA
+GGACATTTTGATTTTACAAACTCACACACTCTTTTCATCTTTTCTTTTAAAACCAAATGATAATCCATTC
+CCCAGCTGCTTTTTGAGATTATGCCAAAGCTTTTACTAGGAAGTTTTACTTGGTATTCTATATTGTAGGA
+CAAAGCTACAGAAATTATGGTTTTAACTTCTGGCAAAATAAATTCAGGAGAGACCCTCTTATCCGGCATT
+CTCTCCTCAATAGGGCATTCATAACCTAGACTTTTTCTTTCTTCTAAAAAGCTTTTATATCCTTTAAGGC
+AATCGGCAGAAGCAAAACCGATCAAGTCAATGCCAACTGCTTTAGCAAAGTCTGTTATTTCCTTTTTGCT
+TATACAGCTCACTTTTTCTCCCCTTTGTCCTCTTTTTTGTTTGTCAAAAGTTCGTAATAGTACTTCAGTT
+TATTATAAGCTCTTTCATAAATCTCCTCAAAACTTCTGCCAGTAAGTATTTCCATGCCCTCTTCTACTGT
+CTTAACGCTGTATATGTGGAAAAGCCCCTTTTCCACCGCTTCTATAACCTCATCTGACAAAACTAAATTG
+GACACGTTCTGGTAAGGGATTATCACCCCTTGATCTCCTGTCAAGCCTTTCTCCTTGCAAACTTTATAAA
+AACCTTCTATCTTATGAGTGACTCCTCCAACAGGCTGTATCTCCCCAAACTGGTTTACAGACCCTGTAAC
+TGCTATTCCCTGCTTTATTGGAACATCTGAAAGACTTGACAAAAGCGCATAAAGCTCTGTAGAAGAAGCA
+CTATCCCCTTCTACACCTTCGTAGGACTGTTCAAACACAATTCGGGCAGACAAAGTAAGAGGAAAATCCT
+TAGCAAACTTGCTTCCCAGATATCCTGTAAGTATCATCACGCCTTTATCGTGAATGCGCCCGCTCATCTT
+CGACTCTCTTTCAATATTCACAACTCCTTCTTCCCCTGGATAAGTAGTTACAGTTATCTTTGAAGGCTTT
+CCAAACTCATAATCTCCCAGATCTATAACTGCCAGCCCGTTCACGCATCCTACCCTCTCACCTGTGACCT
+CCACCAGGTAAATATCTTTTTTGAAATATTCCAGCATCTTCTCTTCTAACTTGTTTACCCTCTTTATCTT
+CTCTTCTATAGCTTTCTTTACATGTTCTTCCGTTACAACTTCACTTCCCTCCAGGGTTGCCCAAGCGTCC
+GCCTCATACAGCACCTCTACTATTTCATTAAAACGCGTACTCAACTTGTTTTGGTCTTCAGAAAGCCTTG
+TGCTATACTCTATTACCCTGGCAACAGCAGTTTTGTCAAAAGGTTTTAGGTTATCTTCAATGCAGTGAGT
+CTTTATAAAAGAAGATAGCTTCCTTATATTCTCTTCATTTAACTCCATTTCCTCATTAAAGTCCACTTTT
+ACCTTAAAAAGCTTGCTAAAATCTTCATCGTAATTGTACAAAAGATAATAAAGATAAGGAGTGCCTATCA
+ATATAACTTTCACAGAAAGCCTTATGGGTTCAGGCTTTAAAGAAGAAATGGACAAAAACCCGTACTGCGA
+GGAAATATTTTCAATAATCACTTTTTCCGTCTTTAAAGACCTCTTCAAGGCATCCCAAGCAAAAGGATAT
+GACAGCACATCTTTCGCCTGTAATATCAGATAACCGCCGTTTGCCTTATGCAGAGCTCCTGCTTTTATCT
+TAGTAAAATCAGTAGTAGCAACTCCAAAATCACTTTCATACTCTATATTCCCCACTAGATTGTTGTAATT
+GGGATTGTACTCAAACACCACCGGAGCTCCTTCTGTATTGCTATTGTCAACAAACAGGTTTACCATGTAC
+TTTTTGAGAAATCCTTTTTCCTTTCTTAAGAAAGGAAAGGGAGAAGCTTCTCCATCTATAGCCTTAAAAC
+TATCAATATTTTCTAAAATATCCTTCTTTACACTCTCTAAATAATTGGTGACGCTCTCATACTCGCTATA
+CTTCGCTTTTAATTCATCAATCAGATGACCCACAGCAAAAAGCCCTATATCATTGTCAAGCTTTTTAATT
+TCTTCTCTCGCCTGCTTGTCTAAAAGCTGTATCTCTTTCCAGACCTGCATAGCCTTTACTTCAAACTCTG
+CAGCTTTTTTCTCAATCTCTTTCCTCACTTCCTCATCCAACTGCTGAAACTCCTCCTGGTTTATCTGTCT
+CCCCTCAATCACAGGAATGCTTATAAGTCCTGTGCGGGTATCCCTCAAGACAAATCCGTAGTTTCTCGCT
+AGTTCATTCAAATTCTCTATCAGCTCATTTTTCTTTTCTTGATACTTTTTTACTATTTCACCTTTTTGCA
+TTTCATAGGAATCCGACTCAAAGGCTTTAGGAATGTCTTTTTGAAGCTGTTCTACAAATTCCTCCATATC
+CTTCTTAAACTCTTTTCCCAACCCAGCAGGTAACTCTATCGCAATGGGCTGAGAAGGTTTTTCGAAATTG
+TAGACATAAACCCAGTCATTTGGCTTTTTTTCTTTCTTAGCAATTTCCTTTATGTAAGTAGCAGCAAAAC
+TGGTTCTGCCTGTGCCAGTAATGCCTGTTATAAAAATGTTATAGCCTTTTTGCTTAATTTTTACCCCAAA
+TTCCATCGCTTTTTGCGCTCTGTCCTGCCCTATGATTCCCTCTAGAGCAGGAACCTCATCAGTTGTTTCA
+AAGTCCAAAATCGCCGGGTCTATGTACCTTTTCAATTTCTCTACTCTCAATTTTTCCATAAAAACACCCC
+TGAGAATTTTTTATAATAATTATTATTCGACAACAAATCAAATTTTCCTCTTTTGCCACAAAAAATATCA
+TAAAAAAGGCTGAAGATTCCTCTTCAGCCCTCGTCAACGTCTATTTTGCCATCTCTCTCATCCATCTCTT
+TTTCTGCAAATCTTATCATCTTTTTTACCATATTGCCGCCTATCTTTCCCACTTCTCTTGTAGTCATGTT
+TTCCCATCCGCGTTTTTCAATATCGTCATCCAGATGCAATTCCTCTGCCACTTCCTGTTTTAAAGAATCC
+AGCTCATCTTCGGCTTTAGGGTATAATTTTTTTCTTTTACCCATAAAATCCCCCCAAATTTCTTTTGTCT
+TTATTTTCCCCTAAAGCCTTTGCCAAAATACATGAAAAAACCCGGAAAAATCCGGGTTATGCTTCTTTGA
+TTGCTTCAGTTGGGCAAGAGCTCATTGCATCTCTTACACAGTCTTCGAGGTCAGCTGGAACCTCATCTAC
+AATTACATGGGACTTGCCATCTTCATTCCAGTCAAAAACATCCGGACACATGTCTATGCAAACCCCACAA
+GCTATGCATTCATCTTGGTCAACATATACTTTCATCACACTTACCTCCCAATTATTATGTAAAATTTTAC
+ACATACATTATACCATTGATATCAGTTTTCTTCAATAGATTCTGACGTAAAAAAATAAGGCTATTGCTTC
+AGACAGCAACAGCCAGCAAGTCTTTTAAAAAATTATTGAGCAAATGTATGTCTTTTTGGTCCAGTTCGTT
+TAGATAAGTATAAAACTTCTTCACATTTTCGGATAAAACCTTGTCTACATCACTCTTAATTCTGTTGTAA
+AGCGAAGCCCCAAGAACAGTTCCCACAAATAAAATCAAAGAAGAAGTAGGATTGACACAAGCAAGAATAT
+TACTTTCTATGCTTTCAAGAGAAATGCCTGTCATCATTCTGAGTTTTAACAGAAAAGCTGCAATAGCATA
+GGCACAGAATTCCAGTGGCTTTGAAGCGTGAAACATCTCATGCAATAGCTCCTCTAACGAAGCACTTTTG
+CCATTTTTTACTCTGTCTATCAGATTATCTCTTAAAATCTTCCATTCGTTATTTTCTACTCTTTCAAACA
+ATTGATAAGCCTTCTCCGTAGGCACAAACCTCACTGTAGACCTGCCCTGGCTTTTCCCTTCTTCTAGGTA
+GTATTCCGCTTTTACATATTCACCTTTTTCCAATTCTTTTAAAACGTCGTAAGCTGTCCATTTGCTTATT
+TTCATCTTTTCAGCCACATCGCTATAATGAACTGGTTCTTTCTTTTCCTCATATAACTCAGTTACAGCCT
+TTAGAAACTCCTTTCTCCTATTTGTCAGCATTTTTGCACCTCATCGTCTAATAAGTTATACCTAATTTAT
+AAGAAATTTCGGCAAAAGTGTCAAGCCTCTTTTTTCACTGCCGTTCTTGCTGCCATCTTTTCCTCCCAAA
+TTTCATCAGCCACTTTGCCCCAATTATCAGCTACTACCCTTAAATCCTCATACAGATTTTCTATGTGAGA
+GGCTTCGCTTGCTTCTGTGTGTTTTGCTTTTGATTCTCTAACTATCTCTAGAAGCTTCTCAGGATTGTCA
+ATGAGAGGACATGGCCTTAAATGGTTTGAATTAAAAGGCTGCCTTTTTCTGTAAGCCTTCATAATAGGAG
+ACTGCAATGCCTCTAAAAGACTCACTTCGTTTATATTAACATTGGAATAATGTATAAAAGCACAAGGCTC
+TACTTCTCCTGCTGCATTTATGTGTAAATACCTTCTTCCTCCTGCAATGCATCCACCGCTGTATTCTCCG
+TCATTCCAGAAGTCAATTGCAAAAAGTTCCTTTGTAGCCCTTATATAATTTATCCTCTCGTACATGTATT
+TTCTTTGCTCAGGTGTCACCATGAAGCTTATATCTGGGTCTCTGCCTATAGGAATATAAGTAAAATACCA
+AGCAAAGGCAGCACCTTTATCTATCATCATGTCTACAAATTCATCACTTGAAACTTCCTCTACATTCGTT
+CTTGTGTATGTAGCTGAATATCCAAAGAGCACTCCATTTTCTCTCATCAAATCCATTGCCCTCATTACTT
+TATCAAAAGTCCCCTGACCGCGTATTGCATCGTTTGTCTCTCTGAAGCCATTAATACTTACTGCAAAAGT
+AATATTGCCAACTCTTTTTACTTCTTTTATCATGTCCTCATCAATCAAAGTTCCATTGGTAAACAAATGG
+AATACTTGGTTTTTATGTTTTTCAGCAAGTTTTATTATATCTTTCATTCTCAGCGTAGGCTCTCCGCCAG
+ATAGAACTATGAAATATACTCCAAGCTCTTCCGCTTCTGTACATACTCTATCCATCACTTCAAAAGAAAG
+ATTGTGAGGTTTGTACTGTCCTGCCCAACACCCTACGCACCTTAAGTTGCAAGCTTCCGTCGGGTCCATT
+AAAATTGCCCATGGAATGTTGATATCATATTTCTCCTCCAGTTCTTTTTGCTTTGGAATACCTTTTAGAC
+TGGCATTTATAAAGAAATTGACGCCTATAGTTTTTATAATGTTTTTGTCAATATTTTTAAGAAGTTTCAT
+TGCAAATCTGTACCAATTGCTGTCTTTGTCATCTAAAAATCTCTTCACACTTTCTATTTGCTGTTTATGT
+TGCGGCATTATTGCAATTTTTGACAGAAGATTAGCTATTTTGTCTAAATTTTTTTCTGGGTCTTTTTCTA
+CATAGTTAATAACAGCACTGACAAGCGGGTCAATTACATTCATCATAACTCCTCCTCTACTTTATTTTTT
+ATTCCAAAAAATCAAATTGACCCAAAAAACCCAAATTCCATTTCAAGCATATTATACCACTTTAAAAATA
+ATATTTCAACTATAATCTATTTTATTTTATGCATATTTTTCTCTTTTATTTGCCTAATTGAACGTCTCCT
+CCAAAAACTCCAATTACTTTCTCTCCCTTGTAGACAGGAATTGCTATTGTCACGCAAATTTCATTTGTCG
+CCAAAGAAATGTAAGGCTCTGTTACTGTCACTTCCCCCTCAATAGCCCTCTGAAACCAGGTTCTGTGATA
+CACATTAGATATATCAACTTCAACAGAAATCGCTTTTATATCTCCATTTCCCAGTATTGAAAAAGCCAAT
+TCAAAATTAGGATATCTTTTCACAATATCCATGATTATATCCTTTGCTCTATCTCCAAACAACTCTTCTC
+CTTTTTCTTCCGCTATTCTTTGCAGTATTTTTTTTGCCTCTTCTACTCTTCTCTTTTGTTCCACTGTAAG
+CTTTACTGTTCCTGAGAACTTCTTCACTAGATTTTGAAGTTTTTCAGCAAAGCTATCCAGGCGGTTCATC
+ATCTCTCTTAGCTCTTCCATAGAAGACACCTGTTCTTCTGTAGAAGCCAAGGTCTCCTCCGTATTCGCTG
+CAGTCTCCTGTGTCACTGCTGCAATCTTATGATTTAATTCCGCAATCTCTTTTATTTTTTCGTATTGAGA
+ATTGACAAGATCGTCCACAAAAGCAACTGCCTCCACCACATTTTCACTTGCATTTACAACGCTTTCTAGT
+TTGTCTTTTACCTGATTTGCATAAGATAAATTTTCCAATACTCCTTTAATCTCTTCCTCCAATTTCACTG
+AAACTTCTTTTATTTTATCTTGAATGCTTTTTGTGAGAAGCACTATTTCCCCCGCTGCAGAAGCTGACTG
+CTCTGCAAGTTTTCTCACCTCTTCTGCTACAACTGCAAACCCTTTTCCATGTTCTCCCGCTCTTGCTGCT
+TCAATTGCTGCATTCAATGCCAGTAAATTTGTCTGGTCAGCAATTTTGTTTACCATTCCGATTATGTCAG
+TTATTTTATTTGCCCTTTCTCTTAATTCAGATACTTCCTCTATAAGTTTTTTGTTTTTATTAGCACTTTC
+CTCCATCCTCTTCATTAGTTCTAGCATAATCTCTTCATTTTCTTTAATCTCTTTTTCCATACTAATACTT
+AAATTCTTTGTCTCTTCAAATTTATTCTTAACCTTTTCATTCAGCTCAAAAGCCTCACTGGCATTTTTGG
+CTGTCTTCTGTGCAGCTACCGCTTGTTCCTCTGCTCCTTTTGCAATTTCTTCTAAGGCAGTTGAAATTTC
+TTTTGCAGCAGTGGTAACGTTATCAATTGCAATCATCAATTTTTTTGAACCCACCACTGTTTGCTCTGCG
+GTCTGCTGAGACTCCATAATAAGCGTTTTAAAATTTTCCAAGAAGCTATTGAGAGATTTAGCCAGTTCTT
+TTAACTCTTTATCGCCTTTTATGTCAACTTTTCTTGACAGGTCCCCTTTTGCAATTGAATCAATTGCCTC
+CTTCATTTCCCTTAACACCAAAGTTACACGCCTTTTAACTATCCACCAGTACAAAAAAGCTACTACTAAA
+ATAATTGCAATAACTCCTGCCATGTAATAAAAAATAGCCATAACAGTCCTCCTCCTCATTTAGTATCTAA
+CTAAAAAATCGGCATTTGTAAAAAAATATTAAAGCCCTTTTATTTTTCATTTCTACAAAATTATACGATT
+CCCTTCTTTGTAAAAACAAAAAGGGACACATATAGCCCCTCTTCTCACACATCCAGACAGCTTCCACCTA
+TAAATTCTCTTATGATTGAATTAGGCGGAATAGCAAGTTCATCTTCTATTGGATAAAAATAGCTTAAAAA
+TTCCAGCATCTCTTTTGCAATAGAGTAAGCAGGGTCATCTTTGGAAACCTTCTTTAAAAGGGGTTCAGCG
+TATTTTTTTAATACAGGAAGTTCATAGGGCAAGAAGGAGTTGAACATGACATCCGCTTGCTCCTGATATG
+GGAAAATCCAGCGTTCTTCTCCTTTCCTCACCCTAGGCCACATATTTATAGTCTCCGCCGCATCTGTAGA
+CCTAAATTGACTGTCCCTAACTATTCGCCTTATAAGCCTTGTCTGAGAAGTTGGAATTCTATTGTGTTCA
+TCTAAATTAAGCTGAGTTATTGCGCTTACATATATTTTATACTTATTGTCTTTCGGAATTTGGATAGTAA
+GCTTTTCATTAAGTCCATGAATTCCCTCCATGAGGATAATCTGATTTTTCTCAAGTTTAACTTTTCTCCC
+TACAGGCTCTCTCTCCCCTGTTTTAAAATTAAAAATAGGGATTTCTACTTCTTCACCCTGTATAAGTTTT
+ATCAAATGTTCATTAAAAAGCGGCAAATCTAGGGCATCGATAGATTCGAAGTCGTAATTGCCAAACTCAT
+CCCGAGGAGTAAGCTCTCTTGGAACAAAATAATTGTCCAGAGAAATAGCAAAAGGCTTTAACCCGTTTAC
+CCTGAGCTGTACGCTAAGCCTATGAATGAAAGAAGTTTTCCCTGAAGAAGAAGGTCCAGCAATAAGGACT
+ACTTTTATCATTTTATTTGAAGCGATGTAATCAGCTATTTTTGAAATTTTCTTCTCATGAAAAGCCTCGG
+AAACCAGGATTAAATCTCTTGCTCCCCCTCTTTTTATGAGGTCATTTAAAGAAGCCACATAATTTATATC
+CAATATATGAGCCCATTCTTCTGCCTCTTTAAATATAGAAGCAAGTTTTGGAACATCCACAAATACAGGA
+AGAGAACGTGGATTGTAGATATCTGGTGCAATCAAAATGACTCCAGGGAAATAAAATCTTATGTCAAATA
+CTTTTAAATACCCTGTTGATGGAACGCAAGGACTGTAGAAAAAGTCAACTGTGCCATCACAGTAATAAAC
+AGGTACTTTCTCTTTATCAGTATCTTTAAAAAGCCTAACTTTTTCCATTAAACCTTCTTTTTCAAAAAGC
+CTTATGGCTTCTTCTCTAGGAAGCATTTTTCTCTCTATTTTCAAATTCTTATCTATTATTTCCTTCATTT
+TATCCTTAATCGATGCTACTATCTTATTGTTTATGGAATAACCGTGAATTTCACAGTACAAGCCTTTCCC
+GAGGGAATGTTCTATTGTAACAGTAGCACCTGGTAGAAGCTCTTTTACAGCCTTTATAAACACAAAAGTA
+AGACTTCTCCTATATATTCTTGTCCCTTCTTCTACAGTAGTATCCACAAATTCTACTACACTATCCTCAG
+AAATTGTACAATTCAAATCCCTCAATTCGTTATTCACTTTCGCTGCCACTATTATTCCGTTATAAAGGTG
+TTCAAAATCTCTAGCAATATCTTCTAACCTAGTATTTTCAGGGTATTCGTATTCCCTGTCTTTGACGATA
+ATTTTCATAAAAATTCACCTCGACACTATTATACTCCAATTTTATAAAAAAATAAAAGCCCCAAAAAGGG
+GCTTTTAACTTTACCCACGGAGCCGTACGGCTATGTTTTCATCCCTGCTCTCGCAGGTGGGTACCCTGTC
+ACCAGCTTCTGAAGTCCTGGTTTCCCAGGCATTTCATCCACTGATGAACCCGGATTCCCGTATGGGTTGC
+GTTGGGTGAAAACAAATTAGCCCGCTACAAACCCCACAGGAACTTTTGTTTTTCGTTTACAATTATAGTT
+TACACCAATTCTCATAAAAATGCAACAAAAATTTAAAAATAACAATGGTATAATAATTAAAAAGAGGTGG
+TTTTATGAGGTGCAACCTGTGCCCCAGAAAGTGCAATGTGGATAGGTCAGTAGAGCGGGGCTTTTGCGAT
+ATGCCGTGGCAGGCCAAAATTTCAGATGCTTTTTTGCATTACGGGGAAGAACCTTTTATAAGCGGAAAAA
+AAGGTTCTGGCACTGTATTTTTTAGTGGCTGCAATTTAAAATGCGTATTTTGTCAAAATTATGAAATAAG
+TCAGTATCAGTTTGGCACTTTTGTAACAGAGGAAGAACTGGCAGAGATATTTTTAAAGCTTCAATCAAAA
+GGAGCTCACAACATAAACCTCGTAACACCGACAATTCACGCTTACTCAATAAAAAAGGCTCTTGTTCTTG
+CAAAAGAAAAGGGACTTAAAATTCCTGTTCTTTACAATACTAATGCCTATGAAAATGTTGAGACTATAAA
+GATGTTGGAAGGTCTCATTGACATATACTTACCTGACCTTAAATATTATGACGATGAGATAGCTGTGAAA
+TACTCAGAAGCACCTGATTATTTCAAGTACGCTACTCAGGCAATATTGGAAATGGAAAGACAAGTAGGAG
+TACCAGAATTCGATGAAAATGGGGTTATAAAGAAAGGGCTTGTGATAAGGCATCTGGTAATGCCCAGATA
+TGTAGAGGACACTAAAAAAATTCTTCTGTGGATAAAAGAAAACCTGCCTAGGGGAGTATACGTAAGCCTT
+ATGAGTCAGTACACCCCTTACTACAAGGCAAGAAACTACCCTGAAATAAATCGAAGACTGCATCCTAAAG
+AATATAAAGAAGCTGTTGAGTTTTTCTTTAAAATTGGACTTAAAAATGGAATCTTTCAAAATTTATAAAA
+GCTCAAAAAGTCTTTTTATATCCTCTGGGAGAGGAGCATAAACTGAAATCACTTTCTCTTTTAGAGGATG
+GAAAAAAGTAACTCTATAGGCATGAAGAGCAGGCCTTTCAATGTAGGAAGTAGGTTCCCCATATAAGTCA
+TCCCCCACGATGGGATGTCCTATATAGTTAAGATGCACTCTTATCTGGTGAGTTCTACCGGTAGCAATTT
+TGATTTTCAAAAGCGAAAATTCCTCTGTCGCTTTTAGCGATTTGTAATAAGTGATAGCCCTATCCCCTTC
+TTCTGAAACCTCTCTTTCAATTGTCATAAAAGATTTTCTTTTGATGGGCACATCAATAATTCCTTCCCCC
+TCCAACTTTCCATTCACTATAGCATAGTAAAATTTGCTCATAGGTTTTACAATCTGAAGGTAATACTGCA
+TAAAAGGTTCTTTTGCAAAAATGACAATACCGGAGGTGCCCTTGTCTAATCTGTTAACAGGCCTTATTAG
+AGTTTTTATACCTTTTTTCTCAAAATAATAGGCAACTCCATTAGCCAGCGTTCCTTCTCTATACCTTCTT
+GTAGGATGTACTACCATACCTGCAGGCTTATCTACAATCAAAATTTCATCATCCTCATAGCAAATTGAAA
+GATCCATCTCCTGAGGCAGTATATCAGAAGAAGTGTCAAAAAGGGAAAGTTCTATCACATCTCCTTCTTT
+TAAAACCCTCTTTACATTTTCTTTCTCACCATTTACGCGCATCTCTCCATGCCATTTATACATCTTAATC
+AATCTTGTTGAAAAGCCCTTCCTCTTCAAAAAGCCCTCTAAAGTAAGGCCTTCTGCACTTTTTTCCACAA
+CAAGTTTCATCTTCTCACCATTTTCTTTAAAATTTATGCTATAATCTAAGTAAAACAACTAGTTGGTGAT
+GTTATGAAAAAAATAATAGTGGGTGTAGGTGGAATAGTTATAAAAGAAAATAAAGTACTTCTTGTGCGCC
+ATACTTATGGCAGTTTTAAAGGAAAGTGGATAATACCCGGCGGACACGTGGAGGCCGGAGAAAATATAGA
+TGACGCCATTTTAAGAGAAATAAAAGAAGAAACCTCTATTGATGCAAAAGTAAAAAATATAATTTCTGTA
+AGGAGCATAATCCTGCCAGATGGCAGTTCGGAAATATACATAGTGTTCCTTTTGGACTACATCTCTGGAA
+CACCAACGCCTGACAATATAGAAAATGACGCTGCCGAATTCTTTGACATAGAAAAAGCCATAAGGGATGA
+AAAGGTAGTTTACCTTTCCAGATATCTCATTGAAAAAGTGTGGAGAAAAAATTACAATTCTCTCACACTT
+GACCCTATTTACCCTTTTAACAACTCGAAATTCAAACTCTTTTGCTGAGCCTCTCTTTTAAAGACTTCAT
+CCAGTATATCTGTATCATAGTACACAGCTCCACATTTTTTGCACACATAAGCTGGAACATTTTTGAAAAT
+CTTAGTTTTCTTCCCTTTTACTATTTTATATTCTACCTCTTTTATTTCTATTTCTCCTCCACAAAAACAT
+TTTTCCAATTCCGCTTCACTCCTCAATTTCTCTTTTGTTAGTACTTTTTTATTATACCATATTTTTCGAC
+ATTTTTATTAAAAAATTTGCTCTTTTTATGACCCTCAACAAAGTTTTAAAACCTTGAAAAAATTTTTGAA
+AGGTGCTAGAATTTTATTAGAAATTACAATTTTATACTTAATAAGATATTTTTTGCAATTCAATCACCCT
+AAAATTGCAAAAATTACTTCTAAATCTAAAAAGGAGGCCTCATAAATGCTTAACCTTGAAAGATTGGGTT
+TAATCAATTTTAAAAACGTTTACCGAAATTTGCCCGTAGCAAAACTGATAGAAGAAGCTGTAAAAAGAGA
+GGAAGGAGTACTTGTAAATAACGGCGCCTTTAATGTGTACACTGGAAAATACACAGGTCGATCTCCAAAT
+GACAAGTTCATTGTAGACGAACCAGAAGTTCATGAGGATATATGGTGGGAAAATAACAAGCCTATTTCCG
+TAGAAAAGTTTGAAAAGCTGTACAATAGGCTTATTGCCTATTTACAAAACAGAGACCTTTTTATTTTCGA
+CGGATTTGTAGGTGCAGACCCTCAATATAGAGTCTCCATAAGAGTGATAACAGAATACGCTTATCAAAGT
+TTAATGGCAAGACAGCTTTTCATACGCCCCACTGAAAAAGAATTACAAAATTTTGTCCCGGAATATACTT
+TAATCGCAGCACCTCGCTTTAAAGCAATCCCCGAAATTGACGGTGTTAACTCTGAGGCTTTTATCATCTT
+AAGTTTTACAAAAAAGCTCATAATTATTGGAGGCACCCAGTACGGTGGAGAAATCAAAAAATCCATATTC
+ACCTTAATGAACTACCTTATGCCTAAAAAAGGCGTGCTTTCCATGCATTGTTCTGCTAATATAGGAAAAG
+ACGGTGACACAGCCCTTTTCTTCGGCCTCTCCGGTACAGGAAAGACCACTCTCTCTGCAGACCCTGAAAG
+ATTTTTAATTGGCGATGATGAACACGGTTGGTCTGAAAGAGGGATTTTTAATTTTGAAGGTGGCTGTTAT
+GCTAAGTGCATCAATCTTTCAAGAGAAAAAGAGCCTCAAATATGGGATTCAATAAGGTTTGGCGCAATTC
+TTGAAAACGTTGTATACGATGAAGCCACAAGGGAACTTGACTACACAAGTGACAAAATCACTGAAAACAC
+GCGAGCAGCATATCCAATTGACTTTATACCTGGGGCAGTTCAAAGCGGGATAGGAGGACATCCTAAGACT
+ATAATATTTTTGACTGCAGATGCGTTTGGAGTACTGCCTCCTATAGCAAAACTCACAAAAGAGCAGGCAA
+TGTACTACTTTCTGTCCGGATATACCAGTAAACTCGCTGGAACAGAAAGGGGAATTACAGAGCCACAAGC
+CACTTTTTCCACTTGCTTTGGTGCTCCCTTCTTACCTTTACCTCCAATGGTATATGCTAAAATGCTTGGA
+GAAAAAATTGAAAAATACGACACAAAAGTCTTTTTGGTGAATACTGGATGGTCAGGAGGCCCTTATGGAA
+TTGGAAAGCGAATAAACTTAGAATACACCAGAAAAATGGTATCTGCTGCCTTAAAAGGAGAATTAGATAA
+AGTAGAATTTACCAAAGACCCTATATTTAATCTTAACATCCCTGCTTCTTGTCCCGGAGTACCTTCTGAA
+ATCTTAAACCCCAGAAATACATGGAAAGATAAAGAAGAGTATGACAAAACGGCAAAAAGACTAGCCCAAA
+GGTTTATAGAAAATTTTCAAAAATACAAAGAGGTAAGTGAAGAAATAAAAAATGCTGGCCCGAAAGGGTA
+AAAACTAGTTCTCTCTGCGCATCGCAGAGAGAACTTTTTATTTGCCTTTTACATATTATGAAATTGAACC
+TGCATAAAGGAGGTCGTAAATATGCCTGGCAAACCTGGAAAGCAAAAAAACTCTGAAAGCCAATGGATAT
+GGATTATAATAATAATCTTGATAATACTCCTCTTTGTACCTGGCATAATCATATTTGAAGACCCTAAAGA
+AGAAAAAGTGTAGACCCTAAAAAGCGGCATTTTGCAATTCAAGCGAAATGCCGCTTTTATTTCCCTTTCA
+ATTTTAAAATCTCTTCCATTCTCTCTTTTAACTTTTTCTCAAAACCTGAATCCGTGGGAATGTAATATCT
+TCGACCCTTAAGATTTTCGGGCAGGCATTCCATATCAGTGACTTTCTCTTCAAAGTCATGGGCGTATTTG
+TAACCCTCTCCATACCCCAATTCCTTCATCAACTTTGTAGGGGCATTTCTCAAATGCATGGGAACCGGCT
+CGGCAAAAGTCTCTTCTGCATCTTTTTTCACCCTGTTGTAAGCTACATAAAGGGCATTGGACTTGGGAGC
+CAAAGCGAGATATACAGCTGCTTGAGCAAGATTTACACTGCACTCTGGCATGCCTATGTAGTGAGAAGCT
+TCATAGGCAGCAATAGCTACAGAAAGAGCTTGTGGATCTGCTAGCCCTACATCTTCTGAAGCAAATCTTA
+TCATCCTCCTCGCGATATAGAGGGGGTCCTCCCCTGCTTCCAACATCCTTGCCATCCAATAAAGGGCAGC
+ATCCCAATCGCTATTCCTCAATGACTTATGAAAGGCTGAAATCAAATTATAATGCTCTTCTCCTGCCTTG
+TCGTAAAGAAGCGCTTTTTTCTGCATCACATCAGAGAGTATTTCATCTGTTACAACTCTTTTCCCGTTCA
+CGACATTAGCTGCCATTACAGCCATCTCCAAAGTATTAAGGGCTACCCTCGCATCCCCATTAGAAAAAAG
+AGCAATTTTTTCAAGTTTTTCTTCGTCGATTTCTACATTGTAAAGCCCAAGGCCTCTCTCCTCATCTTTT
+AGCGCCCTTTTTAGAATAATCATTATATCCTTAACATCCAAGGGCTTCATCATAAAAACTTTAGACCTGG
+ACAAAAGAGCTGAATTTACTTCAAAAGACGGATTTTCTGTAGTAGCTCCAATCAGTATTATATTTCCTTT
+TTCTACATGAGGCAAAAAAGCATCCTGTTGCGCTTTGTTAAATCTGTGAATTTCATCTATAAACACAACA
+GTTCTCTGCCCGTACATAGCATCTCTTTCAGCTTGGGCCATTATCTCTTTTATTTCTTTTATTCCAGAAA
+GTACAGCGCTAAAATTGACAAATTTAGAATTTGTCATATTGGCTATAATCATAGCAAGAGTGGTTTTGCC
+AACGCCAGGTGGACCCCAAAGTATCATAGAAGTTATGCTGTCCTTTTCTATCAGTTCTCTTAGAGCTTTA
+CCCTTTCCCAAAATATGCTCCTGTCCAACAAACTCATCTAAGGTCCTTGGCCTCATTCTATCTGCTAGAG
+GCCTGTTTTTATCAAACTTGGCATCAAATATAGAAGTTTGCTTATACATGGTTCATCACCGCTAAGCCTT
+ATTTTTATGCTTTTTTCTCCTCTTTTCCTTTAATTTAAATTTTATTGTTATCTTAATAAAATCGTCTTCT
+AAAAATTCTGCAATCGCAAAATCTTTCCCAACAAATTTAACCGCAGCATAGGCATAACTGCCAAATTTGT
+CATACAGCCTTCCTGCACTATAACACCCTCTGGGAACTGTTCCCACACTGTTTGCCACATAGCCGACTTT
+ACCTAAATAAGGCAAAGTAACTGCTATAGCCTCATCATCGTAATCATTGTTATAATCTTTTTCCAATTTC
+ACTATCATGCCTGGCTTTAAAATCTTTGAGCTGTAATAATTATTTAACCCTGTTATAGCAAAATAAATTG
+AATCCATATTTTATTCACTCCTATCTCAATATTTTGTAATTAGCTCAATCAAGCTTGAAAAATCTCATTT
+TTTCACTAAATTTGAGCTCTTTTTACCTTTTTCAAATAAAGCCTTTTTAAAACAACACAACACCTCCCTT
+AGGCAACTTATTTCACGGTTGCCTTTTATTAGCATATTTTTATGTTTTTTTACTTAGCCCTCGGCTACCC
+TATCATGTCTCTCAGGGTCATGCCCTTAATTACATTCCTTCCTCCTGCCTTTGAGGGCTTTTGGGGAGCT
+TCTTACTCGTATTCAGGGTCTTGCCCTTATGGGGGGTACTACAGCTTCCCCAACCTTATTTGCTCTAAAT
+TGATTTGTTGCCCCCTAGGCTACTAATCCTTTATTTGCTTCATACGATATTCTCCAAGTACTTTTTGTGA
+ATCGTATTTTTCTTTCTTCTTAGCAAGCGTAAACATAACTCTTATGAGTTTTATTGAAATCGCAATTAAT
+GCTTGTTTCTTCTCTAAAGGATTTTCTCGCCTTCTTAAAAAGTAGTTGTAAAGTGCTTTAAATTCTTTGT
+TTTTGGCTACTAATGTCAGGCTTGCTTTGTATAGAAGATTTCTTAACTCAGGACGCCCTCTCTTTGATAT
+CTTGGTCTTCCCCCTGTGTTTCCCTGATTGGTTATCCGTTATGTTTAATCCCCCAAGTTTCTGGATTTGT
+TTATAGTGTGTGTATTTCCCTATGTCCCCTACTTCTGCTAAAAATCCTGCTACTGTTATTACTCCTATGC
+CTGGAATGCTTAACAGATATTCTGCTATGTCTATTTTTTTGAGCAGTTCTTCCATAGCTTTTTCTATGGT
+TTCTAATTGTGTTTTTAAAAATTCTAATTCATCAAGGTAAATGTTTAAACGTATTTGTGCCCCTTTTATC
+CCTTCTTTTACACCTATTGACTTTTTTGCTGCTTCAATGAGCTTTTCTGCCCTTTTCATGCCTACCCTGT
+TATTAGTGGCTTTCTTTAGCTGTTCTGCTATTTCTTCTTTGCTCAGTTTAAGTATTATGCTGGGAAATGG
+ACAGTTCCTCAATATCCATAAGGCTGCTTTCCCCCACAAATTCTTGAATACTTCTTCAAATTCAGGAAAG
+TATTCGTCTAATATTGCAATAATTTTATTCTTTACACTGTTTAGTTTCTTTATTAACTGCTTTCTTGCAA
+CTGAAAGGTTTCTTAAATCTGCATATGTGTTTTGAGGTAAAAGACAGTTTAGAAATTTCCCTTCTTTTAT
+TAGTCTTGCAATTATTAACGCGTCCTTTCTATCGTTTTTTGATGGACTGTTGTCCTCCTCTTCTTTCCTT
+TGTTTTACGTGATATGGGTTTACTATCACTACTGTATATCCTTTTTCTTTTAAAAACCATGCAAGTGGCT
+TCCAATAATGACCGCTTGGTTCGAAACCTATTAATATTTTTGTTGCTTTCGATTTTTCTTTGGCTTCGAG
+TATTTTGGATACTAGACGTTCATATCCATCTATGCTATTATTAAATTTGAAGGGTTTTATTACTTCAAGT
+CCTATGTGATTTATTATTCTTGCATAATGGGTCTTTTTAGCTACATCGACCCCGACAAAAATTATATCAG
+AACTGTGGACTAAAAGTAGTTTTTGTACTTTGTTCATGTGTATCACCCTCCTGGTTATTGTTTTTCCTTT
+TCACTTTCTTTTTTACCAGGAGGGTTTTATTTTTGCAAAGGCTATTTTAATTTATTACAGGAATGCTCGT
+ATAATATGATTGTAATCCACATTAAAAATTTAATAATAAACACACAAATTAAATCCTTAAAAACCATTTT
+TACCCTGGTAAAACAATCTCATAATTAAATTTCTCATTTTTATTTAAATGGTCCTTTGTCTCTGATAAAC
+TTAAAAGTAGAAGGTCCCTTTTAAGTTTACTGAGGTATTTTTGACTCACTCCTGTGGCATGCTGGTAAAG
+CAGCATTACCACTCGGCAAAGACTGAACCTCTGGAGTTATTTGAGTAATACATACTCGTTTGTTGTGCCT
+CTTTAGCTTATCTGTCCATCGCTTGAGCATCGATGGTCAGGCACCCTATAAGCTAAATCTGGCTACTTCC
+CACGGCGAGGGTGTATTACAAAAACTTAAGAGACAAAGGACCTTCAAAAAACTTTTTGCAAAAAGGAGCG
+TGAATTTATCCATGAGCTCTACACTTATTGTGGGCATTGATATCTCTAGCGAATTAAATGCTGCTTCCTT
+TATTGATGAGGCCGGTAACCGCTTAGTTAAAAAAGCTTTATTCTTCCCCAATGATTTAGATGGCGCTCAG
+CAGCTTATAGATTTCACTATCTCTCTTGCTCAACAGTTCAATATTTCATCCATTAAATTTGGCATGGAAG
+CTACTTCACACTATGCCTGGCATTTGCATACTTTCCTGGCTTCTTCTCCTGAACTTGCTCCCTTTAATCC
+TCTATTCTACGTCATCAATCCTTCTATCATTAAATCTTTCAAGGGTGCTTATATCCATCTCCCTAAAACA
+GATTCTGTTGACGCAACTGTTATCGCTGAATGTGTTAGATTTGGTCAAGTCAAACCAACTCCGCTGCCAG
+ATTTAAGATACGCTGCACTGCAAAGACTCACTCGCATGCGTTATCATATTGTCCGCAGTCTGGTCCGCGA
+AAAAAATCGCGCCCTAAACCTTATTTCCTTCAAGTTCTCAACCTATCCTTCAGAGTGCCCTTTTAGCAAC
+ATATTTGGTAAAGCTTCCTTAGCTATCATTGAAAATTTTACTCCTGATGATATTGCTTCCATGCCTCTTG
+ATAACCTTATCGACTTTATTGTGAAAAACGGCAATAACAGACTCTCAGACCCTACTCAAATCGCCAAAAC
+TTTGAAAGCTGCTGCTAACAGAGCTTACAGGCTTCACCCTGATCTTGCTGAAGCAAACGACTTAGCTCTT
+TCTATGACACTTGAAAATATTCGCTTCCTTGAATCCCAACTTAAAAAGCTTGACGGCAAGTTTAAAGACA
+GCTTAAAGCTTTTAATCAAACTCTAACTACTATCCCCGGCATTGGGGACGTCCTTGCTGCTGGTATCATC
+GCCGAAATTGGAGATATCAAAAGGTTTAATAATGAAGCTGCTCTTGCCAAGTATGCCGGCCTCATCTGGA
+ATAAATACCAGTCTGGTAATTTCAATGCCCAGGATACTTCTTTGGTTAAGTGTGGTGATCAGTACCTGCG
+ATACTATCTTGTTGAAGCCGCTAACTGTGTTAGGGTGCACACAGTGAGGTTTAAAGAGTACTACAACAAG
+AAGTATCGCGAGGTACCTAAACACCAACATAAACGTGCCCTCGTCTTAACTGCTAGAAGATTAATCCCTC
+TGATCTTTGCAATGCTCAGCAAAGGTCAAATATATCAAGAAAGAGGTGTTGTTAGTATTTAAATACTCTT
+TTGTTAAAAATTAATAAAGAACTCTATTTTGGAACTTCCAATTCCATTTATTGGCATGTTGGAAGAAGGG
+TATTTTTTTGTCTTTTTGCCCTTTAAATGCCTCAAAAATTTTTTAATTACCCCCTTGACATTTTACCGTT
+TGTCTTTAAAACTTTAAATCTCTTTCATTTATCTTCAGTAGCTTCAGTGTCTTTTCCCACAATTTTCTCT
+GAACTTCTCTGTCGTAAGTAATAGGTTTTGACTTTGAGGGCTTGCCATTGTCAAAATACACTCCCGTAAC
+ATTGTGAGCCTCAATATATTTTATTGCATCAATTACATTTTTAGCCCCTTCCTCTATGCTTGCCCCAATC
+GCTCCCCAATTTTCCATCAAAAGCTTTGTATTTATAACTCCTGGATGTAAGCAGTTTACATATATTTTGC
+CTTTCAACATCTCTGCAAGATAATAGGTAAATAAGGTTATATACAATTTAGAAAGGGAATAAGCTTTGTA
+TCCGTCGTATCCTTTTTCAAGCTGCAAATCTTCAAACTCAATTGAAGATGCATGAGCCATAGAACTTACA
+TTAAGCACATATTTTATATCTACCCCTTCATTAATCAAGGAAATCGTGAGGTAAAAAGGTGCCAGATAAT
+TGACCATAAAAGTTCTCTCAAAACCCTCTTCAGTAACTTTTCTTTCCTTTTCAAAAGTAGCGGCATTATT
+TAAAAGCAGGTCTACTTTTGAAAAATTATCTTTTATCTCTTTTACCAACTTCTTTAAATCTTTCAAAGAG
+GAAAAGTCAGCTTTTATTTTAAAAACACTTTTTCCTGTCAAATCCCTTATTTCGTCTGCAACTTTTTCTA
+GTTTAAGTTCGTTTCGCCCGTGGATTATGACATCATAGCCGTGAAAAGCAAGCCTTTTAGCTACTTCTCT
+TCCTATGCCATCCGTAGCCCCTGTTATAAAAGCAATTGCCACAAAAAATCCCTCCTTTTTCTCCCATAAT
+ACCACAATAGATAACAATTATCAATTCAAATTAATCTCTAATTTGCTTAAGAAAAAAGCAATCCAAGATA
+AACAGTCCTCTCCTCCTCAGGTGCTATTTCCAAAAAATATAGGTCAAAGCCTATGCCTCTACCGCTTCCA
+ATAAAACCTATTAATCTGTGTAAGCAATTCCTGCAAAGCCGCCGCTTAAAGAAAAAATGAGGAACTGTTT
+CCTGTATGGAAATCTACTCTGAAAACGTCCAAATGCCCAGTTAAAAGCCACAGGAGCTCCCAACATCACT
+GAATATAACACCCCAAAGGCTTATCGGACGATTTTATCCCCTATTGCCCTTTTTAAAAAGCCTCTTTATA
+AGTATTGCTGGAACAAACGCAAATATCCCAAAAACCACTCCTAATTCATCTTTTAAATTGCTATTAGAAA
+AAGGTTTACCTGAAATCCTCATTCTTAAAGCGTGGAAAGCATTGCCATGAGTATTTCCTACCATGATAGC
+TCTTATAGCCTTCATTATGCTGTAGGTATATTCCTCTCCATAAGTCTCTAAAAGCCTCTTATAAGCTTCT
+GGATCTGGATTGCCCGCAGTTTCAGCATAATGCTCAGCAAACATCAGCGCTACCACCTGATCTTCTGGCA
+CATCCCCAAACTCTCCATTTAGCAACTTTTTAATCTCTTCATTGGACATACCAGATTTTAAAGCCATCTG
+CGCGTGAAAATAACTGCAATACGGACATCCATTCACCTGCGTCACTGCTAACATAATTCTCTCCATGAAA
+TCCTTGCTAAGCTTCACTTTTTTTGAAGGCTTAGAAAGTCCTCTATCTGTCAAAAAATCCTCCACAAATC
+TATAAAAAGTCTTTACATCGTAAAACCTATGTCCTTTTTCCTCTGTCATTCTTTTTCTCTCCTTTTACGC
+AAATTTAACGTCCTAATGCAATTATACTCTATTTCCCAAAAAACAAAAAATTTGTCACACATTTAACCAA
+ATATCACTTTCCCAGCTTCTTTTAAAATTTCACTCTTCATAAAAACCTTTTTCACAATCTTTTCTATCAC
+ATTCTCTTCTCCCTCCATTACTGCCTCTGTCTTAACCTTTTCCCTAACTTTCTCCATTAATTCGCCATAA
+GTGTAAATTTTAAATCTATCTATCTTGTAAGACTCAGCTAAATTTTCTAACAAATATAAAAATATTTCTT
+CATAACTAGAACTAGCTCCTAAATTCAAAATAGCAGAAAGCCTAGGAATTATAAATTCAAAAAGAGCCCT
+TTTGTCAGGCACTTCTTCGCTAATATCAAAAATCTCTTTTAGTTTTTTTACTTTCTTTTTCTCCAAGTTC
+AAAAGATAATGGATAAAAAATTCTTCTTTTTCATCCTCTTTTATGTAGTATTTACTGCCCTTCAACCTTC
+TTAGAGCCTTCAAACCATCGTAATAACCTAATGTAAGATTATACCTGGCAGTTTCCTTATCAAATTCTAA
+AATCCCTCCCAAATCCTCTTTTGGAGAGATAATAAGCACATTAAGACCTGTAAAATCAATTTTCTTTATA
+ATTCCAAAGCTTCTTGTCCTTATAATTATTAAATCCTTATACCCCTTATCTATGAGCAAATTGGCAGGAA
+GGTTGTTGTACACACCCCCATCTAAAAAACTTTTCCCATCAATCTTTTCTCTTTTAAAAACCGGCAAATA
+AGCACTTGCCATCAAATAGTCTATAAGCTTGCCGTAAGGTATATCTTCAATGTAAAGTTCCATCGGTTTT
+AAATCGCTTAAGGACACTGTCACAATAGCAAAATCCTTCCTGAATTTCTTATTTTCTCCTCGTCTAAAAC
+TTCTTCTAACAGATTTCTTAAAGGGGTTATGTCCAAACCGCCTTCCCTTATTATCCCCCTCAACCTCTGT
+ATCAGAAGAAGAATATCTTCCCTATCCAACTTTCCTTTCTTAAATTTCTCTATCTCCTCATCGCTTGCTT
+TTATCACCCTAGAGTAAGAGATATTTTCCCATATTTCATAAGCTTTATCAAAATCTCCTTGAACTAGAAT
+TGCTCCGTTAAGTGCTCCAACGGAAGTCCCTGCAATCCCTTTTACTTCTATTCCTTCCTCAATTAATGCT
+TTATAAACTCCAATCTGATAGGCCCCTCTTGCTCCTCCCCCTTCTAAAACCACTCCGTACATACTTCTCA
+CCCCTTTTTGCACTTACACCATAAAAGTATACCATACTTTACCTGGGAAATAAATAAAAGCAGATGAGAC
+CACCTGCTTTCACAGTTCAGGCATATCTTGAATATCAAGCATCTCTCCTGCAGCTACTTTCTTTTTTATT
+CAACCTCTCACATAAATATTTATCAAATTGTAAGACTCTTCAACCTTTTTATTCTCTCTTCAATTGGTGG
+ATGAGTTGCAAAAAGATATTCTACTTTTCCAAAAGGGTTTGATATAAACATGTGGGCAGTGGCACTGGAA
+GCAGTTCTCATCGGCCTTGTATAATTTCCTATCTTTTCTAAAGCGGAAGCGAGTCCGTAAGGGTCCCTCA
+CAATGTAAGCCCCTGTAGCATCCGCCAGATATTCCCTTTGCCTTGAAATAGCCGACCTTATTATTAAAAC
+TACTATAGGTGCTATTATAGAGAGTATAAGCCCTATTAGGAGAAGAATAATGCCAAGGTTGTCATTTTTA
+TCTCTTCTTCTTTCCCCTCCTATTCCCCACCACATGCTTCTTAAAAAGACATCCCTTAGAAGTATGATGA
+GCCCAGCTACTATTGCTACCACGGTCATAAGGAGTATATCTCTATTTCTTATGTGAGACATCTCATGGGC
+TATAACTCCCTGCAGTTCTTCCCTATTCATCATCTGCAAAAGCCCTGTAGTAACACATATGGAAGCATGT
+TTGGGGTCTTTTCCGGTAGCAAAAGCGTTTGGCTGAGGTTCATTCATTACATACACTTTCGGCTTAGGCA
+CTCCAGCCGCAAGAGCCACTTCCTCCACTATGTTGTGAAGTACATAAAATTTCTCCGGATCGGCGGGCAC
+AGCTCCTACCGACGTTAAAGCTATTTTATCAGACTGCTCATAGGCTATCCAGTTGTATAGCACAATAAAA
+ATTGCTAAAAAGATGATGCCTGTAATTCCCCAGTTAAAATACCAGACAAAAAAATAGCCCACTGCAAAGA
+GTATGAGGGAAAAGAGAACTATAAAAAGATATGTTTTCCTCACATTTTCTGCCTGAAGTTCATACAATGT
+CCTCTTTGTCATGCGCATCATCCCTTACAATTTAAAATTGAACATTAATAGGGCCTCTTTCCCCTTCATC
+TACTGGGTAATATTCTTTTGGAGTCAAACCCATCATTTTAGCCACAATAGAAGCTGGAATTCTTTGCTGA
+GCCGCATTGTACTGCATAACCACATCATTGTAAAACTGGCGTGCAAATGCTATCTTGTTTTCCGTGTTAG
+TCAATTCTTCTTGAAGTTTTAAGAAGTTTTCATTAGCTTTCAATTCTGGATAATTCTCTGCAACAGCAAA
+TAAAGTCCTCAAAGCCTGAGTAATTTGGTTATTTGTATCTCCAACTTCCTTTACGCTTTCTGCCCCCATC
+GCTTTAGCCCTGAGTTCTCCTAATTTTTCAAAAATCTCTCTCTCATGAGCTGCATATCCCTTCACTGTGT
+TTACAAGATTTGGTATTAAATCGTACCTCCTCTTTAACTGAACGTCTATCTGCGCCCAAGCATTTTCTAC
+TCTGTTTCTCAAATTGACAAAACCGTTGTAAGTCAAAATAAACCACAGCACTATCACCGCAATAATACCC
+AAAATTATCCACGTCATCTGGAATGCCTCCTTAAAATTCTCTGCAACTTAATTTTATTATAACCTTCCAG
+AAAAAGCAACAAAATTAAAATTTTTTTAAGTCCTTGTAGGACTTAAGTCCATAAGCTGATTCTGCTTCTT
+TTACAGCTCTTACAATGGCCCTCTCCACTGCTTTAACTGCTAAAACGCCTACTGAAGTGGGGTCTACCTT
+CACTTTCCCTGTTGCCATGACAAAAATTGTGTCACCATCAAACATGGTATGTACAGGCTTTATAGCTCTT
+GCATATCCATCATGAGCCATTGAAGCCACTTTATTAGCTTCTGCCTTACTTAGCATTGCATTTGTGATTA
+CAACTCCTATCGTAGTATTATTGCGAAAAACACTTTTCTCTCGGCCAATATTCTCTATAATCGCTTCCTC
+TGTGCTTATTATCTTTTCTCCTTTTTCATCCAGCAAGCCCGCTATAACTTCCCCGGTCTCCGGGTCAAAG
+ACATCTCCCAGTGCATTTACCGCTACCACCGCTCCAACCTTGAGCTCTCCTGCCTGAAGTGCATAGCATC
+CTAGCCCGCTTTTCATAGCCCTTTTAATCCCCAAAAATTTTCCTACCGATGCTCCTGTTCCCGCTCCTTT
+ATTCCCATAGGTAAATTCTCCTTTTTCAGCATTTACACAGGCTTTGTATCCCATTTCAAAATCCGGCCTT
+ATATAAGGATTTCCAACGGCAAGGTCAAAAAGTATAGCACTGGCAACTATAGGTATTTTTAAAACACCTG
+TATCAAACCCTATCCCCTTTTCTTCCAAATACCTCATAACCCCAGAAGCCGCATCAAGTCCAAAAGCAGA
+GCCCCCTGCTAAAACTACAGCATGAATCTTCTCTACAAGATTTTCTGACCGTATAAGGTCTGTCTCTCTT
+GTACCCGGCGCTCCTCCTCTTACATCCACTCCTGGAGTAGCCCCTTCCTCGCATATCACTACAGTACAGC
+CTGTGCCTGCTTCCACATTTTCTGCATTGCCTACTTTTATCCCTTCAATTTCCTTTATATCAATCTCTCT
+TATTGACATCTAACTACCTCCATTTCCAAACTAACTAACATGACTGTCTTCTCTCCTTAACTCTTTTCAA
+GAAGCCCTACTAACTCCACATGATAGGTGTGAGGAAACATGTCTATCGCCTTTACCTTTTTAACAGCATA
+TCCTTTGTCGACAAACAACCTTAAATCTCTTGCAAAAGACTCTGGATTGCAGGAAACATAAATTATCTTC
+TCAGGTTCAAAATTTACAATGTCTTCTAGCGCTTTTGGATTAACCCCTGACCTCGGAGGATCTACTACCA
+CTATATCTGGCTTCTCTTTTATTTCTCTCAATTTTTTTGACACGTCCCCAGCTATAAATACTGCATTTTC
+AAGGCCGTTTAAGGCAGCATTCTCCTTTGCCGAAAAAACTGCTTCTTCAACCAGCTCTATTCCTATAACT
+TTTCTCGCCAAAGGAGCCATTACTATACCTATAGTTCCTGTGCCACAGTAAAGGTCAAATATAGTCTTAT
+TAGACACATCTCCCGCAAATTCTCTAACTGTAGAATATATCCTCTCAGCACCATAGGAATTCGTCTGGAA
+AAACGAAAAAGCGCTTATTTTAAACTTAAGCCCCAGCAATTCCTCTATCAAATAGTCCCTTCCATAAAGG
+ACTTCCAGTTTTTCGCATATAACAGCATCAGACCAGGAATCATTGTAAGTGTGAAGAACCCCTACCAAGG
+TACTAGAAAAATTTGCACTTCTATAAAGTTCTACGAGGTCATCAAATTTGTGTTTAAGCTGAGTCGTGGT
+AACTATATTTATCAAAAGTTCCCCGTTTTTTGATGCCTTTCTCACCACAAGATACCTGAGATATCCTTCA
+TGGGTCTTTTTATCATAAAAAGGCAGGTTCTTTTCTAAAGCGTAATTGAAAGTGAGTGAAAGGGCTTTAG
+TAAAATCCTCGTCGACTATATTGCACTTATCAGTCATAACTACATCATAAAATTTTCCTTTTCTGTGAAG
+GCCTAAAGCTTTCTTCCCTTCCCTGTCAGTGCCAAAAGTATACTCCATTTTGTTTCTGTAGCCGTATACT
+TTTGGACTTCTTTCTATTCCCAAAAATTCAAAATCCTTTATCCCTTCTTTTTCAAGCAATTTTAAAACCA
+CATCTTTTTTTATTTTCAACTGATTCTCGTAAGAGAGATTTTGATAAGTACACCCCCCACACTCCCCAAA
+ATGAGGGCAAGGGCTTTCCACTTCAAAAGGGGACCTTTCAATGACCTCAACAATTTCTCCTTCTGCTCTT
+CCTTTCTTGCCTTTTTTGACCCTAACAGCAACTCTTTGACCTAAAATTCCTCCCCTTACTTTTAGAGGTT
+TTCCTTCGCAATACCCTACCCCATAGCCTTTAAAATCCATCTCTTCAATTTTTACTGTGACAATTTCACC
+TTTCGCCATTCTCCTATCCTCCTTCTTACACTAACATTATACCCCAATTCCTCCGATATTTCTAATGGGA
+ATTTTCAAAAAACCTTTACATAAACTAAATAAAATTGTATACTAAGATTTGGGCAAAAAATCAAACGAGG
+TGATCTAAATGGTACCTGATACTGTCGCAGGAGCCATATACCTTTCTATAGTAGATATGGTGCTGCTATC
+TTTGCTTTTACTCCTCATAGGTTTTATCCTCTCAAAAATATTCCCTTTATTCGGAAAACTGGAAAAATTT
+TTTAACACCAAAAAATAGAAGGAGTGTAGCAGATGAGGTTTTTATTAAAGCTTTTTGAAGACATGCTTCA
+AACTACGGGTCTTATTCACCTCACTTGGGGGAATATTTTGCTTATATTTGTAGGAATAATTTTGATATAT
+TTGGCAATCGCAAAAAAGTATGAACCCTTTTTGCTACTTCCTATAGGGTTTGGCAGCATAGTAGCTAATA
+TACCTGAAACAGGTTTATTGGACCCTGGAGGACTCATACACTTTTTTTACCTTGGGGTTGAAAAGGTTAT
+CTATCCTCCTCTCATATTTTTGGGAGTAGGAGCAATGACAGATTTTGGACCTATGATTGCAAACCCCAGC
+ATAATGATACTCGGGGCTTTTGCTCACATTGGAATATTTATCGCTTTAATTGGGGCAAAACTCTTAGGTT
+TTAGCATATTTGAAGCGGGCGCAATAGGGATAATTGGAGGAGCAGACGGCCCAATGGCAATCTATGTAAC
+ACAAAAACTAGCACCGCACCTTATGGCGCAAATCTCAGTAGCCGCATACTCCTACATGGCTTTAATGCCT
+TTAATACAACCACCTATAATGAAACTTCTCACCACAAAAAAAGAAAGGCAGATAATGATGAAACAGCTTC
+GCCCTGTGTCAAAAACAGAAAAAATCATTTTCCCCATATTTATAACCATTCTGATAGACCTGCTACTTCC
+TCCCATAGCCCCTCTTATTACCATGTTCATGCTGGGAAACCTTTTAAAAGAATCGGGAGTTGTTGACAGG
+CTTGCAAAAACGGCAAGTGGCGAATTTATGAACGTTATAACCATTCTTCTGGGAGTATCAATAGGTTCCA
+CCATGAGAGCAGACACCTTCCTCACTCTAAAGACGCTTGAAATCCTTTCTCTTGGACTAGTTGCCTTTAT
+GACTGGCACTGCAGGAGGAATTCTGGGTGCAAAACTTTTAAATAAACTCTCTGGGGGCAAAATAAATCCT
+CTCATAGGCTCTGCAGGAATAGCTTCTGTACCAATAGCCGCAAGGGTATCTCATTCAGTGGCTATAAAGG
+AAAATCCTTACAATTTCCTAATAATGCACGCTATGGGTCCAAACTTGGCAGGGGTTTTTGGGACGGCAAT
+AGCTGGCGGAATTATGCTTGTGCTTTTAGGTGTTCACTAGATTTTTATCACTAAAAGACATATCAACGAA
+TAATATACTAGTAAGAATATATTTTGGGGGGTAACAAATGTACAATCAGATATATTACCCAAAAAGCTTC
+TTATCAGAACAGAGCCCGTCTATAAAACTGGCGCAGGCATATGTTCCAATTCAAAAATATGTTTCAATTT
+ATCCTCCAGAAGAAGCCTTAAAAAAAGGAACTGTATTTCCTGAGTTAGATTTTCCGTATGTAGGAGAAAA
+AATGAGGTGAAATGAAATGGACGCCAATCAATTAGACCTTCTTAAAAAAATCATGGAGTTAGAGTTTGCC
+TGCCAAGACTTAAATCTATATCTTGACACGCATCCAGAAGACCAAAAAGCTCTTCAAGATTACAATTATT
+ACTCCGGGCAGCTCGCCATGCTAAAACAGCAGTACTCTCAATATTACGGTCCACTAATGGTCTTTGGCCA
+CTGCCAAAGTCAATATCCATGGAAATGGGTAGAAGATCCCTGGCCCTGGGAAATAGAGTATTAAGGAGGA
+AAAAGGATGTGGGTATATGAAAAAAAGCTCCAATACCCCGCTAAAGTCTGCAAACCAGATATAAAAATGG
+CAAAATACCTCATAGCCCAGTACGGAGGTCCTGACGGAGAACTAGCTGCTGCTTTAAGGTACCAAACCCA
+AAGGTTTGTAATGCCAACCGGAAGGTCAAAAGCAATTCTCACCGACATCGCCACAGAAGAGTTGGCTCAC
+CTTGAAATAATAGCTACACTTGTTTTCAAGCTTTTAAAAGGAGTCCCTGCAGAAGTACTAAAAAGAGAAG
+GATTAGGTGAGTACTACGTTGAACACGATAGAACGCCGTTTTATGTAGACACTACAGGTATGCTCTGGAG
+CGCCGCCTATATACAGGCAAAAGGAGACCCCATAGCAGACCTTCACGAAGATATGGCAGCAGAAGAAAAA
+GCCCGTTCCACTTATGAACACTTGATAAATTTGACAGATGACCCTTGTGTAAAAGACACTTTGCGCTTTC
+TAAGAGAAAGAGAAATAGTGCATTTTCAAAGATTCGGAGAAACATTGGTGCACATTCAAGAATACCTCCA
+GAGCAAAAGATACTTTTAAAGAAGGTAGATGTATGTCACTGACATACATCTACCCATTCTCCTTCTACAA
+TTTTATCTAAATCTTCTACTTTTACTTCTACAGCTGCATTTACATCGCCTGCAGCAGGATACACAATTTC
+ATATTCTTTTAATGAAATATCATAATACACCTCAACAGGATTTTTCAGCCCATATGGACAAACTCCTCCA
+ACAGGATGCCCCGTCACTTCAAGCACCTCTTCTGGCGAAGCCATTTTCGCCTTAGCTTTAAAGGTTTCTT
+TGAATTTTTTGTTATCTATCCTTTTGTCACCGGCTGTCACTACCATAATGTATTTATCTTTCAACTTAAA
+AAGCATAGACTTTGCTATTTCACCGGGAGTAACACCTAAAGATTCTGCTGCTTTTTCTACAGTGCTGGTA
+TCTTCAAAAATTTTTACCTCCAAATTTATCCCTCTTGACCTAAAAAAATCTCTAACCGCCTCTACTGACA
+ATTTCATCACCTCAATATGCGTATTTTAAAAACTGCAGGTCTTACAAACCAAAGCGTTCTTTAAGAAAAA
+TTTATCAGCAATTTTTACAGCATCCTGTGCGGTCTTACCGTAGTAATCCGCTCCTATTTTAAAAGCGTAC
+TCTTCTGTTAAAACTGCTCCACCAACCATCACTTTCGCTTCAGTATTCTCTTTAAGCATTTTAATAATTT
+TTTCCATATTAAAAAGAGTAGTAGTCATAAGAGCACTCAACCCTACCAGAGGAGCACCTGTCTTTTTCAC
+TTCCTCCACTATTACCTCGCCTTTTACGTCTTTGCCAAGGTCAATTACCTCATACCCGTAATTCTCTAAC
+AAAACCTTAACTATGTTTTTCCCTATATCGTGTACATCTCCCTCCACTGTTGCTAAAATTATTTTCCCTT
+TTGAAGCAGTGCCTTTTGGAAGCTTTTCCTTTATCAATTTAAAAGCACTCTGCACGACCTCCGCAGAACT
+CAAAAGCTGTGGCAAAAAGTATATACCTTTTTCATACCTGTCCCCTACTTCTTTAAGCGCAGGTATTATA
+ATTTCATCCACTAGTGAAAGGGGAGGGTTATCCTCAAGGAGTGCCATTACTATTTCTTCAACTCCCGACT
+TTTTCCCTTCTAAAATCTGATCATACAGCTTTTTGCTAAAATCTTCCTCATGTCTTTTTATGACTTCTTC
+TTTCGGCTTTACCCTTTGCCCATACACTTTTAAATAATTTTCACTTCCTTTATCTTTGTTAAGCAAAACC
+ATAGAAGCCCTCAAAGTGTCCATCAAGGATTCATCGCAGGGATTTACAATAGCCGCAGTAAGCCCGTGTG
+AAGCTGCCATGGCCAAGAAAGTCGAATTTATGAGCTTTCTTTCAGGCAGACCAAAAGATATATTGCTTAG
+CCCTACAACCGTGTTTACACCCAATTCCTCTGATATTATTTTCATCGCTTCTAATGTTTCAATTGCTGCT
+CCTTGTTCTGAGGAAACAGTAAGCACCACGGGGTCTATTATCACATCTTCCTTAGGAATTCCGTACTCTT
+CTGCTTTCTTCAGTATTTTTCTGGCATTTTCAACCCTCTCATGTCTGTCCTTTGGCAATCCCTTATCCCC
+CACTGTAAGCCCAACTACACATGCTCCGTACTTTTTAACTATTGGCAATACTTCTTTTAAGCTCTCTTCC
+TTTGCATTAACAGAATTTATTATAGGCCTTCCTCTTAAAATTCTTATCGCTTTCTCTATAGCTTTTACAT
+TGGTACTATCTAACTGCAAAGGCAAATCCACCGCCTTTTCAACTTCAAACGCTACCTTTGGCAACATTTC
+CTCTTCCTCTATCCCAGGCACCCCTACATTGACATCTAATATTTCGGCCCCGCACTTTTGCTGCTTCAAA
+GCTTCCTCAACAGCTAAATTGACATCTCCTGACAAAAGAGCTCCGCTTAATTTTTTCTTTCCTGTAGGAT
+TAATCCTCTCTCCTATCACCCTTAAAGGGTATTCTTTGCCTATAAAAACTGTGCGGGTATTTGAAGACAG
+AGCTGTAAATTTATTTTCCAGCTTTTTAGGCTTTAAATTTTCTACAGCCTTTTTTACCAGTTTTATATAG
+TATGGAGTAGTACCGCAACAACCTCCTACTATACAAGCGCCTTTTTCAACAAGTTGTGGAAAGAAACTGG
+CAAATTCCTCAGGTTTTAAATCGTAAACTGTTTTCCCGTCCCTTATGACAGGCATACCGGCATTCGGCTG
+AGCAATTATGGGAATACGCGCCACTTGAGCCATCTTTTCAACAACTTTTACCATTTTATCCGGCCCTGTA
+GAACAGTTAACTCCTATTGCATCAAGTCCCAAACCCTGTAGACTTACTACTACCGTCACAGGGTCCGAAC
+CCATAAGTGTTCGTCCGTCTTCCTGAAAAGTCATGGTACATATGACCTTCATATTGGTGTTTTCCTTAGC
+TGCTAAAATTGCAGCTTTTGCCTCCAACATATCTGACATGGTTTCTATGATCACAATGTCTGCTCCTGCT
+TTTTCAGCGGCTACTACCACTTCCTTGAAAACCTCATAAGCCTCATCAAAAGTCATATCTCCAAATGGAG
+CAAGAAGTTCACCTGTTGGGCCAACAGAGAGGGCTACTGGACGATCTCCCGCCGCCTTTCTCGCTATTTC
+CACCCCTTTCGTTACAATCTCTTCTACTTTGTCCTCAAGTCCGTATTTTGCAAGTTTTATTCTGTTTGCC
+CCAAAAGTATTAGTCTCTATGACTTCGGCTCCAGCCTCAATATAGGCTTTGTGTATGTCAAAAACCACCT
+CAGGCATTTTTAAGTTTATATACTCAGGGCATTCCCCGGCTTTAAGTCCCCTTTCCTGAAGCTGTGTCCC
+CATAGCACCGTCAAAAACGACAACCCTATTTTCACATTCTTTAAAAATATCTACCACTTTCATCCCCCCA
+TTACTTCGTCTCAGCCTTTTTAGCACTTATAGCTATTCCTTCCACTTTAGAGATTATATCAAAAACAAAG
+TCTACACTTCCCATGGGCATTATGTGAATCCCCGCAACTTCACTTTTTATGTTCTTTATAAACTCGGCGG
+ATAAGTTTATTCCTTCCTCTTTTCCGCCATGTTGGAGCCTTTTTATAACTTTTTCTGGTATTTCAATCCC
+TGGCACTTTCTCCATCAATCTTAAAGCCATTTTATAGCTTTTTAAAGGCAGTATTCCCACAAGGACAGGT
+ACTTTCAGATCTTTTACTTTGTCCAAAAACTTAAAAAGAATCTCCTCATCATACACCGGTTGGGTCTGTA
+TAAATTCAGCTCCTGCTTCTACTTTCACATGCAGCTTTTCTATGGCCTCATCCCTCAAGTCATTCGGATT
+GGCAGTAGTTCCTGCACAGAAAGAAGTAGGATAATCGAGCTTATTCCCATTGTAATCAAAACCTGAATTC
+AAAGCTTTTATAATCTTCAAAAGGCCTACAGAATCTACATCGTAGACTCCCCTCGCTTGGGGTGTATCTC
+CCAAAGAAGGATTATCACCGGTTAAAGCTAGTATATTTCTAACCCCCAGGGCGTAAGCTCCTAAAAGCTC
+TGATTGAAGCCCTATGAGATTTCTATCTCTGCAGGTTAGATGAAAAATAGTTTCAATGTTAAGGTGGTCC
+TGAAGTATATGCGCCAAGGCTATGGGGCTCATCCTCATATTTGCCATCGGTGAATCAGTTATATTGAGAG
+CATCTGCCACACCTTTAAGTTTTCGAGCTTCCTCGATAGTTTTAGTTACATCTATCCCTTTGGGGGGAGA
+AATTTCCACAGTTATTACAAATTTCTTTTCTTTAAGTTTATTACACAGCTTTTCATTTTTCAACATTTAA
+TGCCCCTCCTTTTTTAAAAATAAAAAAGTCCCTTCGCTAAAAGAAGAGACTACAAGAATCTCTCATCTTT
+CAGCGAAACCGCTGCAGGAATTGGCACCATGCCCTAAGGCTGGTTGCCGGGTTTCATCGGGCCAGTCCCT
+CCACCTCTCTTGATAAGAGATTTTAAAGTATTAAATTGTTAAAATTATTTACTCTTTATCATACTACCTT
+TTTACTTTTATGTCAATAGAAAATTTTCAATTTCATCCGCTCCTCCATTTCTTTTTTGTGCAAACACTTG
+CATAACCAGAGGTTTAATATTATAATATAGTTAACTACTGTTGCAAATAAGGAGGATTAATATGGAAAAC
+AAAAAACTGCCAAGAGTAGCTTATTTCTGCATGGAATACGGCCTTGAATCTAACTTCAAGCTTTACGCTG
+GAGGTTTAGGCATTCTAGCAGGGGATTACCTTAAAGCCGCAAAGGAAATGGGTCTTCCAGTCGTAGGGAT
+AGGAATACTTTGGAAACAGGGTTACACTGAACAGCATATCGGTGAAGACGGCTATCCTTACGATGCATAC
+CGCAATTATACCCGCAATTACGACTTTTTAAAAGACACAGGGGTAAAGGTCAAAGTAAAGATAAGAAATA
+AAGATGTCTACTGCAAAGTCTGGCTAGTGGATAGTTTTGACAATGCCCCTTTATACCTCTTAGACACAGA
+CATTCCTGAAAACGGCGACAGATGGATAACAGGCCAGCTTTACGGATGGTTTGGTGAGGAAAGGGTTGCG
+CAGGAGATTGTGCTAGGAATTGGCGGTGTAAGAGCTTTAAGAGCCTTAGGAATTGATGTTGACATCTACC
+ACTTCAACGAAGGGCATGCAGTTCTGGCTGGTATTGAGCTTATAAGAGAAAAAATGGAAAATCAAGGGAT
+GTCTTTTGAAGAGGCTTGGGAAGCCACCCGCAAAGAAATAGTTTTTACAACTCACACCCCTGTAAAAGAA
+GGAAACGAATCTCACGACTTGGAACTTTTAATGTACATGGGAGCAAACAACGGGCTTACTATAGAACAGT
+TGGCTCAAATAGGTGGGGTACCTTTTAACATGACTGTAGCAGGACTAAGACTTTCTAAAATTGCAAACGG
+TGTATCAAAATTGCATGGCCAAACTGCTAACAAAATGTGGCAACATATAGAGAACAAAGCCCCCATCATT
+TCTATAACCAACGGAATTCATAGAGGTACGTGGGTGGACAAGAGGATAACAGAAGCTTACAAAAAAGGAA
+CAGGTCTTTTGGAAACCCACAACCTTTTGAAAAAAGAGTTAATAGATTTTGTATATAAAAAGACAGGAGT
+GAAACTAGACGCAGACAAACTCCTTATAGGTTTTTCAAGAAGAGCTGCTCCTTATAAAAGAAGCGACCTT
+ATCTTCACAAATGAAAAGGCCATCGGTGAATATTTGAGAGACAGAAAAATACAAATTGTCTTTTCAGGAA
+AAGGCCATCCATTGGACGACGTGGGCAAAGAAATTGTCGCAAGAATTGTTAAGATGACAAAGAAATACCC
+TGAAAGTGTAGTATTTTTGGAAGACTATGATATGACGATCGGGAAAATGCTCACTCGCGGCGCAGACGTA
+TGGCTTAACAACCCAAGAAGGCCTCTTGAGGCAAGCGGTACATCGGGCATGAAGGCTGCAATGAACGGCG
+TTTTAAATTTGAGCATCCTCGATGGCTGGTGGCCAGAAGCCTGCATTGATGGAGTAAATGGTTGGCAATT
+CGGAGATGGGTTTGAATCAGACAACTTTGAGGAACTTGACAAGCACGATGCAGAAGCTCTATATGATGTG
+CTTCTCAATAAAGTAGTACCCACCTACTACAACGATAAGAAAAAATGGGAAGAAATGATGAAAGAAAGTA
+TAAGAACTACTTTTGAAGCCTTTTCTGCAAACAGAATGCTTCAAGAATATTATGACCTCATGTATACCAA
+ATAAAAAGTCCGGGTGAATGCCCGGACTTTTTACTATCCTCTTAATCTCCTTTCTAGTTCTTCCCTTTCT
+TTTTCAAATCCTGGTCTTCCTAAAAGTGCAAACATGTTTTTCTTATAAGCTTCTACTCCCGGCTGGTCAA
+AAGGATTAACGCCATTTATATATCCGCTTATTGCACAAGCCATTTCAAAGAAGTAAACTAAATTTCCAAA
+GTAGAAAGGAGTTATTTCTGGAATGTTAACCACTAAATTGGGCACTCCTCCGTCTGTATGAGCAAGAAGC
+GTCCCCTCAAAAGCTTTTTTGTTTACAAAATCTATCGTCTTCCCTGCCAGGAAGTTAAGCCCATCTATGT
+TGTCTCTATCTTCGTTTATGATGATATCTTTCGCAGGTTTCTCCACATTTAATACAGTCTCAAATATGTT
+TCTGCTGCCTTCCTGTATGAACTGTCCCATAGAATGAAGGTCAGTAGTAAAATCTACAGAAGCAGGGTAA
+ATCCCTTTTTGGTCTTTTCCCTCGCTTTCGCCAAATAACTGTTTCCACCATTCAGCAAAATAGTGAAGTC
+TTGGTTCGTAATTTACCAGTATCTCTATGGCTTTCCCTTTTCTGTAAAGAATATTCCTCAAAATAGCATA
+CTGCATGCTTATATTCTCACTTAAATCTTCCTTTGTGTATACAGTTGAAGCCTCATATGCTCCTTCCATC
+ATTTCGTCTATATTTATACCCGCTACTGCTATAGGCAAAAGTCCTACTGCGGTGAGTACAGAATACCTTC
+CCCCTACATCATCAGGTATCACAAAAGTCTCATACCCTTCGGAATCAGCTAATTTTTTCAAAGCACCTTT
+TTCTCTATCTGTAGTAACATATATTCTAGACCTGGCCTTATCTTTGCCGTATTTTTTCTCCATAAAATCT
+CTGAATACTCTAAAAGCTATTGCAGGTTCTGTTGTCGTGCCAGATTTTGAAATCACATTTATAGAGACTT
+CTTTGTCCGCTATGAGCTCTAGAAGGTCCTTTAAGTAGGTAGAACTTATGCTATTGCCTGCAAAGTATAT
+TTCTGGCGTGTTTCTTTTACCCTTTGGAAGTAGGTTATAGAAAGAGTGGGACAGCATCTCAATGGCAGCT
+CTAGCACCTAAATAAGAACCTCCTATCCCTATAACTACCAAGACATCAGAATCGGACTGAATTTTATGCG
+CTGCCTTTTTAATCCTTTCAAACTCTGCCCTATCATAGTCTCTAGGCAAATTTACCCATCCCAAAAAGCC
+ATTGCCTTGGGCATTTGCCTTCAACACCATCTCTAGAGATAATTTAGCATGTTTTTCCATATACTCAATC
+TCGTGAGGGTGAATAAAAGGCAAAGCTTTTGAATAATCAAAACTTATCAGCTTTTTCATATATGTAAACC
+TCCATTTTCTTTTATTTACATAATAATTTTATACCATAAAACTATATTGCACAAGTTTAGCAAAGTTAAT
+TCCTCTCACAATCTTTTTTGAGAATTACCCCTCATAGGATATAATATTATCTGGGAGGTGAAAATGTTGG
+AGGCTTTAGAAGTTTTAAAAAAGAGAAGAAGTGTAAGAAAATACATTGATAAACCCATCCCAAAAGAAAT
+TTTAGAAGATATCATAGACTGTGCAAGGCTTGCACCTAGTGGAAACAATGCTCAGCCATGGCACTTCATT
+GTCATAACAGACAAAGAAAAGCTCAAATTCATAGCAGAAAAAGCAACTTATGGAGACTTTATTAAGAACG
+CAGCAGCCTGTGTGATAGTATACTGCGAAAAAGACAATAAGCATCATTTAGAAGACGGTTCCGCTGCTAC
+GCAAAACATACTGCTTGCAGCTACAGCCTACGGAATAGGGTCCTGTTGGGTAGCGGGTTATAATAGAAGT
+TATGAAAAGGAAATAAATGAATACTTAAACGTGCCTGATAATCTCCGCATGATATCAATAATATCGCTCG
+GTTACCCTGCTGAAGATCCACAACCCAAATACAAAAAAGACCTTTCTGAAGTTTTACACTGGGAAAAATT
+TTAAGAGAAAGAGGGGTTAAAATTGTCAAAAGTAGTTGAACGTTTTTTGAAATATGTAAAATACCACACA
+ACTTCAGATGAAAATTCCAACACTTTCCCGAGTACAGAAGGACAGCTTATCTTTGCAAGAGAACTAGCAA
+AAGAATTAAAAGAATTAGGACTATCTGAGGTAGAGGTAGACGAAAATGGATACGTCACAGCACTGCTTTC
+TGCCAACACAGATAAAAAAATCCCTACCATAGGTTTTATAGCTCATATGGATACAAGCCCTGACATGTGC
+GGTAAAGACGTAAAACCACAAATAATTGAAAATTATGACGGAAATGATATAGTGCTAAACAAAGAAAAAG
+GCATAATCCTCTCTACAAGTGAATTCCCTGAATTAAAAAACTACATAGGAAAGACCTTGATAACAACAGA
+CGGCACTACCCTTTTGGGGGCTGACGACAAAGCTGGAATAGCAGAGATAATCACTGCAATTGAGTATTTA
+ATAAACCACCCAGAAATAGAACATGGCAATGTAAAAATTGCCTTTACTCCTGACGAAGAAATTGGAAGAG
+GAGTAGACAAATTCAACGTAAAAAAATTCGCCTGCGATTTTGCCTACACTGTAGACGGAGGAGAACTTGG
+CACCATAGAGTACGAAAATTTCAATGCTGCTAGCGCTAAAATAAAGATACACGGCAGAAATGTTCATCCT
+GGAACTGCAAAAGGCAAAATGAAAAATTCCATTTTAATAGGAATAGAGCTTCAGAACATGCTGCCAGAAC
+TAGAAAGACCTGAACACACAGAAGGATATCAGGGCTTCTACCACTTAAATAACTTTCAAGGCACTGTAGA
+AGAAACATCAATGTATTACATCATAAGAGATTTTGACAAACAGGCTTTTTCAGATAAAAAGGAGTATATA
+AAAAGCATAGTAGAAGCTCTAAATAAAAAATATGGAGAAGGTACAGTAGAGCTGGAACTTAAAGACCAGT
+ACTATAACATGAGAGAAGTTATAGAAAAGCACATGCACATAGTAGAAACTGCCATGGAAGCAATGAGGTC
+TTTGGGCATTGAACCAAAGGTGGTGCCAATAAGAGGAGGAACTGACGGAGCACGACTGAGTTTTATGGGA
+CTTCCTACCCCTAATTTGTTCACTGGAGGGCATAATTTCCACGGCAAATATGAATTCATACCGATCCACG
+CCATGGAAAAAGCAGTTGAAGTGATAGTAAAAATTGTGGAACTTTATGGGAAAAAGGGATAGCAAAAGGC
+TATCCCTTTAATTCTCTTTCAAAGAACTTCACAGATTCTTCTATCGCTTTTCTTTCCCATTCAAGGTTTT
+TAAAAGTATGGTCCGCTCCTTCTATAGTTACGCGGAAAGCATTATCCCCATATACTTCTTGAAGTATTCT
+ATCAGAGATCCTGTACTCAACGGCTTCATCGTTAGTACCGTGGACTATGAGCACTTTCCCCTCATAACCT
+CTTGACAGCTCAAAAATATTAAACTTCGCTATATCCTCCACAAAAGCTCTGTCAAGTTTTAGCCCTCCTA
+TATCTACATAGCCCAAGCTTTCCATTATTGCCCCATACTGTCTAGCTCCTTCTCCCATTATGAGTTCCGG
+CATATTAAAAGCGGGAGCCCATAAAACTAAGGCTTTCACATCCTCTTTTCTTTCTCTTGCTATTATTCCT
+GCTATAGCTCCTCCCATGCTGAGTCCCAAAAGACCTATTCTTTCTACATCCGTAGTCGGCTGCCTTTTAA
+CGAAATCTAAAATCTGTCGTGCATCCTCTAATTCACCGCTAAAGGTCATTTCACTAAAATCTCCGTCGCT
+TTCGCCTGAACCGTAAAAGTCAAACCTCACACTTCCTATTCCCACTTTTTCTAAAGCTCTTGACATCTTA
+ACAAAAATAAAATGGGACTCTACTTTATTTCCTGTAAAACCGTGAAACATAACTACCATAGGAACCTTTT
+CAGATACTCCTTCAGGAAGATGCAACATCCCCCTTAAGGTTTTCCTATTATATGTAAACTCTACAGCCTT
+CTGCACAATCTCACCCCCAAAAATTTCTTGTTTTAATTATACTACATATAAGAAAACTTTTCCACTAAGC
+CCTTATCTTTTCCCTCACTATATCTCCTTCCACTAAGTGACTGCATAAAAGAGGAGAATTAATATCAAAA
+TTTTTTACATTTTTTCTTATCGCTTCTCTACTTGAATTGGCATAACAGTATATGCATCCGTGAAGGCATG
+TATCATAAGTTCCTATGTCAACACTTTCATCGCATCCACAAAATTTTCTCTGGTTTTTATCTTTCTTAAC
+CTGTAATTTTTTCCCCGATATTCTCTCAATGAGAAATTTATCCACACATTTTGCAGGAAAAACTCCAAAA
+GGAGAAAGGTCTTCCTCTTCAGCACATACTTCTATTTTAATTCCATTTTCCTTGGCTATTTCATAAAATT
+TTGAAGCGACTTCTATCTTCTCCTCCCTACTTACGGGATGTGCTCCTATTTTTCTTAAATTTTTTTCTAT
+TTTAGGGTAAAAAGTTACAAAGCTTATTATGCACTTTTCCGTAAAGTCAGCTAAATGAGAGGTTAGCCAT
+TTAAAGCTATCTACATGATATTTGATATCAAATTCCGGAGTAAGTATTATTGGGTCATAGCGCCATATCA
+CTCTTTCTCGACCTATTGTTTTAGAAAGATTTTGAAAAATTTTTATAACTAAATCTTTGTCCGGGACATT
+TCTTTCAATTGCCTTATCGTATGGATTTAAAGTAAACAAAAAATAGTAAGGATATTCCTCAAGGAGATGC
+AGTTTTTTCATCATTCTCGCAGGATTTTTTGTCCAAAAAACAAAGCCCTCCACCCAATTCTTTGTCAGAG
+GAACTTTTGTCACTTGGTGAAAATTAAAAGGATTCCTTACCATAACAAAACCTTCTTCAAGTCTTTTAAA
+AAACCATTCACTATAAAAAGCTGGTATATCAGTCCTTCTGCTAGCACTTACTATCATACTTTCCCTCTTC
+TCACATACTCAAGCTTTTTATCAGCACTTTAACTTTATCACTGATGTTTTATTATGTCAATAAAAGTACA
+TGTGTTATAATACTGTTAGTGTAATTTTTGAACTATACATAAAACAGCGTTAAAGCTTGCTTTGTACTAG
+TTTTAGGGGGTGTTATATGAGTAGCAAAAAAGAAGTAAAAAAAATACTCAACTTGGCTTTACCTGCTGTA
+GGGGAAATGCTTCTTTACATGGTAGTATGGGTACTAGACACCATGATGGTGGGGCAGTATGGCGGAAAAG
+ACAGCGTTAGCGCTGTAGGACTAGCGTCAGAAATAATATACACTTTCGCTGCAATATTTGTAACAATGGG
+AATAGCCATAGGAGTTACCTCTTATGTTGCTCGAAGCATTGGAGCTCAGGAATTTGAAAAGGCAAAAAGG
+TATGCCAGTCAGGGAATCTTTTTAGGGATACTAGGCAGTTTTATAATTTCTTCTCTAATGTTCCTACTGG
+CAGAAAAAATACTAATCTTAGCTGGTGCAAGTGGAAACGTCCTTGCGCTGGGAAAAGTTTTTATGAAAAT
+AGCTTCTGTAGGGATATTCTTCAACATGGTGATGAGCACTTTAAATGCCATTTTAAGAGCTACAGGAAAC
+ACTAAGACTCCCATGACAGCTGCTGCTATTGTAGTGATACTCAATATTCTACTGGATTGGATTCTAATCT
+TTGGAAAGCTGGGCTTCCCTGCTCTAGGGGTTAAAGGGTCTGCTATTGCTACGACAATCGCCCATATAGT
+AGGATTTTTCTTTGTTTTATGGTATTATATAATCCAGAAAACCTTGAATCTAACTTTTAGAGATGTTTTA
+CAATATCATCATAAGTTAGCCATAGAAATAATAAAACTTTCTATCCCCGCCTCACTTCAGGAAGCAGCTT
+TTGATATAAGTAGGCTCTTATCTATTTTCATGATAATGCATCTGGGCACAGTGGCTTTTGCTGCAAATCA
+AATAGCTACAACTATAGAGTCTATTTCCTTCATGCCAGGATGGGGATTTGCTGTCGCTGCAACCACTATG
+GCAGGACAAATGGTGGGGGCAAAAAATTATGAAGGGGCTATTAGGTACACGAGAATTTCTGCCACATTTG
+CCGCCTCTATCATGGGAACAATGTCTTTACTCTTTCTCACAATACCCAAACTTTTAATGAGAGCCTTCAT
+AAACGATCCAGAAGTAATAGCAGTGGGAGCTTTATGCCTTATGGTAGCTTCAATAGAACAGCCCTTTATG
+GCTCTAGGAATGGTGTACGGGGGTGGTTTAAAAGGAAGTGGAAATACAAAAATTCCTTTTATCATATCCA
+CAATCTCAAGCTGGCTGATTCGATTGCCTTTAATGTACGTGGTCATATACATCCTTAAATGGGGAGTCGT
+AGCAGTTTGGTTTGTAACTGCTCTCCAGTGGTCTTTCGAAGGAACTGCCATGTACCTCTTCTTCAAGAGA
+GAGATAAACAAACTAAAAAGAGCAGTAAAAGGGTAACTCCCCTTTACCGCTCTTTTAAACTTTTTTCGAC
+TTCTTTTAAAGTTTGATATATTTTCTACATTCTTTCTACTAAGGCCACGCTTTCCACATGATAAGTATAG
+GGAAACATGTCAACAGGCTGCACCTCTACTGTCCTGTAGCCCGCATCTTCTAAATACCTTAAATCTCTGG
+CAAGAGTAGAAGGATTGCAGGATACGTACACGATCCTTTTCGGGTTTATACCCACAATAGCCCTTATAAC
+CTCCTTATCGCATCCATCTCTTGGCGGGTCAACTATGACCACTTCCGCCTTTACTCCTTCTTTGTAAAGT
+TTGGCTATCTCTCTTTCCGCTTTCCCCCATATAAACTTCACATTTTTCACTCCGTTCACTTGAGCATTTT
+TCTCTGCATCCTCTACCGCCTCTTTTACTGACTCAATTCCATATACAAAAGAGGCTTTCTTGGCTGCAAA
+CAAAGATATAGTCCCTATTCCTGAATAAACATCTATTACCACTTCTTTTCCCGTCAAACCAGCGTATTCA
+ATGGCTTTATCGTACAAAATTTCAGTTTGAATAGGATTTACCTGAAAAAAAGAAAGTGGAGATATCTCAA
+ATCTTAAATCTTTTATGAAATCCTCAATGGTATTTTTCCCATAAATTACAATATTCTTATTTCCTAAAAT
+CATCTTAGTTCGCCTGGTATTAATATTCAAAATAACACTTTTAAGCCCTGGCACTTTTTCTTTCAAGGCC
+TCTATCAGTTCTTCCTTACAAGGTATATCTTCTCCATTTATGACGATTATTGCCATAACTTCCCCTGTCT
+TAAAAGCGACCTTAGCTACCACGTGCCTTATTAGTCCTTTGCCTTTTTTCCTGTCATAAACGCTTATGTC
+ACATTCATTTAACCACTCTTTTACTACACTTACAACCTTGTTGCTCAAAGGATGCTGTATCAAGCAATTA
+TCTACAGGTACAATCTCGTGGGAATGGAAAGAGTAAAACCCCGTTATCTTTTCTCTTCCTATTTCACCTA
+CTACAAATTGCCCTTTGTTTCTGTAATTCAATGGATTCTCCATTCCTATCGCATAGTGAACTTTTGTATA
+AATCTTTCCTATCCTCTCTAGATTATCCTTTACCTTCTGAGTCTTGTATTCAAGTTGGCCTTTATAACTT
+AAGTGTTGCAAAGAACAACCACCACATCTATCAGCATACTGACAAAGAGGATTTACTCTATGCTGGGATT
+TTTCTAGTATTTTTACTGTATAACCTTTGAGATAATTTTTATGGACCTCTTCTATCTCTACAATAACTCT
+TTCTCCCTTTAAGGCTCCTTTCACAAAAACAGCTATTCCATCGATTCTTCCAACTCCCTCCCCCTCGTGT
+CCCATGCTAGTGATATCTACTTCGTATTTTTCACCTATTTTTACTTTATTCAAGGTTTCTTCCCTCCTCC
+AAAGAGTATTATAACCTATCGCAAAAAGAAAAAATATAGGGGGAGTTTTATCTCTCCCCTAATACATACC
+TTTTGTATACAATTTGTGGCATATCAACTACCTTCCCTTCTATGTTAGATGCAAAAAGCACCACATATTC
+CGCATGAGCCCAATTGAGAGGAGAAGCAGAATCTGTAGGAAGTCCTGTATCTTCCCAAATTTGCTCTGAC
+AAGACAAAACCTTCATTAGCAAAATTTCTCATATACTCTAGATAGTCATCTGCTTTTTTCCCTGCTGCAA
+TTTCGTACATCCCTCTCTCTCCTGTAAGAAGAGGCCATAATCTGCCTTTACCTTTGCCATGATAAAGTTC
+TCCTTTGGCGGGTTCACCATAGCCATCATGATTGTACCTGTACCACGAAGGCCCTTTAGGAGTATTTACT
+TTAAGGAGGCTATCAACTACCGAAATAGTATTCAATATCTTTGGGTCATCATAAGCTTTTACTCCTAACC
+TTACAAGCTCTAAAAAACTTGGATCTACAATCTCCTTCTGGTCATACACTCCTCCTCCGTTGGCAATGCT
+TATTAAAAAGTCGGCATCCGGGTCCGGTAAACCTGCAATTCTTATATAATACTGCCCATTGCCATAAGGT
+CCTTTCGTAGTATAAGTGAGTTTGTCTATCAACTCTTGCCATTTGTCAGCTGTCTCCAGATATTTCTTTG
+CCCTTTCCATATCTTTGTTTTGCTTCGCAATATCAGCAGCACAGACAAGTCCAGCAACTTCAGCTGCCAT
+AGTGGCAGGAGAATACCCTCCCGCTTCCTCCCACCTCTCTTGTCCTGTCTTAGGTCCTACTCTTACTATA
+AAATCAGCAAGGGGTTTTACCAATTTTTCATACAAATCGTATCTTTTAAGGTGATATGCCAGGATTATCG
+GGTCAGCCTGTTCGTCCATCTGAATCCCGTTCCAGTAAGGGTCTCCGTTTATCCAAGTGTTTTGAGGCAT
+AAATCCATTTTTTTCTACCACCATAGCTAGAAAATCCAAAGCCCTATTAGCCGAATCTATATCTTTAGCT
+GCAATAAAAGCATTGGCGATGTGGTATAAATCTCTTGCCCAAACTAAGTGATACCCTCCTTTATTCTCAT
+CCCCCTGTCCTTCTCCCCATGGAATTGAAAGGGAGGCAATAAAAGCTCCTTTGTTGGTTTTATCTTCACT
+CGCCTTTAAAAACATTAAACTGGTATAGTAAAGCTCGTCTGCCTCTCCACCAAAGTTTTTAAGCCCGTCG
+CAGTATTTATTCCATTCTGCTATATATATCCCAAGCATCCTGTCGTAACTGTCTTTTAAAGTACTAAGAG
+CCGTCTTTAACGCCTCTTCCTCACTTTCTCCAAAGGAAAGAACGGTTTTAAATTCCGTCTTGTCTCTTAA
+ATCAATCTCAATACCCTCAATTATATTCCCTTTAGCCCTATCGAACTTGTAAGTCATTTTCTTATTTTTC
+TTTAAATCGCTCACAGGGTCATTAACACCGTTATATCCTACAGAATAGCTCCCCCATTTCGCATCAGTCA
+TTAAGGCTGAATACACATTGTTTCTACAAGCCATAAATCCGTATTCACCATTCGCTTTTACAACATACCC
+CTCATTATCCGCTCCTTGATTAGAAATATGAGGGTCGTACACAAGATAAAGTTTATAATCTTCCATTTTC
+CCTTTTAACGCTTCAAATCTCACCTTCATGACAACAGAATTCCTTCTTGGGTCAGTAAATATCTCTTTTG
+TAATTTTATACCTTCCTCTTTTATCAATATTCACTAGCCTGTAAGCTAAAGACCTGTTGTTAATCTTCTC
+TACCTTGCTTACAGTGTCAGTTGTCTCATCAGCCACAAAAGTTTTGCCATCAGTAACAATAAATTTTAAA
+AACTTGCTGTTGGCTCTGTCAATGGTAGGATAGTAAATCTCAGAAAGGGCCCCCTGAGCTAAAGTAAACC
+ATACTTTCGATACATCATTATTGGCAGTGCCAATGCCCTGTTTTTGAGCTGTCGCCCATGTATCTCTCTC
+CCCTGGTCCTTGAGAAGCTTCGGTTTTATCTAAATGTTCAACCTTCACGTATGAAACATCAGAACACCCT
+GAAAGGACAAAAACTCCAATCACTATAAAAATCAACAAAATTCCAATCCTCTTCAACACTTTCTCCCTCC
+CCTTTAGAATTGTGCAAACGTTTGTTATAAAAATAAAAAAAGAAAAGAAAGTCGGTTACCCTCTAAAACT
+ATTATATCCAATTTTATGTAATATATACCTTAGTTCTTCTATTTACTGGATGCATTCTACAAGCATCTGA
+TACACTTCGGGCATGACTTTTTTCAAATTGATAGGTTTTCTTGTGCTGTCAGTGAAGGGATGCTCTGTAT
+AACCTTGAGCCAGAAGTTTTCCATCTTCTTTTCTTATTACTTCATACAAAAACTTTATGCGCGTTCCTGT
+AACAAATTCAAGGCGAGTCCTTATTATTATGAGGTCATCGTAAAAAGCAGAAGAGAAATACTTGCAATGA
+GCTTCAATCACAGGAAGCATTATATCTCTTTCCTCTAAATCCCTGTAAGTCATGCCTAGAGAACGAAAAA
+ACTCCGTTCTCCCAATCTCAAACCAGTGAAGGTAGTTAGCATAGTATACTACTCCCATTTTATCAGTTTC
+ACCATAGCGGACTCTTATCTCCGCATCCCAAATATGCATTCAAATCACTCCTTAAAAAGTAGAAAGAGCC
+AATCATTTTATGTTTACAATTCCTTTATACACCAGTCCTCTCGTGGTGTCAACAGTGACTGTCATCCCAT
+CCTGAAGTTTTGAAGTAGCTCCTTCACACCCTACAATCACAGGGATCCCCAAGTTAAGCCCAACAATAGC
+AGCGTGGGAGGTGAGCCCGCCTTCTTCTGTTATTATGGCAGAAGCTTTTTCAATAAGAGGCATAAAATCT
+CTCTCTGTCTTGGTTGTAACAATTATATCTCCTTCTCTAAACTTGTCTCTGTCCTTGCCAATGTCATGAA
+TTATGCACACAGTGCCAGTAGTAGATTTTGAACCTATACCAATACCTCTTAAAATCACATCTCCAACTAT
+GTGAACTTTGAGCATGTTTGTGGTGCCAGTCATGGCAACAGGTATTCCCGCAGAAATCACCACAATATCT
+CCATTCCTTATAAGCCCAGCTTTTAACGCACTTTCTATTGCAACATCTATCATTTCGTCTGTGGTTGACA
+CTTCTTTTGTCACTAAAGGATATACTCCCCACACGATGGAAAGCTTTCTTGCCACCTGCTCGCTAGGAGT
+AGTAGCTATGATAGGAGAGGAAGGCCTATACCTTGAAACCATCCTAGCCGTATAACCTGATTTTGTACAG
+GTTATGATAGCTGAAGCGCCTATATCTCTCGCAGTCGTGCAGGTAGCATGGCTTATCGCATTAGTAATGG
+AAACATTTCTCTCTGTACCTACACCTACTATATCTCTGTACTGGACGTAAACCTCTGTCTTTTCCGCAAT
+CCTGGCCATTGTCTCAAAAGCTTCGACAGGATATTTGCCCTGGGCCGTCTCACCTGACAGCATTATGGCA
+TCCGTTCCATCCAAAATAGCATTAGCAACATCCGTAACTTCAGCACGAGTAGGACGCGGATTTCTCATCA
+TGGAATCCAGCATTTGGGTTGCAGTAATAACTGGCTTTCCAGCTTCATTGCACTTCTTTATTATCATCTT
+CTGCACTATCGGTATTTCCTCCAGAGGTATCTCAACGCCCAAATCTCCTCTGGCCACCATTATCCCGTCA
+GATACCCTTATTATTTCGTCTATATTTTCTACTCCTTCGCGGTTTTCTATTTTAGCAATTATCTGAATGT
+GGTCTGCTTTATTGTCCTCAAGAAGCCTCCTTATAGCAAGCACATCTGCCGCTTTCCTGACAAAAGAAGC
+AGCTATCATGTCAATACCTTTCTTTATGCCAAACTCTATATCTTCTATGTCTTTTTGTGTCAAAGCCGGG
+AGATTCAATTTCACTCCAGGAACATTTACTCCTTTGTGGTCTCCAAGAAATCCCGAATTTTCAACTACAC
+AGATTATGTCTTCCCCTTTGACATCCACAACCCTTAGTGAGATCAATCCGTCATCAATCAAAATTTGGGT
+ACCTCTTGAAACATCTTGAGGCAAACCTTTGTAGGAAACACTGACTACCGTTTCATCTCCTATTACATCC
+CTTGTAGTTAATGTAAAAGTCTGGCCTTCCTTTAACTCTACTCCGCCGTTTTTAAACTTTCCCGTTCTAA
+TCTCGGGTCCTTTTGTGTCCAGCAAAATAGCTACAGGAAGACCTAATTCTTCCCTTATCTTTTTTATGTT
+GTCAATCCTCGCTCCGTGCTCTTCAAAATCTCCATGGGAAAAATTAAGCCTTGCTACATTCATTCCTTTT
+TCTATTAACTTTCTCAGTATATTGTAGTCCTCACTAGCAGGTCCAATTGTACAGACTATTTTTGTTCTCC
+TCATAACTTCACTCCTTAAAAAATTTTATATAGAGAGGATTTTGCTGAGTTCGTAAAGCTTTCTGTTAAA
+CTCTTTCTTCATTGAAAGCGCTTCATCTATATCATCGTCAACAATTTGATTGTTTCTTATGCTTATTACT
+CTCTTCGTCTTGTTCTCCAAAAGAAGCTCCACTGCCCTTGCTCCCATCTGACTTGCCAAAACTCTGTCCA
+TCACAGTGGGAGCTCCCCCTCTTTGAATATGTCCTAATATGGTGTACCTTAAGTCTAACTTGGGAAGCCT
+TTCTTTTATCATTTTTGCCAGTTCTGGGGCGCTCATTACTCCCTCTGCCAATACGATTATGTGGTGAAGT
+TTTCCTCTCTTTATTCCATAAGTTATTTTATCACATAATTCATCTATACTCCATTCCACTTCAGGCAAAA
+TTATCATCTCCGCTCCACCAGCCACACCAGCGTAAAGGGCGATGTACCCTGAATTTCTACCCATGACCTC
+TATTATATTCGCTCTCTCATGGGAAGTTGCTGTATCTCTTATTTTATTTATAGCATCAATCACAGTGTTG
+CAGGCTGTATCAAATCCAATAGTATAATCTGTACAAGGGATGTCATTGTCAATAGTGCCAGGTATACAAA
+TCGTATTGACATTCCACTCTTCGCTAAGAAGCTGAGCACCTCTGAAGGAACCATCTCCTCCGATTACAAC
+CAATCCTTCAATTCCATGTTTCTGCAAAGTCTCGTATGCCTTTTTTCTCACCTCTTTTTGCTTGAACTCC
+TCGCAACGAGCAGTCCTTAAGATTGTCCCACCTTTTTGTATAATATCTCCTACTGAAGAAAGCCCCAAAT
+CTATCACTTCATCTTCTACAAGACCTGCAAATCCTCTCATAATACCCTTTACCTTAAGGCCGTAGTAAAT
+TCCTGTCCTCACCACAGCCCTTATAGCTGCATTCATGCCAGGAGCATCTCCACCGCTTGTAAGTATTCCA
+ATCGTCTTCATAATGTCCCTCCTTTTTTATCCCACTTGGACATCATATGTCCCTATTTTGTCAAGGAAGC
+CCTTGCGGGCAAAAAAAATTATAAGCCGTATTCAATAATGATGCTTTGAGCATCCTGAGCTTCTGCTTTG
+GGAACCAAAACCTCACAGTATGAACCTTTTTTATCTAACTTTTTATTCAGTGGACGCAATTTCACCAAAA
+AACCTTCTTTAGTTAACACTTCTTTAACTTTTTCTGCCGTCTCCATATCTTGTGCCATGTATACTACCGT
+CCACATAGAGCTTCCTCCTTAGAGTTTCTAGATAATATTTTAATCTATTTTCTTTCACTTATCAACTTGA
+AAAATCAGACCACTTTCACATTTTCCTTCCCTACTATGTCCTCTAACTTCTTTATGAGTTCTTTGCTGCC
+ATTAACCCATAAATCTCTCTTTGCAGCAAGAAGTTTGCTGTTTACCTTCAACACTACAGGCATATTGCCC
+GGGCATTTCTTAAGCACCTCTTTTACCTCTTCTATCTTTGAAGAATCTTCCATGTTTATATACAACTTCT
+TTACAACGACCTGTGACAAAAGCTTTATGTCATCGCATAAAATCTTTGGCTCCTCCTCTTCTTTTACGCT
+CACTTTACCTTTTATCAAAACAGCATTGTCTTCCTTTATCAGAGAAGAATATCTCTCATACACAGCAGGG
+AACACTATCACTTCTACAGTGCCGTACATATCCTCAAGAGTGACAAAAGCCATTATATTGCTATTTCGCG
+TAAACTTCACCTTTTTAGCCACTATCACTCCTGCTATAGTAACCTCTTGATTGTCTTCCAATTTGGATGT
+GAACATTTCATCCTCTGGATTTATCTTAAAATCCAATGTAGTGACATTTGTAATCTTCGGTATATCTTCA
+AGGTATTCTTCTAATGGATGCCCGCTTATATAAAGCCCCAATGTCTCTTTTTCCATTGAGAGAATCCTGT
+TTTTGGGGTACTCTTCTACATCAGGAAATCTAAAATCAATTTCCTTATGTTCTTCTGACACTTCAAAGAG
+AGAAATCTGTCCTTCGATCGCACTGCTTTTTGCTTTTTTCACGCTTTCTATAAGCTTATCGTAAGACTGA
+AGGAGCTGGGACCTTTTTACTCCCAAAGATGCAAAAGCTCCCGCCTTAATGAGGCTTTCTATCGCCTTTT
+TGTTGAGCTGGCTGTCCTGCATCCTCTCAAAAAAGTCTATTACAGACTTAAATTTTCCCCTCGCCTCTCT
+TTCCCTTACAATCTCTTCTGTCACATTAATTCCTACATTCTTCACAGCACTCAGCCCAAACCTTATCTTG
+TCTCCTACCACAGTGAAATAGGAGTCGCTTTCATTGATGTCAGGCGGCAGCACTTTTATCCCCATTTTCT
+TACATACCTGCACGTAAAAAGCTATCTTGTCCAAATTATCTACAAAGCTATTCAAAAGAGCCGCCATAAA
+CTCCACTGGAAAATATCTCTTCAAATAGGCTGTCTGGTAAGCTATGACTGCGTAAGCTGCAGCGTGAGAT
+TTGTTAAAAGCATAGTTGGCAAACTCTAACATCTGGTCAAAAAGCCTATTTGCTGTCTCCTCATCAAGGC
+CGTTCCTCAAAGCGCCAGGTACCACTACATTTCCTTCCTCATCCACTATTCCGTAGATAAAGTTCTTCCT
+TTCTTGTTCCATCACATCCATTTTCTTTTTCGCCATTGCACGCCTTACTAGGTCTGCCCTACCAAGAGAG
+TAACCCGCCACATCCCTTACAATCTGCATGACCTGTTCCTGATACACCAAAGAGCCGTACGTCACCTCTA
+ATATAGGCTTTAAAATGGGGTGTTCGTACTCTATTTTTTCAGGATTATTTCTGTTGGCAAGGTACTTCGG
+TATCTGGTCCATAGGACCCGGCCTGTAAAGGGAAATTCCTGCGATTATATCTTCTAGGTTTTTAGGCTTA
+AGCTCTGTCATAAACTGCCTCATTCCAGGAGATTCAAGCTGGAAAACTCCTTCTGTCTCTCCTTTTGAAA
+TAAGTTCATACACTTTTGGATCATCGTAGTTTAAAGAATCCAAATCTATGATAATCCCTTTGTTTTTCTT
+TACCATTTCAATTGTATCTCTTATGACAGTGAGAGTCCTCAGCCCCAGAAAATCCATTTTTAAAAGTCCA
+AGCTCTTCCAAGGTGGTCATTGGAAACTGGGTGACTACAGAATCATCATTTTTCTGCAGCGGCACATAGT
+TCACAAGAGGCTCCTTTGATATGACCACCCCTGCAGCATGGGTAGAAGCATGCCTGGGGAGTCCTTCTAA
+GGCTTTTGATATATCTATTAGCTGTTTTACTCTTTCGTCCTTTTCGTACCTCTCCTTAAGCTCAGGATTT
+AGCTCCAAAGCTCTGTCAATAGTCATGCCTAATTCAAAAGGTATCATCTTGGCTATTTCGTCCACTTCTG
+CATAAGGGTAGTTAAGAGCTCTACCTACATCCCTTATCACAGCTCTGGCTGCCATAGTACCAAAGGTTAT
+AATCTGAGCCACATTGTCTTTGCCATACTTTCGGACGACGTAGTCTATAACCTCTTGCCTTCTCTCATAG
+CAAAAATCCGAATCGATGTCAGGCATGCTGACCCTTTCAGGGTTTAAAAACCTCTCAAACAGAAGATTGT
+ACTTTATAGGATCTACATTAGTGATCCCTAGAGTATATGCGACCAAACTTCCGGCAGCAGAACCTCTTCC
+TGGCCCTGTCATGATTCCATTGTCTTTTGCAAACTTTATAAAGTCCCACACTATTAAAAAATAATCCACA
+TATCCCATCTGCTTTATCACTGAAAGCTCGTACTCTAACCTATCTATGACTTCCTGGCTTGGGCTTTTAT
+ACCTCTTATAAAGGCCTTCATAGCATAAATTTCTCAAATACTCGTATGAGTCCACTCCTTCTGGCAAGTC
+GTATTTAGGCAGCTTAGTCTTATTAAACTCAAACTCAATATTGCACATCTCGGCAATTTTTTCGGTATTT
+TCAATAGCCTCTTTACAGCATGCAAAAAGCTCTTCCATTTCTTCAGGAGATTTAAGGTAAAACTCATCTG
+TAGGGAAAAGCATCCTGTCCTCATCTTCAATTGTTTTTCCTGTTTGAATGCACAATAACACCTCATGAGC
+TCTTGCATCTTTCTTTTCCAAATAGTGGACATCATTTGTAGCAACTAGCGGTATTCCCGTTTCTTTAGAC
+ATTCTGACAAGCTCTCTATTCACTTTCTTCTGCTCTAAAATGCCATGGTCTTGAAGTTCTAAATAAAAAT
+TGCCCCTTCCAAAAATGGAATCGTAAAAGAGGGCTACCTCTTTCGCCTTTTCATAATCTCCCCGTAAGAT
+CAAGGAAGGGACCTCACCGGCAAGGCAGGCGCTTAAAGCAATTAATCCTTCACTGTGATTTTTCAGAAAT
+TCTTTGTCCACACGGGGCTTATAGTAAAATCCTTCTAAAGATGCAGCAGTCACTATTTTCATCAAATTTT
+TATACCCTGTCATATCCTTTGCCAGTAACACCAAATGATAATTTTCATCGTCAATTCCATATTCTCTATC
+CTGCATTCTCCTCGGTGCTACGTATATCTCACATCCTATGATAGGCTTTATCCCTTGGGCTACAGCTTCC
+TTATAAAAATCTATTACTCCATACATTGCCCCGTGGTCCGTAATAGCTATTGCTTTCATTCCCAACTCTT
+TAGTTTTTGCAATCAAATCCTTTATCCTGCAGGACCCATCCAACAAGCTATATTCCGTATGCACGTGAAG
+ATGTACAAACATAGCTCTCACCTAGACCATTTTAATTCTCTTAGAAAGCCTTACAGACATCAATGCCTTT
+GCAATCTCTTCCTTTTCATGTATTATACCGATTTCCACTTTGCTAAAATTATTGCTCATCTCTATAACCC
+TAGCAAAAACTTCAATAACGTCTTCTGTCCTCATCGGCTTTATAAAATACACAGAAAAATTATCCAGCAC
+TGCATCATACCTTTTGTTCTGTGTAATAGCAAAAATACCCGTTTCACACATCAACATCATCAAAGCACTG
+CTGCTTACAGTTCCAAACTGATTAATCATTGTAGAAGGGACTTTTCCTTTAAACTTCACTCCATTCTCTA
+TTTTTTCCATCTCAAAGTCCCTAAAGATGGTATCCTGAATAGCCTCACTTATCTGCGGCTGTTTTGACAT
+GTAATGTAAAGCTTTAATCACATCTTCTCTGCTTATAAGGCCTATAAGTTCTTTGCCCCTTGTCACAGGA
+AGTATCTCCACATTCCACCATATCATCAAATGGGCAGCATAAGACAGTGTAGTAGTATCTGTCACAAAAA
+CAGGGTTTGGAGTCATTATATCGCCTATCCTATCATCGTCAGAAGCAGTAGCCACATCTCTTGAAGTCAC
+CATCCCTACAAGCATTCCCTTAGAGTCTACCACCGGGAACCGAGTGTGTTTTGTCTCAGCATACAGTCTC
+TTCCAGTCCCTTACTGTCTGCTGAGGGGTCATATACACAGGATTGTAAGTCATCACGTCACTCACGTACA
+AAATCTTTTTTCTCGTCATGCTTTCATTTATAGCCTTGTTTATAAGAGTAGCTACAGTAAAAGTATCGTA
+AGAAGTAGAGATGAGCGGCAATGAAAGCCTGTCGGCTAGTTCTTTTATGTGGGGTAAAGTATCAAATCCC
+CCTGTTATCATCACAGCCGCTCCAGCTTTCAATGCCGCCTCCTGCGCATCTTCCCTATTACCTATTATTA
+CTAGGTCTCCCGGCGTTATGTATTTTACCATTTCGTCAATAGTCATGGCGCCAATCAAAAACTTTTTAAG
+TTCCATTTGCATTCCGCCATGACCGCCCAATACTACCCCTTCTACCACATTGGTTATAACTTCATATGTA
+AGCTTGTCAAACAGGGGTTCTTTTTGTTTCCTCCTTATAGTTCCAACACGAGGAATTGTACTCACTAGCA
+TCAATTTTTCTGCATCTTTTATAGCTTTGTAAGCAGTCCCTTCGCTTATCTTTAAGGTTTGTGCCAGCCC
+TCTCACTGAAATTTTAGTACCTTCTGGCAGCTTCTTTATGTACTCCAAGACCATTTCATTTTTTGTCATT
+CCCATCATCCTTTTACACAAAAAAGGTTTCTGAAAAGAAACCTTTTTTGTTTACTCTTCACCGAACTTTG
+ATTCGATGAGGTCAACTAAAGCTTTTATAGCCTCCTCCTCATCGTCTCCCTCAGCACTCAACTTCACTAC
+ATTGCCCTGGGAGACCCCTAGAGACATTATTCCCATAATGCTTTTAGCATTTACCTTTTTATTATCTTTT
+TCTACCCAAATCTGGGAAGAAAATTTACTGGCTGTTTGGACAAATAAAGCCGCAGGTCTTGCATGAAGCC
+CTGTCTTATTTTTGATTTCAATAGTAACTTCTTTCATTACTGAACTCTCCTCTCTTTTAATTTGTTTGAA
+ATTTCTTCAATTTTCCTAAGCCTGTGGTTCACCCCTGACTTGCCCACAGGAGGAACCAACATTTTGCCTA
+ATTCTTTTAAGCTGAGGTCAGGGTATTTAACCCTCAGCTCTGCTACCTCTCTCAAACTCGGGGGCAAATA
+ATCAAGTCCAACAGTTTTTTTAATGTAATTTATACTTTCTATCTGCCTTAGAGAAGCATTAATAGTCTTT
+GTCAAATTCGCAGTCTCGCAATTGACTATTCTGTTCACATTATTCCTCATTTCCTTGTAAATCCTCACGT
+TTTCCAGATTGAGAAGAGCATTGTGAGCCCCCATTATGTTCAAAAGGTCTACAATCTGTTCTCCTTCTTT
+TAAGTATACTACATAACTATTTTTTCTTGCAATAACCTTGGAATTCAAATTAAAAGAATTAATCAAATTG
+CTCAAATCCTGCCCGTGTTCAAGGTTGTGAGTCACAAATTCCAAATGATAGGCTTTTTCAGGGTCACTAA
+TTGAACCACCTCCCAAAAAAGCTCCTCTTAAATAAGCTTTTTTCATCTTCACAGTCCTTATAATTTTTCT
+ATCTATTCCATAGTTCAATTTTACATGTCCTCTTTCTCTATTCAATATCTTAGTCTCTTCTAAAATATCT
+CTCACAGCTTTGGTGTCACTCACAAACAAAATATATGTCAATGCCTTTTTTAAATATTTCCCTCTCCTTA
+CCATTACCTCAGGTGCTACTTTAAAAAGGTCTTTTAAAAGTTTAAAAGTTAAGCGAGCCACTGAAGCATT
+TTCTGTGCTCAAAGTAAGAGATAGTTTATTATTTCCATAAAATGATACACTTCCTATCATTCTAATTATA
+GCAGCCAACTCTGCAATTTTGCTTTCCCTATCCTCAGGATAAATTCTTGATAATTCGTTTTTTGTATCTG
+AAGAAAAAGACATAGAGACCACCTCACCGGCTTATCATTATTATACTACATATTTTTGAAAAAAAAACCC
+CTCCTTAAAAAGGAGGATGGTTTGTTGACAAAGTCCTTATCTTTCAAGTGGTAATTTTGTCAACACTCTA
+CCCTCCTTAAGATAGTGTCAAGATACTGTAGGATTTTTTTAAGACAACCCCTGAAACTTAATTAATTCAG
+GGCTTCGTTTTATCATGTTCTTTATATAACTTGTGCATATTTTAATGCTCTTAAAACCCTATATATTGGC
+GTTACTTTCCCTATATTCAAAACCGTAATATTGTTTATTTTTTCATTTGTAGACGTTTTAACTCTCCTTA
+CTGCCTCTTTTATTTGCTTCTCTGTTAATTTGTAACTTCCTGCATTTATATTCTTTTTCTTGCCCCACTC
+TACTTCTCTTAAGTCTCCTCCATTCTTGCTAAATACCCTTAATTTCGCCATTAACTTTAATCCTTCTCTG
+CTCCACCCTAATGGATTCCTGCTAAGTCTTGCAGAAAATACATGGCTTATATGCCCTTCTGCACTGCACC
+CTATTACATCTTCGTCTTCACTGTATATCTTTATCCCTTCCCAATTGTTTAGTATGTATCTCTTCGCTTC
+CTTTATCTTTTCTTTTTCTTTCTCTTCTTTTGCTATCTTTATTAACTCACCAAATATTTTCTTCACTCCT
+TCTTTATCCCCTTCATTTATTGCTCTCCATATCTTATCCCTATACTTTGGCTCTTTTGATGTTGCTTTTA
+ATACGTATTTGTTTAAATGATATCTGTCTAACACAAACCTTGATTTTACTATCCATTCTAATCCCTCTTT
+TATCCATGGTGCTCCATCTCCTGCTATGTATATCTTCTCTATCTTCTCTTCCTTGTAATTTTCTTCTATG
+TAATTCGCTACATCTATCCATATGTCTTCTGCTTTCTCTCCTACGTATGCCTTGTAATACACATTCTTCA
+GTACGTTCCTTCCGTTTTTCTCTTCCCTACCTTCATGTATGTATATCAATCGCGGTGTTTCACTGCTGCC
+ATCTTGTAAAGGTACATGGTCTTCATCTGCTTCTATGTATAAAACCCTTACTTCCTTCTTCTCTTTTATT
+TCTCTCTTCACCTCTACTTCTCCTATTTCCCTTATTGCGTTTAATACCGTCTGTTTACTTATTTTCTCTG
+GACATGCTTTCTCGCTACTTTTCTCGTATGATTCTTCTATCGCATTTTCTACTAACTTTATTTTTACTCC
+CTTTTCTATCCTCTCGTGCCGTCCTATCTCTAATGCATCATCCACTAAATATGTATATCTACCATCCTCC
+CTTGATTTGTAATATGTCCTCTCATATTCAATATCCCCAAGGACTGTCGTTAATCTCTTTTTATCTTTCC
+TCTCTACTACCCATTTTTCTTTCCTTCTCTTGTCTTCTTTTATTATCCTATCTAACTCCTCAATAATTGC
+TTCTATTGCCTCTCTACCTAGTTTGTCCGTAAGTTCTTTTATCCTTGCTACAAGCTCTGTAATATTCATT
+CCATTCTTTAATAAATCCTCAAAAACATTCATCATTTCCCTAGTGAAATTTAGAGCATTTTGTAGTATAA
+TATCCTCAAAAATATGTTTTTTCACAAGAGACACCCCTTTCGTGTTTTTTGTTTTCCACAATCTATTTTA
+TCACAGGGGTTGTCTCTTGTTTTTTCACTTTAAAAATCCTACGATAATTTTACACTATGCCCTCCTTAAA
+AAGGAGGAAGCCTTTAAAAAAGAATATTTTCATTATTCTCTCCTTTTTCACGGTATCTCGTATCAAAACC
+CCTGTAAGCCTTCAACTTCTCATACTCTCCAGCTTCTATCAATTTCTTAATAATTTCTAGCTTACTTGCA
+TCGTAATTTGCGTAAAGTCTTTCATAATCTTTGTAATAATAGTAATCTCTTCCATAGCGGGAGGTATTTT
+TCATAACATCACCCCTGTTTTCTAAAAAATAGAAGGGAATTAAGATTCCCCTCTATTTTCTACTGTACAT
+ATTATTCACATAACCTTTAATTTGCTACTTCAAAATATAGGCAGTGTTAGGCTTAAGATACAGCAAATTG
+CCACTCCTTTTTAATTCTCCCATTTTTAATATATCCTCTTTTCCTCCCGCCTCTTCTAAAAATATCACTT
+CCTCTTTGCTGCTGTTGTTTATAATCACCACAATTGAATTTCCTTTATATTCCCTTCTAAAAGCAAACAC
+CCTTCCAACAGCGTACAAAGTGGTGAAATTGCCATACTTAAGTTCTTCATGCTCCTTTCTTATGCGGATG
+AGCTTTTTGTAAAACTCAAAAAGTCCCTTGTTCTGCTTTTCCTCCTCCCATATCATGCACCTTCTGCAGT
+CAGGGTCAAATCCTCCCACCATTCCAGCTTCGTCTCCATAGTAGATGTACGGCACTCCCACAAATGTAAA
+CTGGAAAACCAAAGCTAATTTCATCCGCGCCACCATGCCATTTGCGAGAGTCAAAAACCTTTCAGTGTCG
+TGACTACCTATGAGGTTAAACATGACTCTATTAACGCTATCCATGTGTCTCATAAGCTGCTCAGTTATCA
+GTGTGTTGAATTTTACAGCACTTATTTTCCTCTTCGCAAAAAAGTCTACAACTGCATTTCTAAAAGGATA
+ATTCATGACAGAGTCAAACTGGTCCCCTCTTAACCACGGAGAAGCATCATGCCACACTTCTCCTACTATT
+ATGGCATCTTTTTTGGCATTTTTTACAACCTCTCTAAACTTTCTCCAGAAGTGATGGTCTATTTCGTTGG
+CAACGTCCAATCGCCAGCCGTCAATGTCTACTTCTTTAATCCAGTATTCAGCCACTTCCAGTAGGTACTT
+TTGCACTTCCGGGTTTTTAGTCATAAGCTTAGGCATTCTCCACACATTCTCGCCAAAAGTCTCGTAAGTA
+GGTTTGGGATGCGTTTTAATGGGCCATTCGTACACATTGAACCAATCCCAGTACTTTGACTTCGGCCCAT
+TTTTAACCACATCCTGAAATGCAAAAAAGTCGTATCCACAGTGGTTGAACACTGCATCGAATATAACTTT
+TATGCCATTGTCATGACACTTCCTCACCAATTCTTTAGCTTTTTCCGTGTCACCAAAATGAGGGTCTATC
+GTGTAATAATCCGTGGTGTCGTATTTGTGAGTAGAAGGAGACAAAAATATTGGAGTTAAATAAATGGCAT
+TTATCCCTAACTCTTTTAAATAATCTATTTTGTCGATTATTCCCTGTAAATCCCCTCCAAAAAAAGAATC
+TGCAGTCGGCTTTTCCCCCCATGGCTTTACGTTTTCGGGGTCATTAGTTCTGTCTCCATTGTTGAATCTG
+TCTGGAAATATCTGATACACTATGCACTCGTTTGCCCAATCCGGAGGAGAAAATATATCCTTTTCCCTTA
+TATAGGGATAGTGGAAAAAACCCCAGAAGCTATCCTCTGGCCTCTTTTTGAAAAAACCAGCTTCTGTGTA
+ATAAAGTTTTTCTCCCGTTTCTGAAACTAAATAAAAAAAGTACAAAAACCTCTTATTTAATTCAAGAGTA
+GTCTCATAATAGTCAAAAAGCTCGTTAGTGTGAACTAAGGTCATAGGCTTTATTTTAAATTTGCCCAGCC
+AGTCATACCTGTCTTTAAAAAGAATGTATACCCTATCCACATCGAAAACTGCCGTTCTCAAGACTATTTT
+TAATTGGTCTTTATTTACAGGATATGCATAAGGTATATCGCTTTTGTGGAATATAGCCTCTTTTATCATA
+TCTTTCCCCTTTCTACGTGTGTATGTTTATAGTAACTGGAGAGGGACTACTTACAGCTGGCAGTTCTTCA
+CCATCTACACTTATTTTAACAGCTGGTGGATATCCCATCAATATAGTTATGTCATTTTTAACTTCAAAAG
+TTTTCATCATGCCAGCTGTCATCAAACCCTCGTACACCACATTCCCATCTACTTTTATACTAAACCAGCA
+CTTTTCGCCTACCATGTTGATTTCAACCTTGTAAGATTGAGAAGCAGGAGATATTTTGTATTCTATTTTT
+TTGGAGGTTTCTGAAACCTTTTCTATCACAGTCTTTGGAGAAACAGTGGAAGTCACATTCTCTTGAGTAG
+AAGGTGCAGAAGGAGTTTCATTTTTTTCAGGCACAGTTTGTGAAACTTCCTGTTTAGGAGGGAGTGGCGC
+AAGCCCTTTCTTTATCTGGGCGAAAAAATAATAAAATCCATATCCAATAATGCCTATTATCAAAATAGAT
+ACTAAAGCCTTTTTCAAAGCTGAAAAAAGCCAAGACAAATCCAAAGTGGTTTTTTTATAGCTCTTAGCCT
+TGGACAAATTTTCCTCTTCCTTTTCTTTGAAGAGGTATTCGTACTTTTTCACAATTTCATTGCCATCAAG
+CCCCAAAGCTTCTGCATAGCTTTTTACAAATCCCTTGGCATAGACCATAGCAGGCATTACGCTGAAATCC
+CCGTCTTCAATAGCCTTTAAATATCTTGTCCGAATTTTAGTTATTTCCTGAATTTCTTCCAGAGTCATGC
+CTTTTTTAAGCCTTTCGCTCTTTAAAAATTCTCCTAATTCGTTCATTACCTATCACCCCCTTGCCAAACC
+ATCCACTATATATATTCCACACAAAATACAATTTTCCTCCATTAATTTTCATAAACCTCTTCTTTTGTAT
+AAAAGGTCTACGAAAGCCTCTATTCTGGTCTGATAACCTGCTTGCCCGGTATTTTCATCATACACTAATG
+ACATTACTGGAATGTCGTAATCCCGACTTACTTTGGCAATTATCCCTTGTGCTATTATCTCAGGGGTGCA
+GGTAAAAGGAAGGATGTGAATCACTCCGTCATATTTTAGTTTAGCATATTTCACAGTATTTGCAACAGTA
+TTAAGTCCATGACCTCCTATATCTCTCTCAAGGTAACCTCTGGCATTTTTCTTAAACTCCAGCCTCTGAG
+GCAGTTTAAAAGCGCTGTTTATAAGGTAATCAGATAGGTACTCTGTTTTTGTCACCTCCACTCCAAGTTC
+ATTTAGAGTTTTCCCTATGTTCATATTAGTAGAAGGCTCCAACAGCATGTATATTTCCCCTACTAAAGCC
+ACCCTAAGCTGTATTTTCCTTTTTACATTGGCATTTTGCTTTATCTTATTCATCCCCTCAGAAAGGATTT
+GATTTACTTCTCTGGCATTTTGAGCCTTTTCTAACTTTTTTATGTACTCCTCATATATCTTAGTAGTAAT
+GCCAGGCGCATCCTCATGAGCTCTTTGTATCAATAAAAATTTTTCTAACTTGTCCGCTGCAATCATCTTC
+TTCACTGCCAGCATAAAAGACTTCAAAGCCACCTTCCAATCCACATTGGGAAAATGGGAAGCCAATTCCT
+TTAAAAAATCTTTCACCCTCCCATGGGGTGGATCGAGGATAATCATTTCAAAATTATATCCCAAATCTTT
+TAAAATCTCCCTCTGAACCTGGCCGTAATACCCAAACCTGCAGGGTCCTATCCCCCCAAGCATTACAATC
+GTGTCAGCCCCCTTTTCCAAAGCCTCTATGAAATTGCCGACATTGATTTTAAAAGGAAGGCAGACAAATT
+CGTGAGAATTTCTCACCCCTAAAGTTAACGTTTTGTTGCTGGAGGGAGGAGGGTCTATGACCTCTATTCC
+TATCCCTTCAAACATAGTCTTTAAAATCATATTCAAAGAACCCATGTGAGGATATGTAATTTTCACACCA
+CCACCGCCTTTTTATTAAACCTTAAAAGGTCTACAAAAGCCTCTAACCTAGTCATAACTCCTGCTTCTCC
+TGTATGCTCATCTATAGTAAGCAGCATAAAAGGCAAATTCTTTTCCCTTTTATAAAATCTCTCAAGAAGC
+TCCTCCGTCATAGAATTGGGACCACATCCGAAAGCTGACACCATAATAACTCCGTCAACTCCTTTCTTCT
+TTAAAAAGTACATCCCTGCCCCTAGAATATCTCTTTCGTACGTCCAAAATATATCTTTTGGAAGAAATGC
+CACTCCCTCTAATATTGAAGCTTTGTTAAGCATCTCTACAGTAATCACTTCCGCTCCCATATTTCTTAAT
+TTTCCAATTAACTCCATGCTTATGTATTCATCCATGATGTTATAAGGATGGGAAAGCAGCGCTATTTTCA
+AATCGAACCTTCTTCTTTCTTCTCTTACTTTTACTTTCCCTTCCTCCCACATTTTCAAAGCTTCTAAATT
+TGTAAACCCTTCTTTCAGCAAATTTTCAAACCTCCTCTGCTCCTCCATCCCTTTTAGATAGGCTTTTAAA
+GCATCCCCCTTTGTCCTTCCAAACATTTTCCCAGCTCTTATAAATTCTCTTTTTGTAAATTCTTCATCTT
+TGTAGTAGTTAACCTCAATGTCTATAACAGGCGGCAAATCCTTTATTAAACTTTTTATAAAGTCAGGTAG
+CCCCAAAAATTTAGAGCACAAGTATTTCTTTTTCTCTACACTTACAATTCTAGGTATAAAAATATAATCC
+ACTCTTCTTTCTTTTAAATCCATCACATGGCCTACATAAGTTTTAACAGGCAAACAAGCATCTTCAACGC
+TGTTCTTTACGCCATCGTCCACAATTTTTTTATTCGTATTCTGTGAAGTAATTACTTTGGCCCCCAGCTC
+TTCAAAAAATGTCTTCCACATGGGATAAAAATCGTAATACAAAAGCCCTTTTGGTATGCCTACTATTTTT
+CCCATTTTTAACCTCCTCCATTGCAAATACACTATCTATTTTTCCCTAAAAGAAATAAAAAAATACCGGA
+CAAAATCCGGTATTTACAAATTGTTCCATGTGTAACAATTTTTATCCTTTCACAGCCCCTGCAGCAAGAC
+CTGCCTGCAAGTATCTCTGCAATACCATAAATAGTATTACAAGTGGTAGTGAAGCCATCACAGAAGCAGC
+CGCAAATTGAGTCCAATGAGCTGAAAATTGGTTAGTTATAAATCTTTGAAGTCCTAATGCTATTGTATAG
+TTTTCAGGTGATTTTAATACAGCACTGGACAAAATAAATTCACTGTACACTCCCATGAAACTAAATAAGA
+ATATCACTACGAGCATAGGGGTTGCCAGTGGAAGTATTATTTTTGTGAAAATCTGCCAGTGAGTGGCTCC
+GTCCACCAAAGCGGCTTCATCCAGCTCTTTTGGAAGGCTATCAATATACCCTTTTAAAAGCCATATGCTA
+AAAGCGCTGCTTCCTGCCATCACCAGCATCAAAGCATATAGATTGTCTAATAAATTTAACTTCGCCATTA
+TCCCATATATGGCTGGCAATGCCATAAAGGTTGGAAACATCTGAAGTATTAAAAGAGTCTTTAAGCCATT
+TTTTCTTCCCGCAAATTTCATTCTGCTGAAAGCATAGGCAGAAGTAGCTGTTAAAAACAGCTGAATAGTT
+GCTACCCCCACACTTAAAATCATACTGTTTTTTACCCAGAGCAAAAAATTAGTTTTCTTTAATACAGTGG
+TGTAATTTTCAAAAGTGATGTGGCTAGGAAAAATCGCTCCAGAAAAGAAAGCATCTCCTGGCGCAAAAGA
+AGCTCCCACTACCCACGCCACCGGAAACATCATCACAATTATCACTGCCCATATGATGAGGCGGCTTATC
+CACAGAGAAACTTTCTCATGGGGTTTTAATCTTTCTCTATACTGAATTTTCCTTGCCGGCTTTTGAGCTT
+GGGTCCTCACACTTGCATATTCCACTTTAATCCACCTCCTTAAAAGCACCTGTAAGCCTCATGTTGAGAA
+GGCTTAAAGTACCTATGATAAGGAATATGATTATAGAAAGAGCCGCTGCCAAATCATAGCGGTTTGCCTG
+CATTGTCAATTTATAAGCAGCACTCACTAGTATATCCGTATGCCCTGCAAAAGAAGTGTCAGTTCTAGGT
+GGTCCTCCTCCTGTGATGAGGAAAGCTGTTCCAAAGTTATTGAAATTATACGCAAAGGAAGATATTATCA
+AGGGCAATGTAGAAGAAGTGAGCATCGGAAGAGTTATCTTAGTAAGCTTCTGAAACCACGAAGCCCCGTC
+AATATCCGCCACTTCATAAAGTTCTGGCGGAATAGCCTGTAATGCCCCAAGGGAGGCATTCATCATAAAA
+GGATAACCCATCCATACGCTCACCATTATAATAGCAACTTTTGCCCAAAAAGGCTCTAAAAGCCAAGGTA
+TCATGGGTAAGTGCAGTTTTTGAAGTATTAAATTTATACCGCCGTACTGCTGGTTTAAAAGTCCTGTCCA
+GGTAAGAACTGCAATAGTACCAGGCAGCCCCCACGGTATAATCAAAATAGCTCTGTAAAAATTCGTCTCC
+CACATATGTTTGTTATTTAAAATTACTGCTAATAAAAGTCCAACAATATAGCTTAGCAATGTCGCTGATA
+AGGCGTAAATTACAGTCCACACAAAAACAGGTGCAAAAACATTTTTAAAAGGTCCTGTCAGTATGTCGAC
+AAAATTTTTAAAACCTACAAATTGATAATTCTTAAAGTGATACAGATTAAAATTAGTAAAAGCGATGTAG
+ATAGTGTATGCCATTGGAGCAAAGCTTAAAACAGTCATAGAAAGTATTGCTGGAGACAAATAGGCATAAG
+GTCTTAGCTTATCTTTCAACGATTTATGCTGGTTCATCCTGTACCTCCTTTCCCTTAAAAAAAGGGGCAT
+AAAGCCCCTTTTTACTGCATTGTAGCAATTCCCTGTTTAATTTGTTTTACCATATCGTCAGCTGCTTTGT
+CAACAGGCACTTTTCCTGAGGTTATAAGCTGCAGCGCATTACCAGCAGGTGTCCATACCTGGCTCATCTG
+AGGAATATTTGGCATTGGAATAGCATGCTGTGCCTGTTCAGCAAATGCACTTAGTATCTCGTTGCCCTTA
+ACTTCTGGATTGTCCAGCAAGGACTTAATCACAGGAATTCTGTTTCCTGTCTCAAACAATGGAAGCCCTG
+TATTTTCAACCAAGTACTTCATCAAATCCCAAGCTTCTTTCTGATGCTTTGAATTTGCGCTCACAAATGC
+AGCCTGCACACCTGCAAAAGAAGGAGTTGGCTTGCCATCAATTTTGGGAAGTGGTGCAACTTTAAATGGA
+ACATTGGCTTTCTTGAATCCGTCCACATCCCATGGACCGCTTATATAAAGTCCAATTTTGCCACTCTGGA
+AGTTACCTTTTGCCATGTCATAGTTTATATCTGGAGGCATGAATTTATATTTCTGAACAAAATCTTTTAT
+AAGCTCTAACCCTTTCTTTGCGCCTTCGTTGTTGAGCCCTATGTCGTTTGGATCAAGTCCGCCTCCTGTG
+TCTTTAAAAACATATCCGCCATACGCTGCGATAAAAGCAAAGCTGAAATAGAAGTTATTGACGTCATACT
+GGAACCCTACTTCTTTCCCCAATTTAATCAAGTCATCTAATGTAGCTGGAGGAGTTTTGACTTTATCCGT
+ATTGTAGAAAAGGGCATAAGTTTCCATAGCAATTGGCACTGCATACATCTTTCCATCATAGGAAACAGCG
+CTTATGCTCATTGGCACATAGTCATCTTTGTTTATAACTCCCTCTGGAACCTCAGCTAAAAGTCCTGCCT
+TTTGGAAAGTTCCCAAGTTGTCATGGGGCAATCCAAACATTATGTCTGGCCCTTTACCGCTTTGAGCAGC
+TGTAGCAAAAGCTTGGAAATCGCTCTGGTCTGCTAGAACTTTGACCTTGTTTCCTGTCTGTTCAGCCCAT
+TTGTTAGCAATTTCTTGAACTTTTGCTATTTCAGGGTCTGTCAAGTGGGACCATACTATCAATTCTACAG
+GTTCCTTTTTCTGCTCTGCTGTCTGAGTCTGTGATGACTGACTTTCACTTGTCTTGCTGCCGCCGCCACA
+GCCAGTCAGAGCAATTGACAGCACAAACACCATTGCTGTCAACAACGCAAGTATTTTTGAATACTTCTTC
+ATACAAATCCTCCTCTTAAATTGGTTTTATAATAATTTGGGGTGCACCCCAAAATTTTACTTCGCTTTCA
+CATTTGTCCACACACTTACGCTGTCCCCAGGTAAAGTCAAACCTTGCACTAGGTTTTCTCCATTGCCTTT
+TGTGACTTTTAACTCAACACCCTCCAACAGACCTTTAAGGTAGTCTTTATAAATTCCCTTCCTCAAAGAT
+GTTTTTACTGCCTTAACAGTAGTTTTCTCTCCTTTATTTATCGCAACCAGCACCACATCTTTTCCATACT
+GCCTTTCATAAATATACACATCGTCAGAAATATACCTTGCCGTAGTAGTTCCATACTGTAGGGCTGGAGT
+GAGCTGCCTTAACCTTGACAGCTCTTTTATCAATGTATAAGCCTTTGTGCTCTCATCGAACTTTTCCATC
+ATTGGTCTATTATACGGGTCATTACCGCCATTTGTGTCGTTATGAAGGTACTGCTCAGTGCCATAGTATA
+TTACAGGTATCCCTCGAGTCGTCATTACAAAAGCAATAGCTTCGTGTAATTTATCCTTGTCATTGTTCAA
+GGACAGAAATCTAGGCATGTCATGGTTGTCTATAAAAGCAACCAGCTTATAAGGATTTTCGTAATCTTTA
+TTGGTATCCTCTAACGTGTCATTTAACCTCTCAAATCCGTACCCCTTGCCAAATACATCTCTTATAGCAC
+CGTTTAACATAAAATCCAGGACAGAAAAGCCGGTAGTATTAGCAAACTGTATATTATACCCATACAACGG
+GTCAGTAGGACCGCTTAACATCCATTCACCAAAAAGAAGCACATCCTTTTTAATACTGTAAATAGTGTTA
+GCAAAGCTTTTCACCCACTCCATAGGCATATGCTTTGCAGCATCCAGCCTTACTCCATCAATTTCATGAT
+TAAACCATAACTTAATAGAGTCTTTTAAGTATTTATCAACAATAGGGTTGCTCTGGTCCAAATCTGCCAA
+ATCAAACAAATTTTTATCCTGAAGTTCCTTTAAATTATTCCAGTTGCTTATGCTGCCATTGTGGTGAAAA
+AGCTTAAGTGAATCATTACTGTAAGTACCTAATAGCTTCCCATCGTCATATAATGCGCCATTTTCTGCAA
+AATCAGGATTTTCTTCATCGGCAGGGCTCGTGTGATTTGGCGCAAAATCTAAAATCACTTTTATTCCATT
+CTCATGCGCAACCTTTACAAAATTGTCAAAGTCCTCCCATGTACCAAAGTGTTCTTCTACTCTTTTGAAA
+TCTCTTGCCCAGTATCCGTGATAGGGGGCATTAATCTCGCCATTATATACGGCTGGTTTATTTATATTAT
+CCACTACTGGAGAAATCCAGATAGCAGTGACCCCCATCCCCTTTATATAAGGGATTTTTTCTGTCAGTCC
+TTTCAAATCCCCTCCCCAGTACATCCTCCAGTTGGTATGGGTGGGGTCAAACATTCCTTTGCTCACTTCT
+GGGTCGTCATTTGAAGGGTCTCCGTTGTAAAACCTATCCACCATAACCTGATATATGACTTCTGACTTTG
+GGGCTTTTGCCTCTTGCTTGCTACTGCACCCACTAAAGAACAGCAAAATTGCTGCAAAAAGCGCCACAAA
+TGCTTTTAAATTTTTTCTCATCTCTTTCCCCCTTACACTTTTAATACCATAATATTACAGCAATCGCTTT
+CCTGAAATGCAATTAAAAAAGAGCAAAGTAGAAAATTTTATTGCAATCGCTTGCGCTATCGTTTCAATAA
+TATTGTATATCTTATTTAGACGAATGTCAATAGATTTTTTTGTACAAGATGGACTAAAAATTAAACTTAA
+CTTATCAAATCTACAATAATCTCTGCAAGCTTTTGCTCATCATGCCTTATATATTCCTGCTTTATAGTTA
+CCAAGTCTTCTTCAACAACTTTTATACCCATTTTTTCTATCTCCTCTTTGTCATATTTCACGGGCTCAGA
+TAAATCTCTTATATAGCGCTGCCTGTACTCCTCAGGGATTTCACCTTTGTTCACAATCACATAGTCCAAA
+GACTTAAGCCCATGGTCAAAAAGAGCCTTTATATGGTCAGTAGCAGTATACCCCAAAGTCTCACCCGGCT
+GTGTCATTATATTACATACATATATTTTTATGGCTTTAGATGTTTCAATAGCATCACAAATTCCATCTAC
+CAAAAGGTTCGGAATAACACTTGTATACAAACTCCCCGGCCCTAACACTATCGCCTCGGCATTCAATATA
+TCCACTAAAACTTCTTCAAAAGGAGCAGCAGGAGAAGGTTCCAAATATATTCTCTTTATTCTGCTGTTTT
+CTTTTTGCTGTATCTCAGGTATTTTGGACTCTCCTCTTATAATAGTACCATTTTCCAGCTCAGCGACAAG
+TCTCACATCTTCCACTGTAACAGGCAAAACCTTTCCTGACACAGCTAATACTTCACTCATCCTCTTGACA
+GCCTCTTCAAAACTGTTAGAAATTCCTATCATTGCAGCCAAAAACAAATTTCCAAAACTCTGCCCCTTTA
+ACATCCCCTCTGTAAATCTGTACTGGAGAAGCTGTTCCATTGTAGGCTCTGTGTTTGCCAAAGCCAATAT
+GCAATTTCGTATATCTCCAGGAGGAAGTATACCTAAGTCTTCTCTCAAAATTCCCGACCCTCCTCCATCA
+TCTGCCACTGTCACTACAGCAGTTATATTTGTTGTGAAAAGCTTGAGCCCTCTTAACATAGTAGAGAGCC
+CTGTACCTCCACCAATCGCCACAATGCGAGGCTGTTTTCGCATAAATATCTACTCCTCTCCAATGTCTCT
+GTGATTCACCACAACAGAATAATCCTCTTTTTTTAAAAGGTCATAAAGGGCATTGGCAATCGCAACAGAC
+CTGTGCTTTCCTCCTGTACAGCCAATTGCTATTACAAGCTGTGATTTCCCTTCTCTAACATAATATGGAA
+TCAAAAATTTGATCATGTCTCCCAATTTTTTCAAAAATTCCTTCGCTTCTTCCCACTTCATCACATATTC
+TTTTACTTTCTCGTCATTTCCAGTTAAAGGTCTCAGCTCGTCAATATAAAAAGGATTAGGTAAGAACCTC
+ACATCAAACACAAGGTCAGCCTCAAGAGGTATTCCGTACTTATAGCCAAAAGACATAACATCAATTATAA
+TTCCCTTAAATTTTTTCCCTTTTAGGAAGATATTAGATAACTCCTCTTTTAATTGAGAAGAAGTCAAATT
+AGAAGTGTCTATAATATAATTAGCAATTTTCCTTATATCTGAAAGCCTTTTTCTTTCTTCGTTTATACCG
+TCAACTATTCTCCCTTCTTCAGATAAAGGATGTCTCCTTCTGGTCTCTTTAAACCTTTTTATCAAAACCT
+CATCAGAAGCCTCTAAAAACACTATCTCGTAATCGTAGTTATTTTTTTTCAAAAAGTCCAAACTGGAATA
+AATATCTTCAAAAAACTGCCCTCCTCTCAAATCCATCCCCAAAGCTACCTTGTCAATATTTTTTGATTGA
+TAAAACAAATCAGCAAGTTTTGGTATTAAGGCGGGAGGAAAATTATCTATGCAAAAAAATCCCATATCCT
+CCATCGCCTTTAAAGCCTGCGTCTTTCCTGCACCGGAAAGCCCTGTTATTATCACAAACCTCATAATTTA
+TCACCTCTCGGCGTTTATCACGTCTTCCTCAGTGAGTCCAGCCTCTTTCGCAATTTGTATTCCCTTTTTA
+AAATCCCCCACCCTAGAAGGAGTATGGGCATCGCTGTTTATGACGAATTTACATCCTTCTTCCTTTGCTA
+TCTTTACATACTCCACTGTCAGGTATCCGTGACTCGAGTTAATCTCCAGTGCTGTTCTACTTTCTTTTGC
+TGCTCTGGCCAATTTTCGCGTATCAATATCCACCTTTGCTCCAGGATGAGTTATTATATCAATTCTATAT
+TTTTTTATTGCTTTTACCATCGCTTCTGTATTTTTCTCTCTCACCTCTTCTTTAAGATAACCTGTATACT
+TTGACACCATATTTTTACCAAAAAGGTCAATGGCGTCTTTAAAACTTTTCGGTACTATTCCAGTGTGGTA
+CCCCACAAGCAAAATATCTAGATACTTCAGAAGTTCATCGGGAACATCAATATCCCCTTCTATACTTATC
+AAATTCGCTTCCACTCCCATCAGTATTTTTATCTGAGAGTATTTTTCCCTAAGCCTGTCTATTTCATCTC
+TCATTTTCTTAAAGTCTTTTTTTCTCATGCCATAAAACACATGAGCAGGGCCATGGTCAGTAATAGCAAT
+AGCCTTAAGCCCAAGCTCTACCGCTTTTTTCACATTTTCTTCTATTGTCCCTTTGCCGTGGCTGTATATC
+GTATGGGTGTGATAATCTGCAAAAATCCTCATTTGTTCTCTCTCCTATTTTTCCCCCACAATTTTTATCT
+CAGGCATAAGCTCAACTCCAAATTTCTCTTTTACTACTTTCTGGATATACTCAATCAAGTTGAGCACATC
+GTAAAAAGTCGCATTCCCAGTGTTTATAATAAATCCCGAATGTTTTTCTGAAACTTTAGCACCCCCGATC
+GAGTACCCTTTGAGCCCCGCATCTTCAATAAGCTTTCCTGCATAGTACCCTGGAGGCCTTTTAAAAGTGC
+TCCCTGCACTGGGATAATCTAAAGGCTGTTTTTCTTTTCTCCTCTGATTTAGTTCCTCCATCTTCTTTTT
+TATCTCTTCATAATTCCCTCTTTCAAGAGAAATCCAGGCTCTCAAAACTATCCATTCTTTTTCTTGCAAA
+ATGCTATATCTATAAGAGAACTTCATTTCCTGATTGGAAAGAATCAATATATTGTTATTTTCATCTAAGA
+CTTCTACCTTTTCTACCACGTCCTTCATCTCAGACCCATAGGCACCGGCATTCATCACTATGGCCCCACC
+CAAAGTGCCAGGTATGCCACTTGCAAATTCAAAACCGGTAAGCTCATGTACCAATGCTACATTTGCAATA
+TAGGACAGGGAAGCTCCTGCTTCTGCTATTATCTTAGTTCCTTCTACAATGACATTCCTCAAAGAACTAA
+GTTTTACAACCACGCCTCTTATACCTTTTTCACTTACCAGCAAATTAGTGCCATTCCCTAGAATAAAAAA
+AGGTATTTTTTCCTGTCTTAAATATGCGATGAGATTAATAAGTTCGTCTCTGCTTCCCGGAACAGCTAGT
+ACATCAGCTGGCCCTCCTATTTTAAAAGAGGTATGCCTTTTCATTGGCTCATTTAAATATAATTTCCCCT
+CTTTTAAAATTTCTTTCAATTTATCAACAAGTATCTCAGCCACTGTACCACTCCTCAAAATTAAAAATCA
+AAAAATTATTCCATCTATAGTCTATCAATTACATGTTAATTTCATTCCATGTGCAATTTTATAATACCAC
+TTTTTATTTACAAAATAAATAGGAGGGATAGCCCCTCCTTTCATGCGTTGTAACATACCTTAAACCTTTT
+TGTAACACACCCTTCTGCATCGTACATGCTGACAACCGCCGTGCATTTTTTTATTTTTATCTCGCAATTG
+CAGTCCCTGCAAAAATAGAGGTTATTTCCTATCTTGCCCACATTAGTACTCTTGCAATTTGGGCATTCCA
+TAAAGTAATCACCTCTTCATTACCAACAATCTTCTCAAAATTTTGAATATTTTATGTACACACCCTACTT
+TTGTCCATTAAATATTATACCACATAATGCAAATAGGAAATAGTCTAATATTTTGGACTTTTTCTTACAT
+TTTCTTAATATTTCTCCTCTTTTTATTCTTTTTCTCCGAACCTTCTACCCCCTCCACAAATGCTTCGGGG
+AATATTTTTTATAATACAGAACTTTGTCAATTGAAAATAAAAAAATAATCTTAAAAGTCAAATTTATTGT
+AGTAAATACTACGCTTGAAATTTATTTGGACATTGAGGAAAAAGTTCCTTTAGAATAAATAAACACAAGT
+CGTTTGCCCTACATTTCTAATTCCCTCTTTATTCTCGCAACAATAGAATCGGCAGCTTCAAATCCCATAT
+TTATACATTTTTCTGCCTGGTCAAATCTATACCAGCGTATATTATCGACATTAGGTTTTATTGTATAAAC
+CCGTTTATTTCCCTCCATTTTTTCAAGATTCTTATTAGAATTGTCTTTTAACAATTTAATAGCGGTTGTT
+GTAATAGATATGATTTCAGGTAAAGGCCTTTTTATATTAAAATACTTTTTTATTGGCAGCACTTTCTCAC
+TATTAGCTAAAGAATAAAAAAACCTTTCGAAAAAGCCCATATCAATGCTTGAGCTTACATCGCAATTTAT
+AATTATGTCTGCTCCCAAGCTAGCTGCTAATTCTATTGCCTCAGAATCAACAATTGATCCATCAACTAAC
+TTGGTTCCATTGTACTCCACAGGTTCAAAAAAGGCAGGGATAGAAATGCTTGCCCTTATAGCTTTTATCA
+AGTCTCCCTCTTTAAATACTACTCCCTTTCCTGTTTGAATATCAGTAGCCACAATATATAGAGGAATATT
+AAGTTCCTCAAAACTTTCTTTCACATAACCCCGCAAATATTTCTCTATTTTTTCACCCTTTACTAAGCCG
+GTTCGTGAGGCTTTAAAATCCAATAAACTTATAAATTTTAACATATTAATCTTTTTTGCATCACTTATAA
+GTTTGTCTACATTATGTCCTGAAGCATAGATTGCTCCTATTATCGCTCCCATACTTATGCCTACTATAAA
+ATCAATAGGAATATTTTCTTCTTCAAATCTTTTTAGTATACCTAAGTGCGCATATCCTCTTGCTGCTCCA
+CCGCCCAGTATAAGTCCTACTCTTGGTCTCATTTCCCATCACCATTTTTACTCAAAGATAATTTGTATGG
+CATTTAACGCATCCAAAATTTCATTTTCATTAGAATCTAAAATCACTTGAATTCCCGTACCAAACATTGC
+ACCAAGTATCATCCTCGCCACTGCTCGTGGAGAATAATTTCTAAAATTCTCTCCTAAAGCACTGTTACTT
+AGAATTTTTTCCTCAATCATTTTAGATAAGTCATTAAATAAATCTTTTAATAAACTGTTAAAAGAAGAGG
+ACCACATAGCTAAACCTGTAAAATCGTACAACAGTTTAAAAAGTCCTGGATTATTTTTTAAAAGGTCTTT
+AAAAAAATTCACTAAGGATAGCATCTTATCTTTTGCAGTTTCTCCCATACTCAAAGCTTCATTTATTTCT
+TTTAAATATTTATTTATCATCATCTTTATTACCTCTGTAAAAAGCCCTTCCTTACTGCCAAAATAATAAT
+GCAATTGGCTTAATACAACACCAGCTTCCTCTGCAATGTCTCTTAAGGAAACATTAGCATATCCTTTAGT
+TGAAATACACTTATATGCAGCATTTAATATTCTTTGCGATTGGTTTTTACCTTCCATCTTGGATTTCCCC
+TTTTGAAGTTTATTTATTAAAGCCGCCCAGATCGGAAAATAGAAATTGCTAAACCTAAAACTATGACAAA
+AGCTATCGCTAAACCAATCTTTAAAATTATCCCATTAAGCTTATACATTTCTGCACCAGCATTAGCACTC
+ATTCCTGACCCTATTAAAATCCCTGCAATGACAATACTTAAAGCCAAAAGTATAATACTGGTGGAAAGCC
+GATTAAATACCTTATCAACCCGTTTCTCTAAATTTTCAAGGTCTCTTATTTTCAATTCTATAGCATAATT
+TTCTTCTTCTGTTTTCCTTAAAAAATTCAATAAAAACGATGGCAACTCCTTTATCAATCTGCTATAATCC
+ATTGTGGCATTTATTATCTCTTCTTTCATATGTTGAGTAGAAAACATTTTAGGTATCAACTGCTTTGCAA
+TTGGTTTTGCCACTTCTAAAACGCTAATTTTGGGATCTAACTTTTCTACTATTCCCTCTAACGTTATAAG
+GCTTTTAGCCAGCATATTAAATTCATTGGGAATTACAATATTATACGAAAATACAAGGTCAAATATCCCA
+TTGAGGACTTCCCCAACTTTGAGCTTTTCTAACGGTATTTCAACATATCTATCTCGCAAATTATTTATGT
+CTTTTTCTAGCTTTTTCATATTGACATTTAGAGTCACAGCATTTAAATCTATAATGCTTTCAATAATCAT
+CCTGCTATTTTTGTAAACAATCCCCAACAACATTTTAGAAAACTGTCTTTTCCTTTCTGGACTTAAGCTA
+CCTACCATTCCAAAATCTAAAAATGCTATTGTCCCATCCTCTAGCACCATAATATTTCCCGGATGAGGGT
+CTCCATGAAAAAAACCATCCCTTAAAATCTGATTCAATACAGATTTTGCAAGGTTTCTTGCAATTGCACC
+GCGGTCTAATCCAGCCTCATCAATTGCATTAAAATCATTTAACGGAATGCCACCAATGTATTCCATCGTC
+AATACACGTCTTGTCGTATGGGTCCAGATTATAGAAGGAATTTTGACTTTTTTGTCTTTTAAAAAATTCT
+TTTTGAACTTTTCTGCGTTTTCCCCCTCTATTCTAAAATCTAATTCCTCTTCCAATCTCTTTTTGAAGTC
+TTCTACCATTTTTGTAAAATTGTATATTTTTCCATATTTTGTATGATTATCAACAAATTTGGCAATATCT
+TCTAATATCCTCATATCTTGGGCTATGATTTTTTCTATCCCTGGCCTTTGAACCTTGACAACAACAGTTT
+TGCCTGACCACAACAAAGCCTTGTGAACTTGTGCTATAGAAGCCGCCGCTAGAGGAGTAGGTTCAAATTC
+AGCATAGGCTTCCTCCAAACTTTCGCCAAATTCATTTTGTATAACTGATTTCACCTCATCAAAAGAAAAA
+GCAGGAGCTTTGTCCTGTAATTTTTCCAATTCTTTTATTATATCTTTTGGCAAAATGTCAGACCTTGTGC
+TTAAAATCTGCCCCATTTTTATAAAAGTAGGTCCTAATTCTTCAAGAGCAAGTCTTAATCTTTCTCCACG
+GGAAAGTTTCGCAATATTTTCATCATTTGTTTGCTTCAAGATTTTTCTTCTTACATTTATATGTTTTAAA
+ATTCCAATATTGTCAATTATAGCACCAAACCCGTATTTGATGAATACGAAAATTATTTCTCTATATCTTC
+TTAAATGTTGCATTATTTCACACCTGTCATCAAAATTTTATAGTTACTTATTTTTCTGTGTTTTGCATTT
+CCTCCAGCACTTTTCTGACTTCCTCACGAACAATACTTTTTATCTCTTCCCTAGTAACAATATCTTCCTT
+TTTGGCAACATTCATGTAGCCTAACGTTTCAGCAACTGCGTCTTTAATCATTTTTCTCAATTCTTCCTTC
+TGTTCTTCACCTTTTTTTACCAAGTCTTTTACCATTTTTTGTGCATCTTCTCTTGCAACTTCTCCTCTAT
+CTACAAGTTCTTCTACTATTTTTTCTATTTTCTCTCGTGATAATGCAAATAATCCCAAACCAAAATTGAT
+AGATTTTTCAAGCAAACTTGTCATATATATAACCCCTTTCAAAATTAATTCGGACATCCGTCCTAATATC
+TCTATTAATATTATATACTAAAATTTCCTAAAGTCAATATGGAATTTTATTACTCCTCCAACAGCTCTTT
+TACAACTTCTATACCGTTTAATTTCATGTGATACAAAAACATGGTATGTATCAAATTGCCATCATGAGGC
+ATTATTTTGAGGGATTGAGCAGTTTTTACAGATGTATCATAGGTTTCAACGCAATTTTCCGGTACAATTA
+CATTTACTTTAAGATTATTGGCATTTGCAATCATTTTTATAGACATAGCCGTCTGGTAAACGCATAAATC
+AGTACAATCTCCTACAACGATAAAAGTAGATTTTCCTTCCTTTATCATTTCAACAACTTTCTTTAAAAAC
+TCATTCCCGCCTTCTAATTCCCCTCCAAAAAACACATTCAACGAATTTTTCTCCACAATCACAGGTTCTC
+CTTCAATTATTTCTTTTAATTCGTCAACAATTTCACTCTCAAAAGTGCCTTTTACACAGTGAGGTGGAAA
+TTCTCCAAATTCAACTGCATCTGAAGGATGAGCGTCATTTAAAAAGAACACATTTTTTATCCCCATTCTG
+TAGCAGGCCTTTAATAAATTCTTTATAGGTTCTATTATGCCTGCCACTCTTGGACTAGCTAATGGACCGC
+TTTTACAAAAACCGTTTAGCATATCCACAACCAAAACTGAAACCTTATCCTCTCCACCAGCATTGTATAT
+TACACTGCTCAAGCTTTTTTCTTCAAGGTTGCTATAAAAGTCAAAAAGGTAATTTAAAAATGGCCTGGTG
+TTATACAAAAAGCTATCAAAATTCATAAAAAATTACCCCCTCTAATCAACTCTTTTGCCAAAATTATACC
+ACAAAAATACTTAATCCAGTACATTGAAAAAAGTTTCTCTTGCCACAGCTAAAAGCCTCCCATCTTCTGC
+ATAGGCTTCACAAACTGCCACAGTAGTTTTACTCCCCGCATGAACTATTTTGCCTTTGGCTTTCACTTTT
+TCCCCTACTCTTACTGGGGAAAGGTAATTTATATTCATCTCAATAGTTATCACCTGTTTACCTACTGTCC
+TTGCCGCCATACCCATAGTGATATCCATCACTGAAAAAAGCACGCCTCCATGAGCAATATTAAGAGGATT
+AAGGTGCTTTTCTTCAATTTCTATTTCTGTCACAGCATAGCCTTGTCCCAGTTCTACCACATGAACTCCT
+ATTAACTGATGAAAATTTGTATCCCTGTTCACTTTCAAAAGATCTTCAAAAAGTTTCTCATCTATTCCGC
+TGTTTATTGCCTTCACCTTTCCGCCCCCTCTTTTTTAAGTTGCTCTCTTTATTATAGCATAAAAAATAGC
+AGGACATTTTATCCTGCCTCAGAGTGCTGACAAAGTCCTTATCTTTTAAGTGGCATTTTGTGTTAATGCT
+CCGGAGTTACAAAGCGACAAAACTAAGGCTCGCTTTTCGAGCTCCAGCGGGGTTCCGGCCAATTCGCCTT
+ACGGCTCAACGTGGCCACTCGCTTTCGCTCGCCCTGCCTCCGCTCTCAAGCTCGCCAAGTTTTGTTACCG
+CTTTGTAACAAGTCGCATTTACATACAAAATGCCACTTCTCTGAGTTTGTCATCAGTCTGAGATGAGCTA
+GGGCAAAACCCCAGCTCATCTTCTTTTAAGAAAAGTGGCAATTGCAGGTATCACTGAAATCACAATTATA
+GCAATAGTAACCAACCCAAAATGGTCCTTGACTATTTTCAAATTTCCAAAAAAGTATCCTCCCAAAGTAA
+AAAGAGAAACCCAGAGAATTCCGCCAAATGCGTTGTAAAACAAAAACCTAAAACATCTCATCTGGCCAAT
+TCCTGCAACAAAAGGGACAAAGGTTCTGATGATAGGGATAAACCTTCCTACCACAATAGTAATAGCGCCG
+TACTTCTCATAAAAATCACGAGCTTCCAGTAAATGCTCTTTTTTTATCCATCTCAAATTTTCACTCTCAT
+AAATTTTTTCACCTATAAACTTACCTATATGGTAATTAACCGTATCTCCCAATATTGCAGCAGAAGCTAA
+AAGCACAATCACATAGTACACGTTCAGACTCCCTATCGCAGCAAAGGTCCCTGCAGCAAATAAAAGCGAA
+TCACCTGGGAGAAAAGGGGTCACTACAAAACCCGTCTCAAGAAAAATGATAAAAAACAAAAGGCTATAGG
+TCCATGTGCCATAAGTTTGAATTATCGTTCCAAGATATTTATCCAAGTGAAGTACAATATCTACAAAATT
+TTTTACGATGTCCATTAACTTCATCCTTCCATATATATAGTCCTTTTCAATTATACTATATATATGAAAG
+GTTGTGTGAAAATACGAGAAATTTTAATCAAAATTTAATCTTCTTCGTTATACCAGCCATGCCTGTGCCT
+CATTCCACCGTGACCCCTCATATCCTCCCCGTATACTTTGTAATTTCCTCCTTCTACCCTTATAGCCTTG
+CCATTTACCAATGCATCAGCTATCTTCTGCCTAGCAGAAGTTATTATTCTAAAAAAAGTTGGCCGAGATA
+CCTTCATCATATCGGCACATTCTTCCTGTTCCAACCCTTCTAAATCCTTCAGCCTGATAGCCTCCAGTTC
+TTCTACTGTGAGTATCACTTCTTCCAGCATAGAAAGCGGAATCCCTACTGGTTTAAAATAAGTAACATTT
+GGTTCGCTTCTAACCCATCTCCACTTCGGCGGTCTTGGCATTTTATCACACCCTACTATTTTTATAAATT
+GCAATTACTTTAATATTTTATACTTTCTGCGAAAAAATATCAATCCCTCATGAAATCCGATAGTGTCAAG
+ATACTGTAGGATTTTTTTAAGACAACCCCTGAAACTTAATTAATTCAGGGCTTCGTTTTATCATGTTCTT
+TATATAACTTGTGCATATTTTAATGCTCTTAAAACCCTATATATTGGCGTTACTTTCCCTATATTCAAAA
+CCGTAATATTGTTTATTTTTTCATTTGTAGACGTTTTAACTCTCCTTACTGCCTCTTTTATTTGCTTCTC
+TGTTAATTTGTAACTTCCTGCATTTATATTCTTTTTCTTGCCCCACTCTACTTCTCTTAAGTCTCCTCCA
+TTCTTGCTAAATACCCTTAATTTCGCCATTAACTTTAATCCTTCTCTGCTCCACCCTAATGGATTCCTGC
+TAAGTCTTGCAGAAAATACATGGCTTATATGCCCTTCTGCACTGCACCCTATTACATCTTCGTCTTCACT
+GTATATCTTTATCCCTTCCCAATTGTTTAGTATGTATCTCTTCGCTTCCTTTATCTTTTCTTTTTCTTTC
+TCTTCTTTTGCTATCTTTATTAACTCACCAAATATTTTCTTCACTCCTTCTTTATCCCCTTCATTTATTG
+CTCTCCATATCTTATCCCTATACTTTGGCTCTTTTGATGTTGCTTTTAATACGTATTTGTTTAAATGATA
+TCTGTCTAACACAAACCTTGATTTTACTATCCATTCTAATCCCTCTTTTATCCATGGTGCTCCATCTCCT
+GCTATGTATATCTTCTCTATCTTCTCTTCCTTGTAATTTTCTTCTATGTAATTCGCTACATCTATCCATA
+TGTCTTCTGCTTTCTCTCCTACGTATGCCTTGTAATACACATTCTTCAGTACGTTCCTTCCGTTTTTCTC
+TTCCCTACCTTCATGTATGTATATCAATCGCGGTGTTTCACTGCTGCCATCTTGTAAAGGTACATGGTCT
+TCATCTGCTTCTATGTATAAAACCCTTACTTCCTTCTTCTCTTTTATTTCTCTCTTCACCTCTACTTCTC
+CTATTTCCCTTATGCGTTTAATACCGTCTGTTTACTTATTTTCTCTGGACATGCTTTCTCGCTACTTTTC
+TCGTATGATTCTTCTATCGCATTTTCTACTAACTTTATTTTTACTCCCTTTTCTATCCTCTCGTGCCGTC
+CTATCTCTAATGCATCATCCACTAAATATGTATATCTACCATCCTCCCTTGATTTGTAATATGTCCTCTC
+ATATTCAATATCCCCAAGGACTGTCGTTAATCTCTTTTTATCTTTCCTCTCTACTACCCATTTTTCTTTC
+CTTCTCTTGTCTTCTTTTATTATCCTATCTAACTCCTCAATAATTGCTTCTATTGCCTCTCTACCTAGTT
+TGTCCGTAAGTTCTTTTATCCTTGCTACAAGCTCTGTAATATTCATTCCATTCTTTAATAAATCCTCAAA
+AACATTCATCATTTCCCTAGTGAAATTTAGAGCATTTTGTAGTATAATATCCTCAAAAATATGTTTTTTC
+ACAAGAGACACCCCTTTCGTGTTTTTTGTTTTCCACAATCTATTTTATCACAGGGGTTGTCTCTTGTTTT
+TTCACTTTAAAAATCCTACGATAATTTTACACTATGTGAAATCCAAAAAACTTTTCAACCAAAATTGGGT
+CAAATTGTCATCCGCCATCTTTTTAATCTCTTCTAAGGCCTCATATTTAAAAAGTACCTTTTCTTCATTA
+TCCGGATATAGCCCATAACAAATCTTCCTAATTCCATTATAAATCCTTTTTAGACGCATGTCCATTACAA
+ATTAAATTGTCACTCTTATTCTCTAATTAATACTTCTTTTATTTTTTGAGATACAATCTCTTTTACTTTT
+AACAAAAAATCAATATCACAATTACCTGTTCCGCTTAAATTTTTATCAAGTACTCCTTCAGCATATTTAT
+ACCTCTGTAAAACATATCTTTTTACAGGAGAAATCCAATCTGCAATAAAAGTGAAGTCCTCAAGAGTAAG
+CAATTTATCATTTACAGTTGTCCTAAACTCATAATTTATATCCGAGTCTTTTATTAACTCTACACTTTTT
+TTAATATTTTCTATGTCCTTTTCATTTTTTAAAAACATATCATACTTTTCTATTGGCGCTTTTATATCCA
+TCGCTATATAATCCAGTAATCCCTCTTCAAGCAAACTTTCCAACACTTGAGGTCTTGAACCATTGGTGTC
+AAGTTTAACTTCAAAATTTAAGTCCTTTATATTTTTTATAAAATCTTTAAGCCCTTTCCAAAGTGTAGGC
+TCTCCTCCTGTTATGCATACCCCCTCTATCAAATTTGCCCTCTTTTTAAGGTAATCAAAAAACTCTTTTT
+CACTTTTTATTCCTTCTCTCATTTGTATCAAATAAGAGTTATGGCAGTATGGACATTTAAAATTGCAGCC
+ACTCACAAACACAGTGGCTGCAATTTTCCCAGGAAAATCTACAAAAGAAACCGGCAAAAAATCGTACATC
+ATACCACAAATTCCTTCCTTTGCTCAAATTCTTTTCTCTTCCCTTCATTCCAGTTTTTAATAGGCCTATA
+GTATCCCACTACGCGGCTGTAAACCTCACATTCTCTACCGCAGTAGGGACATTCAAAATGCTCGCCTGAA
+ATGTACCCGTGGTCTTCGCATATGGAAAAAGTAGGAGTTATTGTGTAGTAGGGAATCCTGTAATTATAGG
+CGATTTTCCTTACCAATGCCTTGCAAGTTTCCACATCGCTAATGGCTTCCCCTATAAAACCGTGAAATAC
+AGTCCCTCCAGTGTACTTAGTCTGCAATTCCTCTTGCAAATCAAGCGCAGTAAATATATCCTCTGTAAAA
+TCCACTGGCAGTTGAGTAGAATTGGTATAGTACGGAACATCATCTCCTGCAGTAATTATATCTGGGAAAA
+GCTCTTTATCTTTTTTGGCCAATCTGTAAGAGGCTCCTTCTGCAGGAGTTGCCTCCAGGTTGTACATAAA
+ACTGGATTCCAGTTGATACTGTTCTAACTTATGCCTCATAAAGTCTAAGACCTCAAGTGCAAATTTTCTC
+CCCTCTTCCGTGGCAATGCTCACTCCCATGAAATTGAGCAAGGCTTCATTCATACCAATAAGCCCTATGG
+TGTTGAAATGATTCTGCCAGTAATACCCAAACCTCTTTTTCACATCTCTAAGGTAAAACTTGGAATAAGG
+ATAAAGCCCCATTTCTGTCATCTTCTCAAGTACTTCCCTCTTTATCTCAAGGCTGGTCTTTGCAATGTCC
+ATAAGTCTTTCTAACCTCTGGAAAAACTCCTCTTTCGTCCTGGACAGATATCCAATCCTGGGCATATTTA
+TCGTCACAACACCTATTGACCCTGTCAAGGGATTTGCTCCAAAAAGCCCTCCTCCCCTTCTCCTCAACTC
+CCTGTTGTCCAATCTAAGTCTACAGCACATTGACCTGACATCATTTGGGTCTAGGTCGCTATTTACAAAA
+TTGCTGAAATAAGGAAGGCCGTATTTTGCTGTCATCTCCATCACTTTGTTTACAACAGGGCTGTCCCAGT
+CAAAATTTTTAGTTATGTTATAAGTGGGTATGGGGAATGTGAATATCCTCCCTTTCGCGTCCCCCTCCAT
+CATCACCACTGCAAAAGCCATATTTATCATGTCCATCTCTTTTTGAAATTCCTTGTAGGTCCTGTCCATA
+ATCTTTCCGCCTATTATTACAGGCTCATCTGCCATAATCTCGGGCACAACCAAATCCATGGTTATATTCG
+TAAAAGGTGTCTGAAAGCCCACCCTTGTTGGGACATTCAGGTTGAATATAAATTCCTGCATGGCCTGTTT
+GACTTCCCTGTAAGACAAATTGTCATAGTAAACAAAGGGAGCAAGGTATGTATCAAAATTGGAAAAAGCC
+TGGGCCCCTGCTGCTTCTCCTTGAAGCGTATAGAAAAAGTTGACAATCTGCCCAAGGGCTGACCTGAAGT
+GCTTTGGCGGTTTGCTCTGAACCTTTCCTTCCACTCCTGTAAACCCGTTCAAAAGCAAATCCCTTAAATC
+CCAGCCGCAGCAGTAAACAGATAAAAGTCCCAAATCGTGAATATGTAAATCCCCGCTTATATGCGCATCT
+CTCACCTCTGGAGGGTATATTTTATTCAGCCAGTAGTGAGCAGTAATGCTGCTCGATATATGGTTATTGA
+GCCCTTGCAGTGAATAGCTCATATTGCTATTCTCATTTACTCTCCAATCCTGCTTTCCCAGGTACTCATC
+TACCATTTTCTCAATATCCATGACCATCTTTTTAAACTCTCTTATATCTTGGTGTTGTTTTCTGTAAAGA
+ATATAAGCTTTTGCAGCTTTAGCATATCCCCTTTTTATTAAAAATACTTCCACCACATCCTGAATTTGCT
+CAACACTGGCTATCCCCTCAAAAACCTGTTCTACGTGCTTTGTCACTTCATCAGCGATTTCTAATGCCTC
+TTCGTATTCCCCTTCTCCCACAGCTTTAAAAGCCTTATAAATCGCATTTGAGATTTTTGTCTTATCAAAT
+TTCACCTCTCGCCCGTCTCTTTTAATCACCTTCATCTCAATTTCCATACGTAACCCTCCATTCTTTTGTT
+TAAAAAACTCTCAATATGACACAAAATATAGTAGTATCTTAATTTAATGCCTCAATATTTAGTATATCAT
+GGTCACCTATCCAAGTCAATAAAAAAATAAAGCGCGGAAACCCGCCGCACTTTAAGACTTTTCCTCTGAA
+TTTGCTAAAAGCCTGGCTTTGCAATTGCTGCATATTCCATAAAAATTTAGTTCTCCATAGTAAATATCAA
+AGTCATACTTTTTTTCTATCTCTTTTACAGTTTTTATAAGCTCTGGGCTATAATACTCGTCAATATTACC
+GCAGTATTTGCAGATTAAATGCGCGTGTATCCTTTTTTTGCTAAACATCTTGAGCTCATAGTATTTCTTG
+TTTCCGATAAGATTTTCAGAGATAATATCGCTTTCTACTAAAATTTTTAAGTTCCTGTATAGAGTAGCAA
+TTCCATAGTGAGGCCACCTTTTCCTTACTTCTTCATAAAGTGAATCAATATCAAAATGCTTATCCGGATT
+TTTTAAAAATACATCCAAAAGGATCTGCCGCTTTTCCGTAACCTTCAAGCCCCTACCTTTTAGAACCTTA
+ACTAAAAGAGGCATAAGGTTTTTTTGATTTTTCACCATACAACTCACCAAATTTCAGACATATGTTCAAT
+TTAAATATACAATTTTTATTGACATATGTCAATAACTTTCGTACATTTTTCTCCATTTCTCCCACAGAAA
+ATCATCTATCTCATCCACCAAGACAGGGTCAAACTGCAAGCCTTTTTATAAAAATAGCTAAATTAAGAAA
+AACAAAAAAGAAGAGGCTGGGTTTTAAAAAACTTTGCAGCCTTTTTGCTGAATTCTATTTTATAATTCTT
+CCCCATTAATTCCAGCCTCCTTAAGCACCTCCTCAAAAGGTACATATTCATTTTCGCTGGCAAGAACTTG
+TTTAGCTTCTTCTATAAGTTGAATATCAAATTCGTCCAATTCCTCTTCTATTAATTCTTTTAAGTTTTCA
+AGAATGGCTATAACTTTTGCCATTTTGTCTTCCGGGATTTTGTCTATTATCTTGTAAGCTCGTTCCTTTA
+AAGTCATTATATTCACCACCATATTTATTGGTTTCCTTTTTATATTTTACTATAGAAAGGTTAGAATTAA
+AAGAAATAACTAAGTTTATGTCCCTCTCTTTTTGCCCATATCATTTTTGAGGTCCTTTCTGCTACCTCTT
+TTTTTGTAGTTGTAAAAAGCTCTTTGGCAAATTTAAACTCCTTCTCTTCATTATCGTACTCTCCTTTAAA
+TTTCCTTACCTTTATCCAAATGCCTTCGCCTTTTTTGAAAAACTCCAGTATATTGTCAGAAACCTCTTTT
+AGCCTTTCATTAAATTCCTGAAACATATCAGAATTTACTGCCACAAAAGAGGTTAGATTTTTCTACAACT
+TTCTAATAGCAGGTATCAGGTTGTCCTCCCGCCTTCAGCCTCTTTTTTAATTTCCATGATTATATCCGGT
+GTCAAAGGCAGTATAATCTCTTCATCCTTGTATTTAACCTCGTGCATCTTAATCACTTTTAATGTAAGCT
+TCATATTCTCACTCATACCGCTTACCATAAGGTTATATGAAGAATCCTCCAGTGCTTTTGCCCAATCCTT
+GTAAGCATCGCTATTTAAAGTAAGAACGTAAAAGTAATTTTTATCTTCACCTTTAACTAAAAACTTTAAC
+TTCTCATACATCTTTTCTCCATAGGTCTTTGAAAAAAACAGTAAATTAAGAGAGGCACTTGTAACAAGTG
+TGCCTAAATCGCTTCCCTTTTTGACCTTATCTCCTGCAAAATCCAACGCTTTGTCCCAAACTTCTGGTTT
+GACATAATTTGCTCTTATTGAATTTTCAGAAACTTCCTCTATATCCTCTATCTGTGGTGCAAGTTCAATG
+TAGAATACCCTCTCTTCCTCCTCATATTTTTCTAACTCACATCCCAAATGCTTCATCATTCTCTTGTGTG
+TTTCAATTGATGTGCTAGCAGTCATAAATATCACATTCCCGCCTTTTTTAAGCCACTCATCAGCAAAGAA
+ATTTCCTATTAAAGGCTTCCCTGAGCCTCCAGGTCCGCTTACCAACAGAGGTTTTTCGTACACCCACCCT
+TCAAAAAGAAGCTCTTTCATCCAATCCCTTTCAAAATATATTCTCATAAATAGTAGCCCTCCTTTTATTT
+TTATATCAATGCAATTAATCTATAAATAAGACCAGCGATTAACATGCCGTATATAAAAGCAGAAAACGTA
+ACAATCAAAGCCCTTTTAAAGCCAAATTCTTTTATAAACATGCCAAAGGCTATTATACAAGGAATCTGTG
+CTGAAGATGCAAGCCCAAAAGTAAATATTTGAAATTTTGACAAGACCGTCCCAAAGTCATAAGTCCCCAT
+GGCATTTGCCAGCATTGCAATCACAAGGTCTTTTTGTAAAAAGCCATAAAGAAGCGGTATTACGGTATTT
+GCAGGAAGTCCAAGCCAGCTTACTGTCAAAAACCTAAAGGGTTTAACTATAAAAGCAGTAAGGTCATAAT
+AGTCTAACATGCCGTACAAAATTCCTCCAGCTACCAAAAGAGGAATAACCACTTTTACAAAGTCTTCCAT
+CCTAACCCATGCTTTAACCAGTAAATTTCTAACAACAGGCATGCGATATGGAGGCATTTCTTCTACAAGA
+GGCAGTCTTTCCTTTGAAACGACTATTCCTAAAATCTTTGAAGTGATTATAAAAACAACGAGTAACGTAA
+AATAAGTTAATATAAGATACCCTATTCCTGCGTAATGCCCGACCACTCCAAAGAGTATGGCATTTCGTGA
+AGAACACGGGACAACTGAATAGAGTATTGCCACCTTAAACCTGTCCTTGAAATTACTGAGAATCCTTGTA
+GATTTTATGGCAGGCACACTGCAACCAAAACCCAGCATCAAAGGAATGATAGCCTTCGCAGGGAGGTTAA
+GCCTTGACATCAAGCCATTTAATGCGATTATAAAGCGGGATAAAAGACCAGTATCTTCCATGAATGTAAG
+AAAAATATAGAATATACCCACATAAGGTACAGCTATACTTATACCTGCAGCAAGGCCTATGAAAGCATTT
+GTCACCAAAACGTCAAGAAGAGGATGGTAAGCCGAAAGATATGCGCTTAAGCTTTCAATATATCCTTCAA
+ATAAATTTCCTAAAGCATCCTGAAACCATCCGCCAATGTAGAAAAGCCCTAAAAATATAAGGGAAAGGAC
+ACTTAAGCTAAAAACTGCACTACCTATTGGATTGTTAAGTATAAAGTTATCAAGTAAATTTAATTTATTT
+GCCCTTTCTTCTTTATAGGTTAAAATCTTTTGAGAAATATAAAAGGCATATCCTGCCCTTGTTATAACTA
+TGTCTCTTGTCACATTTGGATGAACTCCCCTATATCTTTCCTTTAAATTTTCAAACTTATTCAAGTTTAA
+CAGTCTACATACCATGTCCCCTTCTTCTAATATTTTTACAGCAATGCCTCTTTTAGAAAACTTTCCCTCA
+TAATCAATTTCTCTTTCTATTATTTCTATCATCTCTTCTATGTGGTCATCGTACTGAATAGAGTAGTTAG
+ACTTTTTTACTGATTTAAAAGCATTTTTTAATTTTTCAATCTCCTTTTTAAAAGGATTTATCACCACAAC
+AGGAACGCCCAATAATTCCTCCAAAGCCCTTAAGTCAATTTTCATCCCCTTTTTCAGCGCTTCCTCATAA
+AAATTAACCGCTATCATGAAAGGAACTCCTAATTCTGCCAATTGGAGGGAAATTATGAGATTTCTCTCTA
+AAGCAAGTGCATCTAAAATGTGTATCACAAAATCATAATTTCCTTCTAATACTATCCTATATGTAACTTT
+TTCTTCTTCACTGGAAGGGGTAAGGCTGTAAATGCCGGGGGTATCTACAAATTCCCATGATTCATCTCCA
+ACTTTTGTTCTACCTTCTGTAACATCTACAGTTGTACCAGGGTAATTAGACACTATAACCTTTGCTCCTG
+TTAGAGTGTTCAAAAAGAGCGATTTCCCTACATTAGGCTGTCCTACCAGAAGCATCCTCAAAAGCTTCTA
+CCCCCTCTATATCATCTCCAATTTCTCTTCCTAAAACCACAAGCCTACCATGGGATTCTATCACTAAAAA
+GTCATCTCTTTTCTTGACAATCTTAAAATAGCTTCCAGGTGCAAAGCCTAACCCTATAATCCTTGACAAT
+ACCATGGGGTTATCTATAGAAAGGCGCACAACAAACCCTATTTGTTGCTCTTTAAAATCTTTTAATTTTT
+TAGGGGAAGAGGCAGACTCAAAAGCTTTTTTCATATCCTTCATGGCGTAATGCTCCAAAGCATGAGCAAT
+TTGATGCCCGTACACACTTTCTACGAGATTGTGTTTTTCATATATACCTTCAGCCTCTTTTTTCCCGTCT
+TCTGTGAGAGAGACCTCTTGCTTTTCAAAGTTGACAAAATTATCTTTTTCTAAACTTCTCACTGCTTCAA
+TTACGTCTTCTTTAGCTACTTTACTCTCTATTGCTATTTCTTCCAATGAAGACTTATTGCCTTCTTTTTC
+CTTTAAAAATCTCAAAATATCCTCTTTCAACACTTTAAGCCATTCCATTGCCTCTCCCCCCTGAACTTAA
+TTTTTACAAGTCATTTTACACTCCCTTTTAAAAGGACAACGATGACACTTACCGCCTTTCTCAAACTGTC
+TCCTCATCCCAATCCAAATCATAGCGGCCGAAAAACTCCTGCTCCCACTAATATAATATATTCCACGGTA
+AACACCTTTTTCCTTTTATTTTACAAAATTTTTACCCAAGCCCTAGAATTCGCCCTCCCTGATATACCAA
+AACCGCCATTAGCCATCCGAGAACCAGAGTGTATCCTATTGCAAAGAAAGTCCATTTCCATGAATTTGTC
+TCTCTTCTTATAGCGGCAATTGTAGCCACACAGGGGATGTATATAAGAGTCATAACCATAAAGGCATAGG
+CAGACAGAGGCGTAAAATGCTGCCTTATAGCCTCAAACAAAGCATCTCCCTCTGCACCGTACACCACTCC
+AAGAGTACCAACTACCGTTTCCTTCGCTAAAATGCCGAATATCAAGGCTGAAGCCGCTTCCCAAGTACCA
+AATCCAGCCGGCTTTAAAATGGGCGCTACAGCGCTTCCCAATCTACCAATATAGCTCTCAGCGCTGGCAT
+ATTCCACTCCCGCGGGAAGGCTAGATAAAATCCATACCAGCACAACTACTCCCAAAATTATGGTGCCAGC
+TTTTCTCACAAATAAACTTCCTCTCTCCCACATGTGAATAAGCAAGCCCTTTAGAGTAGGCACTCTGTAA
+GGAGGAAGCTCCATCACAAAAGGAGCTGTCTTGCCTTTGAAAAGAAATTTTTTAAATATTTTAGCCATTA
+TAACTGCCAGCACTATCCCCAAAAGGTATATAGAAAACACCACAAGCCCTTGATTCTCTGCAAAGAAAGC
+TCCTGCGAAAAGCACATAAACTGGAAGCCTGGCAGCACAAGACATTAAAGGATTTACCAGAATAGTAACC
+AATCTATCCTCCTTGTTTTCCAAAGTTCTAGTAGCCATTATGCCGGGCACATTGCAGCCAAAACCAATCA
+GCATAGGTATAAAAGATTTGCCATGAAGTCCCAAAGCAGTCATAAATCTATCCATAACATAAGCGGCTCT
+CGCCATGTAGCCGCTATCTTCTAACACAGAAATTGCAAAGAATAAGAGGAAAATCGGTGGTATAAATACC
+AGTACAGAACCAACTCCTGCAATTATTCCATCTCTTATAAAGGAAATTAAAATGTCCGGTGCAGCGATTG
+ACAAAAGCCAGGAGGCTGTAACTTCACCCAGCCAGTCAAAAAACATTTCTATCCAGTCTGATAGGGGATT
+GCCCAAAGCAAAAGTGAATTCAAAAACCGCCCACATAGCTACAAGAAATATTGGAATGCCGAGGTATTTA
+TTCGTCACAATCCTATCTATTCTGTCAGATAAGGTGTACCTCTCTTCAGGAGTACTCCTCTTTTTTACAC
+ATTCCTTTACTATACCAGAAATGACCCCATATCTTTTATCAGCGACGACAACCTCTGCATCTTCTCCAAA
+AATCCCTTCTAACTTCTTTTGGATCAACTTGACTTTCTCCATCAATGCCGTTTTGGATGAAAACTCTTTC
+ATTATGTTCTCATCGTTTTCTATGAATTTAATAGCCAGCCACCTAGGAAAAAACTTCTTTGAAAGCTCTT
+CATCTTCCTTAATCAAACTTTCAAGCTCAGAAATGCCCTCTTCCAATTCCTTCCCATAATCTATGCGATA
+TCTTTCTCCTTTAAATTCTACCGCTTTTAGTACGTTCTCCAGTAACTCTTTTACACCTTCCCCTTTAGTG
+GCCACTGTCATTACAACTGGCACTTTCAAAATCTGCGACAGCTTATCTTTATCAATCTCAATGCCCTTAG
+CCTTTGCCTCATCCGACATGTTTAAAGCTATAACCAGGTTTGCATTCATCTCCAAAAGCTGCATTGTAAG
+GTACAAGTTTCTCTCCAGATTAGTGGCATCTACCACATTAATCACAACATCTGGCTTATCGTATATTATA
+AAATTCCTGGCAATCACTTCATCTTCCGTGTAAGCCCCCAAACTGTAAGTGCCAGGAAGGTCTACTACCT
+TAAAATCTATACCTTCAAATTTAAGCCTTCCTTCTTTTTTCTCAACAGTAACTCCTGGCCAGTTCCCCAC
+GTGCTGTCTTGATCCTGTAAGCTCATTAAACAAGCTTGTTTTACCTGAATTTGGGTTCCCTGCCAATGCA
+ACCACTAATTCCTTTCTACCTTCTAAAACGCCCATCTTTTCCATCTTTGCCCTCCCCTATAATTCCTCCA
+CTAATATTTTTTGAGCCATGCCAAAGCCCAAAGCAAACCTCATCTCCCCAACTCCTACTATAAGAGGTCC
+TACATCGTTTTTTACAACCAAAATCTCTACTCCCCTTACAATCCCCATGTCAATTAACCTTCTTCTTATA
+CTTTCCCCTCCTATTATGTCCACTACCACAGCCTTTTTCCCCGGTGGAAGCATAGAAAGAGGCAATACAA
+TTCCTCCCTTTTTTAACAAATTATATCACCTCGATTTCTATCTGAGAAGCTTCCCTTTTTCTAAGACTTA
+ACCTGTAGCCCATCACTGTAACTTCAATCGGGTCTCCAAGTGGCGCTACCCCTTCCACTTTGACTTCTGT
+CCCGTGAATTACTCCCATATCCACAAGTCGCCTTCTCAGTTCCCCCACCGCCTTAATTTTCACTATTTTT
+CCTTTTGTCCCAACAGGTAGCTTATCAAGCGTACTCACTTTCTCTTCCAAACTAATGCCTCCCTTCTTTT
+CGACATGAAATTGATATACAGTAATACTTGATATTGAGAATAATTCTCATTATCTAATAAAAGAATAGCA
+CACCCCTCTTTAAAAGTCAAGATAAAAAAATAATCCGCCAATCAGTGGCGGATATCCTGTCTCATAAAAA
+GTGTAAAGGAAATTGCAAAGAGGAAAACGCTAAGAGCAACAAGCCCAGCAATCTGAGGCCAAATCAAAAG
+GAGACTCTGGTCAAAAGAAAGAGGCGTAGGTATCGCTCCAACTACCTGAGCAACTGTAAGTGGCCCTAGT
+GACCTTACATTTGGGGACAAAAGGGTAGTAACAACTTCTTGATACAGAGTAGTTGGTGAAATCCTCAAAA
+GGTATTGATGAATCTGCATCTGACGAAACACTATCTGTGCAGGTCCCTCTGTATCTATTGGGACCAAGAT
+ATTTACTATCATATCGTAAAATAGCGCAAAGAAGAGCCACACAGCTATGCTGGCAAGCAATGAAGTTGCC
+GGCTGTCTGAAATATATAGAAAATAAAATTCCCAAACTCAGCCATACTCCTACGTACAGGGCTGTAGCCA
+GCAAAAACACGATTATTCGCATTACCTCTTCAAAGGTAGGAGGAATGCCGAAAAATAATATAGCAAGCCC
+CATCACAAAAAAGCCAAGTGCCAGGAAGAAAACTGTTATCACCAGAAGAGCTGCAATCCATTTTGATAAA
+ATTACGTCATCTCTGTAAATAGGCTGAGCTATAAGCCTCACCAATGTTCTTCGATTTATCTCCCCATTTA
+TAGCATCAAAAGCCATGCCTATTCCCAAAAGAGGGGCTAAAAATCCCACAAATGTGATAAAAGAAGGCAG
+TCGCCCATCAGATACAGTAAAAACCTTCAAAAAAAGGTACAAATCGCCCAGCGGAGTATCAGCTTTTGAT
+ACTGCATCTCTTATAGCCATTCCAGCAGTGTAGATAGAGGCAAGTGCTGTCAAAAATATCAGAGCCAAAA
+GTATGTTAAATCTCCAGCTGTGTATATGGTCGGCAATTTCTTTTTTAATAAGGACTCGCAGTGAGTGGCG
+CATTTTATTGCACCCCCTCAAAATAGCGATGGTAAATATCATCTAATCCATAGCTTTTAGGCATAAGCCT
+TACAAGATTATAGCCTTCCTTTACCACAGTTTTGGCAACTTCAGCAGAAACGTCTTTTTCAGCATGGACG
+ATGAAGGCTTTACCTTCCTTTTCTACTTTTTTCACGCCTTCCACACTCATAAGTTTGGAAATAAGGTCAT
+CCTCCATAGGATTAACAGCAACTTCAAAGGTGTAAAGTTCTGTAGAAAACAGCTCTTTTGCCAGTTCCGA
+CACAGTACCTTTTGCTATTAGCTTCCCTTTTACAAATATCCCTACTCTATCGCATATCTCCTGAACTTGA
+TGGAGATGGTGAGAAGACAAAAGAACAGTCATACCGCCTTCTCTGCTCAAATTCTTTATGAGTTCCAAAA
+ATTCTTTCATCCCCTCCGGGTCAAGCCCTAAAGTCGGCTCATCGAGAATCACTATCTGAGGTTTTTTTAT
+AAGGGCATCTGCAAGCCCCAGTCTCTGCCTCATGCCTCTGGAATATGCTCCCACTTTTTTGTCTTTAGCT
+TCCCCAAGCCCCACCTTTTCAAGCAGTTCTTCTGCTGCTTTTACCGCTTCTTTCTCCTCCATACCGTTTA
+AAGCAGCAGTGAGCTTCAGATTCTCAAGCCCTGTCATGTCTTCATAAAACCCGACATCCTCGGGCAAATA
+GCCAACCCATTTTTTTACTTTAAGTGGCTCTCGCGTTGAATTAATCCCTAAAACTTTTACTTCCCCCTCG
+GTTGGTTCCACAAGGCCTAATATCATTAAAATAGTAGTAGTTTTGCCCGCACCATTAGGGCCCAAAAGTC
+CAAAAACCTCTCCTCTTTTTATCTCTAAATCCAGATGGTCGACGGCTGGCTGAGTACCATAGATTTTAGT
+GAGACCTTTTAGCTCTATTACAACATCAGCCAATTTTACCGCCTCCCGTATTTCTCAATCAGATAATATA
+AAACCCCTATTGTAGCAGCAATTATGAGAAGCGCTACAATTCCCCAACCCCAGCTTGTCTTTACAGTAAC
+TCTAAATACAGCCTCGTCACTAGCCTCTGGGGTACTTGCCCTCATTGTGACCACATAGTCTCCTGCTATG
+GCTTTCTTATCAGCGTGTATCGTAGCTGTAACCTCTTTTGTCTCTCCAGGAGCGAGGGTATCTATAGTAT
+CAGGTTCAAAGGTTACCTGCCAATCCACAGGCGTATCCGCATAAAACTTTATCTTTGCCAGCTGTGCCGA
+ACCTGTATTTTTCACCTGCAAAGTCACCTTTTTATCTCCACCGGCAACTATATCAGTTGAAAGCACTCCT
+GTAGGAGTAGTAAGCTTTAACCCATATGTGCCCCTTATCACCACTTCCAACGTAACAGAAGCGCTTGTAT
+TCTTCGTCTCTGCCTTAATTGGTATCTTGTAAGTACCAGCTTTAATCTGAGATGGAGGTGTTATAGAAAC
+CCTAATTAGCTTCTGACTGTTTGGCTCAACTGATACGGATGTCACCTCTTTGCCTTCCACAGTAAACTGC
+ACGTTCCAGCCAGGTTGCACATCAGCGATAAGAGCATAATTTTGCGTATCTGGGGTACGGTTTTTAAGCT
+TAAGCTCATAACTAAAGGTAGACTTATTCGTCCCCTCCATATTGGGCTGGTCTGTAGTCAACTCTGTCTG
+ATAAGTACCCTGCTCTGTCACATTTACTGTAAGAGTTAAAACAGGAACTCCAGAGCCTAAAAGCACCACT
+TTATAGCTTCCTTTATCAACCTTTAAAGGCACTTCCACAGTAAGAGTTATTGTCTGGCTGTCATTAGGCT
+TTACAGAAATTTCTTCGATCTTCCATCCCCCAGCTGTCAAAGTAGTCTGCCATCCCTCAGGGGCTTTTAC
+ACTTAAAGGTATGTTTTTAATTTGACCAGATTTGTTTTGAACATCTATGCTGTAGGAAATAGTCTCTCCA
+GGTGTAACCGCTATATTTATATAGGGCGTAAAAAAGGTCACTCCTGAAACATCAGCATAAGCGATATTAT
+TCCAGCCAGTGAAGAGCATTAGAAATGTAACAGCCAAAGTTAATACTTTGACAATCTTCATTTCTTAACC
+CCTCCTACATTATTTTTAATAGTGGTGGTAAACGTTTTATAAGCGTAGATAATCCCTGTTTTTTATTATA
+AACGCATAAAAAAAGGGCTGTCAACTTTTTATAAAAAAGAAAAAGCACTTTCCCGTGCTTTCAGACTGTT
+GACAAAGTTTAAAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGTCAAAGCGGTAACTAAACTTGGCGA
+ACTTGAGGGGCGAAGGCGGGGCGAGCGAAGCGAGCGACCACCTGAGCCCGAAGGGCGAATTGGTCGGGAC
+CCCGCCGGAGCCCGAAAAGTGAGCCTTAGTTTAGTCGCTTTGCAACTCCGGAGCATTAACACAAAATGCC
+ACTTAAATTAATATGGGTTTTGTCAACAAACTGAAAGCACTTTCCCGTGCTTTTTCATTCCCCAAAACAA
+TCTATACAAACTTTTTTACCATCTTTTAACCTTATTCTGTGCTCTCCAGCGTACTCTCCGCATATTTCGC
+ATTTAATAGAGGGATATATTCGCGCTTTTGGGGGTATTTCATAAGGCGGTGTCTTAAAATCAAAAATTTC
+CTCCAGCGGAGCATTAAGCAAGTATTCCATCCACTTTTTTCTGTCATCAGCGTGATTAAAAGCCTTTAAT
+ACTATTCTAACACCTTCCCGGGTATCTTTTCTAAAAAATGTAAATGCCTGCTTGCCTTTATCCTTAAAAA
+TTAGATTTCCTTTTCCAAAAGTACACCCTGTGATATACTGAATGGCATCGACTCCACAGGCATTGTTCTC
+TGTGATGCAGACAATTTCTTCGCCCTTAGAAAAGGTGAGATTCAATTTTTTAATTGCCGCTTCACTGGCT
+CTAAAACCTATTGCAAGTCCTGGGCACTCATGCCCGTGAAAGGAAACACATTCTTCCCAAAGCTTTTTGT
+CCATAAAAATCCTCCTCTACCTTTACAGCCTATCTTCTGGTTTGACACTGTCTAGCTCGTATACGTAAGG
+TTTTATGTCCAGAATAGGACTTTTATCAAGAGCATCAACCCCTTTAACATACAGCTTATTGCCCTCCACC
+TTTATAAGGTCCGCTACACAAAAAGCTATAGGATTAGGCCTATTAGGTGAACGGGTAGCAAAAACACCTT
+TTATCTCCGGTCCCCACGGAGTAGCCGTTTTTATCACGTCTCTTTTCCCTAAATGGCACCAATAAAGAAC
+TATTATGTGCTTTTTCTTCTCTATCTCTTGAAGCCCTTCCTGAAATTCAGGATATATTTCCAATATTGCC
+TCCTCATTCCTAGCCCTTCCTTGATGAGGCGCTTCCCCTTTCCTTTTATAAGGGCTGTGTATAACACCTA
+TAGGTACTAGTTCCACAGCAATTCTCCCTTCCTTTCCGTTAAAGTAGAATAAAAATTCAGACGGGAGGGA
+CTCAGACGGGAGGGACGGTTCCTCCTGTCTGAAAACTCAGACGGAAGGAACCGTCCCCCTTGTCTGAGCT
+GTTAAAGTGGAATGACAACGGGTACTCCTCGGCAGGTTTCTACTGCAACAGGAATCCCATATACAGCCTC
+TATGTTTTCTTCAGTCATGACTTCCATTCCACCATAGGCAAAAATGGTATTGTCTTTTAAAAGCAAAAAT
+TTATCTGAAAACCTCAAAGCCAAATTCAAATCGTGAATTATTACAATTGCGGCGATATTCTGTTCTTTTA
+CAGTATCTTTTATAATTTTTAAAACCTCAATCTGATTTTTTAAATCCAAATTATTCGTAGGCTCATCTAA
+TAGCATAACAACTGGTTGCTGCGCCAAAGCCCGCGCTATAACCACTTTTTGCAATTCTCCACCGCTTAAC
+TCATTTAAGTATCTTAAGGCAAGTTTTTCTAAATCAAACTTTTTTAAAACCTCATTTACAATTTTTATGT
+CCTTTTCAGTAATATCCCACTTTATATAGGGCTTTCTCCCCAAAAGCACAGCATCAAATACTGTAAACCG
+GCCATTCTCATTTCTTTGAGCGACATACCCAATTTTCTTTGCAATTTCCACCCTACTGAGCTTTGAAATC
+TCGTCTTTTTCAATGTATATAGTACCTTTGTGGGGCTTCAAAATCCTGTTTATGCATTTTAAAAGAGTAG
+ACTTTCCAGCCCCATTATTTCCTAAAATAGATAAAAATTCTCCTTTTTCAAGATGAAATTTCACATTTCT
+TAACACAGGAACGCTGGTGTAACTGAATTCTATACCATCTATGTTTAAAATCACCTTCTATACCCCCTAG
+AAAGCACATACAGGAAAACCGGGGCACCTAAAAAGGAAGTGATAGCTCCAACGGGCAGAACTATCGGAGA
+AATTATTGTCCTGCCCAGAGTATCTGAAGCAAGAAGTATCAGTGCACCTATTGCAGAAGACGCAGGAATT
+AAAAACCTGTGGTCTCCTCCAATCAATCTTCTCATAATGTGGGGCCCTACAAGCCCTACAAACCCTATTA
+TGCCAACAAAAGATGTAATCACTGCAGCAACAAGAGAAGACATAAACATGCCATAAAGCCTTATCTTCTC
+AACTTCTACGCCTAACCCCTTTGCCGTCTCCTCTCCGCTGTCTAAAGCATTGTAATTCCATCGGTTTAAC
+ATAAAATATATAAGTGAAATCCCTACCACAACAGACATTATAGTTAAATCTCTCCAGGAAGCCCTTCCCA
+AATCACCAAAAGTCCAGAAAACTATTGAAGCCACTTTTACATCATCTGCAAAGTACTGCAAAATCATCGT
+GATGGCAGAAAATAGAGAACCCAAGGCAACCCCTGCAAGCACCATCGCTTCAGGTGTAACTCTAAAATTT
+TTTGCCAACATAAGCACAACTACAGTAGAACCCATAGACCCCAAAAAAGCAAAGATAACTACCAGATAAG
+GATTGTTTATTATTACAGAATCAGGATTTGTAGTGCTTCCTGCCCCAAATAAGATAATGGCAACTGCCGC
+TCCAAAAGCTGCACCCTGTGATATCCCTAAAGTAAAAGGGGACGCCAAGGGATTTCTCAATATGCTTTGC
+GTAACACACCCAGCTACAGAAAGCCCTACTCCTGCCATCATAGCCGATAAAATTCTCGGCATCCTTATAT
+TCCACACAATTATCCTGAATCTTTCTTCCCCTTGTCCTACCAAAGTTTTTACTACATCCTTCACGCTAAG
+TCCTGCAGAACCAGCATTTATGGCATACACAGCAAGGAGAAAAGTTGTTAATATAGTAAGAAGTATTATC
+CATATTTTTCTCCTTATATAACGATTGTAACTTTCAGGTACCGCCTCTAATATCAACTGCCTCAAGACTT
+CATCCCCTCGTCCTTTATAATTCCCCCACAAAAAGTGGAGGAATTTATCTTTGATTATCCCTTAAAATTT
+AATTTTTTCAAAACCGCCATAGACCTCTTTCATCTTATCGTAGAGGACTTTACCCTTTTCACCAAAAAAC
+TTCGCATATATTTCTTTCGCTTTCTCTACAGGGTCTACATCATTGAATCTTTCAGGGTATAAAACTTTGC
+CTACCCAGTATGAATCAACCAGAGCCGTGTCAACATTTGTGTTGTACTGGTTATATGGGAGTATCCCATA
+CACATTGCCATTCTTAACTGCCTTCAAATTATTATAAAAATCGGGATTTTTCTGATAATCTTGCTTGACC
+AAATCAAGATTCCCCTCATCAATGAAGATTATATCTGGATTCCAAGCCAATAACTTTTCTTTTTCTATCA
+TTACACTACCTTTTTGCCCTAAAGTATCAGCCACATTTTTAGCATTAACCGCCATAAAAGGGGGATAATT
+TCCTTGAGTGCTTTCTATGCCGTGAGCGCCTTTAAATCCCAACGCCCCTACATAAACTGTCGGTTTTTTA
+TCATCGGGAATATCTTTAGTTCTGTCCTGCAAGTCCTTTTGAATTCCCTTTATATACTCCACCAGTTCTT
+TTGCTCTATCCTCTTTCCCTAACACTTTTCCTATAATCTCTAAAGAGGTGTATATATCTTCTTCAAAAGT
+CCCCAATTTACCATAACTCAAAACAATTACAGGAATTCCTGTCTTTGACTGCAAGTCATCAGCTTTTGAC
+TTGTCAAGCAAAGATATGACAAAAATTACATCGGGATTTACTTGCACCAGCTTTTCTGCGTCCGGTGTAG
+AATCAGGACCTCCCTGCCCAATGGTAGGAAGCTTCGCAAACTCTTCCTGGAAAAGCATGTTGTAGGTTCT
+GCCATTAGTCAATTTTTTGTCTATGTTTTCAACCCCTGCAATTCTGTCAATACCATCAACATAGGTCACA
+AGCCTTAAAGCTCCAGGACCAATAGCAACTACTTTATGTACTGGACCTTTTACTTCCACCTGCCTTCCTA
+CCAAATCTGTAACTGTTATAGTTTGAACTGTCTCTTTGGAAGTTTCAGAGATTTGCGCCTGATTCTGCGA
+TTTACTACAGGCTGTTAAAGACATAACAATTATTAGCAGTATAGCTAGCACAACGTTTAACCTCTTAAAA
+CCTTTTAACATTCCCGCACCTCCACTAAAATTTTCTAATTGCACTTGTACACTGTATACTCTAGTTTTAA
+TTTAGTGCTACTTTTATAAAAATTATAACACGCGCAATATAAAAAAACAATAAGGTCTCAAAAAAATTTT
+TATCTATTCTATAGAGTAAAATCCCTTTACTAAAACACCATTTTCTTCTAAAAGCTTCCGTATTATCTCT
+TCATCTTTCTTATCGTACATTATCGATATTCCACAGCTTAAATCAATAGACCTTGGCGTTGGTACCACTT
+TATACCACAAATTCTTTTTCTTCAAAATATCCTCTGCTCTCATGACATAATTCACGCTTGGAAAAGCTAT
+GTAATTGCCTTTCATCTTTTTTCCTCCTAAAATTTTTGTTGAAAAGCTTTAAAAAATGTTATAAAATAAA
+CTATCGGGAGTAGATAGGCGCTGGTGTGCCTCCTAGACTTCAAATCTACGGTCTCGCTATTTAAGCGAGA
+GGTGGGTTCGATTCCCACATACTCCCGCCATCTATTGATAATAAGCCCATGGTGTTCCCATGGGCTTAAT
+TCTTTATTTCCCTTGCTAGAACTCTTACATCTCCTATTCTTTTAGTCAGTTTAATAGAATCAAAGTATTC
+CAAAATTGCCATAGCATATTTTCTGCTGGTATTTAACAGATCCCTATAAACTGCCAAAGTGATTTCCTTA
+TTTTCCTTAAGATAATTTATCAGCACATTTTGGGCTTCTTCATAATTATCTTTTGAAAGAAAAATTTCCT
+CATCAAGTTTTACTAACTCTCCTATATTTACCAAATATTCTACCATAGGAATTATTTCGGGATACCCTTC
+TAACTCGGAAAGTTTCGGAGGTTCAAATTTTGAGTCTCTATAAATTTTTATTATCCTTTCTTTTAACTTT
+TCTTGCTCTTCATTAAGTACGACTTTAAAGTCTTTTAAAGCTACTAGCTGATTTTTTATCTTTATTATCT
+CTTCCTTTTCCATTAATTCAAAGATAAAATCGCAGAGCTTAGATTTAATATCTCCAAACAGCTTATTTTT
+CAGCTCTTCTTTTGAAATGCCTTCTTTTAAAGGATTTTTCCTGTGAAAATCCTCGAGGATTTCTTTTGTT
+CTCAAACACATCTCTTCATACTTTTCCCGGTGATAAAAATAATCTTTTTCTTCTAATTTTAGCTTAATCA
+AATTTTTAAGAGAAAATTTACCTATATCAACCACATTTGCTTTTCTCTTAATTTCTTCTTCTGACAATGG
+CAATAGCGACTCATACACTAATTTCTCTATCACAAATTTATCTCCAAGTTTTTCAATGTTACTCAGCGTT
+TCAATGACCTCTATATCAAATCTTTTGTGTTTTTCCGGATTCGGATCTAATATGATACCTCCTCCTATCG
+TAAGCATGGGGGAATAAGTTCTAATGACAAATTTATCTTTTCTCAACACAGAGACACAATCCTCCAGGTA
+AATCTGCGCATAACAGCTTTCTCCACCATGTAGCTCATCCCTATCAAGCAACACTGCTCTTCCTATTACT
+TCTGAAGCACCTGTATAAAATCTTATTCTTTCTCTATTTTTAAGAGTTTTTGCTTCTTTTAAAAGAGAGA
+GCTTTACATCTATCATAGTAGAAGGAATAATGGCCTCAGGAGGAGCAATCACATCTCCTCTTTCTATCTC
+TTCTACCTTGACATTTGCTAAATTTATTGCAGTTCTCTGCCCTGCAAAAGCACACTCAACATTTCTTTCA
+TGCACCTGAAGGTTTCTCACTCTTGACTCAATCATCTTGGGATAGATCATCACTTTATCTCCGACTTTTA
+TCTTTCCAGATATCAAAGTACCAGTGACTACAGTCCCAAAGCCGGCAATAGAAAAAACTCTGTCTACAGG
+CAGGCGAAATATTCCTTCTGAACTTCTTTCCTTAACTTTTTGCGCTAATTCATCCAGTGTATTTACCAAA
+ATATCTAATCCTTCTCCTGTAACAGACGATACATGAACTATTGGCGCATTTTCTAGAAAAGTACCTTTTA
+AATTCTCTCTTACATCTTCCTCTACTATTAAAAGCCAATCTTTTTCTACCAAATCACATTTTGTCAGCAC
+AATTATGCCAGCCTTTATATCGAGAAAAGATAGTATATCCACGTGTTCTTTAGTCTGTGGCATTACTCCC
+TCATCAGCAGCAATTACAAGCATGACTATATCTATACCGTGAGCCCCTGCCAGCATGTTTTTAATAAATT
+TTTCATGGCCTGGCACATCAATTATACCCGCTCTTATGCCAGAAGGCAAATCAAAATAAGCAAATCCCAA
+ATCCGTGGTAATTCCCCTTAATTTTTCTTCTTTGAGCCTATCTGTATCCTTCCCTGTAAGAGCTTTTATC
+AAGGTCGTTTTACCGTGGTCAATATGTCCTGCTGTGCCAATTATAATATTTTTCACTGGCACACCCCCGT
+TATTTCTTCTAGAGCATGAAGAATTACCTCTTCATCACCCTCTAATAAAGTCCTCACATCTATTGTAACA
+ACACCATCAACTATACGGGTTATTATAGGAATATCTCGTATTCTTAGCCTTCTTTCTAAATCTTCAGTAT
+CAAACCCTTCCACCTCTAAAGTAATACCATAGGAAGGCAAACTTTCTTCTGGCAGTGATCCTCCCCCCGA
+CAAGGATGTAATTTCTACAACTTTTGATTTAACTTTAGGAATTGTTAAAACAAGCTTATTTAAGATAGCT
+GCCTTTTCATATAATTGGGAAGGTTTTGCAGTCAGCATCTTTAAAGTAGGGATGGCTTCTACTGGATTAG
+AATCCCTATAAATTCTTAACACACATTCTAGAGAGACAAGACAAAGCTTATCCACTCTCAATGCCCTTGT
+AAGAGGATTCTTTTTCATGAGGTCAATGTATTTTTTCTTCCCGACGATTATCCCGGCCTGTGGTCCGCCC
+AAAAGCTTATCTCCACTGAAAGTGACAATATCCACACCTGCTTTTACAACTTCCTGGACAGTTGGTTCAT
+GGGGCAAACCGTATTCTCTTAAATCTACCATAACTCCGCTGCCCAAATCCTCCATTGTAGGAATGTCGTA
+CTTCCTGCCAATCTGAACCAATTCCTCAGTTGCTATGTCATGGGTGAAACCTACAATTCTGTAGTTGCTG
+GTGTGAACTTTTAAGAGAAGAGCGGTATTCTCAGTAATAGCATTTATATAGTCAAAGTCGTAAGTCTTGT
+TCGTAGTACCCACTTCTTTTAAAATGGCTCCGCTTTGAAGCATTACATCGGGAATTCTAAAAGATCCTCC
+TATTTCAATAAGCTGTCCCCTTGAAACTATAACCTCTTTCCCTTTAGCGAGAGTGTTAAGAGCAAGGAGC
+ACAGCAGCTGCATTATTATTTACAACCAAAGCTGCCTCCACATCCAAAAGTTCGCACAAAAGCTTTTCTA
+CATGAGAATACCTAGAACCCCTCTCTCCTTTTTCCACATCATACTCTAAAGTGGAATAGCAAAAGGCTAT
+ATCTAACAGATGTTCTTTCACTTGAGGAGGGAATAGAGCTCTTCCAAGATTTGTGTGTAGAATAATTCCT
+GTTCCATTCACTACCCTCCTCAAGCTCATTTTCTTTTTCTCTTCAATCTGGCTTACCACATCTTCCAAAA
+TTTTTTCTATGTCAATCTTTTTTACTTCTCCCCTTCTAATTTTTTCTCTGTATCTTTCAAGAACTTCCCT
+TATACAGTTTTTTACTACTTCCCTCTTATTAAATTTCAAAACCTCATTTATTTTTTCTTCCCTAAGTATC
+TCATCTACTGACGGAAGTTTTCTGTACAAGTCCTCCATAGCACAGCTCCTCTCGCCGGAGTTATCTGACA
+TAAATATCATATTCTTGTTTTTCTTTCACCCTTCCTACAATAAAAGCTCCAAATTTTAACTTTTTATTAA
+GCCTTCGATAAAGTTCTTCTGCTTTCTCTTCTGACACTGATATTAACAATCCTCCTGAAGTTTGGGGATC
+AAACATAAGGTCAATGACCTCGTCCTCTTCCACCTTTATGCAAACTTTTCCTTTTAAATACTTTTTATTC
+CTGTAACATCCCCCAGGGATTAACCCCATTTGAGCCAATTCTCTCGCCCCTTCAATCAAAGGAATAGAAT
+CTTTATCAAATTCAATAGTAACACCGCTGGAAAAAGCCATCTCATAGGCATGTCCCAAAAGTCCAAATCC
+TGTTATATCAGTACAGGCATTAACTCCAACTTCCTTCATTATTTCAGAAGCCTCTTTATTTAAATACTTC
+ATAACTTCCACTGCCAATAAATATGTTTCAGATGGGCACATCTCTCCTTTTATGGCAGTATTTATAACAC
+CAATTCCCAAGGGCTTCGTGAGAATCAGCACATCTCCCGGCTTAGCAGTAGAATTTTTTATCACCTTCTC
+AGGATGCACAATTCCTGTGACGCTCAAACCGTATTTAGGTTCTTCGTCCTCAATAGTATGACCTCCTGCT
+ATTAAAGCTCCAGCTTCTTTCACTTTGTCATTTCCACCTCTTAACACTTCCTTCAGCACGTCAATGTAAG
+CAGCTGGAAAACACACCACGTTTAGCGCAAACAAAGGAACTGCTCCCATGGCATATACATCACTTAGGGC
+ATTTGCTGCCGCAATCTGTCCAAAGTCATAAGGGTCATCCACCACAGGAGTAAAATAGTCAACTGTGTGG
+ACTATCGCAATGTCTTCATTTAATCTGTACACAGCAGCATCATCATTGGTATTCAAACCAACTAGCAAAT
+TTTCATTCCAGGTTATCTCTAACTGGCACAGAACCTGTGCCAAGGCCTCAGGGCCAATCTTGGCTGCTCA
+ACCAGCGCTTTTTGTAAATTGTGTAAGTTTTATTTTTTCTATCACAACTGATACCTCCTTTCTGTTATTA
+TAAATCGGCCCAGGGCCTTGTCACTATGAAAATTACCGCCTGTTGAGAACTTCTAATGCTTTTTCATAAT
+CCTCTTTACTTACAAGGATCACAGGCCCTGTGCAGCCCATTCCACTCTCTGCATAAATCCCATTTTCCCA
+TAAGAGTTTCACCATATCTTCAAGCTCCAGAACATCAATCCCAGAAATTTCTTCCGTAACTGGCTTTTTC
+TCGGGTATTTTAACAGAAATTTGCTTCTCTTCTATCTCTTTACCCTTCAACCCCTTTATTACATCATCAA
+ATCCTGTTCTTCTAACCAGCTCAAACTCTTTTGATGCAATTTCAAAGATATTCCCCTTTACTAAATCTGC
+TGCAAACCTTATGGCATTGGCAGCTACAGGAGCTCCAGAAGCTCGCGATAAAATCAGTATAAGTCTTCCA
+TAATTTTCTCCTATCCCCGGTCCATAGCCATATCCCAACGCTTCATAGTCTCCTCCCGTAGTATAAGCAG
+AGAGAATCTTTACAATGATATTTCCTGTAAGTGTGTCCGTCACCATCACGTCACAGGAAGCGGACAAAAG
+GTCATTTCCCCTCATTATCAAGCCCCCATCCTGCCTTATAGAAGTCGCAAAATCAATGTCATAACCTCTT
+TCCCGAAGCTCAAGCAAAATCCGCTCAACCTGTCTTGCACCATCTACATTTAAGATTCCTATTCTAGGCT
+TTTTGATCCCCAGCGCTTTTGCCACAATATTGCCGTACACAGCATTTCTCACCATAGCTTCTATTCTATC
+AAAAGCAGCAGTACCTGTTGTGGTAGCTATCAAAAGTTCCTTCCCTTTTGCAGGTGTTACAACTCTTCCT
+ACTGTAGCAACACCCAGAGGGAAATTGTAATGCATTGTGACACAGGCATCCAATTCTTTTCTATCTAATA
+AATCCTCCATTATTTTGTGGCATTCTTCAAGTGTTTTTGCTTCATAACATTTTAAGTCACTATCTCCCCT
+ATCCCCAATGAGTACAACTTCGACATCGCTAAACCTCTCTTGTGCCATCCTAGCTCCCAGGATTATTTCA
+GAACTTCCATGTTCACTGCCTAAGGTAGTTATTCCTACTCTTATTTTCTTGCTGTATTCCCCCTTCTCAA
+CAAAATCCGCCATTTGATTAAAAATCTCTGCAATCACTTTCTTGTTCATTTTTTACACCTCACTACCAAT
+GAGATGCTCTGCAAGGTCCCTCAGGGCTTTAGCTATCATTTTCCTTATCTCTTTTTCTTCAACTCCCTTT
+TCTTCTTTTACCCCCGGATTTGCCTCTATAATCATTGAAATCCCATCAAACAGATTTGTCATGCGCGCCA
+GAAAGAGGCTACCTTTCCCTATTATCATAGCTCTTTTAATTTCTCCCTTTAGTATTTTTTCTCTTATATG
+CCCCAATACAGGAACACCTGAAGGAATGTGCCCTTGAGTGGGAGCAAAACCAGGCATGCCGTGTTTTAGT
+ATGAATTCATCTATTTGACTCTTTTCTATATCCCCTCGCTTCACACCTAGTGCTGCAATCATCTTGTAGT
+TAGCTTTAGGGACATCTCCTGCACCTGCTGGCTCTGTTATCTCTGGGTTTTGCATCTCAACTGAATATTT
+GTCAACATCTGTCACTTTAAGCCCCAACCTCTCAAGAGGTTCCACTGCTACTGCATGCATAACAGCCTGA
+GGCGAAGCGCCTGCTCCTATTGTATGTCTTCCAATGCTATCCAATCTAATAATTGGATTTATTCCATCAT
+CTTGTGAAACTAGTACAGCAAAACCGCCCAACACATCCTCAAGGACAGGCAATCCTTTTTTAACATGGTC
+TCTCCCATTCATTCCTAATTTAGCAGTAGCCCCACCAGCTACCACTACTATATTTTTAAAAACACCTGCT
+TTTACTAACGACGCAGCATTCAAAAGAGCATGGGCAGGTCCGGCACAAAATCCCCTTACATCGGCACCTG
+TGGCATTACTGCAACCTACAATTTCACCGATGGCTTTTGCAAAGTTTCCGCCACCTCTCTGATTCATGTC
+CCCACAGGCTTCTTCCGAACATTCTATTATGTAGTCTATTTCTTCCGGACTCATCCCTGTATTTTTTAAC
+AAATGCTTAAAGGCCAATACTGCAGAAGCCTTTGTGGCCAGATTTTCCAACATTACATGGGAGGAAAGAG
+TTATATCTTTGTCATGAGCTTTCTTTACACATCCAACTATTTTGCCGTTAAATCTAAGAGGTACCGCCTT
+ATTTTCTATCTGCCTCTCTATCTCCTCTAAAGAGACTCCTTCTTTTAATCTTGACAAATCTTTCTCACTG
+ATCAATGGATGTCCTTCTAATTTTCTTCTAACTTCTTTTACAAAGTCTTTTTCCAAAAGCACTAAATCAA
+AAACGTCAGATATCTGCATCAAAGCGTAAAACTCATCCTCAGGCATTATCTCTCCAAATGACCCAAATCT
+CTTAGGAGGCAATGGATTTTGATACCATGGCCGTGGAATATCATTCAGTTTGTCAGGATATATATTCCCT
+ATATAAGCTTGATTTGGAGGGTAAGAAATACAGTCTTCATAAGACCTTATGTAGTCATTTATTTTTAAGA
+GATAATCGGAATTTTTGTTTTCTCTTTCTAATATTTGGGTTGTACCTGCTTCCAGCATTACGTTAGGCAC
+ATGAACCAAAATATGACTACATCCTTTTATCACTGGATTCATCAGCGCCACTCCTTTCACATGAAATTGC
+AGCTCTTTTAAAAAGAGCTGCATAAAATTTTATTCAAAAACAGTTTGCCCTTCTATATCTGTTTCTAAAG
+CTTTTAGAGCTTTTTCTACTAATTTTTTCCTTAAAGCATATTCTTCTTTAGGCCCAAGTGAAGGATTGCC
+CAAAGGATGTGGTATAGCCACTGCTGGCACAATTCTATTCGCACCTACTGTCTTGGAGATTGGAACTATG
+GTGCAAACGTGAACTGTTGGTATACCGGCCCTTTCCAACTCTTTTACCATCGTTGCACCGCAACGAGTAC
+AGGTTCCTCAGGTAGAGGTTAGAATAACAGCCTGCACTTTGGCTTCAAGCAATTCCTTAGCAATATTTTG
+AGCAAATCTTTTCGCATTAGCTACTGAAGTGCCATTTCCCACAGTAGCATAGTAGTAGTTATAAAGCTTG
+CCAATCTTGCCCTCCCTTTCTAACTCCCTTAAAGCGTCAACCGGAAGCACCCTGTCAGGGTCTTCATTGG
+CGTATACAGGGTCATATCCTCCATGAGCCGTTTCATGAGTTTCGCTAGTTAAATTATCTATTCCTTCTAT
+ACTGTATTTGCCGTACTTAGAAGCACTGGAAGATTCTATGTGGTCTGGATTGCCTTTTGGAACAATTCCG
+CCTGAAGTGACGAGTGCGATCAGGGCCTCTTTGACATTTACAGCTTTAGCGGGAGGAACTCTGTCAAAAT
+CAGGCATAGGATATTCCGTGGTAAAAGGCTCTCCTTTTAACTTTTTGATGAGCATTTCTACAGCCCTTTT
+AGAAGCCCTTTCTTCAACAAAGATGTTTTTTCTTATTCCTCTTGGAATATATCCCTCTTCTTCAGGCGCA
+CCTATGGGCTCCTTAAAACCTAACTTCAAAGCTAAACTTGCCATTTTAGAAACTGCATTTTTCATTCCTG
+CTGCCGAATCAGTAGTTTTTATGATGTACACATGCTTCTTATATAGGTCAACTCCTGGGTTTTCAGGATA
+CATTCCAGTAACCGCAGGAATTCCAAACTTATCCTGAACAGCTTTGCAGATGGTGCCACAAGCTGTTCCA
+TACCTTCCCGCATTAAAAGCAGGACCAGCTATGAAAACATCAGGCTTATATCTTTCAATCATCTGTAGAA
+TCTCTTGTGTAGCCTTTTCAATGTTTTCATTAAAATAGCTGTCTCCACAAATTACTGTTGCTACAATCTC
+TGCTTTATCACCAAAAGAACCTTTAAAAGCCATTCCCGGACCTACCGGTCCTTCTTTCACCATGGGCGGA
+ATTGAAGCTTTGTCCTCTCCTCCAATTTGACCAAAAAACTGATTTAAATAATGGACAACCCTTAACAAAT
+TATCTCCTCCTTTCGAGGAAAACTTAATATTTTGAATACTGTTCTCTTATAGACCTGACTTCTTTAGAAA
+TTGCCTCAACATCTAGCACCATCTCCATCATGCCGACCTGTTCTTCATACACATTAGGGTCTATCTCCTT
+CTTTATTTCCTCTTCTAATATGTGGTAAACTCTGAGTCCCAACGGGACCCCTGCCAGTGGACCTGCATAG
+GTAGGATCTCCATTTGTAACCGTTTCTGCAGCCAAACTTGCAGCTTCTGCCTCATTGCTTCCCAAAATCA
+CTACTACATTTTCCGGACCGTATTTTTCTGCTAACTCTTTAATCCTACCTTGGATCTCCAGGTCCATTGC
+TCCTGCAGCAGTTCAGACAAAGCATTCAGTAGCAGTAAACACCACTTCTGCTCCAGTTGTCTTTATACAC
+TCTTCAATGGCAGGACCTGGTATTCCATCCCTATCGCCTACTATTATCACTTTCTTACCTTCTAACATTC
+TTTCTACCTCCCTTTAATATTCTCTTGCAGTCAGATTATTAAATCCCACTTCAGAAGTAGAACCAGTAAT
+AGCCTGTAATTCTACCTCTATGCTGCCATCTTCTTTAACGCTTCCCTCAAAACCACCCGCTATTACATTT
+GCTGCTTCTATATGCCCTATAATCTTTTTCATTTTTGGGAGCCTTATTATCTCATTTGCATTTCCTGTAC
+TTACAACAGCATTTGCTCTCGGGTCTGCATCTGCTAAAGACTGAGACAAACCGTCTCTTCCTGCAAATTC
+ATCTGTAACAAGAACCGTTTTTATTCCTTTCTCTTCCAGCTTACGACAATTCATTATCAAGTCTGTGTCT
+GGATTCCCGAAACCTTCTTCTGAAATAATGACTCCCTCAAGCCCAAGGTATTCTGCCAATTTGGCTGTAT
+AATCAGAAGACCTTTCTTTGTCCGCTAGTGTGACATTTTCATTTGTTATGATTATTCCCACAAAATTTAT
+TTCTTTGCCATGCTTTTCATATAAATCTTCTATGATGGGATTATTCATGTGAACATAGGTGGTATTTTTA
+TCGCAGGCTGAAACGCAATTGCCGCTGACTATAGCCCCGTCCATCACTTCTGTAGGATAAATGAAAGTTG
+GAACAATTTTCTTAGCATCAACTCCATACACATAAGTATCGTGAAGCAACCCCTGGCTCTGTAACATGTA
+AATATATCCTACTCTAGGCAAATCGGGATACTTTTTCACACTTTCAAGGAGTGGCAAAGTTTCATATTCC
+TTTATCTCATCAGGTTCTACATCTCTTCCAGCTTCCCCTATCAAAGCTGCTGCTTTTAAACCAGCTATTC
+TTACAACTTCCTCATGTTCATGTTTTGGAAGCCCTTCTACGGGTTCACACACCACTACGATATTTATAAG
+CTTCGAAAAAGGAGTATATTTTGCACCTTCCCCTGACATGTCAATTATGCCTTCCTGGAATCCCACAATC
+CTACCGGTTGTCACCACAGCTGTCCCTTTTAAGACATGAGTTCTACCCTCTCCTACTGTCTCTACTTTGC
+TTATAAATCCTGGAAATATTCCTCCTTTTCCTCTAACTTTGACACGCGGTTCAATTACGTCCTTTACTGG
+TATTATTCTCACTTCTTCTCCCGGCTTTGCAATTTCTATATCTACTCTTTCTAGTCTGCTGTCTTGCTTT
+AAAGCTTTAATTATTTCTTCTTTATTTAAGTAAAGCACTCCATCTTTTACTTTTGTTACATCAGAAAACA
+CCACATCTTTTATATAAATATTCCCTATTTCCAGCCTCATAAAATCACCTCCTCTAAATATGCCTTTTTA
+TCATCTCCTCAATCTTCTCTATTGTCACATCTTTTGATATTTCATCCACTTTTTCGCCATTTTTGTAAAG
+CTGAAAAGTTGGAAGTCCTAATACCTTCAAAGAAATGCACAATCTCCTGTTTTGTGAAGCATCTAATTTG
+CAAAATTTAACTTTATCAGCATATTTTTGCTCTAACTTTTCTACTTCAGGCATTAAAGCAAGGCACTGTT
+CGCACTTTGGTCCCCAAAAGTCAATCAAGACCAACTTTTCTTCCTTTTTTACTACTTCATCAAAATTGTC
+TTTATTCACTTCAATCACCAATTCTCACCTCCTTTCAACACTCCAATTCTTCAATATACCTCTCAGCAGC
+TACTGCTGCTATCGCCCCATCTGCCGCTGCTGTCACTATTTGTCTTAACAGTTTTGCCCTGCAATCCCCT
+GCGGCAAACACTCCTTCAATATTTGTCCTCATATTTTCATCTGTCAGAATATATCCCCTTTCATCCATCT
+CAATTAATCCCTTGAAAATTTCTGTACTGGGCTTCATCCCGATGAAAATAAACACCCCATCCGTTTTTAC
+TTCCTTCAACTCTCCTGTTTTGACGTTTCTCACTATAACTTTCTCTACTATCCCATCCCCTTCTATCCTT
+TCCACTACGCTGTCCCACAGAAATTTTATTTTGGGATTTTTAAAAGCCTTATCTTGCAAGCATTTGTTTG
+CTCTTAACTTATCTCTTCTGTGGATAATTGTAACGTTTTTAGCAAATTTAGTGAGGTATAACGCCTCCTG
+AACAGCAGAGTCCCCTCCCCCTACCACTACCACATCCAAATCAGTAAAGAAATCTGCATCACAGGTTGCG
+CAATAAGAAACTCCTTTGCCTATAAATTCTTCTTCTCCTGGCACATTTAATTTCATATGTTCCGCTCCTG
+TAGCAATTATAACCGTCTTCCCTTCATAACAGCCTTTTGTAGTTATAACCTTTTTTATCTTTTCGCTCAA
+TTCTACTTTTTTGACTTCTTCCATGACAAAACAAGTTCCAAAAGATTCTGCCTGTTCTCTCATCCTCTTT
+ACAATTTTAGGTCCTGTCGCCTCTTCCACAGAACCGGGATAATTTTCTATATCATCCGTTATAGCAGCTT
+GACCTCCAATCTTACTTCTTTCAAAAACTACAGTATTCAATTTTCCTCTTGAAGCGTAAATCGCTGCAGA
+TAGTCCAGCAGGCCCTCCACCAATTATGAGACAATCATATAAAGTAGACACAATTTCACCTCGCTATTCT
+CTAAAAGTTTCTATAGCTTCTTTTATCAATTCTTTATCAAGGTAGGCAAAGTCATTTAAAACCTTTTCAT
+CGTCTATATAATTTATTCCTTCCTTCTCTATTATCTCTTTTACTCTATTAAGGCATTCCTCAATTATCAT
+CACACTATTAAAATCAACAGGGCCTTTATTTTCCTTAAGCAAAACAGATTTAAAAGGAGAACAATCTGGT
+TTTACGTTTCCCGCAAAAGGATGGGACATTAAGACATATCCTTTATGGATGAGGTCTCTACACCTTGTCA
+ATACATTAACAATTGTTCCCACAACAAACTCACAGTTTTGAGGATATTTATCTCTTACTAAAGGGTTATT
+TGTGATGATAACGTATTTCATAATATCACCAAAATAGGGGAATAAAAGGACCTTACGCCTTTTATTCCCC
+CGTCTGTTTACCTGAGAGATTCTTCTTTATAGAAGAATTGCTCCTTCGGTGCCTCTTTAGAGGCTTTCCG
+GGATATGGTCCGAATGCGGTCCTTTTGCCTGAGAGTTTCACGAGTATACAGGCCATATACCCGCTTGCTC
+CTTCGGCGCCCGGTTAGGGTCTCTCCCGCATTCTTCATCCCATTTCAATATTAAATTGTTTGTTAAATAC
+TTTACAATTATATTATATTCCATAAAATCACCAACGTCAATACATTTTCTCTTAAAGGTTATACCCTGAT
+TGCCCTCAAAGTAGTCATTTTTTCTGCTATTGAATACATATTTGAAATACTGCCCACTAAAAGCTTTTCT
+TTTATGCCATAAAAATCAAGACAAGTTCCACAAGAGATAATCTCCACTCCCATTTCCATTAACTCTTTCA
+AATCTTCGATGACTTCTGAACCTTCTGTGGTAAGCTTTACACCATTATTTATAAAAATTATACTTTCAGG
+CTTTTTACTCTGCTCCTTTAGAGAAACAATAAAGCTCTTCATTAGAATTTTACCAAGTCTCTCATCTCCC
+TCACCAAATTTGTCAGAAGTAACGACAACTACATAATTATCGCTCTTTTCATTGATTACAGTCTTTTTCC
+TGTAAATATTTATGTAAAATTCTTTTTCCTTTTCTTCTACTGCCACTTCACAACCTGCACTTTTCGCATA
+TTTTGAAACATTCTCTTTAGCCGTTTCATTGTCCACAATTACTAAAATTTTTCCTTCCTGAATGTTTTCC
+AACGCTTTTTTAGTCATAATGACAGGAATAGGGCAGTTTTTACCCCTTGCATCAACTATATTATCCATAA
+AAATTCTCCCTCCCCTTTTAACTCATGAAAAAAGGCAGGTTTGTTAAAATCCTGCCTTTTTTCATTTTAA
+TTTAATTATAACACTTAATCATATTTTTGACAAAGCATCTAAAGCAGCAGAACTTATTGGGTAAGAAACT
+GGCGATGAAGTAAGAAGTGGATGGGTCGCCACTTGGAAAGTAGTCAATTCTGAAGCTGTTGTCCCTTTTT
+GTATTGCTAGGCTTAAAATGTTTATCATTTCACCCACATTATCTCCACCTGCTAGTTGAGCTCCCAGTAT
+AACTCCTGAATACCTTGAAAAAATCAATTTTATCTTAACATTCATGGTATTTGGCAGTGTTCCAGGGTGT
+TTGTCTATAGTGTTAAATTCACCAATGACTATATCAAATCCCTCAGCTCTAGCTTGTGTTTCTGTGAGGC
+CTGCTGCAGCAAAAGCAGTATTGTATATCTTTGTTGAGAAAGCACTTATAGTGCCTTTATTTTCTCTTAC
+TAATCTTAACTCAAATGCATTTACACCAGCAATTTTAGCTTCATTAGCTGCAATAGAAGCCAAAAGTATT
+GGTACGTTTTTCCTTGTGAAGAAACATTTCTTTTCCGCGCAGTCACCTACTGCGAAAATATCTGGGTCAT
+TTGTCCTCATATATTCATCAACAGTTATTGCGCCTTTTTCATTTAGTTTAATACCCGCTTCTTCAGCTAA
+CTTTGTATTAGGCTTTACTCCCATAGCTACTATAACAACGTCTGCCTTTATCCTCTCTCCAGTATGGATT
+TCTACCTCTTTGACTTCTTTTTCTCCAATAAACTTTGTAACTTTTGTACCTGTAAGCACTTTTATACCAT
+GCTCTTTTAATTTAGCTTCCGCCATATCACTAAATTCTGGGTCAAAAGCCTGCCACAAGAGTTTATCTGC
+CACTTCTATTATTGTAACATTCTTACCTAATAATTGTACCTGCTCTGCCATTTCAACTCCAATGAAGCCC
+CCACCTACTACTACAACATCCTCTGCTTCGTTAATCTTTTGTTGAACAAATTTCAAATACTCCTCATCCT
+TCTTTATTGTGAATACATTGTCCAAGTCATAGCCAGGTATAAATGTCGGAACTATCGGTAGGGAACCTGT
+CGCTAAAATTAATTTTTTATAAGAAATATCTCCATTTTTTCTTGTAGAAACTTTTTTATTTTGCCTATCA
+ATAGAGACAACTTCGTCTATTACCAACTCTACTCCTGCATTTGTAAGCATAGAATCAGGGATCACATTTT
+TTGAAGTATCTTTTAAAGTACCAAAAATATAAGGGATTCCACAAGGAACCATCACTCTTTCTGCCATTCT
+TATAACTGTTACTTTTTTGTCTTTGTACGTCTTTTTAACAGATAAAGCCGCTAAAATTCCACCCGCACTT
+CCTCCAATTACTAAAACATCCGTCTCCATACTATAAATTACCTCCTGATTATATTTTTCTTTTACCCCCC
+CCCTACCCTGAGGGGCCCCTATTTCAATTATAGGTTTCTAATGAAATTATGTCAATAAAATATCAAAAAT
+TTTGTTAAGAAAATAGTTTAACAATTCAATTGATTTTTTGTTGACAAATGTTTTATACTTATTATGAGAA
+GAAAGTGAGTGTGATATGCCATGATAAAAGAACTGACAGCAGAAAAAAATATATCTAGTTTAATCGAAAA
+ATTAGAAAAACAGCATTCTCTTGACAAAAAAGGCCTTATAATGCTTCTCTCTATGGAAAATCCCTCTGAA
+CTTTATAAAGCTGCAGACAGGGTAAGGAAAAAATATGTAGGAGATGAAGTGCATTTAAGAGGTCTTATAG
+AATTTAGCAATTACTGTCACAATACCTGCTTTTACTGTGGATTAAGAGGCCCAAATAAAGCAATTAAGCG
+CTACAGAATGGAACCCGAAGAAATAATAGAATGCGCAAAAAGAGGAGTAGAAATGGAGCTTAAAACGATA
+GTACTTCAAAGTGGTGAGGACAGGTATTATAAAATAACCACTTTGTGTAACATAGTAGAAAAAATAAAGG
+AGATGGATGTAGCTGTCACACTAATCATCGGAGAACTCTCTAAAAAAGAATATGCAGAATTAAAAAAAGC
+AGGTGCCGACAGGTATCTTCTTCGCATTGAAACTACAAATAGAGAACTTTATCGGAAGCTACATCCTGGC
+ATGAGTTATGAAAACCGCTTAAGGTGTCTCATGGATTTAAGAGAACTGGGATATGAGGTAGGCACAGGAA
+GTCTGATTGGACTTCCCGGTCAAACTTTAGAAATGCTGGCAGATGACCTCTTGTTTTTTAAAAAAATAAA
+TGCCGACATGTTAGGTATTGGTCCTTTTATACCCTGTGAAAACACTCCTTTAGAAAAAGAAAAAGGTGGA
+GATGTTAATTTAGTGCTCAAGATGATAGCTCTTTCAAGGCTTCTTCTTCCTGATATAAATATACCTGCCA
+CTACCGCTTTAGCAGTCAAAGACAAGGATGGCTACGCAAAAGGGCTTCAGTGCGGAGCCAATGTAATAAT
+GCCAAATATAGGAATAGAAGAGTATAAAAGGCTTTACAAGCTCTATCCGGGCAAAGTGCCGGATGACCCC
+AATGAAGCTGTAAACAGTATTGAAAATATCAAAAAAGTAATCCTATCACAAAATAGAAGTATTGGCAAAG
+ATAAAGGCTATCGCAAAAAGGTCTTTCACTGATGCGATAGCCTTTGTTTTAGGATATTGCACCTACCGGA
+CATACATCGATGCATCTTCCACAGTCTCTACATTTATTTGGATCTATGTGAGCAACACCATCTTTTAGTT
+CAATAGCTTTAAAAGGACAAAATCTCAAACATTCACCGCAACCTATACACTTTTCTTCATCAACTTTTGG
+CTTTGGCGGTTTGGTGTATTTATAGTTTTCTTTCTTTTCACCTGCTGGCGTATAAGCTTCAGGTGGAGCA
+GGTGGAGCAAAATATCCGCCCATAGACATTACATCTTTTCTGGCCATAGGCCCTCCGCACTTGGGACATT
+TTAAGGTGTAGCAAGGAACTCCCCTTTGATGGGGAATTTCGTAACCGCAATTCTGACACATACAAGTGCC
+ATCAGGTCCAAACCCTGCTCCCCTTCCAAATCCTCTACCCCTTCCATATCCTCCTCCGAATCCACCGCCT
+CTTCCCATTTCTCTACCAAAACCCGGCATATGATCGTCCCCTTCTTACAAATATTTTTCGCAATAAAACT
+TCATAGCTTCTTCAACCATCTCCACTTCTTTAGCCACAATAGGAGTTTTATTCCACTCTTCTTTTATCCT
+CCTTTGGCTTTCCTTGCCCATAGACTTGCCTATTAAGACATCGCAGTCCTTTAAAACTTCCATTATCTCC
+TCTGTCTCTGCATGCCTGTGCTTGCCATCCCCATAGGGGTTTTCCCTTTCTTCCACTTTTTTGAAATTAC
+TATTTTCATCTACCTCAAAAATTATAAAAAATTTACTCATGCCGAAGTGTTTGTCAGAAAGGTGAACTTT
+ATCGTTGGAACCAACAGCTACTTTCACCAATTAAAATCCCCCCTGTTTTCTTTGGTTTAAACAACAATGG
+AAGAGCTTGTGGTTAAATACGAAATTTTGTCCTTTAAAACAGACTTCAAAAATCCGTATTCATCTATGCC
+GGTACAGTGGCCGGTAAGAACCTTTTTCACGCCGTATTCCTCAATTTTCCTGGCAATATCCTTTACTTTC
+TCTTCCTCCATCCCTCTTAGGTGAAAACCACCTATTAGAGACTTTATGTAAGACACACCGAAGCGATTTC
+TGGCGGTTTCCAGTATATTTAAAATGCCAGCATGAGAACATCCGGTAACTACATTTATCCCATCTTCTTC
+TTTAACAACTACAAAAACCTCGTCTAAAAATTTATCCGGTATTCTTTTCCCTTCTTTTTCTACAAAGAAG
+TTTTTGGTAGTAAATTCATTGTCATAGGTTATGTCCGTATTTGTTATTACATAAAAACCCTCTTCAATTT
+CTGCATCTTTATCAATTAGCACAAAATTATTTTTGTACTTTTCATAAAAAGACAAATCAAATCCTATCTC
+TTCAAACTGCCCCCCTTTTCTCATAGCGTATTTCTTATTTAAAATTTCCTTATGGGTGTATATCTTTACC
+TCTGGATTTCTCTCAAGAAGGCCCTTTAGCCCTCCTATGTGGTCATAGTGGCCGTGGGTTAAAACCACTT
+TCTTTATCCTTCCTACATCTATCCCCATAAGCCCGCAATTTTTTATGAAATTCTCACTCTGACCTGTATC
+CACCACTATTTCCTTATTCCCTTTTTTAAGGAGGAGAGAAAGCCCGTGCTCTGCCACAAAATTTCTAGCA
+AAAACCACATTTTCTATTAAAACTTGTACCTCCACTCCTTCTCATCCCCTTCCCTCAGTGATAATGTCCA
+TGAGATTTATGCTCTTCACAAGGACTGTTAGAAGCCATCAAAGTCACTTCTAAATATTTTTTTACCACTT
+TATCAACTTCACCTTCTGCACCTGTTATAACGTCTATTCCGTAGTTATTGAAAAGCTCAATAGCGCTCAT
+GCCCATACCTCCAGAAATTACACAGTCTACACCGTGGTTTTTTAAAAATTCGGGCAAAAAGCCAGGTCTG
+TGCCCTGGATTAGGCAAAAAAGAAGAGTTTTTTATTTCTTTCCCTTCCACATCAAAAATCCAAAACCCTT
+CGCAATGCCCGAAATGCATAGAAACCTCTTTCCCCTCTGATGCCACTGCAATCCTCATTGAGTCACCGCC
+CTTTCCTCTAAAATTCTCTTTATATTTTCCCACATGTCTAGAATCTGCCTGTAAGCTACGCTCTCAGGAT
+AATCTTTTAAACTCTTCAGATTCTTTAAGGCTTTTACTACAGTTTCATCAAAATTTATTCTCCCAACAAC
+AGGAATGCCATTTTGTTCGCAATAATTTTCTATCTCCTCTGACACTTCTTTGTTTAAATCCCATTTGTTT
+ATACAGACGGTCACAGGTACCTTAAAAGTCTCAATTGCGGACATCACTCTTTTCATATCGGCAAAGCCCG
+ATAAAGTTGGTTCAGTCACAATTAAAACAAGGTCAACCCCTGTAGCAGAAGCAAGAACAGGACACCCTAT
+CCCAGGGGCACCGTCAATTATTAAATATTCCTCCTCTTCCGCCACCTCTTTAGCCTTTTTTCTCACTTCA
+GTTACCAGTTTACCTGACCCATCAGCACCGGGGAAAAGCTCTGCATAAACTACTTTTTCCCCTTCTTTTG
+TCTTTGCATATATGACATGACCTGTTTTTTCCTCTACCATTTTAATAGCCTCAACAGGGCACTTATACAT
+GCAAAGGCCACAGCCTTCACAGTAGTAAGGATTTACTTCAAAATTAGAAATCGCATTAAAGCGGCATAGC
+TCTTCACACAGCCCACATTCTATGCACTTGTCTTTGTCAATCACAGCCGTTTCTTTGCCGTAAAAATCGT
+ATTTTTCTACTATTTCACCCTGCAGAATTATATTCAAATTAGGAGCCTCTACATCGCAATCTGCCATAAT
+TTTGTTTTTAACAATTGTGCTTAAAGTTGCAGCAACAGTAGTCTTACCCGTTCCACCCTTGCCACTTAAA
+ATCGCAATCTGTTTCATTTTTTTATCAACCCCAATACATCACTTGCTAATCTTCCAAAAATGCTTTTTAT
+CTCTTCATCCACTTCAATTAACAACTTTCCTGTTGAATAAGCCTGCGCCAGTTTCCTTTTAAAGGGAATT
+TTGGCAAGCACTCTTATACCCTCTTTTTGGGCATACTCTTCTATTAATTCGTCCCTTTCTCCGGCTTTGT
+TTATCACAATTCCCATAGGTATATTCATCTCTTTTACCAATTGGACTGCTAAATCAAGGTCATGTAAGCC
+ATATGGGGTAGGCTCTGTAACTAATATACAAAAATCGCTACCCTCAATAGAATGTATGACAGAACAGGAA
+GTGCCGGGAGGACTATCAACTATTACAGGTTTGGCTACATCCTTTATCATTTTGTTTATCTCCCTTAAAA
+TCGGAACTCCTGTCGCCTCTCCGTAATTTAACCTGCCATCTATAAAATCCAGAGTATCCACTTTCCCTTT
+TCTTATCGTTCCAATCTTTTTAGGGACTTCTCTTATAGCATTGTAAGGGCAGATTTCATAACAGGCACCG
+CAAGAATGGCACAAATGGTCAAACACCAGTATCTTTTTAATTAACTTAGTCAAAGCGCCAAAGCGGCACG
+CCTTCACGCATTCACCACACAAAGTGCATTTGTCGTAATCTATTTCCGGAATCAACACATTTACATCTTT
+TTCATATTCGATTTCAGGGTTTAAAAATAGATACCCATTTGGTTCTTCTACATCACAGTCAACATAGAAA
+CTTTCCTTTAAAGTCTTAGCGAGATTTACAGAGACAGTAGTCTTTCCTGTTCCACCTTTCCCGCTTAAAA
+CTGAAATCTTAATTCTTTCCATTTCTACTGCTCCTTTACCAGTGATGATGGTGTCCGTGATTTGTAGCTT
+CTGTTATTTTTTCTAACTCACCTTTTTTAAGCAGTTCTATATTTGTCTTTACATCTTTGTCTACCGCTTT
+ATATACAGGAATTTCTGCTGCTTTAAATACCTCCATAGCATTAGGTCCTACATTGCTTGAAATTAAAGCC
+TCAATACCCTCATCCAAAAGAGTTTGTGCAGCCCTAGTTCCAGCACCACTGCTTTGCGCCACTGCCAAAT
+TGTCAACTACTTTGTAATCCATGGTTTCAGTATCCACTATGATAAAAAACTGTGCTCTCCCAAATCTGGT
+ATCTACATGGGATTCTAAAGTTTTACCTTGTGAAGATACAGCTACTTTCATGTTCCATCTCCTCCATCCA
+TTATTGACATATGTTAATTTACACTTACTAATATATTATTATTTTTGGCATATGTCAATAAAATTATTAA
+ACAAGTGTGTGTTACAAATTAAAGTAAATCATAGCTAAAAAAATAAGCAGCCACATTTATGTGACTGCAC
+CTTTAAACCATTAATCCTCTTTTTTATCTTCTTTCCTCTCTAGTTGGTCCAATCTCTCTCTTATATATTT
+GAGCTGGTCCTCCAAATACTTTGCTTCTGCGTTTAAAATATCTTTCTCATTTACATTATACGGGTTATAG
+GGTACATTTGCTGGAGGTACATAACCATACCATCCTCTTGCCCAGCCAGGAAGTCCTGTCAAGTAGTACA
+TCCATCTAAATCCTCTTCCTCTTCCCCAGCCTGGACCTCTTCCCCACCAACCCCAATATGCTCCAATAGG
+GTTTAAATAACCAGGTACATTATATCCTGCACAATACCCTAATCCTCTCCCTGTTCTTGGACCTAATCCG
+AGAGGACCAGTTCCATCTCCTCTTGGCATACCAATCCCTCCTTTTATATTGGTCATATGACCATTACCTA
+GTTATATAATATCACCATTTTGAACTTATGTCAATAATATTTTGTGCAGAAAAATAATTTTCAAACATAA
+AATTTGAATGGAATAAATGTATAAATGTGATATAATGAAGTCAAGTAAAGAAGATGATGCAAAATTAAAG
+TTGAAAGGATGAAAAAAATGCCCAAAATATCTCCCTTTGAAAAGCACTTTGACAGATATGAAGAGTGGTT
+TGTAGAAAACGAATATGCCTACCAATCAGAACTCGACGCTGTGAAACTTTTGATGCCCAAATTTGAAAAG
+GGTTTAGAAGTGGGAATTGGGACAGGAAGATTTGCACTACCTTTAGGGATAAAAAATGGGATAGAGCCTT
+CTTTGCAAATGAGAAAAATAGCAATAGAAAAAGGGCTTAATGTAATAGAAGGAGTAGCAGAAAATCTGCC
+CTTTGAAGACAGCTCTTTTGACCTTGTTTTAATGGTAACTACGATATGTTTTGTAGACGATCCATTGAGG
+GCATTAAAAGAATGCTACAGAGTACTAAAAAATGATGGAACAATATTGATAGGCTTTGTAGACAGAGATA
+GCACAATAGGGAGAATATATCAAGCAAACAAGGAGAAAAGCCTTTTTTACAAAGAAGCCACCTTTTTCAC
+AACAGCTGAAATAGTAGAATTGCTGTATGAAGCAGGTTTTAAAAATTTCAATTTTTCTCAGACTATATTT
+AAAAAACTCGACGAAATAAAAGAAAAAGAGCCTGTAAAGTACGGCTTTGGAAAAGGGTCATTTGTGGTTA
+TAAGTGCAAAAAAATAGAGACTTCTTAAATCTTTGAAAGAAGTCCTTTTAATGTATTAATCAATTTCTCT
+TCCTCATCTGTTAAAGTCCCTTTTGATGGGTTGCTTTCCTTCAATGGCACTCTTAAAGTCCCTGACAAAA
+CCACCTGCACATTTTGGTTTCTGTCCACAATTATAGAAATTGGTTCTAAAGCACCGCTAAGTACAGCCAA
+AATAATCATTATCTGTGAAGGAGTCAGCACTCCTTTTTTCTTTTCATCTCCACCTGAAGAGCCTTTTTCT
+TCATCGTTTTCTCCATTTCCTCCATCACCAGAACTTTCATCATTTTCTTCTATCCTAAGTTTTAAAAGCA
+ATTCTTTGAGCTGTTCTCCAAAATTATCAGGCTCAAACATTTTTTATCCTCCTGACATATACTTATCTTA
+TAGGCAACGGGAAAATTATTATAGCAGGCTCTTCAGGTCTCGCATATCCTAAAGCAAAATAGAGTATCAA
+TGTAAAAATAACCACAAACAAATAGGCATCAAATCCCTCTTTTTGCTTTTCCATCAATATCACTCTTTCT
+CAAATTTATCTGCTCATTTCTATATATGATTTTACTCCTGGCCTTGTGCTTGTCTATTTATTAAAAATAG
+GCTTCTGCATCAGCAGAAGCCTATTTCTTTTCTCCTTTATAGATTATAGCCTCTTCATCCACATAAATTT
+CAACAGGCTTATATACATTCTCAATCCCTTTTGAATCCTTCAAAGTTTCTATCCTGTACATTGAAGACCT
+GTACCAGTTAAGCTTCGGTTCCACCTGCACAAAGTCATAGGGTTTGCCCACAGTTGTCAAAAGATAGTCC
+CAATTCACATAATGGCTGAAGTCATAAATTATATCAGTAATAGCTACTTTAAATTTGCTCGTTAGAATTT
+GCTGAAAAATATTCCACTTCTCCAAAGAAGCCTCTATTAAAGTCACACCAAAATAACCCGCACAGCCTTC
+ACCTTTTAGAGTAGAAATCCCCCTTCCTATTGTAAGCTCCAGAGCATCCACTGTCTCCGGCGGATCAGTT
+ATAAAGGTGTCAAAGTAGCCTATATACTTCTCTGGAAGTTTATCTCTGAAGTCATATTTCATCGCTTCTA
+TGGGAAGATTTAATTCTTTTGCCTTCCTATTGATATAATCAACCAATCTATCATCTATTTCCAGGACCAC
+AATCTCTTTAGGCATTTGTGACAACCCTGCCGCAATGCTAACTAAGTCATCATCACCCAAAACAAATAGC
+TTTTTCCCCTCCAAGTCTCCTCTTTCAGCCATTAAAGCAATTCTGGCAATAGTAGTATTTGTCGTAACAA
+ACCCTTGGTCATAATCGCTAATAGCCTTTGGCCTGTCTTCAGTTACCTCGTCAAATTTCTTTATGAGGTC
+TGAAAGCAGAGAGAGGTTTATTCCCCTTCCTTCACAATGGGGGCAAGTATAGGTCCTTTTTGGAAAGATG
+TTTTGCTCCTTAAGATACTCCATACCCTTCTCTGTAAATTTTATCTCCTTCTCTTCAGTTACAGCTACAA
+AACCTTCCTTCCTTAAAATCTCAACTGCTTCTGCAACTACCGGAAAAGGCTTTTGAGATAGCGTAATTAT
+CTCCCAAAAGTGATTGGTAGATGCAGAAGCAGATAAGATTTTCTCTACATCCTTAGCAGAGGTTACAACA
+CCTGTATTCCTGCTTATTTCCTCCGCTATCTCCTGTAGTTTTTTCATCACCTCACCCCCTGAAGTAATTA
+ATTTTCATGATACCCTATAGGGGTATACTCCTTTCAAATGCCCTTTTAATGGACCGAATAAAATTATACA
+TCCTGCCAAATGAAAAAGTCAAGGGGAGATTTTCAACACCGCCTTATTGATTTGACTTTTTACTTTTCTC
+CAATCTGGGACAATCTTTCCTCAAGTTCGCTGATTTCTCCTAATAACATCTGATAATGGCTCTTTTCTTT
+TTCAAAACTTTCCTTGTCAAGTTTATAATCTTTTAATGCTTTGTCAATAAGTTCTTTTAGCACATCGTAT
+ATTACTTGCAATTTAAAATTCATATCTTTTTCAAACTCATTAGAACTTTTCTCAATCCTCCTTAACAAAT
+CATAACGGATACGCCCCAAATTTCTGTCAATATCAATTTCTATTCTTTTTAAAACTCTGTTCAAAATCAG
+TTTCCCAGCAAGTTTTTTAGGTAAAAGGTATGTAAAATAAACTGGATCTATCTCTAATGCCCCAACTTCA
+TATCCTATTCTATACGTAAATTTACTTTCACTTGTAATTCCCGTTTCGTGCTTAAAATACTCTATATTCA
+ACCCAAACAATCTATCTACAACTGCCTTTATATTTTCAATTAACGTATTAAGTCTTGAGAGATAATTGGA
+TAAAGCCTTACTATACTGTTCTTCTGCCTCCTTTTCAATATATTCCTTTAATTTTTCAAATTCCTCTATA
+ACAACTCTTTCAAAATACTTTTCTAATTCTCTTTTCTGATCAACCCGCCCAAGATTACGAATAGTGTAAT
+AATAATTGTTAACTTTTTCAGACACTCTTACGCTAAGTAATTTCTTGTATTCTTCTGATTTTTCATCAAA
+ATTTTGTAAAATTTTCTTCATATCGCTTCTCAATAACAATGATATTTCTTTTTTTGCTCGCTCGACTTCC
+TCAATGTACTTTTCAAAAGCTTTTATATTGGCTTCTAGCTGTTCCAAAGGAATTAGTTTAAGCCTTATAT
+TACTCTCAAAAAAAGTTTTGCACATTGAAATAATCCGCTTAATATTTTTTGTATACCTTTCAAGTAACAC
+TTTTTCTTTTTCTCCCAGCAAAAAATTTCTTAAATCGTTCTCTAACATTTGAACTCCACTTTTTTTAAGA
+CTACCTTCATCCTTTAACAGTTTTCCCTCTAGTGCTAATTTAGCAGAAATCGGATAAAGGAAAATATCAC
+TATTCCCTGTAATCTCTCTGATAATATTTCTATTGTAAGTAACTATTTCCTTTAATTCCTTTTCAGTTAC
+ATAGTCAATCTTATTTAAAACGAAAAAGATTTTGTCAACACTTTTGGATATTTCAGATAAAAATTCTTTT
+TCTACCTCACTTATAGGAGGATCGACTGAAAACAAAAAGATTACAGCATCAGCTTTATCTATATAGTTAT
+ATGCAATATCTGTATTATGTTTATAAACTGAACCAATTCCTGGAGTATCTACTATCACCACATCCTTAGC
+TACAAAGTCAAAAGGATATCCTATATGTATTTCCTTAACCCCTTTTATATTCTTGGGATTATTCCGCTCA
+GTACAGTATAAATCCAGTTCATCAATATCAATATCCTTTTCCATCCCATCATTGTGGATAACCTTTGCCC
+ATATACTAGTACTATACTGAACTTTAGTAATCACAGAAGTTAGAGGAACGACACCTGTTGGAAGAATATC
+AGCTCCTAAAATATAGTTAATAAACGTGGATTTTCCTCTTTTAAACTGTCCCAAGACTACTAGATAGAAA
+ATATTGTTACTAAACTTATTTTTAACCTCTAAAACAGTATCATTTATTGCTTTAATGTCAGCATTTTTAG
+ATATTTCTTCTATCCTTTCTAATATTAAATCCAAATTTTTCTTTGTTAGGCTATATTGTCCCCTCATAGC
+CTCACCCCTAAATTTATTGATAGTGAAACAGGAATTCGGACATAAAACAATGTCCGAATTCCAACCCCCT
+TGGAAAACTTACTTCACAATAAGCACAGAACATTTTGCATGCCTTGCTATGTTCTCTGCCACATTACCGA
+TAATGTACCTTTTTAATCCACTAGTACCTTTTTCTCCTACAACAATCAAATCACATCCATGGTTTTCTGC
+AAAGCGGATCACCGAATCGACAGGATGTCCCACTATTACTTCTGTAAATACTTTTACCCCTTTTTCATTA
+GCTAATCTCCGGGCATTACCAAGAAGTTTTCCGTAGTGTAATTTTGCTGCGTTTAAAGCTTCATCCACTT
+CATCTCTTGAATTTACAAATTCCGGAATAGTAGCCACAGAAACAACGTACACTTCACAATCATCCATTTT
+TGCTAATTCTAAAACATAGTTAAAGGCTTTATTTGCATATTCAGAGCCATCATACGCCAGTAAAATCTTT
+TTAAACATTGTTTTCCTCCTCCTCGCCCAATATCAATCTTCTCTTTCTGGCCTATAAAACTTTTCTGCAA
+TCAAAGTAGGCACAATCGCACTCAAAATAACCACAGTAACGAGAATAGTGTACTGCTCCACTGTGATTAT
+CTTGTGGTTCAACCCAAACATAGCAGAAATTGTCCCAAACGTAAGACCTGTAGACATTAAAAGTGTAGTG
+TACATTCCTTCCTTTTTAGAAAATCTAAAAAGCATAGTAGCAGGTTTGACACCTATATATTTTGTAAACA
+TCTTTATTAAAAGTAATATCACAATTAAATAAATATTTGATATTACCCCCGGAATAGAAACAAATAACCC
+TGCCTTTAAAAAGTAGAAGGGTGTGAAAACAGCGAAAGTGACAGCTCTCAAGCGGAATAACAAATTCTTT
+TCCTTCATAAAAAATCCAGAAACCGCTAACCCTAATATATATGCTGGAAGAACAGCTTCGCTATTTGCCA
+TTGATGCCAAGCCGCCTGTTAAGAACACAAAGAAAAGTAAATATTTTATTTCCAATTGCCCTACTTTATT
+ACCATATATTTCAAAGAATTTCTTTGTAACAGAAGGCATAAGCACAATTACTATTGTTGTGACAATTATA
+AACAATAACATCCACTTATTATAACTCGCAAATAAAATTCCAAGCATCAAGACAGTGCCCAGGTCGTTTA
+TGAAACAAGCAGCTAAAATAATTTTCCCAAGTTCACTCTCGTTAAGACCACTTTCTACCATTACAGCATA
+TACTACTGCAACAGAAGTAGTTGAAAGGGCAATACCTGCAATCTCTGCCGCTTGCAGTGTCCAGCCTGCT
+ACAAAGTAAGTATAAGCAAAAGCTCCCGCAAAAGGAAGAACAAAAGCTAATACTCCTATTGTAACACTTT
+CTTTAAATTTTGTTCTCAACACTATAGGGTCTACTTCTGCTCCTGCTAAAAAAGTTAACAAAATACTCCC
+TACGCCACCCAGAAAATTTATCCAATCATTCGTCTGAAATCCCAAATAATTACCGGCAATCACTCCTACC
+AAAATCTCGATTAATGAGATCGATATACCTGTCCAATTGGCAATTATACCTGCAATTAAAGCCAAGCCTA
+ACCACCAACTATAAGTTAACCACATAGACATACCCTCCTACGTAGATTATTTTCAATATTACAACATTTT
+GTAGGACAAAAAGGTAGGAGCCATCAGCATTTCTTCTGCATTAAGCGAGCCCCATCGCTTTTTAAATCTT
+TATTTTTTCTATCACCCCCTTAAAAAGCAAAATGGTTCCTACTTGTGTTATTCACAAGTAGGAACCATCA
+GCCTTTCGGCGGTTAAAGTGGGTTCCATCACTTTTTATGCAATTGTCTTGTCATTAAGATTATATCAAAA
+CTATCAAAACTTTGCAAGGCAATAAAAATCTACCAAATACTTACAAATATCCTATTTTATCATACTATTA
+AACCTCGCTATTCTGTTAATTTTTTCTACTAACTGTTCGACTCTTTCTCTTATTGAAATTTCAAATACAG
+ATTTAAAAGTATTGAAGCCAGATATATTGATAACTAAATTCAAAAAACCAATTTCATCTTTCTCAATGTA
+CGCGCTTAGAATTTTATGCACTGGAATATAAATCCATATCCCACCATATCTTGCATCTTTTGTCGACTTT
+GCGTTTTCTTCTTTTAATATTATTAATTCTTTATTTGTGAGTATAGCCATATGTGAAGTGGATTTTATTC
+TTGTAAAAAGTTTTAGGTATGGTACTTTTATTTCCCGTTGATATATAAAATCTATTACTTTTTCTCCATT
+CAATATAGCATTTTTTGCATAATTCATAAATTTGTAATCTATATCTATTAAACAATCAAAGACGCGAGTC
+TCCTCACTTATTTCCGATATATCTATATCACACAATAATATTCGCAGTTTATTAATTATGGGCTTAAATA
+TACTTTCCACAACAGTATTATATTCAACAAGAGATGACTTTGTCTCACCATTTACTTCTCCATTTATTTT
+TATCCATGAGTACAACAGTATAGAACCATTTTCTATGTAATTAATATTTTGAATTGGATAGGAGACACTG
+GTTATATTATTTTTCACATTTTCAAGAAAAACGATGCTATTTTCATACAAAAGTACAAGCTTCTCGTTTG
+TTTTTCTTTTTCCCCAACTATCCGCAGGAGCATGTACAGCATTTAAAAAACCTACTGACTTCCCAAAATT
+TTTATCGTAGTAAGATCTGAATATTTCGGGAATATCCTTGTAGTCTCTTACAGGTCTTGCCCAAGAATCC
+ATATCAGAAGGCATTTTTACTCCCCCCTTTAACTATTATTACACTCTACTCGACAAATCATATTTCTCTA
+CAAATGTCTCTTGATTGCCAAAAAACCCTTCATAAAGGTCTTTGGCATAGCCTGTTGGAAGAGGTTTCCC
+TTCTAAAATTTTGAAAGTCCTTCTTCCATCCTCTTTTCTTTCGGCGCGGAGGAAATGGACGTTATCAAGA
+TTTTGGTCATAAAAATACTTTGCAAATTCATACAGGTGTGTAACATAAAATACTTCTATATTATTCTCAA
+TCAACGCTTCCACTATTTGTTTAGCAATTTCAGAACCTTCTTTTTCATTTGTCGATGAAAAACTTTCATT
+TAACAATAAAAGCGAATTTGGTCGTATATCACTCACTATCCTGTCAAATCTTTTAAGCTCCTCATCAAGC
+TTTCCACTTTCTAATTGCGGATCTTCTTTTCTATAAAAATGGGTAAATATTTTTTTGTTTATATTAGCAG
+AGAAATAAATCGCAGGAACAAATATCCCAGATTGCATCAATATTTGGGCTTGGCCGATACTCCTCAAAAA
+TGTCGTTTTCCCACCTCGATTAGCCCCAGTGATTATGAAAAGGTCTTTGCCAATGGTGTTTAATTCGTTT
+CCTACAACATTTTTCCCTGTAATTAAAGCCAAACTTACATCATACAATCCAATAAACTTGCGGACTCTTC
+TATCTAAGTGGTAAGGTTCAGGAAAACAGAACTGGTACATTTAAATTAGAAAGTTCTTCGTATAAATTCA
+TTGCTCCCATGTAAAATGCTAACTCTGCCCTTAACTGTGCAAAAAATTCCAAAATATGGTCTCCAGCATT
+TGCTAAAATCTTTGCTACCTGATTTATTGAACGACCTCTAATATTTGCTAGAGTTTCTATTCCAGCATCA
+TCACGTGGATGGAGGCTGAAAGTATAAGATTGAGGTTTTAGAAAAGTTAGTTTTGAAAGCCTTTTTTTAA
+TTAACACCTTTTTGTTAGGTTTTAATAGCTTATAGTCACTGCCCTCAAGCCCTTGCCCTAATCTTGCTCT
+AATAAAAACTCCATTTTCAAACATGAGGTCTTTTAATTGCCTTTCTGCAGTAGAAAAAAATTCTTCTGTA
+AGTTCTTCCTTTATCGCTGAAAAAAATTTTTTAAATCCAATGGAATCAAATTTTTCATAATGCTCATCAG
+ATATACTTCTCAACTCTCTCAAAAATTTCAAAAACATTCTTAATAGACTGACAGAACTGCTAAGAAGTGA
+AAATACGTTTGTCGAAAATATACCAAGCCAGGACTTTTTCTTCGTCTCTATAGCATCAATTGCAAGATTA
+TAAATTCTTTCTACTATTGGCTTATTATTTATACAATCTTTGAGAATATCTTGTCTATACAAAATGGTAG
+ATAAGTCATTTTCGTAAGAAAGTAGGACTTTTTTAACAATATCGTAAATAAAAGCATCTTTTTTTTGCCA
+TCGCCTCAAATATCACGTCAAGACCAAGGTCCTTTATTAAATTTTCATTATGCTCTTCATCGTATTTTCC
+ATGAGACTTAAAATTATAATCCTGATCTTCATATAATAGAAAAACTCTCAACCTTTCAACCTCCTTTTTA
+ATTGTTCGTAACTAAGTCCGTATTTCTCTGCCAATAAAATGGCATATGCTTTCCCATCAGCAGGTTTTCT
+CAAAATCTTATACGTTTTTATCGACGGGTCCTGTTCAGAAACCGTTGCTACCATACTTACTACTTTTTCT
+CCTATAGATGTAAGTTCATCAAGAAATGTTACGTATAGAGCGTAACAGTCTATTTCGAGAATTTTTGCAA
+TAACATTTTTAGCCAAAAAAATCGCATCTGCCACAGTTGCAGAAGAAAAAGTTTCGTTTAATATTATGAG
+GCTCATTGGTGTTGCCATATTAATAATCTGTTTTATCTCTAAAAGGTCAGCTTCTAATTTCCCTCTTAAA
+TTTTGAACTTTTTCTTCTCTTTCAAAATGGGTAAATATCTTATCGCACAAAAAGATCTTGGCTTTTTTAC
+CCGGTATTGGAACTCCAAGCTTTGCAAGGTAATGCACCTGTCCAAACATCCTAGCAAAAGTAGTCTTACC
+TCCCTGATTCGGACCTGTAACTACCACTAATCTTTCACCATTTTCCAACCAAAAATCATTTACAACAACA
+GTTTCTCCCTTTGTAACTTTGTCATACGCAAGAGCAAGGTCAAATCCTTCGTACAAATAAACTTCTTCTT
+TATTTGTCGTAATTTCAGGATAACAAAAACTTAATCCTAATTGTTTAAACTTTTTTGTAAAATCAAGATA
+AATAATGTAAAACCTTATTTCTTCAGAAAACCTCTCCACTACCGGATCCATAAAGTGATAATATTCTTCA
+TAGAAAGAATCTAACAATTCAAAAGGTTGAGGATAAAATTTTACGACAGCGTTTATAATTTCATTTTCTA
+CATGATCCATTCCTATCATCGTTGGTACTATTAATTTGTAATCTTTATTATCTGAGGTTTTAAATTTCTC
+AAAAGTTTTTATAATATCATTTTCATATTCTTCTTCCTCTTCACATTTATATACCATCACTCTTAACCCA
+TCGATGTTAAGGCAATAAGTTACCTCCTCTAAAGACTTCTTCACCCTTTCAACCATTTCCCTGAGTTTAG
+TAAAGTAATCACTGTTAGCATATTTTATCAGATATTTTGAAAAGTTTTGCAGTCCTTTAGAAAACAATTT
+TTCATTTAAAAAATACAGAGCTAATTCACTAACTGCTTTCACATATTTGTCTACAGCTTCCAGCCACCAA
+CCTTTTTTGTTATACTGGTATTCGAGTTTTTCTGAAAATGATAATTCTCTCTTGACATTGCTCATTTTAT
+CAACAAATGTTTTAATAGCATCAAATAGCAACTGATTATTTTCTAATTCAATAAACACTTCGTGCCTGTA
+TTTGATTTCTTCCACATCATTAAGAGGCATATAAAAATAATCGATTAAATCTTCATTCTTTGTCTCATTC
+ACGAGGTTATTAATAATTTGATCTAAATGAAGGTCTTCAAAAACATTTTGATTTCTTTCATAATTCAGTT
+TATCTTTCCTTTCATAATCTTTAAACAGTATACTTATAATAATATCACCTCCAAGGGAAGGAAATCCCCT
+TTAATTTTCCTCAATTCTAAATAGTGTTATTAAAATAACCGCAACTAAAGAGCATATTGCTCCAAAGTAA
+AAGGGTGCAGCAGGAGATACATTGTCCCATAAATATCCAGCAATAAAACTTGCAGGAATTGCAAGCAGCC
+CCATTGATGCATTATACAATCCAAAGGCAGTTCCTCTATTGCTCTCATCCACTATATGTGCAACAAGAGA
+CTTTGCAACACCTTCAGTTGTTGAATAATAAACTCCATATATTAAGTACAAAGCCCAAATATGCCATGGC
+AATTTCGCTAATGCAAAACCTAAATATGTGACTGCATAAATAATCCAGCCTAATCTTATTACATTAACTC
+TTCCTATTCTGTCGGATAATACTCCACTCGGTACTGACAATAAAGCATAAGACAGATTAAACATAGCTAT
+AATTATCGGTATTGTTGACTCTTCTACACCCACACTTCGCGCTCTTAAAATTAAAAACGCATCGCTGCTA
+TTACCAAGGGTAAACACAAGCATCACAACGAAAAATGTCAGAAATTTTCCTTTAAAAACAGATAAATCAA
+GCTTAAAAGATGAACTCACTCTCTCTCCTTTTTGCTCCACCACAAATAACCCTATGAGTATTATTGTGAT
+AAAAGCCACAAGCCCTGCAATTAAGAATATCAACCTGTACCTTATAGAATCCATATAATTGGCAAATAGT
+ATCATCAAGCCGGCAGTAATCAATGGTCCAAGAAAAGACCCTAATGTATCAAGCATTCTTTGAAACCCAA
+AGGAAAAACCCATGCTTTTCATTTTAGAAGATTTCGCTATAAGTGCGTCTCTTGGCGCATCTTTTGTACC
+TTTTCCAATACCGTCAATCAGTCTCAGCCCAAAAGCCATTGCAGCACCATTCGTCAATGGCAGTAATACT
+CTTCCAACAGCGGAAAATAAATATCCAATAAACACAATCGATTTTCTTTTCCCAATCTTATCTGAAATTA
+TTCCGGATATTATTCTCATGATACTGACAACTGTAGTAACACTTCCCTCTATTAAGCCTACCATTTCCTT
+GCTCAATCCAAGAATTTGAGTATAAAAAGTAGGCAAAATAGGTACAATCATATCCTGGCTTAATCCTCCA
+AAAAATGCTACCCATCCCAAGACTTTAATGTTATTATTTTCATTATTTTTTTCTTCCCTATTTTCCAATT
+GCCTCACCCTCCTTATTTGCCATTCTTGTTTTAATTTTTTTTAGAGAATCTTCAATGATATTTTTTGTTA
+AAATTGAGAATTTATCTCTGTTTTTTAAAAGAAATTTGTAGGACTTTTCACCGCCAATTTCTCCAAGAGC
+CCACACAACCATCTGCTCAATATACGGGTCCTTTCTTGTTTTTACGCTGTTTTGCAAATACTTTATCAAT
+TCCCCTTCTGCTTTTTTTATTTTAAGTTCTCCGATTATCTTCGCAGCCATATAAGCCACATTATAATCTG
+GATGATTTAAAGCTTTTATGAGCTTTTCACTGTAATCATCATCTGATATATTTTTAAAATCGTACCCACA
+ATTTGAGCATTTTTCTTCTCCAACTTCAGCTATCTTAAAACACACAGGACATATATACCTCATCCTTCAT
+CAACCCTTATACCCAGCATCCTCTTAAGATGAGCATTTTCAGCTTTATAACCTTGTAACCTTATCTCAAG
+TGTTTGATTATCCCGCATTAACTGGAAATTTTTAAACTTCATTGCAGCATATTGAGACGCCATAGAAATA
+AGTTGTCTTCTCAAATCACTTTCATCAGGATTGTCCCGTTCTATTTTATATGCTTTTACTCCCATCTCAA
+AAATTACTCTATATGCATCTTCTTCTGTAAAACCGTCTTTTTTAAAATTGTCAATCAATTCTTTAATTTC
+ACTAAAGCTCTCATCAGTAATTTCAAAAGAAATTTTAATCATAATAGCCACCTCCGAGCAATTTCAAAGC
+CCTTTCAATCGAATCTTTAGAGTCATACCACGGCTCATCATGAAATCTATAATCAAATTTTGTTATGAAC
+CATTCCAGGTCGTTTATATTTTTCTCAATTGTGCTTTTATTTAGCTCTATTATCTTATCAATTTGTGGCG
+CAATATTTTTAGCAAGACCTATGAGCACATCTAAATGATGAAAACACAAGTTAGAGAAACCTTTAGAATG
+TTTTTCAACAAAATCTTTATCACTTTCCAAGATATCTAATAAAATGTGTACATGGTATGCGTCCCTCTCT
+CTTAAATACTTACAAACAAGACATTTCTCTTTTTCTATTTTTCTTCTTCTTTTTTTCTTCAATGTTTTGC
+TCATTTCTTCAATTTGTTGTAATTTATGGCTTATATTTGCTTTCAATGCAATTGCCAACCCTAATTTGTC
+ATACGAATTATTCAGCAGTTCTAAATGGTAACGGCAAAAGTTGGTTTGACCTATTTTAATATACATCTCT
+GGGTCTTTTAAAATTTCATCTTCTAACAGGCGTTCACAATAAACTTTTTCTTCCTGTTCTATAATCTTAC
+ATATAGGACATCTGTCTTCGTATTTTTCAAAAGCTTCATATAAAGGAATGAATTCTAATTTCATCCAAAT
+GCCACCCCTTGACGTTTTGTAGTTAATTTTTCCAAAATAAAAGATGGCTTCTACGAATCTTCGTAGAAGC
+CATCAGCCTTTACGGCAATTAAGGTGGGCTTCATCACCTTAAATATTCTTTTTTCCAATTTTCAATATTA
+TTATAATATTTCTTTGGAGAAAATACAAGTATCAAATCCATTAATACAGATGACAAGCTACAAAATGTCC
+CTTTTCAACTTCTTTTAGTTCTGGTTCTACCTCTTCGCACATTTTCCCCTTTTTCATAAAGCATCTGGTA
+CTAAATCTACAGCCTTTTGGCGGATTCACAGGAGATGGTACAGTGCCTTCTAATATTATTCTTTCCCTTC
+TTTTTGATTTATCAATAGAGGGAATGGCAGAAAGCAAAGCTTTTGTATAGGGGTGAAGTGGGTTGAAGAA
+AATATCCTCAGTTTTTCCCATTTCTACAATTTTTCCTAGATACATCACCGCAACTCTATCGCTTACATGA
+TATACAACACTTAGGTCATGAGCTATAAAAAGATAAGTAAGGTTTAACTCTTCCTTCAATTCCTCTAGAA
+GGTTTATAATTTGCGCCTGTATTGACACATCAAGGGCTGAAACTGGCTCGTCAGCCACAATAAATTCAGG
+GCTCATTGCCAAAGCACGTGCTATGCCTATCCTCTGCCTCTGTCCACCTGAAAATTCATGGGGATAAGAA
+TCCATCTGCCTGTAATTTAAACCAACTCTATTCAAAAGATACATAATTCTCTCTTCTCTCTCGTGAGGGT
+CTTTTACGCCAGAGGCAATCAAAGGTACTGACAAAATCTGCCTTACTGTCTTCCTGGGATTTAAAGAAGA
+ATAAGGGTTTTGAAAAATTATCTGAGCTTTTTCCCTGTATTCTTTTAACTTTTCTCCTCTTGCCTCTGTT
+ATGTCTTCCCCTTCAAATATTATCTTTCCCTCTGTAGGTTCGTAAAGCCTTACAATTGTACGTCCTAGTG
+TAGTTTTCCCACAGCCGCTTTCTCCAACCAGCCCCAGAGTCTCCCCCTTGTTTATGTCAAGGCTTATATC
+ATCAACAGCTTTCACAACCCTTTTCTTTTTCTTAGCTACAAGCTTCATTAACAAGTCTGGCTCTTCTATG
+AAATATTTCTTGAGATTTTTTATTTGAATAAAAGTGCCATTTTCCATATCTAACACCCCATCTTTTAGAG
+GTACTTTATACACCTCACAAATTCTCCATCTGAAACCTCAATTAAAGGAAGTTCAACTTCTTTGCATTCT
+TCCACTGCTTCTTCACACCGCTCATAAAAAGGACAGCCTTTAGGTGAAAGAGAAGCCAAATCTGGGACAT
+TTCCCGGTATGGCGTAAAGTTTTTCTTTTTTTCGTGTTATTTTAGGTATAGACTTCAAAAGTCCTTTTGT
+ATAAGGATGCTTTGGTTCTCCGATGACCTTGTCTACAGCTCCTTTTTCCACTATTTGCCCAGCGTACATG
+ACAGCTATTTCATCGCAAAACTCTGCCGCCACTGCCAAATCATGAGTTACAAAAATTATGGAGGTGCCGT
+TTACTTCATTTATTTGCCTCAATAAATCCAAAATTTGCGCCTGAATTGTCACATCAAGTGCAGTTGTAGG
+CTCGTCAGCCAGAAGTAGTTTAGGATTGCATGAAAGAGCAATAGCAATTATAGCTCTTTGCTGCATACCC
+CCACTGAACTGATGGGGATATGAGAAATACCTCTTTTCAGGATATGATATCCCGACTTTTTCCATAAGTT
+CTACTGCCTTTTCATACTCTTTTTTTCTTCTGTCCCTTTCCCTGAGAAAACCTAATATACCTTCTTTTTC
+AGGCTTTATTATATTGTGAACCCTCAAGGATTCCCTTATCTGCTCTCCTACAGGAAACACCGGATTTAAT
+GTGGTCATTGGGTCTTGAAATATCATGGCTATGTCCTTTCCCCTTATTTCCCTCATCTGAGAAGCCGATT
+TTTTGAGAAGGTCCTCTCCTTCAAAGAGAATTTCCCCTTCTACAATTTTGCCCGGGTAAGGGACAAGCCT
+TAAAATAGAAAGCAAAGTCATGCTTTTTCCTGAGCCCGATTCTCCTACCAGGCCTAAAATTTTTCCTCTT
+TCAAGTGTTAGGTCAATCCCATTTACCGCTTTTACTACTCCCCTGTCTGTCTCAAAAACCACTTTCAAGT
+TCCTAATCTCAAGCATTTATTCACTTCCTTCCACTTTAAGCCTTGGGTCTAATATATCTCTCAATCCTTC
+TCCAAAAAGGTTAATACTGAGTACAAGTATCACTAAAGCTATGCCTGGAAGAGTAGATATCCAGTAGGCG
+TCAAATATGTGGTTCCTTCCAGAGTTTATTAAAGAACCCCATGTAGGAATATCCGGTGGCACACCTAAAC
+CTAAATAGCTCAAAGATGCTTCCATTATTATCATGTATCCCATTCTCAATGTGGCAAGGACAAATATTGA
+CTGGAATATATTAGGCAGAATTTCTGATACAATTATCGCACCATCGCTTCTTCCCAAAGCCTGAGCAGCT
+TCTACATATTCTTTATTTTTCTCCTCCAAAACTTCACCTCTTACCAGCCTAAAAAATTCCACCCAGCTTT
+TAAATGTCAGAGCTAAAATCAAATTCCAGAATCCGGGCCCCAAAACTGCCATTACTCCCACCGCAAATAT
+TAAGAAAGGAAAAGAAAGCAAAAAATCAGCAAAGCGCGAAATCACCGTATCAACTGTTCCTCTGTAGTAT
+CCTGCGATTGCTCCTAAGAAAGTCCCAATAGAGGCAGAAATCAAAACAGTCAAAAAGCCAACCAGTATTG
+ATATTCTAGAACCGTATATAATCTGTGTCAGCAAATCCCTTCCTACCTGGTCAGTTCCCAGAGGATGTGC
+CCACGTTCCTCCACTCCACACAGGGGACAATAGTCTTGCTGAAAGGTCTGAGTATTTAACGCTGTAAGGT
+GAAATAAAAGGTGCGAATACAGCCATTAAAATATAGGCTATGATTGTAAGCATTCCAATTAAAGCAGTTG
+GATGCTTTTTTATCTTCCCTAAAAGGCTTAAAAGGTTAGTTATTAAATTTGATTTTTTATAAGATACTTC
+ATAATACTTTGCAGGCACTATTCCATTTTTTATAGTCATTCAAACACCCCCTACAGTTCAATCTTGGGGT
+CCAGATAAGTGTAGAGTATATCTACCAAAAGATTTGCCATGACAAAAGTGAAGGCGTAAAACATTACGAC
+TCCCTGGACCAGAGGATAATCCCTGTCAAATATCGCAGTCACAACAAGCCTGCCTATTCCAGGCCATCCA
+AAGACATTCTCAACTATCATATTTCCCCCTAAAAGTGCTCCTACTTCCATGCCTAAAACTGTAACTGTTG
+GAATCAATGCGTTTCTTACAGCATGCTTAAGTATTACTAATTTCTCAGGCACTCCCTTAGCCCTTGCGAA
+GACCACATAGTCATTTCTTAAGACCTCCAGCATACTGGACCTCATAACTCTTGCCAAAACAGCTGCTAAA
+GGAGCTGATAAAGTTAGAGCAGGCAAGAAAAGATGCCTCAAACTGCTCACAAATGCTTCCCAGTCTCCAG
+CAAGAAGCGAATCAATCGTGTAAAAACCAGTTACCTTAGGTATATAAATTAGAAAATTTATTCTGCCCTG
+ACTCGGAAGTAAATTTAATTTGGCTGAAAAAATTAGAATAAGTATTAATCCCAGCCAGAAAGAAGGCATT
+GATATTCCTGTAAAAGAGATTGCCATCATAGTTCTGTCAAGCCAGGAATTCTGTTTGACAGCAGATATAA
+TCCCTATGGGGATACCTATTAAAATCCCAAGAGTTAAGGCTGCCAGAGCAAGTTCAATTGTAGCAGGTAG
+AGTCTCTCTGATAAGTTCAATTACAGGAACTCCTTTTGTTATAGACTTTCCCAAATCTCCCTTTAAAAGA
+TTTGTGAGGAAAATGTAAAGCTGTGTGTATATAGGTTTATCAAGGTTAAACTCCTTTTTTAAAAGCTCTA
+TGTCCTGCTGTGATACCATGCTTTCTTTTCCCATCATTATGTCAACGGGGTCTCCCGGAGTAAATCTCAT
+AAATACAAATACTGTTATGGCTATTGCTAGCATTATAGGAATTGTGTACAAAACTCTCTTTAAAACCTTC
+GCTTCCCTCATAAAAATTCCCCCATCCACTTTAGAGTAAAAAGGGTCATTAACCCCTTTTTACTCATTAG
+AAAGCTTCACTCTGTGCATATTTTCTCTACCGTCCATACTCGGCTGCCAGTTTTCTACATTTTTAGTCGC
+AGCTTCTACAGTTTTCAGAGAATATCCAAACACCCATGGAGCATCGTCATATATTATCTCCTGAGCCTTG
+TAATAAAGCTCTTTTCTTTTAGCATTGTCTGTCTCTTTTGCCGCTTCGTCTAGGAGCCTATCAACCTCTG
+GATTGCTGTAGAAAGAATAGTTTCCTCTTTCACCTGTCTTGAGCTTTGGATTTAAGAAATCAAATGGGTC
+AAGATATGCATTTCCCCAGTCAGTAAGGTACAACTGCCTGGTGCCTTTCTGTATTTCTGACTGCAAAACT
+CCCCATTCCCAGGTTCTTACAGAAGCTTTTATACCTACTTTTTCAAGCATGTTAACTATAGCCAAAGCTT
+CCTCTTCTCTAAAAGGCTGAGTATCTATTACAACTTTCAAATCGCGAACTCCAGCCTCTTTTAAAAGCTC
+TTTTGCCTTGTCAGGATTGTACTCATAGGGCTTTAAATCTGTGTTCGCAGCAAAGGCATAGGGAAGCATT
+GGCCCTGCAAGTCTCACCCCATAGCCTTTGTAAATTTCTTTTACAATAGAATCCATGTCTATTGCGTAAT
+TTAAAGCCTGCCTTACCTTTTTATTGTCAAAAGGTGGCATTTTATTGTTTATCTCAAGGATGTAGACTCT
+TGTTCCATCGTTCTCCTTTACCTGTATGTTTGGATTTTTCTTAAGCCTTTCTATCATATCAGGTGGAATG
+TACTGAACTATATTTACTTCTCCTTTTTCCAAAGCAGCTATTGCAGTAGAGGGCTCAGGTATCATTCTAA
+ATACAACTCTTTTTAGACTTGGAGGACCAACAGGGGGAATGTCTGGAGAACCACCGTAATATCCATCATA
+CCTTTCTAAAACTATCTGCTCATCCAATTTCCCAGATACATATTTAAAAGGTCCTGCTCCTATAGGATGC
+TTTAAAAATTCCTCGTACCCTACTTCTTCATAATATTTTTTAGGTATTATCTGCTGATGGACTAAAGCCT
+GAAGTAAAACTGGGAAAGGCTCTTTTAAGATAAATCTAACAGTGTAATCATCAATTTTTTGAACATCCTC
+CACGGGTCCCATTAAGCCTTTTCTTGGAGAAGTTTTCCCTTCAAGTCCTCCCTCTTTTATTATTCTATTA
+AATGTAAATACGACATCATCGGCTGTAAGAGGGTCTCCATTTTGAAAAGTTACGCCTTTCCTTATCTTAA
+ATTCCCATTCTGTAGGCGATATAATCTCCCAAGACTCTGCTATTTCAGGGACTACTTTTCCATCGTATGT
+CCGCGTCACAAGCCCATCAAATATGTTTCTCAAAACTGTCTCAGTCTCTCTATCTCTGTAATCAGCCGGA
+TCCAATGTCACAATGCTGCCCTTATTTAAAGCTATTACAATGGTTCCTCCATCTTTTTCTGAAGTTACTT
+TCTTAGAAGATGTACATCCCCCTAAAACGAGCAAAAGTGATAAAAGAAGTGCCAAAAGGATAGCAGTTTT
+TTTCATAATAAAATATACCCCCTTCAAATGTAAATTTATGGTAAGGACGGGGGTATAAAAAGGCCGCCGA
+AATATCCAGCGGTCCCGGATATTTCTCCTTCCCACGCTTGCGAGGTTAGCTGACGGGCTCGGGTCGAAGG
+AGTAACCCTACTCTTCCCGTAGGAAGAGATTCGCCCCAAAAGTGTGGGTCCCCCGCCCCTTTTCGGGTTC
+AGCGATAACGATTAAGTTGTTGATTAAATTGTACCATACTTTTACCAGTTAGTCAAATACAGACTATCCC
+AACCCGTCCTTTGTGTGATATAATTATCTTGAAAACAAATATAAAAGGAGTAGAAAGTCGTGACAAAGAG
+CCTTAAACTTCGCACTTTTTTTCTTTTTGTATTTTTTCTAATCCTTTTTTCCATACTTATAGGAAGGCTT
+GTGTGGATACAGGTTGTAAACGCTGAAAAGCTCTCCCTTGCCGTAGAAAGGCAGACAACAGCAGACATAA
+TAATAAGGCCCCAGAGAGGAAATATCTACGATGTAAACGGCAATATACTCGCCTGCAATGTGCCTGCTGC
+GGATGTTTACGCCTCTCCAAAATACATAAAAGACCCCGAGAAGGCTTCAGAAGAACTGTCAAAATATTTA
+TCTATCAGCAAAGAAGCCCTCTTCAAGGTTTTATCTAAAAAAGATTTGGAATGGACAGTGCTTGAAAGAT
+TTGTTCCAATGGAAAAAGCTCTATCCATAAAAAAGCTCAACATCCCTGGAATATATGTAGAGGATACTTC
+TATGAGAAACTATCCAAATGGATCAATGCTTTCGCAGGTCCTGGGGTTTACTGGAGTAGATGGATACGGT
+CTATATGGCCTTGAATACTCCCTTGACAGGTATTTAAGCGGAGTTCCGGGAAGAGAGATATCTTTAGTAG
+ACAGGGAAGGACACAAAGTAGGAATACCCAGCAAATACTACAAGCCAAAAGAAGGCGAAGACGTAGTTTT
+GACTGTTGATTCCGTCATTCAGGCTTATACAGAGAGAGCTATTAAAAAAGCTTATGAGAAGTACAAACCA
+GAAGATGGAATAACTGCAATTGTCATGAATCCAAAGACAGGAGAAATCCTGGCAATGGCAAATCTTCCGG
+ACTTTGACCCAAATGACCCGCAAAAAGTCCCTTCACAGGAATACTGGGCAAATCCAGCTGTATCCAGTAT
+TTACGAACCTGGTTCTGTGTTTAAAGTAATAACAGCAGCAGCGGCGCTGGACTCCGCCGTGGTAACCCCT
+GAAGAGCAATTCTTTGACCCAGGGTATTATGAAGTGTCCGGCAAAAAAATTAGAAGCTGGACAGTCCTTG
+GAAACATCACTTTTTCTCAGGCCATAGAAAAGTCCAGCGATACAGTTTTTATACAAGTCGCCGAAAGGTT
+AGGGTTAGACACTTTTTATAAATACATACAGGCCTTTGGCTTTGGCGCCCCTACAGGCATTGAACTTCCT
+GGCGAGGCAAGCGGAATGATTTTGCCTAAGGATAAGGTGTATCCTGTTGACTTTGCCACCATGTCCTTTG
+GACAGGGAATTGCAGTAACCCCCATTCAGATGATTACAGCCTTCTCAGCAGTTATAAACGGCGGAGACCT
+CATGTACCCACATATTGTAAAATACATTAAAAGTGAAGGCAAAATTGTAAAAGAATTTAAACCCCAAGTA
+GTGAGGCAGGTAATATCCAAAGAGACTTCTGACACCCTAAGGTACATATTAGAAAAAACAGTGACAGAAG
+GAACAGGACAATTGGCTCAGGTTCCCGGTTACAGGGTTGGCGGCAAAACTGGCACTACAGAAAATTACCA
+GAAAGGGAAATACACTGCTTCTTTTGCAGGCTTTGCTCCTGTGGAAAATCCAAAAATAGCGGTTCTTGTC
+ATTGTAAAAAATCCGACGCAAGGTGGACATATGGGAGGAGAAGTAGCTGCTCCAATAGCCCAGGAAATAC
+TGAAAGATACACTCACTTATTATGAAGCAGTGAGAAAATAGCTCACTCGCCTACTTCTTTTTTTATCCCC
+TCAATGACCTCATAAGCGCTCTTTCCTTCCTTAATCCCTTCCTTTACTCTTTCAATAACGAGGTTATTGA
+CCTTCTCCCACTTATCCCATAGGGGAGGCAGTTCTGTGTATTTCACCGCCTCTTCAATTTTTTTCATCTT
+CTCCTCGCCAATCTCTATTCCCTTTTTTGTAGGTACATACCCTAATTTTAATACTCCTTCTTGATCTTGT
+ACAATAAATTTTATAAGCCTATATTCCATCTCTAACTTCTTTAAATCTTTGTCTTTTTTTATGCCATACC
+CGTACACTTTTGGAGAAATTGTCAGAGGTATGCCACTTTCTCCCGTAGGATAAAAAGCCACATCAAACTC
+AAATAATTTGCCCTTTTTAAACAGATTGCTAAGCTCAGCAATTTTATAACTTTCTTCCACTAATGCAGCT
+GTATTTTTATATAGAGTAAACTCATCCCACAGTTTTTTTCTATCTCCTTCCAGTGAAACTGGATTTATCA
+CACTGTATCTTCCAGCCATGTCAAGCACTTTTTGAAGTGAGGAAATCGCCTGTGGTCCAAAAAAAGCGTA
+TTTGCCCTTGTCATAAACTTTTCCTCCGTCTAGCATCAAAAAGCCCCAAAGGCTGTAACTGCCATTAAAA
+AGCGGTATACCCAATCCAAATACAGGTTTTTTATCATCCTTTTCTGTGACCTTTATCATACCATTTAAAA
+ATTCTTCATAATTCCAATATCCTTTTTCAGGCAGGCTTATCTCCTTATCTTCAAATATTTCTCTGTTTAT
+AAAAATCACATTTGTGTACATACCCAAAGGCAGTCCGTATATGTCTTCTTTTAAAGACAGGGCTTTTAAT
+ACCTCTTCATTGTATTCACTTTTCTCTTCTTTTGATACAAAATTTGTAATAGGTTGTAAAAAATCCTTGT
+ATAACCGCACAAGCTCCAGATTAACTGGAAATACATCCGGAAGAACTCCTTTTGAAAAGGCCTCTTTTAA
+CCTTTCTATTCCATCCCCCTCTGAAATAGGCTCAAAATCTATCACAACACCAGGATATTTATTCTGGAAA
+GCCTGTATCTTCTTTTTTATAAATTCAAATCCTGATGTATCCTCATCAAAAGGGTGAGGAAAATCCCAAA
+AGGTTATTATGCCTTTGAAACTTTCTTCTATCTTTCTCTCTTCTAATTCCGCCTTTTTTTGAGAATTCAT
+ATAAAAAGGCCAGTAGGCTAAAAACAAAAAAATCAAAAGGTATAAAAACCAGGTAAAGGCCTTTTTCACA
+TCATATCACCTCATAATAAACTATATTCTCTCACCGCCTTATAAATAACTAAAAAGGCAGGGAGATTTTC
+CCCTGCCCTTTTATTCATATCTTCAATCCTGCTTTTTTCCAGTCCTCTTTGAATCTTTCAATTCCTATAT
+CTGTGAGAGGATGCTTAATCATCTGCATGAGCACTTTGTAAGGAACTGTAGCAATATGGGCTCCCAGTTT
+TGCTGCCTCTAAAACGTGTATAGGATGTCTCACGCTGGCAGTTATTATTTCTGCCTGTATATCATAGTTT
+GTGAATATAGTTACTATATCCTCAATTATCTGCATCCCATCCGTATTTATGTCGTCCAGTCTCCCTACAA
+ATGGACTCACATAGGTAGCACCAGCGCGAGCTGCGAGAAGCGCCTGATTTGCTGAAAAAATCAATGTCAC
+ATTTGTCTTAATTCCTTCTTTAGAAAGGATGTTAACAGCTTTCAGGCCCTCTGCCGTCATGGGTATTTTT
+ATGACTATGTTTTTATGTATCTTTGCAAGCTCTCTTGCTTCTTTCACCATCCCTTCATGGTCATCGCTTA
+TAACCTCTGCGCTTATGGGCCCGTCCACAATCTCTGCTATCTCCCTTATTACTTCTTTAAAATCCCTTCC
+CTCTTTGGCAACAAGCGACGGATTTGTAGTAACCCCAGATATCACTCCTAGAGAATAAGCCTCTTTTATC
+TCCTCTATATTTGCAGTGTCAAGAAAGAATTTCATATTTTCATCCCTCCGCAGTTTAATTTAACTTTACC
+TTTATTATATAACTAACTTTCAAAAATTAAAAGCTTAAAGTCAAAAGGAAAAGCACAATGTAGAAAAATT
+TTATTTTACAGGGTATAATATTGTTAATACAATTGTTGAGGGGGGATTTAAATGAAGTACAGCCTTTCGG
+CAGACCATCACATATTTGCCTTTTCTAAGGAAAATAAGCCTGCCATTTCCGTGAAGAGCGGAGATGAATT
+AGAAGTTGAAACAATGGACTGCTTCTCCAATCAAATTCAATCTAATGAGGACAAACTCGATGAGATGGAC
+TGGAACAGAGTAAACCCCGCCACAGGTCCAATTTTTGTGGAAGGCGCAAAAGAAGGAGATGTACTTAAAG
+TTAAAATCAAGAAAATTGAAGTAGCAGAAAAAGGCGTTCTGGCAACAGGAAAAGGTCTAGGCGTATTGGG
+AAATTTAATGGAAGGCCTGTATTCCAAAGTAGTAGATATAAAGGATGGAAAGGTAATATTTAATGAAAAA
+CTAGCTCTTCCTGTAAAGCCAATGATAGGAGTAATAGGAGTTGCCCCAAAGGAAGGAAGCATTAACTGCG
+GAACGCCAGGGTCCCACGGTGGAAACATGGACACCACTTTAATAGCAGAAGGAGCAGAAGTCTACTTTCC
+TGTATTTGTAGAAGGAGCTTTGCTTGCTCTAGGGGACTTACACGCTTTAATGGGAGATGGAGAAGTAGGC
+GTTTCAGGCGTAGAAGTTGCTGGAAAAGTGCTTTTAGAAGTGGAAGTCATAAAGGGATTGAATCTCAAAA
+ATCCTGTTGTGAAAACTGCTGAAGTAACAGCTACTATAGCTTCAGCCGAATCTTTAGACAAAGCAGTGGA
+AATAGCCGTACACGATATGGCAGAACTTTTTAAAAAGCACACAGACCTTTCTACCGAAGGAATAGCCACT
+CTCTTTAGCATAACAGGAAATGCACAAATATCACAGGTGGTTGACCCACTAAAAACAGCTCGTTTTAGCC
+TCCCCAACTGGATACTGGAATCCTACGGCATAAGATTCTGAGGAGAGAAAGAAGATGATAGCAGAAGAAA
+TAGTAAAACTAGAAAATGTTACTAAAAAGCTTGGAAGAAGGCTAACACTGGAGGATATAAATTTTGAAGT
+AAAAGAAGGAGAAAAAGTATGTATACTTGGACCAAAAAAATCTGGAAAAACAGCTCTTGTAGAAATAATT
+CTGGGAATCTTAAAACCGGATGCAGGCTCTGTGTCTGTTTTAGGAACTGACCCTTACACTAATTCTTCTT
+CTCTTTTGGGTCAAGCAAGCGTTTATTATGAAAAAAACTCTTTTCCCCTCCACTGGAGAGTCAAACAGGT
+AATAAATTTTAAAAAACAACTCTGGGGTGAAGAAAATTCTCAACACATATTTGCCGCACTGGATATTTCA
+AATATGAAAAATACCACTGTAGGAAAACTAAGTGAAGAAGAAAGGGCAAAACTTAATCTCTTTTTCGCCT
+TGACTGAAAAAGCCAAACTTATAATCCTAGATGACCCATGGGCAAATAGCTTAAATTTCGATTTGGAAAA
+TATAATAAAAAACTTCCCTCACACCTCTTTTATAATTACTTCTAAAACTCCAGAACCTGTATATGATATA
+GCCGATAGAATATACATACTTCATGAAGGGAAGATTAAAAAATCTATCGCAAAACAAGACTACTCATCGC
+TAGAAAAATTAAAAAGTCTGTACAGTCAGTATGCGCCTGAAGACTAAATATGAGGGAGTGTATGAGGTGA
+AAATAAGGGCTGATGCATTAAAATTTGTCTTTTCAACCACCCTCTCTTCTGAAATAAGAAGATTTTCTTC
+TATCTTTCAGGTTTTTCTCCTGATACTCATTGGGTTTTATGCAGGAGCAAAGGGAGAAAAAATATACCCT
+GACTTTGAAACTCTGTGGAAAATGCTCTCTTCTGGTATGGCTCTCTATCTGGCGACTCTTTTCTGGGAAG
+GGGCAGCTTTAAGGGAAAGACAATCCGGCTGGATTAGGCTTATGCTATCTTTTGGCGTATCTCCTCACGA
+GGTGTGGATAGGAAAAAGCTTTGCATCTTTGCTCCTTGGAAGTATATCTTATATTGCAATACTAATAAGC
+TTTCTAACAGGATACAAGTTAAATCCTACATGGGGATTAGTTCCTCTACCTTGGGCACCACTGTTTTTAG
+GTTTTTTTATAATAATTTCCCTCACCCTTTTTCTGTGCGCTGTTGGACTTTCTGTGGCAGGTACATCAAT
+GGCTTTTACAATAAGCTATACGCTTTTCTTTGGCCTTTTATTTGGGCTTTACATAAGCTTCAAAAGGTCA
+GAAAGCATTTTGCTGATCTTCTTACTTTTCCTTCTGCTCTTTCTTTTCTCTTTTCTTGTAGCGAAAAGAT
+TTGAAAAAGAAAAAATGGCATTTATATACTAAAAAGGGAAGCCCGCTTTGTTGGGCTTCCCTTTGCTTTT
+ACTTTTGATTCTCTTTCCCAATATAGTATCCTGTACCTTCCTTGGAATGCTTGTATCCATAGCTAAAGTA
+GATGATAAGGCCTATTATAAGCCACACAGTGAATCTTATAAACGTCACAACAGGAAGGCTTGCAATTAAC
+GCAAGAGAACCGATTATTCCAATAGGTCCAATCACCCATATAGCTGGAACCTTGAATATCCTCTTCCTCT
+CTGGATCTGTATACCTCATCACCATTACGCTTATGGTAACTAGTGTAAAGGCAGTGAGGCCCCCTATATT
+AGCAAGCTCTGCCAGTTCGCTTATTGAGAGAAAACCTGCAAATATTATGGCAGCTGTATAAATCACATAA
+GCAGCATTTCTTGGAACTCTGCGAGTAGGATGCACAAAAGCAAACCATTCAGGCAGCAATCCATCGCGCC
+CCATAGCAAAGAGTATGCGGCTAGCACTCAAAGAGTTGCCCAGCATGGTAGCGATGAGTCCAAATAGCAC
+GCTTATTGATATGAGCGCTCCGCCCCATGGAATCCCTACCTGCATTAGCACAAATGCAGCCGGGTTTGGA
+ACATCGAGTTTTGTCCAGTGTACCATTCCAGTGATAACGGCAGACATTGCCACATAGAAGAGAGCGCACA
+GGCTTATTCCACCTATCAAAGCTATAGGTATGTCCCTCTCAGGTCTTTTTACCTCTTCAAGAAGAGATGT
+TATTCCGTCAAATCCAGTATATGCAAAGAAGGTCAGTGCCGCTCCAGTCATAATACCTGCAAGACCATAA
+GGAGCAAACGGAGTAGTCCAGTTCTCCAATTTGATGTGGAATACTCCAACAGTTAGCACAAACAAGATAG
+CAAATACCTTTGCCGTAGTAAATAAGGCATTTGCTATACCAGAAGCCCTAATTCCTGTGAGAGCAATCCA
+TGCAACAATCAAAAGTCCTAAAATTGCCGGTAAGTTCACTATCCCACCGTGAGTTATGTCGTGGGAAATC
+GCCTGAGGTAAAGTAATCCCAAAAACCGTCTCCAAGAAAGAATTAAAATATCCTCCCCATCCAACTGCAA
+CCGTAGACGCAATCATAGTAAACTCAAATATCAAGTCCCATCCGACAATCCAGGCAAATATTTCCCCTAG
+TGCAACATAAGAATAAGTGTAAGCACTTCCTGCCACTGGCACCATGGAAGCAAACTCTGTATACGCCAGA
+GCCACTGCAATAGTCACTATTCCACCCAAAGCGTAAGAAATCATTATAGCAGGTCCTGCAAATTTAGCAG
+CAGCAACACCTGGCAGTACAAAAATTCCCGCCCCAATTGTAGCTCCCAAAACGAAGAGCATCAGCTCAAA
+CCAGCCAAGCTCTCTCTTGAGGCGGTATTTTTCCTCCTGCGCAAGTTCCATGGCATGCTCGGGCAGCTTT
+TTCCTCAAGACACCCTTTGCACCTGAACTCTCTACCATAAGGTTCCCCCCCATTTTTATCTAATTTTTTA
+AGAGTAAGCTGACAACCCCCACAAAATTTTTTCTAAAATCCCCCTTTAGAATTTTAAACTTTAAAGTAAT
+ATCCCTTTAAGTATAATATTTCGCCGAAAAATTTAAAACTCCTTCTTGCTGCTTTATATTTTTTCTCGAT
+ATTTTTGCTCAAAATTGTACATAAATTGATAGAATGTGATACACTTTTGTCAAAAACTCTCTTATAATAA
+TTCTCCCCACCATACATAGCCTGACTAAAAAATTTTAATAATTCAAAGTTTTAAACTTGAAAATTGCCTT
+TTGAGATATTATACTCTCCTTTAACTAAGCATGAAATAAACCTGAAAACACGAGGGAGGGGAAAGAAAAT
+GGTTGAAGAGAGAAACAAAGAAGAATTAAAGCGAGTACTGGGTACATGGGACCTAGTAGCATTTGCAATT
+ATGACTATGGTGCCTATTGCGCCCATGGGGATTTACGGTGTAATAGCAGTTGTCAGTCACGGGCATGTGC
+CATTGGCGTATACACTTGCTGCTATAGCCATGTACTTCACTGCTTGGGGATATGCTCAATTTGCCTTAAG
+GTACCCAGAAGCAGGTTCTGTTTATGCTTATGTGCGCGAATCTGTCGGATTCCACGCAGGTTTTCTAGCA
+GGATGGTCAATTCTTCTAGATTACATCTTAGTTCCAGCACTTGTCATAATGGTTTCAGCCCTTTGGCTAG
+AAGCTTTGACTTCTATAAGCATGATATGGTGGGCTTTGCTCTTTATAGTGCTAGCCACTTTTATGAACGT
+TTTGGGTATTCAGCTTACTTCCCGCGCCGCATGGATACTATTTGTTTTTGAACTTTTTGTCCTCATAGTA
+TTCATTGCAGTAGCAATATACAAAATCGCTTCTACACCTGGCTTAAGTTTTAATTTAGCTCCATTTTACA
+ATCCTAGTGACTTCAGCCTTCACGCAGTCTTAGCAGGAACTTCTATTGCCGTTTTAAGCTTCTTAGGATT
+TGACATCATGACCACCCTCGCAGAAGAAACAGTAGAAGCCAGAAAAAACGTATCTCGAGCCGTTCGAATA
+GTAATTCCTTTAGTCGCATTAATGTTTGTGTTGCAGACCTATTTAGGCGCGGTGGTACACCCAGGGTATA
+AATTTGCAGATCCAGACGTGGCCTTCTTTGAAATCACAAAAGAGGTAGGCGGAAACTGGCTTCAGATGCT
+TGCCGTGTTGGGTACCGTGCTAGCCTGGGGAATAGGAGATACTATGGCTGCTCAAGCAGGTATATCAAGA
+GTCCTTTTCTCCATGGGGCGTCAAGGCCATCTTCCAAAAATTTTTGCGCGCATTCACCCCCAGTATAAAA
+CTCCATATGTAGCTACAATATTTGTCGCCCTTATAACCGGGCCTTTAATCTATCTCTTGACCTTAAAAGA
+TATCACTTCATTAGTAAACTTTGGTGCTCTTACTTCTTTCATCGCAATGCATCTCTCTTTAGGATACATC
+TTTTTAGCAAAAGAAAAGAGACCATTAGCCGTAATTATGCCAGCTATTGGCTTTATTATTACTGCTGCCG
+TATGGTGGGGATTAGATAAGCTTGCCAAAGAATTAGGATTTGCATGGCTCATATTAGGTTTCATTTATTT
+AGCCATTATTACCCGAGGTTTTCGCGTCAAGACCACTCTGCCCATTGATTGAAAAAGAGGGAACAGATTC
+TACAAGAGCTGTTCCCTCTTCTTATTTGTTTATTTTGTAATATTTTGTTTTACACATTCCTATCTTCTGC
+AATACTTCTTCGCAATATCATCAAATATGTTCTCATCTATTTCCTTTACATATACTCCATCGTAAAGCTC
+CCATTCTTCAATGTGTTCAACTGTTTCACCGGGCTGTAGTTTTGTTAAAGGACTTAATGTCTCTATTTCA
+AGCATCCAGTCGTTTGTGTATGTTTCAAAAGACACACCAAAGTCAGGATATGTTGCATTCTCCTTCGGAT
+AATATCTTTTTATGAAAAGGTGTCCCCCTCTTACGTAAGCAGCCCAACCTTCTTGGTTATTAATTCCTAA
+CTTAAAAGGTTTTCTGTTATTAGGATCTTGTTTCAGTGCAATATATTTTTCTCCCCAATACACCCTTTTA
+TCATTCATTTTAGAATAAGGCCAAAGTACAATTTGCCTATTTGGAAGTAAATCTGTGTCTTTATTTGGTT
+GAGGAATTATTTCGATGCCCTCAGGTGCAAGTACTGTTATTGTCCATGCTGAAAGCTCAATAGGCCATGC
+TCCAAGATTAGTTATCCTGTGTACAAGCCTTACTTTGTTCTCATTCGGATTTAAAACTATGTCAATTTCC
+TTCTGTGTGTTTACCCATTTTTCAGGCTTCTGAATAAGCCTTATCCCGTTTTCTATTTCATGCCAATCAA
+CAGGGTCATTATCTGGTATATAAGTCCTCTTTCTGTCTTCAGGACTGTGCCATAGCCTGTGGCCGCCGTA
+AAACCTGAATTCATCCCCTCCTTTTAATCCGAGAGTTTTGGGATCCAGATTAAACTCGTTTGCATCTTCC
+TCAAATCCAAATCTCACGATTCTGGGCCCTATATCTGTAGTCGCCACAACATCAATAATGCCATTTGAAA
+GTCTTATGCTGTTCTCCCATCCAGAAAAGTTTATTTTTTCAATTTTTACTGACATATTCCTCCTCCTTCC
+TGTTACAGTGCTTTCATAGTACTTCGTCCATCACAAGATTAGCAGCTCCTATTAGCGTAGCGTTGGGCCC
+AAGCTCAGAAAAAGCTATAGAACACGCATTAAAAGCACTTTCAAAAGCCCTCTTTTTGGCTGTTTCTCTC
+ATTATGTCTTCAAAGAACTCGCGTCCCTGTACAATTCCACCTCCTATAAGTATTAATTCAGGGTTAAATG
+TATTTATTATATTTGCTATGCCTATGCCTAAGTATCTCCCTATTATCCTCAATGTAGATACAGCCAAGTC
+ATCGTTTAATTTGGCAGCTTCATATATCATTTCAGGAGTAACACTATCCAGCATTCCCTCTGCCATTTGG
+TACACAATAGAATCCGTTCCTTCTTTGATCGCTTTTACAACAAAATTGACCAACGCCTTTTCAGACGCCA
+AAGCTTCAAAGCAGCCATAATTGCCGCAGCTGCACTGAGGTCCTGCTACGTCAATTGTCGTATGCCCTAT
+TTCACCTGCACTGTCACTGGCGCCAGTGTATATCCTGCCGTTTATGAGAATTGCAGAACCTATTCCGTAA
+CCGACTTTTAAAAATATCATGTTCACCACATCTTTTGCCTTCCCCATATGAAATTCCCCTAAAGCCATTG
+CTCTCACGTCATTTACAATATAGGTAGGTATTCCAAATTTCTCTTCTACAATTGACTTTAATGGCATATT
+TCTCCAACCTATATTGGGCGCAAAAACTGATATACCTTCTTTCATCTTTACAGGACCTCTTACCACAATC
+CCTATCCCTGAAACATTTTGAGGCGCCTCTTTTATCGCTTTCTCTAATGTAGACAATAGTAAATCTAAGA
+CTTCTTCTTTTTTTAGCCCTTTTATTGAGTGTTTTTCGCTCTTCTTTGTGTTAAGCTCTGCATCAAGAGT
+ATACTGGTGCAAAGTGTAAGTGCTTATGTGAATTACAATAATATTCATGAAATCCGGGTTTAATTTAATA
+AGTATTGGAGGCCTCCCTCCACTGGATTCCCCAACCTTGTACTCTATCACCACATTATCTGCCAGAAGTT
+TATTTACAATATTTGTAACAGTTGGAGGAGTTAAATTAGTCTCCTTTGCAATATCTGCTCGGGAAATCGG
+CCCCATTTTTCGTATAATATTTAATATGACAGACTCATTCATTCCTTTTAGTAGCTTGTAACTTACTGGT
+ATTAAATTTTCCATTTCCATCCCTTCCTTCAATCCCTTTTAAAGCCATTTGGATGGTTTTTATGCCACAT
+CCAGGCACTTTTAATTATCTCTTCTAAAGAAGCATATTTAGGCCTCCACCCCAGATCTTTCATCGCTTTT
+TCGGAAGATGCAACTAAAACTGCAGGGTCTCCTGGGCGCCTTCCTGTAACTTCTGCTGGAATAGGATGTC
+CTGTCACTTTCCTCGCAACCTCTATGACTTCTTTTACAGTAAAGCCTTCCCCATTACCTAGATTGTAAAC
+TTCGCTTTTATTTTCTTTTCTTAACTTCTCCAAAGCCAAAATGTGTGCATCTACTAAGTCCATGACATGT
+ATATAATCTCTTATAGGTGTGCCGTCTTTTGTAGGGTAGTCATCTCCATAAATCATTACTTTATCTCTTT
+TCCCCAAAGCTACCTGGAGTATAATGGGAATAAGGTGTGTCTCAGGAGAATGGTCTTCTCCAATTTCACC
+TGTTTCAAGAGCTCCCGCGACATTAAAATAACGAAGCGCCACGTACTTAATCCCATAAGCGGCATCCGCC
+CATTTTAACATCTTTTCAATAGCGAGCTTTGTCTCCCCATAAGGATTCGTAGGTTCGGTCCTGTCCTCTT
+CCTCTATTGGAATTCTCTCAGGTTCACCGTACACTGCTGCAGTTGAAGAAAATACAATTTTTTTGACACC
+ATGTTTTTTCATAGCCTTTAGAAGAGATAAAGTCCCGCATACATTGTTCTCATAGTACTTAAAGGGATTT
+TCAACGCTTTCTCCAACAAGTGAAGAAGCTGCAAAGTGCATTACAGCCTCAATATCATTTTCTGAAAAAA
+CTTTGTCTAAAAAATCTTCATCCCTTAAATCTCCTATGTATAATTTTCCTCCTAAAACAGATTCACTGTG
+CCCTGTGGCGAGGTTGTCTACCACAACTACTTCCTCATTCCTTTTTAATAAAGCATAAACTGCATGACTT
+CCAATATAACCTGCTCCACCACAAACCAGAATCGCCATTTCATTACCTCCTCAAATATTCAACTTCTCCT
+GCTCCCTCACCTACTCCTGTGACATAGACTGTTGGAGCATATCCTATTTTCTGCGTGTAATTGCGTGTCA
+CTACCTCTATGAATTCTTCCACTGCGTCTTCTTTTACAATGCTTACTGTGCACCCTCCAAATCCTGCTCC
+AGTCATTCGAGAGCCCACTACTCCCTTTAATTTTAGCGCTTCTTCTACCAGTGTGTCCAGTTCTTTCCCT
+GTAACTTCAAAGTCATTTCTTAACGAATTATGCGACTCTATCATCAATTTACCAAATTTGACTATATCAT
+TATCATTTAAGGCTTTTACTGCATCTAAAACTCTTTTATTCTCTGTTATGACATGCCTTGCCCTTTTTCT
+CAAGACCTCATCAGGTATCAAATCTTTATACTCTTCAAACCGTTCAACTGTAACTTCAGATAAATTTTTT
+ACAGGCAAAGCTTTCTTGAGATAAGTAAGAGCTTTCTCACATTCACTTCTTCTTTCATTGTATTTTGAGT
+CTAAAAGTCCTCTTTTTTTATTTGTATTTGTAATCAAAATTTTGTAGCCTTCAAGATTTAAGGGCACATA
+CGAGTATTCCAAAGTATCACTTTTCAAGAGGATTGCATGGCCTTTTTTACCCATTCCAACGGCAAATTGG
+TCCATTATACCGCAGTTTACCCCCACAAACGTATTTTCTGCCCTCTGACAAAGCTTTACAAGATTTATCC
+TGTCAATGTTTAAATTGAAAACTTCATTGACTGCAACAGCTGTAACCATTTCTATTGAAGCTGACGAGGA
+AAGGCCTGCACCAACCGGGATATTACCCCCAAATACAATTTCAAACCCAGAAAATTCATACCCTTCCTCC
+TGCAATATCTTTAAAACCCCTTTAGGATAATTTGCCCAGTCATGCTCTTTATCGTAGAAAATCGAGTCCA
+AATCCACCTCTACCTTTAAATCAAAATTTAATGAAGCCATAAATACTTTTTTGTCATCTCTTTTTCTTAT
+AGCAGCATAAGTTCCAAAATCAAGAGCACATGGAAATACATAGCCTCCGTTATAATCCGTGTGCTCTCCA
+ATTAGATTCACTCTTCCTGGCGAGTAAAAAAGCCTTATTTCTCTGTCACTCTTGCCATAAAATTTTTCTA
+AAGCTTCTACCACTGCTATTTCCATCTTTCGTCTCCTTTCATGATAATTTTTTAAATCCTGCTGTTTCCA
+TAAATTTTTCAAAGGCTTTTTTGCCTTTTTCGTCTCTCTTAAAAACTCCTGCATCCAGAAGAACCTGCAA
+AAATTTATTTCCAACTTCCTGTTTTATATAATTTTCGGCTTCCTCTTCAGTGCAATGAGTCCCATATTTG
+ACAATCAATTCTTCAATCCAATGAAGGTGTTTGTACAATGGATGATTTTCATCATACATATCTTTATTAA
+ACTTCTCTTTCCCAGTTAAAATTTTTCTAATTTCCTCCAATTCAAATTTCAACCTTCCTGGTAAAACTGC
+CAGCCCCATGACTTCTATGAGGCCAATATTTTCTTTCTTTATATGATGAAGTTCCTCATGAGGGTGAAAA
+ATTCCGTAAGGGTATTTATCAGTTGTCCTGTTATTTCTTAGGACCAAGTCAATTTCATATTCTCCTTCTT
+TATTGAATCTGGCAATTGGCGTGATTGTATTGTGAGGGACAATCTTCCCATCCTTTTCTGAGTATGCCAA
+TACATCTACAGATTCATCACTGTAGCCCTTCCACACATTCAATATATGGGAAGAGAGCTTTGTCAGTTTT
+TCTCTATCTTTACTTGATAGGCGAATAACTGACATGGGCCATTTTAATATCCCTGCTTTCACTTCTTTAT
+ATTTAGGATGTATAAAATATTCCTCTATAGGCGCTTCCTCCATTGGAAAGGTATGCCTTCCCCCTTGAAA
+ATGCTCATGGACTAAAATTGACCCGCCTACAATTGGCAAATCTGCATTGGATCCCATGAAATAATGGGGA
+AATTGGTCAATAAAGTCAAAAAGCCTCACAAAAGTTTTTTCTGAAATTTTCATAGGTATATGCTCTTCGT
+GTAGGAGGATGCAGTGCTCATTGTAGTAGACATAGGGGGAATACTGGAAATACCATTGCTCTCCCGCAAC
+TTTTACGGGTATTATCCTTAAGTTTTGTCTTGCAGGATGATTTAAATTTCCAGCAAAACCTACATTTTCG
+ATACACAGAAGGCACTTTGGATATCCTGATTGGGGAATTTTCTTGGCTTTCTCTATCTCTTTTGGGTCTT
+TTTCCGGCTTTGAAAGATTTATTGTAATCTCTAAAGCCCCATATTCAGTGGGAGTGCGCCAGTATAAATT
+CTGTGAAGTCCTGTCCATACGTATATAATTAGAAGCTTTAGAAAGCTCATAAAAATATTCTGTAGCTTTT
+TCAATCCCATCTTTTGATGCAATTTCATTGAACTTTCTTACAACTTCTGATTCCCTTGGCATTAAAAGCC
+CCATAATCCTTGCATCCATTAAATCTCTATAGGTGACAGTATCTTCAATAAGTCCTATCTCTACTCCATA
+ATCGAGCAATTTATTTAAAATAGGAGAGGGGGTGTCTAATTCCTCCTCAGGAACTTCACCCTCATAAGGT
+TTTTCTATTTTGAACAAATCCATAAGAGCATTTCGACTTGGAATTACATCAAGCTCTTCTATTAGCCCTT
+TTTTTAGCGCAAATTTTAAAAGCCTTTCAATGTGAAATGCTGCATCTTTTTGAGTCATTTTCTTTCCCTC
+ACAGACTTTATTATATTTTTTAATTAAGTCTTCAAAAGAAAAGCGCCTGGTATGTCAACAATAGCAGTTA
+CAATAAAAACGTAACTTCTAATGCACTACAATATACCCTCAACAAATTTTGTTTTATGTGAAAGGTTTAT
+TTATTATTTTAATTAACATCTTTTTTATTATATTCGACACATACTCAAAAATTCCTTCTAATTTGTGAAA
+AATTTTTAGAAAATCCTCAAGTCAGCTCTTCCAGCAGCCCCATAAATTTTTACAATTACAACTTCTAAAT
+TCTCTTTTTTCCTCTCAGAAAGCCACAGCCTTGCATATCTATTTCCAAATTCAACAAAATCAGAAAAATT
+GACTTCGCCTCTTAGCCTTTTTATTCCAATTCTTAACATATCCCTTATCATTTCTAAATCCTCTGGTAGC
+GTTACATTGTAAACTTTTTCTAACATTTTTTCATATTCCTTCAAAAGAGCTTCAGTATCTTTAAGGTTTT
+TTATGAATCCCATGTAATAGTCCAGCCACAAATCTCCTGTACTTTTTTCTCTCCTGTGCACATTATCTTT
+CAAAATCTCTGAATAATATCTAAAGGTAGGTGTTCCTAAAAATACATGCTTAATTGTCATTGAAAAGAGG
+TCATTTCCAAATAATTTTCTTACCTCTAGCACTTCATGCCTTTCTCCAGAAAGTGCAATCCACTTTTCCT
+CCCAATTTCCATTCCCTTCTGCAATTTCCATATTTGCAAGTATCAAAGGATCTAAAAAGCTGTAAAGTGC
+TTCTGCTCCATCGTCTCCCCATGAGGTTACTAAAAAACCTTTTACCCCTTCTTCTTTCGCAGGTTTCAAA
+AAGTTAGTTATATTAGTTATGGCTATGTCAAAACTTGGATAAAATCTTCCCCAGTTAGAAAAACCGGGAC
+ATACTATTTGCTTTTCCTTCCTTTTCCCAAAAAGATTTATTTTTTCACGGAAGTGCTTCTCAGAAAGGTT
+TGTATAATCCCAGTTAGCAATAATTACATCATCCCATATTTCACTTTCAAGCACTACTTTCCACTTTTCT
+CTTTCATCAGGTCTTAGATACATCCCTGTCAGCATATCTCCCCAAACTATAGGGGTTTTGCCTTTATCCC
+TTACTATATTTATTAAATTTCTGTGATGAAGTTCAAAAAGCTCTGGCCCCTTGAAAGTATTTGTTTTGTC
+AAGACTTTTACCCCTACCTAAAGCCCATGTCTCATCTCCTCCAATGTGAATGTGCTCTGATGGGAAAAAT
+TCTACAACTTCTCTTAAAAGGTCATATGTAAACTCCCTCGCCTCTTCATCAAAAACGTTAATGGTACCTT
+CCTGGGGTCTGTGCCATTCACTAAACCTTGTAAATTCGGGAAGAGATAATATATTTTCCATATGGCCGCA
+AAGCTCAAGAGAAGGAAAAACTTCTATGCCTAAATTCTCCCCATAAGATATTATTTCTTCCAATTCTTCT
+CTTGACAATCTACCTCTTAATTTTCCAATCTGAGGGTATTTCTGCCATGGAAAAAGGTCTTCGAAATAAA
+TGCCAAAATAGTTGTATTTCAGTAAAAACAACCATCTTAAAATCTTTTTAAAAGTATCTAAATTGGGCAC
+TCCACCTCTAGCAATATCCAAATGATACCCTCTAAATGGAAAATGAAACTCCTCTTCTATCTCTACTTCT
+GGAAGGCGCTTTTTTGTCTGCATCACAATCTGTATAATTGTAGCATAGGAGACTTTCTCCTCCCCCCAAA
+TCTCTACCTCTCTTTCTTTTATTTTTACACCAGTACCTTCTCTATCTATCTTCTTAATAACCCAACTACC
+TTGAGGTATGTTAAACTCTTTTCTAAAAAATTCAGGTAAGTTATTAAAACCATCAAATGAAAACCAATTG
+CCATTAAAAACAAATCTTTTAGGTTCTGGAACAATAAATACTTTATCCATAACAGCTTACCTCCTCATAA
+TCTTCATTCCTTAATAAGTTCTTTATCTTTTTAAAAAATCCTGTTTTGGCAAAAAAGTTTTTCATAAAAA
+AATAAGGGAGGTAATCTTTAATACTTAATCTTTGAATACATACCCCTTATTAAAACCTTTAAAAGAAGCA
+TTATAGGTACATCCTGCGTCGTGAGTTTTTTACTACTTTTCTTTTCATTTAAAACATATTCCTTTAAAGT
+AACATTATCTTCTAAATTCAAGAAACAGTATTCATTTTCTGGAATTATTACATATCCCGAATCAGAAAAA
+GCCTTCAACTTTTTATATAATTCTTCATCTACTTCCTTAAAATAAGGAAAAATTCCTAAAATATATCTCG
+TTCTCACACCATTATACGAAGGTGCCAATGACTTTAGATGGGCAGCAGTCTTCAGTGTCAATTGATACCC
+ATTTCCATTCCCATAAGTAGGATGAAACTTCTGTCTGCCCCAATATGTGCCAAATGGATTTAAATAGACA
+ATTTTTTTACCTTCTTCTTTCCTGACCCTTAATGGCGAAAATGCCAGAGAACTCAATGTAAAGCGATTTG
+CACATATTACTATCCCCTTTTCACTATCTTCAATACCCACAAATCCATTGGTGATGTGATTGTTCAGTGA
+ATCAATTTCTGAATTTCGCTTATCTGCTTTCTCAAAATCTTCTACCAAGTATTTCATAAGGTCATTTTGG
+TAGTTATGCTTCAAAACTTTTATCTCTCCATCTAAAATAGGTTTTATTTGAGATGGTGCAACTTCTATCC
+AGTGTTCATCGTAATACCTTTGTAAAACAGCAATTTCATTGTAAATTTCACTATTTTCTGGAGTATAGGG
+ATACTTTATATCAAATCTCATTATCAAGGCAGGAATCCCTTTTACAATGAAAATATCCTGAGTATAAAAG
+CCTTTTTCTATTTGCAATGGCAATTCAATACTTCCTTTAATTCTGTACCCTGCAAGAAAATTGTTATCAC
+TCGGCTTAAAAATTTCCACACTATTAGGACTGAATCTATACTTTTTGACTTCTCTTTGGTGTTTATAAGT
+AATAAAATTTTCAACAAAATCTTCTCCTCCAATTTTTTCACCTCTAAAAAACACTTCTACAATCTTTTTT
+CCCTTTAATTTAACATTAAATTCCTCTCCTCTTAACTCATCTTCACTAACATATAATTCTTTGAAGTTCC
+CCTCTAAAGTTTCGCTATCCCTTTTATCAAAACAAATTAACAATTTTCTTAATGTAGAGGCATTACCTTT
+TTTAAAATTTGATAGATCTATAAATACTCTCAATTTCTTTACATATCCACTTTCAAATCGTTCTTCATCA
+ATAAAGCCAGCATTTAAAATATTTCCTCTGATGTCACAAATCTTTAAATTAGAAAAATCTTGTAAAGTTT
+CTTTTTTAAAAGTTAAACTAAAATGGACATAAGGCTGGCCTTTATCAAATATATAGATAGGTACAGTATT
+TTCCCATATTTCTGCATTCTCTTTAATCAGCAATGGATACATTAAATTTTCTACATCTTTCAAATCTTTT
+ATAATTCCTTCTGATATTTCTAAAACCTTATTTTCTCTGATTCTATTTAGAAGAGGTGATGATAAGCCAA
+AGTGTGTTGTAGAAAGTAATTTTACTCTTTCTTCTAATACTCTTTTTAATATATTTTCTGCTTTGTGTTT
+GACACTATCAGAAAGCATTGTAATCAAAGTTTTAAAAGCATCATTCATCAACCTTGCCTTTTCCAATCTT
+GTCCATGCCAGATGGTTTATAGCCTTTTCTGACCATGAAGAATAGCCGTCAAAACTTCCATCCGCTGTAT
+CCTGGTAGAATCTCACAACATATTCAGGTGTGTGGTGTTTTAAGTAGTTATAGGGCGTGTCAAATACCAC
+AAAATCCAAATCTTTAACCTCTTCTATTAAACCTTTAATACCATTGACTAAAGGAGCTTTTTTAAGTAAA
+GAAGGTAATTTATAACCATACCAAAACTCTGAATCTGCATCCATATTTATAAACACAAATACATCTCTAT
+CTATTTCTCCTTTTAACTGCTTTTTGCGAAGTCTTTTTATAAGCTCTCTTAAAGACCCAAATTCAAATAA
+ATCTCCGTGATTTATAGCCGGAATTATCGCTATTTTCTCCCCTTGATACTCATACCACATTGGATTATAG
+GCATATTTTTCAGGAAGCAAAGGAATAAAAGTGCGAAATGCATCAAAATTAACTGCACTGTAATACAAAA
+TTACCGCTTCAATGCCAAGTTTTCTATAAAGTTGCACATGAGAAGGAGTAAACATAACCTCCTGAGGTCT
+TACAACAGGTGAAAAAGTGCCAAAAATATCTTTTAACCCTGAACCTTTTTCATTTGAAATAGCCCAGAGA
+ATAGACTTTTCGAATTCTTCATCCTCCATTGCGCTTAAAAGTCCGTTATTATATGACATCAAGATTACTT
+CGTCACCATACTCTTTTACTCTCTTCTTTATACTTTCAATTATATCGGGAGCATATTGAGGCAAAATCTT
+TTCCAAAGAAAAAGCGTTCTCGATATCCCATGTACCTCTTACAGGTATGCCATTTTTATTGTATTCGTTT
+AACACTTCAATTATTTTTCTTATAACTCTTATATCTCCACCAAAACCTGCCTCATCAGGCGTATCACTTC
+TATATGAATGGTACAAATTCACATGAAATCCAAACCCCAAGTGTATTTTGCTCACAAGTTTCACCCTCTT
+TATGCATTTTCTTTTCTACCTATTGGATAAAACCAAAAACTTATAAATGCTATTAACAGAGCAATAACAG
+GCACTCCGCTTATTAAAAATCTAATACCTAATATTGCAGAGGAAGGCTGTTCTAAAACATTTGGAATATA
+ACCTGATAACTTTAAAATACCTCCGATTACAATTCCCTGCAGTGAATATCCAAACCTTATTATGAATCCA
+AAAACTCCTGTATACATCCCTTCTCTTTTCATCCCCGTATTTTTTGTATCTTCATCTATCACTTCTGCTA
+GCATAACATCCAAAAGCATTACAACGCCAGCTAACAAAGCTCCGAAAATTACAGAGACAATTAATGTTTC
+AACAAAAGTATTTACAAAAAAGTATGCAGGGAAAACGAGTATTAAAAATCCAATAGACAAAAACATCGCC
+TTTCTCGAACCAAATTTTTTAGTTATTTTGCTCCAAACCAGCATCATAGGAATAGCAGTTACAAATATAC
+TGCCAAGTAGAAGAGAAACTTCTTTTTCAGGAATTCTCAATACGTATTTAGTAAAAAACGGTATAGCAGC
+AGGGACGGAAGTAAGTAGAAATTTTGCAAAAAATCCTCCCACTACAAAAGGTAAAAAAGCCTTATTCAAA
+AATACGTATTTAAAAGCAGTTAAAACGGGAATGGAAGGTATCTTTATATTCTTTTTTTCTTCACAGCCAT
+AAAAAGCTATAAAAAAACCTATAGCTATTAATGTTCCAAAAATTATACCCAATACGTTCCAACCATATCT
+CGAATAAATAATAGGTGGAAGTACTACTCCTATAATTGATCCGAGTATGCCAAACATCTGCCTGTAAGCT
+GAAACTTGAGCTCTTTCTTCCAAGCTTGGAAACATCTCTGGGAAAAGTGCCGCCAAATTTAATCCAACCA
+GCACGTAGAGAAAATCAAACAAAATAATTACTGTGAGAAAGTAAGCAGGCAGGAACTCTTTTGAAACAAA
+AGGACTCCATATAACATAAAAAACTAAAGCCAAAGGAACAATTCCAAAAGCAATATAAGGTCTTCTTCTC
+CCCCATCGCGTCTCTGTTTTGTCAGATACATACCCTATCAGAGGATTAAAAATTGCAAAAATTATACCGT
+GTATGACAAAAGCAAGGCTTATAAAGCTGGGGTCTACTTTCAAAACATCAATATAGAAAAACATAACGTA
+AGTGCCGAAAGCTTCTAACATTATCCCTATAGGGAAATTCCCAAAACTATAGGCTACCTTCTTTAAAGTT
+GTCATATTAATCTCCTTTCTCAAAAATCTAACTGAAAATAGCATTAGGAAACATATGCAATTCCCATATA
+GATAAGACTTTGAATGCTTCCGCAAGTCCCTCTTCATTTAAAGTATTTTTCTCTGATTTTAACTTTCCTT
+TTACTAGCCCTTCTTTATACCACTCTTTTGCTTGTTCATAGAAAAACTCATAAATAAATGGCCAGTTTGG
+GTTATCAAATTGACTTGTATGTGCTTTTATTGCTTCTATTTTATTCTCCCAATAATTGGTAATATCTATA
+TAAGTGTTGGGGTATGGCGTTGCATAAAAAGCTATTTGCGGGACAGAAAAAGGTTCTCCTAAATGAGGCA
+AAGACAGGTTTCTTGCAGCCAAAATGGCCGCTGTTACACCTTTTCCTGTCTTTTCATGGTCGGGATGAGC
+TTCATATGGGGCCCATCCATCTACTGTTAACACCAATTCAGGCTTTACGGTTCTGAAGGTTCTGACCAAT
+TTTTCTATAAGACTATCTATCGTGTAATTTCCACCATCTTCAAAGCCTAAGTCTATAAATTCTGTTACTC
+CCAGAATTTCTCCAGCCTTTCTCTTTTCTGCATCCCTTATTTTTACAATTTCATCATGGGTAATTTCTCT
+TGTAGGCAATCCTTTCCTCCCATCTGTAACAGTTACAAATGTAATTTTTGCTCCCTTTTCTTTTAATATA
+GATAAAAACCCACCAGCACCAATCTCATTATCATCTGGATGAGGTTGTACACATAAAACGTTTTTTACTT
+CAAGAATAGGAGGAAGCTTTAAAATATTTCTTAAATTCATCTTCCTTCACCTCACTCTTGAATTTTCAGA
+ATAATTTCTTTTTCATTTCCTTCATAAATTTTTTCATTTGCAAAGTATACAGCTATATTTCTTTTTTCAA
+AAAGCGGCAATTGTAATTTTAAATCCTTATACGGCAATGTAAATCTACCTTCTTTTTCTAATTTTATTTC
+TACTTTCTCTTTATAAGAATTCAGTTCTACATTTATAAAAGCATATTCTCCATCTAAATACTTCTTAGAA
+AAACCATCATCTTCAAAAAATCTTATAAATGTTCTACCCTCATTTATATGAGGAACTATCCAAAGTACTC
+TCCTTTCCGCCGATATTTCTCCAAATTTGTGTTCACTATCGTTTATAGGTATTATAGAACCACCTTTTAT
+GAAAAAATTGGTATGTAAAAATGGAACTTCTATTTTTACAAATTGTCCTCCTTCATAAACCTTTTGATTT
+AAGTATTCTACCCATCCATCCTTTGTAAAAGGCAGATATACATTCCTTTCTTTTACTCCTTTATCAAACA
+CAGGTGTCAACAGAATAAAAGGTCCTACCATTAAATCATCTTTACTATATTTGAAAGTTTCTTTATCTTC
+TTCAAACTCGTAGAAAACAGGCCTAATTATTGGACGATAAAATTCATGGGCTTCATAAAATAGATGATAA
+AAGTACGGTATTAATTTGTATCTAAATTTGATAAGATTCCTCACCTCTTCTATAATCTCTGGATACATCC
+ATGGCTCATTAACTGTACCATCAGTATTCCACGAGTGAATAGTAAATCTTGGCATAAAAATACCGTATTG
+AATCCACCGTAAAAATAACTCTGGATCAGGTGCAGGCCCATAAAATCCTCCCACGTCGTGCCCAAAATTA
+TATACACCTGATAAACTTAATCCTAGACCCATATAATGATTATACCTTAAAGTTTTCCATTCAGTGTAAT
+TATCGCCTGTCCACGTTTGGCAATACCTTTGCATTCCAGGACAACCTGAACGTGATACTAAAAAAGGTCT
+TTTCGAACTTTTATACTCTTCCATCGCCTCAAAAGAAGCCTTAGCCATTAGAAGTGGTAACAAAGCTCTT
+ACCTTTTCAAAATTTATTTTTTCGCCAAAATTATTAACCATTGCTTTCCCATCCATAATTTCGAATTCAT
+TATTATCATTCCAAACTGCATCAATTCCGTAATCTAACAATGCATATTTTATTTTTTCTTTCCACCAATT
+GAAAGCCTCTAAATTCGTAAAATCTATATATGAACCCATATCATCCCATAACTGAGTTATCTGTGGTACC
+ATGCTATCTCTACTAAGTATAAACATCTTCTTATCTTTTAATTCTTCATAAGAAGGATGGTCAATTAATA
+AAAAAGGTTTAACATTTGCTATTAATTTTACACCTTTTTCATGAAACTCATTTGTAAGTTTCTGGGGAGA
+TGGAATTTTTGTTTTATTCCAATTAAATACATATCTTTTCCCTTCTTTACTTGTATACCCGGAAGAAAGA
+TGAAACGAACTTGTTGGAATATCATACTTTTCACATTTATTAAGAAATTCCAAAAGTGCTTCTTGAGCGT
+TCTCTACTTCAGTATACGACATTGAAGAACCGGAATACCCTATGCTCCATTTAGGGGGAAACATAGGTTT
+ACCAGTCAACCAAGTAAAGGATGTAACGACCTTTTCTAGTGTGGGTCCTAAAATAAAGTAATAATCTAAA
+TCTCCATCTTCTGCCTTAAAATAACGGTAATCTCGGCCATAGTAACCATCTTTCTCTACACCAAAATCAA
+ATATTGCTTGGGACATAACATCATAAAATATTCCAAAGCTAACACCATAATCGTGATTTCGAACAATATA
+AAACGGAATATGCTTATACAAAGGATCTGTTTTTTCTGCGTCATAACCTAATGCATCTATATTGAACATC
+CTAAACCTTCTTCCATTTCTTTCAATATCTCCACTTTTTTCCCCCAACCCATAATAAGATTCGTTTTCAA
+GTATGCTCATATAATGATAAATACCATCGCCAAGTAAATTTTTAAAATTATAGCTTTGTGTTTTTCTATC
+CGCTGCAATTTTATACCATCTGTCATTTCTCTTCACATACCATTCGCAATTAAAATCTCTTAAATTTACC
+AAAAGTAATAAATCTGAAGTACATACTTCAAATTTATTATCTTTTATATTCCACTTATAAGGCGGCAAAG
+TAAAAGGGGTTAAATCAAACCTGTCTCGCCCCTCCAAAGGAATATCCTTCATGCCGGGTGCTACCCACCA
+CGTTTTTCGTATTTTTAACTCCCCATCTTGAACTAAAATTCTAATTATGTTCTCTTCAAGTATGAATATA
+TACACATGTATATCCTCATTTTCAGCTTTGAAAATAAAAGTATTGTTATTGTGAGATAATAAATGAAGAT
+TGTGTGAAAGTCTATTCATACAATTCTTCCTCCTTACATTCAATACCATTACAGTATATTTTGAGAGAAT
+TATTTTTCACAACCACATCGACAAATTTCCCTTTATACTTTATTCCTCTAAATTCGCAATCTCCCCACGG
+CGGTATTTTTAATTTAAATTTATTTTTCAAAGAAGGTTTAAATCCCAATCCCCCTTGTAACATTGCAGCT
+GCGGAAGTTGAACTCCACCCTTGTAAATTTGAGCCTTTCCCAAACACAGGATTATAATACTCTACAGGAG
+TTAACCATCCTCGTTCTAAAGAATATTCAAACCACCTTAAAAGTGGATATTCCCAAATTCTTTTCCCTAA
+TTTTAGTTTGCACCAGGCATATATCCCATCCCAGTATGGCCAGTCACTCCCATTGTGATATCTAAAAGGG
+TCCATTGTTTTTTCTACTAAATCGTATATATCTTTATAAAACGGATAACAAACCATTATACCCCAATCGC
+CAAAAGGCTGTTCCTTGTTATTAACAGTTTCTAACAATTCTTCTGTTTGAACTATAATTCTTTCTTGATA
+ATCTAAAGGCAATAAATCGAATAAAATGGCTAGATTCCACTCTATTGAAAAATTATTCTCAATTTTATCT
+CCAGTCATATAATTTACAAATCCATAGTGATTTACAATTTCTATAAGCTTTTCTTTAATAAGTTCAGCTT
+TTCTTTCGTATTCTTTCGCTTTTTCAGTGTAACCTTTTAATTCGAGTATTTCTTCGTAATTTTCAATTGC
+TCTTAAGTATAGCAAAATATCATAAGCAACAAAACCTGTTCTATATACGTTATCCACCCAATCATTTCTG
+TTGTAAGGTTTTATATATAAATTGTCTAAATCAATATGATAATTCTCAATAATCTTATCAATTATTTCTA
+AAATTCGCGTATTTTTTACTTTATCCTCTAGTATTTTATAGTCAGCTGTCCAAGCTAAATAATCATAAAC
+CATCATAACAAAATATAGAGGAGAATCTGTATGGTCATCCCAAAAAGCACTCCCATCCTTTAAAATTACA
+GCACTTGGAGCCCGTCCTATTTGGTCTATACCTTTAGCCAATGTATAGATTTCTTCTTTAACTATTTCCG
+GTTTATAAGGTAAAATAGCTTGTACTGTCCAATATCCATCTCTATAATAAGTGCGGGGAGGATTTTGATA
+ATCAATTCCTGCTATAAAACCTTTGTTACTTACATTAACCGTGTCTTTATACATAGAATAAGAAACATTA
+AGACAAGATGAATACAAGGTGTTTAATAATTCATTTGAAGACTTAAACCTTGTTGCCAGCCATTCAGTGT
+GCCTTTTCGTTTTTTCTAAACTGAATTTCCATGTATCTTCCTCTATATCTTTCTGATTTTTATTTTCTTT
+AGTTATCAACTCTATTGTAATTGGTATAATTACAGTATCATCCCTGCGAACAGAAACTTCGTAAGAGATG
+CCAAAGCGTATATTTTCAAATCGTGTAGCTTTAGGAATATAGTTACTTTTTATTTTTAAAATATATTTAT
+CTACAAAATCAATTAAAATTTCTTTCCCCTCTTGTTTCATGGATAACGGCAGTTGCGATTTTAACGCATA
+TCTTAAATTTTTAACCATAAATTTTAATTTGTTTAAATTGTTTTTATCCTCAAAAAGAGAAAATTTATAA
+AATTCTACCAGATCAATTTCTGCTCCAAAATGTAAGTTAAAATTCACTTCGGTTTCATTGTTATTTTTTA
+TATTGTACATTATATATAGCTGCCCATCATTTCCTGAGAATTGCTCAATAGATACTTCAGTACCTTTATA
+TGCTTCATAATAGATAGCTTGATAATTGCCAATCGATATCACTTTCTTCTTGTAATTACCAGGCAATCTC
+TCTCCATTAATAGACCATCCACTGTACCAGCTATCCTTTACAAAAACACTCCACAGACCTGCCACATTAA
+AGAAATTTATTCCTCCATTCCCATTAAATTGTGCAGTAATATTTTTATCAGAAATATCATATTTTATCGG
+TTTAAACCAAAAATCTTCACTGACAATGGCACCATCTCTACAGTAGTTCATTTCGATTATCACCCCTTTA
+GAAGTATTATTATTCTTTTAATCCCGTAGTTACAATACCTTTAACTAGTTGCCTCTGGAAAATCAAAAAC
+ACTATTAAAACTGGTATCATAGCAATAACTGACATAGCAAGTAAACTTGGCCAATCAACATTATATTCTC
+CCATAAAATTAGAAATTGCAAGCTGTATAGTATACTTTTGAGGGTCACTTATTACGATTAAAGGCCACAG
+AAAATCATTCCATCTCCACATAAATGAAAAAATTGCTAAAACCGAAATAACAGGTTTAGCTAAAGGCACA
+ATTATTGTCCAAAACAATCTCCATTCAGAAGCTCCATCAATTCTTGCTGCTTCTATAAGTTCATCTGGGA
+CCCCCAAAAGGTATTGTCTTATTAAGAAAACACCCGTTGGTGTAGCAGCTGGAGGAATTATTATCCCCCA
+TAAACTGTTTATCATACCTAAACTTCTAATCACGACAAAAATAGGTATCATAATAATTTCTAAGGGTATC
+ATAAGAGTTGCAAGAAAAGCTACAAGTATAAAGTCTCTACCGTAAAATTTATATTTAGCCAAGGCATATC
+CAGCCATAGTATTAATCACTAAAGTAATTATAGTAGAAACAATTGTAACAACAGCACTATTGTAAAAATA
+TAATCCAAAGTTTCCTTTCTTAAAAGCCGTTTCGAAATTTACGAATGTTATTGTCTTAGGAAGTAATGAT
+GGAGGCCACTTATATAGTTCTACAGGAGACTTGACTGATGAAAACACTACCCATAATACTGGAATAAGAA
+AGAATAAAGTAACAAGGGTTAGCAAAGTATATGTTATAGCTTTTGAAGTAATTTTTTGTAAACTCATTTA
+TATCTCTCCTCCTCTTCCTACCCTAAACTGCAACCACGTTAGTATAGCAATAACCAGAAATAGTATTACA
+GACATTGCACTTGCATATCCCATTTTTGTTTTGATAAAAGCAAATTGATAAATATGCTGTACAACGTATG
+TGGTATCTCTGCCAGGACCTCCTCCTGTTAAGGCTAAAATCAACGGAAAAGCTTTAAACGCATCTATTAG
+AGAAAGAATAATTACTAAAAGACTTGTAGGTTTCAATAATGGTAGTGTAATATTAAAGAATTTCCGTATT
+GGAGATGCACCATCTATATCTGCAGCTTCGTAATATACTGTAGGTATACTTTCCAAAGCTGCAAGGAAAA
+TTACCATATAAAATCCAATTCTTGACCACAAAGTTGCTATTATTACCGTAATGTTAGCAAAAAATCCATT
+GGATAGCCACGGAATTGGTTGTTTACCAATTAATTCTAAAAAATAATTTAAAATACCAAAACTATCTCCA
+AAAATCCATTTCCATATCAAACCAACTACAATAAACGAAACCATTGTAGGCCAGTAAATAATAGCCCTAA
+AAATACCCTTTAAAATAATTTTTTGTGTAAGTAAAATAGCCGTTCCTAATGCTCCTACATATATCAACGG
+CACCACTATAGCTGCATATATTGTTGTCCTTAGAAAAGAATGCCAAAACAGAGTGTCATGAAAAATATTA
+ATATAATTCTGTAATCCTATAAAATCCATTCTTGAAAGTCCGTCAAAATTAGTAAAAGAATAGTACAACC
+CGAAAAACGCTGGGAAAATTACGAAAATCCCAAAAATAAGTAAATTAGGCAATAAAAATAAATATGGAAT
+TAACTTTTTTTCCAGTTTGTACATAGTATAACTTCTTTCCATACAATTCACACCTCTGTTTATTTTAATT
+TATCTAAAATAGGCGGGTAATGAAATTTAATTTTCACTACCCGCCTATTTTATTGTATATTACTTACCCT
+GCTGAGCCTCTTTTATGGCTTGTCTTGCTAACTCTGCAACATGATCTAAAGCTTGTTGAGCTGTTTGTTT
+ACCTTGCAATACAGAAACGATTGCTTCTTTTAAGTCACTTGTAAACTTAGGTATTATATCTTGTCTTGAC
+CAATCGTATGAAGCAGCTGGAGGAGATACAGCCAATTCGTTGCTGAAAATCTTAAAGAATTCCGTTCCAA
+AATCATAAGTCACATCTGGATTTTTCCTTGGGCTCAAGAACAAAGATTCTCTTACATATTTATCATCCAC
+TTCTTTAGAAGCCAAATATTTTATAAACTCTCCTGCTTCCTTTTCTACACCTGAATTTTTAAATGCCATT
+ACAAACTTCGCACCCAAGACTGAAGATCTTATTTTGGCTTTGGGTAGATAAGTTACACCCCACTCAAAAT
+TCTTAATTGTATCTCTGTAATTTGAAATCATCCAACTTCCAGATAAGTGAGCTGCAGCTGTACCAGACCT
+AAAAATGTTATTAGCATTTTCTCCACCCAACCATGTAGCTTTAGAAACTATATCTTCATCAACTAATTTT
+TTGAAGTAATTTAGTGTCTCTACAGCTTCTGGTTTATTTATGTTTGTATCTGTAGCATCGCTATTAAATA
+TGCTTCCGCCAAACTCATAAAGCAGAGTTGTCCATCTGTGAGGAGTTGGATCCCATACTACCCCATATTT
+TGCTCCTGCTTTAGCTTTTACTTCTTTAATAGCATTAGCAAATTCATCCCAAGTCCAAACTTCATCTGGA
+GACTGGGGTACCTTCACGCCTGCCTTATCAAATAATGTTTTGTTGTATATCAAGCCATTTGCTGTTACCT
+CCATTGGTGCTGCAATAAGCTTTCCTTCAACAATGCAATAATATTTCAATCCATCAAGGAATTGACTCAT
+AAACTGATCTTTATCTCCAAGATAAGGAGTTAAATCTAATGCAGCTGAAGCAAACGCTCCCGGGTTCGTA
+ACACGTGCTAAAGCTGGCGGTTTGCCTCCTGTAATCATTGTTTTTAGTTTTGCTTCTAAGTCGTCGTAAG
+GCACCTCGACTAAGTTAATCTCTACATTAGGATGTGTTTTTTGATAATCTTTAATAATCTCTTTCATTAC
+TTGCCCTTCTACTCCGTCAGTAAACCATACAAAATCCAAAGTCACTTTTTGAGTAGGTTCTGATTTTTGT
+TCGGTTGACGGTGCCTGGCTTGTCTCTGGTTGTTTAGAAGAACAACCACTTGTAAATAGCGCAAACACTA
+GAATTAAAGAAACAACAATATAAATTAGCTTACTCCACTTTTTCATAACCCTACTTCCCCCTCTTTTCTT
+AGAATCACTTAAACATTTTAAACTAGGTATTGAATATGTTTCTTTGGTATATCACCTCCTTTATATCATT
+TTCTACCATCTTCTTTACTTCTTTCGTTTTAAGATATTTATACCCCCATGTACTCTTTCGCATTATTAAA
+TGAAATATCCTGAACTATTTTGCCTAATAATTCTATATCATTTGGCACTTCTCCATTTTCTACCCATTCA
+CCTATTAAATCGCAAAGTATTCTCCTAAAATATTCATGCCTTGCATAGGATAGGAAGCTTCTTGAGTCTG
+TCACCATACCTACAAATCTCCCCAGCAATCCTACATTTGCCAAAGTCTTTAACTGCTCCTTTATTCCATC
+TTTATTATCATTAAACCACCATGCAGCTCCAAATTGCATTTTTCCTGCTATCTTGCCGTCTTGAAAATTC
+CCTATCATCGTTGCAATCACATAATTGGCAGCAGGATTCAGTGTATATAGAATTGTTTTGGGCAGAGCAC
+CCTCTATTTCAAGAGAATCTAAAAGCCTTGAAAGTGAATAAGCAATTGGAAAATCTCCTATGGAATCATA
+TCCTGTATCCGGTCCAAGAATTCTGTACATCTTAGTATTATTGTTTCTCATTGCTCCAATGTGAAGTTGC
+ATTACCCAGTTTAGTTCAGCATATTTTTTACCCAAGAAAATCATTGTATATGTTTTGAAACTGTCTATTT
+CTTCTTTTGTTAAATGCTGTTCCGTCAGGACCTTTTTAAATACTTTTTCTGCTTCTTGTTTTGATGTCTT
+TTGATAAAATACATAATCTAGGGCATGGTCAGAAATTCTACATCCTACAGAGTGGAAAAATTCTATCCTT
+TTCTCAAGAGCCTGTAGAAAGTCATCATATGTGGTTATTTTTATACCACTTGCACTCTCTAATTTTTTAA
+TCCACGAGAGAAAATCATCTTTTTCTATATTTAGCCCCTTATCTGGTCTGAAAGCAGGTAAAACTTTTAT
+GTCAAAATCTTTTTCTTCTTTCAATTTGATGTGATATTCTAATGAATCCACTGGGTCATCTGTAGTTATC
+ACTACTTTTACATTTGATTTTTTCAATATATTTCTAGCACTAAAATCTTCTTGACTTATAACTTCATTTG
+CTCTTTCCCAAATGGACTTTGCTGTCTTCTCATTTAAAAGGTCATATATGCCAAAATATCTCTGCAATTC
+TAAATGAGTCCAGTGATAAACGGGATTTCCTATTGCCATGGGTATTGTTTTAGCATAGGCAACAAATTTT
+TCATAATCATCTGCATCCCCTGTAATATATTTTTCATCTATACCATTAGCTCTCATCAGCCTCCATTTGT
+AATGGTCGCCGTATAGCCATACCTCTGTGATATTTTTAAACCTCCTATCCTCATATATTTCTTTTGGACT
+TAAATGGCAGTGAAAGTCATAAATTGACATATCTTTTGCATATTGATGATACAATTTCACTGCTGTTTCA
+TTTGTGAGTAAAAAGTCTTCATCCATAAACTTTCTCATTGCCATCATTCCTTACATCCAAGATATTTTTC
+TAATACTCTTCTCACTGCACCTGGTCCTTCTATAAACTCTTTGAAATAACTTTCTATCCTTTCTCCCAGT
+CCTACTTCATAAAGGTCAACGCCAAAAATGTTTACATTTGAAAGAATGGGTTTTAAATTGTCTTTTACCG
+AATCTACATCACCTAATTTTATGTTCGAAATGTGAGACCTTAAATCTTCAAGCAATGGGTCTGGGCTTAA
+TGTCATTGGATTGCCTTCATCATCTAAACCCATTAAATACCTCAACCATCCTGCTATCACAAGAGGAATG
+TATTTTAAGTCTGTCACTTTTAAATCTGACCTTTGTTTATAGGATTTTATCGTCTCTCCAAATCTTATTG
+CTATCTTTTGTGACGTGTCTGTTGCAATCCTTTGCGGAGTGTCTGGCATGTACGGATTAGGAAATCTCAC
+CTCAATTACTTCTCTTAAGAATTCTTCTGGGTCTAACACACCTGGATGAACAACTACAGGTAGCCCTTCG
+TCATATCCCACTTTTTCAACAAGTTTCTTAAGGCATGGATCTTTCATTTCATCTGCTATTGTGCTATAAT
+TTAACAAACAACCAAAAATCGCTAATGTTGTATGCAAAGGATTTAAACAGGTTGTCACTTTCATCCTCTC
+TACTTTTTCTACTGTTTCTTTATCTGTAAAAATCACTCCTGCCTCTTCTAATGGAGGCCTGCCATTAGGG
+AACTTGTCTTCTATCACTAGGTAGTGTATTTTTTCAGCATTTACAAAAGGCGCTATTATAGTGTTTTTAC
+TGGTTTTGATTATGTCCATTCTCTCTATGCCAAGGTCTTCTAACTTCTTTTTCACCTCTTCTGAAGGCCT
+TGGCACTATTTTATCTATCATACTAAGCGGGAAAGATACTTTTGTAGAATCTGTTAAGTAATTCAAAAAT
+CCCTCTTCAACAAAACCTTTTTTTATCCATTCTTCTGCGATAGTCTTTATCGAATTGAAAAGTCTTTCTC
+CATTTCCAGAGAAATTGTCTAAACTCAAAAGAGCAAGAGGATATTTTCCTGCTTTGTATCTTTCATAGAG
+TAAGGAAGTTACTTTTGAAATGATGTGTTTAGGTTTATCCAGACCTTCCTCTATGTCTTCTTTTACATCT
+TTTATATATTCACCTGAAAAGTCTTTTAAGTTATAAGCTTTTTCTGTTATTGTAAAACTTGCTATCTGCA
+GTGATGGATTCGAAAAGATGTTTTTCAATCTTTCCCAATCACTATGTGATGGATCGGCTATTATTTTATC
+GCTTATACTGCCTATGACTTCTATTTCAAGTGTTCCATCTATGTTCATGACTACTAGCATACTTAAATTG
+TCATAAGGAACATATATTTTTTCAATTATTTCATAATCATATGACTCCACTGCTATAATTCCTTTATCAA
+TAAGTCCTTTATCTAAAAGATTCTGTTGTAGAAGTGCTATAAATCCTCTAAAAATGTTCCCTGCTCCAAA
+ATGTAGCCAAATTGGACTTTCTTTGGTTCTTTTTGAAATCTCCTCAACATCGTAGTTGGGAAGTTTTATG
+CCTCGACTCCGCCATTTTTCAACATCTTTTATACCTTCCCTTGTCAGTAGCATATCCCTTCTCCCTTTCT
+AGAATTGCTTTGTAATATTGCTTCTTTTATTATATATCCACTTTACTTTGTGGATTATCTTGTGTTTAAT
+AATATATATTCTACACAAATCCAAAAAATCCTTCTTGATTTTTAAATTTTTTTATTGAATTTTTGTTGAA
+AGAAAATGGGAGGACAAGAAACTCCCACTAATTCAACATTTAATCAATTGGCTCCCATTCTGTATGGAAA
+ATTCCTTCTTTATCTATTCTTCTATAGGTGTGGGCTCCAAAGAAATCTCTTTGCGCCTGTATCAGGTTTG
+CAGGTAGGTTACCTTCAACCATGCTTAAGAAATAGTCAAGTGAAGAACTAAGTACTAGAGTTGGGATATA
+AAATTCTTTTGCTAAGTTAGTCACATATCTTATTGAATCCAACTTATCCATGAGGAATGAAATAGATTTA
+TCGCTGTCTAACAAGTTCACATTTTCTTTGTTTTCATTTAATATTTCTCTCAAAAAATCTAAAATCTTTG
+CCCTTATAATACAGCCGCCCTTCCATATGCGCAATACCTCTGGAAGGTCAATATTGTACTCAAAAGTTTT
+TGAGGCCTCATGTATAAGCCACAACCCTTGAGAAAAGGAGGTGAATACGCTAAATAAAAGGGCATTTTCT
+AAGTCTTTTATCACTTTTTCTTTATCCAATTTTACATCAGGATATGTTTTTTTAACTTTCCCTGAAAGTT
+TTACTCTATCTTCTTTAAAGAATGACAAACTCCTTGCCTCCACAGCAAGGCTCAGTGAGGGAGTTGGTAT
+TCCTAAATCCAGTGCAGTCTGAGAAGTCCATTTTCCTGTACCTTTTTGTTCTGCTTCATCCAATATCAAA
+TCTACAAGATGTTTTCCTGTCTCTTCATCCTTATATCTCATAATCTTGAAGGATATCTCCATTAGGAAAG
+AGTTCAATTCTCCATTATTCCATCTTTCAAATACATCTCCTATCTCTTCAGGAGAAAACTTTAAAATTTT
+TCTCATTATATCGTAAACTTCAGATATTGCCTGCATTATGGCATATTCTATTCCATTGTGAACCATTTTA
+ACAAAATGTCCTGCTGAGTCATTTCCTACATATGTACAGCAAGGACCTGATTCTGTCTGTGCTGCAATCT
+TTAAAAGAACATCTTTTACCATTTCATAAGCCTCAATACTTCCTCCAGGCATTAATGAAGGACCGTGCAA
+TGCTCCTGCCTCTCCTCCCGATACTCCCATTCCTAAATAGAGTATGCCTTTTTCTTTTAATTCTTTTATA
+CGCCTTGAAGTATCTTTAAAATAGGAATTGCCCCCATCAATGATAAGGTCACCTTTTTCAAGATAGGGCA
+GAAGCTCCTGTATAACATCATCTACAGGCTTCCCTGCCTTTACCATAAGTATAATTTTTCTAGGTTTTTT
+TAAAGATTCAACAAAAGATTTTATATCGTGATACCCCTCTATTTTTTCATTTTTTACTCTTTCTTCTAAG
+AATTCTTTTGTCTTTTCTGAAGTTCTGTTAAATACAGATACGGAATAACCTTTCCTGGCAATGTTTAAAG
+CTAAATTTTGACCCATAACTGCTAAGCCAATCAGCCCTATTTCATTCATTTTTAATACCTCCTGTTTTAT
+AATTTGCTGTGAGCTTCGAATAGGCTTTTGAGCTCTCGAGATAATTTTTTGAAAAATTGAAATTTCTTTT
+CATAATAATTGATCTCTTTTTCGTCTGGCATATAAACATTTTCTACACTAACCATTTCCTTCGTAGCTTC
+AGATAAATCTTTGTATCTTCCAAGAACATAGTATCCTAGAATAGCGGAGCCAACAAGAGCAGGTTCTTCT
+ACTTTAGAGACTTTAATAGGCAGCCCCAGTGTCGATGCAAAAATTTCCATCCAGAATGGTGAATTTGTCG
+CTCCTCCTCCTGCCCTAATTTCTCTTATCTTTATATTATTGTCCTTCAACGCCTCATAAATCATGCGCAG
+GGAAAAGGCTACTCCTTCCATAGCCGCTCTTATCATATGACCCTTTGTGTGAATATTCTTTAATCCAAAA
+AACACTCCTGATGCAATATTTCCTATTTCTTTGTCCCTTTCACCTGTCAAGTAGGGCAGGAAAAAGAGAT
+TTGAAGAATCTTCTTTTGAAGCCTCATGAGTTAATTCTTCATAGGGCATGTTAAAAATATTGTCTCTAAG
+CCATTTTAGTACAACTCCTGCATTGTTTATAGCAGCCCCAATGAACCATTTACCCGAAGATAAATAATAA
+GTTTGAAGCCTCATAGCCTCTTCTTTGTCAAAAACAGGTTCAGGATAGGCTACTCTGAACATTCCAGTAG
+TCCCTATGTTTATCGCACCAACTTCTTCCTCAAAAGCCCCAATTCCTATTCCCACCGCTCCTCCATCGTA
+AACTCCTGTAAGTACTTTCACATCTTTTGTTAGTCCCAAAAGCTTTTTAGATTGTTCGGGCAAATCGGCC
+AAAATTTTATCTGAAGGCATGATGGGAGGAAGTTTTTCTTTAGAAACCCCTAAAATATCAAGCACATAGT
+CATCCCATTCAAGTGTATTTACATTCATATAAGCAGTTGCAGAAGAAAGGCTGGGCTCTGTAAAAGGTTC
+TCCTAAAAGTTTTAAAAGTATAAAATCTTTAGAGCTCAAGAAAAACCTTGTTTTATTAAATATATCACTT
+CTTTTCTTTTTTAACCAGTAAATTTTAAACAAAGGGGCATGAAAAGTTGGAGTAAAGCCTGTCCTTCTGT
+AAACCTCCTTTACATCAATTCTTTCTAAAAGTTCCTCATAGGTTTCTCTCGCCCTCAAATCCAGAAGTGT
+CATAATGCCCATTAAAGGATTTAATTTGTCATCTATGGGAATTAAGCCAAACATATAAGAAGAAGGAACG
+ATTAAGGAAATCCTATCTTCAAAGCCTTTTGCCGCCTCCCCTGCTGCTTCTACAAAAGCGTTAAAAAGGG
+TATCTGGGTCGTGCTCTGCTTTTCCTTCGTTGTCTCTTTCAATAGGCGTTTCCTTCCTGTACAAGCTTAA
+AATATTTCCTTTTTCGTCCACCACACCTGCTTTTAAGTTTGTCGTCCCTATGTCAACAGAAAGAATCAAA
+TCTTTTTCCATTTCTCCCCCTCCAGCACCTCTTTATTTACAACCCCATCGGGTATTTCGCCTCGTAGGAC
+TTTTTCTGCATCTGAAACAACTTTATCTCCCATGCCTTTTAAACACTCGTATGTGTAGGCAGAAGTGTGA
+GGGGTTATCACAACATTGTCAAATTTAAGGAGTGGATGATTTTCATCAATAGGTTCTCCTTCTACCACGT
+CAAGTCCAACCCCGGCGACTTTCCCTTCCCTTAAGGCTTTTATAAGAGCCTCTGTATCTATAAGTTCTCC
+TCTTGCAGTGTTAACAATAAATACATTATTTTTCATCATAGAAAATTCTTTATAAGACAGCATGTGATAA
+TTTCTCTCATTTAATGAAGCATTAAGAGAAATTATGTCTGATGACCTTAATAACTCCTCTAAAGACACAG
+GACGAGCTTCTCTCTTTATTATTTCTTCTTTTGAAAGATTTGGATCATAGGCAATAACTTCCGCCCCAAA
+GCCGTATTTTAATATCTCAGCAACTCTACTTCCAATATTGCCAATACCTATTATCCCCGCAGTCTTGCCC
+TTTATCTCATACCCTATGAAATTCGCTCTTTCATGCCATTTCCCTTCTTTTACTTTAATTGAGGCTTCTC
+TTACTTTTCTCATCACATCTAAAAGGAGTGCAACTGCATTTTCTGCCACAGCTTCTCTTTCAACTATTCC
+TTCAACTATGGTGACTATAGTGCCTTTTTTTGTCGCACTTTCTATATCTATAGCATCGTAACCTATGCCA
+TGGCGAGCAATTAAAAGAGTTTCATCCTTGTACTCAAAAAACTCCCTATCATAATAGGGCTTTACACTGG
+CAATTATTATAGAATAGCCCATTAATTTTTCTGCCAGAGCCTTCCCTCTCATGTCATGAGGAAGCTCAAA
+CCTGTCTACCTGCCCTAATGCTTTTAATCTTTCAATGTGTTCAGGAAAGTGCTTCCCGAAACTGCTAGAA
+TTCACAATTGCAATTTTTACACCCATTTCAACCGCCCTTTCTTTATTTACTGAATATCTCTTTAAAGTGA
+TTTTCAATATTTTTTCTGACAAATTCGTAATGCTCCTCTTCGTACTTATTTAAAACTTCAAAAATTTGTT
+TTTTCCTTTCTTCCAGTAAAACTCCATAAGAGATGTGGAAAAGCTGCTTAATTTCCGGCTTTGAAACAAT
+CTGAGAGTCTTCCAAGTTTATATTTTCAGGAAAGTCCTTCTTATCAATCAGCACTTTGTAGGCTTTTTTA
+CTTTCTTCAAGGTTATAAAGGGCAATCTGGTAAAGTTCTTTAAAAAGCTCTTTGTCTTTTTCAAAAATCA
+AATTAACTGCCTGAAGCCAGCTCGTGCCAGAAGTTTTTATGTGAAATTCCCCTTCGGTGATTTCGCTGAA
+TACTTTGTAAATGCTAAATTTATCACTTCCAGAATGAAGACTCAATTTGTATCCTCCAAATTCTCTGGAG
+AGAAATTGATGTTTCTTCAATTCTACAGCAAATTTATCCACATCGCCTATATAATCTATGGCCTTTTGAA
+ATTCCCCAGGAAATTTAGGGGCCAAACTCCAGAAATCTATCCCTTTCTCATGCAGATATTCAGCGACAAA
+TATGTGATCTTCTACTGTTGTGTCTTTGTCTCCTTCGTCAATTGAAATCTCTAGGTCAAAATTTTTTACT
+TTATCCTTCAGAATACCATACACTTTTTCTACGAAGTCCATGGCTTTTTCATAAGTGAGAGCAGATTTAT
+ACAATTCCTCTTCTGAAACTGTAAAAGCTTCTTTTGTTGGCATCACAAATTTTTTGCCTTTAAATCTTTC
+AATTATCCTCTTGCTTGTAATATTTAACTTCTCCGCTTTTTCTTTTAACTGGGATTCTGTATAGTCTGAT
+AGTTTCACCAGCATATCACTTAAATCAAGAGTATACATGGTATAGCCTGCATCAATTGCCTCCATCAAAT
+AATTTTCATCTTTTATGTGGTCAGCGTCTGCACCAAATTTCCCTGTATATCCTTCTTCCAGCACACCCAA
+AATCGCTTTTAAAATAGCCTCTTTGAAACTCCGATGGGTTTTCATAAGCTCTCTGGGAGATTGCTGAGCT
+AAAACAGGGAAGACATCGTAATTCTCTACTGCTCTAATATGAGCAGCAGTAACAAGCCCTAACCTATCGC
+CCATTCCAAAGGAGACTTTTTTATTACATGGAGATGGCGCAATACTAAACTTGTCTTTTAAAATTACAAA
+ATTTTCATAAGTCAGTGGGTAAAGATTTAAATAATAGCCTATTTCTTTTAAATATTTCCTTTCGGTGAAA
+TAGGGAGAAGAAAGTGTAAAATCCCCTTGTGTTAAAAGGCCAATGCTCTTTTCATTTGCCTTTTTTACAA
+CAAAAATATAAATGTCTTCTGAAAACTTTCTAAATGATTTTTCGTAAAAATAAAAACCTTCTCGTGAAAG
+ATACTCAGCTACCTTGTTAATCATCTCCATCTTCCTTTCAAACATAATTACACTATTTCAATCTTCACAT
+ACTCTGTTAGCTGCTTCACTATTTCTCTGTTTTCCTCCCCTGCAGTTATTATCTTCTCAATATCGTTAAA
+GGTAGCAAAGGACACCATAGCAACTTTTCCAAATTTACTACTATCGGCAACCACAATCACTCTGCTGGCA
+GACCTTATCATGGCCTTTTTAGCTTCGGCTTCAAAAATATCCGAAGTGGTAAGCCCTTTTTCTACAGATA
+TGCCGCCAGTTCCTAAAAACAATATATCTATGTTGTACTTGCCTATGCAGTTTACAGTTTCGAAACCTAC
+CATAGACTGATTGTCATGTTTTAATTTGCCACCAGTGATAAAAAGGTTAATGTCTGGATTGGTAGAGAGT
+TCTGTAGCAACATTTAAAGCATTTGTGATAACTGTTATGCCTTTTAAACTCTTTATGGCCTTAGCTATAT
+GATAGGTGGTAGATCCTGCATCTAAGAATATGACATTTCCCTCTTTAATCTCTGTTACAGCTTTTGCAGC
+AATTCTCTGCTTTTCCTCTATGTGCTCTTTAAACCTTTTGACAAGGGGAGGAACTACTATATTTTCTTTC
+AATACTGCTCCTCCGTAATTTCTCTCAATAAGCCCCTGTCTCTCAAGTTCCTCTAAATCCCTTCTTATTG
+TTTCGTCTGAGACTTTGAATATTTCACACAGTTCTGAAACCTTGACAGCTTTTTTCTTTAAGATGATTTC
+CTTAATCTTTTCCCTCCTCGTTGAAACAAGCATCTACACCCTCTCCTATGTTATAAGATGTTAAAATCCT
+AACATTATTTGTGGATTTTTATTGCTTTCATTATATTAATTCTACACAAATCCAAAAAATCCTCCTTTAT
+TTCTAAATTTTTTATTGGCCTTTATGGAATTTTTGGAGTTAAAAAAGGAATCCCAAAAGGGACCCCCAAA
+GATTATCTTTTATTCAGAATATCCTTGTTAACCAATGTGCGAGGAACTCTTCCTTCTATCACATCAATTA
+TGTTCTGGGCGACAAGCACTGACATGTCTCTTCTAGCTTCTTCTGTTGCACTTCCTATGTGAGGAAGCAT
+TACAACATTGTCAAGTTCGGCCAGCTCTTTTTCAAATTCTGGTTCTCTTTCATAGACGTCTAAGCCTGCA
+GCGTAAATCCATTTTTCTTTTAAAGCCTTAACCAGTGCCTTTTCATCTACCACAGGCCCTCTACCTGTGT
+TTATCAATATTGCAGAATTTTTCATAAGTTTTAGCTCTCTTTCTCCAATTAAATGCCTTGTCTCAGGTGT
+TAAAGGAAGGTGTATTGAGACAAAATCGGATTCTTTCAAGAGAGTGTCCAAATCAACGTACTTGGCTCCT
+GTCTCTTTTTCAAATTCGGGTTTTGGAGTTCTGGCATTATATAAAATCTTCATCTCAAAGCCTTTTGCCA
+TTTTAGCAAAAGCTTGTCCTATTCTCCCTGCGCCTATAACTCCTAACGTTTTCCCGGTTACACCTTTTCC
+TAAGAAAAGCATTGGCGCCCAGCCCTGAAATTTACCTGCCCTCATGAATTTATCCGCTTCTACCACTCTT
+CTCGCTGCAGCAAATAAAAGAGCCCAAGCTAGTTCTGCAGTAGCATTTGTCAAGACATCGGGCGTATTTG
+TTATGTAAACTCCCCTTTTTGTAGCTTCTTCTAGATCTATATTGTCAAAGCCCACAGCATAATTTGCGAC
+AATCTTTACATTTTTGGCAGCTTCAAAAAACTCTTTATCCACCTTGTCAGTAAGCTGTGTTATCACTGCA
+TCCTTGTCTTTTATTTTTTCCAAAAGCTCCTCTTTGGTAAGCATTCTGTCATATGGGCTCACCTCCACTT
+CGCAATACTTCCTTAAAAGTTCCAGTCCCTCCTCTGGAATAGCTCTTGTCACAAAAACTTTAAACATACT
+TGCTATCACTCCTCCACTTAAAGTTTATTTATCAACACCAAAAATATTGGTATTGTTAAAAACGAAAGCA
+GGTTTGCAATGAAGACTACTGTAGAAGCAAAGCCGTTCTTTTCACTCATCTGCCTTGCGACAATTGCCAC
+AGTAATCATTGTGGGCATTGCAGCTTCAAGTACAGCAACTTTCTTGGCAATAACAGGCAGGTTCAGATAA
+TAGACCAATAAAAAAGCGATTAAGGGGGTTAAAATTAGCTTTATCAAAGCAGGAATAAAGAGCAAATAGT
+TTAAGTCTCCTTTTTCTATGACGTACATATTCATCCCTATAAATAAAAGGGCCATTGGAATTGCTATACT
+CCCTATCATATAAGCGCTCTTCATTATGACCTCTGGTACATGTATTCGCAGTGATGCTACCATAAAGCTT
+AAAACTATGGAAATAAAAGAGGGATTTAAAATCTGTTTAAGTCCTTTTACATCAAAAGATTTATCATCAG
+ATAAAACCCAGATGCCTAAAGTCCAGAATAAAGGTGTATGCCCCAAATCGTAGAGGATGACATATGGAAG
+GCTTATATCCCCAAATAGTGCCATATTTATTGGGAGACCCAAAAATATAGTATTGCTAAAGGAAGAAAGA
+GCGTACAGAGCATTTTTCTTCTCTTCTGGAACCTTAAGTAGTTTAAAAATAAAAGCAGAAATCAGTAAAG
+TTAAAACCACAGTAAAAGAGCTCACAAGAGGCAATTTGTAAGAGGCTTTTAATAGCTCTGGAGTGTAATT
+TACATACATGCTGTAGAATATAAGCAGTGGAGTTGCAACCAAAATGGTTAAATCTGCTAGCATCTTGAAA
+TGTTCTTCTTTTACAAGCTTTATATAAGCTACGTAATAACCGACAGCCATAACGATGAAGATTTCTACGA
+GGATTTCAGCTATTTTAGATGTGACCATTTTTTCACCTCATCCTGTCAATTTCGATTATACCACAGTTTT
+AAAATATTTACAAAAAAGGCCCAACTTAAAGTTGAGCCTTATATAAACTGTTTTAGGTATTTTAATCCTA
+AAAGAAGTCCTTCTTTTACTTTTTCTTCGCTACCCTCATACACAGGGTCTTCGTGCTCTATGCTTATAAC
+TCCATCATATCCGCTTTCCTTCAACGTTTTTATAAACCTTTCCCAATCGACTTTTCCCATGCCTGGCATT
+CTGTACCTCCAATATCCCATTCCAGGTGAGAGCTGCCTTCCAAAAATTCCGTATCTTCTCAGTTTATCCT
+CAAAAATTTCCGTGTCTTTTGCGTGGACGTGGAATATTCTGTCTTTGAATTCTGGTATGACTTCTATGTA
+GTCTATAAACTGCCACACAAGGTGAGAGGGGTCCAAATTCAATCCAAAGTTTGGGGATGGAATCCTTCTA
+AACATTTCTTCCCAGAGTTCCGGCGTAAAGGATATTGTCCCAGGAAGCCCGTGTACCTGCCAGCCCTCCA
+TAGGGCAGTTTTCTATTATGATTTTCACACCTCTGTCTTCAGCATACTTTATTATATCCGTAAAAACCCT
+CTCAAATTCGTCAAAATTGTCTTTTATGCTCTTTTCAATGTTTCTTCCAACAAAGGTTCCTACCATATCA
+GTGCCCAGCATTTTAGCCGCATCAATGCATTTTTTAAGATGGTTGTTTATAAATTTCCTCTTTTCAGGGT
+CTTTATCCAGGTTATTGTCATAATATGCTAAAGAAGAAATTGTGAGCCCGTACTCTTTAAAATATTTTTT
+TATCTCTTCTGCTTCTTCCTCTGTCAAAGTTTCCACGTCTATGTCAGTGCCTGAATAATCCCTAGTGTTA
+TCTTTAGGCCAGCAGGCAACTTCTAAGGATTTAAATCCATTTTCACTCGCCCATTTGGCTTTTTCTTTTA
+AAGGCATGTCTCTTAAAGCCACTGTTAAAAATCCTATATACATAATTACAATTCCTCCTTTAAAATCCTT
+CTTAAATTCTCAAGGCTTATTTTTGCACTCTCAAGGGGAGACCTTTTGCACTCATCCTGCTCAACAATCA
+GCCACTCCACACCATTTTCTTCTGCAACTTTTACTATCTTTTTAAAGTCAATTATTCCATTCCCTATCTC
+TGTATTGCTCCTATCCTTTCCATCCATATCTTTTAAATGAATGAGAGGAAGCCTTCCAGAAAATTTCTTT
+AAATATTCGAGAGGGTCTACTCCAGCGTATTTTACCCAGTAGACATCAATTTCTGCTTTCACTGACTCTT
+TATCCGTATTCTTAAAAAGTATATCAAGGCCGTATTCTCCATCATAAATTTCAAATTCATGGGCGTGATT
+GTGATAGCAGAAAATAAGCCCTTTTTCTTTGCACCTTTCCCCTACTTCATTGAAAAACTTTGCCATCTCA
+ATATAGTCCTCTTTTGATTTATAGGGAACGCCGGGACACACTATATACCTGTTCCCTATTTCAAGGCTAT
+ACTCTAAAACTCCGTTTAAATCCTTCTTCAGTAACTCTATACCCACATGCGACCCGGCTGCCTTAAGACC
+AGTCCTATCTAAAACCTTTTTAAGTTCGCTTGCCTTTAATCCGCCATATCCTGCAAATTCTACACCTTCA
+TATCCCATCTCTGCCACTTTTTCAAGAGTGCCTGTAAAGTCTTTCTGTGCTTCTTCCCTAACAGTATAAA
+GCTGAAGCGCAATAGGTAGCATCCTAACTTCCCCCTTAAAGAACTATTTCAACTCCCTTTTCAGCGGACA
+GATACGCCGCATCTATTATTTCCATAAGTTTTGCTCCCTCTTCCGCTGAAGCCAAAGGTTCTTTACCTTC
+TTTTATGCAGTTTACAAAGTGTTCAAACTCGTCTAAAGGCTTCTTGGGATAGTTTGTATTTGGTATTATG
+TCCACTAAAGTATTCACAACTTCTGAAAATACCTTTATCTGACCATTTTTGAACCATATACCGCCTTTAT
+CTCCTAAAATTTCATAGTAGTTGTAATCTCCCTCAATATTGGAGGCCCAGCTAAATTCAAAGTCAATTGT
+AGTACCATTTTTAAGTCTTATAAATCCCACTGCCATATCCTCTACATTGTAAATGCCATTGCCTGATTTT
+GCTTCACTCCATCCATTCCAGCTAGTACTATTTGAAAATTTAGAGTAGGTAGCTGCTGAAACGGACTTAA
+CCTCCGGATAATCCATAAAATACATGACCAGGTCAATAAAATGCACGCCCAAATCTATCAAAGGCCCTCC
+TCCAGATAATTTTTTTGTGGTAAACCATCCGCCTTTACCCGGAATGCCTCTTCTCCTCCTCCATCCCGTC
+TTTACATGGTATATTTCTCCAAGATAGCCTTCTTCTATGTACTTTTTTACAAAGTAAGATTCGTTTGTAA
+ATCTGTTATTTAATCCCACCATAAATTTTGTCTTGTATTTATTCTTCGCTTCAATTACTTTGTGGGCCTC
+TTTGGCATTTAAAGTCATGGGCTTTTCGCAGTGGATGTGAATTCCCTTCTCCATCGCTTTTATAGAAATA
+GGGGCATGCAAATAATTAGGAGTACATATGCTAATTAGATCAAGTTTTTCTTTTTCAAACATTTCTTCAT
+AGTTTTCGTAAACATGAGGAATACTGTACTTCTCTGCCAGCCTCTTAGCCGCCCCAACATCCGGGTCAGA
+TATGGCTACAATTTCAACATCTTTTAATCTTGAATAACCGAGTAGGTGCTTGTAATCAGCAACTGCACCT
+GCACCGACACATGCGTATCTGAGTTTTTTCATACATAAACCTCCATTACTTATTAAAGTATACAGGCTTT
+CCTGTCTTAGCTGATGTGTAAATAGCCTCTAATATCTCGCTTACCACCAAAGCTTCTTCTGGCTTTACAA
+CCGGTTCTCTGTCATTTACAATGGCATCTATCCAGGACTTGGCTTCCAGATACCCGGGGTCTTCTCCTTT
+CCCTTCGTAATACGCGACACCGCCTATGTCAAAAGATACTTTTGTAGTGTAAAGGCGTCCAAACCTCTCG
+CCATTTATGCGAAGCCCATCTCTCATATCGGCTCCGCCTTCTGTCCCGCAGAGAGTCGTCATCGCTTCCC
+CGACATCCAGTGTGTTCAAAGCCCAGCTGGATTCTAATATGATGGTAGCGCCATTTTCCATGACTATAAA
+CCCAAAGGCAGAATCTTCTACTGTGAATTTTTCAGGGTCCCATGGTCCCCATGCGTTTGCCGCGTTTGCC
+ATCTTGCCAAGTTTGTGGTACACTGTGCCAACCACCATCCTAGGCTTGTAATTGTTCATCATCCAAAGGG
+TTAAATCGAGAGAATGGGTTCCTATATCGATTAGAGGACCTCCTCCCTGCTCTTCTTCATCCAAGAAAAC
+CCCCCATGTGGGAACAGCACGGCGCCTCACTGCATATGCCTTTGCAAAATAAACTTCGCCAAGCTCTCCA
+TTCTGGCAAATCTTATGTAAATACTGCGAATCTGGCCTGAAGCGATTCTGATACCCTATTGTAAGCTTTT
+TGCCTGTCTTCTTATAAGCTTCTACCATCTTTCTTGCGCCTTCTGCAGTCTTTGCCATTGGCTTTTCACA
+CATTACATGCTTTCCGGCGTAAAGAGCATCCACAGTTATGCCTGCATGAGACTTATTCGGTGTGCAGACG
+TGCACTACGTCTATAGTCTTGTCTTCTAAAAGCTTTCTGTAATCTGTGTACACTTTCGCATCGTCTGTTC
+CGTATTCCTTTGCTGCCTTCCTAGCCCTCTCCTCTATGATGTCGCAAAAGGCCACCATTTCAACGTTATC
+AAGCTTTGCCAAAGAGGGCATGTGCTTTCCAAAAGCTATCCCTCCGCAACCAATTATTCCTACTCTCACT
+TTTTCCTTGGACATTTTTCTTCCTCCCTTTGCTGTTTATTTTGAAAATTGCCTCAAAGGGCAATTTTTAA
+TACTTGACTGTTGACTCTCTTATAACAAGCTCGTGCTCCAGAAAAATTCTCTGCGGATCTTCCAGTTCCC
+CTTCAATATGCTTTAAGAGGACTTCCATCGCGATACATCCCAAATCGTATTTGGGCTGAGATACCGTGGT
+AAGGGCCGGGTCGTACATGGAGGCAAAGCTTATATCGTCAAATCCTACAACTGCTACATCTTCTGGAACC
+TTAAATCCCTCTTCTTTTAAAGCCTTTATAGCTCCGATGGCCATTATGTCAGAAATTGCAAATATGGCAG
+TAGGCTTTTCTTCTAAAGATAAAAGCTGTCTGGCCGCTCTCATCCCGCTTTTAAAACTGTAATCTCCATA
+TTTTATCAAATTTTCATCAAATTCTATATTCGCATCCTCCAGGGCCTTTCTGTATCCTGTTTCTCTTTGC
+CTGGTGGAAATAAAGTCGTTTTTACAGGTAATCAGTGCTATCCTCCTGAGGCCCAAATTTATAAGGTGCT
+TTACAGCTTTATAGGCAGCAGAAAAATTGTCTATAGAGACGTAAGATGCACCCGCTCCTTCTATGTATTC
+ACAGCATTGAACTACAGGGTAATTTTTAGCCAGAAGAGTTAACTCGTCTTTTCCCATAACTGATGCCATG
+AGGATGACTCCATCTGCCAGCTTATTTTTCAAAAGGTCCAAATACGCTTTTTCCCTCTCAGGGTCTGAAT
+CTGTGTTGCAAAGCATTACATTGTACCCATTTTTATGAGCTACATCTTCTATTCCCTTTACAACTCTTGC
+ATAAAAGGGGTTCGACACGTTTGGCATAAGTGCCAGTACCATTTTCGTTTTTAAGCGCCTTAAATTTCTG
+CCAAGAAGATTGGGATGGTAATTTAGCTCTTTTATGGCTTTCAAAACCCTCTCACGTGTTTCTTCTGACA
+CCAAATCGCTGTTATTTAAAACTCTTGAGACTGTGGCAACAGAAACCCCTGCCCTCTTTGCAACCTCTCT
+TATATTAGCCATCGCAAGCCTCCTATGTAACAGATTACATAATATTTTTCAATAAATTTCAACCATCTTT
+TCTGCAATTTTGTAACGCATTACATTAACTATTATACCACTAAATTTTAAAAAATCAATAATTAAAAAAG
+CCCAACCTAAAAGGTCAGGCAATTCACTCTAAGGATTTTATTTCTTCCTCCAAAGCCTGAATTTTAGCTT
+TAAGATATTCTAACTGGTTCAAAGCCTCTTCTTTCTGTTTGGTTATACTGCCTTTTTGCGCAGTCTGATT
+TAATTCTTCTATTTTTTTCTTAATCGCTTCGGTTATTTTTTGTTTATTTTCATCAAAAAATTTGACCGCT
+TTATTTATGGCATCCTGCATTTCTTTTAAGCTTTTCTCCAATGAGGGCTTTATATTCTCTTTAGCCTTGG
+GGTAAAACATCATGCCTAAAGCCGCTGCAACAGCCCCCCAGTAAAATTTTCTGGAGGAAAGAAATTTTAA
+AATAGCCATATTTATCTTTCCTCCTTTCTTTAGCTCATTAATATTTTGCCCCCGTTTTTTGATAAAATTT
+AATGTGTTATTTGCCAAAAATCATAACTTTTGTTATAGCTTTATACAAGTCCTTTGCATTGTATTTTTCA
+CTAATCTTAGAAAAATATTGCAAAAATTCTCCTATGGTATTCTGCCACAAGGCCACTATCTGGTCTTTTT
+TGGATGGGTCTTTCTTGTATTCTTTAAAAGAAAGCTCTATAGCGTATTTTAAGGCATCGACTGCCTTCTG
+AAATTCTTTTTTTATGTCATCCATTAATCTCCCTCCAAAATTTAAAGAAGTATAATCTAAAGACAATATA
+TGAAAAGAAGCTCAATATTGTCACAAAAAAAGAAAAAGGCAGAACATGCCTTTTCACCTATACAACTACA
+TTTATGACACTTCCGCATTTACTGCACCTATTGCCGTCAAGCCCTTTTATTTTTGCATAAAATCCATGCC
+TTTCAATGAGAAGATTGCTACAATAAGGGCAATAGGTGTTGCTGTCAATTCCTAAAACATTTCCCACATA
+CACAAAATTTAGATATTCCTTTGCAATATCCCTCGCTTTCTCCAGAGTTGATATGGGAGTAGGGGGCTTA
+GTCAGCTTGTAGTGAGGAAAATATCTGGAAAAATGTAAAGGAATATTTTTATCAATTTGGGAAAGCCATT
+TAGACAAATTCCTTATCTCCTCTTCACTGTCATTTAAATCCGTCACAATCAAATTCGTAATTTCTACATG
+ACTGTGTTTTGAGGCTTCCTCCACTGTTTTTAGTACAGGATCTAATCTCCCACCTACTATTTTTTTGTAA
+AAATCTTCTGTAAAGGCTTTTACATCTATATTCATCGCGTCGACATATGGAAGCAAATTTTTTAAAGGTT
+CAGGGTTTATATATCCATTTGTCACGAGAACTGTCTTCAGCCCTTGCTTTTTCGCCTCTTGCAAGCCTTC
+ATATACGTATTCATACCATATGAGAGGCTCATTATAAGTAAAAGCTATACCTATGTTGTGCCTCTGCCTC
+TTTGCGTGGAGTATGAGGTCTTGAGGCGAGATAAAGTCCCCCTCCCACTTTTGATGAGCAATTTCCCAAT
+TTTGACAAAACTTGCATTTTAAATTGCAGCCGTAAGTACCTACAGAAAAGATGTAAGTGCCAGGATAAAA
+ATGATAAAGGGGCTTTTTCTCTATAGGGTCCAAGGCAATAGAAGTTATCACTCCGTAATTTTCTGAAAAA
+AGTCTGCCACCTACGTTTTTTCTGACCCCGCATATACCGTATCGCCCTTCAGTGATATAGCAGTTGTGAG
+GGCATAGCCGGCACCTAATGGCATTATTTTCTAATTTTTCATAAAACATGGCTTCTTTTAGCATTTAAAA
+CACCCTTTGTTCGTGCCTTTCAACTTCAAACTTCTCAATTGTGTAGTCTTCATCGGGCCTAATCCCAGCT
+TTTCTCAAAGCAATGGAAAGCTGCTCCTCCACAGTGTCCACTCCCTCTATATCAGGCAGTAAAAGTCCTG
+CCCTAAATCCTTTTCTCACAATAACTCCATATCTTTTGGGGTCAAGCTCATCTTTTGATTTCACAGGCTG
+CGTAGGCATTAATACATCGACAGAATATTCGATTTCGGGAAGCTCTTCCTCTCTAACCGGGGGAAAACGG
+GGGTCTTCAAAACCTGCACTTATAGCGTTTCTTATTATCTCTTCAGCTACGTTTTTCTTCTGCGGAACTA
+CTGTTCCTATACAGCCTCTAAGCTCTCCCTTTTTGTGAAGGGTCACAAAAACTCCCGCTTTTCTTCTGTA
+CATTTCCTCAGGAAGCCCTTCGGGGACAGGCATGGGACGCCTGTATTTCACATAGTATTCAAGGCTTTCC
+TTAGCAAGTTTCACATAAGGGTCTTCTTCTATTGTAGAAAATCTTTCAAGTAAACTTGTGCTTTTATAGC
+CTGTTACATCAAATTTTGCAACACCATACCCGACTCCAAAAGGACCTTCGTGGGAAAGAACTTTAGCATT
+GACTTCATATCCATCCAAGACTCCCAGCATTACGCAGACAGATCTAAAACCACATTCGGCAGCTTCTTCT
+ATCAAATCCTTATCCATTCTTATTACTTCTTCTACTTTCATCTCTGAAAGCAATTGTAAAAGGGTCTTGT
+CAAAAACTTCTCCTTTTGGAGTGTAACCATTTGGGCTGTTTGGCGTCAGTTTATGGGATAAGTCACCACT
+TGCTATGAAGACTACCCTTCTATCCGATTTATTTATTGCATCTTTGATTGCAACGCCAAACTCATAAAGC
+TTTTCAAAAGGCAAAAAGCCATAAGACATGTGGATTAATTTGAAATCAGGGTAATGTTTGGTAACAAAGT
+ATAAAGGTACAATTGTCCCGTGGTCAAGTTTTTTGGGAAGTACGTATTTTTTTATCAGTTCCTCACTTAC
+TTCTGCTATTGGTATGTTCCTTTTCTTCGTCTCTTCCATTATTTCTCTTGCCAGGTCTAAATCATTTTCA
+AATTTAAATTTTACTTCTCTTGCGCCAAATTGAGATAAATCTCCTTCTAGAGAAGGTAATGTAGTTATTG
+AAACAGCATCTTTAAATACATAGCCATGGGGTGTTATCACTATCACCGTGTCCGGCCGCTTTTGTTTTAT
+TTCTTGGGAAATATTTTCAAGAGAGTCAATTGTCTTTTGTATTTTTCTTTCTTCTCCGCGCCCTACCTCG
+TGCACAATTATAGGAGGATGAGGCATCAGGTAACAACCCACCAGTTCTCCCATATTTAACACCTCTTTGA
+TATTCTCTATAATTGATTATACCACAATAATAAAAGCCTCATCCCATTTATTTGAGATGAAGCTTTATAG
+CTATACAACCTTAATCCCCTTAGTTACAATTTCTTTTACATAAGGATTAGAAACATCAAAATCCACTGTT
+CTAAAAGGGTGTGGTTCAATACGCATATCAATCTTTCTCCTCAGCCTCATTAGTCTAAACGTATCTTCAA
+TCATATCTCCTGTAAAGTCATCACTAACTATAGCAATATCTATATCACTGTTTTCATCATATTTCCCTCT
+TGCATAAGAACCAAATAAATAAGCATTTTTGACATTTATTTCTTTTTTCACTAAGTCAATGTATTCTTTT
+ACTAATTTTTGTATCATTTTTCTATCAACATCAGTATCCATTCTCTCAACTCCTTTACGACATTAATAAT
+TGACGCTGTAAATTCAGGAGTACATTTTTTATAAAAAGTTTGCTTATAATCAGGATATCTAGCAGTTATG
+TTAAAGGTAGTAAGTAAATCAAAATAATCTCTCGTTTGTTCAGTTAAAGAAATCCCAATTTTTTCAGCTA
+TTCTCAATAAATCATGTGTCCTTGGTACATCGGGACCTATATTTTTAACATACAATGCTTTTAGCAATTT
+TTCAATTACTAAATGCCCCATAAAAAGGCTCCAATGATAATCTTTACTTTCATATAAATGAAGCATAGTA
+TTGTAATCTTTCTCAGCTGTTTCAAGCCAAAATTTTACCAATTCATCTTTTTCCAATTTTGACACACCTC
+TTTGATATTCTCTATAATTGATTATACCACAATAATAAAAGCCTCATCCCATTTATTTGAGATGAAGCTT
+TCATATGAGAATAAGAACTTCTTGTAGAGATTTGCTAAAATGTAAATCACTAATCTTTCTTTATGTACTT
+TTTTACAATCCCTTCAAAGACAATGTCTATAAGATATGCCGTTCCACTTATTAAAATGAGGAAAAAAGTT
+ATTGGTACAACCTGAAGCACAAAGAAAGCAAGTGCTATTATGCCTATTATAAGAATTGTCTGGGGCAAAT
+GTCCTAACCCCAGTACAAAAGATGTCTTCCAAAGCCCTAAAAGATTGCCTTCGTAATACTGCACTGTTAA
+GAAAGTGTAAATTAAAGTTATTAAAAACATAAGTCCCATTGAGAGAAGAAGCCCGCTTAAAATATAGCCA
+AAGGAGGAGCGCTGGTGAGTAAAAAACTGTATGTCCACATAGAGTATAAAGAGAGTCAACGCCGTGATAA
+AGAAATTTGCTGTCATCCACCAGAAGTGCTTTACAAATCCTCTCCAAAACTCCCTTAAGGCGCTTCCTCC
+CTCATCCTTTCTCAAAAGGCGTATAGAATAAAATAGGGCATCTGTAGAGTGAAAAACAGTGATAACAGGC
+AGTGAAGCTAAAAGCCACAGGACATTGAGTATCATCAGGTCTGTTACAAAATATGCAAAATCCCAGAATT
+TAGAATCTCTCATCTGACTTCACCTTACATCTGTTTTAAAAGTTTTTTATTCACCTTCCCTGTAGGAGTT
+TTAGGAAGTTCTTTCACAAATTCAAAATATTTTGGGATTTTATAGGAGGCAATTTTGTCCTTTAAGAAAG
+ATTGAAGCTCTCTTCTGTCTGCTTCAGCACCCTCTTTTAATACTATAAAAGCTTTTATCTCTTCGCCCTT
+TAGAGGGTCCCCAACTCCTACTACAGCTGCTTCAAGAACAGCAGGGTGAGTTAAAAGCACCTCCTCAATC
+TCTCTTGGATATACGTTGAACCCCCCTGTTATTATCATGTCCTTCAATCTATCCACAATGTAGAAATACC
+CATCTTCATCTTTTTTGGCAAGGTCTCCTGTGTGTAGCCACCCATTTCTCAAAGTCTTAGCCGTCTCTTC
+TGGCATATTGTGATAACCCACCATTACATTAGGCCCCTTAAGGACAAGCTCTCCTATTTCTCCTACTGGA
+AGCTCATTGTCATTTTCATCAACTATTTTTGCTTCAACTCCTGGCAGTGGAAAACCTATGGAACCCGGCT
+TTCTTAAGGCTTTTGGATCAAGAGGATTTAAAAGGGCAACAGGGGCTGCTTCACTTAATCCATAGCCTTC
+TACAAGCGGAAAGTTGAATTTTTCTTCAAAACCCCTCTGTACTTCTGCTGCCAGCGGCGCTCCTCCAGAT
+ATTGCAAGCCTTAATGCTTTAAATTGTCCTTTTTCTGCCATTCTCATCAATACTGCAAACATAGAGGGAA
+CACCGCAAAAAACAGTTATGTCTTCCTGTATGAGGGTCTCCAGCGTATCTTTCGGCATAAAAGTTTCTTT
+AAGAGTTATGGTAGAACCCAGGTAAAGCCCTAAAAGCACATTGACTGTCCAGGAAAAACTGTGGAAAAGA
+GGAAGCACTGTAAGGAAATTATCATTGGGTCCTAAGTCAATCACTCTCGACACATCATATAGCATTTTTA
+CATCAGAGACAAAATTGTCGTGTGTAAGCATAGCACCTTTTGGCTTGCCTGTAGTTCCAGAAGTGTACAA
+AAAGGCGCACACTTCACCTGATTCTATATCCACTGGCGCAGGAGACTTCATTTTTAAAATTTCATTAACA
+GTGTTCTCATCCATAATCACCACATTTTTTAAATTAAGCCTTGCAAGCTGCGACTTATCCACTTTTTGAG
+CAATAGCAGGGTGAACTACAAGGACGCTAGTCCCTGACTCCATTATGATATACCCTATTTCTTCTAAAGT
+AAGCATCATGTTAAGAGGCACAACAATCGCTCCTGCCTTTGAAGCTCCCATAAATGAAAATATGTATTCG
+GGACAATTTGGGAAGCTCAAGGCAACTCTATCTCCTTTTTTAACCCCTATTGATTGAAAGTAAGAGGCAT
+ATTTGTCAATTAAGGCATCTACTTCTCCATAGGTATAAACTCTGCCTTTAAATTTTATGGCTATGTGACT
+GTCCGAAACGCCTGACTTTTTATGCACTTCAAAAATTCTCATAAAAATTAATCCTCCTTTAACTTAATAT
+AGCGGCACCAATTATGCCGGCATCATTTCCAAGCTCAGCCTTTCTTATGTCAGCATAGGGAAGTTCTTTA
+AAGAGTATATTTTCTGCCACTTCTTTTTTGAGAGGCTTTAAGAGGAAATCTCCCGCATTTGCAACCCCGC
+CACCTAATATTATTACTTCCGGGTCAAACAGGTTTATTATGTTTACAATCCCAACTGCCAAATATTTTAC
+ATATTCCTCAAAAATCTTTAGAGCCTCCTCATCATATTGTTTTGCAGCGTCTATCACATTTTTAGCAGTA
+ATGCCCTCAATATCGCCATTTGCAAATTTTAAAATCAGAGTATTGGGATTTCTCTTAGCAGCTTTTTTCC
+CTTCCCTTATCAATGCAGTAGCAGAGGCATAGGTTTCAAAGCAGCCAATTTTGCCGCAGTTACACCTTAT
+GCCATTATCCCCTATGACCATGTGACCTATCTCCGGAGCAAAGTGATGAGCGCCGCTGTAAATCTTCCCA
+TCCAGTATAAATCCGGAGCCAACTCCTGTCCCTAAAGTGATTGTCACAGAAGACTTTGAACCCCTCCCTG
+CTCCAAAAGTAGCCTCTGCTAGTGCCGCCACATTTGCATCATTTTCCATATATATCGGCAAATCAATGTA
+TTTTCTTATCTCCTTCGCCAGAGGCACTTTTGTCCAGAACAAATTTACTGCTCTTATCACTATTCCCTTT
+TCATTGTCCGCAACTCCTGGAACACCAATTCCCATGGATTTTACGTCTTTTACGCTTATTCCCATCCTTT
+GAAGAAGCTCAAAACTCAGTTCTGCTATGTCTCTTGCAATTGCCTCATATCCTCTCTCAGGCTTGGTAGG
+CCTGCTACCTGTAGCAATTATCTTGCCATCCTCTTCTACCAAGCCAACTGCTATGTTTGTTCCTCCAAGG
+TCAACACCTATCCTCATACATCTCCTGGTTACCCAAACTGTACAAAAATGTACAGTTTAGATAGCTGGGG
+TATTTGTAGTCCGCCTTTCAGACTTTCCCAGCCCCAGCAGGCGGTTTTTGGGAAAGCCATAGCCCCTGCC
+CCAAGAAGCAGGAACTCGCGCCCTTAAGGGTCTCTCCACTTACCCTGAATTAGTAATCCTTTCAGGGTAG
+AGAAGTCTCTTAATATCTTCTCAGGAGAGAGTGGTGTTACCACCGCTACCTTGAGAACTCGCCAGAAATT
+ATAGGTACTAAAACTTGTTCCGTACAGAGGTTTTAGTACCCTTTCTGACTCACTCTCAAGGCTTTGTATG
+AGTTTTATTACTTTGTTTATCTCTTTCATGTGCTTTTTCTTTAAATGTATGTTTTTGACTGTTTTCTTTA
+CATGGTCTTTTAATTCTTCTAATTCTTCTACAGTCAATGCGTTGAGAAACTTCATATAATTATCTGGTAT
+CTCTTCCTGCAGTCCCAACCCTCTTCTTGCTATTACATAGGCTGCTGCTACATCTTTTGTTATCATATAC
+TGCGGTGCATATTTCAACATCCCTATTATTGAGGTGTAAGAAGGATTGACTTCTATTACTTCTATCCCTT
+CTCTTTTTGCCAGTGTTTTTATTTTTGAAAGAAGTGATTTATAGCTAAAGCTATGCCTTATTCTCCTTGA
+TTTTCTCCCTGAAAAGTCTCCTCTTTTGCCTTTGTCTTTTATTTCTAATCCCTCAATTACAATTGCTTTT
+CCTTTCTCTTTTGCTATCTTTACTATTTCATGGGCATATTGCCATCTGTAATATTCTTTTTTGTCTTTAC
+TGCCACTTGTAAGCTCTGGCATTGGTATACTGCCATAACTTATTAGATTGCCCTTTTCATCTACTTCTGC
+CCATGATATGTTGTCTGGATATGCATTTATGTCTATTCCTATGACTCCTTTTTCTTTTGTTATTTTTATT
+TCTGGATATTCTTCTTCAATAGCAAAATAGGCGTATATATTGCCATTCTTGAGTTTTAATTCTACAGAGT
+AAGGTATGTTTGATTCTGCAATTTCCTGCAGGAGTTCTCCTCTGCTCTTATTCTTTCTGCTCTTATTCTT
+TTTGTAGCCTGCTTCTATTCTGGCATACACATATTTTCTTTCCCATACATTTATCCTTAAGAAAGTGCCA
+TTTTTTCTTACTTCTATTCTTGTGTTGAGATTTCCTTTTTTGCTTTTATCTCCTCTTGAATAGAGATTTC
+CTTTTCTTCTTTCTTGCCACTTTGTTTTTAGCTTTTGATATTCTTTCCCATTTATATGGCGATTTTGAAG
+TTTTTTAAATAAGTCTCTTCCTCCAAAAATGACTTTCTTTGGATTATTCCCTAATTCCTTGGAGGATTCT
+AATACGCTTCCTGCTTTCATTATTGCGTCATCTACATATCTTGAGTTTAACTCAAAAGGTTCCTGAAGGT
+CTCTTTTTAGCGTTTTTCTGTCATGGCCTTCTAGAAGCCTTTTATATGCATATCTCATGCAGGAGGACCA
+TCTTCTCATTAAGTCTAATACTATTTGTTTGTCTTCTTGGTTTAGAAAAATAAGTTTAGCCTGTATCACT
+ATCATGCTTTTTACCCCTTTCCCGTAAATTCTTGCTGCGAAAGACGCCACTATTGCTATTAGGTCCTCTG
+CCTTCTTCCTTTTGGTGTTCTAACTGGGGTTATTAATCCTTCCTTTTCCCAGTTATTAATATAATTCTGC
+TTATATCATATAGCTCTTTAACTTTTTTATAGTTAATAACATTTATCATCACTCAATTAAAATTATATCA
+TTTTTTACTACTAATTCCAACTGTTTTGACCTCCCCCAATTCTTTTCCTCTTTTCTTGTAAGTATTGCTT
+TACTTTATCTACAGAAGTATTTAATACGAGCTCTTCTGGCATATTGATGTCTTCTAAAAGCCTTATCGCC
+TCGTCAAACCGTCCTACGTCAAAGCATATGTGGGCATCACTTCCTACAGCCACTCTAACACCCATTTCCT
+TAGCTTTTCCGGCTATTATAGGGCATATTTTTTCACTGCCTCTTCTAGAGGTTACAAAAGAGCTGTTGTT
+TATTTCTATAAACTTGCCGTATTCTTTAGCAGCTTCAAGCACTCTCTCAATATCAATGGGATATATGGGA
+TTGCCCGGATGTCCTATTATGTCCACATAGGGATTTTTTATGGCATTTATTAAAGCTTTAGTATTTCTCT
+CTACATCCTCACTTGGCTCAAAGCACTCATCGTGAAGGCTTGCAATGACAATATCCAGCTTTTTTAAAAT
+CCTCTCAGGAAGGTCTATCCTCCCTTCCTCGTCCATTATATTGGCTTCCACTCCTTTTAGTATCTCCACC
+CCCTCTATTTTCTCAGGTATCACCTTTAAGTTCCCAAAGTAGTATATATGCGGACCTCCTGGCATTTCCG
+GTCCGTGGTCAGTAATGCATATAAGCTGAAGCCCCTTTCTAAAGGCTTCCCTGGCATTTTCTATAATTGT
+GCTAAATGCGTGCCCACTGGCGATGGTGTGGGTGTGAGTATCTAGCACCAGCCTCAATTTCATCCTCCCC
+TTCAATTTCCTATTTGCTTTAGAAGTTTTTTATTGAGCTCATGGGCTGCGTTGTAGCCCATCTGTTTCTG
+CCTATGGTTCATTGCAGCAACCTCTACAATAATTGCCAGGTTTCTTCCAGGTCGAACAGGGATGGTGAGC
+TTGGGAACTTCCACGTCAAGGAATTTTATATACTCGTCCTCAAGCCCCAACCTGTCATAGTACTTGTCCT
+CATCCCACTCCTCCAGCTGAATTACCAAGTCTATGCTCATGCTGTTTCTCACAGAACCTACGCCGTATAA
+AGTTTTAACGTCCAAAATTCCTATCCCTCTTATTTCAATAAAATGCCTTATTATCTCAGGAGCACTGCCC
+TGAAGCTTGTCTTCACCTATTTTACGTATCTCCACGGCATCATCTGCCACCAGCCTGTGCCCTCTTTTCA
+CAAGCTCCAGAGCTGTCTCGCTCTTACCTATGCCACTTTCCCCTAAAAGCAGTACTCCTATCCCGTAGAC
+ATCCACCAGGTTTCCGTGAATGGTGATTTGAGGTGCTAGCTTCTCATCAAGATAGTTTATAAGCCTGTTT
+ATAAACTTGGTGGAAGCCTCCTTTGTCCTTAGAAGGTATCTGTCGTGCTTTTTTGCAGCTTCTATTATCT
+CCTGCCTTATATTTAAATCCCTCGTCACAATCAGACAGGGAATAGGGTATGCGAAGAATTTATCTGCCCT
+TTCTGCTAAAACCTCATCCGGAAGTTGCTCTACAAAAGTAGTTTCCACTTTTCCCATTATCTGCACTCTC
+TCGTAGGCAAAGTGCTCGTAAAAGCCAGCAAACTGGAGCCCTGGCCTGTTGACATCGCTTGTAGTTATGT
+CTATCTTGTTATTTTCTGCTTTTACAATCACTTCCAAGTTCAAATCCTTTATCAGAGTTTCTACAGAGAC
+CTTTTCCACATTTTCACCTCCGCCCCAAAAGCCCCGCATTTAATTCAATTATATTATTTATTGGAAAGTA
+AGTAAACCTGGTTTATAATATTTTCTAGAGGAAAAAATGGGGTGAAAAAATGCTCAGACAAAAACTTGTA
+GAAATTCTAAAGAAAAACAGAGAAGGCTTCATCTCAGGCCAAAAGCTTTCTGAGATTATGAAAGTCTCAA
+GGACGGCTATCTGGAAGCAAATAAAAGAGCTTGAAAAGCTGGGATACAAAATACAGGCTCATCGCAAACT
+GGGCTATCGCTTGATTTCAGAGCCTGACCTTTTAATTTACGAGGAAATCGCACCCTATCTCAATACCAAA
+TTCATAGGAAGAAATTACATACATAAAGAAAGCTTAAGCTCTACAAATGACATGGCAAAAGAGCTCGCTT
+ACAAAGTGCCAGATGGAACAGTAATTGTAGCAGAAGAACAGACAAAAGGCAGAGGGAGAATGGGCAGAAG
+TTGGTTCTCTGAAAAAAGCTCCTGTATCCTTACATCCGTAATATTAAAGCCTCAAATAAGACCTGAAAAG
+ACTGTGGCTTTGACTCAAGTAGCAGCTTTAACAGTGGTAAAGGCAATAGAAGAGGTTTGCAGCGTAAAAA
+CAAAAATCAAATGGCCAAACGATATAATTCTAAACAGCAAGAAAGTTTGCGGGATTTTGACAGAAATGTC
+ATCGGAAATAGATGTCGTAAACTACATAGTGATAGGTATAGGAATAAATGTAAACTGTACAGAATTCCCA
+GATGACTTAAAAGAAAAAGCCACCTCTTTGCAGTTGGAATTAGAAAAGCCTGTGGACAGAAAAAAGCTTT
+TGGCTTCTCTCTTAAACAATTTGGAAATTTATTACAAAGAATATGAAGAAAAGGGGTTTGAATCATTAAG
+GCCTCTAATACTTGAAAATTCTATAACAATAGGGAAAGAAGTGAGAGTAATTTACACTGACAGAGAAATA
+AGAGGGCAGGCCATCGCAATAGATAAAGAGGGAAAACTAGTAATAAAGACAGAAAAAGGTGAAGAAATAG
+CCCTCCTATCAGGGGAAGTCTCTGTAAGAGGACTTTTGGACTACATTTAAACTTCGCCGTGAAAATATTC
+ATAAACTGCTTTTGCTGACCTCTCATTCATTCCCTTAACTTTTTTAAGTTCCTCTAAAGAGGCCTTTTTT
+ATCTCCTCAATTGAGCCAAAAGCTTCATAGAGGACTTTTGCCCTCTTTTCTCCAATCCCTTTGATGTTTA
+AAAGATCTGTCTTAAATCTTTTGCTCTGCCTTTCTCTGTGAAAAGTTATAGCAAACCGGTGTGCTTCTTC
+CTGTATCTGTGCTACCAGCCTAAAGGCTCTTCCAGTCACGGGCATCTGAACTTCCCCAGAAACCCCCACA
+AGCCCTCTCGTCCTGTGCCTTGAATCCTTTACCATTCCATACACGGGTACCGAAATTCCTAGCTTTTCTA
+TTACCTCCAAAGCCGCATTTACATGGCCAATTCCTCCATCTACCAGTATGAGGTCGGGCATTTCTATAAA
+CTTGGCTTTTTCTTTAGAAAGGGTACCTTCCTCTATTTGTTTTTTCTCTTCCAGTGCATGCAGGAACCTT
+CTTTCAATCATCTCCCTCATGCTCTGATAGTCATCCTGCCCTTCCACGTACTTGATAGTAAACTTCCTGT
+ACTCGCTCTTTTTAGGCTTTCCATCTACAAAAACCACCATAGAACCTACATTGTCTTCTCCTCTCACATT
+GGATATATCATAGGCTTCTATCCTCTTAGGGTATTCAATCCCTAAAAGGTTTGAAAGCTCTAATACAGCC
+GGGTCTTTTAAAATCTTCTCTCTCGCCAAGATCTCGTTTTTTAGAGCCTCTACTGCATTTTGATACACCA
+TGTCTACAAGCTCTTTCTTCTTTCCTCTTAAAGGTACTGTAATGCTCACCCTGTTTCCCCTCTTCTGTGA
+AAGCCAGTCCTCTAGAAGGTCCTTTTCCTCTAGCTCCACATCGATTATTATTTCTTTTGGCACAGAAGGA
+GAACTTTCATAAAACTGCTTTATAAAAGAAGAGATTATCTCTTCTCTTCCCATTCCCTCTGTATTTTTCA
+TGTAGTAATGTTCTCTCCCGCTCAATTTCCCTTCCCTCACAAAAAACACCTCTATGTGCGCGATATCGTC
+ACTTCTCGCCATTGAAATTACATCCTGTTCATCTTCATTGATAGAGGTTACCTTTTGCTTCTCTGAAATT
+TTCTCTATGGCAAAAATCTGGTCTCTTAACCTTGCTGCTTCTTCAAACCTAAGCTCATCGGCAGCCTTCT
+GCATTTCTTCCTTTAATTTCTCAACAAGCCATTCTCTTTTCCCTTCTAAAAACATGACTGCCTGATCTAC
+CAATTTTCTGTACTCCTCTTTCTCTATTCTCCCTGTGCAGGGCGCAGAACAAAGCCCTATGTGGTAATAA
+AGGCATTCTCTCACTTTTCCCAGGCTTTTTTCTATATTTACATTGCAGGTCCTTATAGGAAACATCTTCC
+TCACAAGTTTTATCGTCTCTCTGACAGCAAAAGCACTGCCATAGGGTCCAAAATATTTGGACCCGTCCAT
+GTCTATTTTTCTTGTGAACATTATTCTGGGATAATCTTCTGCCACCGTAATTTTTATATAGGGATAATTT
+TTGTCGTCTTTTAAAAGCACGTTGTACTTTGGCTTGTATTTTTTAATGAGGTTGCACTCTAGCATCAAAG
+CCTCAAGCTCTGTATCTGTTACGATGTATTCAAAGTCTTCCACGTGAGAAAGCATTACTTTCACTTTTGG
+AGGATGATTGTCTGTGTTTTGGAAGTACTGCCTAACCCTGTTTTTCAAAACAGAGGCTTTGCCCACATAG
+ATTATATTCCCTTCCTCATCCTTCATCAGGTATACCCCAGGCTTTTCAGGCAAAAGCTTTAACTTTTCCT
+GCAAATCCACCTCTCTCACCTCGAAAGATAAGCCTTTATTATGTCTCTTGCAATAGGTGCTGCTACTTTT
+CCACCTTCCCCGCCATTTTCAACAACCACAGCTACAGCTATCTCTGGATTTTCCGCAGGTGCAAAGGCCA
+CAAACCAGGCATGAGGAGCACCAAATGGATTTTCAGCAGTGCCGGTTTTCCCCGCCACTGTAATGCCCGG
+TATCTGAGCTAATCTTCCAGTCCCTTCAGGATTGTTGACAACTCCTATCATGAGACTTTTTATAGCATCA
+GCTACTTCCTTTGTTATGGGGGTCAAATACTTACTGGGAGTATTTCTCTCTATGACAGCACCTGAAAGAG
+GATCCACCACATATTTCATGAGATAGGGCTTCATTATGACTCCATCATTGGCAACAGCAGAAGCAGCCAA
+AGCCATTGTCAGAGGAGTTACGAGAATCTTCCCCTGCCCTATTGAAGTTTCTGCCAGAGCAACTTTCCCA
+TCAATTGAGGGAAAGTAATTTTTCGCCGTATCAATTTCTAAAGGAACTCTCTGATTCAAGCCAAAAGCAT
+AAGCCATCTTCTCCAAATTGTCACTACCGAGCTTTAACCCTATCTCTATGAAAAAAGAGTTGCAGGACAC
+ATAAAAAGCTCTCTCAAAATTTTCTTTACCGTGAGCAATACCTCCAAAATCGCTTATCTTGTTGCCATCC
+ACTACCACGTAACCTTTACAATCGTACACTTCTTTAAAGAGCTCTGGCATGTAGGTTAAAACTGCAGCAG
+TTGTTATTATTTTAAAAGTAGACCCCGGAGGATAGAGGCCTTGAGTGGCTCTATTTAAAACTACATGTTC
+AGGGCTTGTCATTATTTTTTCCCAATCCCTATCGAGAAGGTTAGGGTCATAAGAAGGAGTGGATACCATA
+GCAAGTATTTCCCCAGTTTTAGGGTTTAATGCGACTACAGCACCCTTTTTCCCCTCCATTTCCCTGTAAG
+CCAAGTCCTGAAGAGCCTTGTCTATAGTAAGGTAGACATTATCCCCTATCTGCCCTTTCCCCAAAATAAG
+TTTTCTCAAAAGCACCATTGGGTCAGAACCTACCATGCCAAGCAGTTCCCTGTCATAAGCCTTTTCAATT
+CCAGTACTGCCCTGCTGGTATATCCTGCGGCTATATCCTATCACCTGCGCAAAGGCAGGTCCATCCAGGT
+AAATTCTCTTTTGCGTCCCATCAGCCTCTATCACGCTTTTTGCAAGCACAATGCCATTTCTATCAAGAAT
+GCTACCTCTTAAAATTTTCTTTTCCTGTTCTATAAGCCTTCTATTGTACACGCTGTAAGAGCTGGTAATC
+AATTTATCCCTTTCATACAGTTGAAAATATGTCAAATACGCAATCAAACTAAAAAAGAGGAGGGCAAAGA
+TTCCAAAGAGTATTTTAATATTGCGCTTCAAATTGGACATCTTCTTCCTCCTCCCCGACGGAAATGCCGT
+TTAGCATTCCCAGTGTAAAAAAGCTCATCACCATTGAACTTCCCCCGTAGCTCACAAAAGGTAGAGTAAC
+TCCTGTAAGAGGTATGAACTTTATAACCCCTCCTATGATAGTAAAAACTTGAAGGCTAAACATGGAAATA
+AGACCTGCCGCCAGCAAAGCGCCAAACTCATCTCTTGCCTCCAAAGCCACCTTAATTCCTCTGTACATTA
+TAACAAAATACACCAGTATTATGGCAATTCCTCCTAAAATACCAAATTCCTCACAGATAGCAGAGAATAT
+GAAGTCGCTGGCAACAACGGGTATATATTCAGGATGCCCCATTCCCAGCCCCGTTCCAAAAAAGCCTCCC
+GCAGCAATTGCGAAAAGGGACTGCACGATTTGATACGTCTTCCCCGGAACATCCATCCAGGGATTTAGCC
+AAGCTTCAATCCTCACTCTTACGTGCCAGAAGAGAAAATAGGCCAAAATGCCGCCAATTGCCATAAGTCC
+AAATCCTGAGGCTACATAAAAAAGGTTAGAAGTCACTAAAAAAACCATGAGAACTGTGGTAGTGTAAAAC
+AAAAAAGCCATTCCAAGGTCTTTTTCTAAAGCGAAAATTCCAGCAATTCCTATCGTTATAGCTCCCAGTA
+TAAGGATATTTTTCAAATCTCTTTTGTCTTTCAAATACCTGGCAAGGAAAATTATATATATGACTTTTGC
+AGCTTCTGCAGGCTGCACGTATATCCCATCGAAAGTAAGCCAGTTCTTCGCTCCTCCTATTTCTTTTCCA
+AAAAAGAGAGTAGAAATTATAAGCCCTACTGCCAAAAAAATATAGATGTACTCTCCGTACTTTAAATTGT
+AAAGCCATCCGTAATGTTTAAAAAGATATGAAGCTATGAAATAAAGGCCAAAACCTATAGCGATCCAGAT
+TATCTGCTTTACAAGAAGTTCTGGAGCAACTCTATATATCATTATGAGCCCCATTTCAGTTAAAAAGGCT
+GTGAGGATTACAAATTGTATTTCTCCCAATGGGAAAAGCCTCACATGCAAGTAATAGACAATAAAAATTA
+AGACAGGAAAAGCAAGTGTATAGTATATTGTGTTAGCCTCCTCCGGTTTTCTGTGCATAAATAAAAGTGC
+AAAGGCTATGACAAATATCCAGAAAACGTCTTTTAAAGCCTTAGATCCTGTTTTTACATATTCATCCATT
+TCATTTCACCCTAAACTATAAACTTTAAATCAACATCCCCAAGGGTGATTATGTCGCCATTTTTAATCCT
+AGCGACCTTCACCCTCTTGCCATTCACAAAAGTACCATTTGTGCTATTTAAATCCTCTATATAAAACCTC
+TTTCCCCTTTTTTTGATCAAGGCATGTCTGGCAGAGACATAAGGACTTTCTATAACTATATCGCACTCGT
+CAGACCTTCCAATAGAGGTAACCTCAAAAAGAGTAAAAGTCCTTTCTCCGGTCAAAAAGGAAAGCTTGGC
+AGAGGTCAGCTGTCTTTCCCTTCTGACCCCCTTTATGTCCATGTATATTATCTTAAAAACCCTGTACAAA
+AAAAGGTAAATCAAAAAAATGAGCACATATTTTAAAATTTGGGATAAAATGTAATACATAAATTCACCTC
+AATTTCGAGAAAGGACTTTCCTTAAAAACCATCCTGTATAAGAATTCTCATTGGCTGCAACCTCTTCAGG
+AGTTCCCGTAGCTATGACCATTCCCCCTCTGTCTCCACCTTCTGGCCCTAAGTCTATGATGTAATCTGCG
+CTTTTTATCACATCTAGATTGTGCTCTATAACTATCACAGTATTCCCTGCATCTGTCAATTTGTTTAGGA
+CATTGAGCAGTCTGTGTATATCAGCAAAGTGAAGCCCTGTCGTAGGCTCATCTAAAATATACAAAGTCCT
+TCCTGTAGGCCTCTTTGAAAGTTCTGTAGCGAGTTTTACTCTCTGAGCCTCTCCGCCGGACAGCTGAGTG
+GAAGGTTGGCCAAGCTTTATATACCCCAGTCCTACCTCGTAGAGCGTCATGAGTTTATTCTTTATTCGAG
+GGATATTTTCAAAGAGCTCCAAAGCCTCCTCAACAGTCATGTCCAGCACGTCAGCTATGCTCTTTCCTTT
+GTATTTTACTTCTAAAGTTTCCCTGTTATACCTTTTGCCCTTGCACACCTCACAAGGCACATAGACGTCT
+GGCAGAAAATTCATCTCAATTTTTATTATGCCGTCTCCGCCACAGGCCTCACATCTCCCACCTTTTACGT
+TAAAGCTAAATCTTCCCGGCTTGTAGCCTCTCATCCTGGCTTCGGGAGTATTGGCAAATACTTCCCTTAT
+ATAGTCAAACACTCCAGTGTAAGTCGCCGGGTTTGAGCGAGGTGTCCTCCCTATGGGAGACTGGTCGATA
+TTTATCACTTTGTCTATGTGCTCTATGCCTTCTATTCTGTCGTGCTTTCCGGGTTTGTCCTTTGATTTGT
+AAATTTTCTGTGCCAAGGCTTTATAAAGTATTTCGTTGACAAGAGTGCTCTTCCCTGAGCCTGATACCCC
+TGTCACACATATAAAAACTCCCAAAGGAAATTCCACATCTATGTTTTTCAAATTGTTTTCCTTAGCTCCT
+CTCACTATAATAGCCTTTCCATTGGGCTTTCTCCTCTTCTCAGGCACTTCTATCTTTATTTTACCACTCA
+AATACTGGCCGGTAAGAGACCTCTCGCACTTTAGTACATCTTCTATAGTTCCCGCCACCACCACTTCTCC
+GCCGTGCTCTCCAGCTCCCGGACCTATGTCTATTATATAGTCTGCAGCGTATATGGTCTCCTCGTCGTGC
+TCCACCACTATAACCGTATTGCCCTGGTCCCTTAACCTTTTGAGAGAATTTATAAGCCTTTGATTGTCTC
+TCTGGTGAAGTCCAATGCTTGGCTCATCCAGTATATAGGTAACCCCCACAAGCCCTGAACCTATCTGGCT
+TGCAAGCCTTATCCTCTGGGCTTCACCACCAGAGAGTGTAGATGCCGGCCTCGAAAGTGTGAGGTAGTCA
+AGCCCTACGTCCACAAGAAAGTTTAGCCTTGCCTTTATTTCCTTCAAAATAGGGCGAGCTATCATCTCCT
+GCTTTTCTGAAAATTTAAGGTTGTCTATGAATTTCAAGAGTTCCCCTATAGTGAGGTCTGTCATCTCTTT
+TATAGAAAGGCCTCCAACTGTAACAGCAAGAGCTTCTGGCTTTAGCCTGGCACCATTGCAAGCAGGACAC
+GTGACAGGCCTCATGTATTTTTCTATTTCTTCCTTTATGAAATCAGATGTGCTGCTTTCATACCTTCTCT
+CTAAATTGTTAATTATCCCTTCAAAGCCGTAAGATTTTCCTTTCGTATCTTTTCCGTATAGGAGTACGCT
+CTTTAAATCTTCACTGAACTCCTCATAGGGAGTGTACTCGGTATATCCAAAGTACTCTATCACTCTCAAC
+ATATTATAATAGGCATAACTTCCCTGGGACGCTACAATTCCCGGAAAAACTCCTGTCGCAAGAGATTTCT
+TCGGGTCCTGTATTAAAAGCTCTGGGTCCACCTTCATGAACTCTCCCAATCCCATGCAAACAGGGCAAGC
+TCCATAAGGGCTGTTAAATGAAAACATCCTGGGAGACAGCTCTTCAATGCTGACATTGCACGCGGGACAA
+GCGTATTTTTCAGACAGAGTAAAGCTCTCTCCGTCTATGACATCAATTGTCACAAGGCCATCTGCCAGTT
+TCAAAGCGGTCTCTATTGAATCTGTAAGCCTCATGTCAATTCCAGGCTTCATTATTATCCTGTCTACCAC
+GACTTCTATTGTATGCTTTTTATTTTTGTCAAGTTTTATCTCCTCATTTACATCGTACATTATGCCATCA
+ATCTTCACTCTCACATAACCGCTCTTTTTTATGTCTGCCAAAAGCTTTGAATACTCCCCTTTTCTCCCTC
+TCACCACGGGAGCTAGGATTTGAATCCTCGTTCCCTCCGGCAGCTCTTTTATTTTGTCTACCATCTGGTC
+AATTGTCTGCATTGTTATCTCGCGGCCGCATATAGGGCAGTGGGGAGTTCCAACTCTGGCATATAAAAGG
+CGGAGATAATCGTAAATTTCTGTTATGGTGCCCACTGTAGATCGAGGATTTTTAGTAGTAGTTTTTTGGT
+CTATAGAAATCGCAGGAGACAACCCTTCTATATAATCCACATCAGGCTTATCCATTTGCCCCAGAAATTG
+CCTTGCATAGGCAGAAAGGGACTCCACATATCTCCTCTGTCCCTCTGCGTAAATCGTGTCAAAAGCCAAA
+GAAGATTTGCCAGATCCTGATAATCCAGTTATAACTGTGAGTTTGTCCCTTGGAATTTCTACATCTATGT
+TTTTCAAATTGTGGACCCTTGCTCCTTTTATCACGATCTTATCTTTTGCCATATATTTTCACCTCAAGCT
+GACTTCCTCCAGTTGTTTCCTAAGTTCAAGTATCATGTCTCTCAATTTTGCGGCTTTTTCAAACTGAAGC
+TCTATTGCCGCCTGCCTCATCTCTTTTTCAAGCTGTTCTATGGTAGACTTTATCACATCGGGATCGTAAA
+AATTGGCTGTCTTTTCGTACTTTTCCTCCTTTTCAGCCACCTGTGTTGCCTGTATGACATCCCTTACTCC
+TTTGACCACTGTCTTTGGCACTATGCCGTGCTTCTCATTGTACTCCATTTGAATTTTTCTTCTCCTATTT
+GTTTCATCTATAGCTCTTCTCATAGAATTTGTTATTGTATCAGCGTACATTATAACTCTTCCTTCAGCGT
+TTCTCGCTGCACGGCCTATCGTCTGTATCAGAGAAGTCTCTGACCTCAAGAATCCTTCTTTATCCGCATC
+CAAAATAGCCACCAGTGCAACCTCCGGAATATCAAGCCCTTCCCTCAAGAGATTTATGCCTATTAAAACG
+TCAAATTTACCCAGCCTCAAATCCCTTATAATTTCTACCCTCTCAATTGTCTCTATATCTGAATGCAAGT
+ACCTCACTCTTATTCCCATTTCTTTTAAGTAGTCTGACAAATCCTCCGCCATCTTTTTAGTCAAAGTTGT
+AACCAAAACCCTGTACCCTTTTGCAACAGTCTTCCTTATCTCCGCTATTAAATCGTCCACCTGCCCTTTC
+ACAGGCCTCACAATCACTTCTGGGTCTACAAGCCCTGTCGGCCTTATGAGCTGTTCTACCACCTGTTCAG
+AATGTTCCATCTCATAAGGTCCAGGGGTTGCTGATACAAAGATGACCTGATTTACCCTTTGTTCAAACTC
+TTCAAATGTAAGGGGCCTGTTGTCATAAGCAGAAGGAAGTCTAAAGCCGTATTCCACCAATGCCTCTTTT
+CTGGACCTGTCTCCGTTGTACATTCCCCTCAGCTGAGGAATAGTAACATGAGACTCATCTATGAATATGA
+GGAAATCCTCAGGAAAGTAATCAAGCAGTGTATAAGGAGGACTTCCCGGAGGCCTCCCAGATATGTGCCG
+CGAATAATTTTCTATCCCCTTACAGTAGCCCATCTCTTGTAACATCTCAAGGTCGTAATTAGTCCTCTGC
+CATAGCCTCTCCGCTTCTACAATTTTCCCCATTTCTTTTAACTCTTTATACCTCTCTTCAAGCTCTTCCC
+TTATGCTTTTTATAGCCCTTTCCAGCTTGTCCCTTGATGTGGCATAGTGGGAAGCAGGAAAAATAGCCAC
+ATGCTTTCTGTACCCTAAAACTTCTCCTGTTAGGACGTCTATTTCTGCTATCCTGTCTATTTCATCCCCA
+AAAAGCTCTATCCTTATAGCTTTATTTGAGAAGGAAGCAGGAAATACCTCTATCACATCGCCTCTTACTC
+TGAATTTCCCTCTTGTGAAGTTTATATCATTCCTTTCGTACTGAATCTCCACCAGTTTTCTTATTATCTC
+ATCTCTGTCTTTTACCATTCCAGGCCTTAGTGAAAGCATCAAATTCTCATAATCTATAGGATCGCCTAAG
+CCGTATATACAAGAGACACTGGCAACAATTATCACATCTCTTCTTTCAAAGAGCGCAGCTGTCGCCGAGT
+GCCTCAACTTGTCAATCTCTTCATTTATAGAAGCGTCTTTTTCAATGTAAGTGTCAGTCTCAGGAACATA
+AGCTTCTGGCTGGTAATAGTCGTAATAGCTCACAAAATACTCTACAGCATTTTCTGGAAAGAATTCCTTA
+AACTCGCTGTAAAGCTGTGCCGCAAGAGTTTTGTTGTGAGCGATCACCAGGGTAGGCCTATTCAAGCGGG
+CTATGATGTTGGCCATAGTAAAAGTTTTGCCTGAACCTGTAACTCCTAACAACGTCTGGTACCTATATCC
+CCGTCTTACCCCTTCCACCAGTTTTTCAATCGCCTGAGGCTGGTCTCCTGTAGGCTTGAAATTTGAAACC
+AGCTTAAAACCTCCCATACCAATACCCTCTTTGCAATTTGGTCTATTGTAATATTATAACACAAAGGACC
+TCTCAGCACAAATTTTAAAAGTCCTGTGAGGTCCTCACTATCCCGTTTTTGAGCTTCGGCACTATATCAA
+ATTTGTCTACTGTCAAGCAAAATTTAATATCTTCAGTGTAACCCAGCTCTTCCAATCTCCTCAAATGATA
+TCCGTACTTCATTATGTCGTAAAGGTTGTTTTCATAGGGCTTGTAAAGGAAATAACTGGCTTTTGACAGG
+TCATCACTCTCAAAATCTGTAAGGCTTTTTAGCTTTTCGTATATAGCACCGGCAGTGAGAATGTCGTCAA
+AAGAAAATTTTCCTTCAGTTCCGGCACACACAATCACTGTATCCTTGTTGCTCTTAGATATATACCTTGC
+AACCGCCGAGACATTCAGAAGACAGCCTAAAATCACTTCTTCAGCAGAAGCGACTTTCTTTAAAGCCCTC
+GTTCCGTTTGTAGTAGTAAAGATTATGGTCTTCCCCTTAACTTTTTCTGGCACATATTCTAGAGGAGAAT
+TTGAGAGGTCAAACCCTTCTATCTTCTGAGAATTCCTCTCTCCTGCCAGCAAAAACGTATCCCTGTCAAA
+GTTTTTGGAAAGCTCTATCGCCTCTTCCACCTCTGAAACAGGTATGACTTCCTTTGCCCCGTTGAATAAA
+GCAGTAGTTATGACACTTGTCGCTCTCAACGTATCTATAACGACGACATTTTTTTCTTTTAAATCTCTGT
+CGTTTATAGAATTGTACGTCTCATAAGTTTGCAAAAACACTCTAAAGACCCCCTTATTCTCCCTTTTTGA
+AGATATTTCTAAAGATGCTTTTAAGCTTTTTTAGAATGATCCCATCTTCATTTATGTCGTACACAATTCC
+CACTGTTTTAGGCACCACCAAAACCCCTAAACTGTATACCCCTTCTGGATCTCTATACTCGTAACTGGTG
+TAATGGCCCTTCAGGTCTTTCACAGTAATCCATAGCATTGTCGGCCTATCCTCTATAACCCTTATTATGT
+CTTCAGGCTCATTCACAGGAGCACCATTTACACTTAAAATAACGTCTCCTGGCCTTATACCCATTTGTCT
+TGCTGGAGAGCCCTTTGCAGTGGTCAAAACCATAAGCCCAGTATCAGGAGCCACGAATATAGGAGGTTTT
+TCTCTCTCTTCCCTCTGCCCTATTATTATCAAAAGTTCATGGGCAATAGGTGCAAACAGCGCAGCTATAT
+ATTGAAAAACCTTCTCATAAATTCCAAGAACAGCAAAAAGTATGAGCGTCCCACTAAAGAGAAACAACCG
+CTTAGAGGACAGTTTTGTCTTTTCTTCAGGAAGCTGTGCAAGCGCTAAATCCCCATACCCCAGCGCCGCC
+ACAGCAGGTATTATCAAAAAAACTGCCGTAGCAGGGTCTATGCCTTCCGGCTTTAACACGGGCCACCAGT
+CTGGCATGTGGATTAACTCTCCTGTCATATTAGTAGCCGTCACTACTGTTAAGGCCGCAAAAGGTATGGG
+CCAAAACTTCTGCATTGTAAAACCGCCAGCAATCCTTCCATCCTTGAGCCTTATAAAAATGGGGGTGGGA
+GTCCTCCACCCATCTATGTATATTAGAAGGCTTTCCATGAGATGGAGAATCCCCACAATAGCCATTAGAG
+CAGGAACGCTTATCTTAGGGACTCCAAAAATGAGGCTTATAAGGGACACAATTCCTCCAGAGTAGGAAAA
+GCAAATGTATCTCGGGCTTATAAACATGAGAAGTATAGCTAAAGGCCAAACGTATTGAAGGCCTATGTTC
+TCAATTGTTATCCCTAAAAACACCATTATGAAGCTTCCTATAGTCGCAGCTATCACTCCGTAGAAGACGG
+AATCGAGCACAAGCTCTTTTATCGGTTCCTGCTCTATCCCCATTATTTCTCTCTCTATGGCTATTTTGTT
+TCTGTACTGCATTATTACAAGTATTATAACAATCCAGAAAAAAGGAGAAAAAACAGAAAGAGCAATTGTC
+TCTATAACAATCCAAGCGACCTGAAAAAGTGTATTCATCTTAACACCCTACTTTATCTCAGACTTTATTA
+TCTCATAAGCTTTTATAAGCTGAGTATCTCCTTTTAGGTCAGGAGTGTCCTTTAAAGTGTAGTCTTTAGG
+CAGTTCTACCACATAGTTTGGCTCAATGCCTTTTCCTTGTATATCTGTCCCATTTGGAGTGTAGTACCTT
+GCTATAGTGTATTTAAGCCCTGTTCCATCTCCAAAGTTGACAACAGTCTGCACAAGGCCTTTTCCAAAAG
+TAGTTGTCCCTACTAACACTCCTGCTTTTCTATCCTTAATGGCGCCTGCCAGAATCTCGGAAGCACTAGC
+ACTTCCCTTGTTTACAAGGACGACTAAAGGCATGCCAAGCCCCGTACCTTTTGAATAAAATTCCTGACTT
+TCTGCCCTACCTTTTGTAGTGACTATTACTCCTTTCGGCAAAAGCATATCAGCTATATTTACGCACTCTT
+CTAAAAGCCCGCCAGGATTATCCCTTAAATCAATTATGAGTCCTTTCATTCCATCTTTTTTAAGCCGCTC
+CAGAGCCTTTTTGAAATCAGAAGAAGTGCTCTGGTCAAAAAGGGTTATCTTAATGTATCCAATCTTGTCA
+GGCAACATGTAGTCAAAAACTGTTTCCAGTTTTATTATTTCCCTAGTTATGGTCTTTGTAAAAGTCTTTC
+CATCCCTCATTATAGTTAGAGTAACCTGCGTCCCCTTAGGCCCTCTCATCATAGACACTGCTTCATCCAG
+ATTCTTACCACTCACTTTTTTGCCGTTCACCTCTAATATTATGTCTCCAGATTTAATTCCTGCCCTTTCC
+CCAGGGGTATTCTTTATTGGAGAAACTACTACGATGTGGTCTTCCTGGTCTACAGCCACTATTATGCCTA
+TGCCACCATAAGTTCCTGTGGTCTGCGTCATAAACTCCGCAAACTCTTTTTTATTCATGTACACTGTATA
+TGGGTCCTGCAGAGAACCAGCCATGCCTTTTAAGGCTCCTTCTAAGAGCGTCGACGGATTTACTTTATCC
+ACATACCTGCTCTCCAGTATTTTACCTACTTCAAAGAGCTTTTTATACTGGTTCAAAAGCCGGTAATCTT
+CCCTTGAAACGATAACCTTTCCTCCTGGCAGAGCCACTGACACCGTATTAGCTATGAAAAAAGTAAAAAC
+GTTCGTTACTATCAATAAAACTGCCAGCAAGACATAAAATCTTTTCTTTGACATCTTTCCCCCACCTTTT
+TTAGTCTCCTCTTTATTATACAACATTCTGCTAATAAAAAAAACAGACAGGCTATTTAAGCCAGTCCATT
+GGATTCACTGGAACACCATTTTTTCTCACTTCAAAGTGGAGGTGGGGTCCTGTAGAAAGGCCTGTACTCC
+CTATTTTCGCTATAACTTGTCCCCTTTTTACCGTATCACCTTCTTTAACTAAAAGGGCAGAACAGTGCGC
+ATAAAGGGTAGAGATGCCGTCTCCGTGGTCAATTATAACTGCGTATCCGTAACCCCCGTAGTAACCTGAA
+AATATAACTTGTCCGTTTGCAGCCGCAACAATATCTGCTCCCATTTCTGCCGCTATGTCAATCCCCGTAT
+GCATCCTGGAGGTTCCAAGAATGGGATGCAGGCGCATGCCAAAGGGAGAAGTAATAACACCACTTGAAGG
+AACAGGCCAGAGAAGTTTTCCACCACTGTATTTGAGCTTTGACTTCCTTTGAAGCTCCTGTATGACCTTT
+TCCAATTGTTTTGACTCCCTTAACAATTGGTCTTCCTGCTCTTCATAATACTTTTGCTGCCTCTCAAGGT
+CCCGCATTAAGCCCTCTCTAGATGCCATCGCCACCTGAAGTTCTCTCTGCCTTGCAGCTATCTGGTTCTT
+GTAATCCTGAGCTTCTTTCTGCATTTGAGCCAGCTGCTTTTCCTTCTCCGCAATTATCTCCCTCTGTTTC
+TTGTACGTATCAAATAAATTCGCATCAAAGTCTATTATACACTTTACAATATCTAATCTGCTTATAAAAT
+CCGCAAAGCTTGTGGCATTCAAAAGCACATCTAAATAGCCCCATTCGCCGCTTATGTACATGGCTTTTAT
+CCGCTCTTTCATGGTGTCGTACTGCTCTTTTTCCTTCTTTTTAGCCTCTTCTAAGTCCTTCCTGGTCTTT
+TCAAGCTTTGCTGTGACCTCCCGAAGCCTCTTTTGAGCTTCTGCCAGTTGCTGGGAAGTCAGGTTGAGTT
+TTTTATCCAGCTCCTTAAGCTGCGCAGCAATGTCATTTTTCTGATTAATTATTTCTTGCTTTCTCTTTTG
+AGTTTCCACCAAAGTTTTCTGTATCTGGTTTAGCTTATTTTTAGCATCCTGTAACTGGTCAGCCCTCGGG
+TAAGATGCAAAAAGAGCCGTCACTAAGAAGACAAGAGCAAATATAAGCCATTTTAACTTGTACTTTTGCA
+ATGTCACTTCCCCCTTGTAAATTTTAGACATTTAAGAACCTCTTTATAGAAAGGCCGCTGCCAATAGCGC
+CAATCAAAGACCCTAAAAGCGCAAAATACAAAGCCATGTCCTTGATGACATCGGACAAAGGCAGTAAGTT
+AAAAACTATCAAACGGCTGTTGACATAGTCCAAAGTATACCCGTACATCAAAGCCAGAACACCTACTGAA
+AGCAGTGCCCCCAGCAAACCCAAAACTATCCCTTCTATTAAAAAGGGCCACCTTATGAACCAGTCTGTCG
+CTCCGATGTACTTCATTATGTTTATTTCTCTTCTCCTTGCAAAAACGCCTAATTTAATTGTGTTAGAAAT
+TATGACAATTGAGATGACAAACAAAATGCTAATTATTGCAAGTCCTACAATTCTTATAATCCTGATTATG
+CCGAGAAGCTTTTCCACCACATCCTGTCCATAGCTTACTTTGTCAACACCATTTATCCCTTTTATTTCAT
+CGGCAATATCTTTTATGAGATTAGCGTCTTTTACTTTAACTATATAGGACTGTGGGAGGGGGTTGTCCTT
+CTCAAGACCTTCTAAAAGATAGCTTTTTTCCCCCAGCTGCTTTTTAAATTTCTGCAAAGCCTGCTCTTTT
+GATTCGAAAACCACAGAAGAAACTCCATCTATTCCCTTGATCTCTTCTCCTATTCTTTGTATCTGCTCTC
+CCGAAAGGTCATCTTTTAGAAAAGCCTTAAGTTCCAGCTGAGATTCAACTTGATATGCCATATGGTTTAC
+ATTTAAGATTATCAGCAAAAACATTCCGAGTATGACAAGAGCAGCCATCACAGAGGTGACAGAAGCTACA
+GTCATCAATCTGTTTCTAGCCAGATTGCTAAAACCTTCTTTTATGAAGTATCTAAAATTTCTAAAGAGCA
+TATCCGTATACACCCCTTGCTTCGTCCCTAACTATGTTCCCTTTTTCAAGAGCTATAACTCTTTTCTTCA
+TCGCATCAACTATGTCTTTAGCATGGGTAGCCATCACTACCGTTGTACCTCTTTTGTTAATCTCAGCCAT
+AAGTTTTACAATCTCCCAGGAAGTATCTGGGTCCAAATTTCCTGTAGGCTCGTCTGCAATTAAAATGGAA
+GGCTCATTTACAATTGCTCTGGCCAGAGCAACCCTTTGCTGCTCTCCGCCAGAAAGCTGCTGAGGGTACT
+GGTCCGCCTTATCGCTCAAGCCAACGAGGGAGAGAACCATTGGCACTTTTCTCCGTATTTCCTTTGGGTG
+TGCCCCTACTACCTCCATTGCAAAAGCCACGTTTTCAAAAACGGTTTTGTTGGGAAGGAGCCTAAAGTCC
+TGAAAAACGACCCCCATGCTCCTTCTCAGATAGGGAATCTCTTTCCTCTTCATCTTTGTTATGTCCTTTT
+TGTTAACAATAATCGTTCCAGAAGTGGGCTCTTCCTCTTTTAACAGAAGCTTTATCAAAGTAGACTTGCC
+TGCGCCACTGGGACCCACAATAAAGACAAATTCGCCGCTTTCAATTTCAAAATTGATATTTGAAAGGGCA
+ATTATCCCTTTGTCATATTTTTTAGAAACATTTATAAACTTTATCAACTCTTTTCACCTCGAAATATCGT
+ATAATTTTGCCAAAGTAATCGCCAATTTGAGAAGTAAAGCCTCATCAAACTTGCGGGCATCCAAGCCCGA
+CATCTTCAAAATCTTGTCCAGCCTGTAAACCAAAGTATTCCTATGTATGTAAAGGTCTCTTGAAGTCTCA
+CTCAAATTCAAATTATTTCTGAAAAAAGCATTTAAAGTCTGCATGAGTTCTTCGTCTTTTAAAAGGTCTT
+CCCCAATGTTAACTCTCTCTAAAAACTCTTCTGCTTTTTCCTTATCCATCCCCCATAGAATTTCTGAGTA
+GATATAATCCTGATACAGATATATCCCTCTTTCCCCTTCCAGTTTCTCGCCAAAGAAGAGAGCCTTTTCA
+GCCTCTTTATAGGCTACATGGAGCTTCTCAAGAGGAAAAGAAGAAAAAGAACCGGCTATTTTAACATTTT
+TCAAGTATCCTTCGGATTCTATCATATCCTTCATCGTCTTGAAAAGCTGTACTAAATTTTCGCGATATCT
+AGAAGGAAATATAACTGCAAATCGTTTTTTACCAATTTTTATGACATGAACAGCCTTTCTTTCAAAAATG
+TTTAGCACAATTTTTACAGCGTCCTCTATTTCATTTTCAACCTCTACAATTGCCACATTATAGCTTACAG
+TATTATCAATCTTATACCTGTGCGCATAGTAGGAAAGCAGGCTGGAAGGCAATCTATTTTCAAGCACGTT
+TATAAGGTAATCTTCTTTTGACAGATTCTCATCGAAATATCTGAAAATAAGGCTTATCGCAAGTATAAGC
+TTTTTCTCCTCTTCGGTCTTCCCCTTTAAAGCGATTACAAAAACTGGATTATTATCATAGAAAATGTTGT
+AACATGTAAATTCTCCTATGTAATAGACATCTCTTTCTTCAATATATTCTACCATCAGGTCTAAAAATCC
+TGCTTTTTTTTCAAAAAAATCTTCTTTTCCGTATATTAAATTTCCTTCTGTGTCAAATATGCAAAGAGGA
+ACATCCAAATGTTTCTTAATATCTTCACCAATTTTTCTCAACAGATTGTAATCGACCATCATCCTCACCC
+ATTTTCCTAGTTCTTAGTATACAATAATTATACACTATTTTCTAGAAGAAATAAGAGGCAAAAGTAAATT
+TATGTGGCATTTTGTCAAAAAAATTAAAGAGGCCTCATCGGCCTCTTCAGATTTTATGAACTTGCAGTTT
+TATCTGCAATTATAACGGGAGACTCTTTCACTGTTCTATTCAATATTGTCATTTCCGTTTCCTTATCAAA
+CATGTGAAGCTTATTCACATCAAACCCTATCTTAATCACATCGCCAGATTTCGCTCTGGTCCTTGGGTCT
+ACCCTTGCAGTGAGAGAAACGCCGTTTACATCAAGATAGAGGTACGTCTCCGCACCCATAAGCTCTGTGA
+CTTCAACTTTCGCCTCAACAACAGCCTCTGGATAGGCTTCTAAGAACACCTCTTCATCGTGCAAATCTTC
+GGGCCTTATGCCAAGCACTATTTCTTTTCCTATATAGCTCGGGTCTTTTAACCTCTTCAAGATTCCCTCG
+GGAACCAGTATGCTATATCCTTTGAAAGTAGCATAAACCTTTCCATCTCTATTTTCCAGTCTAGCATCTA
+TGAAATTCATCTGCGGGCTTCCAATAAAACCAGCAACAAACAAGTTGTTCGGATAATCGTAAATCACCTG
+TGGCTCATCTACCTGCTGTATAACCCCGTCTTTCATAACAACTATTCTCGTCCCCATCGTCATAGCCTCT
+GTCTGGTCGTGGGTGACATAAATGAAAGTTGTCTGCAATCTCTCATGCAACTTCTTGAGCTCTGTCCTCA
+TCTGAACTCTTAACTTTGCGTCCAAGTTTGAAAGTGGCTCATCCATCAAGAACACCTTAGGATTTCTCAC
+AATAGCGCGACCCAAAGCCACCCTCTGCCTCTGACCGCCAGACAAAGCTTTTGGCTTTCTGTTGAGAAGC
+TCCTCAAGGCCCAAAATTCTGGCTGCCTCTTTTACCTTCCTGTCAATTTCTGCTCTTGGCACTTTTCTAA
+GTTTTAATCCAAAAGCCATATTGTCGTACACTGTCATGTGAGGATAAAGGGCATAGTTCTGAAAAACCAT
+CGCAATGTCCCTGTCTTTGGGCGGCACGTCGTTTACCAATTTTCCGTCAATGTACAATTCTCCGCTTGTG
+ATTTCCTCAAGCCCTGCTATCATTCTCAAAGTGGTGGTCTTCCCACAACCGGAAGGGCCAACCAAAACTA
+TAAATTCTTTGTCGGCGATCTCCAAGTTAAAATCCTTAACTGCGGTTACACCGCCAGGATACACTTTGTA
+CACATGTTTGAGCACTACTTCAGCCATTCCTTTTCCCCCTATTCGAAAACGTTTGATACTATTATAATAC
+TGTTTTTTTCAATTTTCTATTGGCAGTAAATATGATATTTCAATCAAATTTTTGTACAATATACATACAT
+GAAAATTAATATTTTTGAATTTTATCCAAAAACTTGAACCAAAGGTAAACCAAAATCCCATCTATTATCA
+TTAAAGTCCAGAACACTTTATCTTTCATTTTCCTTCCTCCGCATCCATGGAGATAAACTGAATAAATTTA
+TGAGATTTCCAACTGCAAGAAGAGCTCCTACATCCACAATAAGGCTGTATATGTAACTCCACTTTATATA
+CTCAAGTGCTCCTGCATTATGAAGAGAATACTCCATAATGAAAAACAAAAGAGTGAGTATAAATACATTG
+GCAAGTTGCAAGTTTTTCTTACGCGGATAAGTCTGTGCATATAAAACACCTATGCAGAAAGGCGCTCCAA
+AAGTAAAGAAAAAGCTCGATTTAAAAACTGTAAAAACAGGGTCAGAAAAAGAGTACAAATTCAAAGTAAT
+AGCTATCTCGTCCACTGTAAGCTGAAAAATAGCTGCCAGTATCCCTCCCCATATAGTGTATTTAATATAT
+CTTAAATCAATCAAAGATAAAAAAATAACCCATGAAATTACAAATGTGGCTACCCAGTACATTTTCTTTC
+ACCTCTTAATTTATTCTTCCCGTTTTTTTTGAAAATATCTTGACAGCAATTTTCACAAATGATATGATAG
+TAAAAAAATCGAATAAAAATACCTCATCTTCTTTGAAGGTGAGGTAGAGGCGCGGGTCATCAAGAGTAAC
+ATGCCAGAGGTGTTAAGGGCCGATGAAGGTGTGTGAAAGGGGTGCCCGCCGAAGCGCGTAAACTTCCTTA
+AGGTTTACGCAGCTGGGCCTATGCCGAACAGGTATAGGACTGTCACTGAAGGCTCCCCAGGCCTTCAGTG
+GAGAGCTATCTCGCTACGGGGGAAGGAGGTATTGCCTATGTCTATGATGAAAATAGACAGCTAAGGTAAT
+ACTTGGCTGTATTTTATTTTGTCTTGCAATTTTATAATTTAAATTATTAAAGTAAATGAGGTTGAGAGTA
+TGCTACACGGAACAATGAGAATAAATTCAAAAGGACATCTTGAAATAGGCGGATGTGACACAGTTGCCTT
+AGCTAAAAAGTTTGGAACTCCTCTTTATGTAATAGATGAGGAACTTCTAAGACAAAATTGCAGAGCCTTT
+TACAATGGCTTTAAAAGAGATTATCCGGGAAACGAAGTAATCTATGCCAGCAAGGCTTTTATGACAATGG
+CCATATGCAAGATAATTGAAGAAGAAAACTTAGGCCTTGACGTAGTATCAGGTGGAGAACTTTATACAGC
+GCTAAAGGCAGGATTTCCTCCAGAAAAAATCTATTTTCACGGCAACAATAAGTCCCGAGAAGAACTCATA
+ATGGCTTTAGAAAATGACATAGGAAAGATAATCGTAGATAACTGGCATGAACTCAACATGCTAAATGAAC
+TGGCAAGGAAAATGAACAAGGTACCCAATATTTATATAAGAGTATCACCAGGGATAGAGGCTCACACTCA
+TCAGTACGTAAAAACCGGACAGATAGATTCAAAATTTGGATTCCCTTTGTTCAACGGAGATGCAATGAGA
+GCCATTGAATACGCTCTTACCCTTAAAAATGTGAATCTGGTAGGTCTTCATTCCCACATTGGCTCTCAAA
+TTTTCGATTCCTATTCTTACAAAGCTGAGATAGAAATAATGATGAATTTTATAAAACTCATTAAAGAGTT
+CCTCGGATGGGAAGTAGAAGAATTAGACCTAGGAGGAGGATTTGGAATAGCGTATACGGAGGAAGACGAC
+CCCCAGCCTATTGAAAAAATAGCTCATGAGATGATGCAATCCGTCAAAGAATACTCTGTTTCCTTAAATG
+TAAAAATGCCCAAAATAATAGTAGAGCCAGGCAGGTCCATAATAGGCAATGCAGGAACAACTCTTTACAC
+TGTTGGAGCTATAAAAGAAATACCCGGAATCAGAAAATATGTAGCAGTGGACGGAGGCATGTCTGATAAT
+ATCCGCACAGCCTTATATGGAGCAAAATACGAGGCTATTGTGGCAAACAAAGCCAGACTCCCAAGGGTAG
+AAAAGGTATCTATAGCAGGAAAACTATGTGAATCGGGAGACATGCTCATATGGGACATACTACTTCCTGA
+AATCGAAGAAGGGGATATTCTAGCAGTCCTGTCAACTGGAGCTTACAACTACTCTATGGCCAGCAATTAC
+AACAGGCTCCCAAGACCCGCAGCAGTATTAGTTTCTAACGGGCAAGCTGATGTAATAGTTGAAAGAGAGA
+CTTATGAGGACCTTGTAAGAAAGGACGTCATTCCTGAAAGGTTATTAAGCGTAAAAAGAAAAATAGTAAA
+TTATTAAAAAAGAGAGGGGATGCCCTCTCTTTTTTATTTTACCCTTCAGCTGTACCCTCGCCTTCCTCTT
+CTTCCTCTTCACCAGCCTCTTTAGGAACAAGTATAGAAACCACTATTTCTTCAGGGTCATCCAGCACTTT
+CACGCCCTCAGGCACAGGTATATCTTTCACAAAAAGCGTATCTCCTATCTCCAAGTGGCTCAAATCCACT
+ACAATCTCCTGAGGTATTTTGTCCGGCAAGCTCTCCACTGTCAACTCCCAGAGCTGATGCTGTACAATTC
+CGCCCTTGCTTTCAATGAGGCCAATTCCCTCAAATCTCAAAGGCACAGTAGCCTCAATCTCTTCATACAT
+AGATACCCTCTGAAAATCCACATGTATTATTTTGCCTTTTAAAGTGTCCTCCTGTATTTCTTTTATGAGC
+GCAGTATGCGTAGTGCCGTTTACTACTACATTGAGCAATACGTTTCTCCCATATTTCTGCAGAAGTTTTT
+GTAGCTTAGTATACTCAACAGCCAGAGGAATATTCTCTGTCATGTCTTTCCCGTACATAATAGCAGGAAC
+ATACCCTTGATTTTTCAATCGGCGAGCAGCGCTTTTACCTGTCTCCCTTTTTACAGCCTCAAGTGTAATT
+GCCTGCATCTTCTCCCTCCTCTTTTTTTGGTTTTCACATACTATTTTACCACCCTGTTTTAATAATATCA
+AATCTGTTTGACAGTTTCACTTTTTCATAGTAAACTTTAATTTGGAAAGCGTGCGCCTGTAGCTCAGTGG
+ATAGAGCGTTCGGCTCCGGACCGAAAGGTCGCAGGTTCGACTCCTGTCAGGCGCACCATTTTTTTATTTT
+AAAGCCTTCTCCTCTTCAAGCCCTGATATTATTTCTACTACTTCGTCCCCTAAATTCTTTACTATAAAAT
+CTGCTTCTGATAAGTCCTGATTTCCAGAATTGGGGTTTACAAATCCTATAACTTTCATTCCAGCGCTTTT
+AGCTGCATGAACACCATTGTAAGAATCCTCTATTACGACACATTCTTCAGGCTTGACTCTTAACTTTTCA
+GCCGTATATAAAAATATGTCTGGATACGGCTTGCTTTTTTTTACATAATCTCCAGAAACTAACATATCAA
+AAAAGTTCTTTAAGTTTAATTTTTGAACCACCAATTCTATCACATCTATTGGAGAGGAAGAAGCCACTGC
+CAGTTTGTATTCCCTTTCAAAAAGCTTCTTAACCAATTCCTGTATTCCTGGCACAGGAATAATTTCTCCA
+GTGCTCAAGACGTGGTCTAAATACCTTTTTCTGTCTCTTCTTACCAGCTCTTCTACACTTTCTTTTAAAT
+TAAACCGTTCTTTAATTTTTTCCCACATGTAATAAGAAGAACTTCCTACAAATGTCATGTGTTCTTCTTC
+AGTTATCTCAACTCCCAGTTCTCTAAATAACTCTCTCTCAAGCTTAAGATGCACAGGTTCACTGTCAATC
+ATTACTCCATCCATGTCAAAAATAACTGCTTTAATCATTTCATCACCTGGTCACCCAAACTGTACAAAAA
+TGCACAGTTTAGATAGCTGGGGTATTTGTAGTCCGCCCTTCAGGCTTTCCCAGCCCCAGCAGGCGGTTTT
+TGGGAAAGCCATAGCCCCTGCCCCAAGAAGCAGGAACTCGCGCCCTTACGGGTCTCTCCACTTACCCTGA
+ATTAGTAATCCTTTCAGGGTAGAGAAGTCTCTTGGTACCTTCTCAGGAGAGAGTGGAGTCACCACCGCTA
+CCTTGAGAACTCGCCAGAAATCATAGGTACTAAAACTTGTTCCATCCAGAGGTTCTAGCACCCTTCCTGG
+CTTACTCTCAAGGCTTTGTAAAATTTCTATTGCTTTATTTATTTCCCTTAAATGCTTTTTCTTTATATGC
+TTGTTTCTAACTGTTTTCTTTACATGCTCTTTTAATTCTTCTAATTCTTCTACAGTCAATGCGTTGAGAA
+ACTTCATATAATTATCTGGTATCTCTTCCTGCAGTCCCAACCCTCTTCTTGCTATTACATAGGCTGCTGC
+TATATCTTTTGTTATCATATACTGCGGTGAATATTTTAACATGCCTATTATTGACGTATAAGAAGGGTCT
+ACCTCTATTACTTCTATCCCTTCTCTTTTTGCTAGTGTTTTTATTTTTGAAAGAAGTGATTTATAGCTAA
+ACCTATGTCTTATTCTCCTTGATTTTCTCCCTGAAAAGTCTCCTCTTTTGCCTTTTTCTTTTATTTCTAA
+TCCCTCAATTACAATTGCTTTTCCTTTTTCTTTTGCTATTTTTACTATCTCATGAGCATATTGCCATCTG
+AAATATTCTTTTTTGTCTTTACTGCCACTTGCAAGCTCTGGCATTGGCATATTCCCATAGCTTATTAGAT
+TCCCTTTTTCATCTACTTCTGTCCATGATATGTTGTCCGGATATGCGTTTATGTCTATTCCTATGACTCC
+TTTTTCTTTTGTTATTTTTATTTCTGGATATTCTTCTTCAATAGCAAAATAGGCGTATATACTACCGTTT
+TTAAGTTTTAATTCTACAGAGTAGGGTATGTTTGATTCTCCAATTTCCTGCAGAAATTCTTCTCTTCTCT
+TATTCTTTTTATAGCCTGCTTCTATTTTGGCATATACATATTTTCTTTCCCCTACATTTATCCTTAAGAA
+AGTGCCATTTTTTTCTACTTCTATTCTTGTGTTGAGATTTCCTTTTTTGCTTTTATCTCCTCTTGAATAT
+AGATTTCCTTTTCTTTTCTCCTGCCACCTAATTTTTAATTTTTCATATGCCTTCCCGTTTATATGGCGCT
+TTTGAAGTTTTACAAACAAGTCTCTTCCTCCAAAAATGACTTTCTTTGGATTGTTGTCTAATTGTCTAGA
+TGACTCTAATACACCTTTTGCTTTCATTATTGCATCGTGTACATATCTTGAGTTTAAATCAAAAGGTTTC
+TGAAGGTCTCTTTTTAATGTTTTTCTATCATAACCTTCTAAAAGCCTTTTGTATGCAAATCTCATGCAAG
+AAGACCATCTTCTCATTAAGTCTAATACTATTTGCTTGTCTTCTTGATTCAGGAAAATAAGCTTAGCTTG
+TATTACTATCACGTTTTTACCACCCTTCTACCCGTAAATTCTTGCTGCGAAGGATGTTACTATTGCTATT
+AACTCTTCTGCTAGTTCTTTATTTCATTTACTCCACTTGCTATTTCAGATATAACTTCATACTGCTATTC
+TTGGAAATTAGTGTATTCTTCAAGCTTTTTAATTTGATTCTTGAGATATTCTTCCTGTTTTTTTGTAGAC
+ACTCTTGCATACAACACCACTTTAGGTTTTGGCTTTTCTTCCAGCATACCTAATAACTTTTCTATATCTT
+CTTTTTTGTACCTTCTTCTCCCTTTTGATGTTCTGACTGAGGTTATTAATCCTTTCTTTTCCCAGTTTAT
+TAAGGTAATTCTGCTTATATCATACAGTTCTTTAGCTTTTTTATAGTTATTAACGTTCATTAACATTCAA
+TTGAAATTATATCATTTTTTACTAACAATTCCAACTGTTTTGACCTCCTCATTTTCTGAATTTCCTCTTT
+TCAAGCATTTCTCTTATTGCAGCGTAAAACAAAATAACACCTATAAAAGCCGGGAATACAAAAGCTATAA
+GGTCTTCAGCAGAAATTTTTGAAAATAAAATACCAATTAAAGGCAGAATCATAGAAAGAGCAATTACCAT
+CAAAAAGATTGGCCTCTTTTTTAATCCTTTTAAAGGCCTCGGTACACGACCACTGCCTATATAATAACCT
+GGATTATACTGATTTTCTTGCCATTCTTCTAACTCTTTTAATTCCTTCTCAAATTCCTCTTTACCCTCTT
+TCACCACTCATTCCTCTCTTTTTAATTATTCCTTAATGTTTTCTATATTTACTCTTATCTTTTCACTTAA
+CTCTTCAAAACAGCTGACATATCTTCTCTTTATGTTTTCATAAATTTCCAAAGCCATTTTGCTATTGTAA
+ATATGTGTAGTCCTATTCCTGTCCATAAGCATATCTATCCACATTTCTCCATCCTGTATTAAACCTGCAC
+TATAAGCGGCTTTAATTGCACTTCTTGGGCTATTTACTTCAATCCCTTCATAAGCAAGATAATCTTTCAT
+AATCTTCCATGCCAGTTCAAAAGTAAACTCAAACCTCTGTATTACCCCATCTATAATTATTTCGTTTGTC
+ACTTCTATTGCCAGAGCTTCTTTTAATCGCATTAAAGCATTTTCAAAATCTTTAAATCTCTGTAACAATC
+TTTCTTCTGTCATATATCTCTACTCCATCTTTTAAAATACTTTCTCTAAATTCTTTCCTGCAAAGAGTAT
+CAAAATGCACCACATCAAAACTCAAGGGGGTATTCAATCCTTCTAAATCAAACTGCAAAAGATTTAATTC
+TGTATGCGTTATTTTTTCCCCGAACACACATATGTCAATATCGGAAGTCCTCTTAAAATCCCCTCTGCCT
+CTAGACCCAAAAATTACTGCCTTTTCAACGCTCTCATACTTGCTCAACACTTTTATTATCTCACCAAGAA
+GAGATACAGATAGCCCTGTTTTTTCACTTACTTTTGACAAGACATATTTTTTATTCATCTTAAAACCTCT
+CAGCTCTCTATTTAAAAAGCCTTCTAGGTATATACCTTCCTATCGCCTCTAACATTTTTTCATTGGGCTC
+AAAAAACAGCAAAGTCTTGACACCGCCATTTTCAAACACTGCGAAATAAACATCTGGAGAAGACATAGAG
+CTTACTGCTTCAATTCTATTTTTAATGCTTTTTATATCTTCAGTAAATTTATCGCTATTAACTCTCGCCA
+TGACCTCAAAATTTTTGCAATCTACAGTCAAAAGATGCTTTCTTCTCTTCTGATCTATTATCTTATCTAC
+GTCCAATTCGCTATTTGTAAGGGCGTATTCAAATTCAATATTGCGAGACCGAATCAAGTAATAGGCCAAG
+TACCCAAACAGCACTGCAAAGAAAAGCCAAAAGCTTCTAAGAAAAGGGATTAATGGTATAATCCCAAACA
+CTAATATCAACGTTCCAACTATTATTCCTATTGTAAAAAAGACATCTTGAGAAGTTTTTTGCTTTTTAAC
+AAGCTTTTCAATAAATATATCCATCCCCGTCACCTCTCATTAATTATATCAATAATGTCAAATCCATACA
+AGTAAATAAAAAGCGTTAAATTTATTTTCTGCCCTTCCGAAATAATACTTTGGTAGTGTATAATAAAATA
+AAAACTTAAAAAATTCGGGGGTAAATGATGAATACCAATGATATTGTATTTGCCCTTGACATTGGGACAA
+GAGTAGTTGTGGGGATAGTCGCAACTGAAAACAATGGGAAACTAGAAATCTTGGCAAGTGAACAAATGGA
+ACACCAGGAAAGAGCGATGTTTGACGGCCAAGTTCACGATATAGATAAAGTAGCTCATGTGATCTTGTCA
+ATCAAAGAAAAATTAGAAAACACCCTGAAAATAAAGCTTAGAGAAGTGGCTATCGCTGCAGCAGGAAGGT
+CACTTAAGACGCAATTCGCCAGAGCAGAAAAAAGTCTAGCAGAAGACCATGAAATAACCCTTGAGGATAT
+ACACAGCTTAGAGCTAGAAGCTCTGGAAATTGCCCACAAATCTATTGTATCTAAATCTGGGATAACAGAC
+TATCACACTGTTGGCTACACCGTATCCAATTACTATTTAAATGGCCTTCCAATAGCCAATTTAAAAGGGC
+ACAGAGGAAAAGAAATGGCAGTAGAAATTTTGGCCACTTTTCTTCCCTTCGATGTAGTAGAGGGCCTTTA
+CGCTTCAGTGAAAAAATCCGGGCTCGAAGTATCTTACATAACACTGGAACCCATCGCCGCTATAAATGTC
+TCTCTCAAGCCAGACATAAGGATGCTAAACATAGCACTAGTGGATATAGGAGCAGGCACTTCTGACATCG
+CAATATCGAAGGAAGGAAATATAATCGCTTATTCGATGGTGCCTTACGCAGGCGATGAAATTTCCGAGGA
+AATAGCACGGCATTTTCTCACAGATTTCGCTACCGCAGAAAAAATTAAAAAATCCACTAAAAAAGAAATA
+AAATTTAAAGACGTTCTAGGTATTGAACACACTATTTCAAGAGAAGAGGTATTAGAAGTTATAAAGCCTT
+CTGTCAAAACCCTTGCCCAAAAAATATGCGAAGAAATTGTAAAATATAACGGCAAAAGCCCTTCCGCGGT
+ATTTTTAGTAGGGGGAAGCAGCAACCTTCCAATGCTGCCAGAAGAGATAGCCTCTTTTTTAAAGCTTCCT
+CCCAATAGGGTTTCTGTAAGAGATATAAAGTCTGTCGAAATTTTGCACTCTCGTCCAAAAAAGCTCAAAG
+GTCCTGAAAGTATTACCCCTATAGGGATAGCTTATTCTGCGATGATAAATAAAAGGAAAGATTTTGTAAA
+GGTATATGTAGAAGATAAATTAGTTAAAATCTTTAACATAAAGAGCCCTACTGTAATGGATGCTCTTTTA
+GCTATAGATTACAGCTCTCAAAATCTAATTCCACAAAGCGGAAAAGACCTGACCTTCACGCTAAACGGTG
+AAAAAATGACCATTAAAGGAGAAGAAGGTATTCCTCCAAAAATATATGTAAACGGAACTTTAGCTAATTT
+AAAAACTTCAATAAAAGAAGGCGATAGAATAAGCATCATCGGCGGGAAAAAGGGAAAAGACGCTTTTATT
+ACCGTAAGAGATCTCGTGAAAGGTGCAGAAAATAAAGAAATTTATGTAAACGGAAAGCTGGCTGATCCCG
+ATTACTCAATAAAAGAAGGAGATGAAATAAGAGTAGAAGACAGCATAAAGAGTTTTTCTATAACGGTAAA
+TGGAAAAGAGGTCCTTTTAAAAGGTAAGAGAGAGTACATGTTCATAGACTTATTCAATTTTATAGACATA
+AAATTGGACAACAACAGAGTACCCGAAATGAAAATAAATGGCAAGAAAGCCTCCTACACTGATTTGCTTC
+ATCCCGGAGATGTGATAGAAATCATATAGCCCGACACCTAATTTACAAAGGCGTCGGGCTAAACTATAGA
+ACCTGCGTGAATTTTTTTGCTTGGACTATTAGACCACCTTCCGCACTTATCTCCCCATCTGGAAATAACT
+TCATCTCCCTGTATAAATTCTACTACCTCACAGTGATTGGGACAAGCGGTGCACTCGAACCCTAACGCTT
+TGTACTCCAAATCGCTTACTTCAAAGCCTTTAAATGAAGTGTAACCTTTTTCTTTGACTGCATCTTTTGC
+CAATATCGCTGCGCCAATCGCCCCCATAACACCGTAGTATTTGGGAACATATACCTTCATTCCCAAAGCC
+TTTTCAAATGCAGCTTTTATTCCTTTGTTGGCAGCGACACCTCCCTGAAATACAATGGGCTCCTTAATAT
+CCTTTCCTTTTCCCACATTGTTCAGATAATTCCTCACTAAGGCGTCACACAAGCCGCTTATTATGTCAGG
+AAGGGCATATCCCATCTGCTGTTTGTGAATCATGTCGGACTCTGCAAATACGCTACACCTTCCTGCAATC
+CTTACAGGGTTTTTGGATTTTAGTGCCAAATCTCCAAATTCCTCAATTGGTATATTTAATCTGTAAGCCT
+GTTGGTCTAAAAATGACCCGGTTCCAGCCGCACATACTGTATTCATTGCAAAATCCACTACAACGCCATT
+TCGCAAAATTATTATCTTTGAGTCCTGCCCGCCAATCTCAATCACTGTCCTTACATCCTTTACTATGCTG
+GAAGCAGCCACCGCATGAGCAGTAATCTCATTTTTTACAATATCCGCTCCTACCATAAGCCCTGTTAACT
+GCCTGGCACTTCCAGTAGTGCCGACTCCTTTAATCTCTACATCGCCTATTTTTTCTTTTATTTCCCTCAA
+AGCTTCTTGAACAGCTTTTATCGGCTGCCCTCTGGTCCTTATGTAGACATAATCTATGACATTGTTCTCC
+TCATCAATGACAGCAATATTTGTGCTGACTGACCCCACGTCTATTCCCATGTAACCTTCCATATTAAACC
+TCCTAAACAGTTCATTTATTTTACATTTTTGCCTTCAAAATCATTTTTTATACTTTTGAAGTTTTGCGAA
+TAAATCCCATCAATAAGCAAAAACTACATTCAGAATAAAAGTGGGGGCGGAAAACATGAAGAAGAATTTG
+CACACAATAATCCTTGTCATGTCAATTTTTGTAAATATTCTTCTCCTGTATCTTTTTATCACAGAAGTAA
+ATCCTAATTTGAGCTTGAACCTCACTTTTCTTTTGATTGCAGCGGCAACCGCAATAGCTTATATTCTCCT
+AAAGAATAAATTTTCTGAGCTCATGCCAGTTAAATACAACTCCCTTTCCGAGATAAATGAAGAAGTTACC
+AAAAAGAAAGGAAACATAACTTTTAAAGACGTGGCAGGATTGGATGAAGTAATAGAAGAATTAAAAGTGA
+TAATTGACTTTATGACAAATACAGAAAAATATAACAAAATGGGAGCAAAAATACCCAAAGGGATACTCTT
+CTACGGCCCTCCAGGAACAGGAAAAACGCTATTGGCTACTGCTCTAGCAGGAGAGACAAATTCCACTTTT
+ATAAGCGCTTCCGGGTCAGAATTTGTAGAAAAATACGTGGGCGTTGGAGCAAGTAGAATAAGAGCCCTTT
+TTGCAAAAGCAAAGAAAAATGCTCCCAGCATCATTTTCATAGACGAAATTGACGCGGTTGGAACCAAAAG
+AAACACTGACAACAATTCCGAAAAAGACCAAACTTTAAACCAGCTCTTAGTAGAAATGGATGGCTTCAAC
+AGCAATGAAGGGATCATAGTAATAGGAGCTACTAACAGAATAGATATGCTGGATGAAGCCCTTTTAAGGC
+CTGGCCGCTTTGACAGAACCATACATATTGGCCCGCCAAACTTAAAAGGCCGCCTGGAAATTCTGAAAGT
+TCACACGAGGAATAAACCCCTAGATGAAAGCGTGTCTTTAGTAGACCTCGCCAGAAAAACCCACGGAATG
+ACTGGGGCTCATCTAGCCACCATGTGCAATGAAGCTGCAATATTAGCCGTAATGAGAAATAAAACGAAAA
+TTGGAAAAGAGGAATTTGAAGAGGCACTAGAGCGCGTAATCGCAGGGCTCAAAAAGAAAAATCCCTCTGG
+GCTAGAAAAAGAAAGGACTATAGCAGCGTATCATGAAGCAGGCCATGCCCTCATAGGGAAAATTTTGAAT
+GTCAATGTCATAGAAAAAATTTCTATAGTACCCCGAGGAGAAGCATTAGGCTACGTGCTTAATTTCCCTA
+AAGATGACTCCTTCCTCCTCACAAAGACGGAGCTAAAAAACAAAATCACAATGCTATTGGGAGGAAGAGC
+TTCAGAAGAAATCATATTTAACGAAATTTCTACTGGAGCAGAAAACGACTTGAAAGAGGCTACAAAAATC
+GCCTACCAAATGGTGTGTAATTTCGGGATGAGCGAATTAGGCAATAGAGTTTTTGATTTGCATTTAGTAA
+AATCTACAGAAATGATCGATAAAGAAGTAGACAAGATTATAAATAGCTGTTACACCTTCGCAAGAAAGAT
+ACTCCTTGAGCATAAAGATAAAGTAATAGCAATTGCAGAAAAACTGCTTGAAAAAGAGACAATAACAAAA
+GAGGAGCTAGAGGAAATAATTGAAGAAAAGACCTCTATGTGCGTGTAAAAGGAGCCCCTATGAGGGCTCC
+TTTAAAAGTTTTGAAATTGCAAAAACTCCACCTGTTATCGCCAGAATTTCTATGAGCGTATTTTTGAAAA
+TCAAAGAGACAGCATCTTCAAAAAAATTTAGAGGAAACATCTGAATGAGCCTGTCCTTTTCTACGTCCAA
+AAGCCACAGGTCGTTATTAAAAAAAGCCAAATGAAAAAGTGTAAACCAATTTTCAAAATCTAAAACTATT
+AGTACGCCTAATATCAATAAAGCAAGTAAACTAAAACCTACACCTTTTTGTAAAAGAGAAAGGGTTTTCA
+CAAAAGAGGTCTGCCACACTAGAAGCGCAAAAAAAGCAAGAAAAACTGCAATAGATATATCCTTAAGCCA
+AAAGCCCAACTTAAATAAATTTTTCACGTCTTTCATATGAGCAAGTTCTTTATCATTGAACACTCTTACA
+AGGTCTCCTCCAATGTTTGCAAGTACATCCATGTCATCTGCTTTTCCCTTTAGGTATTCATGCATTTTCT
+CTGTCACTTTCAAAAGCTCTCCAATCTCCATCTTTGTAACAGAGGGAACGTCGTTTTTTAAATATTCATT
+CTTGTAAAAATCCAAATTGAAAGCTACATGTTCCAAATTAAATAAAAATAACCACAAAATTAATGAAAAA
+GCCATTACAAAAGTGACAACCCATATAAAGATTTTTTTCACTTTCCTCATAGTCAAATTACATCCTTTGA
+ATTTTTTATTAAACTCTCATAAAAATTCTTCTGCTTTCTAAGTTCTCTGTAAAGATCCATTTTTTTCTTA
+ATGGTGTGCATGTAAGAAAGCTTCCTGCTGTAAGAATTATCAAGTTCCAAAGCGTTTCTCACATAGTGAA
+GAAGCTCCTTGTCAAAATCCACTGGGACAGGAATTATGCCCATTAGCCTCTTTAACCTAGCTTTCCTGTA
+CTCATTTGTCATCTTTTTAGACAATTCCTCGATTAAATAGATCACATTTTTTATCTCGTTTTTTATTATC
+ATCTCATCTACAGGGTCCTCTCCAAACTTATCGCTTTCAATCACTATCTCAGTAGCGTCATTGAGCAAGT
+TCTCATATTCGGCTAGAATTTCTACTTCCCCAATTATGCTTTCATCCACGATCTCTATCAAATTGTGGTC
+AGAAGACTCTATCTCTCCTAAAAGCAAATTATACCTGTAAAGCTCAAAATACCAGCTTGAAATGATACTG
+TCGCACTTTTTAACACTTTTTTCAATTTCTTTACTGCTTTTTATCTCATTTCTCATAAGCCGCTTGTAAA
+ACTCTATATACTGCTTTATAAAAGGTTCTTTTTTTATCAGAGATTGAATATCCTCTTCTCCTAAAAAAAC
+TATTAAAAGCCTGTTGATTACACGACGTACAGAAAAAATTATTTCTCTTAATGAGTGAATCGCTTTTACA
+AGCTCTGAGCTCTCTTCTAAATACATTTCTATCTCTTCTTTTGAAAGAAGCTTTAAATCCAGAGATTGAA
+GGCTTTCAATCTTACTTGCTATAGAAGGGAAAATATCTCCATATCCTTCTACCAGTTTGCCATAGAAATT
+TTCTTCAATGTTTATCACGCTGGCTAAAAAGGATTCATAGGTAGAATATTCTCTTTCTAAAGCCTTTTGC
+AAATAATCATAAAAACGCCTTCTAGACATAGCAAATGGAAGAGAACTCAAAATTTCTTTTATCCTTTCTT
+CCTTTTCTTCCTCTACCTCATTCACAAAATTAAAAACGCTTTCATAAAAACTCTCCTCGTCTATAGCCTC
+TGCAGCAAACGAATCCCTCAGCTTATCACTAAAAACTTCATTCACATATTTTGCCTCAACGTAATAGCCG
+TATAACACCTCAATTGCGTCTTCCAAATAGTCTTTGTATTCCCTCATCGCCTTTTCTACGTTATCCCTTA
+TCTTTTTTTCTGCAACCTGGTAATGATATACGTCGTTTACTACGTTTTTCACTACCTCTAAAATACCCCT
+ATTTTTATCATCCATGTATTCTAAAGCCTTAACAACCTCCCTTTTTCTAAAAAGCACGTAGTTTAAATAA
+GTAGCTTCGTTGTAAGCTTCCAATAAACTTATAATTTGCACTATCTCTTTCTGCTTTTTTATTATCTCCT
+TCAGAAATTGAGAAAATTTCTCAGGGCTTTTCAAAGACTCGTGAAGTTTTTCTCTCAATTTCTTTATTTC
+ATCCTGAGACATTTTTACACCTCTTTGCAATACTTTTCTATAATTTGATTATATTCTTTTTTTCATTTTA
+AATCAATTAAAAAAAGCCCGGCACAGGCCAGGCCTTTAAAGCTTATTCATCTTCTTGGCTTCTTCAGCCA
+CAGTAAGCACTTTTTCAAAATCGCTCCCTATAGAAGCCTCTACTGCAGCTGCTACAGCCCCTTCTACCAA
+AGGCGCGTCCGCAATTTTGACCTTTCCCTCATATTCTTCTCCTAAGAGCTCTACCGCTGTCTGAGCGCTC
+ATAACAGCGCTGCCGATATCAACTAGCACCACTACTCCTTCTCCTCTGTCTACTTTTTTTACCTGCTCCA
+CTATTTCTGCAGCATCCGTGCCCAATCTCCCATCAGGCGTGCCTCCAGCTATGCCTATAGGTACTTTCCC
+CCTCGTCATTTGGTTTACCAGCTCAAACACGCCTTCAACAATTTTTCTTGAGTGAGACACTAACACTATT
+CCAACCATTTTACCCTCCACCATTACAGTAAATTAATAACATCTGCCAGGGCCTTTATCATTAGATAGGA
+GGAAGTAGCACCAGGGTCTATGTGCCCAATGCTTCTCTCCCCTAGATAACTGGCTCTACCTTTTCTAGCA
+GATATATTTTTTGTGTATTCCATCCCCTCTTTAGCAGCGTTAACTGCTCTTTTTAAAGCTTCAGGAAGAG
+CTATGTTGTTCTCCAAACTCTCTTTCAAAGCCTTGTAGGCAGGCTCAATAGAGTCTATCATGGTCTTATC
+TCCTGCCTGGGCTTTACCTCTGTCCTTTATACCCTGAAGAGCCGCTTCGAAAATCTTTACCACGTCTTCC
+TCTGTAAGTTCAGTTTTCCCTTGAACTGCCTGACCTGCCCTCATAAAAGCAGTACCGTACAAAGGCCCTG
+AAGCCCCACCTACTGTCGACACAAGAGTCATTCCCACAGTCTTCAATATCGTCCCTATATCAGAGTTTTC
+AGGAATTGTCGCCAATTTCTGTTTCACAGCTTCAAAACCTCTGTCCATGTTTATTCCATGGTCAGCGTCC
+CCTATCGCAGAGTCCAGTTCCGTGAGATATTCTTTATTTTCCCTTATCACTTCCACAATTTTATCTATAA
+CTTTTAGCACATCTTCCTTTGTAATAACCATTTATACTTCCTACCTCCTGAAAATTATAGTTGTTTAAAT
+GCTGGCGTATCAGCCTTTGCATCCAACAATGCCTTTAACTCCTCATCCAGCTTTAACAAAGTTATAGAAA
+AGCCGCTCATCTCAAGAGAAGTCATAAATTCTCCCACATAAGTCTTGTAAACTTTTATATCCTTTTCTTT
+TAGAATTTCTGCGACTTTTCTGTTAGCGATATAAAGCTCCATCAGAGGAGTTCCACCCATTCCATTTATC
+ATTACAGCCACTTCATCGCCTGATTTATAAGGAAGGTCATTTATTATTTTGTCCATTAAATGCTCCACTA
+TTTCATCAACGTGTTTTATCTTCTCTCTGTGCGTACCAGGCTCTCCGTGTATGCCTATTCCAATCTCCAT
+CTCATCTTCTTGAAGAGTAAAACTTGGCTTACCCGCTGCAGGCACAGTACAAGGTGTTAACGCCATTCCC
+ATCGAACGGACATTCGCTATGACTTTTTCAGCTACCCTCTTTACCTCCTTAAGGCTAGCTCCCTCTTGAG
+CTTTTGCTCCGGCAATCTTATGGACAAAAACAGTTCCTGCTATACCGCGTCTGCCTTGCGTCCAAGTGCT
+GTTTTCCACTGCCACATCATCGTTTACTATAACCTGGTCCACCTCTATTCCCTCTGCTTGCGCCATTTCT
+CTTGCCATTTCAAAATTCATTACGTCTCCCGTGTAATTTTTAATGATAAGCAGCACGCCCTTCCCAGAGT
+TTACAGCCTTAATAGCCTCATACATCTGGTCAGGTGTCGGTGAAGTAAAGACTTCTCCAGGGCAAGCAGC
+GTCAAGCATTCCGTAACCCACGTATCCTGCGTGGGCAGGTTCGTGTCCACTTCCTCCACCACTGACAAGT
+CCTACTTTACCTTCAACTGGCGCATCTTTTCTCACAATCACATTGATATTCTCAAGCTTTCTGAGATAAT
+TGGGATGAGCTGCCAAAAGCCCCTCAATCATCTCCTTTACAACGCTCTCAGGGTTGTTAATTAACTTTTT
+CATGAAAAGTACCTCCCCACAGTAAATTACTTTAATTCTTTTGCTTTATTATTATGCAAAAACCATGCCA
+GTTTTTTTTTGCTTATTTTCCCCAAAAATAAAAAAGCCCATGCAGGCTATATTGGGAAAAAGTATCAAGC
+GACAGGGTAAGTTGGTATTATCTATCAACAAGTCCGAATTTCCGGGCCTTGGAAGCGACTGTCTTATGAG
+TAAGGCCTAAAACTTTAGCCGCTTTGTTAAAACTCTTGTATCTATCTAAGGCCGCTTTTATTATCTTGTA
+TTCATATTCTTCCATTGTAAGTAATTCGCTGTGCTCATCCAAATAAATCACATTGTTTTCTGAAACGATT
+GTATCTTCATTCCGTATGTATTGAGGTAAGTCTTCATAGTCTATATATTCACCTTCGCTTAAAGTGATAC
+ATCTTTCTATTATGTTCTCTAATTCCCTTATGTTTCCAGGCCAGTCATAGTGAATTAAAGCTTGCATGGC
+TTTCTTCGTAATACCTTTTATATTTTTATTGAGCTTCTTATTGAGTTTTTCTATAAAATGCTCCACAAGC
+AATGGTATATCGCCGCGTCTCTCCCTCAATGGCGGCAGCATTATTGGTATAACATTCAGACGGTAATACA
+AATCTTCTCTAAAAGTACCTTCTTTTATTGCCTTTTCAAGGTCTTTATTTGTGGCTGCAATTATCCTCAC
+ATCTACCTTTATAGTCTTTATTCCCCCAACCCTTTCAAACTCTTTTTCCTGTATAACTCTCAAAAGCTTT
+ACCTGAATCTCCGGAGGTATTTCCCCAATCTCATCCAAAAATACGGTGCCACCGTCCGCCAGTTCAAATT
+TCCCTATCTTCTGCGTTACAGCCCCCGTAAAAGCTCCTCTTTCATGGCCGAAAAGCTCGCTTTCCAGCAA
+TGTAACAGGAATAGCGGCACAGTTCACCCTTATGAAGGGCTTATCCCTTCTTCTGCTGGCGTAGTGGATT
+GCCTGTGCTACCAGCTCCTTTCCCGTGCCACTCTCTCCTCTTATCAAAACAGTGGAATCCGTTTCTGCGG
+CCTTTGAAGCAATAGTGAGGGCATCCCTTAACTTTCCACTATTCCCTATTATTATGTCAAAAGCTTTATC
+CAGCTTCCTGTTCCTTTTTAACTCGTTTTCCAGATACTCTATCTGAGGAAAATCATAAAAGACTATTACA
+GACCCTTCTATTTTATTGCCAGTATAAATAGGCGTTATATTGGTAAACACAACATTATTGCCAACCTTAA
+TCTTTTTGTTCATTTCCTCTTTCCCCGTTTTTAGTACATTCTCAATTTTTATTCCCGGGATGACCTCTTG
+AATTTTCTTGCCTATAGCTTCATCCATGCTTATCCCTGTAATGCCTTCTGCCAGTTTGTTAAATATTGTT
+ATAACTCCATTTTCGTCAGTAACCACAAGTCCTGACCCGATGGAATTAAAAATTTTCTCATAGGCTATAG
+AAGTATTCCTCAAAAGCTCATACGTGTCTTTTTCTTCTTTTTCCTTGCCCAGTTCAGAATTGAAAAACTG
+CATAAATTCGTCAAAAGCCTTTTCAGCCTTTAACCCTTCTATTATCACTTCTATTTCTTCCCCACGAGAG
+GCAAAAAAGGTCACCATGGAAAGCATGCTACCAGCAGGAACCAACCTACTCTCATTGATTTTTCTAAAAA
+ATATGCTGACATCGTTCCTTTTGCTTATGCGGCTTACTTCTTGAACTATGTGGGCAGCAATTTGAGAATG
+GATGCTCACAGGTAGTCTCAACCTTTCCCTCTTTTCCACCATTTTATCACCACGCATTAACTTACTTCTT
+TTTTATAAAGATTTCTAGTGGCAATCACGTCAACCCCCGTTCCCAATATGTTTTTAACTATCACATCTCC
+AATTTTAACAGGAGCTTTTACTTCAATTTTTGCCAGTTCCAGCATTATCTCATGGATTTTCTCTTTTGGA
+ACAGGCTCTTTTGTTCTCACAGAAAGAAGAGGCAAATGTCCGCCCTTTGCCCTCACGCTTGTGGTCACCA
+TTCTCTTTGGCATTGTAACTTCATTTTTTGCGTACTCAAGCCCTTTAGGACAAGAATAGCCTTTTATGCT
+CTTTATCTCCCCTCCTTCCATTTCAACTTTTATCCTGCAGCCCAGAGGACATACTATGCAGGTAATCTCC
+TTTACTTCCATTTTATCCCTCCTCCACCAAAAAGACAATACCCTCTTTTTCATCTGCATTTTTTAGTATT
+TCCTTACTTAAATTTACATCTATCATTTCACCAGGAGTAAGCCTTATCCTCTTCTGCCTTAAAAGGTACC
+TATCACCCGACTTTACTGCCAATATGGCATTATTGTACACATCTGTCGGTCTCATCCTAAATTTTATCCT
+TTTATCTATATTATCCACGTTTATTCTCTGTGGCACTACATAACGTATTCCTTTCCCCGCTTTAACAGAG
+ATATTGCTCTTTTTAAACCCTCCTTCTCTTATAAACCTTATAGCCGAATTAGCTGCCATTCTGGCTTCTG
+CTGTCACATTGTCTACCAAATCGTGAACCTGAAGGACATTGCCACAAGCAAAAATCCCTGGAACACTTGT
+CTCCAGCATCTCATTCACAACAGGTCCTCCAGTCACTGGATCAAGTTCTATCCCTGCCTGTTTGGACAAT
+TCGTTCTCAGGAATCAATCCTACAGAGAGTATCAAAGTATCGCAGCTTATATACTGGGCAGTTTCCATTA
+TAGGTTCTCTGTTTTCATCGACTTTTGCGATAGTAACCCCTTCCACTCTATCCTTTCCATGTATCTCTAC
+TACAGTGTGGCTCAATAAAAGTGGAATATCAAAATCTTCAAGACATTGCACTATATTTCTAGTAAGGCCG
+CTTGAATAAGGCATTATCTCTACCACAGCTTTTACTTTTGCTCCCTCTAAAGTAAGCCTCCTTGCCATGA
+TAAGCCCTACATCCCCTGACCCTAAAATTACTATCTCTTTCCCTGGCATGTAACCTTCCATATTCACATA
+CCTCTGAGCTGTTCCTGCTGTCATTATTCCTGCCGGTCTGGTTCCAGGAATCATTATCGCCCCTCTAGGC
+CTTTCTCTGCACCCCATTGCCAGAATTATAGCTTTTGCTTTTATTTGGAATACTCCTTTTTCTGAGTTGA
+CAGCTTTTACAATTCTGTCAGGAGTAATCTCTAAAACCATCGTGTCCAACATGACATCTATTCCATATTC
+TTCTACTTTGTCTATAAACCTCTGGGCGTATTCGGGACCTGTCAACTCCTCTTTGAATTCTTGCAGCCCG
+AATCCATTGTGTATGCACTGTTGCAAAATGCCGCCCAAGTATTTATCTCTTTCCAATATCACGACATTTT
+TTACTCCCTTTTCATAGGCTTCTACAGCAGCACCTAAGCCTGCAGGTCCTCCTCCTATTATGACTATATC
+ATAGTTAAGCATTGCCATACACCTCTTTCTTCAAAAGCTCTGAAGCCTTGTCTAATAAAAACTTCTTTGT
+CTCACCGGCAAGAATGTAAGAATTCCTGCCATGCTTTGTAACTTCAAGAGGAGAAATGTTAAGCTCTCTT
+GCAAGTATCTCTACTATCCTGGGACCACAGAAACTTCCCTGACACCTGCCCATGCCTGCTCTTACGCGCC
+TTTTTACCCCGTCCACCGATTTCGCTCCAACAGGTCTTCTTATTGCATCTATAACTTCTCCTTCTGTCAC
+CGTCTCACACCTGCATACTATCCTTCCATAGGCAGGATTTTCTTTAATGAGCCTATTTTTCTCTTCATCA
+GAAAGCTCTACAAACCTTATAACAGGTTTCCTCTTTGGGTTAAAATCGTCCTTTTCAACAAGCTCAAGAC
+CTGCGTCTTTTAATATATCTCTCACCATTTCCGCAATTGCAGGTGCTGCTGTAAAACCAGGGGATTCTAT
+TCCAGCCACATTTATAAATCCTTTCACATCCGATTCTCCTATGATAAAATCCTTCTCCTCCGTGTCAGGA
+GTAGCTCTTAAACCTGTAAACTGCGTTATTGTCTTTCGAACGTCAAATTTATCCACACTTCTTTTAGCAA
+CAGTAATGGCTTTATTAAGTCCTTCCCTCGTAGTCGCTTTAAATTCCTTATCCTGTATGTCTTCTGAAGT
+AGGTCCTATAAGCAAATTGCCGTCAATGGTGGGTGATACCAGAATACCTTTTCCCATCTTTGTCGGCACC
+TGGAATATCACAGTCCTGGCAATATAGCCTTGATCTTTGTCAAGTATCAGATACTCACCTTTTCTTGGAT
+GCACAGAGAAAGGTTTTGCTCCCACCATATTGTTTATCACATCAGAATAAACTCCAGCTGCATTGACCAC
+ATACCTTGCATAAAACTCCTTTGAAGGCGTCTTTACGACAAATACATCCTCCTTTCTCTTAATATCTACT
+ACCTCCGAATTAAAAGAAAACTCTACCCCGTTTTGGGCAGCATTTTCCGCCAGAGCAATAGTGAAAACAT
+AAGGAGAAATAATTCCAGCCTTTTTGGCGTATAGAGCAGCTATGACATTGTCATTTATATACGGTTCAAT
+TTCCTTTACCATGTCCTTTGTAATTATGGAGAGCTCTTTTACTCCATTCTTTATGCCTCTGTCAAATAGC
+TTGTAAAGCTCTTTAATTTCCTCTTCTGAAAAAGCCACCACTAAAGAACCAGTCCTTTTCATAGGAACGT
+CCAGGTCTTTGCACAGTTCTTCAAACATTTCATTCCCACGGACATTGAGCTTTGCTTTCAAAGTCCCTGG
+AACCGGGTCATACCCTGCGTGAAGTATTGCGCTGTTAGCTTTTGATGCCCCTTCTGAAGCTGCGTCTTCT
+CCTTTTTCCACCACAATCACTTTTAATTTATATTTAGAAAGCTCTCTTGCAATAGAGCATCCTACCACAC
+CGGCACCTACTATTAAAACATCGTACACCATCTTTTAAAACCTCCTTAAGAAGATAAAAAACCATATATA
+ACCGAGGCATCTCGGCTATATATGGTTCTCCCAATCTCCACCATACCTATTATTTATTTTTTCCTATATT
+ATTAGGATATATTCTACAAAACTTTTTAAATTCCTGCTACTTTTTATCAATTTTTTTATTCTTCAGCCCA
+CTTCATAGCTCTTTCAACCGCTTTTTTCCAGCCTCTGTAAAGTTTCTCCCTCTTTTCTTCCTCCATGGCA
+GGTTCAAAGCGCCTGTCTATATTCCAATTTTTCTCTATTTCTTCTCTGCTGTTCCAGAAGCCCACCGCCA
+GCCCTGCAAGGTATGCAGCACCTAATGCAGTAGTCTCTATCACCTGAGGCCTATCTACCGGAACGCCTAA
+AATGTCTGCCTGGAACTGCATTAAGAAGTTATTTGCACTTGCTCCTCCATCAACCTTCAAAGCCTGAAGC
+TTTATTCCGGAATCCTCCTGCATTGCTTCTAGAACGTCTCTCGTCTGGTAAGCAATAGACTCCAATGTTG
+CCCTTATTATGTGCTCTCTCTTTGCTCCCCTTGTAAGGCCAACTATAACACCTCTAGCGTACATATCCCA
+GTAAGGAGCACCTAGACCCACAAAAGCAGGAACTACGTACACTCCATTTGTATCTTCAACCTTTAAGGCG
+TATTCCTCACTTTGAGGTGCATTGTCAATTATTCTGAGCTCATCCCTCAACCACTGAATAGCTGCACCTG
+TTATGAAAATACTTCCTTCTAAGGCATACTCTACTTTTCCATCAATACCCCAAGCTATTGTGGTCAAAAG
+CCCGGTCTTGGAGGGAACAGCTTTTTCGCCTGTGTTCATCAGCATAAAGCACCCTGTACCGTAAGTGTTC
+TTTGCCATTCCGGGTTTAAAGCAAGCCTGGCCAAATAAAGCAGCCTGCTGGTCTCCTGCATCTCCTGCAA
+TAGGTATTTCTACTCCAAAGATCGATTTATCCGTATAGCCATAGACATGGCTTGATGGCTTTACTTCTGG
+AAGCATGTTCTCTGGCACATTGAGCTCTTCTAATATCTCCTTATCCCACTTCAATTCGTGTATGTTGAAA
+AGCATTGTCCTTGAAGCATTTGAATAGTCAGTCACATGCACTTTGCCCCTTGTCAAATTCCAGATAAGCC
+ATGTGTCAATATTTCCAAAAAGCAATTCTCCTCTTTCTGCTTTTTCACGAGCTCCTTCAACATTGTCCAA
+AATCCACTTCACTTTGGTACCCGAGAAATAAGCATCTACAACAAGGCCAGTCTTTTCTCTTATTTTCTTA
+TCAAAGCCTTTGTTCTTAAGGTCATCGCATATAGGAGCTGTCCTCCTGCACTGCCACACTATTGCATTGT
+AAATAGGTTTCCCTGTGTTTTTGTCCCATACGACTGTTGTCTCCCTCTGGTTTGTAATTCCTATTGCCGC
+AATATCCTCTGGTTTAATCCCTGCCTTCTCTATTACTCCTTTTGCAACTTCTATCTGGGATTCCCATATT
+TCCATTGGGTCATGCTCAACCCAACCGGGTTTAGGATAAATCTGCCTAAACTCTTTGTTTAAAGAAGCAA
+TCATTTTACCGCTGTGGTCAAAAATTATAGCGCGGGAACTCGTCGTCCCCTGGTCCAAAGCCATTACATA
+TTTCGCCATTTCCCTTCCTCCTCACTTGAGTTTTTATTATAATGCCATATCGGCGAGAGGAACTTCTCGC
+CGATATAATTCTCTTTAATGTACGCTCATGATAAGCTGATAAATCCAGGCTCCAATTATTCCTCCAACTA
+TTGGTCCAAATATCGGAACTATCAAACCATACCCCCAGTCAGAATCTCTCTTGCCCGGAATTGGGAGTAT
+AGCGTGGGCAAGTCTCGGTCCGAAGTCTCTGGCTGGATTAATAGCATACCCTGTAGGACCACCCAAGCTT
+AAACCTATTGCCCATACGAGAAGTCCTACTAAAAGGGGTCCCATTCCCCCTATAGGGTTATTACTATTTG
+TAATGCCAAGTATACCTATTAAAAGCATGGCAGTACCAAAAGCCTCAGTTATAAAATTCTTACCTAAATT
+TCTTATAGCTGGAATAGTTGCAAAAGTACCAAGCTTAGCTGTGGGATCTTCAGTTGCTGCAAAATGATCT
+ATATACATCAAATAAACAATTATAGCTCCCACAAAAGCTCCTAAAACTTGTGCTATAATGTAGCCTGGCA
+CTAAACTCCACGAAAACTTGCCTATCGTTGCTAAGCCAATTGTCACAGCTGGATTTAAGTGAGCACCACT
+TAGCCAGCCAACTGTATACGCTCCTACCATAACTGCAAATCCCCATCCTGCGGTGATTACAATCCAGCCG
+CTATTTTGACCTTTAGATTTATTTAAGACAACGTTTGCAACTACACCGTCACCTAGCCAAATAAGTATCA
+TAGTACCAAAAAATTCAGCCAAATACTTTGCAAAGTCACTCATAAAATATCCCCTCCATAATTCCAAAAT
+TTAACTTTTAATAAAATTTTTTGTTTTTCATATATCCCCCCTTTCACTCTATAAACCAGAGGCTTTTTTC
+GCTGGTTGAAACAGCGATCGCCCCTGCTTTTATCGCATTTATAACTTCTTCCTTTGTCCTCACAAGGCCT
+CCTGCAATAACGGGCATTAAGACATCATTCGCCACTTCCTTGATTATTGAAGGCATTATTCCGGGGAGAA
+TCTCCACAGCATCTGGCCTTATCTGTTTTGCAGAAGAAAGCCCTGTCTTTAAAGCCTGGGAATCCAACAT
+GAAAAGCCTCTGTATAGAGAAGAGCCCAAAATCTTTGGCATGGTCTAAAATATTATTCCGGGTAGAAATT
+ATACCGTGAGGCTTTATCCTTTCAGCTATGTACTCAACAGCCTTTGTGTCCTTACCCAAACCTTCTATAA
+GGTCAAAGTGGACAAAGGCAATTTTACCGTTTTTTTTGATAAAATCGACTAAATCGCAAATATTCATTAT
+ATCTCCTGACAGCAAAAAAATCACTTGTGTATTGGAAGAGACAGCTTCTTTTACATCCTTTATCTCCCGG
+ACAGCCGCAATTATCGGAAATTCTGTCATTGTCTCTAAAATTTTATCTTTCATCCTTTATACCTCCGCTC
+ACTTTAGTATATATTGCAAAAACTGTGCCAAAAAGAAATCAAGGAAAAAGCCCATAAAAAAATAAACCCT
+TGATAAAAAATACCAAGGGTTGTCTATTCACATGATAATTAATATCAATTTGTTATTTGATTGACAATCT
+CCTTTTTGGCATCCCTCACTGCTGCAAAAAATCCTAAAGCAGAAAGGCCCAGATATACGTAATAGGTAAA
+AAATCTCCACATGCCAATAAAAACACCCACATATGAAGTCGGCAAGATATTTGAAAAAATCGCTGCAAAT
+CCCAACTCTACTGTGCCAGAACCGCTTGGAATAAAGCTATAAGCCAGTACATCATAAAAGATGATTTGCC
+TTCCTACAACCGCCAAAAAGTCAAATGGAATTTTCATGGCCATAAGCAAAAGAGGAGCAATGCTGTAAAA
+AAGCATCCAGTATATAACAGCATATAAAAACTGCCAAATAAATACCCTGTACCCTGAAAAAGAAGCAAAT
+AAATTGCGAAAGTTCTTGTGATAAAGCAAAATTTCTTCCTTAGTCTTTTTAAAGTAATCTTCCTTTATGT
+ATCTTTTGGCAAAAGAGATTCTTTCCAATCTTTCAACAATTTCAATAAGAAAATGAGGTCTTAAAATGAT
+GTAAAGGAGCAAAATCAAAAGCCCTATTAAAAAGAAAGTTACAAAAATAGCTAATCTCATCAAAAAACTT
+CCTAATTCTAAATACCTTCCAAAAAAAATTAGAAGAAAGGGAGGGATAGTAACAAAAAATATCCCCGAAA
+ACAAAAGTTTTGCCGTAAATACGATTAAAGCCTTATTAGCTGACACTCCCTTTTTGTTAAGCAAATAGAT
+CATTAAAGGTAGTACTCCTGACCCAAAAGGAGTTACATAGCTTATGAAAAAAGTAGCAAGATTAAACTTA
+AAAAGGTAACTAAAACAGAGGTCTTCTCCTAACTTCTTCAACAAATCTTTTACTCGCAAAGTATCCACCA
+CAAGGCTTGCTATTATCACAGCAAAAATCGTTATAATGTAAAAAAGCGGAATATCAAAGGCTTTTTCTAT
+ATTAGTTATCCCTGTAAATTTCAAAACCAATACAATTGATATCAAGCTGATTCCAATAGCCAATCCCAAA
+ATGTACAAGTTCTTTTTTTCTAAAATCGCATCCAAAGCAATTCCCCTCTTTTACGGAATATCATCTAATG
+TCTTAAATTCATATCCTTCCTCTTTGATGCTTTTAATTATCCTGTCAAGTGCCTGTGCATTATCTTTTGA
+AACAGCGTGCAGAAGTATAACAGCTCCAGGGTGAAGCCTTTTCATAACAGTACTATAGCTTTCTTCAGGT
+CCTCCAGGAAGAGGCTGCCAGTCAGCCATAGCCAAACTCCAGAAAACCGTTCTGTATCCCAAAGATTTAG
+TAATATAGAGCGTTCTTTCACTGTATTCTCCTCTTGGAGGTCTGAAGTATTTCATCTTTTGCCCCGTTAA
+ATCTTCAAACATCTTTTCCAATCCAAGTATCTCCTCTTTCACTTTTTCATCAGGCAAGGTAGGAAGACTG
+GGATGGTTGACTGTGTGATTTCCAACAATGTGTCCTTCCTCTACCATTCTCTTCACAAGGTCCGCCTGCT
+GTTTAACATAAGGTCCTGTAACAAAAAAAGCTGCCTTTACTCCGTTTTCTTTGAGTACATCCAATATCCG
+AGGAGTATATCCTGCTTCATATCCTTCATCAAAAGTCAAGTACACCACTTTTTTCGTCGTATCTCCAACA
+AAAATCGCATTGTACTTTTTGACAAGTTCCATGGCATAAGGCGTAATCTCCGGCGTTTGGTGATTGGGCA
+AAACTCTTAAGCCCCATCCATAAGGAGTGTTGTCAAGATTTTCTGTCTTTTGAACCACATGATTTACAAC
+GTTTGAAATCTCTTCTTTAGGCGAGTTAAACGGCTCATGTAGAGCTTCCTCTTGAATTTTTGCCTTATCA
+TTTTCATTGCTGTTTTTTTTGATTATACCACAGGACACAAGTGAAAAACAGAGGGCAACTCCTATTGCCA
+AAGAGATAATTTTCTTTGCCATTTTTTCTACCCCATTTCTCTTCCTAATTTACATCTTTATTTTTTTCTT
+TTAAGCCCTTCAATATTCTGTATTTATCTGGAATTGCCCTCGTATATCTCGCACACTGTCCCTCGACAAG
+GGCAGAAGCGGCAAAGAGAAAAAGAAGGAGTCACAGAAGGCATGTACACCCCTTTTTCCATCTTCCTCAT
+TTGTTCTAAAATTTTTAAAAGTTCTTTTCTTAAATATTTCCTGTTATAAACTTCAAACATGGCATTTCTA
+TAAACTATCCGTCCTCTTTTTACTCTCTTTTGATACTCCTCTTCTATTATCACAAAATATGCTACAAGCT
+GCATCACATCTTTAAAATAGGGCGAATCTTCTGCATCACTGCTTTTTAGCTCTATTGGGACAAGCTCGTC
+TCCAACCTGATAGATGTAATCAGGTTTTCCGGTCAAACCATATTTCTCTGACTTTAGCAGCTTCCCGTAA
+ACTACCCCTTTTCCTTTGACTTGCTGCGGCTTATCTACGTATATCAATTTGCCTCCCCTAAAGCCTATAC
+TCCTTCTCATCCTTCTGTAAAAAGGCCTTTGTTCAATTATCGAATAAATCAAAAGATAAAGCACAATAAG
+GAGAAAAACTATATTTAGAATCATCTCACATACCTCATCACAAATAAAATCAGTAAAATCAAAAATACAA
+TTCCAAAAGCGATAGCATACCTTTTGTATCTAAGTTTTACGATGTCTTTATAGTACTTTTCATGATAGTC
+TATTCCCCTCTTAAAATTTACAAACTGCTCTTCCCTCTCTGAAGGCTCTCTCAAATTGTTGATATATTCG
+AGTCCGTACTTTTTTATGTAATACCACTGATAAGGACAGTAAAGAAACTGATTTACTTCAGTAGCCGATA
+TATACCCCTTTTTCTCCTCTTTTTTCATATCGCAACCCTTCTTAAAACTTTATAAAAAAAGGGGGATTAA
+CCCCTCGGATCAGCAACTACAAGCACATCTATAAATTTGGTCCCCTTCATTATCCTTCTCACAATTGAGC
+CTCTTATTATTTCGTCTATCCTTCTTCTTACAGACTGTCCTACCACAATCTGAGTAATGGCATTCTCCTC
+AGCAAATTTTATTATAGCCTTTGCCGGGTCATTTGATTTCACCATGTAAAACTTGGCTTCTAATTTATTG
+CACAGCATAGTAATCTCATCTAACTTTTTCAAATTTTTATGGTCTTTGAGCTCATCGTCGTTGTAGACAT
+GAAGCACAAACAGGTCAGCCTTAAGCATTTTAGCTAGCCTATATCCACGCCTTATCAAATATTCCGCATT
+AAACCTCAAATTTACACACACCAGTATCTTTTCCTGCGCTCCCTTTAATCCCACGACTTTCTTCTTATTC
+CTGTACTCTAAAAGCCTATCGTCAACCTCATTGGCCACTTCCCTCAATGTCAGCTCTCTTAAAGCCGCTA
+AATTCCCTACTCTGAAGAAATTATTAAGAGCTGTCTCAATCTTATCAGGACTATAAATTTTGCCGTTTTT
+CAACCTCTCAATTAAGGTCTCTGGAGATACGTCCACCACTTCAATCTCATCAGCCAGTTCAAGAATTTTA
+TCGGGGATGGTCTCTCTAACTTTCACATTCGTCATCCTGTTTACATAGTCATTCAAGCTTTCAAAATGCT
+GTATGTTTACAGCCGTCATAACGCTTATGCCGTTGTCTATGAGTTCTAACACGTCCTGATACCTTTTCTC
+ATTTTTTGAACCAGGAGCATTTGTGTGAGCCAATTCATCTACAACGACTACCTGAGGTTTTCTCTTAATA
+ATTGCCTCCAAATCCATCTCCTTAAGAATTACACCTTTGTAATTTATTTCCTTCAAAGGAATAATCTCAA
+GGTCCCCTATCTGCTCCTCTGTGTCTTTTCTCCCATAGGTTTCTACAAAACCAATAACTACGTCTATGCC
+TCTTTTCTTCATCTCATTGGCATCCTGTAACATGTGGTAGGTCTTTCCGACACCAGGAGCAGCACCAAGG
+TAAATCTTGAGCCTTCCTTTATTTGCCCTTTCAATTTCTCTCATGAAGTAGTCTGGGGACCTCTTCACTG
+CCATTTACCTCACTTTTTATGCTTTTTAATTTCTTCCAATAAGCTCAAATTCAGTTTCAATACATTAACC
+CTCGGTTCACCAAAAAGGCCTAAGAATCTCCCTTCTATGTTTTTATCTACTAATTTTTTTACAACCTCTT
+CAGGCAAACCATTAACCTTGGCAACTCTTTTGACCTGAAGGTAAGCAGCTTTAGGAGAAATATGAGGATC
+CAAACCGGAACCAGAAGAGGTCACGATATCTGCAGGAATTTCACTCCTTTTAACTCCCGGATTCTTCTTT
+AAAAATTCTTCAATGTTTTTCTCTAGCTCTTCGTGAAATTTGGGATTAGACAGAGCGTAGTTTGTGCCAC
+CCGAGGAAGTAGCATCGTAGTCCACAGCAGAAGGCCTTCCCATGAACCAGCGAGGGTCAGTAAACTTCTG
+CCCTATAAGTTCTGAACCAACAGGTTTACCATCTACTTTAATTATACTACCTTTTGCCTGATAAGGAAAT
+AATAAATTTGCAATCCCAGTCATTACAAAAGGATACACCAATCCCAGCAAAACCATAAAAACCAGTGTAA
+ATTTTATCGTCCTTTTAATCTCTTCGCCCATATTAAAATCCCTCACATCCCAAAAATAGAAGATATTATC
+ATGTCAATAAGCTTTATACCCACAAATGGAGCAATCAAACCACCTAATCCATAAATGAGCAAGTTCCTCA
+TAAGCAAGGCATTGGCGCTCATGGGTCTATACTTTACTCCTCTCATAGCTATAGGAATGAGTATAGGTAT
+TATAATCGCATTATATATCAAGGCTGACAGTATAGCATTTGTTGGAGATGAAAGTTTCATCACGTCTAAA
+ACTTTTATTGCCGGCAAAGTTTCAGAAATAATGGCAGGGAGAATGGCAAAATATTTTGCCACGTCATTTG
+CAATGCTAAAAGTAGTAAGAGCTCCTCTTGTCATGAGAAGCTGTTTCCCTATTCCTACAACCTCTATAAT
+TTTTGTCGGGTCAGAATCCAAGTCTACCATATTGGCAGCTTCTTTAGCCGCCATAGTACCGCTGTTCATT
+GCAAGTCCCACATCTGCCTGTGCCAAAGCTGGAGCATCATTTGTGCCATCCCCTGTCATTGCGACAAGCC
+TTCCCTGAGCTTGTTCTCTCTTTATGACGTTTATCTTATCTTCAGGCTTGCTTTCCGCAATAAACTCATC
+GACACCGGCTTCTTCCGCTATCGTTTTGGCAGTTAATGGATTGTCTCCAGTTATCATGATGGTCTTAATT
+CCCATAGCTCTCAATTGTTTAAATCTTTCCTTCATTCCAGGCTTTATTGTATCCTTTAGATATATTACTC
+CCAGTACCTCATTATCCTTTACCACCACAAGAGGGGTACCGCCTAATAGGGATATTTTCTCCACTTCTTT
+ATCTAAGTCATCTGGAATACTTCCGCCTTTTTCCCCTATGTATTCCTTCACTTTATCATAGGACCCTTTT
+CTCACAATAGTGCCATCTTTTAAGTTAAGGCCACTCATTCTTGTCTCCGCGCTGAATTCAACAACTTCTG
+CTCCTTCTAAAATATCATCAGGAGCCTTTGCACCCATTTTTCTAGCTAAATCCACTATTGACCTTCCCTC
+TGGAGTGAGGTCCTTTAAAGAAGAAATAAGTGCATAATAAGTGACTTCTTCCTTTGAGTGGCCTCCCACC
+GGTATAAAATCAGCAGCTAATCTATTTCCAAAAGTTATGGTGCCTGTCTTATCCAAAAGTATTGTATCTA
+TATCTCCCGCAGCTTCCACCGCTTTTCCAGACATCGCAATCACATTAAAGCGAGTGACCCTGTCCATTCC
+TGCAATACCTATTGCAGACAAAAGTCCTCCAATGGTAGTCGGTATCAGACATACGAGCAATGCTATCATG
+GTAGCAGCGCTTATCCTGACGTGTACAAACTTGGCCATCGGATAAAGCGTCATAACTACGACTATAAAAA
+TTATTGTCAAACTGACCAGTACCGTAGTAAGAGCAATCTCATTTGGAGACTTTTGCCTCTTTGCTCCTTC
+TACTAGTTTGATCATTCTATCTAGGAAAGACTCTCCTTCATCAACTGTTACCCGAATTTTGATGCGATCG
+CTTATTACTTTAGTTCCTCCCGTGACAGAACTAAAGTCTCCTCCTGCCTCTTTTATGACAGGAGCAGATT
+CTCCAGTTATGGCAGATTCGTCAATCGCAGCAAGCCCTTCAATTATCTCACCATCTGCTGGAATTATATC
+CCCTGCCTCACAGATAACTATGTCCCCTTTTTTAAGCTCAGAAGACTTGACTATCTTAATGCTCCCATCG
+CTCTGTACAAGTTTAGCCATTGTCTCTTTTTTAGTCTTTCTCAGAGTCTCTGCCTGAGCTTTACCTCGCC
+CCTCTGCCAAGGATTCTGCAAAGTTAGCAAATAAAACTGTGACAAAAAGTATGAAAGTCACTAAAGCGTT
+ATATCCTACCTCATCAGGAGTACTGCCAAAATAGGTAGGAAATATAGTAGCCAAAAGGGTGATAAAGGTT
+CCCACTTCCACCACAAACATCACAGGGTTTTTGTACATGTACAAAGGATTTAATTTTATGAAAGAATTCT
+TAATAGCCCCTACTACTATCTCTCTGCTCCAGGTCTTTATTTCTCTCTTTCTCTTCATATCCTTTTACCT
+CCATTACGTCATGCTCAAAAACTCAGAAATAGGCCCTAGTATCACCGCAGGGAAGAAGGTAAGTGCTCCA
+ACAATTAGCACCACAGCTATAAATATGGCGCCAAAAATCGCATTATCCGTTCTAAAAGTTCCAGGCGATG
+GGGGCGCAGGAATTTTCTCCGCCATAGAACCTGCAACAGCTAACATAAGAATAATGGTTATATATCTTCC
+AAAAAACATAACCAAGCCTGTCATTATATTCATAAACACAGTATTTCCTATAAATCCTGCAAATTCAGAA
+CCATTATTTGCCGCTGCAGAAGAAAACTCATACAAAACTTGTGTAAGTCCATGATATAGTGGATTTGTTA
+CAGAAGAAGCTCCCACTTTTAGCATCACTGTCAAAGCAGATGAAAAAAGTATCAAAAAAGGGTGAACCAA
+TATTGCAAGGGCTATAAGTTTTATTTCTTTAGTTTCAATTTTTCTTCCTAAATATTCTGGAGTTCTTCCT
+ACCATAAGCCCCGTCAAAAATACCGTCAATATTGTATACATTATTATATTCTGAAGTCCTGCTCCATCTC
+CTCCAAAAATGGTATTTAGCATCATGAGGATAAGCGGCACTGCTCCTCCTAAAGGTGTATAAGAATCGTG
+CATGCTGTCAACAGAACCTGTTGTAAAAGCAGTAGTCACAGTCGCAAATAGTGGAGATTGGGAGACTCCA
+AAGCGAACTTCTTTTCCTTCATAATTTCCATAAGGCTTACCATAAATATGTAATTTCGAATAAGCCACTC
+CTGGATGATTTTCCGCATAAACTGCTCCAACAGCCAAAAGAATAAAAATCACAAACAAGGAAATGTATAA
+TACCAAAGCGTGTTTTTTATTGTTTATCATTAATCCATAAGTGTAAATTAAAGATGTAGGCAAAAGCATC
+ATAAGAAGCATCTCAATCATATTGGTAAGCCAAGTAGGATTTTCAAAGGGGTGAGAAGAATTCGCCCCAA
+AAAATCCACCGCCATTTGTTCCTAAGTGTTTAATTGACTCTAATACAGCTACGGGACCTGTTATAATAGT
+TTGCTTCCCACCCTCCAGCGTATCCACAACCACTTTTCCAGCAAAAGTTTGAGGTACTCCCTGCCACACC
+AATATGAGGGTTGCCAACATAGAGATTGGCAGTAAAAGCCTTACAGTTATTCTCACAAAATCAGCATAAA
+AATTGCCTAAATTAGTGGTCTTTTTGCTCAACCCTCTCATTATAGCAGCTGCAGTGACAAGTCCTGATGC
+CGCAGAAGTAAACATCAAAAATACAATTACAATCATCTGACTTAAAAATGTAATACCATCTTCTCCAGCA
+TAGTGCTGAAGATTGGTATTTGTCATAAAGCTTATAACAGTGTTAAAAGCCAGAGAAGATTCCATATTTT
+TTGCACCGGTAGGATTTAGAGGCAGGAACTGTTGAACCCTTAAAATAAAATAGGTGATTATCATCATCAC
+CATATTCACCAGCAGAAAAGTTAGCGCATACTTTTTCCAATCCATTTCCTCTTCTGGATTGATTCCCGTA
+ATTTTGTATATAAAATTTTCCACAGGCAAAAAAATCTTATCTGACCTCATGGGCTTATATTCAAAAATAT
+TGTACATGTAAGTTCCTAAAGGCTTGGTCAGTAAGACTATGATGGCTATCATGGTAAAAAGCTCTATATT
+TGAGTACATAGGGTCTCCTCCCTTAAAATTCTTCAGGATGTATCAAAGCGTAAAACAGATAGATCAGCAA
+AAGAAAAAAGACCACGTACAAAAGAACCACTTTAATACACCTCTGTTTCATAGGTATTGGCTTCTAGCAA
+ATTGCGGCACCATTTAACTATTCCCTTTACAATGGAGTACAATGTGGCAAAACCTGCTAGAATTATAAAA
+TCCATTTTCTCCTTCACCTCTTATTATTATCGTTTTTGTGACAGAATATTATAAATTCAAAAACATAAAA
+GCCTCCTCACTTGTTACAGGAGGCGGACTACATGGCAACATGTTTACATATTGCCATGTCTTCCAGACAT
+TTTTGTTAATTTATTTACTAATTATTGTACCATAAATATTATATTATTCAAGCCTATAAACATCAAAAGA
+AATCCCGCCTTCTTAAATGCCCTTTAAAACAAAAAAAGAGGATGTAAAGCGTTACAACTTACTCATCCTC
+TTTAATTTATCACTTTACATCACTTTCCATCATTTTTCAATAAAATATCCTGTATCTTTTTTTCATAAAT
+TGTAAAAAGCCTTTCAGCTTTCTCCGGTGTCAATGCCTCCACATACACATTGCAAAAAGGAAGTTCGCTA
+TCGGGAACCACTAGAACCCATCCTTCATCCTCTTCAAACCTTAGCCCATCCAAAAATGTAACATTATTTT
+TACGGGTTTCAAACAGTTCTCTTATTATTCTCCCCTTATCCTTCCAATCACATCTTATTCTCTTGACTGT
+TTTATACCTAAGAGGAAAACTATCTTTTATCTCCGAAAGCCTTTTATTCTTTAACCTTACGTATTCAATC
+ACTTCTAACAAAAAGTTTATCCCGTCAAAAGAAAGGTCAAAATACACCTGCCTTCCCTCTTCTAAATTAG
+TCATCGACCTCATAAGGTCCCTTGGTGAAATCTTTCCTACAACTGTCTCTACTGCAAGTTCTTCTGCAAA
+CTCTGCCAAATACTTGGAACTGTTAAAAGGCAGTACAACTTTCTTTAGACCTTTTTCCCTGGCAATCAAC
+ATCTTTAGATAATTCACTTCATCTTCATCAAATTTCCTATCTTTTTCGTCATAAAGTTCTATCTCTTCCC
+CATTCTTTTTCAATTTCACTTTCAAGTGATAGTTTTGGTCATCTAAAATTTGCTCTCCTTTTATCTGCAG
+AAGCACTTTTTTAGTCCATTCATCATGAGGCTTAACCTTTATCTTGAAAGAATCTGCTCTATTTTTGACA
+AGATAATCCTTATAATCTCCCTCTACATCCACCTCTTTTATTGGCTTTATGTCTTCTATTTTTCTTCTTG
+ATATGTCGTGAATTTTTAATTTATTCTCTATCTTCTTCTCCAAATTTCTATCTATATCCATTCCCTCTCC
+ATCCAAAAATAAAATTCTAATTTCCTCCCCTATCCTTTCTACATACACCCCTCCTTTTGCACTTCTTAAC
+CTGATTCCCACTCTTAAAGCCGGCAGCAGAAAGCTATTGCTTTTTAACACTTCACACCCGGAAAAAGCAA
+GCCCGTAAGCAATCAAATCGGCAATGAGAGAGGAAGCTAGTTCCTCATCACTTCCCACAATGACTTTCCC
+TTTCATTAAATCCCCAAAGGCCTCCCCAATTTCTACAGCCTGATAAGGACCTATCTCTTCATTAAAAATG
+CCCCTTATCCCTCTGTAACCAAAAGATAGGTTTTTCCTGCCATTTCCCCAAACTACATCCTTTGAGACTA
+CTGCCTCTTCCTCTATAACCTTAAAAGGCCAAACTTTTACATCCGGTCTTATCTCTGCAAAAGCCTTTAT
+TCTAACCCCTTCTCCTATTACAGCATTTTCCAATATCCTTGCGTTAGAATCTATTCTGACCTTATTGCAC
+ACCACTGCTCCATTCAATTCGCTGTTTTCCCCTACATATACATCTTCCCACAGTACAGAATTTTTTACAT
+GACTTCCTTTCTTTATAATCGTACCTCTTCCTATGACCACATTAGGCCCTACTACAGCATTTTCCTCAAT
+AACCACCTCATTTCCTATAATCAAAGGAAGAATCAACTTTGCTCCCGAAGACATTAAAACCTTCTTGCCA
+ATAACTTTTCCTTCTTCAAGGAGGATTTTTCTGTAACCCAAATCCAGCTTACCTTCCAACACATCAAAAT
+GGCTTGAAAGGTACTGCGCTGTATTTCCTATGTCACACCAGTAGCCTTCTGTAATGTACCCATACATAGG
+AATGTTTTCCTTCAAAAGAAGCGGAAACAAGTCTTTACTAAAATCAAAAGGTCTATCTTCAGGTATAAAT
+TCAAGTATTTCCGGTTCAATTATGTAAATCCCTGTGTTGACAGTATCGCTAAAAACCTCTCCCCACGACG
+GTTTCTCTAAAAACTTTACTATTTTCCCTGTTTCATCGACTATTACAACTCCATACTCTAAAGGAATTTC
+TACTTTTTTTAAAACTAAAGTCACTTTCGAACCCTTTTTCCTGTGAAAGTCATATACTTCCTTTATGTTT
+ACATCTGTAATTACATCTCCGCTCATGACAATAAAAGTTTCCTTCAGGAAATCTTTCGCGTTTTTCACAC
+TTCCTGCAGTCCCCAGAGGCTTTTCTTCTGTGTAAAACTTTATTTCATTTCCATACTCTTCAAGCAAGTA
+ATCTTTTATCTTGTGAGGTAAATAAAAAAGAGTGACTGCTAATTCCCCCACTCCGTACTTGTGCAAATGC
+TCTACAATATGCTTTATCGCAGGTTTATTTGCCACAGGCACCAAAGGCTTTGGAATATCAAAAGTTAAAG
+GCCTTAATCTGCTTCCCTCTCCACCTGCCATTATTATCCCTTTCATCCAACCACCCCAAAAAATTTATTG
+ACCCTAATTTTTATTTTCTTTATTTGTGCAAAAATTATTCATTTCAAACTTGAAGCTACATAAAATTGAA
+ATGAAAAGTTAAGCAGGTGGAGGATAGAATGCTAATTTTTTTATCTTTGCTGTACTTTTCTGTAGGAATT
+GGAATATTTATATGGGGAATTTTTACCATAACCAGCGGGTTAAAATCTATATCCAAAGAAAAGCTTTCAT
+ATTTTATAAACCATTTCGCAAACAGCCTTTTTAAATCTATAACAATAGGTTTTATCGTGACTTTAATTTT
+ACAAAGTAGCAGCATGGTGACAGTAATCGCTGTAACTATGGCAAACGCTCGACTTTTAACGCTTAAAAGC
+GCAGCAGGTATAATAATGGGTTCTAATATCGGAACAACTATTGCAGTGCAGCTTTACGCTTTTAACCTTT
+TTAAACTGGCACCTTTTTTAGTGTTTATCGGATCCTTGCTTCACTTTCAAAATTGGCACAGCAAATTAAA
+ACTTTTGGGAGATGTGTCACTAGGATTTGGACTTGTATTTTACGGCCTAAAAATAATGGAATTAGCTACA
+GCCCCTTTCAAAAACTCAGGTGTCAACCTTACCAATTCAAATTTGTCCAACCCCTTAATCGGAATATTTA
+TTGGGGTAGTATCAGCTCTCATACTTCAGTCGAGCAACATAGGAATAGCAACCCTTCAAGTCTTAGTCAC
+TTCCCACATTTTGAGTTTAGAACAGGCCTTGCCCATAATCTACGGTCTAAACATAGGAACCTGCTCTGAA
+GCATTCATTTTAAGCTTTGCCTCCAGCAGAGAAGGAAAAAAAATAGCTTTATTCAATATTTTCCTCAACC
+TATGGGGCACTTTAGTGTTTTTGCCTTTCACAAACTTTTTTGCAGAATTATTACGACACACCTCTCCTAG
+CAATCCCTTAAGGCAGGTGGCCAATGCTCACACGTTTTTTAACATTTTTTCTGCCATCGCAATAATCCCT
+TTCCTTAAAATCATATTTAACTTACTGGATAAAATAGTAAACATAAGTAAAAGAAAAAAGCCCTGAGGGC
+TTTTAATCACCAATTTTATACATATTCCAAGGTTTAAGTTTTATTTGATGCTTGTAATGCTTAAAAATAC
+TGAATTTTAGGCAATATATAATTTTTATTCTTTCCTTATTCCCACACTTTTCCCACAGTAAAATTTTACC
+TAAAAAAATACAAAAGGTGCAGCAAAAACACGCTGCACTTATCTTGTTTCTGCTTTTTCTTTTTTCATTT
+TTTCAATATATTCTCTTATAGTCATGGCATTTGGATCTGTGTTTATTTCGTGCACATATATACATTCTAT
+GTCTTTCATGTTATCGCTTGTTGCATAGTCTATACCAAAAACTTTGTTATCTTTAACAATTTCAGCGCTT
+ATAAATGTGTAAACTTTGGGATATTCAGTAAATAATTCATTCATTTTGTTTATTAAGTCTTGTTCAGTTA
+AAATGCTATTTTTTAAAAAGTTTTTTACGTCATTGCTAAGTATTAATTTCATAAAAAACACTCTCCCTCT
+ATTATCTTTTATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCTCATCACAACAAGAGCATCTCATG
+GCTTATATTACCATTTCTTACTTATCTAACCATTAAATGGGTAAGCTTAATAAACCTCATATCCTATTTC
+CATATTATGGCGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCCCATGTCTCACTGGATCTTAGTCC
+TTAATTCCTTCGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTCCATTGCAGGGTCTTTGCCCGTAT
+GGTGATTATTTTTATGACAATTCCCGCTCTTGTTGTCAATATCCCATCTCTTGATTGGTTGTTTTTGTCT
+TATTCCTTCTTTTACCTTTTATGTCACATCGTTCACACTTTCGCTTTTCATAAAAATCAATTTCTTCTTA
+AGGGTCAGCTCTTTAGATGTGACTAAGTTAAAGCTGAAGAGAAGATGATTAACCCTTAATTGATTTGATA
+GTATGTTGGCACTTTTTATGCAGCTTCCTGTAAGCCTGGCCTCTTTATGTCCTTCATCATCTTGATTGGG
+TCATATTTTACTCCTTTCTTTAATATGACATAAAATATCCTTATCAGTTTGTTGCACAATACTATTAGTG
+ATTGCTTCTTTTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTGTGTAGTTCACGAAATTCTTCGTT
+TTTTGCGACCAAGGCCATTACTGCATTAAATAGCACACTCCTCAATCGCTTCCTCCCTCTTTTACTTATT
+GTCGTTTCTCCTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAATCCCCCTAGTTTTTGTATCTGTT
+TTGGATGTTCATATTTTTCAATATCTCCTACTTCTGCAATAAAACCTGCTACTGTGTTTACTCCTATCCC
+TTTGATTTCTAGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATTCTTCCATCTTCTTCTCTATTTCT
+TCAATTTGTTTTTTTAAAAATTCGTATTGTTCAATGAGAGTCTTTATCTCGTATTCCGCCATCTTTATGC
+CCTGCTTCTTCCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATAGCCCTTTTTTCTCCTACCCCTCT
+TTGTACTTCTTTCTTCCATATCGATATTATTTCTTCAGCACTCTTTTTTGCTATCTTCTCAGGCGTTGGA
+AATTCTCTTAATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAATACGGTGTTAAACTCTGGAAAGT
+ATATGTCCAACCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGTTTGTTCAACCTGTCTTTTATGCC
+CATCGCTACCCTTAATTCTGCATATACTCCTTCAGGTATTATCGGCTCTACATATCTCCCGTCTTTTACT
+AGCATTGCTATTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGAATTGTCATCTAATTCTTTGCTCA
+TCTTTACATGAAATGGATTAACCAATACTACCTTTATGTTATTGTCTTTAAGGTATTGGGCAAAACACAG
+CCAATATTGCCCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCTTATGTCTCTCCATCAAGTCTTTT
+GCCCAGTTAAGAAATTTTGTCATACCTTCTCTATTGTTTTCAAATCTCAGGTATTTCCCATATTCTACTC
+CTCTGTAGTCAAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCTACTCCCGCAATTAATGTGTCTCC
+CGTTACTTGCAAAATCTTTTCATTTTGTTTATACTTCATTTTAGGTACCTCCTGTTTATTTTGATAATTC
+GAGGTAAGTTCTTAAACTTACACTCTGTATTTTATCAGGAGGTACTTATTTTTTCAAAGTCCATTCTCCC
+TTATTTTTTATTCATTACAGGAATGCTCCTTTACTTGAATTTCGTCAAAGAGAGTGTTTTAATAAAAATA
+TAAAAAGGGCATACACTCTCTTTGACCCAGTGTAGCCCTTTTCTTACATTTTCATTTTTATTATAATTGT
+TTTTGTTTATTTTGTCAAGATAATTTTATGATTATGTCAGTTTTTCTAGGATGGAAATTTTCTCCTTTGT
+TAACAACAGTTTTTATAAGAATTTCATTTGGACTTGTAAATATACCTGCTACAGTAATATCAGCAAAAGT
+ATTTATAATAACGAAATCTTGATTAACTTTTATTTCTCCAAGTTCTTCCTGGGCACTTTTTATTGTATCA
+ATTACTAATCCCTTGATAATGTTTCTATCCTTAATTCGATCTAATGAATGTGGAGAAAAAATAATCCAGA
+TTTCATTTCCCCATAACTCTATTAATTTTATGTTTTTGTCCAACTTAATTCCCCTCCTTCAAAATTTAAA
+AAGAGAGAGGCCAAAAGCCTCTCTCACACAACTTCCTTTTGTTTTTGCTTTCTCTGCGCTAGAAGGTAGT
+CATCAATACCTTTATACCTGCTGTCCCATGTTTTTGTTTTAACTACAAAGCCTGCTTCAGTAAGCTTCTT
+TTCCAGCTTTTCTTTTGCCTTTTGCACTGCTTTGTTTGTTAAACTGTCCATGTCAAATGCAATGTAGATT
+TTTTCTGCTCCCAACTGCTTTAGCACAACCTCTATACCTTTTATCGCTGTAACTCCGGGTACGGACACAA
+ACGTAAAACGTGACAGATAATGCGCCACATCAGCTTTTAAAGGGCCTTCAGTAACAATAACAACTTTAGA
+AGGCTCTCCATGTACGCCCTGCCACGCATGAGCAGGTGTGCCGTTTAATTTATTTCTGGACGAGAACCAG
+ACATATTTTCCGAACTCTTCTTCGTCCAGTCTTATTTGAAAGCCCTGTATTCGTCCCTGTACGTCTTTTA
+CAGGGATTAAAAATCCTTTATAATCTACAAAGTCCCAGTACCTTTCCCCATCCTTTTCTCTCTGGTAAAA
+GCCCGGAATGCCTTTTAGGTTATACCCTTCTTTGATAAGTTCCTTACATATTTCCCACCGTTGCTGCGGT
+TCTTCCGGTAGGGACTTATAAAGGTTTTTGACTGTTTCTTCCCAGGATAGGCCCCTTTTAAGAAGTTTTT
+TTCGGTGTTCTGGTTCCAAGACAAGTTTATCTAAAAAGGCCCTGTATACTTTATCTCTGGTTTCTATAGG
+TGCGACTGAGTTATATTTTATCCTTTTGTCAGCTCTTTCCTTGGCAGCAGGATTTGTAGGGTAATTTTCT
+TCTTTTATTCTTTTGTATGCCTCTTTTCTACTTATATTTTCAAGTTTCGCATACAGGTCTACTGCATCCC
+CGCCTTCCCCGCAGCGTACACAGTAGTAGACATTTTTTGATACATTTAAATAAAGGTGTCCGTGTTCAGG
+GTCCTTTTTTGAATCTCCGCAGAACGGACACCTCGCAATGTATTCTTCATTTGATGCTCTTCTTAGAATT
+CTTATCCCCAACCTTTTTGCAACGTCCAAAATGTCCAAATCTCTGTGCATTTTAAGTCCTCCTCCTTTTA
+AATGTTGTAATAGACAGCATTTTCAAAGGTTTCAAATAAGTCTAGATTGTAAGGCCATCTTGGAATTAGT
+ACCAGTTTGTTTGTGGTAAGTATTTGTTTTATCTGTACCGGATCGTCTTCCACATAAACGTCTGCATCCA
+GCTGGTGTTTTTCTTTTGTGAAGTAAACTTCAATTCCGGGGAAATATTTTTCTGCCCACCTTTCAGTTAA
+AGACTTTAATTCCCTGCTGCGACTTGTTACAAAAACAACTTCTGCGTTAAGATTTAAAAAGGTTGTTAGA
+AGTTTTAATGAACTGGAAATTGGCTCTGCACCAAGTAAAATGCTGGTTCCTTCTACTGTCGTCCAGAAGT
+CGTCTGTTAGCTCCGGATTGGGGTATAAAACTGTACTATACCCAATTTCCTCCAATCTTTTATTAACGTT
+GATAAGTGTGTTATCAATATCAAATGCGACTATTTTGCCTTCCACGTTGTATAAAAGGTTCAAAAATTTG
+GGAAGATCTTTAGCCTTCCCTGAAAAGTACACCACCTGCTTCATCCTTAATTCCTCCTTTTGATAAATTT
+AAAAAGGAGCTATACGGAGACGTATCTCCGCAGCTCCTTTTTCGTTCGCATTATTATGTCCGGCCCGCCT
+TCAATCCACGTATCAGTGTTTTTATAAACTGTTATAATTCCTATGCTGTTTGGGTTGTCGAATACGGCCA
+TGTAGGCTGTTTTTAGTACGTGGTCAAGTACTACAAACCTTGTTTTAGGATGATTTCGCAGTTTCTCTAT
+TTTTGCTTCAGATGCTTTTATGGATTGTATGATGTTTTCTGGAGTAAGTGATGTCCTACCTTTTAACCGT
+TTTAGTGCATGTGGAGAAAAAATAATTCTTATATAACTGCCCCACAAGAAAACTGTGTACTCCCTCCTTT
+TGCTCATTTTTCTAGTCCTCCCTTTACGAGATAGGGAGCAACCTTTTTTAGGCTGCTCCTTTACTTTATA
+TTTCTTCACTAATAACTTTGTAACTGTAGTAGATGCAATGAGTGCATCCTTTTGGATGCACGTTGCCCTC
+TTCCTTACACTTTTTAATAACATGGTCTTTAATGAAGTCTTCGTATTTCTTACACCAATTTCCTGCTTTT
+ATAGTAAAACCTTTGGGTTTATATTCTTTAAATTCCATTTCGTTTTTCCTCCTTCTTTTTTGTCTTTTTT
+TGAATTTACCAGGGAAAGGTTATAAACTCGTAGTCTAGCATTTTAAATTCTTTAGCTATTTCTTCTGCAA
+GTATTTCATCCAGAGTTGCATAAGCATCTTTATTCCAGATTTCTTTTGATTTTTCTAAAATTCTTTCTAT
+GGTTTGTTCTACAACTTTTTTACTGAGAGGAGTCTCAATTATTAGGTCCATTTGAATGTCCTTATCGTTA
+GGGTCAGTGAAATTAATTAGATACAGCATCCCCATTCTCTCCTTTCATTTTTATTTTTAAATTTGCCAGC
+CGTCTTTGGAGAAGTATTGTGCCCTTTTCTATGTCTTTGTCTCCCCCCGGCCCCTTGTTCAGCCATAAAA
+ACCCTACATCTATGGCTGTGAGCCCGAACCTTTTAGCATTTTCCATTTCGTTTTTTATTAGTGCTTCAAG
+GTCTTCTTCGTTGAGTCTTATTTTTGTGGGGTCTATGTTGTTTTCTCTGTTCCAGCCGAGGAGTTCATAA
+AATTTAGTAAGTTTCTGATAGGGGTCAAGGGCGTTATCAAGTTTTCTTAAAACACTCTCTAGTCTTACCT
+TTTCCACAAAAGGTCCCTCCTTCTAAATTTTGTTTTTGTTTTTACCTGCATTTGCTCCACCCACAGAACG
+GACAGTAAAGGCATCCTTCTGCAGGAATTAATTTCGCTCCGCAGTCAGGACAGTAGAGTTCCTGAACTGC
+CTGTGCAAGCTTAATGCTTTTCTTTTCCTCTTTTTCTTTCATAAAAATCCCCCTTTTCTTTTTATTTGAG
+GTTATATTTTTGTGAAAAATATTGTACAACTTCCGGTATTGCCCTTTTGTAGTAAGGCTGATTCTGTCTG
+CACCACTCTTTTAATTCTTTCTTGGTGGTTATGGGTGGATGCCAGCTTGTACCTGATTGAATTGCGTCCA
+GCTGAGGCTCCAGTTCCCTGACGAAATCTCCCACCGTCCACCCTTCCCAGATTTCTTTCTGGAAATTAAT
+TTTGCTCATTTCCATTTCCCCTTCCCTTTAAAATTTTTATTAAAAAGCATATATCTGTTTTTATGACAGA
+CATATGCTTTTCAGCTTTTTTGTTTTCGTGTACCTGTGGTTGAGTCGAAGGTACACTTTTAAGTCCTTTT
+TGTACCGCTTTTTACGGCAGAGGGTACAGTGCCGTGAGCTTTTCCTGACAACCTCTCCTTTATTTTTCTC
+CTGCCCCGCATAGTGGGAGAGGTACGGTGTCTGCAGGAGCTCTTTTACGTCAGGATAAAGCTCTATGTAC
+AAAAAGAGAAGGCGCAACTAGCCTTCTCCACGTAATCTTTTTAACTTTTGTCTTTGTAAAATTTATATTT
+GTCTTGGGGAAAATTTAATAGCATAATAACTCCTCTTTTTTTAAAGTGATGTAGTCTACTGCCTGCTGTG
+CTTTCGCAGCTGCTTTAAAGATCATCATTTTATTGTTCTGCAGCTGCTTTAACCATGACTGAATGTATGC
+TGCATTGTTTTCCACTGTTTTTTCCATAATCCCTGCATATTGAGAGAGCATTGCTGCGCCTATTTCTGCA
+ACCAGTTCCTCTAAGGAGTAAGAATTTGCATCAAAAGCACTTTTTTCATTTTCTTTGAACCTGTTTAAGC
+GCTTTGGATGGCCGGTGGAGTGAATAAGTTCATGGAACAACGTAGAATAGTATTCGTGTATGCTGTAAAA
+AAAACCTTTATCTGGTATGTTGATTAGATCTTTTGCTGCGTTGTAGTATGCTTCATTTGGGTTATCATGG
+GTTATTTTGGGGGCATTTTTGTATCCTGCTATAATTTTTTCAGCTTCCTGCAGTGGATTATGTTCTACCT
+TTTTTAGTTTGGAAGGAATTCCTTCTGTATCGTTTATGTGAAATACGTGATAATACCTTAAAACGAGCAA
+TTCTTTTTCTTTCTCTACAACTTCGCCTGTTTCTGAATCTACTTCTTCGACTATTTTGGTGTAAGGCTTA
+AAAAATACTACTATTTCGGATTTTGCTCCTTTCTTTATTTTGCCCCCAAGCTGCTGTATCTGCTTGAAGG
+TGAGATATTCTCCACCTTTTAACAGCAGTACGTTTATTCCTGTGTAAGGTTTCCTGGTGATATAATTTAT
+GGGAGGATTTTCTGTCCAACCCTTTTTCCATGGTATTTCTCCTCTTTCTAACTGTTGAAGAATTTTTTCA
+AGTACGATTTCGTGGACTTTGCTCATGCTCCTGTTCCTCCTTTACTTTTATAGGTTTTTAAGTTTTCAGC
+AACAAAGTCCCAGAAGTCTTCTAAAAAATCCTCCTTAGGTTTACTGCTTTCATCTTGGTCTGTAAGTACT
+GTAAGTGTTTTTCTAAAATCATACATTATCTGGAATGTTTCTCTAAAAGGACCCCATTTTAGAAGCACTA
+AGAAAATTTTTTCTGCTTTACTGTTCTCGTAAAGTCTCATAAGATCCCTCCTTAAATTTTTAAAATTAAA
+AAAACAGGAGCTTTTAATTGTCCCTGTTCGTATTTTTTTAGCGCCGTTTTTATCGACAGAGGACGCCATG
+TCGTGAGCCTGCCTAACAACCCTCTCTTAACGCATAACGGAGAGGGAACAGTTTATTGTGCTTTTATGTT
+AGGCTGGGCTCTATGTACAAAAGGAAAAGGTAAAATGTTTTTTTATCTTTTATCGTTTTTAATTTAAAAA
+ATAAAAAGGCGGGAGTTTTTAACTTCCCGCCTTAAGCCCTGTTTCTATTTATATACATCTCCACGATATC
+CGATAGTAACAATAAAAATGATCTTTTCTCCTTTTTGAATTTGATAGATAATCCTTATATTTCCAACCCT
+ATATCTATACAGAGGTGGAAACTTATCTTTAAGTTTTTTGATATTTTTACCAACATAAGGAGATTGGGCA
+ATTTTTTCAATTGCCTCTTTAATTTTCTCTTTTGTATTGCTGTTACACTTTTCTGTAAACTTAACAGCTT
+CTTTTGCAAGTTTAACCTTATACATTTTTGAACACGTCCTCAAAGTCGTATACATCGCCATTTTCTATGT
+CTTTAAGACCTCTTTTTATCGATTCTATTAATTCTACATCATTAAGGATTTCATTTTCTTCTTTTTCTTC
+TTTAAACCTTAAATATTCTATAAAATCAATAACCTCTGCAAGTTCTTCTTCTTGAAGGTTCTCAATAATT
+TCTTTTACTTTATTTTTGAGTAAGTTATCCATGATTCTCACCACCATTTTTTGTTCTCCTCCTTTTATTA
+TAACTCTTTTTTTTTGCAAAACAACATCTATATTTTAAAAATAAACCAGCAGGAGATTAACTCCTGCCAG
+TTTTTATTTCTAGTTTTTTTGTTCCTTTTTTTACTATGGACTCAAGTATTTGTGTGTTTGGTGCAGTATA
+TTCTGTAATGCTTTCTGCATTGTCTATAAAAATTGGGAATTTTATTTTTGTTAGACCCATTATCAGGTTT
+GCAATTTCAAGGCCTGCCTTAATTCGTTCAGAGTAGGAAAGTATGTTAAATTCTTTTCCATCGTAGAGAA
+TTTTGAAGTCGTCTTTAATTTCTCCTGTGCTCTGAACAATTTTCCAGAGCTGAAGTGATACTTTGTTCAG
+GTATTTATTTATCTCTGTTGCTTCTAGTTCTAATTTTTTGGCATTGAATGCTTTTGCATATTCTATCAAA
+GTTTTTACTTCGTTTATTTGCTGTTCGGCCAGTTTTATATCTTCTTCTACTTCTTTCAGCTTCTTTTTTG
+CTTCTTCTTTCTGTCTGAGCAATGCTTTGACACTTTCGTTGTGGCTTATTACTTCTCTTTCTTCAAATCT
+GAGCCTTTCTATTTGCTGCATTATTTGCTGTATTTGTTCTTTGTTTGCATTTGTATTTAGTGCATTTTCT
+AGTCTCTTGATTTTTATCTCAAGGGCTTTTCTGTATTTGTTTACTTTTTCTTTAAACTCTTTTTCTGCCT
+TTTCGTTTTCTTCGATAACAGCCTTCAACTCTGCAGCAGTTTTTGTGCCTTTTTCTTTTATCTCCTGCAG
+CTTTGCCAGTAAAAGCTGCTTTTCTTTTGCAGTAACATCTATTTTATTGCCACATTTATTACAGGTGATG
+TACTGTGGTTTAAGGTTTTTGATTTGCTCTTGAATTTGTTTGTATTCCTGCAGCAGTTCTTCTCTGGTTT
+TCTGCAGGATGCTTGTGTCTTTTAACTGAGGTTTCTCTATCGGTGGGTTTTTGTATTGTTCTTTCAGTAT
+TGCAAGCTCCTTTTCTATTTCTATGTTTTGATTTTTCTGGAACTCCATTAGTTTCTTTTCCAGCTCTTTT
+AACTGTGTTTCATCAAAGCTTTTCATTTCGGGAATCTTTGCATTTATTATCTGTCTCAATATCTCTATAT
+TCCCTTCAGATTTTAAAAGCCCGTCTTCCCAGTCTTTTAGAATTTCCCGCTGCTTTTCAATGAAGGTGTT
+TGCATTATTAAATCCGTTTTTCTTTAAAGTTTCTGCTACTTCTGGAGAAAGTTTTTCGAAAACTTCTTCG
+TTGGAAACCTCCGGCAAAACTTTGTAGAGAATGGCCTTGGCATCTCTTGGAGCAAGAGTTGTAAAGTATA
+GAGGGTTGAATACAGTGAAGAATATGTCCTTGTCCTGTACGAACTGAGTATACAGATCAATTTGTGTAGA
+CTTAACACCGTTTATGGTTATTTCTATTTCGTTCTTCTTTTTTGAACGGGTTATTTCGTATTCTTTTCCA
+TCTTTTTCTATAACTAAGGTTACGGACATTTCATTTTTCCCTATAGTTACTAATTTGTTTGTTACATTTT
+CTGTACCAAACAGGTTTGCCCCTGTCAGGCACCATGCTATTGCTTCTCCTATTGAAGTTTTCCCAGTTCC
+GTTGTCTCCATAGATTACGGTGTTTTTATCATTGAAATTAATAATTGTATTTTTATGACTCTTGAAGTTT
+TTTAAGGTTATCGATTTTATTATCATCTTGTTTTCCCCCTTCTTTTTTCGATTTTTATATCTTCTAAATT
+TGCTTTTGACATGAATAAGTCAAAAAGTATTAGATCTCTGTCAAAGTAGATAGCCCTTATGCTGTCTTTA
+CAAAAACGATCAATATTTTCTTCATTTTCAGGATTATAACCAAAATCTTTAATGTCCCTTTTGTCAAAAT
+TTACTTCTAAAGTTAACGTGATTTTCCTTTTAATCATTTTGTCCTTCCTCCTCCTTTATTTTTTGGAAGT
+TAAAAGCACGCCCCTGATACCTCAAAGGCGTGCTTTCTCCTTAAAAATGGTAATCCAGGACAGAACCAAT
+GTAGTATTTTATTCCTTCCTTTAAAACATAGCGGACAAATGTGTCTAACGTCATCCATTCTCCTTTAATG
+TGAATATATGTTCCATATTTCTTATTGATCAGGTTTTGTATTTCCCATACCTTGTAAGTGTCTTTTACAA
+AGTCTTCAAAACTAAGATTTTCTACAGCTTCTTTTAATTTAAAAAATTTTGCTGCAAAATACTTATCCTT
+AAAGCCTTCAAGGAAAGTAATAGACTGTTCTTTTTCGTTGTATACTATCCCAAATTCCTTTAATTCTTCG
+ACAAAATATTGAATTTCTTCGGCTCTGTCTACGTCATCGCTCACGTAATCTGCTATAACCCCTACAAAAT
+CGTCATAAAAATCTTCTTCGCAGATAAAGTCTTCTTCAAATCTCAAAGGTTTCTCTTCTAACTGGATAAT
+TGTCCCATGCATAAATTTATCCCTCCTTTACTTTTTGGCTTTCTTTATAGGCTAAATAAATGTCTTTCAG
+GACTGCTTCATAATTTTTTAGTGCCATGAAGAGCGCACCTCTGCTGCGTATCTTAATGGCTTCATCTATG
+TCTATCATGCAGTCCTGATATTTTTTATCAAGCTCTGGAGCGTTTTCTACGGCCCAGAGCAGGCCTACTT
+TCTCTCCTTTAAAAATTCGGGTTAATTTGTCTCTAAAGTTTTGTAGGTACTGCATTACAGCCTCGTCATC
+CCAGTCTGGAACCAATGAGTAAAATTTCTCCTTCTCAAGATTCCAGATCTGTTCATGATACTTCCGTTGT
+TCTTCTATGGGAAGTGAATAGGCACGTCTGAGCTTGCTTTCTATTTCTTTTAGACTCATAAGACTTCCTC
+CTTCATTTTTTTAATTAAAAGAGGGGAACTGCTCCCCTCTTTTTTACATTACCATTTCGTAGTCTATAAC
+TTCTTCCAGCTGTTTATTTCCTACTTTTGTTTCTTTAAGTGTGTAGTTCTTTATTATTGCGTTTTTCATC
+TCTTTGAACTCCTCTGGAACAACCATTGTATGCTGGTTACCTTTTGTATCACTCAAAGATGCAACGTATA
+TAGTCTTGCCTGTCTTGTCGAAAAAGCCTTTGACAGCAGTAACTTCCAGAGGTCCATACTTGCTGTTGTC
+GTTTTGCACTTCCTCAGGGAATAGGTCTTCCGGTACGTCGTCTATTTCCTCTTCTGGAGGGAATGTAAAA
+TCCTCGTTTTCTACTTCGTCCATTGCTTCATTTATTATGTCTTCTATGTCTTTTTCTTCATCGGCTGCTG
+GCGGGTTTACCGCTGCGTTTGGCTGGTAGAGATGTAATATATATACTGTTTTGTTATATTTGCCGTCTGC
+CAGCACTTTCATAGGGACAAGTGCCAGCTTAAGTGGTATTCCGGCTATTTTGCCTCCGTTTGCAGATTTT
+ATTATGTCTATAGCTGTGTTTATCTTTTTAATGCTGTTTATGGAGCTAGTATCAATCTGGAAAACTCCCT
+CTGGTATTCCCTGTACGTAGAATAGTAAATTCCCTACTTCCCTGCACTGCCCTTTCTGGTAGTACGGGCA
+GTTTCTGTATTTGCACTCAATCTGCCTTATTTCCCCTGTTTGTGTGTTGGTTTCGAGAGCTGTTTCTCCG
+TCGCCTTTGCATAAAAGCCTGTTGTTTCCATATCTTTTAAGCCACTGCGGGAAAAATACTTCCGGGTCGT
+TTACAGGGAATATGATGTCAATCTCTTTCGGTTTTTCTCCATAAAGCGCTTTGAATTTTGCTACAATCTC
+CGGAGCCGTATTCCCATCCTCATAGACCACAAAATAGTCTGTTGCTGTAGGATAGAGATTCCCTCCTTTC
+CCTTTCTGCTTTATGCCCAGATGAATTTTCCCTATCCGGGCCAGGCTTCTTTTTTCTGTTAATCCTTTAA
+TTGGCATACATATTCCTCCTTTTTTTGATTTTTATATTAAAAAAACGTACAGAGAAAGGCTCTGTACGTT
+TCAGACATTTTTTAATACCGCTTTTTACGGCAGAGGGTATTGTGCCGTGAGTCTCTCCCAGCAACCCCTT
+CTTTACTCTCTCCTGCACCGCAGACGGAAGGGGTACGGATTCTGCAGGAGAGGTGTTTTACGCTGAGATG
+AAACCCTATGTACAAAAAACAGAAGGGAAAAGCTCCTGCTCAGGATTCTTCTGTCTGCCTGTATTTTTGT
+TCCGTTTGTTCTGCTTTGTAAAAATAAAAAAGGTATATTCAAAGGCTTTTTAAAAGCTTTGAATATACCT
+TAATTCCACATTTTAATTGTTTTTCAATTTTTATTTTTAATAATTTCCAAAAATTCTTTTACTGTTACAA
+TACGTATTCCACCGTATTCTTTGATTTCTAACAAATCTTTGTCACCAGATACTATAAAATTACAATTTCC
+ATCTATTGCACAATTAATGAATTTATTATCATCCTTGTCTCTTGATACTGTTACATTACTTGAAACATGA
+ACAAATTCTGCAAGTTCTTCGATAAAATAAAGCAGTTTTTGTTTAATTTCTTTGCGGAAATTGAACTTTT
+TATACTCTATAACTCTTTTATATTCAGAATATATATCTTCGGATATAACCCATGTAAATTTATACATTGC
+ACAGTACTCAAGAAGTTCTTTCATGATAGGACTGCCAAACAAAATTGATACAAATACATTTGTATCAATT
+ACAGCCCTAATCATTAGTTTCCCTTATTTCTTTTACAAGTTCAGAAATATTATCTTCTGAGTAGCCGTGT
+GATTCTAATACCCGCTTAGTTTCTTTTGTTATTTCAAACATATCTTTTACAATCTTTAGCCTTTTTTGTA
+TCAAATATTCTACAAAATCCAGGACTTCTTTTTGTTCATCTTTTGGCATCATTTTTACTTTTTCATATAT
+AATATCATCCAGCCTGTCATTAAGCGCTTTTGACATTTCTATCACCACCAATTTTTATTATTCCTTCTTT
+TCTTTTAATTATAACATTGTTACGGAAATATAAAAAGATGTATACATACTTTCAAAAATATTGACAAATC
+TTTTATTCACATTTTTTGTGCTTTTTAATATCATTTTTTATAGCCAAAAATCGCTGCAGGTGTTTTGTAA
+TTTTTGGCGCTGCTTTTTACGGCCTTGAGCGCCATGCCGGGCAGATCTTTCAGCAACTTCTCCTTTACCC
+GCAAAAGGGGAGAAGAACGGCTCTTATTAGAAATATTTTATGCTGAGGTACTGCCTGTTCGGTATATAGT
+ATATCTTCTTTTTTAAAAAAGTAAACTCTTTTTTAAACAAGTTCAAAAATATTGTTCTGTAAACAGCTCT
+TTTGATATTCCTTTAAACGTTTACCACAAACAGCCGAATAACAGGGGCAGGATAAACCCTTCCTGCCCTG
+TCTACTGCGCTTTTCTGACAAGCCTTTTTAAAACGCCTGTTATTCTTTGCTTTTTGTGGTCTATTCTTGT
+TATGCGCACTGTAACTTTGTCGCCTTTTTCTATTTTTGTTTTCCAGTAAGGATTGGGACATAATACATCT
+ATTCCGGGTTCAAGGTTGACGAAGTATCCATAGGGCTGTGAGCCTGTTACAGTGCCTAAATATTCTCCTC
+CTTTTTTGTATTTTGTATCTACCTGCTCAAATGGATTTGGCTTTGTCTGCTTTATTGAGATTTCTACTAC
+GCTGTTTTCTATGTCCAGTTTTGTTATTTTGGCCGGTACTCTGTCTCCAACCTGCAGAAGGTCGTTTATT
+CTGTCTATATAGCCGTATCCTATCTCTTCTTTTGGTACCTTGGTTTCTATTCCATATACTTCTGCAATGG
+CATGGTTTTTGCCTATTGCAACGATGCGGGCAAGTATTACGTCTCCTTCTTCATGCTTTGGAAGTTCGTA
+TTTTTTCCTTAAGTTCATTGCGAATTTTCTTGAGGCAATTGCTATTTCTTTTTCTGTGTCTATTCCACGT
+ACTACAAAGTCTATTTCAGCGCCTATCATTGAGCGTACAATTGTTTTGTTTATGTTTTCGATTCCCATTT
+CTTCAAAAGGTATTATTACTTTTACTCCGTCGTAGAATATGACTGCAAAGTTTTTATCTTCCTGGCTTTC
+TATTGCGCTTAAGGTACCTGTTAGAATTTTGTTTGACTGCCTTGAGGCATAAATGTCCTGCCATGCTTCT
+GTCATTTTTACCTTCTCCTTTCATTTTAGTTTTTTTTTATTTTAAAAAGAGCCCAGTGCATTTTCCAGGC
+TCTTTTTAAGGCTTAATATGGAATTTTTAAGCTGTTCCCTTACTTCACTGCTGCAGGATGCTATTTCTCT
+GAAAGTGGATATTCTGTCATTCAGCCTGTTGATTTCGTCTATAATTTTTTTTGCTTTTTCATCAGATGTG
+GCTTGCAGTTTCAGCTCTTCGTATTCTCTTTTTGTTCTTTCAAGCTCCTGCTGCAATAGGTTTAGCTTTT
+CTTCAGCTTCTACCTGCTCTTTTTTCAGCTTCTCTAACTCCTTTTTTATGTTATCAGGGATTACTTCTAC
+CGTCTTTATCACTCCGTTTTCCAGTCTTTTTATTTTTTCGTCATTGAACTTTATTGCTGTTTCGTACTGC
+TTTATTAAGCTTTCTTTCTTTGAAATTTCTTCTTCTTTCAGCTTCAGCGTATACTCTCTGGATTGAAGTT
+CTCTGCGCAGGCTGTTTATTTCGTCTACAAGCTCTTTTATGCTTTCTTCTGATTCTTCTTTGATTTTTCT
+TATCTGCTGTGCTGTCATTTTGTTTATGTCTTCACCTAAAGCGTAATAGAGCTTTCTTTGCACCTCTTCG
+TCAAGTGCTGCAAGCTGCACACCTTCTGTTGTTGAAAGCTTTCCTTCATCTATCAGCTGCTGTATTTCGG
+GGATTAAATTATTTAGCCTGGTAATACGTCTTAACTGCCTTTCAGAAATACCTATTAATTCGGCTAGGTA
+TGATTGAGAAAATTCTACAGTCGAATCGGACATTTTGTCCGTTTGATATGAAGAATTTACCAATTCACTT
+TTCCTATCCCCACCTCTTCTGATACCGTATATTCTCATAAGTTCTACGAGACACCTTGCAAGTTTTAAAT
+CATTCAGATTGCCCTTACCCCTCTGCCTCAAGTTTGTTTCTATCAAGTCTTTCAATATCCAGTCTTCTTT
+TGTTATCCCGTCTCTGTCTTTGTACGTTCTTACTTCACACGGCACTTCTTCGATTCCCAGCTCTTTTGCA
+GCTCTTAGCCTTTGTGAGCCTGATATTACTGTATAGGTCTCGTCTTCATTTCTGGTTACAATTAGAGGGG
+TTATTATTCCGCTTGTCTTTATGCTTTCTAAAAAATCCTGCCATGCCTGTCCCTGTATGTCGTCAAAGAA
+TTCTTTGTTCCTTGGGTGCTCTCTTAAAAGATTGGTACTTATCATTTTCAATGTTAAAAAACCTCCTTTT
+ACCAGAATTGTTTTTTATTCTTTTCGCCTTTTGTTTTTTCTTTTTCAGCACTGGGCTCTTTGATATTGTC
+TGTCTCATTTATTTTTAACTGCCCGTTCTCTGATGTACTGAATGTGCTTGATATGAAGAATACTTCTTCC
+GCAGCAATATTTTCAGAAGGCTCTTCTCTGTCTTTTATACTGCCAGCAGGTTTCCTGTTATTTTCAACTG
+TTTCTGCAGGCTCACTTATAGGTTTGCTTGCAGATTCATTTTTGTGTTCTTTTTTAAGCTCATTTTTAAG
+TTCATCTACAGGTTTGGGTTCAGGTTCTCTTGTTTCTTCTTTTGCCCATTCAGGTATATATTCAGTAATT
+GGTACAGGCCTGATTTCTTTTGACAGCGGATGCTTTATATAATCCATCTTTTCTACCATTAGAGGTTTCT
+GGCCTCTCAATATCACTATTGCGTTTCTGTGGTCGAGCCTCAGTATTTCGTCCGGAGTAAGAAGAGGCCT
+TTTCTGCGTGTTCAGTGATATGTCCCCAAAATCAAAAAGGCCTTCTAAGCCTGCGTGTTTTCTGAACGTT
+CTTGCTTCGACTGTAGCCTGTCCAAGTAAATCTGATACAAACTGAGCTGTTGCAACGTCCGTGCAGCCTA
+AAAACAGCCTCGTGTCGCAGTTGCCTATGATTTCCTGCCAGGCATCATTCGGATACCTGTTTTTGAGCTG
+CGATATGTTTTGAAATACTACGCTTGAGTGTATCCCTCTTGAGCGCATTGTGCTTATCTTTTTGGTGAAG
+TCAGGTACAGCGCCTATGTTGGGGAATTCGTCCAGCAGGAAGTATACGTTTGGGTTCAGTGTTCCTCCGT
+TCATATCTGCGTATCTTGTGAGCTTTATGAAGAGGAATGAGAAAAACAGGCCTGCCAAAAAGTCAAATGT
+TGAGTCTGTGTCGCTTGATATGCAGAAGTATGCGCATTTTTCTCTGCCTGGAAGTTCTAAATCTATGTCG
+CTTGTTTCTGTGATTTTCTGTACCATCTTGTTCTGGAATACCTGGAGTCTTGTACCCAGACCTATTATAA
+TACCTGTTCTGACTGTTTCGTTTGCCTGCGCATAAATGTTGTAAGGCATTTTTGCCGGGTGGCTGTTAGG
+TAAAGTTTTAAAGACGGAGTCCACTGCCCTTGGCTCTGCACTTGCCAGAAGTGAGTATACGCTTGCAAGG
+TTTCTTTCATGCTCCGGATATTCCATTGCTACGTATAAGGCAAGTGCTTTTAACAGGTTCTGCTCTGCCC
+TGTCCCAGAAGGGATCGCCCGATTTTGTTGTCGCTACTTTTGTGTTGCTTATGATTACTTCTACAAAGAG
+CTGTGCGTCTATGTCGTCCTGTATGGTTTCAATTGGGTTCCATCTGTCAGAGTGCTTCATGTTTACAAGG
+TTGAAGACTTTTATAGTATATCCTCTGTTTTTTAGAAACTCTGCCATGTCTCTGAATATTTCTCCTTTGG
+GATCCGTTATTACCATGCTCTGTCCTTCCTTTGCCAGCTGCAGTATGTTTGTTCTTATATATGCTCTTGA
+TTTCATTGAGCCAGGGGATCCGAATATTGCCACATTTCTGTTTAAAAAGCTGTCAGGTGGAAGTGTAACT
+ACTTTACTGCCTATCCTGCCCAGTATTAATCCTTTGTTTGTGCCTATGCCCAGTATTTTTTTCGCTTCTT
+GCACTGTCATCCAGTTTGCTGTTCCGTGTGTTCCGTCATCTCTCAGGTATTTTACACCCTGTGTTCTGTA
+GTCTGTTGCTCTGGCAAGTATTACTAATACTGCTATTGCTGGTATGGAGATTAACAGGAAGATAAGATAG
+GCCTTTAATGTTGCCGGGTTTGTGAGCTCTTTTAAGCTCAGCAGTGGGTTTGTGTACATCTGTTTTATGG
+GAGTGAAGTCTATTTTTGAGCTGGTTTGTGGGTTTAGCTGTGATAAAAGCTGGAACGTTTTGATTAGAGG
+TACAAAAAGCCATGCTGTAAGAAAAGCGTATAAAAGGAACACTGCTGTGCCCAGTAAAATCTTGGCTGTG
+GTACTTTGTGGGCCTTCATTGGAAAAAGAAAAGTCTTTAAAGTTCATTTTATCAGCTCCCTTCTGAGCCT
+TTTTAGCACGTCTACTATTTCTACCGCCACGTCCATCAATTCTGCTCCTTTGCAGCAGCCGTCCCAGAAC
+CAGTATTCAAAAACACTTTTTATTGCTTTATACGCCAGCTCTGTTTTATCTTCATCCAGATACCAGCACC
+GGTTTATTATTTCTACTACTTCGCTGTCATATTCGTCGTCTTCTTCTATATCAGCATTTGCGCTTAATAT
+GCCTAAAGGATCATATTTATTTACTATTTTTCTTACGGCCTTAAACGCTTCACTTTCTTTATTTAAAAAG
+TTCAGTTTTGTCATTCCTATCACTCCTTTTTTATAATACTGTACGACTTTTCTGAAAATTTACTTAACAT
+TATAATATCTCTTCTGCTTTTATTGTCCTTATACTGCACTCCGGGAACATTTCTTTGAACATTTCTTCCT
+GTCCCTCCAGGCATAATATTTCTATTTCTGTCATTTTTGTATATCTGTACTGTGCAAGTATTAGATAGTT
+CTTTATTTTTGCTGCTTTTTCTATGTCGTTTAAGATTAATACCACAACCTCTTTATCCCCTATACTAAAG
+TCTGCTTCTTTCCAGTTCGGCTCTTTTAGGCTGCTTCCGTAAACCTTTACGGCTGCTTCTTCTATCAAGT
+TCCTGCGTCCATGCTCTTTTAAAAGCTCTACTCCGTACGGATACGGCAGTAACAGCTGCTCCTTTAATCC
+CAGTCCTTCTACGCCGTATCTTTTCCTTGCTTCTGGACTTTCGTAAAACACTATGCTCCTGTATATGCCC
+AACTTGTGCAGTTTTTCCTGTTCGCTTTTTACAGCGTCTATTTTCTCTTTACTGGGTTCTTTCCCTATGC
+TGTACACTGCGTACTCTGTACGTCCTATTAAAAAGCCTAGAAAAATGCTGCTCCTGTATATTGAAGGCTT
+CTGCTCTTTTATTTTACGGCTGTCCACAAAAGTCCAGTCCGTTCCTAAAAAGTCAAAGTAAAGGTCGCTT
+ATTCTCTGTACACGTTCTTTCTGCCCATGTGCTGTAGGAATCCCTTTCCTCTTTAAGCCTATGCTTCTCA
+CGTACTCTATTCCTTTTGAGCCCAGCATTACGTACCCTTTCAGTCTCCTTACGTAGTGGGCTTTTCTTAA
+TAGGGCTATCCTTTTTAAGTAGTATGCCTTTGTTTCGTATATGTGCGACAGGTTTTCTACCTTTATCATG
+CTCAATTCCGCAAGCATCTCTAAAAGCTTTTTGTCACGTTCTGTTAATTCTACATTTACAGGCATTTGGC
+ACTCTCCTTTCCGGTTTTAAATAAGTTTCGTTAAATTTTTAACAAAGTCTTGTGACGGTACTTTTTTTTT
+AAAATGCAAACAACTTTTTTGTGAGTTGTGTAATTTTGCTTATTTTTTTTGAAAAAGTTCTATAAAACTT
+GTGTTAAATGCTTGATATATTTGTTAAATTGTGGTTCATTTTAAGCTCTTCATCCATGTTATACATTGTA
+TTTAAATTCATGACAAATTGATTGGCAAATGCAATAACTTCTAAATCCTCATCAGAGATTTTATATGTTC
+CAAAGTTTACTGCAATCTGTTCACTTGAACTTTCATTATCATCCAGCAAATACTTATAATCACAACCATA
+TAATCCGGCCAGTCGTTCTAAAACGTCCGTACTGATTTTTTCTCTGCCTTTTTCATAACGTGCGAGCTGC
+TTTTGACTGATTCCCAGATACCTTGCAGCCTGTTCTCGAGTAAAACCTCTCTGTCTGCGTAATTCCCACA
+ACCGCCTGCCTATTTCCCTGTACACTTCTTCCTTCATAAACATCACCTCAAGGTTTTATGAACTATTGCA
+AATACATTCCAGGCACGTCTAAAAAAAGAAAGCAAAAAGCCAAAAAGCTGAATCAAAGCCTTATAAGGCC
+TTTGAAAAGCCTGTCTTTCTTCTGCTGTACTTTACTGAATATTCATGTGCTGTGTTTTTGCACCTTCTCC
+TTCGGTGAAAACTTCCTGCCACTGCCTAAAACCTGCTGAACCTTCCTGTTTGTGTTCTTTCTGCCGTGTT
+AGCAAAAACTTCTATGATTGTGTCTCTTTCCCTCTGCCAAAAACATTTATGTGCCTTCTCCTTTGCTTTA
+ACTGTGGGATGGAAAAGTGCTCTCCATTTTGCCTTTCTCTCTTACTGCCTTAAACCTGCAAAACCTTCCT
+GCAATGCCGTCTTGCGTAACCAGAGCTTTTGCCACTGCAACATTGATACTGCTTTCTCCTGCCCTGCGGT
+TCTAACCATGGCGGTGCAGATAACCTTTTATAAACTGCCCCTTTACATTATAACTTTTTCCTACTGCACT
+AAACCTGCAGAGCCTTTTAGATTGTGCTGTTCTATCCTGTTAGTACAGTTCTTTCTATTTAGTGCTGTCC
+TTTTACTGCACTAAACTTTGGTAGCCGTCCTTCGGACGGCTACCTAATGCTAATCTTAATAAAAAAAATA
+ATTGAAGTATTAGGGGGTTGGATGAAAAACGATTTTAAAAAGTTCCATTGATTATTTTCTGCCCTCATAC
+TGTTTTTTTAAAGCGCTAATTTTACAGTAAATTTACATGTTTTAATACCTGTCTTTTGGCATACCTGTCT
+TTTTATAGTTATTTTTGAGATATAAAAATAGGAGTTTTTAAGGGTATTTTTGGGTTCAAAAAAGGACAGG
+TAAAACTTACGTCTCATTGAGAATTTCATGCAATTTTTTTGGAAAAACTTTATAATCAATGATATAGATT
+TCTGTTCTTGGGCTGTCACTGAAGTTAGCGTTAAACCCATAAGAAACATATCTGTAATTATCATCTGCAA
+CTATTCTGCTGTATTTTATTCCGTCTATTATGGGTTTTATATCACGGTTATCTACATCCACATTTGAAAC
+AGGGAAATAAAATTTGACAAAAACAAAAATGCGGTCAAATGAGATTTTGTCCTTTACGTTTTTCAAAGCA
+AACATCACATTGTTTATCCATCTTTCTTTTTCTTCATTTTTTGTTGATTGCAGTCTTGCAGGGTAGTCCA
+TCACAGTTAACTTCACGACTTTACCATTATCCAGAATTTCCACTTCTACGTTGTCTGAAGACAGAAGATT
+GTTGGGTTTTTCTCCTGCTCTTATCTGGTAGTTCAGTGCCCAGTAAAGCTCTCTTCTTGCTTTTTCAATG
+GCACCGTATGCGTTTAGAAGATGTTTTGCTTCGACTTCTACTTTACCTGCCATCTCTTTCTCCATAAAAA
+CCACTCCTTTCCATCTTTTCAATTTTATCTAACAAAAATTCTATTTTGTTTAAAGCAAAAACAGTTCTGC
+CCCAGAATGTGTAGTAAAAATCCAGTGCTTTTCTTGTGGTTTCGCTCATGTTTCTTTCATTCCAGATAGG
+TGAGTCAACGTCTACACGAACGTTCAGTCTTCTTTTCTGTTCCTTTCTTTTTACCATCGTATTACACCTC
+TCTTTTATTTCACATAATGTATTGGCTTTGTTCTGTTAAAAGTTGCAATACCCAATAAAAAAAGACTGAT
+GAATGCTCACATATTGAGGAAGTCATTCACCAGTCCTCTCAGGATTTCTTCATTGTTTTTCTTTTTATTG
+TTTTTATCAGATTCTAACAGTACGGTATTTTTATTCAAACCTGCGACTACCGGCTGGGTCTTAATCATTT
+CTTTTATTTCTGCAATGTCTGCTGACTGCCTCTTTACTGCTTCTTGAATTTCTTTTATGCTGTTCAGTAT
+CTGCTGTACCATATCTTTATTGTTTATATAAAACCGCAGAGCTTCTCTTATAAAATCTCCTCTCTCTTTT
+CCCTGCAGGGATGAGAGTGCTGCAAGAATTTCTGAATCACTGTTTTTGACACGGAAGGTATATTTGTTCA
+TAAAATTTCAACCCCTTGCAGTATGGCATAGAATTTTTAACAAGTGACGTCGCCCGCAAGCAGCAGTATT
+AAAGGCTTTGAAGGATAAAAACATCAAAAGTGACGTCAGTACAGATGTAGCAAAATATTAAACTGACGTC
+ACTTTTTAAAAATGCTCATTTAAAACATAGATATTGCAAGTATTTAAGGCTGACGTCATTTTTGTGAGTG
+GACTGACGTCAGTTTTAAAAAAAATATGCTTAAACCCTTATTACATGTGGCTTACAGGTGACGTCAGAAA
+TATTATATATTTAAAAGATTATGATTGGTTAGTTTTTGAACATTGAAGAAGACGAGCATAAACAAGCGTA
+TTGAAAGTTTTTTTTAGAGATTTTATATGTTCTCTATATTCATTGCTTATTGAAAACAAAGGGAAAATCA
+TATCCTCTGTTACTTGCTGTTTTCCACATTCCACACAATCTATATAACGAGGAATTCGATCCGTACTTTT
+GTATATATATAGTTGTCTAAAACAAACAGGACAAACAATGCGCCAATACAATTCTAATTTATTATCATTA
+ACTAATTCCATCAATCTTTCGAATACCTCTTCAAGGCTTATTCCTGTATCTTTCTCTATTGCAGTTGGTG
+TAAAATATTTTATTGGTTTTAAAGCACATTCGTTTACCCAATCATCCACTAACCACTTATTCATTTTTTA
+TCACCTTCCTATGATTTTATTTTTGTATCTCCGCTACCTTTAAAAAGCCCAGCGCATTTGCAAATTGAGC
+ATCTTTTACTAATTCTACACTTGTATGAACATCTTTTAAGTAGGGATACAAATCAGCGCCTCCTCCACCT
+GCAACAAATATAACCATTACCTTGTCAAGTATTCCTTTTAAGCTTGTATATATTCTCTTTTCTATCAGCT
+TTGCAAGTTCTTTTTTTAATGCAGTTATTTCTTCAGTAAAATCAATGTATTTACCTTTAAAATAGATGCT
+TCCTTTGTTTAAAATTGTTATAAAATCTCCTGTATCAAGGTTGGATCCGGTTTTTGCGGTATATATTTGC
+TCCATTGCAGTAAATATTTTTGAAATTCCTGCATCAATGGTTCCTGACAAGTCTGCAAGGAAGTAAGGCC
+TGTCTTCTACAAAAAAGACAATATAATCTGTAGTTTTAAAACCTATGTCAATCAGCACTATATAGGAATC
+GCTTAAAAGATATTTGTCTAAATCCTCCAGCAGAGCGTAATATACTGCACCCGCTGCCTGCGGGAAAACA
+GTAACCTTCTCAAATTCTACTGTTTTCATCAGCCTGTATTCCGGCAGTGATACCAGTGCTTTGTAGTTTT
+TGAGCTCTTCTTCAAAAGCTTTTTTGTATGCCTGAAACTGCTTTAAAGGCAAACCGGTTACAAGGTTTAT
+TGGTTCATTTTCATTCATTGTTAAAAGAAATATCGCTGTTGAGAGCAGTGCTTTAGCTTCCGGTTCAGTG
+TATTTATCTATGTCCAGCGCAAACGAGTTGGAAAAACCTTCTCTCCTGGCAAGATTGCCTACGTAATAGG
+AATTTTCACCGTCTTTATCAACTATTTTTACGTGCAGGTTTTCTATTATGTCATTTGTGTTAAAAATTCC
+TGCCAGCGGTCTGTCAAAGCCTATGGACACTATTGAAGGGAATATAATTCTTTTATTCTGGCTGTTTACT
+CCTTTTACGTACCCAAAGCCCAAGTCAAGTCCAATGTTCATGTGTAAAACCCTCCTCAAATGAAAAAATT
+TTAAACAGTAAAAAGATTTTCCAGATCTTCTATTGTGATTTCTTCAAAGTCTTCATCAACAAAGTTTGTT
+TCTTCTGCAGGCTCAGCTTTTTCTTCAGCAGCTTCCAGTTCTGGTGCAGGTTCTTCCTGCCTTGTATTTC
+TAGGTCTTGCAAGCAAAGATATTTCCTCCGCAACAACCTCCAGTATACGTACATTTTTCCCACTACCATC
+TGTATATCTTCTTGTCTGCAACCTGCCCACAACTGCGACTAAAGTACCCTTTACTGCATACTGCTCCAGT
+ATTTCTGCAAGCCTGTTCCATGCGACAACTGGTATAAAGTCTGTTTCACGATTACCTTCCTTATTGGTAT
+AGTTTCTGTCTACTGCAAGTGAAAAATGAACGACAGGATGCCCGGAAGGAGTTATAAGTTTTTTCAAGTC
+TTTTGTTGTCCTTCCTACCAGCATGACTTTGTTAAGGCTCATTTTATACATCCCCTTTCTTCACTTAATA
+TTATACATTTATTTATTGCTACCGTCAATAAATAAAATTAAAAGAGGCAGGATTTACTCTCCTACCTCTT
+TTTCTACCTCTTCCAACCTAAATAGTTCATTTACATCAACGCCAATAGCGTAAGCCATTTTTAGTGCAGT
+TTCTATGCCTGTACTCCCTTTTCTTATTTTTACTATGTTGTACATTTCCTGTGGGCTAATATCAAGCCTT
+GCAGCAAGCTGAGTTCTTCTTAAACCTTTTTTCTTCAAAACCTCATCTACATACAGCTTTACATTCATTT
+TCTTTAGTTCTTCTTTTATTTTTTCATCCTGTTCTCTTTCCTCTTTGGAAATTCTGGTGTAAAGAGTTTT
+GCTGGGCTCTTTATACTCCTCATCAATTCTTCTTAAAGTATAAAGCCTGTTTACATCTACTCCCAGTGCG
+TAGGCCATCTTTAAAGCTGTTCTTATGCTTGTTGACTGATTTTTTGTAAGTATATGGATGTAGTTTGGGG
+ATACATCAAGCATGTTTGCAAGGCGCCTCAAAGATATACCTCTTTCATTTAAAACCTCTTTTATATGGTT
+CTGAAATGTGTACTGTTTTAGTATGTCCCTTATTTCTTCATCTTCTTTTATTTCTCTCAGCTCTTCCAGA
+AGCTGATCCTTGTCTTTGAAGTCTTCTGCCCTTTCTGTTATGTCTATAAAAAGCTGTGTATCCAGAAGAA
+AAATGCTGCATCTTGGGCACGTAAGGACGGGTACATTTTCAGCTCTGTGCCCGTCTACTTCAAATGTTTT
+GTATATAGTTACAAGTTCTCCTCCGCATTTTGGACATTTAGTTGGACGAGTCATTTTTTGCACCTTCTTT
+CCGGTTCTATAAAGATTATATACTCATTTGTTGATTTTGTATACCTCCAATTCTATGAAAATGTCTGTAA
+TTTCTGGATCAAATTGTGTTCCGGAATTTTTCTTTATTTCTTCCAAAGCTTCTTCAAAGCTCAAAGCCTT
+TCTATAAGGCCTGTCATTTGTCATTGCATCAAAAGCATCTGCCACTGTTATGATGCGTGAAAATAAGGGG
+ATTTTTTCGCCACTTAAACCTATGTAACCCTGCCCGTCAAAACGTTCATGATGATAAAGGACTGCTTCAG
+CAATGCTGCTGCTCATTTTTTTGCTTTTGATATACTCATACCCGTAAAAGACATGTTTTTTGACGATTTT
+CATTTCTTCTCCATTCAGTTTTTCAGGTTTATCAAGAATTTGTTGGGGAATCCACAGCTTTCCTATGTCA
+TGCAGCTGCGCTGCCAGCAGCAGTTCCAGTAGACTGCTGTACGGCATGTTTAGGACTCTTGCAATTTTTT
+CACATATTTTTGAAACACGCATTTGATGCTGTCTTAGTTGTTCTTCGATACTTGTTGTGTTTGTTACTGC
+GGTATACAGCTTCAAACAGCTCCTCCTTTCTTTTAAAGGGTTTTTATATGAAAAAGAGGCAGGTATTATC
+CTGCCTCTCAGCTTATTTACTGCGCTTTCCCTTGCTTAGACTTTCTTAAATGCATCAGCAATTATTTCTT
+CTACTGCCCAGCCGTATTTTTGGTAAATATCTTCATTTTTCTTTCTCCATTCAGGCGATAGCCGAACAGA
+ATGAACTTCATCTGAGTCTGTACAGCATGTTATTGAACATCTTGTATTAATTTTTTCACTTATCACCCTG
+CAGTGATAAACTCTGTACCAGCTCTTTTCTGGTGTGTATATTTTCTCAATATTGATTTGGAGATTTTTTA
+AAAGCTTTTTTGCTCTTTTCTTTGCAATGGCCTTTCCAAGATAGAAAAAAATAATTAAAACTGCCAGCAG
+TACCAATGGCAGCCCAAAAAACATAATTCCTGCAGTAAGATAAGCTGTGTCCCATCCTTTTACAAAGCCT
+GCAGTAATGTATCCTGCTAGTGTCAAAAAGTATATCCAAATATACATATCTGCCATGTAAAACCCCTTCC
+TTAAAAAAATAACCCGTATTACGGTGATTTTTTGATTTTAACCCTCACACATGTACATTAACTGTCTGGC
+ATCCTTTTCACGTTTTATAGCATCTGTCATGTTCATTCTCCTTTCTAGTTTTTATTGATAAAAAAGAGAG
+GAAATTACTCCGCATGAAGTAACCGAAGGTTGTATTAGTTTTTGATTTGTCTTTTTGTCTGTTTCTTAAA
+CACTGCAGCAAACCCAATTCCTTTGACATTGTCATAGCCCATATAGCTGTACCCCTGTTCCTTAGCTTTC
+ATAACAACAGCGACAAGCTCTTTCCATGTACGGATACCCTGAACGTACATTTTATCCCCGTTTTTGTATT
+TCTTTAACATTTTCTCACCCTCTTTAAATCTGTTCCAATAATAAAGAGGCGGGTTATTCCGCCTCTTTGT
+ACGCTTTTATAACACTCTCTACTATTTCCTGTCTTAACTCTCTAGTTAAAGGGAAAGCCACAAGAGAGCG
+CCTGCCCTCTTTGTTAACATGATCCGGAAGTGCCACAATTAACCCGTTTTTACTCTGTATCACACGAGTA
+ACTATTGCGAAAGAATCATCAAACACTACTCTCGCAAAGCCCTTTAACCTGCCACTTTCATACTTTTTGA
+ACGTAGTTTTTGTTACCTTCATTCAAATATCAGCTCCTTTCACTTTTTTAAGATGCTAAAATTGAAGTTA
+AAACAGCAGCAACAAAAATTGAAGGCGCAAAAATTACCTCTGTCCTAAAATAGGTTTTGTCCTTAATTCC
+TTTAAATACTCCATATGCAGTTGCCGTTATTCCAGCAATAAGAAGTAAAACCATAATATCGCTTCCAAAA
+AAGAAGGCTAGTGCAGTGAGTAGCTTCACATCACCTCCTCCCAATTGCCCATTTGTGATGATATATATTG
+TAAAAAGTATTGCAAACGCAGTAAGCATGTACACAATACTTTCTATAAACCCTACTGGATTTAAAAAAGC
+ATTTAGAATTATTCCGTAAGTTAATATTGCAGCTGGAACCCAGTTGTCTATTTCTTTTCTTTTGCAGTCC
+GTCCATGCTGCATAGGCTGTCAGTACAACTACTGGAAGGCTTAGAGTAATTGAATGCATTTTGCTTCGCC
+TACCTTTCCAAGATTTTTTCAAGCTCTTTTATGGTAATGCAGTTAAAGTCTTTGTAGTAAAGCTTCCACT
+GCCTGTTTGGAGAGTTTATTACGACAAGAAAGTCTTCATCCAGTTCTTTTATTCGCCTTGCTTCACTTAC
+AAGCCCGGATGATACTATAATCTTCTTGGTCGAGTTTTCTAAAACAGTATTAACAATTTCGTCAACTTTA
+TTAGGTAAGTCGAAGATTATAACGTCAAAAGCAGTTCTTGCAAATCTTATAATGTTTTCTACATCCTCAG
+GAGTCATATCTTTTATAAAACTCAATCCGGGAGGAGCCTGCAGGATTGAAATATTTGGGCTGTATTCAAT
+GAGATTCTTAAAAAAGCTTTCTTTTGTCCTTTCTTTTAAATACATTCCTATATGAGGAATAACAGGCAAA
+TCCAATAAAAAGCTTAAATCAGAGCCTCCATCCTGAAAATTGAAATCTATTACAAGAATTTTTATGTTTT
+TATCAAACATTTCCATCAGCCTTTTAACAGTAGTAGTCCTGCCTACTCCACCTTTTACGCTCCAGACAGA
+AATTATTTCCTGCCTGAATACTTTTATTTTTTTGTCGTTTGTTGTGTTTTTTAAATAATCTTTAACATTA
+ACTGCATTATCAAAAATTCCTGAAACATTAAATCCGTCATTTATTATTACGTCATATTTTTTCTGCTTTA
+CTCTTATTAAGGCAGATTCTAAAGATAAAGCAACATCGCAGGACTCCTTATTTTTTACTGCCTCAATTGT
+TTTTGGATTGTTTGATATAAGAAGGTTCAAAGGCATCATCTCCTTTCTTTTCTCTTTTGTAAAAGGCATA
+CAAAAAAGGAGTATAACGTGTTCCAACGTTATACTCCTTTTAGCTGCATGTGAATAAGCTGTTAATAAAC
+CTGTGGATAAGTATAAAGTTATTAACATAGTCTTAATCTTTTAACTGATACTGCTGTATTATCTTTTCAT
+AATCTGTCCAGTGTGGTGAATCCGTATATTGTACATCCTGAACTGTTTCATACGTTACTGTTGTTTCCCA
+GTGTGAAGTATCTTTCCAGTATCCCGGTTGGTCTACAACTGTTTTCCAGTAACCCGGCTGTACCACAACT
+GTTTCCCAGTGCCCCGGCTGATCTACAACCCATACCTGCTCTGTTGTGTAATATCCGGGATGCCATACTT
+GCTGTGTTTCCCAGTGTCCTTCTATCCAGTATCCTGTAGTCTGCCAATGGCCCGGTACGTAATAAGCGCT
+GGGGTCTCCTTCTGGAGTGTCAGTATAATACCAGCCACCTGGATGGTACCACATGCCGGGTACCCACCAG
+GTCTCATATTCCCAGTGTCCTGGCACCCAAACCGATTCTGTGCTCCAATACCCATCATGCCACACCTGAC
+GTGTCTCCCAGTGCCCTTTTTCCGGCACCCATACCTGACGGGTTACAGGTGGTACCCACTCCTGATGTGT
+CTTTGGCGGAACCCACTCCTGAGACTGAACCCACACTGTTTTTGGTACCGCTACCTGCTTTGTTACTGGA
+ACATATCCACCTTCATGCACCCATTCTCTTGTTAGGCTTTGATTTGTCGGATTGTCCTGCAAAATCGCTG
+CACCTGATATTCCACTGCCTTTCGCAGGAATATAATTAGCCCAGTTCGGACTCTGAATGCTTGAGTCAGG
+TACAGGTGGAGGATTTGCATCTGCAAAAGCTGCTGCAGGGAATAAAAGCAGGAAAACAATCATTGCTACT
+GCAGTTGTCCTTTTCAAAAAAGCTCACCTCCTTACAAAAAGGTAGCACTCTGCAGGATGTTAATATCTTA
+CAACAGCGATTATTTTGTCATCTTTTACAAGCATTCTTACAACATCACCTGCTTTAAAATCATCAGGATT
+GTATTTTTTAATACTTTTCAAGTCTTCAATGGTTTGCTCCGTTGTGTTTGGTGTTGCAGAATAAAATTTA
+CCGTTGCTCAATGTAATTCCGTCATTGCCTGCTTCTTTTACAGTATCTATTATTTCAGTTCCTTCTTTTT
+CTTTTGTTTCTTTGTGGCCCGTATAAACTACAAGATATTTTTTATCGCCTGCTGAGATAACGTACGCTTT
+ATTTCCTTTTTTAATATCTGAAGAATTACCTACTGCAACAACTACATCACTAAGATTTACTTTTTGGCTG
+CCTACTGTTACTTCACTGCCTTTTACCTCTTTTATTTCCTGCAACTTTTGTGTCTCAATCTTTTTTGTCT
+GTCCGCAGCCTATTAGACTCAAAGCCAGAACTGTTATTAAAGCATAAATTACGTATTTTTTCATTTTATC
+ATCACCCTTCCTTTCTATTTATTTATTTTTCTAAGCGCTGCTCTTCCTTCTATAGAAAACACTACATAGT
+TATTTCCCGGCTGGGCATCCCGCAGTTCATAATGCGACGTGTCAACCCACTGAAGAGAAGAATAGTTAAG
+AGGCATATTCTTTGGAGCAATCATCCCGACATCCTGCCAGTCCTGCCCATCTTGAGAAAGCTGCCACGTT
+TCATCAGTGTGAAGAATCACGTTCCCGTTTGAATCTGCTATTGAAGCTATAAATGCACCGGGATTGTCTT
+TTCTACTGCTTGTTGTAAAAGAAAAACTGGCAGCAGGTTGTCCCTGATATAGATTTTGCACGTATGCTTT
+CACTTCATGAGTACCTGCTGGCAGAAAAATACTTGTAGAATAACCTGTTCGCCAGTTGTTACCACTTAGA
+ACCTGTTTACCATCAACGTACAAGGTAAAAACGTCATCCGCAGTGGCAGTTATAGTTACTGTTTGAGGTT
+TAGAAAGGGTAAAGCTCTGCTTAAACCAGTAAGCACCAACATTTTCAACACCCCAGATCCATTTTGCGTT
+ACTGTCTTTCCAGTTTTGTATTACTCCCCAGGGACCCGTTCCGTATACATTAACCGACTGATTGTAGCCT
+GTTTGAGGTAAATAGTTGTTTGTGTAGTACCCTGACCTTACTAAAACCTGCCTTTTTCCCGGCAAAACAG
+GCTCTTTGTACTTTGTTACCACGTCTCCTGTAATTACTAAATATTTACCTTCAAGATGTGCAGAGGCATT
+CTGAAGTGTGTAGCCTTTTGATTTAAAAAATTCTACAGCTTTGTTTGCTGCTGCCTGAAGCAGGTTAACA
+TCTATTTGTCCTGTTGTATTTAAATTTTGAGACTGGTACTGATATATTTCCCAGGCTGCTTTATTTGCTG
+CCTCGTCTGCAATTGTGTACAAATAGCTTCGTTCTAAAATAAGGCGGGTAGTATTGGTCTGGTACATATA
+AAGCATCAATGCTATTACGAAAACAAGGAAGAAAAATACAAGCATTCCATTGCCTCTTTTATCTTTTAAA
+AAACTCTTCATGGTCTTTCCTCCCATATTTGAGTGCTTGAACCATAAACTGTTTTGGCCTGAAGTGCAGA
+GAAAAACTGCGGTACAGGGAATGAAACCTGAACTGTTACCGGATCTCCGGGATTGTTAGGTGTCTGCACC
+ATGGTAACCTGAACCTTGCTTTTCCATCCCAGAATAAACCCGTTTGCAAAGTTTTGGGCAGCCTGCACTG
+CTGTTGCATAGGGAGTAGGACTTCTTGCTGCTGACCTGGCTGCTTCAAATGCTGCCTCATTTACAGCAAG
+CTGCAAAACTCCAAGGACAACGAGCTGGATGGCCATTGCAAATAAAAGCATAAGAACTGGTATTAAAGAG
+GCAGCTGCAACGTATTCAGAAATTCCTCTTCTGTCTTTTAAAAGCCTTTTAGCCTGCACAAGCAAAATTT
+ATCACCTCCTGATAAAAATAGAGTGGGAAAGAATACCCCCACCCTATCCTTTGTTTTACTTCCCGGATGC
+AACGCTCTGGAACAAGGACGACATGCTGCTTAATGTGTTGTTCCAGAGGTTGGATATTGTGGTTCTTGCA
+TTAGGTATTACAAGCACTGCTATTCCTGCTACGAGTGCTAAGAGTGATGCAACTGCGACGTACTCGTTTA
+ATCCCTTTCTGTCTTTCTTTAAATTTGTTAATACTGTCATCACTTTCCTATAAATGTTGAATGTGGGTTC
+ATTGTACATATAAAAACACCTCCTTAAAAATGGCGTTCAATAAAAAAAAGGCATACCTTTTTGAAAGGTA
+TACCTTTAATGAGTTCCAAATATATTTGAAAAGCTTACTATAAACGGGAAAATTACAAATACAATAAGAG
+GAATGAAAAAACCTATAAGCACCGGAATTGCTATTACATTGTCAAGCACGGATGCTTTTGCTGTCTTTTC
+GTTTATTCTGTCTTCTTCAATGTCTCTCAAAAGTTCATCAAGCTGCTCTGCAAGCCCCTGAGACGTTTCT
+GAAGTCTTTATGAGTATTTTTACGGCACGCTGAAAATACTTATTCAGGCTTTTTTCTGCTGCTTCTTCAA
+GGCTTAAAGAAAGAGGTATGCCGGCATCGGCTTTGTGCAGTGCTTCCTGTATTATTTCTTTCATGTACCC
+CTTTTTATTCTCTACAATGTACCTCATTATGTTCTCCACAGGCATTCCTACAGAAAGGCCTGATATAAAC
+GTTTCAAGAATGGCAGGAAGTTCATTGTCTGCCATAAGCCTTTTTTTATACTTGCTTACAGTGTCCTTAT
+AGCTTAAGTACATTATAACAGGAATGCCAAGCGCAAGAACTAAAAAAGGCTTCATCAAAACAGGAACAAA
+AATAAAAGAGAACAAAAGAAGAATTAATGAAAAGCCGAGAACAAGCGAAAAAGTAGAAAGCAGCTCAGCA
+GCAGAAGTAACTTTCATAAAAAGCACATTAATCTGTCCTACGGCTTTTATTTCTCTGTCTATTCTTGTAA
+ACACGTCTTCTCCGGTTATTTTTTTGATTGTGTTTTCCTTAAAAATTTTCATTTTCCGCACCTTCCTTTA
+AATGGAACTTATTTGTTTATCAATTGCTCTAAACACAAAAACTGTAGTTACTACATAGCTTATGATTATA
+TAAAGCAGTACCAGTTTTCCTGCTGTAGTAGTAAATGCTTCTGCGTACATTGGACCCGATGTGTAGGTTG
+AAAGCATTAAAAGAATTGTAATTGCAATTATCATTATTACAGTGCTTTTTGTGCTTTTCATAAATGAGCT
+TATTTTATTATTCTGCCTTATTCTTTCTTTTATCTTGGCAGACATTTTCTGACATATATCTGCCGTATTT
+GCCTTCATCTGCCCTGCAAATACCATTGAGTCCACCCATGCCTCCACAAGAGGGCTTCCAGATTCTTTTG
+CAAAATCTTTCAGTGCTTCATAAAGGCTTATCCCTGCATCAACCTTAGCTACAATCTTTTTGATCTCGTC
+TTTCAGGGGATTTTCTGTAGTGTCTATCACCTTTTCCAGAGCGTTTACGATGTTTCCGGATATTTTTAGG
+TAGTCTGCTATGTCCTGAACTGCTTCAGCAAATTGCAGATTAAATTTAACGTATCTTTTCTGGGCAATTT
+TTTCAAGGACAAGCGGTACGGATACAAAAATCAAGGCAGGAGCTAAAAATGCCCAGAAAACTTCATTTTT
+GATAATGAAGAGAGCAAATATAAATGTGTTTAGAACAGACAAAAACAAAATGAGATTTTCAGCATCAACT
+TTTTTTATTCCTGTTCTTTTAAGAAGAATGTCAAAGTTTTTCAGCACTTTCCCAAAACCTAAGACTTCTA
+AAGTGTTAAATTTTCTTTCCTTTGGTGCTATGAGCTGCCTCTCCATTCTTCTTATTATTTCCTGTTTTTT
+ATACTCTTTCAGCAGGTACAAAAACATTATGATGGAAAAAGCACTCAAAGCAGTTATCAGTGAAAACAGC
+AGTATCAATTTAAGCACCCCGCTTCCAGCTGATTTAATTTATTTTCCTGAACAGAAAAAGAAGGTTTAGG
+TAGTTTTAAATTTTCTCTGTAAATTTCCAAAATATCATTTTTTATTATTTTTCTGTACGCAAGATAGATC
+TGGTACTCTTTTTGAGATTTAAAAATTTCATAGGACATTCTCATCTGCTGTTTAAAAGCTTCTTCTATAT
+TTTGTCTAATTTCTAGAATTGCCTCTTTAACTTCTTCTATGTTGTCATATCCATAGTTTTCTCCATAATT
+TTTTGCGACTCTTCCCATTATTCTGCCAATACTTTTAAGAAGCTGTCTTGAAAGTTTTATCTGCCTTACG
+TAAGCTTTTGCTATGTCTGTTTGAAGGGCATTCATGTCATAGAGGTACTCTAAAAGTTTTGCTCCTAATA
+CTGCAACTGCCTGCCAGTACCACTGCTCATTTTTAAAGGATTTAGCAAATTCATCAGCTATTTCTTTTTT
+CTTCACAAATGTTTCATCTGTCAGAAGGCCTTTTGCATAGTGAACAAAGTAGCTGAAATATCTTGCCTGC
+CAGATGCCATTCTCAAAGTGTTCAGGATGTTCAATCTTATACCTCGTGAGTATCCCTGCTCTTACTTCTT
+TCCCCTTAGTATTGTCGTTTATCCAGCTTATCAACCTCTGTTTGGAGGCAAAGGATTCATCTGTACTGTC
+ATCCATGAGTTCTGAGTAGTGTATTCTCGAATACTGCTCTGCCATAAAAACTTCAAATGCAATGTTGTAT
+CTTTTAAGTATTTCTTCCCTTATTTTTGCCTCATAAAATAACTCCGGTTCTTTATAAATCACTGCCGGAG
+TATGTTGTGTACTCAACTTCTATCACCTCATCTTTTCTTACTCTCCATTTTGAAAGCTTTCTTATGCCTT
+CTTCTAGAGTTCTTATTGCTCTTTCTAAAAGCATTTGTGTATTCTTCTCATTAACGGGATTTCTCTTTTC
+TAAAAGCACTTCTACGGCTGCAATCCTACCTGCTACTTCCTGAGAAAGATTTGAGAGAGCATGTGTGAGC
+TCAAAGCCCCATTTTTCTTCTTCAAATGATCTTTCATATTCACGTGAGAGCTCTATAAATTTGTCTCTTT
+CTTTTTTCAGTGTTTTATTCATTTCTTCAAGCTTTTTCAAGCCTTCCAAATACTCTTGATTTTTCTTTTC
+TAGTTCTTCTTTTTCTTTTAATACCTGATTAAGTTTTTCAGTAATGTGATTTGACTGCTCTGTTATTGCT
+TTTAAGGCCTCTTTCAGCTGTCTGTAGTCATCCGGCTCTTTCTCTATAATTTTGGGTTTTATGTTTTTAA
+GCTTTTCTTCAAGCTCTCTTTTGGAGTGTTCTAATTTCTCTTTTTCTTTTTTAAGCCATTCTACAGTTTC
+CTGCAGGCTGTAAGATGTTCTTTTATACTCTTCCAGCTGCTTTTTTACCTCATGTACTTCATTTCTTTTG
+AGCTCTGCTATTGACTCTCCCAGCACGTCGAAAAGTTCTTTCTGCTGTTCAGGTTCAAGGTATGCAAGCT
+GTTCTCCAGCAGATGACGACAGTTTGCCCTGTTCTACTAAAATTTGAAGTTCAGGAATTAAATCGTTTAG
+TTTTTTAATACCACGCAGCTGCCTTTCTTTTAATCCTACTATTTCAGCAAGCTCTTTTTGGGAAATAATG
+GTTTGTAATTCGGCAACTGTTGCCGAATTATCATCCATAATTTGTAATTGGTTTTGTGGCTTACCTACTT
+TTATTCCATATATTCTTTCAAGTTCTAGAATACATCTTGCCAGTTTCATAGGATTTAGATTCCCTATACC
+TCTCTGCCTCAGGTTTGTTTCAATCAAATCTTTTAACATCCAGTCTTCTTTTGTAAGTCCATCTCTGTCC
+TCATAGGTTCGCACTTCGCATGGCACTTCTTTTAAACCTAGTTCTTTTGCAGCTTTTAGTCTCTGATTCC
+CTGAAATAACTACATAGTCCTGTGTCACTATGAGAGGCACTATTATCCCACTAGTCCTTATGCTTTCTAC
+AAATTCCTGCCAGCGATCTCCTTCTATGTCATCAAAAAATTCTTTGTTGCGGGGATGCTCTTTTAATAGT
+TCAATTTTTATCATTCCCATAAAATGCACGCTCCTTTAAAAATTTTCTTTTATTTTAAATGCTGAAGTTT
+TAATAAAAGCTCTAAAGCCCTTTTAAGACCCGAATAGTAGCCGGACCAGTAGTTGACTGCTGACTGCAAT
+TCCGCCTGCGCTCTTGTTTCAAATGCCCACTTAATTTCTCTGTCAAGGGCATCCAGTACTTTTTGAAAAG
+TAATCTCAGACATATCTTTGCATTCCCCTTTCCTGCAAACTGGTGAAAATGTTAATTTGCATAAAAAAAG
+AGGCAGTTAACCTGCCTCAAAGAAAAAGAAAGATTTCTGTTATATAACAAGCTGCAAAAAGAAAATAAAA
+TACCAAAAAATATAGAATATGCTTTGTATTATCAAATACATTTTATTATATCCGGAATAATTCCAAAATT
+TTATAGTCCATACTACAGGCATATATAGTACAAGCACAGTGATAAATATCTGTACTGTATTGATAACAAC
+ATTAAAAAACGGAATATTTCTGTTAAAAAGTAAAAAATAACCGATTCCTGATATAAATGAGGGGAAACCA
+ACCCAAAAGCATAAAGATAATATCGCAAGATATTTAACACTCAGACTTATGTAACTGACTTTTAAGGGAT
+ACAAAAACAAAAGAAGGATTTCGGCAATTTTCATAGAAAAAATAAAATGACAAATAATGAATACAGGAAT
+CAAAAATCCCAAGCCATAAAGCGTCAAAAATATATCAGCTCTACAATTTTCTAATAAAGAAAGGGGATTT
+TTAAAATGCCTTTTAAAAATTTTATAACTTTTTACGCAATTGGTATTATTCTTTGCATCTTTCTTCTTGT
+AATTTTCTCGCAAAATGTAATTGCTAATATTATTCTGTTTTCTTTGATTGCTACTATTCCCACTTACGTT
+TTTATTAAAATTAACAAAAAAAGCTCTTATTTTATCCTTGTTAATAAAGGAAACCATACATACCACCTTC
+AAAAAACAACCAAATCTATAATATTGTTTTCCCAAAATACTCCTACTGATGCCCTTAAAATACTTTCTGA
+CGACTTTTTTATAGCTTTGACAAATGCATTAAAAAAGGTAAACCCAGGTGACAAAATAATTGTAAAAACT
+CATCTTTTTACTGAGAATATGCTGAAGAGGTGGCCAGAACATATTCCCAGGCCGGATAAAATAGATTCTT
+ATAACCCATCTTTTATTATTTTGTGTACAGTTATTTTTGCAGCTTTCATAAGTAACTTAGTCCGAAGTAA
+TTATTATAAAATACGTATAAAAAGTTCTATTAGAAAAATTGTTTGTCATAAATGGTACTGTCTTACATGG
+ATTAAACAGTAAGAAGAATATTTTTGCCTTATTAAAATTTTGATGTTTATTCATAGTTTGCATAAAAAAA
+AGAGGCAGTTGCCTGCCTCAAAAGAAAAAAGAAAGTCTTTATTTACCTGCTGCAATGTTTGAAAACATGG
+ATGACATAGCGCTGAGCGTGTTATTCCACAAGTTGGATATTGTGGTTCTTGCATTAGGTATTGCAAGCAC
+TGCTATCCCTGCTACAAGTGCTAAGAGTGATGCTACTGCGACGTACTCATTTAATCCCCTCTTGTCTTTC
+TTTAATCCTGCCAGCGCTGCCATTACTTTTTTGTAAATGTTAAATGTGAGTGCATTGTACATGTAAAAAC
+ACCTCCTGTAAAATTTGACTTCAATAAAAAAGGGACATACCTTTGAAGTATGCCCCTTCACCACTTAATG
+TATTTATAATCGAGAATGTAATTTCCTTTTTCATCAATACCTCTGAGCTCTGCAACCTCTTTTACTGCAC
+GTCCTATTACATCACCTTTTTCATCTTCTTCAAGACCTATAAACACGAGCACATCAATTGCTTTTGCAAT
+AAGCCTTCTTATTGTTCTGTCATCTATATTTTTAAATTCCTTTATGAGCATTTCGAGTTTATCCAGAGCC
+ATTTCAACATTGTCAGCATGTATGGTTGTAAAAGAGCCTTTGTGTCCTGAGTTAAGGACATTTATAAAGG
+TATATGCTGATATTGGTGTTCTTATCTCTGTCAGTATGATTCTGTCCGGATTTGCCCTTAAACAGTCATA
+AAGTATGTCTTCATATGTTATTGCTTTTGCTCCTTCTTTTTCTTCCCTTGTTTTCAGGTAAAAAACGTAA
+GGAAGAGGCAGTTCCATTTCTCTTGTGTCTTCAAGCACTGCTACTATGTGTTTGGGCTGGATGTAATACG
+TAAGAGCATTTACAAATGTTGTTTTGCCCGCTCCCGTTTCGCCTATAACCACAATGTTTCTTCTGTTCCT
+GACACACATCTTGAAATACTCTGATAGAGTGCCATTAAAGTTTTCTTCTTCTTTTGTGCGCTTTTTTACC
+ATTTCTATTGTACCTATGCTGTCATTCAATCCCCGCAGTCCATATATAAGCTCATCAAGATTTTTATTCA
+AGCTTGTGTGTTTTCGTATGATTATATAGGGTTCCAGAGCTTCTGGCGGAATTATTACTTTTACACGGGA
+GCCGTCATAAAGCTCAGCGTCTTTTGACGGCTCTGCATAGGAAATGTTCTGCCCGGAGTTTGCTATTATT
+CTTTCGTATATTACTCTGACTTCTTCCATGCTTGCAAAGCCTCTTTCGTCATCGTACTTTACTCCGTTTT
+TTACATACATAAGTCTTGTCCCAAAGCTTATTATATCCGTTACTCCGTCCATTTTAAGGTACTTTTCAAA
+AGGCCCAAGCATGTACATTTTATTGTATACTTCTTCGGTAACAGTATAGAGATTATCAAGGTAGTGTGGA
+AAGTTCTGCTCAAGATATTTCTTTACTTCCAGCCTCAGCAGTCCTTTTAAATCGCCTGCATTCTGTATCT
+GATAGTTTAACATCTGAGGCCTTACTGCATTCACTATTAAGTCTATATCTATTTTTCGTGCAGTGTTTAT
+CAGCTTGGAGCGCTCTGAAAGGCTCATAAATCATCACCGCCTTTACTGCAAAAGATTTTGAAGTTCCATA
+AGTACTTTCTTCCTCTTTTCTTCTTTTTCTTTGTATTCTTCAATCGTCTTTTGAAGTTCTTTTATTTCTT
+CTTCTTTCTGTCTTATTATCTCTTCCTGCATTGAAATTCTTCTTTCATATATTTCTTTGTTTCTGGCAAG
+TATATTTTTAATTTCATTAAGAATTGCATCAATTTCACTTTCTGATTCCTGCTTCTGCGAAATTTCAAAA
+ACTTCCGGCTGATTTTGTTCCGGTACTGCAGATTCTCTTTCTAATTCCGCTTTTTCTTCTTCAAACATAT
+CTCTGCCTCCTTCAGCATTAATTAAACTATCAATTATCTCTCCGGGATCTATAGGACTTCTATATATGTC
+CTTAATCCCGATTTCTTTAGCAGTTTCCACAAGGCTGTAGTCTGAATCTCCTGCAAGAAGGATTATCTTT
+TTCCCTGCAGAAATTAAGCTTCTGATGTAATCTTTGTTTGAAATATATGAAATTATCGCTGCATCGCATC
+CTGCAAGGCTGTCCGCTGTTTCAAATTTTGTTTTAAAAATGTCATCAAGCTCTTTATAACCGGTGTTGAC
+ATAAACTTTCATATGATAAAGCTCACCTCTCCCTTCAAGTATTCTTTCTTGCCCTTTCTTTACTTCTTCA
+GCAGTTTCCGGTTCATGATTTTCTTCTGTAAAAACTGTTACGGGCACATTTCCAACAGCAGGTGATAATT
+CGGCTTCTTCCGGAATCTCTCCGGTATTTGAAAGTTCAGCAGGAATTTGCTCTGCCTGCTTTTTCCTGAA
+AAATAAAAAGCCTCTTTTTTCTTCATGAAAGATATTTGGATACAAAACATTTAAAATATTTTCAGCATGT
+TTCAGCATTTTGGGATTTTCAAAACTGCCCAAATTCTTAATGTATGGAATTCTGTAAATAACCGGAAGTT
+TAAGCTCTGTTATGTTTACATATTTTAACTCCTTTGTTTTTAGTTTGTTTACTATCATCTTTACCTTGCT
+TAAGTCGATAAAGCCGTTTGCTCTTGCCCAGTCGATATTCCCTACTGCACGGCTGCTGACAGAAACATCA
+TCTTCTACGATAAAAAGTATGTCTTTTGACATGTCAAAAATATCGATACAGCCTTCCACAAATGCAGGCT
+GTATGTCTACTATGACAAGCTCGTACCGACTATTCAGTTCCTCCATCATTTTTCTTAATTTGTCAGGCTT
+TATCATTTCATAGGCATCAGGATACCCTCCGACTATTACGTCAAAATTCTGCTTTAATGGCCTCTGCACT
+GCCCAGTCAATATTTCCATTGACAGCTTCAAGAATATTTTTCTTGCGGTCTAAATCCAGTATTGAGACAA
+AATCACCGGGTGAAAAGTCAAATTCAATTGTGCATGTTTTTAATTTTTTACTTGCTGTTTTTGAAAGGGC
+AAGAGCTATGGTTGTTTTGCCGACACCCCCTTTAGGGGAGAAGATTGAAATTATCATTTTTACATCACTC
+CTTGAAAATTTTGAAACTGTTTGACTTGACATAAGGGGCTATCAGTGAAGCTTTGTCGGGAGTTGTTTCA
+AGTACCGCAATTGTGCTTACAGTACCGTTAACCGCTGACGTTGTTTGCTCTATTGAGTAAACCTTCAGCC
+CGCTTACTGTCTGATTTGCACCTCCAGCAATATTTGATAAAAGTACAAGACTTATTGTGTCTCCGACGGA
+AATAAGCTTTGCGTCTTCATAAGGAACGTTTATGCTTATTAAAACATCGCCTGGAGCTACTTCAAGTCCC
+TTCTGCATAACTATGCTGTGCGGTATGAAATCGCCTTTCACACGTGAAGTATTAAGGCTTTTGCCTACAA
+TCTCCTGAGGATTCTTCACTAGATCTGCTGCAAGGCTTGCAGGAATGCTTTTTGTGGTAAGCATGTCCTG
+AGTTATTACTGTGCCTGCGTTTATCGGTTTTGCTGCTGCAACAACATTTACTGTCCCCTGAACACTGTTA
+AGTATTAAAAAAGCTGCAAGAAATACAAACACAGCAGTAATAATGCCTATTTTGATTATCTTGCTCAATT
+TCCTTCACCTTCCCATTCCTTTATTTTTTTGTGATAAAAATCAAGCTTCTTTTGGTTTAAAAGATAAAGC
+TCAATCCCGTCTTTTACTTCATCAAAAGGTTTAATTATCTGCTCTGTAGTTTTTAAAATTATATACCCTT
+CATTGTTTACGGGTATTGGTTCATAAATTGTATCTGGCTTTAAAGATACTCCAAAAAATTTCTGGCTTAC
+AGGGATCTCTCCCATAAAGCCTCCGTTTCCGCTTATTCTGTCTATTGAATACTGCTCAAAAAGCTTGCTG
+AAGTCTTCTCCACTTTTAAGCTTTTGATATACCATGTCTGCCGTATCTTTGTCTCTAACTGATATTTCAT
+ACACTTTTACTGTGGTATAGTAGTCTTTGTGTGTTTCATAAAATTGTTCTACTTCTTCGGGATTTACTGT
+AATGTCTTTTGTGTATTTGTTGAAGAGCTTATCTGATAAAAGAATATCTTTCAGGTCCTCTTTTGTAAGC
+TTTGTTTTGTCCTTAATGTTCTGCCATGCTTTGTTCAGCTCTTCGTCAGTTACCGCTATTCCTTCTTTCT
+GTGCCTCATATTCAACTGCTTTTTTGGCTTTTAGGTTTTCTAAAGCTGTTTTTGTCAGTTCTTCATCACT
+CATTTTTGCAAAATCATTTTTTAAAAACGCTTTTTCTCTTTCTAGTTCAGCCTGTGTTATTGGTATTCCA
+TGAACACTTGCTATCTGCTTTGAACCGCACCCTGACAGGATTGAAAGTGCAAATACAGGCAGTATGAGCA
+GTAAAACTATTTTCTTCAACTGTTTTACACCTCCTCTTCTTCGTTACAGTCTTGATATTCCGGCCCGCTG
+TAGAGTTCATCTTGAATAGTTTCCATTCTGTCTTCAAGATAGTCACATGTTACATCAAGATCATCTACTC
+TTTCATTCAGCTTTTCTATGCTGTCTGCAACTGCCTCTAAAAAGTCAAAAAATTTTTTAAAAATCTCTCT
+TTCCTCACCGGAAAGCTGAGAGGCAGCTGTAAAACCTCTCAGAAATGCCAGCTCTTCTTTTAGAGTCATT
+GTATTTTCACCTCACTTTTTAAAAATCATGTAAAAAAAACAGGTGTTAAACCTGTTCAATTCTACAATGC
+TATCTTTTTCAGTTCATCATCAGGAATGTTTTCTTCACATTTGAGAAGTTCTAACACTTTTTCTGCTATT
+TCTTTTGGTGTGAGCTCAAGGTTATTTTCACGTCCAAGTACGTACACCGCCTTTTCCGAATAGGTGGTTA
+TTAAAAACAGCGCTACTGCCTTCTGGAGTTCTTTTGTTTCTGCCTGACCCTGTTTTACTTTAATTACTGC
+AATCTGCCTTTCCAGCAGCAAATCTATGCTCTGCATGATGCTGTCCGGATTGTTTTTTAATTCCTGCTTT
+AATTTGGAATTTTTGCTCATGCTGTTAATATTTTCAATAACACTGTTTGCAAATTCAAATTTGTTAAGAA
+AGATTATGTCGTCGCTCTCTGCCAGTACATTTTTTACAATTTTAGACAATGCCGGTATGAGATTTGGTGG
+CAGAGGGACATAATTTCTGTACCGGTATTCGGCAAATCTTAAGGCTGCCTGGTACTCCAAATTTGCTTCT
+TTTTCAAGCAGGCTGCTGAGTTCTGTTACCTGTTTTTTTACAGCTTGTAAAGAAAACAATTTTAATCCTC
+CTTTCTTTTAAAAAATACTACTTTACCGCTTTTGGCTTTTTGCTCTGCGCTTTGATAAAGTTTTTCAAGT
+TTATCAATAAAGATTATTAAAGTAGTCGAAAAGTCGTTGTATTTGTAGTCAGGTAGTTTCTCTATGTCCA
+TAAGCTCCAATATGCCTGTTGCAGTTGCAATAACTTTTTTGATTTCTTCAATAAGCTTATCAGCAAGCTC
+ACACTGCTTTTTTGCCTCAATTCCGTACTGCTGCTTAAGCTGCTCCAGTTCATATTTTATGTTTTTAATT
+TCTGCTTCTGCTCTTGCTTTTTCTTCTAATGCCTGTCTTTTTTCTTCAAGAGCTTTTCTGCGCAGTTCAT
+CAAGTCTGTTTTTTTCCTGCTCAAGTTCATTAAGACGCTTTGTTAACTGCTCTGACTGCTCCTTAATTGT
+TTTTAAGGTGCTTTTTAATTCTTGATAGTCATCAGGTTCTTTTTCAATTATTTCAGGCTTTATTTCAGCA
+ATTTTCTTTTCAAGCTCTTTTTTTATTTCTTCTGCTTCTTTTTTCTGCTTCTCAAGTGCTGTGATTTTGT
+TCTGCATGTCTATATACTGCTTTCTGTACTCTTCCATTTGCTTTCTTAAGCTCTCTATTTCACTTCTTTT
+AAGTTCAGCTATAGTTTCTCCAAGAATGTTAAAAAGTTCTTTTTGCTGCTCAGGTTCAAGATAGGCAAGC
+TGCTCTCCAGCTGATGATGATAGTTTGCCCTGTTCGACTAAAGATTGAAGTTCCGGAATTAAATCGTTTA
+GTTTTTTAATTCCACGCAACTGTCTTTCTTTTAATCCTACTACTTCGGCAAGATCTTTTTGGGAAATTCT
+AGGAGATGCTTCGGCAACCGTTGCCGATCCACTTCCTAAATATTGGTTATTTCCTTTTTTGATACCGTAT
+ATTCTTTCCAGCTCCAAAATACATCTTGCCAGCTTCATAGGATTCAAGTTTCCTATACCTCTCTGCCTTA
+AATTTGTCTCAATTAAATCTTTCAGCATCCAGTCTTCTTTTGATAGTCCATCTTTATCTTCATAAGTTCT
+TACTTCACATGGTACTTCTTTTAAGCCGATTTCTTTTGCTGCCTTTAATCTCTGGTTTCCTGAAATAACT
+ATATAGTCCTGTGTTATTATAAGAGGTACTATTATCCCGCTCGTTTTTATGCTTTCAACAAATTCCTGCC
+AGCGCTCACCTTGTATGTCGTCAAAAAACTCTTTATTTCGAGGATGTTCTTTTAAAAGGTTGATGTCTAC
+CATTTGCATATAAATTCCTCCTTACACAGTATTCTTCTAAAATAAAATAAACAGGAAAGAATCCTGTTGT
+AACTCATCTAACACAAAATATTTCCAATAGTTTAATTTTTTTAGAAGTGTTTCCGATTAATATATACATA
+GAAAATCAAAAGAAGGTGAGATTATGAACCAACAATGTTCAAAAGTAAATACCTTTACAATTTTACGTGA
+TTACAAACTATGGAAGAAAAATTACAACTTTAGTGCTTCATCTTTTACTTCTTTACACCAAAAGTTTTAC
+ATCAAAACTATGTATTTGCTGTTTATATTTTCTTTGCTAATTTTTATCCTTGAGCTTGCGGCCGTTAAAT
+GCGAAAGCAGTATTCCTCTTATAGTGTTGCTTATACTAAATGTTTCTTTACTTGCGTTTTATCGTTGGTT
+CAAAAAGTTCAATATTTATTCCAAAGAAAATGATAAAAAAATAATAAAAAATCAAGTCGATAAAGTAGCT
+TTCAGCATAAAAAATAAACATAAAAAATATAAAAAACTTTCCGAAATGATGTTCAAAAGTAAAATCTACA
+AAAAATCATTGGAACTTAAGCTCCATGATTATTCTTATGTCAATTACATAAACTTGCTCTTAGGTTTTTT
+AGGAGGATTATTTTTAAAATCTAACGATACAAATTTTACACTTTTTCTAATAATCTTCTTCTTTGCAATT
+ATTACGGTAATATATTTTTACATAGAAATATTCCTATATTCAATTACATATGAAATTGAAATGCATGAGT
+ACAAAATTTCATATATAGAATATTTATTAACTTTTCTGTAATAAACTATCAAATTAACGAGGACTTATTG
+TAATTTTTCTGCCATTTACAGAAATATCTACATAAAACAACTTACTAAGCCATATATTAGATACCAATAT
+TGTGTCATTTTTTATAACTATCTCATCCAGCAGGTTATACTCTCTCTTATTTATTAGAACTTTTTTGTTT
+TTAGCATCTATTGCGATTATTCTGCTGTGTTGAATATCATAAATAACCAGAAGAAAATTCTCAGGATCGC
+TGTAAATTTTGTCTTGAGATATACCCGATGCCATTGCCACAAAATCTGCAGGAAGATAAAGTTTGTTATA
+AATGATGACGGGTGCAGTTTTGAGCTCTACCGTAACATGTTGTGACCCTTTAACAGGAAGTTCTCCTAGT
+TCAGCTCTGGTTAAGCCTATCCAGGCATAACTTGGAGGTTGATATAGAAAAGGATATGCTGTAAGAGCAA
+AAATAAAAGTAAAAAACAGTATCGTTCTTAATTCAGGAGCGTCTTTAAAAATATTTTTTATGTTTTTGAT
+TAAAATTTTGAGTTTAAACATGAAAAACACCCTCTGTTTTTTAATTTTTCCTAAAATAAGCAAAACAGTT
+TTTTACAAAAAGAGCAGGAACGCTTATATAAGCATCCCTGCTCTTCTCTTAAAACGTAATTGTCTCTGTT
+TGTATATTCGTCTGCTGCCAGTTTGGATTAGACGTCTTAAAGCCTGGATTACTGTGGTCTTGATTGTCCT
+GGAAGAACGTTGCATTAAAGCCGTTTACAGGTATGTGAACATATACACAGAAGTACTTATCAGTTCCATT
+GAGGTACAGTTTAAAATACAATGTTGAGTCTTCCTGCCCTGCTTTCCTGTACATGAACCTGAACGTTGCT
+TCCTGATTTGCTAAGTCTATGTTCTGCATAACCGGATACTCTGTTTCCCAGTTGTCGTCTTCCAAAAGGT
+AGTTTGTGTATCTGTGTATGTTGTGAAAAGCCACAACTTTTGTTACATATGCTGGCGTCCTGAACTCCCT
+TGGCCCTGTCGGGGTGTCTATAATTGAACCTATTTCTACGTTCTTCCACTTAATTGTTATATCCATGTAC
+GCAGGATAACCTTTTTCATCTGTATGCCATTTTGTAAATACAAAATTGGGTGTCTTGTTTATTGTTATGG
+TTGCATGTACACAATCAGCAGTAGCCTGCCTTACCGGAGGTGTATTATTGGAAGCTGCTGTACTGCTGCC
+GGAAGGCTGTGTGCTTACTGCAGGCGGATTGTTGTTTTGTGCCGGAGGTGTTGGAGATGTTCCATCAGGA
+TTGTCACCAGGTATTCTGAATGTTGCTATACCTGAATGTGTTGCGTAGTTTAAAACTTCATTTACAAAAT
+CTTGGTAGTTAGTGAATTGATCAAGGAAAATAGCTGCATCTCCTGGACTTTTAAAAGCGTCTGAACCAAA
+GTAATTAGCCAACTGCTCATAGTATTTTTTTAATGTTACCATTACAGGAGCGTTTTTGTCTAAAGTTCCT
+ACTACCTTATCCGGCACATTGATACCATGTTCTTCTAAAATTGCAGCTATTGCTTCATCTATTGCCGGAT
+CCCCTGTTATAACCTTCCCTGTTCTGGGCTTCCAGTCCCAGTTGTTTGCGTACTGAGCTGTCTTTTTGGT
+AAACTGCAAAATAAATACCCCTGTCTTTTCATCATACATGAAACCTGCCTGCTTTAAGTAGTCAATCTGA
+TCTTGAGTTAAACTTTTGTACGGCACTACATACGCTCCATCGCCTGCCCAGCCTCCCTGAAATTCTACCC
+CGTTTACAAGCATTTCTGAACCATCCGGTTTTACTATTCTTACTGTGCGCATGTCACCTATTATGGCTGC
+ATTGCCTAACATTGTGGAGTTGTCCGCATTAGTTCGACTACCTCCATTTTGTCCGCCGCTTCCACTGCTG
+TTATATCCGCTGTAGGTGCTTCCGCTGTAGTTAAAAAATCCGCCTGTTGCATTTATTGCATCTAAAAGAG
+CCTGCTTCGTGTTGCTGTCATTTAAGAGAGATGTTGCAACAACTCTGTCACCCATGCGCACAGCATCAAC
+TGTAGATACCTGACCGTTTGATACTGCTATCAGAGAGTTGGAAGTGCCGTTATAGTAGTAGTTGGTACCG
+TTCACCGAATAGCCCGGAGATACTGAAATTGTATCTCTCTGCCCGGTATCGGTTGTAATTGATGCACTTA
+GTTTTCCACCGCTTGAAGCTACCTTCTCCGGTGGTATAAGATGACCGTTATCTGTCATTATTCCTGTTGT
+TACATATTTTGTTCCATCCGGATTGGTAACCTCTATCTGATTGCCTCCCAGCCAGTGCACTTTTGTACCG
+TCATCCATTACATAGTCAGCGTACACCGGCACAACACAGGAAAGCAGGAAAATAATTAAAACTGCTGCTG
+CAATTTTCTTCAAAAAAGCTCACCTCCCATAAAAAACTTTTTATTAAATAAAAAAAGGATAGGTTTTTGT
+TACCTATCCCCTTCTTGCCAATTTTTATTTAATTTAACAATTTTTCTATTTCTTCTTTGGGAAGTTTAGT
+TATTTCTGCAATTTCGTCGATATCCATTCCTTCTTTTAATAAATTCTTAGCTATAGCTAGTTTTGCTTCT
+TTCTCTCCTTCTTTTCTCCCTTCTTCTATCAACCTTCTAAAAGTTGCTGACTTCTCTAAATTTAACATCT
+TTATCACCACTTTAATTTAACAGCTTCTTTATCTCATCAATAGAAAGCCCTGTAACTTTAGCTACTTTAG
+CAATGTCCATACCTTCTTTTAAAAGCTCTTTCGCTATTGTTATTTTAGCTTCTTTTTCCCCTTCTTTTCT
+CCCTTCTTCTATCCCTTCTTTTCTTCCTTCTTCTATCAACCTTCTAAAAGTTGCTGACTTCTCTAAATTT
+AGCATTTTTATCACCTCCGCAAACGTCTTATCAATAATTTCCTCTTCATACACCAGCTCTGCAAGTATTC
+TGGCTCTTGCAGCCACTTCTCTCTTTCTTTCCTGTTCCAGAGGAATCTTTTTTATCATCTCTACGCATTC
+TTTCAGATAAAGTTCTTTTTCTTTTTTTCTCCTTTCTTTGTCCATCAAAGGAAGCAGCGTGAACAGTTCA
+TAATAGTTAGTTTGTGTTATCTCATTAAATTTTATTTCCCCCACATCTATTATCTTGTACCTGTACTTCA
+AAAAATTTTCCTCTCCAAAGTCAAAATTCACTCCATCGGCCATATTTAAGTTGTTTTCACCTATGTACAC
+AACAACCTGATAGGGAACTAATTCATGTTTCTCCATTATTTCAACAGCGTACCTTAACATTCTGTAAGGC
+ATTTCTCTGTCATTATCTGACTGGAATTCTATATGTACGGCAATGGTGTTTCCCTCTTTTGTAATACACT
+TAAAGATCATATCGCTTTCTCTCATTTCAACCCTTGGAAACTCCACGTTAAGTTCCTCTATTTTAGTGTG
+CTGTATCCCCAAAAAATAGCTTAATATATCGTCTGTTAAATCAGAAAACATATCTTTTAACGTTATATCG
+TATTTTCCCACAATTTCTCCCTCCATTATCTCTTACCACAATTATACCACACTTAAAAAGAAAGGGACAG
+ACATTTTTAAAGCCTGTCCCTTATTGTGTCTATCCACTCTAAATCCCATTTCTGCGTTACAGGGTTGTAT
+ACACCATCGTATGCTGCGAGTTTCCATTTTCCACCCTGTTTGACAAGTAATGCATGAGCATAAACTGTTC
+CCCATGTTCCGGGATCATTAGGTCTGTCAGTTTTTTGAGTTACAGAATAATATACACTTGCAATATTACC
+CATTGTTGATATTTTTATGACTTTATATGAATCAGGTTTTATCCAGATGGCACCTAAAGGATATACATAA
+GTTCCATCTGAGAGATTACCGCCTCTTAACAAAATACTGTCTACTACGCCGTATTCGTTTCTATTTCCAA
+AAGCTCCGCCAATAGTGGGTCCTTTATGTCCGTCTGTGTCCCATACGCCCATTTTGGTTCCTTTGTAGAA
+GTACTTATCCATGTTCGGTAAAAAGCCGTCTTTTGTAACAAGCCCACCATATTCGTTATAATGTATACCG
+TCTTTTATAACCGTTGGCTCTGTCCATGGATATAAATTATATTCTGTTACGTAATCTTGGGCTTCCTGCT
+GGTACTCCTGCAGTGCCTGTGCAAAAATTGGATTTGGTTTAGGTCCTACATCGGCATACGTCCCATCAGG
+CAGTTTATAAAAATTTGTTGGTATCCATGCCTGTGAAAGCTTTGCAAAAGCCTGCTCCGCATGTGATATT
+ACATTTATTGCTTCCTGCTCTGTCAGGTCGCTTGGTAAAAGCCTCATAAGCCTCATAAGCATTACAACCG
+CTTCTGCTCTGTTTGCATATGCGTTTGGCCTGAACGTGCCGTCATCATAACCTCTCAGTATTTTCAATCC
+TACTGCGTTGGAAATTGCTGCTGAATACGGATCATTATTTGAATAATCTTTGAAATTCAACGGCACGTTT
+GCTAAAGGTATTTGATATGATACTGCTGCATTTGAAAGCCATATTGCTATTTCTTTCCTTGTTATGTTTC
+CGTTCGGATTAAAAGTACCATTGTAATAATCCAGAGGGATTATATTTTTATTTACAAGCTGCATTATGGG
+TTTATAGTACCATGCATCACTTTTTACATCTTTAAACGGATTCTGAGGCGCTGTTTGATCAAGTCCCAGT
+GCCCTTGAAAGCATTGCTGCAAATTCTGCTCTTGTTAATGTATTTTCAGGCATTAACGGACCTAATACTT
+TACAAACAACTTTACCTGTCATTTGGTAATCTCTTATTGCAGTTGGAGGATCTGCAGGATAGCCTCTCAC
+TATTTCTGCTGCTACGGCTAGCTCTAAATCGGGCATTGCCCAGTAAAAAGGCCCGTCAGGCTCTGTGTAC
+TTGTAAAAATCAAGCACCCCGTAAAAGTCTGCTGCAAGTGCAGGCACTGAAGCTCCTAGTATAAGAGCTA
+AAACCAGCATAAAAGATAAAAATTTTTTCATTTAAAATAACACCTCCACTAGAAATTTTATCACATTTTT
+CTCAAAAAAGTAACCTTATTACAGCATCTTCAAGCTCAACAAGAGCTTCATTTATGTCATCTTTTGTTAC
+TTTCTGCCCCAGAAGTTTCATTATGCCCTTTATTTGATTTAAGGCAGCCTCTTCTTTTGTTCTGTCAGAT
+TCTGCTGCTGAAGTTACAGCAGGTTCTTTTACAGCTTCTCCAGAAAAGCTTACCTTTTCTTTTAAGCCGA
+GAAAATACTGCTGCACATCTGAAAATTTTGCAGGATTTTTTACGGCATTTACAACTTTTTCAGGGGTTAC
+CGGATCAAATACAATATCGTATATGCCGAGGGCCAGCGCATAACCAAGATGTTTGTTGTTTTCTTTCTCT
+CCTGCAAGAAGTATTACTCTTTTATCTTTCTGCCTCAAAGCAAAGAGGAAGTCCTTGAAAGGAAGTTTTA
+TGTCTTCATGAGGCGCCAGAATAACCGTATCGTACAAATTCCTGCTCTTTTCTTCCAAAAGGTAGTCTGC
+ATAAAAGACTATCTCTGATTCTATTCCGTTTTCTTTTAATTTGTGTTTTAGCAGTTCATCAAGTTTTTCT
+ATACCTGTGCATATGAACACCATTTTTGAACACTCCCGCAGACGGCTTTAAAAGGCTTTTAAAGCTTTTT
+TAGAGTGTAATAACATATTAAATTATGCTTTGAGGAAATAACTTTGATTGTAGGGCTTTTAAAGGCTTGT
+GGTTTTTATACAGCTCTGTTGTATGTGAATCTTTTCTCCATTTCTTTTCTGTTTTCTACAAGTTTATCTA
+CTATTTCTTTAGAGTACCCCAGTCCTGCCATTTCGGATATAACAAGAGCTTTTATCAGGAGCTTTTCCTT
+CTTACCGGAGGGTTCAAGCTGTTTTATTCTTTCAAGCAGTTTATAGAAAAAAGCAGCTTCTATGTCATCC
+ATTTTAACCACCTCTACTTCTTTTTTACTCTTTTTTGCACGGCTTCTTTTGCTTCTCTTACCTGATTGAA
+AAAGCTCTGGCGCCTTTCCTGCCAGCCTTCAGGAAAGTATGCATCAAAATGAGCCTTTGTAAAACCTCCT
+GTTGGATCGTATTCCTGAGGTGGTACATTGTTCTGCTGCTGATTTGCACTTATATCCCTTGCTTTTCTTA
+CGTAAAAGGACTGTCCATACCGGCCTAACAGGTTGAAAAAGGTCTGAATTAAAAAGCCTATCAGCCACAT
+TATCAGCAAACTCTTTGCAAAAGGATGCATGTGCAGGTAGTTTATGAACTTATTTGCCCACACCGGTATG
+TCCTGAGGCAGCTCAATAAGGATAAATCCTTTTAGGTTTACTACAAAATCAGTCATCAGTTTTAAAGCTT
+CTTTTGTGTCTCCAAACAAAGCTATGAAACTTGTAGTTAAGAGGAGTATACCAAGTAAAGCACCGAAAAA
+ACCTGCTATAACATAAGCAGCTTTTTTAAAAAGCTCTTTCCCTGCAACATATACGAACAAAAAAGGAAAA
+GATAAAATGGTTACTATAAACATCAAATTATCAAACAAATTGGTTCTCCTCATACAAAACACCGGCTTTC
+TTGCAAAATTTTTTCTAACTTCTTACATAGATTATACACCTATTTATTAATATTGTCAATATATCTTTCT
+TTGTACTTTTCAGCAATTGACATTACCTGATCCACGTACCACCATGCGTGGTTGTAGTGCCATACAGCCT
+TTCTTAATGCGTCTATATCACTGTAGCCTTTTTTCTTGTACAGGTTGTAATTTGCACTTAAGTAGTGTGC
+AGCGGTGTAAACTGCATCGGAAGGATCAAAAGGGCTTATTATGCCGTCACCATTGCCGTCAACACCATAC
+TCACTGAACGTTTCGGGTAAAAACTGCATCATTCCAACAGCAGATGTATTGTAGTCAGGCAGATAAGGTC
+CAACAGCGTTTGGATTAAAGCTTGATTCTCTGTAAGCTACTGCTGCAAGTACAGTCCATGGTATTCCGTA
+TTTTTCTCCGGCTGTTTTAAACACAGGAATCAGTTCGTTTGGTATTTCACCCGGCTTTACATCATATTTC
+TGCCATGGAGGTACCCCTTCCCCCATTGAGTAGTCTGAACTATCAAGCAGCCAATCAATGCTTTCTTTGT
+TTTCCATAAACGAAGCTGCAGTTTCTAAAAGCATTTTTCTGTCAATTTCTGAAACATAGTAAACTGTTCC
+ATCTGACAGCACCAGAGTACCGGAAAGGTACTGTAGTGGATCAACAGGCTGGCTGTCTTTCCTTATTTCA
+AAATGAAGGTGTGAACCTGTTGAGCGTCCCGTATTTCCAGACAAGCCTATAACTTCTCCCTGCTTCACTT
+CTTTCCCTTCTCCCACTTTTATTTCGGAAAGATGCCCATAAACCGTTGACAGGCCGTCTGTATGCTTTAT
+GATAACTGCTTTTCCGTATCCTCCGTATTCTCCGGCAAGAACGACAACACCATCAGCTGCTGCTTTTACA
+GGTGTTCCGGAAGGAAGTCCAAAGTCTATTCCCGGATGAAATTCCCTGCTGCCAGGATTTTCAGGATTCT
+CTCTCATGCCAAAAGGTGATGTTACAGGATAGTTCCCATCAAAAGGCTTTATTATCTTTCCGCCCTTAAC
+AGGAAATTCCTGTACATTGAAGTTGTTTGTTGTGGTGTTAACATAAGCATATTTTGTAATTGCAGCATCC
+AGCCTTGTCCAGTCGGGGTAGAAATCTATTCCTGTTTTTGCTATATAATGAGTTATTGTGTGTTTACTGT
+AATCTGTTCCTTTTGTAAAGTTTTCACTGGTAAATTCTTTGTAATGTATTACATATATTCCTGCATAGGT
+ATTCACTTGAGAGATATACTTTCTTGGTGTTCTTATTTCGTAATACTTTGTCTGCCAGTTCCCATCTTTA
+TCCTTAACACTTTCCCAAACCTGAGTTACTTCATCATAATCAAAGTACGTAAAAACAGGATTAAGGTCTT
+TGGTTATGTTCGCTACCATGTCCTTATCAAGAGTGTCATCCCAGTCCCTTGCATAAAGCTGAAGAGCATA
+AGGTACTGCCCATGGAAGAAAAAACTGCTCTTCCATTTTATCAGAAGATATAACAGGGGGATTTAAAGAA
+GATACTATATTTTTGGCTGTTTGGGTATTGGCTGAAATAGTATCATCTCCATATGCAGCACCAAAAATCC
+CCAAAGTGATAATTACGCCGAAAGAAATAAGAATTAAAAAGCCTGCTACCATCCAAAAATAAGGGTTTCT
+TACAAGAAAATGAAGTATACGTCTTTTTGCAGCTCTTTTTAGATAATTCTTTAAATACTCACCCAACACA
+ATCACCCCAACAAAAATAGCAGAGGAAATATTCCCCTGCTACTTCCATCTGAATTCATCAGGGTTTTTTG
+ACACATTTTTAATCCATTCATAACCTTTTCTTATACCTTTTACAGTCACTTCTCCGGCTTTTCCTCCTGC
+TTCTGCTGCTTTTGCTCCAAAAGGAGAAAGCACAACCGTACCGGCTATTTTCCCTACCGCATCCGCTTTA
+TGCTCACTCCCTGTTATGTTTTTTATTCTGTCTCCAAAGCCTGCCCTTCTGTACGGAGTATATCCGTGCT
+CCTGTGCTTCAACTTCTGTTCTAAAGGTTTGAACAGGTTCAATACTGTCATATCCTTCATCATCAGGCAT
+GTAGTACTTTAAAGTTCCATCTTCAAGTTTCACTCCTTTTATTAGTCCATTGCCTTTTTCATCAACATAC
+AGCTTATTGGGATCATCCGTTGCATATCTGTAGCTTGCAGTTTGATATCCCAGTCCTCCTACTGTGCCCA
+AAAAGCTTCCACCTGCTCTGCCTAAAGCTCCTGCTATTCCTCCTCCTATTGTCCCAAAGTCCCTGACTGC
+ACTTCCGCCCAGTGCAAGACCCATAGCCCCTCCTACTATTGAGCCTGCTGCATATCCAATTCCACCAAAG
+ACACCCCCTGTCTTTTGTGCAGCAGAAAGCACTTTTTGATACCTTTCACCTGGAACATCTCTTTGGGCCA
+GTTTTCTAATGATTGGGGCACTCTTTCTATAAGAAGAATACTGCGGTACTGTTGTCTGAGATGTAGGATA
+CACACCTGTGTTTGACACATCTCCTTCTGCAGGAGGAGGAACAGTGCTCTCTGAACTTCTTCTTAAGCTG
+AAAAGTGCGGAATTTTCAGCTTCTGCCTCCTGACCTCCAAACGGGCTGCTGCCACCTCCGCTGCTTCCTC
+CACTTCCACCGGTCCCTGTGCTGTCACTTCTTCTTTCTCTTGCAGTGCTTTGAAAACCTGCACTTCTTCT
+CCTTGCGAATCCTTTCCCTGCAAGGGAAACAATGGACGCCATGCCTGCCAGTCCGCTCATAGCAAGTCCG
+GCGTAAAACTCTTCATTGACACCAAGCCATCTCAAAAAGCCCATAAAAAGCTGTCTCAAAACTGCTGCTG
+TTGGTATAAGTGCAATTAAGCCAAAAAGCTGTGCCCTTGACTTTGTCAGTTGGAGGTCATTTTTAGGCTG
+GTAAAAAATATCAGACCCTTGATTTTCAAGGGTTTTTTGTTTTTAGGGTTAAAAAATTTTTCAAAACTGT
+AGGGACAATTTTACTCCTAATTATTGCCATAATACTTGACTATATTCACTTTTTGTAGTATAATGTAATA
+AACTAACATAAAGGTGATGCCGTATGTTTCTCAAAATAACTAAAGCTGGTGGCTATGAGTATGCCAAAAT
+TGTCCATAATTATCGCGAAAATGGTAAAATAAAGCAAAAAGTCTTGTTTAATCTCGGTAGAATTGATGAA
+CTCAAAAATGATCCCTCTTTCATTAATCTTGTAGATAAATTGCAAAAAATATTTTTAAGCTCCAGTGAAG
+AAACAGGTTCCATCAAGCTTTTTCCAGAAGATGTTTCAGAAGGGATTATTAAAAACTGGGGATATATTGT
+GTATAGAAAACTTTGGGAAGAGCTTGAAATAGATAGATTTCTCAAACAGTATATTTCTCAAAATTCCAGG
+ATAAAGTTTGACATTGATAAAGTAGCATTTTTGATGACAGTACAAAGATTAATTCAGCCAGTAAGCAAAC
+TTCAGACGTACTACCGCAAAAACAGATACTTTGGATTTGAAGAAGATATTGATTTAAATCAGCTGTACAG
+GGGATTAGATATTCTGGCCCAGATAAAAGAGGATTTAGAGCTATACCTTTATCACAAGAATAGAGATTTA
+TTTAACATGGTAGTTGATGTTGTTTTTTATGATGTGACAACATTTTACTTTGAAAGTATTAAGCAAGATG
+ATTTAAGGGATTTTGGATTTAGCAAGGATAACAAGGTAAATGAGGTACAAGTGGTAATGGGCATGCTTGT
+AGATAAAGAAGGAAGACCAGTTGGATATGAACTATTTCCTGGAGACACTGTTGACAGCAAGACCATGATA
+GAGGTTTTAAGGAAACTGAAAGATAAATTTTGCATAGACCAGGTAATAATAGTAGCGGACAAAGGTCTTA
+ACAGTAAACTTAATTTAAAGCTGATAAAAGAAGCGGGATACGACTACATTGTGGCAAGCAGACTGAAAAA
+CATGAGTAAAGAGATTTTAGATAGAGTATTTGATGAAGAGGGGTATCAAGTTCTTGAGGAGAAAAAGTGG
+AGATTTGACAGAGAAATATTTGGTGAAGAGTTTAGATTCAAGGTCATAGAAAGAGAGAATATTATCAAAA
+CGGGAGAAGGGGAAATATTCAAGATACCTGAGAATCTAATAATAACCTATTCAAGCAAGAGGGCCAAAAA
+AGATAAAGAAGACAGGCAAAGGCTAGTAGAAAAAGCGAAAGAACTTTTAGAAAGGCCCGGCAATGTAAGG
+GCAGCAGAAAAGAGAGGAGGAAGGAAATATTTAAGACGCATTTCCGAATCAGAAGAATATGTACTGGATG
+AAGAAGCAATAAAGAGAGATGAGAAATTTGACGGTTTTTATGCAATTCAGACCAGCAAGAAAGAAATGAG
+TGTGACAGAAGTTTTGAATGCATATCATGATTTATGGAAGATAGAGCAGTCTTTCAGAGTAATGAAAAGT
+TGTCTTAAGGTAAGACCAATATTTCACTGGACGGAAAAAAGGATAAGAGGGCATTTTGTTGTGTGCTATT
+TAGCATTTTTACTGGAAAGAACTTTAGAATACAGCTTGAGGGCTAAGTGGAAAGAATTAAGCAGTGATAG
+AATAAAAGAAGCGATAGGTTCAATGAATTTTGTGGAGATAGAGATAAATGGGAAGAAATATTTAATTAAA
+CAAAAGATAGAGGAGGAAGCTGAAGACATATTGAAGGTGATGAAAATAAAAGCACCAAAAAATTTCATTA
+CATATGAGGAAGGCATGGAATTAATTAGCATGAGAAAGTAATGTAGTGACAAATTTCAGGCCCATTTTTT
+GTCAATACCTGTATTCCCAAGCCTTTTGGGTTTCAAACTGACAAAGTCAAGAAAAAGCTGTCTCAAAACT
+GCTGCTGTTGGTATAAGTGCAATTAAGCCAAAAAGCTGTGCCCACCAGGTAGAAAAATCTGAAGATATGC
+CGGGTGAAACTAAAACAGCGTAAAGAGACAAAACCAAAGCGTGAGAAGACTGCATGAAGGCATTTGAAAC
+TATTTCACTGACAACCAAACTTAAACCACCGCTGTAGCCTGATATGCCCCAGCCCCACACAGCTATGGGA
+ACAACAACAAACATGGAAATTAATACGAATTTTCTTATTGTGTACAGGATGTTAAAGTATATCATAAGCC
+CTACAAAAGCAGCTTTTACAAGTGCCGTTGTCAGTATGCTGTTTGTCTGTATGCTTTCAATAAAATCCCA
+TCCGGTTTGAGCAAATTTCCCTCCGCCGTATGCTGATAGGAGGTTCTTAAAAAGCTCTGTCAGATAGGCA
+TTACCCATAAAGACAAGCTGAGAGAGCAGAGGCAGAAACCATATGACAGCATATGCCAAAACAGTTAAGC
+CCATTTTCTGCATTGCATCGGCTCTCTTTGAAGGATTAGCTCCTGCTGCCATAAGCCTCATTCCTGCTAC
+GATCATTGACACTACTGCAAGCCCGCCTGTTGCAATTTCAACTACATGATACCATTTCATGGCAATGTCC
+CATTCGTTCTGAGTGAAAGGCGCTGTTGTGGTGTTTGGCAGGTAAAAAACCAGCTCATCTATAGTTTTGA
+AGCCCAACATTTTTGCTGCACCCACAAGACCGTTAAAAGGTGCTGCCAGTATGCGCTCAATAAAAGTATT
+GGCAAAAGCAAAAGCAGGAATAATTAAAAAAGCAAAAAGCAGAATCCAGAATATTTTAGGTTTGTTCGTT
+CGGATTCGTTGATATAAATTCTTTTTCATAATCAGATGCCACCACCTTTATAACAGTACTGTTTCTTCCT
+GCCTTCAATAGAGCTTCACCTATGCCCGAAGATAAAAGAAATTCTCTTTCTCCTTTTGAGAGGTGAAATA
+CTTCCTGCACTGCGTCTATATCTGTTGGAGACTGTCTTAAGAGAAAAACTGTTGCTGCGTTTGTTAAAAC
+AGCACGTCCCTGCTGTGAGTTTGCAAACTCCATAAAGCTTTGTGAGGCAATTGTAAGAGACGTATTTCTT
+TTTCTTGCTCTCCTTGCAAGGTTCTCAAGGAAATTTGCAGTATGCTCATACTTCATGAACATCCAGGCTT
+CATCAACTATGACAAATTTTTTCTGCTTTATGTTCTTTTTTACAAATTTCTCCCATACCCAGTTGGTTAC
+TACATACAATGCATACGTCTTTAAAAATTCATCCATAATTCCCGATACGTCAAAAGAGATTAATAAAGCA
+TCCTTTAAGTCAACATTGGACTGCCCGTCAAAAAGCCCCATTGTACCGCCTTTTAGGTAAGGTTTTAGAA
+TCTGTGCAAGTTTTTCACCACCCGGCTTTTCGCTGAGCCTCTTTGTAAAGGATGAAAGAGTCGGCATCTG
+CTTTTGACGTGTACCTATATAGTATTTCCCATCTATTTCTTGAGTGCTCTGTTCGTACAGGCTCTCTGGA
+TTCCTTGTTATTCCACGTGCTCTGTACTCTTCAAGTATTGTTTCTTCTATTAGTGAAAGCTCATAGGCAG
+TAAGCGGGGTTTTGCTGATTTTCTCTATTATCATGCTTACAAGCCCTTTTATTTCGTTTGCCTTCTGCAG
+AAGATCTATAAATTCTATGCCTTCATCGTCAACATCTACTTCTATATCAAAAGGATTTATAATGTGCTTG
+CAGTTAGGTTCAAGTTTTATATGAACACCCCCAACTCTGTCTACAACAGGTTTATACTCTCCCTCCGGAT
+CTATAAAAACCGTTCTGACTCCTAAAAGAGCGCTTCTTAAAGCCAGCAGTTTCATCATAAAGGATTTGCC
+TGCACCTGCCTGTGCGAATACGGCTATGTTTGCATTGGGCAGTACAGGAGGCCCTATAAATGGATCAAAT
+ATAACTGGAGATCCTGTAAAAAGATTTATCCCAACAGGTATACCCTGCCTGTGCGAATATTCCGGTGATG
+CAAATGGAAATAGGGAAATAGCTGCTCCTACATTGAAGTTCCTTGATGAGTCTGCTAGGTAGTTTTCGGC
+TGTCGGTACAAGGCTTTTAAAGCCCTGTTCCTGCCTGAATATTGCTGAACGTGCTTTTATGGATTTGCTT
+GCCAGAACTTCTTCAAGAGTTTTTGAATTGTGCTCAAGCTCTGCCAGACTGTCTCCGTATACTGCTATGA
+CAATTGTTACATAAAAAAGCTTATCCCGATTCATCTGGATATTTTCACGCAGTGCCTCAAGGCTTTCTGA
+TGCTCTCTGGAGTATTCCCAGCTCTGCAATATTCCCTTCCTCTTCGTCAAGCATGAGCTGTGATTGAAGC
+TGGGTTATTTTGGTTGTCAGCCTTTTCACTGCATTTGCGTTGGTTTCGGGGTAAACATGTATTGAAATGT
+TTGCATTTGAAAACAGTTTTAAGTCCTCAAGCCAGCCGATATTTACCGATGCAGGATAGTCCGTAAAATA
+GTAAATTCTAACGTATTTGTCGTTAATTTGCATGTAGTTTCTATCTACATATATTCCGTCTGAAGCTATT
+ATCTGCTTTATATCTGAAACATGATTGAAAGGATCATGGAAATTATTTTCTTTTTGCTTTTCAGTTTTTT
+GTTTTTTCTTTTTTAGATTATTATCTTTTTGTAAAGCTTGTTCATCAGCTTTTTCAGTATCTCTTTTCTT
+AAACAGGCTGAATTTCAAGCTCAACACCCTCTTTCATAAAGCTTAGTGCGCCGTTTTCAATAAGAGTAGA
+AGCAGTAATTTTTGTTCCGGGATTTAAAACTTCATGTATTAAGTCTATAAGCTCATTTGTGTTTAAAAGC
+CTTGGATTTAAACCACACTTCATTAAGCCGTCCATAACTATCTGTATTCTTCTTGACATTTCCCCTCTCG
+CTTTTGCATAGTTATTTTCTTTGTCATCGTAGGTTATTATGAGATAATTCTGGTTTATCATTGTGTTTTC
+TGCATAGTAGGATAAAAACCTTTCAAGCTCATATTCGTACCTCAGCATTGATTCAGGCATTCTGTGCCTG
+TTGGCTCTAAAGGCCTGGATTGAGTCTTTTAAGTTAACTCTTTGTGTTAAAGAAAGTATCTGTATAGGAA
+AGGTTATAGAAAGAAGCATTGAACCAAAAGCGTCTTCTAAAGCGTTCTGCTCTGCAGGAGTAAGCAGAGC
+AAAGTTTACCGGATCGGATGTAATTACTGCTCTGTACCTGTGGCCTTTTAAAATGATAAGGTCATCTTTT
+ATGTCTTCTATGTCCAGAAATTCACTGGTTCTCTTCAATTTCTGCACTTCCTTTCCATGCATACTTTTTT
+TCCTGAAGGTAAAATTGAATACTGTAAGAAATGTACTTATCAAGCGTCATGCCGTCTTTATCAAAGTTTG
+CTCCAAAAAAGCCTAAAAGTGCAAATAAAACTCCCGGAATTGCTGCAATTCTTATATTGAAGTATCTGTA
+CATCTCTATAAATACAGCTATTCCTAAACCTATGCCTATTATGAGAATAATAAACTGCCTTAATGAGAGC
+TTTCCGCCAAAAATTTTATCTTCCTTCATTAAGTCTAAAGGTACCGGGTACATTCTCATTTGCATCACTC
+CTCTATCAAATGTAGTTTAATTAATTTGTTATTTTCTTTTCTTCCCTTTCTATAAAAAAATAAGGGCTGC
+TTCTGCAACAGCCCTTGTTTTTTGGTGGAATTTGCTATTATCTTGTATTTGTTTCAGGTTTTGCGTTTTT
+GTTACTATATTACTGCGGTTTAAATCCTAAAGCAACTCCTACAAACCACTTTGCCCCAAGCGCAACAATA
+GCTCCAAGAATAGACCAGAGAAGTCCTGTCATGGCCTCAGACCGCCTTGCAGGGTTTGTGGAGCTTGCCA
+TTATCTTGTAACCGTTCCATGCAATAAACCCTACTGCGACAACTACTGCAACATCCATAAGTGCATTAAC
+AATGTTCCAGATGAAGTTTTTTATTCCGCTTGTATCCACAGCTGTAATATTATTACCAGAACCTGCATAT
+GCAGCAGCCATCAGAGAGTACATAAAAGCAGTAACAGAAGCAAAAAATGCTTTTATTTTTTTATGCATAG
+ATATTCTCACTCCTTCCTGAAAGTATTATTTAAATGACTGACTTACAACCTGAAGCACGCCAAATATTGT
+TGGAATTGCATAATACAAAAGCACTCCCACAGCAGTGCCTATCATGCCTCCTGCACCTGCACGTCTTAAA
+GTGGATGCATGAAATATGCTACCAAGTATGAACATTATGATTGACACTGTAAATATAAATCCTGCAAGAG
+GCATAATAATACTGCCGATTACCTGTGTCAGTACAGAAAGCGCATGTGCAACTTTTACAGCAAATTCCTG
+AGGTGTTACCGGACGAATGTTTGCAGGTTGAATGGGGGGTTGTGGCATTTTCCATCACCTCCTTAAAAAT
+AAAAATGCAGGCTTTTGGCCTGTTTCAAAAATATTTTTTAAGCTTATTTCCTTATCATAAAATAAAAAAG
+CCATCCGACAACTATTATCCAAATATAAAGTGAAATAAGAATCAATTTGTGGGGAATATACGGGGAATAA
+AATACATCAGTTCCAAAACGAACAGCGAAAAATGTTAACAGAACAGCAATATAAAGCGCAGCTTTTTCCA
+TAAAAATCCTCCATTTAATTTTATTTTTCTTTGAGATTACTGTAATAGTTAAGATACCACATAAAACCTA
+TCCCGAACATTAGACCGATGAAAAGGCCTGTTCCAAGTCCTGCTGCAAACTGATACATATCTATCATCTC
+CCTTTTTGAATTTTAGTTATATAAAAAATCCAGTAAGGCATTTCTAATTTTTCTGCTATTTCTCAACCTC
+TGCAGAGCTCTTTTTTCGATCTGTCCTGCACGCTGTTTGGAAATGTTGAGAATTTCTGCTATTTGTTTTA
+GTGTCATAGGTGTTCCGTTTAAGCCGTAACGCATTTCCAGAACGCTGCGCTCTTTTTCAGGTAGGACCTC
+CAAACATTCCTTTAAGATTTTTCTTAACTCTTCTAACGAATAATTTCTATCAATTTCATTTTCGCTTTGC
+TCATCCAGAATAACATCTATCAGTTCCGTATTATCATTTTCATACAGCTGCTGATTTAAACTTACTGTAG
+GATTTTTTAAGCTTAATAGATTTACGACTTCTTCTGTTTTTATCCCTGTTTCTTCAGCAATTTCTTCCGG
+AAAAGCTTCTCCTTTAACCTGCTCAAGCTTTAGCTGAGCCGACAACACCTGATTAAGCTTTTGATAGGTT
+TTTACAGGCAAATGTATTGTTCTGGAACGTCCCCATATATAGCGCTGGATTTTCTGCTTTATGTAAAAAA
+CTGCATAAGTAGAAAATCTATAACCCTTTGTATGGTCGAAACCTTCTATCGCTGCAAGCAGGCCTATAAA
+TCCTTCCTGTATTAAATCATCCAGCTCTACTCCATAAGCCTTTGAAAAATTAGCAGCAATACTTACAACA
+AGTCCTATGTTTTTTTCAACTATTTCATCTCTGGCCTTTTTGTCTCCATTTCTGAGCCGTTCAAAAAGTT
+CAAATTCATCGGTTTTTTCTTTGGTTAGTACGCTGTTCACATATCATCACCCCGCTTGAAATAAAAAAAA
+CAGGCTTAACGCCTGTTCCTATCTATTGCCCTACAACTATTTTGACAAATTCCATAGTTCCCATACCAAC
+CTTCTTTCCCAGTTTTCTAGCTGTTTCATTAGTTATAGTTTTTTTATCGTACTGAATAAACTTTCTGTAT
+GGAATAATATAAATAGAGTTATGCTTCCAAAAAGCAAAAATTAAAAAAGCCCTTCCGCCGGCTTTTTCAA
+AGTCCGAAAGAAAAGCTTTCTCTTTTTCAGAGAAGTGAGATTCTGTAAATTGTATCCTGTCTGAAGCTGT
+TTCTTTGCATTCTATTGCAATAGGGATGCCTTTTATGACCCCTAAAAAATCTACGGGAGCACCTTTCTTG
+GGGAAGACTCTGCCTCCATGATTGACCCAAAGAACGTTCTGCTTTAAGAGAATTCCCTGCCCAGACAATC
+TTAACTGTACTGCAAGATTTTCTACAAGTTCTTCCAGTGCCCCGCCCTTCTGCACATGCTCACGCTCCTT
+TTGTATTTTTGTCTTGTTTTACTACAAACAAATTAAAAACTATATTATACCTTTTTTATTCTTCTCTCAA
+ATTTGTGTGTCTTTTATAACTAGAGTGCCGGCAATCATGTCATGAAGACCTTGTTTTTTGGGTGTGAAAG
+CAATCATAATGTAGCCAATCAATAATACAACAGCAGATATTAATTTACTCCAGTACCTTATATTTGCTTT
+ACCAAAAGAAATTCTGTTACCATTCATATCTACAACTTTTGTCTTCATAATTCTTTTCCCTATTGTTGCC
+TGGAGTTCAGATGATTCCAAAATTGTAAAGTAAAGCCATGATATAACTATACCAAGAATACTTAAAAAGA
+TATCTAAAATATTTTCATCTACACCGTCAAAAAAAGATATGCAGTAGCGCCTAATACTATACCTAGAAGA
+AACAACACCACATTATCAAGTAGAAAAGCAGCTGCTCTTCTCCAGAATCCTGCATATTCCATAAAAATCT
+CCCCTTCTTAAATTTTTTAAAAATATTTTCTTCTTGCTAATTTAAATCGCTGTTAAAAGTCTTTTTGATT
+GTTCCTTTAGGAACCACAATATACTGTTCTATTGGTTTTTCTACTATTCCTCCGGCAAGCAGATCGTAAT
+GTTTCTCTATTTTTTGGTATAAATAAGGTCTATCAAGATTGTCTTTTTCAATCAAGTCCCATTCTGAAGC
+ATCAAGTTTATAAACAACGGTTGTTAATGGATTTTCAGACTTAATTACTCTGACAAAGTAGTACATATTT
+TGATCTATGTTACCTATTCCTAATACAAACGTTGAATCTGAAAGAGCTAAATTGTCTTCCAAAGAAATTA
+TATATCTTTTTATCGTGTAATATCTATCATTTCCAAACATTTTATTGTCCATATATGAACTGTATAGCAT
+TATTATAAGAAGTACTATTATAAGAGTTGCCATTGCCATTGCTGCTTCTGCTACTCCTCTTTCATCTTTT
+ATGAGTTTTCTAAAAATATACATATTGAACGCTCCTTTTATATTAAATACTCCTTTCTTCATCAACGACA
+GTAACTGATAGTTTCTGATAAATGTAAAAGCAAAGATGATTTTCTCGTTTTTATTCATCTATAATTGTAG
+GCTTCTCATCCAGCACCCAAAGCTTAACATAACCGTTTTTTATATACGGACTTACAATGAATTTTATTTT
+ATCGCCCTTTCTATAAGTATTATCCAGAAAGAATCCAAATTCTCCGTTTACAATCACCAGCTGCCAGTCC
+TGATCTGCTCTCACATCGGTAACTGTGCCTTCCAGTAAAAAAGCAGGCTCTGGATTTTTGTAACCAAAGG
+GCTCAAAGCTGTCAAAAGCCATAACCTCTTCTAAATCTGGTACTTTCGTTAAAACACCATCCAGGTCTCT
+TATCTCTTCTTTAGGCGGATTTTCTTCCGTGTATTTGTTCAATAAGTTTTGGATCCTTTTTAAATCTCTA
+ATGCTGTATGAAACACCTGCTGCTGATTTATGTCCTCCAAAAGTTATATCTACATGTTCAGATACGTACT
+TAAAAGCCTCCATTAAATCAAAATCTCCGTAAGTTCTTGCTGAAGATACTGCTTTACCACTGCTGTCTAT
+ACTGCTCACCATTACAGGCTTCTGAAATTTCTCAGCAGCACGCCCTGCGATAAGTCCTGTTATACCTCTG
+GGGCAGTTTTTAAAGGCATATATTAAAAATTTGTTTTCGCTGTCTTCAATACGACTTAAATACTGGTTTA
+CAAGCTCTAAACGCTTTCTGTTCAATTGTTCAACTTCTTCAGCATTTGTACCGTAAAGAAGAAGCTCCAA
+ACCCATTTTAGGGCTTTTTAAGCGCCCTGTGGCATTAATTCGAGGAGCTATTATCCATCCTATATCAAAG
+CCTGTAAGATTTTCGTGATTTCTTCCTGCAGTCCTTAATATTTCTTTTATGCCTTTTATGGGCTGTTTCC
+TCATAAGTTCAAGGCCTTTTCTTGCAATGTACCAGTTGTTGCCATCAAGAGGTACAACATCGGCAACAGT
+AGCAAGACCTGCAAGCTGTATCATAGCAGGAGTTACTGAAAAATTTCTCTGTCTCAAAAGTTCCCTTGCA
+ATTAGATAAGCCACTCCTGCTCCTGCATAGTCCTGATATTTGTCTTTATAAAGCTTGGGATTAAAAATTT
+TATATGCATCAGGAAGATGTGCTAGAGGTTCGTGGTGATCTGTTATAATCAGCTTAATCCCTGCTTCTCT
+GGCTGCTTTTGCTGCTTCAAAAGCTGTTATACCGTTGTCAACAGTAATAACCGCATCAAAACCTTCAGCT
+TTTATTTGTTGTACGTGTTCAGGTTTTATTCCGTATCCCTCTTCTCTTTCCGGTAAAAATATTTTGTTCT
+GGATTCCCAGAACATCTAAAGCATTTTTGAGTATAAGTGAAGATGAAATTCCATCAACGTCATAATCTCC
+AAAAATGGCAATGCTTTTGCTTTCAAAAATAGTTTTTACAATGTCAGAAAGGGGGAAGTCGCTGGGAGTT
+ACAGGATACTTCCTCCGCAGTTCAATTTTTGTATTTGGATTATATCTCCAGAGCATATAAAATTCCCCTT
+TCAGCATACTCCTTCACGTTTTTCAATCTCTCCTTTAGAGCCGTATACCTCTTTGAGCTGTCAATTGTGT
+TTATAGCTATTTTTATAGCCTGCATGTCTCCAAAGATTTTAACAACGTTTTTAGCTCTTGTGACAGCAGT
+GTACAGAAGGTTTCTTTTAAGCATGATGTAGTGGTTCATTGCAAGTACCACGATTACAGTATCGTACTCA
+CTGCCCTGCGACTTATGGATTGTGATTGCATAGGCAGGAATTATTTCTTTTAACTCTTCCTCTACCAGAT
+CGACTATTCGCCCATCAAAATCTATCACAACATGCCTTAGACCTTCTTCGTCTCTGTAAGCTCTTTTTAC
+ATAGCCCGTGTCGCCATTGAAGATTTCTTTTTCGTAGTTGTTTTGAGTCTGCATGACTTTATCTCCAACT
+CTGAATATTTTGCTGCCGTATGCTATTTCCTCTTTCTGGGGATGTGGTGGATTTATTCGTTCCTGTATCA
+GCCTGTTCAACTCCAGCGTCCCTATGTCTGTCTTTTTCATTGGTGTTAAAATCTGCACATCATCAAGTGT
+TTTGCCTTTTTCAAGTTCTTTTATAAACTCATCTACAACCTGCTCAGGCTTTACAAGTTCATGAAAGATA
+AAATCTTTGTTATTAAATCGCACCATTTTCCCTTCTCTTATGAGTTTCGAGTTGAGGATTATCCCTGACG
+TTTCTCCCTGCCTGAAAATAACGTCAAGTTTTGTTACAGGTATTATACCCGACTCAATTAAGTCTCTTAA
+GACGTTTCCTGCGCCTACTGATGGAAGCTGATCCATGTCTCCTATTATGACAAGCTTTGTATCTTTCCTC
+AAGGCTTTAAATAAACTTGCAGCAAGTTCATTGTCAACCATTGAGAATTCATCAATAATAACAACATCCT
+CATCAAGAGGATTATTTTCGTTTCTAAAAAATCTTACACTCCTAAATTCTTTATCAAACCTTGCCTCCAG
+CAGTCTGTGGATCGTTTTTGCCGGGTAGATTGTTACTTCTTCAAGCCTTTTTGCTGCTTTGCCTGTTGGA
+GATGCTAAAGCCACAAGCTTATCTTGTTTTTGGAAAATATATAGAAGAGCGCTGACAATCGTCGTTTTTC
+CTGTGCCCGGCCCTCCAGTTATGATGGATATGTTGTTTTCAACCGCCTTTTTTATGGCTTCTTTCTGTTT
+TGGACTGTATCTGATGTTTTTTGCAGCCTCTGCTTCTTTGATAAGCTCATCAATGTTGTTTATTCTCCAG
+GGCTTTTCATTGAGCATCTTAGCAATTTTCTCAGCAATGTACTTTTCGTTGTAAAAATTTTTAGGCAGGT
+ACACTTTCCCTTCATCGTCATAAAGCTCCTGTGCAGCTGTTAAATACAGAGCCTGATCTAAAACTTTTGT
+GTACCCTACTTTTAAAATCTTCTCCGATGCTGCTTTGCACAGTGTTGTAATCGGCAGGTATAAGTGTCCT
+TCTGTTTCGGCAAGGTACAGCGTATATTTTAAGCCTGACTGAATCCTGTAGGCATTATCCTGCTCTATGC
+CAAATTTTCTGGCTATTTCATCGGCTTTAATAAAGCCTATTCCGTCAACTTCTTCTGCAATTTTGTAGGG
+ATTCGCTTTTACCTGCAGGAGTGTATTACTGCCGTAGCGGTCATAAAGCTTTTTTATCATGTTCAGCGAA
+AATCCTAAAAGCAGAAGCTCAAGCTTTATTTCGTTGAACTCTTTGTTCTGCGTAATTTCAGCATTTACTG
+AATCAACTACCTTCTGTGGTATCCCAATTTCTCTGAGCTTTTCGGGGTTTTTTTCAATAACCTGTATGGT
+ATGTTTTTTAAATGCTGCGACTATTTTCCTTGCCCTTACCGGGCCTATGCCTTTTATGCTTTGGAGAAAA
+ATTTCTATATCGTCCTCATCTGCGTCTTTTGATATTTCTGCGAATACAACTCTGAACTGTCTGCCGTATT
+TCGAATGGACGTACCATTCTCCTATCAAATCCAGCTTCTGTCCCTGTTTGTAACTGCCCTGAAAGGTTGC
+AACAAAGTTATTGTCTTCTGTTCGGACAGCTGCAACTGTATAACCGTCGTTTGATGTGAAAATAATTTTT
+TCAATTGTGCAGTTTTTGATTTCCTGCAGGTTTTCTATCATGTTAACCACTTCCTTGCAGTTATTGTATT
+TTCATGATCTGTTCAGGTGAAAAATCTATCCCCATCTCTCTATCAAATAAACTGAGAGCAATGTTTATCT
+TTCTGCCCTCAATTTTGATAATTTTTCCAATGAAGTTCTCAAATGGACCATCTGTTATCATGACAGTATC
+ACCGGCTTTGAATTCTTCACTTAAGTCGTCCTGTATTCTTGCTCTTTTTACCTCTTCCGGTGTTATGGGA
+ACAGGCTCATTCCCGCCTCCTACAAAGTGTGCAACACCGTTTATTCTTCTAATTGCTGCCATGACCTCTG
+GAGTCATGACAGCTTTTACAAAAACGTATCCTGGAAAAATCTTCTCTTCAATCTCCTTTATTTTTCCTCT
+CCTGGATACTGTTCTCTTTTGTACTGGCACCTCTGCTTTTATAATCAGCCCGTCGTATTTTTCTGTCTTC
+GCCAGGCTGTTTATATGTTCTTCGACTCTTTTTTCGGCATTATGGTATGTGAAAACCACATACCATAATG
+GTTTTTCTTTCGTTTTTGTTAACTCTTGTACTTCACTCATCTTTATCACCCCTCAGCTTAATTATACACC
+TATTAGTTAGTTTTGTCAATATTTGAGTGTAACAGCTTTTTGATGCACTCAAATTTTGAACAGTCCCTTT
+GCTTCGAGGTGTTTCTTCAACTCCTCTGCATTGAAAGTCCACGTCTCTATTTCACTCTTATTTCCCTTCT
+GCAGAGCTTCTGCAAGCCTTTTTAAGGCGTTGTAGTAAAATGCTCTGTCTAAGTCCGATGTGCTTTTTGC
+AAGCCTCTCCCACTCCTTTGGAGTTCTTGAAAGGGCTATTTTGTGAACTTCCCGCATTTTAAAAGCACTC
+CCTTCTCACTTAAATTTGACAGGCCATGTGAATTTCGTTTCAAAAAGGCCCATCTCTGGGAAAAACGTGT
+TTATCACTCGCTGCTGAAGGAATTAATATGCTTTGATATCGGTTCAGCAGTTGACATCCACGCACAGCTG
+TTCTGGTTCTGACCAATTCTGGAGTCTGTCGGTTTATCACTTCAAAGCAGGTTCCTGCTGCAGGTTTTGT
+ATTGAGTCTCCTGCTGCCTGCTTTAAACTTTTTCCCCAGACAGAAAACTGTCTTTTTCCTGCAACCAGCA
+GTGTTTTCTGTACTGCAACTGACTGCATGTTCACTGCTGCTGTCAGCTCCGTAGAAAGCATGTTCAGCAC
+TTGCTTCAGGTGTTAATGTGCTTTGCTGCAGGTTTATCAGGTAAACCACGTACAAAACCCTGCTTTCGGG
+CTTTACTGTTTCGTCTTTGCGAAATTCTATCTCCGGAATCTGCTGTTCTATTATTTCAAAACAAGCTCCT
+GCTGAGTTTTCTGCAGAGGCCTTTTTGGATGTGCCAGTGTTAAAAGCCAGCTGTGAATTTCTTTGCTGCC
+GGTTTAACAGGCAGACCGGAGGCTGAACTCTGCTGTTATGCTTTACTGCCTTAGACTTAACTGCCTCTGA
+AACCTGTCGTCCTGTTACTGCAGGGCAGTTTGCTGCCAGCAGCTTTGTAATAACTCTTTCGCTGCTGTGA
+AAGGCTTCACTTTCAACCGCTGAATCTCTGCCTTCTTCAAAAACAGCTGTTTCTGCACTGCTGCTGACTT
+CAGCCTCATTGCTGCAGATAACAAAAGCCGTACCGGCATTAAAGATTTCCTGCGGAGCTTTCGGTGAAGT
+GTGTATTATGCCGTCGTCAAACTCCTCAATGCTGTAATCATCCCAGTCTCCGTAGCTGTACCTGATTCCT
+TCATCGCTGCTAACTTTCTCCCAGCTGTCAGACTCTTCTTCTGCCTGCTGTGCTGTAGTTATGCCTTTTT
+CAGCAAAAACGGAAGTAACTTTGCATAGAGCTGCGTCTTTGTTTTCAGAAAGGCTAATATCTTCACTGCA
+GCTTAGTTCTTTATTTTGGCTGTCGTGGTCGGATTCTAAAATTTTTTCACCAGTGCCTAAATTTAAATTA
+TTAACCCCGGTATTAATTCTAGTAAGTGCGTATATACTGCCTTCTTCATAACTGTCACTAACTGGTTTTG
+TATCTTTCCTGTTAGTGTAATCTCTTACATGAGAGATACTATCTCTACCAGGAGAAATGTTTTTATTACT
+GCTGCAGGTAGCAGTATTTCTTTCGGTGTTAGGATACTGCCCTGGTACAGAGTGTAGATCTTTAGAGTTA
+GTGTACGTCTCTAAACTAAGATTTTTATTATTTTTTATTCTAGAGTAAACGTTATCATCCCTATATCTTA
+GTATTTTGTATTTACTTGGTTTTATAGTGATTTTATTTACTAGGCAGTAATAATGCATAAGCTTACTGGC
+TTTTATTAATTTTGCTAATTTAGTATTTACTTTCTTGCTAAGTAGGTATATACTCTCTCTAGAAGATTTT
+CTTTCTCTAGAGAGAGTTATTCCTGCAGTTGTTCCTTGCAGGTGTTTTTTTTGCTTTTCCGTAGTATTCT
+CCGTTGTAGTCTGTGTAGTATTCTCCGTATATGTCCCACGGTGGGCCGAGGGAGGTATTACGTTAGAACG
+TGATACCTCCTCCGTTTTATCGTGGGAGGTCCTACGTTCAAAAGTGATAGGTATTACGTTAGAGTGTGGT
+ATCTCTTTCATTTTATCGTGGGAGGCGCTGCAGGAATTGGTGTCAATATCATTGGCAGTTATCTCTTCAT
+GGTGTTCACTTTCTTCTGTCTCCTCATCAGCTTCTTTTTCATAAATTTTGTTAATTCCATCATATGTGAT
+TCTTTCTATTTCTTCAGTTACTGGTTCCACATACATCACGTTTGTTAAAGTTAATCCCGTCTCAGTTTTT
+ATGTTTCTGAACTCTATTCTGATGAGTCCTAATTCAACAAGGCGCTTCATTGCATCCTGAACCTGTCTTT
+TAGAAAATCCAAACTGGTCTGCAAAACTCTGGTATGACCTTTGAAGTTTGTCACCTTTAAACTTTTTTCT
+GTATCCAATTACTTCACCCGTGATGGGATCTCTTTCGATTACCGGTCTGTACCAGTACACAATTTCCGCT
+AACAAAGTGACAGCAATCGGGTTGGGTTTCCCGGATGGATATGTTATATGCCTGTACCACTGCTGGGGTA
+TAATATTCCCCTCAAGGTTTATCTTTGCCATTTTCAGAACTTCAGGGTTAATAACCTCTCTGTCTGACAT
+AAAATTTCACTCCTTTTTGGCTTATTTTTTACAGAGGCAGCTTCTAAAAAATAGGGCAGGGCAGCCGAAA
+AGCTGCCCTGCTCGGAGGGGAGAGTTATGTAGTGCGCAAGGAAGGCCCCTGAAAAACAAAAAAAGGCAGC
+CAGCCGGCTGCAAAAATAAAAAAACAGGAGAGGAGAAAATTTTTAAAGGGGGAATGCCTTAATCCGCAGG
+AGGACGAATACACAGGCCCAAGGGGGACGAACAGCCCGTGCAGTGCGCCCTCCCTCAATAAAAAAGGGAC
+GTTTTGTTACGCCCCTGAAAAGTCTTATATGAACTTTTGAAAAAGTACAGCTATAAACATAAGGCCGAAC
+GCAAGTCCAATTAAAATGTCTAGTATTGAACCTGTACGTACCAGAGGTATTTTAAAACTTTTGTTATAGG
+GATAAAGCACAGGAATACCTGATGGAGTGAACAGATCTGTTGCAAGGTGTGTAGTATAACCTATTAGTGC
+AGGCGGTAGAATAGTCCTATCTGACATAAATAAAATAAATGTAAAAAATAAAAAGCCTGCAAGAGAGTGT
+GTAAAACCTCTGTGAGGGCCTATAAAAGCAAGCCCTATATAGGTTAAGTACAATATTAGACTTAGCAGTA
+AAAAGTATTTGTATTTAAATAAAAAATACCCTGCAGCTATCAGTGCAGGGAAAGTTAATGCTCCTGTATA
+TTTGTTTAACTTGTGTCTCAACATGCTACCCGGTGTATCTATGTCAGGTAAAAGTGAGCTTGCAGCAGCA
+ACAGCTAAATTAATCGGCAGCTGTGAAGGATCTTTTGTGAGGAGAGCTGTTGCTGCAAGTGCTACTGCCA
+TGTGTGTGCGCCCTAACATTTTAATCAACTCCATCCGATAGTATTTATAGAGAAATATTTTGTAACTTTT
+TTGTAAAGGAGAGTGAATTATGGATACGTTATTATCTGCCATTTTTTCCTTATTCAAAAATATTTCAAGA
+AATTCTTACAAAACAACATATAGGTTTTTCACAATTCTGATAATATCATTTACTTTTAAGTATTTTTATC
+CTAATATATTTTTTCTATTTTTAAATCAATTTAAGGAGTACAAAAAAACGATAGTATTGTTCATAAAATT
+TCTTACATTAGCGTTTTTTACATATGGTAATATTGAAACTGTTTTTCTGCTTTTTTATGTTTTGGTAGTA
+TCTTTAAAAGCCCTATTTTATTATGTTAACAGATTTAACCATTATAATACATACAAAGAATGTTGGGATG
+ACCTTATAAAAGATTCATATATCACAATTGCAGTAGATAAGCTTACTTTTGCATACAGTTGTGCTTGGAT
+TGGTTTTGGATATATTTTGTTATTAAACAATAATTATGTTGACTTGATAAAAGAATTTTTCAACATAATT
+ACATTTAAAATGTCTTTTCTTTTTACATGGGTTTTTATACCTATTTCTGTTGTTATGTTTTTGGTAGGGT
+ATATACCTTACTTTATAAAATCTTTTTTCTTGCCTTAACATGAGTAACAAAATATTTTTATTTACAATTA
+TTCCTTAATAAAAACTCTACTTAATAAAAAATGTATTTTTTTATAATCCTTAAAGTTCATGTATAACCAG
+CACAAAAAAGTCAAGGCGCTTATTGCTATGCTAGTCAGCGTGCAGCATAATAGGTTTTTTGTGTATAAGA
+ATAAGGCATTAGATAGTATTGCTCCAAAAAAAACTGAAAAAGCCCATCTAGTCTTAACTTTTTCAATTAC
+AACTTCTTTTTCTTTTTCAGATAAATTTTCAAGTTCTTTTTCTTTGTCTGTTATGGACGGAAGACCTAAG
+ATAATAATTATAACTATAACAAAACTCCCTGCTATTATAATAAACTCAGCAAAAAGAATTGAAAAATATG
+TTATGGCATGTATCAGATTGTTAAATATGCTTGCTGTTGTTATAGAAATATTATTTGTCATTATGCTCAC
+ATCCTTTTTATTCTTAGACTTTACAACAGGTTTGCTAAGAAAAATAAAAAGCGTCCTAACGCCTATCAGT
+GTCTGCTTTGATGCAGGCAGGTAATACTGTAGATAAGTTATCTCTACCTAAGTGAAATTATTGAAAAAAT
+AGAATTGCAGGGACCAGGTTAGTAGTAGCGTCTATGTTAACTAAAATAAATATTAAAAATTAACGATTAT
+TATGTTAGAAAATCTTATTCAAGTGCAGGTGAATATACAATGTATATTGTTACTCTTTTAGGCAATTTAT
+TATCGATAATTTCTTCGCTAATTACAATCATAAGTTTTTTATCTCAAAAAAGTAAAAAACACACATCAAC
+TAATGTCGTTCACAATATTACACAAACTAGCAAATTATCTAAAAATAATATATTCACAAGTATAGCTGAA
+GAAGTTTTAAAAGCAATAGATTCGTTTTTTGTAGACCTATCTAACAATCCCATTGCTTTTATTATAATAA
+TGATTGCTATTATTTACGCAGTATATTTTTCTTTACTAAAAGCATATTTTTATATTTTTAATTTAATAGC
+AATATCGTCTTTAGTGGTTATAATGGTGGTACTGTTAAATACTACTAAAAAATTCTTCTTAAAGCAGATA
+GTTGGATTTAGTGATTTTTTTTGTATCTTTTATATGGTTTGTTTTATTTATTATATTACTTAAACATTAT
+AACCAAATATATCTACCGCAAAGCTTCTATTTTTTCACAACTGAAAAATATAACAGTACCTTTCTAACTA
+ATCTACCTCAGAGTATAAATTATATATTTTCCGTTATTTTACTAATCATATCCTGGTTTATTAATATCTG
+CATAACCTTTACATACTTAACCAATAAAGAAATTTCCATACATAAAGTTGTTTTTTGGTTATCTATTGTT
+ATAATTAATTTGGCATCTATTTTCGGCGTTATATTAAAAGTTTTTAAATTGTTCAAATAGCAATACTTAG
+TATGACAATAGTAGGTAATATATACCAAAAAATTTTAGTTAACACATTTTCGCTTTCTTTGCTTATTGCA
+TAGGCTGTTAATAAAATATTTGTAAAAAGAAGAAACGCTGACCATCCTATATAGCTTTGCAAATTATTTT
+CTGGTGCAATATATATGTGATAATTTATTAGTTCATTTTTTACATTTGCCAAAGATAAAATTGAAATAGT
+GTTAAGCCAATAAATAGCAAACGTCACTACAAAAAATACCCCACTCATCTTCTTCCCGTTATTCATATTT
+ACTCACTCCAATTTCAATTTATTTTAAAAAAAAATAAAAGGCGCCCTAACGCCTATCAATGCCTAGAGAG
+GCGAAGTCACCGCCCCTCTGCTCCTTCTACCTACGGTAGGTGAGCTTAATTCTTTACACGGGCAGGCAGG
+ATTTGAACCTGCTTTGCTGCGCAACTGCGTGCCTGCCGGCTGGGTTCACCCTAGACAGCCCCTAGGTAAC
+GCCTCTTATCTGACACGCAGTATCTGGCTGTTCCCACCATGCTGCTGCTCGATAAAAAAAACTGCACTGT
+TTATTTCAGTGCTTCTTCTTCTACTTTAGAATTCCATTTTTCGGATTCTATTTCATTTGCATAATCTCTA
+AATTGAGGAAGAATAATGTTATGTACATTGTAAGTTCTAGGCAAGTCTGCTGGCTTATGTGAAGGGTCAA
+TGTATTTAAGTTTTTCGTCTACTTCTATATATTGACTCAGTGAAAGCTCTACTAATTGTGCAGTAGATAT
+TCTTCGTTTTTTTGAAATCATCTGAGCATGTATCCTTTGCTGCTCTATCATGCCCCACCAGAGCCTTTCT
+TCCTCTTCTTGCTCTTTTCTTTCTAGTTCTCTTTTGTGTTTGATATATTCACGTTTTTTTTCTTTACGTT
+TTAAGTCATTTTCCGCTTTGCGCCTTTCTTTTTCTATTTCGTATTCAGGAAATTCTTTTAAAATTTTTGA
+GATCATTTGTTTACTAACATTTTCTTCTTTTGCTATTTCTATGATAGTTTTCTTTTCTATTATATACATG
+TGATAAATTTTATTTTTATCACACATTCTATACCTTCCCCTTTGTTATGCTTGGTTGACTTTTTGGGTAC
+GGATTTTTGGACACACGTATCCTATATAAGGGTATATGCCCTTTTTCAAAAGGTTTGTTATAAAACTTTT
+CTTTCTTCTGCAACTTTTTTGAGCCATTCTTTGAGAAGTTCTCTGTTGATTAGAAATTTTGTTCCAACTC
+TAAAAGCAGGGAAGCCTGATTCATTGTTATGTGCCAGTTCCAGTATTTTATCTCTGCCAATTCCAGTGTA
+TCTAGCTGCTTCTTCGATTGTGAGGGTAAGTTTATATTCATAAGTTGCTTCTCTGATTGCATCTCTAATA
+ATCTCTTTAAGTTGCTCAAGTATATTTTCTTTAACATTCTTTTCTTTTAATTTTTCTGAAGGCACATGAA
+ATACCCCCTTGGTATTACTATTTTTAATTATTGACTTTTTTAGTTGAGTTTTGCTCAATATTATTTTCAA
+AAAAAATTTCATTTACATTTACACCTAATATTTTGCTTATTTCCATTGCTTTATCAATAGTGATTGATAC
+ACGCCCATTCTCTAAATACCAATATCCACTTCTATCCTTATATCCAAGAGCTTTTGCCATTTGCTCTTGG
+GTTAAACCCCTCGCTTTTCTGAGAATTTTTAATTTTTCAACCCCCATGTATGTTCACCTCTTTGGTTGAA
+TATATCTCTACTACATCTTTATTATAATAGAGAAATATTAAACTGTCAATATTTTTTTACGTTAAAAAGT
+TGATTTTTATTAAACGATATTTACATATTTCGAATGGAGGGTTATAATTAAAAATAGTTGAAATATATTC
+AACATATTAATTGAGGAGGAATAAACGTGAGTACATTAGGAGAAAGAATAAAACAATTAAGGTTAGAACA
+TGGGATGACACAAGAGGAATTTGGTAAATTATTTGGTGTAACAAAATATTCTATCTCTTTATACGAAAGC
+AATAAAACATCACCCAGTGATGAAATAAAAAAAAAGATTGCCGAATACTTTAATGTCTCCATGGATTGGT
+TAATGGGACTAACTGATGTACGCAAACCATTTATCCCTGAAAACTACAAAGAAAAGTATAAAATTACAAA
+AAGAGATATGCTTCAATACGAAAATTTTATTCAGCATGTCAACGCTTTTTTTATGGATGACAAAGTTGCA
+GAGGAAGACAAGGAAAAACTTTTTAGAGATATATCTGAACTTTTCTGGAAAGCCAAAGAAATAAATAAAG
+AAAAATATGGAAGAAAAAAGAAGAAAGAAAAAACTGATTAGAGAGGTGCTTCACATGCAGGAGGAGAGGT
+ACATTAGAAAGATTTACAAAAAAGTGAAGCACCTTGTAAAAGAACATGAAACAAGAGATCCTCAGAAAAT
+TGCAGAATATTTAGGAATTCATGTAGTATACAAAAGTTATTCTCTATATACAAAAGGTTATTTTATAAAA
+ACCCTGCGCAATAAATTTATTATTGTTAATGATGAGCTGGATGAAAACGAAAAGAAAATCGTCCTGGCAC
+ATGAGCTGGGACATGCCGTGCTTCATTCTGCTAAGCCTATTTCTTTCATCAGAGAGTATACACTTTTCCC
+AGTTGGAACGTATGAAGAAGAAGCAAATATATTTGCTGCGGAATTATTGATTGATGATAGTGATATAGAA
+GAGTTAAAGTATCTTTCAGTATCCCACATTGCTGCTGTTCTGGGTGTTAGTGAAGGACTTGTAAAATATA
+AACTTTTAAAGTTTTTATAAAAAAATTTTACGCAGGAGGAGATGTTATGGCTAAGAAGACGAATTATGTT
+AAAAACGGAAAAGAGTATTACCGTGTAACAGTTACTATTGGGAGAGATGAAAATGGAAAGCTAATACGTA
+AAGAATTTTATGGAAAAACAAAAAAGGAAGCTGAAGCAAAGAAAGAAGAATATTTAAACGGAATAAGAAA
+CGGATTGAATGTTGATTTTCAAGATGTTACTTTGGGAGATTTAATGCATACATGGCTTTTTGAAGTAGTG
+AGAATGTCAAGAAAGCCTGCTACGTTTGTGAAATATGAAGGACATTATAGAAATTACATAAAAAATAGTG
+AACTATATGGAATGAAAATCAGTATCATAAAGTCGATACAAATACAGAGGTATTACAACAAGCTATATCA
+GCAAGGGAAAAGCAGTAAAACAATAAAAGCTTTGAACAATTTTTTGAAGACGTTTTTTAATTATGCAGTA
+GATGAAGGATATTTAGCTAAAAATCCATGCACAGGGAAGAAAATAGTTATACCCGGTACTCCAGAAGAAA
+AAATTGAAACAGAAATTGAAACTTTTTCTGATGAGGAAATAAAGAAAATTAAAGAAGCATTAAAAGGGCA
+TCGTCTGAAGGCACTGTTTTTGCTGGCTTTTGGAACAGGTCTAAGGCAGGGAGAATTGTTGGGATTGAAA
+TGGACAGATATTGACTTTGAAAAAAAGGAATTAAGGGTTCAGCGTATGATTAAACAAGTTACTATTATTG
+ATGAAAAAGGAAATAGAAAATATAAAACTATTGAACAAATACCAAAAACAAAAAACAGCATAAGGACAGT
+TCCAATTCCATCATCACTTATACCAATGCTAAAGGAGCACAGAAATAGGCAAAGGGAAGAAAAATTAAAG
+GCAGGCTCAGTCTACCTCAATGATGTTGAAAAAGGATATGTGTTTACAACAGAATTGGGCAATACTATAG
+ATGCAAGTAACCTTTTAAAGACATATAAAAAAATTTTAAATAGAGCAGGAGTACCTTATAGAAAATTTCA
+TGCCATACGACACACGTATGCAACAAAACTATTTGAAAGGGGCGTACCACTCAAAACAGTATCAGAATTA
+TTAGGGCACTCCAACATCTCTATCACAGCAAATATTTATACTCATGTAATACCTAAACAAAAAACTAACG
+CAGTAGAAACACTAAATGACCTTTTTATTTAGAAAAACAGCTTTTTAAAGGCTTTGTTTTATTCCCACAC
+TTTTCCCACAAAAGTTTTAGAAAGTTATAGAATGTTTTAGTACGTTAAAGTACAAAAAAGCAGTATTTAT
+GCGAGTTACGGGGCAATATAGGGAATTATAAATTACTTGGAAATGACATACATATTCCAAGGTATCTTAT
+CTATAAGGCGATTCCTGTAAATAGAATCTGCTCCCATAAATATATACCTCAAATTGTCAACATGAGGAAT
+GTTCACTTCAATCCATATTCTATTTCTCTCTATAAAAGGTTTTGACGCTATCACGTTTGTCAGGGAATTC
+TCTGCTCTCTTGTACTCGTACAGTTCCCCATTTACTACCCCTAAATCTATCCTCTTTATGTCACCTGGGT
+CCTTGTAAAACAGCCTCATTTCAATATGGTATATCACTTTTTTAGAAATTGGCTTTGCCGATTCTAAACC
+AACGTACAGCTTGTTGTCATGGTAAAAAGCTGCAAGTTTAGTCAAAGCAGCACTCCTGTAAATTTCTTCG
+TTTAACATACCCCCCGTATACACTTTAAGAAGGGTATGAGGCAGATCAGCATCTCTCAAATCAGGCTTTG
+AAGACACAACTGGTATACTTATCACAGGCTTGGTAGCAAACAACTCAGTCTTTCTGACAAATCCCATCAA
+AAATGGCTCCATAACTTCTGTCTGGGTTCTATACTGTTTTATTGCAGCCTGTTTCATATTCACTTCTTTA
+GGAGTAAGCTCAAAAGCCTGCCATTCTGTGTTGCTGTTTTTCATGTCTACTGGAGGCAACATAGGCCTAT
+TTTTTTCTGCCATCCAAGGAACAGGCCATTGAGGGTGGTGAACTAAAAACATGTGTTCTCTGACATTTAA
+ATTCATAGCAGTAATTGTATATCTTACAAAATTGCTCACTGCCCAGTGGTCAGGATGAATGTCATCCGCA
+AGAGGGTAGTATATATCAGTAGGCTTAAAATCTTTTATTATCTCGGTAAGCTCATCTACCAATGTCTGAC
+CGGTATAAGGAGCTCTTGGCTTATAAACCGTATCGTAAGGAGCATAGGCCACACGAGTACCGCCACTTAC
+GCGGGGCCTGTTATTATCCCAATATTGGCTCCACAAAAACCTCGTGCTTCCATCCGCAAATCCCAAAAAA
+ATTAAATCTTTTCTGGGAAGCCCGAGAATTCTCATTGCAGCAATGCTTTCCTGCTGGCGAGCCAATCCCA
+GTTTGTAAAAATCTCTAGGAGTAGGATTCTTTTTTCCGCAAAAAACCATTGCAGCTTTTTTATAGCTTTC
+ACCACTTGTGACAACCACCACTTTTACAGGCCTTTTTAATTCAACCGCTCTTTGGATAACACCTGCCATA
+CCCAGAGTTTCATCGTCCGGATGAGGAACTATAATAAGTATTCTCTGCCCTGGGTCGTCAAAAGTAGGCA
+CGGTAGCTTTTTCTGTGAAATTTGCAATAGCCATTCCCCAGTTCATTATATAGGAAACTCCGATAAGCAA
+AGCAGTAAATAAAGAAAAATATATAGTTCGCCTTGTAATCATACTCTTTGCCTCCATTCTTGCTTATTAT
+TTTACCATAGATTTATGAACAAATTATTACAGGATAATTAATTTTTAATTAATGAACTCAAATTCTGAAA
+ATCTTTCTCAGTGTGATACAATCATATTGAGAAGAATTTGAGGAGGGGATAAAAATGTTTGTAGATTTTC
+ACTGCGATACCCTGTACAGGCTGGTAGATAAAGGAACTGATTTCTTTGAAAGGACAGAAGAGAGGCATGT
+AGATTTCCCCAGAATGAAGGAGGGAAAAGTGCATCTTCAAGTTTTTGCAGTGTTTGTAGACCCTAAATTT
+ATGAGAAAGAATGCAGCTACAATGGCTTTAAAACTAATTGATAAAATGCATGAAATAATAGATAAAAGCA
+GCGAAATTGAATTGGTACTAAGAGGAGAGGATATTGACAGAATAAAAAGCGAAGGAAAAATTGGAGCTTT
+GCTCTCAATTGAAGGGGGAGAAGCCTTAGAAGGAGAAATCGCTTTACTAAGAATATTTTACAAATTGGGA
+GTAAGAGCTATCACTTTGACCTGGAGTTTAAGAAATGACTTAGGGGATGGAGTCGAGGGAGTTCCTGATG
+CTGGGCTCACATCTTTTGGAAAGCAAGTAGTAAAAGAAATGAACCGGCTTGGTATGATAGTAGACGTATC
+CCATCTCAATGAAAAAGGCTTTTGGGATGTTATAGAAATAAGCGAAAAACCAGTAATAGCTTCCCATTCA
+AACGCTAAAGCTTTGTGCTCCCACAGGAGAAATCTGACAGATGAGCAGATAAAAGCAATCGCTCAAAAGG
+GAGGAGTAATTGGTATAAATTTCGCTCCTCAATTTTTAAAAGATGACAAAAGAGCAACGATAGAAGATGT
+ATTAAATCACATAGATTACATGGTGGACTTAGTTGGAGAAGACTACGTAGGATTTGGATCTGACTTTGAT
+GGCATAAGTTCCACACCAGAGGGGTTAGAAGATATATCAAAATTCCCGAAAATTGTAGAAGGGCTTATAA
+AAAGAGGATATACACAGGAACAAATTGATAAAATCACTCACAAAAATTTTGAAAACCTCATAAAAAAGAT
+TTTATAAAACAAAAAGTGCCCCGATCACCGGGGCTTTATATGTTAAAGGGGGAGTCATTGGTTTAACCAA
+GTATACATTATACATAGGTTTTTTAAAAAAAGCAAGACCTTATCAAAATATTTTAAGAGGGATAGGGGGT
+TTTAGGGAGCTCGTCTAGATATATTATACCCAGTTTTCACTGATTTTAAATTAAAAGAGTGTTAAATTTT
+TATTAACTTTGTGTAAAAAATAAATTGTTGTATAATAGAGGTAGAAACACAAAAATGAGGGGGTAAAACA
+ATGGATATTGAAATAATAAGAAAAACAGACCCAGAAATCGCAGAAGTCATATTAAAAGAACTCAACAGAC
+AGAGAAACAAAATAGAGCTTATAGCCTCTGAAAACTTTGTGAGCAGGGCCGTAATGGAAGCAATGGGTAC
+CCCTCTCACAAATAAATACGCAGAAGGGTATCCCGGAAGGCGTTATTACGGTGGCTGTGAATATGTAGAT
+ATGGCAGAGGAACTTGCAAGGGAAAGGCTTAAAAAGCTTTTCGGAGCGGAACACGCAAATGTGCAGCCTC
+ACTCGGGAGCTCAGGCAAATATGGCAGCTTATTTTGCACTTCTAAAACCTGGAGATACTGTACTAGGAAT
+GGATTTAGCTCACGGCGGACATTTAACCCATGGAAGCAAAGTCAATTTTTCTGGGCAAATATATAACTTT
+GTATCCTATGGCGTAAGAGAAGATACAGGATACATAGACTATGACCAAGTAGAAGACCTAGCAAAAAAGC
+ATAAACCAAAACTAATTGTAGCTGGCGCTAGTGCTTATCCAAGAATAATTGACTTTAAGAAATTTAGAGA
+AATTGCAGACAAGGTAGGAGCATATCTGATGGTAGACATGGCTCACATTGCCGGGCTTGTCGCAGCAGGT
+TTACACCCAAATCCTGTTCCTTATGCAGACGTAGTGACAACTACTACTCATAAGACTTTAAGAGGACCTA
+GAGGAGGAGCTATACTCTGTAAACAAGAACACGCAAAAGCCATCGACAAAGCCCTTTTCCCTGGAACACA
+AGGTGGACCCTTAATGCATATTATAGCAGCAAAAGCTGTATGTTTTAAAGAAGCCCTTTCAGATGAGTTT
+AAAGAATATCAAAAAAGGATTGTAGAAAACGCAAAAGCTTTAGCAAATGCATTAATGGAAAGAGGAATAA
+ATTTGGTATCCGGCGGTACTGACAACCACTTAATGCTATTAGATTTGCGAAACACAGGAATAACAGGAAA
+GGAATTGGAAACTAGATTAGATGAAGTAAACATAACTTGCAATAAAAACGCTATACCTTTTGATCCATTA
+GGACCAAATGTAACCTCTGGCGTAAGATTAGGTACACCTGCAGTTACCACCAGAGGAATGAAACCGGAAG
+ACATGGTAGAAATAGCAGATATAATAGCTAATATGATAAAAGATGAAAATTACAAAGAAAAAGCGAAAGA
+AAGGGTAGCAAAACTACTTGAAAAATACCCTCTCTACCCAGACCTCTTATAACCCCAGACAAGGGGACGG
+TTCTTCCGTCCGGTTTCTCACAAAAAAATCGGACAAAGAAACCGTCCCCTTGTCCGGTTAAAAGAGCCTC
+CTTCTTGGTAAGAATCAGTGTGAGGCTCTTTGCTTTTTGTGTTTCAAAATAAACCAACCACTCACTAAAG
+CTTTTAATAGAGACATTCTATAAAAATTTTACACCCTCAATATGCATAATTGCTCTTGACATAATGAAAA
+AATAAAGTTAGCATATTACTTGATAACTGTTAATAAATTAACAATATGAGGAGGATTTAAGATGAGTGAA
+TTCAAGTTTGAAAAGCTTCTAGAACCAATTCAAATTGGGTCAATGAAACTAAGAAATAGGATTATTATGC
+CTCCTATGGTTACAAATTACGCTGCTGAGGATGGTGCCGTCACCGAACGTTTTAAAGCTTATCACCAAAC
+CAGAGCAAAAGGTGGAGTAGGCTTAATTATTGTTGAAGCAACATACATTCATCCAGGTGGTAAAGGCTTT
+CAAAACCAACTTGGTATTTACAAAGATGAATTAATATCTGGTTTGAAAGAATTAACAGAGGCAGTTCATA
+AGTATGGAGCGAAAATTGCTGTGCAACTTTATCATGCCGGTAGGCAAACAACTTTGAAAGTTACTGGAAT
+GCAAGTAGTTGCTCCGTCACCTATTCCTTGCCCAGTTAAGCAAGAAAAGCCCAAAGAATTATCAGTAGAC
+GAAATAAAAGAGTTAATAGAAGCATTTGGACAAGCTGCGAGACGTGCTAAAGAAGCAGGGTTTGATGCTG
+TCGAAATCCATGGTGCTCACGGTTATTTAATTAATCAATTCTTATCACCATATAGCAATAAGCGAACCGA
+TGAATACGGTGGAAGTTTTGAAAACAGAATGAGATTCCCATTGGAAGTTGTCAGGAGAGTAAGAGAAGAA
+GTTGGGCCAGATTTTCCTATTATATATCGCATGAGTGCTGAAGAGTATGTTCCTGGAGGACTTACGATTG
+AAGATACTAAGATATTTGCTCAAAAGTTAGTAGAAGAAGGAATCGATGCTTTGCATATTTCGGGTGGAGT
+ATATGAATCTTCAGCAATGATTATCCAGCCTGCAGCTATACCTCAGGGTTGTTTTGTAGAAAACGCAGCT
+GCTATAAAGAAAGCAATTAATAGCAAAGTACCTGTAATTGTTGTTGGTCGAATCAAAGATCCTATTATGG
+CAGAGCAAATCATCCGTGAGGGCAAAGCTGATCTAGTATCAATGGGAAGAGCCCTACTAGCAGACCCAGA
+ATTGCCCAGGAAAGTTTCTGAGGGCAAGATTGAAGAAATAAGAAAATGCATTGGGTGTAATCAGGGTTGT
+ATTGATCGTCTGTTCCAAGATATTGATATTGGTTGCATAGCCAATGCATTAACTGGACATGAAACAGAAT
+TTGACATGGAAAGCCTAGCAAAGACAAGAAAGAAAGTATTTATAATCGGTGGTGGCCCTGGCGGGTTAGA
+AGCAGCTAGAGTAGCAGCTTTGCGTGGCCATGAAGTAATTCTTTATGAAAAGCAACCAGAATTAGGTGGA
+CAAATGCGAATTGCTGCTGTACCGCCTCATAAAGGGGAAATAAATGATCTGGCTGATTACCTCATCAATC
+AAGTAGAAAAATCTGGTATTACGATTGTAAAAGGCAAAGAAGCAGATTTAAACACAATTCATGAAATTAA
+ACCCGATGTGGTTATATTAGCAACAGGGTCTGAACCAATAATTCCTGAAATTCCTGGAATCAATCAAAAA
+AATGTTGTTACGGCCCATGATGTTTTAAAAGGGACAGTTACTGTTGGTAAAAAAGTAGCTGTCATTGGTG
+GTGGGTTAGTAGGTTGTGAAACTGCAGAATTCTTGGCTGATCAAGGTAAAGAAGTAACAGTAATAGAGAT
+GTTGGATGATATAGCAATAGATGTTGGAAGTTTGGTAAGAGCTCTATTACTAAATCGTATGGCTGAGAAG
+AAGATTAAAGTATTGACAAAGAGCAAAGTTAAAGAAATATCAGGAGATAAAGTAACTATAGAAACAGTAA
+ATGGAAACCAAGAATTAAGTGGTATAGACACTATCGTAATAGCAGTTGGGTCTAAACCCAAGAACGATTT
+ATTGAAGTTAATTGAAAAAGAAGGTATACCTGTTTATGCTATTGGGGATTGCGTCAAAGCTAGAAAGTTT
+ATGGACGCTATTCATGAAGGTTTCCGTTATGCTTACAGCTTGTAATTTTAAGTCTTTACAAAAAAGGGGT
+ATCCCAAAATATAGATGGATACCCCTTTTATTATTACTCCAAATTTAATTGTGCTTATAGCTCATTATAA
+TAACCACTTCTTCATTGCCAATAAACGCGTAGACCTTTTTCAAATAGTTACTCTCCACTCCGTACATGGT
+GACAGACAAAAGGGACGGTTCCTTTTGTCTGATTATTTTTTATATCGCCTTTCAAGTTCATTGTATATGT
+CATTTAATGTAATATTTTTCTCAACCAAAAGCACCATCAAATGATAAATTAGGTCAGATACTTCATACAC
+TATCTCATCTTTTGAATCATTTTTCGAAGCGATAACCACTTCTGTAGCTTCCTCTCCAACTTTTTTTAAT
+ATTTTGTCTATGCCTTTTTCAAAGAGATAGTTTGTATAGGATCCTTCTACAGGGTTTATTTTTCTGCCTT
+TTATCCTTTCATAAAGCTTATTTAGAATCTCTATGCCATCTTCAGTTTCTTCATCGAAACTTCTATAAAA
+ACAGCTTATATTGCCTGTATGACAGGCAGGGCCTTTTGCTTCTACTTGAATTAAAAGAGCATCTTCATCG
+CAGTCATAAAATATCTTTTTTACCTTCTGCGTATTCCCTGAGGTTTCCCCCTTGTGCCATATCTTGCCTC
+TGCTTCTACTAAAAAAATATGTCTCTCCTTTTTCTAATGTAAGCTTCAAACTCTCCTCATTCATATATGC
+AAGCATTAAAACCTGCTTTGTGTAATAATCTTGCACAATTGCCGGTATAAGACCCTTTTCGTCAAACTTA
+AGCTCTTTTATGTCAATCATCCTCTACATCCTTTCTCCTACAATCTTACCGGTATACCCTCATCCTTTAA
+ATATCTTTTCAACTCTTTTATATCAAGCTCTCCATAGTGAAATACAGAAGCAGCCAAAGCTGCATCAGCT
+TTTCCTTGTGTAAACACCTCTTTAAAATGCTCGGGTTTCCCTGCTCCTCCTGATGCTATAACTGGAATAC
+TCACAGCTTCACTTATAAGCCTTGTAAGTTCAATATCATATCCATCCTTTGTCCCGTCTTTATCCATACT
+TGTTAAAAGTATTTCTCCTGCACCCAAATCTTTCACCTTTTTAGCCCACTCAACAGCATCAAGTCCTGTG
+TTTATTCTCCCTCCATTTATATACACATTGTAGCCTGTGCCATCTGGTCTCTTTTTAGCGTCAATTGCCA
+CAACAACACACTGGCTCCCAAACCTCAAAGCCGCCTGACGAATAAGTGTTGGCTGTTTTACCGCCTGTGT
+ATTTATAGAAACCTTATCAGCTCCTGCTTTTAAAACTTCTCTTATGTCATCAATATCAGAAATTCCTCCC
+CCTACAGTCAAAGGGATAAACACCTTTTCTGATGTTCTCTTTACAACATCTATCATAATTTTTCTTTTTT
+CATAGGAAGCTGTAATATCCAGAAATACAAGCTCATCGGCTCCTAATTCATTGTACCTTTCAGCTATTTC
+AACAGGGTCTCCAGCATCCTTTAAATTTACAAAATTTATTCCTTTTACTACTCTTCCATCTTTAACATCC
+AGACATGGTATTATTCTCTTTGCAAGCATTTAAATTCCCTCTCTTTCTAATTCCAGCAATGCAGCTTTTA
+AGTCTATCATACCAGTGTACAAGGCCTTCCCAATAATAGCACCAGTAACTCCCATATCTTTAAGCCTTTT
+TAAATCTTCAATTGAAGATATGCCTCCTGAAGCTATTATTTCTACTCCTACCTTTAGCATATCCTTTAAA
+GCTTCAAAATTTGGCCCATGAAGTGTGCCATCTTTTGAAATATCAGTAAAAATTATTGTCTTTATCCCTA
+TCTCTTTTATCTTCTCAGCCAACTCAGTATCCTTTATTTTAGTCCTTTCAAGCCATCCACTTACAGCAAC
+TTCTCTTTTTTTTGAATCAATTCCCACTATAGTCTTTTCTCCATAATGTGAGACAGAATAAAGAAGAAGG
+TCTTTATCATATATTGCAGCAGAACCTAAAATAATGTACGATACTCCAATTGAAAAAAGATAATCTAAAG
+CCTCTTTATTCCTTATTCCTCCACCTACTTCAATATCAACACTACAGCTATTTACAATTTTCTCAATAAC
+TTTTCTATTTACTAAATGTCCTTGCCTTGCCCCATCCAGATCCACTACATGAATTCTCTTTGCACCACAC
+TCTTGCCACATCTTAGCCATATCTGCAGGATTGTCATAATATACTTCTTTTGAATCAAAATTCCCTTTTG
+TGAGTCTTACACATTTCCCATCCAATATGTCAATTGCAGGTATTACAAGCATTTTATCATCTCTCCAAAA
+TTTTTTAAAATTTTAAGCCCTGTCTCTCCGCTTTTTTCTGGATGAAACTGACAGGAAAAAACATTGTCTT
+TAATAATGACAGCTGGAATTTCTATCCCATATTCAGTAACTGCGTATTCAAAATCTTTTTCATTGCCATT
+TACATAATAAGAATGGACAAAATACACATAATCTCCATTTTTTATTCCTTTAAGAAATGGTGTGTCTTTT
+TTTATGGTCAAACTGTTCCACCCTACATGGGGGATTTTATTTCCTTTAGGAAGTCCTACAACATTGCCTT
+TAAATATTTTAAGCCCCTCTGTCTTGCCTCCCTCAAAACTTTTCTCAAATAAAAGCTGCATTCCCAAGCA
+TATTCCCAAAAAAGGCTTTCCCTTTTCAATGTGTATTTTTATCTCTTCAGCCATACCTGTTTTGATTAAA
+ACCCTGATGGCATCTGGAAAGGCTCCAACTCCGGGAAGTATCAAGGCCTCAAAATTTTTTATTTCTTTTG
+CATCACTTGTAATCTTCGCATCGTATCCCACGTATTTTAAAGCTTTTTCAACGCTTCTCAAATTTCCCAT
+TCCATAATCTATAATGCCTATCAAAATTCCACCCCTTTATGTTTACAAAATCCCTTTAGTAGAAGGTATG
+CCATCTATTCTCTCATCCAATTTAAGTGCCTCATCCAACGCTTTACCCAAAGCTTTAAAAGATGCTTCTA
+TAATGTGATGAGTGTTTACACCATGTAAAAGTTCTACGTGGAGTGTTATACCAAAATTATAAGCAAAAGC
+CCTAAAAAACTCCTCCACAGTCTCTGTTTCAAAATTCCCAACTCTTTCAGCTTTCAAAGGCAAATCATAA
+TAAAGATAAGGCCTTCCACTTATATCAAGAGAAACTCTAACTAAAGCTTCATCCATAGGCACATAAAAAG
+TACTAAATCTTTTTATTGACTTTTTATCCCCTGAAGCTTTTAAAAAGGCAGTACCTAAGACTATTCCTAC
+ATCCTCTACAGTGTGATGAGTGTCTACTTCCAGATCTCCTTTTGCTATTACTTTTAAATCAAAAAGGCCG
+TGCTTTGCAAAAAGAGAAAGCATGTGGTCAAAAAAGCCTATTCCCGTCTTTATATCATATGAGCCTTTGC
+CATCTATATTAAGTTCGACATATATGTCAGTCTCTGCCGTTTTTCTTTTAACTTCCGCTTTCCTCATGAC
+AATATCTCCCTTAAAGCGTTTATTAAATAATCATTGGCATCAGAAGAACTCACAGTTATCCTTAAAGTCC
+CTTCCAACCCCTTCACATTAGAAAAATTTCTCACCAAAATTCCCCTTTCAACAAGTCTTTTGTGCACATC
+ATTGGCATTTTCAAATTTACAAAGAACAAAATTTGCATGAGAAGGATACACTTTTATCCCATTAATTTTA
+TTTAACTCCTTTACCAGCTTTTCTCTTTCGTTTATAATGTAATTTACCCTCTCCTTTAAAACACCACTTT
+TTAAAACTTCTAATGCTATTCTCTGTGATAAAGAGTTGAGATTATAAGGAGATTTTACAAGATTTAAATA
+TTTCACTATTTCTCCATTTGAGAGAGCATATCCCACTCTTAATCCTGCAATCCCAAAAGCTTTTGACAAT
+GTTCGCAGCACAATCAAATTTTCAAATCTATCTATATATGGCACAAGAGTTTTTCCATAAAATTCAAAAT
+AAGCTTCATCAACTATTACAATCCCTCTTGCTTTTTCAATTATTCTGATTATATCCTCTTCATCTATTAC
+GCTTCCAGTGGGATTGTTTGGATTGCACAAAAACACCAATTTAGGCTTATATCTTTCAACTGCTTCTGCA
+AATCTTTCAACATTATAAGTATAGTCCTCATTTAAATTCACAGCTATTTCATTCGCTCCTGCAATTTTAC
+TGTATATGCTGTACATTGCAAAAGATGGGTGAGGGTACAAAACTGTATCCCCTTTATCTACAAAGGCAAG
+CATTATAAGGTGTATTATTTCATCAGAACCATTTCCTACAAAAATATTTTTAGGAGTGACACTGCAATAT
+CTCGCTAACTCTTCTCTCAATTTTTCTGCCGTAGGGTCTGGATATATATTTACATGGATAGACTTTACAA
+TATCCCCTATATTTTTCATTACCTCTTCAGGAAGTTCAAAAGGGGTCTCGTTTGCATCCATCTTATATTT
+ATAAGGCACATTTTCCACTTCATAATTTTTAAATCCTTTAATTTCTTCCCTCAACAAATTCTCAATCATT
+GTAAAACCTCACTTTTACAGAATTGGCATGGGCTGTAAGCTCTTCAGCTTCTGCCAAGGTTATGACATCA
+TCTTTTACACTGCTCAAAGCTTCCTTAGAGTAATAAAGTACATTCATCTTTTTGACAAAATCCCTAACTG
+AAAGAGGAGAGAAAAATCTCGCTGTACCACTTGTAGGAAGAACATGATTTGGACCTGCAAGGTAGTCTCC
+CAAAGGTTCTGGAGAAAATTCTCCTAAAAATACTGCTCCTGCATTTTTAATTTCGCCTAAAATTTCAAAA
+GGATTTTCAATGACAAGCTCTAAATGCTCTGGAGCTATTTCATTTGCAATACCAATTGCTTCTTTTAAAT
+TATCTATAACAATTATCGCGCCAAAATTTTTTAAAGACTCTGCAATTATTTCTTTTCGCTCAAGATATTC
+CATTTGTCTTTCAATTTCTTTTTTTACTTTTTCCGCTAACTCTTTTGAGGTTGTCACTAATATTGAAGAA
+GCCATTACATCGTGTTCTGCCTGTGAAAGAAGGTCTGCTGCTACATATTTTGGACTTGCTGACTCATCTG
+CAATTACCAAAATTTCACTAGGTCCTGCCACCATGTCTATGTCTACATAGCCATATAGGGCTCTTTTTGC
+CATTGCTACATAAATATTTCCTGGACCAACTATTTTGTCCACCTTAGGTATTGATTCTGTGCCAAAAGCC
+AGTGCTGCAACAGCCTGTGCTCCGCCAATTTTATATATTTCTTTTATTCCAATTTTATCTGCCGCCACAA
+GCACATAAGGGCTTATCCCCTTTTTTCCAGCAGGAGATACCATTACTATTCTTTCAACGCCTGCCACCTT
+TGCAGGAATACCATTCATCAAAACTGAAGAAGGATATGAGGCAGTTCCTCCAGGAACATAAATGCCTACA
+GAGGAAAGAGGCCTTAATACTTGCCCGTAAACTATTCCTTCTTTAAAATCCATCCATGTCTTTTCCTTTT
+GCTTCTCATGAAACTCCGTAATATTTTTTATGGCCTTATCTAACGCTTTTAAAAAATCCTCTTTCACTTC
+CTCATAAGCTCTTTTTATTTCTTCCTCTTTTACCTTCACTGTCTCGCTATTGAGATTTATTCCATCATAC
+ATATAGGTGTATTCAAATAACGCTTTATCCTTCCTCTCTCTCACATTTTCTATTATGTCTTCAACCCTTT
+TTGCAATCTCTTTATTCTCCAATTTACTTCTATTCTGTATTTTATTAAAAATCCCTATATCGACTTCCTT
+AGTAAAATCAAACATTTCTATCATCTCTATCCCCCATTTATAACTTCTCTCAGCTTTAAAATTATATCCT
+TTATTCTCTCGCTTTTTGTCTTCATGCTTGCCTTGTTAACTATAAGTCTCGCTGTTGAAGGAAAAATCTC
+CTCTATAACAACAAGGCCATTCTCTCTTAAAGTCCTTCCAGTCTCCACAATATCAACAATCACTTCTGAT
+AATCCTACAATTGGAGCAAGCTCCACAGAGCCATTTAATTTGATTATCTCAACATTTTCACCTTTTTTCT
+TAAAAAATTCCTCTGCAACGTTTGGAAATTTAGTAGCAACTCTTTTATTTGTGAGAAAGCTGTCTTTAAC
+ATTGGGAGGACCAGCTACTACCATTCTGCAAAATCCAAATTTTAAATCTAAAACTTCGTATAAATCCTTT
+TTTTGCTCCAACAAAATATCCTTTCCACAAACCCCTAAATCTGCTGCACCGTGCTCCACATAAGTTGGAA
+CATCCATAGGTTTTACAAGCATAAACTTTATAGCATTTTTATTATCTTCTAAAATTAACTTCCTCGATAT
+ATCTTTTAACACATCATTAGAAATACCTGCTTTTTTAAATAAAACTACTGCATCCTCTGTCATCCTGCCC
+TTTGGCAAAGCTATTGAAACAATATCCATGTCATTCCCCCACATCTACGACTTCATCAAAACTTTTTAAA
+TCAATATTTTCACACCTCTTAAAAGTGTACATCTCTACGACATTGCCTTCTTTTCTGAGTACATTAGCCT
+TTTCATAAGCTCTTCTTCTCTCTTCTTCTTTATACCTTACTAGCACTCTGCGGGGTTTTACCCATTCTCC
+CTTGCTTTGCCTTTGCAAAGCAAGCATAACTCTTTCTACACTTATTGCAAAGCCTGTAGCAGGCAAGTCT
+TTACCGTAAATCTTAAGGAGCTTGTCATACCTTCCTCCAGTGCATATAGCATAGCCAAGCCCTTTTACAA
+AACCTCTAAATATAATTCCTGTGTAATAATTTAGATTTTGCACCATCCCCAAATCAAAACTTATATATTC
+CTTCATACCAAAGTCCTCAAGTATCTTATACACTCTATCAAGATACTCAAGCACTCCCTCCGTCTCTTTA
+AAATTTTCTTTTTTTAACTTTTCTAAAATCTCCTCCCCACCGAATAAAAGAGGAAGTTCCCTTAGAAGTT
+TAGCCTCTTCTCTTTTTATTTCTTTTTGTTTTATGAAATCTTCTATAGCAGATTGGTTTTTTTGCTCTAA
+AAGTTCTCTCAATAGATTTACATCTTCATTTCCTAGATTTAAATTTCTTACAATACTTCCAAATACTTCA
+GCATGTCCTATATCAATTTTAAAATCCTTTAAGCCTGTACTTTTTAATGCCTCTATAGAAAGAGCTATAA
+CCTCCGCATCTGATTCTTCGTGATTTGTACCTATAAGCTCTACTCCTGCCTGTGTAAATTCTCTCATTTT
+ACCTACTTGTGTGTCCTCATACCTATACACATTAGCTACATAGCATAACTTAAGTGGGTATCTGCCTTCC
+AACTTTGTAGAAACAATTCTGGCTATTTGAGCAGTTACATCAGGCCTTAAAGCTAAAATATTCCCCTTTT
+TATCAAAAAACCTGTACATGCTGTTTTCATCAAATAAATGAGAAAAATTTTCGCTGTACTCAAAAGTGGG
+AGGCATTATCTCTTTATAGCCAAAACTTTTGAAAACCTCTCTAAATTTGTCCTCTATATTTCTCTTGAAT
+TCATATTCTTCAGGAAGGAAGTCCTGCACTCCATCCGGCAAATATATCATTTAAATCCCTCACATCGCTA
+TGTCTTTGTAACGTGATAAAGTAATGAATTGTATCTCTTTTATTGTATATTAATTTTATATGTATGTCAA
+GAAGAGACAAAGAATGGGAGAAAAGTACTTCATATTGTGGTATAATGTATTTACACAATGCAAAGAGGCG
+TTTCTTATGAGGGAAGCTACAGAACTTTTGAGATATTCATTAGAAGATGAATTAAAGAGAATAGTAAATA
+TAATCATTGAGAAGTGCAACCCAGAAAAAATAATACTTTTTGGCTCAATGGCCAGTGGAACTGCCAAAGA
+GTGGAGTGATATTGACCTAGTTGTAATAATGGAAACAGATTTGAGATTTGTGGATAGAGCTTTGTATAGT
+GCTTTTGTCGGTTATTTGCCTGGTGGCAGGGAGTTATCTCCCCGCCTCTTATTTTTTATTTAATAAGTTT
+ATCCAAATTGTTTTTTATGCTGTTTATATCCTTCAAACTTACATACTGTCCAATACTTTTTCCATCAATT
+AATACATACTCGTTATTTTCATCTTTTTTTGCAAAACTTATCCTCTCTACTTTATCTTTCCCATATACAT
+CAAAGGCAAAAGGCCGATCAGCAGAAACGACGTTTTTCCCCTCGTCCAGTCCATTGATTTGCAGTAACAC
+TATGCTATCTAAAAGATTGTCCATTTCTTCTTGTTTAAGAGTTTTCCCATCAAGCTGCCAATTGCCCTTC
+TCATCTTTTTTAAATTGAAATTCCTTACCGTTTTCATAAAAAACTAATTTTTTTATTTCATTTTTAGGCA
+CAGTTACAACAAATTTCTCCATGTACTTGTACAAATAGTTATTGGTTAGAAAGAAATTTTCTATAGAAGA
+AGCATTTACCCTGTATATTTCATTGCTCTTATCTGTCCTAATGTAATACCCTTCCATATAGTTCTCTTTG
+ACTGGGGACTTATTCCCTATCATAAGGGAATAAGTGTATCCATTCTTTAATCTTCCTTCTACAACATAGG
+AAGGTTTTTCAAGTCCATAGGTAAACAAATCACCTTCCAATTTTCTGTCAAAAGTGAGAGAAGTCAAATT
+GTCTAAAAGCTCATCTACATAAATACTGTCAGCCTTGTAACTGACAGGACTTGTTATATACCAGTCATTT
+CCTTCTTTTTGAAAGGAAATTAAAGCCTTACCCTGTTTTTCTATCTTCAAAGAAGCTACATCTTCTTTTT
+TAAAAGTAAAAATTTTATTATCTTCCTTGACAGGCTTGCTTGTTTTTAACTCGTAAAAATAGTACCCTCC
+AAGAAGGACTAATATGAGCAACAATATGACAGTAGTTTTAAAAATTTTCATGCTGTTTTCCTCCTATACC
+ACATGTATCCTCCCACTATCCACACTGCCAATGGGATGATGACAACTGTAGTATAAAAGAGCATAACTGC
+CTGTTTTCCTGTCAAAAAAATCTGATTGAACTCCAAAGATTTAGGTCTTATGGAAATCTGAGTAGTCTTA
+TTAGCCAGCCAGTTAGCGGTATTCATAAGAAAATCCCTGTCAGCCTCCAATGTTATTATTTTGTCCGTAA
+ACATCATGCTGCTGCCAACAAGTACCATTTTCATACCTGTCTTTGAATCAGATACCGCAACAGCCAAACT
+TAAAGGCCCTTTAATGTCTCCATTTTCAAACTTCATTGTCTTTGAACTAAAATTCGTCTTGCCCCAGGCT
+TTGTCACTAGTTGACAGCAATTGTTCAATTTTAATATTCTCAGCTGGCTTTTCCGCATAAGATATACTCC
+TTGCCATTGGCATTACTACATATAAATTTGAAAGGTCTAGTTTGTTCGTAATTGTGTGAAATTTATACTG
+CGGAACTGGTGACAATGGATCCATAAAATAATTTCTAGCAGGGTCTACAACTGCGTCATTGTCAAATTTC
+ACACCCCAGGTAGATAAAAGTTCATTTACAGATTTTTCTGTTAAAGGACCGTATTCTGCTCCCATTGCAA
+TGATTGCTTTGCCACCTTTTTCAAAATAAGCTTTTAGAGCCTGCATTTCTTTATCGGAAAAATCTCTGCG
+CGGGTTTACAATGACAAGCAAAGCTGTATCCTCCGGTATACCTCCTGCCTGTCCTATATTGAGGTCTTCC
+ACATTGTATCCTTCTCCCTTTAAAGCATTTTTAAAGGTGACCAAGTAGTCAATACTATTTAATTCATCGT
+GCCCTTGAAGAATATAAGCTTTTAGCTTTTTTGTCTGAGTCACATCAATAATAGCCTGAGTAAACTGCTG
+CTCTCCATTAAATGTGGCAGTATTAGGTTCATTTCCAAATCCGAAAATATCATAGGAATTCACTACCTGC
+CTTTTTTCAGAAGGTCCACTCCCAGAGATAAAAAGGACTGTATCGTAATCGGTGATGCCGTATTTTTGCG
+CAATTGCTGGTTCTTTGTCAGGGTCTACGAAGTGAACACTTATCTCCTTAGACACGCTTCTATACTGGTC
+GAGCAAATTTTTGACCATCTCCTTTGAATCGGTTCCATCTTTGAAAAAAGCGTAAACCGTGACATCGGTT
+TTAAGATTTCTAAGCACTTGTTTTGTCTGATCCGAAAGGGTGTACTGCTTATTTTTGGTTAAATCCCATT
+TTACAGGTTTTTGTGCCACTATCACATTTGCAAGTATCAAAATAGCCAATAGAATAGCTGTCATTAAAAA
+TGCATTTGTCCCATACTTCAGCCTAGTACTGTTCACCTTAATACCTCCTAACTCCAGCGTTTTCTATCTA
+TAACTCTTATGGTGGCAAATACAAAGAAAATAACCACGCTCAAGAAAAATACTACATCGCTCAAATTGAT
+AATTCCGCTCTGGAAATTAGCTACTTTATCAAAAAATGAAAGACTTTTCAAAATACTTTTTGCGCTGCCG
+GTAAAAACATCTCCCAGCCAGCTTATTACCCAAAATACAAGTATCAAGGCAAATCCGATTACCCCTGCCA
+CCATTTGATTCTCTGTAAGAGAAGAGGCGAAAATCCCTATTGAAATAAAAGCAATACCTGCTAGAAAAAG
+CCCAATATACCCAGAAATTATGGGCCCCATGTCAGGCGAAGAGTACATTTTAAGATAGAGAGGATAAATA
+AATGTTATTACAAGTGTTGCCAAGTACACAAAAACTGCAGATAAAAATTTGCCAACCACAATGTCAAAGA
+CTGTAACAGGAGAAGTAAGCAAAAGCTGATCTGTCCCCATTTTCATATCTTCAGAAATTAGCCTCATCGT
+CAAAATAGGAGCAACAAACATAAAAACTGTCACCATACTTCCTAAAACAGGGCCTAATTCAGCATAATGA
+GTGCTTAGCACAAAAGTTGAAAAGAAGTATCCTGAAATCAGCAGGTAAAAGCCCATAAGCACATACGCGG
+CAGGAGAAAAGAAATAGCTCTTAAGCTCCTTCTTTAATATTTCTAACATCTTCATCGTAACTTTCCTCCT
+CTGTTGTAAGTTCAAGAAAGACCTCTTCCAAGCTGTATCCCAATGGTCTTAGTTCCAATATTGGGAGCCC
+TTCTTTGGCAAAGGCAAAAAATACATCTTTTCTTATATCTCTATCATTAGAAGACTCCACTGTAAGTTTT
+ACCATCATATCTTCTTCAATTTCCGCTTCCACATTGATAACTCCGTCAATGTTTTCTACAGTCTTTACCA
+CTTTATCATAGGGACCTTCTGCTTTTATAAAATATCTTAGAACATTTTGCAAAGCTATCGACAGGTTTTC
+TGTCTTATCCATTGCCACAATTTTCCCTTTGTTTATTATTATCACTCTGTCGCACACCATGCTAACCTCT
+GGCAGTATATGGGTACTCAAAATAATAGTGTGCTTTCCCCCCAATTTTTTTATTATATCCCTTATTTCTT
+TAATCTGCTTGGGGTCAAGTCCAACAGTCGGTTCATCTAAAACGAGGACTTCTGGGTCACCTATTATAGC
+TTGCGCAAGGCCCACTCTCTGCTTGTAACCGCGAGATAAGTTTTTGATAAGCCTTTTTCTAACTTCCATC
+AATCCCATTTCATACATTATTTTTTCTACATCTTCTTTTCTCTTTTTAGGCGGAACCCCTTTTATTCCCC
+CTACAAAGTGAAGGTACGCCTCCACCGTCATATCCAGATACAGAGGTGGTGTTTCAGGCAAATATCCTAT
+ATGCTTCTTCGCTTCAATTGGCTGTTCAACTATGTCATACCCTGCAATTTTTATGGTACCGCTTGTAGGA
+GGTATGTAGCCCGTTATCATCTTCATAGTAGTCGTCTTGCCGGCACCGTTGGGCCCTAAAAAACCTACTA
+TTTCACCTTTATCAACAGAAAAACTTATATTATCCACTGCTTTTCGCGTGCCGTATACTTTTGTCACATT
+TTTTAGTTCTACCATCATCCTTGTCTCAGTCCTCCATTTTACATAGTATGGAAATTATATCATGAAATTT
+TTAAAAATCTGTGTACAAACTGTTAAGACTTAGTTAAGACCGAAAAGTCATTAAAGAGGCATTTTGTGCT
+GACAAAAAGAAGACACAAAATGCCTCTTTAATTAACCCATCACGACAAGCACTCTAAAGACTTTATTTTC
+ATCTTTAAGTGGTACAAATTTATCCACAGGTTCCCCATCTAAATAAATCTCTCTTACGCCTTTGTTCACT
+CTATCTGGATTTATCACCTTTATTACGTATTTGCTGTGGCCATGGGCATATTCTATCACAAAACTTTCCC
+AGTTTCGAGGAACGCAGGGGTCTACTGTAAATTTATCTCCATATTTTTTTAACCCCAGAATATGTTCAAC
+TGCCACCCTGTACATCCAGCCTGCTGCCCCTGTGTACCAAGTCCACCCTCCTCTTCCCGCATGAGGGTCA
+ACTGCGTACACATCTGCAGCCATCACATATGGTTCTACTTTGTATTTCATGCATTCTATAGGGGTCCTGG
+TGTGGTTTATTGGGTTTATCATGTTGTAAAGCTTCCAGGCTGTATCTCCATCTCCTAGCTCTGTAAAGGC
+AAGTATTACCCAGGCAGCTGCATGGGTATACTGCCCGCCGTTTTCCCTCACTCCGGGCACATAACCTTTT
+ATATACCCCGGATTTAAATCCCCAGAATCAAAAGGCGGCGTCAAAAGCTTGATTATCCCTTCTTCTTCAT
+TCACCAGATAATTCACGACCGCTTTCATGGCTTCTTTTGCTCTTTCTATTCTTCCGCCTTTAGAAATTAA
+AGCCCACGACTGTGATATAGAGTCGATCTTGCACTCCAAGTTGTTAATGGACCCGAGTGGAGTGCCGTCG
+TCAAAATATGCTCTTTTGTACCAACTGCCATCCCAAGCATTTTCCTCTATTGACTTTAAAAGCCTCTCTG
+CTTCCTTAATGTATTTTTCTTTTCTTTCAATATCTCCCATTTTTTCAGAGATAGAAGCAAACTTCTTTAG
+GACAGTGTATAAAAACCATCCCAGCCATACACTCTCACCCTTCCCTCTATGCCCCACCTTGTTCATTCCA
+TCGTTCCAGTCACCTGTTCCAATTAGAGGAAGACCGTGTTCCCCAAATTTCAAAGCATAATCTATGGCTT
+TGACACAGTGCTCGTACACTGTTCCTTTATGTGAAGAGATAGAGGGAACAGAATATCTCTCCTCTTCCTC
+TTCCTTGAGAGGAAGGTCTTCTAAATATCCCGCTTTTTCTTCTAATATTGCCCAATCTTCTGTCTTCTCT
+AAATAGTCAGCTACTACATAAGGAAGCCATAGAAGGTCATCTGAAAATTTCGTTCTTATTCCCTTGTTTA
+AAACAGGATGCCACCAATGCTGCACATCTCCTTCTATAAATTGATGCTCACAAGCATTTATTATTTGCCT
+TTTTGTAAACTCTGGATTCAAAAGTACCATATTCATGGCATCCTGCAATTGGTCCCTAAATCCATATGCA
+CCCCCTGACTGATAAAATGCTGAGCGCGCCCACAATCTACAGGCTATCGTCTGATAGGGTAACCACCCAT
+TTACAAGCAAATCAAGAGATTTATCAGGCGTATTTACCGTGAGTTTACCCAAAATTTCCCCCCAAAATCC
+CTTTACCTTTTCTAGTTCTTTTTTACAGTTTTCTACTTTTAAATATTTCAAAACCAAATCTTTTGCCTCT
+TTCTTCTCTTTAGCATGTCCTAACAGGATTGATATCTCTTTCTCTTCACCAGGTCCTATTTCTACAGAAA
+ACTCAATTGCACTGCAAGGATCAACCGCCAGTCCTTCTGAATTAGAAAGAGTTTCATAGGAAAGAGCTTG
+AGGGCTACTTAAGTCAAAACCTACCCCTATAAACTCCCCTCTTTCGCTTTCATAAGAGTTTATCCCCTCT
+GATGTGGCTAGAAATGCTATTCTATTAACAAAATCTTCATTGTACACATTTCTTATATACAAAATCCTTT
+CTTCCTTATCAAATTCAGAAGCAATATACTGCGACGTAGCCTCATCCGTGACCCCTAGAACTGGCCTAAT
+GTAATAAACTATCTGGATTTTTCTGCTATTTTTAGATGTGTTTTTTAATTTAATCAAATTTATCTTTACA
+GAATCTTCCTTAGGAACAAACATTGTGAGCCTGCTTTTTAATTCGCAACTTGCACTTTCAAAAGTAGAAT
+ATCCAAAACCATGTCTTATATAGTAAATACCTGAATTTCCTGCTGGATGCGGAGTAATTGTCCATTTCTC
+TCCTGTAATTTCGTCTATTAGATATATCACTTCTCCATGAGGGTCTAAAACAGGGTCATTGTACCAGGGA
+GTAAGCTTGTATTCCCTGCTATTTTCTGCCCATGTATAACCTGCCCCCACCTCAGAAACCTGAAAACCAA
+AATTGGGGTTGGAAATTATGTTTATCCATGGCGCCGGACTGCTTTTCCCTTCCCATTTTATTACATATTC
+TTTTCCATCAGGGGTAAAACCTCCAAACCCATTGTAATACTGAAGTTCTATTTCTTCCAGCCCATCATCC
+CTACAGCTTGAAACTTTTTCTTGGAAGCTTCTAGGTTTTAATGCCTTTTTGTGAACTTTAACCATTATTT
+GGTCATAAATAGATTCATTTTTGCCGTCAAATTTGAGAGCTGCTACAGCGTTTAAAAGGTAGAAATCATC
+TTCTTTTAAGTTATTTTCTTGAAGCAAATATACTCCTCCATATTTTCCAAATACATCGTAAGCAAAGGTG
+GTATTTATAACCTCTTTTATTTTGTCGTTTAAAGGTTGCAAGTATCCGCTTTTGTCCTTGTTCACTATCA
+CAAGGTCAATGTTTATGCCCTTCATCCTCCAGTATTCATAAGCTTTCAAAAACCATTTTACCAACTCTAT
+CTCTTCCATCTTTTCCACTTCTAAAAGCACAATTGGCAAATCTCCCGAAATTCCATGAGCCCACAATCCC
+GATTGCCCTTTTGTGTTTTTCAGTATCATTTCTTCTCTCATTTTTCTTTGAGGGCTTGCAAAAATGAGAT
+AGGGGAGCATTCTTTGAAATAATCCCAATTCTCTTGGCTTTAAGTTTATATACTCCAGTTCTACTCTGCT
+TCTAGTCCATGACATCTCAAAAGCTCTTTCTATAGCATTTTCCTCTTTATACTTTGAAACGATTTTTACT
+GCTTCTTCTTTTGTCTCTGTGATGGCCGAAATATACGCTATTTTCGCAACGCCCCCCGGCATTATTCTTA
+TTCTCTTTCTCAGACTTACAATTGGGTCTAAAACAGCTCCTTCTGTGTTAGAAAGAGGCTGATCTGGCTC
+AAGAGCCAAAGGTTTTCTCACGCTTCTCCCTCTACCTATAAACTTAAGCCTATCCGTCTCAAACTGGGTG
+TCTCCCATCGCCTCCCCACTTAAAACCACGACTTTATGTAAAGCCCACAATCTAGACTTTTCTGGATCTC
+TTGGCCTTCTGCACACTATAATCGCATCCTCATCCTTCAAAAACTCCGTCTTTACAAATAGCTTGTTAAA
+AGCAGGGTGTGCTACATCTGAAGGCAAATCCATCAAACTTATCTCAGAAAAACTGGTAATCTCAAGTATC
+TGGGGGTATTTGCTGTGGTTTTTCAAAGTAAGCCTTCTTATCTCCACATCATCTTCAGGCGACACAGTAA
+TCTCCAAATAACTATCTATGCCGCCTACTCTCTTAAAGTACTCAGCTTTGTCGGCAGAGAAAACCACCCT
+GTAATGCTGCCCTTTTTGATAAAAAGGCGCAAAAGTGGCTGACCACACCTCGTTTGAATCCACGTTGCGT
+ATAAAGATAAATGTGCCGTAATCTTGAGCAATGTCTTTTCTCCACCTGTTTAGGAAAATACCTTTAATAT
+TCTTGCTGTATCCTGTACCTTTCTCTGTAAGCATCACAAAATATTTGCCGCTAGAAACAATGTGCACCTC
+TGGAATCCAGCTTCTCGATTCTCCCAGAACTCTCACAAAGTCTAAATCTTCTTTTCGTATTTTTTGAATT
+TTCCTTGGTTCTTCTCTTTCTTCTCTAGTCATATCCAGATAGATAGGAGCTTTTTCTTGCAACAAAATTT
+GTGTAGCTTTCACTCTCGGATCTCTGTGAAATCTTTTTTGCATTATATTTTCATGTATAAAATTATCTAT
+CGCCACAAAAATCATGCCTTGATGATGGGCCATAAAACTTTTGACAATGGCATTCTTTTTCCCAAAAGGC
+ACCCTCTCCGGAGTGTAATCAATTGCCTCATACAATCCGTACTCTCCTTCTGCTCCTTCCTTTTTTAAAA
+ACTCTATATTTTTCATAACTCCTTCTGGGTCAACAGAAATTGCCAAAATAGACCCGTAAGGAGCTACTAC
+CTTGTCATGGGAAAGTCCTCTTTTCAGTCCCAAAATTGGAACACCAAAAGCCTTGTATTGATAGTTAAGG
+CTCATATCAAAGGCATAAAATCCTGACTCAGAAATACCCCATGGAATACCCAATTTAACTCCATACTCTT
+TTTGCACTTTTGCCGCAAAAGAATAAGTCTCATCCAATAAAGTATTTTCATAATTTTTCATTATCAAAAG
+GGGCATAAAATACTCAAACATCGTCCCTGACCATGAAACCAGTCCTTTAGACCTATTCGCCCTTGTAAGC
+ATCCTTCCTAATTTAAACCAGTGTTTCTTGTCAACTTCTCTTTTGGCAATGGCAATAAAGCTTGCCTGTC
+TTGCTTCAGAAGCAAGCAAGTCATAATAGGACTTAGTAAGCTTTTCTTCCTCTACATTGTATCCAATAGA
+GAAAAGTTGCCTCTTTTCATCGTACAAATGCTTGAACTCTGTCTTTTCAATTATATCTTCAATTTCCTGT
+TTTAATTTCAATATCCTCTCTTTTAACTCCTCAATTTTTTCAACAGCTCTCTGTATCTGTTTTATCTTAA
+ATTCAGGCAGTCCTTCCTTCTTTGCTCTAAAAGTTTCCTCCAGATATTTCTCATACACTTTTTTCAGCTC
+TTCAAAAGAATTGCATTCATTAAAAATTTCTCCATAACCTCCCTCAGCATCTTCAAATTCCAGCCACGGC
+ATAAATTCTCTAATCTCATTTTTAAATTTTTTTACAATATCTCTTAGTCTTTCCTCCTCTACCTCTTCTA
+AATCATCTAGAATTTTTTTCCATGCAAGAGGGTCTATATCCCCTTTTTTGAGAAACTCCTCAAAGAGACT
+CTTATCAATTCTTTCAATCTTCAGCATTCTGACAGTATCTTTTAAACCTCTTAAAAACTCCAAGTCAATA
+ACAGGCTTATCTAAAAACTCTTCCAAAGCCTCTTTAACGGTAATCAAATATCCAACCAAATTACCGCTGT
+CCACCGTAGACACATAATAAGGTCTTAAGGGTTTAAGTGTGCGCGTGTCGTACCAGTTAAAAAGGTGTCC
+ATTCCATTTTTCCATCTTTTTTATGGTATTTATAGTGTTTTCAATACGATCTACCATTTCACTGGTGGTT
+ATGTACCCCAAATCCCTTGCACCAACAGTTGAAACAAGGTAAAGACCAATATTGGTAGGAGACGTCCTTT
+CTGCTATGCCGTTTGGAGGGTCTTCCTGAAAATTATCAGGCGGCAGGTAATTTTGAGCTTCTGTAACTGT
+ATCTTCAAAAAATTTCCATGTCTTTCGCGCAATCAATCTCACCTCTTCTATATCCTCATCCAAAATAAAT
+TTTATTTTGAGAAGGACAGGTTGACTTATGTAAAAAGCTACATAGGGTGAAAAAGCCCAGAGGAAAAATA
+CTCCCACTGCAAAAATCAGAGCCCCAGGTTTAAAGTAAGCTGTTAAAAGGATTAATACCACTCCTTTTAG
+CAATACCACCCACATTCTCTTTACAAAGCTTATAAAATCATTTTTCAGCCTCTTTTCCATATCTGCAGCT
+GTTACCCATTCCAAAAGATTCCTCTTAGTTATGTACATCCTGCTAATAGTTCTTATTATGGCATCTGCCA
+TAATATAGGCATTATATGGCAAAAAGATAAAATTAAGCAGTGCTTGGTAAAAAGCTACCTCAACTCCCGT
+TATAACTGCCCTATGCCTTTTTTCTAAATACTGCCTTAACTGACCTCTAAAAATCAAATCAAACAAAGCA
+GGCATTACAGGAAAAAACACAGTTAAAGCAGCAACCGCTACCCAGAATAGAGCACTTGCTGGCAAAGCTG
+AAAATCCAAGAAAAAGCATTACGATCAGAGAAATTGAAATTAAACTCCTCCTCAGATTATCCATAATTTT
+CCATTTAGTTATCAAAGAAAGAGGGTTTCTTATCAGTTCTCCTCTCCTGTTCCTTATTTTCGACCTCAAA
+TAAGGCAAAAGTTGCCAGTCGCCTCTTACCCATCTGTGCAGCCTCATCATGTAAGAATTGTACTTTGCAG
+GAAATCCATCTATCAATTCAATATCTGTCACCAAACCGGTCCTCACAAAAGACCCTTCTAGAAGGTCATG
+GCTTAATATGGAATTATCCGGTATAGTGTCCTTCAAAAGCTCTCTAAATACGTCGACATCAAATATGCCT
+TTGCCCGTGTAAATTCCTTCACCGAATAAATCCTGGTATATGTCAGAAGTCGCTGTGGTGTATGGGTCTA
+TACCTCCTTCTCCACCGTATATCTTAGAAAATAAAGAGGCGTTAGCGCTTTCTATATCAACGCCAATTCT
+GGGCTGAAGTAGACCATACCCCTCCACTACAATTCCCTCGTCTCTGTCAATTATGGCTCTGTTTAGAGGA
+TGCAGCATTGCTCCCACTAACTTCTTAGCCGTATCTATAGGCAAATTTGTATCAGCGTCCAGCGTTATTA
+CATATTTGATTCCAAGTTTAGACACATCATCGCTTACTATGTAAAATGTGGTATCCTTCTCCCCTCTTAA
+AAGGTCAACAAATTCCATTAAAGCTCCTCTTTTTCTCTCCCATCCCATCCAGCTCTTCTGCATTTCGTTG
+TAAATTCTTTTTCTGTGAAAATAGTAAAATACCTTCTCACCATTTTCGGCATACTTCTCATTCAATTTTT
+CAATCTCTTCTAAGGTCGCTTTCACTATCTTTTCATCTTCAGGCATCACTTCAAGGGGAGCATCTTTGAA
+ATCCCCTAAAATTCCAAAGTATAGATTTCTTTCCCTGTTTGCGTGATAATACACCTCCAAGTTCTCCACA
+AGCTCTTTTGCCTTCTTCTCATCCGGCAAAAGAGAAGATATGACGACAAAGGTCTTGGCATCATCCGGTA
+TTCCATCTTTTAATTCAATTTTCGGCAGCATTACTGGCTTAAAAATGTGCATTAACACCCAGTTAGTCAT
+CTGAATAGAAATTTCACTTAAAGGAATAGCCAAAACCAAAGAAGATGCAAATAAGTTCCAAAAGCTACCC
+GTAAAATGGCGCAAATAACCAAGACTAATTATCTCGCCCAATGCAAAGAAAAGAATTATCAACCCAAAGT
+AGACAGTTGCCGGATTTTTCTGCCTTATCCTGTAAAAATCAAAAAATCTCCTCTTTTTATTGTTAAGCTT
+GCTCTCTAATATGCTTCTTCCTTTTCCTATGAGATAAAATCCTACGTGATTTATGTAACCCAGGTTTTCC
+CCCTGGTCAGCGACTTCCCTTGCGCATTCAACTGCCTTTTTGGCCACGTATGTCTCTGACACGTTGTAAT
+ACCTAGCCAACTTCTCTATTTCATGCCTGTAGTAATCTTTTGATTCGAAATCCATTTTTGGATAAGTACC
+ATCAGGGTCCTGTTTTAAAACCTGTTCTACAGGGCTTAATGTCTCAAAAATCTCAGCCCAGTCCAATGAG
+GAGACTGTTTTTAAACTTACAATAGCATTACCTATTGATACCTGCCTTTTTGCCTGGAAATAGTGCGCCT
+TTTCAGCAATATCGTTTATGCTAGAATCATATTCCATGAGAATTTTCTCTAAGGTTTTTAGAATGTCTGA
+AGAATTGCTTCCTTCTCTCTTTATCCTGCTCACAAGATATTCTACAAACTGAAGAGGAAATCTGTCCACA
+ACTTTTATATTGCTCTTTATTAGCTTCTTTACCTCTTCATAAGACATCTCTTTTTCCATCAATGCTGATA
+ACATTTTTTCTGCCTTTTCCCTTTGAAGTCTTGATTCAACAATTTCCTCGCACACTTTTTTTATCTTTTC
+AATCAAAGCAATACGTATCATAAGGCTTAAAGCCCACAACTCAGAAGTAGTGAGCAAAGCCTTTTTCTGA
+TATGCCTTTATGAAATTGATAATTCCCTTTTCCTCAATCTTTCCATCTGTGTGCAAAACAAGCTCAAAAG
+CCAAAGCATACACTCTAGGATATCCTCTAAAAGCCCCGTTTTTGAGAACTGGGAGCCCGGCATAGTATTT
+TTTGCTGAGGCTTTTCCTTATCTCTTTCACCTGTTCTTCAATTATATAGAAATTGTCCAAAAGCCATTCT
+TCTTCTTGAGAAATATATGTATCTTTCTCTTTTAAAAGATTGTTCAAACTCCTGTACACACTTTTTATGT
+ACTCATAATTTTTATTCATTCTAGGAATTAAAAGAAAGGAAGCTCTGTTTCTATTTGCTATTACGTGATT
+CTGAGCTAATTCCTCAGCGTGCTTTTCCATTTCTTCTGAACTTAAGATTATATCGTCAAACTCTCTCATT
+GAATCATCTACTTCAATCTTTTTACTTTTTAAGTAAATCCCTGCCAGAAGTAGTATCAAAACAAATACCG
+CATACCACAAGGCCCGTCAACTCCTCCTACATCGCAGTTTTTATGCTAAAAATATTATTCCCCCAAAATT
+AACTTTTTAAAGCAAAAAATAAAAGCCCCTTTAGTAGGGCTTTTCATTCCTCCCATACTTCTATATCTCT
+TAGCCATTTCGGAAAATAATTTTTAACTACTCCCTTTGCAACTCTGCCCCAGCCAGCTGGGAAATTTTCT
+GCTGTAAAAAGTATCCATCCATCTTCTTCGTCAAGTTCAAAGGTCTCTCCATTTAGATATTTTTCTCTCT
+GAAATTTGTCAAGCTCTAATACCCTTTTAATCTGGCTTGGCTTTAATCCCATAGCCAACCAGTGAGAAGG
+TTCAAATCGATTTTTTTTGAGCTCTCCCATAAGCCAGCCATGCCTGTAAATCCTTATGCCTTTTAATTCC
+GGCAGATCCAAAGGCACATGATACACAAAGTTATTGTCTACTTGAAGATTTAGTATCTCCAAATCTAAAT
+CGAGATATTTATCTGCAAACTGATAAAAAAGCTCTAATTCTTTTTGATGTTTCTTTTTCTCAACTTTTCT
+CTTAAAATTTACATTCACATCTTCTCCATTCTTTTTGAGCTTTGCGATGAAATGTCCCTCTCCCCTTACC
+TTGTGAGGCCATAGCCTCATGCATTTTTCAAGTTCTTTAGGGCCGTCCACCCACTCGGGATGCCCTTTAT
+CAAAAAAGTGACTTAACTCGCTTTCTACTACCTCAAATTCCGGGTTTTCTTCTAAAAACTTCTTTATGAC
+CCCTTCGTTTTCTTCCGGCGAAAAAGTGCAGGTAGAATATACCAATACCCCCCCTCTTTTAAGCAAAGGT
+GCTACGCTTCTCAAGATATTTCTCTGAGTTATAGAACAGCTCAATACATTATTTAAAGACCATATTCTCC
+TAGCAGCAGGGTCTTTTCTAAACATTCCCTCTCCAGAACAAGGCGCATCTACTACTATTTTGTCAAAATA
+CCCTTCAAAAGCTTGAATTAACCTCTCCGGCCTTTCATTTAAGAGAACTATATTTCTTATTCCCATTCTA
+GCCACATTTTCTTCTAAAGCCCTTATCCTCTTTCTATCTATCTCATTTGCCACAATAAGGCCTTCATCCC
+CAATTTTAGATGCAATGTGAGTAGTCTTTCCTCCCGGGGCAGCGCTCACATCCAAAATTTTCTCACCAGG
+CTTGGGATCTAATACCTCCACTACAGCCATTGCCGTAGGCTCTTGTATGTAATAAAGTCCTAACACATGG
+TACAAGTGATTCCCTGCTTTTTCTTCTTTTTCATAGTAAAACCCTGTTGGACACCACGGAATGGGTTCTA
+TCTCAAAAGGCGCAATTTTTTTAAAATTTTCCACATCAATTTTCAAAGTATTTACTCTCAATCCCTTTTG
+AGGCTTTTTCTCATACTCCTTCAAAAAGGCTTCGTACTCTTCCTTTAAAAGCTCCTTCATCCTCTTTAAA
+AACTCTTCTTTGACCGGTACTTTCATCTCTTATTACCCCTATTTTTAAAACTTTATAGTTTCACCATTAT
+TTTCAGCAGATAAAATTATTTTATCCAGTACAACTTGGTCTTTATAAGCCTCTTCAAATGTAGGTGTCTC
+CTCAAATACAATTTCACTTTCTACAATGTTTGTAAAAAAGTTTATAAGGCTTGCCATGTGCATATCTACC
+ATCCAACCCAGTGAGTATTTTTCGGGGGGATAAATTGAATTCACATATTTGCTAAATTCACTTTTATTAT
+CATAATCCCCTGTTATCTCTTTATTCTCTTGCTTTTTGTACAAAATAGCATATCTCGGGTGCTTTGTAGA
+TATTTTTATCGACCCTTTAGTACCATAAATTTCAAATTTCGTCTCTTCCTCAATATCAGGAGATATTCTA
+GAAGCTTCCATGGTTCCCCAGCCTCCTCCCTCCAGTTCTACCTCTACACTTGTCCAGTCATCCACATCTA
+CGCAATCGTAAATTTCTGAACCTTTCTCCACGGGTCTTTCTTTAAAATAAGTTTTAGAAATCGCCCTCAA
+AGATTTTATCTCCCCCAGCATGAACCTTACTGCATCTACAAGGTGTATCCCCATATCCAGTATAGCTCCA
+CCACCAGAAGTGGACTTTTTCAATTTCCACGAAATAGGCCTTTTAGGGTCCATATATCCAGAGTGAAGCA
+TCAAAGCCTTAAAATTTAAAATTTCTCCTATTTCCCCATTTTTAATCATATCCCTTGCCTGTGTTATAGC
+AGGCATAAACCTGTACATCAAAGCTGTCTGATGTATTAGTCCTTTCTTTTTTGCACTCTCCATTATATCA
+TAGGCTTCCTTACTGTTTACCCCTATAGGCTTTTCAAGATACAAAGGTATACCTCTTTCTATGGTCTTCA
+TGGCTTGTTCATAATGAAGGTAATTGGGAGTACATATATCAACAGCATCTGAATTTTCTAAAACTTCCTC
+TAAGCTCTTTGCCCCTTTTTCAAAAAAATGAGGTATGTCATTGAGGTTGTTTTTATAAACTCTTCCCAGT
+TTAACTTCAAAAGGAAGATTTTTAAATATAAGTGGCATTGAAAAGCAGGCAATAGCGTGAATTGATCCAA
+TAAACCCAAGTCCAGCAAATCCGAGTTTTATCATTTTTTTGCTCACACAATCACTCCTTATTTTCTATAA
+AATCTACAAAATAATTATAGCACTAAAATATTTAAAAGGTAGCTTCTAACGCTACCTTTAGACTTATAGA
+GTTTCTCAGTCTACCTTTCCTATATACAGGCTGCCTCTTTTTTATCTTCTTCACTTTTTTCTATAAACTC
+AGAAATTATCGGCCCAATCTTGTCTATATCCACCAGAAAAGCGTCATGCCCCTGAATAGAAGAAATCTCT
+TCAAAGCTTCCTCTGCCCCCTACTGCATTTAGCTTCTTAATAAACTCAATCATATATTTTGAGGGAAAAA
+TCATATCCGTATCTATCCCAATCATCAATACCTCTGCCTTAATTCTTTTTAAAGCAGCTTTCAAGCTCCC
+GTAGGGTTTTGTTATGTCGTGCTCATTCATAGCCCACAGGATGTAAAGATATGAGTTAGCATCAAAGCGG
+TTTATAAAGGAAATGCCGTGGTAATCCAGATAATTCTCTACCTCAAAATTCATTCCATTTTTTGCCCTTC
+CAAATCTCACGTCAAAAAGTTCACCGCTTTTATAAGTAATCATTCCCAGCATTCTAGCAGTGCTCAAACC
+TTTATGAGGTTTTTCAGGTTTATCGTAATAATCTCCTCCGTAAAAATGCGGGTCATTCAAAACAGATTGT
+ATGCCAACGTAATTATAGGCTATGTTAAGAGGCGTTAACTTATAATCCGCAGCAATTACAACAGCTTTTT
+TAACAATATCTGGATATGTCACTGCCCATTCCAGTGCCTGCATTCCCCCCATAGACCCCCTATCACAACC
+TTTACTTCATCTATCCCTAGATAGTCCAAAAGCAATTTCTGCACTCTTACCATATCCCTTATATTAATTT
+TAGGAAACTTAAGCCCATACGGTTTTCCTGTAGAAGGATCTATAGATGAGGGTCCTGTTGTGCCATAGCA
+GCTTCCGAGAAAATTAGAACATATTACAAAGTATCTCTCTGTATCTATATACTTCCCCGGGCCAATCAAA
+CCGTCCCACCAACCAGGATTGTTCTTCCCCGGATGCACTCCAGCTGCATGGGCACTGCCACTTAAAGCGT
+GTTCTACAAGTATTACATTGTCCTTTTTTTCATTCAATTGCCCGTAAGTTTCATACACAATTGTAAGCTC
+TTTAAAGCCATAACCGCTTTCCGTAGTAAAAACAGGATCCCCTTTTAAAGTAACTTTTTTCTCTTCTACT
+ATCATTCCCATCCCCCCTTACTTTTGAGAACTGTAAAGTGCAAAATCCAGGTCTTCAAGAATATCCTCTA
+TATCTTCAAGGCCAATAGAAAGCCTAATCATATCCTCAGTAACGCCTGAAGCCAATTGTTCTTCTTTTGA
+AAGCTGCTGATGGGTGGTGCTAGCAGGATGTATGACCAAAGACCTTACATCTCCTATATTTGCAAGATGG
+GTGAATAATCTTAAGTTCTCTATAAACTTTACCCCTGCCTCAAAGCCTCCTTTTATTCCAAAAGTCAAAA
+CTCCACCCTGCCCTTTTGGAAGATATTTTTGAGCAAGCTCATAATAAGGGCTTGACTTAAGGCCAGGATA
+GTTTACCCAGCTCACAAGAGGATGAGAAGCCAGAAATTCTGCCACGCGAAGTGCATTATAACTATGCCTT
+TCCATTCTGAGTGCAAGTGTCTCAAGCCCTTGAACGAACAAGAAAGCGTTAAAAGGCGAAAGAGCCGCCC
+CCAAGTCTCTTAAAAGCTGCACTCTCGCTTTGACTATATAAGCCCTCTCTCCAAACTCTTTCACATACCT
+TATCCCGTGGTAAGAGGGGTCAGGTTCTGTAAGCTCTGGAAACTTGCCATTCGCCCAATTAAATTTTCCA
+GAGTCCACAATTACACCTCCGATAGAAGTACCATGCCCTCCTATAAACTTTGTGGTTGAGTGGACTACTA
+TGTCTGCCCCAAATTCTATAGGCCTTGAAAGATATGGAGTTGCAAAAGTATTATCTACAATAAGGGGTAT
+ACCTGCATTGTGAGCAACTGATGCTATTTTTTCTATATCAGCCACATCAATTTTGGGATTGCCAATTGTC
+TCTACGTATAAAGCTTTGGTCTTCTCCGTTATTTTTTCTCTAAAATTTTCAGGGTCACTTGGATCTGCAA
+ACTTCACATTTATACCAAATTTCTTAAGGGTAGAGGCAAAAAGGTTATAAGTCCCGCCGTAGAGATTCGT
+AGAAGCTACAATCTCATCTCCAGCCCCTGCAATATTTGTAACAGCTATAGTTATAGCAGCCTGCCCTGAA
+GCTACTGCCAGCGCTCCTACTCCCCCTTCTAATGCAGCCATTTTCCTTTCAAAAGCGTCTACAGTGGGAT
+TCATCATCCTCGTGTAAATATATCCGTCTTCCTTTAGAGAAAATAAGTCTGCTGCATGCTGCGTGCTCTT
+AAAGGCAAAGGAGGTAGTTTGGTAGATTGGCAGCGCTACTGCACCAGTAGTAGGGTCAGGTTCCCATCCC
+TCATGAATTGCTATAGTAGAAAAACCGTATTTTCTCCTCATTCTTCCTCTCCTCTTTCCTAAATTTTTAC
+ATTACTTCTACCAAGTTTTCAAACTCGCTTCTCTCTTTTAAATTTTCTTCAGGCAAAACCTTAAAAACAG
+CCTCCAGTACAGCTACTTTTTCTAATTGCTCTTTTAACCCTTCCACTGTCCCGTTTACTTTCACTATAGC
+GGTAAAACCATTCCCACCAAATGATGACTTTTCAATAGATACCCAATTCCTTTTTATAAGCTTTAAAACC
+TCTTTTAAGCCACATACATTGTCTTTTTTGAGCTTCAGCCTTATATAAAAGGTATCAGTAAAACTTTCTT
+CTCTAAAATTGACTCCTGTAACTTCAGATTTACTGCCCAGTTTATAATTGATGAGTATATCTATCAAATC
+AGCAACTATTGCATCTCCAGTGGGAAGTTCTCCTGCCCCTCTTCCTATAAAGACATATTCCCCGAAGCTA
+CTTCCCCTCAGTATTATTGCGTTATTGACCCCTTTCACTTTTGAAAGCAAACTATTTTCCGGAATTAAAG
+TAGGCTCCACTCCTGCCGAAATATAATTTTTAAATTTCTTTGCCCATGCAAAAAGTTTAAACTCATACCC
+CCATTCTTTTGCTCTTTCTACGTCTTCCTCTTTGATTTCCTCTATCCCCTTCCGAGGTATAATTTCTACC
+GGGACACTTACGCCAAAGACTCTTTTTACAAGTATGCCAAGCTTAAAAGTTGCGTCAAAGCCTTTCACAT
+CGTAATCAGGGTTAGCCTCAGCATAGCCCAATTCCTGGGCTTCATTAAGAGCTTCCTTATAGCTTTTGCC
+TTCTCCCATCTTTGTTAGAATGTAATTAGTAGTCCCGTTTACAATGCCACCAATGAAATCCATCTCATCT
+GTAATTTTTAGCCTGTCTATCTGATGAAGTATAGGTATGGCTCCACCTACACTGGCTTCGCACCTTAAGT
+ACACCCCTTTTTCTGCTGCAATGCTCCCAAGCTCTTCTCCGTACTTTGCGATAAGCTCTTTATTTGCCGT
+AATCACATGCTTGCCAGAGAGAAGTGCCTTTTTGACGTACTCATAAGCAGGAGAAATTCCGCCTATAGCC
+TCTATCACCACCTTTATCTCTTCATCCTCCAAAATCTCCCGAGGATCATTAGTCAAAAGCCCTGCTGCAT
+CGACTTTTCTCTTTTTGTGCAAATCCTTCACAAGCACTTTCTTTATCTCCGGATAAAATCCCGTACTCTC
+CTTGATATATCTCCCTCTAGAATTAACTATTTTAAATACTCCTGTCCCAACAGTTCCAAGTCCCATCAAC
+CCAATCTTTACCCTCATTTTGCACCTCCAGAAAAATTCTTAGGCCCTCTTCAATGAGAAGAGGGCCTAGT
+AATCACAATTACTCGGCCTCTCCTCTCATCTCTCAGGCTGGGTAACCCCAACCTGCAGGAATTGGCACCA
+AGCACTTACGTGCCGGTTGCCGGGTTTCATCGGGCCAGTCCCTCCACCACTCTTGATAAGAGGATTGAGC
+CATTTTATTAAATTTTATGCGTTGTAATCTATATTATCACTTTGAAATTTTAAAGTCAAGAAAAAATTTT
+CCCTTGCTTTTATTACTAATTTCTGTTATAATAAAGCAAAAGATTGAGGGGGAATTTTTATGGAGAAGTG
+GCAATGCACAGTATGCGGATACATATACGACCCTGAGAAAGGAGACCCATCACAGGGGATTCCACCAGGC
+ACTCCTTTTGAAGAACTGCCAGATGATTGGGTTTGTCCGGACTGCGGGGCAGGAAAAGACCTGTTTGAAA
+AGATGTAGGGAGCAGTTGCTCCCTATTTTTGTTGATTTTTTGTGAAAATGTGATTATAATTTTATGCAGT
+TACTCTAAGTAAAATTCTTGGAGGGTGTTTATTCTTAATGAGTGGAGGTTATAGGAGGCTTACTCCTGAA
+GAAGCCTTGGAAATTGTAAAAAAAGAGCAAAGAGGAAAACTGAAAATATTCTTGGGATACGCTCCTGGCG
+TTGGAAAAACTTATGCTATGTTAAACGAAGGAAATAGGCGTCTCAAAAGGGGGCAGGATGTCGTAATAGG
+CTATGTAGAAACCCATGGAAGAAAGGACACAGAAGCTCAAATAGGAAATTTAGAAATAATACCTCGGAAA
+AAAATTGAATATCACGGTATGATATTGGAAGAAATGGACGTAGATGCTATAATAGCACGAAAACCCGAAG
+TAGTTCTAATTGACGAGCTAGCCCATACCAACGCTCCTGGTTCAAAACACAAAAAGAGGTATGAGGATGT
+CCAAGAAATTCTGGAACACGGAATAAACGTGCTCACTACCCTAAATATACAGCATATAGAAAGCTTAAAC
+GATATAATTCAGCAGATCACAGGAATAGCAGTAAGAGAAACAGTACCTGACAGCATAATAGATAACGCAG
+ATGAAATTGTAGCAGTAGATTTAACTCCAGATGCTCTGATAAACAGACTAAAAAGAGGGGATGTATACCC
+CTTAAGTAAACTGGATGAATGTCTTTCTAATTTTTTCAGAAAAGGCAATTTAAGTGCTTTAAGAGAATTA
+ATGTTAAGACTCACCGCTGAAGAAGTAGACCTGGAGTTAGAAGAATACATGAAAGAGCACGGAATAGAGG
+ATACATGGGAAACAAATGAGAAAATAATGGTATGCATAACGCCAAATCCTCTATCTAAAAAACTCATACG
+AAGAGGTGCAAGAAGGGCGAGAAGATTTAAGTGTGACTGGGTTGTCGTATACGTGGACTGCACTCATTTT
+TTGGCACCAAAACTTACTGAAAAAGACAAAGAAGTTTTAGAAAGTCATTTTATGCTCGCAAAGCAATTAG
+GTGCAGAAGTTTATACCTTAAGAGGAAAGAGCGTCTCCGATGAACTTTTGAAGTTTGCTAAAAAAATGCA
+CATAACCCAAATAATAATCGGACACTCTCAGAGGTCATGGCTTCAGACCTTGTTTAGAGGCTCTACTGTA
+ATAAAATTGATTAAAAAAGCTAAAAATATCGAGATACACGTAATTCCTTACACAAAATAAAAGCTCAAGG
+GGTAATGAAAAATGCAGAACAAATTTGGATTTTCCCTTTCAATTTTTCTGTTCACATTAATTCTCACCAT
+GACAATGGTTCTATTTTTCCATAAACCACCTTATATTCCTCTTTTTATAAGCTATATGTTTACATTTTTT
+GCTTTATTAAAATACTTCTCCGCCAAGGAACTACTAAACATGTCCCTAAAAGGTGTAAAAAGAGGGATAA
+ACGTGATGATAATACTGCTTCTTATAGGAGCACTAGTCGCACTCTGGAAGCAAAATGGAACACTTCCAGC
+CCTTATATACTACTTTTCCCGCTTTTTAAAGCCACATGGATTCCTTTTGACCTCTTTTGTCATCACCTCA
+ACAATATCCATGATTCTGGGAACCGCTGTGGGAACAGCCAGCACCATTGGAATAGTAATAATTGGACTTG
+CTCATGCCTTTGGATACCCTCTCCCTGTAGTGGCTGGTGCTGTAATTTCGGGTTCTTTCATAGGAGACAG
+AACATCCCCTTTGGCAGGAAATGTAGCTCTTCTTTCCGATATGGGAGAAATACAGCAGTACAATGTATTA
+AAATCTCTGTTTAAAACGGCAATTCCTGTATTTACAATTACAGCTTTTTTGTACTACCTCTTTGACTATC
+ATTTAAATTTTTCTGCCAAATATGACATTAGCAATCTCTTCACAATAATAGTACAGAGCTATCGATTAAG
+TGCAATATTATTCATCGCACCGCTCACAATAATAATATTGGCCCTTTTTAGAATCCCTACAAAGACAAAT
+CTTGCAATTGCTGTATCAATTTCCTTCTTAAGTTCAATAATTTTGGGGTACTCTCCTCTTGACTCATTAA
+AAGTAATTCTTATAGGAAATACCTTTTATTCTCCCGAATTTAAGTCCATTTTTAGCGGTGGCGGAATGGT
+TTCAATCCTCCCAATGATAGGAGTAGTAACCTTTGCTACTGCTTTGGCAGGAATATTAGAAGATGCAGGA
+ATAATAAAAAGTGTATTTCAAAGCATAGATAAAATTAAAAATTTCAAACTTGCCTATTTAATCACTATGC
+TTTTAAGTACTCTCATGGCAGTAATAACCTGCAACCAAGCTTTATCCGTAATTTTGCCCTCGCGAATAAT
+GATAAACGTATATGAAAGATTAGAAATTGCAAGAGAAGAAATGGTAAGAGCCATAGCAGATTCTGGAATG
+ATACTGGCGGGAATAATACCCTGGAATTTGGCAGCCATGCTACCTGCTGCAGTATTAGGAGTAAAAGTAA
+CTGAATATTTGCCCTATGCATACCTAAACCTTTTATTTCCCCTCTTATCAATAGCTTTTGTTTTTGCAAA
+AGACGCAAATGAGTTGATAAAATTTTATCAAAAATTTGTTGAAAAGGGGAGAAATTTATTGCAAAATTAA
+ATATGTAAAGTTTAAAAACAGGGGGGAATAAAAGGCTATGGTAGATGTAATAGAACTAGCTGCTCATTTA
+ATGGCTTTATCAGCTCGAACAGCTCCTAAAGCCACAGGAAAAGATTTTATCAAAACAAAAGTTGTAACAG
+GAGACGATTTGATTCGACTTGCAGAAGACATGATAAAATACGGTGAAGAGACAGGTAAAAGAAATTTTGA
+CAGGGACGGAAATAACGTAGCAAAATCCGGCGCTGTCCTGCTCATATCTTTAAGCAACGCACAAAAGGTA
+GGTTTAAACTGTGGAGCCTGCGGATACGATTTTTGCAACGACATGCCAGATTTTAGAAAAGGCGCGGAAT
+TTGACGGTCCCATATGCGCCTGGAGGTTAATCGACCTTGGAATAGCAATAGGTTCTGCTGTAAAAACTGC
+AAGCATTTTAAATGTGGACAACAGAATCATGTACAGAATTGGGGTGAGCGCCAAAAGGCTTAAAATGATT
+GAAGGCGAAATTGTAGTGGGAATACCTCTTTCTGCTACAGGCAAAAACATATATTTCGACAGATAAAAAT
+TCCCCTCTCGAAAAGGGGAATTTTTTCTCACATATTTTTGAACCCCTCACCCAACACCTCATGGGCAGTA
+GAGAGTATTACAAAAGCAGAGGGGTCAATGCTTTTTACCAAATTTCTCAGTGTAGTAACCTCTCTCCGGG
+TAACTACACAAAGCAGCACATTTTTCTCTTGCTTGGAATATCCTCCTCTCCCTTTAAGCTCTGTAACACC
+TCTTTCCATCTCCTCAAGTATAGACTTTGTGATTTCCTCATACTTGTCAGAAATTATTATGGCTATTCTT
+TCGTCCCCACTGCCTTCCTGGATTAGGTCAATTACTTTGATAGTGATAAACTCTGTAGCAAGAGCATACA
+AAGCTAGCTCAGGGCTAAAAACTATCCCTGCCATGGTAATTATTATAAAGTCTATGATGAGTAAGATTCT
+TCCTACGCTCAAAAAATGAATGTACTTGTGTAAAGTCATTGCCGCCATGTCAGTGCCACCAGTAGTAGCG
+CCATATTTTATGACAATGCCAAGTCCAACCCCCATTATTATTCCGCCGTAAACTGCTGCCAGCATTGTAT
+CATGGGTCAAAGGCTTCAAAAAAGCGAGAGCATCTATAGAAACCCCCAGCAAAATCGTAGAATAAAGGGT
+TTTCGCTCCAAACCCTGTCCCTAAAACTTTTGTAGCAATTAAAAAAAGGGGAATATTAATAGCCAAGGTC
+ACAGCTCCTATGGGCCATCCAAACAAGTGCTGCAATACTACTGCAAGGCCACTAACTCCTCCAGGTGCAA
+TCTTATTAGGCGCCAGAAATAAATCTAAAGAAAGGGCCACAAGAATTGTACCTACTGTCACCCAGAAAAA
+ATCTATTATTACTTTTTTTGCAGTAATCTTCCTCATATTTTCCTGGTTACCCAAACTGTACAAAAATCTA
+CAGTTTAGACAGCTGGGGTATTTATAGTCCGCCCTTCAGACTTTCCCAGCCCCAGCAGGCGGTATTTGGG
+AAAGCCATAGCCCCTGCCCCAAGAAGCAGGAACTTGCGCCCCTTACGGGTCTCTCCACTTACCCTGAATT
+ATCAATCCTTTCAGGGTAGAGAAGTCTCTTTTTACCTTCTCAGGAGAGAGTGGTGTTACCACCGCTACCT
+TGAGAACTTGCCAGAAATCATTGGCACTAAAACTTGTTCCATACAGAGGTCTTAGCACCTTTCCTGACTC
+ACTCTCAAGGCTTTGTAAAAATTTTATTGCTCTGTTTATCTCTTTTAAGTGCCTTTTCTTCAAATACTTG
+TTTTTGACAGTATTTTTTACATGCTTTTTTAATTCTTCTAATTCTTCTACAGTCAATGTGTTGAGAAAGT
+TTATATAGTTATTCGGTATTTTTTCTTCTTTGCCCAACCCTCTTCTTGCTATTACATAGGCTGCTGATAT
+ATCTTTTGTTACCATGTACTGCGGTGCATATTTTAACATCCCTATTATTGATGTGTAAGAAGGGTCTACT
+TCTATTACTTCTATCCCTTCTCTTTTTGCCAGAGTTTTTATTTTTGAAAGAAGGGATTTATAGCTAAAGC
+TGTGCCTTATCCTTCTTGATTTCCTCCCTGAAAAGTCTCCTCTTTTGCCTTTTTCTTTTATGTCTAATTC
+TTCAATCACTATTGCCTTTCTTTTCTCTTTTGCTATTTTTACTATCTCATGAGCATACTGCCATCTGAAG
+TATTCTCTTTTGTCTTTACTGCCACTTGATAGTTCTGGCATTGGTATATTCCCATAGCTTATTAAATTAC
+CTTTTTCATCTACTTCTGCCCATGATATGTTGTCTGGATATGCATTTACATCTATTCCTATGACTCCTTT
+GTCAGTTGTTATTTTTATTTTCGGATATTCTTCTTCTATAGCAAAATAGGCGTATATATTGCCATTTTTA
+AGTTTTAATTCTACAGAGTAGGGTATATTTGATTCCGCAATTTTCTGAAGGAGTTCTTCTCTGTCTTTAT
+TCTTTTTCCATCCCGCTTCTATTTTTGCATATACATATTTTCTTTCTCCCACGTTTATCCTTAAGAAAGT
+GCCATTTTCTTTTACTTTTATCCTTGTGTTGAGATTTCCTTTTTTGCTCTTATCCCCTCTTGAATATAGA
+TTTCCTTTTCATTTTTCTTGCCACTTTGTTTTTAATTTTTGATATTCCTTCCCATTTATATGGCGATTTT
+GAAGTTTTTTAAATAAGTCTCTTCCTCCAAAAATGACTTTCTTTGGATTGTTGTCTAATTGTCTAGATGA
+TTCTAATACACCTCTTGCTTTCATTATTGCATCATCTACATATCTTGAGTTTAAGTCAAATGTTCCCTGA
+AGATCTCTTTTTAATGTTTTTCTATCATAACCTTCTAGAAGCCTCTTGTATGCAAATTTCATACATGATG
+ACCATCTTCTCATTAAGTCTAATACTATTTGTTTGTCTTGTTGATTTAAAAAAATGAGTTTAGCCTGTAT
+CACTATCATGTTTTTTATCGCCCCTTTGTCCGTAAATTCTTGCTGCGAAAGATGTTACTATTGCTATTAA
+GATATTTAAAGTATTTAAAGCCAAATCTCACTAGCCTATCAGGATATTCTATTACAACTTTTTCAACTTC
+TCCTCTTTTTATCTTGTTCAAAAACTTTAATAACCCCCTTCTATTTTCATTTACTCCACTTGCTATTTCG
+GATATAACTTCATACTGCCATCCTTTTGAATTGGCATATTCTTCTAGCCTTCTAATCTGATTCTTAAGAT
+ATTCTTCCTGTTTATTTGTAGATACTCTTGCATACAAAACTACTTTTGGTTTTGGTTTTTCTTCTAGTAT
+ACCTAATAACTTCATTATATCCTCTTTCTTGTACCTTCTTCTCCCTTTTGGTGTTCTTACTGGAGTTATT
+AATCCTTCTTTTTCCCAATTTATTAATCTAATTCTACTTATATCGTATAACTCTTTAACTTTTTTTATAG
+TTAGTAACTTTTATTATCATCTAATTAAAATTGTATCATTTTTACTATTAATTTTAACTGTTTTGAACCT
+CCTTTGCTTAAAAATCTCCTTTTAATCTAGCTAAAAGCACTTTAAAAGCAAATTTGGGAAGTGCTGACAT
+CCTTTTATAGCGCCAGGGCTCTTGTATCAGACGATATAGCCACTCAAGTCCAAGCTTTCTATAAATTTCT
+GGTGCTCTTTTTGCTTTGCCTGCAATAACATCAAAGCTTCCTCCAACCCCCATGGCTATCTTCACTTTAA
+GCTTCTCCTTATTTTTATATATCCACTTCTCCTGCTTAGGAGCTCCTAATGCCACAAAAAGCACCTGTGC
+AGCCCTTTTATTTATGTCTTCAATGATGTTTTCTTCTTCTTTTTCATTAAAATAACCGTGATGAAATCCA
+ACTATTTTAAGAGAAGGGTAAAGATTTTTTAAATTACTTTGTGCTTTTTCAACAACTTCCGGTTTTGCTC
+CTAAAAGATATATCGAAACATCTTTATGAGATGCCCATTTTACAAATTCCATCATCAGGTCAAACCCAGC
+AACCCTCTCTTTTAAAGGCTTATTGAAGACCCTTGAAGCAAACACTACTCCACTGCCATCTGGCACATTA
+AGGTCAGTCTCATTCAAGATTTTTTTATACTCTTCGTCCTTCTGAGCCATCATTATGATCTCTGCATTAG
+GAGTTGCCACTATGTGAATCCTATCCTCTTTAAGATAACCTTTTAAAATTTCAACTGCTTCGATCATTGT
+AACCCTATGTATTGGTACTCCAAATATATACAACTTATCCATATTATTACACCTTCACTTAAACAGTATT
+TCAAAATTCATTTCTGCTTTTTTCTTTAATTCCTCCAGATAATCAGCCATCTTTTTCACGTAATCTTCTC
+TGTTTTTCAAAATGTCCCCCACTCTTTCTAAAATAGACTCTGCTGTAAATGAATTTACATCCCCTACGCT
+CTTTTCTCCTATAGAATGAAGAAAACCGTCTATTTTTGGGTCATAAGATATTCCTACAAAAGGAACTAGC
+GATATAAAAGCGAAAATCAGAGAATGAAGCCTTATGCCGATTAAAAACTCGCTCCTTTTTATAATAGCCA
+GAATTTCTTCTACATCATACTTTTCTGTTAAAATATCAGAAGGCATTTTCATGTAAGTGGCAATCCTGTC
+GCTTTCTTCTATATCTTCATGATAAAAAGGCAAAAAAACGATTCTGTATCCGTATTCCTCCGATATGAAA
+TCTGCCGCCCTCGCCAGTTCTACTCTTGAAAGCTCGAAATTCCCCCATTCCCTTGGGCATATCAAAAGGT
+ATTCTTGAGAAAGAAGGTCTATTCCCTCTTTTTCAAGAATTTTTTCAAACACCCTGTCGTCAACTTCTTC
+AAGAGGAAAATTTATCGCAAAATCAGCTGCAATTTCAACTTCCCTTTTAATCCCTAATTCCTTCAGCAAA
+AACTCATAAGAGAGCTGATCTCTCACTGTTATCCCATCTACTTTATTCAAAACAATACTAGCAAGCCATC
+TATCAAATTTTTTCTCTACAGGACCTATTCCCTGCCCTACTACATACACTTTCTTCCTTAAAAGTTTGCC
+CAATATCATTATCCCAAGATAATACCACAGACTTCTGCTACTAGTTTTATCCTGGATAAGACTTCCACCA
+CCGCTTAACACTACGTCTGCTCTTTTTATTGCCCGGAAAATCTCTTTAAGAGAATTTCTGTTCGCAGCTT
+TGACTTTGTACTTCCTGCTGGTTTCGATAGGTTTATTAGACAGAACTGTTATATCCTCTACCCCTCTTTG
+CTTTAACCCATACACAATGCATTTCAAAACTGCTTCGTCACCTATGTTGTCAAACCCGTAATACCCTGAT
+ATAACAGCTTTCATATCAATACTCCTTTTTTGTATTTTTTAAAATCTTGCTTAACAGCCAGATGCCAATC
+AATCCAATTAAAGCCCCCAGAACCCATGCAAACAAAGTCCTCTCTATAGCGATGATAAGCACACTTTCCA
+CATGACTGAAGGTATTGGTTATGGACAAAATACCAATAGAGCCCAAAAGTCCTGCTACAAAAGCCCAGCC
+ATTGAATTTTTTCAAAACAGTGTAAAGGCCAATTAAAAGCGCAGGGTCTCCGATTAAAAATTCTTTTGTG
+CGAGGCCTAGCAATTAGAGTATGTTCAAGAAAGTCTCTGAATTTAAGCTCAAGTTCAGTAGGTTTTATTA
+TTGGCTCATTGCCAGTTCTAGATATGTAGAGAATTCCTGCTACCGCAGCTATCACAAAAGCCATCACATG
+CCATACTTTCAAGTCCAAATCCAAAAACTCCTTAATTTTGCTCCAGAAAGCCTTAAAATTGTGAGTCTCA
+TACACTCTCCATATGTAGTAAAAAACATAGAATATAAGCGGTAGTATAAATGAAAATTTCACACCTCTAA
+AATAGTCAATTTTTAACATGTACTTGCTGTCTGCCATTATAGCTCCTATGGACAAAGCTCCAGCAAAGGA
+TATCGCAAGGGAAATAAAAAATATCTTTAAAGCATGCCAAACAAAATTATTTTCTCCTTTACCTTTTAAA
+AACTCATCTAACCTGTTTACATAATAAGCTATCCCTAAAGAGGGAAATACTATAGAATAAGCCAAAGCAA
+CTGTTTTTACACCCAAATCGTTGAATCTGCTCATCAAAATCCCTGAAACGCCAATTACACCTATTATCCC
+TAAGATCGCTAATAACCTTATACTCACACCAAATAATTCTAGAATTAAAAGCCCAGCTGCAACAACTCCC
+AAGCTGATAAGAACTTCTATGAATTTCCCTTGATGCACTTCAGGAAGTGGCTTGGCAATGCCAACTTTCA
+AACCTGCTCTTTTTATGTAGTCAGTAGCATCCTTAATCATCGCTATATTCTCTTTAATATTGTATTGATG
+GCTTTTAGAATCATCTATCTTAGCTCTCACATATATAATTCTCACATTCCTTTCTATGATACCTCTAAAC
+CATTTGTTTACAATTTCTTCCCAATCGTATTTTTGAGTCTCCTTTTCTGAAAGGCCGTATACCTTTATAC
+CCCTATAACCGGTAAATTTTGCAAATTTACTCATACCTTCCTGCAGCTTTTTGCCCATGGGAACATCAAT
+AATCCCCACATTTATCCCGTTTTCCTTGAACAGTGAAGCTGCATACGAAATTTTCTCTGGATTTCCAAGC
+ACATCTGTCCCGTTGAAAATAACCGTTCTAACTCCGTATTTTTTTAAAATACTTACATATTCTGTTATAT
+CCCTATCCTTTATTCCCGTGAAATTTTCAACGCGAGGTATTAAGTCAAAGCCAAGGGATTTTATGTAAAA
+AAGCTCATTTTCATCAAATCCCAAACCCTTTGTCACAAATACCTCTTTAGGCTTGTTTATTATAAAAGCA
+AAATCATTCCCTTTTGAAAGGATTATTAAGTCTTTCGGTGACACTCTTTTAGTTAAAGCTTCTTTTAAAA
+ACTTAAAAGTATTTGCATTTTTTGTACTCACTACAATGTAATTGCTATACTTTTCTATATCTTTAGTTGA
+AAGTCCCTTGAGGTAGTCCTCTAAAGCCAAATTTCCCAGATTGCCAGAAAGAAGATATAGATTTTCAACA
+TCTTTTAAGAGGCTTACAGATATTTTCCCTGCCTGCTGGAGGCTCTCCAGAGTCACTTCATTCACAGCGA
+CTCCATCCATACCTGCTTCCTTCATTTTAGTCAATATAGACTTTAAATCTTCTCCCGTAAAAGAAGCAAA
+ATCTTTAAGGCTTTTCAAATCCCCCACAAATTCTACGGTATCGTATTCATTTTCAGCCCTCGTTCTTCCA
+AAATCTACTATTAAAGATACAATTAAAGAAAAAATTATTGTGAAAATAAGCACCCTTTTAAGATTCAAGT
+TTCCACTCCCCTTTTCTCTTAACGGAAAGGATAAATACATAACCATTCATATTATATCACAACAACAAAA
+AAAGAGGAACTTGAATGGAGCAAGTTCCCCTAAAAATCAATCAATCCCAAGCTTATTTGTAAAGCCTCAT
+TGACCTTTTCCATCATTTCCTGATCAAGATGTCCTATTTTCTCCCTCAAACGCTTTTTATCAATAGTCCT
+TATCTGTTCCAAAAGAATCACAGAATCTTTCTGAAGGCCGTATTCAGCCCCATTTATCTCTACATGGGTG
+GGCAGCTTTGCTTTATTGATCTGTGATGTTATTGCCGCTACGATCACAGTGGGACTATACTTATTCCCTA
+TATCATTTTGAATTATAAGTACAGGCCGAATTCCACCCTGTTCAGAGCCTATCACAGGGCTTAAATCGGC
+ATAAAACAAGTCTCCTCTTTTCACTACCATAATCAATCACACTTTTTCAGTTTCATTTCATAACCTGCAA
+AACATTCATTTTCTGCGGTTAGGCCCATTTCCGCAAGTTCAGAATTTATAGCTGCCATCTCCATATAACC
+CTTTTTCATGCTTTCTCGTATCTGCGCTTTTTTCCTCTCACGTATATACAATTTCATCGCTTCCCTTATA
+AACTCACTGCGATTTCTGTTTTCCATAGCGGCAAGAACATCAACTTCTTCCAGCAGGCTTTGAGGCAAAC
+TGACGAGAATCCGCTTTGTTTCGCCCACTTTCAGGACCTCCTTACGCACCTATATAATTCATTATATACC
+ACCATATATATGATGTCAACGATTTGTAAATTTTATACTATAAAAGTTAAATTTTTAAATAATTTTTTAC
+ATCGAAAACTTCTCCTCTGTAAATATATATTCTAGGTACCCTTCTAGATATTCCACAATATACTTCGTGA
+GGAATAGTGCGAAGTTTTTTAGCTATATCATCTGCCGTTATCCTCTTTCCTTCCTGCTCTCCAAATATGA
+CCACCTCGTCTCCTACCTCTACTCCCTCTACTTCTGTCACATCTATCATGGTCTGGTCCATGCATACTCT
+ACCTACTATCGGCACATATTTACCTCTAACCAGCACTTCATGGTTATTTGAAAGAAGTCTGTTGAGTCCA
+TCCGCATATCCTATCGGTAGAGTAGCTATTTTGCTAGGCCTTTTAGTTATAAAAGTTCTTCCATAGCTTA
+TAGAAGTATTTTCCGGCACTTCTTTTATGTAGACTATTTTGGTCTTAAAGTTCATGGCAGGTCTTAAGTC
+TAAAATTTTATTAACATCATTAGAAGGGTAACTGCCGTAAAGAGTTATTCCGGGCCTTACCATGTCAAGA
+TATGCATAATTTAAATCAGTTATAGCTCCGCTGTTAGCAATATGCTTCAAAGTGATATTTACTCCTCTTT
+TTTCTAAACGCTTTAGCATATCCGCAAATCTTTCAAACTGTTCCCTCGCATAGTCCTTATCTTTTTCGTC
+GGAAGTAGCAAAATGACTAAATATGCCTTCCAATTCAATCCCTTCAAGCTTTGACATCTCTTCAATTTCT
+CTTTCTGCTAAATCAAAATCAGTATACCCTATCCGTCCCATCCCTGTATCAATTTTTACATGAATTTTTG
+CTTTTTTTCCTTTCCTACTGGCTATTTCCCCTAACTCCTTTACATACTTTAAATCAAAGGCGGTAAAAGT
+CACATCTTTCTCCACAGCCTCTCCTGCCTGGCTTAAAGGGGTGTAACCCAAAATTAGGACAGGGGCAGTA
+ATCCCGTAGCTTCTCAATTCCAATGCCTCTTCTACTGTAGCAACAGCAAGATAATCAACACCATTTTCTA
+CTAATGCTTTCGCAACGTGATACGCCCCATGGCCATACGCATTGGCCTTTACAACCCCCATCACTTTAAC
+CCTATCTCCAACCACCCTCTTTATTTCCCTAAAATTATGGACTATACTGTCCAAATTTACCTCTACCCTT
+GTGGGCCTTATCTCATCAAACATCAAAAATCCCCCTCTTGTTCATCTCATCGACTCTTTAATCGTTCCTT
+CAGAAAACAGGTCATCCTGAAGCTTAAGATTATACTGAAAATCCTTATAGGTAATTTTAGCAAAAAGCTC
+ATTGTTTATATCAAAAATACGCAGCTCCACAGGTATTAAATCTTTTTTTGAAAAAATCATCTCCTCTTTG
+TACATAACGACATTTCTTTCTGGTATAGGAACTGTAACTAAGTAAGAGTTGTCTAAAACCTTTTTCTCTA
+TCTCCCCTCCCGCTTCAAAATAATTTTTTGCAAAAGACGAAATCATTGAAAAAAGAGGAATTTCTTTTTC
+ATTTTCTGCTACAAAAATCTGGTCCACTTTTCTAAAATATACGTAGCTTCTTTTGCCATCGTACACCACA
+ATCTTGTCCGGCTGTTCTTCTTTTTCAAAAACTTCTAGCCGAAATTTCCCTTTGCTGTAAAATTGAAATA
+CAGTAAAACTGGTATCAAATTTGTTGTGATATAACTCTACTGTAGCCTCTGCAGTATAGCTCTCCATTTT
+TGAAAGTTTACTCTTTATGCTCTCAAAAGGGTCTCTTATCTTCTTTTCTTCTCTTGAACAGGAGGCAAGT
+AAAAATAACATAAGCAAAATTAGCACAAATGCCCTTTTTTTCAATACCTATCACCCTTTTAAACCTTCAC
+TTAACGCCTCAGGAATACTCTCTAGTATATCCACTGCTGTCATCCCATATTCGCCTTTTGACTTTTTCGC
+TACATCCCCTGCTTTCCCATGATAAAATACCCCATAAACTGCTGCTTTTTCCTCTTCAAAGCCCTGCCCC
+AAAAGAGAAACAATCATGCCTGTCAGCACATCTCCACTTCCTCCTGTTGCCATTCCAGCATTTCCAGTGC
+TATTTATATATATGCTCCCATCCCGAGTAGCTATTACAGTTCTAGCACCCTTTAGCACGAGTGTAACCTC
+ATATCTCCTCACAAAAGACCTTGCCACTTCAAATATGTTGTTTTTTATATCTTCAACTTTAAGACCAGTA
+AGTCTTGCCATCTCTCCGTAATGAGGTGTCAGGATCACTCTCTTGCCTTTTACCACCTCCAATCGCCCTA
+CCAGCGCATTTAAAGCATCAGCATCCAGCACCAATGGCTTTTCCGTATTTCTTATAACATCTTCTATAAG
+CTTAGAAACCTCTCCCTCATGAGTCAATCCTGGGCCAATAGCTACAGCATCGCTCTGTTCTATAAGTTCA
+AATATCTGAGATAAAGACTTATAAGAAATAACTCCTCCCTCTTCATTAAGACCATAAATTATAGCTTCAT
+ATAGGGCACTTTGAATAACAGGTTGGATGCTTAAAGGCACAGCTAATCGCACAAGGCCACTGCCTGTCTT
+AACAGCGCTTTTAGCTGCCATAAAAGCTGCCCCGGTCATACTTCTCGACCCAGCAACTATAAGGACTTTT
+CCGTAATCTCCCTTGTGCGTATCCGGGTTTCTGCTCTTTAGAGCCACATCCTGGGAAACAACATAGTGAT
+ACGATGGTCTGACCTCTGCAGCAAGACGAGAAGGAATCCCTATATCGGCAATTTTTACCTCTCCAGCATA
+TTCAATTCCAGGATATATTAAAAGGCCAGGCTTTAAAAAGTGCATGGTGATAGTAATACGAGCCTTTACA
+GCAGCTCCCTCTACTCTCCCAGTATCAGCATTAAGCCCTGAAGGGATATCTACTGCTACCACAAACTTCT
+CTGACTGGTTTATAAGCTCTATTACTTCTTTTGCAAGCCCAGTGACTTCTCCTCTTAACCCTGTACCATA
+GATAGCATCCACAACTAAATCAGAATCTTTGAGGGTCTTTTCTAAAAACTTCAAATGCTCTTTTTGCGTC
+ACTTCAGCTACATAGATTCCCAGATTCCGTATAGCTTCAAGGTTAACTCTCGCATCTCCGGAAATTGAAC
+CAATGCTTCCTATCACAAATACTTTTACGTCTATCCCCCAATTATAAAGATTCCTAGCTACTACATAGCC
+ATCTCCACCATTATTCCCTCTCCCTGCGATCACAACTGCACTGCTTAATCCATTTTCCTCCATCACCCGT
+TTCACTTCCCAGGCCACTTCTTTTCCGGCATTTTCCATCAAGCATATAGAAGGAATCCCCATCTTTTCTA
+TAGCTATCCTCTCAACTTCCCTCATCTGTTGCGATGTTAACACTATCAACTGTTTTCACCTCCTACTGCA
+ATAGCAACGCTCATCGCATAATCAGAGGTATGAGAAATGGACAATTTTATCTCTTTTATCCCTTTTTCTG
+CTGCTATAGCCTTAGCCTTTCCTTTTAGTACGACTTCGGGCTTACCGTACTCATTGTGTATTATCTCTAT
+GTCCTGCCAACTAAATCCTCTTATCCCCGTCCCCAAAACTTTTGAAACGCTCTCTTTTGCTGAAAAAAAT
+CCTGCTAAGTGGGGCCATGGGTTTTTCTTTTTCCTTAAAAACTCCCTTTCCTTTTCCGTAAAAATTCTTT
+CAAGAAAATGCGGCCTTTTCTCCAATATTTTTTTTATCCTTTCTACTTCCATTATGTCTGTTCCAACAAA
+AATTTCCATCTCATCCCTCCAACAGTAAATCTCCAATAATATTATTCTCTTTTATTTCGCAAATTCCTTC
+AAAAAAAAAGAAGGCGTAACACCTTCTTTTAAATCGCCACCTTGTGCAATTTTACCTGTATGTCGTAATC
+TCTAATCAAGTCCTCCCACATATCGTCCAAAATCTCCGGCAGGTGAATTGGAGAAACCTGCATCTCTTTA
+AACAACTGAGCCAGCTTGTCCACTTTTTCAAAGTAAGGACTTACATTGGCTACTTTTTCCTCTACCACTT
+CCACCCTTTTTTCTCCTTCAAAAACCTCCTCTAGAACTTCAATGCCGTAAGACGGCAATTTCACTTGTTC
+TTTTCCGTTAAAAACCTCTACTTCAGACACAATCACTGAATAACGTGTAAAAATAGTCCTGTCCTCAGCC
+TCCCTTGTCGATATGTACCCGTTCACTTTCCTGTAATACATTTTACTACCCCCTCCGCCTTATTTTTTAG
+GATTAATTCTTAACTCACAATCCATATTATTATATTCTATTTTTTTCTAAAAAATCCTTTATTTTTTCGA
+AAATTTTTTATCGACAGAATATATCTCTTTTTTACGCCAATAGCCAATTGTCAGACTGTCTTTTGCTTTT
+ATACCTCTTTTTATAAAGTCGAATATTGGAAAAAATCTTATTTACATCCAAATATGTAATCAAAAATGTC
+GAAAAAATTTTTTAGAGTTTTAATATCTTTTTTATCTTTTCTTTGTACTTCTTGCCTGACCTTGCTCCTC
+TTAAGATCATGCTAAGATACGGCTCACTCGTCCCTATAAGCTGTGAAAGTTCCTTTTGCGTCATGTTAAG
+CTCTGCTAATCTATCATTTACTAGCTTTCCAAACTCGGTAAGCTTTCTCTTTTTCACTTTTTCACCCCCT
+TGAAAGAACAGTGTAAAAGTCAAAATATTTGTGATAAAATTAATTATGATTAAGAATTAACACTACATTA
+AATATATATCTGAATTGCGAAATTGTCAATACTAATATCGTAATTCAGATACAAAGGAGGATTTGGGATG
+AATTCTGTAGGAGAAAGAATACGATACGCCCGAAAGAAAAACAACTTGACAATACCTGCTCTTAGCAAAT
+TGACAGGATTATCCCCAGGAAATTTAAGCGACCTTGAAAACAATAAGTCAATGCCTTCCTCAAACGCTTT
+AATCAAACTAAAAAACGCATTAAACGTCTCTATTGACTGGCTTTTGACCGGTGAAATGCCTTCAGAAGTA
+AAGGAAGAAGAAGAGAAATATTCTGTAGACAAAAGTGAAGATCTTCTCCTAAAAGCTATAAAAGAACTCC
+CCGAAGAAAGGAAAAGGGACATAGAAGGATACGTAAAGGTGTGTCTTAACACAACTGACCTAGAAAAATA
+CTTTGAAGAAAAAAATTAGATTAATTATTAATCATTTCTTTTCAAAAAAAGTGGCATTTTGTGTCCTTTA
+TCACTCTAAATCACTGACACAAAATGCCACTTATATTTTACACTTTTATGGTATCCATTTCTATATCTTC
+TATATACGCATCCGTGCTCTGCTCAATATAATCTATTACCTCTTGCACTATCTTATTAGTCAGCAAAGCA
+TCACTTCCGCATACAGAAAAACCTATTACAATTGACTTATGGGCGTCTTGATTTTCCACTTCTGAAATAG
+ACACATTGTAGTGACTTTTCACTTTTCCTATAATGCTCTTTGTAATCATCCTTTTTTCCTTTAAAGAATG
+CACCCAGTTAGCTCTTAAGTAAAGCTTGCAATAGGACACAACCATCACTACCATCCCCTTAAGTAGGTAT
+ACAGCAATGCCAGTACTTCCCTTAAAAAACCATAAACCTCATCTCCAACATATTCTTTTACAAAAACTCC
+CGAAAAACTCGCATCTATTCCAATCCTCTTTGCTATTACGCTCGCTCTCTTTAAATGGAATTTATTTGAA
+ACGATTATTGCAGTTTTTAATGAATTTTTCTCCATAATTTCCTTGGAAAAAAGTAAATTCTCATAGGTAG
+AAAAAGATTTATTGTCAAGCAAAATATTTTTAGAAGCAACCCCCTTTTCAAGAAAATACCTCTTTCCAGC
+TTCCGCCTCTGAAATGCTCTCTCCTGGTCCTTTTCCTCCAGAAATTATTATATAACGGCCATACCCTTCT
+TTATATAGCTTTAAAGCCTCTTCAAGTCTCTCCTTAAAAAATGGACTCGGCGCATCCCCATACACTGCAC
+ACCCTAAAACTATTATCGCATCAGACTTTTTCGGTTTTTCTGTAAACCCAAAGGAAATTATCTGGTATGC
+CAATATTGCAATAATGCTAAACAATGCAAAAATTAAAACAACAACCAATTTTAGAAATCGACTCATTTAA
+AATGCCTCCAAGACTTTGCACAACAATGAAAATCTAATACAATTATACACTATAAAAATTAATTTCCAAG
+GATTTATTTTTGATAGAATAAATTCGTGAACTTTTTTCTTTTTTTAGCGTTTAATTTAAGGAAAGGTGGG
+CAGGTGATGGAAGAGAAAGAATTGATATATAAAGCCAAAAATGGCAATAAACACGCTCTAAATGAACTCC
+TCTTACAAAACTATAATACTTTACTGGGATATTGCATTAAAATGACAGGCAATCCTACACTTGCCCAAGA
+TATTGCACAGGATACAATGCTTAAAGCTATTTTAAATATTAAAAAATTTGCCCCTGAAGCTAAATTCTCT
+ACATGGCTTTTAAAAATTGCCACTAATACATTTAAAGATTATTTAAGAAAACATAAAAATGTTGAACTTG
+TTGAAGAAATGTCTACAAATAACACGGAAAACATAGAAGAAACCGCTATTTCAAACCTTCAATATAAGGA
+ACTAATGAACATTTTAATGAAACTTCCTTATGAGAAAAGAGCAACTTTTATTTTAAAACACTATTATGGT
+TACAAATACGAAGAAATTGCACAAATACTAGATTGTCCTGTAGGAACGGTGCGTTCGCGTTTACACAATG
+CTATAAAAGAGATAATGAAGGAAATGGAAAGAAGGGATTTGCTGTGAAAAAAAAGTGTAAAGAAATACAA
+AACAAAATAATCGATATGCATTACGGTGAAATTGACGAAAATATAGAAATTATTTCACATATTGAAAATT
+GCAATGATTGCAATAGATTCAAAGAAAAATTAGAGCTGGCATTAGATTATATGAAAATTTTAAATACACA
+AGTTGACACCTCAGCCTTAGAAATAGACATTACAAAAATTATAGAAAAAGCTTATCAAACAGAAAATAAA
+AGAAAAGAAAAATTCGAACTCCTTATTTTCATTGCCGCATCAATAGTCTTTTTAATATCATCAATCTTGT
+TTATAACAAACTTGGATATACGGATATACTTTTATCTACAAATATTCCTGTACCTTAATTTACCATTAAT
+CTTAATACCTTTTTACAAATTAAAAACTCCAAGGAGATGATAAAATGTCAATATCTAAAAACACATTAAT
+TTTTCTAATAATTGTAATACCCTTATTATTTCTTCAAGCTTTATGGATTTTTATAGATGCAAAAAAACGT
+GGTGAAAAATACTACTGGGCATGGGGACTTTTCGGACTTCTAAATATACCTTCCTCTTTAATCATATACC
+TTTTTGTAACGAGGTATGGACATTTCAAATGCCCTAATTGTGGAAAAACAGTAAAAAATGATTACAAATT
+CTGCCCCTATTGCGGTGCTTCTTTAAAGAAAACATGCCCGAAATGTGGAACCGAAATAAAAGAGGATTGG
+ACATACTGTCCCGAATGCTCAACAAAATTAAAATAATTTGAGGAGGGCAAAATCATGTTAAATAAATTAA
+GCAACCCTGAATTAATAAAACTCATTCTTCCTTTATTTATAATCCAATTGGGACTTACGGTATTTTCAAT
+TTACAGACTTTCAAAAGACAAAGTTAAATATCTCCCAAAATGGGCGTGGCTTTTAATTATAATCTTTGGA
+GAGATACTAGGTTGCATTATATTTTTAACTATAGGCAGGGAGAGAGAATAGCATGATAAAAGTTTTTAAT
+CTAACAAAAAAATATGGAAATTATGAAGTTTTAAAGGGAATAAGTTTTGAAATTGAAAAAGGAACCATAT
+ACGGCTTATTAGGGCGTAATGGCGCTGGCAAAACTACCACAATGAATATTTTAACAGGACTTATTGATTA
+TAATAGGGGCGAGATATACATCAATGGCAAAATGTTAGACAAAAATAAAAGAAAACCACTTGAAGAAATA
+GGTTATTTGCCTGAAAGCCCTACTTTTTATACCTATATGACTGGAAGCGAATATCTTCTCTTTATAAGTA
+AAATAAGAGGTATTCCTTACAAAAAAGCTAAAAAAGAAATAGATAAACTCCTTGATCTAGTTAAATTAAA
+AGAAGCCGCTAATAAAAAAATACAAACTTATTCAAGAGGAATGAAACAAAAATTAGGACTTGCAGTAGCT
+CTTTTAGATAATCCTGAAATAATTTTTTTAGACGAACCAACATCCGCTTTAGATCCAGAAAGCAGATATG
+ATATATTTAATCAAATTTTGGAAATGAAGAAAAATGGAAAAACGATTTTATTATCCACTCATATCCTGAG
+CGATGCAGAAAGAGTCTGTGATTATATCGGTATACTCGATAAAGGTAAAATTATTTTTTCAGGAAAAATC
+AAAGAATTAAAACAAAAATATGCTCTACCCATATACGATATTGTCTTCGAAAATTTGCCTCATAACATCA
+AAAAAAAGCTTAATAATGTAAAATGGATTGCTGACATTAAAATAAAAAATGATACTGTAAGTATTTACAT
+AAATGACATTGAATTAGCAAAAAAGAATATCCTCAGTGAACTATCAAAGCTTGATATACCTGTTATTTCA
+CTACAGCAAAGAGAAAATACACTTGAAGATATATTTATAAGGCTGGTGAAGCAAAATGAATACATTTAAA
+GCGTATTTAAAAAAAGAAATGCTAGAATCGTGGAGACAGTACAAGTATCTACTACTTTTTATTGGGATTA
+TTCTCTTTGCCATACTTGACCCCATACTCCTTAAATTGCTTCCAGAAATACTTAAAAGTAAAATAAACGG
+TGATTTGGCTTCTCTAATACAAATCGACATGAAATCTGCTGTACAAAATTACATAAAAGACTTAAACCAA
+ATATCATTGTTAATAGTGCTTTTAACACTCATGGGAACTGTAAGTGATGAAATATCTTCACAAAAATTGG
+TATTGCCTTATTCTAAAGGTGCCAACCTATCATTTGTTATAATAGCGAAGACATTTCATTACACAATTAC
+AATATCAATTTTTATAATAACCGGTTTTATCATAAATTATTATTATGCAGTTACACTTTTTAGTGAAAAC
+ATCATCGCTTTTAAAAATGTATTGATATCAGCCGCATTAATTTCAATTTATTACTTTTTCGTTATAATAT
+TACTCATGTTTTTAAGCAGCATTTTTAAAAAAGGCGTATTAGCCGCATTACTGGTATTAATGCTTCACAT
+AATATCAGCGCTATTAGTAAATATTGATAAAATAGCCAAGTTCATTCCTTACAACCTTATCTCACTTGCA
+AATTCTTTTACTACAGAAAATATATTAACCACAATTTTTTCTGTGTTGCTATATTGTATAATCCTTTCTT
+TACTGACAATTAAAAATTATAAAAACAACACTTTTGCTTAGAAAAAACTAGGAAAAATCTTATTTATTCC
+TTTATTTAGATTCACCCCTTTTCCTTCTAGCGCGTATTATAAATAGAGCGTTAGAGAAAAGGGGTGAAAG
+TATATGGAATGGTTGATCATCCTCGGATTTGCAGTATCAGCCAGTATAGACAATTTTGGCGTAGGGATTT
+CATATGGCATAAGAAAAATACAAATAAACATTTTTTCAAACACAATAATAGCTGTAATCGCCTTCCTTTT
+TAGCCTCTCCGGAATACTTTTTGGCAAATGGCTGAATAAAATTCTTCCCGGGACTCTACCTGTAATAGTT
+GGAGCCTTCTTGCTTTTCATAATAGGCCTTAGAATTATTCTGATGGCTCTTCCTCGAAAAGGGACAAATT
+CAATACCTTCAAAAGATTGTACTAACCCAAAATCTATAAAAAGCATTTTAGAAAATCCCGAAATTGCCGA
+TTTAGACAAATCTGGAGAGATAGGTGTAGGTGAAGCCATCCTTTTAGGAATTGCTCTTTCTGCAAATGCT
+CTGACAAACGGTTTAGGAGCAGGGCTTTTAGGTTTTTCCCCTTTTGCAATATCCTTTACTACAGCAATAG
+GAAGTTTTATATCGGTGTGGGGAGGAGTAAAACTAGGTTCAAAAGTTGCCAACATAAAGATTGGGTCTTT
+TACAATAGGACAATTTGGCACTGTAATAAGCGGAATAATTCTACTTATCATAGCCTATAAAGCGCTGTTT
+TAGCAATAACATATCTTTTGATTTGCGAATATAATGTAGTAGTCAAGTAAAAGCTAAGAGGTGATTATAT
+GGAAACAGAAGCAATAGAAAATATACCAAGAGTCTGTCTCCCTCAGATAGGAGCTCCGGCTCCCGACTTT
+AAAGCCAACAGCACGTTTGGTCCTATTAAACTTTCCGATTACCGCGGAAAATGGGTAGTGCTTTTTTCTC
+ACCCGGGGGATTTTACACCTGTATGTACTACAGAATTCATAGCCTTCACACAGGTTTATACTAGTTTTGT
+AGAAAGAAACGTACAGTTAATAGGCTTAAGCGTGGACAGCAATCCTTCTCATCTTGCTTGGGTTGAAAAT
+ATATATAAAACCACAGGTGTAGAAATTCCCTTCCCTATAATTGAAGACAAAGACATGAGAATTGCAAAAC
+TATACGGAATGATATCTCCTGCAGAAACTTCTACAAGCGCTGTCAGAGCAGTATTTATAATAGATGATAA
+GCAAATACTCCGCCTCATCCTCTACTATCCGCTAGAAATAGGAAGAAATATACAGGAAATAATACGAATA
+ATAGATGCTCTCCAAACAGTGGATAAATACAAAGTTTTGGCTCCTGCTAATTGGTATCCTGGAATGCCTG
+TAATTGTACCTCCTCCAAAAACTTATCCCGAACTTAAACAAAGGCTTAAAAACGTCGAAGGGTACACTTG
+CACAGACTGGTACTTGTGCTATAAAAAAGTTTAAGCCGGAAATCCGGCTTAAACTTTTTTACTTGTTCTG
+GAAGTCATACACCATAGTTCCTGTGTACAAAAGTCTTGACCCAAAAGAAAATTTAGGCAAACTTTTTGCA
+TATGACAAAAGAGGTATTGTGATTACTAAAAAAAGAATCACAATCCACAAAATTATTCTCCTAAATTTTA
+ACATCTTTATCCCCCTTGCCATCCCCATTGTACCATATATATTCCTTTATTTCAATGAATATATATTTCT
+ATATGTACCAGCGTATATATGAAATTGCCATAAAATAAAAACCCCTCCGAAGGGGTTAAGAGGGGATAAT
+TTTAATATACACTTTTCTTCTTCGCGGCCCATCAAATTCGCAAAAATAAATTCCCTGCCAAGTTCCCAAG
+ACAAGCTCACCGTTTTCTATAAGCACAGTTACAGAACTCCCTACCAATGAAGCTTTTATATGAGCATCAG
+AATTTCCTTCAAGGTGCTTAAAAGAAATATTGGGTATTATTTTGTCAAGAGCAGATAAAATATCTTCTTT
+TACTGTTGGGTCTGCATTTTCATTTATTGTAATGCCAGCTGTTGTATGGGGCACAAAAACTACACAAATT
+CCTTCTTTTACTCCTGATTTTTTAACTTCTTCTTCCACCTCTTTTGTAATATCTATCATGACTTCTCTCA
+ATGGTGTATTTATATACACACTCTGCATCCAGATACGCCTCCTTTATCTACCAATTAAATTTATTGCATT
+TTTTATTATTGAAGGAAGAACTGCCTTTATAAACTAAAAAGGGACAAGCAGTATAAGACTGCCTATCCCT
+TTAAATTTTACTCCACAGTAACAGATTTTGCAAGGTTCCTCGGTTTATCCACGTCACAGCCTTTTTCTAC
+AGCCATGTAATATGCCAGAAGCTGGAGAGGGACCACTGTCAACACAGGAGTGAGTTCTTTTAAGGTGTCG
+GGGATGTATATGACTTTGTCCACTACTCCTTCCAGCTGCAGGTTTCCTTGCTTTGCAAAAGCAACCACAT
+ATCCTCCTCTGGCCTTTACCTCTTTTATATTGCTCAACATTTTTTCGAAGAGGTCATCCTGTGTAGCCAG
+TGCAATTATCAAAGTACCTTCTTCTACCAATGCTAACGTTCCGTGCTTTAACTCTCCAGCTGGGTATGCT
+TCTGAGTGGATGTAAGATATCTCTTTGAGCTTTAAAGACCCTTCCATGGCAACAGCGTAATCCAGACCTC
+TACCAATATAGAATACGTCTTTCACATTGTAATGTTCAGAGGCAAATTTTTGTATCACTTCTTTGTTGTC
+CAAGAGGTATTGAACTTTGTCAGGTAGTTTTTTAAGTTCAGAGATAATCTCTACAACCTTTGTACTGCTC
+ATAGTCCCCTTCTTTAAGGCAAAGTCCAGCGCAATTAGGTATAAAGCTATGAGCTGTGTAGTATAAGCTT
+TTGTAGATGCAACGGCTATTTCAGGTCCTGCCCAAGTATACAAGACTTCATCTGCTTCCCTTGATACAGA
+ACTTCCTACCACATTTGTTATAGCTATGACTCTCGAGCCTTTCCTTTTAGCTTCTTTTAATGCAGCAATT
+GTGTCAGCCGTCTCCCCTGACTGGCTTATAACAATTGTGAGAATTCTTTCATTCACAATCGGATTCCTGT
+ATCTAAACTCAGAAGCCACATCTACCTCAACAGGTATTCGTGCAAAACTCTCTATCACGTATTTCCCTAC
+AACTCCTGCGTGATATGCAGTTCCACAAGCTACTATAAAGATTTTTTCTATTTTTTCAAGGTCTTCCTTT
+GTGATGTTTATATTGTCAAGGACTATCTGGGAATCGTTAATTATCCTTCCCCTCAAAGTATCTTTTATTG
+CGGCAGGCTGCTCATGAATCTCTTTTATCATGAAGTGCTCATAGCCGCCCTTTTCAGCTGCTTCTACGTC
+CCATTTCACTTCAAAGAGAGATTTGCCTATCTTCCTTCCAAAAACATCTATAAATTCTACACTGTCTTTT
+TTGATTATGGCAATTTCGTGGTCATCGAGGAAATATACATTTCTTGTGTATTTTAAAATTGCAGGTATAT
+CTGAAGCAATGAAATTCTCACCATTTCCTATACCTACTATAAGAGGAGCTTCTTTTCTTGCTGCTACTAT
+CATATCCGGATTGTCCTTGCACAAAACCCCCAGAGCATAAGACCCCTCAATCCTATCCAGCACTTTTCTA
+AGCGCTTCAACTATATCGCCATTGTAGTAATATTCGAGTAAGTTTGCAACCACTTCCGTATCTGTTTCTG
+ATATAAAATTATAACCCTCTTCTATCAGCCATTTCTTCAGAGGAAGATAGTTTTCAATAATCCCGTTGTG
+AACAACTGCAATTAAGCCTGACTGGGATAGGTGAGGATGCGAATTGGTATCAGAAGGTTCTCCGTGGGTT
+GCCCATCTGGTATGCCCTATACCTATTGTACCTTCCATATAGTCTTTTTCAACCAGTTCTCTTAAGACAT
+TGAGCCTTCCTTTAGCTTTCTTTATATTTATATTGCCATTGTGTAAAATGGCAATTCCTGCCGAATCATA
+TCCCCTATACTCTAATCTTGTCAAACCTTCCAGCAGTATAGGTGTTGCTTGTTTATCTCCTATATATCCT
+ACAATCCCACACATATTGCGTCTCCTCTCACTGTGAGTTTATAAAATTTTCCTGCCCGGACTGCTCTATG
+CCACAGTCGCCTGTGGTTTTACCAGTCCTCTAACGGTCGCAGGAAGACCGCAGGGCACCCGCCGATGTCT
+CGATAAACCCTGCCCTCGTCAACTTAAAGCCTTAAGGCTTTAAGTCCAGGCGCTTCTAAATTAAAGCTTA
+CATTAAATCTCGACTCTACATCTTCCTCTATAGGCATCCCTCCTTTCAAAAAATCAGTTCAATTTTCTTT
+CTATCAAATCAGCCAGCTCTTTTGCCATCTGGCTGATTTTAGCGTAATCTTCACCCTCTACCATAACTCT
+TATGAGAGGTTCTGTGCCAGATGGTCTTATGAGAACTCTTCCTTTCCCTTCCATTTCTTTTTCTAGCTTT
+TCAATTTCTCTCTTTATGTCTTCATCTTCTAGATATTTTTCTTTAAGCTCATTTTTCACTTTGGCATTTA
+CAAGTACCTGAGGATAGGTAGTCATGCAAGAAGCAAGTTCAGACAGTTTTTTACCTGTATGTTTCATTAT
+TGAACAAAGTTTTAAAGCTGTTATCTCTCCATCTCCTGTAGTATTGTCATCTATGAAAATTATATGTCCT
+GACTGTTCTCCTCCAATAGAATATCCACCTTTTATCATTTCCTCTAATACATATCTATCTCCTACCTTTG
+TCCTTATAAGCTTAATTCCATGCTCCTTTAAAGCAATTTCAAATCCTATGTTACTCATGACTGTCGCTAC
+CACAGTATTGTGTTTTAATTTCCCTTTGCTTTTCATATCAATAGCACATATAGCCATTATATGGTCTCCG
+TCTACTATATTCCCTTTTTCGTCAACTGCAATTAATCTGTCCGCATCTCCATCAAAAGCAAGCCCCAGGT
+CCGCTTTATGTTCTACTACAAGCTGCTGCAATTTCTCAGGGTGCGTGGATCCACAGCCTACATTGATTTT
+TTCTCCTAAAAGCTCTGCCGCATAAGCAATTACCTCTGCTCCTAATTCTTTAAACAAAATAGGAGCTACT
+GTGCTGCTTGCCCCATAAGCACAGTCAATCACTATTTTAAGCCCTTTTAAGTCTGTATCAATGGTAGACT
+TTAAAAATTCTATATAATCCCTGTGAGAAGTCAAGCTTTCTTTTCTTCTGCCTATTCCAATGCCAGTAGG
+AACAGGAAGTTCTTTTTTTTCATTTATAATTTCCTCTATCCTGTCTTCCAGCTTATCAGGCAATTTGTAG
+CCAAACTTATCAAAGAATTTTATTCCATTATACTCAATCGGATTGTGAGAAGCTGAAATCATAACTCCAG
+CATCTGCCTTATATAGCCTAGTCAAATAAGCTACTGCCGGCGTAGGAATTATTCCTACACTTACCACTTC
+TGCTCCAAGAGATGTAAGCCCAGCAATAAGAGCACATTCCAACATATCGCTTGAAATCCTGCTGTCCTTT
+CCCACCACAACCTTTGGCCTGTGACTTCCCTCTGTAAGGACATAAGCTCCTGCCCGCCCCAACTCAAAAG
+CCAGTTGTGGAGTTAATTCCTTGTTCGCTATTCCCCTCACACCGTCAGTCCCAAAAAGCCTTCCCATTCT
+CTATCCCCTTTCTGTAAAACGTACGATAATATTTTATCACAGTTGTCTTTATTGTGCAAAAAAACCTTTT
+TTATTCTGCAAGCATTTCCTTCATTCTGGCTTTTATTTTTTCTTTTAATTCTGCAATTTCTGCTTTTATA
+TCTTTATTCAAATCAGGGGAGATAGGTTCTCCTACTCTAACTTTTATTTTCCCTCTCAATTTAGGTACAT
+ACTTCCCTAAAGGCAAAACTTCCTTTGTGCCCTGAACGACTACAGGCACAAGAGGTTTACCCGATTTATA
+AGCAAGGTACATGGCACCTTCATAAATTTTTTCTATAACTCCTTTAGGAGATATGCCTCCTTCTGGAAAT
+ATGCCAATTGAATACCCTTCCTTTAATCTCTCCAAAGCCTTTTTTATGGCTTTTAAGTCAGCTGACTCCT
+TTTTAATAGGTATCGCTTTATCTATCAAAAGAAAAGGTTTCAAAAGATAAATATTAAAAAGTTCCGAGCT
+TGCTAAAAATATAATTGGCGTTTTGATGGCACATGCTACTGCTACAGGGTCAAGCAAACTTTGATGATTT
+GAAACAAAAATGTAAGGGCCCTTTGAGAGGTTACCATCTCTTTCCACTTTAAAGGAGTAAAATATCTTGA
+GAAGTGCAATTCCAATCAGTCGCAAGACTCTGTAGAGTAAAAACATTCCCTTCTCTCCCTTTGGATTTTT
+CAATTACTATTATACATCTCCTGTGAAATAATAAAAAGGGGCTTTGCCCCCTTAATTTAGTTCAAGCCCC
+TTTCTAAAAGCCTGTATGTTAAGGTCTATATATTTTTTAGGTACATTGTTTCTTATCACTTCTTCCCAGT
+CAATGTTCATAAGCCCCAAGTGTTTTACTAAAACTCCTAAAAGCACTATATTCTGGGCCCTCACATTCCC
+GAGGCCTTCAGCTATTTTATCAGCCTCCACTGCAATTGTGTGGGCATTGCTCTTTAGTATTTCCAACAAA
+TCCTTTGGATATTCTTCTTTCCCTATTAATACTGAGAGAGGAGGAATCTCAACTGTATTTACAATCACCG
+TGCCGCCTTTTTTGAGGTAATTGAGCCACCTTACAGCTTCCATTTTTTCGAAGGCCACTATTACATCAGC
+AGCTCCCATCTCAATCACCGGCGAATAGACTTTTTCCCCAAACCTTATCTGTGTGTTGACACTTCCTCCC
+CTCTGGGACATTCCATGCACTTCTGACATTTTGACATCATAGCCACTTTTAAGTAATCCTTCTGACAGTA
+CATTGCTCGCAAGAATTGTGCCCTGACCTCCTACCCCTACCATCAATACGCTTTTTACCTCTGCCATTTT
+ATTTCACCTCGCCCCTATGTGAAACACATTCTATCGCATCAAAAGGACATACCTGCTGGCAAACAGTACA
+GCCCGTGCACTGGTCAGGGTCTATGCTGAAAATGCCATCTTTTTTACTTATAGCTGGGCATCCTATTCTA
+AGGCACATGCCACATTTTTTGCATTTTTCCTGGTCTATCTTGCATTCTCCCTGCGGCTTAGGAGGAATCA
+AGGCACATGGACCTTTCGCTATTATAACCATCGTATCATCTGTATTCATAGCTTCATCTACGGCATCTTC
+TATTTCCTTTAATTTAAACGGATTTACTACTCTTACCCTCTTTACTCCTATAGCTTCGCTCAATTTAGCT
+ATATCTATTTCAGGCGCATCTTCTCCCATCAATGTCTTTCCTGTACCGGGGTTGTGCTGGTGTCCTGTCA
+TAGCAGTTATGCGGTTATCGAGTATTATAGGAACAGCATTGCCTTTGTTGTAGACAATATCAATAAGCCC
+TGTGATACCAGAGTGGAAGAAGGTGGAGTCACCAATTACGCTGAAGATTTTTTGCTTTCTGCCACTGTGT
+TCAATAGCTTTCTGGAAGCCGTGAGAACCTGAAATGCTAGCCCCCATGCATATGCAGGTATCTATAGCTT
+CCAATGGCGGCGCTGCTCCCAGAGTATAACAGCCTATGTCCCCTAAAACAGGAACTCTTTTCTTTCTTAA
+AACGTAGAATACTCCCCTGTGAGGGCATCCCGCACAAAGCATAGGAGGTCTGCCTGGTACTTTAACCTCC
+ACTGATACATGAGGAAGCTCTTCTTTTTTTATTGCCTTTCTTATAATGCCAGGATTTAATTCTCCAATCC
+TGGGAATCAATTCTTTTCCTATTACTTCAATGCCCAAAGCCCTGACATGCTCTTCTATATAAGGTTCCAG
+CTCTTCTACTACGTACAATTTTTTTACACTTTCAGCAAACTTTCTTATAAGCTTTGAAGGAAGAGGATAA
+GTCATTCCCAGTTTTAAAACAGATACTTCGTCTCCAAAGACTTCTTTTACGTAAAGATAGCTTATGCCAC
+TTGTTATTATGCCTATATCCCTTCCGCCCCACTCAATTCTATTTATTTCAATTTTTTCAGTCAGTTCCTC
+TAAGACTTTTAATCTCTCTTCTACTACCACATGTCTTTTTTGAGCATTTGCAGGAACCATAACGTACTTC
+GGAATGTCTTTTTTATAAGGCTTCATTTCAACAGGCTTTCTTTCTCCTAATTCCACAACTCCTTTACCGT
+GAGCAACCCTAGTGGTGAGCCTTAAAAGCACAGGTGTGTCATACTTTTCGCTTATATCCAGGGCGATACC
+AACAAAGTCTTTGCATTCCTGACTGTCTGAAGGCTCTAGCATAGGGATTTTGGCAAATTTAGCGTAATAT
+CTGTTGTCCTGCTCATTCTGAGAAGAGTGCATACCTGGGTCATCAGCAGTTACGATCACACAGCCACCGT
+TTACTCCTGTATAAGCAAAAGTAAAAAGCGGATCTGCGGCCACATTAAGCCCCACATGTTTCATGGCAGC
+AAGGCTTCTAGCACCAGCTATAGAAGCTCCAATAGCCGCTTCTACTGCGACTTTTTCATTGGGAGCCCAC
+TCAGAGTAGATTTCTTTGTACTGGGCTATATTTTCCAGTATTTCTGTGCTAGGAGTCCCTGGATACGCAG
+CAGCAAAAGTAACTCCATACTCGTAGGCACCCCTTGCTACCGCTTCATCTCCTAACATTACTTTTTTCAT
+CTATTTCCCCCCAAAATCTAATTTTTAAATAGAGACACTGCAAGCCAAAGCTATAGAATTTAACTTGTCT
+TCATGAGAATCAGCTCTGGAAACCAATACAATAGGCGCTTTAGCTCCCACCACAATTCCCGCACTTCTAG
+CTTTCGCAAAGTAAGTAAAGCTTTTCCCTAAAGCGTTGCCGACTTCTATAAAAGGCACAAGCAAAATATC
+AGCATCCCCTGCAACCTCACTCTTTACCCCTTTGTGTTCTGCCGCTTCTTTGCTTACAGCAAGGTCAAAA
+GCTAAAGGCCCATCTACTATGCCTTCTATCTCTCCCTTTTGATTTAGCTCTTTTAACTTTGCAGCCTCAA
+CAGTTGATGGCATTTTGGGATTTACTACTTCTACAGCAGAAAGACAAGCAGTCTTTGGATTTTCTATACC
+CAAAGTTTTTGCCACTTTGATGGCATTTTTCAATATCGCAACTTTCTCCTCTAGAGTTGGACTTATGTTC
+ATTCCTCCATCTGTCAAAAGAAGCAATTTGTGATATGCTGGAATTTCATACACCATCACATGGCTTAAAA
+GTCCCTCTCCTCTTATACCAGTTTCACTGTCAAGCACAGCTTTTAAAAGAGTAGCAGTAGGTACAAGTCC
+TTTCATGACAAAAGAAGCTCTGCCTTCTCTTACTTCCAAAACTGCTTTTTTACACTTTTCTGCTTCGTCC
+TTTTCATCTATTATTTCATAACCCTCAAGGGATATGTTAGCTTCCTTTGAAATTTTAATAATTTTTTCTT
+TATCTCCTACTAAAACAGGAATACCTATTCCTTCTTTTTTAGCGGCATCACAGGCTAAAAGCACTTCCAC
+ATCCTCTGCTCCAGCAACGCTAAACTTTTTATTTGCCCCTCTTGCTTTTTCAAAAATTTCACTGAGCTTC
+TTCAAATTCCCACCCCTTTGCTAGAATAAGCCTTTAGGCAGGGGAAGTCCCCTGCCTAAAATACTCTATT
+TTGTGGAAACCATGTTTCTTATCAATTCTGCTCCTTTTTCCAGAGCTTTCTCGTTGATAGCCATCATATG
+TTCTTTCCCTTTTCCAAAGACTTCCGGCAAAGCCTTAAGAACTGTTTCCATCTTTACAACCTTTGTAGCT
+TCCACAAATGCTCCGAGCATCACCATGTTGGCCACTTTCAGATTGCCTAGCTCGCTTGCAATCTCATTAG
+CAGGCACTTCATAAACCTCTATATCTTTTCTCTGGGGCTTCCTATCTACCAGAGAAGTGTTCACAAAAAG
+TTTTCCCCCAGGTACTACATAGGACTCGTATTTGTCCAAGGAAGGTCTGTTCATCACTACCACAGAAGTA
+GCTTCTATAATTACGGGTGAACCCACTTCATCGTCAGAAACAGTAACGTTACAGTTAGCTGTACCGCCTC
+TCATCTCAGGTCCGTAGGAAGGAGTCCATGAGACATTTTTTCCTTCTAACATTCCAGCATAGGTTATTAT
+GAGCCCCATTGTAAGGACTCCTTGCCCTCCAAAACCAGCAAAAATTATTCTTTCTTCCATTTTATTTAAC
+CTCCTCTAAGGTGTTCTTGTAAACACCTAACGGATAATAAGGTTCCATATGGTCTTTCACCCATTTTAAA
+GCCTCTACAGGAGTCATTCCCCAGTTAGTAGGGCAGGTAGAAAGCACTTCCACCAGTGAAAATCCCTTGT
+TCTGAATCTGAGCCAAGAATGCGTTCTTTATAGCCTTCTTTGCCTGCATGATGTGTTTTACATCATACAC
+AGCCACTCTCTCTATATAAGCTGCGCCATCTAAAGTTGAGAGCATTTCACTCACTCTTATTGGATAACCG
+TTTACCTCTGGCTTTCTGCCGTATGGAGTAGTGGTAGTCCTCTGTCCTACCAATGTCGTAGGAGCCATCT
+GCCCTCCTGTCATTCCATAATTGGCATTATTCACAAAAATAACTGTTATTTTCTCTCCTCTGGCAGCGGC
+GTGAACTATTTCTGCTGTACCAATTGCTGCTAGGTCTCCATCCCCTTGATAGGTAAACACCACTTTGTCG
+GGATGAACTCTCTTTATTCCAGTAGCAACAGCTGGAGCTCTCCCGTGAGCTGCCTGCTGCATGTCGCAGT
+TGAAAAATTCATATGCAAACACAGAACACCCTACTGAGGCAACCCCTATCGCTTTATCCAAAACCCCCAA
+TTCTTCCATTGCTTCAGCCACTAACCTGTGAATTATCCCGTGAGTACAGCCCGGACAATAGGAAAAAGGA
+ACATCTGTCAATCCCTTTGTTTTTTCAAATACCACTGCCATTTATCTTGCACCTCCTGCAATCTGTTTAA
+TTTTCTCAAGCATTACGGAAGGCTCTGGTATCATTCCTGCAGGTCTTCCGTAGAAGTGTACAGGCTTCTT
+GCACTCAGTAGCCAGTTGAACATCTTCTACCATCTGTCCCATACTCATCTCAACTACCAGATAACCTTTT
+ACCTGATCTACTGTCTTTTTGAAAGGTTCCTTCGGGAAAGGCCACAAGGAAATCGGCCTTATGAGCCCTA
+CTTTATACCCTTCGCGCCTTGCAATGTTCATCACGTTTTTAGCAACCCTTGCCATAGTACCGTAAGCAAC
+TAAAATAACTTCTGCGTCTTCGCATCCTATCATTTCATATCTGACTTCATTCTGTTCGGCTCTTGCATAC
+TTTTCAAAAAGCACATAATTGTGTTTCTCTAAAACAGGTGGGTCTATATAGAGGGAATTTATCACATTCC
+TGTGTTCCCTGTTCCCTCTTCCTGTAGTCGCCCATGTCTTTTCCGGAAGATTTCTTCTCGCCTTTTTCAC
+ATTGTCAAAATCAACTGGTTCCATCATCTGTCCCAGCATTCCGTCTCCGAGAATTACAACGGGATTCCTG
+TAGTCATCCGCTATGTCAAATGCCTCTTGCACGAGGTCTGCCATCTCTTGAATGGTAGAAGGTGCAAGAA
+CTATTAACTTGTAGTCTCCATGTCCACCACCTTTTACAGACTGAAAATAGTCACTCTGTGCTCCCTGAAT
+ATTTCCAAGTCCAGGACCGCCTCTCATTATATTGACTATCACACAAGGTATCTGAGCGCCGGCTAGATAT
+GAAATTCCCTCCTGCATAAGGCTAAGTCCAGGTCCGCTGGTAGAAGTCATAACGCGAGCTCCTGCTCCAC
+CTGCGCCGTAAACCATGTTTATAGCAGACACTTCGCTCTCTGCCTGCAAAAATACTCCGCCAACCTCCGG
+CATTCTCTTTGACATGTACTCTGTGACTTCGTTCTGCGGAGTTATGGGGTATCCAAAATAATACCTACAC
+CCCGCCTGAATAGCAGCTTCTGCCATAGCTTCATTACCCTTCATTAAAACCTTTGCCATCTTCTCTCCCC
+TCCATTTACTTTATAACTGTTATCACTACATCAGGGCACATCATAGCGCAAAAGCCACAAGCTATACATT
+TGTCCATGTTTTCTGGTTTTATAGTGGCAGGATGATACCCTTTTGTGTTTATCTTGCTCAAGTCCATCTC
+AATTATCTTTTTGGGACAAGCATTTACACAGAGCTCACAGCCCTTGCACAAATCCTCGTTGAAAATAACC
+TTTGCCACATAAATTCCTCCTCTCACATTTTATCCCATGGAGTTTTCATATAAAGGTCTAAAGGAAAGAC
+AGGATAATCAATCTGCGGAAGAAGATTTACCAGGTCTCTTTTTACAGTTACCATTTTTATAGGAATGCCT
+GTCTTACTAGAGACCTCTTCCACAACCTCTAATCCTTTCAAGACATCATCAACTGTCGTCTCATAAGACA
+TATGAGTATTGTTCACTAAATGGGTCACCTTAATCTTTGAAGCCTCTTCTATCGCCTTTAAATACTTAAT
+GACTGAATCAGCATCTTTTGTAAAGGGTCTGTTTACATTCACTACCAACAAGACTTCGGGGTCCTGTTCA
+TATATTATGTGCCTGTACTGCCCCAGAGGCATTGCCCCTACATCATCTCCTCCCACGTCAAACACAGCAT
+GTTTTTCTGTGCTGTATAAGGCACCATAGACAGTGCGCGAAATCACCGGGACATCAGCATTTACGTACTT
+CTCCTCAACTCCTACTACCTTAATTCCCCATTTTTCTAAAAGCTCTTTCCTCACTTCTCTCGACCTAAAA
+TAGGGATTCACTACATCCAAATCGACAATCTCAACTTCTTTTCCCATTTGCCTGATGTAAACAGCATAGT
+TTATCGAAATCTCAGTCTTACCACTGCCGTAGTGCCCTACTACAATCGTCAGCCTTTTAAAATCCATCTG
+ACCTCATCCTTTAACTGTATGTTTTTGGATTCTCTTCGCCTGTCAAAACCCTGTATGCTCCCTCTGCCAA
+AGCCAGCATTTCGTCCTCTCCAGGGTATACATACACAGGCGCTATAAACTCCACCCTTTCCCTTATCCTC
+CTCACAAAATCCTCATTATGAGCAATTCCGCCAGTAATCCCTATGGCATCCACTTTCCCTTTTAAAACGA
+CAGCCATTGACCCTATTTCTTTTGCCGTCTGATACGCCATGGCGTCCAAAATGAGTTCAGCATTTTTATC
+CCCATTCTCAATCATTTTGTAAACTTCTCTCACATCATTTGTACCCAAATGTGCCACTATTCCGCCTTTT
+CCTATAAGCTTTTTCTTCATCTCCTCAAAAGTGTACTTCCCACTGTAGCAAAGTTTGACTAGATCTAGAA
+CAGGTAACCCCCCTGCCCTTTCGGGGGAAAATGGCCCTTCTCCGTTTAGAGCGTCATTCACGTCTATTAC
+CCTTCCTTTTCTATGGGCACCTACTGAAATACCACCCCCAAGGTGCGCTATTATAAGGTTTACCTCATCG
+TACCTTTTGCCCAAATCAGATGCCAAGCGGCGAGCAATTGCCTTTTGGTTTAAGGCGTGGAAAATGCTCT
+GTTTCTCAATCTCCGGCAAACCAGTAATTCTCGCTACATCTTCAAGCTCATCCACCACTACAGGGTCCAC
+TATATAGGCAGGGATGTTGTGCTCTTTTGCCAAAGTGTAGGCGATAATAGCTCCCAAATTAGAAGCGTGT
+TCACCTCTTTCAGCCTTTTTCAAATCTTCCAGCATTTTTTCATTCACAATGTAGGTCCCACTCTCTATGG
+GCTTTAAAAGTCCTCCTCTTCCTACAATTGCATCAATTTGAGATAGAGAAATACCTTTTTCTTTCAACAT
+ATCAAGGATAGCTTGTGTCCTGAATTCAAACTGGTCAATTATTCTCTTGTATTTGCTCAATTCCTCTGTC
+GAATGCCTCAAAGTCTCTGTAAAGACAGGCTCTTTGTCCCTAAAAACTGCCACTTTCGTTGAAGTAGAAC
+CAGGGTTTATTACTAAAATTAAAGCCAACCCCATCCCTCCGCCTCTAATACTATTATAGTACACATGGCT
+TCTTTATCCAAATCTGAGGAAAGGCAAGGAATTCTTGCCTTTCCTCAGATTAACATTATCTTACGATATA
+GTTGTCTTTTACAGCAGCTATAGTCTTTATTCTCTCTTCTGCTACCCTGTCAGCTGCCACATAGGTGGGA
+ACATTTTCCTTTTTAGCCTTTTCAATGACCTTTTTCACTGTATCGTATATCATGGAGACTTTCCTCATAG
+CCCTTTCCCTGTTGTAGCCTGAAGGATTGAGCTCATCAGCTACGTTTATAACTCCACCGGCATTTATTAT
+ATAGTCAGGAACATAGAGAATTCCCTTTTGCTGGAGGATATCTCCGTGCCTTTCTTCCTTCAACTGGTTA
+TTAGCTGAACCAGCGACAATCTTGCATTTAAGCTGCGGTATTGTCTCATCATTTATTATGGCACCTAGTG
+CGCAAGGAGCAAATATATCGCACTCCACGCCATATATTTCATCTGGTTTTACATACTCTGCTCCAAACTC
+TTCCACAGCTCTTTTTGCATTTTCTTCAAATATATCTGTCACAATGAGCTTAGCACCTGCCTCATAGAGA
+TATTTAGCAAGGTGATATCCCACATTTCCTATGCCCTGAATTGCAACGACTCTACCTCTCAAATCTGAAG
+TGCCAAAAATTTCTTCAGCAGCTGCCTGCATCCCCCTGTAAACTCCATAGGCTGTGAAAGGTGATGGGTC
+TCCACTCGTCTCAGGAAGCCCTGCTACGTATTTTGTCTCATACCTTATATACTCCATGTCTTTCACGTTT
+GTCCCCACATCTTCAGCAGTGATGTACCTTCCCTTCAAAGATTCTACATACCTTCCAAAGCTTCTAAACA
+AAGCCTCTGACTTGTCAGTCCTTGGATTTCCTATTATTACAGCTTTTCCTCCGCCTAGATTAAGTCCTGC
+AGCAGCGTTTTTGTACGTCATGCCTCTTGCAAGTCTTAAAGCATCATTTATAGCGTCTTCCTCTGAATCA
+TAAGTCCACATCCTGCAACCGCCCAAAGCAGGCCCTAAAGTAGTGTCGTGAATGGCGATGATGGCTTTAA
+GCCCTGATGTTTTGTCATAGCAGAGCACTACATTCTCGTAATCATATTTCTCCATTATTTTGAAAATCTC
+CATAAAATCTCCTCCTTGCCTTTATTTTTAATTTTAAATTTAAATTATTTCAAAATGTAATTGGTCTTTA
+TTGCAGCAATCGCTTTAATCCTATCTTCTGCTACTCTATCGGCAGCTTTGTAGGTGGGTATGTTTTCTTC
+TTTTGACTTTTTAATTACGCTCTTTATCGTGTCGTATATCATGGAAGCCTTCCTCAAAGCCCTTTCCCTG
+TTGTAGCCTGAGGGTTCTAACTCATCAGCCACGTTTATAACTCCGCCCGCGTTTATTATATAGTCAGGCA
+CGTAAAGAATACCTTTTTCCTGCAGTATGTCCCCATGCCTTTCTTCTTTCAATTGATTGTTGGCAGAACC
+TGCTATGATTTTGCACTTGAGCTGCGGTATTGTTTCATCGTTTATGACTCCGCCCAATGCGCAAGGAGCA
+AAAATATCGCAGTCTACTCCGTATATTTCCTCTGGCTTCACATATTCTGCTCCGAAGTCTTCCACAACCC
+TCTTTACATTATCTTCAAATATATCAGTGACAATTATTTTCGCTCCAGCTTCATTAAGATATTTAGCAAG
+AGTATAGCCAACTTTTCCAACACCCTGTATGGCTACTTTTTTGCCTTTTAAGTCGGAAGTCCCAAACACT
+TCTTCAGCAGCTGCCTGCATACCTCTGTACACTCCGTAAGCAGTGACAGGCGACGGGTCTCCGCTGGTCT
+CAGCAAGGCCAACCACGTGCTTTGTCTCATACCTCATGTATTCAACGTCCTGGACAGTGATCCCCACGTC
+CTCACCTGTTATAAAGCGTCCTTTCAGAGCTTCTATATACCTTCCAAAACTTCTAAAGAGGGCTTCTGAT
+TTATCTTTTCTAGGATCGCCTATTATTACTGCCTTCCCTCCTCCGTAGTTTAAGCCGGCGGCAGCGTTTT
+TATATGTCATTCCCCTTGCAAGCCTTAAAGCATCTTCCAGTGCCTCTTCTTCTGTATTGTACATCCACAT
+CCTAGTTCCGCCAAGAGCTGGGCCTAAAGTTGTATCGTGAATTACAATTATTGCTTTTAAACCCGACGCT
+TTATCATGACAAAAAATTACGTTTTCATAATCCTTGACTTCCATCCGCTCAAAAATTTTCATAAATAACC
+CCCCAGTAAATTTTTTAAACATTAGAAGCGAGAGAAGCCAGCATTATGGAATTAAATTTTGCATCGCTGG
+AATCAGCTCTTGAAGTCAGTACAATAGGCTTCTTTGCACCCATTATTATTCCTGCTATCTTTCTTTGAGC
+TATATAAGTGATAGCCTTATAAAGTATATTCCCTGCTTCTATATCAGGAACTACCAGTATGTCAGCATTT
+CCAGCAACAGGACTCACTATGCCTTTATGGCGGGCAGCCTCAACAGACAGAGCATTATCTAAAGCCAACG
+GTCCATCTATTATAGCCCCTTTTATTTGCCCTCTTTCGCTCATCTTTGACAGTATAGCCGCATCAAGTGT
+TGCCTGCATATCTGGGTTTACAGTTTCTACAGCTCCCAATATAGCGACTCTTGGCGCATCAATTCCAATC
+TGCCTTGCAACATCTATAGCATTCAAAATTATGTCTATCTTGACTTTTAAGTCCGGTGCAATGTTCATTG
+CCGCATCTGTAAGAAGTATAAGCCTGTTGTAGGGCGACTCAAACACAGCTACATGGCTTAAAGTCCTGCC
+TGTCCTCAGACCTATTTCTTTATCCAGAACTACCCTCAGTATTTCTGCTGTCTGCACAAGTCCCTTCATC
+AGTATATCAGCTTTGCCTTCGCTCACAAGCCTCACTGCTTCGCGGCAGGCATCTAAGTTGCTTTTCGCCT
+CGACTATTTCATGGTCTTTCAAAGACATCCCTATAGAGGAAGCAATTCTTTCAATCTTTTCCTTGTCTCC
+AACCAAAATAGCCCTCACTATTCCCTTTTCATGAGCCTCTTTAATCGCTTCCAACACATCTTCATCAGCT
+GCCTGAGCCACAGCTATAACTTTTGGCGGCAAATTTTTCACATGCTCGTAAAGTTCAGCAAAGGTCCTCA
+TACCAACACCCCATCAGCCATAAATTTTTGGAGTTTCCTGCCCTCTTAACACTCTTAAAGCTCCATCTCT
+TAAAGCCTCCATCTCGTCTCCACCGGGATATAAAGTGATTGGAGCGATAAAGCCTACCATGTCAATTATT
+ATCTCTATCAAGGGTTTGGAATAAGCAAGCCCCCCAGTTAAAATAATTGTCTTAACATCTCCTTTTAACA
+CCGCAGCCATCCTGCCAATCTCTTTCGCAATCTGATAAGCCATAGCTTCAAAAACTAGCTTAGCTTTTTT
+ATCCCCAGCTTCTATTCTTTTTACCACTTCTCTGGCATCGTTGGTACCAAGATGCGCCACGAGTCCTCCC
+ATTCCGACAATTTTTTTCTTCATCTCTTCCAAAGTGTATTTTCCTGAATAACACATCTCTACGACCTTCA
+TGGAAGGCAAACTTCCAGTCCTCTCAGGTGAAAAAGGCCCCATTTGATTTGCATTGTTTACATCAACAAT
+CCTACCTCCCTTTATAGCTGCTACAGAAATTCCTCCTCCCATGTGAGCCACAATCATATTAAGTTCCTCT
+TCTTTTAAATTGTTTTCCCTCGCATACCTGTGTATGCAGGCTTTAATGTTTAGAGCATGAGATTGGCTCT
+TTCTGGGAAGCTCTGGGAGACCTGAAATTCTCGCCACATCTTCCATTTCGTCTACTGCCACAGGGTCGAG
+AGTATAAACAGGTATCCCGTATGGGTCTGCCAGAGCCCTTCCAATTATTCCGCCTAGATTTGAAGGATGT
+TCCCCTCCTACCCCTTTTCTTAAATCTTCCAGCATAATATCGTTTACAACGTAGGTACCACTTTGGACTG
+GCTTTATCAAACCACCCCTCACCACAATAGCAGATAATTCCAGAACTTTAATGCCATTCTCACTTAGCCA
+TTTGTTTATCGCTTCTAACCTCAAATCCAGCTGCTCAATCACACTTTTATAGTTCTTGAGAGTTTCTACA
+TCATGGGTGATGTCAGAACGCACTATTTCCTTCTCGTCTTCATAAAGAGCTACTTTGGTGGAAGTAGAAC
+CTGGATTGATGACCAATACCTTGAACAACAGGCTTCACCCGCCCTTTCGCCAAACATTTTTTGAGTGTCT
+TAAAAAATTTTTATCCTTACAATATTTTAATTCTACACATTTGTCAAAAATCCTTCTTTTTGATTAAAAT
+TTTTTTATAACAACTTTATATTTTGTGGAATTGATAGATTTTTGGAAAAATTGATAGGCGGGGAACTCCC
+GCCTACTGAATTGTCACACTAACTTTTTCAGGGCGAATTTTAATTATATTGACATTCAGCTTAGTATTTA
+CATTAACTGTCAGAGTATAATTACCAGGAGATAAATTTGAAGCATCGACGTAAGCCGTGAAATCTGTAGA
+AGTAGCTCCTGCAACAACACTTTCAGGCCCTGAAATTGTAACAACTACTTCTGGATTCTGGACTGTTACA
+CTCTTACCCTCTGCCCCTTTCACTTCTACATTGGTTATAGTCACATCTTTTGTAGCCAATTTTTGTATAT
+CTATATATACTTTAGCAGTTATGTCACTCTTTACAAGCTTTACTCCATCAGGCAAATCAAAAGGCACCGT
+CTCAGTGACAGGTCCTGTCAGACCCGTTATATCTATCTGTTTTGTGCTTATGGACTTTATGGTATTAAGG
+ACATCCTCATCTCCAGTGATGTATACATACTCTGGAAGAACATTTACAGAAGCAACTACATAGCCCTCCT
+GAGGTTTGCCAAATATTTTAGGAGTCACTGGAACTCTTATTGATTTGTTTACCGGAATGTAAACTTCCAC
+AAGATTTGGTGTAACTGTAACCCCTTTTATCTCCTTGCCTTCCCTATCTACAGCCACAGCTGGGACAGAT
+ATCTTAATATCCTCTTTTTTGTAGGAGACATTCACCTGTGCAATCACATTTTTTACAAGATTTACTTTGC
+TCTCTGGTCCTACCACCATCACTTCGCCAGGAGTCGGAACCGCCGGCTGCATAGCATATCCATCCATCAC
+ATTTCCCACTATCTTTACCGTAACAGGCATCTGAATTTTGGCAATAGTGTCCACATCTACTTTTATCTCG
+GGAGGAATTACAGAAACTAAAGAGACATTTTTGGGAAGCCCCTCTATCCTCACAGGGATTACATTTATTC
+CTTTAGAGGTCACACGGCTCAAATCCGCATAAGCACTTATATTTTGAGCGGCTATGTTTAATACGTCGCT
+TCTTCTCCCTCTCACCTTCACATTCACCGTATATCCCTTTTCCTCAAGCAAAGTCAAACCCTTTTTCTCA
+AGAGTATCCACATTTACTAACTTTACAGGGACATTGCTAATCTCATAAGGAATTTCCGGATTTTCTTCCC
+CCATCACATAAAGCCATAATAAAAAAGCCAGTATCAGCGACAGGAGCTTTATAGTAAAATTTTTAGTCAG
+CATGTTTGTTCCCCCATTTTCTCCAAACAGGCTTCTTATTTTCCTTCACGTCCAAAATGCTAGACAAAAC
+CTCTTTTAAAGTCTTCGGGTCCAGATGGCGAGAAAGCCTTCCGTTTTGAGCAAGTGAAATAATGCCTGTT
+TCTTCAGACACAATTATGGCAATGGCATCAGAAATTTCTGTAACGCCTAAACCAGCCCTGTGCCTTGTCC
+CCAGTTCACTGCTCAAATTCTGGTTGTCCGTAAGAGGCAGAAAACATCCCGCTGCCATAATCCTGTCTCC
+TCTTATAATAACTGCTCCATCGTGCAAGGGAGTATTTGGAATAAAAGTATTTATCAGAAGCTCACTGGAA
+ATTTTAGAATCCATCGCTATTCCAGTCTCAATTATCTCATTAAGCCCTGTCTCCCTTTCAATCACAATAA
+GAGCTCCTATTTTAGACCTGGAAAGGTACTGAACCGCATCGCATATTTCCCCTATTACCTCAGACATGTC
+CTTCTCGTCCTCATTGAAAAAGAAAAAATTCTTTCCTAAAAAGCCGCTCCTACCCAAAGACTCCAGCCCT
+CTTCTGAGCTCAGGCTGAAACACAATCAAAAGAGCAATGACTCCGACAGTCATAGCATTTCTCAAGATGT
+AATTCACTGTTCGAAGCTGTAACCACTCACTTAATTTTGTAATTATTATCAAAACAGCAAGCCCTTTCAA
+AAGTTGCTCCGCTCTTGTCTTGTGGATGACAAGTATAAGCCGGTAAAGGACATAGGCTATTATCAATATA
+TCCACTATATCGTTAATCCTCATTGTCTTGATTATATCTATAAGTCCAGTGAACAAAAAATTCACCTCAC
+AAAGCTTTTGTAATGAGCTACTCATATTAATTATACAACAAATTTGGATAAAAAATAATTTAGCTGGGAA
+AATTATTTTAAAGGGAAAAGAGGAGGGTAAGGATGAACTCAAGCAAAGGAGGAAAAGATGACCTTCTTGT
+AAATTCTGTAATACAAAAGCTTTCCCGCTATGACCTAAATCTTCCAGATCTAATCATAACAGCAAACAAC
+GGTGTCATAACCTTGGAAGGATATGTAAAAAATTTAGAGGAGAAAAAATTGCTCAGTCAAATTGCAGAGA
+GCGTAGAAGGAGTAAAAAAAGTAATTGATGAAGTAAAAATCAGGTAGAAGTCATAGAAGCTATTCTATGA
+CTTCTACCCTTATGTTATTTTTCATTGCTTCTTTTTTTAAGGGATTTACGACATCCCCATGTAGTATCAC
+ATCCAGTGCAGACCTTAAGGACTTTCCGACTATTATCTCAGTTATGTTATTCTCTCTTGCAAATTCCGCA
+AGAGTTTTTGAAATTTTCTTTCCAACTAGAATTGACACTCTTCCTCCGAGTTTTTGAGCCATATCAAAAA
+GCTCAAGTAAGACTTCATTTTCTTTTAAATCCTGTGAGATATCGCTGTTTTTGTTAACGTATACAACGCA
+AAACTCACCATTGGTCTCTTTTGCCCTCTGGGCACCTCTTTCCACAAGCCTGCGTGAGCTCTTCTGAGGT
+GTTATACACACCATGATTCTGCTCTTCACGCTAGGCTCGTAACTAAGTACCATCTTTAAAAAACCCCTTT
+CAGGCACATATTTGCCCTTCTATAATTAATTATATGCGAAGGATTCTCTTTATGTCAAATTTCCTTTCCT
+TCTTGATAGTGTCAAGATACTGTAGGATTTTTTTAAGACAACCCCTGAAACTTAATTAATTCAGGGCTTC
+GTTTTATCATGTTCTTTATATAACTTGTGCATATTTTAATGCTCTTAAAACCCTATATATTGGCGTTACT
+TTCCCTATATTCAAAACCGTAATATTGTTTATTTTTTCATTTGTAGACGTTTTAACTCTCCTTACTGCCT
+CTTTTATTTGCTTCTCTGTTAATTTGTAACTTCCTGCATTTATATTCTTTTTCTTGCCCCACTCTACTTC
+TCTTAAGTCTCCTCCATTCTTGCTAAATACCCTTAATTTCGCCATTAACTTTAATCCTTCTCTGCTCCAC
+CCTAATGGATTCCTGCTAAGTCTTGCAGAAAATACATGGCTTATATGCCCTTCTGCACTGCACCCTATTA
+CATCTTCGTCTTCACTGTATATCTTTATCCCTTCCCAATTGTTTAGTATGTATCTCTTCGCTTCCTTTAT
+CTTTTCTTTTTCTTTCTCTTCTTTTGCTATCTTTATTAACTCACCAAATATTTTCTTCACTCCTTCTTTA
+TCCCCTTCATTTATTGCTCTCCATATCTTATCCCTATACTTTGGCTCTTTTGATGTTGCTTTTAATACGT
+ATTTGTTTAAATGATATCTGTCTAACACAAACCTTGATTTTACTATCCATTCTAATCCCTCTTTTATCCA
+TGGTGCTCCATCTCCTGCTATGTATATCTTCTCTATCTTCTCTTCCTTGTAATTTTCTTCTATGTAATTC
+GCTACATCTATCCATATGTCTTCTGCTTTCTCTCCTACGTATGCCTTGTAATACACATTCTTCAGTACGT
+TCCTTCCGTTTTTCTCTTCCCTACCTTCATGTATGTATATCAATCGCGGTGTTTCACTGCTGCCATCTTG
+TAAAGGTACATGGTCTTCATCTGCTTCTATGTATAAAACCCTTACTTCCTTCTTCTCTTTTATTTCTCTC
+TTCACCTCTACTTCTCCTATTTCCCTTATTGCGTTTAATACCGTCTGTTTACTTATTTTCTCTGGACATG
+CTTTCTCGCTACTTTTCTCGTATGATTCTTCTATCGCATTTTCTACTAACTTTATTTTTACTCCCTTTTC
+TATCCTCTCGTGCCGTCCTATCTCTAATGCATCATCCACTAAATATGTATATCTACCATCCTCCCTTGAT
+TTGTAATATGTCCTCTCATATTCAATATCCCCAAGGACTGTCGTTAATCTCTTTTTATCTTTCCTCTCTA
+CTACCCATTTTTCTTTCCTTCTCTTGTCTTCTTTTATTATCCTATCTAACTCCTCAATAATTGCTTCTAT
+TGCCTCTCTACCTAGTTTGTCCGTAAGTTCTTTTATCCTTGCTACAAGCTCTGTAATATTCATTCCATTC
+TTTAATAAATCCTCAAAAACATTCATCATTTCCCTAGTGAAATTTAGAGCATTTTGTAGTATAATATCCT
+CAAAAATATGTTTTTTCACAAGAGACACCCCTTTCGTGTTTTTTGTTTTCCACAATCTATTTTATCACAG
+GGGTTGTCTCTTGTTTTTTCACTTTAAAAATCCTACGATAATTTTACACTATGTTCCTTCTTTAAACTGT
+CAAAAAACTCCTTCATTCTTTTTATTTCTTCTAAACTCGGTCTCTTAGAACCGTACACGGTTTTATTGTA
+TATTCTGGTAATTTGCTCAAAATCTTTATACCCTTCTTTTGCAACGCGCTCCTGATACTCCAAAGTCGTC
+TCCGAATCCCTCATTGTGAATCCTCTTTTAGAAAGCTTTCTTACTATTTTGTCATAGTAATATATAACGA
+GATACTTTTCGTCCTTATCCAGAGTTTTTTTCTTTTTAAAGTACAATGCAAATATACTAGATGCCATTAT
+CAATAGAAAAGCCCCTAAAACTTCTATCAATTTAATCTCTTTCTTTTTATCTACTGGTGCATTTTCACTA
+CCTGTCACCTTCTCGCTCTGGCTCATCCCTTCCTCAATATTTTTAAAGTCCTCTTCCCTTCTGTTGTCAG
+GCAAAATATCCTCTTTAGGCAAATCAGAAGATGTAGAGGATAAAAAGATAGGAAATTCGATAGAAGGATA
+ATGAGGCGTTGGCTCAAAAGTAACCCATCCGTAGTCATCAAAATAGACTTCTACCCACGCATGCGCATCT
+GCTGTTGTCACTATATATTTCCCATTTTTATCTGGAGCAGGCGGCAGTTTAAACCCTACTACATATCTTG
+TAGGAATTCCTACGGTTCTCAGCATAACAGCCATAGCCGTAGCGTAGTGAGTGCAGTAGCCTTTTTTGAG
+GTCAAAGAGAAAATAATCCACAAAGTCTCTGCCTGGCGGCGTAGGGGGAACATCGAGAGAATATGGAAAT
+TTCCTCAAATACTCTTCTACCGCCTTTACTTTATCGTACTGATTTTGCTTATCCTTCGTGAGGGAATAAG
+CCAGTTCTTTCACTCTTTCAGGAAGATTAGAAGGATAAGAAAGATATCTTTTCCTTTCTTCCTCACTCAA
+ACTCGTACTTCCTTTTTCTTTTAAGTCTTTTAAATCTATCGATGGAGTCAAATATATTACAAAGTAAGGC
+TCTCCTGTGGCATGGGAAGTTTTTGCCTTTAAATTAAGATTTTCTTCTTCATAGTAAAAACTGTCGCTCA
+ATTTATAAGGTTGCCATGGAGAAAACAGAATGTCCGATTTGATATTTACAGGAATAATTTTTAGACTCTT
+TATTTGGTACTTGACATTCCTGCTAAAAGTAACTGGAATCACACCACCTACATTCTCATAGCGATACTGC
+TGAACATAATTTGTCCATCTGCTTTTCCCTGAAGGAGAGGTGACATACTGGTCATACACCATCCCCCTCA
+AATAAGTGCTTTCTTTTGTCTCCACTTCCATCACTACAGAGTTTGAAACTTTTGCGGCTCCCCCTAAGTC
+ACTTGCAAAAGACACAAAAACATCTTCTGCAGGAGTCCCTTTGGGTTTTCCCTCCCCATTCCTCCATTCC
+CTTGTAAACGGAAAAGTATCGTAAAACCAGTTTTCTAATCTATCCCATTTCAAAGGGCTAAAGGCCTTTG
+GCATAAGTTCAGCGCCAAAAGCGCTTATGGAAGAGAAAAGCATCACAATAGCCAAAAAAGCAGAAAGAGG
+ACCCCTCAAGCCGTTTTTCCTGAAATAATTTTTAACCCCTATGTCAGTAAAGCAAAGGAGCACATAAACC
+ATCAAGTAAAAATAGGCTTTATCCACATAGTTGTACCATTGAACTACAAAAAATATCATACCTGAAAGCA
+ACGTTAAAAACCAGCTTCTCATCAAACCATTCATCGCGCTTATTAAAAAAGTCACAATTCCTACAGTTAC
+AAATAATGTAAAGACTTTGTACTTCTCTGTAAGGGCGCTAAAAGCAGGTGAAGAAGGCGCGTAATTCATG
+TATGCGTTTATCCATTTGACAAAACCTTCAATGTAAAGAAATATACTCACCAAAATATCCCTATAACCGA
+AAAAGAGGGCAAAATCTCCTATAAGAATTATAATCAGCAAAAGGACTATGAGCAAAGGCCTTTTTAACAA
+AAAAAGGAAAAAGATCGTAGAAACTGCTGTCAGCAGAAAGACATAAAACCAAGGAAAATGAAATTTAAAC
+CCCTCAAGAGCTGAAAAAACCACGACTAAAGACAAAGCTATATTAATGGAATATTCATACAAAACTTCCT
+TTAACCTTCTCCCCATTTTTATGCCTCCAAAATACCATTCCTACTCTTATCTTATCAATCTTGTCCTTAA
+TTTTTCCATAATCATTTACATAGTAAATGAGCACTTCTACTCCTGTATCTTGAAGTTCATGTAACTTATT
+TAAAACAAAGCTGTCAAGATAGGGCGTTATTAAGACAAGAGTTGCATCCTTAGGGATAACCACATCTAAT
+CCTTCAAAATCTAATATGCCCTTATCGTAGACAGGAAAATTCTTAATACTCGCTTCCATAAAAGCTCCAA
+AATCCCTTATAGTCCGCCCTCTCACCTGAACTTGCCCTGAAGGATAATCAAGCAAATTCACGGGAATTCC
+AGCAAGAAGGCAGTATTTAGCTACAGAAACCATGCATTCAGCACATTCCTCATCCAGCTTGCCATCTACA
+TCGTCTAAAAAATGGCCTTTATTGAGGTCCCACAGCAAATAAACCTCACTCATGGCGGATATCTGAAACT
+CTTTAGCGTAAAGCTCACCTTTCTTAGCCGACACCTTCCAATGAATTCTTTTAATGCTATCTCCCGGGAC
+ATATTTCCTGAGCTGCAGCATGTTGGTATAATCTTCAAAGGCTCTGTTTTTTGCCTCAACAATCCCCAGC
+TGTTGGGCCGCCTTTAAACTAGGCTTTATATCCCTCACCTTAGGGAAAACCTTTAATTTTATTTTGAAAT
+CGTAAAATTTCACTCTAGTAAAAATTCCAAAAGGGTCCTGAATTTTTAACTCAAAAGGCCCTACAAAATA
+TATTCCCCTTCTGGGGAGTGTAAACTTTTTCTTAAACTTTTTATTTTTGAAGCTTGCCAAATAGCCCTCC
+ATCAGTCCAAACTTACCACTTACAGTAGAGTAATCCCTTATTTCTACATTAAATACCGGCAAAAAGCTAT
+TATTTATGAGATTTATCTCATATTCCGCCTCTTCTCCTACAGTGAATTTCTCTTCGTGAGCTATTATATA
+TAAATCAAGGGAATTTTTAACATAACGCAAATAAAGATAATTTAAAAGAATGAAAATAGCAAATTCGTAG
+GTCAATAAAAAAATTATTTTACCTGCAGTAAAGACTGCAAAAGTAAGCGTCAAAAGCAAAAGGAAAAAAA
+TCATCAATTTACTACGCATATCTTCTTACCACCGGCACTTTTGTAGTATCCACTATATTTTTTATGAACA
+TCCTCTCATCAAGCCCTTCAAACTTTTCCTCATTCCTCAATATGATTCGATGAGATAGCACTGGAACCGC
+TAAAGCTTTTACATCATCTGGCAGTACATAATCTCTTCCTTGACAGTAAGCTCTTGCCTGAGCTGATCTC
+ATCAGATTCAAAGTAGCTCTTGGACTAGCTCCCAACCTTATGGCTTTGCTCTTTCTGGTGCTCGATACCA
+AATTCACTATATAATTTCTGACAATGTCTTCTACGTAAACCTTCTTTACTTCCTCCTGCATTTTTATTAC
+TTCCTCAGCGTTTACAACAGGCTTAAGCTCCTCCAAGGGATTTTTTTCTTCAAAATTCGCCAAAATCTCT
+AGCTCCTCTGCTTCACTTGGATAGCCTATCTCTATTTTTATCATAAATCTATCAAGCTGGGCCTCCGGCA
+ACTTAAAAGTCCCCTCGTACTCAATCGGATTTTGTGTAGCCAGTACCATAAAAGGTTTCGGCAAAGGATA
+TGTGACTCCATCCACAGTAATCTGCTTTTCCTCCATAGCTTCAAGCAAACTTGACTGCGTCTTAGGAGAA
+GTCCTGTTTATCTCATCTGCTAAGACTATATTGCTCATTATAGGGCCTGGCTTAAATTCAAATTCCCTTT
+TTTGCTGATTGTAAACTGTCACTCCCACTACGTCTGAAGGTACCAAATCAGGAGTAAATTGAATCCTCCT
+AAAGCTTGCATTTATAGACTTTGCAAGAGCCTTGACAAGAGAAGTTTTCCCAACCCCCGGCACATCTTCA
+ATTAAAACGTGCCCTTCTGCCAGCAAAGCTATAATGACAAGCTCCACTGCTTCTCTTTTCCCTATTATCA
+CCTTTTCTATGTTTTCTATAATTTTCTCAACTTTACTGTTCATGCTCATCTTCATCGCATCCTTTAATAA
+TTTTTAAAAGCTGCCACATGTCCTCTATAAAATAATCCGGCTTTTCCTTTTTCAAAAGCTCAAAAGGAAG
+AACTGACCACTTTACCGCTACGCTTCTAACTCCAGCACTCCGAGCAGAAAGTATGTCGTAGGGGCTATCT
+CCTACCATTAAAGCTTCTTCCCTAGGGCTTTTAAGAAGCTCTAATGCCTTCAAAACAGGGTCAGGTTCGG
+GTTTATGCTTTTCTGTATCCTCAAGCCCTACAAGTACGTCAAAGTACTTATCTAGCTCAAAAAGCTTCAA
+ACCCCTTTTTGCTAATTCTCTCCTTTTTGAAGTTACAACAGCTGTTTTTATCCCTTCCTCTTTTAACCTT
+GCAAGGACTTCTTTTACGTCCTCTCTAATTTTAGTATACCTATCGTGGTACTTCTCATTGTAATCTCTAT
+AAGTTTTTAACATAATTTCCCATTTATCTTTGCTAAACCTCTGCAAAGTCAAAGGCAGAGGTTCTCCAAA
+ATAGGGAATTACCTCCTCAGCCCCAATTTTGTACCCCAAATGCTTTTCTACAGTATAGACAAAAGATTTT
+ATTATAAGCTGGTTTGTGTCTATTATCGTGCCATCTAAGTCAAAAAGCACTGCAGTTATCTTCATAACAT
+CCTTCCTTTTAAATATTCCTTTTTCTTTAGTATACAAAAAAAAGACAAGAGTAACAAGAGGATAACACAC
+TCATTCGGAAGTTTTTTGAAAATAAGCTATGATCCCTTTGTAAATAGCCCACGCTATTTTGTACTGATAA
+TTAGGGTCGTTTAACAACCTTTCTTCTCCAGGATTTGACATAAATCCGCATTCTACAATCACTGCAGGCA
+TCTTAGCATTTCTTAAAATATAATAACTGTTGGAGCTCTTTGCCATCCTGTCATTATTTGGATCCAGGGT
+TTTCCTGAGTTCTTCTTGAATTAATTCCGCTAGCAACTTCCCCTTTTCAGAATTTTGCTGGTAAAACACC
+TGAGCTCCTTTATATTTCGACTGGGAAAAGCTATTTTGATGTATGCTAATTAAAACATCCCCCTCCACCT
+GATTGGCCTTTAAAACCCTGTTTTTCAGGTCTTTTGAGAGGGAAGAATCCGACAGAGAATCGTCTTCTCT
+TATCATAACTGCAATGCCCCCTGTGTGTTCAATCAGTTCTTTCAATTTTTGTGCAATCTCTAAATTCAGT
+TCATCTTCATCCTTTCCGTATTTCCCCGGTTTTCCCGGGTCATAACCTCCGTGTCCAGCGTCAATTACAA
+TTATTTTATTCATTATTGGCAATGTAGTAAAAACAGAAAGATTTTTTGTCTGCCAATTATATGAAAAAAC
+TGAAACAAGCAACAACAAGCCAAACAAAAGCCATCTTTTTAATCTCACATGGCCCCTCCTTTCCTCTCAT
+AAAAGTTTCACTATAAACAGTCTATTGTCACTTAATAAAAAAATTCACATATTATGAATCTAGGGTAGCG
+TCAAGTAGGAACATGAGGATTCCCTAAAAAATAGAAATTGTAGGTAGTAGTTAGCAAAGAAATTAGTGAT
+TATTAAATCAATAACTTAAAATGATGCCCAGGGAAAAACTATAAGTAAATAAAATCTAAGCTTTTATGGG
+CAAAGAAGGCAAATATCACCCTATGGTAAGCTAGACTATTTCAAATACAGTCTAACTTACCACATAAAAG
+TTGTCAAGATTATAAAGTTTAATTAAGCTCAACAAACCATTGAATCAGTTTAACCCAATTATCCACTTGG
+TGGCCACGTTTATCTTTGAGGGGTGCAAGTACTTTACCATCGGAAGCCTCATGAGGTTTCAAGTGATTGT
+AGTACAGCTGATATAGCAATGCATGAGCGACAGCACCTTCAAAAGAACTAAAAGACTTATGGCGCTTGTA
+ATGAGCCTTGTAAGAGCCAAATAAGCGTTCTAAACGGTTTTTATACGGTCTGTAAGTATGACTGTCACCA
+CCGGGTGGAGGAGAGATTCCCAACACAGGTCGATGACGGATATTGGCTCCAAAGAAAACCGAAGCGAAAT
+GGACTGCCACATCATAAATAGGCGCTTTATCTGTGACTAAAATGAATTCTCGGTTGTTGTAACGGTCAAT
+GACCTCTTTAAGGATTGTCAAAGCAGCTAAAGCATCCCTATGAGGAGAAAGGTGCTGTGAGATAATAAAA
+CCTCTCAAGCCATCACAGGCAGTAAAAAGGTAATGCCACTTACCTTTGACCTTTATGTAAGTCTCATCAA
+TAACAACAAGGCCTGACAAAGGGAGGTTGATAGACTTAACAAGCGGAGCGAGTTTAGAGGCCAAGGAAAC
+CACCCAGTTTTGTATAGTCTGATGAGAGAGTTGAACTTGCCATATATGCTGTAGTGCAGAGACAGTTTGC
+CTTAAAGAAAGACCGAGACCTACGTATAAATTAACAGTTTGTGCTATCAAGAATGGGCTAAAATGGCTTT
+TTGCGAGGTTAACAGGGGCAGCATTTGGAGAAGAAGAAGAGAGTTCATCAAAATCAACATCAAAAGCTCT
+GAAGCGATATCTTTTACGGTGGTTAAGCCACTTAGGGCAATTATCATTGCGACACTTAAACACAGTAAAA
+TTCTTTCTAGTTTTATCCTGAATAAGTGCAGACCCGCAGAAAGGGCAGCGGTAAGTAGGGCGAGACTTTT
+TAGGAGCAGGTTTACCAGGAGCCCATTGATGTTTACACACTTTACACTGTAGTTTTTGAAAGCCGTCAGG
+GTCTTTACCAAAACTGTACAAATAATCAGGAGGGGCACCGCAAACAGGGCAGTTATCAACATCAACACAA
+AGGGGTTTAATACGTCTAACATGAGAGATAGGCTTACCTTGAGCTTCAGCTTCGGCAAGGATTTTCCTGT
+AATCTTTTTTCTCAACAACTTTTTCAACAAGGGGCAGAGGATCCTCTAGAGGTGACAAAACTTTGTAGCC
+TGAAGGTTGGAGGTCAACAGGCGGCTGAATGTCTACTTTAAATTGTTTGAGAGCGAATAGAGAAATTTTA
+AGCAAAAAATTTAATAAATGAGTAAGAAGGAAAACGGGTAGTAGTTGTCGAAACATAAATTAGGATTCCC
+TCCTTTGGGTTGATGGTGTTTGTTTTTGCTACAACTACTACCTACGACACCAAGGGAGGGAATCCTCCTT
+TTTCTCGAAAAAATTTTTATTCCAATGTTTTAGAGACTATAGATATGCGAATTTAAGGCTTTAATTTGAC
+GTTACAGAATCTAGGAAAGGAGGTAATAATATGATTACAATAGAGATACCTTACGTCGTTCAGCCTGGCG
+ATACTGTATTTTCAATTGCAAGAAAGTTCAACACTTCTGTAGATGCCATAATAACCCGAAATAACATAAT
+CAATCCCTCTTTGATATATCCAGGTCAAAGGCTAATAATACCAGTACAGGGCAATTACTACACAGTACAA
+CCAGGTGATACAGTGTATTCAATTGCTCAAAAATTCAATGTGCCCTATGAAAGCATAATATACATTAACA
+ATCTGAGCTATCCTTATAACATCTACCCAGGCCAAAGATTGTTCATTCCCGGAATATCAATGAACTATCC
+GCCATCACCGGTACCACCTATTCCATCCTCCGGCCCCTGTCCGAAATACTACACTGTGCAGCCAGGTGAT
+ACTTTATGGAGCATAGCGCAGAAATTTGGAATATCCATAGATGAACTCATCCGAGCTAACTACCTCGTAA
+ATCCAGGTATGATATACCCAGGGCAGACTCTCATAATACCATGCCCTTCGACGCCTCCAGTAGAATACCC
+TACTTTAAGGCTGGGAGATAGAGGACCTTTTGTAGTTAACTTACAGGCTCGCCTTAAATCTCTTGGCTTT
+GATCCAGGACCTATTGACGGAATCTTTGGTCCCAAAACCGAAGCAGCTGTAAAGGCTTATCAGCAAAGCA
+GAGGTCTACCCCCTACCGGCATAGTTGATGAAACAACCTGGAATGCGCTTTTATTTGCCACACCTCCAGC
+ACCACCACCTGCTTCCGGAAAAGTATATATAGTAAAGCCTGGAGAATCCCTGTGGACAATAGCCCAAAAA
+TTTAATACAACAGTAGAAGCTATATTAAAGGCAAATCCTGAAATAAAAGACCCAAATCTGATATACCCCG
+GCCAGAGAATAATAATCCCTACTTCACAGCAGGCTGCCACCTCTCAGGAAATAATTACTGACAAAGAACC
+ACAAGACAAGGAAGAAGAAAAATAGTCAGGAGACTTCTCCTGACTATTTCTTTAGGCTTTCTATATACTT
+TTCTGCAGCGTAAGCGGCTGTCGCTCCATCTCCTGCAGCTGTTATCACCTGTCTTAAAAGCTTGTGCCTT
+ATATCTCCTGCAGCAAAAACTCCTGGTATATTGGTTTTCATATCATCATCAGTGATTATATACCCATACT
+CATCTAACTCTACAATTCCCTTTACAAGCTCTGTATTCGGGTCATAGCCTATAGCGACAAATACTCCATC
+CACATTTAACGTACTCTCTTCCCCTGTCTTCACATTTTTAAGCCTAATTCTCTCTACTCCATACTCTCCC
+TCAACATCAACTACTACAGTATTCCAAATGAATTCTATCTTTTCATTGGCAAAAGCCTTTTCCTGCTCTA
+TCTTGGTAGCTCTTAACTGGTCTCTCCTGTGAATTATGTAGACTTTTTTAGCAAATTTCGTAAGATAAAG
+AGCATCTTCTACTGCTGTATTTCCTCCTCCTATGACAGCAACAACTGCATCTCTGTAAAAAGCACCATCA
+CAGGTTGCACAGAAAGAAATACCTGCCCCTATAAATCTATCCTCATTGGGAACTCCTAACTTTCTAGGAG
+TTGCTCCCATTGCAAGTATTATAGCCTTCGCCTCATATACTTTATTGTTGGCTGTCTTTACTCTCTTTAT
+CTCTCCTGTAATATCAAGGCTTTCTACATCCTCTAAAACTATCTCAAGCCCGTGCTTTCTCACCTGAGCC
+TCCATTTTCGCCACTAGGTCTGCACCTGTAATCTCTTCGTAGCCCGGATAATTCTCCAGCTGATAGGTAT
+TTACAATCTGACCTCCAAGATATGTCTTCTCAATAAGCACTGTTTTGAGCCTTGACCTTGCAGCGTAAAG
+TCCGGCTGTAAGCCCTGCAGGTCCTCCACCCAAAATTATTAGGTCGTACATAATAAAATCACTCCTCCTT
+TTGAACTAAATTAATTGCCATAAAATTTATGGAAGCAGTAAAAACTACTGCTTCCATAATTATATCACAA
+ACTTTCTCTATTTACATCATCCCGACAGGCTGTTTGAATTTGTTTTTGGTCTCCTGTATATCTTGGGGCT
+GTGCAGCCTTAACAGGATACCATCCCCTCTGGTTTACTGCAGTCCAGACTGTCCTCTGGTCTTCCAAAGT
+TGAATTTAAGAGGTTTATATACTCCCTTCTTATGCTCTCATTGGCAGCTTCTACTGCTGCGTGGCTTAGC
+ATCTCTATAGCTAGCTTATAACTTCCCAGAATATTCATCATTATCTCTTTATCAGTAACCTGCTGATTGC
+CGTACACTAAAATCCTCTCCTTTCAGCTTAAATGTCTTATTAAGGAATTAAAATTGTTCTGACACCTATT
+CGCTAAATTTTGACACAATGCCTTAAGCTGCGGGTCCTGACAGCGAGTGGCGTAATCATTTAAAGTCTTT
+GTCATGTTCTGCTGCATTGTCAAAATATCATCAAGGTAAAGTAACTCTTTTGTAGAAAGCTGCATCATCC
+TTCTCCTCCTTTTTGTTAATTTCAATTTTAATATGCGCATAAAAATAAAAAATATGCAGGAAACCCTGCA
+CATTTTATTTTATGTATCCCTTTCTTTTGAGTTTTTCAATATGAGCTTTCAACTTTTCTTCAATATTTAT
+GTTATATTTTTCCTCTAAAACAAACATCATAGACACAGCCACTTGCGCTACATCCAAAAGCTCTTCAGAA
+ATTTTTTCCATTATTTCTCTTTCGCTTAAAGTCACATTTTCCCCATTTAAACCCCTGAATTTTCCTATGG
+CCTGTGCTAACTCCCCTGCTTCTTCCATCAACTTCAAAGCAGTGGACTCCAGTGAAGGAGTAAGGTTATT
+AAGTTTTGGCAAACTTATTTCCTTAAAACTCGTTTTCATAATCTCCTCTCCATCTTTTAAGCTCTTTTCC
+TTCTCGCCATAAAAAAGGCCAGTTGAGGCGCTACTTCTCTTATGAGTCCAAGCATTTTAAAAGACGTTTC
+CCTTATGTCCCACTGTGCTTCCTTTGTACATCTCAAATTCGCAAAGTGGTCAAAAGCCCACAAATCTGCA
+TTCATCACAACCAATCTCTTATGAGCATTTGTGACCACGTAAGGGCTCACTTCAGGCATTTTCTCTTTAA
+GCTCATAGAATAACTCTTCCGAGGTTTTTAAAGCCCCAATTAAAATATCTTCAGCGCCAGCTTTTACTAC
+ATTTGGAGGAATGACAAATCCATTTTCTACAGTCGGCTCTGTCCAGTCAAATATTATGGTCCGGTGACGC
+AAGAGTTGATGCCAGTTAGCTTCGCTTATTTTAAGCTGGAATTTAAACCTTACCGATTTAAAAGCATCTA
+TCAGATGGTCAAACTCTCCAATCTCTTCTACCGCAGTTTTTATAACTTTCTCCTTTTCTTCTTCCTTCAT
+TGCTTTTACTTTTTCTTTTACTTCCACAAATTCTTTACCAGAATAAGTAAATAAGATATGAGCGACAACT
+GTATCAACTGGAGAAAAATCCGTACCCTTCCCCGTATAATCTAAAAGAACTACATCATCAGAAGAAATAG
+CCCTCTTATCTCCCAGGATTTTTTTTGATATATCCTTTAATCTTTCTCTCACCTTCATCTGATAAGGAGT
+AGGAGTGAGATGTCTTAAGGTGCTCGGCGCAATCTTCTCCCCTTGTTCTACTATCCTTTTTGCAAGCACT
+TTTGCTTCTTCTGTAGGATGGGCAAACAACTTTCTCACAATGTCCTGCAAGTCTAAGGCGTTTAAGGCAA
+CTGCGAAGCTCGTCCTAGTTGCAAGAATTAATGCATAGCGCGCGTCTTCAAAAGCGATCTTTTCTATCCT
+ATTTAAAAATTTTTCTTCAGTTTCACCTTCTTTTTTCTCCTCTGCTCTCCTCAAATATTCTGTCAAAACC
+TTTACCAGCTTTTCATACGCATCGTAAGTTGCATTCCAAACTTTTAAAAACTTTTCCTTTAAGACAGGTT
+CTTTCTCTAATTCGGGCGGGATAACTACTTTCTCTCTTGTTGGCTTCTGATACCTCTGACTCCATTCTAT
+AAATGCAGGTCTTCTGTTCATAAGTTCAATGTCGCCGGACAAAAGTCTGGATACATCTTCCACACAAAGG
+TGCATCAAGTGCTGCTCTGCAATTGATGAATGCCCAAACTTTTCAACCCACTTTTCATGAAATTCTCTAG
+CTTTCTCTATAGCTCTTTCCATGGGAATGCTATGTTTAGGCAGGTACTCCGTTATATCCAAATCCCCATC
+TGTGAGAGATTCAAGAATGTTAAGCCTCCAGCTCGTATCTTTTCTGCTCACCTTTGAATTTATAGGTGGG
+ATTATAAATTCTGGAAGAGAATGTATGAAGTACACTGGGCCGTAGACATCGGTAACAAAATTTTGAAGGA
+GCTTCTCTTCCTCTGGAGTCAGCTTCCTCATCTGCATGGTAAAAACTCCTTTCAAAAATTGTAAAAACAG
+CGAACCATACTTTATATAATTGTACCACAAAAATATATAAAAAAACAGCTATCTGCTGATAGCTGTTTTT
+TTCAGATGGTGACCCATCCGCGATTCGAACGCGGGACACCCTGCTTAAAAGGCAGGTGCTCTACCTCCTG
+AGCTAATGGGTCCCATGGTGGAGGGAGATGGATTTGAACCATCGAAGGCATACGCCAGCAGATTTACAGT
+CTGCCCCCTTTGGCCGCTTGGGTATCCCTCCACATTTTTATTGGCAGCTACAGAGCTATTTTATCACACA
+GATGCCGATTTGTAAATAGTTTTTATTGGAAAAGCACATAATTTTGCTTTTGTATCATTTTCATTATATA
+ATGTAAATAGCATTTTAATGATAACGGAGGAACTCATATGAAACTCGTATCGTGGAATGTAAACGGATTA
+AGAGCTTGTCTGCAAAAAGGCTTTATGGATTACTTTAAGGCGATAGACGCGGATATCTTCTGCATACAAG
+AGACGAAGCTTCAAGAAAACCAAAAAGACATTGAGGGGCTAGACCTTAATGGGTATTATGCCTTCTGGAA
+TTTTGCAGAGAAAAAAGGCTATTCTGGCACAGCAGTATTCACAAAATATAAGCCTCTTTCCGTATCATAC
+GGCATAGGAACCCCGCACCACGATAAAGAAGGAAGAGTAATAACACTGGAATACAAAAAGTTCTTTTTGG
+TAAACGCTTATACACCTAATTCCCAGAGAGGACTCACAAGGCTTAATTACAGAATGGAGTGGGAAGAGGA
+TTTCCGAAGTTATCTTCTTAAGTTAGACTCTGTAAAACCAGTAATTTTGTGTGGAGACCTCAATGTTGCT
+CATCAGGAGATAGACATAAAAAATCCTGCTGCAAATAGGCGAAATGCAGGATTTACAGATGAAGAAAGAG
+AAAAAATGACCATTTTACTAAATTCCGGCTTCATAGATACTTTCAGATATTTCTATCCTGACAAAAAGGA
+CGCTTATACCTGGTGGTCTTATATGCACAATGCCAGGGAAAAAAACATAGGATGGAGAGTCGACTATTTC
+ATCGTATCAGAGAGATTAAAAGACTACCTTATAGACTCTCAAATCCACTCTGAAGTAATGGGAAGTGACC
+ACTGCCCTGTAGTTCTTATAGTAAAAGAAGACCTCATAAAATAAAAGCCCGAAAAGGGCTTTTTAATATT
+CATCTCTTCTTATTCCGAACTCTGCTGACTCTACCCATTGTTCTGCTTTTCTTAAATGTCCAATTAGGTT
+ATCAAAGAGCTCCTTGTGCTTTTGCTCTTCTTCTATCAAAAACTCAAATAGTTTTTTCTCTTTTTCTTCC
+ACTGCATCTTTCAGCATCTTCTCATAAAGCTCTATGCTCTCTATCTCTTTTTTCATAGCCAGCTCATATA
+CTTCAAGCTGCGTAGGAACAGGCCTTATATCGCTTTTAAACTCTTTTCCCGTTTCAAATACATTCTTATA
+CTTTTCTGATATATCCGTTCTTTCAAGCTGATAGTCCATTTTCTGAGCCCACTTTTCAATTATTTCAGCA
+TGCTTTTTTTCATCCCTGGCTAAATCTAAAAAAAGTTTTTCTAGGTGGGTTCCTTTGTGTTTTTCTGCCT
+GCTCCGTGTAAAATTTTTCTCCGTCTTTTTCCATTTTAATCGCAAATTCCAAAGCGTTCATACTTAACTC
+TCCTTTCAAAATTTTAAAAAAGGGGCTTTCACCTACATATAGTATAGATGAAAGCCCTTTTTTTCATTCT
+ACCTTTATCTCTTTGCTGTTTTCCCACAAGCCATGAATATTGCAATAGCTTGTAGCGTAAATCGTTCCAG
+ATTTCTCTATTTTAAATTTCACTGTAACTTCAGGCTCTGTAAATACTCCGTATTCTCCGTGGGATGTAAA
+ATTGTAGTTTCCTATCTCCACAGGGAATTTATCGCCTTCACCTTGGAAATATACCTTTATCCACTTTATG
+TGGTGCTCCAGAGTGTTAGGATGAGGTATTTCCTCTCCTATATTTACTTTAACCTCAAAAGCTTCTCCCT
+TCTTAACCTTTTCCGGACTATGTATAACCGGGACGTGCTTTTCCCCTTTCCAATCGCCGCTCTGATACAA
+AGCGCCAAATCCTGTCGGTGCACACATAACTCGAACTACCTCCTTCTAATTTTTACCATTTCATACTGTC
+CTTCAAGGTCTCCAAGTCCTCTTCATGCTCAATTTCATCTTCCAATATCTCGAGGACCAAATGATATGTC
+ACCGGGTCAATGTCTTTTAATTCAGAAAGCATTTTGTTGTACACTTCAATCGCGCACTGTTCTCCTTTTA
+TATTCTGCTCCAGCAGTACTTTTACATCTGGATTGTCAGGTGCGTCATATCCACAATTGGTAAGCTTGTA
+CCAATCTTCGGGCTTTATTATTGGGGTTCCTCCTAGCTGAATAATGCGTTCAGCTAATTTTTCAGCGTGT
+TCCAACTCTTCTCCCGCATGCTCCGCAAGTTCAGCAGCAACAGCCTCTCCCATAGGTCCTCTTGCTATTT
+TTGCCCCTATCCAGTATTGGTAATAGGCAAGCCACTCATCAGCAAATGCCTTATTGAGCATCTCTATGAT
+TTTATCGGCATGTCCCCCCACAATTTCTCTTCCTTTTGTACCCATCAATTTCTCCTCCCATACACTTTTA
+ATATTCCACCAGCCTTTTTTATACAGGCTAGTGTCTTGATTTAATTATATCATAGTTCAATGGAAAATCA
+ATATCTTTTGAAATTTTTTATACTGAAATGTTTTTATCAATTGATAATAAATATCAAAAAAATAAAAGCG
+AGGGGAAATCCTCGCTCATTCTACCTTAAACTGCTTAATCGCCTCAATCAATGTATTGGCATAGCTCTTT
+AACTCATTTGCAGTAGAAGCCATCTCCTCCACTATCGCCGACTGCTCTTCTGATGTGGCTGATACTTCCT
+CTGCCGACGCTGCCGCCTCCTCTGATACTGCCGCTATGTTCTGTATTGAATCTACTATCCTGTTCTTGTG
+CTCCTCTATCTCCCTCAAAGATTTCGTCAAATTCTCTATCTTCTCCACTATGAACTTCACTGCATTTAGT
+ATCCCTTCAAATACGTCCTTTGTCGTATTTACTACTTCGCTCTGCTCCTCTATTGACTTCGTCGAATCCT
+CCACTGTCCTGTGGGTGTTGTTTATCGTAGACTGTATCTCTGCTATCAAGTTCGCTATGTTCCTCGCTGC
+CTGGGAGGACTGCTCCGCTAATTTCCTAACTTCATCCGCTACAACTGCAAAGCCTCTTCCTGCTTCCCCT
+GCCCTCGCTGCCTCTATCGCTGCATTTAAAGACAATAAGTTCGTCTGGTCTGCTATATTTGTTATTGTCT
+CCACTATCTTTTCTATCTCTGCCGACTTCTCTAACAGATAATTTGTCGCCTCTTTTACGTTGTTGTTGGC
+TTGTATTGTGTGCTTTGTCTTTTCTATTAGCTCTTTTATCGTAACAAGACCTTCATTTGAAACCATGTTC
+ACATTTTCTACTTCATGGTTTATTTCCTCAGCGTTTTTGAGAGAGCTATCTATAAGCTGCCCTAAGACCA
+CAGTTGCATTGGCGCTTTCTTCTGCCTCTTTCGCCTGACTTGATGCCCCTTGAGCTATTTCTTCAATCGC
+CTTTGCTACATCCTGTGTAGCCTGAGCTGCCTGCTCTGAAGCAACTGCCAGGTTTTCTGCAGAGTGGTTT
+ACAGATTCTGATACGCTCTTTATGTCAAATATTAGCTTCTTTATGCCTTCTAACATTGTGTTAAAGCTAT
+TTGCAAGTACTCCTACTTCGTCCTTTGTCTTTACATCGGCTCTTACCGTGATATTGCCTTGTGAAGCTTC
+TTCCATAGCAGCTACTACTTTCTTTATGCCTAAGGATATGGAGTTGGAGAAGAAGTATGCAATTACAATG
+CCTATTAGAAGTATTACTATGCTTACTGTGATTATGAAATTGGTAATCTTGTTCATGTCTCGTACTAGTT
+CTTCATTCTCCATGGCCACAGCTGCTTTCCAGCCAAAAGCCTCTAGATTTCTCACACTGGCAAATTTGTA
+CGCCCCATTAAAAGTGTAGTAAACAGTGCTGTTATCAGTCTCTATTATTTTTTTCCCAAAATCGTATTTA
+TATATAGAGGTAAAAAGCATATCCTTTTTGGGATGAACTATAACTGTGCCGTCTTTTGTGAGTATGTACA
+GGTAACCTGTTTTCCCTATGTTAATTGAGGCAATATTTTTTGAAAGCTGCTCTAAAGTTATGTCTATCCC
+CACTACTCCTTTTAAGTTGCCACTTGAATCAAACACAGCCTTTGCAATTGTTATCTCAGGGATTTTGCTC
+ACAAAGTCCTGATAAGGTTTGGTCCATACAGGTTCTCCCTTGGCATTTACCGCATCCTTATACCAAGGCC
+TTTCCGTAGGGTCATAATCTCCTAAATCCTGTGGTGGATATAAAATCATCTTCTTTGAAGGAGTAGCAAA
+ATACACATTCATCGCATCAGGCATAGCCTTTTTAGCCTCTTCCAGCTTTTTAAGCACTGCCTCATCAGGA
+ACAGTCTTTTCATCGTAATCAGATATGACACTAGATTGCGATAAAATGTCCAGCACAGACTCTGTATCTT
+TTTTAAAAGAACTCACATATTTGTTCAGAACAGATAGAGCTGCCTGGTTGGAATCGTTTATTTTAACTTT
+AAGAACAGATTCTGCAATTCTCGTTGCAAAAAAACCACTTATAGCAAGAGGAATTGATATCATCAACACA
+ATAAAAAGTAAAAGTTTTGTCTTTATGCTTTTCATCTTTAGTGCCTCCCCTTCTTCTGGCTTTTGTCTTT
+TGTAATAATTTAGCTGCCTCTCACCTGCCACCCCCTCTTTAACAATCTTCGACATAATCTGACAAAATTA
+TATCATCCTTTTACAATCAAGTCAATTTTCCTCTCTGATGCCAAAACTCCAGGACTTAAATTGTATATCT
+CATCAAAAAAGGCTACTTTAAAACTTCCCGGGCCTTCAACCTTGGGATTTTGCGCCGCCTTCTCTCCTGC
+AATTCCAAATGCGACAAAGGCCTCCAAAGTTCCATCAAAATAATCCTCAGCCACTGCACAAAAGCTCGCC
+ACCACTGATGTGAGCATGCACCCTGTACCTGTTATTGTCCCCATCATAGGATGCCCATTTTTTACATAGG
+CAATTTTCTTTCCATCAGTTATGACATCCACTTTTCCTGATACTGCAACGACACATCCACACTTTACTGC
+AAGGTCATAAGCAATATCGGATATATCTTCCTCTTCCTCTACCGCTTCAACTCCCCTTATTTTTCCTGTT
+CTCCCACTTAAAGTAGAAATTTCTGCGCTATTTCCCTTTATCACACTAACCCTGACTTCCTCAATAATCC
+TCTTAGCGCTTTTAGTCCTCAAACTTGTTGCTCCGGCTCCAACCGGGTCAAGAATCACAGGTACGCCGTG
+CTGGTTTGCCGTTTTACCTGCTTTTATCATGGTATTAACTTCTTCCACGCTTAAAGTGCCTATATTTAGA
+ACAAGAGCATTGGCATTTTTCACCATTTCTTCTACTTCTTCAGGGGCATATGCCATGACAGGCAATGCCC
+CTATAGCCAAAGTTACATTAGCACAGTCATTTACTGTAACCACATTTGTAATATGATGTATAAGAGGTTT
+TTTGTCTCTTAAAAGCTTCAAAACCTCACTCCCCATATTATTTCCCCCTCTCTTTAAAAGCTCTTCTTAT
+TTCCCTTAACATATCTTTCGTATTAGCCTCAATATCTCCATCAAAAATACCTGCTATTGCAGATATCCCA
+TCTACTCCTGAATGCAAAATCACTTCATAAGCATTAGTTTTATTTACCCCTCCTATGGCTACCACAGGTA
+TATTTACAGCTTCTTTTATTTTTCTAACTCCTTCTATACCTATGACCTCTGCTTCAGGTTTTACAGGCTG
+TGCAAATACGGATCCTGCTCCTATGTAGTCAGCTCCTTCTTTTTCTGCTTTTAAAGCTTCTTCAACGGAA
+TACGCAGACCCTCCCACTATTTTGTCAGGTCCCAATATTCTCCTCACAACGCCAACAGGCAAATCATCAG
+GCCCTACATGTACACCTTCGGCATCTACAGCCAGGGCTATATCAACTCTGTCATTTATAATTAGAGGAAC
+ATTATATTTTCTTGTAACTTCCTTTACTTTAAGGGCAATTTCATAGAATTCTCTGCTGGATATATCTTTT
+TCCCTCAGCTGAACCACAGTAACACCATTTTTAATAGCTATCTCCACCGCTTCAGCTATGTCCATCCCTT
+TTATAAAGGACCTGTCAGTGATAGCATACAAAGTAAAGTCTATCCTCTTCACAACCTTTACCCCCTTATT
+CAATCCATCACAAGGCCGCCATCTACAACCAAATTTTGCCCTGTTACCGCTCTCGCCCAAGGTGAAGCAA
+AAAACAGCACTACATCAGCCAAATCTTCATGAGCAGTAACTTTCTTCAAAGGAGTGGTCTGTTCAATTAA
+ATCAAAAACCTCTTTGCTGGTAGCCGAACTCGCATCTGTAACTTTTAAAAGCCCTCCGCTTACCATGTTG
+ACAGTGATGCCATACTCTCCCAATTCTTTTGCCATATTGCGTGTAAAACCGATCAGAGCAGCTTTAGCAG
+TGGTATAATCGTGGTAAGGAACCACTGGATTCTGAAACAAATTAGTCCCTATATTTATAATTCGGCCAAA
+GCGCATCTTTTTCATATCTTTAAGTCCTGCTTTTATAGTGTTCAAGGCCCCTTTTACAGCTCCTTCTAAT
+TGTTTTAAATAATCTTCCCACTCAATTGTTTCAGGAGTTTTTCTGTTCATCGGATCAAAAACATAGTCAA
+TCAGCGCATTGTTCACAATAGTAGTGACGGGTTTCCCAAAATACTTCTTTGCTTCTTCAAACATTGAAGC
+TACTTGATTAAAATCTCTTACATCAGCTCTAATAGCAACAGAATTTCTTCCCAGCTCCTCTGACAATTTT
+TGCGCCTTTTCTTCGCTTTTATAATAATTTACTACCACGCTGGCTCCTTCTCTAGCAAAAGCTTTAGCAA
+TGGCAGCACCTAAGCCTCGGCTAGACCCTGTAACAAGAACTACCTGTTCTCTTATTTCCACAACAAACAT
+CCTCCTTATTCTATTCTTTAAATTCAACATTCCAGAAATGATTTGTGGGTCCCACTCCATGCCCTATAGA
+AAGAGAATTTTTTATGGCTCCTGTGATGTACCTTTTAGCCCTCTTCACCGCCTCTAACAAATCATATCCT
+AAAGCCAAGTTTGCTGCTATAGCTGATGAAAAAGTGCATCCTGTCCCATGTGTGTTTTTAGTGTTAATTC
+TCTCCGCTTTAATTTCGTAAAATTCTACTCCATCATAAAACACATCCACCGCTTCTCCTTCTAAATGTCC
+GCCCTTTACCAAAACTACCTTTGCGCCTAAACTTAAAATTTTCTTTGCAGCTTCCTTCATATCCGAAATG
+TTCTTTATCTCCATTCCTGTTAATTCCTTAGCTTCCATCAAATTTGGCGTAACAACAAGGCTTAATGGCA
+ACAGCTCCTCCTTTAATGCTTTCATCGCCTCAGGTTTTAAAAGAGGGTCTCCACTCTTCGCAATCATGAC
+TGGGTCTAAAACAACTTTTTCTACTCCGTATTCTTTTAAGCCCTTTGCGATAGTTTTTATAATCTCTTCA
+TTGGATACCATGCCTATCTTAACTGCATCCGGATACAGGTCTTCAAAAATTGCTCTCATCTGCAAATAGA
+CCATGTCAGGGCTTACATCTTCAATTCCTAAAACTCCCATAGTGTTCTGAGCTGTTATTGAAGTAATGAC
+GCTCATTCCAAATACTCCGTGGGCAGAAAAAGTCTTCAAATCTGCCTGGATTCCTGCTCCTCCTCCTGAA
+TCTGAACCAGCAATTGTAAGAGCTAATTTCATATACTCACCTCCAAGATAATAAAAATATGCCCACCTGA
+AAAGGTGAGCACTTTTTACAGATTCCGTAAAACGTGCTTCCCTTCGCAGGCATTACCCTGGTCAGGTTCT
+AAGGGTCGGGAACGAATCCCCTCTCAGCCATTTCTGGCTCCCCTAGCACTTTGATATTCAATTTTTTTAA
+GTTCTTTTGCTTCTATTATATCATAAGATTAGAAAAATTCAATCCAATTTATTTTCAAAAGCATCAAATT
+TTATAGGCTTTATCTGTCACGCAATTTATAATCTTAATCACAATTCTCCTGTCGACTGGTATTTTTTCAG
+CCCTTGGTAAAGGATAATTTTTAAAACCAAATAATATAATAAGGAAGATGAATAACACCATATATTCTCA
+TATATACTGCTCTTACCAAGGGCAATCCTTGCAGGAATTGCACTAAATAAGAAAATGGGAATTGCATATA
+TGAGAAGATTACGGAAGATTTTTGGGAAAACCGTATCAGGTTTTTCTGCCATTGTTAAAAGCTGCAAGAC
+TATCGCTGAAATTGCTTCAGACCTTAAACCAAAAAGAGTAAAACTGTATACTATGAAAAATAAAAGTCCC
+ATTAAAATAGAAGCACTGAAAATTGAAATGATATAAGCTATTGTCAATTTAATTCCACATATTTTCATAC
+ACCATATATTTAGAAATATTAACAAGGGGGTTGAAAGAGCTGCAGGAAAATTTAGGTTTTTTAGTACAAT
+GTATTTTATGAGAGGCTGTGGTTTTAGTAAATCAAAATCAAAATACCCTGTTAAAACTGATTGTCCAAAC
+TTAGAAACAGCTTCTGCAAAGAAAATTGCATATAGGTTGTTTACTAAAAAGAAACAGGTTATATAAAAAA
+GAATTTCTTCTCTATTATAATCACCAAAAACGTCAATTTTTTGAGTAAGCAGGTAATAGCCTAAAAATGT
+TGCAGTGTATAAAGATAAGTCTGCCAAAAACCAGCTTACCAAATTTGCTCTATATTGAATTGCTTTTTTA
+ATTGAAAATCTTATAGATTCTATTAGCATGTTTTCACGCCCCATGAGAGGTGTATTTTTTTAATCCATTT
+TTCATAAGTAAAAAAACAATGAAACCAAGTATTAACACCCAGACTAGCGAAATAAACAATCCTTTATTTA
+CTATTTCAATGTCAAAATTAGCATCACATATAAGCTTTGACGGGATGTATGTCATATAAGGGAAGGGAGT
+CATTAGCATAATTGATTCAATTTTGCTAGGCAAAAGGTCTAAAGGGAAAATGGCACCTGAAAGAAGACCT
+GTCAGTAAGTTTCTGATGGCAGCTATGCCCCATATTTCTGTCAGCCAAAAAGATAACAATCCTATTATAA
+AGGAAAATAAAGCATTGAATAAAAAACCCAAAATTAACGCTAAAGGTAGGTATAACAGCCGGTTTGCTGG
+GATTTCAATTTTTGCCCAAATTGAGGTCATAATAATTACTGGCATATATAAAATTGCAAACTTTGCAAGG
+CTTGAAGATATGTGACTGTATGAAATACTGGTCAGATAATTCACTGGAAGTAAAAGCTTTTGGCCAAATC
+TGTAGGTTTTTATATCCTTTTCAAGGTCATGTTCAGCATGAATTTCTGTGAATAGAAGTATTGCATTAGA
+AATGATAATATAAATCATCATTTCTTTCAGAGTGTAATTTATGGGATTTCTTTCAATTAAAGACCTCCAG
+AGAAAGAAGTTTATTAGGATTGGTACAATTAGGGAACTTAAAAGCTCTCCTATAAGGTAAATTCTATACA
+TTAAGAGTCTTTTTATTGAGTAGTCAAAATATCCCATGAAAACATACAATGTCCTCATTTTTCTGCACCC
+TTATACAATGACTCTATGATAATATCGAGAGTATCATCGTGAAAATTTATATTTGAAATTTCAGCTTCAT
+TTGACAAAACTCTCATTACATTTATCGTTTCTTCTGGACTAAATCTGATGAAATATTCTTGTTCTTCGCT
+TGCTTTTTCTACTTTATAATATTTGCTGATTCTTTCAACTGCACAATTGCTTGCGTTAAATCTAACCTTT
+CTGATGTTGGGAATCATACTTTTCAGTTTCTCAATTGTTCCATAATATAGCTCTTGACCTTTGTGGAGTA
+TATAGATGTTGTCGCATAAATCTTCAATATCAGTTATGTAATGGCTTGTTAGTATTATAGAGGCATTATA
+TTTCTTTTTATAATTTTTTAAGTAATTTCTAATTGTCCTTTGGGTGATAAAATCCAAGCCTAAAGTAGGC
+TCATCAAGAAAAACAATTACTGGCAGATGAATAAAAGATAATATCAATTCACCTTTCATCCTTTGTCCTA
+AAGACAGGGTTCTGACCTGTTTTTGCAGGTCTATTTCTGACAAGCCCAATTCTTCTGCCATTGATTTTGC
+CCTTGAAATTGCTTCTCTTTTGTCAATAGAGTAAATGGAGGCAAAAAGTTTTACAGAATCAATAATAGAT
+AAATCAGGATCTAACTGCCCTTTTTGTCCCATGACTAATGATACTTTTCTTCTATAATCTTTGCTTCGTA
+AAAAGGGGTCTTCTCCCAGTACTCTTATGATACCTTCATCTGCTTTAATAATTCCAGATACTAGTTTAAT
+AGTAGTAGTTTTCCCCGCACCGTTTAAACCAATCAGTCCAAGTATTTCTCCTTGATTTACAGTAAAAGAA
+ATGTCCTTTACTGCTTGTATGTACTTGTACCTTCGCTTAAAAAAGCTTTTAACTGCATTTATCACGCCAT
+TTTCATTTTCTTTTATGTATACTTTGTAAGTTTTACTGACATTTTTAACAATTATCTGCGAATTCATGAC
+CCTCTCTCCTAAAAAGTTCAATCGGATTATTGCTATATTATCTCAATGCTATAACTTTTTACAAAATGTC
+GAATCTTAATGAACCAAGTTGAACTTTCTTCTCAGCAGTAGAGAAAAAATTCCGAAAATAGACTGAAGAA
+AAACTAAAACATAAAACAACAACGGATCTTTTGCTATAATATAACCCAATACTAAAAACCCATTTATCAT
+TTGTGAAAATATTAAGATTTTTTCCTTGAAGTAAAATCTGAAAACCACCCTGCAATGGGACTCAATAAAA
+TAATAGGCAACATAGAAAAAATACTGAAAATAGCTACAGCACTTGCAGAATTAGTAATTTGATAAAATAA
+AACTGTCCTTGCAATTATAGTAAGTCTTCCACCTATGGTGTTCTGAGAATAGCCAAGCCACACTTTAAAA
+AAAGAAAGATTTTCTTTTAAAAATTTTATAAAACGAGATAGCTTAAATCTAATCAAAACTTCCACTCCCT
+TTTTTAATACATTCCCAAAACCCCTTTCTTTTTAGCTTTTTTGTCTGCTATATCAAAGATTAAAAGGCCT
+ATTACAAAAAACAGTATAGAGGTTATCACAAGTTTTACAAAATTAACCTGAATTGCTTCTATATTTTAAG
+TAGTTTTTATCTACTCCGAAGTTCTAGATACAAACTTGTATAATCACGTATTTCCCACGATTTCTCCAAG
+ATGTAGACTCTTAATATATACAATAACGCTAATTAAACAGGATTAAGCCTGTAACAGTAAAGATAACTGT
+CTTCTTTGTCTTTTTCGTTTAGCTTCTTTAAGTTTCACAGACTCTTTAAAAATACCTTCTTATGTAGAAA
+TTTATACTTTTAGCAATTTCTTAACTACACTTATAAAATAATAAGGCAGCATTATAAGTATAAGTCCTCC
+TACTATAGTGTAAATAATTAGTACAAACCACTCTATAATGGGATGATTCACAAACACTTTACCCAATGCT
+TGGAAAGGTGAACTGCCACATCCAAAAATACATCCTACAAGTCCGATAGTCCATATAGATAAATCCAATC
+CAGCAGCATACGGAAAGAGAAGAAGCTTAAACAGCCACATCAAATTATCAGCTCTAGCTATATCAACTAC
+AGCAATAAAAGGTTTAGACTCCATTAAATAATTTCCCATAAAAAATTGGCCTCTTCTTATAGCAATTTCG
+AAAAATCCAAAAGATATTAATCCCCATAGTAAACCCATTAAAAATGTAATTTTCTTATACTTCAACCTTC
+ACCCCTCCTTTCTTTAAAATATAAATAGGTCTTTGCAGAATCCCAAAATCCTTATGAACTAAGGGATTCT
+GCTGTATATTTTCAAAGGAATTCCTCCACTTTTGTCGAATTTATATAGAGAACCAAACCCAAAAAGAAAT
+GGAGGAAATTCTATGAAAATCAAAGCTAAACAAATATCTCTCTCTCCGATATTTACCATGATGTTCAAGC
+CTTCTTTGAAGAAGATAAACCCAAGTTTATTAAACTCTTTGAATCTTTTGTTGATTTATCTGAACTTATT
+CCATCTTCTTTTTATGCCCACTATTATTCCCACTTTGGACGTCATAGAGATTTTTCTCTTGAATCTATGC
+TCACTGCTTTGTTTATCCAAAAAATTCTCTCTATCCCTACTGTTCAACTCCTTGTCCATGCTCTTAAACT
+ATCTAAAGAATTAAGAGAGCTTTGTGGCTTTAAAAGAGTCCCTCATCCTTCTCAATTCTCTAGATTTAAA
+TCCATTTTCCTCAAAGATTTGGAGAATTTCTTCAATAATCTTGTTAATTTAACTGAGCCTATTTGTCAGG
+CTATTAATCCTTCACTTTCTAATATCCTCATCGCTGATACTACTGGCTTTGAACCTTATGTCAGAGAAAA
+TAATCCTAAGTTCTTTGATTCCCTTTATAGAAATATTAAAAAGTTCTCTAAATCTAATCCTGATTTTGAT
+GCCCACTCTTATGCTTGCTCTAAAATGCCTAAGTTTGCTCACTCTAATCCTGATGCTAAATTCTCTTATA
+TTAATGGGCATTATTGTTACTCTATCAAAGCTACCATTCTCACTAATGGCTTAGGCATTATTCAGCATAT
+TAGTTTCTATGACGATGATTCTTTAGATGTCAATACTGCTAAATCTGCTGCCGAGTCTAAAGATTTGTAC
+GATTCAAAAACTTTAATCCCTTCTCTTAAGGAATTCTTTAATTTGCATCCTAATTTCTCTTATAGATACT
+TCTTAGGTGACGCTGGGTTTGATTCTTTTGATAATTACAAATACTTGTTCTCAGAGCATGGCATAATACC
+TATTATCCCTATTAACCCTCGAAATTCTAAAAACTTACCTCAGCCTACTTTTAACTCTGATGGTATCCCT
+ACCTGCCCCCGTGACCCTTCTCTTAAAATGTCCTATGATGGCATCGTCCGGGAAAAAGGTAGAGCTACCA
+GAATTAAATGGCTTTGCCCTATGTCCAAAAAAGTTAGACTAAATGGTAAAACTACTTATATCCTTCAATG
+TGATAACCCCTGTACTCCTTCTAAATGCGGCAGAATATTCTATACTACCCTTGATATTGATTTTAGAAAA
+AATACTGTTGTCCCTCGTAACTCTAAAAAGTGGTCCAAACTTTATGAAAAACGCCCTATTATTGAAAAAT
+CTATTTCCCTTTTAAAAAGTTCTATCGCTGTTGATAGCTTTAAACTCATAAATACCAGGTCTATCAAAGC
+TGATGTTTTTCTTGGGGCTATCACTCAACATATTGGTTTAATTATTACTGCAAAGCTTGGTATTTTTGAA
+CATCCTTTATCTTTGAAAAAACTTTTGGCTTGATGACTTGTTCTTATGGTTTGATTCGTTTGTCACCTTC
+TTACATTAAAAAGGTGTGTTAAGTTTTGTCTTTTGGGGATTTGTATCTTTCTTCCATTTCTCTTTTTTTA
+CTAAATTAACATGTAATTTTCCTATTTTATCCCTAATAATGTAACTTTTTTTACTTTGATATTTACTTCA
+TTTTGCAATCACCTATTAAAATATAAAGAGAACTTTGTAGCATTTCAAAAACCTCAATCTTTACAATTCT
+CTAGCTCTAAATCCGCTTTTTACCGATCTTCTTTAACAATCTAAAAACTCATAAATATCAAGTTAAAAGC
+TTAATGTTTTTCTCGGCGCCTAATTTAACTGTCAAAAATCCAGGAAGAGATCTGGTTTGTCCCATCAATC
+ACCTTTGTGACACGTATAAATAACCGTGTATTATCCAGCCAGTTAAAACTATTCAAAACAGTTCTTAATC
+CTTCCGGTAAAGGAACTCGTTTAATCAAAGTCTCTTTTTTATTAACTAAATTTACTACTGTAAGATATTG
+TAAAGTATCATTGGAGTCAGGAGCATACATGAAAGCCAATCTAGAACCGTTAGGACTTAGACTACATGAA
+TTCCGCAACACACCGTCAAGCGTCTTTTTATATACTTCCTTAACAGCTTTAGTAACTAAATCTACTTTAG
+CCAAACAAATATCTCTAGAAGCTGAATAATCCGAGGTATAAAGAATCTGCAAATTGGGGTAAATACCTAA
+GACGTAAGGCTGTTTTCCTTCCAAGTTTAATTTTTCATATCTCCCTGAAATATCAGAAATATAATATTCA
+TTTTTTTTATTGGTATAGTAGACAGTGTAAAGAATATGGCTATTATCCAACCAGCCTACAGCTCTATAAT
+GTTCCCCTCTCATGTTTTTAACAAGTGGTCGTTCTTGGCATACAGTCAAATCATACAGCCACAGTGAACT
+CCCACCAGAACCTATACAATCCCTATTTGTCATGTAAACTACTTTAGTGCCATCAGGGCTGAATACAGGA
+TTATCAGCCCACCATAATGTAGCGTTGCTATCACCAGTTTTAGCTATAAGTTCTTCTTGTAATTCATCAT
+AAGTTTTACCATTAAATTTATCCTGGGACAATTTCTTTACATTACCATTGAAATCAATTAACCAAAAGCC
+TTTTTTAGTAAAATACCAAAATTTATCTTTCTCTGGAGTAAGAAAAAGGGGTTTTTCTTCAGGATTTGCA
+GAGAGAAATACAGTCTTTCCGTCTACAAATAACTTAGCTATCTTCTCTTTATAGGTTTCTTCCTCTATAT
+GTGAAAGTACATAGGTTTTTTGCCTATCGTCCCAGACCCAAACTTTAGTGCCTTCACCTGGCAATTTGAA
+AGTAACTTCAAATACTTCTTCTTGGAGGTCAATGAGAGTATTTTGAGGTGTAATCTTTTTGAATGTTAAA
+TGCGGAACATTTTCCGGACGATTGTTTTCCCACCGCATGGTAATTTGGGTATTTTTCTCCCCACCTATTT
+CAACACCCACCTCTTCTTTATCCCCATCTTGCAATTCATTGAAGAAAACAATAGGAGTACCGTCAACTAT
+TGCAGCTAACTGATAATCCTCCGGTCCCAAGTAGGTCCACTTATATCCTGAAGTTAAAAGCGGTACCGCA
+ATTAGCCCTACAATGGCAAGGCCAACTATAGCTATGATAAGTTTTTTCTTTGCCATTGTTTTATTCCCCC
+TCTTATTTCCTTCTTTCATATATCGCCAGTGAAAAATTTTAATTTTGTAACTGTAAGTTACAGCAGGTTA
+AATTTGTAAAATAGCTTTAAGACCAACAAAATAAATTATTACAAACTTTTACATGATATAACAAGAAATT
+TCAAATAAAAGCCTGTTCCTTCACTCAAATTAATTAGTTTTTACTGGCAACCCACTATCTTTTTTGTTTG
+TACCACGTTATGAAAATAGATGCTAATCTTTTTTATAGGTATAAATGTAATCAATAAAAGTATGGAAGTT
+ACAAAAAAAGTAAGTCTTGGATTGCCTGAATAGAGGACGCCCCCGATTACGGGCCCTATAATAAACATTG
+CATTCCATATTGCCATCATTCCACTGTAAATAGTTGCTCTAAATCTATTCTCTGACAGCTTTGCCATCAT
+CACATCATATCCAATTGAATGGAAAACTCCCAATTCTGAAGACGCTATCATAGTGAAAATGGCAATAAAA
+GGTATATACGTAAATGCAAAAATTAGCAAAAAACTCCTGCAAAAACATTTCCTAAAAAAAGCCCCTTTAA
+AAATCCATATTTATATCTATCGACAACTATACCAGCTATTGGTGTAAGCAATAGTTGGATTAATCCTAAT
+GCACTAAATATCATCCCTATTTTTCCACTATCAAGTCCAAAATTTTCTGTTAGATAAGGGGAATAGTAAT
+TCCCACAGATTGCAAGTGATAAACCATTGAGTACTACCAAAGTAGTGATAGATAAAATGCAGAATGAACC
+TAGCATTTTGACAACATTTATCGTACCTTTTAAATGTCCAATTAAAGATATATTCTCTCCCATTGACTTT
+AATTGTAAAGTCTCTTTAAGTTGAAGTCTTAACAATACTGAAATAGCAGAAAACACTGTCATGGCAATCA
+ATGCTTCAACAGGATTTTTTCTAAAAAGAAACCCTATAAATGAGGAACCTAAAATGCGACCAATGAGCCC
+TCCAAAAGAAACTAATGAAAGGGCTTTCCCTGAGTCTTCGTCTGAAACGGATTCAGTTATCCGAGCCAGA
+GTAGAACCTAAAGAGATTCCGCTTAAACCATATATAAAAATTGTGGAAATCATTCCAATTATAATGAAAT
+TCAAATCCCCTTGCCAAAAAGCAAAAAAGAGTAATAAACTGCCAATGGTATAAAAAAGTGAAGATATGAC
+TAACATTATCTTTCTCCCAAATCTATCACTACATTGCCCTCCCAATAAGGCGATTATTGTATCGCCAAAA
+TTGGCAATTGAAAAAGAAAGTCCTACAAGAAATGGCCCTCCTTTTTCCATCAAAAGCAGAGGCAAAAGCC
+ATCTCATAGGTCCATCCATTAACCCTATAGCCATGTTAGATGAAACCATAATGGCAATATTTCTTCTGCA
+TAAAAGAGAAAAATATGAGGACTTTGTCATAGTTTTTTACCTCGCTTAGAATCAATAAACAATTAACCAT
+TGTAACTCAATTTTATGTGTTTTTTTCTCTGAGCATTAAAGCAAGTCTTAACAAAAACAAAGAAATTAGC
+GAAGCTGCTCCTCCAAAAAAGAACATCACTTTAAGGCCGAAAGCTGAAATAAGGATACCCCATAAAAGAG
+GAGCGATTGCCCAAAAAGCACTGCGCAGAGTATTTAAAAAGGATAGGGCCGTCGCCCGTTCGACACTAAT
+CTGTTCATTCTCCAAAAGTGGTAATGCCACTTCCCCTCAAATAACTAGAAGCAATTGCGACAATAACTAA
+GGCTACAAATGCCCAAGGTACAGGCATTATCGGCATTAATAAGAAAGCAAGCGCTGATAATAGTGTGGGC
+CAAAGAATCAGTTTCTGATAATCAGTGATTTTCATCTTAGAGATATAAAAACCTGTTATTGCCGCAGCTA
+AAGAAGTAACACCAAATGCAAAAGCTGTCCCCTTCAGGTCAACCCCAAACTGTTCCACCATGTAAGTAAT
+CCACCAGGCGCTTGTGATCCAAATAGGTAATGTAAAGAAAAAGCTTTGAGCAGCTGTCACCTACAGAACA
+CGACTTTTCAAAAACTGATAAAATCCTGCTTTGAGAACCTCTAGCCATCCGCGACGGTGTTGATTCCCAT
+AGTTCTCTGGAAAGGTCATGATAAAGAACCCATTTGCTATAATAATACCAGTCAAAGCAATTGGAATACG
+CAGACTTCCAAAACCTCCTAAAATAAATGCTACTGCCATTCCTACTGCAGTAAATGGAATAGAGTAAAGA
+TAAAGTTTACCAAAGGTTTGCCGTGTTCCCTCTTGTCCAACCTTATCGTAAAGCCAAGCTTCCCGTGCGC
+CGCTCGTAAAAGCATAAGAAATTCCCATTAATACAGTAGTAACCAACGCAGGACCAAAGGCAGAAACCGA
+GCTGAGCCATAGCATTCCCGCTCCATAGAAAAACATCGCCAACCCCCAAGAAAGCCTACGTCCCAGCCGA
+TCTGCAAAAGCTCCAGACAGATAATCAATAGCAGAAGTCACTGCTGAGGTAAGTGATACAAAAAATCCAA
+ACTGCGTAGGTGTTAACCCGAGTCCCTTTTCTGTAGTCATAAACTGAATATAGTACGGATCAAGAATTTT
+AAAAGCAAAAAACTCTATAAGGCACACAGCAATAATATAACGTCGAATGTAGTAGGTATGGAGTATTTTT
+TCATTAGTTGAAGGTTCTATTCACTCTCCCCTTTCCTTTTGGTAAATCGAATGAAAAAACTTTAATTTGT
+CTTTATATTCTTCCAATTATTCTTACAACAACTTTAATTATTTCCTTGCAGTTTTAATTACCACATATTC
+TAATCTCTATTTTAGTAAATACCAAATATTATACCATATCCATGTAGAAATTAAATTTCCAATTTTAAAA
+AATGAATTTTAAAAATCGTTTCTCTTGAATAGGAATTTTAAGTTCTATAGTATACACTTAATCCTTTTTC
+ACTTAAATACTTTTGTTAAAAGAATGTTTCGTATATCATCGTGAAGCGTTTCATATTTGGGATCATTTAG
+ATCTTCTTTTGTTACCCATGCATACTCGGAATGTTCATCGTTCAGTTTGAGCGAAGAAATATCATCGTTT
+TTGGGTTTGACAAGATACGTGAACACAACTCGGTAAATGTCTTCGTCCCCACTTTTACTTTTTATATTTC
+TAACTGATAGCTCTTCCAACATTTCTACATCCAAGTTAATTTCCTCTTTTGCTTCTCGATACATACCTTC
+AATAGGAATTTCATCATACTTTATTTTCCCTGCGGGAACATTCCACACATTCGGAGCAACTTTACAATGC
+GGTGCACGTTTGGTTAAGAGAACTTTTCCTTCATATAACAAAATAATTTCAACAGAAATTCTATAATTAG
+GATACATAAGAGCTCCTCCTTAAATTTATTTAAAAACTTTTAGATCTTCGTTGTACCACAAATCCTTTAC
+CTAAATTACCAGTTAAACGTTTGATTTTATTTTAACAAAAGAAAAATAGAAATGCAATTGCTTTTTATAA
+ATGGCAAATTTATCAATACAATAAATTGCCTTATCTTTTATATCAACAGCATTAATTTCGTCCGCATATC
+TATTATGTGATGCAAATCTTTGCTTCATTAGCCTGGTATTAATTTATACAAAAAAGGGTATCGACACAAT
+GTCGATACCCTCTAATATGCATAAGCACTGGAGCTAGCGGTGGGATTCGAACCCACGACCTGCTGATTAC
+GAATCAGCTGCTCTGCCTCTGAGCCACGCTAGCAAAATAAAAATAAATGGTGCCTCGAAGTGGAATCGAA
+CCACTGACACAGGGATTTTCAGTCCCTTGCTCTACCTACTGAGCTATCGAGGCATAAGAAAATGGCGACC
+CAGAAGGGACTTGAACCCTCGACCTCTAGCGTGACAGGCTAGCGCTCTAACCAACTGAGCTACTGGGCCG
+CATTTTTATTAAGTTAGAAAATGGTGGGCCTTCAGGGATTTGAACCCCGGACCAATCGGTTATGAGCCGA
+CCGCTCTGCCAGCTGAGCTAAAGGCCCATGTTGTGTTGGTGACCCCGACGGGATTCGAACCCATGTTACC
+GCCGTGAAAGGGCGGTGTCTTAACCACTTGACCACGGGGCCATCATAAAAACTGGCTCCTCAGGTAGGAT
+TCGAACCTACAACCTACCGGTTAACAGCCGGTTGCTCTACCCTTGAGCTACTGAGGAGCATTTATTCCGG
+CAGCGACCTACTCTCCCGCTTATGCAGTACCATCGGCGCTGGAGGGCTTAACTTCCGTGTTCGGAATGGG
+AACGGGTGTTTCCCCTCCGCTATCGCCACCGGATACTTAGACCTTCAAAACTACACAAAGCCTTCAGGGT
+CAAGTCCTCGGCTTATTAGTACCGGTCAGCTAAAAGCGTTTCCGCTCTTACACCCCCGGCCTATCTACCT
+CGTCTTCTACAAGGTGCCTTACCCCTTTCGGGTGGGAGACCTTATCTTGGGGTGGGCTTCACGCTTAGAT
+GCTTTCAGCCTTTATCCCTTCCAAGCTTGGCTACCCAGCTGTGCACCTGGCGGTGCAACTGGTACACCAT
+CGGCTCGTCCATCCCGGTCCTCTCGTACTAGGGATGGCTCCCCTCAAGTCTCCTACGCCCGCGACGGATA
+GGGACCGAACTGTCTCACGACGTTCTGAACCCAGCTCACGTACCGCTTTAATGGGCGAACAGCCCAACCC
+TTGGGACCTACTTCAGCCCCAGGATGCGATGAGCCGACATCGAGGTGCCAAACCTCCCCGTCGATGTGGA
+CTCTTGGGGGAGATCAGCCTGTTATCCCCGGGGTAGCTTTTATCCGTTGAGCGACGGCGTTCCCACTCAC
+TGCCGCCGGATCACTAAGCCCGACTTTCGTCCCTGCTCGAGATGTCTCTCTCACAGTCAAGCCCCCTTCT
+GCCTTTGCACTCTTCGCGCGATTCCCGTCCGCGCTGAGGGGACCTTTGGGCGCCTCCGTTACCTTTTAGG
+AGGCGACCGCCCCAGTCAAACTGCCCACCTGCCATTGTCCCTTCGCCGGTTCACGGCTTAAGGTTAGAAC
+CCCACTAGTCCCAGGGTGGTATCCCAACGCCGACTCCAGTGACGCTGGCGCGCCACCTTCCCAGTCTCCC
+ACCTATCCTGTACAGGAACTACCAGGACCCAGTGACAGGCTACAGTAAAGCTCCACGGGGTCTTTCCGTC
+CAATCGCGGGTAGCTCGCATCTTCACGAGCACTACAACTTCGCCGGGCCCCTCCTCGAGACAGCGCCCAA
+GTCGTTACGCCTTTCGTGCAGGTCGGAACTTACCCGACAAGGAATTTCGCTACCTTAGGACCGTTATAGT
+TACGGCCGCCGTTCACTGGGGCTTCGGTTCAGGGCTTTCACCCTTCCCCTTAACCTTCCAGCACCGGGCA
+GGCGTCAGCCCCTATACTTCGCCTTTCGGCTTAGCAGAGACCTGTGTTTTTGGTAAACAGTCGCTTGGGC
+CTCTTCTCTGCGGCCTTTCGGCACTCCTTCTCCCGAAGTTACGGAGTCATTTTGCCGAGTTCCTTAAGGA
+GGGTTCTCCCGCTCGCCTGTGGATTCTCTCCTCGCCTACCTGTGTCGGTTTGCGGTACGGGCACCTCAGG
+CCTCGGTAGCGGCTTTTCTTGGCAGCGTTCTTAGCGGCTTCGCCTTCCGGCTCCCCTTCCCAGCCCCCTG
+CCGGCACGCGGATTTGCCTACGTGCCCTCCGGTGTCTGGTTGGACGCGCTCTACCAACCGCGCGCTCCGC
+CTACCTCGCTGCGTCCCCGCTTCCCTCAAGCGGCCCTCGGTGGTACCGGAATATCAACCGGTTTCCCATC
+GCCTACGCCTTCCGGCCTCGGCTTAGGCCCCGACTTACCCTGGGCGGATTACCCTTCCCCAGGAAACCTT
+AGGCTTCCGGCGGCAAGGTTTCTCACCTTGCTCTCGCTACTCATGCCGGCATTCTCACTACTGCGCAGTC
+CAGCCTCGCTTACGCTCAGCCTTCTGCCCGCGCAGTACGCTCCCCTACCCCGCGCTTACGCGCAGCCCCA
+GCTTCGGTGGCATGTTTGAGCCCCGTTCATTTTCGGCGCAGGACCTCTCGACCGGTGAGCTGTTACGCAC
+TCTTTAAATGTATGGCTGCTTCTAAGCCAACATCCCGGTTGTCTTCGAAGTCCCACTTCCTTTCCCACTT
+AACATGCCCTTCGGGACCTTAGCTGGGGGTCTGGGCTGTTCCCCTCTCGACCACGGATCTTATCACTCGT
+GGTCTGACTCCCAGGTACTTGCCTGTGGCATTCGGAGTTTGATAGGGTTCGGTAGCCTCTCGGCCCCTAG
+CCCAGTCAGTGGCTCTACCTCCACAGGCTTTACCCTGAGGCTAGCCCTAAAGCTATTTCGGGGAGAACCA
+GCTATCTCCGTGCTCGATTGGCATTTCACCGCTACCCACAGCTCATCCCATGGCTTTTCACGGCCAACGG
+GTTCGGGCCTCCACCAGATTTTATTCCGGCTTCACCCTGGCCATGGGTAGGTCGCACGGTTTCGGGTCTA
+TGGCAGCGAACTTTCCGCCCTCTTCGGACTCGCTTTCGCTTCGGCTCCGGGTATCTCTACCCTTAACCTC
+GCTCGCTACCATAACTCGCCGGCCCGTACTGCAAAAAGTACGCCATCACCTGGTATTACCCAGGCTCTGA
+CTGCTTGTGGGCACATGGTTTCAGGTTCTATTTCACTCCCCTCCCGGGGTTCTTTTCACCTTTCCCTCAC
+GGTACTATGCGCTATCGGTCACCTGGAGTATTTAGCCTTAGGAGGTGGTCCTCCCTCCTTCCCACAGGGT
+CGCCTATCCCGTGGTACTCTGGTACCCACCAGTGCGCTTTCCCCTTTCGGCTACGGGGCTTTCACCCTCT
+ATGGCCGGCCTTTCCAGGTCCGTTCGCCTAGAGTACTCGCACACTTTTGCGGTGGGCCCGAACCCCTACC
+GCCTAAGCGGTAGGTTTGGGCTCTTCCCCTTTCGCTCGCCACTACTTAGGGAATCGCTTTTGCTTTCTTT
+TCCTCGGGCTACTTAGATGTTTCAGTTCGCCCGGTTCCCCTCCGCTGACTATGGATTCATCAGCGGATGC
+TTGAGTATTACCTCAAGCGGGTTCCCCCATTCGGAAATCCCCGGATCTCTGCCCGCTTGCGGCTCCCCGG
+GGCGTTTCGCCGCTTGCCGCGTCCTTCATCGGCTCCAGGTGCCTGGGCATCCACCATGCGCCCTTACCTC
+TCTTGACCCCTTCTCGGCTTTGTGCAGTTCTCAAGGTCCAAAAAATTAATTAAAAAAAGTAACATGGTGG
+GCTTAGATGGATTCGAACCATCGACCTCACGCTTATCAGGCGTGCGCTCTGACCAACTGAGCTATAAGCC
+CATGGTGGAGATGAGGAGATTCGAACTCCTGACCCCCTGCTTGCAAGGCAGGTGCTCTCCCAACTGAGCT
+ACACCCCCATGCCACCATGTTACTTTTGAGGGTCTCCCCTCAAAAGTGAACAGCAAGGCTTATCCCCTTA
+GAAAGGAGGTGATCCAGCCGCACGTTCCCGTACGGCTACCTTGTTACGACTTCACCCCAATCATCTGCCC
+CACCTTCGACGGCTCCCTCCCTCTTCGGGTTGGGCCACCGGCTTCGGGTGTTGCAGACTCTCGTGGTGTG
+ACGGGCGGTGTGTACAAGGCCCGGGAACGCATTCACCGCGGCATGCTGATCCGCGATTACTAGCGATTCC
+GCCTTCATGCAGGCGAGTTGCAGCCTGCAATCCGAACTGAGACCGGCTTTTTGGGATTCGCTCCAGATCA
+CTCCTTCGCTTCCCTCTGTACCGGCCATTGTAGCACGTGTGTGGCCCAGGGCATATAGGGCATGATGATT
+TGACGTCATCCCCACCTTCCTCCGTCTTGTCGACGGCAGTCCCTCTAGAGTGCCCGGCTTTACCCGATGG
+CAACTAGAGGCAGGGGTTGCGCTCGTTGCGGGACTTAACCCAACATCTCACGACACGAGCTGACGACAAC
+CATGCACCACCTGTGCAGGCTCCCTCCCATAAGAAAGGGTCGCTCACCTTTCGGCTCGCTACTACCTGCA
+TGTCAAGCCCTGGTAAGGTTCTTCGCGTTGCTTCGAATTAAACCACATGCTCCACCGCTTGTGCGGGCCC
+CCGTCAATTCCTTTGAGTTTCAGCCTTGCGGCCGTACTCCCCAGGCGGGGTGCTTATTGGGTTTCCTACG
+GCACGGAAAGCTTCCGCTCCCCACACCTAGCACCCATCGTTTACAGCGTGGACTACCAGGGTATCTAATC
+CTGTTTGCTCCCCACGCTCTCGCGCCTCAGCGTCAGGGCCAGTCCAGGGAGTCGCCTTCGCCACTGGTAT
+TCCTCCCGATATCTACGCATTTCACCGCTACACCGGGAATTCCACTCCCCTCTCCTGCCCTCTAGCTCAG
+CAGTTTCAGATGCATATCCACGGTTGAGCCGTGGCCTTTTACACCTGACTTGCTAAACCGCCTACGCGCC
+CTTTACGCCCAGTAACTCCGGACAACGCTCGCCCCCTACGTCTTACCGCGGCTGCTGGCACGTAGTTAGC
+CGGGGCTTTCGTGTGGTACCGTCATCCCTTCTTCCCACACTATCGAGCTTTACGACCCGAAGGCCTTCTT
+CGCTCACGCGGCGTCGCTCCGTCAGGCTTTCGCCCATTGCGGAAGATTCCCCACTGCTGCCTCCCGTAGG
+AGTCTGGGCCGTGTCTCAGTCCCAGTGTGGCCGACCACCCTCTCAGGCCGGCTACCCGTCGTAGCCTTGG
+TGAGCCGTTACCTCACCAACTAGCTGATGGGACGCGAGCCCATCCTTGAGCGGCTTCCCGCCCTTTCCTC
+CATCAGGATGCCCTAATAGAGTATATCAGGTATTAGCCCCGGTTTCCCAGGGTTATCCCTGTCTCAAGGG
+TAGGTTGCTCACGCGTTACTCACCCGTCCGCCGCTTAACCTGCCAAAACATAACGCCTTGACAGGCCCGC
+TCGACTTGCATGTGTTAGGCACGCCGCCAGCGTTCGTCCTGAGCCAGGATCAAACTCTCCAGCTAATCCT
+TAAAAACTTACCTCTTCTCCCTAGCCTCGCTGTCCACTTTTCAAGGTCCCTCAAAATTATTTATCAGGAG
+CTCTTTTATAATATCAAATCTTTTTCTTGTTGTCAAGTCCTTTGTTGCCCTTATCAATTTCAGACGACGA
+AATATAATATATCATGTTTTTTTGATACTCTCAAGCGAGATATATCGCCATTTTCTCCTTTTATTCAGAA
+ATATCCCTCTATTACTCCAAAATTCTTCAGAATACTAAATAGCACTCTTTTTTTCGTAGAGTACAGAAAG
+AGTAAAAAGATAAACAAAAAGAGCCCAAAAAGGCTCCTTTTTTATCTTTTTGAGAATTGAGGTGCTTTTC
+TCGCTTTCTTGAGGCCGTACTTTCTTCTTTCTTTCATTCTTGGATCTCTTGTCAGGAAACCTGCTTTTTT
+CAAAATAGGCCTTAACTCGGCATCTGCTTTTACTAGTGCTCTTGCAATCCCATGTCTTATAGCTCCTGCC
+TGACCGGAAAGGCCTCCTCCTGAGACTTTCACATATACATCAAATTTATCTATTGTCTCTGTCAAGATGA
+GAGGCTGCTTTACTGTATACCTTAAAGTCTCAAGAGGAAAATATTCTTCTAAAGACTTGTTATTTATTAT
+TATATTGCCTTTGCCAGGCATAAGTCTTACTCTGGCTACGGCTTCTTTTCTTCTACCTGTTCCATAGTAT
+TGGATTGTCGCCATAGAACTTCCTCCTTTCATTCTATATCCAATTTCTCAGGTTTTTGAGCCTGATGCTT
+GTGCTCAGCCCCTCTGTATACTTTTAGCCTCTTTATCATTCTCCTCCCCAACCTATTTTTAGGCAACATG
+CCTTTTACGGCATGATATATGACAAATTCAGGTTTTGTCTGCATTAATTTTTTATATTGAATCTGTTTTA
+GTCCACCTGGATAACCTGTATAATATTTGTAATATTTATCTTCCAATTTTTTGCCTGTCAATACTACTTT
+ATCGGCATTGATAACCACAACAAAATCACCTGTATCCACATGGGGAGTATATGTGGGTTTGTGTTTTCCC
+ATCAGTATTTTAGCGATCTGGCTCGCTAATCTTCCCAATACTTTTCCTTCTGCATCTATGACAAACCATT
+TTCTTTCCACGTCACTGGGTTTAGCCATATAGGATTTCATTTTGCTCTACAACCTCCTTATTCTGGTCAC
+AATTTCGCATAATATTATTTTAATTCACAGTATGTCAACTGTCAATAGACAATCCTGACAAGGTATAGGC
+CTTGAGGAGGAGCTGTTATGCCGGCCTTTGTCCTGTCTTTTGATTCTATAATAGCTGGAATTTCTCCTGC
+CTTTATTTTGCCAAGTCCCACGTACACTAGCGTTCCCACTATTATTCTTACCATGTTGTATAAGAATCCA
+TCTGCTTCTACCTCTATTTTAATCAGATCCCCTTCTTTTTCTACCGTCAAATCAAAGATAGTTTTTACAG
+GATTCACCTTTTTGTTTCCTGAGGCTTTAAAAGCAGAAAAGTCATGGGTCCCTCTAAAAAAGAAAGCCGC
+TTTCTTCATCGCCTCAACATCTAAGGGGTATGGGACATGCCAGCAATAATTTCTCATAGTAGGCATTGGA
+AACTGTCTATTTAAAATCAAGTACCTGTATCTTTTACTTCTTGCACTGTAACGAGCGTGAAATGATTTGT
+CAACTTCTTTTGCTTTGACTACAACTACATCATCAGGCAGTACAGCATTTAAAGCGTAAGGAAGTTTTTC
+TGGCGGGATCTTTGTTTTCGTCTTAAAATTGGCAACTTGGTACAAAGCATGAACACCAGTATCTGTTCTG
+CTGCTTCCTATTAGGTTAACTTTTTCTCCTGTTACTTTTTCTATAGCTTTTTCAAGCACTTCCTGAACAG
+TTATGGCATTCTTTTGGTACTGCCAGCCGTGATAATTGGTCCCGTCATATTCAATGATAAGCATTATGTT
+CTTCATACTACCACGCCCAACTTCTGTTCCACACAATTAGCACCACAATTACACCTGTTATGAAAAGAGC
+TGCATAGTCTCTTGTGTGCACTTCAAGTTTTTTCATTCGAGTTCTGTTGTGGCCTCCTCTGTAGCACCTC
+GACTCCATAGCTATTGCAAGTTCATCGGCTCTCCTGAAAGCACTGATAAAAAGCGGAACCAAAAGAGGCA
+CTAATCCTCTCGCCCTATTTACTATGTTCCCACTTTCAAAATCTGCTCCCCTTGCCATTTGAGCCTTCAT
+TATCTTCTCAGCTTCTTCTATGAGAGTAGGTATAAACCGCAAAGCAATAGTCATCATCATCGCCAGTTCA
+TGAGCCGGTACTCCGATTTTACTAAAAGGCTTTAAAATATGTTCTATCCCATCTGTAAGAGAAATGGGAG
+AAGTTGTCAATGTAAGCAGTGAAGTTCCTATTATCAAGAAAATAAGCCTTAGCCCCATAAATACAGCAAA
+TTTTAATCCTGCACTAGTAATCTTTAAAGGACCTAGGGTATAAAGCACAGTGCCCCCAGGAGTAAAAAAC
+ATGTTTAAGCTCACTGTAAGTAAAAGTATCACAATTACAGGCCTTAAACCTTTCAGGACGTAAGAAAATG
+GTATTTTGGAAATCCTGATCACAAGCCACAAGTAAAGCATCGCAAAAATATAGCCAGAAAATTTGTTTAT
+GAAAAAGATGGCTATTATAAATATAAATGTAATTATGATTTTTACCCTAGGGTCTAATTTGTGGATTGCC
+GAATCACCGGGAACATATTGGCCAATAGTTATATTCCTAAACATTTTTTGTCCCCCTGAGATAGCGAAGA
+ATATGCTCTTTTGCCTCTTCAATCGTCAAAACATCTGGCGGTATTGGCACTCCCCTCTTTCTAAGTTCTC
+TCGCTAAAGAAGTAATTTGAGGAACTGAAAGCCCTATTTTCTCTAGTCTTTCAGCTTCTCTGAAAACTTC
+TCTGGGGGTTCCTATGAGCTCAATTTTGCCTCTGTTCATTACAATTATTTTGTCCGCGATTCGGGCTATA
+TCTTCCATGTTATGGGACACCAAGATTGTTATCATTTTATATTTGTCGTGAATCTCTTTTATTTTATTCA
+AAATTTCCTGTTTCCCTTTGGGATCTAACCCTGCGGTAGGTTCGTCAAGTATTAAAATTTTTGGCCTCAT
+TGCAAGAATGCCTGCAATCGCTACTCGCCTTTTTTGACCGCCAGATAGCTCAAAAGGTGATTTATCTGCC
+AATTCTTTGCTTATACCAACTATTTCCATTGCCTCGTATACTCTTTCTTTTACTTCTTCTTCGCTAAGTC
+CTAAATTAGAAGGGCCAAAGGCTATATCTTTAAACACTGTCTCTTCAAAAAGCTGATATTCTGGATACTG
+AAAAACCAATCCTACCTGCTTTCTTATATCTTTTAAACTTACCTTCTTGTCTGTTATATCTATGCCGTTT
+ATATAAATCTTACCCTTGCTAGGCTTTAACAGCCCATTTAACTGCTGAATTAATGTAGACTTTCCAGACC
+CTGTGTGGCCAATAATTCCTACAAATTCTTCGTCATCTATTGAAAAATTTATGTCCTTAAGTGCTACTGT
+CGCATATGGAGTTCCTTCATTGTATATAAAACTTACATTTTCTACTTTTATCGGCATATGAACTCCACCA
+TTTCTTCAATGGTCAAAATATCAGAAGGAATGTCTATTCCCTCTTTTCTGAGTTGATGAGCCAATTCTGT
+AACCTGTGGGACATCAAGCCCTATTTTTTTAAGGACTTCTACCTCTTTAAAAACTTCTTTAGGCGTTCCA
+TCCAAAACTACTTTTCCGTCGTCCATAACTATCACTCTGTCTGCATCTACAACCTCTTCCATGAAGTGAG
+TTATGAGTATCACAGTTATGCCCTCTTCTTTATTGAGCTTCTTGATAGTAGAAATTACTTCTCTTCTACC
+GATTGGGTCCAGCATTGCTGTAGGTTCATCCAAAACTATGCATTCTGGCTTCATGGCAATAATTCCTGCA
+ATGGCTACCCGCTGCTTTTGACCGCCTGAAAGCATATGGGGTGGAAAGTCTTTATACTCCCACATGCCTA
+CAGCCTTAAGGGCATATTCCACTCTTTTCCTTATTTCCTCTGGAGGTATTCCCAAATTCTCTGGCCCAAA
+AGCCACATCCTCTTCAACTATTGCTGCAACTATTTGATTGTCTGGATTCTGAAACACCAGACCCGCCGTC
+TGCCTTATATCCCAAAGGTGCTTCGCATCCTTTGTATCCATGTCCTTAACATAAACATTGCCTTTCGTCG
+GCAAAAGAAGTGCGTTGAAGTGCTTTGCCAAAGTAGATTTGCCAGAACCGTTATGGCCAATTATGCCAAT
+AAACTGCCCCTTTTCAAACTGCAAATTTATATCTTTAAGCACCGGCGGCGATTTGCTTTCTCCCTCTGAA
+TAGCAAAAGGAGACATTTTGGGCGCGTATTATAAAAGCCATGTAAAGCACCTTCTTTGCCAAAAAATAGG
+GATTAAGTTGTGGAGACAAACTTAACCCCTGCAACGGTTAAACTAATTCAATGACTGCAAGCGGTGCTCC
+ATCTCCCCTTCTAGGCCCTAATTTGAAAATTCGAGTATATCCTCCATTTCTTTCTTTATATCGCGGTGCA
+ATGTCATCAAAGAGTTTTTTTACGACGCTTTCATCCAATATATAAGCTAAAGCCTGTCTCCTGGCGTGTA
+AATCTCCTCTTTTGCCAAGGGTAATCATTTTTTCGGCAATCTTGCGAACCTCTTTTGCTCGTGCCTCTGT
+AGTAGTTATGCGTTCATACCTTAAGAAATCTGTAACTAAGTTTCTCAGCATGGCTCTTCTTTGGTCAGAA
+GGACGACCCAATTTTCTATAGCTCATTTGCAACCCTCCTTCATTCGTCAGAATTCTTGAGGCTAAGCCCA
+AGTGCTGCAAGCTTTTGCTTGACTTCTTCCAAAGACTTTTTGCCCAAGTTTCTTATTTTCATCATTTCTT
+CTTCTGTCTTCTGCGTCAATTCCTGTACAGTGTTTATACCTGCTCTCTTCAAGCAGTTATACGACCTAAC
+AGAGAGGTCCAGCTCTTCTATAGTCATGTCAAGGGGTTTCTCTACTTTTTTCTCCTGCTTTTCTACAAAC
+ACATCAGGGCTCTTATATTCTCCCGTAAAGGAGATAAATTTCTGGAAGTATTTTATCAGCATATCTGCTG
+CCATGCTTACAGCTTCTTTAGGAGTGATTGTTCCATTTGTCCACACTTCTAATGTCAGCTTGTCATAGTC
+AGTAACATGCCCTACACGGGTATTTTCCACCGTATAATTTACTTTCCTAATAGGGGTAAAGATAGAATCC
+ACAGGGATAACCCCTATTGGCTGATTTGGTTCTTTGTTTTTTTCGGCAGGTACGTATCCTTTGCCTTTTA
+CAAACACTATCTCCATGTGAATTTTTCCGTCATCACTTAAAGTTGCAATGTGGTGATCTGGATTTAGAAT
+TTCTAACTCAGGCCCGCCCTTTATATGTCCTGCTGTAACTTCTCCTTTTCCTTCCACATCTATTCTACCT
+ATCACTGGCTCGTCAGAATGCAGTTTCACTGCAACTTCTTTCAAGTTCAATATGATTTCAACTACATCCT
+CTTTTACGCCAGGTAATGTGGAAAATTCGTGCAGCACTCCATCAATCTTCACAGATTTAGGAGCCGCACC
+TGGAATAGAGGATAAAAGCACTCTTCTCAAAGAGTTGCCGAGAGTTATACCATATCCTCTCTCCAGGGGC
+TCTACTACAAATTTCCCGTACCTGCCATCTTCTGATTGCTCTACAATCTCTATTTTAGGTTCTATTATTT
+CAAACACTCTATAGACCCTCCCTTTGCACTTTTATGAGGGTAACCGAAGGTCATTACTTAGAATAAAGCT
+CAACAATTAAGTGTTCTTGCACAGGCAAGTCTATATGCTCTCTTCTCGGAAGTGAAACAACTCTGCCTTC
+AAAGGCATCCTTGTTAAGCTCCAGCCAATCAGGAACGTTTCTTCCCATTTCGAGGTTGTTCTTTATAAGT
+TCCATAGAACGGCTGCTCTCTTTTACAGATATCACATCCCCAGGCTTTACTAAATATGAAGGTATATCTA
+CTTTCTTGCCATTTACCTCAATATGCCCATGGCTTACTAACTGCCTTGCTTGAGCACGAGATACAGCAAA
+GCCCAATCTGTAAACTACATTGTCAAGCCTTCTTTCCAAAAGCTGTAACAAGTTCTCGCCTGTGATGCCT
+CTCATTCTTTCAGCTCTTTCATAATACCTCACAAACTGCCTTTCTAAAATTCCATAATATCTTTTGAGCT
+TTTGCTTTTCTCTCAACTGCATACCATACTGGGTCAATTTTTTCTTCTCTTGACCGTGCTGCCCAGGAGC
+ATATCCTCTCTTTGCAAGCGGACATTTATCTGTATAGCACTTTTCCCCTTTTAGATATAGTTTTATTCCC
+TCTCTTCTGCAAAGTCTGCAACTTGGCCCCAAGTATCTTCCCATAGTTACACCTCCTTACACTCTTCTCC
+TCTTTGGTGGTCTGCAGCCGTTATGGGGTATTGGAGTTACGTCTTTTATAAGACTTACCTCAAGACCAGC
+TGCCTGCAAGGCTCTTATTGCCGCTTCTCTTCCTGCCCCTGGCCCTTTCACATATACATCTACAGTTCTC
+ATCCCATGGTCCATTGCCGCTTTTGCAGCAGATTCAGCCGCCATCTGAGCAGCAAATGGAGTAGATTTTC
+TTGAGCCTTTAAATCCGACTGTTCCAGCGCTAGCCCATGCAATGGTATTGCCTGCTGGATCAGTTATCGT
+CACAATGGTATTGTTAAAAGTGGAGTGGATGTGAGCGATACCTCTCTCCACATGCTTTTTTTCGCGTTTT
+CTTCCAGCCCTTTTTACTCTCTTGGCCATCTTTTCCCCTCCTTAAGAAAGATTACTTCTTCTTCTTAGCA
+ACAGTTTTTCTAGGACCTTTTCTCGTCCTAGCATTGGTTCTGGTCCTCTGTCCTCTTACGGGTAAACCGA
+GTTTATGCCTTATACCTCTGTAACAGCCTATATCTATCAACCTTTTGATGTTCATCGCCACTTCTTTTCT
+CAAATCGCCTTCTACTTTGTACTCTTTTTCTATAATTTCTCTTAATTTCGAAACTTCATCTTCAGTCAAG
+TCTCTCACTCTCGTGTCTGGGTTTACTCCCGCTTTAGCTAGTATTTCCTTTGAACGAGAGCGACCTATAC
+CATATATATAGGTAAGAGCGATCTCTACCCTTTTATCCCTAGGCAAGTCAACTCCAGCAATCCTCGCCAT
+CGTAACACCTCCTAGCCTTGTTTTTGCTTGTGTTTAGGGTTTTCACAAATTACCATTACTCTTCCCTTTC
+TCTTTATGATCTTGCATTTTTCGCACATTTTCTTAACAGACGGTCTCACCTTCATCTTAAGCTACCTCCT
+TTTCTTACTTTCCGCGCCATACAATTCTGCCACGCGTAAGGTCATAAGGCGACAATTCTACCTTTACTCT
+GTCTCCAGGTAAGATTCTAATGAAGTTCATCCTGAGCTTACCCGATACATGAGCCAACACCTTATGCCCG
+TTATCTAATTGTACCTGAAACATGGCATTTGGTAAAGCCTCAATAACTGTCCCCTCAACTTCAATAACAT
+CATCTTTTGCCAAGGATATCCATTCCTCCTTACCGCCTTAGGATTTATAAGGCTCTAACAACCTTCTAAT
+TTCCTCATTTGTTAAGCTTTCACCTTTTTCGAGTTTTTCTTTTACTGCAAGCAGTACGTCGTTATACCTT
+TGCAGATGTTTATACTTCTTTTTCTTGGGCTTTTCAATTTTTCTGAGGTCCCCGTCAGCAATTAAAACAT
+GCTGTTCATCTACTCTACCTACTACAACAAATACTCTGCCCTTGTCTCGACCAGCTTTACTCCTCACTAC
+CTGGCCAAGTTGCAAATCGTCCATTAACTTCTTCACCTCTTACAAAATGGTCAGTATTTCCGGCTCCCCT
+TCTGTAATGACAATCGTGTTTTCATAGTGAGCCGAAAGACTGCCATCTACTGTTACCACTGTCCAGTTAT
+CTTCTAAAGTTCTAACAGAGTAATGCCCTGCATTCACCATGGGCTCTATTGCAAGAGTCATCCCTCTTTT
+TAACCTTGGCCCTTTGCCTGGAGGTCCAAAATTGGGAATTTGGGGGTCTTCATGCATTTTTCTCCCTATT
+CCATGCCCCACGTAATCTCTCACCACTGAAAAGCCGTGGCTTTCCACATATACCTGTATTGCGTGGGAAA
+TATCTGACAATCTATTGCCTTCTCTAGCGTATTTTATGCCTTCAAAAAAACTCTCTCTTGTCACTTCAAT
+AAGCTTTTTAGCTTCATCAGATATCTCCCCTACAGGAAAGGTCCTCGCTGCATCAGCATTGTAGCCCTTG
+TAATTGGCTCCCAGGTCTATACTTATAATATCGCCTTCTTGAAGCTTTCTTAAACCAGGTATCCCGTGCA
+CAACTTCGTCATTCACAGAAGCACATATGCTCGCTGGGAAGCCATAAAGTCCTTTAAAAGCAGGAATGCA
+TCCATTTTTTATTATAAACTCTTCTGCAATTCTATCAAGCTCTAAAGTAGTAACACCAGGCTTTATCACC
+TTCTCTAAAACCTCAAAGAGGTTTGCTATCACTTTCCCAGCTACTCTCATGAGCTCAATTTCTTTTTCAG
+ATTTAATGTATATCATCTCTCCTATCTCCTAACAAAGCCTTTTTTATGTCTTCAAATACCTCATCAATTG
+ATTTATTTCCATCGATGTTTACCAAAATACCTTTTTTTGTATAATAATCAATTAATGGCTTTGTCTCTTT
+CTCGTACACTTCCAACCTTTTTACCACAGACTCCAATTTATCATCTGACCTTTGTATAAGCTCACTGCCA
+CACTTATCGCACACATTATCTACTTTCGGAGGAGAAGTTTTTATGTGATAAGTAGCACCGCACACAGGAC
+ATACCCTTCTGCCTGTTATCCTGTCTATCAAAGCCTCTCTCTCAACCTGAATATTTATAACAGCAGTAAG
+AGAATGCCCTCTCTCCTCCAAAAATTTATCCAGTTCCTCCGCCTGAGGTATATTCCGCGGATATCCGTCC
+AGCAAAAACCCCTTTTTGCAGTCCTCTTTTTCCAGCCTGTCTTCTACTATCCTGTTAGTCACTTCATCGG
+GGACCAAAAGTCCTTTGTCCATATACTCCTTTGCCAGTTTACCTAACTCTGTATTGTCTCTCAGATTTTG
+CCTAAAAATATCGCCTGTAGATATGTGAGGAATGTCAAACTCCTTAGCAATTTTAAGCGCTTGGGTCCCT
+TTTCCGGCACCAGGGGGGCCCAGAAGCACCACCCGCATAATTTCTCCCCCTTTACTTCAAGAATCCCTGA
+TAATTTCTCATAATCAGGTGACCTTCTATTTGCTTCATGGTATCTAAAGCCACACCTACTGCTATCAATA
+AAGCCGTGCCTCCAAAGTAAAGCTGCAATCCTGTCACATTCATCAAAACCACTGGCATTGTGGCAATAAA
+CGCTAGGAACAATGCCCCTACAAATACGATTCTATTTAAAACTTTGGTCAGATACTCGGTAGTCGGTTTG
+CCAGGTCTTATGCCTGGAATAAAGCCTCCGTATTTTTTCAAGTTATCAGAAATATCCTGCGGGTTAAATA
+TGACTGCTGTGTAAAAATAGGTAAAACCTATTATCAAGAATATATCTAAAAGGTTGTATATGAGCCCATT
+TGTGCTTAGCCATTTCTGAACAAAATTGTAGAAAGAAGAATGCGGGAAAAATGTCGCTAACTGCTGTGGA
+AATTGCAACAAGGAAATTGCAAATATAATCGGGATAACGCCTGCCATGTTTATCCTTATAGGAATGTGTG
+TGCTCTGTCCCCCGTACACTCTCCTACCTACAACTCTTTTAGCGTATTGAACTGGTATTCGCCTTTGCCC
+TTCTGTTGCCAAAATTATAAGCACTATCATGATAAGCTCTGCCACTACAAATGCAATCGCGCCAAATATG
+TTGGAAGTTCCAGCTTTAATGTACTCGTGTGTTAAATATATCATGTTCGGAATCCTGGAGATTATCCCTG
+CAAAAATTATCAAAGAGCTTCCGTTACCCAAGCCGTTTTCCGTGATTCTCTCACCTAGCCACATCAAGAA
+AGTAGTACCTGCTGTAAGGGTTATGACAATTACTGTTAATCTGAAGAAAGTAGGATTTATGACCGCACTT
+CTTAGTCCTATCGTCATTCCTATCGCCTGTATAAGAGCTAAAACAACCGTCAAGTACCTAGTATACTGTG
+CAATCTTTTTTCTACCTTCCTCCCCTTCTTTCGCCAATTGCTCAAGGGAAGGAATGGCAATTGTCAAAAG
+CTGCATTATAATTGAGGCATTAATGTAGGGCACAATGCTCATCGCGAAAATCGTAAAATTGCGGAAAGCA
+CCGCCAGAGATTATGTCAAAAAAACCAAACAGCTGCCCCTGCCCCAAAATATTGGCAATCTGCTTAGGGT
+CAATCCCCGGCACAGGAATGTGAGACCCTAGTCTAAATATCACCAGCATTCCTAGTGTATAGAGTATTCT
+CCTTCTTATATCATCAACTTTCCAAGCATTTACAAGAGTTTGAAACACTCTATATCACCTCTGCCTTTCC
+CCCAACGGCTTGAATCTTTTCCACGGCGCTTTGACTGAATTTATGGGCCTTGACAGTCAACTTCTTGGTA
+AGCTCCCCATCCCCTAAAATTTTAACTCCGTCCTTCACATCCTTGATTATTCCTTTTTCTATTAAAACTT
+CTGGAGTAATCTCTGCTCCATCTTCAAACCTCTCTTCCAATGTTCCGACATTCACTATAGCATACTCTTT
+CTTGAATATATTGGTAAACCCTCTCTTGGGTATTCTTCTCGTAAGAGGCATTTGTCCACCTTCAAAACCT
+GGACGCACTCCGCCACCGCTTCTAGCATTCTGCCCTTTATGACCTCTTCCAGAAGTCTTGCCATGACCCG
+AGCCTATTCCTCTTCCGACTCTTTTTTTCTTTTTCGTGGAACCTTCAGCTGGCTTTAAATCGTGCAGTCT
+CATTTTGGCACCTCCTAATGGATTGTTTATTCAAATAGTTGATGCACAGGAATTCCTCTTAACCTTGCTA
+CTTCTTCTGCCGTCTTCAACCTTTTGAGACCCTCTATAGTAGCATAAACCATGTTGGTGGCGTTAGAAGA
+ACCTAGAGATTTGCTGAGCACATCTCTAATACCAGCAGATTCCAGCACCGCTCTCACAGGGCCTCCTGCA
+ATAACTCCTGTACCTTCTCTTGCTGGCTTTAACAAAACCTTTCCTGCGCCAAACTCGCCTATCACTTCAT
+GGGGAATTGTAGTGCCTACAACAGGAACTTTTATCAAGTGCTTTTTCGCATCTTCAATGGCTTTTCTGAT
+AGCGTCAGGAATTTCGGCTGCTTTTCCTCTTCCTACTCCTACATATCCTTTGTCAGGGTCTCCGACCACA
+ACAGTGACGCTGAATCTGAAATTTTTACCACCCTTTACGACCTTAGAAACACGGTTTATGCTAACTACTC
+TCTCTTTTAAGTTTAGCTTTGTCCAGTCAACCCGAGCCATTCATTTCCCTCCTTGTTAGAAATTTAGCCC
+TGCTTGTCGTGCAGCATCAGCTAATTCTTTTACAACACCGTGATAGAGATAACCGCCTCTGTCAAATACT
+ACATCCTTTATTCCTTTTTCTAACGCCCTCTTAGCGATTAGCTCTCCTACCAGCTTAGCTGACTGCTTAT
+TTGCGCCCTTTGCAACATCCCTCAGTTCGGGATCCAAAGTTGAAGCTGAAACCAGTGTATGACCTTTTGT
+GTCGTCAATGATTTGAGCGTAAATGTGCTTTAAACTCTTGTAAACATTCAAACGAGGTCTTTCTGGCGTA
+CCAAACACTTTCTTTCTAACCCTTAAATGGCGCTTTTTCCTCAGCTCGTTTCTGCTCGGCTTTATAATCA
+TTCTCTCACCCCTTACTTCTTACCAGTTTTGCCTTCTTTTAGTCTGACAACTTCTCCAACGTACCTTATG
+CCTTTGCCCTGATATGCATCAGGTTCTCTTACTCTCCTTATATTAGCCGCAACCTGGCCCACTCTTTCCT
+TGTCAGCGCCTCTCACTATAATCCTGTTGTTACCCTCTACGATTATCTCAATACCCGGCTCTTCTTCTAT
+TTCAACAGGATGAGAATATCCCACGTTTAAAATCAATTTTTTGCCCTGCTTTGCCGCACGATAACCAACT
+CCGACAATTTCCAAAGCCTTTTCAAACCCTTCCGTAACTCCCTTTACCATATTGGCTATTATCGCTCTTG
+TAGTGCCGTGCATAGCCCTTTCTTCTTTATCATCGCCTTTTCTAGTGACAACCACTTCTCCATCTCTTAC
+TTCTATGTTTACAATAGGTGGAAATTTTTTCTCAAGAGTGCCCTTTGCACCCTTTACGGTAACCACATTG
+TCTGGACTTACCTTGACTTCTACGCCTTTTGGTATGGGTATTGGTAATCTGCCAATCCTAGACACCTGTC
+ACACCTCCTACCTCTTCGTTTAAAATCACCAAACGTAGCAGATAACTTCTCCTCCAAGCCCTGCCTTTCT
+CGCCTCTTTATCTGTCATAATTCCCTTTGAAGTTGAAATTATAGCTATACCTAAACCGCCTAAAACTCTC
+GGCAACTCGTCGTGCTTTGCGTAAACTCTCAAACCGGGCTTACTTATTCTCTTAAGCCCTGATATAACCC
+TTTCTTTATTGGGACCGTATTTTAAAGTGATCTTTAGAATTCCGCCTTTTCCATCGTCTATCTCTTCTAC
+TGCTTTTACAAAACCTTCTTTTAACAAAATCATTGCAATTGCCTTCTTCATCTTTGATGAAGGTATCTCT
+ACTGTTTCGTGCCTTGCCAAGTTTGCGTTTCTTATCCTTGTGAGCATATCAGCAATAGGATCTGTCATAA
+CCATTTTCTATTACCTCCCCTCTATTACCAGCTTGCTTTTTTGACGCCAGGGATCATCCCTTGATGGGCA
+TATTTCCTGAAGCAGAGACGGCACATTCCAAATTTTCTTAAATATGCGCGAGGTCTGCCGCATATTTTGC
+AGCGATTGTATTCTCTTGTTTTATATTTCTGAGGTTTCTGCTGCTTTACAATCAATGCCTTTCTCGCCAT
+CTATCGCTACCCTCCTTTTATTTTGCAAATGGCATACCTAATAACTCTAAAAGCGCTTTTGCTTCCTCAT
+CAGTCTTAGCGGTGGTTACGATTATTATATCCATGCCTCTTACTTTATCGATCTTGTCATAATCGATCTC
+TGGGAAAATTAGCTGTTCTCTTACTCCCAACGCATAATTGCCCCTTCCGTCAAATGAGTTAGGAGATACT
+CCTTTGAAGTCTCTCACACGGGGCAATGCAATATTGAAAAGTTTATCCAAAAATTCGTACATTCTCTCTC
+TTCTCAACGTTACTTTCACACCTATAGGCATGCCTTTTCTTATTTTAAAATTAGAAATTGACTTTTTGGC
+TCTAGTGATAACAGGCTTCTGCCCTGATATCATCATAAGGTCGTTCATAGCAGCTTCTAAAGCCTTTGGA
+TTTTCTTTGGCTTCACCAACACCTATGTTTATTACTACTTTTTCTAGCTTTGGCACCTGCATTATATTCT
+TGTATCCGAATCTTTCCATTAAGGCTGGAACGACCTCTTTCTCGTATTTTTCCCTAAGCCTAGACATAAC
+GCGCCTCCTTCCTCAGTAAATTATAGGGTCTCATTGCACCTCTTGCAGTAACGTACTTTTTCTCCGTTTT
+CGAGAATTTTTATGCCATACCTTACTCCTCTTCCGCAGTTCTCACAGTAAAGCATAACTTTTGAGCTGTG
+TATAGGAGCCTCCTGATGGATTATTCCACCAGGTTTTTGCGGCCTTGTAGCTTTTCTATGCTTGGTTACC
+ACATTTACCCCTTCGACAATGACCTTCCCTTCTTTAGGAAAAGCCTGCAATACTCTGCCTTTTTTTCCTT
+TGTCCTTACCAGATATTACTACAACCATATCTCCTTTTTTGACGTGCAACTTGTTCTGTGCCATTCTCAA
+CCCTCCTTACAGCACTTCAGGAGCCAAAGAAATTATCTTCATAAAGTCTTTGTCTCTCAGCTCTCTTGCT
+ACTGGGCCAAAAATACGAGTACCTCTAGGCTGTTTGTCATCCCTTATTATCACTGCCGCATTATCGTCAA
+ACCTTATATAGGTTCCGTCTTTTCTAGCAATTCCCTTCTTGGTGCGCACAATCACCGCTTTAACAACTTC
+TCCTTTTTTCACAACCCCACCGGGTGTTGCACTTTTTACAGAAGCCACTATTATATCTCCAACATTGGAG
+TATTTTCTATTTGAACCGCCTAACAAGCGGATACACATTATCTCTTTTGCGCCAGTATTGTCGGCAACTT
+TTAATCGAGTCTGAGGGCGAATCATTTTTGCGTACCTCCTTTCAGATTTACTCGGCTTTTTTTATGACCT
+CTACCAATCTCCACCTTTTTTCTTTGCTAAGAGGCCTTGTTTCCATTATCTTTACAACATCTCCTACGTT
+GCAGATGTTATTCTCGTCGTGAACCTTATATTTCTTTGTCCTTTTGACAATCTTTCCATAAAGGGGATGT
+CTGAATTTGTCTTCCACTGCAACTACAATGGTCTTCTGCATTTTATTGCTAACAACCGTTCCAATTCTTA
+CTTTTCTCTGCCCTCTTTCCAAGTGAGACCCTCCTTCCTATCTCTTAATTCCGAGTTCCCTTTCTCTTAA
+TATTGTCTTTATCCTTGCGATTGTCTTCCTCACATCTCTTATCCTCATAGGATTATCCAATTGTCCTGTT
+GCAAGTTGAAATCTCAAGTTAAAAAGTTCTGCCTTCAGTTCCGACAATTTTTGCTGCAATTCTTCGTTAG
+AAAGTTCTCTTATCTCCTTAGCTTTCATTGCTTTCACCACCCAATTCTTCACGTTTTAAAAACTTTGTCT
+TTATGGGAAGCTTATGCATAGCCAATCGCAAGGCTTCTTTAGCAACATCTTCTGAAACTCCGCCTATCTC
+AAAAAGCACTCTGCCCGGCTTTACTACTGCAACCCAAAACTCTGGGGAACCCTTACCAGAACCCATACGA
+GTCTCTGCAGGTTTTTTAGTCACAGGTTTATCAGGGAAAATTTTAATCCAAACTTTACCTCCCCTTTTGA
+TGTACCTAGTCATAGCGACTCTCGCAGCTTCTATCTGTGTCGCCGTAATCCAACCAGGCTCTAAGGCTTG
+AAGTCCGTATTCTCCATATGTCAAAGTGTTTCCGCGAGTAGCATTCCCTTTAATTCTGCCGCGCTGCTGC
+TTCCTGTATTTCACTCTTTTGGGCATTAACATTGTCTTACTTACCTCCTTCCGCAGTTACCTGCTTTTTA
+GGCTGTGGCAGTATCTCCCCTTTGTTTATCCAGACTTTAACACCTATTTTCCCATAGGTGGTATTTGCTT
+CTGCAAAACCGTAATCTATGTCTGCTCTCAAAGTTTGAAGCGGTACTACCCCTTCATGGTATCTTTCCGT
+CCTAGCAATTTCAGCTCCCGCAAGTCTTCCAGAGCATGCAATTTTAATACCTTTTGCACCAAGCTTCATA
+GCCCTTGCTATGGCCTGTTTCATCGCTCTTCTATAGGATATTCTCTTTTCAATCTGAGCCGCTATATTTT
+CTGCCACAAGCTGTGCACTTAGTTCAGGAGTCTTTACCTCTATGATGTTTAGGATCACAGTCTTATTCGT
+CATCTTCTCCAGCTCTTCTCTTAGCCTATCTACACCTGTACCGCCTTTCCCTATTACCATTCCAGGCTTT
+GCCGCATATATGTCAATCTTTATCCTGTTAGAAGCTCTTTCAATGACTATTTGTGGAATGCCTGCAGCGT
+ATAACTTTTCTTTTATATAATTCCTTATTTTGATATCTTCAACTAAAATATTTGGAAAATCTTTGTCTTT
+GGCATACCACTTGGCAAGCCAGTCTTTTGTAACTCCGACTCTAAGTCCATAAGGGTGTACCTTTTGTCCC
+ACGCATATCCCTCCTTACTCTTCCTTTTCCTTTACGACTATGGTGATATGGCTAGTTCTTCTTCTCATTA
+TATCCGCTCTTCCCATAGCCCTTGGCAAAACTCTTTTCATCGTCGGCCCTTCATCTGCCACAGCCTTAGC
+GACATATAAATTATCTCTGTTCATATTGTGATTATTCTCAGCATTGGCAATTGCTGATTTGAGCACTTTT
+TCTACTATCTTGGAAGCCTTTTTAGGCGTGAATTTCAAAATGGCCAACGCCTCATCTACATGCTTGCCGC
+GAATAAGGTTTAAGACCAACCTTGCTTTTCGAGGCGAAATTCGCACATATCTGGCTATCGCTCTTGCCTC
+CACGGTATCTCCTCCTTTCGCCTATTTCACCTTCGTGGTCTTCTCTGAACCTGCATGGCCACGGAAGGTA
+CGTGTTGGAGCAAATTCTCCCAACTTATGTCCTACCATGGCTTCTGTTATATAAACAGGTACGTGTTTTC
+TCCCATCGTGGACTGCTATAGTATGACCTACCATCTCGGGCACAATTGTTGAATCCCTGGACCAAGTCTT
+AATCACTTTTTTTTCATTTTTCTTGTTCATCTCAATTATCTTCTTCAAAAGCTTTGGATCTACAAAAGGT
+CCTTTTTTTACAGATCTGCTCAAAGCACTGACCTCCTTTCAGCTATTTGCGCCTTTTTACTATAAATTTA
+TCAGAAGCTTTGCCTTTCTTTCTCGTCTTGTAACCCAATGCAGGTTTACCCCATGGTGTAAGCGGTCCTG
+GATGCCCAATAGGAGCCTTACCTTCACCACCACCATGTGGATGGTCTACAGGGTTCATGGCAGAACCTCT
+CACTGTAGGTCTTATCCCAAGCCATCTGGACCTTCCAGCTTTTCCTATTTTGACATTTTCGTGGTCTATA
+TTAGACACTTGTCCAATGGTAGCGCGGCAATTAGCGTTTATAAGCCTTATCTCTCCAGAAGGCATCCTTA
+TGTGAACATAATCTCCTTCTTTTGCCATAAGCTGAGCTGCTGCACCTGCCGCTCTTACCAGCTGACCGCC
+CTTCCCAGGTATGAGCTCAATATTGTGAACTATAGTACCAACAGGGATATTCCTAAGAGGCAGTGCATTT
+CCTACCTTGATATCTACATTTTCACCAGATTCTACTATATCTCCAACTTTCAGTCCATGAGGTGCTATTA
+TATACCTCTTTTCTCCATCTGCATAGTGAATAAGGGCAATAAAAGCTGTCCTATTTGGGTCATACTCAAT
+AGCAGCTACTTTGCCCGGTATACCGTCCTTGTCTCTTTTGAAATCTATAATTCTGTATCTCCTCTTGTGG
+CCGCCGCCTCTGTGCCTTACTGTAATTCTTCCGTATACATTTCTTCCCGCTTTCTTTGTCAATGGCGCCA
+ATAGTGACTTCTCTGGCTCTTTTTTGGTAATTTCCTCAAATGTCAGCACTGTCATCTGGCGGCGACCAGG
+GGATGTAGGTTTATATGCCTTAATGCCCATTTCTGTCCCTCCTTTAGACTAAAATCACTGTAATCCCTCA
+AAGAACTCTATTCCCTTGCTATCAGGTGCAAGCTTTACTATCGCTTTTTTATAGGATTCCGTTCTACCCT
+CGTATTTGCCCATTCTCTTAGGTTTGCCTTTATAATTCATAGTGTACACTTTTTCTACCTTCACACCAAA
+TATCTCTTCTACTGCTTTTTTAATTTCAATTTTGTTAGCCCTCTTATCCACAATAAAAGTATACTTTCTG
+TCGCCCATGAGGTTCATACTTTTTTCTGTTATCACAGGGCGAATTATTATATCGCGAGCCTCCATTTTAA
+GCAAACACCTCCTCCACTATAGCGACAGCGTCTTTTGTTATGATGAATTTTTCGTATTTTAAAACGTCGT
+AAGTGTTCAAAAGATTAGCGTACAAGGCTTTTGCATTTGGCATGTTCCTTGCTGAAAGCTCTACGTTCTT
+TTCTCCTTGAGGAACCACAATAAGAGCACTCTTAGCGTTAAAATTCTTTAAAAGCTCTGCAACTTTCTTT
+GTCTTTGGCTGTTCTAGCTTAAATTCGTCCAGCACAATGATTTCATTGTCCCTTACTTTAGAAGAAAGAG
+CTGACTTTAAAGCCAGTCTTTTTACCTTTTTAGGCAATTTATAACTGTAGTCTCTCGGCTTAGGTCCGAA
+AACCACTCCACCTTTAATCCACTGAGGAGCTCTTATGCTTCCCTGACGAGCTCTACCTGTCCCTTTTTGC
+CTCCAGGGTTTCCTTCCTCCTCCTCTTACTTCTCCTCTAGTCTTGGTAGAGTGAGTGCCCTGTCTCTGAT
+TTGCAAGGTAGTTAACAACTGCTTGGTGCATAACAGCCACATTTACTGGAACGCCAAAGACAGAGTCTTT
+TAGTTCTATTTCGCCTACCTGTTCCCCTTTCACGTTGTAGACTGGTACTTTTGGCATTCTTCTTCCTCCT
+TTCATCACTTGCTCTTTACTGAATCCCTTATGATGAGCAAGGAACCTTTTGGCCCTGGCACTGAACCTTT
+GACAACTAAAAGGTTCAACTCAGGATCCACTTTCACAACCTCTAGGTTTTGTATAGTAACCCTGTCACTT
+CCCATGCGACCAGGCATCTTTTTGCCCTTAAAAGTTCTACCGGGATCTGTCGTAGCACCCATTGAACCTA
+CTCTCCTGTGGTATTTGGAACCGTGGGACATAGGCCCTCTTCTGGCGCCATACCTTTTTATAACACCTGC
+AAATCCCTTACCCTTTGAAATGCCTGTAACATCTACTCTATCCCCTGGCTTAAATATATCTACTTTTATC
+TCCGTTCCAACCTCATAACCGCTTATATCATCTAATCTGAACTCTCTCAAATACCTTTTAGGAGAAACTC
+CTGCTTTCTTAAAATGACCTAAAAGAGGCTTGTTAAGTTTCTTCTCACTTACATCGCCGAATCCAACCTG
+GATAGCATTATAGCCATCTTTTTCTACAGTCTTTTTCTGAACTACCACGCAAGGCCCTGCTTCAATCACT
+GTTACAGGAATGACTTCTCCTTTTTCATCGAAAATTTGCGTCATCCCGTGCTTTTTGCCTAAAATACCCT
+TCTTCATTCCTCACACCTCCTGAAATCAGCGGACGCAACTGCGTCATAATTTCGTTTTTTATAATTTTAT
+CTCAATGTCTACACCTGAAGGTAAATCCAATTTCATAAGAGCATCTACTGTTTTAGGGGTTGGATTCAAA
+ATATCTATAAGTCTTTTATGAGTCTTTATCTCAAACTGCTCTCTTGAATCCTTGTACTTATGAGGTGCTC
+TTAAAATTGTTATAACTTCCCTTTTTGTAGGCAACGGAATAGGACCAGAAACTTCTGCACCTGTCCTCTT
+AGCTGTTTCAACTATCTTTTGAGCTGATTGGTCTAAAATTGCATGGTCAAACGCTTTTAAGCGTATGCGA
+ATTTTCTGCTTGGGCATGATTTTCCCTCCTTACTATCAAATCCTACTGACCTTACATATATACACATATC
+CAGGTGTTTTATTGTCAAAAAAAAATCTATTCACAAACCAGCTTTATTATTTTATCCCAATTCTTGCGCT
+ATTGCAAGACTTGACATGTCAATATTTTTGTGCTAATAGCGAAACGCTATTAGCACAAAAATATGACTAC
+TCAATTATAGCAGATACGACACCAGCGCCAACTGTCCTTCCGCCTTCTCTTATAGCAAACTTAAGCCCTT
+CTTCCATCGCTATCGGCGTTATAAGCTCTACTCTCAATGTCACGTGGTCTCCTGGCATTACCATCTCTAC
+TCCCTCTGGTAGCTGTATCGTACCCGTCACGTCTGTCGTCCTAAAGTAAAACTGCGGCCTGTATCCATTG
+AAAAATGGTGTGTGCCTTCCTCCCTCTTCCTTCGTCAATACGTACACCTGTGCCTCAAATTTCGTGTGCG
+GCTTTATCGTCCCTGGTTTCGCCAGTACCTGCCCTCTCTCTACTTCATCCCTCTGTATCCCTCTTAACAA
+TACCCCTATGTTGTCTCCTGCCTGTGCCTCATCTAATGTCTTCCTGAACATCTCTACTCCTGTCACTACT
+GTCTTCCTTGACTCCGTCGTCAATCCTATTATCTCTACTTCGTCCCCTACTTTCACTTTCCCTCTCTCTA
+CTCTACCTGTCGCAACTGTACCTCTTCCCGTTATCGTAAATACGTCCTCTACCGGCATCAAGAACGGCTT
+GTCTATATCCCTCTCCGGTGTCGGTATATATTCGTCTACTACATCCATTAACTCCCATATCTTGCCGCAC
+CACTGGCACTCCCTCTTGCCGCATCCACACTCTAATGCCTTTAACGCTGAACCTACTACTATCGGTGTGT
+CATCCCCAGGAAATTCGTACTGGTTCAGTAAGTCCCTTACCTCCATCTCTACTAGCTCTATTAACTCCGG
+ATCGTCTACCATGTCCGCTTTGTTCAAAAATACTACTATATATGGCACTCCTACCTGCCTTGCCAATAAT
+ATGTGCTCCCTCGTCTGCGGCATCGGACCGTCTGCTGCTGATACTACCAGTATCGCTCCGTCCATCTGCG
+CTGCCCCTGTTATCATGTTCTTTACATAGTCCGCGTGACCCGGACAGTCTACGTGCGCATAGTGCCTCTT
+CGCTGTCTCATACTCTACGTGCGTCGTGTTTATTGTTATACCCCTTGCCTTCTCCTCTGGCGCCTTGTCT
+ATCTCGTCATATCCCTTCGCCTGTGCTAATCCCGCTTTCGAAAGTATTAATGTTATCGCTGCTGTCAATG
+TCGTCTTACCATGGTCTACGTGCCCTATCGTCCCTACGTTTACGTGCGGCTTCGTCCTCTCAAATTTCTG
+CTTTGCCATCCTCTCTTCCTCCTCCTTTTAGTTTATTTTTTTGCTGATAATATTTGCTCAGCAATATTTT
+TAGGCACTTCTTCATAGTGATGGAACTGCATCGTGTAAGTTCCTCTACCCTGTGTCTTTGACCTTAAATC
+AGTAGCGTATCCAAACATTTCAGCCAAAGGCACAAAAGCTCTTATGACCCTAGCTCCAGACCTTGTCTCC
+ATACCTTCTACTTTTCCACGCCTTGCGTTCAAATCTCCTATGACATCTCCCATGTATTCTTCTGGAACTA
+CTACTTCTACTTTCATGATAGGCTCTAAGAGCACAGGGTCCGCCTTCTTCATACCTTCTCTAAAGGCTAT
+AGAACCTGCAATTTTGAAAGCCATATCAGAAGAGTCAACCTCATGGTAAGAACCGTCGACTAATGCTACT
+TTAACGTCAATCACAGGGTAGCCCCCTAGCACGCCGTTTTGCATAGCTTCCTGTATACCTGCATCTACAG
+CTGGAATAAATTCTTTTGGAATGACACCTCCAACAATTCTATTTTCAAATATATAGCCCTCTCCTCTTGG
+AGCAGGTTCCATCTCAAGCCATACATGTCCATACTGGCCGCGACCGCCTGACTGCCTTATGAACTTTCCT
+TCTACTCTTACAGGTTTTGTTATAGTTTCTTTGTAAGCAACCTGAGGCTTACCCACATTGCACTCTACGT
+TAAATTCCCTTCTCAACCTGTCCACGATTATCTCAAGGTGCAATTCTCCCATTCCAGCTATTATAGTCTG
+CCCTGTCTCCTGGTCAGTGTACGTCTTGAAAGTTGGGTCCTCTTCAGCAAGTTTTGACAAAGCTATGCTC
+ATCTTTTCCTGAGCTGCCTTTGTCTTTGGCTCAATTGCTACAGAAATAACCGGCTCAGGAAAGTCCATTG
+ACTCTAATAGTATTGGATGATTTTCATCGCAAAGAGTGTCTCCTGTAGTCGTATCTTTAAGTCCAACTGC
+TGCAGCAATGTCTCCAGTATATACGGCATCAATCTCTTCTCTGTGATTTGCGTGCATTCTCAAGATTCTT
+CCTATTCTTTCTTTCTTTCCCTTTGTAGAATTTAAAACATAAGAGCCTGCCTTTAATGTCCCTGAATATA
+CTCTAAAAAAAGCCAGTTTACCTACATAAGGGTCTGCCATGATTTTGAAGGCAAGAGCTGAGAAAGGCTC
+ATTGTCATCAGGCTTTCTCTCAAGTTCCTCGCCACCATCTATAGACATACCTTTAACAGGTGGCAAATCT
+AAAGGAGACGGCAAATAATTCACAATAGCATCCAAAAGAGGCTGTACTCCCTTGTTCTTGTAGGAAGACC
+CACAAACTACAGGTACAAGTTCTCCATTTATTGTCCCCTTCCTCAAAGCCGCGTGAATTTCTTCTTCTGT
+TATCTCTTCCCCTTCCAAATACTTTTCCATGATAGTCTCATCTACTTCAGCAATTGCTTCCAGCAATTTT
+TCTCTATACTCTTCTGCAAGAGGTTTTAAATCTTCTGGTATTTCTGTCTCATCCATAACAGTCCCCAAGT
+CATCTTTATAAATTATTGCTTCCATTTTTATGAGGTCTACGATTCCCCGGAAAGTATCCTCTTTTCCTAT
+AGGAATTTGAATAGCAACAGGATTTGCACCAAGCCTTTCTCTTATCATGTCTATTACGTTAAAAAAGTCA
+GCACCTATAACATCCATCTTGTTTACATAGGCAATCCTAGGCACATGGTATTTATCCGCCTGTCTCCACA
+CAGTTTCAGACTGAGGCTCTACTCCCTCTTTTGCAGAAAAAACCGCAACTGCCCCATCTAATATCCTTAA
+GGACCTCTCTACTTCCACAGTAAAGTCCACGTGTCCCGGCGTATCTATTATGTTAATTTTATGACCTTTC
+CAGTAACAAGTGGTCGCCGCAGAGGTTATCGTGATACCCCTTTCCTGCTCCTGTACCATCCAGTCCATCG
+TAGCAGTTCCTTCGTGGACTTCACCTAACTTATGGGTTTTACCAGTATAAAAAAGGATTCTCTCGGTAGT
+AGTGGTTTTTCCTGCATCTATATGCGCCATTATACCAATGTTCCTAACTTTATCTAAGCTGAAATCCCTT
+GGCATTTTCTATCCTCCTTTCTTGTAACTTCCTTCACTACCCCCCTATCCTCTCTCTTACCATCTGTAAT
+GAGCAAAGGCTTTGTTTGCTTCTGCCATTCTGTGGGTATCTTCTTTCTTCTTCACGCTGCCGCCAGTGTT
+GTTAGCTGCGTCTATTATTTCGGCAGCCAGTTTTTCCATCATGGATTTCCCGCTTCTCTGCCTTGCATAC
+TCCACAATCCATCTAATCCCAAGAGATAATCTTCTTTCGGGCCTCACTTCCATAGGAACTTGGTATGTTG
+CGCCGCCAACTCTTCTTGGCCTTACTTCTAAAACAGGCATCACATTGTTTAAAGCCTCTTCAAAAACTTC
+AAGAGGATCTCTTCCTGTTTTTTCTCTTATTATATCAAAAGCTCCATAGCAAATTTTTTGAGCTAAGCTC
+TTTTTGCCATCCCACATCACTTTATTAATTAATTTGGCAACCTTGACACTGTTATATACAGGGTCTGGTA
+GAACTTCTCTCTTTGGCACCGGACCTTTTCTAGGCATTCTCATCCCTCCTTATTACTTCTTTGGCTTCTT
+AGCACCATATCTTGAACGAGCTTGCTTCCTGTTAGCAACACCTGCTGCATCAAGGGCTCCTCTTATAATC
+TTATACCTAACACCAGGCAGGTCCTTAACTCTTCCACCTCTCACTAAAACAACAGAGTGCTCCTGAAGGT
+TATGACCTATTCCTGGAATATATGCAGTAACCTCTATTCCATTTGTAAGCCTTACTCTCGCTATTTTTCT
+CAATGCGGAATTAGGCTTTTTAGGAGTTGTAGTCCTTACAACTACACAAACTCCTCTCTTTTGAGGATTG
+CCCTGCAAAGCTGGAGCAGCAGATTTCTTTTTAACACTTTGCCTTCCAAATCTCACAAGCTGGTTTACTG
+TTGGCATTATTGCACCTCCTTTTATCTTTCCCCTATTACATCTGCCGCAGTGGCAGCACCTACATCAATA
+CCGCACATCCTGCCAAGCTCTTTCATAGTATCAATGTAAACTATTTTTATACCCTTTTCTTCGCACGCTT
+CTTTTATCTTTTTGACCACATGCTCTTCTGCATCCTTTGCAATGTACACCTGAGCTACTTTGCAGTTTAA
+CACTGCTTTTAAAGTCTGTTTAGCCCCAACCACCCTTTTGGGAGGGCATTGTTCCGCCATTTGCCTTCCT
+CCTATCAGGACAGGGGTTTTGACACACTTAGTAATTTTATCATTAAAGATTTTCCCTGTCAACAATGAAT
+TATTCTGACAGGGGCAGCTTAAAAAGCCTCCCCTGTCAGAGAAAATTATTTTACTTAACTACTCGCTTTT
+GCATCAACAGCCTCTTTTTTAACTTCTTCTTTCTTTTCCTGATCCTCTTTCTTCACCACAGTTATATTCC
+TGTATCTGGAAAGCCCTGTACCCGCAGGTATGAGTTTTCCTATTATCACGTTCTCTTTAAGTCCTATCAG
+AGGATCTACTTTTCCTTTTATTGCCGCATCTGTGAGAACTCTCGTCGTCTCCTGGAAGGAAGCAGCTGAC
+AGGAAGGAGTCTGTCGCTAAAGCTGCTTTTGTGATACCAAGCAATGCTCTTCTTCCTGTAGCAGGCCTCA
+ATCCCTTTTCTATAGCCTTCTTGTTCTCTTCTTCAAACTTGAACATATCTATTAATTCTCCAGGAAGCAT
+TGAGGTGTCTCCTGGGTCTTCTACTTTAACCTTCTTCATCATCTGCCTTATTATTATCTCGATGTGTTTA
+TCATTTATCTCAACACCCTGGAGTCTGTAAACTTTCTGGACTTCCTGCAGCAAATAGCTCTGCACTGCAT
+ATATTCCCTTTATCTTGAGAAGGTCATGCGGATTCACTGAACCCTCTGTGAGCTCATCTCCTGCCTGAAC
+CCACTGCCCATCTCTCACTTTGAGCCTTGAACCGTATGGTATAAGGTAAGTCTTAGAAATATTGTTTTCC
+TCGTCTACCACCGTAATTTCTCTTCTTTTCTTAGATTCATTAATTCTCACAACACCAGATATTTCAGTGA
+TTACCGCAAGCCCTTTGGGCTTTCTGGCCTCAAACAGCTCTTCAACCCTTGGAAGACCTTGTGTAATATC
+AACTCCTGCAACTCCACCTGTGTGGAAAGTCCTCATTGTAAGCTGCGTACCCGGTTCACCTATGGCCTGA
+GCAGCGATTATGCCGACAGCTTCTCCAATATTTACTAGCTCTCCCGTAGCAAGGTCTCTTCCATAGCACA
+TTCTGCATACGCCGTGTCTGGATCTGCAGGTCAGAGGAGACCTTATCTTAACTCTTGTAATTCCAGCTTT
+ATCTATCTTTTCCGCCTCTTCTTCATTTATCATCTCATTTCTTCTTACAATCACATTTCCTTCACTATCT
+ACGATATCTTCAGCGGCAATTCTTCCTATTATTCTATCTGAGAGCTTTTCAATTATTTCATTTCCTTCTC
+TTATCTCTTCGACGTAAATGCCCTCATCAGTTCCGCAGTCTTCTTCTCTCACTATCACATCCTGACTGAC
+ATCTACAAGCCTTCTTGTCAAATAACCGGAGTCTGCTGTCCTCAATGCCGTATCAGCAAGACCTTTTCTA
+GCACCGTGAGTGGATATGAAGAATTCCAGAACGTTAAGACCTTCTCTAAAGTTAGACCTTATAGGAAGTT
+CAATGATTCGTCCAGATGGGTCTGCCATCAAGCCTCTCATACCTGCTAACTGCCTTATCTGGTTTTTACT
+ACCTCTAGCTCCTGAGTGAGCCATCATGAATATAGGGTTGAATTTATCTAAAGTTGCCATTAAGGCTTCT
+GTGACCTTTTCAGTAGTCATATTCCATGTTTCAATGACTTTTTCATACCTTTCCTCCTCGGATATTAAAC
+CGCGCCTGAACTGAGCTTCAATTTTAGCTACCATTTCATCTGCTTCTTTTAGAAGCTTCTCTTTTTCTTT
+CGGTATTACCATGTCAGAAACGCTTATTGTAATTGCTGCCTTAGTTGAGTACTTGAAGCCTAGCTCTTTT
+ATCTTATCTAAAGTCTCTGCTGTCTTTGTAGGCCCGTGTATTCTATACACCCTATCTAAAATCTTGCCTA
+GTTTGGATTTGTCCACAAGGTCATTTATTTCAAGATTAAAGGCTGTCTCAGGATTGTTTCTGTCGACAAA
+CCCCAAATCCTGAGGTATCGCTTCGTTAAATATGATTTTCCCTACTGTAGTTTCAATAACTTTGGACTTT
+TTCTCTCCATTTATTTCTCTTGTCATTTTAACTTTTATTTTCGCGTGGATGTGAATATATCCCAACTGAT
+AAGCCATAAGAGCTTCTTCAGGGCTTGAGAAATACTTTCCTTCACCCGGCACACCGTCTTCATCTGCAGT
+GAGGTAATAGCAACCGAGCACCATGTCCTGTGTAGGCGTCATAACAGGTTTTCCGTCCTGCGGCTTTAAA
+ATGTTGTTGGCTGCCAGCATCAAAAACCTAGCTTCTGCCTGAGCTTCCATTGAAAGAGGTATGTGAACAG
+CCATCTGGTCTCCGTCAAAGTCAGCATTGTAAGCAGGACATACCAGCGGATGAAGCTTTATGGCTCTTCC
+CTCTACAAGAACTGGCTCAAAAGCCTGAATCCCCAGCCTGTGAAGTGTAGGCGCTCTGTTTAAAAGCACT
+GGATGTTCCTTTATGACTTCTTCTAAGACATCCCATACTTCAGGCCTTACTCTTTCTACCATCCTTTTTG
+CACTTTTAATATGCTGTGCAAGCCCTTTGTCTACTAACCTCTTCATCACAAATGGTTTAAAGAGCTCTAA
+GGCCATTTCCTTTGGAAGACCGCACTGATAAACTTTAAGTTCAGGTCCTACTACGATAACTGAACGGCCA
+GAATAGTCAACCCTTTTACCCAAGAGATTTTGTCTAAATCTTCCCTGTTTTCCTTTGAGCATATCAGAGA
+GAGACTTCAAAGGTCTATTTCCAGGACCTGTAACCGGTCTTCCTCTTCTGCCATTGTCTATAAGAGCGTC
+TACTGCTTCTTGAAGCATTCTCTTTTCATTTCTCACTATTATATCTGGAGCCCCTAAATCCAAAAGCTTT
+TTAAGCCTATTGTTTCTGTTGATTACTCTTCTGTAAAGGTCATTTAAATCAGAGGTAGCAAACCGGCCGC
+CGTCTAGCTGTACCATAGGCCTTAAGTCTGGCGGAATAACAGGAAGAACCTCCAAAATCATCCATTCTGG
+GCGATTGCCAGAGTCTATGAAAGCCTGAACTACTTCCAACCTTCTTATAGCCCTTACCCTTTTCTGCCCT
+GTAGACTCCTTTATCTCTGCCCTTAATTCTTTGCTAAGTTTTTCCAGATCTATTTCCTGGAGGAGTTCCT
+TTATCGCCTCAGCTCCCATTCCAGCTCTAAATCTATTTCCATATTTCTCCAAATATTCCCTGTACTCTTT
+TTCAGAAAGGAGTTGTTTTTTAGTAAGAGGAGTATCCCCTGGGTCAATGACTACGTAAGATACAAAGTAC
+AAAACTTTCTCCAAGGCCCTTGGAGACATATCAAGCAAAAGCCCCATGCGGCTGGGAATGCCTTTCACAT
+ACCATATGTGAGCGACAGGGGCAGCAAGCTCAATGTGCCCCATTCTCTCTCTTCTGACCTTGGACCTGGT
+CACTTCAACACCGCACCTGTCGCACACAACTCCTTTGTACTTCACTCTTTTATACTTTCCACAATGGCAT
+TCCCAGTCCTTAGTAGGTCCAAAAATCCTCTCGCAGAAAAGCCCATCTCTTTCCGGCTTTAAAGTCCTGT
+AGTTGATGGTCTCGGGCTTTTTCACTTCACCCCGAGACCATTCCCTTATTTTTTCAGGAGAAGCTAGACC
+AATTTTTATGGCTTCAAAATTCTTAAGCTTAAACAAGGAGTGTCGCTCCTTTCCTCAATAAATTTTGACT
+TCACCCATCATAGTCGTCATCCATGAACAAATCCTCGCTGTCAATGTCAAAATTATCAGGCTCAAAATCA
+ATATCCTCTGGCAGTTCTTCTGGCTCTTCTTCGTATTCTTCTTCGTACACTTCCTCTGGAGGCGCATCTT
+CTCTTCCTTCAATGTTTATATTAAGCGTAGCATCTGGAACATCATCGTCATCATCTTCAAATTCCTTAAT
+TGGAATTTCCTGTCCATCTTCTGTGATGACTTTTACGTCTAATGCCAGGCTCTGAAGCTCTTTTACAAGC
+ACTTTGAAGGATTCAGGTATTCCAGGCTCTGGTATATTTTCTCCTTTCACTATCGCTTCATAAGCTTTCA
+CACGTCCGGTTACATCGTCAGATTTTACTGTAAGCATTTCCTGCAGGGTATGAGCAGCACCGTAAGCTTC
+CAGCGCCCAAACTTCCATCTCTCCAAATCTCTGTCCGCCAAACTGAGCCTTTCCGCCCAGAGGCTGCTGA
+GTGACAAGTGAATAAGGTCCTGTAGACCTTGCGTGCATCTTGTCATCTACCAGGTGATGAAGTTTTAGCA
+TATACATGTATCCAACAGTGACTTTATTGTCAAAAGGCTCTCCCGTTCTTCCATCGTAAAGCTGTACCTT
+GCCGTCTGGAGAAAATCCGGACTTTGCAAGTAGTTCTTCTATATCCTTCTCTGTAGCTCCATCAAATACA
+GGTGAAGCTATATACCAGCCCAAAGCTTTTGCCACCAGCCCCAGGTGAGTCTCCAACACCTGACCTATGT
+TCATACGAGAAGGAACTCCCAGCGGATTCAAGCATATCTGCAAAGGCGTGCCATCTGGCAGGAAGGGCAT
+ATCTTCAACAGGCAGTATTCTGGAAATTACACCCTTGTTACCATGGCGACCTGCCATCTTGTCTCCAACA
+GAAATCTTTCTCTTCTGAGCGACAAAAACTCTTACCATCTGGTTGACGCCCGGAGGCAGTTCATCTCCAT
+TCTCGCGTGAGTACACTTTAACATCTACCACAATACCTGATTCACCGTGAGGAACTCTTAAGGATGTATC
+CCTCACTTCCCTTGCCTTTTCACCAAATATTGCTCTTAAAAGTCTTTCTTCTGCAGTAAGCTCTGTCTCT
+CCTTTAGGGGTAACCTTTCCTACAAGTATATCTCCGGCTCTGACTTCTGCACCAATCCTTATTATTCCTC
+TTTCATCCAAATCTTTCAGTGCATCTTCTCCGACATTTGGAATCTCTCTTGTTATCTCTTCAGGACCTAA
+TTTTGTGTCTCTAGCTTCTGCATCGTATTCCTCTATGTGAATAGAAGTGAGAGAATCATCCATTACCAGC
+TCTTCGCTTATCAAAATAGCGTCCTCGTAGTTGTAACCTTCCCAGGGCATAAATCCGACCAGGACGTTTT
+TCCCAAGAGCAAGCTCTCCATGGTCTGTAGAAGGACCATCACATATTACCTGCCCTTTCTTGACCTCGTC
+TCCTTCATTGACAATAGGCCGTTGATTGATGCAGGTGCCCTGGTTTGACCTCTTAAACTTCAATAAATGG
+TATTCGTCTCTCTTTCCGTCCTTAGTTCTTATTACCACTTTGTCAGCTGTCACCTTTTCGACTATTCCAT
+CATTCTTTGCTAAAATCACTGCCCCAGAGTCAACAGCAGCCTTATACTCCATGCCTGTACCAACTATTGG
+AGCTTCTGGTTTTAACAAAGGCACTGCCTGCCTCTGCATGTTAGAACCCATCAAAGCTCTATTTGCGTCG
+TCATTTTCTAAGAAAGGTATAAGGGATGCAGAAACAGATACTATCTGCTTAGGAGATACGTCCATAAAGT
+CGACCTCTGTAGGCGGAACACTTATTATCTCTTCTCTTAACCTACATACGACTCTATCATTTATAAACCT
+GTTGTTTTCGTCCAAAGGCTCGTTCGCCTGAGCTATGATGTACTCATCTTCTTCGTCGGCGGTCATGTAC
+ACAATCTCATCTGTTACCGTGCCTGTTGCCTTATCGACTTTCCTATAAGGCGTTTCTATAAATCCGTACT
+CGTTCACACGGGCATAAGTAGTAAGGGAGGTTATCAAACCGATGTTAGGACCTTCAGGCGTTTCTATAGG
+ACATATCCTTCCGTAATGGGAATAGTGCACGTCTCTTACCTCAAAGCCAGCTCTTTCTCTGCTAAGCCCT
+CCAGGACCTAAAGCACTAACTCTTCTCTTGTGGGTAAGCTCAGAAAGAGGGTTTGTCTGGTCCATGAACT
+GTGAAAGCTGGGAACTTCCAAAAAATTCCCTAATAGCTGCAACTACAGGGCGGATGTTTATGAGGTTTTG
+AGGAGTAACCTCATTAACATCCTGAATTGTCATCCTCTCTTTCACAACTCTTTCCAAGCGGGCAAGGCCA
+ATTCTGAACTGGTTCTGCAAAAGCTCGCCAACAGACCTCACTCTTCTGTTGCCAAGGTGGTCAATGTCAT
+CCACAAAACCAACGCCATGGGTCAAATTCAGCTGGTAGCTTATAGTAGCTACTATATCGTCTTTAGTTAT
+ATGCTTAGGAACAAGTTCATCCATCCTATTTTTTATTTCATTCAAAACAGCTTCTTCATCGCTAAAATTA
+TCCAGTATCTCTCTCAAAACCCTAACATTTACCAGCTCTTTTATGTTAAGACTTGAAACATCGTAAGGCA
+TAGGATATTTGTTTATGTCAACTGTGTTATTCCCAACTACCTTTACTACTTTCCCATCAACTAAAATCTC
+AACTTCATTTATTCCACAGTTTTGAATCTCTTCAGCTTTCTCCCTTGTAATTTTTTCTCCTTCCTCTACT
+AATACCTCTCCTGTAATCGGGTTGACAATCCTTTTAGCGCTTTTGTGGTTGGCAATCCTTGCCTTAAGCG
+CTAGTTTTTTATTAAACTTATAACGACCCACTTTTGCCAGATCGTATCTTTTTGGGTCAAAGAAAAGGGC
+ATTGAAAAGGCTTCTTGCGCTCTCCACAGTAGGTGGTTCGCCAGGTCTTAACCTTTTGTAAATTTCTATC
+AAAGCTTCCTCTTCAGATTTTGTGGTATCCTTGTCCAATGTAGCCTTTAACTTTTCTTCCTCTCCTAAAA
+GGTCCAATATCTGTATGTCAGTGTTGTACCCTATAGCCCTTAGCAATACGGTAATCGGAACTTTTCTAGT
+CCTGTCTATTCTAACATATATAACATCGTTTGAATCCTCTTCATATTCAAGCCATGCACCTCTATTGGGA
+ATGACAGTCGCAAAAATGAGCTTTTTACCAAATTTATCAAATTGCTGGTCATAATATACACCTGGTGACC
+TGACCAGCTGGCTTACAATTACGCGCTCTGCACCGTTTATGATAAACGTACCTTTGTCTGTCATTAAAGG
+AAGGTCTCCCATGAAAACTTCAGATTCCTTTATCTCACCCGTTTCCCTGTTTGTAAGCCTTACCTTTACT
+TTAAGAGGAGCCGCATAAGTTGTATCTCTGTCCTTGCATTCCTCTACAGAGTATTTGGGATTATTTTCCA
+GTCTATAATCTACAAACTCCAGTGCTAAATTGCCAGTGAAACTTTCTATAGGGGAAATTTCCTGAAAGAC
+TTCTTTAAGACCCTCCTCCAAGAACCACTGATAGGACTTCTTCTGAACCTCAATAAGATCTGGAATCTCC
+AAGACCTCATCTATCTTGGCAAAGCTCATCCTCGTCCTACTGCCCGCTTGTACAGGCCGTACCATCCATT
+TCACCCCTTAAAAATGTAAATTACCAAAAGTTCAACACTTTTGGATTCGCGCACAAAGACCCTATTATAT
+TTGGTATTATGCACCAACTATCCAAAAATTATACCTTGACAAATAAAAAAGGCCACTATTAATGCAATTT
+TATATAATAACACAACAAATCTTTTATGTCAACAACTCCCCCATAAAAAATAAGGGCAAATTGCTTGCCC
+TTACTTTATCTCTACTTTTGCACCAACTTCTTCGAATTTTGCTTTGATCTGATTTGCCTCTTCCTTGCTT
+ACGCCTTCCTTTATTGGCTTTGGCACGCTGTCTACTAAGTCCTTTGCCTCTTTAAGTCCCAATCCTGTTA
+TCTCTCTTACTACTTTGATTACTTTTATCTTGTCGCTTCCTACTTCTTGCAAGATTACATCGAATTCTGT
+CTTCTCTTCAGCAGGTGCTGCTGCTGGTGCACCAGCTGCTGGTGCTGCTGCAACTGCTACAGGAGCTGCT
+GCAGAAACTCCAAATTCCTCCTCCAAAGCTTTTACTAATTCAGCTAGCTCTAAAACTGTCATGTTTTTTA
+TGGCTTGCAAAATTTCCTCTTTGCTCATCTTCTCTACCTCCATTCAAATTTTTTTACGCTTCAGCTTGCT
+TTTTCTCTTTTATAGCATTTAGCGCGTAGACCAAGCTTCTCAATGTGCCAGAGAGCACAAAAACGAGATT
+TGTGATAGGAGCTTTCATGCTGCCCAAAGCCTTTGCCAGAAGTTCTTCCCTGGAAGGAAGCTTGGCCAAG
+GCTTCTATCTCCTGGGGAGATACTATCTTGCCGTTCACTATACCTACTTTTAGCTCAAGACCTTTGTGGT
+CTTTCATGAATTCAGTTAAAATTTTTGCAGGCGCAACAGGATCTTCATACCCAAAAGCTACAGAGGTAGG
+CCCTTCAAAGTATTTTATGAGGTCATCTCCATAACCTAGCTCTCTTGCTGCAATTGTCATTAGAGTGTTT
+TTGTAGACTTTGTACTCGGAGTTCGCTTCCTTAAATTTGCGCCTTAAAACTGTTTCATCTTCAACAGTCA
+GACCGCTGAAGCTGGTGAAAATCACTGTCTGAGCTTTTGACAGCTTATCTTTGAATTCTGCGACGATCTG
+CTGCTTTTTCTCTCGGCTGGCGCCCACCTTCCCACCTCCTTAAAAATTTAAAAAGGATCCCGTAGACACG
+AGGATCCCCAGAGGGAATTTATCTTAAAAAAACCTCGGTGGGATTTACGTGCAGTACGCACAACCCACTG
+TCTACGGTCTTTCTCATATTCAATTTCAACGGTGTCTATTATAACATTAGTCTTTACAGGATGTCAATAC
+GCTTATTCAAATATTCTTGCAGGATTTACTTTGACGCCTGGTCCCATAGTAGAAGAAAGCACTACACTCT
+TTATATACTGACCCTTTGCAGCAGCAGGCTTAGATTTTATAATCGCATCCATGACAGTTCTGAAATTCTC
+TAAAAGCTTCTCTTTGCCAAAGGACTTTTTCCCGATTGGAACGTGAATTATACCTGCCTTATCAATGCGG
+TACTCTATTTTCCCCGCTTTAGCTTCCTTAACGGCTTTTTCAACTTCAAAAGTAACTGTACCAGATTTGG
+GGTTTGGCATTAACCCTTTTGGTCCTAAAAGTTTACCCAATCTTCCTACAACGCCCATCATATCAGGGGT
+TGCAATAACAACGTCGTAGTCAAACCAGTTCTCCTTCTGAATTTTCTCCACGAGCTCTTCTGCTCCAACA
+TAGTCTGCGCCAGCTGCTTCTGCCTCTTTAGCCTTTTCACCTTTGGCAAAGACCAACACTTTTACGGTTT
+TTCCTGTACCGTGAGGAAGTATCACTGTACCTCTCACCTGCTGATCTGCATGCCTTGGATCAACGCCAAG
+TCTCACTGCTAAGTCAATTGTCTCATCAAATTTGGCATTGGCCGTTTTAAGAACTATATCCATTGCTTCA
+TCACTTGAGTACTGCTGGGTTTTGTCGTAAAGTTTAAGATTTTCCAAATATCTTTTTCCTCTCTTCATCT
+TAAAGCCTCCTTCGTGGTATTATCGGGCATCTGCCTCCCACTTCACTTTACACAATTTCTATTCCCATGC
+TTCTAGCAGTTCCAGCAATCATCCTCATAGCAGCCTCTATATCTGTGGTGTTTAAATCTCTCATCTTTAT
+CTCAGCAATCTCTCTTAATTGCTGCTTCGTAATTTTACCGACTTTCTGCTTATTTGGCTGAGGAGAACCA
+GACTCAATTCCAGCAGCTTTTTTGAGCAAAACAGACGCTGGAGGAGTCTTTGTTATGAAACTAAAGGACC
+TATCTGAGTATATTGTTATCACAACAGGGATGATAAGCCCTGCGTCTTTTGCTGTTCTTTCGTTAAATTC
+TTTACAAAAAGCCATTATATTAACACCATGGGGACCTAACGCAGTACCCACTGGTGGCGCAGGAGTGGCT
+TTGCCCGCTGGCAGTTGAATCTTCACAACAGCTACAACCTTCTTTGCCATGACTACACCTCCTTATATGC
+TATATTTTCTGAAGTTGCACAAGGTCAAATTCAACCGGTGTCTCTCTCCCAAACATTGAAATTAAAACTT
+TTGCCTTCTGTCTTTCAGGATAAACTTCCTGTACAACTCCTATGAAATTCTCAAATGGCCCAGAAACAAC
+CCTTACTGTGTCCTTCACATTGAGGTCAACAGCCGTAGAAACATCTTTTATACCCAAAGCCCTTACTTCA
+GCATCCGTCAAAGGCACAGGCTTTGAGCCAGGCCCTACAAAACCAGTTACTCCCCTTGTGTTTCTAACTA
+CATACCAGGTCTCATCTGTCATTATCATCTTCACCAGCACATACCCAGGAAAAATCTTTCTCTCCACCAC
+TTTTTTCTTTCCATCTTTTATCTCTGTAACTTTTTCAGTCGGAACTACTATTTGAAGAATTTTATCCTGT
+AAATTTCTGTTTTCTATAATCTTTTCCAGATTAGCTTTTACTTTGTTCTCATACCCTGAATATGTGTGGA
+CAACATACCATTTCGCAGTTTCCTTTTCAGACATAGTGAGCTCCGGGGAAAATCCCCAACCTCCTTTAAA
+ATGATTTGAGGATGAGTTTCAATATATAGCTAAAAACAGAATCTACCAAAAAAATAAATATCGTAAAGAG
+GACCATTACAACGAGCACAACTTCCGTATAAGTTATCATCGTATCCCTTCCGGGCCACGTCACTTTTTTC
+ATTTCTGCCTTTACTTCTCTAAAAAACTTTACAATCTTCCTTCCTTCACCGGCCATTTCCTCACATCCTC
+TTTATGTTTTGCTTTATTTAGTCTCTCTGTGGAGGGTATGCTTTTTGCAGTGTTTGCAATACTTCTTGAG
+CTCTAACCTATCCGGGTCATTTTTCTTATTTTTTGTCGTATGGTAATTTCTATTCTTGCACTCAGTGCAA
+ACCAGTGCAATTTTTACTCTCAATTGTTACACCTCCCGGTGATGCGACTACTTAGACAAATTTATCATAA
+ATAAAACTTGTTGTCAATCCTTAAACAAAAATAAATTAACCCAAAAGAAGCCAGGTTTGCACCCGGCTTC
+CTGTTTTACTCAATTATAGCAGACACGACACCAGCGCCAACTGTCCTTCCGCCTTCTCTTATAGCAAACT
+TAAGCCCTTCTTCCATCGCTATCGGCGTTATAAGCTCTACTCTCAATGTCACGTGGTCCCCTGGCATTAC
+CATCTCTACTCCCTCTGGCAGCTGTATCGTCCCTGTCACGTCCGTCGTCCTAAAGTAAAACTGCGGCCTG
+TATCCATTGAAAAATGGTGTGTGCCTTCCTCCCTCTTCCTTCGTCAATACGTACACCTGTGCCTCAAATT
+TCGTGTGCGGCTTTATCGTCCCTGGTTTCGCCAGTACCTGCCCTCTCTCTACTTCATCCTTCTGTATCCC
+TCTTAACAATACCCCTATGTTGTCTCCTGCCTGTGCCTCATCTAATGTCTTCCTGAACATCTCTACTCCT
+GTCACTACTGTCTTCCTTGACTCCGTCGTCAATCCTATTATCTCTACTTCGTCCCCTACTTTCACTTTCC
+CTCTCTCTACTCTACCTGTCGCAACTGTACCTCTTCCCGTTATCGAAAATACGTCCTCTACCGGCATCAA
+GAACGGCTTGTCTATATCCCTCTCCGGTGTCGGTATATATTCGTCTACTACATCCATTAACTCCCATATC
+TTGCCGCACCACTGGCACTCCCTCTTGCCACATCCGCACTCTAATGCCTTCAATGCTGAACCTACCACTA
+TCGGTGTCTCATCCCCTGGAAATTCGTACTGGTTCAGTAAGTCCCTTACCTCCATCTCTACTAGCTCTAT
+TAACTCCGGATCGTCTACCATGTCCGCTTTGTTCAAAAATACTACTATATATGGCACTCCTACCTGCCTT
+GCCAATAATATGTGCTCCCTCGTCTGCGGCATCGGACCGTCTGCTGCTGATACTACCAGTATCGCTCCGT
+CCATCTGCGCTGCCCCTGTTATCATGTTCTTTACATAGTCCGCGTGACCCGGACAGTCTACGTGCGCATA
+GTGCCTCTTCGCTGTCTCATACTCTACGTGCGTCGTGTTTATTGTTATACCCCTTGCCTTCTCCTCTGGC
+GCCTTGTCTATCTCGTCATATCCCTTCGCCTGTGCTAATCCCGCTTTCGAAAGTATTAATGTTATCGCTG
+CTGTTAATGTCGTCTTACCATGGTCTACGTGCCCTATCGTCCCTACGTTTACGTGCGGCTTCGTCCTCTC
+AAATTTCTGCTTTGCCATCCTCTCTTCCTCCTTACTTCTAATAAACTTATCCAAGTGTTTCTTATTAATA
+AAGTGAAGAACACTTCTTTGATAAAAAAAAACAACTAAAGCGTAAATTAAAATGGAGCCCGCGACCGGGA
+TCGAACCGGTGACCTCCGCCTTACCAAGGCGACGCTCTGCCTACTGAGCTACGTGGGCAAAAAGGGAAGC
+TTAAAACTTCCGCTTTCTGATTTTACTATAAAGTTTTCTAAATGTCAATAGCTAGCTGTTCCTCATTTCA
+AGATATCTTTCTAATTTTCTTTTCACCCTCTGCAAGGCATTGTCTATGGACTTCACATGCCTGTTTAAAT
+CCTCAGCTATTTCCTGATAAGACTTCCCATCCAGGTATGCCACCAAGACCTCCCATTCTAAACCGCTTAA
+AAGTTCCTCCATCTTGTTTTCAATGTTAACGTATTCCTCTTTGCTTATTATTAATTCCTCAGGGTCAGCA
+ATGCACTGGGTAGAAACTACATCCATCAGAGTCCTGTCAGATTCTTCATCAAAGATGGGTTTATTCAGGG
+AGACGTAAGAATTAAGTGGAATGTGCTTTTGCCTGGTAGCGGTTTTAATGGCAGTAATAATCTGACGGGT
+CACACATAGCTCTGCAAAAGCCTTGAAAGAAGTGAGCTTGTTGTTTTTATAATCCCTTATAGCTTTATAA
+AGTCCTATCATTCCTTCTTGAATTATGTCTTCTTTATCAGCTCCAACTAAAAAATAAGTGCGAGCTTTAG
+CCTTAACAAAATTCTTATACCTCTCAATGAGATACTCTAAAGCCAGCTCATCACCCTGTTGCGCTCTTGA
+AACTATCTCCTCCTCCTCCATTTGCTCATAAGCCTGATAGTAATCCTGTTGCGCCCCAGATTTCACTAAT
+ACCGCCCCCATTTGTTATTCCCGCAACCTTACACGTTATAATTATACATTATATTGGTAAAGGTAGTCAA
+GCTAATTTTACTAGTTTTCCCTCATTTGACGAAGCTTCTTTACAGTTTCCTCATCTAACCTATTTTCCAG
+ATTGTCCTTGTAAAAAGTATTCATATACTCCTTTTTGTGCTTTTCAATGTACCTGTTCATCTCCTCGTAA
+AGTTCCCTAGCTGACATCCTAATGGCACCGTGAGCCATGACTACCTGCTGCACAATCCAGTCTGAGCTTA
+CCACTACCACATCCTCTTTTTTGACGAGCTCTACCACTTTCGACTCTATAAAATGGTCTGCCGATTCTCC
+TTCTTTTGTGTACACTACTTCAATGCCATTTATCTCTTCATGCTTTTCCAAACTCCCTTTTACATACATG
+GCATCGAAAACCAATATTATATTTATGCCTGTATATCCTTTAAAATCTGCCAGCAAATCTATTAATTTGT
+CTCTCGCATCTTCCAGACTTCTCTTTGCAATTTCCTTGAGCATCTGCCAGTTGTTTATGACATTATAACC
+GTCTACCAGCATATACAAGGGCATCACGCCTTACCTTGCCTTTTTGATAAAATGTTGTACATCAAAATAG
+AAGCAGCAACAGAAGCGTTAAGAGAATTGATTTTACCCTTCATGGGAATTTTAATTACAAAATCACAATT
+CTCTAAAACCAACCTCGAAATTCCTTTTCCCTCACTTCCAATGACCAGAGCCAGAGGAAAATCGTAATCT
+AGCTCTTCAAAACTCTTCTCAGCTTTTGCGTCAGTCCCAATAATCCAAAGTCCTTTTTCTTTCAGATCCC
+TTATGGTGCTGTTAATATTTGAAACTTTTGCCACTTTTATGTATTCTACCGCACCAGCTGAGGCCTTTAC
+CACTGTGGCATTTATCCCTGCAGAACGCCTTTTGGGAATTATCACCCCGTGCACTCCAAAAGCTTCCGCA
+CTTCTTATTATAGCACCCATATTGTGAGGGTCAGTTATCTCATCTAAAATCAACAAAAAAGGCTTTTCTT
+TCTTCTCTTCTGCATAGTTTAAAATATCCGTCACATCAAAATATTTATACAAAGCTCCAACTGCAACTAC
+TCCTTGATGATTAGGAGTCTGCGCTAACCTCTTCAAGGTATCACTGTCAGCAGTAGAAACTACAATTCCG
+GCTTCTTTCGCCATACCTATTATTTTAGAAATATTGCCACCGGCAGTTTTGGACACGTATATCTTTTCTA
+TTTCCTTACCGCTTCTTATCGCTTCTATAACAGGGTTTCTTCCATATATAATATCGCCATTTCTCATAAT
+TTTCACCTATTCTTCCGTGTATTCCATAGAAAGGCTCAAAAGAAAGTAAAGCCTATCAAATCTTTCTAAA
+AGGTACAAATATCCCACTAATGCTTCAAAGGCAGTGGCATACTTATACTCTTTAACACTTGCTCCTTTTG
+GAACTGTAGAAGCTTTGGCATTTCTTCCCCTTCTCACAATTTCCTTTTCTTCTTCAGTGAGAAGGTCGTA
+AATTCGCTCAAGAGACCTAGCCTGTGAAGATGCCTTAACGTACTTCACAGTTTGCTCATTTAAATGAGCC
+AATTTCATATTCCCTTTCTCCACAATCTTAGTTCTGACATAAAGGCTGTAAACCGCATCTCCAATGAAAG
+CCAAAACAAGGGGGGATAAGTCTAAAACCCCCTTTTCCTTTACAAGAATCATCTTATCCTTTTCCATCTT
+ACTCCCTCTGGCGTATCCTCTAAAATTATACCTCTTTCTTTCAATTTATCCCTTATCTCATCAGCTAACT
+TCCAGTTTTTCTCTTTTCTGGCCTTTTGCCTTTCCTCTATCAACCTGAGTATTTCTTCATCTTCAATCTC
+TGTCTCAGCGTTTTTGTAAGACAGCCCTAATACATCAGAAAGCTTTAAGAACATCTCCAGAATATATTCT
+ACCAATTTCTTAGAAGAATTTCCACTTAAATTTGCATTGGCAGTTTTAGCCATTTCAAAAAGCACAGAAA
+TAGCATCTGCCGTGTTAAAATCATCGTCCATAGCCTCTTCAAACTGCTTTTTATACTCATCAAACTTGAC
+AATCAAATCTTTTTCTTCATCGCTTAACTCCCTGTCTTTGGTAATATTTGCCAAGTGCTTCAAATTGACC
+ACAGCGTTACTAAGTCTTTCATAGGCGGATTTCGCCTGGTCTAGCAAATCAAGGCTAAAGTTTATAGGAC
+TCCTGTAATGGGCCATAAGCATGAAAAGCCTTAAAACTTCAGGGTCATATTTCTCCGTAAGCTCCCTCAC
+TGTAAAGAAATTACCCTTTGACTTTGACATCTTCTCATTGTTCACATTTAAATACCCTATATGCATCCAA
+TATTTAGAAAACGGCTGGTCATAGGCTGCTTCGCTTTGAGCGATCTCATTTTCATGGTGAGGGAAAATTA
+AATCTGGCCCTCCTGCGTGAATGTCCAAGGTCTTCCCCAAATACTTTGTAGACATGACAGAGCACTCAAT
+ATGCCAGCCAGGCCTTCCTTTCCCCCACGGACTGTCCCAAGCAGGTTCTCCGGGCTTTTGAGCCTTCCAC
+AGTGCAAAGTCTAGAGGGTTTTTCTTTTTCTCGTCTATCTCCACCCTTGCACCCGCCATCAGTTCATCTA
+TATTTTTATGAGAAAGTTTCCCATAATCCTTAAATTTAGCCGTTTCAAAATACACATTGCCGTCTACCAC
+ATATGCATACCCTTTGTCAATGAGTATTTTTATGAATTCAATTATGTCATCTATATGCTCTGTGGCCCTG
+GGGTGAACTGTAGCTCTCTTTATCCCAAGAGCATCTGCATCTTTAAAATACTCCTCTATGAACCTTTCTG
+CTATTTCCTTTTCTGTAGTATTCTCCTCCTTCGCTCTATTTATTATCTTATCGTCAATATCTGTAAAATT
+TTGAACGTAGTTTACAGTGTAACCCTTGTACTCCAAATACCTTCTCACAGTATCGAAGACGATAAAAGCT
+CTAGCATTCCCTATGTGGATGTAATTGTAAACTGTAGGCCCACAGACATACATGTTTACCACTTTATCCT
+TCAAAGGCTTAAATTCCTCTTTAGTTCTAGTCATTGTGTTATACAGCCTCATCTTCCTCATCCCTTTCCA
+TTAAAATTTTTTCAAGCCTCTCTATCCTCTCTCTTAACCTTCTTAGCTCTTCCTCTACAGGGTCAGGGAG
+CTTGCCATGTTCCAGGTCCACTTCATAAGATCTTGCTATGCGTATGTTGTCTTTTTTGACGCACCTTGCA
+GGAACGCCAACTACAGTGCTATTTGGGGGCACATCTTTTAAAACGACAGCTCCTGCTCCTATTTTTGAAT
+TTTCCCCTACCACAATAGGTCCCAAAACTTTAGCTCCACTGCCTATAACTACATTGTCCTTTATCGTAGG
+ATGCCTTTTTCCCTTTTCTTTACCAGTACCTCCCAAAGTCACTCCTTGATATATCGTCACATTGTCTCCA
+ATTTCCGTAGTCTCTCCTATTACAACTCCCATGCCGTGGTCTATGAAAAATCTGCGCCCAATTTTTGCAC
+CTGGATGTATTTCAATGCCTGTCAAAAAACGGTTTATATGTGAAATCAACCTCGGCAGCAGTATAAAACC
+TTTTTTATAGAAGTAATGGGCAATTCTGTGAAGTATTATGGCGTGGAGCCCGGGATAACACAGTAAAACC
+TCCAAAACGCTCTTTGCAGCAGGGTCTCTTTCAAAAACTACTTCAATGTCTTCTTTTAAAGTTTTAAACA
+TGCAAAACACCTCCTTAAAAATTTACCCCCCTCATCTCAGAGACGAGGGGGGCCTCCCGCGGTTCCACTC
+TGCTTGAGCATAACGCTCCACTCATTTAAGATAACGGCATAAACCGGTAACCCCCTACTAAAACTTCAGG
+GATACAAGCTCGAAGACGCACTTCTTATGGCACATCCTTAGAGCCACTTCCAGCCCACGATGGCTCCTCT
+CTGGAAGGCTTGTGCCATAATACTCTTCTTGTCATCGCCTTTTACTCTATTAAGTTTAAAACTCTGTCAA
+GCCTTTTTACTACCCTATTCTTCCCCAAAAGTGCGAGGACTTTTACAAGCTCAGGGCCGTGCTCTTCTCC
+CGTTACTGCTATCCTTATAGGCATGAAAAACTCTTTTCCTTTTACCCCAAGCTCTTTCTGAGCTTTCTTC
+ATCCACTCCCTAACATCATCCTCAGTAATTTCGCTCTTATCCTTCAAATAACCTTTAAAAGCCTCCAATA
+CTTTTATAGAATTGGGACTTTTTAAAAACTCTATCATTTCTCCAGTGTAATCTACTTCTTCAACAAAGAA
+AGTCTTTGCCATGTCTACAATTTGAGCTACATAAGATAGTCCATCTTTATAGAGGCTTATCACATCCTTT
+AGCCAATTATACCTCAACTCGTCTATTTCGTCAATGTAGCCTGCTTTCTTAAGATGAGGAATTGCCAAAT
+CCACAATCCTTTCTACAGGGCTTTTTTGTATGTACTGCTGGTTCATCCAGTTTAACTTTTCAATGTCAAA
+TACTGGATTTGATTTGTGAATCCTCTTAAAATTGAACTTTCTTATTATCTCTTCTTTTGACATCAATTCC
+ACATTATCCTCAGGATACCAGCTCAAAAGTGATAAGAAATTAAACATGGCTTCTGGCAAATACCCTAATT
+CCCTGTACTGACCTATGTAGGTATGGCCGTGCCTTTTGGAAAGCTTTGTCCTATCAGGCCCCAATATCAA
+AGGAACATGAGCAAACTTAGGAATCTCAAATCCTAAAGCTTTATATATCAAAATCTGCTTTGGAGTATTG
+TATATGTGGTCTTCCCCTCTTATCACATGGGTGATTTTCATTAAAGCATCGTCAATCACCACAGCAAAAT
+TATAAGTTGGCATGCCGTCAGACTTTATAATCACCATGTCTCCGCCTAATGTGTCACTTTTTATTGTAAT
+CTTTCCCTTTATCATGTCTTCAAATTCTATGACTTCATCGTCTGGCACCATAAACCTTATGACAGGCTTT
+CTTCCTTCCCTTATAAAAGTTTCTTCCTGCTCTTTTGTGAGGTACCTACATCTGCCAGAATAACGGGGGA
+TTTCTCCCCTCTCTATCGCTTTCTTCCTGTCTTCTTCCAGCTCTTCTGGCGTGCAGTAGCACCTGTAAGC
+TTTTTTCTCTTCAATAAGCTTTTGAGCAAATCTGTGGTAGATCTCAAGCCTTTCACTCTGCCTGTAAGGG
+CCATATGGACCTGGTTTATCTGGCCCCTCATCCCACTCTATGCCCAGCCACTTTAACTCTTTGAATATTA
+ATTCTTCAAACCCCTTTGAAGACCTCTCTAAATCAGTATCTTCAATTCTTAATACAAAAGTAGCTCCTTC
+GCTCCTCGAAAAAAGATAATTAAAAAGAGCTGTTCTCATGTTACCTATGTGTATCGGTCCTGTAGGGCTT
+GGTGCGAATCTCACCCTAAATTCTTTCATTTTTGTCACTCCATCCTCGTTTGTTGTTTGATTTAATTATA
+ACAGATTTTATGCTCATTTAATAGATGAAGTGACAATCCTATTTTAAATCCACATATTTTACAGTCACAG
+TTGGAATCGCCGTTAATTCCTCTGCTAGCTCCTCCATGAATTTTTTATCCCCTCTTACATTTAAAGTTAT
+AATCCCACTGCCGTTTTGAGAATCATGTATTCCAAATCTCGCAATTATATTTTCTCCATGTTTTGTAAGC
+ACCTCTTGAACCTTCACTCCAAATTCGCTCCTGTTGTCCACGCTTATCCCTACGATGTACAATGACACAA
+CCTTCACCCCATTTTTATCAATCTTTTAACAAATATTTTTTCACTGTAAAAGAATTTTATGCAAAAAAGA
+GCTCATGAGAGCTCTCTCAACTTCTCCTCTACAATTTGTTTTACTCTTTTTACCACCTCTTCCACCTTTA
+CTTCTTCCACTTCTTCTCTTTCTCTTAATTTTATTTCAACAATTCCTTCTTTTACCTTTTTGCCTATAGT
+TACTCTTACAGGTATTCCTATCAAATCTGCGTCATTAAATTTAACGCCAGCTCTTACATCCCTGTCATCA
+ATCAAAACCTCTAATTTCTCTTCAAGCAACTTATTGTATATCTTTTCTGCAATCTGTTTTTGCTCTTCAT
+CTGATACATTCACAGGTACTACAATGACATGATAAGGCGCTACACTCATAGGCCATATTATGCCTTTTTC
+ATCGTGGTGCTGTTCTATAATTGCAGCTACAGTTCTGTTAATTCCAATGCCGTAGCATCCCATTACAATT
+GGCTTTTCATTCCCTTCCTCATCTGTGTAAGTAGCTCCTAGCGCCTCGCTGTACTTTGTGCCTAGCTTAA
+AAATATGACCAACCTCAATTCCTCTAGCAATTTTAAGAGGAGCACCACACCTTGGGCACCTATCTCCTTC
+TACGACGCTTTTAATATCTGCTACGATATCGCCTTTAAAATCTCTGCCATAATTTACATTTTTTATGTGG
+TAATCTGTCTCGTTGGCTCCCACGATAAAGTTCCTCAACTGTGGTATTTCGCTGTCTACAACTAAAGTCA
+CTTCTCCTTTCAATCCCAAGGGACCAGCAAAGCCCACCTTCGCCCCTGTGACTTCTTCCACTAAAGCTCC
+ATCAGCCAATTCCAGTTCCTCTTCCCTTATGCTCAAAACATTCAAAAGCTTTGTCTCGTTTATATCTCTA
+TCGCCTCTAACCAAAGCTGCTACAACTTTGCCTTTTGCTTTGTATATGAGAGTTTTTACAAATTTGCTAG
+GAGAAATTTTTAAGAAGTCTACCAGTTCTTCTATAGTCTTGACATTGGGAGTATAAACTTTTTCAATCTC
+AAGCATCTCCTCATCCCGACTTTCTATTAAACACTCGGCCTTCTCCTCATTGGCAGCGTATCCACAGCTG
+TCGCAGTAAGCTATCACCGCTTCTCCAACACTGGATATCACCATGAATTCTTTTGAATCTCTTCCTCCCA
+TGGCTCCAGGGTCGGCTTCCACCACCAGATATTTAAGACCACACCTGTCAAATATTCTGCAGTACGCCCT
+GTACATTTTATTAAAAGATTCGTCTAGTCCTTCCCAATCAGCATCAAAGCTGTAAGCGTCCTTCATTATA
+AACTCTCTGCTCCTCATCACACCAAAGCGCGGACGCCTCTCGTCTCTAAATTTAGTTTGAATCTGGTAAA
+GTATGAGGGGAAGCTGTCTATATGATTTCACTTCATTTCTTACAAGGTCTGTAAAGACTTCTTCGTGAGT
+TGGTCCCAAACAAAAATCTCTCTCATTTCTGTCTTTAAGCTTAAACATTTCGGGTCCAAACACATCCCAT
+CTTCCCGTTTCCTTAAAAAGCTCTGCAGGAATCAAAGCAGACATCAAGACTTCCTGACTTCCTTCTCTGT
+CCATTTCTTCTCTAACTATCTCTTCCACTTTTTTTAGTACTCTTTTTCCTAAAGGCAGATACACATATAT
+TCCAGCTGCTAATTTCCTCATCAATCCTGCTTTTAACATAAGGACATGGCTTGGAATTTCAGCATCAGCA
+GGAACTTCTCTTAAAGTTGGCATTAGTAACTGTGACAGTCTCACTCTCTTTACCCTCCTATGTACGAGAT
+TTTTTAAGTAGATTGTATTTTACGGCAGGTTATATGTCAATACCTTTCCTCCAGTAATACTACAGCATAA
+GCCTTTATGCCTTCCTCTCTTCCTGTAAATCCCAATCCTTCCTCCGTCTTTGCTTTGACATTCACTCTTT
+CTTTGCTAACACCAAGCAATTCTGCAAGGCTTGTCCTTATTCTGTCTTTATAAGGAGAAAGCTTGGGCCT
+TTCGGTTACAACTATGCAATCCACGTTGTTCACAACATAGTGCTCACTCACTAATTCCAACACCCTTTTT
+AAAAGTATTTTACTGTCTACTTCCTTATAGGCCACATCTGTATCAGGAAAATGTTCTCCAATATCTCCCA
+AACCCGCAGCTCCCAAAATCCCATCAATTAAAGCGTGAATAAGAACATCTCCATCAGAATGCCCCTTTAA
+CCCTTTTTCAAAGGGGATTTCTATCCCTCCGAGCATCAATTTTTTTCCTTCTTCAAACCTGTGGACATCA
+TATCCTATCCCTACTCTCATTTTACCCATCCCTCATTTTAAAGTTTCCTTCCTCATCCACTTCTAAAGTA
+AATTCTGCCCCTCTTGACAGGCGAGAGGACTTAAATTTTTTCTCTACGGTTTTTTTATTAGTCTCAATAT
+AAAATTCAGACATCCCAGGCTCCTTTATTGAAATTTTATAAACTCCTTCCGGCTCAAAGCACACATGCCA
+ATTGTACTTTCCAAACACATCGTAAGTTTTTATTTTTTTGCTTCTATCAAGCACAACAATCTTCTTATCC
+GTTATAATGCTCAAGTATGAAATAGCCTTCTCCAAAAGAGATATGGAAGGTTTTTCTCTAATACCCAAAA
+TCTCCCCCAAATAAGAGACAGAATCTTTCAAGATTCCTATGTGACTTGATTTCAGCACAATTTCCTCGCC
+GTTTATCCCCAAGGCGCTTTTTGTCAAAACTGTCCCATCCCCTTTGTCATCCCTTATAACCCCGACAGGC
+TTTCCATCTGGCCACACCACTTCGCTCTCAGACTTTTCCACCTGAATGAATTTATTAGTATAAACGCCTT
+CTCCAGCAAAAAGATAAACACTTCTCACCCTTTCATACAATATGTCCGCCTTCTCATTGAGGTCATTTAA
+AAAATCGTTAATCACCTTCATGTATTCGATATTTTTAAACAATATCTTCTCATACCTTACAGGATACATG
+AAAAGATAACTGCCGTACTCTTTAGAGGGCATCAAATCCTTTATTGACGGGATGTATTTTCTTATCACAG
+TTACCGCATCTTTTTCTCCTTTAATCTTAGAAAAAATCCACAAAAATCCTCTAAAGAGCATATTTACAAA
+ATCCTCATCATCTGGAGGTACTGTTCCGCCTTCCCAACCATAATATGCATTGGCAGCGCCGAGATTAGGC
+GTACCCAAAAGTATCAGCTTATCCACGTCAAACTGGTACTTATCGCTTTGAAGGTAACTTCTTGCTAAAA
+GCCCACCCATGCTGTGACAGACGAGGTCTACTTTGCTGCTTCCTGTCTTTGCCTTTGCCTCTTCAATCGC
+CAGTATAAGCTTATCAACAGCATCAGGTATTTTTCTCCACCATTCATAGTAGCATACAAATAAGTTCTTA
+TTTTCTACTAAGCCTATCTTTTGCAAATCTTCTATAAAAGGTGCATATATGTTAGCCGCTGGCCCAAAGC
+TCCATATCTTGCCTAAAGGCGTTGGAGTAAAAATAGATCCAAATATTCCGTGTAAAAAAACCACAGGATT
+ATTCATAGATATCACCCTCATACAATTTAGTAGGTAACAGTCCTACTAAATTATATGAGGAAACTCAAAA
+AAGGTTATTTTCTCAAAAAAAGTTCTGCCACGACCAAATCTTCTGGAGTAGTTATTTTGATATTTTTATA
+ATCCCCTTCCACTAGTTTAACTTTAAATCCCATCCTTTCCACCAAAACGCTGTCATCTGTACCCAAAAAG
+CCCTCTTCAAGAGCTTTCCTGTGAGCTTTCACTATCAATTCTTTTTCAAATACCTGGGGAGTTTGAATAG
+CCCACAGGTATCTCCTGTCAGGAGTATCTAAAATGAAATTATCTTCATCTGCCACTTTTATGGTGTCTTT
+CACAGGAACTCCAACAGCTGCAGCCTTGTAAAGATAAGCTGCTTTTATAGCTTCCATTATAATCTCTTTA
+GTCACCAAAGGCCTTGCTCCGTCGTGTATAGCGACAATTTCACAATCTTTATCTACCACAGAAATTCCGT
+TGTAAACAGAATACTGCCTTTCTTCACCCCCCTTTACAATTTTAAAAGGCTTATTCCAATAAAATTTCTC
+CAAGACGTTCTCCTGACAATACTCCGTCTCTTCTGGAGAAGTGACCACAATTATTTCTTTAATCCATTCA
+ATTTCATCAAATGCCTTAATAGAGTAATAAAGCACTGGTTTACCTGCAATTGAAAGATAAACTTTATTCA
+AACTTTTATTCATTCTAGTGCTTCTTCCAGCGGCTACTATTACAGCGCTCACATTCATTTACTATCCCTC
+TTATAAAATATTCTACAAACCAATTATACCATTTTCTAAACAAAAAAACACAGGAAACCCTGTGTCAAAT
+CGCTTTTTCCTGTTCTGCCTGCTTTGGCTTTGCAAATATCATTCTTCCTGCAGCAGTCTGCAAAACGCTT
+GTCACAAGCACCTCAATAGTGCTTCCAATAAATTTTTTCCCTCCGTCCACCACAATCATGGTTCCGTCAT
+CTAGATAACCCACTCCCTGCCCTGCTTCTTTGCCATCTTTTATTATCTGCACCACCATTTCTTCTCCCGG
+CAGCACAATGGGTTTTACTGCATTGGAAAGCTCATTTATGTTGAGGACAGGTACTCTGTGAAATTCTGCC
+ACTTTGTTTAAATTATAGTCATTTGTGATTATCTTGCCCTTCAGCATCTGAGCTAGTTTCAAAAGCTTTG
+TATCCACTTCTGTAGCATCTATATGCTTATCCACTATCTCCACTTTTATGTTAAGCTCATTCTGTATCCT
+ATTTAGTACATCCAATCCCCTTCTTCCTCTGTTTCTTTTTAAAGTATCAGAAGAGTCAGCGATGTGCCTC
+AACTCTTCTAGTACAAAAGACGGTATGATGAGCGGCCCTTCAATGAACCCAGTCTTGCATATATCAAATA
+TCCTCCCATCAATAATGACGCTAGTATCCAAAATTTTGGGTATTCCACCGTATTCATTTTTATTGCCCTT
+CTGAGACCCCAATTTTTTCATGAAAGAAAAAATATTCAAAAGCTCTTCTTTTTTCTTGAGAGAAATCCTT
+ATCCCCAGGTAACCAAGAAATAAATTCAGCAGTATAGGAACTATTTTCCCAACTATGAAAATCGGATACA
+AGGGAGCACTCAGCAAATTCGCCACGATAAGGCCTATTATCAAGCCAAAAGCCCCTATCAAAATCTCGTC
+AATCGGCATATTCTGCAATTTCGCTTCCAGCCACTGCTCAAAGTCTCTTGCCCACTTTATGAAAACAGGT
+GACACTATATAAAATATAATTCCGACTATAAGAGTTCCTGCCCCATAAATTATCGTGGTAGTCAGGTAAG
+GCAATTTACTTGGTACAAAACTTTGAAATACGCTTAAACTCAATAGAAATTTTACCAATTCAAAGCCCAA
+CGCTAATCCTAATATACCTATAACTCCTCTTGCAATTTTATAAAACACCATCTCACCTCCTATCCTATAT
+TATTGGCTATTTTTTTAAATATTATAAGCAAATTGGAAGAAAATTTGCCAAAATTTTTACATGAATAATG
+AAGGGCTTACCTTCAGTATACTACTTATGTGGAGCAATTGTCAATTTATGTGTTAAGATACAAATGATTA
+AAATTGCAATTAATACTATGAAATGCCATTCTAAATATTGACATGCATCATCTTTGAGTCTATAATAAAA
+TCAAGAAAACCTAAAAAGAACGGGAGTGGACCAAAATGAAAGACATTATTGTAGACGACCTCCAAAACAC
+AGTAGATGAATATCTTTTGCGCCACAGAAGCATAATAGACATTCTCACTAAAATTCAAGAAAGCAGTGCC
+CGTATAAACAGAGCAGTAGCGAAGTCGGTGACCGAATGCGGTTGCATAAGAATAAATGCCAGCAAGCAGG
+AAACTCCTCCTGATGCCACTTTAGAGGATGCCCGCAAATATTTTAAAACCCATGTAGAAGGTCAGCTCTG
+TGAAAATTGCAAAGAAGTGCTGGAAGCTGAAATAGGCAATAACATCTTCTACATAATCGCTTTATGCAAT
+GTATTAGGCCTTAATTTTTACGACATACTCCTTAAAAAGCACAAAGAGCTAAATACTCTAGGAATTTTTA
+ACATGTTATAAGAAGCGCCTTTTAAGGCGCTTTTTTTACAACCCTCTTACAAATTCCATTACCTCTTTTA
+TATCTTTGACCTTTATTACCTCAATCCCTTCTTCTTTGGCTTTCATATGAGGTATAAAAACCTTAGAAAA
+CCCCATCTTTTTAGCTTCGTTGATTCTCTTGTCAATATTGCCAACACCCCTTACTTCTCCAGCTAAACCT
+ACTTCTCCGACGAAACAAACATCCTCTGGCAAAGGGATGTTATAATATCCTGACAAAGAAGCAGCTATTA
+CGCCCAAATCGGCTGCCGGCTCCTGAATTTTTATCCCCCCTGTCACATTTACATACGCATCAAAATTTGA
+AAAATTAAGCCCCAATCTTTTTTCCATTACCGCAAGAAGCAGAATAAACCTGTTGTAATCAAAACCTGTC
+GCCATTCTCCTCGGCATACCAAAAGATGTGTAGCTCAAAAGCGCCTGAACTTCCATCAAAATAGGGCGCG
+TCCCCTGGAGAGAAGACACAATCGCTGTACCGGCAACCCCTTTAGGCCTGCTCATCAGTATAAATTCAGA
+GGGATTGCGGATTTCCTCAAGCCCTTTATCTTGCATCTCAAAAACTCCTATTTCGTGAGTTGCTCCAAAC
+CTATTTTTAACAGCCCTTAACACTCTAAAAGAATGGCTGGCATCGCCCTCCAAATAGAGAACCGTGTCCA
+CCATGTGTTCAAGAACCTTGGGCCCTGCTATAGCTCCTTCCTTTGTGACATGCCCTATCAAAAAAACGCT
+TATATTTTTTTCTTTCGCAATAGCCATAAGCTTTTGAGAAGCGTATCTCACCTGAGAAATGCTGCCAGGT
+ATTGTCTCACTTTCCTCTGTGTACATGGTCTGAATAGAATCTACTATCACAAAATCCGGACGTATCTCTT
+CAATTTTTTCCTCTATCACATCTATATTCGTCTCACACAAAAGGTATAAATCCTGCCTCTCTTTTAAAAT
+TCTATCAGCCCTCAGCTTGATTTGCTGGGGGGATTCCTCACCAGATACATATAACACCGTAAACTTTTCT
+GAAACATTTCCAGCTACCTGAAGCAAAAGCGTTGACTTCCCTATCCCTGGGTCTCCTCCTATGAGCACCA
+AGGAACCTCTTACAATGCCGCCCCCTAGTACTCTGTCAAATTCTTCAATACCTGTCTTTATCCTCTCTTC
+TTCAGAAGATACAACCTCTCTTAACAAGTATAAGTTTTTGCTATTCCTGCTTTTAACCTTTTTTTCTTTG
+AAATCCCCTACTATCTCTTCATCAAAAGAATTCCAGCTGCCGCAATTAGGGCATCTGCCCAGCCATTTAC
+TGCTCTCAAATCCGCATTCTCTGCATACAAATTTTGTGGTCGACTTCTTCATCTCTCCACCATCTTTCAA
+AAATGCTTTGCTTGTTTAAATTATACCACTTAAACTTCTCCCTTTAAAGTTAAATAAAGAAGTAACCCGT
+TCAATATCATCACAAAAGAGGCCACTAACACTCCCATAATCCTCTCCAAAGGCGTATCAGCAAATTCCTT
+CATAAATTTTTTATTAGAGGTAATAAGAAGGAGAGGGATGATAGCCATAGGCAGTTCAAAACTTAATACC
+ACCTGACTCACTATCAAACTTTTCAACGGATCAATTCCCAGAGCAATTATTGTAATAGCTGGAACCATTG
+TGACAAGCCTTCTTACATTAAGCGGAATATTAAGACCTACAAATCCTTTCATTATCGTCTGTCCTGCCAT
+AGTCCCTACTGCAGAGGAAGAAAAACCTGACGCCAAAAGAGCAATTCCAAAAGCCCAGCTTGAGAAGACC
+CCTAACAGCGGTTCCAGCGTTTTATGAGCTTCTTCTATGGATTCAATGACAATACCGTTTTTGTAAAAAA
+CTGCCGCTGACACTATAAGCATTGCTGCATTTATTATAAACGCTGTGTTCATAGCAACAAGTATATCTAT
+TTTCTCCATTTTTAAATGCTCTTTCTTAGCCTGTAGACTGCCATCCTTGTTTCTGTACTGCACTAATTGA
+GAGTGCAAATATATAACATGAGGCATTACAGTAGCACCCAATATACCTACGGCAATCAGCATAGCGTCTT
+TATTGGGAATAGAAGGAATGAAAGTATGGTATAAAACTTTGCTCCAATCAGGCCTTGCAATAAAAAGCTC
+AAAGGCGTAAGCAAGACTTATGACTGCCACTAAACCAAAAATAATACCCTCCACCACTTTCTGCCCATAT
+TTTTCCATGTACACTATTGCAAATGTCACCACTCCTGTCAAGAAAGCAGCATACGTCATGGGAATGTGAA
+AAAGCAAGTAAAGTCCCATAGTCCCCCCTAAAAATTCTGCAAGGTCTGTAGCCATAGCAGCTAATTCTGC
+CGTTATCCACAAAAACCAATTCCACTTCCTCGGAAATATTATGCTGCACATCTCTGGCAAATTGTATCCT
+GTGGCAATACCGAGCTTTGCCGACTGTATCTGCAGAAATATGGCTATGACATTGCTCCAGAGTATGACCC
+ATATCAAGTGATAATCAAAAAGAGAACCTCCGCTTATGTTTGTCGCAAAATTCCCCGGGTCAACATAGGC
+AACGCTCACAATAAAAGCGGGTCCTAAATATTTTAGAAATTTTTTTAACTCTATTCCCAAATACAAATTT
+TTTCTTCTTTGAGACGCAATTTCCCTCGTCTCCAACAAAATCCCCCCTCATCTTAAAAAACACACCAGCT
+CACTTTACTAACAATATGTGCTTTTATTTGTCCTTGTGCAAAAAAATAAAAAAGGCCTAGCCAGTCGGCT
+AAGCCTTTTGAACCACATCCTTTTTGACAAACTTTATCTTTCCATCTTCAGCTGTGACGATGAGCTCATC
+ACCTGGTTTGACTTCTCCCTGAAGCATCAATTCAGACAGCTGATTTTCTACAATCCTCTGTATAACCCGT
+CTCAAAGGTCTTGCGCCGTAGTTGGGGTCGTAACCTTGTTTGATGATTTCTTCTTTAGCTTCCGGAGTAA
+ACTCTAGCTTAATGTTGTTTTCCTCTAACCTCTTATTCAATTCCTTTATCATTATGTCGGCAATCTTCTC
+AATGTGCTCTTTAGAAAGCGGATGGAAGACAATTATTTCGTCTACCCTGTTTAAAAACTCTGGTCTGAAG
+GTTTTTCTAAGCTCTGCCATCAATGTCTCTTTGATCTTCTCAAAAGAAGCCTTGTCCTCTTTTTCCTGTG
+GCATAAATCCAAGTGTAGTCTGCTTCTTCAATAGTTCTGCACCGACATTTGATGTCATGATTATAACTGT
+GTTTTTGAAATCTACAGTCCTTCCCTTAGAGTCAGTCAACCTTCCGTCTTCAAGTATCTGGAGGAGAATG
+TTGAAAACATCTGGATGCGCTTTTTCAATCTCGTCCAAGAGTATCACTGAATAAGGTCTCCTTCTTACTT
+TTTCTGTAAGCTGTCCTCCTTCTTCAAAGCCCACATAACCTGGAGGAGAGCCTATGAGTTTTGAAACTGT
+ATGCCTTTCCATGTATTCTGACATATCTAATCTTATCATGGCATTTTCATCGCCAAACAGAGCTTCTGCT
+AAAGCCTTACTGAGCTCCGTCTTACCAACACCTGTAGGTCCTAAGAATATGAAGGACCCTATCGGCCTTT
+TTGGATCTTTTAACCCTACTCTTGCCCTTCTTATAGCCTTTGCCACTGCCTCTACTGCTTCGTCCTGTCC
+GATTACTCTTTCATGCAGTATTTCTTCCAAGTGTAAGAGTCTCTCTGACTCTTCTTCTGCTAGCTTCTTC
+ACAGGTATTCCAGTCCACATGGATACGACTTGGGCTATTTCTTCTGGACCAACGCTCTTTTCTTCAGAGA
+GAGAATTCTGCTGCCATTTAGCTTTTAATTCCTCCAGCTGTTCTCTCAATTTCTGTTCTTCGTCCCTTAT
+TTTAGCAGCTTTTTCATATTCCTGAGTCCTTATAGCTTCTTCTTTTTCCTTTATGAGGTCGTTAATCTTG
+TCCTCCAATTCTTTTATCTCAGGAGGAGCAGTGACGGTTTTTAATCTCACTCGAGAGGCAGCTTCATCTA
+TCAAATCAATCGCCTTATCTGGAAGGAACCTGTCTGTGATGTACCTGTGAGAAAGCTTTGCTGCTGCTTC
+CAATGCCTCATCAGTAATTTTAACTCTGTGGTGAGCTTCATATTTGTCTCTTAGCCCTTTTAGTATTTCA
+ATCGTCTCTTCTACAGTAGGCTCTTCTACCATTATGGGTTGGAATCTTCTTTCTAAAGCCGGGTCTCTTT
+CCACATATTTTCTGTATTCATCCAATGTGGTAGCACCAATTACCTGAATTTCTCCTCTTGCCAGAGCAGG
+CTTTAAGATGTTGGAAGCATCTATTGCACCTTCAGCAGCTCCAGCACCTATTAATGTGTGCATCTCATCT
+ACAAAAAGTATAACATTTCCTGCCTTTATTACCTCATTTATTACAGTTTTTAATCTATCTTCAAATTCTC
+CTCTGTATTTAGTTCCAGCAACCAGTGAAGCTAAATCTAGGGTAACCACTCTTTTATCCTTTAATATCTC
+AGGAACTTCACCCTCGACAATTTTTTGAGCCAGTCCTTCTACGATGGCAGTTTTACCAACTCCCGGCTCT
+CCTATGAGCACAGGATTGTTTTTTGTCCTCCTGCTCAAAATCTGTATTACCCTTTCAATTTCCTTCTCTC
+TTCCTATCACAGGGTCAAGTTTTCCGTCTCTTGCAAGGTCAGTCAAGTCTCTTCCAAACTGATTGAGAGT
+AGGAGTATTGGTGTTTTTAGCTTTTGAAACTTTAGAAGGCCCAGCTGCTGGTTCCTCGCTTAGCATTTTT
+ACAATCTCTTCTCTCACTCTGTTAAAATCTATTCCCTGCTCCATTAAAATCCTTACGGCAACTCCTTCTC
+CTTCTCTTAAAAGCCCAAGCAAAATGTGCTCTGTGCCCACATAGCTTGTGTTAAATCTCCTGGCTTCACT
+CAAGCTAAGTTCCAGAACCCTTTTAGCTCTCGGCGTATAGCCTACTACATCTCCAGGAATGTTCCCCATT
+CCAATTAAAGAAAGGACTTTTTCTCTTGTAGCCTCATAAGTCACTCCCAATTTTTTTAAAACTCTTGCTG
+CAATCCCTTCGTCCTCTTTAAGTAAACCTAATAGGATGTGCTCTGTTCCAACATAGTTATGGTAAAAAGA
+CCTTGCTTCCTCTTGAGCTAGATAAAGAGCCTTTTGAGCCCTTTCTGTAAACCTGCCAAACATGGCCATA
+TTAACACCTCCCGAAATTATTCTTTTTTATTTAACTGAGTGGACACATATTCAGCTCTTTTCACATCCCT
+CTCATAAGGGTTAAGTTGCATGCCGTAAATCTTCTGGAGATTAGCAGGCTGTATTTGAGTGGTGAGTCTG
+TCGAGTTTATCAAGGTCCACACTTAATATTCCCAAAACAATCCCAAGCCTTACGTCAGACATCAAAGTCA
+TGTACTCTTTGGTGGACATCACTTTGGCATGAGACAAGATACCAAATGCTCTTCCTACTCTGTCCTCTAT
+CTGAACTCTTTGTTTTTTGTAAAGTTCCTCCCTTGCTCTTCTTTCGCTTGAAATTATCTGTTTAGCAACT
+CCTTCGATATTTTCTATTATCTCTTTTTCACTCTGCCCCAAAGTTACCTGATTGGAAATCTGGTATATAT
+CTCCTAAAGCTTGAGTGCCTTCTCCGTATATACCCCTTACTGCCATCCCTATTTTAGAAACAGAATTTAG
+AATATTGCTTATCTGCCCGGTTATTGTTAAAGCTGGAAGATGTACCATAACTGAAGCTCTTATCCCTGTG
+CCGACATTTGTAGGGCATGAAGTTAAGTATCCTATCTTTTCGTCGTAAGCATAGTCAATCGTCTCTTCAA
+TTAAATCATCAATTTTGTCAGCCATATCCCAGCTCTCATCAAGCTTCAAACCCGGCAGAATGCATTGTAT
+CCTCAAATGGTCTTCTTCATTTACCATGATGCTCACAGTATTATCGTCTTTTATAAGAGCATATCCGGTT
+TTTATATTTTGAGAAAGGTCAGGGCTTATAAGGTGTTTTTCAACCAATGCCTGCCTGTCTAAAGGGGTCA
+ACTTTTTCATCTCATACTCCGTAAATTGGGTGGATAGGATAGTATTGCTGCCTAGAATTGCCTTCCTGGC
+GAGCTCAATGACTTTTTTGCCTTGTTCTTCAGTCATGACAGTTGGAAAAGGAATGTCTTTTACATTGCGA
+GCCAACCTAATTCGACTGGATAACACTACGTCTTTATCATATTGTAGCATGTTCTCACCTACTTTCCTAG
+TTCTTTTTCCAGTTCTCTTATTTTATCTCTGAGCTCTGCCGCTTTTTCATAAGCTTCTTCTTTTATGGCT
+TTTTCAAGCTGCTGCCTTAATTCCTCAATCTGCCTCTTTACTCTCATCTTACCGCCGGCTTTTTTAGGAA
+TTTTCCCTCTGTGTTCAGTGCTACCGTGTATTCTGCGTATAAGAGGATTTAATTCTTCTGCAAAAGCTGT
+GTAACAATGGCTGCATCCAAGTCTCCCAATCCTTTTAAAATCCTCGTAAGTCATTCCGCAGTAGTTACAC
+TTCAAGGGCTTTTTCGTAAAATCCTCTATTCCGGGCAGAAAATCCATCAACCCGGAGAGGAGGTTTTGCA
+CTGAAAACGGAGTAAAGCTGGAGAAGACTTCTGTATTCAAAATTCCCTCTTCAGCAGCACATTGGTCACA
+AAGATGCATTTCTGTCTTTACGCCATTTACTATCTTAGTATAGTGAACAGTAGCAGGCCTTATCTTGCAT
+TTATCGCACATCATAAGAATCCCTCCTCTACTTGTGGCGGGCAACTTCCATTAAAAAGGCCTTTAAAAGT
+ATTGCCCTTAAGGCGTTCTTCTCTTCCTGCGAAAAAGGAAGAATTTTATCATTCATTACAGCTTTCATTA
+AACTAGCCTCTCTGGCCGTTATGAAATTGTGGTCCAGCAGTGCATCAATATAATACTTGGCTTTGCTCTC
+AGAAATGCTATCTCCTACATTTTCTATAACCTGATTTATCCAGTTATTTGAAACAGAAGCTTTGTAGATT
+TTGATGTATCCGCCGCCACCTCTTTTGCTCTCTATGATGTAGCCTTTGTCTATAGTAAAGCGCGTTTCCA
+GTACATAATTTATTTGAGATGGCGCACAATTGAACACATTTGCCAATTCATTCCTCTGAATTTCCACATA
+ATGCTTCCCTGCTTCCTCCATCAACTCTTTAATGAAATTTTCAATCAAGTCACTAAGCCTCGCCATCCCC
+ATCACCACATTTCCTGCGTATTTTACTTTGACTTTCTTTGACTTTCACTTATATTTTTTCACTTTTCCTC
+TCCCCCGTCAATTTCTTTTTTGGCTTAAAACAAGCCATTTTTGCTAGTATTTTCATCGAATAATAAAAAT
+ATCTCTTTCATTCTAAAATTTTCTTCAATTTTCATTCATTTTCATAGTTTTCTTCCCTTTCATCCAAGGT
+TTCCTGCACCTCTTCCTGGTTTAGGAGGTTAGAAAAATTGCTTTTATTCTTAAATGCCTTTTTATTCGAA
+ACTTCATATACTTCTTCTTCAAAAAAACCTGAGCGAAGGGATTTGTAAAGTTTGCCTTTAAAAAATTTTT
+GACCTTTCTTCATACCACAACACCTCTAATCAAATTTAGTAATTCTAGAAACACCTGTATTAATTGCTTC
+TTTTGCAACAGCATAAGCCACATTCTCAGCTACCCTTTTATCAAAAGGCTTCGGTAGTATGTATTCACTC
+GAAAGTTCCTCTTCTGAGATAGTATTAGCTATAGCATACGCTGCTGCAAGTTTCATCCTTTCGTTTATAG
+TAGTCGCCCTTACCCTCAAAGCACCTTTAAAAACTCCTGGAAAAGCCAGCACATTATTGACCTGGTTAGG
+AAAGTCAGACCTGCCCGTCCCCACCACATAAGCTCCCGCTTCTTTTGCCTCTTCAGGGTGTATTTCGGGA
+ACTGGATTAGCCAGTGCAAAGACAATAGGTTTTTTAGCCATCTTTTTTACCATTTCCTTTGTCAAGAGAT
+TAGGTCCTGATACTCCTATGAAAACATCAGCACCTTCTAAAGCCTCCTTCAATGTCCCTTTAATTTTCTT
+TTTATTGGTAATTTTAGCAATCTTTTGTTTTGAAGAATCCAGGTCTTTTCTTCCTTCATATATGATGCCA
+CTTCTGTCGCAAACTATTACATCTTTTACCCCAGCATTAACTAAAAATTTAGAAATAGCAACACCTGCCG
+CTCCAGCTCCATTCACTACCGCAACAATTTCATAAAGAGACTTTTTTACAATTTTTAAGGCATTTACTAA
+AGCTGCGAAAGTCACTATAGCTGTCCCATGTTGATCGTCGTGAAATACAGGTATATCCAGCATTTCATCG
+AGTCTTTTCTCTATTTCAAAACAACGAGGAGCAGAAATATCCTCAAGGTTAATTCCTCCAAAAGTAGGAG
+CGATATTTAGCACTGTTCTTATGATTTCATCTACATCTTGCGTCGCAAGGCATATTGGAATAGCATCAAT
+ACCGCCAAATTCCTTAAACAAAACTGCTTTCCCTTCCATGACAGGGAGCGCCGCGTAAGGTCCAATATTG
+CCAAGCCCTAGCACCGCAGAACCATCTGTAACTACTGCTACCATGTGTCCTTTCACAGTATATTCATAGA
+CCAGGTCTTTATCCTTTTCAATTTCTTTACACGGCTCTGCTACATAAGGAGTATAAGCTAAAGAAAGGTC
+TTCCTCATTTTTTACAGGTACTTTACTTACAACTTCTATTTTCCCTTTATTTTCTCTATGAAGTTTTAAT
+GCTTCTTTTTTAAGATCCATAAAATCCTCCTTAATAAAAAGGGTTTTCTTATATTATACCTTATTTCCCC
+TCAAGAAAAAAGAAGCCTGCTTAAGCAGGCTTAGCCTTCTTCTTTTTCTTTTAATTTTTTCCTTTCCTCT
+ATTATTTTCTGAGCAACGTTAGGCGGAGCCTCTTCATAGCGCGCAAAACTCATTCTAAAATCTCCTCTTG
+CTTGTGTCAAAGACCGTAAATCCGTCGCATACCTATTCATTTCTGCCAAAGGCACTTCTGCTGTAATTAT
+CTCCATTCCTCCATGGGCTTCCATTCCAAGTATTCTTCCCCTTCTCTTGTTCAGGTCCCCTATGATGTCT
+CCCATATATTCTTCAGGCACTATCACCTCGACTCTCATGATGGGCTCTAAAAGCACTGGATTTGCTTGTT
+CCATACCTTTTTTAAACGCAATGGAGGCTGCAATCTTAAAAGCCAACTCTGAAGAGTCTACTGGATGATA
+AGACCCATCCACCAGTGTAGCTTTAATATTCACAACAGGGTATCTAGCCAGCACTCCTTCTCTCATGCTC
+TCCCTCAAACCCTTTTCTACCGCTGGGATGTACTGCTTGGGAACCGCTCCGCCAAAAATCTTGTCCTCAA
+ATTCAAATTCGCTGTTGGGATTAGGCTCAAACTCTATCCACACATGGCCGTACTGACCGTGTCCACCTGT
+CTGTTTCTTGTGCTTTCCTTCAACTTTGACTTTCCCTTTAATAGTCTCCCTATATGGAACAATGGGGTCA
+GAAAGAGTGCATTCTACACCGAACTTGCTCATGAGCTTTTTGGAAATCACTTCAATGTGCTGTTCACCCA
+TGCCATAAACTATCACTTGCCCTGTCTCCAGATTTTTCTCTACTTTAAAAGTGGGGTCCTCCTCCTGTAA
+TCTCTGAAGCCCATTGCTTATTTTCTCTTCATCTCCCTTGGACTTTGGTTCAATTGCTAAAGCCAGATTA
+GGGACGGGAAATTCGATGGAAGGGAGAACCATAGGATTAGATGGGTCGCACAAAGTATCTCCTGTGAGAG
+TGACCTGTAGCTTTGAGACTGCTCCTATATCTCCAGCAACTATTTGAGAAGCAGGTATTTGCTTTTTACC
+TCTTAAAAAGAATATCTGTGAAATTTTTTCTTGAGCTTTTTTATTAGAATTAAAAAGGACTGTATCTGGC
+TTCAAAACCCCAGAAATCACTTTAAATATTGAAAGCCTGCCCACATAAGGGTCTGCTATTGTTTTGAAAA
+CTACTAAAGAGAGAGGGCCATCCTCTTTAACTTTCTCCCCTTCTCTTTCTATCTCCAAAGGCGATGGCAG
+AAACTCCACTATTGCATTGAGCAAATTATCTACACCTATGTTCTTAAGGCTAGAACCGCAGAGTACAGGC
+ATCAAATCTCCCATTTTAATACCAGCTTTAATCCCTTCTTTTATTTCTTCCAAAGTGAATTCTTCGCCGT
+TAAAATACTTTTCCATCAAAGTTTCATCGTTTTCAGCAACGCTTTCAATTAATTCTTCTCTGGCAGACAG
+CACTTTATCCATTAAGTCAGCAGGTATTTCCGCCTCTTTTACCCCTTTCTCGTCGTAAACGTATGCCTTC
+TGAGTAATAACGTCAACATATCCTGTAAAGCTTTGCTCTTTCCCTATAGGAAACGCCAGAGGAATTACTT
+TGTTCCCAAATTTCTCTCTCAACTGGTCTAGAGTCTTGAAAAAATCCGCATTTTCTCTATCCATCTTGTT
+TACAAAAAACATGATAGGCAATTTGCTCTTTTTGGCCAGGTCAAAAACTTTTTCTGTTCCAACTTCTACT
+CCTGATGCAGCGCACACAGGTATCACTACGCTGTCTGAAACCCTCAAACCGCTCATCACTTCCCCGTAGA
+AGTCAAAATATCCCGGCATGTCTAATATATTAATTTTACAGTCTTTCCACTCAATGGGAATTACAGAAGT
+AGAAATAGAAATTTGCCTTGCAATCTCCTCCGGGTCGTAATCGGAAACCGTTGTGCCATTCTCTACTCTT
+CCCATTCTATCGATGGCCTTTGTGGTAAAAAGAAGTGCTTCTGCCAGTGTAGTTTTTCCAGCTCCCCCAT
+GGGAAACTAATCCTACATTCCTTATTTGGCTAGTTTTGTAATCCTTCATAATTATCCCCCTGTTCTTTAG
+CAAATAGTCTTTAATATTTATTATTCTATACATTTTGAGATTTTCCTTTATTTTTTTGATAATTTTTTAA
+TAAAAAATCTCTGGCAGAGCCAGAGACTTAGCCAATATCTTTTATCACGTCCTTCATCATTTTTTCTATC
+TCTCTCGCTTCCGACATGTTTAAGGCTTTTTCTGCAATTTCTTTCGCTTTTTCATACTCCACATTTCTTA
+TTATGTTCTTAATCTCCGGTATGGAAGTTGCGCTCATGGAAAATTCATCAAGGCCTAATCCCAAAAGAAT
+GACAGCCGCAAGAGGGTCTCCTGCCATTTCCCCGCACATAGCGGCAAACTTCCCTTCTTTATGGGCAGCG
+TCAATCACCATTTTTACAAGTCGCAAAATAGCCGGATGGAAGGGCTGATAGTATTCTTTTACATGTTCGT
+TCATCCTGTCTACCGCAAGCGTATACTGCGTCAGGTCATTAGTCCCTATGCTAAAGAAATCTACCTCCTT
+AGCAAGAATATCTGCCGTCACAGCCGCAGAAGGAATTTCTACCATTATGCCCACTTTTATCTCCTTATCG
+TATTTTACTCCTTCTCTATCAAGCTCAGCTTTTACCTCTTCTAAAATAGAGTTCGCTTTTCTCACTTCCT
+CTACAGACGAAATCATGGGATACATTATCTGTACATTTCCGTAAGCGCTTGCTCTTAAAATAGCCCTTAA
+TTGAGTCTTGAAAATATCCGGTCTATCCAAACAAAGCCTTATAGCCCTGTATCCCAAAAAAGGATTCATC
+TCTTTTGGCATATCAAGGTAAGGAAGCTCTTTGTCTCCTCCTATGTCCAGTGTCCTTATAGTGACAGGCC
+TCCCTCCCATTTTTTCTACAACTTCCTTATAAGCTTCAAATTGCTCTTCTTCACTAGGGAGGCTATTTCT
+GTCCATGTACAAAAATTCTGTCCTAAAAAGCCCTACTCCCTCTGCTCCATTAGCTAACGCTGAGGCTACA
+TCTTTGGGAGTCCCTATATTTGCTGCCAACATGACTTTCTTTCCATCGGGTGTTTCTGCAGGCAAATCTT
+TTAACTGCTTTAATCCTTCCACCTTTTTCTCATAGCTCTCTTTTTTGCTTTTGTAGTCCTCTACAGTCTT
+TTCATCAGGATTTACAATTACAATCCCTTCTAATCCGTCTACTATAACGAGGTCCCCGGCTTTGACCTGA
+GAAGTCACATTGCCTAAGCCCACAACTGCAGGGATTTCCAAAGAGCGAGCCATTATAGCTGTATGTGAAG
+TCCTTCCTCCCACGTCTGTAGCAAACCCTAAAACCATTTCTTTCTTCATAGTAGCTGTATCTGAAGGAGT
+AAGGTCTCTCGCAATGACCACAACCTCTTCTTCAAGGTCAGAAAGATTGACACTTTTTACCCCCAATAAA
+TTTTCTATTATGCGATTGCCCACATCCCTTAAATCAACAGCTCTCTCTTTCAAATATTCGTCATTCAAAC
+TTTCCATCACAGAAGCATTTTGCTCTATAACCTTATTAACTGCGTTATCAGCTGTTACAAGTTCTGTTTT
+AATCATGTTTTCTACCCCTTCAATAAGTTCGGGGTCACTTGCCAGCATCAAATGTGCTTCAAAAATTTCT
+GCTTTTTCTTTTCCAAATTCTTTCAAAGCTTTTTCCTTGATTTTCTCTATCTCCTCCTGTGTAACTTCCA
+AAGCCTTTCTAAATTTCGCAATTTCCTCTTCCACTTTCGATTCTTCAATTTTTTCTACATTTATTGTCAC
+TTTTTCTTTGGTATACAAAAAAGCTTTGCCTATAGCTATTCCAGGCGATGCCGCAACTCCTTTTAACATT
+TGAAAAAACCTCCCCGAAATTAGTTCTAAGGTTTATTATAGCACAGTTTTCACTTCAATGCGAAACTTTT
+GCACAAAGGTAAAATAAAAAAGCCAAGAAAAAATTCCCTGGCCTCTAGACTTCATATATGGCAATTTTAT
+TTCTGCCCTTGCTTTTTCCTCCCGCGTATAAAGCTCTATCTGCATGGCTTACAAGCTTTTCTGCAGAATC
+AGCTTTACTCGGGTAATCAGCAACTCCACCTGTTATTGTAACGTATATGTCTCCTTTTTCAGTTTTTATA
+GGCTTGGAAGAAACCTCTGTCCTGATTCTTTCTGCAATCATATAGGCTTGCTCTGCTGTAAGCTTTGGCA
+AAATCACAGCAAATTCTTCTCCGCCAAATCTCGCTACAATGTCATTGCTCCTCACATTGTTTTTTATGCG
+CCTTGCCACTTCTTTTAACACCTCATCGCCAATCAAATGCCCGTATGTGTCGTTTATCTGCTTAAAATTG
+TCCAAATCAAACATTATAAGGCTTACAGGCTCATTGTTTTCATCTGCCCTCATTATATTTTCCATAAGAG
+CGTCGTTAAAGTAGCGCCTGTTATAAGTTTTTGTAAGGGGATCAGTTATAGACTTTCTCGTTACTTCGTA
+ATACTTTTTAGCGTTTGTTATTGCGACAGAAGCCTGATCTACAATGATTTCTATAATTCTTACTGAATCG
+TCATCAAATGCATTCGTTTCAACATGCAATATCAAAAGGCATCCTATAGGTACTCCAGAACTTCTTAACG
+GTGCAGCAATCAAGCTTCCGTAATTGGCAAAAATCTTTTCTCTATCTAGGCTTCTATCTTCTTTTAAATT
+CTTTATGGCAACTATCTTATTAGAAGATATTACTTTGCCTATCAAGCCCTCTCCTTTGAAATAGCTCTCT
+CTAAACCCTTCTTTCCCTTTACCGCCAACAGCTTTGACTAAAGTAGCAATTCCGTTAGAATCTGTGAGGT
+ATATAGCTGCTGCGGAAACAGCTACAACTTGAGATATAACTTCTACGATAGTATCTAATATCTGGTCCAG
+CTCCAGCTTTGAATTTATCATTTTTACCATTTCGTATATGGCATTCAGCCTTTTATTTGCCTTAACTAAA
+TCTCTAACCATTCTGAATACATAAGCTATAAATACGAGGGGCGTAAGGGACAATACAAAGAACATTAAGC
+TGTGTTTAAAATACACATATGCAAGCAACATAGCTGCTGGCACCATTAACACATATGTGCCAAGTTCTAA
+AAGTACACTCTCATTCCAGTACTCTTTGAACAATATTTTCCCCTGCACCTTAAGAGCATAATAGAGTATA
+AAATTGTTTATCAAAAAGCTCACAATCACGTAAACTAAAATGTACTTAACCTGTGCAATAGAAATTTCGC
+CTATTTTTCCCCCCATGAATTCATACAACCATCCTGCAGGAAGGTAAGACAGCGCAAACATCGCTCCATT
+TAAAAAGCCATTTTTTATCTTCCTTCTCATTACGATGGTATCAAACATTACAGATGTCACCATCAAAGTA
+GCCGCACCCACTGTACCAAAAATCAAAAAGGCTGCAATTCCAACACTTGGGCTTAAAGACAGCTTAATAT
+CTGTGTACATTATGCCAAGATTGTCTAAAATTATAGCAAATAAGAGCAGTATCAAAAAAAGTCTAAAATC
+TATCCCTAATCCATAGTGATAAAGCGCAAATGCAAAAACCAACCCACCTGTGGCAATTAGAGCAGTATTG
+AAAAGGTACTCTCTGTACTTTCCCATACTAATCCCCTCGTTTTTCCGAATTATATAAGTATTCTACATTT
+ATTTTAAAAATCCTTCTTACGCTTACAATTGTTTACGACATCTGTCACAGGAAATTGTACCACAAATACC
+CATCGCAATATGTCGAACTGTGTAACATGTGTAAAAAAATTTAGGTCCCCTCTTGACAAGGGGACCCAAT
+TGTTAACACTGGGAATAACCGCAGTTAAGGCAGGTCTTACATCCTTCTGTGTACACAAAAGTAGCCATGC
+CGCATACAGGACATATATCCACATTTGTAGCTGACACTTTAACAGAATTTCCTTGCTGTTCATATCCGTT
+TCTCAGAGCTTTTCCTATAGCATCAGGAACAGAGAGCACCCTATTCTCTCCAAAGCCTATGGTCGTCGCT
+CCTCCTATTCCTACTAACTGCTCTATTATGTCTTCTACTGCTACCCCTCCCCTTAGCGCAAGAGAAATTA
+GCCTTGCTATAGCTTCTGTAAAGGCCGCCACATCTGAGCCTGCTCGTCCAATATTTACAAATACTTCAAA
+GGGCTTGTTGTCTATAAAGTTTATAGTCACATACGCTCTTCCTAGAGGAGTTTCTATCCTCTTTGTAATT
+CCCTTTAACACAGGTGGCCTTTCAGTTATCTTTGTCTTCTCCTGAGGCTTAGTATCTGTCACAAGCACTC
+CTTCTCTTGACCCGTCTCTGTAAACCGTTATCCCTTTACATCCAAGTTCATAAGCTAGTCTATATATATT
+ATCTATATCATCAACCGTGGCGGTTCTTGGCAGATTTATAGTCTTAGAAATGCTTGAATCAATGTATTTC
+TGCAGTACGGCCTGCATTTTTACGTGCTCTTCTGGAGTAACTTCATGAGCGCTTACAAAAGCAGGATAAT
+CCGCCAACCAGTGCTTTACTGTATGAGTACCTGTACGGTCTTTCCTTACGTACTCCTTCGCAAAATTGGG
+CTCTATCCCCGAACTCACTCCTGCAAGAATGGAAGTGGTACCAGTAGGAGCTTGTGTGAGAATAGTAGCA
+TTTCTTATGCCGTATTTAGCAATTTCATCCCTTATGTCCTTTGGCAATCTTTGTATAAACTGGCCTTTCA
+AATACTTATCAGCCACAAACTCAGGAAAAGGCCCTTTTTCTTTAGCTAATTCTACAGAAGCCCTATAAGC
+CGCATCTCTTATTCTCCTCACAATCTCTTCTGTCGCCTTCAGGGATTCCTCACTTCCATACCTTAAGTTC
+ATAAGAATTAAAGCATCCGCAAGCCCCATCAAGCCCAATCCCACTCTGCGAAGCTTCTGCGCCATCTCTT
+TGTTTTGCGGAAGCACATATGCTCCCAAATCAAGCACATTATCTAAAAATCTCACCGCGATCTTTACAGT
+TTCCTCTAATTCCTCAAAATTAATTTTCCCATTTTCTACAAATGCAACTAAGTTTATAGCCCCTAAATTG
+CAAACACCGTAAGGTTCAAGGCCTAATTCTCCGCAAGGATTTGTAGAAATTATCTTCGTGATGTAGTAAG
+TATTGCTCAATTTATTATACCTTTCTAAAAAGACTACTCCCGGTTCTGCAGACTCCCACGCAGCAGTCAC
+AATTTTGTTCCAGAGCTCTCTTGCAGGAATCTCTTTATATACTACAGTAGGGTAACCCTTAGCTTTCCAC
+TCATTGAGGTCTCCTTTCCACTCGGCATCGTAATTGGGATGTGAAGTATCTGGAAACTCAAGCTTCCACA
+TCTTGTCCTGTGCTACTGCTTCCATAAAAGCGTCAGAAACAGCCACAGAAAGGTTAGCCTGCTGCATCTT
+TGTAAGGTCTTTTTTTACTTTTATAAACTCTTCTATGTCTGGATGCCAATCCCAGAGCATGAACATCAAA
+GCTGCCCTACGACTTCCACCCTGCTCAACTTGTGTAGCAACTTCATTGGCTGCTAGCATCCAGCTAACTG
+CTCCCGATGAAGTTCCCCCTACCCCTTTCACATACGCACCTCTGGGCCTTAATGTGCTCCAGTTAATTCC
+AACGCCGCCGCCCCTTGAATTAATCTCCAACATTTTAGCTATTGTATCCATTATAGCGGCACGGCTGTCA
+TTCCCCTTCTTAGGGTCATTTGCTTCCACGGGTATTACAAAGCAGTTGAAATATGTAACCTCTCTGCCAG
+TCCCCGCCCCAGCCAATATCCTACCACCAGGAATAAATTTCCATTCACTCATCACCTTATAAAACATCTC
+TTCCTCTTTTTCATTTGTAGCGATAGCTTTTGCAACTCTTTTAAACATCTCTTCAGGCTTTTTTTCAACG
+GGTTTGCCCTCTCTGTCTTTTAAGGCATACCTGTCCAGAAAAACCTTCTCCCTCTGTTCGTTCCACGCTG
+GAAGCATTTATTTTACCTCCCTTTGTGTAAAACACAATATTTTGTATATCGACGTCTTCTATTATACATT
+TTGTTGTGTTTTTTTCAAGTTTTAAATGCAATAAATAAAAACCCTTTTTTGCCCTTTTATATTAAATTTC
+GTCTAAAATCTTATTAAATTAAACCCAGAAAAAAATTTAAAGTCCGGCTTAACGCCGGAGAAAAATATAT
+ACAATTTCTCTAATTATTTCACTATCATACTTCCCTTTTAAGTAATCTCTCTTCCAATCTGCAACTTCTT
+TCTTCTCCAATTCCCTAACAATTTGTGGCCTTTCAACCCAATGCCCAAATTCTTTAAAATTCTCATCCAT
+AAACACAAATGTAGGTATCCTAGGCTTTCCTTCCACATAGTAAGGTTTCATATACTCTTCATTTCCTTCT
+CTCTTGACAATTTTAAGTTCAAAAGTTTTATTATAACTCGCAATTTTAGCCACAATAGGCACATTCACTT
+GAGAATCTGGACACCAGGTTTCAGCAAAGGCCAAAATATTTACCTTAGGTAAAGAAACAATCTTCTGCGC
+CACATCTTTTTCTAAAACAGTCTTATCATATCTTTCCCTGATACGCTGTCTTGTAATATCATCTTCAGAA
+GTCTCTATAAATTCATCAAAAGTAAGCCCTTTTTCAAATAAATCTTTTAAGCTCAAAGAGCTTTCCTCCT
+TTACTGTCTTTTAAATAAAGAGCCTAACACTGTTTTTGCACCTGAAACAGTTATCCCCAAGAAACTGCTA
+TTGCGCGTTAAAATTTCATCCAAAGCATCTACCACTTTGTCAATTTGCTCTTTCGTGACAATTAAAGGCG
+GTTCCAATCTTATAACATTTGGATTGTTTAAAGTATAAGCCGTTATAATTCTATGCTTGTTCTGTAGCTC
+TGCCGCAATCAAAGAGCCTATATATTCACTTGAAAGTTTAGAAATAGCTCCTCCTGAAAGCTTATCTAAA
+AGCCCTCCTTCCGGTTGATTAAATTCTATTCCTATCAAAAGTCCTTTTCCCCTAACATCTTTTATAAGTT
+TTGGATGTTTTTCTTTTAATTCTTTCAGTCGACCTAAAAAGTATTCACCCTTTTCTTTGGCAGCCTCAGA
+AAGTTTTTTCTCTATAATAGCTTGTATTGAAGCAATCGCAGCTGCACAAGCATAGGTATTACCGCCAAAA
+GTAGAAGTATGCAGTAATGCTTTTTCCATTGTACCATAGGCTTTTTGCCATATCTCATCGGTGGTAATAT
+ATGCCCCTATTGGCATAACTCCTCCACCTAGAGATTTTGCAAGAGTCATTATGTCTGGCACAACTTCCTC
+ATGCTCACAAGCAAACATTTTTCCTGTTCTTCCAAAACCTGTCTGTATCTCATCCACAATGAGATATGCT
+TCGTACTTTGTACAAAGCTCTCTTGCTTTTCTTAAATACCCCTCAGGCGGCACGATAACTCCACCTTCTC
+CTTGAATGGGCTCAACTATAAAAGCAGCTACATCTTTCTCTTTTAAAGCTTCCTCCAACGCTTTTTCATC
+CCCAAAGGGAACAGCTACAGTCTCTGGCACCAAAGGTTCAAAATATTTTTGGTATTTTCTTCTACCGGTT
+ACAGAGAGGGCCCCCATTGACTTTCCGTGAAAAGAGTTCTCGCAGTAAACTATCTTTTTCTTCCCCGATG
+CAATCTTGGCAAGCTTTAAAGCTCCTTCAACTGCTTCTGCCCCGCTGTTGCAAAAAAAGCTCCTCTTTAA
+ATTTCCTGGGGTAACTCTTGCAAGGTTGTGAGCAAGAACACCTGGAAGATTCCCTATAGAAGCCTGCAAA
+AGGTTAGGCATGTCCTTCACTTTTTCAACTGCTTCAATTACCTCATCAGGATTGTGCCCTAAATTTAAGG
+CACCATACCCACCTAAAAAGTCATAATACTCATTTCCTTCACTGTCCCATACAGAAACCCCTTTGGCTCT
+TACAAAAAGTTTATCAAATTGAAGCATAGAAAGCATTGATACAAAAACTGAATTTATATACTCCTTATAA
+TTTTCCTTCACTTGATTTTTATTTAAAGTTAAAGCTTCCTCCAAAGTAATGTATTCAGGAATTTCCTCTT
+TTATTTTTACTTTTTCATCCATTTTCCTCTCCCCCTTACTTAGTGCTCATGATGATGGCAATGATGGTGA
+TGATGAGAAGCATCAGCAAATAGATTGTCTAACTCTCTTTTCACTCTTTCTTTAATTTCCTTAACATAGG
+CTTCTCTTAATCTTCTTTGTTCTTCTTTTTCCTCTTCTGTAAGTCCTTCACTTTTAGATTTATGATATAA
+AAAATTTATCCTGTCAATCATCTCTTTGGTTATCATTTTCTCACCCCTTTATCACAGTCGCTTCGTGCCA
+AATGTTCACAGTTTACCTCCAAAGTTTTGCACAGAGCACACAAAATAAGTATTGACAAATATATTATATT
+CTTTTTTGATAAAAAACAAAAGAATTTTATAAAATAATGGATGTATTCATCGCTTTTATGATATTATAAC
+AATATAGTAGCAAATTCTAAGGAGGTTTTTGAAATGCCTTTAATTTGGATATTTTTTCTAATACTGTTGT
+TTCCTTTTTTTATATTTAGTTTTTTTGTACACGCAACAACTTTTTCTTTTGCAAAATTGGGATTATCTCC
+CCAAATGGCAGTTTTTGTTTTTAGTTTATCTTTAATAGGAAGTGTAATCAACATTCCTATATCTCGAAAA
+AAAATTATTGTCCATGAAGAAGAACGGTATTTTTCCCCATTCCTTTTTTACTATCCTCCCCGCGTACAAG
+AACAAGTAATTGCAGTAAATGTAGGAGGAGCTGTAGTCCCCGTCATTCTCAGTTTGTACCTTTTGCCAAG
+GACACCACTACTCCCGACTATAATAGCTACCATAATAGTAACAATTGTAGCAAAAGCTCTAGCAAAGCCT
+GTTCCTGGAGTAGGCATTACTCTTCCTGCTTTTATACCGCCTCTTGTGGCAGCTGCTTCTGCAATTTTAC
+TGTCTTATCACAATGCGGCACCTGTTGCATATATTTCAGGAGTTTTAGGAACACTAATTGGAGCAGACCT
+TTTAAACATACCTCATTTTAAAGATTTGCACTCTTATGCCATAAGTATTGGTGGTGCGGGAATATTTGAT
+GGAATATTTTTAGTCGGAGTAGTGGCCGCACTACTTGCATAAAAAGAGGCATCTTGAACCACTCAAGATG
+CCTCTTTTATTCATCCTTTAAGGTACTTATTAAACCAATCAGTTATCTCTTTAAGCCTTCTTATCCTGTG
+CTTTGGTTTTCCGCTCCTTGAAAGGTCGTGGTTTTCACCATGACAGATCACCAACCTTGACTCTACACCA
+AAGTACTTAAGGGCCGTGAACATTTGAAGAGCTTCAGCAAGCCAGCACCTAAAATCCTCATCAGAATGCA
+GGAACAATGTCGGAGTCTTCACTTTATCAGCATATTTAAGCGGAGAATTGTCCCAGTATTTCTCAAAGTT
+GTCCCAGGGAGTACCGCCCACCTGATCTGGCACAAAGTAATAACCTATATCTGTAGTTCCAAACTCTGTA
+AACCAGTTTGATATGCTCCTTTGAGATACTGCTGCCTTAAACCTATCTGTATGCCCTATTATCCAGTTTG
+TCATAAATCCACCGTAAGATCCACCTGTAACCCCAACTCTTTCGGGGTCAATGTCTTTGTAATTTTCAAG
+CACATAATCTGTAAATTTCATTATATCTTCATAGTCAATTGTCCCATATTTTCCTCTTATATCAGCAAAT
+TCGTTTCCTCTGCCATCGCTTCCTACCGGATTGCAGAAAAACACAAAATACCCTTCTGAAGCCCAGTACT
+GCATTTCATGGAAGTATACTTCACCATATACTGTTTTAGGACCACCATGTATATCTAATATTGCAGGATA
+CTTCTTCCCTTCTTCATAGTCTACAGGCTTTATAACCCAACCATCTATAAAATGCCCTGGCCTCGTCTCT
+ACCTCTACTCTTTCAGGCTTTGAAAGTTTCTTTTCTTTCTGCACCCACTCATTAAAGTCAGTAATCTGTA
+TCTCCTGCCCATCTTTGTACTCATAAAGCTCCAAAAGCTTTAATCCTCTAAAACCGATAAAAAGAATATT
+ATCGCCACATACATCAAACATATCCACAGATCCATCTTTATCTATCACTTTTTCTATTTTCCCTTCTAAA
+TTTATCCTGTTAAGATAAGCATTGTACCTCTCTGTAGATATGAAGTACAAATAATCTCCTTCTGCTTTAA
+AACTAAAGCCTGAACCGTACCTCACATCAGAGTTTACAGAATTTCCTAAACTCATATCGAGCTCAGGGGT
+TATGCACCTTCTTTCGCCTGACTCCTCTAAAATGTAGAACTTGCTGTTTTCATTTATACCGTATTTTTTC
+ATATCTGTTCCAGCGCATATTATCTTATCTCCTAAAAAATCCACATACCTATAGGAAAAATCTGAATCCT
+TATTCACTTTCTTAAGTTCTCCAACCTTTAAATTGTATATATAAACATCACTTGTCAAAGGCATTTTGCC
+CTTATAACTTTTTCCTATAAACACAGCTTTTGTCTTATCTTTGTTGAGCTTTAAAGAATACACATCAGTG
+TATTCATCTGTTATAGGCTGCAATTTATTATCACTTAATTTATAAACATAGAGCCTTCCCCTGTCTTTAT
+TGATGACTCCTTCGCCATTCGCCCAAAAAGGAATCTCATCAAATACTTCGTAATCTTTCTCCTCTTTTCT
+CCTTTCAAGCTCTTTTTTCTTCTCCTCCTCACTCAAACCCTCCAAATCCTTTTTATTCACATTATAAAGT
+GCAATCAAGAGAAAAGTATCGTCATCAACAGGCAAAATCTCTGTAACCTTTTTAGGTATCACAAAAGCCT
+CAACAGCTTCTCCTCCGTGTATATTAATCTTGTAGTACTTTGTAAATTCCTCTCCACTTTCTGCCTTTTC
+TTTGTCCTTTGGATTTCTGCTACCTGCAAAAAGTATGTAATCATCGTCAAGCCATACAAATCCTCTCTCC
+TCATTAAAGGAAGTCAGCTGAAAATATTTTTTAGTCTTTGTATCCAAAACCCATATGTTAGACAAATACT
+TGTTCTCCTCAACATCCATTCTATGTACCACAAATGCTGCACAGCTACCACTTGGTGAATATTTTAATCC
+TGACAAAAATTTAAATTTTGTAAAATCTTCTAATTGTAACTTCTCCATTAAAAACGCCCCCTAATAAAAT
+GTTTTCAAAAATATTATAGCACAAAAAAATAAAAACTCCTAAAGGCTGTCTCTATACTGAGAAGGAGTAA
+GCCCTGTGTACTTTTTAAATACCTGTGAAAAATATTTCTCATCTCCAAACCCCACCATATTTGCTACTTG
+ATATGTCTTTAAACTCCTATCTTCAAGAAGCTTCTTAGCCTTTTCCACTCTAACTTTGTGTAAATAACTC
+ACAAAATTTATATTCATCTCTTTTTTAAACAGAATGCTAAGATATGCAGGAGTTACATATACTTCTTTTG
+CAACACTTTCCAAACTTATATCTTTATCATAATTTTTGTCTATATACTCTACGGCGTCTTTTATTATGGG
+GTTCTTATCTCCCGCTCTTTCTATTTTTTCGGCAATTTTGTAAATTACGCTTAAAGAGAGGGACTTTAAT
+GTCTCTTTTCTGTCGGCTTTTAAAATGCCCTCAAAGGCCTTTTCTCCTGCAATATCTCCAATATCCACAT
+TCTTCTCATAGCAAGCTTTTATCAAATTTCCCAGCAAAACCAAAATAGAAGCCTTGACAAACCACTGGTT
+AAAACCACCCGTATAAAGGGCATTTAAAAAATTCTCCACTTTTTTATTCAAATCCTCCCTTTTGTTTAAA
+ATCACACTGTTTATTATTTCCCTCTCTTCATTTACAGGATAGTAAAGGTTATCCTGATGAGGCCATATAT
+CTTCATAAAAAATCGCATCAAATTCCTCTGCAAAAAACTTAAGCTCCAGCGCCTCCTTTGCCTGATAATA
+AGAATATTTTATCTTGTCCGCTCCTTCTACCCACTTGCCAATCCCAAAATATGCACGAACTTCAAGCTTA
+TCATATATCTCGCTTTTCACATCATTTAAAAACCCTTCAATACTCTCTTTTTTAAATTCCTCTTCAGAAT
+TTATCAAAATTGCAATTTCTTCTCTATCCCTTATTACCTCAATCTTCATATCCCCAGCCTTTTTCCTTAT
+TACATCAGCACAAGCGAGCTTATAGGCTTCTTCTATTTCATTTTGAGCTTCTATTTCAATTTTCATCAAA
+ACCACGCAGTACTTTTTATAAGGAAAATCTATTTTATATTTCACGAAATCTTCTGCCACTTCAGAAGAAG
+ACCTCACTCTATATAGCACTTCACTTAGTACCCTTTCTCTAATCACCGGAAGAGTATCATTGTAGTAATT
+GATAAACTCCTTTAAAGTATTTTCCTTTTCTATCTCTTTTTCAATATCTTCCCTGGCTTTTAAAACCTCT
+TTTAAAATTTCTTCAGGTCTACATGGCTTTAAAAGGTAGCTAAAGCTTTTAAGCTCTATAGCTTTCTTGG
+CAAAGTAAAAGTCATCATATCCGCTCAAAATTATACTTTTAAACCTTATTCCCTCTCCTTGCGCCTTCTC
+AATCACTTCAAGCCCATCTAATTTAGGCATCCGTATGTCTATTAGCACAATATCGGGCTTTAAACTTTTT
+ATCTTATAAAGAGCTTCTTCTCCATCCATGGCATATCCTACAAGTTCAATCCCATTCCCTTTCCAATCAA
+TAAGTGTCAAAATTCCCTCCACAACCTCCACTTCATCATCGGCTATAAATAGCTTCATACGCCCTCCCCC
+TTAAGATATACTTTCAGGCAATATAAGGGAAATGGTTGTCCCTTCTCCTTGCCTACTCTCTATTTTAAGC
+TCATACTTATCTCCATAATAAAGCCTTAACCTCTCATTTACATTTCTAATCGCATATCCCACTTTTTCTT
+CAATATTCTCTGATTCTATAAATCTTTTTAACTTTTCTAAAGTCTCTTCTGACATGCCAGGCCCATTGTC
+CTTAATGATAAACTTTAAATTTTCCCCTTCTTTTTCACCTATCACTTCCACAAAACTCTCCTCCGAATTG
+TTTTCCAATCCGTGCACAATGGCATTCTCTACAAAAGGTTGAAGAATAAGCTTTGGTATATAATAATCCA
+AAATTTCATCGGAAATTTTTACAGAATATTTAAATTTATTCTTATATCTCTTGCTCTGCAAGAATAAATA
+CCTTTCTATAAGCTCTTTTTCTCCCCTTACCTGTATAAATTCCTCACCCCTGTTTAAAGTGAGTCTGAAA
+AGCCGAGAAAGAGAGTAAATCATCTCACTGAGTTCCCTATCCTTCGCCTTCTCGGCTTTCCAAAAAATAG
+TATCCAAAGTGTTGTACAGAAAATGTGGGTTAATCTGAGCTTCCAGCGCCTTTAACTCCGCTTCTCTTTT
+ATTGATTTCCAGTTTTAAAATCCTATTAATAAGGTCGTTTATCCTCTCAACCATTCTATTGTATTCCTTT
+ATAACTATAGCAATCTCATCCTTTGAATGATATTCAAACTCCACCTTTTCTTCCAAATTTCCCTGCCTGA
+CCTTCTTCATGGAATTAGCCAGCCTTTCCAATGGATGAGTTAAAGCCCTTGAAAAATACATGGAAACCAG
+AAAAGCAAAAAGCAGACAAAAAACTAATATCCTCAAGTAAAACTCAATAAAAGAAATTCTTATAGAATTA
+ATGGCATTTTTTAAAGAGACAACGCTTACAAGCCTCCAATCAGAAGTAGGTATCGGACTTGACGTCACAA
+GGAGTTTGGATGAATTTATATTTATCACCACATTTTGCTTATCTTTAAGGTATTTTGCGAGTATATTTTG
+AGCCGATTTTGGAGTAAACCCTGAGAAAGTGCTCTTAAAAGATATTATATTTCCATTTCTGTCTGCTATG
+AAAAAGGCAGACTCTTTTTCTTTTAAGTTTTCAGAATAAACCTTTTCAATTGTAGGTATGTTTATACATA
+TTACCAATAAGCCCTCCGGCTTGTATGTATTAAAATCCAAAAGCACCCTTGCCATAGCAATTTTAGGGTA
+ATTGTTTTTGATTATTAAGTCAAAAGGCAAATTTTCCAAACTTAGCCACATAGGAGCACCATTTTTCTCT
+AACACTTCTCTGTAAAAGCTGGTTCTTTTAATAAGTTCTAAATCCATTATTAAAGTACTGCTGTCATTGG
+AAAAATAATATTTGTCCCCTTGAAAGGAATACAAAGCTATAAAGCTTATATAATCTTTGGAAGCAAGTAA
+ACTGGCTAGCGGTCCAAGGGAATACTTGGTAAAATCGGAATGAGGACTTATGAAGTTCTGAATCCTCTGG
+TCCAAAACCAGAAAGGAAGAAAGCTCATTGACATCCCTTTGCAGAAAATCAATGCTTGCTGCAATTCTCT
+TTGTATCTCTTAAAAGTGAATTCCCTACCTCTTTTTTAAGCTGGTTTATTGAGATAGTGTAAGAAAAAAA
+CACAATTAACAAGGATGTAATGACGACTATCCCGTAAAACAAGATTAAAATTTTATGCCTTATATTAAGC
+CCCATAAACCAATTCTTAAGCTTTAAAACCATCCTATGTACATCCTTTCAAAATTTCCTGTAGATTTATT
+ATACAACTAAAATCTTTTTGCCTTCAACCTTTACAAAAATACATAAAAATTACAAACCAAATTTAAAAAT
+TGTCTACTTAAACATTTACAAAAATGCTGATATAATGAAAACAAATCCATGGAAACTGAGGCGCCTCAGG
+AAATTCTAAAAAGAGGGGGAAATTTTTGATGTCAAGAAAATCTTTTAAGCTATTGACTGCTTTTTTAGTC
+ATCTTTGCTTTGATTGTGGGAGCGGTCGGATGTAGCCAGTCAGCAAAATCACCTTCTAGTGAAGCTACAT
+CCAACACTCAGCAAGATGCAAAACAACAGCAACAAACGATAAAAATCAAGTTTCTCTCCAATCTGCCTGA
+TAGAACTTCAGGTCAAGGAAAGCTAGAACAGATGCTAATTGACGAATATATGAAAGAACATCCAAATGTA
+AAAATTGAAGTAGAGGCTTTGCAGGACGAACCCTACAAACAGAAATTTAAAGTATATGCGGCTTCCAATG
+AAATGCCTGACATTTTCATGGTGTGGGGACAGCCTTCCTTCTTCCTTCCCGTCATGAAAGCAGGATTGGT
+GGAAGAAATCAAAATGGACCAGATAAAAGATTACGGCTTTAAAACTTCCTCGTTAAAAGATTTCATGTAT
+GAAGGAAAGCTCTATGGACTTCCGAGAAACACTGACTTTATGGTCCTTTATTACAACAAAGGATTATTTG
+ATAAGTACAGTGTAAACGTACCTAATACTTTTGATGAGTTACTTGGAGCTGTAAAAACTTTTAGAAAAAA
+TAACATAGCTCCAATATCAATAAACGGGAAAGACAAATGGTCCTTAGCAATACTCTATCAGGATTTAGTA
+TTAAAAGAATCTGGAGACCAAGAATATATCTACAGAGTTCTTTCTGAAAAGAACAACATATCTAAAGACC
+CTATACTTTTGAAAGCTGCTAAAGATTTTGTTGAGCTTGTAAATGCAGGCGGATTCCAGGATTCCTTCAT
+AGCAGCAGATTATGGAGCAGCAAACAACCTCTTTGCACAGGAAAAGGCTGCAATGTACTACATGGGCTCA
+TGGGAAGTGGGAATGGCCACAAATCCCAATTTTTCTGATTCATTTAAGAAAAATTTAGACGTTACTTACT
+TCCCAATCATTTCTGGCGGAAAAGCCAAAAATACTGACATACTCGCATGGCACGGTGGTGGGTATGCTGT
+ATCTTCTAAATCCCCAGTAAAAGAAGAAGCAATGAAGTTATTGCTCTTCATGATGGAACCCAACAGATGG
+ACAAAGATAGGCTGGCAGGAAGGTTTAGTAGTGCCTGGACAAGACTGGAGCAAATTCATGACAGGAAATG
+AAACCGAACTTCAGAAAAAGCTCACACAAATCTTCTCAAGCGCAACCTCAGTAAGCGGAACAGTGTGGCA
+GGACTCTTACACTCCAAATTTTAAGACTGAAGCTGAAACTTTAATACAAATGTTAGCAGCAAAGACTATA
+ACCCCTGAGCAGTTTTTATCAAAACTTGAAGAGCTGGCAAAAGCTGAAATACAGTAAAATATGCCTACTT
+CCGGGGCAACCCGGAAGTAGGTAAATTCATCAAAGAGGTGACAACATGCACAAAGTTTTAACTGATAAAA
+AGACTATTCTACTTCTCACTCTGCCCGGACTATTCGTATACACATTTGCAATTTTAGCCCCAATATTTTT
+AAGTGTGTATATAGGCATGACTGACTGGTCAGGTATAGACAAGCCAGTATTCATTGGCCTTAAAAACTTT
+AAAACTATACTGTTTTCTGACATGACTTTCTGGAAATCCCTGTACCACGCTTTGCTCCTCGCCCTATCAT
+ACCTATTTATCCAGCATCCAATAGCATTAACCTTTGCAATACTTATAGATAAAATAGGAGGAAGGGCAGA
+AAAAATATTTCGCACAATCTTTTTTATTCCTGCCATAATACCTATAATTGTCACTTCCCGCATGTGGGTA
+AGCCTCTATGACCCTCAATACGGTTTAATAAACAAGGCTTTAGACCTTTTTCATCTAGGCTTTTTAAAAC
+AGCAGTGGCTGGGAGACCCAAAGACAGTCTTAGCCTCATTAATTGTGATTATGATGTGGCAGGGATTTGG
+ATGGGCTCTTTTGATATATTACGCAGGCTTAAAAGGCATTCCAGAAGAGCTATATGAAGCGGCAAGAATT
+GACGGAGCGACAGGTTTTAACCTATACACAAAAATAACCTTACCCCTTTTAAAACCCGTCATTAAAGTAA
+ACTTCACAATTGCCATAATATACGCATTAAAACAAATGGAAACAGTTTACTTAACAACTAACGGCGGACC
+AGGCGATGCAAGCCAGTTTATTGCAAACTACCTCTATATAAAGGCTTTCAGCTCGTATCAGTACGGCTAT
+GCCAATGCAATTTCTGTATTGTTTGTGATAATAACTCTGCTTATAAACATCCTATTCCTAAAAGTATTTA
+AGGCAGAAAACTATGAATATTAGCTGGGAGGTAAAAAACGTGCAAAAAAAACAGTCAATTTTTCACAACA
+GCAGAATAATACTACTTCTAATTTTAATAATCTTTTCCATAGGCCAGCTTTTCCCTCTTGTATGGCTTAT
+AGATTTTTCCCTCTGTAAAAGTGGTGATGTGTATGGGGCAAATATACTCAAAATCCCCTCCCCGCCGCAA
+TTTCAAAACTACTATATAGCCTGGAAAGACGGGAAAATTCCTCATTACTTTATAAACAGCGTAATTGTCA
+ATGTCACATCAGTAGGATTGACCGTAATCTTATCTCTCATGATGGCATACGCCTTTGTCAGAATGAAGTG
+GAAATTAAGCAATAAAGTATTGATGTACGTTCTCTTAGGGCTTATGATACCCATACACGCAACATTGCTT
+CCAAACTTTATAATATTCAAAGAAATCCACATATTGGACTCTTACTTGGCCTTAATTTTGCCCTATGTAG
+CATTTTCACTTCCTCAGGCAGTATTTTTGATGACAGGCTTTATTGGAAGCATTCCAAGGGAAATAGAAGA
+GTCAGCCGTAATGGACGGAGCGGGGATATTCACAATACTTTTTAAAATTATATTTCCACTTTCGACTCCT
+GCAATAGTAACTGTCACTGTGACAACTTTCCTGACCACCTGGAACGAATTCATAATGGCAGCTACCTACT
+TAACTTCAGACAAATTCAGGACTCTTCCCTTCTCAGTCTACAACTTCGCGGGGCAGTACGCTTCAAATTA
+CGCTGTCCAGTTTGCAGTTATGACCATTGTGGCTTTGCCTTCTTTGATAGTCTATATACTACTAAATGAA
+CAGGTAACAAAAGGTGTGACATTAGGAGCTTTGAAAGGATAAAACTTCTGAAAGGGTGATAATATGAAGA
+TTACCGGGTATGTAACTGCAAGAGATTATAATATTCCTTTTTCAAAACTTGAAAAAATAGAAAAAGCAGA
+TACAAAAAGGCCAGACTCTTTTGTAAAAATATACCCTGATGAAGAATTAGAAGAAGTAATAGGGTTCGGA
+GGCGCTTTAACTGAAGCTGCTGCCTTCAATATACTAAGCCTTCCTGAGGAAAAACAAGAGAAAATATTAA
+AAGCCTATTTTGATGAAAAAGAAGGATTAGGCTACAAGCTCGTCAGAATTCATATGAATAGCTGCGATTT
+TTCATTAGAGAGCTACAGCTGTGATGATGTGGAAGGAGATGTGGAGTTAAAGCACTTCAACATAGAAAGA
+GATAAAAAATGGGTAATACCTCTTTTAAAGAAAATAAAACGCTATGTCCCTGACCTAAAAGTGCTTGTCT
+CCCCTTGGAGTCCTCCCGCATGGATGAAGACAAATAACGATATGAAATACGGAGGAAAATTAAAAGAAGA
+ATACAAAAAGACGTGGGCAGAATTTTTTGTTAAATTTATAAAAGCCTATCAGGAAGAAGGTATTGACATA
+TGGGCTGTCACAGTTCAAAATGAGCCAATGGCTGTGCAAATATGGGAATCCTGCATATACACCGCTGAAG
+AAGAAAGAGACTTTGTAAAATACTATTTAGGACCAACTCTTTTAGAAAACGGCCTTTCTCATATCAAGAT
+TCTTATATGGGACCATAACAAAGACATAATATACGAAAGAGTAAAAACTATCTTAGAAGATAAAGAAGCT
+GCAAAATACGTCTGGGGTGTAGGCTTTCACTGGTACGCAGGAGACCATTTTGAACAATTAAAAAAGATAA
+AAGAAGAATTCCCTCACATAAAACTAGTATTTACAGAAGGAACCCAAGAGGGAGGAGTAAACTTGGGTTC
+CTGGAATCTTGGTGAAAGATATGCCCATGAAATAATAGGCGATTTTAACAACTACACAATCGGCTTTTTT
+GACTGGAATATAGTATTAGATACAATGGGAGGACCTAATCACGTCAAAAACTACTGCGATGCTCCTATCA
+TTGTGGATACAGAGAAAAAAGAAATTTTTTACCAAAGTTCCTACTACTATATAGGGCATTTTTCCAAATT
+CATAAAGCCCGGGTCAAAAACAATAAAATCTGAAATCCTTGACCCAAGGTTAGAAATCCTTTCAGCCAAA
+ACTCCTGAGGGTAAAATAATTGTGGTGGTAATGAATAAAACGGAAGAAAATATAGATATACTTCTTGATA
+TAGGCGGTGACCTTTATAATGCACCCTCTATTAAAAAGTCTATTGAAACTTTTGTAATTAATTAAAAGAA
+AGTTAAAATCAAGCGAGGTGAAAGGGATGATAAGTAAGATTAAAATTGCTTTATTACTTTTATTGATTAT
+AGCATTTTTGTTCCCCTCACTTTATATCAGACCAGTAAATGCTTCAAATGACCCCGTTAAAGTATGGTTT
+TCTTCTGAATATAAACCAAAAGACCATGGTTGGTACACAAATAATTGGGAAAGCAATATTACTTTTAAGC
+TATCCCCTCAACCAGATTTATTCTTTACATCCCCCGATGAAGAGTTACTACCAACTATTACTGTAATCCC
+TAGCATCCAATATCAAACTATTGAAGGAATAGGGACATCTTTAGAAGAATCTACTATATTTAACCTTTCA
+AAAATGTCAAGTGAAGTCCGTAGCACAGTTTTAAGAGAATTATTTGATCGTCAAAATGGAATTGGACTTA
+GTTTAATTAGAATTTGCTTCGGCAGCTCTGATTTTACAGCAAGAGATTTTTACACTTATGATGACCTGCC
+AAAAGGTAACACCGACTCTGAATTACAATATTTTACAATTCAAAAGGATAAGGACTACAATATTATTAGC
+ACTTTGCAAGGGATTTTACAAATCGATAATAATATAAAAGTATTCGCATCTCCTTGGTCACCACCTGCAT
+GGATGAAAAGTCCTGAAACCTTAATAGGAGGGAGATTAAAGTCTGAATGGATACCTACATTAGCAAAATA
+TTACAGGAAAGCAATTCAAGCATATCAACAAGAAGGTATACCAATATATGCTATGACGTTGCAAAACGAA
+CCTTTATATGAACCACCCGATTATCCAGGATGTTTCGTTTCTCCTGAACAAGAAAGAGATCTAGCCAAAG
+CACTAAGTAGAGAATTAAAAAATAACCAGTTGAAAACAAAGTTATGGATTTATGATCACACTTTCTTCGA
+TTGGTATGCATATATCACTCGTTGGGGACTTAATGCATGGAGCTATGTAAACACAGTCTTTTCTGACCCC
+GAAGCTTACCAAGCTGTCGATGGCGTGGCTTTTCACGACTACGGTGGGGAACCTTCTGAGATGACTCGAA
+TAAGAAATACTTACCCAGAAAAGGGAATGTACTTTACAGAAAGGTCTGTATGGGGTATAGAAGGAGCAGC
+TAGAATAATTCAATATTTTAGAAATTGGGCAAAAACTTATGTCGCATGGGTCACGATGTTAGACAGCAAT
+AAACAACCCGAAAAATGGACTTTTGCTCCTGATCCCACTATATTAATTCAAAACGCTCAAAATCCTGATT
+ATTATTGGCACACACCTGAATACTATTTATTAGGTCAATTTTCAAAATTTATCCTTCCCGGTGCAAAAAG
+AATTTATACCAATAGCGGTAATCCAGACGCTTTAAGTAATGTAGCTTTTCTAAACCCAGATAATACTATT
+GTGGTTGTAGTCGTAAATGCCACTAACTCAACCCAAAAATTTCGCATATTAACATCTATGGGGCAAATAA
+AAACTATAATACCAGCAAAGACTGTTGCAACTTATAAATGGAAATATGAGCCTACGATAAAAGATATAAT
+ATCCTTAAGGTCCAGAGCAAATAATCTTTTTGTATCAGTTGAAGCCTCAGAAAACTATTACTTAAAAGCT
+TCTCAATCACAAATTACTTTAAATACTAAATTCGAAGTTATACCTTTGGATAATGGTAGAATTGCTTTGA
+AATCTATAGTAAATAATAAATTTGTTTCTGCAGAAAATGCCGGTTCATTACCTTTAGTTGCAAACAGAGA
+ATCTATAGGAAATTGGGAAATATTTGATGTTGAGATACTGGAAAGAGAAAATGATATAGCACTTAAATCA
+TTAGCAAACAACAAATACGTATGCGCTGAAAACGCTGGCAAAGATCCATTAATTGCAAATAGAGACAAAG
+TAAAAGGTGCATGGGAAGCTTTTGAGTTAATATTAGCAAATCGCTGATAACTCTATAACAACGCACCAAT
+CTAGAAAATATTTTCTAGATTGGTGCGTATTTTTAAAATAGTTTTTCTTAGCTTTTCCTGTTTTATTTTA
+ACACTCTTTTATATGTTTTCTAATGATTCAATTACTTTCAATACCCTCTGTTTTATCTCCTCCTCTTTTT
+CAAAAGGGTTTTTAGGAATCATTTTTATCTCTATATCCGGTATAGTGCCTGTTTCAAAATATGAAGTACC
+ATCCTGATTTATAAGCATTTCCCCGTCAAATCTCACAATTAACCCGCTATTGGGAAGGCGCATTAAACCT
+GGCATAAGCCATCCTCCATCTCCTTTTCTGGTTCTTTCACCTATTACTGTAGCAAAGCCCGTTTCTTTAC
+AAAATTCTGCAAATATATTTGCTGTTGAATAAGTGGTTCTACTAACGATTAAAAATATCTTCCCATTAAA
+ATCTACAGGTTCTATATATTTAGAAAATTTTTCAAAATCTTTTACTATATCTGTGATCGCATAGTACATG
+AAATTTTCTTTTACTTCTGCAGGAAGCAAATCATACATAGGAAATTTATCTATAGTATTATTTTTCAAAT
+CTGGTATATAATTTTCAAGCAGATTAACAATATATTCCCCGCCTTTTATAAGATAAGTCTTTTCTACTGA
+CAAGTTTTTAACTTCTTTTAACTTATTCCTCAAAGGTGCTACTATAGCATTCAACCAGTACTCCCTATTA
+CCCCCTTCATTATCACTAATATCTATGACTAAATATGGATAATCCTTTATATTTCTCAAAAAATCATATA
+TCATATCTCTCTCCTTTTTATATCCTTCTCCGTCTTTGTGATAATCAATTAAAAAAGAATAGATTTTCAA
+ATAAGCGATCTTCCCAGGTTCTATAACGTCTGTCACAACGTTTTCTCTTCTTTTCTTCAGTGAATAATAA
+TCTTCTAGTTCGCCCTGTCTATATGTATTCTTAAAGATTTTTTCCCACATCTTATAAGAACTTTCTGATT
+CCCTAAACATATCTTCATAAGGTTTAAAACCCAATGGCCCAAATAAATATTTATAATACCCAGGACTTAA
+AACATGTGTATGCCCATCATGCAATTTTAGTAGAATATCATTTAATGCATAATAAAATTCTAAATTATTT
+TTTGTCTTCTTTATCTTTTCTTTAAATTGCTCTTTATATGCTAACCAGTCATAGCCATACATTTTTTTCA
+CTTCATAAAAATGTGCGTAATTGTCTTTTAAAATGTTGTACATGTATTCAAAGTCTTCTATTTTCTGCTT
+TTCTGTTAATTCCTCCGATGTGTTAGAAATAGGTACCATATCTGAAGAGTTTATATAAAACAACATAAAA
+AAGCTTAATAGACAAAAAGAAACGATGATAAGGACATAGACTTTATTTTTCACGTCCTATCACCACCTAC
+ACCACATATATTCCCTCTTCTTCTATACGCTCCTCTACCTTATCCAGCTTCTCTATATTAAACAAACTGT
+AAAAGTACCCTTTTATCTTCATTAAATCATCAAACCTTCCTTTCTCCACAATCCTTCCATCCCTTAATAC
+TATTATCTCGTCATACCTTTTGAGTAGCTCACCCCACAATCTGTGTGTCACCACTATCGCTGTTATGTCC
+ATATCCAGTATTGTCTTCTCTATCAAATACGCCGTCTCATTGTCCAACGCTGCTGTCGCCTCATCCAGAG
+CCAATATTGACGCATTTGTTATTACTGACCTCGCTATCGCTATCCTCTGCCTTTCCCCTCCTGAAAGAAG
+TTTTCCCCCTTCCCCTACATCGCTTAATATGCCCTCTGGCAATTTCTCTAACAACTGCCCTAATCCTGCA
+CCTTCGCCGCTTTTACTACTTCTTCATCCGTGTATCTGTCATTAAATAGAGTTATGTTGTCTTTTACTGT
+CCCGTCAAATATGAATACATTCTGATGTAATAGGGTTATTATCTTGAATAAGTCTTTCTTGTCTATTCTT
+CTTAATTCTATCCCATCTAATTTTATTTCTCCTTCATAGTTTTCATATTGTTTTAACAATAACTTGAGTA
+TTGTGGATTTCCCTGCTCCACTTGTCCCTACTAATGCGTACTTTCCTCCTTTTTTGATTGTAAAGTTTAT
+ATTATCCAAAGCTTTTGTCTCCCCTGTGTAGCTAAAAGATACGTTTTTAAATTCTATTGAGTCGTTAAAA
+GATTTTACTGGTATATAATCATTCCTCTCTTCCTTTTCCTGTAATACTTCATTTATCTTCTGTGATATGC
+TCTTTAATGAGAGTATCCTGTTGAGATTTTGACCCATACTGTATATTGGCATAATTATGTTATTGGTAAG
+CTGTACACAGGCAATCATCGTTCCTAAAGTCATCTCTCCTTTTATGGTAAAGTATAAACCTACTGCAAAT
+ACAGAGAGGAAAATAAAGCTACTTAAAATTTCTGACATGGTGTCAGAGGTATTTAAAAGTACGCTGTATT
+TAAGCTTTTTATCTTCCACATCTTCATTAACTTTTGAAAACTTCTCATGTACTTTATCCTCTATCCCGAA
+GCTCTTTATCACTTCAAGTCCTGTAAGAGTATCTTTAGATTCTATAGTAAAAAGTTCTAAGCTCTCAGAA
+TAATCGTTTCTCATTTTAGCAATCTTATCATCAAAAACGCGAGGAATTATTACACTAAGAATTGCCATGA
+GTATTATCATCACAGTTATTTTGTAACTTAATATAAATAGAGAAATTAATGCAGCCACAAATCCTACTGC
+ACTGCCTAAAAGCCTAAAGAAATTGTTAAAATAATCCTCTTCTACAATCTTTACATCATTTGAAATAATT
+GAAATGTACTTACCTGTATTAACTTCATTAAAATGTTCCACATCCTTTTTAATGATTGCTCTAAATAACC
+TGTCTTTTAGGTATATCAAAGTTTTTTTCATGTAATGAAATCGAGTTGTTCTATTTAACCATCCAACTAC
+TGCTGGCTCTTCTTCTCTTCAATTGCACATCTTTCATCTGTGCAGAAAACACACCAATCTAGACCCTTTA
+CAGCCTACATTAGTGCACCTTTTAAACTATAAATATCTTTCTTTTTCGTTTCTCTGGCATTTCACACAAA
+TTCTTTTTCATACAGTTTCTTCTACAGTCTCAATCTCTTCTTTCTCATCAATCCCATAATTATACATATA
+ATAGAAATACCCTCTCTTTTCTAATAGCTCATCTAATGTACCTCTTTCAATGATTTCCCCATCTCTCATT
+ACAAATATTTCATCATACCTTTTAAGTATCTCCGGGTCTAATTTATGCGTTACAGCGAGTACTGTCGCAT
+CTAAATTTATAAGTGTCCTCTCTATATCGCTCGCCGTAACTTTGTCTAAAGCCGCCGTAGCTTCATCTAT
+AAGCAGTATTTCAGCTTTCTTGATTAACGCTCTTGCAATTGCTATCCTCTGTCTCTCTCCTCCCGATAGT
+TCTACTTCCCCTTCCCCTACTATTGTATCGAGTCCTTTGGGGAGTTTCTCAACAACCTGAATTAAACCAG
+ATTGTTTCAATGCCTCATTGAGTTCCTCTTCACTGCATTCACTATACAGACAAATGTTATTCTTTAATGT
+GTCACCAAACATAAAGACATCCTGTTGTATGATACTAACTTTCCTGTAATAGGAGGCAGGGTCAAATTCT
+CTTATATCTACTCCATCAATGAGCACTTGCCCCTCATAATCTGTAATGTGATTTAATAAAACTCTAAGCA
+GTGTGGTCTTCCCACACCCGCTTTCTCCAACTAATGTATACTTTTTGCCTTTATCAAGCTTTATGTTTAT
+GTTTGACAAAGCATTCCTCTTGCCATCATAAGAAAAGGTTAGGTTTTTGATTTCTATGGAATTTCTAAAT
+TCAAAAGGTTTATCTCCCTGTGAGACTTCCTCTTTGCCTACCTCTATTATTTCTTTTTGGATTTTATCCG
+CTATTTTTTCAACAGATTTTATTTTTGTAGCATATACAGATGCAGAAATTAAAGGATTTACTATGTAGTT
+CATAAGCTGTACAGCAGCAATCATAGAACCTACTGTGATATAACCTCTCAAGACCAAATATGTGGCTACG
+AGTATATTTACAAAAAACATTGCAAATCCTGACACGATAGATAAAGCTCCTTGAAATCCTTGAAATGCGT
+CAGATTTATACCCCGCCATTTCTGCATCTTTATTGTCTTTTGATGCCATATTGAGAATTTTATTTTCTAT
+GTTAAAGGCTTTTATTACTTCAAATCCCTGAGCCATCTCTTTTATCCTGTTGGTAAACCTCTCAAGCTTT
+TTAAGGTACTGCCCCTTTAGTTCCTGATTTATTTTTGTGAAAAGCTGAGGCACAATCACTGGAACCCAGC
+CAAAAATGAAAATGACTATAGTGAGATAAACGTTTATTCGAAGTATTAGATATAAAGACACAATAAATAG
+TAAAACGTCTTCCATAATGTTAATCAAACTGGTGAGGTAATTAGTCTCTATCATCCTCACATCATTGCTA
+AGTAAAGATATCAATTCTGAACTTGTAATTTTTCTTCTTCTAGAGTTTATGAAGCTTTCTATAATGGATT
+GTTTGTAGTCTATCAATACTTTCTTGTTAAAAGCTGCCGAAGCTGCCTTTGACAAGGTCTCAGCTGTAAA
+TACTGCTATCAGAAAGCCTACTGAATACCATATTAACGTAGAAATGCTGTAATTTAAATTTCCAACAGAT
+GTGTCAACGATTATTTTAAAAAGTATTGCCTGCAGGGCTTTAAGGGCTGATACAAAAATTATAAGTATAG
+CGTTTATCAGAATTAAAAGCTTATATTTTAAGATGTACTTCTTTATCGTCTCCATTTATACGACCTCCAT
+AGAATGAGATTTGTAATATCAAATCAAATTTTCCCCTATAGATTAAGATAATTCGTTCTTTATACAAGCT
+GAAATTGTGCAATATATGTCAGTATCTCAAAATCTCAAACAAAAAAGTCAATATCATCAATAAAGCCACA
+ACTTTTTCAATTTTATCCTAACATTCTTATCTCTCCCAGTAAAATATCAAAAATGTCTATAAACTTTCCT
+GATATTTCATTTTGGTAAACTTATCCATACTTCCCTTCATTTTTCTCATTTTTTCATATATCACCAGTGC
+AAAATTTTAATTTTGTAACTGTAAGTTACAATTTCAGCTACAACCCAAATGTAAAAGCCATTTATTGACA
+TCTTATTACACCAAATATTCCACCTTTTTAGAAATTCTATTTAAATCTATCACTTCATCCGCTATATTTA
+AAAACTCTTGGTTATGAGTAACAATTAAAATTATTTTTTCCTTCTTGAGTGCTGTTAGCATAGATTTTAA
+TTTCTCAATACTAACAACATCTAAGGCAGACGTGGGCTCATCTAACACTATGACATCTGGATCTTTTAAA
+AATGTCCTGGCAATCGCTATCTTTAATTTTTCTCCTCCTGAAATGTTGCTGGAGGCTTCATTTAGTTTTG
+TATTCAATCCTTCATGAAATTTATCTATATCTACATTTAAATCTTTTAGCAGTTTATCAATAGTTTTATA
+ATCGTAAACCTCCACCCCATATATTAAGTTATTTATAATTGTGTCATTAACTAATTTTGGTTCCTGTTCT
+GTGACTCCAATAATTTTCCTTCTTATGTAATACATGTCTAGTTCCTTAATTTCTATTGAATTGTAATATA
+TCTCACCTGAATAGTAATTTACTAAAATCCCAAGAATTACATTAATGAGAGTACTTTTGCCGGCTCCATT
+ATCACCTACAATGCAGTATATTTTCCCTTTTTCAAATTCATAATTGAAATCGTGTATAATTTTTTTAGAA
+TTGTCATAAGCAAAGGAAACATTTCTAAGTTCAATAGTCTCTATACCCTCTAATCTAATAGTACCATTTA
+TCTCTTGGGGCTCATCCAATATTTGTCTTAATCTATCATAGGAAATTAAAGCATCCTGATATGACTTACC
+TAAGTTTAAAAAGTATCCTACACTTCCTATCATCATTGAAAAATAACTACTAATTATCGTAAAATCTCCT
+ATTGTCAAATTTCCATTTATTATTTCCATTCCGCCAACAAAAAATATTATTACCCTTGCAATAGTAGTCA
+CCATTGAATTGCTGCTATTAAAAAGATAAGAAACTTTTGTATATCTTAGTAATGAATTAAACATTTTTTC
+AAATGCGCTATTTAATCTTGCCCTTTCTTCCTTAAAAGTCGCATTTAGTTTTATAACTTTTACATTTTGC
+AAATTATCATTCATTTTTGAAAAAAATTCGTTCTGTTTTTCTTTTAATTCATAGCCTCGTATATATAAAG
+GTTTTCTAAACACAAAGTAAAGCAATATATATAAGGGAATCAAAGCCATTAATTCTAAAGTCAATTTGGC
+ATTTATTCTCATGGAAATATAAGCCAAGAAAATAATAGTTAAAGCATTAGTAAGAATATCTAGCATATTG
+GCTAATACAAAAGAAACTACAGTATTGCTGTCAAAGTTTATTCTTTGATTTAGATATGCACTGTCTACCC
+CTTTAAAGTAAAGAATAGGCAATTTAGTTACATGGTCCAATACGTAAAAGTTTAAGTCTGTCATTGATTT
+GGTCTGAATTTTAACATAGGTGTAGTTCATTACAAAAGAACTAATTATAGTGATTATTCCAATTAATACT
+ATCTTTGCTGTAAAATCATAAATTACTTTAAAATCTTTACTCTGCAATAGAAGGTCAATATAATTACCTG
+TAATGTAAGGTACTATAATTGACATGAGCCATCCAATGATACTAAAAAATAGAAATACTATCAGGGAGCT
+TTTGTACTTAAATATGAATTTTTTAACAAAGTTAAATATTTTCATATTGATCAACTCTCTTGCATTTTTA
+GAAATTACTTCTCTTTTCCTAAAGATTTAATCAATTCGACTGTCTTTTGCTTCAATATTTCTGCTCTTAC
+TTCTGGATAGCCAGCATTTGTATCTGGAACGTCTAATTCTATGTCTGGTTTCACACCTTCTATAAAAAAT
+GAACCCCCGTCTCGGTTTAAAATTGTGCCGGCTTCAAATCTCACAATCAATCCACTGTTAGGAAGCCTCA
+TATATGAAGTAAGTGAACCATCTCCTGAAGTACTTCTTCCTATCAATGTAGCAAAACCAGTTTCTTTGCA
+GAACATGGCAAATCTTGTGGCTGCAGAAAAAGTTCCTCTGTCTATTATTAGAAATATCCTTCCTTTGAAA
+TTTACATATTCATTTGATTTGAAAAACTTTTCTATGTAGTTTTCTTTTTGTTTAGATAGGTTTTCTTTAA
+ATTCACAGATTGTAAAATCTTTTTTCATCTCTTCTGAAAGTTTATCGTATATAGGACTCTCTTTGAATTT
+ATCTTCGTCATAAAATATTACATACTTCTCGAAATTTTTTTTCGTATATTTTCCCTTTCTCGATAGATAA
+AACCATGTATTTTTATCCTCAGAGTATCTGAAACCTTTTTCTCCTATCAGTGGAGCTACTATAGCATCTA
+TCCAGTATTCTGAAGAACCTCCTTCATTTCCACTAATGTCTATAATTAAATAAGGATAATCTTTGATAGT
+TTTTAAAAAGTTGTATATTTCTTTTTTCTCTTCCCGATAATTTTTACTGTTCTGATCTTTATCTATCAAA
+AAAGAATTAACTCTTAAATACGCTATTTTATCCTCTTCTAAAATTTCTGTTTTTATATTTTTCTGTCCTC
+TCCTCATTTGAACAAAAAAGCTACTATTATGACTGGGATTTACACTTCCTAGCAATTCACTCCATTTTTC
+ATAATTTTTCTTAGAATCTTTAAACATTTTTATAAAAGGCTTAAATTCAATAAAATTTCTTATCTCTTCA
+CCTTCGATTAACTTTAAAAGATAATTAAAATAGCTAGGACTTGCTACATAAAGGTGCCCATCATGCAATT
+TCCGTAAAATTTCATTTAATTTATTATAAAACTCAATATTATTCCTTGTATTTTTTATCTCTTCTATAAA
+CTCTTCCTTATGGGCTAGCCAGTCGTAGCCATACATTTTCTTTACTTCATAAAAATGTGCGTAATTGTCT
+TTTAAAATGTTATACATGTACTCAAAATCTTCTATCTTTTCTTTCTCTGTTAAATCTTTTAATTCCTTTG
+ATGCAAATAGAGTGTTTGAAGTATATATACCGGTAAAAAATCCTGCTGAAAATATTACAAATAGAAAAAA
+TATAAAAGTAATCATAGAAATTGATAGTTTCTTACCCATTACTATCACATCCTTTTAGTAACATCTAGTA
+AAGAAGACACTCTGTAGTCTAACATCCCCCCATTAGTTCACCCCATTCCCCAAATCCTTTGTTGCTTGTA
+AGTATTATCCCCCTCTCTGATACCATGCACTTATCAGCTGAAAAAAAGAGACTTGCTCTAAGGTTGCCTA
+AAGGCAAATACCCTACTTCTTGGGTTTCAAACTGACGAAGTCAAAATAAAATAGTTCAAGATGTAACTTA
+AATGGGCACCAGATTGTTTCAAAATAAAAAACAGCATTATGTACGTAAATGCCACAAAGTTTGCCAATGG
+CTGATGCCCATTTATATTACATTATCTTACCATCTCTAAAATTCTCTTTAATACCGTGTCATATTTTACC
+ATATCTAAAATATTATTTTCATCAATCTTTTCTCTGTCTTTAAGGTAATTTACAAAGTCGTCATAAGACT
+CTTCCACGTAAATATCAGGCTGTGTGCCTACTTCTTCATTTGCCGTACCATCAGGGTTTAATGCCATGTT
+ATTAGGATATCTTATTATAAGCCCACTGTTTGGAAGTACAAGAAGGTCTGGATTAAAACCAAGTCCACCT
+GAGGTAGGCGTACCAACGACAGTCGCCCACTTAGTAGCCTTTGCAAATGAAGCAAAGCCTTCTGCCGCCG
+AATAAACCCCTGCATCAGTGAGTAAATATATCTTCCCTTTAAATCCCACATAATTTTTTGGAGTCACTGT
+ATATGAAATCTCAGCAAAATATCCAAAATCGTCTTTCAGTTCAGGTGGGTAGTTTTTCCCTTTCGGTAAT
+TTATCTAGTGTTTTTGTATACTTAATGTCATAATTTTTCACTACTGTATATGCTTTATAAGCAATTTTTT
+TATCTGTTAGGGGCTTAACTATATTTTCTATCCAGTACATTACGTTCCCTCCCCCATTTCCTCTTATGTC
+AATTATTAAATAAGGATAGTCTTTAATTTCTTTAAAAAAGCTGTATATTTCTTTTCCATCTTTTTTAATA
+TCATTTTGTGACATTTTCATTTCTGGTATTTTTAAATATGCTACTTTGCCTTTTACCAACATACCTTTTA
+CTAAAGGTAATTTATTATCAAGCATACTTTGATTTATCTTCACTTCAATTGGCTGTAAAGTTTTTTCTAT
+TTCCTCCCCTTTAGGGCTTAAAAAAGTAAGTTTTATTGTATCTTCTAAACTATCAGCGAATACGTAAAGT
+TTATACTTTACTATTTTATTTCTCTTGAAATCATAGTTTAAAAAGGCTTTATCCATCAAAGATTTTGCGT
+ATTCATCAGCCGCTAGCTCATTTACTTTTAAAAGTATTGAACCCTCAGGTACACCATATTCCTCTAATGA
+TTCGTTCTTATTATATGGTATAGCAACGTACTTCCCTTCTATATATGAAAAAACTATTGGCAAAATATAG
+GTTGTTTCTTTAATAGTTTGTTTCCAGTATTCATAATTTTTTATAATTATAGAATTCGTTAAAGGATCTA
+ATTGCTTCTCTTCACTTTTAACAACTTCGTTAAACGCTTTCTGGAATTTTTCAAAAAGCTCTGGACTTAC
+TAAACGAGCATGAGCAACTTGTAAAAGCGTTACCATTCTTTTTATTTCATTGTAAAATTCAACATTATTT
+TTTGTTTCTCTAATTCTCTTTTCAAACTCTTCTTTATGAGACAGCCAGTCAAATCCCGTCTTTCTTTTTC
+CCATCTCAAAGAAGGGAAAATTTTTCTGCAGGGTATTATATAGATATTCAAAATCTTCCAATTTTTGCTC
+AGCAGTCAGCCCTTTGGCTAAATCGATATCTTTTAAGTTTTTGTAATATTTATTGTATACCTCTGAGTAT
+GAATATGATGGATTGTAAAATATCATATAGCTGAGAAAAAAAGCAGCTCCTATGACCATTATTACTGCTA
+ATACAATTTTTATAATCCTTTTTCTAAACATGCACTCTGCCTCCTATATATTTTTAACCCAATTTTAATA
+GTGGAATCTTAAATGTCAATACGAAGAAAAGGAAAGATAGTACCAATATTAAATCAGAAATAAATCCGTC
+AACGGAAGCGTTAATAAACCGCAAATTTTCACTGGCGTATTTCCTAAGAGGATAATAAGCAACACCTGCA
+AAAACAGGAAAAGATAAAATCGCAAGCAGTATACCATATACAAAATTATATTCCATCTTCAATGTATTAA
+ACCCTACTGCCAGAAGACACACTAGCCCTCCCTCGGCGATGAGAAAATAGATTGTTTTTAACGTTCCTTT
+TATGTTTCTATTACTTTTATACTCCATTACTTTATTCCCTCCCTAATTATAAAATTTTATTTTTCTTCTA
+CGATTATTTTTATCATATTCATATTTATGAGTAGGTCTTTCTATTTTGCTCATCTTGATAAAACAGAACC
+TTATGTAAAATCTGCCAATTTTCTTCTGAAGCTTTTAACTCTGCTAATTTTAATAACACATTCTCTAGTA
+TTTCTTTCATCATTATGCACATTATCTCAGCTCCATATGACCTATCTTTATTTTTAATATCCCCAAAACT
+CCCTAAACAAAAAGAACATATATATTTAGCCCAACAAGTTTTACATGAATCATCTAAAAATTTGGCATTA
+AATTTTAAGTTGAACATTTTTGTGTTACTCATAATTTCATCAGATGAAATATTTATATTTCCAACAGATA
+GGTCAGTACCTATGAACATAAAACAAGGATATATTGTTCCATCTTGTGTAACCGTGAGATTATTAACTCC
+TGCTGGGCAAATGTACTGCATAGGTATTTTTCTAATTAATCGCTGTATTACTTCTGTGATAATTGCACAA
+GAATTAATAATTCTTTCTTTAAGTATAGTATCAAAAGTATATTCTACTGCTTCCTTAATGTATTTTTTAA
+TTATTTCTTTATCTTTATTTAGTGATAAAAAGTTATTTTTTTCAATACAAACAGGCGTAATATGGGTTAT
+TAAGCAATCAAACTCGTTTCTAAAAAATTTAAATAAATCAACAAAACTTATATTATTTTCAATATGCTTG
+TGTGTATAGGTGCACTCAAAAGAAATTTTCTCCTTGTTTATTCCACTTTCTATCATCTTAATATAATTAG
+TTTTAATGTAATTAAAAGTTCCTTCCCCAGTTTTCTTAATTCTCAAACTATCATGTATTATTTTATCTCC
+ATCCAGGCTAATAGTAATGTTAAAACGAAATTTTTTCATTATATCAATAGCTTCAGATGGTAAGTACGTT
+CCATTAGTCACTATCCCAAACTGCGGCATATAATCTATAATGTTATTATTTCTTAAATTTTCAAAATATT
+CGCATATAACCTTGATAACGTCATAATTTAACATTGGTTCTCCACCAAATATCTGTATATTATAAATCAC
+TCTAAAATTTTTAACAAAATAATCAATAATATTTTTTGCTTCATCTCGTTTCATGTTATTAACATCTAAT
+CCATAACTTCCTCCATTGGCATAACAATATTTACATCTACAATTACAATTATTCGTAACAATTATAACTA
+ATTTTTCAAGTATATATCCATTATAGCTTTCTTGTGAAAAATAATTATCTAAATAAGAGTTATTTATTTC
+GTTTGTTACAGTATCTAAAATACTTTCAACTTCTTTATAAAATCTAGTTTCGTGGTCTATAAAATAACTT
+TTAAAATATTTTTTTATGTTTTCATCAAACACTCTATAGTAATTTAATGACTTATTATGAAAAAGAACAC
+CTGTTTTTTCGTTTTGTATATAATGAAAATCCTTATACAAATCTCTTCCCATTGTTTTACTCTTCTCCTC
+CCCGGAAAGGGATAACTTCCTCTCAATTGAGAGAAAGTTATCCCTTGTAGTAAAATTGATAATACAATTT
+TTATTTTATATCGTTAAACGCAACCAAAACCAAAACATGACCATCCACATACAAAACCTGTACAGTTGCT
+TCCACAATTACAGCCACGACAACCACTTCCCGTAAATTTAGGGGGTTCAGGAATACAATTTCCCAAAGTT
+ACGCCTGGTGTTTCATTCGGAGTGATTTTTATATCTAAATTACCTAAATCAATCTTTTCCATAAGTTTCA
+TCTCCTCCCAATGTAATTTTAATTTTCTTAACAAATATTCACTAGAATATAACATCTTTATCCAAGGAAA
+TGTTTAGTTTCCTTTTGGTGGTAATGGAACAGATGGAACACAAATAATACCTATTGGCCCAATACAAATA
+ACTCCTAAACCGACACATCCAAAACCCACGCCATCTGGTGCCACTTGAGAACTATTCCTTATAATGGTAC
+TAACTTCATTTTGTTTTAGAATTTCATTTTTCATTAATATCGGTTCCATATATCTCACCTCCCCCTTAAA
+CGAATGTAACGTCAAATTAAAGCCTTAAATTCGCGTATCTATAGTCTCCAAAACATTGGAATAAAAATTT
+TTTCGAGAAAAAGGAGGATTCCCTCCCCTTGGTGTCGTAGGTAGTAGTTGTAGCAAAAACAAACACCATC
+AACCCAAAGGAGGGAATCCTAATTTATGTTTCGACAACTACTACCCGTTTTCCTTCTTACTCATTTATTA
+AATTTTTTGCTTAAAATTTCTCTATTCGCTCTCAAACACTTTAAAGTAGATATTCAGCCGCCTGTTGACC
+TCCAACCTTCAGGCTACAAAGTTTTGTCACCTTTAGAGGATCCTTTGCCACTTGTTGAAAAAGTTGTTGA
+GAAAAAAGATTACAAGAAAATCCTTGCCGAAGCTGAAGCTCAAGGTAAGCCTATCTCTCATGTTAGACGT
+ATTAAACCCCTTTGTGTTGATGTTGATAAGTGCCCTGTTTGCGGTGCCCCTCCTGATTATTTGTACAGTT
+TTGGTAAAGACCCTGACGGCTTTCAAAAACTACAGTGTAAAGTGTGTAAACATCAATGGGCTCCTGGTAA
+ACCTGCTCCTAAAAAGTCTCGCCCTACTTACCGCTGCCCTTTCTGCGGGTCTGCACTTATTCAGGATAAA
+ACTAGAAAGAATTTTACTGTGTTTAAGTGTCGCAATGATAATTGCCCTAAGTGGCTTAACCACCGTAAAA
+GATATCGCTTCAGAGCTTTTGATGTTGATTTTGATGAACTCTCTTCTTCTTCTCCAAATGCTGCCCCTGT
+TAACCTCGCAAAAAGCCATTTTAGCCCATTCTTGATAGCACAAACTGTTAATTTATACGTAGGTCTCGGT
+CTTTCTTTAAGGCAAACTGTCTCTGCACTACAGCATATATGGCAAGTTCAACTCTCTCATCAGACTATAC
+AAAACTGGGTGGTTTCCTTGGCCTCTAAACTCGCTCCGCTTGTTAAGTCTATCAACCTCCCTTTGTCAGG
+CCTTGTTGTTATTGATGAGACTTACATAAAGGTCAAAGGTAAGTGGCATTACCTTTTTACTGCCTGTGAT
+GGCTTGAGAGGTTTTATTATCTCACAGCACCTTTCTCCTCATAGGGATGCTTTAGCTGCTTTGACAATCC
+TTAAAGAGGTCATTGACCGTTACAACAACCGAGAATTCATTTTAGTCACAGATAAAGCGCCTATTTATGA
+TGTGGCAGTCCATTTCGCTTCGGTTTTCTTTGGAGCCAATATCCGTCATCGACCTGTGTTGGGAATCTCT
+CCTCCACCCGGTGGTGACAGTCATACTTACAGACCGTATAAAAACCGTTTAGAACGCTTATTTGGCTCTT
+ACAAGGCTCATTACAAGCGCCATAAGTCTTTTAGTTCTTTTGAAGGTGCTATCGCTCATGCATTGCTATA
+TCAGCTGTACTACAATCACTTGAAACCTCATGAGGCTTCCGATGGCAAAGTACTTGCACCCCTTAAAGAT
+AAACATGGCCACCAAGTGGATAATTGGGCTAAACTGATTCAATGGTTTGTTGAGCTTAATTAAACTCTAT
+AATCTTGACAACTTTTATGTGGTAAGTTAGACTGTATTTGAAATAGTCTAGCTTACCATAGGGTGATATT
+TGCCTTCTTTGCCCATAAAAGCTTAGATTTTATTTACTTATAGTTTTTCCCTAGGTGTCATTTTAAGTTA
+TTGATTTAATAATCACTGATTTCTTTGCTAACTACTACCTACAATTTCTATTTTTTAGGGAATCCTCATG
+TTCTTACTTGACGCTACCTAAACGAATTTCTATGCTGAGCACATCTTAAAACTTCCAATATTAATATGCA
+AATATAGAAAAGTTTTAAGATGTGCCTTTGGCCTGCTTGAAATCTATCTTGGCTTTGCATCTTTTTACTT
+ATCTACAACTACTGAATGCCAATCTATTATATCCTTTTCTCCCATTGGTCCTATACTTTCGACATTTCCT
+ATCACATTAAAACACCATGAAGACAGTAAAAGAGTAACTATGGAAAAAACAATTAATAATTTTTTCTTCA
+TGCCCCCTCCTTGCCTCCCTTTACTTTTCCTTCTCCTACCTATATAATATATGGTAAGTTAAACAATTTC
+AACCCGAATTGATTCTGGGTGGTGTGTAAAAAAATGGATGGATTCTATTATGACTTAGAGGCTTTTGGAA
+ATGAATTGAGAGATATACGTAAATCTTTAAGGCTTACTCAAAAAGATGTAGCAGATCAAACTCTTGTAAG
+CACAGATACTCTAAGGAGAATTGAAAATGGAAAGGTTATGCCTAAACAGGAAACTCTTGATTTGATGTCT
+GTCATCTTTAAAAGAGACTTAAATGAGCTTTTGTTAAAGTACAGACTTAAAGATTACTCTTCTTTTTATA
+AAATAAAAACTTCTATTGAAGATAAGCTTGAAGGCGGAGAATTTGAAGATTTGAAAAAGGACCTCAAAGA
+ACTTAAAAAAATAATTGATGAAGGGAAAATGAGCCTTTATTACATTCGATTATTGAAGCAACTTCTCTTG
+TTAGTGGAGTCTGTTATTGAAAAAACTGTAAATAATGATTATGAAAAGGCTTTAGAAAAATTGATTGAAG
+CCATGAAACTCACTATACCAGATTTTTCTCTTTCTAACTATACCCGCTTTGTGTACAGCAGTATGGAAGT
+TAGAATTTTAATGAATATCGCCCTTATACTAAGAGAAAAAGAATCATACGAAAAATGTATAGAAATACTT
+CTTTTCTGCTTAGAAGCACTGGAGCCAGACAATGTAGAAGAAAGAATTAGGGTATATTATAACCTTTCCT
+ATGCGTATCACCTATCTTCCATATATGATAAGGCGCTTTATTACGCAGAAGAAGGTATTAAAACTTGTAT
+AGATAACAAGACTTTAAATGGGTTGGCACTTTTATACTTCAGAAAGGGAATTGCCGAATTTAAGCTTAAT
+AGAGAAAACTACATAGATTCTCTTTTAAAGGCTGTAAATCTTTCAGAAATATGTGGGCATGAAAAGTTAA
+GGAAAATGGTCATAGAAAATTGCAAGAAAATTTATAATATAGACCTGGAAAATTTTCAAAAGCTTTAATA
+TAAAAAAACAGCAGAGAGTAAAATGTTAGCATTCTACTCCTTGCTGACTATAAAATCATCGGTTCTGCCG
+CTCTTTAACTCCCCTCAATTATTTGTAGGAACTTTCTTGGAGTTATCCCTTATTCCTTCCACAAATTTAG
+AAATACTCACTTCTGTATAACCCAATTCTTCCAACCTTTGTTTAGTTTCTTTTGTTGTTTCAAATAATTC
+TTTCACAATTCTCATTCTCTTTTGAATAAGATATTCTATAAAATCTAAAACTTCTTTTTTAGCATTTTTA
+GGCAACATCCTTGCATTTTAATAAATAATATCATCAAGTTTATCATTATCAAAATTTGTCATTTTAAACA
+CAACCATTACAAATTTCTTAATTATATTCTAATACATTCCAACAATTATTAAAATTCAAACTTTATCACT
+TTTCAAGAGACTTAATTACTTCCACTGTCTTTTGTTTTAATATTTCTGCTCTTACTTCTGGATGCTTGAC
+ATTTGTATGAGGTGGATTGTTTTATGCTTACCTTATTGTAAACTCAATATTCTCCATTATTATACGCATC
+CAAATAGCCCAAGTAAGCATAGAACATAGGTGTTTTGTTTTTATAATCAAACTCACTAATTCCTTGTTCA
+ATGAATAATTCTAAAAGCAATCTGTTACAATTTGAATGGATGCATCCTGTTTTTGTTTCAAAAACAACAT
+AAATTATATCATCTTTTTCATTATTGGATATGTGCGCATAATTGGACTGATAGTACAAATTACTTTTATC
+ATTTTTGGAAAGTTTGTATGCAATGAAATTCAATTCATCAGCAGTAAGATTTAATTGCTGATTTCGCAAA
+CAATGAACGACATTAAATACAATGTGCTGCATAATAGATTTTGGCAAGTCTGTTGTGGAAATTTCTATAA
+TATCCACTTTCTGTTTCAAGAAATCAATTAGCTCTTCAATACTTTTTTCACCAGGAGTAATTTTATGTTT
+ATATTTTTTTACTAAGTTCTCTCTGTTATTCATTGTCTTAGCTCCTTTTCATTGAAAAGTTTTAATTCTT
+TATTTAGTTTATTGTAACTGTACCTGTAAATGTTAATGCTGAAAGCCAACCACCAGAAGTCAGATTATAC
+CCCTGTAAATCCTTAACACTTACCTTTACCTTATTAACATGAGTTGGTATTGTAGCATATCCAATAAAAA
+CTGTACCTACGCTGGAGACACCAGTATAGTATGTACTGTACGTCTTCCCATCCCCAAATGTTGCATACGT
+TTTTGGAAAGAGAAAGCTCGTATCCTCTATGGTTAAAGATTTGAAACGCCAAGCGTAATATAGATCAGTT
+CCACTCCAGGTTAAATACACATGACAAGTGTCAGTATTTCCGGATCGGGTTATAGTAGCATAAATTATAG
+TAGGAGTAGATGCCGTTGTGATATCATTTGTGGATGTTTTTGCTGAATCCGAAAGTATTTTACCAATCTC
+TGCCACGTTAAGATTTTCATTAACTGTGACAATAGGAACCTCAATATAAGTTTCATTTTCGATTTCAGTT
+GCCATAGCTTGAATACAAAAAGTTACAATCATAACCATAGCTAAAAAGATACTACTTAAGATTTTTCTTC
+TATTTTTCATCGTGAACCCTCCTTCAATAAACATGGCTACCAAGTGGATAATTGAGCTAAACTGATTCAA
+TAGTTTGTTGAACTTAATCAAACTCTATAATTTTGACAATTTTTGTGTGGTAAGATAGACTATACTTGAA
+ATAGTCTATCTTAGCTAACTACTACCCACCCCTTTTAACCCTATTTAACGTTACCGCCTCCCTTTACTTT
+TCCTTCTCTTACCTATATAATATATGGTAAGTTAAACAATTTCAACCCGAATTGATTCTGGGTGGTGTGT
+AAAAAAATGGATGGATTCTATTATGACTTAGAGGCTTTTGGAAATGAATTGAGAGATATACGTAAATCTT
+TAAGGCTTACTCAAAAAGATGTAGCAGATCAAACTCTTGTAAGCACAGATACTCTAAGGAGAATTGAAAA
+TGGAAAGGTTATGCCTAAACAGGAAACTCTTGATTTGATGTCTGTCATCTTTAAAAGAGACTTAAATGAG
+CTCTTGCTTAAGTACAGACTTAAAGATTACTCTTCTTTTTATAAAATAAAAACTTCTATTGAAGATAAGC
+TTGAAGGTGGAGAATTTGAAGATTTGAAAAAGGATGTTGAAGAACTTAAAAAAATAATTGATGAAGGGAA
+AATGAGCCTTTATTACATTCGATTATTGAAACAACTTCTCTTGTTAGTGGAGTCTGTTATTGAAAAAACT
+GTAAATAATGATTATGAAAAGGCTTTAGAAAAATTGATTGAAGCCATGAAACTCACTATACCAGATTTTT
+CTCTTTCTAACTATACCCGCTTTGTGTACAGCAGTATGGAAGTTAGAATCTTGATGAATATAGCTCTTAT
+AGTAAGAGAAAAAGAATCCGAAAAAAGCATAGAGATGCTCCTTTTCTGCTTGGAAGCACTGGAGCCAGAC
+AATGTAGAAGAAAGAGTTAGGGTATATTATAACCTCTCCTATGCGTATTACCTGGCTTCCATATATGATA
+AGGCGCTTTACTACGCAGAGCAGGGTATTAAAACTTGTGCAGAAAACAAGACTTTAAATGGCTTAGCCCT
+TTTATACTTCAGAAAGGGAATTGCCGAATTTAAGCTTAATAGAGAAAACTACATGGACTCTCTTTTAAAG
+GCTGTAAATCTTTCAAAAATATGTGGGCATGAAAAATTAAAGAAAATGGTTATAGAAAGTTGCAAGAAAA
+TTTACAATATAGACCTGGAAAATTTTCAAAAACTCTAATATAAAAAACAGCAAGGAGCAATATTTTACTC
+CCTGCCGTCAGGCACTAGTAGGAATATGGCTTTTGTAATTTTTTATGACCACAATAGGTGTTTGCTGTTC
+TGAGTTACCTGAAGGGTTGTCCAAAAAAAGCTTTTCTACGTATTTCTTATCTACTCCTTTTGAGGCGCCA
+ACGCAGTCAGCTTTATGTAAATCATTTGCGTCAATTATTACAGCATCCACTCCTGTTTTTTCTTTTATCA
+TGTCGCAAACTTTGTCCGGGTCTTTGGGGCCTAAAACTACATGTCTATGATATGGTGGCATTGTACCAGC
+AAAATCGTCGATTAAAGCAACTTGCCTTCCAGCTATTATAAAAAACCAGCCTTTTCTCCCCAAGAGTTTT
+CCTATGCCACCTATGATTGCAGCTATTAAGATTCTAAACCATCCCACTTCATTTATAGCACACTGCATGC
+CATAAGGAGAAGTGAGGCTGCCTTTCCTATCCGTAAATTTGCACAGTATCTTCGCCAAAAGCCCTGGTTT
+AATCTGTTCAGGGAGATAAGCTCTCCCTTGACTTATAGCAACTACGCTTTCTGCAACAGATATCAAATCT
+CCTGGTTCAGCTATATCCTTGGTATAATGGTATACCACCTCTACTATATCGTCCTTTTCTGTTATAATGT
+GAGTTCTTATTGATATTTTCCCATTCATAGTTTAAGCCTCCATTTATCCTAAAAATTGTAACACTAAAAT
+TTTTAGTAAATATCTTTTATTTTTTTCTTGCTGTGGTAAAATATATTTAGTTTTATCACAATTATACCAT
+AATTTTATCACACTTTTCTCACAATTTTTTTAAATTGGAGAGGGGAAAATGTTAAACAAGCTGACAAATA
+TAAGGATTGATTCTGCCTGCAACAGCCCATCAATAAAAGAGCACAAGAGCCTGCTGGTCTTTGACTTCTC
+TCTAGACATCCCTTCACACCAGGCAGAAATTCATGAAAACACCATAAAAATAATATTCTCTAGTGTTCCC
+CTTAATATGCCAGAAGGCATATACAAAGTTTTGGATGGCATTATATCTTTTGTCGAAATAAAACAACAAG
+GAGAAGACATTGTGGCTTGCGTACATCTTGATTTTCCATCCAACTTTGAGGTAAAGACAATAAAAGGAAT
+ACCTTCGCAATTTGAAGTGTACATAGATAGAAGTCCGCTCATAGAAGTATTAAAAGGAAGAAAAATAGCA
+ATAAATCCCGGTTTTAGTAAAAAAACTAAAAGCCCTACAGGACTCTTGATGCACATTCCAATAATGGGGA
+TAGCAAAAAAGTTAAATTTTCTGCTGAGTAATTGCGGAGCAGAAAGCAAAATAACCTGGGAAAAAGACCC
+TCAAGAGAAAAATTTAAAAGATTTGGATTGTGAAATTCTAATTGACCTTTATACTGAATTGTCATCTAAG
+AAAGAGAGCGGATTTAAGGTGTACTATGAAGACCAGAACGACGCTTCTTTTAAGCTTGCTAAACATATAA
+ACAAAGCAATGGAAGAAAAATTGCAACTTCCAAACTTAGGAATTTTTCAAAAAAGATTTGAGTACAAAGA
+AAGTATCATTCCTGTGGGTATTGTGCCAGCAATGGAAGATGTGAGAATAGATGATGCTCATTTGAGGGAT
+GTAGATTACAGAGAAAAAGTAGCTCAGGCCGTGTTTAATGGCTTAATAAGATTTTATTCATAAAAAGCAG
+GTAAAAAACAGGGTTACAGCACTACCTGTACCCTGTTTTTTAAATTAATAAAATTTTCTCCCACATCGCA
+GGTATAGGCATAAACTTCTACGCCTTTTGTGAAAGCTTCTCTTAAAAATTGTCCAAATTGAGGGTCCTGT
+TCGTCATTTGGAGTAAAGTATTTGATGTCATCCATTTGAATTAAGAAAACAACTGCCGCTCTCATCCCTT
+CTTCTTTGACTTTTATGAGCTCCTTTAAATGCTTTCTACCTCTTTCTGTCGGCGCATCAGGAAACTTGGC
+TACTCCATCTACCTCCAAAGTAACACCCTTCACTTCTATGTAGCAAATTTCCTTTCCATTTGTAAGTTTT
+ATGTCAAATTTACTGTTCCCAAAGCTTTTTTCCTTTTCCACCAGTTCATATCCTCTAAACTCTTCAACTA
+TCCCTTTTTTTATGCTCTCCAGAAACACTTTATTTGGCACTTGAGAATCAATTGATATAAGCCTTTTCCC
+TTTATAGGCAAAGGCAAGCTCATAAGGAGTTTTTCTCCCCTTTTTTTCTCTCACTTCTAAAAGCACATCT
+GCCCCTTTTACGAGGATCTCTTTCAGTCGCCCTGTATTTGGGACATGAACCAGGGTTTTAATGCCATCTA
+TTTCAACATAGGCTTCAAATCTATTTAACCTTTCTATGAATTTCCCTTTTATTATCGGATTTTTAATAAT
+CATCATAAACCCTCATTTCAAATCCTCTGCTGTAACTTCTGCAAAACTGGTTGGAGTCTCCCAGAGAGTA
+AGCTTGTAGAGTTTGTAATTGGGTCCTTTGAGTTCTCCTTCTAATTCCTTCCACATCCACAGGAGTATAT
+TTTCACAAGTTGTGTTAAAGCCTAGCACTTCATTTAAATATTTGTGGTCAAGCTTTTTTATAATTTTTTC
+ATTGACAATTTCTTTTAGCTTTACAAAGTCCAAAACCATTCCTTCCTCATCAGGATAGCCCTCAACTGTG
+ACCTCTAACCTATAAGTATGGCCGTGCAACTCTTCACATTTCCCATGGTAATTAACAAGGTTGTGGGCAC
+TGTCAAAGGTAAATATTTTTGTAACTCTCACTTTTTACACCTCTCCACACCAATCCTTTTTGTAGAGCCA
+TACGCCCTGCTTGTCTATAAGGCCTTGTATCAACTCATCGATGGATAAACCGTTTTTACTCAATGAAGGA
+TTTATATCCCTTAATGGTATCAGCACAAAAGCTCTTTCCCACATGTGAGGATGAGGAATAGTTAGCTTCT
+CATCATTTAGAATAAGTCCATCATACAAAAGAATGTCTATGTCAATGGTTCGGGGTCCCCATTTTATTGT
+GCGCTCTCTTTTGAGTTCTGCCTCAATACTTGTAGTGACATCTAGAAGTTCATAGGGCGTTAGGTCTGTT
+TCTATTAAAATTGCAGCGTTTAAAAAATTGTCCTGTTCTAAATATCCTACAGGCTTTGTCTCATATATGG
+GAGAGAGCTTCTTTAAAACTATGTTTTTATTTGACTTAAGCCTTTTGACCGCCTCTTTTAAATACTTTTC
+TCTATCTCCTAAATTTGAACCCAAAGAAAGGTATACCTCTGTCATCTTCTCACCATCGCATCAGTCATTT
+TAGCTACTCTTGACATCTCTTTTACATCGTGGACTCTTATTATATCCACTCCTTTTACTATTCCCACAGC
+TACAGTCGCCGCTGTCCCCTCCAATCTATCCTCTACATCTACGTTTAAGACTTTGCCTATCATAGATTTT
+CTGGAAGTACCCAAAAGGACAGGAAGTCCCAGAACTTTTAATTCCTCCAGGCGATTCATGACTTCCAAAT
+TATGCTCTAAAGTCTTTCCAAAGCCTATGCCAGGGTCAACTATCATCTGGTTTCTTTCAATTCCAGCTTT
+CTCAGCAATTTCTATGCTCTTTTTCAAAAATTCTATGATAGATTTTACTACATCGCCGTACTCAGCCACA
+TTGCTGTTGTGCATCATGACAACCCCTGCTTTATATTTGGCAACTACTTCTGCCATCTTGGGGTCTCTCT
+GAAGCCCCCACACATCATTTACTATATGGGCTCCTGCCTCCAGCGCCCTTAAAGCTACATTCGCCTTCAT
+AGTATCCACAGAAATTATCACATCTGAAATTTTAGAAAGCCTTTCGATTACAGGTATAACCCTTCTAATT
+TCTTCCTCTTCATCGACAGGAGTGTATCCGGGCCTTGTAGACTCTCCTCCTACATCTATTATATCTGCTC
+CCTCTTCAATCATCTGCAAAGCTCTTTCAATCCCTTTTTCCAAAGTATTGTATTTGCCTCCGTCTGAAAA
+GGAATCAGGAGTCATGTTCAAAATACCCATTATGTAGGTCCTTTTGCCAATCTCTAAAGTCTTATCCCTG
+CACTTTAAAATCATAGCCTTCCCCCTATCTCTTGGAATTTATCAAAGCCATCACTTCCGCTCTGGCTTTC
+TGGTCCGTTCTAAATATTCCCCTTAGGGCAGAGGTAACAGTTTTAGAGCCCGGCTTTTTAACCCCCCTCA
+TAGTCATGCACAGATGCTCTGCCTCTATGACAACAGCAACTCCCAAAGGATTGACGGCTTCCATTATGGT
+ATCCGCAATTTCACTAGTGAGCCTTTCTTGGAGCTGAGGCCTTTTTGATAAAACGTCTACTATACGAGCA
+ACTTTTGAAAGGCCTAAAATTCGCCCTTTTCTTGGAAGGTATGCCACATGGGCAACACCTATAAAAGGAA
+GAAGATGATGCTCACACATAGAGTAAAGGGGAATATCTTTTACCAGGATTATCTCTTGATGCTCATCTTC
+TTGGAAAATTTTTATAACGTCTTTTACATCTGTGTGAAGTCCAGAAAAAATTTCTTCGTACATCCTGGCT
+ACTCTGTCAGGAGTCTCAAGGAGCCCCTCCCTATCGGGGTCTTCGCCTATGGCTTCAAGTATCTCTCTTA
+CAGCTTTTTTAATCTTTTCTTTGTCTATCATTTTTGATACCCCTTCTTTTTTGTTGTGCACAGCTTTAAT
+TATATTACTTTTTGCGAAAAAAAGCCAGCATATAAAAGTTAAAAGCAGTCCTGCGACTGCTTTTAATCTT
+TGGGTTTCATTGTAGGGAAGAGTATTACATCCCTTATAGAATAAGAATCTGTCATAAACATGACAAGCCT
+GTCTACACCTATACCCAAACCTCCTGTAGGTGGCATACCTACCTCAAGGGCATTTATAAAGTCCTCATCC
+ATCATGTGAGCTTCTTCATCTCCCGCTTCTCTCTGCCTTAACTGTTCCAAAAATCTCTCTTTCTGGTCAA
+TCGGGTCATTTAGCTCTGAAAATGCGTTTGCAACTTCTCTGCCGTAAATGAAAGCTTCAAACCTGGAAGT
+AAAAGCAGGGTTGTCGCGCTTTCTTTTAGCCAAAGGAGAAACCTCCACTGGATAGTCCATGACAAAAGTA
+GGCTGTATAAGGTGCTTTTCTACCAGTTCGTCAAAAACAAGTGCTATTACTTCTCCTTTTTTCATATCAG
+GCTTTTTCAACTCCAGATTTAAATCCTTTGCTATTTTTCTCGCTTCTTCATCTGTAGCAACTTTTTCAAA
+GTCAATCCCCACATATTCTTTTATAGCATCCACCATGGTGATTCTCTTCCACGGCGGCGTCAAATCTATT
+TCAGTGCCCTGATAGATTATTTTTGTGCTGCCATTTACTTTTTCAGCCACATACGCAAAAAGCTGTTCAG
+TAAGTTCCATCATACCGTGATAATCCGTATAAGCTTCATAAAGTTCCAGGAGTGTAAACTCCGGATTGTG
+CCTTATATCCATTCCCTCATTTCTAAAGACTCTGCCTATTTCATAGACCTTTTCAAATCCCCCGACAATT
+AACCTCTTCAAGTGAAGCTCCAGCGCAATTCGTAAATACATGTCTATGTCTAAAGCGTTGTGATGGGTGA
+TAAAGGGCCTTGCCGCTGCTCCACCTGCGATTGTGTGCAAAACTGGAGTTTCAACTTCCAGAAATCCTCT
+ATTGTCTAAAAATTCTCTTATTGCTTTTATTATCTTGGTCCTTTTTAAGAATACTTCCCTTACGCTTGGA
+TTTATTATTAGGTCTACGTATCTTTGCCTATACCTTAAATCCGGGTCTTTTAAACCATGCCACTTTTCAG
+GGAGAACTTGCAGTGACTTGCATAAAAGCTTAAAGTCTTTCACGTTTATAGTAATTTCTCCGGTCTTTGT
+CTTAAAGACTTCTCCTGTAACCCCTATAATATCACCTATGTCAAGGAGCTTAAAGATTTCGTAGTTTTTT
+CCTCCGACATTATCATATCTCACATAAATTTGAATTCTTCCGTCCCTGTCCTGTATATCTGCAAAAGAAG
+CTTTTCCGTGGCTCCTCTTGGTCATTATCCTTCCTGCTAGAGTTACAGTTTTCCCTTCAAAATTTTCGTA
+ATCGTTTTTAATGTCTGAGGAAAGATTAGTTCTTTCAAACCTATCTATGCCATAGGGCTCTATCCCCATG
+CTCCTTAAGATATTGAGTTTCTCTCTTCTCACCCTTAAAAGTTCATTCAAATTCTCAAGGTCATTCAAAA
+TGTTCTCATTAGAATTACTCATATTATACCTCCATCACCCTTTACCTTCGTATTTCGAGTATTTTGAGTT
+TAATAACTCCCGCAGGCACTTCTACAGAAATTGTTTCTCCAACCTTTTTGCCTAAAAGCGCTTTTCCAAT
+TGGAGATTCATCAGAAATCTTGTTATTCATAGGGTCTGCTTCCGCCGACCCAACTATAGTGTACTCCACT
+TCTTCGTTGTAAGTCTCATCAAATACTTTAACGGTACACCCTATGCTTACTTCGTCAAGCTTTATATCTT
+CTTCGTCAATTACTTTTGCGTTTTTAAGCATGGCTTCCAGTGTGGCAATTCTTCCCTCAATGAAGGCTTG
+CTCGTTCTTTGCTTCATCGTACTCTGAGTTTTCACTCAAATCCCCAAAGGCTCTTGCCTGTTTTATTTTT
+TCAGCTACTTCTGCCCTTTTTACTGTTTTTAAATACTCAAGTTCCTCTTCTAATTTTTTAAGTCCTTCAT
+AGGTCAAAATCACAGGCTTGCTCATAGGCATTCTCCTTTTTCTTAAAATATTTTAAAAGGTATTTTTATT
+CTTATGTAGGGTTTAAAATTTTTATGTATTCAATATATTAATACACAAGCACTGCTTCCGCAGTGCTTGT
+GTATTTTTCATGTGGAATATTATAAACCAGGTAGCAAATAAAGTCAAGTCCAAATTAAGCGAATTTCCAC
+GTCTCTAACTTCTTTTTAGCGTTTTTTCTCACAGTTTCTATCTTTTCCATCGTAACTTCTCTTTCAAAGC
+TCCTGAAACCTGCCAATTTGAATCCGTGTTTTTTTGCAAGCCTTGCTATTTCATCTACCTGCTCGACTGT
+AAGGTCTCTTCCTAAAGAGTAATTTTCAATGCGCCCCTCCATAGCCAAAATCATTGTCTCTGCCATGCAG
+GCATAACTCGTCTTGGGTGGAAAGCCAAAATTAAAGTGAAAATCTACGTCTCCCGGTACTTCCACTACTC
+CTCCTTCTATCACAAGCACGTCATCCCTTTTGTCTGCAACTTCTTTTGATACATCTCTTGGCCTTGCCAC
+ATCGCATACAACTGCCCCGGGCTTTAAGTATTCTGGCTTTATTACAGTATCCACTGCGCTTGTCACAGTT
+ATTATTATGTCAGCATCCTCAAGTGCCTCTTTTACGTCTGAAGTTATGTGAGCAGACATTCCTGTTTTTT
+GCATCAGGTAATCTCTGAAATTCTGCAATTTTTCTTTGTTTCTCGCAACTAAAGTCATGTATTTGGCATC
+CCTTGAGAGAATTTCAGCGCAAACCTTCCCTATGGAGCCTGTCGCTCCGATGACCACTACATGAGAATCT
+CTTACATCCTTGCCCATTAGTTCAGCTGCTTTTATGGCCCCCTCTATAGCTGTTGCTACTGTGTAGCTGT
+TGCCAGTTGTGACTGCAATGTTTGAATTTTTTGCAATTGTAATTCCTGCATCTCCTACAACAGAGGTCAT
+AGCACCCAAACCTACAATTTCTGCCCCTAAATTTTCAGCAATCTTTACTGCTTTTATTATTTTCTTTAAA
+ACATAATCTTCAGGCAGTTTAAGCATTTGTTCAGAAGTCAGAGGAACCGCTACAAACCATCCTTCTGTCT
+CGGCATATTCGCTTCTTACCCCTGTAATTTCAGATACCTTCATCGGCGGAAGGAGCCTTGTGAAGCCCTC
+CACCACCCATTTAGGGAATTTTTGCATCACTTTAAACTTGCGACTTACATCCTCGTATTCTATAGGATGA
+ATTATAAAGCCGAATTTATGCACTCTCATTACCCCCCTTTTTTTGTAAATACTCTACTCTCGGCTCAAAG
+CCTATTTTGTCCAAAAGCTCCTCATAATCTTTAGTCGTCATCTCCTCCTGCTTTTTACCTGCTATTGCCA
+CAAGAACTCCTTCCATCACATTTGTACCGAAGGATCTCCCATTTATATTAGGGGTGGTGGTAATCAAAAT
+TTCAACCCCTCTCTGCCTCAAAGTTTCAACATCTTCTGGAGTTACAGTATTTGTAACTATGACCTTCCCT
+TTTAAATCTTCAGGCATGAACCTTTTTATAAACAAAAAGTCGCCTGCTATTATGTCCGCCTCTTTATAAA
+ATCTTTCATATTTTTTGCTGTCCATTTTTAATTGCTTCTCTCCAGTAGGATATATCATTTCAAAGGGCAG
+ACGAACCACTACTGGAACGATTATAAAAGAGAGAAAATAGACAAGCCTCAAGGAATGCAAAGGAATAGGC
+ACATTGAGTGCGAACATCAGGTCCCCTATTATGAGGGAAGCCCCCTCTTCTTCAAAAGCCTTTGCCATTC
+CGTATCTATCCATTGCACTGGTGATAAGCACTTTTTTCCCTCTTAAGTCAACTATTCCTTTTTGCTGTAT
+GTATTTTATTACTCTTCTTTCAAGGGTATTCTTAAGTCCCGAACCATCTACAATAGGGGTAATTTTCGCA
+GCATTCTTTAAAGGCAGAGCATCTCTTATCACATACCTCTTGTTTCCTGCAGAAAGATATAAGTCTATTC
+CACCCATACCAAAAGCGTCCACTTTTCCGTCAAGCTCTTTTATCATCTCTACAGCCTTTTTTAAATCTCC
+GTCAGTGCCAATTCTTTCGATTATAAACTTTTCCCCCAAAATCTCTATCTCTGCTTTTTTGTTCCTAGTA
+GAAGACCCTAAACTTATGCTTACGACCCTCTTCATTTTTTCACCCTCTCAAAGAATCTAATATGTCTTTT
+ATTACCTTCGGATCTACATACACATCTTCTGTAAGCGGAGAATGTCCAATGTTTACAGTTATTATGTCTT
+TGTCAAAAATGGCTTCCATAAGCTGGCTTCTCTTGTCTGACCCTAAAAATATTATCACGTCATGAGACTG
+AACCTTAGCAATAAGGTCCATCACCATGTTAAAGAGCTCTGCACCGCTCATGCTTTCAGCTATGCTAAGC
+CTTTCTTTTTCCGATAAGAGAAGAGTAAAATTAACCCCCCATTCTTTCAAAAGCTCCTCAAGCTCTCCCT
+TGTTTTTTATTGGGAAACCAACCACCGCAATATTTCCGCCTTTTCTTACCTCTGCTAGATTTTCAAGACG
+TGATATAAAGCTTCTGTCCACTTTAAAGCGGTCTGCCACCTCTTGCTGCGAAAAACCGTTCTGCCGCATT
+TCAATCATCTTGTCTATGATGCTGTGAAGTTTGTTTAAATTAATTATTTTGTCCCCCACTTTTACAAATT
+TCATCTCACAACCTCCGATGTGCACATTTTGTGCTCACACTGATTACAATTTTACTACTTTTTAAAAAAA
+ATTTCAAGGCAGATTCACTGCCCCCAAAATTTTTCTATAGGCTTTAGAAGAAAACTTATTATGCGATTTG
+CAGGAATAATCTGTATATTTAGGACATAGAAAAGATTGAGCACATACCCAGCTATAAGGAATATAAAAAA
+CACTACGACTTCTTTTAGTCTTTTTTCTCTTAAAAGCCTTGGAACTTCCAGCATAGAAAAAAAGATAAAC
+AAGAGAGTCAAACCCAAAATTTTAAAAGCCATCTATATCACCTCGGATGTATTGGTTTGGATGAAAGTCC
+AGAACGGCGGATGTGCGTCTTAACAGTTACATTAAATTTTATATCAGGGTAAATATTTTCCCAGTCTTCC
+ACAACTTTTTTCCACACTTTAGGCTTGCTTCTGTGAAGAATTTCTACAAATCCTACTACATCTGCATTGT
+ATTTTTTTTGAAGTATGTTCAAAGCTCTCTCTATAGCAGATTTTATTTTACTGCTCACAATAACTTCTAA
+TTGCTGTAGTTTTTCAGGCTCTGTGATGTCATACTTGGTCTCCTGTTCATTTAAATAAGCTTCTACATTT
+ACTTTTATGTTAAATGAGATTTTATCCCCCTCAACTACAGGCTTAATCTCTGTTTTTGCTTTGGTTATCA
+CAAGGGAGATGTGAGCTTTTTCGCCTTTTAATCCTTTATCAAGTGTTAAAGTGCTCCTTTTTAACTTGTT
+CATTAGCACAGTTACAGCTTTTGTATCCTGCTCTTCTAAAAAGCCTATGAGCTTATCATTGTCAAAAACT
+GCTGAACCTACAAGCCTTACTCCCACAGCTTTGCCATCTTTCTTTACAATCTCAAGCTTACCTGTGATAG
+GGGCTTTTTTAGGTATTTCCAGTGTCTGGATAAATTCATTTAAGTCGCATACATAAGAGGAAGAAGTGTT
+TGCCTGATTTGATATAATCCCAAGGACTTCTTTATAAGGATACCTTTCCAAGGTACTTGAAGAAGGAATA
+TTAAAAAGCTCGTGTATGCTGCCTCCTGTGACAACTAAAATGTACGCCGTTCTTCTAAACTCCGGATTTC
+TCGTCATAAAGTCAAGAGTCTGATATATGCCTGATCTAGCAAATTTTTCATCTAAAAATATTATCTCGTT
+ATACTGCATAAACAAAGAGCGGGGAAGCTCGTCATTTAAATTGGCAAAAGCCTTGGCAAAGTCCACTCCA
+TTTGCTTGAAAAACAGCGTAAGGCTTTCCAACAGCGCTTCCTCCCCCTGTTCCACCTCCAGGTCCTCCGC
+CGCTCGCTAAAAGCCCAGGTTTTAAAATCTCCACTACAAGGTGAATCATTCCATCTTCTCCTTTTTCAAT
+TCCCAAACCTTGCACAAAGGCCAGCTGATTTATCTCTCTTTTATCCCAGCATCCCTCAATAACGAGTAAA
+GTCGTCAAAAGAATTAATATCATCGCTACAACTTTTTTCCCTCTCATTATCCTCTTTTATCCTCCTGCCT
+TATTATGTTTTTCCTCTGTATAGTTCTAGGCCTTAGTATTTTTGCCCACCACGGTACTCTCATAAACACA
+TCAGTCAGTTCCTGAGATCTGCACGGGGTTATTGGTGAAAGATAGGGAACCCCAAAAGATTCTAAAGAGG
+CCATGTGAGCCAGCACCATCATTATCACCATTATTATCCCAAAAAAGCCCAAGGTCCCTGCCGCTATCAT
+TATGATAAACCTAAGAAGCCTAAAAGTTATAGCTACATTAAAGGCAGGTATGGCAAAGGAAGCAATACCT
+GTCATAGCCACTACAATGACCATGGCAGGGGAGACAAGGCCAGCTTGAACAGCTGCCTGCCCTATCACAA
+GGCCCCCGACGATGCTCACTGCTTGACCTACCTGCATTGGAAGCCTGATTCCTGCTTCCCTCAGTATTTC
+AAAGGTGACCTCCATAAACAAAGCTTCTAAAAGGGCCGGAAAAGGAACTCCTTCCCTCTGGGCAGCAATT
+GATATGGCCAACTGCGTTGGTATCATCTCCTGATGAAATGTGGTTTCTGCTATGTATATAGAAGGAAAAA
+GGAGAGCTGTTATCATGGCTATTATCCTCAATACTCTGAGGGCAGAAGACAAAAAATATCTTTCGTAGTA
+GTCTTCTCCTGCCTGAAAAAATTGTGCAAATACAGCCGGAACAGTCAATACAAAAGGTGAACCGTCCACA
+ATTATAGCTACTTTTCCCTCTAAAATCTCTGCGGCTATCCTGTCTGGCTTTTCCGAATGAGCGATCTGGG
+GAAAAGGAGAAAACGGATTATCTTCTATAAATTCCTCAATATATCCGCTGTCAATTATCCCATCAATCTG
+TATCTTCTTAAGCCTTTTTTTGACTTCTTGAAGAACTTTATCATCTGCGATTGATTTTATGTAAGCGATT
+GCCACATCTGTCTTTGAGTATTTTCCTATTTTCATGTCCTCAATCACAAAATCAGGGTGCTTTATCCTCC
+TTCTTAACATAGAAGTGTTAATCCTTAAGGTTTCAACAAATGCCTCTTTAGGTCCCCTCACATAGGACTC
+AGTAGTAGATTCGCTTATATTTCTCCCTTCCCAACCTTTTGTGGAAAGGATTAATGCTTTTTTAATTCCA
+TCGATTAAAAGGACAGTTTCTCCAGACAGCAGGTCATCCATCACATCGCCAATCTTGTCTTTTACATTCA
+CCTCTCCTATAGTGACAAAGAGTTCTCTTACCCTTTCAAAAAATTCGTCTCCTGTTCCTGGGTTTTCATC
+AATTTTCTGAGTCTCAATCATGAGGGGAAATAAAACATTGTGGGCAACTAAGGACTTGTCTGCCAATCCA
+TCTATGTAAATAAGACAGGCAGGTATCTTTCTCCTCCCAATTTTTATATTTCTAAAAACCACATCGTTAT
+TGCCAGCTAAAAGCGTGTTAAAGATGTAAGTATTTTCTTTTAAATCTTTTGTCAAATACATGTACTCGTA
+ATTGTCTCGAATGTACTGGGGGTCCGGCAGTTTGCGAGCCATTTTTTCACCTCCAAAGATTATTATTTCA
+TTTTTTGGAGAATATTATGTTTTTTTGATGCAAATAATATAAAAAAAGGCACAGAGGGCTGGGATATGCT
+TAAAGGAATGGAACAATTTGAAAGGACAAGCGAAAAGAAAATATCGACAAAACAACTGGTATTTTTCCTT
+GTCACCACAGTTATATCTACAGCAGATGTATTCTTGCCTTCTTTTGTAGCATTGGCTGCAAAGCAGGACT
+CCTGGATTTCTGTAATAATTTCCTTTCTTGTCTCAAGCGGTATTTTTGTATTTTACTACAAGCTTGCAAT
+GATGTTTAAAGAAGAAATACTTTTTTCTTATGTTGACAAAATTGTAGGAAGTTTTTTAGGGAAAGTGATA
+TCTTTTCTTTATCTCCTTTTTATACTTCACGGAATTTCCCTTGTGATGAGAGAATTAATAGAAATAATGG
+TAAACGCTTTTATGCCTCATACCCCACCTATAGTGTTTTACGTAGTTTTAATGGTGTCAGTTATGTATAC
+TGTATCAAAGGGATTTCTCGCGATAGTGAAATTGAATGAACTGCTCTTCCCTTTTGGAATGCTTCTTTTA
+GCTTTTGTAATAGTCCTTGACCTCCCAAAGGTGGACATGAGAAATTTTCTCCCAATACTTGAAAACGGGA
+TAATGGCTCCCATAATCGGTTCTGTGCTCATAACGCCTTTTATGCTGGAGACAGTGATAATACTTTTCAT
+CTTCCCACATATCTCTCAAAAAGAAAAAGCTCTAAAAGGAGGAATTATAAGCCTTGGAATACTTGCTCTG
+AGCATGATGCTGGGGGTACTAGCTATAGGCATATTCGGGGTAAAGACGGCTGCCAATTTTCAGTTTACAG
+CTCTCGAAATGGTGAGAAATATAAGGATAAGCGACTACATCCAGAGGTTTGACTCTCTCGTTATGGCCAT
+GTGGCTTATGGGAATTTATATAAAGATCGTAATATTCACCTATCTCTTTGCTAAAGGATTAGCCGAGACC
+ATTAAATCTACTGATTACAGGTTTATACTTCTCCCCCTTGCCACATTGTTAATACCGCTAGCCGAAAATG
+TATCCGAAAGTTTGGATGGCTTGTACACATATTTTCAGAGGTGTTTCCCCTTTGAGGGATTCTGGTTTGA
+GGTGTTCTTCCCCCTACTCCTTTACACAATTGCAAAAATTAGAAAAATAAAATGAGAGGAATTATTCTTT
+ATTCCTCTCATATATAATCCTCAATCCCTCTAATGTGAGCATTTCATTGACTGTATCTATTGTCTTCGAT
+TCCTCTGCAATCATATTTGCAAAGCCCCCTGTTGCCACTACATAGGCAGAAGGTGCAAATTCTCCCTTCA
+TCCTCGTGACTATGTAGTCCACCATTCCCACATGCCCGTAGATTATACCTGATTGCATGCTGGCGACAGT
+GTTTCTGTTTATAACTGTGGGAGGTTTTGTAAGGTCTATCTTCGGAAGCTTTGCAGTCCTTTGGAAAAGC
+GCATCTGCAGAAATCATAAGCCCGGGAGCAATTATTCCTCCTAAATACTCCCCTTTTTCTGATATCGCGC
+AAAAGGTGGTAGCAGTTCCAAAGTCTATGACTATTACAGGTCCACCGTAGAGCTCGTACGCCGCCACAGC
+GTTAACTATCCTGTCTGCTCCAACCTCTTTTGGGTTGTCGTATTTTATGTTTATCCCCGTCTTTATTCCC
+GGACCTACTACTATAGGCTTTGTCCTGAAGTACTTCAAAGACATGACCTGCAGAGTATTCATAAGGGGTG
+GAACTACTGAAGAAATTATCACATCATCAATTTCCGTAAGACTTATCCCGTTGTAACCGATAAGCTGGTT
+TACCAGCATCCCGTATTCATCGTAAGTTTTATTTTTGTCTGTCGAAATCCTGAAGGAGTGAAGGAGCTTT
+TTCCCTTTAAATACGCCCATGACTATGTTGGTGTTGCCCACGTCAAAAGCTAAAAGCAAATTTATCACCT
+TCTTTAATTAAAATTAAGCAGGCAAAAAGCCTGCTTTTTATCTATTGTACGCTTTTTTAACTGACTTTAC
+TACAGCAGTTACAAGGAGAGAAGCAACAATTATTTCTGGTATCCCATTCCTTAAAGCCACAAAAGCTGCT
+ACCTGCCAAGGCAGATATTTAAAAATTACCGCCAGGCTTAAAACACCAATAGTATTGGTCAATGTACCGG
+CTGCTGCAGCAATGGCGCTGTTTTTAGTCCACCTGTAAACGTAGTAAGCTACAACACCTATGAATATTCT
+CGGCAATATGGCCACCACAGGGTTTGCAAAAAGAGGCGTATTAGCTCTTAAGAAACTGGTTATGCCGAAT
+ATGAGCCCGACAAAAGCGCCAACAATTGGTCCTTCCAGTACCCCTCCTATTATAGCTGGAATATGCATAG
+TAGTGGCACTGGCAATGCCTAAAGGAATATAGCCTAAGACTGTGGTGGACAGCACAATAGCAATTGCTGA
+GAGCATTCCCGCAACAGCCATCTGCCTCAGCGTAAGCTTCGCAAATACCTGCTTCTCTCTTAAAGTTCTG
+ATCTGCACATTCCACACCTCCGTTCCGGTTCCTTATTAAGGATACCGTTCCGAACGCATGACAATATTAA
+ATTTTTAAAAGCTGTCAGGTTCGAAACCGATACCCGCAGTTTTCATTTTACCATAAAAAATGCTAATTTA
+TCAAGAAGTTTTTATTCCATAGTGACAAGGACATCTCCTGTATTTACAGAAGCCCCTTTTGACACATTCA
+CACTAGCTACAATCCCATCTTCAGGAGCCATTATCTCGTTTTCCATCTTCATGGCTTCTAAAATCAGTAG
+CACATCCCCTCTTTTTACTCTATCTCCCTCTTTTACTCTGACGTCTAGAATTGTACCAGGCATAGGAGCA
+GAAACTACTTTAGAGCCTTTTCCTGTAGAAACTTTCTCCTCCTGTTTAGGAACCTCTTTAACCTCCACTA
+TTTCCTCTTTTTTGCTTAGCTCTTTCTCTTCTTCTGCCTTCATCTCTTCTACCTCTACTTCATAAGTCTT
+GCCATTTACTGTAACTTTGAATTTCCTCATCAACAATACCTCCTTAAAAACCGTGCTTGCATCTGCTCTA
+CTCTTCCAACTACAGACCACAGAGGAACTGCCTCTGAGGTCTCCCGTATAGACCTTATGTAAAAGGTCGT
+CCCTTCATCCATATAATAGGAAATAGCAGCCATAATCGCTGCGACTACTTCGTCACTAAGTTCATCCTTT
+ACCTCTTCTCTTTCTTCTATTTCCTGCTTTTTTTCTTCTTCAAACGCCTTTTTAAAAAATTTTAAAATCC
+CTTCCATATTTTATCACCCTATAGAGGAATATTGCCATGCTTCTTAGCTGGCCTTGTTTCTCTTTTACTT
+CTTAACATCTCAAAAGCAGAAATGAGTCTCGGCCTTGTCTCAGACGGAATTATCACATCGTCCACATAGC
+CTCTTGCTGCAGCCCTGTAGGGATTTGCAAAATTTTCTCTGTACTCCTTTATTTTCTGCTCTCTTACTTC
+AGCTGGATTTTCCGCTTCGTTTATCTCATTTTTAAACACTATATTAGCTGCTCCTTCTGGACCCATAACT
+GCAATTTCAGCAGTGGGCCATGCAAAAACTATATCTGCTCCTAAATCCTTACTGCACATAGCAAGATAGG
+CTCCGCCATAGGCTTTTCTCACAATTAGAGTGACTTTTGGAACTGTGGCTTCTGAATACGCGTAAAGCAT
+CTTAGCCCCATGCCTTATTATTCCGCCGTACTCTTGATTTGTCCCCGGTAAAAAACCTGGAACATCTACA
+ATGCTCAATATTGGAATATTGAAGGCATCGCAAAACCGTATAAACCTCGCTGCCTTGTCAGAAGCATTTA
+TATCAAGTACCCCTGCTAAAACCCTAGGCTGATTGGCGACAATTCCAATGGTTCTGCCGTTCAACCTCGC
+AAAAGCGGTAATTATATTTTCTGCGTACATCTCCTGTGATTCAAAGATTTCGCCTCTATCCACTATCTCC
+CTAATCAATTCCTTCATGTCATAGGGTTTATTAGGATTGTCTGGCACTATTTCCATAAGCCTTTCTGAAG
+TCCTGTTGGGATCGTCTCCCGTTTCATACCGAGGTGGGTCTTCCAGATTATTTGAAGGGAGGTAGCTTAG
+AAGCTTTCTGACCATTTTTAATACTTCTTCGTCATTGGGTCCTCTAAAATGAGCAACTCCGCTCACTCTG
+TTGTGAGTGATAGAACCACCTAACTCTTCTGGAGTAACCTCTTCTCCTGTAACAGCTTTTATCACTTGAG
+GGCCTGTTATGAACATCTGGCTGGTTTTGTCTACCATGAATATAAAGTCAGTAAGGGCTGGAGAGTACAC
+TGCTCCTCCTGCACTGGGGCCCATTATTACGGAAATCTGAGGTATAACTCCTGAGGCCAGAGTATTTCTG
+TAAAATATTTGGCCGTAGCCTGAAAGAGCATCCACACCTTCCTGTATTCTGGCTCCTCCCGAGTCATTTA
+GCCCAATTAAGGGTGCTCCCATTTTCATAGCCATGTCCATGACTTTTGTTATTTTCTTTGCGTGGTATTC
+TCCCAAAGACCCTCCTAAGACGGTAAAATCTTGAGCATACACGTAAACGAGCCTTCCATCAATCGTTCCG
+TACCCTGTCACAACTCCTTCTCCCGGGTACTTTTGTTTTTCCATTCCAAAGTCATAGCAGCGGTGCTCCA
+CAAAAGGGTCCAGCTCTACAAAACTTCCCTTGTCAAGGAGGATATTTATTCTCTCTCTCGCTGTGAGCTT
+CCCCTTTTCGTGCTGCGCTTTAATTCTTGCTTCTCCGCCGCCCTCTTCTGCTTTTGCCCTCCTCTTTTTC
+AGCTCTTCTATCTTTTCCTGGACGCTCATCAAGACGCCTCCTTAATAAAATAAAGTTTTAGTAGCAGTTA
+TTATTAGTACCTACTATAATATAACATACTAGAAGAAAAAGCTCAACAACTTTCACTTCCTCTCACAAAG
+CTCCAACAATACTCCATTTGCGCTCTTTGGGTGGACAAAGGCAATTTTCGCCCCTCCTGCCCCATACCTT
+GGCACTTCATCTATGAGCTTTACTCCTTTTCCCTTCAACTCCTCTAACGCCTTTTCAATGTCATCTACCT
+GAAGTGCTATGTGGTGTATGCCTTCCCCTCTTTTTTCTATAAATTTAGCGACAGGCCCATCCTCTGATGT
+GGACTCTAAAAGCTCTATCTCGCTCTCCCCAACTGGAATAAAGGCCGTCTTTACCTTCTGCTCCTTAACT
+TCTTCTATCCCTGTCACTTTCAAGCCCAGCACTTCTTCATAAAACTTTCTCGCTTCTTCTATGCTCTTTA
+CTGCTATCCCTATATGGTCTACCTTTTTAATCACATCATTCCCTCCTCTCAAGTATTTGCCTATAGAGAG
+CTTCTGCAACTGTATAAGGGTCAATTTCTTTAGCCATGACTTTTTGAATTTTCTGGTCAAATTCTTCGTT
+TCCCATTTTTGCAAACACGTCTTTCATAAGCTTATTTTTTACACTTTCTGTTATTTCCATTTTTATTCTG
+TTTTTTCTCCTCTCTTCAAGCTGACCGCTTGAGATGAGGTACTCTTTATGAGAATGAATTTTTTCAAGCA
+CCTCACCTATACCCTTTCCCTCCTGTGCTACTGCTTTTACAACAGGAGGTCTCCACTCCTTTGGCATATC
+TAAGTCAAGCATCATGTTAAGCTCTAATACAGTTTTATCAGCTCCTTCTCTGTCGCTTTTGTTTACAACG
+AATACATCTGCTATCTCCATTATTCCAGCCTTTATGGCCTGTATATCATCTCCAAGTCCGGGCGCTAAAA
+CCATCACCACTGTATCAGCTATTTTTATTATGTCTACCTCTGATTGGCCTACTCCTACAGTCTCAACAAA
+CACGTAGTCCATCCCTGCTATATCTAAAATTCTCACCGCCATATAGGTTCCTTTTGAAAGCCCTCCGAGA
+TGTCCTCTTGTCCCCATGCTCCTTATGTAGACATTGGGATGTGTGGTCAAATCCTGCATCCTTATCCTGT
+CGCCAAGTATAGACCCGCCAGTAAAAGGACTCGTAGGGTCAACAGCTATTATTCCTATTTTTTTCCCCTC
+TTCCACCAAATTCTTTACCAATCTGTCAGTCAAAGTGCTCTTGCCAACCCCTGGCGGTCCGGTAATGCCA
+ACTATATAGGCATTGCCGGACCTTTTGTAAAGTTTTCTTATTATCTCCCTGGCTTTTTCTTCGTCGTCTT
+CAGCGTAGGTTATGGCTCTTGCTATTGCTCTTTTGTCTCTATTAAGAAGCAGCTTTTCTAATTCCATCAT
+TTTTTTGCCAACCTCTTAACATTGGCTTTTATATATTCAATGACTGCTGAAGTGGGAGTGCCAGGGGTGA
+ATATCTCTGCTATGCCGTGCTCTTTCAAAAAGGGAATGTCTTCTTCTGGTATCACACCTCCGCCTATCAC
+CAATATGTCCTCTGCCCCTCTCTCTTTTAGAAGCTTTGTTATTTTGGGAAAAAGTGTATTGTGAGCACCT
+GAGAGTATACTCAATGCAACTACGTCCACGTCTTCCTGTATGGCTGCCTCCACTATCTGCTCAGGTGTCT
+GCCTTAATCCTGTGTATATCACTTCCATGCCGGCATCTCTTAAGGCTCTTGCTATCACCTTTGCGCCCCT
+GTCATGCCCGTCCAAGCCGGGTTTCGCCACCAGTACCCTTATAGGCCTTTCCATGCTTATAACCTCCTAT
+TTCAGAATATTATCTGCTGTTGATACTCACCAAAAACAGACCTTAAAACATCTGTTATTTCCCCTAGCGT
+AGCGTATTCTCTCACTGCATCCAGTATCCATGGCATCAAATTGTCATCGCCTTCTGCCGCCTTTTTCAAA
+GCCTTTAAAGCTTTTTCCACCCGTGCATTATCTCTCATTTCCTTTACTTTCTTTATCTTTTCCCTCTGCA
+CTATTTCCACTTGAGGGTCCACTTTCAAGAGATTCTTGGGAGGTTCCTCTTCCATCTGGAATTTATTAAG
+CCCTACTATTATTCTCTTCCCTGACTCTATTTCCATCTGATACCTGTAGGCGCTTTCCTGAATCTCCCTC
+TGCATATACCCGAGGTCTATCGCTTTTACTGCTCCTCCCAGTTCATCTATCTTTTTTATATACTCAAAAG
+CTCTCTTTTCTATCTCATCCGTCAGGTATTCGACATAGTAAGATCCCGCCAACGGGTCTGGCGTGTCACA
+GACGCCACTTTCATAAGCTATTATCTGCTGCGTCCTTAATGCAATCCTGACAGAATCCTCCGTAGGAAGA
+GCTAGCGCTTCATCTCTGCTGTTTGTGTGAAGTGACTGAGTTCCGCCTAATACTGCAGCCAAAGCCTGAA
+TGGTCACTCTTATTATGTTGTTGTCAGGTTGCTGGGCAGTCAAAGTAGACCCAGCCGTCTGAGTGTGGAA
+TCTCATCATCATAGAACGGGGGTCTTTAGCGCCAAATCTCTCCTTCATTATTTTTGCCCACATTCTCCTA
+GCGGCTCTAAATTTAGCCACCTCTTCAAACAAATCGTTGTGAGCGCTGAAAAAGAAGGAAATCCTCGGTG
+CAAACTCGTCCACATCTAACCCTGCTTTTATTGCTGCATCTACGTATGCTATTGCATTTGCGAGGGTGAA
+TGCAACTTCCTGTACAGCTGTCGCTCCTGCTTCTCTCATGTGGTAACCGCTTATGCTTATTGTATTCCAT
+TTAGGCACATATTTGGAGCAGTACTCAAATATATTGGTGATGAGCCTCATAGAAGGACCTGTAGGAAAGA
+TGTAAGTACCCCTTGCCACATACTCCTTTAATATGTCGTTCTGTATAGTGCCATTCAGTTTATCAGGAGA
+CACCCCTTGCTTTTCAGCAACCGCAATGTACATGGCAAGAAGTATAGCGGCTGGAGCATTTATGGTCATG
+GAAGTGCTGACTTTGTCAAGTGGGATCCCGTCAAACAGTATTTCCATGTCGTAAAGTGAATCTATCGCTA
+CTCCTACTTTCCCCACCTCTCCCTCTGCCATAGGGTGGTCTGAATCATATCCTATCTGAGTTGGAAGGTC
+AAAGGCTACGCTTAACCCTGTCTGTCCTTGCTCTAAGAGGTATTTAAATCTCTTATTAGATTCTTCGGCA
+GTGCCATAACCAGCGTATTGCCTCATTGTCCAAAATTTTCCTCTGTACATGGTGGGCTGTACGCCTCTGG
+TATACGGATATTCCCCTGGGAACCCCAGCTTTTCAAGGTAATCTATATCCTTAACGTCTTCCGGCGTATA
+GATAGGCTTTATCTCTATCTCTGAAGATGTCTTAAACTCTTCTTTCCTCTCAGGGAATTTTGCAATGGCT
+TTTCCCCTATGATTTTTCTCCCAATCCTCTTTTTTCATTTTTATTTCCTCTAGCTTCTTTTCATCGTACA
+TACATCAATTCCCTCCTTTAAGTTTCCCTCTTACATTATAGCATAATTTTTAACAATTGTTTACCTTTTC
+AAAAAAAATAAAAAGAAAAGCGGCAAAAGTCTGCCGCTACTTAGACATTTCTCTTATAACTTCTTCTAAT
+TCCTTCACTATTTCGCTTATTCCAAAATAGCTTTTTTGCATTTTTAGCTTGGAAAGTAGCCTTCTGTACT
+GCTTGAGAGTCCCCATTATAATGACATCTGAACTATCTACACTCATGTTCACACAGCCTCTTGCAACAGC
+AGCTTCTCCACCAGCCGCCAGCATCTCCTGTTTTACAATGTTAGCGGCAGCAGGGTGGACATCGTAAAGC
+TTGACCACCCTGAAAACTGCCTTTGGAGCCATTATATCAACAGAAATCTCTTCAGCTTTTATTTGGCTTA
+GCTCTCTTTTGGCCTCCGATAAATTATCTATCTTCAAAACCTCTCTCCTCATTTTCAGTCCCTAGAACAA
+CCCCTTTATTCTACCATTTTCATCTATATCTATGTTCTCAGCGGCAGGGTGTTTTGGAAGCCCTGGCATT
+GTCATTATGTCACCTGTCAGAGCAACTATAAACCCGGCACCTCTAGAAATTCTTAATTCTCTTACGGTTA
+TCTTAAATCCTCTAGGACGCCCTAAAAGCTTGGGGTCATCTGACAGGGAATACTGGGTCTTAGCTACTAC
+TATAGGCATCTTGTCAAGTCCTAATTTCTCTATATTAGCTATATCCTTTAAAGCACTTGCAGTATATTCT
+ACGCCGTCAGCTCCGTATATCTCAGTAGCGATTATGTGGAGCTTATCCTTTATAGGCAAGTTTACATCGT
+ATAGGAATCTGAAATTAGAGGGAGTGTCCGCAGCTTTTATCACTTTTTCGGCAAGTTCTATTCCGCCTTC
+TCCACCTTTCTCCCAAACCTCTGCCACCGCCATATCTACACCTATTCTGTCACAAGCTTTTCTCACTTCT
+TCAATTTCTCTTTCTGTATCAAAGACAAATTTGTTAAGCGCAACCACCACAGGCACGCCAAATTTCCTTA
+CATTTTCCACTTGTTTTTCAAGGTTTTCTATTCCCCTTCTTACTGCCTCTACGTCCTCCTTCTGCAAATC
+CTCCTTCTTCACTCCCCCGTGCATTTTCAAAGCCCTTACCGTTGCCACAACTACAGCAGCATTTGGAGTG
+AGACCTCCAAACCTCGCCTTCACATCGAAAAATTTTTCTGCTCCCAGATCTGCTCCAAAACCTGCTTCTG
+TCACCAGATAATCTGCAAGCTTTAACCCATATTTTGTCGCAATCAAGCTGTTGCATCCGTGAGCGATATT
+TGCAAAAGGGCCTCCATGGACAAAAGCTGGAACGTTTTCAATCGTCTGTACCAAATTAGGCTTTATAGCA
+TCCTTTAAAAGCACTGCCATTGCCCCGTCTGCTTTTAAATCCCTTGCAGTTACAGGACTTCCATCTTTGT
+CATAAGCTACTATTATATCCCCCAGCCTTCTCTTTAAATCCATTAAATCGTGAGAAAGGCACAGAATTGC
+CATTATCTCCGAGGCAACAGTTATTATAAAGCCGTCCTGCCTTGGATAGCCGTTAGCTTTTCCTCCTAGC
+CCTACTATTATTTCCCTTAAAGCCCTGTCATTCATGTCCATTGCTCTTTTCCACGTTATAGTCCTTATAT
+CGATATTTAGCTCATTCCCATGGTGAATGTGATTGTCAATCATAGCAGCCAGCAAATTGTGAGCCGCTGT
+AATGGCATGTATATCTCCAGTAAAATGCAAATTTATATCTTCCATAGGTACTACTTGAGAATAACCGCCT
+CCAGCTGCTCCTCCTTTTATTCCAAAGGAAGGACCTAAAGAAGGCTCTCTCAAGGCAATCATGGCTTTTT
+TCCCTAATTTTGCAAGAGCTTGCCCCAGTCCTACAGTCGTCGTGGTCTTTCCCTCTCCAGCAGGAGTGGG
+AGTTATAGCTGTAACTAAGATGAGTTTTCCGTCTTTCCTGTCTTTAATTTTATCCCACAAAGCGGGGGAA
+ATCTTAGCTTTGTATTTGCCGTAATATTCCAGATAATCCTCCTCAATGCCCAATTTTGCTGCCACATCTC
+TTATGTGCAGCATCTTCGCTTCCTGAGCTATTTCAATATCTGATTTCATAACAAATCCCCTCCAGCTTTT
+TATTTTTCTCCCAAAACAACCTTTACAAGAGTTCCTTTCCCTTTCTTGCTGTAAATTTTAAGGTCTCCGT
+TGTACATATCAGCAATGCTCTTACAGATGGCAAGCCCCAATCCTGTCCCATCTTTCTTAGTAGTGAAAAG
+CGGTTCTATCACTCTTTTTAAATGCTTTTTCTCTATACCACCCCCGTTATCAGCTATTCTCAAAATCAGT
+TTCTTTAAGTACGGGCTGTATTTTGTGCTCAATACTATTTTACCATTGTTTTCAACAGCGTGCATAGAGT
+TTTGAACAATATTTAGTATGAGCTGTTTTATGTGATTTTTGTCTATCTTCATAAGAGGTACATTTCCAAA
+CCTCTTTTCAAGTTTAATCCCTTTTTTGACCATTTCCGCTTCAAAAAGAAGCAGATATTGATTTATCACC
+GCATTTACATCTATCTCTTTTCCTTCCTCCCCTTCTTCATTGCTCTTTATTATCCCCAAATAGTTTCTGA
+TAAGCCCTAGAACTCTGTCCACTTCGTCTAGTATAGTCTCATAGTAGGTAAAACTATCGGGATGCTTCAC
+TTGCAAAAGCTGTATAAACCCTTTTATGGAGGTTAAAGAATTTTTTATTTCATGAATAGTAGTAGCTGCA
+AACTCCCCTGCAATAGTGTATTTCTCCGTCTGCTCCATCAATTTTTTATACCTTAAATCTTCAGTGATGT
+CTTTTGCAATAATAATCTTCCAATGATTGTTCATAAGTTTTCCGTATTTTAATAAAAGCACCCTTTCTTC
+ATTCCCGTCACGAGAAGGTACAACAATTTTATCTCCCCTCAAAAGGCTTATTTCCGAAAAATCAGGTTTG
+TATCTTTTGATGAGGTCTAAAAATTTGGTATTTATAAACTTTACGTACTTTATCCCAAAAAGCTCACAGG
+CCTTGTTGTTGACATAAACTACATTAAACTTTCCATCTACTACTATTACCCCCTCTTCTGTCACCTCAAG
+CACATTTGCCGAAGCCTTAAACAAATCGAGCGGATAATCCAAATGTCCCTTTACATAATCCCTTAACTTT
+ACAAATCCCAAATAGGCTACTTTTTCACCAGCAGTATTTGTAATAGGACTGAACTTTATCCCAAAAGACA
+TGCGTATATTGTATTTTCCAGTTAATTCTATTATAAGCCCTTCTTCATAAGGGCCTATTTCCTTATATTT
+CAACACGCTGTGAAAAAAATAGTCGTAGTCCTCCACATCCTCATGGGTATAGCCTAAAATTTCTAACAAC
+CTGGTATTTATGTGAACTACTTTTCCTTTTAAGTCTTTTAAGACAAAAAAATCATGAGCATTGTCAAGAA
+GATTGCATATCCACTGCAGCGAATTTTTCTGTGTAGAAGATGATTTATGGCTTTTCATGGCTGTTCCCTC
+CGCTTTCCTCCCTCATCTTCTGTAGGAAAAACGCTTCTACTAATTATATTAGACATAAACAGGCAAAATT
+CCTTCTTCTTTTCAATAATTTTTTTATTGTTAACTAAAGTTTTTATAAAAAAAATTGTATAAGTCTTGCG
+ACTTATACAATTCAGGCAAAAGAAACCCCTTCTATTTCTTCTCCATTAAATACTTTTTCAAACTCTTCTC
+CATTGAGCTTCTCTTTTTCCATAAGGGCCTTCGCCACTCTGTGAAGTTTATCTATATTCTCTTGTAGAAG
+GCTTTCCGCTCTCTTATAAGCTTCCTCTATTATTCTCCTTATCTCTCTGTCTATCTCTGCAGCCACTTCC
+TCACTGTAGTTTCTCGTCCTTCCTAAATCCCTTCCTAAAAACACTTCTTCGCTTTTTGTGCCAAAAGTCA
+TAGGACCTAATCTGTCGCTCATTCCATACTCTGTCACCATTTTCCTGGCAATATTGGTAGCTCTTTCTAT
+ATCATTCTGAGCGCCAGTGCTTATATCATTTAGCACCAACTTCTCAGCAGCGCGCCCTCCCAAAAGGTGA
+ACTATTTCATCCATCATCTCTGACTTTGACATGTAGTACTTGTCTTCTTCGGGGAGAAGCATCGTGTAAC
+CTCCAGCTCTCCCTCTTGGAATGATGGTAACCTCGTGAACAGGCGGAGTCGTGGGCAAAAGCTTCGCAAC
+AACAGCATGCCCTGCTTCGTGATAGGCTACCAATTTTTTGTCTTTTTCAGACATGATTCTACTCCTTTTT
+TCAGGCCCAGCTACGACTCTGGTGATAGCTTCCTCCAATTCTGCCATGGTTATCTGCTTTAAACCCTTTC
+TTGCCGCCAGCAGAGCTGCCTCATTCATCACATTTTCTAGGTCAGCCCCTGTAAAGCCCGGCGTCCTCCT
+GGCAATAACTTGAAGGGACACGTCAGGCGCCAGAGGTTTATTTCTAGCATGGACTTTCAAAATTTCTTCT
+CTCCCTTTTATGTCAGGAATATTGACCACAATATGCCTGTCAAACCTCCCAGGCCTTAAAAGGGCGGGAT
+CCAGTATATCAGGCCTGTTTGTAGCTGCAATTACGATTATCCCTTCATTTACACTAAATCCGTCCATCTC
+AACCAATAACTGGTTCAACGTTTGCTCTCTCTCGTCATGCCCTCCGCCCAGACCTGCCCCTCTCTGCCTA
+CCTACAGCATCTATCTCATCTATAAACACTATACAAGGTGCGTTTTTCTTCGCCTGCTCAAAAAGGTCTC
+TTACTCTCGCTGCACCCACACCCACAAACATCTCCACAAAGTCAGAACCGCTTATGCTGAAAAAGGGAAC
+CCCTGCCTCTCCTGCAACAGCTCTTGCCAGAAGAGTCTTCCCCGTGCCCGGTGGACCTACTAAAAGCACT
+CCTTTAGGAATTCTCGCCCCTAATTCAATAAATTTTTTTGGATATTTCAAAAACTCTACAATCTCTTGGA
+GTTCTTCTTTTTCTTCATCTGCACCCGCCACATCATTAAAAGTAACTCTTTTGTCCTTATCTGTAACCAT
+TCTAGCTCTGCTCTTGCCAAAAGACATCACCCTGCTTCCTCCCCCGCCCTGTGCTTGCTGCATAAATATA
+TACCAGAAGAGAATGAGCACACCTACCAAGAACAGGGAAGGAAGCATCTGAACCCACCAAGGCGGTCCCA
+CCTGGGGCTCATATTTAAAATCCAGTTTGCCTTCCAATATATACGGGTCCACAAAAGACATAAAATTGGT
+TATATCAGGCACACTGCTTTCAAACTCGGTGCCGTTTTTGAATACGCCTTTCACCTGATTGCCCGAAAGA
+GTAATACTTTTTATCTGATTTGCACTTATATACCTTACCAGCTCTCCGTAGTCTATTTTAGTTACCTGAG
+GCGTAGCTTGGGAATAAAGCTGTACCATCGCATATATAGCTATGAAAATGAGGAGATAAAGTACCATGCT
+CCTGAAAATTTTATTGTTATCTTTCAAATAAGGCCCCTCCTTCAAACAAGTCCCACTACTTTAATCTATA
+ATACCATATAAAGAACAAAAAACCAAATCATTTATAAAGCTCTGGCTTTAAAACCCCTATAAAAGGAAGG
+TTTCTGTACTTCTCCGCGTAATCAAGGCCATACCCTACGACGAACTTATCAGGGATCTTAAAACCGCAGT
+AATCCACTTTCACATCTGCCTCTCTTCTTTCAGGTTTATCTAAAATCGTGCAAATCTTTAGGCTTCTCGG
+TTTTCTTCCCAACAGTGTCTCTCTCAGATAAGCAAGTGTTAATCCGCTGTCTATTATGTCTTCCACTATC
+AAAACGTCCTTCCCCTCTATATCTATGTCATGGTCTTTTATTATTTTCACTATGCCAGAAGACTTGGTAG
+ATGACCCATAGCTTGATACAGCCATGAAATCTATTGACAAAGGCAAATCAATGGCACGAGATAAATCTGA
+CATAAACATTATTGCTCCTTTTAAAACCCCAATTAAGACCAAATCCTTACCCTCATAGTCTCTAGTTATC
+ATCTCGCCAAGTTCTTTAACTTTCGCCTTCAACTGCTCTTCTGTTATCAAAATTTCTTCTATGTCTTCCA
+TAGGACTTGGCATAAAACTACCTCCTCTTTCATTCTTTAGTATATTCAATTACAAGCACCTTTGAAGTAT
+TTTTGTCTACCTTAAACTTCTCACTCATCCTGTAACCTACAACCCACACAATTTCCTTTCCTATAGCTAC
+AAGCGGGATGTAATCCCTCTCTTCTCTGGGTATTTTTTCATCAATAAAAAATTCTTTTAATTTTTTCGTC
+CCTCTCATGCCAAGAGGCGAAAACCTGTCCCCATCTTCTCTGCTTTTTACAACTATTTCCCCTTTTATTT
+TGTCATAATCGAAAAATTTTATATACTCCCCCTTGTTAAAATCATCAACCTGTGAAATATCAACTACATA
+AGCTTTAAATTTGCCAATTCCTTCTATAGTTGTAACTCCAGGAATCTTTAGCACCTCTTTAAATTTTACC
+TTCTCTTTCGTCTTCTTTTTTCTGATTACAAGATTATTATACATTTTTAAGGCCTCAATTTCAAAAGGTA
+AATCAATTTTTGATGACGTAGGTTTATCTAAAAGATTTAATACATCTTCCACATGCCCATATTCCAGTCC
+ATCAGTTTCTCCCTTCACATAAAAGTACATCCTTCTCACCAAACGCCTTTTAATAGCCGTATGTTGTGAC
+TTTAAAGCATCTACATCTACTTTTATCTCTTCCCCATTTATTTCGCATATTTGATTAAAAACTTCTTCAC
+ACTTAGCTTCCAAATAATCATCTTCCTCTAACAAAATCGCCGCCATCCTAGAGAGATTTTCAACCAAATC
+TATCTTAAACACCTCTTCAATATACGGAATAACCTTTAGCCTTATCTTATTTCGCGTATACAAATCTTCA
+TAATTGGTATGGTCAATCCTGGGATGCAAATTTTTATCCTTCAGATACTTTTCAATTTCTCTTCTCTCAA
+TCTCAATGAGAGGCCTGATAATATTGCCATTTACAGGCTTTATACCAATAAGTCCCCTAAGCCCCGTCCC
+TCTCAGGATGTTTAATAAAACTGTCTCTGCTACATCATTTTTGTTATGGGCTACAGCTATTTTGTTTCCT
+CCTACTCTTTTCAATGTTTCCTCAAAAGCCTTGTACCTTACGTATCTCCCAGCTTGCTCTTCGCTTAATC
+CCATCTTTTTAGCCAGATAAGGTATGTTTTCTTCAAATAAAAAAAAGGGAAGATCTAAGTCTTTACACAG
+CTTCTCCACAAACTCCGCATCCTTTTTGGCATCTTCTCCTCTTATCATGTGGTTTACATGAACAACATAC
+AATTTCAAATTAAATTTTCCTTTTAGATTAAAAAGTACATCCAACATGCACAGGGAATCGGGGCCTCCTG
+ATATTCCCATTACAATTTTGTCATCTTTTTCTATCATATTGTACTTCTCAATGGTCCTTAAAACCTTCTC
+AATCATACCAAACCTCTGAAAACTCATAGTCACGCTATACTATGATTATATACTATAGCTCGCTTTAAAT
+CAAACATAAATCTTCTTCCAAATTTTTGCCACTATCACTGTCATGTCGTCTTTAGGTGTATTTTCACACC
+TTTCTAAAGATTTTTTCATTATATAATCCGCCATCTCCTGGGGACTTATAAAATCTGCTTCGCTTATTAC
+CCTCAAAAGCTCCATCTCCTTTTCTCCCTCAAAGCACTCCAGCACCCCATCCGTAACCAATATCACAAAA
+TCTCCTTCTTTTAACTTCTTTTCATGAAGGTCTGCCTCAATGTCTTCGAGAATTCCTATGGGAAGCGAAC
+TGGACTTTATAACCTCTACTGAAGTTCCTCTCTTTACATAGCTGGCACAAGCTCCAATCTTTATAAACTC
+AGCTTTTCCAGTGAACTTATCTAAAAACATGATGTCCACAGTGGAAAACATCTCTTCAGCTGACCGCAAG
+GCTAGAATGGAATTTAAAGTCTGGATGACAAGTTCCCTGTCAAACCCCGCTTCTATAAACTTCTCCAAAA
+GTGAAATGGCGGTTGTGCTTTCTGCTGCGGCTTTGTATCCAACTCCCATGCCATCACTTAAAGCCACCAC
+ATATTTTCCATTGTTAAGGTCCATAAAAGAGTAGGTATCCCCCGAAATCCTGTTTTTCGCCTTGCTCACT
+TTGCTAACCCCAGTGATGACCTGCAAGCTTTCTGCCTTGGCAAAAGAAAGAACGCATCTTCCCTTAGAAT
+CTATCCCGTAAAGTCTATCTTTCCTTTCATACCTTTCTCCCATTACTTCTGATATTACAGAGGCAATCTT
+TTTCTCCAAATCCTTTGACAAATACCCCTCTTCTCTGTACACTTTTACGCTTGTGCTTCCACCATCTGTT
+TCGTACACCAGAACATCTTCCACCTGTATCCCATTTTTATCTAACTCCAATAGAATGACCTGTTCCAGCT
+CATCTTTAAAGGATATGTTCATGTTTACCTCCTTTGCAATGTCAGAAATAGCATCAGCAACACCTTTGAG
+CTGAGCCGCAATAAGTCCTTTTGCATCCTTTAGCCTCTCTCTCCACTGCATGCTTATTTTATAGATTCCA
+AGATAATATTTAGTAGTTGACATGAGCTCAGAAAATCTAATGCACTTCCTATAAAGCCTATTATCATTTA
+TATCTTTCCCCTTCTCTAAATGCTCCACTAGTTCAAACATAGATTTATAAGTGCTGTAAAAATCTCTGTC
+CCAGCAGTTTTTATACATAACACATTGAGAACAGGTCTTATTGGCAATTTCCTCAAACAAATAGGAAATA
+TCTTTATGGTCCAGTATTTTTTCATTTGACTGCTTAAAGGTCTTAGAAAGTTCCTCAAAAACTCCCGAGT
+ACTCTTTCAGTTTTGCTGCAATTATTTCCTTTAATTTTCTGCTGTAATCTCTGTCATTTAAGTTTTTATT
+TCCTTTAATCAATTTTTCAGCTTCTTGAATATACTTCTTCGGAAAAGCTGCAAAGAGCAAAGCCGCCAAT
+CCAATGCCATAAGGGTTTAAACTATTGCCGACTTTAAACCCTGTATAAAAAGCTACTATTGCCGCTCCTA
+TTACAAAACCTGCAATAGTCCCAATCCTGTGCAGTTTGCGAAAACTCCCTCCCAAAAGCCCTCCAAAAGC
+TAAAACACCTACAATTGAAGGCGCTTCCGCATATGCAAGCACATTCAATACCCCTATAGTCGTCCCTATC
+GCAGAACCAGCCCCACTGCCTCCCAGATAGCTTATAAAAAGCACCGCAAAGGCTATTGCTATACTATTTA
+AACTAAATTTCCAAATGCTTAAATTGTGAAGCCCCAGTATAAAAACTGCAGTAAATATCCCTAAAGAAAC
+CAATTCTTCGTTGGAAATTACTTTCCTTGTGCTTCTGTTGACAATGAAAGAAAGAGAGTGGTTAAAAATA
+AAAACTAATAACATCGCAATAACTGCCTCACATGAACTTAAAAAAACATCAAAATATAAAAAATTGTATG
+AATAGCTAAAAATCAGCCCTGAAGCGAAAAGAGAAAAAAGAGTGATAAAAGAAGCCTTTAAAGCATTAGT
+AGGCCTAACCCTCAAAAAAAGTTCCAATAGAAAAATTATAGCCATGCTGAGAAGATACTTAGCACTATTT
+ACTCCTGGCACTGTCAATAACGCCAGCCACACCCCTAGACCTACAAAGAAATACTTTTTCTTGTAAGCGA
+CTAATGCCGCAAAAAAAGCTATCCCAAAAGGAAAAAGCACATAGGAAATGGAAGCTCTTCCTAGTATAAA
+AGCAAAAATCAAAAACAAAACTGAATTTAAAACATTTTTATAAAAACCCTTGTCGACATTTTCACTTAGC
+TTTCCTTTCAAAGTTTTCTTGTAAGGAAACACATTTGCGCTTTGCATACCTCCACCACCTTCTATTTTTT
+CTAAATTATACCATAAAGGTGGTGGATTTATTTGCTATTTTTTGTATCTCACTTATTTTTGTTTTCGACA
+TAAAAAAATAAAAAGCCTGTAAAGGCTTTTTTGCAGAATAAAAAATGGTGACCCCGACGGGATTCGAACC
+CGTGTTGCCGCCGTGAAAGGGCGGTGTCTTAACCACTTGACCACGGGGCCCCAAAGCCATTTTTTATTTT
+ATCATATTTTTTCTTGTTGTCAACAATAAAAATTTCCTCTAAAAGCTTATATTCGTAGCTATGTAGATAT
+CTGTCCTTTCAGAAGGTTTTATCTCACCTACTATCCTATACTCTTTTTCAAGATAAGAAGACACATCCAC
+GATGCTAATATTTGCCTCGTGATGGCTACCTCTCTTCCTGTGACTCTCCTCCACAACTTTTTTGCCGTAT
+TCGTTGAGTTCAGATATGACAATTTTCCCTCCTTTTTTACATACCCTCACCATCTCATCCAAAACCCTTT
+TATAGTCCCTCATATGATGAAGCGCATTGTACGTTGCCACGACGTCAAAGGTTTCGTCCAAAAAAGGAAG
+GGAATGTCCATCCCCAACCATAAGAAGGACTTTCTCCTCCACTCCGCTTTCTCTTATGAACTCCCTTGCC
+CTTTTTAAAGCTTCTAGGCTTTCATCCAGAGAAACCACATCATACCCGTACTCAGCAAGCCCTAAAGCCA
+TTCTGCCTCTCCCTGTCCCTATATCAAGAGCAAAGCCTTTGCCTCTTCCTAACATTTCCAGTGCATCTTG
+TATATCTCTTTCCATCTTATCACCCCAAATTTTAAAAATTTTCTTCAACAAACTCAAAAAACATGATATA
+ATATCAACATGCGAGGCTAATTCCAGCCTTGCATAGTCAAAAGCCAAAACAATGGTGTACATAAGAAAGT
+CAACCATCGAGTAAAAGAATTAGAAAGTATTCCCATGTACTAATAAAATCACTCCTCCATAATTTAAATG
+CGGTATTTTTGTACCGCATCCTTTTTTCGCCACATCGATATGCCCCCGTATGGTATAGGGTTCCGCCAAG
+AGTAGTATATCACAGCCCTCCCTTCTTTGTAAATACCTCCATCAATGGATTTCTTCAGACAAAGCCTTTA
+CCTCATACGCTTTTCCAAAATAATTCGTACCCCATACTCCTATTAATATCATAATCGCCCCAACTACATG
+GTACCAGTAAAAAACCTCATGCCTTATAGTCACTCCTGCTATAATGGAAATCACTGTAGTCAAATTAGCA
+AAGACAGAGGCTTGAGAAGCAGGAAGCTTAGAAAGCGCATAATTATTGAGAAAATATGCAACGATTGAGG
+ATAAAATCCCCAAGTAAAGTACTGGAATTAACACTTTATAATTAGCCACACTTGAAAAGTAACTTGAAAG
+GCTATCCCCTCTTATCACTTTCTCAATTAAATTCAAAATATTAAAAGAGATAGCCCCAAACCACATCATA
+ACAAATGTTATCTCTATAGGCGAAAAAACAGAGGAAAATTTCCTTGCCAGAATCGTGTAAAAAGCCGCAG
+ACAAAACCGCTCCCAGCAAAAATAAAAATCCTAAGAGAGAACTTTTCCCACCTTCTGACCCGGTCATAAA
+AATTATGAATATAACGCCTGCTACAGATAACAAAATAAACAAAAGCTGGTACAAAGAAGGCCTTTCATTT
+AAAAATATCACCGCAAGGATTGTGACTGCAACAGGAATCAAGGCTATCATCAGCCCCGAAAGAGAAGAAG
+AAGTATACTTTATCCCATAAGTCTCAAAAACAAAATATATAAAAGGTTCTGCCAAAGACAATAAAAGCAA
+TGGCTTCACATCTTTCCCTCTGTAATTTAACTTAATTACACCAAAAGCCCAGAGAAGCGTTATGACAATA
+GATGCTAAAAGAAACCTATATGATATAAGCTCCAAAGGAGATGCCACTTCAAGCCCCATCGCCGTAAACA
+TAAAAGAAAAGCCAAAAATTGATGCCATACCTATTCCTGCTAAATATGGATAATAGCTCTTTATCCTCTC
+CAATTTAACACCCCCGCGTTTTTTTAAAAACACCGATATAATTATATAACACTTCCCCAAAAAATAAAAC
+CCAGACAAAGGGGACGGTTCCTTTCGTCTGAAAAATTCAGACGAAAGGAACCGTCCCCTTTGTCTGAAAA
+AGTTTTTGTCACAAAATTGATTTTAGATGTGTTATTATTAGTGAAAAGGGACAGGGGAGGTGTTAAAAAT
+AGAGGAGAGTTTCAAAGATATCTTTGAAAGGTATTATCCAAAAGTCTTAAAACAAATCTCCTGGGTTGTA
+AAAGATGAATTTAAAGCAGAGGACATTGCGCAGGAGGTATTCATAAAGTTCTTAAAAAAGCCTCCCCGGC
+ACAATGAAAATATAGGAGGTTGGCTTTCAAAAGTAGCCATGAACCATGCATTAAACTATCTTCGAACAGA
+AAGAAGCGCAAGAGTAAGAGAAATAGAAGCCTTCCAGCAGAATGAAGAAAAACTTTTGGAAGACCCCGAA
+GAAATAGCTATAAAAAACTTTGAAAAGTCAAAGGTGAAAGAAGTTCTATTAAAAATGAATAAAAGAGACA
+TGATGTGTTTAATACTTAAGCATTCAGGTTACAGTTATGAAGAAATAGCAGTCGCTTTGGGAATTAAAAA
+ATCCTCCGTAGGAACAACCATTGCAAGAGCTCAGAAAAAATTCAAGGAATTATACGAAAAGGAGGTGTGA
+AAGGATGTGCTACGATGAAGGAACCCTTCAGGCGTATTTAGATGGAGAATTGAACGAACTCACCTCAAAA
+AATATAGAAGAACACGTAAAAACCTGCAGCACATGTAGGCAAAAATTAGAAGAACTAAAGTTTATAAATG
+AATTTACAGCAAATGCCTTAAAAACTTCCAATATAGATTTAAATGATGCATGGATAGCCTTTAATGAAAA
+GTTGAGCAAAGAAAATAATAAGAGAAAGGGAGTGGTATCCTTGTTTACAAAGTACAAAAAGTCAATTGCC
+GCTGCTTTGATAGTGGTATTTATAGCCGCCTCAGCCTTTTTCCCGCCACTTAAAAATGCAGAAGCTAAAC
+TTTTAAACCTTCTAAGGCTTAACAAGATGCAGGTTATAACAATAACACCAGATGATATGATGCAAATTCA
+AAATCAGTTTTACAACAAAGGTATAAAAAATATAAGCCTTAAAGATTACGGAGAGATTATAAAAGACGGT
+TCTCAGGAAGGGCGTCAAATTTCCCCTGATGAGCTTGACAAAATAGAATCTGAACTTGGATATAAAATAA
+AACTTCCAGCAGATGAAAATTTTGAAATAAAGCATGCATACATCTCAAAAAATGAAGGCTTAGAATTTAT
+ATTAAAAGTTGACAAAATAAATGAGCTCATTAAAACATTTGGCGGTACACACCTTTTCCCAAAAGAACTT
+GACAGAAAACCCATTATTATAAATTTTGGCAGGGCAATTGATATGAATTTACAGAAAAAAGGCAGTGAAA
+AAGATACAGTTGCACTTAACATAGTAAAAGCTCCAGAAATAGTGGTGCCAGAAGGGGTAGATGTAGATAA
+AGTAATTGACGCTTTAGTAAACCTCCCATTTTTACCTGAAAATATAAAAAGGCAAATCGCTGGTGTGACT
+GACTGGAAAGAGACATTGCCCATACCAATGCCTGCGAGTGACAACACTGAAATTAAAGAAATAACCATTC
+GAGGAAATAAAGGCATTCTCATTGTTGAAAAATCTGGGCCTTATTTTGTAGCTTTAGGATGGAGTGAAAA
+TGGAGTAATGTACAACCTCACACTCTGGCCCAACCCAGCAGGAGACAAACAGGATTTCGTTGCAAAAGAA
+GAGGCAATAAATACATTAATCCAAATCGCAAACTCAATGAGGTGATCAAATGGTTTTAGAAACACAAAAT
+CTCACAAAACAGTTTAATGGAAAAGGCGGTTTTAAAGAAGTCACTCTCTCTGTAGAAAAAGGTCAGGTCT
+TTGGATTCTTAGGTCCAAATGGTGCAGGAAAAAGCACTTTTGTAAAGACCATGGTGGGGCTTTTACACCC
+CACCTCCGGTTTTGCATGGATTTTAGGGAAACCCATAGGCACTGTAGAATCCAGAGAAAAAGTAGGATTT
+TTACCTGAAAATTTTAGGTACCACGACTGGATGACAGGAAAAGAGCTTTTGACCTTCCATGCAGAGCTTT
+ATAAAATAAAAAATCCAGGCAAAAAAATTGATGAACTTTTAGAATTGGTAAAATTGAAAGGTCATGAAAA
+TAAACTTATAAAAAATTACAGCAAAGGAATGCAACAGAGAATTGGCATTGCAATAGCCCTTTTAAATGAC
+CCCGAAATAGTGTTTTTAGATGAACCTACTTCAGCTTTAGACCCTGTAGGGCGAATTGACGTAAGAGAAA
+TCATAAAACAATTAAAATCGCAAGGCAAAACTGTTTTTCTAAACAGCCACCTATTAAGTGAAGTAGAAAT
+GGTATGCGATGAAGTGGCCATAATAAATCACGGTAGAGTAATAGCACAAGGAAAACTGGATGACCTATTA
+AAAGAACACACCCATGTAGAAATGGTTATAACAGATTATACTCCAGAGTTGATTGAAAAAATATCTCGTT
+TATCAAAAGAATTCCAGTTTAAAGAAAATAAACTCTCCTTTAAGGTAGAGGATAGAGAAAAAATACCAAT
+TATAGCTAAAATGGTAATAGAAGCTGGTGCCAAGCTATATCAATTAAATACCCAAACTTCTTCACTGGAA
+GACTTATTCATAAACTTGATTGGAAAGGATGAGATTTCGTGATAACTATAATAAAATACACATTTAAAGA
+GATGCTAAAAAAACGGGCTTTTCTATTAGTCTTTATTTTGTCCCTCCTCTACCTTTCCATATATGCTTTT
+GGCTTAAGTAGAATATTTGAGCGTCCCAGCGATTCTATATATGACATCATCTTTCAATCAGAAATTTTAT
+CTGCTGGTCTATTTTTCGCAAACCTTATAGTAGCTTTTCTCGTGGTTTTGACGTCTGTAAATGCCATATC
+AGGAGAAATAGAAAGTGGCACTATATATTCTATTTTGTCTAAACCTATAAAAAGATATGAACTGGTATTA
+GGAAAATTTATAGGGCTTAGCATTATGATTGTTTTATACAGCTCTATAATGTTTTTATCTGTTGTAGGTT
+TGAATATATGGTTTGGCTCTAAAATAAGCTTCGGGTGGGATAACATTTTAAAAGGTCTCTTTTTCTTTGA
+TTTAGGTCCAATTGTATTTTTAGCTCTTATAATCGCTTCAAGTTCAATCTTTTCTACTATAAACACAGGA
+ATAATCGCCATTATGGCCTATGGAATTGCCCTTGTTGGAGGCGTACTTGAACAAATTGGCACAGCAATTC
+AGCAAAGTCAAGTCGGTGCCTTTGGCTTAAAAAGCGGAGAAAGCCTCATAAACGCGGGGATAATTACAAG
+TCTTATCCTACCTACAGATGTAATATACAGAAAAATGACAGCAGAGCTTTTAACACAAAGTAGCGGAATA
+AGTTTTATGATGACACAAGGACTCTTTGGGGGCATGTCTCAACCCAGTATTTACATGTTCATATACATCT
+TTTTCTACGTGGTATTTCTCCTCTATTACGGTGCAAAGCGCTTTTCACAAAGAGACTTATAAAGGCGGCT
+TCAGCCGCCTTTTAACTTTTTAAACCCTTCCAAACAATAACCCAGACCAAACCATTCGCAATCCTTACAT
+ATATTCATCATCTTTTCTTCTGTCATATTTTCTTTGATTTTATTCACAATATCCCTATACCTTACTACCT
+CACCTACTTTTATACCCAAAATCTTCAAAACAGCCCTATCCTTTTCCCTTACACTTCCAGGATAACTCTC
+TATCTTGCATTCCCCATCTATATTATTTGGACAAAGGGCGCAGATGTTATCCACATTATCCACAACTTTT
+ATCAACATATCCTGTTCATTATTCAATCTTTCAATAATTTCATTCATGTTTTTAACAAATTCCTCATCAT
+AACCAAGACCTCTGAAGCCCAACATGCACAAAAAGTGGTGCCCTCTAATTTCCATTTTAATCTTTCCCCA
+TAGCATGCTCTTCTTAACATTATAGCACATCTTTTAATAATACCTTTTCAAATTTTTTTGTACTTGCAAG
+GAGGAATTTGTACAAAAATATAGAATATATTATGTAGTAAAATTAGTGTACAAGTAAAGGAGATGTCTAT
+TATGGATGGACTTATGACCGCCGTGGTAAAACAATACCACAAAGAAGGGGCAGATATAGTAAAAAAGGAA
+ATACCAAAGATAGGCCCTGATGAAGTTTTGATAAAAGTTAAAGCTACTTCTATTTGCGGCACAGACGTTC
+ACATATACGTCTGGAATGAATGGGCAAAAAGTAGAATAAAACCTCCAAAAACGATGGGACACGAATTTGT
+AGGAGAGGTTGTAGAAATTGGAGAAAATGTCACATCAGTAAAAGTGGGAGACTTAGTAAGCGCAGAAACT
+CATATAGTATGCGGAAAGTGCAGAGCCTGCAGAACCGGCAACGCTCACATATGTGAAAATACCCTCATTT
+TAGGCGTTGACACAGATGGAGCTTTTGCAGAATACATCAAAGTTCCTGAAAGCAATGTGTGGATAAACGA
+CAAAAACATACCTCTAGAGATACTATCCATACAGGAACCTCTTGGAAACGCAGTCCACACTGTTTTTTCA
+GGAGACGTAGTTGGAAAATCTGTAGCTGTCATAGGATGCGGCCCAATAGGAATGATGGCAATACCACTTC
+TTAAAAGAACAGGTGCTGCAGCAATATTCGCGATTGAACCTGCTGACTACAGGAGAGAGTTGGCTCACAA
+GCTTGGTGCAACAAGGGTTATAAATCCTCTCCGCGAAGACGTTGTCAGCATAATAAAAAGTGAAACAGAA
+GGCTATGGAGCAGATGTAGTTTTGGACTTTTCAGGTAACCCAACCGCCATAAGGCAGGGTCTAGAGTACA
+TTGCAAAAGGTGGCAGAATGTCTATTCTAGGCCTTCCTGACAATGAAGTTCCAATTGACATCACAAATAA
+TGTGGTATTCAAAGGAATAACTATACAAGGCATAACTGGAAGAAGAATGTACGATACCTGGTACACCGTA
+AAGGGCTTACTAAAATCAGGTCTTGCAGAAGATTTAAAGCCAATAATCACCCACACATTCCCTCTTACCG
+AATACCAGAAGGGAATGGAACTCATGATAAAAGGGCAGTGCGGTAAAGTCGTATTATATCCGTAAAGGAG
+TGATTTTAATGCCGCTTTCACGAATAACCCAGGTTTTATCACAGGAATTAGAAGAATTAAGGTCAGAAGG
+ACGAGCAAAAGGAAAAGAATTTATAGTGGTGGACGTGAAAAAACCCCAAAACGGAAAGGGACCGCGATTT
+TTCTTAAAAGGATATGGTGATAAAGAATTTATAAGGATGAATTCCAACTCCTACCTCGGGATGCAATTTA
+ATGATGAAGTAATAAAGGCTGAAGAAGAAGCCGCAAGGAAATTTGGTGTAGGCCCCGGCGCAGTGAGATT
+TATAAGCGGCACCTACGTAACCCACAGAGACCTGGAAAAAAGGCTGGCTCGGTTCCATCAAAGGGAAGAT
+GCAATGATCTTTAGCTCTGCCTATATGACAGTAGTAGGAATAATATCTTCCCTGACAACCCCTGAAACAG
+GCATAATAAGCGATGAACTGAATCACAACTGCATTATCAACGCCATAAGGCTTTCAAGGCCTAAAGAAAG
+GTATGTATACAAGCATCTTGACTACGATGACTTAGAAAACGGTATAAAAAGCCTCATAGGCAAAGTAAAG
+CGAGTAATAGTGGTAACTGATGGAGTATTCAGCATGAGAGGAGACTACGCGAATTTAAAGAAGATAGAAG
+AAATTACCTCTAAATATGACGAAAAATTTGAAGAAAATATAATAACCATTGTGGACGATTCCCACGGTGT
+TGGCGCTTTTGGTGATACAGGAAGAGGTACAGAAGAAGTCACTGGAGGAAAGGCAGACCTTTTAATAGGC
+ACAATGGGAAAAGCTTATGGGGTAAATGGAGGATATGTAGTATCCAGTGAAGTTATTACGACTTACCTGA
+GAGAAAAAGCAATAACCTACATTTACTCCAACCCCATCACTCCTTCAGAAGCCGCTTCTGTATTAAAAGT
+CTTGGAGATAATAGATAGCGATGAAGGCAAGAAGAAGCTCTCCCATCTGAAGGAGATGGCTAAAAGATTT
+AGAGAAGGGCTTTTAAATTTGGGATATGAGACTGTCGTAAGTGAACATCCTATAGTACCTCTTCTTGTGA
+GAGATACAAAAAAGACAGTAGAGTTAGTAAATTATCTCGTAGAAAACGGAATACTCGCAACAGCCATTAA
+TTACCCAGTGGTGCCCAAAGGCGATGAAAGCATCAGATTTCAGATAAATGCGGACCACACTCCTTCTGAT
+ATAGACTACGTTTTAGAAGTTCTAAGGCATTACAAAGAAAAAAATAATTAAAGCCCCTCCCTCGGGGGCT
+TTTTTCTATAGACAAACCCTTTTTCATGTGATATAATTAGAAAGAAAAATTGAAAAAACCCTTTAATTTA
+GCCCAGCGAGGCTAAAAAGGAGGATATAAAAAGTTCCTCCTTGGGGGTTTTTCAGTAACCCATAATAAAG
+GAGGTTTTTTTATGCCTAATAAAGTGTACGAAATTGAAGAAACACCGCCTATAAAACAAATGGTCCCATT
+ATCCTTGCAGCACGTCTTTGCGATGTTCGGAGCAACCATTTTAGTACCTCTCTTGACAGGCCTTGACCCC
+TCAGTAACCTTATTCACCTCAGGCCTTGGAACACTGATATTTCACCTCATGACAAAAGGGAAAGTTCCCG
+CTTATCTTGGTTCATCTTTCGCCTTCATAGCTCCCATAATAGCAGCAACAAAACAATTCGGCCTAAAAGG
+CGCCTTCTTCGGCATGTTCGCAGCCGGACTCGTATACGTGGTGGTTTTCATAATAATAAGCCTGACAGGG
+ATTGACTGGCTAGAAAAACTGCTCCCTCCTGTAGTAGTAGGCCCTGTAGTGATGATAATAGGTTTATCCC
+TTGCTCCTGTAGCAATAGCTCAAGCGCAAAAAGATTTAGCTACAGCTCTGTTTACAGCGGCATTAATAAT
+CATCTTCAGCATGTTTGGAAAAGGCTTTATAAAAGTGATTCCAATCCTTTTAGGAACAATAGGTGGATAT
+ATATTTGCCATAACAAGAGGCCTTGTAGATTTTGGACCTGTTGCAAAAGCTTCATGGATTGCAATTCCCA
+AATTCTCCTTCTTAACAGGACATACTCCTGAGGTCGCATGGGGTGCTGTAGCCTTAGTAGCGCCTCTAGC
+ACTGGTCGCTATAATTGAAGACCTGGGACATGTTCTGGTAATAGGAAATATAGTTGAAAGGGACCTCATA
+AAAAATCCTGGATTTCACAGGGTAATGTTAGGAAATGGCCTTGCAACTTCAATCGCAGCACTTTTTGGCG
+GACCACCCAGCACAACTTACGGCGAAAACATTGGAGTCCTCGCAATAACAAGAGTCTACAGCTCAAAAGT
+TATTCAAGGTGCTGCAATCATTGCAATACTTTTAAGCTTTATACAAAAAATAGGCGCTTTGATAGAAGTA
+ATACCCCAAGCAGTAATGGGTGGAGTTACTATAATCCTCTTTGGAATGATTGCAGCAGCAGGTATGAGGA
+CACTTGTAGAAAACAAAGTGGATTTTTCAGACAGCAGAAACTTAATAATAGCTTCTGTAATATTAACATT
+AGGAGTAGGCGGTATAAAAATACCCTTGGGCAACTTTGTGTTCGAAGGCATAGGCCCTGCCACCTTAGCA
+GGAATACTTCTTAATCTGGTGCTTCCCAAGATAAATCTGGGAGAAGAAAAAATGACTGAAAAAGTTAAAA
+GTTCAAAAGAAGCCGTCCAGAAAGCGTAAAAATAAGGCCCTCTAAATCTCAAAAGAGGGCCTTATCACTT
+TTTTACCTCTATTCCTACTTCAAAAAGCCTATTCCAAGGCATATATACATCAAACTCATAATCAAATTCA
+TTGAGATTTTCTTTTTCTTGACTTTGTCAGTTTGAAACCCAAAAGGCTTGGGAATACAGGTATTGACAAA
+AAATGGGCGTGAAATTTGTCACTACATTACTTTCTCACGCTAATTAATTCCATGCCTTCCTCATATGTAA
+TGAAATTTTTTGGTGCTTTTATTTTCATCACCTTCAATATGTCTTCAGCTTCCTCCTCCATCTTTTGTTT
+GATTAAATATTTCTTCCCATTTATCTCTATCTCCACAAAATTCATTGAACCTATCGCTTCTTTTATTCTA
+TCACTGCTTAATTCTTTCCACTTAGACCTCAAGCTGTATTCTAAAGTTCTTTCCAGTAAAAATGCTAAAT
+AACACACAACAAAATGCCCTCTTATCCTTTTTTCCGTCCAGTGAAATATTGGTCTTACCTCCAGACAACT
+TTTCATTACTCTGAAAGACTGCTCTATCTTCCATAAATCATGATATGCATTCAAAACTTCTGTCACACTC
+ATTTCTTTCTTGCTGGTCTGAATTGCATAAAAACCGTCAAATTTCTCATCTCTCTTTATTGCTTCTTCAT
+CCAGTACATATTCTTCTGATTCGGAAATGCGTCTTAAATATTTCCTTCCGCCTCTCTTTTCTGCTGCCCT
+TACATTGCCGGGCTTTTCTAAAAGTTCTTTTGCTTTTTCTACTAGCCTTTGCCTGTCTTCTTTATCTTTT
+TTGGCCCTCTTGCTTGAATAGGTTATTATTAGATTCTCAGGTATCTTGAATATTTCCCCTTCTCCCGTTT
+TGATAATATTCTCTCTTTCTATGACCTTGAATCTAAACTCTTCACCAAATATTTCTCTGTCAAATCTCCA
+CTTTTTCTCCTCAAGAACTTGATACCCCTCTTCATCAAATACTCTATCTAAAATCTCTTTACTCATGTTT
+TTCAGTCTGCTTGCCACAATGTAGTCGTATCCCGCTTCTTTTATCAGCTTTAAATTAAGTTTACTGTTAA
+GGCCTTTGTCCGCAACTATTATTACCTGGTCTATGCAAAATTTATCTTTCAGTTTCCTCAAAATTTCTAT
+CATGGTCTTGCTGTCAACAGTATCTCCTGGAAACAGTTCATATCCAACTGGTCTTCCTTCTTTATCTACA
+AGCATGCCCATTACCACTTGTACCTCATTTACCTTGTTATCCTTGCTAAATCCAAAATCCCTTAAGTTAT
+CTTGCTTAATGCTTTCAAAGTAAAATGTTGTCACATCATAAAAAACAACATCAACTACCATGTTAAATAA
+ATCTCTATTCTTGTGATAAAGATATAGCTCCAAATCCTCTTTTATCTGGGCCAGAATATCTAATCCCCTG
+TACAGCTGATTTAAATCAATATCTTCTTCAAATCTAAAGTATCTGTTTTTGCGGTAATACGTCTGAAGTT
+TGCTTACTGGTTGAATTAATCTTTGTACTGTCATCAAAAACGTCACTTTATCAATGTCAAACTTTATCCT
+GGAATTTTGAGAAATATACTGTTTGAGGAATTTATCTATTTCAAGCTCTTCCCAAAGTTTTCTATACACA
+ATATATCCCCAGTTTTTAATAATCCCTTCTGAAACATCTTCTGGAAAAAGCTTGATGGGACCTGTTTCTT
+CACTGGAGCTTAAAAATATTTTTTGCAATTTATCTACAAGATTAATGAAAGAGGGATCATTTTTGAGTTC
+ATCAATTCTACCGAGATTAAGCAAGACTTTTTGCTTTATTTTACCATTTTCGCGATAATTATGGACAATT
+TTGGCATACTCATAGCCACCAGCTTTAGTTATTTTGAGAAACATATGGCATCACCTTTATGTTAGTTTAT
+TACATTATACTACAAAAAGTGAATATAGTCAAGTATTATGGCAATAATTAGGAGTAAAATTGTCCCTACA
+GTTTTGAAAAATTTTTTAACCCTAAAAACAAAAAACCCTTGAAAATCAAGGGTCTGATATTTTTTACCAG
+CCTAAAAATGACCTCCAACTGACAAAGTCGAGAGAGGGCCTTATCACTTTTTTACCTCTATTCCTACTTC
+AAAAAGCCTATTCCAAGGCATATATACATCAAACTCATAATCAAATTCATTGAGATTTTCTTTTTTAAAT
+TTCTCAAGCTCACCTTTTATGACCTCTGAAATAATTTTCTCTTTCTCCCCAAGGTCAAAATAACTTACTC
+CATATTTATCTATTTCCTTTGCCACTTTCGTCCTAACCTCATACTGATATCCCCAGTCTTCCAGGTATCT
+TAAAAACAAAAACCTATAAGACCTTTCTTTTCTATCTTCAGTAAAATTATCCCTATTTATATAAAAAGAG
+CTTACCATGCTGTGAGCAATCACTGTACCCAAAGTGTTAGCCGAGGTATTCCATCCCCCATAAGACAAAA
+CCTTTTTGAAAAGTCCATATTTTTTAATAAGCTTCATAAGGGAATTATCAGCACCGTTTAAAAACGCTAC
+ATCTGCCACCGAGCAATTTTTGCCCTTCTCAATGTAGTCTTTTATAGCCTCCACAAATTCATTTAAGTTT
+CTCTCTGGGTCCCCTACATCCCTTCTCGTAAGATAAGAATTCCAGCTATCACCTATTTGCTGGGTTATTT
+CTGATGGAGGATTTATCATCAGTATAAAATCCGCCTTTTCACTATCTTCTGTTACAATACCCCCTCCAGC
+TATAATTTGATATTTCACAGTCTCTCCAAGCCTTCTATCTTCCAAAAGAGGGATTACATTTTTCCCATTT
+TCAGAAGAATACCTTGTGAAAACAGCTGGCTTTACCCCCTTGATATCATTAAAAGCTCTCGCAGTAAGCG
+TACAACCAACTTCATCAGCCCCAGGATAAGAATATATTCTATCCGTCAAATCAAGTTCATCTATGTATTT
+CATAATTTTACGCCTTTCCATTGGAGAAAACCCGTACTTTGAAGAGTCATCCATCGGTATAATTAAAAAA
+TCAATTACATTTTCTTTTACAAGGTCTACAACAGATAAATTTATTTTGTGATTGACCTCTCTTCTTCTTA
+AGTAATCTTCAAGAATCTCTTCTGGAATCTCTCTTTTTAAAGCATTAAACTCTTTAATCTCTTCTTCTGT
+TGCAATATTTAGATCTATCTTATCAGTGAAGGCGCCAAATCTAAATATTCTCTCTCCAAACTCTTTATAG
+TAGTCTGGCTCTTCTTCAGAGCTATTGTATGATGGCGTTCTCACTATAAGGTTGAAGGCAAAAATTTTAA
+GATTATTATTAGCTTTCTTTAATTCTCTTAACCTTAAAAGCTTACTTAAACATTCCTCAACTTGTTTTTG
+GTGTATCCTTGATGGAACAATACCTCCGTACACCAGCATGTCAATTGAAACTACAAGATGAGTTATTCCC
+TCTATATTTTGTCTCATCCACTCCCACAGTTTATCAACATCAGCAGGCTTCTTTTTACAACCCAGAATCT
+CTTTAGGCGGCCGTATCATATCAATATCGCTTATATCTATTATCATCTTTGGAAACTCATAATTACAAGG
+CCTTTCATCTAAAGGTATATACATTATCCTCCATTTTTCCATCTTATTCACCTCAATTTTACAAATCTGC
+CCCATAATTTCTCATAATTTCTCGTATTATCTTTCCATCGACATCTCTAACACCTATATTATTTTTTACA
+GCGTATGCTGCTGCAATCCCTGCCGCCTCCCCTGTTGCCCTACAAGTGGGCTGTATCCTTATAGACGATT
+GCATTGAATAAATTTTATTTTTTGAAACATTGTGTGAAAAAGCTATAATGGAACGGGTAATTAAACCCCG
+TTCCACTTATAATTTATAGCACCTGCAATTTTTCCAAAATCCTATATAGCAGTGTCACACCCTCTGCCCT
+CGTAGCGTTATTCTTCGCTCTGAAAGTATTATCCTCATACCCTTTCACTATGCCAAGCTTTGCTGCATTT
+GCCACCACATTCCTTGCCCATTCGCTTATACTGTCATTATCTTTGAATACTGTATTGCCTATGTTCTCTT
+CCTTGTATCCCGTCATTTTTGCGTATACTCTCATTATCACTGCTGCCATCTCTTCTCTTGTTATCGGGTC
+ATCTGGCCTCATCTTTTTGCCGTCTCCCATCATTATCCCTGCTCTGTAGGCTGCTTCTATCGCATTTGCA
+TACCATGCTCCAGCTTTTACGTCCTCAAATTCTCCTTTATATGGCTCCTCGGGTATGCCTAATGCCCTTA
+TCATCAATGCTGCAAATTCTGCCCTCGTTATCTTTGCATTTGGTGCAAAGTTGTCATCATCCATGCCTTT
+TATTATATGCTTTGATGCAAGTACATTTATTACATCATATGCCCAGAAGTCTTTTGGCACGTCCTTGAAC
+TGCTTGTCATATTCAAACGCTCCGTATGTTGAGAAGTGCTTTACTTCTGCTGTTACTGTGTTAGTATTTT
+TATCAACTTTCCCTCCTACATATTCCCATTTCCCTGTTGCCTCGTTTAGATAGTATACTCCAACTTTTCT
+TATATCTTTTGCATCTTTCACTTCAAATGTTAGTTTAACAGGGGATTCTAATTTTATCTTGCTTTCTCCT
+GCTTTTATTGTTATGTCATAGGCGTTTGACACAGGCTTATAAGCGTTGGCTTCAGGTTTTGACTTCTTCT
+CTATTGTAAGGGTTATTGAGCCTTCCTTGTTTATTAAATCCAGCACTTCTTTTGATACAGCAAGTACCTT
+CGATTCAAATTTGAGGGCTATTTCATCCGATTTTACTATTACATCTTTTTGATTCTCTGCAATGAGATTT
+AACACACTTACGGGTATTTCTAATGCTTTTACAGATTTTGTGGATATATTTGTAAGGTCAAACTGCACTT
+CTTTTCTTGTGGAATCTTTTATGTCTTTCGATACTTTTATTTCATCAACTACAAGTACTGCTTTATCCGC
+ACTTTCTATTACTTTGCCTTGGCTTACCTCTACACCTTTAGTCTCTGAAGATGTCTTTGGCTCCGGTGAT
+GGTGTCGGTTGTAGCTCTGGCGATGGCGTAGGCTGTGGCTCTTCAATGTTAGAAATATTCTTCCCATTTG
+CAGAACTTAAAATAACCAGAGCAGCTAAATAACTATTCCATAAAGTACCATAAGGATAATTTTTGTCTAC
+GTAATTTAAATAACTGTCTAACTTTTGTTTATCTTTCATTATAGAAGAAACATAACCCATATATCCTGAA
+AAATCTGTAAAGATATTTTGAAACCACAATGGATATTCCTCATTTAATTTCTCATAAATTTCTTTGGCTC
+TATTACTATCCGCTGGAACGACTTTTGTCAATATTGGAAAAAGTATTTTCCAACTTTCATTACTTTCTTG
+TACTTTACCATCTTCATCTATTAAAACAATATAAGTATTACTTTTACTATCCCAAAAATGTTCTTCAATA
+GAATTTTTAACTAAATCATAAAATACATTATAAAAATCTGCACCATTCTTATCTTTATACACTTTTTCAA
+AAAGCCATACAATATCCTCTAATCCTCTCAAGGCTTCTGAATTTGTTTTTATGTCCTTTACTCGTTGAAC
+TAAATTAGTCCAAACCAAACCATCATCCTTTTTAACTAACTTAGAATAAGGAGTAGTTTTTGTATCAATT
+GTTTGAATTATTATACCACCAATGACATCAATTTGATACTTATATGTGATTAAAAACTGTGAATCTCCTG
+TAACTTCGTAATATTTCTTTATCAATGAAATAAATGTTGCACTCGTTGCAGCTGGTGAATCAGATTTTCC
+TATAGATTTCTCTTTGCCAGTATTGGGATCAAACCAATATTTATCTACTGTACCATATAGTCCATCAGAA
+TCTGGCCAATTAAAATGATTTATATACCATTTCACATACGCTTTTACCTTTTCGATATATTCTGGCCTTT
+CCAAGAGAGCCATAGCAATAATATTGGCCTTATAAGGATCAATTATAAAATTAGTAGCATCATTAGTTTT
+TTCTATTTGTGTAGCAATAGCTCCATTTGGCAAAATATACTTGTCTATATAATCTGTCTGTAAATCAATA
+ATTTTATCATAAAATGAGGGTGGTTCTTGACTTATCTCAATATTTAAAATATCTGACTTAAGCCGCGAAT
+GATTAAAAGTGAGATACGCCCACACTTTTATCATATTTACCTCTTTATCTAATTTAATGAGTGTCAACCT
+CCCACTTGAAGTAAGCATTACCATGTCTGGCTTATCACAGACATATTTTATATCCATATTTGAAGCATCT
+AAATTTATAACTTCTTCTCCATCAACAAATACAATTTTTAAAGATAATTGGGCAGTGTCCCACCTTTTTA
+AGACCTTTTTATTAGATTCTAATACCACATTCTTGATGTCTGGCATTTTGCCATAATCCACTTTGACATT
+TATTTTAATGGACGTTGTTTCATATATATTATCAAATTTGTCTTTTAATTTCGCAATTATAGTATAACTA
+TTGTTCAGCAAATCGTTTATTTTATATTCCCAATTTCCATCTTGATAAACTTGTAGCTCTACCGTTTCTG
+TTTCTCTATCTATATCACGTACAATTTCTAACTCTACTTTATCACCACCGCTACTTTTACCAATTATATT
+AAAAGGCAAATTTTCTATGGTTTCTTGATTTTGCGGACTCAAGATAGAAATACTTTTCTCTACTGAAGGT
+ATATTCGAGATAATTTTAGCAGCAAGTATAGTAAGACCAGATTCCATACAATACCATGTTGGATTATTCC
+TACCAGTATCTATATATTTTTTCTTTACAGCATCTAAAAAAATTTCAACTCTTGTCTTATCTCCTAATAT
+TGCAGCTGTATAAGCAATCATAGCCCACGGATATTCATCAGTCGTATTTAAAACTGGCCAACCACTATGA
+TAATGATTAAATTTGTTATAGAGGGTAAGTGCCCTTTCACTACTCGGTGAAATATGACCAGTCCAAATTG
+GGAAAAGTTGAGCAGTTGCATCCGGATAAAATGTCTGCATGTTTGTAGCTCCTAGGTTACCTTTTTCATC
+TTTATAAGCATGATATATACCTAGTTCCTCATCCCACAAGCTTTCTATTCCTTTATCAACTTTTTTTAAA
+TATGAACTATACATGGTTGCTTTTTCCTCATCTTTATATACTTCTCTAAACAACCATACGGCATCTTCTA
+ATCCTTTTCTTACTTCTGAATTATCCATAAGATACTTAACTTTATAATTAGGTTTAGCCCATGTTAATCC
+ATCACTATCTAATGTAGATATAATTACCTGAGCTATTGTTTCTATTTGCTCTTTATGAGAATTTAAATAA
+TCAATATCCCCAGTCTTCTCATAATATTTTCTAACAAGTGATAAGAATGTTGCAGCATATGAATCAGTTG
+AGTCATAATCATTAGTTGAAATTTCTACCAAACCATTATCTGTAATTTTATAATAATAATCATAAACTGT
+TCCAGTTAAACCATTGTAGTCATTTGCATTTAAGTGAGAAATATACCAATCTAAATATTTCTTTACTACT
+TCCTCATAACCCGGCACCTCTAAAATTCCTAATAATGCAATATTTGAAAAATAAGGTATCACTTTGTACT
+TATTGTCAGTTGCCAACTTATTCATCGGAATTGCTCCATTAGGTAATTGTATTTCCTTTAACCATTGAGC
+TTCTCCTTTCATTATGCTTTCAAGATCATAAGAACTAATATTTGCGGTATTTTCAGCAAAAACTTCTTTA
+ACACTTACACCAAACCCTAATGTTAAAATAAGTACAAAGGAAATAATCTTTTTTACCATATATGAAACCT
+CCTTTTATTCTAATTTCTTAACCAAAAAATAATTATCTTTTCTCAATAATTCCACGGTAATTTCAAACAT
+TTTGTCAGCCTCTATCAATCTGATTATTGAATTTCCTATCTTACCAATTCTCATTATCCCTTTTTCATAA
+AATATCCGGTCCAACTTATTGAAATCGGTGGGAGGTTTATTCCAGTCATGCAACCTGTTTCTTACAATAA
+TTCTCTCTCCCTTATACCCAATCACATAAGCCTCTGTTATTTCCTTCTGTAAATGATACGGAACTCATGC
+TATTTCTTCACAAGAATGTATAGAAGTATTGCTCTCCTGAACCACACCAATAAGCATAATATACCCTTTT
+AGCAGAGCATTTTTGTAGTAAGGGCTGTTCTCATCGCAAGGAGATTTGGAATTCTCATGCCCTTCTGTCA
+ATATTATCTTCTTTGCTCCTATGGCTGCTACCGAATGGGTAGGATGGAGAGACCTTATTGCCTCTTTTCT
+TAACCTAAAAGTCTCTGGAATTCTACCAGTCCAACAGGGTGTATGTCTCACATCAAACACTGGAGGATTT
+TCCTTTGAATCCGTAGGTTTTCCCGTCAGAGTCGGTACCATAACAGTCCCCTCATCCCCCACACTTTTAA
+GAAGCGCATCAATTACTGTATCAGCTCCGCCCTCCACATAACCAAAACTTTTAAGTGAACTGTGAACTAA
+AACGATATCTCCATTTTTTAAACCTAAATCCCTAAAGCCCGAAATTAAATCTTCTTCTCTTATTACTGGC
+ATATTATTTCCTTTCCTTCCTACTCATTTTTTTCTATCACACTTCTGTAATACTCATAATACCCTGTATA
+AAGCTCTCGAGTTTTCTCTCCTCCCAGCTCATATTTAAAATCAGGAGAGTTCATTATACCCGTGTATTGA
+TACCCGTAAATCTGTTCCACATCGTCGTACATCCTTATTTCTTTTATAAGCTCTTCTGTGGATTTCGGTA
+CCAGTCCATTATCTAAAGGCCAAGCAAACATCTCCATATCCACCCAAAAATGCGTGCCGCATGCATTGCA
+AATCTCTGAAATTTCTTTTATATTTAAGTATTCAGGGTCCCTTGCAAAAGCAAAAGGTATGAGTATATCG
+ACATTTACAAGTATTTCTTTCCATTCTTTCTCAAATTCATGAAATCTTATGTTATTAGGTGCCAGTGCCA
+CTGGCTTGGTGGGGGTTAATTTCCTCACAAAAGATGTGTAATCTTCAAAGAAATTTACAATATTTTTGTA
+GTCCGAACCTTTCAGATAAGGGTACTCATAATACAAAGAACCAAACATCTCTTCAGATATATACCATCCA
+TACAGAGATTTATGATGCCCATACATTTCAAATAGCTCTTCTGTAATTCTCTTATGCCATTTTAAAGATT
+CTTCTGAAAAATCAAACCAAGCAAAAAGTCCAACTCCAAGAAAAACGTTCATCTCGCACTCATCAGCCGC
+AGAGAAAATCGCCTCCACTGGATCTTTTGCAGCAATATCAAACCTTTCAGGATAAATCTTAGAAGGGTAA
+AAGGCTTTTCCCCTGTAAGTCTCTACAGTCATATTATGCTGCCCTGCATATTCATTACAGTAAAACAGGT
+TCTGTATAATCACACCTTTAATCCCTACTCTGTTCATATCGTGAATCTTCTCTTTCCAGTCTTCATCTGT
+GAGCCTTCGCAGGTCCTTATTAAACCACCTCGCCTCATCTTCGCTCCAGTGGTAAACGCTCACCCAGCAC
+CCATCAATTAAAGTAGTAGATCTACAGGAAGAGTCTATTACTTCATAGGGTTTCTTTGAAGAATAAACTA
+GTTTCCTTTTCTTGTCAAAAAACTCAAAAATCAAGTCAAATCTTCCACTTAACTCTTTAAATGAAGGAAA
+AACCTTATTAATACCTTTATTTATCTCATATTCAAACTTGTTAATTATTTTGTCTTCTTTTTGTAAAGTC
+AAAACCATTTTAACCTCACCATCTGAATATATCCGCACCTCTGGGGTTACTTGATTGGAAACTCTATAGG
+CTGGTATTACAGTAATTTCCAGGTTCACAAAAGTCCCTCCTTTCCTAAATTTTATCCTTTTATTGCACCT
+GCTGTAATTCCTTTTATTATATACTTCTGTAAGACAAGGTATACTAATATAATGGGCAAAGTAGTAATAA
+CATTTGCAGCCATAAGTAATTCATATTGAGTAAAATACTGCCCCTGAAACACAACCAACCCCTGCTGAAT
+GGGCATAAGATTTGGATTCGTAAAATTAACTGCCGCCAGGATATATTCATTCCATGCAGAAAGTGTATTG
+AATATTATTATTGTAGAGATAGCCGGCATAGCTAAAGGAAACATAATTTTATAGTAAATCTGAAATTTAT
+TACACCCATCCATAATAGCCGCTTCTTCCAGCTCTTTTGGAATTTCTTCAAAAAATCCCTTGAGTATAAA
+TATGGCCACTGCTAAACCTGAATTAATCATTGGCAATATATATCCTATTCTCGTGTTTTGTATTCCTAAT
+TTCACTAAAAGTACATATAATGGAATAAAAGATCCGGGAATTGGTATCATCATAAACACCAAAAAAGCAT
+AATAGAACAGATTCTTAAGTGGAAAATCTAGTCTAGCAAAGCCATAAGCTGCAAGTGTGGAGACTATTAC
+AACTCCCGCCACAATAGCAATTGTGTATATTACACTGTTTAGAAAATATATAGAAAAATTGCCTTCAGTC
+CAAGCTTTGACATAGTTATCGAAATTCCAGTGTGAGGGAATAAGACTTCTGCTTGTATACACTTCCGATC
+GAGTTTTCAGAGAAGTAGAAAACATCCATACTAAAGGAAACAAACATGTGACTGATATGAGTATCAAAAA
+TAATTGAATTAAAACAGTTTTTACTTTCATAAAGCACACCTCTTCATTCTTCTCTACGCAGTTTTATCTG
+AATCAAAGAAATGATCAAAAGCATTAATCCCAGGATAACAGATAAAGCAGTGGCATATCCAAATCTATAA
+CTGCTAAATGCTTCCTTGTAAATCCTTAAGGCAGGAACTTCTGTCTCAAACCCTGGGCCTCCATTTGTAA
+GGGCAAGAACTAGAGTAAGAAGCTGCATTGCTCCTAAAATTGTTAAAATTGAAACTATTGTATAAGTTTT
+AGATAAAAGTGGTAATGTTATCCACCTAAACTGTTCCCAAGCTGATGCCCCATCAACTTTAGCTGCTTCG
+TAAAGCTCCTGTGGAATTCCCTGCAATCCTGCAAGAAATATTATGAATGACCCTCCAAATCCCTGCCAAA
+TTGAAGCTATTGCAACAGATAATAATGCCGTTTTTACGTCGCTTAACCAAGCATGTTTTAGGAAACCTAA
+ATGCAAATATTCAAGTATTGCATTTAATATTCCATACGTTGGGTCATATATCCATTTCCATATATATCCA
+ACAACTATGCCAGATAAAATTGGGGGTATATAGAAAATAACCCTATACACACTTGCTCCTCTGATGTCAT
+TGTTAACTAAAATAGCCAGAAACAGAGCCAGTGAATTCATAAAAATCAGCGCAAGAACCGCAAGATAAAA
+TCCATTATATACAGCTTTCCACCAAACTTTATCCGAAAATGCAGTAATATAATTTTGAAGTCCCACAAAA
+TTCATCGTCGGAGCAATTCCATTCCAATCAAAAAAACTCAGTTGAAAAGTTTTATAAAGTGGGTATATAC
+TAAAAGTGATGAAAAATGCTACTGCAGGTAGCACAAAAAGCATATTGCTCAGTCGCGATAGAACATGGCT
+TTTTCTCATATTCTATTACCTCACTTCAAAGCCAAGGCATAACCACCCTATGAGGTTATACCTTGGCATT
+TTTTATTTATTTGCTTCATCCATTTCTTTTACAACCTCAGGAGGTGTCTTTTGCCCCATTACTATCATTT
+GTATGCCTTTGCCTAATACTTCTTCAGCCCTTGGATTTTTTATAGGTGGCATACCCGGATTAACTTTATC
+CATCTCTTTTGCAAAGGCAGCTGTTTGTGGCAATAATTTGTTAGGATCTATTGCATCTTTGTTAGCTGGT
+AAATTAAAGCTTTCATTAGCGTATTTAATTTGCTGATCTTTTTCTGTTAACCAAACCAAAAAATCTACGG
+TTTCTTTTAAGTGTTTAGAATCTTTATTTACCACAAAATAAGCTCCTATACCACCCGGTATCAATGCGGG
+ATAAGATGCTCTATCGTCTTTTGGTGGGAAAAATACTCCATAATCTTTAAAGTTGGGATTCATCGAATTA
+AATACCCCAATTGCCCAAGAACCATCAAATATCATGGCTATTTGACCATTGACAAACATTTGCTCAGCCG
+TTGGCAAATCCATTGTCGCTACTCCTTCTGCAAACATTTTTGCATCTCTCATTTCCACAAGTAAATTGAG
+AACTTTCTCAAAACCAGCTTCTTTAAATGTAATCTGGCCAGCCCTAGCTTCTTTTAATTTATCAGGTCCT
+AAATATGCCCATTCATAGGGTTCAAGTAGTGAAAATCCTACCCAAGTACCAATACCTGTAGCAAATGGCG
+TAATACCCGCTTCTTTTAATTTTTTCCCATATTCCAAAAATTCGTTCCATGTTTTGGGGGGATTATCGGG
+ATCAAGTCCAGCTTTTTTAAACAATTCTTTGTTATATAAAAACTGCATATTGTTTACATCCAATGGTATT
+CCATAGGTCCCCGGCGGCACATTAAATCCATCACCTTGAGTAAAGCTTATCTGATCCAGTACATTTTGAG
+GAAATTTATTGCGCCAATTGCCAAAATTAGGAATTAAATCATTTACCTTTGCCACATATCCTCCTTCTAT
+CAATTTGGAAAGAGCGGGCTTAAGTCCAACTCCAGTCCATGCATCTGGCAAAGTCTTTGCTTGAGCTGCT
+GCTTGAATCTTTGAGCCCATTTGGTCACCACTATATAATTGAAAATCCACATGAACTCCTGTCTTCTTTT
+CATACTCTTGAGCAAATTCTTTCATAAGTTTATCTCTGTCATTCAAGTAATGCCAGATAGTGATAGTTAC
+TTTTTCTCCCTGCTTTTGAGCAGATGGTTCTGTTTGAGGTTTACTACATCCACTTATCAATGTGAAAATC
+AACATAACAGATATAAAGATGGAAACTAATTTTGAGATTCTTTTTGCCATTTTCTAAAAACCTCCTTTTA
+TTAATTATTTTTGCTGAGATAGTCAATTATCAATTTCGCAGCACCCACCATTGTGGCTTTATTTTCTAGC
+TGTGCGGGTGTTATACTTGCCCTGTTTTCTAGAGTCTTCTTTAATTTATCCCACCATACCCTCTTTGCTC
+CTATCACCCCTCCCCCTATTATGAATATTTCAGGATCTAAGAGGTTTTTTAAACTCAAAATTGCTATTGA
+AAGAGAATTTACAAAATCGTTTACAATTTCTAGAGCCATCTTATCGCCTTTTTCGGCCAGTAAAAATACC
+TCTTCAGCTCCTGCAATCTTCTTTTCCTTTGAAACTTCACTGTATGTCCTGGCTATAGCTGTCCCAGAAA
+CGTACTGCTCCAGACAACCTCTCTGGCCACAGTTACATTGCCTACCCTTAGGGTATAAAATCATGTGTCC
+GATCTCGCCAGCACTCCAGCTCCCCCCTCTTATCACCTCCCCATTATAAACAATAGCGCCTCCAACACCT
+GTACCTATCGCTATCATCACTATATCTTTATACCCTCGACCTGCTCCTTGCCATATCTCCCCAATTACTG
+CAGCATTTACATCATTATCTGCTATTACTGGAATTTTATACCTATCCTCCAATAGCTGCTTTAAATTGCA
+TCCTGTCCAACCTGGTAAATTATCTGTCGCATACTCTACAATCCCCTCTTTAAAGTTTATCCTACCTGCA
+GAACCTATCCCTATCCCTTTCACATCTTTGTCAATTAGTTTATCTATAGCGATAAAGAGATTTTCAAGAA
+TTTTCTCTCTTCCCAGATGTGCTTTGGTATACACTAAAGTCTCTTCCAATAAGTTTCCTCTTTCGTCAAT
+CAAGCCCCCAAGTATTTTTGTACCACCTATATCAACACCTATTACTTTCATATACAATCACCTAGTACAA
+TTTTTCTAAAACAGCTTTTGCAGTCTTATTAAGCTCCTGTACGGCTTTGTCCTTAAGCTTTACTGCCACT
+GCAGTATACAAAATATCTAGAATATGAAGCTGTGCTATTTTTGAGGTTAAAGCACCACTTCGCAACGGGG
+TTTCTTTTGCAGAAGTAAGTAAGACAATATCTGCAACGGAAGTAATTGGAGATCTAGCATAATTCGTTAT
+AGCGATCACCCTGGCACCAGCTTCTTTTGCCAATCTACAAGTCTCAACTGTATCTTTCGTGCTCCCTGAA
+AAAGATATGCCTACAGCTACATCTTTATCTGTAAGACTTACCGCAGAAATAGCCTGAATATGTGCATCTA
+GATTGGCATCTACGTTTAATCCAAGCCTCATAAATTTGTATTTAGCATCTAATGCTGTATAGCCAGATGC
+TCCTACACCATAAAACTGAATTTTTCTGGCATTAATTATTGCATCAACTGCTTTTTCCAGTTCGCTCATT
+GAAAGCAGTTTGACTGTATTAGAAATAGCCAAGGTATTTTCTGTAGTTATTTTCTGTACTAATACATCAA
+GAGGATCATTAAATGAAATGTTTTCATGTATGCTTGTCTCTGGCTCGGCAATTTCTTTGGCAAGGTTTAA
+CTTGAATTCCTGAAAGCCCGAAAGTCCTATACGTCTGCAAAACCTTACAATAGTTGTTTCCCCTGTACCA
+CATTTTTCAGCCAATTCTGTAATCGAAAGGTATATAACGCTTTCAGCATTTTCCAGCACATAATCTGCCA
+CTTTTTTCTCCGCATTTGTGAGAGAGTTATATATACTTTGTATTTTTAATATTACATTGCCATTATTTTG
+CTCTGACATTTGAATATCTCCTCTCCTTAATGAAAGTCACAAACCTTCTTGTGATCTCATGAGGACGGGT
+AATAGCAGTACCTACAACAACTGCATACGCTCCTTTTTCTAAGGCTTTTACAGCTTCCTCCGGAGTCCAT
+ATTCTACCTTCTGCTATTATTGGGACATTTACCTTTCTCGCCAATCTTTCTATTAACTCATAATCTGGGC
+CTTCCAATTCCGGACTATATTCTGTATAACCTGATAATGTAGTGGAGATTAGATCAAAACCCAGCTTTTC
+CGCCTCTATACCTTCCTCGTATGTTGAAATATCTGCCATAACCAATATTTTTGGATATTTCTCCTTTATC
+CTTTTTAAAAACTCTCCCGTTGTTAAACCACCCGGCTTATAAGCTTTAGTAGCATCAATTGCAACAATAT
+CTGCTCCTGCTTCTATAACTTTATCCACTTCTTCCATTGTTGGAGTTATATAAGGGGCATATCCTTCGTA
+TCTTTTCTTTATAAGCCCTATTACTGGAATACTTACCTCTTTCTTTATTGCAACAATATCCTCATAACCA
+TTTGCTCTAATTGCTACTGCCCCTCCAATCTCCGCAGCTTTAGCCATCTTCGCCATGATAAATGGACTAT
+GGAGAGGTTCACCTTCTAAAGCTTGACATGAGACTATTAAGCCGTTTTCTAATTTTTGTATTATATCCAT
+CTGCATCCCTCTTTGTTTTTAAATTTCTTTTTGCTTTGTTTTCTATTAAATTATATTCGACGTAAAATGA
+AAAATTCCTTCTTTTAAAATATAAAAAAAGAAAAATTTTTTTATGAGAAATGTATGTCCTACCAATACAA
+CAAAAAGAGCCCATACAACTTAGTACAGGCTCTTTTAATTATCTATAATCTCCCAAAAGTTTTATATAAT
+CCTCTAAAGTTCCATCCTCCAAACAGGTCTCTATGATTTTTCTGCCGAGAGGATTAAGCTCTGGAACTAA
+GAATTTCTTTAATTCTCTCTTAAAAAATTCATTTAAAATCTGTGCTCCTTTATCATACCCCTCATCCCCG
+ACTTCGGGCTGTCTGTTCACTTGCAGTAATTCCTTCGGTATAAAGTTTCCATTTATTTTAAGGGTGTTTA
+GGGCATATCCTAAAAGGCTACTTCTCGCCGGCGTAATTTGGTCTGGTCTAAATCTTACACTTCCTCTTCT
+TGCAAGATATTCACGAGCTATCCATTCGGGCATAAACCCTACTTTCCACACCCCTATATATTGGTTTGGA
+ACGAGAATATACCTTGTGCCAGGAGTGTTTATAATCTGTTCTAACAAAAGATTTGCGTGAGTAACCATCT
+TTCCCGTAGCAAAGGGCCAGTAAGACCCTACCCCTTCACTCTCCAATCCTTCTGCACCAACAATGCTCGG
+GTTTGCATGGCCTCTCGGCGCAACCAGTCTCCACAGCCAGGCAAGCGCAGGCGGAAGCAGGTGAACCATT
+CCTATTATGCCGTAAGAAGGTTTCTCTCTGGAAGTAGGAGGAGTTCTAACACCAAAGCTTCTTATGTCTA
+CTTCTACAGGCTCGTCAACTACATTAGGCATAAATCTCCTCGGCATTATAACCCTGGGGTTAGGACAGGG
+CTTGCCAGGAGCGTCCATAATATGTTCCCATATGAGGCAGGTAGATTTAGGAACGCCGTCAATATTCAAG
+AAAATCAAAGGCTCTGGCGGATATATGCATAATTTTTCAAAATGGGGATCTGTTCCATACTCATTTATAT
+GATCTACTCGTATAAACCAACCCTTTTCTGCGTCCTTTATAACTAGTTTTTTTCCCTGCTGTAGGGCTGG
+ATGACACAAAGCCATATCGTCTGTAATTGGCTGTAGCTCGCAAGCCTCTTTTAAATCCACATAAATCTCT
+TCCCCTGTAACGATATTTTTTGCCACCTTTATGCGCCCATCCGGTTCTCTGTGAATTTGCTCTAACATTT
+CACTTTTTCCGCCGCCACTTGCTCCTTCATGCATTATAGTCAGTATATTATCATAAGGAGTAATCACCCT
+TACAGCTGAAGCATGGGCAGTAATCCAACCCTCTTTTTCTCCAATTGTGAGAAGCACTCCGTATATTCCC
+TTCTTAGCGCTCGGACCAAGGTACAAATTATATGAAAAAAGTTCGTGTAAATTTTTCAATCGGTTGTGCA
+CAACGACCTGTTTTCCGTTAAAATGAGTATGTCTAAAAGGAGGAGCTAAATATACTATGGCTCTCGGTGT
+AAAACCCTCAGGAATTTCATTTGCTGGAATAAAACCCTGTATATCAGCTAAAGCTGTAGCAAAAAAACCT
+GCATTTTCTGGAGCAATTAAAAGGGAAGGATAGCCCAGTTCTTCACCACCGGACATAAAAGGCATGACAA
+TTAATTTTTGGCCTTTTAACCACTCAAAAGTCTCTTTGCGCAATGTATCAAAATCATAGCCATACCTATC
+TTTAAAGCGCGGCTTATCTGTCTCTCCTTCATCCGCTACAACAAGACAATCAGGTTCTCTTCTTCTCATG
+TAAGGTTCCGGAAAGTTGACAGCCAAACCATTTTTGCATTTGGCAACTGTACCTTCTAATACTCTCCCCT
+TCCCAGGGACTTCATATACTATTTCGAACCAGTCTTCTTTTCCCCCCATAGAAATCTCTAAGAGGTGATT
+TCGACTCTCTGGAATTGTAATCGATGAAGCTTTTTCTATTATCTCTCTGACTTCTTGTGGCAAATTTACT
+CTATTTAGAAAATAATCAACCGCTTCCTCCGCCTTTGTGACTGTAATCCCCACTTATACCACCTCACAGC
+ATTAAGTATAAGAGTATTATACAATATTTTTGTCAAAATTGCAATTTCAAAATTTAATTTTGCAAAATAT
+CCATAAATAAAAGGTTATCTCTACACATGTGTCTGTAATATTCGTACATTTCCTCTGTAATCTTTTACAT
+TGGTGAAAGTTGTTTATCTTAAACTTGCAATTAAATTAGTACCAGCTACTAAAAAAATAGCACCCCTTCA
+AAGGGTGCCCACTTTACTCACTTTTTTGAAGCTCTTTCTGAAGACCTTTTAGCTTTAAAACGTAATTCAT
+TTCAAAGACTGCAGCTTCTATTAATTTATCTATCTCTTCATCAGTAAGCTTATTCCCAATGACTTTTTTC
+AAAAGTTTAAAAACCTGTTCTTTCTTAATAGGACCATTGCCTGAACCTACTTGCTGTTCAACAGCCTGCA
+CAAAAGCCTTCGCTATTTCATAATACCTTTTTAATTTTTCCATTCCTATTTTTGTGCTCAAATAGTCAAT
+AAGATAACCTAACACGACCATTACAAGAAGCTGTATTCCTGCTGTTAAAATAGTCATTATCAATTCTTTC
+ATTTCATTCCCTCCAATACTTTTATTATTACAGAAGCAAACTCGCCCCATGTGACATAACTTTTCGTGTC
+ATGAATTTTATCAATAATTCCTTTCATCTTTAATTTTTGTATAGCCATTTCTTCTCCTGTAAATGTCGTT
+TTTAGGAAATTCTCAAGCCCTCTTGATATAGCTTCTGCAAAAAGTTCATCTTTTTCTAAAAGCAATTTTA
+GGTCATGAGGGTTTGACATAAAGGCAAGTTCTACTAGGATAGCTGGCATGTCAGTGTACTTTAATACATA
+AAATTTTTCATACTTTACCCCTCTGTCTTTTGTCCCAAGCATTTTTACTATTTCATTTTGGACATATTGA
+GCCAAGTTTCTCCCATCTACACTACCAGGGTAAGCATAAGTCTCTGTACCACTTGCTGAAGGATCTTGAA
+AGCTATTGCAGTGAATGGAGATGAAATAGTTCGCATGAGCTTTGTTTGCTATATCGCATCTTTGTTGAAG
+GTCTACTGTTTTATCCTTATCCCTTGTCATTATAACATCTATGCCGTTTTTAGTAAGAATATCCCTGAGT
+TTTAAAGCCACATTTAAATTTATGTCTTTCTCTTTGTAGCCATCTACAACAGCCCCAGGGTCTTTCCCTC
+CATGCCCCGGATCTACAGCTATTAACAAATTCTCCACCACCTTCAATTTTTCTCTTTTATTCTATGATAT
+ACTATGCAAGAAAAATTTACAAGTTTTATGGATAATTTTTACTTCATTCTGTAAAATTGTCTATGAAAAC
+TTAACAAAACTTTATACAATCAAGAGAAAAAATAGTGTAAAATTTTGTGCATTTCCCCAAAGTAAAATTT
+GATTTTTATGCTATAATTATCTCATGTAAATCAAATTCTGGCAGAATAGGTGTCCCGCGTTAAGTGACAG
+AGGATGGGGCATTAAAGGGGAGGTTTTTTATGAAAAAATTTACTACAAGAGAAATTGCATTTCTTGCCTT
+GCTAGTAGCGCTAAACATTGTGCTCACGCGAATAGCCAGCATAAGGATAGCGATTGGAGGTGTGGAAGGA
+ATAAGGATAGGCTTTGGAGCTTTTCCTGTAATTTTTTCAGGAATAGCATTTGGCCCCTATGCCGGAGGTA
+TTGTAGGAGCATTGGGAGATATCATTGGCTATTTTATAAACCCAATGGGCCCTTACATGCCCCATTTCAC
+TTTTACCGCTGCCCTTGTAGGAATTCTTCCTCCATTGTTTTTAAAGCCTTTTAAGGCGCAAATCCCCACT
+TTCTGGCAGCTTGTTATAGCGATAGGCTTAGGGCAGACCATCTCTTCTATTATACTCACGCCCTATTTCA
+TTCAAATGCTCTTTCATCTGCCAATGAAAATAACCGTTCCCCCAAGAATTGTAACACAAGCTATTCAAGT
+TCCTCTCTATGCCTTTTTACTGAAATAATACTGAAAAAATTCCACCTAGCCTTTTCCTCAAAATTTTAAG
+CGGGGTTCCCCCGCTTTTAATCTTTTAGACTTCTTTTCACTCCTTCTTTTACCGCTTCCCATATGAACTT
+GCCAAGAGTACTCTCTGGACCTGCGTATTCATAAAATTTACTGCAATTTCTATCCCTAACTACTACCACT
+GCATCAGTGCTTGTCCCAGTAAAGTCATACCCTAATTCGAGAAGCGCCATACTCTTTGCCTCTGTAGCTG
+TGATTATAGCATTTATAAGGGCACTGTCTTGCAAATTCGCTTCTAAGTGTAGTATAATATTGATGGTTCC
+TGCGTTTATTTTCTGGTTATGGTTTTTAATACCAGCAGTTATAAATGCTGTAACTTCATTTCTCTTAACA
+ACTCTCAATCTTTCCATAGAGACAGCCGTTATAAGTCCAAAGTACTTTCCTTCTATCCCATTATCTTGCG
+CAACTTTTTTGACATACTCTTTTGGATTCAATTTATCAAATTCGTCCAGCACCTTCTCAGGAATTGTATG
+ATTAAATACAAAATCTACTTCTCCAAAACCTCCTAAGATTCCTGAACTTAAGCCATAAAAATTCCCTTTT
+ATTATCACTATATCAGGCTTTATTATTGTTTCCATTTACATCCCTCACCAAGTTTAATTTCTAAAGATAA
+TTATATCATTTTGAATTGGAGGGATACATATGGTCAAAGTAGCTGCTGTAGGCTATGGGGCTTTCGGAAG
+CTTTGTACTAAGGTCCATATCAAAAATACCAAATATAGAAATATACGGGGTATCGGGTGTAAATACCGAA
+AAACTAAAAAATTTTGCTCAAAGTATGAACATCCCCAACTGGACCACCGACTGGCAGACACTCGTATCGG
+ACCCGCAGGTGAACGTGGTCCTTGTCTTAACTCCACCTGATTCTCACCACAGCATTGCCGTAGCAGCAGC
+TAAAAATAAAAAGCATTTATTTATAGAAAAACCTCTAGCTTTAAGTCTTAAGCAAGCTGACGAAATAATC
+TCAGAAGTAGAAAAGGCAGGCGTAAAAGCCGTAGTAGACTATATAATGCGCTATCATCAACTTTACTATA
+AATTGAAAAACTGCATAAAAGAAAATCCCGATATGGGCAAGGTTAAAAAAGTATGGTTTTACAATTTTGC
+CAGCAGTGAAGGCCTGGGCCCTGACCACTGGTTCTGGAAAGAAGAAAAAAGCGGAGGAGTACTTGTAGAA
+CACGGGGGACATTTTTACGATTTGTTCTCCTGGCTTTTAGAGGACACTCCAGAGCCTGTAGCCACTTTTG
+GCCATGACCCTTATGAAGACATGAGCATTGTGTACTTTCCCCAAATAGATGCTTATGGAGAATTCTATCA
+CTGTTTTGACAAACCTGGATTACTTGAAAAAAATTTTGGAGGAATCGCTTTTGAAAAGGGATATATAACC
+TTTGAGGGATGGCTCCCACTTTCTTTTAAGCTCGAAAAAATTGAAGAAGGACAAGTTATCACTAAAGAAT
+ACAAATTAAAAAGAGAAAAAAATGAAGTTTTCTCTGAACTTGTCCAAAAAGCTTTCCAAGACCTTCTAAA
+AGCCATTGAAAATCCCCAGCATGAAGTAAGTACAAGTCTTTATATAGCCAGAAAAGCCTTAGAAGTTTCT
+CTAAAAGCAAAATCGCTCAAACGCATTTCCTTATATAAGGAGTAGAGAATTTCATATCCTATTGTCCTTA
+TTTTTTTCACTTTGACATATAGTTTTAAAATATTGTTGCTCATGTAATCCAGTTATAAAAATTAAGTTAA
+ACTTCTAACAGAAAATGATTGGACTTTTGGAGCTACATAAGTTAAAATAAAAACAGATAAATTAGTGATT
+TAATCTATCAATTTGGAGAGGGGCTGAAAATGAAAATATTTAATATTGGAAGAAATGACGAATGCATATG
+CGGAAGCGGGAAAAAATATAAAAAATGTTGTATGTCAAGAGTTGAAGAACTTGAAGTAAAACTTTCAAAT
+TATCTTGGAAAAGATGCAGTAATTTCCCGCGAAGGCAAAGAATTTATAAAAATTTTGAGCATCTTGTACG
+GTATTAAATTAAACAAAAATGAAAAATACTTCAATGGGGAAAAATTATTGAAGTTAGTAGATGAAGCATG
+GATGGAAGAAGAAGATTACTCTGAAGATGACGTAATAACTTTTTTCCAGCAGATGACAAACTTTATATTT
+GAAGACAAAAGGTTAAAATACTTGAGAATACCCGGCAGGTTGTTTGTTGAATTTACTTTTAATGAAAATG
+AAGAAGAAAAAATAGACAATTTAATGCTGGAGCTTCACGACCAATACATAATAGAAAACTATCTTTTAGA
+AATTTCATATGCTTTGCAAAACTATGACTTTACCGACGAAGAATTAAAAAATTTGTTCCATTTAATAAGC
+CTTTCCATTACAGATGAATATCATTCATTTTTGAGGGTAATTGTAGGTGCTACAATGCTGGAAATATCTA
+AAGCTTTTGAAGAAATTGCTAAAATAGATAACGAGGAAAAAAGAAAGGAAAAATTCTTTGAAATAGCTTC
+TCAATATATTTCTTTCAACGAGTATATAACTGCCAAAATGAGTGATTTAATCGAGGAGAATTGGAATAAA
+ATTATCAAAGAACCTTTGGATCTGCCCTTTTTCACTGTATATTTGTTTTACCTTAAATTTTTATCAAAAA
+CGCTCTCAATATTCACCACAAAAAACTTACCTTTTAGTTTAGTTGTTAATTTTTTAGTTGATACTTTAGA
+TGAAATATTAGCCGAACCGGTTGTTTTTGAAAAATCTTTAATAAGTATTATTGACAGTTTGTACACCAAA
+GCCCAGCAAACTGAAAATGATGAATTAAAAAAGAGCTTTGAAATTACAGGTGAGCTACTAACTTTGCCTC
+CAAACGCGGAAAATTTTAAAGTATTCAAAAATCTCTTTTCTTCTAATATTTTAAGGTACGTAGCTGAGTT
+CCCACACAAGATTGAAGAAATTGACGAAACTGTAGAAATTGAAAAACTAATCTCTGATGAATTTTTTAAC
+AAATATGTTTCTTACTTAGAAAATAACCAAATGACTGAAGAAAGGGATTTACTAAAAGAAGCTTATAAGA
+AATTGAAAGAAAATATACAAAATCTGAGTAATTCGCAAGAAATTATTTTAGAAAAAATAAAAGGCCTAAT
+TAGAGGGGAACTGCCTCTTTGATGGATCACGCAGTTCCCTTTTAATTTAATACCTCCCCAAAATAACAGA
+TTAGTTTTTATGTGGGATATTCACATTTTTATTTTTTACACAAGAAGGATTATTTCATTCTATGTCGTAT
+ATTCACATTAAAGCAATAAAGCAAATCTTATCTCTCACAACGAGGTAAAAAACAAATGAGAAATAAAGAA
+GATAAAAACAATGTATTTCTTGCTACACTAAGTGCTAATTTGTAAAGGAGAGAATAAAAAGTGAAATTCA
+TAATTGAGGAGGAAGTATTTAAGGTTTTGCCTAATGTTTGTTTTGGCGTAATTGTAGCAAAGGGAGTAGA
+CAATCATGGAACAAATGATGAAATCCTTGCATTACTTGACGAAAGTATTAAACTTACGATAGAAAAATTT
+TCAGGTGCTAATATAAAAGAACACCCAGATATTCTTTGTTATAGAGAGGCTTTTAAGAAGTTAGGAATGA
+ATCCTAATAAATTCCCTTGTTCTGTAGAAGCTTTAACAACACGTGTCCTAAAAAACGGGCAAATCCCTGC
+TATTAACAATGTAGTAAATCTCGTGAATGCCATGTCCTTAAAATACACTCTTCCAATTGGAGCCCATGAC
+CTTAAAAAGGCAGAGGGAAATCTTAAAGTGGGTTTTACAAAAGGAGGAGAACCTTTTGTGCCCTTTGGCC
+AAACTGAGCCCGAATATGTAGAAAAAGGGGAACTGGTATATGCTGACGAAAAAATGATAAAAACTCGCAG
+GTGGATCTGGCGCCAATCAGAAATTGGAAAAATAACTGAGGAAAGCACCGATATTTTCATCCCTATAGAT
+GGCTTTACAGATTGCAATAAAGATGCTGTTTTAAAAGCAAGAGATGAAATAGCTGAATATTTTGAAAAAT
+TTTTTGGCACCAAAACATCAGCATTTTTCCTTGACTCGAGCAATCCTTCCATAGAAATAGGCTAAATCCT
+ATTAATATTTTATAAACTATTTTACGCTATACCCTATTTGATTCTAAAAAAAGATACTGTCTTTCCATCA
+CTTACTGCCACAATTGTGCCACATTCATCTGTCCTGTATACGGTTATCCCCAACTCACTTAATTTTTCCA
+GAGTCTCTCCGTGGGGATGGCCGTATTCATTATTTTTCCCGCAAGAGATAACTGCATATTTGGGCCTCAC
+TTCTTTCAGAAAACTCCATGAAGAAGATGAAGAACTTCCATGATGCCCTACTTTTAGTACGTCCGCCTTT
+AAATTATAGTTTTCGTTAAGCATTTCTCTTTCCGATTCTTTTTCTGCATCACCCGTAAATAGAAATGCAG
+TATCCCCATAAGTTATTTTTATAACTGCACTGTAGTTATTTAAATCTTCATAGTAAGAGCTGTTTGGAGC
+AAGCATTTTAGCCTCTATTTCCGTTCCTAAATAAAGTGTTACCCCTGCCTTTGCCACGTATATTGGCAAT
+TTTTTTGCTTTTGCCGCTTTTAATACATTCTCAAATGCGCTAGTAGTCGTAGTTACTTTTGGCATATAAA
+ATTTACCTATATCAAAATTTTGAATTACTTCCGGAAGCCCCCCTATGTGGTCAGTGTGAGGGTGCGTGCC
+CACCAATACATCTATCTTCCTTACGCCCTGCTTTTTTATATAATTAACCACCCTTTCCCCCATCTCAGGA
+GTACCAGCATCTATTAGCATTGTCTTGTCAGAAGGGGTTTTTATAAATATGCTGTCTCCCTGCCCCACAT
+CTATGAAACTGACAACCAGTTTGGAGGATAAATCTTCACTTGAAATTGCTGGCAATTGGCAATTGTCGGT
+AATTGAGTCATAAGATTTCTGAGCATTTGAAAACTCACTGTGTGGAAAAGACGTACATCCTGAAAAAGTA
+AATATTAAAAGCATTACTGTAAAAAGTGCTGCTACCTTTAGTCTAAACATGTGCTACTATTCCTCCTCTG
+TAAAAAGCTCATCTGCAAGCTTTTCAATCCTTTCCTTCTTTCTTTTTGTCTCTTCTTCATCTACCATAAC
+TTCAAATTTAATTACATCTCCTTCCTTTACGTTTAATGGAAGAAGAACTTTTGGAAAATTAAAGGTTTTA
+TTTTTATACTCTATTACTGCCCATTCCTCTTCAAACCGATCTACTATACAATATTTAGAATTTTCATCAC
+ACACGTTTATCCCTCCATATTACACTAAATAATTTACTGACACTAGTTCTGTTTGAGTGTAGAGAAAAAA
+GTGAAAAATTTCTTGTGACCACATAGATTTTTCTATAATAATTATAAACTCCTGTCTCACTTAATTCAAA
+GGCAGAAGCAAACTCATGCCTTTATTCATAACAAACAGGAGCTTTGGAGAAACATAGTGTAAAATTATCG
+TAGGATTTTTTGAGTGAAAAAAACAAGAGACAACCCCTGTGATAAAATAGAACTTGGAAACAAAACATCA
+CAGAAAGGGGTGTCTCTTGTGAAAAAACATATCTTTGAGGATATTATACTACAAAATGCTCTAAATTTCA
+CTGAGGAAGTAGTAGAAATTTTTGGTGATTTGTTAAACAAAGGAATGAATATTACAGAGCTTGTAGCAAG
+GATAAAGGAACTCACGGACAAACTAGGTAGAGGGGCAATAGAAGCAATTATTGAAGAGTTAGATAGGATA
+ATAAAAGAAGACAAGAGAAGGAAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAG
+TCCTTGGGGATATTGAATATGAGAGGACATATTACAAATCTAAAGAGGATGGGAGATATACATATTTGGT
+GGATGATGCATTAGAGATAGGACGGCACGATAGGATAGAAAAGGGAGTAAAGATAAAGTTAGTAGAAAAC
+GCAATAGAAGAATCATATGAGAGAAGTAGTAAAAAAGCATGTCCAGAGGAGTTAAGTAAACAGACGGTAT
+TAAATGCAATAAGGGAAATAGGGGAAGTAGAAGTAAAGAGAGAAATAAAAGAAAAGAAAGAAGTAAGGGT
+TTTATACATAGAGGCAGACGAGGACCATGTACCTTTACAGGACGGGAGAGATGAAACTCCACGATTAGTA
+TACATACATGAAGGTAGAGAAGAGAAAAACGGAAGGAACGTACTGAAGAATGTCTATTACAAAGCATATG
+TAGGAGAGAAACCTGAAGACATATGGATAGATGTAGCAAATTACATAGAAGACAATTACAAAGAAGAGAA
+GATAGAGAAGATATACATAGCAGGAGATGGGGCACCGTGGATAAAAGAGGGATTAAAATGGATATTAAAA
+TCAAGGTTTGTACTAGACAGATATCATTTAAACAAATACGTATTAAAAGCTACATCAAAAGAGCCAAAGT
+ATAGGGATAAGATATGGAGAGCAATAAATGAAGGGGATAAAGAAAGAGTAAAGAAGGTATTTGATGAGTT
+AATAAAGGCAGCAGAGGAAGAGAGAGAGAAAGAGAAGATAAAAGAAGCAAAGAAATACATACTAAACAAT
+TGGGAAGGGATAAAAATATACAACGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGACATATAAGCC
+ATGTATTTTCAGCAAGACTAAGCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAACTAATGGCGAA
+ATTAAGGGTATTTAGCAAGAATGGAGGAGACTTAAGAGAAGTAGAATGGGGCAAGAAAAAGAATATAAAT
+GCAGGAAGTTACAAATTAACGAAGAAGCAAATAAAAGAAGCGGTAAGGAGAGTTAAAACGTCTACAAATG
+AAAAGATAAACAATATTACAGTTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATT
+AAAATATGCACAAGTTATATAAAAAAGCATGATAAGTTGAAGGCTGAAATTAACTAAGTTTCAGGGGTTG
+TCTTAAAAAAATCCTACAGTATCTTGACACTATCTTGGAGAAAATAACTATTGACTTAAAAAAGCTTATA
+TAATATAATTAATACTGTCCAAAGGGATTCCGCCGGAGTGGCGGAACTGGCAGACGCACAGGACTTAAAA
+TCCTGGGGGCTGAATAAGCCCGTACCGGTTCAAGTCCGGTCTCCGGCACCACTGTCGCGGGGTGGAGCAG
+TCCGGTAGCTCGTCGGGCTCATAACCCGGAGGTCGTGGGTTCAAATCCCACCCCCGCAACCAAACATGGC
+GGCGTAGCTCAGGTGGCTAGAGCATGCGGTTCATACCCGCAGTGTCGGTGGTTCGAATCCACTCGCCGCT
+ACCATCTATGCGCAAACTGTATCGTCTACCGAAAGCCTGAAATGTGCTTCAATTCTATCACGGTAGACGA
+TTATTTTATTGATATATGTTGGTAAAATTTGCTTAATTTTGTGAGGGTCACCCGCTTCCAACACTTCTTT
+GTCTTTTAAAAGGTACTGTATTATTTTTTCTTCTGTTATAGAGGAAGTGTCGGGCAAGCTGTTCATTTCT
+TTTATTCTCACTTCTATTTCTGCTTTCTGTTGCTCTAATTCTGTTAATTTTTCATAGAGGCTGGAATGGA
+AGTAGCCTTTTGCTATTACATCTACAATTGAACTTATGCTTTTTTTGATTTCTTCATACCGCCTTGAGAG
+CTTTTTCTTTTCTTCGTCTCTTTCCGAGATAAGTTTTTTATTTTCCTCATTTAATCTTTCAACAAGCTTT
+GGTAATGCATCTTCAGAAAAGACTCTTTGAAGAAGTTCATCTATGACGTACTGCTCTATCATCTCTTTGT
+TTACGTCTTTGTTGTCACAAGCCTTCTTTTTGCTTTTATTGTTGCAGCGGTAGTATGTATATTGACCTTT
+ACTGAGGGTACCAACCATGGACAAACCACACACACACCGCACTCTATAAGCCCTGAAAGAAGATAGATTC
+TCTGCGCTGTATAGCTGGTCTGCTGCTTTTTGTTTTTCTCCATTCTCTTCTGTACTTCTCTAAAATCGAA
+TAAACCATTTCAGGGCTTGTAGGAATAGAACTTCCATTAAAAAAGAGATCGTTCTCTAGGATAAGCTCCA
+TACTCTATCTTTATTTTTCAGGAGGTGGTTTTATGCAGCTTACTGAAAGGGATTTGAGGATTTTGTACTG
+GATAAACAGAATGAAGTATGTAACAGTTAACCAGGTTTCCAAAAAGTTTAAAGTAGGTGTAAAAGCTTCA
+TACAGGAGGCTGAAAAAACTTTGCACAAATATTTAAGCGAGGGCTTAAGGATGAATAGCAGAGAATTTAC
+ACAGGCAGGATGTACCGGTATCAGCTGAGCTTTTATCGTCGCTCATAGGAACAAAAGATGACATAACCAT
+TACCATGCAGGTTAATGAGATTTCCCCTACTGGGATGGGAACAGTTAAAGAAGAGAAAAGCTTTATTGTT
+CATCCCGATGAAATAAAGAGGCTTAAAAGAGGAGACGCTTTTGTAGTTAAGAAATTTCCTGATTTTTTCG
+TAGAAAAGGTCTGTGTGAGGAAGATATGATGGAATTTTTGTAATTGTGAGAGATTAATACTCTGCTTGTT
+CATAGGAGAAGCAGTCTAAAGTGAACTTTCTATTAAAATCTGTTTAAAAAATTTAAAGCCGAGCATTGTA
+TAGAGTTAAGAAAATTGTACTGTAAAGTTTCGTTAAAATTCTATACAATAAAAAAGAACTTTTAACTATT
+CCAAAAACTCTGCAAAAGAGGTGTCGCTTTTTAGCATACCTGGACACATAGAGGAACAGGTAGTCAGTAA
+ATTTCGAATATGCGGTAGTATCCTGTAGTAGAAGTAAGAACAACCGTGGTCAACATTATAAAGAAACAAG
+AAAAAATTAGGAATAACGATATACAAAACAAATAAATAAACTACCGTGGTAGCCAAAAGGTAGCAGTAAG
+CAAGAGCAGGACAATACCTTTAAGTCACAAATAAAAAATTGCACAGCCCGCAGCAGAGGAAACAGCAATA
+TATCAACTATTTCTTCATCAAATACTTTTCGAAGTCTACCATATTGGTATTATGAAGAACCTAGTAAAGC
+GTAGATAAAACAAAAGTAATAAAAGATTAACTAATAGTAACATCAACAACAAGGGTAAAATTAATTTGCT
+CTATATCCTAGTGATGCGTGATATAAAAAGATGACATTATGAAATCTTTATAAGTTTTTACATGTTTCGA
+TAGAGAAATTTTAAGAAAGCAAGCTGAGGTAGTTTTTATGGATATTTCATGGCCTATAAAGAGGCAAAAA
+GTTTTTGTCGTCGATCTCCAATAATGCAAAAATTCTTGGAGAACGACGACAATTTTATTTTTTGGTTTTA
+TTAAGGTAATTGATTTTAACGAATAATGTGATATAATAAAGCCAAGATACTTGACAAAGGCATTATTAAG
+AGTAAAATTTTCATCCACTTTTTATGAGGGCTTGAACGTGTTTTTAGCCTACCTAAAAGGGATTGAAACC
+AGTTTCAAATTGGATATAAAGGTTATATTCAACTCGGTTTTTAGCCTACCTAAAAGGGATTGAAACATAT
+AGCTAAAGAAGTTAATAAACTTATTTCTTGGTTGTTTTTAGCCTACCTAAAAGGGATTGAAACCTGGGCA
+AAAGAAGCAATTGTGAATATGTTTCAGAAAGTTTTTAGCCTACCTAAAAGGGATTGAAACTCATCTAAAA
+CCGTAAGCTTATACGTCACGCAAATTGCGTTTTTAGCCTACCTAAAAGGGATTGAAACCCAAGGCTTTGG
+CGACACATCAGAAACCATATGTAGCGTTTTTAGCCTACCTAAAAGGGATTGAAACCTAAAAACAAAAGGC
+TCGCAATTGCGAACCTGTTCCGTTTTTAGCCTACCTAAAAGGGATTGAAACTGCCCCATGATTTAAGTTT
+GAGTAAGGGACTCCGTCAGTTTTTAGCCTACCTAAAAGGGATTGAAACGATTTTTTTATAGTGATAATCT
+TACGGTAATCTTCTAGTTTTTAGCCTACCTAAAAGGGATTGAAACACTGGAAAAGAATGCGGACAAGCAA
+AAATCCTCACGGTTTTTAGCCTACCTAAAAGGGATTGAAACAGCAATAAGCTCTTTCCAGTTCATTTGAT
+TTTGCACAGTTTTTAGCCTACCTAAAAGGGATTGAAACACTTTCAGATGAAATAGCAAACAATCTCACAA
+AAGTGTTTTTAGCCTACCTAAAAGGGATTGAAACTGTTTAACCGCTTCTTCTATGGCAAGAAGTATTACG
+CCGTTTTTAGCCTACCTAAAAGGGATTGAAACTCTATAGCTTCTTTTTCTAAATCAGCTATTGGTAAGGT
+TTTTAGCCTACCTAAAAGGGATTGAAACTTGGTAACCGAGACCCCCATAAACCTTGATTGCTATAGTTTT
+TAGCCTACCTAAAAGGGATTGAAACTTCCATACAAATCTACAGCAACCAAAAGTCTTTTCAAGTTTTTAG
+CCTACCTAAAAGGGATTGAAACAAAATGGACAAGTTAGACATAGCTTTGAGTTTTGGAGTTTTTAGCCTA
+CCTAAAAGGGATTGAAACCACTGAAAGGAGGCGAAGTGAATGAACAGAAGATGCGGTTTTTAGCCTACCT
+AAAAGGGATTGAAACCTTATGACTTACTGGCTATACTTATACCCGCCCTGGGTTTTTAGCCTACCTAAAA
+GGGATTGAAACATATTACTGCTCCCTAAAAAATCAAATTCTTTATCGAAAGTTTTTAGCCTACCTAAAAG
+GGATTGAAACAGGCTACACGACACAATCTGGCTGTCATCTTTATATGGTTTTTAGCCTACCTAAAAGGGA
+TTGAAACGGCTAGACATTATAAACACCTTATCCGAACACTATAGTTTTTAGCCTACCTAAAAGGGATTGA
+AACATTTTTGTTCGGTTCATACACTCACCTTCTTTGGCCGTTTTTAGCCTACCTAAAAGGGATTGAAACT
+TGCGCCTCCGCACTTCCCACAGTATATCAAACCGGGTTTTTAGCCTACCTAAAAGGGATTGAAACGCCTC
+ACCGGCCACGAACTTACCTATCGCCATGTTGGTTTTTAGCCTACCTAAAAGGGATTGAAACACTGGCGAT
+TTATTGGCAGTTTTAATGTTGCTGCTTGTTTTTAGCCTACCTAAAAGGGATTGAAACAACTTTCCACTCT
+ACTATGTAACCTTGTGCATGTCCTAGTTTTTAGCCTACCTAAAAGGGATTGAAACTTTAATACATCATCT
+CTGTTCGGAAGTAGTATTTCAGCGTTTTTAGCCTACCTAAAAGGGATTGAAACATTTCGTTAGCTGATAT
+ATTACCCACCGGTAGGCTAGTTTTTAGCCTACCTAAAAGGGATTGAAACCTGGTGGAACTACTACCCAGA
+AGGGGTCATAGAGGAGTTTTTAGCCTACCTAAAAGGGATTGAAACTGAGCTGCCGGAGTTCAACTTCAAC
+TACGAAGGCGAGTTTTTAGCCTACCTAAAAGGGATTGAAACACGGCAATCCATTCATGCCAGTGAGGGCA
+ACAGTGTCGTTTTTAGCCTACCTAAAAGGGATTGAAACGCCCAAAAAGGAAGGCGGTAAGTATGAAAAAA
+CCTATTGTTTTTAGCCTACCTAAAAGGGATTGAAACCTTCATAAGCTTTTTATAACCTGCTATTGTAGTC
+TGTGTTTTTAGCCTACCTAAAAGGGATTGAAACCCTCAACCCTCTGCGGCAATGCATCTTGCAGCTCAGG
+TTTTTAGCCTACCTAAAAGGGATTGAAACCCTTAATTAGAAAAGCACAGCGGGTAGGATACGACGGTTTT
+TAGCCTACCTAAAAGGGATTGAAACATCCATGGACGTGACTCCGGTCTACAGCCGTGAGTCGTTTTTAGC
+CTACCTAAAAGGGATTGAAACGACAACAAAGCGATGTAGAGAGTGGAGAGATAGCAGTGTTTTTAGCCTA
+CCTAAAAGGGATTGAAACAGCGTTCAAACTGCTCTTCAGACAATTCATTTTCCGTGTTTTTAGCCTACCT
+AAAAGGGATTGAAACGTACTAGCCAGTTGTTTAATTCGTCCCTTATCCAAGTTTTTAGCCTACCTAAAAG
+GGATTGAAACTGGTATATGTAGATGGAATAGGCGAAGTACCAATACCGTTTTTAGCCTACCTAAAAGGGA
+TTGAAACTATAGTCCCTATAACAAAAAGCCCGCCCAGTTGAGCGTTTTTAGCCTACCTAAAAGGGATTGA
+AACAAACCTTTCATTCTAATAACACCTTCCCGCTGTATAGGTTTTTAGTCTACCTAAAAGGGATTGAAAC
+TTGAGAGTGTTCCTTCAGCGAGGCTGAGGCAAAATGGTTTTTAGCCTACCTAAAAGGGATTGAAACCTAT
+AAAAACATAGGAGAAGACCTTGTCATCATCATGGTTTTTAGCCTACCTAAAAGGGATTGAAACACAGTTC
+TAACGTGAGATTGTGGACAGGTAAACTATTGGTTTTTAGCCTACCTAAAAGGGATTGAAACCTGTAATGG
+AATTCTTTGCAGGACGCAAGCCACAAAGTTTTTAGCCTACCTAAAAGGGATTGAAACTTAACTGAAGACC
+CAAGAAGCGAAGAAGAGAAAGAAGTTTTTAGCCTACCTAAAAGGGATTGAAACGAGCTGGTAAGTAAGTA
+TTTTCCGGCTTGGTATTTAGGTTTTTAGCCTACCTAAAAGGGATTGAAACGCACAAATGAGTTAAGTAGC
+TTCAAGTACGTTGCATCGTTTTTAGCCTACCTAAAAGGGATTGAAACTGTCAAGATTGTCACAACAAAGA
+GCATAGTGCAAAAAGTTTTTAGCCTACCTAAAAGGGATTGAAACAGGGTAGTGGCAAGCTAAATGTAGAA
+GGATTAGCTAGTTTTTAGCCTACCTAAAAGGGATTGAAACCCAATTAGTGCAGGTGTAGGCTTTGTAACA
+ACTCCTGTTTTTAGCCTACCTAAAAGGGATTGAAACAGGGTAGTGGCAAGCTAAATGTAGAAGGATTAGC
+TAGTTTTTAGCCTACCTAAAAGGGATTGAAACTCCTTTTTATCAGCTCAGACCTGAAGAAAGAGCGAAAA
+GTTTTTAGCCTACCTAAAAGGGATTGAAACCCAGCATTGTCTAAACACTTAAAGAAGCGCAAAACAGGTT
+TTTAGCCTACCTAAAAGGGATTGAAACCATATACTAAACTGGGGTAGTATGCACATTTTTCCGTGTTTTT
+AGCCTACCTAAAAGGGATTGAAACAACTGAGCGGACCCTCTAAACCTGGTGTTGGCCCAAAGTTTTTAGC
+CTACCTAAAAGGGATTGAAACGAGGCTCAAAAACAGGCTATAATCGCTTTAGTGAAAGGTTTTTAGCCTA
+CCTAAAAGGGATTGAAACGCAACAGGGAAAAGAAAAAGGATTGTGCGATATGTAAAAGTTTTTAGCCTAC
+CTAAAAGGGATTGAAACAGGCACCTTACGATGATGCCGCAACGTATTCAGGTACTGTTTTTAGCCTACCT
+AAAAGGGATTGAAACTGAGCATGTCCTCCAAGGCGCTGAGAGAATTAGACAGGGTTTTTAGCCTACCTAA
+AAGGGATTGAAACGGCATTGCTTTGAAATGTAGAAGTCCTGTTATGTAGTGTTTTTAGCCTACCTAAAAG
+GGATTGAAACAATCCCTTAACAATCCCTTTTATTGGGACCCCTTTAGGTTTTTAGCCTACCTAAAAGGGA
+TTGAAACGATGAGGAGTTGAATAGGTATCAGGATATTATTGAGGTTTTTAGCCTACCTAAAAGGGATTGA
+AACAAATTCTCTCTGTCAAAATATTGCACTTCATTATAAGCGTTTTTAGCCTACCTAAAAGGGATTGAAA
+CAAAAATGCCAAGTTAATTTTGGAAGTACAAGAAGAGCAAACACGGATGTTAAAGAGGATGTCAATGTGT
+TTTCACTTTTAAATGCTGATACAGATTTTGATTTAAAAGAATTTAAAGTTATAGTAAACGAGCCTTCTGT
+GAATAGCGTTAATTCTTTTGCAGTGATAAAAGTGGAAGTGGATGGGGTAGAAGAAATAGGTGCTGCAGAT
+GGAGATGGGCCAGTATATGCTCTTGATAATGCTGTAAGAAAAGTACTGGAAAGGTTTTATTTACAAATAA
+AATAGATAAGGTTGACAGATTATAAAGTCAGAGTTTTGGATTCAAGTTCTGGAACTGCTGCTAAAGTAAG
+AGTTATAATCGAGTCCACAGATGGTAAGGATTCTTGGAGCACTATTGGAGTCTCTCCAGACATTATCGAA
+GCTAGCTGGAAAGCTCTCGTTGATTCAATAGAGTACAAATTGAATAAAGAAAATTAACTTTGCTAAAAAA
+TGGGGCTCATAATAATTTAGCCCCACTTTCTCATTCTTTTATAATATTTTTTCAGCAAAGCGTTTTATCC
+TTTCAAGTGCCTTTGCTATTTTATCTATAGAATACGCATACGAGACCCTAACATAACCTTCACCACTTGG
+ACCAAAGGCATTTCCGGGTACTACTGCTACTTTTTCTTCTTTTAAAAGTTTTTCGCAGAACTCTTCAGAA
+GTCATGCCTGTCTTTTTTATTGAAGGAAAAATGTAAAACGCTCCTTTGGGTTCAAAACAGTCAAGACCTA
+TTTCGCGGAATCCATTTACGATAAACCGCCTTCTTTGGTCGTAGGTTTCCCTCATTTTTATTATATCTTC
+TTCGCATTCGTATATACCCTTTATGGCTGCGTACTGGGCAGTTATCGGAGCACATATTGTTGTATATTGG
+TGGATTTTGTTCATCGCTTCTATAAATTCATGCTCTGCCGCAATGTACCCTAACCTCCATCCAGTCATGG
+CAAAAGCTTTTGAAAAACCGTTTATGAGGATTGTCCTTTCTTTCATCCCTGGAAGAGAGGCTATGCTTAC
+GTGTTTTCCTTCATAAGTCAGCTCGCTGTATATTTCATCAGAAATTACAATAAGGTCTTTTTCAATTATT
+ACATCTACAATCTCTTCCAGGTCTTCTTTTTTCATGATTGCACCTGTAGGATTGTTAGGATAGAGTAAGA
+TTAATGCTTTTGTCTTTGAAGTTATTTTGGATCTTAAATCATCAGGAGTGAGTATAAAATTGTTTTTTTC
+GTCTGTAGGTATAAACACTGGGACACCTCTTGTGAGAATTACGCAAGGAGCATAGGAAACGTAACTGGGT
+TCCGGAATTAAAACCTCATCTCCATCATTTAAAAGAGCTCTAAGTGCTAAATCAATAGCCTCACTTGCAC
+CAATAGTAACCATAATTTCTTTTTCAGGGTCGTAGTTTAAGTCATAATGTGTCTTTAAAAAATAGGAGAT
+GGCTATCCTCAGTTCAAGCAAGCCTAAATTTGATGTGTATGTGGTATTTCCCCTGCACAGTGTTTCAATC
+CCCTCTTTTCTTATTTCCCATGGAGTTACAAAATCCGGTTCCCCTACGCCCAGTGATATTATATCCTTTG
+AGTTGGTAACAAGGTCAAAAAATTTCCTAATCCCAGAAGGTGGTATTTTCTTTACTACATCAGATATGTA
+TTTATTAGGATTCATGGTGCTATCACCAGTCTTTTATCATCTTGATTCTCTTCATATAATACGCCGTCCT
+CTTTATACCTTTTAAGTATAAAATGAGTTGTGATACTCAGGACGCCATCGATCGGAACCAATTTTTCAGC
+TACAAATAATGCTATTTCCTTCATTGTTTTCCCTTCTACTTCTACAGAAAGGTCGTATGTACCTGAGATT
+AATGACACGGATTTTACTTCTTCAAACTGGCATATTTTATGAGCTATAGCATTAAACCCCAGTTCCTGCT
+GCGGAGTTGCTTTTACATCTATGAGAGCAGTCACTACTTCGCGATTTATTTTTTCCCAATCTATCAAGGC
+AGAGTATTTTAAAATTACTTTTTTGTTTTCTAATTCTTTTATTGTGCTTTTTACTTCTTCTTCGCTAATC
+CCTAGAATTGAAGCAATTTGATGTTCTGTAAGCCTGCCATTTTCTTGTAAAAGTTCAGCAATTTTTATGC
+TTTTATTCAGATTGTTACCTCCTTTCTTGGATAATGTTTTTATATTTCAAAATTATAATACTAATGTGGC
+GCTGATTCAATAATTTAATAAGTTAAAGTGAAAAATATTATAGGCTTTTTATTTTAAAGATGTTACGGCT
+AAAAGCATATTTTCAAATTTTAAAATAGAGACAAATATAAAAAAAGAATAGGTAACTCACATCTACCTAT
+TCCTATATCCCACACATCCGTAACACTCGAAGTGCCCCCTCTTTATCATTAATACCGCTACCAGTAGAGA
+ACAAAAATCGTCACCTCGTAGGAATTGTTTCTTCTGAGATGACGATTATTTTTTATTTTTCTTTTGTACA
+ATTTCATCCAATTATTAAAAAAGCTGTCATAAAGACAGCAAAATATCTCATCTATACAAAACAAATTATA
+TATTCATACCGCCAAACTTATACAACACTGCTCCTTCTAGGTTGTCCCATTCGCTTACAGTAATTTCTTT
+TTTATTAAATATTTCTAAAAGAGTAAGTAAAATAGCTGTTCCAGCAATTATTATATCGGCTCTTTCTGGC
+TGAAGACCAGCTATTTTTTTCCTTTCCTCAAGAGAAACGGACATAAATCTATCTAAAATTCTCTTTATTT
+CCTCCCTCTCTAGAACATATCCGTGTACTTTTTCCTCCGAATAAATTTCCAATTGCTGTGATACTGCTGC
+TAAACTTGTGATAGTCCCTCCAATTCCAACAAGCCTTTCAATTTCATTATACTTGCCTATTGAATTTACC
+ACTGTATCTATTATGTAAAGCCTCATATCGTTGTATTCTTCTAAAGAGGGAGGGTCACTTTTTACGAATT
+CTTCTGTAAGTTTCACTGCTCCTATACCAAAACTTTCTTTTATAAATTCAAAACCTTTATAGGCTAACTC
+TGTACTCCCTCCTCCTATATCAATAACCAACGCTTTATCCAATTTTATCCCTTTGACAGCACCTATATAG
+CCAAATAGGCTTTCAGTATCACCGTCTAGTATATCTAATGCTATATTAAATTTTGAAAAATTATCCAAAA
+ATAGCTCCTTATTTTTAGCTTCTCTCATAGCAGAAGTAGCAAAAGCATAAATCTCATCTACACCTTCCTT
+CTCTGCCATTGATATAAATTCCTCTATCGTCTCCACAGTTCTCTGAACAGCACCAGGGTTTAGTCTACCC
+GTTTTTATTAATCCTTCCCCTAAACGGGTTATTTTTACATCTTTACGCAATCTAATTAAACTGCCATCTT
+CTACGTCGCATATCAATTGTCTGACAGAATTTGTTCCAATATCTATCGCAGAGACTCTCATAACAACCCC
+CAACTTATGAAAAATCTTCGGGAGGCCCCGAAGTTAATATCCATTGCTTCTTCTGTAACTTGTATTTCTT
+CTTTTTGAATCTAAATGCTTTCTAAGCTGTTGCTGTCTTTCATCAGAATCCTTTAAAAATTTTAATAATT
+TCTCTTCAAAAGAACTGTTATTGTTGTTTCTGCTGTTTTGCCATGCAAAATCTTTTTCTTTAGGAGTTTT
+TTGCGGCATTGCCTTCTTTATAGACAGGCTTATTTTTCCATTTGGTTCCATGGACAAAATTTTTACTTTA
+ACCCTGTCGTTTTCTTTCAAGAAGTCCCTGATGTTTTTCACGTATGTGTTCGCAACTTCAGAGATGTGAA
+CCAGCCCCGTTTTCCCCTCCGGTAGCTTAATGAAAGCTCCAAAGTCTGTGATGTTCAATACAGTTCCTTC
+GACAATATCCCCAACTTCAAACGGCATAAAAGTAAATATCCTCCCTCTCAAGTTTTTGCTAATGGAATTA
+TTATATATTAAAACAGAAAATATTTCAACAGGATTTTTTGACCTCTATTTCCCCTCACCACCCCCTTTGT
+TCTTTGAAATATCTATGTATATTATCTCTCCTTTTTTGACAAGGCCAAGCTTTTCTCTGGCTTCTCTCTC
+TATAAAACTATCGCTGTTAACTTCTTCTAAAGTTTTTTTCAGGCTTTCATTTTCTTTAAGCACAGCAGCC
+TCTTTAGCCTTTAATTCTTTATATTTACTATCCAATCTCATCAAAGTAAGCTGCTGACCCAAAAAAGTGA
+AGGCGAGGTAAAAGATAAAGCCAAAAAGCAATATCTTCTTTAGTTTTTTCATCTCTCTCCCTCTTTCCAA
+AAGCCTTTATAATAGTGTAATTCGACACATTTTTAAAAACTCCTCTATTTTTTCCCTTTAAAAATTTTAA
+AATATTTAAGTTCCTCTCCAATACTATTTTTCGCAAAATCCCAAGGTTTTTTAAAAAACCTAATGGCAGT
+TCCAAAAGGTTTTAATAAAATTCCTGCCACAAACTTAAAGAAATTCACTATTCCCGTTGTGACTATAATT
+AAAATCTCTGTGACAAACTCGCTCAGCAAAAAGTAATACAGCAAAACTCCAAATAAAAAACCAAGAAAAT
+TATAAAACCTCAGTTCTATATAATTGCTCATATAGAGGAAGTACAGCATAATAACTGTACTGATGAGCCA
+AAATATAATATCAGCAGCTGGGACAAAAGCTTTTTTCAGATGAAATACTTTCCGCATCACTTTAAAAATA
+TCATATAATGCCCCCAGTATAAATCCTCCATAAACCGTAACCAAAAAAGAATAAATTTGGCTTTGTATAG
+TAATTACCATTTACATCTCCTCCTTTTCCTGTTATATTATATTTATCCACAACCACAACCATGAAAATTA
+AAAACAGGGGCGATGCAGAAATGAAGACGGTATATGTATGTGGTCATAAAAACCCGGACACTGACTCAAT
+TTGCTCTGCTATAGCATATGCTCACTTAAAAAGAATAACAGAAGGGATAAACGCTATCCCCGTGCGGCTT
+GGACCTATAAATAGAGAGACAAAGTTTGTGCTGGATTACTTTGGCATAGAAGAACCAATCTTTATTGAAA
+ATGTATATACTCAGGTTCAAGATATAAAGTTTGACAAACCTTTAATATTTAAAGAAAACACTTCTATGTT
+CGAAGCCTGGAACGCAATGATGGAGAAAAACATAAGGACACTTGCAGTAGTGGATGACGAGAATAAACTC
+ATAGGAATAGCAACAGTAGGGGATTTAGCAAAAGCTTACCTCTCTTCTGCCCACGAACTATCTAAATACA
+GAATACCAATTGAAAACCTACTTGCAACTTTAAAAGGAGAGATTTTATTAAGATACCTAGACTATATAGA
+AGGAAACATACTGGTAGCCGCCATGTCAAAAGAAAATGTCCTAAAGAGGATAAAAGAAGGAGATACGTTG
+ATAGTGGGAGACAGAGAAGACATCCAGGAAGCCGCAATTCAAAAAGGCGTAAAAGCTTTGATAATAACGG
+GAAACAATCAAGTCTCAGAAAAAATTTTAGACTTAGCTGAAAAGCATGAAGTAACTATAATAAAAGTCTC
+CCCTGACACCTTTGATACGGTAAAACTTTTAAATCAAAGCATTCCTCTGTCTTATGTCATAAAAAAAGAA
+GACATAGTGAGCTTCAGACTCACTGATTACATTGACGATGTAAAAGAGGTAATGTTAAAATATAGGTACC
+GCAATTTCCCCGTATTAGACGAGGAAGGAAGAGTTGTAGGGCTTTTAGGAAGGAGGCACATCCTAGACTA
+CGAAAGAAAAAATGTAATTTTAGTCGACCACAATGAGTTTTCCCAAGCTGTGGAAGGAATAGAACAAGCG
+AGAATACTCGAGATAATTGACCATCATAGACTTGGCACAATCGAAACAGATCAGCCGATACTTTTTAGAA
+ACCATCCCGTAGGCTCTACAGCCACCATAATAAACCGGCTTTATGAAGAAAAAGGGCTGATTCCCGACCC
+GAAAATAGCTGGCATAATGTGCGCTGCCATACTATCTGACACGCTTGTTTTCAAATCACCTACCTGCACC
+CCTGAAGATGTGAGAGCCGCGAAAAAGCTTGCAGAAATAGCAGAAATAGATATAAACGAGTTCGGGAACC
+AGATGTTCAAAGCAGGAACTTCATTAGAGGGCAAAACAGTAGAAGAAATCTTCTACACCGACTTTAAAGA
+ATTCACAGTAAACAAATACAAGATAGGCATAGGACAGGTAAACACCTTAGCCGATCCAGGGGAACTCAAA
+AAAGACCTCATCTCCTTCATGGAAAAAGTAAGAAGTGATAAAGGATACGACATACTGCTTCTTATGCTGA
+CAGACATCATAAACGAAGGGTCAGAAATCCTCTTTGTAGGCGATAACAAAGAACTCCTAGAAAGGGCCTT
+TGATGTAAAGATACAAAACAACAGTTTCTATCTTCCTTACGTGATTTCTCGCAAAAAGCAGGTACTTCCC
+CCTCTTGTAAAAGCGATAAACACTCATTAGTGTTTATCGCTTTACATATCTTATTATGTCTTTGAAGCTA
+CCAAATCGAAAATATTTAATTCCTTTTTCCTCGCAGTAATCTGCTAACACGTCTTTAGCAAAAACCTCAT
+CAGCATGTTCCACCACACAGAAATCAGAATACCCATCTCCTACAAAGGCAACACTATATCCCTTTTTTCT
+GTACTCTTTTAAAATATTGAGTTTACACATTCCACATTTATCGCACTCTTTATCTTTATAGGGAAAAGCT
+ACTTTTATTTTTCCCCCTTCAAACCACATTTTATTGCTATAGTAGGGAAGTTTTAAATTATACTTTTTCA
+TCACCGCCTCTATTATAAAATCGTATCCATCGCTGACAATAACTACTTCATATTCTTTTTCTTTTGTTAC
+CCCTAAAAACTCCAGGAAATGGTCATCTATTTCTACATTTTCCATTATAAATTTAAAAAGCTCTTCTTCA
+GACACTTCCATTAGCTTTAAAGTCTCAATAGCACACTCTTCTGTAGACATCTCTCCTTTTTCCCACAACT
+CATTGTAATACTGCCAACCTTCCTTTGCAAACTTCTCTACCATCATGTAGACAGCATCTTTTTTGGTCAC
+AGTTCCATCAAAATCCACCAAAAAAACTTTTTTCATCTGCTCCTCTCCCTTCATCCTTTTAAGAGCCACT
+TCACAAATTTTATCGCCAGATCTTTATGTTCCGAATTAGAAAGAACTGCAATTATCTTGTCATGATAGTC
+ATAGCCAATTTGCTTTAACCATCGATTATCAGAATTCACATATATCCCATAAACGCCTTTTTTGACGCCA
+TTCACATCTTTCAAAGTTTTCGCCACTTTATAATCTTTAAGGTCTAGCCCTTCAGTCTTGTCCAGCCTCA
+AAAAAGCTCCCTGGACCGCCAGCGCATCAAAGCTCTTTTTATCCAGTATGATGACATCTATCTGCTCTGC
+TGCAATTCTGGCAATCAACTTTTGAGTAGAAGCTGGATCTAATATAAGTTCTCCTTGGGAGTCTCTCATC
+AGCTTGTAAAAATCTACTGAAGCCTCTTTTTTATCTGAGGGATTTCCTACAAGTTCTTTTGTCACTTCAT
+GAGAAAATTGGCTTAACCTGTCAAAATCTACGCTTTCACCTATTAAAGCTATGTTTAAAACGTATTCCTT
+TCTATTTATCATGCTCAAAGTAAAAGTAGTCAAAACGTATATCAAAAGTAATCCCACAATTATGTGGATT
+TTGTAGTAATCCCATATGTAGTGCAATTTCTCTTTAAAAGTCAACTCTTTAAACCAGTTTTTCTTCTCCT
+CTGCCATATTCTCACCTCATAGCTTACTGAACAGTTTTGCACTTTTATTATAGCAAGAAAAGGCAAAATA
+AAAAAGCCGCATTGCGCGACTTATCTAAACATCCTGCTTATAAATCCTCCAGACTTTGAAACAAGTCCTC
+CTTTTTCAGAGTAATTTAGATTTATAATTTCTCCATCTAATGATACTTGTCCCTCATCCAGATTGAGCTT
+GTTGATGTGAAGACCCTGCCCCCTTACAGTCAAAATCCCCATCTCTGTCTCCACAATCACAGATTCTTCA
+TCAAAACTTATCACATTCACAACCCCCGTGATACTCATCTTCTCTCTATTTTCTATAGACACATTATGGG
+GCTTTGTCCCTTTCTGCACAAACCTTTTATCCTCCATAAAAGATTCCCCCTTTATTTTTGCAGCTACTAT
+TATCTATGACTCTTGTACATTTTTTAGAACAAAAATTCCCTAATCCCATATTTTAACTATATTTATCCCT
+TTGAAATAGTAATTCAAAATATCCTTCGCTTTTTTACCTTCCTCTGCCATTTGATATGCTCCCCACTGAG
+ACATACCTACTCCGTGTCCAAATCCTCTGCCTTTGAAAAAAACTCTACTTCCGTCGTAACGCACTTCATC
+TATCACAGTGGACTTAAGCCTTTCACTCCCTATTGCCATCCTAAAATCGGGGGCATTGACGGGAGTCTTA
+TCGAATAGTAAAGTTACCACTCTTCCTGAAGGACCCCTTTTACCTATTTTAACTTCTTTAAAATCGCCTA
+TACTCACCCCCATCTTCTTTAAAGCACTTAAAACTTCTCCTTTTGTAAAAGAAGCACTCCAACTTTTTAC
+ATTGTGTGGAGCTTTATCACTTTCTTTAGACTGAACACTTACAATGTAAGGAGGCTCTCCCTTTTTGTAA
+TTAAGTCCTTCTTTTGCAAGAGCTGTCCGCCCCGCTGAATGAGAGTGAAACCAGGCATTTATAAAATCGC
+CATTGTACACAGCAACAACTCCTCTTGTCTCTTCAACAGCTTTTTTTATCCGTTCATTCACATTCGCCGG
+ATTCCAGGCCTGTGCCTCTTCAAAATCTGTCGATATATCTGCACCTTTGTACTTGGACTTTTTTGTCTTA
+ACAAAATTTAGCACATATGTCCTAGCTAAAATAGCCTGAGCTTTTATAGCTTCAATGGGCCAGTCATTTT
+TTATCTCCCCTGCCACAGTACCCTCGACGTATTTCTCCAAAGGCATTTCCTCTATTCTGCCTTTTTGAAC
+CACGTAAACCTTAAGGACAGGCTCTTTATTTTCCCCTTTGCTTATTTTCGAAGGTATTTGAGGAAGATCC
+ATCTTAGGCTTCCTCACAGGCTCAGGTTTCTTAGCAGGTCCCTTGCAAGATGTAATAGAAAAAGCAATAC
+TTATTGCAAGAAAAACAGCCAAAATTTTTCTAAATTTATTCAAACAAAATCCCTCCCAGATACTTTTATT
+AATAGTATTTGAGGGATTTTGTTAAATAATTCATTCCTCTAACACTTTATACATATCAGAAGACTCTTCT
+TTCAATACATGCTCTTTTACTTTTAAAACCTCTACTTTCACTACCCTATCTCCCAGATGCAGTTCCAAAA
+TATCTCCTTCTTTCACCTGGTCACTTCCTTTCGCCTGCTTGCCGTTTATAAAAACAAGCCCTTTATCACA
+AGCCTCCTTTGCCACTGTGCGCCTTTTTATAAGCCTTGAAACTTTCAAAAATTTGTCCACTCTCAAAATT
+TCCACCTCCTTAAAAGTAAGAAAATCAGGTCGAAACCGACCTGATTTTCTTTTTAAGAATTCACCAAATC
+CTTTAAAGCCTTTCCAGCCTTGAAGATAGGAGCTTTTGATGCAGGGATTGTTATTTCCTCTCTTGTCTGA
+GGATTTCTGCCCTTCCTCTCTGCCCTCTCCCTAACTTCAAAAGTCCCAAAACCTACTAGCTGGACTTTGT
+CACCATTTTTTAATGCTTCCTGAACTGCTTCGATGAAAGCGTTCAATGCCTTCTCAGCATCTTTCTTGGT
+CAACTCGCTTTTTTCAGCAATTTTCGCAACAAGCTCTGCCTTATTCACAATCAATACCCTCCTTCGTTAT
+TTTTAAATATACTTTTACTTTTTATTTATTCTTCACAAAATCGAAAAATCCTGCTAATTTAAGCTTATTT
+TTCATTTTTTTTATTAAAATTATTCGCCTTCGCCTCATTCCAAAGAGCATCCATGTCACTTAATGTCATA
+TTTTCCAACTTCATGCCTTTCTTTCTGGCTTCCCTCTCTATATAGGAAAACCTCTCAATAAACTTCTCAA
+CCGTCTGATGAGTAGCTTGTTCAGGGTCCACATCTAAAAACCTTGCCACATTGACTACCGCAAAGATCAA
+ATCACCTATCTCTTCCTTTATCTTTTCCTTATTTTCTCCTTTATACACCTCCTTTAATTCCTCTAATTCT
+TCATAAATTTTTGAAAACGCCTCCTCAACCCGATCCCAATCAAACCCCACCCTTGAAGCCTTTTCCTGCA
+CCTTAAAACTTCTCATCAAAGCAGGCACATACCTTGGCACATCCCTCAAAACATCCGTGTAAGAATTAAG
+TTCCTTTTCTTCTCTTTTTTTCTCTTCCCATTTTAATTTTTCCCACTTGTCCAAAACTTCCTGAGAATTT
+TTTACCTTTTCTTCGCCAAAAACGTGGGGATGGCGCCAAATCATCTTTTTGCATATTCTATCTACAACTT
+CTCCAAAGTCGAATGTTCCCCTTTCCGCCGCTATTTGAGAGTGGAAAACCACCTGCAAAAGGACATCTCC
+CAGCTCTTCCACCATTTTGTCCTCTGCCTCTTTTTCAATGGCATCAACTAGCTCATAGCTTTCTTCAATT
+AAGTACTTCTCTAAAGTCTTATGGGTTTGTTCCCTATCCCAAGGGCATCCATCCTCAGCCCTCAAAGCCT
+TCATTATATCCAAAAGGTCGTATATATCGTATTTTTCCTGAAAAAATCCTTTTACAGGAGGAATGTACAG
+AGAAGTCAAATAATCAATCCAATCTAACCTGTCAATCTCGTATATAGGCACTTTTTCAATTTTTCGATCC
+CTCATCCCAGCGTTTTTTATAACTACCACTTCATGAGTATCTCCATAAACTTCTGCCAGCTTCAATTTCA
+CTTCTGATGCAACAAACTTATCATAAACCTGCAGCACTATATTGTGGCATCTCTTATCCGGCCTTTGCTC
+ACTTAGAGAGAGAGCATCAATTATTTTTAATCCTTCCACAGGGTCAACCTTCAAATCGTTCAAAATCGCA
+TCAATTGATGAAACCGCAGGAACCAGTTCTATTGATATATCGGCACATCCATCGCAAAAGTTTAATATGT
+ACTCTACAGTTTTTTCGCCCACATATGGATGTCCAGGAACCGCATAAACTACTTTTTGATATTTTTTTGC
+CTTTTCTATAACCTCTCGTGCTATATTCTCATACACTTCTTCAAAAGTCTCGTACTTTTCATAAAAACTG
+TCAAAAGTTTCGAAAATAAAGCCCTTCTTTTCCAGCTCTTTCACAACAGAATGCTTGGCAGTCCTTAGAA
+AAATCCGCTCAGCTTCTTCCAATTTCTTTAAAGCTCCTACTGTCAAACTGTCCATTGACCCTGATCCCAA
+TCCTACTATAGCTAGTTCGCTCACAAATATCACCCCGAGAAAGTGTTTACGGATAATATTATATCACTTT
+CAGTATTTTTTATATAGTTAAATTTTTTCTTTTCTCCCCTGTTGAAAAAGTTGCCAAATTAAATTATAAT
+ATATTTTAGCACACTTTAAAGGAGTGGTCCTTATGGATATGGCAGAATTAGGAAGAAGAATAAGGGAAGA
+GAGAAAGCGCCAGTTTCTAAAACAAGGAGACCTATCGGGAGGAGAATTTTCAAAAGGCTACATAAGCCTT
+ATTGAAAAGGGGAAAATTAGTCCCTCCCTCAAAGCATTAAGTTACATTGCAGAAAGACTAAATAAACCCA
+TAACATACTTTTTAGATGAAGACTATGTAGAAAAAGAAGAACTAAAAAAAGAACTTGAAAAATACAAGAC
+AATACTTGAAAAATTCCTCACTGCTGAGCGCTTTTTTGACAATAAAAACTACGAGGAAGCGATTAAATTA
+TACCTTGAAATTTTAGAAAATTCAATAGACGAGTATTCCACAAACATAATAAATTTTCACCTTGCCAAAT
+GTTATGTTGAAACTAAAAACTATTCAAAAGCCTTAGAAGTAGTTGATAAAATTCTGCCCTATTTTGAAAA
+AAAGCTCAATGACGGAATTTTAGTAGAACTATACCACATAAAAGGCTTAAGCCTTGGTAACCTGCAAAAC
+TTCCAAGCTTCTCTTGAAAACTACTTAAAAGCCTTAGAAGCTCATGAAAAATACTCATCCAAAAATTTAC
+ACTCAAAAGCTCGCATCCTTTACAGCATTGCAAACCTCTACAGCAAAATGGGAGAATTCATAAAAGCAAG
+AGATTATTACATGAAATGCTTAGAATACGCCACACAAATTGAAGCTGTAGACTTCATAGCTCTAGCAAAC
+AACGGATTAGGGCTTGTAAACTATGAACTCAAACAGTATAAAGACGCAATAAAATACATAAGGCGAGCAA
+TACTCATTAGCAAAACCCTTAACCTAAAAGCAGACATAGCTAATGAGTACAACTACCTGGGATTCGTATA
+CACAGACCTCAAAAAATATGACATCGCAGAAAAATACTTTACAAAGAGCTACTCCCTTTATAAAGAGCTG
+GAAAACGAAAGAGGAATGGCATACAATTTAACAGAAATTGGTAGAATATATTACCTGAAAGGAGACCTTA
+ACAAAGCTTTAGAGTATCTAAATAAATCTTTAGAAATAGTGACAAGGTTAGGAGAAGAAGAGGAAATTGG
+GAGAATCTACACAATACTTGGGAATTTGCACTTAAAAGAAGGCAATTTTGAACTAAGCGAAAAAGAACTT
+TTAAAATCAGCAGAAATACTCTCAAGATTGGGACTAAAGAAGGATCTGTCAGAAGCCTACAAAGGATTAG
+GAAATCTCTATATAGCACTTAGCAAACCAGAAGAGGCAAAAAAATATTTCAATCTATCCATAGAGCTTTT
+ATATGAGAATTACTGACTCTTTTCCAGCACTAGAACACAGAAACTTTCGCCTCTTCTGGTTAGGTCAGAT
+GGTGTCATTGATAGGAACGTGGATGCAAAACATAGGGCAAGGATGGTTAGTTCTTGAACTAACAAATTCT
+TCTTTTTTATTAGGACTCATAAGTGCTGTGCAGTTTCTCCCTATGATGCTCTTTTCCCTTTTTGCAGGAG
+TAATAGTAGATAGATTCCCAAAAAGAAAATTAATACTCTTTACTCAGTCAAGCTTTGCTGTTACATCTTT
+TATACTAGCCACTCTGACAGCTTTAAAGGTTATAAATTACTGGGAAATCTTGATTTTAGCATTGATAAAC
+GGATTTTTAAACACGATAGACGTGCCAGCTAGACAGTCCTTTATAATAGACCTGGTAGGCAAAAAAGACC
+TTATGAATGCCATAGCTTTGAATTCCGCAGTATTCAATGCCGCCAGGATAATAGGCCCTGCTATAGCCGG
+AATCTTGATAGGCAAGCTAGGGTATGCCATTTGCTTTTACTTAAATTCAGCAAGCTTCATAGCAGTTATA
+ATTGGACTTATACTTATAACCGTAGAAGGAGTAACTCCAAAATTAAAAGACGCAAAAACGAGAATAATTG
+AAGACCTGAAAGATGGCATGACTTATATAAAGAATATGCCTGTAATACTGCACACAATCCTAATGATAGC
+AGTTTTAAGCACCTTTTCTATGAATTTTAACGTCTTAGTGCCCGTTTTTACTAAAAATGTGCTCCACAGA
+GAAGCTACGGGCTATGGACTTTTAATGTCAGCAATGGGAATAGGAGCACTAATTGGCGCATTAACCCTGG
+CATCAATAAGCAAAAGAGGAGTAAAGCCAGTCTACCTCTTCGCGGGAGGCATAGGTCTGGGGCTTTTTCA
+GATACTTATAGGGATTCAAAATAGTTACACCCTAACCGCCTTTTTGTTGGCTTTGTCCGGCTGGTTTATG
+GTAACCTTCACTTCCTCTGCAAACACCACAATACAGATAAACTCTGCCGACGAATTCAGAGGAAGGGTTA
+TGAGCGTTTATTCTCTCGTATTTGGAGGAGTAACGCCTATAGGTTCGATGTACGCAGGCACACTATCGCA
+AAGATTTGGCCCCCATATCACCTTTATAGTAAGCGGTGTAATAGCAATGGCCTACTCCTTTTACGTATTG
+TCAAGATACAGAAAAATTTTTAGTGCCTAGCTTTCCTCCTCTTCGTATATTCTCTTTGCCCCTTTAAACA
+TCTCAATTGCCCTCGGCAAAAGCCCATTCACATAGGCTATAAGCACGCCGTAATTGACAATGGGCACCTT
+CTTCTCTTTTGCATATGAAATTCTGTACATCATCTCTCTTCTGTTTAGCATGCAGGCGCCGCAGTGAACT
+ATAAGGCTGTAAGTCTCCAAATCTTCTGGAAAGCCCATGCCACTTGACCAGCTGAATTTCAATTCCTTTC
+CTGTCTTTTCTTTAAGCCACCTCGGTATTTTCACTGTCCCTATGTCATCCTCCTGCCTGTGATGGGTACA
+ACCTTCAGCGATCAAAACTTTGTCCCCATCTTTTAATCTCTCAATCGCCTTCACGCCCCTCACCAGTTCT
+TCTAAATCGCCTTTATACCGAGCAAAGAGTATTGAAAAAGAAGTAAGAGGCACATCTTCCGGAACACAGG
+CTCCCACTTTTTTAAAAACTTGAGAATCTGTTATCACCAAAGAAGGCTTAACCTTTCTTCTCTAATTCCT
+TTTCTGATATGGAATAATTCCTAAACACTACTAAGCTTAAAAGTATCAACACCCCTGCCAAAGGCCCACA
+AAGCATAAGCCCTAAGGGACTTTCTGCGCTATATCCAAAGGCTCTAAAGAGAAGAGGTGTAACAAGTGAC
+GAAATCCCCATGACCACCTTTACCACAAATCCCTGCGCTCCAAAAAACATACCTTCTCTTCTCTGCCCAA
+CTTTAATGCCATCTAACTCCGCTATGTCTGCAATCATGGCATTGGGTATCACAAAAAACACAGAAAGAGG
+AATACCTGCAAGCAAAATTATCACAATAGACAAAGTTTTACTAAAAACCGTGCCAAAAAGGCCTGTAAGC
+CCTAGTATCAGAGCAAAAAATGCTGAAAACACCATAAAGACCTTCTTTTTCCCATATGCAAGGCTTAGTT
+TTGGCACAAAGAAACTGAAGAAAACAGCTACCACAAAGGCTCCCGCAATCATAAATCCAGAATTTTCAGC
+AGGAATCTTCAGAAGAACTTCCGTAATATAAGGCATAGCAATTGTAAGGGTATTAAGCCCAAACCACAAT
+GCCGTAATAGCAGTCAAGTAATAGATGAAGTCTTTATTTGAAAAAGTCATCTTTATAGAGGCAAACATCG
+AGACTGTCGGCATATCCTCTTCTTTTACTGGTTCTTCCTTCACAAACAAAGGAGTCAGCATAAGCGTTAC
+AAAGGCAAAACTTCCTAGTATAATTCCCATAACCTTAAAGTTAAAAATCCTAATTAAAATTCCTGAACCA
+GCTTCTGCCACCATGACGCCCAAAATCTGGGTTATCCCCTGCATCATCGTAAGAGTGATTCTTTCCCCTG
+CGCTTTTTGTTATCTCGGGAATAAGAGCAAGATATGGAGCTACCACTGCCGTGAAAGCCACAAAAAACAA
+GCTAAGGACAAAGGTCAGATAAACAAAATTTAATATAGATTCATGCTCTACAGGAGGAAACCAGATCATT
+ATAAAGGACAAAAACAAAACAGGGCTTCCAAAGAGCACAAAAGGAATCCTTCTTCCCCATCTAGACCTCA
+ATTTGTCAGAATAGTAGGCGACTATCGGATCAGAAACCCCATCAAAAATTCGAGCAACTATCATGGAAAA
+GCCTATAAGACCTATAGGCACAAGAATTTTAAGCCCCTGTGTGTTGAAAGCAGGAGGAGTGTAATAGTAT
+TGATACCATTTCACCGCCGTCTGAGTGAAAATTGATATTCCCATGTACCCCAAAGAATACATAAAAAGCA
+CGAAAAACCTTCTTCCCTTCATCCTCTTTCTCCTTTCAATAAAGGTTTATACACTTTTTCATAATAGTCC
+CTTTCAAAGGCATCATTTCTATCTCCAAAATACTCTGCTTTTTTCCTCGCTTCATGAAGCTTTGCCATGT
+CAAGGTCAGCTGTTACCAAAAAATCGCCTTCATAGTGGGGAGACACGGCCAAAACCCCATCCTCATTTTC
+AGTTATATCTATTGGAGCAAAAATCCCTGCTCTTCCTGTAAAGTGGATTCCACCTATCCACCCGTTCAAA
+GAAGCTTTGGCACCGTACACATAGGACTCCTGAACCCTTGGCCATATGCCCCTTAATGCCCTCCAGAAAT
+TGTATTCCTCATTGTTAGCTATTGGCAAAAGGACTATATCAGCCCCCATTTCATAAGCCATCCTGAAAGT
+TTCAAAATAGGTGGCATCCATGCAGACAGGGCAAGCTACTTTCCCTACATCTAGTAAAAACACTTTAAGT
+TCATTTTCTCTATCAAGCCCTATCTTCTCCTCAAAATCAGTGAGGTGAATCTTCTTCTGCCTTCCTAAAA
+TTTCTCCTTCCCTCGATATCAACGCTCCTCCGTTGTAAAGCCTGCCGTTTTCATTTATTATGTAACTTCC
+AGTATAAATGTAAATCCCATATTTCTTCGCAAGTCCTTTCATTAATTCCTCTAGAGCTTCCTGATAAGGA
+CCTGCTATAGACTCAAATATAAACTTGAGAAGGCCTTCGCCTCCACCTTGAGAAGCTTTCGCCCCTTCCT
+TCTTAGATCTGCCGTTTAGATATTCATCAATCTTCTTAAATCCAGGAATTATGCCAAATAAGTCAAAAAA
+GTTGTACTCCGGAAAAACTACTATGTCGCTATCTTTTAAAGCAGCCTCCTCCACAAAATTTTTAAGCCTT
+TCTGCATATTCTTCAAAAGAAGAGGTCAATTTGATTTCCCTCTGAACGCATGAAACCCTCACTTTTCTGT
+AATCCTTACTTCTCCTCGCAATACCAACTACCCTACCTACATAGTCCTCTGCCTTTTTGGAAGACACTTT
+CTTCTTAAAAATGTACTTTAACACATTCATCTTCATCACCCAAAAATCCCTTTATAAGCTTTGACATTGA
+GTTTACTCAAAACGTCAAACTTTAAAACAGCCTTTTTTCTCTCATTTTCATCCAGTTCTGCCCATATAAA
+AGTCTCCTCTCCTTCTTTTGCCAAAAAACCGTCATCATCTTTTGTCATTTCCAGCGGAGCGTGAATTGCG
+GACTCAGAAAAAAATTCTATTCCTTCAAACTTGCCTTTGAAGCCACTTTCCACTGCAAAAAACAGGTTTT
+GCTGTACATTTTGCCATACACCAGCTATCTGCCTTGCAAAATTTCTATTCCCTTTAATTGCCATAGGTGC
+AAGTACGAGGTTAACCCCTTTTAAAGCAGCGTATCTCGGTACTTGCGGATAAAACCAGTCTGTCGGAAGA
+ATTATAGACACCTTAAAGCCTTTTACCTCAGCCATTTCAAGGTCAGTTCCCCTTGAAAGGCCGTAAAACT
+TCTCCCATTTTGAAAGGTACAGTTGCCGTTGAAAAAGCATTACATCCCCTTCCATCACCAAAAAAGAAGA
+GTGAAAAATCTCATCATCTTCTCTCTCAAAAAAACTTCCAGGGCATATGGCAATATTCTTATATTTTGAA
+GAAAGGTCTTTCATTATCTCAACAAAATCTCCTCTGAAATACCCCACTTCCCCCAGAAGAGCAGGGAAAA
+CCGCAATATCAATTTTTTGCAAACAGCACTCCCCTATTACATCCTCATACCAGCAAATCCAGTCTTTCTG
+AGATTTCAGCTTGTAAACTACGTCTTTTTTCAAAACTACAGAGGCAACCTTCATAAAATTCACTCCTCAA
+AAAGCACTTTGTAAAGAGCCATTGCAAGATACCCTGCTCCTGTCGCAAAGCCAACCCCGGTCTTCGCTTC
+TCCTGTGTCTTTGTCAACGCTCTCCGCTAAAAGCCCGTAATCCATATTAGCCATCTTAAGCCAGCCTAAA
+GCCTCTTCCCTCTTTAAAGGATTTAGTAGACTTCCACAAAGACCTAAACCTGACGGAGTATTCGGATGAT
+GGTCACAGGCTAATTCTTTTATCTTCGCATCTTTAAAGTAATACTTGTATTTCGGCGAATAATAGTAATC
+AATCGTATTCTTAAATATCTCATCCTTGCAGTCAACAAAACCGTAATAATACATAAGCCCTAGATTGCCT
+GGCGGGTCATTGTAAAGCCTATAGTTTCCCTCCCCATCAGAAGACCAGGCAAATATCTTTTTCCCTTCTA
+CTTCTACCACCAAGTATTCGTATATTCCTTTTTCTATCCCCCTTATCTTCTTTTCAACTTCTTCTGCTTT
+TTTGTACCAGTTAAGCTTTACATAAAGGTCTCTTAAATTGATAAGCCCTCTCCAGAGTATTACGTTGTCT
+ATTGTCACAAAAGGATATTCTGAAGGGTCATCTGAAGGCAGCAGAAAAGTTTTATAAAGCCCTGTTTTGG
+GGTCATATTCTTCCTCAATCCTTCTATACACCATCTCCAATGCCTTTATAAGCTCCAAATCATCCAAATC
+CACATCCATCTCCTTAAGCAGTATAAAATAGCTAGCTGCCTCATCTAATTCAAATCCTGGATAAAGCACT
+GTGCCGTCTATGTAATGAGCATGGTCTCCAGCATTTTTGCTGTGCCTTAATATCATCTCCCTCGCAATAA
+GATTGTGGAATTCCCTGTCAATAAGCTTTATTGCTGGAAAAGACCAAAGAAAGCTGTCTCTTTCCCAAAA
+AGCGCCTGAAACGTAATACCTCGGGCTCCTTGATGTTAAAGCCACATAGCTATCCGATTCCATGTCTTTG
+CCTACCGCAAAAAAGTAGTTGAAAAATAGGTTCTTGTTAAGTAATCTCTCCAGATATTCATCTTGGGAGT
+ATTTTATGTATTTCTTCTCAAGCCATCTGTAAACTTCCTCGTATATCCTTTCAAAACCTTTTCTTTTGAG
+ATGAATCAAAGTGGTAGAAGCTCCATCCATATCAGAATTTACCGCTATGTAAAAGCAGTTTTTGCCATTA
+AGTTTTAGCTTAAGGATAACACCTTCTCCCTCATCGCTGTAGTCAAACCCCTTTTCTGCTCCAAAGGCTA
+GAGAAAAGGCTACATTATAAGAATAGACGTTTAAAGCAGGGTTTTTAAGCCATTTGTCAATTTTAAACTC
+TTTTTTAAAATCAATCTCATGGGAATTAAAACGCAAAAAGCTCAATTTGTCAGGATGAACTATTAGGTAT
+ACTTCCATTTCTTCAGAACTTTCAAATTCGTAGACAAAACCTTTTTCTTTCAGATCAGCGTAAATTTTTA
+TTAAAACACGACTTCCATCCGAAAGGTATAATTTGATAGAAGGAATGTAAGAAAATATCTCTTCTATCTC
+ACTTTTGACTATTTCAAGTCCCTCACCTTTTTTGTAAAAACGGGGTTCAAACAAAGCTTCTTCTCCAGAA
+AGTTCAACAAGTCCTTTATTTGAAAGAGAAACAAAATTCAAACTTTTTATAGAAGCATCATTTATATCTA
+TCTCAGGCAAACTTATATAGTGATTTCCAGCATACAATACCCTCATATTTTTGTCAATTTCACTGGGTCG
+TGTAACAATTTTATTCACCCTAACCCCTCCTGTTAATTTTCTTTTTATCTTGAAAAAAAGTTTTCACCTT
+AATTGTACTATTTTTTCTAAAATAGGTAAATAAAAAGATAAAAAATAGGCGAATACTTTTTCGCCTATTA
+TGCCAACCTACTGCGAATATTTAACCCCTTATCAATGGCATCCTGCACTATTTTATGACAGCACTTGTCT
+AGAGGATTTTTCTTTTGACAATCAGAATTACTCATTGCACCAGTAAGATTTATGACTTCTTCCATAGTGT
+TGGCACCATATTCTACTACTGCCTTTATAATTTCTTCTTTTGTCACTCTGCTGCAATAACAAGCATATTT
+AGGATTAGCATCTTTCTTAAACCATAGCGGCACTTTCACAAAATTTATTTAAAATCTTTTCCTCCATAAT
+CCCCATACTCCTTTGTTCTAAAGCTTAGCATAACATGATTTTAACTTATACTTTAAATCTTCTCAGTCTT
+AAAGCATTTGTTACAACTGACACTGAGCTAAATGCCATTGCCCCTCCTGCTATAGCTGGAGTTAAAAGGC
+CCATCGCAGCAAATGGTATGCCGATTGTATTGTATACAAAAGCCCAGAATAAATTTTGATATATATTTCT
+CATCGTAGCTTTGCTTAATTTTATAGCGGTCACAATACCCATAAGATTTCCACTTAAAAGCGTTATATCT
+GAGGTTTCTATCGCCACATCTGTACCTGTACCTATCGCTATGCCAACATCCGCAGTAGCTAAAGCAGGAG
+CATCATTAATACCATCTCCCACCATTGCAACTACTTTTCCCATTTTTTGAAGCTTCATAATCTCCAAAGC
+CTTATGTTCTGGCAATACTTCTGCCAACACATTTTTTATACCAACTTGTTTTGCTATTGCCTCAGCAGTC
+CTTTTATTATCTCCCGTAATCATGTATACTTCAATACCCATAGCTTGTAACTTTTGAATTGCTTTTGCCG
+AGTCACTCTTTACAGTATCTGCAACAGCTATAATGCCATAAACTCTGTCGTGAGATGCCAATATCATTGC
+TGTTTTACCTTGTAATTCTAGTTCTTCAACCTTATCTTCAATTGACGTTATATCAATATTTTGTCTGTCC
+ATGAGCCTTCTATTGCCAATATAAAACTCTTTTTCATTTATCGTAATGCATATACCATAGCCTGGTACAG
+CCTCAAATTTCTCAGGGTCTTCCAATATTTTGAATTTTTCTTTTGCTTTATTGACAATTGCTTGTCCCAA
+TGGATGCTCAGAATTTTTTTCCGCAATTCCCGCAATTTTCAAAATCTCATCTTCGGTGAAATCTCCAAAA
+GTTACTATGTCTGTAACTTCCGGTTCTCCTTTTGTTATCGTCCCAGTCTTATCAAATACTATTGCCGTTA
+TTTTCCCTGCCCTCTGCAGATGTTCTCCTCCCTTTATGAGTATACCATTTTCTGCTCCTTTTCCTGTCCC
+TACCATCACAGAAGTGGGAACTGCAAGTCCAAGCGCACACGGGCAGGCAATTACAAGTACTGATACTGCA
+TTTATTATGCCCGCATTAAAATCTCCATACCCAAAATACCAAATTAAAAATGTGGTAGCAGCTATGGCTA
+TAACTGTGGGTACAAAAATACCAGAGATTTTATCAGCAATTTGTTGAATTGGCGCTTTTGATCCTTGGGC
+ATCTTCTACCATTTTAATAATTTGCGATAGTACCGTATCTTTACCCACTTTTGTCGCTTCAAATTTAAAC
+GTTCCTGTTTTATTTATCGTAGCGCCAATTACTTCATCACCAACGCCTTTTTCTACAGGAATAGATTCAC
+CAGTTATCATAGATTCATCTATTGTGGAACTACCCTCAACTATTTTACCGTCAACTGGTATTTTTTCGCC
+CGGCCTTACAACAACGATATCCCCGACTTTGACTTCTTCAATAGGTATATCTAATTCTTGCCCATCCCTT
+ATCACTCTTGCGGTCTTTGCTTGTAGTCCCATGAGGTTTTTTATTGCTTCAGACGTTTTTCCCTTGGCTA
+TAGCTTCAAGCAGCTTACCTAATGTTACAAGCGTTATAATAACTGCTGATGCCTCAAAATACAAGTAATT
+GTGTATCTCATGAGAGGGTTTAGTAAATACATTGTACAAACTATAAAAATATGCTGCAGATGTTCCCATA
+GCTACCAAAGTATCCATATTTGCCGTCATATTTTTTAAATTGTTCCAAGCACCTTTATAATATCTAAAAC
+CTACAATAAACTGAACAGGTGAAGATAAAAATACCTGTAACCATGGATTATCAAGTATTCCACCTGAAAT
+TTTAAACATTCTCAAAACCATTGATATTACTAACGGCACAGTTAAAATCGCTGAATATATTACAAGTTTC
+CTTAATGTATTTATTTCTCTCTCCTTTATCTCTTTTTCTGTGTCAATACCTACTCCAGTCTTTTCTTTTG
+CATCATATCCTATATCTTTTATCGCTTTAATCATTTTTTCTGTATCAATTTCATTTGAATCATATTCGAC
+AATTGCCGTCTCAGCTGCAAAATTAACTGATGCATTGCTTACACCAGGCAGGTTTTTTAAGGTTTTTTCG
+ATTTTGGCAGCGCAGGATGCGCAGGACATACCCATAAGTGCAAGCTCTACTTTATCTTTTATTACACCAT
+ATCCTATATCTTCTATCTTTTTCTCAATATCGCATATATTAATTTTATCTGGATCATATATAACTGTTGC
+TTTTTCAACGGCAAGATTTACATTTGCGTCTAAAACTCCATCTAAGCTTTTAAGCCCTTTTTCTATTTTG
+GTTGCACAAGCTGCACAAGACATCCCAGTTATTTTTAAATTAGCTTTTTCGGCCATATTTTCATCTCCTC
+TTCATCTCTCAGTATTCTTATAGGAAATTCTTCCACATAAAAGGAAATTCCAAAATTTTATCTAACTTTT
+CTTTCTATTATTCCGCCTCCCACAACAATATCTCCATCATAAAAAACTACTGACTGCCCCGGTGTAATAG
+CCCTTTGTGGATTGTCAAATTTCACAAAAACCCTCCCATCTTCAAGTGGTCGTATTACTGCATCTTGCTC
+TTTTGCAGTATACCGTATCTTTGCTTTTACTCTCATTTCTTTTTCAAGTTTGTCAATTGAAATAAAATTA
+TTATTGTAGGAAATGAGTTCATCTCCATATACTTCGTCACCGTATCCTAATACTACCACATTATTTTCTG
+CATCGATATCGACAACATAAAGAGGTTTACCTACTGAGATTCCCAGGCCTTTCCTTTGTCCTATTGTATA
+ATGTATAATTCCCTTATGATAACCCAAAAATCTGCCTCGCGTATCACGAAATTCTCCTGGTTTTATTTCT
+TCTTTGGCATTTTCTCTAATAAATTTTCCATAATCATTATCAGTTACAAAACAAATTTCTTGACTGTCTG
+GCTTTGATGCAACAGGAAGGCCTAAATTTTTAGCTAGCTCTCTGACTTTATCTTTTTTATATTTACCCAG
+TGGAAACAAAATATGCTCAAGCTGAGTCTGAGTAAGATTATATAGGACATACGTCTGGTCTTTTGAAGTA
+TCTACAGACTTCTTTAATAAATACCTTCCTCTCTCTTCATCGTACTCTTTAATCGCATAATGGCCCGTTG
+CTACGTAATACGCATCTATCATCCAAGCTCTTTTCAAAAGTTCTTCAAATTTTATATATTTATTGCAAGC
+AATACAAGGATTGGGAGTCCTACCTCTTAAATATTCATCTACAAAATAATCTATTACTTTTTCTTTAAAA
+ACATCTTTAAAATTCATTACATAATATTTAATGCCAATCTTATTCGCTACTCTTCTAGCGTCATTAACAG
+CAGCCAATGAACAACAGCCGCCTTCAACTCTTACTGCTTCCTCATCTTTGTCCTGCCATATTTGCATCGT
+AACACCTATAACCTCATATCCCTGTTCTTTTAAAAGATATGCCGCAACAGAGCTATCGACACCTCCGCTC
+ATTCCCACAACTACTCTGTTGTTTTTCTGCATAGATAAATTCTCTAACCTCCTTGTAGATTCTCTCATAC
+AATCTGTGATATTGACCTTAATCTTTTAATAATTTGTGGAAGTACTTCTAAAACTTTATCTATATCTTCT
+TCCGTGTTTTCTTTACCAATTGTAAGTCTTAACGACCCTCGAGCTAATTCGCGAGGAAGCCCAATTGCCA
+GAAGCACATGAGAGGGCTCCAATGAACCAGAAGTGCATGCTGAACCACTTGAAGCACATATTCCTGCCAT
+ATCTAAGTTTAAAATAAGGGATTCGCCATCTATAAATTCAAATGATACATTAACATTGCCTGGAAGCCTT
+TTTGTTGGATGCCCGTTTAACCTCGCATATGGTATTTTTTCTAATATTCCATTTATAAGTTTATCTCTTA
+AAAATGTAAGTTTATTTATATGAGAATCCAAATTTTTCGTGATAAGCTCCATCGCTTCTCCCAGTCCTAC
+TATTCCTGGAACATTTTCTGTGCCCGCTCTTCTATTCCTTTCCTGTGTTCCACCTTGTATAAGCGAATGA
+ATCTTTACACCCTTCTTTATATATAATGCTCCCACGCCTTTAGGTCCATATATTTTATGGGCAGATAGAG
+ATAACAAATCAACATCTAATTTTTTTACATCTATTGGTACATTACCAACTGCTTGCACAGCATCAGTATG
+AAAATATACATTTTTCTCATGAGCTATTTTGACAAGCTCCTCAATTGGCTCTATCGTACCTATCTCATTA
+TTGGCAAACATTATAGAAACAAGGATTGTTTTATCTGTAATTGCCTTTTTTAAATCTTCAGGTTTTACAA
+GTCCATATTCGTCAACTGGAAGATATGTTACTTTGAATCCTTCTTTTTCAAGATATCGACAAGTATTAAG
+TACTGCATGATGTTCAATTTCCGTTGTAATAATGTGATTTCCCTTATCTTTTAACGCATATGCTACACCT
+TTTAATGCCCAATTATCAGACTCAGACCCACCACTGGTAAAATATATTTCGTCAGAATCTGCCCCTAGTG
+CTTTTGCCACTTTTTCCCTCGCTTCTTCAATAGCTTTTTTCGCTTCTTGTCCATATGAATACAGGGAAGA
+TGGATTACCAAAAACATCACTATAATATGGTAACATCGCCTCTAATACCCTTTTATCAACTGGTGTAGTC
+GCAGCATTGTCTAAATAAATTCTATCCACAAAAATCGCCTCTCTCTATTATTTTCTACTTCTTAGTATCT
+GTTCATATTTTACATTTTTTATTCAAAAAATTTGTGCATACTTAAATATAAAATACCACAGAGAATTCCT
+TCTTGTTTTGCAAGTTTCATTGACATCTCAAAAGCCTCTCTCTCTTACCTTTATAATTTCATCGATAATG
+TCAAGATTTAATGTGTCAGGAATAAATCCAGCTCCTATTCCTTGTACCTTAATTCCGAGTATTCCGATAA
+GAATTATAAATTTTCTCTTTTTAAGGTATCACAATCTTATCTCAATGTCAATAGGTGCATTTACGCATCC
+AAATTGCTATTCCTTATCAAACTGAATGGGCGGTATCAAGCCGCCCAACATATCTTTTCCTTAGTCAGTT
+GCAAATTATTTAGAAAAGTTAACATCGATGTTTCACAAATTCCACAAAACATCCTCCTACTTTACACTTT
+AAATTTTTTAATAGGTATTACACTTCATATCCTGTATCAATAATTGCTTTTTTCATATCATCGACAGAAA
+CTTTAGCAGGGTCATATGTTACCGTAACATTACCTTTATCAAGGTCAACAACAGCTTTCAATACCCCATT
+TAACTTCTTTAGTGCATTTTCAACAGACATTTTGCAATGGTTGCATGTCATCCCCTTAACATTTATGACG
+ATAGTCTCACCCTTAGGTCCAAACAAACCCATGATTCATATCCTCCTTTTTTAAAAGTTAATAATATTTT
+TATTTTTTATTAAGCAATCTTAAGGAATTAAGGACTGCAAGGAGTGCAACACCTACGTCGGCGAACACAG
+CTTCCCACATTGTAGCAACCCCTAAAGCACCAAGTGCTAAAACCACTATTTTTACTCCTAATGCAAGAAG
+AATATTTTCCCATACTATTAACTTTGTCCTTTTGGATATCTTTATAGCTGTTACCAGTTTTGACGGTTCA
+TCTGTCATTAAAACTACATCGGCTGCTTCTATAGCAGCATCTGACCCGATTCCTCCCATTGCAACACCCA
+CATCAGATCTCGCTAAAACCGGTGCATCATTTATGCCATCACCGACAAATATGAGCTTGCCTTTTTTATT
+GTCAGCATACAATTTCTCAAGTACGCCAACTTTCTCATTTGGAAGAAGTTGTGAATACACTTCATCAATC
+CCTAATGAAGCAGCGATTTTATCGCTTACAACTTTGTTATCCCCCGTAAGCATGACAATCCTTTTAATGC
+CCATTTTCCTGAGACTTTCTATAGCTTTTGGGGAATCTTCCTTTACCTCATCAGATATGAGGATATAACC
+ACAGTATTTGTTATCTATAGCTACATGGATGATAGTGCCTGTTGAGTCACCGGTAACACAATCAATATTT
+TCCATCTTCATTAATTTAGCATTGCCCACAAGGACTTCTTTTCCTTCTATATTTGCTCTTACGCCATTTC
+CTGAAATTTCTTCATACTTTTTTATTTTAGATCTGTCTACTTCTTTCCCATAGGCTTCTAAAATGGATTC
+TGCTATAGGATGATTTGAAAAACTTTCGGCATATGCCGCATATTCTAAAAGCGCATCCCTGCTCATGCCA
+TTTACAGATTTAATTTTCGTCACCTTAAATACCCCTTTTGTAAGGGTACCTGTTTTATCAAATACAACAG
+TTTCTACATTGCTTAACGCTTCCAAATAGTTACTTCCTTTTACAAGGATGCCATTTTTTGAGGCAGCACC
+TATACCAGCAAAAAAGCTTAAAGGAATCGATAACACCAGTGCACAGGGACACGATATAATAAGAAAAATA
+AGTGCTCTATATATAAATTCCTTGAAGGTTGCTGCTGGTATAATTAAAGGAGGAATTACTGCAATAATCA
+ATGCCAAAAAAACAACAATAGGAGTGTAATATTTGGCAAACTTTGTCATAAATTTTTCTGTAGGAGCTTT
+CTTACTGCTAGCCTCTTCAATAAGTCCTAGTATTTTTGAAACAGTTGATTCTGCAAACTCTCTGGTTACT
+TCTATTGTGAGAAGTCCATTTTTATTTATAAAGCCACTTAAAACGTCCGCGCCTTTATAAACCTCTTTTA
+AAACAGATTCTCCTGTTAATGCAGAAGTATCCACCATCGATTCCCCTTCGATTACCTTCCCATCAAGTGG
+TATTTTTTCACCAGGCTTTACTATGATGACGTCTCCCGGTCTTACTTCTTGTGGTGAAACCCTCTTTATT
+TTATATCCAATTTTTAAGTTAGCATAATCGGGACGAATATTCATTAACTCTTTAATAGACCTTTTCGAAT
+GATCAACAGCAATATCCTGCAGAAGTTCCCCAATTTGGTAAAAAAGCATTACAGCTACACTCTCAGGATA
+CTCTCCAATAGCAAAAGCACCAATTGTCGCTATGCTCATGAGAAAATACTCATCAAAAATCTGCCCTTTC
+AAAATATTTTTGGTAGCTTTTAAGACGACATCTCCTCCTGCGATTATATAACTTATAAAAAATAAGGTAA
+ATTTGATATAACCCAATAAATTAAATAGCAATGCTATTGCAAACAAGATAGCAGAAATCCCATATTGAAT
+GATTCTCCTGTATACTTTATTAGAGTCATCATTCTCAAAAGAAAGCTTACAACTATCAGAATCACAATTT
+GCGTTCAGTGGACTTTCTTTTGCATCTAGGGCACAACTTTTACAGCCAAACCTCTCTAAAACAAAGGCCC
+TTTTATTATTTTGCATAATATTCACCTTTCCTGATTCATTCATTAATATGGTCAAAACCCTGTTCAAATA
+TTTTCTTTACATGGTCATCCGCCAAAGAATAATAAACCACTTTTCCTTCTTTTCTGAATTTAACAAGCTT
+ATTTTGCCTTAGTATCCGAAGCTGATGAGAAACTGCAGACTGGCTCATACCAAGAAGTGCAGCAATATCA
+CAAACACACATTTCTGATTCAAATAATGCATAAAGAATTTTTATCCTTGTAGTATCTCCTAATACTTTGA
+ACAATTCTGCAAGGTCATACAATTTTGTTTCCTCTGGCATAGCTTCTTTTACTTTATTTATAATATCTTC
+ATGTATTACGCTAACTTCGCAGATTGGGATTTTGCTGTCTTCTCTTTTCATAGGTATCTCCTCTTTGCTT
+TAATATATGAATAATTGTTCATACTTTATTATATAATAATTTTTGCTTCCTTTCAAGAACTTCAATCTCT
+AATCCAAAAACTAAAATACAACTTCCAAGCTAAAATATTTGTTGAACATTCTATTTCCTTTTAAAATTCT
+TGACCGAATAATTCAAATGTGTTATAAATAATCTTACCACACAATTTTCGAGATTTGGTTTCTACGGGGG
+TATCAAGAATGACAGTAATATTTGTAGGAAAAGACAATCAAATTACAATAAAAGCTCCAAAAAATGTTGA
+AAAACTCGCGAAAGAGTTGGATATAAATTTAGAATCACATGTCTTTATAAAAAATGGAGAAATAGTTACT
+CCAGATGAAATTCTTCAAGATGATGATGTAGTAGAGATAATATCAGTAGTTTCTGGAGGTTAGTAGAAGG
+AGGCTTTACCAATTGAAGTGCATAAGATGTAAGAAAAAAGCAGTTATCACTCTAAAAAGGCATAATGCAG
+CCTTCTGTGCTGAGTGTTTTTTACATTATTATAGAAACCAAGTCTTAAAAAACATTCAAAAAAATAAAAT
+GTTTAAAAAAGACGATAAAGTTTTAGTGGTAGTATCTGGCGGCAAAGATAGTATGGCTCTGTGGGACGTT
+CTAGTCAAGGAAGGTTATAACGTTGTCGCAATGTATATAAATCTTGGAATTGGAGAGTATTCAAACAGGT
+CTCAAGAGGTGGTTGAAAATTTTGCAAAGAAAAATAATCTTCCACTCATTGTAAAAAATATTAAAGAAGA
+ATTCGGGCTTGATATATACAAGCTTTCAAAGACTTTAAAACGAAGCCCCTGTTCCGTATGTGGAACAATT
+AAAAGATACCTGTTTAACAAAGTAGCTTACGACAATGGATTTTCAGTTATTGCAACAGGTCACAATTTAG
+ATGACGAAGCAGCAACACTTTTAGGCAATATTTTGAATTGGGGAGAAAGCTATCTTGCAAGACAGGGACC
+AGTTTTACCTCAAACTCACCCGAAACTCATAAAAAAAGTAAAGCCTCTTTATACTTTAACAGAAAAAGAA
+AACATGTATTACGTACTTTTAAACAAAATTGAATTTTTACATGAAGAGTGTCCTTATTCAGTTGGAGCTC
+GTTCAATTCTTTATAAAGAATTGCTAAATGAACTGGAAGAAAAAAGTCCTGGCACAAAACAGCGTTTTTT
+GATTGGCTTCCTTGAAAAGGGCAAAAAGCATTTCAAAGAGGTAGAAAATATTGAATTGAAGGAATGCAAA
+ACTTGTGGCCATGTCACAACAACGGAAGAATGTTCTTTTTGCAGACTTACAAAAGTTTCTAATACCGTTA
+GCTAGTGTAGAGATTGTACCTAAGGCTGGTAGTATAAAAAATTCTTAAAACCAGCCTTTTTTCTTACACA
+AAAGTCAACATTTAAAATTACAAACAAAGTAAGGAGAGTGAAAAATGCATGAATCCTTTTGATGTAATGC
+TTAAAAATTATTTTGATGAAAAGATGCTTGACAAGCTTTCAAGAGTAAAAATTCTTCTCATTGGCTGTGG
+TGGACTTGGTTCAAATGTTGCAGTGATGCTTATAAGAAGTGGTATTAAAAACCTCACAATAGTCGATTTT
+GATGAGGTAGACATCTTAAATCTCAACCGACAAAATTACTTTTTACACCAGGTAGGAGAAAAAAAGGTAT
+TAGCCCTTAAAGATACTCTCTTTAAAATCAACCCCCACGCAAACATAGCAGCCAAAAATATAAAAATTGA
+TGAGTCAAATTTAGATGAGTTAATCCCTCAACATGATATAGTTGTGGAAGCTGTTGACAATGAATTTACC
+AAAACGCTGATTTTTAAAAAAGCCCAAAAACATAATAAAAAAGTGGTTTTGGCTTCAGGTGTCGCAGGAT
+TTGGTGATTGCGAAAATATTAAAATAAAACGGGGTAAAAACTTTTCAATTGTGGGTGATTTTGTTACATC
+GATTAATGAAAAGAAACCTTTGGCACCCAAAGTCATGGCAGTTGCCGCAATACAAGCAGATGAAGTATTA
+AGGATGATAAATGAGCTGGAGTAAAAATGATGATATAATTATTTTTCTTCAAGTATTTTTTTTCGTTCCA
+GATACTCTTCTTCGCTTATTTCCCCTCTTGCATATCTTTCTTTTAAAATTTCTAATGCATCACTCTTGTG
+ACTTCTACTTTTCGTACCTCGAAATGATGATATAATAAAATAGATTGCTACAATTATTAAACCTATTTCT
+ATTGCTGACCAAATAATACCCCAAATGAATACATCCGCTCTATATCCCCATGCACACATCATACGCATCA
+ATTGTCTCTCCTCCTTTACAAAGGAATTTTAACAGTAAACTTACTCCCTTTATTTATCTCGCTTTCAACG
+CTTATTTCGCCTCCATGGGCTAGTACTATAGCTTTTGCAATCGAAAGCCCTATTCCACTTCCACCTGTTT
+CACGATTTCTTGATTTTTCTCCTCTGTAAAACCTTTCAAAAATAAAAGGAATATCATCTTTTGATATGCC
+CATTCCATTATCTTCTATTACAAATACTGCATAATCGCCATCTTTATAAAAGTCTATTTTTATTTTGCCA
+CCTACAGGAGTATATTTATTTGAATTTGATATTAGGTTAACGAAAACCTGTGCTATCCTGTCCTTATCAC
+CAAACAACATAATGTTATCTTCGATGTTCTTTACAACTTCTTGTTCTTTTTCAGCAAAAGATGCTTCAAA
+ATTTGTCAAAATGCTCTTTACTAATTCGCTTGCGTCAAATTTGATTTTATTAAGCTTTAACATATCAGAT
+TCAAATTTATTCAATGTTTCAAGGTCTTTTACAATATTTATAAGCCTTAAGACCTCTTCATTTAAACTCT
+TCAATCTTTCATGCGTCGGCTCCCAAATCCCATCAAGCATTGCTTCAATATGACTCTGCAATGTTGTCAA
+TGGTGTTCTAAGCTCATGTGCAATGTCAGAGGTCATTTGTTTTCTTAGTATTTCTTGATTTTTTAAAGAT
+TCTCCAAGGTGGTTTATTGCAGCTGTGAGCTTAAATAGCTCATCTTCTTTAGGTATATCATAAACCTTTG
+CAGTAAAATCACCTTTTTCAAGCTTTTTAGCAACTTCCGTAATATTAATTAACGGTCTTGTAATATAATT
+TGACACATAAATACTTATAGTCAATGCTATAAAAATAGCTATCACCGTTGCTATAACATTATATCTGCTA
+ATATCACATAAAAACTTAAAATCCAAGTCACTCATCATTATCGGCCCATAATAAATTATATCTACATATC
+CCACTGTTTTTTCATCTACAATGATGGGAAGAGTTTTTTCAGAAATATTTTTCTTATTCCATTTTCCCAT
+CATATTCATCATATATGACATTGAAGAAAAATCCCATATAATTTTGCCATCTTTATCTCTAAGCCTTAAT
+CCATATCCTTCCATCATAGCTGCATGACCAATTTCACGCCCTGTTGTACTTTTCCAACCTCCCTCAGATT
+TATACACTGCAGCAAGAGTGTTAGCTATATTGCTAAATTCTTTATCTGTTGACTTTGTAACATAATTTCC
+AAAGCTATTTATTATTAAGATGTTTGTTGTAATACTTACAATAACAATCGATATAAGAGCTATTGAAATA
+AATACAATAGCCGTCTTTGTTCTTAAATTATTTCTAAACATTTCCATCACCAAATTTATATCCAACGCCA
+TACACCGTTTTAATATACACTGGATTTTTCGTATCGTCTTCAATTTTTTGTCTTAAATTTTTAATATGTG
+CATCAATCGTCCTGTCATAGCCTTCATAGTCAAATCCCATAACTTTTTCAATTAATTCTTCTCTTGTAAA
+GACCCTATTTGGATTGCGAATTAGAATCTTTAAAATTTTAAATTCATTTGGAGTAAGATTTACAACCACA
+CCCTTTTTCCTCACTGTATGTGCTCTTAAATCGACCACAAGGTCATCATTATTAAAAGACATTACTTCAG
+CAAGAGGCACATCATCAGTTGTTCTTCTTAATATTGCTTTCACTCTCATAACCAATTCACGTGGGCTGAA
+TGGTTTTGTAATATAGTCATCAGCACCTATAGAAAATCCATTAATTTTATCACTTTCTTGAACTTTTGCT
+GTAAGCATCAATATCGGAACATTGGAAAACTGACGTAACCTTTTACACAGTTCCTCTCCTGAAATACCTG
+GCAACATGAGGTCCAATATAACAAGGTCTGGTTTTTCTTTTTTGAATGTATCTAAAACGTTATTGCCATT
+AGTTTCAGTAATAACGCTAAATCCCTCACGCTCAAGGTATGACTTTACAACTTCCAGTATTTTTATTTCG
+TCATCAACCACAAGTATTTTCTTATTCATCTTCCATCCACCCTTTATTATTTTGCAGCAAAATTATGAAT
+AACTTATGAAGATAGCTTGATAAACTTCTTTTAATATATTATACATCACAGTTTGCAAAAATCTAATCGC
+CTACTTTTGGAAATTATTTTAATTAAACTGTATTTATTTTCTCTTCATATTTTCTTCAAAAGTAAGCCTT
+AAAATAAAAATGAACCCAAGTTAACAGTTTTTTGATAAATAGAAAGGAGTTGAAATGTATGGGGCTTATA
+TTAATCTTGGCAATTGGCTTTTATTTGTACAAAACAGGTGATCTGCAAAGAATAATTAATAATTTAAATG
+CAAACAAAGATTGCCAAGTGAATGAAGCAAAGAAAATACTTGATATACGTTTAGCCAAGGGAGAAATTAC
+AGTAGAAGAATATAACAAATTAAAAAGCATTTTGTAAAATATAAATATTTGGAGAGGAGGAGAAAATAAT
+GTTTGGAGGATATATGATGGGTGGTTTAGGTCGTTGGTTTGGAGGATATTATCCTTGTGGTTATGGAACT
+TGGTTCGGTGGTGGACTTACCAATATATTGTTCTTAATTTTAATAGGCGTAGTAATTTACTTGCTAGTAA
+AACAGATTAGAAATGTTAACTTTTTTAAAAAACACGATACAGATCCTAATAATGAAGCATTAGAAATTGC
+CAAGTTAAGGTACGCTCGCGGTGAAATCACCTTAGATGAGTATATAGAAATAACTAAAACTTTAAAAAAG
+TGAGCTAAATAATCAGATTGAAAACCCCCCATTTTTCTGAATACAGAAAAGGGGGGCTGTATTTGTATAT
+AATTTGCCTTTTTTTAGTATAATAAGTGACAATAATCACAGATTTTTGATAACCCCCTTTTGTATAATAG
+ATTAAATCTTTAGTTATACCCTTTGTTGAAAAGCTGCAAAAGCAGTAGTTGGGGAAGCCAGTGAAATCTT
+AATTTTATCGTTAAAAAATTATTTTAGAAGTTCTTGTCAAAAATAAGAATTGATATTATAATGGAATCGT
+AATCAATATAAAATTGTAATGTGTATTAAGGAGGAAAAATAAAATGGATGCCAAAGAGATAGTATTAAAA
+ACTTTAAGAGAATCTTCAGAGCCTCTGCGTCCTAGTGATATTGTGGAAAAATCAGGCCTTGACAAAAAAG
+AAGTTGAAAAGGCTATTAAAGAATTAAAAAAAGAAGATTTAATAATGTCTCCTAAAAGATGCTATTACTC
+TGCAAAATAATCTGTAAAAAAAGAGAGTGCAGATTTTACACTCTCTTTTTTCTATAACCAAAACTTTCTG
+AAACTACTCTTCCAATACTATTTATCCTGGCAGTTATACAACTAAAGCAATGAGCAGGAGTATCAGCAAC
+ACAAATTTTTCCCGGATACAGCCGGATATAATGCGTACAACTTTCTGCATTCTCCCTCTGTCACATTGGG
+CATTACAACATTTGCTCCACAACGAAGTGCTGTCATTCTTCCATTAGGATTAAATTCATTATGGCGTTCA
+ATATTCAAAAAATTTGTGCATACTTAAATATCTTTCCCCAGTATCAGGTAGTACTGTTACAACTCGTTTT
+CCTTTCCCGAGGCGATTTGCAACTTCAACTGCCGCAAAAACATTTGCGCCTGAAGAAATACCACAAAGAA
+TCCCTTCTTGTTTTGCAAGTTTCATTGACATTTCAAAAGCATCTCTCTCTTTTACCTTTATAATTTCATC
+GATAACGTCAAGATTTAATGTGTCAGGAATAAATCCAGCTCCTATTCCTTGTATCTTATGAGGTCCAGGT
+TTGCCGCCTGACAATACAGGAGATTCCTCTGGTTCTACTGCAAAAATTTTTATATCTTTGTTATATTGCT
+TTAAAACTTTCCCTACTCCGGATATTGTTCCCCCTGTGCCTACACCTGCTACAAATGCATCTACTATTCC
+ATTTGTATCTTTTAATATTTCTTTTGCCGTTGTAAGTTCATGTATTTCTGGATTCGCAGGATTTTTAAAC
+TGATCTAACATTATATAATCAGGATTTAATTCCAAAATTTCTTGTGCCTTTTTTATGGCTCCTTTCATAC
+CCTCTGCACCGGGTGTTAAAACAAGCTCTGCTCCATATGACAAAAGTAAATTTCGTCGTTCTATACTCAT
+CGTATCAGGCATTACAAGAATCAACTTATACCCTTTTACAGCACTAACCATCGCAAGACCAATGCCTGTA
+TTTCCACTGGTAGGTTCAACAATTGTCCCACCAGGTTTTAATCTTCCTTCTTCCTCAGCTCTTTTTATCA
+TATTTAATGCAATTCTGTCCTTAACACTTCCACCTGGGTTAAAAGACTCTAATTTTACTATGACCTCCGC
+TGAATTTTCAGGAACAACTTTATTCAACCTAATCATAGGTGTATTGCCTATAAGCTGAGTTATATCCTCA
+TAAATTTTATTTTCTCTTCCCGACATAATTTTTTTGCCTCCTTTTAATTCATAGTATTTAGATAGGAATA
+CTATGATTTTATTTTAAGATATCACAATCTCAGTTGATTGTCAACAGTTTAACAACTCGTTATAAAAATT
+CATAAAAATTATTTAAATTTGTGAGATATATCACAGTAAAATTTTTAATACAGGGTAAAATATAATCAGG
+TATGTTAACAAAGAGGAGGTACTTTCCATGAGTGAAGTTATTAATAATAGAGAATACAGGAGAAAACTTT
+TAAAAGAAGTTATAAAAGAACTTCATAGAGGTAAAAGTGTTGCGGAAGTTAAAGAAAAATTTAAAGATGT
+CATAGACGGAATAACTTCTACAGAATTGTCAGCAATAGAACAAGAACTAATAAATGAGGGACTGGACGTA
+AAAGAAGTACAAAGGCTATGTGATGTCCATGCTGAAGTGTTTAGAGAGTCATTAGAACAGCTAAAAAAGC
+CCGAAACAATTCCGGGGCACCCAGTACACACCTTTAAAGAAGAAAACAGAGCAATAGAAAAACACATTAA
+TGAAAATATAAAACCTGCTCTTGAAAAATTAAAAAGCAGCGGAAGTTTTGAAGACGCTCAAAAGCTATTA
+GAGCATATTAATCTTTTGATGGATATAGACAAGCATTATTCGAGAAAAGAAAACTTGCTCTTTCCGTACC
+TTGAAAAATACGGCATAACGGGACCTCCCTCTGTCATGTGGGGTGTTGATGATGAAATAAGGAAAATGCT
+CAAAGACTTGAGAACAACCCTTATTAATTATGATAATTCAAAAAAAGAAGAAATATTACAGCATGCCAAT
+GCTACATTAAACAAAATATTAGACATGATTTTTAAAGAAGAAAATATACTTTTACCCATGGCATTAGACA
+CCCTTACAGAAGATGAATGGATAAGTATAATGGAAGAAAGTGATGAAATAGGATATTGCCTTATTGAACC
+AGAGATAAAGTGGCACCCAGAACGTGTCAATGTTGAGAAAAAAGAAAAATTTAGTGATGAAGCATCCCAG
+AGTTATATAAAATTTGATACAGGCATTTTAAAGCCAGAAGAAATAAGTGCCATATTTGATAATCTCCCTT
+TTGACATAACATTTGTAGACAAAGATGACATAGTAAAATATTTTTCCAACACAAAAGACAGAATATTTGC
+AAGGACAAAATCCGTCATTGGTAGAAAAGTTCAATATTGTCATCCACCTGCAAGTGTCCATATTGTTGAA
+CAGCTGCTTCAGGACTTTAAATCAGGCAAAAAAAGTCATGAAGACTTCTGGATAAAGTTGGGCGACAAAT
+ATGTATTTATAAGATATTTTGCTATAAGAGATAAAAACGGTGAATACATAGGTACTTTAGAGGTGACACA
+GGATATCGCTCCTATAAAAGCAATAGAAGGAGAAAAGAGGCTTATGTCTTAATAAATTTTAAAGGGGACA
+GCTTTAAAAACTGTCCCCTTTATTTTCTCTATCTACTCAAAAATTACTTTGCACTCTTTAAAGCCTCTGC
+AGCTAATTCTTTAAAAGTTTGGGATGTATGTGTAGCTCCAGTAACAGTATCTACTTTATCAGGGTCTTGC
+TTCTCAATAAGCTGCTGTTCCAATTTCTCATATGCTTCTTTTGGTGTAACACCTGTCTTAGCCTTCATAT
+TTTCTGCATATTGCTGGTCATCTCTCTTTAACTGGCCATCCTTGTTTACTTCATTATAAGTCACGGATGC
+TATTTTACCGTCTTTTACAGTTATCTCAATCTGTCCCTTCCATCCGTGCTCGTCAAAATTAGGTTGTTCC
+GCTTTGTAAGTACCATCTTTGTAAGTACCAGTTGCTGTTTTAGAAGAACAGCCACTTATTGCAAACAACA
+AAAATAATCCCACTAATACAAGTGTTAAAATCCTTCTCATAAAATCACAGCCTCCCTTTTAATACAAATT
+TTGTGTAAAAATATTATACTGTTTTGTTAAAATAATGTCAATGTTTTTCACTTCACCTCCCCTCTAAAAA
+TATCTTAATAAAACCTAAAATCTTGATGCCAGTGAAGATAAAATCATTATGAGTCCTACAATTTGATATA
+TTTTTATCGTATCGGCATTTGCTTTTACCAGTTTTGGTATTTCGTCATAATATTTGCGGGCAACATTTAC
+AGACCTCACAGCTAATGGAATTGTTATAAAGGTCATAAGCCATATTGGATTTTTAGTAACTAAAGCTATT
+AAAGCAAGAGACAGATAGGCTGCTACATAAAGAGCTGCGTACACTATCACTCCTTTTTGTTTGCCAATTC
+TAACTAACAAATTGTATTTATGTCCTTTGAGGTCTGCTTCATAATCTGGATACTGGTTTATCCAAAGAAC
+ATTGGTTATTAAAAACCCTATAGGCAAAGAAACTAATAAAACATCTATACTTACATGATGAGTCATCACT
+AAATACATCCCTATAACTATCAAAGGCCCAAAAGTTATTCCTACAGCTATTTCTCCAAAGCCTCTGTAGC
+TTAATTTAAAAGGAGGCAAACTATAAAAAACTGCTATTAAAACTCCAGCAAGCCCTACAATAAATACACG
+AGGTTCTCTAAATATGACAATAGCTAGCCCTATAGCACAAGAAACAAGTATTGTTACTAAAGCAATAATT
+ATTGTTTCTTCGACTGTAAGTTTACCTTCGACTATAGTTTTCTTCCCTCCACTAAAAGGAGTTCTTTTAT
+CTGGAGTTACAAAAGTATCTACACCAGATTTATAATCAACAAATTCATTGACTGCATTTTTACCTATCTC
+AATAAGGTAAATGCCTATAACTGAGACAACAAACCAGAATAAGTCAAACTCTCCCGTTTTACCATAAGCA
+TAGGCAGTCGCTACAAACATAGGCACAGTAGATGCTATCCATATCTTAGGGTCTGCCAACTGCCAAAAAC
+CCTTCCATACCCTTAAAAATTCCTTTTTATCCATAAAACTTCCTCCAGAAAAATGGAATTACTTAGTCAT
+TAAAGTATATTCTGGATCGGTAATCCTAAAATTTCCTTTTAACCCAGAAGTTATATACACTTTTTTATCA
+TCTGTCACAAATATTGCTTCTACTCCAGGTAAATTTTCTGCAACCTTCAGACCCTCATCTAAACCCATAA
+CAAAAATTTTTGCTAGTGCATCACCATCTATAGAAGTATCTGTTATTATAGTAACGCTATATAAGTGATT
+ATCTGCAGGATAACCGGTAAAAGGATTTAATATATGATGATATAATTTCCCGTCTTTTTCAAAATATCTT
+TCATATATCCCTGAAGTGACGACAGCTTTTTCACCAACCTCTACTATCCCAAAATATTCACCTCTGGGTT
+TAAAAGGAGTTTGAATCCCTACGCGCCAATTAGTTCCATCAGGTTTTGTACCAATTGTAAGGACATCACC
+GCCCAAATTTATAATAGCATGCTTTACACCTTCTTTTTTTAAAACTTCTGCCACTTTATCTGCAGCATAG
+CCTTTCGCAATACCTCCCAAGTCTATGCTCATACCTTTATCTTTTAACATAACGGTCATATTCTTTTCAT
+CTAAAACTATATTTTTATAGTTTACAAGAGGAAGTTTAGCTTTTATTTCTTCCGCTGAAGGCACTCTGGC
+TTTATCGGTACCAATATTCCAAAGATTTACTATAGGACCTACCGTGATATCAAAATAACCTTTTTCAATT
+TCAGAAAAATGTATTGCTTTTTTTATAACGTAAAAAGTATCAGGAGACACTTTTACGGGTCTAATCCCTG
+CGTTTTTATTAATTTCACTTACTTCACTATCCTCTATAGTGACGCTCATTTTCTTTTCTATATCTTCAAT
+GGCTTTAAATCCATCATCCAATACTTTTTTGGGAACCTTGTCGTATACAGTCAAAGTACAATAAGTATCC
+AGTGCAAATTTAGTATCAGATATAGGTTGAGAATTTTTATTTGAACACCCAGAAAATATAAATATTAGTA
+GAAAAATACTAAAAAGTACTATAAATTTTTTCATATAATAACTCCTCCAAAAATAAGGCCTTTAACCAAT
+TTTAGTAATTTCTATATAAAAGCTTAGTCGTCACATCAATTAAAATTTGTTTTGGTGGAGAATCTTTTAA
+CATAGCTATTTTGTCAAAAGCTTTTTTAGTATACTTCTCTGCTAACATTTTTGATTGGGTTATCCCACCA
+TTTTGTTGAACAAATGCAACAATGCGTTTTATGTCATCCTCACAATAATTTCTCTTTTTTATCAACGATA
+TAATTTTTTCATCTCTATTCCTTTCTAAAGAATAGATTAAAGGAAGTGTAAAGACACCCTGTCTTATATC
+ATTACACAAAGGCTTCCCTACAACACTTTCTTCCCCAGTATAGTCTAAAATATCATCTATAATTTGAAAA
+GCTATCCCAATATTATAGCCTATACTACCCAATATTTTGGCCAACTCTTCTCCACAGTTGCTTTCATAAG
+CTCCCACATAAAAACTTAAAGCGAAGAGAGCAGCAGTTTTTGCAGCTATTCTTTTTAAATAATCGTTTAT
+TGTAATATTTATGTCATATCGGCTTTCAAATTGATCAATCTCTCCTTTGCATATTCTTGAAACCACTTTA
+GAGACTTTTTTTAAATTCGCAACATTGATATTGTCTGATAAAAGCAAAAAACTTTGAGAGAAAAGAAAAT
+CTCCAATAAACACTGCATAATCTTTACCATATTCTGCCTGAATAGTAGGTTTACTGCGCCTTATTAAAGC
+ATTGTCAATTATATCGTCATGCACTAAAGTCGCCATGTGAAGCATCTCAATAGCAGCTGCTAAAGGTAAT
+ATCTTTTTTCTATCATAATTTCCAAATTTAGCCGATATAATTACAAAAGCAGGCCTTAACATTTTGCCAC
+TATTATTTACCATATCTAGTAGTATATCGCTAATTAATTTGTTTGAACTTTTTACACGCTTTTTCATGAT
+TTTTACAACTTCTACAAGTTCTTCTTTTACCTCTAAATTGTCATTCCAAAACTTATCCATTTAACCACCT
+TTAACCTTTATCAAGAAAAATTTAGTATTTTAATATTTTTAATTTGTTCCAGTGTTTTAAAAGAAATTTA
+GAAGATAAACCCACAAAGATACCAGTTCCTATCCCCGCTATCATCAACACAGGCAGATATATCATTATCT
+TTATATTTTGAACTATTGCAGAAGCCACCAACATCTGCCCAATATTGTGAAATACTCCCCCTGAAACACT
+TACTCCTACTTCACTAACATGATTTTTCCCAATGTTTTTGACAAGATACATAACAATAAGACTTAACAAG
+CCCCCTCCTAAACTGTAGAAAAAGGTAGAAGGCGAAGAAGCAAAAAAAGTAGCTAATAGTATTCTCACAA
+TGAGAACAATTAATGTATCAATAAAACCAAATAAATACAAAGAGGTAACAGTGATTATATTAGCAAGGCC
+TAATTTAGCTCCAGGAGCAATAAAAGGAACAGGCAGCATTCCTTCTATAATATATAAAATCAATGAAGTA
+GAAACTAGTATTGATAAAAAAACCATTTTCTTAGTCCTGGACATATTTGTATATTCAATAGGTAACTTCG
+TCGACCTCGACACTTTTATCCCCCCTTATCTCTACCACAATCCTAAAGGGGAGACACACTATGCTTTGCC
+CTGGTTTATCAATAAATCCTTCTTTCATACAGATTTTATCCGGACACTCGGCATGAATAACCTGAACTCC
+CCCATTTTTGACTAACAATATATTTTTACCTTGTTTTGTAACTATAGGTATTTCTTCTTTATGATTTACA
+TCATCCAATGACACCTTTTTGTACACTTTACCATCTATCATTATTACCGCATATTTATGGTGATACTGTT
+GGGTTGCTGATATTCTATAAAACACCAACAACCCAACAGATAAAACCGCCACAAAAAGTATAATAAAAAT
+ATCACCTTTTTTCACATCAAATAGCCCTCTCTTTAACTTTTATCAACTTATATAAAGATATGTTTTTCGA
+GCAAAGGTAGTCTTCTTCCACCAATTTTTTATCCATGGAATTACATAATAGTCGAGGCCAAAAGACCTCC
+CTGCTCCTCCCATTAAAGCTATAGCAGCGAAGATATACCACAATATTGACTTATCTGCCATTGCTGACAA
+GATGAAATTAAGTGCTAAAAATATAGAACCAGCAGATGCAAGGAAAGTAAACAAACCCGCTATTAAAGCC
+AATCCTATTGCCACCTCTGCTAATACTACCATAACTTGGAATAAGAAAGCATGGGGTACTACAAAAGTAT
+CCATAAACCACTTATAAAAAGCCGGCGGTTCCTTTAATAGAGGTTGCAAAGTTTGAACAGCAGTAGCTCC
+AGAAGTAGCATTAGCAGTTGCGCCGGATACATCAGAAGCAGTTATGATAAATATTTTTGACGGGTCAAGC
+CATCCTTGCTGTATTTTATTTATGCCTTCAATAAGCCACAAAGCGCCTACATATATTCTCAAAAGGACAA
+GCCAAAAAGTAGGAACATGGGCTGCAATATGCCCTCCCAATATTGATCGATTGTTCTTAACTTCAAAAAA
+CTCATGATAAATGTACGATAACACAGCATCAATGCCTGCTACCCCAAAAAGGTAGTGCATGTTCACAAGA
+TGTTTAATAGCCATTGCTAAAAAACCCGTCAAAGACACACCCATAAGTTCTGCCACTGCATATCTACTTC
+CTATGGATACCATAAATCCATGATATTTTGGCTTAAAAGGTTTTTTCTCTTCCCCTTTTATGTCTGCCAC
+TATATTATGAACAGCAGTTTCCGCTGATTGCAGCGCCGTCTCTACAACTTGAGGTATAGGTTTCCCATCT
+ATTTCATAATACGCCAAGTCACCTATCACATAAATGTTTTCTTTTCCTACTGCTTGCATGTATTCGTTTG
+TTTGGACTCTGCACCGTCTATTTAATTCCAGCCCAAAATTTTCAACGCATTTATTGCCTTGAACTCCACA
+TGTCCATATTAAAGTTTTTGTTTCAATCTTTCTCCCATCTTTTAACACAACATAATCCCTGGCTACTTCC
+ACAATAGGGGAATTAGTTAAGACCTCTACTCCTTTTTTATTTAAAAACCTTTGCGCTTTAATAGCCAGTT
+TAGCATTTAAATTGGGAAGTATTGTATTTAAAGCTTCTACTACCATAATCTTGATTTCACTGCGGTCTAA
+GTTATATTTATCACACAAACTTTTTGTCCATTCCATCAATTCGCCCGCAGTCTCAATTCCTGTAAATCCC
+GCTCCAGCTATTACAAAAGTAAGCATCTTCTTTTTTTCATCCGGATCCTTTTCTACACTAGCCTTTCTAA
+ACATTTCCTCAATGTGTTCCCTCGTTCTAATAGCTGCCTCCAAACTCCCTACATTAAAGCCATATTCAAA
+TACACCTGGTATACCAAAATCACATGGCTCACTGCCAATGCCTAAAATCAAATAATCGTATTGATATGCG
+CCTTTTTTCCCAATCACTTGCTGTTTTTCATGATCAATTTTTTCTATTTCGTCAAGTATTATGTTTACTC
+TCTTGCCAGCAAAAACCTTATGTAAATAAATGCGGACACTGTCAGGTTCTATTCTAGAACCAGCTACTTC
+ATGTAAATCTGTTAACAAAGTATGATAAGGTTTCTTGTCTATAAGTGTTACTTCTATATCAGGATTATTT
+TTTAATTTTTTATTCAGTAATTTCGCTGCATGTAAGCCCCCATACCCGGCCCCAATGATGACAATTTTCT
+TGTTATTACCCATATAAACACCTCTTTGATTGATATAATTATAACAACTTTTCTAGTCAATATTTTATCA
+TACAAATTACATTTTGTCTATGGTCTGACAATAAAAACGTTGTCTTTTTCACTAAAAAATTTTTGAAAGC
+ATCGTTTATAAAAAAATATACCCCCACCCGGTATTGATTAAAACTTTAGTGTTGTTTTTTCCTGCACTGT
+TTCGCATACGGAAAAATTAATGAAACGCACCTACTAAATAAAAATCCTTAATATAACAAATAAAGGCAGG
+TATTTAAAAAATACCTACCTTATCTATTAAAAAGTCCTTTATTCAAATTCTTTCATTGCCTCTTCAACAC
+TCTTCTTTCCACGCAAAATCATCCTTTTCCAAAAGGCCCCTTAAGCCCTCGCTTTGCCCTGCTCCGCAAC
+TTCCTGCTGTTTTTTCTTGAGCTCCTCTTCATCAGCTAAATAATAGTGCCTTATAGGCTTTAAGTTCTCA
+TCTAACTCATAAACCAGAGGAATACCTGTAGGAATATTTAGCTCCATTATTTCCTCATTAGAAAGATTGT
+CCAGATACTTCACAAGGCCTCTTAAACTGTTTCCATGAGCTGCTATTATCACTCTCTTGCCAGACTTTAT
+AGTCGGTGCAATTGTGGACTCCCAGTAGGGAATAACTCTATTTATAGTGTCTATCAAATTCTCTGTGAGA
+GGAATTTCATCCTCAGAAAGGTCGGCGTACCTTGGGTCATTGCCAGGATATCTCGGGTCATCCTTAGTCA
+AAGCAGGAGGTCTAACCTCTGCAGACCTTCTCCAAAGCTTTACCTGCTCTTCTCCATATTTTTTTGCGGT
+TTCTGCCTTATTAAGCCCCTGAAGAGCTCCATAATGCCTCTCATTCAACCGCCAGGACTTGTAAACTGGT
+ATCCACATGAGGTCCAGCTCATCTAAAACTATCCACAAAGTCCTTATTGCCCTCTTCAAAACTGAAGTAA
+ACGCCGCATCAAAAGTAAATCCCTTCTCTTTCAAAATCTTTCCTGCCTGCTTTGCCTCTTCAATTCCTTT
+CGGCGAAAGGTCTACATCTGTCCAACCTGTGAACCTGTTTTCCATGTTCCATATGCTTTCTCCATGGCGA
+AGTAAAACTACTTTGTACATGCTACACCACCTTCTCGTCTTTAAATTTTATTCCAAAAGGCTATTTTTAT
+TATACCTCATTGAATAAATAAACACAACAAAAAGCTCTTACACCATTTCCCTGAAAAGGTTTGACTTATC
+TTTAAAAATATTTTACAATCAAATTGGCAAATATTATACAAAATGGGGGAGAGGTAAATGAGGTGGTCTT
+TAGAAGCTCTTTATACTTCCTTTGACAGTGAAGAATTTCAAAAAGATGTCGAAAAAATAACTTCATCAAT
+CGAACACATACGGTCTTGGACTGAAGAAAACTTTACAACATATGAAAAGTCCAAAGAAAAACTCGAATAC
+TACATAAGATTTAAAAATGAACTGGGAGATTTAATGGTAAAAGTAAGAGGATATTCTGCTTTATCTTTAA
+GCGTGGATGTAAAAAATGAAAAGGCATTAAAAGCTTTGGAATCTCTTGAAAACATCAGCACAATGCTTGC
+AGAGCCAGAGACCAAATTCAAAAGATGGCTTTTGAACATGCCGAACTTGGAAGAAACAATCCAGTCTTCC
+TCCTATCTTAAGGAACACGAATTTTTTATAAAAGAGACAGTCAAAGAAGCAATGCACCTACTTTCAGAAA
+AAGAAGAGATGATAATAGCTAAGATGAAAAACACAGGGTCAGAAGCTTGGGCAAAACTTCATGACCTTTT
+GACCTCTACACTCCTTGTAGACATAAATATAAACGGCGAAGAGAAAAAATTGCCTCTTTCCGTTGTAAGA
+AATATGGCTTATGACAAAGACCCTTACATAAGAAAGACAGCTTATTTTGCCGAATTAAATTCCTATAAAA
+AAATAGAAGACGCTTCAGCAGCATGTCTTAATGGAATAAAAGGCGAGGTACTGACTGTTACAGAATTAAG
+AAAATATTCCTCTCCGTTAGAGATGACTCTTCAGCGTTCCCGCATGGACTCTGAAACACTTGAGGCAATG
+CTTGAAGCTATAGAAGAGTATTTGCCAGAATTTAGAAGATATTTAAAAGAAAAAGCCCGCCTTTTAGGTC
+ATAAAGATGGACTACCTTTCTATGACCTTTTTGCTCCAGTAGGAAAATTGGACAAAAAATTTACATTTGA
+TGAAGCGAAAGAATTTATAGTAGAAAATTTTAACTCCTTCAGTGAGGACCTTGCACAATTTGCTAAAAAA
+GCCTTTGAAAACAGCTGGATTGATGCAGAGCCAAGAGAAGGCAAAAGAGGAGGAGCCTTTTGCTACAACC
+TCCATCCAATAAAAGAAAGCAGAATACTGGCAAATTTTGATGGGAGTTTTTCTAATGTTCTAACTCTGGC
+TCATGAATTAGGGCATGGATATCACGGCCATTTGCTAGCAAATGAAACATTAATAAATTCAAGATACCCG
+ATGCCTATAGCGGAAACAGCATCAATTTTCAACGAGCATATTATAGTGAATTCTGCATTAAAAACGGCTT
+CTAAAGAAGAGAAATTATCAATTATAGAAAACTCACTGCAGCGCTCAACACAAACCATCGTAGACATTTA
+CTCAAGATTCTTATTTGAAGATGAAGTCATAAAAAGAAGAAAAGACCATTCTTTATCTGTTGAAGAATTA
+AAACAAATTATGATAGAGGCTCAGAAGAAAACATACGGGGATGGCCTTGACCAAAATTACCTGCACCCTT
+ACATGTGGATAAACAAGCCCCATTATTACGATGCCGATTTAAACTACTACAACTTCCCATATGCATTTGG
+GGAATTATTTGTAAAAGGCCTAATTTACAAGTACAATCAAGAAGGCAAAAAATTTGTAGAAGAATATAAA
+AACCTTCTTCCTCAGACAGGGAAGAAAAATCTCTATGATTTAGGAAAAATCGTAGGATTTGACTTGCACT
+CTAAAGACTTCTGGAGAAAATCTTTAGATGTCATAAAAGAAGAAATCAACCAATTTATATCTTTAATATA
+ATTCAAACACTGGAAGAGGTTCTTCTCATTCGAATTTTATTTTGAAGTAAAATATCTAAAAGGGGACCCG
+GGTTTTGTACAAAGAGCGGTCCCCTTTCATATTTTAAAACTCCCTATTTTCATAAAATTTAACAGATAAT
+AGACATGAAACTGTCAGCACAATAAGGACCAAAGCAATTATAAACAACATTTTCACTGTATCTGATTGAT
+TCATTATAAAAGATACAATATTTTGAAACCCATAGTGTAAAATTATCGTAGGATTTTTTGAGTGAAAAAA
+ACAAGAGACAACCCCTGTGATAAAATAGAACTTGGAAACAAAACATCACAGAAAGGGGGGTCTCTTGTGA
+AAAAACATATCTTTGAGGATATTATACTTACAAAATGCTCTAAATTTCACTGAGGAAGTAGTAGAAATTT
+TTGGTGATTTGTTAAACAAAGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAGGAACTCACGGACAA
+ACTAGGTAGAGAGGCAATAGAAGCAATTATTGAAGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGG
+AAAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATG
+AGAGGACATATTACAAATCTAAAGAGGATGGGAGATATACATATTTGGTGGATGATGCATTAGAGATAGG
+ACGGCACGATAGGATAGAAAAGGGAGTAAAGATAAAGTTAGTAGAAAACGCAATAGAAGAATCATATGAG
+AGAAGTAGTAAAAAAGCATGTCCAGAGGAGTTAAGTAAACAGACGGTATTAAATGCAATAAGGGAAATAG
+GGGAAGTAGAAGTAAAGAGAGAAATAAAAGAAAAGAAAGAAGTAAGGGGTTTATACATAGAGGCAGACGA
+GGACCATGTACCTTTACAGGACGGGAGAGATGAAACTCCACGATTAGTATACATACATGAAGGTAGAGAA
+GAGAAAAACGGAAGGAACGTACTGAAGAATGTCTATTACAAAGCATATGTAGGAGAGAAACCTGAAGACA
+TATGGATAGATGTAGCAAATTACATAGAAGACAATTACAAAGAAGAGAAGATAGAGAAGATATACATAGC
+AGGAGATGGGGCACCGTGGATAAAAGAGGGATTAGAGTGGATAGTAAAATCAAGGTTTGTACTAGACAGA
+TATCATTTAAACAAATACGTATTAAAAGCTACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAG
+CAATAAATGAAGGGGATAAAGAAGGAGTAAAGAAGGTATTTGATGAGTTAATAAAGGCAGCAGAGGAAGA
+GAGAGAGAAAGAGAAGATAAAAGAAGCAAAGAAATACATACTAAACAATTGGGAAGGGATAAAGATATAC
+AGTGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGACATATAAGCCATGTATTTTCAGCAAGACTAA
+GCAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAACTAATGGCGAAATTAAGGGTATTTAGCAAGAA
+TGGAGGAGACTTAAGAGAAGTAGAATGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACG
+AAGAAGCAAATAAAAGAAGCGGTAAGGAGAGTTAAAACGTCTACAAATGAAAAGATAAATAATATTACGG
+TTTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATA
+AAAAAGCATGATAAGTTGAAGGCTGAAATTAACTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTA
+TCTTGACACTATCATGTGTCTTCCGTTACTTGCAAAATCTTTTCATTTTGTGTATACTTCATTTTAGGTA
+CCTCCTGTTTATTTTGATGTAACGTCAAATTAAAGCCTTAAATTCGCGTATCTATAGTCTCCAAAACATT
+GGAATAAAAATTTTTTCGAGAAAAAGGAGGATTCCCTCCCCTTGGTGTCGTAGGTAGTAGTTGTAGCAAA
+AACAAACACCATCAACCCAAAGGAGGGAATCCTAATTTATGTTTCGACAACTACTACCCGTTTTCCTTCT
+TACTCATTTATTAAATTTTTTGCTTAAAATTTCTCTATTCGCTCTCAAACACTTTAAAGTAGATATTCAG
+CCGCCTGTTGACCTCCAACCTTCAGGCTACAAAGTTTTGTCACCTTTAGAGGATCCTTTGCCACTTGTTG
+AAAAAGTTGTTGAGAAAAAAGATTACAAGAAAATCCTTGCCGAAGCTGAAGCTCAAGGTAAGCCTATCTC
+TCATGTTAGACGTATTAAACCCCTTTGTGTTGATGTTGATAAGTGCCCTGTTTGCGGTGCCCCTCCTGAT
+TATTTGTACAGTTTTGGTAAAGACCCTGACGGCTTTCAAAAACTACAGTGTAAAGTGTGTAAACATCAAT
+GGGCTCCTGGTAAACCTGCTCCTAAAAAGTCTCGCCCTACTTACCGCTGCCCTTTCTGCGGGTCTGCACT
+TATTCAGGATAAAACTAGAAAGAATTTTACTGTGTTTAAGTGTCGCAATGATAATTGCCCTAAGTGGCTT
+AACCACCGTAAAAGATATCGCTTCAGAGCTTTTGATGTTGATTTTGATGAACTCTCTTCTTCTTCTCCAA
+ATGCTGCCCCTGTTAACCTCGCAAAAAGCCATTTTAGCCCATTCTTGATAGCACAAACTGTTAATTTATA
+CGTAGGTCTCGGTCTTTCTTTAAGGCAAACTGTCTCTGCACTACAGCATATATGGCAAGTTCAACTCTCT
+CATCAGACTATACAAAACTGGGTGGTTTCCTTGGCCTCTAAACTCGCTCCGCTTGTTAAGTCTATCAACC
+TCCCTTTGTCAGGCCTTGTTGTTATTGATGAGACTTACATAAAGGTCAAAGGTAAGTGGCATTACCTTTT
+TACTGCCTGTGATGGCTTGAGAGGTTTTATTATCTCACAGCACCTTTCTCCTCATAGGGATGCTTTAGCT
+GCTTTGACAATCCTTAAAGAGGTCATTGACCGTTACAACAACCGAGAATTCATTTTAGTCACAGATAAAG
+CGCCTATTTATGATGTGGCAGTCCATTTCGCTTCGGTTTTCTTTGGAGCCAATATCCGTCATCGACCTGT
+GTTGGGAATCTCTCCTCCACCCGGTGGTGACAGTCATACTTACAGACCGTATAAAAACCGTTTAGAACGC
+TTATTTGGCTCTTACAAGGCTCATTACAAGCGCCATAAGTCTTTTAGTTCTTTTGAAGGTGCTATCGCTC
+ATGCATTGCTATATCAGCTGTACTACAATCACTTGAAACCTCATGAGGCTTCCGATGGCAAAGTACTTGC
+ACCCCTTAAAGATAAACATGGCCACCAAGTGGATAATTGGGCTAAACTGATTCAATGGTTTGTTGAGCTT
+AATTAAACTCTATAATCTTGACAACTTTTATGTGGTAAGTTAGACTGTATTTGAAATAGTCTAGCTTACC
+ATAGGGTGATATTTGCCTTCTTTGCCCATAAAAGCTTAGATTTTATTTACTTATAGTTTTTCCCTAGGTG
+TCATTTTAAGTTATTGATTTAATAATCACTGATTTCTTTGCTAACTACTACCTACAATTTCTATTTTTTA
+GGGAATCCTCATGTTCTTACTTGACGCTACCTATTTTGATAATTCGAGGTAAGTTCTTAAACTTACACTC
+TGTATTTTATCAGGAGGTACTTATTTTTTCAAAGTCCATTCTCCCTTATTTTTTATTCATTACAGGAATG
+CTCCCTCTATTAAAAAATAGCTTATTTATAAAGCAATAAAAATTTTGGTATCGCCCTTTTACCCTCTTCC
+TGAACCCATGTTAGGATATCCCCATAGATGGTCGCTCCACTTATCACTGGAACATTAATGATATTTGTCT
+CGTTCTTTTGAATATTATAAACTTTCATGTTGTATTCACTGCTATACCACGTGACGTAATCTTTATTCAG
+CGAAATCGCCCATACCTCTTTACTATACGTGGGAATATCCACTTCTTTCTTATTTTTGATATTATAAAGC
+ACCAGCTTATTATTCCCTTCTATCCACACAACACTGCTACCCCATACATTAGGGGATGTTCCTTTATCAG
+ACAATTTGTAAACTTTATTTTCTTTAATACTATAAAGGTATACCCCTTCTGTCTCACCTGCTGCCTTTAA
+GCTGTCCTCACTCCAAACTACATAGTCGCCATGGATATTTGGATCACTAAATCTGGAAACACCTACGCCT
+TCTGAAGTGCGCAAGTTTATTTCTATTCCATTAACCAAATCATACAATTTTATAGAGCTAAATTCATGCC
+TCCCATCAGATTCGTACATAGACCAGACAAGTTTGCCGTCATCAATTAACAATTTGGGTTCAACACTAAA
+TTGCCCCTCTGAAACTCCTTTTTCTGCAAATCTGCTCTCACCAACTTTTTTATTTCTCCAGATTTTAAAT
+TTTTAACATATATCCTCCAGTCATCCGACCACATTCTATTGCCATCTGTGGCTTCCACCCAGGCTATGTA
+CTTCCCATCTGTAACCGCATTTTTTATGCTTTTCCCATTTATTGCTGGTTCCACTGCGATTTCTATTTCT
+TTGTTTTTTATGCTATAAAACTCTAATTTTGCTCCTTCGTTACCCAGCACTGCAAGAAGAATTCTTTTGC
+CATAGGGGTCAAAACCAACAGGATAATGCTTTTCTGGTAAGGATAGCGCTTCTTCCACATTTACTTGCCC
+AACAGCTTTAGCACCGCATCCAGTAAAAACCAGAGAAAGGAACAATAAAAATAAGACGACAAATCCATAT
+CTCATTTATAGTTCCCGTGCATATTCCATTTTTCTTTATTATATCACTTAAAGTGCAAAAATTTATTAAA
+AAATTCTTAATTAGGTTACAAAATTACTACAACTAACACTCGATTTATCTTTACATAAAAAGACAAAAAA
+TAACTTAAACTTTAATCAAAAAGGATTAAGTTTATTTGACAGAGCAAAATTTAAGCTCCTGCTTTTTATT
+CTCAAAGACAGGAGCTCATATATCTTGATAAGATTAGAATATCCTCGGTGAACCTATTGTCTTTCTCTTT
+TTTAAAATATTTTTTATATCTATCGCCTCATATACATCTTTTTCTATTACATCGCTGAATTTTTTAAGTT
+CTTCAAGTGATAACTCTTCAATTGGTAAGTTTCGTTCTATCGCATATAAGACAACTTTGCCTGCAATTTC
+ATGGGCGGTCCTAAAAGGAATACCTTTTTGTACAAGATAGTCTGCAAAATCTGTAGCATTCATATAACCA
+TATTTTGCAGCTTTTTCCATGTTGTCTGTTTTTACTTTAATTGTCTTTATCATTTCTGTAAATACTTTCA
+AAGACATTTTTAAAGTGTCTATTCCGTCAAACAAGGCCTCTTTATCCTCCTGCATGTCTTTGTTATATGC
+AAGAGGGAGTCCTTTCATCACGGTAAGTATTGTAATCAAATCGCCGTAAACCCTGCCGGTTTTGCCCCTT
+ATTAATTCTGCTGCATCAGGATTTTTCTTTTGCGGCATCATACTGCTTCCTGTTGAAAATCTATCGTCCA
+TTTCAATAAAGTCAAATTCCTTTGTAGACCACAAAATTAATTCCTCACAGAATCTGCTCAAATGCATCAT
+TGTTATAGAAGCAAAGCTTAAAAATTCTATCACAAAATCTCTATCACTAACCCCGTCCATACTGTTTAAG
+GTTATATCATCGAACCCTAAAAGAGAAGCGACATAATATCTGTCGATATTAAAGGTAGTACCTGCAAGAG
+CACCAGAACCCAAAGGCATTACATTGACTCTTTTCATCATATCATCAAGCCTTGACAAATCTCTTTTAAA
+CATTTCAACATAGGCAAGAAGATAATGTCCAAAAGTCACAGGCTGTGCCCTCTGTAAATGCGTATATCCC
+GGCATAATTGTTTCTTTATAAGTTTCAGCCATTTCTTTTAGAGTATCTATAAGCTTTATTAAATCCTCTT
+TTATTTTGTCTATCTCATCTCTTAAATAAAGCCTTTCATCCGTCGCAACTTGGTCGTTTCTGCTTCTTCC
+TGTGTGAAGTTTACGCCCTACATCGCCTATTTTCTCTACAAGAAGCCTTTCTACATAGGAATGAACATCT
+TCATCCTGAGGTATTTCTTTTAACTCGGATTCCTCAAGTATTTCTTTAAGCCCTTTTTCTATCAAATTAA
+GCTCCTCTTCTGTTAAAACGCCAGCCTTGTAAAGACCCTTTGCATGGGCAATAGAGCCCATTATATCATA
+CTTTAAAAGCCTTATATCAAAAGAAATGGAGGAATTGAAATCCTCCATCAGTTTGTCCAAGTCCTTTTTA
+AACCTACCTCCCCACAGCTTCATCCATATCCTTCCTTCCCATTTCCATCAAAGCCCTAATTTTTAAAGAA
+AGCCCAAAGAGGTTTATAAATCCTTCTGCGTCTTTTTGGTTGTAAACTTCATCTTTACCAAAAGTTGCGA
+ATTCTTCGTTGTAAAGAGAATAGGGAGATTTTGCACCCGCATTTATGACATTTCCTTTATAAAGCTTTAG
+CCTTACAACACCCGTTACATTTTTCTGCGTCTCATCAATAAAAGCATCCAAAGCTGTTTTGAGAGGTGAA
+AACCAGAGGCCGTTATAGACCAGATCCGCATATTTCTGTGCTACCAACTCTTTAAACCTCATCGTTTCTT
+TATCAAGTACAAGGTACTCAAGTTCTCTGTGAGCAATATAAAGTAACGTTCCTGCAGGAGTCTCGTAAAC
+ACCACGAGATTTCATTCCTACAAGTCTATTTTCAACAAGGTCAACTATCCCTACCCCATTTCTTCCTCCA
+ATTTCATTTAATTCTTCTATTAATTTGACAGGGCTTAGCGTTTTTCCATTTACCTTTACAGGAATGCCCT
+TTTCAAACTCTATATAGACATATTCCGGCTTATCTGAGACTTTCTCTGGAGGAGTAACTATATCGTAAAT
+ATCACTTTTAGGCTCATTCCACGGGTCTTCAAGGTCTCCTCCCTCATGACTCACATGCCACAGATTGCTG
+TCTACACTGTATATTTTTTCTTTAGTTACAGGAATAGGTATTCCTTTCTTTTTAGCATATTCTATTTCAT
+CTTCCCTCGATTTTAATTCCCATATTCTCCATGGTGCTATTATTTTTATTGAAGGATCAAGAGCACGTAT
+TGAAACTTCAAACCTCACCTGGTCATTGCCTTTGCCTGTCGCACCATGGGCTATCGCCTTGGCACCTTCC
+TTGTGAGCAATTTCTACAAGTTTTTTGGCAATTAAAGGCCTTGCCATTGAAGTTCCCAGAAGGTATTTTC
+CTTCATATATAGCCCCCGCTTTTAATGTAGGAAATATATAGTCTTTTACAAACTCCTCTTTGACATCTTC
+AATATATACTTTGCTGGCACCACTTGCTAAAGCTTTATCTTTTATATACCTTAGGTCTTCCCTTTGCCCT
+ACATCCACGCATACCGCTATTATTTCACATTCATAATTTTCTTTTAACCATGGTATAATCACTGAGGTGT
+CAAGTCCTCCCGAATATGCCAGTACCACTTTTTCACCTTTTAACATTTTTCACACTCCTCACGAAAGAGA
+ATTTTCTATATTGCCTTTTCGCTCTCTATATACTTATCTATCAACACCGACTTTTCAGGCAAAATCGTTG
+ATAATTTTAAGAGTAGCAAGTTTAAAATCTTATCTCACTAAGCACATCATCTAGTATCTGTAAAGCTTCA
+TCAATTTCTTCCTCCGTCACGATGAGTGGAGGTACAAACCTCAAGACATTGTGACTTACGGAATTTATTA
+AAAGTCCTTTTTCAAGTGCTTTTAAAACAATCTCCGATGCATCCTCCAAATCCACTTCACATCCCACCAT
+AAGTCCTTTTCCTCTTATTTCTTTCACGACTTTATGTTTCTTTTGCAAAGTTTCTAGCCCTTCTCTAAAA
+TATTTGCCTTTTTTATCAACACCTTCTAAAAATCCATCCTTTGTCACCTCATTTAATACTGCAATCCCAG
+CCGCACAAGCTAGAGGATTACCGCCAAAAGTAGAAGCGTGATCTCCTGGCTTAAAAACAGCTTTATCTTC
+TTTTGCTACTATCGCTCCTATCGGAAAACCACCTCCTAGCCCTTTGGCTAAAGTCATAATGTCTGGAACT
+ACACCGTAATGCTCATATCCGAAAAGCTTTCCTGTACGCCCTATTCCTGTCTGAACCTCATCCAATATAA
+ACAGGAGGTCATTTTCATCGCATATCTTCCTTACCGCTTTTACATACTCTGGTGTAGCCTCATGGATACC
+TCCTTCCCCCTGGATAACCTCGAGCATAATTGCACACACTTCATCGTCGACAGCCTCATAAAGGGCCTCA
+ATGTCATTTAAAGGCACATATTTAAACCCGGCAAGGAGCGGTCCAAAACCTTTGTGATACTTCTCTTGCC
+CTGTCGCAGTAAGCGCTCCAAATGTCCTCCCGTGAAAGGAATTTTTGGCGGTTATGATTTTATACCTTTT
+GCCGCCGTATTTTAACGAGGCGTACTTTCTAGCAAGCTTTATAGCCCCCTCATTTGCCTCTGCACCGCTG
+TTCGCAAAAAACACCTTCCCTCCAAAAGAATTTTCTGAAATCATTCTGGCAAGCTCTATCTGCTTTTCAT
+TCCAGTAAAGATTTGAACAGTGAATTAAAGTCTCTGCTTGCTTTTTAATAGCTTCGACCAGTGCAGGATG
+ACAGTGCCCCAAAGAATTCACAGCAATACCTGCCACGAAGTCGAGGTAAGCATTTCCCTCACTATCCCAT
+ACTCTTGTACCTTCTCCCTTGACAAGCATAATAGGATATCTATTGTAAGTATCCATCAAATATTTCTTTT
+CATAGGTTATCATCATCAAAACATTCCTTTCCTATCATTGTCCCTATCCCCTCATCCGTAAAAATTTCTA
+AAAGAAGAGAATGGGTAAGCCTTCCATCTATTATGTGTGCCCTTTTTACACCATTTTCTACAGCTTTTAT
+ACAGCACTTAAGCTTTGGAATCATTCCCCCGTTTATTCGCCCAGAATCCATCAATTTTTTAGCATGTTCC
+AAGTCCATTCTGGAAATCAAACTCGTCTTGTCCTCCACATTTTCTAAAACCCCCTCAACATCTGTGAGGA
+GAATCAATTTTTCCGCCTTTAAGGCTTCTGCTATCTTGCCAGCAGCCGTGTCGGCATTGACATTGTAAGT
+CTTTCCATCATCCCCAAAGGAAACCGGAGCTATAACAGGTATATAGCCTCTATCAATAAGCATCTCTATA
+ACCTCAATGTTTACTTCAACTATTTTGCCAACATACCCCAGGTCTCCGTTTGACAGGTCTTTTTCTGCTT
+TTAAAAGTTTTCCGTCTTTCCCACTTATTCCAACAGCCATGCCTCCCAGTTCGTTTATCATTGAAACTAT
+CTCTTTGTTTATCTTTCCAACAAGAACCATTTCTACAATTTCTGCAGTTTTTTCATCTGTTACCCTCAGC
+CCATTTACAAACTTTGATTCTATCCCCAGTTTTTTTAAAAAGCTGCTGATTTCGGGCCCTCCACCGTGAA
+CTATCACAGGATTTAAACCCACAAATTTCATAAGTACTACATCCTGCATAACCATTTTCTTTAAATTACA
+GTCCAGCATGGCACTGCCGCCATACTTTATCACAACTGTCTTGCCGGAGAATTTTTTTATATAGGGGAGC
+GCCTCCACAAGGATATGTGCTTTTAAAATTTCATCTCCGAATTTTTCTTTCCTTATCATGTCCTGTAGCT
+CCCATTTATTTTTACATAATCGTAAGAGAGGTCGCATCCCCATGAAGTAGCCATAAATTCTCCGGCTTTC
+ATGTCAACTATTATGAAAATTTCCTTTTCTTTCAAAACTTCCTTAGCTAAAGATTCATCAAAGGCAAAAA
+AACTGCCATTTTCACAAACCTTAACTTCCCCTTTTGCGCTTTTTAGATATATGTCCACTTTGTCCACATC
+AAAGTCTGCTCCAGAATAGCCCACTGCTGCCAGTATCCTTCCCCAGTTGGCATCTTCCCCAAAGATAGCT
+GTCTTCACAAGGTTTGAATTTACAATGGCTTTAGCTGCAAGTCTTGCGTCATTTTCCGTCTTAGCATTTA
+TTACATTTACTTCTATAAGCTTAGTCGCTCCCTCACCGTCTTTTGCGATGAGTCTGGCAAGAGTTTTATT
+GACGTATTCCAAGGCTTTGTAAAATAAATCAAATTCATAGGTCCCCTCCTGAATGGCTTTATTTTCTGCC
+ATTCCATTTGCCATCACTATCGCAGTATCATTTGTGCTCATATCCCCATCAACAGAAATCATGTTATAAG
+TCCTATTGACAGTATTTTTAAAGGCTTTATCCAACGTAGCCTTCTCCACACTGGCATCTGTAAGTACAAA
+AGAAAGCATTGTAGCCATATTAGGATGTATCATTCCGGAACCTTTTGCAAAACCTGTCATTGTAATATCT
+TTTCCTTCAACATTAAATTTCACAGTAACAGCCTTCAAAAATGTATCTGTCGTCATAATAGCATGGGCTG
+CATCATATCCTCCTTCTTTTGATAGGCTCAATGCCGCCACTTCAATTCCTTTCAACACTTTTTCCATTGG
+AAGAGGTACGCCAATCACTCCTGTAGAACAAACTAGGACATCTTCTTCCTCTATCTCGAGGACTTCTGCT
+ACCTTTTTTGCCATAGATTTTGCGTCCTCAATTCCTTTCTCCCCTGTACACGCATTTGCATTGCCGCTAT
+TTATTACAATTGCCTGGGCTTTCCCCTTTTTTGCCCTCTCCATATCTAGAATGACAGGAGCTGCTTTTAC
+CCTGTTTGTAGTAAACACTGCCGATATGTTCGCCAATCGCTCAGAATATATTAAAGCCAAATCCTTCTTA
+CTTCTCTTTATGCCTGCAAATACACCTGAAGCCACAAAACCTTTGGGCAATTCTATTTTCCCATCTAAAA
+TCTCCATCTGCTCCATCGCCTCGTTCTTACACCCCTTCTAATACTAATGCTTTATTTATGGATATACTGG
+CACTATATCAAGCCCTGCTTTTTCTTCTATTTCGAACATTATGTTCATATTCTGTATCGCTTGACCTGAT
+GCTCCTTTTACTAAGTTATCAATGGCAGTCATTACAACTAAAGTACCTGTCGCTTTGTCAACTTCAAAAC
+CTATGTGACAAAAATTCGAACCATATACATTTTTAGTAGAAGGATAAGCCCCAGGCTTTAGCACCTTCAC
+AAAATACTCATTTTTATAAAATTCAGCGAAAACCTCATAAATTTCCTCTTGATTTAAATTTTCTCTTAGC
+TTGCAATACATTGTACTCAAAATTCCCCTGGTCATAGGTGTCAAGTGAGGTGCAAAAACCACCGATACCT
+TTTCTCCCGATGCCTTGGAAAGTTCCTGAACCATCTCGGGCACATGCCTGTGATTTGCCACATTGTATGC
+TCTTATACTTTCATTACATTCTGCATATATATTCTTCTGTGACGGGCTGTGGCCTGCTCCCGATATCCCC
+GATTTTGAATCAATAATTATGTTTCCATCTATAACCTTCTCTTTCAAAAGAGGAACAAGCCCTAATATCA
+CACTAGTAGGATAGCACCCTGGATTTCCCACTACATCGGCTTCTTTTATACTATCTCTATAAATCTCAGG
+TAAGCCATACGCTCTTTTTATCCCATCATACCCATCGTATTCTCCGCCATACCATTCTTTATAAGTCGAA
+TAATCGTCAAATCTGAAATCTGCCCCCAAATCAATCACTTTAACCCCTTTTTTTACCGCTTCCCTTGCAA
+TTTTAGAAGCATAACCTGCAGGTAGCGCCGTAAAAACTACATCGCACTTTGAAACCGCCTTCTCTACCTC
+TACATCATCGAGAGAAATGTCATAAAACCCTGTAAGGGATGGATAGACATCTGCTATTGACTTTCCTGCA
+TAACTTTGAGACGAAATGTACTCTATTTTTACTTTTTCATGCTTTGAAAGAAGGCGCATAAGCTCTACTC
+CAGTGTATCCAGTTGCTCCAAATATCCCAACTTTTATCATCCGGCTGCCTCCCCTTGTAAATATATATAC
+AGTTTAATTTATATTTATGCAAAAATTCGTAAAAAAATAATTGCTGCATAAATAAACTATTTAATTTATA
+TTTATGCAGCCTTTATTACCATTATAGCATCGAAAAAAATTTTTTCAAGAGTTTTTTCAAAAAAATTTTC
+TTCCTAAAATTTGCCAAATTATTTTGACGCTTTTTTTAAAAAGATGTACCCAAAAATTAATGCTATACAA
+AAAGCTAATACAGAATTATAAAGAAATACCATTTTTATTCCATAAAGGTCGCTTAAAAACCCTCCCAATA
+AACTTCCAACAATTCTCGAAATTCCCATACCTATTAGATTGTTCACAGTCTGCCCCGACGCTTTTAGTTC
+TTTTGGTACTTCTTGATTAATATAAGTTGCCATGGAATAGTACAATACTATAAAAATCAATCCGTGCAAA
+AGCTGAAAAGGCAAAACTAAATATGCATTAGGAATAAACGATATAATAAGCCACCTTAAAGCCGCTACTC
+CACTTGCTCCTATTAATGCCCACCTTGTTCCTATTCGTTTAAGTATCTTGTCAGCATACAACAAAAACGG
+TATTTCGCTCATTGCAGAAATAAAATAGGCTAATCCCAGAAGTTCGTTGCTCCCTCCTATCTTTCTAAAG
+TAGATGGGAAAATACGTATAATAAAACCCCAAAGTAGTCTGGATTAAAAAATTAAGAAGCATTAACACCA
+CTAAATTTCTATTTGAAAAAAGTTTCCATATGGAAATTTTCTCTTTCCCAAACTGATGTCCTTTTACGAC
+CGGAAGTTTATAGACAATCATAAAGGCTATGAACATCACTATAATGTTCAAAATAAAAATACTCCCAATA
+TGTCTTTGGGCAAACCATCCTGCTATAACTGACATTACTGCATATCCAATTGTGCCTGCCATCCTAATTG
+GTCCAAAACTTTGACCTGTCCCACTTAAATATTCCAATGTTATGGCATCACTTATGGGGCCAGTAGAAGT
+CTGAAAAAATGTGAAAAGTGTTATAACGGCTACCAGATAGTAAAAGTTGCGCGACAAAGGGAACAACGCC
+ATAATGAAAATACTGGCTAAAAATAAAATTTGCAAGACAAAATTTTTAGACCTCGCTCTGTCGCTTGTAA
+TCCCCCAAAATGGCTGAGCTATTATAGCGACAAAAGGACCTAAAGACATCAAAATTCCAATTTCACTCTT
+ACTATAACCTATGTAGTCCAGATAAACCGGCACAAAAGTGCCATAAATAGCTCCACCCATAAAAAATACT
+GCGTAAAAGATTATGAAATAATAATAGATAATAGCTGAATATCCCATTTATCTCCCTCTTTCTTTTGTGG
+ATGAAATTTGATTTTACATAATTATAAAAAAACTTACTCCAAATAGCAAATACATATTGACAATTTATTT
+CACGTGTAATATAATTATTACATGTGAAATAAAAAATTGAGGAGGTTTTTAAAATGGGATTTCTTGACCT
+CATAATCGCCCTCTCTATTACTTCAATAGTCTTTCTAATAGCAATTATCTTAGAAGTAACTAAGCTTCAA
+GCGCAATCTAAGGCTTTTTCTAAATTAAATCAAGAGACACAAGAAAAACTGTCATCTTTACGTCAAAAAG
+CAGAATCTATTGAGAAATTACTTGAAAATATAGAATAAAAAGGAGGATTAATATGAGTATATCAGGCGCA
+TCGTTATTTGCAATTATCACACTTTTTACGCCTTTTATTTTAGCAGTTATCTTTGCAGTTTTCTCTATAT
+TCGTCTTTGTAAAAATATCAAATATGCGAAAACAAAATGAGTTGTATATAAAAATGTCAAACGATCTATT
+AAATGAGATAGATGCAGTAAAAAACACGCTGGAGAAAATAGAAAAACTATTAAAGGAAGTTGATTAAAAT
+GGCCGAACATAACCACTTCTCAGAATATTTAGATCCGGTAAAGATTATAAAAATTTTTGACGCCCTATCC
+CACCCTGTAAGAATAAAAATATTAGGCATTTTGTATGAAAATAGGCAGTATATAAGCGAACTTGCAAGAA
+TAATAGGCATAAGTAGACCCCTTCTATATATGCATCTTCGCAAATTAGAAGAAGCAGGGCTTGTAAAAGC
+AAGTATGGAAATCTCCAGTGATGGAAAAGCCACAAAATATTATGAATTAACTCATTTTGATATGAGACTA
+ACACCTCAAATGCTCCATGAAATCTCTGAAGAAATTAATTTAGAAGATGAAAAATCTCAATAACGAAGAT
+AAAAACAATATGAGGGCTCTTTTAAAAGAGTCCTCATTTGTTCTATACACCACAACTTAATACAAACTAT
+AACGATACCCTAAATCAATATTTTTTCTTATAAATTCATAGTTTTTTTCAAAAAAAAGCGAATTTATATC
+TCTATATACTCTATTTTTAACAATAGTAACTGTGCCACCCGTTTCTATTTCTGTAGTAGGAAAATTCCCC
+GTTGTAGAAATAGTAACTACATGCTGATTTTCTATATACCAACCACTTCGCGACATTATATCCCAATACT
+TACCTACTACTTTGCCAATTTCTTTATTCCCATTTTCCTCTTGGGTTTCAAAAATTGTATACAATCGTAG
+AATTCCAAAATCATTTTCTTTTTCACGATATACTATATATTGGCTCCTACCATTATCCAAAGATTTGATT
+TCTTCACCATAGGCATCTAATAGCTTTCCTGTTTTTTATCTATAACTTCAATTCTATCATCACCTATTTT
+TAATATCTTCACTTGAGAAAAGTCGTAAGATAAGCCTATGTACCCTCCATTCAATTCCACTCTTCCAAAT
+TTGTCTGGCATTACAACTCTTTTTTCTCTACTAGATTTTTCGGATCCCCTTTCGATTCAATCCTTTTAAT
+CCTTCAGCTGCTGTTGTGCCAAAATTTTTAAAATTTTGCTATGAGAATCCACCAATAAAAGCCTAATGTT
+ATCATTTTCTTTTCTCAATTGCACAATTTTATTAAACTTTATAGGGTAATTTTTATAAACATTTAATCCT
+AATGTCATTTTTAAATCTGAAAGCACGTACTTGTCAAAATTTTCTATAAGCTCTATTTTCCCTGTCCTCG
+TATCAACTATTTGCGCTCTTCCATCTCTATAAAAAACTATTGCAATATTTCCTCTATCATACAGTAAAGG
+AACCACGTCGTTGAGATTTCCTGATAAAGCAGTACGTTTCCCCGTTATCAAATTTATAAATTCTATATTG
+TTTTCTAAAAATTGTTTATCAGTAGCTGCTGTAATAAAAATAACCGCTTCACTCCCTCTCTTTATCAATT
+CATTAGGTTTGTCAATTAAAGCTATTTCTTTTTCTCTTCCATTTTTGTCCACCTTATATATTTTCGTGGT
+TTTTATGTTTATATTTCTGTAAAAATATACATTGCTATTTTCATCTACAGATAACAAGTACCCATTTGTA
+ACTAATTTAGGTTCCTCTTGCTCTAGCTTTTTGTAGATTTTTCCTGAACTTTCAAAATAAATCTGGTACC
+CTGTATTCCTCTTTACACCAATTGCATCATTAACAGGCACATTCACTTTTACTTCACGAATTTTTAGAGC
+ATCCAAATCAACCAATTTAATTGTTTCAGAACCTTTATTAGTATAAGCAAAATAATAGTCACTTGGCAGC
+ATAGAATAAAAATTAGAAATTACATATCGTATAACTCCCTGATCCAATGTTAGTTTAGATCCTTTAAAAA
+AATTTACAATAGCTATATTGTTAGAACCATCTTTATCGATTGTACCTATTAAAGCATTCTTCCCACTCGG
+GCTTGTCAATATAAAACTTTCTATCCCAAGATTTAATTTTATAGGTAACCTGTAGAAATTCCCTCTCGAT
+TCAACAACCATATCTTCTCCATCGTTAATGATGACTTTATTCTCATCTGCATAAACTAACTTGGGGTCAG
+AACTTTTATTGAATTGATACTCCTCCAAATTTGCGTATTCATTAGAGCAGGATACCAAAATCAATGACGC
+TACCATTAACACTGCCAATAAAAAATACCTCATCTTTTTCATAACCTCACCTCATAAAAATACTTTGTAA
+AATTTTTAACTTATATTCTACACCCATACGTTTACAAAATTGTAATATTTCAATATTGCTGTAATATTTC
+AAATTAAAAACAGCATTTTTCTTTTCCAAAGAATCAGTAATATTTTTTATTTTCGCTTTTTGGAAGTTCA
+AGTTATAAAAACCGACAACAAGGTAATCCCAAATTTTTAGGATTACCTTGTTTATACAGTTGGGATAAGT
+TATTTATAGAAAATTTTATGCATTTATTACTTTAAATTTTATTTAGTTAACCTTTTGCTATCAACATTTT
+ATGTTCAGTACAATCGGTACTTGTATCCTTCATTTAACCCAGGTAAAGTACCATATCTCGGATAAATATA
+TATATCGTAATAAACCCCCAAAATACTATAATGTATTTCCTGCTTGTAAATATCAGAGGGATATGCCCAT
+ACATCATAACCTGTTGATTCATACAGTTCTGTCCCACAATACTGGCATTTCCATAAAGTGTATTTTGAAT
+ATATTATTTTCCCATTCTCAATCCAGCAAAGATTTGATAAACCACCAGTATTTGGCCTCATTAAATGATA
+GCCATCAGGACTTGCAGGACAATAAGCTATATATTCTGGTTCGACTATATTTTGTGACATGTCTCCAGCT
+TTAGATATTACACCTTTTGCCTGTGTATTATCTGTTGCAGCAAATACAACAGTTGCTGATAAAAGTAATG
+TCAAACACAATAAAAATGATACTATCCTTTTCATTTGATTTCATCCCCCTAATTTCAAATATTCTTAGCA
+TTCTAATAGAACAACTTTTAAAACCTTTTTTCCTCCACCTGTCTTTTTAATAATTCTAAGGACTACCGGT
+AGTTCCTTCTATATCCATGGTATCTTATTCCCAGCATCTTGTCAATTGACCAAAAGTATAAATTTTCACT
+AAAATAGCCCTTACTTTTGTACTTTAGTATAAAAACCGAGTTTCTCTCCTTTAAAATTTGTACTAAAGTA
+CATCTAACATCTTTTATCCCTTATTTAGTGATGTAAAAACAATAAAAACTTATATTAAATCTAACTTTGT
+TGCCTTGTATATACAATCCTTTACATTTTTTGTTCCCAATAGTTTGAAAATTTTCCTTTTATGATACTTT
+ATATTGCTTAGTGACATATTAATTGTTTTTGCAATTTCTTTATCTGTTTTCCCTTCTGCCGTAAGCTTGA
+GTATCTTTATATCTATTTCGTCAAATTTTCTTTTTATTCTTTCCATCTCAAATTCCTGGTAATTTCTTTC
+TATATATCTTGCCAGTAAAAATACTACTGCTACTAAATTATCATTAAACTCATTTTCAGAAGATATGTCT
+ACTATCCCTATCAAATTTCCTTCTTTATCAAAAATAGGCCCAGCAGTACAATTTAACCTTTTTAAATCTT
+CAATATAGTGCTGTTCTTTTCTTACAACCGCTATATTCTTCTCTCTTATCGCCAGTGATACTGCATTTGT
+ACCTGCAATTTCTTCTTTTAATACCATACCCTTTTTTAAGTAAAAATCGATATCGGCATGGGGTAAGTTT
+AATTCCAGTATTACACCTTCTTTATCAGTTAACAAAAATATAAAGTTTTTAAAATCATTAATATCTTTCA
+AATCTTTAATGCTTTTGCGAAAAGCTTTAATTAATGAATATCTTTTGCTATCTTCAACAATTTTTACATT
+ATTCAACACCACTAACTTTTTATCCGGTGTTAAGCCCCTTTTTAAGCATCTCCCCCACGACTGTTCAAAT
+AGACCCTTATGTGTCTCAAACTTTATAATCTTGTCCATATTTTCCCTCCATATATGCTCCTTATTGTAAT
+ATTTCTCCATTAACCTCTAAATTCCTTCTTTGATTGCCAAATTGTAATATTTCTGTAATGTTGTATCAAA
+GAAAAATGTCGATTCCTTTTATTTAAATATAAAAAGCCCAGACAGTGCTTTCTGTCCGGGCTTTTTATAT
+TTCAGACAAAAGGAACCGTCCCCTTTGTCTGAAGGGTATCTTTATAATAAAGTGCCAAATCTTTTTATAA
+ACCTGGTTTTCACGTACTGAGCCAAAGTCAAATATGCCAGTATTGTTGGTATCAATACTATCCCAAAATA
+TGTTAAAGGTAGAGGTCTCATGCCAAGCTGTGCTCCAAATGTAGTAAACGGAACAACTGTTCCAACAAGT
+ATAGCTGTCATTGTAAAGAGGAAAAGAGGCCATGCTGGCATGCTCTGTATAAATGGCACTTTCTCTGTTC
+TCAGCATATGCACAACCATAGTCTGTGTCCACAAGCTCTCTACAAACCAACCAGTCTGGAAAAGAGAAAC
+AAATTGGGCTTTTAACTCAGCAGGCAACAGGAAATAAGAGCCTCCTATTACCATTGGACCAACCACAAAG
+AACATCAAGGCGTAAGTCGTTATATCAAAAATGGAACTGGTAGGTCCAAACCAGATCATAAAATGCCCTA
+TGTTTGCAGCATCCCATTTTCTCGGCTTTTCTATATACTCTCTATCCATTCTGTCCCAAGGTATTGATGC
+CATTGAAAGGTCATAAGTTAAATTGAGGAACAAAAGTTGTAACGGCGCCATTGGCAAGAAGGGTAAGAAA
+GCGCTGGCTACAAGCACCGAAAATACGTTGCCAAAATTGGAGCTTGCCGTAATTGCAATGTACTTCATGA
+TATTGCCGAAGATTTTGCGCCCTTCTACTACCCCTTCTTCCAAAACCATCAAGCTCTTCTCTAAGAGAAT
+TATATCAGCAGACTCTTTGGCAATATCAACAGCGTTATCAACAGAAATTGCTACATCTGCTTCTCTCATG
+GCAGGAGCATCATTTATTCCATCCCCCAAAAATCCTACTACATGTCCTTTGGTCCTCAATGCCTTGATTA
+TCCTTGCCTTTTGCATTGGAGTAAGTTTTGCAAAAATTGTGGTTCTTTCTGCTATTTCAGCCAGCTCATC
+ATCTGTCATATTCTCTATCTCTTCACCCAAAAGTACATTCTGCACAGGTATTCCAACTTCTTTACAAACT
+TTCTTTGTCACTATTTCATTGTCACCTGTCAGAATCTTCACTTCAACTCCGTGTTCTTTCAAAGCCTTTA
+TAGCATGAGGGGCTGTCTCTTTTGGCGGATCGAGAAATGCCAAAAATCCCATCAATACCATCTTGCTCTC
+ATCTGCCACACTGAACACGCCTTCTGGAGGAACTTCGTTCTTCTGTGCCACTGCCAGCACTCTCATCCCA
+TCTTCATTAAGCTTTCTCACCATTTCTAAAGCCTCTTCTTTTATCTCTTCTGTCAATGGCACTACTTCTC
+CTTTATACTCAACCCAATCACAAATGGAAAGCATCTCCTCTACAGCGCCTTTAGTAACTAATTGCCTCTT
+TTTACCACCAACCCCATTTTCGCTCTCTAGCACGACAGACATTCTTCTTCTTACAAAATCAAAGGGTATT
+TCATCGACCTTTTTATAAATCTTCTCAAGCTCTGATCCTTTCATTCCCTTTTCTTCGCCGTATTCTAAAA
+TTGCTATGTCAAGAAGGTTTCTCAAGCCTGTCTGGTAGTAACTATTTAAAAAGGCATGTCTTAGCACTCT
+GTCATCTTCATTCCCATGGATATCCAGGTGCTTTTCTAAGACTATTTTATTCAAAGTCAAAGTTCCAGTT
+TTATCTGTGCAGAGTATATCCATCGCTCCAAAATTCTGTATTGCATCAAGCCTTTTCACTATAGTCTTGT
+GCTTTGCCATTGCTACAGCACCTTTGGCGAGGTTTGTAGTCACAATCATTGGGAGCATTTCAGGTGTCAA
+TCCCACTGCCACCGCCAGTGCAAACAGCAAAGCGTCAAGCCAGTTTCCTTTTGTCAGCCCATTGACTATA
+AAAACTACTGGGAACATAGCTGCCATGAATTTGATAAGGAGTCTGCTCACATTGTCAATACCCTTTTCAA
+AGCTCGTCATAGCTCTTTGGCCGACCAGTGTCTTTGCCATTGAACCAAAGTAAGTGCGCTCCCCTGTCGA
+AATCACAACCCCAATCGCAGAACCGCTGACAACGCTCGTCCCCATAAAACATATATTTTCTAAATCGGAT
+ATAGATAAGCTTTCAGCTTTTCTCTTCTCTTCCTTCAAATTCGGATATTTCTCTACAGGTTCAGATTCAC
+CAGTTAAAGTAGCCTGGTTTATGAAAAGGTCTTTTGAAGTAATGACCCTCAAATCCGCCGGTACCATATC
+TCCTGCTGCAAGGTGTATTATGTCTCCTGGAACTATCTCTTCCATTTTTATTTCCTTTACACCTGTTTCT
+TTCCTTTTAACTGCTGCTGTTGTGTGAACCATAGCTTTTAGTTTTTCAGCCTCTATGTTAGAGCGATACT
+CCTGCACAAAGCGCAGAAGTCCGCTAACTAGGACCATTATAGAAATTATTATGATGGTGCTCCAGTCCCT
+GTCTTGAGGTAAGACGAACAAGACGTCAGTTATATATGATACAATTGCCAGAAATACGAGGATTCCTATA
+AATGGATTTATAAAAGCTTTCACAAGCTGGACATACCAAGGAGCTGGTTTTTCATGAGCTACTTCATTTA
+GACCGTACATTTCAAGTCTTTCTTCTGCTTCTTCTACAGTCAATCCATCTCTATCAGTCCCTAAGCTTGC
+AAGCACCTCATCAATATCTTTTTTTGCAAAATTTACTAGCTGAGCAAAAATTGCATCACTTGCACCGTTT
+TTCTTTGCAATCTTTATCATTTTCCTCACCTCCAAAACACAATAGTAGGGTATAGGTTGCTGCTACTACA
+ACCTTCCAATTACAGTATTTGTTTTTCTGGAAAAAATCTTTCACAAAGAAACGATGGAATTAAAAGGAAG
+ACAGTGTTTTGGAGGTATATGTAACAGGGCATTAAAAGAAGGGGAGGGAAACCAGAAAAAGGGCTATACT
+ATGATTACCGGTGAGAAGAATGGAAGTGGAGAAAGTTCCCCATCCTTCTTTAATGCCGCATTACATATAC
+CCTTTTTACTTATGCTACTACCTCCACCGTCCATTCTTCTCACCTCCGTTTTTCCGCAAAATTTAAAAAG
+CCTCTCTCAACGAAAGAAAGAGGCTTTCCATCCAATTTCCTTCGTTGAGCTTTGGCACTATACAGCTTTG
+GAGAAAACTCCAGCTGCATTAGGCAAAACCTTGATTCGGTAATGCCTGTTCACCCGTTACCATCTCTCGA
+TGTTTCCGGGCAGCAGCCTGTATCTGTATAGGAGCCTCACCTAACGAGGTATTAAATTTTCACGCCCTTT
+TACATTATATTCTTCTTCTTGCACAATGTCAACTTATTTTCAAAAATTTTTACACAAAAATTCTTACACT
+CATAAAATGAGTAAGATAAGCAAAAGCAATGCCTATTGTAGAACCCATTAAAACATCGGAAGGATAGTGA
+AGCCCCATGTATATTCTAGAAAGTCCAACAAGTACTGCAAGAGAAACAAAGATAATTGCAAGGTTGGGAA
+AGAATATTGAAAAAGTCATTGCGAGAGAAAAACTGGCAGTCGCATGTCCAGAAGGAAAAGAATAATCTTT
+TAATAATTGACGAAAAGTGTTAGCATTTGCAAGCACCATATAAGGGCGAGGCCTTGTGTATTTTCTCTTC
+AACAGTTGCACAAAAAGATGACTACTTATAAGGGAAAACAAAGCCTCTATCGCAGACGTTTTGACATTAT
+TTTTACCAAAAAGGGCCAAAAATACTGTCACAAACACGGTGAAAACAGGGCCACCCGCATGAGTTATTTT
+GGGCATTATTTTATCCAAGAGGCTGCATTTTATCCTCTCATTGATGTAGAAAAATATATTTCTGTCCTTG
+TCCTGCAGTATTTTTCTTAATTCCATTGACAGGCCACCTCTTTAAAAGTCTTCATTTCTATCTTATCATA
+ATTTTTATAAAATGTCTCTCTTATGAGCTCACCCTCAAATTCCTCCATGTTGATTTCACAATTTTAAAAA
+AATAAAGGGGCCCTATCCCCTTTTTAAGCCAAAGCTCTTTTCTTAACTTCTTCTATGGCATTTCTCACTT
+GAGGAATTAAGGAAACTACAAAACAAATTAAAACCTCTGTTCCTATGATACTGCCATTAACTAAAAGTGA
+ATACACTATGGGGTTCATACCTTTTGGAGCATAGCTTGCAAAAAAGAATATTCCAGACAAAAAGTGGGAG
+AAAAATCTTCCAAAACCGCCGACTAAAATTCCCAAACTTAAATTTTTTCTAAAAAAGCCTGCAAGCCCTA
+AAGCGCCAAAAGCCAAAGGATAATCCAAAAGAACCTGTACCCATTGTACTATAAAAGGATCTTGAATCAG
+CTGCAAAAACCCATAGGCCATTCCAACGACAATTCCTGGACCGGGACCGTAGTAATAGGCAAAAACAAAC
+AGTGGAAGCATGCTGGCAGGTGTAATAGATCCCCCTTGGGGCCAGTGGTAAAACCTTATATAAGATAGAA
+CAAAAGCTATAGCAATTGAGAGGGCCCCATAAACAAGCATTTTTGTGTCAAACTTGACACTTTTCCTCAT
+AAGATACAAGAGAAAAGCTGCCAGCAAAATTGCTAGGATTACAGAAAGGGTCACTGGTTTTATCTCTGCA
+AAATCAGAAAATATGCTTAAAATATAGGACATAAACAAAAACACCTCCATTTTTAGGAGGTTATGTTCGC
+TGAAAAAAGGCACCGCCTCATGCGGTGCCTTTTGAGCCCGCATTCCCTACGGAGGCATTACCCTCATCAG
+GTTCCAAGGGTTCGGCATTTCTGCCGTCTCAGCCTTTTCAGGCTCCCCCAGCGGACATAACCACCCGTAT
+TTTGTTTTGCTTATTTTTAACTTTACCACTTTTTATGCTATGTGTCAATACTTTTAACTTACAAGCTGCT
+CCTCTTCTCTCTCAAACTGGCTGTTGTAAAGTTTAGCATAGAAGCCGCCTTTTTTGAGAAGTTCTTCATG
+GGTTCCCTGTTCTACTATATCTCCATGGTCCATAACGAGTATTAAATCTGCATCTTTTATTGTAGAAAGC
+CTGTGAGCGATTATAAAGCTTGTGCGCCCTTTCATGAGATAATCCATCGCTTTTTGTATCTGTATTTCAG
+TTAAAGTATCTACAGAGCTTGTAGCCTCATCCAGTATGAGAATTTTTGGGTCTTTTAATATGGCTCTTGC
+TATTGTAATAAGCTGCTTTTGTCCCTGAGAAATGTTAGTACTCTCTTCATTTATCATCATGTTATATCCA
+CCAGGCAGGCTCTTGACAAAGCTGTGAACGTGTGCTGCTTTAGCAGCTTTAATCACTTCCTCATCGGTTG
+CGTCAAGTCTGCCATATCTTATATTGTCCATGATAGTTCCATTGTAAAGCCAGGTGTCTTGAAGCACCAT
+TCCAAAGAGGGACCTTAAATCTTCCCTTGAAAATTCTCTTATATCGTGACCGTCAATTAAGATAGCACCT
+TCATTTACATCGTAAAATCTCATTAAAAGCTTGACAATTGTAGTTTTTCCTGCACCAGTAGGACCAACAA
+TTGCAACTTTTTGCCCTGCTTTAATCTTAGCAGAAAAGTTATTTATGACTATTTTATCTGGCCTATAGCC
+AAATTTGACATTCCTAAATTCAACGTCTCCTTTTATATCCTCCAATTTTATCGGCTTAGGATTGTCAGGC
+ACTTCCTCCTCTTCTTCCAAAAACTCAAAAACTCTCTCAGCACAGGCTGCTGTCTGCTGAAGTATATTGG
+AAATATTTGCAATCTGCGCAATTGGCTGAGTGAAAGACCTAATGTACTGTATAAAAGCCTGTATATCTCC
+CACTTCTATCGCATTTTTGATGACCAACCAACTTCCTAAAACTGTAACAGCGACATACCCTAGATTGCCT
+ATCACATTCATAAGGGGCATCATAACACCTGTCAAAAACTGTGACTTCCAAGCAGCATCATACCAAGTGC
+TATTAAGCTCATCAAATTTGGCTATACTCTTTTTTTCTCCATTAAACGCTTTTACTATGTGATGTCCTCC
+ATACATTTCCTCCACATGCCCATTTACATGCCCTAAATAATCTTGCTGCTCTCTAAAATATTTTTGAGAA
+TACTTTACAATAAAAGCAATTACTAAAGAAGACAGAGGTATAATCAAAAGAGCAACCAACGTCATAAGCC
+AGTTTATTGTAAGCATCATAATCAGAACGCCAATAACTGTGGTCACAGAAGTAATTATCTGTGTCAAGCT
+TTGATTGAGAGTCTGTGTAATTGTATCTACGTCATTTGTGATACGAGAAAGTATTTCTCCTTGATTCGTG
+CCTTCAAAATATTTCAAAGGAAGTCGATTAATCTTCTCAGAAATTTCCCTTCTAAATTTGTAGGTAACTT
+TCATTGCAACACCGGACATTATCCAGCCCTGCAAATAGCCAAATAAAGCGCTTAGCCCGTATAATCCAAT
+GAGGATTAAAATTATCCTTCCAATATATTCAAAATCTATTCCGCTTCCCTGACCTGTTATTCTGTTCATC
+ACACCTTCAAAAATTTTGGTGATAGCTTTACTCAATATTTTAGGTCCTGCAATGGAAAAGGAGGTACTTA
+ATATTGCCAGTAAAATTACCGTTATTATAGAGATTTTATACTCAGACAAATACTTTATAAATTTTTTCAT
+CGTTCCCTTAAAATCTTTTGCTTTTTCTGCTCCACGTACTAAAGCCCGAGGTCCTCCACCCCTACCCATA
+TGTGGAATTGGCGGCATTTTGGAATCTACTTTTCTGTCTCCGCTCATGCTAATTCCTCCTCCTTAAGCTG
+CGACAAAGCAATATCTCTATAGGTTGGACAAGTCCTCATTAAATCTTTGTGCTTACCTATGCCAACAACT
+CTTCCTTCCTCCAAAACAATTATCTGATCTGCATTAAAAAGGGTAGAAACTCTTTGAGATACCATTATGA
+CAGTGCTGCCTTTTAGCTTTTCCTTAATAGCTTTCCTTAAAGCTGCTTCTGTCCTAAAGTCAAGGGCAGA
+AAAACTCTCATCAAAAATGTATATCTCAGGTTTTTTAACAAGGGCACGAGCAATGGAAAGCCTTTGCTTT
+TGACCTCCTGATACGTTTGTTCCCCCTTGAGCAATTTCTGTGTCAAACTTTTTGGGCTTTTCATTTATAA
+ACTCCATCGCCTGTGCAATTTCCGCTGCTTCTATTAAGTCTTCCTCAGTAGCCAGGTCGTTACCATATTT
+CAAATTTGACTTAATAGTACCGCTGAAAAGCCAGCTTTTCTGAGGCACGTACCCTATTCTGCGGCGAAGG
+TCCTCTTGTTTCACTTCTCTTACATCCACCCCATCCACCAGCACTTGCCCTTCTGTAACATCGTAAAATC
+TCAGTATCAAATTAACTAAAGTACTTTTACCAGAACCAGTTCTTCCTATTATGCCTACTGTCTGACCAGG
+CAAAACTTTGAAGCTCACATCCTTTAGAGCATAATCTTCAGCTCCAGGGTATTTGAAAGACACATTTCTA
+AATTCCACTGTTCCTGCTTGTGTTTCATCAAACTGCTTTGGATTTTCTGGGTCTTTTATAGAGGGCTCTG
+TTTCTAAAACCTCAGCAATACGCTCTGCTGAAACAGAAGCTCTCGGAATCATTATAAAAAGCATTGAAAA
+CATCAGGAAAGCAAATATTATCTGTATAGCGTACTGCATAAAGGCCATCATGTCTCCAACTCTCATGCTG
+GAATTTTCTATTTGATGAGCCCCTACCCACACTATCAAAAGAGTTACACCATTCATCACAAGCATCATTG
+AAGGAAACAGTATCGCCATAGCGCGGTTTACGAAAAGACCCACTTTGGTCACATCCTGGTTTGCTTTGTC
+AAATCTTTCTTCTTCAAACTTTTGATTGTTAAAAGCCCTTACCACCATTATCCCTGATAGATTTTCACGT
+GTAACTAAATTGAGCCTGTCAATTAATTTTTGCATCAACATGAATTTAGGCATGGCAATAGAATACAGGA
+CTGATATTATCCCAAAAAGTACAATAACCGCCAATGCTATAATCCATGACATTGAAACACTCTTGCTCAA
+AGCTCTGAAAACTCCACCTATTCCCATTATAGGAGCGTAAAATACCATTCTTATCATGATTACAAGGAGC
+ATTTGTATTTGTGTAATATCGTTTGTAGTCCTCGTTATCAAAGAAGCAGTGGAAAATTTGTCAAACTCTG
+CATTAGAGAAGTGCTGGACTCTAATAAACAGGTCTTTCCTTAAATCTCTCGCTACTCCTGCAGCTGTGCG
+GGAGGCAAAAAAAGCTACCATGATAGTGCTTGCCGCACTTAAGCCAGTTATCAGAAGCATAAGAAGTCCT
+GTGTGTAAAATGTAGTTCATCTGAATCCTATCAGTATTTATGCCAATTGCTTTATACTCATTTTTAACTG
+CCATTGTGGCAGCCTGAATTATCATGTCATCCCCTAAAACTTCAAATTTTTTATTCATTTCATCTCTTAT
+CTGAAGAAGCTGTTCCTCTGGCATTCGTGAAATTATCGCAAACAGGTCCATATTTGCAGGTATTTTCTTC
+CCATTAAATTCTATTACTCCATTTTTGGCATTCTCTTTAGCCTTTTCAATTCCCGAAACAGCAAGAAATG
+CCTTTCCTAAGGGCAAATTTATCTTGTCAATTTCTGATTTGTCTATATTATTAAGAACATAAACAGGTTC
+TTTTGAAAGTATAGGATATTTTTTAACATACTTGTCATAATCAGAGCTCATCTTGTTTACGAGTGTGTAA
+TTTTTCAAAATCTCCTCTTTTTCACTGGGAGTGACAAAAAGCATTAGCTTATCCATTTCACTTTTTCTTA
+TTGCTTCAGGAACTACATTTGTTATTCCACCCTGCTGTATACCGTTATTGACTATTTTAGACATGTAATC
+AGGTAGCGCCAGGTCACTCATGGCTTGAACAAATATGAAGAATACTGCAAGTAAAATTAATACTGCATAG
+GGTTTCAGATATCTTGCCAGCTTTGTCATATAGTCACCTTCTCCTCCTTAAATTTTTGCTACATTTAGTT
+ATCTTGTAATCTTTTCCTTCTTTATTTCCATCATCTTTTTAAATCCTCATTAACCTTTCATTTCTAACAC
+TTTTTTTAACGCTTCTAGTCCCTCTATTATCTTATTAAGGTCCTCTTGACTAGCTCTATTTATCAACTCT
+TCAAATTTTCTTTCCGCTTCTTTAAAATGCCTTTGAAACTTTTCCTTAAATTCTGGAGTAACACTGACAT
+AAACTACTCTTCTGTCTTCTTTGCTTCTCACCCTTTTAACCAACCCTTGTTTTTCAAGTCTGTCAAGAAT
+GCCAGAAACAGTGCTGTTAGAAAGCCCCAATTTTTGACTTAAATCGCTCACTTTCATCTCTCCATAATGG
+GCTAAAATCCCCATGAGCATTCCCTGAGGGCCTGTTATGTCATACTCCTTGCATTCGTATTTCATCATCT
+GCTTTATTGTGTTACCTATTTGTTTTAAAAGCTTTAATATTTTCAAACCATTGCTTATCTCTTCCATTTT
+CACCACCGCATTTAAAATTATTTCGTATACGAATATTTCGTATGCAAATATTTTTGACACAAAATATATT
+TTACTCCTCCCAATCTAGTATGTCAATATTCTCTAAAGCTTTTCATAAAAAAATAAAGACTGCCTTAAAA
+CTAAGACAGTCTAAAACTGTTGACAAAATAGAGAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGCCAA
+AGCGGTAACAAAACTTGGCGAACTTGAGGAGCGAAAGCAGGGCGAACGAAGTGAGCGGCCACTTTGAGCC
+CGAAGGGCGAATTGGCCGGTACCCCGCCTGAGCCCTCAAGCGAGCTTTAGTTTAGTCGCTTTGCAACTCC
+GGAGCATTAACACAAAATGCCACTTAATTGAATGGGACTTTATCAACAAACGAGACTGCCTTAAAACTAA
+CACAGTCTAAAGAGTTTCACATATTGCGCAAAATAGTTAAAACTTCCTCCACTTCATAAGTATTTATCAC
+ATCCCTGGCTTCAAGCCAGCCTTTTCTCGCAATTCCCACGCCATATTTGACATCCTCAAGTCCATCAACA
+CTGTGAGCATCAGGATTTATGGCAAACTTTACGCCTTTTTCTTTTGCGTATTTTATATACCTCCAGTCAA
+GGTCCAGTCTAAAGGGATTCGAATTAATTTCTATTATCTTTCCATAGTGAGCTGCTGCATCAATCACTGC
+GTATACATCTATTTCGTAACTATCCCTGGCAAGCAAGAGTCTACCTGTTGGATGCCCCAAAATTTTAGTG
+TATTTATTCTCCAACGCTTTTATGACCCTTTTAGTCATTTCTTCTTTGCTCATTCTGAAGTGAGAATGGA
+TTGAAGCAACTACCATATCAAACCTTTTTAAAATTTCTTCTTCATAATCCAGTGAACCGTCAGGCAAAAT
+ATCAGATTCTATCCCTTTTAAAATAACTATATCAGGATATTTTTTATTTAATTCATCTATCTCTTCCCAC
+TGTCTTAAAAGCATCTCTTCAGTAAGCCCATTTGCATAAAAGGCGGATTTGCTGTGGTCAGTAATCGCTA
+TATACTTATACCCCAGATCTCTTGCCTTTCTCACCATGTCTTCTAGAGAATTTCTCCCATCGCTGTAAGT
+CGTATGCACGTGAAAAACTCCTTTAATGTCCTTTTCCTCTACCAAGACGGGTATCTCCCCTTTTTCTGCT
+GCTTCAATCTCTCCCATGTCCTCCCTCAATTCAGGGGGAATATACAAAAGGCCAAGCTTAGAAAATATCT
+CTTCTTCCTCTTTACACTCTATGAGATGGTCTCCCTTAAAAAGTCCGTATTCATTCATCTTTATACCCAT
+GGATTTTGCCCTGTGTCTCATTGCAGTATTATGCTCTTTGCTTCCAGTGAAATGGTGAAGAGCATAAGGA
+AACTCCTCTTCCTTCACAACCCTCAAGTCCACGTTTATCCCTGACTTTAAAACTACGCTAGTTTTAGTCT
+CTCCCTTTGCAATTACTTCCCTCACTCCATCATAATTAACAAATGCATCCATGAGCTTTAAAGCTTCCTT
+TGAAGTTGCGAGTATGTCTATGTCTTTGACTATCTCCTTTTTCCTTCTCAAACTTCCGGCAATTTCAGAT
+TTGATAGCAAGGCCCGTGCCATCGATATATTCTTTAATCTTAGTAGCCTCTTCATAGGCTTCAAAGTAGA
+GATGGTGTCCGCTATATTGCTTCACAAACTGTATTCCCTCCAATATCTTTTTCTGTGTTTTTTCTCCAAA
+ACCTGGAAGCTTCAAGAGTCTATTTTCAAGGCAGGCGTATTCTAATTCCCCAATCGTGGTTATACCAAGT
+TTCTCATAAAGCGTCTTTATTTTTTTAGGCCCCAAACCAGGAATTTTTAACATTTCTATGAGGCCAGGCG
+GTACTGACTCTTTTAATTTTTCGTAATATTCCATTCGCCCGGTGGTGATAAGCTCTGTAAGCTTCTTGTT
+AAGCGCCTCTCCTATCCCTTTCACATCTTTTAACCTGTCTTCTTTAACAAGCGTCTCCAAATCTTCATCG
+AGAAGCTCAATTACCCTTGCAGCATTGTAATAGGCTCTTGATTTAAAAGGATTTTCCCCTTTAAGCTCTA
+ACAAAAGTCCAATCTCATTTAATATATCCACAACAGTCTTTTTATCCATAACCCACCACTTCTTTTTTTG
+ATTTATTTTTATCCACTTTAATTATTACACTAACCTTGTCAGAGTCTTTAAGCATTTTTCTCCCTTCTTT
+CCTGTCTGTATCTATATATATCACGAATGACTTCTCTAAAGTCTTCCGCTTCCCTAGATACTTCAAGCAT
+ATAATTTATGTAAAAACTATGGTCGTTTATTATAATCTTTTTCCCTCTCAATGCTTCCCATGCAACAGTA
+GCATTAGCTATATTTAAAACAACAAGGTCTACATCCCTTTTAAGCAAATCCTCCAGTTCATTCCATAAAT
+TATATACAAATCCCTCATCGTATTCCTTTAAATAAACCGCTATGTCTATATCAGATTCTTTTGTGGCTTT
+CCACTTAGCAACAGATCCAAACAGAAAAGCCATAACTATATTATCTTTATTCCTGAAAAACTCTTTTAGA
+GTTTCTAGATAATCCATCCCATCACCCGCTTTCTATCCTCATTATACCATAAGGTCAATAAAAAATAATG
+GCACAATTGACAAAATTATTATCAATTGCGCCATTGTGATCTCTTATCCAATTCCCTCTGGCTTCTTCTT
+ATCATCCACCAATCTTAACCCCTTCATGCTTAAGTAAAAACTTTTTTATCTCAATCCCCCCTCCAAAACC
+TGTCAAGTTTCCGTCTTGACTTTGTCAGTTGGAGGTCATTTTTAGGCTGGTAAAAAATATCAGACCCTTG
+ATTTTCAAGGGTTTTTTGTTTTTAGGGTTAAAAAATTTTTCAAAACTGTAGGGACAATTTTACTCCTAAT
+TATTGCCATAATACTTGACTATATTCACTTTTTGTAGTATAATGTAATAAACTAACATAAAGGTGATGCC
+GTATGTTTCTCAAAATAACTAAAGCTGGTGGCTATGAGTATGCCAAAATTGTCCATAATTATCGCGAAAA
+TGGTAAAATAAAGCAAAAAGTCTTGTTTAATCTCGGTAGAATTGATGAACTCAAAAATGATCCCTCTTTC
+ATTAATCTTGTAGATAAATTGCAAAAAATATTTTTAAGCTCCAGTGAAGAAACAGGTTCCATCAAGCTTT
+TTCCAGAAGATGTTTCAGAAGGGATTATTAAAAACTGGGGATATATTGTGTATAGAAAACTTTGGGAAGA
+GCTTGAAATAGATAGATTTCTCAAACAGTATATTTCTCAAAATTCCAGGATAAAGTTTGACATTGATAAA
+GTAGCATTTTTGATGACAGTACAAAGATTAATTCAGCCAGTAAGCAAACTTCAGACGTACTACCGCAAAA
+ACAGATACTTTGGATTTGAAGAAGATATTGATTTAAATCAGCTGTACAGGGGATTAGATATTCTGGCCCA
+GATAAAAGAGGATTTAGAGCTATACCTTTATCACAAGAATAGAGATTTATTTAACATGGTAGTTGATGTT
+GTTTTTTATGATGTGACAACATTTTACTTTGAAAGTATTAAGCAAGATGATTTAAGGGATTTTGGATTTA
+GCAAGGATAACAAGGTAAATGAGGTACAAGTGGTAATGGGCATGCTTGTAGATAAAGAAGGAAGACCAGT
+TGGATATGAACTATTTCCTGGAGACACTGTTGACAGCAAGACCATGATAGAGGTTTTAAGGAAACTGAAA
+GATAAATTTTGCATAGACCAGGTAATAATAGTAGCGGACAAAGGTCTTAACAGTAAACTTAATTTAAAGC
+TGATAAAAGAAGCGGGATACGACTACATTGTGGCAAGCAGACTGAAAAACATGAGTAAAGAGATTTTAGA
+TAGAGTATTTGATGAAGAGGGGTATCAAGTTCTTGAGGAGAAAAAGTGGAGATTTGACAGAGAAATATTT
+GGTGAAGAGTTTAGATTCAAGGTCATAGAAAGAGAGAATATTATCAAAACGGGAGAAGGGGAAATATTCA
+AGATACCTGAGAATCTAATAATAACCTATTCAAGCAAGAGGGCCAAAAAAGATAAAGAAGACAGGCAAAG
+GCTAGTAGAAAAAGCGAAAGAACTTTTAGAAAGGCCCGGCAATGTAAGGGCAGCAGAAAAGAGAGGAGGA
+AGGAAATATTTAAGACGCATTTCCGAATCAGAAGAATATGTACTGGATGAAGAAGCAATAAAGAGAGATG
+AGAAATTTGACGGTTTTTATGCAATTCAGACCAGCAAGAAAGAAATGAGTGTGACAGAAGTTTTGAATGC
+ATATCATGATTTATGGAAGATAGAGCAGTCTTTCAGAGTAATGAAAAGTTGTCTTAAGGTAAGACCAATA
+TTTCACTGGACGGAAAAAAGGATAAGAGGGCATTTTGTTGTGTGCTATTTAGCATTTTTACTGGAAAGAA
+CTTTAGAATACAGCTTGAGGGCTAAGTGGAAAGAATTAAGCAGTGATAGAATAAAAGAAGCGATAGGTTC
+AATGAATTTTGTGGAGATAGAGATAAATGGGAAGAAATATTTAATTAAACAAAAGATAGAGGAGGAAGCT
+GAAGACATATTGAAGGTGATGAAAATAAAAGCACCAAAAAATTTCATTACATATGAGGAAGGCATGGAAT
+TAATTAGCATGAGAAAGTAATGTAGTGACAAATTTCAGGCCCATTTTTTGTCAATACCTGTATTCCCAAG
+CCTTTTGGGTTTCAAACTGACAAAGTCAAGAAAAATAATGGCACAATTGACAAAATTATTATCAATTGCG
+CCATTGTGATCTCTTATCCAATTCCCTCTGGCTTCTTCTTATCATCCACCAATCTTAACCCCTTCATGCT
+TAAGTAAAAACTTTTTTATCTCAATCCCCCCTCCAAAACCTGTCAAGTTTCCGTCGCTTCCAATAACTCT
+GTGACAGGGAATTATAATGGGAATAGAATTTTTATTAAGAGCCTGCCCTACTGCTCTCGCTGCTTTGGGT
+TTCCCAATTCTTCTTGCAATTTCACCGTATGTCACAACAGATCCATAGGGAATTTTCAAAGTCTCCTCCC
+ACACAGCCATCTGAAACTTCGTACCTTGCAAATCCAGCTTCACATCAAAATTCTTCAGCCTCTTTTGAAA
+ATACAGGTCAAGCTCTTTAATGCACTCTTCAATATAAAAATCGGTTCCCTCTTCAAAATCCTCTAATGGA
+AATTTTTCATTTTCAAACTCAATTTTGCATATACCTTTGCCAGAAGAAAATACTGTAAGAACACCTACCG
+GAGAGTTAAATCTCTTGTAAATCATATAAAATTCCCCTTTATCATTTTTAAAGTAAAAAGTAAACTTGCA
+CAGAAAAAACTTCACAATCACGAGAAAAAATAATACATAAAAATGAAACCAAATAGTGTTACTCCGCGTC
+TATAATATTGGGGAGATTTCGTCAGGGAGAGATAAAAAATGGAAAGAAAGTTTTACTTAATTATTATTCT
+AGCATTAAGCCTTCTATGCCTTCTACTTGGAATAATGCTTTTTATAACAGCATTTTACCCTAAAATTTAG
+GGGTAGCAAAAACCTACCCCTCAAAATAGCTGGCAACCTCTTTAAGATACTCTATAATCGGAAGGTGCTG
+TGGGCATACGCTCTCACAATTGCCGCATTCTATACAAGAACTAGCCTTTGCATCCCCTAAATCCTCATAG
+GCTTTGCGATTCGCCTCATAAATATTGTACATATGCGCTTCATTGTAAAGCTCGAAATTTCTCGGTATGT
+TGACCCCATTTGGACAGGGCATGCAGTAATTACATCCTGTACAAGCAATAGGGGAAAGCTCTTTATATTT
+ATTTCTAACTCTTGCCACAATCTCCAGCTCTTCAGAAGTCAAAGTGCCAATCCCAGACCTGTTCGCGCTC
+TCTATATTTTCTTTCAACTGCTCAAAAGTGCTCATGCCACTTAAAACAACAGAGACTTCAGGCTGGTTCC
+AAAGCCACTGGAGTGCCCACTCAGCAGGACTCCTCTTCACTTTTGCTGTATCCCATATCTCCTGCACAGC
+TTTTGGAGGATTGGCAAGTCTTCCTCCTCTTATGGGCTCCATTATCACAACTCCCAATCCTTTTGATGCA
+GCATACTTTAACCCCTTTTCTCCTGCCTGCACATCTATGTCCATGTAATTGTACTGTATCTGGCAAAAAT
+CCCACTTGTCATAGTAGTCTATTATTTCTTTAAAAATAGGAAACTCGTCGTGAAATGAAAAACCTATGTA
+TCTTATTTTTCCTTCCTGTTTTTTCTTTTCAGCCCAGGCTAAGGCATCAACTCTTTTCATATTCTCCCAC
+TTGTTTTTATCTAAAGCGTGTAAAAGGTAAAAATCTATATGGTCAGTCTGAAGCTTTTTAAGCTGTTCAT
+TTAGATATTTGTCCATGTCTTCTTTCTCGTTGATCAGCCATGTGGGAAGCTTAGTCGCAAGAAAAGTCCT
+CTCTCTATATCCCTCTTTCAATGCTTTTCCTGTGACAATCTCGCTGTTGCCTCCATGATAAGGCCAGGCA
+GTATCGAGATAATTCACTCCATTGTCAATAGCATATCTTATCATCCTTATGGCTTCTTTCTCATCTATTC
+TGCTGTTGTCATTGTCAATGACAGGGAGTCTCATCAATCCAAATCCTAATGCAGACACTGCCACATCCAA
+TTTTCCAAATTTTCTATATTGCATAATCCTCTCCCCTTTCCCTGCAAAGTTGTAAAGTAATTATATCACA
+TCTTTTTTTGAGAACAAAATTTATAAAAAAGAAAAGGGCAAAAGCCCTATTAATGTAGATTCACTCTCTT
+TCTTTCCTATACTTTTCCATTATTTCTGAGAAAATCTCCGCATTTGTTGGCGGTGTATAAGTTATTGCAT
+TGGCACCTGCTTCTATGGTCTTCAAAATTGTCTCTTCAGTAGGACCACCAGTTGCTATAATTGGTATATC
+AGGATCTATGTCTTTTATCTTTTTCACTATATCAGGTGTCTTTTGTGCTCCCGACACATTAAGAATTGTA
+GCGCCCGCCTCTATTCTTCCTTTTATGTCTTCCTTCTCAGACACTATAGTGACAACTATCGGTATATCGA
+TGGTGGCTCTCATCTTTTTTATTATATCATTCGCCGTCGGAGCATTTACAACAACACCCATGGCACCAGA
+GAATTCAGCGTCAAGAGCCAGATTTATAACTCTTTTCCCCTGTGTAAGCCCTCCTCCTACGCCGCAGAAA
+ACAGGTATGTCAGCTGCCATTATGAGAGCATGAGTAATTACAGGTTGTGGTGTAAAAGGATATACAGCCA
+AAACGGCATGAGCATTGGTGTTCTTAATCAAAGCCACATCTGTCGTAAAAACTAAAGATTTTATCAATTT
+CCCATACACCTTTATACCGGAAGCCTTTTGATGTATTATCTCAGGCACTAAAACCATTTTCTGCCTTAAG
+GGAGAAGTTATCTCTGGAACAAAATCATCAGTCATACTCATCACCATCACTTTATTTACTGGTATAGTAT
+TATATTAACCAATAAATATCTCCAATTCAATAGGTTTTTCCCAAAAAACAGTGAAAAAATCAGATAAGAA
+TCAGACAAAGGGGACGGTTCTTTTTGTCTGATTTAAAAGACCTCTTGAAAAATTCAGTCGTAAGGAACCG
+TCCCTTTTGTCTGTTTTGTTCCCTTTGTTTTTTGTTTAGTATTTTTAAATTGGACTCTTTTTGAAAACCA
+TTTTCACACTCATAAATATAAAAACGTTTAACCATGTGTGCATAATTTACAACTTTTTTTGAAGACTTAT
+TGATTTTTTGTAAAAATTTATGATAAACAGTACTAAACTTTTGTGATACAGCATAAAATTTAAATAGGTA
+ATTTAAAAATCACTAAAATTTACTGCAATTTTTTAATATTTTTTAATTTTGGTTGCACAAAATTAAATTT
+CTTCATAAATGTTTTACATTTTTAACAGCCATATTGCCAACTAATATTAAATATGCTATAATAGTAATCG
+TCTACAAAATAAAAACAAAATTAAAGGTAAGGGGGATTTTTGAAGATGCTAAGAAAGAAATGGCTTCCTC
+TTTTAGTGGTGCTCGTCTTCGCCCTATCAGTTGTCCTATCTGCTTGCAGCAAACCACAGGAGACACAACC
+ATCCGAACAGCCCAAGCAAGAACAAACAACTCCAACAGCTTCTGTCCAGGACAGCGACAACTGGACAAAA
+GCAAAAGACCCTTCAAAAATACCAGAAGCTTCAAAATCTCGTACAGACACTCTCATAATAGGTCTGCATG
+AGCCAGCAGGAACATTTAACCCACTCTTCTATGAGACAGCCTATGACAATTACGTCTTAAGCGCTATATT
+TGATGGCTTAATAGAAGTAAACTTTGACGGAACATATATACCTGGCCTTGCAGAGAAGTGGGATTTGGAC
+AAGGACAATAACACTGTTACGTTCCACTTAAGAAAAGGGGTACAATTCAGTGACGGTACACCTTTAACAG
+CCCATGACGTAGAATTTACTTACTACGTATTAGCAGACCCAACTTACGATGGACCAATTGACCTCTCTCC
+TGCAGGTATAATAGGATTTAAGGAGTATCAGGAGGGCAAAGCAGATAAAATTGAAGGTATAAAGGTCTTA
+GATGACTACACAATACAAATTCAATTAGAAAAACTCATGGGAACTAGCTTGTCAGATTTGGGTATACCTG
+TAATTCCAAAGCACTACTATGGAAAAGACTTTAAGAAGGGAAATCTTGAGGGCATAAAGGCTTTAATGCA
+AAAGCCACTTGGTTCGGGTCCATATGTATTTGACAAATTTGTACCTGGTCAGGAAGTGCGCTTAGTAGCA
+AATGAGCACTACTGGAAAGGTGCTCCAAAAATAAAGAATCTCATCTTCAAAACGACTACAGACGAAACAG
+CGGTTCAGATGTTGCAGGCAGGAGAAACAGACTATGAAACTTCCAACATCACAGCTAAAAAGGACAATGT
+AGAGCTCCTCGAAAGCCTGGGATTTGTAGACTATGCACTGTTGCCCACAAACGGATATGGGTATATCGCT
+TTTAACTTCTATCAGCCAAAATTCCAGGATGTAAGAGTTCGCCAGGCTCTGACATACGGTCTTAACAGAA
+AAGCTATAGTTGATGCAGTATATCAGGGGCTAGCAGAAGTGAGAAACGTTCCTCAGTCAAAAGTGTCCTG
+GGCATATCCGCCGGAAGATGAAATAAATCCATATAACTACGATCCAGAAAAGGCAAAACAGCTCCTTGAA
+GAGGCAGGCTGGAAGCTAGGACCTGACGGGTATCGCTATAAGAATGGTGAAAAGTTCACAATTCACTTCC
+TGCAGTCAACACCAAACCCTGTGAACGACGCATTAGTGCCAATCGCTGTTGAAAACTATAAACAATTAGG
+TATTGAGTTTATAGCAGAACCCATGGAGTTTAACTTAATAGTTGATAAAATTAAGAAAGCCAAAGAAAAG
+ACTTTTGACATGTACTTCATGGCTTGGGGATTAAGTGCTGAACCAGATCCATACAACATATTCCACTCCA
+AAGGGTCACAGAACAGAAACGGATACTCCAATCCAAAGGTCGATGAGCTTATTGTAAAAGCTCGCGAAGA
+GCTAGATATGAATAAGCGCAAAGAGCTCTACCATGAGCTTTACAAAGTGCTCAATGAAGACCTGCCGTAC
+ATCTTCATGTACCAGAGACATGATCTTAATGCCAAGAACATGAGAGTAGTAGGATTCCAGATTTCATCCT
+TCAGAGACTTCACTTACTCGCTCTATCAGGCAGAACTTCTCCAGTATTAAATTAAGTAAGAAAAGCCCGG
+ACTTAGGGCCGGGCTTTTCCAATGCATTTTAGGAGGGGATTTGATGACACAGTTTATAATAAGAAGGCTT
+TTGCAGAGCATTCCGACATTGATAGGAGCATCCATAATAATATTTTTAATTTTTGCTCTTGCTCCTGGCG
+ATTACGTAACAAGGCAGTTTGAAAACCCTAAAATGACTCCGGAGAGAATGGAACAGTTAAGAGCGCTATA
+TGGCCTTGACAAGCCCTTACCAGAAAGATATTTAAGATGGGCTGGAAACATGCTAAGAGGCGAAATGGGA
+GACTCTTTAATGTTTAAAAAGCCTGTCATAAGCGTGATAAACGACTTTATATGGAACTCTTTCCTTTTAG
+GAGTTGCCATAATGTTTTTTGAATGGTTGATCGCCTCAATAATAGGCATATACTCGGCAGTCCGACAGTA
+CTCTGTCTTTGACACGATAGCTACTTTGATAATTTTTATGTTATATTCCCTGCCATCTTTCTTCCTGGGA
+CTACTTCTCCTCAAAATCTTTGCTGTGGACTTGAGATGGTTCCCAGTAGGTGGCATGATAACCACAGGTT
+CAAACTACACTGGATGGGCTCATATAACGGATGTAGCAAAACACATGGTACTTCCTGTTGCAACCTTGAC
+TTTGATAAGTGTAGGGGGATTGAGCCGTTACTTCAGAGCTAATATGCTAGAGGTTATCAAACAGGATTAT
+ATAAGGACAGCGAGAGCGAAAGGATTAAAGGAAAGGACTGTTATTTTCAAACACGCTTTGAGAAATGCAC
+TTTTGCCTTTAATCACACTTTTCACACTTGAAATACCAAGCCTCTTCGCAGGTGCAATGATAACAGAGAG
+AATATACAACTGGCCAGGAATTGGTAAAGTGGTTCTCCAAGCGATTTACGTAAGGGACTATCCTTTATTC
+TTAGGCTATACCATGTTAATAACCGTACTTACAATCCTGGCAAATATCCTGGCAGACGTATTATACGGAA
+TAGCCGATCCTAGGGTAAGGCTTAAATAAGGAGGGATAAAGTTTGGAGAGGTTAACTCCAACACTTGACT
+ATAGAAAAAATCGCAAAAAAGGCGGTACTTCACTGTGGCAAGATGCCTTTCGCCGCTTTATAAGGAACAA
+ATACGCTATTTTAGGTCTTGTAATACTGACCTTTATGGTTTTATTTGCCTTCATAGGACCTTATTTTTCG
+CCGCATCAGGACGTACCCGATGTGACAAAGGCAAATCAGCCCCCAAGTAAAGAGCACTGGCTTGGAACAG
+ATAACCTTGGAAGAGATGTCCTTTTAAGGCTTATGCTCGCAGGGAGGATATCTCTCACAATAGGTATAGC
+CGCTACTTTGATACTCCTATTAATTGGCGTGACTTTGGGGTCTATCTCCGGATATTACGGAGGATGGCTT
+GATGTCATAATAATGAGAATTGCAGATATTATATACGCTATGCCCGGACTTCCAATATTGATAGTGATGG
+GTGCGATAATGTCAGATTTGAAGATACCTCCAGCTCATAGGATATACTACGTCATGTTCATATTGGGTAT
+TATCTCATGGGTTGGAGTTGCAAGGCTTGTAAGAAGCCAGATTTTAAGCTTAAAAGAGCAGGAATTCATG
+CTGGCAACAGAAGTTTTGGGTTTAAGAGATAGCAAGAAGATAATAAAACACCTTTTCCCCAACGTACTGC
+CAACAGTTATTGTCGCCGGAACACTGGGAGTTGCAAGTTCTATAATCTCAGAATCTGCTTTGAGCTTTTT
+AGGCTTAGGAGTCGTACCTCCAACACCTTCTTGGGGTTATATGCTTTCTGCCGCCAATAATATGATAGAC
+TTTGCAAAGCGCCCGTGGCTATGGATTCCGCCAGGCGTTGCCATAATGCTTACTGTCCTTGCTATTAACT
+TCGTAGGCGACGCTTTGAGGGACGCTTTTGACCCAAGACAAAAGATTTAGGAGGAGTTGAAATGGCAAGA
+AATATTGTAGAATTTCGCAATCTTAAAACCTACTTCTACACCGAAGAAGGTGTTGTAAAAGCAGTAAATG
+ACGTCAGCTTTTCAATTCGCGAGGGTGAAACCGTCTGCGTCGTTGGGGAATCAGGGTGTGGAAAAAGTGT
+AACCGCTCTTTCTCTAATGAGACTCATCCAATCTCCTCCTGGTAAAATCGTAGGTGGAGAGATAATATTT
+GATGGGAGAGATATCCTTAAATTAAGCGATGCTGAAATGAGAAGGATCAGAGGAAATGAAATAGGAATGA
+TATTCCAGGAGCCTATGACCTCATTAAACCCTGTTCTCACAATAGGAGACCAGCTGATGGAACCTTTAAT
+GCTTCACAAACACATGACAAAAAAGGAAGCCTGGAACAAAGCTATTGAACTTATAAAGCAGGTTGGAATT
+CCCCGCGCTGAACAGATTATGACAAGCTATCCCCATGAGCTAAGCGGCGGAATGAGGCAGCGCATAATGA
+TAGCAATGGCCATAAGCTGCGACCCCAAACTTTTAATCGCTGATGAACCTACAACCGCTCTGGATGTTAC
+CATACAGGCTCAGATACTTGACCTTTTAAGAAGGCTCAAAGAAGAGAAAAAAATGGCTCTCATGCTCATA
+ACCCACGATTTAGGAATTGTGGCTGAAATGGCGGATTACGTGGTGGTGATGTACGCAGGGAAAGTCATAG
+AAGAAGCTCCAGTGAGAGAGCTTTTCAAAAACCCCAAACACCCATACACGAGAGGCCTTTTAAAAGCAAA
+GCCTGTGATTGGAAGAAGGCAAGAAAGGCTGTACACCATACCTGGGCAGGTGCCTAACCCTATAGACCTC
+GGAGACTTCTGTTATTTCAGCGACAGATGTGAATACACGATGGATGTATGCCGCAAAAAGATGCCTCCTC
+TTGTCGCTGACGAAAATGGCCATAAAGTAGCCTGCTGGCTGTACGAAGGAGAGTGGAAAAAATGAGCGAA
+CCTTTGATTGAGGTAAAAAATTTAAAAAAGTACTTTCCTATAAGAGGAGGAGTTTTGCAGCGCACAATAG
+GATACGTAAAAGCCGTAGATGGAGTAAGCTTCACTATAAATAAAGGGGAAACCTTAAGCCTTGTAGGAGA
+ATCTGGCTGTGGGAAGAGCACTGTAGGCCGTACTATAATAAGGCTTTACGACAAGACGGATGGAGACGTT
+CTTTTTAAAGGTATTCCTATACATAGCCTCAAAAAAAGCGAGCTTAGAAAACTTCGCCCCAAAATGCAGA
+TGGTATTCCAGGACCCCTTTAGCTCTTTAAATCCCAGGCTTAGAATAGGGGATGCAGTAGGAGAAGCCTT
+ATTAGACCACGGCCTTGTCTCAAAAAACGAATTAAGAGATAGAGTAATAGAAGCATTAGAAATGTGCGGA
+CTGGCTTCATATCACATAGATAGATATCCCCATGAATTCTCTGGCGGTCAAAGGCAGAGAATAGGAATAG
+CTCGCGCACTCATTTTAGACCCTGAATTTATAGTCTTAGACGAGCCTGTTTCCTCCTTAGACGTGTCAAT
+ACAGGCACAGATAATAAACCTTTTGATGGATTTACAGCAGCAAAAAGGCCTCACTTACCTCTTCATCTCT
+CACGATTTGAGCGTGGTGGAACACATAAGCACAAGAGTTGCTGTAATGTATCTGGGCAACATTGTAGAGA
+TGGCATCAAGAGACGAGCTCTTTGACCATCCATTGCATCCTTATACGCAGGCACTTCTTTCTGCGGTGCC
+AATACCCGACCCGGACCTAAAAAGAGAGAGAATAATACTGGAGGGTGATATACCCAGCCCTGCAAATCCA
+CCAAAAGGCTGCAAATTCCACACAAGGTGTCCTTTTGCAAAGGACATATGTAAAGAACAAGTTCCTGAGT
+TTAGAGATGTAGGAGGAGGGCATTATGTAGCTTGCCACTTAGTATAGCTACATGCCCTCCTCCTTTTTTT
+CAAGTTCTTTTATAAAAATGGGTTTCACCAAAAATTCGAAGTACACAAAGCTAATCAAAAGAACCAAAGA
+AGTAATCAGAAAAGGAAGAGTACTCTTACCTCTTTGAATTACATACCCTGCTATAAAGCTTCCAATAGCC
+CCTCCTATGCTCCTCAAAAAAGTTCTGGCACCTCCAAAAAAATCTCTCTTATCTTCCTCTACAGCAGACA
+TCGTTTGGCTGTCCACCATATTGAGAAAAAGTGTAAAGCTACCACTCCTTAAAAGGAAAATTAACACAAA
+AGCAATGGGAAGCATCTTAAAGTAAAGAATGAAAGCCAGCCCTATATTTATAGCGTACACGTAGTAATAA
+GACCTAATTACTCCCAGCTCATTTATAAGCCAAGGCATTATTATAGAGGCAAAGAACAGAATTATACCAT
+TGGCAGTCAAAACGTAAGAGACAGCCTCATCATGCCACCCTGTGGTAAATTTTATTATGACATTCTGAAA
+AGGTATAACGACTGAAAATACCATTCCCATTAAAAAGAGATATAATGTCAAAATTATTATTTTGCTGTTC
+AAATGCTCTTTAAAATTCTCTGTTAAATTTTTTGTCTCAATCTTTTCTGCACTATTAAGCTTATTGTTAT
+TGCGGCAGGGCAAAAATAATCCCCTCAAAATTGCCACTAAAAAGATAGACAAGGCAGATATGTATATCGA
+CCACTGATATTTAGTGGTACCATACTTGAGAAACTGCGGGATAAATCCCCCCATAAGAGTCCCTATCCCG
+CTGAAGAGGGTAAAAACTGCAAAGAGAAGACTGTAGCTTAAAGTCTCTGCTTCACTTGTCCCGGCATAAG
+AAAAGAGAAGCTGTATCTCTGTAGAAACCAAAAGTGAAACCCCTATAAACTGTATTATTTGGGCCGGATA
+AAAGGCATAAAGGGTGGTCCCAATTCCAAACATCAAATAGCCCAATCCTATCAGTACAATCCCCGTTATA
+AATACCCTTTTCCTCCCAAAATGCCTTGCCATAAATCCTGCTGGCAGTGAAAAAAGCCCCATGACAAAAG
+TGCCTATAGAGTTTAAAGCGCCAATCTCTTCAGGTGAAATATTCAAAGCTAAAAAGTGGAAATTTAGCAC
+AAACCCTAAAATACCCATTCCTATCCCTAAAAATGCCTCTGTTGCCACAAAAATTTTTACTTCCCTTGGC
+AGAAATTTTATCTGGTCAAAAAGCCCCATACACTTTCTCCTTTCTTCCCAGACAATCAGACAAAGGGGAC
+GGTTCCTTCCGTCTGATCTTTTAAATTTAATCAGGCTATATAGTCAGGCTTTGCCTTTTTCTTTCAAAAT
+CTTATGTATACTATACCTAGTCACCCCAGCAATAGAAGCAATATCTTTAATTGAAAGTCCTGTTTTTTCT
+CTGTATTTTTTTATTAAGTCATGCCATTCTTTACGTTTTTTAATTTCCAGATTTTCTATATCTTTAATCC
+CAAATTCCATTGCCATTTTTTTAAATAACTCTTTGGCTTCTTCCGTACTCATTTTTTCTTCCTCAATGTC
+GATAAAAATTTCAGTGCCTTCTGTCTGCTCCATATATTTCTTAAACTGTTCTATAGCTTTCTTTTTATCA
+TCAGAGAAAATACCTAAAATCAACTCTGTATCTACAATTTGACACATTTTATCATTATCGTTAAGATAAC
+AGCTATAACTGCTCCACTTATAATCAGAAACTTCTTTCACTAGTCCCGCTTTTACCGGATTCTGGTGAAT
+GTATCTTACTAATGCTATAACGTAACTCTCATCTTCAACTGGCTCACTTCTAAACCTATCTTGAAATAAA
+TGCCCTGTCCTATCGTATTTTTTATTAAAATAAGAAACATAAGTTCCTGCAATCCTCTTAATAGAACTTG
+ACAAATCTTCATTGCCTTCCTTGATCATCAAATGAACATGGTTACTCATTAGACAAAAAGCAGTTAAATA
+AAACTTCCCGTCTAGCTTTTTCTCTGCCAATATTTCTATAAAGCGCTTTTTATCATCATCATTGTTAAAT
+ATATTTTTCTTTTCATTTCCCCGCAACATCACATGATAATATCCACTCTTGCTTTTAACTCTTGACTTTC
+TAGGCATTTATATCCACTCCAAAAATAATAATTCAGACAAAAGGAACCGTCCCCCTTGTCTGATTATAAC
+ATATAAATCAGATAAAATCTCCCATTTTTTCAGAAGTTTTAATTTTATATATTCCTAACAGGATAAAGGT
+TAATGCAAAAGCCAACAGTATGATTATATTCATATAAACATCGCTTAAACTACCACCCATTTGAATTTTT
+TCTATAGCGTCTATTGCCCATTTCTGTGGTATAAAATCAGAAAGCTTTTGAAATGATTTTGGCATTAAAT
+ATAATGGCCAGAAAGTTCCCCCTAACATACAAGTAGGTGTAATAATTAAAGTAGACAAGACATTAGAATA
+ACTTGTAGAGGGTGAAAAAGCAACTATCATTGAACTTAAACCAATAGAGGTTATTCCAAAAGAAACCAGT
+ACTAAAAAAACATCAAATGTCGCTTTTGTGAAGCTTAAGTTTAATATAAAGGTAATCAACGCAAGTATAA
+AAGCTATTTGAAAAACTGTCAAAATCAAATTTACCAAAAAATTGCTCGCTAAATAAGTTCTTGGCTTTAA
+AGGAGAAGCAAAAATTCTGTAAAAAGTTTTATCTCTCTTCTCCACAAGTATAAAATTAGAAATATTAAAA
+GTACTAAACATCAAAAACATTATAAAAAATCCTAAACTTCTTGTTGTTGCCACTGCCGTCTTCCCTATAT
+CTTCAACAATATATGTTTTCAAGCTAAAAGGACTGTTCTTATAAAGGTTGTACATCTTATAAAAATTTTC
+TTTATTTCCTTCGGATGCCTTACTCAAATTGTAAAGAACATTTATCTTGCGGTCAAGATAACTTTTCAAA
+AATAAGGTGGTTTCTTCCCCTTTTATTGATACAATCTCTACATCCTTTGGATTTCCCTTCAAAATTTCTT
+CTTCAAATCTTTGAGGAATCACTATAGCGCTGTCAACTTTTCCTTTCGATACTTTATCATTTATCTCATC
+TTCTTTTAAGAAAACAACCTTGAATTTATCCGTTTTTTCCAATGAATTAATTAAATCTGCCGAAATCAGA
+CTTTTATCTTTATCTACAACACCTATTCTAAGCTGTCCGCTGCCACCATAGGTAAAAAGCAAAAAGAAAA
+GTGGAATTATAATACCAGAAATCAATAAAATAATATTCCCTTTCCTTCTAAAAAATAACTTTACAGTATT
+GTTCATAACCAAAAATAGCTCTCTCACTTAAAAAGCCTCCCTTCTGAATAAGTAGGCCGACAACACTATG
+AAAAAAGCTGCAGGAATTAAATTTACCATGAGGGCTGTAGGTACATATTGGTAATTACCTACCCATATCA
+CGTTAAATATGGCTGTATTTGTCCATGTAATTGGAGAAAAATTTGAAAGTCTCTCAATAAACTGACTTCC
+CATCTCTTTTACAGGATAATATGACCCACCTAAAAAGGCTATAAAAGGAATTATACCGTTTAGTAAACCT
+TGTGCCATTGCTCCATTTTTTATAATAAACCCCAAACTCACTCCCAAGCCCACCACAAAAATTATCTCAC
+TAATTATAATCACAAAAACAGTTATGATATCATTTCCCCAATTAGTTCCGAAGATGTATTTGCTAAAAAA
+AATAATAATCAAGGCCTGTATAAAAACAGAAAAAGTTACCCCTAACACCTTCCCTATCAATATTTCATAT
+TTCTTAACAGGAGAAGCTAATATTCTGCGCCCTGTCTTTTTTGTCCTTTCCATATCTATTGAAAATACAC
+CACTCATAGCACCGTATAAAATTATCAAAGTAAGCATTGTAACAGAATAATAATCGAATGATGTTTGTTT
+AACTTTTCTGTCAATAGAGGTTATATTTATAAATTCTCTATTTAAATTTATATCGCCGCTATTCTTAAGA
+AAGGCAGGATTTTGTGAAGCTATAGCTGTCATTCCCTTAAAAGTATCAACAAAAGAGTCAATCATACTTT
+CTGCAATCTCCGTTTTTATATCTCCATGTGCATTCTTATAAAAAGTTATATCTTTACCTTTTAAAAAAAC
+ATAACCATCATATTTGCGTTTTTCTATTTCACTTATTCCTTTGCTGATATCTTTTATTTCTACAAATTTT
+ACTCCCATTTTATCAGTTTCTTTAATGAAAATATCAAAACCCTGTGAAAGTACCGTATCTCCTTCATCTG
+TATATATCACTTTTATATCCCCTAATTTTATATCTGATGTTGACGAAAACGCAAAACCTAAAATTCCAAT
+AAGAACTATTGGCAATAGTATCATAATTGCCATTACATTCTTGTCATAAAGAATTTCCTTTATTTCTTTA
+AGCATTATAGTAAGGATTCTCATTTTACCACCTCTAATCCCTCAATTTTCTGCCCGTTAACGTGAGGAAA
+ACTGTCTCCAAATCGGGAATTTCATTTCTCAGATTGCGTATTGGTATATTCTTTGAAATAAAATAATGGA
+TTATATCATCAAAATTGCTCACATCTTTTAAACTTGTTATCTTTATCGTGCTGTCTTTTATCTCAACATC
+TTTTACACCCTTTATTCCTTTCAATTCCTCCTCTTTTATTCCATCAATTGAGCCAATTTCAATATAAACT
+GTATTCACATCTGTAACCATTGAAATGAGTTCTCCCTTTGTTCCTTCAGCTATAACCTTGCCATGGTCCA
+TTATAGAAATCCGTGTACAGATAGCCTCTACTTCCTCCATATAGTGACTTGTGTAAATAATTGTACTACC
+CATTTCATTTAACTTTTTAACAGATTCCAAAATGTGATTCCTCGATTGAGGGTCTATACCTACTGTAGGT
+TCATCCATTATTATCAATTTAGGTCTATAGGCAATGGCACAGGCAATATTTAGCCTTCTTTTCATACCAC
+CTGAAAATTTATTTGGTACTTCTTTCGCTTTATCTGAAAGACCTACAAACTCTAATGCCATCTCTACATT
+TTCTTTTAGCTCTTTCCCCTTAAGTCCATAAAGGCTTGCAAAAAACTTTACATTTTCATAGGCTGTTAAA
+TCTCCATATATAGCAACGTCCTGAGGCACAATACCTATATTTTTCTTTATGAATTCAGCATCTTTACGTA
+TGTCTTTGTCAAAAACATAGACTTCACCTCTGTCAAAACTTATCAGTCCGCAGATTATGCTTATAGCCGT
+AGTCTTTCCTGCACCATTGGGACCCAAAAGTCCATAAATTTCCCCTTCTTCTATTTCCAAATTTACATTA
+TCTAAAGCTATAATATTGCCAAACCTTTTTGTCAAATCCTTCATTCTAACTATTTTCATAAAATCCCTCT
+CCCTAGAATATAAATTTTCAGATAAAAGAAAATATCCCTCTTAATTGAAATTGATTTACCTTTCTAGGAA
+TATTATAAAAGAAATGGTGGAAATTATCTAGTATAATCACATAAAAAAAGTAAGGTCCGCGATGGTCTTC
+GCTTCAGCCAGTACAGGTCCTTCGGCACCCTTTAGCACTTCACAACCTGTACTGACCTATGCTCGACTGC
+TATGGATACCTTAGAAGTCTTATGCACCTTCCATAAGACCTCCAGTCTAAGTACACTGCAAAGGCGCGTA
+CTTTGACCTGCGGCACCCATAGCAGTCTTAGCTCGACTGCAATGCATCCTTTTTAGCTTATAGCTTTATC
+AAGACACATTGCAATCTGCCCTCTGACTGACATTCGCAATACCGAACATCAATCTTCGGCCGGCCATCTA
+AGGCTTACGCCTCTAAATGACCTTGGCTCAACCACCGCGAACCTTACACTATTATGTTTCCCGCACTTTA
+AGGGAATATTCTAAGAATTTTTATCTATTTTTGGAAAGTTAATGCAATAACTCTTGCCTGTCCTTCCAAG
+TCTTCTTTCTTAACTTCCAGCTCAGAAGAGGGGATTTGTTCTCCATTTGTAAGTTTCAAAAAGTTATCTA
+CTGTGTCTATTGGAAAATCTATGTACTCCGTCTTGTAGTGCATTGGAATTGTAATCTTTGGGTTTAACTG
+CTTCATCACTTCTACCGCCTGTTTTGCGTCGATGGTATAATATCCTCCTACAGGGATAAGCAAAACATCC
+ACAGGCCCTATCTCATTGACCTGCTTTTCCGTCAAGACATGTCCTAAATCTCCCATGTGGCACACTCTTA
+CACCGTCAATCTCAAAAATGAAAACTATGTTTTTCCCCCGCTTTGCCCCCTGCTCTTCGTCGTGGAAAGT
+GCTTATTCCTTTTATTTTTATTCCTTTTATGTTGTGTTCTCCTGTCCTGTCCACTATTTCAAATTTCCCT
+TTTACAGCTTTAAAGTAATTGTGGTCAAAATGGGAATGAGAAGAAGTGACAATATCTGCCCTCACATCCG
+GCATAGGGTATCCTACAGAATCGTCAAAAGGGTCTGTCACAATTGTAGTCCCGTCTTCGGCAGTCAATTT
+AAAGCAAGCGTGTCCTAACCATTTTATTTTCATAAAAGACCACCTCCTAAAACCTATTATAACACAAAAA
+AGGCAGCAAAAACCGCCTTCTTTACATTCTTTCAGGAGCAGTGACTTTAAGTATGTCAAGAGCGTTCTTT
+AGAACAGTCTTTACAGCTAAAATCAGAGCAAAGCGTGCTTTCATTAAATTCTCCTCTGCTCCTTTCACCC
+TATGGCTGTTGTAGAAAGAGTGGAAAAGAGAAGCAACGTCTATGACATACCTTGTAATCCTGTGAGGAGC
+CAAGGTCTTCGCAGCTATAGTTATTTCTTCAGGAAAATAGGCAAGTTTTTTAATCAAATCCACCTCTTCC
+TCTTCTTTTAAAAGCCCAAGGTCTACATCTTCTATATTTTCTATCTTAACCCCCATCTCCTCTAACTGCC
+TTATTATAGAACAGATTCTCGCATGAGCGTACTGCACGTAAAAGACGGGATTTTCATTCGTCTGCTGCTT
+AGCTAAATCCAAATCAAACTCTATTGGGCTGTCAGGAGACCTCATATTGAAGAAAAATCTCGCTGCGTCT
+TTACCTACTTCCTCTATCAAATCCCTTAAAGTGATCATCTTTCCTGTCCTTTTAGACATCCTGACTACCT
+GTCCGCCCTCTATAAGCTTGACAAGCTGCATCAAAACTACATCCAGCCTGTTGGGGTCTATCCCCAAAGC
+CTTCATAGCCCCTTTCATAGGAGCGACATGCCCATGGTGGTCAGCTCCCCAAACATTTATCACCCAGTCA
+AATCCGCGCGTCACAAACTTGTTTTTGTGATAAGCTATGTCAGAGGCAAGATATGTTGGAACTCCATTTG
+ACCTCACTAAAACGTCATCTTTCTCAGCGCCAAAAAGGGTCATTTTAAACCACAATGCTCCATCTTTTTC
+ATAGGTATAGCCCTTTTCTGTAAGCTCCTCTATCACTTTATACACTTCTCCGCTGTCATAAAGGGACTGC
+TCAGAAAACCACACGTCATACTCTATTCCGTAAAGCACCAAATCCTCTTTCATCTTCTCTATATTCTTTT
+TAAGCCCATATTCTATTAAAGCCTTTCTCCTCTCTTCAGAAGGCACATCCTTATACTTGTCTCCGTGTAT
+CTCTAAAAATTCTTTCGCTCTGTCTATTATGTCCTCTCCGTGGTAACCCCCTTCTGGCACCTCTGCATCT
+ATTCCAAGAAGTTGCAAATACCTAGCCTCAAGGGAATATCCAAACTTCTCTATCTGATTCCCCGCGTCGT
+TTATGTAAAATTCCCTTGAAACGTTGTACCCCGCGTAATCGAGTATGGAAGCCAAAACGTCTCCTATCGC
+TCCCCCTCTAGCATTTCCCATGTGCATCGGACCTGTAGGGTTAGCAGAAACAAATTCCACCTGCACCTTC
+TTGCCTTTTCCAAGGTTAACCCTTCCATAATCTTTTCCTCTTTTGTGAATCAATTTAAGCGTCTCAATCA
+AAAAATTTTGGTTTAAAAAGAAGTTGATAAAGCCTGGCCCAGCAACTTCAACCTTCTCTATAAAGGTACC
+AGAAGTATTCATTTTTGAAGCTATAATCTCTGCAATTTTACGAGGAGCCATCTTTGCCTCTCTTGCCATA
+ACCATTGCAAAATTGGTAGCAAGGTCCCCATGCTGTTTTTCCTTTGGCTCTTCCACTTCCACATCTTGAA
+TGGATTCAAAATTGAGCAATCCCTCTTTTTTAGCTTCATTTAATGCTTTTAAAACAACATCTTTTATCTC
+TTCTTTAGCTTTTTGAACAATATTCTCCAACTCAATTTACCTCCCGCACTTTTAGATATAGTTCATTGTT
+GCTTACCTTTCTATTGTTGAGGTCGAGAACATACTTTATGTTTACCTCTCCTCCACTCTCCCCCATATTT
+ACATTCACGTCTGTAGAGAGAACTCCTAAAAGAATTTTGCCATAAGGTGTCTGATAATCTGTCTCATGCC
+TTTTATTTTTTTCAAAGACCATTTTGGACTTGTTCGTGCCAAATCTGAGCAAGGTAACCTTGTCTCTAGT
+TATTTTCAAAGTGGTAGTGGTGCCATCCATGCCTGACAATTCGCTCTCTTCATACACCACGTAAAAAGTA
+TTGCCCTTGACATAGAAATTCCCTTCTGTAACAAGTTCTATAGTGTCAACTTCTTCCCTGTCGTTCTTCT
+GAGTGCCCTTTACAGAAATAATGGCCTTTTTCAACTGCCTCTCCCCTTTTTGCCTTCAAAAAATCCTTTT
+CTATTATTTTTTAACATACAATCCCCTTATTTTCAAGTACGCTATTCAAAATATTTAAAAAGGAAGCGGA
+TTAAAACCCGCTTCCTTTCTTATTCTATGTCGCTTCTCCAAGCAAAGAAAGGTTTGGCCCTACCGTAAAG
+AGCATATTCTTTCTTGCTCACCCACGCCCAATTTTGATTGCCGTAGTCGTAGTGCCACCATTCATCTAAA
+TAGTTTGTAAAACCCACTGATGTCATGATATTAAAGAGTAACCTGCGATTTTCCAAGGCTTCCCTTTCCT
+CTTTTGAAAGCTCCTTGCCTTCTTTCAACAACTCTTCAAAATAAGTAGTCCTTGCCTTTTCCGTAGGATC
+GTCATACTCTGTTCCCATATTGAGCAGCCTTCCCTTGTCATCTGCAATTGTCAGGTCAACAGCCCCTCCG
+GTGTTGTGGGGCGAAGGCCTCGTAGGATCTGTAGAAGGTAATGCAACAAATGTCAAGGTTCTTTTAGTAA
+TCTCTTCTTCCGATTCAGAAGGATATTGCTTCCTAAACTGTTCCTTTAAAGTATCAAACAGAGATTGCTG
+CACCTGAATAGGTCTCCACGTATCAAAAATCACAAACTTATATCCCGGTGGCAATAAATCAGCCGCTTCT
+AGTAATTTTTCATATACACTCTCTCTCACGTAACATTCAGGAAGAGCACCTTTTATCCCCTGAAGAAAGT
+ACTCTGAGCGCACTATTATCCTCTCGGGATATAAACTTAAAGGAACCAGCTTTTCATTATTTTCTCTTAT
+CGGAATCTTTCTAACCTCTTCCCAATTCCACTTTTCGATTGGAGTGGAAATAGGTATTTCCTTAAAATTT
+TTATCACTCATTTTTTCACCCTTTTCTCCAGCAATTTTATAATATTCTTCTCCTACCAATTCTTTCAAGG
+CCTTTTCGTCCTCTTCACGAGGTGAATACATGTAAAGTATTACACCTATTAATATCCATACTACTAGGAT
+TATATTACTCGTAGGGCCACTCTAAGGATAAATCCGTGCCGGGTATCAGCGTAGAAATAGCAATAAGCCC
+CGCCATTATCGCACCTACAATGGGATAAAACATACTTGACACTTTTTCCATTCCTTTTTAGGTAAAGGAG
+CAGGAGTATCTTTGAAAACCCCAATTTTATCCATAATTAATCACTAGCCTTTTTTATAGCTTCATAATAC
+TCACCTAACAAATTTTTCAATGCTTCTTCCTCATTACCTTTTGGAGCTTTAGCATATAGTATAACTCCCA
+CTATAGCCCACACACCTAAAACAATATATTCATATGGCCAAGCTAATGACAAAGGCGTTCCTGGAATCAA
+AGTAGCTATTGCAATTATAATTGCTACTATACCTCCAATTAAAGGTAAGAGAGTAGCCGAAGTCCTATAA
+GCACCTCTAAGATTAGGATATTTTTTTCTTATTTTAATCAAACTAAGAGTAGCCAATACCCACGCAATTG
+CAATAGCAAATCCTCCCATATCTAAAAACCATACCATAGCTCCTTTTCCCAGCCATCCTAAACCAAGTGC
+AAATCCAAGAGTTAAGTAAAGAGCATTTACAGGTGTTCCATATTTAGGATGTGTTTTAGTGAAGGTCTGG
+GGAAGAACTCCTGCACGTGACAAAGACAAGATTAATCTAGGCGTTGCTGCAAATAAACCTACAAAACTTG
+TAACTAATCCTAGGACAGAAATAAAATATGCCGCCCATCCTAATGCAGGAAAACCAGCTACTTTAAAAGC
+ATCTATTGTTCCTAATTTTAATTTAGCAGTCTCTTGCCACGGAATAACCCACGCAGAAGATAGCAACACT
+ATCGTATAAAACAATCCCGCTAAAACAACTGATAAGATAACACTAATGCCAATTTTCCTTACGGGCATAT
+TTGCTTCTTCTGCTAGTACAGCAACTAACTCAAACCCTGTTAAATATGTCATAGCGGGTAAAACAAATCT
+CATTGTCGAAAGGAATGGATTCATATCTTTACTCCAGGCAGGCCAAAAGTTTGATGCTTGACCGTGAGTA
+AATCCTACAATTACTAACAGTAACCCTAGTACAATCATTGTTCCAAACATTACAATTTGAATCCCTGATG
+CTAAATGAGCTCCATAATAATTTACTAAAAACACTAACAATGTAATAGCAATACCTACTATAAGTTCAGG
+TAAATGTATTTTAGTCCCCGCAATAACATAATATGGGCCTTGTTCAAGTTGAGGAAAAATCCATGCCAAT
+AACAAACTTGATGCCGTCACATAAAATGCCAGAGAAGCTAAATAAGCGCCTACTAACGCCCATCCTGCTA
+TAAAAGAGGTTGTCTTACCAAATGCGACATACGTGTAAACAACTTCTCCTCCAGCTCTGGGGAAAACAGT
+AGACAATTCGGCATAAGCCAAAGCAATTAAACTAGCAATCACTGTCGCTACAACAAATCCAAAAATTTCC
+CCTCCTGCTCCGTATGCTGCAAAAAACTTACTGTTTGTATATATCCAGCTTGTTCCTATAACGCCCGCTG
+CTCCAAGAGCAACTAAACCAATAAAGCTTATTCGTTTTTGAAGTTCTGTCATTAATAACACCATCCTTTC
+TTTCTCTTTTTTATTATTTTTTAATTTCTAAAATCTTACTTTAGTTTTCTCTCTTTACATACTCACCTGG
+TTACCCAAACTGTACAAAAATCTACAGTTTAGACAGCTGGGGTATTTATAGTCCGCCCTTCAGACTTTCC
+CAGCCCCAGCAGGCGGTATTTGGGAAAGCCATAGCCCCTGCCCCAAGAAGCAGGAACTTGCGCCCCTTAC
+GGGTCTCTCCACTTACCCTGAATTATCAATCCTTTCAGGGTAGAGAAGTCTCTTTTTACCTTCTCAGGAG
+AGAGTGGAGTCACCACCGCTACCTTGAGAACTCGCCAGAAATCATAGGCACTAAAACTTGTTCCATCCAG
+AGGTCTTAGCACCTTTCCTGACTCACTCTCAAGGCTTTGTAAAAATTTTATTGCTCTGTTTATCTCTTTT
+AAGTGCCTTTTCTTCAAATACTTGTTTTTGACAGTATTTTTTACATGCTTTTTTAATTCTTCTAATTCTT
+CTACAGTCAATGTGTTGAGAAAGTTTATATAGTTATTCGGTATTTTTTCTTCTTTGCCCAACCCTCTTCT
+TGCTATTACATAGGCTGCTGATATATCTTTTGTTACCATGTACTGCGGTGCATATTTTAACATCCCTATT
+ATTGATGTGTAAGAAGGGTCTACTTCTATTACTTCTATCCCTTCTCTTTTTGCCAGAGTTTTTATTTTTG
+AAAGAAGGGATTTATAGCTAAAGCTGTGCCTTATCCTTCTTGATTTCCTCCCTGAAAAGTCTCCTCTTTT
+GCCTTTTTCTTTTATGTCTAATTCTTCAATCACTATTGCCTTTCTTTTCTCTTTTGCTATTTTTACTATC
+TCATGAGCATACTGCCATCTGAAGTATTCTCTTTTGTCTTTACTGCCACTTGATAGTTCTGGCATTGGTA
+TATTCCCATAGCTTATTAAATTACCTTTTTCATCTACTTCTGCCCATGATATGTTGTCTGGATATGCATT
+TACATCTATTCCTATGACTCCTTTGTCAGTTGTTATTTTTATTTTCGGATATTCTTCTTCTATAGCAAAA
+TAGGCGTATATATTGCCATTTTTAAGTTTTAATTCTACAGAGTAGGGTATATTTGATTCCGCAATTTTCT
+GAAGGAGTTCTTCTCTGTCTTTATTCTTTCTCCATCCCGCTTCTATTTTTGCATATACATATTTTCTTTC
+TCCCACGTTTATCCTTAAGAAAGTGCCATTTTCTTTTACTTTTATCCTTGTGTTGAGATTTCCTTTTTTG
+CTCTTATCCCCTCTTGAATATAGATTTCCTTTTCATTTTTCTTGCCACTTTGTTTTTAATTTTTGATATT
+CCTTCCCATTTATATGGCGATTTTGAAGTTTTTTAAATAAGTCTCTTCCTCCAAAAATGACTTTCTTTGG
+ATTGTTGTCTAATTGTCTAGATGATTCTAATACACCTCTTGCTTTCATTATTGCATCATCTACATATCTT
+GAGTTTAAGTCAAACATCCCCTGAAGGTCTCTTTTTAATGTTTTTCTATCATAACCTTCTAGAAGCCTTT
+GGTATGCAAATCTCATACATGATGACCATCTTCTCATTAAGTCTAATACTATTTGTTTGTCTTCTTGATT
+TAGAAAAATGAGTTTAGCCTGTATCACTATCATGCTTTTTGCCCCTTTGTCCGTAAATTCTTACTGCGAA
+AGATGTTACTATTGCTATTAAGTCTTCTGCTAGTTCTTTATTTTATTTACTCCACTTGCTATTTCGGATA
+TGACTTCATACTGCCATCCTTGGGAATTAGCGTATTCTTCAAGCCTTCTAATTTGATTCTTAAGATATTC
+TTCTTGTTTCTTTGTGGACACTCTTGCATACAAAACTACTTTAGGTTTTGGTTTTTCTTCCAGCATGCCT
+AATAACTTCTCTATATCTTCTTTTTTGTACCTTCTTCTTCCTTTTGGTGTTCTAACGGGGGGTTATTAAT
+CCTTCCTTTTCCCAGTTTATTAATGTAATTCTGCTTATATCATACAGCTCTTTAACCTTTTTTATAGTTA
+ATAACATTTATCACCACCCAATTAAAATTATGTCATTTTTTACTACTAATTTCAACTGTTTTGACCTCCT
+CCTGTTTGGTTTATTTACCCTTACTTCTGGATAAACGATTACAATTCTTATAATTAAAACTGCTTTTTCT
+ATTATCAACTAATTACAATTACGTTACCCTTCCCCTTTTTCTTCATTATTATTGCAATTTGTAAGTTATA
+CAATATCATTTAAAGTATGGGGATATTTATCTGTTGAATTGAAAAAACCAAAGAGTATGCTCCACAAATG
+AAACCGTCTACTAATAGTAAATTTAAAGTATTCATTTCATTTGATAGTTATTTTTATGCTTTATTTTGGT
+TTTTTATTCATTTAAAATAAATTATACCTTATATAAATGAATAAATCAAGTGTTTTTCTGAATTTGATAG
+TGTCAAGATACTGTAAGATATTTTTTAGGTTTCCATCCATTATTTTTTTATATCACACTTTCATATTTTA
+TTGCTTTTAAAATTTTGTATATTGGTATTACTTTACCTATATTTAAAACCGGTAATATTATTTATCTTTT
+CATTTGTAGACGTTTTAACCTTCTTCACTGCCTCTTTTATTTGCTTCTTCGCTAATTTGTAACCTCCATT
+GGGGGTTGATGAATCATATACTGAACTTCTTATGTCCCTAGTTATTAACGGCTACTCAGAATCTTCTCTC
+TTGAATACCCTCAAAAACCTCCAACTGCCCTACTCTGAAGATGAACTCAATAAAATTAAAAATGACCTTA
+AAAGTGAATTAGACCTTTTTAAACAAAGAGAATTGCCTGAGGCAGTCTTTGCATTACTAATTGATGCCTC
+CTATTGTGAAATTAAAGATGGCTCAAAGTTAAAAAAGCTGCCTGTTACATAGTCCTCGGTATCGACATGG
+AAGGCAAAAGTGATGATTTCCCAGGTATAATTGAAACAGTCAAGGCTTTAATCCTTATGCTGACCACCAG
+CTCTGTTTTGTGCATCTTCAAAGAAATATTCGTAAATGTATAACTAATGTTGTAGAAAGTGTCAACAGCT
+CATTGAGAAAATTCCTATAAAAGTGAGTAGTTATTTCAATTCTGTTGACGTGCTTGAAATCAATATTTAT
+CTGAAGAGAAAAAATTTAAAACAGACAAATTATTTGATTTTTGATTTTTGATTTTTTCGCGGTGAGGTCC
+TTTTTTCTACATCTATACCTCATTTTCCTGCTTCATTACTTACTGAAATTTTACACTATCCTCCTTGACT
+TATTTAGATCACAAACAATACAATATAATACACTATCAAAAGTATTGCACCTAGAGGAACAGCAATTCGT
+GCCCATTCTGTACTTTTTATTTTTAATTTACCCGCTGAAATGATGTTTGGAATATTACCTGGAATTAACA
+TCCCTCCACTAATAAGCATTCCCATTAAAATAGCTCTTATCTGTTCCGGCGTCATTGATGGAGAAATTTC
+TGCTGCTGCTAGCGTAGCATTATCAACAATTGCAGAAATTGTATTTACCCAGTATAAAATCTCACTTTTC
+ATTTTAACAATATATAAATCAATTATAGGCTTAAAACCTGTTCCCAGTAGCTCTAATGCAAAAATAAAGA
+CAAATACTTTAAAAGCTCTAATGAATACTTCTCTTATATTCTCATCTGCCTCAACATCTTCTGTAGGCTC
+ACCTATCCCACTTTCTCTTTTTGCAAAAAATGTTCCTATTAATCCAAGAGCTAAAATTGCAATTATTATC
+TCTATACCTATTAATCGTGCAAGATAAAAAAAGTCGGCATGTAACTTGGATACAACAATAGTAGCCAGTG
+GCTCCCCTACAGGTGTTAAAGCAGCACCAAGGCCTATGGAGAAACAAGCAATGACAATCAAATTTATTTT
+GTTTTTTCTAGTAAGAGGCAAGTAGTTTACGACTTCAACCAAAACCAAAGAGGCAATTATTGCTGTAATA
+ATGCTTGACATGAGCCCAAGTATCACGATTATAATGAATGCGAAAAGCCTCAAAGATATTTTATCTGCAA
+CTTTTTCAACACCTATTTTCAATTTTTCTTTTAATAATGCAAAAATTAGCCCTGCAATCAAAACTGCCAA
+AGTTATATAGTAAATGAGTGGATTTTTGAAAATATGGAAAAACAATTCTACACTAAATTGTTTTGACACA
+ATTACAGATATAATTCCCATTGTAAATAAAAAATATTCCAGATTGTGTTCTACTTGTTTTACCACAAATG
+GCAATAACAGAATAAGTACTAAAATTACAACTAATGCTGTTACCATATATATACCTCCTCTTAAATTTTG
+CACTATCATCTGTCAGCATTTTTGTAGAAATTCCTTCACCTGAAATAATACTTTAATGCGCCTGCAAAAT
+TTGTTCAAGTTGTTCAATGGTGGGTATACCTTCAAAAATTTTTTTACCATCCAGTATCCAGGCAATTTTA
+CCACCTTTTATATTGTATTTAAGGAGATAAAGAAAAAAGAAAAAATTCCTCGAATCTACAACCTCAACCT
+CGATTTCTGGGTGGTTTTTGTAAAGATATTTCAATACTAATGATAAATTTACAGGGTCATCCGCCGATGG
+GTGGACACTAAAGTCTTTTATTTCTCTCAGATCTACGTTTACACATCCTGTAGTATTGCTAAAAAATTCA
+CCAAAGACCAAGAGGCGCCGTTTAGCGCCTCTTTTTTTAATATCATTCATAATTACTTTATGCCTTCTCC
+TCCTCTGTTTTTTTCTTAATTAACGCTACGTAAGCTTCCACAACCAGCCACACAGCCAACACAATAAGGA
+TTATAGAAACAATTCCCAATGGAAGTGTAGGACCGCTAAGATTAGCCTTGACTAGCAGTATTAATGCTGC
+CAAAGTCGTCACAATCATAAACACCATGGGTAAACCAGTAAACCAAGCCGGTTTCTTCAATCCCTTCATT
+ATGAAGGCTGTTATGCCTAATAATGCTAGACCTGCAGTTAATTGATTAGCTGAACCAAATACCGGCCAAA
+TGAGATAAAACCAATCACAATCCATAAATAAGCAGGAAGCCAGCCAAACATGGAAGCAGCTGTAATAGGT
+CCGACTATGGGACCTGCACCTGCAATACTGGAAAAATGGTGCCCTAAAAGAATCATTGGATGGGTTGGTA
+CGTAATCAATGCCATCATACAATATTTTCCTGCTTCGTTACTACTGAAATTTTACACTATCTACCCCCAG
+TAAAAAGGGGGTATTTTTACATTTTTGTTCCTCTGTCGGCCGCCTTAAGCAACAAAGTAGTCTCAAAAGT
+ATACATATTTCTGGCATACTCTTTATGCCTTTCAACGGCATACTCAATAAGCCTATCAATCAATTTCTCA
+AAAGAAATCCCCAAAGGTTTCCACAAGTAGAAGGCAAATGAACCAGGAATTGTATTTATTTCATTTACAT
+ACACCTTCATGGTCTCTTTTTCTAGCAAAAAGTCTATTCTAGCTAATCCACTGCAATCTAAAATTTGAAA
+CACTTTTTTAGCCAGTTCCTGTATTTCTTTAGTCTTTTCTTCAGGAATGGGGGCAGGAATCTGCCTCGTA
+GTACTTCCTTTGCCGCCTTTTTCTTTTCTCATGTATTTGTCCTGGTAACTCAAAAACTCTTCCCAGGGTA
+CAGGCATTTCGCATAAAGATATCTCCAAATCCCTGTCAATGCCCATAACAGAGCAGTTCACTTCCATGGG
+ATCTTTAACAGCTTCCTCCACTATTATCTTTCTGTCGTAATAAATGGCAATTTCTATAGCGTCAAAAAGC
+TCATCCCTATTTTTGGCCTTGCTTATGCCTATACTGGAACCCAAATTAGCCGGCTTGACAAACATCGGAT
+ATTTTAGCTTGCTCTCAATCAAATCTAGCATAGCTTCTTTGTTCTTTTCGTATTCTTTTCTCAAAAACCA
+CAGGTAATTAACTATGGGAAGATTATTCGCTTTGAAAATATCCTTCATTATCACCTTATCCATTCCTGTC
+GCTGAGCCTACTACTCCGCTCCCCACATAGGGTATATTTGCTAGTTGAAATAATCCTTGCATAGTGCCAT
+CTTCGCCGTGAGTTCCGTGAAAAGCAGGAAAAATGACATCTACGTCTATGTAATCATACTCTTTTGACAT
+GAATTTCTTCCTGAAAGGGTAGTAATACAATTTGTTAAGCCCTGGCACAGGAGGCAGCACAACCTGTTCG
+CATTTCTTTAAAAGGGAAGGTATGTCTTTGTAATTAGAAATGTCCAAAAGGCCTTTGCCAGTATACCATC
+TCCCGTCTCTTCCCACGTATACCGGTATTGGCTCATACTTTTCCTTGTTCATATTCTCAATGACCTGGAG
+CCCTGTAATTATAGAAACCTCGTGCTCCACTGATTTTCCTCCAAACATCACAGCCACTTTCAACATAAAA
+ATCCTCCTCATCCTTCATAATTATCAGGCAAGTCATTTTCAAAAAGCACCACATCTCCCGGTTGAAGTAG
+CGTCTGTAAAACTTTTGTAGCCTCATCCAAGTTAGCCACAACAAACACTTTTTCTTCGGGAAAACTGGCT
+TCCTTCAACCCTTCAAAAATAGGTCTACTTCTCTTTTTCCCGACTAAAATTGCATAGTCACAGACCTCTG
+CAATGTTTTTCCCAAGATTTTTATTCTCTTCATACTCTTTCTCCCCCAGTTCCACCATTCCTGGAGTTAC
+GATTATCCTCCTCTTTGCATCCATCTCCTTAAGACAGGCAAGGGCCTCTTTTGCCCCCTCAGGGTTTGAG
+TTAAAGGCGTCGTCAATAACAGTTACGCCATGAGGAGTGGATATAAGCTGAAGCCTGTGGGGAACAGGTT
+CAATTCTGGAAAGGCCTCTTTTTATCTCTTCCTCGTTTAGTCCTAATGCCAGTGCCACAGAAATCGCAGC
+CAATAAGTTACTCACATTGTGCCTTCCAAGCAGTGGTACCTCACATTTTATTCTCATCCCATCTTCAGTC
+ACCGCGTCAAACTTGAGGCCTTGTCTAGTATTAATGATATTCTCAGCCCACAGAAAATATTTCCTTTCAA
+TTGGACTTTCTGTGCCATAGAATAATTTTCGCACAGCAAATTTTTCTCCAAAAGTCCTGCAGTAATAATT
+ATCCCCATTTAGTACAGCAATCCCATCTTCTGGCAAACCTTCTACCAGTTCAAACTTAGTTTTAGCAACA
+TTCTCTATCGTTCCAAAAGTCTCCAAATGCTGAGGCCCTATTGATGTAATCACTCCTATCTTGGGATTCG
+CAAGCTTTACTAGAACTTTTATATCTCCCCTCTGTCTCGCCCCCATTTCACAAACAAAAATCTGATGGGT
+ATCTTTTAGCTCATTTCTGATGACCTTTGTGACCCCCATAGGCGTATTATAACTTTCCGGAGTCATTAAA
+ACAGAAAATTTTTCTGAAAGAACAGCTGTTATAAAATGCTTTGTGCTTGTTTTGCCGTAGCTCCCAGTTA
+TACCTATTGTAATTAAATCTTTTCTATTCCTTATCTTGCGCTGAGCTGATTTATAATATAAAAACTGAAT
+AAATTTTTCTAAGGGGAAGGTAATTACTAAGCTCAAAGCCATATAAACTGGCAACAAAGCCGTCAGAATT
+AGCACCTCAGCAGAAAAAACTTCTGGAGCTTGAAAATTCTTCTTCAAAAAGTAAAAGGATAAAGCTATAA
+GAAGCCAGAAAGTCAAAAAAAGCCTTGTCGCTCTGGCAGTAAAGACCAAGGGTTTTTTCGCCTTTTTTTT
+AGTCGTAACTTCTTTGTAAGTTATATAAAAAAACAGCGCTATAGGTACTAAAATGATAATTTCTGAAGGA
+AGTCTAAAAATATTCATAATAAAGGCGATACCCGCACTCAAAAGTGCAAGCAATGACTCTTTTACCCACC
+TGTCATAATTTCTAAAATGCCACTTGAAAAAATTTTTTATCTTGTAGCCTTCCAGCTGTGCCATATGAAG
+CTCCTTCTTTCCGTAGAAAAACACAACCAAGATAAAAGATAAAACTACAAGAGCTATCCCAATCAAATTT
+GCCACTCTTATCACCTCAAGAAATAGCTTACGATTATGATAAAATCATTTAGCCTCTCCAAATAAGAAAA
+GTGTCCTGCATTTTCAAAAACCACCAATCCAGCATCGGGAATTTCTTTTTCCATAATCTTTGCAAATTCA
+ATGGGAGTTTCCCTGTCCTTATCGCCCCATATGAGAAGTGTAGGTGCCTTTATCTTTTTTAAATATCCCC
+TTAAGTCCTGATTTATCACTTTAACAAAAGTACCTCTTAAGCGGCCTGCCTCTTTGTAGTCCTTTGAACC
+ATATCTTTCGTATAATTTTTCCACCGCATCCTTTTTGCCCAAAAGCAAAAGCAGGCTTTTTATAAGCTTA
+AACCTGTACACTCTGTAGTAATACTTCCATCCCCTTTTGGGAATTAAACCTGCACTATTTACCAAGACAA
+GTTTATCTACCACCTCTGGGTGGAGAGCTGCCAGCATTATAGCAACACGTCCGCCAAATGAATGGGCTAT
+TATACTGACCTTTTCAAGCCCTAATCTTTCTAAAAACTTATATGTAATTTCCATATACCTTGTGACGTCC
+CAATCTCCATCAGGAAAGTCAGACCTTCCAAAGCCCGGAAAATCTACGGCGTACACTTCGAATTCCTTTG
+ACAAAGCATTAAATACGGGTAAAAAGCTATTCGAATTTCCTCCCCATCCGTGCAGAAATAAAACTTTTTT
+GCCCTGCCCTTCTTTCTTGTAGAAAATATTTATCCCGTCTATATTGATGTACACTTTTTTCACTCCTGTA
+CTAAAATTGCTAATATATATTATAGCATTTGTGCGCCAATTATAATACCACATTAATTTCTTTTTAAAAA
+AATTTCTACATAAAAAGCCGGGAAACATTCCCGGCCGAGGGTTTAGAGGGTGACTTTTCCGTTGTTGTAG
+TTTTCAACTAGCATCTTCTCTGCTCTCTGAATTGCAAGTTTCACTAAGTTACCGCAGTCCCTTGAGGTTA
+CGCTTCCCCAACCTTCCCTCATGACTGTGTCGTAAACGCCGAGTTCCTTCGCCAGCTCGTACTTGAGCTG
+GTCTGACATCAACCCTCTGCGTCTACCCATTTTTATCCCCTCCTTTTTAACCCCTCACACTTATTTTGCT
+CATCAAAACCTCCTTTATGTTATTAACTACATGGTCAAATCCCCATGTTCTGTTTTTATCACCTTCAATA
+TCTTTTCCTCGTTCCCATTTATAGCATTTATATATACGTAAAAAGTATCTCCTCTGTAAGTTCCTTTAAA
+TTCATAGGCTAAAACTTCTCTCCCGCCCTCCAGTGGAATTAAAGCCAATTTTGTGCTCTCTATCTTTAGA
+TTTTTATTGACCTTTTCTCTTGCCTGTTCTAATGTGAGCTTTGGCTTTTCTAATTTTCTCTTTACGTGGT
+TCATGTAATAGGCTGTGGCATCAAATCCTATTATGTCTCCGTTGTCCAAAGCCACTTTAACTTTTACAAT
+ATCTGGATAAAGATAGACTTCATTTTCAACAGGTACAAAGTTAAACTGAATGGAGCCTGGCGCTTTCATG
+GAATAGGTGCTTTCCATGTCTTTAAATCCATGGGTTTCCAAAAATTTCTTTGCATGTTTTAAAGCCTGAG
+AAGCTGAAATATTTACTTTTGAAGGGCTTCTCTCATCCATCATCCATACGACATGGCCGCCTTTTCTGCT
+GACATTTATGTAAACAGGTGGCTTTCCAGAAGGTTTCAGTTCCACTCCGTAAGTCTTTATCTTGCCATTG
+CTGGGGCTGTACTTACTTTCAGACTCTATGTTCTTTCCGTAAAATTCTCTCGCTATCTGCAAAGCCCTGT
+CATAAGAAATCTCGGGACCAGTAAGCCCTTTAGGAGTAAGTTTCATAAGGCTTTCTGAAAAGGGTCCATC
+GTATATCAATGTAGGGAAATTTGTCATGGTTTGATTTACGCTGTTCATCCTGACATTTAAAATCTTGCTG
+TCAATCTGGGCCATTTTCTTTGTGCCCTGTTTTCTCAGATTCCCCAGCTCATACCCTCCCTGTACCTTCT
+TGCTGAGGTCGTGAAGATTCTTGCCCAAAAAAACCGCATAGTTGTGCAAAGTAGTTATAGTCTTTAGGTC
+CTTATCTGAAAGTTTTCCTCCTGATGCTATTTTTTTTGTGAGGCTGTAGGCGTAATCCCCCACCTGCACT
+AGAAATTTTGATGTGTTGTCTATTTCAGGCTGGCCAATAGGCAACTGGCTCAAATGTTCCTGACCTGAAA
+AAGCCTCCCTCCATATTTCGTCCAGAATAGAAATAGTAGTCTTATCAGAAGAGGCCACCATCAGCTTCCC
+CATTGAAGTTTCTATATTTTCCACATTTGAAATGAGCTGATAGAAGGATCGGTCATACTGAGCCTGAAGA
+TACCGGTGGTAAGAAATTTTTTCTAAATATTGCCTGTAGCCCCAGGCTCCCAAAGCTAAAACCAAAATCA
+GCACAAAAGCTGTGAACCATCGTTTTAACATAATCTCCACCTCACCTTGCAAATATGTGACGTCCTATCT
+GAGTCAATATGGGTCTTGTAAATATCCAGTAATTCGTCACTCTCGCTGCATTGTAGTAATAGAGAGCTCC
+TCCTGTCGGGTCCCAGCCGGATACGGCATCTATTGCTGCTTTTATGCTTTCCTCAGTAGGAGGAAGCCAC
+ATCTGCCCGTCTTCTACAGCAGAAAAAGCCCCAGGCTGAAAAATTACTCCTGGAATAGTTTTGGGAAATC
+TCGGGTCTCTTACCCTATTCATTACAACAGCCCCAACAGCGACCTTTCCTATGTAGGGTTCTCCTCTCGC
+TTCACCATTTATGAGCATTGCCAGAAGATAGACATCATCACTTATGCCTGCAGAAGAAGTAGCTCTATAG
+GCTGCCAAATCCTGTGCAGTAGTCGTAAACCCCAATGCCACTTTTGTATCGTCATCAACAATGCCTGTCA
+CTGCAAGGCCGTTATAGGCCTGAAATTTTCTAACAGCAAGCCATGTCTTAACGCCAAAAAAACCGTCCAC
+CGGGCCGTCGTAATATCCCCAGGCTTTAAGCCTTGCCTGCACTTTAGCAACATCACTTCCTGTGTTTCCC
+CAGTACAAATTGGACATAGCAGTTTTGGTCATGCTTATAGCTGTATACTCAAAGACGGCTGTCGTAAAAA
+CGACCAAAATGGCTATTATAACCTTAAAGCGCACTCTAAAGCTCAATTTTCTCTTGCCTCCTTTCTTGCG
+TCTGTAAATATTTTTTGTAGTAATAAAACTATTATTCACTTAAAAAATAAAAGGCCCTTTTCAAGGCCTT
+TAAGGCGCCAGAGCCATTTTTAATTTTGAGTAATATTTTTCAATCAATTCCGCTATTTTAAACTTCACTT
+TGCTCCTATCAAATTTTTCTTTGTCTTCGCTCACAAGGTATTTCATTATCTCTTCTGCCGTCTTCTCGTC
+AGTAAAGCCGTGCTTGGCATCTACAATGCAAAGGGGCGGGAAAACCACACACCACCAATTTTTACCTTCA
+CCTTCTCCTATCACAACTTTAAGGGCGGTATACTTCCCTGCTGGGACTGTCAAAGCACCATAATATCTAG
+TTGGAAAAGAAAAAACCCCGTAGTCCACTCTGACTTTATAATCTTTCCCCTCTTCTTTTATTATTTTTTC
+AGCCACTTTTTCTATATTTACCAGGTTTTCCTTTATCACCCTTTCCGATTCCTCTTTTGTCTTTAAACCT
+TCAAGCTTAGGAGCTAGCTCAACGAGAATAGCATCTCTAACCTTGAGCTTTAACTCCTGGTCTTCAGGAG
+AATCGCTGTTGGCAATCACATGAAAGCGTATTAACTTTTTTGACCAGCTATCAACATTTGTCCTATTTTC
+TGACGTTTTACCCGAAATTACTAAAATACTTATAATCGCAATTAAGAGTACCGCAATTATTTTTTTCATC
+TTAACTTGTCATCTCCCCAATTCTCACCGTATTCTTTACAATTTAAGTATTGACAGCCTACAGAGAAAAT
+ATACGTATTACCTGAAAAGACCTATTCTTCTCACATGAGAAGTCACATCCACTTTTATTTCTATTTCTGG
+AAATATTTCATCCCAATCTTTCCCAACTTCATCCCACAATGAGGGATAAAATTTCTCAATATAATCGCCA
+ATTCCAAACATGTCGACTTTTAGTTCTTTTTGGAATCGATTTACAGCTTTATAAGCCATACTTTTTATTT
+TCCTGCTAGTTTCTCTCTCTATTAAATTCACAATATCTCCTTTTATCATCTCACCATGCTTTTCAAAAGT
+ATACTCTGTCACATCTCCTTCTACATCCAACTTTACCCTGTAAATAATCTTCCCATTCTCCACTTTAACT
+CCTCTTCTTCTTATCACATTTGACACATTAAAAGGCACTTTTACTTCTTCTTCATCAGCTGGCACACTCA
+CAGTCACATCTCCACCTTTTACAAGGCCTGTCAAAAACATATAGCCCATGTTTTCATCATCTTCCATCCA
+CCCGGCAAGCTTGTAATCCTTGATAATAGCTGAACCTGCAATTTTGACCTCATTTTTCCCGGCCACTATT
+CTGGGAATTATTGCATTTCCATTTGTTTCATGTAGAGATTTTGTAATTTTATTATAGTCAACAGAAGGAA
+AAATTGAGGTCAAGTTGTAATGCTTAAATATATCCCTTATATAGGCTCCTGTATTGGGCTCGAGGTCGTA
+TTTTTTTAAGAGTATATCCTGTGCTTTCCCAGGTGTGACAAGAAGATAGACTTTTCTACTCAACTCATAA
+CTTCTGTCTAACGAATCTAAAACCTCTTGAAACCTCGTTTTGTTTTCTACTACTTCTTTTCCAAAAATGA
+TTGCCTGAGTATGCCCAAGATACAGGGCTTTGTCCAGTCTTGTACTTATGTGGCGGGAGGCAGAAAAAAT
+CGTATCTGCCACTTCAGACACGGCAAAGCTCGGCTTTTCACTTCCACCACTGCCTCCGCCTCCGGAACCC
+TTTGCCAGCTGAGCTACGTTGGGGAATTGAAAAGTCACCACGTACTTTTTATTTGAGTTGGACAAATCTA
+TGCCAATGGCCATCACAAAAGCTCTGTCCTCTATTTCAATTTTGTCCCAGCATCCTGTTAGAACAAAAAT
+TAGAAAAATTAGTAAAATAAAAAGCAGTGTTTTGCGCTTCACTTTTTATCACCCAGCCCTTTAAGTTTTA
+CAAAAAAAGCTAAGATGATAGGCAAAAACGATATAAAAAATATAGATAAATACTGAGATACAAGATTAGC
+GTACTTGTAGAGAGTCACTATAGAATCAGGAATTAACGCCATTAAGTACATGGGAGGGATGAGCGGCAGA
+ACGAGGTACGAGTGTTCTCTTGCCTTTATGAGCTTTGATAAAACCAAAACTGCAAAATAATGAAAAGAAT
+AAATAGAAGTAAAAATTGTAAATGTCCAGATTGCCATCACAATTCCTTCGACATTTTCTATGAAAAACAC
+TGGAAAGTTTATGGATTTAATCAAAGTCAAAAAAGGCCACAGCTGTTCTTTCGTTTCCTTGTACCCAAAA
+ATCCCTATGACAAAAAAGCATATATACATGTAAAAAAGCGTTGTAGAAATTATAGAGGCATTCACACTTT
+TTTTAAGTTTCTCTTGATCTATCACATATGGAAAGACCATGTAAAGAAGCTCAAAACCTACAAAACTATA
+AGTAGTTACAAAAACTCCTTTTAAAAACTTCATAAGTGACACTCTCATAAAGGGAAGAAAGTTGGTCAAA
+TCCACATCAGATAAAGCCGGCAAAAAGAGGAGCAAAAGAGGTATTACCATAATGGGAAACAATATCTCTG
+ACATCCTCGCAATTGGCTCAAGACCGTACCTCACAAGGTACGCAGAAGCAAAAAGCATAGTGATTATTAT
+GGTCTCAATGGGAGTGCTGGGAAGCAAGTATATCTTGAGCACTTCGCCAAAAATTCTCACATCGAGGCTC
+ACAAAGACACTTAAGTAAAATATCAAGACTATACTTAATACAACTGCCACAGGCTTTGTTACAAGCTTTG
+AAGCATATTCAGAAAAAGTCTCTGTAGGAAATTTAGAAGAAATCCAAAGTATCAGCCTTGCGAAGAATAA
+AGAAGCAAGTCCTCCCCCCAAAATAGCTAAAAGTCCATTCGGACCAACTTCCTTTGAAACATCTGCAGGA
+AGGCTCAGTATCCCTGCTCCAACCATTGTAGTAAAGAGCAAGATTGCCACTTGATTTGAAGAAATTTTGT
+CGTTATTTTTTATCATCTCTCCCTCTCCTGTCCTCTTCCAAGCTTTCTATTTTTTCTTCTCTCAAATCTA
+CCATTTTTCTTTTATCAGGCGTGTTCAGTATCTCAGGCCTCTCCTTAAAATACATAAGGGGAGCCCGTAT
+TAAAGTATCCGCAAGGTCACTCAAATGTATCTCCACAAAAGGAGAAAGATAAGGCACTCCAAAGCTTTTT
+AACACCACAAGATGCGTCAAAACCATTATAAGCCCGAGCATTATCCCGTAAAGCCCAAAGATTGCTGCCA
+GAATCATAAAAACAAATCTCAACATCCTAAAAGCAATTGCTGCTGAATAGCTGGGTATAGCAAAAGACGC
+CACAGCTGTTACCGCCACCACAATGACCATAAGCGGACTCACAATACCCGCCTGAACTGCAGCCTGTCCT
+ATGATGAGACCTCCCACAATGCCTATTGTCTGCCCTATCGGCGCAGGAAGTCTAACTCCCGCCTCTCTTA
+AAAGCTCAAAAGTAGCTTCCATTATCAAAGCCTCAAAAAATGCAGGAAAAGGTATGCCCTGACGAGTAGC
+TGCCACGTAAAGAGTTAGCTTTGTCGGTATTAAGCCGGGATGGTAAGCAGTAAAAGCTATGTAAACTGCT
+GGAGCTGTTAAGGCCACCAGTGCCGCTAAAAATCTCAAGACCCTTAGCAAAGATGATATCATCCACCTCT
+CGTAATAATCCTCTGCAGACTGGAAAAGGGTAGCTAAAGTAGTTGGAAGTATCAAAGCAAAAGGAGTGTT
+ATCCGTCAAAATAGCCACTCTTCCCTCCAGCAAAGAAGCCGCCACCTTATCCGGCCTTTCTGTACTCAAA
+ACCTGCGGAAAAGGCGAATGCCAGTCTTCTTCTATGAGCTGCTCTATATACCCACTTTCAAAAATGCCGT
+CTATTTTTATATTTTTAAGCCTCTCCATCACTTTATTCAAAACATTTTTATCCACAATATCTTCCATATA
+AAGCACAGCGACATCTGTGTGAGTCCTTTCACCTATTTGTATCTGTTTTATTTTTAAATTCGGATCTCTT
+ATCCTCCTCCTAACCATCGCAGTATTTACCCTTATAGTTTCAGTAAAGCCATCTCTTGCCCCTCTTATGA
+CTGTTTCAGCCTCTGGCGGGGAGATAGACCTCTTCTCCCATCCTTTGCTGGATATTATGACAATATCAGG
+AGAGCCATCAAACAAAAGCGCAGTGTCACCGCTTAGTATCGAAAGAATGCATTTGTCTAAATCATTAACC
+TCTTTTATATCTCCCCCGCTTATAGTCCCCTTTTTTATTACCTCGTACAGATTCCCTTTTATCTTCTCAA
+TAGAGGGATCTGCTTGCCTCGAATCCAAAAGAAGTGAATGAATCACATGGTCATTTACCAGAGCTTTGTC
+AATAAGCCCATCTATAAAAACCACTGCCAAGTTAAACTCCTGATTTTCTCCAACCCACAGGTCTCTGTAT
+ATAACATCATCACAATCTTTAAGCTTTTCCTTTATGTAATTGAGATTTTCTTTTAAACTTGGTGAAGAAG
+CTCTGCCTTTTTCTTCTTTCTTCTGGTCTTTCTTCTTAAAAAATTTATCAAAAATCCCCATAACACTCCC
+TCACATTGGAAAAAGGATTCTTAGAATAAGTGCAATTACACCTATCAATATGTAAAAAATTCCTATTCCC
+TTGCAAATCCTTGAATCTCTGTCAAGCCCTTTTCTCTTCAAAAATTTCGGCTCCACAAAAGCCTCATAAA
+TTCCCACAATGAAGACAATTGCAAACATATACACAGTAAAATACTGCCTTATAAAATGAAGAAGCTGCCA
+CATCCCATTCACCCTTTCTCTCTCATATAGCATTTACAGTAAACAAAAAAATATGCAAAATAAAAAAATA
+GGCTTTTCGCCTATTTTAAAGATACTTGATTGCCATTTTAACATCTTCTTCCTTATCTACGTCATTCCCT
+ATCTCAGGATATTCAGAAATTATGGCTTTGCCCTTTATTCCAAACAATTCTTCTACTTTCTTTTCAATAT
+GAGAGATCGAAACTCTTCCTATCAAAAATAAAAACAGAATCTTCCCTCCAAGCAATTTCCCTAGCTTCCA
+CGGCTTTTTTCTGTAAGCGATAAACTTTTTAGCTTCTTTCACCAACTTGTCTATCACAGCAGGATTGACA
+TAAAAAATATTTCCGCCAGTAAAAACTCCCTCTTTCACCCTAGCATAAGTCCTTTTAGCATCAGGAAACT
+TTTTTAAATTATCTTCCTTCCTTATGATAGGATAGCATAAGTCCGCTCCTGTCTTTTCAGCCTTTTCAAT
+AAAATCGCACACAGCCTCTCCTGTCAAAAAAGGTATATCACAAGTCAAAATGATAACTCTTCTGTCATTT
+TTAAAAGGCTCCACTCCCCTTAACACATTGTCCATTATGGTATCTGTTTGTGGTACTATAATGTCTATAC
+CCTCAACCTCTTTAAGCCTCTCAGGGTCCCCTACTGCCGCAATCTTTTCTATTTTATCGCACTCTCTCAA
+AGCCTTTACTACATAAGAAATCATGTATCTCCCCTTAAGGTTCACAAATGCCTTATCAGGCAGTTTGTCC
+TCCTTGGTACTGCCGGCCAAAATAACAGCGTTCATCAGCCTCACTCCTTATCGCTGAAGTACTTTGAATC
+CCTTACTACTTCTTCCTGAAAATTGTGAACGTGCTTTTCTGCCCATTTTCTCGCCCCGTTTGCATCTCTT
+TGTTCAATTAGCTCAGCTATTTTTTTGTGTTCCTGATAGATTCTCTTTGCCTTCTTTTCCTCAGTGATGT
+ATTTTACCCTGAACCGGTGGACATGCTCTTGTAAATTATTCATTATCTGTATTAATTTGTCATTACGGGA
+TGCGGCAAAAATTAAATCGTGAAACTCTTTATCAAGCCTTATTAACGCTTCTAAATCTCCCTCTTCCATT
+TTAATTCTAAACTCCTCTACGATCTTTTTGAGCTTCTCTACTTCCTCATCAGTAATCCTCTCTGCAGCAA
+GAGAAGCCGCCAATCCCTCTAAAGAACTTCTGACCTCCAACACGTTCAACAGGTCTTTCGCATTCAAATC
+CGCCACATACGCTCCCTTTCGAGGCACCATTACAACAAGTCCTTCAAGCTCCAGCTTTCTTATAGCCTCT
+CTAACAGGAGTGCGGCTCACCCCAAGCTTTTCTGCCAGCTGGACTTCCATAAGCCTTTCTCCTGGCTTTA
+GCTTCCCTGTTATTATAGCTTCTTTCATGTAGTCAAAAACCAGATCCCGTAGCGGCTTGTAATTTTCCAG
+AGTAAAAAACTCGCTCATAATATTTCTAACCCCTTGTCTATAGTTTTAGAAATGGCAACAAAAGGATAAA
+CTCCCTTAAGGTCATGATAAGCCCTTACAAGCTTTTCAACATCATTAAAAACACCGTATACCGTAGGACC
+GCTTCCTGTCATAGAAGCAGATAGAGCTCCTTTCTCTATCAAACTTTTCTTTATATCTTCAATCACTCTA
+TACTTTTGAGAGGTCACTCTTTCAAGGTCATTGCTTATATTCCTAGCAATTTCTAATAAATCCCCCTTCT
+TCAAAGCCTCAACAAATAAAAAAGTAGAGTTTAAGCTTTTAAACCCGGAATTATCCCATTCAGTGTAAAC
+TTCTTTTGTAGAAATTTCTAAATCAGGCTTGACAAGAAGCAAATTCAAAGGAATTCCCTCTAAATCTTGA
+AGCTTTTCTCCTCTTCCACTAGCAAGCTTTGTTCCTCCCTTAAGGCAGAAAGGCACGTCAGACCCTACTT
+CTGACGCTATTTCTTCCATCTCTTTTTCTGTAAGGTTTAAATTCCAGAGCTTATCTAATGCTACAATTGT
+AGCAGCAGCATCTGCACTTCCTCCAGCAAGGCCGGCAGCCAAAGGAATATTTTTAAAAAGCTTTATTTTT
+ATACCTTCATTTAAAAAATACCTATCTCTTATCGCATTAAAAGCCTTCATTATGAGGTTTTCTTCTCCTT
+TGGGAACTCTCTCATGGTCGCATTCAAACAAAATTTCCTTTGCTTTCTCAAATTCAATCACATCAGCCAG
+GTCAATTGACTGCATCACACTTAAAATTTCATGATATCCATCTTCCCTCTTTGACAAAACGTCAAGCGTG
+AGATTTACTTTTGCATAGGCCTTTATTCTAAGCTTCATTTAACTCTCCCTACTCAATATTATAGTTTCAT
+ATTATACATTATACAACAAATTTTCTGTAAAAAAAATACGCAGTAGACTGCGCATAAAAACTCACTTTTT
+AACAGGGATAATCAACTTCTCTCCCTCAAAAACCTTATCCTCTTTAAGGTCATTAGCCGTAATTAAATCC
+TCCACATTGACCCTATACCTTTTCGCTATATCCCAGAGGCTCTCTCCTTTTTGCACCATGTAAATAATTA
+TGCTGTGACGCACCTCTTCTCCTCTTGGCATTTCAATTTCTTTGAGGTCGTAAATCAACGTCATTTCTTT
+TTCTGTCAAAACCTCAACGCAGCTATCTATAGCAAATTTAAATTCCAGCTCTTTTAAGCTGTTTATTTCA
+TAAGACACATAAGCTGTAGAAACCTCTGTCAGTACCTCTCCCACTTCTCCTTCTATCTCTACAAATGTCC
+TAAACGGATACTCATCCCTGTAACCCTTTATGCCGCCATCTTCTGATACGTAAAGCAGGGTGTAGTTTAA
+TATCCCCTCTAAAATCAGCTTATCCCCATCTAAAGCGTAATCTGACACTATTGGTAAGGCAAAAATTTCT
+AAAACCTTCCTCACCACAGAAGGAAGTTCAACCTCTGTCTTCACCATGAACTGAGAAGAAAAGCTCTTTA
+TATCCCCCAATACCTTTATATTTTCCTTCAAAGGTTCAACGTACTTCTCTATCCCGTAGGCATCCACAGG
+AATTTCTCTTTCCTCTTCTTCCAAAACCTCCACTTTTACCTTCAAAGTAACCTCTACATCTACAAGCCTG
+TTCTCTCCCTTTTCATCTTGAGTGACCGTAACATCCACATTTATTACATCTTCGTATGTATTGGCTTTCA
+TGTAACTTAATGTCCCCGGAACATCTATAAAATTAGCATAGTTTAAGGTTGCATCAAGACTTTTTACTTC
+ATTTTCTTCAGAGACGTACAAGATCCTGCACTGCACTTTCCCCTGAACTATAACCTTGTTTTCAGAAAGC
+TTTACTTCTTCAGGCACTACTTTCACTTCTTTTTTTATGACTTTCTTAATGGGCCTATCTTCATCCCCTA
+CTTTCACCTTTTCCTTTACAAAAACTTCTCCGGTGTTCTGCCCTACCGTATGAACAAGTTTTACTCTTTT
+CTTTAAAGTCTGCAAAGCTAAAGCCTCTTCTCCACCTATCACTACCTCTCTCTTATCAGAGACCAAAAGC
+CTTGACTGTATTCTGACCACTGCTTTTACATTTACCTTTCTGCTGTTTACAAGCCTGTAGTCGATATTTT
+CGACAGAAACCCTCGCAAGGCATCTGGACCTTTTGTCAATCGTTTCATCTTCTATGGTGTGAGAATAATC
+CACCTCTTTTTCGATCGACTCAATCTCTCCGTCCTTTTCGCTTATGTAAATGAGTTCTAAATTAAGTTTC
+CCTTCAAATTGAACTTTCCCTGAGGTCACAAAAACCTCTTCGATGTAACTTCTAGGGTTTACTGCCAAAA
+TTGTCAGTATATCCGGGTCGTTCTCTGGGACAATAATATCACCTTCAACTAAGAATTCCGTATTGTAACT
+CCCTGCCACCACATCAAACTCCAAGATATCTTTATAAACCTGCGGCATAAGTTTACCTCCTTAAAAAGAT
+ATATCACTTCAACAGAATATGCTAGTATAATATATAGTGGCAGAGATAAAATTATGCCAAAAAAATAAGA
+CCGAAAAACTTCGGTCACTGCAGACAGGGAATTCTTTTATTCTCATCCATTACAGTAAGTTCAACCGTCT
+CAGTCAAAATGTCAGAATAGCTGTAGGATACCCTGCGGGTCGTACCATGTCCATCTAGCACTACAATAAA
+AATGCTGGGATAAGTCTTCTCCAGTAGCCCTTCTTTTATTATCGTCTTTTTTCTTCCTCCATTGGTCTTC
+AGCCTGACCCGCGCCCCTACGTGCTGTTCCAATTGCTTCTTTATCTCATCAAGGGTTGATCTGTCAGCCA
+CTTGCATCAACTCCTTAACAGTGCTGAAAATAGTATACCACAATTTTCAGACAATGTCAAGGGCATAATA
+TTATACCAAGGTACATGTCTTCTTGTCAACAAGTATTTTTATTCAAAAAAATAAAAAAACCTGCAAATAG
+CTTGGGTATTTGCAGGTTTTTAAGCCCTTATGCCACAAATTCTTTTAATACTTTCCTTTAGGCACACCAT
+ATCTGAACTTTCCCATCGTCTGCAGGCCTCCAATTCCAGCCGCACCAGTGATAGTGTGCTCTATCAAGTC
+CTCTATTTTTACGAGTTCATTTATATGGGAAAAAGCCACTTTTTCACTAACAAGTACCGGATCCAAACAG
+TGGATTAGCACCCTTTCTGGTGAACTGGCGTAATTCGCTCCTGCCTTTATCAAAGCCTCATAATTGGACT
+GACAAGCTCCAGCAAAAATTACCAGGTTATCAAGAGAAGGCTCATATTTTCTGGCATTTTTAACTGCCTC
+AACAAAATATTTTGAATTCCTATAGCTCTCCAAGTCCCCGTAATCTCTGGCACTGCTTTTTATGCTGTCA
+TGGCCGGTAATAACTAAAATATCTGGCCTGTACCTTTCCAAAAGGTCATAGACCTTTTCCGGCTGTTCCT
+CTTCTTTTAAAACTACCCCCACCACTTCCATGCCTACTTTCCTGTAAGCCTCCATGCATATATTTAAATA
+CTCTTCATCTCCGTCGATGTGAAGGACCTTTCCTGGCCTTCCGTAGGGTTCCTGGCGCACTCCTCTTGCC
+ATGCCTTTCTTTCGCTGAAGGCTTTTTGACTGAGCAATTTTTTTTAAAAGATACTCTGCCTTTTCCCTAT
+AAGGCCTATCGTATTCCACGATTTTAGCTCGGGAGGCTTCAATCAGGTCATCTTCAGGTGCATCTGCTAT
+TATCCTCATGTTAAGCCCGTGCAGAAGGTAATATCTTACTCCTTTGTTATCTATGACATTAATGACTCTG
+AACAAAATGTCAGAGCCATAGGACTTCCTCATCACAATGTCATTTATGCGAAAAGCCATAAAATACCCCC
+CTGCGTTTTCTTCATACTCCATAATATGCAGAGGGGTATATAAAAGGTGTATATAGTTTTATTCTTCCAT
+CTGTTTGCCCAAAAAAGCTGCAGCAGTTTCAGCAATTTTTGCCTCCACTTCTGTCACAGTCTCTCCAGGT
+TCTTTTGTAAATATCACAACACTTCCTATAGTATCCCCTCTAGAAATTATAGGGACAATCACCTGAGAAG
+TTATGCTAAACTCCTGCCCTTCGGCTATTTTAATCGGCCCTTTGTCTTTCCCTGTTCCTAAAATTACTGT
+CTTTTTCTCCTCCAAGTAATTCTCTAGTTCCTGGCTTATGGGTTTATCTATAAGCTCTTTTTTGGGAACC
+CCTGCTACAGCAATTACTGTGTCTGTATCAGTTATGCACACAGCGTGCTTTGTAGACTGGTATATGCTAT
+CAGCGTATTCCTGTGCAAAGTCGCTCAATTCACTTATAGGAGAGTACTTCTTTAGGATTATCTCCCCTTC
+TTTGTCGGTAAAGATTTCTAATGGATCCCCTTCTTTTATGCGAAGGGTTCTCCTTATTTCCTTAGGTATG
+ACAACTCTTCCCAAATCGTCTATCCTGCGAACTATTCCTGTAGCCTTCAAAGTAAATACCTCCATTTCCT
+AAAATTTTTAGCTCAAGATTAGTATTTATATTTTTCCATAAATTTATGCGCAAAAAAGAGCTGGCAATTA
+TATGCCAGCTCTACCCTACTTTCACTTTTATATTTTCAGGAAATTTCTGTATCTTAGAAGCCTTTACGAG
+TTCGTCGTACTTTTCTTTTATGACCTTGTTCTTTTTGTCATTTAAAAGGTAGCTCTCAATTGTTCCTTTC
+ACTTCATCAAAAGGCTTCACAGTAATTCCTTCTGATTTTATTATGTGATAACCGTACTGCGTCTTTACAG
+GTTTAGAAATCTCCCCTAGCTTTAAGGAAAATGCTGCTTCCTCAAATTCTGGCACCATCACCCCATGGGG
+AAATTCTCCCAAATCTCCGCCATTATCCTTTGTAGCTGTATCAATGGAATATTCTTTTGCTAAAGCGGCA
+AAGTCTTCACCTTTCATAAGCCTTTGATATATATCTTCTGCCGTCTTCTCATCAGCCACGAGGATGTGAC
+GAGCTCTCATGACCTCAAAACTCTCTTTGTGCTCGTCATAGTATTTTTTAAGCTCCTCATCAGTAACTTT
+TACATCCTTAGTGTACTCTGCTAAAAGCTTGTCTATCAAAAGATATTCTCTTATCTGCTCCTTTGTAACT
+TTGCTGTTAAATTGCTTTTCCTTGTTATACTCTTCTTCTACTTCCTTATCCGTGACAGTGATGTTTTTCT
+TTTTAGCCTCCTGAACAAGAAGCTTTTGCGCCACAAGGCTGTCTAAAACATTTTCTTTAACAAAATCCAG
+AAATTTTTTGCCTTGATAGTCCTGATTCCAAATGTCTTTTGTGTAGGTGGGTGCACTTTCAATCTGCTCT
+TTCACCTGTTCAAAAATTTGCTGGTACTCCGCATTAGTAATCTTTTCTCCATTCACTACTGCGACGACAT
+CCCCAGATACAGCTTCTTTTTTAGAAGAACATGAAACAAGAGATACTCCAACAAAAATAAGAGCTAAAAA
+TAAAGCAATTTTTCTCCTCAAAATTACAGCCTCCTAATTTTAAATTTGACATAGCTTTATTATATCTTAT
+TTCTTTGCCAACTGCAAATCTTTCATTTTCTCCAAAAGTTCTATCAATTCTTTCAGCAAAGTCTCTTTTT
+TGTTGTATTTATAAGTAAGATAGGGCGGATACTGGCTTGAAAAAGTGAGGTTGCCCTTGTACTCTCTTAC
+CATTTTTTCTACAGTTTCCATGTCAACAGAGTCTTTATCTTTAAACTTTAAAATTACGCCACTCGATTTT
+TCACTTATTTCCACCATGTGAAGTTTTGACGCAACCGCTTTTATATAGGCTATATCTAAAAGTGCTTCAA
+CAGGCTTTGGATAATCGCCAAACCTGTCTATAAGCTCTTCTGCTACCTCCATCATATCCTCTCTTGACTC
+TATAGAAGCTATCTTCTTGTACATTTCAAGCCTTAAGTTTTCATCCTCAATGTAAGAGGAATCGATGTAG
+GCGCTCACTTTTAAATCTATAGTGGTAGTTATTTCCTCCTTTGGCTGTTCCCCTTTGAGATTCCTTATGG
+CCTCTTCTAAAAGCTTAAGATAAAGGTCATAGCCAACGGCATCAATGTGCCCGTGCTGTTCTGCACCGAG
+CAAATTTCCCGCTCCTCTTATCTCCAAATCCCTCATGGCAATTTTAAAACCTGAACCAAATTCAGTAAAC
+TCTTTTATGGCTTCCAGCCTCTTTTCTGCCACCTCGCTTAGCACCTTATCTTTTCTGTAGGTAAAATAAG
+CGTAAGCCAGCCTATTTGACCTTCCTACCCTTCCCCTCAGCTGATAAAGCTGTGCAAGCCCCAGCTTATC
+CGCATCGTACACTATTATGGTATTCACATTTGGTATGTCAAGCCCTGTCTCAATTATAGTGGTAGTCACA
+AGTACATCGTATTCCCCTTTCAAGAAATCCACCATAACCTGCTCCAGCTTGTTTTCCTCCATCTGCCCGT
+GAGCAACTGCAATTCTGCAATTTGGCACCAATTCCTTTATAAAATTAGCCATTTTCTCTATCCCCTGTAC
+TCTGTTGTATACAAAGTACACCTGTCCTCCTCTTCCCACTTCTCTTAGAATAGCGTCCTTTATGAGCTCT
+TCGTTAAATTCCACCACATAGGTCTCCACAGGAAACCTGTCCTCAGGAGGATTTTCCAGTATGCTCATAT
+CCCTAATTCCAATTAAGGACATGTGCAGTGTCCTAGGTATAGGCGTTGCAGAAAGAGTCAAAACGTCTAT
+GTTTTCCTTAAGCTTTTTAATCTTTTCCTTGTGGACCACCCCAAACCTCTGCTCCTCGTCTATTATCAAA
+AGCCCCAAATCCTTAAATTTCACATCGTTTTGCAAAAGCCTGTGGGTTCCGACTACTATGTCAATAGTCC
+CGTCCGCCAGCCCTTTAATTATCTGAGCCTGCTCTTTTGGAGTCCTGAAGCGGCTTAACATCTCTATCTT
+GACAGGGAACTCCTTAAACCTTTCCAGAAAATTGGTATAATGCTGATAAGCTAAAATAGTAGTAGGGCAC
+AAAAACGCCACCTGCTTACCATCCGCCACCGCTTTAAAAGCAGCCCTTAAAGCCACCTCTGTTTTCCCGT
+AACCCACGTCTCCGCAGAGAAGTCTGTCCATTGGCTTATCCTTTTCCATATCTTCTTTGATCTCTTTTAT
+GCACCTTAACTGGTCTTCAGTCTCTTCATAGGGAAACTGGTCCTCAAACTCCTTCTGCCACGGCGTATCG
+GGAGAAAAAGCATGTCCTTTCGCCATCTGCCTTTTAGCGTAAAGCTCGATTAAATCCTTTGCCAAGTCTT
+CTGCCGCCTTTTTAGCTTTTCTCTTAGCTCTTATCCACTCGCCTCCTCCAAGCTTGTTAAGCTTTGGAGG
+GTTGTCAGTAGGCCCTACGTACTTTTGAACAAGGTCTAATTGCTCAACAGGCACAAATAGCACATCGCCT
+CCGGCGTAAACTATCTTCAAATAATCCCTTATGACTCCGTCCACCTTTATCTTCTCTATCCCTTCATACT
+TGCCAATGCCGTAATTGACATGCACTACATAGGAGCCCACTTCCAACTCAGTAAAACTCTTTATCCTCTC
+AGCGTTTCTCATCTTAACAGGCTTTCTAGCCCTCTTAGTTTGCCCAAATATTTCGCTATCGCTTATAACC
+GCAAATTTAGCATCCACGTATTCAAACCCTTTTGTGATGGAAGCAGGGTATATCACCACCTGCCCTCTTT
+GTATGTCATATTCATTATCCTCCACCACAACAGAGTCAATGCCGTACTCCTCCAAAGTCTCCTTCAAAAT
+CTTTGCCCTATCCTTATTGCCGCTTAAAAGAAGCACTCTATATCCAGTCGCTTTGTAGTACTTAAGGTCC
+TCCACAAGAAGGTCCATTTTTCCGTGGAAAGAGTGCATAGACCTTGATACAAAATTAACAATCCTTTGCG
+GGTGAAGTTCTCCCTCCGGCTTCGCTAATGTGTTCATTATTACCAAAAAATTGTTTTTGAGCCTTTCCTC
+TACTTCAGTGTAGTCAAAGAAAATTTCTCTCTGCTCAGGGATCACTTCTCCTCTTTCTAGTAAATTTTTG
+AAATTTTCATTAAATTCTAATTGCAGATTACTTACCCTCTGCTTAATCCTGTTTGTCTCATCCAAAATTA
+CAATAGCATCTTCTCCTACGTAATCTTTGATAGATTGAAGGTCTTCGTAAAAATAGTTTATGAGTACCTT
+TATGCTCTCCCTCTTTTTCCCCTGGCTTATCTCTTCCATTATCTCGTCAAACTTCTCTCTTAACTTTTCG
+GCCATTCCACTTTTTGTCTTCCTGATTTTTGAAAGATATGAATTTAAGTCCTTTGACAGAGAAGATATTC
+CTCTTTTTATGTGTTCTTCTTCCACTATAAATTCAGTAGCCGGGAAGATAAAAACCTCTTCTGCTGTTTT
+AATAGACCTCTGTGTCATGACATCAAAAGTCCTCAAAGAATCCACTTCATCGTCAAAAAGCTCTATCCTG
+AAAGGATACTCTTCAGTAGAAGGAAAAATATCGATTATCCCGCCTCTTACGCTGAACTGCCCTTTCCCTT
+CCACCATCTGCACTCTCTCATATCCCATTACCTCTAACTTTTTTAGAAACTTTCCTAAATCAATTTTGTC
+ACCAATCTTCAGGCTGAACTGGTACTTTCTAAAAAGGTAAAAAGGAGGCATCTTGTCAAGTAAAGCATCT
+ACGGAAGCAACAACAGCATAAGGCCTATCTTCAGAAAGCCTTTTTATCACTTTAAGTCTCTCAAATACGA
+TTTCGTGGCTTGCTGCGTCTATTTTGTAAAACACTATATCCCGTTTAGGGAAAAGAGAAGCCTCTCCTTC
+ATTAAAGGAGTACAGGTCTTCGTATATTCTCCTTGCCTCCACATCGTCAGGGGTTATCACTAGGACCTTT
+TTATTAAATTTCTTCATGAGATAATGTGCTATGTGAGCTTTTTGAGAATCTGCAAGGCCGTATATCAGAA
+CAGGTCCTCTTCCTTGCTTTAACTCTTCCTCTATCGCTTTTACTTCTTTTAATTCTTCAATCTGCACCGT
+AAACATGTTTTATCACCTCAGCATAAACCTATTCCAAAGCAAGTGAAGAAGTGAAGCAGATAAAATCGCC
+ACAAAAAGGTTAACTTTTTCAACAAGCACATAAGAAATTACTCCAAAAATTGAATGGCTCAAGATGCTCA
+AAACTGCAGCCCTTCCATTTATTTTATATGAAGCTTTTGTGTAATCATTTACTGCTTCTGCAATCCCAAA
+CATAAAGTGAGAGGCAAGAATAGAAGATGTCAGATACCCAAAGACAGTCTTTGAACTTTCTTCAATAAAA
+GGGACGATGTAGATTACAGCCCTCTCACCATACCTTTTCACCACAGCGCTATTTAAAAGATATGCTACAA
+CAATACCTGCCATTCCTGATAAAACCCACATCCTCAAACTCCTCTAGCCATTAAATCTGCTCATGGCATG
+CTCTATTCCATTCTCCATTATGTCAATCACGGCTTCTGCTGCTCTTTCCACCGCCTCATCTATCACCTTT
+TTCTCTTCATCGCTAAATCGCCCCAGAACGTGCCTTACAAGGTCGCCATCTTCTGGCTTCCCAATACCTA
+TTCTCACTCTAGGAAAGTCTTCGCTGTTTAAAAGATATATTATTGAGTTCATGCCATTGTGACCGCCTGA
+ACTTCCTTTTCTCCTTATCCTTATTTTTCCCACCTCAAGGTCTTTATCATCATATACCACAATTACATTT
+TCAAGCGGAATTTTATAAAAATTTACAGCATCGTACAGGGCTTCGCCACTCAAATTCATAAACGTCTGAG
+GCTTCAAAAGTATCACTTTTTCGCCTTTAAAATGCCCTTCCCCCATGAGGGACTTGAATTTAAGCCTTGA
+AACCTCTATCCCAAGCTTTTTTGAAAGGGCATCTATCACCATAAAGCCTACATTGTGCCTCGTGCCCTCG
+TATTCTTTTCCCGGATTTCCAAGACCAGCTATTATGTACATGCTCTCACCCTTCCTTATAAGATTAATTA
+TACATATGTAGTCAATAAAAAACAACCTGCCGACTGTAAAGTCGGCAGGCAGGTGCGTGGGAGGCCTTTT
+ATTTTTTATTGAAAGTTTGCACTGCTTTGCAATTCTACAGAAACTGTGAATGTCCTTCCATTTCTCCAGA
+TGGTGACATTTATAACATCTCCAACTTTGTGGCTGTTTATAACGCTCTGTAGGTCTTCAAAAGACTTAAT
+CTGCTTGCCATCCGCTTTTATTATCACATCTCCTGGTTGAATTCCTGCTTTTTCTGCACCGCTTCCAGGC
+TGAACCTGTACCACATATACTCCTACTGGCAAGTTGTATTGAGCTGCATCTTGTGGCGTTATTGTCTGAG
+CACCTATTCCCATCATAGGCCTTTCAACGTACCCGTGCTTTATGAGCTGCTCAATTATAGGCTTAGCTTC
+GTTTATCGGAATAGCAAATCCCATGCCTTCAACTGGAGTGCTCTGCCCCTGGAAAAGCCCAAATGGGTCT
+TGGATGCTAGGTCCTATAGAAGTAAGCTTGACACTTGTTATACCTATAACCTCTGCTTTGCTGTTTACAA
+GAGGTCCACCGCTGTTACCGGGGTTTATAGCCGCATCTGTCTGTATGAGTTTTACAGGCCCGTAATCACT
+TTGCAAGTTTCTGTTGAGTCCGCTTATTATCCCTGCTGTCACTGTACCTGCAAAGGAATCTCCCAGAGGA
+TTGCCTATAGCTATTGCCAGTTCACCAGGTTGCAATTTAGAAGAATCTCCAAGTTTTACAACAGGTAAAT
+TAGGAAGGTTAATCTTTAAAACTGCAAGGTCTGTCCTTGGGTCTTTACCTATCAATTTCGCATCAGCACT
+TCTGCCATCTAAAAGTTTTACTGTAATCTTTGAAGCTCCTTCAATGACGTGATTGTTTGTGACAATATAT
+CCATCTGTGCTTATGATAAATCCAGAGCCACTTCCTTTAGGCACGTATTCTGTCCTGTAGCCACTTCTAT
+AAGCGGTACTTGTGTCAATTTCCACAACTGCTGGGCTTACAATTTTGTAAATATTAGGTATCAAATTTAA
+AATACCGCTTTCGTCTGATGAAGTAGCATCTAGAGGTAAATATCTTGTAACAACTTGTGTTGACGCATCA
+TTTTGGGTTCCATAGTATTTCATCACAGCTCCTGTCACACCGCCACCAATTATAGCGGCGATTAAAGCAA
+CTGCCACAAAAGAGGCAATCAGCTTTCTTCTGAACCTCTTGACCATTCGCCCTATGCTCTTTTTATTGTT
+CCTGAACTCCACTTTTGGAGCAGGAGAAGCTGTGTCCACAGAAGGTTTTTCCGACATCTCCTGTGGCATA
+TCCTCTAAATTTTCCTGTGGAGGAACCATGCTTTCAGGGTCCTTTTTTTCAATATTATTTTCAAAATCTC
+TTTCATAGTCCATGCTCATCCTCACTCACTCCCTTTCCTTTTCTCGATTCTAATTATACTTCCTTTTTAT
+TAACAAATTATGAACACCATGTAAAGATTTTGGGTAGTTTTTATTAAGAATTTTCCACACTTTCATCTTG
+AAATAAACATGCGGCCCAAGAATTTCTCTTGGACCGCTATGATAAGGGAGCTCAAGGAGAGGCATTTGTC
+TCTCTCGATTGTTATTATAAACTCAAATTGTTAACAAACTGTTAACAAAATGTAAATATTTTATTGTAAT
+TTCTTAAACTTTTTTTATCGGAAGAGTGAAGGTAAAAGAAGTCCCTTTCTTAAGCTCACTTTCTGCCCAT
+ATCTCCTCTTTGTGAGCCTCTATTATCTTCTTCACAATGTAAAGGCCAAGACCAGCGCCGTCCTTTCCTC
+TTGACTTATCCGCTTTGTAAAATCTTTCCCATATGTGCTCTAAATCTTCAGGAGATATACCTATTCCATT
+GTCTTTAACAGTGATAAAGACCTTATCCCCTTTAACCTCAGTAAAGAGGTGAATAATGCCCTTTGGCTTA
+GAAAACTTTATAGCATTGTCTATTAAATTTGTCAAGACCTGCTCTATCTTGTCTCTATCTGCAAAAACAA
+ACCTCCTATCCTCCTCAAAATCCACCTTTACTGTAAGGTCTTTTTCTACTATTCTTTTTTCAAACTTTAT
+AATGCAAATTCTTATGAGCTCATTTATGTCAAACTCAGTTCTATTAAGAGGAAACTCTCCCGACTCAAGC
+TTTGTCATCTCCAGAAGGTCATTTATCAACCGGGACATCCTTCTCGTCTCTTCCTGCACCACTTTGAGGT
+AATCATAAGTTTTTTCTTTAGGAATAGTCCCATCCAATATGCCGTCTATATAGCCTTGTATTGAGGTTAT
+TGGAGACCTGAGCTCATGGGAGACATTTGCGACAAATTCTTTCCTCATATCTTCGAGCTGTGCAAGTTCC
+CTTGCCATCACATTAAAAGACCGTGCTAAATCCCCTATCTCATCCTCTTCAAAATGGTCAACTCTTGCAG
+AAAAATTCCCTTTTGCTATCTCTCTTGCAGCAAGGCTCATTTTCTTAAGAGGCTCAGATATTCTGTTTGA
+AGTGTAGGATATCAATATAAAGCTCACTACAAAAGCCATTCCGCCTGATAAAAGCATCAAAAGGAAAATG
+TTCAAAACCGTCCTGTTCATCTCTTCCAGTGATGCGTGCATGAATATGGCTCCTTCAATATGCCCCTTTA
+TCACAAGAGGAACTCCCACTGTAAGCACAGGGCTTGTAAAAGCCCCTCCAAAATAGCCTTTTTTTACAAT
+GGATTCTCCTTTTAAAATATTTTGTATATCAGCCTTACTGAGAGTAATCTTCATCCACGGCTTTCCCTGC
+TGAGACTGGCTGTAAACAAGGCCCTCCTTGTCCACAATCCACACTGTTGCATTAATAAGTCTCGTCACAA
+CATTAAGCTCCTGATTCCACTTATCTAAATTTATATCCCCTACCGCAAACTCGTTCAAAATAGCGTTTAT
+CTCCTGTGCCTCTTCCAGCATTATTTTTTCTTTTTCAGCAAAATAGTAATTCTGAAACATGATGTAAAAC
+ATTATAGAGACGACAGCCAAAGTTATGGCAACAATTATTATATTGCTTATAAAAAGCTTTTTAAAAAGCC
+TGTTTTTCTTCAAATTCAGTTCACCTCAAACTTATAACCTACTCCCCAAACAGTCGTGAGCTTCCAGTTT
+GGACCCTCTCCCACCTTCTCTCTCAACCTCTTTATGTGCACATCCACCGTCCTGCTGTCCCCCATGTAGT
+CATAGCCCCACACATTCTCCAAAAGCTGGTCCCTTGTAAACACTCTATTGGGATGTGTGCAGAGAAAATA
+AAGAAGCTCTAACTCCTTCGGCGTAAGGTCAATATTTTTTCCTTTGTAGATGACTTTGTACTCGCTTAAA
+CTAACGTACAAGTCAGGATAGGACACAGATTTATCCTCACTTTCGCCCTCATACCTTCTCAAAACTGCTT
+TAACCCTTGCTACAAGCTCCTTCCCGTCAAAAGGTTTGACAATATAATCATCAGCTCCTATCTCAAGTCC
+TAAAACCTTGTCCAAAGTGTCTCCTTTTGCAGTAAGCATAATTATTGGCACTTTAGAAAATTTTCTTACT
+TCTTTGCAAAGTGCAATTCCATCAATTCCCGGAAGCATTATATCGAGTATTACAAGCTTTGGAGGCTTTT
+CCTGTATCTTTCTAAGAGCTGTCTGCCCGTCGTATATCTGCTCCACTTCAAAACCCTCTTTTTCGAGATA
+TAAAGAGACAATTTCGCATATATTTTTGTCATCATCCACCACATAAATCTTCTGGCTTTCTCCCACAAAA
+CCACCCTCTGTATCATATGTTCTTTTTTAAATTATACCATAAACAAAAAAGGCACATAAAGTGCCTTATG
+TGAAAAGCTTGCTGACAGACATGCCCTCGTGTATTCTCAAAATTGCCTCTGCAAAAAGCGGCGCCACAGA
+CCTCACTTTTATCTTGTCAATCTTCTTTTCTTCAGGGAGAGGAATGGTATCGGTTATGACAACTTCCTTG
+ATAGGAGATTCTTTAAGCCTTTCAATGGCAGGACCTGAAAGCACACCATGTGTTGCACAGGCATAAATCT
+CCACTGCTCCGTGGTCTAAAAGGGCTTCTGCCGCCTGTACAAGCGTCCCTGCAGTGTCAATTAGGTCGTC
+TACAAGTATCGCTTTTTTACCCTTGACATCGCCAATTATATTCATAACCTCGGCTACATTTGCTTTTGGC
+CTTCTCTTGTCAATGATGGCCAGAGGAGCATTTAATTTTTCTGCAAAATACCTTGCCCTTGTGACACTTC
+CATGGTCAGGAGACACAACCACCACATCATCTCCCAATTCCTTATCCATGAAGTACTTGGCAAGAATAGG
+CCCACCTAATAGATGGTCTACAGGAATGTTAAAATACCCTTGAATCTGAGGAGCGTGCAAGTCCATCGTG
+ACTACTCTGTGGGCTCCTGCTGCTGTGATGAGGTCAGCCACCAGTTTAGCAGTTATAGGGTCTCTAGCTT
+TTGCTTTCCTGTCCTGCCTTGCGTACCCGTAATAGGGTATGACTGCGTTAATCTCAGCAGCTGAAGCTCT
+TTTGAAAGCGTCAATCATTATGAGAAGCTCCATCAAATTGTTGTTCACAGGAGCACAAGTCGACTGAATT
+ACAAAAACGCTTGCTCCCCTTACGCTCTCCCCTATTCTCACACTTATTTCTCCATCGCTAAATGTGCCAA
+CTTCTGAATCTGCCAGTTTAAGACCCAAGTGTTCAGCTATTTCACTGGCCAGCTTAGGATTTGAATTTCC
+CGTAAAAATCTTAAGTGAGTTAGTATACCTCGCCATTTTTACACTAAAGCCTCCCTTTTTTTATTCTTTC
+CTCTACCCAGCCCTCTTTATTGGTCTGTCTGCTCCTCGCAATGGCGAGGGCTCCTTCAGGCACATCTTCT
+GTAATAGTAGACCCCGCAGCAATATACGCATTATTGCCAATTTTCACAGGTGCTACAAGGTTGACATTGC
+AACCCACAAACACATTGTCCCCAATAATGGTCTTGTGCTTCTGCTTTCCGTCATAATTTACAGTGATCGA
+ACCGCAACCCATGTTGACATTCTTCCCAAGCTCTGCATCTCCTACATAAGTGAGGTGAGGCACTTTACTC
+CCCTCATCAATCACAGACTTCTTTATCTCAACAAAATCGCCAATCTTGACATTATTTTTTATCACAGATT
+CAGGCCTTATGTGGGCGAAAGGCCCTATTTTAACATTGTTGCCCACACTTGATGAGAGCACTACCGAATA
+CATAACATTGCATCCATTTCCAATGGTAGAGTCCACAATCCTCGAATTAGGCCCTATTTCACAGTCTTCC
+CCTATCTTAGTCTTACCCTGCAGAATAGTTCCTGGCAAGATAACAGTATCCCGTCCAATTTCAACTTCTG
+CATCTATATAAGTGCTGTCTGGGTCTATTATCGTTACTCCATTTTCCATGTGCTTTTCATTTATTCTCCT
+TCTCATCACCTTTTCCGCATTTGAGAGCTGAACTCGGGAATTTACTCCTATTATCTCTTCTGACTCCCCA
+ACTACAGCACCAATTTTTCCTCCCATATTCCTTATAATCTCTACAGCATCTGTCAAATAGTATTCTCCTT
+GAGCGTTATCATTAGTTATCTCCTTTAAAGCAGCTCTTAATTTCGCGATATCCACAACGTACATCCCCGA
+ATTTATCTCTTTTACTCTTTTTTCTTCTTCGCTTGCGTCCTTTTCTTCCACAATCTTTACAACGTTTCCA
+CTTTCATCCCTTATTATCCTTCCATAGCCTGTAGGGTCGTCAAAAATAGAAGATAAAATAGTAACATCAT
+TTCCTTCGCTGATGTGATACTCTACAAGCTTTCTCAAGGTGTCAGAAGTGATAAGAGGAGTATCCCCTGT
+GAGTATTAAAACCATTCCCTCAAGAGGCAAAAACTCTTCTGCCATCATCACAGCATGACCTGTTCCAAGC
+TGAACTTTCTGGTATGCGTACTTCACCTCATCCCCAAGCACTTCCTCTACCATTTCCCGGCCGTGCCCCA
+CTACAACGATTACTTCCTTGCTGCCTGCTTCTTGTGCTGCCTCCACTACCCATTTTACCATTGGCTTGCC
+GCACACTTTGTGAACAACCTTTGGATACTTTGACTTCATTCGTTTCCCTAACCCAGCCGCCAGAATCACA
+CTTACTAGCTCTTCCACTTTACCCACCTTCTATAAAAAATCTACTATTCCGCCCTATACTATTTTAACTA
+TAATTCCCGCAAAGTTCAACAAAAAAATAAAAAGGAGACGAGCTCCTTTTTATTCCTTGTTAGAATTGTT
+TTCTTTTGCTTTTTCGTATTCTTCAAGGATAGCCTTCTGCAACTTATTCCTCGTATCTGAGTTTATAGGG
+TGAGCGATATCTTTAAACTCCCCTTCAGGAGTTTTACGGCTAGGCATAGCAATAAACAAACCATTTTGCC
+CTTCTATAACTTTGATGTCGTGAACTACAAATTCATTGTCAAAAGTCACAGAAACAACTGCTTTCATCCT
+GCCTTCGTCGTTTAATTTCCTCACCCTTACGTCTGTAATCTTCATTGAGTTCACCACCTTCCTGAAGCAT
+AGACCTGTGTTGAATTAGGAACTGCCTTTTCCTGCTTCATTGACTGCTGTCTTTTTCTTGCAATCTCCGC
+AAGAATCAGGCTTATCCCTCTCTTTAATATATTCGCCAAAAACTTAAAATTTCCTTCATGAAATAAAAAT
+TTTTATTTTAAGATCCAGTCACTTATCTCTATCTCTACAATATTCTTTTCTTCCTCCACATTTTTTAACA
+CAAAAATAGAGATGTAATTGTCTATCAACTTCTCCCTAGGTTCCTCTGTCGCAATCATCACTCCTGCCCC
+CACAACATGAGCATCAAATTCTTCCATAAGCTCTGTCATGCCCTTCAAAGTGCCTCCTGCCTTCATAAAA
+TCGTCCACCAGGAGGACTTTTGCTCCCTTGTCAAGAGCCCTTCTTGCCAACGACATAGACCTTATATGCC
+TTTGAGAACCTGACACATAATTTATGGACACAAAAGAACCTTCTGTCACACGGCTGTCTTTCCTCACTAT
+CACCAGTGGCACATTCAAAACCCTTGCGCACATGAGGGCAATAGGTATCCCTTTTGTCTCCACAGTAACA
+ACAGCGTCAATCTCTTTTTCAATAAAGGGATACACTAAAACCTCAGCAATTTTACTCACAATGGGAGGAG
+AATAAATCAAATCAGCTGTGTACAGAAAACCCCCTGGAATTATCCTTGAAGGGTCTTTAAGTCTTTCACA
+TACCTCTTTCACAAAAGGCACATAGCTTTTTAAACTTGAAACAGGGATATACTTGACTCCTCCGCCAGCC
+CCCGGAAAAGTCATCAATTTCCCCATATCAAATTTTTCTAATATCTCTTCTAAAATATCTATATCTTCTG
+AAGCCGAAGACTTAGCTATATTAAACATATCCATAAACTGCTCGAGGTTTACCAATTTGTTGGGATTGTC
+AGTAAAAAATTTGAGAAGAGCCACAAGCCTCTCATACCTTTTATACTTTTCCATCAAAAATTAACCTCCA
+ATTCACAAACTTTTATACTAAAATTATATTTAAAAGTTCACTTTTCTGCAACATGTGGTATAATTTTTTT
+ATAAAACAGTGACAACAAAAAGGCGTCTAGCATATTCTAACCATATGATGGCAATAATATGAAGTAGAAA
+CGAGAGGTGCATTTTATGGAAATAGATCTTGAAAAATTTAAAAGAATTCATTTTATTGGAATTGGCGGTA
+TAAGCATGAGCGGGTTAGCTCATATACTGCTGGAGGAAGGACATACAATAACAGGCTCAGACATAAAAAA
+CTCTCATTTGATTGAAAGGCTCGAAAAAGAAGGGGCAAAAATAAATATCCCTCATATGGCAGAAAGCGTG
+ATAGGCGCTGACCTTGTGGTATATACAGCAGCGATACATGATGACAATGTGGAATACCAAAAAGCAAAAG
+AACTGGGAATTCCCATAATAGACAGGGCTACACTTCTAGGCCTTATAATGAAAAAATACAAATTTGGTGT
+TGCTGTTGCAGGAAGCCATGGAAAAACCACCACAACCTCTCTTATTTCAGTAATACTTGACAGAGCAGGC
+TATGACCCAACGGTCTTGGTTGGAGGAGAAATAGATGCAATAGGCGGAAATGTGAGGGTGGGAAAAAGTG
+AATACTTCGTCACAGAAGCCTGTGAATACACGGACAGCTTCCTCAAATTTTATCCCTACATAGCTGTAAT
+ACTAAACGTAGACTCAGACCATCTGGACTACTTTAAAAATATTGACAACATAAAGCAGTCCTTCAGACAA
+TTTGCAAGCCTTGTTCCTTCAGATGGCTTTGTAGTAGCCTGCAAAGACGATGCAAATACAATGCATGTGA
+TAAAAGGCTTGGAGAAAAACATCGTAACATACGGCATTAACGAAAAAAGCGATTGGCAGGCAAAAGATAT
+AACTTACGATGAAAAAGGCTGCGCAAGTTTTAATGTTTATTACAGAGGAAAATTTATAGGGCATTTTAAG
+CTCTCCATTCCTGGCAAGCACAATATATACAATGCTCTCGCTTCTCTTGCTGTAACTTACCTTCTAGGAG
+TTGACACAGAAAAGGCTAAAGAATATATAAAAGAATTTAAAGGCACCCACAGAAGATTTGAAGTCAAAGG
+AGTAGTAGAAGGGGTTACAGTTGTAGATGATTACGCTCATCACCCTGCAGAAATACATGCAACTTTAGAG
+GCTGCGAAAAATTATCCTCACAAAAGGATAATAGCCATATTCCAGCCCCACACCTATTCAAGGACAAAAG
+CTTTGCTTTCCGACTTTGCCGAATCTTTTGATGCTGCTGACAAAATAATAATAACTGACATATATGCCGC
+AAGAGAAAAAGACACAGGAATTGTATCTTCAAAAGACTTAGTAGATTTGATCTTCAAAAGAGGAAAGGAC
+GTCCTTTATATAAAGGATTTTGACTCCATTGTAGAATATCTAAAAGAAAACACAGAAGAAGGTGACTTAG
+TCCTCACAATAGGAGCTGGCAACATATACGAGGTAGGAGAAAAATTTCTAGAAGAGAACAAAAAATAAAG
+GAGAAGATTTACTCCTTCAGGTAAGTCTTCTCCTTTCTCCTCTGTCATATAATACAACCCCTTTGGATAC
+ACCTCTATCTGGAAACACAAGATTTTCTCTCTATAAGCTTTACCGGCACAATTATATGATCCGACTCAAT
+CTCTTTTTGCTTTAACCTTGCAATTAGAAGTTCTGCTGATTTTATCCCCAGCTCAAAAGTGGATATATCT
+ATCGTCGTGAGAGGTGGATTCGCAAAAGCAGACAAAGGAATATTGTTAAAGCCTACTATAGAAATATCCT
+CCGGTACCCTAAATCCCTTGTCAATAGTAGCTCTTATCACGCCAAAAGCCATCACATCGTCTGTGACAAC
+TACTCCTGTGGGCTTTGCCCTCTCAAGTATTTTCATCATAGCCCTGTATCCACCGTCTTCAGAAAATTCC
+TCCTGCTCCACCAGCTCCCTCTTAAAAGTCAATCCATTTTCTTCAAGAGCCAGCTTATAACCATCCAACC
+TGTCCAAACTCACCACATACTCCAGCGAACCGCTTATAAAAGCGATTTCTCTATGCCCGTGCTTTATAAG
+GTAATTCGTAGCAAGCTTGGAAGCACCTATATTGTCATTGTCGACCCAGTAAACACCTCTAGCATCAAGA
+GGTTTGCCTATCACCACAAAAGGAAATTTTTCATCCCTTAACCACGGTATAAGCTCATCAGTAGTTCTTG
+AGGACAAAAGAATTATCCCATCCACCCTTTTCCCTTTTACCATCCTTATTACCGCTTCTTTTTCCTCTTC
+TTTATTCCCGGAGGTTGACAAAAGCAAATCATATTTTTCCCTGTGGGCCACAACGCTTATACCCCTCATA
+ACCTCAGGGAAAAAGGGGTTGGAAAAAGCTTCTTCTGTGGAACGGGGCATTATAAGCCCCAGCGTATTTG
+TCACCTTGCTGGCAAGGCTTCTGGCAATGGCATTTGGGTAGTACCCTAGTTCTTCCATTGCCTTCCAGAC
+TCTTTCCTTTGTCTCCTTGCTAATGCGAGGGCTGTCCGCAATAACCCTGGAAACCGTAGAAGGCGCTACA
+TTGGCTCTTTTCGCTACATCCTTAATTGTAACATTCATTCTCATCACCACCCATATGAAACCGATTGCAT
+TCCCCTCTATCCACTATTCTACCCTATTATACCATAAAGGTCAACAACTTTTACTGAGCTATTTTTACCA
+TTTGCCACGTGACTCTATACAAAAATATTAAAATAGAAAGGAAAAAAGGCCAGTATAAAAAGACTTTTAC
+ATCCTCTTTTACCCCTGTACCTCCTTTTATTACATACGGTGTAGTCATAGCGGTAAATCTTCTCAAAAGA
+GCATAAAGAATCATCCCTGAAAAAACTGCAATGACACCGTAGAATAAAACCGCCGAAAAAGGTATGCTTA
+TTCTTTCCACACCTGATACATTAGCCATACCTGACTGAGAAATAAAGTAAGACAAAATAGTTGAAATAGC
+ATTATTTGTAAAATGCACTATCATTCCAGCAAATATAGAATCCGTCCTGTAAACCACATACCCCAATATA
+GTTCCCAAAAACAATATGCTTAAAAAATTTTGCACATTCAAATGAAGCATGGCAAATAAAATTGCTGTAA
+TAACAACGCTCTTTATGGATCCTCTCATTTCAAAGCTTCTCATTACAAGGCCTCTCATAAAAATTTCCTC
+ACAGCAGGCTGCCACCAGCCCAAAAATTATTAATTGAATAATAAGTTCATTAAAGTCCTGAGCAGGAGGA
+ATCTGCATCACAGGAACTTTCCCCAGCTTTGAAAGAAAATAATTTGTCAGAACTGCCAAAAATCCGGACA
+CACCCCAGGAAGCAATAGCAATGAATACAAGAAGGAGGACAAATTCACTTTTTAAAGGATTTAACCTTAG
+CACATATTTTACATCATAGCGCTTAATTAAGAGATAAACAATTACAGGAATTAACACAAAAACAATTTCA
+GTAATCAATATCCCTATGTACAATGACGCTTTTTGAACCAGATATCCCAAAGTTATGAAAAGAACCATAA
+CAGAAAAGTACAACTTGCCTACATCTTTTTCATCCGGCCTCATTCCACCACTTCCTCATATCTTTTCTAC
+ATGCCCTCATAAATTTTACCACAAAAAGAATATAAAAATAAGAATTAAATGTGAAGTTTTTGTGAATCCT
+AATAATTGCAAAAATTTATCAATGTGCTATAATAAATAATAGAAAAATATGGAGGTGATGTAAAATGAGC
+TTAATGAGAAGAGGAAGAGACTGGTGGGACTGGCCCTTTGACATCAACATAAGAAACCTGCCCAGCATCT
+TTGACATAAATTTCCCTTCCTTATCCGGCCTGTTTTCAAGGCCAAGAGTGGACATAGTAGAATCAGAGAC
+AGAAATAGTTGCAACTGCTGAACTTCCCGGAGTTGACAAAAAAGATATAGAAATAAATGTTTACGACAAC
+ATATTGGAAATAAAAGGGCAGACTTCAGTAGACGAAGAAAAAGAGGACAAAAACTATTACATCAGAGAGA
+GATATTATGGAAGCTTCGCGAGGAGAATTGAGTTACCCGCAGAAGTGGACCCTGAAAGGACCACAGCTAA
+ATTTGAAAATGGAATACTCAAAATCACAATGCCAAAACTCCATCCGAGCAAGCCAAAGAAAAGAAGAATT
+GATATAGAGTAAAAGAGGCAAGTTACTGCTTGCCTCTTTTACTTTTCTCGCTAAATTACGCAGAGTGATA
+TTTTTATGAAAAAGTACTCTTGAATAGTACCCCCATAAAAAAAATAAAAGAGGCAGGTTTTAATTTACCT
+TTCCATATACTTCTTTTTTTAATTTAACAATTTCTTTATTTCTTCTTTTGGCAACTCAGTTATTTGAGCG
+ATTTTATCAATATCCATTCCTTCTTTTAATAGTTTTTTAGCTATCTCTATACTTTTGTTTCTTTCTCCTT
+CTTTTATTAGTTTTCTGTAAGTTTCAGAATCCTCAAGCCTTAACATTTTCATCACCTCCGCAAACATTCT
+ATCAACAGCATTCTTCTTATAGACCAATTCTGCTAATATTCTGGCTCTGGCTGCTTTTTTCTCGTATGTA
+GTGAGGATTTAAATTCAGGTCAGTATTTGGCAAAGTAAAGGTACAAAATCCTTTTAACAAATAAAAAGAA
+AACGAAACTTGGCTAAGTGACGCTTTTTCTGCTAATTCATCTATATCATCTAATAGATACCTTAAAATTA
+TATTTGCATCAACTATTTTCATAATTTTCCATCACCGCACTTGCCCAAGCTTCATTCTCTTTTTCTATAA
+GCTTTTCATTTTTATATTTTGATAATGCTCCTCGCAGTCGTCTTTTTTGCTCTTTTGAATCTACATCCTC
+CATATTTTCGTATGGTAGGACAATTATTTCAACCTTTTTCCCTCTTAATTCTTCCGGAATCTCCATTATA
+TCTGCCAATATATCACTATTTGCAACTTTCCTAATAAATTTCATGCTTTCAACTCCCCTCAACTCATACA
+ACAAATTTACTTTATAGATATTATACCATGTATCCTATGCATATAGTAGTACTCCCTCAGTAGTAAAGAA
+AATCTATACGCTAGGGAAAATATAATTTGTCAATTGAGTTACACGTAAAAATGTGATATACTAGATTACG
+TGGAAGGAGGGGATTTTATGAAAAAAAGTAAACGAAAAATGGAAATACAAAATATCACGCTATCTTTACC
+TAAGGATTTATTGCAAAAGATAAAACATATAGCCATAGACAGACAAACATCAGTATCCGGCCTTTTAACA
+GAAACACTAGAAGAAATAGTAAGAAAAGAAGATTTGTATGAGAGAGCTAAGCTGCGTCATATAAGCATAT
+TAGAAAAGGGTTTTGACTTGGGTACAGAAGGTAAAATCACGTGGAGCAGAGATGATTTATATGAAAGGCA
+ATAAAGATTTGCAATTTGTCGATACGAATGTTTTAGTTTATGCATATGATGTATCTGCAGGTGAAAAACA
+TGAAATCGCAAAAGAACTATTAAAAGAGTTATGGTATGAAAGGAATGGTTGTTTAAGCACCCAAGTCCTT
+CAAGAATTTTATGTAACTATTACAAAAAAGGTAAAAAAACCTTTGTCCCCAGTAGAAGCTGCAGAAATTA
+TTTCGGACCTTAGAAGTTGGAAATTGAGTGTGATAGATATTAAAGATATCCTGGAAGCAATTAGAGTTTC
+CCAACGCTATATGATTTCTTTTTGGGATTCGTTGATAATTGTCAGTGCAGTTAATCTTGATTGTGAAATA
+ATATGGAGCGAGGATTTAAATTCAGGGCAGTACTTTGGTAAAGTAAGAGTGCAAAATCCTTTTAACAAAT
+AAAAAGTCAGGGCAAACAAGAGCTTGCCCTGATTTTTTATTCTACTTTCTTTTTAAGAAGTGCAACCATT
+AAGGCAGTTACAACTGTACCGACTGCTATCACACCAATATAAAGAAGTGGATTTGAAACAGCTATAGGTA
+TCACAAATATACCTCCGTGAGGAGCCCTTAATTCAATGTGGAAAAGCATTGAAAGTGCGCCTGTAACTGC
+AGAACCCACCATTATAGAAGGTATTACCCTAAATGGGTCTGCTGCTGCAAAAGGTATAGCCCCTTCTGTT
+ATAAAGGAGGCTCCCAATACCCAAGCTGCTTTACCGGCTTCTATTTCATCTTTTGTAAATCTATCTTTAA
+ATAAAACTGTTGCAAGTGCAAGGCCAAGTGGCGGTGTCATACCAGCTGCCATAACTGCTGCCATCGGAGT
+AAACACATTTGAGCCCAAAAGCCCTGTTGCAAAGGTATAAGCTGTCTTGTTAACAGGACCACCCATATCA
+AAAGCCATCATAAGTCCTAATATTGCTCTGAAAATAACCGCATTTGTAGAGCTCATCCCTGTAAGCCAGT
+TAGTCAAAGATGTCATAATAGCTTTCATTGGTGAACCAATCACATATATCATTAAAAGTCCTACTATTAA
+AGTAGACAATACCGGCAATATCAATACTGGCATTAAACCTTCTAAAGTCCTAGGCAGTTTTATTAACTTC
+TTCAAATAGTCTACCGTATACCCTGCCAAAAATCCTGAAATGATTCCGCCTAAAAATCCTGCACCTGTTG
+ATACTGCCAGCATACCACCTACCATACCAGGAACAAGGCCAGGTCTATCTGCTATAGAAAATGCTATATA
+CCCTGACAAAATTGGTACCATCAGCGCAAATGCTGAACCACCGCCAATTCTCATCAAAGCCCATGGTAAG
+GTTCCTTCTACTTCAAACGCCTTATATCCCCAGAAGAAAGAAAGCGCAATTAAAATACCGCCTGCAACTA
+CAAAAGGTATCATGTAGGAAACACCTGTCATGAGGTGCTTGTAGGCTCCTGTCCTCTGAGCAGCTCTTTC
+TTTGTGAATCTCCTGTACTTTCTCCACATAGTCAGTAGGTTTCTCCATCTTTAAAGCTTTTTCAATAAGC
+CCTTTTGCATCTTTTATAGCATCTTCCACGCCAACTTCCAGAACAGGTTTCCCAGCAAATCTTGATTTGT
+CCACCTTAGTGGAAGCAGCAATTATAACAGCATCCGCTTCTCTTATGTCCTCTTCTGTAAGAGCATTTTC
+TGCACCTATTGACCCTTGAGTCTCTACTTTTATGTCAACTCCCATCTCTTTTGCTGCCATCTGCAGATTC
+TCCGCCGCCATATAGGTATGTGCAATACCTGTAGGACAAGCTGTTACGGCAACAATTTTCTTCATGATTA
+CTCCCCTCTCTTAAAGTTTAATTTTCAAAAGCTCTTATAACTTCCTCCGGTGTAGAAGCCTTCTCCAGCG
+CTTCCCTCACCTCCTTATGCATCAAAGCCCTTGAAAGATCAGCCAAAACTTTTAGGTGTAGCTCATTTGA
+ATTGTCTGGTACAGCAATTAGGAAAAAAAGATGAGCGGGCTTACCATCCATTGAATTATAATCAATCCCA
+TTTTGGGATTTGCCAAACACGATTGAAGGCTTTTTCACAAGACTACTCTTTCCGTGAGGTATTGCTACTC
+CATAGCCTATTCCTGTAGAAAATTCCTCTTCTCTTTTCTTAACAACCTCTAAAAAACCTTTTTCATCATC
+TACCACATCATTTTCCTTTAAAATTTTCACTAACTCTTCTAGGACTTCCTCCTTTGTTTTCGCTTTCAAA
+TCAAAAACCATCATCTTTTCATTAAGCACATCTTTTATCTCCATTTCCCTCACCTTTCTATCCTCTCAAT
+CTCAATTTTGTCTTTTAATGCATTTACTTCTTCAATAGTACCCGCTCCTGTACCCTCTTTCATGACCACA
+GAAGTTGACAACGCTGCAGCTATTTTTATTGTCTCCTCAAGAGAAAGTCCTCTATATATCCCATGGGCAA
+AGCCTGCAACGTATGCATCCCCTGCCCCAACAGTTCCTTTCACTTCAACTTTTAGAGGTTTCACTCTAAA
+TACAGCATCATCAGTTATAACAACGCTTCCCTCTTTCCCCATAGAAATTGCAACTATTTCTATACCTTTT
+TTGTTTAACTTTTTCCCTTCCTCAATAATTTCTTCTAAAGTCTCAAGTTTTCTTCCCACTATATCCTCTA
+ATTCATGCAAATTAGGCTTTATCATGAAAGGTCTTTCTTCTATGCCGTAAAAAAGAGCTTGATTGTCAGC
+ATCAAGAATAATTTTTAAATCCTTATTTTTTACTTCTTTAATTATCTCTTTATAAAAAGTTTTAGGCACT
+CCCAGTGGTAGGCTCCCCGACAGTACAAGTACTTTAGATTTTTCTGCATATCTAAATATGCTTTCCTTAA
+GAAGCTCTATCTCTTCTTCACTTACCTCAGGACCATACTCATTTAAATCAGTCACTTCTCCTCTTGAAAT
+ATCGGAAATCTTTATATTAGTCCTCGTATCATTTTTTATCTTCACAAAATCACTCTTTATTCCTTCCTCT
+TCAAGGCAATCAATTATATACTGGGCATTGGGACCTAAAAAGCCCAAGGTAATTACCTCATCCCCAAGAT
+TTTTTAAGTTTTTGGCTACATTTATCCCCTTTCCTCCAGCGTCAACTCTTGAACGAATCACCCTATTGAC
+ACTGCCAAGCCTTAAATTTTCGACAATCACTGTCCTATCAATTGCTGGATTTGCTGTCACTGTTGTTATC
+ATCATCTTCATCCCTTTCAAAATTTAGTATCTCTACATTTGCCTGTTCATACTTTTTCACAACCTCATAA
+TCTATCTCATCATCAGTTATTATTGCCGTAATGTCTTTTAGATCTGCAAATTTTACAAAAGATTTTTTGC
+CAAACTTAGTGTGGTCTGCCACTACATATACTTCGCTTGCTACCTCTATCATCGTCTTTTTAGTATTTGC
+CTCAATCAAATCAGGAGTCATAAGTCCATCCTCAAAAGATATGGCATTCGTCCCAATAAAGGCCTTATCC
+ACTTTAAACTGCCTTATTACCATCTCTGCAATAGGGCCAACTAAAGCTTTAGTCCTCCACCTCTGTATGC
+CGCCTGTGACGATTAATTCAATATCTTCATACTTTGAAAGCTCAATTGCAATTAAAGGAGAATTGGTGAC
+AACAGTAAGCCTCATATTTTTTAAATTTCTCGCAATTTCCAGAGTAGTAGTACCTGAATCCAAAAGAATA
+GTATCCCCTTCTTCAATGAGAGATGCAGCAATTCTACCTATCTTTCTCTTTGCCTCAAGCTCCACCTCTT
+CCTTTTCAAAAAAGGCTGGCTCATAGTGAGTTCCAGTCTTTAAAATAGCTCCACCGTGAGTCCTCTGTAT
+GAAACCCTTTTCCTCCAGCACATGCAAATCTCTTCTTATTGTAGACTCAGAAACATTAAAGAGTTTGCTA
+AGCTCAGAAACACTGATACTTTTATCCTTACTTATAATCTCTGCAATCTTTAAGCGCCTTTCCTCTCCAA
+ACATCCTATCAGATACACCCATATTCATTCACATCCATTCAATTTAGCCCGCTCAAATATGAATGATTTT
+GCTTAATTTTGATTATATAATACCGATTTTGATTTGTCAATGGATAAAAAAATAAAACAGGGTGCCTCGT
+TGTTAATAATAGTCTTCCTTATATATAAGCTCCCTGTTCTAACAGAACGTTTCTTAATACTTTTACATCA
+ACATTCGAAACTTTTGCATTCTCTTTTGCTGCTATAGCTGCTGCCGTACCTGCAGCTTGACCCGTTGCCA
+TAGCAATTGGTGAAACTCTTATTGCTGCATTTGCTTCATGCGTTGATGATATGCATCTACCTGACACAAG
+TAAATTATCTACTTTTTTACTATACAAACTTCTATAAGGTATATCGTAATCACTACCCTTTTTAAGTTTC
+ATGTAAACAACGCCCTCACCCTCCGGTGAATGTATATCAACAGGATAACCCCCTTTTGCAATGCAGTCAT
+CAAAGCGCTTGTTTGAAACAAGGTCTTCAGCTGTTAATATGTATTCACCAATTATTTTCCTGGTTTCTCT
+CACTCCTATTTGCGGACCTGTTGAAATCAATATACTATTTTCAAAACCAGGTATTCTTTTTTTCATAAAG
+TTAAACAACTCAATGGCTTGATTCCTTCCGATTATTTCACCTTTGGTTAAATCTTTTATATCTGTACCAT
+TTAGCCTTTGTACCCTTGTCATGTTTACTATAACTTCACCTGGTGTATTTGTTTCAAAAAATAACACCAT
+GTCTCTTTCAAAATTTATTTCTCCTTTTTTTCTTGCTTCTTTTAGTATAGAATAAAAGCCGTTTACTGAT
+AGTCTTTTTGCTTTTATGATTTTTTCTTTATCTACCATTCTAAATTCTGTTGGATTATTTATCATGTATT
+CTTTTATCTTTTGTATATCTACATTACCAATTCTTACATTCATTGTCATTGGTTGTGTCAAGTTATCCTT
+GGGTCGTCCTAATAAATAATCGACACCACATCTTACTGCAAGGTCTGCATCTCCTGTTGAATCTATATAA
+ATTTTGCTTTTTATAGTCATTTCCCCTGATTTATTCACAATTTTAATTGATTTTATCTTGCTTCCATCCA
+TCTCAACGCTCGATAAAAAACTGTGATACAGTATTTCTACACCACTATTTATTAGCATCTTCTCCAAAAC
+ATATTTCATCATTTCTACATCGAAGGGTGTTACAGTACTTACAAATCCAGTTGTATCTATTACGTGGCCA
+GGACTTCCCCCTATTTTTACAAGATTATCTACTATTTCTTGTGGTATCCCCCTTACCACCTGTCTGTCTC
+CCGCATGAAAAGTCATTATGGGCCCAACACCCATATTTGTAAGTGAACCGCCGGGAAATCCATATCGTTC
+AATTAATAGAGTTTGGGCTCCATTTCTTGCAGATGCTATTGCTGCAACTGTTCCAGATACTCCGCCCCCT
+ACAACCACTACGTCATATAATTTCACTATCATCACCTACCATATATCATAAAATTCCTTTACGAAAGCAT
+GAGCCGCTATTTCACTTAAAGACCTTAATTTTCTTTTTACGATAAAAGGACCAATTTTTATTTGTATTTT
+TTTTATTTCACTTGTCACTCCAATATAGTTCGCTTCTAAATGGTGAAAATATTCATGGGTCAGAAACAAA
+TCTATAACTTTTTCGTAATTTCTCCAAAGTACATATTCGTCAGGTATAGAAGGAATAAATATGTTTTGTA
+TATTTTTTTTGTAAATGGTAATCTTTTTTTCTTTGCTTTCATAACTGCTAAAAATAATATAGTTGAGATT
+GTAAGTTTTTTCATCAGTTTCTACAATTATGTTTTCTTCGCGTATTAACTGCTTTATATTTTTGTGTTTT
+ATTCTTTTCGCTTCTCTGATTCCTCTACTCCATGCCATTTCTAATATATCATCAAGATTATGTTGGGATA
+TTCTGTTATAATAAATATCAAACTCTAATTCTTGTGAAATTAATTGTTGTTTATCAAGAAATACAGAGGG
+TACCATTCCATCACCTTTTGCTTAATAATATGAGTATTCGGTCATTATCAGATAAGCCACTTATTTCTAC
+TTTTGCCAGTGAAATTATTTGTTCTTTGTCGATAAGTCCTGATAGGTCTACTATTCTATTTGGCAGTATG
+ATAAAGCAATCAGGGATTTCAGCTCCGCCATCGCCATAAAATATGTTTTGCTCTAATGCTTTGTTTAAAT
+CATTTTCAAAGGTTTTAATGGTTGTTCTATATACTTTGCCGTTATTTTTGTGAAGTCTTATAACCCCTTC
+TTTGTTTATTACTACTACTCTTTCCTGCTTTTGTGATAATAGCCCAAAGAATCTCTTTCTGTATTCTATG
+CCTTTTATGATATACATTGAACCTGTTTTATCGATTATTTGAAGGTTTTTTATCGATTCTAGCTTCATTG
+CTTGAGCTGCTATTTTCTTTATTTCTTCTTCTCCTAAGTTTTTGTTTAGTATATCTTTGGAACGTAATTC
+TGTAGCTCCTGTAGCAATTGCTCTTACTATATTTTTTTGTGAGTCTATTTCTACGTATATTTCTACCGTT
+TCTTCTAATGCCCCTGATTTTATTACTGCTTCTTTTGCCTCATTTCTTATTGACAATATATCTTTTTCAG
+TGGGGTTTTGTATTGTGCGCTCTACTATTTCTCTTACCATCGCAAGGGCTACTCCTATTGTAGAGATTAC
+CTGAGCGTTTTTGGCTATTCTATGGTGCATACCCATAATTTTTGCAACATAGGGAACTATTGAAGCACTT
+CCTCCTCCTCCACCTACAAGTATTGTCGTATCTTTGTCAAGTTTGTAATCATTAAGAAGTTGTTCAACAA
+CTTTTGCCACTTTCATGCTGGCAATATTCATTATCCTCTCAGCTACTTCTTCAACTGTTTTATTGAGTTT
+TTTGGCAATTGGTTCTAAGGCCTTTCTTGCAGCCTCTTGATTACCATAGGCGTAATCTTCTGGTTTTACA
+TATCCTAATACGTTTGCCGCGCAGGATACAGTTACCGCAAATATTTTCCCATTTTTGCTTTTGATTGCAA
+CATAATTATCAGGATCGTTCTTTTTTGGTTTTATATATACTATTTCAGGTTCTATTATTTCTTCAGGATC
+GCTGTAAACTGCATATGGTAAACCTGCAATGTGGGCGCTTCTCGGTCCAACGTCTTCTATGTCTTTGTCA
+CCCAGTCTTATCATACTTCCCCCTGCTATTCCTACCGTTCTTACGTCAAGGGAGTTAAGATATGTTTTAT
+GCCCACCAATTTCTGCATAGTTTACCATTACTTTGCCTGCCTTTATTGCAGAAATGTCTGTACTTGTTCC
+ACCAACTTCAAGGAATATGCCGTCAGACACTTTTTCGTACATAAGAGCACCTGCTACACCTGCAGCAGGG
+CCTGAAAGAAGAGTTAATATCGGTCTTTTTCTCACTTCCGCTATATTCATTACTCCTCCATCGCCTCTCA
+TTATCATGAGAGGTGCTTTTATGCCAGATTTTTTTACGCTATCTTCTGTCATGTTTGCTGTCTCTATCAT
+TTTGGGAAGTATACATGCGTTTATTGCTGCAGTCCTTGTCCTTATCTTTAATCCATATAGCTTTGTTATT
+TCATGCGTTGCCGTCGCTGGAAGTCCTTTTTGCTCTGCTATTTCAACTATTTTATTTTCAATAGTGGGAT
+CATCAACTGAAAAGGCCTGAGCTGCAACAATCGCCCCTATCTCTTGATTTTTGAATTCTTCAATTTTCAT
+TTCTACCTTTTTTTCAAATTCCTCATCTAATTCAATATATTGACTTGCAATTTTTAATATCTTGCCTGGT
+GCAAGTTCTATATCTTGTATATTTGTATCGCTTTTTACTTTAATACCTTCAAGACCTTTCCCTGCAGCTA
+TAATACCAACAGGAACAACATCACCCTCTAATAAGGCATTTGTTGCCTGTGTTGTACCATGGGCTATAAA
+TAGAACATCTTCTGGATTTATATTGTGTTCTTCCATGAGTTTCATAAGGGCTTCTACAATGCCTTTTGCA
+ACACCCTCTTTCGCTGTATGTGTCGTCGGTACCTTTATTGTCCCTATCAATTCATAAGTGTCATTATCTA
+TAGCAACTGCATCTGTAAATGTTCCTCCAACATCTATCCCGATTCTTACCTTCAATATTATCTCCTCCTT
+CTAAAAATCACATTAAAGCCTGTCGATAGCTTTTCTATATTCACTTGTAACTCTTTCTAATTGATTTGGA
+CTATTACCTGTAACTATAGCACCAATCATAAAACCTCTAACACCAATATTATGAAGGTCTTCCACTTCTT
+CCGGCAAGATAACCCTTTGAGTAGGTACAACCACAGGTTTATTAACAGATTCAATTATTTTTCTATACCT
+CATTAAATCAGCTAAATGAATAATATCTTTTTTATCATCTGGCAACATATCTGCTTCGATTACATCAACA
+TTCAAATAATTTAACGTTTTTATTTCGTCAATTGTATAATCCCGAGTTATTGTAGACATGATTGTAAATC
+CCGATTTATATATGTATAAAGGCATGTGGTGAACAAACATCGATAGAAAATCAAAACCAATATCCTTTAA
+TATTTTAATTTCTTCTTTTTCAATACAAGATTCATCTCCCCCTGGCACAATGCCTACAGGTATCTTGACT
+TTTCTTACAATTTCCTCTAGGATATCTACTTGTTCTACTAGTCTTGGAAACCTATTGCCACTTGCTCTAT
+GAAAAACATTTGTATGGACTTTAATTGCATCGGCACCACCATTGACTGCAGCCAAAGCAAGTTCTAAAGT
+ATTTTGAGGAAGGCTTACAATAAGTGTCATTTTATTGCTTTTTAACCTTTCAATCAATCTCATAATAATA
+TCACCCCTCTAGAAAAATTTATATTTGAACTTTAACATCCACTTTTATTTCAAATGTCCTATTCCATGGA
+AAAGAGCATTCAATGTGATAATCTTTTATTTGCAAATTTTCTAAAATCTTAATAGGTTTATTTAATATTG
+ATTTTTTAATAATCTCATCATGTTTTTTCATAAGTTCACATAATATCATATTATAATTGTATTTAAACTC
+TCTAAATAAATGGATATTTTCTCCTTCCTTTTGTAAAATTTTATTTATTTTTGGGCGAACTATGCTTTGG
+TATAAAAAGTCATCATAAAACCTTTCTATAAGAAATTCAAGAAATAATTTACTGTCCTTATTCTCTTCAT
+ATAACAAGGCATAAAATAAGAGTGCCGTCCCAATGCTATTAGAAGCCGTATTCCAGGCTGTATATCCATA
+TATCTCATGTAATAGGTCGTTTTCCGAAAGAAAATAAATGAGCTCTTTCCAGCCTCCATTGGCATGACAT
+AAATCAAATATTATAATTTTGTGATCTTTTATATAGGCATCTAGTTCTTCATCATTTATATAAACATCTT
+TAGCTTTAACACCTTCAAGATATTTATAATGGTCATCATCAATCCAAATAATGTCATCAAATATTTTAGG
+CGTTATTACATATAAAATTATCTGATCATTTACTTCATTTATATCAAAACCAGCGGCTTTGATATGCAAA
+TCTAAAGTTTCATAAATTGGTATGTTTTCGTATTGTGCTATTACATATTTTAGACGATCATTATCATACA
+CTAACCTCCCAATTTTCATTCTTGAAATATCATTTAATACCCTTACAAATAAAATCTGACCAAACTCGTC
+AGCACCTGGCATCATCATTATCTTTTCTTCAAGACCTAATTCTCTTATTTTTGTAAGCAGTCTTTCCTGC
+TCTAAAAGGTGAATTCCTATTTTATCACAATCTTCTTGACCTAAAACCAAAAAATCTATTGCTCCCTCAT
+TTACCAAATCGATTGAGATATTATTAACTTCATTATTGCGTCTTCTGGCTTTTAAATAACCATCAAGAAT
+AGACTTAGGAATTATCTTTTCGAGCTCTTTTATTCTACTAAAATTTTCGTGTTCATTATAAGCTAGGAAA
+GAATATTCATTAATCAGTTTCCAGTATTCATATGTTTTTTCGTCTTTCACACTTATAGATGTTCTCATAA
+TTATATTAAAGGCATATACCTTGCAATTACTATTATTCTTTTTAAACTCTCTAATAGATTCTGCAAACCC
+ATACGGATCAACATTTAACTCCATTTCTCTACTTGCGATTAAACCACCATAGGCTAACATATCTATAGAT
+AAAATAAGATAATCCACATTACGGAGGTTCATCAACCACTTTCTTATATATTCTACATCCCCATGAGTAG
+TAAATTTACCCAGCTTTTCTTCTGTCGGTGTAATAATATCTATTCCCTTGATTTTAGCTGCTTTTAATAT
+AAAATCATAATTGCATGGTCTGTTGTCAAGCGGAATATACGCTATCTTTAGCACTGTATCTGCCCTCCTC
+AAAAAATTTATAGTTATATTATCCTATAAAAGGGGGGAATAACCCCCCTCCCCTTTACTTCTTTTTACCA
+TTTAAAAAGCGCTACGTATATAATATCTAATAATACAACAATTAACATATATGGTAATGTCTTCTTCAAA
+ATGGTCGTTGTATCCGTATTTGTAAAGTATGCAGTCCAAACGTTATGAGTATTAGTAGGGTCGCACACCC
+CTTGAATATTGCCTGTAGCAATCAATGCACCCATAATAGCCTGAGGGGGTAATGTACCCGCTGAAATCAT
+GAGAGCAGCGACACCACTCCCCAGTCCCCATAAGTTTAAAGGTCCTCTGTAAAGTGCTAGTGGTGATAAT
+ATAATAAAAAATAATACATATCCAATTTTCGAAGTTGGTAAGATTTTGGAAATAATTGGAGAAATTAGTG
+CTGCAGTTGTTTTATCCATAACAGCAAGTAAAAGCATACCAATCCCTATCATCAAACCCAGCGCAGGTGC
+GACATCTTTTATTCCCTCAATAATTGAGCTTGTAAGTAGATTTTTTATTTCACGAGGTTTCGTTGTCAAA
+ATACCATAAAGAATACCTATTAACATTGCTGATATGATATCTATCTGAATTGGTTTACCTTCTGCATCTT
+TAAAGATTAATGGCCATATAAAAAGCAGTAAAACGGGTATGATTGGTGTCAAAAGAGCATACCAAGAAAC
+ACGAGGCTTTTCCTCATGGGTTTCTGTGGACATCGCCCAAGCAGCAACAGTCTTCTTTTTCGGTACATTG
+ATAAATATAAACAATAGAAGAACAACTGCTGCAATTATTCCAAAAGCTAATGCAAAACTTTTTATCGTTG
+CCATATCAAGGTTTAAAGCACTTTGGTAAAAAGCATAGTTCATAACATTAAATAAACCTCCTAAATTTAA
+CCCCATGAGCAACAATGAAGCAGCAATAACTGGTTCGATTCCTACCGACATTAAAATAGGTAAAACAATA
+GTTCCTACCATTATAACAGAACCTAATCCACCAAGAGAAGTAAATATTAAAGCAACTGCAAAAGTTATAG
+CTAATGCAACAGCAATTGGTCTATCTCCTCCTAACTCAGCAGCAGTTCTCACAATATTATCAGAAATTCC
+CGTTTTGTTTATTATTTGCGCCAATATTGCGCCAAATATTGCAGCGGCCATAGCACCCTGAAGTCTTACA
+GCGCCAGCTCCAATTATGTTGGAAAAAATGTAATTTAAAGGCATCCCAGCTATTATAGCAATAACAATAG
+CCATTGATGGTAGTGCTAAAAGCGCAGGCATTTTTTGCGTAACCATTAAGTATGCAAAGAAGACAAACAC
+TAAAATGATTAAAATACCTTGGACACTCATAAAAACCCTCCTTAAATTTTTATTGAGTTTTTCCGGATCC
+CTCAAAACTCATACTGATTGAGGGATTCCATATTTATTTCCAAAGGGATTCCCTTGTTTTATTTGTTTTC
+CAGTATTTTCAGCAAAGAAAATTATAAATAGGAATCCCTTTGAAAAAGCAAATAAATCCAAAATGTCTAT
+TATTTCATTAAAATCCTTATAAACATTGAAATTTAATTGCCACTTTCAACATAAAATGCATACTCGCCGG
+TCTGAGGCACCCTAGTTGAATTCCCCGCCGCAGCTCTTATATCAGCTACTTTTGTTGTTTCAGCAGTATT
+TTCATTGTATATCGTTAAAGTAATAATTGAGCCAGGTTCAGCTCTCCCTGAGACATTTATAATTGGATAT
+TTAGTAGGCAACTTTGGAATATCTAAAATTGGAGGTTGAGGAACATTTTCAAGAATCACTTTTCTTTCTG
+CGGAAAACTCACTTACTCTTCCTGCAGGCCCCACAGTTCTTGCCTGTATAATATTCTCTCCCCTTGCCAA
+TATTATGTTATCTATAAATATACCATCTGAACCAGTTTTTGCTTCTTTTTGCTTAATACTGGCAATTGTT
+CCCATATACCATTATTAAATCTAACCTCTACATCATATCGTGGTCTCAAATAACGTGAAAAAAGCGGTGC
+TACACCGTCAGGAGATGGAGAATTTTCATCCGATGGCCCTATAATCATCCATTGAGTTAATGCCCAAGCA
+TTCCCCATTTCTGGACTGAATGAATGATGAACTGGTAAAATCTGAAAACCACCCTTATCTATAACTTTAT
+TTGTAAAAATCTACATTATAAATTTTCCCAAATTTTTCATCCTGACTAAATAAATTCGACAGAATTTCTT
+CTATACATCCATATAATGTCGCTTTTTCATTAAGTAAAGATTTCTGAATATCACACGCTAAATTCTCTTC
+TTGCAGTTTGACTTTAACAGCCTCTATTAAACTTTGATGTGCTATATAACCATGAAAAATTATGGAATCT
+GGATCTACATAATGTAGTATATGTTTTATTGTTTGTGCCAAAAAATCTAATAAGTTTGTTAATAAATTTA
+TAGCTTTTGCTTTTTTCGCTTTAGCATCATTAATTAACTTCCCTACTTCCTCATATCCATTCTTTTTTAA
+TGCAGTAATGTCAGCCATATCTATCATATCTTTCTCAATTCTTCCTAAATATCCTCTACCCGGTTTCAAA
+ATATTCCCATTATCTATAATTGCAAAACAGGCATTCTCTCTCAAATCCCTATCAATATCTATTACAACAA
+TCCTTTTCTTTTCAGATCTATTCTTTATTCTTGTCCATTCCCCAAGAGCCGTCATATGAATATCACTTAC
+AAATTTAATTTCAACATTTGGAAACTTCTTGCTCAATTTTTCATGTAAATCAATAGCCTTTATAACTGGT
+ATCCCATTTATCAAAAATTTGTTCTTCTCATAATCAAAATACCCTGGTGCGGCGATGCAAATATTTGAAA
+GCTTGCCAATGAAAATGTTATAGTTGCTCAATGTACGACTTATTCCACTAGTTATAGAAAATACTACATC
+GTCATCATCAGCACCTTCTATAGCAATTTTATCTTCACCAATAACATCACCGTCCAAATTTATCAAATAA
+ATACTCATATAAACTTTTTTGATAATTATTACAGCGAAATACCTAAAATTACCATTAAACTTATATAAAA
+CAGGTCTTCGACCACCTGATGAATCTCCAACTCCAAATTCTATTATTCTGCCTTCTTCTACCAATTCATC
+TACTATTTTGGATACTGATGGCAAGCTAATTCCTGTTATTCTTGAAATTTCAACTTTAGAAATCAATCCT
+TCTTTTTTTATACAGGATAGAATTAATTCTTTATTTAATTCTTTTGATATCTTACTATTAAAAGCCATAG
+GAACCCCTTTCTATCATATAATTTTCTTTTGTTTAGTTATTTATTCTTTGTTCTTATACCTATCTTGCAG
+TAGCATCACTATATAAACCATATTTTCATGTTTGACTTACTAATTTAAAATAAATAAGTTTCTTTCGTAA
+TATATATATTCTACATCACTTTTAAAAATCCTCCTAAATTTTCTTAAAAAAAATAAAAATTTTCATGGTT
+ATTTCGTTCCCTTTATATCCTTACAGCAAAATGCTATTTGGCTCCTATAAAACAAATACGGCATATGCTA
+TTTTAGAATTCAGATCCGCAACAATAAATCCAAAATAAGCATATGCCTAAATAAAAAAATATATTTAATT
+TTCTACTTCAACTTTCTATACAACGTCAATGACATATCATAAGCATCTGCCCATGTTACAAATTTTTTAT
+TTTTCATATGCTGATATGCTTTATCAGAAATTAACCCCCTTTGATGAGCTAACTCAAATAATTTACCTTT
+ATTTGTAGCTATTTCGTTTTCATACCCTCCGTAGGTCAAAAGTATTTCTGCTGCATCCTCTTTTGTTATA
+GGTTCTTTTACAATAAACTTCTGTAAATCAGAAGCATTCTCTACCACAATATCAGCCTTTTCAGGTATAG
+CTCGTTTTACAAGATTTGAGATTAAATAATAGAAAGAAATGCTAGAAATATCCTGATCAAATTTATAGTC
+GTTTGTATAACCTGGTACAACAAGCCCCCAAGTTAACACCAATTTTAATCCTTCAAAAGACCAGTGTCTT
+TCTGCAGGATTTTCTACCTTAAATGGCTTTAAATAAGCTCCTTGACTCACAAGTATGGATTGGATGTTTT
+TTATGTATTTCATATTGGCCATTATTTCTTTATAAGATTTATTTTTCGTCATGGAGTACACTGCTGCTAC
+ACCGGCAGCATCACCTTCAGCCATACCAATAGGTATAGTACGGGCTGAACCTGCTGCAAGGTGGCTGTAA
+GAGGCAGACCTTCCCACTACTAAAAGATTTTCCACCTTTTGTGGCACAATGCACCTAAAAGGTATGGCAT
+ATTGAACTGGTTTGCCATAAACATAACCATAATCATCTGGAGAAGTAGCTTGGATATCTACAGGATATGA
+ACCTATCGCTATCCTATCTTCGAAATCCCTATTAAACACCACATCAGTTATAGAAAGAGTATAATATCCC
+TTTATATGCCTTGTCTCTCTCACATATAATTCCGGTGCAGTACCGGCAAGTGTTACATTCTCAAACCCTG
+GTATATTTTTTTCAGGTTCTATAATAAATGTTGGGGTGGTGGAAAAGAAATCTATAAAAAAGAGAGCACT
+TATTCTGAATGCCTGCTATAATAGAAGTGGTTAAAAACAACCCAACAAAAGGAGGCATCAGAATAAGTGC
+AAGGTAATTATATCACAAATTTCTTAAAATCTGAAGATATAATTTGGGAAGATATAATAGAGAATGACAA
+CAGAATAGAGCTACATATTAAGATGAAACAGAAACCACATATTTGTCCAAGGTGCGGGGAAATAACATCT
+AAGATTCATGATTATAGAGTACAAAGAATAAAAGATGTACCATTATTCGGGAAACCAACAGTGATAGTAC
+TAAAAAAGAGGAGATATGTTTGTAAACACTGTGGCAAGAAATTCTATGAACATATAGACTATTTACCACG
+TTACCATAGAATGACCAACAGATTATCTATTTACATACTACAACAACTAAAAAACAACAAAGCATGAAAG
+ATATATCTGAAGTTACAGGGGTATCAATCACGACAGTGATGAGACTTTTAGATACAGTAGGAGTGGAAGC
+TGATTATAAGATATTGCCTGAAGTTATCAGTATAGATGAATTTAAAGGTACGTATATTGGGCGGTAGAAA
+ATGTAAGGAAAAGAGTGCAAAAAGAGCTAGCAAGAGATAAAAGGAGATATTTCAAAAGAAGCCGTAAGCT
+ACTTCTTGCAAAATATGATACCTTAACGCCCGAACAAAAAGAAAAGCTGGAAATAATGTTTTGGCACAGT
+GCCGATTTAAGAATGGTACACTTTTTAAAAGAAGAATTTAGTAATAGAGTGTTAAAATGCAAAAATTCAA
+AGGAAGCAAAAATAGAACTAAAAAGATGGATGCAATTAACTAAAGAAAGCAAAATTGATGAATTTAAAAG
+ATGCATACAGGTATTTAACCGTTGGTTTGAAGAAATAACAAATGCTAATGTTTCCTTACACCAATTCTGT
+AACAGAAGGCTATAACAATAAAATTAAAGTACTAAAAAGACTTGCATACGGCTTAGGTGGGCATTCAGAA
+AAAATACCCACCCCAACTATTGACAAAGAGCCTTTTTTGTATAACCTCCTTCCCAAGTCTTTTGTTAATT
+ATACAGATTTTTGAGTTATGTTGAACTTTGAGCAAAATACTATTTATCATAATAAAAAAAGAGTCCTCCA
+AGGAGGAGGACTCTTTTTTTATTTGTGTTAGTTGGTTATCTTAATTATTACTACTTTACCTACACTGTTT
+ACATAGAGTTCTACTGTTGTTGTGCCTTTAGCTAAATCTCCTAATCCAGCAAGTTTACCATCTTTTGATA
+CAACTGTTACGTTATTATCTAATGCATATTCTGCTCGGGTACTATCTGCTAATTCAATCTTTATACCATA
+GGTTGAATAATCAACTACTTTGCCAGTATCTTTAACTTGAACTACTTCTAAATCTTTAATAATTACTCCA
+TTTGCATCAAGTTTAAATACATATATTTTTCCTTTTTCTGGAGCAGTTGTAATTACATCTTTATCAGAGG
+TGTATGTTACTTCTCCACCATTTGCTAGTGCAGTGATCTTATAGTATGTCTTGTTATCAGCAACTGTATA
+CTTCACGTAGTCTGTTACATAACCATATACAACTGATTTTACGTCACTTTCTGGTTTTGTTGTTATATCG
+CTATTGATGACTAGTACTTTCAGATAGTTGTAGTCTCCTTTAATAGCTCCAACAACATTTAGAGATTTAA
+CTGTAATGTCGCCAACTTTTACTACAGAGTTGTCTTTCAAATTGAATATTAATGTACTATCACTAAGATA
+GAGGCTTCCTCCTAATACTTTGTTAGTTGGATCATAAGTTACATTGTTAGAACCAGGAACGTGTACTCTA
+CCCTTTTCACACTGTCTACTTTATTGTCTTTTACTGTATATGTTACTAAATCTTTGTTCCTCGCATAAGT
+CTCTGCTGCTACTGCTGCATCATACTTAGCATCTAATATCTTTTTGCCTTCAGCTGTAAGAAGTTCAACT
+TTTCCACCTGTTAGCGGACCATATGCTTCAGCTGCAAGCGCTATAGCGTAATTTTCAGCTGCTGCGGAAA
+CTTTTAATATAGCATATACAATGTTACCATCTTTATCAAGTACAAATACACCTTCATCGCCTACTGCAGG
+AGTTTTGTTCTCAGCATATCCCTTTACTGTATATGTCTTATCGTTGATTACAACCTTTGCGCCATCATCA
+ATAACCGTTGTCACTTTCCCTTCCACTTTATCTCTTACAACCAGTATTGTCACTTTGGAGCCATCTACCG
+TAGTGCCATAGTAAATTATGTCATTAGCTTTTATATCTGTTACTTTGTCAACAGAACCTTTTACAATGAC
+AGTCTTTACTGGATCTCCAGCTATTCTCAGACTGCTATTTGCATTGATAAACTTGTCTCCAGCTTTTACA
+TCTGCTGTAACGCGTACATTCTGATACTTGAATGAATCATTTACGATCATATAATTGTATGTCTTATTAT
+CTGGAGCTAATATTGTTACACTTGCACCATCTTCTACTTTTGCTTTAGCTAATACTTGATCTAATGTCGT
+CTTTCCTCCATTGTAAATTACAGTTACCTCTGTAGGGCTAGGAATTTCTACTACTTTCTTGTTATCATTG
+TAGACAACCGTATTAACTACCTCAAACCTCTTTGCTGTGAAAGATTTCTCTGGTGTAGCCGTTACATCTA
+CAAATACAGGTTCTCCTGTGCTCTTTACAGTATATACTTCAACTACTTTGCCAAGGTATTTGTTGAAATC
+TATATTGCCGGCATTTATAGTGGTAGCATCAGCAAATGTAATTACTCCATCTTTTACTTCCTTTATGCCT
+TTAACCTGTACTTTACCTGCTGCTACATTACTATCTACATCAGGTGTTGCTACTACTAAGTATTTTGTAA
+CGTTTGCTACCTTTGATATGAGTTTATCTCCCTGTGTCTCTTTACCATCTACATATTTTACCATCGGTGT
+CTGAAGTGCTCTGTCAAGCACCAATGCAAGGTCTCCGCGGAGCATTACTTGGTTATAAGCAAGATTGATT
+CCTGCTGTCAAACCTATGTCCTGAGCTTTTGCAAGTACTCCATAGGGCCATGAGAGGTCTTGATATCCTA
+ATGCTCTCAGTACGAATGCTAACGCCTGTGCGTAGGTCAACCGCCCATTTGGATCGAATTTGCCATCGCC
+TACACCTTTAGCGATACCCATCTGATATGCAAGGTTGATGTGTCCTACTGCCCAGTGGTTTTGTGGTACA
+TCCTTGAATACTGATTTTTCTGCTTTTGCCATTTCTGCCAAGCCTTCATAGCCCAGCATTCTGTTGACGA
+ATGTTACCATTTGGGCTCTTGTAACTGGTTGGTCTACTCCAAATTTGCCATCCCCAACACCCTTTGTAAT
+ATCAAGAGCCACCAGTCGAGCCACCGCTGATGCGTAAGGCGCATCATCCTTCACATCGGTGAACGGCGTT
+GTTGCTGCAAAGCCTACTGCCATAGCGCCAAACACCAATGCGAAGCTTACCACGAACGCTATTAACTTTT
+TGAGGCGCTTCATACAGTTAATCCTCCTCCTTGTACTTTAATTTTGAAAGAGTTTTTTATTTTTGTTTTT
+GAAAGGCTTGCGCCTTTCAAAAATTTTTACCTATGTAAGTACATTTTAGAGATATTGGTACGCTACTGGA
+TACGCAACCTGATTATATTATATCATCCCCCTCTACTGCGAGTCAATAATTGTTACCAATTTGTAATATT
+TCTGTAATATTGGTTTAACATTTTTATTTCCTCGTCAACAGATGGTACTGATAATATATTATTCGTTGTT
+TAGTTAATTTTTCCTTCTTTTTTAGTTTAATTTAATGTTTTTTTAACATTTCTGTAACATATTTGTGATA
+ATCTTGTGATATATTGGTGATAAATTTGTGGAGAGGTTGAAGAGTATGAGGAAAAGGTTAATTTTTTTTG
+TAGTAGCAGTTGCATTGGTTTTTGGAGTATCAGTACCAACAATAGAGCTAAAAACCCAGTCAAACAGGCC
+TTTTGTACCCGTTTTGATGTACCATCACCTTCAAAAGGAAGGGACTTTTGATTCAAAAAAATACGGAGGA
+GTGATAGTTGACCCTGAAAGATTTGAAAAGCAAATGCTTTATTTAAAAGCAGCGGGATATCATACTATAA
+CTTTAGAGGAGTTAAGAGATTTTGTGCTTTATAATAAGCCTTTGCCTCCAAAGCCTATTGTAATAACTTT
+TGACGACGGGTACTTGAGTAATTATACTTATGCTTATCCTGTACTTAAAAAGCTGGGTATGAAAGCAGCT
+ATAAACATCATAGTAAGTTATGTGCCAGATGAGGTAAATAAACAAAAGCCAAGTGTATCTGTTCCCCATT
+TTACATGGGAACAGGCGAAAGAAATGTCAGATAGTGGAGTTATAGAGATTGAAAGCCATACTTATGACCT
+TCACGGCTACAGATCAAATGGTTTTAAGAAAATTCCTATGGTGATGGGACCTGTGATAATAAATGGACAT
+CTTGAAACGATGGAAGAATATAGACAAAGGCTTTATACAGACTTTTTGCGCTCAAGAAAGATAATTAAAG
+AAAAGATAGGAAGAGCACCAATATGCCTGACATATCCTTTTGGAGCAGGAAATAAGATAAGCGATGAAAT
+AGCGAGAAAAGTGGGCTTTGAGATGGCATTTGGAATACAGGAAGGAGTAAATTATTACGGGGATAACATA
+ATGAGGCTTAAAAGAATCACTGTTCGGGATTCTGATACAGGCCAGGATATAGTGGAAAAAATTAATAAAT
+TAAGTTACGGCATAAACTTTGTCCCTTTTCTCGACTTTGTCAGTTGGAGGCCATTTTTAGGCTGGTAAAA
+AATATCAAACCCTTGATTTTCAAGGGTTTTTTGTTTTTAGGGTTAAAAAATTTTTCAAAACTGTAGGGAC
+AATTTTACTCCTAATTATTGCCATAATACTTGACTATATTCACTTTTTGTAGTATAATGTAATAAACTAA
+CATAAAGGTGATGCCATATGTTTCTCAAAATAACTAAAGCTGGTGGCTATGAGTATGCCAAAATTGTCCA
+TAATTATCGCGAAAATGGTAAAATAAAGCAAAAAGTCTTGCTTAATCTCGGTAGAATTGATGAACTCAAA
+AATGATCCCTCTTTCATTAATCTTGTAGATAAATTGCAAAAAATATTTTTAAGCTCCAGTGAAGAAACAG
+GTCCCATCAAGCTTTTTCCAGAAGATGTTTCAGAAGGGATTATTAAAAACTGGGGATATATTGTGTATAG
+AAAACTTTGGGAAGAGCTTGAAATAGATAAATTCCTCAAACAGTATATTTCTCAAAATTCCAGGATAAAG
+TTTGACATTGATAAAGTGACGTTTTTGATGACAGTACAAAGATTAATTCAACCAGTAAGCAAACTTCAGA
+CGTATTACCGCAAAAACAGATACTTTAGATTTGAAGAAGATATTGATTTAAATCAGCTGTACAGGGGATT
+AGATATTCTGGCCCAGATAAAAGAGGATTTGGAGCTATATCTTTATCACAAGAATAGAGATTTATTTAAC
+ATGGTAGTTGATGTTGTTTTTTATGATGTGACAACATTTTACTTTGAAAGCATTAAGCAAGATAACTTAA
+GGGATTTTGGATTTAGCAAGGATAACAAGGTAAATGAGGTACAAGTGGTAATGGGCATGCTTGTAGATAA
+AGAAGGAAGACCAGTTGGATATGAACTGTTTCCAGGAGATACTGTTGACAGCAAGACCATGATAGAAATT
+TTGAGGAAACTGAAAGATAAATTTTGCATAGACCAGGTAATAATAGTTGCGGACAAAGGCCTTAACAGTA
+AACTTAATTTAAAGCTGATAAAAGAAGCGGGATACGACTACATTGTGGCAAGCAGACTGAAAAACATGAG
+TAAAGAGATTTTAGATAGAGTATTTGATGAAGAGGGGTATCAAGTTCTTGAGGAGAAAAAGTGGAGATTT
+GACAGAGAAATATTTGGTGAAGAGTTTAGATTCAAGGTCATAGAAAGAGAGAATATTATCAAAACGGGAG
+AAGGGGAAATATTCAAGATACCTGAGAATCTAATAATAACCTATTCAAGCAAGAGGGCCAAAAAAGATAA
+AGAAGACAGGCAAAGGCTAGTAGAAAAAGCAAAAGAACTTTTAGAAAAGCCCGGCAATGTAAGGGCAGCA
+GAAAAGAGAGGCGGAAGGAAATATTTAAGACGCATTTCCGAATCAGAAGAATATGTACTGGATGAAGAAG
+CAATAAAGAGAGATGAGAAATTTGACGGTTTTTATGCAATTCAGACCAGCAAGAAAGAAATGAGTGTGAC
+AGAAGTTTTGAATGCATATCATGATTTATGGAAGATAGAGCAGTCTTTCAGAGTAATGAAAAGTTGTCTG
+GAGGTAAGACCAATATTTCACTGGACGGAAAAAAGGATAAGAGGGCATTTTGTTGTGTGCTATTTAGCAT
+TTTTACTGGAAAGAACTTTAGAATACAGCCTGAGGTCTAAGGGGAAAGAATTAAGCAGTGATAGAATAAA
+AGAAGCGATAGGTTCAATGAATTTTGTGGAGATAGAGATAAATGGGAAGAAATATTTAATTAAACAAAAG
+ATGGAGGAGGAAGCTGAGGACATATTGAAGGTGATGAAAATAAAAGCACCAAAAAATTTCATTACATATG
+AGGAAGGCATGGAATTAATTAGCATGAGAAAGTAATGTAGTGACAAATTTCACGCCCATTTTTTGTCAAT
+ACCTGTATTCCCAAGCCTTTTGGGTTTTGAACTGACAAAGTCAAGAGGAAATAAGATAAGCGATGAAATA
+GCGAGAAAAGTGGGCTTTGAGATGGCATTTGGAATACAGGAAGGAGTAAATTATTACGGGGATAACATAA
+TGAGGCTTAAAAGAATCACTGTTCGGGATTCTGATACAGGCCAGGATATAGTGGAAAAAATTAATAAATT
+AAGTTACGGCATAAACTTTGTCCCTTTTTGGGATATTAAAGGAAGACAGTTTGAAAAAGATATTTTAAGC
+GCAATAGTGAAGGGAATTTTTGCGGGGTATGAAGACGGGTCTTTTAAACCTGAGAAACCTGTCACAAGGG
+CAGAATTTGCTTCTTTGATAAATAAAATCTTTTTGAAGGAGAAAAAAGTTTTAGAAAGAGAAGTGTATTT
+TAAAGATGTGCCTAAAAATGCGTGGTATTACAAAGCTGTAGTAAATGTAGTGGATAACGAAATTATGAAG
+GGATATGAGGACAATACTTTTAGGCCTCAAAAACCTGTCACCTGGGAAGAAGCAGTTGATGTGATAAAGA
+AGTTTTTTGATTTAAATAGTCTTGATAAAAATATGTTTAAATCACCTGAAAAGACATTGACTAGAGAAGA
+GTTAGCAGTATTGCTGGATAAAATTATTTAAGGAGTAGCCAAAAAGCTACTCCTTAATAATTTGCAAATA
+AGTTTTTGTGTTCATCAGTGAGAGTGTTCCATTTGTAGACAGAATATCCTATTGCATTTGCTTCTCTTGC
+TCCGTCAATTCCTCCTCTTAATTCTTCCAAAGTTGGAAGGCTCAATCCCTTTTCCGGATAGCCCTGCAAT
+ATCACTTCTATGTGAACATCATCTCCAGCCAATGTCCTTACAATATTTACAGAGTCCATTACAAAGCTTT
+TTGCATCATCATATGTGTAAGTTTTGTTCGATATGTTCCAGTAGTCCATAAGAGCTATTGCGTCAAAGTA
+TTTTGCCATTGTGGCATAAGGATAACTTGGCCTGTACTGAGGCGGGAAAGTGATTGCTATAAAAGATACA
+TTTGAAGGTAGTTTACTTTTCACTTTTTTCGCATAGTCCTCAACTATCTGAGCAGCTTTTACTGGGTCTT
+TTTGAGGCAATTCTTCAATATCTGCGGCAACAGCATCCACTGTATGGCCGCTGGGGGTAACGTATGTCGC
+TACCTGTACTGTCAGGTCAGCGTCATAAGAGGGATTTTTTAGGTCAGTGTAAAGCCAAGCTATAACTTTT
+ATGCCTGCTCTGTGAGCTGCTGGAAGCACAGTATCAAGCCATGCCTTCCACTTATCAGGAAATCCTGATA
+TGGACGTTGCAACTTCAAGATAAATGTGAGTTATGTTAGAAGCCGCAAAAAGGCTTATATCTGACGCTGT
+AGGTGGAGTAGTGTATATGCTGTACCACACGCCTTTTCCAGCATAAGGCAATGTAGAAAGAGCCTGACCT
+ATATCACCTCTTGAAGGTGTGGTACCTGTACGCCTGTCTGCTCCTGCGACGTAATCTTTCTTTTCCGCTT
+TATCGTAAACCGTAACGTACAGAGCTGAAATCCAACCTACTGTACCGTCTTTAAGGCGAACGTTATACCA
+GTCTCCTGATTTATTTAATGCTTCTAAAATTTCTCCTCTATTTACCTGTGTTATAATATCGTACTGAGTT
+CCAGGACCAGTCCTTATGTTTACTACGCTTCCACTCACCATCAGAGGCGGTAGAGAAAGCTTTGGAGTAT
+CAGCAGGTGGAAAAGGGTTTTGAACATTTTGTACACTTGGAATTATGTTTATTATCAATTTGCCATTTTG
+CGTTACTAAATCGTAATTGGCATCTTTATTAAGTGTAATTGCTATTTGAACAGCTGTAGATGATACCTGG
+CTTGGGATAATACCTCTTACTACATCATCATCAAGTGCCATTGCTGGAAAACTTTCTTTCAAAACCGTGT
+TGTCAAAATTTACAAGAATAGCGCTTTTAGCTGAGTCTTTTGTCACTTTGTAAGCCGAAGAATTTGTAGA
+AATGACTACCTGTTTCAAATCGCCTTGTTTGTTAAATTTTATATCTTCAACAGTGTAATATTTGGGCAAA
+GAAGCATCCTTCTGCTGTGAAGAAGTGGTATTAGGACTATTTTCTTCTTTGGAGTGATTCTGAGAAGACT
+GCTGCGCCTGGTCTTTTGGAATTACCAGCCACCCCGCAATCCAGCCCGCTTTATTGTCTTTTAATTGAAC
+TTTATACCAATCTCCTAATTTTGCTAAGGCTTTCAGTACTTCCCCTTTGCTTACTGTTGTTATGACGTCA
+TACTTTGTATCAGGACCCGTCCGCACATTCACTCTATCTCCATTTACTACCACGTCCATTGAAATTTTTT
+GCTCTTTTGAAGTTATATATACAGTTTTTGTCTTTCCATCCCAATTGACGTCATTTCTTAAAGCCTCTCC
+AATAAATCTCAAAGGTACATATGTATAACCGTAATTTATTAATTTCACTGAGGAATCTAGTTTGACTACC
+TTATCATTTATATATGCCGTGTCTTTGTAAAAGTAGAGGGTAATTTTGTCTCCCATGTAGGTAATTGTGA
+CTTTTGTATTGTCATAATCAACTTTGGCACCCATCTTTTCTGATACAAATCTCACAGGAACAAATACTCT
+GTCGTCAAACATGAGAGGCTTCATGGGTGGATTTTGTTTTTCGCCATTTATCACGATTGTTATGGGTGGG
+TAATTGTAGTAGACATTTTTGCCATTGACATTGTACACTTCAGCACCATACGCAGAAGCTACGCTGTGGA
+TTAGAAAAAAGCTCCCCAGAATAAATCCAAAAAAATATTTTAGCTTCTTCCTCAATTACTCCCCTCCTCT
+TTTGTTTTTTCTTCTGCTTCCATTGTAGACCACTTATGTTACAGCTTTATTTCAAAAGCATTACAATATG
+GTTACAAAAACTAAAAAAATTCTACATTATGGGAGCAAATTTATAAATTCCTCAGCTGGTATTATTTTGA
+TATTCTCATACTGCTCCAACTGGAGCAAATGGTGGTCTCCTGAGACTACAAAGTCGCATCTACTTTCAAA
+AGCACATTCTAGAAAAATATTGTCCTTCGGATCTTCCTCTATTATGTTAAATCTTTCTTTTGGATAAATG
+AGTAAAACCCAATCAAGAGAAAGGAGTTTATTTAAAAAATCAAGGCGCATTGAAACAGTCCCTAGGTCAG
+AAAATTTATCCCTTGTTAAAACTTCTGCGTATTCTTCTACAATTTCTGGGCTTACTACAGGGTCAAATTT
+ATTCAAAATCCAGTAATTAATTATTTTTGCAGGATAGCTTTTTTTACTGATAATACCGGAAATTAATACA
+TTCGTATCAATTACTGCTCTCATTTTTTTACTTCCTTTATCTCTTTTTCTACGTCCTCTTCAGACAGTCC
+TGCTTTTTCTGCTTTATCTCTAAATTCATTTAAGATTTGCATGATTTCCAGCTGTTTTGCTTTTTTTTCA
+AACTCCTTTAATTGATTGTACATAGAATAACTAATTAACACTCCTTTTGGCTCAGATCGAGAAGAAACAA
+TTATTACATCTCCTTTTTCGACTTCTTTTAAATATTCCCCTAATTTGGGTCTTAATTTGTCTATTCCAAT
+AACTTTTTCCATTTACACCACCTCATAGATTAATCTTAAAATTAATCTCTAAATGTATTATATCGTTTTT
+AACTTTATTATTCAAAGAAAATTTAAAGGCTGGGGAGTCCAGCCTTTACTCTGCATTATTTATTTTTAAG
+TTAAGCATTGCCTTTACAAAATCTCTGAAAAGAGGGTGTGGGTTTAAAGGTCTTGATTTGAATTCTGGAT
+GAAATTGGGTTGCTACAAAATAAGGATGGTCTTTTAACTCTATTATTTCAACAAGCCTCTCATCTGGAGA
+AAGGCCTGAGATTACAAGCCCTTTTGAGGTTAAAAGCTCTCTGTACTGGTTGTTAAATTCATACCTGTGC
+CTGTGCCTTTCATAAACTAGCTCATCTTTGTATACTTCATATGCCTTTGTTCCTTCAATGACTTTACAAG
+GGTATACTCCCAGTCTCATTGTGCCGCCTTTTTCATCTATGTCTTTTTGTTCGGGCATGAGGTCAATTAC
+TGGATGAGGGGTATTGGGGTCAAATTCGGTGGAATTGGCCCCTTTAAGCCCTGCCACATTTCTCGCAAAT
+TCTATGACCGCACACTGCATTCCAAGACACAGCCCCAGATAGGGAATCTTATTTTCCCTTGCGTACTGAA
+TTGCCCTTATCTTTCCTTCTATTCCTCTGTCGCCAAAGCCGCCGGGAACAAGTATTCCATCTGCACCTTT
+TAAAAGTTCATCAACTGTTTTGTCATTTACTTTTTCTGCATTAACCCATCGGATGTTGACAGCTGTTTTG
+TGATAAACCCCTGCATGTTTTAAAGCTTCTACAACGCTTATATAGGCATCATGTAGGTCGACATATTTGC
+CTACAAGTGCTACCTCTACCTGATGTTCAGGATTTTTCTCTTTTTCAACGTATTCTCTCCACTCTTTTAA
+ATCAGACTGCCCAAGGGGTAAATTCAGCCTTTTTATCACATATTCGTCTACTTTCTGCCTTTCAAGTTCC
+AGAGGAACTTGATAGATCGATTCTACATCTCTATTCTCAATGACCGCTTCTACACTTACATTGCAGAATA
+GAGCAATTTTTTCTCTCAATTCCTGAGGAAGTGGAAGCTCAGTTCTACAGACTATCATGTCCGGCTGAAT
+ACCTATGGACCTTAATTCTTTTACGCTGTGCTGTGTAGGCTTTGTTTTCAGTTCACCTGTGTTGCCCAGA
+TGTGGAACAAGCGTTACGTGAATGAACATAACATTTTCTCTTCCCTGTTCAATAGCCACCTGCCTTATTG
+CCTCCAAGAAAGGAAGGCTTTCTATGTCTCCTACTGTTCCACCAATTTCTGTTATAACCACATCTACATT
+TTTTTCTTTTGCTACTCTGTACACTCTTTCTTTTATTTCATCAGTAATGTGGGGTATTACCTGAACAGTA
+GCGCCGAGATAATCTCCTTTTCTTTCTTTTGTGATAACAGACCAGTATATTTTGCCCGCAGTGACATTGC
+TGTTTTTAGTCAGATTTACATCTATGAATCTTTCATAATGCCCCAAATCCAGGTCCGTTTCTGCTCCGTC
+CTCTGTTACAAATACTTCTCCATGCTGATAAGGGCTCATTGTCCCAGGGTCTATGTTTATATACGGGTCA
+AATTTCTGCATAGCAACAGAAAGCCCGCGGCTTTTTAGTAGCCTTCCCAATGATGCAGCAGTTATGCCTT
+TACCTAAAGAGGAGACTACTCCTCCTGTTACAAAAATATACTTTGCCATCTTTTTTCACCTCTTGATGAG
+TATATCGTTTTTTGATAATAATTTTTTAGCTCTTTTAACACATAAAAAAATCTCTATTTTTGAGAAAAAT
+AGAGACTTGTACCCCTTTAATAAAAAATTCTTAGTGTGCTTTTCTGTTTTAAAACTTTACTTCTTTCCAT
+TGAAAAACACCTCATAACCCATACATACTTTCTCATTATATAGGATTTGAGTAGAAAAGTAAAGAGGAGA
+TCGATTTATTTTATTATACCACAAATTGATTTCCTTTTTTCAAAATATTATAATGGCACTAAAGATGTGA
+GAAAGGATGTGGTTTTATGCCAGCAGATTACCATGTACATATAGAAAATGGCCCATTTACTATTGAGTGG
+CTCAAAGAATTTGTAAATCAAGGGTTAAAAAGAGGTTTAAAAGAAATAGGTATCTCTGAACACGGTCACA
+GGTTTAAAGAAGGTTTTGAGGCTTACAAAAGCGATGGATTCAGAACAGAGTGGATAAAAACTTACATGGA
+CCAAAGTATTGAAGATTACGTGGAACTTATCAAAGAAGCAAAACAAATGGGTCTTCCAGTTAAGCTGGGA
+ATTGAAGCCGATTATTTTCCGGGAAAGGAAAAAGAAATAAGGGATTTCCTAACTCTTTACCTGTGGGACT
+TTATAATAGGCTCTGTTCACTGGATTGACGATTGGGGAATAGACCTTGAAGAATCAATAGAGGAATGGCA
+CAGAAGAAATGTTGATGAAGTATACCTGGAGTATTTTAATATAATTGAAAAAATGGCCAAGACAGGACTT
+TTTGACATAATAGGGCACATTGACCTCGTGAAAATTTTTGGATTTAGACCCAATTATAAAGTTTTTGAAA
+AGATAGAAAGAAATATTGAAGAAATTTCTAAGACTGGCATAGTGATTGAGGTTTCAACTGCGGGATTGAG
+AAAACCTGTTGGAGAAATTTATCCTTCAAAAGAGATAATGGCGATGATTAAGAAATACAATATCCCTGTT
+GTAGTAAATTCCGATGCTCACTACCCTGAACATGTGGGATATGAATTTGAAAAAGCCTATAACTATGTAA
+AAGAATTCGGTATAAAGAGGCTTTATTATTTTGAGGGGAGAAAAAGGATACCTTACAATATTTAAAGGAG
+CAAGAGTAACCTTGCTCCTTTATTATTTGTACACATCCCCTCTTGAATCGAAATCTTTTACTTTAATTAC
+AAAATTTTCATTATCAACTTCGAAAATTATCCTATAATCTCCTACCCTTAGTCTGTATAATTTTTCTTTT
+TTAGAAGTTTTTAATTTTTTAACATCACCTTCAAACGGTAATTTTTCTATAGCTTTAATAACTCTCTCGA
+CAGTTTTTCTATCATGTTTTTCTAATTCTTTTAATACTTTCTTATTTACGATAATTCTGTACTCAAACTT
+CATTGTCTTCTATCCCCAGTATTCTCTTCGTTTCCTCAAGTGTTACATAATCTTTCTCATCCTCATGCAA
+TTGCTCTAACATTTTTTCTTCATCTATATCAATTTCTTCTAAATCAAGTGTTTTTTCCCATTCATCGAAT
+CTTTTTAAAAGTTCCTTTTTCTTCTTTTCTTTAAGATATTCAGCAAAATCAATTACCTCAGATAATTCAC
+GCTCATTTAATGACTTAATTACCTCATTAAGTTTTTTTACCATGTAGCTATTGCTCATTGATATCACCTT
+AACCCAAGATTATTTTAAGCCTGTACTTTTATTATATCATTATTCCAATATTTCAAAAAGGCTACAAGTA
+TTTTCACACCAACCCTTTTACCGCTTTTGCTTTAATTATGCTATTTAGTTTGTTTAAAGATTCCACGGCC
+TCCTCTGGAATTTCTTTATCGGTGCTTACAAGCATAAGGGCTGTACCGTCATTTTTATTGGGGCTTACCT
+GCATAGTAGAGATGTTTATACCAAAATCTCCTAATACATTTCCTATGTGGCCTATAACTCCCGGCACGTC
+TTTATTCTTGACAAAAAGCATGTACTCTGTAGGCTCAAAATTCACTTTATGTCCCATATACTCCACAATT
+CTCAATTCTTCTCCGTATGTTGTTCCAGCAAATTGTGTCCTTTTGCCATTGGTATCTGTAATTTTTAAAA
+TGACAAGGCTGGAATAATGGTCTATCTCTTCAATTTTTCCTTCTACAATTTCTATGCCCATTTCTTTTGC
+TCTTAACTTTGCATTCACAACACTTACATCTTCCTCTAATATAGGCTTTAAAAATCCTTTAATAGCATAC
+AGGGTAACAATTTCTGTATTGCTCTTTGCAACTTCTCCTCTGTATATGACTTCAATTAATTTTGCAGGTG
+TTTCATTTATCTGGTAATAAAGGGCTCCTAATACTTCTGCCAATTTCATGTAAGGTTTTAACCGAGAAAA
+TTCATCTGATTTAAGTCCGGGAAGATTTACTATGTTGCCATAGAGATTGCCATTTAACGCTGATATGACT
+TCCTGCGCAATTGCTATGCTAATATTTTCCTGCGCCTCATAAGTAGAAGCTCCTAAGTGAGGAGTAAAAA
+CCACATTGGGAAGTTCTAACAAAGGATTGTGAAAATCCTGATGCTCCACATTATACTTTGGCTCTACTTC
+TAAAACATCCAGCCCTACAGCTGCCACTATACCTTCTTTTATAGCATTGTAAAGCGCTTTTTCGTCTATA
+ATGCCACCTCTTGCAGCATTTACTATTCTCACACCTTTTTTCATTTTTTTAAATTCTTTTTCTCCTATCA
+TCTTTTTTGTCTCTTCAGTCTTGGGAATGTGAATAGTGATGAAATCCGATTGCTCTAATAGCTCATCCAA
+TGTAACTCTCTTGACACCGCACTTTTCAAATCTCTCATCTGGCATGTAGGGGTCATAAGCAATCACTCTC
+ATATTGAAAGCCGCAAGGCGAGACGCAACCAAAGAACCAATTCTACCTAATCCTATTATACCAACCGTTT
+TACCGTTTAGCTCTACTCCTTTAAACCTATCCCTTCTGAAATCGCCGTTTAAAGCTGCATGGTATGCCTG
+TGGTATATTTCTGGCAATGGCAAGCATAAGGCCAATAGTGAGCTCAGCAGCGGCAATGGTATTTCCTGCA
+GGAGTATTTACAACTAGAATGCCTCTTTGAGTCGCCGCTTCAACATCAATATTGTCAACACCATTACCAG
+CTCTGCCTATGACTTTCAGTTTCTCTCCCTTTTCTATAAGTTCTCTGTCTACTTTGGTGGCACTTCTAAC
+TATTATGGCGTCGTAATCTTTTATAACCTCTAAAAGCTCTTCCCTAGAAATATTGGTCTTTACGTCAACA
+TCAGCGTATTTTTTAAGATAATCGATACCATTTTCTGAGATTTTTTCTGTGACAATTATCTTCAAAATCC
+TTTCCCTCCCATTTCTTCAATTCACAGTGAGGATATGGCATCTTTTAGGGCATATAATGCTTTATCTAAC
+ATTTCATCTGTCAGATAACCCATGTGGCCAATTCTAATAATCTTGCCTTTTAAAGGCCCCTGTCCTCCTG
+TGATTAAAACTCTGTGCTTTTCCTTCATATAGTTTATTATATCTGATGCTTTGTACCTTTCTGGAACTTT
+TATAGCAGTAATTAAATTAGAAGCTACCTCTTCACTAGGAAGTAGGTCTAAACCTAATTCCTTTACATAT
+TTTCTCACTTTTTTGCCGTACTCGGATTGTTTTTTGTATACATTATCTAATCCTTTTTCTAAAAGCATAT
+CTGTCGCCTTTGCTACAGCCATTATTGTGGATACAGCAGGAGTAGCAGGCGTATCAGGCTTAGGCTTTAA
+TACTCCTTCTCTCGCTTTTCTAAGGTCAAAATAGTATTTTGGTAGATTGGATGTTTTAGTCATTTCCCAT
+GCTCTATCACTTAAGGCGATGAAGCTTAAACCTGGGGGCGACATTAAGCACTTCTGGGAGCAAGTAATGA
+CGGCGTCAATCCCCCATTCATCCATTTTAAGCGGTATTCCCCCCAATGAACTTACCGCATCTACTATCAC
+GGGAACATTGTACCTATTTGCGATTTTTGCTATATTTTCTATATTATTTGTCACTCCTGTTGAGGTTTCA
+TTATGAGTAACTAAAAGGGCTTTATAATTCCCTTTTTTAAGTTTATCTTCTAATATATCTAAATCTACTG
+CATTTCCCCACCCAAAGTCATAAATTTCCGCATCAAGCCCATAAGCCCTAGCTATATCATAAAATCTCTC
+TCCAAAATATCCTATACTTGCAACTAAGACTTTATCTCCCGCAGAGAAAAGATTAGCTACAGCGGCTTCC
+ATTCCACCTGTTCCTGAAGAGGTAAGAGTTATAACTTCATTTTTTGTCTGAAATATTTTCTTTAAATTTT
+CATTGAGCTTGGAGAATAATTGATAAAATTCTTCTGTCCTGTGATGAAAAGGCTGCATACCTGCAACTTT
+TTTCACTTCTTCTGGTACCATTGTCGGCCCCGGCGTCATAAGTAGCATATCTTCCATTTTCCCACTCCCC
+GTCACTTGGTGTATATTTAATATGATAAATCAATGAAGTGAAAAATGCAAGTGAAAAATACATGTGTCCG
+TGAAGTAAGGACATTATAAAAGAGTGCACCCAGACTGGTGCACTCTTTTACTTTTTGATTATATATTCCC
+TGATTTTTCTAAAATTCTGTAAAGCATTGCTGCAGCCTCTGCTCTTGTTGCGTTGTCTTTGGGCTTGAAG
+GTGTTGTCATCATATCCTCTCACTATTCCAAGCTTTACTGCATTCGCTACTACATTCCTTGCCCATTCAC
+TTATCTTGTTGTTATCTGCAAAAGTTGTATTTCCTATGTTTTCCTCTTTATAGCCTGCAAGTTTACTGTA
+TACTCTCATTATTACTGCTGCCATCTCTTCTCTTGTTATCGGGTCATCTGGCCTCATCTTCTTGCCATCT
+CCAAGCATTATCCCTTCCTGATATGCTGCCTCTATCGCATTTGCATACCACATACCTTCTTTTACATCTT
+CAAATTCTCCTTTATATGGTTCTTCGGGTATACCTAATGCCCTTATCATTAATGCTGCAAATTCTGCTCT
+TGTTATTTTTGCATTTGGCGCAAAGGTATCCTCTGTCATGCCTTTTATTATATGCCTTGATGCCAGTACA
+TTTATTACATCATAGCCCCAGAAGTCTTTTTCTACATCTTTGAACTGCTTGTCATATTCAAAGGCTCCAT
+AGGTTGAGAAGTGCTTTGCTTCAAAGGTTATTGTGTTTGCATTCTTGTCAATTTTACCTCCTACATACTC
+CCATTTACCTGTTACCTCGTTTAAGTAGTATATTCCAACTTTTCTTATGTCTTTTACGTCCTTTACTTCA
+AATGTTAGTTTAACAGGTGAATCTAACTTTATCTTGTTTTCTCCTGTTTTTATCGTTATGTCATAGGCGT
+TTGATACTGGTATTAATGAATTTGCCACCTTTTTGCCTTTATCTTCTACTACAAGTTTTACTGAACCTGT
+CTTGTTTATAAGGTTAAGTGTTTCTTCAGATACTGTCATCGCTTTTGGATCTATTGAAAGCGCAACTTCT
+CCAGATTTCACTACTACATTTTTGTTATTTTCTGCAATCATATTGAGCACTTTGACTGGTACTTCTATTG
+CTTTTGAAGAAGTATCTCCTACATTGGTCAAATCAAATACTACTTCTTTCTTTGTGGCATCCTTAATCTC
+ATTTGCTACTTTATTCTCTTCTACCACAAGTACTGTAGTATTTCCTTCTACAACCACCTTGCCCTGAGAT
+GCTTCTTCAGCTTTTGGCGTTTCTTTTGGCTGTTCAGTACTTGCAGGCGGTGTCACTGGTGCAGGTGGCG
+GTATTATACCTCCTCCAGGTGGCGGTGTAATTTCTTTTTCTTTAACAGTTACTTTTACTTCTGCAGATTT
+GTCATTATAACTTACAGTAATTGTTGTTTGCCCTGCTTTAAGTCCTTTTACAACACCTTTATCAACTGAA
+ACTATATTTGGATCAAAAGTATATTGTGCATTTGCAGTTATATCTTTTGTAGTACCATCTGAATAGTAAG
+CTGTAACTGTCAATTTTGCCGTATCACCAACTTTTATTTCAATAGAAGACGGTTGTACTGTTATATTTTC
+AAGAACTGGGTCTGTTACTGTAATTGGTACATTGATTGAATGAATATCATATATTGCTGTTAGAACTGCT
+TTGCCTGGCATTAACCCTTTAACTGTTCCATCAATGTATTGAGCCACTTTAGGATTATCAATTATAATTT
+TTGCTTCGTTAGTTACTTCTACTTTTGTGCCATCTGATAAGTGTTTATAAACTATAATTGGCACTGATCT
+TCCTGCTGGAACCTGTATAAATGATGGATAAACACTTATTCCTAATGTTACAGCTTCTGACACTACTACC
+TTTATTTCAACAGATTTATCCTCATAAGTTGCTTTTATTGTAGTCTCCCCTTCATTTACTCCAATTATTA
+CACCTTTTACATCCTTATCAAGCACAGCGCTTTCTCCGTATACAACTTCAAACACTGCTTTATCAGTTAC
+ATCCTTTGTAGAGCCATCTGTATACACTGCATCAACTTTAACTGAAGCTTCTCTTCCTACTGGTATATAA
+ACTGGATTCGGTGTGGCTTTAAGTGAAGCTAATGTCACTTTTTCAAGAGGTATTGTAATTTGTTTGTCTC
+CATAACTTACTTTGACATAGTTTTCTGTATCTGAAGTATATACATCTGCAGATACTGTAACTTCTGACTT
+ATTTGTAGCTACATCTATCGCTTTTACAAGGATATTGTTTGGTCCAACATTGAGAGGCACTCTTACCTCA
+AATGGATCTTCCAAAGTCGTATATTCATCAGCTTCTTTATTTAATACGATGTTTCCATTCACATACAATT
+TATATCCAAAGCCTGTATCATACACACTTCCTGCTACTGTAAGGCTTACTTTCCCCTCCGGTGACATGTA
+GCCTTTGAAATTATCTATGTTGAGGGTAATTTCTGGTATTGTAGTATCTATATAAATTGGTATTGCAAAT
+TCTGTTTTGTGTTCATATGTGGAAGGATCATTTTCATTATATAAATCATCATATGCCAGAAATTCAATCT
+TATGTCTTCCATCAGTGTCAAAATGCAGTATTGTCATAAAATGATTGTTTGCGTCAACCCTTACTCTTTC
+TCCATTAATGTAAAGACCACCAAAGGTATAGCCACTTTCAATTATACCTTCAACTACAATCTCTCTTGTA
+TTGAATATTTCTGCAGGCTGTGGTCTTATAACATTAATCACAGGACCGAAGTTATCCTTTATATCAGCGT
+TGAATCCAATGCAGACATTTTGTCCTGGAATCCCATCTGATACATTGCCAGCATAATCTATTCCAAGTAT
+TGCAATAAAGGTGTATCTATATGGAAGTTCTATTACAGCTTCATTTACATCATTAGGTAATAGTTCTCCA
+TCAATATTAGTTACTTCAAATGTTACTGGATCTATTTTGCCTGTAATGAGTACATAAGAATTTATACCAG
+AACCTTCATCTTTTCCTCCCCATTTGACTGTAGCTTTCCCATCAGCAATGTAAATATCTTTCAAGTAACC
+ATCTTCATCTATATAGTCAGGGTTAATATAAACTTCAGGCGGTATTGTATCAACTTTTACAGGCATCTCA
+AGTACTTGTGTCCTGGCATTTGGATAATCTATTTTTGATTCAAATCGCATGTAGTACTGCCCATCAGGAG
+CTACTTCAAATTTCCCATTAATAGCATCATATACTTTTCCATCCCATATCCAAGAGTCAGAAATTCTAGC
+TTTAGAAGTCTCAGCTACGTTCTTTCTAATATACTCTTCCTGGCTTATCTCTCTCACTACATTGCCATTG
+CTATCTACAACATTTATTCTTAATTCTCTAGCATTTCTCAAGAATGAAAGTACAGGCTGTACATAATCAA
+ATATCCCATCACCATTAGGAGATATAGCGATTGTACCAGGATCTGGATTTTCGCTTGCAATATTGCCTAA
+GAAATAAAGTTCCCCATTCATCTCTCCAGCCATGCCAGTATATCCATAATAAGTGTCTTCATCCCACATT
+GGAGAATCTATTACTCTCGGTTCATCCCAATTGCCATAGAAAGCAGTGTATGGCACGGTCAATTCTGGCA
+CATCAGACCCCTGAGGTACAAAGCTTATATAACCTTCAGCAAATATGTTGCGAGGTGCATTTTGTGGAAT
+TATTAATGTGACATTTACAGTCTCTTGCCCATTTGCAGGAACTGTTACAGTATCTTTGTCAAAAGTAACT
+ACAGCCCCTGTGAGTGGTGCAGTATGGGTGAGGTTATATCCAGCTAGCACTTGATCCGTTAAAACACCGT
+ATTTATCTTTTAAATTATAAGTAACGTCACTATTTCCAAAGTTCCTAAGTACTAAAGTAAATGTCACTGA
+ATTGCTTATGCTTCCAAGTGCAATTCCTGCTTTACCTTTTACATCTGTAACTACTACAGGTGTTTTTATT
+GCTTTATCTATCTGTATCATACCTGCCCCTTGTTGTCTTGGAGAATAAGGATACATAGGAATTCTTCCAT
+AACTTGTTGTGGGGTCAATTATAACTTTTGCTGTATTCATTGCCATAACTTTAGCCATTTCAACAAAATC
+TCGCCCTTTTAAATTCAGTTCTCCTTTTGCGACTTTTTCTTTCAAGGCTTGAGCAATTAATGCCATGGCA
+CCTGATACGTGAGGTGCTGACATAGAGGTACCGCTCATAACTTCATAGGAGTCTTTATTAACTGTTGAAT
+ATATTCCACCGCCAGGAGCCATTATTTCTGGTTTAAAGTCAAAACTTGGCGTAACTCCCCATGAAGAGAA
+GTCTGTAACAGTATCCCCAGGAGGTGTCCCTAAGTTATTTGTAGCTACTTTGCCATCAAATTTTACTTTT
+ACAGTTTGTCCCTGGTCAAGCAAGGCTTTTATAGCAAGGCCTGCTGACTGCAAAATAGAAACAGCAGGAA
+TTTTTGTGCCTTCTCCCAATGCCATTGAAATTGTACCTGAAGTATTGTTGAAAATTATCGCAGCAACCGC
+TCCAGCATTTTGCGCATTTATGGTTTTTGCATTGAAAGTAATAGCACCTCTTGAAATAAGTGCAACTTTA
+CCAGTTAAATCTTTACCCTGAAAATCTTCTGGCCTACCTAAACCGCAGTACACTACTTCGTATTCATCTT
+TCAACACGTCTGCAGGGTCAATTGGCGCATGGTCTGAAGGCGATCCCACAAGATAAACTACTCTGTCAAA
+GTCTTTTGGTGCAGGAGTAACCAAGAAGCTTTTTCCTGTAAGCCCTGGATTTACAGAAGCAGCTACTTGA
+ATTGTATCAAGGAAAAGCCCAGGAGAACCAACTGTCCCTATGTCTGGATCGATTGCATAAGGATAAAATT
+CTGCTTTTGTGGAATAAGCTGAGTTACCTGCAGAAACTACAACTATTACGCCATTTTCTACGGCTCTTTT
+AATTGCTAAGTTTTCAGGGTCATCCTCCCTTACAAAACCTGCAGTGGCACCCAAGCTCATATTTATAACA
+TCTGCGCCAAAAGCTACAGCATGATCAATGCCTGCCACTATGTCATCAGAAAATGCAGATGCAAAATATG
+GATTATTTGAAAATACTTTTTCTGCAATTAGCTGTGCCTCTGGAGCAACACCTTTAATCTGTCCATTTGC
+AGCAACAATTCCTGCAACGTGTTGACCGTGCATTGAAGCAGTTGCACCTATATCTAAAATTTCATCATTA
+TTGTCTGCCCAGTTCCACCCCACTGGTACTTTATCTGTGAAATATTTGTAAGGTAATCCCATTTTGGAAG
+CAATCTCTTGAACTTTTTCTTTAGTCAATTTCGCCTTTGAGGGATCTGTAATTTTCATGTCTTGATGCCT
+GTAGTCTATCCCTGTGTCAACTATAGCTACAACCATTCCCTCTCCCTTATAGCCTAATTCCTCCCATACA
+GTAGGCGCATTAGTGGACCATACTGCTGATGTCATATCTAAAAAGTACTCGTGGGCTATTCTTACATCCT
+TCACTTGCGGTAAAAGTTTTATTTTTTCAATATCTTTTACTTTGATCTGACCACTTAGCCCATTAAGCAC
+AGTTTTATAGGTATGCCGTGGAATAAATCCAAATTTTTGTATTAAAGTGTTTTTCACTGCCGCTTGAGTC
+TCATCTATTTTTGCCAATACTGCCTGTTTTTCAGCCTCTTTTAATGTCTTTAATGTCTTGTCCGCCTTTA
+CTGCATAAGACGCAAGGCTGTCTTCTTTCAACTCTATAATAACTCTGACATATTGCTCAGGACTGTATTT
+TTCAATTTCCTGTTGAGTTCCATCTCCTAAATATTCTATTTGATTCCCTGCTTTATCTGAAGCCTTAGAT
+TTCGGCTGATAGGGTTGAAGTTTTTCAACAAATTTACTTTTAGCAATTTGTTTTAACGCAGCTTCATCTA
+TTTTTAAAGAATCAACAGAAACATTTTTACTAGCCTGTGTCGTAAAAGATTGTGAATACCCAAAAGTTCC
+AAAAACACTAAACACTAAAGTAAAAGCCACTAAAAATACCAGCAGCCTTTTCCACATAAAACCCTTAACC
+CCCTCACCTGTATTACCATATCTATAACTTTTCGACAAAAACTTCCCCTCTTTTCCTTCACATCCCCCCT
+TCCCCAAAAGCGTCTTTTTCAAGTGATGCAAGATAGTAGTAAATATGACTAATTTTAAAAAGTAACATTT
+TGTTATTTATTGTTTTATGTGGCACAATAATTAAATACTAATAAACTACCTCGCCTATTTTGGAATTACA
+TGGGTTAATGCGCCATATAAGTATAAAATTTCTCGCGCTTATATTCAATATTATTCTACACAAATCATGA
+TTTTCCTTCTTTGGAAAATTAAAATTTTTTATTTATTAATTTTTTGGCGTGCAGGATTTCCTTCATTTTA
+CAAAAATTAAAAAAGTCACAGACATTATCTGTGACTTTTTAGAAATTGAATTAAAATTAAATTTTAGTGA
+AATAATTTACCTCTTTATTGAGATAGCAAAAACTCTCATAATGTCTTCTATTCTGTCTGACACAAGCTGA
+TAAGCGTTTTTCATAGCTTCTTCTAAAGACATAGGTTTATTAGTTATACTAAAAAGAGCAGTTACACCTA
+TGTCATACAAACTTTTATAGTCTTTCCCTAAACCGCCCGAGAGGATAATCACAGGCTTATTATATTTTTT
+TGCAAGTTTGGCAATGCCTGCTGGAGCCTTCCCAAAGGCTGTCTGAAAGTCTGTATTGCCTTCTCCTGTT
+ATGACTAAGTCTACTTCTTTTATTTTTTCTTCCAATCGAGTAGTTTCTATTATTATGTCAATCCCTCTTT
+TTAATTTGGCACCTAAGAAAGCCATTAAACCAAAACCTAACCCTCCTGCAGCTCCTGCTCCGGGCACTTC
+TGAGTAGTCCTTTTCAATAACTTTTTTAGCCTCATAAGCTAAATGCCTTAAGTTTTCATCTAGTATTTTT
+ATCATCTCAGGCGTTGCGCCTTTTTGAGGACCATAAACATAAGATGCCCCTTTTTCACCGCATAAAGGAT
+TGTCAACATCTGATGCCACAATAAATTCACTTTCATATATTCTTTTATCAATAGAGCTTATGTCTATCTT
+TTCAATTTTATATAGCTCTCCTCCTCCAAAGCCTATTTCATTGCCATCTTTATCTAAAAATCTTGCTCCC
+AGAGCCTGAGCCATCCCAACTCCGCCGTCATTTGTGGCACTCCCGCCTATTCCTATTATGAACTTGCGAC
+ACCCTCTGTCCAAAGCCAGTTTTATAAGCTCTCCCACTCCGTAAGTTGTCGTCTTTAGGGGGTTTCTCTT
+TTCTTCAGGAATAAGGTATAAACCGGCACAGGCAGCCATTTCAATGACAGCTGTGCCATCTTTCAAAATC
+CCGTAAAAAGCCTCAACCTTTTCCCCTAAAGGGCCAGTGACATCTGATTTTATTATCTCTCCTCCCACAG
+CGTAAACTAATGCTTCAACTGTTCCTTCTCCTCCATCTGCAATTGGAATAGATATTATTTCTGCGTCAAT
+AACTCTTTTTATGCCATTTTCCATAGCATGGCATACTTCTTTTGAAGATAAACTTCCTTTGAAAGAATCC
+GGTGCAAGCAGTATTTTCAAATGCGCATCACTCCTACATGTTTCTCAAAAGCTCCAAAGCTTTTTCAAGG
+ACAGCATCTTTGTTATTTAAGCTGTCTATCATTTTTAAAAGGGCATTGTACGTGTTCTTGTCAAATACAC
+CTGTTGGGGAAAGCCCTGCTTTTTTCTGAAGTTCTTTTACAGCATTGGCTGTTTTAGGTCCAAATATGCC
+ATCTTCCGGTCCGGCATTAAATTTGAGCAAATTGAGATATTTTTGCAATATTTTAACTTCATTTCCCCTT
+GATCCAATCTTCAATTCTCCGCCAAATTTTATATCAGCAGTGTACTGCACATTTTTCACATAGACATCAG
+GAGTTAAACCTTCTTTTCCAATATACCTTCCTGATGGAAGTTTGTAGCGGGCAATTGTAAGTTTAAAGCC
+GCTTCCATCCTCCAAAGGCACTACAGATTGAACAGTTCCCTTGCCGTACGTATTTTCTCCCACCAAAAAT
+CCTACTTTTGTGTCCTGTATTGCTCCCGCCAGTATTTCCGCAGCAGAGGCAGTGCCTTTATTGACAAGAA
+CAGCTAGTTTATATTTAGGCTTAGTCAGGTATGAGTAATAATCCTCTTTTTCTCCATTTCTTCTTTCTAT
+TGTGACAACAATGCCCTGTGGCACAAAAAAGTTTGCAGCACTCACCACTTCAGTGAGAAGCCCTCCAGGA
+TTGTTTCTTAAATCGAGAATAAGCTTTTTAACGTTGTTTTTATCCATAAAAAGTAAGGCTTTTGTCAAAT
+TGGCTGTAGTATTTTCATTAAATTCTGTTATTTTTATGTACCCGATTCCCTCTTCAAGGAGTTTGTAAGA
+GACAGGGTTTATGTGAATGACCTGTCTTACAAGTTCGATTTCTTTAAGAGTACCTCCTACGTCAAAAGTG
+ATTTTCACCTTTGTGCCGGGGTCTCCCAGTATCATGTTTACTACATCTGTCAATTTCATGCCTTCCACGC
+TTTTGCCGTCAACTGTTTTTATGATGTAACCGCTCTTCACACCAGCCTTTGCAGCAGGAGAATCTTCAAT
+CACTGAATCTACAACAATTTTCCCATCTTTTTCAATAAGCACCATCCCTGTGCCGCTAAAAGTTCCAGAA
+GTGCCCCTTTCAAATTGAGAAAATTCTTCTTTTGTAAAGTATGTACTGTATTCGTCAAGGCTACTAAAAA
+TCCCCTTTAAGGCGGCCTCTTTTAGTTGCTCATATGTGACATTGTCAATGTAGTTATCAGTGATGTATTT
+CATTATAGCTCCAATATCTGCTAATTCGTTGTACAAGTCCTGGTCTTGCGTAGATACTTCGGCATAAGTG
+TAGGATGTAAATGCCAAGAAGAATACCAGCAGAAGTGTAAAAATTCTAATAGAAAATTTTCTCATTCCTT
+CAAAACCTCCATTTCTCAACAAAATTCTTCTCAGTTTATTATAGCACACTATATAAAAATAAGCGCCTCA
+AACGAATGAAGGCGTTTTTAAAACTTGTGCTCCATTGTTTTCACATTTTAACCTGTAGGCCCTGTATGAC
+AGCCCTCTTTCTTCATATACTTTTCCAACTTCCTTTAAAACCCTCTCAGAGTTTTCCGGGGAAGAGATGG
+CCATAATGGTCGGACCTGCACCGCTTAAAAAAGCAGCATAAGCACCTGCCAACAATGCTTTTTCAAAGCA
+TTCCTCCATGAAAGGAACGAGCTTAGCTCTATACTTTTGGTGAAGCATGTCTTGGGTGGCAATTTTTAAA
+AGTTCATACTTTTTCTCAATCAATACGCTCACTAAAAAAGCCGTCCTTCCCGTGTTAAATACAGCATCAT
+TAAAGTCCACTTTTTCAGGCAAGACTTTTCTTGCAATTTCTGTCCTTACCATTTCCTGAGGTACAAAGGC
+TAAAAAATCTATGTCATCCTCCAAGGCTTTTCTTGCATAATAAACTTTATTTTTATCAAAAATAGATACA
+TTCAACCCTCCATTTAAAGCGGCTGTGACATTGTCCGCATGTCCTTCTATTAAAGCCGCCAAATTGAGTA
+TTTCTTCTCTTTTCAATACTCTTCCTGTCAATTCGTTTGCAGCTAGTAGCCCGCCTACAATGGCTGCTGC
+ACTGCTCCCTAATCCCCTTCCCAGTGGAATTTCATTTTTTATTTTTATCCTCAACCCTTTATTAAAAACC
+CCTATTTTTTTAAAAATCACTTCTGCCGATTTATAGATCAGATTATTTTGGTCATTTTCTATATCTTCTA
+CCCCTTCCCCTTCTACAAAAATCTCCAGACCATCTTTTATGAACTCCATCGAAATCTCTGTATAAAGGTT
+CAAAGCCACACCCAGCACATCAAAACCCGGGCCCAAATTAGCCGTAGATGCCGGCACCATCACTTTTACC
+ATTCCGCCTGACATGTCACTATCCATACAAAACTTCCTCCAATTCCTTTAGATTTGGCTGTATTCTCTTT
+ACCTCTCCCCCTAGTTTAACAGCAGTATCAGGGTCTTTTAAACCATTCCCCGTAAGGATACACACCACAG
+AATCTCCTTCTTTAAAAAATCCTTCTTTGTACTTCTTTATCACACCCGCTATGGAGGCTGCAGAGGCTGG
+CTCTGCAAAAATCCCCTCTGTTTTTGCCAAAATTGAATAAGCCTCCAGTATTTCCTCATCCGTAACTTTG
+TCAATTATCCCCCCCGACTCATCTCTTGCAGCCACTGCCTTCTGCCAGCTGGCAGGGTTGCCAATTCTTA
+TAGCCGTGGCAATCGTCTCGGGATTTTCTATTACTCTTCCTTCCACAATAGGAGCCGCTCCTGCCGCCTG
+AAAGCCAAGCATTTTGGGAAGCTTTTTTATCTTCCCCTTCCGGTAGTATTCTTTAAATCCCATCCAGTAA
+GCAGTTATATTTCCTGCATTGCCCACAGGAAGAGAGACATAGTCTGGTACTTCTCCCAAAGCATCACATA
+TTTCAAAAGCTGCCGTTTTTTGGCCTTCCAGGCGATAGGGGTTTATAGAATTTACCAAAGTAATCGGGAA
+TTTCTGCGAAATTTCTCTCACAAGCCTTAAAGCGTCATCAAAATTGCCATCTACCGCAATAACCTCTGCC
+CCATAAGCAATTGCCTGTGCGAGTTTCCCCAGAGCAATTTTACCGCCAGGAATTAATACCACACTTTTAA
+GGCCTGCTTTTGCTGCATAGGCTGCTGCAGAAGCAGAAGTGTTGCCTGTTGAGGCGCATACGACGGCATT
+AGACCCTTCTTGCTTTGCTTGAGATACCGCTACCGTCATCCCCCTGTCCTTAAAAGAACCTGTGGGATTT
+AGCCCTTCGTATTTTAGATACACCCTTATACCCGGCAAATATTTTCTTTGGAGGTTAAAAGCTTCAATTA
+AAGGTGTGTTGCCCTCTTTTAACGTGACAATATTTTCATCTCTTATAGGAGGCAAAAACTCTCTATAAGC
+TTTTATAATTCCTTCGTACGCCATTTTAATCTTCCCTCACTTTTATCACACTTTCTATTTTTTCTACTTC
+CTTTAGCTCCTCTATCTCCTTTAAAGCTTCCAAAACCTTACCTGTATTTGCAATGTGAGTCACCAATACA
+ATTTCCGCTGTCTCTCCCAAAGACCCTTTTTGAACTACTGAAAGAAGGCTTATTCCTTTATTTCCCAAAA
+CTCCTGTGATTTTGCTCATGACACCAGGCCTGTCAAAAGCGATAAGCCTTATATAGTATTTGGAAAAAGT
+ATCTTCAATAGGTATTAAGTCTACCTCTTCACAGCCATTTTGTATTACTATGTGATTTTTCACATCCATT
+ATGTCGGCAACCACTGCGCTGGCAGTAGGCATCATGCCGGCGCCCTGCCCGTAAAACATAACTTCTCCTA
+CCGCATTTCCATCCACAAGTATTGCATTAAAAACGCCATTGACTCCGTTTAAAGGGTTGGTCTTTCTTAT
+CATGACGGGATGAACCCAGGCTTCTAAGCGTTCTTTCTCGTCAATTCTGGCATAGGCCAGAAGCTTTATG
+GTATAACCCATCTCTTCTGCATACTGTATATCTGATTTAGAAATAAAACTTATCCCTTTTGTGTAGATTT
+TCTCTGGAAGAACAAATTTGTTAAAAGCCAGCATGCACAAAATGGCAAGCTTCCTTGCTGCATCAAAGCC
+TTCTATATCGTCTGTGGGATCTGCCTCTGCATACCCTTTTTGCTGCGCATCTTTTAAAACATCATCGAAG
+TCAAGGCCTTTCTCCTTCATTTCTGTAAGGATATAATTAGTCGTACCGTTTAAAATTCCTTTTATCTCGT
+ATATTTTGTTCGCAGCAAGGCACTGCTTCAAAGGCCTTATGATGGGGATACCGCCCCCTACTGAGGCTTC
+ATAAAGAAGATGTACCTTCTTTTCTGTCGCAAGCTTTATAAGTTCTTTTCCGTGCTTTGCTATAACTTCT
+TTATTGGCAGTTACCACATGTTTGCCTTTTTGTAATGCTTTTGTTATATATTCTAAAGCGGGATGCTCTT
+TCCCCATCACTTCTACCACAACGTCTATTTCCTCGTCTTCCAAAATATCTTCTGCATTAAAAGTTATCTT
+CCCTTCTGCAAGAGGAGTTCTTTTTTTATTGGGGTCTTTTACAAGTATTTTCTTTATCTCAATTTTTTCG
+CCTATCTTTTTTTCAATATTTCTTCCATTCTGATCTATCAAGTGAACTACACCTGTTCCTACAGTACCTA
+GTCCCATCAGTCCAATTTTCATATTCTTCCTCCTTATTCTCCCAAAACTTCTATTTTTCTAACTCCAGGC
+TGTTTCGAAAGTTCCTCTATAAAATCTTCAATGCTTATCTCCATATACTGCGTATCAATGGAAATTGTGA
+CACTCGCCACTCCCATAGAAGGAATGCTCTGATTTATTGTGACCACATTTCCCCTTTCTTTGGCAACCAC
+ATCGAGAATGGAAGAGAGCACCCCAGGCATGTGCTCCAAGACCATGGAAAAAGTTATAATTTTCCCTTTG
+CTGAACTTAGAAAAGGGAAATACATAATCCCTGTACTTGTAAAAAGCACTTCTCGATATGCCCACCTGTT
+TTACCGCTTCATTTATTGTCTTGGCTTTCCCTGACTCCAAAAGTTCTTTCACCTTTATGGTTTTTTTGAT
+TGAATCAGAAAGAATTTCCTCCCTTACTATGTAGAGCTTCCCGTCCTCTCCCATCATCCCACCTCCATGT
+CTTTGTTTTATGGACATCAATCCATGTATGGAATACATTTTATCACATTAAATTCAAAAAATCAAGAGCG
+GTTTACGTTTACTAAACAAGGAAATTTGCTGTTTATTTTTGTAATTAAAAGATATTTTTATGGTGAAAAA
+TTTTTATTTATTCTTTCAAAATATGAAATATGCCTTACTTTGCTCAGAATTCTGGAAAATTCGAGGCTTT
+TAATCAAAACCTTTCGAATAAATATGCGGATAAGTATGACTTTTACCCAAAAAATAGTGCAATTTTTTTA
+AAAAAAAGAAGGATTTTTTTAAAATGCGTCGAATATATTATTTGTAAAACCATATCAAAAGGTTTTAAAC
+CCTCAGTTTTTGCATTAATACGTTCTTTTCTTTCAAGCAATGAACTTGTGGAATGTGGTATTTTTGAAAG
+AGGGGGGGATGTGTTGGATTTGGGATATGTTAAAATTTTGTAAGTATACAAACAATTTTTTAAAAAGGGG
+GTTACATCTTAATGGCAAATTCAACGTCTTCTTATTTGTGGCGTAAAAAGACGCTTGAGATGGTGCTTTC
+TGAAACCGAAGCTGAACAATTCAAATTAAAGAAAACATTAACAGCTATTGACTTAATTGCATTAGGTATA
+GGCGCAATCATAGGTACTGGTATATTTGTTATTACTGGTGTTGCCGCCGCTGAAAAAGCTGGTCCCGCAA
+TCGTGCTCTCATTTATTTTGGCAGGATTGGCTTGTGCTTTCGCAGCAATTTCTTACGCAGAACTTGCATC
+CATGTTCCCCATAGCAGGTTCTACGTATAACTACGCATATATAGCAATGGGTGAATTTTTGGCCTGGATA
+ATTGGATGGGACTTAATACTTGAGTACGTATTTGCTCTTCCTGCAATTTCATTGGGTTGGTCTGGTTATT
+TCACCAACCTCCTTGGAAGTATAGGAATAAACATTCCTGCATGGGCAGCTAACTCTGCATGGCAAGCACC
+CGGTACTGGCGGTCTTATCAATCTTCCAGCAATAGGAATCCTTCTTGCCATCGCAATTTTAAACTACATC
+GGGGTAAGAGAAACTGCTACTGTTAACAACATTGGTGTTGCTTTCAAGGTATTTGTGGTACTTTTCTTCA
+TATTCACAGCAGTTTGGTATGTAAAGCCAGCTAACTGGTCTCCTTTCTTGCCATACGGATGGGCAGGCGT
+ATTCCACGGCGCAGCAATCATCTTCTTTGCATATATAGGATTTGACGCTGTTTCAACAGCAGCTGAAGAG
+ACAAAGAATCCAGCAAAAGATATGCCCATAGGAATTTTAGGATCTCTTGGAATTAGTACCCTTTTGTACA
+TCGCTGTTTCAGCGATTTTGACAGGTGTTGTTTCATACACCGAGTTGAACGACCCAGCCCCTGTTGCAAA
+GGCTCTCAACTTAATAGGTCTAAACTGGGCAAGAGGACTTGTTTCACTAGGTGCCATTGTAGGTATTACA
+ACAGTTTTGCTTGTTATGTTCTACGGCTCCACAAGAATTATCTTTGCTATGTCTCGTGATGGATTACTCC
+CACCTATTTTCTCAAAAGTTCATCCAAAATATAGAACACCTACTCTCGCTATATATCTCATAACGATTGC
+AACAACTTTAGTAGCTGGATTTTTCCCAATTGGCGTAATCGCAGAACTTGTAAATATAGGAACTATGTTG
+GCATTTGTATTAACTTCTATCGCTACAATAGTATTAAGATACACACAACCTGACTTGCCGAGAAAATTCA
+GAGCTCCTGGCATGCCATGGACTGGTATTTTGGCAATAGCTTTTGTACTTTCACTTATGGTATCTCTGCC
+ATGGGAGACATGGGTAAGACTTATTGTATGGTTCGTAATAGGGCTCTTCATCTACTTTGGATATGGTAGA
+CACAACAGCATACTTGCTAAACAGCAGACCCAGCATTAAAGAAATAAAAAGGCGGCGATTTTGCCGCCTT
+TTTATTTCTGCTTTCTATATTTCAATTAATTCGCTTTCAATATTTCTTAAAGCCATCCCTATTTTAGATT
+TTATACCCCATTTCTTTAGCATGTTGGTTACAGTAAAAAAAGCAAGCTCAGGTGTATTGTTAACCTGACT
+TAAATGACCCAAAAAAGCCATCCCTATCATTTTCATTTTAAAAAGCTTGACTAAAGTCTCCCCTGCCGCT
+TCATTGGAAAGATGCCCTACATCTGATAAAATCCTCTTTTTTAATGGCCAAGGATAAGGTCCCGTCGTCA
+GCATTTTTACATCGTGATTGGCTTCTAAAAGGATAAGATCCGATTCCATGAGATTATAGGCAACTCCTCT
+CGTCATGTAACCTAAATCTGTAGCGATAGAGATCTTTTTACCTCCTGCCTTAAAAGAAAAGCCCACAGGT
+TCTGCAGCGTCATGAGGTTTTTTAAATGGCTTTATCTTTATCTCCCCTATTTCAAATTCTTCTCCCGTAA
+CAAAATACAATCTATTTTCTTCCTTAATTTCTTTTACGTCTCTTTCCATTGCTTCCCAAGTAGCTTTGTT
+AGCATAAATAGGAATATCATACCTTCTGGAGAGCACTCCCGCTCCTAAAATGTGGTCTTTGTGCTCGTGA
+GTTATGAGTATCGCAGAAATTTGCTCTGGATGTACTCCAATATTTAAAAGAGCCTTTTCTATAGTCCTGC
+CTGTAAGTCCTGCATCTACAAGAAGGTGAACATCTTTGTAGCCTATGTAAATAGCGTTGCCACTGCTTCC
+CGACCTCAGCGAACAAAACTTCATATAGCTGCCCTAAAAAAGAGGCGCTCCCCCTTTCGTCTATATCACG
+ATTCAATTATACCACAAAATTATCCACATGGCTTTTGTGTGTAAATTGTTTCAGCAAAATCATGCCTCAC
+TTACTACAATCTTTAGATTTCTAACAGCAAGTTATTAACATATTCACAACACCCTGTGGATAACTCCTTA
+ATTGAAAAAGAGGGGAAAATCCCCTCATATTGTGAGCGCAACATTCCGGCCTTCAGAGATAGCGTGAACA
+ATTTTTCTCACTTCTTTTGCATCCCCTATCAAATAGAGCTTCTCCTCAGGCACAAACTTTTTTACTTCCT
+CATAAAGAGTCCTGTTGGGCCTCATACCGACTGATAAAACTATTGTATCAGGAAGAGGAAGATTCCTTTC
+TCCTTCCAGTGTCTCTGTTACAAGTGACTTGTTCACTTCCTTGAGCTTAGTCTTTACGTAAATTTCTACA
+TCTCTTTCCTTTAACCTCTTCATCAAAAGATTTTTCTCAAATACCCCCATATCTCTTGCTACTTCATCTA
+AAAGCTCTATCACCATGACTTTTTTGCCTTTTTCGGAAAGGTAGTCCGCTGTCTCCATACCTATCAAGCC
+GCCACCGATTATAACGACAGTCTGCCCCGTCTCTTTTCCTTCCTTAAGCACTTCTGCAGCAGTCATGTAT
+CCATACTCTTTAAGCCCAGGTATTGAAAGAACTATAGGCTCTCCTCCTGTTGCAAATATTATTGCGTCTG
+CTTCCCACTGAGCTACTTCTTCAGCAGTCACTCTGTGATTTAGCTTTATCTCAACTCCTAATTTAGGGAG
+CACTTCCTTGTAGTACTCTACAATTCCCATGAGTTCTTCCTTATAAGGTGGCATTGAAGCTGCGATGAGT
+TGCCCGCCTAATTCTTCATTTTCGTCATAAATAGTTACTTTATGCCCTCTTACAGCAGCAGTATAAGCTG
+CTTCAAGCCCAGCAGGCCCAGCACCTATTATGAAAACCTTCTTGCCAGGATTTTCAGCCTTAGGTATCTC
+AATCTCGTCGCTCCTTCCAACAGCCGGGTTTATGTTGCAGCCAAACCTTCTTCCTCCTCTTAGCTCGTCA
+AAACAACCCTGATGGCACGCAAGGCAGCGGCGTATCTCCTTAAATCTCCCTGAAACGGCCTTGTCAAGGA
+ATAGAGGGTCAGCAACTAAAGGCCTGCCTAAAGCCACAAGGTCAGCCTTACCTTTTGAAAGTATCTCTTC
+TGCAATATCAGGGCTATTTATCCTTCCAACAGCTATTACAGGTATATTTACTTCTCTCTTTATCTTTTCA
+GCATAATCCCATGAAAGGCCCTTTTTAGTGCCCAATGTCTGCATGGTGATAGGTGCAGCCTCACACATAG
+TGCCTAAAGATACATCAATAGCTGCTACTCCTTTTCCCTCTAATATCTTGACAAGCTTTATTGTATCTTC
+TAATTTCCATCCATCTTCTACAAATTCCTCTGCACTTATTCTAACAATTACAGGAAAACCGGGTAATTCA
+CTTCTAATTTCTTCTAAAATTTCTATCCCAAATCTTATTCTATTCTCAAAACTCCCACCGTATTCGTCCT
+GCCTTTTGTTGGCATGAGGAGATAAAAATTGGTGAATAAGATAACCATGTCCAAACTGTATCTCCAAAAA
+GTCTGCCCCTGCTTTATAAGCCCTTATCGCAGCATCCACATAGGCCTTCTGCCATTTTTTTATTTCTTCT
+TTTTCTATTGCTTTAGGCTCTACGCCAATGCTCGGGCACATTACAGCAGAAGGCGCAATAAGAGGCATTT
+TCGTCGCCATGGGATTTGCAACTCTTCCAGCATGGTTGATATATACTGCGACTTTGCTACCAGCCTCCTG
+TAGGGGGGTAACAAGGCGTTTTAATCCATCTACCAGCGAATCATCGTAAATCCCTAACTGGCGCGGAATT
+TCTTTGCCGGATGGATCCACGTATGCGGATTCTAAAACAATTAAACCCACCCCTCCCTTTGCTCTATTAA
+GATAATATCCTATCAATTCTTCCGTAACCTGCCCCTCTACTGTAGCATACCCTGTTTTAACAGGAGCCAT
+TACAAGGCGGTTTTTAAGCTCTATCCCCCCGAGTTTTATGGGTTTTGTAAGCTCCATATTCTCACTCCTT
+CTCTGCTATGAGTTTTAAAATAATGTTCATAATTTATTTATTCGACACAAAAAAGACAATTCCTTCTTGT
+TTTTTTCTCTATCAAAGGGAGGGGTATACATTTTTAAGCGTTTTTCTCACTTTTCAGATAATCTAAAATA
+TCTTTTAAGCTTGCAAAAGCTACTCCAATGCTTGTATCTGCAGCACCATAGTAAATTATAAGCTTATCTT
+CTTCTTTTCTGTATATTGCCCCTGTTGGAAACACTATATTCACTGCATTGCCAATCCTTTCATATTCTTC
+CTGCGGTGCAAACACCCACTCTCTGCTTCTCCTTATCACTTTCTGTGGCTCTTCTAAGTCCAAAAGTGCA
+AGTCCCACTCTGTAAACAGCTGTAGAAGCAGTGTAGCGAATACCGTGATAAATTATAAGCCATCCTTCTT
+CAGTTTCAATAGGAGGTGCTCCTAATCCCACTCTGTGGCAGTCCCACATTCCCGGCCTTGCTGGCAGCAA
+AATCTGGTGCTTGCCCCAGTAGGTGAGGTCATGTGAAAAGGAAATCCAGATGTGTCCTTCTCCTCTAATT
+ATTGGCCTATGTATAAGGGCATATCCATCTTTAAATTTTTTGGGGAAAAGGCAGCCGTCTTTGTCTTCTG
+GCGGCACCAAAACTCCTTTCCTTTCAAATCTTTTAAAGTCCTCTGTAAGCATTAATGATATTACAGGACC
+ACCTGGAGAAAAAGAAACATAAGTTATGGCGTACTTTCCCATGTCCTCTAAGTACACAATCCTAGGGTCC
+TCAAGCCCCCACATCTCCTCACTGTAATTTACGTCTGGCAAGAGAGTGGGCTTATCTGGTATCTCCCAAT
+TTGTAAGGCCGTCCCTGCTTTTGCAAAGTGTAAGATGAGAAAATCCGTCTTTGGCCTCTACTCGGCATAA
+AAGATAGACATAGCCGTCAAATTCTATTACTCCTGGATTAAACACTGCATTTGCATCATAGGGAATATCA
+TCCCTTGTGAGTATGGGGTTTTTCTCATACCTTACAAAAAGCTCCTTATCGCGCATTTTTATCTCTCCTC
+AGTTTTTCTATTTGGAGGGAATACACTTCTCTTAATTTTACAAAAAATTCTGTATACTCTTTTGTCTTGT
+AATCTGGATAGGTCCAAGGAAGAAATTCATATTTGCCTTTTGTATAGTAAAGGGTCACCTCTGCAAAGAT
+GCCTTTCCCAAGGTATATCCTGTGGTAAAAATTCTTGGTTGAGAATAATACCACTTTCGCCATGTCTATG
+TAACCAGGGTCTATATTGACTTTTCTTTTTCCTCCTTCAGAAAAAATTTCTTCTACAGAATTTGTGAATA
+GCTTCCATTCATACGATTCATCTGGACTAAGAAGCTTTTCAAAGGATACAAAGCGCTTTTTTAAATCTTT
+TCCCATCTCTTCTTCATAGTAATCCGTAAAGTCAAAGGGAAAAGGACCAGCCTCAAGGTCTATTTCTCCC
+CATTTTTCTTTTAACTTTTTTATCGCTTCCTTTACTACTTCCTCTTCTTTGTATATAAAGCCGCAAAAAA
+GTTTTACAGGCATCACTTCTTTCACTTTCCCCATTTAATTCCCTCCAATGCTCATTCGAGTATAGCTACA
+GCCCTTACAGGGCTACCGTCAGAACCCTTTATTTTAAGAGGCAGCGCTATGAATAAAAATCTCTTTTTAT
+CTATAGCTTCTAAATTTGTCAGATTTTCTATTATTCCCACTTTGTTCCCTAATAGAACGTGGTGAACAGG
+GAAATCTTCTGTTTCCACAGGGTCAGGAGATATAGTATCTAGCCCTATTGCCTTTACCTTTTTGTCTACC
+AAAAAATGGGCGAGCTCTTCTGTGAGGTATGGAAATTCTTTTATATAAGCCTCTTCTCTCCAGTATTTGC
+TCATTCCTGTGCGGAAAATGACTATATCTCCCTCTTTTAAATCTACACCTTCCAAAAGTTCTGGCCTCAT
+CAATCTATCTGGCAAATGAGGCACATCTACTATAACAGCTTCTCCTGAATAAAAGTCAACAGGAAGTTTT
+TCAATTGTGTCTCCTTTTTCTATGAAGTGAGCCGGCGCATCGCAATGAGTTCCTAAATGTACGACATATT
+TCAGCTCTGTAAGTTGGTACCCGTCCTTTTCTACTTCAACAAGTCTTTCTACCTTAATTTCCGGCTGACC
+AGGGTATTGAGGCATACCCTCTTCGATGAAGTGGGAAAGGTCTATCATCCTCACGGCACTTCCCCCTTGT
+TTTGATTACTTTGACTTCAGTATAGCATATTAAAAAAATTAAACAACTACTTTTTGCGATTAATTATCAA
+TGTTTGGGGTAGAGACTTTATCACTTAAACTTAGCAAAATAACAGCACTTATAATACAAGTTATCCCTAA
+AAATTCAAATAAATTAAAAGGCTCTTTTAATACAAAAACTCCAATTAAAGTTGCCACAACAGGCTCCATA
+GTGGTAAATATCGCTGCTCTTCCTGCCTCCATAAAAGTAAGAGCTCGAGTGTAAAGAAAATACGGAAGTG
+CAGTAGAAAAGGCACCAAATAAAAACCCTAGAAGAATCACATGGGTATTAAAAAAGATGGAAGGCTTTGC
+TAATACAGAAGAAATCGGGACAAGAGCGATAGTTGCAATCAAAAAGGTAAAGGCTGCAATCCTCTCTGGT
+GGTATATGCCCTGAAAGTGGCTTTGCAAAAATAGTGTACAAACCATAGCCAACTGCTGATAAAAGCCCGT
+ACAAAACGCCAAGCCACGATATTTCTTCACCGGTAATGAAAGACCTTAAAGCGCCTGAAACCAGTAAAAC
+TCCTGTAAGAGTAAGGATTAGGGCTATACTTTTTCTTAAAGTTATCCTTTCTCCGTAAAAAATTCGCGCA
+AGGACCACTACAAAAGCGGGAGCAGTGTAAAGAAGAGCTACAGCTATAGGAAGTGTAGTAAGCTTAATTG
+CTTGAAAATAAGACCAGTTAAAGAGAGTAAGGCTCAAAATGCCCGTCCCAAGCAAATACTTCCACGACCA
+CAGAGGTAATGAAAAAGATTGCCTCAATACTGCAATAATAGAAAAAGCAAGTAAGGCCCCAAAAAACATG
+CGCAGAAAAGCCACATCAGCGGTAGTAAAACCCAATTTAACTATCATCCTGACAAAAAGACCTGTCGTTC
+CCCACAGGGCACCTGCGGAAAGAGCAAGCACTTCCCCTCTTCGCACTCTTATTTTCTCCTTTCTTTTCTC
+CTAGCGATTATGTCATTATTCCACTTCATTATAATTTCTTCAATTTCCTTTTCTGAAAGGGTTGGCTTTA
+AATACATGCCTTTATCAAGCCTCTGCCTTAAAGCCTCATAAAGTATTATGCCTGTCGCCACAGATACATT
+CAGGCTTTGCACCATACCCATCATAGGTATAACAATTCTTTCATCCGCAAGATTTAATATATCCTCCGAC
+ACGCCTTTTAGTTCATTCCCAACCACCAATAAAGTAGGCTTTGTATAATTTATTTCCCGGAAATCTTTTG
+ATGACTCATCTAGCCAAGTGACAACAACCTGCAAATTTTCTCTTTCTTTTATCTCCTTTATCGCCTTTTC
+TCTGTCATAAACCCTTTCAATAAAGAGCCACCTATTTGCTGCCATTGACACCGCTTCATTTATCTCTATG
+CCCTTTTTTGCTTCAGAAAAATAGTATACTCTCATCACTCCAACAGCATCGCATGTCCTTAATATCGCCG
+AAAAATTGTGCTCGTTCGTCACATCATCCACAAAAACGACAAGGTCTTTTTGCCTTTTCTGTAAGACTTC
+ATAAAATCTTTTTAGCCTATCTTCTAAAACTATTATTCTGTTAGATTGCATAAAGATCTCCCTGCCTTGT
+GTGAAATTTTATGTTTTTAAAAGATAATTTACAGCGTATAAAGGTGTGTTTGAAAGTAGCTTAGTATGCC
+CTTTCACACAAGACACCTTTATTTATAATTTAGCATATTTCAGAGGATTTTGAAATATCCATATCCTAAT
+CTTGTCTTTGCACCTATACCAAATTCAGTAAGAGCTTTCTTTATCCAGTTTTCTACCAACTTTTGTAAGC
+GGGTGCAATCGTTCAAAAAATCTATTGCCCCTTTCACTTCCGGTGGAATTTTTTCTTTTATGAGTTCTTC
+AAAACGGACTCTGTCAAAAAGCACACTAAACTGAAAACTAGTATTCTCCTTCACGGTCAGAAAAGGTATA
+GGAATAGGGTTTTCCCAATCGCCTGGTGCCGTTTTCCCTGTATCATCGCCGTAATAACTTTTATAATGTA
+CATTTATTATATCCACATCGAAAAGCGAAACATTGTTATTGATAACCGGAAAGGCATCAAGGAAAAGAAG
+CAATCCTTTAAAATCCTGTGTACCAAAAAGCAATTTATGTAAAACTCTTTTTGGCGAATCTTCTTTCCCT
+TTATCAGAAGAAGATCTATCAAAAATCAAACCTTCATAAAGCTCCTTTTGTAAATTCTCAATTTCCCCTT
+CTTCTATCTCTTCACCCCTCGCTTCTTCTATTGCTATATCCCAAAAACTTACCATCCTACAAACACCTTT
+TAAAGCAGTACCAGGAATATAAGGTATTCCAAATATGTGGTGTATTGTAAGAGAAGTTTCTAGAGGATGT
+TCTGCACCTAAACCTATTACCAATCTGGAAGCAGTTGTAATCTTGTATTGTCTTAAAATTGGTTGGTAGC
+CTTGCTTAGAAAGGTCTTCAATTTGAAGATTAACTCGAGAAAAAAGATTAACAATATCTATTCCCTTTAT
+GGAGTATCTGGTAAGACTGTTTAGGAATATGTTTTTTCTCTTCCCTTCTGTACCTTCAATTAATTCTCTC
+CTTATTAATTTTGAAAATGCTAGAGAAAAATTTTCACACTTCTCCCAGGTAATCTCTGAATCATTTTTGT
+ACACTGTTTCTATTAAATTTGAAAAATTTTTTATCATTGTTCTTCCCTCTCCCCAGACAAATCATCTTTT
+TCTTCCTTTATTTCAATTTCAACCGTTCTCTTCAGCCAATTTGCCAGGGCTAAAATTTCTGTGGTAGCTA
+ACCGCAGAATTTGAAAATCTTTGTCCACAAGTTCATCAAGAGCGTCTTTATTCTCTGATATGTATCCTCT
+TTTTTGTAACCATTTGTTCAATGTGTCATATACCGGCTTGGTCTCCTCTTTGGATTTGTAAAAAGCCAGG
+GTAGGAATTAAACCATTTGAAACAATAAAAGCTGGCAGTCTTCTAGCATTTGTTTTATATTTGTCCCTTT
+TGTCTTTTCCTTTAGGCAATTCTTCTATTTCTTTAAGGCAAAAACTTGCTCTTTCTTGCTCAAGTGTTTT
+AACTTTTAAACCTTCAACCACCTTTCTCGTCCTCCTTTTTAGAGATTAAAGAGAAATTTTCACCCTCATA
+AACCCTTTCCCTGTAGTTTCATCTCCTCCAAGCTGAAGAATAGTTCCATTTAATATTTCATGCAAATTAT
+TTAAAACTTCTGCAGAGTTAAAATAATTCCCTTCCCAAGCTTTTTTAAGATAAAATTCTTTATTTTTTAC
+CTTTTCCAGCCATTCTTTTTTCTCAATCTTATTCTTTGCTTCTTCCCAGTTAAGTTTTCCCTGGGTCTTT
+TCTTTCACTTCAAGAAGGCAGCTATAAAATTCATCATCTATTCCAAAATAAGGGTCACTAATAAATAAAA
+GTGAATAAAATACGCTCTCAGAGGGTATGAGTTCCTCAGTAAACAATGCTCCCTCCTTCACTGTCCCTGT
+CTTTTGGTCAATTCTCACTCTTGTCCTCACTTCAACAGCATAATTTACAAAATCTCTAAACGTGTCATCT
+GATACAATGGCAAAATGTTTTTCAATATCTGTTGTAAGGGAAGTATCAGGAAGCAAGTTTTTTATAAACT
+TGACAACTTCTGAAATATTCTCCGACGTGTTTTTCATAGAAAATACAAACTCTTCAAAAGCCACTTGTTT
+ATCATTTATCCCTAAAACTGAAATACTTTCTTTTGGAATCACTGCCTCTCCATCTTTTAAGTGTAAATTA
+TCAATCACTTCGAAATTTTTATTAACTTCATTTATTCCTGCACTTTCCAATTCTTCTTTAAATCTCTTCA
+ATACAAAAGGACAGGTAATCCATGCACACACGCCTCTAACAGAACGAACCGGATACAGCAAAATCTTTGC
+ATCTGTAATGCTTATACAGCTAGCAAAGTCAGAATCTTCCTCTGGACCAAATATAAGATTCACTTTATCT
+TTGTCTTTCCAAATTCTGTAGCAAGTATCCCTTATAACTCCTTTGATTCCGCTAGACCAGAAAATTGGGA
+AAGCAGTATGTCTTTCCCTCTGGATTGGCAGGTCCACATAAGATACGCTCTGCCCTGCGCCCATATGAAC
+AGGAGTTTCAGCATAAAATGTAATCAAAGCAGCTTCTTTATACATCTTTTACCTCCTCCTTGCCAATGAG
+AATTAGATTAGAGCCAATAAATTCTTGCTCACCACTTGGAATTTTAAAAGAATGATAATTGCCCTCAGGT
+ACAATGAAAGCCGGATTCATTAAAAGCATGTCCTCTTTCGCTTTAAACCACATCACTGTGCCACTTGGAA
+AAGCCCTCACAGTCTTCGTTATTTTTAATTTGGGTGAGTACCTCCCTACAATTGTGTATTTATCTAGAGC
+CAGTGAAAACACTTCAAATCCTTCCACGGAAAATTTAAAATCAGGAAAAACTCCAGGGGTCAGAAATAAA
+ACTTTTACAATATCTCCACATTTTACTTCTACCATTTGTGAAACTCCCAAATTTTCTCTCAAAAATTCCA
+CAAAATTTTCTTCCTCCACTTCATAGAAGGCGTTTTTCATCTCACCTCCTATTTTTAAAGCTCTTGGCGG
+TTGATTAAAAAATCCCCTCAATTTGCTTTCATCTGAAAAACCTGCTTTTTTAATCTCTTCAGCTTCAAAA
+TCAAATTCTACCCACACAATGAGATTTACATCTTCCTTTAATCTCATAAATTCTATTCTATAAAGTGCGT
+CTTCTTCTCCCCCTACTGCATTCACTGTGCTATCCATTTTAATTCCAAGTCTTTCTTCTTTTGTGAAAAT
+TTCTTTATACTGAAGTATTTCATGTATTTCTATTTTCTCCCCTTTGAGCCACTTTCTCAGCCCTTCTATA
+GAAATAAAAGCCGGAAAAGTTCCTATATCCTCTTTACCCATATACAGCGGAAATGTTTTAATGTTAGAAT
+CAGCATTAGTATTTTCTTTCTTAAAAAGCTTAGTATTTAATTCATAATGGCGAGCATGAAATATATTTTC
+AATTTCTTCTTTTTTTCTCTCCCCCAAAATATTACTGGGCTTAGGAAAATAAAGTTTCCCGTTTCTTTCA
+ATAAAAGGGCCATAAACATTTTTCAAAATCCTCGATGTGTCAATTTTTGTATGCGCATGAATTTTTGTAC
+AAATAGCCCCTGCAAGTGTGTGAGGATGAGGAAAAATGGAATATACTACATCACCTACATTAAAAGGCCT
+TCCCGAGCCAAAGAAAAACACATCGTAAGGGGTAATTTTAAACCTTATCATGACCTTTCACTCTCCTGGA
+AGATTAATCCCTATAAATTCGTACTTTTCTAATTTTGTTAAAAAATCTTCAGCTGCTTTTTTTTGAGGCC
+ACTCTTGCCATATTAAAATCACTCCAAAGTAATGATTTTTTACATTTTTCTTTATTTGTATTATTAAAGG
+AGAAGCTTTTCTTCTGCTTTCTCTAGGAGAATAAGAAAGCTCTGAAATTTTTAGCTCATGTTTTAGAGCT
+CTATAGAAATTATCACGCAAATCATTCATCGCACTTTCATAAGAATCCCAAAAACTATTTTTAGGTTTGA
+TTAAGAATATGTTTGTATTTCTAAAATTAATAAATTCTTCAAAAGGTTTAATTTTTAAGCTGTTTTTTAT
+ATTTAATTCTTCTAATCTCTTATTTATTTCTTTTCCAATCCCTTCTAATTCCTCACCATAAAAAGCAAAT
+TCTTTTACAATTATACTTCCAAAACCTCTCCTCCATCTAGCACCAATACCACCAAATAAACTTAAACACA
+TCAGCGAATTTTTAAGCTCTTTTTCATGTTCTTTTGGAAAATGAGGCATAAATTTGAAATTTAAAATAAA
+CTCTTGATTAGGTGCGTAAGAAGTCCTTACCCTTTCACTGTAATTCACTGCAGCACCCTTTTCTCCTTTT
+TTTCTCCTGTCATTCATGCACAAGTATGCTTTTCCTCTACTTTGTGGTTCTTGAAGGATCTTTATATAAA
+ATCTTTTGGCTTTGGTCGTGGAACCAAAAATTTCACTTTCTCTTTTTCGCAGTTCCTGAAGACTTTGATA
+TTTCAAACTTCCATAAAATCTAAACCACCATCTCAGAATACCGTTAATAGATTGCTCTCTTAATTCAAGC
+AAATTTTTTCTTGCACCACTCATTATTATTGGAGTCACTATTTGCAATTTACACTCGTAATTTCTCATTA
+TTCTCACCTTCTTATTGAAACTCACACATACTTTTTTAAACACTTTAAAATCTTTTTTTCAAAACTCTTG
+TCATATCTTAAATACAATTTCCCTTCTTCTTTTCTCACTTCCGTGACATTTCTCTCAAAACCACTATGAG
+CTAAAAAATTTCTGTTCTCAAAAGAGCTGGATTTTCCTTCATCTATAAAGTTATAAACCTTACTCCACTC
+TTCCGTAGCTTGATTTAAAATAGATTTTTCTTTCTTTTTCCCTCCATGACATAAATTATGAACTTCCCTC
+CCCAAAATTGGAATATGAGTTTCCAGTCCGAATAACTTATAAATAGAATTCTCTTCAGAGGCAAAGAGTT
+GCTTTATCTCTTCGAGTGCAATTCCATTTTCATAGTCATATTTTGATATACCCTTAGTCTCTAAAACTTC
+TAAAATTCCTGCATAAAATCCTAAAGATAAAATAGTGTTTAAATAATCAGATTTGAAAAGCACTGGTGAA
+CTTTCCCATGTACCTGAGAGTTTTCGTTTGAGCATTTCTAAAAAATCTTTTAAAAATGAAATTACATCTT
+CCCAAGCATCAAAATTGAAATGATACAAAACAAGTGGCGTATTATTTTTAATAGCAGAAAAACAGATGAG
+GAAATTTTCAAATAGCTTTTGGAGAACATTTTTTAACTCCTTTTCTTTTCCTGCTATTCTTCGAGCTAAA
+TTGAAATTATCTAGTTCTTCTTCCCCTATAGGAGAAGAAAAGAAGGTTTTAAAGCGTAGTTCTTCAATGT
+GTATTTCATATTCTTTCATTCCTGTCGTTCCTGGCAAAATAGGATCTGAAAATGCTAAAAATATTTTTGG
+CCTCTTTTCTTTTTTAAGCCAATTTAAAAGACCAGAAAACACAGAAAAATATCTTGCTGCTTCCAACAAA
+GCTGAAATATAAATATTGTGTCCGCTAGAAATATCAATGTAAAACTCCATTGTTTCATTATCTCTGTTGT
+ATTCATTTAAATACCTTATAGCCATGTCACTAAAAATTTGTAAAACTATATCATTGTAGTCAGAATTAAA
+TTCTATATATTCGCCAAAAATTTTATATCCTCCTAACGAATGGATAACAAAGAAATCATCCGCAATTTTG
+CAGTGTGGGTGAAAACTATAAAACGCGTAAGGATCGGTAGAGTACTCCTGCAGTGTATTTGGAACCATAT
+CTTTAAATCTTTCAAGTTTTTCTTTAAATTTCTCTATTGCCTCGTCGTTGCTTTCAATCACTTCCTTAAT
+AGCACTTTCATTTAAAATTAAACTCACAGGAAAAATCAACACTACCATACTTTTTTCTTGAGGATTTTTC
+TTTTGAAAAAATTTTTTCATAACAAAACTTGTAAGAACTTCTGTATATTTTTCTTGCCGAAAAGTAAATT
+CTTGAGTTTTCATAAAACCCTTATCAAATCTTCCAATTTGATATATAACTTTCATATCCTCGCCTCCCTC
+TATTATCTTTGTAACGTCAAATTAAAGCCTTAAATTCGCGTATCTATAGTCTCCAAAACATTGGAATAAA
+AATTTTTTCGAGAAAAAGGAGGATTCCCTCCCCTTGGTGTCGTAGGTAGTAGTTGTAGCAAAAACAAACA
+CCATCAACCCAAAGGAGGGAATCCTAATTTATGTTTCGACAACTACTACCCGTTTTCCTTCTTACTCATT
+TATTAAATTTTTTGCTTAAAATTTCTCTATTCGCTCTCAAACACTTTAAAGTAGATATTCAGCCGCCTGT
+TGACCTCCAACCTTCAGGCTACAAAGTTTTGTCACCTTTAGAGGATCCTTTGCCACTTGTTGAAAAAGTT
+GTTGAGAAAAAAGATTACAAGAAAATCCTTGCCGAAGCTGAAGCTCAAGGTAAGCCTATCTCTCATGTTA
+GACGTATTAAACCCCTTTGTGTTGATGTTGATAAGTGCCCTGTTTGCGGTGCCCCTCCTGATTATTTGTA
+CAGTTTTGGTAAAGACCCTGACGGCTTTCAAAAACTACAGTGTAAAGTGTGTAAACATCAATGGGCTCCT
+GGTAAACCTGCTCCTAAAAAGTCTCGCCCTACTTACCGCTGCCCTTTCTGCGGGTCTGCACTTATTCAGG
+ATAAAACTAGAAAGAATTTTACTGTGTTTAAGTGTCGCAATGATAATTGCCCTAAGTGGCTTAACCACCG
+TAAAAGATATCGCTTCAGAGCTTTTGATGTTGATTTTGATGAACTCTCTTCTTCTTCTCCAAATGCTGCC
+CCTGTTAACCTCGCAAAAAGCCATTTTAGCCCATTCTTGATAGCACAAACTGTTAATTTATACGTAGGTC
+TCGGTCTTTCTTTAAGGCAAACTGTCTCTGCACTACAGCATATATGGCAAGTTCAACTCTCTCATCAGAC
+TATACAAAACTGGGTGGTTTCCTTGGCCTCTAAACTCGCTCCGCTTGTTAAGTCTATCAACCTCCCTTTG
+TCAGGCCTTGTTGTTATTGATGAGACTTACATAAAGGTCAAAGGTAAGTGGCATTACCTTTTTACTGCCT
+GTGATGGCTTGAGAGGTTTTATTATCTCACAGCACCTTTCTCCTCATAGGGATGCTTTAGCTGCTTTGAC
+AATCCTTAAAGAGGTCATTGACCGTTACAACAACCGAGAATTCATTTTAGTCACAGATAAAGCGCCTATT
+TATGATGTGGCAGTCCATTTCGCTTCGGTTTTCTTTGGAGCCAATATCCGTCATCGACCTGTGTTGGGAA
+TCTCTCCTCCACCCGGTGGTGACAGTCATACTTACAGACCGTATAAAAACCGTTTAGAACGCTTATTTGG
+CTCTTACAAGGCTCATTACAAGCGCCATAAGTCTTTTAGTTCTTTTGAAGGTGCTATCGCTCATGCATTG
+CTATATCAGCTGTACTACAATCACTTGAAACCTCATGAGGCTTCCGATGGCAAAGTACTTGCACCCCTTA
+AAGATAAACATGGCCACCAAGTGGATAATTGGGCTAAACTGATTCAATGGTTTGTTGAGCTTAATTAAAC
+TCTATAATCTTGACAACTTTTATGTGGTAAGTTAGACTGTATTTGAAATAGTCTAGCTTACCATAGGGTG
+ATATTTGCCTTCTTTGCCCATAAAAGCTTAGATTTTATTTACTTATAGTTTTTCCCTAGGTGTCATTTTA
+AGTTATTGATTTAATAATCACTGATTTCTTTGCTAACTACTACCTACAATTTCTATTTTTTAGGGAATCC
+TCATGTTCTTACTTGACGCTACCATTATCTTTTATTTTCTCTTAATATCTTAGTTTTTCTTTAATTTTCT
+CATCACAACAAGAGCATCTCATGGCTTATATTACCATTTCTTACTTATCTAACCATTAAATGGGTAAGCT
+TAATAAACCTCATATCCTATTTCCATATTATGGCGGGATAGCTCCACTTATCTCATGGGGTTTACCCTCC
+CATGTCTCACTGGATCTTAGTCCTTAATTCCTTCGTTCTACCTGCCATGAGGTGGATGTCATTTCTGCTC
+CATTGCAGGGTCTTTGCCCGTATGGTGATTATTTTTATGACAATTCCCGCTCTTGTTGTCAATATCCCAT
+CTCTTGATTGGTTGTTTTTGTCTTATTCCTTCTTTTACCTTTTATGTCACATCGTTCACACTTTCGCTTT
+TCATAAAAATCAATTTCTTCTTAAGGGTCAGCTCTTTAGATGTGACTAAGTTAAAGCTGAAGAGAAGATG
+ATTAACCCTTAATTGATTTGATAGTATGTTGGCACTTTTTATGCAGCTTCCTGTAAGCCTGGCCTCTTTA
+TGTCCTTCATCATCTTGATTGGGTCATATTTTACTCCTTTCTTTAATATGACATAAAATATCCTTATCAG
+TTTGTTGCACAATACTATTAGTGATTGCTTCTTTTTTAGCGGGTTTTGCGCTCTGGTGGTGTAATATTTG
+TGTAGTTCACGAAATTCTTCGTTTTTTGCGACCAAGGCCATTACTGCATTAAATAGCACACTCCTCAATC
+GCTTCCTCCCTCTTTTACTTATTGTCGTTTCTCCTTTATGCTTACCAGAGCTATTTTCTATTAGGTTTAA
+TCCCCCTAGTTTTTGTATCTGTTTTGGATGTTCATATTTTTCAATATCTCCTACTTCTGCAATAAAACCT
+GCTACTGTGTTTACTCCTATCCCTTTGATTTCTAGTAGTTCTTTAACCCCTGGTATCTCAACTATTAATT
+CTTCCATCTTCTTCTCTATTTCTTCAATTTGTTTTTTTAAAAATTCGTATTGTTCAATGAGAGTCTTTAT
+CTCGTATTCCGCCATCTTTATGCCCTGCTTCTTCCCTATGCTCTCCTTAGCAGTTTCTATCAGCTTTATA
+GCCCTTTTTTCTCCTACCCCTCTTTGTACTTCTTTCTTCCATATCGATATTATTTCTTCAGCACTCTTTT
+TTGCTATCTTCTCAGGCGTTGGAAATTCTCTTAATGTGATAAGTGCTGCTTTCCCTTCCCAGTCTGAAAA
+TACGGTGTTAAACTCTGGAAAGTATATGTCCAACCATCTTGTTATTTGATTTTTTGTCATCCCTATTTGT
+TTGTTCAACCTGTCTTTTATGCCCATCGCTACCCTTAATTCTGCATATACTCCTTCAGGTATTATCGGCT
+CTACATATCTCCCGTCTTTTACTAGCATTGCTATTGTTTTTGGGTCTTTCTTATCGCTTTTTGTGGGAGA
+ATTGTCATCTAATTCTTTGCTCATCTTTACATGAAATGGATTAACCAATACTACCTTTATGTTATTGTCT
+TTAAGGTATTGGGCAAAACACAGCCAATATTGCCCTGTCGGTTCTATCCCTACTATTAGTTTGTTTTTCT
+TATGTCTCTCCATCAAGTCTTTTGCCCAGTTAAGAAATTTTGTCATACCTTCTCTATTGTTTTCAAATCT
+CAGGTATTTCCCATATTCTACTCCTCTGTAGTCAAATGCTCTGGCATAATGGCTTTCTTTTGCTATGTCT
+ACTCCCGCAATTAATGTGTCTCCCGTTACTTGCAAAATCTTTTCATTTTGTTTATACTTCATTTTAGGTA
+CCTCCTGTTTATTTTGATAATTCGAGGTAAGTTCTTAAACTTACACTCTGTATTTTATCAGGAGGTACTT
+ATTTTTTCAAAGTCCATTCTCCCTTATTTTTTATTCATTACAGGAATGCTCCATTGCAATTGACCTTGCT
+ATAATCAACATATTAGCAAAATCTATCACTCTATCTGGCGTTTCTTTAACTATCTCATCAAACTTTGGGA
+GCAATATCTCACTAGCATATTTTTCTAAAATATCTCTGTTTCCACTCTGACGAAGAAATATTCTCTTTAA
+TTCATTTCTCAAAATCCCAATAATTTGTTCTTTATTTTCGTCATCATACAATCTGTCTACTACCTCAAAA
+AATTGATAGGGAAAAGTGGATGAAAATTCTCCTTTCTTGAAATGCTCTATGAGTTCTCTCAAAAAATCCA
+TCAACGCCCATTTGCCCCCGCATTCTTTTAGTGCTCCACTTCCTTTTATAAACTTAAGGCAAAAAGCATT
+TCTATTATACTGTCTTTCGTCTTTTGCTTTCTTCTGAGCCAATTGAACCTCTTTCAAGGCAAGGTAAAGA
+GGATATTTGTGATGAACTATTACAATGCCTGCACTCATGGAGGCTTCAGAACTTAAAACTTCTTTAAAAG
+CGTTCTGCAATTCATAAGCACATTCCAACACCTCTTCTACAGGAAGTAATGCTAGAACGTCATCTCCTCC
+TGCATAAACCAATTTCCCGTAATGTGTTTCTTCTACAATTCTTCGCACTTCTTGAAGAGCAAACGTGGAA
+ATTTTCCTACTCAAGGTCTGGTGAAGAGAAGGAGTAGTAGGGTGTTTCTTACAAAGTATCGAAGATAGGT
+TATCTTTTGCATGTTGTTTTATATGTTCTCCCACTTTGGGGTGTAAAGTTTCCATTATAGGTGGATTATT
+CTCTCCTTTTAACCACTTCCCCATGTGGTCCCCATCCATTTGAAGAATAGCATAATATCTGGAAGGGTTG
+ACCCTGTGTTTTTCTAAAAGCTTTGTTATTTTCTGAGACATCTTCTGAAATTCCTCTACTTTGAAGTTCT
+CTGTATGCTCACTTTTAATATATTCTTCTCTATAACTCTCCCTCATCAACCACTGTCCATCTATTTCAAA
+AAGTTGGTTATCTTTTAATTTCGGAACAGAAACAGTATTGGGAAGCAAAAGCTTCTGTTTAAATTCTCCA
+AATAATTCCTTGAACTCTGCAATAAACTCTTTGTTGTCAGCAATTCTCCTTTTTTCTCCAATAGTTGCCA
+TTTCAGAAGTTGAGGGAAATTTCATTTCTTCGGAAAGATTTAGCTCTTCCTTCATTACCTTTGGGAATAA
+TCGCTTTGCAAGACACACTCCACAGAGTTGCTCTTTTTCTTTTACCAAGCCTTTTTCCTTACTCCTCAAT
+TTTTCCCAATCTAATGGCAAAACTTCAAACTCTCCACATAAACTGCACTTACGCCCTTTTTGTTCTAACT
+GTTCAAATTCCCTTATGCTCTTCCTCGCTCCAAGCAATTTTTCAGTTAGCTCAAGAAGTAATGAATAGGC
+TATGCTAAAATCTCTGTATTCCTCATCTTTTTCTTTATTTTTACTCCATATCTTAGGAACAGATTCTATA
+AACTCACTTATCGTTTTGTAAAGCTCTGTCTCTCCTATTATTTCTTTGTAATCATCCAAAACCTCTTTTG
+GAGACTCTTTCTCTTCAAACCATGGCATAACCGCCCAGTAAACCTGGAAATAATTTAATAGCTGATTTTC
+AATCTGCAATTGAATTTTCTCTAAATCCCCCTCTAGATTTAAAATACTTTCTAATCTTTTCACTGTCTTT
+TTTGCTAGGCTCTTTAGTTGTTCTTTAAAGTTTTTCTCGCACTCTTCGCCCAGTTTTAAAGCTTCACCTT
+CATTAATTGGCGCAATTGCAAGAAATCTGTTGGGCATATTGGCAATAGTCAACTTTTCTTCCAAACCCTT
+AGACCTTGGAATGTTATTCCACTCTTTAAACCATTCATCAAATTCCTTTTGTGATAAATGAGTAAGCGAA
+TTACCAAATACCTCCGAACTAAGCCATAAATCTACAAGAGGTTGACCTAAAAGATTTGGGTACACAATCA
+CATCTGCCCCATAACGTTCAACTACAAACTTCATGATTTTCCATATAAAGTAAGAAAGCATATAACTTCC
+AGCCCATAAATCAGAAGTTTTTCTCGCCGTAGCAATAAAGCTCTGAACAGGGCCAATTGTAAAGAGCAAA
+AATGCTGGTTTGGGAAGTGCTGAAACCAGAGTAGAAGTTTGGACAAGGTGATCATAGATGGAGTGATTGG
+GCGCCCTTGTATCTGCAGGATGGATTCTCATCCAGTGAAAAATTTCTTGGTAGAATCTCCATAGAAATAA
+AAGCAAGATTTTGGCTTTTTCTTTTTTTTCTTCTTCCTTTATCCTAGAAAGGTTATAATTCTTTGCAAGC
+TTCTCTACTAATTCTAAAAAACGCTTATTCTCAGTTTCATAATCTGTTTCTGCCAGTATATCGTAATATA
+TTTTTTTATTAAACATGTCAAAAAATATCACATCTTCTCCTCTTATTTTAACAGCCACTGGGGGAAGTAT
+TCTATTTACAGGATAAGCTTGTGTATCTGCTTTTTCAATAAGTTTCTCTTCTTCCTCTGTTAAATCTTCT
+CCAAGAAGTGGTTCAATTACTTTAGATTTAATTAAAATCTCATGGCATCGACCTTTTTCCTGAAGCTGGA
+ACTTTTTTATACATTCTTCATTGTCCATAGAAATTATCCAATGCTTATGAGGAGGGTCATGAAGAAAAGC
+TTTAAGTTTCAGAAGCCATACTTTTTCCATCTTTTTCTCCCTCACTTTTTCTAAACTTCAAAAAAGAAAA
+TTTTGTATAATTATCATCTAACAGTTCTGCTTTTTACTATGTATAATTCTACATCAATTGCCAATTTCCT
+TCTTGAAATTATAAAAATTTCAACTTTAAAGTAGTTCACAACAATAAAAAATAGCCTTGCTTTTCTACAA
+GGCCATCTATAATTGTTCAGCTGAATCCTCTTCAATAGAAAGTACTGTTTTTCCCTCTCCTATCGTATAA
+TTTACTTTAACGCCCAAACCTTCAATCAAAAACTCTAAAGGCACATATGTGCGATTATTTTCTGCCCTCG
+GGAAAACTTCCATTGAAAAAATTTCCTCATTTTTTGTATAAAGATTCTTCCCAAGTTGTAGTTCTATTTC
+TGTGTTATTATATCTAATATTAATCCTCTTTTTCAAATCATTCCAATATATCTCTCCATTTAATTTTTCT
+ATAATGGCCCATAATGGCACGAATATTTTTCCATCTTCTACGTACGCTTTTCCGTATTCTTCAGAAATAT
+CGAGCAAGCTTCCGTTTATGTAAATCTCTACGTTATAATCTTTTTCTCCTAAAGTTTCAAAATACCCTGC
+AATAAAAGTATCTGTCTCTATCGTTCTTATAAAGGTAATATCCTTGCTTGTATTCTTAAATTTATAATCC
+CAAGTTGCATTCCAGTCTACCGCAGCATCATCGCCATTCGGTGCATATATCGCTTTATATAAATGTTTGT
+GCCTTTCTACTACTTATAGTTTGCTATTCGCTACGCCCTATGAATTGCTGTTGCTGTAACACATACTCCT
+CCTACGTCTTTATAATAATCACCTCCTGAACCAGAAAGTCCCTCATAAAACCCCCTTGCTATCGTTCGTT
+TTCCTACTGTTTTGTTAAAAGAGAAAATCTGCCCAGGCATTACCATAACGCCTTCAATATATTTTAATGC
+TACTTTGGCATTTTTATTATATTATTATTTTCAAATTTTGGATCATTCGGGAGTTCTACTATTTCAATCC
+CTAGTACTTTTGCATTACGTTTTGGGGGCAAAGACATAAGTAAAGTAAAAACAAGTAATAAGACTAATAC
+CTTAAAAATCACATTATTTAATTTTCTCAACTCTATAGACCTCCCTCACACTTTTAGCTCCGTACTAAAA
+ATCTCCATTCCTTCTTTTATTGATAAGAAATTCTTCTCAGTCATCCCTCCTTTCTAAAAAGCAACTTTTT
+ACCAAAAAGTAAATAAAAAGTTTCGTGAGCTTCTTCAATATGAAAGAAAGATTAAAACAGTTTATAACCA
+CTTTATGGATTTATGTCAATATAGCAAACACAAAAACCTTCACTACAGCTCAGGAAACTCTCTAGCACAA
+CCTATTTCAATCCCTCTTAGGTAGGCTAAAAACCGAAACATGTAGAGGCAGGTCAGGATTGGAGTCGTTA
+GTTTCAATCCCTTTTAGGTAGGCTAAAAACCTTTTCAGACTTCTCCCAAATCCTATCTGAAAGGAAGTTT
+CAATCCCTCTTAGGTAGGCTAAAAACACATCATAGCCCTCCTCGGCGAGCCAAGCCGCAATGTACAGTTT
+CAATCCCTCTTAGGTAGGCTAAAAACAATAACAAAAATCAGAAGAAAACCAGCACGAACGAGGTTTCAAT
+CCCTCTTAGGTAGGCTAAAAACATAGAACGCTTCAGAGGATTAAAATCTATCCTATCACGTTTCAATCCC
+TCTTAGGTAGGCTAAAAACTCAGCTAGTAAGAATTTTACTTCTTAAAGAGATTAGAGTTTCAATCCCTTT
+TAGGTAGGCTAAAAACCCACTCCCACCATATTTGCCGGGATTAAGGCTCCCAGGTTTCAATCCCTCTTAG
+GTAGGCTAAAAACGTCAACAATTCTTAATATAGATTTTCTTGAAGAAGAAGGTTTCAATCCCTCTTAGGT
+AGGCTAAAAACAATGTAGTCTGTATTCTGGCATGTCCCAACCGTTTTTGAAGTTTCAATCCCTCTTAGGT
+AGGCTAAAAACGCGGGGGCCTGCCCCAGACGTATACAGTTAGAAGCAGTTTCAATCCCTCTTAGGTAGGC
+TAAAAACCTGTCGCAAGATTTTTAGGTTTTCATAGTCCAGCTGAAGAGTTTCAATCCCTCTTAGGTAGGC
+TAAAAACTAATTATGTCCCTGCACGTGTGCACCTATTGTATCACGGTTTCAATCCCTCTTAGGTAGGCTA
+AAAACCGACGATAATAAAGTCCATGTTAGGTGTGATAACAATGTTTCAATCCCTCTTAGGTAGGCTAAAA
+ACTATGACTTACTTCTTTCGGCAGACAATGCACAAACGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACT
+TTTAAACGAAGAAAAGGAAACATAAAAAGTGCCCGCAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACG
+CGCAGACAAGAAGTACAAGCGGTAGAAAGAGAAGACTTACGTTTCAATCCCTCTTAGGTAGGCTAAAAAC
+CAGCGATGGGAGATTAACAATACGTTACTTGGATGTAAATGTTTCAATCGCTCTTAGGTAGGCTAAAAAC
+ACACGGCCAACTACTACGTTTTGCGCCGGACCAACATGCGTTTCAATCCCTCTTAGGTAGGCTAAAAACT
+TACAGTACAACATAAACATGGAAGATTTTGTATTTGCGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACG
+TCACTATGGTAAAGAAGTTAATATTGTGGGGCTTAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACATGA
+AGGCTGGAAATTGATGATAAAAACATAGTATAGTTTCAATCCCTCTTAGGTAGGCTAAAAACATATGGGA
+AACTATACACTAATGATAGCAAAAATGAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCGTTCCAACC
+CTCTTTTTTAAAGAGGGCTCGAATGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACACTTTTGTACTTGA
+AATATAGTTGTAGAATCTGTACTGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCTATCTCTACCGGTTG
+TGGCAGCGTATACCCCATCCTCGTTTCAATCCCTCTTAGGTAGGCTAAAAACATTAAAAGCTTCTCTTTC
+AAGAGAGAAGCTTGCAGTTTGTTGACAAAGCAAAATTTTAGCCCCTGTTTTCTTAGTACCGAAAGCAGGG
+GCTGTATATATCTGGATAAAATTTTCTTTAAAACTCCAAATAATGGATAAAGTTTTGAAATGTCAAAGGG
+CCCTTTGCCCTTCCTCCATAACCATAAGGCCATTTTCTTTAAATTCATGGCAGCAAAAACAAGCATCGCT
+TGCATGGACAATTTTTCCTTCCCTCTTAACGTCGTCCATCGCAAACCATGCTTCTCCTTTAAATCTGCAA
+ATACTCTCTCTATTGTCTCTTTCCTTCTCTCATATACTTCTTTACAGTAAGGTGTATGCCTTAGGTGTTC
+TGCTTCTTCTACATATCCTTCCCATATGTGCCTGAATATCCTCTTTGTGTAGTCTTTACTTTGGGTACAC
+TTTTCTCTTAGAGGACAGTTTTTACATTTTTCTGGGTTTGATTTGTATTCTCTATATCCTTCTCTGTTGG
+TTGTAACATATGTTAATATTTCATTCTGCGGGCATATGTAACAGTCATAGTATTCATCATAAACAAATTC
+ATGTTTTTTCATGAAACCATCTTTTGTTTTTGGCCTTGTGTATGGTACTGCTGGTATTATTTGTCTATCA
+AATATTGTCTTTAATATGTACGGATTTTTATAGCCTGCATCTACTGCTATTGCTTTCGGTTTTCTTACCC
+TCTTTTCAACTTCTTCTAATACTTCTTGAAACATCACACTGTCGTGTACATTTGCTGCTGTTACTTTTAC
+TCCTAATACAAATCCATTTTTATCGCAGGCTGTATGAAAAGAATATGCAAAGATTTTTTCTTTTCCGTTT
+TTGTTTAACATTCCGCTATCTGGGTCTGTTTTGCTTACTTTCACTTCTTTCGTCTTTATCTTCTTGATTT
+TCTTTAATGGCTTTTTGCCATGAGCTTCTCTATCTTTGTTTATTTCTTCTTCTAGTTTTTCTTGATAAGT
+CCTGGCTTCTTGTTCTACTATTTCTTTGGTGTATTTCTTCTTGTTGGCACTTGCTTTTACATGGGTTGAA
+TCTATGAATACTTCCTCTGCATTTACTAGCCCATGTTTTATTGCTTCTTCTAAAATCTTCGTAAATATTT
+TCTCAAATATGTCTGTCCCTTTGAATCTTCTTATGTAGTTCTGACTAAATGTTGAAAAATGAGGTATTTC
+TTCTGTCAGCCCATACCCTAAAAACCATCTATACGCTACATTTGTTTTTATTTCTGCTATTGTCCTCCTC
+ATCGATGGTATGCCAAAAAGATATTGAATGAAAAGTATTTTTATGAGTACTACTGGGTCTATGCTTGGTC
+TGCCGTGACCCTCGGAATATTTGTCTTTTACTAAATCGTATATGAAGCTAAAGTCTATGACTTTTTCTAT
+CTTTCTTAAAAGGTGGTCTTGTGGTACTAATTGATCTATGCTTACAAATTCTATTTGATGTCTTGCATCC
+TCTTTCTTTGATAACATCTTTCTTCTCCTCTCCTCTTTTGCTTTGTACCGTTAAAAAAACAAGGAACCCT
+TCTCATAATAACGGGTTCCCGATATTTTGTCAACAGTCTGAAAGCTTCTCTTTCAAGAGAGAAGCTTGAA
+GAACGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCCGTGATAAACAAGAAGCCTGGGATGCAGGCTTCA
+TGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACAGGGCAAATATAGGCGTTTGAAAGGGGTGTTTAGGGA
+GTTTCAATCCCTCTTAGGTAGGCTAAAAACGACTTGGTTACACACTTGTAAGCAATGGGGCAATAAAGTT
+TCAATCCCTCTTAGGTAGGCTAAAAACAAAAGCGCAAATAAACGCTTTTCAGGACGGTTTTTAGGTTTCA
+ATCCCTCTTAGGTAGGCTAAAAACAGGCGAACTGATAGCAAAAAAAATAGCAGTTGAAGGTTTCAATCCC
+TCTTAGGTAGGCTAAAAACAAAATTATTTTGAAGAGAATTTTCAGAAAAATTGAAATGTTTCAATCCCTC
+TTAGGTAGGCTAAAAACCTCCTTTAACATTTTTTCTTTGCCGGGATTAAGGCTGTTTCAATCCCTCTTAG
+GTAGGCTAAAAACGTGGAGTTGTGAAGGTGGTGAGGTGATGGCGAGGTATAATGTTTCAATCCCTCTTAG
+GTAGGCTAAAAACGTCGTAAAAGCAAACCACGCACCGATAAGAGTAGAGTTTCAATCCCTCTTAGGTAGG
+CTAAAAACCCATAGAAATTCCTGAAGAATCATTTGAGGAATTTATTAAGTTTCAATCCCTCTTAGGTAGG
+CTAAAAACGATAAAATGCGTGGTGGCGTAAGAAAAAGAGGTAAGAGAGTTTCAATCCCTCTTAGGTAGGC
+TAAAAACTTGAGCTTCTTAGAGAAAAAGGAATACTCATCAAAAGGTTTCAATCCCTCTTAGGTAGGCTAA
+AAACCATCATAATCACCCAAGTCATACTCGTACAAGCTTAAGTTTCAATCCCTCTTAGGTAGGCTAAAAA
+CTGGACAAGCACGCAGACCCGAATATGTATGGACCACCAAGTTTCAATCCCTCTTAGGTAGGCTAAAAAC
+ATGATTTCCCCCAGTAATCGCCAATATTTTGTTGGCGATGTTTCAATCCCTCTTAGGTAGGCTAAAAACA
+CTGGGGGAAATCATGAGCAACGCAGTGTAAAAGAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGACT
+TAGGTGCTAAGCCAGTCGATAAAGAAAAACAGATTGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCCTC
+TCATGGATTGGATAAGGGACGAATTAAACAACGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTTTAACA
+GTTAAGCAAGCAGTTAACAAATTCTTTAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAGCTTTTGAA
+TGTAATGGAGAATTCTTCCACATCTGGTTTCAATCCCTCTTAGGTAGGCTAAAAACGATGAGGAGGATTA
+TGCTCCTTATGCATGGGGTTCTACGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTTAAAAATTTAGAAA
+TTGGTGAGATTGGTGGGGAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTGTCAAAGGTGATAGTATGA
+TTAACGCACGTATTATGGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCTGGCAGAGCTGAATAAGAG
+CTTTGGTAATGTCGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAGCGTGGGAGGTTGGTGTTAACGA
+GAGTGCCGTCGGAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAGAGCTTGAAGTTAGAGTGGCACAG
+ATTAGCAGAATATGTTTCAATCCCTCTTAGGTAGGCTAAAAACAGCAAAAGTAAACAGAATAAGAATGAG
+ATTAGATCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTAAAAATATCAGCTAGCTTTATAAGTGTCTC
+ATAATCGTTTCAATCCCTCTTAGGTAGGCTAAAAACGTTGGTATTAGTTTTGTAACTTATTCAGCAATAG
+AAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCAGATGAAACAAGTTTTGGAGATGCTGCAGCAGTG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACGTGCTTTTATTTTTGCATACAAACTTACGCTGACACCGAGG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACGGGTGAAGAAATAAGGACAGGTCAAATAAGTGATGAAACAG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACCGTATTGCCGACCTTGAGATGGCAATAGCAGCATTACTGTT
+TCAATCCCTCTTAGGTAGGCTAAAAACTGCCACACGTTGTGCCACGTGTGGGCATAAGTTCGACGTTTCA
+ATCCCTCTTAGGTAGGCTAAAAACTCTGTTGCTTTCATCTGTTCTAAAAAGTCCTGTGTTACGTTTCAAT
+CCCTCTTAGGTAGGCTAAAAACTATGACTTGCCGTATGCGATAGTTCAACACGAAAGATGTTTCAATCCC
+TCTTAGGTAGGCTAAAAACCGAAAGGCCAGGGGTGGGGCCGGGGGTGTAGTGCAAGTTTCAATCCCTCTT
+AGGTAGGCTAAAAACCTGGCAGCCTGTTGCGACAACCCCTATATTTTTACGAGTTTCAATCCCTCTTAGG
+TAGGCTAAAAACCTAACATCCCGGCCAATATCAATGCCACTCCACTATCGTTTCAATCCCTCTTAGGTAG
+GCTAAAAACAGACTTTGAAGTAATAGACGAAGACATACCATTGCCTGTTTCAATCCCTCTTAGGTAGGCT
+AAAAACTGGCTTTTGGGCAGGCGATTGCGGCTCCATTCGGGCGTTTCAATCCCTCTTAGGTAGGCTAAAA
+ACAAGGGATAGCAAAATATTTCGGATTACAGAAAAAGGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTT
+TTTGACATAACATCCTACCAAATCTGCACCTAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCCAAT
+ACTACCTCGTACTTACGCTCTCCTACTGCTACGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCCACCCC
+CCACCAAGGTCGAGGACATCCCCCACCTGTTTCAATCCCTCTTAGGTAGGCTAAAAACTGAAACCACACG
+ACTAGGATAGATTCCCCTAGCCACGGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAGCTGTCCCCCCAG
+ATAGACGAGTATCTGGTTCCGGCGGTTTCAATCCCTCTTAGGTAGGCTAAAAACGTTTCTGGATGAAACT
+GGTCGGGTCAGTCTAGCTAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCGCAATTGTCCGTCCATTT
+CTAAATTTACCTTAATGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAAATTATTTTTACACTGTTTTTG
+TCGTGTCTACTGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCATACTTTCAAGTGTTAAAATAGAGCGT
+TAGTAATTTTGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAAATCACCGCTCCAGCTTCCGCCCATTGC
+TCCTGATAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCAAGATACTACTGGCTTAAAAAAAATATAGA
+GCAATGTTTCAATCCCTCTTAGGTAGGCTAAAAACCCTGGTATTAGCGACTGCATAAACAAAGGAAGGAG
+GGTTTCAATCCCTCTTAGGTAGGCTAAAAACACGGTACCCGCTCCCCCGAGACCCTGACAATCCCCAGTT
+TCAATCCCTCTTAGGTAGGCTAAAAACTCAAAACCTGAGCTTTAAAAAGGCCGTCTTTAAAGAGTTTCAA
+TCCCTCTTAGGTAGGCTAAAAACGATAAAACTGGTCGGGGCAGTCCAGCCACACTGCTCTGTTTCAATCC
+CTCTTAGGTAGGCTAAAAACCGTAATCGCGTTTTTTGCGTCTTGATGCACTGCGTGTGCGTTTCAATCCC
+TCTTAGGTAGGCTAAAAACAGCTTTCTGCTAAGTAGCAGAAAACTCTAGAAGGAGCGTTTCAATCCCTCT
+TAGGTAGGCTAAAAACCTGCGTGTGCAAGTATATAATGAAGACAGAAAGAGAGTTTCAATCCCTCTTAGG
+TAGGCTAAAAACGGGCGAGGCCCGCAGGAACTGGCAACAGTTTCCTGCTAGTTTCAATCCCTCTTAGGTA
+GGCTAAAAACTCAATCTGCCTATGTTTTTGATAAGGAACATTCTCTGGTTTCAATCCCTCTTAGGTAGGC
+TAAAAACCATGTAAGGAGTTAGGTGCCCATCCCCAAAGTTAGAGTTTCAATCCCTCTTAGGTAGGCTAAA
+AACAATACATGCGGTTAGTTAGAATATCCCCGATTCATGAAGGTTTCAATCCCTCTTAGGTAGGCTAAAA
+ACTTGGTACTCTCGCCGACGGTGGTTCACTCAGACGATGGTTTCAATCCCTCTTAGGTAGGCTAAAAACA
+TAAAACTGGTCGGGGCAGCATGGCACAATCGGCCTGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTCGG
+GTACCCCGCTCGCAAAACCGCACAGACAAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAAGCGTCA
+ATACGCAGTAGGTTCAGAGCAGAGTTAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTTTCTCTTGAAA
+GAAGCTGGTTTAACTGGTGTTTACAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAGACTCACTCGCA
+TGCGTTATCATATTGTCAATAGCTGTTTCAATCCCTCTTAGGTAGGCTAAAAACTGAGCAAGGGTCTTTT
+AAGTAGGGAGTATATCCCTGCGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAAAAAAGAGGACTTCCAT
+AGCATTGTGGAAACTCTTGTTTCAATCCCTCTTAGGTAGGCTAAAAACGGAAGTGCTGTGAAACCGGAAA
+AGAAAAAGCCTATACCAGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAGACTGCCGAATGGCTTAAAAT
+ACAGTTCCCCAAGCGTTTCAATCCCTCTTAGGTAGGCTAAAAACCAAAAAATTCAAACAACTCAAATATA
+AAGCTCTGGACGTTTCAATCCCTCTTAGGTAGGCTAAAAACGACTGGTGCTGTTGGAGGTGTAAACCCTG
+CAACACCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAGAGAGGGCAATCCCAGAAGAACAGCAGCAAT
+TTTAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCGAAACTGGCGCATTGGGAACGCGGTTAGGTCTAT
+TGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCACTTAAAATCCTCGAGCGACAAATCAAGCAACAGCAG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACTCATAGTCAGGATAATTCAATTGCGAATAAGCATAGCTGTT
+TCAATCCCTCTTAGGTAGGCTAAAAACTTGATGAACTTGACAGAAAACTTGGTGGTCTCAGAAAGTTTCA
+ATCCCTCTTAGGTAGGCTAAAAACCTTTTTTGCGGGTTGATGTACTGTGTGTGCAGGTGTAAAAGTTTCA
+ATCCCTCTTAGGTAGGCTAAAAACACGGTAACACTCAAAATCAAGCTCCTGCCTCCCAACAAGTTTCAAT
+CCCTCTTAGGTAGGCTAAAAACAATAGTAAAAAGAAAGGCAAAAGAGGCGAATTGGAACGTTTCAATCCC
+TCTTAGGTAGGCTAAAAACCTCAGAGCGAACGATTTAAGTCAAGTGCGAGAGATCGTTTCAATCCCTCTT
+AGGTAGGCTAAAAACGAAAATGTCTTTAAAAGCTTATACAAGAAAAAGTAGTTTCAATCCCTCTTAGGTA
+GGCTAAAAACGAAGCAAAGCTCGTTCTGACAAATGATAGCACTCTGTTGTTTCAATCCCTCTTAGGTAGG
+CTAAAAACTCACCCACAGAGCTAGTATAAGCGGAGTTCTGGGGTTGTTTCAATCCCTCTTAGGTAGGCTA
+AAAACTTTGTGGAGGCTTCTGCGTGAAGGCCATAAGAAAGGGCGTTTCAATCCCTCTTAGGTAGGCTAAA
+AACAACAACTTGCGAGGACTAATCGAGATGCCTTACTGAGGTTTCAATCCCTCTTAGGTAGGCTAAAAAC
+AAATTCACAATTGTAGAAATTATAAATTTGCCCAAATGTTTCAATCCCTCTTAGGTAGGCTAAAAACGTA
+ACATGGGATACACTTACGCCTATCAATCTAACAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTTCTA
+TACTAGAATGGGCAGCAGAAAATTTACCGGTTTCAATCCCTCTTAGGTAGGCTAAAAACATTAACATCAG
+CGCAAGAACAACCTGTACAAGCTGGGTTTCAATCCCTCTTAGGTAGGCTAAAAACATTGCAAGAGATAAA
+GAGACGCCACCTATTAGACTTGTTTCAATCCCTCTTAGGTAGGCTAAAAACCGTTTAATAATCTCAATTG
+CCATCCTCTTCTTCCTCCCAGTTTCAATCCCTCTTAGGTAGGCTAAAAACAGTAAATGAGAAGATAATTA
+GTATTTTAAAAGAACAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTTTATAAAGAAGGAATAAAAAAA
+AGGCTATGCCTTAATGTTTCAATCCCTCTTAGGTAGGCTAAAAACATCTGATACAGCTTTTTCTGGAGAA
+AAGATAATGGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCCCCTCAATATCCCTGTAGAAGACAATT
+GCTTCTACAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTCGAAGTTTATTACATCAAAACTTGTGGCC
+TCTCTAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTAGCTAATGCAATAGCAATCGCAATTCAAAATA
+GGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAAAGCAGGTAAAAATGACATACCTACCATTGCCCAGTT
+TCAATCCCTCTTAGGTAGGCTAAAAACCCCTAAAAAGCGTAGCCTTTTTAGCTCCGACAAAAGGTTTCAA
+TCCCTCTTAGGTAGGCTAAAAACGTGTATCTAAGCCCAAAGGTATCGAGTATGCTGCAACAGTTTCAATC
+CCTCTTAGGTAGGCTAAAAACACTATTTATGTCAGCTCAGGAAAAACCTGTACAGGGTTTCAATCCCTCT
+TAGGTAGGCTAAAAACTAAAGCAGGTAAAAATGACATACCTACCATTGCCCAGTTTCAATCCCTCTTAGG
+TAGGCTAAAAACCCCTAAAAAGCGTAGCCTTTTTAGCTCCGACAAAAGGTTTCAATCCCTCTTAGGTAGG
+CTAAAAACGTGTATCTAAGCCCAAAGGTATCGAGTATGCTGCAACAGTTTCAATCCCTCTTAGGTAGGCT
+AAAAACACTATTTATGTCAGCTCAGGAAAAACCTGTACAGGGTTTCAATCCCTCTTAGGTAGGCTAAAAA
+CACTTATCAAGTATTAAAAATAGAGGAGGTATAAAGTAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCA
+TCTTTTATCTCATATTGCAAACAGAGTTAGAACTGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCACCT
+TGCGCTATTGCAAACATTCTTTTTGCCTGCGCAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCTTGCA
+AAGATTAAAGATGATATGAAACAGCCAATCTGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTCCCTTTC
+TCGCTTTTTCTGCCTCCATTTTACACCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTAATGTTATTGT
+TGAACAAACTATGGGTCGAACATAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTGGAGGAACACCCTTT
+TACAGAAAACCAGAAGACATAAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTTCCATAGTCGGGGC
+CGTCGTGCGCCCGCATGATAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAGCTATAACCCCATGAA
+CAAGGATTTCCCCAGGGAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCTCTTGAGCAAGACCTCCGC
+AAGTACATGCCTCCGTTTCAATCCCTCTTAGGTAGGCTAAAAACATTTTAACACATGAGTTTGGGCATTT
+AGTTAATACAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTGTACTGCACGTGCGTACAATACAGCACTA
+GAAAGAATGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTGCCAGTGTGGCCCTGCTGGAAAATAATGGC
+TCCACCATGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTGCCCGGTCAGGCAAGTCCAGAAAAGCATC
+AAATTCAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGGAGTAAAAAATGTTGACAGTAAAAGATATTTT
+AGACGTTTCAATCCCTCTTAGGTAGGCTAAAAACATTCATCAAGAAAACTTACACAGGACTATTTTACAA
+GGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAATATTTGCCACGACAAATCCCGACAGCCCTTATCACG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACTGAAGAATGGTTTAAGGAAATAGTCAAAAAGCTTAGGAGTT
+TCAATCCCTCTTAGGTAGGCTAAAAACCCAACCTCCTCTCTAATGTAAGATTTATATCCTCTGTTTCAAT
+CCCTCTTAGGTAGGCTAAAAACACGTCACGAAGTCATCTACAAAGTAGATAAGAAAATAGAGTTTCAATC
+CCTCTTAGGTAGGCTAAAAACATAGAGGCATGAGAAAAGCGAATTATGCAGTGCTGAGTTTCAATCCCTC
+TTAGGTAGGCTAAAAACCGAAAATGGGCAATGCATAGCATATAAAGAATTTATGTTTCAATCCCTCTTAG
+GTAGGCTAAAAACTAGCTGCAAAAGAAAGAGTGAAAGCCGCAGAGCTACTAGTTTCAATCCCTCTTAGGT
+AGGCTAAAAACTAGGACACCGTTTGAGTACCCCGAACTGCTGGATGGTTTCAATCCCTCTTAGGTAGGCT
+AAAAACTCGCAATAGGGCCAGAAAATAACTACCTCGAATTCCCGTTTCAATCCCTCTTAGGTAGGCTAAA
+AACACTCCTCCTGCAACGTCTTTTTTGAACTCTTCCAAATCGTTTCAATCCCTCTTAGGTAGGCTAAAAA
+CGCGGATTAATTCCGTCTCCCTTTAAAAACTTTTGTGGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAA
+AATACGAATTAGAAAGACTTATTAAATTAGAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTATTGAT
+TAAAAGGAGTGAGAAGTAGCAGGCTACCGCGTTTCAATCCCTCTTAGGTAGGCTAAAAACGAATGACGAA
+GGCTTTACGACAAAGTTCTATGCAACACATGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAGTAAAACT
+GATTCTAACAAATGATAGCACTCTGTTGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTGTGGATAAGTT
+TGTGGATAACTAGAAAAATATTAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCAAAAGTGAATACCGCA
+TACCGCTTATAACAGAAATAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACACTATGAAATTGACTGTTG
+TGTCTTGACTCCCTGCGTTTCAATCCCTCTTAGGTAGGCTAAAAACCAGCCCTGAACCTGCACCTTGTGG
+GCTTATCTGAGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAGGAATAGGAAAATCCACATATAACAG
+AAAAGAAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACATAATGTTAAAAATACTAAAAGAAGGGGGCA
+AAATAGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCTAATCCCTTAACTCGTGAATTTCAAATTCAC
+AAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTATAAAGTAACTTGTTTTAGTCATATCATTTAATAT
+GGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCTTCTCTTTGTTCTGAACTGCTCAATGAATTTCCTAAG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACATTCGCAATTTCAAAATCTTAAAAATTTTTCGAAAATGTTG
+CAATCCCTCTTAGGTAGGCTAAAAACTAGCAAACGATGAATTTGCGTCAATCATAGAAAAACGTTTCAAT
+CCCTCTTAGGTAGGCTAAAAACTCAAGCGTGCTATAGTTGAACAGGGTCCTGTTATGATGTTTCAATCCC
+TCTTAGGTAGGCTAAAAACGTCATCCTTCGAGGATTCCTGGTATAGGGCAGACCCCGGTTTCAATCCCTC
+TTAGGTAGGCTAAAAACTTTCGAAAATTGGGACATGTCTGAAAAATTGCACTTTAGTGTTTCAATCCCTC
+TTAGGTAGGCTAAAAACCTTGACCATCCTTTCCTTATTTCCTCAACTTTGCGTGTTTCAATCCCTCTTAG
+GTAGGCTAAAAACGCAGAGGCTACCAGTACTGCCGTCATACTGCCAGTAGTTTCAATCCCTCTTAGGTAG
+GCTAAAAACGCTGATATGCCGTACTGGAGTGCTAATGAAATGAGTCGTTTCAATCCCTCTTAGGTAGGCT
+AAAAACCCAGTGTGGTTATCATGGAAAATATCGCCACCCACCAGGTTTCAATCCCTCTTAGGTAGGCTAA
+AAACTTTGTAGGAAAAGCTGGACAGCTCCTTGACAAGGTGGTTTCAATCCCTCTTAGGTAGGCTAAAAAC
+TCTAGAGCGTTCTCTCTTGAGAATGCTCTGGTGGGAGCGTTTCAATCCCTCTTAGGTAGGCTAAAAACAG
+GTTCTTCCCTGCTCATCCCTGACAAGGTCATCAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTGGGTT
+TAAATTCAATCCACATTATCTTCTGCCTCCCAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCATTTGAG
+GATGCTGTTGAAGAAGAAATTCAAGATGGTTTCAATCCCTCTTAGGTAGGCTAAAAACATAAGGAAAATA
+ACAAAAGGTACTATAAAATACAAACGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTATACATGAGGAGG
+AGATGGCTAATGTTTAAAATGTTTCAATCCCTCTTAGGTAGGCTAAAAACGGTGTTTTTGTGGAATTTGC
+ACTTCTCGTATTAGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACAATGCTGGTTTGTAGCTCAGATACT
+GCGCTTTAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTGAGAAGGTTCCACTTATTACTGCAGAGC
+AGTTAAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACATTAGATGGTGAATATCACAAAGTAGAGCTTG
+CAGGGTTTCAATCCCTCTTAGGTAGGCTAAAAACATGCTGGTTTGTAGCTCAGATACTGCGCTTTAAGGT
+TTCAATCCCTCTTAGGTAGGCTAAAAACTAAGAAACGGGAAAGAAGAGCAGGAAGAATATTTCATGTTTC
+AATCCCTCTTAGGTAGGCTAAAAACGCATCCCGGATGCTGTTTTTTCTTTTCAGAAAGAATTGTTTCAAT
+CCCTCTTAGGTAGGCTAAAAACGGAAGGCCTCTTTTACTTCCTGATGAAGTTTTAAAAGTTTCAATCCCT
+CTTAGGTAGGCTAAAAACTCAACATACCCTTTTTCTTGCCATTCCGCATAACTATGTTTCAATCCCTCTT
+AGGTAGGCTAAAAACAATAACCTGTTTTGCCTGATACCACTTGATTAGAGGTGTTTCAATCCCTCTTAGG
+TAGGCTAAAAACGTTTTTGAGGGTCCTGCCCTCTTTTCTCCCCTCCCATGGTTTCAATCCCTCTTAGGTA
+GGCTAAAAACAAATATAGTACGAGATAACCATTTCTGACTTCCACTGGTTTCAATCCCTCTTAGGTAGGC
+TAAAAACGTGAAAGTCGGGCCAGCCGAAAGGCTGCTACGCTCAACCGTTTCAATCCCTCTTAGGTAGGCT
+AAAAACTAACCGCTAGCAGGGCAAGGTACAGCCCGTGAAAGTGTTTCAATCCCTCTTAGGTAGGCTAAAA
+ACTAGAAATAGAAGATTAAAATCAAAAAAAGGTCAAGGGGGTTTCAATCCCTCTTAGGTAGGCTAAAAAC
+TCAGAAACGATTCTGAGTCAATTTTAGTCGTTTAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTAC
+ACCTTCTAAGCCTTATACATTCTAATTTCAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACGCTAACACC
+TCAATTACCAGCGAGCAATATTGCCATCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTGCCGATGAGT
+ACATTTTAACAGTCGAAACACCGAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAACTGAAGAAGATA
+TTGAATATATGATGACACATCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTCAAAATCATGGGAATAGC
+TAAATATTATCAAAAAACGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTGGAAAGCACATCTGACACG
+ACCGGTGTAATCGACCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTCATTTATTACTCACACCGACCC
+TACACGTCATACAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCATACTGCCAACCATACTGGCAAAGTA
+TGGCAACAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACCTGTTGGAAGCTTCTGTAAAGCGTTTTTCCA
+GCTTCGTTTCAATCCCTCTTAGGTAGGCTAAAAACGTATTAATAATCGTTCTTATTTTCCTTGCAGTATT
+GTTTCAATCCCTCTTAGGTAGGCTAAAAACGGTAATATATCAACTCATGATAAAGGGGGTTTTGTAAAGT
+TTCAATCCCTCTTAGGTAGGCTAAAAACCAAATTATCGAACAAATCACTCCAAATGATATAGGAGGTTTC
+AATCCCTCTTAGGTAGGCTAAAAACGGGATTGTGAAAGTTTTCACAATAGGGTCAAGCTCAGAGTTTCAA
+TCCCTCTTAGGTAGGCTAAAAACCAATTTCAACTGCCATATTTTATCACTCCCTTTATAGGTTTCAATCC
+CTCTTAGGTAGGCTAAAAACTAACTCTGATATAGATGTAACAACCTGCAGTTCTTTGTTTCAATCCCTCT
+TAGGTAGGCTAAAAACGCAAGTGAAAGCAGGTATAAGAAATTTCATAGTCGTGTTTCAATCCCTCTTAGG
+TAGGCTAAAAACGCCCTTTATTCTTTCTCCACCATTTTTTCTCATGCTGTTTCAATCCCTCTTAGGTAGG
+CTAAAAACACAAGTTTTGGAAAAACCCGAAAGCCCACACGGGACAGTTTCAATCCCTCTTAGGTAGGCTA
+AAAACCAGCTCTGGTGTGCATAATGCAGTTGTGAATGTTCCTAGTTTCAATCCCTCTTAGGTAGGCTAAA
+AACATAGATTGCTTATCAAAGCGCAAACTCCAGCTACAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAAC
+ACACTCCACGTAAAACAAAAGAATATGAGGAGCTAGTGTTTCAATCCCTCTTAGGTAGGCTAAAAACATA
+GCACAAATTCTAAATGAGAGGATGAGCGAATGAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACGGTGC
+TTGCAAAAAGGAAAAATCAGAATCGCTGATGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTGCACATA
+ATTTTTAACCTTCCTTCTTCAGTGTTGTTTCAATCCCTCTTAGGTAGGCTAAAAACGTTGCGTTACTGTA
+AAGTAAAAACCCTAGAGGCTCGAGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAGAAATCGGCTATCTT
+TTGCAAAGTTTCTAAGTCGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTGAAAGCCTTCCTTATCTTTA
+TTTTTTTCATACCATTGTTTCAATCCCTCTTAGGTAGGCTAAAAACTTGGTACACCGATATTAAACACAG
+CTATTACAAATAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACACTCTTTACCGATGTATTCGTCAAGCA
+CCATTTCAAAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACCCTTATCCTACGGTTTTGTTTGAGTAGCT
+GATACAAGTTTCAATCCCTCTTAGGTAGGCTAAAAACTACAGCACCGATTAGCGTAGTATCATATCCATT
+TAAGGTTTCAATCCCTCTTAGGTAGGCTAAAAACTAAGAGATGCAAAAGAAAATGAAAAGCCAGCGGTGT
+TCGTTTCAATCCCTCTTAGGTAGGCTAAAAACAAGACATACGTAAAGAGAAAAATTAGAGAATTAAAGAG
+TTTCAATCCCTCTTAGGTAGGCTAAAAACGCTACTTATGCGATTAAGATATATACAAGGTAAAGATGTTT
+CAATCCCTCTTAGGTAGGCTAAAAACACGTTCAAATTCCTATAAAAAGCGGATGAAAATTTTGTCTCTAA
+TAATGACTTTGTCAAGTATCTTGCCTTTATTATATCACATTATTCGATAAAATCAATTACCTTGATGAAA
+ACAAAAAATAAAATTGTCGTCGATCTCCAGGGATTTTTGCATTATCAGGGATCGACGACAAATATTTTGT
+TATTCAAATACGCTTAATAAAATTTGGTATCAATAAAGTATTTAAAAAAGCACAGCAAAATAGAGAAATC
+ATTCAAATCAAAGTTGCCCCTATGAAAAAATAGAATTGTTTAAAGATAACTATGGGAAAGTACCAGGATT
+TATAGGCAGATAATAGTGAATTTAGAAAAACTTATAGAATTCATTTTTGAAAAATATTCCTGATGAAGTT
+CCTAAAGTTTTTGTAAAAACAACTCCAAGAGAAAATCAAAAAATTTGAAATTACCCACCAGTTTCAGAAT
+TCTTTATAGTTTATCGAAAGAGATCTTGGAGTATTTAATATATCCATTCTTCTCCTCCCTTTTTTATCCC
+TAAAAGCTCTCTTTTAGTATATTTAGTATTACCTAAAATATAAAAGAGCACCGAATCTTCTTCAGGGTCA
+ATAATGCGAGCAAGTTCATTTCGTAAAGCTCGATAAGTGGCCTCTGTGAGTTCTCCTTCCAATACAGAAT
+TCTGCACCCAAGTGAGATAACGACGAGCGGTTTTTAAAACTTTATTCACTCTATTTACATTTACGTCATA
+CACCAAAATCACATACATAATTTTTCCACTCCTGCATAAAAGAGGTAAAAACATTCGAGTAAAACTTCGT
+ATAGTTTTAATTTCACCATCTACTTACAAAAGGTTCATATAGTTCTTCTCCAATAAGATGTTTTTCTAGC
+TTATATAGTTCTAAACGCATTAAAGTTTGGTAGCTAACATTACGCTTGAGACGGCGATGATAGAATGTAG
+TTTGAAGTTTTCCCTCAAATTCTTGCACATAAAGACGTCTGCCTCGTTCTTTTAGTAAGGAAATTTCTCC
+TTGTGTTTCAAAATCATCCTCTTTTATGATATTTTTCTTTAAAAGAGTAAAAAGTACTCTATCTGCGTAA
+ATAGGTTTAAAAATTTCTGCTACGTCTAGATTTAGCGTAAACCGTCTGAAATTAGTAGTATGGAGATAAC
+CTATTCGCGGATCTAAATGTGTCTTATAAATTTCAGTCAAAATCTTAGTATAAACTAATGAATTGCCAAA
+ACTGATAAGGGCATTCAGCGGATCTGTGGGTGGTCGTTTGTTTCTATTTTTCAAAACAAAAGGCGTATCA
+TCAAGTATCGTGTTAAAGCTTTCATAATAATAGCGTCGAATGTTACCTTCCAAAGCCATTAGTTCTTCTA
+TTGAGGAAACTGAAAGCAAACTAGCTTCCAAAGCAGAAATAGCGTGTAAGTAGTCTTCTAAATCTCTCCC
+ACGATTCTGATAATACTTTAACACCTGGGTCATATTGGCTACTGCACCTTGGACAAATCTTCGAGCCAAA
+TCCAGGCGTCGAGCAGAATCTAAGTAATGCTCTGCTTGCTTTAAAATTATATAACCTGAATTGTAATGTT
+CCCTAGGATAAAAAGAACCTACGTAATTTCCATAATAACCGAAAAAATGCAAGATTATTTCCTTCTCTTC
+AGCGAATTCTATAAATTTTTTGTTTAAATCTACTTCTCCAAAAACATATATATCTCTAACACTTTCCACA
+GGAAAATATTTTTTCTCTTTTTCTCCCTCTACACAGATAGTGTTATCTTTTCGATACAACTTACCATTAG
+CAAAAAGGTAAAGGGTCTTCTGCAAATATTCCCACCTCTCTCTTTGTCATTCTATACATTTTATGCCCAA
+CAAAACTCTCCGTAGGCACACTTGTTACAATAGGAAGAATATTTGGGAGGAGGAGGTAATTCATGTTGGA
+TTAAATTTTCTATTTTCTCCTTTGTCTCTTCTATCTTTTTCATCCATTTTTCATCTAAAATCATCTCCTC
+CCGCCTCCTCTCTTCAGGAAAAAGAAGTTCTCCTTTTGCCTCTATACTCATGGTTTTTAATTCATAAAGA
+TAAAAGGCTAATTGCATTCTAGCTGCTTCTTTGCCCCGTGAAGATTTTTTTACCTCAGCTATTACCAATG
+TTTCTCCTTCTTTTCGTACCAAATCTATGCGAAGATGCTCTAAGTGAATTTCTTTTTTCTCTCGACTATA
+ACTCTGTTCTTGGATTAAGCGCCCTAAGTGAAGATAAACATAATCTTCATCAGGAAAAATTTGTCTGGAC
+ATGAGCCAAGCTTTACGAGGACATATAATGTAAGCATTGACTATGCTCCCTACAACACGGGGAGTTAAAA
+AAGGCATGCTCATACAGACACTCCTTAAATTTAACTTCATTCACCTTTTAATATTATTTAAAATTCCCTT
+GCAGATTTTCTTTCCAGCATATCCTTTTTAACATATCTCCGCACCTGAAGGACTTTCTTCTTCTCCCGGC
+AATCTCAGACCCACTTTTTCATCATAAGGTAAATCCGTCCAATATACAGCCAGGTCCTCGTCTTTAGAAA
+ACCACTGAGGATACGTCCCCAGCCACCACAAGGGCACAGGAACCAAAAATTCCACCAAACGCCACAATTC
+TCCTTGTTCTTTTAAGGTATAGACCTGGTCTTTAAAAATGTAAGGCAAAACTTCCACTGAAAGCTGACCT
+TTCCGAGTAGTAAATTTTTTCTGTAGTTCTTCATCGGAAAGGTCTATAGTGTAGCAACCTAAAATGTGCT
+GTATTTCCTTCAATGTTTTTTCTCCCTCTTGAAGGTCTTTTTGATAAGCTGGACTGAAAACCAGCTTTCT
+ATAAAGTTCATTGGTAGCCTGCACCCACTCTCCATCACTAGGTTCAGATTGTATGTCTCTTAAAATTTCC
+GTACTTATCTCCAAAATATTTTTGCCATAAATCTTTTCTGACCCGGGATACCATTCCAAAAACACATGTA
+CAGGAGCAGGAGGGTTATCTCCTCTTCGGTTAACCCTGCCTAATCTTTGGACCAAAGCATCAATTGGTGC
+TATTTCTGTAAAAAGCACATCAAAAGAAATATCTAAACTCACTTCTACTATTTGGGTGGATATCAATATG
+GTTGCGGGAGGGGGGTTTTGCAATTTTTCTTCCTTTTCCCAACGATCTTTAAAGGCAAAACGAGCATGTA
+AAAGCTGTAGAAGTGATTCGTCTAAATATGAAATTTTATTTTTTAAAAGTCCATATAAAAGCTGATATAT
+TTCTTGGGCCTTGGCCACTGTATTAACAATGACTAAAACCTTATGTCCCTTACGGGCTTCTTCAATAATT
+TGAGAAATATAATGATCTAAATAATCAGAATGCAAGATAATTTTATGCCTCTTTCTTTTCCACAGGTTTT
+TTTCCGCTTCCACCAGAGGACCTTCCCCCAGCAAAGAAATTAAAAATTCTGGTAAAGTGGCACTAGCTAA
+AGCTAATTTGTAGGGAGGTTCTTTTTCTAAAGCTGCTTTGAGGAGACCTAAAGTATAGGGGTCGTAACTG
+TGAATTTCGTCCATTATTAAAGCAGAATTTTTAGCCAGAGTCCGGCGTATTTCCCAATGTCTACCTTGAA
+GATGGGCCAATAAATATTGGTCCACGGTGGCTACCACTACAGGTTTAGCAAAAACTGAAGCCCAAAGTTT
+AAAGTCTAAAGGCTCTTCTTCTATTTCCTTTCTCAAAATGTATCCTGCTCTTCCATGGGCCAATCCCACT
+TTATCTTCTCCGTAAATAGCTCTAAGCCTCTTCCACATGGCATTGGCTGTGGCCTGGGTAGGCAGGAGAT
+AGATTATACGCTCGGCATCGTTGGCCCAGAGGAGGAGAGCCTCTGTTTTACCCGTGCCTGTGGGAGCCCT
+TAGCCACACCCTTTTTTCTGGAAGTTGAGAAATCTTACGTTGAAATTCTCTAAGCACCCAATTTTTCTGA
+CTTAAATAGGCTTTTAGCTTGTTTCCCCCTTCAAAGAGAAATAGATCTTCAGCAGAAAATTTTCTAGAGG
+AAATCAACCAATCGGCAAGCATCAGAACGGTCTTTATTGCTGCATATTCTTGTGAAGGTAATTCTTTGAA
+AATAAGCCTTAAGGTTTTAGTTTCTCCTCCAAACCTGAGGTTTTGTTCTAAGAGTAAAGCCGACCTTTTG
+TTATACAATCTGATGAGTTTAAGAGATTCATAAAGGGGAAAATGGTCCCCCAGCTCGTATTTATCAAGTA
+GATCTGATAACCCCTGAAGTAAGTCCTTTAAAGTCTCTTCGCTCACATAATCAGCAGATTTATCTTTAAA
+TTCCCTATAAAGATCTTTATTCAAAGGGGAATGATGGGTAAGCACAGCAGCCGCAGCGGCAAGGCTCAAA
+GGATCGGATAAATTACCCGTTACTATTATGAAGGGCAAAGAGGCAAGGGGATGGGGATAAGCCCTGCCTC
+TTTCCCCTCTCATTTTAGCTTGAAAACTCTCCGTTGCTTTACCCAAATCGTGAAATAGGCAGGCTAAAAG
+GGCTTTTTCACGCATCTCGGGAGAAAGTCCTAAAAAGTGGGCTATTTTTCTCCCTTCTTCTACCACTTTT
+TTAAGATGTTCCAGCAGTGTTTCATCAGGTTTAGCTAGAAGACCCCTGGCATCCATGTGAAATTCCTCCC
+TTCTAGAATAGGAGCAGTAAAAGCCTCTATATCTTTTGTTTCTATTTCTACCCCGTAAGGAAGAAAAGTG
+AATGGCTGTATATTTAAAGGACTACGGACACCTTTTTTATCTACGTTAAACCCCAAGGGTAAATTTTCCA
+CTACAGGTGGCTCCACTTCTATTCCAGGTACAGGTATCCACTTGAAATTCAGGCGTTTCAATTCGCCAGG
+TAAAATAGTCCCTGAAAAAACCGCCTTTCCATTCAGGATTTCACTAATTCCCATATCTTCTAAAAGTAAG
+AGTTCATCTTCCCTCCCTAAAGAAAGGGGATAGACAGGATCCATAAAAGCTTTTTTAAGCTTTTGAAGTA
+GCTCTTCTTCACCCCCGTACAGCAAGATATAACGAGCGTAAAAGAGGAGTTCTCGGAAGTAAGGTGATAG
+TTCCACGATTTTATTCCCTTTAATTTTCCTCAAAGTCCACATATCCCGTGCCAAGCCTGGTTTATTTAAA
+GCCACTACTGATACTTTTATCCCTCTTAAAGGCGAAAAAGAAGACCACATTTCAAAATCAGACAATCCCA
+GGGCTGCGCCAGCCAAACCCAGCAAAGTTGTGGGAGGAGGATGGGGGAGAGTCCGCTGATAATTATGGTC
+CAGTGGCCTCCTAAAAGAGGCCACCGGTACTGTTACTTTTAACCATAACGCTTTCATAGGCTCTCTACAT
+CCTTTTGGGCTTCTTGGATGGCTTCGTAAAGATCCATTACTTTTCCGTAAGGTTCAAGATTCTGCCTTAT
+CTCTTCTTCATTTGAGAAAAAGCCTTTTTCTAACCCGAACAGGGTGTTCTGGCGGTAATTACTGAATTTC
+TGCAAAGCAGATATTAAGGGTTCTAAAATTAGTTCGTATCTCCCCTCGGAGTAACTAACCTGTAAAGCTT
+CTAGAAACACTGGGTGCTTTATAGTCAGACGAGAATAAGCTACAAAGCGAGGGGAAAGGTCTGAGAGCAT
+GCGGGCAGTACGGCCTCCACCCCACAGTAACCCCAAAGCTTCAAGAAGAGCTTTCAACCGCTTTTTTCTC
+TCTTCTAAAGGTAACACATAAAAAACTCTACCATTTTTCTCTATTTTCTCTAAATGGGCAGGTATATCTT
+TAGGTTTATCTCCTAATTCTAGATCAGAAAACACACCTACACGATCCAGTTCTACCAGCATATTACCTTT
+AAAAAGATTGGCATAAAGCTCTGTTTCAAACATATTGCCGCCAGCAGACACAGCCTGTCCAAAGCGTTCA
+AAGGAGCGGGTACCTAAGTCCCTGTCACCTTGGAAAGGAAACATCCCTATGCCTGCAGAAACCCGTACAG
+GGGAAGTGCGACGGCGGGATCCGCTGGGATCCATATAGCCAAATAAGTCTTCATCTATGTACCGCCAAGG
+CTGTACTGGAGGGGTGACCTCCTGACCGCTCACCTTAGCAGCCACTTCCGATAAGGCAAAGCCCAAATCT
+TCCAACCTATCCCTTAGCATTCTCCTCTTGGCTTGACCTGAAAAATAGGGTACAGAACTTCCGTCGGGCA
+AGGTAACTTTTTTAGCTATGACTACATTCCCTTCAGTATGGGAAGCGTTTATATTTCCTGTAGATACTTT
+TATAAGATAACCCAAAGCCAAGGCTTTACTCTGCTGATTGTTCATATTCTTCTCCTCCTTCTTTTTTATT
+TCCTGATGAAGCCCTTAGATAACTATTCATGGCAAATATAGAAAGAAGGGTTTTAACTCTAAGCCAAGGA
+GTACCGGCAATCCTCTCTCCTTGGCCCAATTCTAAAAGCTTTTCTGGTATAGTAATCTCCAGACGAAACT
+GGATATCATTGAGTATTTTTAGAAATTCCTCCACGTTTTTAGCATTGCGCAAAGCGTATAAGAGCCCCAT
+ATCTTTCTTTTCTTCTGCTTTTGTGCCTAACGAGTAGCCAAACCCCCTTAAAATTTTTAATAAATTCTCA
+TCCACACTTAATACCTCCTTCGCATAGTATTGAAAAACTTCTTCTGTCCCCCAGACCAAAGGAGAGGGGG
+ATTTTTCCTTAGCCCTGCCTTCGAAAAGAAAAGACTCAATGTGAGGAAAAGGATCGGTAAATTCCAGCAC
+TGCCCAGCATACCTTCTCCCGCCACAAGGTATTGTATTGATTGCCTTCTCTGACTTGAAATTGTCTAAAA
+ATGTTTACAACAGTTTGGTGAGGGTTGGGTGCTTTTACCAATTTCTCTTTCCAGGCTTTATAAAGTCTAT
+AGAGCAAATGCAGTCTAGAAAATTCTTGAAAAGATTTCATGTCAAAGGCTTGTCCTACAACACCACTTAC
+TGCATATAAAGTTAAAGGAGCAGCAGGCACTACTTCTTCTGCACCCAAAAGTCTAGCTAAAAGATCCCTG
+CCTTCTGGGCTTATTTGGTCTTCCTCCTCCTGGCCTTCCACATAATTGAATAATTTCAAAAGTAAAGCTA
+TGGTAGTCTCATGGAGGTAAGGACCGTAGAAAGGTAATTTTACATTCCCCCCTTTTCCTCCACTTATTTG
+GCTGGGTTCTATGACCTCTTTATGAAAGACTTGTAACTCTTTTAAATTACTGTAGAAGAGAAAGAAATGC
+ACTGTTTTACCTTGAGCTATCCATAACCAAGTTAAATATCCCGCCAATCCAGCTAAAGCACAACGAGGAC
+AAAGGAAAATATCGCCTTTCCCCTGAGAATAAAAATTACTGAATTTATCCTGGGTTACAACAAAAGGAAA
+CATCCACATTTTTATTTTGGCCACTCTACTTTTTTCACCGCAAAAATGACAATAATTCTGGGACTTTGTG
+AGCTCGAACTTCAAAGTGGGCCTGGGAGGGGATGTGGGGAATTCCCTTTCCTTTCCTTCAATTTTTATTT
+TTACTTTTGGAGGGCTATCTACGGATTTAATAAAATAATTAGTCGGATAAACCCAATTTACCTTATCATA
+TTCTTTCACCTCTCCTGTGACCTCATCGTAGTATTCTCCCTTATTCCCCGTCTCCTGAAGGAGTTTGCCA
+ACCAAATGATTTAGAATTTCCTCACTACCGAAAACTCCCTTGCCAAACTGGTTTACTAAATAAACTAAGC
+CATTGTCTATCCAAAAATTACCTGTTGGATGGTCCAAATCTAACTCAATAGAAATTTTAGCTTTATTTTC
+TTGTTTAGCCACTCTTTTCACCTCCTTTATATGTTTTCCCTTCCTCTAGCAATCTGCAACACCCGTACCC
+CTGTGAGTTTTTCGACCCTAAACCTGCATCCAAAGCTAGTTGTAGAAGCTTAGGTTCACCTTCTAGCTCA
+TAGTCTCCCATCCATCCCTTGACTATTGTGTTTTTAAAATAAGTAACTTTGAAGTCCTTCTCTCTGACCC
+TTAAAGGGCGTATATTAAAATTCAATGAATAAGGAAAGTTACCATGAACTATAAGATATTTTTTCTTCAA
+ATTATCTCCCACTAACTGGCTGAAACGCTCTTCAAAAGGAGTATAATAATAGACGTATCTATCCCCTCCC
+TCCTTTTCTAGTGTGCTGTAAACTACCAAAGGTGATAACATACGCACTCTTATAGAAGTAGATAAAACCT
+GTTGTGCACCTACAGACATATTTTGAACTTCCAGCACTGCTTCCCCTATGCGCACCTTACCCTGACGCAA
+AAAACCTGTCCCCAGTTCTTGCAAGAGAAAATCAAGAGGAGAGCAAATTACTAGCCTCAAAGGTGGGGTA
+AAGATTAACCTTTTACTTTCTTTTTCGTATGTAAGCTCTCTCCCTTGAAGGCGTGAAAAGGTAAAAAGTT
+TAAAATGCCTTTTCCCTAAAGGAAAGCCGTGTTCATGAAGGTAGTGGCGTATAGTGGGGTTGTCCATCTG
+ATTGTAAATAAGGGCTTGCAATAAATGCCCGTAATGGACCGGTAGGAATATGGGTCCAGAAGCAGTAAAA
+GTAACAATAAGCTGCATGATTCCACTCTCCAATGTTTCATCAATTTATTCTTTTTTACCTTCTCCTCCTT
+GCCTCCTCCCTCACTTGGTGTAAGTTAATAATCTCTGCAACTTCAAACTGGAGGGGAAGGCTTCCTTCTA
+CTGGGCGAAGGCGTAATACTGGAGGAAAATAACCACACCTTCCGTGTACCTCTGCTAAAAGAGTTACTGC
+GCTTATGCTGAGAGATGGTGGATTTAGTATAAAAGGTACTGTTTGCCATTCATGAGATGTAAACCCTACT
+CTATCTACTAATTCAGCAATTTGAGGAATTAAGGGTTTCTGCTGGTCTATATAAGCATCTATTTCCATAA
+CGCGTTCTATTTTTTGCCCCAATTTTTCTTCTAGTTTTTGAATTTGGTCCTCTGTTAGAGGATGTGAAAA
+ATTTATGAGAAACATTGCAAAAACCCTCCATATGTAGTTATTCTTATAGATCTTTTAAGGCAAAATAGGG
+TGCAAATTCTGCAATGAGAAGATTGCGATCTACTTTCATAGAGGGATAATCCATCCACTCCTTTAATTTT
+TCATAAATACTTTGCAACTGGTTTGCTATTGTCTGCTCTTTTTTATGAAGAATTTGAGATATAGATGCAT
+TGTCATAACCTCTACACACAAGCTCAACGACCTCTCTTTCTGCAGGGGTAAGCCAATGATCTAAAAACTC
+CTTCCTCCTCTTCATCTCCGCTTTTTTAGTCAATTTTTTATACCAAGCCTCAACTTCACTAGGGTCCCCT
+ATCTCCGCTACTGTGCGCATTAAAGTAGAAGCTTCTGACCAACGTATTACAGGTATTTGCACTAACCAGA
+CTTTTTCCTCACTTGAAAGATGAAGTTTGCGCTCATTCCCCGGTTCCCAACCTTCTGTAATAAGATACCA
+TAAACGATCTTCATCCCCAAACAAAAGCTGAGCTACCAGCATTCCTATTATGCCCATTATTTTTCGTCCG
+CCTGAAATAAGAAAATGGATTGTGAAACCATTTTGTTTAAGTTCTCGAACCTCTTTATAAATAGTACTTA
+GCAAAGCCTTTATACTTTCTTCTGTGAGAAAATCCTCTATCACCTCATCACGGGAATAAAGTTTTACAGG
+TACTTTAGTAAATTCCATCTTATAGAATTCCTTTAAAAACTCATCATTTAAAATTCTTAGTGCATCAAGT
+ACTTTGGGGCTCTTGGTATATATCACAATTACCTTACTAAGTGGATACCCTTTTTTTAACAACTCATCTA
+AAGCAATAGTGACGACCTGTGGTTCACTTCCTAAAGTTGCTATTAAAACTTCTTTTTGTTTTTTTAGCCT
+TTCCTTTTTGTTTGGATTTTTCATGATAATTCCGCCCTCTTCCACCTTGTCAATTATTTTATCCAAATTG
+CTCAAATTTTTCTATGTAATATGTTACTATTTTAAATAGTAATTCCTTCACCCTATTATCTCAAAACACC
+CGAACCCTTGGGAATTTTTAGCCCCTAAGCCCGTGTAATAGGCAAGCTCCAGAAGTTCAGGCGTTGTTTC
+TACATCGTATATACCCATCCACCCTTTTACATAGACATTTTTGTATTTAATCACCTTAGAATATCTTCTG
+TCTTCTTTTTCCGTCAAAGGTATAAGCTTAAAATGGGGATTTTTAGGTTTTATCTTGTACACCAATTCAT
+ACTTTTTTACAAGATTATTTAAAAGCAAGGGAGAAAATTTTTCATCCCAGGGCGAATAATAATAAGTGTA
+TTTCTTCTCTCCATTTCTTAAGGTAGTATACATCACAACTGGAGAGATAAACTTTATCCTGGCCTTTTCT
+TTAAAAATTGGAGGATTTTCTATATTTAAAGAATTTAATGTAAACTTTTGTCCATTAAAATGACAATATT
+CTCGCTTTAAAATATTTTTTGAAATATCAATTATCACTTCTTCCAAAGGAGATGCAACAGTGAATTTAAA
+TGGAGGCTTTATTATTATCTTCTTTTGTCCGTTTGGCTTTTCTACAATTTGAAATTCCCCTTCAATTCTA
+GAAAATGTAAACAATTTAAACCGCCTTTTCTCATACTGAAAGCCAACATCGTGGAGAAAAGCAGCAAAAT
+CTGTATCGCCCATCAAATCGTACAAAAGCCCTTGTACTATGTAATTGTAATGAATGGGCAGTATTAAATT
+TTTTTCTCCTGTAAATTCCAGAGTTATTCTCATCTTCAACACCTCATGCACAATTTCCAGTGAAGATATG
+GTTATATTGGTTTTGTATGTATAATATTCTACACCAATTTCCATTTTCCTTCTTAATTTTTAAAAATTTT
+TTATTTGTCTCTAAATCCTTTTTGTCGTATAATCAGTATTAAGGGAGGGAAAATGATGGAAAATGTAAAA
+AGGTTTTTCATATTTTTCTTTTCTTTTATCCTCTTTGTCCTACTTACACCCCCTATTGAAGGGTATGGTC
+AGGAAAAAGAAATAACTGTAATCCTAGATGGATATCCAATAGAATTTGACACAAAGCCCTTATTAGAAGA
+AGGAACCACATTAGTTCCTTTCCGCGCTATTGCTGAAGCTTTAAATGTAAACGTAGACTGGAATGATACT
+TCCCAGACAGTGACAGCTACCTATAAAAACTCTATCGTCAAACTTCAAGTAGGAAATAAAATTGCCTATA
+AAAACAATACCCCTTTTAAGCTCCTTGTAGCACCTAAAATTGTGAACAATAGAGTCCTCATACCTCTTCG
+CTTTTTCAGTGAAGCTTTCGGTTTTGACGTTAAGTGGGAACAGGAAACTTATACAGTAAAAATAAATTCT
+CCAGCTAGAGAAATGTCAGTAATAGGCTTTTACGCCTTAGGCGATGAAAAAACCAGCAGCTGGACAAATT
+TATTTGGGAAGAAATATCCCGAATACGATACTGGCAATACGCAGCATTTTACCTCCATAGCTCTTGGATG
+GTACAGCTTAGACAGTTCAGGCAATCTCTTGACAAAAAGTTCTACAGGATGGCAAAGGCCAGAGGGGTGG
+GAAAACGTTTTAGAAGCTTTATCAAAGTACAAATTAAAATCAGAAATGGTAGTACATGTAACAGATGGGG
+ACGGCACTCTTTCTAATTTACTTTTTTCAGATGAAGCCGTAAGGAAAGCTATTTCTGCCATTTCTGAAGA
+GGCAAAGCTATACGATGGAATAAATCTAGACTTTGAAGGTCTGGGACTTACCGAAAAAGAAGAAGATATA
+GCTAAAATAAAAGAAAAATTTACAGAGTTTGTGGAACTACTCCGTGAAAAAATAGGCTCATCTAAGACAA
+TTACTTTAACTCTTCATGCTCCAAATAGCGCTTACAAAGGGTATGACTATAAACTGCTGGGGCAGGTAGC
+TGATAAAATCATTGTGATGGCTTATGATTACGGTCAAAAACCCGAACCTGAAAAACTAGTGATACAGGCA
+ATTGAAGAAACTTTAAAGGAAGTACCAAAAGAAAAAGTGATTTTAGGAATTTCTATACCCAGCGAAACTC
+CTGAAAGTTTTGCAATAAAGGTAGGTCTTGCGAAAAGATACGGCTTAAATGGAATAGCACTCTGGAGACT
+GGGTTTGATAAATGACGAGATGTGGAAAGTACTGAAAACTTCGATTATTCCAGCAAAACCATAAAACCAG
+ACAAAAGGGACGGTTCCCTGTGTCTGAAAATCCGGACAAAAGGAACCGTCCCCTCTGTCTGAATGTTTAC
+TTAAGTGTATCTTGAAGAGTTTTCCAGGCCAGTAAAGCGCATTTTACACGGGCAGGAAAGTCTGAAACAC
+CCTGCAGTACTTGAGCATCTCCCAATTCTTCTAAATCCACGTCTTTTTTGTGTATCATGTCTATAAATTT
+CTGTACAAGCCTTAAAGCCTCTTTTTTATCCTTCCCTTTTATGAGGTCAATCATCATGGAAGTAGAAGCC
+TGACTTATGGCACAGCCGTGACCTGTAAAAGAGGCATCTTCTATTACGTCCCCATTTATTTTAAGGTATA
+TTGTAATATCATCTCCACAAAGGGGATTGTGTCCCCTTTCCTTGAGGGTTGCTTCCTTCAACTCTCTTCT
+GTGAGGAGAATTTTCATAATGTTCCATTATTATCTCTGAATAAAGTTGATTTAAATCGCTCATTTAAACC
+ACTTCCTGACTTTTTTAAGTGCTTCCACAAGGGCATCTATGTCATCAAAGTCATTGTAAAGGTAAAAGCT
+GGCTCTCACAGTGGCAGGAACCCCTAAATATCTCATCAGAGGCTGACAGCAGTGGTGACCGCTTCTTACT
+GCAATTCCTTCTTCATCCAGTATTGTCGCAACATCGTGTGGGTGAACTCCTTCCACATTGAAAGAAATTA
+TTCCTCCTCTGTCTTTTGAATCCATAGGCCCATAAGTTTTTACATATTCGAGGGCATTAATTTTTTCAAG
+TCCATACTCCAAAAGTTTAGCTTCATGTTCATATATATTCTCAAGTCCAATCCTTTCAAGATAATCTATC
+GCAGAAATTAGTACATAAGCTCCCTCTACATTGGGAGTCCCTGCTTCAAATTTTAAAGGAGGAGGTGCAA
+AGGTGGAATATTCTTCATAAACCTCGTCTATCATTTCTCCTCCCCTCAAAAAAGGAGGCACTTCATCTAA
+TAAGTCTTCTTTTATATACAAAACTCCAATTCCCATAGGGCCCAACATCTTGTGGCCAGAAAAAGCGAAA
+AAGTCGCAATTTATTTTCTTAAGGTCCACTTTCATATGAGGTACGCTCTGAGCCCCATCCACCAGCACTT
+TTGCCCCATACTTATGAGCAATTTGTGTAATTTCTTCCACAGGATTTATTATCCCTAAGACATTTGACAT
+GTGCTGTACAGCCACCAATTTTACTCTATCAGACATTTTTTCTTCAAAATCTTTCATTGAAAGTCTGAAA
+TTTTCATCAAGATACACATATTTTAATTTTGCTCCTTTTGCTTCTGCTACCATCTGCCATGGAAGAATGT
+TGCTGTGATGTTCCGCTATTGTCAGAACTATCTCGTCCCCCTCTTTTATGTGCTTCATTCCCCATGTGTA
+GGCAATAAAATTTATTGATTCTGTAGTATTTCTTGTAAAAATAATGGACTCCTCACTCTTTGCATTTACA
+AACTTTTTCACTTTGTCTCTCGCCTTTTCATAAGCCTCTGTAGATAGAACGCTTAAATAATGAGGGCTTC
+TGTACACATTTGCATTCATTTTCTCATAATATTCTTCCATGGCTTTTATAACCGACTCAGGCTTCTGGGT
+GGTAGCAGCATTATCAAGGTATACAAGCCTCTTTCCATGAGGCTTTACATTAAATATCGGAAAATCTTCT
+CTTATTTTCTTCACATCCATCATTACTTTATAATCCTCCTCCCTATATGACCCCTTAAGATTATCTCTCT
+TATGGGGTCATACGGAATCAAATCTATGACAGGATTTAACACTGCCTGCACCATAAGAAGTCTTGCTTCT
+TCAAGGCTAAAACCTCTGCTCATCACATAATAGAGCTTGTTTTCATCCAGCTGACCTGCACTGGCAGAGT
+GATTTGCCTGTACATCCTCTTCTGCACAGTAAAGAGCAGGAATAGCAATTGACCTGACAGTTTTGTCAAG
+CAAGAGCACTGTCTCATTTTCTTCAGCTTTTGCTTTCTTAGCGCCTTTTTTAATATCAATATTTCCTATA
+AAAGTAGCTTTTGCACTCCCCTTTAAAGCACCTTTTAAATCCACACTGCTAGTAGTCTTAGGAGCATAGT
+GATACACTTTATAAGACATGTCGTACTTCTGACTGTCCACACCCAAAAAAACAGACTTTGCCGTGAAACT
+TCCGCCTTCTTCACTGAGGTAAACTGATACGTCAAAAGCGCTAATATGAGCTCCTATGACCACATTTGAC
+CAGTTGACTGTAGCTTTTTCCCCAACCTCTACCAAGCAGTTATCAAAATCGCTAAAGTCATCTCCCAATC
+TCTGTATCTTTACAATATTTACAGTTGAACCCTCTTTTGCAATCAACCTGGTTATGCCATTTTTAAAACC
+TTTCTCCCCTGAATTGTAATCAAAGACAACCGTAACTTTAGAGTATGGCTCAACTTCAATTACATTGTAA
+TCAAGCAAAAGGTCATTTTGTAAATTTGCAATGTAATCAAAGACCACTGGCTTTTTAATTTCTTTGCCAG
+AGGAAATTTTAATGTAAAATCCAGCATTATAATGCTTTTCCACCTCTTCTGTAAGCTTTGGATCTATCCC
+ATAAGCTTTATCCGTCGTAAAATTTTTTAAAATATTCGCATCTATTCTCTCTACAGATATTCCTTCCTGT
+TCTACATCTTTTATCTTAGAAGCATTGTACTCTTTGTATGCTGGTTTTTGTATTTCCTCCCATGGTATTC
+TTTTTAACATTTGCTTCACTCCTATCCAATTGCACCTTCCAGCTCAAGTTTTATCAACCTGTTCATTTCC
+ACTGCGTACTCTAAAGGCAGAGCTTTAGCGATGGGCTCTACAAAACCTCTCACAATCATAGCCCTTGCGT
+CTTCCTCATTAAGGCCCCTTGACATGAGATAGTATATCTGCTCTTCGCTTATTCTCCCAACTTTTGCCTC
+GTGGCCGATGTCTACATTGTCATTTTCTATATCAATGACCGGTATAGTATCAGATTTAGAAATGTCGTCC
+AGCATCAATCCTTCACAGGTGACAGAAGCTTTTACCCCTTCTGCCTCAGGTCCTACCTTTAAAAGTCCCC
+TATAGGTTGATATTCCTCCATCCTTTGAAATGCTCTTGGCCAAAATTTTTGAGGAAGTATAAGGAGCTAA
+ATGTATCATTTTTGCCCCTGTATCCAAATGCTGGCCTTTTGCTGCAAAAGTGATACTGGTATACTCCGCT
+TTTGCTCCTTTCCCCACAAGGACAGAAGCAGGATATAACATTGTCTTTTTACTGCCAAAAGAACCGGAAA
+TCCACTCTACCATTCCGTCTCTTTCCACAATCGCTCTTTTTGTGTTTAAATTATAAGTGTTTTTACTCCA
+GTTTTCTATGGTGGAGTATATAATCCTAGCTCCTTCTTTTACAAAAAGTTCTACACATCCGGCGTGCAGG
+TTAGAGACAGAGTAAAGAGGCGCTGAACAACCTTCTATGAAGTGAACTTCGCTTCCTCTGTCGGCAATTA
+TCAGGGTGTGTTCAAACTGTCCGCTACCAGGTGCATTCATCCTGAAATACGCCTGCAAAGGAACTTCCAC
+TTTTACACCTTCAGGCACATACACAAATGTTCCGCCGCTCCACACTGCCGCATGAAGAGCGGCAAATTTG
+TGGTCTGTCGGAAGTACATTTTTTGTCATAAAATATTCCCTTATGATGTCAGGGTATTTTTTTAAGGCCG
+TGTCCATATCTTCAAAGATTACGCCCTGTCTTGCAAGGCTTTCCTTCATGTTGTGGTATATCACTTCAGA
+ATCGTATTGGGCCCCTACTCCAGCCAGAGCTTTTTTTTCTGCCTCAGGAATACCCAATCTTTCAAAAGTT
+CGCCTTATCTCTTCCGGTACTTCCTCCCATGAGGTCTTTTTCCTTGCACTTGGCCTTATATAAGCTACAA
+TAGAATTTATATCCAATTGACTCAAATCTACACCCCATGTAGGCATTGGCATTTTTTCATATATTTCTAA
+GGCTTTAAGCCTAAATTCTCTCATCCATGAAGGTTCACCCTTTTGTTCAGATATCTCCAGCACTACTTCT
+TTGGAAAGCCCTTTACCTGTCTGAAACTCGTATTCAACCTCGTCCTTTATATTGTATATGCTAAAATCTA
+TCTCCCTAATCTCTTCCTTTCTCATGCTCATTCCTCCTCAAGGGCTATGCGCCATTTCTCACAAAGTCAT
+AGCCCTTTTCTTCTAATATTCTAGCAAGCTCTTTATCTCCCTCTTTGACAATCTTTCCATCCATCAAGAC
+AGATATAACATCAGGTTCTAAATAATTTAATATTCTGTTATAGTGAGTGACTACCAGAATCGCCATATCC
+TCGGTTTTTAATTTTTTTATAGTTTCAGCAACAACTTTCAGCGCATCTATATCAAGCCCTGAATCTATTT
+CATCCAGCATCACAAGCTTTGGCTTTAAAAAAGCCATCTGAAGCACTTCTGTCTTTTTCTTTTCACCGCC
+AGAAAATCCTACATTGAGATATCTCGTCCTGTATTCGGCGCTCATGTCCAAAAGTTCCAGCATTTTTTGC
+ATTTCCTTCGCAAACTGAAGCATTGACATGTTCTGCCCTGTGACGATAGTGGAAGAAGTCCTTATAAAGT
+TATCGACCGTAATACCGGGAATCTCTTCCGGCGACTGGAATGACAAAAATATACCCTTCTTTGCCCTTTC
+ATTTACTTTTAAATTCGTAATATTTTCTCCTTCAAACAAAATTTCTCCGCCAGTGATTCTATATCTAGGG
+TTGCCCATTATGGCATGGCACAATGTGCTCTTGCCACTGCCATTAGGCCCCATGATTGCATGTATCTCTC
+CCTTTTTTATGGTCAAATTAAGCCCTTTTAAAATGTGTTTATCCTCTACTTCTACATGTAAATCCTTTAT
+TTCAAGCAAAGCCTCTTTCATCTCTTACAACTCCTTTTTAATTCCGACTATTTTTATAGGAATACTCGAA
+CAATATTATTATACACCACAAAAATTCTTAAATCAATAAAAGAAGGGATAAAGTTGATAATTATTTTCTT
+TTAATAAACATATGTCAAAAACTGTACGTAAAAATATAAGAAGCCGGGAACGAATTTCCCCGACTTCTTA
+TATCTCATCCACCTCTACAAACTTTGCCAATATATCGTCCACAGGAATTATGAGATATTCCTCTCCCTCA
+TGCTTTATCTTTGTCCCAGAAAATTCCTTGTAAATCACTCTGTCTCCCACTGCCAGCTCTTCAGTTGCAC
+CGGCTGCAATAGCTTCAATTACCCCTTGATTCAATTTTTCTTCTGCAGACTTGGGTATTATAACTCCGCC
+CACTTTTTTCTCCGGCTCTTTTTCAAGTTTGATGAGAGCATGCCCGTTTACCGGCTGTATCTTTGTCATA
+CACCTTCCCCTTTCTATATATTTTTTGAAACGCCATATTTATTATACCAAAATTTATTGCTCTGTAATTC
+CCAACAATTGATTTAATTTTGCTTTGTCAAAACCTACCACTATTGTACCGTTGATATCCGTCTGGGGCAC
+ACCTCTCTGACCTGTTCGCCTTACCAGTTCAGCGGCTGCAGCCGGATTTTTGGTCACGTCTATTTCTCTG
+AAAGGTATATTGTGCTGCCTCAAGTAAGCCTTTGTGGCATTGCACCACGGGCAAGAAGGACTTACATAAA
+CCGTCACTCTAAGGGGCTTTCGCTCTTTCCCATCTGATGACTTTGTTGGAGATACTACCAATAATTTTTC
+GTAATATTCCTTGCTCTGAAGTCCAAACACAAACTGCCACGGCTCTTTTTCTTTAAACAAAATCACAGAA
+GGCACCACTTTTATACCAAACTGCGGGTGAATGTCCTTTACTTCTGAAGCATTGACGACGTACACTGGTA
+CTTTGGGATTGTCCTCACTAAACTTCTTCATCACTTCTAAAGCTTCCAAGCTTTTCTGAGAAGAATTTGA
+GTAAAACATAAGCATAAAAATGTCATCTTCTTTACTTCTTATTTCCTCGAAATGCTCCAAACTTTTTACA
+TATTCCAGCATCGAATCACCTCTCTTACTCCTACCCCCCCATAAGTATTGGGTCCGATTTATATTATAAG
+TAAAAGAAGGGCAGAAATCAAGATATTTTTTAACAATCTTCCCCAATTGCCTATACAAGAACCTTTTCTT
+CTTCAAAATTCCGTCTCTGGCCCCCCTCCGCAGAGAAAGTGTATTTGTGCCTCTTAAAAGATAATAAAAA
+GCAGGAAATAGAGATGGAAAAAAGCGAAGGAGGTACATAGTTTATTGATGTAAAGGAAAACCTCAAAAAA
+GGGAGCTTTTTTCTTTTTTATTGAAGACATACACTTTCTCTGAAGGGACATATTTCTTTACTTCTTCTGC
+AACAAAATTCTCATAATCTGAAGCGTTCCTGTACGTAAAAACCTCATCTTTCACAACAGTGTCATAGCAA
+AATATAAGGGAGGCCTCGTTTAACTTTTCTATCCTTTTTGCCTGTTCTTTTGGCAGCCTAAAAGCGCCAA
+TATTCACATCTCTTACGCTCTTTTCAGGAATGCAGGAGAAAACTTCTTTAACAAATTGGCTGTACACTTC
+TTCAAAGTTTTCCAAGTACATCACAGGCTCAATGGATATTCTGATTCTAAGCCCTCTTGAAATGGCTTTT
+TTGATGCTTTTTAATCTCATCTCAAGAGAAGGAGTAAATTTCTCATATCTATCAATTACAGGTTGGGGCA
+ATAAAGTCCAAGCAAAAATGACATTTGGTGGAATTTCCAAATCTTCTAGAGCAGAAAAGTTAGCACTCTT
+CGTCCTAATCTCCAAAAGGAGGTCCCTAGAAGAAGCGTATTCAATCCACTCTCTGGTAAAACCCGTTAAA
+TATTCTAATGCCAGCAAATCCGTCTCATAGGAAATGCTCAAATATATCTTTTTTCTTTCTATGAGCTTGT
+CTATTTCTCTGAAATAATCTTCCAGATTTACAAATATCACCAAGTGAGCAGAAGGGTACAACCCTTGCAG
+ATAGCAGTATTCACACTCATAGACGCAATTGTATATATTCGATGTATGGAAAAAATGTATATTTCCAAAA
+TCTTCACAAAGTTCTGACCCTTTATACACAAACTCATGCCTTTTCTTAGCAATTATCAGGTTCTGCCCCT
+TTTTCTGAACCAAATAATTTTGATTGGGCCTGTTAAAAACTTCACTGTATCTGTTAATATATACAATTTT
+GCTCTTAGGAAACTTATTCAATATTTTTATCGTCAAAGGATGGTTTTTTACATCCTCTTCAACGTAAATG
+TGAGAGAACTTCTTCAAAGGCCTTCTCCCTCTCTTTTTTGTTTGTAACCTCCATCCCAAAAAAACCTTTT
+AAAAAATCAACGCCTTTATTTTCCCGCACTTTATAGTGAAGGCAAGCTTTGTACAAAATCTGCCTCTGAC
+TTGCTGTCAACTTCAACTTGTCTGACAAAGTCTTAATAATCTTCTTTTCTTCTTCTGAAAAAACTTCCTC
+GGTTTTAAAACTTTCTTTTATCATTTTGATGAATTCACCTATTTCTTTTAATTTCTCTTCAACAAGCTGA
+ATCACAAAGTCTCGAGAAATCCCTTCAAAATCCAAGGAATCAGACACCAGCTTCAAAAGGTAAATCTGAT
+GGGCATCAAAAAACTTTGAAGCGGCTTGGTAAAAACCGCTTCCTTCCATGTCGCACAAATTTGCTTCCAT
+TCTATAAGCATCCTTTACAGGATGGTTAAAAGTCTCAAGGTCGCTTTCCTCAAAGGAATGGTCAACTAAA
+ACATCAGGTACAAAAACCTTTTTAGTTTCACTGTCTATCACTTTGTTGATTAAATAAAGATGCCCTTTCA
+TTTGTGGAAACTTCGATCCGGCAATTCCAAAATTTAATGCAAAGCTATCCCTGTAAATCCCATATCTTCC
+CAAAGTGTAGGCTACTGCTATAGCACTATTTATCTTGCCAACTCCTGTCACAGTTAGCAGGGCCTCGTCA
+TTTGAAAAAACTTGAAAATAATTGTTTTGAAGGTCTCTTTTTAGTTTAAAATAGTTTATAAAAGGGTAAG
+CTTCAGCATAAAGAGCAGTAAAAAGGAAAATCATATTGCATTCATTCCTTTACCAATAACCTGTGATATT
+CCTTTTTCCCTTTTCTTACAAGAATGGCATTTTCTTTTACCATCTCTTCTTTTATGCATTCATCCACGTT
+TTCTACCCTCTTGTCGTTGATGTAAAGGCCTCCCTGCTGAATAAGCCTTCTTCCCTCGCTCTTTGAAGGT
+ATGACTTTAGCTTCAAAAAGCACATCAACTATTTTCCTTCCGATTATGTCCTGAGAGACTTCAATGCTGG
+GCACGTGTTCCATTTCACCGCCGCCTTCAAACAGAGCTTCGGCCGCCTTCTGAGCCTTTAGGGCTTCTTC
+TTCACCGTGTACAAGCTTTGTAACCTCAAAAGCCAGTACCTTTTTAGCTTCGTTTATCTCCTTATCCCTT
+AGTCTCCCAAGCCTTCTCACTTCGTCCATAGGAAGGAAAGTCAAAAGAGCCAAAGCCTTTTCCACATCTG
+CGTCTCCTATATTTCTCCAGTACTGATAAAATTCATAAGGAGAAGTCTTTTTAGGATCCAGCCATATAGC
+GCCTTTTTCAGTTTTGCCCATCTTCTTTCCTTCGCTTGTTGTAAGGAGCACAAAAGTCATTCCATAAGCC
+TGCTTGCCTTCTTTTTTGCGTATAAGCTCTACTCCAGCGATTATATTAGACCACTGATCATTTCCTCCCA
+TCTGCATTACACAGCCATAGCGCCTGTAAAGCTCTAAAAAGTCATAAGCCTGCATTAGCATGTAATTAAA
+CTCAAGGAAAGTAAGGCCTCTTTCCATGCGAGTCTTAAAAGCTTCCGCCTCAAGCATTCGATTTACAGTA
+AAGTGAACACCTATATCTCTCAAAAATTCTATGTAATTCAAGCCAAGGAGCCATTTAGCATTGTTTTCCA
+TTATAGCTTTGCCCTCAGAAAAATCGATGAATCTCTCCATCTGCTTTTTGAAGGCTTCAGCATTTCTATC
+TATTTCCTCTTTAGTGAGCATTTTTCTCATGTCAGTTCTACCGCTCGGATCTCCTATAAGGGCAGTTCCG
+CCTCCCAAAAGCACAATTGGCCTGTGGCCGGCTCTCTGCATGTGAGCCATTGTCATTATCTGAATCAAAT
+GACCTACGTGCAGGCTGTCAGCAGTGGGGTCAAAACCTATGTAAAAAGTTATCTTTTCTTTTTCTAAAAG
+CTTCTCTATCTCTTCTTCATGGGTCATTTGAGCGATATATCCTCTTTCTTTTAAAACCTCTAGCACCGAC
+ACGTTTATACCCCCATCAGTTGGTTTTTGTATTATTGTATCAAAGTGAAAAAATATTTTCAAATGTTTTT
+TTGATATAATAAGGATATAATGAAAAAGCAGGTGAAAAAATGAACTACAAGTTTTTTATCATAGCCAAAA
+AAATAGAACCCTTTTACCAAGAAGCCATAGAGGAATATTTTAAGAGATTGCAGAGGTTTTGCAGCATTTC
+TCTTTCAATCTGTAAAAATTCAAAAAAACTTCCTGTAAAAGATTTGGAAAAATCTTATAAAATATTGATT
+ACACCTCAAGGGAAAACCATCTCTTCCGAAAAATTTGCTTTAAAGATAAAGGACCTAGAAATGAAATCCA
+TAACAGATATAACTTTTTTAATAGGAGAAGGAATCGAGATTTTTGATGAAATATTTACAATTTCGCAAAT
+GAAAATGTCAAAGGGATTAATTGCTACGCTCCTCGCAGAACAGCTCTACCGCGCTTATAAAATATTGAGG
+AATGAACCATACCACAAATAAACTACAAAAGAGCATAATAAATTTGCTCTAAAAGCAAAAGCCTTGTGAG
+CTGATGAGGAAAAGTCATCTTAGAAAAAGAGATGTTTACATCAGCCCTTTCTTTGACTTTTCCCCATATG
+CCCAGTGAACCGCCTATTACAAAGACTACTTTTTTGTATCCCATACCAAAAGCTTTTTTTACAAGGCTTG
+CAAATTCTTCGGTTGAAACTTCTTTCCCTTCTATGGCAAGAGCTATCACAAAGCTTTCCCTGTCAATTTT
+GTATAAAATCCTTTCTCCTTCTGTCTCTAATACCTTTTCTCTACTTGCTGGAGTACCAGGGTCCTCTTCT
+TCTTTTATTTCAACAATTTCAATATCATATATTTTCTTCAGCTTGTCCAGATAAAATTTTATTCCATCTT
+TTATATAATTTTCCTTAATAGTTCCAACAGCTATTATTTGTATTTTCATCCTCTTGCCCCACTTTAGACC
+ACCAGATATTTAGGAGGTTCATCGCAAAAATCACATTTGTGGGGAGCAAGCCAATCGGTAAAAGAAACCT
+CATCTAGTTTGTAGATGTCAGGAGGCTGCTCGTACACTTCCACAAACTCCTCAATAGCGTCCTCTAAATG
+CTTTTCACACACTACATACATCAAACTCTCTCCTGTTCCAAAAAACATGGTAGCGCCAACTTTGACCTTA
+AGATTACAAGAAGCTTTTTACTTTCCAAGGACAATAGTAACATAACCTTCCTTCCCAGTCAACGTCTTAT
+ACTTAACTTTTATGCTTTCTCCCGGCTTTTTTTCGTATATGATGCACTTTAGACCTGTCATCGTATTTAC
+TGGTTTCCCATCTACCTCCAGTATGATATAACCTTTCCTTATTCCAGCTTTATAGGCGGGCCCTGTAGGG
+TCTATATCCGCCACGTATATCCCTTCGTAAATATACACATCTGCAGTTATGTAACTCGCAATCTCTCTGT
+CATACGCCACTATTCCTAAGTAAGGCGGTTTGAAAGTCCCTGTTTCAATGACCTTTTTAAGAATAGGCTT
+TACAATGTTTATAGGAATTGCAAAGCCTAAACCCTCTGCAGTAGTGACTTTAGCAGTATTTATCCCAATG
+GCGTACCCTTGAGAGTCCATCAGAGGTCCGCCGCTATTACCCGGATTTATAGAAGCGTCTGTCTGTATGA
+GGTCTTCCATGATTTTGGGCTTACTGTCTTCAGTTATGGGAAGGCTTCTGTTGAGTGCACTTATTATTCC
+TAAAGTCACCGTTCTCTGAAATCTTAACCCCAAAGGATTTCCTATAGCGATAGCCGTTTGACCTACAGAA
+AGCCTATCAGAGTCCCCCAGCTCAATCACTGGCAGATTCTTCGCATCTACCTTAAGTATAGTGAGGTCTA
+AAACCGGGTCAGTCCACATTACTTTCCCCGGCAATATATTTCCATTGCTCAAATAAACCTTTATATTTCT
+GGAATTTTCGTTAACCACATGATTATTTGTTATTATGTAACCGTCGGGGTGCACTATAAATCCCGAACCG
+ACTCCTTCAACAGCCCTTTCTAAAAAATAATACTTTCTCTCAAATTCCAGCGTTGTTATGCCAACTACAG
+CCGGTGTCGCTTTTTTTGCCACCGCTTCTGCTACAGTAGGAGGCTCTCTCTCGGGAATCACTATTTCTTT
+TTTTAAGCCCGACTCAGGGGGATATGGTATAGGAATAATTTTGCCCCATAAAAAATTAGGCGCAATGTAT
+ATAAAAATTAAAGAAGTGATAAAGGACGAAATTATTGCAGTAGCAACTAACTTATTAAAATTATACTGCA
+TAACATCACCCCATTAATAGGATTAGATGTTATGCAGTTCATTATACACGAATTTTTACTCTCATTCTCT
+TATTCTTATTATGTCAGCTCCTAAAGCCTGAAGCTTTACTTCCATTGCTTCGTATCCCCTGTCAATGTGG
+TAAATGTCCAAAACTTCTGTAATGCCCTCTGCTGCAAGTCCTGCTATCACCATTGCAGCTCCACCTCTTA
+GATCTGTCGCGTAAACTGGTGCACCTGTCAGTTTGCCCACTCCTTCTATGATAGCGCTTCTTCCCTCCAC
+TCTCACTTTCATTCCCATTTTCTTTAATTCTTCTAAATATCTAAACCTGTTCTCATATATATTTTCTGTA
+ATGACACTTATCCCATCAGCTAAGGCTAAAAGCACCGCAAAAGGCTGCTGCATGTCCGTCGGGAAGCCTG
+GATACGGCAAAGTCTTTATATCAACCCTTTTTAAAGGCCCTTCTCTTCTAACTCTTATGACATCGTCATA
+CTCTTCCACAATTACTCCCATTTCCACAAGCTTTGCAATTATCGACTCTAAGTGGGTCGGAATTACGCCT
+TTTACATATACGTCTCCTCCCGTTGCCGCCGCTGCCACCATATAGGTTCCAGCCTCAATCTGGTCAGGGA
+TGATTGTGTAATGGCAGCCCTCTAGTTTGTCCACTCCTGTAATCTTTATAGTGTCAGTCCCAGCACCTTT
+TATATTTGCTCCCATTGCATTTAAAAAGTTTGCTACATCAACTACATGAGGCTCTTTCGCACAGTTTTCT
+AAAATAGTAACCCCTTCTGCTTTGACAGCTGCCAGCATCAAATTTATTGTTGCCCCCACACTTACAACGT
+CAAAATATATGTGAGCTCCTCTTAATTTCTCTGCCTTAATCCTTATAAAACCGTGCTCTATAGTAGTCTC
+AGCCCCTAATGCTTCAAAACCCTTGATGTGCTGGTCAATTGGCCTTACTCCTATGTTACACCCTCCCGGC
+ATCGGTATTATGGCTTCGTTAAACTTACTCAAAAGCGCACCTATGAGATAATATGAGGCCCTCATCCTGC
+TCGCCAATTCCCTGGGAGGATGGAAAGAATTAAGCCCTGTGGGGTCTATTTTTATTTCGTGTTTGCCTTT
+TTCTACCTTGCCCCCTAATCTTTTTATTATTTCTGCCAAAGTTTCTATGTCCTTTATATCAGGCAGATTG
+TCTATGACACTTGGACTATCTGCCAGTAGAGCCGCAGGTAAAACCGCAACAGCAGAATTTTTAGCACCGC
+TTATCTGGACAGTGCCACGAAGAGGCTTCCCTCCTCTTATAACAAACTTTTCCATACACATCTTCCTTTC
+AACCAAAAAATCATCTAAAAATCAGATACTGCCACACTATATACTTTAATACAATTCATAATATTTTACA
+AGTGTTTGTGTGATAAAAGCCCATAGAAAAATCTTCAAAATAAAAAAGGGGATTATTCCCCTCTTTCCAA
+ATTGCCTGTATAGGCGTTTATATAGTAAATACCCTCATTAGATACTATTTTCCACACGGGCACAGCTTCT
+CCTTTTGAGGCATTAGGCCAGTTAAAATAATATCCCAGCTTTACATCCTCTATTTTGACAACAGCTTTTT
+CTGGTTTTATCTCCACAAGCTTTAAAACAGCAAAGATTGCATCTACTATTTCCTTCTTGTCCTTCTCAGG
+AATCACAGAATCAAACCATTTTTTATAAACTGTGAACTCATCACCAGAAATATCTGCTTTGATGAAACTG
+TCGTCAACAAAATATCCATTGTAAAACTGCCTGTACTCTATAGTGACTCCTTTGCTTTTCCTCTCTATTT
+TCACTATCTGTCCGTCTTTTTCCTTCAAAAAATGCTGTTTTAAAAAATCTTCAATGTATCTCTCTTTATC
+AGAAGAAGTCATGTTTAAAAATTTATCACTTTTCTCTTGAAAGAAAAAGCTAAAATGCCCTATTTTTATT
+GTAGTACTATCAAATTCAAAAACAGTCTCTCCATTATCCTCATATTTCCTGTAATCCTTACTTTTTATAA
+AATGGTCCAATACGAACTTATCGTCAAAAATTTCTCTTTTTACCTTTACAAGAGACATAGGAGGAGCTTC
+TTTAGGAAGAGATGTAGACAAAAAAATATTATTTTCCTCAAGCACCCTCTCTATAGCAGCGAAATCTTTA
+GAAGAAAGCTTTGACATCTGAGGTTCATGGGTTTTCACGACTACAGCGTAAAGAAGAAGGTTTAAAAATA
+TAAAAGTCACTATCATTATCGTCTTTGCTTTAGACCAATTCATATTCATTCCCCAATGCTAAGTAATTTT
+CCGTTCAACATGTTTATGAAGACACTCCCTTTTTCGAACTCCATCTTTATTGAAGGTATGAAATGGCCAT
+TCATGTATATATATCCAATCCTAAAGGCTTGAAACGCCCCTTTGTTTTTAGAAATTTTTAGCCCAGCATT
+GAAAAGATTCCTCATTTTCTCAGGGGAAAAAGTTATCTTGCCTTTCTCTTCCACGTTAAGGTATAAAATT
+CGCGCTGATTTCACACTTCCATTTGAGACAGTCACTTCTATTGGATGGAAATCGCGCTTATCAAACCAGA
+TAGGAAAGTCGAAAGAGTACCCAAAGAAAAAGGAAACCTGGCCATTGTCTTCTTTTACATCTGCCAAATA
+AAAATTTCTCCAGTTTAGCCCCAGTCTTTCTAAAAACTCCGCAGATTTTACAAAATCGAGTTTACCATCA
+GAAGAGGATTCTATAGATGTGCTGTAAAATTCAATGCACCCGTCTTCAAAAATTTTTAAACTCTTCATCC
+CATCCGTGTAGACAGTCTTGCCATTGTCTTCCGTAACTTTTCTCACTATAGAGATATTAGTAAAAATTTT
+ATCCAACAAAATCTGGTCCAGTTCTTTAATCATAGTTTTATTGTGTATATTAGGCATAAAAACCGCAGTC
+AAAGGTATGCCATATACAGAATCACATACTGTCGCGTCCTCAGTTGAAAGGGGCTTTAAATCTTTTATGC
+TTTCATAGGAAAATACATACCTTTTGTTACTGTACACATCTTCAAAAACTACCTGATTTTGCTTAAAATC
+AACCAAAACCTGATTTATTCTGGCGTTGTCATCAAGCTTTCTAATTACACTTTCTCTAGTGAGAATCTGT
+TTTAGGACACCCTTATTCCATCCCTTTTCTATTACAAATTTAATTCCCTCAAAAGTTAAAGAGTTTCCAG
+AATCCTTTTTTCCTTCTAAAGTGAACTTTATTTCCTTCTCTTTGTTTAAAAACTCCACAACCTGCCTCCA
+CAGATTATCTACACTGGCTAAATAAGTTTTTCCACCTTCAATTAAAAATGCGTATTGAGGCCTTATTATA
+CGAAAAAGGTCCACTTCTGAATTCGTGGACTTTTTACTTTCAAGAGACATTTCTTTCTGAGGGAAGGATA
+TCCATAAGGTGTAGGTCAAATAAACGCTCACTCCGACAAGGCACAAAAGCACTATAGACTTTATTTTCTC
+CCTCATAAGTTAAGCCCTCTTATTTCAATAATGACTTTATCAGTTCTTCAATAGCTGTTATGGTGATCTG
+CCATATGCCGTCTTTCTTGGTCAATATGACTTTGCCTTTTATTATTTGCACCTGGTCCCCTTTGTAAGCC
+TTTAATAAGAGCGTATTTTCCCCCGGATTCAAAATGACAAGCCTCGCAAAAACTGCTGACTCATCTATTA
+CCCATTTGTCATTTAAATTGTCATTTAAAATAAGCTCTACAGTGGTGTTAGGTTGTCCATTTCCTGAGAC
+TATAAAGTACTTGTTATTCGTCTTTACATTGTCAATATCTGTCTTTAATACTATGAGGTTTGCTGCATAG
+GCTGATGAAACAGATAAGGCAAGCATAAGCAAAACTGCTACAGCAAATGCGATTACTTTTTTCAAGGATA
+TCCCTCCTTTTCCTCTACATGTACGATTATATACCACTATTATTACAGCAATGTTACAGCAATATTAAAT
+TACGATTACGAATTTTTAGAATAAGGTAACTGTACTGTCACTACTGTGCCTTTTCCCAGCTCGCTCTCTA
+TCTTCACTTTCCCCTTGTGAAGCTCTACTATCTGTTTCACAATTGAAAGCCCCAATCCCGTTCCTCCCAA
+TTCTCTAGACCTCGCTTTGTCCACTCTGTAAAATCTCTCGAATATGCGCGGAAGGTCCTCTTTTGGAATG
+CCTATTCCGTTATCTTTCACAGTGAAAGTAACTCCTTCTTCATCGTAAGCCGTAGAGATTTCTATGACTC
+CCCCCTCAGGAGTATATTTTATAGCATTGTTTATTATGTTCATTGCCATCTGCTCAACCTTATCCTTATC
+CACATTTACCTTTTGTAGCGTCTCGCTCAAATTTAGTATGACATTATGTCCTTTTTTGGTAGCTTCAATA
+GATAGGCTGTTTACCACATTTTTTACTATTTCGTTAAAATCACAAGGTTCCAGTTTCAAACTGTTCTCTT
+CCGAATCCATCTTTGACAGAAGCAAAAGGTCCTTTACTAGGCGAGTCATTCTATCTGTCTCTGTTTCTAT
+TATTCGTAAAAACTTCTTTGAATATTCCGTGTCCACATCGTTGTAAAGAAGAGTTTCTACATAACTTTTT
+ATAGTAGCAAGAGGAGTCCTCAACTCATGGGAGACGTTCGCTACAAATTCTTTCCTCATCTGGTCTAATT
+TGTGCTGCTCTGTAATATCGTGCATTACATACACATAGCCTTCTACTTGATTGTTAATTTTAACAGAAGC
+CGCATTAATCATTAACACCCTGTTGTCGCAGGTCATAGGGATGGGATTTTCTGCTTCTTTTAAAGGAAGC
+ACTTCTTCTACAGGCATACCTAAACTCAACTTTTTATTTAGCATCTTCTCAGCTGCTTCATTGTAGTGGA
+TTATATTGCCATTTGCGTCAGCCGCCACAACCCCGTCTTTCATGAATTTGATGATAGCTTCTATTTTATT
+CTTTTCCCCTTGTATGTCATTTAAAGTTTCCTTCAAACGAGAAGAGAGGAAATTAAACATCTCTCCCAAT
+TTTCCTATTTCATCGTCGGACTTTACATTTATTTTTATGTCAAAATCCCCTTCTGCCATCCTTTGAGCAT
+ACTTTGTCACTTCTTTTATAGGGTCTGCTATGGTTTTTGAAAGAATATAGCCTAATATCATAGTAATTAT
+AAGTGCAAACAAAGTAGCACTTGCTAAAATCAAGTTGACATCCCATAAAGTATCATATATGCCTTTTAAA
+GAGCCGATTAAATACACAACTCCACTTACTTTTCCCTCACTGTTGTAAATTGGCATAGCAAAGCTTTTAA
+TAGTGCTATTAGAGTAATAGTCCTTTGTGAGCTCACTTCCCATCTCACCCGAAAGAGCTTTTGCAATAGC
+GGGTGTCATCATCTTCCCTGTATCTCCTGTGGAGCTTGCCAGGATATTCCCGTGGCTGTCCAAGATGTAA
+ACGTACTTTATGTTGGAATTAGGCCCCATGTACATGTTTATTACACTTTTCAAGCTCTTTATGTCCATGT
+TGTCCTTTAAAGTAAAAGAAATACCCTTCGCCTGCGCCTCAAGGTAGTTGTCAAAATTGTTTAAATGATA
+GTTTTCCAGGGATTTATAGAGATAAATCCATATAATTTCCATTGCAACCAAGATCAGCAAACTGTATAAT
+AATATTATCTTCCACTGGATGCTCTTAAATCGGCTTTTCATCGCTAAAATAGTAACCAACCCCTCTTTTT
+GTGTGTATGAATTTTGGGTTGCTCGGGTCATCTTCTATTTTTTCTCTCAATCGCCTTATGGTGACGTCCA
+CCGTTCTAATATCGCCAAAATATTCGTAACCCCACACTTTTTCTAAAAGAGCCTCTCTTGAAAAGACCAG
+CCCTTTGTTTAAAACGAGAAATCTCAAAAGCTCGAATTCTCGGGAGGTTAACTCTATCTCTTTGTTGTTC
+TTCTCCACTTTGTACTTTAAGATGTCGATCTTCAAATTCTTTATCCGTATAATGTGATTCTGCTCGCTGC
+CATTGAAACTTACCCGCCTCAAATTCGCTTTAACGCGAGCTACGAGCTCCCTCATTGAAAAAGGCTTTGT
+GATATAATCATCAGCTCCCAATTCCAGTCCCAATACTTTATCTACTTCCTCCTCTTTTGCAGTGAGCATC
+AAAATTGGAACTGTCATGGACTGCCGCAAAGTCTTTAAAACGGTAAAACCGTCCATTTTAGGAAGCATCA
+CATCCAATATTATGAGGTCAGGGTTTTGTTCTTTTGCCATCTTTACGGCTTCTTCGCCGTCATAGGCTTC
+AAAAGTTATGTAACCTTCTTTTTCTAAATTATACTTTATTATGTCCACAAGCGGTTTTTCATCGTCCACA
+ATCAAAATCTTGCTGCTCATTTTCTATGCCCCCTTATTTTATAGAGCTAAAGCAAGAAGAGAATACTCTT
+CTTGCTTTTATTTTATAGAATCTACAAAACTTTTAAGAGTATCTCCTGTGACTTTGTAAAAACTTTCCTC
+AAGGCTTAAGCCTTCCCCCAAATATTTAATAATTTCTCTTATACTTTCCATACCATACTTGTAAGACATG
+GCTTTTACAATCTCAAAAGACCTTTTATACGCCAAAACTTCATCTAGTTCATTGAATTTATAGTTCAACT
+CTTCTAAAGAGTAAGGCTTCCCTTTAAGCCCTTCCCCCCATGAAACTCCATTTTCTCGATACTCCTCCAA
+AAGAGCAATACCTTCTGTAAACCACACAGGGTAGTTACCTTTTGCTACCTCATCTACTATAAAATGTGCA
+AATTCGTGCACTATAGGTCCTTCTTTTTCAAAAATTTCTGGAAGATTATCTTCATTTCCAATCCATAAAG
+AGGGAGATTGTATGCTTATTACTCCATTAAGATAAAGCCCCATTGCGTTAGTGCCCTTTGCCAGCGAAAA
+ATCCCTATTCATTTTATTGGCATCACTGTACATCACAATTAGCACTTTTTCACGGGGAACGTAGCCCAAG
+TCTTCTGTTACGCCTTTAAAATGTCTTTCTGCTATGTCAAGCACAAGAGAAGTGTATTTTTCATCCTGAG
+GAGTGTATTTTAAGATGAAATGCTCACTCTCTGCAGTTTTGAAATCTTTTACACTTCTGACGAGCTTAGC
+TTTACCCACATCCTTCACATAAGGGTAAAAAGTAGCATTTACACTGTTGAAAAATAGCACTGAAAAAACA
+AAAATGATTCCTATTATAGAGACTAAAATCTTTTTATTCATGCTGTATCACCCCAAAAAATTAAAATATG
+TACTACACTTGGTGAGTGATACAGCCCATATTTATACCTTTCATTTTGTATTATAGCATTCATATCCAAA
+GGGGGCAAGTTCATTCAAAAAGAAAAAAGCCCAATTCGGGCTTATCTTCCTAAAAAGCGCATCGGGTCAA
+TTGGCACGCCATTTTTTCTCACCTCAAAATGCACATGAGGCCCTGTAGCATGGCCTGTCGCTCCTACCAG
+TGCGATTTTTTGCCCTTTTTCAACTTTGTCTCCCACTTTCACCAAAAGCTTACTGGCATGCCCGTAATAG
+GTCACATACCCATTGTGATGGTCAATCTTAACAAGATATCCGTAACCGCTCTCCCAACCGGCAAAAATCA
+CTGTTCCGCCATCTGAAGCATAAATCGGGCTCCCATATCGTGCTGCTATATCAACCCCTGTGTGAAAACC
+TCCCCACCTAGGGCCAAATCTCGAGGTTATAGTACCCCTCGCTGGATAGCTAAAATAGCCCGTAGCTACG
+TAAGAGACTCTCCTTGAACCAACTGCTACTATTTTAGAAATGGGCTCTTTTAGCACTCTTTCTTCTTTTA
+TATCCCTCTTTACTTCAACTCCATTGTGACTTATCACTACCGCTTTTATCTCTTTTAACCCCTTTTCCCC
+TTCCACTAGAACCTTTGATTGGTTAACAAAAAGTTTATCATCTTTTGTAAATTTAGTATTAAAAGGAATT
+TCTTCTTTGTAAGTTACCTCTTTTTCTGTAACAACTGTGACCAAGGGGACTTCTTTTGAAAGATATATAA
+TCTGCCCAGGCTTTAAATTCTCAGTAAGCCCAGGATTCAGCTTCAATATGTCCTGTATGTACATGTCATG
+CTCTCTCGCTATACTCCAGAGGCTGTCATTTTCTTTTACCTCATATGTAACTGCCTCTTTCAGAGGCTTT
+CTCAATATTTCTAAAGCCTCTTTTTCCTCAACCAACTTTGTAGGAGATATGTACTTACTTTTTATCTTTA
+TTTCTTCCTTAAAATAGATTTTGTCTGCATCTTTTTTATACTCGCTCTTTAAATCCTCTAGAGTTTTGTA
+AGCTTCTTCTTTTGATTTTAAAAATGCAACCGGCTTTCCATTGACCTCTATGGCATAAGCCTTGCAGGTA
+AGGCTCAGAATCTTTTTCAAGCTAGCCTCTATTTCCCTAGCATCTTTGACTCTTTCACCTGAAACCCTAA
+TCCTTTCAAAGCTTATCTCTTGGTCAAAGACCACATCGCCCCATTTTTGCATCTCTTCTTTTTTGATTTC
+TTCTACTACCCTTTTTACCCCTTCAACATCTCTTGTGACGCCAATACTTACTCCATCTACCAGCACGTTA
+TAGGCAAATCCATTTTCATATACCACAAAAGCCAGTCCTAAAAAAAGGGCAAATAAAAAAGCTATAAGGT
+TTTTCTGGTACTCTTTTAAAAAGAGCAAAAACTTATAGCTTTCGCTCCCCACTTTCCCCATCCTTTCTTC
+ATCTAATCGTTTTAATTATACCACACTTTTTCCAAAAAGCAAAATTTTATTTCCTTCTTTATATTTTATG
+CTGTAGTTTAGACTAATATTCTTTCTCGAACATGCCGATAAATATGTTAAATTCTTTTCAATTGAAGAGG
+ACATCCCCCTATGCTATAATATATTCGAGGTGGGGAGAATGAGCGTTTTTAAATTTTTGGGTGAAAATGA
+CGATTGGGGAAGCACTCCTCTTAGCAACTACTTCATAAACCATTTCATGTTGGATGCTCCGGGCGAATAC
+GTGAAGGTATACATATTGGGCTTGAAGTATTGCTTCTACGGCAATCAAATTCCCTTGAAAGAACTAGCAG
+ACAAGCTCTTCATGTCAGACTTAGAAATTGATAAAGCTTTAAAATACTGGGAAAAGTCTGGCCTTGTGAA
+GTTAAAATACATAGATGGAGAATACACAGTAGAGTATCTCCCTGTAGTTCCCCCATCTTCTAACGGCCAT
+TCTCTCTCCCTTTACGACCCTCAAGTAAAGCAGGCTTTTGAAGCAATAGAGCTTACACTTGGAAGGCCTT
+TAACTCCAACAGAAATGGAAACTTATTTAAGCTGGGTAGACGAATACGGCTTTTCACTGGAAGTCATAAC
+AATGCTTGTAAGCTACTGCGCTTCAAAAAACAAAACCTCTTTAAAATACATGGAAAAAGTCGCTATAGCA
+TGGCATGACGCTGGTCTTAAAACTGCTTTAGATGTAGAAGAATACCTTAAAGCAGAAAGCAGGAGATGGC
+AGGATTACAGAAGGATATTAAAAGCACTGGGCATGAAGGAAGAAGAGCCAACAGAAGTACAGAGAGAAAT
+GATGGACAGGTGGATGGATGAGCTAGGATTTGATGTGGATATGATAATAAAAGCTGGCGAAGAATGTATC
+GCGAAGCTAAATGAGCCAAGCTTTCCATATATAAATAGGATTTTGATAAACTGGTTCAATGAAGGAATAA
+GAAGTGTAGAAGACCTAGAAAGCAAAAAGTCTTCTTCTAAAAAGAAAACAGCTGCTACTTCTGCCTTTAA
+AGCCCCAAAGAATTACTTTAACAGCTATTCCCAGAGGACTTATGACATAGAGGATTTGGAAAAAAAGCTT
+TTAGCCCACTCTAGAGGTGAATTAAATGAATGAAAATATAATTCATGAGATACTTAAAGAGTATGAAATG
+AAAAGAGATAAGGCAGAGAGAGAAGCCCTTCTAAGAAGAAACCGACTGTACAAAGAAATACCCGAACTTG
+AAAAAATAGATGACAAGATAAAAGAGATAGGCATTCAAATAACTCAGGCAATATTCAAAGAACCAGAAAA
+AGGCAAAGAATTGTTGAACTCCCTGAGAGAAAAATTAAATTTTTTAAAAAAAAAGAAAACAGAAATACTA
+AAATCTCATGGGTATCCTGAAGACTATTTGGAGCCAAAATACGAGTGCAACATATGCAAAGACACAGGCT
+ATGTAAATGGAAAGCGCTGCAAATGTTTTAATCAAAAGCTCATAAATATCTACTACAAGCAGTCCAGCAT
+AGCAGAAATTCTCCAGAAAGAAAACTTCTCCAACTTTAACTTTGAATATTATTCAGATAAACCCTACGGG
+GACAAGCCCTCTCCCCGCGCCAATATGAGAACCATAGTGGAATTTGCCTTAAACTTCATCAAACACTTTG
+ACACCATTGAAGAAAGCCTCTTTTTCTACGGCAATTCAGGATTGGGCAAAACTTTTCTCGCCAACTGTAT
+AGCAAAAGAGCTTCTAGACAGAGGAAAAAGCGTAATTTACAGAACTGCTCCCGACTTAATTGAAGGCTTG
+AGGATAAACAAATTAAACCCCGATAGTGAAATTTACAATGAATATCTGGAACTTCTGAAGGAGTGTGACC
+TTTTAATAATAGACGATTTGGGAACAGAGCCAATAACGGCTTTCAGCCTTCAAGAATTTTTCAACATCTT
+AAACACAAGACTTCTGCTAGGAAAAAAATTTATAATCTCTACTAATCTGCCTTTATCAGAAATAATGGCT
+ATATACCCGGAAAGAATTTATTCGCGCATCTTTGGTCATTTCAAGCTCCTCAACTTTTACGGAGAGGACA
+TAAGGTTAAAGAAAAAGATGATAATCTAATAAAACCATGACTGGAAAAATCCCCCTGTATCTTTTCCTGT
+TACGCTGTCCACTACGTCAATCAGATCTTGCGTAGTGGCAATTTTGTATTTGTACTTTTCGTAGTAGGTC
+TGTAACACTTTCTTGAAGTCTTCATCACCTATTAATTTTCTTAAATTGTAAAAAACCATTGCTCCTTTGT
+TGTAAGCTATATTTGTATATTCTTTCCATTCTTTAAAATCAGCCAGAGTTTTTGCAAAAGAAGTATCCGC
+GCTGTTATTTACAAACTTATTAAACCCTCCCTCAATTACAAGCCTGTATATCTCCTCTGCTGTAGCCTTT
+CCGTAGTATCTCTCTATGTAAAGGAGAGTGGTGTATTCTGTGAGCCCTTCATCCAGCCACGATTCCCTTA
+TCTGGTTGTTTCCAACTAATGCATACCACCACTGATGAGCTGTTTCGTGAGCGATAACATATTCGAGGTT
+GAAAAGATTAGCCTTATTGTACAAATCTTTAGATATCATCACAAGCTGCGGATATTCCATTCCTCCCATG
+TAAAAATCAGTCTCTACCACAGAATATTCTTTGTAAGGATATTTGCCAATGTAGTCATTGTAAAACTTAA
+TGGCATCAGAGGCGAACTTCAAAACCTTATCTCCATACCCTTCTGTAAAATAGTAAGACTTCACCTTTAT
+CCCGTCCACCACTTGCTCTATCACTTTGAACTTATCGCTCATGACAATTGCGAAATCTCTCACCTTATGA
+GCCTCAATCACCAGTTTTTTAGAACCCTTTTCCACTTTTTGCTCTTTCTCTTCCCCTGTACAAGCAACTA
+CAAACTTTTCTGGAACAGTCAACTCTACCTTGTAATCGGCTATGTCACTGTAAAATGGGTCGCCGAAAAT
+ATAATACGGGTCGTTATTCCATCCGTTCTTGTCGTAAACTGAGAGAATGGGATACCAGTTTCCCAATTGA
+ACAGTATTTTTGCCGTACCCAAATCTGCTCCTTGCGGGAGGAAGCTTCACCTTATACTGCATCTTTATAT
+TGACAGATTCTCCTTTTTTAATCTCTCTAGGCAATGTCAATCTCAAAATCTCATCATTGGGCTCTTCCAG
+AGTGTATACAGCAGGAAGGCCGTTTATCGTGACCTTTTCAATCTCAATGAAACCGGGAGCAAAGCCTTCA
+GGATAAACAAAAGGAAGTTCTTCCTTTGTAAATGGGAGATTTTCTTCAGACTTGAAAGCGTTGGGATAGA
+GGTGAAAGCAAATCTCTTTAAGGGAAGCACCAGTTGTGTTTACATATCTGACTGTTTGAACAGCTTCTAC
+TGTTTTGCTTCCATCGTCATATTTTGCCTCAATGAGATATGTAGTCATTCCCTTATCAGGAAGCGCAAAA
+TACACAAATAAAACAGCTATAACTACTGCTAAAAGCCCCAAAAGCAATTTTTTCTTGACATCCATAATAC
+CAGCTCCCCTAAATTATCCTCACATTATATATTAGTTAAGGGAAGCCCACATTAGAACAACTTTAATAAA
+AAAATAAAGTGCCAAAAAGCACTCAGTCAATTTCATGGACAAAAATACCGCTTCTCAATTTGGGTTCAAA
+CCAGGTGGATTTTGGAGGCATTATTCCGCCAAAGTCCGCTACAGCAAAAATTTCTTCAATAGAAGTGGGG
+TACAGAGAAAAAGCTACTGCCATCCCTTTATTTACTTTTTCTTCTAACTCTTTTGTCCCTCTTATACCAC
+CAACAAACTCTATCCTCTTATCTGTCCTGGGATTTTCTATCCCTAAAATGGGCTTTAACAAGTTATCCTG
+TAAAATTGAAACATCTAGACATCCAATAGGGTCTGAAGAGTCAAAAGTTCCTTCCTTTGCTTTAATCTTA
+TACCATTTTCCCTTTAAATACATTCCAAAAGTATGCTTTTCTTTTGGTTCAAATGGAGTTACCCCTACTT
+CTTCTAATGTAAATTTTTCTTTAACTTTTTGTATAAACCCCTCTTCAGAATACCCGTTTAAATCTCTTAC
+TACTCTGTTATAAGGCATTATGTAGAGTTCATCGTGAGGGACAATTACAGCTAGAAAATAGTTAAATCCC
+TCTTTTCCAGAGTAATTCTTAAGACTCTCTCTTCTTCTCAATCCCAGTGCAACAGATGCCGCTGCTCTGT
+GGTGCCCATCAGCTATGTAGAGAGCGGGTATTTCTTTAAAAATTTCTGTAATTTCTTTCATCACTTCCAC
+ATCCTCAATTACCCACACAGAGTGACTCACACCATCTTCAGAGGTAAAGTCATAAACAGGCGTTTTTCTT
+TCAATCCACATTTTTAGCAAATTTTTTAATCTTTCATCTGCCTTATATGCCAAAAACACAGGACTTGTGT
+GCGCATCGCAATAATCCATATGCTTTACCCTGTCCTCTTCTTTTTCTGAAAGAGTGTGTTCGTGCCTTTT
+CACAACTCCATTCAAATAATCGTCAATAGACACAAGGGCGACAAGTCCTGTCTGTACTCTATCACCCATT
+CTCTCTCGATATATGTAATAGCACTCTTTTCCGTCCTTTATCAAAATTTTCTTCTCTTTCATTTTCATAA
+AGTTTTCTCTAGCTTTCTGATAAACCGCCTCGTTGTAAGGGTCTATGTTTTCTTCTAAGTCTATTTCTGC
+TCTTTCCACATGCAAGAAAGAATATGGATTATCTTTAGCCAACTTTTCTGCTTCTTCTCTTGATAAAACG
+TCATAAGGCGGCGAAGAAACTCTTTCTGCCAACTCCGGCAAAGGCCTCAATGCCATAAAAGGTCGCACTA
+CAGCCACTTTTCCCATCCTTTCTATTTAATTTATTTTTATTTTAACATATCGCTTTATAAATGTGAAACA
+ATAAAGTTAAGGAAATATATGACGTTTGCAAAATGTTTGCAAATAAAACAAAAAGGCAGCGGTCTTAAAT
+TGTCAACCAAAGTGTCAACCGCCGCCTTAAGTCTTGCAATATTGAGCCTTCAAAAGCTTTGAAAATAATA
+AAAAAATGGAGCTGGCGAAAGGACTCGAACCTTCAACCTGCTGATTACAAGTCAGCTGCTCTACCTATTG
+AGCTACGCCAGCACCTTTTTACCTATTAAATTCTCCTGACAGTTATATATTATACTTACCCGAGGGTATA
+ATGTCAAGCTTTTTATCAAAAATTCCTCAAAACGATAGTCTCTTCTCTTTCGGGACCTACAGAAATTATG
+CTAAATTCCACTCCTACGAGTTCTTCCAACCTTTTTACATATTTTTTCGCATTCAAAGGTAAGTCTTCAA
+AGCTTCTCACATCCTGTATATTCTCACTCCAGCCCTCCATTTCTTCGTATATGGGTTCACACATTTTCAA
+TTCTTCGAGGCTTGCCGGGAAATCCTCAATAATCTTTCCGTTAATTTTGTACCCTGTGCATATTTTTATT
+TTTTCAAGTCCTGTCAGAGTATCTAGCTTTGTGAGAGCAAGGCTCGTTATGCCAGAGACTCTGACAGCAT
+ATCTTAGCATTACAATATCTATCCATCCGCACCTTCTAGGCCTTCCAGTAGTTGTCCCATATTCATAGCC
+TTTTTCTCTCAAAAAATCTCCAATTTCATCTTTAAGTTCTGTAGGAAAAGGTCCCTTTCCTACCCTCGTA
+GTATACGCTTTGACAACACCTATCACATTGTCAATCATCGTAGGCCCTATACCCGCTCCTATAGTAGCTC
+CTCCAGCCACAGGATGAGAAGCCGTAACATAGGGATAAGTACCAAAATCCAAGTCTAGAAGAGTTCCTTG
+AGCCCCTTCAAACAAGATTTTTTTACCTTCCTTTGCTAAATTGTAAAGCAGAACAGAAGTATCAGTCACA
+TAAGGTCTCAGCCTTTCTGCATACTCCCTGTAAGTTTCAAAGATTTGCTCGAAATCAAATCCATCTTCAC
+CGTAAATATCTTTAAAAATTTTATTTTTTCTCTCTAGATTCTTTTTAAGCTTCTCCCTGAAAACCTCGGC
+ATTCATAAGGTCACACATTCTTATGCCTATTCTCTCTGTCTTATCCCTATAGCAAGGCCCTATTCCTTTT
+TTTGTAGTCCCTAAGTCCTCATCGCCCTTTCCTTTTTCTTCTAGTTCATCTTCTTTTATGTGATAGGGAA
+AAACTACATGGGCTCTATCGCTGATTTTTAAATTATCCTCTTTCACTTCCACTCCTTTAGCTTTTAAATC
+CTCAATCTCCTTCAAAAGAGCCGAAGGATCAACTACTACCCCATTGCCAATTACACATATTTTGTCAGGG
+TATAGTATTCCAGAAGGAATGAGATGAAGCTTATACTGAACACCATCTTTTTCTACAGTATGCCCTGCAT
+TATTGCCTCCTTGGTACCTCACCACCACTTCTGACCTCTCTGCAAGATAATCCGTTATCTTCCCTTTTCC
+TTCATCGCCCCATTGAGCGCCCACAATCACAGTAACAGACATATTTATTTCACCTTCCTTTATTTGACTC
+TCTCCAAGATTTCCCTTGCCACAACAACCCCTGAAACTGAAGCCTGAGCTAAGCCTCTCGTTATGCCAGC
+TCCATCCCCTGCAGCGAATAAATTGCGTATCTGTGTCTCTAATTTATCTGTAAGCTCTACTCTGGAAGAA
+TAAAACTTCACTTCAACGCCGTACAAAAGCGTATGCTTTGAATAAACTCCTGGCGAAACTTTATCAAGGG
+CTTGAAGCATTTCAATTATTGACTGTAAAAATCTATAAGGAAGTACAAGGCTCAAATCCCCTGGAGTAGC
+ATCTTTTAAGGTAGGTTCCACGAGTCCTCTTTTTATCCTTTTAGGAGTAGAACGCCTTCCTGACAGCAAA
+TCTCCAAGCCTCTGGATTATAACTCCATCTCCCAGCATATTGGCAAGTTCCGCAATGTACCTTCCGTATT
+CTATGGGCCTGTTGAAAGGCTCTGTAAATTCTTTGCTTACAAGTATGGCAAAATTAGTATTTTCTGTTTT
+TATGTCTTTATAGCTATGTCCATTCACTGTCTTTATCCCGTCGTGATTTTCTACAACTACCATCCCGTAA
+GGATTCATGCAAAAAGTTCTCACTCTATCGTCAAAAGATTTAGAATGGTAAATAAATTTGGATTCGTAAA
+CCACATCGGTTATATCTTCCATCACCACAGCCGGGATTTCCACTCTCACTCCAATGTCCACTGCATTATT
+TTTCGTCTTGATTCCCAGCCTATCGGCTTCTTTCTTAAACCATTTAGCTCCTTCTCTCCCAGGCGCCACC
+ACTATATACTCTCCATAGTATTCCTCACCTTTCTCTGTCACAACCCCAACAGCCTGGCCGTCCTTTACAA
+TTATCTCTTCTACTATGGTATCTGTCATTATATCTATTCTCTCAACCAGATAGTCTCTCATGTTCTTTAT
+TATCTCAAAACTTTTATCTGTGCCTAAATGCTTTATCACAGCAGGAATTAACTTCAAATCTGCTGCCTGA
+GCCCTCTTTTCTATCTCTCTTATCTTCTCTCTATCGGTGCCGTGGACTTCAGTAGTAGCACCAAATCTCA
+CGTATATGCTGTCCACATAGTTTATAAGCTCGTTAAGCTTCGATTTTGGCATGTATTCATCCAAAACTCC
+ACCAAATTCAGAAGTAAGAGTCAGCTTTCCATCACTAAAAGCCCCCGCTCCTCCTATTCCAGACGTTATA
+GCGCAGGGTTTGCAGTCAAGGCATTTTGTCCCATAGGTATTCATAGGGCACACTCTTTTGTGTATATCTT
+TCCCTTTCTCAAGCAGCAATATATTTAAATTTTCTTTTTTATTAACGAGCTCAAGTGCAGTAAAAAGTCC
+TGCAGGTCCGCCTCCTACAATTATCACATCGTATCTTTTCATCTTATCTACCTCTTTCTTGCAAATTCTC
+AAAGAAACCCGTAATCTATATTATCAAAAATTATGCTGTAAATCAATTAAAAATGCGAATTTTTATAGGA
+AATTTCAAATAAAAGTTCGTGATTATTTTGGAAAAAACTAAAAGACAGGTTCATAACCTGCCTTAAATTG
+CAAATCATCACCTGCCAATCAATTTGATTATATATTCCATCAACCGCCCTCCCAGGTAAATGCCTATCAC
+CCCAGCAATTCCCGGCAAAACACTGGGAGCCGGAATGGGCAACCTGAAAAATGAAAATATAAGACCTACA
+GCCATTCCCGTAACTAAAGCGAGCAATGTCTCCTTCACACTAACACCCCTCTTTTACTTTTATTATTTCC
+AGATAAAACCCTTTTAATCCTCATATAATTATACCACAATTTTAACTTGTTGTCAGACATCTAACCATCT
+CTTATTAATTTTTTAAAGTACAAAATATGGTATAATAATAACTGACCAATAAAGAACAGGGGGAGAAACA
+TGAATAAACCTATCATAGGTATTGTGGGAAACATAAGCTATGAGACTGAGGGAGTGATGATCGGAGAAGA
+AAGAATTTATGTAATGAGACCTTATGTAGAATCAGTTCTAAAAGCCGGGGGCGTGCCTGTAGTTTTACCT
+ATAGTCTTGGACAAAGACACACTAAAAAAACAGGTGGAAAAAGTAGATGGAATTTTAATAACTGGAGGAC
+AAGATGTAAATCCCCTACTTTACAACGAAGAACCCATTGAAAAACAGGGTGGAATTACTCCTGACAGGGA
+CTGGTACGATATTGAAGTCATAAAGTACGCTTATTCACTTAAAAAACCCATTCTGGGAATATGCAGAGGC
+ATTCAAGTGATGAACGTAGCTTTAGGAGGGACTTTATATCAAGACATATCTCAAATCCCTACAGCTTACA
+TAAAGCATTCTCAAAGAGCAAAGCCCGATTTACCCACCCATACGGTAGAAATAAAAGAAGGAAGCAGGCT
+GTATAATATCTTGGGCAAAACCATTGCAGTGAACAGCTTTCACCATCAGGCAGTAAAAGAGGTGGCAGAG
+GGCTTCAAAATAGTAGCCCAATCCAAAGATGGAGTTATAGAAGCAATTGAGCTTGAAAAAGAGGACTATT
+TTGTGGTGGGAGTTCAGTGGCATCCGGAGCTTATGGCTTACAAAGGAAATGAAAAAATGCTGGAGATATT
+TAAACAACTTGTAAAGGCCTGCCTCAAGAACGAATAAGTGTCCTATGGCATCCTCGGAACAGTAGCCTCT
+GGACTCATTCCTATTCTGCTCCCTCTTTACTTCTTTTTTCATCGGCTTTCTAGTGAGAGAAGAAAGCTAA
+TGAATAGACCTTTTCCTAAACTGCCCTCCCAGTATGTCATACACATCGTGAATTGTAACAAAAGCCCCTT
+CATCGTGTTCTTTTACTATGCTCTTTAATTTGGCAATCTCCAGGCGGCTCACCACTGCATATAAAATCCC
+TTTTTTCTCCCTTGTATACCCTCCTTTCCCTTCCCAAAAGGTAACACTCCTGCCTAACCTCGCTGTTATA
+GTCTCTACAATTTCTTCTGGCTTTTCTGTAATTATCATCACAGCTTTTTCTTCATCTAAACCTTCTATAG
+TCAAATCTATCACCTTAAAAGCTATAAAATAGGTAATAAGAGAATACATAGCCCTGTCCCAAGTAAATAC
+TATCCCTGCACTTCCCAAAACGAATACATTAATAAAAAGGACTATCTCTCCTACAGAAAAGCCTGAAATT
+TCTGAAAATACTACAGCCACAATCTCTGTGCCATCCATAGAACCTCCATGCCTTATCACCAGTCCCACGC
+CTATGCCTAAAATAATCCCTCCAAAAACGGAAGCCAAAAGAGTGTCATATGTTAGTGGAGGAAGCTTTTC
+TAAAATTGTGACGGAGAGAGATAATACAGAAACAGCGTAAAAAGTAGATAGTACAAAACTCTTCCCTATC
+TGCCTATAGCCAAAAAGCAAAAAGGGCAAATTCAGCACGAAAATATAAGCTCCCAAAGGGATCTTAGTTA
+AGTAACTCAACATTATGGAAATCCCTGTTATTCCTCCATCTATTATATTGTTTGGCACCAGAAAAATCTC
+AAGAGCAATAGCAGCTAAAAAAGCTCCGATTGTCAAAAAGACATATTTCTCTATCCACTTCATAGCTACA
+CCTCCTCAATTAACCCTATTATCAAAAAAGGCCTTACCAAAGCGGTAAGACCTTTTCTTTTATCCCCTCT
+GCGCTACAGTTGATGCCTGTTGCAACGGATCCCACACAGAATTGTATGGAGGAGCATACGCAAGGTCCAA
+AGCTTGCAACTCGTCAATAGTCATTTCATGGAACAAAGCAGTAGCCAAAACGTCTATTCTCTTGTCAACT
+CCTCCTAGTCCCCCTGCTATTTGTCCTCCCAGAAGTTTTCTGTTATCCTTGTGGTAGCAGAGCTTTATCG
+TAAGAATTTCGTCTTCCCATGGATAGTAATGGCTTACAGGCCTTGCTTTTATTAAAACTACCTGATAAGG
+TATGCCTAAAGCTTCGCAGTCTCTTTCTCCAAGACCACTTCTCGCTATAGTCCTGTCAAAAACCTTGACA
+ATAGCCGTTCCTACCACTCCTGCAAATTTCGCATCTCCGCCTGCCATATTTATTCCTGCAATTCTTCCCT
+GTTTATTAGCAGTGGTCCCCAGTGGTATGTAATCCGGTGCATTTTTTATCCTGTTAAAGTGCGTAGCGCA
+ATCCCCAGCAGCGTATATGTCAGGAATACTCGTTTCAAGCCTTTCATTTACTAAAATAGCATTCTTCGGC
+CCTAACTCTATTCCCGCTTCCTTTGCCAGCTCGCTCACAGGCCTTACTCCTATAGATATTATAACTAAAT
+CGGCTTCAAATTTGCCATTTTTCGTTACAACGGCTTTTACTCCTTTTTCATCCCCTTCCAAACCGACGAC
+TTCTTCGTTTAAATGTACTTCCACTCCATGTCTTGTAAGAGCATCCTGAGCTATTTCGGCAATCTCCTTA
+TCAAAAGTAGGTATTAACTGCGGTGCTAAATCCAAAACCGTAACCTTAAAGCCCCTGCTGTGAAGCGCTT
+CGGCAGTTTCAAGCCCTATATAACCTCCGCCTATAACCACCGCCTTAGTGGGAGTATGGGAGCTCAACCA
+GTCAAGAAGTTTTTCCGCATCACCCATGGTCTTTAATGTAAACACTCCCGGCAAATTCCTGCCCTCCCAT
+GGAGGTACTATTGCAGTACTCCCTGTCCCAATCAAAAGCACATCATAAGGGACAGCGATTTCGTCTTTTT
+CTTCCCTGCGAAAAACCTTGATTTCTTTTTTGGAAGGATCTATTTTCACAACTTCGTGATAAAGCTTTAC
+GTCAATATTGTAGCGATTTAAGAACTCTTCCGCTGTGCGCGCAATAAGCTTTTTTTTCTCAGACACAACC
+CCTCCCACCCAGTAGGGTAGGCCACACTGGGCATAAGAAATTACTCCCTCCTTTTCAAAGACCAGAACTT
+CCCCCTCTTTATCCATCCTCCTTATTTGGGAAGCTGCGCTCATCCCAGCCGCATCTCCACCTATAATAAC
+ATAGCGCTTAGGCATTTTTCTTCCTCCTTTTTGTACTTATGTCCACATCTACATTATACCTTTTCCTGTT
+TAATTTTTCAAACAAGTCATTCTAGAGTAATTTTATCCCATTGAGATAGCTTTTCAATCTTTTCTAAAAC
+CTTCTCCCTCTCTTCCCCTTCTAAAAGGCGAGGGCTGTAGTCATTTCTATCCTTTTGAGAAGATATAGAC
+ACAGGTATTATATTCGCCTTAGTCTCTGCCACTTTCCCCTCTTTATCTACAAAGAAAATTTGCTGGAAAA
+TCATCGAATCCTTGTCCTTAGGATTTCTATTTCCTCCAAACACAAAATTACCCAGAGAATATGCAATATA
+TCTAGCTTTGTACTTTTCTATTCCCTGAAGCACATGGGGATGGTGTCCTATAACAAGGTCTGCTCCCTCA
+TCGATTGCAAAATGCCCCAGATTCCTTTGTATTTTATTAGGATAATACTTACTCTCTTCTCCCCAGTGAA
+AGCTCACAATCAATATATTGACCTCTGGCCTTAGCTTTTCTATGTCTTTTTTTATCTCTTGTTTTGTCCA
+TTCTGTATCATCATAACCTGTATAACCCAAAACGCCAATCTTCACACCCTTTACCTCAGTGATATACCTG
+TACCCGTAGCCAAAATAACCTATACCCTCTTTCTTTAAAGCATTCACAGTCTCATAAAAGCCTTCTTTCC
+CATAATCAAAGGAGTGGTTATTAGCCAAATTTACTGCATCAACTCCCCCTTCTTTTAAAATCTTCGCATA
+CGAAGGATGTCCTTTAAAGGCGTATTCCTTTTCTGCTCTTTTTGTAGAAGTAGTCAAGGGACCTTCTAAA
+TTTGCTATAGTCAAATCGCCCTTTTTAAATGTATCTTTTACATTTCTAAAAAAATAGGAATAGTCGTAAT
+TCTGCTTTTTCAGTTCCTCATCAAAAGTGCCATATTTAGAGTATTTCTCATCTGAACCCAGAGTGCAGTC
+CCCTACAGCATTTACCACTATTTCAGTGTAATCTAACACTTTTTCTGCATCTTTCGTGTCTTGCCCCTCT
+TTAACTGGTAGTAGACTTTCTTCTTTCTCCACAGTAACTTTTCTCATGGCACTATTATCAACTGAATTTT
+CAAAAAATACCATTACAAATACTACCGCAAAAAAGAAAAGTAAAGCCTTTATAAATATCCTTTTACCCAT
+TCTTTCCCCTCGCAAACCGGGTTATTATTCTTCCAAATCCAGCACTTTTACAAGCTCTTCCTTAGCTCTT
+TTTAAAAGCTTTTTAGCCTCCTCTATATTCTCCATCTCCATTGCCATAAAATAGAATTTTATTTTAGGCT
+CTGTGCCTGAGGGCCTAACGTATACTATGAGCTTCTCCCCAAATTCCATCTTTAAAACATCTGAAGGCGA
+TATCCTGTCATAGCCTTTAAGATAATCTACAACACGCGTGAGCCTGTGGCCTGCCAAACTTTCAATTGGC
+TTTTCTCTTAGCCTTTCCATAATCCCCTTTATTTTCTTAAGCCCTTTTTCCCCTTCATATACAGGAGAAA
+GCTGGTCTTCAAGGTAGTAACCGTATTTTTTATAAATCTCTTCTAAAGCATCAACTAAAGTCATGCCCTT
+CTTTTTGTAGTAGGCAGCCATTTCACAGGTTACCATTATAGGAGTGCCTGAGTCTTTGTCGTAAACAAAA
+TCTCCCACATTGTATCCATAGCTTTCTTCATAGGCAAAAAACACCGTTTTGCCTTCTTTTCTCAACCTAT
+CAGCTTCATTGCATATCCACTTAAAACCTGTAAGCACTTCAGAAACCTCAACCCCGTGCGCCCTCGCAAT
+TTTAGCAAAAAGCTTAGAAGACACAATAGACTCTATAACAGCCGGATTTTCTGGCATGCCCTTTTCAAAA
+TACATCGTAAGAAGAAAATTCAAAAGCAAAATGCCCATCTGATTTCCATCTATTCTCACATAATCCCCTT
+TATGCTTTACCAAAACTCCCATCCTATCTGCGTCCGGGTCTGAAGCCACAACTATATCCGCATCAATACT
+TCTTGCATCTTTCAAAGCAAGCTCAAAGGCCTCATCAAACTCTGGATTAGGATAGCTCACTGTAGGAAAG
+CTTCCATCCGGTATCTGCTGCTCTTTTTGAATATATACATCAAACCCAACTTTCTCAAGTAGTGGCGGGA
+CAATTTTAATACCTGTCCCATGGAGAGGAGTATACACTATCTTTAAATCCTTTGAAGAAATCCCAAAAGA
+ATAAGAAAGGGCTTTTTCAAAATATGCAGAGTCCACCTCTTTCCCCACCATGACCACAAAGCCCTTATCT
+TTAGCCTCATCAAAGGACATTCTTTTTACATCCGCAAAAGACAGTTTCTCGTACTCCTCTATAATGCCTT
+TATCATGGGGTGGAATAATCTGAGCGCCATTTGACCAATATACCTTGTATCCGTTGTATTCCGGAGGATT
+GTGACTCGCTGTTATCATTATACCAGCTGTAGCCTTTAAAAACCTGACAGCAAAAGACAAAAGGGGCGTG
+GGTCTAAAATCGTCAAAAAGATAAACTTTTATTCCATTTGCGGCCAGTATCTGCGCTGACTCCACTGCAA
+ACTCTTTAGAAAATTTCCTGGTATCGTAAGAAACTGCCACACTTTTTTCTTCCTCTACCGTCTTGTTTAT
+GTAATTAGCAAGAGCCTGGGTTGCCCTGCCTACCGTATAAAAATTCATTCTATTGGCTCCAAGCCCCATA
+ATTCCCCTTAATCCCGCTGTCCCAAATTCCAAGTCCATAAAAAAGGCCTCTTTTATCTCCTCAGGAGACA
+TTTTCTTCAATTTCTCTTTATCCTCATAGGATATGGCAGGGTCATTTAGCCACGCCTCATACCTTTTCAA
+AGTCTCTTTTTCCACTTAAATCCCGCCTTTCCTTGCTAAATCTTTACTTTTATTATACCATAAGGCTTTT
+CTTTTTAATACAATTTTCCATTAAAAAAGGCATCGGCATAAGCCAATGCCCAATCACCCTTCCAATTCCT
+CCGTTAATTGAATAATCTCATCTATCATATCGCCGATATACTGAATCGTATCCAGAAGCGGCTTTTCTGT
+AGTCATATCAACCCCTGCCATTTGAGCAAGCTCAAGAGGAGTCTTTGTTCCTCCTGCTTTTAATACTTCT
+TTCCAATCCTCCAAAGCTTTTTGCCCTTCTTGCAAATATCTCTTATTGACTTGAGTGGCTATAGTAAGTC
+CTGCACTGTAAGTATATGGGTAAAGTCCCATGTAATAATGAGGCTGCCTCATCCAGGTGAGCTCTGCCCC
+CTCATTTATCTTAACAACATCTCCCCAGAACTTCTCCAGAACCTCCCTCTTAATCCTGTTCAAAGTCTGA
+GCCGTAATAGATCCTCCTTTATCAATTACCCTGTACACTTCTCTTTGATAAGCTGCCTCTAAAAGGTGCG
+TCACAAAGTTGTGATAATAAGTCCTTGAAACCAGAGTAGAAAGCACCCATCTCTTCATTCTTTTATCACT
+GCTATTTTTCTTCATCAAATAATTCGCCATGAGTAGTTCATTCATTGTAGAAGGAGCTTCTATAAAGTAA
+AGAGAAGGCCTTGAATCAAAAATATTCTGGTACTGATGTGCCAAGTAAAAATGACCAGCATGCCCCAGCT
+CGTGAGCCAGCACAAAAACTTCTCTCATTTTATCCGCCCAGTTTATCAAAACGTAAGGATGGGCACCATA
+AGGAGTTGCACAAAAAGCCCCTGTAGATTTCCCTTTATTTGCCGCAAAATCTATCCACCTTTCATCAAAA
+GCCCTTCTTAGCATTTCTCTGTAATCTTCGCCGAGAACTGAAAGCCCCTCTTGTATGTAGTTTTTTGCCT
+CTTCAATTGTCACTTCTGGCTCAAAATCAGGGTCTACTTCAAGTTTCAAATCTGCAAAAGTCATCTCCTC
+CAAACCGTGTATCCTCTGAAGAAGTTTGGCAAATTTTCTCATATGAGGGGCCAGATGCTCCATTATGAGG
+TCAATCTGCCTTTCGTACATCTCCCTCTCCACTTTCTGAGGGAAGAGCAAGCTATCAAAGACAGAGTCAA
+ATCCCCTTAAATTAGCTATAATCTTTTCTTTCTGCACCTGTGCGTGATAAACAGCCGCTATTGTATTCTG
+ATATTCCTTTAATTTTTTATAAAAAGCTTCAAAAGCAGCTCTTCTAATTTTTGTATCTTTTTCATACTCC
+CACTTAGTCTCAAATAGAGAAAAACTTAAAGGGTATTCCTTGTCCTCTACTTTAAAAGTTCCAAAGTCCA
+TATCCGCCAATTTTGCCATATTGTAAATATCATCAAACACATCCAGTACTGGCGACAGAGCAGATAAAGC
+TTTCTCCACCTCAGGGTGAAGAGCATGTTTCTTCTTCCTCAAAATCTCTTTCAAATAATTCGCATTTTCC
+TTTGACCCTTCTATAGCCTTATTTATCACTTCTTCTTCCTGCTGTATAATTTCAGACTCTATAAAACTTA
+GCCTGCTCTCAATCTCCGCTGCTATGCTCCTAAACTTTGACTGCCTTTCTAAATAATAGGTATTTGTCTG
+GTCGACAGCCACAGATAAAAATGCATAATTTCCTGCAAGAGTGAGAATCTCAGCAAGCTTTCTATATTTG
+TCAAGACACCTGTTTATATTCTCCGGCGTATTCAAATGCCCTTTAAATTCCTTCTCTATCTCGTCAGCCA
+AATCTTTTGCTTTTTTTACAGCCTCCTCGTAATCTTCTTCTGTCTTAAATATTCCTGATAAATCCCAAGT
+CAGCCTCTCATCGACATCTTTTCTCTCTAAAAGATGTGTACTCAAGAAAAATTCCCCCTTTTCAAATTCT
+GGTATTTACCCTTTACTACAATTATAATATTATCTTAAAAATTTTGCAAACGTATAACTAATTTCCCATT
+AGTGGATTGAATTTTTCAGTATATTTGACAGGTTTCCCTTCAAAGGTGTTAAAGGCTATTTTGTCAGAGG
+AAATATTTCCAGGATATATACCCAAATCAATATATAATATTTTCCAATCACCCTTTTCTTTTGAAAAAGC
+ATATTTTTTTGTAATCACCAGTATATCTGAAGAATCAGAAAAAGACTCTGGTTTTACAACTGTTTTCTCA
+AGTCCTCCAACAGCAAGAGCACCTATGGCCATCACAATCCCTAAAATAGCCACCCCTATGGCTTTTAACA
+AATTTTCTCACCCCCAACCCATAATAAATAGTAAGTATTTCCATACACTTAGATAATATACCATATGAAG
+AACAATTTCAACCCGAATTAATTCTGGGTGCATAGTGTAAAATTATCGTAGGATTTTTTGAGTGAAAAAA
+ACAAGAGACAACCCCTGTGATAAAATAGAACTTGGAAACAAAACATCACAGAAAGGGGTGTCTCTTGTGA
+AAAAACATATCTTTGAGGATATTATACTACAAAATGCTCTAAATTTCACTGAGGAAGTAGTAGAAATTTT
+TGGTGATTTGTTAAACAAAGGAATGAATATTACAGAGCTTGTAGCAAGGATAAAGGAACTCACGGACAAA
+CTAGGTAGAGGGGCAATAGAAGCAATTATTGAAGAGTTAGATAGGATAATAAAAGAAGACAAGAGAAGGA
+AAGAAAAATGGGTAGTAGAGAGGAAAGATAAAAAGAGATTAACGACAGTCCTTGGGGATATTGAATATGA
+GAGGACATATTACAAATCTAAAGAGGATGGGAGATATACATATTTGGTGGATGATGCATTAGAGATAGGA
+CGGCACGATAGGATAGAAAAGGGAGTAAAGATAAAGTTAGTAGAAAACGCAATAGAAGAATCATATGAGA
+GAAGTAGTAAAAAAGCATGTCCAGAGGAGTTAAGTAAACAGACGGTATTAAATGCAATAAGGGAAATAGG
+GGAAGTAGAAGTAAAGAGAGAAATAAAAGAAAAGAAAGAAGTAAGGGTTTTATACATAGAGGCAGACGAG
+GACCATGTACCTTTACAGGACGGGAGAGATGAAACTCCACGATTAGTATACATACATGAAGGTAGAGAAG
+AGAAAAACGGAAGGAACGTACTGAAGAATGTCTATTACAAAGCATATGTAGGAGAGAAACCTGAAGACAT
+ATGGATAGATGTAGCAAATTACATAGAAGACAATTACAAAGAAGAGAAGATAGAGAAGATATACATAGCA
+GGAGATGGGGCACCGTGGATAAAAGAGGGATTAAAATGGATATTAAAATCAAGGTTTGTACTAGACAGAT
+ATCATTTAAACAAATACGTATTAAAAGCTACATCAAAAGAGCCAAAGTATAGGGATAAGATATGGAGAGC
+AATAAATGAAGGGGATAAAGAAAGAGTAAAGAAGGTATTTGATGAGTTAATAAAGGCAGCAGAGGAAGAG
+AGAGAGAAAGAGAAGATAAAAGAAGCAAAGAAATACATACTAAACAATTGGGAAGGGATAAAAATATACA
+ACGAAGACGAAGATGTAATAGGGTGCAGTGCAGAAGGACATATAAGCCATGTATTTTCAGCAAGACTAAG
+CAGGAATCCATTAGGGTGGAGCAGAGAAGGATTAAAACTAATGGCGAAATTAAGGGTATTTAGCAAGAAT
+GGAGGAGACTTAAGAGAAGTAGAATGGGGCAAGAAAAAGAATATAAATGCAGGAAGTTACAAATTAACGA
+AGAAGCAAATAAAAGAAGCGGTAAGGAGAGTTAAAACGTCTACAAATGAAAAGATAAACAATATTACAGT
+TTTGAATATAGGGAAAGTAACGCCAATATATAGGGTTTTAAGAGCATTAAAATATGCACAAGTTATATAA
+AAAAGCATGATAAGTTGAAGGCTGAAATTAACTAAGTTTCAGGGGTTGTCTTAAAAAAATCCTACAGTAT
+CTTGACACTATCTTCTGGGTGCATAAACTTTAAAACTTTTAAAAAAAATGATAAAATATGTATTAAACAA
+ATATTTCTATAAGGAGAGATTTATATGGATCTTGGTCTTAAAGATAAGGTAGCATTTGTAATGGCTGGAA
+GTAAAGGCCTTGGAAAAGCAGTCGCTTTAGAACTTGCAAAAGAGGGAGCCAATGTTTCTATTATTTCAAG
+AAGCAGAGAAAATTTAAAAAAGGCCCAAGAAGAAATTAAATCAATAACAGGAAAAGAAGTACTTATAGTT
+GAAGGAGATGTAGCTCGCAAAGAAGATATTGAAAAGGCTGTAAAAGAAACAGTAAGTAAGTTCGGCACAA
+TCCACATCCTCTTTGCAAATGCAGGAGGTCCTCCTGCTGGTGGGTTTTTTGATGTAAAGCCTGAAGATTA
+CTTAAAAGCAGTTGAATTAAATTTAATGAGCACAATATATGCAGTATATGCAGTAAAGGATTATATGATA
+AATCAAAAATGGGGAAGGATAATAGCTTCAACATCGATATCAGTAAAGCAGCCCCTTGATAATTTAATCC
+TTTCAAATGTATCAAGAATGGGGGTAGTCGCTTTTATAAAGTCTATATCAAATGCATTAGCACCATTTGG
+AATTACTGCAAATGCCGTAGCCCCCGGCTACACAATGACTGAAAGAATAGAAAATCTCCTTAAAGCAAGA
+GTTGAAAAAGAAGGCATAACCTTTGAAGAAGCGCAAAAATCAATGATTACAGACATCCCCATGAAGCGCT
+TGGGTACTGTTGAAGAATTTGCATCAACTGTTTTGTTTTTAGCATCAGAAAAAGCCTCCTACATAACAGG
+CATAGTCGTGCCAATTGATGGAGGTTTTATAAAAGGAGTGTAAAAGCTGAGCTACAAGCTTAGCTTTTAC
+ACTCCTTTAAAACCTTTTACACGCTATCTAACTTCATCCCTCACTATTTTCCCATCCCTTATATTAATTT
+GCCTTTTTGCTCTATTTGCAAGATCAAGATTATGTGTAATAAATAATATTGTAGTCCCTTTCTCACGGTG
+AAAGGCTTCCAGTAGTTCAATCACCATTATACTATTTTCACTATCCAGATTTCCCGTTGGTTCGTCAGCC
+AAAATAACTTCCGGTTCGGTAACAAAAGCGCGGGCGATGGCTACTCTCTGCCTCTCTCCCCCTGAAAGGC
+GGGAAGGGAGATGGTGAAGCCTATCCTTTAACCCTACTTTTTCTAAAAGCATCTTAGCTCTTTCCCTGAT
+TTCTTTTGTCGGCTTAAAGCCTATTTGAGGCATCATGACATTTTCTAAAGCTGTAGCAGTAGGCAAAAGA
+TAAAAGTCCTGAAAAATAAACCCTAATTTTTCTCTTCTCAGACGCGCCAGTTCTTCCTCTTTAAGTTTGT
+GAACAGGCTTATCATCTACCCATATTTCTCCCTCATCAACAGGTTCAAGGCCGCCTATTACATTAAAAAG
+GGTTGTCTTGCCAGACCCTGAAGGCCCAACAATTGAAACGTATTCCCCTTTTTTAATCTCCAGAGAAACT
+GAATTTAGCGCTCGAATCTCCGCTTCACCTACTTTATATATTTTTACCACATTTTTTAACCGAATCACCA
+ATATTCACCACCTTACACATTTTCCATATTCAATTTTTACTCTACCTTTCTTTTTTAGAAACTTCTTTCA
+AAGCCTCTTTAAGTCCAGGATAATCTGGATTTCTCTCCTTTAAAAACTCCAAAATTGACTTTGCCGTTTT
+AATATCCCCTTCTTCTAAGTAATAATATCCCAATTGAAGCAATGTCTCATCCTGATAAAAGGAAAGCTGT
+TCGGAAGATATATTCATATGAGAAGCAATATGATCTGCTTTTTCTTTATCCCCTAACAGGCGGTATAACA
+TAAAAGCAAGTTCTTGTGATGAGGGCAAATATTCACTCTCCTCATAGGATTTCAAAATAATATTTTTAAC
+CTTTTCAGGCTTTCTATCGTAAAAGATGTAATAATACGCATAAATTTGATTTCTGTCCTCATCTTCTATC
+CTCCATTTTAGCCTTTCAATAGTCTTTATATACTCTTTATAAGCGTCAGGGTCTTTCTTTTGATAGACGT
+CCTGTCCCCAGCGCCTAAGGTATATATCTGATTTTTCCATTTCTTCTGCCCATTTAGATTTATCCTCTGC
+TTTAAACACAGCAATTAAAGGCTGTCCTTCTTCTATCTTCTCTTTCACTTTTTCAATGGGATAAGTTCTT
+TCTTTCATGTCCGGCAGAAGGTAGTAATGCAGATTGTCGTCATCTAAACCATAAACAATTCCAGCATCTT
+TACTTGTACCGCTAAAAGAAAATTCAATTAAAACAGGGCTTCCTTTTAAAATATCCTCCTTTAACTCATC
+AACTCCAATTGGTTTGTAAATAAGAAAAAGCCCGTCTTCAGAAAGAAAGTGAAGTATATCAGTCAAAGCC
+ACATAATCCTGCTTTGGAGTACTATAAACCCTTTCTGCCATCTCTTTTGTCAAAGGATGCCCCAAAAAAG
+CGCTCAAACGTTCTACCCCTTGAATAAAAGGGTCAGCCTCTTTAAAAATAGGTGTAATTTCTACTAATTT
+TTCTGCCTTAGGAATTGTATATAAATTTTTTGGAGTTTGTTCTTTTTTCTCAATTTCAGGCTTTGGATTA
+CACGAGGCCAAAAAAAGCAACACCAGAGTCAAAATCGTAACAAAAATAGGTCTTAAAAGCTTTCTCATTA
+TTTCCCTCCTCTCTTAATGCCAGAGGCAAGCCTAATAAAATGCATTACAATCGCTGTAACCGCCATCATT
+AAAGCCATAGGTAGCAGCACAGCAACTACCACCACCCACGGAGGCAGCCAAAGTGTAGAAAAAAGTTTTA
+GTATGATCAAAGCAGACAAAGAACCTAAAATACCGCCTAAGCTTCCAATAGTACCTGCCTCAATAAGAGT
+ATATAGCGTAAGCCTTCCCCTAGGCCATCCAATTGCCCAGAGCAGTCCAAATTCCTCCTGCCTTTCCCAC
+AAATTAAGCCACAAAAGCACAACAACTACCGCAATTGTCAAACCTACACCCAATCCTAACAACGCCTTTT
+GATAAGGCAAAAGATGTAAATCAACTACCTCTCCTAAAAACGAGAGATATAAAAACTCTGAAAGACTGTA
+CTGAGTTGAAACAAAAAGTATTACCATCAAAGTGCTAAGTAGCACTGATAAAACCAGTAGCCCAAAGCGC
+AAAGGCCTTCGCATCATCTGGTGGAAGATGAAGGTAAAAAATCCTCTTACAGAGATAAGCCTTCTACCAT
+CAGAAGTTCCCTCACCAGAAAGCCCCATTCGCGGCGAAAGCAATAAACTGCGGTAACTGCCAGAAAAATA
+TCCAGTAGCAATAATTGCTCCATTTAATGTGCCGATAAAAGCAATGTCTTTCCATGTAAAACTGCCATAA
+GACGCCTTGAAGAATAACACTGGAATAAGTGAAAAAATAGTTAAGCTGATAACTTCTGAAGACAACCCAT
+AAATTATCCTTTTCCTGGACCAACCAATAGTGCGAAGCTGTGCAAATTCCATTGACCTATTTATCAAACT
+GTGAGTTATTACCGTATACAGCAAAAAGAATACTACAACAAGTAAATAGGTAAAAAGCCACTTGTTTGCA
+TTAGAAACTTTCTCTTCTATAGCCCAGCTGACACCTTCTTTGATCCAACCTTCTTCCACCATTCCTATAT
+CGTCTTTTTGCGCCCCTCCTAATTTCACGTGAACCTTTGTAGGAGAAGCCCCTAGCATAATTTCAACCTT
+ATGACCAGTTTTATCCATGATCTCCTTGGCTACTTGCTCAATCTTTTTCTGACTTATTGGACTTCTTTCT
+TCCACCCCTTTTACAACGACTCTTACCGCAGAAATAGGTGGGTTATCTTTGTAAAAAAGCTTTGCCACAT
+CTTTAGTAAGTACAGTTATTGCTTCTGGTCCGCCAGTATAATAAGAGTCTTTCATGGGCAAAGGTATTTG
+TGGACGCGGCTTTACAGGATTACCTTCTCCATCTGCAATAATCATACTGTGGTGGGGTGTGTATATATCT
+ACAGGATCACCTTCCTTCCAGCTTGAGGCGTAATTAGGCTTAATCTTACGGGCATCGTAAACCCCAATTA
+CATCAACAGCAAAAACTATCTTTTCATCTTTTTCAAGTGTTTCTCTGTAAACCTGTGTCTCATCTGCATT
+GCCAAAAAAGGGGTTCTTTTCTCTCGGGTGACCTTCCACATAAAGAAGAGGTATGCCACCTTCTTCATAT
+CCTAAAAATTTAAAATGAAGGGGCGAATATCTAACCAAATCGCGTGACCCAAAAGCTCCCATAATATACG
+ATTTAACTTCTACTTTATCATTTTTAAGCTCAATATGAGCCAGTTTGTACCTCCATTCAGGAGAATAGGC
+ATTTAACTTATAACTTGAGACAATTTTTTTGGAACTTTCCTTTAAATAATCAATTGCATTACTACCCATG
+TCCCATAAATTAATACTACTAGGAACAGATACTAAAGATACTTCCATAGACTCCTCCACATCCAATCCCT
+GATCTTTTAAGACTAATATAGGTAACACGGGCTCCCCTATTCCTTTATCAATTTTTAAATCTGCAAAGCG
+CAAGTCATCCCCTTCGACAACCGCTTGAGACAAGTTATAAAGCTTGTCTTCACTTTCTGGGTCTACAGCT
+ACAAGAAGTAATTCATTGTCACTTCTAAACTCCATAGATGGCGGAACAAAGATATTCTGAAAGATTATAT
+AATCCTTCATTATCGTTTTAATATTTGAAAGAATTTCTCTTGAATCTTTTACACCTTCCATGGACTCATA
+TTGGTCATATCCCAAGTAATTTTTCAGCAAAACTTTTTTAAGTCCATCAAAGGCTTTCATCTGATATTTA
+ACCTCATAAATTTCCCCTTTTTTGGCATCTTCGTAAGATACAGGAACAAAGTCATATCTAAAATATCCCA
+AAATAGAAATAGGAGCAGCCACTTCAACCCCAGGGATACTGCGTATAGTCTCTAAATCTTCAAAAGATAT
+CCCTCCATAGCTTGCCAGTGGAGTCTGAGGCGCAACCCAACCATCTCCCAGTGCCTGATAGGTCTGGCTG
+TCCTTAGGATAAACCAGTATGTCATACTGCCAGCGCCAGTGATGCTGTAAGTCCTCCCTCGCTTTAATGC
+TCACAGTCTCTGTTAGTTTCTTAATTCCAGAATATCCTAAACTTAAAATAAACAAGGTTATTAAAATAAA
+TAGAAATACTGGCCATCTTTGCCTAATAGATATTTTTAGATATGTAAATATAGCCTATCCCCCCCTTGGT
+ATGTTTATCTAAAAAGGCGGAGAAGCCACTGTCTTGTCCTGTTATCAAATTATCATAAAGTTAACTAATA
+AGAAAGAACAGGAACACTATAGGAACAAATTCCTCGTTCATAAAGCATACGGACCTCTCTCATTTCCCAG
+GTCAATCTTCCTATTTCGTCCCAACATGGTCGGCAATATTGAATAACCAAATAAGTGTCTCCATTAACAC
+ATATATAATAATGGTTACATTCTCTCCAATAACCACATACATTGTCAGGTTTTATATTGTCAAACGCAAA
+TGCAATAGTAGATAAGATAAATGTAGCAAACAACAAGAAAACAAATGCAATAACTATTATTTTACTTACC
+TTCATGATATTAAATACCTCCTTATGTTTTATAATTAGTGGCTTCTCCGTTTATCTTTTAATTAGTACCA
+TTTTAAGTTATACTTCTACTATAAACAACACCAAAATCACTAGTTGCAAATTAAAAATTAAAATAAAATT
+TCTAAATGCGAAATTCATTTTTTGTGCAAATATTTTAAGGTAAAATAATTGCTTATAAATATAACGTTTC
+CTCAAATCCTTATCCAAAATTTTCTTTTAATTTCATTTTACCATTATTATTTTTACCATTAAAATAGAAA
+AAAACATCAATAAACTCTATTCATTTTCGTTTTAGCGAAATTACCTGCTTTTTTCTTTCTTTTTCTCTAT
+TTTCCTTCCTTTTTCTTTTTTGTATATCACTAATAAAGATTTTTAATTTTACACCTTTAAATTATAATTA
+GGTTAAATTTGCAAAATAGCAGCAACTTGCCTTTCAGTTTAAAACAATACGACCTTGTTTTATTTTTATC
+TCAAAAGGCACCAAAGCGCTTAATCCACCTATAACGGTAGAAATAATTATCACTAAAAATGCTAATTTCA
+CATCCAAGTTTACACCTTTATAAATCAAAAGTAAGAGCCCATTCGCCCCTATTAAGCCCAACATCCCTGC
+TATAAACCCATATATAGCTCCCTCAGCTATTACTAAATTTCTTACCCAGCTTTTCCTCCAGCCCAAAGCC
+AAAAGAAGTGAAAGTTCAAATTTTCTGTCCAATATATTAAGGCTTATTAGGTCAGAAATAGTTACAAAAG
+CTAAAATTGCCGAGATTATGCCTATTAAGTAATGCTGCGGCTCAATTTTTAGTGAAATGTATTCTCCTAA
+CAAAGTTAAGTTTAGTACACTTTCAAAGTGCACTTTTATATAAAATAGTATACTTAGCAAAAACACTGGT
+ACAGATGCTGAAGATATAGATAAAAGCGCTCTCCATGGCCTGTTAAATACATTGCTCAAAATTAAATTGA
+AAATTGGATTTTGACTATACCTTGAAACCCTTTGCTTTTGTACCTCACCTGATTTTAAAATGGAAGTCAG
+GTTTTCTTCTTTTTGAATGAAGGCAGAGAGCCCTGTTCCGGAGACATAAGCAAATAAAGAGATAAAAAAT
+ATAGACAAAAGCCTTGAGATTTCAACCGGCTTATTTAAAATATCTCCACCTATTATTGTGAGAATGGAAG
+CTATTATGCCAACAATTGTTCCTATGAAAATTCCTTCTTTTACAATTAGACCTCTTATGTGGCTATTTCT
+CCAGCCTACAGCAGATAAAATAGCAAACTCCTCCATGCGAGATAAAATACTCACAATTGAGGTTGCCAGC
+ACAAAAAGCAATGCTTCAATAACCAAAATCAATATAAAAACCCAAAAGGCTACTGTACTCTCTCTTACAA
+TTGTCATAGCAGCACCCAGTTGAATCCATAACTCCTGCAAATAACCTATATCCCTTGCATGAATAAGTAT
+GTTACGGGGAGAAGATCCAAGTGTTATGTAAGCTTTGTGCCCAGTGCGGAAAGTTATCTCTCTTGCTATT
+TCTTCAGCTTTTTTTTGAGCTTCTAAAGAAAGATGCTCTGCCCCTTTTATTTTTATTCTGATTGCTGAAA
+TAGGCTTATCCCCTATTATAGCTTCTGCCGATTCAATCGTTGTAAGTATAGTAGGCGGACTTGTTATAAT
+CTCTAAAGGGCTCCCTGTCGGCTTTAAAGTAACCACTGGATTTTTTGGCGCTTTATTGTCGTCAAGCACC
+ACCTGTGCCTGAGCAGGCCTATACTGCTCCATTGGCAGTTCAGATAATGGGTCTTTTGAAATTTTAAGTT
+TTTGTACGTCGTAAAAACCTATGGGTTTTAAATAAACCTCTTTCCCCGAAACTACCTTCAAAGGTCTGAA
+AGAGGGAACACCTGATAAATACAAATTTACCCATTCATCTTTTTCATCAATTTTTACCTCTTCAGGCTTG
+GCTTCTAGAGCTATGGGCCATCTGTCTTTGTAAGGAGATTCTATTTGACTATATGTTACTCTTGTAGGCA
+AAAAATAATAATTACCCGCAGGGACAAGTTCTTGTCCCTGTGTCCCCTGAAGAAGTTGTTCTTTTAACAT
+TTCGTGTATTTCTTCTGGATTTAACTTGATATTAAACACAGTCTTTTCTGATGGAATTTTATCTAAATAC
+TTTTTCCCACCATTTTCTTTTAAAATATCTAACAATTCTGTATCGTCAATTTTTGGAATTTTTAATTTTT
+CAATTTGCTGTTCAAAAAATATATCTGTAAAAGGCCAATTCATAACCAACACTGGAACTTTTACTTCTTT
+AATGCCACTTTGCGTTTCTTTTATTTTAGGAACATCTCCTGATGAAAAATACCTCCCCTTTATTACGCTT
+TTATCAAGTCCCACAAGTTTAGCTTCTTCTTCCGGATCTATAGCTCCAATAAGAAAAACTTGTTTGTAAA
+AATCTACATTGGGAAATGAAATATCGTAAGCTTTAAGAACACTTTTAAGTGGAAAGTTAATGCCATATTT
+TTCTTTAAACTTATCAAGTTCATCAGGTAACAAAGGATAAAGACTCTTTACTGTCTCTAAAGAAGAGGGT
+TGCATCAGATAATAAACAAAAGTAGATCTATAGTTTTTAAGTCCATCCGTAGTTTTAGTCTTTAAAATCA
+CTCTGTATATACCAGGGTCTTCAAAATCAAAAGATGTAAAAGACAACCATATAGGTTTCCATCCTATTAT
+AGAAACTGGTGCTGCTACTTCTATCCCTTCAATTTTTTTTATCTCTTCCCAGTCCTTTATGCTTATCCCT
+CCAGAAAAATTAGAAATCTGATTGGATTCCATTATGTTGAGATTTTCCAGAGGGAAACTTTTATCTTTTG
+GAAGCACTAAAATGTCATAGGAGCTTTTCCACCTTTTTTCTAATTCTTCTTGTACCGTTATTCTTGAATC
+ATGACTTATACCTACCAAGTACGACAAACCACTAGCTAAAATCGCTGCTCCTAAAAGCATTACAATCAAA
+CGATTTCTCCTGTAGATAAAATTTCTGTATATATACTTAAGCATTTCTCAAAACCTCCAAAATGCGTCCG
+TCTTTCATAAAGACTTTGGTAGGAGACTTTTTGGCTATTTCCTCATTGTGAGTAACGATTATAATGGTGG
+TTTTGTACTCCCTATTTATAAATTTTAAAATTTCTATTATTTTTTCACCTGTCGATGTATCAAGGTTGCC
+TGTTGGTTCATCTGCTAAAATTATGCGCGGATTAGAAATTAAAGCCCTTGCTATCGCCACTCTTTGCTGC
+TCTCCTCCTGAAAGCTCCCCTGGCAAACTATTCTCTTTGCTTAAAAGCCCCACTTCTTTTAAAAGAAGCC
+GTGCTTTTTCATATTTATTAAACTCTGTCCGCCTTGGCAGTACAGGTATGATTACATTTTCTATAACGGT
+AAGCGAAGGAATCAAGTGAAACTGTTGGAAGACAAAACCGATATATGAATATCTAAAATCAGCTAACTTC
+TTACCTTTAAGTGAAGAAACATTTATTCCAAATACTTCAACTTCTCCTCTTGTAGGCCTTTCAAAACCTG
+CAATTATATTAAGAAGTGTCGTTTTACCAGCCCCCGAAGGCCCCTGTACTGTCACAAATTCTCCAGGCCA
+TATCTCAAGATATACGCTTTTTAAAGCAGCTTCCTCTTCTTTTTGATTTTTATATATTTTTGTGACATCT
+TTGATTTTAACAGCTGGTAGCAAATTAAAATTACTCAAAATGCTACCTCCTTATGTCCAAGATTTTTTGT
+TTCTTTTTAGTAAGAACATGAACCCCAACTACATGTGGAACATTCTGTTGTTATATAATTCCCGTATGGG
+TCATATTTATCACAGCATTCACAATGCATGGTGACAACCCCATCAATATCCGGTATTAATATTTCCTTAC
+AATAACAATCTATATAATAGTTAGGTACAATGCTACCACCTTGAGCACTAGCATCAAAGGGATGTTTATA
+GGAGGCATAAGAAATTGTCGTAAATAAAAATAGTAAAAGAAATACAACAGGTGTTAATTTTTTCATTTTC
+TCTCCCCCTATCATAATATTTTTTACAATATATTCTACAATTTGACTCATCCAAGTTTTAAAATTTTACC
+TTTTGCTAAATTAAGGTTCCCTTATCACCACCTCCACAAAAAATAATTTAAACATTTTTCTTAATATAAC
+AGCATCACCTCCCAGGCATTACAGAGTGCCATCTTATTAAATTTTCTTCTACATCGCCCCTTTACATATC
+TTTTCCTTAACTATATAATATATGGTAAAGTAAATAATTTCAACCCGATTTGAATCGGGGTGAGGTGTCA
+AAAAATTGAAAATGGCAAGGTTATCCCTAAACAGGAAACTCTTGATTTGTTGTCTGTTGTCTTTAAAAGA
+AACTTAAATGACATATTGCTTAAATATAGATTAAAAGATTACCCTGCTTTTTATAAAATAAAAAATTCTA
+TTGAAACTAAGCTTGAAAACGGCGAATTTAAAGATCTGAAAAAAGAAGCTTTAAAGCTTAAAAAAATAAT
+TCAAGAAGGTAAAATGAGCCTTTATTATGAACGATTATTAAAACAACTTTTATATCTAGTTGAGTCTGTT
+ATTGAAAAAACTATCAATAATAATTATGAAATATCTTTAGAAAAATTAATAGAAGCTATGAAAATAACCA
+TACCAGAGTTTTCTCTCTCTGATTACACCGCTTTTGTATACAATAGCATTGAAATTAGAATCCTAATAAA
+CATAGCCTTTATATTAGAAAAACAGGAATCTGTAGAAAAATCTATAGAAATTCTCCTTTTTTGTCTGTCC
+CAATTAGAGCCGAAAGATATAAAGGAGAAGATAAGGCTTTATTATAACCTTTCATATTCTTATCATTTGC
+TTTCTAACCATGAAAAAGCACTGTACTACGCTGACTTGGGTATAAAAACCTGTATAGAAGCCAAAACTTT
+AAATGGCTTGAGCCTTTTATACTTTAGAAAAGGAATTGCGGAATATCACCTTAAAAGAGAAAATTACAAA
+GATTCTCTTGTTAAGGCAATGCATTTGTTCGATATATTGGGACAGGAAAAATTAAAAGAGATGGCCATAG
+AAAGTTGTAAGAAGTTTTACAATATAGATATCTCAATAGAGAGTTCTTGTTGATATTACATATGGATATA
+TTACGTGAATACCTAAATTACAATTTTGTTCAGCCTTAGCAGGTGCTTTAATGAATAGCTGGTATTCTCA
+AACAAGAGCAAACAAGAGGGACGGTTCTTTTTGTTTGAATTTTGAGAATGAAAGAATTTGAAAAACTTTT
+TAATCAATATTCTCCATTATTATAGGCATCCAAATAACCCAGGTAAGCATAAAACATAGGTGTTTCATTT
+TTATAATCAAACTCACTAATTCCTTGTTCAATGAATAATTCTAAAAGCAATCTGTTACAATTTGAATGGA
+TGCATCCTGTTTTTGTTTCAAAAACAACATAAATGATATCTTCCTTTTCATTATTGGATATGTGTGCATA
+ATTTGACTGATAGTACAAATTACTTTTATCATTTTTGAAAAGCTTGTATGCAATGAAATTAAATTCTCTA
+GCAGTAAGATTTAATCGCTGATTTCGCAAACAATGAACGGCATTTAATATAATGTGCTTCATAATAGACT
+CTGGCAAATCTGTTGTGGAAATTTCTTTAATATCCACTTTCTGTTTCAAGAAATCAATTAATTCTTCAAT
+ACTTTTTTCACCAGGCGTAATTTTATGTTTGTATTTTTTTAGTAAGTCCTCTCTATTATTCATTGTTTCA
+ATCCCTAATTATTAAAATACCATTTTTCACCAGGTATAGTTATTATCAACGTTCAATAATTTATCAATCA
+CTTTTTCTTATAGTCAAAACTCCTGAACAATAAGAAAGCTTTTCAAAATTTACTTTTAAATATGGCAATA
+ACTTAGCCATTTTATCAGCTATAATATAATGTTCCTCATCATCCCATATGTCTTTGTCTTTTTCTTTTGC
+CTGCAGCATTTCTTCAGTATTTTTAAAAGATACGTCTCCAAATATTATAGCACCATCGTCTTTTAAATTT
+TTTAACATTTTAGTTATTAATTCTATTTTCTGCTCATCTGTCAAATGATGAATTGCATAGGTACTTATAA
+CATAATCAAAAATTATATTACTAAACTCTTCAGGAAGTCCTTTTGAAAAATCAAATTGTACCAATACTGC
+ATCTGGCATTTTGCTTTTTGATATCTTTAGCATTTCCTCTGAAAAATCTACTCCATATATTTTATGCCCA
+TCATCATATAATCTTTTTGTCAATACCCCTGTTCCAAAACCAATGTCTAAGATTACTTTTTTCTCATTTA
+TTGGGATTTTTTTATAAATTGTATTCAAAACATCCCTATAAGCTGCAAAGGGATATCTATTCTCCCTTTC
+TGATTTTTTTACATCCATATCATAATCTTTCGCCCATAAATTAAATTCACTATCTCTCAATTCCAACATC
+CTTTCTTAAAAAATAAATTATTTTTGTTATAATCTCCATAATACACCTTATCTGAAGAATTGTATTACAT
+ATTAAAACGATTTTTTAAGTTTAAAAATGCGTAATAGCCATGATTCTCAACTCTTTTTAGTTTATACTCA
+TTAACCTACTACAGATAAAACTACACTTGCTGGAGTAAAAATTTCATCGAAAGTCCCTACTTTTACTACT
+TCCCCGTCCTCTACAAAAATTATCTTGTCATATTTTTTAAGAACTTCTTCAGAAGTATTATGAGTTATTA
+CCAGTGCTGTCAATCCTTCTATGCTTAAAATGGAATTTTCTATGCTCAAAGCTGTTTTTTTATCCAGTGA
+TGAGGTAGGCTCATCTGAAACCAATATAGGTGTACCTTTGATTAATGCCCGTGCAATGCTTATCCTCTGC
+CTTTCCCCTCCTGATAAATTACTGCCCTTTTCTCCCACTTCTGTATTTTCTTTATCCGGTAATTTCTCTA
+TAAATTCCTTTAACCCAGATAAGGAAATTGCCCTTTCAATAACTTTTTCATCGTACTCCTTAAAAAGAGT
+TATATTGTTTTTAATACTTGTATCAAACATAAACACGTTCTGGTGTATCACAGAAATTAGATTGTTGTAC
+AAATCTTCAGTTTTTATATTTCTTATGTCTATTCCGTCAATTAAAATTCTTCCTTCAAAATTGTTATAGT
+ATTTTAAAAGAAGTTTTACTATTGTTGATTTGCCACTGCCACTTGGACCAATAATCGCACATTTTTCTCC
+TTTCTTTACCGTAAAAGATATATTTTTTAAAGTAGGTTCTTCTCTCCTCCCATAAGAAAAGCTTACATTT
+TCAAAAACTATTGCGTCATTAAAATCTGTCTTTGAGATAAACTCTCCTTCCTGCTGTTCTTTATCTTCCA
+TAATATCCATTATCTTTTTCTGTATTGATTCTGTCCCTTTCAAAGCATTTACCCTTTCAATAATTCCTAT
+CATGGGATTTACAATATTATTCATTAACTGCACCGCAGCTATCATCAATCCAGGTTCTAAAATGCGCTTT
+ATTACAAGATATGCACCGAGCCCCAGTGAAGCAAAAAACATTAAATATCCAAAGAACTCTGTCAGAGAAT
+TTGCCAAAGCAAGCATTTTTTCAAAGAAAAATCGGTTATCTTCCACTTTTTTATTGTATTTTTTATACTG
+TCCCTCTACTAATTTTTCCACATTAAAGCTTTTTACTACTTCAAAACCAGATAGTATGTCGTTTGTCTGC
+ACAGTCAAATCAGATAAACTATCTGAAAATTCTCTTTTAGCTCTACTTATTTTTTCTCTAAAAAGATAAG
+GAATAGCCACAAGAAAAATACTTATAACAAAAACTCCTACAGCGATGAAAAAATTTAATTTAAAAATTGC
+AACTGTTGCAATTATAAAAGAAAATATTAGCGCTACCATCGTCAATATATTTTTAAAATAATCTTGCTCC
+AGTATCGTTATATCGTTATTTAATGTGGAAATATACGAAGCGCTGTTGCCTTTCTGGAACTGGTCAATCT
+CTTTATTTATTACCTTAGAAAATATGTCATTTTTTAAATCAAAAAGCATTTGCCTTATATAGCTTGCTCT
+TACAATCCTAAGGGAATACCATACAATCAACACAGAAATTAAATACAGCGAAAAAATTATACATGTTTTA
+TATAAAAGTGCCATGTCATAACTCTACTGCTGCATCTACAAAATTTGCTAAAATGAATGCTAACATAACG
+CTCAAAATACTTTCTGCCAGAGTTAAAATTATATTCCCAGTCAAAAGCAATTTATTTTTGAAAAAGTACT
+TTTTCACACCCTCACCTCCCAAAAATTTCTCCTAATACAATTCCCATTCCAAATCCTAAGAAAAGACCTC
+CCATGAAATGACCTAAAAATATTCCTAGGCCCGTACCTATAAACAAGCAGCCTATAAAAATTTTCCCCCT
+TTTTATAAAATCCAATTGACTACCTCCTATTCTTCATTTTGCCTCTTTAAATTATATAAATTTCAACTTA
+AATTTTTTAAACTTTGTTGCTTTAATAATAACATTATTTAAATTTCCAGTAAAATTTATTAAAGTAGCAA
+AAAAGCTTGTTATTATTGATTAAGCCAATTTATCTTTCAAAAACTCTCAATTTCAAACTTTTACTCCTTT
+TTTCTCTATAAATTAAAAACCCATAGGAAGTAAAATAAACTTACTTCTTATGGGTTTACTCAAAAGCCTT
+TTTTCTGTCCCCAAGCACCTTTGCTTATCAATATAAGGCAACGCAAATAGCTCTTCATTCATCTTCTACA
+TACTCTAATATATCTCCTGGCTGACACTCTAAAACTCTACAAATAGCATCCAAAGTCGAAAAGCGAATAG
+CTTTGGCTTTGCCTGTCTTTAAAATTGACAAATTTGCCATCGTTATGCCGACTTTTTCTGAAAGTTCTGA
+TAGCGTCATCTTTCTTTTCGCTAACATTACATCAAGATTAACTCTAATCACAATCCAACCTCCTAAATTG
+TCAGGTCATGTTCGTTTTTTATTTCTATAACCTTTATTAAAAGAGCTTTAATCACTCCTGCCGCAGATGC
+TATAATAAAAGACATAAAAATTATACCCACACCTAATAAAAATAGGCTCGGATGTAAGGCGTTGTTAAAG
+ATGAGATATACCATGCCTATTACATAAAGTAAAATTATAGCAATGGACGAGTAAAATATATAAGTGAGAG
+ATTTGTTGGTATATTCTGTAAAAGCTTTATCCTTCTCAATAAGTCTTAAAATAACAAAGCCATTGTATAC
+ACCTATATAAAAAGGAATGCATGTAAGATAAATACCAAATAGAAGAGGATATTTTAGATAGGCGTATTCT
+GGATTTTGTTCAGCTAATGTATTTGCTACACTTGGAAGCCAGAAAATAGACAGCATAAGTATTACAAAGC
+CTATAACCACCAAAGAAATTTTTAATAAATTTAACATCCACTTTTTCATAACTACACCTCAATTTCAATT
+ATTTTACTCACATTATGACACATAATTTATTGAAAATCAATATATTTTTATCGATAAACAATAAAAATAA
+TCAAACAAAGGGACGGTTCTTTTTGTTTGAAGTTTGAAAATCAAACAAGAAGAACCGTCCCCGGTGTTTG
+ATTTTAATATCTAACTTAGCAAATTAAATGGAAGGTAATCGTCATTCTTTATCTCTTCAACAAACAATTT
+ATCTCTTCTTCTTTTAAATACATAGGCATGAGCATTTTCAAAAGACTTAATAATTCTAAAAGTATCTTCT
+ATGATTTCAATTGCACAGCCATTCTCTAATCCTATTCCTGTACCATCAAAGTTCATCATAAATTTTTCAA
+AATATTCCCTTCTATTTTCTTCGTCGAGATGAGGACATAGTATGGCATCAAAAAGCCCCAAACCCTCAAC
+TTTAATATAACTCCATGTTTCTACATCCTGAAATCTTAGTGAATCACTAAAACCGTATTTGAACCAGCAT
+ATAGCTCCTGCACTCAATCCTGAAAGTACCGTTCCTCTCTGATAAGCATCAATCAACATCTTGTCAACAC
+CTTTGGACCTCCATATTTCCATCATCCTCTTTGTGTTACCACCGCCAACATAAATCAAATCTGCCCACAA
+GATTTTATCTTCTATTAGCGTCCTATCCAAACTATCTTTTATTAAAAACAAAACATCTGTCTTGCATCCA
+AGCGTTTTACCATAGACAAGGTCAAAACTTTCACAGTAACCTTCAGGTTCTCCGCTCGCAGTTGGTATAA
+AAAGAGCTTTTGGATTGGCTTTACCAGTTAGTTTAACTATTTCTTCATCTATTTTCAAAGTTTCAAATTT
+TGAAATCTCTCCTCCCCCTATGGCAACAACTTTTTTCATATACTCACTCCTCTATAAATTAATTAATGTT
+ATCGTCATTCCTTATGTGTTCTTTGAATAGCGGATATCAAACTTCCACACAAAGGGAATGGTTCTTTCTG
+TTTGAAAGTTTGAAAATCAAACAAAGAGAACCGTCCCTGGCGTTTGATTTATTTTCCTGATATGGTTACC
+CCTTTCACGCTAATCCATGGGAGTACCTGCCACCCAAAATTGACTTGTTCTTTGGAGATTGCAGTTATAT
+TCTTCAACATCTCTGCAATGTTGCCAGAAATCATCGTTTCACTTATAGGATATTTTATTTTGCCATCTTC
+AATCAGATAACTATTTTTTGCAACCCCGGAAAAATCACCGCTGTCACTTGGATACCCTCCTGAAAATCTC
+ATAAGCAATATACCTTTTTTTACAGATCTAATCATATCATCAAGTGCTGTTTCACCTGGTTCAATTACAA
+AAGCACCTCCATCATTATAGGCATATTTTAATCCTGTCTTTTTTGAACCATAAAGACTTAATAAAAAGTT
+TTTTAATACGCCTTTGTCAATAATGGTTATATTTCGAGCTTCGTACCCATCCTTCGTGACAAAATAGCCA
+CTACAAATTTCCTCCGATACAGGACAAGAATGAACAGTCAAAAGAGGGCTTGCAATCTGCTTTTCAAGCT
+TATCTTTATATATACTGGTTCCAGATATTATAGAATTGTCTGATAGCGACCTTGTGAGGAAATCTAATAT
+ATCATTTACAGCATCAGGAGAAATTATGACATCACCTACAAATTTACCTTCTACAGGTCTTGTGTTTGTC
+TGCTCTTCTAATTGTTTTAGTAAAATGTCTAGAGTGCCACAATTTAATAGCTCTTTATCAAGGTTTTTTA
+AAGAAAAACTTGTATAGTTAAAAGAGGAGGTTTTATCCTGGTCCTTTGATGAAAACATTGCAAAAAAGTT
+ATATACACCTTGATTAGAAACATAATCAACACCATTGGAATTTACAAAATAACTTTGTTTATACTCATGA
+TATAAAAAAGCTTGAATCAGTATAATTTTGGGATATTTTTCTTTTATTTGTTTGACTAATTCATTCATCC
+TGTAATACATCATTTCTAAATCTGGAGTTCTATCCCCTGATGAAAATACTTTGGGTGGTTGATATTCGGC
+TATGTCATTTGCCTCATCTTCAGGTGACGCCTCTGCAACTAATATAACATCTTGTGCTGCAGAATCAATT
+GATTGAATATCGGATTTATTTATTGAAATAGTACCTTTTTTCTTATCTTTTATAGCTGTTAAAACTATAT
+CCGTATCAAAGGTTGTTCTTACCATAGTAAATTCATTAGCTTCAAGGTTGACTTCATGCTTTTCTGTAAA
+AGTGAGATTAACTTGGGATTTCTGAGCACCTGCTCTATTTAAGGCTTCAAGAGTATAGTTGACTATCTCC
+TTTTGGCTCATCATCTTACCTACCCCCTATGTTGATCTGGCATTTGATTGCAGGACCGGCCATTCCAACG
+GGCATAGGCTGTTTTTTACCACACCAGCCACTGCTTATCCATTTTATTTCATTAGAGACCATTGTCACCG
+TTTTGAGTACATCAAAAGCTACTCCCGAAATTGTTGTATCCTTTATGGCTCTACCTAACTTTCCATTTTT
+GATCTCATAACCCAATGTCACACCAAACATAAATTCGCTTGTAGTATCAGCCTGCCCATTGCTTGCTTTT
+ACAAGATAATATCCATCATCAATAGACTCGATCATTTTCTCCAACGTATCATTTCCAGGTAAAATAGCTG
+TATTCCTCATTCTTATTAGAGGTTCATCAGAAAATAAATATGCCCTTGCATTACCTGTAGGCTCCACACC
+GAAGTACTGCGCACTTTCTTTGTTATGCATATAGCTTTTTAAAATTCCATTTTCTATTAGTATCGCATCT
+TTTGCTTCTGTCCCTTCATCATCTATGAATACTGGAACAGGGCAAGTTTCGTCAAAACAAGTGTTAGCAA
+AATCAACTATGCTAATCAAAGGGCTTGCAACTTGTTCTCCTATTTTCCCATAAGCTACAGAGCCTCCTAA
+GACAAGGTCTGCTTCTACTGTGTGGCCAATGGCTTCATGGGCAAGGACACCCGCAATATCTGCATCAATA
+ATGCAGGTTTTTATACCCGGCTCAGGCAGCACTCCTTCACTTTTATTTACTAAATGACGATAAAGTTCAT
+CAATTTTTTCTTCAAAATCCGAAGGTGATGAAAAAACATCCTCAAATTGCCCTCGCCCTCCGTAGGCATC
+AGTAATTGTAACAGGTTCCCCATTTTTTATTAGAGATAGTGAGATGTAAATATTACTTCTCGGAATCATA
+GCTTTTAAATAAGAACCATCTGATGTCAAAAGATATTTTTCTATATCAAGGGTGTTCAAAAATATTTTTC
+TACTGGCAATTTTGGGATATTTGCGAGATACCATCTCATCTATCTCTCTTAGAAAATGTATCAACTCTTT
+TTGGGTCAAACGAGATTTCTTAGTTGAAAAATCCTTTTCTATACTGGCAGGCCTTGAGGGAAGAGGTCCT
+TTTCTTTTATTCACTTTAGCATCTAAAAATTTAGCATTATCTGTAGCTTCTTTTATTACCTTCTTAATGG
+CCTCCTCGCTTATTTCTGCATGTGAAGCAAACCCCCATGCACCATTTAAATAAGCGCGAGCTGATACACC
+GCTTGTTGATGACTGAGAATTCTTCACAATGTTCCCATTCACAAAAGTAATATTAAGCTCAGTATTTTTC
+TGCACTCTAAGTTCTGTATAGACAGAAAATAATTCTTTATACTGGTATAAATCAATAGTTTTCAAACATA
+TCCCTCCCTAAAACTTTAATTATTTAATGTTGTGCTTAAATAATAAAAAATATAGATTAAAAATTTTAAT
+TTATATTGCTTTAATAATAGCATTATTTAAATTTCCAGTAAAACTTGTTAAAACATCAAGAAACCGACAT
+TTTGCTTGATTTATCTACTTTATCTCTTTATTACTTGCAATTTCAAAGTTTTATTTCTAATTTCTATAGT
+AGAAAGTACTCTATTTTTTGAATCCTATTTACTGTTTACAAGTACGTAAGCTCATTTAATTTTTCTATTT
+ATATGAAGTTTTACTATGAAAAATGTAACAACGCTAACCATAAAAGCAATTAAGAAAAATAAACTATAAA
+CACCTGGCAAAACGGTCAAGTCCAAATTTTTGTGTAAAATCCCCCTGGTTAGAACATGAACCTTCTTTAT
+CACCACCGTTCAATTCATTGTACTGCTTCCGCCCCATGGTGTCAAGGATACGCTACGCCGGGCTTTTGCC
+CGTCCTTGACACCATGGGGCTCCAGCAGTTATCAAAAACTAACGGTGGTGATAAAGGTCATTTTATTGAA
+ATAACCTTATCCTTCGCTTTTTTTGAAATTTCTTTTTGCCACTCGAAATACTCAGTCATATCTAAATACT
+TCCTCCCTGAAGCCCATTTTTCATCTTGTTCCATTAACAATGCTCCTATTAGACGAATGCCAGATTCTCG
+ACTTGGGAATATTCTTATAACTCTTTCACGACGACGAATTTCTTCATTTAGACGCTCTAACATATTAGTA
+GTGCGAAGTCTCCTTCGATAAGGCTCAGGAAGTTCTAAAACCGCTATTGCATCTTCAAACCCTTCTTCTA
+AAATCTCCATTGCTTTAGGAGCTTTATCTCTATATTCATCTAATACTTGATTTAATAGCATTCTCGCTGT
+TCTGGGATCTGGTGCTTCAAAATAGGCTTTCATTTGGCATGTAATTCTTTTTGTAAAGCTTTTGGAGTCT
+TATCAAGGATATTTCTCATAAAATGTGTTTGGCACCTTTGCCACGTAGCTCCCTGGAAGTGTCGACAAAT
+GGCTTGTACAAGTCCACTATGATGATCGGAAACTACCAAATCAACTCCATGGAGCCCTCTCTGCTTCAGC
+CATGAAAAGAATTCACTCCAGCTATCTTCTGATTCACTGTCTCCTATCATAAGGCCTAATACTTCTCGTA
+AGCCTTTTCATTTATGCCTACAGCAATTAATACGCTGCGTTGACAAACACGTCCCTCTTCTCTTACTCTT
+ACACCTGGCATCAACTATAACAAAGGGAAAGCTTTTTTCTCTTAAAGGTCTTGAATTCCACGCTGTAATA
+ATAGGATCGAGATTTTTGCAAAGCTCGGAAATTGTGGATTTTGAAAATTCAGTTCCACAAAGTTCATAAG
+TGATTTCTTCGATTTTTCGGGTAGATACTCCATTAACCACCATCTCCATTAGTGCCAACAAAAGGGCCTG
+CTCACTTCTCTGGTAACGGTTAAAAAGGTCAGTGGTAAATTTGCCATTGCGGAGTCTTGGAACTCTTAAG
+GTGAGAGTTCCAACTCTGGTAATTAAACTTCTTGAATAATAACCATTACGATAATCCTGTCTTTCTTCTG
+TCCTTTCATAAGGTTCAGCTTTAACTTGTTCAGTAGCCTGAGCTGCTAAAATTTGATTAAGTACAGACTC
+TAATAATTTAGCTAACTTTTCATCTTTTGTTCCTTTTACAAAAAGATAATGCAAAATTTCAGAATCTATG
+GTAATATTGTATTGAGCCATTTCCTATCCCTCCGGTTAGATTTTTTGGTTCGTTTCTATTTCTATTCTAA
+CCAGGGGTGGGGAATGGCTCAACTCCTTTTTACACAATTATATAGACTTAACTGTTTAACCTTACAGTTC
+TAACAACAGAGTAGAAGAAAGAGAAAACATTTTAAATAGTGATTTTTCTACCACTACAATTAATCAAAAG
+TGGGTTACTGATATAACATATATTTATACTGTTAAGGACAAATGGTGTTACCTTGCGACAGTAATAGATC
+TTTATACCAAGAAAGTCCATTGGCTATGCGTTTTCTAAAACGATGGATACAGAGCTGGCTATTCGTGCTG
+TAGAAAATGCCTATAATGCTCAAAAACCACAGGGAGAGCTTATACTTCATAGTGATTTAGGTTTACAGTA
+TACAAGCGCCAAATTTCAAGAATATATGTTATCCAAAGGTAACATAAAACACTCATTTAGTCACAAAGGA
+TGCCCAGAAGGATATCAAATTTATGTACAAATTTGTACATTTTTATTTTCCACTTTTCGTACATTCTTAT
+TTTATCATTTACACCATCTCCTTTAATTTGAAAATTTTTGTCATAAATTCTTCCTCTATAACATAAATGA
+AAATAATCTACTGGATTCGCAAAAACTATCCCTCTATCGATGCCATGTTTCTAGTGTAATTATCATAAAT
+ACTTTTCCCTTTGCTTTGTGTTTGTTTATCATGATAGTAGCCCCACCCCTAAGCATTCTTACAACTTTCC
+AATCCTCTGAAATGTTTTGTAGATTGGAGGGATATTTTGCCATGGGGTGGGTCAATTTAAAAACGTCGAA
+AATAAATTATTTTTAATTCGCTATTAATACTTAAAAATAAGTCATAGCAAAAACTATTTTATTAATGTAC
+AGCTATTTGATATCATCTGTTTTATCATCTACTACCTTTATGGAAAAATAATATACCCCTCTACCAAACG
+AATAATCAACCATAAGACTGTACACGTATATTCCCGGTTCACTCGGTAAGTTAAAAGATGGCGTTTTTAT
+GTATTCAGATTTTTGTTCGAAAAAAGTCTCGGAAACTTTTTTGTAATTCCCATTCTTTTGCCTTTCAAAT
+ACTACACAATACAAGGGCTTTTCTCTAAAAAGTATACTTATTTCATCATTGGGTAAAGCAATTGTGGGAT
+TGAGAATTATATCTATTAATGATTGTTCTCCTCCACAGAAGTTATACTTCTGCTTAAACCTGCTATTATA
+TTCAATTCTCACAATAACAAGAGGAATTTCAGCAATTTTAATTTTCTTAGTAAAAGGATCTTGTAACGTC
+ACAATAGGTTCAGGTATCTTTATATATTTGCTTTCAATAACCCAGAATAAGTATGATGAAGCAGCTATTA
+TTACTAAAGAAATAGAAAGCATTAGCAAAAACATTTTCTTATTTCTCATATTATCATTCCTTTAAACTAA
+TGTGGTATTACATATGTTTTACTAGTTGATGGATATACAAGATATGTCTTATATTTGGTAGTAAATTTCC
+TTGTTAACGCAGAATTGGTTGATGAAGTATATGTTGCATCAACACTATATATTATATTTGAAAATATAGA
+AGGAATTTTTGCTGCTCCCTGAATAGTTAAGCCATTAGAATAGCTAACTTCTATTGATTGGCCCCCTTGA
+ATAGTAATATATCCTAATCTATAAGCATCAGATATATGAGCAGGGGTGCACATAGGTTCATATGAATCGT
+ATTTATTTATGTAGCCATTCCATTGTCTAGGAACAAGAACTGTCATTACGTTTCCATAATTGTCCATCCA
+CTTCTGTTCGTAGAATTCAAAACCTGTTCTATATTCCCTGTGAGTACCTGGATAAGTACCCTCTGCCGAT
+TCATTCCTAGCTGTAATGGTACTTCCTGAACTATAAGAAACTGAGATAACAGAGCTTCCAGATAGTTTCA
+CAACTCCATACGATGATTTAGACATGTCAAATGAAGATTGTACTCCGTCACATATATTTACATAGGCTAC
+AGTTGTTTCTCTATCTCCTAAATCTTTTTCTGAAACCAAAAACCAACTGGGAACTTCATTTGGTGTTATT
+ACAGCCCCATCATTCAAATATAAAGAATTTGTAGCTGGTATTTTATTTGCCTCTTTGGCATTTTCACTTA
+TTTTAAAATTTTTTATGTCTTTAAATTTTACTGTTTCTATTTTTTTAGGAATATCCGTATCCTTTCTAAG
+TATCTCATTATCTGTTAAAAGATCCAGATTTTTGTCATTAGCAATTAAATATGACACTGTCATACCTTCA
+ACAGCCATTTCCGTATCGTTTCCAGCAAAAATTATATAATGAAGATCTATCACGCTTACATTTTTGGACC
+TAAATAAATTCTTTATATCTGATTTGTTATATGTAATTTTAATTTGAACTTGTCCATTTTCATCAGTTTT
+ACCTAAAAAAACATTTTCATTCATATCCAGTGAATAAACTTGAACATATCCATTTTTCAACGGTAAACCA
+TCAGAGGTGAGAATCGTAATTGTTTTGACAAGAAAAAATGTCTCAGAAATATTATTAGCTATATTATCAA
+CAAAACTATTTCCAATATTGGCAAAAACGAGATTACCAGTTAAAATCGGAATAAGTAATGTACCCAAAAT
+TAACATAATTAATTTTTTGAAATTCTTAAATCTTCTAACCATTTAATTATCATCCTTTCATAATAATACT
+TTTTAAATTGGTATTCCTTAAAAAATGGTTCGCTTCTCCCTATTTAATATTATTTTCACCTCCTGCTTTT
+GGAATTGTAATCTCAAATTAAACTTAATCTCACTGAATAAAACTAAGCTACAGCTCTTTTATCATCACCT
+CCCAAATATTACATAATAGACTTGTGCAAAATCAAAAGCCTTCATTTAAGCCATTCTACAGACATGCTTT
+TTTCCTATCGCTCTTGAATTTTTTATCTTTTATGTAGGATTTCCCCTCCCATTTGTCGAATTATCATATA
+TACAGCATGAAAATGTTTTTAAGAGGGAGAAAATCCCACATGTACCAGCTTTAATTACTTTTAAATATAC
+CTGAATTCTTTACCTCTCAGTCTAAAATTGATTTCTATTCTTCTATGTTTAAAAATCTAGACTTGTCTTC
+AATACCTGAATCCCCTTCCTCTAGTCCTAGCCGTAAGGGTTATTCTCATCATGCAATGTTTAGAACTTTT
+ATTGTTATTAAGCTTTAAGATTCGGTACAATTTCTGACCTCCTAGATTATCTCCGCAATAATCTTATCAT
+TGCTCATCTTTGTGGCTTCAATATTTTTAAACCTCTTCCTTCTTATTGGACTTTCCGCCGTTTTATTAAT
+GAGTTCTATCATGATTATTTAACTACTATCTTTCAAAATCAGGTTAATATCCTCAAAAATATGGGCATTA
+TCTCATGTGAGTTTATTTCCATGGACTCTACCCCTATTAAAGCTAATACTAAGTTAAATAACCCTAAATA
+CTTATTAGACTGGTACATAATGTTTTATTAAAGCCACAAAAACCATATTATTGTTTATATCCTTCTTGAT
+CTACCAAACTTTTCTACAGTTATCATAATATACATTTTTCTCAATGTCTACTATATTTTAGTATAGTTTT
+TATTACATTTCCAGTTAATGTTTACATAAATAAACAAAAAAACTATAAACTATACAAAAGTATAGTCTCA
+AACTTTAATTAATATCTACCAATCCCAACTTAACTGCTTTTATAACTGCCTCTTGAATGTTTTTTACCTC
+AATTTTTTCTACTATTTTCTTTTTGTGATATTTCACAGTCACAACCTCTATTCCAAGAACTTTTGCTATG
+TCTAATTCTCTGTATCCCTTTGCCTCTAATGCCAGTATTTTTATCTGGCTGTCATTTAATCTTACCTTTA
+TCTCATTTAGCTCTTTTTCTTTTATCCTCTTTTCATATTCAATTGCTATTTTCTCAGCTAACAGCTTTAT
+TACCATCAATACTTCATCCGCAATTTTTTTATCAATAGTTGATATATCAACATAACCTATTATTTCACCA
+TCTTCTACTATTATAGGTTAAGCAATGCAGTGCCATTTTTTCAATATGTCACAGTAGTGCTCCTGAGGCT
+TTATATACACTACCCTCGTCAATCGCATTGCCATTGAAATTGCATTTGTTCCACAGCTTTCCTCTTTAAA
+AGATACTCCCGGTTCAAAGCCTGAATTTTTTATACACTCTTTTTCTTTTGTGCTACATTTTACATCCAAT
+AAATATCCTTCACTGTCAGCAAGTAAAAATAGATACTCACCTTTTACCCAATCTTCTTCTACACTCATAT
+GAAAGGCTTCTATCAGTTCTTGATATTTTTGTATTTTTTCTTGTAAATCTTTTTGATTTAATAAAATCAA
+TGGAGAAATTATTGAAGGGGCAATGCCAATTTTCCTGCATCTCTCATATGAAGAAATCAGTTCCTCTTGT
+GGGCATGAAAAATTCACTTTTTATACCCCCAAAATTTTAAAACGGCTTTTTTAATATTATACAATATTTT
+TAATAAAATTTGTGAAATTTGGAACGAAAGTGTCATTTTGGGGAACGAAAATGCATTTTTCGCCTAATAT
+TTTACAATTAGAAATTACAAAAAATTGAGGAGAATAACCTCCTATTACTGTTATTTCTGGCTCAATTATA
+CACCGTTAGTGACAATTACATGCCCACTCATCTTTCTCCTCTGTCTTTCATAAATTTAAAAATTAATCAA
+AAGTAAAATTATTAACCTTCTAAAAAGTTCCTTGATTAATAGGAAACTTAATTATTTTATCCGCAATATT
+TGACAAACTAGGGTCATGTGAAATCACAATAATAATTTTATTTCTCTTAATCTCGGTCAGTGTCCTCATA
+AACGTGGATATTCCTTCACTATCTAATGCATTTGTAGGTTCATCAAATATGAACACATCTGCTTCTTTTA
+GTAAAGACCTTGAAATTGCTATCCTCTGTCTTTCGCCTCCTGATATATTAGACGATTTTTCATTGATTTC
+TGTATCATATTTTTTATCAAAAGATTCAATAAAATCCAATAAATGAATCTTACGTATTTTATTCATAAAT
+TCTTCTTTATTCAGGTCTTTTTTGCCATAAACCAGATTGTTATATATGGTATCTTCTAAAAGATAAGGAT
+GCTGCTCCGTAAAAGAAATAAGTCTTTTCCTTACAGAATACATATCCAGCTCTTCTATAGGAATTCCGTC
+ATATAAAATTTTTCCATTTTTAGGTTGATATATTCCAAGCAGTGTGTGCACAAATGTAGATTTACCTGTA
+CCATTTTCACCCACTATCAGATAAATATTGCCTCTTTCAAAACGACAAGAAACATTATTAAAAATCTCTT
+TTTCACCTATTAACACTGTTAAATTTTTGCATTCTATTACATTTATGTCATCAATAATTTTACTGCCATT
+GTGCTCTTTTTCCATACTGATAAGTTCATTTATTCTGTCCTTTGCAACTTTATATTTCTGATAGGATTTC
+CCACTTTCAATAATACTTGCGACTCCTGGTATTAAAATTTGTACATAGATAATAGCAGTAGTTAAATTGC
+CAATGGTAGTTGTACCTTTCCCCAAGGATATACCCAGTACAATTATTACAATAGCAAAAAACAGGCGAGT
+CATTAAATTTGAAAGATTGGATATCCAAAAGTCATACCTTAAAAATTTAATAGAAGACTTTACAAATGGT
+ATGCTTGCTTTTAAAAATTCACTGTCAATTTCCTCATACCATGAGTTAATCTTTATTACCAGTATATTAA
+ACAATTGCCTCCCTATCCTTGAAAAAAATTCAGCTTGTTTTTCCAACATATCTTTATTCAAAGAATAATA
+ACGAGCTTGAGAAAGTTTGTAAAACAGCACATACATTGACACAATTAGCAGAGATAAAAATCCCAGCAGT
+GTATTTATGCTAAACAGTATTGGAATGAGTACTATTATTTTTAATATCTCTATTGCTGCATAAGGGAATT
+TCTCTACAACACAGTCTGATATAGTAACAGAATCATTATTAATTCTCTGCGCCAGATACTGTCCGTTAAC
+GCTTGATATTTTTTCATAAGGTAGCCTTTTGACCTCATACATAACGTCAGATTCAATATCTATTAGCATA
+TAATTTGAAATTTTTACGTTTAGATAGTAAGCTATGTACATGCTTACAAATTCTAAAATTATCAATAGGG
+TAAATTTCAATAAAAATTCTCTGATAGTCAAATTCACGCTGCTTTCAACTTTTGTTATATAATCTATGTA
+CATTCCAATATATGTAGGGATATATATCAAAATTGCAGTGTAAATTAATCTAACAAATATTAAAAAAGCA
+TAACCGTATTTATACTTATTAAGATATGGAACAATTCTAAACTTTACCTCTTTAAATCTATAGTCTACCA
+TACTAACCTCCTCTTTCAATAAAAACATAAAACAACAAGGAAACTTTTAAGACTCTATCCCCTTCCCTGA
+TATTTTACAAGACCTCTTTGCCAGAGTGTAAGTGATATTCCTGAAAATACAAGTAATAAAATTGCCTGGT
+AAGCAAATATTTCTTGAAAGCTTGAAAGTCCAATTAATATTCTTGCAGGAAAAGATGAAAATATTATAAC
+AGGTATAATAGTCATAAATACTTTCCTTATAATGCCTGAATATATTACATCAGGATATTTAGCAAATTCC
+ATTAAATCATCGTATATGTAAAACATATTGTTTACCTCATAAAACCAAAAGGAAAGAAGGCTTATACAAA
+AATTTGAAATAGTATATATGATTAAAGATAAAATAAGTGAAATTATATAATAAACTAAGTTCATGCCTGC
+ATGAATGTCATTCATCTTAAGTCCATAAATTAAAAGTATAAATCCAGGCAGTACCCTCCATACTCTTCCA
+ATATTCACTCTTTTAAGTAATATAAATGCAATTGTATTTACAGGCTTTAATAGGTAAATCTCCAAATTCC
+CTTCCTTTACAGTTTCAGGTAAACTCAATATACCTCCTCTAAAGGTCATGTTATAGACCTCAATAAGGAT
+AAAATAGGTCCCAAGTAAGACATACACATCCCCTATATTCCAGCCTACTATTTCATTGACATTTAAATAT
+ATAACTCTAAAAAGCAAAAGGATACCAATTAAATAAACCAGTTGGGTAAAAAAGTTGAAGAATGCATCAA
+CCCTAAAGGCCAAATCCATTTTTAGCCTCAATTTAAAAAGGGACTTTATAAACCTCATTTTATTATCCTC
+CCGACGCAGTAAATCTCCTACTTCCTATTTTAAAGACTAAATGGCTTAATGATACTAAAACAAATATCCA
+AATTGCCATTGAAACAAACTCAAAAACAATATCTAATCCCGATATTTTCCCTAAAAATATTTGTGCTGGT
+ACATAGCCGCAAAACTTAAAGGGCAAAAAAAGCCATAGGCTTTTAGCTGGCAGCAAATCCAGCGGAATCA
+GCATACCAGATAAAAGTGCAACAATCCCTTCAGAAAAATATATAATGTATGTACTTCTCTCAAACCAAAA
+ACTCAAAAGGTTAAGTATATAACCATAACTAAACCCTATTACTATTCCACCCATCCAAAATAAAATACTT
+AAAAAATATGTACTGGCTTCCTTTGGAATTACAACATAATCTTTTAGTATAATTGATACCACTATAACTC
+CTGCGATTCCAAAGATCCACTGTAAAATCCATGAGCCAATAAGCCTAAAAAGATAAAGAAGATAATGGTT
+CACGGGCTTTGTAAGCCAAAGGCTTAAACTTCCATCTTTTATACTTTCCCCTATTTCTATCCAAGCAGAA
+TAAGGAGTATTCATTACAAAAAATTGTGTCACAATAAAATATGTAACCATATCTGAAAGGTTATATCCTC
+CAATGCTTCCTCCATGGGAAAGTATTGTCTTCCAGAGGAAGAAAAGGGCTAAAGGCGGAATGAGGACAAC
+TGTTAAGTAAAATAGTGAATTTGCTTTGTATTGAAGCATTCTCTTTATTTCACATTTTGCACCTTCTAAA
+TACAGTCTAATCATTTTCCTTCCCCTCACTGTAGAATCTATACACCACTTCTTCTAATGTTGGATCCATA
+ATCTCAATATCTGAAATATTGTATTTGTTTAAAATTTCTTTCGCCACATCCTTTGAAATGCTTTCTTCTG
+CACTAATTGTAAGGCAGTTTTCTTCCTTTGATATGACCGATACACCTTCTATACTCAGGAATTTCTTTTC
+TAGACTTTCATCAAATACCTCATCAAAACAGATTTTTATAAATTTCCTGCCAAATATTTTTTTCTTCAGC
+CCCTCAATATCTCCATCATATAATTTCCGACCTTTATCAATCATTATAACCCTTGAAGCACATTTTTCTA
+TATCTTTCATATTATGGCTTGTGAGGATTACAGTAGCCTTATAATCCTTTACATACTCTTTTAAAAAATT
+GTGAAGTTCATTTTGTGAAAATATGTCAAGCCCTAAAGTTGGTTCGTCTAATAAAATTAACTTCGGTTCC
+CACAGCAAATTTGCAACTATCTCCACTTTTTTTCTCTGGCCATGGGAGAGGTTCCTCACAGGACTTTTTA
+AAATATCTTCTATCTTCATCATTTCAGATAGTTTGTTTACTCTCTTTTTGTATTCGCTATACGAAAGATT
+GTAAATTTCTTTTATGAAATAAAAACCGTCTAAAACAGGTAGGTCCCATGCTACCTCTTCAAGAAATCCC
+CTTGATGCCATAATAAAGCTTATTTTAGATAAAAATTTTTTACTCCTTTTGTATGGAATTTCATCAAGCA
+CTTTAACTTCTCCTTCTGTAGGAAAAAGGACTCCTGCAAGAATTTTTAAAGTAGTAGTTTTCCCTGCACC
+ATTTGGCCCTATATACCCTACAATTTCTCCTTCTCCTACATTGAAAGAAACTCCTCTTAATGCTTCAACT
+TCTTCATATAAAGGTTTAAATATACTCTTTACACTTTCTATAAGGCCCGCCTCTTTCACCTGTCTTCTAT
+AAATTTTTGTAAGATTCTTTACTTCAATTACATAACTACTCATTTTTCTCCTCTGCCTTTCAAAATTTAA
+AATTAATCCTATAAGATTTGATACTATTTTTATGCCAAATAAAATTATAGCTTTACAAATTTATTTTACC
+ATTTCTTCATTTGACAGTAAAATAACAATAGAAACAGTAAGTCTTCATTTGCTTGTCAATTTTTTGTTTT
+ACAACTTTACATTTTGTTACCTTAATATAGAATATACGGTAGAAATTCTTTTTAAAAAATATGAAAGGAG
+ATATTACGATGTTTAGCAGATACTCTTTTTTTATCATGACACTACTACTTATCGTAGGACTCTTCTTATT
+AGTTGGATGTTATAGCCAACCTTCAAATAAACCTGATTCCAATGAACAACAAAGTGAATTAGACGGCAAA
+TCCAAGGAAACTTCTCCTGAAGCTTATGTACTGTCGCTGTTTAAAGGTGATGAAACGAGTGAAGCTAATG
+CAAAAAAGATAATATCAACACTTCCAAAACTCAATTGGTCCCTTTATGAAAAACAAAGTAATGGCGGTGC
+CATGAAACTTCTCACATGGCTCTATGAAAGAAAATGCGATAATATGGATACAAAAGATATAACAAATATT
+TTGAAAGCAACTCAGGGTCTTGACGACGCTTTTGCAGAACAATATGCAAATATAGTTGGTAAACTCTGTT
+ACAATAATTTAGAGAGATTTATAGATGCACTTACCACTTTAGAAGATAAACAGACAATGTAAATTTATAA
+ATTCCTTGAATATAATTTCAGTTACGAAGGCGTGATAGATAAAGATTCTCTTAAAAAGCAATTAAATACT
+CTTTTAAATTCACCAAAAACAACAAAAGTGCAGAAAGAAGTTATTCAAAAGCTTATTGGTATTTTGCAAT
+AAACTTGTCATTCAATTTTCTGAAATACTCCATGTACCTTTGGTTCTCTTTCTTCTACTAACATGTATTG
+TTGCATTACTTTTTTATCATTTATATAGGAGGGCTTTACGTTAATGTACGTCACTATCCCAAGTAAAAAA
+GCTACTAATGCCAATAAAGCTATAGCTTTCTTCAATTTTCCTCATCCTCCCAAATTTTCTTTCAATTTTA
+TCCTACCATTCTTACCTCTTTTCAGTAAAATGGCAAAATTGTTTATAAGCCTTTCCAATATTTCGTTTTG
+GCGAAGTTATCTATATTTTTCTTCCTTTTCCACACTTTTTATATATCTCCAATGAAAAATTTTAAATAGC
+AAAATACTCATTTTAAAACTTACAATTTATACACAATTTCAGCTACAACCTAAATGTAAAAGCCATTTAT
+ACTTATATTGACATCTTATTACACCAAACATTCCACCTTTTTAGAAATTCTATTTAAATCTATCACTTCA
+TCCGCTATATTTAAAAACTCTTGGTTATGAGTAACAATTAAAATTATTTTTTCCTTCTTGAGTGCTGTTA
+GCATAGATTTTAATTTCTCAATACTAACAACATCTAAGGCAGACGTGGGCTCATCTAACACTATGACATC
+TGGATCTTTTAAAAATGTCCTGGCAATCGCTATCTTTAATTTTTCTCCTCCTGAAATGTTGCTGGAGGCT
+TCATTTAGTTTTGTATTCAATCCTTCATGAAATTTATCTATATCTACATTTAAATCTTTTAGCAGTTTAT
+CAATAGTTTTATAATCGTAAACCTCCACCCCATATATTAAGTTATTTATAATTGTGTCATTAACTAATTT
+TGGTTCCTGTTCTGTGACTCCAATAATTTTCCTTCTTATGTAATACATGTCTAGTTCCTTAATTTCTATT
+GAATTGTAATATATCTCACCTGAATAGTAATTTACTAAAATCCCAAGAATTACATTAATGAGAGTACTTT
+TGCCGGCTCCATTATCACCTACAATGCAGTATATTTTCCCTTTTTCAAATTCATAATTGAAATCGTGTAT
+AATTTTTTTAGAATTGTCATAAGCAAAGGAAACATTTCTAAGTTCAATAGTCTCTATACCCTCTAATCTA
+ATAGTACCATTTATCTCTTGGGGCTCATCCAATATTTGTCTTAATCTATCATAGGAAATTAAAGCATCCT
+GATATGACTTACCTAAGTTTAAAAAGTATCCTACACTTCCTATCATCATTGAAAAATAACTACTAATTAT
+CGTAAAATCTCCTATTGTCAAATTTCCATTTATTATTTCCATTCCGCCAACAAAAAATATTATTACCCTT
+GCAATAGTAGTCACCATTGAATTGCTGCTATTAAAAAGATAAGAAACTTTTGTATATCTTAGTAATGAAT
+TAAACATTTTTTCAAATGCGCTATTTAATCTTGCCCTTTCTTCCTTAAAAGTCGCATTTAGTTTTATAAC
+TTTTACATTTTGCAAATTATCATTCATTTTTGAAAAAAATTCGTTCTGTTTTTCTTTTAATTCATAGCCT
+CGTATATATAAAGGTTTTCTAAACACAAAGTAAAGCAATATATATAAGGGAATCAAAGCCATTAATTCTA
+AAGTCAATTTGGCATTTATTCTCATGGAAATATAAGCCAAGAAAATAATAGTTAAAGCATTAGTAAGAAT
+ATCTAGCACATTGGCTAATACAAAAGAAACTACAGTATTGCTGTCAAAGTTTATTCTTTGATTTAGACAT
+GCACTGTCTACCCCTTTAAAGTAAAGAATAGGCAATTTAGTTACATGGTCCAATACGTAAAAGTTTAAGT
+CTGTCATTGATTTGGTCTGAATTTTAACATAGGTGTAGTTCATTACAAAAGAACTAATTATAGTGATTAT
+TCCAATTAATACTATCTTTGCTGTAAAATCATAAATTACTTTAAAATCTTTACTCTGCAATAGAAGGTCA
+ATATAATTACCTGTAATGTAAGGTACTATAATTGACATGAGCCATCCAATGATACTAAAAAATAGAAATA
+CTATCAGGGAGCTTTTGTACTTAAATATGAATTTTTTAACAAAGTTAAATATTTTCATATTGATCAACTC
+TCTTGCATTTTTAGAAATTACTTCTCTTTTCCTAAAGATTTAATCAATTCGACTGTCTTTTGCTTCAATA
+TTTCTGCTCTTACTTCTGGATAGCCAGCATTTGTATCTGGAACGTCTAATTCTATGTCTGGTTTCACACC
+TTCTATAAAAAATGAACCCCCGTCTCGGTTTAAAATTGTGCCGGCTTCAAATCTCACAATCAATCCACTG
+TTAGGAAGCCTCATATATGAGGTAAGTGAACCATGGCCTAAAGTATTTCTTCCCACTAATGTAGCAAAAC
+CTGTTTCTTTACAAAACTTGGCAAATTCTGTGGCTGCAGAAAAAGTCGCTCTGTCTATTATTAGAAATAT
+CTTCCCTTTGAAATTTACATATTCATTTGATTTGAAAAACTTTTCTATATACTTTTCCTCTTGTTTAAAT
+AGGTTTTTTTAAATTCATAGATTGTAAAATCTTTTTTCATCTCTTCTGAAAGTTTATCGTATATAGGACT
+CTCTCTGAATTTATCTTCGTCATAAAATATTACACATCTCCCGAAATTTTTTTGCGTATAATTCCCCTTT
+CGCGATAAATAAAAATATGTATTTTTATCCTCATTTTCTAAATATTCCAATTTTAAATATTCCAAACCTC
+TTTCTCCTATCAGTGGAGCTACTATAGCATCCATCCAGTATTCTGAAGAACCTCCTACATTTCCACTAAT
+GTCTATAATTAAATAAGGATAATCTTTGATAGTTTTTAAAAAGTTGTATATTTCTTTTTTCTCTTCCCGA
+TAATTTTTACTGTTCTGATCTTTATCTATCAAAAAAGAATTAACTCTTAAATACGCTATTTTATCCTCTT
+CTAAAATTTCTGTTTTTATATTTTTCTGTCCTCTCCTCATTTGAACAAAAAAGCTACTATTATGACTGGG
+ATTTACACTTCCTAGCAATTCACTCCATTTTTCATAATTTTTCTTGGAATCTTTAAATATTTTTATAAAA
+GGCTTAAATTCAACAAAATCTCTCATCGTTTCATCTTCAATTAATTTTAAAATGTAATTAAAATAGCTAG
+GACTTGCTACATAAAGGTGCCCATCATGCAATTTCCCCAAAATTTCATTTAATTTATTATAAAACTCAAT
+ATTATTCCTTGTATTTTTTATCTCTTCTATAAACTCTTCCTTATAGGCTAACCAGTCATAGCCGTACATT
+TTCTTTACTTATAAAAATGTGTGTAATTGTCTTTTAAAATATCATACATATACTCAAAATCTTCTATTTT
+TTCTTTTTCTGTTAACTCTTTTAATTCTTCTGATGCAAATAGAGTGTTTGAAGTATATATACCTGTAAAA
+AATCCTGCTGAAAATATTACAATCAGTAAAAATATCAAAGTAATCATGGAAATTGACAGTTTCTTACTCA
+ACAATATCACACCTTTTTCCCTTATTTAATACCCTTTTCTTCACTTTCTAATGATTTAATTACTTGCAGT
+ATTTTTTGTTTTATCTCCTCATCTTTTTCAAATGGGTTTTTAGGAATCATTTTTATTTCTATATCTGGTA
+TAGTCCCTGTTTCAAAATATGAAGTACCATCATGATTTATAAGCATTTCCCCATCAAATCTTACGATTAA
+CCCGCTGTTAGGAAGACGCAGGAGACTTGTGGTAAGCCATCCCCCATCTCCTTTTCCAGTTCTTTCACCT
+ATTACTGTAGCAAAACCCGTTTCTCTACAAAATTCTGCAAATATACTTGCTCCTGAATAAGTAGAACTAC
+CAACCACTAAAAATATCTTCCCCTTAAAATCTATCGGCTCTATACTTTCAAAAAAATCCTTGTAATTTTT
+TACTACATTTTCAGTAACATAGTACGTGAAACTTTCTTTTACTTCTTCTGGAAGTAAATCATATACAGGA
+AGCTTATCTATCGTATTATTTCTCAAATCTGGTATGCGATTACTAAGCAGTTTAACAATATACTCCCCAC
+CTCTTATGAGATAAGTTTTCTTCACTGACAAGTTTTCAACTTCTTTTAATTTATTCCTTAGAGGTGCTAC
+TATAGCTTCCACCCAATATTTAGTACTGCCTCCTCCATTATCACTAACATCTATAACTAGATATGGGTAA
+TCTTTTATACCTTTCAAAAAATCATATATCTTCTCTTTTTCTTTTTTGTACTCTTCTTCTCCTTTATGCC
+TATCAATTAAAAAAGAATAGACTTTTAAATAAGCAACTTTTTCAGGTTCTATAATATCTGTTTCAATATT
+TTCCCTCTTCCTTGTTTGTAAAAAGGGGTCCTCTACCTCACCTTTTTTATAAACCTTCTTAAAAATTTCC
+TCCCACATCTTATAATGACCTTCCGATTTTCTAAACATATCTTTATAAACCCCATCCCCAAATATTCCTA
+AAAAATATTTGTAATACCCTGGACTTAGGACATAAGTATGTCCGTCATGCAATTTAAATAAAATATTACT
+CAAAGTATGGTAGAATCCCAAATTATCTTTCGTTTTTCTTATTTTTTCTTTAAATTCCTCCTTATGCTCT
+AGCCAGTCATAGCCATACATTTTTTTCACTTCATAAAAATGTGCGTAATTGTCTTTTAAGATGCTGTACA
+TGTATTCAAAGTCTTCTATTTTCTGCTTTTCTGTTAATTCCTTTGGTTGCCATAAATTAAGCTGTGTATT
+CAAAAAAATATGTGTACCGAGGAATATGATTGCTAAAAATACCAAAGTAATCATTAAAATAGGTAACCTT
+CTGCTCAAGAATATATCCATCCTTTCACTTATAATTTTTAAAAGTAGCGATGCATCTAAAACTTGAAAGT
+TCCAGATGCATCGCTATTAACATAATTAATTTATTTTCTTACTTCATAGTAGGGTAACTCTTTTGCCGGA
+CGGCATACCTGTCCCCAACAAAAACCTAAGCACTCGCAAGGACCTGGCCATGGCACAGGTGGAAGATCTT
+CACGACAATTTGGAATGATAGTACCCAGCTTAATACTATAACCTTCTATTAGATATTCCATTCTCTCCAC
+CTCCTTTTTCCAATCCAGTATATTATAGAATGTGCGCACATTCTAATCAAAATTAATATCTGAAATATAC
+ACTCAAATTGGTTTAAACCTTTTCTTGTTTTTTCTCTAATAGCTCTTTTGCTATATCCTTCAAATATTCT
+TCTAAAACATACTTATAATCTCCACATCTTTCTGTCATTCTTTCTATTCTTCTCCTTGGACATCCTCCTA
+TACAAATTGGCAGGAGCTTGCAATCAATACACATCTCGTCTATCGTAGGGTCATAAAGAAGATATTCCAT
+ATATTTATCAACATTTAAAGAAACTAAGGATGTGTCGTTTAATATATTTCCTACCCTATACTCTTCTATC
+CCTATATCAGACCAGCACTTGTATATGTATCCCTCCGGGTCTATCACCATTGAATTTACACTATCTGCTC
+CACAAAAATTGTATTTTAAATGGGGGTACTTATGCATTAAATTATTCGAAAAACCTCTTTCTTTTAACAC
+TTTTTCAAACATATAAGTAACCTTAGAATATTCATGCATAGATAGACACTTATTTGGTACATAACAATCA
+TTTGTAGGTTCTACATATCCCAAATAAACACTAAGTTTATTTTTCAATCCTCTTCTTTCCAACCCATCTA
+ATATTTCATTAACTCTGTTTACGTTTTCTTTGTCTACGTTTATCCTTAAAGAAATATTTGGCATTATATC
+AATATTTTCTTCTATGTTAACTAGTATCTTTTCAAAAGTTCCCTGTCCACTTTTTAAAGGACGTCTTTTA
+TCGTGTACATCCTGGGGACCATCCAATGTTATTTGTATAAATGATAATCGCAGGTTCCTAAATTGTTCCA
+CTACTTCCCTTGTCAAGTTATATCCATTCGTTATAATAGATGCTCCATACATAACTTCATTTTCATCACA
+GAGCTTTATAATTTTTTCTGACATATCTTTGACAATGTCAAAAGCTAATAAAGGTTCCCCTCCATACCAA
+GTAATATTTACACTCTGCAAATACTTTATCCGCTGCTTTATATATTTAACTATTTTATCCTGTACTTCTT
+CACTCATAAATACATCTTTCTGATTGCCCTTTTCGTAGCAGTATACACAAGCAAAATTACATCCTAATGT
+AGGTGCAATAGTTAAACCCAAATTTTTGTCATTAAATCTACTCCGCCAGAGATTGAAACGTAATAGCTGA
+AGTTCGTCAATATTGTCATCTATGAGAAATTGACCTTTTTTCAAGTCTTCTATTAATTTACTGTCATCAA
+TCGAAATGCCTTTTTCTACATAATTTTTATACTTGTCGTGATTCTTTTTTTCCATTAAGGCTAAAGCTCC
+TGTTCTTGAGTTATAAGCTACTATTTTCTCCGGCTCTTCAGGAAAGTCAAAGAAAAAGTTATATCTAGAC
+GGTTTCATTTTCTTTCTCCCCTTAAAGAATTTTTATCCTGAGCTCATCTCAAAAACTTTTCTACATAAAA
+GTTCTAAGATGTGCTTCTAGGCTGCCTGAAATCTATTTTTGCTTTACATCTTTTTTATTTATAATAGATT
+GGGGAAAATTCAAAAGCTTTCATCTAAGCCGTTCTATAGATATCTTTTTATACTTCTTTAGTTTTTATCT
+TCTACGATAAGTAAGCATTGGATATTAAAAATATTTTTCAATTTCTAAGCTTCTATCCACCCCATGGATT
+ATTTATATCTCCATGTACCCTTGGTTCTCTTTCTTCTGCTACTAGGTATTGCTGTTGTATCACTTTTTTA
+TCATTCATATAAGCTGGAGCTATGTTACCATATGCCAATGTTCCAAGCAAAGAAATTACTATTATCAACA
+AAACTATAATTCTCCTCAATTTACTTCACCTCTCAAATTTTCTTTCAATTTTATCCTACCATTCTTACCT
+CTACCAGTAAAATGGCAAAAACGCTTATAGGCCCTTACAATATTTCGTTTCATCGAAGTTATTCGCTTTT
+TTCTTTCTTTTTCTCTTTTTTTCATATATCGCCAGTGAAAAATTTTAATTTTGTAACTGTAAGTTACAAC
+AGGTTAAATTTGCAAAATGGCTTCAAAGGCGGTAAAATAAAGCTTTTCAAAACTTAAGGAGTAATTTTCA
+AAATTAATTATCTGAAAATTTAAACTTTATATTTTTTTATTTTGATTTCTTGTATATCCCTTTTTGTAGC
+TATAAATGTTATAACTACAAAACTTTCAATACTTTTGTTTCTGCCAATGATGGAATGATATTTTCTAATA
+GGCAACAAAACAAAGAGAATCGTCTCCGGTGTTTGATTAATGTCAATGTGTTATTTTTTCTGCTTGGACT
+AAATTATGAAAATAGATACTAATCTTTTTTATAGGTATAAACGTAACCAATAAAAGGGTAGAAGCTACAA
+AAAAAGTAAGTTTTGGACTGCTTGAATAAAGAATACTTCCAACTACCGGCCCTAAAATAAACATCATATT
+CCACACAGCCATCATTCCACTGTAAATAGTCGCTCTAAATCTGCTCTCCAAAATCTTTGCCATTGTCCAT
+GTGCATGTTCCCCTAATATTTCAATTCGACAAAATAAAGGATGTTTTTTTATTAATTTTAACAATTTAAT
+ATTGCCCACGTCTTCACCTCCCTCTATTATCTTTTATTTTCTCTTAATATCTTAGTTTTTCTTTAAATTT
+CTCATCACAACAAGAGCATCTCATGGCTTATATTGTTATTTCTTACTTATCTAACCATTAAATAAGTGAG
+TTTAATAAACCTCATATCCCCCTTTTCCCTTATTTAGGTTTTGCTAAATTTCAAAATCTTTATGGATTAA
+GAAATTATTGTTATATATTTTCCTCTGTATTCATTCTTTATTTATTCTTTATTTTCATTATACAATGAAA
+CTAATTACATGTCTACTATACTTTAGTATAGTTTTTATTACATTTCCAGTTAAGGTTTACATAAATAAGC
+AAAAAAATTATACTAAAGTATAGTCTCAAATTTTAATCCAAATCTATCAATCCCAACCTAATTGCCTTTA
+TTACTGCCTCTTTGATATTTTTTACCCCAAGTTTCTCTACTATTTTTCTTTTGTGATATTTTACAGTCAC
+AACCCCTATTCCAAGAGCTTCTGCTATGTCTAATTCTCTATATCCTTTTGCCTCTAATGCCAGCATTTTT
+ATCTGGCTGTCATTTAATTTTATCTTTATCTCATTTAGCTCTTTTTCTTTTACTATCTTTTCATACTCAG
+TTGCTATTTTCTCAGCTAGCAGTTTTATTACCATTGATACTTCATCCGCAATTTTTTTATCAATGGTTGA
+TATATCCACATAGCCTACTATTTCCCATTTTCTACCATTATAGGTGAAGCAATACAGTGCCATTTTTTGA
+ATATGTCACAGTAGTGCTCCTTAGGTCTTACATACACTACCCTCTTTAATCGCATTGCCATTGAAATCGC
+ATTTGTACCACAGCTTTCTTCTCTAAAGGATACTCCCTGTTCAAAGCCTGAATCTTTTATACACTTTTTC
+TCTTTTGTGCTGCATTTTACGTCCAATAAATATCCTTCAAAATCACTAAGCAAAAATAGATATTCACCTT
+TTACCCAATCCTCTTCTACACTCATATGAAAAGCTTCTATGAGTTCTTTATTTTTATGTATTTTCTTTTG
+CAAATCTTCTTGATTTAATATCACCAATGGCAGAGTTATTGAAGGGTCAATACCAATTTCCCTACACCGC
+TCATATGAAGAAATTAGTTCCTCCTGTGGGCATAAAAAATTCATTTTTTATACCCCCAAAAAGATTGAAC
+TGTTTTTTAATATTATACAATATTTAGAGCAAAATTTGTGAAATTTGGAACGAAAGTGTCATTTTGGGGA
+ACGAAAATGCATTTTTCGCCTAATATTTTACAATTAGAAATAAAAAATGAGGAGAATAACCTCCTATTAC
+TGTTATTTCTGGCTCAATTATACACCGTTAGTGACAATTACATGCCCGCTCATCTTTCTCCTCTGCCTTT
+CATAAATTTAAAAATTAATCAAAAGTAAAATTATTAACCTTCTAAAAAGTTCCTTGATTAATAGGAAACT
+TAATTATTTTATCCGCAATATTTGACAAACTAGGGTCATGTGAAATCACAATAATAATTTTATTTCTCTT
+AATCTCGGTCAGTGTCCTCATAAACGTGGATATTCCTTCACTATCTAATGCAAAAGTTTCTTTAAGCTGA
+AGCCTTAGCAATACTGAAATAGCAGAAAACACTGTCATGGCAATCAATGCTTCAACAGGTTTTGTTTTAA
+AAAGAATTCCTATAAATGAAGAACCTAAAATGCGACCCATGAGCCCTCCAAAAGAAACTAATGAAAGAGC
+TTTCCCTGCATCTTCCTCCGAAATTGATTCAGTTATCAGAGCCAGAGTAGAACCTGAAGAGATTCCACTT
+AAACCATATATGAAAATTGTGGCAATCATCCCAATTATAATGAAATTCAAACTCCCCTGCCAAAAAGCAA
+GAAAGAGTAATAAACTGCCAATAGCATAAAAAAGTGAAGATATAACTAGCATTATCTTTCTTCCAAATCT
+ATCACTGAATTGCCCTCCTAATAAGGCGATAACTGTATCGCCTAAATTAGCAATTGAAAAAGAAAGCCCT
+ACAAGAAATGGTCCTCCTTTTTCCATCAAAAGCAAAGGCAAAAGCCATCTCATAGGCCCATCCATTAGTC
+CTATAGCCATGTTAGATAAAAACATAATAGCAATGTTTCTTTTGCATAGTAGAGAAAAATAAGAAGTTTT
+TCTCATATTCTTTACCTCTCAATCCATACTAATGGTTTTCTTGTCTTTATTTTCTCTTCAAACGCTTCAC
+TTACCAGTTTATAAGCTATTTCAATACCATGTTCTGAAATCTTTTCAAAAAGATAGTTTATAATCTCAAA
+ATTAAATTTACAATAAGGAGATTTTCCCAGCAATGTTCCTGATAATCCATATACTGCAGCAGGACAATTA
+GCCCCACATATAAGTTTGTATGGACAATTATTACAAGTATCTATCTTATTAACATTCCGAAGTCTTAACT
+TTTTACATGCCTCTGAATTTATGATAGTTTCAATAGAATCTTCAAATATATTCCCACATTTAAACTCTTC
+AAATTGTACAAACTCAGAGCAAGGATATACATCTCCATTCCAAGTAATCACGTAAGAGAGTCGCCCAGCT
+CCACAAAGACTCATATGGCAGTACATACCTCGCATATTAGAAGTAAAAATTGCTAAAACCAATGATTCTA
+TATTATCTACCACTAATCGCCTTCCTTTAGGTTGGTAGGTATTTAGTCTTATTACTACATCAATAAATTT
+CTTATAATTGTCTATTAATTTCTTAATTGATGGCACAAAAACAGTATTTTCAGATACCGATGGTGATATA
+GGATTAAATAAAGCAGAACGTACTCCCCAATTATATAATGCCTCAGCTATTGTGTCTATTATATTCACAT
+TGTTTTTAGTTATCGTCACTATAACTCCCTGCCACTCGTAGTCACTAAACATCTCTATTGCTTTTCGCAC
+ATGAGTAAAAGTTCCATTTCCATTATAAAAACAGCGTAACTTGTCATTTATTTCTGCTAAATGAGCATCC
+AATGATAAACTTATATGAACATTATGTTTTTTTATAAAGGCAGCATCTTCTTCAGTTAATAAAGTACCGT
+TTGTCTGAATGTTTTTTGCAAGAGGGAATTCCCCATTTTTGCAAAGATTTTTCCCCAGGCACCCATGGGG
+AATTTTATGTTAAGTTAACTGTCTCTTTTGTCTTCTTCAATCCATTGATCTATATCTTCTTTAAAAGGCT
+CAAGTTTTGGAAATACCTTTTTCGCTTTGGTGTCAGTTGAAACATTCCAGTTTTCCTGGTAAACATATTT
+GCGTACCGTTTTACGGTCAACTTTAAATTTCCTTGCAATTTCACTGATATTTAACCCTTTAAAAAAGAAC
+GCATTTCTGATATCATCTATTTGGGGCATTGTGAGCATCCTCCATTCCTCCCTTGCAGTTAAGTTGTCCC
+TAACTACAAGGATAATAGTTTTTATGGGTACCTGTAATGACCCTTTGCAAATCTGGGGATTTTTTAGTTG
+CAAAAGTGGGGATTTTTCTTTACAACTTTGTCTATTTTTATTTTACAATAAACACTTTTTATAAAATAAA
+AAATTCCATTAAAACTAAACTTGAAAGCGGTAAGTTTAAAAACTTAAAAGAAGAAACAAAAAGCTTAAAA
+ATAATTCAAGAAGGTAAAATAAGCCTCTATTATATGTACTTTAAAGAGAAAACTAAATCGATTCACTCAT
+AAAGTCAATGCGTTTATTTTATATACTGGGTCGGAAAAATTAAAGGAGATAGCTATAGAAAATTACTAAA
+AAGTTTATAAAAATTTTTGTCGAAACAATTTCTGATATCTTGGCTAAATACCTAAATGAACAATTACGGA
+AAAAGATGAACACAAGATTTGGAACTACTCTTAACAGCTCTCCTCTACCTCCAATTTTCTGAAAGCTTTA
+TTTTACTTCTTCTTTTTCTGTAATTCAAATATTCTTTTTCATTAAGGAATAAAACTCGCCAGATGGATTT
+GTGAGCACAGGTATTTTTTTAAGTATAAGTTGGAAACCTTCCTATAATCAAACAAGAGGGACGGTTCTCA
+CCGTCTGAATTCAAAGAAAACCGTCCCCACTGTTTGACATTTCAGTTTTTGGTATCTTTTTGTTTTAATA
+ATTCTTTAATTTCCTGCAGTTCTTTTTTTATTTCCTCTGTATTACTCCAAGACTTGTATACCGAAACAAA
+AAGAAAAACTAATGCCACAATAGATACTATAATGAGTTCTATGCTAAATAATGCCAATAGAATCCCTCCT
+AACTCATGGAAAATACATACTTTATGCAAAGATTTTTTCGCAGATACTATGGTAATTTTTAACGTGGTTA
+GTTTCTTAAATAAATATTTATATTTACTTATAAACTTAATTCCGGATGTATAGATAATTATTAACTTTTC
+TCGGTTTGCAATAACGTAACTCTATTATTTTCAATTAAACACCTCAAATAAGTAAGTAAAGAATTTGGGC
+ATAGATTTTTTCTCCCTTAAAAAATTCAATTATGTGTTTCCTTTTTAGAGAAAACTCCTATTCTGTGTTT
+TTATCGAATAATATTGTAGAAGTTTAATGACAAAGTCCTCTAACCATTATCATTAAGTATAGTAGTTTTA
+CAGGCGTCTGCAATTACTTTTTGTAATCAGAAGAATTTTTGTAACTTTCTTATTTTTATTTTACCATAAA
+CAATCTATAATTTAAAGAGAATCGGCTATTCCTACTGCTTAATTAATATATTGTTACAGAATACGGTACA
+TCAGAATTTATTTTTGTGTCGTAATATCTGTTTAGAGCATCATAAAACTTAAATTCCGCTGAAACATAAC
+CTGTACAGACATACGTTCCGCTTCCGGATATGGGCGCTAAATACATCTCTACAGCTGTTGGATTTGTGCT
+TGAATCTGGACCATCATAAAAAGATATAACAGGATCTGTTGGTACAATGTACCAAGATACTCCTGTAGAA
+GTATGGCTTTCCGTTACTCCTGCCACTGCTGTATTAATTGTAATACCTATAAAAGGAGTAATTGATATAG
+TAATTGAAAATGTTCCAGTAGCCCTTGTATGTGGATTTACATCTTGAATCCATAATCCTTCACCACCATT
+TCTAGGAGGACTACCCCATATTCTTATATGTGATACTGTTACCCAATTTTCTGTATAGAGGTTTTGTCTT
+ACTCTAACCTGATATGGTTGCGAAGGGTTATTTCTCGACACAGATGATGGTCCATAAACCTGTATGTGTA
+TACCATTAGCAGTTCTATCTGCAAGTTTTCCTATACCTAATATAGAAACATTTTCAGGACTTTCAGAATG
+ACTTGAGTTACTGTATCTATTTATTTTATCTCTTATCAGATCTAATGAAGGTATATCTTTACCTGCTAAA
+AAATTGTACACCCTGATAGAGTTCCCATTATTATAATCTATGCTCCCTGCTATTCTATCCAGATTTTTGT
+CTATGGCTATTGCCACATCCATATCTCCCTCTTTTGTATGGGCTATTCCAATTCCAGTGTAATCTTTAAA
+TTCGCCAGATGACAATTTCTGGGGTCTTAAATTGTTAAATTTCAGCAGTATACTATCTGTAGATGTTATT
+AAAACCGCTTTTCCCGATAAGCTCCCATCCTTTATATCGCTTTCTATTATCTTTACTGTTATATCTTCTA
+TTTTATTGCCATCTATTGAATATGAATACCCAGTCATATTATATTTCTCTTTGTAGTAACTTTGAGCTAG
+TACCAATCTGGGGAATATTAAGCATATTACAAGTAAAGAAATCAATAAATAATTTGTTTTCTTCATATCC
+ACACACCTCACCTTAATATTTTGTAATAAATCAGTCGTGTTTTAAAAATTCATTTTCCTAAGATTCTCTT
+ATCACCACCTCCACAATAATTTATAAACTTGTCTTATAACAACATCACCTCCCAGATATTACAAAATACT
+ATCTTGTTAAATCTTCTTACCCTAATGGTGTAATTATACCTGCATTAAAATATAATAAAGAACATTGAAA
+TAACAGATGTTAGGAAGATAAGCATTAATTTCTTTTTTGTTTACACCGCCACTTTACATATCTTTTCTTT
+CCATTTGAATCAGGGTTAGTGTCAAAAATGGATGGATCCTACTGTAACTTAGAAGTTTTTTGTGAGGAAC
+TTAAAAATATCCGCAAATCTGTGGAATTTCCCTAAACTAATGTTTCCGTGTATAGTTTCATTAATTTGGA
+AAGAGGATATTAAGTTTTTAGTTTTTCCCTTGATATATGGGTTCTCTATATACCTTTGGTTCTCTTTCTT
+CTGCTAACGTGTATTGTTGCATTATTTTTTTATCATTTATATAGGAGGGCTTTACGTTAATGTACGTCAC
+TATCCCAAGTAAAAAATCTACTAATGCCAACAAAGCTATAGCTTTCTTCAATTTTCTTCACCTCCCAAAT
+TTTCTTTCAATTTTATCCTAACATTCTTATCTCTACTAATAAAATGACAAAAACGCTTATAGACCTCTCC
+AATATTTCGTTTCAGCGAAGTTATTCGCTTTTTTTCTCATTTTTCATATATTGCCAGTGAAAAATTTTAA
+TTTTGTAACTGTAACTTACAACAGGTTAAATTTATAAAATGGCTTCAACGACTGTAATATTATCTATTAC
+AGAACATAAAAAGGTATTCTTAAAATAAATTGTTTGAAAATTTAAACTTTATATACCTTTGCTTTTAATT
+TTTTGTCATTCTCCCCTATAGGTATAAATGTTATAATTACAAAAACTTTTTATACTTTTCTTTCTGACAA
+TGGCGAAATAATGTTTTCTAATAGAGAATAAATCAAAAAGCCCTCCTATTTCTAGAGGACTTTTTGATTT
+CAAACAAAAGGAACCGTTCTCTTTGTCAAGTTTTACATTGGTTCAGAATCTGTCACTTCTATATTTATGT
+CGTCTTTATCAATAACAGTTCCCCCAGCAGTTTCAGTATACCAACCTAACCATGAAGTCCCTGAAGGTGA
+ATATTTTTTCCAATATAATAACCCTGAAGAATTAATGCCCACTTGATAATTAGTTAAATAATATACTGTA
+CGTGGAGGAACAGTAAAAGCAACTCCATACTCTTTTCCTGCATACCATGTTTGACTTCTGTCAACTTCTA
+CACCTGTTTTTAATTTTATTCCAGCAAGAAACCCATTCCCTACTGTAGTTTCTCCTGAAACATTTGTTGA
+AACATTCCAATAAATTTGTTTGGTGTTCAGCTGTTTATAAGTACCATTTATTGGGGTATTAGTATAATTT
+GCTAATCTGTATGTCCCTGCACTTGCATAATGCCAATTTTTACTTGCATAATTAGGGTCATAGTGATCAA
+AAACATATATATAACCGTCATTAGGTACTCCCATAGTAGATATTAAGTCATTGTTATTTTTGATACTTTT
+TGGGATAACTTCTCTTTTGCTTCCATCTTTATCTATTTCCCAAGCTCTTATTTCTGGCAATTTGAATTGG
+GATTTTTCTACTTTACTTTTGACCTTTTCTAATACACTATCTGGTATTGTATTATCATTACCATTGGATA
+AATCATTTGCATAAACAAAATAAGTTAAGTCTATATAATTGTGTAAAAAGGAGTTGAGCCATTCCCCACC
+CCTGGTTAGAATAGAAATAGAAACGAACCAAAAAATCTAACCGGAGGGATAGGAAATGGCTCAATACAAT
+ATTACCATAGATTCTGAAATTTTGCATTATCTTTTTGTAAAAGGAACAAAAGATGAAAAGTTAGCTAAAT
+TATTAGAGTCTGTACTTAATCAAATTTTAGCAGCTCAGGCTACTGAACAAGTTAAAGCTGAACCTTATGA
+AAGGACAGAAGAAAGACAGGATTATCGTAATGGTTATTATTCAAGAAGTTTAATTACCAGAGTTGGAACT
+CTCACCTTAAGAGTTCCAAGACTCCGCAATGGCAAATTTACCACTGACCTTTTTAACCGTTACCAGAGAA
+GTGAGCAGGCCCTTTTGTTGGCACTAATGGAGATGGTGGTTAATGGAGTATCTACCCGAAAAATCGAAGA
+AATCACTTATGAACTTTGTGGAACTGAATTTTCAAAATCCACAATTTCCGAGCTTTGCAAAAATCTCGAT
+CCTATTATTACAGCGTGGAATTCAAGACCTTTAAGAGAAAAAAGCTTTCCCTTTGTTATAGTTGATGCCA
+GGTGTAAGAGTAAGAGAAGAGGGACGTGTTCGTCAACGCAGCGTATTAATTGCTGTAGGCATAAATGAAA
+AGGCTTACGAGAAGTATTAGGCCTTATGATAGGAGACAGTGAATCAGAAGATAGCTGGAGTGAATTCTTT
+TCATGGCTGAAGCAGAGAGGGCTCCATGGAGTTGATTTGGTAGTTTCCGATCATCATAGTGGACTTGTAC
+AAGCTATTTGTCGACACTTCCAGGGAGCTACGTGGCAAAGGTGCCAAACACATTTTATGAGAAATATCCT
+TGATAAGACTCCAAAAGCTTTACAAAAAGAATTACATGCCAAATGAAAGCCTATTTTGAAGCACCAGATC
+CCAGAACAGCAAGGATGCTATTAAATCAAGTATTAGATGAATATAGAGATAAAGCTCCTAAAGCAATGGA
+GATTTTAGAAGAAGGATTTGAAGATGCAATAGCAGTTTTAGAACTTCCTGAGCCTTATCGAAGGAGACTT
+CGCACTACTAATATGTTAGAGCGTCTAAATGAAGAAATTCGTCGTCGTGAAAGAGTTATAAGAATATTCC
+CAAGTCGAGAATCTGGCATTCGTCTAATAGGAGCATTGTTAATGGAACAAGATGAAAAATGGGCTTCAGG
+GAGGAAGTATTTAGATATGACTGAGTATTTCGAGTGGCAAAAAGAAATTTCAAAAAAAGCGAAGGATAAG
+GTTATTTCAATAAAATGACCTTTATCACCACCGTTAGTTTTTAATAACTGCTGGAGCCCCCTGGTGTCAA
+GGACGGGCAAAAGCCCGGCGTAGCGTATCCTTGACACCAGGGGGCGGAAGCAGTACAATGAATTGAACGG
+TGGTGATAAAGAAGGTTCATGTTCTAACCAGGGGGATTTTACACAAAAATTTGGACTTGACCAACAAAAT
+ATGCATTTATAAATAATGTAAAGACAAGAATCATAAGTAACAATATAATTTTTTTCATTCTGGATTTCTC
+CTTTCTCTTCATAAATTATATTTTAAAAGTTTAAAAGTAGTTATTATCATATCTAGTCTAATCATTTTTT
+GTCTTATCAAAATTTTTTAATATTTCTATTAATGCTTTCATGACATTATTCATTAATGATATATCTACTT
+CGCTTGTTGATGAATATTGAACTAAAACTATCAAATTTTTATATGTTAAAACAGCTGTACTATTTTTTTC
+TGCTAAATTTTTATTTAAATGTGCAAATCCTTTATTATAAATCCATCCCACAAAATCATTACCAAGATAA
+TTTTCCGTGTAGTAAATTCCAACTGTTATTTGTATATTCTGTTTTTCATTTTCTATAGTAAACTGTTCAT
+CAGTATTTGGAGAATTAAAATCACCGTTTAAAGTTAAAAACTCCCTTTTACCAAATGATAGTTCTTTTTC
+AATTGCAGTAACATTCCCATCTATAGTGCTAGCCTTCACTTTGAAACCCTCTATGTTAAAAGTCTTAACC
+ATTGTTCCAAATAATTCCTTATAATCTTTATAGCTTAATATATCCAAATTATCCGTGGTTTCGTTATTTG
+TTATTAAGTTATCCCTAATTTTGTTTATAGTGCCCAAATGTGTTTTGTAATATAAAAATGTTAACGCAAT
+TATGACCACAATCAAAATAATTACCATCAATATATTTTTATATTTTGTAATTTTCTACGCCCCCTGTTAA
+ATAATTTTTACTACCAAAATGTTATTTTAACGCATTTTACCATCACCTCCCAGACACTGCAAAATGCCAT
+CTTATTAAATCTTCCTCTCCTAATGGTCCAACTTTATTTTTGACCACCATGTTAAAACACAACGAAGATA
+TCAAAATGGCGCCATCTTTACATATCTCTTCCTTAACTATATAACAGATGGTAAATAGAATAATTTCAAC
+ACGATTTAAATCAGGGTAAGGCATCAAAAAATGGATAAATTTTAGTATAACTTAGAAGCTTTTGATTAAG
+AGTAGAAAATATTCGCAAATCTTTGAAACTTCTTCAAAGCAGTATTTCCGTGTACAGTTTTGTCATTTAG
+AAAGGATATAGTAACTATATCACTAAATTTTTTATAATTCTACTGGTTCTTTCAATTGATGGTATGTGTT
+TTATCCCACCTTTCTCCATGTATCATTGGTCCTCTTTCTTCTGCTACTAGGTATTGGCGTACCACTTTTT
+TATCATTCACATAAGTTGGAGCTATGTTAACATATGCCAATGTCCCAAGCAAAGAAATTACTATTATCAA
+CAAAACTATAATTCTCCTCAATTTACTTCACCTCCCAAGTCCTCTTTCAATTTTATCCTAACATTCTTAC
+CTCTACCAGTAAAATGGCAAAAACGTTTATAGGCCCTTACAATATTTCGTTTCATCGAAGTTATTCGCTT
+TTTTCTTTCTTTTTCTCTTTTTTTCATATATCACCAGTGAAAAATTTTAATTTTGTAACTGTAAGTTACA
+ACAGGTTAAATTTGTAAAATGGCTTCAAAAACAGTGAAATACAGTGGTACAGGATTTAAAAAGGGATTTT
+TAAAATAAATTATCTGAAAATTTGGACTTTAACATAAATCATCCAAACAAAGGGGACGGTTCTCTTTGTT
+TGAAACCTAAAAATCGGACAAAAGGAACCGTCCCCGGTGTCTGTCTGCACTGATTTATAAAGTAGCAAAA
+TACTATAATTACAATTGATACTCAATAGCAGTTTTATTCAATTTTCTTTACACTAGCTAAAATATGCCAT
+ATTTCATTTTTGTTTTTATTATAAAATTGTTTGTCGACTTGGGCATGAGCTTCCAAGCGCCAGCCAGACT
+CAAATCTTGGTGGGTTATCTTTGTCATAATAAAGAACTACTGTTTTTACTTTGTTTTCAACTATTCCAGA
+GTATACTTCCCCTCTTTTCACATTTCCAACCACGAGTTGACTTTTTTGAAAACCCTGTTTTTCCCACTCA
+TTCCCTCGGCTTTTATCTACAGGCACGCCCCCTACAATTCCAAGTATTGTTATCTTATTTTCTTTATCCC
+CCTCTTTGTACAATTCTACTCCCCAATCTGGAGAAGCTTCCTTTTCTGAAGTTGCTTCCCATGTGGGTAA
+TTTTTCTACAACCCATCCCTTTGGATATTTAAAACTAAATGAGCCTTTAGTATCTCCAGCTTTTTTCATG
+TAATCGTACTCTAGATAGTTATCATAATTATATGAATAATTTTCAGGAATTGTACCTATCTTCTCCGAAC
+AAGCCACAAAAAGAAAGAAAATCAATAAGGATAATGAAATAAAATATAACCATTTCTTCATTTTTCTCCC
+TCCTAGATTATTTCTTTTTTCATTTATTCTAACTCGAGAAACAAACTATACGGTAAAATCGGGTCATCCA
+TGTATGTCAGTGTAAAAGGCCTATATTTTCCATCAGCCATTTGAGTATAGGTCCATACAGTATATTGCGC
+ATAATAAGGAGTTTGTTCATATGCATATACTTTTTTGTTTGTTTTGTCGTTATATGCAATTAAAAATGTG
+TGGCCTTCATTTACTACAGCATCTCCTCTTTGAAGTTGTAGATATGATGTTAATAATTCACTTGAGGTAG
+GGTTATCTACATTGTATGAACCCACTTTCTTGTACGTCCCATTTTTTATCCCTTGTAAAAAACTCCATGT
+CGTCTGTCTACTTATCCCCCATGCAAAACTCACAAATCCAGAACAATCACTCCCATATCTAGGCATTATT
+CTACCATTAGGATCTGTATACGGAACATAAAAATCTGCTGCATTATTTAGACTTTGCAAAAAACCAATTT
+CATCTCTTTGATTCGGTGTCTGAGAATATGGTATTCCTTTATAAGTTACACCTTTTGTAAAGGTATATCT
+TCCTAACCATCCGGTTAGATTCTGAGAAGGAGTCCAAGAAACATCTACCATTCTCTTTGCTTTATCAACC
+ACATAATCTCTCAAATAGGTAGAATTTGTTTTTTTATCTGTATCTTTATCTAATTTTAGAATTACCTCTC
+TTACATCAGTCCTTCCTTCAACATTTACTTTAATTTCTCTTGTAAAATTTGAAATTGATACTCTGACAAT
+CGTACTTCCTTTACCTACTGCCAAAATTCTCCCTTTATAAGCAAATACTACATCAGGGTTATCACTTTCC
+CAATCAGCAATATTACTTACCTTTTCAAAGGTCCCGTCATTATATTTAACTATTGCATCTACGAACTCTG
+ACTCTCCGATATTTTCAATATTTACTACTTCAGTATAGAGTATTAAATCATCTATTTTTTTTAAGGATAC
+ATTACTCAACTTATCATTATAATATAATTCGTTCAATTCTGTCCCATCTATTCTTACACTTATTCCTGAC
+AACTCGTAATAATTCTTAGAACTAATTGAATCAGCTAAGACGGCGCTCCATGTTGATAAAATTAACAAAA
+TTATCAATATCGAAATTACAAATCTTCTCATAAAATTATCTCCTCCCTACAAATATTTTCTACCCTATAA
+CAAAGCAATACAGTTTATTAATTTATTTTTAAGCAATTCCTCGAAAATGAAGTTCACCACAGGCAATTTT
+AAATATTTAAATTCTTCCATTTCAATGACCTTATAATTTTCTTTTTGCTACTGGCAAATATTTTTGAATT
+GTTTTTACATCTTTTATATGGAAATAATATAGAGCAACCCTAATTAATATAAATATCTCCAATAAAGAGG
+TTATTATGATCAGCAGAGTTATCGCTTTTTCAATTTACTTCTCCTCCCAAATCCTCTTTCAATTTTATCC
+TAACATTCTTATCTCTACCAGTAAAATGGCAAAAACGTTTATAAGCCTCCCCAATATTTCGTTTCATCGA
+AGTTATTCGCTTTTTTCTTTCTTTTTCTCTTTTTTTCATATATCACCAGTGAAAAATTTTAATTTTGTAA
+CTGTAAGTTACAATAGGTTAAATTTGCAAAATGGCTTCAAAAACAGTGAAATACAGTGGTACAGGATTTA
+AAAAGGGATTTTTAAAATAAATTATCTGAAAATTTGGACTTTAACATAAATCATCCAAACAAAGGGGACG
+GTTCTCTTTGTTTGAAACCTAAAAATCGGACAAAAGGAACCGTCCCCGGCGTTTGATGTACTTTAAAGAG
+AAAACTAAATCGATTCACTCATTACTTCATCCCAATGGAATTATAGGAGTGTAGTTCTATTGCATCTTCT
+TCCCACATACCTAATCCAAACACTACTAACATTAAACCCAAAGCTAAAAAATACCCAATTACATCTGCCA
+TATTCAGTACTAAATTGAATTTGAGCTTATTTTTCTCTACTTCTTCATTTACATTTTCAAAATTCTCTTT
+TGCCTTTCCTTCTATGCCAAAGCTTTTTATTACCTCAAACCCCGCGAGGATATCTTTTGCCATACTCGTA
+TATTCTTCTAAACTGTGTGAGAAAATTCCTCTTAAATCGCTTATCTTTCTATCCAGAACTCTCGGTATTA
+ACATGCTTAAAACTGTCAAACCAATTATTATAAAGGTAATTTTATAACTAAGTATGAATAAAACAATTAG
+TGCTGCTAAAAATCCCACTCCACTGCTTACCAGTTCAAAAAAGTTGTTGAAATAATTTTCTTCTATCATG
+TTTATATCGTTGGAAACAATTGAAATATATTTACCGGTATTTACTTCATCAAATTGATTTAAATCTTTTC
+CTATAATTTTCTCAAAGAGTACATTTTTTAAATGTATTAAGCTCTTTTTGATATAGTCGAATTTAGATAT
+TTGAGCCAACCAGAGTACAAGGCTGTTGAAAATCACAAAAACCAATGCTATTTCAACGGCAGTATAAAAA
+TTCTCTAATCTGCCTATTGTAGCTACATCAAAAAACATTTTTAAGATAAATGCTACAAAAACATTCATCA
+AAGCAGCAAGAATTGCAAAAAATACTGCAATTACAAATTCTTTTTTATATTTTAACAAAAATGCCTTCAC
+TTTGGCTCATCCTCCTCTATAAAACACTTTACCTTACACCACATATATTCCCTCTTCTTCTATACGCTCC
+TCTACTTTATCCAGCTTCTCTATATTAAACAAACTGTAAAAATACCCTTTCATCTTCATTAAATCATCAA
+ACCTTCCTTTCTCCACAATCCTTCCATCCCTTAATACTATTATCTCGTCATACCTTTTGAGTAGCTCACT
+CCACAACCTGTGTGTTACAACTATCGCTGTTATGTCCATATCTAGTATCGTCTTCTCTATCATATACGCC
+GTCTCATTGTCTAACGCCGCTGTCGCCTCATCCAGTGCCAGTATTGACGCATTTGTTATTATTGACCTAG
+CTATCGCTATCCTCTGCCTCTCCCCTCCCGATAAAAGTTTTCCCCCTTCTCCTACATCACTTAATATCCC
+CTCTGGCAATTTCTCTAATAACGGCCCTAATCCTGCTATCTTCGCCGCTCTTACTACTTCTTCATCCGTG
+TATCTGTCATTAAATAGGGTTATGTTGTCTTTTACTGTCCCGTCAAATATGAATACATTCTGATGTAATA
+GGGTTATTATCTTGAATAAGTCTTTCTTGTCTATTCTTCTTAATTCTATCCCATCTAATTTTATTTCTCC
+TTCATAGTTTTCATATTGTTTTAACAATAACTTGAGTATTGTGGATTTCCCTGCTCCACTTGTCCCTACT
+AATGCGTACTTTCCTCCTTTTTTGATTGTAAAGTTTATATTATCCAAAGCTTTTGTCTCCCCTGTGTAGC
+TAAAAGATACGTTTTTAAATTCTATTGAGTCGTTAAAAGATTTTACTGGTATATAATCATTCCTCTCTTC
+CTTTTCCTGTAATACTTCATTTATCTTCTGTGATATGCTCTTTAATGAGAGTATCCTGTTGAGATTTTGA
+CCCATACTGTATATTGGCATAATTATGTTATTGGTAAGCTGTACACAGGCAATCATCGTTCCTAAAGTCA
+TCTCTCCTTTTATGGTAAAGTATAAACCTACTGCAAATACAGAGAGGAAAATAAAGCTACTTAAAATTTC
+TGACATGGTGTCAGAGGTATTTAAAAGTACGCTGTATTTAAGCTTTTTATCTTCCACATCTTCATTAACT
+TTTGAAAACTTCTCATGTACTTTATCCTCTATCCCGAAGCTCTTTATCACTTCAAGTCCTGTAAGAGTAT
+CTTTAGATTCTATAGTAAAAAGTTCTAAGCTCTCAGAATAATCGTTTCTCATTTTAGCAATCTTATCATC
+AAAAATGCGAGGAATTATTACACTAAGAATTGCCATGAGTATTATCATCACAGTTATTTTGTAACTTAAT
+ATAAATAGAGAAATTAATGCAGCCACAAATCCTACTGCACTGCCTAAAAGCCTAAAGAAATTGTTAAAAT
+AATCCTCTTCTACAATCTTTACATCATTTGAAATAATTGAAATGTACTTACCTGTATTAACTTCATTAAA
+ATGTTCCACATCCTTTTTAATGATTGCTCTAAATAACCTGTCTTTTAGGTATATCAAAGTTTTTTTCATG
+TAATGAAATCGAGTTGTTCTATTTAACCATCCAACTACTGCTTCCAATATGGTAAACATTACTGCGAATT
+TGACAACAGAATAAAATTTCACCAAATCACGTGTAGTTGCTACATCTATGAGTTTTTTATAAATAAAAGC
+AAAGTAAATATTTATCAATACAGAAGCTACTAAGAAAAATACTGCAAGCACAAACTCTTTTTTATACTTG
+AATAGAAATTCTCTCATACAGGTCTTTCACTCCTTTTCACACAACATTTAAAAATTTATCCTCAATTCCT
+TTTGTTGTTTTCCTTAGGTTGCCGTATAGTTTTTCAAAATTGCCATTTAAAATGTAATATCCTAATTTTT
+CTAAGACTATTTCTGTTATTTTCCGTATATTTATACACTCACTTGTTATAATATTTTCTTCTAAGTTATT
+TTTTTGTATAGCTCCCAAGCACTTTACACACCAATATCTAGCAATACATTTCTGACATTCTGAAAATCTA
+GATTTCTTTATTTTGTAAAAATTATCTGACACCTTATTGAATTTTTTAAAATCGAAGTTTGTAATGTCGT
+TAAAATCTATTTTCCCCATATGATATTCATTTCTCCCAATGAACAATTGGCATGGCCATATATCCCCGCT
+GGCTGTTATCGTAATATTTGAGATACCTGTAGTACAAAAATTATCATTATATGATTTGGAGAAAAATGAT
+ATTAATGGAAGAGAGTATTCATTTAGATAAATAAACCTATCAGCGATTATATTGTCAAACACATATTCAA
+CTTCTTTTTCTATATCTTGGACCTTTTCCTTTTCTACTTTAAGCGTTTCATCTTCTGTAATCACATCGCC
+AATAGCAATGTGTTTTACTTTAAACTCATTATAAAGGTACTCTGCGATCTGATGTTTAGAATATTTCTTT
+TGAGCCGGAAGGGTATATATAGATTCTATTGTATTAAAATTGTTTGTATTACTCTTAAGAAATTTAGCAT
+TATACGCTACAGCATCAATTTCTATACTCAGCACATCTTAAAACTTTTTTATTTGTAGTTACATCAAAGT
+TCTAAGATGTGCCTTCAGCCTACCTGAAATGTATTTTGGCTTTGTAATAGTATCTTCTACGATTAAGTAA
+GCATTGGATATGAAAAATACTTTTCAATTTCTAAGCTTCTATCCACCCCATGGATTATTTATATCTCCAT
+GTATCCTTGGTTCTCTTTCTTCTGCTACTAGATATTGGAGCACCTCTTTTTTATCATTCACATAAGCTGG
+AGTTACACTAATGTACGTCAATATTCCAAGCAAAAAAACTATATCACCAGTGAAAATTTTTAATTTTGTA
+ACTGTAAGTTACAATAGGCTAAATTTGTAAAATGGCTTCTAAGAGAGTAAAATACAGTGGTATAAGATTT
+GAAAAGGGATTTTTAAAATAAATTATCCGAAAATTTGGACTTTAACACAAATAATCCAAACAAAGAAGGC
+GGTTCTTTTTGTTTGGAATCTAGAAATCGGATAAAAGGAACTGTCACCTGCATTTGTCTCTGGCGTTTTA
+TGTACTTTAAAAAGAAAACTAAATCGATTCACCCCATCATTTCATCCCAATGGAGTCATAGGAGTGCAAG
+TCAATTGCATCTTCTTCCCACAGTGGAACTACTTTCCCTTCTCCTAATGGACTAAAAAAGCAAGATGTAA
+ATAAAATGTTTACAACAAAGAACATAATTATTAGTTTCTTATTCATTCCATCTTCACCTGCCCTTTACAT
+TTTCTCCTTTTAACTATATAATAGATAATAACCAGGATATTTTCAAGCCGATTTGAATCGGCATGAGGTG
+TTAAAAAATGGATGGTTTCTATTATGATTTAGAAGCATTTGGTGAAGAACTTAAAAATATTCGCAAATCT
+CTGGGACTTTCCCAAAGCGATGTTGCTGAACAAGCTTTCATCAGCAGGGATACACTTAGAAAAATTGAAA
+ACGGTAAAGTCATACCCAAACAGGAAACTTTAGATCTTTTGTCCCATCTCTATAAAAAAGATTTAAATGA
+ATTGCTCCTAAAATACAGATTAAAAGATTATTCTACTTTCTTTGACATAAAATCCTCTCTCGAAAAGAAA
+CTTGAAAGCGGAGATTTTGAAAGTTTGAGAGATGATATTGATAGGTTAAAGAAATTGCTTGAAAAAGGTG
+ATATGAGCCTATATTACTCTAAGTTATTAAATCAACTTTTACTAACTGCTGAGTCTGTCTTTGAAAAAAC
+AATCAATGAAAATTATGAAAAAGCTATGGAAAAGCTTCAAAAAGCGATGGAAATCACTATCCCAAATTTC
+TCTCTTTCTAATTATGCGGATTTTGTTTACAGTGACATGGAAATTCGAATTCTAATGAACATGGCTTTGC
+TCCTTAAAAAAATAGAAGGTGCAGAAAAAAGCCTTGAAGTCCTCTTATTCTGCTTACATAATCTTTCTTC
+TGAAGAATGGGAAACGAGAATAAGGTTGTATTACAATATATCATATACTTATCACATTCTTTCGCTTGAC
+GAAGAAGCTTTACATTATGCAAATCTTGGAATAGGAACCTGTGTAAAAAATAATATTTTAAGTGGTCTGG
+GACTTCTGTATTTTAGAAAAGCAATTGCAGAGTACAATCTCGGCAGAGAAGAATACAAAGACTCTTTATC
+TAAATCTATACATTTACTCGAAATAACTGGTCAGGAAAAACTTATAAAGACGATTATGGAGTCCTGCAGG
+AAGTTCTATAATTTGGAAATTTCTAAGGAAAACAATATGCTTGTAATAAAAAGTCATGAATAAAACGAAA
+TTTTTCTCTCTCATTTTTACATTTGACACCCAAAATTTCCAATTATTCTGTCACATCCATTGATGAGATA
+GTGTCTTCTATCAAAGGACAAAACAAAAAGCTCTCCAGAAAATGGAGAGCTTTTTGTTTTCAAACAAATA
+GAACTATCCCTAAGGTTTGCTGGAGAATTTTTTCACACCACTGAACTGTCTCCGGTGTTTGATTACGCTC
+CTAAGAACATTTTTAAGTCATCTTCTACGTTTGTTATGCCACCAATACCAAATTTCTCAACTAATACTTT
+TGTCACATTTGGTGATAGGAAAGCAGGAAGTGTTGGGCCTAAGTGAATATTTTTTACTCCAAGGTAAAGT
+AGTGCCAGAAGTACTATTACAGCTTTTTGTTCATACCATGCAATGTTATATGATATAGGAAGTTCGTTTA
+TGTCGTTTAATCCGAATATTTCTTTAAGCTTCATTGCTATTACAGCAAGGGAATAAGAGTCGTTGCACTG
+TCCGGCATCTAATACTCTTGGAATGCCATCTATGTCTCCAAGATTTAGCTTGTTGTATCTGTATTTTGCA
+CATCCTGCGGTTAGAATCACTGTGTCTTTTGGAAGAGCTTTGGCAAATTCTGTATAATAGGTTCTACTTT
+TCATTCTTCCGTCGCAGCCTGCCATTACAAAGAATCTCTTTATTGCTCCTGTCTTTACTGCTTCTACAAT
+CTTATCCGCTAACTGTAAAACCTGGTTGTGAGCAAAGCCTCCTATTATTTCTCCTCTTTCAATCTCTACA
+GGAGGTTTGCATCTTTTGGCATGCTCAATTATCTCTGAGAAATCTTTCTTACCATCTGGTCCTTCAGGAA
+TGTATTTTACCCCTTCAAAGCCTACGACGCCTGTAGTGTAGACTCTGTCTTTATAAGAGTCTTTAGGCGG
+AATGAGGCAGTTTGTAGTCATTAAAATTGGTCCGTTAAATAGTTCGAATTCCTTGTCCTGCTGCCACCAT
+GCATTGCCATAATTGCCTACAAAGTGAGGATATTTCTTAAAAGCAGGATAATAGTGAGCTGGTAACATCT
+CTCCATGAGTATATACATCTACACCTGTGCCAGCAGTTTGCTCAAGAAGCTGTTCTAAGTCCTTTAAATC
+GTGACCGCTTACCAATATTCCTGGATTATTTCTCACTCCAATATTGACTTTTGTTATCTCAGGATGACCG
+TAGGTAGAAGTATTGGCTTTGTCAAGAAGTGCCATTGTATCTACGCCGTATTTCCCTGTCTCCATTGCCA
+AAGCCACATAGTCATCCACTGTCAAACTGTCATCTAAAACCTTAGCCAATGCTTTCTCCATAAACTTAAA
+TATATTGTCATCTTTATAACCCAGTTGATATGCATGATATGCATAGGCTGCCATACCCTTTACACCATAA
+GTTATTAACTCCCTTAAAGACCTTATGTCTTCATCTTCTGTAGATAAAACTCCTACTTCCTGAGAAATTG
+CTTCTATATCGGCATCCGTGCCATAAGTCCATGAAATGGCATCTATATTTTTATATTCGTCTACTCTTAC
+ACCTTTATTTCTAAGGTCTTCTTTGATTTCATCCCTCAATGCCACTGCTTCTTTTATTTTTCTTAAGAAG
+AAGTTCCTGTCAAAATTCACATTTGTAATTGTAGAAAATAAGCCTTCAATTAGGAAGCGATCTGTTTTTT
+CTTTATTTACACCGACTTCTCTTGCCTTTAAGTTTAAAAAAGATATGCCCTTCAGGGTAAAAATTAGCAA
+ATCCTGAAGGTTTGCTACATCGGCTGTTTTGCCGCACACACCAATTGTCGTACATCCTGTATTCTTCAAT
+GCCTCCTGACATTGATAACAAAACATCTTCATGCCCACTACCTCCTTAAATTTGTTTTTACATAGTAAAT
+GATAGGGTATATTAAGAGAAAAATCTGTGACAAAAATCACATAAAATAAAAAAGTCCCAAATAACTTTGG
+GACAAAATCAGAGCATTTTTCTGAGTTCTTCTAAATCTTTTATCAATATTTTGTCTTTGCCAAGCTTTAT
+TATTCCATCTCTATCCATTTGACTTAAAATCCTTGTGATATTTTCTCGAGAAGTTCCGGCTAAATTGGCC
+AGTTCCTGTCTTTTTAGGTCTATTTCTACCAAAATTCCTTCTTTTGTGGATATGCCCCTTTCTCTCGCAA
+AAGTAAGTAAAATAGAAGCTGTTCTTCCTACAGAGTCTCTTAAAGCTAGGTTTTCTATCACAACAGCTAT
+GTATTTCAACCTTTTTGCCAATATCTTTATTATGCTAAGGGCTATTTGGGTATCTTTTAAAATTAGGTCT
+TCTATGTCTTTATTTCTTAGTTCCAAAATTTCGCTATCCTCTATTGCTTCAGCAGTAGCCGGATATTCGC
+CTCCTATAAATAAGGTAGATTCTCCGAAGACATCCCCTTCTTCCATTATCTTTATAGTATATTCTTTCCC
+GACAGAAGAGATTTTGGAGATTTTTATTTTTCCTGTCTTCACAAAATATATAGCTTCTCCTTTTTGACCT
+TCTGTGAAGATAATGCATCCCTTTTTGACAGGTTTTAATGTTGCAATGTTGTGTAGTTTCTCGAGCTTTT
+CATCTTCTAGCTCACTGAAGTAAGGGATTTTTCTTAAATATTTAAGTTCTTTCACGGGCTTTACCACCCT
+TTATCCTTCTTCTGTCCTGTACTTATCTAAACTTACAAATTTTGTATACTGAGCGAGCCACAAAAGCTCT
+ACCACTCCTGTAGGTCCGTTTCTGTGTTTTGCAATTATCACTTCTGCTATGTTTTTCTTTTCAGAGTCTT
+TATGATAGTAATCATCTCTATACAAAAACATGACAATGTCAGCATCCTGCTCTATGGCTCCTGATTCTCT
+CAAATCGCTTAAAACAGGCCTGTGGTCTGACCTGGTCTCAGGTGCGCGTGAAAGCTGGGATAAGGTGATT
+ACTGGGACGTTTAATTCTCTTGCCAGGCTTTTTAATGACCTTGATATTTCTGAAATTTCTTGCTGTCTGT
+TTTCTGCTCTTCCTCTTCCCTGCATAAGCTGAAGGTAATCTATCATCACCAACCCTAAGCCCTTTTCAAG
+CTTTAATCTCCTTGCTTTTGCTCTTATGTCCATTACAGTTACACCGGGAGTATCGTCAATGTAGATAGGA
+GCCTTTGAAAGAGGAGTCATGGCAGCTGCTAATTTCATCCAGTCCTCTTCATCTAAATTTCCGGTCCTGA
+GTTTCTGGCTGTCAATATTGGCCGTTGAGCATATAAGCCTTGTGACAAGCTGTTCTTTTGACATCTCTAA
+ACTAAATATAGCAACAGGAAGCCCTGTTAAAAGTGCGGCATTTTGTGCAATGTTTAGCGCAAATGAAGTC
+TTGCCCATTGAAGGCCTTGCAGCGATTAATATAAAGTCAGAAGGCTGAAATCCCGCTGTCTTGGCATCTA
+AATCTGGAAAACCCGAAGGTATACCTGTAAGCTTTCCTTTGTTTTTATAAAGCTCTTCAATTTTATAAAA
+AGTATCCATTAAAATGTCTTTCATTGAAGAAAAAGTAGTGGTATTCCTTCCCTGGGCTATGTCGAATATT
+TTCTGTTCGGCAATATCTAAAACAGTTTCCACGTCGTCTTCCTGATAGCTTAATTCCATAATCTCTGAAG
+ATGCCTCAATAAGCCGCCTTAAAGTAGCTTTTTCTTTTATAAGTTTAGCGTAATAGGAGACATTGGCTGT
+GGTAATTACGCTGGAAGTGAGGCTTGCAAGGTATTCTATTCCGCCCACTACTTCCAGCATGTCCCTTTTC
+CTTAGCTCATCCACTACTGTAACAAGGTCGACTGGTATGTCCTTTTCAAACATTTCCATTATTACGTCAA
+AAAGTTTCTTGTGGGATTCTTTATAAAAATCCTCTGCTCTTAATATCTCAGACACTTCTATTATGGCTTC
+TCTGGACAAGAGCATTGAACCTAAAACCGATTGTTCTGCCTCTATGTTTTGGGGAGGGATGCGCGTCCTG
+TCCATTCATATTCCCCCTCACTTTTCACTCGGCTACCACATCCACCTGCACTTTTGCTGTAACTCCCTGA
+TACAATTTTATCTCGGCATAGTAAGTGCCAGTTGTCTTTATATTTTCAGGAAGGACTATTTTCTTTTTGT
+CAATTTCAAATCCCTTTTCTTTTAAGGCTTCTTCTACATCTTTTGAAGTAACAGAACCAAAGAGTTTGCC
+ATTTTCTCCTGCTTTTACTTTCAATGTCACTCCCACTTTAGAAAGTTTTTGAGCCAGTTCCTTTGCCTGC
+TCTAATTCCTGCTGCCTCTTTCTCTCTTCTGCCTTTTTCTTTTCATTTAACATTTTTAAATTTGACTCTG
+TAGCTTCAATTGCAAGTCCCTTAGGAATCAGATAATTCCTTCCATATCCATCGCTTACATTTACAACCTC
+TCCTGCCTTACCCACATTTTTTACATCTTTTACCAATATAACTTTCATCTATCTTCACCTTCCTCTTCAA
+AGTATTCTTTTATAGCCTGTTTCAATTCATTTAACACTTCTTCCATAGGCTTTTTAACCTGTGCACCGGC
+GACAGTCAAATGTCCTCCTCCACCCAATTTTTCTAGTATTATTTGTACATTTACATCTCCCATGGAACGG
+CCGCTTATGGCGACATCCTCTTCCCTCTGCAGAAGGACAAAAGAAGCTTTTACTCCTTTTATTGTCAAAA
+GTTCATCAGCCGCCTGTGCGATTATTAAATTGTTGGCAGCAGGAGGGCTTATAGCTATTGCAATGCCATT
+GTCAAGTATTTCTGCATTTTTTACTATAGTCGCTTTTATGATGTAGGAAGCCAAATCGTTCTGGAAAAGC
+TGTTTCACAGAAGTTGTATCTGCTCCTTTTTTTCTCAGGAAAGAAGCCGCTTCAAAAGTCCTGGAACCTG
+TTCTAAAAGTGAAGTTTTTAGTGTCAACAGCTATTCCAGCAAGAAGAGCTTCTGCCTCAATCGGTTTTAA
+ATCGACTTTTTCTACAATATACTGGAGTATTTCAGTCACAAGCTCACTGGCAGAAGAAGCATATGGCTCT
+AAGTAGACTAACACAGCTTTGTCAATGAATTCTTTACCTCTTCTGTGGTGGTCAATTACAACAATTCTAT
+CAATCAATTCTACAATTTCGGGGTAGCTGAGATAACTTGGCCTGTGTGTATCCACCACTATTAATAAGCT
+GTTTTCATCTATCATGTTTTTCACTTCTGAACTTTTTATAAACAGGTCTTGATACCCATCTGTTGCCTTT
+ATTTTCTTCACAAGCTCATCTATAGCCACATTGGATTTGTCCAGGATTATATAAGCTTTTTTACCCAAAT
+CCGCACAAGCTCTGTACATCCCAATAGCCGCACCTAAAGAGTCAAAGTCCATAAAATTGTGCCCCATTAT
+AAAAATGGTAGAAGATTCTTTAATAAGTTCTCTTAAGGCGTGGGCTATAACTCTTGCTTTTACTCTTGTC
+CTTTTTTCTACAGCCTGTGTCCTTCCGCCGTAAAAAGATATTTTGTCTCCTCTTTTTACAACAGCCTGGT
+CTCCTCCCCTCCCCAGCGCAAGGTCTAAAGCAGAAGAAGCGTACTCGTTTAAAGTGAGAAAATCGTCAGC
+TTCTGCCCCTACGCCTATGCTCAAGGTGAGAAGGACTCTCATTTCCTCTCCAGTTTCTCTTATTTTGTCT
+AATATGTCAAATCTATTTTCTTCCAGTTTTTTTAATTCTCCTTCTTTAAAAATTGCAAAGTATTTGTCGT
+CATCATATTTTTTCAAAAAGGCTTTTATAGAAGAAGCCCATTCTGAGAGTTTTTTCTCTATTTCAGAAGA
+GATGACGGCTCTTTTTACATCTTCCACGCTCATCAATGCTTCTTCGTAATTGTCAATCATTATATGAGCT
+ACAACAGGCCTTGAAGTTGCCAAGCTCTTTTTCAATTGTACATAGTCTGTATCGTCAAAAAAGAGCAAGG
+TAGCACTTGTATCTCCCTCTCTTTTTTTCTTGAAAGAGGATTCTATTTTCAAGACAGAATAGTATCTGCC
+ATTGAATTCTATCTGCCCTTTTAATTCTTCTGTTTTTGCTGTGACATACTTTTTTATGAGCTTTTTTATC
+TCTTCATTTTCATTAAAGGTTTGAGAATAATGGGTGTTATACCATATAATTTCTCCTCTGTCATTTAAAA
+TAACAGCAGGAAGCGGAATCTTTGCCAAGACAGTTTTTGAAGCCTTGTCCACACTGAAAAATATATCCTC
+TATGTACCTGTCAAGCTCTATCTTTTTCCTCTTTACCCCATAGTATTCTGCCAAAAGTATGTATAAAAGG
+ATGATAAAAGAAATAGAAGCGATTATTTTGTTGTAATAAAATAAAAACCCTATTAAGAAAGCAGATAGCA
+AGAGGTTTAAGATGTTTATGGAAGATATTATCCTATAAAATTTTTTATCCACAAAGACACCTCTTTACCT
+TAAATATTTCCTAAGGTCAAGGCTCGTATCAGCTATCCCCACAACCGCCAAAAGCCAGGAGGTCAAAGGG
+AAAAAGAGCAAAAACACCAGCAACAAGTTCGCTCCCCACGAGTTCATGTTTAATTTTCGGGTGAGATAAA
+ATTTTATTAACGCCAGTCCCCCTACAGTAAAGCCAAAAGATAAAAGAACTACTATATTGGTAATTATCAA
+ATTAGGTTCTTTTGTAAAATACTGATACAGCAAGGCTACGATAAAAATCCAGCCAGTGATATAAGGCATT
+TTCCACTCATCAAAAGGAGGCAATGGCTCTATATTAAAGTGCTGCGTTTTCAATATCCTGTAAACTAATA
+AATAGTTTAGCCAAACCATGAGCAAAACAGCAATTATTAAAGAAGCAGGTATTGTCATCTCCAGCATCTG
+CTTTATAGAAAGCAGGTTAGACTGTATCATGGAAAAATTAGGATGACCCTTGTAAGATGATGATATATTC
+GCAACTGCGGCATCGATGGCTTTAAAAAAGTGCGCCATTATGTCTACATTAAATGCCAGTTTGAGTAAAT
+AAAATATCCCGACCATGCCAACAATTGAAAGGGCAGTGACATCAAGAAGCACCTCACTAGCTTTTCTCTT
+TTTAGAGATGAGGTAGCCCATTAGAAATCCCTGTAGCGCGAAAAAAAGAGCAGTAAAAGCAGTCCCCAAG
+TCTATAAAAATGACATCTGCTGTAAAGACTATAAAAGAAGCGGCAATAGCGTAAGATTCAGAACCGCGAA
+TACAGGCTATAGCAATGGGGGCCGGAATCAGGAAAAAGAGCAAAAAAAGTGGTGGAAAGTATGCCCCTAA
+AAGGCTCAATACTACTGCCAAAGCCGCCATCATTGCCGCATTTGTGAGTTTTCTAGTATCCATTAAATCA
+CTCCCGCTTTCGACTTTTAACATACTTCAAGAGCTCAGAAAAATTATATTCTACATCAAAGTTTTTATCA
+ACAATTAAAGATTTCAATTTTTTTGTAAATGCCTCATCTATCTCTTCAAACCTGTAACCTATTTTATCCC
+CCAAAAGATAAGTGTAAATTAAAATATCTACAATGCTATCTAAGATAGCATCTTCTTCTCCTGCATCGAC
+AAAAGATTTTAGCAAATTATATAATTTCCCCAAAATTTCTACTTTTAAGTTCTCTATCTCCCTTATATTT
+TTAGCAATTTCCAAATCGCTTTTCATCTTTCCTCCGCCCTTTTTAGTAAACTAAAAGAGGGCATAGCCCT
+CTTATAATTATACCATTATTCTACTGTATATGGTAGCAGTGCAATTTGCCTTGCTCTTTTGATCGCTTTA
+GTGAGCTGCCTCTGATGTCTTGCGCAATTTCCTGTTATTCTCCTCGGCAAAATTTTGCCTCTTTCTGTGA
+TATATTTGCGAAGTCTTGCTACGTCTTTGTAGTCAATTCTATCTATGTTATCTGCGCAAAAGGCGCATAC
+TCTCTTTTTCTTTTTGTTTCTTCTATTTTTAGCAGCTGCAGCTGCCGCAGTTTCATTGGTATTTGCCGTC
+GTCACTTTCAAACCTCCTTTCTTCCTTTAAAAAGGCAAGTCATCTTCGCTCTCTATAGGCGTAAACCCAT
+CAAAATCGTCGGGGATGTCTTCGAATAGCTTATCAAAATCTTCATCCAATTCTTTCTCCTCTTCTGGAGC
+GCTGCCACTACCAAAGCCAGATTTAGGCTCTAAGAATCTCACATCATCTGCTACCACTTCAGTGACCCAA
+TGGCGGTTACCACTGCTGTCATCCCATGTCCTTGTCTGTATACTCCCTGTAACCGCTACTAGTCTCCCTT
+TTTTTAGATTGTTAGCACAGATTTCCGCCAGCTTTCTCCACGTGACGATGGGTATAAAATCTGTAGGCCT
+TTCCCCGCTCTGGCTCACATAGTTCCTGTTAACCGCCAGTGTAAAGGTAGTAACAGGAACCATGTCAGAG
+GTATACCTCATGACAGGGTCTTTTGTCAAGCGGCCTATCAGAATTACTTTATTTAACATTTTTAACCCAC
+CTTTTTATATTAATAAAAATTAATCGTCTGTCCTTATTATAAGGTAGCGCAAGACTCCATCAGTAATCCT
+ATATACTCTCTCCAATTCGCGTGAAACATCTGGGCTACTATTGAAATTCATTAAAACATAATAACCCTCT
+GACTTCTTTTGAATAGGGTAAGCCAGTTTTCTTTTACCCCATTCATCAAAATTGGTAATTTCCCCGCCTC
+TTTCTACTATGAGGTTTTTGAACCTCTCAATCAAGCCCTTTCTTTCTTCCTCATTCAAATCTGGAGAGAG
+TACATACATAGTCTCGTATGACCTCATCTTTTCACCTCCTTCTGGACTAAGCGGCCCTATTTGCAAAATA
+GGGCAAGGCGGCAATTTACATTCCTATTCTATCATTGTCCCGATGGATTTTCAACTGTTTTTAAAATTTT
+TTTGATGCTCTTTTCAAACTTAGCCCTCGGCATTAACACCATCCTGCCACATTTCAAGCATTTTATCCGT
+ATATCCATGCCAACCCTCAAAATTTCCCACTCGTCAGACCCACAAGGGTGTTTCTTTTTAAGCTTCACTA
+TATCACCAACGTGCAAGTCTTTAGGCAAAGCCATCACCTCAATTAGTTTTCTTTTCTGAAAGAATGACGG
+TTGTGCGCGGGTAGGGGAAAGATATGTTCTTCTGGTCAAACATCTTTTTAACTCTGTAGCGGATGTCTCT
+TTCCACCGCCCATTTTTGCATAGGCTGGGTCTTTGCGTAAACCATTATGACAAGCTTTGAATCCTGCATA
+TCTGTTATCCCTAATACTGTCGGGCCCTCTATTAAGTCGTCCCTCGACTTCTTTACTTCCTCGCATATCT
+CTTGAAGCCCTTCTATTATCTTGTCTACGTCCTCATCTATCGGAAATGCTATATTGACCACTGCCATCAT
+GCTGTCTTTTGTGAGATTAGTTACCATCTTTATTTCTCCGTTCGGTATTATGTGAAGGCCATCAGAAAAG
+CCACGAATTTTTGTAACTCTTAAACCAATCTCCTCCACTGTACCGGAAATCCCATTGATGGTAACATAAT
+CCCCAACAGAAAACTGGTCTTCAAAGATTATAAAAAAGCCTGAAATCATGTCTTTCACCAGATTCTGCGC
+TCCAAATCCTATGGCAAGGCTTCCGATACCTGCAACAGCCAGTAAAGAGGTCATATCTATGTTGAAAAGT
+TTGAGAATAGAAGCTCCGGCGAGAAAATAGATTATATACCTGACAGCATTTTTTGTAAGAGATGTCAGAG
+TGTCTATTTTCCTCTGAGGCAATTGAATTTTGGATTTACTGTACAACTTATAAAACCTATATATTAGAAA
+ATCAGCAAACTTAATGCCAATGAAGGCAATGATGAGTATTTTTAGCACATCTAATAAAAATTTTACTGCT
+TTTATGTCATAAATTTCTACTAGCTTGTGGTATATATCTGCCCACATTTTCTCCATCACCTTGTTTTTCT
+GTTTTATCTTTATATTACACGAATCTACTCTTTTTTTCAACCGCTGCTTTTAGATTAAATTGAGTGTATG
+TAAATTTACACATTTGACAAAAATATATTTAAGACTACTGCAGAGAAAGGGGTATTAAATGGAGTTCATA
+AATATAGAAGATAAAAACGCCTTTGAAAATTTTTACAGAACATTTCAATTTTACTTCAAAAACCTCTATA
+AAGAACCTTATAGAGAAATAATACTCCTTTGCATAGGAACAGACAGGTCTACAGGAGATAGCTTGGGGCC
+CCTCACAGGCCATAAGCTAAAGCCGCTTTTGAGAAATAAAGCTCATGTCTTCGGAACTTTGGAAGATCCC
+CTTCATGCGAAGAACATAATTGATGTTTTAAAAGAGATAAGAAATACTTTTTATATGCCCTTTACAATAG
+CTATTGATGCTTCTCTTGGCTCATTAAAACACGTAGGCCACATTTCCATTGGAAAAGGCCCCATAAAGCC
+AGGGGCAGGAGTGTCAAAAGAGCTCCCCCCTGTGGGAGATATGTTTGTCACAGGTATAGTAAATATATCC
+GGTTTCATGGAGTACATGGTTTTGCAAAACACCAGGCTTAGAACTGTAATGAAGATGGCAGACATAATTG
+CAGCAGGTGTTTTTAGAACCATAACAGAAATAAGCGAGAAAAGCAAAGTAAGGGCTTAAGGATATGCCCT
+TACTTTGTTTTCATCTTCCATGTTTTTAATCTGCCTGTTTTTTACAAATTCCTCTATAACCTTCACCAGA
+GGCTCATATTTCTCATAAAACACCACAATTAAATCTCCAGCCTCTGCACTGTGCATAGCCGCTTTTAAAG
+CTTCTGTCTCTTTCAGGATGATTTTTATATTCTTTTTATCCATTCCCCCTTTTATAGCGCCTTCTTCTAA
+AATTTTTGCCACCTCTCCCTGTTTTCTGCCTCTTAAATCCTCATCCTCTTTTATATAGATGAAGTCAAAT
+CCTCCTCCACACACCTCTCCTACTTTAAATATGCTGGAATCCATTCTGTCACCGGGAACCCCTATAACAC
+CTATTAGTCTATTTGCATCGAGTTTTCTTGCTGCTTCTATGACTTTTTTAATTCCTTCTACATTGTGGCC
+ATAGTCCACCAACACTCGGAAACTGCCAATGTTGAATAGGTTGAATCTTCCTGGATTGTGGGTGGTGTCA
+GGATAAAACGTCTTTATCCCTTTTGCTATTATGTTGATTGGCACCTTTACTCCATAAGAAGCGGCAATTG
+CAGCAAGAGAATTTTCAATATTGTGTAAAACTTTCCCTCCTAATGTAGCGGGAATTTCTTCAATTCTTAC
+CACAGGAACTATCTGCCCATTGGCAATAACAATAACTCCTTCTTTTACATACACAGCTATCCCGCCATTT
+TCAATATGTCTTTTTACAGTTAAGTTGTTGTCATACATAGAGAAGTATATTATTTTCCCTTTAGCTTTTT
+TTGCAAGATAAGGGGTCATTGGGTCATCCGCATTCAAAACGCTATAGCCATCGTCCTTTACTGCTTCTAC
+CACAAGAGCCTTTACAAAGGCCAGATCTTCCAGTGTATTTATACCATCTATCCCTAAGTGGTCTTCTGAA
+ATATTTGTTATAACTCCCACGTCTGCCAGGTCATATCCCAATCCTTCTCTTAAAATGCCTCCTCTTGCTG
+TCTCTAAAACTGCCGCATCTATGTTTTTATCTGCAAGGCAAGTTCTAGCGCTTTTGGGGCCTGTATTATC
+TCCCTTGTATATGCATTTATCGTCAATGTATATGCCATCTGTTGTAGTCATTCCCACTGTATATCCATAG
+GTTTTTAGGATATGGGCCACCATTCTGGTCACTGTCGTCTTTCCGTTAGTGCCTGTTATAGACACAATTG
+GAATTGTAGCTTTGCTTCCTTTAGGAAACAGCATGTCAACAATGGCTTTTGCAACATTTCTGGGCTTGCC
+CTTGCTAGGATAATGGTGCATTCTTATGCCAGGCGATGCATTTATTTCTATTATAGCCCCATTGGTTGCA
+GATAGAGGTTTTCTTATATCTTCCATAGTAATGTCTATTCCTGCTATGTCAAGTCCTATAGCTTTTGCTG
+CTCTTACTGCAATTTCTATGTTGTGAGGGTGTATTTCGTCAGTTCTGTCTATGGCAATTCCTCCAGTGCT
+CAAGTTAGCACTTTCCCTTAAGAAAACCTTTCTACCTTTCCTTGGCACATCATCAAGGGTAAGCCCTTGT
+TTCTGAAGCACCATTTTTGACACAGCATCTACTGTTATTTTGGTGAGGGGTTTTTCATGGCCATTTCCTC
+TTAAAGGATTTTTATTCTCTATCTCAATAAGCTCTTTCACTGTGTGAACTCCATCCCCTATAACGTGGGC
+AGGGATTCTCTCCGCAACAGCCACGACTTTCTCGCCCACTACCAGCACTCTGTAATGTCTTCCTCTAATT
+TGCTTTTCCACCATCACAAGGTCACTGTAATTTTTGGCATTTCTATAGGCTATCACCACTTCTTCTCTGT
+TTGAGATATTGAGGTGAACTCCTTTCCCCTGATTCCCATTGTAGGGCTTTATGACAACGGGATAGCCCAG
+CTCTTCTGCAATTGAAATAGCTTCTTCTTCATTGTAAGCTACATCTCCTTCTGGAACTGGAAGGCCGTGG
+TCTTTAAGTATTTTCTTGGTCAGGATTTTGTCTGAGGCGATGTCAACAGCGATACAGCTCGTATTCTGAG
+AAATAGTCCCTTCAATTATTTTCTGATATTTGCCATATCCTAATCTCAGTATGCTCCCATTTCCAACTCT
+TGTAACCGGTATCCCCCTTTTTAGTGCTTCCATTTTTATGGCCATTGTGCTAGGCCCCAGCTCTACTTCT
+GCAATTATATTGCTAATTTTCTCCAACTTTTCCTCCAAATCTATTTTCTCGCCTCTTATAAGCTTATTTA
+CTAAATCAACAGCTAACTTTGCTGCCCTTATTCCGCATTCTTCTAAGCTATATTCAAATATAACATTATA
+CAGGCTTCCTTCAACATTCCGCGCTCTTCCAAACTTAACGTCATATCCCAGCACGTTTTGAAGTTCTAAA
+ATTATGTGTTCTGTCACATGGGGAAGGTATGTGCCCTCTTCCAGCCTTTTTGCAAAGCCACCTTCATAGC
+CGTAAGAGCAGGTATGTTTTTTTAATCCGGGAAGAAGATTAAGGAGAGTTTCATTGAATCCGGGTATATC
+TTTTGTAGGGATTTCCTCCCCTTCTATGTCTACTGTCATTTTTATCACGGGTCTGTGGCTGTATACATTC
+CTTCCCCTGTACACCCTTATTTCCTTTATTTTCATATTTTATCCTCCTCAATCGCAGGTTCAGGCCGCCA
+CCTTTTTAAGTCAAATTGATAACCTGACGGCAAGATGTGAATGAGCACATTTGTCAGAGCCAAAATCTCA
+TCGGGCTTCGATTCAGAGACATTTGAATGAGTAAGCCACCTCCCGTCCACTACTGTTACAGCATTATTGC
+CAATCACTTTAAAGCGATTTTCCTCCACCACTATCGCCGTATCCTCATCAATTCCTATGCCCAAATTGCT
+CGGATTCTGTGCTATTGCAGCAAGAAGCCTCCCTATGCGACCCCTTTGAGCAAAATGCTGGTCTATTATT
+ACATTCTTTAACAATCCCAGCCCTGGTGCCATCTTTATAGTGCATTTCCTAGGGGAATCATCGTCATTCC
+CCTCTACAATCATCGTCTGAGACATCACAGATGCTCCTGCACTCGTCCCGACTATCAAAACCCCCTTTTC
+GTGCATGTCCCTTAGCATATCATCTATGCCACTTCCTCCTAAAATGCTTGTTATCCTCAACTGGTCTCCT
+CCTGTAAAAAACACGCAGTCGCAGTTTCTCAATAAGCCTTTGGCATTTTCTATTTCTTCTTTTTGCCTGG
+AATTTATATTGACTATCCGGACCTCTTTTGCCCCCAATCTTTTAAAAATTGTCTCGTACATTTCTCCTAC
+TTCCTCGGCCTTTTCCGTCGCTGTAGTCATCACAACTATCTTGCTCTTTTCTCCGCCTGCTAAACTTACA
+ACCTCCCTCAAAATTTCACATCTGTCCTCTTTATCTTCTGCTCCTCCTATTATGACAAGCTTTCCTACTC
+CTTCTTTCACCTTCTCTTCCTCCAAAAAATAATTAAACTCTCAGGTTTCATAATTTATTATTCCTGAGAG
+TTTATTTCAATATACCCTTAATTTCAAAGGGTACATAATTTTATGGCATTTTCTTCTACTTTTATTTCAA
+TTTTACTGCTATAAAGTATTTCTCCGTCAACAGTTATAGGTATTTCTTTATCGGCCTCTATTTCTACTCT
+CTTTGTCCTATAAGTTTCCACCAAACTTTTCAAGTGCACATGTTTTCCAAAAATAACCAATGGAAGCAGC
+ACCAAAATCTTTAGCTTGTTCACTCTTCCCACTATCATCACATCCAGACACCCATCGTGGGGGTCAGCTC
+CCGGCAAAAGTTTTATGCCGCCAGCGTAATAGCTCAAAACTCCTGCAGCAAAAATCGTTATATCTTTCTT
+TATCTCTTTTCCATCCATTTTTATCTTAACAGAATAGGGCTTGTACCTAAAAAGAACATTTAAAAGAGCA
+ACTAAATAGGCCCAAATTCCCGAGAAAAATTTTTTGAACCGAACAGCCAAAGCTGCAGTCTCAGATGCAA
+TCCCTGTGCTGGCAATATTCCCAAATGTTAATATGCCATTTATCAAGGCTGCGTCTATGACTTTTACATT
+TCCCATTATCAAAACATCTATGGCTTTTTCTATTTTTTTGGGTATATGGAAAAACCTAGCAAAGTCATTG
+CCTGTCCCTACAGGAATCACTCCCAAAGCAGCAGGAGTCCCTTTTATGCCATTGACAACTTCCAAAACTG
+TTCCATCTCCACCTACAGCTACCACCACTTTAAAGCCGCTTAATGCAGCCTTTCTTGCTAAGATTTTGCC
+GTGCCCTGCGTACTTTGTTATAAATATTTTGTAATCGATTAATTTCTTTTTCATAATTCTTCGTATTTCA
+GGAATTTTCCTGTAAGCTCTTCCTCCCCCTGCCACAGGGTTGACAATGAAAGCGATCAAGCTAATCACTC
+CCCACACTACAATGCTTTTCTCTTCGCCCTCTCAATAGCTTGTACCTCTTCTGCAGAAAGAGGGTACTTG
+GAATGCCCTCTTTCTATAGGTTTTGCGAAAGTAGCCGTCTCATTTCGCCCATAAATACCCGATAGAACTA
+CTCCATTGTCTTCCTCATCCAAGAAAGCAATAGAATAACTCAAATCAGAACCTACATCTGGAAAAGCATT
+GTACCTCACTATCCCCACTTTTTTAATGGCCCTTCTCCCCTCTTTTTCTAGAGCATTTACTTTTACTCTT
+ATTTGATTGATGTCATTTCTTATCTCTTCCTTCTCAACTAAAATTCTTTGAAGAAGGTCAAAAATATCTC
+CTTTTTGCAGAGTGTCTATGACTTTTTCATAAGTCCTTTTAATCTTTAAAAATTTGGCATTCAAAATCAA
+TATCAATATCAACTCAAAGATTGCTAAAACCGCCAGTGCCAATGTAAAAAGTGGAAGATTGCTGTATACA
+AGTTCTAAAAAGTTCTGCATATCCTCTCCTCCAGTTCTTTAAAAGTTTTTTTGAATAATTGTTTCAATAG
+CTTCTACCGCTTTAATTATTTCCTCTTCCGTGTTAAAGTATCCAATCCCAAACCTCAAAGTTCCGCTCTT
+TAAAGTACCTATAGTAGAATGAGCCAGTGGTGCACAGTGAAGCCCTGCCCTTGTAGCAATGTCAAATTCT
+CTATCCAGTATATGGCTTACTTCTCCAACATCCATCCCTTCTACCGTTATTGAAACTACCCCCACTCTAT
+CCTCTATTTTCTGAGGACCGTAAACTCTCACCTTTTTTATCTCTCTCAGGCCCTCTATAAGCAATTCTGT
+AAGTTTGACCTCACGCTCCCTAATTGAATTTACGCCTACTTTTTTTACAAACTTCACTCCTTCTTTAAGG
+CCAGCGATACCCGGAGTGTTCAATGTCCCACTTTCCAGCTTGTCGGGCATCAAATCGGGCTGAAGTGTAA
+GTTCAGACCTACTTCCTGTACCTCCTTCTTTTAATGGAACAAGCTCTATACCTTCTTTGACATAAAGCCC
+GCCTGTACCCTGGGGTCCATAGAGTCCCTTATGCCCTGGGAAAGCCAGCAAACTTATATTATATTTTTCG
+ACATCTATAGGTAAAACTCCTGCTGTCTGAGCGGCATCCACTAAAAAAATTAAATTCATTTCCCGGGCAA
+TATTTCCTATCTCCTCAATTGGCATGATAGTACCTGTGACGTTAGAAGCGTGAGTAATTGCAATCATTTT
+TGTGTTCTTTTTTACGGCTCTTTTAATATCCTCAGGGTCAATCTTTCCTTCTTCGCTCCCTTTGACTATT
+GTAACTTCTACTCCTTGTTCCTTTAGTCTGCTCAAGGGTCGTGCGACGGAATTATGTTCCATACTGGATG
+TTATCACATGGTCTCCTTCTTTTAACACGCCTTTTAGAGCTATGTTCAACGCTTCTGTGGTATTTAATGT
+AAAAACTACCCTCATAGGGTCTTTGATATTGAAAAGAGAAGCTATCTCTTGCCTCGCTTCAAAAATTACC
+CTGCTGGCCTCCAAAGCCATTCTGTGGCCTCCTCTTCCCGGATTGCCACAGTTTCTCAACATTCTGTCCA
+CTTCCAAATATACCTCTTCAGGTTTAGGCCAGGTAGTAGCAGCATTGTCAAAATATATCATTCACCAATT
+CCCCTTTTAATTATTTTCTTTAATTTAATATATGCACTTACACCTTCAAAGGGATTACCTTCTACTATAA
+TTTTATACCTATTCATAATCCTTGACAACAAAAATAAATTAAGGGACCTTATAAAAGTCCCTCTCCAACT
+TTTGTATCAATTTGTAAAGCATATTATTATCACTTTTCAAAACCGTAAATAATATCCAAAATTCTAGTCA
+GGTCTTCTTCACCATAATACTCAATCTGTATAATGCCTTTCTCTTTCCCTTTTTGAAGTATCTGAACTTT
+TGTTCCTAATAGACTGCAGAGATTATCTTCTATTTCCCTTATATGTACATCTATTCTTTTATCTTTTCTT
+TTTTCTTTTGTCTTTTCACTTCTACTGAGGAGAGTTTTCACCAGTTTTTCTGTTTCCCTTACATTGAGTC
+CATCTTCCACTATCTTTTTTGCTGCTTCATATTGAAGAGTCTTGCTCGTTATAGATAAAATCACCTTTGC
+ATGTCCCACTGTTATTTTCCCTTCTATCAGCATTTCCTGCACCCTGTCGTCCAAATTCAAAAGCCTTATG
+CTGTTAGCAATGACTGACCTGCTCTTTCCTATTTTTTTGGCAATTTCCTCTTGAGTCAAATTAAACTGTT
+CCATCAAAGTCTTATATGCTTTTGCTTCTTCAATGGGATTTAAATCTTCTCTTTGGAGATTTTCAATGAG
+AGCAATTTCCATAACCTGTAAGTCATCTAAATCTCTAATTATAACCGGAACTTCCTTTAACCCTGCAATT
+TTTGCCGCTCGCCATCTCCTTTCTCCTGCCACCAGCTGATAGCCCGTTCCCTGCCTTCTTACAACCAATG
+GCTGTACAATACCGTGTTCCTTTATAGAATCTGCCAATTCCCTTAAACTTTCTTCGTTAAAATGCTTTCT
+CGGTTGATATTGATTAGGAAATATTTTATCTATCTGAACCGTTTCTACCCCTTGAGCCTCTTCCTCTCTG
+TATTCCGGAATAAGCGCCTGCAAGCCTCTTCCCAGACCTTTTTTCCCCGCCACTCTAACACCACCTTTTA
+AAATTTTATATTCCAGCCCTTTCTATTACTTCTTCAGCCAAATCTTCATATGCTTCAGCCCCTTTGGAAG
+TAGGGTCATAGAGGGAAATTGGCTTTCCATAACTTGGGGCTTCCCCCAGCCTTATATTCCTGGGAATAAT
+AGTCCTGTACACCTTCTCTTTAAAAAATTTTTTTACCTCGTCCACTACTTGAATAGAAAGGTTTGTCCGA
+GCATTGAACATCGTAAGAACTACTCCTTCAATCTCCAAAGAAGGATTTAAACTTTTTTTCACCAGGTTTA
+TAGTATTCATAAGCTGAGTCAGGCCTTCCAAGGCATAATATTCGCACTGTATTGGCACAATTACAGAATC
+AGCAGCTGTGAGAGCATTTATTGTCAAGAGCCCCAGTGAAGGAGGACAATCTATAAGAATATAGTCGTAT
+TTTTCTTTCACGCTTTCTATAGCCTTTTTCAATCTGTATTCCCTGGAAATCATTGGCACAAGTTCAATCT
+CTGCTCCTGCCAACTGTATACTCGAAGGTACAATATCCAGTCCGTACTGTTCAAGTTTTAATATGGCATT
+TTCTATTTCTTCCTCGTCAATTAACACAGTATATGTAGTGTGATCTAAAGAAGCTGGATTTACTCCAAAA
+CCGCTTGTCATATTGCTCTGTGGGTCTATATCTATGCAAAGAACTTTTTTCCCTTTGACCGCCAACGCAT
+ATCCCAAATTTACAACAGTAGTGGTTTTACCTACTCCTCCTTTTTGATTAGCAACAGCAATTACTTTTCC
+CACTTTTCCACCCCCTGTTTATCAGGACCACCTTCTCACGTCTATTATATCATTGTTTATAATAATGTTC
+CACATGGAACATCTGACAGGGGGTGAAATTTAATTTATTTTTTAGGAATTCTTATTACAAATTCCAAATA
+CTCATCCTCTTCTCTTTGTGTGTACTCGGCATTCACACCAGACCTTTTCATGGCCTCCACAGTCTGTTTA
+ATAGTGTTGACAAAAATTCTAATGTCTTTGTAAAACTTCATCATTTTCTTGCCATTCTTTTGAGAAACCT
+CTGGCCTTTTTGTTATCTTATCAATCATTTCCTGGACTAATTTTTCTGTTTGACTCACATTGAGCTTCTT
+TTTTACTATAACTTCCAATACCTTTTTCTGAAGTTCCTCATCAGGAAGCCTCAAAAGTGCCCTGGCATGC
+CTTTCTGTCAAATCGTTCTCTAAAAGTTTTTCCTGTATTTCTTTGCTGAGTTTTAAGATGCGAAGTTTAT
+TGGCAATTGTGGATTGGCTTTTCCCCAGCACTTTTGCAAGTTGTTCCTGCGTGAGATGATGGTCATTTAT
+TAAATTGTAGTAGGCCTGAGCTTCTTCAATAAAATTGAGATTTTCTCTTTGCAAATTTTCAATCAAAGAC
+AAAATTGCAGAATCTTGGTCGTGAGCATTGATGACTATTGCAGGAACTTCTTTAAGCCCTGCTAATTTAG
+ATGCACGCCACCTTCTCTCCCCAGCTACCAATTCATAGGAATTGTTGCCCACCATTCTCACTGTAATAGG
+CTGCAGCACCCCGTAAATTTTAATGGATTCAGCCAATTCTTCTAAATTTTCTATGTCAAAAGTTTTGCGA
+GGCTGGTACGGGTTAGGCCTTATAGCTTCAATAGGCAAATAGACAATCTCTAAAGCCTTATTGGACACCA
+TTTCTAACACCCCACTCCATCACTCTTCCCCTTTAAATTATATATTCGACAAAAATAAGGAAAATCCTTC
+TAAAATTATAAAAAAGTTTCAGGTATTGGAATTAAGCAATCTAAAAATCCTTCCCTCTGTATGAGGTCTG
+CTAGCTTTCTGGGATACACCTTGTAATTTTTTAATTCTTCAAAATCCACCCACTTGACCTCTTTTAAAAC
+CTGCTCCTCCTTTGGCAGTTCGGGATCTTCTCCTAATTTCATTTCTCCGCCTATAATTGTAGAGTAAAAG
+TAGGTGACATAGTATATGTCGTATTCCTGAATATAGCAAACACCATGAAGTTTTACATCATAACCTGTCT
+CTTCTTTGCATTCTCTAATAGCTGCAGCTGCAACAGATTCATTTTCCTCAACCCTCCCTCCTGGAAAAAC
+CCACGCCTCATTTTCTCCATCACTGTGTTTCACAAGCAAAACCCTGTTATTCTCTACAATCACAACTCTC
+GCAACAAGCAGGCTAGCGCGAAATTTTTTCATTTCCATCCCTCATTCTATCAACATCTATATAATGAATT
+ATAACATAAAAAGCTGTCCCTCAAATTAAAATTAAAACTTAAAATAAAAAAGCGCCCACAAAAGGTAAGC
+GCCCAGACTGTTGACAAAATAAAGAAGTGGCATTTTGTGTGTAAATGCGACTTGTTGTCAAAGCGGTAAC
+TAAACTTGGCGAACTTGAGGAGCGAAGGCGGGGCGAGCAAAGCGAGCGGCCACCTGAGCCTGAAAGGCGA
+ATTGGCCGGTACCCCGCCTGAGCCCGAAAAGTGAGCCTTAGTTTAGTCGCTTTGCAACTCTGGAGCATTA
+ACACAAAATGCCACTTAAATAAGAAAGACTTTGTCAACAAACTGAGCGCCCACAAAAGGTAAGCGCCTAT
+ATTACAAAGGTTTTGTCCTTATGGCTTTTTCCCTTCGAGGATACTTTGAAGGCAGGACATCAACCTTTTT
+CACTACAATCAAATGGTGAAGAATATCACTAAAAGGAAGCCTCACTTCAATCACATCTTCAATCTCGCAT
+TTAAGCTCTTCTAAAGCATTCTTGCACTGATATACTTCTTCTATATCTCTTCCCTTCATCGCAATAAAAT
+GTCCTCCCACCCTCACAAAAGGAACAGCATATTCCAGTAAAATATTGAGAGGAGCCACGGCTCTTGCAGT
+AGCAATATCAAATTTTTCTCTAAACCTTTCAACTTTTCCCAGTTCTTCTGCTCTTCCGTGTATTACTTCA
+ATACCCTCAAAAAGAAGAACTTGAGAAAGGAAATTTAAAAAATTTACTTTCTTTTTGGATGCTTCAAGAA
+GAGTAAGTCCAATTTCAGGAAAAACTATTTTTAAAGGAATCCCTGGAAATCCAGCCCCTGTTCCTATATC
+TATAACTTTTTCTCCCCCTTTTATTTTGCCGCTTTTTATAACAGAAAGGCTGTCCAAAAAATGCTTTATC
+ACAACTTCCTCTTCCTCAGTAATTGCCGTTAAATTCATCTTTTGATTCCATTCCAATAAAAGAGAATAAA
+ATTTTTGGAAATGTTCCACATGGAACATTTCCAAAGTAATCCCTAAACTACTCGCTCCTTGTACTAGCAT
+TTCAATTGATTTTTGCTTCATCGGACCTCTTTCTCCTCATCTGTTGTAGGTATATTAAAAGCACAGAAAT
+ATCAGCAGGAGAAACCCCTGAAATACGGGATGCCTGTCCAACAGAAGTAGGCCTTATCTTTGAAAGTTTC
+TCTTTTGCTTCATTGCTGAGCCCATGAACTTGATAGTAATCTATGTCCTCTGGGATTTTTTTATTCTCCA
+TTGCTTTAAACTGCTCTACCTGCCTTAACTGTTTTAAAATATAGCCCTCGTATTTTATGTTTATGTCTAT
+CTGCTCCGCAACGCTATCCAAAATGTCATCAGGCCTTGTTGGGTCCAAAAATTTAGTGGATTTGTAGTCA
+ATTTCAGGCCTTTTCAATAAGGTGTACAGGTCAACTCCTGAAACTAAAGGAGTACTTCCCCTTGAAATTA
+AAAAGTTGTTTACTTCTTCTGTCGGCCTCACCATGACAGTGGGGAGTCTCATCATCTCTTTTTCTAACTG
+TATTTTCTTCCTCAAAAATTTCTCATACCTTTCTTCCGTCACAAGCCCTATTTCTTTTCCTATCTCAGTC
+AATCTGAAGTCCGCATTGTCCTGCCTTAAAATCAATCTGTACTCAGCTCTTGAAGTAAGCATCCTGTAAG
+GCTCATTTGTACCTTTTGTAACTAAATCGTCTATCAAAATTCCTATATAAGCCTGAGACCTATCTAGAAT
+TAGAGGCGGTTTTCCTAAGATTTTTAAAGCTGCATTTATGCCAGCCATGAGCCCTTGTGCTGCTGCCTCT
+TCGTAGCCAGAAGTTCCATTCACCTGTCCTGCAAAATACAATCCTTCTACCAACTTTGTCTCAAGCGTAG
+CTTTAAGCTGAGTAGGATCTATACAGTCGTATTCTATCGCATAGGCTGGCCTCATAATCTTCGCATTCTC
+AAGTCCAGGAATAGTACTTAGAATTTCCATCTGAAGGTCTTCAGGGAAGCTAGAAAACAATCCCTGAATG
+TACATTTCGTAAGTATCTCTTCCCTCTGGCTCCACAAAAATCTGATGCCTGTCTCTGTGGGGAAATTTCA
+TCACTTTATCCTCAATGGAAGGACAATACCTAACTCCCACTCCTTCTACTTCTCCGGTGTACAGAGGAGC
+TCTGTGTATATTATCCCTTATTATTTTGTGAGTTTTTTCATTGGTGTAGGTGAGCCAGCAGGGAATCTGC
+TCTATCTCAATCTTATCATGCATGAAAGAAAATGGAGTTATAACCTCATCGCCAGGTTGCATAATCATCT
+TAGAAAAATCGACAGTTCTTTTATCAACTCTGGGAGGAGTGGACGTATTGAATCTCATCATTTTAAAACC
+CAATCTCTTTATAGCTTCTGACAACTCCTTCGCCGGGAAAAGGCCACTTGGACCGCTTTCAAATCCAACC
+TCTCCTATTATGACTCTGCCTCTCAAAAAAGTTCCTGTAGTTATTATGCAGGCTTTACATTTATAAATAG
+CTCCAAGTTTTGTCACAACACCTACTACCTTATTATTTTCCACTAAAATATCTACAATCTCCGCCTGCTT
+TATATCCAGATTTTTCTGCCTTTCTAAAGTGTGCTTCATATTCGCCTGATACAGTTTCTTGTCCACCTGT
+GCTCTCAAAGACCTGACAGCAGGACCCTTGCTGGTATTTAAAGTCCTCATTTGAAGGAGAGATTTGTCTG
+TATTTACAGCCATTTCTCCCCCTAAAGCATCTATTTCCCTTACCAACTGTGCCTTAGCAGGGCCACCTAT
+AGATGGATTGCAGGCCATAAGAGCTATAGCATCTAAATTTGTCGCAAAGCCAACCGTTGCAAGTCCCAGC
+CTTGCAGAAGCGAGAGCTGCTTCGCTTCCCGCATGTCCCAATCCAACAACGCATACATCATATTCTCCTG
+CAATATACCTCATACCTCCACCTACTTTCCTACACAGAATCTTTCAAAGATCTGATTTATCACGTCCTCT
+GTTGCCGTCTCACCTGTAATCTTTCCTATCTCATTTAGCGCTCCATTTACATCAATCGTTATTAAATCTT
+CGCTATAACCTTTTTCAATTGCCTCTATGACGCTTTCCATGTGTTTTTTTGCGTTTATTAGCACTTCCCT
+GTGCCTTGCATTTGTAATTATCTCTTCCTCCGTAGCAGAAACCTTCCCTTTGAATACCAAATTGTATATC
+TCGCTTTCCAGCTTGTCAAGTCCTGTCCTTTCTACAGTAGAAACCTCTACTATTATACCATTTCCTACTA
+ATTTTTTTAACTCCTCTTCATCAATTTTTTTAGGCAGATCTACTTTGTTGAGAACAAATATTATATTCTT
+TCCCGAAAGAATATCAAAGATCTCATAATCTTCTTTTGTAAGGTCTCTTGAAGCATCCAAAACAAATAAA
+ATAAGGTCAGCTTCTGCCAGTACTTCTTTGCTCTTTTCCACTCCTATTTTTTCCACCAGTTCATCTGTAT
+GCCTTATTCCTGCAGTGTCTATGAGCTTTATTGGAATTCCTTTTATATTCATGTACTCCTCTATTACATC
+CCTTGTGGTCCCAGGGATGTCAGTGACTATAGCTCTATTTTGCTTTAAAAGAGCATTTAAAAGAGAGGAC
+TTCCCCACATTAGGCTTTCCTATTATAGCTGTCTTGAGCCCTTCCCTTATTATCCTTCCGCTTTCAGAAG
+AAGCAATCAAATATTCTATGTCATTTAATATGTCTTTTGCCCTTCTTTTAATTTCCTCTCTTTCAAGCTC
+TTCCACATCCTCTTCAGGAAAGTCAATCAAAGCCAAAAGATGACTCAAAAGTTCCATTATCTTGTTTTTC
+AAATCTTTCATCTTCTGCCCCAAAACCCCTGCCAGCTGCTTTTGAGCATATCTATTAGCAAGCATAGTTT
+TAGATGTTATAATATCAATCACAGCTTCTGCCTGTGACAAATCAATCCTCCCATTTAAAAAAGCTCTTTT
+AGTAAACTCCCCTGGTTCAGCAAGGCGCGCTCCATGTTTTAAAACCAGTTCTAAAATCTTTGAGCTTACT
+ACTATACCCCCATGGCAGTTAATTTCCACTACATCTTCTCTAGTGTAAGTATTGGGCTTCCTCATGACAG
+TTACCAGCACTTCATCGTAAACTTCACCCGTTTCAGGGTCTACAATATGACCATAGTGGATAGTGTGGCT
+TTTAACAGATTTTATATCTTTTTTTCTGAAAGGTCTAAAAATTTTTGAAATTATTTCTAAAGCTTCATCT
+CCACTTATTCTCACTATTCCAATTCCCGCTTCTCCAGGGAAAGTAGAGATAGCTGCAATTGTATCAAATT
+CCATTTCCATCACCAGCCTCAGCTAACTTCACAATCACATAAAATAATATACCAATTTTTCAATCTTTTC
+AATCAAGAAAAAATAAAAAAGACCCCGCAAAAGGGCTCATTTCAAAGCAATTATAACTCTTCTGTTGGGT
+TCCTCTCCTTCGCTATAGGTCTCCACATAGGGGTGGTCTTGCAAAGCTAAATGAATTATTCTTCTCTCAT
+TAGGAGTCATGGGCTCTAGCTCTATGCTCTCCTTTGTCTCCATCACCTTTTTAGCAAGCTTTCTAGCAAG
+TCGAGTGAGAGTTTCTTCTCTTCTTTTTCTGTAATTTCCTGCATCTAAAATTATCCTTCTGTATCTCTCA
+TACCCTTTGTATTTGCTTGCCACCACATTTACTAAGTACTGCAAAGCATCCAATGTCTCTCCTCTTCTTC
+CTATAAGCAGTCCCACATTCTTGCCTTGCAAATTGAACTTTATAGTATCCTCTGTCTCCTCAATTTCAAA
+AGTGATATCCAGTTTCATCGCATCTATTACCTGTTTTAGGAAATTTTTAGCAGACTCCTTTATCACGTCT
+TTTAAAACTACTTTTACAATGGCCTGCTTGCTGATAAGGCCTAGAAAACCTTTTCCCCCTTCATCCAGCA
+CTTCCACTTCTACCATATCTCTCGGGACGCCAAAATCTTTAAGCGCAAGATTTATGGCCTCCTCCACTGT
+TTTACCAGTTCTTATTAATTCTTTCAATTCAGGATTCCCCCTTGAGCGTTTTGGTCTCCCTCATGAAAAT
+ATACTGCTGAACTATCTGGAATATATTGCTCGTAACCCAATAAATCCCCACTCCAGCCGGCAATGTGACA
+GTAATCCAACCCATGAAAAGAGACATCATTATATTCATAGAGTTCTGACTCTTATCTGTAGCGACCATAG
+CAGAAGATATATAAGTAGTTACTGTAGCTAAAATTGGAATTATATAATAAGGGTCTCTCTCAGCTAGGCT
+GTGCATCCACAAAAAAGATGCTGTCGAAAAGGCTGGATAGGTTCTAAGCATCGTAAAAAGCGGCCATAAA
+ATTATTAAAGGCAAAAGCATTGGAAGACAACCACCAAAAGGATTTATCTTTTTCTCCTGATAAAGCTTCA
+TGGTTTCCATATTGAGTTTTTGGGGGTCCTTGCCGTACTTCTTCTTGAGCTCTTCCACCAAAGGTTGTAT
+TTCTTTCATTTTCTTCATCATAGCCATCTGCTGAATGTAAAAAGGCAAAAGAAGAATTCTTATGAAAACT
+GTAAAGACTATTATAGCTACGCCGTAATTGCCCACGTAATGGTGAATAAACTCTAAAAGCTGTCCTAAAT
+ACATAGCAATTGTTGCCATAGTATACCTCCAAAACAGTTATTTTACAGGGTCGTATCCTCCAGGGTTAAA
+GGGATTACACCTCAAAATCCTCCAAATTGACATCAATCCACCCTTTAAAAGTCCATATTTAGAAATAGCC
+TCTATAGAATACTGAGAGCAAGTAGGATAAAATCTACAGGTCCTTGGCTTCATAGGGGAAATATACTTTT
+GATACAATCTTATTAAAAAAATTACAAAATTTTTCATCTTTCTTTCTCCTCATACAAGGGTGTCTTTTTG
+AGCAATTTTTCTATAGACTCCTTTAAAGTATGAAAGTCAGCCTCCGCAATCTTGCCCCTCGCCACAAAAA
+CCACATCATAACCTTGCCTGAGATTGGAATTTAAAAGCCGGAAACTTTCGTGCAAAAGCCTCTTTACCCT
+ATTTCTCACTACACTTTTACCAATCTTCTTACTCACAGAATATCCAGCTCTGTTGACCTGTAACCCATTT
+GGCATGTAGTACATAACTATAAAACGATTGGCAACAGTTTTTCCATTGGAGTAAACTCTTTTAAACTCCT
+GTGTCTTTTTCAATTTCGTCAACTTTTCCCTCATCTATACCTCCACATGGCAAAAAAGGCCATTCCGGCC
+TTAAGCTGTAAGTCTGTGTCTCCCTTTTAATCTTCTTCTTTTTAATACGTTTCTTCCTGCTTTTGTAGAC
+ATCCTTTTTCTGAACCCGTGGACTTTCTTTCTATGTCTTTTTTTAGGTTGATAAGTGCGAAGCATCACTA
+CCCCTCCTAGAACCTAAAAAATGCTATAAAAATTATAACGTTAATTGGATATGATGTCAACAAAGACTTT
+ATCAACAGGTCAGAAATTATCTACAGGAAGATGTAGATAAAAAAT
+
diff --git a/tutorial/my.c.cm b/tutorial/my.c.cm
new file mode 100644
index 0000000..9f69d4f
--- /dev/null
+++ b/tutorial/my.c.cm
@@ -0,0 +1,329 @@
+INFERNAL-1 [1.0.1]
+NAME trna.5-1
+STATES 230
+NODES 61
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 5
+EFFNSEQ 2.435
+CLEN 72
+BCOM ../src/cmbuild -F 1p02.my.c.cm trna.5.sto
+BDATE Fri Oct 23 15:34:52 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate -s 1256326559 1p02.my.c.cm
+CDATE Fri Oct 23 15:35:59 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.77058 -5.37911 1.91671 1500000 310993 0.003617
+E-GC 0 0.44296 -14.79422 -3.54261 1500000 54770 0.006847
+E-LI 0 0.71338 -4.33008 3.29032 1500000 258283 0.004356
+E-GI 0 0.50493 -9.73112 -0.14751 1500000 47382 0.007914
+E-LV 0 0.54595 -3.54778 5.12674 15000000 128202 0.008775
+E-GV 0 0.54675 -3.57963 7.08350 15000000 127638 0.002938
+E-LF 0 0.62317 0.43592 8.03660 15000000 128293 0.008769
+E-GF 0 0.60333 -0.69561 8.97157 15000000 127958 0.002931
+FT-LC 35 0.99300 10000 1500000 0
+ 0.0625277 0.0104049 0.00536512 0.00189832 0.00084449 0.000462449 0.000224956 0.000160048 0.000104924 6.4184e-05 3.98406e-05 3.27569e-05 2.00499e-05 1.21089e-05 8.98336e-06 5.21033e-06 3.72961e-06 2.28977e-06 1.87568e-06 1.34603e-06 1.17869e-06 9.73811e-07 6.32063e-07 5.97653e-07 4.24157e-07 3.64547e-07 2.70757e-07 1.65554e-07 1.35139e-07 1.18994e-07 1.00189e-07 6.16407e-08 1.39429e-11 7.31536e-12 7.87371e-13
+ 10244 9060.55 8008.81 7118.96 6257.4 5462.54 4913.44 4313.42 3877.42 3315.98 2819.98 2527.04 2261.72 2025.51 1799.34 1598.42 1423.49 1278.8 1119.84 1005.39 882.067 764.759 658.934 590.853 523.571 460.781 411.119 364.985 320.613 285.346 240.257 230.704 187.716 87.8743 23.0704
+FT-LI 35 0.99300 10000 1500000 0
+ 0.0790775 0.0237495 0.00731908 0.00447587 0.00234057 0.00177813 0.000860033 0.000423649 0.000343479 0.000225135 0.000141935 9.38942e-05 6.83896e-05 4.42813e-05 3.53486e-05 1.96292e-05 1.38073e-05 1.14796e-05 9.25405e-06 6.69517e-06 5.45279e-06 4.76265e-06 4.35535e-06 3.79355e-06 2.55816e-06 2.05564e-06 1.8517e-06 1.13173e-06 9.8417e-07 7.65635e-07 5.90878e-07 3.77778e-07 3.12515e-10 2.14109e-10 2.56508e-11
+ 10244 9060.55 8008.81 7118.96 6257.4 5486.42 4928.78 4422.29 3877.42 3315.98 2819.98 2527.04 2261.72 1992.96 1700.14 1524.49 1370.39 1189.62 1067.38 944.652 841.265 755.758 678.519 590.853 523.571 460.781 411.119 368.183 327.479 285.346 240.257 230.704 187.716 87.8743 23.0704
+FT-GC 38 0.99300 10000 1500000 0
+ 0.0250909 0.0196287 0.0155019 0.0120708 0.00789018 0.00691849 0.0050196 0.00427228 0.00373305 0.00275887 0.00235437 0.00207098 0.00157913 0.00114133 0.000817647 0.000787203 0.000653857 0.0005803 0.000403654 0.000338957 0.000312511 0.000227891 0.000190054 0.000164514 0.000141871 0.000116557 8.81514e-05 6.4993e-05 5.98204e-05 5.40766e-05 4.77269e-05 4.02244e-05 3.6315e-05 3.56008e-05 2.93056e-07 2.78132e-07 2.52031e-07 8.52618e-08
+ 10456.8 9257.01 8180.04 7294.09 6322.24 5617.13 4990.66 4271.25 3794.88 3394.1 3054.01 2741.37 2457.77 2156.16 1907.61 1685.68 1512.21 1355.77 1190.83 1068.93 957.765 786.279 665.267 593.572 499.8 448.907 389.801 349.054 306.589 274.209 238.536 208.634 184.028 182.977 95.2256 77.1914 51.0602 18.2977
+FT-GI 39 0.99300 10000 1500000 0
+ 0.0138974 0.00835873 0.00655819 0.00582966 0.00458798 0.00397218 0.00291268 0.00210981 0.0017792 0.00150828 0.00120446 0.00107916 0.000760909 0.000597265 0.000380385 0.000342159 0.000259987 0.000237754 0.000157319 0.000121783 0.000113966 9.76539e-05 8.9005e-05 7.82923e-05 6.68702e-05 5.94991e-05 4.26249e-05 3.56466e-05 2.64086e-05 2.42214e-05 2.01585e-05 1.8975e-05 1.70238e-05 1.38406e-05 1.37863e-05 8.18178e-08 7.44727e-08 3.77345e-08 2.0054e-08
+ 10250.7 9080 8043.02 7193.57 6322.24 5627.31 4990.66 4271.25 3794.88 3394.1 3054.01 2741.37 2457.77 2156.16 1907.61 1685.68 1512.21 1355.77 1190.83 1068.93 957.765 831.659 743.825 665.267 593.572 501.916 448.907 389.801 349.054 306.589 274.706 238.536 208.634 184.028 182.977 95.2256 77.1914 47.2369 18.2977
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.043 -8.288 -0.071 -4.742
+ IL 1 1 2 1 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 1 ]
+ MR 3 2 3 5 5 -7.252 -0.035 -7.068 -7.280 -8.171 0.547 -1.137 0.259 -0.172
+ D 4 2 3 5 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 5 5 3 5 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 6 5 3 10 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.036 -3.377 -4.557 0.973 -3.818 -4.616 0.949 -4.252 -4.168 2.747 -4.058 -0.769 1.859 -4.002 -0.918 -3.208
+ ML 7 5 3 10 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 8 5 3 10 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 9 5 3 10 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 10 10 5 10 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 11 11 6 11 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 12 11 6 16 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.908 -4.625 -4.385 0.180 -3.590 -4.956 3.238 -4.542 -5.429 1.094 -4.396 -1.542 0.911 -5.103 -0.694 -3.755
+ ML 13 11 6 16 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 14 11 6 16 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 15 11 6 16 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 16 16 5 16 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 17 17 6 17 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 4 ]
+ MP 18 17 6 22 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.810 -3.497 -4.053 0.980 -3.123 -4.426 2.271 -3.901 -4.116 1.633 -4.000 0.386 1.729 -3.825 -0.506 -2.884
+ ML 19 17 6 22 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 20 17 6 22 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 21 17 6 22 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 22 22 5 22 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 23 23 6 23 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 5 ]
+ MP 24 23 6 28 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.878 -3.220 -4.295 1.159 -3.684 -4.408 1.957 -4.012 -4.050 2.399 -3.870 0.395 0.985 -3.845 -0.778 -3.043
+ ML 25 23 6 28 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 26 23 6 28 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 27 23 6 28 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 28 28 5 28 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 29 29 6 29 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 6 ]
+ MP 30 29 6 34 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -2.780 -0.499 -3.173 2.353 -3.063 -3.314 0.500 -2.886 -2.974 2.111 -3.003 -0.349 0.548 -2.756 -0.020 -2.309
+ ML 31 29 6 34 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 32 29 6 34 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 33 29 6 34 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 34 34 5 34 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 35 35 6 35 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 7 ]
+ MP 36 35 6 40 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.810 -3.739 -4.037 0.820 -2.936 -4.533 2.140 -3.951 -4.193 1.448 -4.168 -0.945 2.127 -3.884 0.537 -2.866
+ ML 37 35 6 40 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 38 35 6 40 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 39 35 6 40 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 40 40 5 40 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 41 41 6 41 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 8 ]
+ MP 42 41 6 46 4 -7.141 -7.349 -0.046 -5.763 -3.767 -3.155 -4.350 3.045 -3.853 -4.651 0.592 -3.817 -4.069 1.115 -4.287 -0.877 1.243 -4.053 -1.135 -3.050
+ ML 43 41 6 46 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 44 41 6 46 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 45 41 6 46 4 -4.568 -4.250 -2.265 -0.520
+ IL 46 46 5 46 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 47 47 6 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 48 47 6 50 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 49 47 6 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 51 50 3 53 2 -8.571 -0.004 0.995 -1.440 0.127 -0.871
+ D 52 50 3 53 2 -8.445 -0.004
+ IL 53 53 3 53 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 11 ]
+ B 54 53 3 124 55
+ [ BEGR 42 ]
+ S 55 54 1 56 3 -8.145 -0.018 -6.799
+ IL 56 56 2 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 57 56 2 59 3 -8.145 -0.018 -6.799 1.465 -1.663 -1.722 -0.690
+ D 58 56 2 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 60 59 3 62 3 -8.145 -0.018 -6.799 -1.538 -2.665 1.701 -2.017
+ D 61 59 3 62 3 -6.174 -1.687 -0.566
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 63 62 3 65 3 -8.145 -0.409 -2.040 0.363 -1.537 0.888 -0.948
+ D 64 62 3 65 3 -6.174 -1.687 -0.566
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 66 65 3 68 3 -7.760 -0.024 -6.414 -0.715 -1.256 -1.498 1.388
+ D 67 65 3 68 3 -7.962 -0.321 -2.354
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 69 68 3 71 5 -7.252 -0.035 -7.068 -7.280 -8.171 -0.796 1.182 -1.646 -0.259
+ D 70 68 3 71 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 71 71 3 71 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 48 ]
+ MP 72 71 3 76 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.802 -4.617 -4.344 0.988 -3.517 -4.948 3.243 -4.503 -5.326 0.279 -4.393 -1.558 0.930 -5.022 -0.695 -3.697
+ ML 73 71 3 76 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 74 71 3 76 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 75 71 3 76 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 76 76 5 76 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 77 77 6 77 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 49 ]
+ MP 78 77 6 82 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.612 -3.344 -4.011 1.015 -3.124 -4.380 1.424 -3.845 -3.908 2.133 -3.926 -0.756 1.984 -3.693 0.623 -2.839
+ ML 79 77 6 82 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 80 77 6 82 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 81 77 6 82 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 82 82 5 82 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 83 83 6 83 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
+ MP 84 83 6 88 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.918 -3.284 -4.360 1.115 -3.716 -4.480 1.686 -4.077 -4.101 2.593 -3.949 -0.685 0.960 -3.912 0.395 -3.101
+ ML 85 83 6 88 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 86 83 6 88 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 87 83 6 88 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 88 88 5 88 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 89 89 6 89 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 51 ]
+ MP 90 89 6 94 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.993 -3.058 -4.659 1.605 -4.383 -4.374 0.610 -4.261 -4.037 2.936 -3.810 -0.592 1.002 -3.876 -1.198 -3.230
+ ML 91 89 6 94 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 92 89 6 94 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 93 89 6 94 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 94 94 5 94 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 95 95 6 95 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 52 ]
+ MP 96 95 6 100 4 -7.141 -7.349 -0.046 -5.763 -5.677 -3.643 -6.326 0.149 -6.139 -4.378 -0.793 -5.617 -4.723 3.673 -4.333 -1.208 -0.817 -4.245 -2.476 -4.591
+ ML 97 95 6 100 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 98 95 6 100 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 99 95 6 100 4 -4.568 -4.250 -2.265 -0.520
+ IL 100 100 5 100 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 101 101 6 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 102 101 6 104 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 103 101 6 104 3 -6.174 -1.687 -0.566
+ IL 104 104 3 104 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 105 104 3 107 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 106 104 3 107 3 -6.174 -1.687 -0.566
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 108 107 3 110 3 -8.145 -0.018 -6.799 -1.609 1.651 -2.442 -1.526
+ D 109 107 3 110 3 -6.174 -1.687 -0.566
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 111 110 3 113 3 -8.145 -0.018 -6.799 -0.473 -1.993 1.401 -1.371
+ D 112 110 3 113 3 -6.174 -1.687 -0.566
+ IL 113 113 3 113 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 114 113 3 116 3 -8.145 -0.018 -6.799 1.785 -2.661 -2.584 -2.122
+ D 115 113 3 116 3 -6.174 -1.687 -0.566
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 117 116 3 119 3 -8.145 -0.018 -6.799 -0.777 -0.635 -1.604 1.289
+ D 118 116 3 119 3 -6.174 -1.687 -0.566
+ IL 119 119 3 119 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
+ ML 120 119 3 122 2 * 0.000 -0.538 -0.024 -1.375 0.958
+ D 121 119 3 122 2 * 0.000
+ IL 122 122 3 122 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 60 ]
+ E 123 122 3 -1 0
+ [ BEGL 12 ]
+ S 124 54 1 125 1 0.000
+ [ BIF 13 ]
+ B 125 124 1 126 173
+ [ BEGL 14 ]
+ S 126 125 1 127 4 -0.042 -6.934 -6.342 -6.982
+ [ MATP 15 ]
+ MP 127 126 1 131 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.798 -3.320 -5.486 0.666 -5.481 -4.257 -0.369 -4.977 -4.362 3.464 -4.032 0.155 -0.409 -4.007 -2.067 -3.978
+ ML 128 126 1 131 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 129 126 1 131 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 130 126 1 131 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 131 131 5 131 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 132 132 6 132 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 16 ]
+ MP 133 132 6 137 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.260 -4.435 -4.158 0.274 -3.112 -4.817 2.986 -4.307 -4.797 0.314 -4.359 -1.438 1.994 -4.509 -0.543 -3.305
+ ML 134 132 6 137 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 135 132 6 137 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 136 132 6 137 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 137 137 5 137 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 138 138 6 138 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 139 138 6 143 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.059 -3.365 -4.590 0.973 -3.878 -4.602 0.905 -4.276 -4.174 2.797 -4.051 -0.767 1.793 -4.005 -0.954 -3.234
+ ML 140 138 6 143 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 141 138 6 143 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 142 138 6 143 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 143 143 5 143 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 144 144 6 144 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 18 ]
+ MP 145 144 6 149 4 -7.141 -7.349 -0.046 -5.763 -3.160 -3.415 -3.258 0.351 -2.441 -3.777 2.896 -3.379 -3.572 0.365 -3.494 -1.281 1.346 -3.271 0.400 -0.356
+ ML 146 144 6 149 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 147 144 6 149 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 148 144 6 149 4 -4.568 -4.250 -2.265 -0.520
+ IL 149 149 5 149 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 150 150 6 150 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 151 150 6 153 3 -8.145 -0.018 -6.799 1.785 -2.661 -2.584 -2.122
+ D 152 150 6 153 3 -6.174 -1.687 -0.566
+ IL 153 153 3 153 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 154 153 3 156 3 -8.145 -0.018 -6.799 0.363 -1.537 0.888 -0.948
+ D 155 153 3 156 3 -6.174 -1.687 -0.566
+ IL 156 156 3 156 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 157 156 3 159 3 -2.124 -0.393 -6.799 -0.777 -0.635 -1.604 1.289
+ D 158 156 3 159 3 -6.174 -1.687 -0.566
+ IL 159 159 3 159 3 -2.115 -0.447 -4.815 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 160 159 3 162 3 -8.145 -0.018 -6.799 -1.538 -2.665 1.701 -2.017
+ D 161 159 3 162 3 -6.174 -1.687 -0.566
+ IL 162 162 3 162 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 163 162 3 165 3 -8.145 -0.018 -6.799 -1.538 -2.665 1.701 -2.017
+ D 164 162 3 165 3 -6.174 -1.687 -0.566
+ IL 165 165 3 165 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 166 165 3 168 3 -2.073 -0.409 -6.799 -0.373 -0.397 -0.555 0.838
+ D 167 165 3 168 3 -6.174 -1.687 -0.566
+ IL 168 168 3 168 3 -2.134 -0.440 -4.834 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 169 168 3 171 2 * 0.000 1.785 -2.661 -2.584 -2.122
+ D 170 168 3 171 2 * 0.000
+ IL 171 171 3 171 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 26 ]
+ E 172 171 3 -1 0
+ [ BEGR 27 ]
+ S 173 125 1 174 3 -8.145 -0.018 -6.799
+ IL 174 174 2 174 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 175 174 2 177 5 -7.252 -0.035 -7.068 -7.280 -8.171 0.293 -1.565 0.947 -0.974
+ D 176 174 2 177 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 177 177 3 177 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 29 ]
+ MP 178 177 3 182 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.652 -3.338 -3.864 0.973 -3.081 -4.203 2.267 -3.708 -3.927 1.666 -3.827 0.322 1.324 -3.632 0.529 -2.825
+ ML 179 177 3 182 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 180 177 3 182 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 181 177 3 182 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 182 182 5 182 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 183 183 6 183 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 30 ]
+ MP 184 183 6 188 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -4.392 -4.225 -4.306 0.555 -3.279 -4.844 2.846 -4.324 -4.847 1.279 -4.379 -1.217 1.687 -4.518 -0.520 -3.301
+ ML 185 183 6 188 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 186 183 6 188 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 187 183 6 188 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 188 188 5 188 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 189 189 6 189 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 31 ]
+ MP 190 189 6 194 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.804 -3.422 -4.239 2.362 -3.346 -4.624 1.796 -3.956 -4.151 1.233 -4.204 -0.834 1.637 -3.988 -0.637 -2.963
+ ML 191 189 6 194 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 192 189 6 194 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 193 189 6 194 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 194 194 5 194 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 195 195 6 195 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 32 ]
+ MP 196 195 6 200 6 -9.184 -9.124 -0.020 -7.900 -8.180 -8.575 -3.867 -3.246 -4.257 1.141 -3.615 -4.413 2.034 -3.988 -4.055 2.302 -3.882 0.474 1.030 -3.844 -0.739 -3.025
+ ML 197 195 6 200 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 198 195 6 200 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 199 195 6 200 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 200 200 5 200 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 201 201 6 201 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 33 ]
+ MP 202 201 6 206 4 -7.141 -7.349 -0.046 -5.763 -4.007 -3.393 -4.400 1.962 -3.647 -4.658 2.134 -4.098 -4.269 1.873 -4.093 -0.735 1.109 -4.094 -0.681 -3.082
+ ML 203 201 6 206 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 204 201 6 206 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 205 201 6 206 4 -4.568 -4.250 -2.265 -0.520
+ IL 206 206 5 206 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 207 207 6 207 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 208 207 6 210 3 -8.145 -0.018 -6.799 -0.511 0.669 -1.354 0.397
+ D 209 207 6 210 3 -6.174 -1.687 -0.566
+ IL 210 210 3 210 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 211 210 3 213 3 -8.145 -0.018 -6.799 -1.398 -1.766 -2.179 1.635
+ D 212 210 3 213 3 -6.174 -1.687 -0.566
+ IL 213 213 3 213 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 214 213 3 216 3 -8.145 -0.018 -6.799 -0.551 -1.271 0.791 0.230
+ D 215 213 3 216 3 -6.174 -1.687 -0.566
+ IL 216 216 3 216 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 217 216 3 219 3 -8.145 -0.018 -6.799 0.165 -0.390 -0.396 0.439
+ D 218 216 3 219 3 -6.174 -1.687 -0.566
+ IL 219 219 3 219 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 220 219 3 222 3 -8.145 -0.018 -6.799 0.444 0.624 -1.299 -0.531
+ D 221 219 3 222 3 -6.174 -1.687 -0.566
+ IL 222 222 3 222 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 223 222 3 225 3 -8.145 -0.018 -6.799 1.006 -1.443 0.109 -0.874
+ D 224 222 3 225 3 -6.174 -1.687 -0.566
+ IL 225 225 3 225 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 226 225 3 228 2 * 0.000 0.986 -0.054 -1.323 -0.609
+ D 227 225 3 228 2 * 0.000
+ IL 228 228 3 228 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 41 ]
+ E 229 228 3 -1 0
+//
diff --git a/tutorial/orig_files/toalign.1.fa b/tutorial/orig_files/toalign.1.fa
new file mode 100644
index 0000000..4418957
--- /dev/null
+++ b/tutorial/orig_files/toalign.1.fa
@@ -0,0 +1,4 @@
+>tRNA6
+GUCCCGCUGGUGUAAUGGAUAGCAUACGAUCCUUCUAAGUUUGCGGUCCU
+GGUUCGAUCCCAGGGCGGGAUA
+
diff --git a/tutorial/orig_files/toalign.1trunc.fa b/tutorial/orig_files/toalign.1trunc.fa
new file mode 100644
index 0000000..b5c3fb2
--- /dev/null
+++ b/tutorial/orig_files/toalign.1trunc.fa
@@ -0,0 +1,3 @@
+>tRNA6-trunc
+AGCAUACGAUCCUUCUAAGUUUGCGGUCCUGGUUC
+
diff --git a/tutorial/orig_files/toalign.5.fa b/tutorial/orig_files/toalign.5.fa
new file mode 100644
index 0000000..bc8da6c
--- /dev/null
+++ b/tutorial/orig_files/toalign.5.fa
@@ -0,0 +1,9 @@
+>tRNA6
+GUCCCGCUGGUGUAAUGGAUAGCAUACGAUCCUUCUAAGUUUGCGGUCCU
+GGUUCGAUCCCAGGGCGGGAUA
+>tRNA7
+ACUUUUAAAGGAUAGUAGUUUAUCCGUUGGUCUUAGGAACCAAAAAAUUG
+GUGCAACUCCAAAUAAAAGUA
+>tRNA8
+GCGGAUUUAGCUCAGUUGGGAGAGCGCCAGACGAGGUCCU
+GUGUUCGAUCCACAGAAUUCGCA
diff --git a/tutorial/orig_files/tosearch.300Kb.db b/tutorial/orig_files/tosearch.300Kb.db
new file mode 100644
index 0000000..0783dcd
--- /dev/null
+++ b/tutorial/orig_files/tosearch.300Kb.db
@@ -0,0 +1,5001 @@
+>example
+GTCCGCTCCGTCTATCAATACCGTTCGATTCGCTACCTTCGATGATTTTCGTACAGTCTG
+CCACTAGGAAGGCCTCAGTACGCCATGTCAGTTCTCCCCCGCGGATTTAGCTCAGTTGGG
+AGAGCGCCAGACTGAAGATCTGGAGGTCCTGTGTTCGATCCACAGAATTCGCACGCCTGT
+CTCTTCAGTTGTGAGTTATAGCGACCTGACCTCCCATGCATTCCGCCGGGCTATATGTGC
+CCCGAACCTGCATCGATCTTAGAGGTGGCGAACTGACGTGCATTTCACATCCTCAGCTGA
+AAGAAGGAGCCGCCCACATACGACGTTGTAATGCGGACTTATCGAGTTACCCTTTCAGCG
+CGATACCTGTTAGCATTCTTACAGGGGGTTGGGGGGTGCGAACTACGAAAAACCGGTTGA
+CTTAACGGCGTCGTCTCCTCCCCTCTTTCACTCTTGAATGCTCTAGCCGGAGTCTGCACT
+GTGCCGTTACCGAGTTAGATAGACTGGCCATCCTGTTATGAGCGATGCTATGCGTAGCCA
+CAACCAGCTCGTTTGGTCTTTTGTGGCCTCGAGTTCACGTGGTTTAAAATGCCATGATCC
+ACAGGTGGACACTAATGTACGTGCTGTCGTTTCCAATAATCGGCTCACAGGAAAAATGGA
+TGCACGGTGAGACGCGCAAGCTAGCCGCAGAAGTCCAGCCGCGCTTTGTCCTCTTCGCAC
+ATGCAAGGTTATTATCCTAGACACCGAAGAACATTTTGACCTAAGCTTGTCTCGTCCCGA
+GTCATACCTGTCCACCTCCTCACGCGCGGCCCTATTTGGGGATCCATACACGAGCTACAA
+AGCACAGTGAATAAACTTCTGTTTAGGTGTGCAGCAACCTCCAAGCTCTATGTCAGAGAA
+AGGACTAGAGAAGTGTAGATTCGTATTATTGCCATAACGAGGTAAACGCTACGCACCTGG
+TTAAGAGGGACGGAGAAAAACTAGCAGATTTCGATTTTTCAGCTTCTATGCTATCGTGTA
+AGCAACACATATGCGATTAGGTACAGCTCGACTACCTAGTCAGGTACTCAATGCATGCAT
+GCGTGTTGTTTGACGCAGCCTGCCTTGCACCTTATCTGGTTCGTCTCACGTGGTCTGACG
+CCGGACCAGGCAACCCTCCGACCTTGTTATAGGGTACAAGTAGGGCAATGGGACGCTCTG
+GTATTTGCGGTTTTTGGGTTTAGAAAGCACATGACAATTCACGCATTATCTCGGAGTCTA
+GGCCAAACAATACCGCCGGTAAAAGAGATCATATTTGTCTAAGAAAGTCTGGAGTAGCAC
+CGCCGTGAGTATTAAAGGACGGCGACATATACATTCTACCCTCGAGAAGCTTCCGGACCG
+TTAACGTCGTGTTGGATATCAGAGCACGGACGTACGCGTCAATGGACTGTCTCCGTATGG
+GCACGATGCACTGATCGAAGGCGGAACAGTCCGTGCTAGGGCACAGAAGCCATCTTGACG
+GACCGTTCAAAGAGCGGTGAGCTCCCCTGATGCAGGGCTTGAGCGTACCTACTCAGAATC
+CGATCGCGCCCACTACGTTACCACTGAACCTCGGGCCACGAGATAATAGATCCGTCCGCT
+TTGCAATAGGCGGATACAGTTATCACCGGAACGCCCAGACGTCTTAGGGAATAGGCCACA
+AGGAACGACAATGATAGTGATTATGTGGAAGCCAAAGGAACCTATCTGTTAAGACGAGGC
+CTGTAAACGGACTAGGCACCTGTACTGTGCCTGACCACTGCCGAGTACCGAAGCTCCCCG
+CAGCTTGGCGCGAATATTGTGCAGTCGAAGCAATGGTAACTTACGAGTCCTCTGCTAAGC
+CGCGCTTCTCTGGCGGAAAACAAGAATATCGGGGGGTAACCTCATCTGTACTTCGCCCTG
+AAGTTACGCCTGATCTCCGCACTATCATCCCAAGGCGCGCAAAGTCACCTGCCCTCGTGG
+GTGTTATACCTGCTGGAAATAAGAGTGTAACAAATACTGCACGGGGGTCCTAGTGGTATA
+GACTGGGAGTAGTCCACTCGGACTCCAACCGGGTAATTGCGGATCAGTGAAGGCCCGGTA
+CTAGTGAAAAGATGCTGACGAGTGCTGACATTAGAACAGACAGCAGCTGGTCTTGATCCT
+TTCCCGCGAAGATATCGTTGTGAATTTTCCACAGAAGGGGACAATAAGAATATATCAGCA
+CGACGTATTGACATGCGTCAGGACATAGCAATCTGCAAGGGGGGATTAGTTACCTAAAAC
+CATCCTCCCATGAATCCGCCGATCAGTACTCGATCAGCTTAGACCTTTGGGCTCTGTCGC
+TGACATGGAAATTTCAAGCGGCCGCGTTCACCACCCCTTGCTATGCGCAGAACTTAAAGA
+TTAACCAAGTTCTGAATAAGTAAACTGGGGCGTGGGTTCAGGCAAGCCACACTCCGTGCT
+TGGACTGATCCAGCTTATAAGGCCTTATCCCCGAATCCAGGTACAACCACGCAAATTGGT
+AACCGAAATCCCTGCTCGCGTCCTTGTCCGGTGACCCTTTTAAATAACAACTTACTGTGG
+CGTTGAATCGTTCCCAGAGATACGGACCTGAACTCGCATGACTCCAACATGGAAAGAGGA
+TTACAAAGCTTATGACGACGGGCAAGGGTAACGTATATTTGACCGTACGCCGACTCCGTG
+GTACTTCCTAATTGTTGAGGATAGGGTGGACAGCGCGTAGATATTAAGGTTAGTCATCGC
+TTAGAGGAGACAGGCTAGCGTCCCGCGCCCGCGAGCAATAGTGTGCCACGCTCCTTTGCG
+TTTACCCAAAGTTGGAGAAGAAGTTAAGGGTGCCATGTTTGATAAAGGCCACTCTACCCT
+ACTTCAGCTAGAGGGCGCGGGCTGCATAGGTACCAGTGAACCACACCGTTGTTCCGCCAG
+TGTATCACAGTTTAAAGTGAGACCGTCGCCGTACGCACGGTGCCACGAGTGATGGGACGT
+CCGTGGAACTCATAAGATACCACGTATGTAAACAACCCCCCTATCGGTAGAGGGTGGAGT
+GATGTGACCGTAGAGCGAGAGACGCATATGCCACCAACATACAGTAGACGCAGTGGACAC
+GATAGAAAAAGCACGTTCTGGAATACAGAGCTACCTAGCGTAATAGGAGTAGTAGAGACG
+ATTCGTCGTTTCTGAAACAACATGCCTCAGATAGACACTATCGATCTGTCGATGTCCAAA
+TGATAATCTACAGGCCCTACGTCGCAATTCCTTAATATTAAACATGGATGTAACGGCGGC
+TTACGCATTAGAGTATCCTAGTGATCGCATGACCGACCGGTGCGATAAATAAGGAGGCTA
+AATTATACATCGCTAAAGTAGTCGCCCTAAGTTAGCTCGGTATAACCCCCATGTCTTACT
+AGTGTCTGGGCGAGATAGACGATTAGGAATCGTTACCCGGGTGTTCCAGCAGTGTCATAG
+CGACGGGAGTCTTCTGCAGCTGACACAGACACCAACGTATCCGACGCCTATTTATATACT
+TACTGTGACTGGCTCTTTTATTATGATCTGCTTGGGGGTACGCGTCATTCATGTCAGAAG
+TAGTGGGGTCTCACGAAACTCGGCACCTATAGTACTGCAGAAAATAACGGAGTGATCAGA
+TAAACTAGGAGCGTGTACTTTGGTGGTTTTGTCTCCGCATGCTTGGGTTCGATAGTACTA
+CAAGCCGGACATGCACTACTTACGGAAACTCAATGCTGATTGCGGGGGGGCCCAGTAACT
+CGATTGCCTCTAAATTATTCCCGTCAATTGCGTGCTTGGGTTGAACTAAACGAAAATAGA
+TTGGTGCAGAAATCTGTCCTGCCTGACCTTTTGACTGTTGAACGAGGCGCCTTAACTCCC
+GAGTTCTCGATGGGGTGGGGGCCCGAATGAAATCCTTAACTATACCTGACCCTACAGCAT
+TGTTTAGTATAATGAGCGGGCACAATGAACCCTGTTTAAGTACATCCAGGTTTGTAAACC
+GCCAGTCAGAGTATCTAAGACCTATAAGGAGGGAGTCACAAGGTAGATGCTTCGTCTTGA
+GAAATGTCTCTTCAGTACTCTAACAGTGGACTGAGATTCTATGCACGCGCGACCAGGACG
+GTTATGCTGGAACACTTCAAAGTTCTCACTATTGTGTTCCTTCGCTGATGCCGCACTTAA
+CATTTTGGCGGTACCGGATAGTTCCGTCGCACGTTGCCTTATTTTAGTAGTCTGGTCTCT
+ATCTTCGCGCAGACGAAGAAGGGGGATCTTCGTAATGGGCCGTTGACTTGGCTAAGTAGG
+TAGACAGGTACACTAACACGATGCGACTGGACACATAAATCTGCGTTACTCTGCAGAATC
+GTTAACTGGGGTATGTGACCCGTCAGCCAGGAGCATTGGATAAAGAGATGGAATGTTCAC
+TGGCCTTTTAAGACCGGTCCGGAAGGTGGTAGTGCGGCAGGTAAGCCCCATAAAAAGGTG
+TGCAAATCGGTCATAAGTCATATCGTCATATCTGGTTCCTCTGCGCCACCAGGACATTTT
+CTTGGTGTCGTAACCGCGGTGCATCTACCTACGAAAGGCTTAGGCCGTATTGGTGACGCC
+AGTTTTTACTCCTGCTACTCGATTGTGCCTTGACCAGGTCGCCGTACCCTCCCGTGGCTG
+TGTAGAAGCGGAGCTGTCAACCATCAGCAGTTATTTACTAGATACAATCTGACCGTGGAC
+ATGGCCTCATACATTTACTAATACGATTTACTCTCCAGTTAGCCGTTGATTAGTTAACAG
+CGCCTAGATATGTTAAACGCCTGCTCGTTTACCCCGGACGAAATACATGTACGCGTTCTA
+ATATTCATTATGATTGGACAGTACTCTTAATTAACAGAAATGTTTGAGAACGATGTCTGA
+ACCATGGGTTATCAAATTGGGCCACGCTGCGATTGTTAGCTACCTGGGTTAAGTGGTGTG
+GCCTTCGAGCAGGGTCACTGTCAGAAAGCCCTATGGAGCGTCTTCAGCGCTGGCCATAAG
+CCACCCATCGAGGGTGTGATTTACTCTGGGTGAACACATGCCAGCTACTTAGAATTCTTT
+CTTGCCCCTCGGCTGGAAAGGTGAATTTCTTTGGGCCAGGCGTGACCCGGGCAACTTTAG
+GGATTACGTAGATATCATTGAAGACTGCGGCGGTTACAGCAAAAACTCTATAAACTCAAC
+AATCCGTTACTCGCCTATAATGAGCTGACACGGCTAAGACCCTAAGCCTGGAGTGGTGGT
+AGAGGTCTTCCATGATGGGAATCGGAAGCCCCTTTCGGAAGTGCCATGGTGTCGCCATTA
+TGGGACTATGTCCGGCCTTATCCATAGGCACTTTCAGCGACCGGACGTGGTCATTATTTG
+CTCTGACCTGAAAAGGCAATTGCCCTAGGGCCAGCTTGGGCAGAGCGCGCTATAACCGTG
+ATCAACTGTGCGGCTGGACGTTTGGACTTGACTCCCTCAAGTCGTGGGTCCCCTCTACAG
+CTTGAACTCGAAGACGTCATTGTAGTCGTTGCAAGCCCGTTTAAGGCATACGTTCGGAGC
+CAATTCCGACAAAAGATGAGGCAGGCGTCACTCTGAGTATTCTCTCGTCCGCGGTGGTAA
+GTCGTGGGTGGAAGATCACGCCGACTCTATACTGACAAAACGAATAAAGCTTGCTTACGG
+TTCCAGCCACCGCTGCTCAACACATATCATAATGATCATGAGTGTGCCCCCACAAGTGCT
+CAGCGGTCTGTTAGTAGTTCCGGCAGAGAGTCCTGGATAATACCTACGCCGCGTTTGCCT
+TGTATATACCTACCCTAGCGAGTCCTACGATCCAAGCCAGCGGGGCATTGCTCTATGTGC
+CCTTTCTGCATTAGGTCAATAAAGCCTTCAAGCCTACGGGTGACATGAATAGTATGCCGG
+TTTGAGCCTGAGCACGTAGGCGTACTTTACAATCAAGCTTAGGTGCCAAACACACCAAAG
+GGCATGACAACGTCAGGTCGTACGAACCTTTTACTAAACGGCTGTGCCCTGAATCTCATA
+TGCCCTGTCCGCTGTGTCGTCAAATGCGTACATCTTCTAAGATACCTGACGTATAAGATC
+TTGCTCACAGTTGGGTAGTAGGAGGGATACAATTCTTGATTATACCAGCTTATGGTCCGC
+TGAGCTTCCGTATGTTCGTGAGAACAGGGTCCAAAGTTTGTTAGCGGTGGAACGTCCTTT
+AAAGAGATGCTTGTCTCGTATCACTTGATTTTACACTTCTTCCCCAATTTAAGTCTTACT
+GTCCGGTCTAATTAAGCGGAAGTCTAGCGCAAAGGCATGTATATGTAATCGTAGCAGCTC
+CGATGGACGGAGAACGTGGCGCCCCATTAGAGCCCAAGCTTGACGTCATGCTACAGCGCG
+CGGATAGGCGACTAAGCAGACGAGCCTGCGTCTACTTCGGTTAGCCTAGCCAGCGATAGA
+CCTATATCAACTCCGCTGTGGTAGCTCGAACCTGCAATATATTGTTGTCCGGCACTACCC
+CCCTGGATATGCGTTGTCATTCCCTTGCTTAAACACTTGTTTTTCGAGAGACATGTAGCC
+TAAGCTACGAGATACAGCTCAGTTGAGCGTACAATAGACGATAATCCCCCATTGCACAGC
+CAGTACTGCGGATCGGCCCACAGATGTTGGGATTGGTGCGGTTCAGTTCATATCAGTGAC
+CATCGCTACTTCCTATCGCACCGAGTGCCTAATACTTCGAAGGGCATACATTTAGCTACA
+TAAGGAAATTGTCAAGAGTTTTTCGCTGCGACGTTCCACTTAATTACGAGCGCACTGCCG
+CAATTAGCTGTCGTCTCAGGCCAGTCCTGCAGAACTACGTGCGAAAGACCATTGCCCTAA
+TATTGAGGCAGTTACTATCACGACGGACTGTAAACAATAAAGTCATACTTTTACTGTCCG
+AGACCACTAGAATGGTGACGGCAACAAAACACTGTTCAAGGTAGTAGAACTACCGTGCAT
+ATGCGTGCAAGACTGCTGTCTATTTGCGGTTGCGACCAACACGGCTCTATAGGTCGTTCG
+GAAGCTCTCGACTCGCTTATCCGGGGTAAAACAGCCCAATTCGCGGGGGTCCCCTAAAGG
+CCCATTTTTAGCGCTGAAATGAGTGATTGCCACCTCCAAAATGTGGTCTTGACGTACTGT
+CCCTAAAATGCGCGAGAGGTACGCGACATTCGTGCGTCTGAGCAGTTAGACACGGGGTTG
+ATATTGGCGCCCAGCTATTGCCGGACCTTAGTACTGTGCACCGCTGGCCGCACGGGCGAA
+GGACGAAACGGGCGAACCCACGCTGGGCTCTTACTCGTTTGTCTCTGTCAACTTTACTGG
+GAAACTATGGAAGGTAACATTATACTGCAATTAATGGATGTAAATGACCCTACCGGTAAT
+CGGCACGGAAAGTGGAGTGTTCTAAGACAACGTTCGGGTGTATGTATCGTGGACCGCCGA
+ACTTAAATTAGACATAGGCTATAGCAAATAGCGTAAGCGTAGTGTATGATGTTTATGTGT
+TGCTAATGGGTTGAAGTACCGCGGGGTAACTGAGTACTAGCTCGCGCGATTCATCACGTA
+TTTGCCCACTTCACCATAGACTCGAACGACCCGAATGGGTGTGAGCACCGGTGGCCCGAA
+AGTACAGTGTGAATAGCGTACGTTACCTTGGTCTTCGGGCTTCACTATAGCCCTATTCCG
+CGGCGGGGACCAGCGGTGTTTGAATCAGGACGATCAACGAGTCAATTTGCAGTTTGGCCA
+CCTAGCCTGGTATCCGCGCCGACTACGCCGCCACGTAATGAAAATTGTGTTCTGGTGGCT
+CTTAAAACGGAGCTGGCTACCCCGGGTGACGTAATTAATCTGGCTTGGGGGCCTCCCTGG
+CCGGTTTGGCGAATGTCGAGCGGGTACCCGTACTCAGGAAGCACCACAGTAAAATTATGC
+CTGGTTTACTGAAGGTCCCACGCTACCTAAAACCACGTCTCGTACTTGGTCTGCTCGTGC
+GCACCCATACTACCGTGGCAGGGTGGGTTTAGACATGACCCGCGCTTTCTGACTCCCTAC
+GGAGATAAGCGATTGGCCTGTAACGAAATTGAATTCAAACGATAGGAACTCACAGATTGG
+GGGGGATCATCGTGAAAGCCGGTTTTACGCCGCTCCCCAACTAATATAAGCTGAATCGGG
+GTCTTTGCAGCCGAGAGGGGTTTTTTCCAGGGGCCATGGTGGGGTAGTAGTGAGCAATAC
+GCAGATCCGGCAAATAAGCAGAGGCTTCCAGCGGCAGTATGTCCGCCCTCTGCTAAGTGG
+TTGTGGCAAGTAACATGTCATAGATGTGTGGTGCTCTTGTGTATTGAATGGTGACCGGTC
+AATCCTACGGTATCATTCTAGTTGCGCCCTGCTTGTGATGGTGCGACTCTCGTCGTTCTG
+AATGTAATTAGTTTCCAGGCGAGTTGTGGCCTTCACTCTTCCTGCGTTCCAACGCCCACT
+TTGTACCCAGCCATAACGGCAAGCAGCCCTGCTTGGTTTTGTTGGTGAAGTGTCGACGGT
+TGCGGATCTGTCACAACTCTGCTGACGGTAAAGATCTCTATTACTCAAATACTGTTATAA
+ACGGCTCAGGCTACGTACGGTAGAGTCTGCGCTGCAATAATCTACACGTGACGTATTGCC
+TCGGGGCTCGCCAGTATCGGGCTTAAAAGCCGTTGTGCAGCATACCATCACGTTCCTCGC
+CAACGAGTGGTTGTGCGGTCTAACAAAACCATCTTCCTCCCATTTTTGTAGATTCTGATA
+GATTAGCTTCATGTAAATCGTGTTGTTACCGCCCGATTCATCCTCACAGCAGCTGCTACA
+TAAGTCCATAGAGAAAGGCCTCCAGCGACTAAAGTCTCAGTCGGTATCGCCCCGGAGAAA
+AGTTTCGACGACTTATAGCCACTGATACGCAGCCTATAGATCCCCCCGATGGGCCCTTTT
+TTCTCGGTAAAGGTTGCCCCCTGTTATACATTGCTCGGCTTTGAGACCGAAAAACTGTAA
+AAAATCCGGTTCAGAACACTGAAATTAGGAGTCCAAATGAGCGTAACGCATGACTTTTAA
+GGGGGTGGGACGTGGGTTCATATCATGCCAGCAGATACGTGCCCCTGGTCATTCCGGTGA
+TCAATAGAGGGCAAACCTTATTTGCAGCCGAGAGAAAACCTTTCGAGAGTCGTTGAATTC
+TAGCGGCTCTCAGGGATATCTCCTCTCGTTGCACGGCTGTGTTCCGCGTTATTGCAGTGC
+GTATTGGTCATGTTCACTCCGACAGTGGAGCCTAGCTATTCCCCGTCGGCCCTGATCACG
+ACACGTAAACAAGTAGTATACCAGACCCTTCAGCCGTCCTGATCGTGCGGAGACTTATGA
+TATCTCCCTATGGCATCGAGTGTCTACCCCTATAGCCACTCTCGGAGTGGGCTATGGTGC
+CGAACTCTCGGCATCCCATCATTCTATGATGCAAAAGCGGCCCTGATTCGCCTCGATGAC
+TCCGAACCGTCAGGACAAATACAATCCCGGGGAGCATCCGTCTTGGCGGGTGCCCCACGT
+GTCCCGCCGCACGCGAGATTACCAAGGCTTGCGGAAAGTCTTTTCACGGAGCCGCGATTG
+CCGTATATACACAGTCGAAAACTAGTAAAGCACAACATCAAGTCAATGGGTTGATGCTCG
+ACCCGCCATGGCGGACACTGGGATTAATCCTCTCGACTGTAGTGCGCAATTACGTTGCTT
+CCCTGTGGATTCGTGTTATGATATCATTCCCCGTAGCTGGTACAACGCGGGTGTACACCT
+GCATAATTTTTTAGTGCAGCGGTACTCCTTAAATGTGACCTCTATCATAAAGGATTGCCC
+GCCCCAGCTCATTCGATTTAAGTCACAGCCGGAGATGACTGTGCTACACACATAGCTGGT
+TCAAAGGTACAACGCATGGCAGTCTTCGAGTGCACCGGGCCCGAACTCTAGTGCATTGTC
+TTGTTTTAGCTAGCAGGGGCGAGGTCACGGGCAGCCTAGCACAAACAACAAGAACTCAAA
+TTCAACCAAGGCCCCTCCGAGTTAGGCAAAGCGTTCGGCCCCTGGAGTGACTGTTCTTAA
+CGCATATCAGACTCGAATTAGCGTCAAAGGTGACTAAAGGTACAAGAGTTACAATCCGAA
+TCTAGTGGAAAATGCTTAAATGATACGGGGGGTGTGTGAGCTTTGGACCACCACGGCTTC
+CAGCGGCTCCACAAATGCATTAGAGACGACCGCTGATACTCGATGTCTCTGGTCTGGACG
+GACACAGCAATCGCAGTGCGAAAGGTCAACACTGGACGTAGCAAGCCCGATTCTTCAGGA
+CCTGACGCCGTTGCGGCGTCTTCTGCGTCATATCTAAGGTGGATACCGAGAAAGTTTGAA
+GTCCGAATGCCCTCAAAGGCGACACTTACGTTGGTGGCTTAACTCCGTGGTTCATCCGCA
+ATGATTTAGGGAGTGTTCCGATTCCGGCATGGTGACACCTGGGCCACATAATTTTAACTA
+TGTCCTTTCGCAAAATTATCGCTATCTCGTCGTAAACCAGACCTGAGGGATAAGCAGTCA
+GTGGATTAAGCATGCGGAGTACCCTAGCGTCGGTTCGGAAGTAGATGGTACCGATACAAA
+CGTACTTGACTGATGTGCTATTCACTAGGAGTAATCTCCCTGAAGGAGCCACTACACGGG
+GCCGTATTGGCCATACACGAAATAAGTATCATATCATTGAGCGCTCGGCCACAGTGCGCC
+CAAGCTTTCGCATGGACCGCCCTATCGATATGTCGTCCTGTATCACCTAGACTTGTGTGC
+TAGCATGTCCCTCGAAAAGCGGACGACTGCTATCCTTGGTGTAGGACTCGACGTATCCCG
+TTATGCATTCAAGACCACATTCATCGTGCCTTTATAGGTATATCATAGTACCAAGTCGCA
+CCGCATACTGACCAGTATGACATGAACCCTAGTGCAAAGCATGCAGCAGCCACTACTGCA
+AAATAAGTACCCGTCCGGCGTGTTAGAGCGGGGAGGTACCCCGTTGTGACATTCTCGGCT
+GGCCCCCAGTGCCAACCCTTGAGTGACCGGTCATTAACTTCCTCTCGTCGTAAGAGCCCG
+GTTACCTAGTTTCTGATTACTCCGTAGCCCTAATACAGATCTGAACGGCTCATGGCGACC
+TCACTACGCCCGCCTGCGTTTCAGTCTTAGCCTTAGAAATACCTGCGCAGATCCTGCTCG
+GGGACGTTCTTCAGGAAACCGGTTAGAGGGTCCTTTTGATACGGACATAAAGCAAGCTAA
+TTGTCATCGCGCTTCGATGTATACCCGAATGGTCGCCTTTTCACACGCCGAACAGAACCT
+GGAAGTATGCATCTGGCAGCACATACACCGGGAATACTTTCGTTAAGCAACCCCGACGAT
+ATGATGCCACGGGCCGAGTCCTGAGCGGGGAGTATCTAATTGGGGACGGTCGATGAGGTG
+AGTGACCACACATTTATGTGCAGTCCGGCTTAGGAGGCGAACACGACTACTAAAGGGTAC
+CTCAGGGTAACGGTGGCCGGGGTTTATACCCTCCAAACTTTTTCCCGTTCGATACACGCG
+TGTTCGATCAGTACTCCCTTGATTTGATTCAAGAACCGTCGTAACGTCTTTGCTATAACC
+TTTCGCATTCTATAGAATGGAGGAGGACAGCGTGACCGCCGACAGGATGGTCAGTCGCCA
+TTAATTGCACCCCGATCTCAGTGATACACTAACATTGGTCCTAGCCAGTCCTGGGACTCA
+GCCAAACAGGCATTTATGACCTCAACTGTTCCTTCCGTCCTTCAACGTATGAGTGCGTCG
+ATAGGGTAACAGACTGTTGTATCAAGGAGGTTCTAAACTGTGTTCCAGGCCATTGCACCC
+CCAAGCACGTTGATAAAAATTTTAATGTAACTCTCCATAGTCAGTTCATAATTTAGACAG
+TATCCTACCGGCCCTTACGGACTGGCCCGGCCGCCACCGGGTCAGTTTGCTTCCAGTATG
+AACAAGCTATGGCACGTGGCGCATACGTGTTGCCAGCGTCGTAGGTTTGGAAGTAGCCGC
+TCTTCAGTTGGTGTCGATAGGAGTCGGGCTAACTAGGCTGCCGCCCTGTAATTCCAAGCC
+AAGCACGGTTAGGTGAGCAAGTATATACGTAAGCCTCGGGTGGTGTAGGTCAACGTAAAG
+GTCCAACCTCCCGGCTTATGGGACTTTAAGACTGGCCAAGTCACCTTCTATCACGCAGCT
+TAATATACTAATAAATAACTCTTACCATAAGAAGATCTCGAGCGTTTCGCTATATCTTCG
+GGCTGGGGGTAATACGGATGCGTATAACGAAAAGACTCCGTGGACAGGCCCTAGGCCGAG
+CTAAGAATTTGAGCGAGGCGCGGCAGCCTCGTCATTCGGATTGATACGGAGTCTTTTTCA
+CGCCTGTTCTAGCTGCCTAAACTACACAACGTCGGGCTCACGTGGCGATAAGGTTTACCA
+ATCGGCGATGGGAGAACCACCATGAGCGTGTGAGTTCGAAGACCGTACCATCGGTAATAA
+CATCAGGCCTGTGGTGGTAAAGTCCCCCACCAGATTAGGTCTCCGACTTCGGTACTGTTG
+AGAATGGAGTGTAACCGCTACGACGACGCGTTGCGACACTGTGCTTACAGGAGATGACAA
+AAATCTCAATATCAGTTGAGCCTCATACCTGACCTATCTGCGACGGACAGTGACTACGGA
+GGTCCTTCCCATGTGTCTCCTCGAGCGGGAACTGGGGTATGAAAGGGGAAATCACGGGTG
+GCAGATTTCTGAGACGTTCTACTAATCGCCTTCCATGGTCAGCGGCCTGGACGGGAGGGG
+TAGCGGCATGGGCGGTGAAGCATCAGCCCGGTCATTGTGCGATCACTAACTGACCACGTT
+GAGACCTAATGGTTAGGCAATCCATCTCTCAGGTCCGTTCAGTCGACCGCGGAACCCACC
+CCCCGCGTTGACCCTTTTATATGTCGGGCACGGGTCAGGGCAAAACGGCGCAATCGATTG
+ATTACTGGGGTCGATCGTGCATAAAGGACACCCAAGAGTCCTAGCAGATATGACGGAGCG
+TACGCCGTGAGACTCGACGCCAGTACCCGTCTAAGCAATTTCCTATAACCGCTATAATAG
+CGGCCAAGTTCATCCACAGCGACATTAGCCACCCGGGTTATGAAAAGTTTGCTGTAGATA
+TACTTAAGATCGAAATTATCTATGGTCTAGCCCAATCGAAATTGCCAGGGAATCGTGCAC
+GATAAGAGGAGAGAATACGTTTAGGCTAAGTCGTCGTACGCAATGTCTGCGCGAGAGAAA
+TACCGCACTACGCATCGGAGCACTATAAGCCATTTCGCATACATGCCGCAATCGCCGTGT
+GGAAGGACGAAATAGCGGTAGGTTCAACGGGCGATTAACCCCGCATGAGAGATACTAAAA
+CGAGGACCCGTCCGTTTACCGGTGCGTGTTAACGCCAATTTAAGCGCGCCACGACGTTGT
+CACACCATCTTGTAGATTGTGGAAACCTTATGATAAGATCATCATTCGTCGGGGTCTGGT
+TGTAACCAGTAGTCACAGTGGCACGCTCCACAACTAGATATCTGAGTAGGTAGGTGAGGC
+AGCACACTGACGAGCACGGGGAAGCATGCGCACAGGAGGCTCAACAAGGGCAACAGAATG
+GGCCAACCGAGACCCCTTGCACAGAAATCCCGTCAATAACTATGACCCACACGAACCCGT
+TGCTGTGCCGAGGCGGTCACTATCCAAGTCGCCTATCCCGGGTGACCGCACTATGCCGCT
+GTGATTATTGATGTTCAGACAGAATTAGCCGGCGCTTTCCAATAACCGTTACAATACCTA
+GCGACCCAGGTAACGTCGCCACATCTTGCGATATGCGTAGATCTCAGTTACAACGGGATA
+GACTTGATAACAGGCACCTTAAAGACCTAACTACAGCCTTTCACAGTATCTTCCGTATTG
+GCTTAGGCGAGCTGGCCTATAGCACTAGTCGAACATCTGCGCTTTTGAGATTTATCACGC
+GAGCACCAGAGCGCACCGAGCGGATCCTCTGCCAATTCAAGGAGTTTCGCTTGCTTGTGC
+ATACTCCCCCATGCCAGCTGCTCGACCATCAGGTTACCAAGATCCGGTACATCATTCCCA
+AGAGACCCTACCCGTTAAACATGTTCGCTAGTTAGCAACCATATTAACTCATAACAATGA
+AAACCCAACGTCTCGTGAATTTGGCTAGTTCCGGTGATGTGAATGGCGTATAATCAAAGG
+TCCAGGTGTTGGCCTTATCATCCACACTTCGTCGAAGTGCGGTTAGCCCCCTCGATTGCA
+CGTAGAGGTACGAGTAACCTTCTCTAGATTTATCAAAGTGCACTCATGGGGCTTGCGTAT
+GCCTTGGGAACGGGGAAGGAAATCCATAGTCTATAGAGAGAATTGAAAACAGTCATCCTC
+GAATCGCAGTAAGCTCTGTAGTCAAATTACATTCGTATAATCGTTTCCTTTTCGAGTCAG
+AAGCACTCGCAGTATTCACCACCTTATTTGCGGAGCTGAATACCTTAGTACGGAAGGGAA
+GTTAATCTACGGCCAGATCGATGTTACGGTTCCGCTGTCCTGCCTGAGAGCACCGCGCCT
+TGTATTCAATTGGGTTCACGTTTGGGGTATGTCTGAAATGAGGACACAGTGCCGGATTGA
+AGCGTACTCTCTATGGACTCTAGGGATGGCTGAGTAGACATGCGTTCCTCTAGTCCCTTA
+CTGGATATTCATAGGAAGGATATTTTTAGTAATAAGCGTATACGACGTGCGTCGGCAATT
+GTCATCGGACCACCATCGAGCGTGGACGGTAAGGGGGCAACTCGTCCATCAAGTTTCCAG
+AGTCGAACGCCTATTCGTGAGGTCTTCCAGGGTTTGTGAATCCTGCTCCATATGTCGCCA
+TCCAAAGTTTCTGCGGGGCGGCGAGATAATACAATACAAATTGCTACTCCGGTATGCTTA
+CATGATCATTCAGAGGTGTAGACGCCATTACTAGGACGATCCTAGGGCATTTAGATATAC
+TGGCCGAGCCAGCCGATGATAAGGAAGCGCACCGCTTTCATATCCTGCTTGTGACCGAGG
+CAACTATTAGCACTCGGAACCTGTAATAGAGGGTGTCACATGGACAGCGGGTTGCTTTAG
+CGAAGAGGGAACGTACGCAGAGATAGCCATTCAGCCGCGTCATTGTGTCCAATCTCTAAA
+GAAGGCCGTATCACAAGCGATCGAATAAGGATCCACAAAGGGCTAGTGCCCCACACAGTT
+ATCCAAGGCGTGGGACCCGCGGCTCGGAAACCGCTTTGTTACCTTGCGTTGGGAGACAAG
+AATAATAGTCCTGCCGACACCTGGGTATGCTCTGCGCCTTTAAGGTATTGGAATTTGGCA
+CAAACTTTGCTGACGCAGTTCGGAAACGTACTTTCTTCAGCAATTTTAACCGTTTAAGTA
+ATCACGTACGCCTATGATCGCTTCGTCCAGTCCTTCTTCGAGCGCAGCTAACTTCCGTTT
+ATCCCAGGGTTTGTATCCGCTTGTTGCCAAAGTGTAATAAGTTTCCGACCCGGGGGTCAG
+AACAGGCGCTATACAGCAGAGGTAGTTAGTTTATTATATAGGTAATAGCCCTCCGCCCCG
+TGGAAGCTCTGGGCCGCCGCGTGAGAAAGCCGCGACCATGGGAGCCTAAGTCGACAAATG
+TGTACTTTAATCCCGATATTGGGAACGAGGAGCGTAGACCGCCTGAAGAAGAACTAAGGT
+AATCTTATTAAGGATTCCTCTGGTAATCAGATGGACTTCGCCATTTGCCAGGATCCTTTT
+TGTTTACATCCGGGTAGGTTAAACTGAGTTCGCTAATCGTCTATCTAAGATTGTGTAGCC
+CTTTTACAGTGCCCGTTCTCGAGGAGCCGCTGCCGCTCGTACATTGTTCGTTTTTTGCGC
+CTTTTGCCTGTTTGGGGGGTGGAGCAGCCCCGCTGCTTACTGTCTTCGCCGCGTTCAGGC
+AGTCACCTTCTTCCAGGACCTCAATGAAATTACAACTCCGAGGCGCTCGGGTTGTGCCGG
+ATTCCCGCAGGACATATGAAGTACAAGTTTGGTGAGGGCCTGAATTCAGTAGGATCGATA
+CCCTCCATCAATAAGCTACCCATGGCCGGCGCAGCCCATTCTCACAACGTACATCTAGCT
+TCGTAGGAATTAACTCATAAAATATCCGGAGCTTGAATTCTCTTGGCCCTGTCCGCCACA
+AATCTGGGGCATCCTGTAGATCAATGGGCCAACGCATTATTCGCGGGCTATGAAATGAAA
+CTAGAGATACATTGGTCCGCACTCGGTTCGGCCCCGCCCGCTAGCGGGTAAACACGGCGG
+GCGCTAAGGTCGTCAGAATCATCGCCACTAAGTCGATACGAGCAGATATTCTAGAGCACT
+GATTACCAACAGTAGTTCGAATGAGGCTTGCACTATTAGGCGCCCGCCTTAATCATGCAG
+GTTGCAAAAAAATGGAGATGAAGCAGCCACGTCCGTGATTCAGTTTAGCATACGCCTTGG
+CCGACCGTAGCGTGAGGCAATTAGACACTGTACCATCTCCACCCTTGCTTAGCCAACCGT
+ATCCATGTGGCCAAACAAGAATGGGCTCTTCTTGCCAATAGGTAAGTGGGAATATGTGAT
+AGATGGTGCTCAGGTTCCTAAAGCCACCGAAAGGTGGCCCCGACTCCACCGGTTTTAGGA
+TAATGAAAAGACGAAGAAACCGCCGAAACTTTTGCTTGTAACAGTTTTAGTACATCAGGT
+GCGGCGTCATACCCACGGCAACTTAATGTGTGATACAGAGTGCCTTTCCGTTACACTACT
+TGCTTTTAAAAACGTGGGCGAACCGCAAATAATAACTGCGATAGGAAGGGATCAAGAACC
+GGCCAACCATTACGCCATCGATGAGAAAGATGGGCGGTGATTCCATAAAAGAGAATACGT
+TGACCATCTTCAGGTGAATTGTTCCTGTAGTGTGTGCGAGACAGAGGGCAAGACCAAGCA
+TCATCAGTTTATCGGCAGCGTAACGAGGCGTTTTTTCTATAGCTTCTGCGGTCGTACCAC
+GGAAGAGTGTAACAGCGTAGGGATCCAATAGTCCGCCCATAACGGTCTCGTACGAGTTCA
+TTTCGTACACTCGCGTGGTGGCGATAGCCTGAGTGCGGAGTAATGATAACGACTGGTGCA
+CAACTTGAATGATTCCAGCTGCTCAAAGTAAACACGAAATACACGCACTTTCCGCCCGAA
+CGATTCGGTTTGTATCAAACACACTCGTTGCGTGGTGTGGACCGTGGATGACCAGTATCT
+TCCACTGCCCTTATTTGCTCACCATCCGTCGCTCAACAATAAAAGCCCAAAAAACAAGCA
+ACACCATGCCACGAGGGCATCGGCTTGATGAATAACATACGGCCTAGGCGGTGTTCTTTT
+TAAGACCCCAAACATATCGAAACCCGACTAAGCGACATCAACATTTCTGGCTACGCCACT
+TCACCGACTGTGTCTTTGTAGCTCGGAAACGGATTTGCAACCGTAAGTGCGTGGACAGGT
+TTCAATTACTTTCCCATCCCGATATTATTGGCTGAAAGAGGGGGCCAGTTCGATATCTGT
+TTCGCCGGAACAGAAAAAGCTGCTCATGATTCAGGAGCTAGAGCAGATGTGGATTGCCCA
+CTCTAGGGCGTGGATTATGCACTGCGTTACGACCACCACGTACCATCCCAAGACATGGCA
+CCTGTTACCAGAGGAAGACTCGGATCCTGTCTCATGCTGTCTTGTACCGCGGTAATACTG
+AACACGGCGTGCGTCGGGTTGGCTGTCTGGCCCGGTATCTTACGGTAACTAAACAAGATT
+CTACGCCTTCTGTGGACGGAACAACCCGCTCTATCGGATTGTCTCAATCTAGTCGTGCAA
+CGGTGAGGCAGCGCTTAGAAGAGTATGAGTAGAAGGCCGAGACGAATAGACGTCCTAGAG
+TTTTATGGACACCGCGTACTGTCAACACCCTGGGAAAGACTAGGCTTCCACGTTAGTTGT
+GTGAGACCTAGACCTTCTATACTCATCCCTTGCTGGAGCTACGTAATTGAGCGCCGTTGA
+CCGTTACAACACGACATCGCGCGCTATTCATATCATAGAAACATGGCGTACCTGTTATAT
+TCATCAACTCAGCCAGCTCTGATACATTTGTCTAGCAAAGGTATGTTCTCGGTTCACGCG
+TTGTCTGAGTCGTGGGTCACTCTGTACACAAGACTTCAGGCTACTGTAGCTTTCGATAAA
+CCGTAGGCTTGTTACAGATCGTGGCCGTGGCCCACTTTATCGGTTAAAGAGATCTTACCA
+GCACCTTATCGATGTGACCCTTCATGTGGAGGTGCGACTAAAGTCGGCCTTAGTGGGATA
+ATATAAGCGTCGACGGACGTTCACACGCATATAAGCTTGTATCCCTGCGGCATCGCCTGA
+CTATATGCGCAGACAGGTTACCCCATATCGAGAACTAAATCTCAAGCGACAGTTGACAAC
+GTTGTTACAGTCCCCCTACTAGACACTACTCGCGGCAGGCGGGAGGGAATCCTACGGCGA
+ACGATTAGGGTCATGGATCAGCGATTGCACTTAATCTGTTACAGAGTTCCAACAGTAGGT
+CGGCTAGCTATTCAGGGAGAAAAGTTCATCGGGGGACATAGCCACGCATCTCAAAGGTAA
+GAGGCTCTCTCGTAGAAGTCTGGGTATCTTGTGCACTCCAAATGAGGCCTAATTGTCTGG
+GCTATTGGACTTCATGCCGCTGCAATGGGCTAGGTTAGCGCCTCGACGAGCAAGGGGACG
+TGCTGACAAACGGGAATCCAGTTTCAAGCCTTGTTGTGTCCATATATGGTTTCACCACGA
+TCCAGATACTTTAAAGGTTTCGGTGGGCCCCGCCCCAAATCCGTGGGGGACGTCAAGTCT
+AATCAACTGCGCAACTTTTACGGATCATTGGATGTCTCGCGATATCATTCGAGGTCCACT
+TGCACCCATGTGATAGTCCGTGATAAAGCATGTAGCGTTTACTACAGGTGGCTCCTCATC
+GAACCCTATGCTCACGTTCCTACTCATTCGAACTATTTCATCCCATGGGAACATACGCCG
+TCAGGTTGAATACCACTTAATTTGGCAAACGATTTTTCATTGTCTTAGCGTCCGCGCTAA
+TATGAGTTCGCCCACACCCCACGCCGGGTTTTGATCAGTGCAGATGCTCAGCTTATCGAG
+AATTGTCCATGCTACGGGAGTTTGTCCCAATCTAGTAAGAAAAGTAACACGCATTCATTT
+CTGTAATAGTCCTGTCCATGCCAGCTGACCCAATAAGGGATTCCGTTAGGACTAGGCCTA
+TGTACTCTAACGAGAGTCTTGTAGACTACCCAGCATGTCAGTTCCTGTGGCATAGGAGCC
+TCCTGCTAGTCATGATTAAGGTTAATTTGGAGAGCTGCACCCGATCACGCACTTCTCGAA
+TCTATAGAGTGGGCTACACCTTCGCGCTCTATCGAGGTGCCGAATGTCTTTACACGACTT
+CCCGGATAACCGGGTTACCCGTGCACTAGCCTCGTGTATGTGTAGTCCCGGGAACTCGCT
+GGGCCTTGGTCCATAAGGAATTACGCCACTTAGGCGTACCACAATTTCCTTTAATCTCCG
+AGAAAAGACTCTAGTCTGTACGCACGGATGGGCTTGCCCACAGCGTGACTGCGGAGCCGC
+GGAAGCGCACCTGCCAAATTTAAGTGTAGTTCGGGGGAGTAGGGATGACGAGCAGTGTTA
+GTTGTCAGCTGGATCTCAGAGGCAATCTAATCCACCTTTGGGAAATAGCGGAGGACGTGC
+GTCAAGACGTTTCCTGCTGTAGCACTCTGGGTCGGATTCGGAATTCCCTTTATTAGGCGT
+TTCTTAAAGTTGATGCTGATCTGAACAGGGCATGTGGTGCTCGGGGAGTGCTTAGATTTA
+CCTGTATACACTTAAGTGGGGTTGATTAACTGAATGCACGCACGGGAAAAAATGCGGTGT
+GGCGGCTGGGCACATCGGCCTCGTCCTGAGTTTCTTCTTATATGAGCGAACATAAATATT
+CCGCGCTTCCGAACAGATATACATGCTTGCGTGGAGAAATCTTGACCGTACCCCCGATCA
+GTGGATACTAACACCTACTACTTTATCGGGTTGTAATCCTTTCGAACCTCAGCCTTGAGC
+AACTGGATCATGAGTGAGACATGACTATCCTGCTCCTCTAGCTGGAGGAAGCGAGACAAT
+CGATCGATAACGGCGCATCGTCACACAGTGTAACGAACAGACTTGTGAAAGTAGGGCCTG
+TTTTAATGGTGGGGCAGACGACACGGGGAGCATTTTGTGGCTCTGAGGGAGTCTCTGCAG
+ATTAATTTCCCGCGTTCGCCACCTGTGATGAAGGTTAGAGGACTATTATGGGTTGCCCCG
+CTCTCGCGGCGGAACAAGCATAGCCCGGGATCACTAACTATCCCGGAAATCTGGTTTCCT
+TGCGTAAGCAGGGCCCCCTTGACGTGAACCTCCGTTGTTTCTACGATAATTGAGTCGGGG
+GATACAGTAGTGTGGGGATCAAGGTAAGATGTGGTCATGAACGTCATGCACTAAACGCAA
+CGATTTCCTGCCTCATGTTTTTGGCTCCTCCGACCCAGTGCAGCAGGCAGTACATTTCGT
+GTAAAGTGGATCTAAAGAGCTCACATGAAGAATAATTTACGATCAACTGCACCCACCTGC
+ACTGACCGTGAGGGCAATAGCTATCGGATACTCGAGACGGTTTTTAGACAGGGAGCCTGT
+ATGGCGCATGAACCTTAATAGGTTAAGGCGTAAACGCTGAGTGTCGACGAAGCCGACCGC
+TGTGGACCTCTGTGCGTCACTTAAAAACGTAATACACGCTGTGGCGTTATATCATTCACG
+GTTATCGCTCCAGGCGGAGTGATTGCTCAAATATTTGTGTTAGGGTACACTAAGTTAACT
+CGACATATAGGCCCGAGTACCCGATGCAGCAGCCTTTTCATTAAAAGACGGGGTAGGACT
+AGCCACATATCGACATTTGTGGATTGACGGCTACGGTATGTTCTCACAGTCGCAGAAACT
+CGCACGGATACGATGCGTAATTTGCTAGTCCCTGAAATTAGGCTACTCTCAAAACACCCT
+CGATTGGGCAAATACTTGTAGGCGCTAATGGGGGTGGCACGAGCTGGTGATCCACTCTCG
+AACGTGGATAGGCAGCCTTTGGTTTTTTATTCTGACTTTCACCGTAGCCGAGATTCCGTT
+ACATTCGCATAGAGACCTACGGAAGAGTACCACAGGAGCCCGCAATCTCCAGTACTAAAA
+CTCGCACCGTGTCCCGGGACGAGAGGAGCGACAAAGGTCCGGTATCATTCAGCAGTCACA
+ACCACGTATTCGGTGCCCTGTTTATAATTCGGGCCTGGCAAATCAGCGGGGCGATTGAGT
+TCATATCACTTAGGGCAAGGGCCGCTCTGACCAACCGATAATCAATCGATCTTCTCAGGG
+ATTGCTAGATTTGAATTGTTATTATAACTCCACTGACCCGCTTGTGATGGGCAGCTAGTA
+GACAGAAAGTGTAATTCCGCAAACTTACGAAGCGGTGTGGCAGTAGAAGGTCGACGCATT
+CACACGGCTAACTTGGTATTGGGTAGCCTGTGCTGTGATTCATAACAAAACAAGAGCGCG
+GTTGGCGCAGTTTGATTTACTATATCCAAGAACTAGTCGGCTGACTGGCAGAGTATACTA
+CCATATTCTGCAAGCGAAATGAACGCGCGTGCCGAGGAGGGAATGTAGACCCTACGTACC
+TTTTCACACCTCACGTATCATGGTTTGGCCCCTAAACCGAGACAGACGAAAGGTTGCGTT
+AGTATGGGTACGCGCAACTACTGGTGCCAAGGCCGAAAACACACACTGTATGCAGTGGCA
+TGCATTTTTGGATTTCTGCGAAGCGCTCATATAGGGTGGGTTGAGCCAGTTCCTGGCTTA
+GATTTATCCTTTACTGCAAATGATCCTCGCTCAATGTCGCCTAGCGCCGCCCTCGCCAAT
+GAGACTAAACGATTAAGTGCCAGCTCATATTTGGACACTAGTATCAACTAATTTCCCGAT
+CTAACTGCCTAGTGGCTTGTCCCGATAACATTACTCTTGTTAAACGTCCAGGTGGGCCCT
+GTCACCGATGACGTCGCTCTTGGTTGACGGATCGGTTCATTCATGTGCTCAGTTTATGAG
+TCCACAGGCTTTACCGTCTAATAATGACCTGATTGAAGATCCAAATTGTATGCTGAGAAA
+GAGAATTACTGCGAGCTGAACCCAAATACATAAATAGGGTCTCCGATTGATAAGGGGCGG
+CACCGGGACCTACGGAGAGAGAGCTACATTTCTCTTGACAGGTGCACCCACTAACCGCGG
+TACTCATTCGGTCCTCCGTTGAGAAAATAGGCGTTCCATCTAGTCGTCAACGTAAATGTA
+GCTTTCTTGAACTTAGACATGTGTGTGAACTTAGGACAGCGATTCAGCAGAGAGTGCACA
+TAAATCCGAGTCGTGAGAGTTAGAGGATTCCCGCTGCAACGGAGCAGAGAAAATGTGTCA
+TTGACTGTGTGGACCGTTGGCGTTTGAGACGGGAATTATCCGCGCGTCTAGATTCCCCCC
+GAAATCCTATTGCTGGACCTGTCTGGTCCGGACGGTCAGCCCAGGTTCGCCAGCGACATT
+GCGTGGGGGAGCCATTGAGCCCCACCAAGATTTGCTAGCGGGGCGCTGTGACTAGGCTCG
+GTTACGTACCTAGCGAAACACGACCCAAGTAGGAGTAATGCGCTAAGGGAGGAGGTGTTA
+ATATATAGTACTACACCTATTAGCAGCTCGGGGATCTAAGCTCTTCGGAGAAAGTCTGTA
+TGGAGCCGTAGTGGGGGATGAACCACTTTGTCTATATCGCAGAGCCGGCGGTAACTGTTG
+ACGCTGTGGTTGGATATTGAAAACGCAGGGGTTACAAATATAGTTGTATACACAGCGCTT
+GTTTAACCTGACGAACGCAGCTTAGATTACGCACGGCCTGTGAGAACGTATGAAGGTGAT
+AGACTCTGTGGATTTACAACGGCGACTGCCGACTTGATCTTGCTATTAGCATACTAGACA
+TAACATCATTAAGTCGCTGCGCGAACCAACTCGTATCGTGTACTCAAGATTTGACAAATA
+CTGGATTTGCCTGTCCGAGCACCTTAATTATCCGAACGCGGAGGAGTGAGCTATAGCATG
+TTCTCTACTGAACGATCTCGGCTAGCTCGAATCTGAAGAGTTGCTACCTGGTTGCTGCGC
+ATTCACAAAGATGTGTATGGCAAGCCAGACCAGAGGCTCGGTGAAACGAGGATATGTTCG
+GGCGTAGAGCCAGGCACGGTCATCTACAACCATACGGGATCGACATTTTCGATGTAGTTG
+TTGAAAGAAGCTACCCTACTTTGAAGTTACATCGAGGGCTCGCGGGCTTGGGATCGTCCG
+CAGCCCTATGTTGAGCAAGGACCGCAACCTCGTGTATCTGCATGAATGAAACCTAGTGAT
+TCTTGTTTTAAGTTATCACGGCTCGGATCGTTGCGCAAGGTACGTCGACGTTCAAAGGGA
+GATAGGAGAGATTTTTTGACTAGACGGCGGCCCGTCCCCCCAAGAGCAGTGAAAAGCTCT
+TTAGACCTAAGAGGACCGCGCGCTCCTGAGACTACTATATGAGTCGACGTTAGGCTGAAC
+TCCCGCACGTTCGTCATAGATGGTGGAAATCGGAGCACACGGGTCCACCGTTCCGAGATG
+CTGGAGGTAATAACAGTAAAGGACCCCATTGAGAGGCACCGGACCTCACTGTCGCTTCGT
+ACCCAGCCCGCTCTGTTACTGGATAAGGAGGCGAGTCTTATATTGGCTCGAATACACTGA
+GGCGGTTTGCAACCTAATCGCCCAATGGACCTATGCGGTACGGGTGTGGCGTACCCGTAA
+GGAGCCATCGCAAGACTTCATATTCAACTAATTTCCAATCGCTCCAGGCTCACTCCAGCT
+AATACATTACTTAACTGACCACTATCACTGAACATACATGGGTGGAGCAGGGCCTAGAAA
+AGGAGTCTCCTGTTGATAACCTCTTAAAAAAACACCGCAGTCGTTCCTAGGAGCAGGATT
+GTGATAAATCTGTCGGTAAGTGAGGCGGAGATCTTTCGACGGTCGTTCCGGCGTTTGAGC
+GCGCAAGGGGAGTGAGGGATTTGTCGCCGCAGAGGAATATCGGGCGTCGGTACGCTCCGA
+GTTTCTGTGATACTCTTCACTGGGGTTATGGTTTGGTGGTTTTGCCTATCCTCATTTTAT
+CGCACAAGACAACAGGAAGCTATATCTTTCCCGTGTGGCCGGGATGCAGGGGCGACGACG
+TTTTCATATTAACCCGGGATGCGGCCAAATCTAACCCAGTATAACACCCTTGGGTTGATG
+TAGCACCAAGATAGTCTAAGTCAGCGTAAGTTCACAACCGCCCTAAGTATGTCCAGGGCA
+GCGAATCTTGCTCGTAGAGGGCCCATGCCGATCGCGACAGCCTTGGATTTAGCCCGAGGT
+TCCGGCGTAACGAATGACACATCACTTGGTACGATGCCCCATATGTGCCGGTAACACTCC
+TCCAGAACATAGGAAGTGGAACAGAAGACCGTGTTTTGGCACATATTGGTCCAGTGTGGG
+CAGGGCCAGCGTAGGCGTCTACTGCAACCACTGAAAACACGTGGTATTCACCTAGAGGTG
+AGAACGATACTCGAGGCAGCTGCGCGCTTTAAATCCTCCGCAGACTGCTACAGAATAGTT
+AATTACCGTTCTAGCCCCCAGCAGGTATGTAACCCCGACCACCGATCATCTCTAAGGAAT
+AGTCTCGGATCTAAGCCGGTTACTACTACAAGAATGGCTACCCTTACGGCTAACCAACTA
+TTTGCAGGATAGTCATACTTCAGGCGACATGCGGTCTTAGATTCGGTGCTCCACTGCTCC
+ATAAGAGAGACAGGTAAGGGGTCACTACTGACAGTCATTATGTCAGCATAGCATAACGCT
+GCTCCCCCGTTGGTCATCCACTAGTTAAATCGGAAACGGTACGACTTAGGCTAAACTTCA
+AATTGAAAGATTCAGCGACCCCATGGACTCCGCTTTCTATGCGGGAGGATGCACCTAGAA
+TGTCGTCGGCGAGTCATAAGATGTGAACATGACCGGCCGCGAACAGTTCAAGCTGTAACC
+GGTGTCTTGGTCCTTATTACGCTGCCCTGGATTGACGTTGCTACCTCCCGTGAACTATTA
+CCAAAACCTCAAATTCGAAAGCGGTGCGGGAACGAGAAATAACATTGTATGCTCTCTCGT
+CCCCGACGTAACCGCAAAGGGCCCCGCTAAACCTCCCATTTTGAGCGAAGTTCTCTACGT
+AGAATAAAGTATGTGTCCCGGCTTGCCCACGGAAGATCGGTGCGGTATGAAGTAAACGCG
+TGGTTATTTCGTGCACTATTGCTAGGGACAGCATACCTTCTGCTGCGCTATCCATCCATC
+GCCCGAGCATCCAGAGCGGTACTTAATACCAACTCCGTCTATCTTGCGGGCAGAGTGTAA
+ATTCTTCAACTGCGCTTAACCTACTGTGGGAGTGAACCGCTCGCGACTACTAACAACATG
+TGGAATCTGCGAGGGTCCAGCTCTCCTTGTCAGCCTGGTTATACCACCATATGAGCCACT
+AGGCGAGCACGTCCTAGTTTAAGGTAGCGAATGATAGCCGAGCTGATGGTGCGGGAAGCA
+TCGTCGGTGAGTAAATGGCTTACCCAAGGCCGTTCGGCTCAATATGTCAGGGCCGTTTTG
+ATTTATGTGGTTGTTTCCTAGGACATGCTCACGCTGTCGGTGTGGAACACCGTCGAGAAC
+TCCGCCGGCCCATCTCCAACCTATCTATGTAACTTGTCCAATGCAACTTTTGGTCAGAGG
+CCTCTAGGTGAAGGGCGCGACCGTTATGAATGTTTGACCCATGGTTTGCCACAAATCTCC
+AATCCGATTTCCGGGTATTGCATAGTCACGCCCACTCCTAGAGTCGTCAATGCCGTCCCT
+AAGTGTAATGGCAATCCTGCGTTCGTATGAGACCAACCTGTTAGGGCCCATCCACAGCGA
+CTCCGTATCGAGCACGGAATGATTCTAAGCGGTTAAAGAATAAGCAGAACAGGAGGCAAT
+GCGAGTGCAGATCGATACAGGAGGAAATTCATCCGCCCCATGGTGTCTCTCGCGGTAGAG
+TATTCCATTCACGTTCGGTCTCCGCTGAACAAGGAACTTCCTGGCTCCCGCGCTCATTAA
+CGTGGTACCGGGATGCAGCCGTAATCAACTTAAGCGCCATAGGAAGCTCCACTGCACCTC
+GCTGTGGACACTAACATATCTGGGGAGCTACGGGACCGGAGCAGTCTGGTTATGGAAATT
+CAAGGGTGGCGCTAATGAACTATGAAAATATCACGTTCAGTACAGCCCAATTGGCAGAAA
+TAATAAACGATCTAGAACACAGAAATCAACGTCTGCGGGCTTCTGTGATAGCGATCCAAT
+ATGACAATTACATAGAGAGATGCGTTACGAAGGCACTTCGTGCAGTATATTGGCCACTTG
+GGTGGCGATAGGCTGGCCCACGATGGATCATGGTCCACGTCGCGCTAACAGTAGCATTTA
+GAAGGGTTTACCAAGTAGTTGTGCCTATACGTCGATGTAGCACCATCGACAGAGTGCTCA
+CTGGACGTGTCCATACATTGACATCGCTGAGCCAGAGTATCGTGCCAATGCATCTTTGTG
+AATCCTGATTATGCCATTAGCAAATCAAGAGCGCAGGGAAGCCGATGCTGCGGCTAAGAG
+TTCCGACCTTATGTCTAAATGACACATTTGCCGCGTCCTAAACAGCGATTGTGGCGCGTT
+GCGTCCAGAGTAAAGTTTAAGCCATATAACAATCTCGACAGACACCTAACCTAGTATCTC
+ATTATCACCGTAGCTCGCGAGGGGTCTTAACAAAAACCCCAAGTGACTCCTCCTTATTCC
+AGAAAGAGAGCAATCAGCGTCGTTCAGATTATGGCGCCTACTGATCCTGCGGAAGACACG
+ACGCGCCGAACCATCAAAGCAAGCTTTCCCCGTTTAAGGGAATATCAGCGGGTACCGCCG
+GCTCCTTACCTTGATCGGTTTTAGGTCGGTCCATGTAAAATGTCAAGTTAACACGGAGAC
+GTATAACATTATTCTCGTACTTCGCTACAAACATGAAGTTGTGGGAACCATAACTCTGCG
+GCCTATCATCTATGAGGGACCGTAGTCCGAAATCAACACACTACGAATTGATATGACCCG
+GGAAGAAACGTAGAACGAAACCTGCGTCCCAAGTGTTTAACAATCTGTCCCTTACCGTCT
+TACGGTCCGATAAGATAGCTATGATCGCGAACACGCTTTCAAATACGCGAACGTAACTAG
+AGTGTGGGTCCCCGAATTCCGCACACTTGTGCGAGCACGTGGTTATGACAGAACAGTGCA
+AAGGTAGGGTGTGCTACTTCAGCACTAAGGAGTTCGTTGGTTTAGGGTTAATGTATGCCT
+TTGCATACCATCCGGGATTGCATTAGATTGTTTGAACTTGCAGTACTGAACATGGCGAAT
+GAGCGTATTCGTGCATACCATAGGGCCGCGGCAAGGCGGCATTTACCCCGCCCGTTTAGA
+GATGACAATTAGCTAGAACGTTAGGTTATTGAGTAGCGTAACTCTTTGTTTGTAAACCGC
+GCGTCTCGGTGAATTTTGTATTAGGAAACCCGTTTTAAAGTAACCAGCGGAGTGGTTTCT
+ATAAACTGGATCCTTCATGGCTCCTACCGTTGGTTATGCAGACCGAGCCATTACATAGTA
+GACGGGATTACGCACGAGGATGGTGATGTTGTGAGCTACTAGCTTATCGGCGAAGCGGTA
+TTACGCCTTAAAATTACCGGAAAGCTCTCCGAATCGCAGAGGATACACGTCTTCATGCAG
+GGGCAGGGAAGGAAGAGTAGTTTATCTTTATCGGCATGAGTACTAAGGGCCATGAACTTT
+TCCTGCTTTCAGCTCTTCCTATCGGCACCAGTGAATCATGCCGCCACAGTCGGATGCGGG
+CGGATTCCCGCCTGGGCAAATGGGGAGGCGCCAGACACCTCATGAAAAGTTTACAATCAC
+TAGGCTATATCGTACGGTCGACCGCGCAGTCGTTCCACTTCACCTCGAAACCTGAGCGGG
+TTGCTACAAGTTAGTCTTAGGCAGAGACAACAAGAGAGGATTCGTCTTGAGGCGTGAGTA
+CGCTTTTGGGACTGGTTCAGCTTTTAACAGGTCCGGAGGTGGGTTCGTTACAGAGCGGCG
+CCCCAGAGCCACCAACAGCTGAGCCCTACGCCAAAGTTCGGCTCGGAATCGTATAAGGTA
+GTGTTCTTACTGGAACCCTCTCACCCGTCCCTCGTTTGTCAAGCGAACGTTACTACTCAT
+TGTCGGATATGCTGTCGGCCAACACCCTTCCGAGTAAAAGGATTATCGTCCTTGCGGGCT
+TTGTGACATCGTGACGCAGCGACTGGGTCTATGAACCCGACTCGGTAGAGTCGGAAAGCT
+CTCCTGTCACGTTTCACTGACCACGTTTGAAGCCATAATGTGAAAGTGCCAAAGACTACT
+TCGTCTCACCGCACTCGTTTCTGTATGTCGATAATAGACGACTGCGAACACAACAGTGAG
+CGTTCACACTTTGGAAGTCGAATCTAGGTACATCCTGCACTCGATAATCACTGGGCTGTT
+TACCATTCTAACTGCTGGTTCTAGAGTCTCGGCCCTATTGCCCCGAGGACAGCAATGACT
+ATACGCCGTCGAAATGTCCAACATTAAATTTGACACCTGGTCATTTTTTGAATGCTTGAC
+GAACACTCCCATAACAATGTAGCGGCTATTGTCTCATACTCACCTTGAACGGAGGGGTGG
+TCGACTTCTCCCGTGCGGGGCGATGGGCCCCCCAAACTCGAAAACTTAGGCCACAGTAAT
+TAGAAAGGCAAGCTCGTAACTAATGTCCAGTCAACATCGCCACCGTACCTTCCTTCTTTC
+CCTAAGTGCTGCATCCGATTTAATCCACTCTAGAGCAACAAGGGACCCTCTCTGGCCTAG
+ATCGTAGAAACGGAATCGCTGTTGTTATTACATTATCGAGCACACACTTCCATCTACAAT
+TCTTTGACCGTCTCCGTAGGGAAAGACTACACGGCGCGGGCTATAGTGATGTGGTGCTCG
+GTGTATCAAATAAACTAGAAGCATCGCACACTAGCACATCTTGCAAACAACGCGCCCCAT
+CTCCGAAATTTTGATCCTACAATTTGCCTGGTCGTGCCTTGGGAGTCTTCCCTTAAATCG
+ATTCAGCAACCTGCTGTTAGTTCATGTCCTACACGAGACGGCCCGCGTCACTGAATCCGC
+AGGATGTGGCCGCTCGGAGGGCAGTGACCAACCTCCCCGAAGCGCTGTGATCAGGAAAAT
+TCTGCGGAGTCTCGATCCTCTGACATCCCAGCTAAATGTGCATGGTAGCTAAGGCCGTGT
+TTATCATTCTTGAAACCATATGTGGACTCCCCCCATAACGGAATGTTCTGTTCAGGGATA
+AAAGCTTCCGGCACTCTTAGTGAAAGCTGTCCACGACTACCCAGAGGATCAAGAATTTTG
+ATACGGACATCAAAAGTCAAGAGTCCAGCTATATGAGAAGCTAGTTACTTTAAGAAATTA
+GCCACGAACTTCTATCGTTCCCGCCCGAGGGGCGGGGCTTGCAGCGGCCACCACGTGAGG
+TTTTGGTTCTCCCACGATTTAGTTATCTTGTTTGTCGAATTCGGCGGCGTGACTTACATG
+GTTTCGTCAGTTGGCTCGACGGGTAAACTGATGTGCTGGACCTATCTGCACGCATGAAGG
+GGCAGTAGACAAGCTAACCGATAGCGGATAATCGAAGTAACCATGCGTGTGGGATGTTAG
+AATAGCTGGCCTCATCGGCAGAAGCTAGAAGCTAAGGCTTAGTGGGATCGTTTGCCGCGG
+GTTAGAACGTACATGTATCCTATAGCAACCTAAGAGCTCTGCCCCTTCATATCAGCTACA
+AGCAAGGAAACCCGCAATGCAGTGTATCTGCTTAATTGCACCGCGCGCTTGTGCATTTGT
+AGACGATCTTCCACCTAATCAACCACACGTTCTGATCTAATTTAGTAACGTCGGGGATGC
+TGCTGCAATCCTGGCAATAGGTGGCCGTTGCTTGGAGTTCCCGAACTGGCTGCATCTGCA
+GCTCATTGGACCCCGCCAGAGGGTTGTATGCCTGGCCTTAGATGATACTTTATTCGCCCG
+TAATGACGTTAGACGAAAGAACAGTTCTGACACATTATCGCTTTCGCCCTGCTAACGTGG
+TCTGACCATCTTTTGTGTTCATCGAATGTCTGGTCGAAGTCAACAAAATCTTAATCTGAG
+GGGGGAGTAGTTATACCTCATTCCTTTCGCTCTCGTGGTATTCGAGTTAATAAGTGCACT
+GTTGAAAGGTCTAGATGGACGGCTGAGCAGTGCGTATAAAAATACGCGGGTGCGAATTGG
+GGCGAACATACTACTGCGCAAATCTCGCAAGTATAGTCAAAGGGTTGTTGTCTTTACCAC
+CTGGGTGGTAGCGAGCCCTTAATTCACATTATCGTGTCCTCCCGAGCCAGCCTAGACGAC
+AGGCATAAAAGCGTTGACCAGACATAGCAGCCTGTAACGGAGGGGATAATTCCCGCGTAG
+CAGGAACAATCAAACTCTTTAGGGCAATCCCCGCGCCGCGAGTACTCGCCCTATCTGCAT
+GTGGCCAGCCCGAGCCATTGGAAAAATCAGGGCGGTTTCGACTCGTTGTTTAGCTGAGGG
+CCTACGAAGGTGATAGGGGGCATACCAGCAGTATGAATGGGAAGGCCTTCCGTATTTCAG
+ACTCTACTTTTTGAGAAATAACCATACAGTAGAAGTAATGATAGTAACGTAAGAGATATC
+TTTAATCCTAAAGACGGTTTAAGAACTCTGCGTTTGCGCAATCCCGCGCTCAAATAAGGT
+TTGTTCATGCCTCGAGAAGATCCCGATTACCTTATCACCCACATAGGCAAGCACCACGCC
+GACGCATTGAGCCTTACCTTTGTGGGCTTTTCACAGATGATTTATCTACTAGGTGCGAAT
+GCAACAAACCACGAATCTGAGCGTGACATTTCCAACTTCTGTGAAGACATTGTAACAGTG
+AGGCGGGCTCACTTCAAGAATCAGAGTACGAAGAGACAATCCGCCTCGAATGTTACCGAT
+TAGGATGTCTCAGATCGAGCACTTAGTCAGCGGGCAAGCTTTAGCAGGTCAAATGACGTA
+CTCGTGGATGCGAAGTTAAGTCACAGCAGGCTTATAGCATCCCCCAATAACTGACATTGG
+CTAGAGCGCCAGATAACCGGTTCACTGCGCAGTTAGTACTCGAGGAAAACATCCATTGTG
+CAGCGACGGTTGAACGGCGTTTGCTGGTGCCCACCACGCTCAGCCGCGCTTCTGTGAACG
+TGGCATGCATGTTGTCCTACACCCTTTCTCAAAAGAATTTAGTGGCCGTGGTCACCTACA
+GGAAACGCTATGATTGGTGGCACGTGCCGATGCGCAACGCCGGAACCACCTTGACGTGTG
+GTGGGGCTAAAGAATTTGCATCCACGCACAAGCTGTGTCAGGGACCTGGCTCCAATAAAA
+CCATGTGATAATGTCTAATTTTGCGGTTTGACGCACAAGTAGCTGCCTAGAACCTGCCGT
+AGATGGTATCCTGTTCACAACGCTCTCCTCCGTCTATGTAGCGGTCTTCGCATAACACAC
+ATGAATATCTCTAGTAGGTGAGTAATTTAGCATCACGAATCTCCGTCTCCTACTGATTCT
+GCTATTGCCCGGTCGAACTGGTCGTGTCGAAGTGTAGTCGACAAGCGTAACGGTGTCAAA
+ACATTGACCCAGAATGACTTTTAACATCGTGATGTTAGGTACGCTCTCTGCGGCGAAAAT
+GGGATAAATCAAGCTCCCTTAATGCGGTCTGCTACATTGCTTCCAAAGGTATCAGGGTCA
+GCAATCAGCTGTAAGAACAACGGCCGCCCATGAAATAGTTGGGGCGTCGGGCCGACAATT
+TAGTACATCACTATCCAAAGACTGGGCTCTTCCCGCGGTAGGTGGGACTCTCCCTGCCCC
+GGCGTGCACATGGTTACGACGACGGGACGAATCAATCAATTTTCTATCCAAAGGACCAAC
+CTTGCTTGTAAAGCAGCGCAAACAACTACAGTATACTCCTAACTGTAAAGAGCAAGGGGT
+ACATTAAAAAGGGTTCGTGGCCTTTTGGACCGCGGTCTAGAGGCAGCGCTACATGGGCTT
+CGGCACAGCGGCCATACACAGCCGGGCCACCAATCGATCCGTTATTGATGCGTAGGACTT
+CCTGATAATGTGTTACCCGAGCCCGTTGTACTCCGGGCATAAGGCTGATCTCTTAACAGC
+TTGCCGAGTGTAGGGCTTGTAGTCAACAAAATGCGAGATGCCCGCTGGACGATACGGAAC
+AGTGACGACACCAGCTAAAAAGTTACACCAGAACACTTGTGGGATATGCTGGTGTGTTTC
+TAAATAGTATTGGATTCGGTAAGCTTTTATAACTGCAAAATGCAGAACAAATTCGTAACT
+ATATCCACTCCAGAAACCTGATCGGAATACTCAACTATTGATTCGGGTATAAGATCCGCC
+GGCGAAATCGTCTTCAGGCCCATTACTCAGGATCCCACCAGTCTTTATTGACCTTGCTCA
+TCCAGGGGCCCCTTGCGATCTCGGCAAAGTTACAATGGTGGATACTCATGATGCCTGGTA
+TCCTGCTCATTGTCTAATCCTGAACGAATGGAACGTAATCATTAAGCGTAATGTCTTAAA
+TTCTTTGCTCGCGAATCCGGGTACGTTGTGGGGTCGGAGGATCTTTGGGTCGAACGTGAC
+TCTCCTACCATCGGAAGGCGACAAAGCTTCTCGAGATCGAGAACTGTTTATGAAGAGAAC
+ATCAAAAAACATTGCTGTGGGGGCTGCGCGTTCCTTCAGTATTCCATTATTCATAACGAT
+GCATGGTGTGATACATCTGCCGTTGGACAAACGTTCAACCTCTACATTAGCCTTATTTTA
+CCCAATCAGGCAAGAGTCTGACATCAAATGAGACGCGTCAGCTTAATGAGCGGTAGACCA
+ATACTCCGGCCTACGTGGCTTACTACAGGGGAAAGTGAGGGAAGTTCTGGTTCACTCCGA
+ATCAACGTCATACACTGCTGGTCAGAGAATATGCCTAGGTACTTGGTGACTAACAGGTTT
+CCCTCACCGAAGGTGCTGCGCTTCCTCATGGGGGTGCTATTTTGTGTGCGTCATGCCAAC
+ATCATACAGCGGGTGGAGAGATGAATTAAGATACGGCGTTGGGTAGGAGTATCACTAGAT
+AATACACATTCCCATTGGTTGTGGTGAGGAGAACTGCGTGAAAAAACCTCGACGGCGCAG
+GTGGGTGGGTTCGACCCATTACAGCGCGGCAATACGTGGTCATGCCTCGGACCTACTCCC
+GTTACTTAGGATTAGAGCCGATTTCTCATTAACCGTTGAGAACTTGCAGTCCAACGTAGG
+AAGGTCTGAGATATTAGATTTCTGAAGGCTCTCACAATGGATTATTTGCTTGCGAGATCT
+ATAATGGAAGTCGAGCCTCTTTTTCCTCCGGAATACACCGCGAACAGAAATCAGGGGTCT
+CTAAGTAGTTGCTCGTGCAGGTGGGTCTGAGCGTTCGTTCCTAGGCTACTAGGCAAAATA
+CCTTGTTTTGGGAACTGAAATGCCTGTTAAATTAAAGGGACACTCTTTAGATAAGTCTTT
+TAGAAATAGGCCCATAACTGAAAACCGTAGATCGTCGCGGTGAAAGTATAACCGACGAGT
+GAGGAAGGAAACGGTGCGCAAGCGGCAACCCAGTCATTTGGGAGTCCCGCTGTCAGTCGT
+GTCGTTTCGCAATTTTGTTACCTCGCTGCTTTAACGCCGCGTAGGGGATCCTACTTGTGC
+GCCGTATGACGGTCGCCGTCTGACAATTTCTATAGGGGGAGAATAGAAGACGCCCTGCTG
+CTATTTGGAGTGTCTGACCGTATGTCATCGCTTCCAAAGTCTCGCACATACAGATCCTTA
+GGATCACAAGGGCGTTGACGCCCGGCGTGAGTTCCACGCGGGACATTTGACAGATCAACG
+AGCTGCCCCAAATGAGTTAATGCGCCCGAGTTTCAGATGCTTAATCAGGGGCGCGGGAGC
+TCCTCGCAATGCTGAAGACCCACATACGTCTTGGGGAGTCAAGGACGATGCTGGGACGGC
+CCCTGCTAAAGTTGTCCAATCCCACACGCTTCCCACGGTTGTTCTCCTTGGCCTCCAATT
+CACTCCAGATACGAGGGGCACTTCTTCCTGCGGGCACCATCCCAACCTTACGCGTCGAGC
+GCGCTTCTGCATGTGTTATTGAGAAGTATTCACATTTCATGCGTTCACGCTCAGCCCTAT
+TGCGTTGCCGTCATGCCCGCATGGCGGAACACGGGCCGTTACTTGATTATAACGCCTGCA
+CGAAGTTATCATGGCTAGCATTGAGGGTGTTCGTTGAGTAGCCGCCTCTGGCTGTGTTCT
+TGAAGGCATTTTTCTAAACTGTAATATCTCCTATATTGCTGTCGGAGCCCACTGAGGACA
+CACGTCCGCTCAGCATCTATTAGTGTATTGATTGGGGTATAGCTCCTCTCTGCTCAGAGC
+CACAGCTTACGGATTTTCGGGGTTTGTTTCATCGGTGAATGCCGAATCAATGGTTCTGAA
+CTATGCGTACCGAGATACATTCCTAAAATACAGGCAAGTGCTGCGCGGACTTACGTCTCC
+TGAAGGGTAAAACTCCTCTTCAAAATAATATATGAATCTTCCTACATTCATGTTTCCAGA
+CACTAACCTTTCGTTATTATTAAGTCGTTATTAAGGGCAACCTGGTTGATCATCTTCCCC
+TAATTGTCCAGTTTACGTTTTATATTATCAGGGGCTGATTGGCACGGAAATCTAACAAGT
+GAAAACCGCATCCGTGGCTAATCTCAAAGCCCAGAGCACGTCTTACGGCTGGCCTCAACA
+TATTTTAACGTTGCCAAGAGTTATCCAGTATCAAGTTTCTCGAATCATCATCATGTGCTA
+ACGATGGCGCGGGACAAGAACACGCGCCTCTCGGACTAGGCCTCACCAAGTCTTGACGTT
+GATACGGCGGCCCGCAAGACTAAGCGGAAACCGCGGAGAGACCCCTAAATCAGCTGACCA
+CACTCTGGACTGTAAATGAGGGCGGCGCCTGGACGAAGGTGTCCCCATCATCCCTAATCC
+GCAAAGACAGGCAGATCCCTTCATGATCCCGAATATACATAGGAATATATGTCCGTACTG
+CGCGCTGGTGCCGCTTTCTCACAGACGTCGCAAGTTCAATGGTCTTCCACATTGCTTGAC
+GTAGCAACGAGTAATTACGTCGTTGTCCATGCTCAGAGCAATGGGCTCTCTGAAGTCGCC
+TGCAGGTGCCACTGTACTGCGGTGCAGTCGTAAAGCTTAAGTGTTGTCGTACCGTAAGTA
+TCCTCACCTGCTGTTATAGGTCGGTCGGATTGGGATCGAGTCCATGATAACTGAATACCG
+AACGGCCTTAAGGAGCAAAGAGCAATAATTCTCTCGTCAATCGGTGGGGCCTCGTAGCGG
+GACAGCTTTCGACTACCTCAGGTTTCATCCTGGAGCTTCCATCAAACGCAGCAGTACACA
+CCAAGGCGAGCTTAGGTAAACGGATTTAGCCATCCGCTGGCGTCGCGCTGTAATTTTGAC
+CACACAAAGTAGACATGGAGCTTTCTCAGCATCGCAAGTCCCACATGTCTCAACGTTGCC
+TCCATGTCGTAAGTTAAGTGGACTAATAGTGAGTGCTGCTTTTATTTTGATGCGGGTATT
+GGTACTAAGTCCGGTTGGCGCGACAATTAGAGTGATTGGACTGTCCGGCTCCAGGATTCA
+GCACACTACATTCAGTCCCAACCATCCATCTAGAACTGGGTACTGTCAGGCTCGCAGGTC
+CGAGCGCTCTAGTGGTTGCAGATGCGCGGCCGAGGTTGAGTTAGAAGGCCATAATATTCT
+CGTTCGAGTAGTATCGAGTGTGACTTAGGATAAGTGGTTTAAAGCTATAGCTCTGAGTAG
+ACGATCTATAAACTGGGATGTCGCGGTGGCATGCTCAGCAATCCCTGTGCCGACGCAGTG
+AATTGTTTAATTGAGCCAATCATGTAAACCCAACTAGTTCTGACACACGACAGTAATGAC
+GACATTAAATTGCGAGATCTGAGCGCTTGCCCAGGTGTCACAGTTCTTCTTTACTGAGAA
+AACTTATAACTACCCAACATATATCGCTCTGCGGACGCGCACGACGGTAGCAAACAACGA
+TTGCTACCACCCGACATTAGGAAGACTGGTATAGCTAATCAACCTGTACAAATCTACGGG
+TTAGCTCTGCAGAGAGGTGAGAACCGAATGATATGAAACACGACATAGTCTGGTGGGGTG
+AATGCTCAATCGATAACCGTATCGTATCTCTGGGATCGCATCCGCACGCAAGTTGCTTCG
+TCATTGGCAGGAAGTGTTTACAGGACGTGTCACGTTCGCACGCTCCCTACAACCTCTGTG
+ACAGATCTGCGAGCCCTCGTAACTAAGCGGTGGATCCTTTTATGATGCCGATCGTTCGAG
+GTGGGTAGAGTCCTCAGCATTGCCGTTGACATGATGCCTTTCCGTGGGACTATACGCCGG
+CCACGAATGGTAGTGGCCGGAGTCTCTTAACGTTTGAGCAAGGTGGATCTCTCCTCTGTC
+CGTTGCAGGCGCGAGAAGCGTCAGATTTCTGTCTAGTGTGGTTCCGCAGTTGTCTCGGCA
+ACGTTTTAGGCATCATCATGAGAAGTCCACGTTTAGACATCGCCCTTTCTTTTAAAACAA
+TTTCTGATCCCTGTGGCAACAAATGCTGATATAGTCCTGGCATAATCGACGACATTTAAG
+CACAAAACAAGCCTTCGCGGCAGGGGAGAACGTTAGCGGAGAGTGGAAGGTTGTGGCAGC
+ATCCCGATACAAATATCACAAAGCCTTATTACACAAATGCATGGCTACGGTATACCACCC
+CCGGTGGATCGGCCAGTTGGGTGTAATTGGCAACTGTGGAACGATTGCACACATTCGGTA
+ATACGTGTCGCTACGGGGGTTTCGGGGAACTGGGAGCCCATCCAGGTTTTAGCCCATGGG
+CTGTTATTGTCAGTCACCACATGAAGTGTTCAGGGAGTTTGTGACCCTTAGCTGACACCA
+CTACAATTGGAATATGCTGGCACGCCTCTTTGCACACGTTCAACCTTCCCTCAAGAATTC
+TTCTTATTGTCTCCACGCGCACACCAGAAGTAGAGCAACTTTCTAATCGTGTCTCTATGC
+CCCCCTACTAGTGTGCTCCCCCCTATTCGGTAAGTCGCCCATAAGAGTTGTGCCGTATCC
+CAGAAACAGACTCTTAAACGAGCAGTCGCATGCGCAGATCTAAGATCCGCGCCTTGGAGG
+GATCCGGGTGCGTGGGCGTAATAAAAAATTTAGCCACGAGCAGTCCCGACCCTCTGATAT
+TGTACTTCTATGCGCCCGAAAGGACAAGCTGTTTGTGGCTAAATGCAGTTTAGCTTTGCG
+GCATCTCATGTCTCCATGCGGCACCATCCCGTCGGGATCTCGATGTACGTTGGGCGGAGA
+GCACTTTTTACCCAGCAGCCTATGGGCGGGATGACTTGTGTTAGGCATGGGCACAATCAC
+ACCTGGCGATATACCGCTCGATCGAGCAAACCCCCGTGATGCCTCTTTAGGCCACACAAA
+CATCTCTCTGCATTCAATTCAATCCAGCCATACGTAACGGGTCAAGAATATTTTACTCCA
+CTTTACTACACAGTACTACGGTTTGCCACTCAGGACATGACGTCAACCTGAATAGGGACA
+CTCCTACCTATAAATATGCGCGAATTCCCACACGTCTTAAATCGCATGCCATAAGTGACT
+TGCGCGTGAATTAGTTCGCAAGCCTATAATCCGTGACATATCTAAGCCGCGATTATCACT
+TGGCCTATGGTTCGGACTGGACTCCTTCTATCGCAGCAGCGACTGCGGTATGCTAGGCAG
+CCCATCAAGTTAATTTGGACCGACCCCCAATCACACGACTACCGGCAGCTTGTCTTAGTT
+AGCCTGAATGGAAACAACAGGCAGAGAAGAAAGTCGAACGCCGAGTGATGGACTTTCCAC
+TAGAAGAGCCGGTCGGCATAATGATATTGGTGACATCGCCCAATAATTGTGGAAATTGAC
+TACTGTGATTACTTGTTATTCGCCAACTTGCTGTAACAGATCCGTTCGACATCCGACGCG
+CACAAGCTTAAACTAGACTTCCCGGCTGAGGGACATTTTTCGGGCATCGGATGGATTTTA
+TGTTACTGAAAAGTTACGTGCCACCGCTGCGGGTCCGACAGGCTTACAAATGTCTACTGT
+GTTACTAAGTTGCAGCAGTCGGAAAACTACGAGTTACTTTATGGTGTCAACATGCCGCGA
+CATCCCCCTAGTAGCGACAGTATGAGAGAGCGGTGCCCGATGCAGAAGGGGCGGACACTT
+TGCCTGATGCCACACACAGAATCGACCGTGTAGAGTAGACATAAGTCTAAACACGACGCA
+CCAGAGAGCCTTATCGAGAGCACCGAAGATTTTTCCAGTGTCTCTTGTTGAACCCTCTAT
+GACAGTTGTTAACAGCCCGAATGATTAGGATTGGAACATGCTCATTATGTTAGCGGTATG
+TCCCTTACCGCGCCCAGTTAGTGTTAGTACACCCATTTCGAAATATAGCGCTCGAAAGCC
+GAAGAATGAAGGGTGGCGCCTCGTCCAGCTATTAGGATGCCACAACCGATTTTCGCTAAA
+GGGCCGTGTTGCGTGGGGAAAGGTTCGGTCTATCATAAGAACCCTGCTGATAAGGTTTGC
+ATACTTAAGTGAGATATCGAACTGCTAGTGCGATGTGTCAGCCCGGTTTTGGATTGCAAC
+AGGATCGCCAAGGAGAAAAGCTAAGGCACTTCGGGTCACTACCCGTAAGCACACTGCACA
+GGGTCCAATTTATAGCTAGAAATGGAGTACAGATATTAGGGGGCTAAAGGTCATGCTTAC
+TGCACTTGACGCGTTGGAAAGCCTGCTCCAGCCTCAACATGTAGAACCCACGTACAGCAA
+TGGCCGCGTGGTTTGTCAATACAGATGACGTTGCCTAGCCAGGACGCTAATCTAACACAA
+GCAAGGAACCCTACATAGCCAGCGTGGCCGCCAAAACATAAACGAAAGTTGATCGATGAC
+CTATAGAACAAACATACTTTTAATTTGCGCGGCGCTATATCGATTAACTAAAGATTTTGC
+TTGACTTGGCTCAATATACGTTGGACGACCTGTCTTGATACCCCACTGCGCCCCGTCTTA
+TATCCACAACAATTAGGAGACAGTTAATTGAGACGACTGGTGTCATCATCAATATGTAGC
+AACTTTCAGGGTGGAGAGTTACTACTCTACAAGTTGCCTCGCATCACTACTCACCAATGG
+GGCTATAGGTTGGGGAGGCGGTGTTGCGCGTTCCGAGAATGTCTTGATCTAAAGTCCAAG
+GCAGTTGCTAATGGGGCTTTTTAGGATCCGGAGATTTCAGGTAATCTTGCCTGAGACTCG
+AAGTCCACCTCATTGCGATCTTATCGGAAGGGATGCCACACAACTGGGTCGCGAGCGGCG
+AGACCCTCCCACATGATCGAGATTAACGGATTCAGAGGGAGCGTCCCTGTAAATCAGCGC
+TTGATGTCGATACTGACGCCTCAATATCTGCCCTTCAGCAAATCGGGTGTTGTAAGCCGA
+TTTTACTGAGAGATATCCCACCACCATAGCCCACTATCATCTATGGGATCTATAATTCCA
+CAACCGGTCTCTGAAAACTTAATAGTCATAAGGCGTGGGATTGTAGATGCTCGCACTATT
+AATCAAATGTCCTTGGGACAATACCTGTCTGAGTCCTCAATAGCAGATCGCGTCGTGTTG
+CTTACGGGGCCGACACAATGAAACAGGGTGCCTCAGAACTTTACCCTAATCCTTTCGCAG
+TATCTCGGGAAACGCCCGGGAAAGCGAAAGATGAGTGCGCCCTACTCAAGAGTTATGCTC
+AGAAACGTCGAGTTCACTGGCAGTGAAACTCGAAGGTTACGTGGGATCCTACGCCAAGTC
+TTTACCTGTAGGCCGAGCATCTGACGAGGGGGGGCGACCTTAGCAGCCGCTGGGGAACTC
+ATCGTAACAAACGTCGAACCGCCGGCTTGTTGGTGTGCTCTTTAGGATAATGAGAAGTCC
+GTGCTGCTGCATAGCATACGTTTCCCAGCTATATACCGCTACTAAGATTCAAAAATCGAA
+CGCTGAATATACGAGGCCCGGCGTCCAAATGTCGCTGGGGTTGCCCACTGTTTATACCAG
+CCAATGATACTTCAAGCTTCCGTGAAATAAAGAATAGTCTACGATTGCGAGACACACGTC
+GTGTGTGACGTTAAATATCCCTTGTTTATGTATCAAAACGTAATATACGCACGTGAGCTG
+AGATTCTTTCACTACAAGCTTGGACTCAAAAGACTTTCACGCCAGGTCGCCAGAAAAGAT
+AAGGTGGATTGCTCTGGCAACGCTCATCCGAGGACACTTGGTGACAAGGGCTCACAGTGT
+GAAAAAATGTTACGAAGCTCACATTGCTGGGCTAACCTCAAATACCGGTCGGATTGGGGG
+ATTCCACACGTTGCGAGGTGTTTCAGAGAAGATATTTCGGGGGGTGACGTGGATAGCCAC
+GTCTCTAGCTCCAAAGAAGGCTTACGTTGGATCTCTAGTCACCAATCTATCAGTTCGATC
+CAATGTCTCTCATCGTCCTGCCGGTTGGTGTAAGATCAGTACGCTAGCAATTCGGGCAAT
+ATCTACGAGTGCTCCCATGCAAGCACCGGCCACGTAGGGGTAAGATCTTTTAAAGAAAAG
+TGCGCTGACCCAACAGCTAGGAGCGTTGCTCCCGTGATCAGCCTCACTGAGGTATGTAGA
+GCTCTCACTTTTCCTGTGGTTGGTGTCTTGGCAACCCGTCATAAGCTGAACAGGTTAGCG
+TGACGACGTATCAACATCTATCGCGCAGATGAGCGAACGAAAGCACCATTTGTTATCCCG
+TAGAGTCATTGAATATGGTGCTGATACATTAATATAAGTTATTCTTGCGCATGAAGGCGT
+GTTTTTATTTCCAAGGAGCCTGCGAGCCTCCAGGGCGTCTTGTCGAACCGAGGGTTTAAG
+GAGCCATGCGGCTCGTCTCGCTTACCTTCGTAATTTGCTCACGTACAACAACCCCCACGC
+TGGGTAACGCGACTAGTGCCAGTATTGAATCTGAGTGATTTCTGCCAGCGCTATTTACAT
+TAGGCAGCGCAGTCCGATACACTCAGAGTTACTGGGGTACTAGAAGAGGCAACACAAAAC
+CCTTGTCAAAATGCCAGCTGGCAGAGGCTAGGTACTGGATCAGGAATCTCCGGACGCATT
+ATGGGTCTAGCGCTTTGCAGCAGCCGGTGACACAACTGCTTGGATCTCCCATTGGCGGAC
+TGAACGCTAAATGGACCGACGGTTGGGCCATCCCCCCTGCTGGAAGGCCCTCATTGCCAA
+GGGCACACTGTCAGATCACTGGCTAACAGTTCCCCTCAGAGCATTCCCGAAATGACGAGA
+TTGTCTTCGCTTGCTATGTCTTTCTTTATAGCCAGGTGTAAGCACGTCTCATGGATCTCA
+CTGCTTTGTGCCCTCTCCGTTCATTCTAAGTTAGCTACAAAGCGCCACGTTAGAGACTAC
+CCTCATTGAGGACTGCTACGAAGGCCCAAGTCATTACGGGACAAACTAATTAATAATGGT
+GATTAATGACTTTAACTAGTGGAACTCATTCGCGACATACTGTAGTGAATCGTGTCATGA
+AACTAGTCAAGCCTTGGCAACATGACCGGTGTATAGCACCCCCGTTCTACGGGGTTCCAG
+AAAAACTGGGTCCTTGCTCCACCACGTGATTAGTACCGTGTCGTGGATTCACGTCTAGAC
+GACTTTATCTCGCAGTTGAACAGGAGCACATGCTGGAAGAAACCCATTCATGAGTTCACA
+ACGAATCGTGTCCGGTCAATTGACGTTAGCCAAAGGCTCTGGTCATAACGCTCAGATGTG
+ATGTTTTGAACATCGTATACGATAGACGTTATAACCTAGTACTCCACCTGAGCCCGTACG
+TCTTGATCATGATCCCTATACATTAAGGGGTTAGACACCGCTCGCAGTTAACGACGCCCA
+CGAAGGTGCACAACAGCCCGCATGCGTATGAATAAGGCGTCAGGAATTACACGGCCGCCG
+TGAGCCTGCTATTGGCAGGGTTAAAGGCAGCTCAGAGGCGGCTAGAGACTTTGCTATCGT
+AGTCAACGTCCGGAATCTGCTACTGCACGTCAGATTAAGGGGTAACTCAACACAATAGCC
+TGAAGAATGCTCTCAGTTGTCTTGACTGTCACGCTGATAGCAGATTAGCGCACCCAACCA
+CCTTGCTCATAAGGGCTGGAGACGGTGCTCTGTAGCGCTTTTTAGGCGTGGTAGTATTTG
+GTCACCCTCTTTAGGCGACGCCATTCATTTCCTCGGCCGCGGATCTAGCGCTAGTCCGGT
+GTATCCCCCGGCGTCAGGGTCACCGTACGTCCTAATAATTCATCCTCGCCCAGTATGAGA
+GGGACTGAATAGGGCTGTCGATTGCTCGGTCTTGTGGAACTTGATTGGGTTGGACCCCTG
+CCCGGCTCCTGCGTTGTGATACGCTAGTGGAAATGTAGAGACTTCACGCAACGGAGTTAA
+GTGGGGGATGCGAGCCTGAGGCTTTTTTATCTGCTCATGTTAGGCATCGGGGCTGAGTTG
+GACTTTTACCCTCCTTTCGTCGTAGCCAACCCCGAGCACCCACGCGTCTACGGAGTGTAA
+CACATTACCACCCGGGTTATGGTGGGCTAAGCGACCAGGAATTAAGTCGTAGGGAAGCCC
+TATGTATTCGACTCCAGCGAATATGGAAAAGTGAATCCTCTGTCTTCCCAATTTTATACC
+AGCTCGCAAATACCTGAAATGGGTCGTAATATGTAACCCCTACCTCTATCTAAGGATGAT
+CACGACCGGGTGCGAGATGAAACTCCGGGACGGTGTGAGAGATTCGTAATGGCTATTAGA
+CCGGTCATTCCGACTGGCTCATATGATTCGCTGCTGGGATCTGCCGTTTCGCAAGCCCGT
+AGCTGGGCATGAATTAAACCATTATCACTCCCGCGTGTTTTCAAAATACATAGTGGTAGC
+ATATAAACCAGGGTTGCACGCTCTCAGATTGCAAGCGGGTTCGCCTTAGGGTGTGTTGAT
+CCTACGTGATCCTTCAACCCTCCCGTGTAGGTGAAGCGCACTTGAGTGGAGCCTCCATCT
+CTCGGCCACTCAGTCGTGGCCTTCGCATAGCTTGGTTGCTGCGGTCACAAGTGCCACTGG
+TGACGCTCAGCCTCGAGGGATGATCAGTGAAGCGCTGCCGGTGTAAGCGTAGATTTATAT
+ATAGTAGTGGCTGACTCGAGTAATTGGCCTCGGAATGTCCGTGTTACCATGCCTAAATTG
+TATCTTAGACCCGTACACTCCACCATCGATGCCCGTAGGCGAATATCCCTGTGTCGCCGT
+GGTCGCGTCCTCGCATCTGTGCGCGTTCTCTCAGATAGTCCCCCCGTAACAAGCGATGAG
+CCCTAAGGCAGGGCTTGGGTCGGCATGGTGAGCATCGGCAGAGGCCCCACGCACGTTTTA
+ACCGCCGTCCCATCGAGGAGTGTCTCTAGATTACAATAGGGGCGTTGTAATTATCCATAA
+GTCTCAGCGCTGCGGGAGGTGCGGTTCCATTATCCACCGGCTAGTGCAGGGGTGAAAGGG
+CGCTGGTGAGCCCGCGGAGCAAAGGTCTAGGCACACACACCTATACGAAAAATATAGCTC
+TCGTGTTTCCTAGCATCTGGTTTGACTGTTGAGTGCCATTAAAGCCAATCCCAGGCATCG
+CGCAACTAGTAACGTATTACCCCCACAAGCGATCCGAAGTGCAAAATTCAGCTTTAAACA
+TGGGAGCGGTGGGACAGACAACGTATTGGAGGTTGCTACAACTCGCCACTTTCACTAAAG
+GCAATACTTTAGGGAAAATGCTCCCCATCTCCACTCCGTAGGGACCTCTGGTGGTACCGA
+GTTGATGCATCTATCGCCTTAAGTCGCTCCTTCATGCCCCTCTACTCAGCAGGCTGCCCC
+GGTAGATCACTCGCGTTGTACACAAGGGCACGCGGCTATGGAAGACTATTTTGAAGTCAG
+ATCGCGTAGATTCATATTAGAGGTTATTACTGTTCGTCACTGGTGGTACGGTGTTAATCG
+AAATTAGGAAGCAGATGACTAAGGGACCCATTGATAGCTATATGACACTCATAACTGTCA
+TATACTAGAAATTTTCGATGGCAGGATGTGTAGTGAGGTCCCCCGCCAGAGTCTAAAGCG
+CTGTAGACGGTTAATGCACGGATCTTAAAGTAACGACAAAGGGCCATAGGACACACCGGA
+AAAGGTAAACAGTAGTCAAGTACCCGACCCGCACGGGCATAACGGGTCTACATATAAGAA
+GAGGTTTGTACTACGAGAGGGGCGTGAGTCCGGCCCAATATCGCTCCTAGCCCTCCTTAG
+CCTAAGTGTGTTACAAGCGTCACCATTAAAGACGTCACCGAGTGGAACTCGTCACTACTA
+TAGCAAAAACAAACACTTTTAATAGTCTGCTCGGCCGGTAACAGCATAGATGGTTAGGGG
+CACGGTGTTTTTACGGTTGATGTATCAGCTACAAATCGTGTTCCCCTCCGTAGTCGAGAC
+TATGTACATTGGTATGGGGTTGCTCATGGTTATCGTAACGCTACTATCTGTGTATCAGTT
+GTCACAACCTGTACGCTGAATTCAGGCTTCCGTACCGCCAGATGCTTCGAACGATTGTCC
+AACCCACAAGCCTGATGGTTTGCAGGTGCAGAATTCGAGGACCTTCGGAGTTGCAGTACA
+GGATTGAAGATTAGTATATCTATTTCGGTGTTGCGATTAGGGAGATCCCATCATTCCTGT
+CAATACGCTCCGACCGGGTTTGCCACAACTCCCTTCATCAGCCCACCCGTGCTGGGGGTA
+GGCCGTGAATGTGTGCACCCTTGTGCAACTTAGGCGTACTACGCCCCAACTGTTATGCCC
+AAACTCGCTATTCCACCCCTAGCGCGCCGTCACCTAGATTACCAATCCTCCCCTCGTGAG
+AATGCCGTTTTCCGCGACTGTACATAAGTAGCAGATATCCAACTCCATGTGTTGTTCGTA
+CCGTTTACATACTTTTGAGTAACAGAGTACCGCTAGTTGATGCGAGGTCTGCAATTCGGT
+CTTGATCCTTGCACCGTTGGCAAGAGACGTGCACATAGCCCTCATTAAAGAAAATGAACG
+TGCGTATGCCACAAAGCATGCATAGACGAGCTACCGATATGGAATGTAAACTAAGCTTGC
+GGGCCCCGCCTTGCCATGTAGGTACGTCCTCCCAATTCGTGAGATTGGAGAGGTGCCACA
+ACCTCGCATGCATCGATGAACGCAGCAGGTCCCACAAGTTTAACCTACAGAAATACGCCA
+CACGCGTATAAGTCCTGGTCCCCATCGCGCTGTGCCACCCCGCTAAAGGGACGTTGGGCG
+ACTCTTAACTATTTGCAAAGATGTCATCGGCCCCTATAAAACAACGCGACCTGGGGCAAC
+CGCTCGACAATTACACTCCCGGGCTATCTTCGACCTAATCCCACAGCGTGCATTACGCCC
+AGACTTGGCCAGGACTTTCTTTTTTTCGGGACCGTACTGGGCTCGCTGACCAGATACCTG
+AGTCACCCCACGAAGGTTACAGCAGAGAACCCTTATCGCCATAGAGGATGCTCGCCAAAG
+CCCTTAGACACCTTGCGGATGCGTTTGGCGCTGAGATACAAAGTACGTCTGTGTAAACAC
+ATGTCCCTAATCTAAAATAAAAGGCAGTGTCGACTCGTGCTGAACTCGAGCCATCCGCGC
+AACTGGTACGCCAGATCTGGCCATGGAGTGCAGGTTCTGTAAGCTTGGCCCGTGCTTGCT
+GTGAGAATGTGTCGACCAATGTCTCAACTAACAGATTTGATTATTGTTTACACGAACGGT
+AACCGGTGGCCTCTAACTCGCTGACTTCACGAAATGGTGAAAAGCGGCCCTCCTGTTCGA
+TAGTAATAAGGGCAATCAGGCAATACATTCCGGGCAGCAGCGCTCGATGCTTAACTTGGA
+CCTGTCTAACAGGGGGCTTATCACAATCAGTTTCTTCTGTGCGCTTCGATGAAGTGTGGG
+TTACAGGCAGATGCCTTTCGACTCCACGCCTTTGCGCGGTGGTCCCTAATACGTCGGTTC
+CCGTCATATTCCAGCCCTTAACGCATTATCCGAAAGTAACTACAGCTTCGTTGGTAACAG
+GGTGCGAAGGACTGTACTGAGCGTGTGACGATCCGTCGAGGTACTCGGAAGGTGCTTCCT
+GAATCAACTCTCTTCCGGAGCTACCATGGTGAAGTCGATCTCCGCAGCATTCTGTGCAGT
+GACCGTAACACATATCCGCCGACGGTTAAGCCGGGCTCGGATGGACATTACCGTTGCCGA
+TCCTATTCGTTCGGAGCAAGGCCCCATGGGCTAGTGTTTGATTTAGGTATTATTTTGATG
+ACCGGATCCTCAAGCTGGACCGTGACCTGACAATGTAATAGAGCCATGGCGAATACCTTT
+TACTACCCACACAAGACGGCCAGACCTAGTTTACCTTGCGCAGGCCGCATCCAGCCATCT
+GGTGTTACATACGAGGACTGTGGCCTCAAGTATGGGAGGGTACGTTTGTCCCCGCCATAA
+GATCACTAACCGAATTAACATCCAAACGGAAGGTCGCTAAGCTAGAAAAAGCGCACAGGG
+CGGGTGGACTTCTGAATGTTAGGCAAGGAAGACGACTTTGGTCGGTGTACATTGCGGCGC
+GTGGAGAGTAAATGTCGCGTCGGCATACAGAGGTCAGGGGTATAAACACATCTTGCTTCC
+ACCTTTACAAGAATGACTTCGCGCGGCCATTCTCGGCCAGGCAACATCAACGTGCCCTTT
+AGTCGTATTGGTAACGCATTCCCCAGCAATTGACTTCCGGTGATGTAACTGGCCTACGGA
+ATAGGAGAATGTTGGTCTGGTGCGGACAAATATATGAGGCGAAACGCCCCAAGTTGGTCC
+AGGAGGTATTTGGGAGAGCACCTGACCGCCCTTATTTGGGGACAAAGTCCGGCCTTCCGT
+ATCATATAGGGCTCGGCAGTCTGGAACTGTGAATGAGCAACTAGGTTGGGAGCTAAAACA
+AGCAGACCCCTTGAGTCCATCGGGGAAGTCCCCGAAAAAGGATTACCGACAACAATTGCG
+TGCGGGAGCACGAAGCTGACTCTGGTCGGTGGGGCACTTCGAGAGTTGGCATGACGAATT
+CGGGGCGAGCTTATCGGAAATTAGTCTCGATGCTCTCCTACAGACCCGTAAGCTAGCCAA
+CCTACCTGGGCTGCTCAGTAACTCGAATGTCTGTGAAGCCAAGTCACGTTACGTCAGACT
+AAACGTCCCTCATACGATTACGTTCAGGGTCGGTTCGCCTAAGTAAAAACTCTCTCAACA
+GGCTTATCAAACCCTGGAAACCCACGTTGCAGGTTGAACCACCCATATCGTGTCACCCGG
+GGATCTCAATTGCCGTGAGGAACATTTCATACCGCTTCGAGTTATAGCAACACATGCCCT
+TCTCAACTGTACCACGCAGGAGGGTAATCCCGCGATTCCCGTCCGAGGGCGCCATCCGGT
+CATGTCTATAAGAAGTGTCCTATAGGCGCACGGGAATGCATGCATGCCCAAGCGCTGATA
+GGCAAGAGAGTGAAATCTACTCGAATTCTCGCGGGCGCCAGCGGAGTGTACATAGGTCCC
+TTTCGGGCCGTTACTGGTGTCGCAGTTCCCCACATGAAGGGGTGCGGTTGCGTAGTTACT
+GTAGCCGTCACAAGTATATATGTCAATATCAAGGTTATTCCGCGCCGTGCGAAAATAAAT
+CATTCGAAAATTAGCCGGGTGATTGTAAGGGAAGGTAAACACGAGTGACTTACCCTAGCT
+AATGGCGGCGGCGTGCACCCTAGAGTACTGGTTTCGACTTCTCCTGAACCTAATTGTAGT
+GAGGTGCGTAACGAATGGCTGATTGCTCGTATCTGTAAGTTGGGGTGACGTAGCTGGGGA
+CCTAAACATAAGAGTAGCATGAAGTATTTCTTGTAATGAGGGTGGAGTAGTACGTGAACA
+TCTCCGGCTTGTGGAAAGGCTCCCGTATCTACGCAAATTAGTGCAATAGCACTATAGCAT
+TGTAACGATTCGTACTCAAAAGGATAGTAATAGAAACGACGAGCATTCCAGTGGATAGCA
+GTTACTCTGGCGGGTTCTGAATGCGTTATATTCCAGAGTAATTAGCGATGCGCCCCGCTA
+TGGCTTTCTGACGGGGCAATTGGAGTGTGGCAGCCTTATGCACTCTCTGTGCAATGAGTC
+GGACAAGTAACCATCATGCGTAAAAGAACGTCGTTGCCCCCTAACGGGTACCCGACGCCC
+AGACGCTAGGACATCAATTACTATTGCTATCAAACCTCAACATTCCTCTTCTACTCCTAG
+AGTCGAATACATGGGAGTGATAGCACAGATGTCGTCGGACACACGTCTGTTGCGACAGGA
+TCAGACTATCACGGGATCCCTATTACGATACGATCTTAGCCACCCCCAATTCCAATAGCA
+ATTGTGGGATTAGCATCAAGCGGGAGCCGATCCCCCACTGCTATAAAGTTTTCTCGTAGA
+TGGTGCTGGCATTGGTGAGCGTAGCAGTTGTCGAATGGTTCGCTAAACTTCCGATTGAAT
+GGGCGTTAAGAAGGGGACTCAGAACTAATGAGATAGCGCAAGCCGTCTATGTGTTCGCCG
+AAGTCAGCTCTGTCAGACAGAAGATGTCGGTACTTGGAGCATGACCTTAGTCTACGAACT
+GTATATCACTACGGGGCAGCTATAGCGTGAACTTGGGCTATATAACCCTTCGGCTGACAA
+CCGAGTTCGTAACCCCCTCGAAAACCAACCGCAAATGAAGTCGGTACATGTCTGTCTATA
+GTTACGGGGCGATCCGTCTTGAGACTTTCGCTATTACAAATAATCTGAACGTAATGAAAG
+AGTCGGAATGATCTCGGTGTCCTGTATGAGCTCTGATCGTTTTTGTTAATGTTCCTTTCG
+GTCCCCTGTCACCGTAGCGGTTGTTCTTACTAGGATTAGTGAACGGCCCCTAGCTTAACG
+AGCGACCGCTGTCGAAGTGTGTTTAACCTCTCCCAATATTAATCATAGCAGGCTGTCGCG
+GTAGGGGGAAGATGGGCCGTACGCTCTGTATAAACATAGTGTATATCGCGATCCGGGTAC
+TTGATCTAGTAGAAGTGGGAAAACCGTGCTGTAATGTCATTACCCGAATCTTCTCTCCAT
+GCTTCGGGCTGTAACAGTGAAGTTACACCTTCTCTGAAGTGCATAATCCTTTAAGCCCAA
+TAGCGACTACCTAATGAGGCGATCAGTACGCGGTTTATAGCCACAGGCATAGAAAGTATA
+CCAGAGGCCGAAGTACGTTGCACCCCTATGATCGTATCGCTACGTCTTATTCGATTCGTT
+AGAAATGTCTACAAACTGCCCTTACTCTGTCACTTACACCTCTGTAGCTATGTATGACTC
+AGACGGATGTCCGTAGCAAGTATTTACCAGATATCTCTACCTCCCTTCGATACACCGCTT
+AATCCACCGACCGTAAAAATAACACGCCCAATTTGTCGCTGTCTCCCTAAACATTGCATG
+GGGTTTGAGGGACGGGCCAATTTAGTGGCCATGGGGCGTCTATAGACGAAGTGGGCTTGG
+TCCGTTTAGACAAGACCGACGCTCTTATCGGACATGACAGAACGATACCATTTAGCGGCA
+AATAAGTAATTTGCCTGACTCGTTCATTCAATGGAGGTGCCGGTGAATACGACACTTGTG
+GTGCGGGTCCCCTTGATTTACACACAGCAGCGAGCCAAGTAGTTCGCGGGGGTTCACCAA
+CAATTCCAGTGACTTAAGCAACGCCCACCGCGTCCCTTTCTTCCGCTAACTGATCTCGTC
+TCGTTGCCTGCTTTGCTTGGACGTACCAACACATCTCCGTCTGATCTGCAAAGCCTGGGG
+AGATGCCCACCGGACGCGGGGCGGTACCAATGCCGGCTTACTCTGGTAGGTGCTCTACGG
+GTACCAGTTCAACAAACATCCGGAAGCGTAGGAACTAATTTAAACACACAGGTGTCGGGG
+TAGGGATAGTTGTAAACGACATGCCCTCGAGCGCAGTATGTTCACAATGTATCGCACGAG
+CAATGGAAGTACTCCCTCGGCCACGATGGTCTCGAGAGTCATGCGTTCTTACAGGCTCTG
+GTTTTACCGCGCCGAAGCAAGGACGATTCGTGCGTGACTGTTCGGAATCCTATACCCTTA
+CGTTCCGCTATCCTCATATGCACCTGCCGTTTCGCGGAGGCTGTCGGATGCTCAGGCTAC
+CCTACCTTTGTTTACAGATCAAGAGCTTCTCGGCAACCAAAATCACCATCCTGTGTCCGC
+GTATTAAGTCACGGAAGAAACAGTAGCCAACGTGGTCAGAGGAAGCCTTTACAGTGTTAT
+GAGTGGCTCCACTGAAGGCGTGGGTCGGCGCTATGGTCGGCACGTTACTAGCCGTGCTCA
+AAACTTGGTTTCCTCTGAACTGGTTTTGCTCCCTTGCATGCATGTCGTGATCGCCGTCAT
+GTTTAGTGGTTGTAGGGGTGGAGGTTTGTACACCGGGATGTGCTGGAACCCGCGATCAAA
+TAGCGGCCCATCGCGCTCCTGCAACTCTATGCAGCGCTAACCCAGTCGCATCTTTTTTAC
+GTCAGGTACTGTCAATAAGTGCGAGGAAAGAGCACGTTGCCCCGGGCACATCTAAAGTAT
+CCGATCAGCGTTACGGGGCCCCGCCTAATCATGATGTATATCGTTACTACGAGGAGAGGC
+TACAAACCAACGTTGATGGTGTAACACAGATGTTCTCGTTTAAGAGGTTATAGCGCCTTC
+CTTCTCTATATCACACCTTGATTCGATTGAGCACACGCACTTTTATTAGTGAGGCTACGT
+CAAGGGGTCCCAACCAGCCGACTCGAACGGTCACTACCGGTGATAGGTTGATAAGCACAG
+GCCTTTGTCTCCCGGGCAAAAACAGTAACAACCGTTCCCCTAAAGTGCGCAAAAATGTAG
+GTCATGCGTCATTCTACACACCAAATCGGAACACCATGGTTATCGGAAAGAAGAGCTAGG
+ACGAAGAGTTGGGTGAATGGCCGCAGTATTAACTCAAAGCCCTGTTGCCGTACACATCTT
+AGACAAGACCTACCGACGACGACCGTTTTACTTGTGGATACGTCTGTCGCTCTAAGCAGT
+ACATATTTGGCTACCAGAATAAAATACAAGTGGGAAGCGGGATTGCTATTGGGAGACTTA
+ACATATATTTTTACCCCCTATCGGCCCGGCAACACGGAGATCAGATATGCAACCTAGTGT
+CTAGTTCCCCCGGGAGCGTCCCCCGTCCAATACAACGATTTATGGTCCCCTAGAATACGC
+GAGACCCTAGAGGCGTACAGGCGTTAGATAAAGTTTTCCCAATGGCTAACGCTGGCGGAC
+GGCATTGCTTTTCAAGTCCCGCTGGCGAACGTCTACCTTAGTGTGCATTCCCAAGATGCC
+CAGTTTTCAACCATCCTAACTCTCCCCGATCGTGTGAGGTGATTGTAAATCTGCACCGTC
+TGACGATCGATAGAGACAAACTTGTCCTGTGCCCAGCACGTTCGCCTAAAGGTGATACTT
+CAAAGCTTTAAAATTGACTCCAACGCGCCCCCACCCGTAGGGTTGGGGCAGAAGCCAACT
+TAGCCTCTCATGCCCTTTATTATTCATTGGAATTTGCAGCTGAGTAATTAGTCCAGCAAA
+GTCAAGAAATACTATCTCCAAAAGGTCCTGTTGACAATTCAGCCTGTACGAACAGGCCGT
+TCTCAGCTCCCTGGTGGTCAGCCGCGAAGCCATTGCGGTGGAACTAGTTCTGGTGTTGAA
+TGAAATCTTGCAGTTGGTATCGCAATCTCGAACAGCCCAGGCTCGCGGCCGCGACGCCTA
+TGTGGTACACATCGTATTTCTTCACGATGACATATCAAACGCTGTGAGAAGATTCCAGAG
+GAATCGTCCAACGCGGCATGGCGTGCCTGCTTACGGGGCAAACAGAGACTTTGTTTCGCC
+CCTAGCACCTTGCCTCCGGACTAAACCTCGTGATGTATACATGGGTGAACGAAACGCTCA
+CGATCTCCGATCGCAGGTAAAGGGCTCACCGAGATGCTCTCGTAGGATATTCCGACAGAT
+CGCTTACAATTGTTTTGCGTACAACCAGGCTCCGGCCCCAGCGGGCGAACCCCTAAAATG
+TCCTGGTGGAGTATCCAAGTCTCTGGGCCAAAGTCTAATTCTTTCGCTTTAGACTGTTTG
+ACTGAGCACGAGGTAGGCCTAAACGCTGGCTAGTGGATCTCCCATTTTGAGCCATGGGGA
+AGGGAGTGCTATAATCCCAGTATGCAGGGGTTAGGATGGTTATGCCTGCCCGCAGAAGCT
+TTCAGGGTAAGCACAACCCACTGTGTTCCATGAGGCGTACCTTTAACGAATACTTTCCGA
+TAGTCTAAGCGTCGTCGATCTCTCTTGCCCGCTTCCCAACTCACGCGTGTTAAAGGCGTC
+GACTGTAGTAGAGTTACGATTTCATCGGTGATTCAGACGAATCATGGACCGCGGAGGCAA
+GAAAGGCGAGGTGCTCAAAGTGGGATTTCCAGCCCTCGCCCTGGATGTCACAACCTCTGA
+TAATTACCGCGCCCAGTTGGGGATACCTAGTCGGGTCCAGCGTCTAGCTCCGCGCTAGCA
+TTCGGCTAGCGAGCGTCATCATGTACTATAATGGGATCCGCTGCGCTTCTGGCCCCTCTG
+CTTACAACGTCCCGCGCCGAGTAGTCGGCCATCACGATGCTCCTCATAAGTGAACAGTCA
+GCGCCCTTTGCATAACAATCGTAGGATACTTCAGCATGAATTTCTCAACTGTCCTGTGTA
+AATTAACGTGCCTCTAATATATGCGCAGGTGGGTTCCAGAACATGTAACTCCTGTGATTT
+AGGTGCATTGTAAGCCGACCAAACTCTAGACATACGAGCTGGATGTCAGGGGGGCAGTGC
+GAACGAACAATATGTAGAGGTGTCATGCAGCCGACCTCCGCATGTCGCTCCGGGGACCGA
+TGCGCTTTATGAGGGTTGTGTAACTACGAAAGCTTTTTGCATCATGATTATTCAGTGGAC
+AACAGACAGGCCCCATTACTATTCCCAGGCCCTGATAGGCGGTGCCCCCTACGCCATCGC
+GAGATTGCCAGTCAGTCTCCCTAAATTCATAGTCTGAGAACACCCAGGACAAATAGTGTC
+CTTTTTGTGGCCTGCTTCTGTAGTCACAAAGGTTTCGTACCGGGCTCTTCCTACAACCTA
+GAATGACTAGTTAGACGCGCAACAATCTCGAAAAGAGAAAAGCGAAAGTCTTGATTTACA
+TCCGCTAAGTGTGAAGATTGAGAGCTTACGATGGATTACCCGGCCGAACGTCAGTTAGTA
+ATAAAGAAACACCACACCAACCGAGTCCCGCTGGCATCTCCTGTTGGGTTCTATTAAATT
+ATCAACCCAGCAGCGTCAAGAACCTCTGTTTTTGTGAGGAGATACCCGCAGGTAGCTTTG
+ATCCATCGCTGCGTTGTGGACGTAGCTATAGCCTTGGACCCCAAATAGAAAAGTAACTCA
+AAGTGGATCCGCATGACACATATCGCCTTTTTAGAATGCACTTAGGCCCTCTGCGAACTG
+GGTCAGGGGTCTAGGCACACGACATGTACGGATGTCAATTTACGCCGTTACGGGCTAATG
+ATGCTGCCCAGTATTCGCTTTGGATTCACCCGGGAACTCTCCAACTCTGTTGACCCATAT
+AAGACAAGGACCATAACACGGCTCGCAATAGCTGGCCAGCCGCGCTGCTCCCCTTTCACT
+CTGAAACAGGCGCTGTTGATCCACCCTCATAAATTGCCTCTAGACACTGCTCGCTGGATA
+TCCAATAATCTGTTTATGGCCCGCCTTGTAACTATACACTACGTATAGAATTACTCTTGC
+TTTGACACGGGCACTGTGATCACAGCAGCGAGTGCACTTGTTGTGTTGATGCTGAATTGA
+GGCGTTAGGGTGAGCTCATCTGCTGTTCCGCCAGGGCCTCATCAGGGAAAGATGTTTAAG
+TAAATTCCAATACCCAACAATTGTAGCGTTAGGGGTTCGGGTTAGTACATCCTCTTGCTG
+AGCAGAGAAACCAGAAGCCCCATTATTTACATCCATATAGTGTTCTTCCCTACGCACTCC
+CTACCTTCTACTGTCAGCTTGACCCCCGCACAAACACGGGTCCATTGAATGCATGCGCAT
+AGGGCAGTCTTCGCTCTGTCTACTTTCGGGTAAAGCGGAGTGATCGTGAGTAAGAATATT
+GGAAGCTCTGAGCAGCCGTACTTTGATCCACCTGGTAGGCACAACCGCAAGTTCATCACG
+TCACCGACGATCGTTAATGTGCCGGGTTTGGGAATAGATTCTAGCCCCAGATTCCCTGCC
+GGGGTTAAGGTCACCAGACACTCAATTCTTGGATCCCTGTCTCTGACGCGAACAAGTCCG
+GTGCACCCATTTATTGATTCATTTACGCGACTTTCGCCCGCGGGGTTTCATCAGCAACGT
+TCTGGTTGATCCAAAAGTGCCATCCAACAGAGTGAACCAGCCCGTTCTGCTGCAGAGCTT
+GTGAAAGGGTTGGGCAGGGACCGAATCATTAGTCCGTCTACGTGCGGCTTACCAGGTTGG
+ATTGGGCAGTGAATCCAAGCTACATATTCGGTCTAGGGAGCAAGTATGGTTACATAGTAC
+CTACCTGTCCCGAAGTTCTGCCTATGGCCGTGGCCTCAACTCGGTGCGGTGCCCCGCGGA
+TGGGGTGGGTCCCCCTTAGGAGAGCTACACTTGCTAAAAGCTCACCACGTCTTATTTTAT
+GTGCGCCGTTTATACAGGGACGTCATTTTCCCCGTCCATCAATGTCCGCGCTCCTACCTG
+GGGACCCTTAGAGATATCGCTGCATCGGTGAATTGCAAGCGTTAGCAGGCTCGGTCTAGA
+CCGCTTACTCAGTCAGTACTGGGTGTCATCTTCGCGCACAGAAATCTTATGTAAACACAA
+GCCCACGCTCACGATTTCTCAGCCAATGATGCCTGAAAAGGAGCATCATCGGCGTCCGCG
+TGCTCTCCATTGCTCGCAATGACGACTTCTCTTATATAGTTAGAAGTAGCCCGCCGCTAA
+CACGTTAGCCAGCTCCGATCGCCTGAATTTGAGGGGAGGGTAAGAACTCTCGAACGAGAA
+CTTTTAGGTGGCATTGTGGGGACGCCCGGTTCGACAGATACAAGTATCGCGAGGACCGGA
+CACTACGGTGGGCAACGGGGTTTTGCGTGGCACGAGGTAAGAGATGCGTCCAGGTCAAAA
+TGGGGAGCATGGCACGCGAAGAAGCTGCCGTCGGATCCGGCCTAGACTTCGAAGAGCGGC
+CGTGAATAAGACTAGATCTTTCGACTCGAGTTACTGCGATAATGCGATGAGCAGCCGACG
+CTACAGGAAGCCGTAGGCCACGGAAATTGGTACTAACAGTTCGAAAACTAGGTACAGCCG
+ACACAACAACTGTATTTGGGGTCCTTGGTCCTAACGGAAAGAGGGGATTTACGGACCAGC
+AATAACGTTACCCCGCCCCCACGCCGCGCCTCAACGTCTATGTTAAGAATTCTAGCCTAC
+GACAATCATACCGCCTGAAGATTGGAAGCACCCAAACATGGCCCTGAAAGAGAACCCAGG
+GAGGTGAATTCCATGACACGGAAAAACCATTAGTGTCGTGGAGAGCCTGAACCTCTTATC
+ACACGCTTAGAGTCTGACTATGCCTGGGGCCTTATCCGTGCCTTCCATCTAGAGGAATCG
+GCGCGTGTAGATATTTCCAGGAGTCCGCCCCAGATCTCAACACGTACCTATGCCCCAACG
+ACGAAACGTCCAAGTGTATGGCGTGGGCAGCCGGAATTGCCCATTACGCTTGTAATGTAG
+CAATCAAAATGCGCAGAAACATAATGTAGAGGGGTTGGAGTGCAACAAACGATCGCTCTA
+CGAGTGGACAGCCTGGCGAATTATTGGTCTCAATTGATAGGAAAAGGCCTGTGAGGTGCT
+GAACTTTTCGATCGGAACATGAGCTACCCTAATACGGGGTTAACTGAAAAAAGAAGCCAT
+ACTACGAGGACACAGTGGATATTAACCCTGCTCCGCGTGCTAAGATTCCACGAGGACACC
+AGGTTGAGACTGAACATGGTATGACCTCAACTACCCTGATGCGCAACTCTGAGAACTAAA
+GGACGCCGCGGACCCGTGCATTAGTGACGTTCTCATGTTTACAATGGGGCCCAGTCCATA
+ATGAGACCATTGAAGATGCCATCCTTCATCTGTATAGACAGTCCCCGGTTTCGAGGATTG
+TATCAGACGTGCGCTATACGAGGTACTCAAGAGAGATTGCTCCTATGGAGTGATGTACGG
+TGACTCTATCCTACATGAAGAACTCTGTGCACTCTAGTGTCTACGACCCTGTTCTAGTCC
+TCTTTTGTGGACAAGCGATTATCCTTTAATATTCAGCAGATGTAGCCTTAATAAGTGCCA
+TTCGGAGTTAGTTCTGCGTCCTCAGGCCGACGAAGAAGATTTAATCATACTACCTCTTAC
+CGCAGGCTAGGCATCGCTAATAGGATTACTGAACTACTCATACTAGTCCCAGCAAAATTT
+TGTATAAACGGTTTCCATCTAGGCCCCCTCTAAATTGTATCTTAATCCGTTGTTGAGCGA
+TATGAATTGATGGCCGGGACTGAAAGGAGGTCCCGAGGCTTCCTCGCATCCTAGCGCCTT
+CACCCTGAAACAGCCAGGATTCGCGAGACTGAGTCTGATGAGGAAGCTATAGCTACATTC
+GGTCAAGACGTGCCCGGTTTGAGGAGAATAAGCAATAATCTGAAAGGCAACAACCGTCCG
+CAGGAGGCCTCCCGTGCGTATTAACGTAAGATGTGTCTAACCCCAAAGGAACCTTCATAG
+CATTCGCATCTTCAGTATAGGACACATGCCAAGTGTCTGGTCCCACGAGAGTGGCTCGGG
+ACATTTGTCCTAGTTAAACCGTAGACTGCCCCACGAGATTATGGCATTCCCAGGTTCCGA
+TGCAGCGTTCTCACGATTTTTCTGAGTGTACCTCCCTGGGCTATAGTGTTTTCGCCTTAT
+CTCTGGCCGATCGAGGGCAGACGCGCAGAATATCTCTGTCGCTGCCTGCGTTGCACCACT
+AAACGGGTCTCAAGGTCGATGGGTTTCTAGAGGCGCGCAGGTGTGATCTTGGCGTCATGT
+TACAACGTACGTATATACCATGCTACGAGTTGGAGTTCCTTAATGACACGCCGCTGGTGG
+GCGCTGATTCTTGTGTAAGGATTGATCTGTCAAGTACACGGGTGCGGCTCCGGGACAGGT
+TACGCATATAGTAAGTATAAACGCTTATCAGCCTACCTTGTCCCATTCATGGCGTGTGTC
+TATAGGTCCATGAGTGCTGGGAAACGATGGACAAGACCATTAGCAAAAGAGGGGAATGTT
+ATACTCCCGACCGTCAGAATATGCCGCTGGGTTAAGTGTCCGCTAGGCATCTCTATGGTA
+ACATTTAGTCATCCGGTGAATGAGGTATTTATAGTGCGTGTCACAGCAAATGTGTCAGGA
+TTAAACTGGTCTTCGTTAGGCAGTATGCGGGCCATCGAACGGGGTGAAAGGCATGGCAGG
+ATTTCAAACTGTAACAGCATTTCTATAACACAGATGGTCAGGCCTCTCCGAAGCCTTGGT
+GACGATGGACAGCGTTTCAACGATGCTCTCTTACGTCTGCTGCATTTCCTGGGAACAGCC
+CAGGTATCTGCTAATGCCGGTCAGGCTCCGGCTGCCTAGCAGAATGACTGCTCCAGTTTC
+GGACCCAGTGGTTAACACATCCAGTATCAAGGGGCTGGATGCCTTAATAGAGGTTAATGG
+ACCTTACGCATACAGCAAGCTAAGGGACTACGATCCAGGTAAAATTATCAGGAGATCCAT
+GTTGGGCACTTGAATGCGATGGGACAGGTGGGGCTGGATACAGTAACGTTGTGCGCTATT
+TGCGTGATGCTCTGTCATGGCGCGCATCACTCGCGGACGCCCGGTCCGGCAAACATGAAA
+CTCACGCCCGGAACTCCGATAGGAGTCCCGACTGTGGGCTGAGTCGTCCTCTTGCTCAAC
+CTCTTCCGGTAGATGGAAACCCACTAGAGTCTCGCTACAGAACAGGGTCTACGTCGCGAT
+GAGAGTGGAACAGGTGCCAGCCAAATAAATTTTCGTCCAGGATTTCTACAGGACGGTTGT
+CGTAGTGTGCCTGCAGGGTTCGCACCTTGGCTAACCAGACCCTTCGCGAAGTGCGAATTG
+ACCCAGTCGTCGAAGGCTGGGTGTATAAGGGACAACCTTCAGGCCTGGCTCACGTTGCTA
+CTTCATCATCCCGTGTCCGCATGGTGACTTCTCGCGTGCCATCAGATTGAAGGTCAGGTT
+TCGCCGCTCAAACAACTTACGGTAGATCGTGTTAGACCAACTCTTTTAATCAACTCTTGC
+GCTCAGACCGAACAAAGACATATGATGATCCGGTTGGCGTCAGGTCGGCCGATGTTATAC
+TATCACTTAGAAATCCAAAACAGGGCGCGAAAGTCTGTCACTACAACGATTTGGTGCGAC
+GGTGCCGTGCCGTACCTAAACCATGGTAAATTTCCAGTGCAGAGCAAGGCGACATGGAAC
+CCTTATTAAGGTACACTCTAACCTAAGGAGGAAGCACCTGATTTTGATACCAGTAGTAAT
+TGACGCACGGCCAGGAGGAGGTTCTGGGTTGTTACTGATAAGGTCAAGATGAATGCAGGT
+CTAGTTTGCATAAGGATCGAGAGGGAATCCAGCTTTGGTGGGTATAGTCCTTGACTGGCA
+CCACAGTACAAGCGTTTGGTCCCTACAAATAAGCGATCGCTGTAATCAATGGATCGGTGA
+CCCATTCGCCGTAAACATACTAGAAGTGACGATGGTCTTCACGCAGTCCCGAACTAGATG
+AACGGTGACTGGTGACTCTATACGGGTTTGGAACTATACAGTCCTGTTCGAGGTGCTGTG
+TCGAGAGAGAAAGTGGTGCCGGCCCGGGTTTAATATTCGTAATGATAAGCACATACCGCT
+CTCATGTGGTAGAACAGACCGGCCACAATAATAGGAAAAGGCCTTGCCTTTAATGTCGCT
+ACCGCTTCCTTCGTCGTGGTGATCTTGAGGGGATGAAGCTTCCTACGCTGTTCGGCTACC
+TAGGTGGATTATGACCAACTCTCGGTCGGCTGATGGTACTCAATGAATCTCCACGTAGAT
+GAGAGGGAGCGACAATATTGAACTCTATGCCTCCGAGAATGCGTAGCGCGTTTATGAGAT
+TAACAGAGCCACACTGGGATGCAAACCAATCCGTCACGGAAATGGCATCCACGCGGTGCC
+ACATCTTTGCCCAGTGTCTCCGCGCACAAAGAGGTGTCTTATAGGGCATATCGCTAAACG
+GAGACTTGTACGGCTCTAGCCTAGTAAACGCTAACGCAGGGCCCAGTACACGCAGATTAA
+CACACCTCCTATACTACAGTTCTAAGTGATTCGTCTTGTCCTCTTCTGAGTCATATAGCA
+GCCAGTTGCCACAGTGACAGGTGTACTGTCCTGCTCAGAGTAGACGCTTGACACGCTAGT
+CTATCCGTCTACATTCATCTATCCGACGAAATTCCCTACTTCGAAGTTGTGGTTTTCCTG
+GATCAGAATCGCTAGCGTTATGGGTAGAAGTTAGCCGGTCATAGAAGCTGGGCATCGTTG
+GCACCCACGCTGATTGGGTAGGGCGGACGCCGATTCGCCCTCGGATGTACTTCAGGGTTG
+CGCATAGGTACATCTAATCCTCTTATACATATTGAGCTCACTTTATTGCTCAGGGTCTAT
+AGCAATGGCGCCAGAATATGGTCGGTGCCCTCTGCATGTTCACCGGGGAGCCGGAGGTCG
+AAACACAGATAAGTCTGTGGCTGTCCACGTGCCCATCGACAGAAACGGCGCTGCCGGGCT
+GCATTCGGTATAATCAGTACCTTACTGACGACCCATAATTGGCGGCGTTCAGCAGGCCTT
+CCTACTGTGAACAGAAAACGTAATTTAAGACGAGAGCCAACTCTCCCGGCCCTCCTATTC
+AGCCTGATGACAACCCCTACCTTCACTATCCACTACGCGGAGTTCACTTAGGAGTAACAG
+CTAATGGCATACATGTACACCGCGTCTCATCACCCCTACTAATATGACCGAAGCAGATTC
+AGAGAAAAAGAAGGGCGAGGCGTGAGTGGCCAGGAAGTTCCAGTAACTCCCAGGACAATC
+TTTCCGGATACACGTAACGTGCCCATATGTCTGATCGACAACTTCGTGACGAAAACGATG
+TAACGTTGACTGTCCGACCGCCTTGGCTGCGTGGGGATCCCTGGTTAGGAATTCCAGACA
+CTTTACGGGTGATTCTATTCATGTTCGGAATGTCATCGGGACGTAGCGAAATCAGCGGCT
+GGTGCGTGCGATAGACGATCATCAAACATTGGAGCAGGAATGCGAACTCTTCCCGCGGGC
+GTAGTCCCTATGGTATCCCACCGTAGCATGAAGTCCTCCAATATGAGACTACCGTAGGGG
+TATATAAGGTGGGCTAAAATAGCAATAGAGACGGACCCCAATTACATGATCAAGGAAATG
+AATTAGGCGGAGACATAGGGACTGGATAAGAGTCGGCCTAGCGTCCAGACAGCTCTCTCG
+CATAGGGCGCAGGTGGTCCAGGTATCAGTTTCCGGGGGCCCTCGATTACAACTACTACAA
+TTCAGCCCCACGATATAATGAATTATCGGTGTCCCTTTTTTCGCGCCTACTTTTCCGAAA
+GGTTCTTACAACCGCTTGGGATACTAATATGCCTAAAGTTTGTGAGAAGACCCAATTCCA
+TGCCGCTATCATAATGGCGAGCGCTAAAGGCTAAACGCTATGTTTTTGTAGCAAGTGCTG
+CACGTTCGGTCCATTTATCGGGAAGCCCGGGCTTATTGTCAGGATGACACAACACCAAAA
+GACCGTCTACTATACGGTTCCGCACTTGCGACTCCACGCACCAGTGACGAAGGTAATATA
+CCCTACGCGTGTTTCCGTTCCGAGTGGCGCCTTTATTTGCCCACGAGCGAACCGTCCCAA
+GTTATCAGGCACCCGTGCAATATAGAAGCACGGATGCGGCAACGTCTGACCCAGCAGCGG
+AGTTGGCAATCCTGGTAGGTTACTGGCTCTTCCAACTTTTTCAGTACAGTAGCACGTTAA
+CTATCAGAAGGCCGCTTCGAGCCTCTACTCTCTTAGGCGACTAGGTATTTGCTGATTAGA
+AGGGATCACGACGATAATGATATATAGGTGCTAGCGACAGCTGCCGGTGGCGCTAGTTAT
+TGAGAATAACCTGACCTTGGGCGGCGGGGTCACAGTCTCTGCTGGGACGATAGTGGATCG
+GGACAATATATGGTGAAATGCCTTTATATCGACGCGTGGAGTTCACTATCTTCCGTGTGG
+TTAAGCGCTGGCCAAATTTGTTTTCAATGCTTACCGGACTTGCGCCCGTGCGGTTAATAT
+GATACGAGAGTGTATAAGTGATGTACCATCGAAGCAAAGTCAGACACGTCCTCACTGCAC
+CACTGGCTTTGTAACTTTAGAGTTCTGTAAGACCGGCCGGCGCTGGGAGACGTTGCGGGT
+AATTTATCAACGTGCACTTCACGAGTCTTGGCGTGTTGCCCTAGCCCGATAAATCTGGAG
+AGGCGACCAAATACACGTACGTATCCGGCTCTGCTTTTGCCACAATCGTGGACTAATGGA
+AGCAGTGTGGTACGTTGAGAATTGATCTCGAAAAATTGTCTTCACTCACATCATAGTTCA
+GGCGCACAAACCACGTACGGCAGCGAGGTCTATTGTTCCTTGGTCCCTGTGCAGGAGGTC
+GACCAGAAGTTTGTAGATAAGCGGTTGTGAACCACAGGCAAACTGCGTTCTATGAGCGAC
+AGTCAGGTCTAGGGTGATACATGTTAAAAGGTAGTGATGACGACCAACGGCAAATCGCAG
+CCTCTTATAACGACCCCCAACATTATACTAGGAGCTAAGAGCGGAGCCCGGCCTCAAAAT
+TTTATGTCTTGTCCGCCTACCATCGCCCGTTAGGGTTCATAAAAGCGTCCCAAAAAATAG
+GTTTCGCAGGACAAAAGATCGCATCGCTCATCTCTGGACTACACCTCACATTTCTTCAGG
+GAATCCACGACCTACGATTCTGTTGGTGCAGTGTCAGACTTGGATCCTGCTGAGCTGCAT
+TAACGTACCTCATGAAATTTATGGGTTTGGCATACTTAGATCATTACATGTGCCCTACAG
+TGTGAAGGATGACCTTATGTGGCAGTACGAGAGCGTCCTTAACCCTCGGTACGGGGCGGG
+AAGGATTGTTAAATGCAGGCCTCGGTAGCATGGTGTGTGTTTGAACGCTTTCGAGAGTTG
+GCGATATTAGTATCGCAGGGATTTAGGTTAAAATGTACGGGCCCCAAGGGGCAGGTTCGG
+AGACCTAGGCACGCAGCATTCTCAAGTGGTCTTGAAGAGTGACAGTAGGAGCGACGCCAC
+CGCGTTGCACTCCGTTTTCGAACGACTCCATGAGAGGTTGCTCCCCCCCATTTCGGTGGT
+CTAACTCCCTTGCTTGTTCAGTGACCTCGAACAACTGCTGACAGAAACTACATAGCGCCC
+GGTCTACTGTTGCGATAACTGACCGAGACCCCCAGATTTCCGGAATATCGTCATTCAGAC
+TTACTGCCCCTCAGTGTGCTCCGTACGTTCCCTCATACTTATGCGTGCGGGACTATTGAT
+GCCCGATAGACCGACAATGTAAGGCTCGTAGCCACAAGGGGCCACGCTCAAAGGAGGATA
+CCTATGGCAGGTAAAGGACCCTGATGGGATAGGTCTGGGGGCCTGTCTGATCGTTCACTC
+CTAGGCAAATTCCCTTTACGAACCGCGATTAATGCACCCAGTATACATGTATTTTACAGA
+GGGGCGTTTCCCTAACATTTACCCTGAGAGGTACTGAGACTAAGAACAGCCCTATTAAGC
+CGGTAGACCGCAGGGATAAGCATGGGCTTTGGAATATTGGTTCGAACCTGCGGATTGACT
+GACCGACAACATAGGCGGACGGTGGATTTGTTCGGGCTGGACTCGCAAATGTGAATTAGC
+CCACCCCTTGCTTCCTGCAGTGGCTAACTCTGTGTGTCCTTAACGCAGAGAACGATGCAT
+AAAACCCGGGACTGAGCCCTCTGATCAAATGCTAGACTGCCCCTACCCTAAGAGGTATTC
+GTGTCGGTAGCGAATCTTCCGGCTGCATGCGGGCGCGTTAGTCCGACAAAAGCATGACCC
+CGAGTTCGCTGTTAAGTCATTTTGCTGATGGCGGTAGTTGTATGAATGGTGATGTGAATA
+CATGGTTGAGAATCAAGCCTATGCGGGCGCGGTCTCTTCGTGGCACTTCTGTAGATTCTG
+GACCAAGCCGTATGTTTAATAAGCCCAATATACCAATTTTCCGCCAATACACGGTGTTCT
+TTTAGAGTACCGTCAAGCCCCATAGATCCTCGGCATCGCTGCAATAACGGCATTAGGAAA
+CCGAGTGGACTCCCGCTTAATTTATTAAGTGAGTGCAGCCGAGCGACGATCTAGAAAACC
+CGGGCATTCAGCTCTGTGACCAGGGTCCTGAAATACTCAGCGTAATCGTGCCCCTCTTCT
+ATCTAGAACTTCACGAGCTTTAGGTATGCGTCAGGAAAAAGTGCCAGGGTTCTTGGTTTT
+AACCGGACAGCGGTATACTGCCTTATTGACCAGTCTAACTCGGTACTGATCGAACCGGGT
+CTTCAGTTTTTAATGGTTCGGTGCTACCTTTCGAGGGCAACGCTACAGCCGTATGCGGAC
+TGTCCGGGGAATCCGTAAAGCGCGTACGGCTGGACAATTGCACAGCAGGTTTGCCATAAC
+TTAACAACACAGCAGTAACTTTACACAAGTTTGGGCAGGTCCCACCCCCAGCTCACGGAG
+AGTTGTGGCGGAGATTGTACACACATGTAGTTTACCCGATGTGCTAGACAGCATAGTGCA
+GGCGTTCCAACTCCTCCACACACTATATTCATCAAACGCAGGGTGCCTATGGCGTGAATG
+ATGGACACCTCAAATAATCACTCTTGTAATTTGACTTGCCAAGGGCCGTAAGTTTAGTGC
+CGGTATCAACGCTAGCATGTTGGTGCTGTAACAAATTATATCTCGAGTGCCCTACGTACC
+GGACTAACGTTATGTCGGGGACGCAACGTGGCTAGACGCTGCTGCATTAGTCGGATAGTG
+GTTTGCGGAAACTCTCGATATCAAGCATCTTTCCACGGGTGGCTCTGAGGGTGCGCGACG
+ACATTCGCACAGATTTAAACGCATCACTTTAAAAACATAGGCTTCATACCAGTTTCTCAT
+CAGACGATCTCAGTACAAAATAACTGAGGCGACCATCAGAAGCCACGGCCACGACGACAG
+TAAACATAGTGTAAGGTAATGCTGATCCCATCATTGGTGCATGTGCGTGGGCGTTCGTGA
+GTTCATGGGGACATTACTGTTTGCTTTTCTAAGGAGTTCTGGGTGCAATAACTCTCGAAT
+CACTCCATTGCACCTGAGTTCAAATTGATTACTATTCCGCTTGAAAGGACCAATTTGGAC
+CTACCCATGCTTCGCCCGGAATGGACCCCGAGCTGTTCATAGGGTGGGTTTGATCCTCGA
+TAGCACCACTACTAAGTGCTTAAACTCGAGCTCAACTTCTCGACAACGTAGCGACCCGTA
+ATAGACTCACTACAACTGACCCGACCTGTAGATATAATAGACGTCATATCGTATGCACCC
+ATGATTGAAATAGAAGGCTTACTAAAGTCAGGCCTACATTCATCAGCACCGTGATGCACA
+GAGACATTGAGCCTAACCAAGGAACTATCCGTATGTGGCCGCGGGATACATGTTTAAATG
+ATGGTCCCTGCCCTGGTGTAGTCAGTCTATGATAATCCCTCTCTCTGCGAATTATGAAAA
+GCTATCCTACACCACCGCCTGGGTACCGCGCATGGCTAACATGCCCCCCGCTGTGTGCGA
+GGGGAGGGAGGTGTCATTTGTCGAGTGTTGAAAGGCCTACAAAAGAGAATTGTCGGTCAA
+TATATCTGCCTCAATTGAGCCTCATTTCTATAATCAAAGCAATCTTATGTTTCTGTCGAT
+CAACTGAGAAATGCTTGTATAGTCCTCGACTATAATAGGAGTCATCAGAAGTATTGAGGC
+TAAGTTCACTTCAGCTCGGAGTTATTGACGGGCTACTGACAGTAGGCGGCTTATTATTGT
+GGCCTCTTATAAGTTTAGAATAGTGTCTCTCGCCGTGTTGGGTGATGCAGTTGGGTTGGG
+TCTGTTTTATAACTCAAATGCAATGTCATCCGATCGGGTACCTGGGCCAAGCATGAAAAC
+GTTGTGCATTGGTTACAGAGGGCATAACTTTCATACCCCCAACCTTAAGTTGTAAGAGAC
+TTCTGTGTCCCCCCGATAAGGTAGGTTGTGCTGGCTTAGCAAAGGGTTCCTGCATCAGGC
+CCTCGGTCCCCTCTCCGAGATAGGGACTGATACGTCCAACTGTTGGTACCCCACTGCTCA
+ACCATGGCTGAGCGTATGTCATCGCAGGGGGGAACCGCGGAGAAGCGACAGGATGGTGGC
+AAAATGACTTGGCCCTCTCGTCAACGCCTGCGCGGTCCAATATCGTTAAATCATAGTCGT
+GTATACTTCTAGTATTAGGGGCAATCTGTGTTAGCAGAGATTCATGCACATAATTCATGG
+GTTAATCGCTTCTACTGCGCTACTTCCATTCGCGACTGTAAACGGTTTAGAAGTAAGATG
+ACACCCTCATGTTGCTGTTACACTGTGTGTACGTAGCAGTGGATGAGGATTTTTATAGAC
+TGCTGGAAACAGAGTCTCCTCTGGGAAGAGCTGTATGAGCTATCTGAAACGTATATCAGC
+TTAAGCTCGCCGCCACACAGGGGTCATTGCCCCGCTAACCTCCGTTCCCCTTCTAGAGCT
+TCGACGTCTGTAGGCAGGTCGCCCCGCACAAGTGGTGGTGGGATAGACGACTATAGTTGT
+CAGTTTCACCTAGGTTTGAGGTGGGCCGTGTTCCATTGCTACAGGCTATCGGGCGAAAAC
+CTGAATCCACTTGCTAGCTTGTTACTTAGTCAGTCTTTGCATCGTAGGGTCAGATGGCCC
+TGCTATGACAATGCCGATAGGTGATCGGTCTGTATAGCCGTCACCTCTCCTGATAACACG
+CAGCTGACGGTTCGTGGTGCTCATGCCCCCATCAAAATAAGGCAATAGGACGCCAGTGAC
+CGGTGAAAAACTAACCTAGTGGTGACACGAGTCATGTTCTCGCCACTAGGCCGTCTCTAT
+TGCTTCGTGGTGTCTGTTCTGCCATGGGCAAACAATCGCGAGGAGACCTTAGTATAAGAG
+GCGACCGCCAATCGGCCATTTACACCTTGATATGCTAGAAAAAGCTCGAACTCCGCTCCC
+ACAAGAATATAAGCCAGCCGTGCGAATACCCCGTGAACTACCCCAAAAATACGTGATATA
+GCTTATATGGTTTCCAAGATCGCTCATAAATCCATGCGATTTGTTTCACCGTATGACAAT
+TGTTCTTTCCTCTGTCAATTCCCAAAAGGGACACAGTAGCTGTCCAGGAAGGGAAGTTAC
+TTCTGCTTATAATCTGAAGGCATGTGGACCGTTGTAGTTTCGAGGCCTGCTCAAGACGGA
+ACGGTTAGTTACTATACCTAGATTACCCGCGCCTGAGCGATTTCTGGCTATCTCCAAACC
+CCCTCAATATGGTTTAGTTTACAATCATAATGACAGTACCCAAGTAACTTGACATACCTG
+TCCCCGGTCTGCTGCCAAGTCCACACAAACCACTGAACGTGAAAGTTACGCCTTTCCAGC
+CTTGGCTGGCGCACCCACTTGCAAATCAGAGGCATCATAAGATACTGGTCAGTAGTTTGG
+AGTATAGTTAGGGGCTGACCAGGCTCAAGAAGATAGAATGTGGAATAACTAAGGGAATCT
+GAAACGGGGTCACGCTACTGGGCGAGAATACAAACGAGTACGAGGAGGAAACTTATGCTG
+ACCCCAGTCTATCTGTTATCTCATCCGCCGTGACCCAGCGCGTATTATTGAATTACCCGT
+AAAGTTGGCTCAACCAAAACGGTATACAAATCGACAAGGGGATCTTGCAACGAAGACAAA
+CGGGCCTCCAATTTTGTTATCCAAGGGCACAGCTATACAAAACCATATCTATAATGCATC
+ACAAGGAATAAGGAGAGTGTTAGCTATGAGGTCGGATGCGACGTTAAACTTCCTGTCACG
+CATGGCGCATACCTGACTATACTTCGATCTTACCCTTCGTCTGACACGCACCCTGGCAGG
+TAACCTAACAATACGCCCCTTATGAAACTAGCTTCTCATTCAACGGGCATGACAATCCAA
+TGACTAAGCCGAAGTAGACCACTCGGGATTCCAATTGAATGAGGGTACTAGGGACGGAGA
+GACTATGCGCCGATCGCCTTTACATCTGATTAGGTCTCGCGGCCTCTGCCGGTTCAGTAT
+AAACCGAGCAGGGCCCCATGGGGACTAAACGATAATTAAGCGGTTTTAAAAACCACGCCG
+TAATCTCACCTGATCTGAGGCGGTCTTAAATCAGCACAATGCAGGCCCTGAGCCCCTATG
+AGCTTACACGCGAGGGGTGCGAAGCCACTTGCACAGATCGGCCGCCACACGAGCGACCAA
+CTGTGCAGTACACTGCTGGCCGCAAACTATATCAACATCCCGTTCGCCGGGTTGCATCAT
+CATACGACGTCAATCGCGCAGTTTACGGAAGACGAGGCTCCGATATCACATGAAAGTACA
+GGATAGTCAAGTAAATCTAAATTACGGAGTCAATGGACCGGACAGAGGGTTCCACAGAGC
+TGGATGTCATAAGCATTTTGCTAGGTGTCGCAGAAGTTTGCTTTCGAATTCCTCGGCACA
+AATCGCCCCAGTCCCACGTTGTCAGCTTGCGAAAACCAAAAAGGTGCGCTTCAACACGTT
+TCTGAGTCGCTCAGTCGCCTACAGGTCAACTGTCTGATAGCAAAGAATGATTGAATGGAT
+CTTCATTTAGGACGTCTGTTACACGCAAAAGTTAGTGACGCGGGACAACTGAGTGGTTCA
+CCTTTGTTTGCGCCAGTGATTAGTGGCTCGAATGAGCACGTGATAGGTCGCTCGTCTTCC
+TTCCAATCCGCTAGGGTCTCTAAGAAGTGAGACTTTTTTACCATCGGGACACAAGTAACA
+TACACTGGGTTCGAAAGGAGGGTAAACCTAAGCAGATGGAACTCGGGTCAAGTCGGCGTG
+TGGGGTCTATGCCCGTCCCACGAGTGTCGTAAAAAGATACAATCATCTCGTGCCTTGGAC
+ACGCAGACTGGCTACGCCCCTGAGGTCTCCACCTTGGTTTACAGGGAGTCTTACCTAGTG
+AATCAGGATAGTAAATGACGTTACCTTCATAGCACTGTTCTGGCCGTCCGGCATTACGTC
+CACGCTGTATATGAAGGGAGATGGAACAAATATTCCCAGCGCTGCAAGCCCAACGATGAT
+GGAGTATGTATTACATTCTTGAGGGTTCGCCTTTGTCAACTAGCATTGGGGTACCCATGA
+CTCCTACCCAGGCTTTTGAGTAGCTGTTTCACCAACAGGCTCCTCGGCTTGTGCTGTTCA
+AAGGACTGTAGCCGCTGTGCTATGCGGGAGTCAGGTTCAGCGTACTTTTTCTATAAGTAT
+CGACTATGAAAACGTTATGAAGAAATGGAGATTTCTGCTAAGTATTGCCCAGCTAACTGC
+CACACTTACAGGCACAAACAGAGACCCGGTCAATACTTGGGCACGTTGATACGATCCATA
+GCCAGACCGTAGCTTCCGTGCAACTGGCGTACAGATTGTCGGAGACCGCCGAATGTGTTT
+TCACATTTCCAAGTTGCAAAGCTGAATCACCCTCGCAGGTCCCTCTCTCAACGTCGCTAA
+CGGAAGTATATAGATACGAACTCCCTGAGGAGACGGCTATGATGCGCAAGTTAAGCCTAC
+TCTCAATGCAGCTATTTGGTCAGTCAGGATGCTATCGATATGAGTACCAGCAATCCATTA
+TAGAGAGTAGTGACTATTATCCCATAATAGACAAGGGAACCTCGATTCAGTGACTCGTGC
+CGAGTATCTAACAGGAATTTTTTATATAAAACCGCGTGGACGGATGTCTCGCCCGCGTTC
+GTAGGTCTAGGTCAAACGCACCGCGTGTTACGCTATGGTGTGCAATCCAGCCCTTGAGCC
+CTTGAGCAACGGTGAGCTCAAATACAGGACAAGACACAGCCTGAGATTTGTGAACTCGAG
+GGCCCGAGTCACGGTGATTTCCGGCGGGATGTCTTGTTTACGGAGCAAGGCGTCTAGCAT
+ACTAGGTTTCTGCTTAATGGATCATCATTCTGCATCGCATAGATCTCGGGACCAACACCT
+TCGACTTAGACCACCCAGATGGGCTGCAGTAACATGCTCATGGGAAAAGTGGTTTAGAAG
+GCGTCCTATAGGCCATCGCAGAGAATGCGAAGAATTCAAGTGTTGAGCCGATACGTGCTT
+CATCCGTCCAGGATGAGTAGTCTGAGTATCAGTTGTCCAGCTCAGGGCCGTCATATCGAA
+TAGCTGCCGGCACTCTAAAGTACATCACCCTCTAAGCGAGAGCAGATGGCCGACGGCGAT
+CTCACGAGTTTACTCTATTACACTCGTCTAGAGGGAATTGAAAACCTGTAAATTGTTTCC
+CTCTTCACTAAAGGTATTGAAATCCACGTAAATCCTGACGGCGTCAGAGAAGCCCCGGCG
+ACCCCCACTTAGTTCGGCTAAATGAACCCCCGAACGCCCTCGAAACATCAAGTGAGTATG
+TGCATGCCGGCAACCTAGACTCAAATGCTGGAGACAATCATACGCCGGCGCCCAGATTAC
+GCTTATTGGGCCCGCCCGGATTTGTAGCCTTGGGGCAGTCTCTAACGCATCCGTCCAACG
+TACCATCCAATATCTCCCAATGACTCTGTTCGTCTTCGAAAAGAGTTTCTTCGCGTGGCC
+CGATCTTGACACAACTGGAATACCCTTCAGACCTCTGAGCGTATCCGGGTAGTCCTCTAT
+GATCCATATCGTGCAGGATGGCGTGCTTGAACATCCGGCATAAACTAATCCGATTTATTG
+TTGATATGCTGTAGGGCAACATCTGCTATGGCGTAATGGCCACGCGCCCATCAACAAAGA
+TATCGAGCAGCAGACGTCGGCTATAACAGGACATCGACGCTGCAGTGCTCTAACTATCGG
+TTCAACGACGACTTCACACTATATAAGTCCTTTTAGCCGCTGGCAGGTCGGCCGACATTT
+CGTGCTTAATGTCATTGAAATGAAATGAAATATCTTTAAGGGGGTCACCCACCTAATCCA
+ATTCGCAAACGTGATGCCCTTCTATGCGCTAACCGGGAAGAAGAAGGGCCAATAAAATCG
+GGGTTATATTACAACTCTTTCTGGCATGGTAATGTGTTATATCCAGGTTCCGGCACCCGT
+ACCGAATTTCTCTCGGGCGCTGCCCGCCTTGGTAGAGTAGATACAGAGGGAGAGATTACG
+ACAGGTGCTGATACAATTGACACGACATGTACAGTTCCACCTTATTCCGATATCTGTAGA
+TTGTATGCCGCTCCCATGCTTCCTATTTTGTAGGGCATCACATCCTAGTGTCTGTGACGT
+ATTTACCAGTTTATGAAAACGGTAGCAATTAGTAGGACTGAGACCCTCAATTGGGCACTT
+TCTTCCAAATTGGTAAGAATGGTAAAATGGCAAGTCCTAGGAGACCATGGTAGATCGAGA
+AGAGTCCGTCGACCCAACCGAACATTGTGACAGCTCGCTAAGATAGCACACGGTAGGTTG
+GTTGAGGCAGAGCTTCTCCTGGAGCCTTGCACGTGAGCTTATCGGTCGCTTTTGTAGGGG
+CTGTCGGCGACTTAGGCCAAGCTGGCGCTTCTGCCAATTCTTCTGTCCGAGAGGACATCA
+AGAGTTAAAAATACACAAAGACAAGTGCACGGCGGTCAAATAAGTATTCCGCTAAGCTAT
+ATTCCGCAATTCGCTCTTAGGCACAAGAATTTCGGTGGGTTTGAGTAGCGTCTCCTTCTG
+CCAGTCGATTTGTGCGTACTCACTCAAAGTAGTTTCTGTGGCCCACAGTATATAGTGAAT
+CTGATTTCAAGTGCTCCAAACGACGTAGTTCCACCAGCGGTAATACAACGGAACGTGTAG
+AGAGTTCGTCTTACGTAGTGAAACTAGAAAGACGGGCTGATACGTCGCATGTGACGCCCA
+TACTGCCAGATGGATGTTAAAAGTGCCCTAGCTCGCCCTTCAGACACCGCATGCCATATC
+TTTCAGAGGGGTCGGACTTATCCGGATTTTTCGCCCCTAACCTCTACTTCTGGTTGAGAA
+TGGGACATAGTCCTTGCCGCTATAGTAGTTCATATTATATTGGCCCTTGTTCGGACACGA
+CGGCAAGAATAAAAGGTCTAGAGCTTCATGGGGTCTTTACTTACTAGTTGATTTGATAGA
+GGTTGAAAGGCGTCCCCCTACTGCAACGAAGGGCAAACATTCGAAGGCCGATCCGACAGA
+TTGTGCGTGATAAAGCACCCTTTAATACTGTTGCGCTGGCGAAGCCATGCTAGGCCCTCC
+GACGACACTTTCTTCTGGCCAGTATTAGTGGAAACCGCTTAGAAAGACGGGGAGGCATGT
+TACAGGAGAACCAGATGCGTAGGGCTGGTTCACTGGATCTGAGTTTGGCTTAGAATGTCC
+AGCGGTGTAGATTTCCAGCGACAACCCGATCTCGTCATTATACCTGCATTCGTGCATTGT
+TAAGGAGCAGTCTTCTATAACTTACCGCGGAACCTGGAGCTTAGGGGTAATACCTTACGG
+CTACCGACCTGATAAAGACACGTACTCATCTGGCGAAATCGAGCTGACTCGCATACCCTT
+AGTGGTAGGCGTAGCCGACTACTATCTCGACGATATAGTACCTGCTGAACCAAGTAGTAC
+TCAACAAGTCATGTTGAGACTATGCTTTGCACGGCGCACCCTAATGGTACGGTCCTGAAG
+TAGGATCCATAACGAGGCACCTCCGGGGGGTGTGTATGTTTATAACGGAGCGTAACACAT
+AGGAGCAGATACGGCAAGACCATGAGAACCATCTCGACCAGAAGCCCGGGGAGGGCCGAC
+GCAAGAGTTGCATAATCGTCTAGTTGAAGCATATTCTTCGTACTCGGCACGTGCCGACAT
+AAGTAGGTAGAACGTAAGACGAACCATGACGACTCTCTAGTCGTGGTCGAGAGGTGAAAT
+ATCTTGAACTCAAACAGTTAGCAGAAACGCGATGCAATTGTTTAGAAGCAGTGCAGGCCG
+TACAAACACTCACGTTTAGCTCACATACGCCGAGACTGATATGCCGGCGAGGTCTAGACT
+TTCCCCAACATCTTCCTGACCGGTTGCCCGCTATAATGATAGTCGAAGTGGCTTGGGTTC
+CGCAGGGCCTAATACCAATCAGCCGCTAGTGTTAGGTAAGGACTGGGTCACGAGATCATT
+TGGGTCAGGCCCGTACCAATTCATAGTCCGCGGGGTATCGTTCGACCTGGTACCCGGGAC
+GGCGACAACAGAACTGACGTGCGCCCGTTGAGTTCTAGCTTTCATAGTGTTAGGACGTAC
+GACTCACTGCGATAAGTTGCGGGAGCTCCAAGAAGCTCAGCTTCAACATTGCAGGAGCTA
+CGATCGACATCTTTCTTCGACGCACCTTTCTCCCATTCGAAAAACCGCGGGCGCTTTGTA
+ATGGGGTCCCACATAGATCGGGGTAATATGTAGCAACAGTACATTATCGCGATAGATTAT
+GTCCATAGAGTGGTCGCTGAAGATTCGTGCTCCCGAGCATGCGAGAAGATATGAAATTTT
+GCGCCCGAGACGCGTGACGACCTCTCCGTTCCACAACAAAACTCGGTTTACGCCGGCCTA
+GCCGACCGCTCCACACAATCAAACGTTGATCCTAGCAAAGTAGGTAGCCCCTGCAATGGT
+GAGGTGTCTCAACCGTTCTAACATGTGTGCGATGAGGAGGGAGTCCTTTTGATCGACATA
+TCTCACCCACGCTTGTATGTAAGCTAAAAGGGAGCGAGAAAGTGTCTCCCCCGGATTTCA
+TCATCATTGGCGGGCACTGTGGCGCCAATTGTTACAGCCTATATCCCGAGAAGAACATCG
+GACAACGGTCGGAAATTTTCCGTTCAAACCACAAAAGGGCGACAGGCTAAACGGGAGCTT
+CATTTAACGCGAACCACTAGTACTCGAAGGTTCGGCGGCAACCGCCTTAAGTGGGTAAAC
+CCTTCAGACACATGGGAGAAAAACAATACCGAAGCTGAGTACCAATTACGCCTATGGGTA
+TTGTGTTTCCGGTCCCACCATCGCCTTTACTTTTACCACAAGCGTTACAAGCCAAGGCCC
+TAGGCAGCTAGTCGCACTTGTCATGGAATAGGCCAATTAGGACGTCGCCGCACTTCATCC
+GGCTGCAGAAGCAGCTATTAGCTCATCGTCACGAAATAGGCCATCACACGATCACCTGTC
+GGTAGGGTACAGACCACATTTTGGACGCTAGTCGCTACGGAGATCCCGTGCAACGCACTG
+GTTGTACTCGATTACAACAAGAACGTCAGTGCTCGATGTGGGCTCACTACCTGCGGTGAA
+CCTTCTTGGTAAAACCTATGAATCAACGCTCGGTATGTCATCTTTTGGTCGTTGAAGCGC
+CCGTCCAAGCTAGCCCATTCGACCCCTAAGTCTTTTAATCAATCCGCTTTTGCACCCTCG
+AAGTCCTGCATAACGAGGCGAATTTTATTGCAAAATAAGTTAGTTACACTCATCGTTGAA
+TCGCCGGCTCGGGGTGAACTGCAAGGGGGATAAGACCATCGAAGCTGGACGTAACGGCAG
+TGGGGCAGTGAATGAAAAAGCGCAACATGAGAATCAGCTGTTTTCGTTACTAACTTAATC
+CCTACAGCTCTGCGCCGGACACTTCCCCGGTTTCCCGTTCAACGTTAATCTCTTAAAGAT
+ATGGGTGGCTGCAGCATAGATCGCTTACCCCCACATCCGTCGCCTAAGGACACAGCAAGA
+CTGGGGTGTAAGAAGCCGCTTGGATGCTCCATTCCTCAAAAGTCGGTGCGCATCAAATGG
+TTGGAGCCTTTGCTACCACGGTGTCATGCTGCAGTCACGGTAGCTGTGTCGGTGGTCACA
+ATAAGCACTCTTATCGCTTCACTCTTTGGCCTATAGCCGTATTATCTTGAGAACGCCATC
+ACATTCCCTTTCCTTCACACACGTGCGTAGGGCAGTGTAATTTATAACTAAAGGTAAAGC
+GGGGAAACCCTTGTTACAGAAAAGTTAGGTTTGCTATTAAATGCTAAGAAACGGAGCACA
+CTTCGCTAATATTAGGCTAGCACTAGTGTCGACTCCCCACTCTTCGGGTCCCAATCTTAA
+TCCTGTCTTCTTCCGCCAAAAGCGGCTCGTACCACGAAGACTCCATGACGTTAGCGGCGT
+GTGCTCAGAGTAGGGAATATCACGGCTCGCAAACTCATAACCCTCGGTCGTGTTCTTATC
+AATATAAACACTAGAATCCTAGAGTCGTGAAGATTCTCGATACAATCATGCTTCTATGCG
+TCTAGCCTGAAATCACAGTAGTGTGAGTAGAAAAGTCATTTTAGTTATGCGACTATAGAG
+GATAATGTAGGCAGCTGCTTAGCAATAGTAATAATTCATGTTATCTAGTGTTTAGCTTCT
+ATATTACCAAGTATGGCGCCCGACAGGCCTCTTCATCGTATTGTAGTACCCGTTGTTAGA
+GCCCGACTGGTTAAGAAAGGCTGCGTGGATTCCTCCCGCCCGCTTAGAATCTTGCGGGAT
+TTTTACACCGTACCGCCTCTATGATTCAGGCAATCCAGGCGTGTATCGTGAGTATTCTCT
+GGCCAGGGGAAATACCTTAACACCCGTCATGCAAGAGTTGTCTTTAATGCCACGGCGTCG
+GTCACCAAATCGTACTGCCAATTACGTTCAGTGTTCATGTCGGTGTTAAGCGACCAACTC
+CTTCTGGCGTGTTCTCACGTTCATATTTGGGTAAATTAGTAAGCTTCGTAAATAAGTGAG
+TTGATGCGGTAGTAAATTCTTTTGAATATCCAGGATGCACCACCGCAGGTGCTCGGATAC
+CACGGGCCAGACCAGGTCTAACATGGATATTTTGTAAAGCAAGGTTACGGCCGGTAACCT
+GGGTAGGAATTGTGGGGTCCGTGCTCGAGATTATCGGTGAGGACGGCAGCTACCCCTAAG
+ATAGATGGAAGGTCAATGGCTGTCCCAAAAGCGAAGGCGTGTGCAACTGAACTATTATCA
+CACGTTTCTTGCTGTGTTTTCGTTTGTGGAAACATTGGCGCCCGACTCTATAGAGTATCT
+CGAAGCCAGTACTATGAGCACGACCTACGCCACCCTAAAGGATCAGCTGGTTGCCCGAAT
+AACTCTAGGTCAAGAAAGCTATCTGGTTGCCTTGATCTATGACGCCCCGGGAACTTAGCG
+TTGTGGCAACCCCCCTTTCCGCACATGCCCAGAGAGGTCGTCCAAATGTTTACACGCCGG
+GTGGGGCGGGGGCTCCCGATCCGGTTGAGGGGCGGGCCAACGTCTTCACCGTGTACCCCG
+CAATGCTGAAAGAACAATTCCAAGGCCTACCATCAAATGATCCGCTTACGATTGGGCTTT
+TTTTTCCCTCTCGGCTGTTTGTACTGAGACTTGATTCCAGTAAGACATCATGATGCCTGA
+ATTACGTTTGCCAGCTTTCTCGGCCCTGAGTTTTGACTCGTCTCTTTTCCTGACCCATGA
+CTCCCACAACACAGTTTATAAAACCGAATAGACATTTCGCACCATCATTCCGCGGTGGCC
+AAAGAGGATGTCCTCAAGTCCGATGACTCTTCATAATCAGACTATTCTAGGAAAATATCT
+GTTTACCACGGTCGAGTTTCACGGTATCCGGATGCTCGTGAATCTAGTGTATAATAAGTG
+CCTTACCCCGTCTGTCGATTTGCAGTGAGCTCTTTTCAATGGAAAAGTCGTGTGACATCT
+AAGTGACGCCGGGCGCTGCAAATTTCCGGCTGGGCATACGCTCCCGCTGCCACTATTTCA
+CGCCTCATAAAAGTAACGGCGTAACGGGCCAGCATCCATGGCCGCCCTTCCTACCCGAAG
+CTTTAGACACCACGTCGGATCACGTGAAGCCAATGTTGCAGAGAAAGTACGCCCGGGCAC
+CTGTAGCGCCGGTTGCAGCTTGCTGCAACGTCAGGGCCGAGCGCTTGACTACGCTTTTCG
+TGCTGACCGGAGACTCATGCATATAGGTGTGAGTGAGTGCAATAATCTCGACACTATTAG
+TCTTTTCTCAGGATTTATATAACCAAGTTCCTTGTACCCTCGCAGATCTTGTGAGTTATA
+TAGTGCGTCACGGTCGGGACAAGCCTCCCTACAGCCTTTGTACTTTGAAGCGTATGTGCT
+GACAACGACCGTCATTATCTATTTAGGGGGCCTTCTCTGATCCACCTCGTGGTGTCCTAT
+GAGATCGCGAACATCGCGGATTCCCATGGTAGCACGACCTGCCTGGCTTTCGAACCGTGT
+TATCGGTTCATCAAGTGCGACGAGGGTGGAGGATACAAATGGCCATTCCCAATGTGGAGT
+AGTTGAACCCTTCGTAGGCTGCAATTCATAACTCGGATTGGGCTAATTTTCCTGGCGCTC
+TATCGGTTACTATAGATCAACGTTAGCAAGCGATTGCGAGAGTCAATTTCCAGGGACCCC
+AATCAATTGTAAGCCTGAATGCAGAACTCTACCCAAACGAGTCGCTGAGCTAAAGGAGCC
+CCCGGCTAGCTACAATAACTCGATGGGAGGGGGGCGAGACCGTCCGGTACGCTAGGTTAC
+TATCTGGGTTCAGAAGTCGGGTAAGAGTAGCCTGGCTCCCCATGATCGGCAACAGGGAAG
+GTCGAACCGGGCCTCTGCGATATCCTATATCCTACCCATGGGGATAACATACAGTCCGCT
+CTTATCACTAGTTTATGTTCGGGGTGCAAGCCTAGGAACTACTTCACCTGCAGCGCTACG
+ACTCACTATACCAAACCGAAACGACTAAAGTGAGATTTCCCACGGTCGAGACCATTCAAC
+CAAAAATGCGGTCCTTAGCTAACGTGCAGTCTGGGGCTTTGATCAAACCTGTCGTATAAA
+TATAACGAGGGGAATCCCCCTCACCCGAAGGATATTACCCCATCACAAACTAAAATGGAT
+GTGTCTGGAACATGGTAAGGATAGTTCCGCGCTAGGAGCCCTTTCTCAGGGCATTTATCT
+GCACCTCGCCTATGAATGCAGTATATATGGGGGATTAAACGTGTTTTCGTTAGTTTGACA
+TAACGAGGACCGAGTGGACCGTACCCGCCGTCTAAGCGGTTTAGTGACACCTTATAATTG
+GACTTTGCCGACACCCAAGTAGCCCTAGCTGGACTGAATCAGCTACTAATAGGTCAGAGC
+AGGCAATATGATGTAACTGGGTCGTCGTACACTGCATTTTCAACACGAACTAGTCGGATG
+GTGCCTTCCCCACGGCACCGCTTGACGCGAAACCGCCCATCCACTGTTATGGAATACCTG
+CCTACTTTAGCCCAAGAGACATATTGCTCGCTAGAAAGTTCTCGCCAATTGGCGATGACC
+GGGGGAATCGACCACAATCTTCTCGGGCCGGATTGCCAATGGACGGCCATCCAGGTGCGT
+TGCGATCTCACCTGGTCCAATATATCGGCACTCACCGAGTGGTTTTTTTCGGCCCCGTGC
+GATCCCTGGGACGGATAGCATCGATGGCAACCACAGGATGCCCGTGGTTGAGAGAATCCG
+TGAAGGCCATCAGCTGCCGCAAAGGTGAACAGCTAAAGGGTCATCGGTTGCATCATAGCA
+CCGGGGGTATGCCCCTATTTAGTTTTCTCGCACCGTTCATACTGTTAATATAGCTTGCTT
+CGACCCCACTCAGCCCCACATGATGGGTTGCCTCGAGACCTGTAATCCCTCACCGCTGTC
+GTAGCTATCGAGGATCCCAGTTTTCATGGGCGAAAGGTTCACCTCAGAGGAGCAATTCTG
+CCCCTCGACAAGTGATAAATTATATACAATAACAGCGGTCTCCGACACGACAAGGAAAAT
+CTTAGCGTGATGGCGTAGTGTGTTCTCTCCAAAAACGGAGGTGGTGACTGTCTGGCATTA
+AGTGTACGATAGGTTAGCGTACAATAAGTAGGCACTCGGTAGGGTTAAGGGTTCCGGGAG
+ACTCCGACCAGATGATAGGGAGGGGTACGAAGTCAATGATAAGGCGGCGGATGCTTAGTA
+CAACACTATGGCAACGAGAGGTGAATACTCTACCTCGTCATCCGAAACTGATCAGGTTTA
+TCTTTCTTAGTCTGGGGAACATGCTCACTAGATTCTTTGCTATCCGAACGAAGACATAAA
+ATGTTAGGGGAAAAAACGTAAGCGGTGGAGGAATTAGGGGAGAAAAACGTTCTGATGCTC
+TCGCACCTGCCCCCTGTGCGCACTAGCAAGGTATTCCTTCCCGTCTCTCTTTACAACTCC
+TCAGTTGCTAGTGGCTAAGATGTGCGATCTGAGGCCGGATCTGTGAGAGGCAGCTTTTGA
+ACCCGTGGTGTTTAGGAGGCTTGTCCGCCTAAGCTCCTACGCAACAACGCGGGCGGGATT
+TTTGGAATTCCGAACAGCATCCATGGGAAGGATGTATTTTCCACGTCCCGTGGCAACCCA
+ACCATCGTAACGGCCCTCGATCCTTCCGTCTTACACTATATCTACCGTGGTAAACCGCTA
+ACTCACCCCAAACGATGAGACTATCGTGGAACGGACCGATCTACCATTATAAACACAACT
+CCGGTTCGCACTAAACTCAGATCTCAAGATTATGGCCTAACCTACCAAGGGACCCATATC
+CCCAGGTTGCCGAGGATAGTCGGGTGTGCAGACAACACGTGGCCGTTCGTTATGTTCTAG
+GGCAATATCAGCAGAGACGGATAAGTTTGGTATTGGAATACATAGACTGTGCTAACGGAC
+GCCTAATGGGCAAGTGCCCATTAAACTATATTATGGGACCCATCCCTGAGGAGTTCATTC
+ACTCATAAACAAAAGAAGTGGATTACTAATTGAACAGACGCATGAGATCTATGATTAAAC
+AGCCTTATCAGCATCGCCGCCGTTAGGGGGGAGGTAGCGTATTTCTGGGTATGATCCAAC
+CAGGAGCTGGTGGCTTGGCTGTAACGGGAAATGTAAGTCTAACTTGATGACAATTCGATC
+TTGTAATTGAAACAATAAAACACCAGTGGGTGTTTGAATGACTGCGTTAGCCAACGTGGG
+CGTGCCTTCTACTGGGACTGAGGCAACTCTTCCACGACTCACATAAGGCTATACGTATGA
+TAGCGCCAGGATATCACCATACGTTAAATGTACCTCATAATTTTCTAGGTGTACGACCTG
+GATCCGTCGCACATGCTCAGCGCACCCAGTCTGTGATCCGCTCTAATCGATTATTTCGCG
+AGCCAGTCATCTACAGGGTTAGGTTTATTAAACCTAGGCGGTAAGACTGATACCGCGTAC
+TCTCCGCTGACTCGTGACCGGCCTAGACTTGGAGAGCTTTTCTAAACGTACAACTTTTCG
+AAAGTTAGCCCTTTTGGCAAGATGCAAAGCGCAGCAAAACCGGAAGGCGCATGTGGCGGC
+AGATGGTGCTGAGTACGTACGATGGAAGAAGGAGCAGCCAGCACCACCATGTGGCTCCCG
+TTAGCTTCTGTTTAGCTTGATATAGAGCGGTGGTCGGGCTGTTTTGGACTCGCGATCTAT
+GCGACAAGATACGCATTCCATTGAGAAGCGAAAAAAGACTTTACCTTCCCTCTACCCTAA
+GACCTAAGAACCGGAGAGCAACCCGTCCATAGCTAGCTTAATCGTATAGCGTGCGAATTA
+AACATTAGTAAGTCCGCTTTGTGCAGGTCCGTTTACGTGAGAAGGCGCCCTTAAAGCGGA
+CTGGATGTACGATACAGTTCTGTAAAAGTATTAATGGACTGTACACGTTTCTAGAACGAA
+AAGGTTTATGGGTAGGTAGCATCTGTTAGTCTTACTAAAGCGCTGTCATTGGCCCGTACA
+TCCTTCAATTGGCATGCTCTTAAACCAGGAGATGTCGCCTCAGCACTTCTCGAAAAAGAG
+GGCCGTGTGGAAGCTTTCGAACGAGTCATCCCTACCAGGAGCAGAAATAGCGTCTGAGAG
+GAGTAGGGTGTTACTTGCTAAGAAACGACCTACAGGTGGCTGCAGAGTATCCCTGGACCA
+AGTAAGACCGCGGGGTACAATAGGTAAGCGCACGCAGAAACTACTGACAGCGAAAGGATA
+ATAGGGCTGGTAACGAACAGCTGACTAAGTCAGCTATGCGACGAGATATAAGACCTTCTA
+CCAGATTGGCGAGTCATCGACAACTAGCCGGGATTTACGTCGTAAATCGTTCTGTAGCAT
+GGCTTTTCATCCGTGCTATCGGGCTTCTCTGTCCATCAATGCACCCACGTCGCACCGCTT
+AGCCCAAAAGGATTGCGCTTCTGTAGCATATCGTATTTGGCGTTCGTTAAATGTAGACTA
+ATAGTCGGACGCAGTGACCGACTCGAACCGATAATGAGCCGAGGCACCGGTGAGGGTGGT
+CTGACCTTACGCAGGATGGTTGCCGTTTCGGTCTGGACGGGGTCATGCACAGATGCTGTC
+ATGATCGCTTTTAGACCAGCTCTTGCCCAGCCATAGGTATTATGTGATCTACAGGTTAAC
+ATCTCGAATTCTGAACCCTCAAGTCTAGTATCTGGTTCATTTCGCGTCCATATCAAAACG
+GCCGGCAGCTCCTCCTGATAGAGCTCCTTCTTTCATCATTGTTGAGGATTACTCATGGTT
+TGCACTTGCAAGCTGCCATCTTTCCGGAGAATGGGAAAGAGTGTTCCGCGCGGCATCGAG
+TTTAGACCCATAATACGAACAAACTAATTCCCTCGAAATCTCTTTGGAGTGTTGTGGTCG
+ATCAAAATTACCCGTCTGAGCAGTTCGACTACGTGCTGCACAACGACTGGTCCTCAGCCA
+TTCCGTATTAAGGCCTTACATGGTTTCACAGCCTGTCTTTTGATCCACAGACCGGACGCG
+TAGCGTTGTGGCTGGGCTACAGAGCAACGCGGCACGCTGATACAAATGTGCGTCCCGGTC
+ACGCACGAAACCCGAAGTTAGACCATGAAAGATGTATATCTATCAGAGTTTTTTTACGAA
+GGCTGCCGAATGTTGCATGATATCAGGGTGAAGTTGAGCGAGAGACAACCACACGTCTCA
+AAGATATCTAGGTTCATCGTTGGTGTCACTGGTAGCTATCGGCAACTAGAATCCATTAAC
+AGCAGTCTTTGCGAAGTTTTACTCTCGGCCCGTGCTGACCGCACGGGTCGTGAGGTATCT
+GTCAACTCTAACCACTTGAAAATAATACGCAGTAACCAGTGCGGGAGTGGCCCAGCTAAG
+GCCCGGGGGCACGGCCCTAAGTTAAGCACGGGATTACCACAGCGTTAAGTTGATCCTGCT
+CAACCGCCGTCCAAATCTTCCGTATTACCGCGAGCAATGATAAGGGCCCGGGTATCCCAT
+ATGTAGCGGTCTGTGCTCAACGGAGTGGATCATTTCAGTCGCAGTAATCTCGACGTTAAA
+GTATGCTAGCCGGGATCTACACGTTCATTAACTGGTGAAAGGTCAAAAAAATGCAAGAGG
+TAACCCTTAAAAGCAACGTGATTTGCCTGCTCAAAAGAGGATCCAATGAAGGATGCAAGT
+CTACAACGGTTGTTTGATGATTGCGTACATAATGGCGCTTGAGAAGCTTGATCACAACAG
+GGGGTTAATGCATTCATATTACAAGGATACAATACGGAAGTTAAAGTAAAAACAATTGAA
+ATACTCGGCCTCGGGGACGTAGATACGGTCGCATGCATTTACCCGTGGCTGGTCGTGACG
+ATAGATGTTCCCGGGTAAAGCTCAATCAACGTTGCTCGGACAACATGACGAGACTAGGCA
+AGCCTAGGGTTTCGCTTGCCGGCTAGGTTCTTTACAACCAAGCGTGCCTCTGCCCGTTTA
+GCGAACGTTACGCTCCTTGCTAGTATGGCTGCGATCCTTGGTCGAGTCATTGATGGATCG
+GAGCCTTTATCACGTCTGGCGTTACTCAATCTATCGATATATATAGGGTAAGAGGGGGCG
+GTACGTGCCATTGTGGCGGTCTGTCGTACAAAGTGATACATTCGGAGGCAAGCGAGGGGC
+GGTCCATGCATCAAGCGCGAAGTTGTCTGCCCTAGACTCAAACCGAATAAAGGTCAGACA
+CCGTTGCCTCATTTCCCAACATGTTTGAGGCATGTTGGTCGCGTAGGTGGGAGGCATGCC
+ATAGGGACCCAGTTCTAAGGGCTGTTTAGCGCAACTGGGTGCGTCGAGATGAAAAGGTCG
+CGCCCTAATGCTCCCATCCACTGGCTTTGCTTCGTTCGCCCAGGTCCCAAGATCTTACGG
+CAATTATACATGGGGGGGAATATTTTACCTATACGTTCACATGGGAGACACTGAACTATC
+GGCTGCAGTTACATCATATCAACGGGGTGCGGGGATATACTCAGCAGCACCTCACGTTAC
+AAAGGATTAGACCGCAACAAAACGCGTGAGCTAGCGAAGATTGTCAGTTTGATCGCATAT
+TACTAAGGTATTCAGTCTTCCCTCGCTATGTTACAAGCTTCTGGTAACGGCGAGTGCAAC
+CAGAATTAGATCAGGATCGGAGCAGACAGCTCGCTTTAGTGGCGTTGTCTGGGCCTGGTG
+AAAAAGTCCATTATGTATTATGGAGACGCGTAAGGCAATGAGACTACTCGAGTCCACGAT
+CGGTAGTATGGATGTCAGGGCCCAGTGACTCCACCCCCCCGTCCAGAACACGTCGCCGTC
+CCTCGTGGCCACCACCAGGTGTCTGGAGGAGAGGGACCCTGTTGGCATTTGAAGTAGCCT
+ATTATCAGGAGTTTGGGCGGGATTTACTGCCCTGCTACGGCATAGTTAATAAACCTCTGG
+TCCCTGGTGTGGAGAGAAAGATTTGCCTTTGGCTGTGCCCGATTTACATTTGGTCCGTCT
+GCGCGGGACGGCTTAATCTAGGTGCCCAGCGTACCCCATGAATGAGCTAAAGGGCGGCTT
+GCTTAGCGAACGTAACTTTTGGTGCGGAGGCGATCGACCGCCAGACAGCCTTCAGAGCTT
+ATAATGCTACAAGACGGATGTACTCGCCTTTGTCATTGCGAGTGCTTCGTTAGGTCATCC
+CAAAGCCTTCCTGACACCGACCAATGGCTGATCTTAAGCTAACAATGATTCAAGTCTGCT
+CAACACCCAGGCGTTTCGTACATTAGTCTGTTATAACTTTACTTTATTCTAAAGACAATA
+TGTACTCTGAGCAGAGAACACTTCCCCTCAATAAGAAATTGACGCGGTCAACGAAACCGC
+ATATCAGAGCGATCTCTCGCCGGAACTGTGTTGGATCCCACCTTATCAAAACCATCGGCG
+CACAGTGAGGTGAGTACTAATCACAGCCTGGCGCTGTGGGTCTTACCACTCCATAGGAAT
+TTCCGCTCCATACACTGGGGGTCGGATGTTATCGTTCGGCCTGTTGAATTCTTTTTTACG
+TTATCATATAAAGCGCTGTCACGGCATCATGAGAATTATGAGTACCTGGAGGGGGTATGG
+CGATCGGGCTCTATGCGCTACCACCAAAGTTCCTACTCAATTGGCATTACTAAACGTTGT
+TTCATTGAGTAAATCTCATCGCCAATATTGCGTAGCGCTATCGCGGCACCGCTTTCCTGT
+ATCGAATCCTGGCTGTTTACCTCGGACGACTTCTGAAACCGCGATACCGGGAAATCTGGA
+GCGCATGAATCCGATTAACTCAAGACTATAAAAAGTCACCTCCCACTTGTCCCGGTGCCA
+CAGTTGGAAAGAGAGCTAAGGATTGGGCGACGAAGATTATACATTACCACGGGCCAATGC
+TGCGCGTGTAGTGCCTAACCGGATGTGGGATAGCAGCCTTCTGTGGGCGATGATGACTCG
+GTAAAGAAATCGCGTCCATTGATTGGTGGTCCTACGTCAGCCTTCAGAACCCCATTAACG
+GGTCTAGATCGGCACTCATTATAACATGTCCATTAAGAACTTCAGATACCTCTTGAGCAA
+TGATGAAATGCTGGTGGCATTAAAATGTTGGGTGACAGTCCATGTGTGCCTCGCCGGAAC
+ACGATCACCGAGGGAGCCCCCTTCACAACCCTGCAAGGGAACATCTCGCCCTTGATATGG
+CCTTCGTGTAAGTGGTAGACTAGAAAAGATTTATTCTGTAAAGGTCAGTTCTAGTCAACG
+ATTTCCAAACGGGATCAACGCATTTCGTCCTAATTACTCCCTCCCGGAGCAGATGACTCC
+CCTAACTCTCCCATCCTATGTCTCCCAAATTTACAGACGACCTCCATGCAATTATACGGA
+CGATCGCGCGGTAACGGTACGGTACTCGCCCGCAATGTACCAAGTGTTTCTGTATGGAAT
+TTGAGGAGAAGAAGTAACTGTGCTTTATATTCCGATAAACTCTGCTGCCGGTATAGCCAA
+TTGTAACGTGCATTCGGCGAGGCGACAGCTCGCATTCACAGGTAGGGTGATGCAGCAACG
+AATAGACCCATAAACAACCCGCTAAGCTGTCTTGTAGGTAAGTTGACCGCACAGACGTTT
+ATCGCCGATGCCTCCCGGCGGGGTACACCTAGTCTTTCCTGCTGCCCAGCGGCAAGGGGG
+TCGAGACCACGACCCCGTGTTTGGCAAGCTAGTTGTCCACGTAACACATGCTGACCCTAT
+GGATCAACTCGTCTCGACGGGTCCTCTGATAACGTTTGATATTCCTGTTCGCTGGCTAGG
+GGCCAGTTTTGGGCCGTGTCCCACACACATTAGGTCGTTCTGATTAGTTCCGGCCGCCCC
+TCAGGAAGGCCCCTATCCAGGGAGGGGAGCCGTCGGTGGAGGCAGTACAGCGTACCACCA
+CTGGGATGTAATTTGCGAGCGCAGCATGGCCACTCAAACCGGGTCCGGATGAGCAATAAG
+GTGATGGAGCCCTTGAATTCCACCTCACACCGGACTCTTTATCATACTTAAAGCTCGCGT
+TCCATGAGGGTAAACAATCAGTGAAGGGGAGACGGAGAGCATTATCAGAACAAGCCTTAC
+CGTCGACGTGTTTTCTAAGCATGGGGTATGCACATGTTTCGTATTCATAGAAGATCTTCG
+GGCCTTCGTCTTGGACAAAATCTGCCAATAGACCGCACTTGTTCCTGTAGTAAAAGTCCT
+AGCTCCAATGCATGTGCGCCGAATGCGATTCGATCCCTTGAGGATTGGGTTGCTTAGCTT
+CCGCCAGTAAAGATTACCTCCTTACAATAAGATGTAACGGTTACAAACCTGGATCGCCAC
+CCTTGGTACGCGACTAAGCTGTTACCCCCAGACCATGTACATTCAGTTCACCCAAAATAC
+GCGATGGCGCCGCGGGGAATTCACTACAATTTCTCCCCAAATCACCCCATCATCGTTCTC
+TGCTTTTGTCCGCGACATACTGATAACCTCCCTGTACTCAATTATGATAAGGCATCATTA
+TTATTTTCGCACGACGACCTAAACACTGATGGAGGTCTTCAATAACTATCGGAGACGTGG
+CAGATAATACATGGGTCAGGCTGACGATCCCTAGCACATCTTACGGAAAAACAAGGTAGC
+GGCTACACGGGCATCGTAAATGTCTGACCACGATAAAGTTTCATGCTGTAGCCAGGGAGC
+GTAGTGGTTTTACCGGCGGAATAATTATGTGTACATGGATTTATTAATACAAGGAGCACG
+ATAGGGTGGAGCAAAAGGGGCGTCACCGAGAACAGCGTCATGGACTTACAGACACCGATT
+TAGTTATAAAATTTCTACAATGCTAGGACATATGCACCTCATCTTCAACTTTGTCCTTGG
+GACGTCCGATTCAGCAGAAGGCACAGCCCCCTCTGACTGGGTCACGCTAAGACCGGAGAG
+CTGACGTAGTTTTCTTTGGCGAAACACTTTGCTACGCGTTCGGCAGATACTGGCGGAGAT
+ACGTAGTATCGGACTCATACGGTCCACGGAGCCGACGGAATCCAAACGACAAGAACGTAG
+CTAAAATAATTATTGTAACAGACAGGAATAATCGTGGAGACCCTGACTCCGCTCGCGGAC
+CACTACGAAAAGGCAATGTAAGACGCAAACCGCTTCTTCCAGGCACGTGCCGCGCAAGTT
+TCGGCGTACAACCGTAATAAGGTGTGGGGCTAGCATCGGTTCGAGACGAATATATCGAGC
+CGGCTAGCATCGAACCCAGACCATTACAGTGCAGTGGAATAGACATTGAGAAGCTCAGCG
+GACCTATCTTCCACGATGGGATGTTCGATTAGCGAGGGAATCTATCTCATTCAGCTCGTC
+TAACAAGCCGTTTAGTCCATGGCCTCAGGTGAATGGCGGTAGTTTCTCTGACTCGCCTAG
+CCGAAGGTGCGCCGGGATTGTCGCCGCAATAGAGATAGAGAGGAGACAGATGAGGGCTAT
+GACGGCTCGTCAACTCTGTTTGTTTAATGACTTTGCGACCCTAGGCATATGGGATGACGA
+AGACTAACGTATTCTCGAGAGGTACCATGACCTATGCACTATTCTATATACAATGAAGAA
+CAGCCTGGCGTTGATTTCTCTCCAACCAGTTCATGCGTGGTACTAATAACGACCGTTATT
+TTGGTCATAATTTAAGAAAGCTCTATATTCGAACGGAGCAAGATCGATTTATCGTCCTAA
+CCGGTCTAGACCAGGAGAGTCGCGGCGTCTCAGTGCCTTAAGTGCCGGGTCAAATTCACA
+AAGGGGCATGACAGACATTTTGATTTAAGGATCGGACAATTATAACCCGGTGTTCCGGAA
+AGATAGCTACGTGCCTAATATGATGACTCAACAACGTGGAAGTAAAGTGTGGCTCTGTGA
+TGCCACCGTCCATTGAGGCAATCGCATGCCAAGAGGTCATTTTCCAGAGCGCGAATTAGC
+GAAGGGGTATCTAAACACCTGCGGTTGGTCAACGGAGCGTTATGGATCCGGGCCGAGAGA
+TTAGCCTACAGGTTCTTAGAGTAATGGTAATGACATTTTCAACATACGTGCAACCCACGC
+TCCGATCCCATACCCAGCAGTCATGACTCTCCCGTATCAGGTGGGCGTCTGTACTCGATG
+CGTCTGTGCAGCGCTGTTCACCGCGTTACGTGCGGATCCCGGGTAAGATGTCGGAGTGCA
+TGCTAACGATCGGACGCTTATGAGCGACTTCAGTCCTGATAATAACAAACACGATTAACG
+CCACCCTTTGCGCTTTACTCCCATCCTCAGCAACCTCATCTCGGGTAAAGAGGTGGTCCG
+ACAGCCAGTATACTTTGTGTAAATGCATGACGATCTCGGACGGAGTATGCGAGTATATAA
+AGTCTCTGACTCTGTGCAATGACACTTGGCACAAAAGTCTCAATCTATGCATGCCGGCCC
+CTCACGGCTCCTTAGCGGCACCAGAGGTTTTCATTTTTGCAATGCAAGAGGACCGGGCGA
+CCCGACTCAATGTACCCCACTGGCCGTAACCGGAAGAGGTGGGACTAGACAATGAGTATG
+GTCGCCGACTCGGATTCAAATGCAGATATAATACTCCACTTCTGTGGTATGCCTACTCGT
+TGGAGAAAGTAGCGAAATAGTTAAGACTGTGCGTAAACTTATTTTCCAACAGCTAGCTAA
+GGGTGTCTATCGATTAGAGCTGTATGATAGGTTCCTATCAGTCACACGCGCAACTTCAAT
+GTTCGCTCCCCAACCGCTCTACGGTGTTGGATCAATTCGGGGGTAAGACGGGAGAATTAG
+GGTCTTTAGTGATACCACCCGGCCTCATAGCGCCGATTTAGCGTGGATGGATGCTTGACG
+GACATGGTTACCATATGCCGCCTACTCAGCCACCAAGGACACGGCGAGAGGTTATAGTTA
+GTAGCTGTGGACGCTCCTTTTGGACGTATCTCACCGGGAATACCTGTTCGAATCTTCGTT
+TATTTTATTACTGCCGCCTAACAGCCGCCGGAACTTTGTGTCTCGCACGGCCCGTGCCGA
+CCTCATAACGAGATCTCCTTGTGGCGTTTGCCTTGGGCACTACGGCGACTGGTGGTTCCG
+GCAAGTCTCTAGCGGGAGTTCGTGACAGCCCCAACCGCCTGACGTTATACCGTGGGCACC
+GGCCCCTAGTTCCATTGCCGTCACCCAGTTGTCCTACACCAAGCTCCGATGTCCCGACAG
+TCGGGATGGGATAACTAGAAGCTAAGAGTGATGTGCCCGCTACTGCGCTAGGGCTAGTCA
+TAACGGCTTTTCCGATACTAGAAGTATCACTTATGAGAAGATACTACATCCATTCCCGGT
+TACGATATGCCCTCTCCCGAAGGTCTCGCCAAGTTTTTTGAGCGGTGTAAATTCTTAGAA
+AGCCCCCACGGTGGTGACGTTAATCTTAGGTGTATTATAGTAGCGCAGCAAGAGGTTTGC
+AGTCTTCGGCACTACGCAATTCGTACCTATATCGCAATATGAAGCACGGTCACGTTGGCA
+TTTGGGGACAAGGCCGCCGCCACACGGACCTAGGCCAGGGGGACGGCAGTTCAAAAAGAA
+GATGAGTGAGTCGAGTATCATACCGCATGAAATTGCCCTTGCTCAGGCCCGCAGGTTGTC
+CGGGTTGGACTGAATAGAGGGAACACCGGCTCAGGTGCAGAGCGGCTGAGCATTGGGCGC
+CGGAATCCGCGGTGCATAGCGGCTGGCCCTTTCCGGATCGTCAATTGTACAAACAGACAT
+TCATAAGGCTCAGCTTCTTACGGTTCGTGTCCGGTCCTAGATGCAGTGTAGGCCAATGCG
+GTTAGCAACGCTCTTATGAGAATAATCTAGCAGGGGCAACGCGTTCTTCTGGCAATGAGC
+CACAGGAGACAGTGAGAGAAAAATTCCGCTTCCGCCTCGACCAGAAAAGAATTACGTTTC
+CCTCCCAGATAAGAATGGGAAAGCCGGGGGATTTATGTGGTAGGGTACCGGATAACTGTG
+CGAGGTACGTTAGACTCGGGAGAGGAGTTGACACTGATGGTAGTCATGACTCAGCGCTTG
+CGGATTCCATTGTGACAATTACAAGCTGTAGAAGAGTCGTTCGAGCTGCAGAACGCGAAC
+GCCAGTCCAACGTACCAGTGGTATTATAGACTCTAAGAACGTTTCAACCTTGCTCAGACT
+GACATTGAGCCGCCCGCGTCCTTCAGTTTGGTTGGCGTAAATTCCGGATCTCTTTGTAAG
+CTTATTCCCAGAGGAACATGGGATCTGGAAGTGGCCCTCTGACGGTAGGATATCTCGCCC
+TCTACGGGCCCTGTGCTCCGGTTACCTTGTACCTCGGGGCTATACCGTGTGATATGCTCT
+GCATGAAAGGTCCTTTTTGGACAGCCAAATAGCCCTGGCGAGATTTGTTTCCGGCCCTGA
+GACGAGAATGATCAGAGGCTGAGCTAGCGGGTCTATCTACCCGGCGGAGTACCTATTGCA
+TATGACGGGCAATATATCTTCTTCCGTCCGCACATTGAAAATTAGGACGATCCAAGCAGG
+CTTAAGGGCCATCACCCACGGAATGAATCCCTGGTAGCTTTACAATATTGGGGATATTGC
+TGATGCTGTATTACATATGTGCCGTAGCGGTGAACGATATGAAGAGAGTTTGTTCTACGT
+GACAACACGGCTCCCCCCTTTTAACATACAGGCTACTGATGTTTCACTATTGGCGGTTAA
+CCTGCCGACCATGCCCGCCTGTAATGCATGAGCGGACATGTCCCACTCTAGGTTGGCCAC
+GCGCCCCCGATACATAGAAATCGGCCCGACTCTTGCGATGGTACGTGTCTCGTCTTCTGT
+CTATGATTGACTACAGCTCGAAATATCAGCTCTGAGATGTTAAACGGAGAGTGCCGTCTT
+TATATTCAAACGTCCCGTTGAGCTTCAGGGGCTAGGTGTGGACTGGGGTGTGAGGTCGAG
+TGGTGGAACTACAGGCAACGCGGCCTGGCTTTGCAACCAATGCTCAATCTTTCGTACCAT
+CGAAGCCGGGTCTGCATTAGGTTCTGTCGGAATACTCATGAAAATAAGAGTAATCGAGAA
+CTATCAGGGTTAAGAATACGTAAGATACTACTTCTCACCTCGAACCCCCGGGCTCTCAGT
+GTGTTAGAGGGCTAAATCCCGGCCTTCTTTTAGGCCAGATAACCTGGAGCTAATGAAGCG
+AACAAGTTACTCGGGACGGGGAGAACCAATGGGACCCTTAGTGAGGCTAGGACATGGTGT
+GATGATGACTGAGGAGAACCATAAGGTGTTAAATTGCCCTGTCCCCCCCATAAATTTGGT
+CAGGAGACAGCTAGGGTGCCTACACGTTGATAGCGCAAAGAGTTGGTCCGTAATACGTAT
+TCTCCACGCCTAATTGGCTCATGGGTAATCCCACCGAAGCGTGGAGGTCGCACGGAAGGT
+ACTGGAGGAAATTCCAAGGCCATAAACGCTAAATGTCGTTTTAAGACTAAGTTTTATAGA
+TCATTCCCGAATAACGCAGGCGCTGCGTAGGGCGACTCGGGAGTGCCACTGATTGACTCA
+CCCTAATCGCCATACTTGAACGGTAGACGGATGTACCTATGGGAACCCCACCAGCACATA
+AGATGAAACATTCACTGCGCTGAATTGTAGGAACGGCACAAAGTTGTCCGGGGCGTGTCA
+GTGGAAGGCCCGACTTAGCGTTGTAATTCTGTGCCGGACGCCTCATATTCGGCTGAGATT
+GGTTTCCAATCGACCGACGAGGGCATGCCAAGTCGCCGTGATCGGCCTATTAACACCGGC
+TGCACCCCAAAGCACGCGGAGACAGTCATGAGGACCTATGCTTGCTATAGAAGTTTGGGA
+GACGGTTCTAGAGGTGCTTCTCAGACCCTTTCTTGAACACTAATCGACAGTTTGCTTCCA
+GCTGTTCGTATCCAGGATCCTCGTTGCGTCTGTGTGGTCAAAAGAGCGGGTCCATATTGT
+CCAGTCGCCCACATCACGAGTCGAATGAGACAACGCGTTCAGGAGCTCTCAGATGAGGCC
+GCGTTGAGAATGATAATGGGGCACTAGACCCTTCGCTGTGCATCCAAAACGAGCGCCTAA
+GTCATAAGCGGGGATGTTCGGTCGGCATCCAACTACTATGGCCCTCAGGTGTCCACCGCT
+CACTATCCTGTAGATCAGTTGCTCCAAAGCCTCTTCGGATCACGAGGGAGGACGTCTGGT
+ACCTATTGATAGTCGTTTAACATTCAAGCTTGACTGCGGAAAGGGACCACCTCGCCACCC
+GATGTGTATTCAAGCACAACTCACGTCGCATCAGTACTTCCTTTACAATTGTGGGGGTTG
+GAAATCGACACCATTAGCTACAGAGAAGTAAAAAAAGACAGCAATCCATGAGCCTCAACC
+TGACTGTATGTTTGCACCTAGGTGCTGAATGACAGCATGATCCAGGGATCAAAAAGTGCG
+CCCGCTGCATCAATAAAACGATCGCTAGTCTGCTGCGAAGCGATGTCGTACCGCAGTCGG
+GTTCACGTTGATTTCATGTAGTCGTCTCCACTACGGCCAGTCCAACATTCGTGTCATAGG
+TATCAGTACCCATGCTTGCCCTGCACCAGCTCTAGTATCCGTGTATGTTACCAGTGGAAG
+GGGACGACCACATTATAAGCACTTCACCGCGGCGGATGCCCTTAGGGTTGATCTTCGATC
+GGTAATGAAAAATTACACAGAACCGGACGAATTTCAGGCAGCTTTTACCCTTTGTGTCGC
+TTCCCTACCGTACCGAACTTTCCCGATAGGTCCCCTCAACACGGTAAATATTGCCATCCG
+CGTTCCCTATGCAGGGGTATTGGTCCATTCCCATCCCAGACTCCCAACACACTACCTATC
+TGGACTCAACACACTCTCAGTAGGGAGTTGTTCGTCGAATAGCGAGCCTCAATAATCGTT
+GATCGAGCAGCTGATCAACCTTGTGCAAGGTCGACGATTCCTACTTAGCGGACTGCACGC
+CTGCAAAGGGCCGTAATTGAGTGATATTGAGGTTAAAATACTATAGCCTGTGTTTCCTGG
+TTGTCGCCCAGATCACATGCTAAGCGATGCAAGGTGCCTTGTCTTAATGTTGAAACGATT
+CGAGTGATTCTATCAATCCTCGGGTCCGGTTCAACCGTGGGTTGGGTGAATTATAAAAGC
+TTCTCTCCTGAAGAGTTGCGCTGAGAATTCATAGGTGCCTTGTTCCTGTAGAGAGTACAT
+TACTATTTGACATGAGCCAGGCAGTCACCGGGAGACAGCGCTATAAGGGTAATTTTTTGG
+TTAGTTGACACTGAGTGAGCTGCCATGGGGTCTTGTGCCGTTTGACTAGCGCGTCGGTTC
+AGCCGAAAAACACGCGGGGGTTAAGTTGAGTGTTTGCGGTTACAAAGGAAGACATTCGGG
+CTACCATCGTTGACATTTCGCACGAACAAGAGACACGGCTGAGGGAGCTGGTCTTGGCTC
+TTCCGATCACGGGTTGTGCTATAGAATGGGGAGTGCCCCCACTAACGTTGAGACAGCCCC
+AATGGGCAATGCAGCGCTACGGGATTGACGAGTCAACACGTGCAAGTGAGACAATAATGC
+GGTCACAAAAATTCGTCCGGATTGGGAGTAACATTACATGTGCTCCTGCGGAATACTGTT
+GCCAGCGCGTAAAGTTGGATCGTTACCTTGCGAGGTGAATCGGGGATGCAAGGTCTCGCG
+ATTGTCCAATTACTGCCCTACTAATGAGGCATACGACTAATGCACCCACGTGCACTACGG
+TCGCTACCCCTACCCCTTCTTTAGAAACAGCTATCCAGCACTACCAAGTACATATTACGC
+AGTTAGGGGACCCCTTCATGGGCCCGGACAGTGACCTCATGAACCACCGGGTGCTCCCCC
+CACCGGCAGACGCCTACCCACATCATCGCGCTGGTATGGCAAATGAACGTAGGCCCATGT
+CTTTCCAGTGTAAGGTGATTGATCGCACGAGGAGCCCCTCGAAGAACGTTCCCGCTGAGG
+GATTGTAGTTTACGTCACGAAAACTCTGTACATCAACTAGAAACGTATGTTCGGTCGGTT
+AGAGCCTTGTGACACTGTTACGTTGATTGGAACCTCGTCCGTCTTATGAGCACGTTCCTT
+GTCACCCCTTTAGCACGTGCATACATGAGTTAGAGACTGCCCCCTTTGGTTAACTTATCG
+TACAACACGAGGAGCCCAGGGACGTTCATTTTCTCACTCCTCTTCATATAAGCGGATCGC
+AGAATTGGAAAATACAAATATACCAGCGGTATCCCTAATGCGGGTTCCGGCTAAGATACA
+ATCTGGCGAGCCGATTGAGCTCGAGGCCGCCTAAGATGCGCTGTTGCCGATGCCAGGGGA
+TAGCCCATCGTGGGACCATCTCGCCGATACGACCCGTCTACAGAGAAAGGCCCTATTTGC
+CTCTCGACAGACTATCTGAAGATTCCGTATTTAACTAGGGATTTTACAAAAGAAGTGAAT
+AAGAGTAGAACCTATTAGGGGAGTGACTCGCACCAACACTCTACGCCTAACAGATCATTT
+GAAACAAAAGCTGAGTCCGGCCGCGCGCTTGATTTTTCCTCCGTGTCAATAGACTAATAG
+TCACCAATCGCAGCCAGTAGACATCCTCTCGACAACAATCCATTGATTGATCGACGGGTG
+CTTCTTGATGCGCTCTCGCACTGGCTTCTGCTCGGTCTATAGTCGCGACGACGAGCGGTA
+TATCCAAGGGGCACTGACCCACGTGGGAATTTAGTCGGTGTCGGTAGAAGACCTCCTAAG
+CGTAACGTATATAAGATTTCCTTGACCATGCGGGAGCCACGTTAGGACGCGGGAAAGGGT
+AGTGCAAAAACTCCCCGAAATGAAATCGCACAAGGGATGATTGCCAAGGCTGTCCTTCCC
+CGACAGGTGAGGAGACGTACCGTTCTAAGGAGACACAATTGTTTTCGAAAGGGCACCCGA
+GACCCGTAAGGGTAGGGGGGAATATCGTGCTGCAAAACGTCATCGATACTTCTCATCTTC
+GGCGAGCAGACGCCTAGTATGGTACTGATGGTCCTCACCTATCCTGGCAATTTACGCTAT
+AGAACTACATCCATGCGGGACAACTTCGAGTAACGCCCGTATTGAACTTATCGTCCAGTA
+TCATAGGGATCCTTAACGTGGTTCGCTTCTTCAATCCCTGATTAGGACCGCCCGGCAAGA
+TCCTAAGTGCGTAATTGCCCTAGGGAGCGATTGAATAAACTAAGGTAAAGCAGTGGGCTG
+ATCGACATACGGAAAAGGGTGCACTTAGATTGAGAGTTTATCGACTCGGTTCTGTGTGGA
+TACAAACAACCGCCCGGGGTCGATCCGTGGCAACGCATTTCACTCTCCTACAAGACCCAT
+GTCACTAATATAGTTGGCCTCCGTACTCTATCTGAGTTAGAATGCTACTTGACTCATTCA
+GCACGGAGTACTTGTTCCGCAAGGGAGCGGCGCTTCTGATGAACTTAAGGCACAAAAACT
+TTCAAATAATGCAGCGGAATTTACGACTCAATGGGTCTCCCTATATAAAAGTAGCGCAGC
+TAGAATGGGCCTGGCCGCAGACACGCTGCGTGCACCTCTGACCATCTGGTGGTTTCGGGA
+GCTCGGAAATCCTACCAGTCTTGATACCGGGCAGATCGGTCTTAGGCTGAGCGGTTAGGC
+GCACGGTGGATCCGCGCCTTCCTTTTCTTAAAAGAACGCTAGCGAGTTCAATAACGCCCG
+GGCCACAAAAAGCGACGCACTAAGACCAATCGTGGCTTTTAGAAAGAAATCCCCCACAGT
+GTGATGCCTATGCATAACTCTCTGCGGGCGAGGCGAGCCTACCAGGAGGAGCCACGCCTA
+AGTTGGTATCGAGCCCAAGAAACCAACGGGGTATACATCTCTTCATACGGTACGCCTTCC
+TAGGCACTATAAAACAATTTATTCCTCGGCGTCTTATGCTCGCAACACATCCGATCGTCC
+GAGCATTGGTGCAGGGCCTTCAAACGACATTTAGGTGACGCCCCGTAGCGCAGCTTAACT
+GATTCTGTGGCTCGGAAGTTGCAACACTGCACGGTGCTTCATTCTGTGCTTGGAACCCGA
+TCTATATGGACGATCGTAAGTCTTTAACAGACAAATGCTTCCATTCCCGTTATCGAGAAC
+TTCACAAATCGATGCCGAGGTGATCACATGAAAATGTGGCAGTGGACCCCCAGCGTATCC
+GACTCCAACCTGCAGGATCGAAGCTTCAAGCACTCGCCACTAGCTGCGATGATGATTCGC
+ACGATGCGCGCTTTACCATCTGATTTAGCAACACTGGGGCGCCACGTGTCGAACATGTGC
+TAATGGTCCACGGTGACTTCCCTTCAGGCGGCATCGATCAAAGATTCATATCCCGGAGTA
+AGTTATCCAACCAGATGGCTGATCAAAACGTAAGTGGACGATCGGCACCGCCAAGTGGCC
+CGGCTGTATGTAGTAGTGGTTAAAACATGACATACCAACAGCGGTACTGGAGTTTAGGTC
+CGTCCGTATAGATTATCGATCACCGTTCTCTAGACGCTGGCCCACACGACTTGTACCACA
+CAAGGTGGGCTGGGCTTAATCTCGCAGTTAGACTATGAATGCAGTTTCTTAGGCGAGATT
+TGCCCCCGACTGAGAAGTATGGGGCAGTACATTCGTACGCTAAGTTTTGACCGTACTTAA
+ACGTTAGGATCCTACTAGTGTACCGGGCCCTTAGATTTGCACTGTACGACTCAGAGCCGA
+CCCAGGCAGTCAGTTCCCAGGGAAGATGCCGAGGACCAATACCGCCCGTTCGCCGAGCTA
+TACTCTGTCTCCCAACAGGGCCTGTATTTGGGCATTAGGGATCCGTCTATAAAGATCTAG
+CGTCCAGGGTACCACGCAGAGAATGTGGGCGTGCAGGCTTCGGTTGGGAAGGCCTCACTG
+CTCCCAGACGTTCGCGCAAGCGCGTCAGATCACAGGCGTAGAAGGATCCTAGGATGGCGA
+ATTATCGGGAGCGCCGTCCCGAAGCATACAATAGTGAATTGTTTGCTATAGTGCGTCTGT
+TTTCGTTGTCCTCCTCATAGCAGAACCGCCAGTACGAGCCATCTGATCGCGCTGTCCCCG
+GGTAGTCTATCCGAGGAGGTAATGCTGCCCGCCTACATTACTAACCATGTCACAACACCA
+GCCCTAAGTCGCTTGGAATCTGTGTTCCAATACATTCGGGGTCCAGCTTACTGGGTACTC
+AGCAATATGGGGCACGTTCCAGCACTTCATCCACCCCCCGGAGATGACCGGAAAGGTCGA
+GATCTATACATCCCCCAACGGGATAAGGGTAAAAGTCCTAAGTTGTGGCTCTTTTGTGCG
+ATCATGAAAGTGTTAGAATATTCACGCGATCGCATTAGCCTTTCTCCTTTCTAAGAGGCA
+ACAGTCAATAGAGTCGCTTTCTGCCACTTTCGAAGGATCTCTGTCTCAACCTAGGACATG
+CTCACTACGCTGACCTCTCTCTTGCTGGGATTCGTATGGCAGAGTCTACCCTGGAGGCCA
+CGTAGGCGTACCGGTGGCGCCTGGCCACTATGCCCAGGTAAGCAAAAAAAGGACACATCC
+GGTCCGACATCTCCGGGGGTCGTCATAACTTGCTTAGTGTTATTTAAAATATCGTTACGC
+TACACTCGCACGCGGTTTCATGGCGTATATTTTAAAGTCGAGCTCCCGTCACTATCGGGG
+CCTACTAAATTGATTGGTGCTCCATTATGTCGCAACGCAGGTAAACATTTGGGTAAGCCC
+TCGGTCAAGAGCAGCAATAAGAGAATTCTCGTCTCTATGTGGTGACAAACATTTAATTTC
+CACTAGTCGAATGCTGGTCCCTTATGCGCATGGTGCTTCCCCAAGGTTACGCAAACCTAA
+TCCGGCACGGTGCTAAGCTTAGGTCGCTTTTGCCGGAAGGGGACGACTTTCATCGACAGT
+TTAAGGCGGTGAGCCAATAGAGATCGCAGGAGATGTAAGGACGTTTAAAGAACGGCCCAC
+TTTATTGTCCACGAAGCTTCACAGCGGGGATTGATCGCACTAGTGGTTTGGTCTTGAAGC
+GGGGGAACAATATGAAATAACTTGTGGTTGCGGCGTTCCGATGATGCTCAGCCACTGAAG
+AACAGCGCCAATCTCCTTGACGGAACTCGGTCTATCACCCGGCCGTAGATACCTAGACGA
+CAGGGTCTACGAACTTGCGGGAGCGTTCCAACCTTATTACCCCGTTGGTCATATCATTGG
+ATTAAAGGTCGCACGTTATGACCGGGGGACGGAGGTCTGCGTGTGGCGCTGCCGTCTCCA
+CTGCCTACCATGCCTCTTAATTTCAGTAGTTGTGTGTTCCATATGACTTTCTCATCGGTC
+GTATATGGAGGCGATTAGGACTGGGGTACGGTGTACATGGTTCGTGTGGCGATATTTGGT
+TGCACTCCCCGTCTCGTAGAAGGCTGGAATGAAAGGCGTGCCGGCCGAAAACACTTCCTT
+TTGGTCGGGGATCGGAATGTCTTCAACGCAGCGATTCAACGCGACATGCAACTTCCAATA
+ATCTTGGGGCGGGTTTCGTCGAACCATGGTGGCAGGTGAAGTCCTACTGATTAGTATATG
+ATGACTGGTAGGAAAAGACGGGGGCGGTGTACAAGGAAAATGAGGCAGCCTTCAGACCTG
+ACTGACGTTGATAACCGAGATAGTTCTAGGTTAGATCGTATTCTACTGCTCAACGCAATG
+ACTATTATGTTTCCGGTACAACGCTACGCCCACGCCATCGCCGCGAGGCCTTCTAGCCTG
+TCCGCGGACATGCGTGCCATGTGCCAGTTGTCCTGAAAATCTTATGTAAGTAGAGAGTCA
+GCGCAGTAGTGCGCATAGATTCCTGACGTACGGCTGAACTTACATGGAGTTCGGCCGAGA
+AGTGGCGCCCATCATTCGGGCTCGAACCCTATGCGCCCCTACACATCGACCGTAACCTCG
+AGGACCGTGTAACCCGCACCTGCACGACCGGGTGTTGTGCAGCAACTGGGGCCAACAGCA
+CTAAGAACAAAACTATCGACTATCTGCCGGTTTGAGCCGTTCACGTATGAATACAGCAAG
+TATCGAACCGCAGGGAAGGAGAATGGCAGCGTTGTTTAACGGCCAGAAGCCTGGCCAGCA
+GTAACTGCCCGCCACATTCAGATAGAAAAGTGTTTACTTAAACTCTGCTCATCTACGTCG
+CGTTCGTAGCATGCTACAACGCTCCCCCCTGAGGAGAGATCAATCAGTTGTGCCCCCCCA
+ACAATTCGACGCTTCGCTAGCTCGCGGTTTGCTTGTGTGCACCCACGATAAGCCGAACCC
+CAAGATAAAGTTCAAAAAGGTGCTCTATCCTTGTACCGGTATGGTCGTTTCAGCTCCTAG
+ATTTCGCACTCTTCAGGAGCGGTCCACCTCGACTATACGACAATGTCGCCTTGCGGGTAA
+CTCTCAGAGGTATTGCGATGGCCATACAGAGCCTCCATCGAAAGGTTGGCGACTTCCAGT
+GTATACGGTAAAGCGTCGGGAGTCGCCAGCAACCGTAGACGCGGGCAGACTTGCCATATT
+GTTCTCAATAGCAGGCTCCGGTAACCTCTGTCTGACGTCTTTATTACTCAACCCACGGAT
+AACATTTGGACTAAATCTTACATCTATCGTCGTCTTCCTATCCAACCCAGGCGTGCCAAT
+TTAGGAAAGGTGCGAATTGCTCCGAATCAGAAGAGAGTGGCCTTCCAAGAGATTCCCCCT
+CGTACAAACCGGCGGTAGGTAATTATAGGAATCGCCAATTCGCTTTACAACTGCGGCGAG
+CCGGCGAACCTGATTGTGTGCAGCTTCCCAGAATTCATAAAGCTCACAGGGCTACTCGGC
+ACCAAGGACTAAGTTAAGGAGCTGAGGATCGTTGAACGTGTGATCCCCAGGAGTCCACCG
+CAAAATTAATGAGCGCGGGTAAGGAGACATGGCCTGACGTCCCCTAACGATCTTTGCCTA
+CTCAAGCCGTTGCGCCTCTAGTCTTCTAGCTTCACGACCGTGCTTGTTCCGACCCAGACC
+GACGAGTCGCGGTACGTATAACGAGGTTCGCACGCACCGTCGGCGCGGACCATGCTAAGA
+TAATCAGATGTTAGCTGCCGCTCCCTTACAACTAACATATAACAATAATAGGGGGTTAGG
+TTTTTCGTCTAGAAGCGCGTATCGTTACCAAACTTCCACCGCAGGAGTGAAGCAGGTCGT
+ATCTTGAGTGGGCCGTACTTGCGAAAGCAGCGGGGCCGCAAAGACAAGTCTGCTTCAGCT
+TTGCGGTTAGGGGATTCGAGTAAGTGAAATCGTCAGAGGCGTGAATTATAGATATTCTTA
+ATATCTACCTGTAAGAGTCGTAGGGATTAATGTTGCAAACCGTAGAGTATAGGTGATTAA
+GCCTTACATTCAGAGGCCGTCCGTCATCTATTCGTGCAGATTTCGTCTATACTAATGTAG
+GTGTCTTCGCAGTGTGGATGATTATGTCGAGGCTCTCAGGAAATGGATATGGCGTTCCTG
+ATAATTATCCGGGGGCTTCGCAGTGGAGCCGGTTACTTGTTTGAACTACAGTCCCTGTAA
+GCCCTGTATTGCCCGGTGAGGGGCATAGCATATATGTAGCTTGTTCACTAAACGTGCTGG
+ACGGATACTGACTGGATATTGATAGATTCCCAATAAAAGGAACGCGGTGCTGAAACTGCT
+ATATCAGAGCAGGAACTCTAGATGACTCCAATTTCAGACAAGTCTCCTAACTAGCGTTTT
+GACACGGAGAAGTTCAGTCTGCACGGTAAATCACTAGGTCTCTTCACTTCGGTCCGAGCA
+AGGGCCTGAGGTGACAAGTCGGTGACGCCTCTCCGCCGGACCACATACGATAGTTTAGAA
+TCGCAATAACAGGGTTCGGCGTCCATGGACAAGTAATGTTAGTCGTAACACCCTCGCACT
+GTTTAGGAGGGCGGGAACTTAGTGTGCTCAAGTGCCGTCGGCATGTGAACCCTATGGGAA
+GCTATGGGCGGGACCTGAGGCCCCTGCCTCCTCACTCGAACACGCACGGCTTAGGCTGCT
+TAGAGAAAACAAGAGCATGCGTACCAAGGCTTACAAAGCACGTGAGATACGCAGCTAACG
+ACGTTGTCGCCTCGGTGGCCGGCCCTGAATGGGAGGGTGTATACTCTGCAGCCTCCGCAT
+ATTCTAGAACCGGACTTACCGGCGTGTCGTAAGCTTAATCAAAAAGAAAACCACATTAAT
+CAGTTAAGCCGACACCTGTACATGGTTATCAAATGATTGATGAGGCCGACTCAACAACTC
+CGAATGGACACCTCCCAGGTCTAGTTCAATCAGAGCGCTCATTCTTTCATCACCATAAAA
+AGGAACAAGACGTAGTCCTTGCGCGTACGGCGGTCACCTCGTACGCCTAATCGAGTGTGC
+CAATTTTCAGTTCTACTCAATGTTGGTAATTACGGACCGCAGGCACTCCTCATGGCTCCT
+TTCTTCGCTGAGCGCTTTCATACGTTGTGAGTGGGCCCCTCTGGATACTCGATTTGTGGC
+TTAGGGTAGTGATGTATCCGTGCGGATCTCGAGGATAAGCGTCTGTTCCAAGAGAATCAA
+TTCCGGCGCACAAAAAGGCCGACTGGGGGCTTCGAAACGGACACCTTCAGAGTCATCTAA
+GATCCCCCAAATGACCGACAACCACGCTCGTCAGAACACTGTGTCTCTCCTCTAGAGTCC
+ACCTGCCCTAAACGAGCGCCCTTTTTAAGACGGTATGTAGTAGAAGCGCCACGGGGGTCG
+GAATAGTCCCGAGCCACGCGTTGTTTGTCGTGCGGCTGGGCGCAAGCGTGTGAGTACGTC
+ATCCGATCGTATGCCGTACTTATATTACATTTCGGCATTGTCCACTCCACCCGTCTAACT
+GGCGGTGTCCCTTCTCAGGTATTAGATAGTCGCCATCGTAGCCATCCTACGGGTCATTAC
+CCCGTAAACGGAATTTGATGAGAGCCAAGCAAATACTTAATCCCCATGTCTCGGAGCGAT
+TTATACGCCCGAGCCGGTTCTATAGTCCTCTCTCACAGCGACGCAACCCCTCAATAGGGA
+GGTTGCGGTTGTTCACCGATGCCGGCTTTTTATGCTTCGAGATCAAAGCGTAGGCCGGTG
+TGACAGGTTCTGTGCCATATCGTGGTCGCCGAGATAATGTGGGCTCTGAAAAGCCGCACT
+GAAGATGATAGATACTCACCACTCCCCTCCGACTGCATTACCCGTCGCTATAGCACCACC
+GTTGAGCTAGTTGAGATAACGCGGACGTACCAAAGGTAGAGCGTAAGATCGCCTACCGTC
+CGCATTGCATGAGTATGTCAGGAGACGTGTGGTAATTAACGCAGATGTTAGGCCGCGAGT
+CCTTGCCCCGCCGATCTCCCTTACAGTAGCTCAAGGGGCGGGCCAGTCCTGCTAACCCGC
+CATCCTTGGGCTGGGATGAGAGCATTACGATTTCGTCCAGTACCCGCTTAGAGTCGCTGA
+CAAATGACTACTAGCCTCGCCCCGATGTTGCGCCAGAAGGTGTGAGGAGTTAAACCACCT
+TCCGAACCGACCATAGCAGTTCTTTGCATAGACCCATCCTTCGCGCTACATTCGGAAGGT
+TCCATGCAGTACTACGGCCTATCCGCGTGTAGTCTTTTTTCACCAGGCTGGTGACAGGGT
+CGCTTAGCCCTTCTTAAGAGTAATGAGCGAGCATGATATAAGGATCAAGAGGTACGGTCC
+GTCACATACGCTACATCCGTAAATGGTTATCTAGAGTTCATTTGATATGAGTGATTGCAA
+GCTCAGGCTCTCCTTTCCCCAGGGAGAACCAATGCCGCCCGCACCACTTGGTCGACCCGA
+AACCGTGCATGTGCGCAACCGACTAAGCGTTAGTTATCAGATGCCGTCTCCTCGTATTGT
+ACGCTTGTGTGGAAGGAGGTATTTTTCGACCACCCCGGGCAGGAGTTCTTCATATTGTCC
+GGATCAGCTATAATGTGTATGGCTGAAACATACGGCTCCCTAGTTTTCAATCAATCACAA
+CGAGAAACACTCCAAACGTCAATTTAAGCACGGTATATCGGGCTAGCGCCGGTTATGCAA
+CCCGGTACCCGCACCAAGTCCATACACCGCGTCGACCCACACTCAGCGATCGCTTGCTGT
+CTTTTAAGAATATGCTGGACTCGGCCATATCCCATCTCACGATAGGCCAGACCCGCAACT
+TATCTCACAACCTGTTATCTTTAGAACAGTCGTTGATCAGCGTTCAAAGTAAACTTCCTG
+CACCTGCCGCGCGGAAGAACGTATCTAAACTAGGGTCTCTTGGCTGGGTATACTTATAAG
+CCCACCGCTCTCGGTGATGCTACGCTGGTCCTTGCTCCAAACTTAGGGTCAGGCCCTGAG
+TGAAATTGCAGACGCTACGACGCGAATAGACCCCTCGCGCGTCCAACAGAACACAGAACG
+CCGAGCCCCCAGCCATCGGTGGTGGAGCTGCATCTTCATAACGAGAGTCAAACGCGAAGC
+CCCATCACACGGAACGACGACGTTGCCAGCCACCGCTCTATATTATGTCTGATACTCTAT
+TGGGTACTAAGAAGTCGCTTTCCTATTGAACTCCTGTTCGCTTGTATGTAGCATTCCGCC
+GACTGCTTTTGTAGATAGGAGCCTACTCACTGTACTCAGCGCCCTGATCTTGTAGAGGAG
+GGATAGTAAACAACCTCCTCCATTTGATTGCTCGTGCGTCCACAAGGCTCTTGGCAGTGG
+CTGTTGAATGAATAAAGAATCCTAATCCAGGTCGTGATGCCTGATGTGATGCCCCAAACA
+AGCTCTGTGTCATCACCTCCGGAGGATTTCTTAAGCACTGCGCGCTGGCGCTACCGCACT
+CGACTGAGGGACCCCGTTACGCTGTCAAGTAAGAGCTGCTGGGAGGGTGGATCTCTCCGT
+GGGCAAAAACCCGGAAACCCTAGGAACGCGGCTAGAATGCCCGACCGAATCATGTCATGG
+AGGTTGCTAGATTGTGCCCACATCCGGGCCCACGCATGTGCGTAAGAACCCATGGTCAAA
+TATGATTTTAAGGCCGATTCTCACCCGTTGTACCGTTCTTAACGATTATCTGCCCGAGGA
+TACCGGCTCTGATCCTAGGTACTGTCCACCTTTGTCGGTTTCTTCGTACACGAAGCCGTG
+AACTGACCTCCGGAAGCAATACCTTCTTTAGACCTAGATCAGGAAGCGATTATTTACAGG
+GCTACGCGTTATATAGGATTATGCACTCGGAAATTAACACCTCCCCGGATACGCAGTCGA
+CCCGCCGGCCCGACAGGCCGGAATTCATAGCGTTATCCGGTGGGAGCTCTAAGTCCAAGA
+CCTCATAACGTTAGATTTTCCAATAGCCTATTTCCCGCCCAGGACCTCTTGGGCATCAAT
+ATAGAGAGGCTACCTGCCTGTCCCTTCTTTTCAGTGTCAGAATCTCTTGGCATAAAGAGC
+TTAGCCGAGAATATATCAACGCCGCTACATCAGGGTGAATGAGACACCAGCCCATGGCAG
+GAGAACTGTAGAGTCATTCCTGGCTCCGACAGTTCTCGAAGGATCCTCCGGCTGGGAAGT
+ACTTGTTGCAATCCTATCCCAATGTCGGTATAAGGGTCATCAACGATTAGGACGCCCCCG
+GCTTTGCCCGACGACTCAACTCGGGACCATCTGCGCGTTCGGCCGTCCGAAGTTAGCATT
+AGCTTGATGAAAGAGAAGCACCTCGCTGCCGACAGTTCGAGTTGCAGCACCGGCGTTCGC
+ATGCACAAGCTGCCAGGACAATGGTTTAGATGAGGCTTTGGCAGGTAGCGATCTAAATGC
+CGTTGCTCTTCCCTGCGACAAGTGGCATTCGCCGGCCTGACGAACGTTACCGTGTCACAA
+CCCGATTATCCTCGGGCAGGGCCCCGAGTCGGAGTAAGTGTTGAGATCACAACGGGATGG
+TGGAGTTGGAGGTTCTCCTGGTTCCTTTGATCTTTGTCCAGCGGGTTCAGTTCAACTGGG
+GCTCACTCCAACTTTTCAGATAAGCGGGAGTGTGACGTTAACGGCGGATCGTGGAACGGG
+CATTTCCTTGTCCTGAACGGGTTATGGTAATCAACCTGTGCCCAAGTCTGGATGCCATGC
+ACATGAAGGATCTGTTTCTATCGGGCCGTATTGGCGTTTTATTTAAACAATACTTTAGGA
+GCCTAAAACTCTTCTTTTTTGTGGCTATCGATCCAGCATGATCGAGCGTCATATTGGTGA
+ACCGCGCCAGCTAACAAAGACTTTGTCTTGGAGGATCCTAGGCGATGAGAGTCTAGGTAC
+GTGGCGCTAACGATGCCTCAGAATCACGCAGATATCGCGAACTCGGCCCGGGTGGCAGAA
+AGTTATCGGCTCTCGTAACGGAATTCTGTTGTAGACCCTTAACGGTCAAGCCTGTAGTAT
+ACCAATAGTTACCGATATGGATAACAGGACAGTTTGATAGCGGCCTCCCGCTCGTGTACA
+ACCTAAGGGGATACTGTTAAAAATACAAAAATTCTACAGCTTTTTAAGCTCAGATCGCCT
+GTTTATACCGATGCAGCCATTGCTCGAGTGAGTTGAGTAGATGAGTTTTTCGTGGGGCTG
+CTGGGTCGATACGGCAGAAACATTATCAGGCTTACACACACACTGTTAACCCCGCGGATC
+GCAGTGGGCTTCGCTCGGCTTTCAGAGAATGCGAATTGCCCCTGCCCAGTGGCGTCTCAA
+TCGCAGCCTAGTCTAACTTACCCCTCTTGACTTGTTCTTGCACCCAGTGCTGCTTCTGGC
+CCGTCTTTACATAGCCAAATCTCTTACCCGTCATTAAAGAGTAGGACGGTATTAGCGACA
+TAATTTGTTTCGTTAATCCCCGTGTGTAGTCTTGTGAGGACAACTGTACTAGCCGGGCGG
+GAACCGATGCCGACCGCTAAGCAATCAAAAGACGTATTCCGACGTAGTAGCTTTCGTTGC
+GCCTATACTGAGTCAGCAGCAGACGGAAACCGTTTTCCTATCAGTCACGGAGGACCCGAT
+CACTCTGGGAGCCCATGTGATTCACCACATCGCCACTCGGTATCCGTGCATAGCCATCAG
+CGCATACTCGGCTCAGATAAACTGGAGACATATGGAACTAAGCCTGTGAAAACGGATCGC
+CTCGGGACCGACGAGCTTTTACCGTAGAAGAACGTAAAGGGTGTGCCTTGAGGAGGGTTT
+TCCTTACGTAAGTTGCGCTGGAATGGAGAAATACTAGATATGCTAGTCGAGGCAACAAAA
+TTAAACTCTCCAAGGTAGAGAGGGCTTCTCTGGTCCCCCGTCTCCCTGCATGATTTGATG
+ATTTGTAAGCTTCTAACTTAGCCCCTACGGAGAAATATGACTGCAGCGTGCGTAGCCGGA
+GCGCGTAGCCTTCTGTGTGAGAGAGAAGGTGCGGGATTGGATGTGGCGTCGGGTCCAAGG
+TAAATAGCTCCAGAGTCGGAGGCGTAGATACGGCGCGAGTGCGGCGAAAAAAAGTGCGTC
+GGCAGCGACGGGATGAGGTCCGTGACCCTACCTTTAATCAGACAAACGTATAGCTTTACG
+ATGAAATGCCACATGTTGGCGATAGAGATCAGTCTGAATTGCCTGTCGTTCGTGGTCTAA
+ACGGATAAAGGATTGGGGCACTGCGGTGTGAATAGTGACAGACGAGCATATTTTATTTAT
+AGCATTCCCCCAATTGCCGGGAACCACAGGGACTCGATTAAGCAGAAAGTAAGTCAAGAA
+GTGGTCAGTTTCGTTTTATTTCTAATATATGGGGGGCACAAGTGCAAGATATTGTTTGAT
+CAATAGGTGTTTATCGCCGTAGCAATTTTGGCCCTGCTCTGCTAGAGAGATGCTCTCGGG
+ACTCTAGGACGAGGTAACATATTGACCCGAATTATCGTTTCGTATGGCGGCGCCAGCCTT
+TATCAGGTATATAGACTCGATTACGTTTGCTTCGCTCTCATCAAGTCTCAATAGGGGATT
+GCCCCGTGTGGTGTAACTTATGAGCAGTTCTCCCTCGCGTGTACCTTTCCCGCATCTTGG
+CACTGAATGCAAAGCGCTCCAGGTGCCCCACTCATCCGGGCTTTACTCTTGAGAGGTGGT
+TACAGATCCAACGTACCAAGAGGCAGGTCGCAAACTAGTCGCCGCAGCGAAAAAAACCAG
+GAACTGTAGATACAATCGTATAGGGGAACCGGGCAGCAGGATTCCGTGTATATGCAACGC
+TCTGATGGTCCTGAGGCGCAGGTCAGTTTGCATAACTGTTTACTCGGTCTCGCGATGTTC
+CTCTTCTCCGTAGGTGGCTAGTGGATAGCTACTTCCAATGGGCCCATGGCCGACTGAAGC
+CTAAGTATTCACAACGAAGTAATCGAACACGCATGGAAGAATACAGTCTGACAAGGAGTT
+GACCACGTCGACGGTTGTGGATAATTCCTCAGCCATGCTTGTATATGACACGTTGTGCAT
+GCCGAGGTATGAGTACCCATGGTGAAGGCTTAAAGGAACATCGGAGGTCGAGTACCGCGT
+CATAACAGTTGCATATTGCGCCAGCGGACAGTTTTCTCATTGTCCGAGCACGCTACAGGT
+TGACCAAGGGCGATTTGCGACCGCCGACGCCCACTGCACCAGCATACCAAGCCCCAGACA
+CTTTCAAGTCTCCCATCGACTGCGTTCTACGGGTGAGTGCGCTTCACGTTACTACATAGA
+AGTCGGGAACGATCTCTGTACCTCTGATACAGCCCTGCCGTAAGGAATCGGACTGAATAA
+TATAGCCTGACCGGGTACGTGAGTCTCTAAGCTCGCAGGCATGGTAGCTGACTCTAAAGA
+TTCATAAGCCGACCCGTCTACTCATTACGACCGGAAAATGACCATCTGTTTCTGGCTACG
+AAGTGTAACTATTATAGGGAATCACAACGGTTGCCCTTACTCCAGGTTACAGGTAAACCT
+AGTGCCATCAGTGAAGTTAACGGGCGACGGCGTAGGAACACTCCAGCTCGAACGATCGCT
+CCGATATCGTACTAATCCTGGCGATCTACTTCCGAGCGCACCTGAAATACGCGTTTATGT
+ATTGGGCTGAGCATAGATCAGCCATACATCCGAAGGCGCATCATAGTTCTTCATAGCACG
+TAACACACGTCTCAACTTTCGAAGCCGATGGCAAGGCCCTGAATCTATTATTTTCGGGCC
+CACGGGCGCAGCCGGGGTGACTGACGAGTGTGTGGCTCGGCAAGCGAGCAACTCAGGTTG
+CAAACTTGAGCTAGACATACAGATTAGTGGAAGTACCTTACACATATACATGGGCGGATT
+TTCCACTAAAAGAGTGACGGGTAGCATGCCTCCTACGTGTCTGGGGCTGAGCAAAGTCAT
+GACCATTAAATGCAATAGCTTTCACGTGCGAGACTAAGCGTCGACAGTACTTCCTTATGC
+AGGCAATTCTCTCGTGTACGCTGTCGTGTAACGTTTACGTCACGCAAAGTGGCATGTCGG
+CAACTCTTGTAGCTTTCCTTCTTATGCAAGAGAACGTGAAGCCTCGTTGAAGCAATATAT
+CGAATTAATGATAGGTCTCCCGCTGTGTGACACGTAGTCTAAGCGCTTCAAGGCTGAGTT
+AAAATCACCGGATATCCGCACCACATACGTTCCCCGTTCATGAGCCTGTTGTGGAGTCAA
+GAGGCTGTATCTCTGGACACCGCCGCGTAAAAAAAGGATGCTTCCTGTTACCTCCGACGG
+AAACCACGCGTCATCCCAAGATTATTGTGACTAACGAGGGGCTTCGGAAACGAGCGTTGC
+GAAGGAGGCGGCATCGGCCTAGAAGGATCGATTAGACTCGCAGGCCCACCTGTGGGGGGT
+TGCCATTACGAACCCAGTTTACGACTGATAACCCGTTATCGAGGTTGTTGACCGTATATA
+AACCCGACAGTCGCAACTGCACAGTAAAAGGGTGCAGCGCAGTTGATGGCTGAGTCCTAT
+ATACTCGTAGGGGTTTCGCTCGGAAGCCACACTTCGTGAATTCGCAACATCTGTTAGATT
+ACGAAGGGATCTCAGGACCCGGAGAGCCGCCTATTCTTTAGCGACTTCCTGAATCACCGC
+GCTATACACAACCGCTCGGCAGTAGGTTGGGTAGTCTGTCCCGTTAGGAAGTCACACGAT
+ATTACCGGTATACTCATTACGTCTCCGTCAGCCCGGGTCGGTCGTGAGGCCTGGCGACGT
+GTCATGGGCAGCCATGCTTCCGTTCCTCCTCCGGTCGCTATAGGAATGACCAAAGAACTC
+CACTCACTTTTCAGGGGACTGTTCTCTGCCTGCCTACCAGCCTTAAGCCCGTGGCGGCTA
+GCCCGTCGCCCATCGGTCATACTACAACTTGGGGCAGCTTCCCAAATTGCACCGTCCTTT
+TCCACGTCAGACACGTGACCCCAGTAGCACCACTGATGGCTAGGTGACAGCGTGCTTCAC
+TCAATGAATAGCTGATGCCCCCTTAGGATAAGAGCAGTTCGCGGCATGGGGTTGCGTGTG
+TCTTATCTTTCTCAAGCAGCGGTTTGAACTATCATAACAAGGCTAAACTACAGGATTACT
+AACATCCCGGTAATACTGAGGGTATCTACATACGGATATTATGACGGAGACTCAGGACAC
+GCGCAAATGGCTGTATTTACGCTTACGTACGGCTCTCTAAGAGGGTCCAACCCGCCAAGA
+ACAATATCGTCCCGGGATATACCTTCGAACCCACTAGCTACACGACATATAGATGTTTTT
+GGCGGCTGGGACAGAGGCCCGTTGTTGCTCCGTCTACCGTCTCAGAAGGTCTCTCAAGCT
+ATGGGACGGTTCACCCGCCTTAGTGCGCCCCTAGTCCACGAGCCGGTCACGTGAATATCG
+TCGCGCCTGAGGCTGAAAGATATGCTACATAGAGCCTCTGAAGGCGCACTCATCACCGCT
+GTACAAATTACCTCATTTTGGATAGCATGCGCGTGTACCACGGAGCTCGGCTCGCTCTAT
+CTGTGACTTCATTGCCGAGTGCAGATGATCGGTGGTTGCAAACTCCCCTCAGATGAGATT
+ATGCTTCGTCCAAATCTTAGGCAGCCTAATCATAGATAAAAGGACAGCATAAACAGAAGT
+CGAAATGTATACGTTCTTCCGAGGGACCCGCGAAGACTAGCGGCACTATGATGGTCAGCA
+ATAGCTTGACTTCGCATTGGACCTTATCTATTAATTAGTCTGCTTCCACAAGGTGACGCT
+CCACGCGAGGCCAACTGAGCTAGCGTCTCAACCGAGGTGGGTCTAATGGACACTAAAACT
+GCTATTGCCGTTGATGATTGCTTTCGGTCGGGGGACTTACCCCGGATGCCTATCTTGATA
+CGTTGTGTGGAGAGGTAAAAAGTGTGGGACCTCCCATAACGGAAATGATCAATCAACCAT
+ATCAGGCGCCCGGATATTCTGAATACCCAGACCTAAAATCGAAGTGAAAATAGAAGAGCA
+ACCGCGGGGGGTCGGGACCTAGATCTCGGTACAGACTATACCCTGGCAATTGGCGTACCA
+GACAAAGTATCGCAACGACTTTCATCCCCATGCTTGTTACACAATTGCGATGGTATATAA
+CGAGGGAGAGTTTACAGGTTGGGACGGCGCGCCGTGGCGGACGGGGAATTTGCAGCTGTC
+AAGAAGATATTGCCGTGGGGGTTCCTTACAAGTTACGAACCGGCTACTCTTATGTAAAGA
+ATTCAGGGTCGGGTGGGGGCAGAGCGTACGGTCGCCTCTCGACGGCTGTGATAGGATGGT
+ACTTAAGGATCAGACATCCTCTCTGTGGCTATCCCTCTTTTGAAGAAGATGCACCATAGC
+TGTTATGTGTCGGTCAACATGTCGTACCCGAATGAGTAGCTCCTCGAGCGGATTGACCGT
+CTAAACGCCTGTGCCCACATTAATTCTTTAAGCTATTTGTTTTGAAGGCGCATCTTCAAT
+AAATCTTGTCTTATAGTCAATCATCCACCCGTTAGGATTCCGACCCCTGATAGTCCGCAA
+GGTGACACTGGTCTGGACGAGCCTCGTAGATCGGATAATACTTAATCTGGAAGGTCACCA
+ATGAAATCGGCCCATGGCGTGTCCACATCAACGCTGATTTGCAACCACATCGCAGTACAC
+TTGACTGGTGCCGTGATGTCCCCCAGGTGGGTGGAGCTCTCCACGAGAACCCTGGGGTAA
+GGGGAACGCGGTGTCGGTCGTGCACCAGTGGAAGGCAGATGGCCTATTAGCTCCTCGGAG
+GAGGATTAAGTTGACCGTACATCGGAATTAGACCTCAAAGTCGCACCCTTACCCGTGATA
+TCTCGCTGAGTCTTAGCTTTACCTAAGGTTGTCAAGTTCTTTATCCTTGAGGTAAAGTAT
+GGTCTCAGTACGTGACTGAAGACGATGGATCCTTGAGACGCAACGAACGAGATGGTTAAA
+AATTCAAGTGCGACTGGCCTCGAATCCGTAATCGTAGTGGAAGCCTTTTGCCTTGACGAG
+CCAGACGTGCGTCTCTCAGACCCGGACCTCCAGGTGTAGGTCGTATATCGAGAACACAGC
+TGTCCTGCTGGTAGGGACAGAGAATGGTTACGTTTAATTGCCTAGCCCAGATGGAAGTAG
+GGCAGATCCTAGCCACTCACCAACTACGATGTGTCATAGGTCGGTGATTAAGTTTACAAC
+TATGGATCACCTAACGCCTGGGCGCGAGACAAGCGCGTGCGGACGACCATTCGAGGCATA
+GAGATTTGTGGCTATTGTTCTTGTTATCCGCTGGTTTACTCTTCTCGAACCGAGCTCGCC
+ATCCCGCCGGGGATCGCGAAGTCTCGACCCAGTAGAACGGGGGCCGGTTTCACTGAGAGT
+TAACTTGCTTAAAAATCCAAAATTAAAACACGAGCCGTATCCCTACATAAACTTATTAGG
+GCCTGTCTGCAGTTGATATACCTCAATGTCATCGATCTCTACTCTTTTCAAGGCTGGTAG
+TCACTTTGGACGTGAGTCTACCTACTTCGCCGCCAAAGGCTATCTGTAAACAGAGTCTTA
+GTCAGCGTCACCGAGGTTGTCCCTCGCGAGCCCAAAAGACGGGAGGCCAAGCCCTCTGGC
+ACACCAGAAGCAAGGTACGTAAGATTTGAAAGACTAACGACACTACCTGCTCGATCGACC
+CGGTGAAGTGACTCTCAGATCGCCACTCTGTGTTATATCAGGGGCGGCGCTACGCACAAA
+TTCGGCAACTTACATCTCATAGTGCAGGCGACATAATCACGGCTCAGTTGTCATTATTGG
+GACTTCACAACGGAATCGAGTTTCACCCACACGCAACCGCGTACTGGTTGGTTCGACCGG
+CCTTACGTTTCGACTTCACAGTGCTGAGACTAGATTGATGATTGTGGCTTGGGTAATTCA
+ATGCTTTTCTTGGTTAGCCCCATATTGAAGCCGCTTTATGGATATGATGCGGGTTAGCTT
+AGGTTCCATCCTTGCGAAAAATCGACATTGCTCTGTTCTGGACTATGTGGGAGGCCAACT
+GAATATCTGCAAGCTAGCCTAGCTATACAAACCCGAATGATTAGCTAGTAGGGCGCTAGA
+AAAATCGTCGTGCATCTGGCAGGATATTTCATCATAGATAACGCCACCTTATGGCGTCGC
+ATTCAAGCCAAGCACGCCCGCTGACCTTTTCCTGAGGGTCTGGTGGCTCTTGTACGATCC
+TTAAATATATTCTGATACAGTGAAGTCCAGGAGCAGAGACCGCTAATGAGGCATGAAAAG
+GGCCACTGATGCGAATCCGCCACGCCTAAGCGGGGGATTACCTCCACTGTACATAAACGG
+CCTAATAGGAAGGGATCCTTGAATCTAGTATTAAGCGTAGTCAAAGGTGCTAAAAAGGGT
+TAGTAATCTTAAGTAATCTTTGTCGACAGCTCGACACAGATGAGCGCCGCGAGATTAGCC
+TCCCCCTCCCAGCGCCGCAACGACAGTCCTGGTGAGGCCCTGCTGAAAAGCACTTGGTAT
+ACGCCAAACTCGGGCGCGACTAATCGACTTTACGCAATAGCGATCAAAGGTTATCGAAGT
+ATACTCTATCGCGGTTCGGCTATAGGGTTTTGTACCCTCTGTAGACATCCGTCAAGCGTG
+GGTCCGACTCAGTTACGTGCTGGTGTTTATGCGACTACGTGTCGACCTTTACTTGAAGGT
+CCATCTCTGGGAGTATAATCTGCATACCAGCAGGAGCTTAGGCTAGATGACATGCTGGCG
+CCTGATCGTAAACACCCCCCGTAGTGGTTCTGCCTCACTTGGTCGGAGTACGACGAATCT
+TTTTTTGGCGATGTTTCACTTGCAAGCGCTGATTGTATATTACCCCGCAGCTCGAGCCTA
+CCTTAGGGTAGGCCGCCCGTTCGTGCCGTGAGTAGCGGAATAATAGGAACTTTCATCAGG
+TTCCTCACAAGTAGACACTATTCGGCAATGCCGGGTATTTCGCGCCAGCCAATAAGCTAC
+TCCACGGGCCTCCTGAGTCTTAGTGATGAACACGCCTGCGAGCAGTCCTTAGTTGCACCG
+AACAACGTCTAACATTACCCCGGTAGATCGTTGCTAGAATCTGATAAGCCAACCCGACTG
+CCGGCAAGACGACAAATTTCATAAAGGATGGACCGGTGCTCACCAGTCGGCGTCCGGCAG
+AATCATCGCTCGCACCAAAATAAATCAATGGATTACTGCCTTCCTAATTTTGCTACAAAG
+CGCCCAGCTTAATAGCCGGGCTGACGTGTTGTTCACCTCGCTCTACTGTTCAAGTGAGAT
+GTACGGCAACACAGACTCCCGATGGAACGTTTCCCCATTCATCGCAGCCAATTTTACCTC
+TACTGATGATACTTGATAATTCGCAGTTACTCAACACTAGCGCGAGGAAGTCAAGATGTC
+CCGACGTACAGCCAGCCCAGAACGGCGGACATGGTGGTTCCGGTTTTCACAACCCATACA
+TTGACTGACCTAAAGCCCGACAGTGCATTTATAGAGTGCCCTGATTTTTGTACGCATATA
+TCGCGTTCATAGTTCATGTACATTAAATAGCAGTGTACAATCCCGCTTGGTTAAACCATC
+GAAATCGTCCGTCGGCTCGTAATGACGGCCATTCTGACGGGCGCAATAACCAGCGTGGTC
+CATTGTACGACATTCTTCATGAGTCCATTTGCACGTCCGACATACCCTAACTTTCGGTCA
+CAGCACAACATGCCGTAATCCTGGTTAAGTGTTTTACGGACACCACTGCATGGTTCGGTT
+AGTCCGGCCTTCGCTCAATTAGCCATATCGGCAACTTTGAAGTCAGGGAGGCCGCTTGCA
+GAGGAATAAACGACCATAGGCCGTGACACAGAGAGTATTTATAAGACGCAGCGTCCTACA
+GTGCTCTCTTGGTATGGGTTACAGCGTGTCTGAGGGTAGGCTCGGAGGGGAGGAATCTTG
+TCATCAAACGTTACGCACACAGTGCGCTAAACGCAGGGAAATTGCAGGGACTGGTGATGG
+GTTACAGAGAGTTCAATAGTTACCGCGATAACGAGTACTAGTACGTCTCTACATGATTGC
+CAGCCGCCTAGTAGGACTCTCCTGGAAACTGCCGTATAACATCATACCGACGAAGTCCTG
+CATCTCGATCGGGAGTTTAATATTATTACACAGCTCTAGGAATCTGTGCATCGCGGCGTA
+CGACCAAGTGCGACACTCCTAAGGGGCTCTACATAAAGTCGTTGCCTCTCTCGAACTTGC
+CCTCTGCAGGCTCGTTAGTGGTGTCTTAGGATGGGGGAGTAGTTAGGACGGAGCGTTGAT
+GTCCCGCGGAGGTCAGTGACTTAAGGCATGTTTATACAAAGGATTTGACCGTTCGATGGT
+CTAGGTTGACCATCGGGCAATAGAACGAATTAAGCGAAGTAAGGACTCAACCTCTAGGCG
+TTAGCGCCATCATGGTACTTATAGATCGCCTCGAGCGAGACGAGTGTCGGACGTCAATAA
+CGCACGTCGCATGCGTGTACATCTACGTGAAGCTCCCAATCGAGGGGGGCTCTGGGGGGG
+AAAGGGCGCCGTGTCAGCGGCAGGCTGGTATACATGTGGTCGATCCGTTGACAGTAGTGA
+GAAGGGCGTAGAAAACTTGAGGTGTGTGTCCCGAGCAAATAATTTTTATCTCCCTGTTTT
+AACACGGCGTGGTGATGTTCGCCGTTTGGCCCACGGCTATCGTATTGTAACTTCTCGTCA
+TTCCAGCCCACGTATAAATTTACCTCGATATGAGCAAGCACAGAAGCATAAGTTGTCGCA
+CTAAATTGATATTCGCTGGATTCTGCATTATTACCGTCACCCTGAGGCATACTAATACCT
+TAGCCATTTCGCAGGTCTATCGTAGAAACTATGGCACTCACCAATCGTCTTCCTGCAACC
+GAGGCCATTCGATTAGTCCATCGGCTCCGGAGCTTATGGCCTGGAAGGACAGTCGCAGAA
+ACCCAATGCTGCGACTCAGCCTAGCCGCCCTAGGTTCTGGGTGTTATGCTACATGCAGAG
+TTGGGTTCTTATTGCTACATCTAGTTATTTCTGGGGCGTTTCCTGTCAACTACCCGCATG
+ACCTAGCCGTCGACCGTGTAACACTATCCTAGGAGGGAGACGCCGTATGATGAACCCGTA
+CTAGGACACAACGGGGTTCCAAAGTTACCTGACCAATGTCCATTGTCCTCGGGAAGGTGG
+TGCAGCATAGCTCGCCGAACTGTGGAGTCACCTACATTTCAGAAGGATGCGCGTTCAGCT
+AACCCGCTCTTTAACCGCCCGCCATGCGATCAGGCGCATTAACGTGTAGCGCAATTCAGA
+ATGGGGGCTAAATGATGTGATTATGGTGAAGTTACTTCCCTAAGTTCGCTAAGGGGCACG
+GGTAGTCCTAGAGCGACTACAGGGTCGTCGTTTGAAGGAATTAAGGCTGCGGCTGCACGA
+TACGATCACTCATTGAATCACGTTAGAACAGCTTGCGGCCGGTCGACAACGACCGGCCTG
+CGCTGTGGTTGAACTTTGTGCATGTTGCGGGACCTGTATGCCATTAGGCTGTACGGGGTA
+TGCGAAGGGGGTTGGGCCGAGTCATCGCTACGACGGTATTAGGCCTATTTTGATGGAGGA
+GTTTAGGACGTTAAGGAGCCACTAGAATTATAACGTTGTGGAGCTTATTCATAAGCGGTG
+ATGGAACGTAAGTTGTGCTTCTTACAGATGTGTGTCGTACTCGAGGGGACAGATACTAGG
+ACACCGGCAACACGCCCATTCGTTGCAATATCATACAACGCGGGGCCCCTTGCGGCGCGT
+ACGTCGAATCAGTGGTCTACCTGGGTCCACCGCAGCGCCAATCAGGCGAGCTAATTAATC
+GCTATCTGACAGCTACATCCTATACGAGGTGGTTCATGTGATGTGTGACCCGGGATTTGG
+TACGTTAGAAAATTATCGTTGAACCCCTACCGTTTGTTGGGACGAGCGTGTATAACCCGC
+ATCTCCAGTGGTTAACGCAGCAAGCCTGTTCTGAATTCTCACCGCAGCCGAGCCAGTTTG
+CTTGTGCCTTGAATCTTAGCCGGCTCTATAGACGATCCCATTTATACATTGTTTCCTAGG
+TTGTGTCAACTCTGGCAGATGTGGAGGCAGGAACGTACGCCCATTTCCATCAACTGTAGC
+TATGTCAACATCCATTACTCCAATAATCAAGCATCCTCCTTTTCTACATACAAGAGCTTC
+GTCTTCGTACCTTTCCTTGTAGTTATCACGTGGCTCAATGTAATTTCTTCCGAGTCAGCA
+AACTCGACGCTTTCGATGCAAGTAAGGACCACTTGCGAAGGGATTATCACGCTGCCATGC
+AGTACTCCTGTCACTATCAGCTGAAAATCTTCAAACCATTAGTTTCCATCTCACGATCCT
+ATCGAGAAAAGGCTAGACTTGGGTTTCCGAAAGCCTACGGAACTTCTGAGCCGTACGTGC
+AGCATGACAATACTTTATGTGTATCAGTTCACCTGCCCGCCGGGTTTCAGCCGACGGGTA
+GAAAGTATGTAGCGATGGATCAGGTATTAGTACATTCTGTCATTGTGTGAGACGATGCGA
+TATCAATCGCTCACTGCAAGGGACACATACAAGGCCCCCTCTCCCCGAGGTAGGAGACTG
+CCTCGCATGGAATGTCCTTCAGCCACGTTGAAGCTGTCCCGCGCTTACTGGCTAGCAACA
+GCTCGATACTGCCTTTGTCTGTAGTAGCCACGGTCATGTTGACAACTTAATTTATACATT
+CCAAGAATAAGGGATGTGTCTGTTGCCCGGCGTGATTGCTAAAAACGGACCCACACCTAG
+CTAGCAGACCAGGACCTAAAAGAGAAACGGTTGTTGTGAATGGCAGGGACGTATCAGTTG
+GATGAGCGTCCCGGCCGCCAATTCTCAAGTTGCGGACACGCAGTGTAGCTTATTGGCTTA
+CGTCCGGGTATCCGTAGGGTTCCCATCGCGTCTCCCGGAATAATACCGAAGAAGAGCTCG
+CATGGTAGCTAAACCCTGGGATTCCTAAGTCTGTCGAGTGATCTATTCGCTCCGTTCAAT
+TGAGCCTATCGAATGATATGACGGCAAGCTGTGTGGCTCCCTCACGTCCGCCACTTCTAA
+TATAATATACTCGTACCATGCTGTTCTAATTAGGCATGGTTCTATGAAATTAAACGGGCA
+CGTGCGGGTCACGAGGGACTAACGAATGAGGCTGATGCAGTGAATGGGTTGGTTAATAAC
+GCTACAATGATATGTGAAATTGGCACCATCTTCCCCAAGAAACCACTCTTTTAGTACTCC
+CGAGCGCCGCAATGATGAATTGCTTACTCCTTATTTCATGGCATAGCGCACGCCCCGAAT
+CATATCCCCGGTGAAGTTCGCTCCCAGGCTGTGGTTCCGTGTCGGTATATCCTTAATTGT
+AGGCATTCGTCATTGCGTGAGTTAGGGTCGCTATGGATAGCTCTGAGAGCGTTTTCAGCC
+GGAGCGGAAGGAACCTCGGGGTCTATCCACGAAAATTCCTGCTCAATAAGGAGCCGCTAC
+ATTCCGAGGTCAAAAGAAAAGATAGACTTCTTTTTGCACCGTCGCCCATTATGGCGCGGC
+CTGGCGCACTAGACACACAATAGCCCATTTCTAGTATCGTGGAGGAATTCCGGGAGATAA
+CGGTAACCATTGGTTGATACTAACGACTTCAAATCTCAAGTGTGTTAGGCTCCGAATGGT
+ACCCAAGGCTGGGTGTCCTTTAAAAAGATAGTAAGACTGGGCTCAGAAGAGAGGGCTTAC
+TAGGTGTGAGGCATAGACGCTGACTCTAAGACTTCAGGAGGACACGCTGTGGACCATTAA
+ACACCTAGAACCTTGTAAAAGTTGTTGTATACGCTTAGCCGCAGTATGAATTGTGTCCTG
+CTGCGTAGAGGCTGGCGGTGCATAGTATATACAGGACACAAGACGCCCATGTTGCCAACG
+ATCATACGGTTCACTTCAGGACATGAGGGCCAGTAGGTGCCGCAGTGAACCACACCCCCA
+TCTGGCGCTGGCCACCCTTAGGATTGGGATAAATAGGCGTTAAGTCCAGTCCCGGGGGGG
+GCTAGAGTCGTCCTAGTAGGGCCCAGCTAACTGCCAGGGATAATTGTTAACGAACGAATT
+ATCTCTCTCACGGATAGGCTAATAGGTTCCATTCTCGGGCATTTACTTCCGATTATATTA
+GCCCACTTAGAGCTCCCGGTTACCGCCATCAAAACGACCTATGGCAGTTCCCAAATTTGG
+GGGGCATTGGTACCCATTACACTCGGCCGTGTTTAAGCTCAACGTTGTTGTACAGGCTGA
+CTTCAATTCAACCTAGGATATCTGTTCCCTGGTATGTCGACTGTTGATTACCCGGGTCTC
+TCCGAAGGAGCTTACGATAATTGACATTAGAGCATGGTGAACATTTGAATTTAAACAGCC
+GTCTTGCTAACGGTCACAGCGTTCGAAGAGTAGGGCGAGAACCGCCATAGGCATTTCCGT
+ACGCACAAAGGACACGGGCTACCTTTTAGTGTCAAGGTATCTCTTGCGAGAACAAGGTGA
+CTGGCGGGTGGGCCCTTACGGTCGCGCTCTCCAGCGCCATGCGACACACTTCAACCGCTG
+ATAATGCACCATGCTTAAGTGGGATGCTGCTTAGTCGTCGTCTATGAGGTAGGTTCGCAT
+GCTATTAGTCTCGTCATGACGTACAATGGGAGCCTGCTCACCTCTCTGTATCAGCATGTA
+ATTATGAACCCGTATGGGGGGACCCACCCTAGAGGCTAGCCGGGTAAAGCTAAGCGCTTA
+ATGTCACGACTCAAGCGTGTAAAGAGGGGCCCTCGCCATTTAGTTTGGTTACTCCAGCGC
+TCTACTAGCCAACTTTCGCTCATCACATGCACTTTTAGGTTTGCTCAACGCCCCGAGGCA
+GAATACCCCCGACAAACTAGCACCGTACATCTTATTCGTACGGCGGTTGACTTTCAGCGA
+TGTTAGAGGCCTTTTACGGACGAACCTAGGCCTTTGCGAAAGCATCGCCGCGCGAGCGCG
+ACCACGCCCAAACGGCTTTCACTATGATCCCTTTCCCCGGGATGCGGCGAACAGAAGAAT
+CGATAGGGTCCATGAGAACGGGGATAACCGAATACTGAGCTGTGGAGCTTTGCCAGATTC
+CCCATCCAAAGAAGTCTTCTATAACTACGTTTCAGTATTTCCGCCCACCGTCGGATCCAG
+CTCCTACAACTTCAACGGCGGTGCGTCTACTTATTAACTGCGCCGTGTAGCTACTATTGT
+GAATACCCAGGCTGCGAGGAGATAACAGAAAGAATTATGAGCGACTAATACTAGACACCT
+ATGCACCAGACATACGCCATGCGTCCAAATCCTGGTTTCGACCGAAGTCCTGGGCTGGCA
+ATGGCAGCTGACATAGACAAACTAGTTAGTCCGCAATCATTACGATCAGGATATGGCGCA
+TGCAACCGTCGCATACGCGGCGGATATACGTCGAATCCGCGATCCATCCCTCAGGCGGTG
+ATTAGCATCACCGCCAGGATAGTTGTTATTTCCCCTCGAGTCTCCAGGACTAACAGCCTC
+TCAGGCCCCCGAACAAATGGGATAGCTGAGCGAAGGATCGGTGAATTATTCACGTGCGTA
+GTACAATTATATCGGGATCACGGGATGTGAGACCCAGCGGAGTAAACGTCCCAGGGCTTT
+CGGGTGGCGCTGTTGATTTGGGCTTACTTTCAAAATAGCACGTTGCCCACTTAAGTAGCT
+GAAGCCACGCAGTTTAGCACAAGATTGGCAGCAGCTACGGAGATCCATCGTTGCAAGGGT
+CGTCTCGCGTTCACCGGGCCATGATCGCCTAATTGGGCGAGGTCATACTGTGCCAAAGAA
+CGACAGACTTCTGCTATAAATATGTCCTGGCGCTTGGCGCGGCCCGCGAGATAGATTATG
+TTTATCTTAACAGCAAGAATGCAAATCGCAGCTAGCCGGATAGGGTCCCGGACTTAGGCC
+TCTTATGCAAGGACTCTATCCTAATCCATGCGTGGCGCACATTCGGCAACTCGGGGACCC
+GTGCAAATTCATGAATAAATCTAACTTATATATATACACAATCCTACGGACTAGAAGGCT
+CAACGACATTAGCTTTGAATGCTATAGAGAAGTGTAGTTAATGGAATTCCGTAAGGTCAC
+TCAAGACTATGTTCGAGCTGCATACGCCCTAGCCACCTGAATGGCGCAGGGTGATGGCCT
+CCATATATCGCCCCATTTGCTATGGTCGGCGCAGGAAAATGACAAAACCTTCGGGCTGTG
+AGAGTTCCGTCCGGGTGTGCCTGTGCTGGCGCCCGATTCAGTTGCTGATCACCAGAAAAC
+TTCGGGGGTTCACTCTATGGGAGATCAGACCATTTGCGTCCATCGACCCCTTAAATGAAT
+AAAGCAACGCCTCCCACCGAGACATTCCGGAGTTACTAGATACGGACAAGCACGGGACTG
+GCTCTTGGAAATCTGGTTCAGCCAGGACCCTTACCACGTGTATCAGTCTTCGTAAGGACC
+ATTCAGCGAGTACCAGCGTGTCACGCAGTTTCATAAACAAGCACGGGGCCTTTTGGTAGA
+TGACTTGGTACACATCTAAATTTCGAGTATTTCCCCCCACAGGAGGTTATAAGACACAAA
+GTACCGCCCGTTGTACGCGGCTGATGATAGGTTGTTCGGTTTGAATCTACGGAGTGTGGC
+ACTGAAGTGCCGCAAAACGATTTAGACTGGGCTAAAAACTACCTGAGCCTGATCCTTCCC
+GTTGAGGTTATCTACGCAAAGGCAGTCGTTCTGGCATTCTCAGTACCACTGAGGTCATTC
+ATTTAGATACCTAGTTTAACTAATGGCAGCTGAAACCTCGAATTACGGCACTGGGGGACT
+GTAGCCCGGACAGAAGCTAACGCTCTAGCCTCCAAGCGGTATTCGTAACCTTCGTCATCT
+CTAGAGCATCCAGACCCATTCTCCACAGTCGTCTTAAAAGAGCTCCGTTGTTGATGATCC
+TCGGCCAGTCCAAAAACTAGAGGACACTGGAGTATTGCAACGCTCTAACGAAAGCTTATT
+TGTTACGCCACATCCTGCCTATATTTTCACTACTTTCTGGTACAGACTACACTTACTCCC
+GTTATAGGATGTTTTACCTAGGTTAGCTTTTAGTCTTTCGTCGGACTAACTGAATTGGCT
+CTAGCAACCTGCCCTTGTGAATCTACCGCCACACTCATACCTGATGGGTGACGCTCCGTG
+TCGGATCGCTCGATGTCGAATACCTAACTCCATTAGCTACGCCAAAATCATCTCATAGGG
+TAAGCCAATCCTCGGACCGGATCTCGTCCCGCTTCCGACCTTATGGGTCTATGCGACTCC
+CCGCGTGTCGACGAAGATTACCGTTTGTGCAGCAGGAATGGACACACGTGAGGGCCAATT
+GCAAAGCGAAATCTGAAAAACCAGCGGAGTACTTCCTACAGGAGTGGATTCTGTTCTACA
+GTTACCAGGATCGAGCAACCCGAAATGTTTAAATGGGAAGCGCTGGGGAGTTACAGGGCC
+GTGGACTCCCCGAGACCCATATAGGGAGTCCCAGGCTCCCACGGCCTCGTCCCACTGAGC
+TCACACCTAGCACGCCCGGGATTTGTAAGTATGCAAGAGAGGATGCAGTGTCCAGTTGAG
+TGAAATGCTCAACATCAGAGTAATCTTGCTTTAAATTCGGCACGGTCGGTAGATTCTGCT
+CCTCCGGCCCCTGTTGCCCGCCAATGATAGAAGCCCACAACTACGTGCTAAACCTATATA
+ACGATCTCGTGGCCTTCATATCGATTACTCTGCCCGACTCGAGGATATGAGGTCTTCTGG
+CAAGGGCGCACTCTTATGAGTTATGATCCGATGGTGCTCTCTGTAAACGTGTTCTGAAAA
+CATGTTAATGCTACACATTTTGGCTTCAATACCTAGTCGGAGGCGTACTACAATGACTGT
+CCTGCCTCAGATGTTCGGACAAAGGTTCAGATCAGTACGCATCAGCCCATCCCACATTAA
+CTATGCAGTGTTAGAGACTTATCCTATTTTGAAGGGTGACTGCGACCACAGCCTTCAATA
+ATGAACCTTAAAGGAGGTTTGCGATAGCGGTATTCCCATCATTTCAAGGTCTCTTGATCC
+GATTACTCTCGATAAACAGCAACTCTACCCTCATTAAGTAAAAGCATGCCCCCTGATGTC
+CATAATTGAAAGGACGGGCTGCCTGGAACTTATTTGCGTGCGCGTTGCCTGTGGGGTGGT
+CACTTCCCTCGTACGGGGGTTTGCCGTCTAGACAGCACCGCGTGACGGGATCTCACATCG
+CCATGGCTTCTTGTCCAGCTTCACTGGCTAGGCTATGTCTAACCATTAAATGCCTACGTA
+TTACATCGCGAGGGGTGGTCAACTGTCGATGTAAAATTCGGGCAGCCGCGGATTTCGATC
+GAGGTATAGGCCTGCCCCTTTTCACTGACAGTAGAATTGCCACGGTAGCTCTCACTTTTG
+GATGGTTAAGTGGCACACGAATCGTGTGACCACATTAGAATACCCCACTAATATTGCCGG
+CTGGGGAGCGTATAATCGTATGTTTTAAACACTGACTCGCAAGGCCGGTGGGTACCGTGC
+TAAGCCATCGAAAATCGAGGGTGTCTAAACGTATTTCTGTTAACCTCTCCGAAATCAACT
+CGGCTGCTCCGAGTTTCGTGTGTTCGGTCTTACACGAATCTGGTCGTACGGAAGGGAAAC
+AAAAGGAGTCTGAAGCGCATGGACCGGGCCCAAGTTCGGATTGACTTGAAGCTTGGAAGA
+TAGACCGGATGACCGATGAGGCGGTGGCCTTCCTAGGCTCGATGAAATAAGTCCTATTAG
+TGAGCAGGCTATGCGTACATTGGATAAACTAAAAACAGGACCCATGGGATTGCATACTCT
+TGCTGGCTGAGCGTCTTATGCAGTTATTCTAATAGTGCGTGCTAGTAAGATTGTAGAATG
+GCTCTCTTCAAATGGCCTTTAGCACTTGTACGGGGATATTCAAGTTTAACAGCTGTCAAA
+ATCGATAACCTGCGAAGAGTTACCGACCGGGCGTCGGTATATGAGTTGTTCGTTAGATAC
+GTTTTCCAGTAGCGACAGCCGGAGTAACATCCTGCAGCTTGGGTTCTAGGTTGAGTCAAC
+CCGGATCAGGAACAAAGAGTTACCTACCTGTATACCAGTAGACACCTGAGCGTCAACCGC
+TCTATCGACGCAGACGTAATAGGATTTTGAAGGATTTCAGAACCATAAGCCTACTTGGCC
+CCTGCCACGGACTTTGTACTCTAAGCCGCCAAGTGGCGCATTCAGAATTACGGCAATTAA
+TTGCGCCAAATCCGGCTCGCTTGATCGGGGTCCCGGCACGCATGAAGCTTAGCTTTGGTC
+AAACCCATCCTGGACGTGGAAGACTTTGTCAGGGGCGCAACACAACGATCTGTATTGGTC
+TGCAGTATAGAACATCCTTGAAAACCCTGGCTAGTATCTATCTCGCAACATTCTCCAACG
+CCGGTGACCATAGATATCTGCGCATGAAATCCTACCAGTTCCTTAATCCCGAATAGAGTG
+CTATGTACCTGCCGTAGAGGTGGGCGGAAAAGGAGGGGCTAGAACCTAGCGGGGTGTTTT
+CCTCTGCTTGCATTCTCGTGGTGCAGGGATGGGTACCCACATCGAGGTCAACTTTCAGGC
+AATCCTTGAAACACAACGCCTAGCCAGTAGTGGGACCAACGCCCGTATGGGCCGACTTTC
+GCGCTACGATACACCCTGGCCTTTTTCGGTGATCGACTGCGAGAGTAAACCTCAGGGTAG
+GTAATGTTCGCTGCATTTCATAGCCATTATGCTTCGGCTATAACGGGGGTGGGACTAAGT
+TGGCGCAACCTGATACGAGGTTGTGGGCTGGGCGTATCCCAAGGAGGTGGAAGGCGGAGG
+TGCAGTCGTCCGCCGGACACGTCCCAGACGCTTCCGGTTACGCTGAAACCGAACTTCGTA
+CTTCTTTTAGATTAAGCTTGAATAAAAAAAAGCTTCAACGCCCGGTATGGGTAACTCTCA
+TAGCGTGGGAATATCGTCCACCTTTGTGATTTACTTAATCGGTGGGTCTACACACGTATA
+CGTTTGGCACGTGGCACGGCCGTTATAGTCGGAGCCCACTCTTCCCCATGAAGTCGAGAT
+CGGGAAGCACCGCGGTTAGGCGTTCGAAGCATCGGGCTAGATTCTCATTTTCCTAGCTTT
+AGGGACCGCAGTAACCATTAGCCTTAAACCGATTTGTATCAAATATATTCTAAATCGCAT
+ACCTTGCGAATACTTGTGACGCCTTCTGAGACTCGCTCCCGTGTCAAGTCATGTGACGCC
+AGAGGTCGTTCGAGCAATGATTCAGGCATTGCTTCCAGTTAACTCTGTTTGTATCAGGTA
+AGATAAGATAGCGTCCACTCAGTCACGGAGGATTAGCGCAGGTATCGCCGCGAACTCAAC
+GGGGTTTACTTTAACGATAGAAAAGTACATCTCCACGAGTGCCATCGAATAGCGACGCGT
+CGGTGATGGCTCACTGTCCCTGCGATGCGCTCTTCGGTGAACTACCCTCCTTGGACAGTT
+TAAAATTATAAAGCTAAGCTACCGCCGTCAGCCATGTCGGCGGTGCGATCCTTAGCGACT
+TAGAAACAATGATGAGCGCTCGTGCCCGGAGCGCTTGAACCCTGCGATTTATGTATTGGG
+GCTGGCAGTACGAGTATATTCCTGCCGGGATCCAATAGAAAGTATTGGAAAGAGGTCACT
+GGTGGCTGGATGCTAGCTGCCTTACGGGCGCTATGGCACGATTACTGTAAGACTAAGCCA
+TTAACACGGCACCCTAGGTGCTATTCAATAGTAACCACATCCCAGAACGAAATACAGATT
+TATTATACACAGCGCCATGTCACTCATGGACGTTTTAGATTATCGCCCACTCTTGCATAG
+TGCGAGGGGACATATAAGGTTCGTAGCTGCTAATCACCAGATTGTGCACCTCTGTCATTG
+AAAAACCTAGTGAGACATCTCGCTTTAAACGGTTGGGGTATCTGTGCCCACTACGCTCCC
+CATAACCTTATGCTCTGTTTGGCTCAGCCGTAAACCGGTAAAAGCAGAGTAAAGCATATC
+CTGGGACTTTGTTAAAAAGGCAAATCAGTGGCTGGCAGAAGTTTTGAGTATCAAATTGTA
+CCATTTGCTCGGGGGTCTCGAAGGGGATTTACTGGACATGTGCCACGTCCCCCTGTTTTT
+ACCCAGCCAAAGTCCCCTTATGACCGCCAGGCACTGCGAAGCCTGACGAGAACAGGTCCC
+GGAAGGCTGGTAGTTAATTCCTCAGCCGCCGTTGAGCAAGTTGACGCAGCAAGCCGCGTT
+GGTCTTCGTAACGCTTCCCTTAACTACCTATGGATAGTACCTCCGTTGTACGGATGAGGT
+GGCGTTCCGGCGACTGTGGTTAATGATAGCGTAGAACTCCATGGCCTACTCTATACACTA
+CACTAGGACTCTGGTAAATCCGTTTGCTGTATGGAAAACAATCGTGTGATGACCCAGCCA
+ATTGAGATCATTACTGATTGACTGACAGGGAGTGGGAGGTAATCGCCAGCTTTAGTTATA
+CAGAGGGTGTCTATGGCTGCACCTTTTGCGTAATTACGTCTTAATCGTCCGCCCCGCCGT
+AGGTGTTAGACTAACACGGACCCCTGTCAGTTATTCTGCATGGTTCTCTGAACATCGACC
+CCGTCACAATGGAAGTGAAAGCATCCGCACGTCATCAAAGGAATTATCCGCCATTGTTAG
+GTTACCTGTGCGAAAAGGTGCAAGTGAGGGTCCCTACCTATCTTAACCCTCCTTACATTA
+GTGTCTGCGGCCCATGCGATAAAGGACAAGGCCGGGGCCACGTTCCTCCGTAGAAGGGTA
+GACGATCATCTGCATCCCATTTCATTTGTAGAACCGCACTACTTGTGAAGGCAGAGGGCG
+CCCAATGGGCAAAGCGCGAATCGTGATAATCTGTACCCCTCCCTCGGGGCGGCTTACGAC
+CCCCCAGTGCGGAACGAGGGAGGCGCTCAATAAGATACTGTAATAAGGCAAGCCAGCAGG
+ACACCGTACAATCTTCGCGCAAAGGCCAATAGCAGTTCAGCATTTGGTGACCAGTAGCTG
+CGCGTAAGTTGGACGCGCTACCGTGGCAGGTGCGGCTAGCATATAGACGAGTTAGTTTCG
+ATCTTCCCGGCTTTTGCTTTTTTACCAACAGGAGGGCCCTTGCAGTCACGCCGGGTCCTG
+CGTCTTATTAAGACGTCCGGTGTGGAGCGATATGCAACGCAAAGTTCACGAATACTTTCC
+AGGAATAACCCGGAAGAACGGGAGGCTGCTCAACACAGGTATTGTAGTAAAGACCAGCGG
+CGACAAATACAGTGAGTATCTGGCGGGGTCGGACTGGGCAAGGCCTCCTTTTCTGAATTA
+CAGATCGACTCACGACAAGATGCTGGCCCGTAACCTTTGACGAGGGCCTTCGGAAGGTAT
+CGGTCTCGCCTCAAGCCTTACTCATAGCGGGAGGTTGTCTGATTGGAACCTCCTGCAGGG
+GAAAGGGCTACTCAAATGAGCTTACATTGCAAAAAGAGAGGTGCCTCGTAAGTGGACACG
+AGCCCGAGGGCCGGACGTACCTAAGGCGAGTCCTTCGGGACGGCTGGAGAGTAATCCTGT
+CTGCCTGAGTCTACGTAATATTACGGGCTCTTCAGAGAGGGATCGCGTATGCGTCTCGGG
+TCGAGGTAACGGAATGATTCGAAATAGGCATAGTGCATAGAGTCTGAATTTTGGGGGATT
+AGAGCGGGCGTTGAACTAAGGTAAAGGTCTACTAGTCTTCTGTATTTGTCCGCTCCGCCC
+TCCCCATTTGGCGAGTATAGATATTGGTGCTAGACAGCCTACAGCAATGGGCCTGCTTTC
+TCAGTCCTCTGAGTTTATTATCTTTTACCTGACTGAAAGCCGAGTATTATCCGGTGATTA
+CACTCGTACGATACACTCGTGCTGCAAGAGCAGATCTCCAAAGTCTCTGATAGCTTACTT
+ACAAATGCCACATGTGGGGTACGTGGCCTGATTCAAACCGGCATGGCTACCCCGCCCAGT
+TTACTTTATACTAAAGTACTCATTTGAGAGCCCTCTGAGGGCAGGCAGAGGTACGGTCAT
+CTGTTCCAGGCCTCAAGAATACATTTAATGGCCGTAACGTTCCTTCGGAATTGTCGCAGC
+TATAGTGCCTAAACAAGAGAATCTGTGTATAAGTGAAACGGGGGGGTTTTAGGGAATAGG
+CGATTTGAAGTTACAGTGCTAAAGTAACTGCGGGTGAACCTCCACGGCAGAGACGCCCTG
+TGAGGATTAGGCTTTCACAACCCCCGTAGGTCAGAACTGCAGACCTTAGTAGTAGGATTA
+GATAGAATCAAGGTTCGTTGAGGATAACTGTGTCCTTATTGACAAGGCTTAGCTTTGTAG
+CTAACGACGCTGCCGTCGAGCACGGTGCTTCCATCGCCCCACTCTACACTACACTGAGCG
+AGCACCGCCAAACAACTTAAGTAGGAATTGGCATATTGCCAATGTGCGGTGCATCACAAA
+GGTAATAAAATAACTATAAAGATAAGTCCTTCCATGGAGTACTCGACCTAGGTCCGGACA
+AGTGCTTGCGTATATCGGGTGCTTGGTTTCAGTAACTGGCCGATGGGAATCCCTACCTTC
+GACATCGACGGCCTGGACCATGGTACCACGCTAGATCCGAAATGGTGACGTAACAATAAG
+GCATTCAGCGATTGCTGAGTATCCGCCACTCAAAGGTCTAGTTTCCCACCAATTCATCGA
+TGCTAATCTGGGGTGGCGTCGGAGCGGTTTGTAGAGTTTCAGTAAATAAACACGAAGGCC
+GTTGCGTCTCACAGTACATGGGGTACGGATCTCTTCCGCGGTGGCTACACTGGCCGCCAC
+AGCAGGGGCCCCGGAGCCGTGGGTCTTGTAATCCTACGGGCACCCTAAACGCTTCGCAAG
+TCTACCTAATACGTCAAGAATGGATAGACAAGCCTGCAGCAGCCGGACTTACCCCGCTTA
+ATTCAAGAAACAGGCTGGGTACTAGTACCAAAATAACGGCGCCGTTTGCACCTCGTCAAA
+CGTCCCGAAGCTACGGCTATCCCCTCTAAAGTTTACTCTCTCTATGAGGGAATCCGTTGT
+CCTAGCTGCGCTTCAGACACAATTGTTCGGCCTGGTACTTCCCAATATCACGGAGTAGAA
+GGTACTCTAGTGAAGGGAACCGGAAGAGTTTGACTATCACAGGGAGAATCAGGTCTAGGC
+TCCCCCTTTCGATCTAGTGGATACCCTTCAGTAACGGCTCCTACGGTCCACTGTAAAATA
+TCTTGGTTGCGTCCCCCTATCAAGATTAACCCCTAATCTTAATGTGCGACGCCACGTGGT
+ACTCCACGGTAAGCGAAATAGACGCGCTTTCCCAAGTCCACAGTTTGTGGCTGCGACGAA
+TCCAAAACTTAGACTGGGTAATCGAGCGTGTGCCGAATAACACAGCAGCGGAAGTATGGA
+ACGTGTTAACATGGAATACAGACACATTCTCTAATATCTTGGTTGCCCGTTATACCACCT
+TGCCAACTAATAACGCCCCATCGGAATAACGCTGTGACTTTGAACTTTATCCAAAGATTG
+CCCATGGCCTCAACTCACCGCCGAACTATCTGTACAACCGAGCCGGATTAGTCATCATCG
+ATTTACCCGGTCATAGCCCTAGACCCACTGCTGGGGCACTTAGGTTTCTGCAAGAATCTG
+GCGACTGGCCTTTCTTAAATTCAGGGTGGTCATAGCTCGTGGGATTCGAATAGTTACGCT
+TAACACTGGGTGGCGCCACTGCTGAGATAAGAATGCGACTAAATTTTCCGACCGCCAAGA
+TACAATTAATACGCGGCGGTAGTCCTGTAGTGGGCGGAGTTTGCGGCAAGTTCTACTCCC
+CGCCGCCTACGGTGCCCTTAATTGCGAAAAAGTAATCCTCATTCCTAGGGAACTTGTCAT
+TTAGTCGGTTCATCTTACTCTGCCTGAAGAATCAACTGGATCCCTGGGGGTCAGAGTCAG
+AATTCACCTAGTCTACCGAGCGGCTGTGAACGTACTCCCCCATGTGAATTGATCAGTCAC
+ACTCATCTCATGGAGCGATTTGCCTAAAAGGCACCATCCCTGGAGGAGAAATTTACTGAA
+CCCGGACGCCGGCGCATGTATTCTGCGCCGCTTCTAATTCACGGCTGAGGAGTGGTTTGT
+TACAAAAGAACAAAGCCGTTCCCTGCCGCATTATGTCCACACCACCAATTCTCTGGCGAG
+CAGAATAGTGGTTCAGCCGAGACAGGTTCAGCTGTACGTAAAAAGGTTGACGCTACTTGA
+GGTCATTCTATGAACTACCTTGGCCCATCCCGCATCCTCGTTTAACTAAGCCGAATCTTT
+AAGCCACAACGGTGATCGAGGTATAGTTACCAGGCTGGAAGTCGCAAGATTCCCCGGCTT
+TTATACTAGTCCCCCCTGAACGTCAGGCGCGCAACTTGCCCGTGTTCCCCGTGAGTTGGC
+CCGGCACCGACGTCCCGAAATGCACTTCATTTCGTCCTTTTGTGGACATACAGGAAAAGG
+CGCTAGGGTGCACTTAGAACGGTTTACCAATTGGCCCCTTCGCCCCAGATTAGACAGTAA
+GCGTGCAAGCAACAAAGCCCGGCTGACAAACCGCTTCCCGTTGAGCTCGGAGTGGACGGT
+AGAACTTGACATTGGGATTTCCCAACGGCGTTTGCCCATACTTCCGCATCCCAAGGCTAA
+CTCAGTACTCATCCCAACACGGTGGTATCAGATCCCTTCTTTATTCTGACAAAGGCTCGT
+CGTAAACGCGCACACAGTTACTTTCTAACGCTGAATTACGCTTGAGCTTTTAATCATTGG
+GCCAACAAAGTTTCTACAGAAATGGAAGAAGATTTCGGCTAGAAACAAAAGGTCGACCGG
+TTAAGCACCGATTGCAAGTGGCCATGGATTCATACTACTGGGGCAGGTGAACAGCACCTT
+CCTGCGTCGTTGCATGGGTCCTCCGCACAAGGGGGTCAGAATTTAGACTTTGACTACAGA
+AAGTAACGTCTCTCAAGCAGGGCACGCCTAGGTGACCCCGACTCGTATTGTGCGTCATCC
+AGAGCAAATTATGCCGGTTTCTGTGCGGCACAGTTTGAACCTCACAGACTGGGGCGTGGC
+TTGGTAAATGTCATCCAACTCTGATATGGTTCCCTCCCTTTAAACTCATACGAAATCGGT
+GCAGAAAAGCGATATATCGTTTGAGATTAGTTGGTATACTCCATATCCTGATGAGGCTAG
+AGCGCACTGTTACGTCAAATTGATACTACGGGTCAGTCTAAAACCCCCCATAGCAGTCTT
+CGACCCAGAATTGCGTTCATAGCCACATCAGGCTGCACGCTTAGCGGAGTTTCGGAGCAA
+GTAGGATCTGTCATTCTTGCGGGAATGCCTGCGCCATCCCGATTCGGATTTGGCGACTAA
+TCAGAACATATTTACAGCGTAGCGTATGACCACAATTTACCCATCTGTGCGGAGGTAGGG
+ATGGATGCTAAGAGTCCCATCGTAATCCGGCTCCGTTATATTGGGTATCTAGCGATGTCA
+GGCTTCTTGTACGATGTTCTTCCAGACCAACTTTTGTAGACGGGCAATCCTTGTCCGGCC
+CTATCACTGATATACTCTTTGTGGTAGATGAAGTAGGTCCACTAAGGTTCACCACAGGGA
+GGTCGGTAACGAAAATCATACACTTCTGCCGCAAGATCGGGAATCAAAACCTGTTCCGGA
+ATATGCAGTCAAATTGGGATGTAAGGTCCGACGATGGCGAGGTCGCGTCTATAAATCAAA
+CGTAGCGTTTCGGTACCGAGCCAGATAGAGCAACAACGTTTAAACAAACTTTATCCCCCG
+GCCTCTATAATGGGCGTACAGAGAGGTAAAGGAGACCCTCGTGCCGTTCGTGACTCTCAC
+GAGTGTCCGAGCGGCATTCAAGCCCGCCCTGTTCCGCTGATCGGGGACGACTCATTCAGG
+TTTGAATTTCATCTAACACTGGTCCAGACTTGGGATGCCTAATGATGAATTAAAGGACAC
+TAGTGAACGTGTGGCCTGGTCCCGTCGCGGAAACGAGGGGACTCTCAGTCTATTCCGCGC
+GGAAGCCGACCAAAATAACGCGCTTGAGTCACGTTCTTCATAACTAATTCACGCCAATTG
+CGCACTCCTCGTGGCCGTCATGCGTATAGGGTCACGTTACGCCAGAAACCCTAAATAGGG
+ATATTTGCCGGAGATGTTGCGTGCCACCTAAAAAAGACTGTCGGTACCCCATTCTGAATC
+TAGCTGGTGCCCACCGACCATAGGTTTTTAGCGAGCAAAACGATAGTCCCCGAGAGGTTT
+GGGGGTGCTGCTTTACTTTATCTTTCATGCCTACATTTTTTATCGAGGCTCATTGCGTCT
+AGCAGTCTTGTCAGTGTTTCGATTAGTGGAACGCCGGGCTTTTGCGGTCTTCGTCCGCGA
+ACGCAAGCGAGGTTGCCAACTATGGCCTACCTGGCGAGGTTTTTGATGCCCACCTAGGAT
+GTAATGCATCGGGTCGGTAGGGACCATCCGGGGTGTACTCGGAAAAAATAAAGCCCACCG
+TCGGCAGACGTTAAAGTTCTTGTACATTCCAGACCCATTATATATCAGCAACCTTGAAAG
+TGGTTATGGCCTCAACACCCCCAACGTCGACCCTGGAGTTAACAACCTTCTCCAGACCGG
+AAGAATAGTCAAAGCACGGCGTCTCAGAATTTTACGTAGCTACATTCTAGGCAGATAAAA
+CGCTGGAGTGTTCTTATTCAAATTATACAGCCTTGATAAACAGCAGGGTGTCCAGTACTC
+TCTAGATACATTGCAACTATAGCGAGTCCTGGACATATGCCTAAAGTGGCACACCTTAGT
+ACATAGCCCCCGAGTGAATTTAATGTCTAACACATGCATCGCGGTGAGATCCAACCCTCG
+TAGGATTAGTGCGGGGGGAGTCCTGCGCAAATCATCTGGCCGTAGTGGGTCAAGGCCTGA
+TTTTTGCCATGAATGCGTTACTTATTTGCGGAGCATTTTTGCTTGGTGCATAATGTGCTT
+TCGCGCCCGTTAGTGCTTACCGATTGAGCTGCGCCCTTCGTTCAACAGAGGCCATATAAA
+GTGTCCTGTGATGCAAACCGAGGCTGAATAGGTGATCGACGGTCCTTCACAAACCACGAA
+GAAGGTCTAATTCGACGGTTTCGGCGAATTGAATCCCAGAGTCATGATGACCGATGAAAT
+GAAAATCAACCAGCGCAGCTTCCGCTGAATGAACTGAGGGAGTATAAATTGTTTACAATT
+ATTAGACAACGCCCGAAGTACAAGATGTAGTAGAACACCAGCGGACCAAAGCCTCCACCG
+TCCGGCATAGCGGAGGCGGAGGCGTTTCTTCCCTCACCCTCAGACGAGTCCCCGATTCGC
+TAAAATCATCAGCTGTCTACGAAGCGTGCTCAGTAGCAGTTTTGTCTCATTCAGATCCTA
+TTATGCTCGAGCAAATTGCTACTAGAGATGGAGTGGGGGCTCCAGCACCTTGGTGAGCTA
+CGGCAAAAGAATGCGAACCGCCTGTTAAGCGGTCGGCAGTAACACCTAGACCCTTGCGTC
+TCTGTAGCCGTTGCGTGGCTTCTCCCTCGTCAGGGCCGAGGAGCTCCCCAGATTCCTTCC
+TACGGGACTCTATTCAGGATGAAATCAAGAGACGATCAATTGCTTTTATCGTTCTTAGAC
+AGATCGTTAACACTATTCGGCTCCCCAAAGGATCTGCTCTCCCGATACATAAAGTTGGGG
+AGCAGGACAGAGGGTGGCTTCTCTACATATGTGTGCGGAGTCTTGCATGCGGACAGCTTC
+GGGCGTTGTCGCGTCGCTCAAGCGATATTGAGGTAGGACGCACTCTTTACCATCCTTACC
+ATACAACGCGTGGGATAAAAACGGTGCTTAGTTCAAGTTCCTGTTTCGCAGCTCACAGGT
+ACATAATCCATCAATTCTTCGTGACCCGTTGAACGGCACAGGCCCGATCAGAATCGCGGG
+TTCTTGGCCAAACGCTGGAACTCCCGCTTTTTCAACATGGCCCAGCTCTGCAGGTGGGAA
+AATACCAAGACCCGGGGCGAGAATGATGCCTGTAGGAACGGCATGGTACACCAAAAAGGC
+TGCAAGTAACAACGGCTAAGGTAGCGCACGAGATGTAGGGGGCGCGAAAGAAGCGCTACC
+ACGAGTATATTGAAATTGATTGGTACTAATCCACGCTATGATGCTCCGCTACTTTACCGG
+TGCTGTTTCCTTGTACGACCAAAGGGGATGTGCCACAGATGCGTCGCCTAAGGGACCTAA
+ACGAAATTAGTAGTTATGAGCAATGGTATTCGTGAGCCGATGAACACTAGCGCAATATAT
+TTGTTGATGGAGCGAGGCGACCCCACACGCTAGCGTGGGTGTTGCCTTGTGAGACGTTTT
+CCTACCAGATTTTAGCCCCCATGGTGTCTGTTGATAACCATAGGACCTAGTGCAACGAGG
+GGAGTGACAGGACACCTAACCTGACCTGGACACGGCATGGTAGTAGGCGGCGGGGCCCTG
+GACCCTATTCTGTTCATCAACTCCGACCACGTCCTCAACTTCGCAGACGGTAGGCCTAGG
+ATCTAAACGCATAAGATTACTTGAATCACGCAGTAATGTGAAGTACACAGATATCCCCTT
+GCAGGCCCGTAAACCTAAACCCCGTGCCGAGTAGCACCCTAACGGAGAGCATAGACTTAC
+ACACCAGCATGATCTACCTTATATATTCTCCCCAATAGTGCATGCATATGGGTGGACCAC
+TCCCGCGAGAGCACCACCATAACTCATGGAGTACCATCATCAAAGCCAGGTTTTTTGGAA
+CTTTTGAGAAGTTGAAGTTTTGCCCTAAGAGCGAACTTCCTTATACATATGGATTCGCAG
+GGCCAACCTCTTGGCGTAGCGTACATTCAGGGCTACATCGGCATTTGCCTATCGACGGCA
+TAGCGAATCGATGTGTAAGTCCACGTAGAATTCCAACATCACTACGAGTCCGGCCTCGCG
+TGAAGAGTCCCATCAGTGCCTTTGTGCGTCGTCATAATTTTCTCTTCGCGATCCAAACAT
+GCGTCAATATTTAAATGTGGATGGACGGCCTTTCAGTGTCAAAGTGACAGTTCCGAACAA
+TCGGGCACACTACCCCCGGACATGTGTATAGGTGTAAGGCGCCACCACGTACCCAGCATT
+GAAACGACCCGTTGCGACGAGTCCCTTAAACTATATTCCCGGCTTGGATCGTGTTGGATA
+CCATTAAAAACGAAGACGACTTTGGACCACCAACCGAACCTGTGTCTTCTCGCTGCCAAC
+CGGTAGGGAGAAGTCCACTTTCAATGAGATCAGAGCTTATATTGTGTGTCACGTAGTTTG
+GTCTAATTGGGAGAAATGACCTGCATTAATTTTTTGACACTTGACGATCAAGAGCCACGG
+CAATCGTCTGGTTCCCAACTAAAGAAGGGAAAATGCGTTAATTAAAACACAAGCGATATA
+TGCTTTCCCAGATTCGCACATTCCCGCCTCGCCAACTCCATAAATAGCACGTCTTAGCTT
+GCCTACCCTCTCTGAGCGACAAATTCCGCTTGCCGCATCGTTACGTCACGACTCTCCCTC
+ACGCACCATATGATCTAAGGAACTTGCTATGACAGAACGAGAGTCGCTCGCGTCGAGACT
+AATTGTCCCTCAAAGATAAGGGACACCACGCGGGCCGGGAGCCCTATAGTCCGCTGCGTA
+GAATTCCTATGCTTGGCTGGCTTTATTCTAACCCTTGCGTCAGCAGATAGCCGGAACAAA
+AGCGAGACACTCCTTGACCCAGCCGCTGAACACCCCGGCATCCGTTGTGGCTAATAAACA
+TCGAGGACGCAACCTTATAGACCTACAGGAGCATTCAAGGTCCCGAAGTTGTACAATTGC
+TATCAAGACATGTAGATTGAGCCGATTCCTGAAGCAGCGTGCTTGCAGAAAAAAAGTCAA
+CTCAATTCCATGCATGGCTTTCGGCATGACGACAGCCCCGTCAGTTGGACTTTGAGGGCG
+GGGCGGGACGAGAGGCATATCCTATCCAATATTAAATGCTCTTCTCGAAAGACAGCGCGC
+CCTTAAGCCGGAGTGGATGTTATCGAAGCTTGCCGCGTCTCCCTCATAAATTCAGCTGGG
+ACCGGGGCTTATGCGAAGGCTCTTTTACATTGAGTTACGGTACCGGCAGCTAAATAGTAA
+CAAGCCCCCGATCCTGATTATCCAGCCCTGGATATGTCCTTCCGAGACCACAGAAGGTAT
+CGATGTTACTGGATCTAGGGGCAGTCAGACATACGTCATGTGTATATAGCTACCCGTAAG
+GATATGTGTTGAATCTTCGAACCTGGCGCGAGCGCCAATCTTTGTGAATATGTAGACGCT
+GCTATAAACTAATCATATATTGCTGGGCACAAGTTTATCTTTACGGGCCGCGTCGGACGG
+ATAAGATAAATTCCCACTAGTTGGCTCTGACTGTTGCCCGTTGCGCACCGTACCCCGATG
+CTATGCCCCAACTTCACTTCCGAGATGAAGGCTGCTCAGTCCTCGCGTTGTCGTGCCGCA
+CTTTTTTCCTATTCATCGGTGGTGTTAGCAGAGCGTTTGAAAGAAAGGGGTCCATTTGCC
+TGGAGGGCAACGCCTGGTCCATGTGATGTCATCTTGGAATTGGCGCGCGCTTGGATCGTA
+TTAATCTCCTCTCGGCGGGAATCGAACCTTTCGCAAGCGGGAGATATCTTCGGCGTTGGA
+CTGAGCGCGCGGGTGACTTGGCAAGTCGCTGCGCTGTGTGGTATGGCCGGGGCACGGTAC
+ACTATCAAGCGTGGGATCTCATGTGTCGGGACGTGGAACCTGGTTGTCTGTATCGCGAAA
+GCCGGATGACGTCTCCGGCTTAACACGGATAAACAGCCTCGCGGCGTTGATCGCGGGGTC
+TATGTCGATTTTGCGTAGGTAACGTCCTACCAGTACGTTTCTCTCGGCCCAATTCCAAAC
+GGAATCAACTTTTGCCGACGTAGGTAATAATGGAGGCGATAGCGGAGACACCGTCAGCTA
+CCTACTGTATCTCAGAGGGAGGGGCTATCAGATTTGATCATCTGGATCAAGCCTGCATGG
+AGTTGGCGGCTTCTCACGTATTCATCCCTGATTCCTTATACCTGATCAACTTAAGGGTGC
+ATAATATAGGGATCGGAGCGAGCCTAGTACTGCCTTCAGGTGTATGTTCCAGATTGAATA
+AAGCGTTCGACGATCCGGGACTGGCAGTAAAAGCCTAAATCATGTTAGCCACCGTGAGCG
+TATTGCTTCACGCATTAATACGTAAGCCGTCTTTCTTGAGGGGTCGGTCCCTGTCTAAAT
+GTGTGGAATAAGGTGGCACTTATGCACGCATCCCAGGATTTAAACTTATAATCTCTCCAA
+GAAACAGGTTTTAGAGGTTCCAAACGTTGTTGATTGCGTGCGCTGGCGAAGCTAGCGCAC
+TTGGCTCAGGTTTCGTATGTGAATGCCAATCAGACTGTGCATTTTTCGTTTTTCTGCCGT
+TTCAGTATAATTGAAGAATTCATTACTCTCAGATGCGCCGAGGAACAGCAAGATGAGGTA
+TACCCCTCGACGAAAATCGGAATGAAACGGAATGGCTACGGCTGCGGCGTTCAATTACTT
+GCCTTTGACCACCACCGGATTAATTCAGACGGACAAAATTAAACAGCTATAGCCCCGACT
+TTCCACATCCGGACGCCCCTTGCGAGAATCGTCCTCGAGAGTTACGCCACACCCATACTG
+AACGACGGACCCCGCCACTTGACAACCCCAGACGGAGATATCGCGCGCAAGGCGGGCATC
+GATTCCTTAGTGCACTTCAGGTACGCAAGGCAACTGGCCTTGTGGGTACACACCAAGTCG
+TTCTCGGTTATGATGATTATCCCAGCAAGCAACATACACTGAAAACGGGATTAGTCTCTG
+CATAAAGCGGCAATTCGTTCGGTGGCATTGTTCTAGCTATGAGCGCAGGGGGACATATCC
+GCGTGCGCGCAGGTGCCTATGACATCCTGTTCATTCGATGTGGAGCCCCTGAGTGGATAG
+GGTGGATGATAGTTGGTATGGTGTATGCCACGTAACGAAAAATCGTAAGTATCTGCGCGA
+AATACTAAGCCCTTAATACAATATCCAGGACCACTTTGACCTTAACTGCAGACCTCAAAA
+CATACTAAAGGTGGTCGGACAGATATGGCGGAGAGCATGGTTGCACTATCTCAGTGCTCG
+AACAGTGCCGACGACTAATGTGAAGCCTCTTGAGATGTAGAGAGCCGAGGAGTGTTCCTA
+TCTAGGAGGGTGGCGTAATGCCACGCGCTCCATAGAAGCACAACATATGCCGCATCGCTT
+CTGGCGCTAGGGTTACCTGTGGTCGACTCGTACTAGCTTGGCCGGAGTCTGTATCATCTC
+CAACGTACAGAGGTAAGGACACTCATATGCTCTTTGGGGGGATTGCGTGCATAATAAAGG
+TGTTGTTAGGTTGGCTCGAAGTCCTACGAGCACCATCAATAAGTGATTGAATGCCCGGGG
+TTTTGGGATTTATCAGGGAGCTCCCCCTTTCGTACTATGCGTACCGAACAGGCGAGAGGG
+AAAGATGCTGGTACGCGCGGATGACCTGGTGACGTTAGAGAACGCCAAATTCTACGGCTT
+GTGCAACCGTCTTACGTTATGTCGAGCACTAAGGGTTAACGGTATTGGTGCCAGAGGATG
+TCCCACGTGGACTCTCGTCTTCATTAACCAGTGCCCTGGGATTGTGACTAGGTAATCATT
+AAAGTATAGTTTCGGGACCTGTCTTCGATGAGCAGGTTTGCCGCTATTTGTGGTTCTAAC
+ACGCCAACGGAACACTCCCCTTTTGTACCTAATGCGTTTGAGAATACCGGGCCGGTCCCT
+TGGAATCACATGACGCATACATTAAAATGGTGCTCCAATCACTTTTAGAGCTTAGATTCA
+TTGACATAGCCAATACACTGGTTCAGGATTTTAATTCGCACGAACTCGCTCCAATTGAAT
+CCATCTTAGCGACTTGTGGTACACCACTTGCACGTCGTCCCTCTCGCAGGCTTTAACTGA
+CTCGCTACAGCAAAAGCAACGGTTGGTTCTGCACGGGCACTATTAAGCAGATTTACAGTG
+AGACGTTTCAACATGGTACAGCGAGTCTAGACCTACGAAACGCTTCTGCATTCAGAGGGG
+GGGAGGTTAAAGATCGGTACTTGAAACCACCAGAGTACCAATCTTCACCCCCAACCCGTT
+CAATAAAGTGTAGCAATGTGCTGTACCTGCTACTTGATCAGGCAAGTACTGTCTCCAATC
+GTACTCTAGGCATAAGCTCTGGGGGCGAGATAACCAATAACGTCTTTATCGGGTTCGGGG
+GCAGTCCCAAAATTCTAGCCGTAGCCCCCATCGAACAGACAGAACCGACCCACTTATTTG
+CTCTCCGAAAGACAACACGGGTCGAGGCGCGTAATTCAGTTAGGCGCATCTTATCTCTCA
+CATAGAATAAGGACGTCTTTACCCTGGCTAGATCTCCAACCCCCCTGCGCCCTAGGGTGC
+CCGTGGAACACAGCTAATTCCCCATGAGGCGCTGGTACATTCTCCCGAGTATACAGCAAA
+GAGTGCATAAATGCGTAGGTACTCGGGTAAAAGCCTCCGGCCGGTCTATACTTTCCCACA
+ATCGAAGACTATCGCGTCTTATACGTAACCGAGCTCTAATACAAGTTAATCTCTAGTGAC
+CCCTTGGAGCGCTTCATATAGAGAGACTCGAAACTCATACAACTATCTGAGTTCCGCTCC
+TTCTGACATCCCCCATTTCAGCAACCGTGAATCCTTTGGGGAACGTAGAGGTCTCCCTTA
+GGCGTAGGGCCGCAGTTTATTCAGATCATCTCTGGATCCAATTTGGTGGCGTAAAACACT
+TGAGGGCAGTAAGATGATGGCAGGGTTAACACTGGCTGGTCGCGGGGGCAGGCGATGAAA
+GGGATTCGTGTATCTTCCTTCCAAAGTTTCAAGGCGCTACGTGAAAGTTTCCGTCCTACA
+ATACCTCACTAACGATCAGTGGAGATGCAAGAACATTTCCGTTGCGCCCGGTCGGGAGAG
+ACAGAGTATTGGAATAGAATACGTATGGCCATGAACCGTCCAAGGTCATGCTTAAAGAGA
+GCGACTTATGCGTGCGTTTCTGTCGCGGCTGAATCCGATACCGGACGGCCGCTTCAAATT
+GACCCTCAAGCCCATTGCACCGAATCTATATGGGAATTCGGAAGGTAATTGGACCAGAAC
+AAGCTCAGTGTAGCTATGGGAAAAGAAATGTGCGCAAAATAGAAGTTTATTTCTGTCAGT
+ACTTAATTTTATGCCCAAACTAACAACGACAAACTTGGTTACCGCACCTGTCGGCATTGA
+TTGGCAGTAAGCCGGTATTTTGAATTATTGTGTGACTACGGGGCTAGGGCCAGCTTAGAC
+TTGTAGCGACCCCACGAATGCGTTCGTGGAGGGGCCGGAACCTGCAAATCTATGTTGTAC
+GGTATCACTTTCAGTGCAATGTATCACGTAATGTTCGCGTCGGATTACAACATCCGGACG
+AATTTTACACCCAGTCCATATCATTAGACCTAGCAGGACCGGCCCCTCGACTGAACAAGA
+CTAACGTAATATCAAACCGCGCCTGAGCGCACTTTAGTACCTTCTCACTGCTCAGCTGTC
+GTTTCCGGTGGCCGTATGAGTGGACAAATGCCTATCGTACTTTCTAGAAGTAATTCATTG
+CATTTAATCGTTTAAATAAGTCTTGCGGCAGTACATTATCTCTCGTTCGCACGAGGTGCC
+TGTCCCGGGGTGACTTGCATCGCTGGGTTAAGCCAAATCTAGATGACTCACAATAAGGAC
+AATATAGGGGGGCGCGGGAATTGCTCCCCAATCCTCTAACCACGGGCGACTTCTTTTCCC
+GTGTCCAAGGTGCGACCGGCACGCAATTGTAAGGCGGACGGGCTTGGCCCCCTTGGTCTC
+AGACTTAATGACAGAAACGGCGGCTTATCCTCGGAGGCGCAACGGCGTTGCAATTCCAGT
+CATAATTCGGGTACCAATCAGGAACTAGTTGTCGCTCGAATACATCTCTATGTGATTGTT
+AATCTCGATTGACCGCCGAAGTCTTGAACACCGCGCATTCGTAGGCCGCACGCGTGAAGG
+GACGACGTCGTGCGCCAGCTTTGCGCTATTCCCACGCGGGATCGGAGCACTAATTACTGG
+CGAATTTGGACTTGGGCCCCAGTCCGTAGCGGCAGAATTAAATCAGCAGTAACCGAATTT
+CACAAAGCTGTGGACGTCCAATCCGGGGGGGGCTGACGGGCCTGATTACACAGTCCTTTT
+TGTTCCATAAAGGCACAACCCATTAAACCAGCCTGCGCTATCGATGTGCTGGTCCTGCCC
+AATTCAACGCCGTTCGTGACTGGATACTGTGCCGTCACTCGTCGCACTTGATACGTTACG
+CGAGCCTCGGACCGTCTGTCGCAGTCTTGTGAGCCAGCTCTTCAAAGGGCTCTTGGCCTT
+CTGTGTTGTGGTGGCCGGTCCTATATACCCTTTCTCTACTGGAACTTAGTTAAAACATTA
+CACGACGGATACATCCCCTCTGATCTACTCACTGCTGGATGGAATTGAGACGTAGTATGG
+CGAGTAGGCAATTCCCTCCCTGAGAAAAAGAAAGCTTGGGCCTTTGGAGACATTCACCGT
+TTTAGACAAACACGATACCTCTACCTAGAAGCTAAGAAAGTAACGGCAACAGCCATCGTG
+GAAGTGGATAATATCGTGCCTCCATTGCACGCAAAAAATAAATTCCTCCAACATATCGAG
+TTAAAACTAAATAAATCGGCCTCCGTCCGCCCTATTTGGTGCTGGTCTCGTTTAGTATAA
+AGACCATCACAGCTAGCCTAACACGGGAGGCCCAAGACAGTACGAAGCACGTATATAATC
+CGCCCAGCACGCGCTGCCAAAGTCGTTACGACACTATAAGCCAGTCGGGGGTGACTTGGA
+AGGGCGAGGCTAGCAGGGCGACGTTGTATCTTACGTTATGTAGTACGTAGTCGGCGCAAT
+TTCTAAACTCATAGGGGCTTCGGCCAAGAGCGAGCGGTGTGTGAATGCATCAGTTCGCGT
+AAATGACTCGCAAGTTGACTCGCAGCACGGCTTAGGGGTGTGAGAAATTTTTGTGTACAG
+AATCCTGGACTAGAGCGCGGTGGGATTTTGTTGCTATCCGTCTATACCTGTAGCGTGGAA
+CTAATATAATGAGAGGTCGAACTCATTTTTATTCAGAAACTACGGTGGATAGCAAGATAA
+CCACGGAGGATTCCAGCTAATGTACTGTACCCTTGGCGTGCGACATGCCCCCAGGCCAAA
+ACGATCTGCGAGTGCCTTCCGGCCAAGGCAAAGTGTTCTTTGCTCGAACTGAAGCATTCC
+GGGTGCGCGTCGAGTCGAAGTACATGAGACATGAATAAACCCGAACGAGCATATATAGGG
+TACCGCCGTACCTCAAAACTCATGCGTTTGCGATGTGATACCATAGTTGACGCCCGGTGT
+AAAAAGCAGGCTAATGAGCAGCTTAACTCGCCACAACGTTCTCTCAAAGGCCCTACCAGC
+TAGTGGGGATTTCCCAGTAGCGTTGGTGCAAAGGTTGTATCATTCCGAGGAGGTTTAACT
+GTTGTCATGGATTATCGCGCCACTCATGCTTTGGCTCATTACATACATAAAAGGGAAGAG
+GAGAGTTTCCGTGCGTCTTTAGGGATCTAACGGAGCGTTAGTACAGAATACTGCTGCCGT
+CTCCAGGCCGGTTGAGACGGAGGCTAACACGTTCTGAACACTACTTTGCCGCGCAGATGC
+AGGCGTGTCATTCTTCGCTTCGATTCGAATACCTTCCTTGTGAGCCTATGTTTAGTGAGC
+ATGATTACTCAGGGTCTTGCGACTCGATGTGATAACTCTCTCCCACCCATGCCTAATTTT
+ATGTCCTTGTCAACCTGTCGTCAATTGCGCTGACCCACATCACCCAGAAGATCCACAAAT
+CTCCAGTTATCGAGGAAGCGAACTAGCTTACGAGCCGGCTCGCGTTGTACTAAAGGTTAA
+AGGGATGCACCACCGTTTCCATCGGGACAGCTCGTGTGACGTCATTGTGTAAACGCAGTT
+CCCGCTGCAATGAGTGAGAGGACCTATCCGCTAGGATAAAAAGTCAATACCGTGAAGTGG
+TACGGGTGACTTCGCGACAATTTCCGCTTTACAAAACCCGCGCGAGGTCATGCGGCTAAA
+ATTGGTATTAGCGTAGAACTGTGTCGAAGATAATCTAGAGGGCCTAAGCACCACGTTTAT
+GAGTCTCTGGCGTATGAACGGAGCGTGCTAGAATAGTAACGCAGTATATGCGGCCTCAAG
+TCGATCTTATCGAGATCCTGGTTGGTGTGAGGCACGTAAAAGCAAGAAAAGAGACCGTTA
+CCAGTGCAGGGAGGGACCCCGTATTGGTCTCGGTCTGCTGACCAGAACACGAAAGCTGGG
+ACCCATGGATTTAGAGGACTCCCACAGAGTTCTCAACAGATACGAATCTGCTTAAAAGGG
+CCCGTTCTATGGGACTTCATCATGACAGGACTACAGGCGAAATCCAACATGGGTCAAAGC
+TGACCGTGAGGAACTTGCCGTGGGGATTCTGCTACCCTGCACGTAAACCTCTTTGCGTCT
+AGGAGCCGTTGGCATCCTTAATAGATACTGCACGGTGTAACAGACCGAGATTGATCAAGA
+AGGCGGACGGATCCCGCGCTTAAAACGTTGACTTTATAACTCCATCGATCGGAGTTACAT
+GTTGCTAACTCCACTCTGTACTGCGTCTAAAAGGGCAGCTAGTAGTCGCCTCCTCGTGCT
+GCCGTACATCCGATATTAGTCTATCACGTCGCCTACGAGATCTGGTTAAGAATGTACACG
+GCCCCACGTGCGTTGCTCCGATTTTCATCAGATAGGTCAAGGGCCCGGATCCAGCCCGCG
+TAACCCAATATCAGTTAACCCATGGATTTTCTTAAGCAGAAGGCGGGCAGCACAATGGCA
+TTTACCCCATGACCGGCGATGAACAGTACAAAGTTATGAGTGCTTCCGGCATCATCGCTG
+GGCGAATTACTAAGGTGAAGGAAGGATTTCCTGTCAGGGTTGGGCCGCGCATTTCCACTG
+ATATATCTTATAGGGAGAGTGTGGAGGACAGGGAGATCGCGCCCCATGCGTTATGACGCA
+GTGCAGAACGCCGACGATACATAGCAGGTATATATTAGGCACCATGCTGCGACTGAACCC
+AAGGAGAAACGATAAATTGCCGCGCTTTCCTAATAGGACGTTGCCCACCCGTTATGTAAA
+CGGCTCTCGGACGGCGTCCCACTCTCATACCGCAATTCTATGTCATCAGCGATTAGCTTG
+CGGGGGGCCCGGGTGAACGCGCTGGGCGATCGCGTAGCGCACTGGGATTATATTAGGCAA
+GTACAAAAAACATTTCGCAACCTGGGTTTAATTGGGTAGCGTGCAAGTCGGAAGAGGGAT
+ACTCAAGCGTCTCTGTAGGTTAGACGTGGTCTTCACCTTTGTTGGAGGGGTATGTGCAGT
+GTGGCGAAACTTTACCCCGCGCTTTCGAGCTGGGGGATAGCCAAGGGTGGAAACTGGCAA
+ACGTGACAGTTGCCACCTTAAGCGCAACTCTAGCTTCGGCACGGGCTAGATTTCTAAGGG
+AATTCCGCGTTCGCAGTGAGCTCAACATTTCTAGTGGATGTGACAACATAGCGTGAAAGG
+TCAGTTTCGGTAGCCAGGATCGAGTGTCGAGATGTGTGGTCGTGATAGGTCCCAGACGTC
+GCACTCCTGAGGAATAATGGTAGTGACACACATCTGCACACATCGGTCCGCCGGGTAGTA
+TGCTGTCGTATCGTATCCTTACTCACAATTATGGGGCCCATACCTGGTGCTTCGCTGCAC
+GGAATAAATTGCAATGGTCCGACGCATCCGCGCAAGACGACGCTTGGCTGCTGCTTCATA
+GCCGTGGAAGAACAAGTTTGTGGCACGTCGCGTCGGATGAAACCGACGCTGATGGATCGA
+GATTTTGGGGTTGCGCTCTGCAGGGTCGGTGGACGGAGGACGCCAGACTTACAATTTCGC
+CCCTGTAGCTGCGTGCGTCTACTACCAGATCGTCTTTTGTGCACAGCCCCGTCGGCAGCC
+CCAATATTGGGTATCCAGTTTCGGACCATGATAGGGTTCTTCTTTCGAACGTCCCAAGTA
+TCTAAACATATTAGACTGCTGTGTTATGCCCGCGCCTATGTTCTAAAATGCGTTTTAGAA
+ACTCTTCAGCAATGGACATACCTGAGCGTTTTGCTAAGAGGGTGGGACTACATCTTCGGA
+CATCATGTAAGCCCGTCACAGCCCCGGAACTAACTTAATTAACCATACCACCCTGTAACA
+AAGATCAAGGCTCTACCACCCTCACTTTCTTGGGGCTAGCCCCGATAGTTTGCATTTGCT
+AGTTTCCCGCCCTCCCCTTCGCATGCTGACATGACCACATATGGGTCAGACATATGGAAA
+AAGTAATTACGTGAAGGATCCAGACAGCAAGAGAGGGGGCCCTTAGCAAAGACCCCGGGA
+AGTTAACTGCCGACACGTTTCAACTTTTAATGCAGACCTCAGCTCCTGATGGGCCCCTGA
+GGCCTTGGCTGATCCCAGCTAAAACCTACAGCCAACTATGTACAGTTCAAAGCTAGCAAA
+TGATCCCGCTTGACCGAACATACACTGAAGGGGCGTTCAATCGCGATAAGTTCTGGTGCA
+AACAGGTGGTCTGACCTGGTTCCTACGGACCTCGAACGCGTTTGGACGAATACGTCTTCG
+GTGGTGCAAATAACTAGTCTAATTGGGCGCACCGTTGCTCCCCTACTGGATGCCATATAA
+TAGCACACGAGACGACGGTAGAACGGTCGTTAGGAACTACGTAGAATTTCGTCAATCCCG
+TCTGGGTTGATCGTCTGGAAAACCTCTGGGATGCTTAGCGCGCTATGATCTTGAATCCTT
+GACCAGGTGAAGTAAATCGATCCAATGCACAAGTCGTCAGGACATCGGGTCGTCTGTCTA
+ATGCGATTCGAGAATTAAAGGCTCTTAACCGACTGGGCACAGATATTCATTCCATCAGGC
+GGCTTTCGTACGCTATGGGTTAATATCTTACCTGTGAGTAAAGCTCGTAGGTTCCGTTGG
+AGGAGCAGAAGAGCTACTTGTTTTTCCGGTATCTATCAACTTTTCTAAGCATCTAGACCT
+CTAACTCCCCTGGTAGGGAATCCTATACTGGAACTCAGTTAATCTGGCACATATGGGCGA
+GATATCTAGAAGCCAACGTTGGAGTGAATGTACCTAGATTCGAGCTCAGGAGGCCTCTAG
+TTTTTGTCATTAGTAGCTTCGCCGTGGGGTTTGTACAGATTCCGCTTGCGCCTACGAATA
+TATCTAGGACAGGGCGATAATTTAGGTATATCACGACACCTCATTATCCCACGAAACCTT
+CAATTGCTGTTATCCTTCGTAGGAGTGTAACTAAGGGGATACGTCGTACAAAAGCGGAGC
+ACCCCACAAGACGATCTCCCTCGTTCCCGAGCTGGCTTCTAGATGATTAATAGGATGCGG
+CTGGCCCAAAAGGTTCGGTTTTTGGATTGAACAAATATCGGGAGGCTTTCTCACTCGGTT
+AGTCTTTTATAATCTATAAGCGTTAGACGTTTTGATTCAAATTCCGCTAACTACACATCA
+ATGGCGGACTCGCAGGGCTAGAACTTCTAGTGGGGACAATCTCTTTCGAGGCCCGAATAA
+ACTGTCAGAAATATCCCTATCTGCATTCTCAAGCTTAGGGACATACGTATCAATATGTCG
+TGCGGACTTGTCCGCTCAAGATTTGTGACCGGACTAGACGGGGTCGGCTTACCGAATAGC
+TTTTAACAAGGTATAATGTACCGTTAGCTAGCCATCTAAGTTATTGCAACGCTGCCGACC
+TAGAATCAAAAGCGGCGAAGACAGATGTCTGCTAAAACTCGAGTAACGCGCTATTGCTGC
+GAATTTAAGAACTCAATGTGTGCATAAACTGAACCCCCCGGTTTGTAAGCCAGTTAACAG
+TTATAGTCGTGGACTCTGAGTTTTGTAGCGACAATTCTAGCAAGGTTTTCATCACCCGAT
+AAAACGCTGCGCCTCGTCCAAGTCCTCGGGGTATCAGTTGACCACTAGCCCGGCTATCCC
+AGCTTATCGAGAAACAGCGAGGTATAGTCGAGCGCAGCGGGCCGCGATCACGGTAATAGG
+CCCTGTCGTATGCTCAGCAAACGCACAGATCGATCTCTGTATCTTAGTCGCGTTTTATCC
+TAGGTAGAGCTCCAGCAATCCGTATCCCCCCAATACTGAGATCTGGAACTCCGTACTACA
+ACGTGGTGCATGGAACACCACTTATTTGGCGAGTTAGAGTCAAGTGGTAAAGAGGTACCA
+CGGAGCTATCTGTCCAGTGAACGTTGGCCGAGACTTGGGTTTACTCTGCGTCTGTGGTAG
+ACAAATGTTAGATGAATCCATAGCCCAAGAACCGTTGACGACCGGCGCTTGACTCCAAAG
+CTTGCTGTATATCGTTAGCGATTATATAAGAGGGCTTCAAGCTGACAGTGCGATTGCTGG
+ACGCCACGAAAGGATCAGTCTATGCGACCGAACGCGTAGGTTTTAGGGTAAGACATGGCT
+AAAAGCCCACGGCCTCAGGCTTCTCGAACTGAACGCGTGTCTCAGGCAGCTTTTGCTGAG
+TACATGACTACACATAGTGATGAAGGGACCTAATATACTGCATGAACGAACTCCCACACC
+GGGTCATTTCGTATCATCAGGTCAGTCATCGTCCAAAGAACTCCGTCAGAGAGTCGCAGC
+AGAAACCGGGTCGCGAGAGGCCGTAGATACATTTAAAACAGTGAGCTTGCACAGCTTTTC
+GCGCCGGGCGCATGCCTAGCTACAATGAAGGCAAATCGTTCGGGCGCCTGAAATCATTCA
+CACGCTAGTTTGTTTGGTAGGTACATCTAGCTTGTGGCCCTTCGGATAGAATGCCTGGGT
+CGCCAAAGCTGCTCCAGGATGCGTACGAGTTCGCGAGGCAGAGCGGGCCCGGGCAGCCCT
+CGCGGGCCACGCTTCAAGGAATCTCCATACCCGCGTTGTGTCCCCGTGCAGGCGCACCCG
+AAATAGATGCGAGGTACGGGCCGTGCATAAGTCCCATAACCACTCAAATCAGATATCTTG
+TGCCTCATTTAGGATGAATTACTATTACCCGCTCTGCAGTGGTCTGTACGGCTAGACATT
+TTACTTGTTACAGCTAAGTTTGCTCACCTTATCCCCGGTTAATGGACAGTTCGCCCTGTA
+TATTACAACCTCTCCTCCTTCAGATATCTTATATACAAATCAAGGGCGCACTAATTCGGT
+CATCTCCCACGGGTTGGATTAGCAAAGTGCACAGAAATTTGCTTGGACTTTGATCCCCGC
+GAATGCATCTGACTGATCATTCATCTGCGTCCTTTACCGCTGGCAGTCAAACTACGTCAC
+AACTGTACGCTTCCTACAGCTTGCGGATACGTCTAAGATGCCCTGTGCCAACCAGCATTC
+TTGTTAGCTCGATGGGGTAGTCCCTTGTGCCCATGAGCTACGGGATAGTGTGTCGGATTA
+AATTGCGAGGCGCGACCATGACGGCGAGGAATTTACCGCTTATTATGTGCATCACAGTTT
+TATGCCCACCGGGATGTGGAACTATCACGAGAGGGGAGGTGATCGCCGTGTAGACAAGGA
+GCAGGTCGGTTAAAATCAAAAGTGCTACTATGGGAACCCTGCAACGTTGTATTGGCAGAC
+CCGAATTCCCGATGGGGGTCTCATGAGTACAGTGAGTCGGCATGATAATTACGACCCTGC
+TTACGTTGGTATAAGGCTGCACACTGGAGGCCCGGTTTCACACGGGCCCGTATGTGGGGT
+CTCTTCTGAGGGACGCAGGCTATAGTTAGGGAAAAACCCAAGTTTTTACCTCTCACAGGT
+TCATGCTTCCTAAGTAGCTGTTAGACGCGTAGTAAAGAGGTTAAGATCCCCGGCCCGTTG
+CCCACTCTAGAAATGGAACTCGGCCCCTTACGTGAGTGTAACTCTAGGTAGTACGGTAAC
+GAATGTGCGGGCGGGTTTGCAGTGGGTTGCAGGTCGGTATGTAGCTGGCGTACTTACCCC
+GTACAGAGATGTTCCTGCTTTAAACATCGGTGTTTGCTTAGGGGAGAATTCCACGTGGTG
+CGTCCGACATTTATTATGGCGGGTCTGTACAGGATGCCTCATCCTCTGAATACGCTACCA
+ACACTTCGACCTCGCGTCCGACAGCTTAAGAGTTTTTTACAGCGCAACCGACCCTTAATC
+GTCGAGGCGGGCGAGACCGGATGATAAACCTATTGGGGCTAGCGACCAGCTAATCGAAAA
+GATGAGAGATGCTATAGTAGGACGTCAAGCTTACGATTCTGAGTAACGGGACGTCCCGTT
+AGGGCGGCCGCCGACTATGCAGAGCTGCTTTTACATTTGGTAAAGTCCACCATGCCGGGT
+AATTTGCCCATCTTGACGAAAGGTGGATAATGCCGCTAGCCCCCCTCCAACGAAGTTATC
+GTTCTGAATAAGCTATGTCCTTCAGATTGACGCAGATGTTCGACAGCGCAGGCGAGTAAT
+TAGCATCCGCGAGACGCACAGTAGGCTATTTTCACAGGGTTCAAAGGCGCGAGAAGGATT
+TTGCCGACACTTTGCTGGCAGCCCGGTGCTACTGGTTATCGGAATTATTAAATCCCTGAC
+AGCTCTGTCAGTTGGTATGCCCACAGCCGTCTACATGTAAACGGTAGCGTTTCATCTACT
+GCGCACTACTACCCTTGGCAGGTAATTCCAGATCCTCATAGCAAGGACTGCTTTAGGGCA
+TAAACAATCTGTAAGGCCGTGGCCCGAACGTTAGACACACCCAACCCGTGAATAAGGATT
+TAATTTACACACCGTATGCATAAGTGCTTCCCGCCATCTCCTTCGTCAACGAAGAGTTAT
+TATGGAAGGTGAAGAAAACTCAGATATAGTATGGACAATTTGACCGCGTAATTACATCCC
+TCAAGGGGTCGTCAATTTCTATACAACGAGGCTTGTATTAGCGCTCTCTGGTTCATCCTA
+GTCACATGACCATGTCACGTTCTTTTTGTACAAAGGATCAGAGGCTAAAGAACTACGTTT
+ACCACGCACGGCAGATGCCTAAGTAGTCCTTGTGCTGCGGGCCCACGATGTAAGCAGAAT
+GCAGAAATTTCCAGAGCCCGCTGCGTATCCAGTGTATGGGAGTTTGCTCCACCGATCCTA
+GTGAGTATGGCTGGGCGTCGGTCCAATGCTAGTCGTTGATTGTTCGCAGCGTCCTGAGAC
+TTGCTAAAAGAAACCGCTCGTCTCTGAGGAGTCTTGTTCAGAAGTTGTGCCTGAGACCCC
+TCCTACTGGGCGAATATGCTCAAGTATTCGCACTCGAAACCCATCATTATGCATACGGCC
+GGACCTACCAGATGACAGACCCGACCGATAGTCCTTGACATTTGTGGTGAAGGTTATCTC
+TCATGCTTGTAGGACCGCCGAACCCCAGTCACCCACTTCAGAGAGGTAGCAGGGGTGTGC
+CCTCCTCACTGGGGCCCATATCTTCTGTCGTGGCAAACGCCATATGAGTTAACGATAACG
+GGGTCGATCTGAATGACTTCTACGTGGGGCTGAGTTGAAACGCGAGCACAGCAACGACGG
+GAAAACCTATGCTCCCTTTGGTGGCCAGTGAAATTTGGTTTAATTAACGGGCTCGAAGAC
+CGTCGAGAATCGGACGACACTTATGGGTGTGAAACCATCAGGAACAGAGCCCACCTGTAC
+GATGTTTATTTTCATACTAGTGCCCTGCACCGGAAGGATAGTTGTTCATATTCGGCCAAG
+AGTGTAATAGCACACACAAGAACTCGAGGGGCCTAGAATTCCACCAAGACCCATACTTAA
+CTCGACGCATTTAGCGGCGCCCAAGTCAGTAGACGCTTATGACTGGGCTACCTCCCTGTG
+AGTCTCAAGAACTCAAGGCCTCCACATAAGATACAGGGACGCTGTGAGTCTTATTCATTT
+TGACAAGGTTCGGGTACCTGTTAACCGAAATAGCCGGTGATGACCACAATCATAGGGATA
+CACAGTAGTTCTCCGTGGTAAAGACGACTAGCCGTGATGTTAAATTCCCCAAGATAGCGG
+GAAGCCTGGTTCTAGGGAAGATCATCGCTAGGAGCGGCAAACTAGATCTTAACGATCACG
+CATTCTCGCCCGTAGATCCTGGAAGCCCTATGACACCGTAGACGGTCAAAGCGCGAGTCT
+TTAGCACACGATGCGTCCCACCGTGGATTGTAATAGCTAGTACAACAAGACTTGACCTCC
+AATGGCAATAGAGGGCGTCGTCATTGTTCTAGTCGCGATACGTGCCGCGACGGACTCTCT
+ACTGAATGGCGCCCCCGGCGGTACTATCCTAATCCGATTTAGAGCGAGCCACTTGCACTC
+ATTTTTCATCGTCAGATGCCAAACGCCTATTTGTGGTCATCGACTTCCTTTCCGATCAAG
+GCAGCGCCGTCGACTAGATCGTTTTCCCACGCTGAGTTCTGATCGCGCGCGGGTTTCGTT
+AATCCGTCCGTTCGTCAGTCTGTCATCGCAAACACTTCAGGAAAGAAAACCTTCTGGCAA
+ACATGGTCCATAGTCTTTCTGCACGGGACACCGACAGCTGAAGACACACCTAGACTGGAG
+CGAGACTTGCCTGTGTCCACGTTAGAGATTCCAAAGATTAGAAACCCGTGCAAAACGGTC
+AAACGATTTGTGGTGCGACATGAGTACCAAATGGATGGTCGGGGCATTTCATCTATCTCC
+GCTTTTTCGATGTGCTTAGGATCGCCTGACAAACACACCCGTATTGCCGTGCCAGTCCGC
+TGCCCGCTCGCCCGCCACTTCGCACTTTATTCCTGTATCTGGGGAAGGATTAGCCCCTAC
+TAGTGAGAGAAGCACCTTCGATGAAGTAGACCAGCCAAGGTGAGCTATCGAGGGTCACTA
+CTATGCAAAGGTGGGAGCCTCACTATGTAGTATCATAGTCGTAGTCGGTCGTTATCCCCA
+ACTGACACCTTTAGATCCTCACTGTTAACTGACACGTTAGTTATTGTGACTTCACACTTA
+AAATGCTCATCTTCGTTCCAGAACCTCTTTGAGAACGCCGCATGGCTTAGTACCCTGAGC
+AGACAGCGAAGCCTCTAGCAGAAAACATGTTAGGACGCTCCTGCTTTATTCCTGAGTTGC
+CCGAAGGTATCTCTGCCACAGCGGTCTTTATCACGGCCCCTACATAGGTTCGAATGACGG
+GTGTAACTCGCAGCAGTGACCGTCTGCAATTCCACCGGGAAGTCCTCGCGGTGATGACCC
+TGCCCTTCTTTGGGCATCCTGAGCTGGCAAATCTCGTTATGCAGAACAAGTGTACGGTGT
+CAATCGTAGCGAGCCTCGAGGAGTCTATTCTCGATTTACGATTCGCAAAAGAGGAGATGA
+TGGGTAGAAATGCGACGGAAGCGTACTGGCGTGTCGTTACTAATCGAGATTACGGCCGTC
+TGTAAAACTAGTAGAACGGGCTCATCACACAACTGGCTGTATGCGTACCTGACATGAAGA
+TGGATGCATTGGTTTTCGTCTGTGGTCGACACTGTCCTGAACGGGGATCTTGTCAGGCAG
+GCCTGATACCCAATCCCGACTCTCAGTGGCGCGCGTCCATTGGATTCTCAATCCGGTGAC
+CGGGGCAACTAGCGTCTTGCAGCCACCGTGGTGATTTGTACTCAAGCTGAGCATACGCAT
+GTGCTTTCGTAAGGGGTACCGGGTTGAACCATCATGGTCTTGATAGGAGTCTATTTCCCG
+ACCAGGGCTCCTGCTGAGGAATGCGGTCAGCTGATCACGGGTCTATGGTCTCCATAACGA
+AAGCGTCGAGGTACTTGAGATCTTCTCATGCATGAGGGTTAGCTTGCGAGATCCCTTAAG
+TCGCTGGCGATCCATTGTCTCGGAGGTGGGAGGTAACAACCAAATCATAAACTCGACTCG
+AGCGGACCAATAGGTTACTGCGGAGAAATCCTGTAGGCATTCGCGCGTGCCAGCAGCACG
+AATCCGATCATCCTGCAGACACTTACGTTCCTTCTTGGGAGAAGACAGGACCCATGCTTT
+AGCATGCCTCTGTCTATGGTCCGAGGGGTCGTGAAGTTCGCTATGGTGCGGACAACTGGA
+CTGGTTTGACCATCCAAAACGATAGTAGCGCGTACCAAGCGGCTCGTAGATAGTCGAGGG
+CACATGGGTCATGATAAGACGTTGGCCGTCAGACGAAGCAGAGATCAAAAGGCTACCCCC
+TCTCCTGCACTCGCCATTTACGCGGCGACTAACCCCCGCGTAATATCGTTAGTGCCCATC
+TCACGGTCTTGGAGTTTTGGGCTGCTTTTTCTGCGATCCGTTACACGTCGGTCCTGTTTT
+CGCGGCATGCCGGAATCAAGATTATCGCCTCGGGTGCCAGCGTCCACTCCGCCACGTAGT
+GCCCGATAGCACCAATCAAATACTTTAAATCCGCTTGGGGGGAAGTCATGAGCAATACCC
+GATATTACCAACTCCGGCCAAAGAATCCAGAGCGGTTACTTGAGCGATGATCCTGCCGAT
+GCAACCCCATGTATGCCGAGCGTAATAATTTGTATATCAGCTTGATCATCCTATTAGAGT
+GACAATATTTTTAGTGTGCTCTTTTAGATCTGTGCACTCCGACTGCGCCGACTTTCTTTT
+ATGAAATTTGAGCCCGGTATAGCGACTAGGAACTCTTAGTCCGCTGGCCTCTATCTTCAG
+TTCCGTGTTAATTCCCTAACTGGCCGAAACCCCGGCGGTCTTTCTATATTCCAACACTAG
+GCTATACGCGAGATTCACCGCCTTATGCAGATGTTGGCAGCGAGCACGACCAGCGGTTAG
+TTCACTCATATTTAAATCTAGGAAAGAGTAGGGCAACACATTGTGCAAACACCATTAGAA
+GAGAGGCAGACGAGGAGGATCAATGCTGAACCACCCGTGCGCGCTGGACAATCAGGATGT
+AAGTCCCGTTGGCACATTATGATCCGACTCTCCGTGGTTCCTGCCGAAGCGGTCTTGGGA
+AAAGCGGTTGGGCGATCGGTACGACACCCTCAGAGGCGTGGTCTCACGCCGCGACCATGT
+AAGAAGTAACATGACTCTCGAAAGCGCGGGGTATCCCTCCAATAGAGGCATTTATATCGG
+TCAGCCTATAGCAGAAGACGTAACACCACACAGACGCGGCCATATAGTCCTCGAACAAGA
+CTCGCATCTCAGCTATTTAGGCACACGGACAGGGACTTTAGCCACCCGTCACTTCCAGGG
+AATACCCGCACTAGAGGCACTCCCTCTCAGGCAGGTCCCTCCATATAGATATTCATGCTA
+GAGTTAAGCTTACTCGATTTCGGGATTAATGATCTAGTGAACTGCGACTTCCTACCCGGC
+ACACAATGATACAAATGCCTCAGCGTCGACCCACAGCTCGCACATACCCTCGATTAATTG
+TACACCGACCCTCCCCTCGGAGTCGTGCCTTGGGTACGCTCATACTTACTCGAGCAAGTG
+CGCGATGTTGACAGTATGACCTTAACGACCTTCCTTAGTCTACCATACTCGTGCAACACT
+CGTAATGTCCTCTCTGCCTACACCTCCCTGAGTGCTGCATGTCTTCACCCACTAATCCGC
+GCTCCTTGGACTTGGGGGGGAAAGTCTATTTCGGGAAGTGATGCCCAATGATTCATTTTT
+GTATAGTATATGATACCTCGTGTCCCAAATCTCTGCCCCTTCACCGTTGAGCATTCTGGA
+CCCATCGCTCTCGAGGATTAATAACCTTGGACTATTGAACTAGAATCGTTAAAAATATTG
+TAACGACAGCGGTACCCGGCTTCACGACGCTGTGTAGAGCACGTCGACTGTTTACGTTCG
+AGGTGTTGGTATGTTAAACCGCGTTAGTGATTCGGCTTGATCGAGAGGTCTGCAGGTGTC
+CATTTAGACCTGATGGTACTTATCACTATGAGATCACATCGAAGAGGACCCTGGGGTTAC
+CACTAAAGCCGTGTTGTATAATTGTTGATGGTAGTCCCACACCACTTTTGTTAGGTAGAT
+AACAGGCCAGTAGCTTCGACTTTGTAGGCGCACTGTGTAGACTGATTAGAGGGCGCGCCT
+GATGTTTATTAGTTCGAGCCTGTCGACGCCCGCCGATCTAGCTGCGCGGTGGGCGGAGGG
+TACACAAGAATTACGATTTCATTTTCAAACGGCACAGTATAGGTCATTAAATGGGAGATA
+GCCACATGTCTCCCCTATCAACGGTTAGTACCTAAGAATACTTTTTAGCGTATACAGTAA
+AGCTTCTGACGCTTGTTCCCGTGGCGAGAGTTCCCGTTCGGCGACAGGCGTACAATTTAG
+CGGTCACCAGCGCGGCAGTCCCTCGTCTCAGTTACACGAATATTCCCCGCAGCAGGTTTC
+TAGATTCGTCCTATGACTTTCTTCGAAGGATATCCAGTCCACATATACCCCACTAAAATC
+CACCGTTCAGTTAATCATGGGTCAGCGTTGGCTTAGCTGCAAGAAAGACTACCCAATGCT
+TGAAGATCGCGCGGGTTATGGATGGCGCTGTCGTAGACGAGTAGCTCTCTATCACTTACA
+TGATATTAGAGGTCATAGCTTATGCTAAACATTGCCCATTCAGAGAATTAATACACTCCC
+CAGGCTATAGCACTTATATCACATACCACTGATCAATCATCCACATAGGCACTGGCTTCG
+CGTTCAAGAAAGTGGGCGTTTGGCACGAGCGGGAATTATTCTTTAATACACGACCGAAAA
+AGATTTCTTGAGAAACTGACCCTCCACACAAGACAAGTAAACTTCGCCGAAATCCAAGCA
+GATGCATTCAACCCGGTCGTCTTCCGGGACATGTGACGACAACCCCTTGTCACCACCAGT
+GGTGTAACCAGCTCGGCTGGAGATGTAACGAGACTGTCCTAAATAATCACATGAGGCCCT
+TAATTTTTATGCCTTAAACCCGAGTGACATGCGGTGTACATTAGCCCCAAGGTTAGTTAA
+GGGTGGTCACTCCCTCAGCGTTATGGCGTCTTTAAGACACCCCTTTGTTAAGTGGGACGT
+CGCCGTAAGGTTTTTCCTAGAGTCACGGCTCACTTGGGTATGCAAACCGCCCTCCTCTAG
+GTTTGAAACCAGACTGGTGCTCTCTTTTCGTGCATGTGGAGGCGATAATGCCGCACGTCT
+GATGCTCGGCAAGACTGAACACCGATCGGGGCGATGATATTCAAGTATGTGCTCTCGGAC
+CTCCTGCTCGATGTAAGGCTCATGGAACCCCGGCGCCACGATCAAAGTTGTCGAGATCAT
+ACTGGAACCCGCCTCTGATAAGCACTCTGTCGACATATAATCGTGCCAACGGCTCCTTTA
+CTGTGGTTATGGGTCCCATGGAAGACGGAATCCTATTATACGCAACGCCCATTGGCCAAG
+AAAGATGGTACTCATTAGTCTTGTGGCTGATGTGGCACTCGGTCAGATGTTACCAACCGA
+CTACCTAACGCACCTTGCACCCATAGAGCTTATAGCTAGTGCGTAAAAGTTATGTGATGT
+GCCAATAAGCCACCGATCCTAGAGATATGTTGGTGGTGCATATAGTAGTTAATTACGGCG
+GACACCTCATTGGATCTAACTTTAGTCCCAGCTCCCTTAGACACGTTGACTTACTAAAAT
+CACTCTCATCTGGCTCAAAATTAATCGACTCGTTTTACTAGCATGTCTTTCTCCCGTAAT
+AACGCAATTAAATTTTGTTCCCCGTTCGTATCGGAAACGGACGGGTTTTTACTAGACATC
+GACATCAGAAAAGTTATCTAGTCTGGGAACTAGGCCGGATTGTAGCGGCGCGCCGGGTTC
+TCAAGGTATTTTCACAGAGGTGAAAACATAGCATCGGAACACTGGCTTGGAGAGACCCAT
+TATCATTAACTCATGGCAGGGACTTGTGTTTAATCTCGTATCTGATGAGACCAGACTGAA
+GGGCGTTCGTTTCAGACGAGAACTGCTAGTTTGGCCTTAGCACTAGGGCGTTAACTTGAG
+GGTGACGAGTGCGTTTACCCACTTGAATGATTCCCGGACCGTATGCACCGTTGCAACACA
+ATACATCTGTCGGCAATGGGTTGTCAAATAATTTCGTCGATATAGAAGGCGGCGCCAGCT
+AATTGCAACGCTGAACCTGAGGGGGTATAGTTGCTCCTGATAGCGCCTTCACTTGAACGT
+ACTTGGTCTGTCCAGGCTTCATATATTGGAGAACGAGGCTGATAAATTAAACATCGCCTT
+TTAATTATCTCTTACTGGCGAGAGTGGCAATTAGGTCCTCCCGGTATAGTCCTGATACGC
+TGTAGCAATTGCGTGGATCGGAGTGGAGGTAACGATGGCCACCAGGCTAGATACTAGTAG
+ACTACGCCACCCGCTCCACTTATTGCGAGGGAAGTCATTTTGACCCTGAGCGGTGTTTCG
+CTTTTTTTCACATTCATCGGCAAATCCGAGAATGCGAAACTAAGAAGGCGCTTATGGGTC
+CCCAGTCGATAGCGCTCCCTCTCGTAGACATTGTTCACCAGACGATCAATGCATGGTACC
+GAGTACATATATGGTTGAGTCTTCAATTGTCTAGTTTAGTTGATTTACTGACCAGGAAGC
+TAGGCGTTGAGTAACCATATATCGAGGCGGAGCAGGGTAGGTTTCGTGGACAAATTACCG
+TACGATTTTCACATTTTCCCGGGGTTTGCAGCTGTGCCATAGGAGATTTGATTCGCCGGA
+GCGGCCCTGCGGTAAACTACGTCGCCTAAAGGTCGAATGAGTCATACCAAAGCTGGTCTA
+GGCCATCGTCCGTAATGTGATGTCCCTAATAAGGACAACAGGTGCAGAACGCGAATCCAT
+GCCAGCGGATAATCGGCTTCTCCCCCGTTTGATGCTTCCCCTTGCTCAGTGACGGTCAGG
+CTCCCGAGCATACCAGAGCCCTCTACGTAAGAACTACTACACCACTGGAGAACGTCCGGC
+GCCGCGAGTTGCTGGGGATGTCGGTGTGATGTTGGTCCAATCTTAGGCATAACTGACTGC
+TTACTAGGCCCCCAAGGGAGTCTCGCCATCCGTAGTTACAGGTGGAGGCCAAGAAGGTAG
+TTTTGTCCTAGGTAATCTGATCCACCAGGGTTGGGAGTAGTACCTCGATCTATTCGCGCC
+TACCTTAATAATTGTTTACCGGTTGCCTACGACGCAAGGAAAACTTGACCTTTGTGATCA
+GAAGTTGCGGCATTAACAACTGGGCCATATAGCGAACTATTCGGAGGTTAGTGTACCATT
+TGAGGATCTCTCAAACAGGCCGGAGTCTTGTGAAACCTCTAAATTTTGTAACATGGTTGT
+ACAGGAGCCATTTTAGGTAAGCCTTTGAGATTAAGCACTATTAAAGATCCGATTGCAACG
+AGTTTTACCGACGTTTCACCACCTTAATGGGTTGGAGATTATAGTGTCGCATTCTGCTGA
+ACGAGACAGGAGGCGCATATGATGGCAGTGTACCCGCCACCATAGTCTGCTATCCCAGCA
+CAGTAGGCTAGTCGTCCGAGAGAGGGACTATCATATACGTCCAGTGATCGTGTCCCTTAG
+CGATACCCTTATAAAACGGAAACCTGACTGTTCAAAGGTTCAATGCAATCGAGTGAGCTA
+GAACTAGCGGCCTTGGGGAGCCCTAGAGTACAGTAACGGGTGTCTGGACATATAACTACC
+GTCGTTGTAGCTGACCTGAATGGTTAGCTAATTCATCGTACATGATCTCTGGACTGAACC
+GTCAAGCCATACGCATACTGCGTATGCGCACATCCCCAGGTAAAGAGGCGTGACCTCGGA
+CGGTCCTGCGTGGAGTATAACGCCCTGACAGATGCGATGGGTTGAAGGTTAACCGGAGCG
+ATGCACCGACTCTCCTCGTTTCCTACTGTTTGCCTTTAAGGGTAGCGATTTCGTACCTAA
+TGACAACCTCAGTAAGGGGTCTCACCCTGAGTCTGCTGTTTTTCATCTGCGAGTATTGCA
+TTTTTCCGAATCTCATATGCCCCGTGGATGAGGGCCACTCCTGAAGAAGGTACAGACGGT
+TCTATGCGGGCCGACTAATAGCACCGAACTTCGTCTATCGCTCTGACCTCGGCGTGGGAG
+AAATATTGGCAGCACCCTGTCCAAGATCTACGACGGCTAACACCATTCGATTGGCACAAT
+TCATAACGTCAGGCTCAATAAAGGTAGCTACCGATCGACTAACGCTGCAATTGACAGTCA
+CGTATCCTAAATAAGTCTGACATGTCGTACTGAATATACAACACCCCTCAGGTATGATAC
+TTGTTCGAAAAGTCCTCGACGACCCAAACGAGACCACAATGTGTGAGTTGTCCATGCCCT
+ACACCTAAACCGTTCACATGACCATCTATCCTACCACGCAGACCGGACCGTACAAACTTA
+TTTAATTCATTTGATTATTATCGATGGAAACTTTCCTGGCAGGGCTCCCGTGTCACGATT
+CAGCCTTCTAACGTTGGCTCTATCTATCTGGGTGATTAGTTTCAGAAGAGCTTCGAGGCC
+AGATATGATCCAGGCCAGAATTTTTATGGATCACGCGTACAAGAAGATGGTGCCTGATGC
+AGATAAAAGCTTGCATGGCGATTACGCGAAGGAGCGAGAGAAGGTACGCTCCTACGAGTT
+GCACATAATCCCCAGGACTCCGTTCACACAGGCTGCCCATGACCATCTAGGACCTAAGAA
+TAGGCGAAGCGCCACCACAGCCCAGCGGGTACTGTGGTTCGTTTTGAAGAGACAATCCCG
+CTTGAGCATGTAGTACGTGAAATTATAGCTGTTGAACAACCTACGTACTGGACCGCACTA
+GGCACGCGATGCCTCGATTCCCTAATACAAATGCCCCGTGAGACGACAATAGTAGGTCGA
+TAAAAGCAGTAATGCAACTAGCGAGGGCGGTCTTCATCCACCACGGCCGTATATTATTTT
+ACCGGTAACTGTCCTCAACGATGCAATCTGCCCCTAAACGGGGTGCCGACGAAAGGTAGC
+TGGTTGTTGATGGCTAACATATCACCGAGAAAATAGCAACATCATAGCTCGAATGTAGGT
+ACTAAGAGTAGAGAATGTCTCAGTTAAGATACAACAGAGGCAACGCGTTTACCGACCGGC
+ACAGTGTTCGTTTGCCCTAGAAGCGTTGTGCATAGAGTAACTCTTGCGGCGGGAGGTTGC
+TGCCACGCTCACTCCGTTCCCACCATCGTAGGAGTGTCGCCACACCTAGCGCCTGGATTC
+GAACACTGCGGACCTATCGCTACCGCCAATCAATGACCTGGATGAAGCGATAACAAGAGC
+TGTCCTACAGCCAGGGACGCATTCGATGAAGACCAGTCTTTGGGTGGAGTTCATTTAGCC
+TCCGACGGGGCGTACGTTCGTTGTTGCAAAGAATTAGGAAAAAGATACGGGCCTGGGGAA
+CCTATACGACCCCATTTCCATCCCGCGCACCCATGGCCATAAACTGGTTTAACCCTCGTT
+AAAGGTTCGACGGAGCGCGTGGTCTATTGATATAGGTGTTTATCCCTGTGAGTGGGCCCC
+GTCTTAATAGCGGGTCATGGCACGCGATAGCAATTTGTAGACTGGTGCCGGCCATCGGGA
+ACGGTAGACAAGCTGCTTTGGTGCTAGCCATTCGGCCAATGTCTCTCTAACCGCGGCAGC
+GGCATCTACGTAATGGAGTCTCCGGCTGTGACCATGGGTTGGGGCCATTAGCTTCAAGTT
+CATTTAGAGATCCATCAGGATTGAGGCAGATATGCTCGTCGGAACCTAGGCCCTTATTCA
+CACGACCTTTCGTCTATGCCAACCTGTATCCGAAGTCTTCGAATTGACATAACGAAAGGT
+CATACACTTTATAACGAGTCCCGAAGTACGGCACCTAAGTCAACTACGGCGCAGTGCTTG
+TCGCCCTACTAGTAGCCTCGTGGGGCCTGTGAGGGAAAGATTGACCCTCCCCGGCCACTT
+TATAAACCTCGTCACTAGGGCTAGCACCATGGAACCCTACCAGTGGCCTGCGCGACTGGG
+ATGAACTTACCGCGACCCACACGTTACGTCAATTGTGCCTTGATTAGATTCAACGCCTAT
+CGAACCTCCACCATGGCAAGTTACTGATGTTTATAAGTGCACAGCATATTTCGCGATTAG
+GAAATACGAGTAACTCCGCATAAATCGCAACGCACCAGATGGTGGCAGCTATGACAATAA
+AGGTATGCGTAATACTACACTAAGGATGGTTACTGGGGAGGCCGCGAGCCGAGTGGCAAA
+GCAACGGAGTCACACTGAGTCAATCCCTTCGCCAGTGCCCGTTACAGAAAAAAGCGGATT
+GTAGGGGTACGTCGACCGCCCACTACACCTTACCTACTAGCCCCGAGTGTGAAGCATTGC
+CATCAGTTGATTAGTATACGGTCGAGTGGGCAACTTGTGCCTGTGACTCCACCTATCTTT
+GCGACAAATGCGATCGCTAGTTTGTTGTGATTATTAAGTCGATCGCTGTTAGTCTACGAC
+GTCAAAAATCTTTTTTTAATCGCTACGCAGTAAACACGAGCCAATATACCTCGATCGGTC
+TGAGGAATGTTATTCTGCCGAGCTAGTATTGCGGCTGGTGTCTCTGTTTGTTCGGAATTA
+TCCCTAACGGTCTTAGCAGCTGTGACCGGAGGCAAGCGACAGGCCGGAGAGTACGCTTAT
+GCCTTGGACACGCACCAAAAGATTCGGTAGCCACGCGTAGGCTGCCGAGAGTTTCCGGTC
+GTACCCAACTATGAAGAAGCCGTTCCACCCCGACAAAAAGCAGCACGCTCTTGTACGCCT
+AGGTTCAGCTCCAATGGCTACCACATCTGCGCAACCCCACAGCTTTACCTCAGGTTAACA
+GCGTATGCTACAGATATCGAAAAAACCTATTTTTCTATATAGAAGCACTAGTTGCCGTTA
+CGTTCAGTCCGCCCCCTTGAACATGTGTTGGGTTAAACGCGACGGGGATTATAACTGGTT
+ATGGTGCGGAACATTTACCGCCATTCGATGGTGCCCTGGCCTTAGTATACTAGAGACTAT
+CTGATTAGCATCGTGATCGGTGCATACGCCACTGCTGTTTTGCTTTAGGACTATGGGCAT
+ACGCACGTGACTAGCCCTCGCATTCTCGCGAATTAAATTTTCGCTCGTTCACAGGCTTTG
+CTAGCGGATTAGGTCTCGAAGTCCGTCTATCTCGCCTTAAAAACAGTCGGTTCTTAACAA
+CTGTGTATAACAAGCGGTGTATACATGTGCTCCGTGGACGTGTGGTTGCTAAGGAGTTCT
+CCGCTTCGGGGAGCAGTTCATTTGGAGCTTTCAATAATATACGCCCCAGTGACGGGGTAC
+ATTAGCTCCAACCCCCTGCGCGTTAGGTTTTTAACGCTTACAAGGCCGAGTCGTCCGACC
+CCGGAGGTCTTTGAAGGGTTATCTGGCTCGTAAGAAGGATGGTCTGGTTACGGTCTAAGC
+CGAGGTATCCCCAATAGCGGAAAAGCGAAGTCGATGTCCATCATCAATATCACGTAACTC
+GCAGATGTTAGGCGTAGAATTTTCCATATGGATAAGTAGATGGATGGCCCCAATGAAATC
+AGATAGCCGTACCACGCCTCTAAAACGCCGTTAAGCGTACGCATGACGATCCAATTCGTG
+CGCCCTCCCAGAGCTAGACTACCTGCACGCGTGACATGAGATAATCACAGAGCATCTCAG
+GGCCGGTGCATGCCATGGTCTCACTCCCATACAACTAAAGAGCTGTCTGTTTTGCAGCGT
+CCGCGTTGGCTCCAGCAGGCGCCGGTCGCAGTCGACGTGGTCGGAGGCGAGAAAATTTGC
+AGCTCTTGGGGTTTCGCGCTTATGAGTCGGTTGCGCAGCTACTCTCGATCGTCTTCAGGA
+CGGTGAGTATCCGGACGCCTGCAATCCTGTAGTAGATGTTGCGCTGCATGACCCGGGAAC
+GCGTAGGGCCGTTCGTGCGTTTAATCGTACAGCTACTAACATGTTAAAAGTCAGGTTTGA
+TCGTGATTAGGCTTTCATGTTAGTGAGTTAATGGATATATCCTCCTGTATTAATATCCGC
+GGAATAGGAATGTCCACCAATAGGACTTTCGTGCACTGGTCTGGAACTGACCGTTGACTA
+CACAGAGCTTTACGGGCCGACTTGTCAGACACCAGTTATCAATAAGTTAGTTATTGTAGA
+GCGGATGGTGGACGACTATCGTTTTCATCACAGCAGCTGTACACTGTCCTCACCGCAAGA
+ATATTCTTTTGTCCGGCAGTATGATCTCCGACAGCGTAAACAATCCCCAACCGGAGATCC
+GAACTGACCATCGGAATTGCGACTCACTTATAAATTATTTACGCTCCACACATGAGAAAT
+CAGACCAACCTCAGCAGGATGTTATTACCCATGGGGAGTGGGAATGAGCTACCGCTCCTG
+GAGCGTAAGTGCGACAGCTAGGAGCCACGGAGCGGGAGAAGCACCTGCGTCAGTCCGGAC
+TTATATGTTAGTAATTCGGGACTCCTGAACAGCCCATATTGTGTAAGAGTGAGCATGCCC
+CTCGACATTGTTACTGTATCGAAGTAGGTCGTTTGATCTAGCACAGTGCTGCCAAGACTT
+GGGACTCACTGAATAAACGACGGTCGATCGTTCTAAAACGGATTACGTTGACTAGCCATC
+CGGCATGAACGTGGTATGTTGATATGAAGGAAGGTTGGCCGTTTTGGTGGACATAACTTC
+GAATTCCTTCACCTTGATACGTTTCGGGCCTGCGTAAATAGGTTTTGAACGCGGGAGAGT
+CGAGAAAACGGGCAACTGCCCGATGGCGAAGCCAGTCGGATACCCTCACATGTAATCACC
+AACCAAAAACCAGGTATTGTTTATTTTGATGGTCTCCGCTGTCGCTCCGGCGGCTAAGGT
+CCTAATAACGTTTGGACGGATGCAGCCGGTATCACAAAGCTTTCGCTGATAATAACGTTG
+GGCACCCAGGGGCTGACCGTCGACCAATTGCACACGCCAGTTTAACTCGGTAGGGGATAA
+CCGCGTCTCTGGTGTCTAAGATGACACCCACGCTGGACGTAAGGTTGGCCAAATTACCTC
+TGTGACTGCCGCGGTAAACCGTACAATACGCTGCCACCTCTAAGGCGAAATGCACTGTGC
+AACGTTATTCTATCATAAAGATCCTTCAGAAAGTGCGTCGAGCTATTGTCGGATGAGGCG
+GGCAATGAGGTCGTGTGAGGGACGAACATGTCGAAATATTAGGGTAGACGAATCGTAATT
+CCTTCATGAGCAATATAACCTTACTTTCCGCTCTCCAGCTAGGTGACGGGGTAAAGCCTA
+TGGGAGTTCGCGTCACGTGCCTTCCTCGGTCCCTAGTCTAATGCTTACTACAACAACTAG
+GCTATTGTATTATTTATTGAGATTCTTTGGATCTCGGATTGAATGCATAGCACCGGTGCA
+TCCCTTGTGGCTAGAATTTCAGTGCAGCTCTAAATCATGTATCGTCGGGTAGTGGATTCT
+CAAAGCAGCCAAAAAGTACGGGCTCTGGGAGAGAAGCCGCAACACCGGAAGGGTTGCCCG
+AGGCTAGGGTAACATCCGCTAAAGATGACAGTGCTAATGTGCCCGTGTAATTGTCACAGA
+TGCCTACGCTCGTGAAGTGTATTACTAATGCAGCCAGAAATCACCACTCCTCGATAGATC
+GTCATATGGGAGAAACAATGCAATCGTGTACGATCTCCGTGCCATCACGCTACGACATTT
+GCATGGGAATTACTTGGATCTATGCAGATACTAACACATGAAGTGGAATAGTCCAGCCCT
+TGTCGGCACAGTGATAAGGCCCGGTCGGTAGCCTGGTTCCGGTCTTTACCTTAACTTCTG
+GTTGAAGAAAAAAACAATCGCCGGGAATACTTTGAGCTGAGCGTACTATCGTGGGATAGG
+GTCAATGGTATTGCCTGGTTTCATAGAAGTAACTGTATATTGGGCGCACAGTAAACCGAC
+ACCGGTTAGCGAAGAGTAAGAAAAATAATAGACAGCCGCTCATCACTTGGCCGCTTAAGA
+GCCTGACGGAGGTGGTAGCCCTATATAGGAGTGACCATCACTTTTGGTCGTTCCCGACCA
+GCTTATCGGCCCTTAGCCCGACATTTGAGCCACTAGCCTGGAGTCCAGGCCCTTGTGACG
+TCCTCATAGTGAAGCAAAAATGGCTATTATCCAGAGGCAAAGATATAGTGGGTGTTGGCG
+ACCGCTATACACATATGTGTATACACAAGCAACTCACACTACAAAAGTTGTCAAAGGGGC
+GAACCTCACCTGTGAGCTATCGTTGGCCGACTTCACCCAGGATTAAGCAAGAGCCCTTTA
+GAGGTTTCGCAGGAACGCTCTTAGAATCTCCCCGCCCCCCAAACTATCTAACAGGTATCA
+TCTTATATATATAGTCTTTGTACCTCTCTTCACAAGAGTTTCCCCTCTCGGCCGTCAATA
+GGAGCCCGTATATGGCGCTGGACATTCTACGAACCGTTAAAGGGACCCCATTCTTATTGG
+CAAGTAAGTCAATTGGTGTGAGCAGCCTACGCCTCAGAATGCCAGACCTTTGCCGCGACG
+CAAACGCTTTATTCCAGACAAGTCTATACTTACGCACGCGACTCGGCGGGTAATGATTCT
+TCCGTAGCCTAATTATCCTCACTGTAATTATACCTATCCTAACTCGAAGGGATAAATGTT
+CGGCAGGATCAGAGAAGTACAAATTACAATTGGAAGGAACCTGCTCCCGGAGAACCTGAG
+CGTGCGCCCTCGGCCGTGCTGCGACTAAGGGGGAGTAAATGCGGGGAAATATCATCTATC
+TGGTAGAGCTCCTAGTTGATGATTCTCTCCCAGCCCGTCTCTCCTTCCGCGAGGCCAAAA
+GGTGCGGACCTTTTTTAGTTATATTAAAGCAACTATAGCTGCTGCGTTCCTCATGGCAAA
+TAAGGTCACCTGCGCCCACGCACGACTAGGGGCCCAGGCCTGACCGTCACGTCGCGACAT
+GACTATGTCGATAAATTCGACCTTCTGCGGTCTGTTTCAGCTGAGAGCAAAGCAGTATTG
+ACGGGACCCACGTTCCGCTTTTACTTCATTTACTCATCAGGGGCCTCTTGGGGCCCTCGT
+TCATTTGAGCAGGTGGTCTAGCGAGCCGAGTTTCGTTCTATCCCGCAAAGAATTCTGGGT
+CACACGTCGCAGTAGGGTGCGCTGCTGAGGAAGGACACATCACGGGTATTCCTACTTTGT
+TTTTCGTTCGGGCTAGAGTTCTTAACTCGACGGTGCCCGGTCTTAAAGACCACGGTGCTA
+CTTTTTTCTCGTCTCTGGCGCCTCCCCCAGGAATTAATTTCGGAATCAATAGGCCGCACG
+TGTGTACAGACCGCTTTTCGCCGAACTGTGGTAGGATAGTCGGTCAGCCCGTGGTTACAT
+AAAATGTCGCCGACTTAAGTTATAAGGGACGAAAGTTGATCAATGAGGTGGATCGCTTTG
+CCCTCACATCAAACTCAGCCGTGCGCTCGGCTAACCCGGTGTATTATGAAGCGGGGTGAA
+GCCCGGTGGGCCTGGTAGAGTGCGCGACCGAGACGCGTACGGTACTCCGAGTGAAGTGTC
+CTAGTGTCTATGTGAAGAGTGATGTCTTGGTTTATTATGATAAGATTCCAATGAATAACC
+GTAACGTACAGCTGAGTAAACTAGGCGGGGTAAGTTTTAACAGAAGCCTACACTGGAGTT
+CCAGGGACCTAGTGTGGACTAACCTATCCGCAGAGTCCGCTTCGGATTCTTGGACTGGTG
+GATTGAAATAGAAGAATGCTCAGAGGTCCCAATGGCGCATTTGAACTAACCCGATACTTC
+ACGGTGGCGTGTCTGAGTTTCTTTTTCTCCCGTATCATGTGCAATGCTGCAGATACTATG
+CACCGCCAACGCTAAGGGTTTCTATTCGCGATAAATTTTGATTGCAGATTTGTGCCGAAG
+TGCAAACGAAGATGTAAGTGATACAGGAAGCCTATCATACAAATGATGTACCGACGCCAG
+CTGGCGGATTCTCTCTGCAGATCGGGGATGCCCGCAAATGGCGGCCGCGCAAGTGACTCC
+AGGCACCGTGGCCGGACCGCAGGGGGTGCATTTGGGCGGGTATGACCTCTGGCGCGAACG
+GCAGCTTCTCTTGCTCAATTAACGGCAGTGCACACAGCAGTTCGGATTTTTATAGTTGGT
+TACGGGCCGTTAAGAGTCAATCATAGTACACACCAGACGTTAGCCGGCAATGTTGCGTAT
+TAAAGGATCAAAAAGCCAATAATGAAGAGTTTCCGCGTGTAGGAGATCTGACTAAGCAGA
+AAAGAAAAGCATGATGTTTCAGGTGGGGCGCGGAAAACGCTTAACATGCACCAACCAGCC
+TTCGATGTGCTATATTCCCCCACAGATTCACTCGGGTGTCGGCGCGATTTGGCCCGGACA
+ACTGTTGAACTCCAACAGTAGGATCTTACGAAGGTCTGGGATTGTTTCGTCTCACACGTA
+AGTGAGTTCTATCCACCGTCACCTCTGAGACTGGCATATGCCGCCGAGAGACCTCGCCCA
+TTCGAGTATCTGGGCCGGGCGATATAACCGGAGGCTCTACGTGCGGCAACACGAAAGGCC
+AGCGGGGGGCCTGGTGAAACAGCCACCTTTAGGGGGGTCAGGCCCTGGGGCTTAAAGTTT
+AGGAATTGAAGCCCATATGTACTGGTTCGTTCCCAGGCGACTCCCCTCAACCCTTTAGCT
+AAGGAATTGCCCGGGCTGCCGTACAACACAGCTCGTCTCGTCATTTGCCCGGAAGTGGAT
+TTAACAGCCCCGGTGCCTACCACATGTTACTTAAGACTTAGAGACTAATATATGGTTATG
+CAGTATTTGTCGAATGGCCCGCTATCGCACGGCAGCCCTGTACTGTGGGCTCGCAACATA
+TAGGTGAATCTACTTCGTCTGTGATTCACGCTTCACGGGTCACCGAACGGACTCTACGAC
+GTTGCGAAAAAGCCTAGTCATCCCCAATCATACGACCCGCGGAATTATCCGACCCAGGGA
+TCACATTCTCGGACCTGCCAATCTGTATCGCTCGTACGCGTTTGCCAGGTTAACTAGACC
+TACTAAATCGAGGTTTTCGACTTGTGCGAGAACCGGGCCCTAGAGCACTATAAAGCTAAG
+AGGGCGCTCACCAACGTAGACGAAAGTATCGTTAGCCACACCATGGACAGACGACCACCC
+GCGTCAGAACTCCTTCTTAACCACTGGCAGCATTTCTCTCAATCAAGCTCATGTGTATCG
+TGGCGTCATCGGAATTTTCTGTGAGTAGACTTTACATCAAGTTCCTACTTCAACTCCGTC
+GAGAACCGCATGATTCATGGAGCGCATAGCCAGATGCAGGATCCAGGTATTGGATCGGCC
+GGGAAATGTTAATCACCAAGTACAGCCTACATAAATGGGGGGCGCGCAATTGTGCAGGGA
+CCCGAATTAGCCCTTTGCGAATCTCACATGCAGGGGGGCGTCTGCCGTGCAACGTAGACT
+CTCCATTCCAGCGCCTTCCCGTATCTATGGCCTTACCTCGTCAATTAAAATTGGTCTTAG
+ATTGGGGAGGTCACAGGCTGTGTGGTGTTTACACCATGTAGTCACCTGAATCTCAGGGAT
+CTTCCCGAAACCGCTTCGGAAGATCGGGCTTAATCTAGTAGCACCAGTGATAGCCCGAGT
+TGCTGAGGGAGGTGATGTGTGCTAACGGACTGCGGAGGTAACAAGTACCAGTCTGACTAC
+AACCTACAGGCCTCCTCTGGTCTGCTCACTACGTCCGGGAACGGGTGTTAGTCCAGTATG
+TCTATCGGTCTGCCACCACGCTCCTATGCTCTAGATACGTGAATCGTTATATCTCGGGGT
+TAACGGGGCCTCAGATATATTACGGCGCAATGATCTGTGTGCTAGGACGGGACATTGAGC
+TCGAGCCCGACCCGGGATCTCGATGCTTGCCGTTCAGATGACATTTGTATGTGAACTGAG
+CCTTGACTGCGTCCCTCTACGAAAACGGAGGCTGTGGCAAGCTGATTTAGCATCTGTTAA
+GTGGTACAGGAGTCAAAGTGAGACAACTCCTCTAATGATATACTTGTCGTGTGGGTAGAG
+CGACGAGGAGGCATCTACCAGGGTCAGAATTATAGGTGCCAGAGCAATCGATTACCAATA
+ACCTACAGTACTGCAGCCATATACCCTACTATGAGGCATAGTAGCGTGGGGGTCTGACAA
+CCGCTCTAGAGGCCTTACCTCAAACGATGCAAACCAAGCGGTTTTTCTCGCTGCAGCCTA
+TTCCAAAAGCCTGTGTTTACTAGAATTCCGGTGCTGGGTCTTACAACACACTCATGCCGC
+TGGATCCATATGCCTTCTGTATGCAACCCGAGCTCTAATTGTTCTTACATTGTGGGTTCA
+AATAGGATTTATAGATACTGTCAATTGAACTGATCGATGAACTAGACCTTATCGTCAGGC
+CCCCAACAGTCCGGATGTGTCATACTGATGTCACACAGTTAGTAGTTGGTTGGGAATCCT
+CGTTTCTAATCTCACGCGGCCCTCATGCCCGCCCCCGAACCCGTCTGTATATTTAGCTTT
+GTGAACCCGTAGAGACCGCCATAAACGAAATTGGTCGATTTCCTGGCAGGTGTGTTTTTG
+GGCCCGCTTCGTTGTTGAGCAAGGGGACTCTCACATGTGTAGGGCGGTCTCGCGGTAGCT
+ACCAGGCCGCAATGTAGAGCAGCGCCATACAGAAGGCGGTGAGAAGGTTTCCCATTCTTA
+CTGCGTGATCTTCAAGTCGAAATCATGCAGACATACGTTAATCTGTCAATAGATGGAATA
+CGTTTGCACCGTTGGTGCATGGTCGACCCATCGATCGAAGGTAACTGTGAACATTGAGTC
+AATAATACATCTGCTAATTCTGGTTTCCCCTCGTAATGTGGATCTTAGCACCTATCCAAG
+TCATGCTGTGACCGTACCTAAGTGACAGACTCTCATCTGGGAACCGGTGGTCATTGCTTG
+TGGATGTCACCACTGCTATTATAGGAGCAATCCCTGCGATCCCATTCGTAATGACATAGA
+GAGTTTGCCTCTGATGCAATCCGGATCTGCTCACGCTATCACTGAGGAAATGAAAGTCCT
+GTAGTATTCCCACTTATTAATAAATCTACACTTAGTACGCGGGTTTGAGGCACTCATCCG
+CATTTTACCACTGACGCAGGCATACTTTCCCAGAAATGACGCCTCGTATGTGAAATGTTA
+GTACGGTAATGGGGGATGGGGGGGAATGAACGTAAAGGACATCTCGATGATTGCTCGGGA
+AGGGGGTCAGACCCCATTTAGGATACGACTCCTCGAGTCAGGTTTTTAGAAGTTAATGCA
+GTTCTTCAACCCTATCTATAAACCGTACAAGTCACACACTAATGGGTACCGGGGTAAGGT
+ACTCTGTTACCATCCTTACTGCGAACCTTGCCCATTCCATATGTTACAAATTATCAGGAG
+CGGGCAGCCATAGCGGTGTCTGCGGTAAGTTGAAAACGTGCGTGGAAGTTGAAAGCCCGA
+TCTGGTATGCATAACCTGATACTCTAGATGAGATATCAGGGTGCCCCTTCAATGCTACCA
+CGAGAGCGAAAGGCGTTTACACGCAACATTCAACGTCAATTCATCCTGATGAGATTGATT
+TAGACAACTAAATGTCCCCTAGTTACGGACTCTCAGACCTAATTACATCGGATGACTCCT
+CCCTATAAGAGACTCGCGGTGCATCCCGGCATGTGGTCAGCTCTGGTGACACTGAAGTGG
+AAGGAGGCACTATTCAAGTATAATGGTGGCAGTACCGTGTTCGAAATACTACAGACCGGG
+GAACCGCACAATATCCGGCTACCTCCGTTAGGTTCGAGGAGAATCCAGTCGTAGAAGACA
+GCCATTTCCTGTACACTCAGCACGACAGTCACAGCCCACGGCGACGGTCGACATCAGGAA
+TGGGATCCGACAGTTGTTTAAAGTTAAACGCTGTTTCTACCCGATTTTTGGCGGACGTTC
+AAGTTGCCTTTTACGAGCGGTTACTGTGAGATCAGCTACAGCTAACTACAGTAATAGCCT
+ATCTATAAGGAACTATATAGGATTTTGGCGTAATACTTTCAAGATAGCCTCATGTGCCGT
+CGAAAACTTAATGTCGACATAGTATGGGGACTAGTTGTGCACTATCCTAGTTATGCCTAT
+GTCGTACGTTTTCGCGTGTCTGAGGGGATTGTAAAATCCTCCGTCTCTTAGGAGGTGCAG
+TAACTGGTACTTTTCGCCATCTCTCCGGTGGAGTTACTCAAAGTTCTATGTTAAATGCGA
+CCCTCCGTGGACGGCTGGGAAGAATCGTGGGTGCATATCCGGCTACCTAAGCCCTCATGC
+TAGATTCCCATCGAACTATCTATTAGGATCGCGCAGACCCTGGCGGCACCATTCGCTGCT
+AGCCAAAATTCAATCACGCGACTACCAAGAGTCAGTCCGAAACCGCCCAGAAGTACGACG
+CTCGATAAAGGTGCCAAGAATTCGATCGCCCGTTGGTTTTGGCAAGAAAGTAGAAAGCCG
+TGACGAGCTTCTCTAGTTCTGATTTTCGGCAAAATTCGGGGAGTACGAGATGTGAACCTT
+TACCACTGCCCCTAACGAATATGGGACCAACCAGTAGTTCCAAAATATTACTTTCCGGAG
+TTACAATTTACATGTGTCTATACGTACGGACGAAATGTCGTTTACTAAACGGGGCTACAG
+ATTCGAGGTACATGAGGCGTATCCCGAAGATCTTCCAATAGTTGGGCCCAATAACAGATC
+CAGTGTCTTTATTCTACCGACCCCTTGTCCGACAAAGCAGCTGGCACGGCCCTCTCATTG
+TCACATGACTCGCGCCGGCTTAAGGGAATTAAATGTTAAACCGGGGTCCTGGATCTTTAT
+CGCTTGTGGCGGCTTTGTGCTTGCACCATACTAACGTAGAAATCCGTCCGCTTGTAGGTG
+ATTTTGTCTCGTTCCATGACTTGGAGCCCCTATGATTAGAGAACTAAAGTTCAGCGTGCT
+TTATTGACTGCCGCTCCTGGGGTTGCAAACGGCTCGACGGATTTCTTGACTAAATGGGCG
+GGAAACGTGATGGCAGGGAGTACAGAGGATTCCATTGGCAAGGATCAGCTCTATTGACCG
+GGCGAGGGAGCAAGGAACACCCAGCCAAGGTAAGCAACAGCTCTGTCGCAATATCTCTTA
+CCGACATAAGTTTCCAGAGTAGACTTATGCGCACTTTATTCGCTGACCACGCGCAAGGCG
+CCGTAGGTATTAGCGCTACGGTGTTGCTAGGCCTCGATAAGCTACAACTAACCTGTCCAC
+TTGGCAGGACTACACTTCGGTGCTAGTGCCCCCTAATCTTTAGGGAGCACAGCTGAGCGG
+GGACATCAACTTCTGTCTGGTCTCAGCTGACCAGGACGAGGGTGTGCGCATGGTCGGAAC
+AAGGGGAGCTTCCGTATGCCCCAGCTTCGAGGCACCGTTGGGATTCGGCGCCCGTGGTCT
+TTTATCTACTACGGCAGATCTACACTACTCTGCGTGGTGCCATGCATGAGATAACACTTG
+GCTCTATTATGAATACCTTTGTTTATCCAAGAGAATTGATACGAATATGGTGCCTTGCTC
+ACCTTCGGCCTGATAGGTGCCTTCTCTCTGGAACCAATATGTACTGTTGAGCCGTCATAA
+CAGAAGCAAACTTCAGTTTGCGATCTTCCCTCTAATCTTTTTGGCCCCCATTATATATTG
+TATGGCTACTGTCACAAGAGACACCAGCCCCCGCTGGCTTGTGGTAGGCAGGTTAGTCTC
+AAAGCTTCATGCGACAGTCACCTGGAGTAGACGGTCCATATCCGGCTGGGTTCTGTCAGT
+ATACACCGAGACCCAATATGCTAAGGGAGTGGTGTTCTGGACTTCCCTCGTGAAGTACTC
+ACTGCCTCGTTCTAATGTCTTTGCTTACTGGTGAGCATGTAGCACCCGGATGCGATCTCC
+GCAAACTGGCTTACGACCGTACAGCAGAAGAGGGACCATGCACCGAAGGGCTGGCTCTTA
+TGTAAACCTATTTCATAATGCTTCTAGGGTCCGGATATCATTCCTCTCATCCTCCCTCGG
+ATCACCGAGCTCGTTAAAATCTGGTGCGGGTGATAGCAATCTTGCCAGGGTACATACAGC
+CAACCCACCTCCGATTAGTCTCATGACTCACATCCTACAGCTTGTTAGTCGAGAAAGAGG
+TAGACCTCCACTAAATAAATGACCTAATGGCCGGCTGACCTTAAGAGTAGGCTGAAGGTA
+AACGTAGCCCCGGTTCCGCACTACTAGTAGTCAGCTTTCAAAGTACGCAGTTGTTTAGGC
+CGCGATTTGTTAAATGGGACAACTGGCTTCGATCAGTTTGTTCGGCAACTAGTGTTATCA
+TATGCCGAAGTCCGTCTAGTCCTGTAATGTGAATAACAGGCTTAGGGCAAGGCGAGGGAA
+TGGCAGTATCGGATGGGGCGTCCCCTTCTCATAGCCAGAACGACACCAGGTATCATGACT
+ACATTTCGCTAATTTCGAGGACAGAAGGAGCACCCGATGAATTACTCCTTAATTCTTTGT
+CCGGGGGCAACACCACCAAGATGCCAGTCCAGATCGAGAATCTCGGGGGGATCAAATGAG
+AAAGTCCGATCTTATTATGTAAGGACAGGAAGGCACTGGATTGTTTATTGTAGCATCCCG
+GATCGGGGGGCGTACGAAATATCCCTAGATCGTTTGGGGAGAGCATGTCTAGGCGCCAGG
+ATGTGTCAAGCAGACGAGGTTCCTGATACTCTGCTTTTTACAATGGTCGGACACTTGTGT
+ATCTCGAAAAAGCTGTCAATGTCCCCTAGGATGAACGCTATCTACTGGGGTCTCGTTTCG
+GCACCGGAATTACAAGCCGAGACCAATCCCGCGTTACACGAGTGTAAACCGCGACATAGG
+GAACTTAATCCTTCAGGGGTGGGTCAGCCTCACGTAGATTGACTATGCCGCCATATCAAC
+GTCTGTTATTCCGCTGACCCAAGGAGCAGATGGGCCAGAGATGCCGTTCAGCTTCATCTT
+CGGACACGCTCCTCCCTACGGCCTCCAGGACGGGTCATTGGAAAGAGGCCACGTACGCGC
+GCCATCCGTACTCACGCGGAGTCATAGCCAGGGCCCCTAATGTGATATCACGACGTCTAG
+CTCACTTATCAATTTTCCTCTGACCAAATTGCGTGAAGCCTTAGTAAGTCATTTATGGCC
+GCGGATTTGTTACATTCACTCGGACGGTAATGCACTCTTGTAGATTGAAAGTTAGTTATG
+CTTCTACCCTGCCGACCTGTCCACTACTCTCTAGACCGACGGGTAGCCCTAAGTCGGATA
+AATCCTCGGTACGTTGGGTCTTAAACTGCACTCCGCACACAGTCAGGACGCATCCCCTGT
+CTTGCAAACGACGACTACTCTGAAGTGCCGTCACTCTGAGCCCTAAACACAATAACCATC
+CGCCGCAAGCGCCTCTGAGTTTACCTACGGTTGCACATGATTGTGATAGGTCCGACTGCC
+GAGTTTGATAAGGGAAGCAATCGTTTAGATGCCTAACAAGATCCGGGTTCTGAGACTGTA
+TCGATCCGCCCGACATTCACTATAATTGTAATATTGAGCCGCAGTAAGAAATCAGTCTGG
+ATCGCAAGCCATGCTGTTTACCTAGTAGCGGAGCAAAACGTTCACTAGCTAGTGTTTCAA
+TTAATGGGAGTTGGAAGTCTTGCACTATAAATGAGATCCCTTTAGAAAGTAACGTAGATT
+CGTTGCCATAAGCACCAGGGCAGACCAACTGACATTGGCGGCGGACTGATCATACTAACG
+TAGTAGCGTGCTACAGCTCGTTGAGCGCCACGTGATGTTACTGCGTCACCCATTTACAAT
+GAGGACTGTTACTCTCTAAACTCGTCTACCTATAATGGAGTGAGAAAGTAAATCATATCT
+TGACAAGGTATTTTCCCAAGTGAAGAAGCTAATGTACGAGAATACGGTCGGTACAATTAA
+CCTAAGATGCAGATTATTAACTACTCATGGGCCTATTAATGCATAAAGGTCGTCGAAACT
+CCGGTCACAAGAAACCCCGACGCATAAGACCAGGATTTAAGTCCGTGGCACTGTATCCGA
+TAAACACAGCCGTTAACCTCTAGGCGCAATTTTTGAAGGTTTATTAGGTAACCCTATGTT
+TGTGTTCCGTTACCCGCATTCTCCCAGTTAACTCACTGTGAGTGTTCGCTACCCGTCCTT
+CACGCTGGTTAGCGTCCCAGAATATCAAAGCGGCATCATTTATGTTATGTCCCCGCCTGG
+AGCAGCTGACGCCGCACACTCCGCAGAAGGATACGCGGCAACTCGGATCGCCGAACGTGT
+TGTTCACAGGGCCTCCCGACACCTGTCAAATGGCACGAGGATTTCCCTGCAGGAACGAGT
+CCTAGAGTGAAGGAACTATTCTTGTCCGTGAATTTGATTCCCACCAACGACCGGACGGTG
+GCCTGGGTTTCTTTAGGTACCTCGAGATGGTCATCAAAATCATTAGGTACCGCGAGTCAT
+CTGCAATGGTCTGCTATGCATGGTGGATGCGAGACGTTTTGAAGTCCCTCCATACTCAAA
+ATCCCTTGGATCAAACCAAACGGCTGTCTTTGACCAACGTTGCAGAATATCGGGTGAACG
+CCATTAGAAGTCGGTGTCTGGACCGCACATCGGGATCGTGGTGTGTGCTTGCTCTGCGTT
+CTATCATGGTCAGCAACCTCTTCACACTGAAGGAATCCATTTTCTGGAGCGGGCGGAAGA
+TAGCATGTTTCGTGTGCCAAGTGGTAGTTACCTATCGCTCCGTCGCCTACATCAATTTCT
+GAGCTCACCTAACATCGAAGCATCCTCTCAGCAGCCTAGCGACGCTCAATACGCGGGTTC
+ACATCTGAGCCATTTCGATCGTGATCTTACCTCCTCGAGACGGGTGAGGCGGCCCATCAC
+TCTTCTGGCAGCAAATCGACGCGCCACATTCACTGGGATGACGCGGATTGGTACAGCTAC
+GTGGGCTTAGTCCCAGAATAACTTCGGCGAGTCCATCCCTAGCACGACAGAGAGTAGAAC
+AGGTAGTCTATCCGAGTAACTCATAAAACATAGCCCTGAAGAGGCCCTTTCTGGGCTTCC
+AGGCGATCAAGTACGTACCTGATGGTGCTGCTTCGTGTCTATACAAGTTCTCAGTCCTTG
+TCGAGCCTCAGCTGGTAGCCCCGCGCAGGCGGCCACAACCAGGTACCCACATTGCTATAG
+CGCAGAAATAGCACATCGTAGCAACTGTGCTCGAATAAAGGTTAGATAGTCAAGTGTGAT
+AACGTTGTTATCTATTACCTCTGGCAATTTCGCCGTATAAGAATCAGATCGCCTAGTGTG
+TACTCGGATGGCCCCAGCAACGAAACGATCCGCGTCGGTGATATACCCAAGGGGACGCCG
+CGCCTAAGCAAGCTAACGGGTATGTGTCGGCCCGATGCGCCACGAGTCAGCAAAAGCTTT
+AATCTCTTCCTGTCTAAGCCGCATCGAGGCCAAACTCGTTTGCTCACAGAGTCTAAGGGG
+AGCCAATCTCAGACTACCGAGGCTGTCCAACGTATTATAAGTCAGTATAAGCGATGCCGT
+TTCAGGGACGTCCCTTCGGCGTACTAAATGTGTGTTACCATTTGGCAAATGGCCCTCCGC
+GCTTGCGGTTCTTGGTAATATCGCGCCGTTCAAGGTGCAACCTCGTCTCATGAACAATTC
+TTGTCAGATCCCATGGCTGAGCCAGCTCTGTGATGCCGATCGAAGATTGTGTGGCTGTTC
+GCGCCGCGCTAGTGGCCTTTGAGGCGACTTACACTTCTTTATGCTAGGAAATAGTACTTC
+TATCCCGCCCAAGCGTTGGTCGGAGTGAGACTTACCGGGCCGAGCTATAGCCTCACACAT
+GAAAAGGCATTGTTCGAAGTGAATCCGCGGAAGCGGCCCATATTAGGGTGAAATTGCTCT
+GTAAACACAGATCTCGCCAACCCATGGCCTGAGGCCTAAAAGATAGCGCCCAGTTAGAAG
+TGTTTGGCCCTCGGTGACTTGCTTAGCCGCGACACTGATAACACTACTGTTGAGTCGGCG
+GAAGGAGTTTTTAGTCAGCTGACCTGCCGCCCTGGCTGTTTTTTCTCCTAATCGCCGCAG
+ACCGGTACGTTATCAGCACCTAATATCTTACGAAATCAGTGGAACCCAAATCGCGGCCCT
+GTGATTCTTTAACCATGCCTCCAACCGCACAAGAAAGTCACCCGGTAACGACTTCGGGTA
+AACATTGTTCCGAGTGCTTCCACCACGCAACGTTGGTGCTGAAGCTATCTTGACAGACCG
+ATCGCCCTTGTGGTACGTATACTGGGTGCAGCAGAGCTATAGGGCCAAACGGGCCTATAG
+CCCGTTCTGTCTTTGCTATGCCTTAATGTCTAATAGGTAACACTCCGTTCTTATAGGTCG
+CCCCTCTCGCAATTTATTAATCTGCTCCTAGGCTTTTGTTAACTGGTGGGTAGCGGTCCG
+TTCAAGCTGCAGTCGTTACTTGAGACTGCAGGCATTACCAACGAGGTGGGCACGACTGAC
+CGCTGCAGCGGATTTCAAGCAGCGGACTGAAGTAAACCATCGGTAGTACGATGGGGGGTC
+ATGTAAGTCCACGAGAGACACGCCGATTTTAGGGTGGACTACATCGTCTGACACCTTAGG
+ACTGGGTACAGTGATGAAAACCACGATGTAAGAGAATGAAAGTAATAGAGACCTAGTGTA
+ATGTGCATCTTAGACGATGCTGCGGGCCCCCTTCGAGTAGGCTCCGATGACGGCCGCTGA
+CGCTGAGTGCAAGAAATACTATTTGATTGATGTACCCGGAAAAAGAACTGGTCCTCGTTA
+GTTGGGCACCTTACTTGGTGCATCACTCGGCTGTAACTCGTTGATTCTTATACGATCCGG
+ATCCACCACGAGTGCCACCTACCCGTGCCCGAGTACGGAGCATTCCCTCTGCACCTTTAA
+TACCCTTGTCGGCCGACATCGGCTTATGGATAATCAAGGGGCGTGCAGAAGCCACGATTT
+TCGAAACGCGAGATTCTTGTAACGGGTTCGATCACATTTTCTACAGAAGCGAGTCTTGTC
+GATGGACATACTTCGTGATGAGGAGATGTGTTTATGGACCCCGTCATGCGGCGAGTCACG
+AGAGAGGCACCTCATTGGCCAGTATCGCTAGAGAGCCACCAGTATAGCAATGAGACATGC
+GGAACCTCCGTGGAATTTCGTCTATCTGAGGCCTAATTTATGGATAAGTAGTGTGCTATT
+CGAGCAATAGTGGCCCGCTTCTTAAGTCGGACCATCAACTTAGGGTAATGACGTTAATTG
+ATAGAAATAATCTGAAAGCCCTGTCTCCGGTGGTGGATTGGGTAAGGAGGCAAAACTAAA
+TAAAAAGTATCGCTAACGTGTAACTAGCCCAGCGTCGTACCTCCATGTAGTCTATCTTGA
+TTCCATAAAGCAAAGATACAGCCACAGATTCACGGCTAGGTGCGCATTGAGCCTTATGAG
+GTCCCCCCACTTTCGATCTGCTTGCATGGCACTGCGTATCCTACCTACAAGATTTTTAGA
+ACTCCACATCCCAAGACACCGACTAGTGACAGGCCCCATAATCCTGACATCTGGACCACA
+GAGATCGTCGAGGTAGGTTGAGTTGTTACACACGGTTCGTCTGATATCCTTGGACCGCGC
+CCGACCAGTCGTATGTCCAGTCAGAATGACCGGCTCACTGGTTCTTAGAATATGCGGCAT
+AGATGCACCAGCATTGTTCTTTCCTGATTCGGGGCATTTTATCCCTATACAGAGATTCAG
+ACTTACGGCACGATCGAGCTAACACTAATGACATCTTGTTAGTGTTAATATTCTTACAAT
+CTCCGATCTAACACCTGAATGGAAGTCAGCCGGCAATATCGTTTGATTTCGACTTCGTAT
+TCGGGGTGAGCTAGGTGAAATGCGCAGGCTTTTACCTGAAAGTACCCCCTACTTTTACAA
+GCGCTACCAATTATTATAGATGAGGCCAGGTCGTAGGTAACTCGGATGAAGTATGTACTA
+ACTCGGAACAAGAGGACGGCAGAACTGCGCGAGCGGGAATTAGTGTTTACTGCGTAAGTG
+TTCCCTTGCCGTTCAGCAAATACCGTCTGTAGTACGACTAGTTCGCAGTATTGCAGGTTA
+CGTTACCCATGGCCTTCTGAAGTGTGACCCTACTCGGTGACTCCTGAGCATGCCAAGAAC
+CAGCCCCCTGATGACTGGTTCTCCCACCTCTCTTCAGACGATGCTGAGTCGAAATGCAAC
+ACACCACTTAAAGCTACTACTGGTACTACGAACGATTCTAAAGTTGATGCCTAGTCATGT
+AAGATCGCTGCTAGTTTGTGGGGTTCGGTCTCAGCCGGAGCCTGTAGGTGTCTCTTATCT
+GCACACAGCTACCAAGATACTTAAGTGCACTCTCGGTCAACAGCGCATAAGAGACTTCTG
+TTCTCGGCCCGCCCCCAGGAGGAAGTTTCATCAATATCTGCAGAGGCAGATTGTCCCAGA
+GACATCTGGCGATGAGAATCCCCTGGCAAGAGTTGGGTGTTTCGCCGCCCTGACGACGCT
+AGCGCGCAGAGATGCGACGTAGAAGGTGAATATTGATGTGTCGTTGACCTAGGTCTTAGG
+CGGACACACCCCACGGGAAGGAGTCCGCAAGCCCTATTTCCGCGTTAAAAAAGAATTCAG
+ATCATTCTGATCCGTGCGGAAGGCACCCGCTACGTCGGACTGAGCCCTACTAGAAGTTGG
+GGGCGATTTTATTGGCAATAGATCTATAGAGGGATCGATTCTATACAGTCGAACTCTCAA
+TCTTGTGGCCCGGCATGACGCTTCATTGGGCATCGCGGTTCTCTACTTAAGTCGCCATGA
+CGTATACTGGGAAACATATGCAGCGGCCGCGCATTTAGCAGACTCGTCGCGATAAGGCAT
+ACACCTGCAGCATTTTATTGGTGTCTTTGGTGTCAGCGACATCTGAGTAAGACCATCCAC
+CGAATACTCGTCAGAGACCCGCTGCCACCTCCTCCCTCAAGTCCCCTGTTGCGGTTGCAT
+ACTCAAAGTGATCCTAGGGCAAACCGTGCTTCTAATAACCTTGCCTCCCTTTCGATCTTA
+GTGTGTTCGAACACACGCACCGCTTGCTAGGCTCTCCTACTGTTTGCTCTATTTCTTTCC
+GAGTAAAGACCAGAGTTCGCGACAAGGTGAGACCGCTAAGATGGTTTAAACACATGGATC
+ACACTTCACTGCTTATCGGACTTAGCATATCCGATCCCGTTCCAATCCAAACTCGTCGGG
+ACGTGCTGATCGAGAGTGACGAGAGATGTCCTTCGGGCGGCGTAGAAGCGAGTCACCGCT
+TCCGCGCGAGATCGCCAGCACGGCCCCGCTTTAATGAATGCCGGCGTAACTCCACTCGGT
+GCGAACCTACCGTTCATTCTCAGGAGGACAATTGTGACCTTCTCATTTCATGGCCAGCTC
+AGCCTCATATCACTAAATTGTTTATATTGACATGGCGTTCAGCCAAAAATTGAAATAGCG
+TAGATTGGATCGTGTTGGTACGCCCTGCGCAAAGGTTGGGCGAAACATACGCACGTAAAG
+TCTCCAAGATTCTCGACCCATGGGCCGCCAATTACACGTTTGGCATGCCCTCACTAGCTA
+GCGCGGTCGATCATCAAGCTAGTCAAAATCTTGGAGGCGACGCAACAGAGCGCCAAAAAC
+TGGCCATTTCTTGCGTGGTCGGTACCCTCCCATCAAGTAACTGACTGCCACTAGGTGGCA
+AGAGTAACGCTCCCCGACCGCAAGCGATATGAAAACAGATCTATCCAAGCCCCGTTTGCG
+GATTACATGTCGACCCGCCGGTATTAATACGGTTATAGCTCGAAGTTTTCGTCTGTTGAT
+CAAAAATGTGTGCGTTACAGTTGTTGCTCGCACGTTAATAACAATAATCACAATATATTA
+CAATTTCCACCGCAGGACTGAATCCGCGCTAGCTTGATGAGCAGGACCCGATTACCTAGC
+CTCGTCCATAACAGTTATAAGCAGCTGCGGCATTGTCACAGACAGTATTACGTGGGGGTG
+GGCCTAGGAGGAGCAATCTTGGCTCGCTGTTCGCCGATCCGTTCACGGCAACCAGCCGCC
+TTTGGGAAACTCTCGCAATTCACATCGCAAAGTCGTAGCGCCGAAGTGGGTCTCTCACGA
+GGTTCCAAGGTCTTTCTGATGTGTCTACCTATTCTATACGTGGTACTGGCGAGCACACCG
+GACCCCTTTAAGAGGGACTTCCAAGCCATAGGTCTCAGTAGTAAACTGTGCGTCTACATG
+CTTATGGCCCAGACGGGGATGATCTTATCAGGAATGATGACCTCCTGTTATTCTTAGGGC
+AGTCCCAAGTTCCAATGTGCCGAGTCCCACGGCACATTGGCGCTCATGTTGTACTAGTTC
+GAGCGAGGAAAACAGCTGCCCGTCTACGCAACCGCAGGTCGCTGGGGATCATTGGCGGAA
+GTGACCCGCATCTTGAGGTAATTCTTGAAGCTCAGTCGGGCAGGTCCTAATTCACCCTGA
+GACTAGTACAGTACGGTGAGGGCGCGGGTACAACTCCTAGTTATCCTACATGCTCTTACA
+GCCGGTCACCAATACGTAAGTGCCGTATTTTCAGTATTCGGGGTCTTAGTGGCGCGCATT
+GCAAGCAAATGTTGAAACCCCTTGTGCGTGCCTCGGAGAATCAGGGTAATCGAAGCTTAC
+GCGATCGAGTGTAGTCACATCGTACTCAGGCATTACATCATGCCATGTACATAGCGCTAG
+TCGTCCAGTGTCAACTGTTTAAGGCTCGTGACCCAAGTTGATTGAAAGATGCTACTTTCG
+TACTCGAAGCCCCACGAGGAGGGGGTTCATATCGCGAGATCTCACTCAATTCGTTACTGG
+AAAACGTGTCAACCAATCTCCGCATTCGGCTCTTAGAGTAAGGGCGGCGTTATTATATGA
+TGACTGTTGATATGTCCGTTATAAGGTTTGCAGTATCGACCACTGAAAGGCATAACGCTC
+GGACGAGGCCCCTCACACAGTCATACTGGAGCATCATAGAATTAGATCTACGGTTAAATT
+TAGACAATCAGGACCCCAACGCTCGCTCATAGGCTTACACGTTTAGATGCTCACCTCGAG
+CGGCTCGGTAATAAGGTGCATCCCACCTCCGCGCGATATTTATCATACTCGCTAAAGCTC
+GTGCATATGGAATCGCATTCTCGCACACCGGTCCTATCTGGCGGATTAGTCAAGTACGGC
+GCTAGCCCACCCTCCTGGCCGCATCATTCAGTGGGTTACTGAGGCAGCGGGGGTGTCCCA
+CTGCAAGCCTGTTTGCCCCTAAGGAGCTGAGGGGCAGTTACACTGCGCCTCTTACATCCG
+GAAGATCGACCTATCCACCCCTTATAGGTTGGGTCAACCTGTAAATCGGGTAGCAACCTT
+GTCTAAGGTGTGTCCTTCACGATTGAGCACTTACACGTGTTTTTAGCGAGCAGCCCGTTC
+CCGGGGTTAACTCAGAACTCGAAGAACTCTACCCATGTGAATCTTCTGCGGGGGAATGAC
+ATCCGTTTCGATAATTACGCATCAGAAATTTCATTAGCGTTTATCGTAGCTAGAGTTTGA
+TCCCGGGTCAAATCCATGCCCTACAAGACGCAGTCTGGGCGCTGATGGTATAAATCTATG
+ACTGAGATGACATGGGGTGAGCGTCTTGTTGTCGCCAGAGCCGCTAACGGTGAACAGAGT
+ACTACTGGCCGGCGTGTACGGGACTCACCCAACTGACAGTATATCATCGAAACGAGTCCA
+AGCCCCTCCGCGAAGGCTCTTATAGCTGAGTGCCAGTGCGTGCGGGAACTAGCTGGCGCG
+TTCATCAAGCAACACCAAAGGCAGTACTCAAGCACTGTTTGTGCCGGCTGCGCTAGTGGA
+CAACACTCTGCACTAAGATCTGGGTTGTTGACGAGATCGTCTAAACACTCCCAGCCTTCG
+GCACCACCGGGAAGATATGCACTAGTTCGCACGACCTACTGTGACCGCCCTCCCAGTACA
+CTGGTGGTGCAGCATTCCTCTCTGCATAGCAGTTAGCTCACTATACCTCGATGCGGGGGC
+CAGCCAAAAAGCTCGCGGACGCATAAAGCCCTTACGTCCTGCCGGTGTGATATTCCTCTG
+TCCGGCTAGGTACTCCATTTAGGTCGAGTTTAGATAATCAAGAGGCACATGCCCTACAGT
+CACGCTTAGCCTAATCCGCATAAAAAAGCAGGATTGGGGGCCTGTGGTTTGGTCCCGCGG
+CATTTCTAGAGAAAGACCCAGGCTCTAGTTGTATCCAGTCTGTCCTGGTTATCGATCTTA
+TAAAACAGGAGCGCAGACTTATCGTTCGATCGGGGAACTTTACGTTTTCATAGGATGTCT
+GAACGTGCGCAGGTCTTTAAACTAACAGCACGATAGATTTTGGGTAATAGCATGAATCTA
+GCTGCGGAAGTGATCCGACGGCAATTCGCAACGCTATCCGTCAAGTGGAGGGTTTGGTAG
+GGGAGGAAGCATCGATGGGTCGCAGCAACGATAGTAGGAGAAGGGGTGAGTTTCAGTTTC
+ATCGAAAACAGGCATGTCGGTTCTGAGAAGTGTGACCTTTAATGTATCACACACGTCAAA
+ACAATAAGGTTTTTTAGATAACCTCCGAACCAATCGACACAAGTAAAGCCTGGTAGTAGA
+ATATATAAAGGAATTCAGACCTCGCTAACACATGGTATAGCGCCTGCATTAAAAATCATT
+CAGACATAGCGCACCCGGCAGTTATGTAAGAGAATGTAAGGGTTGAACAGCTTAACGTTA
+GCTACTACTCATGCTATCTGGGAATAGGTCTAGTAGGTCGCTGCTGAGCGTACGGATACA
+AATTTCAAAGTCCAAGGCAGAACGCCCCTCGATGTTCTTAGTAGACAGTGTGAACGCCCC
+TGTACGGCCATCTCGTTCGGTGTGGGTTGGACGCTAGTAGGGATCCTTCCTCCCGCTGGT
+CAGAGTTTGAAGCCAGTGGGCATACACCGTAGCGAAATCCGGGAACCCCTGCCACGCCCT
+TCGACTAGTATGCCACGTATGGCTGCCTGGCTTGAATACTCGAACACGCATAGCACGTGC
+TCATTATCGCATCACCCGGCCACTCACCTGAAACGGGCTGGCCAACGGATGCGACTGGTG
+ATCCCTTTCCAAATAAACGGCATCGTAGGACTCGACATCAACCGTTAACCCGGCCAGATA
+CAATCCAAGACTCTCGAAGCACCTACTCACGAGGAACAATCCGGTACTAGGCCTCGTCAC
+CGGTTGAGACCGGCGAATCCTAGGCCGCATTACGACGGCTGCTGATTACTAATCGCCTTT
+TGCTCCACGTGACTCTGCTGTTTGACAGCAATGCATTTATTCCGTGCGTAAATCGGCATA
+CGGCCGCCGCGTGTAGCCTCAAGTGATTAGTCTGGCATCGGGTGATGTGTAAGCGGCGGA
+ATATAAGGGTCCCGCCTGGGGACATATTTATGCCCTTTCAACGGAAGGCAATCGGAGTGG
+CGCCGTCGCGTACAACGATCCCATGATCATCATGCATGAATCTAGGCCACTCTCTCGCCA
+TTAAGGAAGACCCGGAATCCCGGTAAACTGACCTCGTAACAGAAAGCTGAGATGGCGTAA
+ATTGGCAACACAGCAGTGTAGATGAGAGGATCACACTTTCGTATTCGAGCTCGGTATGTG
+AAGATAGTCGATCCGAATGATATCGACTCGACATAAAGCCAGGAGATGCCTCCGGTGACT
+CTGCCGCTACTTGCCTTGTGCCTATTCACGATCTGTGAAGCCTACTACCTCTTCTCTGTA
+CATTGATGACGTTGCAGCCGTATACAACTGGCGCATAGTGGCTCGCTTTATAGGGTCGCC
+TCATGACTGACCAAAGCGGCCATTGATACGCACCACCGAAATCGTAGTCGAACTTTAGTC
+CAAATCCTAACTCAAGGATACGTGATGGAGTGTAAGTGGCATCCAATTTCATCGACCTCT
+CCCGAGGCATCCGGGAATACATGATCCGCTGCTGGGTGAGCCGTCTAAAAGGCCATAGGA
+ATTTCGGCCGATTAGGTGCTATGTTAACCTCGCGGAGGAACACTAACGTGCTTGTCCGTG
+AGGCGGTAATGTCATGGTAGGAATGGCCGGGCTGACTTACAGCACTTGTAGGTCCCTGCA
+ACCCAGTAAATCCTCAAGGCATGGCGGGACTGCGCCCTGACATACCGCTTGGCTGGTGAT
+ATATCCGCCCACCTGCTGACCTGAGTGAGAACGCCATTATTGATGTATGCGATATGGAAT
+AGGCTTGGACGGGCCGTATGGTCACTCAGGTTGGGTTCTCCAACAAGGGTATTTACGAAA
+AGCTAGTACGCCTAGAGACGGGTTACACGCCTTTGTACTCATGTGCGAAACACGTACTGG
+CACGAACGACGAAGCTAGGTTGGTACCTCTACGTGTTCCTCGGAGATCCCGAGACTAACG
+GTATAACAGTCTTTTAAATGAATCGCTTACCAATCCCCATTATCCGCGACGAGACCGCGA
+GTTCCCAATTACTGAGACGCTTCCTCCTGTCAAACAGTTCAAGCCACCCCCTTTCACCGT
+TCTTTTCGAGTCCGAACATTTGCGTTCTAACGAAATCTAGAATTTCTGGACCGGTTAGAG
+TATGAGAGAGCCATATTGACCCAGTTAGTTGCGAAATTGAGAATATCCGAAACCAGATCT
+TGGGCGCACCGTCTGATGGATCATCACGACATTCGAAAGGTGAAGCTTAACTAGGTTTGG
+CTCACGATATGGAATTCGTCGGGATTGACAATGTCGTGCACAAGTAGTGTCCGAGTCATG
+TCGGTGCCCGCGGTCAACGAGACGTTTTCACCCGGTTGGATCGCTGAAATGTTCAGATGG
+TGCTCATTGATTGATTCTCGCCGACGAAAGCAACCCTATCGGGCAAGGGCCAGGTAGACA
+CTAGTATAGCACGATATGGGTAGTACAACACTATACCTCATGACCCACGGGAATTATATC
+GTAGCTTGTCTCATATTCTATCCCACAGACAACCTGTTGATTTGTGACCCCTCGTGGCCC
+AGCTTGCGTACAGAGCGTGAATGGTACTCGGCATAAAAAGAACAAGAAAACCAGCTGTAA
+GGGAACACAGCCACCGAGCGTAACTCTTCGTTACTGCAGATGGATGTACCCCACCCAACC
+GCCAGTTGCAGTGGTACGGCAGACGTGCGATTTGCCTTGTGAGTTCGTCAAAGAGGGATT
+AGCCAAGCAGACGCGGACCAAGATAGGTTGAGAAACAGTGAACAGGTGAGCAGCCCCGAA
+GTCACTTCTTGCGTAAAAGTAGCAGGTTTGTTCCGCCTATTCGTCTCGCTGCGACGGTAC
+CTTTGACGTCATAGTGACGGACGACAAAGACCGCTTAATGTGCGCCCTTCCTGGCGTGCG
+TTATTAGATTATGCTCGTTGTTCCTTAAATCTATGAACCCGTCCCCTACGCATTTGGTGT
+ATGCATCCTAAGTTGGATCAGCCGTCATGGCTCCCGGCGCTCGGGGGAGTCAATCAACAA
+AGTACCTACCTTGCAGGGTTACCTGGTCTTGTCTCTAACGCAAGACCATCGTCCAGCGCT
+CGATATGACGTTCGTACACCCCACAAACCAGAACTGAGGGATCATGGCGGAGCACCTCCG
+TCAGCAACCGTGATTAGTCACAGCATGGACGTATCCTCTACATCGGCCCCACATGCCCCC
+AGGCACAGAATGCGTTCTCAGACAGCGCACCCTAGGCCTCCGTCAATACACCCCGACCAC
+TATCTAGGACATATCCGGCAGCGCTCTCGTCAGAGGAGGAAAATATGTTGTTGTACATTG
+ACAGCGGAAAACCTCGTTCCAGCAGCCGCTAATATTTAAAAACAATGTGGGACAGTAAAC
+CTAGGTAGATTGCTTCGTCCTTCTTGTACTGGTGCTCGCTGCCATGCCGAGGTACCGTCT
+GCCGGATTGCGTGTGGGAAATGTGTGGAGTCTTGCCCTTTTGCTCATTATTTGTTGACTA
+ACGTTAGGAATCAGCTGAAGCTGGACAGAACAATAGAGGGGCCGTGAATCTGGTATAAAG
+TTTTGCACACAGTTATTGGTATGAATCTGAACTTAGGGGTATGTTAGCCCTGTGAGGAGC
+AAAAATGTCCAAATGTTTGGTCTGCGCCTAGTGGCAACGGAATAAGTAATCTTTTCTGCT
+TTGGCGAAACACATATACACCTAGGGCCACGTTTGAGCGATTAAAGAGCTTCTCCTTGAT
+GCGGGGATGGTCCTTGGAAACTTATTTAATGGAGCATCGTCCGGCGAGACCAGGCAAGCT
+TTTCGTCCAAGTAATATTGTTCTGGACCGGGGACTAGATTGGATGTGCTCTGCTGGACTC
+AGAGCCGGCTAGAATACCCCCGATTTATAACATGACAGTAGAGACGGTGGGTCTCTGTTA
+CGGCCTGCCTTAGCCGACTACCCCTGGTGCCTCTGACCAGTGCCCGGGTATATCACCCCC
+CGCTGGTCAGTAATATATCAAAGATGGCACCAGTTGTCAACTTCCAGACGCTGAAAAGCT
+ACTGAGGTGGGTATCTGGCGCCGAAAACGCTCATGTGGCGGATTAGGAACGATTGTGTAG
+AGTGGTGGATCCGGCACCCGGATTCCGCGCAAGGAGACTACCTTGTTTCATAAATTTAAT
+ATGAGTCCTGACCATACGCTCCGCGATGACGACTACGGGGCGTGAAATTTACGTAGTATT
+AGGTACGCGAGGCCGTAACTAACTCCTAGAGATCCCTTCAGAACTACCGGCCAGCCCAAT
+TCCCACAAATGACGGCTACAATATGCAAAAAAAGAAGGCTCACATTCCATGGGCATTAAC
+CTTGTGCGAGCTGAGAAGTCCACCAACATAGCAAGCCTTCAGTACGTTCCATTAAAATGA
+GCGCGGGCGCTGCACTCAGTATAGCCAGTGCTGACGTTGGAATGTCTCCAACATCAAGAG
+TTTGTTTGATAAGATGGGGGCGGTCGAGTGGGCCGATGGTTCCTGCAACGAGGTCCTCTT
+GGCGTACACTGTTAGCTATCTACCCCCTCAGTATACATGCTCTGCTAAATACAACTAGGC
+ACCCATCAAGAAGATCTAAGTCCTTTGGGTACAATCCCAAGTCAGCCAATCGGATTTACA
+CTAAACCACTGGATACTTGTTCAGCTAAACAAGATAAAGAACGACCAAAGCCTCTAATGG
+GCGTCAGCTGAACGGTCGATGGAGCGGTAACCCTCCGGAACAGTAACTTGCGGTATTACC
+GCGAACTCTTCTAATGCAGGTAGCAGACAACCCCTGCTCCCTTTCGAGGGCTTACACCGG
+TATCCATCCTCTTTCCCTACCGTTGGATATCTTGCCTTGCATGAGCGCTCCTTCCTGTGG
+ACGTTCCGTTTGTGGAAAAAATTTGCTCTGGGGGCCCTGACGCACCCGCCTCTCAGTCTA
+CGGTCCTGTGGGTATGTGGTGGAATGGTGTCACACACGAGCACACTAGAGGCGGTATGCT
+TTTCACTTAAGCGTCAAATATGATAACACCCGTATTCAACAAGTGGACTTTAGCAGCTTA
+AGTTTTACAGCGCAAACAATGGCAAGCTCGGCTAGTACATAGTATCGCCTGGCGGTAGAG
+TAAGCGTTAAGCGCAGTCTTGGCTTGCGGGAAAGCTAGCAATGGGGGCGTCGCCACCAAT
+AGATTCTCCCAACCTAGTACAGACTCCTGGTTACGGAAGGAGCGTCCTAAGATCATCACA
+TACCTTATGCTTAGATTCTGCAATGTTATGGTACAGAGAACTAGTACTACGGCCCTTGGG
+GAGCTTGCCTCTCACCGAGCCCATCAGCCCTTCGCCTTACAAGATCGCTACTTGACATCC
+ATATCCTTGAGTTCGGGCTGTAGGACGAGTACTCAGCAGCGGCGACGTCAACAAAGACCC
+GGCAGGTGGTGATAAAAAACAGTCGTGTCGACACTTCACTACTGATACACATACGAGGTA
+GTTGCAAGAAAAGGATTCCATCGTTAACCTCGAACCCTACCTCTTTGCCGTTTCAATATA
+TGGGGGCTGGCCAAACTCGCAAACAGGCGCACAGGCGATCCCTACGATGCTACCGCCCTA
+TGAATAGATACAGGTAGAGCATCATGAGGTAACGATGGATCAGGAAAGAGCCACCAACAC
+TCTAATAATGATGATAAATGCTCGATGGTCCGCAAACGAGTGGGCCTCGGAGGAACAAAC
+CTATCTGGGCGTCATTCGACGCGTCGAATGTACATGCATTTTGGCGTCGTATAGTCGCGT
+TAATCGTCTCTCCATTGCTGCCCTTTCTGAGTACTCAGAGGTGTTTCGGGATTGCTCAGG
+GCTATCGTGCCGTAGCCATTACCCGATAGGTTAGGTTTCAGTTGGAATCTTCGTAGTTTC
+CCGTAAGTCCAGGGAGTGGCATACAAGACTAGTTAATATCCTTGTAAGGGAACACTCTAT
+AAATCAGTATGGGCTAAAAACAAATGTCCGGGATAATCAAGCAGCGGGCCTCGCGCAAAT
+CCACAGCAGAACGTATGTGTAAAGCAAATACTACACGGCGGATACAGGTGTACTAAGACT
+CGTGTTACGCACCTGCATCCCACACACTGGCTGGCCTCTCCTTACTTAGTAATTGGTACG
+CGCACCCATCTGTTTTGAGACGCTAGGTCACTACGATAGTTCGCAATAGACCCGATGTGC
+TTAAGACCCGAGTGTAACGTCGAAGACGGCCGCGATAATATCGTGAATTACTCATTAGGG
+ATATACTTGGGGCAGCCTTACTCTTCTAACACTCAGGCAGGAGGTACTAGACGCTTGCGC
+ACGTGTAATAACGTTTGGGTAGATTTCGCACCTGCCGGTGCGGTTGAGGACCATAGGTGC
+GACTACGTGGCGATTTAAAAACCGCTCAGAGGAGCTAAGAGGATTCGACGATCAATCGTG
+CTATCGTTTTCCCAGACTCCCTCAACTCCTAATCCTTAAGGAGTGTGGAAAGGTACGGTC
+GAACCTACGCGACGGAGATATTCCCTTGAGAGTGGGTAATAAGCAGAATATTGTTTTGGG
+CAAAACGATCCTCAGCACATAGGTGCAGCGTGAGCATTATCCCCCGTAGCCAACGAAGTA
+AGTGTTAGTAAGACTAAGGGCGTGGAAGGCGCACTCCGCTTAGTACAATCACCTCAGTAA
+GTAACAGCGAAACTATAGGGCCGACGGCTTCTAGACAACGATCCACGGAGCGAACTATAA
+AGGGTTGAATAGAACGCATAGTCGGAAGTCATGTATAGTAGAACCGTTTCGACGTTTGAC
+GCCTACAGGATCCTTCAATCTTGATAGTTAAAATGCTAATATATCACCAAGAGGATTATG
+TGCCTCATGCGATACCCCGTACCAGTGTATCAAATAATTTTAACCCGAAAGTAAAGCCGC
+CGGGGGACGACGCTAACCGGTGTAGCAGGGATTAATGCAGTTAAGAACCCCCATAAGGCT
+AGCCAGTTACTTAAGACTTGACAACTCAGTGATCGGCGGAGAGTCATCAAGGTCTCTAAG
+ATAGGTGGGGTGTCTCCGTCTAGTCAAACTAACGGTTGATACACTTTATAAGCACGTGCC
+CGTAATCGCCAAAACGACCGGGTTATGAAGAGCGTCAATATATCGGCTTGCCCGGGGCAA
+TACCGTTTCGACTGTAAAAGGTCAACCCCTGCTCGCAGATTATAGTACCTACTGTAGGCG
+AATGGCGGGATCGCACCCCCACTTACCCTATTAATCGTTACGTAGAAGCTTTGAAGTACA
+CTTTTTCCAATATGCTCAACTTGCGGTGGGTAAAGCTACCTCCCGGTACCGGGTATAAGT
+CCTGGGTTCTACAAGTCTACCTAGAGCCGGTAGACTGCAAATTAGCGCATCTCCCTAACA
+GATGGTGGGTCTGCCATGTTATAGTTACAATAAACCCGAATTCTTCGGACCTTTTATGGT
+CCTACGAGTCGAAGGACTTATGGAGCCTATTGCGGTTGCCCCATACGGCCAACACTCTGC
+GGTCTACGATTTGTACTTGTCGAGTGAATCTGGTCCAGTCACACGCGATCCTCTTGGGAG
+GAATTCCACCTGAGGTGAACTACCTGACGCTAACTGGGGTAGCGTCGCCACCGTTCGTCT
+GGGTTTGTGGGCCAGCTACTCAGCCGTTCGGATTGATTTGCAATACATGCCGACCGTGAA
+TGTGGCAAAACCTGCGAGTATAGTTGATTTCCACTAGCCAGACGGCTGCTAAAGGGCATT
+ATGTAATTTCCGGTTACGGAACTCGCGTAGATTTAGATCAAAGGGAATCCGCCCGTCAGC
+GTTGGTAGACTACTCCGCCGTTGTTATGACCTCAGGGAGAAAGTATTAGGCTTTCTAGGG
+TATCGAACTTCCGCTGGCATACTACACGTCGGCGCCTTTGGAGTGGGGTCTTATCAAGTT
+CAGTCGAAAGACGACTTTAGATTGACCCCAAATTCGCTACTCGTTGGTTGAATTCGGCAG
+CGGGGCTAGTGCCGGATACAACTGCTGTATAATCGAATATGCAGGCAGGTTGTTGGGGTA
+CAGGGCCCAGCCAATTAAATTAGAGGGCGGCTACGGCATCCGCATGCACCGCTATAACTA
+GACCCGCGTTTCCCAGTCTTTACGTAGGACAATTAGATATCCAGCACGGCGCCTCTCTCT
+GTGCTTGCCCAGCATCCAGGGAACGGAAATAGATAATGCAAACTGGATTTCCCTGAACGC
+CCAAGAGGAAGCGCGCATACGAGAGGTATGCGGGCTAGAAAAGTAGCACAGGCCATTGCC
+TCGAAGGAAGACACTGCACGAGAGCGCCGGCAGTGCTTGGTGTATACCACCCTGGAGGAA
+GGACTGTAGCGGGCTTGGGGTATAATGCCGGCGTCCATACCGCTCTTGCGTGAAGCAATA
+ACGTTCGCCGGGCCAATAGTAAATCCCTCCCGGCAATTGGGTGAAGTTCCTCGCCACGTC
+GCCACGGTTGTGGCCCACTAGGTCAAGAGATGGTACAGCGCCCAACACCACCCACGCACA
+GTAAGTCCACCCACGGGAAATGCTCACTATTAGACGATTCAAGTGTAGCTCTTGTTCAGG
+ACTTCACGTTCGTTCCAAAGAACGGTAGGTGCAGGTAAGGTCGTGGGTCCAATAATCTTC
+AGGGGACGGCTCCCCACGGCTAGTCCGTGTCGTGGCCATGATTATAGTTGCTTTTGGAAG
+CTCACGGCGTGAGGTGGACTTAAAAGCACGTCTGACTCAACCCCCTGATTTGGCAGATCC
+GCGACTATGTTTTTTGGGATCTTTGACTGGTGCAATAGAAAGGCTAACTATAGACTATTA
+TGAGTCTAACACGTGGAACACGAGTTGGGTCCCTGGTATCAACTACTGTTTTTGCGCTTC
+ACAGACCTGTAGAGAACATAGTAGCATGGTGAGTTAAAATAGGCCGCAGTGCCAAATGCG
+GTAACCAACATAGTATGGCCTAATGGGACCCGTAAACCTCTAGCGACGTTGCACTTGAAT
+TTAGTTGATGCCATAAGAGATCGACGAGCTTCACGTGCGTTCGACGTTAGCTAAACTCAC
+TCCTCTGCCTACGCATTCTAATGTTATCTGCCTGCGTTCCCTCCATGCGGAACACCTGGT
+GGGACCTTGACTCTCTGACTTAATATGAGGCCCACGCCCACAACAGGTCCGGTGCCCATG
+CGCGATACCAGGTAGATTACGAGAATCACACATAGGCTTCGTGAAGGCCACTGACACCCC
+TGGAGACAAGGGGGAGTTTCATCTTTCCACAGGTAATTTGAAAAGTCAGAACCTAACGGA
+TGTGTAAATGCAGAGGGCCTTTAAGGGACAAAGTATCTATGACCAATATCACTTGAGGTT
+CTCGATGACAATCAGTGTAACTCCGCAAAGTGCGGATAATGTATAAGTGTATACCGGGCC
+AAGTATAATGTTCTCGCAACGCTCTCACCATGGTTTGGTCCTCGGGTTGTCTGTACCCGG
+CGCTTGAGGGTACTTGCCGAGCAACGTTGGTTGAATCTTGCACGACGTAAGGGGCAAGTG
+TGTGGGCCTGGTATGTCAGGAGTCCGCTGGTGCTGCTCCGTCCGAATATCGAGTCGAGGA
+CCCAACATCGATTGTAAAAGCGGGATTTCTGTAGAGCTTTTTGCTGAGGGTTGGCTAGGG
+GGTTGCCATCTCTCGTCAAACGTCTCGTGGGACGTATCATGAAGCGCGATGGTCTTAGTG
+GTCAACAAGGAATTACGAGCGGTGGTGCACCGCCGGGGATGGAACTCTCTCCCCCCAGAG
+GCGGATACACGTGTGGCGTAAAAATTGGAGCAAGGTACAAGCCGGTAATCACCTAGTTTT
+GCTTCAGCTGACGCGCAGGGAGTTATTCCAACCTCTATCTCGTCCTAATTTTGGGGAAGG
+GCCGACCTTGATTCTGAGATTATAGCCCCCCTTGCATGTTACCCTGAGCTAGTTGTTACT
+CAGCCGGATATTTATGGTTTTGTGGAGCTCATGGTACGTTGTAACCGAACCTGTACGCTA
+TCGGAGCGACATCGGAATCTTGACACCGACGGGTTCAACCATTAGTACGCTAAGACCTCA
+GGGTAACTAGGCCGGCTCAGCCATAGCTAGTAAGCCGGAATTGAAAGTCTGGGTCTATTG
+TCGTTGCCCCCGACGCCGGGTACGAAGTAAGGGGTATACATTGGAAGTCGCTCAAAGTCC
+TCGTACAAGACATCTTGGGACGGGACCCAGTAAGACATACGCACTCTGATTATGTGGGAG
+GAGATTCAATCCTTCAGTAGAAAGAAGCGGTCCTCGATAGGAAGCCCGGTTTCCCGAAGG
+TCAATCTACAACTTACTCACCCCGGTAGCAGTCGTAGTAAATTCGAAGAACAGGCCGTTA
+TTAATGTTATTGTCGTATACCAGGGGGACACGATACGCGGTGATCCGGGGATGCAACCGC
+GGGCCTGAGTCCAACTCGGCTATTAGTTCCAATGCCTCTTATGAAGCAGTTTTGACGTAG
+CCACTGTCTGCGGATAACCACGCATGGCTAAAGCATGTGCTGTTAATTGGCTTTCCAAGA
+CAGGCACGTAGGCAGCGCACACACATTGCGAGCACAGTCTTAGACAAGCTCTCCGAGAGA
+GTACTTTCCCTTCGTCCGACCTTGTTCCGACTAGCGGCTTTTGATTGCTTGCCCGCAAGG
+CGGCTCCCTGCCGTAACGTAGAACAAAGGTAGCCCAGGACTTAACCAATAACTTAAGTGC
+ACGCCCCGCAAGGTTGAATCGGAATGCTACTTCGCCCTCTACGTGGGACAGAACCGTTAG
+GACTTTAACCACAAGGCTGCCGCAGAGAGAAACATGACCTCAGTCCGTTCAGGAATGCTC
+GAACCCAATACCAATAGCGCCGGCCGGATGTTGGTGTGGGACACATGGCCGGTTGGCCCT
+AAGGCGTGATCTCGATAATCGATGGTTGTACCTCACGGCAAGCGTGTAGGGCCAGAGTTA
+TGGACTGTTTTATGACCTTTGGGTCTAACAGTTACTTACCTGACACCGGCCACCAACTGA
+TAAAGCAACAGCCACTGGAGGGCAGACCCCACCGGTCTCTCTCAGCTCATAGTGAGAGAT
+GGGACTGAGTGCTTCGGCGTTGGGGGTAGGTACTCGATCAACGGGATTAAGATGCATTCA
+CTTTAATATTCACTGATTCGAACCAGCGTAGGTTCACTGGGTACTGATATATCTTTGAGC
+CGCTAATGGACTAAATATGAAACGAATAGACTGTATCCAAACAAAGGATAGAGGACCCTC
+GTAGCCCCTCCAAAGGATCTATGGGAGAGGGAGAGTTAAGTGGATTCGATGAGTACAGAC
+TACCGTTTCGCGGCCGAGGGCAACCGTTGCATGTGCTCGTCCTTGGGCTGATTCAGCTAA
+CCCAAACAATCACGTTCGTTAGAATGTTCGTCTATAGGCATCTCAATTCTAATATCTTGC
+TGTACCCGCAGATATTAGGAGGACAGTCGTGAGATACCTGAAACGACCAAACCCCTGCCG
+TGAGACAGTCCGATGAGATGGCTACATTGCTTATGGATCCAGCCCTCCCGCTCCAGCCAG
+CCCGAGAGGGCACAAACGCGTCCGCAGGTAGTTAATACAAGGGAAGTTGGTTGGGGTTCT
+CAGCTACGATGTGGAATATCGCAAATAAGGACGTCCATCCCACTGCGTCCAGCTCGGCGT
+GGCACCAACCACTCTCTCACCGACATTGCTGTCCCTCGTACCTTCGTGTCGACGTGTATA
+ATACCCTCGTAGGCTCTAGCGTCACTTTGTGTCGTGAGTGGTTCAGTGGCTACAACCGGG
+AATCACGACACTTTGATCCCAAAAGAGGCGGTGGAGCCGACTAGTCGGTCTGGTCCATGC
+TAGATGCAGAGTCACTGGCTTTCTCGAGGGACAAGACGACGCTCAAAATGCTCCAGAATA
+CACAGATCGCCATGCAAATTATATCCGAGCCCTAATTCGCGCGAAACCTCGAGACTCTAA
+AATATCGCAGCTCTAATTATCTATCATTTGAAGTGCGCTTGTCAGCTCGGATTCCTCCCT
+AGAGTTCGCTCTTCATTATGAGATGGCTCGCTCGTAAGTCTTATGCATTGGTAAGCATAG
+GTGTAAGTTAATATTACCTATATACCTAGGTTGCTTTCATGATGCGTGAGAGTGCGAACT
+GCTGTAGACTCGCCGTCCCCAAGCACCACCTTATCTGCCCCATGGGATCGCTCTGTTTAT
+GGGTAAATGACTAGCTGCCGTTCGCATAGGAGCTAGCGTTGTTGACCATAATGTTCCTGT
+CCTTAACCTGAGTTGGTCCAGCGTACTTGAAAGTATTCGACTAACTTCAATGCTCGGGTA
+ATACTCGCTGGGGAGGTTTCTCGTGACGGAGACAGTGGAAGGTGGAGTCCTGCATAGTGT
+TGGGCTACACATAAGCTGGTATATACCAATGGTGTGGAGCCCCGATTGCACAGCCTATAT
+AGGTCCCTATATTCGGACCGATTTGGATCTTATAGCTTAGCATGACCCATGAATTAGGGA
+CAAGTCCCGTCGCATATGACTTCATATAAGTGAGGGACCAGAACCGTAATCATGCAGATG
+TGTCGCACGTGCACGATCTCCCCTGAACATGGCCGTAGATCAATGATGCTGTTGTGGTTC
+GGTAGGCGGCAGGACATGCTGCAACCAATGCTGGTTTGAGAAGCAATTCGTACAATTGAA
+TTTGTCATAAACTACGTTCCAATACTTTGCGGTTTAATTAGGCGACAACGAGTTTGGTAT
+TAGTAGATGACGTAGTCTTATACCTTTTAACTCAAGGGAGTCAGCCGACTTGGAGGCTGA
+TCGAGATAATGTGCCCTGGTTCGAGTAAGCCAATGCAATACTGACAATGAGTACTCGGAT
+CGACGATTGAAGTATTAGAATATGTTACCAATAAATCGGTAGAGGGAGGCGGTCGTCTCA
+TAAGTGTTGGTGGGGCACTTTGCTACGTACGAGACGGGGATGAGCGTCGGGATCTTAATG
+GGTTCCTCGAAGTTCTCAAGCCTAAATATATCGCGACTTTCGAGACGCGCAGACGGGGTA
+TCTTCTAGAATCGCCCACGTCGGGGCAGACTCGCCACGTCAACAATGAAACTTAAAAGAA
+GAAACAAATTGGAGTGGAAAACATACGCGATAGTGACCATCGATATGTGGGCGCTTGGAC
+CACCTCCTGCTGGAGACTTAAGGTTTGTTAGAATATCACGCTAAGTCAAGCAGGCTCACC
+TGTCGGACGCGCGTACACTGTGTTGTCGGCTCATTAAACAATAGTAGTTCATGAGGCGGG
+ATCGAGGGAAAAATCCCCTTCAGAGTCCCCCCGGGCGCCAAACTGCCCACGGCCTGGCGT
+ATGTAAACTAATTCCCACCTAAGCTTAAATTGGTTTGCGGCGTGTTATGGGAGACTATGT
+TAGCCCCAAACTGAAACTCCCTGCGGCCAGTTACCACTCTAGTTAACGTGTGTAAGACTC
+AACTAACACATCAAAGCCACCGGCCTAAACTGTTCAACTAATATATAGATTGATCAGAAG
+CGACCCACAGCCGGTCCGCTGGCCTCAAGTCTAGACGATTATGTCGGAGTCGGTCCAAGT
+ACAGACGCGCTTAGGACATCGCCTTCATAGACAGAGTATGGTCGTATCCCTAGCAGCCCA
+TCGATCTCAGCAGCGGGAAATTAACCAGAACGCCATACTCTCAACATAGACTATTTTGAT
+GGTGACCCGGCCGAGACGCACTTAGTCATGCGGGCCCTGACCTGGATTGTAGAGGTAGTT
+GGAGAGAGCAGATTCATACCGTTTCGATACGAGATCCCATTAGAGTTCGAAATTACATCC
+CATAACGCTTCCATAAAGCCAACCATTGCTCGGAGTGTGTTGATCTTTGTCTTGGTCCTG
+CTTAAGGCCAGCGTTCTTGAGATTTGTCGTCTCTTTGAAAAGTACGCCCCGGCCGGTCGA
+TAGCGACATCATTCCTACCCGGTCCTTGAGCTATCTCCGTGCTCCTCGTGGATTCTAGCT
+CTGAAGGCACATGAATTCGGACAGGCCCAAGACACACTTCTATGGGCTACTGGTTGAGCT
+ACTCCTTTATACTAAAATTATGTGATCGCCTGTAGCCTACTACCTTATCCAGGCATCAAA
+CTCGCTCAGTTAGTCGCCAGCACAAAGCTTTCGCACATATCTGCAACCCGACCCTCATCG
+TAAAACGTCCTAGGATGTGTCATCAGACTAACTTGCTATTCTGCAACTAGCAGGAACCTA
+CCAGCGACAGTTCTCATAGGCGAATTGACGGTTCGATTTTAATAGAATCTCTAGCCTTCT
+CGTGTGCAATATCATGGCCTCTGCAGCGTATCCCCCCGATCGGGTGCTGACCAGTATAAG
+CGTCTCGAGGTTATACTTGCATGTCGCGCCCATGAGGCTAGAATTCAACTGCGCAGAAGC
+TCGACTGAGATCCCGTGTCCTGGCAAACCACGATCACGGCATGACTAGCCACAGCTATTA
+GGGTAGGACTCCTGCTAAAGCCTGTAATGTGGGTATACCGCCTGGCGAGACGAGACGGTA
+TCGGACTTGTAATGCAACCAGCAAATTGGGCGCGAGTTGGGTTTGCTAGCCACCTGGCAT
+ATTGCTTTCGAATTATAGACAGTGGGGCCGAGGCCTGAGTTTGAGTGTATCCGGAACGCC
+GATGGGCAAACGAGCCGCCGCAGCTTAAGTGATTTGCAGTAAAAGTTTAGAATCAGACTT
+CCGGCAACGATATACGCAGAAGGAAGGTGTTCCTAATCCACGATGTTGTCGTATTTTAGA
+AGACTGAGTATTCCTCCGCGCAGGTGAGGCCCCTGATTCTGGAGGCACACTATAAGGTGC
+CTACTGACATACCGCAGGGTATAGAATACCCAACTACACAGGTTTGTGAGCCGTGCTTCA
+CCTCCCGGGTCTGTACCATAAGCACGTTGCGAGGTCGCCCCACGGCGTCTCGTTCGCATG
+GCGAAACGGGGCTACTGGTTTGCTAAGAATAATAATTAACTGGCACTTTGCCACTATCAG
+AAACCGAGACGCAAAAGCCGGGATCAGCAAGGATTAGGCAAAGAGCAAGTATGAGAGCAT
+AAAGTCAGGTTGACGAATTCACACATGGAGAGCAGCCGCCGGGCTCTGTGATACAGGGCG
+CACGCCAGCGAGTTGCCGTGGCTTCGGCGCATAGGGGCCCGTGAGGCAAGAACTTTCCGC
+TAAGATATTGGTTCCGCGGCAGCTCTACCACCTCGTCTCGCTGGCTCTTGTATATGAGGT
+CATTAGACTGACCGCTGTTATGCCAGATAGGCTCTGGTTGCAGAAAACCCGGAGGGCGTT
+TCATGCGCGAGCCATTATTAGTTTTGATGCACGGAGAGATTCATAATGCAAGATCTTATT
+TGCCTCACGATAAAACTGAGCTTCCCTGTTCGACAATACAGAGAAGGAGGCTAATACGGC
+CTGCAATATCGGAGTGCCGAAAGCCCATCAACTCCTCTATGCGAAGCTAGTATCGCAGCT
+TTACTGACCAATCGTATAGGGCCGTATACCATTGCGTGTCGAAGACAGACGGGAGTTAAA
+CACTAGCGGATTAAGATAAGTCTTGTATCATTTGCATAAAAGCCTCGGGAGTTGAGACTA
+TGACATACAATTACGACTTAACGTCTTCATATGAAATGCACTGATGATACACTCACAATG
+ATTCGACTCATCACCGGTCGTGGTCTCGGAATGAAGCCACCTGCACAACACCCCTATCCT
+ACGGAACGTTGGCACCTGGACCGGCATTCAATTGTGTCCAGCGCACCCGCAATTCGGGGA
+CGTATCTTCAACCTCCCGTGTGATTTTGTACACACCCCGCTTAGCCGTTGCGACTCGAAT
+CGAAAATAGTAGATCTAGAGCTTCCTCTGGCCCTTCAGTGTGCCAGGTTGAGCTCTAAGA
+CAAGGCCGAAGCGGCAGTTTTGTTACGCATCGATCGTTAAGTCTAGTAGTAAGCTTGAAA
+AAACTGACGACCCGCCTAGCGCGGTGTTGTAGCCAAAGGTTTTCGAATCTGCCAGAAGAT
+CGCTTCACAGGTAGTTATTGCAGTCCTCTAATTGATATTGGTCCAGTTCACTGAAGGAAT
+ATTATGTACTTTATGGATGTGAGCGCTCAGGTTTGGGGCCACAATCCCGTCCTTATGTAG
+GAGGACGATCCCGTAAGTACATAGATCTAAAAGTAAAGGGCCCGCGTTGACCTCTGGTAG
+AAATAGGTAGGCCTCTACGGGCGTGCTACAGTATCGACTACGACTCCTGCTTTTGGTAAG
+CTTGCACAAGAGCCTTTCCCCACATCATCCATCTTTACTGTAGTCATGTAGGAGAAGATA
+CTCCACCGAAGGGATAGCTCATGCGATCGACGGGTTACAGCGCCTTATATATCTGTGACT
+ATAAACTGAGGATAACCGTGGTACATCTCTATCTCGTTGTGGGCACCTATTGCTATGATC
+GTCTTCTTATATCTGCCACCTCAGCCAGCCGCCTTCCTTCCTTGACCGCCGTGGAGCAAC
+ACAGTAGCGTTTCCACGCAGAATGACTAGGCGTTTGACGGGCGCGACTAGTTTCTCCTGC
+GTATACGCTCGGGACTCGTGCGTAGAAGCTGTATGGTGGGCACGATCGTCACCTACGCGT
+TACCGGCTCAAATACACACTCACTACAAAAGTAAGGATCACGGCCGCAAAGCTTACCGCT
+GTCTGCTGCTTGGGTGAGCGAGTTCAGGATCCCAGATAGCTGCTCACGCGAGGCGGCTAA
+CACTTACTGGGGGAGACGCACTAGGGATCGTGAATGAGACAAAGCCCTGTAGGAATCGCT
+CTTGGATAGATTGTATCCGGAACATACGATAGGGACCTAGATATGTAACGATCGTTAGGC
+TCCGGTTCTCGACATGCCCGCGCACGCGAACGTCTTCTGGCCGATAACAACTCGAGTGTT
+TCCGGCCCCATTTATTGTGGGCGTAATGAAACCTCAGAGGGTGCTTTAGTTTAGCTCCAA
+GAAGCAGCCCGACGCGTAATAGGAACAGCCTTGAATTTCTACGACCATCTCGATAAACAG
+TGGTAGAGAGCAGTTCCGCTCCAGGCCGTATTAGGGTGCGAGAGAACATCCGGGACTGAG
+TGACAGCTTGAAGAGCGAGGGATTGTCTTGCGATTCCTCCAGGATTTGATCGCAAGTAGT
+CGTGAAAAGGCATAGGAGCCCGTGCTGTTTCGCTGACAGGTCCAGAAACAGAGTACTATC
+GGGAGCCAGTCCGCTTGAGTAGCTCTTGAGCCACGAGAGCGGGTCGCCAGGACCATTCTA
+TCAGTAGAGTTAAAGTCAGTCTTGTTAAGTTTGATAGAAAAACTCCCAGTGGCCCCTTGG
+CAAGCAACGATATGGTCTCGGCAATGCAGGCCACGTGGGCTACAGATTGGACGACCCATA
+GATCTAACTAATACACCTGGTATTGTCAGCGCGTGGGGCACGCGGGGAAATATACACATG
+TAGGGTCGAAAGACTAGAACGAGACCCTAAGGGTGTGCGTGGGACACGAAATTCATCGGC
+CCGGACTGGGGGTCTTGAACTTGACTACCAGAGCGTGTGCAACATTTTTGTAGTATTTGC
+CGAGGGATGGGTTCTAGTCGGGCTCTTACTCGATAGTATATATACTACAGTATCCGATAT
+TCCATCCAGGTCCACGAACCAGCATAAATGTGTATCATGCGAATCTGCCTAACCGACTTC
+GCTTTTTGAGGAATACGTGTCCCGGCGCTCCGGGTAGCGGTATTTGACTTTTGCTTCGGC
+CGGATTGCTTACTATGTCCGGATTGAGCTGCTGATGCGGAAGGTTAGCAATGTTACGAGT
+CCCGACCCTCTTCCCCTCCTAAGGGCTGAGGGGTCATACTAGCTAACGTCCCAACCGCTC
+ATGCTGCCACCTAGCTACCATCAGATTGCGAGATCCTAGTCCGATCGAGTGTTATGCGGC
+GAAATCTTAAAGCTGGCAGTAATACGACGTAAGTGAATTATGGTGCCGGCAAGTAGTACG
+ATCTTACGAGGAACTTCGAAATTTAACACCCGCAGGGGGTCTGCAGGTCAGGCTAGAAGG
+ACTGGTGCAGTATAAAGAATCCAAACTCATAGTCTCGTACATGCTATTCCATACAGCTTT
+ATTGACCCATGTCTATGTAATAATGTCCCGACATAACTTATAGGTTTACAGCTCCCCTGT
+TATGCGTCCTAGAAAGAGCTGCCTCCCTCCCCAGCCTTGGATATCCCGATTTACGGCCAA
+AAGTGCCATCTTGTAGGCCACGAAGATCGATCCGATTAGAAAAACTACTCTGGTCCAACC
+CCGTAAAACTGTACTAGCTATCTAATTGGTGTGGCTCCGGGAAGCCGACTGTACTTCGAA
+CCTGGGGTGACACCGAAGATGAATTGAAGTTAGACTATGTGATAGTCCGTAGTCTTACCA
+CAGCCGTTGCTCGCTCAATGAACGGTCTCATCGCGCGTAGTCCCTGTTTCGGATCCCCAT
+AAACTCGGTGTATCTCACATAGACGAGTTACTATAAATTATCCACATGCGGAATGCACGA
+GTGCTTTGAAGGAGTGGCAATTTCTTCAGTCTATCTATTGAATCCTTGACAGCCAGAACT
+TTAGCGGATTAGGCCTCATCGACATTGCTGACGCTTCACTCCGAACCAAACCTCGGGCTG
+TGATCACTAGATATCAAGACCCAGTGTACGTATAAGAGGCGGGAACAATGGGCAGCTGTG
+GCCTCTCGAGCAGGTACATGCCATATCTTTCGAGCTTCACGCAAATAACGACAGTTGTCA
+GGAGCGCGCGTATCACGGACACCCTCGGTAATGTTATGTGATTTCCGCGTCCAAGTCTCG
+ATATCTTCTCATCTACGGAGATGCGCTCGTCACCGATCGTGAAGTGTGCGCCGGGGCAAC
+AGCCGCGCACAAAACGCGGGTCAAGTACCTTCGAGGAGCCCTCCTCAGCAAACAACTCGC
+AACCCGTTAGTCCCGGTAGTATAGCATCGCCGGGTTATCATAACGGGTTCGGGTCAGGCT
+GGCGTGGCCATATGATAGCGGTACTCGGAGTTACTGTGGAAGCAGACGACATATGCAGGT
+GCGCTAAAATTGGGTGTGAAAGGTTAAGTTCGTTAAGAGCGGTCCCCAAACTCCTTTACA
+ATGCGTACCGTCCTTTATAAACCAATCTTTATCGTTTTTCGACAATTGCTTACGGACGTT
+TCCTCAACGAGTGCTTGAAATAGCGGTAATCGAGCTATTTCGCTTAGCCTAGTCGACCCA
+TCATGTTGGTCTATCCATTTCTCTGACTGGGTGACTGTATGGCCGGAGCTGAGAGAGCCT
+CCCACGTTGAGGGCGCTGTCTCGGGTCCTAGAAGATACATGCCGTTCCCACTTGGTGGTA
+GCTTAAACAAGGTGGTCTTTTAACTGCGTATCAGAAATAGATTGGTGCCACAGCCGAGGC
+ATCCAGCGACGTCTCGCTAATGCCCGGCCGGTGCCAGATAGCGTTATCCATGCCGGCCTC
+TGATCTATAGTATGGAAGGATGGGCGTAGTGCTTTTATTACGTCCCCGGGGACTGACCAT
+GGCCTATAAGGATGGACTAGGTGGACGATGACTTGGGGTATGTGAGATGATCATCCCTGC
+GAGATTGCGGACCGTGTACACCGTTTGCTGTACAAGATGCTATGGAGCAGGAATCGTGCA
+GCCAGGTATTTTAGTACTATGACTGGCACTGTCGAGATCATACACCGCAGGACTCAAGCA
+CGTGATAGGGCCTTGCTTCTCGGATGGAACACGGACCACATACGTACATATGCAACCAGT
+TTGCGTACCTGACGGGAAGCGCTAGCCTCTTCCCATTCGAGTCTTTCGAATAGGGCGCAC
+AGGGGGCGAGCGAAACGCGCGAACGCTCTGCGTTGCGCGGGGCAAGGGATAAGAAAGTCT
+TGTTCCTTCTGTCTGGCAATAAGAGATTTTTCGCGGGCCATTGCCTATTCTCCAATTGGC
+ACTTTTCGTGTGAATGAGCACCCGCCGCACTTGGAGTTGAATCGGCGAACGGGGCGAAAG
+ATGAGCAGGCCATTACGCGCAACACTAGTCGAGGCTTAACCCAATACAGTACCAGCCATT
+ATGCCGCCGTTCTCCAGCGCTACTACTGCAGCAAATAGAACGCACAAGTGCGATTCTCAG
+TAGGCACTAGATCGTAATACAAAGATTCTAAGAGTATTTATTAAACCAAGGGCACCTTAC
+TTTTCGCATTCCGCATACGTACCGCGACCACCGGACAAGCCACAGGAAAGTTTTCTTTAT
+TACGCGAGGATCGATCGTCCACTATCAAAACGGAGTCTCCGCAAGTACAACTAGTCTACT
+TTTATGCCGCACTAAAACCGGGTGCCGACCCGGTGGATTGTGAAGGGCAGCCCTGCTATC
+ACATAGGCACACCAACCTGCGAATCAGCCGGCACTCCAAGTAGCATAACATATTGCCGGC
+AAGCCTTACGTACAGACAAGTTGGAATTATGTTTTTTGATAACTTCCTGATAGAATAACA
+AATATAGTATGACTAACCTTATGCCACGCACCCGCGACATCTTACACACCAGTTAATATA
+AGTGAAAGGGCCGAAAGAGCAGAATAACAGTGCGTGTGCCCCTCATAGAAGGAACCCAGA
+AGGCTGCTTAACAGCTCATCACGTATCGTGAGCTCGAAAAAAACGTCATGAGATCTGAAT
+ATCGTCAGGAATACCCATTCATGCAGGAATTCCAATAAGCGTCTAGCCATCCAATATTAT
+ATATCACAGACGAGGAGATGCCGCCTAATCTGCGTACGAGTGATCAAGACTCAATCGCCA
+ATCCAAGGGCTTGGATCATCTGTGATACGGGGCCGGATTCCACGACGCGATACATGTGCG
+TATGGATGGCCTCCTGTGTGTTTTATAGATATCACAATCACCATCCAACCTTGGGTGAGT
+CTCACCCACCCGCACTCAAGTCCACCCGACTCACCAGTAGATCCTACTTAGTCCTAAGTG
+TGAGCGGCCGAAGGGGAGGGGCCGTATCGGGCTGTTATGACGACTACTCTGTCCACCGAT
+AATTAAGCAAGTGTGACAAAGCCTCCCTTATGGAATGTATTTAAGGCTCCAGCTACAACA
+CTTTGATGCTGAAATCTCGTGTCAGGGTGCGAATCCATGACGGGAAGAACAGTCGTAATG
+TCGAAAGAGTATGAGCGCTCATGTAGTCAACAGTCTCTGACTCGACTAGTTAAATCGGAA
+TCCCGGAGTGGTGCCGCTAGCAACCGTATCGGTCAAGGGGGTAATTTGTTGGTGGTGCCC
+GGCTCACTGCCTGATATCACCGTATCGATGTAGATGTCTCAATACCAAAGCCAGATTACA
+CCAATCTCCGTAAACAACGAAATTTCCTTCCCTACCCCCGCCCCCCTGTAAGAAAGAATA
+AAACGGCGGCTCAAGGCTGCCCGACGACGCGCAGTCAGTATAAGAGAGAACTATTAGGTC
+CAGGAAATTAAGCCCTTCGTGGTCATCCTGCCACGTATCCATAGGCTGACCATGACATTT
+TTACTATAGAGTAACCGCCGAAACAGCTACCGACTCACGGTTATCCACTAGGGATCCCGC
+GCAGAATGTCTTTTACTACTTCCAACTTTTGTCCCTTATCGAACGAATAGGAGTGCTTGG
+AGGAGCAATGTAGGTTAGCCGCCTAAAGCTTCCCAATTATCTACCGAATGTGGCTAGTGT
+ACGGACGCTAGTGTACAATAGTGTCAGAGATTGGAAAAGTTGAGAGGCGGCGGCGGGGCG
+AGCAAATTTGCTAACCGGTACCCCGGGAGTCTACATCTTTTCGGCTATCAGGCGCTATAC
+TATTACTAGCGAATCTAAGTAGGACAACATCATAACTTACTATACCTCTTCGTCTCGTGG
+GACCAATCTACTATGTTGCTAGACATTTGCGTCGTCCGGACGTTTACCACACTTCGTTGC
+TCGACACTAGACGAGGCGCTGTAGTTTCAAGTCGTCCTATTACAGGAAGGTTCGTCGACG
+TGCATATAAAGACCGGCATGTCCTTGTGCACCTACCAACGCAGTCAGAGGTGAACTGTAT
+TCTCGCCAGCCTGTGCCTAGAGACAGGGACGGAAGCCGCTGATACCCCGTCAGTATCCTA
+CTCTCAAGAATGAGTTCCCTAGGGGGGTTACTACTAAACCACGATCACTCGGTTTTCTGC
+AAAGGTCGCCGGGGCACTTATAAGGGCAATTCACTAGTAACACTGGTCAAAAGTGTTACA
+CCCATGGTATTTGAATCGTTGGGTCTGAACCCGACAGCGAATCACGGGATGAAGGCACAC
+GCAGACAGGGACACGTCTAACACTCGGCCACACGTGGTGGCTCAGCCCTTTGTTGAACGT
+TACCACTTACATAGAACGGTTACGGTGGCGAATCCAAACTGGGAGTCATAAATCAGACTC
+AATGTTGATCTCTCATACCAAATTACCCAAGAAAATGCGTGGTTAAAGAGTCTGACCTAG
+TAACTAGCGTAACAAGTAGCTGCATACGGGCCGAACGGCAAAAGTCGTCGTTATAACAGG
+GACTCACGACCCCCTATTATCTGGAGCATCCAACTACGTCGCAGATCGTACGTACTGGAA
+CGAAATCTATTTTTAATTTTCACGCATTCTATGCATTCTATAAACTCCCGTGCCGTCGGT
+TCTGTATTGGGTCGGGGCGGTACGCATCCAGCAAGGGCCCCCAGTGCTTGTGGATGCACG
+GTAATTGAGGAGTAACCAATTGGAGATATAGGCGTGACTTGCGGGTCTGCTTTTCATTTC
+CCAGTACCGCCGCATAAGCGCGTTTAGGCAGACCGGACACATATCGCCACTTTCGCCAAA
+GTCAGTCACACCCGGATAACGGCTTTCCGTCTTTGAAGACTCGTTGCAAGGCTTCCACCG
+TATACCCATTTCGCAGATTACTTTGCTGCACCTCTAGGCCGGGAGCGGATTACACTATGA
+TCATCCCATAACGGGGTTAATGTCAATGCACAAGGATTTAATGACACGGTCCACAAGGGC
+GCTGGATTTCTGATCGCGTGGTTGTAAGCACAAAAGCTCGATTAGGAGCGATCCCTAATC
+TAAACGATTGACTGCCGGGGAATAGTGTTCTCCTTACTACTATGATTTGATAAAGTGCAT
+ACAAAATACACTGGGACTTGCATTAACCTAGGTATGTCGATAGGATAGACTTTCGGACTC
+TCCTTACCACTTAATTCGGACCGAGCACACGGCATTAGCTTTCAGCACGGTGTGACCCCT
+GCCTTACAAGCCCGAGGAGCCATGGTGCGTTGGATTGAATTCCAACCTTGGACATATCGT
+AGAACCGTTTAAAATGCGACCAGAAAAATACCTTAGAAGGCCGGGAAAAACGTCTAACTA
+TTCATGATGCTGATCATAGTGCAAGTGATTACTTTTCGGCTCCCGTTGCGTAGACTTAGC
+AGTGAGGTACCAGAAAGGGAAGGCTGGGTGTGTCGCTGTCCTGGCCCAGACATAACGCCG
+AGTTACCTTTGTAGATTGTATGTACTCCATACCTTTGGACTTGCCTGTACAGAGCTTGTT
+TTTGCCACTGATGCTGCCTGTCACCTGCTTATATACGACAGAACCCCCGCCTTGCCTAGA
+TCCTTATCACCGCCATACCCCTTTTCGCAATAGGCGGGGCAGACGTTTATCGTGAGTCAT
+CTTACCTTACAACAATGATAAGGTTATGTCCCATCTAGCAAACGGTCGCTCGCAGAACAT
+GTGTCTACGGGAGGTTGTTGATCAATCGGGATATGTGACAGCTTTTCTGAAAGCTGAACG
+ATTGGGGGACGAGAGATAAGACTCCGAAAATTTATTATCCATGCGGGTCTCTTTTTATAG
+GTCCGATCGTGACCACATTACAGAGTGAGTTAACGTCAGTACATAGCCGGCACCGTACGG
+ACAAGCGTGCCATAAGGTTTATTTTCCAAGTAGTCTCTCGTCAGGACTAGGAGGAGATGT
+TCCTACCGAGATCTGTATGTGAGCCTGTTCTTGTCGGTCCAATTGTCAAGGGATGCGGCT
+CCTGAAGCAAGTCTACAGTATTATCGTAGGTCATCTTGGCCCTGATGCACTTTGTGATCT
+TCGTCGCATAACAATACGGACTAATCCACGATGTCCACGATGGTTCAATTACTCGTGAGT
+TTGTCGCGATAACCCCCTGTGGACGCCGCCGATCAGAAAGGGCTTTCAACAACTTTATTC
+GCGCTTTGCGAAACGTAGTGCTACGTTCTGGCTGAGTGCCAAAGTCCTCACCCACCTATG
+TCGAACGCTTGCACCATATGTTTAAGTTTTGCTATTTGGGAGACTCTAACAAGACGAGAA
+CGAGCCTGAGTCGGGTGCAACAATCATTGAAACGTCTATAAGAATCTCGACTCCTCTAGT
+AGGTTACCTTCGGCAGCGAAGCTTGGGCAATTCTGGGGGATAGCCAATTATGACGTTTCC
+TGACTGTATCCATTGTCTATGTAGGATCGTGCAAGATTCATCACTCGCGCGCTGGATCAA
+GCTCTGCACGGCGACAGACTGCCCTGGCGACGTGTTGCTTCTCAGCTACCCCGTAAGAGC
+TTCTCGGCCTTTGTGCATCGGAGTAGCACAGTTCGATCGTCCCGCCGGATGGCGGCACGA
+GTAAATTGATGCCGCTCCAAAGATGTCAAGGACCTGTTCTTGCATAGGCGTGATTTTGGC
+GGTATTAATTAGTCCTGTCTAGGGCCTGTCACATTATCGTTACGTCATGGCAGGCCCGTT
+TGTCAAGATCTTGAGTTTAAACAATATGCCCTTTCATGTGCGTATGAAAAGCTTTAACAT
+TTCACACAGCTGTTATGACCACAGTGATTGGCGCTGATTCGTCAATCACATCTATCTTGG
+TAATCGTTACGAATTATGACTCTAAATAGACAGACTTTGGCCTGCTGGAAACTATTTGCG
+TCCGAAAGCCACTCATGGTCCTATACGTTCGGTAATGCAGGAGACGGTAAGAACTAAGAA
+CGGGCAGGATGAGGTTGCCATGGCGTTTCTATGAATGCCTATTACATCTTCTGATCTCTA
+AAATAGACTGGTCACCTGCCGGTTCTTCGGCAACTATAACAGCCACCACCCCTGCTCGGA
+GGTCGTGGTCAATTGCGCCGTGGGTCAACTGTTGAACAAATCGGTATACTAGCCGCGCGG
+TGCTTTACATAACTTCCTCCTATAGTACCAGCTAGAATTGGACTAGTTATGATCTGTGGC
+CTGGCGATTGCACCTTCTCTCAGCCCTAATGATGACAATTCGATGCTAACGCTGATTCCA
+GCGCACCCACATGCAGGCAGAGTAACAAGTCTATAGGCAGATTGCTACGGAGTATACTTT
+ACTGCGCACGACTCGTCTCGATCATCCACAGCACCGTAGTGATTAGTTTTTATGCGATCC
+TGGACGTTGTAGGAAGACAAGTCCGAATGATATCAAATCTTCTAGATATCGTATCTTCCC
+CTTAGTACCCTTCAGATTGCGTTGGATAGCGTGACTTACGGGCCCATCCAAAACGACTCA
+AGGTTTTTTATTCAAGGCTTCGCGCCGTTAGTATGAAACAGGGCGTCTTATAACGACCCA
+GAACCTTAACACACTAGACGGTAGATTATCAACGTAATTCATACGCAATGGTTGTTGTTC
+CCTCCGTTAGCAATGGTGACTGGTCGGACCTCGTCGCCGCCATATGGTATTAACACACTA
+GAATATAATCTTCTCTGTTGTTGGCTGCCGGAACATCCGCGAGGGCCAAGGTTTATCCTT
+GCTATATCCGGTAGCCCGCGAACCGTAGAACTTCAGCATTTGAGGTCTGCAGCAGGTCAA
+GATGCTGCTGAGCCAACGTCAGTTGAGATCTTGCCGTTAGAACGTCTACAGCACCGAACA
+CCCTTGGTCGGCCTATGACATGTTGAGTGTTCAGCTAAAGGAACCATGAGTCCTTAAGAC
+GGGACGGGTTACCGTTACCAAGAGTCCAGCTTCAACCCGAGTGTCCTTGGTGTAGTGGTA
+AAGCGTTCATACGGCGTGCGGGGTCTGACGTCAACCGCGTAAGCGGAGTCGCAACGCCGA
+CAGCTTCCCGTAATCCTCGTGGTATAACAACTGTGTAGACTTCAAGGGCAAAGTAATTCG
+CACATATAGAAATTGCATCTTCTCCGTCTACTGTCGATACATTAGGCTTCACGACTGGAA
+GTATTTGACATCAATTGTTGTACAAAGTTGTCGTAGCGGATCCTGCGCAAACCGTTCGTT
+ATGCATTGTAGAGTGAAGCGCATAATTTATCGAGATCGGCTCCAAGAACAGGTGGGGCCC
+AACTTTTTAGCAGGCCCGAGAACTAATCGGACTCACATAAAGGGGCAAAATGGCTAGCAC
+GAAGCGAGGTGCCTCCTGCGATGACCTCCGCCGCTCGGGCGATGCGGGTGCATGGCGCAC
+TAACAAACCCGTAATGGATTATTGTCACAACCCGTCTCCTCCGAGGCCGGTCATAATTCA
+ACCATATGCCGTCCTCCTCACATAATAAGTAGACTCGTGATCAGAACGCCATTATGGTAT
+GGTATACCACTTACGTGTTTCTCGTGACCTGATGCAGCGAGAGGGGGTTCCGTGTACTGA
+GATGTTACGACCGCAATCCCTTCGTCGTGAAATAGTAATGCTCGATTATGCATTACTGTG
+CATGGCATTTGGGAGAAGCCTCACTGCTTATCATCATCGAGGGCTATATACTCCGCGTAG
+TGGGGCAGCGGGCTGGATAGGACATCGTTCACGAGTTGAAAGGTCGGATGTCCTCGATAT
+TCAGCGGGCCCGGAAGATAATCGTTAACCTGTCTATACAGTCAGTCTCCTATTGGAGAGA
+TTGCCTACCAGCTTCTCATCTATGACAGTGCATGGAATCTTCCTGGAGGGACGGTACCGG
+ACGGTTGATTTCATCGGGCATTCGGCGTGAACGGGCATATTTCACGATTCTACTGGGACT
+CGTGATTTTAGCACTGCTCTTCTCTTTATGGAGACAATATAGGTGGCCGCATTGTGCCCG
+GCGTTCAGAGTATATGATATTCCCCGTGGGCAAGCTTTCGATAAGTATCGGCGTAGCCAT
+AAAGAATGTGCTTGGGTCCAGGGGGTAAACCTGCTGTGCCACCTTCACTAAACGTGAGGG
+CGAATCGGCGATGTGTCCCGCACAAACGGCGGCTTACGAGCAGCCTGATGCCTGTATCCC
+GACTGACACACTGGCACAGTTATATAAGGTTGATTATAGCCTGCGTTGATTGATGATACA
+GCCCCCAATTTGACAAAATCGACATCGCTCGCATGATGGAGGGTAAGAGCTTGGGTCACG
+GGCCTTCTGCTCACACCAGTGCGTTCATTATATGTTATAACATTGCAATCGGGTTATACC
+CGGACCTAAATCATATCGATGGACGAGTCCCTCGAACGGGAACCTGAAGCGTGTATGATG
+GTGCCCCGATGCAGAACGGGGGTAGGCCAAGCCTCGTCGATTCAGGGTTCCCCATTCTGT
+TCTGCAACGGGAGAACAAAAATACAAATTGTACGGAGTTGGTTGTCCTTCATTCCTGGGA
+GCCACACATCTCCTATACAGTGGAAAAGTACCGCGTTGAGCGTCTCCGGTTGTGTCAGTT
+GCAGCGGGGTCGTAATTTTCGCAAAAGTAGCCATCAGGTACCGCAGGCGACTCTTAACGT
+TTCCGACTTGAATGTGTAAGAGCCGCATGCGTGAGCAGCCGTTGTATTTTCAAGAAACGG
+CTTAAGGGAGAATTCGATGTACAGCAGTGATCGAACGCCAGGTCTTTGCAGTGCATCATA
+ATGCTTGATGACCGGTGCCAAATGTATGCTGAATACCACCGGTATGGTCAAAGGCACCTA
+CCGGAAACATTATCACGGGGTTAGACGCCTGCTCATAATGAGGCCCAGTCATATTACATG
+TCTTGTTCTGAGCGTGGGCCCCTTGGAAAGTTATATATCATCCGATGCCGTTCAAGCGAG
+CTGGTGGCCCGCTCAATGGCGCCTCGGAAGACCGCCGCTGCCGCGGTGCACCCGACCGGA
+GTTTTGCATTGCTTAATTTTCGAGAAATAGGGAAACGCAATTTGCGGAGACGGACAGGGC
+GATTGCAGGTCCTTAAATACGCTTACATTTACTTAATACCGCATGATAGATCAAGACGGA
+GAATGGCGAACAAGTCAATACATAGGACCTATTGCTGGATATGTACTTCAGATCCATTTG
+GGATCGGACACGTAGCGAAACCGTTGTCGGGGCTCCTACAGAGAGATTTTGTTTAAGGTA
+TAAGGTTCAGACGAGGGATCAGGAGTCTATTTCCCTATTTCCCGGAGTCGATACATTCTT
+GTTGCCCCGCCCACCGGCTGGGGCTTGTGGGCGTCAGGGAGTCCTACAGACAATCTTTGC
+TGTGTTAGGAGAGCGTAGCCCGTATTTAAATCGCAAACGCTTCGAGCCACTGAAGTTAGG
+GTAAAGACGTTCTCATTGAAACTACTACTTTTTCCGGCCGAGATCACATATCGAGGCGGA
+CTTTAAAGGCTAGCCGGGGAGCCTTATGTGTAAGGAGACAACTTGATTCATGTTCTTATC
+CGAGGAACGATCTCGCGGGAACCAGACACAGTTGCAGCTGCCTCTGCCCAAAATGCCCGA
+AGGGAACGCGCGAACCGACTTGTTCTGCATGAAAACAGATAGCTGGGTGGTTCATTGGAC
+GTCACGTGAATCGGTTATCGTCAAAGCTGTCGGCACTATTACAGTAATTGTGGACTGTAA
+CTGCACTGCGCTCACTGCGCCAAGAATATGCTGCGCATGTCTTCTTCTAACCAATGCCTC
+TGTGCTTCCGTTGTTCGTCGCAGAGAAAAGGCATGGTCAAACCAATCATAGACCGTAATG
+TACGGGGAGGATGCATCTATCGGCAGGCATCCTGTAGAACAATAATTAACCACTGCGTTG
+AACGTACACCCAGGAACCAGACTAATAGAGCTCACGAATCCATTGCCGCGGTCCATGGGT
+GCGGACGGCGGCTCGCTTTAACCGCGCCCTTTACTGAGTGTGTTAGTGAGAACGACTCCG
+TAGTAGGTCGCTCCATCGTTTGACTTGTCCCGTTAGTTATTGACCCCTAACGCTAGGAAT
+CCCACATCCTTGTACCGTCGGGGCGAAGGTTGGCTTTTTTGGCTCAGTTGTACAGATCCA
+ATTCTGGAAGAATCGCTCAGTAGTACCATAACCCATAAGCTTAAGCCTCGGAGGCCGATA
+AACAGCCGATCACTGTCGAAATGAAGCAACACCTCTAGTGAGGATGCTACCTGTAGGCGT
+CCAGGACTAGAGGAAAGGGGGCTTAGAGCCAGGGAAAACCATGACATGTCACCCCGGTTG
+GAATGCATATTTTAAACAACTACTCTTAAAGTATTTGCACCTTTCGGGCTGGAGACGACG
+TTGAAGGCTGGACGTCAGTCGCGGGCATATGCCGGCCACATCTTAACGCACACAGGATTG
+AAATTCGTACTAAAGCGTATATTACAGTGGTCTGGCCCAAGGAAACAATCGACAGCCGCA
+GCCCTTGAAGCTACGTCGCATACTCGTTAGCGTGGAGCTAAGCTGGCCGGATAAATGATC
+AAGACGGACCACCCAATACAAGACGTTCTTCATGTAACCCTCTTAGCAACTGCGGTAGTC
+GAGGACTTCGTCGAGTTGAGCATGAGATCCGGGTTTGGTGATAACCTTGGGGGGCAGAGA
+AGAAGTGCAGACATTGCCCCTTAAGTGGGTGGACTGGAATGAATTAATGGGATCGAATTA
+TTAGGTGAATAGAGTTGATTCGAAGACACTTCATTACATCCACACTCTCGTCACGTGAGA
+ATTCAAATTCGGTAGAGCGGTACGTGAAGACTTTATAAATCTCTTAAGCTGCGGACGCTA
+ATAAGACACAACGACGCCCGGATGCCCGGAGCACACTTAATGGCTTAAGCCAGTACAGGT
+GGGGTGTGCGACACAAATAGCTCCATGCACTTACGTCATGTCCATGCATTCGGAACCCTC
+GTCAAACCTCAACGGTAAAGGATAGTGTTTATACGCGCGCTGAATTCGCATCGATTAATT
+TAACTGAAGCCCAGACCCACCACTAGGACCGCTATGAAGCCAAGCACTCAACGAGGCATC
+TCTAGATTCTGGAGTCAGTTACCGTTTTAGACTTTCAGTCGCGTACTACCTGTTTAAAGG
+GTCAGCCGTGACAACGGGGGACATTACTAGATCGTTCCAATCGACCGTATGTGTCTAAGA
+CTCTGGCAACATTGGGACTACCCGATCTTATAAGCACCCGACTGGGACGTATTGATATTA
+CACCAGCTATTTAAGATTTTACGGGCACTCCGAGTGACGCACACCCTTAAGTGGCACCGC
+CATAATCACTATACGCAGATGGCCTCACGACCCGGTTGCGACTTTTAGGTCACGGCCACA
+CACCTGCGGCCTCCGACTAGGTCAACATGTTATTGGATGCAAGCTTTTTCTTGGGTTTGA
+GCGTTCCTGCTTTGTTCGATTGGTACAGGTCGGCGCTATCAGGTGATCAATGGTGAGTGG
+GTGGTCCTTACAAGCTCAAGTCACGCCTCGGGTGAGCCCAGACGCGTCGCTTAATCAGCC
+TAGAGTAGTACTTCCAAGGGGAAGCCCTGATGCAAGACGCGGGATTCTTAGTAATCGTAC
+GCGACACGAACCGTCCCCCTGCTGGTAGTATGTCTCTGAAGATACTACTAAAACTCAGAT
+AAATTCGGACGCATACTCCTGTACCAGGCGCTCGATGATCGATAACCTTAAGTAGAGGAC
+CAAAAGTTCGAATCTACTGAAGCAGAGCGTATAATCCTGTCTCAACACCGTACACAATCT
+GTGACTATAGTGGGTGGCTATTTAACGGCCTCTTTGGGCTCTAATATAAGCTCTAGCATG
+TTCATGGGTAGTACTAGCCTGGGAGGCGGCGAAGAAGGCGCTCTGGTCAGTTTCGGTGGG
+CGTCACACAGGTTCGTGTAGTAAGCGATGTGCAGCAAATCTGAGATGCACGCTTATCCCT
+CGAATAACCGGTTTCAGTCTCTGACGAAGGGTATCTGTGCTCGCGCAGTACAAGGTATAA
+AACGCTCCAGCTGTCTGCCAAACGCGGCGCGTACTGTTACCGGGGGAGCTAAGGCGGGGC
+CATTCCGTCTGGGCGTGACTCCGCCCCCTGTTAATGTCACCTCGTGCGCTATTAGGGTGC
+CTGCAGGGTTGCTATGGCTGTCAATGATCTTACCGATATCCAGCCGCGGACACAAAAAGC
+CGATATCGGCATTGCTTGGGGCACGTAGGGAGCCGGCCACTTTATGTTCGCGCGAGCCCG
+ACACGTGCTAGACACAGGGGGGCTTTTAAGAGATTCCAAATCTATTGTCTGGCCTCCAGA
+AGTTTGGTTAGCATCGCCGATATTTACTTACAAGCACAAGGTGCAACTTTCGATTTCAAT
+GGAAAAGGCTGAGTATCAGTCTTCGCGCGCATTCGCGATCATGGTAATAGCAGAGGCACC
+CAAGCGTCGATGTTAAGGGAACGAAAATCCCGTAAGATTATCCCACTATTTGTGGCAGTC
+ATCTCGATCATGCGGTTACTCCATTGTGACGTCCTATACCCGATTCGATGGCGCTAGGCT
+TACGGAAGCCACACACTAAGGTTTGCTTCAATGTCTTATAGAGGGTCGGGGTACGGTTGC
+ATACTCGATAGCGTCGTCACGTTTACTCGATTCAGAGATGGCGTCCCGATAATATCGTTG
+CTTAAACCCGGATCCCTGTTTCTCTCAACAAAGCGCTATCCCTTAACCAGGGAGACGAGC
+GCTCAAAAGCCGAACAGAGTGATCGGACAATTGCAATCTATGTTACAATATCCAACTGTA
+GACGGGTGTCTCAGTCGGTCGTTACCTTTATTACGAAGGACCGGAGAGGCGCGAGTAGCT
+CTGTACCAACGACCTAGACTGCTACGAATGTAATTTTAACACACGCCGATTTGTCCGACC
+CTGAGGTCGCGTGGCACGTGCCGCGTCGAGGCTCAAGCCTCATGCGCTATGTCCCCGTTA
+TGCGGACCGTCCTTCTACCCCCCTTCGATCCGCTACGTGTGGTGGTCGTCACCGAGACCC
+GGAGTAACAGGTCTGCAGATGCAGGCCATTTTGCTCGCCACACAGAATCGGAAGGTGTCT
+GAGTTACCGCTACTGCTACTGGCTAAGAAACTCTTTTCGCCCAATCGAACGCAAACTGGT
+GCGGTGGAGTTGCAGCAGTCGGTCCCACGGCACGAAGCGCCACATGACTTTCAGATGCCG
+CCCCGTGACTTTATATTTAACGCTGTCAAGACCACTACTCTGCCGGTCTGGACGGTGGAA
+GGCTTATGCCAGGTAGTACTTGGCCTCGGTGAAGGTCCTAACTGGACGTTGTGACTGCAC
+GCGGGAGGATTTAGATGACAGCATGCCGAGGTATTAGTTATACCAGGTGGACCCCGTCGC
+CACAAGACCTCAAATAATCGGCAATGCTGCTAACGGGCGGGAATGTACGGGTGACACGCA
+CTCTTACGTAATCCAGAGTGCATAATTTAGCACTGACATAAGACTCCTAGGCGCAAGTTG
+ATCCTGCGTAGAAGGTTAAGGGTGGCGTAGCTCTGCGTTCCGACAGTTTAGCGAGGTTCA
+TTCATCTTCTAGCTTAATCATCATATTTTTTGCAAAGTGTTCGGGCAGACTGAAGGGATT
+CCATGTTGAAGCCGCGGAATAATGCAGGACTGATCCGTATATTGGCCGTGCAGCATTAAG
+TATTGCTGCACCGGCAGAGAGCTTCGTGGCGGTCGTGATCTGCTTTGGGGTCCAGGACCG
+GAGTCGGCACGTGCCCTGTCATACGCGCAGAGGGGACAATCTTAATGAATCCTGTTTTCA
+ATTTCCGCATTCCCGCATTCGCTTATCGTGTCCCATACATGTAAAAGGGAATCTTGATAA
+CTGGCGATTCCCTGCGGTAATCCCCCTGTGCGAGTCTACACGACTCGATGTGCACAAGGT
+CACCGGAAGCCATGGTTCGACGTACCCGTCCATAGTTCGACCTCAAGTGCAAACTCTTTG
+CTGGGGAATAGTCCTCATCTCGGTCTAGAGCGTTCAACGATGGGGGAAGAGGCTGCTAAA
+AATGTTACACCAGGGGGCTGTACCTCATCTTATCACCCAGATCGGTCCTGAAAGGTGTTA
+TAACTTAGCGGTCTGCACTAGCAAGCCATTGCTTCCCGTTGACAAGTTCGCGCCCAATGA
+TCGGCTAGTGCGCTCCCGATAGAGGGGTGATATAACGGCCGTTGACTGGGCCAACCAAGT
+CGACGGTCCAGTGCTCAGTGATAATCTCCTGTATCCTACGATTGTAACCAAGAAAGAAAT
+GTATTCTCGAAATTACCTGTAACTCTAGGATCCGTAACCCGACTAAGTCTACTCGTGACC
+GCATCTCGGTTCAATTGGCACTTATGACGAGCCAAACATGCACTTTAACTGTGCGCACTT
+TAACAGGCGTGGTGGCTCTTGCGCTACGATTTGGCCTACAGAAAAACTCACGGGTGACTA
+TGAAGCCGCGGCGGTGATGAAGAGGCTATCTGGGTGCTCTGAAATCTGTGCATAGGTGGC
+CCGCGATAGGGTCTCCAAGGGGATATACAAATGACGGGAGAAGCTGCCTTTAGGATCAAG
+CCGTGGGAGCACACCGGGAATCCACCTAATTCACACGCACAAATGGATGGACGCACTCGA
+CGAGTCGAATACTAAGAAACCCAAGGCTCGCAGCCGGCCCACCGAAAGGCCTATGACCGT
+CGTATATACTTCCACGTCCTTCACATCAGTGTACTCATCTGCAGCAAAGATTGATGCAGA
+GACGCCGCTAACACTTCCCCCTACCTCTAAGTGTGCGTATACCATATGCGTGATAAATGG
+ATCTCCTAGGTTTCATCGGGTGCTCGAAAGGTTGAACTGTTCAGGGATCTTATTAAACCT
+AAATAGTTATGAGGCGCGAGTATTTATAACATACTTATAACCGACGCCACCGGCAGTTAC
+GGCCTGAAAAGTTTTGCTCCGTCTCAGATCGATTCGCGATTGATCACAAACGCTAACCCC
+AGGACTCCTTAATACTATAAAGGGATCACCGCAAGGGGAGGAGTAACCATCTAAAACTGG
+GTCCGCGTCATACACTACCCCCAACGAGGGTCCACCCTGCTGCGTCGAGCGTCGCTAACT
+CGTCCGGGTTCCGTGGATAGATTGTGAAACATGCGAGTTTCCTCCTTTCACTCGGAAGAA
+GTGCGCTGTAAGCGAACATTGACCCCTCCCCCGTAAAACTCGGTATGTCCAATTGCCTTG
+CACATGCGCCCACAGAGATACACTAACAGCCCCAGCTAGAAAGCCCTAGAGTATAATCTC
+GTTCTGCTCGAAAACCGCATTAGGACAGCCCAGTTTGGCATAGTTCCTGACAAAAAAATC
+GTCCGGAGTGATGCATTCCCGATTTAAGGACAAAATGACAAAAGGTTGGAGCCTCAACCA
+AGCCCCATTTATCAGCAACTCAACCTCTATAACCTCAAAAATAATTACAAACAGGATATC
+TCCCTGAGTAGGGGCACGCCCGAGACAGGAGCATCTGACCTTGTAACTCGACACGTCCGC
+CCTCCACTTTTAATCAGTGCGCCTGGGGTATAGCAAGTCCCCCACCTCGTTGGGCCTTAA
+AACAAGAGGGGTAGGTCGGTGTCTATCATTTACCGCGGTAGTTGGGAGATAGAAACCGAT
+TAAGCACACCCTGGTTAGGTCCGCGAAGGTTGGCGGGACGCTGGGTCTGAGATTGTAAAT
+ATCCGCCTAGCTCTCCGCTCTTCTCCGCGTAACGAGGCGGGTTGGGCAGACTCACGCGCT
+ACATGCTGTCTGTACAAGTTATAACGACCGGCCTTGAGCTCAACCGGCAGGGAAGTCACG
+CCAGGCTTGAAGAATATCACAGGCAGTTGTCCTGTCTTGGTACCGGGTAACCTACGTCTC
+TAAAGTAAATCTGATTCTCATTGATGATGTTGATCTACAAAGAGATGATACCGTAGAGGA
+TCTATCTCTAGGTCTCACGCTAGCGGTCGCGCTATTTGACCGAACGCCGATAATCCCGGA
+AGTCCGCCACTCCCTCTTCCTACTAGCTGTCCCCGAAAATGACGACCAGTGAGATAGCCA
+AGTATGAATCGCAGTGATGAATTATGAAACGAGCGACAAGCCTTCGGACTTACGCAAGAA
+ACGACACACATCAGCAGTACCTGTAATTTACAGCTAGATGTACCTGCGCATACAGACGGC
+ATACTCGTTTATGAGACTAGCGTAGTATTGTCGCCGAACTAGCAAACGCACTAAAAGGTA
+GCTCCCTAGTCTGAGAGTGCCTTGTTACATATCGTTAAGTCCGGGTCTGTCTCTCTACCG
+GACAGGGCGCGGACCCTCCACTTCATCGGGCTTACGTGACTATTAACACACAGAACGGAG
+AACTACGGTTACTGGATTTTCGTGTCTATATAGCACGTGTGGCCCCAGACGCAACGGAGG
+CGTTTTCAATCCCCGATTCTGAAATTCGGAGTTTATTTTTCACTGTGTTACCGAGAGGGA
+AGAAATACACCATCAGGTGGCAGGGTATTTGTAGTACTGTTTGACTATGGAGATGATAAT
+CGTTAGGCTATGGTTCTTAGTCCCTCGTATGCTGAAAATGATTGACTTCTACACGTGCCG
+CTACCGACTAGGACGCAAACTCGTGCGCCCAGCCATCAATTGCACCGCACGGCGAATTCC
+GAAAGGCTTCGGGTATCGTGGTGGGCCTCTAATGTGCTACTATGCCGTCGGGGTGGCGAT
+AGTAAGCTGCTGAGTTTGCCTTACGGGATATTCACTGCAAGCCCATATCGCCTTTAAGCG
+GAACTTGCTCTTTTTTCAGTGAGTCCACTCACCGGCGACGGCTCTATCTAGCGCTACATT
+TCTCACCTGGATGGGGGACGGCCCAGAGGCTGAGTGCTTCCTAGCTGCAGGCGCACGTGT
+GTAGTATCCTGTAAGCAGTCGGGTAGTGAAGCGCGCCCGACTGGTGACTTGTACTAGCAG
+ATGGGGAACCATTATGACGACTCTTTAGGCATTCCATGAGTAGTCCGGATGGGGGTTGAC
+CAGCTACCTAATCCCAGCCCTCCAGATGGCCTGATGTGCGGGCTTGTTTTAAGAAGAAGG
+TCCTGCCGACTGGGGATCTCCCCAGTCGTGTATCCGTAGGAGAGTTATGTTAGCGTGAAA
+AATAGCCATTAGGCCGGGACCCCCGTTGGAGTAGGTAACCCGTGCAAGACCCGGTTTCGT
+CGCTTAGACCTGGCTGCGAAACAAACGGAATCCTATCTATTTGTACATTGCCATCAAAAA
+TTTCTCGCGACATGAAACTGGAAAAGTAGCCAGCCACGTGGAATGTACATTAGTTCCACA
+CCTTCCAGCCTCCCGTCGCGAGTATAGATACTGCTTTATGATCTCATCCTCAGGCTTTCA
+TCCTCGGGGAGAGGCACCGAGTCCGTGGGACGCGCGTGGCACTAGGTGGGTATCGGGAAT
+TGCGCAGTTCGTAACTCCTCCTAGTTGAGTTGAGCTTTTCATTAAGCGGGACCGTATATG
+CACGTGGTTGAATTCTCGCGATTTGTTGAGCAGGATGATACTAACACCGCGAAAACGAGA
+TTGACTGAGCTATGACTCGTTAACAAATCAACTCAGTCCTATCACGGCTTTCGTCGGTCG
+GGGTTGTTTGATTTCATCTTCAACTTCTTATATAACCCCTACGCCAGACCCATCTAAGCT
+TGTCTGGATAAGAATACTCGAACGCCGGCCTGCACCTTACACTGATAATACAAAGGCTGT
+GTGCGTACGTTCCAATGATATTTCCTAAAACTCGTTAACCCATAGTAGGGGACGCTCCTC
+GCAGGAGTCTAGTCGACACGCAACCGTGGACTTCGCCCCATGTTTAGGCCACCCGATTGT
+ATAGACCAAATGACCCAGAAGCATTACTTTATCGTGGGCGGGTAGTTTGTAGACACGATC
+GGTGTGGTGGAATCTTTGCGGGCTGTCTCCTCGTTATCCCTTGTCATGGATGGGATGACA
+CCGTCTGACTGCCATCAACTCGAATTCTACACGGCGGGTGTAGCTCCACCGCACGGGGGT
+CTTGAGTGTCGCATTCATCCCGGTTGAATCAACGCTACCTGGAGCACCGGAAACTTTACG
+GTATAAAAATATCGAATGTTGTGCCCGGGGAGGATCGAGGGATGAATCGGCCGCTGTACG
+CGGGGACCCTGCATTCGCTGTCTAGAGTTAGTGGTGCCAAAGTGCGGACGACAACCTAGG
+CATCGCCTTAAGACTAGTTGGTACATCGCGACCTCGCCCAAACCCGCATCTTCGCGTGTC
+AGTATGCCTCCAAGTAAGGGATATGGGTCTGCCGTAGTACGAGTGGGCGACCGGTCCGAT
+CTTCACTGTTACCATATCATGTTAAGAGGTCTGGAATTAGTAGCAGACACTCAACCGTGA
+TAAATGTTTAGTCAACACTGATGTGGAAGCACGACGAACTGCAAAGTCAGTTAGCAATTA
+CCATCAAACGAAGTTGTCGCGGTCCTGTAGGTACACACCGAGCATTGGACGGTACCTATG
+CTATGTAAGCGCGCAGCACGCTAGGTTGCCAACCTATCCCCATCGTTCACCGATATGCCA
+ACACTGACACGTACCCCTGGGGTTGACCTCTGGAAAGCTCTGAGCAAACATTCGGGGGCC
+GCGACAATCCAAGAAAAAGACTCGGAACGCGCGCGTAATTGAGCGTGGTGCGATTTTGGA
+GCTTGCTCATGCGGAAAACGTTGGTGTCCCAAAACACGTCCGACCAACGGTCAACGGCAA
+GCCGTTGATTGCAGGATCCTGTCATCTGCTTCAGAAATTAATTCGGCGCCCACTGGGTGA
+ACCAGCCGAGCTACGCTAGTATAGTGATTGGCAGTTGCTTCAGAGAAGAACTGATGATCA
+TGGAACGGGATAGACTCCCAAAACTCATACAAGACGTTCAGCTCGCCTACCCTGATATTA
+CGGAAAAGGACTTTAAGATGAAAGACTGCACCGGAGTGCTGAGAAGGCCATATCGAAACC
+CGGCTATGTGGCGGCTAAGTCCGCGGCTTATGTACGGCGCTATGGGTGGACGACCTGGTA
+TCCTACTTTCTACCTCTCCACCTCGGATGCTAATTAAAACAGCATCGAGACCACTGATCT
+CGTTGTGTCGCATGCGACTCTTTGTCGCGGTTCCGGTTGGGTGCCCTAGACCCCTGCGCA
+TTTAGAGGAGAAGTAACCCGTACACATCGCCTCCTGGTGTTTATCTCCGCAAGGCGGCAC
+ACGCGGACGCCCGTCTATCGAGACGCTAGCGATTTCCACTGAGCCCTATTTGTGTCGGAT
+ATTTAGAGTCGCCCCCTTCGTACTGTAGCCGAAATGTCGTACCACGTAGATTCTAGACAC
+TCTGACCATAGACTGGAAACCACAAGTGCGAAGTCGACGGACGCGAGCAAGGAGGGTGGA
+ATAAGCACAGGGTAGACTGTATATACACCTAGGCCCCATGAGACCAGGTGATCAAAACTG
+GGGTGTGCTTTGGGAGTCTAAGTCATGGATTCTTTGTTTGCGGAGTCTCACAGGCTACTA
+AGTAATGCCTATTTGACACGAACGTCCGTGATGGCCAATTATCAACCGAGTTTATTGTCG
+AGTTATACTAGATGTGAGGCAAGGGGTGGGGGCTAGGGTGGTAACAATTCACCATGCAAG
+CCGACATCTATCTCGGGCATTACTTCTTATCGGCCGATGGAAAGCTCTGCTGGCGAGAAA
+CATTCACCCATTCATACAAGTTAGGAGGTATGGATCCTGACACTAAATTCTATACGGCAA
+TTTGTGACTGCGATCGTGGGCATGTCGGTGAGTATTGCAGTCTAAGCACCTCGGACAATA
+GCATTTTAACCTCTGGGTATACGTGCAGGCTCCGAATTTTGCTGTTTCAACCGATGAGAA
+CAGTTATTTTAGACGAGGCAAAGGACCAGACCGGGTGTGTGTTGAGAATAGCCTTCTAAA
+GACTGGTGAGCGTGGCTTAGCACAAACCCACTGTATTTCTATGCCCGGTGCAATTCTAGG
+AGAATCCCGTTTGGAATAATCGTTGGGTTCATAAATCATTAACGGATATCGCGCTGCTGT
+GCATTGTTCGCTAGCTTCGCCCTAACTTACTTTAAATATGTACATGCTGACGTCACAGCA
+AAAGCTTTATTTTCCACATTCGGGGATTACCGGAGGTCAAAGACCCCTATAGTCGAGACA
+ATGTTTACAGCGGACACCATGCACCCAGGTATATCATATGTATACACGTGGTCTATTTCT
+AAGAATCCAGCACCGAGGTAGCCCCAAGCGCTTACTCAACGCCCTTTGGATGCCGAATAC
+AGTTTCACAGGTTTGGACGGTGCTCCTACGAGTTCGTAGTGGTCACGTCACATGGAGTGA
+ATAGGTCGTGTCAGAAGTTCACTAAAGGTTCGGGTGATTCAGCGCGCGGGCCCACCCGCG
+GGGCTCCTGCCATGAATAGGCTGTCTTTTAGAATTTACCTGCACTGTCGTGGCGAAGCCG
+AGTAGTTGCCCATATCAAAAAAGATCCCAGCAGAATATGTGAGCGGCAATCTGTCTATGG
+GCCGCTCGCGCCGTAGTCTCGAGGACTGACCCCGGTTCGCGGCGCTGTTACTAACTCGTG
+CTTCTTGTCAGGGCCTGGAGATAGCAGCCCCCTCCATTGTAGGCCAATTAACCCCATTCT
+CACTCTATCACTTCTAACATAAAGACCGAAAGCGTGGACGGGGGTAAGAGCAAAGTACAC
+ATGAGATAAATTAAATATTGGGATGTTCCCCAGCGTGGGCTTCTTACATGGGCGGTGGAG
+GTTAGTTTCGGCATTAGAGCTCCTACGTTGTGAGTATGGTGTGTCTCGCCGTACGGAGCC
+TCACTGATGTTGAGAAATCCGCCTAGGATTTTCATTTACCTCATGCAGTCGAGAGGTCAC
+CACCAAACAGTCTATTTTAAATTATAAGACCATCGGGTCGTTCTATCACCGAATCGCCCA
+ACGCTAACGACTGGGTCACACCACGATGATCGTCCGGGCCACAGCGGGGGTCAATGCTGG
+CGGTCCCTTCTGCGGCGTTGCCACGTTTATCTAGAGCGCAACATTAATGGGGTAGAGGAG
+AGATCTGAGTAGCGCTCCCTATAGTCGTATTGTGAATAACCGTACGTCATCGTGAGTGGT
+GGTGGCCACCTCCGAACGACTAGCCTAGCTATTGCCCCGTAAGATCCGAAACGCGCCTTG
+CCCCAAATAATATTATGGTCACTGATTGTTGAATTGATGGACGGCACTTGTAACATAACC
+TCTAAAGGTACATTGGGGTGGGAGACTCTTGGTTTTCAGACATTTATCACAGCATCTATC
+CGACAAGCGCTAGTGTATCTTAAAAAAGACAGCGATAGACTGTCGAGCGTAAACTTGTCT
+AACAGGCTGCTTTCGATTCCTGAGCTTACATCGCACCGTCATGCGCACTTTGTGCATATC
+CACCCGCATTAGTTTAAGACGGTCCACCCGGATCTGGAGTTTGTATCAGTATTCAGGCAC
+CGTAGATGTAGCTTTACGCTTGCGTAAAAGGCGAATTTTACACAAAAGGGTTTCATAACG
+GTACCCACGCATGGAGCTTAGCCAAATCTGTAAGATCCTTCACCACGTCGTCACGGAAGT
+TTCAAAGTGCACCAAAAGAATAAAATCGGTTAGCAACATGGTGTTCATCGTTCTCTGGCT
+GCTGGACACGCCAAAGCGTTAGTAATAATGGTGTCTGTTTGTATATATTTAACTCGCGGG
+TTGCGAAGCACGTATAGATGATTGAAGTCTAATTAATATCCGCTTTTGCTACCTCTCGAA
+GTGGGTGCGCGACGGCCAAATACATCAATCGGAGGGGCATAGGAATAAACCGTGTGCTTC
+GGCGAGCGCGCTTATATACACCTCCCAACGCCCCGCTCGGTTAACGCGTGTTACAACGGA
+GTCTGTATCTCCATTACAATTGATCGGGCGGTGTGCTACCTCGCCCAGATATTCTCGTGT
+GAACCTGTCGCCTTGAGCGAGGAGGGCTATCTGAGCAGCGTAGACCGTTTGGACTTGCTT
+CTAAGCCAATGTTAGTGCAATCCGTCGCGAACCATGGGAGAGGCGATCCCTAGTCAGAGT
+CGACCCCGAACACCCTAACCCCCACAACGTGTGACTACCTGCATCATTCACGTCCATCAT
+AGAACAACTATTAGGATGACTAGGCCTATGGCTACAGGTTAGTGGTGCGACTGGACGCAT
+TTGGCAATTGCACGGTCCGGCATATATGTCTCCTGTCAGTTTAGCAGGGGAGACTGCCTG
+CCATCCGGTGGAGACAAATGGTTGTGTATTGGTTACTTTGGGATAATGCGAAGCGATACA
+GAGTCCGCAGAGCCTTTCATTTAATAATGGAGTACCTTCAGCTACGGACCAATGTTCCCT
+CTCTTCTTACGAGAGTGGCTATTGACAAAGGCGGAGAGCATCTTTGCACTGAATTCTTCC
+CTACAACGAGTCCGATGACGTCTTTAGGAAGAAACCCAGCTGTTAACTCTAGCGCATCCG
+GGTTTCTGAGGCTAAGATTGGGAAAGAAGCTATCTCTACCGGAAACAGTAGCAGGTACGA
+GGGCCGACAATCAGGATCCCCCCGGAAGGAAAAATATAGGGCTAAGACGCACCTCTCAAC
+GACCAATTTGATCACCTCATGGAAAGCTAATAAAATACCGCATATGCATTATCTGTAACG
+TGCTGTTAGCGTGGGCCCCCACGCTCATATCCCGCCCGTGACTGTGCAAAGAATCATTCC
+GCATGCCTCGATCTCTGCCCGCTCTGATCGGGGCCAGGAATTAGCTAACACATGCTGGAG
+CATAGGAACGTCCGCTACATGAAAGAGCATTGGGTCCGGCTGCACAAAAATTGTCTGACG
+GGGTGTCAAGTGCGTAGATTGGTGATGAGTACAGACGCCGTATCAATTGGTTCCCGGGAG
+CTGATGGTCGGAGTTGTACACTATTCACTGGCTAGATTGGTGGAACTCGGCTGGTCAAAT
+TTTATGAAACGACGTACTCTCCGGCGTGGCCTGGCGAGTCTGCACCATGGAAAGAGCCAA
+CCGGACACTGTACCCGAAGCTCCAGCTATCTGTAGCGGTCTGAGGTGAGGACCAAGCGGC
+CTTGTGGACCGGTGTCTGCTAGTGTGCTGCCGTTGAGCAGAAAGGCAGTATCACTACATC
+CACTGTAAAATGATCACTAACCGTTTAATGCAAGGCGCCAGGGTCAGGTATAAGTTAGAA
+GTCGAGGATTGGTGTGCATATGTCAGGCGGAACCCTGGAGTTCATGCAGGAAAGCCAGCT
+GGGCGGTAAAGAGCCATCTAGTACAACTCGCTCTGGCAGGTTTCGCCATGCAAATGCCCC
+GGGGCGCCTCGGGATGTCGCAACGCTGCCTTAATACCTCAATTTCAAAGAAACGCCAGGA
+GGAACGTTAGGTAGGTATAGCCAATCCTCGTATTAATCTGTTTCATCGGAGGTTCAATAG
+CCGCTGAACGCGGCAAGACAAGTTATCAGTAATCCGACTAGTGACAGAACCGGTTACCCT
+AGACCCTATCCGGCTCCAGATCGCACACCCCGTGTTCTGCCCGCCTGCAAGTCGCATCCA
+CAATCCCTTTTCACTGTCAGTCATACCCAAGATTATGGGCCGAATATCACCACATTGCAC
+AACTGGTTGGCGAGACTGAAAGTGACTAAGGCTTGTTGAATCTCAATATTCTGCGGCTCG
+CCGGCGTTACACCGGGAAACAAAGATTTTCAATGCAGGGAAGTTTCCTGTGCCCTCCCTG
+ATTACACTGAAAAACCTTTTGATTGGCCGTGGTTGATGTCCATATCAGGACCTGGTCGTT
+ACTACACCCCTTATCCACTAATATTTGGGCGAGACGATACTCGATCCAGTAACGGGGCAT
+CCGGGTAGGCAATACATGATCGCGCCATTGAACAGTGAAGACCACGGTTGCATGGAGGGA
+CATAGGGCCTCCCGACGGATAGCGAAACGCAGTGACACGAGTTTCCAGTTCCCCGCTCTT
+ATAACACCTTTCGGGGACATCTATCGTAACTCTGCTAAGCTCGGTTGTTGGTCCCTTCCG
+CTTGTCTGCAATTTTCGACAGAAGGCCTGACCGGTACTCGTAAAAGCCTCAGCGTCTGCG
+GCAAAGGCCATAAGAAACACGGTATCTCAATAGTCGCTCTGATTTTGCAGACCAAAGAAA
+AGTAGCTCCCGCCCGACCGTAGCGTGGGAGCGCAAGCAGGTCACCCCGCTAATTCGTTTA
+TTTTTTATCTACCATACAAGGGACGGTGTCCAGCATTAGACAACAAATTGTCATAGAAGT
+TACGTCTAGGCCTAATACTGATCCTTAAAGTGGACCGGCGGGCTCACAGAAATGATGAGG
+AGCAAAGACTGTCGCTAATCCACCCCCCGTGAGGTCCAAACTAGGCGCCATTCCGCGCAA
+AGAAGTGGGTAAGCGGTCGCTGCCAGACTACACGCCCTATCCGATGCCATCCCAACTTGA
+CAGGGCATCAGTAGCCCCGCGGCAGAATGTTGTGCTGACCGGATACACTAAGAAAGGTTG
+GGGTGATTCTTAACCGGGCAAAACCCTAGGTTGCAAATCTTATGCAAAGTTTTTCGCCCG
+ATCGGAAAGTGGACGGGCCGGTGCATGTCCTCACATCGCCTCAGGCAATGTGAAGGTACC
+GTGACAGGTGGCAGCGAATGAGTTATAACTGTACGGCTTTGTCGGGGTCCAAGTGGCTAG
+AACGTTGAGTCGCACGAATATGGTCTCGGACCGGAAGTAGGCGCAGAGTCGCCACTTACT
+TGTGGGGAGTACTCCCCATACGCCAGACCTAGCATCGGGCGTGACGTGCACTTGACCCGC
+GCGCATCGTTTCGTTCTCTGCCTCGAAGCACTTCGACCTTCTATCCCAACTGTACTAGCT
+GGGGCATGACACCTTCTCTACATTGACCGCTCTTGTCTGGACCCCCATGCTGCGTAACTA
+AGAGACGGAGGCCCGATTTCCCCCGTAGTGTAGTCTGTTAAATAGCGCAGAAACTAACCC
+CTCTGAAAGTTAGACTCGCACCAGCGGTTGATCCTGTGATCCATGGGTTCTCGCTACACC
+GACAATTGAGCGGATTTACCCGGCAATGTTTCTTATGAAAGGCGAGGTCGCTCTTGTACA
+CGTATGTGTCCGCGGCAGATTCGTACACTGGGGACGCTCTCCCTATGCCTCCCCACCGAA
+CGATCGTGTGCACATGGAGTGTGCTTCTGACGCCGCTGTGTCTGCAAGGCTTAACGCCTC
+TGGCGTTAGAAAGACGAAAGTCGTCCGCACTCCGTGACTAAGCCCGGCGGGATTCCGCAC
+CTCAATTTTAGTCAAAACCGAGAGGTACGTAGGCGCCCTCAGGCGGTGTCGGTGGCATCT
+AGGCGTATGGCCTGGCGGATCCGGGTAGCTTGTGGGAAAGTAGGGACGTCCGTAACAGTC
+AGGCGTCTACGTCGCAAGGCAGCCGAGGCTAGAGTTGGTATTATCGTCGTTTTGGAGAGC
+TCGGGACTGGGTTAGGTATATGAGGTCAGTGCATGACTGTCGAAACCGTTTTGAGTTCTT
+CTAATGGCTATCCGGGGGTTAACCAGTCCGTATCCGGTTCCAACATACAAAAAGGGCATA
+GGAACTGATTCCGATGATTCACCCCTCCAGGGTAACCACGACCTCACTCTGCATCTTGGG
+AGTAGTGATAATGTTGTATGAACGCAGTAAATGGATAGGCTTTGTCATGTGCACAAGCGT
+TAACTCCCAGAGTACTCCTTACGGACTGAACCGCTCGATAATTTTCCCGCGTTCACGAAA
+TCTTATAATGGGTGGGGCTTTCGTAGCTGGAAGCAGAACCGCGAATACTCACTTCGCCGA
+TTTTCTAGCGTCCTAGTCCGATGAGTGTCGCTGTGCCCCACAACGTCACGAACCGAGCCA
+TGTCTTCAGTCAGCAGTCAAGATCGCTCAATATGGCTAACGCTTCGCAAAGTGTCTCGGC
+CCACCGGCACTCTCGACCGGTTGTGCTGTCTCATCACAGATGTCGCGCGCCTTGAGGTTA
+GGTGTACTGGCACTTCCATTCGGCGAATCGGGCGTGGCACTGGCAGGACCCCTTTGAAGA
+GGCAGCCGGCGCCTGCCTGCGTGCCTAGCCCTGGGGTCAAACTCCCTAAACCTCTGCCTA
+AGAAACCTGAACAAGTCTGGCGCGATTCGTCACTTGGGGAATCATATCAGATAAAGCACA
+CACCGATCAGATCTTTGCCCCAAAACAACTTATAGTCTTATTTGGTACATTTGAGTGGCA
+GATTTGCTCCTATTGCACGTATGACGTGACTCACTGTGCCCTCCTTCCTTTACAGATGCG
+CGCTCATAGGCCTAGTACCCGTCATCTAGTATGATAGTGACACCAGCCTCCCCGAGGATC
+TGTTAGAAAGTGTGACCCGTTATTTCTTAGTCCCCTTCATGTGCTGCAAGCACCACGATA
+ATGGTTCATTAGGGGATATACAGGGCGTATTCCCCGGCCTGAGCAGGGGTTTCGCAGATG
+GCTGGTAATCTCAGCTACAAAACGGTGCTAAGTCCTGAAGAAGTGGAAGATACGATGCAC
+GAGATGTGTAAACCCTGACTAGATTCTATGGTAAGGAGGTAGCGAGGGCCCGCACGTGGA
+CTGAGACGCAGGCAATGTATCTGTCCCGCCGGAACCAACAAGCCCACGAACGAGGCCCAT
+AAGGTTTCGTGTCCTTAAAGCCTAAATGTTATCGCCTGGGGGTCATCTGCCGAGCTCCAT
+TTTATGACCGCTGGTTTTGTTCGCCAAAAAACCCGCTGGTGGCGGCGAGCTCCTATTGAC
+CTCACGTTGTACCCCGCTTCAGGTTGCCCGCACACAGCGGCGAATATAACTATCTGCGTG
+TGATTCTCTATGTAAGAGGCCTGGGGTCGTTTCCCACACCACGGAAGAGTCGTTCATACA
+TGTAAGCCCCCATAGGAGGCAGCGAGCGCGCACTTATCTTCACTCTGGAACTCTAACATG
+TCGTCGAAATCTGACGAGCGAAGACAGATCCCCGTCATAAACTGGAAGGGTCTTTAAAAT
+GCAGGCCAGTGTTGGCGTCGGACGGCAGGGCCAAACCGCCGTGGGCGCTACACTAGGCCG
+AGAGGCACATATTAGATCTTGTTACGTCTCAATAAGACCTGTGCAATCCTCAAATTAGAA
+TTTTTTGGATGGCGCCGCAAGTGTCGCGTAACAATTCTTCTTAAGAACTAACTTGGGTCT
+GATCAATGACCGCTGCGCTTCCTGTTGTGAGCTAAGTATACCTCATGTGTGCCTACATTA
+GAAATAGACATGAGACTGGGTCGACGCAGTGTTTCTGAGAAGCTTACGGGGTTGGAATTT
+TTGTCTGTTCCCGGGTTCGCTCGCTCACAAACTTTAGCCTATGGGGCGGGGTATTTGGGG
+ACGGAAGGTTCTCTCTTAGGTCCATTTACTGGCGCGGCGACATCTTATATCCCCTACGCG
+TCATGGGTCTTAGCTGACTAACGAGCGGGGTCAGCGTAACGTCAAGCAGAAGTCGGCCCT
+TGTATGAGCACTATTCGAAGCGTGATCCCCCTAGGTCAAGGGATTTTGTGGATGATATTG
+TGGGCAAGCGTAATGAAACTTACATAAATGCCAACGATGCGATTTCGGAGCCATCTGATC
+ACGGTGGCGGAGCGAACTCAATTAGTTAATAGTATCAGTGATACCTTTAGAGTGAGTATA
+AGGTTCATATACATTAAAAGGAATAAGTCTTCGGCGTGACAGCTGAGCACATAAAAGCAC
+TAAAGGGAAGCCCTTGTCGCGACTATCGGCGATTACTCTGAAAGGATGTCGTCCTAAGGA
+CCAGAGTTCTCGAAGAGCATTGTGACAGTGAGTCGTACAGCTCATAGACAGAGAATGAGT
+GTCCCATTTCTGGGTAAGTCTGAACTATAGCAATTTTCGGATTACTGCCTGGTTTGATGT
+AGCACTGGGTACGATACTTAGGCCTCTTTAACCCACCTCATCGATTAGTAACAGCTCTAG
+AAGGGATGTATATAGGGTTATGCGAGGGCGTAGACATTTGTCTAATTAGTAGACATGTGC
+GCACACCCCTCCTGAAGCAGAAGACCACAGCTATCTGTTGCCTTGTCTAGTGATATAACT
+TGTCAACAAAACGCAACGCCCGGCGGTTACACTTCAGATGTAGCTCCACCGGATCCGCGA
+CGGGTGAAAGGCTTGGGAGAAGGGGGGCAACCTGTGTAGCTCCTAAAGTTAACCATTCCT
+ACTCCTCGGTCATTACCTCAGTCCAGCCTGATCTTAAATGCGACAGATGTAGTTGCCCGA
+TTCATACAAGTCACAATTGTCGCCGCGGGTGTAGGAAATTTTTTCCTTCCCATGTTTGTT
+TCCCTAGCTATCCACTAAGCCTGTGAATTTTCTTGCTAACGGGCTGGGCGGGCCATGTAA
+GTCCAGTGCTCACACACATCTGCGTCTTAGCTTCCCGTGTGATAGATACGAAAACGGTAC
+CGAATAGCTTTTTGAAGGGTTGCTGGTTTTCCTCCAGGGACTCTTTCTCTCGGATCTTAG
+GCTAAGACGTAGGCGTCCACCAGTTCCCCTTCCATGCCGCCAGCTACGTGTTAGGCCTAG
+GATGTACACCGGCGTCGTCCCTCAGAGGCGATGGTCTCGTGTAGAGCCGGGTGTTAAGCT
+CATTGTCAGATCTAACTCATGTTAACGCTTAAAATAAACCAAGACGGTATGGTCTAGGCT
+AGATCGCTTACTTCCTAGCCGCGTAAAATTAAATTCATAGCCCTGGTTACCGGGTTGTCG
+TGAGGGCGCAGCGCCCTGATGACGGTTAACATGTCTGTCAGCAACAGGATTGCGTAATTT
+GGTGCAGCACATTCTGGTGGTGACGGACAGAAAGGTAGCAACATTCCGCACCGGCTACTG
+TAGGGGCGTCATCCATTGTGGTTCGCTGCAATTGGAGGATGTACAGGCAGTGGGAATGCC
+TAAAATCCCCGAAGGCTTGATACTGCAACTTCAGTTTACCCCTTGGAGAAGTTCCGCGAC
+CATGTCTCAAACCATCGTCCCATAGCTTCCCTGGCATGATGTTATTATAATTCCCCTCCT
+CGAGGTGGGGAGCTGTCGTACTAGCTGTCCTAAATATGGGACTGAAAATTTGGGGGGCTC
+ATCATTAAGAATGTACACTCGCTAACACTAAGGAAGTTAGACCCGTTACAGATTCGGGTC
+TTTTTGCTCCCCTATGTGCTACCGCAGTCGACATTTGCGCACACGAAGTGGAATTCGGGA
+AGGCTTGACATTGGAAGGGAACCCGGTTTATGGCGGAAGTGAAACTCGGTTCGCGGTGCG
+CGGGCATACCGAACTATACTGCCCGATCCAGCACGTATCATTAACGAAGTCCCATTTGAC
+TCAAATCCTTTTCCAACTGCGTCCTCCGCAGTCCCACAAATAAATCCCTCTAGAATGCCC
+TTTCTATCGCACCATAGAACTACAGCGAGTGGCACGTCGACCCCGTAACCACCAGAGCGC
+AGAGTGTTTCCGTTCTCGGGCTCCAGCGGGGGTATAGTAGATTCACCCAATTATCCAGCA
+CTTTCTGCATTTCGTCCTGTAGTGCAATCCCGCGAAGGCAACGGACGAGGATCTTCCAGC
+GACGTTGCTTGATGGAGCCAGAGGCGCCTATTGATAATAATAGTCTGCCACGTAGTCGCA
+GAGCGGGATTTCGGTAAAGAGGTCCTTCTCGTTGGGGCTAAATACCCACGAGAGGTATGT
+CCACGACTAGACGTAAAGCGGGATAGGGCATAAAGGATTCGCGCTAGGTTCCCGCGTGAA
+AGTCGCAGAATGAGATTACCGTAAAGACCGCCAACACCTCGAGACTTAACCAAGGACATG
+CGGAACGGACCGAATACCCAAATCTGTACAACTCCAAAACTGCCTGGCTGCCGATATGGT
+GAGTACGGTGTTACGTGCTTTTTTCAATGTCCCGTTTGGATGCATAATGAACGTATTGGA
+TGCGCGATACCACTATGCCCAGCAACACGACATTCGCCCTAAATTTCCCACTGCTTCAAC
+TAGAGGCCCAGCAACTAGCACCATAGCCGCGTTGCGGATGTGTGATAAGTCTAATTAGGT
+GCAGAGTATTGTTTACCACCAGGACGTTGCTGGCTTGGCGATAGCATACCCTATTCACAG
+AATCTGATTGCTAGAATAGGTTACCACAAAAAGTAGATGCCCATTTACGGGACACAATAA
+GACCAATCGCGGTTTGCAACCTTTGGCGGAGATACAGGAATCCTTCGATAACTCTCTGCG
+CGACGCGTCAACGCGTGGAGCTGCACGGCCATCGAAGGCAGATTTGTTCTACACATGTGA
+GGTCGAGTCCTCCGGGTAAGGGGCAGCGTGGTAGTGGCATCCTATTTTAATTATCAGCAC
+GTGCCTTTATTTCCTTTGTGTTTGCGCTTCAACCCTATGATTGCGTCCTCACTTGGGCGT
+GGATGCGAATAACCATCAGTTACTATCCATAGATGGATCCCCAAATTAGGGTTCACTAAA
+TTAGGGAGCCCAATGTACAAGGAGCAAGGGGAAGCCCCAGTTGATTCTGGACTTATTTGT
+AACTGCGGAACGGATTAGGCAAGCTCAGCCCAACTATGTTTGTCCAAAGACCGATAGAAA
+TGCTGACCATGCTCGGGTGATCTGTACTCAAACCGGGGCTAATGTTCTTCTACATTGCCT
+TCAACGATTGTGGAAGGTCGCGCATTAATGATGTCGTAAAGGGGGCTTAATAGGCACGCC
+CAGGCTCTCAATCTAGTTAGGACGAGCTGGATCTCTGACGTAAAGTGTGATTTTCGTGCC
+TACAAATTCAAGTAATGATGCACAACGGAGACGACTCCATCTCGAGAGACGAACAAGTGT
+TAGGTCATCATTAGGAGGACCTGATCTCCAGTCAAAGTCACGCGATAACATGCTGACTAA
+GAAGTTGGTTCCGTCCACGGTCCCTGCCCGAATCCTGGCACGTTTCAAATCCATACAACA
+TCAAGTTACAACCGTCTGATGGTGGCAGTGATAATAATCGAGATAGATCGACCGGAGCTT
+GCCCCATCTGTCCCCTGCCCCCGAGGATATGTGGTAGATCAAATGTCAAACAACTCTCGG
+CCCTCGGCTGCATCTTTGAATACAAGTTCCGGAAAGGTTGGTGGAATGTAGCGAGTGGCT
+CATACGCAGACTGCCTAGGTTTAGCGGCCCGGTCGAGCAAGGACTACGCTGATTTAATTA
+TTGGTCTCTGCAGGACCTTGGGAAACTCATCGACGCGACTTAACATGTCAACACCACAGC
+CAGCCCTGGACGCGCAGCGACGCAATCGGTTTACCTCTTGTAATCTGATCATGGTCTCCA
+TTGGCAGCTTGCATTTGTCTCCATTGCGACAAGGCAACCCCCAGGCTAAATTGAGCCTTT
+GAGTACGAACTTGCTACCACCTTGGCGTCAGTCAACGAACCTGTTAAGGGACCTACTCAG
+TTCGATGACCCTCTATACTTTCGGTATTGTCTCCGCCCACTAACCTTAAGCCAAAGGTTG
+CACGGGCGATCGTCCTGAAAGCCATATTCGGCAGGTGAGGTAATCGAGGTGCATACACCG
+AACAGGGGAAAAGCTAGACGTACCTGATCATTAGCGGCGAAAAGCACGTCCTGCTCTGGA
+CTATTACCATGCTGGATCGTACACCTGCTCTTCCAACACTGATTATAACGCAGGTATAGT
+TAATATCTACAACTCCAATTTTGCCGCCTTTGCAACCTACTGTATGCTGGGGGTCAGGCA
+TTGAAGCAACGATAGTGCTAAGCTGCTATCCTAAGCCGATTCCCTATGCCTGCGTCTGCC
+GGTAAACACTATACAAAGACCACCCTCAAGGAATCGCTGTCCTGACTCCAATCTTTTGGC
+GCGATCGCGCCTTAGAGTGGCTCGCAGACCGTGTGAGGGATCTGCGGGGGAATCAATACT
+TCATAGCGTAAAGGTTCTATGTGGGCCCCCTCTCTATAGAACGCAGGGGCCAACAGATAA
+TCGGTCGTACCGCAGCCACCTCTAAGTTCGACTGACCGTCGGAGCTGTGACCTCTGTGTT
+AGATGCTTATTACCGTATATGCGAAGGGACCAGTGCTTAATAATATGTCCGGAAAAAATT
+TAGGTATACTGGACGCGACCAGGAAGTGCTCATTCTTTTAGCATCAAGGACGCTCACGTG
+CACCATCCTATGTCAGTACGACTAGGAACACTTCTAGACAGACGCATTAGCGTCGATCAT
+ATTCTTATACTTGGCACATTGACCTGTTAACGATCGGAAGAAGGCGTAGCAAATTTGTAT
+TGAGACTAAAGTCCGCCTATGAGCGCCCGGCAACCCCCTTCTTAGAAAATGATTCTAGAA
+CTATGACAAACCGGCTTTTCTAATCGTGGTTCTGTTGTCAAAAATGGTCCCGGAAAACCG
+ACGTATACTCTGTGTCGTAGCAGAGTCAACGGATTAAACCATGGGAACCATCGGCGACTA
+AAATCTTGGACGTCGGCAGCGCCTAAAGACCATCAGAATCTAAAGCGATCCCGACCCCAG
+GTATCGAATCAACCAGCATGCGGCAACTCTCCGCAACATTTCAACTGATAGTACCTAATA
+TGCGGTACGCCCATGTAAGCAGCGACGTATAAAATATGTGGAAGTCGACGTTCAATTACT
+ACGTTAGGTTTGGAGAACCGCCCTAGGGGGACATGACCCATACACGTAGAAAATTGCCCT
+CGTTTAAGAATTGAGCGCGCGCCCAGGATTACCATAACGGCTTCCCCTCCGTTGTAGCCA
+CCGGGTAAGTAAAATCCCGTTTGAGGTCCAACCCGATATGGGGGTATAATTGTGCATGGC
+ACCGGAACATAAGATAGGGCTCCAGCGCATGAGTTAATGAAAGCCCTTCCCTTGTGATTA
+TTAGAGGGACCTGCAATCTGTGAGACACAACAGTCCATATAAACGAGACTCAGGGAACGG
+GGAAAACCACAGAATATGCTAACCCCGAGTAGTGGGCTTCGGACCTTTGTGGTTGGACAG
+GACAGGTGTGTATCTTGTACTTTAGTCATGTATGTGTCTGGATCTTGGTCGCAGACTTCA
+CCGGCTGTGGAGAATAGAAAAAGTGGGTTCTAATTATTGATTGGACGTATCACCTTTTAG
+GCGAAATCTTTCTATGTATGCGAGGGAGAAGGAAAGCGCCGCTGTCTAAGGCTTTAGTAG
+CTGGGTGTTAGGGTATCCTCGGCAGAGTATCAGGTGAGAAACTAGAACCACGAAACAGAC
+CCTCAGCCGACCTGTACGGATTAACACAGCAAATACAAATGTGACCCTCATAAATGCGTT
+GGTTGTAACCTATTAAACGAATTGGGCTAAGGACATTTGCTCCCATGAACTCGTTGCTAG
+TATAGTGGGGGCCCGTCTGTGTATGGCCAAGACTAGCCATTCCTATGAATTCTGGCGTCC
+TCGTATAGTTTTTGATCCTCCTATCCTGATATTATGCGCTGTACGGGTGTTATACGTTCG
+TGTCTATCCGGGCATTTCTATCCTCCATACAGGTTTAGCTCCATGATCCACTATAACTTC
+CTGGGCAACCCAAAATAGCGAGTATTCAAATAATACAACGCCTCACCATGCATATGTTCC
+TGTTATCGTCCATTATCTGGGAACAAGGTCACCGTTGCGCCACGACAAAGTGAGCACTAG
+AAGTCTCGGGTGCTAAACAGTCGATATATGGCGCAATCTCAAGATGTAAGTCCAATCATA
+TTCCAGTGGGTGGCTCAGGGGTGCGGCAACATAGGCCAAACTCTCGGGAAACTTTGTCTA
+TTAACCGACTCGGTATTTCATTATGGGCGCGGGTGGGGTAAGGATAAGCTCCCGGCCACG
+CGAGTCACCCAAAGTTTACGGCCATTCGGATATAGAAGAGTATCGAACACACCAGCATCA
+TTGCAGTACATTTTCCTTTCTGTCGCATCGACATGCTTGACGAGGCGATGTCACGCAGGT
+GTTCTCCGTGCGCCACGACCATCTCCATCTATATCACCTCCCATACGCGCTCAGCCGGTG
+TAATCTATCTCTCACGTGTCTCAAATACTGCCCATCCACATGGCTGCTTACTCTAACTGT
+CCACTGCACGCGTGAAGCGGTAGCGATATGATTATTCATGACAGGTCGCTGATGCCTGAG
+TTGGTTGGAGCCCAGACACATTGTGCCCAGCCGTCCGGTGTATGGCAATTAATCATCTGA
+AAACGCAGCCACCGGAAACTACCGTGATAGCGCGCCGTCGCTGGGCCAAGCCAGCCGTAG
+GCCGCAAGGCGCCCGCGAGCTGGTTAAAAGGCACACTCTAGGCCCGTCTCAGTAATCACA
+GAGTTGGTTGCCTTACAAAATGTACAATGTACGCTGATGGACGATGATAGCTAAGAAATT
+ATGACTCCTATGAGCGTCTAGGTTGTACCCTTAAGGCCTCTCGACCTTGCCATGCTGTCC
+AATACCGATAGCTGTTATGCTTCAGGGGAAGGAGCTGAAACGTCAACTGCGCCCCTCCCC
+ATTAAGTCCGCGGACTTGTAGGGCGTAAAGTCGGTCCCAGCAGATGAGAGCTATGGAATA
+ACGGCAGGCCTAACGACGTTCTACAATAGTACAGGTATTGGGTGTGTTAAGCAAGAGCTG
+CTACAATAAGTAACAGCAAATAGATGGAATATTGTCGCACGGACGATCACTCATTCGGAA
+CCCCCATCCGAGTAGGTTATAGTTAATTGTACGTCTACAATCCGAATACGCAACGCTTGT
+CGCCGACTGGAGAGGCCCCCAATACGAGAGCGTGTGGGACATGATGTCAGTCATGGCATA
+CAGTGACGGTTTAGCCTGCGTGAATGGTTTTACTCGTCCCGCCGGCGGTGAAAGGCACAG
+CTTAACAAGGGGTTAACTCCGTCAATGTTAGCGGTAATGTAAATAGTCTTGCAGGTCCAG
+AGGTGAAAGGAAAGACAGCTGTTTGGCGACTCTGAAGATACATATACAACCGGATTGTTC
+TGCTGGACCGCGGGCATCCCCAAAATAACTGGAGCCGGCTAGACTGTTAATGTGTTTGGG
+CAGTTTGGGGCGAAAAAATCTTACACAACGGAGGTTAGCAATTGCTCATTCCGTGTTTCC
+GAGACGGGGACAGGAGCGCTGTGTCAATGGCACCCTCTAATCTATCTGCTACATCTCCGA
+CGTAGCGGCCGTGTCGTCAATTGCCCGTGTGGCCGTTAACATCTGCAATGGTTATAGGTT
+ATCCAGCCGTATATATGTCACTACAACCAATAGGGCGAAGAAGGTTTTGTACGGAGGTCC
+CGAGGCCAACTGTATTTCGACTAAAATCATCTTGCTGTCAGGGTTAGCCGACCACCAGCC
+AGACCTCTGACAAACATTACTAGAACGTTACGCTTGTCAAGTCCCAGTCAGAGTTCAATT
+ACTGATTGGCGGTTTAAGTGGGCACTTTGCACGATGGTCATAGGACGCATCTCGCGTATC
+TAAGATAACGGTTCATGCCGACGAGGATGTGGGTCTCCTGGCGCCGGGAACATCCAGGGG
+GCTTTTTCTCAGCCAAAAGGTTCACTAATAGGGACGCTTTGCGACGCCTTCGCGGCGGTG
+TTGATTTCGCGCATCTCCTTTCTAGAACCCAACCCGGACTTGCCCATCAGCAGGTGAATC
+AAAATTACCCTCGTTCAACAGGATTGTCGGCGGGTAGTCCCTTTCAGTGCGGGACGAGAC
+TGTCTAGTTTATTTACAGCCGCTCTCCTACGATCGTCACATGGGACGTGTCTACATGCCT
+TGGGCTATGCCCAGTATCCTGATATCAGCTATGCCTGAGAGGTGTTTAGATAGCAGCGTT
+GGCTTAGTGACATAGTGAATACACTTCCAGGCCAGTCCCTTGGGGATTACAATTCATGCC
+CCACACGAATAAACAAGTTGCAGTCTACTGTAACTTACGACAAGTATCCCGAGAGATTTT
+GCCTGATACCTGGCTTCCCAACTGAGAACATGTCCTGGCTTTGGCCTCTGCTGCTCTAGA
+TTGAGCTAGGGACGCGGATCGCCTGGTTGTGACAGAGACTGACCTAATCATCCACCGAGG
+TGCCCTATCAACGCTCGTCTTCGCGCTGACATTACTGGTGCTGTAAAATCTCTTCGCGGC
+GCTATGAGGCCTCATTTTATTCTCCAAATCAATGAATTCATAAGGCTTGGATTGCGGCAA
+GTTTGGTAAGCGATCCACCGGCCAAGTGGTCCTAAAACGATCCGAATCGAAGTGATCCGC
+AAATATGATCTCCATGTTCAGGTCCAGGAAAGTTGTTACGCCTGCTCGGCAAGGGGAACT
+TCTACTGAGTCACTTGCTTCTGTGAATCTCGACACGGTGAAATATGACCGCATGATGCCA
+CTACGCGTGCAACACGACCTGGATGACGACGCCATTGATTCTGGTTCTGCAAATCGCATA
+GTGTGATCACTTTTCGCCCTTATGACGTAGAGTCATGTAGAGCGACGTCATGTTGGACCC
+TCACCAAACTGCATATCGGTAACGGAAGGCAATACTAGACGACCTGCATGTTCATGGGCC
+GACCCTGGTTCCTTAGAAACGTGGACTGCTATCCATAATATACCGCATTCGGTGTAAGTT
+GGTCACGAGCCACGCTGATGGCTGCGTTCGGCACTCTGGCCCGCTAGAACAAAGGGCGGA
+CATAACTCGAGAACCTATATAATTTGGTAGTACCAAGCTCAGGAGATACTACTTTCGTCC
+CATTCGCATTGCTCGTTCACGCGTTGGTACTGAGCAAGGTATTGTTCGTTAATTTGCCCG
+TGTAGTCATCCGAGTCGAGCATGAAGGAGTACAACAAGCATAGAGGTGCTGTATTCCACC
+TGTTGAAAAGTGCTAACATGAGCATGTTATGTTGAGAACGTATCAGTGGAGGAGAATTCG
+AGGGTTTCGTCATACAGCACTTCCTACGCAACGAGACGGTATCCCCTCATGTGGGGGATC
+GGTGAGCTCTAAACAGGGCAGGATGGCGTAATAGCACGGCGTAGGCATTTAGGAAGTGAG
+GGTGGTACCTGCGGCACTTGGGTGAGATAGAACGTATCGAGTTATTTGTGTAATGTCGCA
+TATACCCAAACGCACTTACCAGGCTATGGTATTATGGCATATACACGTCGGAAAATAAGA
+TTCTGGGAATCCGCACCCTAGGAGTTCCGTTCGCTGACGAGCTCTACTAGTGCTCACTGA
+TAAAACGCATCACCAAGACATACGGCACATAAGAGACTATCTCGCGAGGACTAACTGTTA
+CAATTAAATATTAAGAGCTGGATATCCCGTTATTCAAAGGTGGACCTTCATTTAGGATCT
+TCAGCGCAACTGAGTTGGAGCAGCAAGGCCTGTGGATATGTCTCTGCTATCAGGGTACCA
+TTGATACGAAGATGAGCACCTATACGCCATGGGCTTGCTTAATACTCTGCGTATGAATAA
+ACTTTGCAACGATTGCCTTCCGCTCGACGGATGATATAATCCACTATCGCGGCACATGTT
+AGAATCGGTAGGAGAGGACATCACGCGTCCATGAAGTAACTAGTTCGTTACGCTACTGCC
+GATATCATACAGCAAGAAGCATGGCCCTGCAAACGCAGGCGAAGAACAGTCATATTGGAC
+TGGAAGGGGGTCGTTTCACCCGAACACTTCGCAACTCAGTCGTTAAGCGATGTCCGGGAA
+GGATATCATTAAGGACATGGTCGATCAGGAATCGCCCTCGATCCTCAACCCCGACTGGAG
+GCGACCTCTGGGGTGCAGCTGCAGAGACTATTCAAAAAACCGTTCATATATGCGGGGAGT
+TAGCTAAAGTGGCTCTACCGGCTACATGGGGTCGCGGCGTGCTGTCTATCTACGTCGCAC
+CTATGATCACTTATCCGGGGGTGTTCCCCTTGGGCGTCAGATGAGCCTTCGGGGTGCGAC
+GGAACTACACTAGCCCAAGTTGGAGTCCCGGTACTATCGTGATGCGATTCATAAGCTATT
+TGTTGTGACGTGAAACACCTTAGGATGCTGAGGCCGAGGTCACTCATACTTTGAAGCGCT
+GTAGCTGGACGTTTCACCTTAAGAGAATAACGGAGAAGCACCCAGATAGGAACCCGGCAT
+TCAGCTCGACCTTTTTCAAGGAGCTCAGACCGCCGGGGCAAGCAACCTCTATGAACTCTG
+TTGAGCTACCGGATCGAGCGCCTCGCGGATAATTAGGCGGGCCGAGGACAGGTGGGGACA
+AGTTCCCCCTTGCCTTGTGACCGATAAACAGGCCTGTACAGGTCCACAAGAATCGTCCTT
+CGTCCGACACTAAATTGGTCTCTTAGATTGTTGACCATCGAACTACATCGTTTTGCTTGC
+TATAGTCCGGGGTCCCCCTATGGCGTCTTCGCATTCGAGTCAAGTGGGTTGGCCGCGATG
+CGACCTTCCGACCGTAAGTCGATTTTGTCAATGGTGCCTGTCCCAAACTTCCATTTGGGA
+GTTGAGGTATATTGTTTGAGATACCGCGGGTACTGTATCAAAGAGATTGCTTCCGTCGGT
+TCCCCCGCTCGTACTTTACGCGACGCGGCTGAGCCCCGCGTCGCCAGATAACGGTGAATC
+AATGCGCTAGGATAGCGACTTGAATCGTCACATAAAACAGTCTAACACTCCCAGAATCCT
+TCATTAGGTGGTTACCAGTTTCGGTTATCTTCGCAATAGCTATCTGATTAGGCACAGGTT
+CACCCTGCGCTCGTGAGATATGCTGGAGCGATCGGGGTCGCGCGCCATTCGGCAGGAAAT
+GGTCTGTTGGTTCTTGGTTAGACTTGAAGCAGGCTATATACTCAATGTTGTCATGTGCTC
+ATCCTTATCAAATCCTGTTGTCGGCGTTTGGGGCGGTTTGTGTGCGGAGGCGCGAATTTT
+TCGATCCGAATTCCTGGCCCGGTAGGTATTCCACGTATATATACCTTGACTTGAGTCCCC
+GGACATTTCGATGTCAATGCAAGGCATTCGCATACCCTCTGGATTCTGCCACCGGGCTGT
+TTTAGCGGGTTAAATGTGCATGTGAATCGCTTTTCTCACACGGGTTGATAGGCGGTCTCA
+TGCAACATTTCATGTCATTCATAACACGCTTAGTAACCCGCAGTTGGAGGTCCACTGAGT
+CGGGCCGGCGAGATGGGAAACTGATCGGCAGCGATAACTTTGTTACTGTACTGCAGAGTA
+AAACGTTCCTCCACTAGTCTGCGAAAGAGGCGGACTTCCGAACGGGCTACCGGCCGCTTC
+ACCTCGCGTGCGCAGGCTGGCCCGTGTGAGTCCCAATATGCCACAATAGCCCTTGCTAAT
+GTCATTACGAGGTTCTGAGGTGGATGGATTATATGGGGTTACTCTTGCATACTACTAATC
+CCTCAAGGTTGGTCGCGTAACGAAGGATCATGATTGCTCTAAGATTGAGGAGGGTTCGTT
+TATCCTTCGGCGTCGAAGTAGTGATTGGAACATTATGTAACGCAACCACTGAACTCCAAT
+TACTGACACGAGAGTTGGAACGTGTTGGGGTGTCCATTACTATGTACATCAGATACACTT
+CGAGAATAGGCTACACAAGCAAGGCACCTTCATGGTGCGTAACCCCCTTGTGGCGACCCA
+GCGAGAACTATAGTCTTTCCGCCATTCGCTTGTAAGACGCATATTAAAGACGGGTCCGTC
+CTACATCACCGAGGGTCCGCCTCGTCCGCTTGGCTCCGAGGTAGCTTGGCCGAGTCATGG
+GCTTGCGATATCGCGGGCGTCAGCGCGGCCAAGTCATTTCTGTCGTTCTAGGTCATCTGA
+AGCTGGGGAGACTCTGTGACCACTTTGGCACGCTATCCGCTTGAAGCACCCGCTGCAATT
+GCGCGAAAGCTCGCCGTTATGTTATGTTGGACGAGGACTAATTATAACTCGACGGCTTCA
+CGGAGACTCCGCCTTCCCCGTGTCACAAGCGGATTACTAATTTCTGCTGAGGTCAGCATT
+TATTTTTGTTCTAAGCGATAAAGCTAACGCGCACTCACGGCTAAGAGAAGTTAATAGCCA
+ACTCTGGTTAGGGTCACATTTAATTTCTACGCACTAAACGTCAAGACAACTAATTCGTCT
+ACAAGAATACCACTGTGCGCCTGAACAGGCTGATGACGCTTAGCTGGTGTACCTGACGCA
+ACTCCAAGCCATTCGGCCCAGGGCTTGTTTAGGCAGGGTATTGAGGTTTGTCTCTTAACT
+GTACCTGGACCAGACATCGGACCCCAACCGCCGCGCATAGTAGGCCACGACGAAACCTTC
+GAAGCCGGCGTGCGACGTTGGCCGGGTCGATGTTGAGGGTTAGTGCGCCCGAACTCTTGG
+TCTTAGGTAATTTCTCTCGATGGTATTCGCCGATTTAGGCGTAAACTGCTGACACAGCAT
+CGGTGATATGGAGCTATTGAAATCGGAGAGATTCGTAACAGCTCGACCATTGTTATTAGG
+CTTTACGCCTGAATTACGGCGCGCAGGACCTGGGGCAAACACGGAGGGCCTCTCGCGAAA
+TCCCAGAAACTAAGTTTCAAGTCTATAGTTTGAAAGGCCTAGTCTCATCGGCCTCGTTGA
+GGCGCGACTTGGGCAGGTTCCGTCGACCAAAACTAGGGCTAGTCGGCCAAGCACTCTTAG
+CTAGAGTAGAAGCCACATTCGAATCTAGGAGATAAGGGGGCAATACTCGTGATTTGCGCG
+GCCTATCGTAAATCACATTTCCACAGACCTTCGAGCCTTGAAAAACTCTCACCCATCCAT
+TTCGAAAGATCGTAAGTGTAGACTACAGACATACCCAATGAAGTTTAATCTTCGCAAATC
+CCGAAACCATGTAAGGACCGTCGTATTTACAACGCCACGGGGAATTGGTACTAGCGTGAA
+GTATCAAGGGCCACCCTATTGTGTCCAGGCGCGAATTCTTTGCTCGTTGTGAGTTGGGAA
+TACCTTATGTCTAGAAGATAGAACTCAGAGTCACGAGATCCTACCTTCGGCCACAGCTCA
+GTATAGTATCCCTGAGCATGTGCTCCGGACTTCCATGTTCAGTCGGTCCCTGGACGATGA
+ACATTAAAGTTACCGATGGGGGTTGGCTCAAAACGACTCATCGCGTCAACTCTCTGGTGA
+TCTTAAAGAGTTTTTCTAAGTATGAGAAAGCTCGTAAGAATCAGCTGTGGCCGACATCCG
+GGAGCCCCATGGTAGATGGGCCGAAACCCATGCGGACCGACCGTAGACAGAGGGTCAGAA
+TCCGGTATACATGATTGCGCCTGACCGGTCTCGGCGAGACACAGCCGCGTCTTCATACTA
+TCACCCAGTGCCGAAGTTAGTCTCGTCAAGGGTGAATGTCGCTAGCTACGGGATTGGGCT
+AAGGTCGAGGAATTCAACTTCAGCACCACCTATGTGAATTTCCTCGATATCGGGCGTCGA
+ATTGCAAGCATGAACTGATAAATGTCAGTGCTTGCGTCGTTCGGGACATATCCGAGACTT
+TGCATGCCCAGGGTTCATATATAGCCACTTAACCCACCGACTGTATCGTCTTACCCGGGG
+TTGAGAGAGGCGTAACGCATGACTGCCTGCGAAGGACGAACAAAGACCGCGCAGTGGCGT
+CTAAGTTCCTCCCGATACCAGGTATGTCACCTTAGAGCCATGCACATCACAAAGTTGCAT
+ACAGCTCCGTTATTCCTATTAACGGATTTTTCTGAACATGTATTGGGTGGTTAATAGTAC
+CACCTCTAACTAGAGCCCGCCGTCATCCTTTATCGTCGTGGTTTGAACGAGGAATGCTAG
+ATAGTAACGTTAGAAAAGCCCTAAATTCAGGGAACGCCCACTACAGACCAAATATCTTGC
+CTATGATTCGAAGTGGATAAGCACGGCTCCCGATAAATTAAAAGCCTCGTCCTTGGAATC
+TATCAACTGGCTTCTGAACTCACTCGATAATAGTTTTCTCCGTTATGTACACAACAAAAG
+GCAAGGCAGGCCGCATTCATCGGGTGGTAGTCCGGCCTTTAACACGTCCGCGGGCGATGC
+GGGTTAGCTATGCTCCACCGGTCCTTGCCAACTACTTACGATATGATGTTAAAGGCTTAC
+ATGTGCCTGAGTAGTCTGTCGTACGGCGATACGGGCATCCCCGCTAAGATACCCGAAAAC
+ACTAATTTAAGTTTGTCGCGTATATGCGATCGACCGATTTGCGCTAAGGCGTTCGTCGTT
+ACGGTGGTGAGTTTAGGCGGTCACGAATTCGGCCAAGTTATGGTAGTGGGCTTTCATTCG
+CGCACCCCGTGATAAGGCTGCGTCTTCCGTACGGGGGGATCGATTTCCGCGCCCACCGAA
+TCTCGAGCATACCCTACGCGCGCACATTGGGCGTTTCACTGACACAGTACAGTGCCAACG
+GGTTTTGATACATGATTATGGCTTCGTCCGTGCGTAGGGCCGGGACCTTCAATACTGTTC
+TCCATTTGAGGTATCTTTACGCCCTTTGTGAAGATTAAGTCGCAGCCGGTTATAACTAAT
+CGTACGTGTTGTGTGCGGTATACCAGTGGCACTGTCGACCCTCAGCTGGGGCCTTGTTAA
+GTCCTATTATTGGTTACATGCGGCCATCAGAGTTGGTCCCGATATCAAAGCAGTCTATGA
+CCTCAGCCACTATTCCGTCCCCTTGTATCCCACTACAGGCTTCACTCCTTGTGCGGCCGA
+ACAGAAGCTTACCAAGGAGAGCGAGGGACTTGCGTGTAACTATCGAACTCATCCAGTTAA
+GTGGAGGCCGGATCGTGTTTTGCCTTAACCAACTAGAGAAGTTCACCAACGGGAGGCTCT
+TGAGGCCGAAAGCTGACCGTGTATACATCTGCTGGTCCTTAATCACCCCGGCTTCTTACG
+CACACGCTCCACTCGATAGCTTGCAAATACCGCCCTGCAATATAGACTCAGAGAGCACGC
+TTGAATTCGAGAGAACTCATTTATTATCTACTCAACCCAACGAGCATGCCCTGATCACCA
+ATTATTGTGGCCATACATCTTGGGCGAACGTGCCAAGCGTAGTTATTGAGCGGATCCGTT
+AATAAGTATCTGGTTGATGTGAACCGGTATATTGTCGCGTGTTTTAGTGATCATTCCAAG
+TTAGTACTGTAAATCCTTTTGTCTACGCCCTATGTTGGGCCACCGAACTAATTCGGTCGT
+GGTAGAAAGGCTAAGGGTTCCCGCGGTGCGCTTAGGAGGTTGATTAGAGCTCTGCGAACC
+TAGACGCAAACTGTTGCAAATAGTCAGTTTGGAAGGGTCCCTAAATGGACTGTCAGACCA
+GCCGAAGCATATGCCCCTCATAGCACGAAGTGAATGCCAGGGAGGCCCGGTGCGATGAAC
+GCTTTTGTTATTCAGCTACAGCACTAGATTCTCAGCAGTCTTAGCTCGTCGGTCTACTCT
+TAAATACCGAAAAGACTAAGGCCCCTCTGTGTTCGTATGCCCTTGTCGGAGGCGCGTGGC
+CTACTGCCAAAGGCCAAGTTATAGGATGCGGATTGTGATGTCTTTAATTGGATAGGATGG
+TAGGTCGCGGTTTGCCCATATCACAGGAACACCGACGTGATGCACCAATGCAGCGAGCGC
+TGAATGAAGGCCTATCAGCAAGTCCGTTACGCAATCAATATCCGCATCTAGTGACGCTAG
+AATTGTATACTGGTGACCCCCATCGCAATTTGCAGCGTACACAGCCTTTTCGTCATCCCG
+CGGAAAGAAGCGTGGTTCGCCAAGACGGCAATGCAATTGCCGCTAAAAACTCTCGAATCT
+TCTCAGGATCTTCTACTTTGAATACACTGCCTATAGAGGGGGACGTGTGTTTAATTGGCT
+ACCGAAGGCCCAACACTCGGTGATAGGTCTAATATCTTCAGGCCGGAGATATCAGTAAGA
+ACAAACTAAGAAACGTGCATAAAAGTAGGACCGTAGCAACTCCCATCTGGCCCTCTTATG
+TCATCATGTTAGAAACAGACGAGTCAAGGCGTAACAATAGGGTGGGGTGAGATTACACTG
+GACTATTGACCTGGTCTCGTGGGCTTTAGATGTGATCTTGCAATGTACTATTACCTTATT
+TGACTGAATAGCCGAGCACGAGGATTTATATGGAAGTGGATGTGGCGTCGCGTTACGAAG
+CAGCTCAGTGACGCGGGCCGGGTCTGACATAGTTATACCAGGCAAACCAGGGATGCGAAC
+TTGAATATTAACGCCTCGCCAAGCCGGGAGAGTTTTCGCCCATAGCACCGAAAATACGTT
+AAGCGCCGTTAACGTGACCAATTACCTCTCTTTTGGGCGCCCCGAAGAAAGACCTACCTA
+TGGGTCTGTCTTGAACGATGTAACCCAAAAATGGAGAATCAAAGATGGCGGGGATGTATC
+GTCGGACATAGCATGTTCGATTCACGGTTCAGGGTTCTGATTCCAAGTTGCGGCCCAGAG
+CTTTCGAATAGAAATACATTATTCATCTTCTCCGGCCACGGTGTTAATGGACCACTACAA
+CCAGGTGTAGGGGGGTTACCCGCATCGGTATGTTGCTAAATGGTAGAGCCCAAGGCTAAG
+CAGGTGTGATCGTCCCCCGGTCCAGGACACTGAGACCGGTATGAGTGACCTTAAAGAGCT
+AGACAAGGTAAGCCCGTTCGAAACGCCGAGGTTTCGCCTCACCGGCGTCCACGAGGTCCG
+CGGTCCTCTTCCTTTACTAAGCCTCCAACTGACCCCACACATCCCCGGCAGAATTCTAAA
+CGGTGACAACGGTAGTGCACGTCCTACGCGTGATAACTTATTGACTACGGGACAACATCT
+TCGATTCCCGAAGGGGCACGACCGCTTCCGGACGGAATCTCGTATCACCTGGTAGTTAGG
+AGCTGAACTAACAATTTCGGCAGAAGCTCGAATCGTAGCTACAACTACTAGTCCTGAGCT
+AGTCAGAAGTCGTTATACTGATCCCCATTAACAACTTACCGATGCTACCTCAGACGCATG
+TGCTCATGAAAGGATAACGACCGACCTTCCTGCTGCTGGTAACAAGCGTAACTGCCAAAT
+TAAATGTCAGACATAGTAAAACTAGCTGGAGAGTCAAATTCGTAGGTTCTACGGGGACAG
+TATTAATTCCAGAGATTTAACCCCGTTGTGCCTTCGCGGTGAGCGACTATAGCGGGGGAT
+CGCAGTTGACCGTTAGCCTCGTGTTCCGGTGGATGTCATGCGAAAAATAAGTAATGTTCC
+GCGGGAACTCTAGCTTGCCTAGTAAGCTGAACGCACCTGACGGAGTTTCCATACTCAACC
+GTCAACTATTTAGCATGCTAATCCTGCAGATCTAGCCTGCGCTTAGTGAAATTCCCAACT
+TCAAGTCCGGTTACCGCCGAATGCTGTACTGAACCTCGGTACTGACAATTGAATGGCAAT
+CGGCCCTTCTAGATCGGTTACAGATACCGGTTGCACGGCACCTAGAACCCTAAGGCCCCA
+GACCGACAGGATGCCCCTTGAATATGCCACTGATCCTACCTGAACTGGGGCCGCGTCTGC
+CCTAACGGAGCTTTCATTCCGAGCTGGCGGCCGGAACGTGGAGCCCTGCTCTTCGGAGGC
+CGATAAGGATGCACAAAAAGGAAGTAAGAAGTGAAAGAACGTCGGACATCGGCCCTGGGT
+GCGTAAATATCGCCCAATCAAGGCGAAAGCCACATAACTCGCTGAATGCTGTGTTATCAA
+CAAGCACGATGATGGAAGCTTCTCCTAATAATGTATGTCAGGTCGTTCGCGTGGGTGCCG
+GCGTCTTAACGACAGTCGTTCCCATTGTCCTGTCACACTTTATCAAGCCTTGTCCTTCAA
+GACATACGTGTGTGTCACCACTTCAAGACGGCTCGGATACCCCAGTTATGTGGGTGGGAT
+TTCGCAATTGCGGGCCAGTGTGTGGGGTGGGCTCTGTGGTGCAATTACATCTGCCGTCAA
+ACTGCTTCCACTTTAGATAGGAGAAGTTAGCAAGTGTACTAATTCTCGGAGCGAGGCAGA
+GTGAAGGTGCCAAACGCACGCCGTTCCTCCATCCTGCGGGGATGTCGTGATAGGTAAAGT
+TTCAGAAGTGAGTTCGAAGTCGCCGGGTTCTATAATTTCTGGGAGAATCCATGCGACCCT
+ACCTCAAGTCCTCTAGACTGTATCGCTTTGTGCACATCGCGAGCCCCTCAACTGGGTGGG
+AGTGTCCAACGCAAGCAAAAGTTATGCGAAATACGTATGTCGTACACAGAGGCCCTATCC
+CTTTACGGGTCACGATTTGAACTCGTCGTTGTGAGTCCGAAGTGCGGCTTTTGTAGAGCC
+TAATTCCTGGCTGTCTCACAAACCCCGTTCCCTATAACGTGTACCCACAGAAACCGGTAC
+GGCACTGTGGAACCAGCCTATCATTATGTCGTCCCTGTGACTTCGGATTAAGGCCCGAAG
+CAGGCCTAGCTGGTCCTCACGCCGCACCGCCATTGCCTACTGGTTCTATAGCCGCAACAT
+GATGCGGACCCCGTAAATCACTTACGGAATTAGAAGGATGTCTTAGAAGGGTCCCTTGCT
+CCTATCTATCGACAATCAGCAGACCGTCACCATGGAATCACGTTGTCTTCATGCGTGTTA
+GGGGGATCGTTAGAGAGCTAGTTAGCGCAGAGCCTGAGGAAGCTAAAATATAGGTACGGC
+AACCTGGTGAACGTTATTGTCCAGAGCCCGGTGCCTCTAGATTCGCCGCTCTGCGAGTTC
+GACTAGCGACGGTGCTGGCACTCTCGGACGCTTATTCGGCGTATGATGACAATACTCAAG
+TCGACCCTACTGAGCCTACGGTGTTATTGTGCTTAAGGTAGACGCTAGTACGACCTTCTA
+TAGGGACTCGACCTATCGCGACACCCGTGGGTCGGGCAGGCTGACGTCCTGTAGCCTAAC
+CTTTTTAGAGACCCGTGTCTAGAATGGCATTCTAAAACATGACCCATGGAACCAATGAAA
+ATGTGATCAGGACTTGCGTACCTGACCGGGGATTCAAGAGCAGAGATAGACAAGGGGTCT
+ACACCCCGGCTAGAGCCATTAGGCACAGATCTCGCCGGTTATATGCAAGACAAGCTCTAG
+GCGCCTAGTGACGCTCTTTCTACAAAACCAGCTACCCGTGACACACCCGACCAGCTGATT
+CGCTATGCTAGAGGGTCATAACTCGTAATGCTTCGTGCATCACTGTCTATCGCTAACGTA
+CGTTATGTTACTTGATGGTTCCGTATACTAGAATGGCAACTCTCTTTACAAACCCGCGTA
+TTTCTTGATATGGCTCCCTGCCGAAAAACGAGTCTCATTTCGAGACTACTCATTGTCTGG
+TATTACAGATAGTGGCGCGATGTAATCGCTACACGTGTATGGAGCGCTCGCAAGTCACTG
+CAGAAGAATGTGCCCGTGCTCAGGGGATGAACCTCTATTGATACGTACTAATTAGTCTTG
+ATATTTCCGCGACTGAGACATAAAGGTAGCGGATTATGGCTTCCCGCTTATCTAGGACTG
+CGCATAGTAGACGAGGGATCTCATGGATGACATCGAGACTGTGTGGCAAGCGCGTTTCTA
+CCAGACTATTAAACAACTAAGTAAAAACATTTTTATGGGGTCGGGGCCGCCAATTGGCAT
+GTCCCTGAGCTGTGTGATCCACATTCCCCTCTCCGTAGGAGAGCAGGTCCGTCCGTTCCT
+ATTGTTGTGCTTGGACGAAGTGCTCGTCCAACTCATTGATGTAACCGGGACTACGTTCAT
+TTTACCTGGAGCCGCCTCTATCAGCAATGTCCAGCGGACGCGTCCGGTAGCTCCCTACCG
+CTTTATTGATTGCGATTCTGATAAGCTATGACTTGGGTTCATTGTATGATTGCACACATC
+AAGAGGTGTGGAAAGGCAGTAAGTCTCCCTTACCTCTGTACCTAGATCCCGTGCAGAGTG
+CCTTAAGCCAAACTAGGTTACACCCATTACTCCCCTGAGGACATCGATTGCCCGGAAACA
+TTGGTCCGGGTGTTCTTTCCAACTTGACGACGACCTCCTACGGAGTGAGGGCTTCTGAGC
+TGGGTTTAAAGCCGGCTTACTTAAACCTTCCGAGATCCTCGATCCGTGTGTCTGTTAGCG
+TGTTATATTATATATCTGCATGTGTGAGTGCCACGCAGAGACATCTGAACTCGCAGAGTG
+ACTCCTGCTTATAAAACAAGCATGCCCCTCAGTTTTTTTCCGAGGCGTACCATATTCCGC
+CAGTCCGTGAGGGGGAAGCCCGGGCATCCTGCTATCGCATTAATAGATATCGGTAAGGCT
+CCTCTAGTCAGACCTTGAATAGTGCGTACATTTTCTATGTTAAGATTACCCTACGAACCG
+CCTTGGAGCAGCATCAGTTCTGAACTCGACTGCTTACTTCCGCAGGTGATATTATCCACA
+GAAGAGTGCAATATTTCATCCCCTAGCCTCACCGTTCGCTCGTTTCGGCCCCGATAGGGG
+GCAAGACATAAGCCATTGCTAGACCGACAAAAATGTGTTGGAGCGCTAGCTTCTGAGTGC
+AATGGTACTAAGCCTTCGTGGTTGACTCGTAGCGTCCGGCTAAAGAGCTTTGGGGATAAT
+CGTACCAGCAAAAGGCCAGGCACCCGCCTGCAACCCTGAGTGGGGACGGGAGGCGATAAA
+ATCGCTAACGGGGTTATAAAAGATATCCCCCGAGTTCTGCTCAATACTCCAGATACAAGT
+TCAATGTTGGAAAATTAACCGTTACTCCTGTGACTGAAAGAATTATCGTGATCACGCCGA
+AGCCATTCGCCTCTAGCACAAAACTGACTGGCGAGGGGAAGCGGCAAGCGCCTACACTTT
+GCTGATTTCGTGTGCCTGTTCATGTAAAGGACGTGCGGGCCGACAGTACTTTGGTCCTCG
+ACCTACCCCCTCCTCGATAGAAATTAGGTGTCCCCAACTCGCCCCAAGGGAAATCATCAG
+ACAGTGGCTGGATAGGGTCCATTAATCAACTGGAGGGTCAGCCTGAGCGTAACAGTTCCG
+CACTCGCACTCATCCTGTAGAGTTGAGCGCCTACGGACTCCATCTTGTAACACAATAACA
+GCCCGCCGTGATGCGTATGTAACTCTGCGTTAGTCAGTCTATCTTAATGTCCTAACATCA
+CGTCTGTACCCCGGCGACACACGTCATCCGAATCTCGCCTCATCTCCATGCCCAAGAGTG
+CTTAATACCCGGCAAGAGAGGGAGACCATCCGACCCTCTGCAGCACTTCAAGGCAGAGTG
+GTAGTCCAGGGTTACCCACTCAGGGACCAATCTCCAACATGGGTAGATTGGAAGAAACCT
+TCTCATACCATCTAATAGAATGCTTGCTTATTTGGTAGCTTCTATTGAGCGGGTCTTGGC
+CCAAGCTTATCCCGGACTCTCCCCCAGCTAAAAGTGATTACCGGGCAATTGGGGTATGAT
+CCAGCATGTAGCAGGTTTAAATACAGTCGACCCATCCATCCTCTCCAGTTCAGGAGTTTA
+AAGCAGGTTCAAGGCCGCTTTACTATACTAGCTATTGTAGACCTGTGTGATACGCCAGTC
+TCTAGGCGAGCAGTTTATGGGACTGGATGAGCCGCCTTGTCGTACTGTTAGAAAGCCCAC
+TGCAGTGACGATCCCGTTGGTAACCCTACGTTCTGGGCATGGTCGAAACTGAAGTTGCTT
+CTGAAAATTTCCGGCGTTTAGAAAGGAATCCCGCGTTGGCCCACAGGGTCCTTTGCATAC
+GTCCATATAATAGAACAGTGGGGACTTCGATGGCGGCAATGGTGATGCGCCCCCGTGCCT
+AAAGCGGTCTAACCCCCGGAGTTCGCGAAATTTCTGTCTTTCACGCGGCGTGTGCCCCAT
+GAAGATGTGAAGCACGATTGAATCTCTAGGTTATGAGGGTATCTTCAGTTCGCTATAACG
+ATACATGGGACCTCTAGTGGTTATGAGAATCCGTTAAATCTTGGATATCCATGGGCGGAA
+CACACTCTCCGGTTACGTTAAGGGGGGGTATGCGTACCAACTAGGCTATTCGTGGGCCAA
+CGGCAGCTGCAATGATTATGATGGAGAGGATAATTCCCCACGCAAGAGCTGAAAGCAGTG
+GCAAAACCCCCTCGCATCTCAAAAGCAAACTATCGTAGCGAGCCGGTCCATGTGCCCTCT
+CTTGGGTCTCCCTAGGCCCCTTGTGTGGAGCGCGAAGCTTACAGCCAATCAATAGTCTCC
+GCAGGGAAGGAATTCGGGACAAGTCAATCTGCAACGCACTATCGCTGAGCTCCTGGGCCG
+GAGTTGAGGGGAACCCGTTTTATTCATCGAAACTCTGTAAGCACCTCTCGTGAATTTAGT
+GTGTTAAGATTAATCGCGCAGGTAAAACGATGATCTCCTAGAATTCCGCGGTAGTGTTGG
+AATAGGAAACGACCTGGCCCGGGTTTACAGATGCCACAGAGTACACGGGCATTGTAATGC
+GATAGTATCTGAAGCCTCGGCCGGAATAATGGCTACGCCGGGAACGTTTGTCCATAGCGT
+TTACTGGGTCCCATTTCTGGTGAGCGCACAAGGTTGATTGCCGCCTCGCGGATGGATTAC
+GTGGAGGCTGGCATCCCAACGTCCCGCGGGTGGCGGCGGAGTGTAGAGGCACAGGGAAAT
+GAATGCATGCTATACCTGTTAGTAGTTCGACCCGGCAACGGAACTGCCTTGCTCTATTCC
+CAGGAACTACAGACAGGACCTGAGCAACACTTGAGTCCGCCCAGCCCGCACACGCCAATG
+TTATAGTTTAGAGACCGGCTCCCCCTTCTTGACCGTCCCTTCTCGTTAGACGCCCGCAGG
+GGGTAAAGCTACTGGGCAAGTGCGGGGCCACAATCTAATACAAGCCGCCACGAGATAGTG
+GTAGGCTTTCTCGAGCTGACTTCGAGATGGGTATCATAGAATGCGGCTGAACCAATTACT
+CTTGGCACAGTATTAAAGGCCTAGATAATCTATGCGTATATTGAACAGGGTACGTCCCAA
+CTCACCGTTTGCACGGCAGGAGACTAACAGATGGTAGGAAAGCGGCGTCACATACGGGTG
+ATATTTAGTAGATGATGGGTATGCACTTATACTGTGGGAAACCATCCTCGGCGTTATCTT
+AAGATTAGCTCTGGCGGTAACCCACTGTCTTTGCGAGGATAGGGAGGCTGCGCGGATACA
+AGCACGAGCTTGGGACGCTGCCTGGTATAGTATAGGCGGCTCGCCCGAGGAAGCGTATGA
+TGATCGCGATAACGGGAGTCATTGCCAAAGTTTGTCCGGAGGTTCGTATTTGATGAGCAG
+CTCCAGGAAAAATCAGTAGTGTTAAGGCCTCAGTTCAAGGCTATGACAAAAGGAAGGCTG
+AATTCTCGCAAGCCAAGCCAAGTCCCTTGCGCATGCTACCTCACATGCGAAAGCGAGCGT
+AACTTTGCCGTCGGTCGTACTACATACGCAGTTCTCCGCTTCAACTGCGCGAACATCCGG
+AATTTATATGCAGCTAGTCTGGTATACAGGGGTGGTGCGGTTATGTTATGCCCCCATACA
+TCCGGTGACGGTACAAAGGCGCTAACGCTTCGTCTGAGTGCTACCTCTATGTAATCTTCT
+AAGATCGTCACCGACATTTATGCGCAATGAATCCTGTATGGTACTCGTAGAGGCAAACTT
+AATTCTCGAGGGGTTCATCTGAATAATCAGCGGCAAAGGGCAAAACTTGATGCATTTTTT
+GTAACAAGCGGGTGTGGACCATACCTCTGGATACACGCATTACGCTATCATCTCAATGGT
+CCAGTCCGTCTCTGCGGCGAGCGTTAATCGTTGATTTACTAGTACTGTATGGTGGCCGCC
+ACGTAAAGAGTCGGTGAACAGTCTCTATAGGTAGGCCATGGTTCTTTCTGCTGTTTGTTC
+CTCAGCTAGCAACCGTGTGGCTTACGGCTAGCAGTGACCTGCTACTTAACGTCGGCATCT
+GGGCTAAGAGTGAACAGAAGGAACTCGGCGCAGAAGAGGTGCCAAAGGGCTTTTTGAGGC
+GCGCATGGTGTGGACTGCCGGGACTCGCGGTACATAGATCATAATCGTCTCACGCTTCAC
+GACTTGTCAACTCGATCGGGTAAATTACATCCGGGTACTAGTCAAGAAGACACGTTCCTG
+CCTAGTTAATGACTCTACAGATCTGATCTTATTAGAAAGCTGATGGACAAAAATCAGTGC
+AAATGGAGGGCCGAACTGAAAATGTAGGGGGGCCGGGCCAACCAAAGCACTTGCGATCTC
+CGGGTCCGTAGTTCGCTCTACTTGCCGTAACGCCAGCCTGACATGGTAGTCGCGTGAGTG
+CACAGTACGGAGTAACGGGCTTGAGATTTATTACCTCATCCGGGCTTCCGCGGAAGGGTT
+AACCAGTGAAGCGAGCTTCCAATTGATCTAAACGCGCAACGAGGAGCAATGCCGGCCGGC
+CAATTGCTCGTGATCTGGCTAGTAGATAAGACTACTCCTTCGCGGCCTACGACGGACCCC
+GAGTTCCCCGGCTTCGGGTTGGGTTTAATGTGCCGTCTTTAGCCGGACTCGTTACACTGT
+ATCTAGCTATCAGCTTCTCGACGCACTAACTGCAGCTACGTCGACTTTTCTGCCTGAGAA
+ATACATTATATCACATCAGTCCATTAATTGAAAGGATCGTAGGTCCGTGGTATACGCCTA
+GGATTGGGGATGGGTACACCTTGGGCCAGGAGCTGCTCATGAGGCTATCAGATATCGGAT
+CATATCCTGAAGATCGGTCAGTGACATTGCGCGCGCAATTCTAGCGCCGCGTGGCCGTTG
+CCGTCCGACCCCGCCCGGGGCTCGATAACTCTACTAGAATCGCTCCACACCTTATGCGAG
+ATACAGCACACTCGTGGTGTATTCTACCTTAGAGTAAAACCGATATTTAGTTAGCGTAGT
+TTTACTTGGTTGATTCCGAAAAAAAAATCTCAAACCGAAGTAAATTCAGACTTCATAACT
+GAGGCAGCGCGAGAATGGCACAGTCTGTAGACTCAACTGATGACGCGTATAACGCCGGTA
+ATGACTCCATGTGTCTGGTCCTTGATGACCAGCTTAATCGCAGAGTGCGGTTTACCCATC
+ACTTTGTTCTCCCTGTTCGCCGTCGGTGGCGAACAATGATGTCGTAAGATTGCTCAGAGA
+CGTGTAGACACCATCCTAACTGTCATCCCTTTGCACGCTCCGTTCCAACGCTTCGATCCC
+ATACCGGTAAGGGTAATTACCACAAAAGTAGCTTCGTAGGCGAATCATATCGTCGGCGGA
+TCCTAGCACGGCAACACTTACTGGAAGTCAACCGTGAAGTCTATGTGCAAGTCTACCGGG
+ATGCCCGTGCAACGAACCGGTGCCGTGACATGCGGCAATGACTTTAGGATTCTTACTGTA
+CTCCGCCGGCGGTAAATCGGAGCTGCCAAAAAGGTACGATTCAGCCCAGATTCCCCTTAC
+ATATAGCAATTGGAAACATAAGAAGCTCGTGTTCGTGGCCCGCTACATGCGACGACTGTG
+ATACGAATCGAAGGTGTTGCCGGCCATGAAATGTCCCGTGACGTGTCTCAGTGAGTGGAC
+AGGGCCAAGGCTCGCGAACAATAAGGAGGCTTCCCCTCTCTAACTACTGTAAAATGCGAA
+ATTCGCAACGAGGAACCACCGCTCAGCCAAATGCCTTACGAAGTGGTGGGTCACAGTCGG
+CACCCTCGGGCCGCTGGATAGATAGCTTGTGGGTTGCCTATACGACTTTTCAAGTACAGA
+TTGAGTACTCGACTGCGAGGTGGACCCATGAGAGTGGAGAAATTTCTGCACATACTAGCC
+GGTGCGGGTGGCCTCTTCCAGTTGAGCGATGTGGAGCCGCGTGGCTCTGCTCGCGATACA
+ACGCCGATAGTACTCGGCGGCCCCGCCCAAGAACCTGGAACCCCGGTCACTCATGGCCGC
+ACGTGTCCGCCACATATCCTGTACTATTTCGTGCCAGGGTGCGGCGAATTAACTTGTTAG
+CCTCGATTCGAGTTACTAGACAGTAGCGTTAATTAGAAACGGACGTGAAGCCGGCCAGGG
+ATAAGACTTGAAGACACGACTAGCACCTGGCTAACTAATGTTCCCGAGATGTATCCCACC
+TCAAAATTGTGCGGCAAGGAGGCCGCGCACTCGGCACCCCCACCCCGACCAGTATAACCG
+CCACCCTTTCAAGGTACTACCAAAGGATCGTTCAATGACGTTTTTCCCGGTCTAGTAACT
+GGGCATGTGAAAGGATTGCCAGGATAAAGTTGCGGGTTGTTGGGTTCAACGGACAACCCG
+CTACCGACTAGTAATTGAGTCGATCCAGCAGCCGTAACTCTACTTCCCGCTGTATACCAC
+AGGAGGAGTCCGACTCATTTTGGAGACTGACGGTTTTGCAGCTTGCCTAGTACATTATCC
+CAGCACGTAATAAATGATACTTCTGATCGGCTCAGACTTCAATGAGCCGACTCAGTTTCT
+CCAAGGGAACCAGGCCCCAGTGCAGTCGTGGACAGAATCGATAAAATATAACTCAAGGAA
+TACCGAAGAATTACGATATGAGTTTAGGATGCTCGGGACGTGGAAGAAACCGGGCAGCCT
+CATATATCCTTCGCCAAGATCCTAGCCTGAAGCCTTTCTTTCTTTCCCTTAAGATCGCGG
+GGTAAGACGCCTGACTGCTCGCACTGATCTATCCCCATCGCCCCCGGACGTGAGAATCCA
+GAAAAAGCAGTCTATAGCGACCCGCGGACTCAGCGGAGGCATAGCCTGCCTGAACATTCC
+GGGTGTATTACGCTGCGCTTTCGCAATCAGGAGCCCGGCTCCAGACAACGGCTTCTCAAC
+TCCAGACTCATGCAAGGCGGGTGTTCGCAGTTAGGCCTGTGAGACGAATTATGCTCGCTC
+GGGTAGGGTGAACTCTTACTCCGTGGCTAGAGTGTACTCAAACCTCTACCGGCTTTATGG
+ACGCTCGGTGGCGCAGATTTGTTACTGAAGAGGACACACAAACGTCAAAAAGCTTATACG
+GACGGTCTGAGCGTAGGTATAGTATGCACGGTGTAGTTTTAACGGGCCCCTAGTACTTAC
+GACGTCTTTCACATATGACAAGGTACCCAAATCAGGACGGTACCGGCTTAACATCGATTC
+TGTTTTTACGAAGCAATAGTCCGCTCCCGCAATCGACACCGGAGCAGCAATCACTTTGCT
+ATAGCAACCTCCAACCAGACATCCCCGGTTAACTGAAGAAGTAACCGCCTTCTAACGTGG
+TACAATCCGTAGTCGCCGGTTTACCTGTCATACATGACCCTCCACACATTCGATACCCTG
+GGGTGCGAACAAACTAAGCGAGGCTTGGTATTGGTAGCAGGGCGGACTACATGATCAATT
+GGCATATATCCAGTCTCGTGATCGACCCGCTGTAGGGCGTGTGCCTAAGAATGGTCTTCA
+TCATTATAGCAACAATAGGACAGGACTTGGATGCATTCGAAAAGCTCTGGCACAACTCTT
+CATCTCTGGACACATTCTCTGAGCACGTCGTGTGCGGCTGGACCAAAGTGGTATGGCGAC
+GAGCTTAGGATCGGAGAATCATCCGGCCGGCAGGTGCTGCAATTCCTTCATAGGATGTGG
+CGCCCGACCCTCTCAAGCAAACCATCTAAGATGCACGTCGGTGAGCGCGTTACGGACGTC
+GCTTTTGTATCGGCTGGCCGCCCCCAAATTGAACGAGATGTGGCCGAAGACAGGGCCTAC
+TGTGGATTGGATGAATTCGCGCACACGTAAAACTCAACTCAAAATCGAGACAGGTCACCC
+GCCTGCGCTTGCCTTACCTCATCTCGTAGGGCTCGGATTGATCTAGATTCAGCTCGCCTG
+CAAACTTCTCGAGCCACGTCCTATGTAACACCATATAGCCGTTGCACTGATTGGGCTGTT
+CGCAGGGTCGATGCGAGTAGGCCTGCATGCCTTCCAATTTTTCAAGACGCGGACTAGTAA
+AGCTAGTACAACAATCTACGGCATACAACCAGAGCGATGTCGTATAAATTCAGACGGTGG
+CTCTGCAGTGGCACATGCTCAGTGACTCCGCATTAATCCCCGAATTACGGTCGTATCCTC
+GAGCCAGATGTGGCTAAAGAGGAAACGGCACCGGGAGGATAATCCCGGGACACTCGTGAT
+ATCTTCGTATTTGCGAATTTTTCGGAAATTATTGGAAGTAACGTTCCTTGTCACTGTTAA
+CGTCGATGCCCGCAGAAGGCACTTGGGCAGTGGAGGCACTCGCGAATAGAGGAGTTCGCT
+TGGAAATGGTACTCCTTTGCGTACCAGGCTGTGGGCGAGAACACGGTTAATCATGTTTAG
+GGCGTGATTAATGGTTACATGTCCTACTGGTTCTGAGTCTGGATTATGCAGTTAGTTTGC
+GGGAGCCATGCGGGACTTTCAATGCGGTTACTAGCAAATTCCTAATTTCAAAGTGCCAGG
+AGCGTGTAGGATACCAGATAGTTTAGAAGGATGATCTTTAAATATCGATTTCGGAAAAGC
+CGGGGAGTCCGGAATGTATGCCTATTGGTGCGCTAAGCAAAATTCATGCGGAAGTAACTA
+AAAGTTACGTCTCTTAAGATAGCACTCGATAATGGACGCATCCGGGCCTCTGGGCACTGC
+GTCATGTTGTTTAGAGGCAGTACCCGCCTGCGTTAGGTGGCGTCTCAGGCTTAACACAAA
+TTAACTGACGTTTCCATACATTCGCTAACCGAGCAGCGTAGACATGGAAGCCCTACTATT
+CTGCTGACCGAGGGGACGTACGCGGACATCGAGTCCAAGAGCAGACTAAGCCCTTTCTTA
+CGCACCTCACCTTATGTTGCCAGGCGATACCCTCCTGGGACCCAGTGAAGAGAGGTTTAA
+CAGGTTCGAACAAATAGCCGCGCCCAGGAGATACTCACGGACACGTTACAGCCGGACCAA
+ACACGGGGCATCGTGCATTCAGCTGAGATACATTCATTCCAGCAGCAACTCCCATATTAA
+CTTTTGATGCCGCGGGAAAAACTGCAGGACACTATCGCATACGCAATGAAATTGACTTCA
+ACCGGACGTACTTTTCGTTGGGGCTGGGATGAGTCTTATATGTTACCCCGTGATTTGTGA
+ATTTGACATTCCGGTCTGCGCGATGAAGTGAGTGGCAGGCGTTCAAATGTGATGCTCAGT
+CATTGCTAATATCGACCCACACGTGCCCACCAACGCAGCATTTATAATTCCAGTCTTATG
+GTGGGTGTGTGGTAAACTCCAATCAGAATTAAAAGGCGGCTTTTCTTGTATAGGATACGT
+GGAAAGCTACTGACCCGGTGTGCGACTTTAAGCCGCTCATCAGGCTTGCGCGAATCCAGT
+AATGGCAAATTTGGCGGTGGGTATTCAGGTGCCAAATCCCAATCGCCCGGCACGTTTATC
+TCCTTCCAGGTCAAGACATTCTGTATTTATTTCACCTTGCCCGGCGGAGATCTGTCATGC
+CACTTGTTCGGCGCAAACGTCCTATCTAATTCGCCCGAGTAACACACATTGCTCCGATTG
+CATCCGTTGCCATAGTTTTTCGCGTGTTGTCATTACCGGGTATCCTCTCATCTAGTTGTC
+GACTCTTCTTATGACGGAAATTTCACTACGGGCACGCATTTGCATTAGTAGAGTCATATG
+TGGTCCGGATCGGTTGCTATGAGGTGTTGATTTTGAAATGCCGTAGCCCCCGCCAGACGT
+TTTCTACGGATGTGGCTCGTCTAGTGCGTTACTCGCCAAACGGTCATATCACCGGACCTA
+CTCACATCCGCCGGGCATTGCGGCTGTGAGTCCCCTACCGGTATTCAGGTGGAAATTGGC
+GGTGGCTCTGCCGTATAATTTTGGTCACGGACGGATGTGGAAGTGGCGGTTCATACCGAG
+AGAATTGTGTTACCTCCAGCTTCTTACCAACCCCTTACGATTGATCAATAGTCATAGACC
+AAATTTGGATAAAGACGGGGTTTTCATAGCCCCCGCCTGGAGTGAGGCTTCGTCACTACG
+GAGTGCTACTACCCTTCCATCCATGTGGGTCTGACGGCAGGCCCTAGACTCCTATACGCG
+CGGTGATGCGAACCCGAATGATTGGGGTTGAGCCCTAAGCAACACCCCGCTTAGGTGAGG
+CCTGATGAAAATCAGGTGATACGCTTGACTCCGCCAGATGGCCATTGCCAGAGTGACTCC
+GCTAAACAGCTGTCCCCTGCAATATCACGCAAGGAGACCATATGTGTCTGTGCACAGACC
+CGTTAGATCAACCAATCGTTCTATAGCCAAGCGCCGGGTGGTTTAGGCCCCTGTCAGTGC
+TTTCCCCCGTGGACCCCCAATCACAGTAGTGAAGGTCTTACCAATCTGGCACCCCTAAAA
+CGGTTAGATCTTCGCGTGGCAAGAAGGCCACAGTTTGTAGTACTGCTGTAAAGCCATGAC
+AAGCTCTGCGACCACTACCGAAGGTTGTGCCACATTGTGATAGCCTTCGCTACCGTGCTG
+TTCGACCGGGCATTACTTTAAGGTAAGAGAATTTCTCTAAGTGAGTGGCTGATGCTGGTC
+GAATAGAACTGCCGCGAGGCTGGCTCCGGACATGCACCATTAGGGGGCAGTACCAAACAC
+GACAAAGGACGCTTTCTAGGGTCCGCGATTTCTGAACGGGATTCTTGGTAGACATAGACG
+CCCTGTGCTCATAACTGCACGAATCGCGTGAAATTTCTCTGGATGAGGCTTCAACGGAAT
+GAACATACTCAAATAGACGGCCTTAACGTCCTGGCGGCAAGGCAGTAGTGTCATTTTAAG
+TGTACTTGGTTCCGGGTAATCCCACTTGGACCAACCAAAGTGTGTGAGAACCAATTCCTT
+ACGGCTTTTCTTGATATCCATATTGTTAGAGGATCATAGAGGGGTGGATGGGAAGTAGTG
+GGGGCTAGTAAGATCAGATCTGGTCAACGGTAGACATCACGGTTATGGCTTATCCACAGA
+GTTATGATATACCGTAATCTTTATGCATTCCGCCCGCCTACACAGACTCCGTTGACGCAC
+GAACGAGAGCAACTTTATTGAACCAAAGATTCATGTGCGGGCATCCGCCGTGGAAATGAA
+ATACTTTAAGCGACCCCAATTCGCAAATGAATTTGGAAGGAGGGCAAATGGACCGATCAT
+CCAATATAAAGTTGGCACCGCTTTCCTTTCTCGGACTTGTGTGCCCTATGCATGGACATA
+CTCAATTCGTTTTGGAGTCTAGATGGTGGACAAAGCTTCTTTACCCTCCTTTATGGACTA
+AAAACATTGTTAAGCCGGATACACAAAACTTTATCTGGCTGCCTATGGGTCTGATTGACA
+CTCGCCGACAGCTCCCAGGACGTAGACCAGCGCTGCGGGAATCTTTGACATAGCTATGCG
+ACGCTGGATCTATTGGCAGCCAGGAATACCACCACCGAATCTTAGCTCACCCTCTTCAAA
+CTCAATCCATCAGGCACGGAGACCAACCAACGGAGCGGACCATTGTTGTTCGTCTTGCTG
+CTCTGCAGACCCCGTTACCGTTCACTGCGAAGTCTGTCTCGGTTGCAATCGCGTCTTGCA
+ATGTTGATAGACAGAGTGCTGAATACAACGCTGTCTATGCTCGTACGGCTATCGCGTACC
+CGCGGCAACGTATCGAAGGTTCGCAGTATCGTGGTTGCACCGCGCATGGGGGGGAACGAT
+TCGGGAACCACAAGTCACCCCTTTTAACTGGGTCACGAAGCCAGTACTGAGGTCCGACTC
+AAGCACGGAGGGTGGCTTACCTAGCCATGCTACCTTGGGTCTCGTACTGACATCCGCCAC
+AAGACAACGTGACACTTCCGTCTATGCGCGCATGAGGTAGATCCATTAACAGTTGCTAGT
+ATGGGTATTCAACTAGTGACGCGCACAATGGTTCTCTTTTCTTGGGTACTATAAAGCTAT
+CTATTCGAGGTTATTGTGGAGGTCCAGGAGTAATAACCGCGATCGCGCTTGTTGACGTAT
+TCTGATCTCGTAAACGAATGAAGATTCCTCGGGCTCAAACATACCCCGCAGTCCCTCCGA
+CTCGTCGACGGATAAAAAGACCATGGACCACAGTATGAGACGATACGGGCGGAATACAAA
+TCGTTGGTTTTGCCTTCCGTCATACCTCACGATGCGCGCTGCGTTACTCAGCCGACTAGA
+ATACTGCACCCTCCGACAATAGTAAAAGGTCTGATCCGCAAAGCGGCCGATCAGCCTCTG
+CGGGGATGGTGGCCGGCGCTCCAATATCTTCGAAGTAACCTCCCCTCCTCAATGTTAAAC
+TCTCTTGTGTCCAGAGCGTGCCAACCTGGGCGTCAGTACACAAGGAATTACCAAGCTCGG
+GATTAATAAGTTCTAAGACGTTAAGTGAGCACACATACAGTACTCCAGAGTGCTTTGTTC
+ACTTAGGTCCTGATCTAGATAACTCGGACGGAATTGCAGCAGATTCTTGCTTTTTCAGCA
+TAATTCCTTCACGTTTGTGTCGTAGGGAAACACCGAAAGATTTGGTTACGTAGATTGGGC
+GGATGATCTGGAACGCCTTATTGGTACTTGATTGCCGCAGAAATTTACTGAAAACCAAGC
+TCCTGGGTAATTGATGTGAACCTATTGGCAAGAAGTAGTCGCTGTTGCGTTAAAACGTAC
+TCAGCTCGCCGCTCGTTCAAATCAATCCAAGGACATTAGGCCTTTCCATACACTTAGGCA
+GGAAATAGATCTAGTCACCGCCGGTCTGAATCAAACCGGGCATTACACGGGAAGAAGAAT
+GCTAACTGTGCGCAATGGGCTGTACCGCACGTTGAGAACCACGACCTGCCCAGGCGTACC
+TTGGAGACGCTAGAGGGAGAGTCTCAGGGTAGATCATAGTAGTTGTTGACATCGCCCGCG
+TGGACTACAATGGGCTTTGCCTAAGGGAATGGGTACGGTGCCCTGAGCCTGGACCCCGAC
+TACTGGATTTCTCTTGTCCCATACATACCTCTGTTCGAAACCCACCCTGCACGACGACTT
+GATAGCTTTACAGATGTAGGGACGGGTCAGAAAGAAGCCCTCATACACTGTAAGAAATAT
+TGCCGGCTGAACGCGCCGCCGTTCACTCGCGAGATGTCAATCGCAGACATCCGCACTAAG
+TATTTATTGCGTGTTGCAGTGGACCTTTGAATCATCCACGTATTGGAAAGAACTGGATAC
+TCTCGGTGCATCTGCCCATCGTGATACGCGAACTCTGAAAGTAATAGCTTCTCAATAGCT
+CAAAGTTCTGACTTGGATCGCTGCCTTCAAAGTTAAGGATATGGTCCGTACGTAGTAATG
+AGCGGCTCCGTCGCACGATCGTACATCGCTAAGAGAGGTAACGGGAACATCAGCTTTACG
+CCGTCGGCGTAGCTGAGAATTTAACCTTTAGCAGATAGCGTTGAAGTCGTAATAAGCTTT
+GTAGCCCGTAGTCTTCAGAACAACTGTTTTCGTGAGAGGGGGCATTTACGGATTCGAAAC
+GTAGAACAAATTTCAACGTGTATCGAGCAGGGCATTTTCGCGTACCTCACTACCAAGGTG
+TCCCCGGACCGAGTCATACCTCCATGTTCCGAGCCCGTCAGGAAAAGAGGAGCTTGATAA
+CCAAATCCGCTCTACCAATAGGTAATTCCGGATGGATTAGATTACTGCCACAAGGAAGTG
+GGAGTCCCATGTAGCTAACAACCGCAGGAAGGTGCGCCAAACCAGGCCCTTAACTTGATG
+GCATCGATTAGCATCTGCCCAGTAGGTGGTGATGCAGGGAGGACTAAGACAACTATACGA
+TGAACAAGACCCTAGATTACGTGATATCCACAGTATGAGGCCGGGGAAGGCGCCAAGAAT
+AGAACAGTGTACCGCAAACCGAAAGCCTGAATTATCTGAGCACGACCTCATGGCCGTTCC
+CGAAGGAGAAAACCCTTGTCTTAATGAACGTGTATGACCTGCCCCGGGGTAGGAGATGCT
+GACTGACTTAGAGGATTGTTTTGTCGGTAAGCGACAGCGACGACTACAGGAGGGTCCAAT
+GCCAGGGCTGAGCTCGACAGGCGGACGGTCGGTATATCGCTTATACTGGGATGGGCATGT
+GATGGTGTCGCGGTCTGGCTCAATCATTACACGGATCTCCTGAACCACTTTAGGCACCGG
+TTACAAAAGCCTCACGGTTTGTTACAGAATTGCTCCTCAATTATCGAAGGTGGCGCTTCT
+GATACCGATAGGGTGAGTACGGACTGACTAATTCAAGGACGGTTATTCACTTAGTTCAGT
+AGGGCGACAGGTGAGCGGCATTAATCAACACGCGGATATAGGGTTGGTACTCTCAGAAGG
+TACAGGCGCGTGGCCCCGGAAACTACATTGCCTGTTAAGCAAACGACCCCCAACGTACTA
+ACCTTACAGGCGTGGCCTATCCGCAAATGACGTTAGATTCCTGTGTTTTCAAGGGCCTGG
+ATGGACCTCATTATCTAAAGCTTGGTTGGGACCAGGCTTGAGCCCCGCGGCTTCCTTGCC
+CCTCGGATATCCATGTCGATGTCCGACTGGCTTAAAATTCACAAGCTACGCAGTGCCCTC
+CTCTTACGGTCGAGGTGACATTGTATCAGATCTAATGGATGTCTCCGCACGAGTGGCTAA
+AGCGTATTTGTACCTCTTTTGCGTTCCTATCACGGTCCCGTGACAACCAGTCGCTTCCAA
+GTCAATCGTTCGCCCGAATGTGGGCCGATCCCCTTTGTAGAGACGCAGGGATTAATACAT
+AGAGCCCGGATCTACCAGTAGCGACGACCTGCGATACCACGTCGCAAACTTGCCTTTTCC
+AGCGTCTCGTACCGTGTCACTCGAGGAGGATATAGAGAGCGTGCGAAGTGGCACAGTCTT
+GCGCAATCAAGTTGGGCAATTCTCTTTTCCGGCACTGCTGGTCTGGCATTCGTTTTCTCG
+AAGTGAACAGGATCACTTCAATGCACTTCGCGTCGTCTACACGCTTTCACTTACTAAGTG
+ATATTAGGGATCTTAATCGGTCGGAAGCGCGCCAGGGCGTTTTTAACAAGAAGAAGATGC
+TGTAGTCCCGTTCGGTATTAAGTGATATCATTTTGGCGACTTCGTACTCATACTACTTCA
+CATCCGTGCCCATGAGATATATCCCATGTTCACCCGCCCAAGTCATGAAATAAGTGCAAA
+CCTCGTACCAACAGTTTCTGAGATCTTGTTAATTCGCCGCATGCTATAAGTGTTCCAATG
+CGGCATGTTGACGACGCGGCCATTTAACCATAGTCGTACGGAGTTGGGACGCTACCCATT
+ATACTCGACTAGACGCGCTACGCCGTATCCACCGGACAACGTGTTGCCAGGGATCTCGAC
+GGGAAACGTCCTCTGCAGGACGGTGGACTATGGAGTGGAAGGTAACAATTAGTTCATTGG
+TCAGTGCGCGCCTGCTGCTAAACCCCGCGCTGACTTTAATTGCCCCGCTGTGTTGTTAGA
+TACGGGTATGATCATTGCCGATACAACGGTATGCTTGAAGCGTGGCGTATTCTAATGTGC
+GGGAGGCTGTACTGCGTGAGCAGCGCCACCCACTAGGACGGTGTATGGTTCGCGCTGCCC
+GGTTACGGTATCATAGGAAAATAATTAGACGCGCAGCGGACCATGTGAAACGATATACAC
+GGAGGTGGGATCAAACTTCGGCTCCTACACTGAACATCATCTAAGACACCGGAATGTCGA
+TCGCATTACCAAACCTAGAGTACCGTATGAATTACCAGTCGAAACCGTATGAGATAATTA
+CACACGGCAGTCATACACGCTTTCAGAACATACATCCATCTGGTGGAGAAAGTCGCAGAA
+ACTCATACAGCACAGGGTCACTCCAAACGTCCCTCTAGGATGGGGCGTTACGTTCAAGTG
+ATTTTATAGTCCCCGCTAGTTTTTTAATCACTACCTATGCCACTCGAAGACAGAAAAACA
+TTTGGTAATAAACTGTTCGGGCGCCAGCCCTTGGCCGACACTCGTTCTAGTCCCGCTGAG
+ACTCAGGCGGGCCGACTGCGTAATATGACGAAGATAGTCAAAACAGGGAGTCTGAGATTT
+TTAATGAATGATTTTCGTCCCGCTGAGAACTCCATACTCTCTCCTTCACCATAGGTGCCA
+CGCCCTTGGGTGGAGGAGAAGGAGCATGGTGGAAGGAAGTTTGGTTGGCAGACACGGCAG
+GTGTGCTATCTTACCGTGTACATCATATGTTGACGAGTTTCGGCTGGTAGATGGAAGCAC
+GGATCGTAAATGTACCGTAGCGGCAATTGTTGATCCCAAGCGTCTTAGCTCGCTATGATT
+TCGAATGCTAGCACCACCTGCCCTTCGAAAAAGTTCGGCTGGATAACGTGAATGTTTTCA
+GAAATTCAACGCCTGGTCGTCCTACCCAAAGGCAAATAGAGAGCGCATTCCACCACCCTC
+GACCACTGGCGAGCATTAAAATCACTTCAAGATCCCGGGGGACCTACTATCTTTTGCGTC
+AACACAGCATTGTCAAAATTAGTACGAAGGCTACCTGGATTTAGTCCTCGCTCAGCCCTG
+GGCTGCGCAGCTTGCTTAACTTCCTGCTCAAGAATAATATTGTTCTGTCACTAGTACATC
+TGACATTACAGACATATAGGAGGATAGCTAGAATTTCCCGGCGGGGCTAAGCTGACCAGT
+AAGTAACGGTGGTATTTGGTAGACTAATGCTATAGGCATTAATCTCTATTTGCACCTGCA
+GTATGCCCTGCGCTACACAGTCGTGTGGGGATAAATTACACCGCCTCCGAGTTGAGTCTA
+CACTGTCGCCACAAGATACGGGGAGGCAGGCTCTAGTTTCGAGATTTCATCGATTAGATG
+CTACTTAAGATTGAACTACGACCATACATGCCTGAGGAGAGCATTGTGCGCTATGGAGGG
+TCTGGCTACTGACCGCCACATCCGTTCGCGAGCTACCATGATAACTATTAGATGATAGCC
+TATGTCGATGGTGGGATTAAGCACCTCTGTCGCGAAAGAGCATAGCGCAACGCTATAGTT
+TACCCTACATTTGATAAGCTGGACTCCGAGGCTGCGGTTACAGAGTTACGATCCCGATTT
+AGCCATTAAAACCATCACTACATAGAAGCTCCAAAATCCAGAATTTCCTTGAAGACGGTG
+AAGGGTTACTCGGCGTTTTGAGGTCTCATCCGGGCCAGTTGCGGGATCGGCTCAATCCCG
+TCGCATTGTAGCTTACCGAATATCGGATAATAGGCTTATGGAGATTACGCTCCGGTCCGT
+TAATCCTGAGTCTGGTTGGCATTGCAGAGCTGGAAGGCACGCCGGGCTAGTGGGCTTGTC
+CCACCGGTATGAACTGCGTAAAGGGGCGGGCAGTATGATCGATTTGAAGCGGTCAACAGG
+AGGGGATTAACCCTCCTAGATCGTTCAAAGATCGGTTAGTGAGGTAGTGTCGCCGCCGGC
+GGCTTTAATTTTAGTTCTAAAGCTCACCCTTCACTTAAGCCGGGTGACCTACATACCTTG
+CCCTGAAATTCGTGGGTGCTTAGGTTTGTCCTGGGTAAGTGGACGTGGGTCCTGGGACAT
+AAGAAGAGTGCGTGGTTGCGGTGAGGCCAAAAAATAGTAACTCTACTACCCCTGCCTCCG
+CCCTACTCCCCGGAAGGATATTACCTCGTTTGGTTTGAGCCGTGTACAAACATCTTCTGG
+TTTGCGGCATGCATTGAAATCCATCCCTGGCACAGTCAGATCCTATGATGCTGGTCCGAA
+AAAACGAGGCAAGGTGTAGCATACTACGCCTAGTCAAGCGGGAATCGCATAACCAAGATG
+ACGAGATCGTCTGCTATTCACAAGTCCTCGAGGATAATTAGCATTCTAGTAAACGGTTTC
+GGTAAGTACCCCGGGATGAAAGTTGGCGCATAACGCCGGTTATGTTGCACTCAAGCATCG
+TGGACAGACTACTTAGTGTATAGCAGCTGGCCCCTTAGAAGTTCCCGTTGACCCTTAGAA
+GCGAAGCCATGTAGGAACGCGCCTGAAGGAGGTGCTAGCGAGCTGCAAAAGGCCGGCGGA
+TCAAGGGCAAGACAGTGTGAGCACTGATAGGGGAAAAACGATCTTGGGCGATACTGAACG
+GCCGTTTGGATCAGTCGTTCCAGCCTGGGCCATACCTGCTTCCCTGGGGGAGGGCAGTAG
+ACCATTTATCAGCCTACGAATGAAGACTCAAGTTTACTGTGCCGTAACTCAAGTTCCATG
+ACTATCGCCTGATTGCGATCACTATGAACGCGCGCCATAGTTAGTGCCAGTCGGGCGCAC
+CGTTTGCGTGTAAGCTTCTTGCAAACCGGAGCTGCGTATCCCGTCCTAGCACGAGACACT
+GGTTAGTCCGAATCGTCCGCACACTACGTGCCAACCTGGCTTAAGCAATGAGTGGTACGG
+CACTTACGCCAATAGTGTGATTGTTTAACATTAACATAGAAATTTTTAGAAAGCTTTTCC
+CGAATATCCTCGGTCAGCCCTCCAGATGGTTTTTGTGACATAGGGAGACGCCATTATCCC
+GCGAAATGTATACTTGCAACCATGGACCCTAAGTCTAACCTGGATTCCCACGTGGTACCG
+CGAGCCGCTTTTAAACCCGAACCTGATGATTCGGATAGGAATTGTTTTTGTCAGTTGACG
+AGAATCAATTTTAATCTCATGACCTTTGAGGAGGACTATTCGACATTGTCGTTAGGAAGG
+AAACGCGGAAGGACTGCTGACGATAGTGGCTCCGGGGTGAGTAATCTCCCGCATGGGTGC
+GGTCGATGCCCATACTGGGCCCAACGTAGGTCCCTTAGGTGGTTGAAACCGCGTCTGGCA
+TTAACTATGACTCCCGCATCCAGTAACGATGAGCGCGTAGACATAGCTGGGGGGCACCGG
+GGTTACGTTATTGTTCTGGCCTATGCGTTACCGGTGCGTATAATTGGCGAGACGGTTCCG
+TGCCTGTTTCGTACGTGAGAGTCAACTTACCCTGCGTGCGTTTGATTCCTTAAGTAAGAG
+GGCGGTCTAGGGTAACGAGGGTTCCGTGTCCCTGCTCATGGAGCGCAGACTACGCTTATG
+GACACTCATGCGGACATCAGCGAATGCCGACTCGCCTCTTATGGCGACATGGGCCGGTGA
+CTACTCAACGACAAAGCCCAAAGCCCCGTGGAGCGGCGAGATCTAAGGTGGCTCCAAACG
+CCTCCGAGTTGCAAGGACCAAGGTGCTCGGTGCCACCCTATATGTTATCAGCCACAATCA
+ACTGGTGCATTTAGGGGAGTTGCGTTTAGGGTAGAAGAAGTGTGCAACTAAAGAGCATGT
+AAGGCTGGCTTGCACACCGCAACCTACTTGTCGACTTAACCGATAAAGTTGGTAAGCGCA
+ATGATCCCCTTCAGAGCTGCTCCCGACAGGTTTCACGTTTGGGTATAGCTTGCAGCGCTT
+TGGAGCGCCCTATCGATTTGTGCGTGGCGCAGAATATACGCGCAAAATATTGGAGGTAGA
+AAAGAAGGAGCTTCCGTCCCCACCAAATCATAGGTTAGTCCCTCAAGTGGGACAAATCGC
+GATTGATCCAGGGTTGTCGCGAGGTCCCACCTCTGTAGTGCCACTGGAATTATACATGTA
+TAGCGGAATGATACTACAGTAGAAAACACAGATTCCCCTCGCCTCGGTGCCGAATGTTGC
+TAGCTCGAGAATGAGATGTGACCAGTTAAGTACCAAAGTAACCGGTAAGAACACAGTCAC
+ACCTTGTTACGCCCGGTGCTCACGCCCAAGTATTTTCGTTACACACCTAGTGGCACACTG
+ACGGGTAGCAATGATGCTTGAGAATACCACTCCCAGGCGCTGGACAAACCACGTTTGGTT
+TAAACGGTGGGTTAACCACTTTCGGTCCCCTCTTACCGGACCGTGGACTCTGACCCAACT
+TAGGGGTGTATGGAAATGTACTCCCATTACAATGGCTGCACCTATTGGGCAGGTTGATTG
+TCTGGAAAATCGGCGGTGGTCGTTTCGGGAGTTCCAGATAACAATTCGATAGAGCTAGCG
+AAGATTGTATACTATGTACCGGATGAGAGCCACTGTTCCTGAACATGGCACTTAGGAAAG
+TGCTGGCAGCGACACCCGAGCTAGAGTATATAAGCTCAACCTGGAAGTTGCCTTAGCATG
+TGGTCAGGGAGAAGTGAAAGCGATTTAAGTTTAAACGGCGTATCAGCCGGCGTCCGAAGA
+CGGCAACCTACCCTAGACGAACCATCTCAACACACCTTACCTTCGCCCACAGAGCTCATT
+GGCGGTAACCCCGTAGAGGAAGCATACCGCCTACGAGTAGCGTGGTTTCTATAGCAATAA
+CGGCTCACCACTTTCCAAATCGAAAAGATGCTAGACTTCTGGCATCTGTTAGAGTAATTA
+ATGGGCCTCCCGCTGGGTGGTCCACTTTGACAGTTACCCCTACTTCCTGAGTTGCCTTGG
+GTGAATCAGTCGTGCGGACGCTTTGCGGTCCGGTTAACTCGGCAACAGGTTACGGACTCC
+GATTCGAGCTACTGCCTACTTTCGCAGAGAAATATCAAATGGTCCTGGGTTCCGTGACTT
+CAGGCCTACAAATAACGCCTACAGTACAGAGCCTTGTACCCCGGGCTGTCCTTCTCTTAC
+TGACGTGAAGCCCACTCCTTGGTCTCCCGGAAATACCCAGCATACGAGTAGTTGTTCGTT
+CGAAATGAAGTATGGCTTATGCTTACCAATACGTGGGGGTTCACGGGTAAAGCGTGGCCT
+CAGGACATGCTCCACGGTCCACACTTCCATTGAATCCTGCAAAGTTCCACTTGCAATAGA
+CGTCGGTACATGAAGCGGAGGTCCCCTCCGGCTAAAGTACCCGGCGAACGACTTATTACG
+GTCTATAGCTCGGTCACACACACAGTTTACCACTCACCCGGGCGCTATTCGGCCTTGCCC
+TATATATGTTGGACCATGCCACAGCACGTTATCCAGTAGTGATAATTAGCAGACAGCACT
+GCAAAGCATTCTGTATGGACTGCCCCCGCCCGAAGGGGTTAGTTCACATTGTATAGAATC
+AGTTCAAAACGCCTATACTGTATATTCCAGGACAATAGTAAGGTTTACATATTTTTGCAT
+TATGGCCGATGTGAGGACATGCCCTGCCTTCACGATTTGCAAACTAAGAAGCCCAAAAGG
+TCGGACAAGCTACACCGGGTTACTACATAACAGTCGTTCCGTCGAGCATCTGTAACATCT
+GTGCGCAGAGTCAGACTCGTTGATCTCCCAGTTTGCATACTAAGCTCCCGCAACCCCCAA
+GTTTGCCCGGGAATACCCCTAACTGATGACGCAGATGACGGGTTTGGAGATCATCAGGGG
+ACTGGTTCTCAAGTTGTCAACCTCTGACTTACCCTAAGGCATATATCCGTCAGACTTTCC
+CAATCATATGCCAGTTTAATAATGAGCGAACCTCTCCTCTAAGGTACGGATTGAAATCAG
+AACAAGAGGAAACTCCCCATTCGCTATATCATCGGGTATTCAGACAGCGGCATCTTCCGA
+AGCAGTGACCCAGCGAGTAGAAAAGATGACGGTCAGCAGTAAGCTTATTCGAGGTTGACG
+GGCTACCACACTAAGGGCATATCTGCCCGGGAATCGGATTCAAAGTGGTGCTCAAACTAA
+TCAAGAAATAGTAATAAATCGATTGAAGAAGAGAAATAATGCCCAGGAGGTGGTTACCAA
+ATCCGACCTGCGACGTCTTCCAGACGTATTGGAGAGATAGACCATCACCGGCGAGAGTGC
+GGTAATTTATTTTTACGGCGGAACCGGCTTTTATTTTACAACTCAATTACTATGCTATTG
+ACTTAGTGGGCTCAGCGGTCCACTTACGCGCCCATCTGGATCGCTATCTATTATCTGATG
+GGCCGCTACACCCACGCCGACAGTCAGACTGACCTCTCAGCGTGCTGTCCCCGAAAGCTG
+ATCGTAAGATCACTATGAACTTGAAAATTGGAAACCTGGTGTTTTAAGGACCCGCAGTTC
+GCCGCAGAGTAAGACATTAACTATTGGTGATTGTCGTGGTTGTAATCTTCATAACCCCGC
+CCACCACATTGGGTCCAGCGTTTGACCCATGGCACAACGGTACGGCTGCTTTATATCACC
+CTCACAGTTAAGTGTTGCTTAGTCGCCGTTAGTGGACGCCACTACGTCACATGGCGAACG
+CTTCACCGAGGGAAACGGAGGCTTGCAACTTTGAAAGCAAGGTTACTCTCCGCCGGTTCA
+CGTATGACACGATACTAAGTATTTCGCTAAAGTTCCATTGATAAGTCCCTCTTTTAGTTT
+AGGGACTCTGAGTTAAGTGCTATACGCCATGTTCAGTGCCACTAGGCCCCTAAGGATCTC
+CACACAGCGAAACAAGAGCGCTTTAAAACGAACACGCAGCGACACATCCCTCAGTCAGTC
+TAGACAGTCTTATTATCGAGGTGCAGGACGTTATGGTGTCTAACCAAATAGAATACGCGT
+GTATAGCATTACCATAGTGTATAGGTTGTGACCACGGCTCCTTGTTATCAAGATGATGCG
+GAGACTCTATCTTTAGCGACGCCCAAAGATGCCTCCACAGGACTTGATACCCATGCGATA
+AACCCGTTGGGGACCGATATTTGCTTATAGAACATACTAAGACTACCAGTGAGCCTTTAA
+TTCTCTTGCCATCAACCCGGAACTCAGATAAGTGATTCTTCGGGGGGGGCTTACTTCGAG
+CCAACACCCTCTCAAGCAAAATCATAAGTGCCCATCCTGAGTAGGCAGCGCGCGATGGAA
+CCGACCTACAACCACCGATGCACAGTTTTCAGAAGCCGGCCAAGTCGAGTTTTGTGAAAG
+GCATACTCTACGGTTAGCGGAACCGGACTACTGCGTGCTTAGCTACGGGAGTGCGTGCCA
+AACTTCATCTACACCTCTCATAGATCCTAGGAATAACTCTTAAACGGCCGCAGTCCCGGA
+CAGCAGCGCGGAACCCGACCCGCAGAGGCTCCGATGTTCGGAGCCCCAATGAGTACCTCA
+ACCTTACATGATCGGAGCGGATAAACAGCAGCCGCACCAGGGTCCGCTTGCGACCCAGCG
+CATTAGGTTGCGTATCGCCCAGATACAGTGATACCCTTTCGGATCTATTCTTTCCTATGA
+TGGCGCTACGCTTACCGTTTCAGCGGGGCATATAATGTCTCTCGGTGTACTCAGCGTTTA
+CAGGTATAATACTTCTCTTTATTTGAATCACTGGGCCTGGAGAAGTGCTGATGCAAGTAG
+CTCCGGCCTCAACTCCAATTTAGTTGATTATTTGAACATAAGCTAAAGAAAGACAGATTG
+CCACGGGTGCCAAACTAGCCAGCATGGAAGAGCCATAAGTCTATCCTTGACGACTGGCAT
+TCATTCACCTTAACACGGGCAAAAAAATGTGGGACCCACGCAAGTTATTGTGCCGAGCGG
+TACCGTTTATTATGTTCTTTGGCGCCCACAAAGGTTGGCGACGCCATCGGAAGATAGATG
+TTCCATTTTCAGGCTCCATAGGAACCGCTGGACTAGAATTGACACGGGCCGTTATCGCTC
+TCGACACGAGGACGACAGCATACGTGGGATACACCGCGCTCGTCGATCGCTCATCTATGC
+GCTTGCTTACTACTGCCTATGCACTACTTAGCTGCTGGCCTAGTGCATCCCGCCATGGTA
+CGTATTCTCAGCTGGATCTTCCTTTGAACAACTAAGGCGATTTACAACCGACATCGCCAA
+TTGGCTTTCAGGCTACACCCAACCTCATTTCTGTCCAATATCGGTGACCTCACTTATTTC
+ACTTTTCAGGCCCTTCATATTTTCAGGTGGGAACCTAAGCAGCTGAAACTCGACCCGTGG
+TTTCCGAATGCGGCGATCGGAATTGACAGTACATGTTAAGGCTCAGGAGCTGGTTGTATG
+CACAGTCTTCGCTAGGAACAAGCAAGCTACCGATTTAAATACAGTAAATGTCGCATCCGG
+TAGAACATTGGAGGAGTGATTCTGTCACTGTACAGTAAAGGAGGAAGCGATTTCTTAAAG
+CTCATGTGGTCGACCATGGGAGGGTCTCGAATCTTGACTTACTCACTGTGCCCTCTCCCA
+GAAGGCAATTGGCTACTGCGCGCCCTTTTAACCCACGCTCTCATGTGGCAACGTTGGGCT
+CGTAACTTAAGGTTGCCTCGTTAGAGCTAACACTAATCGACGTTACGTTTGTGTTGTGCA
+TATAGTGGTTCAGCGCGCTTGAAGTACGTCAAGTGTATAGCTGGCGCAAGGGTACACCGA
+AGCTCGAGGTTTCATGAGAAATCAGGAATCTTGAAGATTGACGCTTAACGTACCCTGGCC
+ATGTTCGATTCGGTGGGTGGGGTGATGCCACTTGCGACTATGAACACGCGTAGGGCAGAA
+ATGCTACACAGTACAGTGTTGCGAGCCATTGTAAACTTGCGCGTTCAGGCGTCAGGCCAC
+CTCTACCTCCGTAGTTCCTCCAATCCTCTCTTCCGTCGCCTATTGTGTTGAAACACGCCC
+GGGGAAGTCTTATAAACGGTTCCGTTAGCCATTAACCAGGAAAGCTGTCATAGACAAATA
+CGCAGGTGAAATCCTTTCCGCGTGGGACTGCGATGTGCTGTTCTCCCTTTGGCGCTCGAA
+CTACTTGATCCAGTAATTGTTAACTCGACCGCTATCTATTACCCGTGGTAGATTATACTA
+CTGCATCCATAGATGAATCCAGGAGGCAGAGGACCAACACAAACTCGACCGGGGGAAACG
+CATTTGGAACTGCAGAGTATTACGCCGTTCCTCCGAGGTTGGCATATCTTTTTTGGAAGA
+CTTTTGAAGTTATCCTACCTGGTCTGTACTAAGGTTCGTATTGCAGCAGCCGCTCTACTG
+ATGTACAGATCGCGGTTGCTGGGGCGTGCTGGTTGTGAGTCTAATAGATACCTGTACCGG
+GTCGCTCGCGTCTTCGCTAAAACGCCCGTACATGATATGGTTCTGAAAGGTCCATCCCAG
+GCGAAGATATCCCCGGCCCGAAAGCGTTAATATTCTCGCCCGCAGCGTCGGCTTTGATAG
+ACGATTAACGGTCGCGTGCGATAAGTCCTTCCTTTCAACTTAACGACACCGACGGGCCGT
+CTCTAGAGGCCGTCCTTGAAAATTACTCTCGCGCGTCGCCGTAAAATCTCGAAGCACGTC
+AAATCTTAGTAATGATCATGTAGCCTGGACGACGCGTATTGTACAAACCTAAAGCCTCCA
+AGGTGGTGGGGTTATGCCACCGGGAGTCTCTAGCCGACCGGTCCGAACATCATAGTGCAC
+AGTACCTCCTTTCTTAGAGCCTTTTGGAACTTGCAGAACCCATTAAGTGTAAAATCGATC
+TAGTCGAGCCGTGACCCATAGCAAAAAGGGAACAATCGTCCGAGTGCAGGTCAGACGTAT
+TTGAACCCAGATATCATATGCAGATGTCAACAACATCTAAGGCGGGCTTGCCACTGCTTC
+TCGTACTAAAGGATGAGGTTAAAACTTGAGGGTCATTTACTGAGTCCTAAGTGAGACTCC
+TGGCCTCATACAGTAGATGCAAATCATATACTCACGGTATCAGCGTGTCAGCTCCATACG
+AGATGTAGGAGGCTTCTGTCTCACGCTGCTGGGAGTCCGATGGACTAAACTCTTGTTGGA
+GTCGACCAAGTCGCCGAACTCAATATGTTAGCCAAGCGTCAGTCCGCAACTAATCTAGTA
+CTGTTTGTGTACCGCAGTAGAGGCTCATTGTCGGGATTGGCCACTCAAGTACGGCGTTCC
+GGCTTCTGATGGGCCTCTATTAGACCAGTCCATACCTCGGGTGTCTAGTCGATCGGGAGC
+ATAAGTGCTCCTTGGCAGTCTAAAGCGACGCCAAAGTGAATAATCTGAGGAGTGCGTTTA
+GACGGCCGCTTTATGTCGGTGGACTCATCTAGAGAGGACATAATCTGGCCATAAGAGCCT
+AAACATAGCAGCTCGGACCAATCAGGCTTATTTCGTCAGCAATGAGGATTAACACACCTC
+TGTGACGATGTGACGTCGCGACGTCCCCTGATGAATGCTTGCCACGTGGCCGTAGAAAGG
+GAACACTAGATTCATAGCGAAACATCCATGTCCTCACGAGACCTCCAGATCGGTAGACCC
+TCTATGGTTCGGTGAACATGAACCTGCCGTAAAGGAAGTAACTGAATGTATGACGGGGAG
+ACTAGCGGGCGCCCGACCTGCTACATTGCAAGCACATCCTTGTGTTTGATGTAAAACCAA
+GTCATCGACTCCGAAGATTAATTACCACGTACAGCAGATGAGAATGGACAGGCGAGGCTG
+CACTCCTATTGGGCATGGCCTTAACGATAGAACCTGCGTTTTCCTGTCTTGGAGCCGCCT
+CAGATGAATAGGCATTGATAGCCTAGATAATATGATCTCGGGGATAGAAGTAAGTTAGTT
+TACCTGGTAGAGGGCCACAGAAGGGCACCTTTTTATGCAATTCGCGGTCGGATGGGAGGA
+TATGATCCTAATAATCACTGTGATTGCCGTCCAAGTCTGGAGCCTCGGGAATCGGGTAAG
+ATAATAGAAAGGGTCTCTCTCTTCCGGCTTTGTAGAGACGCGACGATCCCACCTCCTTTC
+AGACTAGATAAAAGGTTGATGCATTTTCACCCTTTGGGATCAGTCGTTTGTGAGGAAGAA
+GTCACCTAGACCCCTTCAATTACGGTTCGATTAGCAGGTGGAGTGGTGAGTGCTTCGGAT
+CTACACGCGTTACTAAGATGCATAATAGCTATACGGCCTTGATGCTATGTTAAATGAAGC
+ATTATCGCTTATACAAATAGTGGGACTCTTGACCTACGTAGAACGAGGGTCGCTTGAGAG
+TCAACAGGTGCGTAGCGATAAGTCTCTTTAAGCCATTCTATGCAAGAACGAGACCTCACA
+TGAACAGGGCCATGCTAAGCACCCTCGAGCCGCAAAAAGAGTGCTTTCACGGGTCGATTG
+GGTCTTAAAGCCATGCGGTAAAATCTAGGCCTGAGGCCGCAGGCAATCTTTTTGGCGGTT
+GGCATCACGCTCAGGATTCCCGGCAAGATCTCTGCTCAAGACCTGTCTCTGGTTCCTGAC
+AAATACAGGGTGAAGGATAACTGGCAAATACGCGCGGTCCTATACGTCCCAGTTGCAACA
+CGGACCGTGCCCGATCTCGTAGTAGATAATAGGCGATTGCTAAGACGCTACTTCCAGTCT
+TAACACTTAGTTTTTTGGAATAGAAACAAGATTTGCTCAGACCTACGCGACTCCGAGTAT
+CTCAATTAACCGACTGACTGATTTGCTCACGTCATACTGGTTCCGACATCAGATATACCC
+TGAGTTATGGCGCTCGGCGGGATTTATAACGCTATAACCTACTTCCTAGCAATCGGCGGA
+TCCGGGCTCGAGGTACATAGCGGTGAGACGACCCAGAGATTCGTATTAGCGGTTGTAGTA
+GTCGATGATCTTTTTAAAGCGAAATCTCCCTACGCTGGGGGAACTTAACTGCACACTTAA
+CTTAAAATTTTTTGGGTCCGTTAGCGAATACCCGACGCTTAAGCAAGCATTTGCTACGCA
+TCAGCCAATTTCTTGCAAGGTGTTGTCACTGAAACACAGTATAGCCCCCTGTAAGGCGCT
+GTTACAATACAGGATTCAGGGTCGACTACAGAGAAGAGGTATCCATCGATAAAATCGCTA
+CCTGCGGAGAAATCGTAGCGAGTTTATTTATTTGGGAAGCGATGATATCGCGTGAGGCGC
+GACAGAATAAGGTGGCCCTAGTCCCGCCAAAGACTAGTATGCGATTAGGGGAACCAACAT
+TGTGTGTGTAGCTGTTTAAGTGCCATTAGACTAGAGTTCAACTAACTCGAGAACTGGAGG
+GAGGTTGTTTTAGCCATGATTGTGGGTAGCACTGGTCACTCCAATCGTTCTACTGCAGAG
+TATCAGCCATATCGACTTTCTGCACTGGCCACGAAGCAGCGATTCGGTCCCGTTTTTAGA
+ACTTTGCAGTAACACAGCCAGTCCGATTCACTTTAGAATAAACCCGTGACCGTACGCGCA
+GTGCTAGCATAGACTCGGTTGATGATGAAGCTAGAGAGACCGTTTATAAATTGGCCAGGC
+CGGTATTTGCAAGCGGACGAACGCGAGGTTCTATGCGATTCTCGGGGCGCATAGGAGCAT
+GTCGACGCGGCATCGACTGCTTATGGGTACGCTTAACTTAATTACACAAAAGGATCTCGT
+GTTTAGACGCACGTGTGGGATTAGTTTTTATTCTACTCCCCTCTGAGACTTTCACCTATG
+CAGTTCGGGATAGTGGTACTAGAATCCTGTAATCCGCTATGAGCCCTAGGCCTCACTGTT
+TTATCCCTAAGGCTTTATAAGCCAAGATTTAGGGAATCGGAGGGTCTACTGGACGGGTCA
+ACGACGGGCCGCTCGTGTATGCTTCCTGTGACAATGAACGTTTAATATGATGACGTAGGG
+TAAACATACGAAGGCTTAGAGCCACAGTTTCGTTTCCTCCTTATAAATACACGGTCACTG
+ACCGGGTTGCGACGGTAGTGACCTTACATAGGCCACGGGTGTGTCGTCGTCGAGTTTTTT
+CTTTGTGCAGTAGATTGTGGTGGCGTCTTGGGTCTGGAGTGATAGGGTAGCACCTCAGCT
+AGACATTACCGCTCGGTAATGGTTACATGGTAAATCCTGACCCAGACCGGGAAGAATGTA
+CACCGGTGCAATAGGAAGAGACACTGGCATCGACCTGGTCTTTACTCAATGGACCGTGAG
+CTCTTATGACGTTGCGGATTTTAACGTGGCCCTAGATGTAAAACCTTTGCACGAGTGGCG
+GACCGACTACGCATTGCTTTTCTAAGATCTCTACAACATTCGCCATTAGTTCCAATTTCT
+CGAGGTGGGCCCATTAATATTCGGGTAATAAATTAAGGGCTCAATCGATAGTTTTGCTCG
+GTCATCTGCACAACAATACCGTCATACGCTTTGGGCGATCAGGCGACAAGCCCAACTGGT
+CCTAGCGCGTCATCACAGCAGAGTCCTCTACGGGACTCTATGCAAAATTGGAGTTGAGAG
+GTCTGGGTTTTTACAACCTGGAGGAACGATGTGATGGTACGATCGATTGGTAACCGACTT
+TCTAACGTGATGCTTTGTGGGGGTCATTGTGTGCATAGGTTTCCAGGGACCTCTGGGATT
+GAACGTTGTTACACGACGTACGACTTTCCTCTAGGAAGCTTGAGCGCATGAACGACGATG
+GGGTGGATGTCCACTCAAAGATGTTAGATAGAACGTGCAAATATGCTTCCATGAAGTATA
+TCAGTGCTTCCGGCATGGATTATACGCACGGTCAGTAACCACGAGCTGGACGCTATACTA
+ACCTTGACCGGATTAGTGTGCGCCGTTCCTTATCGGACCCGATCACTCTGTTGTGCGGGT
+GTGCTTGCGTACTCGGCTGCAGGAGCGTGGTATCGCCCCTAACCTACCCGGGGCGCATAT
+CCCTCTGTCAGCAGGCAAACCAGGATCATATTAAGAAATTCGTCCTGATGGCTTGACGTG
+CGTGACTGATGGTCTCCGGGTTGCCGCTATTTCACTGTCTCGGCACGCCATCATGGAAAA
+CTAGCATGCAAGACCACATGAGTCTCTTAGCGCCCGTGTTCGAGAAAACTAGAATGCACT
+CTTCGGCCTGACAAGAGAGACGCTCCAAAGGTCGGTTAAAAGTCCATCAGCGGATGCGGA
+TGAGCCGTAGGGTGGTGTTGTCAGTCAATTGCGGCTTTTCGTGTCCTCGGCTGGGGCTAA
+GAACAGGTCGAACTCGCGTACGGCCTTTTGGCGTTCCTAAAAGTTTCAGACTCGATTCAT
+GCCGCCCGCGCAAATGAGCTAGGATTCCAAGATATAATTCAATGTGTTTGCTCCGCTTTT
+GGGACGCGATCCGTACATCTATCCAGTTTTTTTACAGCATCACCTATAGTAGGAATGCTA
+TTATATACGAACGTCCCGTACATTAAACGATGACTCGCAGAGCTGACGGCCGCCGTTAAT
+CATCGGTCCGGACGCGTCTTTGAGAGAAATCCTATTTAATCATACGCCTCATTAGGCGCA
+GGGTCGGAATGTAGTGCGGTTTATGCCAAAGAGTGCCGGGCCTGCTCTAAGCCTCGTGGC
+ACTATAGACAGCGTACACGACTACAATAATATAGGTACATATCTCTTTCCATGTTAAAGC
+AGTGGCGACGTATGGTCTACTCGCGGATAGCCTGGGTGCGATACCGTAGCATTTCCAAAA
+TGTATTACGTACCGGTCTCACACCGTTCCTAGATCGATAATTGGCATGTAGAACAACCGG
+GGCTCGACCAAAACTACCGATCATGTGGCTGTGGATTATGATACAGTGGGGCCACTCAAC
+TCTGGCCTGATGCATATACGGTTGGTCAGTAAGCTATCGGAATTCTTTATCTAACCCTGG
+GAAGAATGAGCTGCGATGGACTTGGGCGAACTCGGGGGGTTGGAGGCCAGAATATCATCA
+GTTGTGCAAGCAACGATAAATTAATCGCGGTACCGCTCGGTTTAAATGATGCCAAAGCCT
+ACTACACGCTAGGGCGAGGGACTGGCTCAGAACCTGACGATTTACTGTCTTGTCAGGCTA
+TCCCGGCACTCAGTCGGATCGGGTGCCTACCTAATATAAATCCTTGAAATATCCCGAGAA
+GAACTGTTATTCACTCCGTTTTATGGTATTAATTAAATTAGATATCTTTTATGCTCATTA
+TCTTAAGGATGCTTTTTGCTTGCAATCTCGGATTGATTAGTATATACTCTTACCGGTTTC
+GCGACAGCCTGTTGTGCTCCTGGTCTCCACCACCGCGAGTTTCGGAACTCCTTGGTTCCA
+CATGCGTTCAACCCTTGGGGTATACAGTACATCCCGCGCAACCCCTAGGTAAGCCCTTCT
+GGAAAGCGATGGCGGCGATCGCTAGATTGATATGTTACCCCATCGGAGTGTAGTACTCGC
+GCTTAGCGGTGGGCTAAATAAAGCGAACAACATCAAACTCTCCTTGGTGTTGGGTTAGGT
+AGTACGCGACATCGTTCGTGTTGACCTGAGGGGATACTTGCATAACACAGTTGGTCATGG
+GTGATTGAGCTTCACATACTCCTCACTATAGGCGCCTGCCTCGGAAGAGCTTACAAGCGT
+GCGTCTCTCGGAGACCTCCTGAGTACCTTAAGAAAAGACGGTTGATTAGTAGCCCTGGCT
+ACGCTTGTGCACCAATAAGGTGGCGAAGACGCCTGTAATCATCGCTGACCGCTCTGTCAG
+CCTGGCACTTCCAGAATGTATTTTGGAGCTCCGGTCTGGTGGTAGCAACGACTGTCACGT
+TGTGACCCAGCTTAGCACTCAGACCCCACGGCAGCCATTTGTAAAAAGGTGTGCAAGACG
+TTAGTTTAGAGCCCTGCGGGGATTTTCACATTCCTCTGGTAAGATGTACGAAGCTAATCT
+AGCGAGAGTGTGCATCCGCCGTACTTGGGCCACAGGGGGTTCGCGCAACACCCAAGCTGC
+TGGCCTCGGCGCCCTTTCATGACACTTAGCTTGTTACTTCAGTGAATCGGCTAGCTCCGG
+TCTCGCCATAAGCGCGACCCGCTCACTTAGATAATACATGCTTGAATAACTCCTCATTTG
+ATGTCGTCGAGCGGCTTAGATTCCTTGGAAGTACATAGCCTCGAAGCCACGTCTCACCGT
+ACTATTGAAAGCTAGCGAGTCGATGATTTCCCAGACGTTTCAGAATTCGCTACATTACTC
+GATGACGCTCAGAGCTCCCCTGTGCTCTGTGGGAGGAGGTTGTCGCGCTAGTAGCACAGT
+CATAGACATCATAATTAGGTAGCCCGCAGCCTTCAACTGACTCTCGATCTTGTATGAACC
+TTGAGGCATCTTGAAACAGGTATAAAATTCTATTTGGACAATATGAGAGTAATCGCCTAC
+CACGGCAGCGTTGACAGGGCCTAGCGGCCGTTTTCCCCTACTACTTCGCGGTACTAAATG
+TATATTTAGGTCCGCCTGAGCGACAACGGTTCTTGAGTAGCTCCGGAGGGCCTCTGAGAT
+GATCGGCTTTGCCCCCTTACAGTATTGTGGCGCCAGCTCTTAAGGACTCCGTCCACCGCG
+AAAAAGCTAGTGACCTCCTAGGTAACGGTCTTGAACACAGAATAGTAAGAATGAATACGT
+TCGGTAACACCCCGTACGGAACCTCTCACGTCGCGAACTGCCGCCAGCTAAAGGACGCAC
+TCTCGACTTTTAAGCGCACCGGCATCGGACTAATCTGATACAAACGGTCCAGGAACGTCA
+GCGTGTCTGTCCCCCGTCTAATACACGCAGAGAGTGAATCATAGAAAGTTTGCAGTCAGC
+GTGGTGCGTTCGCGCATACTTCGGATCGTTGTTTTCGGGGATATGCATCGTGTTCACACC
+GACCTTGTCACGATAGCCAGAGTCGCTTTCGAGGCGCAAATAATGGGCGATGATCACTCA
+TTCCTAGAGTATGCGCCCATGCACCCTTTATTGCCTACAAGGCATGATGGCTCGAACATA
+TATCAATCTGGTGTGATGACCACCAGAGGCCTTACACAGCTGCTCTCGGGCTTCAAGTGA
+CAGCAACCCTGGTAACGAAGGGCACCCGGAGTGCCACGTTGGACTCTGAAATGGACATGA
+GAAAGTCGTTTCTGCACAATCGAGGAGACTCAGCGCCGACTCGTATGGGATGATGACTTT
+TTGCAGTAGCGAGCATATGGGTATATTCCCTGTCTCTGCAGTCAACCCACTTTGTTACCA
+ATAGTACATTGTACTTCAGCGTACCGTATAACACCCTCCATGGGTGTAGAAACGAATTCC
+TGGTATTACTGCCATTTTGACACGACGCCTTAACACACTCCCAGCATAGTATTGAGTAGG
+GGTGGCTGCTCCTAAAGTAAGGGACCGTTGATTCTGCTATTCCTTAAGATTTTGTAGCAG
+TTATTACCTTGCAAATACGTTTTAGACGTCAACCGAAGGAGTATAGGACCCGTTGTCACG
+GTGAGGAATAAGGCGGTGTAAAGATCCGGGTTATTCGAGCGCTCGTCACAAGGTCAGAGC
+GGAGTTGGTATAGATGCCACGTGGTCACAAGATTATTAAAAGTCGGCGAATGTGAATTTG
+GTTGACGTCTGGATGTCTTGACACACCATTAGAGGTACCACGACAGCAGACCCACCATAC
+GAGTGGCAGCCAGTGCGGCGTATGAGTTGTAATGTGCTAATGGACTGATAGTCACCGCTC
+GATTCATAAGGGTCGAATGCCAAGTGTTGCTAGCTGATGCGCACGAACCAGAATGTTCAT
+GTATCACAAGCTAATATTGGTTCCCACTGCCTCGGTTCAGGAGTGGATAGAAAATGAATG
+CTTTCGGGATTCGCGCTGTTACGTATTTTGTAACGCGTGCACTCCCGCCACGTGGGGGAT
+TACGAGTTGGGCAAGGGGTGATATGAGGACCTCGCGCGCTGGAAAAGACCCTAAAAACAA
+AATACACCCGCCGGATCCCTAACACTAGTCAATGAGAAAGAGCGTTGGTTGTAGTGTCCA
+ACCGACGTATCCGGGCGTATCAGCGATATGGTGATTATAGTACGAGCTCACCGACTAATG
+TCTTCACGATACATTTCCAGCAGCTCCCTTTGGTGGGGTGGTCCGGGAGACGAGAAACCT
+TACGTATAAGGGACACGGGCACGTTCACCGAATACCTGTAGACCCCCCACTATATTGCAA
+TGCAGTCCCTGAATTTGTATAAGAGCGAGTCGACTGGCGCGAGCAAAGAATAAGTCGGTA
+GCCTCCACCAGAGGACCATCATTGGCAACAAGCACTTCGATTTCGGTTCCACACTTCGAT
+GGCATTCACTATCCCTTGTAGATGAGAGATCTAATTTGCCGCATTCCATTCCCAAGTTTC
+GCAGGTCGGGTCTCCAATCCGTTGCGTTTGATTCATGTGGTTTAGTCATGGCTGGACCGC
+TAGCATCTTCGGGCGACCAGGCGGACCGTCAGACGAGTACTCTACTAGATCAGGATCACC
+ATAAATCATGTGGCCGAGAGAACATGGCGCTGGTTAGGCGTAAACCATCCTCCCTTTCAC
+GTCGAAGAACGTGTAAAGCCCCACTAAACATGATACCGCCGACTGTAGCCATGATAGGCG
+TGGTAGGATCTGAAACGATTGCGGGAGTTTCAGTTGTGAAGGACTTCTTTTCTTGTTACA
+CTCTGTGAGGTGGACACTGCAATTAACATTGCCTTTTCTGGCTCGGGTTGGGTCTCAAAC
+CTATCTTTTTGGTGCCGCTTCTCTGCACTCGTCCAGATTGTCAGCGGCACCCAAGGTCGC
+TAGTAATTACACGGCAGGTGGATTTTATTTGGCTTGCAAACGTGATGCTTTGCGGAAGCC
+TCAAAATCCGTTACGAGTTTCGACGCGCTTAACCGTGGACCAGGTCTGGTGACATTCTGC
+TAAAATTCACTCTGGTGCTACTATCAGGCGATTAGCTGCAGACGGGGACCAAGTACACCC
+GGGGTGCCCAGCATTCGGCTACGTCCGCATATGCACACTGGATGACACCAGAGATTTGCC
+CGGCATACGCAGGTCGTGCGAGGCGTTGTTATACAGGCCGGTGAGCATTCTTCCCTGGGA
+AACGAACAAGTCTGGTGATCAACGCAGACATTACCGAGGCTCTCCGTACAGGTTTACCTG
+ATTTAAAGCTCACTCGTCACGGGTCCGCTGACCCACACCGATAATAGAGGCGTGGCTTTG
+TGTCACCTGCGCGCCATATATCTACGGGATACTTTATACTGGCCACTCAATATTCTATGT
+CGAGCTATTTATGAACACTGTTTACAGAATTTCATCGACGCCCTCCACTTAAGCAGTCAT
+GCTCAAACGCTTGTTGTGGCAATACCCTCCATTTCACGTAAGTCCGGCGGGGTATTCGTA
+CTGGGCTCTCGTCTCGATGGTAAGCGGGCTATTCACAGGGCAAACAACTGGATTGTCTCT
+GATGGCTTGTCCGTTCCCTCATGTCTACAAAGTCCTGAGGCCGTCAGTCGACTAATCATG
+ATTTCCCTTTCATGCGTATTTAAGGCATCACCCAATCAGCATTTTATTTTAGATAGTTTG
+CAGTGCGCTCCTCGAGCTCTTCACTAGGGTTGCTCCCTCCACCCCGATTCAGTCCACACG
+TACCGCTATCCATGGCTCACCAATAAGTGACCCGGTTGATCGGACGGGATACGCAGGAGT
+CCTTGCTTGGCCACTCACTGCTCCAGTCATTGCGAAGAGAACGTGCAAAGGCCTCTGGGC
+GAGCTTTAGCAGTTTGACTTACTAAGAGATCAACGGGTTACTTTGCTAATACATCCCCTT
+GCCATTCCAAACGGCACACTCCACCTATGATCTGCCGATAGGAACTGGAACGACTGCGTG
+GTTTGTAACCTAACAAGCCGTGTTTCCACTGCTCTGTCTATATAGTTAGGAAGAAGCCGC
+CATAGATTTGCTGCCACTACAAGTGAAAATGTTTACCACTGCTGTGTCTTAGAATTGTAG
+GTCTTGATCGTGGCGCCTTCTTATAAGCTGCATGACATCCTTAGTGACCCTTGTTGCCCA
+TGGAAGCCGACACGGTCAGGAACGTCTCATATGACCCGCGAATGTGTAACAGCTTCTCCA
+ATATCGGAGATGGTAGAGATTTAGTTATGTATCCTATGCCCCCAAGGCGCCTACGAGGCG
+ACCTGAACGAGTTGCGCGTATTTTTCGATCGACGGACTGGATAACAAACTGATTCATCAT
+GCTATAATTCATCCATATGGGGGTAGGGACACTCGGGGAGTGGTGCCTTCCAGCGCCCTC
+ATTATGTACGTGTTTGTTCACAGCAATATACGCGTCGTCTTAGAGGCGCAGAGGTCAATA
+GTGTACACAGGTGGCGAATGGGTCCAAGTACCCGCGCAGGGTCGTAACTGGCGTGCTACT
+TCGGATTTAATTCAGCAGTAGGCCGTTCGATTCTATCACGGCACTTCAAAGCGGTCTGGC
+ATTGACGAGCGTAAGGCCATCACCTCACACGACACGCATCGGATTTGGATCTCGGTCCCG
+ATCGTACCCTGTGCATAGCCTCCAAAAGTTCCACGAGACACCCCTACCCGAGACTCTAGC
+CTTGATAAGGCAGCAGGTAGTGCATAACAGACGATTTGCAGTATTTCGGCTGACACGAGA
+ATCTGTGAGCCGGTTCATTTGGCTTAGGTGGCACCAGCTGTATTATGCGTACCGCTCCTA
+TTTGATGATATGACCCCACAGTCTCTCGGATATACTACGTCTATCCGTACATAATGCTAT
+TAGAGCGCGGCTCGCACCGCCTGGCGCAGTATCCTAAAACGAAGCTCCACGCGAACTCGG
+TATACGGTGATGGATCCCTCGAGGGTCCCGATGGCGTTGCCCTCTCAGTTAATTTAGGAA
+GTGATTGATATTCATAAGCTCCCCCGCTCTTACCTGGTGGAAGACAAGCAGCCGCATCTT
+TATAATCGGGACTCTACGCGCCTATTTAGGCATGCCACAACGTCGGAATCCTAGGGTTCT
+GTCATTCGGCGGTGTATCCCGTCTTAGGACGTCCGCGGCGCTAGCGCCACTAAGATCGGC
+CGGACAATGGGTGGAAATTGAACTCCGACATAGCGTTGACGCACCGATGTTGCTTCCGAT
+TTAATCTCCCAAGGTCCTCTCGAAGAGAAAGTCATATCCAGGATCACGTACAAGTTCGTG
+CTAAGCGTGGTCGACGAGTTTTCAAGTCTCTGTCCCGGTCACCGTTCTATATAGTTGCGC
+CCTAATCCTTGCGACAAGATGAACGTTAGCGCTCGGACAAGTGTACCAAAATAGGGCCGT
+AATGCATGGAACCTAGGTCTAGTACGGACGAATATGAGCGTTTCGTGTCCCCTAAACCGT
+GCTCCATGACCGGGCCGCCGAATGGCGAAGTAATCGTTCCCGTCGGCCAGAAGCGTCGAG
+AAACAGAAGCCGTAAGAATGATCCGTTATCACTCTATCCCTGCTTTTTAGTGTGAACGTA
+CTGGTATGTTCGCGTAAGCTAATAGTTCAGGCTTTTCTAAGCAGGAGCATGCGGTGACGA
+GACGTTTCCCATTGACGACTCAGTGACGTAAAACGAATCGGTCACTCAACTGCCTCTCAC
+GAGAACATTACGATGAGGACTTGTGTACGGACGCTACGCAAACGCCCCTACATCTCAAAG
+CTTATTTGTCTCGTTTCGGCCTAATTCTGTGCCATCAGATGGAACGGTAGTACAGTCCCT
+TACCTTTGAGCCGATTTAATTGGTGGGGGCCGCTTTTTCTGTTGGCCATTAAGTCATTCA
+GTTCCTGAGTAACTGGTCGTTCGCCGGCGATCTGTGTCCGATGGGCTACGCATAACGCAT
+AACGACCTACTCTCATGCCAGTTCGAGAACTTGACTATTAACCGTCTTTCTCACACTACT
+GGCCCTGGGGCTAACCGGCGCTTCGCAGAGGACATTTGTCCTGTCGCGATTCCCAATGAT
+GACCGCGATACTAACAATTACAGCACATTGGCCCTCATTGCACGGTTTTTTGTACTCGCT
+TTAGGAAGATGTGGGTGAACGTCGTAGTAGCCTGCCTCATTATAAACGGGAGTGATCGTA
+ATGGTACCACTTGTGTAAGTACAGTTTGCTCTCCCTGTGGCGCTTATCAAAGAACCGACG
+CTAGCTCTATTCTGACACTGTTGCGGCGAGACAGCGAGTTTACCCCGGAGAGTTTAAACC
+TAAACCTGGGACCAGCAAGAGTAACTGTACGCGCGTAGACGCCGATGCCCTAGTAGTCGG
+CACAGCTGAGGGACACCGCCCAGAACAAGCAATCACCACAATCATCGCTCTCTTCAGGCG
+TGCGTTCGGTCTAAGGAAATCATAGGGCTCTTAGCATGGTCAGTGACCGCACGGTCCTAC
+ACAGGAATAGGGAGCCCTAGTCACAAAACGGAGTCTAAACCCTGTTCCCTGCTTCCCGCC
+CGTATAGTCAAACTTCGCATGAGGCGTATTTTCTCTGTTGACCGCCCGACTCCTCCAACA
+AGATCTTCGTGGCAATCGCTCTAAGCATCCGATTGTTTCCACACGGAATACAGAATATGT
+CCCTAACGCCGGCGCATCGCCCCGCTCCATCAGTGATACATTCATTGCTCAATGTTCCCG
+TGGTGCCCCAAGTGTGCGTTGCAAAGGGATTGTGTCTTTTCCGGCATTGTAGTTGCTGGC
+CGCGTTACAGTAAGACGTTCGGTATCGCAGTTGTTGTGCAGAAGCAGTCCAATGTTGCAA
+GACATCCATATATCGCGCCTGTCCTGGGTGATTTCTGAACCAATGTCCCGCAAGGAGTAA
+ATAGACCCGCCGAGCGAGAGGCCGAAACTGCCATCTAGTCATTCGGCAGACCACCGCCCC
+GTGCTAGGTGCAAGCTCTCTACACGGAGCCAGTGCTCACCTTTAGGCCATTATCCGGTTC
+AGGCCGCAGAGTGTACGTGCAGTAGTACTTGTGGACTCGGCTATCAACCGGCGTACCGGG
+GAATACTGAGCAAATCTTAGTACGATTGGTAAAGTCGGCATGGTAAAGTCAGCCCTCTAC
+AAGCAGCAGCCTTAGCTTATATGGATGTACCTGACAGATCGCAGGCCATGCTCTACCCAC
+ACGCCGATAAGATTATCCAAAGGCCCACGAAGAAAGAAACACTTACCATTTTTAACTGAA
+TCATCAGCTCATAGGCGCTCATTCAGTGGTGAATCACTCTCGGCATCATATTTAGAAACA
+CCGTACAGCACAATTCTCCGCGCTCCTGCGCCGATCAGCTGACTGCGGCGTTTCTCAGGC
+ACGGCGCTCTTATCGGATGCAGTCAAAGGGCCCATCACACGACCGATGGAGGTTGCTATG
+TCGCCCGTGTGTCGGCCGGGCGAAGTCTTTGACTCCCGTGAACGTTCTATTTGCGGCATG
+CGAAATGCATAAGCACATTACTGTGCACTATGGATCATGCTACCTAGGACGCACAAGGTA
+GCGGCTAGTCCTATTAATTATGCGCCAAACCCTTGGCTGGCTCGCCGATGGTTTGGTATT
+AAGAGTCATAAGACGCGCCCAAGTATGCCTACCTAGGTCATCTCTCGCGATGATGACGGC
+CGGCCTCCTGCACAGTGATATTCTGTGGGGCCAGTCTCGGGTCTGGGGGTCCGATTTTAA
+ACGATTACGGGCTCGCATATTCCGTTTCGTCTATACTTCATACCTCGAGGTACCTCGCTC
+CGCGCCTCAAGTTAGCTTGGCTGTACAAATCGCTCGAGCGAACGTTAGATGCCGCATTAG
+CATGGAGATGCGGCACACGGCACCGTTCTTATCGTCCACCGGTGGGTTCCCGCGTACTCG
+CGAATGAACCTCAGGATGATGCCGGAAGGATCTTATCCCAGACCTCCGCTACGCATTTGA
+TAACAATCTTGACCGCTCTGCCTTATATAATCCAAAACATAAGTTTGGGGGGAAGTAACG
+CGCGCGTCTGATGGCCCCTAACAGTACAAGTGACCAGCACCTCTGCTAAGTGTCGCCGAT
+TTGACACCATTCCGCAGGAACGACTGCGGACATCTATGCGCAGGCCCGGGCACCGCACCA
+CTGCAGACCACAGTACCTCACGGCGACCCACTGTTGGCCGACATGGAATGGACGAAAGAC
+TCAATATAGCGTGTCGACATACGGCATGAAGCCGAGATCATTCTCCAAACCAACGTTACA
+AGTCTGTCAATTACGGCATGTAGAATTGAAGAGGCGCTCTCCAGCCCCCAAGGAAGTCTA
+TGCTGCTGGTCTCATCTAGAAGTAAGAATACACAGGGGAGTGAGCCCTAGCCTCGGACGC
+CCTTGACGCAGCGATAACTCAACCGATGCCAAGCCGGTTCGCTCATTCGATCAAGGCCGC
+GTGGATAATGAAGAAGTGCTGTGATTCGGTAAGTTGAGCAGTAAGCCTTGAGGTTCCACG
+CCTCTAGTCAAGAGGAAAAGTAAGTTGCGACCCACTTCACACTTGGGACGGCCAAAAGGG
+TGACTGTGCAAACCGAGATCAATATATACGAAAAAGCTGACGCTTAATCTATAACAATAG
+GCTCTGCATCGAACCTTCTATAATTTCCACTAGGGGTGAGTCTCAAGAAACCACACACTA
+GCGACGTTTCAAATGGAGAGTGTGGTGATCTGCACGTGAATTGCACAGAGGATCGTGCAC
+GGGCGACTGGAAGTCCTAGCCTATGGCCCTGTGCAAACCCTGACGGACGCCAGCACTGTC
+GGTATGGAAACGTGTCACCGCTTGTTATCATTCTGAAGTATATCCAAAGTTAGCCCGGTT
+TTTACAGAGCCTGTAGGAAGAATCCCAATCTTATTACATCTTGAATCATTGAGATACATG
+ATTGGTGCAAGACCAATAGGACTGGGACGGAACTCCCAGGAGTTCTACCAATCGTTTTTC
+ATAAGTTTGAGCATATTGCCAGGACGTGTGTGCAGTGGTTCGCGTGTTTGAATCGGTCTA
+AAACTACACCATTCAATACTGAGCATCAGTATCTAGTACATTGGTACACGATTATGCAGC
+CTGGACGAGGACACAAGACCCTCCCTCGCGATGTGGCTGGCGATTCTTCTGTCATGCAGT
+CCATATTATACTATCGATAGTCGGTCGGTACGCGGTGCTCTCCGCCTTATTTGATTAGCT
+GGTACTCTGGTATACGGGATACTCGGTATTTGCTTAGATCCCAATGTTGTTTGTTAATTC
+GATCGCGGACAAACGGTGACACCATTATAGTTCGCGATACGGGGTGAGCTCATACGCTCA
+AGGGCACAAAGTGGTTGACGCGAAGAGGGTCTTTTATTCCGTCGCTATTCTGAGGCTAGT
+CATTTCTTCATGCCGGGGAACTCCAGGGCTCTCAAGGCGGATTGCTTAAGACACGCCCCT
+CGTTCGCGAGGATGTCGACTTAACTTGTTCGGATGGGAAGCCTAGTGTCCACTACACTAT
+ACGATAGTACCTAGTATATTAACAAACCGCGTCACATAACGATCGGAGAGAAGACCGTTA
+ACATTATATCGCCAACTTCATCGACGCTGAGAGTGGGTCTGGCTTGAGCTTAAAGAAGGA
+CCTCGTCTAGGGACGTGAAGCCGTCTACTCTCTATAGGGACTTTCTTTCTATGCCCAAGG
+AATATTTTAATGGCATTAACGCCGCATTTCCCGTGAACCCACTGGCGCACAATACGAGTA
+TTGGCGAACACGCGGTACGCCTCCGTGGTTCCGACGCTGATTCTGAAGTTCCGCTATCGA
+AAGTGCACCTAATTGTCAGTTCGACGTCAGAGACCATTACAAACCACAAAAAGGTTGGGC
+GAAAGCGTCACATTTAGGAACCATCAGCCCCGATTAAAACTACGAAACAATTAGAGGCAT
+ATTGGGGTTACACACAGCCGTAACAAAAAGAGAAACGACTATCCGCGTACCCCTTCTAGA
+TAGCAACCCCCAGGCATGCAACACAATAAGTGCCGCGTCTGCACTGCCACCAGCACTTGT
+TCTATGAGGATTTCACGATTGCTTGGGGTGCCACTAGGTCTGGCCGAGACGTAATTATTG
+ACGATTACGTCAGGTGTGAGAGACCTATTATCTTAGGTACGAAACCCAAGCCGCTGGGGC
+TATGATGTTCCGCTTCACCTACTACAGCAACGCATTGGGTGTAATTGCACACACTGTCTC
+TCAAAAGCGTTCAAAAATTTTGGCTAGTTAAGGAGGAGTCGATTCCTACAGGGCTAAATA
+GGGGTGAGAAAGGAGCATTTCGCTATTCATCTTCTGTCTTCTCGTGACGAGGGTCTTCCA
+CGTCCTCGAGATGGTAAATGGTGAAAGAATTCGCTAAACTCGACGAGTAGGCATTAATAA
+AATACGCACGCCGTTATTCGCGTCGCCCACTTCATTACCGGGTCCAACAGGAGGGTATGC
+TTCGCCTGGGTTGACGGCCTTGGATGCGTAATAATGTAAGCCGCAGGCCCCTTATTAGGA
+AGATTCGTAAGCTCGATGCAAGCTGTCACGATGGAACGGCGGGCCTAATTGCCGTTACCG
+AATTATGGCGAAGTAACATGCCTTATCCCGATGACGTCTTCTCGGCGCACGTCTGCCTCA
+ACGCGGGTTAACCTAGTTGACCATATTGTCACAAGTTTTGCCCTGAGTCCGTCCCCATGT
+CTTTCACCGAGTCGGTGGAGGATCATGTGCTGGCATATGTTGAAACGTATCCGCGTTTTA
+AAGGCACAAAAACAGTATGCTAGTTTAAATTCTTCTCGTCCATGTTTTAGTAAAATCCGC
+CCTGTTAGAACATCGGGAGAGCAAATATCAGGTAGTGCACTCGTTACGCCATTACGGCGA
+TGGACTGAAGACGCCCAGGGGACATGTAGGATATCCGATACTGTCTACATAAAACAACTT
+GGTCCTTGCCTCGGGTTATGTAAAAAGATTCTGCCCGTAATATCAACGGCACACTAGGGT
+CCATGTGCGCCCAGGTTTAATAATGCTGGGCTACATCAGTGGACCGTCGTGATCAGGATT
+GATCGGACGCGTCTTTTGAACTACGCCGCTTTATTGTGAACTCTTAGACTATTGCGGTGC
+CGGCTCATGACCACATCAATGGAGTGTAATGGCAGGCTTTCTGCTTCTAGATGTAGGGCG
+AATAGATGATACATTCAACTTAGGTTCGAACTGGGGAGCACGTCCGCTATTAAGATGTTC
+AATCAGAGCCTCGACCTTCTTAATAAGTGGGTAAGACTATCTGAGGCTAGTCAACATGGT
+TTGCGTCACTACCTACAGAACACCCACTGACCACGATTATCGAAGAATTTTCATTCGCAT
+TGGTAGAGAAGCCCCTCGTCGCTAATAATGACCTCCTTATCGCTACGTGTTTGGCGCTCG
+TTGAGGGACGGTTAGATCATACTGCCTTCTAAAGTTAGCAATGCAAAGTATACGATACTC
+TAGTGAGTGGTCGCTAACTTTTTTATTCAGTACATCCCTTCGTGTGCTGGGAGAGACATA
+GGGACAATCCGTCACAGAAGGGGTCAGAAACTGTAGGGAAGAGCAGGCTACTGTAATCCT
+ATTTGCTAGTCGTGTCCTTGTGCATGTCACCGCGCGACCTAAGAACGGCTGCCCAAGGTG
+CGGCCTAAATCGGAACTGTTGCGCCAAATGGCCAAGGTATTAGAGCTCTCCTTTGCTACG
+AAAGTTGAAACCGCCTCCGCGCACGGTACCTTGTAATGGTCCCGTTAAGTACAGTAAGTA
+CAGCGGAAACTGGCAATCGTGATGATCACTGGGTCAAGTTACTTATCTACTAACTCGTCT
+GTGTCTGCCCTTCATTTCGATGATATAAAAGGGCAGCCTATGCCGTCATAATATGCGTTG
+ATGAACAATGGATGTGTGCGCAAACCTTGTCGTTCAAAAGGCGACTAGATATCTTAAAGG
+ATTCAACTTGAATTGGTACCCAGTCGGGGACGGACATCCGGTCCTTACTACCTCTAGGCC
+CGAGTTGCTGTCCATAGTCGGAATCCCGCCCTGAGTAACTCTATCGACCGGCACCTAATT
+GCCATGCCTGCCAGGCAGGTCTTCCTGTTTGCCCGTTATATCTAATAGAGGTAACATAAA
+ATGCTATGCTTTTGAGAGGATACTAGAGCCGTGATCCTAATCATAAATGGCGGCTCCTGC
+AAACAGTTTGTCGGAGCAAGATATCACCCATGTCGACCGGAACGAAGGAGGATTTTTCGA
+AGCTCTTAGAACATGGACACTACGGTCTTAGGACAGCAAGAGGTTTCGACGCATCTTCGA
+CGGTAGGTCAGTCCCCCGCTTTTTGGAGGAATAGTTCCTGGTACACCCCGAACCTAAAGG
+TACCAAAAGTGTGTTGACATTGCATGGGGTTAGTCAGGACTAAACCAGTAATAAGGCTAG
+TTGATATACCTCTCCCTGCGTCTTAGTGACGGGTTTCCAGAGTAGTCCGCAACAGGCTGC
+GCTGCGTGGGCGAAACGACACTAAATTAGTGTCTTATTGCCATATGCGTCTATCACACAA
+CCGCCACCCTAGCGAAACTACCTGTTTCCGAATGAGACTTACTGCAGACAGATTCTCTAG
+ATGTCGAAGCTCTCAGGACGGTCAAGTCCGGGTTTGTCATCATCCTATATCAAAATGAAT
+GGTTATATTGCGGAGCGACGAATTTTCATCTTTACTAAACTAGTATAGCGGGAGGCGTAG
+AGTTTTCGCTCTGAAGGGCCACTTGAATGGCGCGCGTTATTCACGAGATAGGAGGCCAAT
+TGGGACCGTTAAAAAACTTTAACACCTAACTCCCAAGTTATTGATTTTGAGGTAGTCATG
+GAGCCTAACCGCATACTGAAGCGGCCGCTTAGATGCGTCACAGCCACCAGGCTTGATACA
+AGGTTCGGTTTCGTTCCCTAGCCAAGTTTCACTCACCAGGTGTGTCTCCGGTGACGGTCT
+CCTCGGACGCCACTGGGATCGTTCCGAAGCATACTGACGCATTAGCCGTGGTGGTAGGGC
+CCCCGCCGCCGGAACAGACTACTACGGCTCCAGCAGCCTAGACATGACATCGATCACCGC
+GGCACTCTCACTCTCACTTCTGCTCGCACAAAAAACGTTGTCCTCTCCCTTTTCTGGCCA
+TTAGCCCGTTGTACGCATTCCGGGCAGGCGTGAAGTTCGTCCCAAGGAGGCTTTTACCCC
+TCAGTCGCACGCTGTTCTAATAACTATATTAGCAACCCATGCAAAACAATCGAGGTTTCG
+TTACGTAACCAAGTACTCCGAGTTCGTCGATCGGGACCAAATACGATGTCGAATTTAGCC
+GTGTTATAAGATTTAGCGCGGCATATGGCTGCTCGTGCTTCACCAGGCGGCATGCAATCG
+CCCTATTGAGGACTTGCACTCGCCATGAGACAGGACGGACATATTAGAGTCGTTCGTCCC
+GATTCTCAAGAACGCACACTCGATGCACGAAGACTCGTGCTCTTCGCGAAACACGCTAGG
+GGATACCGTGCACAGTCCCTCATCGGAGTGAAAGTTGATCTAACAACGAATGTGTTACAT
+TCAGGTTGGAATTAAATGCGCCCAGCGCTTCCATGAGATTAACTGTACCCCACTCAGTAT
+AACTTAGGCATGGGCCTGGACAACCGGACACTATTTGCGGACGTGGGCAGAATCTTGCCG
+CTTACTACCTAGTCAGACTGCAATGACTCTGGATAGCCGCTGTTGGAAACGACATCGGTA
+CGTACCACACCTATCATGCGAGCAGACCTGTACCAAACCCCAGCGACACATGTTCTTTCG
+CCTTTAATGCTCGTCTGAGTAGATTAGCATATAATTTCCATCCCTCGGCAGTACCAAGCG
+CTCCAACGGCCGGGCAAACTCAGGGTCCAGATTGTTCTTGTAACCAAGGCAATCAACTCG
+GTAACCGCGGATTGGGTTTAGGCAGTAAACTGCACAATCCATACTTCTTCTTCCCCCCGG
+TCCGTGTCATGAGGCGAAGATAACCACTCTAGACCCGGGGCTTTCGCAAATATCCTTTAT
+AAGCGTGTAAGTGCCGAAGGCGTGTAACTTCGTTAGTCGGAAGCTCTAAGCGTTGAGAAC
+TAAATAGCTTCTATACGCGGCACGAATAGATAAATTTCTACGCACAGCTAGAATACCACT
+CGATTAGGACCACAAACTCATAGTTGTGCTGGACCACGGGTAACCCCTGTATTAGAATGC
+TTTTGAGGGCTGTTGCCTACGCAATTGCCCTATTACAGAAAAATGGTACTGCCAATCATC
+AGTACGGTGGGAGGGAAGAGATGAGGAAACGCGTTTAGGTCAGTTAGCTGAGGCCACGGC
+TAATACGGCAACTAAGGCGTCAAATCCTATAGGCCTGTATCTGTCTCAGTTCGACTTTGA
+TGGGATTTGGTATATACTAATTCGTCGTGCCTCCGGTCAACTCCCGGACCGAGCTACCGA
+GCTACGTCCCCCAAACCTGCTTACTGCAAGCACGCTCTTGTTTCCTTGCAAGTGAATACT
+AACTGTGAATGTGGATTTCGTAGGTCTGGATAACTAGTGGTTTCAGCGCGACGGTCCCAC
+TGCCCGGGAGTGCCGAAGGCGTTTGTATCCTGTGGAGCGGCGGCGGAGCCGTCTCGAGTG
+CTTCAGTGCATACTTGTCGGGGACTCGTACTATGAGATGTTTAGAGGACGCCCCCTCGAG
+CAAGAGTGTATCCAGTAGAACAGATGGTTCGACACGCGACTATGTGGAACATTATCTACC
+CTAACACACTGTCAGTGTTACTCAGACGTTCTTACCTACTCTCTCCAGAATCCTGGGACG
+ATATACTTCGACCCCTGAGCCTCACAATCGTATGCACCTTGCCGGTGGTCCCCTCAGGCA
+GGACTTGCTTCAAGATTGAAGCCTCGGGTCGTTTATATCACGTTACCCGACCAGCTCGAG
+CGGATCAAGGGCTAAGTTAGCACACGTTTGAAGCTACACTCACCCCACGTATAAGTAGAC
+AATTGAGTGCTGGTGCGCCTAGAAACTGTATTACCACAAATACCACACCTGTGACATGCA
+AGATCTTGCTGAAGTGTCTTAGCCATAGCTTTGAGCCGTACAGAAACGTTTTCTATCGGG
+TTTCGATGGCTCGCCGCTCGAATTCGCAAACTGGATACCAACGTCCGCTACCAACACATA
+AGCCAGCCCTCCAATCTCATTGCCTGCGGTGATCTACTAGGACGCGGCTCAGTCCCTCAG
+ATGGGGACCCTCTGGATCGAGGCCGAGACCAGCCTTACACACGCTTTGTAGCGGTGCTCT
+CGAGTGCATCTCGACTCAGCGCCGCTGTGGCGGCGGATGAGAACGACGATGACTTCCCTC
+TTTTGGCACGCGGTCTCCGTGAATCCTGACTACGCCACAGGGCCTGCACTGCCCTGGCCA
+GTTCGAGTCGATTCGCCGCGATAGTCAATCGGCTTTCGACGCTAGAACGTGTCAGATTCA
+CAATCATTAAACCAGAGACTGCGTAATGTCGATGGCCAAAACGTTTGCGGATGACACTGT
+TCTATGGCGTTAAGCCTATTTTCGTCAATTATTAGAAAATAGTGACTCATGGGACTTGTA
+GCTGGTGAGTTACGCGGGGTAAGGACCTGGGCGTCTATCGTTATAAAGATGACCTCTTGT
+CCCGACAATACATCTATTTGGGCGAGAAGGTCTGGAGATTACCTTCGCAGCGGTTCTGGT
+CCTTAATCAAGAAGGTACTAGTGTTCTGCTTTTTACAAGCAGTAGGCTGCGGCCTTTTAC
+TTGACCATTAAAGTTATGAGCGGTTATACCACGTCTGAGTCACGGTCTCTACGTATCACG
+TCAAGTCCCTTCGCTGGGAGAGCTGTAGAGCCTATTCCATACAGTGTACGTCGGGGCTAC
+GACCCTGCTCCTGCATATACATATGCTGTCGTGTTGAGCTGCGTGTGATGTACTTAAGCC
+GGCTCATCTCCATTTCCGTCGCACTTATGCAGGATATTCGACCAACTCTGGCGCAACTTT
+TCCTACTCCTGATCCCGTTGCTGACCGCGGGATCCATAGGACTGGGAAAGAGGGCTCGTA
+GAATACACTCTGCGCCGGTGGGTTCTGATATTTCTGTATATCCCCGTTCGGGAAGCGATA
+TGATGTTGTTGATGAGTAAGCCGTCGCTACCCCGGCATGTAGTGCACTCAGCATATTTCG
+CCGTCAGCGAGTATTCCCCATACCCACACAAGAACGCCAGGCCTCGGGGCGTGTCGGATA
+AGTCCGTCGGTCCACCAACGAGGGGAATCGCCCATTAACCTAAGGATTCCACGCAGGAAA
+GAAATCTGCTGACCCGCGATCAACGATATAGTCGACACCGTACCGGCACTAGAAGACACA
+GCGGCTGCTTTATAGTTTTCCTGCGGGTACCACGGGGGCTCTCACACAATGTAAGAGGCA
+AGCTGATATGAAGCGATTAGGTCGCAGTCTTCAATACGCCTCTTGCGACTATGCATACTC
+GCATGAACCACCAAGGATCATCGCATCGCACGGTCCATGCGAAGCCCAGGTATCACGGCC
+AATCCCGCCGATTCCATGGCAATTTTGGATACAAACAGCTCCCGATTACACCTAGTGATA
+TTGTTCCTCCCGAATAATCCTTTTTCTACAGCTCCATACCGCAGCATACGCAATGTACCT
+AATCTACGTGAAACGTCGTAGCTAACGTGAAGGGGGCGGAGACCACTCATGTTCGCACCG
+GCTAAAAAACTCAACGCCGGAAGGCTAAGCTCCGTAATAAGGGTGTGACGATTGTACCCG
+CCCGCCTAACCACCAGGGGTTGTCGTCTCTTAAATCACAGCATGTCCTACTTCTCGCCAT
+TCCGAGCACACCGGGCCCCCCGACTGCATTATCTCCGGGTGACAGTAGTAGTATCCTTGA
+AGCCTGCCTCTTCATTCGCTCGAGGTGTATGGACGTAGGCACCACGTTCGGGCACCTCAT
+TACGCTGGGAACCGGGTAACCTTCCGACTAGCCAGTCAGTGTACGTGCACTCTTAAGTTG
+GTCAATACGGTAGATCCCGCGTAACAGTAGACACCTTCGTCCAGCTCAAAACTGCATCAG
+GTCACGTGAGAGACGACCTAGAAATCAACATTGATCATGTCGTATCAAGTAATCTGTTCA
+AACGTCCCTTCTCGATTCGCCCTCATAGGAACCGTTTGCGATATGGAACTTGTGCCCCTT
+GGGCACCTGGTGATGCTCCGCGACTCATATCCCATGATATGCGCTTTGTCCGCATTCTCT
+ACCTTTATATACCGTGGGTAGTGCGACTCGGCTCAATTCAGCAGGGGGAGACAATAAGAA
+ATCTGTCACGCAAAACACTTTCCACCGGTACATTCATAAGTATGAGACAACTGATCTTCA
+GGACGGTCTTTATCCGGGTACTATTACGTCACCCAGGAAGATGTCGGTGCAGTAGAGCAA
+TTGACGCACTTATTTACCGGTTATGGCCCGAAACTCACCCGATGATGCGATATAACTACC
+GTTGTTTTGTGAGCCAGTGTCCAATCCACTCAAAAAGGTATGCTTGGGTGGGTGTACGGG
+ATTCGAGGGTAAATAGGGGTATGATCTTCGGATGACTAACTCACAGTCCACTGTCCGGGT
+TAGGCGATCCAAGGCTTTATAGGTTCTCATTCGTGCTGTGCCATATCCGGGCAAATTATT
+TAGAGCGTCGTGTCTCGAGACCGGACAAAATAACTACTGTCTCTGGCGTGGATATACGCT
diff --git a/tutorial/orig_files/trna.5.sto b/tutorial/orig_files/trna.5.sto
new file mode 100644
index 0000000..a208dd6
--- /dev/null
+++ b/tutorial/orig_files/trna.5.sto
@@ -0,0 +1,16 @@
+# STOCKHOLM 1.0
+
+tRNA1 GCGGAUUUAGCUCAGUUGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCUAUCACAUCACGCUUUCACCGUGGAGA.CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUCAGAAUGGGCGCUUGUCGCGUGCCAGA.UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUUGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+#=GC SS_cons <<<<<<<..<<<<.........>>>>.<<<<<.......>>>>>.....<
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+#=GC SS_cons <<<<.......>>>>>>>>>>>>.
+//
diff --git a/tutorial/purine.1.c.cm b/tutorial/purine.1.c.cm
new file mode 100644
index 0000000..ae20bc1
--- /dev/null
+++ b/tutorial/purine.1.c.cm
@@ -0,0 +1,421 @@
+INFERNAL-1 [1.0.1]
+NAME Purine
+STATES 300
+NODES 83
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 1
+EFFNSEQ 0.947
+CLEN 97
+BCOM ../src/cmbuild -F 1p02.purine.1.c.cm purine.1.sto
+BDATE Fri Oct 23 15:34:53 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate -s 1256326559 1p02.purine.1.c.cm
+CDATE Fri Oct 23 15:35:59 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.62040 -7.42400 2.19786 1500000 440199 0.002556
+E-GC 0 0.39818 -15.71038 -4.84946 1500000 28327 0.013238
+E-LI 0 0.63929 -4.86700 4.00092 1500000 326031 0.003451
+E-GI 0 0.44203 -10.08070 -0.32783 1500000 27946 0.013419
+E-LV 0 0.60756 -1.76517 5.62198 15000000 100075 0.011242
+E-GV 0 0.47548 -6.61486 5.10994 15000000 98895 0.003792
+E-LF 0 0.66015 2.23083 9.02987 15000000 100103 0.011238
+E-GF 0 0.53724 -1.68873 8.68931 15000000 98958 0.003789
+FT-LC 36 0.99300 10000 1500000 0
+ 0.111958 0.0734618 0.0602232 0.0394389 0.0351558 0.0316939 0.0154185 0.0116329 0.00740787 0.00660086 0.00402014 0.00387963 0.00229816 0.00191561 0.0014624 0.00130369 0.00103487 0.000728288 0.000617367 0.000444205 0.000335349 0.000233116 0.000156132 0.000119565 9.8718e-05 5.31711e-05 4.89407e-05 4.67442e-05 4.17966e-05 3.58404e-05 3.35195e-05 5.55668e-08 1.9366e-08 1.38218e-08 1.16461e-08 1.85696e-09
+ 8226.9 7261.89 6405.84 5661.91 4903 4170.81 3684.01 3190.21 2793.78 2451.46 2151.09 1932.92 1628.06 1420.11 1241.18 1066.34 898.157 780.342 693.37 620.173 538.111 480.986 430.778 368.874 313.167 266.752 222.173 197.542 177.038 149.51 149.09 88.4592 52.9634 41.131 18.5772 14.909
+FT-LI 39 0.99300 10000 1500000 0
+ 0.0994127 0.0789385 0.0552101 0.0396316 0.0301835 0.0265362 0.0258983 0.0206988 0.0159558 0.00773185 0.00557996 0.00341507 0.00241556 0.00217365 0.00191617 0.0015953 0.00150995 0.00107553 0.000905962 0.000685526 0.000420036 0.000293389 0.000212562 0.000165673 0.000108588 9.10521e-05 7.73525e-05 6.02326e-05 5.51071e-05 4.8593e-05 3.91594e-05 3.24248e-05 2.83405e-05 2.79881e-05 8.38179e-08 2.75109e-08 2.01152e-08 1.57839e-08 2.49711e-09
+ 8226.9 7261.89 6405.84 5733.37 5145.07 4502.75 4014.13 3485.28 3066.32 2651.81 2308.53 1997.78 1784.52 1587.73 1420.11 1268.52 1139.86 1015.5 913.706 810.8 708.641 620.173 538.466 480.986 430.778 368.874 321.759 288.744 244.491 215.386 186.886 167.046 149.51 149.09 88.4592 52.9634 41.131 18.5772 14.909
+FT-GC 36 0.99300 10000 1500000 0
+ 84.8694 62.3061 28.8149 6.85635 3.54848 1.72448 1.39427 1.35187 0.912397 0.793558 0.669761 0.350869 0.257807 0.216658 0.181116 0.11565 0.0736902 0.0611109 0.0471885 0.0428017 0.0371447 0.0349087 0.0274638 0.0268095 0.0208664 0.0141338 0.0123626 0.011692 0.00901956 0.00816525 0.00706603 0.00557378 0.00496266 0.00475151 7.05914e-06 1.20479e-06
+ 8000.68 6916.66 6142.32 5399.28 4854.43 4341.17 3844.82 3442.01 3048.47 2662.47 2387.37 2044.04 1726.74 1546.67 1377.21 1205.41 1032.06 913.078 757.377 655.112 572.161 510.02 453.653 396.211 348.281 307.137 269.837 238.857 212.801 187.763 164.165 147.678 128.495 117.55 29.3574 11.755
+FT-GI 37 0.99300 10000 1500000 0
+ 42.9029 35.9881 17.259 4.45923 3.02032 1.44419 0.947782 0.845502 0.681692 0.40829 0.38185 0.256484 0.174807 0.143624 0.113337 0.0685561 0.0519269 0.0403893 0.032067 0.0297634 0.02743 0.0250647 0.017184 0.0158043 0.01184 0.00917603 0.00846186 0.0081305 0.00766329 0.00686513 0.00614907 0.00465981 0.00364633 0.00300003 7.16206e-06 6.34099e-06 1.00961e-06
+ 8000.68 6916.66 6142.32 5399.28 4854.43 4341.17 3844.82 3442.01 3048.47 2662.47 2387.37 2044.04 1726.74 1546.67 1377.21 1205.41 1032.06 913.078 789.789 694.994 612.891 506.199 453.653 396.211 348.281 307.137 269.837 241.567 216.607 187.763 166.563 148.393 128.495 117.55 51.2474 29.3574 11.755
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.476 -6.683 -0.074 -5.097
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -7.532 -0.028 -6.186 -0.482 -1.493 1.257 -0.893
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 37 35 3 38 3 -6.174 -1.687 -0.566
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -7.532 -0.028 -6.186 -0.337 1.020 -1.177 -0.439
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -7.532 -0.028 -6.186 -0.482 -1.493 1.257 -0.893
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
+ ML 48 47 3 50 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 51 50 3 53 3 -7.955 -0.025 -6.272 -0.327 -0.985 -1.116 1.161
+ D 52 50 3 53 3 -5.620 -0.734 -1.403
+ IL 53 53 3 53 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 18 ]
+ MR 54 53 3 56 3 -7.955 -0.025 -6.272 -0.327 -0.985 -1.116 1.161
+ D 55 53 3 56 3 -6.390 -1.568 -0.620
+ IR 56 56 3 56 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 19 ]
+ MR 57 56 3 59 3 -7.955 -0.025 -6.272 1.498 -1.614 -1.435 -1.062
+ D 58 56 3 59 3 -6.390 -1.568 -0.620
+ IR 59 59 3 59 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 20 ]
+ MR 60 59 3 62 3 -7.955 -0.025 -6.272 -0.482 -1.493 1.257 -0.893
+ D 61 59 3 62 3 -6.390 -1.568 -0.620
+ IR 62 62 3 62 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 21 ]
+ MR 63 62 3 65 3 -7.955 -0.025 -6.272 1.498 -1.614 -1.435 -1.062
+ D 64 62 3 65 3 -6.390 -1.568 -0.620
+ IR 65 65 3 65 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 22 ]
+ MR 66 65 3 68 3 -7.955 -0.025 -6.272 -0.482 -1.493 1.257 -0.893
+ D 67 65 3 68 3 -6.390 -1.568 -0.620
+ IR 68 68 3 68 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 23 ]
+ MR 69 68 3 71 3 -7.955 -0.025 -6.272 -0.327 -0.985 -1.116 1.161
+ D 70 68 3 71 3 -6.390 -1.568 -0.620
+ IR 71 71 3 71 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 24 ]
+ MR 72 71 3 74 3 -7.955 -0.025 -6.272 -0.482 -1.493 1.257 -0.893
+ D 73 71 3 74 3 -6.390 -1.568 -0.620
+ IR 74 74 3 74 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 25 ]
+ MR 75 74 3 77 3 -7.955 -0.025 -6.272 1.498 -1.614 -1.435 -1.062
+ D 76 74 3 77 3 -6.390 -1.568 -0.620
+ IR 77 77 3 77 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 26 ]
+ MR 78 77 3 80 3 -7.955 -0.025 -6.272 -0.337 1.020 -1.177 -0.439
+ D 79 77 3 80 3 -6.390 -1.568 -0.620
+ IR 80 80 3 80 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 27 ]
+ MR 81 80 3 83 3 -7.955 -0.025 -6.272 -0.482 -1.493 1.257 -0.893
+ D 82 80 3 83 3 -6.390 -1.568 -0.620
+ IR 83 83 3 83 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 28 ]
+ MR 84 83 3 86 3 -7.955 -0.025 -6.272 1.498 -1.614 -1.435 -1.062
+ D 85 83 3 86 3 -6.390 -1.568 -0.620
+ IR 86 86 3 86 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 29 ]
+ MR 87 86 3 89 3 -7.955 -0.025 -6.272 -0.337 1.020 -1.177 -0.439
+ D 88 86 3 89 3 -6.390 -1.568 -0.620
+ IR 89 89 3 89 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 30 ]
+ MR 90 89 3 92 3 -7.955 -0.025 -6.272 -0.327 -0.985 -1.116 1.161
+ D 91 89 3 92 3 -6.390 -1.568 -0.620
+ IR 92 92 3 92 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 31 ]
+ MR 93 92 3 95 3 -7.955 -0.025 -6.272 -0.482 -1.493 1.257 -0.893
+ D 94 92 3 95 3 -6.390 -1.568 -0.620
+ IR 95 95 3 95 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 32 ]
+ MR 96 95 3 98 5 -6.724 -0.051 -6.539 -6.751 -7.643 1.498 -1.614 -1.435 -1.062
+ D 97 95 3 98 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 98 98 3 98 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 33 ]
+ MP 99 98 3 103 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 100 98 3 103 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 101 98 3 103 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 102 98 3 103 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 103 103 5 103 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 104 104 6 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 34 ]
+ MP 105 104 6 109 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.618 -2.932 -4.093 2.847 -3.607 -4.408 0.966 -3.592 -3.775 1.575 -3.837 -0.508 0.807 -3.738 -0.800 -2.820
+ ML 106 104 6 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 6 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 6 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 35 ]
+ MP 111 110 6 115 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -4.203 -4.052 -3.950 0.431 -3.181 -4.548 3.207 -4.057 -4.614 0.613 -3.979 -1.224 1.075 -4.404 -0.498 -3.296
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 36 ]
+ MP 117 116 6 121 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 37 ]
+ MP 123 122 6 127 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 124 122 6 127 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 127 127 5 127 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 128 128 6 128 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 38 ]
+ MP 129 128 6 133 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.594 -2.966 -3.916 1.072 -3.383 -4.350 0.870 -3.494 -3.591 1.519 -3.603 2.562 0.820 -3.523 -0.684 -2.768
+ ML 130 128 6 133 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 131 128 6 133 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 132 128 6 133 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 133 133 5 133 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 134 134 6 134 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 39 ]
+ MP 135 134 6 139 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 136 134 6 139 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 137 134 6 139 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 138 134 6 139 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 139 139 5 139 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 140 140 6 140 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 40 ]
+ MP 141 140 6 145 4 -6.476 -6.683 -0.074 -5.097 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 142 140 6 145 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 143 140 6 145 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 144 140 6 145 4 -4.568 -4.250 -2.265 -0.520
+ IL 145 145 5 145 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 146 146 6 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 147 146 6 149 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 148 146 6 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 150 149 3 152 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 153 152 3 155 3 -7.955 -0.025 -6.272 -0.327 -0.985 -1.116 1.161
+ D 154 152 3 155 3 -5.620 -0.734 -1.403
+ IL 155 155 3 155 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 44 ]
+ MR 156 155 3 158 3 -7.955 -0.025 -6.272 -0.337 1.020 -1.177 -0.439
+ D 157 155 3 158 3 -6.390 -1.568 -0.620
+ IR 158 158 3 158 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 45 ]
+ MR 159 158 3 161 2 -7.819 -0.006 1.498 -1.614 -1.435 -1.062
+ D 160 158 3 161 2 -4.432 -0.068
+ IR 161 161 3 161 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 46 ]
+ B 162 161 3 163 219
+ [ BEGL 47 ]
+ S 163 162 1 164 4 -0.052 -6.614 -6.022 -6.662
+ [ MATP 48 ]
+ MP 164 163 1 168 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -4.317 -3.182 -4.802 0.958 -4.364 -4.231 0.538 -4.349 -4.097 3.274 -3.876 -0.691 0.344 -3.833 -1.287 -3.442
+ ML 165 163 1 168 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 166 163 1 168 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 167 163 1 168 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 168 168 5 168 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 169 169 6 169 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 49 ]
+ MP 170 169 6 174 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 171 169 6 174 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 172 169 6 174 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 173 169 6 174 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 174 174 5 174 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 175 175 6 175 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
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+ ML 177 175 6 180 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 178 175 6 180 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 179 175 6 180 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 180 180 5 180 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 181 181 6 181 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 51 ]
+ MP 182 181 6 186 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -4.317 -3.182 -4.802 0.958 -4.364 -4.231 0.538 -4.349 -4.097 3.274 -3.876 -0.691 0.344 -3.833 -1.287 -3.442
+ ML 183 181 6 186 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 184 181 6 186 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 185 181 6 186 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 186 186 5 186 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 187 187 6 187 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 52 ]
+ MP 188 187 6 192 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 189 187 6 192 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 190 187 6 192 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 191 187 6 192 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 192 192 5 192 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 193 193 6 193 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 53 ]
+ MP 194 193 6 198 4 -6.476 -6.683 -0.074 -5.097 -4.317 -3.182 -4.802 0.958 -4.364 -4.231 0.538 -4.349 -4.097 3.274 -3.876 -0.691 0.344 -3.833 -1.287 -3.442
+ ML 195 193 6 198 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 196 193 6 198 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 197 193 6 198 4 -4.568 -4.250 -2.265 -0.520
+ IL 198 198 5 198 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 199 199 6 199 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
+ ML 200 199 6 202 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 201 199 6 202 3 -6.174 -1.687 -0.566
+ IL 202 202 3 202 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 203 202 3 205 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 204 202 3 205 3 -6.174 -1.687 -0.566
+ IL 205 205 3 205 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 206 205 3 208 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 207 205 3 208 3 -6.174 -1.687 -0.566
+ IL 208 208 3 208 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 209 208 3 211 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 210 208 3 211 3 -6.174 -1.687 -0.566
+ IL 211 211 3 211 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 212 211 3 214 3 -7.532 -0.028 -6.186 -0.482 -1.493 1.257 -0.893
+ D 213 211 3 214 3 -6.174 -1.687 -0.566
+ IL 214 214 3 214 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
+ ML 215 214 3 217 2 * 0.000 -0.482 -1.493 1.257 -0.893
+ D 216 214 3 217 2 * 0.000
+ IL 217 217 3 217 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 60 ]
+ E 218 217 3 -1 0
+ [ BEGR 61 ]
+ S 219 162 1 220 3 -7.532 -0.028 -6.186
+ IL 220 220 2 220 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
+ ML 221 220 2 223 3 -7.532 -0.028 -6.186 -0.482 -1.493 1.257 -0.893
+ D 222 220 2 223 3 -6.174 -1.687 -0.566
+ IL 223 223 3 223 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
+ ML 224 223 3 226 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 225 223 3 226 3 -6.174 -1.687 -0.566
+ IL 226 226 3 226 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
+ ML 227 226 3 229 3 -7.532 -0.028 -6.186 -0.327 -0.985 -1.116 1.161
+ D 228 226 3 229 3 -6.174 -1.687 -0.566
+ IL 229 229 3 229 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
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+ D 231 229 3 232 3 -6.174 -1.687 -0.566
+ IL 232 232 3 232 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
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+ D 234 232 3 235 3 -6.174 -1.687 -0.566
+ IL 235 235 3 235 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
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+ D 237 235 3 238 3 -6.174 -1.687 -0.566
+ IL 238 238 3 238 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
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+ D 240 238 3 241 3 -6.174 -1.687 -0.566
+ IL 241 241 3 241 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 69 ]
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+ D 243 241 3 244 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 244 244 3 244 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 70 ]
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+ ML 246 244 3 249 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 247 244 3 249 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 248 244 3 249 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 249 249 5 249 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 250 250 6 250 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 71 ]
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+ ML 252 250 6 255 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 253 250 6 255 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 254 250 6 255 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 255 255 5 255 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 256 256 6 256 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 72 ]
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+ ML 258 256 6 261 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 259 256 6 261 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 260 256 6 261 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 261 261 5 261 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 262 262 6 262 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 73 ]
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+ ML 264 262 6 267 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 265 262 6 267 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 266 262 6 267 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 267 267 5 267 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 268 268 6 268 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 74 ]
+ MP 269 268 6 273 6 -8.945 -8.884 -0.024 -7.661 -7.941 -8.336 -3.199 -3.276 -3.629 0.883 -2.608 -4.318 1.698 -3.543 -3.524 1.032 -3.752 -0.668 2.678 -3.435 -0.288 -2.550
+ ML 270 268 6 273 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 271 268 6 273 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 272 268 6 273 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 273 273 5 273 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 274 274 6 274 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 75 ]
+ MP 275 274 6 279 4 -6.476 -6.683 -0.074 -5.097 -4.317 -3.182 -4.802 0.958 -4.364 -4.231 0.538 -4.349 -4.097 3.274 -3.876 -0.691 0.344 -3.833 -1.287 -3.442
+ ML 276 274 6 279 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 277 274 6 279 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 278 274 6 279 4 -4.568 -4.250 -2.265 -0.520
+ IL 279 279 5 279 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 280 280 6 280 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 76 ]
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+ D 282 280 6 283 3 -6.174 -1.687 -0.566
+ IL 283 283 3 283 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 77 ]
+ ML 284 283 3 286 3 -7.532 -0.028 -6.186 -0.337 1.020 -1.177 -0.439
+ D 285 283 3 286 3 -6.174 -1.687 -0.566
+ IL 286 286 3 286 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 78 ]
+ ML 287 286 3 289 3 -7.532 -0.028 -6.186 -0.482 -1.493 1.257 -0.893
+ D 288 286 3 289 3 -6.174 -1.687 -0.566
+ IL 289 289 3 289 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 79 ]
+ ML 290 289 3 292 3 -7.532 -0.028 -6.186 -0.482 -1.493 1.257 -0.893
+ D 291 289 3 292 3 -6.174 -1.687 -0.566
+ IL 292 292 3 292 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 80 ]
+ ML 293 292 3 295 3 -7.532 -0.028 -6.186 1.498 -1.614 -1.435 -1.062
+ D 294 292 3 295 3 -6.174 -1.687 -0.566
+ IL 295 295 3 295 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 81 ]
+ ML 296 295 3 298 2 * 0.000 1.498 -1.614 -1.435 -1.062
+ D 297 295 3 298 2 * 0.000
+ IL 298 298 3 298 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 82 ]
+ E 299 298 3 -1 0
+//
diff --git a/tutorial/purine.1.sto b/tutorial/purine.1.sto
new file mode 100644
index 0000000..8096b7d
--- /dev/null
+++ b/tutorial/purine.1.sto
@@ -0,0 +1,10 @@
+# STOCKHOLM 1.0
+#=GF ID Purine
+#=GF AU Boese B, Barrick JE, Breaker RR
+
+Purine1 AAAAUUGAAUAUCGUUUUACUUGUUUAUGUCGUGAAUUGGCACGACGUUU
+#=GC SS_cons .................<<<<<<<<...<<<<<<......>>>>>>....
+
+Purine1 CUACAAGGUGCCGGAACACCUAACAAUAAGUAAGUCAGCAGUGAGAU
+#=GC SS_cons ....<<<<<<......>>>>>>..>>>>>>>>...............
+//
diff --git a/tutorial/purine.2.c.cm b/tutorial/purine.2.c.cm
new file mode 100644
index 0000000..9cd6117
--- /dev/null
+++ b/tutorial/purine.2.c.cm
@@ -0,0 +1,445 @@
+INFERNAL-1 [1.0.1]
+NAME purine.2-1
+STATES 318
+NODES 89
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 2
+EFFNSEQ 1.275
+CLEN 103
+BCOM ../src/cmbuild -F 1p02.purine.2.c.cm purine.2.sto
+BDATE Fri Oct 23 15:34:53 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate -s 1256326559 1p02.purine.2.c.cm
+CDATE Fri Oct 23 15:35:59 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.60862 -8.26905 1.65428 1500000 472154 0.002383
+E-GC 0 0.40163 -15.22945 -5.01178 1500000 22713 0.016510
+E-LI 0 0.62802 -5.62423 3.59281 1500000 367322 0.003063
+E-GI 0 0.42516 -10.16820 -0.50849 1500000 22784 0.016459
+E-LV 0 0.61189 -1.98856 5.26315 15000000 95109 0.011829
+E-GV 0 0.47673 -6.42171 5.18122 15000000 94692 0.003960
+E-LF 0 0.63973 2.14166 9.07942 15000000 95209 0.011816
+E-GF 0 0.52646 -1.42493 9.08797 15000000 94993 0.003948
+FT-LC 36 0.99300 10000 1500000 0
+ 0.257905 0.228994 0.133915 0.0956895 0.0745544 0.042626 0.0340214 0.0220104 0.0191123 0.0140963 0.0118963 0.00683016 0.00581755 0.00407586 0.00274744 0.00197086 0.00143716 0.000701442 0.000643207 0.000502416 0.000412742 0.000311434 0.000255162 0.000149657 0.000135381 0.000115826 9.51498e-05 7.73526e-05 6.18116e-05 4.95517e-05 4.37497e-05 3.62024e-05 2.547e-08 5.89354e-09 4.17695e-09 2.28315e-09
+ 7781.63 6873.39 6051.78 5393.53 4602.26 4125.36 3674.3 3287.25 2948.5 2649.74 2344.97 2044.95 1836.56 1625.33 1461.57 1270.5 1138.85 1011.74 894.797 803.102 695.439 610.354 534.651 428.49 370.81 311.389 275.397 246.544 210.644 176.211 152.199 144.493 46.6041 28.477 18.5977 14.4493
+FT-LI 35 0.99300 10000 1500000 0
+ 0.166358 0.0898305 0.0646864 0.0557804 0.0318852 0.0285209 0.0251145 0.016434 0.0124186 0.00907858 0.00782718 0.00562708 0.00334631 0.00271495 0.00146178 0.00114426 0.000999512 0.00063486 0.000506002 0.000376682 0.000254639 0.000184828 0.000165513 0.000125264 0.000102918 7.07078e-05 5.29967e-05 3.98161e-05 3.71493e-05 3.14047e-05 2.77819e-05 2.45857e-05 1.50523e-08 8.56521e-09 2.48779e-09
+ 7781.63 6873.39 6051.78 5393.53 4602.26 4125.36 3674.3 3289.35 2948.5 2649.74 2344.97 2044.95 1836.56 1625.33 1414.66 1270.5 1138.85 1011.74 894.797 803.102 695.439 610.354 534.651 428.49 370.81 311.389 275.397 246.544 210.644 176.211 152.199 144.493 46.6041 36.5 14.4493
+FT-GC 40 0.99300 10000 1500000 0
+ 41.8024 19.6282 10.2321 6.48443 3.82681 3.14221 1.69981 0.960902 0.660311 0.572711 0.410719 0.301788 0.175277 0.152299 0.105537 0.0800062 0.0585615 0.0560571 0.0365117 0.0275869 0.0167858 0.0155935 0.013004 0.0110923 0.0104894 0.00587099 0.00398844 0.00319336 0.00283392 0.00246583 0.00150065 0.00114985 0.000799683 0.000710998 5.85964e-06 4.40581e-06 3.31542e-06 2.61674e-06 1.50621e-06 7.94405e-07
+ 7863.44 6857.51 6123.63 5388.27 4821.77 4283.15 3840.91 3281.49 2930.31 2562.19 2211.02 1935.29 1709.18 1495.25 1311.54 1177.37 1051.92 924.139 777.169 691.445 576.603 507.896 441.294 385.247 317.395 284.325 254.164 228.402 202.142 175.542 157.749 137.932 122.912 115.768 41.1172 30.3458 24.6613 15.7393 13.0769 11.5768
+FT-GI 38 0.99300 10000 1500000 0
+ 28.0482 14.8128 11.4749 6.73179 4.89563 2.83886 1.37879 1.03709 0.597465 0.49519 0.366495 0.230679 0.13673 0.101029 0.0795922 0.0513919 0.043613 0.0365873 0.0270145 0.0180164 0.0163261 0.0136673 0.01181 0.00919013 0.00512757 0.00429145 0.00317038 0.00277116 0.00238185 0.00162926 0.00137605 0.0010552 0.00091785 1.26148e-05 6.40356e-06 4.83766e-06 3.1129e-06 1.57771e-06
+ 7863.44 6857.51 6123.63 5388.27 4821.77 4283.15 3840.91 3281.49 2930.31 2562.19 2211.02 1935.29 1709.18 1415.58 1259.44 1051.92 924.139 777.169 698.396 626.617 534.788 480.835 413.624 317.395 284.325 254.164 228.402 202.142 176.934 157.749 137.642 122.912 115.768 41.1172 24.6613 16.3044 13.0769 11.5768
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.651 -6.858 -0.066 -5.272
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 10 8 3 11 3 -6.174 -1.687 -0.566
+ IL 11 11 3 11 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 12 11 3 14 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 13 11 3 14 3 -6.174 -1.687 -0.566
+ IL 14 14 3 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 15 14 3 17 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 18 17 3 20 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 21 20 3 23 3 -7.691 -0.025 -6.345 -0.153 -0.947 0.361 0.376
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 24 23 3 26 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 27 26 3 29 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 30 29 3 32 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 33 32 3 35 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 36 35 3 38 3 -7.691 -0.359 -2.215 0.762 -0.932 -0.983 0.350
+ D 37 35 3 38 3 -6.174 -1.687 -0.566
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 39 38 3 41 3 -7.363 -0.031 -6.018 -0.033 0.708 -0.898 -0.229
+ D 40 38 3 41 3 -7.527 -0.454 -1.919
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 42 41 3 44 3 -7.691 -0.025 -6.345 -0.802 -1.802 1.434 -1.193
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 45 44 3 47 3 -7.691 -0.025 -6.345 0.762 -0.932 -0.983 0.350
+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
+ ML 48 47 3 50 3 -7.691 -0.025 -6.345 0.762 -0.932 -0.983 0.350
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 51 50 3 53 3 -8.101 -0.022 -6.419 -0.153 -0.947 0.361 0.376
+ D 52 50 3 53 3 -5.620 -0.734 -1.403
+ IL 53 53 3 53 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 18 ]
+ MR 54 53 3 56 3 -8.101 -0.022 -6.419 -0.153 -0.947 0.361 0.376
+ D 55 53 3 56 3 -6.390 -1.568 -0.620
+ IR 56 56 3 56 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 19 ]
+ MR 57 56 3 59 3 -8.101 -0.022 -6.419 0.712 -1.204 0.356 -0.624
+ D 58 56 3 59 3 -6.390 -1.568 -0.620
+ IR 59 59 3 59 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 20 ]
+ MR 60 59 3 62 3 -8.101 -0.022 -6.419 -0.802 -1.802 1.434 -1.193
+ D 61 59 3 62 3 -6.390 -1.568 -0.620
+ IR 62 62 3 62 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 21 ]
+ MR 63 62 3 65 3 -8.101 -0.022 -6.419 1.603 -1.887 -1.759 -1.338
+ D 64 62 3 65 3 -6.390 -1.568 -0.620
+ IR 65 65 3 65 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 22 ]
+ MR 66 65 3 68 3 -8.101 -0.022 -6.419 -0.153 -0.947 0.361 0.376
+ D 67 65 3 68 3 -6.390 -1.568 -0.620
+ IR 68 68 3 68 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 23 ]
+ MR 69 68 3 71 3 -8.101 -0.022 -6.419 -0.173 0.182 -1.037 0.576
+ D 70 68 3 71 3 -6.390 -1.568 -0.620
+ IR 71 71 3 71 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 24 ]
+ MR 72 71 3 74 3 -8.101 -0.022 -6.419 -0.119 0.045 0.322 -0.327
+ D 73 71 3 74 3 -6.390 -1.568 -0.620
+ IR 74 74 3 74 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 25 ]
+ MR 75 74 3 77 3 -8.101 -0.022 -6.419 1.603 -1.887 -1.759 -1.338
+ D 76 74 3 77 3 -6.390 -1.568 -0.620
+ IR 77 77 3 77 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 26 ]
+ MR 78 77 3 80 3 -8.101 -0.022 -6.419 -0.173 0.182 -1.037 0.576
+ D 79 77 3 80 3 -6.390 -1.568 -0.620
+ IR 80 80 3 80 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 27 ]
+ MR 81 80 3 83 3 -8.101 -0.022 -6.419 -0.802 -1.802 1.434 -1.193
+ D 82 80 3 83 3 -6.390 -1.568 -0.620
+ IR 83 83 3 83 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 28 ]
+ MR 84 83 3 86 3 -8.101 -0.022 -6.419 0.762 -0.932 -0.983 0.350
+ D 85 83 3 86 3 -6.390 -1.568 -0.620
+ IR 86 86 3 86 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 29 ]
+ MR 87 86 3 89 3 -8.101 -0.022 -6.419 -0.119 0.045 0.322 -0.327
+ D 88 86 3 89 3 -6.390 -1.568 -0.620
+ IR 89 89 3 89 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 30 ]
+ MR 90 89 3 92 3 -8.101 -0.022 -6.419 0.762 -0.932 -0.983 0.350
+ D 91 89 3 92 3 -6.390 -1.568 -0.620
+ IR 92 92 3 92 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 31 ]
+ MR 93 92 3 95 3 -8.101 -0.022 -6.419 0.712 -1.204 0.356 -0.624
+ D 94 92 3 95 3 -6.390 -1.568 -0.620
+ IR 95 95 3 95 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 32 ]
+ MR 96 95 3 98 5 -6.858 -0.046 -6.673 -6.886 -7.777 1.603 -1.887 -1.759 -1.338
+ D 97 95 3 98 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 98 98 3 98 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 33 ]
+ MP 99 98 3 103 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.707 -3.808 -3.846 0.688 -2.833 -4.453 2.714 -3.897 -4.151 0.810 -4.015 -1.035 2.002 -3.929 -0.336 -2.907
+ ML 100 98 3 103 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 101 98 3 103 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 102 98 3 103 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 103 103 5 103 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 104 104 6 104 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 34 ]
+ MP 105 104 6 109 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.750 -2.998 -4.261 3.068 -3.863 -4.573 0.683 -3.676 -3.913 1.367 -4.016 -0.617 0.592 -3.915 -0.993 -2.941
+ ML 106 104 6 109 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 107 104 6 109 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 108 104 6 109 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 109 109 5 109 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 110 110 6 110 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 35 ]
+ MP 111 110 6 115 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -4.527 -4.402 -4.049 0.142 -3.323 -4.678 3.354 -4.248 -5.012 0.271 -4.086 -1.487 0.924 -4.771 -0.609 -3.555
+ ML 112 110 6 115 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 113 110 6 115 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 114 110 6 115 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 115 115 5 115 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 116 116 6 116 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 36 ]
+ MP 117 116 6 121 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.290 -3.427 -3.746 0.709 -2.672 -4.499 1.519 -3.665 -3.623 0.790 -3.903 -0.783 2.902 -3.550 -0.374 -2.639
+ ML 118 116 6 121 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 119 116 6 121 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 120 116 6 121 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 121 121 5 121 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 122 122 6 122 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 37 ]
+ MP 123 122 6 127 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.707 -3.808 -3.846 0.688 -2.833 -4.453 2.714 -3.897 -4.151 0.810 -4.015 -1.035 2.002 -3.929 -0.336 -2.907
+ ML 124 122 6 127 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 125 122 6 127 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 126 122 6 127 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 127 127 5 127 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 128 128 6 128 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 38 ]
+ MP 129 128 6 133 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.418 -2.790 -3.872 2.338 -3.498 -4.078 0.870 -3.483 -3.577 1.812 -3.576 1.240 0.791 -3.450 -0.842 -2.724
+ ML 130 128 6 133 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 131 128 6 133 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 132 128 6 133 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 133 133 5 133 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 134 134 6 134 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 39 ]
+ MP 135 134 6 139 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.290 -3.427 -3.746 0.709 -2.672 -4.499 1.519 -3.665 -3.623 0.790 -3.903 -0.783 2.902 -3.550 -0.374 -2.639
+ ML 136 134 6 139 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 137 134 6 139 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 138 134 6 139 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 139 139 5 139 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 140 140 6 140 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 40 ]
+ MP 141 140 6 145 4 -6.651 -6.858 -0.066 -5.272 -3.404 -3.155 -3.844 2.085 -2.978 -4.289 1.481 -3.636 -3.708 1.407 -3.815 -0.640 2.011 -3.566 -0.477 -2.680
+ ML 142 140 6 145 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 143 140 6 145 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 144 140 6 145 4 -4.568 -4.250 -2.265 -0.520
+ IL 145 145 5 145 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 146 146 6 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 147 146 6 149 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 148 146 6 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 150 149 3 152 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 153 152 3 155 3 -8.101 -0.022 -6.419 0.762 -0.932 -0.983 0.350
+ D 154 152 3 155 3 -5.620 -0.734 -1.403
+ IL 155 155 3 155 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 44 ]
+ MR 156 155 3 158 3 -8.101 -0.022 -6.419 -0.645 1.251 -1.475 -0.688
+ D 157 155 3 158 3 -6.390 -1.568 -0.620
+ IR 158 158 3 158 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 45 ]
+ MR 159 158 3 161 2 -8.022 -0.006 1.603 -1.887 -1.759 -1.338
+ D 160 158 3 161 2 -4.432 -0.068
+ IR 161 161 3 161 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 46 ]
+ B 162 161 3 163 228
+ [ BEGL 47 ]
+ S 163 162 1 164 4 -0.049 -6.691 -6.099 -6.739
+ [ MATP 48 ]
+ MP 164 163 1 168 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.648 -3.184 -4.069 1.168 -3.273 -4.288 1.400 -3.839 -3.850 2.411 -3.807 -0.615 1.866 -3.658 -0.587 -2.863
+ ML 165 163 1 168 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 166 163 1 168 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 167 163 1 168 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 168 168 5 168 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 169 169 6 169 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 49 ]
+ MP 170 169 6 174 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.707 -3.808 -3.846 0.688 -2.833 -4.453 2.714 -3.897 -4.151 0.810 -4.015 -1.035 2.002 -3.929 -0.336 -2.907
+ ML 171 169 6 174 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 172 169 6 174 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 173 169 6 174 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 174 174 5 174 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 175 175 6 175 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
+ MP 176 175 6 180 4 -6.651 -6.858 -0.448 -2.010 -4.527 -4.402 -4.049 0.142 -3.323 -4.678 3.354 -4.248 -5.012 0.271 -4.086 -1.487 0.924 -4.771 -0.609 -3.555
+ ML 177 175 6 180 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 178 175 6 180 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 179 175 6 180 4 -4.568 -4.250 -2.265 -0.520
+ IL 180 180 5 180 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 181 181 6 181 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
+ ML 182 181 6 184 3 -7.802 -0.027 -6.119 -0.033 0.708 -0.898 -0.229
+ D 183 181 6 184 3 -6.580 -1.694 -0.555
+ IL 184 184 3 184 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 52 ]
+ MR 185 184 3 187 5 -6.584 -0.056 -6.400 -6.612 -7.504 -0.127 -1.196 0.992 -0.601
+ D 186 184 3 187 5 -6.146 -0.365 -3.772 -5.203 -3.198
+ IR 187 187 3 187 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 53 ]
+ MP 188 187 3 192 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -4.639 -3.298 -5.179 0.762 -4.819 -4.287 0.169 -4.668 -4.270 3.420 -3.999 -0.817 0.041 -3.961 -1.588 -3.727
+ ML 189 187 3 192 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 190 187 3 192 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 191 187 3 192 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 192 192 5 192 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 193 193 6 193 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 54 ]
+ MP 194 193 6 198 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.404 -3.155 -3.844 2.085 -2.978 -4.289 1.481 -3.636 -3.708 1.407 -3.815 -0.640 2.011 -3.566 -0.477 -2.680
+ ML 195 193 6 198 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 196 193 6 198 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 197 193 6 198 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 198 198 5 198 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 199 199 6 199 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 55 ]
+ MP 200 199 6 204 4 -6.651 -6.858 -0.066 -5.272 -4.639 -3.298 -5.179 0.762 -4.819 -4.287 0.169 -4.668 -4.270 3.420 -3.999 -0.817 0.041 -3.961 -1.588 -3.727
+ ML 201 199 6 204 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 202 199 6 204 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 203 199 6 204 4 -4.568 -4.250 -2.265 -0.520
+ IL 204 204 5 204 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 205 205 6 205 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 206 205 6 208 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 207 205 6 208 3 -6.174 -1.687 -0.566
+ IL 208 208 3 208 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 209 208 3 211 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 210 208 3 211 3 -6.174 -1.687 -0.566
+ IL 211 211 3 211 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 212 211 3 214 3 -7.691 -0.359 -2.215 -0.596 -1.170 -1.380 1.328
+ D 213 211 3 214 3 -6.174 -1.687 -0.566
+ IL 214 214 3 214 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
+ ML 215 214 3 217 3 -7.363 -0.031 -6.018 1.350 -1.331 -1.090 -0.778
+ D 216 214 3 217 3 -7.527 -0.454 -1.919
+ IL 217 217 3 217 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
+ ML 218 217 3 220 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 219 217 3 220 3 -6.174 -1.687 -0.566
+ IL 220 220 3 220 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
+ ML 221 220 3 223 3 -7.691 -0.025 -6.345 -0.802 -1.802 1.434 -1.193
+ D 222 220 3 223 3 -6.174 -1.687 -0.566
+ IL 223 223 3 223 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
+ ML 224 223 3 226 2 * 0.000 -0.802 -1.802 1.434 -1.193
+ D 225 223 3 226 2 * 0.000
+ IL 226 226 3 226 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 63 ]
+ E 227 226 3 -1 0
+ [ BEGR 64 ]
+ S 228 162 1 229 3 -7.691 -0.025 -6.345
+ IL 229 229 2 229 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
+ ML 230 229 2 232 3 -7.691 -0.025 -6.345 -0.802 -1.802 1.434 -1.193
+ D 231 229 2 232 3 -6.174 -1.687 -0.566
+ IL 232 232 3 232 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 233 232 3 235 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 234 232 3 235 3 -6.174 -1.687 -0.566
+ IL 235 235 3 235 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 236 235 3 238 3 -7.691 -0.025 -6.345 -0.173 0.182 -1.037 0.576
+ D 237 235 3 238 3 -6.174 -1.687 -0.566
+ IL 238 238 3 238 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
+ ML 239 238 3 241 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 240 238 3 241 3 -6.174 -1.687 -0.566
+ IL 241 241 3 241 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 69 ]
+ ML 242 241 3 244 3 -7.691 -0.025 -6.345 -0.645 1.251 -1.475 -0.688
+ D 243 241 3 244 3 -6.174 -1.687 -0.566
+ IL 244 244 3 244 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 70 ]
+ ML 245 244 3 247 3 -7.691 -0.025 -6.345 -0.596 -1.170 -1.380 1.328
+ D 246 244 3 247 3 -6.174 -1.687 -0.566
+ IL 247 247 3 247 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
+ ML 248 247 3 250 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 249 247 3 250 3 -6.174 -1.687 -0.566
+ IL 250 250 3 250 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 72 ]
+ ML 251 250 3 253 5 -6.858 -0.046 -6.673 -6.886 -7.777 -0.645 1.251 -1.475 -0.688
+ D 252 250 3 253 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 253 253 3 253 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 73 ]
+ MP 254 253 3 258 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 0.444 -2.262 -2.347 0.970 -1.652 -2.820 2.211 -2.393 -2.336 0.952 -2.615 -0.657 1.423 -2.112 -0.239 -1.703
+ ML 255 253 3 258 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 256 253 3 258 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 257 253 3 258 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 258 258 5 258 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 259 259 6 259 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 74 ]
+ MP 260 259 6 264 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.761 -2.900 -4.336 2.119 -4.052 -4.217 0.780 -3.894 -3.851 2.680 -3.716 -0.502 0.635 -3.707 -1.037 -3.008
+ ML 261 259 6 264 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 262 259 6 264 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 263 259 6 264 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 264 264 5 264 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 265 265 6 265 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 75 ]
+ MP 266 265 6 270 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.761 -2.900 -4.336 2.119 -4.052 -4.217 0.780 -3.894 -3.851 2.680 -3.716 -0.502 0.635 -3.707 -1.037 -3.008
+ ML 267 265 6 270 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 268 265 6 270 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 269 265 6 270 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 270 270 5 270 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 271 271 6 271 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 76 ]
+ MP 272 271 6 276 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.761 -2.900 -4.336 2.119 -4.052 -4.217 0.780 -3.894 -3.851 2.680 -3.716 -0.502 0.635 -3.707 -1.037 -3.008
+ ML 273 271 6 276 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 274 271 6 276 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 275 271 6 276 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 276 276 5 276 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 277 277 6 277 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 77 ]
+ MP 278 277 6 282 6 -9.001 -8.941 -0.023 -7.717 -7.997 -8.392 -3.707 -3.808 -3.846 0.688 -2.833 -4.453 2.714 -3.897 -4.151 0.810 -4.015 -1.035 2.002 -3.929 -0.336 -2.907
+ ML 279 277 6 282 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 280 277 6 282 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 281 277 6 282 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 282 282 5 282 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 283 283 6 283 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 78 ]
+ MP 284 283 6 288 4 -6.651 -6.858 -0.448 -2.010 -3.761 -2.900 -4.336 2.119 -4.052 -4.217 0.780 -3.894 -3.851 2.680 -3.716 -0.502 0.635 -3.707 -1.037 -3.008
+ ML 285 283 6 288 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 286 283 6 288 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 287 283 6 288 4 -4.568 -4.250 -2.265 -0.520
+ IL 288 288 5 288 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 289 289 6 289 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 79 ]
+ ML 290 289 6 292 3 -7.363 -0.031 -6.018 1.350 -1.331 -1.090 -0.778
+ D 291 289 6 292 3 -7.527 -0.454 -1.919
+ IL 292 292 3 292 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 80 ]
+ ML 293 292 3 295 3 -7.691 -0.025 -6.345 -0.645 1.251 -1.475 -0.688
+ D 294 292 3 295 3 -6.174 -1.687 -0.566
+ IL 295 295 3 295 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 81 ]
+ ML 296 295 3 298 3 -7.691 -0.025 -6.345 -0.645 1.251 -1.475 -0.688
+ D 297 295 3 298 3 -6.174 -1.687 -0.566
+ IL 298 298 3 298 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 82 ]
+ ML 299 298 3 301 3 -7.691 -0.025 -6.345 -0.802 -1.802 1.434 -1.193
+ D 300 298 3 301 3 -6.174 -1.687 -0.566
+ IL 301 301 3 301 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 83 ]
+ ML 302 301 3 304 3 -7.691 -0.025 -6.345 -0.153 -0.947 0.361 0.376
+ D 303 301 3 304 3 -6.174 -1.687 -0.566
+ IL 304 304 3 304 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
+ ML 305 304 3 307 3 -7.691 -0.025 -6.345 1.603 -1.887 -1.759 -1.338
+ D 306 304 3 307 3 -6.174 -1.687 -0.566
+ IL 307 307 3 307 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 85 ]
+ ML 308 307 3 310 3 -7.691 -0.359 -2.215 1.603 -1.887 -1.759 -1.338
+ D 309 307 3 310 3 -6.174 -1.687 -0.566
+ IL 310 310 3 310 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 86 ]
+ ML 311 310 3 313 3 -7.363 -0.031 -6.018 1.350 -1.331 -1.090 -0.778
+ D 312 310 3 313 3 -7.527 -3.040 -0.196
+ IL 313 313 3 313 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 87 ]
+ ML 314 313 3 316 2 * 0.000 -0.048 -0.819 -0.853 0.935
+ D 315 313 3 316 2 * 0.000
+ IL 316 316 3 316 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 88 ]
+ E 317 316 3 -1 0
+//
diff --git a/tutorial/purine.2.nofilter.cmsearch b/tutorial/purine.2.nofilter.cmsearch
new file mode 100644
index 0000000..7601ba0
--- /dev/null
+++ b/tutorial/purine.2.nofilter.cmsearch
@@ -0,0 +1,51 @@
+# cmsearch :: search a sequence database with an RNA CM
+# INFERNAL 1.0.2 (October 2009)
+# Copyright (C) 2009 HHMI Janelia Farm Research Campus
+# Freely distributed under the GNU General Public License (GPLv3)
+# - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
+# command: cmsearch -E 0.001 --fil-no-hmm --fil-no-qdb purine.2.c.cm C.psychrerythraea.genome.fa
+# date: Sat Oct 24 11:22:26 2009
+# num seqs: 1
+# dbsize(Mb): 10.746360
+#
+# Pre-search info for CM 1: purine.2-1
+#
+# cutoffs predictions
+# ------------------- --------------------
+# rnd mod alg cfg beta E value bit sc surv run time
+# --- --- --- --- ----- ---------- ------- ------- -----------
+ 1 cm ins loc 1e-15 1.0e-03 28.91 8.9e-09 00:02:30.79
+CM: purine.2-1
+>gi|71143482|gb|CP000083.1|
+
+ Plus strand results:
+
+ Query = 19 - 87, Target = 1401709 - 1401775
+ Score = 39.23, E = 1.539e-06, P = 5.847e-13, GC = 45
+
+ (((((((,,,<<<-<<<_______>>>->>>,,,,,,,,<<<<<<_________>>>>>>
+ 19 ACucauaUAagcCcGaGAAUAUGGCuCgGgcGUuUCUACcgggcgACCGuAAAucgcccg 78
+ ::UC:UAUAA:CCC: : AUAUGG: :GGG:GU+UCUACC:GG: C UAA :CC:G
+ 1401709 CUUCGUAUAACCCCAGUGAUAUGGAUUGGGGGUCUCUACCAGGAACCAAUAA--AUCCUG 1401766
+
+ ,,)))))))
+ 79 ACuaugaGU 87
+ A UA:GA::
+ 1401767 AUUACGAAG 1401775
+
+
+#
+# Post-search info for CM 1: purine.2-1
+#
+# number of hits surv fraction
+# ------------------- -----------------
+# rnd mod alg cfg beta expected actual expected actual
+# --- --- --- --- ----- ---------- ------- -------- -------
+ 1 cm ins loc 1e-15 1.0e-03 1 8.9e-09 6.2e-06
+#
+# expected time actual time
+# ------------- -------------
+ 03:13:25.22 03:55:36.00
+//
+#
+# CPU time: 14132.33u 3.67s 03:55:36.00 Elapsed: 03:55:36
diff --git a/tutorial/purine.2.sto b/tutorial/purine.2.sto
new file mode 100644
index 0000000..21906da
--- /dev/null
+++ b/tutorial/purine.2.sto
@@ -0,0 +1,18 @@
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0
+
+Purine1 AAAAUUGAAUAUCGUUUUACUUGUUUAUGUC.GUGAAU.UGGCAC.GACG
+Purine2 AAAAUUUAAUAA-GAAGCACUCAUAUAAUCCcGAGAAUaUGGCUCgGGAG
+#=GC SS_cons :::::::::::::::::((((((((,,,<<<.<<<___.___>>>.>>>,
+#=GC RF AAAAUUGAAUAUCGUUUuaCuuguuUAUGuC.GuGAAU.UGGCaC.GaCG
+
+Purine1 UUUCUACAAGGUG.CCGGAA..CACCUAACAAUAAGUAAGUCAGCAGUGA
+Purine2 UCUCUACCGAACAaCCGUAAauUGUUCGACUAUGAGUGAAAGUGUACCUA
+#=GC SS_cons ,,,,,,,<<<<<<.______..>>>>>>,,))))))))::::::::::::
+#=GC RF UUUCUACaaGGuG.CCGGAA..CaCCuaACaauaaGuaAGUCAGCAGUGA
+
+Purine1 GAU
+Purine2 GGG
+#=GC SS_cons :::
+#=GC RF GAU
+//
diff --git a/tutorial/purine.3.sto b/tutorial/purine.3.sto
new file mode 100644
index 0000000..3d942e0
--- /dev/null
+++ b/tutorial/purine.3.sto
@@ -0,0 +1,21 @@
+# STOCKHOLM 1.0
+#=GF AU Infernal 1.0
+
+Purine1 AAAAUUGAAUAUCGUUUUACUUGUUUAUGUC-GUGAAU-UGGCAC-GACG
+Purine2 AAAAUUUAAUAA-GAAGCACUCAUAUAAUCCCGAGAAUAUGGCUCGGGAG
+Purine3 UGGCAGUAACUAGCGUCACUUCGUAUAACCCCAGUGAUAUGGAUUGGGGG
+#=GC SS_cons :::::::::::::::::((((((((,,,<<<-<<<_______>>>->>>,
+#=GC RF AAAAUUuAAUAacGaaucACucauaUAagcCcGaGAAUAUGGCuCgGgcG
+
+Purine1 UUUCUACAAGGUG-CCGGAA--CACCUAACAAUAAGUAAGUCAGCAGUGA
+Purine2 UCUCUACCGAACAACCGUAAAUUGUUCGACUAUGAGUGAAAGUGUACCUA
+Purine3 UCUCUACCAGGAACCAAUAA--AUCCUGAUUACGAAGAGUUUAGUGCUUU
+#=GC SS_cons ,,,,,,,<<<<<<_________>>>>>>,,))))))))::::::::::::
+#=GC RF UuUCUACcgggcgACCGuAAAucgcccgACuaugaGUgAaagaGuAguuA
+
+Purine1 GAU
+Purine2 GGG
+Purine3 AGU
+#=GC SS_cons :::
+#=GC RF Gau
+//
diff --git a/tutorial/purine.psych.fa b/tutorial/purine.psych.fa
new file mode 100644
index 0000000..eb07227
--- /dev/null
+++ b/tutorial/purine.psych.fa
@@ -0,0 +1,4 @@
+>Purine3
+UGGCAGUAACUAGCGUCACUUCGUAUAACCCCAGUGAUAUGGAUUGGGGG
+UCUCUACCAGGAACCAAUAAAUCCUGAUUACGAAGAGUUUAGUGCUUUAG
+U
diff --git a/tutorial/purine.teng.fa b/tutorial/purine.teng.fa
new file mode 100644
index 0000000..c671d38
--- /dev/null
+++ b/tutorial/purine.teng.fa
@@ -0,0 +1,4 @@
+>Purine2
+AAAAUUUAAUAAGAAGCACUCAUAUAAUCCcGAGAAUaUGGCUCgGGAGU
+CUCUACCGAACAaCCGUAAauUGUUCGACUAUGAGUGAAAGUGUACCUAG
+GG
diff --git a/tutorial/rfam10.c.cm b/tutorial/rfam10.c.cm
new file mode 100644
index 0000000..232dda1
--- /dev/null
+++ b/tutorial/rfam10.c.cm
@@ -0,0 +1,4547 @@
+INFERNAL-1 [1.0.1]
+NAME Retroviral_psi
+GA 27.00
+TC 27.40
+NC 26.97
+STATES 373
+NODES 104
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 173
+EFFNSEQ 0.915
+CLEN 118
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.72023 -8.96264 -0.56413 1500000 476575 0.002361
+E-GC 0 0.34750 -22.42098 -11.32540 1500000 17723 0.021159
+E-LI 0 0.63360 -9.27121 -0.01715 1500000 395883 0.002842
+E-GI 0 0.39110 -14.70121 -4.79298 1500000 18070 0.020753
+E-LV 0 0.64202 -5.26418 1.56115 15000000 89998 0.012500
+E-GV 0 0.46723 -10.70588 0.89587 15000000 84763 0.004424
+E-LF 0 0.60327 -0.73720 6.49056 15000000 88063 0.012775
+E-GF 0 0.50925 -4.47987 6.16970 15000000 84983 0.004413
+FT-LC 35 0.99300 10000 1500000 0
+ 26.2585 16.4527 16.054 11.3941 9.40482 6.7143 6.32162 4.53662 3.8098 3.38206 2.99979 1.87467 1.10921 0.734432 0.259528 0.168975 0.116335 0.0858641 0.0609113 0.0336031 0.0203241 0.0127238 0.00708679 0.00392361 0.00176127 0.000906749 0.000521763 0.000204026 0.00015576 0.000132604 3.04586e-12 2.52597e-12 1.04329e-12 7.17049e-13 2.9407e-13
+ 6559.54 5870.38 5272.67 4704.5 4172.31 3655.94 3215.1 2837.67 2521.22 2203.87 1808.22 1591.14 1422.25 1270.53 1087.4 918.395 808.628 725.857 627.261 538.797 483.647 411.447 368.441 308.375 264.565 233.93 209.605 178.962 159.388 156.666 93.3397 80.9046 34.6842 26.7915 15.6666
+FT-LI 33 0.99300 10000 1500000 0
+ 37.3294 23.8983 17.5419 10.1809 8.05956 7.1162 5.92415 4.92194 4.22487 2.92393 2.54879 2.08306 1.33639 0.782153 0.351045 0.18396 0.107677 0.0488857 0.0327389 0.018972 0.0114038 0.00846918 0.00551046 0.00328441 0.00271578 0.00144779 0.00062747 0.000325851 0.000186676 0.000161525 0.000126374 8.5149e-05 2.52612e-11
+ 6699.51 5870.38 5272.67 4561.96 4065.47 3655.94 3224.81 2837.67 2530.36 2203.87 1909.11 1709.56 1506.14 1351.16 1182.51 1039.29 928.422 829.378 735.112 627.261 536.203 468.145 411.447 368.441 323.428 279.833 250.735 225.206 201.181 178.962 159.388 156.666 15.6666
+FT-GC 28 0.99300 10000 1500000 1
+ 627.17 74.4697 25.163 10.5489 4.30222 2.7117 1.50591 0.711366 0.477687 0.323358 0.179828 0.143011 0.110256 0.0808471 0.0412265 0.0311289 0.0219192 0.0175577 0.0136735 0.0109119 0.00823631 0.00534208 0.00406142 0.00305867 0.00277562 2.74437e-06 1.37634e-06 1.75826e-07
+ 2313.51 2076.75 1868.98 1675.15 1502.19 1252.48 1060.35 952.806 856.17 731.51 657.653 591.856 509.04 456.946 407.685 360.598 317.654 283.842 241.897 214.614 191.672 170.922 149.954 132.973 126.258 40.7173 18.4258 12.6258
+FT-GI 27 0.99300 10000 1500000 1
+ 555.981 46.6828 14.4915 5.90291 2.07339 1.80603 0.654329 0.307722 0.185697 0.134415 0.0977341 0.0590414 0.0438172 0.0238352 0.0188292 0.0129324 0.0114183 0.00909401 0.00751254 0.00359976 0.0026106 0.00225644 0.00114754 0.0011083 2.90331e-06 1.10731e-06 1.43053e-07
+ 2313.51 2076.75 1868.98 1675.15 1502.19 1252.48 1060.35 905.038 731.51 657.653 591.856 509.04 456.946 407.685 360.598 317.654 283.842 241.897 214.614 191.672 170.922 149.954 132.973 126.258 40.7173 18.4258 12.6258
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.458 -6.665 -0.075 -5.079
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.515 -0.028 -6.169 -0.373 -1.425 1.196 -0.824
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -6.276 -0.039 -6.169 -0.448 -1.463 1.235 -0.863
+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.460 -0.785 -4.160 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 9 8 3 11 3 -7.940 -0.025 -6.257 1.449 -1.530 -1.273 -0.974
+ D 10 8 3 11 3 -5.620 -0.734 -1.403
+ IL 11 11 3 11 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 4 ]
+ MR 12 11 3 14 3 -7.940 -0.025 -6.257 1.438 -1.449 -1.312 -0.940
+ D 13 11 3 14 3 -6.390 -1.568 -0.620
+ IR 14 14 3 14 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 5 ]
+ MR 15 14 3 17 3 -7.940 -0.025 -6.257 -0.278 -0.937 -1.059 1.119
+ D 16 14 3 17 3 -6.390 -1.568 -0.620
+ IR 17 17 3 17 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 6 ]
+ MR 18 17 3 20 3 -7.940 -0.025 -6.257 0.393 -1.080 0.598 -0.513
+ D 19 17 3 20 3 -6.390 -1.568 -0.620
+ IR 20 20 3 20 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 7 ]
+ MR 21 20 3 23 2 -7.798 -0.006 1.398 -1.460 -1.104 -0.900
+ D 22 20 3 23 2 -4.432 -0.068
+ IR 23 23 3 23 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 8 ]
+ B 24 23 3 25 203
+ [ BEGL 9 ]
+ S 25 24 1 26 1 0.000
+ [ BIF 10 ]
+ B 26 25 1 27 134
+ [ BEGL 11 ]
+ S 27 26 1 28 4 -0.054 -6.467 -6.014 -6.654
+ [ MATP 12 ]
+ MP 28 27 1 32 6 -8.938 -5.537 -0.052 -7.654 -7.934 -8.329 -3.494 -3.791 -3.245 0.192 -2.188 -3.891 3.259 -3.612 -4.012 0.134 -3.514 -1.631 1.135 -3.708 -0.564 -2.912
+ ML 29 27 1 32 6 -6.263 -6.609 -1.292 -1.018 -6.459 -3.988 0.653 -0.582 -0.306 -0.073
+ MR 30 27 1 32 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 31 27 1 32 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 32 32 5 32 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 33 33 6 33 5 -2.550 -0.442 -6.061 -4.229 -5.334 0.000 0.000 0.000 0.000
+ [ MATP 13 ]
+ MP 34 33 6 38 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.170 -3.268 -3.594 0.919 -2.573 -4.258 1.809 -3.529 -3.513 1.083 -3.733 -0.677 2.583 -3.408 -0.262 -2.532
+ ML 35 33 6 38 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 36 33 6 38 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 37 33 6 38 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 38 38 5 38 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 39 39 6 39 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 14 ]
+ MP 40 39 6 44 6 -8.577 -8.879 -0.025 -7.655 -7.935 -8.330 -3.886 -4.017 -3.676 0.374 -2.725 -4.245 3.207 -3.908 -4.412 0.481 -3.809 -1.424 1.144 -4.131 -0.459 -3.155
+ ML 41 39 6 44 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 42 39 6 44 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 43 39 6 44 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 44 44 5 44 6 -2.587 -2.850 -0.755 -4.505 -5.281 -4.941 0.000 0.000 0.000 0.000
+ IR 45 45 6 45 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 15 ]
+ MP 46 45 6 50 4 -6.458 -6.665 -0.075 -5.079 -3.915 -2.860 -4.466 1.067 -4.160 -3.818 0.109 -4.183 -3.788 3.331 -3.607 -0.720 0.080 -3.276 -1.700 -3.297
+ ML 47 45 6 50 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 48 45 6 50 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 49 45 6 50 4 -4.568 -4.250 -2.265 -0.520
+ IL 50 50 5 50 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 51 51 6 51 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
+ ML 52 51 6 54 3 -7.940 -0.025 -6.257 -0.448 -1.463 1.235 -0.863
+ D 53 51 6 54 3 -5.620 -0.734 -1.403
+ IL 54 54 3 54 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 17 ]
+ MR 55 54 3 57 3 -7.940 -0.025 -6.257 -0.395 -1.358 1.186 -0.801
+ D 56 54 3 57 3 -6.390 -1.568 -0.620
+ IR 57 57 3 57 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 18 ]
+ MR 58 57 3 60 3 -7.940 -0.025 -6.257 -0.448 -1.463 1.235 -0.863
+ D 59 57 3 60 3 -6.390 -1.568 -0.620
+ IR 60 60 3 60 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 19 ]
+ MR 61 60 3 63 5 -6.710 -0.051 -6.525 -6.738 -7.629 1.473 -1.545 -1.384 -1.008
+ D 62 60 3 63 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 63 63 3 63 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 20 ]
+ MP 64 63 3 68 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -4.170 -4.016 -3.938 0.461 -3.166 -4.533 3.189 -4.036 -4.574 0.649 -3.966 -1.198 1.089 -4.367 -0.487 -3.270
+ ML 65 63 3 68 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 66 63 3 68 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 67 63 3 68 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 68 68 5 68 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 69 69 6 69 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 21 ]
+ MP 70 69 6 74 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.118 -3.248 -3.550 0.930 -2.527 -4.209 1.800 -3.501 -3.475 1.087 -3.708 -0.682 2.559 -3.364 -0.139 -2.501
+ ML 71 69 6 74 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 72 69 6 74 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 73 69 6 74 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 74 74 5 74 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 75 75 6 75 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 22 ]
+ MP 76 75 6 80 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.140 -3.251 -3.572 0.920 -2.551 -4.240 1.764 -3.510 -3.486 1.076 -3.717 -0.673 2.596 -3.383 -0.182 -2.514
+ ML 77 75 6 80 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 78 75 6 80 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 79 75 6 80 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 80 80 5 80 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 81 81 6 81 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 23 ]
+ MP 82 81 6 86 6 -8.939 -8.879 -0.025 -7.495 -7.935 -8.330 -4.285 -3.171 -4.764 0.977 -4.318 -4.225 0.577 -4.318 -4.079 3.256 -3.864 -0.679 0.374 -3.820 -1.256 -3.414
+ ML 83 81 6 86 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 84 81 6 86 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 85 81 6 86 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 86 86 5 86 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 87 87 6 87 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 24 ]
+ MP 88 87 6 92 6 -8.939 -8.878 -0.024 -7.654 -7.934 -8.329 -3.975 -3.924 -3.761 0.407 -3.036 -4.329 3.208 -3.927 -4.411 0.613 -3.744 -1.300 1.050 -4.177 -0.514 -3.188
+ ML 89 87 6 92 6 -6.260 -6.606 -1.296 -1.015 -6.456 -3.985 0.655 -0.589 -0.303 -0.074
+ MR 90 87 6 92 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 91 87 6 92 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 92 92 5 92 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 93 93 6 93 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 25 ]
+ MP 94 93 6 98 6 -7.824 -8.879 -0.029 -7.655 -7.517 -8.330 -2.947 -3.133 -3.328 0.952 -2.392 -3.906 2.018 -3.329 -3.333 1.089 -3.540 -0.723 1.912 -3.167 1.222 -2.410
+ ML 95 93 6 98 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 96 93 6 98 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 97 93 6 98 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 98 98 5 98 6 -2.609 -2.872 -0.740 -4.527 -5.303 -4.964 0.000 0.000 0.000 0.000
+ IR 99 99 6 99 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 26 ]
+ MP 100 99 6 104 4 -4.514 -6.658 -0.141 -4.666 -3.990 -2.979 -4.530 1.079 -4.209 -3.945 0.228 -4.186 -3.716 3.300 -3.657 -0.629 0.177 -3.556 -1.550 -3.295
+ ML 101 99 6 104 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 102 99 6 104 4 -4.833 -3.862 -1.654 -0.790 0.647 -0.559 -0.316 -0.071
+ D 103 99 6 104 4 -4.568 -4.250 -2.265 -0.520
+ IL 104 104 5 104 4 -1.824 -2.507 -0.971 -4.992 0.000 0.000 0.000 0.000
+ IR 105 105 6 105 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 106 105 6 108 3 -7.503 -0.028 -6.157 1.414 -1.409 -1.254 -0.892
+ D 107 105 6 108 3 -6.257 -1.630 -0.591
+ IL 108 108 3 108 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 109 108 3 111 3 -7.509 -0.028 -6.164 1.149 -1.233 -0.464 -0.664
+ D 110 108 3 111 3 -6.213 -1.605 -0.605
+ IL 111 111 3 111 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 112 111 3 114 3 -7.515 -0.028 -6.169 -0.333 -1.397 1.168 -0.786
+ D 113 111 3 114 3 -6.174 -1.687 -0.566
+ IL 114 114 3 114 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 115 114 3 117 3 -7.515 -0.028 -6.169 -0.030 -0.166 -0.857 0.657
+ D 116 114 3 117 3 -6.174 -1.687 -0.566
+ IL 117 117 3 117 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 118 117 3 120 3 -7.515 -0.028 -6.169 -0.448 -1.463 1.235 -0.863
+ D 119 117 3 120 3 -6.174 -1.687 -0.566
+ IL 120 120 3 120 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 121 120 3 123 3 -6.970 -0.037 -5.859 -0.298 0.983 -1.141 -0.402
+ D 122 120 3 123 3 -6.174 -1.687 -0.566
+ IL 123 123 3 123 3 -1.448 -0.793 -4.148 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 124 123 3 126 3 -7.510 -0.028 -6.165 0.884 -1.131 0.024 -0.555
+ D 125 123 3 126 3 -6.206 -1.719 -0.551
+ IL 126 126 3 126 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 127 126 3 129 3 -7.510 -0.028 -6.165 -0.256 0.946 -1.114 -0.369
+ D 128 126 3 129 3 -6.206 -1.618 -0.598
+ IL 129 129 3 129 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 130 129 3 132 2 * 0.000 1.025 -1.013 -0.741 -0.198
+ D 131 129 3 132 2 * 0.000
+ IL 132 132 3 132 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 36 ]
+ E 133 132 3 -1 0
+ [ BEGR 37 ]
+ S 134 26 1 135 3 -6.455 -0.046 -5.653
+ IL 135 135 2 135 3 -1.417 -0.810 -4.180 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 136 135 2 138 3 -7.507 -0.028 -6.161 0.701 -1.059 0.241 -0.490
+ D 137 135 2 138 3 -6.231 -1.744 -0.539
+ IL 138 138 3 138 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 139 138 3 141 3 -3.045 -0.216 -5.829 -0.330 -1.347 1.155 -0.774
+ D 140 138 3 141 3 -6.231 -1.744 -0.539
+ IL 141 141 3 141 3 -1.673 -0.645 -4.412 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 142 141 3 144 5 -6.698 -0.052 -6.514 -6.726 -7.618 0.031 0.568 -0.706 -0.181
+ D 143 141 3 144 5 -5.011 -0.766 -4.272 -2.647 -2.560
+ IL 144 144 3 144 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 41 ]
+ MP 145 144 3 149 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -2.833 -2.359 -3.641 1.775 -3.388 -3.626 0.726 -3.383 -3.267 2.765 -3.186 -0.294 0.710 -3.074 -1.044 -2.560
+ ML 146 144 3 149 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 147 144 3 149 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 148 144 3 149 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 149 149 5 149 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 150 150 6 150 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 42 ]
+ MP 151 150 6 155 6 -8.939 -8.879 -0.024 -7.582 -7.935 -8.330 -4.083 -2.828 -4.612 1.044 -4.263 -4.004 0.356 -4.252 -3.924 3.290 -3.722 -0.692 0.225 -3.629 -1.472 -3.354
+ ML 152 150 6 155 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 153 150 6 155 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 154 150 6 155 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 155 155 5 155 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 156 156 6 156 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 43 ]
+ MP 157 156 6 161 6 -7.350 -8.878 -0.030 -7.655 -7.935 -8.330 -3.611 -3.818 -3.387 0.205 -2.612 -3.690 3.282 -3.683 -4.129 0.294 -3.516 -1.669 1.024 -3.817 -0.641 -3.015
+ ML 158 156 6 161 6 -6.254 -6.601 -1.304 -1.009 -6.450 -3.980 0.658 -0.602 -0.298 -0.075
+ MR 159 156 6 161 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 160 156 6 161 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 161 161 5 161 6 -2.535 -2.912 -0.745 -4.567 -5.343 -5.004 0.000 0.000 0.000 0.000
+ IR 162 162 6 162 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 44 ]
+ MP 163 162 6 167 4 -6.421 -6.351 -0.123 -4.120 -3.930 -2.709 -4.483 1.091 -4.203 -3.843 0.134 -4.180 -3.800 3.320 -3.611 -0.700 0.090 -3.429 -1.671 -3.296
+ ML 164 162 6 167 4 -2.408 -4.532 -1.293 -1.473 0.660 -0.612 -0.293 -0.076
+ MR 165 162 6 167 4 -4.102 -12.528 -0.390 -2.485 0.660 -0.612 -0.293 -0.076
+ D 166 162 6 167 4 -12.737 -14.007 -2.036 -0.404
+ IL 167 167 5 167 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 168 168 6 168 3 -1.949 -0.543 -4.188 0.000 0.000 0.000 0.000
+ [ MATR 45 ]
+ MR 169 168 6 171 5 -6.710 -0.051 -6.525 -6.738 -7.629 1.486 -1.586 -1.401 -1.034
+ D 170 168 6 171 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 171 171 3 171 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 46 ]
+ MP 172 171 3 176 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.055 -2.536 -3.527 2.509 -3.166 -3.721 0.971 -2.877 -3.303 1.876 -3.370 0.126 0.880 -3.148 -0.857 -2.462
+ ML 173 171 3 176 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 174 171 3 176 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 175 171 3 176 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 176 176 5 176 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 177 177 6 177 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 47 ]
+ MP 178 177 6 182 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.498 -3.682 -2.492 0.249 -2.667 -3.830 3.260 -3.567 -3.982 0.245 -3.446 -1.598 1.028 -3.673 -0.611 -2.929
+ ML 179 177 6 182 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 180 177 6 182 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 181 177 6 182 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 182 182 5 182 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 183 183 6 183 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 48 ]
+ MP 184 183 6 188 4 -6.458 -6.665 -0.075 -5.079 -1.923 -2.483 -2.446 0.968 -0.869 -3.048 1.704 -2.565 -2.186 0.766 -2.826 -0.717 2.364 -2.207 -0.052 -1.631
+ ML 185 183 6 188 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 186 183 6 188 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 187 183 6 188 4 -4.568 -4.250 -2.265 -0.520
+ IL 188 188 5 188 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 189 189 6 189 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
+ ML 190 189 6 192 3 -7.515 -0.028 -6.169 -0.448 -1.463 1.235 -0.863
+ D 191 189 6 192 3 -6.174 -1.687 -0.566
+ IL 192 192 3 192 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
+ ML 193 192 3 195 3 -7.515 -0.028 -6.169 -0.448 -1.463 1.235 -0.863
+ D 194 192 3 195 3 -6.174 -1.687 -0.566
+ IL 195 195 3 195 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
+ ML 196 195 3 198 3 -7.166 -0.030 -6.169 -0.221 -0.870 -1.021 1.072
+ D 197 195 3 198 3 -6.174 -1.687 -0.566
+ IL 198 198 3 198 3 -1.439 -0.799 -4.149 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 199 198 3 201 2 * 0.000 -0.348 -1.413 1.182 -0.812
+ D 200 198 3 201 2 * 0.000
+ IL 201 201 3 201 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 53 ]
+ E 202 201 3 -1 0
+ [ BEGR 54 ]
+ S 203 24 1 204 3 -2.709 -0.333 -4.239
+ IL 204 204 2 204 3 -1.670 -0.691 -3.913 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 205 204 2 207 3 -7.432 -0.058 -4.906 1.138 -1.110 -0.783 -0.405
+ D 206 204 2 207 3 -6.638 -1.873 -0.480
+ IL 207 207 3 207 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 208 207 3 210 3 -5.475 -0.068 -5.406 1.314 -1.286 -1.074 -0.671
+ D 209 207 3 210 3 -6.093 -1.383 -0.732
+ IL 210 210 3 210 3 -1.431 -0.798 -4.211 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 211 210 3 213 3 -7.463 -0.221 -2.873 1.158 -1.083 -0.964 -0.352
+ D 212 210 3 213 3 -6.487 -1.969 -0.447
+ IL 213 213 3 213 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 214 213 3 216 3 -7.277 -0.052 -5.098 0.696 -0.789 -0.647 0.216
+ D 215 213 3 216 3 -7.198 -2.291 -0.342
+ IL 216 216 3 216 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
+ ML 217 216 3 219 3 -7.284 -0.045 -5.363 0.666 -0.758 -0.615 0.226
+ D 218 216 3 219 3 -7.175 -2.435 -0.307
+ IL 219 219 3 219 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
+ ML 220 219 3 222 3 -7.288 -0.033 -5.942 0.497 -0.736 -0.661 0.440
+ D 221 219 3 222 3 -7.166 -0.626 -1.535
+ IL 222 222 3 222 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
+ ML 223 222 3 225 3 -7.513 -0.028 -6.167 0.465 -0.795 -0.807 0.558
+ D 224 222 3 225 3 -6.189 -1.654 -0.581
+ IL 225 225 3 225 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
+ ML 226 225 3 228 3 -7.515 -0.028 -6.169 0.290 -0.814 -0.848 0.725
+ D 227 225 3 228 3 -6.174 -1.687 -0.566
+ IL 228 228 3 228 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
+ ML 229 228 3 231 3 -7.515 -0.028 -6.169 -0.214 -0.858 -1.040 1.070
+ D 230 228 3 231 3 -6.174 -1.687 -0.566
+ IL 231 231 3 231 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
+ ML 232 231 3 234 3 -7.515 -0.028 -6.169 -0.285 -0.957 -1.057 1.127
+ D 233 231 3 234 3 -6.174 -1.687 -0.566
+ IL 234 234 3 234 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
+ ML 235 234 3 237 3 -7.515 -0.028 -6.169 -0.289 -0.960 -1.066 1.131
+ D 236 234 3 237 3 -6.174 -1.687 -0.566
+ IL 237 237 3 237 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 238 237 3 240 3 -7.515 -0.028 -6.169 -0.413 -1.423 1.202 -0.796
+ D 239 237 3 240 3 -6.174 -1.687 -0.566
+ IL 240 240 3 240 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 241 240 3 243 2 -7.798 -0.006 1.440 -1.470 -1.314 -0.932
+ D 242 240 3 243 2 -8.445 -0.004
+ IL 243 243 3 243 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 68 ]
+ B 244 243 3 245 289
+ [ BEGL 69 ]
+ S 245 244 1 246 4 -0.052 -6.607 -6.014 -6.654
+ [ MATP 70 ]
+ MP 246 245 1 250 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.489 -3.733 -3.343 0.292 -2.332 -3.887 3.218 -3.294 -3.990 0.252 -3.514 -1.548 1.174 -3.682 -0.545 -2.889
+ ML 247 245 1 250 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 248 245 1 250 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 249 245 1 250 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 250 250 5 250 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 251 251 6 251 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 71 ]
+ MP 252 251 6 256 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.167 -3.257 -3.597 0.909 -2.579 -4.273 1.738 -3.522 -3.502 1.066 -3.728 -0.665 2.627 -3.405 -0.237 -2.529
+ ML 253 251 6 256 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 254 251 6 256 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 255 251 6 256 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 256 256 5 256 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 257 257 6 257 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 72 ]
+ MP 258 257 6 262 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.595 -2.919 -4.068 2.811 -3.576 -4.375 0.997 -3.579 -3.755 1.609 -3.813 -0.469 0.830 -3.710 -0.782 -2.803
+ ML 259 257 6 262 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 260 257 6 262 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 261 257 6 262 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 262 262 5 262 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 263 263 6 263 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 73 ]
+ MP 264 263 6 268 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -3.329 -2.604 -3.822 1.471 -3.527 -3.486 0.659 -3.286 -3.411 3.003 -3.305 -0.495 0.518 -3.160 -1.243 -2.775
+ ML 265 263 6 268 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 266 263 6 268 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 267 263 6 268 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 268 268 5 268 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 269 269 6 269 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 74 ]
+ MP 270 269 6 274 4 -6.458 -6.665 -0.075 -5.079 -4.144 -4.018 -3.920 0.466 -3.144 -4.509 3.180 -4.030 -4.565 0.654 -3.959 -1.211 1.102 -4.348 -0.440 -3.260
+ ML 271 269 6 274 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 272 269 6 274 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 273 269 6 274 4 -4.568 -4.250 -2.265 -0.520
+ IL 274 274 5 274 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 275 275 6 275 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 75 ]
+ ML 276 275 6 278 3 -7.515 -0.028 -6.169 -0.158 -1.325 1.070 -0.725
+ D 277 275 6 278 3 -6.174 -1.687 -0.566
+ IL 278 278 3 278 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 76 ]
+ ML 279 278 3 281 3 -7.515 -0.028 -6.169 -0.422 -1.449 1.222 -0.849
+ D 280 278 3 281 3 -6.174 -1.687 -0.566
+ IL 281 281 3 281 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 77 ]
+ ML 282 281 3 284 3 -7.051 -0.031 -6.169 1.442 -1.497 -1.322 -0.921
+ D 283 281 3 284 3 -6.174 -1.687 -0.566
+ IL 284 284 3 284 3 -1.447 -0.794 -4.147 0.000 0.000 0.000 0.000
+ [ MATL 78 ]
+ ML 285 284 3 287 2 * 0.000 -0.412 -1.422 1.201 -0.794
+ D 286 284 3 287 2 * 0.000
+ IL 287 287 3 287 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 79 ]
+ E 288 287 3 -1 0
+ [ BEGR 80 ]
+ S 289 244 1 290 3 -7.515 -0.028 -6.169
+ IL 290 290 2 290 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 81 ]
+ ML 291 290 2 293 3 -7.515 -0.028 -6.169 1.429 -1.478 -1.296 -0.889
+ D 292 290 2 293 3 -6.174 -1.687 -0.566
+ IL 293 293 3 293 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 82 ]
+ ML 294 293 3 296 3 -7.144 -0.031 -6.169 1.467 -1.557 -1.336 -1.003
+ D 295 293 3 296 3 -6.174 -1.687 -0.566
+ IL 296 296 3 296 3 -1.446 -0.795 -4.146 0.000 0.000 0.000 0.000
+ [ MATL 83 ]
+ ML 297 296 3 299 3 -7.515 -0.028 -6.169 -0.448 -1.463 1.235 -0.863
+ D 298 296 3 299 3 -6.174 -1.687 -0.566
+ IL 299 299 3 299 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
+ ML 300 299 3 302 3 -7.515 -0.028 -6.169 -0.363 -1.420 1.190 -0.819
+ D 301 299 3 302 3 -6.174 -1.687 -0.566
+ IL 302 302 3 302 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 85 ]
+ ML 303 302 3 305 3 -7.515 -0.028 -6.169 1.473 -1.566 -1.355 -1.012
+ D 304 302 3 305 3 -6.174 -1.687 -0.566
+ IL 305 305 3 305 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 86 ]
+ ML 306 305 3 308 3 -7.515 -0.028 -6.169 -0.351 -1.415 1.184 -0.813
+ D 307 305 3 308 3 -6.174 -1.687 -0.566
+ IL 308 308 3 308 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 87 ]
+ ML 309 308 3 311 3 -7.515 -0.028 -6.169 1.486 -1.586 -1.401 -1.034
+ D 310 308 3 311 3 -6.174 -1.687 -0.566
+ IL 311 311 3 311 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 88 ]
+ ML 312 311 3 314 3 -6.869 -0.033 -6.169 -0.385 -1.431 1.202 -0.830
+ D 313 311 3 314 3 -6.174 -1.687 -0.566
+ IL 314 314 3 314 3 -1.441 -0.797 -4.154 0.000 0.000 0.000 0.000
+ [ MATL 89 ]
+ ML 315 314 3 317 3 -7.515 -0.028 -6.169 1.470 -1.552 -1.370 -0.992
+ D 316 314 3 317 3 -6.174 -1.687 -0.566
+ IL 317 317 3 317 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 90 ]
+ ML 318 317 3 320 3 -7.515 -0.028 -6.169 -0.426 -1.452 1.224 -0.851
+ D 319 317 3 320 3 -6.174 -1.687 -0.566
+ IL 320 320 3 320 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 91 ]
+ ML 321 320 3 323 3 -7.515 -0.028 -6.169 1.469 -1.560 -1.343 -1.006
+ D 322 320 3 323 3 -6.174 -1.687 -0.566
+ IL 323 323 3 323 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 92 ]
+ ML 324 323 3 326 3 -7.515 -0.028 -6.169 -0.294 -0.956 -1.085 1.136
+ D 325 323 3 326 3 -6.174 -1.687 -0.566
+ IL 326 326 3 326 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 93 ]
+ ML 327 326 3 329 5 -6.710 -0.051 -6.525 -6.738 -7.629 -0.412 -1.445 1.217 -0.844
+ D 328 326 3 329 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 329 329 3 329 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 94 ]
+ MP 330 329 3 334 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -4.081 -2.824 -4.611 1.045 -4.263 -4.002 0.353 -4.251 -3.922 3.290 -3.721 -0.692 0.223 -3.627 -1.474 -3.353
+ ML 331 329 3 334 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 332 329 3 334 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 333 329 3 334 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 334 334 5 334 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 335 335 6 335 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 95 ]
+ MP 336 335 6 340 6 -8.939 -8.570 -0.024 -7.655 -7.935 -8.330 -3.567 -2.946 -3.891 1.099 -3.357 -4.315 0.900 -3.475 -3.570 1.556 -3.582 2.513 0.841 -3.497 -0.668 -2.748
+ ML 337 335 6 340 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 338 335 6 340 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 339 335 6 340 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 340 340 5 340 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 341 341 6 341 5 -2.412 -0.495 -5.924 -4.091 -5.197 0.000 0.000 0.000 0.000
+ [ MATP 96 ]
+ MP 342 341 6 346 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -2.300 -2.573 -2.731 0.989 -1.922 -3.275 1.818 -2.783 -2.670 1.139 -2.954 -0.644 1.446 -2.440 1.647 -1.810
+ ML 343 341 6 346 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 344 341 6 346 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 345 341 6 346 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 346 346 5 346 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 347 347 6 347 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 97 ]
+ MP 348 347 6 352 6 -8.939 -8.879 -0.024 -7.655 -7.935 -8.330 -4.145 -2.948 -4.662 1.020 -4.281 -4.069 0.429 -4.278 -3.972 3.281 -3.766 -0.690 0.271 -3.687 -1.405 -3.375
+ ML 349 347 6 352 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 350 347 6 352 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 351 347 6 352 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 352 352 5 352 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 353 353 6 353 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 98 ]
+ MP 354 353 6 358 4 -6.458 -6.665 -0.075 -5.079 -3.734 -3.863 -3.519 0.305 -2.843 -3.912 3.242 -3.803 -4.250 0.569 -3.610 -1.560 1.011 -3.958 -0.635 -3.101
+ ML 355 353 6 358 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 356 353 6 358 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 357 353 6 358 4 -4.568 -4.250 -2.265 -0.520
+ IL 358 358 5 358 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 359 359 6 359 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 99 ]
+ ML 360 359 6 362 3 -7.515 -0.028 -6.169 -0.359 -1.356 1.170 -0.789
+ D 361 359 6 362 3 -6.174 -1.687 -0.566
+ IL 362 362 3 362 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 100 ]
+ ML 363 362 3 365 3 -7.515 -0.028 -6.169 1.479 -1.575 -1.376 -1.022
+ D 364 362 3 365 3 -6.174 -1.687 -0.566
+ IL 365 365 3 365 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 101 ]
+ ML 366 365 3 368 3 -7.515 -0.028 -6.169 -0.415 -1.446 1.218 -0.846
+ D 367 365 3 368 3 -6.174 -1.687 -0.566
+ IL 368 368 3 368 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 102 ]
+ ML 369 368 3 371 2 * 0.000 1.486 -1.586 -1.401 -1.034
+ D 370 368 3 371 2 * 0.000
+ IL 371 371 3 371 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 103 ]
+ E 372 371 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME snoR43
+GA 40.00
+TC 49.85
+NC 24.25
+STATES 223
+NODES 68
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 16
+EFFNSEQ 1.876
+CLEN 73
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.62852 -6.74642 2.37461 1500000 347421 0.003238
+E-GC 0 0.42380 -14.95663 -2.18021 1500000 84252 0.004451
+E-LI 0 0.61353 -4.59185 4.34701 1500000 270978 0.004152
+E-GI 0 0.45075 -10.17128 1.32558 1500000 66775 0.005616
+E-LV 0 0.62000 -2.59576 5.14004 15000000 136181 0.008261
+E-GV 0 0.46643 -8.80955 3.71872 15000000 129382 0.002898
+E-LF 0 0.61694 0.66585 8.41355 15000000 133978 0.008397
+E-GF 0 0.52203 -4.25496 6.93653 15000000 129214 0.002902
+FT-LC 36 0.99300 10000 1500000 0
+ 1927.2 1610.95 1231.62 961.65 760.114 625.051 370.882 258.55 209.128 167.882 148.027 116.011 105.596 96.2602 70.3369 61.1015 52.5398 47.1113 40.726 30.3064 18.9672 14.3937 13.6801 12.337 12.0336 11.2721 8.45967 6.69453 6.26885 4.17291 3.90854 0.0117233 0.00877097 0.00564112 0.00207488 0.000411365
+ 10074.3 8693.17 7717.33 6918.98 6048.29 5107.61 4475.89 4015.35 3413.94 3021.38 2678.91 2409.2 2149.34 1916.32 1601.4 1421.63 1262.05 1091.05 943.215 833.727 723.88 650.6 538.009 470.015 409.097 358.057 318.846 274.456 237.561 211.937 210.839 112.47 48.5111 35.0029 27.6025 21.0839
+FT-LI 38 0.99300 10000 1500000 0
+ 3707.32 3114.03 2007.91 1853.67 1310.15 957.674 781.329 648.333 566.549 440.467 421.748 327.805 307.456 244.531 171.303 164.069 139.422 93.3526 82.8703 73.0223 52.6034 39.8456 28.1243 25.9136 25.0442 24.0326 21.2167 15.3402 13.5849 12.3567 11.0958 10.4703 0.0515014 0.0383394 0.0285005 0.0173706 0.0093784 0.00191897
+ 10074.3 8693.17 7717.33 6918.98 6048.29 5107.61 4475.89 4015.35 3413.94 3021.38 2678.91 2409.2 2162.64 1925.8 1726.58 1523.34 1338.23 1158.33 1041.07 919.656 813.906 723.88 650.6 538.009 481.164 418.543 358.057 318.846 285.862 249.734 223.9 210.839 112.47 59.6485 48.5111 35.0029 28.6257 21.0839
+FT-GC 10 0.99300 10000 1500000 1
+ 84252 2813.8 1067.44 796.232 0.946127 0.527201 0.207168 0.0833621 0.0706916 0.0176595
+ 212.797 187.935 168.158 166.76 99.979 89.1781 43.0742 31.0666 19.1083 16.676
+FT-GI 9 0.99300 10000 1500000 1
+ 66775 2426.46 1153.79 767.44 0.613597 0.381239 0.114393 0.0790905 0.0348653
+ 212.797 187.935 168.158 166.76 89.1781 45.6677 31.0666 19.1083 16.676
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 6 -9.099 -9.038 -0.086 -7.815 -4.408 -8.490
+ IL 1 1 2 1 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 1 ]
+ MP 3 2 3 7 6 -9.035 -8.974 -0.022 -7.751 -8.031 -8.426 -3.831 -3.044 -4.359 3.176 -4.016 -4.669 0.517 -3.726 -3.998 1.238 -4.129 -0.690 0.456 -4.022 -1.114 -3.016
+ ML 4 2 3 7 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 5 2 3 7 6 -7.572 -6.301 -1.445 -6.279 -0.843 -4.492 0.189 -0.709 -0.647 0.687
+ D 6 2 3 7 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 7 7 5 7 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 8 8 6 8 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 9 8 6 13 6 -9.064 -9.004 -0.022 -7.780 -8.060 -8.455 -5.002 -3.425 -5.592 0.541 -5.309 -4.331 -0.201 -5.014 -4.446 3.536 -4.127 -0.958 -0.280 -4.080 -1.913 -4.039
+ ML 10 8 6 13 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 11 8 6 13 6 -7.336 -6.065 -1.973 -6.043 -0.607 -4.256 0.410 0.023 -0.533 -0.053
+ D 12 8 6 13 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 13 13 5 13 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 14 14 6 14 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 15 14 6 19 4 -3.186 -7.039 -0.218 -5.454 -2.585 -2.276 -2.940 2.768 -2.644 -3.202 0.538 0.336 -2.847 1.247 -3.081 -0.574 0.581 -2.634 -0.940 -2.165
+ ML 16 14 6 19 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 17 14 6 19 4 -5.204 -4.233 -2.100 -0.543 0.383 -0.646 -0.493 0.429
+ D 18 14 6 19 4 -4.568 -4.250 -2.265 -0.520
+ IL 19 19 5 19 4 -2.180 -2.863 -0.696 -5.348 0.000 0.000 0.000 0.000
+ IR 20 20 6 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 21 20 6 23 3 -7.857 -0.022 -6.512 -0.622 -0.878 -1.444 1.286
+ D 22 20 6 23 3 -6.789 -2.302 -0.343
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 24 23 3 26 3 -7.857 -0.022 -6.512 0.326 -0.785 0.560 -0.531
+ D 25 23 3 26 3 -6.789 -0.863 -1.180
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 27 26 3 29 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 30 29 3 32 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 33 32 3 35 3 -7.944 -0.021 -6.598 -1.250 -2.300 1.615 -1.672
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 36 35 3 38 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 37 35 3 38 3 -6.174 -1.687 -0.566
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 39 38 3 41 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 42 41 3 44 3 -7.944 -0.021 -6.598 -1.250 -2.300 1.615 -1.672
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 45 44 3 47 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 48 47 3 50 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 51 50 3 53 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 52 50 3 53 3 -6.174 -1.687 -0.566
+ IL 53 53 3 53 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 54 53 3 56 3 -7.944 -0.021 -6.598 -1.175 1.514 -2.002 -1.145
+ D 55 53 3 56 3 -6.174 -1.687 -0.566
+ IL 56 56 3 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
+ ML 57 56 3 59 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 58 56 3 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 60 59 3 62 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 61 59 3 62 3 -6.174 -1.687 -0.566
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
+ ML 63 62 3 65 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 64 62 3 65 3 -6.174 -1.687 -0.566
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 66 65 3 68 3 -7.944 -0.021 -6.598 1.509 -1.774 -1.217 -1.217
+ D 67 65 3 68 3 -6.174 -1.687 -0.566
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 69 68 3 71 3 -7.944 -0.021 -6.598 -0.371 0.562 -1.223 0.403
+ D 70 68 3 71 3 -6.174 -1.687 -0.566
+ IL 71 71 3 71 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 72 71 3 74 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 73 71 3 74 3 -6.174 -1.687 -0.566
+ IL 74 74 3 74 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 75 74 3 77 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 76 74 3 77 3 -6.174 -1.687 -0.566
+ IL 77 77 3 77 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 78 77 3 80 3 -7.944 -0.021 -6.598 -0.432 -1.797 1.340 -1.183
+ D 79 77 3 80 3 -6.174 -1.687 -0.566
+ IL 80 80 3 80 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 81 80 3 83 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 82 80 3 83 3 -6.174 -1.687 -0.566
+ IL 83 83 3 83 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 84 83 3 86 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 85 83 3 86 3 -6.174 -1.687 -0.566
+ IL 86 86 3 86 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
+ ML 87 86 3 89 3 -7.944 -0.021 -6.598 0.621 -1.342 0.563 -0.762
+ D 88 86 3 89 3 -6.174 -1.687 -0.566
+ IL 89 89 3 89 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 90 89 3 92 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 91 89 3 92 3 -6.174 -1.687 -0.566
+ IL 92 92 3 92 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 93 92 3 95 3 -7.944 -0.021 -6.598 -0.702 -0.868 -1.525 1.316
+ D 94 92 3 95 3 -6.174 -1.687 -0.566
+ IL 95 95 3 95 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 96 95 3 98 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 97 95 3 98 3 -6.174 -1.687 -0.566
+ IL 98 98 3 98 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 99 98 3 101 3 -7.944 -0.021 -6.598 -0.734 1.220 -1.586 -0.443
+ D 100 98 3 101 3 -6.174 -1.687 -0.566
+ IL 101 101 3 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 102 101 3 104 3 -7.944 -0.021 -6.598 0.521 -0.974 -1.127 0.676
+ D 103 101 3 104 3 -6.174 -1.687 -0.566
+ IL 104 104 3 104 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 105 104 3 107 3 -7.944 -0.021 -6.598 -1.250 -2.300 1.615 -1.672
+ D 106 104 3 107 3 -6.174 -1.687 -0.566
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 108 107 3 110 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 109 107 3 110 3 -6.174 -1.687 -0.566
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 111 110 3 113 3 -7.944 -0.021 -6.598 -1.175 1.514 -2.002 -1.145
+ D 112 110 3 113 3 -6.174 -1.687 -0.566
+ IL 113 113 3 113 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 114 113 3 116 3 -7.944 -0.021 -6.598 -0.652 1.136 -1.505 -0.298
+ D 115 113 3 116 3 -6.174 -1.687 -0.566
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 117 116 3 119 3 -7.944 -0.021 -6.598 1.721 -2.323 -2.242 -1.779
+ D 118 116 3 119 3 -6.174 -1.687 -0.566
+ IL 119 119 3 119 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 120 119 3 122 3 -7.944 -0.021 -6.598 -1.250 -2.300 1.615 -1.672
+ D 121 119 3 122 3 -6.174 -1.687 -0.566
+ IL 122 122 3 122 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 123 122 3 125 3 -7.944 -0.021 -6.598 -0.197 -1.122 -1.353 1.187
+ D 124 122 3 125 3 -6.174 -1.687 -0.566
+ IL 125 125 3 125 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 126 125 3 128 3 -7.944 -0.021 -6.598 -0.325 -1.025 0.291 0.572
+ D 127 125 3 128 3 -6.174 -1.687 -0.566
+ IL 128 128 3 128 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 129 128 3 131 3 -7.944 -0.021 -6.598 0.538 -1.104 0.312 -0.248
+ D 130 128 3 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 132 131 3 134 3 -8.336 -0.019 -6.653 -0.239 -0.060 0.389 -0.178
+ D 133 131 3 134 3 -5.620 -0.734 -1.403
+ IL 134 134 3 134 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 42 ]
+ MR 135 134 3 137 3 -8.336 -0.019 -6.653 -1.250 -2.300 1.615 -1.672
+ D 136 134 3 137 3 -6.390 -1.568 -0.620
+ IR 137 137 3 137 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 43 ]
+ MR 138 137 3 140 3 -8.336 -0.019 -6.653 1.721 -2.323 -2.242 -1.779
+ D 139 137 3 140 3 -6.390 -1.568 -0.620
+ IR 140 140 3 140 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 44 ]
+ MR 141 140 3 143 3 -8.336 -0.019 -6.653 -1.250 -2.300 1.615 -1.672
+ D 142 140 3 143 3 -6.390 -1.568 -0.620
+ IR 143 143 3 143 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 45 ]
+ MR 144 143 3 146 3 -8.336 -0.019 -6.653 -1.038 -1.496 -1.820 1.524
+ D 145 143 3 146 3 -6.390 -1.568 -0.620
+ IR 146 146 3 146 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 46 ]
+ MR 147 146 3 149 3 -8.336 -0.019 -6.653 0.263 0.720 -1.223 -0.465
+ D 148 146 3 149 3 -6.390 -1.568 -0.620
+ IR 149 149 3 149 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 47 ]
+ MR 150 149 3 152 5 -7.076 -0.040 -6.891 -7.103 -7.995 -1.175 1.514 -2.002 -1.145
+ D 151 149 3 152 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 152 152 3 152 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 48 ]
+ MP 153 152 3 157 6 -9.099 -9.038 -0.021 -7.815 -8.095 -8.490 -2.191 -2.601 -2.626 0.726 -1.751 -3.178 1.492 -2.697 -2.582 0.721 -2.963 -0.792 2.078 -2.376 1.406 -0.255
+ ML 154 152 3 157 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 155 152 3 157 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 156 152 3 157 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 157 157 5 157 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 158 158 6 158 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 49 ]
+ MP 159 158 6 163 6 -9.099 -9.038 -0.021 -7.815 -8.095 -8.490 -3.985 -3.137 -4.536 3.339 -4.296 -4.839 0.210 -3.818 -4.159 0.990 -4.347 -0.839 0.192 -4.221 -1.347 -3.160
+ ML 160 158 6 163 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 161 158 6 163 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 162 158 6 163 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 163 163 5 163 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 164 164 6 164 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 50 ]
+ MP 165 164 6 169 6 -9.099 -9.038 -0.021 -7.815 -8.095 -8.490 -3.606 -2.767 -3.997 0.934 -3.855 -3.527 -0.187 -3.753 -3.510 3.315 -3.378 -0.212 -0.112 -1.531 -1.736 -3.104
+ ML 166 164 6 169 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 167 164 6 169 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 168 164 6 169 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 169 169 5 169 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 170 170 6 170 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 51 ]
+ MP 171 170 6 175 4 -6.926 -7.133 -0.054 -5.547 -3.729 -4.088 -3.458 -0.172 -1.269 -4.030 3.312 -3.773 -4.277 -0.224 -3.658 -1.864 1.066 -3.927 -0.199 -3.095
+ ML 172 170 6 175 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 173 170 6 175 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 174 170 6 175 4 -4.568 -4.250 -2.265 -0.520
+ IL 175 175 5 175 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 176 176 6 176 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 177 176 6 179 3 -7.944 -0.021 -6.598 -1.038 -1.496 -1.820 1.524
+ D 178 176 6 179 3 -6.174 -1.687 -0.566
+ IL 179 179 3 179 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
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+ D 181 179 3 182 3 -6.174 -1.687 -0.566
+ IL 182 182 3 182 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
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+ D 184 182 3 185 3 -6.174 -1.687 -0.566
+ IL 185 185 3 185 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
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+ D 187 185 3 188 3 -6.174 -1.687 -0.566
+ IL 188 188 3 188 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
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+ D 190 188 3 191 3 -6.174 -1.687 -0.566
+ IL 191 191 3 191 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
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+ D 193 191 3 194 3 -6.174 -1.687 -0.566
+ IL 194 194 3 194 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
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+ D 196 194 3 197 3 -6.174 -1.687 -0.566
+ IL 197 197 3 197 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
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+ D 199 197 3 200 3 -6.174 -1.687 -0.566
+ IL 200 200 3 200 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
+ ML 201 200 3 203 3 -7.944 -0.021 -6.598 1.435 -1.105 -1.598 -1.000
+ D 202 200 3 203 3 -6.174 -1.687 -0.566
+ IL 203 203 3 203 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
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+ D 205 203 3 206 3 -6.174 -1.687 -0.566
+ IL 206 206 3 206 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
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+ D 208 206 3 209 3 -6.174 -1.687 -0.566
+ IL 209 209 3 209 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
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+ D 211 209 3 212 3 -6.174 -1.687 -0.566
+ IL 212 212 3 212 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
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+ D 214 212 3 215 3 -6.174 -1.687 -0.566
+ IL 215 215 3 215 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
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+ D 217 215 3 218 3 -6.174 -1.687 -0.566
+ IL 218 218 3 218 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 219 218 3 221 2 * 0.000 -1.038 -1.496 -1.820 1.524
+ D 220 218 3 221 2 * 0.000
+ IL 221 221 3 221 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 67 ]
+ E 222 221 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME snoMe28S-U3344
+GA 50.00
+TC 85.04
+NC 35.46
+STATES 250
+NODES 81
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 3
+EFFNSEQ 1.425
+CLEN 82
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.64245 -6.99286 1.77188 1500000 313778 0.003585
+E-GC 0 0.38689 -15.76601 -2.58623 1500000 61451 0.006102
+E-LI 0 0.61241 -4.34526 4.22429 1500000 213973 0.005258
+E-GI 0 0.44312 -9.49095 1.68647 1500000 53094 0.007063
+E-LV 0 0.70394 -2.47905 4.14709 15000000 119365 0.009425
+E-GV 0 0.51080 -8.52423 2.69711 15000000 115700 0.003241
+E-LF 0 0.71226 1.80972 8.33612 15000000 117481 0.009576
+E-GF 0 0.58600 -2.65348 7.12460 15000000 115486 0.003247
+FT-LC 37 0.99300 10000 1500000 0
+ 1944.75 1724.47 1417.23 1214.7 1113.52 947.331 815.997 775.159 764.233 602.885 515.605 510.997 452.966 400.407 386.495 247.633 222.297 211.333 199.734 194.509 180.007 148.145 104.358 90.4902 66.5155 63.4219 53.3255 42.1758 41.2148 34.0723 0.239426 0.11881 0.0803144 0.0575558 0.0525027 0.0230024 0.0131517
+ 8470.23 7429.82 6582.52 5778.1 4971.83 4361.13 3852.79 3447.62 2956 2591.06 2277.66 2041.04 1826.4 1626.21 1425.44 1258.39 1016.29 914.611 801.126 676.207 603.374 529.261 466.24 406.937 358.992 286.844 251.073 224.031 190.585 175.929 104.923 91.1868 50.1296 38.9575 33.1888 18.746 17.593
+FT-LI 37 0.99300 10000 1500000 0
+ 3343.53 2713.43 2309.84 2133.92 1824.92 1440.81 1323.78 1305.92 1229.48 1068.46 963.306 802.048 714.374 517.052 487.215 451.279 427.228 348.942 310.318 290.768 271.394 258.257 208.303 181.728 149.549 125.719 100.37 73.8303 59.8925 50.1862 43.3767 1.4603 0.817664 0.541642 0.206481 0.168827 0.0986064
+ 8771.07 7876.69 7088.64 6266.84 5342.67 4361.13 3852.79 3447.62 2998.41 2698.42 2423.27 2165.34 1930.74 1677.98 1487.68 1303.09 1171.05 1016.29 914.611 801.126 676.207 601.658 529.261 466.24 406.937 358.992 286.844 251.073 224.031 190.585 175.929 104.923 91.1868 50.1296 33.1888 18.746 17.593
+FT-GC 7 0.99300 10000 1500000 1
+ 57402.6 13.9402 5.14285 4.22149 3.82708 1.99414 0.666398
+ 142.781 121.612 98.7711 65.0389 36.2822 18.6897 14.2781
+FT-GI 7 0.99300 10000 1500000 1
+ 44549.2 7.99781 3.64586 2.81573 1.67263 1.51684 1.40991
+ 142.781 98.7711 46.7344 38.2471 23.0117 18.6897 14.2781
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.725 -6.932 -0.062 -5.346
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
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+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
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+ D 7 5 3 8 3 -6.661 -1.775 -0.519
+ IL 8 8 3 8 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 3 ]
+ MR 9 8 3 11 3 -7.840 -0.027 -6.158 -0.119 -0.858 -0.918 0.998
+ D 10 8 3 11 3 -7.690 -2.868 -0.221
+ IR 11 11 3 11 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 4 ]
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+ D 13 11 3 14 5 -6.216 -0.345 -3.842 -5.273 -3.268
+ IR 14 14 3 14 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 5 ]
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+ ML 16 14 3 19 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 17 14 3 19 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 18 14 3 19 4 -4.568 -4.250 -2.265 -0.520
+ IL 19 19 5 19 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 20 20 6 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
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+ D 22 20 6 23 3 -5.620 -0.734 -1.403
+ IL 23 23 3 23 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 7 ]
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+ D 25 23 3 26 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 26 26 3 26 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 8 ]
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+ ML 28 26 3 31 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 29 26 3 31 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 30 26 3 31 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 31 31 5 31 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 32 32 6 32 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 9 ]
+ MP 33 32 6 37 4 -6.725 -2.033 -0.471 -5.346 -3.338 -3.496 -3.805 0.630 -2.712 -4.583 1.434 -3.723 -3.673 0.687 -3.973 -0.837 2.987 -3.608 -0.421 -2.688
+ ML 34 32 6 37 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 35 32 6 37 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 36 32 6 37 4 -4.568 -4.250 -2.265 -0.520
+ IL 37 37 5 37 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 38 38 6 38 3 -1.964 -0.506 -4.664 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
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+ D 40 38 6 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
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+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
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+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
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+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
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+ D 52 50 3 53 3 -6.174 -1.687 -0.566
+ IL 53 53 3 53 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
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+ D 55 53 3 56 3 -6.174 -1.687 -0.566
+ IL 56 56 3 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
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+ D 58 56 3 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
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+ D 61 59 3 62 3 -6.174 -1.687 -0.566
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
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+ D 64 62 3 65 3 -6.174 -1.687 -0.566
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
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+ D 67 65 3 68 3 -6.174 -1.687 -0.566
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
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+ D 70 68 3 71 3 -6.174 -1.687 -0.566
+ IL 71 71 3 71 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
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+ D 73 71 3 74 3 -6.174 -1.687 -0.566
+ IL 74 74 3 74 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
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+ D 76 74 3 77 3 -6.174 -1.687 -0.566
+ IL 77 77 3 77 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
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+ D 79 77 3 80 3 -6.174 -1.687 -0.566
+ IL 80 80 3 80 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
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+ D 82 80 3 83 3 -6.174 -1.687 -0.566
+ IL 83 83 3 83 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
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+ D 85 83 3 86 3 -6.174 -1.687 -0.566
+ IL 86 86 3 86 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
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+ D 88 86 3 89 3 -6.174 -1.687 -0.566
+ IL 89 89 3 89 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
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+ D 91 89 3 92 3 -6.174 -1.687 -0.566
+ IL 92 92 3 92 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
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+ D 94 92 3 95 3 -6.174 -1.687 -0.566
+ IL 95 95 3 95 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
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+ D 97 95 3 98 3 -6.174 -1.687 -0.566
+ IL 98 98 3 98 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
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+ D 100 98 3 101 3 -6.174 -1.687 -0.566
+ IL 101 101 3 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
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+ D 103 101 3 104 3 -6.174 -1.687 -0.566
+ IL 104 104 3 104 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
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+ D 106 104 3 107 3 -6.174 -1.687 -0.566
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
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+ D 109 107 3 110 3 -6.174 -1.687 -0.566
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
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+ D 112 110 3 113 3 -6.174 -1.687 -0.566
+ IL 113 113 3 113 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
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+ D 115 113 3 116 3 -6.174 -1.687 -0.566
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
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+ D 118 116 3 119 3 -6.174 -1.687 -0.566
+ IL 119 119 3 119 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
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+ D 121 119 3 122 3 -6.174 -1.687 -0.566
+ IL 122 122 3 122 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
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+ D 124 122 3 125 3 -6.174 -1.687 -0.566
+ IL 125 125 3 125 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
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+ D 127 125 3 128 3 -6.174 -1.687 -0.566
+ IL 128 128 3 128 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
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+ D 130 128 3 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
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+ D 133 131 3 134 3 -6.174 -1.687 -0.566
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
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+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
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+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
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+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
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+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
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+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
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+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
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+ D 154 152 3 155 3 -6.174 -1.687 -0.566
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
+ ML 156 155 3 158 3 -7.758 -0.024 -6.412 -0.930 -1.936 1.493 -1.323
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
+ ML 159 158 3 161 3 -7.758 -0.024 -6.412 1.640 -2.003 -1.892 -1.455
+ D 160 158 3 161 3 -6.174 -1.687 -0.566
+ IL 161 161 3 161 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
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+ D 163 161 3 164 3 -6.174 -1.687 -0.566
+ IL 164 164 3 164 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
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+ D 166 164 3 167 3 -6.174 -1.687 -0.566
+ IL 167 167 3 167 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
+ ML 168 167 3 170 3 -7.758 -0.024 -6.412 -0.782 1.332 -1.610 -0.804
+ D 169 167 3 170 3 -6.174 -1.687 -0.566
+ IL 170 170 3 170 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
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+ D 172 170 3 173 3 -6.174 -1.687 -0.566
+ IL 173 173 3 173 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
+ ML 174 173 3 176 3 -7.758 -0.024 -6.412 -0.712 -1.254 -1.495 1.387
+ D 175 173 3 176 3 -6.174 -1.687 -0.566
+ IL 176 176 3 176 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
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+ D 178 176 3 179 3 -6.174 -1.687 -0.566
+ IL 179 179 3 179 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
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+ D 181 179 3 182 3 -6.174 -1.687 -0.566
+ IL 182 182 3 182 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
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+ D 184 182 3 185 3 -6.174 -1.687 -0.566
+ IL 185 185 3 185 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
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+ D 187 185 3 188 3 -6.174 -1.687 -0.566
+ IL 188 188 3 188 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
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+ D 190 188 3 191 3 -6.174 -1.687 -0.566
+ IL 191 191 3 191 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
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+ D 193 191 3 194 3 -6.174 -1.687 -0.566
+ IL 194 194 3 194 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
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+ D 196 194 3 197 3 -6.174 -1.687 -0.566
+ IL 197 197 3 197 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
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+ D 199 197 3 200 3 -6.174 -1.687 -0.566
+ IL 200 200 3 200 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
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+ D 202 200 3 203 3 -6.174 -1.687 -0.566
+ IL 203 203 3 203 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
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+ D 205 203 3 206 3 -6.174 -1.687 -0.566
+ IL 206 206 3 206 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
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+ D 208 206 3 209 3 -6.174 -1.687 -0.566
+ IL 209 209 3 209 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
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+ D 211 209 3 212 3 -6.174 -1.687 -0.566
+ IL 212 212 3 212 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
+ ML 213 212 3 215 3 -7.758 -0.024 -6.412 1.640 -2.003 -1.892 -1.455
+ D 214 212 3 215 3 -6.174 -1.687 -0.566
+ IL 215 215 3 215 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 69 ]
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+ D 217 215 3 218 3 -6.174 -1.687 -0.566
+ IL 218 218 3 218 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 70 ]
+ ML 219 218 3 221 3 -2.176 -0.383 -6.412 0.773 0.062 -1.054 -0.385
+ D 220 218 3 221 3 -6.174 -1.687 -0.566
+ IL 221 221 3 221 3 -1.219 -0.888 -5.047 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
+ ML 222 221 3 224 3 -7.758 -0.024 -6.412 -0.782 1.332 -1.610 -0.804
+ D 223 221 3 224 3 -6.174 -1.687 -0.566
+ IL 224 224 3 224 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 72 ]
+ ML 225 224 3 227 3 -7.758 -0.024 -6.412 -0.782 1.332 -1.610 -0.804
+ D 226 224 3 227 3 -6.174 -1.687 -0.566
+ IL 227 227 3 227 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 73 ]
+ ML 228 227 3 230 3 -7.758 -0.024 -6.412 0.763 -0.951 -1.026 0.373
+ D 229 227 3 230 3 -6.174 -1.687 -0.566
+ IL 230 230 3 230 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 74 ]
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+ D 232 230 3 233 3 -6.174 -1.687 -0.566
+ IL 233 233 3 233 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 75 ]
+ ML 234 233 3 236 3 -7.758 -0.024 -6.412 -0.930 -1.936 1.493 -1.323
+ D 235 233 3 236 3 -6.174 -1.687 -0.566
+ IL 236 236 3 236 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 76 ]
+ ML 237 236 3 239 3 -7.758 -0.024 -6.412 -0.782 1.332 -1.610 -0.804
+ D 238 236 3 239 3 -6.174 -1.687 -0.566
+ IL 239 239 3 239 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 77 ]
+ ML 240 239 3 242 3 -7.758 -0.024 -6.412 -0.712 -1.254 -1.495 1.387
+ D 241 239 3 242 3 -6.174 -1.687 -0.566
+ IL 242 242 3 242 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 78 ]
+ ML 243 242 3 245 3 -7.758 -0.024 -6.412 -0.930 -1.936 1.493 -1.323
+ D 244 242 3 245 3 -6.174 -1.687 -0.566
+ IL 245 245 3 245 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 79 ]
+ ML 246 245 3 248 2 * 0.000 1.640 -2.003 -1.892 -1.455
+ D 247 245 3 248 2 * 0.000
+ IL 248 248 3 248 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 80 ]
+ E 249 248 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME SNORD36
+GA 28.00
+TC 28.40
+NC 27.85
+STATES 241
+NODES 76
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 20
+EFFNSEQ 4.796
+CLEN 79
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.64951 -7.11982 1.93464 1500000 402925 0.002792
+E-GC 0 0.40836 -13.82190 -2.77310 1500000 34162 0.010977
+E-LI 0 0.59890 -4.76824 4.54049 1500000 296722 0.003791
+E-GI 0 0.42065 -9.11480 1.57934 1500000 33707 0.011125
+E-LV 0 0.70092 -1.98865 4.63845 15000000 117080 0.009609
+E-GV 0 0.46589 -8.70830 3.54937 15000000 113283 0.003310
+E-LF 0 0.67446 1.76609 8.62894 15000000 115179 0.009767
+E-GF 0 0.53964 -2.86274 7.71709 15000000 113120 0.003315
+FT-LC 35 0.99300 10000 1500000 0
+ 537.144 424.662 389.046 354.668 337.968 264.271 234.501 207.864 165.729 134.159 121.796 101.421 93.3739 87.6881 76.2995 67.5724 52.0564 45.846 39.1165 37.5034 33.3413 31.8963 28.7728 27.2342 22.9793 19.8524 17.9827 15.596 13.8985 13.8859 0.389172 0.175583 0.146573 0.102671 0.00676785
+ 8210.36 7281.54 6139.27 5342.89 4806.06 4151.71 3603.42 3150.83 2692.63 2412.3 2107.89 1780.82 1567.69 1349.69 1210.8 1068.05 959.441 826.022 740.025 649.264 536.085 477.367 423.364 364.984 306.485 264.756 229.173 189.735 164.345 161.693 119.456 98.367 80.4023 22.1719 16.1694
+FT-LI 39 0.99300 10000 1500000 0
+ 2169.44 1486.04 1137.24 1080.03 954.394 885.549 615.109 519.594 452.407 432.283 360.991 306.77 249.886 247.527 216.503 198.154 144.348 129.11 114.359 104.273 92.8645 81.8472 75.9925 67.5533 60.0365 49.5618 48.1699 43.865 39.8802 37.1376 35.3238 31.5193 1.79129 1.65035 1.31798 0.497428 0.232614 0.194641 0.0523771
+ 8210.36 7281.54 6384.18 5623.9 4806.06 4151.71 3613.15 3247.93 2880.5 2584.09 2250.41 2012.04 1780.82 1567.69 1349.69 1210.8 1068.05 959.441 835.547 740.025 649.264 582.848 490.091 433.77 388.872 340.26 304.835 269.622 231.035 202.699 180.498 161.693 119.456 105.018 80.4023 46.3402 37.826 20.5172 16.1694
+FT-GC 16 0.99300 10000 1500000 1
+ 34162 8152.17 3354.29 2091.21 1188.54 1061 958.703 889.611 493.69 1.31691 1.00268 0.966614 0.676657 0.651776 0.394653 0.0921519
+ 371.813 334.134 293.069 245.13 217.337 187.464 167.651 139.774 130.308 41.9338 33.8107 29.3213 25.8848 19.4042 13.3141 13.0308
+FT-GI 16 0.99300 10000 1500000 1
+ 33707 6015.72 2253.63 1517.76 1279.59 1193.13 618.874 577.494 285.979 3.44049 2.54822 2.34013 1.39729 1.10656 0.652432 0.214834
+ 371.813 334.134 293.069 245.13 217.337 187.464 167.651 139.774 130.308 101.99 72.9097 58.5961 40.7735 33.8107 13.3141 13.0308
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -7.670 -8.915 -0.078 -4.459
+ IL 1 1 2 1 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 1 ]
+ MR 3 2 3 5 5 -7.796 -0.024 -7.611 -7.823 -8.715 0.411 -0.865 -0.045 0.204
+ D 4 2 3 5 5 -5.571 -0.584 -3.197 -4.628 -2.623
+ IR 5 5 3 5 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 6 5 3 10 6 -9.498 -9.437 -0.016 -8.214 -8.493 -8.888 -2.344 -2.355 -2.469 0.871 -0.690 -2.787 1.476 -2.386 -2.573 1.033 -2.698 0.405 2.083 -2.177 0.295 -1.051
+ ML 7 5 3 10 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 8 5 3 10 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 9 5 3 10 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 10 10 5 10 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 11 11 6 11 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 12 11 6 16 6 -9.498 -9.437 -0.016 -8.214 -8.493 -8.888 -0.684 -0.407 -1.672 1.290 -1.443 -1.918 0.724 -1.551 -0.846 0.832 -1.880 0.383 1.791 -1.350 0.090 -1.292
+ ML 13 11 6 16 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 14 11 6 16 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 15 11 6 16 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 16 16 5 16 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 17 17 6 17 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 4 ]
+ MP 18 17 6 22 6 -9.498 -9.437 -0.016 -8.214 -8.493 -8.888 -5.696 -3.650 -6.538 0.151 -6.639 -4.325 -0.502 -5.915 -4.772 3.642 -4.347 -0.468 -1.074 -4.246 -2.818 -4.767
+ ML 19 17 6 22 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 20 17 6 22 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 21 17 6 22 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 22 22 5 22 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 23 23 6 23 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 5 ]
+ MP 24 23 6 28 6 -9.498 -9.437 -0.318 -2.396 -8.493 -8.888 -5.452 -5.785 -4.050 -1.524 -3.669 -4.662 3.687 -0.945 -6.631 -1.490 -4.108 -3.288 0.021 -5.989 -1.204 -4.612
+ ML 25 23 6 28 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 26 23 6 28 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 27 23 6 28 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 28 28 5 28 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 29 29 6 29 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 6 ]
+ MP 30 29 6 34 4 -7.178 -7.385 -0.169 -3.355 -2.543 -2.427 -0.220 2.244 -2.330 -3.146 1.756 -2.688 -2.830 1.122 -2.990 -0.692 1.079 -2.558 -0.677 -2.106
+ ML 31 29 6 34 4 -5.533 -5.715 -1.510 -0.717 1.682 -2.226 -1.914 -1.677
+ MR 32 29 6 34 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 33 29 6 34 4 -4.568 -4.250 -2.265 -0.520
+ IL 34 34 5 34 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 35 35 6 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 36 35 6 38 3 -8.223 -0.017 -6.877 0.394 -1.270 0.586 -0.376
+ D 37 35 6 38 3 -8.801 -0.171 -3.192
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 39 38 3 41 3 -8.777 -0.012 -7.431 0.863 -1.430 -0.022 -0.278
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 42 41 3 44 3 -8.777 -0.012 -7.431 -1.630 -1.037 -2.440 1.588
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
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+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 48 47 3 50 3 -8.777 -0.012 -7.431 1.890 -3.601 -3.435 -3.071
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 51 50 3 53 3 -8.777 -0.012 -7.431 -2.481 -2.546 -3.240 1.825
+ D 52 50 3 53 3 -6.174 -1.687 -0.566
+ IL 53 53 3 53 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
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+ D 55 53 3 56 3 -6.174 -1.687 -0.566
+ IL 56 56 3 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 57 56 3 59 3 -2.231 -1.121 -1.611 -0.223 -0.602 -0.570 0.857
+ D 58 56 3 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.497 -0.687 -5.349 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
+ ML 60 59 3 62 3 -8.217 -0.017 -6.871 0.230 -0.645 -1.251 0.822
+ D 61 59 3 62 3 -8.811 -0.643 -1.484
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
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+ D 64 62 3 65 3 -7.524 -3.037 -0.196
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 66 65 3 68 3 -8.632 -0.013 -7.286 0.452 -0.772 -0.980 0.622
+ D 67 65 3 68 3 -7.524 -0.986 -1.030
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
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+ D 70 68 3 71 3 -6.827 -0.832 -1.219
+ IL 71 71 3 71 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 72 71 3 74 3 -8.777 -0.012 -7.431 1.434 -1.487 -1.604 -0.706
+ D 73 71 3 74 3 -6.174 -1.687 -0.566
+ IL 74 74 3 74 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 75 74 3 77 3 -8.777 -0.012 -7.431 1.224 -1.572 -1.266 -0.132
+ D 76 74 3 77 3 -6.174 -1.687 -0.566
+ IL 77 77 3 77 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 78 77 3 80 3 -8.777 -0.012 -7.431 -0.008 -1.359 -1.136 1.112
+ D 79 77 3 80 3 -6.174 -1.687 -0.566
+ IL 80 80 3 80 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 81 80 3 83 3 -8.777 -0.025 -6.084 -0.552 -0.535 -1.286 1.149
+ D 82 80 3 83 3 -6.174 -1.687 -0.566
+ IL 83 83 3 83 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 84 83 3 86 3 -8.764 -0.012 -7.418 -1.009 -1.217 -0.704 1.298
+ D 85 83 3 86 3 -6.370 -1.329 -0.761
+ IL 86 86 3 86 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 87 86 3 89 3 -8.777 -0.012 -7.431 -0.470 0.722 -1.594 0.376
+ D 88 86 3 89 3 -6.174 -1.687 -0.566
+ IL 89 89 3 89 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 90 89 3 92 3 -8.777 -0.102 -3.924 -1.270 -0.930 -1.646 1.455
+ D 91 89 3 92 3 -6.174 -1.687 -0.566
+ IL 92 92 3 92 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
+ ML 93 92 3 95 3 -8.687 -0.068 -4.517 -0.635 -1.412 -0.684 1.237
+ D 94 92 3 95 3 -7.156 -0.619 -1.548
+ IL 95 95 3 95 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 96 95 3 98 3 -8.725 -0.012 -7.379 -0.701 0.752 -0.209 -0.259
+ D 97 95 3 98 3 -6.827 -0.832 -1.219
+ IL 98 98 3 98 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 99 98 3 101 3 -8.777 -0.102 -3.924 0.920 -0.444 -1.124 -0.129
+ D 100 98 3 101 3 -6.174 -1.687 -0.566
+ IL 101 101 3 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 102 101 3 104 3 -8.687 -0.012 -7.341 0.081 0.930 -1.140 -0.778
+ D 103 101 3 104 3 -7.156 -0.619 -1.548
+ IL 104 104 3 104 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 105 104 3 107 3 -8.777 -0.012 -7.431 -1.769 1.586 -2.642 -0.876
+ D 106 104 3 107 3 -6.174 -1.687 -0.566
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 108 107 3 110 3 -8.777 -0.012 -7.431 -1.317 -0.877 -1.824 1.471
+ D 109 107 3 110 3 -6.174 -1.687 -0.566
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 111 110 3 113 3 -8.777 -0.012 -7.431 -1.913 -3.237 1.768 -2.167
+ D 112 110 3 113 3 -6.174 -1.687 -0.566
+ IL 113 113 3 113 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
+ ML 114 113 3 116 3 -8.777 -0.012 -7.431 1.890 -3.601 -3.435 -3.071
+ D 115 113 3 116 3 -6.174 -1.687 -0.566
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
+ ML 117 116 3 119 3 -8.777 -0.012 -7.431 1.356 -1.793 -0.614 -1.003
+ D 118 116 3 119 3 -6.174 -1.687 -0.566
+ IL 119 119 3 119 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
+ ML 120 119 3 122 3 -8.777 -0.072 -4.426 0.653 -0.964 -0.880 0.456
+ D 121 119 3 122 3 -6.174 -1.687 -0.566
+ IL 122 122 3 122 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 123 122 3 125 3 -8.717 -0.321 -2.344 -0.173 -0.163 -1.526 0.905
+ D 124 122 3 125 3 -6.906 -2.419 -0.313
+ IL 125 125 3 125 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 126 125 3 128 3 -1.886 -0.847 -2.526 -0.450 0.167 -0.579 0.562
+ D 127 125 3 128 3 -8.387 -0.497 -1.794
+ IL 128 128 3 128 3 -0.861 -1.211 -5.861 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
+ ML 129 128 3 131 3 -8.508 -0.014 -7.162 0.926 -0.478 -1.416 0.011
+ D 130 128 3 131 3 -8.083 -0.293 -2.475
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
+ ML 132 131 3 134 3 -8.777 -0.012 -7.431 1.032 -1.462 -1.648 0.348
+ D 133 131 3 134 3 -6.174 -1.687 -0.566
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 135 134 3 137 3 -8.777 -0.012 -7.431 -0.701 1.313 -2.024 -0.610
+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 138 137 3 140 3 -8.777 -0.012 -7.431 0.004 -0.293 -0.299 0.452
+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 141 140 3 143 3 -8.777 -0.012 -7.431 0.020 -1.263 -0.202 0.765
+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 144 143 3 146 3 -8.777 -0.012 -7.431 -1.141 -1.258 -2.264 1.546
+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 147 146 3 149 3 -8.777 -0.012 -7.431 -2.150 -3.503 1.825 -2.802
+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 150 149 3 152 3 -8.777 -0.012 -7.431 1.676 -2.369 -2.374 -1.260
+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 153 152 3 155 3 -8.777 -0.012 -7.431 1.164 -1.530 -0.906 -0.185
+ D 154 152 3 155 3 -6.174 -1.687 -0.566
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
+ ML 156 155 3 158 3 -8.777 -0.012 -7.431 -1.857 -2.358 1.741 -2.420
+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
+ ML 159 158 3 161 3 -1.242 -1.397 -2.341 0.743 -0.951 -1.530 0.548
+ D 160 158 3 161 3 -6.174 -1.687 -0.566
+ IL 161 161 3 161 3 -2.883 -0.245 -5.583 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
+ ML 162 161 3 164 3 -8.470 -0.205 -2.948 -0.627 -0.873 -0.341 1.013
+ D 163 161 3 164 3 -8.213 -3.726 -0.119
+ IL 164 164 3 164 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
+ ML 165 164 3 167 3 -8.282 -0.080 -4.307 0.315 0.587 -0.876 -0.497
+ D 166 164 3 167 3 -8.689 -1.639 -0.564
+ IL 167 167 3 167 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
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+ D 169 167 3 170 3 -8.401 -0.988 -1.021
+ IL 170 170 3 170 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
+ ML 171 170 3 173 3 -8.624 -0.013 -7.278 1.625 -1.757 -2.179 -1.326
+ D 172 170 3 173 3 -7.569 -3.082 -0.190
+ IL 173 173 3 173 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
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+ D 175 173 3 176 3 -7.569 -3.082 -0.190
+ IL 176 176 3 176 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
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+ D 178 176 3 179 3 -8.774 -0.992 -1.015
+ IL 179 179 3 179 3 -2.649 -0.469 -3.084 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
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+ D 181 179 3 182 3 -8.660 -0.771 -1.281
+ IL 182 182 3 182 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
+ ML 183 182 3 185 3 -8.624 -0.013 -7.278 0.339 -0.202 -1.390 0.570
+ D 184 182 3 185 3 -7.569 -3.082 -0.190
+ IL 185 185 3 185 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
+ ML 186 185 3 188 3 -8.624 -0.013 -7.278 -1.042 1.176 -1.884 -0.025
+ D 187 185 3 188 3 -7.569 -0.439 -1.961
+ IL 188 188 3 188 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
+ ML 189 188 3 191 3 -8.777 -0.012 -7.431 -1.693 -1.585 1.646 -2.138
+ D 190 188 3 191 3 -6.174 -1.687 -0.566
+ IL 191 191 3 191 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
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+ D 193 191 3 194 3 -6.174 -1.687 -0.566
+ IL 194 194 3 194 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
+ ML 195 194 3 197 3 -8.777 -0.012 -7.431 -1.850 -2.319 1.737 -2.408
+ D 196 194 3 197 3 -6.174 -1.687 -0.566
+ IL 197 197 3 197 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
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+ D 199 197 3 200 3 -6.174 -1.687 -0.566
+ IL 200 200 3 200 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
+ ML 201 200 3 203 3 -8.777 -0.012 -7.431 -1.131 -1.456 -2.317 1.574
+ D 202 200 3 203 3 -6.174 -1.687 -0.566
+ IL 203 203 3 203 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
+ ML 204 203 3 206 3 -8.777 -0.012 -7.431 -2.481 -2.546 -3.240 1.825
+ D 205 203 3 206 3 -6.174 -1.687 -0.566
+ IL 206 206 3 206 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
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+ D 208 206 3 209 3 -6.174 -1.687 -0.566
+ IL 209 209 3 209 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
+ ML 210 209 3 212 3 -8.777 -0.012 -7.431 -1.842 -2.112 -1.910 1.689
+ D 211 209 3 212 3 -6.174 -1.687 -0.566
+ IL 212 212 3 212 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 213 212 3 215 3 -8.777 -0.012 -7.431 -2.025 -1.688 -2.824 1.724
+ D 214 212 3 215 3 -6.174 -1.687 -0.566
+ IL 215 215 3 215 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 216 215 3 218 3 -8.777 -0.012 -7.431 1.812 -3.001 -2.458 -2.466
+ D 217 215 3 218 3 -6.174 -1.687 -0.566
+ IL 218 218 3 218 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
+ ML 219 218 3 221 3 -8.777 -0.166 -3.235 1.676 -2.369 -2.374 -1.260
+ D 220 218 3 221 3 -6.174 -1.687 -0.566
+ IL 221 221 3 221 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 69 ]
+ ML 222 221 3 224 3 -8.624 -0.013 -7.278 0.238 0.774 -1.031 -0.689
+ D 223 221 3 224 3 -7.569 -3.082 -0.190
+ IL 224 224 3 224 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 70 ]
+ ML 225 224 3 227 3 -8.624 -0.013 -7.278 0.951 0.220 -1.573 -0.821
+ D 226 224 3 227 3 -7.569 -0.439 -1.961
+ IL 227 227 3 227 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
+ ML 228 227 3 230 3 -8.777 -0.012 -7.431 -2.170 1.727 -2.202 -1.996
+ D 229 227 3 230 3 -6.174 -1.687 -0.566
+ IL 230 230 3 230 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 72 ]
+ ML 231 230 3 233 3 -8.777 -0.012 -7.431 -2.481 -2.546 -3.240 1.825
+ D 232 230 3 233 3 -6.174 -1.687 -0.566
+ IL 233 233 3 233 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 73 ]
+ ML 234 233 3 236 3 -8.777 -0.012 -7.431 -2.150 -3.503 1.825 -2.802
+ D 235 233 3 236 3 -6.174 -1.687 -0.566
+ IL 236 236 3 236 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 74 ]
+ ML 237 236 3 239 2 * 0.000 1.890 -3.601 -3.435 -3.071
+ D 238 236 3 239 2 * 0.000
+ IL 239 239 3 239 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 75 ]
+ E 240 239 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME snoMe18S-Um1356
+GA 46.00
+TC 85.07
+NC 36.15
+STATES 262
+NODES 85
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 3
+EFFNSEQ 1.425
+CLEN 86
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.66015 -6.30650 2.23735 1500000 316728 0.003552
+E-GC 0 0.39969 -15.17387 -2.46803 1500000 60192 0.006230
+E-LI 0 0.64647 -3.77985 4.53795 1500000 243463 0.004621
+E-GI 0 0.46531 -8.45150 2.10354 1500000 50932 0.007363
+E-LV 0 0.65334 -2.47483 4.64015 15000000 117478 0.009576
+E-GV 0 0.43011 -9.85116 3.42868 15000000 113401 0.003307
+E-LF 0 0.65526 1.14913 8.21898 15000000 115627 0.009730
+E-GF 0 0.49122 -4.01200 7.61292 15000000 113244 0.003311
+FT-LC 37 0.99300 10000 1500000 0
+ 4835.83 4396.7 3850.8 3496.47 3303.83 3176.91 2494.4 2484.56 2084.58 1876.6 1615.54 1335.95 1081.92 862.197 842.794 830.613 772.657 772.066 615.824 595.078 540.498 478.415 369.569 312.931 286.523 275.129 243.007 226.369 212.429 1.4944 1.05267 0.478963 0.372576 0.209902 0.164409 0.134191 0.0749633
+ 8498.78 7513.75 6704.1 5872.95 5250.42 4703.11 4218.38 3678.49 3012.13 2699.91 2385.42 2121.41 1855.98 1613.14 1400.25 1217.84 1059.89 875.888 706.493 558.034 437.606 393.791 346.784 310.025 270.878 242.006 205.17 184.507 179.936 152.576 117.473 101.437 70.2801 37.5153 29.8269 24.169 17.9936
+FT-LI 37 0.99300 10000 1500000 0
+ 7807.1 6515.81 6290.75 5946.49 5134.01 4338.21 3850.97 3827.54 3177.52 3125.72 3003.39 2957.89 2592.88 1766.76 1550.69 1385.71 1384.48 1217.62 1180.07 978.938 911.38 828.14 793.37 712.001 604.158 583.724 512.37 486.217 373.437 335.806 305.51 3.46409 2.43495 1.93428 0.734905 0.708634 0.402916
+ 8498.78 7513.75 6704.1 5872.95 5250.42 4703.11 4218.38 3678.49 3180.48 2850.82 2546.96 2287.45 2047.66 1823.43 1613.14 1400.25 1217.84 1059.89 875.888 706.493 560.232 490.134 437.606 393.791 346.784 310.025 270.878 242.482 209.93 187.186 179.936 117.473 101.437 70.2801 29.8269 24.169 17.9936
+FT-GC 4 0.99300 10000 1500000 1
+ 60192 7.78081 4.18764 1.44557
+ 146.001 53.0932 27.9528 14.6001
+FT-GI 6 0.99300 10000 1500000 1
+ 50932 5.90353 4.64228 3.00324 1.94617 1.47199
+ 146.001 71.9249 53.8814 27.4494 18.7309 14.6001
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.661 -7.906 -0.094 -4.360
+ IL 1 1 2 1 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 1 ]
+ MR 3 2 3 5 5 -6.915 -0.044 -6.731 -6.943 -7.835 1.640 -2.003 -1.892 -1.455
+ D 4 2 3 5 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 5 5 3 5 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 6 5 3 10 6 -9.026 -8.966 -0.022 -7.742 -8.022 -8.417 -3.810 -3.032 -4.334 3.149 -3.976 -4.645 0.560 -3.713 -3.976 1.272 -4.099 -0.671 0.491 -3.995 -1.083 -2.997
+ ML 7 5 3 10 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 8 5 3 10 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 9 5 3 10 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 10 10 5 10 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 11 11 6 11 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 3 ]
+ MP 12 11 6 16 6 -9.026 -8.966 -0.022 -7.742 -8.022 -8.417 -2.492 -2.931 -2.799 0.569 0.115 -3.366 2.470 -2.919 -2.913 0.452 -3.140 -1.009 1.945 -2.670 -0.229 -2.065
+ ML 13 11 6 16 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 14 11 6 16 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 15 11 6 16 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 16 16 5 16 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 17 17 6 17 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 4 ]
+ MP 18 17 6 22 4 -6.725 -2.463 -0.350 -5.346 -3.338 -3.496 -3.805 0.630 -2.712 -4.583 1.434 -3.723 -3.673 0.687 -3.973 -0.837 2.987 -3.608 -0.421 -2.688
+ ML 19 17 6 22 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 20 17 6 22 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 21 17 6 22 4 -4.568 -4.250 -2.265 -0.520
+ IL 22 22 5 22 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 23 23 6 23 3 -1.842 -0.560 -4.542 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 24 23 6 26 3 -7.758 -0.024 -6.412 -0.170 0.400 -0.010 -0.325
+ D 25 23 6 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
+ ML 27 26 3 29 3 -7.758 -0.024 -6.412 -0.782 1.332 -1.610 -0.804
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 30 29 3 32 3 -7.758 -0.024 -6.412 -0.272 0.629 -1.133 0.226
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 33 32 3 35 3 -7.758 -0.024 -6.412 0.361 -0.912 -1.034 0.762
+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
+ ML 36 35 3 38 3 -7.758 -0.024 -6.412 1.023 -1.070 -1.111 0.041
+ D 37 35 3 38 3 -6.174 -1.687 -0.566
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 39 38 3 41 3 -7.758 -0.024 -6.412 1.031 -0.330 -1.136 -0.504
+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
+ ML 42 41 3 44 3 -7.758 -0.024 -6.412 -0.712 -1.254 -1.495 1.387
+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
+ ML 45 44 3 47 3 -7.758 -0.024 -6.412 -0.712 -1.254 -1.495 1.387
+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
+ ML 48 47 3 50 3 -7.758 -0.024 -6.412 -0.930 -1.936 1.493 -1.323
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 51 50 3 53 3 -7.758 -0.024 -6.412 1.640 -2.003 -1.892 -1.455
+ D 52 50 3 53 3 -6.174 -1.687 -0.566
+ IL 53 53 3 53 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
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+ D 55 53 3 56 3 -6.174 -1.687 -0.566
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+ [ MATL 83 ]
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+ D 259 257 3 260 2 * 0.000
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+ [ END 84 ]
+ E 261 260 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME SNORND104
+GA 35.00
+TC 84.56
+NC 23.44
+STATES 214
+NODES 70
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 3
+EFFNSEQ 1.858
+CLEN 70
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.71151 -6.82651 1.58725 1500000 447748 0.002513
+E-GC 0 0.40005 -18.53570 -4.51760 1500000 102217 0.003669
+E-LI 0 0.65664 -5.47404 3.25799 1500000 347775 0.003235
+E-GI 0 0.44386 -12.88813 -0.81448 1500000 79690 0.004706
+E-LV 0 0.66734 -2.78952 4.44644 15000000 140695 0.007996
+E-GV 0 0.47101 -11.40298 1.10265 15000000 135560 0.002766
+E-LF 0 0.69217 0.67234 7.61864 15000000 137799 0.008164
+E-GF 0 0.50382 -6.99847 4.68648 15000000 135138 0.002775
+FT-LC 35 0.99300 10000 1500000 0
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+ 10059.5 8942.8 7889.76 6428.13 5667.28 5045.14 4237.61 3649.14 3280.17 2795.48 2413.95 2153.42 1933.01 1628.11 1422.55 1279.6 1126.58 955.473 810.915 655.222 589.381 516.751 448.702 388.537 341.129 303.47 254.016 231.984 144.1 119.371 87.1214 73.0754 49.0482 40.2671 23.1984
+FT-LI 36 0.99300 10000 1500000 0
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+ 10235.1 9162.09 7889.76 6428.13 5667.28 5045.14 4362.61 3894.46 3280.17 2816.85 2413.95 2153.42 1933.01 1628.11 1422.55 1279.6 1126.58 982.977 810.915 669.434 589.381 516.751 448.702 399.721 348.769 307.062 275.062 244.696 231.984 144.1 119.371 87.1214 73.0754 49.0482 40.2671 23.1984
+FT-GC 5 0.99300 10000 1500000 1
+ 10338.3 17.4888 13.2855 7.30905 2.64989
+ 188.484 166.149 57.5321 23.137 18.8484
+FT-GI 8 0.99300 10000 1500000 1
+ 6874.46 19.6313 12.1237 10.0699 8.35685 5.55915 4.66509 1.33272
+ 188.484 166.149 115.775 57.5321 37.6802 32.9542 23.137 18.8484
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 6 -9.096 -9.035 -0.021 -7.812 -8.092 -8.487
+ IL 1 1 2 1 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 1 ]
+ MP 3 2 3 7 6 -9.096 -9.035 -0.021 -7.812 -8.092 -8.487 -5.183 -3.486 -5.794 0.433 -5.543 -4.347 -0.371 -5.181 -4.527 3.581 -4.186 -1.028 -0.433 -4.131 -2.069 -4.191
+ ML 4 2 3 7 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 5 2 3 7 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 6 2 3 7 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 7 7 5 7 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 8 8 6 8 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 2 ]
+ MP 9 8 6 13 4 -6.918 -7.125 -0.054 -5.539 -5.009 -4.908 -4.162 -0.294 -3.532 -4.811 3.517 -4.496 -5.638 -0.213 -4.196 -1.898 0.659 -5.331 -0.792 -3.950
+ ML 10 8 6 13 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 11 8 6 13 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 12 8 6 13 4 -4.568 -4.250 -2.265 -0.520
+ IL 13 13 5 13 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 14 14 6 14 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
+ ML 15 14 6 17 3 -7.937 -0.021 -6.591 -0.330 -1.045 0.409 0.477
+ D 16 14 6 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 4 ]
+ ML 18 17 3 20 3 -7.937 -0.021 -6.591 0.638 -1.335 0.541 -0.756
+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 5 ]
+ ML 21 20 3 23 3 -7.937 -0.021 -6.591 -1.025 -1.486 -1.808 1.519
+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
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+ D 25 23 3 26 3 -6.174 -1.687 -0.566
+ IL 26 26 3 26 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
+ ML 27 26 3 29 3 -7.937 -0.021 -6.591 1.719 -2.310 -2.229 -1.767
+ D 28 26 3 29 3 -6.174 -1.687 -0.566
+ IL 29 29 3 29 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
+ ML 30 29 3 32 3 -7.937 -0.021 -6.591 -1.025 -1.486 -1.808 1.519
+ D 31 29 3 32 3 -6.174 -1.687 -0.566
+ IL 32 32 3 32 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 9 ]
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+ D 34 32 3 35 3 -6.174 -1.687 -0.566
+ IL 35 35 3 35 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 10 ]
+ ML 36 35 3 38 3 -7.937 -0.021 -6.591 1.719 -2.310 -2.229 -1.767
+ D 37 35 3 38 3 -6.174 -1.687 -0.566
+ IL 38 38 3 38 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 11 ]
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+ D 40 38 3 41 3 -6.174 -1.687 -0.566
+ IL 41 41 3 41 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 12 ]
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+ D 43 41 3 44 3 -6.174 -1.687 -0.566
+ IL 44 44 3 44 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 13 ]
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+ D 46 44 3 47 3 -6.174 -1.687 -0.566
+ IL 47 47 3 47 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 14 ]
+ ML 48 47 3 50 3 -7.937 -0.021 -6.591 -1.025 -1.486 -1.808 1.519
+ D 49 47 3 50 3 -6.174 -1.687 -0.566
+ IL 50 50 3 50 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 15 ]
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+ D 52 50 3 53 3 -6.174 -1.687 -0.566
+ IL 53 53 3 53 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
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+ D 55 53 3 56 3 -6.174 -1.687 -0.566
+ IL 56 56 3 56 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 57 56 3 59 3 -7.937 -0.021 -6.591 1.719 -2.310 -2.229 -1.767
+ D 58 56 3 59 3 -6.174 -1.687 -0.566
+ IL 59 59 3 59 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
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+ D 61 59 3 62 3 -6.174 -1.687 -0.566
+ IL 62 62 3 62 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
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+ D 64 62 3 65 3 -6.174 -1.687 -0.566
+ IL 65 65 3 65 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
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+ D 67 65 3 68 3 -6.174 -1.687 -0.566
+ IL 68 68 3 68 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
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+ D 70 68 3 71 3 -6.174 -1.687 -0.566
+ IL 71 71 3 71 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 72 71 3 74 3 -7.937 -0.021 -6.591 0.803 -1.016 -1.138 0.386
+ D 73 71 3 74 3 -6.174 -1.687 -0.566
+ IL 74 74 3 74 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 75 74 3 77 3 -7.937 -0.021 -6.591 1.719 -2.310 -2.229 -1.767
+ D 76 74 3 77 3 -6.174 -1.687 -0.566
+ IL 77 77 3 77 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
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+ D 79 77 3 80 3 -6.174 -1.687 -0.566
+ IL 80 80 3 80 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 81 80 3 83 3 -7.937 -0.021 -6.591 -1.159 1.508 -1.986 -1.132
+ D 82 80 3 83 3 -6.174 -1.687 -0.566
+ IL 83 83 3 83 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
+ ML 84 83 3 86 3 -7.937 -0.021 -6.591 1.719 -2.310 -2.229 -1.767
+ D 85 83 3 86 3 -6.174 -1.687 -0.566
+ IL 86 86 3 86 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 87 86 3 89 3 -7.937 -0.021 -6.591 -1.159 1.508 -1.986 -1.132
+ D 88 86 3 89 3 -6.174 -1.687 -0.566
+ IL 89 89 3 89 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 90 89 3 92 3 -7.937 -0.021 -6.591 -1.238 -2.286 1.611 -1.658
+ D 91 89 3 92 3 -6.174 -1.687 -0.566
+ IL 92 92 3 92 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 93 92 3 95 3 -7.937 -0.021 -6.591 -0.347 0.243 -1.197 0.673
+ D 94 92 3 95 3 -6.174 -1.687 -0.566
+ IL 95 95 3 95 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 96 95 3 98 3 -7.937 -0.021 -6.591 -1.238 -2.286 1.611 -1.658
+ D 97 95 3 98 3 -6.174 -1.687 -0.566
+ IL 98 98 3 98 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 99 98 3 101 3 -7.937 -0.021 -6.591 -1.025 -1.486 -1.808 1.519
+ D 100 98 3 101 3 -6.174 -1.687 -0.566
+ IL 101 101 3 101 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 32 ]
+ ML 102 101 3 104 3 -7.937 -0.021 -6.591 -1.025 -1.486 -1.808 1.519
+ D 103 101 3 104 3 -6.174 -1.687 -0.566
+ IL 104 104 3 104 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 33 ]
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+ D 106 104 3 107 3 -6.174 -1.687 -0.566
+ IL 107 107 3 107 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 34 ]
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+ D 109 107 3 110 3 -6.174 -1.687 -0.566
+ IL 110 110 3 110 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 35 ]
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+ D 112 110 3 113 3 -6.174 -1.687 -0.566
+ IL 113 113 3 113 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
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+ D 115 113 3 116 3 -6.174 -1.687 -0.566
+ IL 116 116 3 116 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
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+ D 118 116 3 119 3 -6.174 -1.687 -0.566
+ IL 119 119 3 119 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 38 ]
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+ D 121 119 3 122 3 -6.174 -1.687 -0.566
+ IL 122 122 3 122 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 39 ]
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+ D 124 122 3 125 3 -6.174 -1.687 -0.566
+ IL 125 125 3 125 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
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+ D 127 125 3 128 3 -6.174 -1.687 -0.566
+ IL 128 128 3 128 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
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+ D 130 128 3 131 3 -6.174 -1.687 -0.566
+ IL 131 131 3 131 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
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+ D 133 131 3 134 3 -6.174 -1.687 -0.566
+ IL 134 134 3 134 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
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+ D 136 134 3 137 3 -6.174 -1.687 -0.566
+ IL 137 137 3 137 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
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+ D 139 137 3 140 3 -6.174 -1.687 -0.566
+ IL 140 140 3 140 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
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+ D 142 140 3 143 3 -6.174 -1.687 -0.566
+ IL 143 143 3 143 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
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+ D 145 143 3 146 3 -6.174 -1.687 -0.566
+ IL 146 146 3 146 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
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+ D 148 146 3 149 3 -6.174 -1.687 -0.566
+ IL 149 149 3 149 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
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+ D 151 149 3 152 3 -6.174 -1.687 -0.566
+ IL 152 152 3 152 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
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+ D 154 152 3 155 3 -6.174 -1.687 -0.566
+ IL 155 155 3 155 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
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+ D 157 155 3 158 3 -6.174 -1.687 -0.566
+ IL 158 158 3 158 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
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+ D 160 158 3 161 3 -6.174 -1.687 -0.566
+ IL 161 161 3 161 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
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+ D 163 161 3 164 3 -6.174 -1.687 -0.566
+ IL 164 164 3 164 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
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+ D 166 164 3 167 3 -6.174 -1.687 -0.566
+ IL 167 167 3 167 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
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+ D 169 167 3 170 3 -6.174 -1.687 -0.566
+ IL 170 170 3 170 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
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+ D 172 170 3 173 3 -6.174 -1.687 -0.566
+ IL 173 173 3 173 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
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+ D 175 173 3 176 3 -6.174 -1.687 -0.566
+ IL 176 176 3 176 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
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+ D 178 176 3 179 3 -6.174 -1.687 -0.566
+ IL 179 179 3 179 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
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+ D 181 179 3 182 3 -6.174 -1.687 -0.566
+ IL 182 182 3 182 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
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+ D 184 182 3 185 3 -6.174 -1.687 -0.566
+ IL 185 185 3 185 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
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+ D 187 185 3 188 3 -6.174 -1.687 -0.566
+ IL 188 188 3 188 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 61 ]
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+ D 190 188 3 191 3 -6.174 -1.687 -0.566
+ IL 191 191 3 191 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 62 ]
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+ D 193 191 3 194 3 -6.174 -1.687 -0.566
+ IL 194 194 3 194 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
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+ D 196 194 3 197 3 -6.174 -1.687 -0.566
+ IL 197 197 3 197 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
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+ D 199 197 3 200 3 -6.174 -1.687 -0.566
+ IL 200 200 3 200 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
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+ D 202 200 3 203 3 -6.174 -1.687 -0.566
+ IL 203 203 3 203 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
+ ML 204 203 3 206 3 -7.937 -0.021 -6.591 -1.025 -1.486 -1.808 1.519
+ D 205 203 3 206 3 -6.174 -1.687 -0.566
+ IL 206 206 3 206 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
+ ML 207 206 3 209 3 -7.937 -0.021 -6.591 -1.238 -2.286 1.611 -1.658
+ D 208 206 3 209 3 -6.174 -1.687 -0.566
+ IL 209 209 3 209 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
+ ML 210 209 3 212 2 * 0.000 1.719 -2.310 -2.229 -1.767
+ D 211 209 3 212 2 * 0.000
+ IL 212 212 3 212 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 69 ]
+ E 213 212 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME HgcC
+GA 24.00
+TC 24.85
+NC 23.58
+STATES 399
+NODES 125
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 4
+EFFNSEQ 2.174
+CLEN 130
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.72104 -10.79756 -1.94845 1500000 664033 0.001694
+E-GC 0 0.34783 -24.55750 -13.96107 1500000 14954 0.025077
+E-LI 0 0.62547 -10.51037 -0.77339 1500000 496672 0.002265
+E-GI 0 0.40308 -15.44241 -6.26080 1500000 15182 0.024700
+E-LV 0 0.70662 -3.65737 1.16017 47030000 106134 0.033234
+E-GV 0 0.40830 -16.56367 -5.61651 47030000 102684 0.011450
+E-LF 0 0.70849 1.64344 6.43684 47030000 105275 0.033505
+E-GF 0 0.45063 -8.29084 1.62996 47030000 102768 0.011441
+FT-LC 36 0.99300 10000 1500000 0
+ 197.603 157.948 132.345 118.782 96.3874 73.1167 36.3869 34.4655 21.0545 15.227 8.91053 3.34747 3.2697 2.46098 2.34049 0.947746 0.914869 0.713321 0.673855 0.569581 0.441924 0.215829 0.146972 0.14161 0.10515 0.0699058 0.0476223 0.0316461 0.0294945 0.0272998 0.0199186 0.0157945 0.0142294 0.00510953 5.91603e-07 2.97504e-07
+ 1774.13 1584 1333.48 1154.03 973.579 861.272 764.083 669.271 590.811 473.64 385.672 340.459 289.675 257.716 226.217 165.162 147.358 124.669 109.044 97.9811 85.5196 69.5869 57.3492 51.2758 45.0406 36.5715 28.2581 25.1405 21.1494 19.0036 16.979 14.5594 12.7257 10.6556 7.17906 1.06556
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+ D 235 233 3 236 3 -6.390 -1.568 -0.620
+ IR 236 236 3 236 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 79 ]
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+ D 238 236 3 239 3 -6.390 -1.568 -0.620
+ IR 239 239 3 239 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
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+ D 241 239 3 242 3 -6.390 -1.568 -0.620
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+ [ MATR 81 ]
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+ [ MATR 85 ]
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+ [ MATR 96 ]
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+ [ MATR 97 ]
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+ IR 293 293 3 293 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 98 ]
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+ D 295 293 3 296 2 -4.432 -0.068
+ IR 296 296 3 296 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 99 ]
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+ [ BEGL 100 ]
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+ [ MATP 101 ]
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+ ML 300 298 1 303 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 301 298 1 303 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 302 298 1 303 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
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+ IR 304 304 6 304 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 102 ]
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+ ML 306 304 6 309 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 307 304 6 309 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 308 304 6 309 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
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+ IR 310 310 6 310 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 103 ]
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+ ML 312 310 6 315 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 313 310 6 315 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 314 310 6 315 4 -4.568 -4.250 -2.265 -0.520
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+ IR 316 316 6 316 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 104 ]
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+ D 318 316 6 319 3 -7.642 -0.413 -2.034
+ IL 319 319 3 319 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 105 ]
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+ D 321 319 3 322 3 -6.174 -1.687 -0.566
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+ [ MATL 106 ]
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+ D 324 322 3 325 2 * 0.000
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+ [ END 107 ]
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+ [ BEGR 108 ]
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+ [ MATL 109 ]
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+ [ MATL 110 ]
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+ [ MATL 111 ]
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+ [ MATP 112 ]
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+ IR 343 343 6 343 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 113 ]
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+ IR 349 349 6 349 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 114 ]
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+ IR 355 355 6 355 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 115 ]
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+ IR 361 361 6 361 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 116 ]
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+ IR 367 367 6 367 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 117 ]
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+ ML 369 367 6 372 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
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+ IR 373 373 6 373 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 118 ]
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+ ML 375 373 6 378 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
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+ IR 379 379 6 379 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 119 ]
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+ ML 381 379 6 384 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
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+ [ MATL 120 ]
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+ [ MATL 121 ]
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+ D 390 388 3 391 3 -6.174 -1.687 -0.566
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+ [ MATL 122 ]
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+ D 393 391 3 394 3 -6.174 -1.687 -0.566
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+ [ MATL 123 ]
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+ D 396 394 3 397 2 * 0.000
+ IL 397 397 3 397 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 124 ]
+ E 398 397 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME SL1
+GA 30.00
+TC 31.53
+NC 29.20
+STATES 323
+NODES 89
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 32
+EFFNSEQ 1.674
+CLEN 103
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
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+E-GC 0 0.39337 -15.94306 -5.18646 1500000 25803 0.014533
+E-LI 0 0.53081 -10.05574 0.89984 1500000 377345 0.002981
+E-GI 0 0.44431 -9.59460 -0.11577 1500000 25298 0.014823
+E-LV 0 0.57028 -5.04720 2.80477 15000000 99048 0.011358
+E-GV 0 0.50736 -7.21455 3.68370 15000000 94491 0.003969
+E-LF 0 0.58791 0.68918 8.27278 15000000 97150 0.011580
+E-GF 0 0.62133 -0.01056 8.88767 15000000 94435 0.003971
+FT-LC 33 0.99300 10000 1500000 0
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+ 7436.8 6621.04 5887.44 5231.86 4597.58 4052.77 3646.52 3212.42 2789.83 2459.24 2189.48 1930.02 1712.98 1518.46 1365.4 1193.92 1036.86 916.271 787.377 706.692 632.308 564.349 505.576 421.952 378.243 317.253 285.275 256.52 227.814 202.699 177.242 156.433 139.88 130.659 41.4389 13.0659
+FT-GI 38 0.99300 10000 1500000 0
+ 1.1655 0.814438 0.677647 0.444641 0.263578 0.188706 0.142872 0.130644 0.113132 0.0987681 0.0792601 0.0670297 0.0521874 0.0384651 0.032639 0.0281773 0.0228114 0.0190086 0.0175964 0.0151241 0.0113356 0.00801722 0.00694051 0.00577096 0.00474579 0.00463655 0.00365389 0.00291893 0.00237054 0.00200409 0.00179119 0.00137061 0.00122813 0.00120217 0.00115031 1.72101e-06 1.00858e-06 2.39289e-07
+ 7436.8 6621.04 5887.44 5231.86 4597.58 4052.77 3646.52 3212.42 2789.83 2459.24 2189.48 1957.8 1758.27 1579.08 1420.79 1263.37 1126.19 968.366 858.402 756.681 680.409 593.11 532.002 477.486 421.952 378.243 317.253 285.275 256.52 227.814 202.699 174.077 152.593 133.927 130.659 53.8284 41.4389 13.0659
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.839 -7.046 -0.057 -5.461
+ IL 1 1 2 1 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 1 ]
+ ML 3 2 3 5 3 -7.864 -0.022 -6.518 -1.118 -2.145 1.568 -1.523
+ D 4 2 3 5 3 -6.174 -1.687 -0.566
+ IL 5 5 3 5 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 2 ]
+ ML 6 5 3 8 3 -8.261 -0.176 -3.166 -1.118 -2.145 1.568 -1.523
+ D 7 5 3 8 3 -5.620 -0.734 -1.403
+ IL 8 8 3 8 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 3 ]
+ MR 9 8 3 11 3 -8.108 -0.022 -6.425 0.422 0.011 -0.933 0.174
+ D 10 8 3 11 3 -7.229 -0.668 -1.459
+ IR 11 11 3 11 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 4 ]
+ MR 12 11 3 14 3 -8.261 -0.020 -6.579 1.263 -0.981 -0.999 -0.754
+ D 13 11 3 14 3 -6.390 -1.568 -0.620
+ IR 14 14 3 14 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 5 ]
+ MR 15 14 3 17 2 -8.235 -0.005 1.312 -0.827 -1.405 -0.796
+ D 16 14 3 17 2 -4.432 -0.068
+ IR 17 17 3 17 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 6 ]
+ B 18 17 3 19 108
+ [ BEGL 7 ]
+ S 19 18 1 20 4 -0.090 -4.730 -6.187 -6.827
+ [ MATP 8 ]
+ MP 20 19 1 24 6 -9.036 -8.975 -0.022 -7.752 -8.031 -8.426 -3.152 -3.451 -3.634 0.701 -2.518 -4.369 1.605 -3.636 -3.556 0.763 -3.894 -0.866 2.828 -3.450 -0.019 -2.566
+ ML 21 19 1 24 6 -6.602 -6.948 -0.909 -1.357 -6.798 -4.328 0.411 -0.639 -0.471 0.385
+ MR 22 19 1 24 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 23 19 1 24 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 24 24 5 24 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 25 25 6 25 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 9 ]
+ MP 26 25 6 30 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -3.426 -3.608 -3.907 0.499 -2.791 -4.726 1.289 -3.824 -3.760 0.522 -4.089 -0.929 3.109 -3.708 -0.509 -2.775
+ ML 27 25 6 30 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 28 25 6 30 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 29 25 6 30 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 30 30 5 30 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 31 31 6 31 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 10 ]
+ MP 32 31 6 36 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -1.764 -2.119 -2.166 0.766 -1.433 -2.651 1.260 -2.213 -2.116 0.818 -2.485 -0.613 1.869 -0.431 1.506 -1.512
+ ML 33 31 6 36 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 34 31 6 36 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 35 31 6 36 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 36 36 5 36 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 37 37 6 37 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 11 ]
+ MP 38 37 6 42 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -3.074 -0.598 -3.607 2.994 -3.516 -3.746 0.160 -3.123 -3.357 1.621 -3.563 -0.584 0.248 -3.250 -1.351 -2.548
+ ML 39 37 6 42 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 40 37 6 42 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 41 37 6 42 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 42 42 5 42 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 43 43 6 43 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 12 ]
+ MP 44 43 6 48 6 -9.067 -4.086 -0.108 -7.783 -8.063 -8.458 -3.908 -3.089 -4.449 3.263 -4.158 -4.756 0.362 -3.772 -4.079 1.115 -4.238 -0.763 0.325 -4.123 -1.230 -3.088
+ ML 45 43 6 48 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 46 43 6 48 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 47 43 6 48 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 48 48 5 48 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 49 49 6 49 5 -2.075 -0.527 -6.501 -4.669 -5.775 0.000 0.000 0.000 0.000
+ [ MATP 13 ]
+ MP 50 49 6 54 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -1.840 -2.146 -2.203 0.866 -1.475 -2.663 1.344 -2.227 -2.179 0.817 -2.513 -0.596 2.272 -0.577 -0.150 -0.053
+ ML 51 49 6 54 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 52 49 6 54 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 53 49 6 54 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 54 54 5 54 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 55 55 6 55 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 14 ]
+ MP 56 55 6 60 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -3.426 -3.608 -3.907 0.499 -2.791 -4.726 1.289 -3.824 -3.760 0.522 -4.089 -0.929 3.109 -3.708 -0.509 -2.775
+ ML 57 55 6 60 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 58 55 6 60 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 59 55 6 60 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 60 60 5 60 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 61 61 6 61 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 15 ]
+ MP 62 61 6 66 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -1.350 -2.403 -3.375 3.036 -3.083 -3.602 0.272 -2.973 -3.180 1.409 -3.502 -0.643 0.437 -3.070 -1.232 -2.373
+ ML 63 61 6 66 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 64 61 6 66 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 65 61 6 66 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 66 66 5 66 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 67 67 6 67 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 16 ]
+ MP 68 67 6 72 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -4.871 -4.764 -4.133 -0.167 -3.473 -4.779 3.475 -4.429 -5.453 -0.075 -4.170 -1.777 0.740 -5.168 -0.738 -3.835
+ ML 69 67 6 72 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 70 67 6 72 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 71 67 6 72 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 72 72 5 72 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 73 73 6 73 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 17 ]
+ MP 74 73 6 78 4 -6.839 -3.527 -0.181 -5.461 -4.871 -4.764 -4.133 -0.167 -3.473 -4.779 3.475 -4.429 -5.453 -0.075 -4.170 -1.777 0.740 -5.168 -0.738 -3.835
+ ML 75 73 6 78 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 76 73 6 78 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 77 73 6 78 4 -4.568 -4.250 -2.265 -0.520
+ IL 78 78 5 78 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 79 79 6 79 3 -1.654 -0.659 -4.354 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
+ ML 80 79 6 82 3 -7.864 -0.022 -6.518 -1.003 1.443 -1.829 -0.995
+ D 81 79 6 82 3 -6.174 -1.687 -0.566
+ IL 82 82 3 82 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 83 82 3 85 3 -7.864 -0.022 -6.518 1.689 -2.185 -2.094 -1.640
+ D 84 82 3 85 3 -6.174 -1.687 -0.566
+ IL 85 85 3 85 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 20 ]
+ ML 86 85 3 88 3 -7.864 -0.022 -6.518 1.689 -2.185 -2.094 -1.640
+ D 87 85 3 88 3 -6.174 -1.687 -0.566
+ IL 88 88 3 88 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 21 ]
+ ML 89 88 3 91 3 -7.864 -0.022 -6.518 -1.118 -2.145 1.568 -1.523
+ D 90 88 3 91 3 -6.174 -1.687 -0.566
+ IL 91 91 3 91 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 92 91 3 94 3 -7.864 -0.022 -6.518 -0.896 -1.390 -1.679 1.469
+ D 93 91 3 94 3 -6.174 -1.687 -0.566
+ IL 94 94 3 94 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 95 94 3 97 3 -7.864 -0.022 -6.518 -0.896 -1.390 -1.679 1.469
+ D 96 94 3 97 3 -6.174 -1.687 -0.566
+ IL 97 97 3 97 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 98 97 3 100 3 -7.864 -0.022 -6.518 -0.896 -1.390 -1.679 1.469
+ D 99 97 3 100 3 -6.174 -1.687 -0.566
+ IL 100 100 3 100 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 101 100 3 103 3 -7.864 -0.022 -6.518 -1.118 -2.145 1.568 -1.523
+ D 102 100 3 103 3 -6.174 -1.687 -0.566
+ IL 103 103 3 103 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
+ ML 104 103 3 106 2 * 0.000 1.689 -2.185 -2.094 -1.640
+ D 105 103 3 106 2 * 0.000
+ IL 106 106 3 106 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 27 ]
+ E 107 106 3 -1 0
+ [ BEGR 28 ]
+ S 108 18 1 109 3 -3.692 -0.251 -3.603
+ IL 109 109 2 109 3 -1.323 -0.844 -4.539 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 110 109 2 112 3 -7.757 -0.024 -6.411 -0.710 -1.252 -1.493 1.386
+ D 111 109 2 112 3 -6.866 -0.803 -1.258
+ IL 112 112 3 112 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 113 112 3 115 2 -8.235 -0.005 -1.118 -2.145 1.568 -1.523
+ D 114 112 3 115 2 -8.445 -0.004
+ IL 115 115 3 115 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 31 ]
+ B 116 115 3 117 224
+ [ BEGL 32 ]
+ S 117 116 1 118 4 -0.046 -6.780 -6.187 -6.827
+ [ MATP 33 ]
+ MP 118 117 1 122 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -2.217 -2.460 -2.526 1.455 -0.215 -2.977 1.690 -2.526 -2.557 0.754 -2.829 -0.709 1.858 -2.275 0.652 -1.807
+ ML 119 117 1 122 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 120 117 1 122 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 121 117 1 122 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 122 122 5 122 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 123 123 6 123 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 34 ]
+ MP 124 123 6 128 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -2.209 -2.571 -2.609 0.836 -1.747 -0.984 1.720 -2.684 -2.595 0.931 -2.910 -0.782 2.410 -2.367 -0.255 -1.837
+ ML 125 123 6 128 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 126 123 6 128 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 127 123 6 128 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 128 128 5 128 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 129 129 6 129 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 35 ]
+ MP 130 129 6 134 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -3.589 -3.794 -3.882 0.684 -2.747 -4.542 2.393 -3.901 -4.032 0.758 -4.121 -1.005 2.417 -3.831 -0.326 -2.813
+ ML 131 129 6 134 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 132 129 6 134 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 133 129 6 134 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 134 134 5 134 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 135 135 6 135 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 36 ]
+ MP 136 135 6 140 4 -6.839 -7.046 -0.314 -2.480 -2.238 -2.493 -2.444 0.579 -0.719 -2.885 2.602 -2.485 -2.572 0.474 -2.732 -0.866 1.614 -0.970 -0.265 -1.830
+ ML 137 135 6 140 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 138 135 6 140 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 139 135 6 140 4 -4.568 -4.250 -2.265 -0.520
+ IL 140 140 5 140 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 141 141 6 141 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 37 ]
+ ML 142 141 6 144 3 -4.009 -0.205 -3.828 0.413 -0.298 -0.049 -0.171
+ D 143 141 6 144 3 -6.434 -1.548 -0.629
+ IL 144 144 3 144 3 -2.133 -0.467 -4.371 0.000 0.000 0.000 0.000
+ [ MATR 38 ]
+ MR 145 144 3 147 3 -7.966 -0.118 -3.741 -0.348 -0.999 -1.136 1.176
+ D 146 144 3 147 3 -7.679 -2.857 -0.222
+ IR 147 147 3 147 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 39 ]
+ MR 148 147 3 150 5 -6.650 -0.053 -6.465 -6.678 -7.569 -0.180 -0.893 -0.975 1.050
+ D 149 147 3 150 5 -6.374 -0.305 -4.000 -5.431 -3.425
+ IR 150 150 3 150 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 40 ]
+ MP 151 150 3 155 6 -9.067 -9.006 -0.022 -7.783 -8.063 -8.458 -3.964 -2.970 -4.612 1.923 -4.461 -4.278 0.501 -4.147 -3.971 2.940 -3.768 -0.558 0.397 -3.811 -1.262 -3.205
+ ML 152 150 3 155 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 153 150 3 155 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 154 150 3 155 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 155 155 5 155 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 156 156 6 156 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 41 ]
+ MP 157 156 6 161 6 -9.067 -9.006 -0.065 -4.906 -8.063 -8.458 -4.040 -3.688 -4.188 1.800 -3.311 -4.654 2.631 -4.045 -4.378 1.079 -4.148 -0.926 1.212 -4.175 -0.520 -3.106
+ ML 158 156 6 161 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 159 156 6 161 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 160 156 6 161 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 161 161 5 161 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 162 162 6 162 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 42 ]
+ MP 163 162 6 167 4 -6.720 -3.795 -0.269 -3.498 -4.373 -4.417 -3.947 0.151 -3.189 -4.546 3.286 -4.201 -4.941 0.266 -4.050 -1.568 1.014 -4.634 -0.021 -3.482
+ ML 164 162 6 167 4 -4.111 -4.294 -0.860 -1.555 1.050 -0.942 -0.630 -0.390
+ MR 165 162 6 167 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 166 162 6 167 4 -4.568 -4.250 -2.265 -0.520
+ IL 167 167 5 167 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 168 168 6 168 3 -1.602 -0.690 -4.302 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 169 168 6 171 3 -7.667 -0.120 -3.743 -0.598 1.220 -1.428 -0.649
+ D 170 168 6 171 3 -7.244 -1.157 -0.876
+ IL 171 171 3 171 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 172 171 3 174 3 -7.698 -0.025 -6.352 0.995 -0.712 -0.541 -0.495
+ D 173 171 3 174 3 -7.127 -2.640 -0.265
+ IL 174 174 3 174 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
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+ D 176 174 3 177 3 -7.127 -2.640 -0.265
+ IL 177 177 3 177 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
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+ D 179 177 3 180 3 -7.127 -2.640 -0.265
+ IL 180 180 3 180 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 47 ]
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+ D 182 180 3 183 3 -7.526 -0.454 -1.917
+ IL 183 183 3 183 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 48 ]
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+ D 185 183 3 186 3 -6.174 -1.687 -0.566
+ IL 186 186 3 186 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 49 ]
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+ D 188 186 3 189 3 -6.174 -1.687 -0.566
+ IL 189 189 3 189 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 50 ]
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+ D 191 189 3 192 3 -6.174 -1.687 -0.566
+ IL 192 192 3 192 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 51 ]
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+ D 194 192 3 195 3 -6.174 -1.687 -0.566
+ IL 195 195 3 195 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 52 ]
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+ D 197 195 3 198 3 -6.174 -1.687 -0.566
+ IL 198 198 3 198 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 53 ]
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+ D 200 198 3 201 3 -6.866 -0.803 -1.258
+ IL 201 201 3 201 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 54 ]
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+ D 203 201 3 204 3 -6.879 -2.392 -0.320
+ IL 204 204 3 204 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 55 ]
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+ D 206 204 3 207 3 -6.879 -2.392 -0.320
+ IL 207 207 3 207 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 56 ]
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+ D 209 207 3 210 3 -6.879 -2.392 -0.320
+ IL 210 210 3 210 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 57 ]
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+ D 212 210 3 213 3 -6.879 -2.392 -0.320
+ IL 213 213 3 213 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 58 ]
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+ D 215 213 3 216 3 -6.879 -2.392 -0.320
+ IL 216 216 3 216 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 59 ]
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+ D 218 216 3 219 3 -6.879 -2.392 -0.320
+ IL 219 219 3 219 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 60 ]
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+ D 221 219 3 222 2 * 0.000
+ IL 222 222 3 222 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 61 ]
+ E 223 222 3 -1 0
+ [ BEGR 62 ]
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+ IL 225 225 2 225 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 63 ]
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+ D 227 225 2 228 3 -7.526 -0.454 -1.917
+ IL 228 228 3 228 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 64 ]
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+ D 230 228 3 231 3 -6.174 -1.687 -0.566
+ IL 231 231 3 231 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 65 ]
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+ D 233 231 3 234 3 -6.174 -1.687 -0.566
+ IL 234 234 3 234 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 66 ]
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+ D 236 234 3 237 3 -6.174 -1.687 -0.566
+ IL 237 237 3 237 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 67 ]
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+ D 239 237 3 240 3 -6.174 -1.687 -0.566
+ IL 240 240 3 240 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 68 ]
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+ D 242 240 3 243 3 -6.174 -1.687 -0.566
+ IL 243 243 3 243 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 69 ]
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+ D 245 243 3 246 3 -6.174 -1.687 -0.566
+ IL 246 246 3 246 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 70 ]
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+ D 248 246 3 249 3 -6.174 -1.687 -0.566
+ IL 249 249 3 249 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 71 ]
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+ D 251 249 3 252 3 -6.174 -1.687 -0.566
+ IL 252 252 3 252 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 72 ]
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+ D 254 252 3 255 3 -6.174 -1.687 -0.566
+ IL 255 255 3 255 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 73 ]
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+ D 257 255 3 258 3 -6.174 -1.687 -0.566
+ IL 258 258 3 258 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 74 ]
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+ D 260 258 3 261 3 -6.174 -1.687 -0.566
+ IL 261 261 3 261 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 75 ]
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+ D 263 261 3 264 3 -6.174 -1.687 -0.566
+ IL 264 264 3 264 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 76 ]
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+ D 266 264 3 267 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 267 267 3 267 5 -1.778 -0.644 -4.668 -6.500 -5.774 0.000 0.000 0.000 0.000
+ [ MATP 77 ]
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+ ML 269 267 3 272 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 270 267 3 272 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 271 267 3 272 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
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+ IR 273 273 6 273 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 78 ]
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+ ML 275 273 6 278 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 276 273 6 278 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 277 273 6 278 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 278 278 5 278 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 279 279 6 279 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 79 ]
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+ ML 281 279 6 284 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 282 279 6 284 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 283 279 6 284 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 284 284 5 284 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 285 285 6 285 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 80 ]
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+ ML 287 285 6 290 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 288 285 6 290 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 289 285 6 290 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
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+ IR 291 291 6 291 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 81 ]
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+ ML 293 291 6 296 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 294 291 6 296 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 295 291 6 296 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
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+ IR 297 297 6 297 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 82 ]
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+ ML 299 297 6 302 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 300 297 6 302 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 301 297 6 302 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 302 302 5 302 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 303 303 6 303 5 -2.579 -0.432 -6.090 -4.258 -5.364 0.000 0.000 0.000 0.000
+ [ MATP 83 ]
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+ ML 305 303 6 308 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 306 303 6 308 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 307 303 6 308 4 -4.568 -4.250 -2.265 -0.520
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+ IR 309 309 6 309 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
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+ D 311 309 6 312 3 -6.174 -1.687 -0.566
+ IL 312 312 3 312 3 -1.278 -0.827 -5.398 0.000 0.000 0.000 0.000
+ [ MATL 85 ]
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+ D 314 312 3 315 3 -6.174 -1.687 -0.566
+ IL 315 315 3 315 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 86 ]
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+ D 317 315 3 318 3 -6.879 -2.392 -0.320
+ IL 318 318 3 318 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 87 ]
+ ML 319 318 3 321 2 * 0.000 0.770 -0.938 -0.859 0.289
+ D 320 318 3 321 2 * 0.000
+ IL 321 321 3 321 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 88 ]
+ E 322 321 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME sroH
+GA 50.00
+TC 191.38
+NC 13.78
+STATES 507
+NODES 147
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 4
+EFFNSEQ 0.893
+CLEN 161
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.79565 -8.47068 -0.62846 1500000 576752 0.001951
+E-GC 0 0.34168 -28.93740 -19.05506 1500000 10977 0.034162
+E-LI 0 0.70580 -9.06041 -0.32720 1500000 534670 0.002104
+E-GI 0 0.34914 -19.40040 -9.68837 1500000 11134 0.033681
+E-LV 0 0.64040 -4.56767 1.87957 15000000 69866 0.016102
+E-GV 0 0.38539 -17.39760 -4.00829 15000000 65319 0.005741
+E-LF 0 0.64306 0.46854 6.86880 15000000 68959 0.016314
+E-GF 0 0.45370 -7.58531 3.79098 15000000 65407 0.005733
+FT-LC 31 0.99300 10000 1500000 0
+ 11.3274 5.95807 5.1909 4.29105 2.92871 2.0205 2.01671 0.822297 0.432195 0.261651 0.161026 0.083897 0.0568866 0.0295287 0.00917605 0.006104 0.00535101 0.00285349 0.00174057 0.00167909 0.00120335 0.000941682 0.000480926 0.000392453 0.000390848 0.000349262 0.000344245 1.72554e-14 3.3334e-15 1.38953e-15 4.15939e-16
+ 5279.21 4372.61 3867.22 3471.21 3044.45 2620.82 2282.41 2029.02 1817.73 1593.23 1382.16 1220.05 988.043 786.887 686.162 568.693 501.026 450.589 374.652 311.513 269.03 182.674 159.086 141.971 126.861 113.431 113.381 90.9792 26.8458 23.7277 11.3381
+FT-LI 31 0.99300 10000 1500000 0
+ 11.4494 9.2203 8.70875 6.63824 4.48862 1.80413 1.54719 0.768485 0.344582 0.25912 0.107234 0.0827902 0.0682114 0.0302255 0.0139529 0.00755924 0.00606173 0.00442361 0.00241026 0.00208988 0.00186395 0.00144052 0.00115626 0.00088029 0.000763596 0.000537487 0.000528066 1.30798e-13 2.64312e-14 8.7784e-15 3.8766e-15
+ 5279.21 4372.61 3867.22 3471.21 3044.45 2620.82 2282.41 2029.02 1817.73 1593.23 1382.16 1220.05 988.043 812.599 709.494 633.573 568.693 501.026 450.589 374.652 311.513 269.03 182.674 153.361 126.861 113.431 113.381 90.9792 26.8458 19.4393 11.3381
+FT-GC 2 0.99300 10000 1500000 1
+ 0.832161 3.45876e-08
+ 91.9672 9.19673
+FT-GI 3 0.99300 10000 1500000 1
+ 0.897472 3.502e-07 1.78615e-07
+ 91.9672 32.5219 9.19673
+MODEL:
+ [ ROOT 0 ]
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+ [ MATL 1 ]
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+ D 4 2 3 5 3 -6.174 -1.687 -0.566
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+ [ MATL 2 ]
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+ D 7 5 3 8 3 -6.174 -1.687 -0.566
+ IL 8 8 3 8 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 3 ]
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+ D 10 8 3 11 3 -6.174 -1.687 -0.566
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+ [ MATL 4 ]
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+ D 13 11 3 14 3 -6.174 -1.687 -0.566
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+ [ MATL 5 ]
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+ D 16 14 3 17 3 -6.174 -1.687 -0.566
+ IL 17 17 3 17 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 6 ]
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+ D 19 17 3 20 3 -6.174 -1.687 -0.566
+ IL 20 20 3 20 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 7 ]
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+ D 22 20 3 23 3 -6.174 -1.687 -0.566
+ IL 23 23 3 23 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 8 ]
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+ D 25 23 3 26 3 -5.620 -0.734 -1.403
+ IL 26 26 3 26 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 9 ]
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+ D 28 26 3 29 2 -4.432 -0.068
+ IR 29 29 3 29 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 10 ]
+ B 30 29 3 31 69
+ [ BEGL 11 ]
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+ [ MATP 12 ]
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+ ML 33 31 1 36 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 34 31 1 36 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 35 31 1 36 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 36 36 5 36 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 37 37 6 37 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 13 ]
+ MP 38 37 6 42 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 39 37 6 42 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 40 37 6 42 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 41 37 6 42 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 42 42 5 42 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 43 43 6 43 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 14 ]
+ MP 44 43 6 48 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 45 43 6 48 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 46 43 6 48 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 47 43 6 48 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 48 48 5 48 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 49 49 6 49 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 15 ]
+ MP 50 49 6 54 4 -6.445 -6.652 -0.076 -5.066 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 51 49 6 54 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 52 49 6 54 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 53 49 6 54 4 -4.568 -4.250 -2.265 -0.520
+ IL 54 54 5 54 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 55 55 6 55 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 16 ]
+ ML 56 55 6 58 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 57 55 6 58 3 -6.174 -1.687 -0.566
+ IL 58 58 3 58 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 17 ]
+ ML 59 58 3 61 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 60 58 3 61 3 -6.174 -1.687 -0.566
+ IL 61 61 3 61 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 18 ]
+ ML 62 61 3 64 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 63 61 3 64 3 -6.174 -1.687 -0.566
+ IL 64 64 3 64 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 19 ]
+ ML 65 64 3 67 2 * 0.000 -0.281 -0.955 -1.071 1.128
+ D 66 64 3 67 2 * 0.000
+ IL 67 67 3 67 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 20 ]
+ E 68 67 3 -1 0
+ [ BEGR 21 ]
+ S 69 30 1 70 3 -7.504 -0.028 -6.158
+ IL 70 70 2 70 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 22 ]
+ ML 71 70 2 73 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 72 70 2 73 3 -6.174 -1.687 -0.566
+ IL 73 73 3 73 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 23 ]
+ ML 74 73 3 76 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 75 73 3 76 3 -6.174 -1.687 -0.566
+ IL 76 76 3 76 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 24 ]
+ ML 77 76 3 79 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 78 76 3 79 3 -6.174 -1.687 -0.566
+ IL 79 79 3 79 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 25 ]
+ ML 80 79 3 82 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 81 79 3 82 3 -6.174 -1.687 -0.566
+ IL 82 82 3 82 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 26 ]
+ ML 83 82 3 85 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 84 82 3 85 3 -6.174 -1.687 -0.566
+ IL 85 85 3 85 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 27 ]
+ ML 86 85 3 88 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 87 85 3 88 3 -6.174 -1.687 -0.566
+ IL 88 88 3 88 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 28 ]
+ ML 89 88 3 91 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 90 88 3 91 3 -6.174 -1.687 -0.566
+ IL 91 91 3 91 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 29 ]
+ ML 92 91 3 94 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 93 91 3 94 3 -6.174 -1.687 -0.566
+ IL 94 94 3 94 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 30 ]
+ ML 95 94 3 97 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 96 94 3 97 3 -6.174 -1.687 -0.566
+ IL 97 97 3 97 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 31 ]
+ ML 98 97 3 100 2 -7.783 -0.007 1.477 -1.567 -1.378 -1.015
+ D 99 97 3 100 2 -8.445 -0.004
+ IL 100 100 3 100 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 32 ]
+ B 101 100 3 102 355
+ [ BEGL 33 ]
+ S 102 101 1 103 4 -0.053 -6.601 -6.009 -6.649
+ [ MATP 34 ]
+ MP 103 102 1 107 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 104 102 1 107 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 105 102 1 107 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 106 102 1 107 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 107 107 5 107 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 108 108 6 108 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 35 ]
+ MP 109 108 6 113 4 -6.445 -6.652 -0.076 -5.066 -3.549 -2.932 -3.874 1.117 -3.339 -4.291 0.920 -3.463 -3.556 1.581 -3.568 2.478 0.856 -3.480 -0.657 -2.735
+ ML 110 108 6 113 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 111 108 6 113 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 112 108 6 113 4 -4.568 -4.250 -2.265 -0.520
+ IL 113 113 5 113 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 114 114 6 114 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 36 ]
+ ML 115 114 6 117 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 116 114 6 117 3 -5.620 -0.734 -1.403
+ IL 117 117 3 117 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 37 ]
+ MR 118 117 3 120 5 -6.700 -0.051 -6.516 -6.728 -7.620 -0.281 -0.955 -1.071 1.128
+ D 119 117 3 120 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 120 120 3 120 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 38 ]
+ MP 121 120 3 125 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.113 -3.115 -3.479 0.855 -2.615 -4.112 1.729 -3.362 -3.389 0.981 -3.578 -0.615 1.280 -3.291 2.241 -2.520
+ ML 122 120 3 125 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 123 120 3 125 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 124 120 3 125 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 125 125 5 125 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 126 126 6 126 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 39 ]
+ MP 127 126 6 131 4 -6.445 -6.652 -0.076 -5.066 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 128 126 6 131 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 129 126 6 131 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 130 126 6 131 4 -4.568 -4.250 -2.265 -0.520
+ IL 131 131 5 131 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 132 132 6 132 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 40 ]
+ ML 133 132 6 135 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 134 132 6 135 3 -6.174 -1.687 -0.566
+ IL 135 135 3 135 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 41 ]
+ ML 136 135 3 138 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 137 135 3 138 3 -6.174 -1.687 -0.566
+ IL 138 138 3 138 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 42 ]
+ ML 139 138 3 141 3 -7.504 -0.028 -6.158 -0.424 -1.442 1.219 -0.842
+ D 140 138 3 141 3 -6.174 -1.687 -0.566
+ IL 141 141 3 141 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 43 ]
+ ML 142 141 3 144 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 143 141 3 144 3 -6.174 -1.687 -0.566
+ IL 144 144 3 144 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 44 ]
+ ML 145 144 3 147 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 146 144 3 147 3 -6.174 -1.687 -0.566
+ IL 147 147 3 147 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 45 ]
+ ML 148 147 3 150 3 -7.504 -0.028 -6.158 -0.424 -1.442 1.219 -0.842
+ D 149 147 3 150 3 -6.174 -1.687 -0.566
+ IL 150 150 3 150 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 46 ]
+ ML 151 150 3 153 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 152 150 3 153 3 -5.620 -0.734 -1.403
+ IL 153 153 3 153 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 47 ]
+ MR 154 153 3 156 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 155 153 3 156 3 -6.390 -1.568 -0.620
+ IR 156 156 3 156 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 48 ]
+ MR 157 156 3 159 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 158 156 3 159 3 -6.390 -1.568 -0.620
+ IR 159 159 3 159 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 49 ]
+ MR 160 159 3 162 3 -7.929 -0.025 -6.247 -0.281 -0.955 -1.071 1.128
+ D 161 159 3 162 3 -6.390 -1.568 -0.620
+ IR 162 162 3 162 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 50 ]
+ MR 163 162 3 165 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 164 162 3 165 3 -6.390 -1.568 -0.620
+ IR 165 165 3 165 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 51 ]
+ MR 166 165 3 168 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 167 165 3 168 3 -6.390 -1.568 -0.620
+ IR 168 168 3 168 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 52 ]
+ MR 169 168 3 171 3 -7.929 -0.025 -6.247 -0.281 -0.955 -1.071 1.128
+ D 170 168 3 171 3 -6.390 -1.568 -0.620
+ IR 171 171 3 171 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 53 ]
+ MR 172 171 3 174 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 173 171 3 174 3 -6.390 -1.568 -0.620
+ IR 174 174 3 174 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 54 ]
+ MR 175 174 3 177 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 176 174 3 177 3 -6.390 -1.568 -0.620
+ IR 177 177 3 177 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 55 ]
+ MR 178 177 3 180 3 -7.929 -0.025 -6.247 -0.285 0.974 -1.128 -0.400
+ D 179 177 3 180 3 -6.390 -1.568 -0.620
+ IR 180 180 3 180 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 56 ]
+ MR 181 180 3 183 3 -7.929 -0.025 -6.247 -0.285 0.974 -1.128 -0.400
+ D 182 180 3 183 3 -6.390 -1.568 -0.620
+ IR 183 183 3 183 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 57 ]
+ MR 184 183 3 186 3 -7.929 -0.025 -6.247 -0.281 -0.955 -1.071 1.128
+ D 185 183 3 186 3 -6.390 -1.568 -0.620
+ IR 186 186 3 186 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 58 ]
+ MR 187 186 3 189 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 188 186 3 189 3 -6.390 -1.568 -0.620
+ IR 189 189 3 189 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 59 ]
+ MR 190 189 3 192 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 191 189 3 192 3 -6.390 -1.568 -0.620
+ IR 192 192 3 192 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 60 ]
+ MR 193 192 3 195 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 194 192 3 195 3 -6.390 -1.568 -0.620
+ IR 195 195 3 195 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 61 ]
+ MR 196 195 3 198 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 197 195 3 198 3 -6.390 -1.568 -0.620
+ IR 198 198 3 198 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 62 ]
+ MR 199 198 3 201 3 -7.929 -0.025 -6.247 -0.285 0.974 -1.128 -0.400
+ D 200 198 3 201 3 -6.390 -1.568 -0.620
+ IR 201 201 3 201 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 63 ]
+ MR 202 201 3 204 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 203 201 3 204 3 -6.390 -1.568 -0.620
+ IR 204 204 3 204 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 64 ]
+ MR 205 204 3 207 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 206 204 3 207 3 -6.390 -1.568 -0.620
+ IR 207 207 3 207 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 65 ]
+ MR 208 207 3 210 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 209 207 3 210 3 -6.390 -1.568 -0.620
+ IR 210 210 3 210 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 66 ]
+ MR 211 210 3 213 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 212 210 3 213 3 -6.390 -1.568 -0.620
+ IR 213 213 3 213 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 67 ]
+ MR 214 213 3 216 3 -7.929 -0.025 -6.247 -0.285 0.974 -1.128 -0.400
+ D 215 213 3 216 3 -6.390 -1.568 -0.620
+ IR 216 216 3 216 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 68 ]
+ MR 217 216 3 219 3 -7.929 -0.025 -6.247 -0.281 -0.955 -1.071 1.128
+ D 218 216 3 219 3 -6.390 -1.568 -0.620
+ IR 219 219 3 219 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 69 ]
+ MR 220 219 3 222 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 221 219 3 222 3 -6.390 -1.568 -0.620
+ IR 222 222 3 222 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 70 ]
+ MR 223 222 3 225 3 -7.929 -0.025 -6.247 -0.424 -1.442 1.219 -0.842
+ D 224 222 3 225 3 -6.390 -1.568 -0.620
+ IR 225 225 3 225 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 71 ]
+ MR 226 225 3 228 3 -7.929 -0.025 -6.247 1.477 -1.567 -1.378 -1.015
+ D 227 225 3 228 3 -6.390 -1.568 -0.620
+ IR 228 228 3 228 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 72 ]
+ MR 229 228 3 231 2 -7.783 -0.007 1.477 -1.567 -1.378 -1.015
+ D 230 228 3 231 2 -4.432 -0.068
+ IR 231 231 3 231 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 73 ]
+ B 232 231 3 233 277
+ [ BEGL 74 ]
+ S 233 232 1 234 4 -0.053 -6.601 -6.009 -6.649
+ [ MATP 75 ]
+ MP 234 233 1 238 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 235 233 1 238 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 236 233 1 238 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 237 233 1 238 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 238 238 5 238 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 239 239 6 239 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 76 ]
+ MP 240 239 6 244 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.187 -3.251 -3.612 0.912 -2.601 -4.290 1.726 -3.524 -3.510 1.074 -3.727 -0.650 2.636 -3.418 -0.277 -2.538
+ ML 241 239 6 244 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 242 239 6 244 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 243 239 6 244 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 244 244 5 244 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 245 245 6 245 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 77 ]
+ MP 246 245 6 250 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 247 245 6 250 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 248 245 6 250 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 249 245 6 250 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 250 250 5 250 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 251 251 6 251 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 78 ]
+ MP 252 251 6 256 4 -6.445 -6.652 -0.076 -5.066 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 253 251 6 256 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 254 251 6 256 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 255 251 6 256 4 -4.568 -4.250 -2.265 -0.520
+ IL 256 256 5 256 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 257 257 6 257 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 79 ]
+ ML 258 257 6 260 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 259 257 6 260 3 -6.174 -1.687 -0.566
+ IL 260 260 3 260 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 80 ]
+ ML 261 260 3 263 3 -7.504 -0.028 -6.158 -0.424 -1.442 1.219 -0.842
+ D 262 260 3 263 3 -6.174 -1.687 -0.566
+ IL 263 263 3 263 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 81 ]
+ ML 264 263 3 266 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 265 263 3 266 3 -6.174 -1.687 -0.566
+ IL 266 266 3 266 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 82 ]
+ ML 267 266 3 269 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 268 266 3 269 3 -6.174 -1.687 -0.566
+ IL 269 269 3 269 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 83 ]
+ ML 270 269 3 272 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 271 269 3 272 3 -6.174 -1.687 -0.566
+ IL 272 272 3 272 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
+ ML 273 272 3 275 2 * 0.000 -0.281 -0.955 -1.071 1.128
+ D 274 272 3 275 2 * 0.000
+ IL 275 275 3 275 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 85 ]
+ E 276 275 3 -1 0
+ [ BEGR 86 ]
+ S 277 232 1 278 3 -7.504 -0.028 -6.158
+ IL 278 278 2 278 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 87 ]
+ ML 279 278 2 281 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 280 278 2 281 3 -6.174 -1.687 -0.566
+ IL 281 281 3 281 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 88 ]
+ ML 282 281 3 284 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 283 281 3 284 3 -6.174 -1.687 -0.566
+ IL 284 284 3 284 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 89 ]
+ ML 285 284 3 287 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 286 284 3 287 3 -6.174 -1.687 -0.566
+ IL 287 287 3 287 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 90 ]
+ ML 288 287 3 290 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 289 287 3 290 3 -6.174 -1.687 -0.566
+ IL 290 290 3 290 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 91 ]
+ ML 291 290 3 293 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 292 290 3 293 3 -6.174 -1.687 -0.566
+ IL 293 293 3 293 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 92 ]
+ ML 294 293 3 296 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 295 293 3 296 3 -6.174 -1.687 -0.566
+ IL 296 296 3 296 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 93 ]
+ ML 297 296 3 299 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 298 296 3 299 3 -6.174 -1.687 -0.566
+ IL 299 299 3 299 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 94 ]
+ ML 300 299 3 302 3 -7.504 -0.028 -6.158 -0.424 -1.442 1.219 -0.842
+ D 301 299 3 302 3 -6.174 -1.687 -0.566
+ IL 302 302 3 302 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 95 ]
+ ML 303 302 3 305 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 304 302 3 305 3 -6.174 -1.687 -0.566
+ IL 305 305 3 305 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 96 ]
+ ML 306 305 3 308 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 307 305 3 308 3 -6.174 -1.687 -0.566
+ IL 308 308 3 308 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 97 ]
+ ML 309 308 3 311 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 310 308 3 311 3 -6.174 -1.687 -0.566
+ IL 311 311 3 311 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 98 ]
+ ML 312 311 3 314 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 313 311 3 314 3 -6.174 -1.687 -0.566
+ IL 314 314 3 314 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 99 ]
+ ML 315 314 3 317 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 316 314 3 317 3 -6.174 -1.687 -0.566
+ IL 317 317 3 317 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 100 ]
+ ML 318 317 3 320 5 -6.700 -0.051 -6.516 -6.728 -7.620 -0.281 -0.955 -1.071 1.128
+ D 319 317 3 320 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 320 320 3 320 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 101 ]
+ MP 321 320 3 325 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 322 320 3 325 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 323 320 3 325 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 324 320 3 325 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 325 325 5 325 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 326 326 6 326 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 102 ]
+ MP 327 326 6 331 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 328 326 6 331 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 329 326 6 331 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 330 326 6 331 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 331 331 5 331 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 332 332 6 332 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 103 ]
+ MP 333 332 6 337 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 334 332 6 337 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 335 332 6 337 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 336 332 6 337 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 337 337 5 337 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 338 338 6 338 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 104 ]
+ MP 339 338 6 343 4 -6.445 -6.652 -0.076 -5.066 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 340 338 6 343 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 341 338 6 343 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 342 338 6 343 4 -4.568 -4.250 -2.265 -0.520
+ IL 343 343 5 343 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 344 344 6 344 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 105 ]
+ ML 345 344 6 347 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 346 344 6 347 3 -6.174 -1.687 -0.566
+ IL 347 347 3 347 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 106 ]
+ ML 348 347 3 350 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 349 347 3 350 3 -6.174 -1.687 -0.566
+ IL 350 350 3 350 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 107 ]
+ ML 351 350 3 353 2 * 0.000 1.477 -1.567 -1.378 -1.015
+ D 352 350 3 353 2 * 0.000
+ IL 353 353 3 353 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 108 ]
+ E 354 353 3 -1 0
+ [ BEGR 109 ]
+ S 355 101 1 356 3 -7.504 -0.028 -6.158
+ IL 356 356 2 356 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 110 ]
+ ML 357 356 2 359 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 358 356 2 359 3 -6.174 -1.687 -0.566
+ IL 359 359 3 359 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 111 ]
+ ML 360 359 3 362 3 -7.504 -0.028 -6.158 -0.424 -1.442 1.219 -0.842
+ D 361 359 3 362 3 -6.174 -1.687 -0.566
+ IL 362 362 3 362 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 112 ]
+ ML 363 362 3 365 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 364 362 3 365 3 -6.174 -1.687 -0.566
+ IL 365 365 3 365 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 113 ]
+ ML 366 365 3 368 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 367 365 3 368 3 -6.174 -1.687 -0.566
+ IL 368 368 3 368 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 114 ]
+ ML 369 368 3 371 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 370 368 3 371 3 -6.174 -1.687 -0.566
+ IL 371 371 3 371 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 115 ]
+ ML 372 371 3 374 2 -7.783 -0.007 1.477 -1.567 -1.378 -1.015
+ D 373 371 3 374 2 -8.445 -0.004
+ IL 374 374 3 374 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ BIF 116 ]
+ B 375 374 3 376 432
+ [ BEGL 117 ]
+ S 376 375 1 377 4 -0.053 -6.601 -6.009 -6.649
+ [ MATP 118 ]
+ MP 377 376 1 381 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 378 376 1 381 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 379 376 1 381 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 380 376 1 381 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 381 381 5 381 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 382 382 6 382 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 119 ]
+ MP 383 382 6 387 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 384 382 6 387 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 385 382 6 387 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 386 382 6 387 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 387 387 5 387 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 388 388 6 388 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 120 ]
+ MP 389 388 6 393 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 390 388 6 393 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 391 388 6 393 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 392 388 6 393 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 393 393 5 393 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 394 394 6 394 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 121 ]
+ MP 395 394 6 399 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 396 394 6 399 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 397 394 6 399 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 398 394 6 399 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 399 399 5 399 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 400 400 6 400 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 122 ]
+ MP 401 400 6 405 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 402 400 6 405 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 403 400 6 405 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 404 400 6 405 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 405 405 5 405 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 406 406 6 406 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 123 ]
+ MP 407 406 6 411 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.264 -3.163 -4.738 0.990 -4.287 -4.220 0.604 -4.296 -4.067 3.244 -3.855 -0.671 0.395 -3.810 -1.235 -3.395
+ ML 408 406 6 411 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 409 406 6 411 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 410 406 6 411 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 411 411 5 411 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 412 412 6 412 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 124 ]
+ MP 413 412 6 417 4 -6.445 -6.652 -0.076 -5.066 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 414 412 6 417 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 415 412 6 417 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 416 412 6 417 4 -4.568 -4.250 -2.265 -0.520
+ IL 417 417 5 417 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 418 418 6 418 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 125 ]
+ ML 419 418 6 421 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 420 418 6 421 3 -6.174 -1.687 -0.566
+ IL 421 421 3 421 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 126 ]
+ ML 422 421 3 424 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 423 421 3 424 3 -6.174 -1.687 -0.566
+ IL 424 424 3 424 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 127 ]
+ ML 425 424 3 427 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 426 424 3 427 3 -6.174 -1.687 -0.566
+ IL 427 427 3 427 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 128 ]
+ ML 428 427 3 430 2 * 0.000 -0.281 -0.955 -1.071 1.128
+ D 429 427 3 430 2 * 0.000
+ IL 430 430 3 430 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 129 ]
+ E 431 430 3 -1 0
+ [ BEGR 130 ]
+ S 432 375 1 433 3 -7.504 -0.028 -6.158
+ IL 433 433 2 433 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 131 ]
+ ML 434 433 2 436 3 -7.504 -0.028 -6.158 -0.285 0.974 -1.128 -0.400
+ D 435 433 2 436 3 -6.174 -1.687 -0.566
+ IL 436 436 3 436 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 132 ]
+ ML 437 436 3 439 5 -6.700 -0.051 -6.516 -6.728 -7.620 0.040 -0.060 0.224 -0.243
+ D 438 436 3 439 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 439 439 3 439 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 133 ]
+ MP 440 439 3 444 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 441 439 3 444 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 442 439 3 444 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 443 439 3 444 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 444 444 5 444 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 445 445 6 445 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 134 ]
+ MP 446 445 6 450 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -2.116 -2.066 -0.207 2.104 -1.952 -2.739 1.470 -2.296 -2.394 1.293 -2.589 -0.456 1.134 -2.131 -0.452 -1.768
+ ML 447 445 6 450 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 448 445 6 450 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 449 445 6 450 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 450 450 5 450 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 451 451 6 451 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 135 ]
+ MP 452 451 6 456 6 -8.936 -8.875 -0.106 -4.071 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 453 451 6 456 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 454 451 6 456 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 455 451 6 456 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 456 456 5 456 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 457 457 6 457 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 136 ]
+ MP 458 457 6 462 6 -8.855 -8.794 -0.025 -7.571 -7.850 -8.245 -3.661 -3.443 -3.738 0.928 -2.950 -4.251 2.821 -3.695 -3.966 1.270 -3.720 -0.789 1.261 -3.798 -0.346 -2.874
+ ML 459 457 6 462 6 -6.967 -7.313 -0.651 -1.722 -7.163 -4.692 0.163 0.445 -0.731 -0.126
+ MR 460 457 6 462 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 461 457 6 462 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 462 462 5 462 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 463 463 6 463 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 137 ]
+ MP 464 463 6 468 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 465 463 6 468 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 466 463 6 468 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 467 463 6 468 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 468 468 5 468 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 469 469 6 469 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 138 ]
+ MP 470 469 6 474 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 471 469 6 474 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 472 469 6 474 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 473 469 6 474 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 474 474 5 474 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 475 475 6 475 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 139 ]
+ MP 476 475 6 480 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -3.597 -2.922 -4.065 2.804 -3.564 -4.380 1.014 -3.579 -3.753 1.609 -3.809 -0.492 0.841 -3.709 -0.769 -2.801
+ ML 477 475 6 480 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 478 475 6 480 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 479 475 6 480 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 480 480 5 480 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 481 481 6 481 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 140 ]
+ MP 482 481 6 486 6 -8.936 -8.875 -0.024 -7.651 -7.931 -8.326 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 483 481 6 486 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 484 481 6 486 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 485 481 6 486 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 486 486 5 486 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 487 487 6 487 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 141 ]
+ MP 488 487 6 492 4 -6.445 -6.652 -0.076 -5.066 -4.146 -3.991 -3.930 0.482 -3.156 -4.522 3.177 -4.022 -4.546 0.675 -3.957 -1.179 1.099 -4.341 -0.479 -3.252
+ ML 489 487 6 492 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 490 487 6 492 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 491 487 6 492 4 -4.568 -4.250 -2.265 -0.520
+ IL 492 492 5 492 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 493 493 6 493 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 142 ]
+ ML 494 493 6 496 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 495 493 6 496 3 -6.174 -1.687 -0.566
+ IL 496 496 3 496 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 143 ]
+ ML 497 496 3 499 3 -7.504 -0.028 -6.158 -0.281 -0.955 -1.071 1.128
+ D 498 496 3 499 3 -6.174 -1.687 -0.566
+ IL 499 499 3 499 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 144 ]
+ ML 500 499 3 502 3 -7.504 -0.028 -6.158 1.477 -1.567 -1.378 -1.015
+ D 501 499 3 502 3 -6.174 -1.687 -0.566
+ IL 502 502 3 502 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 145 ]
+ ML 503 502 3 505 2 * 0.000 1.477 -1.567 -1.378 -1.015
+ D 504 502 3 505 2 * 0.000
+ IL 505 505 3 505 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 146 ]
+ E 506 505 3 -1 0
+//
+INFERNAL-1 [1.0.1]
+NAME snoR9
+GA 50.00
+TC 85.80
+NC 13.89
+STATES 388
+NODES 112
+ALPHABET 1
+ELSELF -0.08926734
+WBETA 1e-07
+NSEQ 3
+EFFNSEQ 1.238
+CLEN 128
+BCOM ../src/cmbuild -F 1p02.rfam10.c.cm rfam10.stk
+BDATE Fri Oct 23 15:34:54 2009
+CCOM ../src/1p02-mpi-execs/cmcalibrate --mpi -s 1256326563 1p02.rfam10.c.cm
+CDATE Fri Oct 23 15:36:03 2009
+NULL 0.000 0.000 0.000 0.000
+PART 1 0 100
+E-LC 0 0.68518 -10.60698 -1.42844 1500000 605923 0.001857
+E-GC 0 0.39093 -22.37945 -12.55836 1500000 17436 0.021507
+E-LI 0 0.62916 -8.95453 0.30031 1500000 380134 0.002959
+E-GI 0 0.39615 -15.73218 -6.04621 1500000 17397 0.021555
+E-LV 0 0.68164 -4.53237 1.81476 15000000 85137 0.013214
+E-GV 0 0.37778 -18.20872 -3.98390 15000000 80883 0.004636
+E-LF 0 0.60232 -2.92300 4.24720 15000000 84479 0.013317
+E-GF 0 0.44732 -9.62224 2.39137 15000000 80890 0.004636
+FT-LC 35 0.99300 10000 1500000 0
+ 13597.5 11692.1 9447.56 4739.57 3794.41 3720.71 3264.28 2587.68 1594.62 975.384 377.665 222.588 107.466 86.8926 72.8683 48.2416 26.856 26.1214 15.7633 13.8264 12.001 9.92498 9.52863 6.43007 4.39294 2.22367 1.08698 0.805883 0.744774 0.741124 3.97956e-08 2.17736e-08 1.36482e-08 5.52814e-09 5.221e-09
+ 6512.53 5850.43 5041.7 4389.48 3780.43 3144.1 2772.21 2277.98 2047.62 1739.25 1500.63 1319.95 1149.19 972.015 864.821 768.521 650.034 562.883 479.554 414.509 356.35 312.125 279.045 218.774 192.781 166.532 142.478 118.997 106.449 103.381 48.5918 22.9006 17.2441 12.5542 10.3381
+FT-LI 38 0.99300 10000 1500000 0
+ 14042.9 12954.4 9648.51 7523.89 6070.24 5398.17 4610.27 4168.85 3707.84 2888.46 1373.07 596.37 319.646 266.226 254.391 193.737 65.4435 58.9281 50.5117 40.0413 26.3965 20.8023 19.5141 10.9785 6.65561 5.52435 4.12495 3.85079 2.50229 2.39536 1.63391 1.4268 8.1901e-07 4.69487e-07 3.76406e-07 1.44605e-07 1.3827e-07 1.07819e-08
+ 6512.53 5850.43 5056.91 4389.48 3780.43 3301.3 2956.76 2625.93 2277.98 2047.62 1739.25 1500.63 1319.95 1149.19 972.015 864.821 768.521 650.034 562.883 479.554 414.509 356.35 312.125 279.045 237.021 206.981 177.084 155.669 138.418 118.997 106.449 103.381 48.5918 36.1951 22.9006 17.2441 12.5542 10.3381
+FT-GC 5 0.99300 10000 1500000 1
+ 75.5599 0.000789371 0.000390611 0.000117456 4.63174e-05
+ 83.2693 57.0339 23.702 11.2495 8.32693
+FT-GI 6 0.99300 10000 1500000 1
+ 32.1389 0.00338712 0.000808806 0.000631075 0.000613619 0.000171514
+ 83.2693 57.0339 46.3854 23.702 11.2495 8.32693
+MODEL:
+ [ ROOT 0 ]
+ S 0 -1 0 1 4 -6.577 -7.823 -0.099 -4.276
+ IL 1 1 2 1 4 -2.817 -4.319 -0.613 -2.698 0.000 0.000 0.000 0.000
+ IR 2 2 3 2 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 1 ]
+ MR 3 2 3 5 3 -8.085 -0.023 -6.403 -0.160 0.173 -1.025 0.571
+ D 4 2 3 5 3 -6.390 -1.568 -0.620
+ IR 5 5 3 5 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 2 ]
+ MR 6 5 3 8 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 7 5 3 8 3 -6.390 -1.568 -0.620
+ IR 8 8 3 8 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 3 ]
+ MR 9 8 3 11 3 -8.085 -0.023 -6.403 -0.105 0.036 0.314 -0.319
+ D 10 8 3 11 3 -6.390 -1.568 -0.620
+ IR 11 11 3 11 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 4 ]
+ MR 12 11 3 14 3 -8.085 -0.023 -6.403 -0.160 0.173 -1.025 0.571
+ D 13 11 3 14 3 -6.390 -1.568 -0.620
+ IR 14 14 3 14 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 5 ]
+ MR 15 14 3 17 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 16 14 3 17 3 -6.390 -1.568 -0.620
+ IR 17 17 3 17 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 6 ]
+ MR 18 17 3 20 3 -8.085 -0.023 -6.403 -0.140 -0.940 0.353 0.371
+ D 19 17 3 20 3 -6.390 -1.568 -0.620
+ IR 20 20 3 20 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 7 ]
+ MR 21 20 3 23 3 -8.085 -0.023 -6.403 0.772 0.016 -1.002 -0.356
+ D 22 20 3 23 3 -6.390 -1.568 -0.620
+ IR 23 23 3 23 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 8 ]
+ MR 24 23 3 26 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 25 23 3 26 3 -6.390 -1.568 -0.620
+ IR 26 26 3 26 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 9 ]
+ MR 27 26 3 29 3 -8.085 -0.023 -6.403 0.772 0.016 -1.002 -0.356
+ D 28 26 3 29 3 -6.390 -1.568 -0.620
+ IR 29 29 3 29 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 10 ]
+ MR 30 29 3 32 3 -8.085 -0.023 -6.403 0.761 -0.927 -0.972 0.344
+ D 31 29 3 32 3 -6.390 -1.568 -0.620
+ IR 32 32 3 32 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 11 ]
+ MR 33 32 3 35 3 -8.085 -0.023 -6.403 0.772 0.016 -1.002 -0.356
+ D 34 32 3 35 3 -6.390 -1.568 -0.620
+ IR 35 35 3 35 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 12 ]
+ MR 36 35 3 38 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 37 35 3 38 3 -6.390 -1.568 -0.620
+ IR 38 38 3 38 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 13 ]
+ MR 39 38 3 41 3 -2.414 -0.321 -6.403 -0.611 1.229 -1.442 -0.660
+ D 40 38 3 41 3 -6.390 -1.568 -0.620
+ IR 41 41 3 41 3 -2.508 -0.346 -4.747 0.000 0.000 0.000 0.000
+ [ MATR 14 ]
+ MR 42 41 3 44 3 -8.085 -0.023 -6.403 -0.160 0.173 -1.025 0.571
+ D 43 41 3 44 3 -6.390 -1.568 -0.620
+ IR 44 44 3 44 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 15 ]
+ MR 45 44 3 47 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 46 44 3 47 3 -6.390 -1.568 -0.620
+ IR 47 47 3 47 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 16 ]
+ MR 48 47 3 50 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 49 47 3 50 3 -6.390 -1.568 -0.620
+ IR 50 50 3 50 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 17 ]
+ MR 51 50 3 53 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 52 50 3 53 3 -6.390 -1.568 -0.620
+ IR 53 53 3 53 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 18 ]
+ MR 54 53 3 56 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 55 53 3 56 3 -6.390 -1.568 -0.620
+ IR 56 56 3 56 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 19 ]
+ MR 57 56 3 59 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 58 56 3 59 3 -6.390 -1.568 -0.620
+ IR 59 59 3 59 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 20 ]
+ MR 60 59 3 62 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 61 59 3 62 3 -6.390 -1.568 -0.620
+ IR 62 62 3 62 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 21 ]
+ MR 63 62 3 65 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 64 62 3 65 3 -6.390 -1.568 -0.620
+ IR 65 65 3 65 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 22 ]
+ MR 66 65 3 68 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 67 65 3 68 3 -6.390 -1.568 -0.620
+ IR 68 68 3 68 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 23 ]
+ MR 69 68 3 71 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 70 68 3 71 3 -6.390 -1.568 -0.620
+ IR 71 71 3 71 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 24 ]
+ MR 72 71 3 74 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 73 71 3 74 3 -6.390 -1.568 -0.620
+ IR 74 74 3 74 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 25 ]
+ MR 75 74 3 77 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 76 74 3 77 3 -6.390 -1.568 -0.620
+ IR 77 77 3 77 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 26 ]
+ MR 78 77 3 80 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 79 77 3 80 3 -6.390 -1.568 -0.620
+ IR 80 80 3 80 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 27 ]
+ MR 81 80 3 83 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 82 80 3 83 3 -6.390 -1.568 -0.620
+ IR 83 83 3 83 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 28 ]
+ MR 84 83 3 86 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 85 83 3 86 3 -6.390 -1.568 -0.620
+ IR 86 86 3 86 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 29 ]
+ MR 87 86 3 89 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 88 86 3 89 3 -6.390 -1.568 -0.620
+ IR 89 89 3 89 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 30 ]
+ MR 90 89 3 92 3 -8.085 -0.023 -6.403 -0.105 0.036 0.314 -0.319
+ D 91 89 3 92 3 -6.390 -1.568 -0.620
+ IR 92 92 3 92 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 31 ]
+ MR 93 92 3 95 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 94 92 3 95 3 -6.390 -1.568 -0.620
+ IR 95 95 3 95 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 32 ]
+ MR 96 95 3 98 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 97 95 3 98 3 -6.390 -1.568 -0.620
+ IR 98 98 3 98 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 33 ]
+ MR 99 98 3 101 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 100 98 3 101 3 -6.390 -1.568 -0.620
+ IR 101 101 3 101 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 34 ]
+ MR 102 101 3 104 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 103 101 3 104 3 -6.390 -1.568 -0.620
+ IR 104 104 3 104 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 35 ]
+ MR 105 104 3 107 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 106 104 3 107 3 -6.390 -1.568 -0.620
+ IR 107 107 3 107 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 36 ]
+ MR 108 107 3 110 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 109 107 3 110 3 -6.390 -1.568 -0.620
+ IR 110 110 3 110 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 37 ]
+ MR 111 110 3 113 3 -8.085 -0.023 -6.403 0.714 -1.195 0.346 -0.616
+ D 112 110 3 113 3 -6.390 -1.568 -0.620
+ IR 113 113 3 113 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 38 ]
+ MR 114 113 3 116 3 -8.085 -0.023 -6.403 -0.105 0.036 0.314 -0.319
+ D 115 113 3 116 3 -6.390 -1.568 -0.620
+ IR 116 116 3 116 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 39 ]
+ MR 117 116 3 119 3 -8.085 -0.023 -6.403 0.761 -0.927 -0.972 0.344
+ D 118 116 3 119 3 -6.390 -1.568 -0.620
+ IR 119 119 3 119 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 40 ]
+ MR 120 119 3 122 3 -8.085 -0.023 -6.403 -0.105 0.036 0.314 -0.319
+ D 121 119 3 122 3 -6.390 -1.568 -0.620
+ IR 122 122 3 122 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 41 ]
+ MR 123 122 3 125 3 -8.085 -0.023 -6.403 0.761 -0.927 -0.972 0.344
+ D 124 122 3 125 3 -6.390 -1.568 -0.620
+ IR 125 125 3 125 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 42 ]
+ MR 126 125 3 128 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 127 125 3 128 3 -6.390 -1.568 -0.620
+ IR 128 128 3 128 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 43 ]
+ MR 129 128 3 131 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 130 128 3 131 3 -6.390 -1.568 -0.620
+ IR 131 131 3 131 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 44 ]
+ MR 132 131 3 134 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 133 131 3 134 3 -6.390 -1.568 -0.620
+ IR 134 134 3 134 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 45 ]
+ MR 135 134 3 137 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 136 134 3 137 3 -6.390 -1.568 -0.620
+ IR 137 137 3 137 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 46 ]
+ MR 138 137 3 140 3 -8.085 -0.023 -6.403 0.714 -1.195 0.346 -0.616
+ D 139 137 3 140 3 -6.390 -1.568 -0.620
+ IR 140 140 3 140 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 47 ]
+ MR 141 140 3 143 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 142 140 3 143 3 -6.390 -1.568 -0.620
+ IR 143 143 3 143 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 48 ]
+ MR 144 143 3 146 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 145 143 3 146 3 -6.390 -1.568 -0.620
+ IR 146 146 3 146 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 49 ]
+ MR 147 146 3 149 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 148 146 3 149 3 -6.390 -1.568 -0.620
+ IR 149 149 3 149 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 50 ]
+ MR 150 149 3 152 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 151 149 3 152 3 -6.390 -1.568 -0.620
+ IR 152 152 3 152 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 51 ]
+ MR 153 152 3 155 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 154 152 3 155 3 -6.390 -1.568 -0.620
+ IR 155 155 3 155 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 52 ]
+ MR 156 155 3 158 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 157 155 3 158 3 -6.390 -1.568 -0.620
+ IR 158 158 3 158 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 53 ]
+ MR 159 158 3 161 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 160 158 3 161 3 -6.390 -1.568 -0.620
+ IR 161 161 3 161 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 54 ]
+ MR 162 161 3 164 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 163 161 3 164 3 -6.390 -1.568 -0.620
+ IR 164 164 3 164 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 55 ]
+ MR 165 164 3 167 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 166 164 3 167 3 -6.390 -1.568 -0.620
+ IR 167 167 3 167 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 56 ]
+ MR 168 167 3 170 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 169 167 3 170 3 -6.390 -1.568 -0.620
+ IR 170 170 3 170 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 57 ]
+ MR 171 170 3 173 3 -8.085 -0.023 -6.403 0.772 0.016 -1.002 -0.356
+ D 172 170 3 173 3 -6.390 -1.568 -0.620
+ IR 173 173 3 173 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 58 ]
+ MR 174 173 3 176 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 175 173 3 176 3 -6.390 -1.568 -0.620
+ IR 176 176 3 176 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 59 ]
+ MR 177 176 3 179 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 178 176 3 179 3 -6.390 -1.568 -0.620
+ IR 179 179 3 179 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 60 ]
+ MR 180 179 3 182 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 181 179 3 182 3 -6.390 -1.568 -0.620
+ IR 182 182 3 182 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 61 ]
+ MR 183 182 3 185 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 184 182 3 185 3 -6.390 -1.568 -0.620
+ IR 185 185 3 185 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 62 ]
+ MR 186 185 3 188 3 -8.085 -0.023 -6.403 -0.769 -1.769 1.418 -1.161
+ D 187 185 3 188 3 -6.390 -1.568 -0.620
+ IR 188 188 3 188 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 63 ]
+ MR 189 188 3 191 3 -8.085 -0.023 -6.403 -0.567 -1.149 -1.351 1.312
+ D 190 188 3 191 3 -6.390 -1.568 -0.620
+ IR 191 191 3 191 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 64 ]
+ MR 192 191 3 194 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 193 191 3 194 3 -6.390 -1.568 -0.620
+ IR 194 194 3 194 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 65 ]
+ MR 195 194 3 197 3 -8.085 -0.023 -6.403 -0.140 -0.940 0.353 0.371
+ D 196 194 3 197 3 -6.390 -1.568 -0.620
+ IR 197 197 3 197 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 66 ]
+ MR 198 197 3 200 3 -8.085 -0.321 -2.353 -0.140 -0.940 0.353 0.371
+ D 199 197 3 200 3 -6.390 -1.568 -0.620
+ IR 200 200 3 200 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 67 ]
+ MR 201 200 3 203 3 -7.792 -0.028 -6.110 -0.105 -1.179 0.972 -0.585
+ D 202 200 3 203 3 -7.574 -2.751 -0.241
+ IR 203 203 3 203 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 68 ]
+ MR 204 203 3 206 3 -7.792 -0.028 -6.110 -0.031 -0.810 -0.838 0.919
+ D 205 203 3 206 3 -7.574 -0.498 -1.803
+ IR 206 206 3 206 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 69 ]
+ MR 207 206 3 209 3 -8.085 -0.023 -6.403 0.714 -1.195 0.346 -0.616
+ D 208 206 3 209 3 -6.390 -1.568 -0.620
+ IR 209 209 3 209 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 70 ]
+ MR 210 209 3 212 3 -8.085 -0.023 -6.403 1.594 -1.858 -1.725 -1.308
+ D 211 209 3 212 3 -6.390 -1.568 -0.620
+ IR 212 212 3 212 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 71 ]
+ MR 213 212 3 215 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 214 212 3 215 3 -6.390 -1.568 -0.620
+ IR 215 215 3 215 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 72 ]
+ MR 216 215 3 218 5 -6.844 -0.047 -6.659 -6.871 -7.763 1.594 -1.858 -1.725 -1.308
+ D 217 215 3 218 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 218 218 3 218 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 73 ]
+ MP 219 218 3 223 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -3.713 -2.891 -4.176 1.276 -3.867 -4.020 0.679 -3.819 -3.721 2.851 -3.579 0.968 0.572 -3.506 -1.062 -2.999
+ ML 220 218 3 223 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 221 218 3 223 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 222 218 3 223 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 223 223 5 223 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 224 224 6 224 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 74 ]
+ MP 225 224 6 229 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.603 -3.285 -5.138 0.784 -4.769 -4.282 0.208 -4.633 -4.251 3.406 -3.986 -0.803 0.074 -3.948 -1.555 -3.695
+ ML 226 224 6 229 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 227 224 6 229 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 228 224 6 229 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 229 229 5 229 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 230 230 6 230 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 75 ]
+ MP 231 230 6 235 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.603 -3.285 -5.138 0.784 -4.769 -4.282 0.208 -4.633 -4.251 3.406 -3.986 -0.803 0.074 -3.948 -1.555 -3.695
+ ML 232 230 6 235 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 233 230 6 235 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 234 230 6 235 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 235 235 5 235 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 236 236 6 236 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 76 ]
+ MP 237 236 6 241 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 238 236 6 241 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 239 236 6 241 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 240 236 6 241 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 241 241 5 241 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 242 242 6 242 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 77 ]
+ MP 243 242 6 247 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 244 242 6 247 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 245 242 6 247 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 246 242 6 247 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 247 247 5 247 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 248 248 6 248 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 78 ]
+ MP 249 248 6 253 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 250 248 6 253 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 251 248 6 253 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 252 248 6 253 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 253 253 5 253 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 254 254 6 254 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 79 ]
+ MP 255 254 6 259 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.603 -3.285 -5.138 0.784 -4.769 -4.282 0.208 -4.633 -4.251 3.406 -3.986 -0.803 0.074 -3.948 -1.555 -3.695
+ ML 256 254 6 259 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 257 254 6 259 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 258 254 6 259 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 259 259 5 259 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 260 260 6 260 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 80 ]
+ MP 261 260 6 265 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.603 -3.285 -5.138 0.784 -4.769 -4.282 0.208 -4.633 -4.251 3.406 -3.986 -0.803 0.074 -3.948 -1.555 -3.695
+ ML 262 260 6 265 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 263 260 6 265 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 264 260 6 265 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 265 265 5 265 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 266 266 6 266 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 81 ]
+ MP 267 266 6 271 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -3.692 -3.788 -3.834 0.701 -2.827 -4.438 2.709 -3.883 -4.133 0.828 -4.001 -1.023 1.993 -3.912 -0.331 -2.897
+ ML 268 266 6 271 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 269 266 6 271 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 270 266 6 271 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 271 271 5 271 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 272 272 6 272 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 82 ]
+ MP 273 272 6 277 4 -6.633 -6.840 -0.066 -5.254 -3.281 -3.294 -3.681 0.621 -2.779 -4.393 1.412 -3.533 -3.537 0.694 -3.780 -0.732 1.107 -3.479 2.692 -2.678
+ ML 274 272 6 277 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 275 272 6 277 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 276 272 6 277 4 -4.568 -4.250 -2.265 -0.520
+ IL 277 277 5 277 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 278 278 6 278 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 83 ]
+ ML 279 278 6 281 3 -7.674 -0.025 -6.328 -0.611 1.229 -1.442 -0.660
+ D 280 278 6 281 3 -6.174 -1.687 -0.566
+ IL 281 281 3 281 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 84 ]
+ ML 282 281 3 284 3 -7.674 -0.025 -6.328 -0.611 1.229 -1.442 -0.660
+ D 283 281 3 284 3 -6.174 -1.687 -0.566
+ IL 284 284 3 284 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 85 ]
+ ML 285 284 3 287 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 286 284 3 287 3 -5.620 -0.734 -1.403
+ IL 287 287 3 287 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 86 ]
+ MR 288 287 3 290 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 289 287 3 290 3 -6.390 -1.568 -0.620
+ IR 290 290 3 290 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 87 ]
+ MR 291 290 3 293 3 -8.085 -0.023 -6.403 -0.611 1.229 -1.442 -0.660
+ D 292 290 3 293 3 -6.390 -1.568 -0.620
+ IR 293 293 3 293 3 -1.925 -0.554 -4.164 0.000 0.000 0.000 0.000
+ [ MATR 88 ]
+ MR 294 293 3 296 5 -6.844 -0.047 -6.659 -6.871 -7.763 -0.567 -1.149 -1.351 1.312
+ D 295 293 3 296 5 -5.352 -0.707 -2.978 -4.409 -2.404
+ IR 296 296 3 296 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 89 ]
+ MP 297 296 3 301 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -3.887 -3.180 -4.187 0.805 -3.662 -4.721 0.586 -3.695 -3.816 1.155 -3.823 2.942 0.603 -3.799 -0.853 -2.982
+ ML 298 296 3 301 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 299 296 3 301 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 300 296 3 301 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 301 301 5 301 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 302 302 6 302 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 90 ]
+ MP 303 302 6 307 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 304 302 6 307 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 305 302 6 307 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 306 302 6 307 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 307 307 5 307 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 308 308 6 308 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 91 ]
+ MP 309 308 6 313 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 310 308 6 313 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 311 308 6 313 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 312 308 6 313 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 313 313 5 313 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 314 314 6 314 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 92 ]
+ MP 315 314 6 319 4 -6.633 -6.840 -0.066 -5.254 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 316 314 6 319 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 317 314 6 319 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 318 314 6 319 4 -4.568 -4.250 -2.265 -0.520
+ IL 319 319 5 319 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 320 320 6 320 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 93 ]
+ ML 321 320 6 323 3 -7.674 -0.025 -6.328 -0.567 -1.149 -1.351 1.312
+ D 322 320 6 323 3 -6.174 -1.687 -0.566
+ IL 323 323 3 323 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 94 ]
+ ML 324 323 3 326 3 -7.674 -0.025 -6.328 -0.611 1.229 -1.442 -0.660
+ D 325 323 3 326 3 -6.174 -1.687 -0.566
+ IL 326 326 3 326 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 95 ]
+ ML 327 326 3 329 5 -6.844 -0.047 -6.659 -6.871 -7.763 -0.567 -1.149 -1.351 1.312
+ D 328 326 3 329 5 -4.959 -0.803 -4.221 -2.596 -2.508
+ IL 329 329 3 329 5 -2.408 -0.496 -4.087 -5.920 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 96 ]
+ MP 330 329 3 334 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 331 329 3 334 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 332 329 3 334 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 333 329 3 334 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 334 334 5 334 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 335 335 6 335 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 97 ]
+ MP 336 335 6 340 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.493 -4.365 -4.040 0.172 -3.308 -4.665 3.340 -4.228 -4.969 0.307 -4.076 -1.459 0.941 -4.731 -0.597 -3.527
+ ML 337 335 6 340 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 338 335 6 340 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 339 335 6 340 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 340 340 5 340 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 341 341 6 341 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 98 ]
+ MP 342 341 6 346 6 -8.995 -8.934 -0.023 -7.711 -7.991 -8.386 -4.603 -3.285 -5.138 0.784 -4.769 -4.282 0.208 -4.633 -4.251 3.406 -3.986 -0.803 0.074 -3.948 -1.555 -3.695
+ ML 343 341 6 346 6 -6.250 -6.596 -1.310 -1.005 -6.446 -3.975 0.660 -0.612 -0.293 -0.076
+ MR 344 341 6 346 6 -6.988 -5.717 -1.625 -5.695 -0.829 -3.908 0.660 -0.612 -0.293 -0.076
+ D 345 341 6 346 6 -9.049 -7.747 -3.544 -4.226 -4.244 -0.319
+ IL 346 346 5 346 6 -2.579 -2.842 -0.760 -4.497 -5.274 -4.934 0.000 0.000 0.000 0.000
+ IR 347 347 6 347 5 -2.408 -0.496 -5.920 -4.087 -5.193 0.000 0.000 0.000 0.000
+ [ MATP 99 ]
+ MP 348 347 6 352 4 -6.633 -6.840 -0.066 -5.254 -4.603 -3.285 -5.138 0.784 -4.769 -4.282 0.208 -4.633 -4.251 3.406 -3.986 -0.803 0.074 -3.948 -1.555 -3.695
+ ML 349 347 6 352 4 -3.758 -3.940 -0.507 -2.670 0.660 -0.612 -0.293 -0.076
+ MR 350 347 6 352 4 -4.809 -3.838 -1.706 -0.766 0.660 -0.612 -0.293 -0.076
+ D 351 347 6 352 4 -4.568 -4.250 -2.265 -0.520
+ IL 352 352 5 352 4 -1.686 -2.369 -1.117 -4.855 0.000 0.000 0.000 0.000
+ IR 353 353 6 353 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 100 ]
+ ML 354 353 6 356 3 -7.674 -0.025 -6.328 -0.769 -1.769 1.418 -1.161
+ D 355 353 6 356 3 -6.174 -1.687 -0.566
+ IL 356 356 3 356 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 101 ]
+ ML 357 356 3 359 3 -7.674 -0.025 -6.328 -0.769 -1.769 1.418 -1.161
+ D 358 356 3 359 3 -6.174 -1.687 -0.566
+ IL 359 359 3 359 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 102 ]
+ ML 360 359 3 362 3 -7.674 -0.025 -6.328 1.594 -1.858 -1.725 -1.308
+ D 361 359 3 362 3 -6.174 -1.687 -0.566
+ IL 362 362 3 362 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 103 ]
+ ML 363 362 3 365 3 -7.674 -0.025 -6.328 1.594 -1.858 -1.725 -1.308
+ D 364 362 3 365 3 -6.174 -1.687 -0.566
+ IL 365 365 3 365 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 104 ]
+ ML 366 365 3 368 3 -7.674 -0.025 -6.328 -0.567 -1.149 -1.351 1.312
+ D 367 365 3 368 3 -6.174 -1.687 -0.566
+ IL 368 368 3 368 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 105 ]
+ ML 369 368 3 371 3 -7.674 -0.025 -6.328 -0.611 1.229 -1.442 -0.660
+ D 370 368 3 371 3 -6.174 -1.687 -0.566
+ IL 371 371 3 371 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 106 ]
+ ML 372 371 3 374 3 -7.674 -0.025 -6.328 -0.769 -1.769 1.418 -1.161
+ D 373 371 3 374 3 -6.174 -1.687 -0.566
+ IL 374 374 3 374 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 107 ]
+ ML 375 374 3 377 3 -7.674 -0.025 -6.328 -0.567 -1.149 -1.351 1.312
+ D 376 374 3 377 3 -6.174 -1.687 -0.566
+ IL 377 377 3 377 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 108 ]
+ ML 378 377 3 380 3 -7.674 -0.025 -6.328 -0.769 -1.769 1.418 -1.161
+ D 379 377 3 380 3 -6.174 -1.687 -0.566
+ IL 380 380 3 380 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 109 ]
+ ML 381 380 3 383 3 -7.674 -0.025 -6.328 1.594 -1.858 -1.725 -1.308
+ D 382 380 3 383 3 -6.174 -1.687 -0.566
+ IL 383 383 3 383 3 -1.442 -0.798 -4.142 0.000 0.000 0.000 0.000
+ [ MATL 110 ]
+ ML 384 383 3 386 2 * 0.000 1.594 -1.858 -1.725 -1.308
+ D 385 383 3 386 2 * 0.000
+ IL 386 386 3 386 2 -1.823 -0.479 0.000 0.000 0.000 0.000
+ [ END 111 ]
+ E 387 386 3 -1 0
+//
diff --git a/tutorial/toalign.1.fa b/tutorial/toalign.1.fa
new file mode 100644
index 0000000..d4e97f9
--- /dev/null
+++ b/tutorial/toalign.1.fa
@@ -0,0 +1,3 @@
+>tRNA6
+GUCCCGCUGGUGUAAUGGAUAGCAUACGAUCCUUCUAAGUUUGCGGUCCU
+GGUUCGAUCCCAGGGCGGGAUA
diff --git a/tutorial/toalign.1trunc.fa b/tutorial/toalign.1trunc.fa
new file mode 100644
index 0000000..b5c3fb2
--- /dev/null
+++ b/tutorial/toalign.1trunc.fa
@@ -0,0 +1,3 @@
+>tRNA6-trunc
+AGCAUACGAUCCUUCUAAGUUUGCGGUCCUGGUUC
+
diff --git a/tutorial/toalign.3.fa b/tutorial/toalign.3.fa
new file mode 100644
index 0000000..bc8da6c
--- /dev/null
+++ b/tutorial/toalign.3.fa
@@ -0,0 +1,9 @@
+>tRNA6
+GUCCCGCUGGUGUAAUGGAUAGCAUACGAUCCUUCUAAGUUUGCGGUCCU
+GGUUCGAUCCCAGGGCGGGAUA
+>tRNA7
+ACUUUUAAAGGAUAGUAGUUUAUCCGUUGGUCUUAGGAACCAAAAAAUUG
+GUGCAACUCCAAAUAAAAGUA
+>tRNA8
+GCGGAUUUAGCUCAGUUGGGAGAGCGCCAGACGAGGUCCU
+GUGUUCGAUCCACAGAAUUCGCA
diff --git a/tutorial/tosearch.300Kb.db b/tutorial/tosearch.300Kb.db
new file mode 100644
index 0000000..0783dcd
--- /dev/null
+++ b/tutorial/tosearch.300Kb.db
@@ -0,0 +1,5001 @@
+>example
+GTCCGCTCCGTCTATCAATACCGTTCGATTCGCTACCTTCGATGATTTTCGTACAGTCTG
+CCACTAGGAAGGCCTCAGTACGCCATGTCAGTTCTCCCCCGCGGATTTAGCTCAGTTGGG
+AGAGCGCCAGACTGAAGATCTGGAGGTCCTGTGTTCGATCCACAGAATTCGCACGCCTGT
+CTCTTCAGTTGTGAGTTATAGCGACCTGACCTCCCATGCATTCCGCCGGGCTATATGTGC
+CCCGAACCTGCATCGATCTTAGAGGTGGCGAACTGACGTGCATTTCACATCCTCAGCTGA
+AAGAAGGAGCCGCCCACATACGACGTTGTAATGCGGACTTATCGAGTTACCCTTTCAGCG
+CGATACCTGTTAGCATTCTTACAGGGGGTTGGGGGGTGCGAACTACGAAAAACCGGTTGA
+CTTAACGGCGTCGTCTCCTCCCCTCTTTCACTCTTGAATGCTCTAGCCGGAGTCTGCACT
+GTGCCGTTACCGAGTTAGATAGACTGGCCATCCTGTTATGAGCGATGCTATGCGTAGCCA
+CAACCAGCTCGTTTGGTCTTTTGTGGCCTCGAGTTCACGTGGTTTAAAATGCCATGATCC
+ACAGGTGGACACTAATGTACGTGCTGTCGTTTCCAATAATCGGCTCACAGGAAAAATGGA
+TGCACGGTGAGACGCGCAAGCTAGCCGCAGAAGTCCAGCCGCGCTTTGTCCTCTTCGCAC
+ATGCAAGGTTATTATCCTAGACACCGAAGAACATTTTGACCTAAGCTTGTCTCGTCCCGA
+GTCATACCTGTCCACCTCCTCACGCGCGGCCCTATTTGGGGATCCATACACGAGCTACAA
+AGCACAGTGAATAAACTTCTGTTTAGGTGTGCAGCAACCTCCAAGCTCTATGTCAGAGAA
+AGGACTAGAGAAGTGTAGATTCGTATTATTGCCATAACGAGGTAAACGCTACGCACCTGG
+TTAAGAGGGACGGAGAAAAACTAGCAGATTTCGATTTTTCAGCTTCTATGCTATCGTGTA
+AGCAACACATATGCGATTAGGTACAGCTCGACTACCTAGTCAGGTACTCAATGCATGCAT
+GCGTGTTGTTTGACGCAGCCTGCCTTGCACCTTATCTGGTTCGTCTCACGTGGTCTGACG
+CCGGACCAGGCAACCCTCCGACCTTGTTATAGGGTACAAGTAGGGCAATGGGACGCTCTG
+GTATTTGCGGTTTTTGGGTTTAGAAAGCACATGACAATTCACGCATTATCTCGGAGTCTA
+GGCCAAACAATACCGCCGGTAAAAGAGATCATATTTGTCTAAGAAAGTCTGGAGTAGCAC
+CGCCGTGAGTATTAAAGGACGGCGACATATACATTCTACCCTCGAGAAGCTTCCGGACCG
+TTAACGTCGTGTTGGATATCAGAGCACGGACGTACGCGTCAATGGACTGTCTCCGTATGG
+GCACGATGCACTGATCGAAGGCGGAACAGTCCGTGCTAGGGCACAGAAGCCATCTTGACG
+GACCGTTCAAAGAGCGGTGAGCTCCCCTGATGCAGGGCTTGAGCGTACCTACTCAGAATC
+CGATCGCGCCCACTACGTTACCACTGAACCTCGGGCCACGAGATAATAGATCCGTCCGCT
+TTGCAATAGGCGGATACAGTTATCACCGGAACGCCCAGACGTCTTAGGGAATAGGCCACA
+AGGAACGACAATGATAGTGATTATGTGGAAGCCAAAGGAACCTATCTGTTAAGACGAGGC
+CTGTAAACGGACTAGGCACCTGTACTGTGCCTGACCACTGCCGAGTACCGAAGCTCCCCG
+CAGCTTGGCGCGAATATTGTGCAGTCGAAGCAATGGTAACTTACGAGTCCTCTGCTAAGC
+CGCGCTTCTCTGGCGGAAAACAAGAATATCGGGGGGTAACCTCATCTGTACTTCGCCCTG
+AAGTTACGCCTGATCTCCGCACTATCATCCCAAGGCGCGCAAAGTCACCTGCCCTCGTGG
+GTGTTATACCTGCTGGAAATAAGAGTGTAACAAATACTGCACGGGGGTCCTAGTGGTATA
+GACTGGGAGTAGTCCACTCGGACTCCAACCGGGTAATTGCGGATCAGTGAAGGCCCGGTA
+CTAGTGAAAAGATGCTGACGAGTGCTGACATTAGAACAGACAGCAGCTGGTCTTGATCCT
+TTCCCGCGAAGATATCGTTGTGAATTTTCCACAGAAGGGGACAATAAGAATATATCAGCA
+CGACGTATTGACATGCGTCAGGACATAGCAATCTGCAAGGGGGGATTAGTTACCTAAAAC
+CATCCTCCCATGAATCCGCCGATCAGTACTCGATCAGCTTAGACCTTTGGGCTCTGTCGC
+TGACATGGAAATTTCAAGCGGCCGCGTTCACCACCCCTTGCTATGCGCAGAACTTAAAGA
+TTAACCAAGTTCTGAATAAGTAAACTGGGGCGTGGGTTCAGGCAAGCCACACTCCGTGCT
+TGGACTGATCCAGCTTATAAGGCCTTATCCCCGAATCCAGGTACAACCACGCAAATTGGT
+AACCGAAATCCCTGCTCGCGTCCTTGTCCGGTGACCCTTTTAAATAACAACTTACTGTGG
+CGTTGAATCGTTCCCAGAGATACGGACCTGAACTCGCATGACTCCAACATGGAAAGAGGA
+TTACAAAGCTTATGACGACGGGCAAGGGTAACGTATATTTGACCGTACGCCGACTCCGTG
+GTACTTCCTAATTGTTGAGGATAGGGTGGACAGCGCGTAGATATTAAGGTTAGTCATCGC
+TTAGAGGAGACAGGCTAGCGTCCCGCGCCCGCGAGCAATAGTGTGCCACGCTCCTTTGCG
+TTTACCCAAAGTTGGAGAAGAAGTTAAGGGTGCCATGTTTGATAAAGGCCACTCTACCCT
+ACTTCAGCTAGAGGGCGCGGGCTGCATAGGTACCAGTGAACCACACCGTTGTTCCGCCAG
+TGTATCACAGTTTAAAGTGAGACCGTCGCCGTACGCACGGTGCCACGAGTGATGGGACGT
+CCGTGGAACTCATAAGATACCACGTATGTAAACAACCCCCCTATCGGTAGAGGGTGGAGT
+GATGTGACCGTAGAGCGAGAGACGCATATGCCACCAACATACAGTAGACGCAGTGGACAC
+GATAGAAAAAGCACGTTCTGGAATACAGAGCTACCTAGCGTAATAGGAGTAGTAGAGACG
+ATTCGTCGTTTCTGAAACAACATGCCTCAGATAGACACTATCGATCTGTCGATGTCCAAA
+TGATAATCTACAGGCCCTACGTCGCAATTCCTTAATATTAAACATGGATGTAACGGCGGC
+TTACGCATTAGAGTATCCTAGTGATCGCATGACCGACCGGTGCGATAAATAAGGAGGCTA
+AATTATACATCGCTAAAGTAGTCGCCCTAAGTTAGCTCGGTATAACCCCCATGTCTTACT
+AGTGTCTGGGCGAGATAGACGATTAGGAATCGTTACCCGGGTGTTCCAGCAGTGTCATAG
+CGACGGGAGTCTTCTGCAGCTGACACAGACACCAACGTATCCGACGCCTATTTATATACT
+TACTGTGACTGGCTCTTTTATTATGATCTGCTTGGGGGTACGCGTCATTCATGTCAGAAG
+TAGTGGGGTCTCACGAAACTCGGCACCTATAGTACTGCAGAAAATAACGGAGTGATCAGA
+TAAACTAGGAGCGTGTACTTTGGTGGTTTTGTCTCCGCATGCTTGGGTTCGATAGTACTA
+CAAGCCGGACATGCACTACTTACGGAAACTCAATGCTGATTGCGGGGGGGCCCAGTAACT
+CGATTGCCTCTAAATTATTCCCGTCAATTGCGTGCTTGGGTTGAACTAAACGAAAATAGA
+TTGGTGCAGAAATCTGTCCTGCCTGACCTTTTGACTGTTGAACGAGGCGCCTTAACTCCC
+GAGTTCTCGATGGGGTGGGGGCCCGAATGAAATCCTTAACTATACCTGACCCTACAGCAT
+TGTTTAGTATAATGAGCGGGCACAATGAACCCTGTTTAAGTACATCCAGGTTTGTAAACC
+GCCAGTCAGAGTATCTAAGACCTATAAGGAGGGAGTCACAAGGTAGATGCTTCGTCTTGA
+GAAATGTCTCTTCAGTACTCTAACAGTGGACTGAGATTCTATGCACGCGCGACCAGGACG
+GTTATGCTGGAACACTTCAAAGTTCTCACTATTGTGTTCCTTCGCTGATGCCGCACTTAA
+CATTTTGGCGGTACCGGATAGTTCCGTCGCACGTTGCCTTATTTTAGTAGTCTGGTCTCT
+ATCTTCGCGCAGACGAAGAAGGGGGATCTTCGTAATGGGCCGTTGACTTGGCTAAGTAGG
+TAGACAGGTACACTAACACGATGCGACTGGACACATAAATCTGCGTTACTCTGCAGAATC
+GTTAACTGGGGTATGTGACCCGTCAGCCAGGAGCATTGGATAAAGAGATGGAATGTTCAC
+TGGCCTTTTAAGACCGGTCCGGAAGGTGGTAGTGCGGCAGGTAAGCCCCATAAAAAGGTG
+TGCAAATCGGTCATAAGTCATATCGTCATATCTGGTTCCTCTGCGCCACCAGGACATTTT
+CTTGGTGTCGTAACCGCGGTGCATCTACCTACGAAAGGCTTAGGCCGTATTGGTGACGCC
+AGTTTTTACTCCTGCTACTCGATTGTGCCTTGACCAGGTCGCCGTACCCTCCCGTGGCTG
+TGTAGAAGCGGAGCTGTCAACCATCAGCAGTTATTTACTAGATACAATCTGACCGTGGAC
+ATGGCCTCATACATTTACTAATACGATTTACTCTCCAGTTAGCCGTTGATTAGTTAACAG
+CGCCTAGATATGTTAAACGCCTGCTCGTTTACCCCGGACGAAATACATGTACGCGTTCTA
+ATATTCATTATGATTGGACAGTACTCTTAATTAACAGAAATGTTTGAGAACGATGTCTGA
+ACCATGGGTTATCAAATTGGGCCACGCTGCGATTGTTAGCTACCTGGGTTAAGTGGTGTG
+GCCTTCGAGCAGGGTCACTGTCAGAAAGCCCTATGGAGCGTCTTCAGCGCTGGCCATAAG
+CCACCCATCGAGGGTGTGATTTACTCTGGGTGAACACATGCCAGCTACTTAGAATTCTTT
+CTTGCCCCTCGGCTGGAAAGGTGAATTTCTTTGGGCCAGGCGTGACCCGGGCAACTTTAG
+GGATTACGTAGATATCATTGAAGACTGCGGCGGTTACAGCAAAAACTCTATAAACTCAAC
+AATCCGTTACTCGCCTATAATGAGCTGACACGGCTAAGACCCTAAGCCTGGAGTGGTGGT
+AGAGGTCTTCCATGATGGGAATCGGAAGCCCCTTTCGGAAGTGCCATGGTGTCGCCATTA
+TGGGACTATGTCCGGCCTTATCCATAGGCACTTTCAGCGACCGGACGTGGTCATTATTTG
+CTCTGACCTGAAAAGGCAATTGCCCTAGGGCCAGCTTGGGCAGAGCGCGCTATAACCGTG
+ATCAACTGTGCGGCTGGACGTTTGGACTTGACTCCCTCAAGTCGTGGGTCCCCTCTACAG
+CTTGAACTCGAAGACGTCATTGTAGTCGTTGCAAGCCCGTTTAAGGCATACGTTCGGAGC
+CAATTCCGACAAAAGATGAGGCAGGCGTCACTCTGAGTATTCTCTCGTCCGCGGTGGTAA
+GTCGTGGGTGGAAGATCACGCCGACTCTATACTGACAAAACGAATAAAGCTTGCTTACGG
+TTCCAGCCACCGCTGCTCAACACATATCATAATGATCATGAGTGTGCCCCCACAAGTGCT
+CAGCGGTCTGTTAGTAGTTCCGGCAGAGAGTCCTGGATAATACCTACGCCGCGTTTGCCT
+TGTATATACCTACCCTAGCGAGTCCTACGATCCAAGCCAGCGGGGCATTGCTCTATGTGC
+CCTTTCTGCATTAGGTCAATAAAGCCTTCAAGCCTACGGGTGACATGAATAGTATGCCGG
+TTTGAGCCTGAGCACGTAGGCGTACTTTACAATCAAGCTTAGGTGCCAAACACACCAAAG
+GGCATGACAACGTCAGGTCGTACGAACCTTTTACTAAACGGCTGTGCCCTGAATCTCATA
+TGCCCTGTCCGCTGTGTCGTCAAATGCGTACATCTTCTAAGATACCTGACGTATAAGATC
+TTGCTCACAGTTGGGTAGTAGGAGGGATACAATTCTTGATTATACCAGCTTATGGTCCGC
+TGAGCTTCCGTATGTTCGTGAGAACAGGGTCCAAAGTTTGTTAGCGGTGGAACGTCCTTT
+AAAGAGATGCTTGTCTCGTATCACTTGATTTTACACTTCTTCCCCAATTTAAGTCTTACT
+GTCCGGTCTAATTAAGCGGAAGTCTAGCGCAAAGGCATGTATATGTAATCGTAGCAGCTC
+CGATGGACGGAGAACGTGGCGCCCCATTAGAGCCCAAGCTTGACGTCATGCTACAGCGCG
+CGGATAGGCGACTAAGCAGACGAGCCTGCGTCTACTTCGGTTAGCCTAGCCAGCGATAGA
+CCTATATCAACTCCGCTGTGGTAGCTCGAACCTGCAATATATTGTTGTCCGGCACTACCC
+CCCTGGATATGCGTTGTCATTCCCTTGCTTAAACACTTGTTTTTCGAGAGACATGTAGCC
+TAAGCTACGAGATACAGCTCAGTTGAGCGTACAATAGACGATAATCCCCCATTGCACAGC
+CAGTACTGCGGATCGGCCCACAGATGTTGGGATTGGTGCGGTTCAGTTCATATCAGTGAC
+CATCGCTACTTCCTATCGCACCGAGTGCCTAATACTTCGAAGGGCATACATTTAGCTACA
+TAAGGAAATTGTCAAGAGTTTTTCGCTGCGACGTTCCACTTAATTACGAGCGCACTGCCG
+CAATTAGCTGTCGTCTCAGGCCAGTCCTGCAGAACTACGTGCGAAAGACCATTGCCCTAA
+TATTGAGGCAGTTACTATCACGACGGACTGTAAACAATAAAGTCATACTTTTACTGTCCG
+AGACCACTAGAATGGTGACGGCAACAAAACACTGTTCAAGGTAGTAGAACTACCGTGCAT
+ATGCGTGCAAGACTGCTGTCTATTTGCGGTTGCGACCAACACGGCTCTATAGGTCGTTCG
+GAAGCTCTCGACTCGCTTATCCGGGGTAAAACAGCCCAATTCGCGGGGGTCCCCTAAAGG
+CCCATTTTTAGCGCTGAAATGAGTGATTGCCACCTCCAAAATGTGGTCTTGACGTACTGT
+CCCTAAAATGCGCGAGAGGTACGCGACATTCGTGCGTCTGAGCAGTTAGACACGGGGTTG
+ATATTGGCGCCCAGCTATTGCCGGACCTTAGTACTGTGCACCGCTGGCCGCACGGGCGAA
+GGACGAAACGGGCGAACCCACGCTGGGCTCTTACTCGTTTGTCTCTGTCAACTTTACTGG
+GAAACTATGGAAGGTAACATTATACTGCAATTAATGGATGTAAATGACCCTACCGGTAAT
+CGGCACGGAAAGTGGAGTGTTCTAAGACAACGTTCGGGTGTATGTATCGTGGACCGCCGA
+ACTTAAATTAGACATAGGCTATAGCAAATAGCGTAAGCGTAGTGTATGATGTTTATGTGT
+TGCTAATGGGTTGAAGTACCGCGGGGTAACTGAGTACTAGCTCGCGCGATTCATCACGTA
+TTTGCCCACTTCACCATAGACTCGAACGACCCGAATGGGTGTGAGCACCGGTGGCCCGAA
+AGTACAGTGTGAATAGCGTACGTTACCTTGGTCTTCGGGCTTCACTATAGCCCTATTCCG
+CGGCGGGGACCAGCGGTGTTTGAATCAGGACGATCAACGAGTCAATTTGCAGTTTGGCCA
+CCTAGCCTGGTATCCGCGCCGACTACGCCGCCACGTAATGAAAATTGTGTTCTGGTGGCT
+CTTAAAACGGAGCTGGCTACCCCGGGTGACGTAATTAATCTGGCTTGGGGGCCTCCCTGG
+CCGGTTTGGCGAATGTCGAGCGGGTACCCGTACTCAGGAAGCACCACAGTAAAATTATGC
+CTGGTTTACTGAAGGTCCCACGCTACCTAAAACCACGTCTCGTACTTGGTCTGCTCGTGC
+GCACCCATACTACCGTGGCAGGGTGGGTTTAGACATGACCCGCGCTTTCTGACTCCCTAC
+GGAGATAAGCGATTGGCCTGTAACGAAATTGAATTCAAACGATAGGAACTCACAGATTGG
+GGGGGATCATCGTGAAAGCCGGTTTTACGCCGCTCCCCAACTAATATAAGCTGAATCGGG
+GTCTTTGCAGCCGAGAGGGGTTTTTTCCAGGGGCCATGGTGGGGTAGTAGTGAGCAATAC
+GCAGATCCGGCAAATAAGCAGAGGCTTCCAGCGGCAGTATGTCCGCCCTCTGCTAAGTGG
+TTGTGGCAAGTAACATGTCATAGATGTGTGGTGCTCTTGTGTATTGAATGGTGACCGGTC
+AATCCTACGGTATCATTCTAGTTGCGCCCTGCTTGTGATGGTGCGACTCTCGTCGTTCTG
+AATGTAATTAGTTTCCAGGCGAGTTGTGGCCTTCACTCTTCCTGCGTTCCAACGCCCACT
+TTGTACCCAGCCATAACGGCAAGCAGCCCTGCTTGGTTTTGTTGGTGAAGTGTCGACGGT
+TGCGGATCTGTCACAACTCTGCTGACGGTAAAGATCTCTATTACTCAAATACTGTTATAA
+ACGGCTCAGGCTACGTACGGTAGAGTCTGCGCTGCAATAATCTACACGTGACGTATTGCC
+TCGGGGCTCGCCAGTATCGGGCTTAAAAGCCGTTGTGCAGCATACCATCACGTTCCTCGC
+CAACGAGTGGTTGTGCGGTCTAACAAAACCATCTTCCTCCCATTTTTGTAGATTCTGATA
+GATTAGCTTCATGTAAATCGTGTTGTTACCGCCCGATTCATCCTCACAGCAGCTGCTACA
+TAAGTCCATAGAGAAAGGCCTCCAGCGACTAAAGTCTCAGTCGGTATCGCCCCGGAGAAA
+AGTTTCGACGACTTATAGCCACTGATACGCAGCCTATAGATCCCCCCGATGGGCCCTTTT
+TTCTCGGTAAAGGTTGCCCCCTGTTATACATTGCTCGGCTTTGAGACCGAAAAACTGTAA
+AAAATCCGGTTCAGAACACTGAAATTAGGAGTCCAAATGAGCGTAACGCATGACTTTTAA
+GGGGGTGGGACGTGGGTTCATATCATGCCAGCAGATACGTGCCCCTGGTCATTCCGGTGA
+TCAATAGAGGGCAAACCTTATTTGCAGCCGAGAGAAAACCTTTCGAGAGTCGTTGAATTC
+TAGCGGCTCTCAGGGATATCTCCTCTCGTTGCACGGCTGTGTTCCGCGTTATTGCAGTGC
+GTATTGGTCATGTTCACTCCGACAGTGGAGCCTAGCTATTCCCCGTCGGCCCTGATCACG
+ACACGTAAACAAGTAGTATACCAGACCCTTCAGCCGTCCTGATCGTGCGGAGACTTATGA
+TATCTCCCTATGGCATCGAGTGTCTACCCCTATAGCCACTCTCGGAGTGGGCTATGGTGC
+CGAACTCTCGGCATCCCATCATTCTATGATGCAAAAGCGGCCCTGATTCGCCTCGATGAC
+TCCGAACCGTCAGGACAAATACAATCCCGGGGAGCATCCGTCTTGGCGGGTGCCCCACGT
+GTCCCGCCGCACGCGAGATTACCAAGGCTTGCGGAAAGTCTTTTCACGGAGCCGCGATTG
+CCGTATATACACAGTCGAAAACTAGTAAAGCACAACATCAAGTCAATGGGTTGATGCTCG
+ACCCGCCATGGCGGACACTGGGATTAATCCTCTCGACTGTAGTGCGCAATTACGTTGCTT
+CCCTGTGGATTCGTGTTATGATATCATTCCCCGTAGCTGGTACAACGCGGGTGTACACCT
+GCATAATTTTTTAGTGCAGCGGTACTCCTTAAATGTGACCTCTATCATAAAGGATTGCCC
+GCCCCAGCTCATTCGATTTAAGTCACAGCCGGAGATGACTGTGCTACACACATAGCTGGT
+TCAAAGGTACAACGCATGGCAGTCTTCGAGTGCACCGGGCCCGAACTCTAGTGCATTGTC
+TTGTTTTAGCTAGCAGGGGCGAGGTCACGGGCAGCCTAGCACAAACAACAAGAACTCAAA
+TTCAACCAAGGCCCCTCCGAGTTAGGCAAAGCGTTCGGCCCCTGGAGTGACTGTTCTTAA
+CGCATATCAGACTCGAATTAGCGTCAAAGGTGACTAAAGGTACAAGAGTTACAATCCGAA
+TCTAGTGGAAAATGCTTAAATGATACGGGGGGTGTGTGAGCTTTGGACCACCACGGCTTC
+CAGCGGCTCCACAAATGCATTAGAGACGACCGCTGATACTCGATGTCTCTGGTCTGGACG
+GACACAGCAATCGCAGTGCGAAAGGTCAACACTGGACGTAGCAAGCCCGATTCTTCAGGA
+CCTGACGCCGTTGCGGCGTCTTCTGCGTCATATCTAAGGTGGATACCGAGAAAGTTTGAA
+GTCCGAATGCCCTCAAAGGCGACACTTACGTTGGTGGCTTAACTCCGTGGTTCATCCGCA
+ATGATTTAGGGAGTGTTCCGATTCCGGCATGGTGACACCTGGGCCACATAATTTTAACTA
+TGTCCTTTCGCAAAATTATCGCTATCTCGTCGTAAACCAGACCTGAGGGATAAGCAGTCA
+GTGGATTAAGCATGCGGAGTACCCTAGCGTCGGTTCGGAAGTAGATGGTACCGATACAAA
+CGTACTTGACTGATGTGCTATTCACTAGGAGTAATCTCCCTGAAGGAGCCACTACACGGG
+GCCGTATTGGCCATACACGAAATAAGTATCATATCATTGAGCGCTCGGCCACAGTGCGCC
+CAAGCTTTCGCATGGACCGCCCTATCGATATGTCGTCCTGTATCACCTAGACTTGTGTGC
+TAGCATGTCCCTCGAAAAGCGGACGACTGCTATCCTTGGTGTAGGACTCGACGTATCCCG
+TTATGCATTCAAGACCACATTCATCGTGCCTTTATAGGTATATCATAGTACCAAGTCGCA
+CCGCATACTGACCAGTATGACATGAACCCTAGTGCAAAGCATGCAGCAGCCACTACTGCA
+AAATAAGTACCCGTCCGGCGTGTTAGAGCGGGGAGGTACCCCGTTGTGACATTCTCGGCT
+GGCCCCCAGTGCCAACCCTTGAGTGACCGGTCATTAACTTCCTCTCGTCGTAAGAGCCCG
+GTTACCTAGTTTCTGATTACTCCGTAGCCCTAATACAGATCTGAACGGCTCATGGCGACC
+TCACTACGCCCGCCTGCGTTTCAGTCTTAGCCTTAGAAATACCTGCGCAGATCCTGCTCG
+GGGACGTTCTTCAGGAAACCGGTTAGAGGGTCCTTTTGATACGGACATAAAGCAAGCTAA
+TTGTCATCGCGCTTCGATGTATACCCGAATGGTCGCCTTTTCACACGCCGAACAGAACCT
+GGAAGTATGCATCTGGCAGCACATACACCGGGAATACTTTCGTTAAGCAACCCCGACGAT
+ATGATGCCACGGGCCGAGTCCTGAGCGGGGAGTATCTAATTGGGGACGGTCGATGAGGTG
+AGTGACCACACATTTATGTGCAGTCCGGCTTAGGAGGCGAACACGACTACTAAAGGGTAC
+CTCAGGGTAACGGTGGCCGGGGTTTATACCCTCCAAACTTTTTCCCGTTCGATACACGCG
+TGTTCGATCAGTACTCCCTTGATTTGATTCAAGAACCGTCGTAACGTCTTTGCTATAACC
+TTTCGCATTCTATAGAATGGAGGAGGACAGCGTGACCGCCGACAGGATGGTCAGTCGCCA
+TTAATTGCACCCCGATCTCAGTGATACACTAACATTGGTCCTAGCCAGTCCTGGGACTCA
+GCCAAACAGGCATTTATGACCTCAACTGTTCCTTCCGTCCTTCAACGTATGAGTGCGTCG
+ATAGGGTAACAGACTGTTGTATCAAGGAGGTTCTAAACTGTGTTCCAGGCCATTGCACCC
+CCAAGCACGTTGATAAAAATTTTAATGTAACTCTCCATAGTCAGTTCATAATTTAGACAG
+TATCCTACCGGCCCTTACGGACTGGCCCGGCCGCCACCGGGTCAGTTTGCTTCCAGTATG
+AACAAGCTATGGCACGTGGCGCATACGTGTTGCCAGCGTCGTAGGTTTGGAAGTAGCCGC
+TCTTCAGTTGGTGTCGATAGGAGTCGGGCTAACTAGGCTGCCGCCCTGTAATTCCAAGCC
+AAGCACGGTTAGGTGAGCAAGTATATACGTAAGCCTCGGGTGGTGTAGGTCAACGTAAAG
+GTCCAACCTCCCGGCTTATGGGACTTTAAGACTGGCCAAGTCACCTTCTATCACGCAGCT
+TAATATACTAATAAATAACTCTTACCATAAGAAGATCTCGAGCGTTTCGCTATATCTTCG
+GGCTGGGGGTAATACGGATGCGTATAACGAAAAGACTCCGTGGACAGGCCCTAGGCCGAG
+CTAAGAATTTGAGCGAGGCGCGGCAGCCTCGTCATTCGGATTGATACGGAGTCTTTTTCA
+CGCCTGTTCTAGCTGCCTAAACTACACAACGTCGGGCTCACGTGGCGATAAGGTTTACCA
+ATCGGCGATGGGAGAACCACCATGAGCGTGTGAGTTCGAAGACCGTACCATCGGTAATAA
+CATCAGGCCTGTGGTGGTAAAGTCCCCCACCAGATTAGGTCTCCGACTTCGGTACTGTTG
+AGAATGGAGTGTAACCGCTACGACGACGCGTTGCGACACTGTGCTTACAGGAGATGACAA
+AAATCTCAATATCAGTTGAGCCTCATACCTGACCTATCTGCGACGGACAGTGACTACGGA
+GGTCCTTCCCATGTGTCTCCTCGAGCGGGAACTGGGGTATGAAAGGGGAAATCACGGGTG
+GCAGATTTCTGAGACGTTCTACTAATCGCCTTCCATGGTCAGCGGCCTGGACGGGAGGGG
+TAGCGGCATGGGCGGTGAAGCATCAGCCCGGTCATTGTGCGATCACTAACTGACCACGTT
+GAGACCTAATGGTTAGGCAATCCATCTCTCAGGTCCGTTCAGTCGACCGCGGAACCCACC
+CCCCGCGTTGACCCTTTTATATGTCGGGCACGGGTCAGGGCAAAACGGCGCAATCGATTG
+ATTACTGGGGTCGATCGTGCATAAAGGACACCCAAGAGTCCTAGCAGATATGACGGAGCG
+TACGCCGTGAGACTCGACGCCAGTACCCGTCTAAGCAATTTCCTATAACCGCTATAATAG
+CGGCCAAGTTCATCCACAGCGACATTAGCCACCCGGGTTATGAAAAGTTTGCTGTAGATA
+TACTTAAGATCGAAATTATCTATGGTCTAGCCCAATCGAAATTGCCAGGGAATCGTGCAC
+GATAAGAGGAGAGAATACGTTTAGGCTAAGTCGTCGTACGCAATGTCTGCGCGAGAGAAA
+TACCGCACTACGCATCGGAGCACTATAAGCCATTTCGCATACATGCCGCAATCGCCGTGT
+GGAAGGACGAAATAGCGGTAGGTTCAACGGGCGATTAACCCCGCATGAGAGATACTAAAA
+CGAGGACCCGTCCGTTTACCGGTGCGTGTTAACGCCAATTTAAGCGCGCCACGACGTTGT
+CACACCATCTTGTAGATTGTGGAAACCTTATGATAAGATCATCATTCGTCGGGGTCTGGT
+TGTAACCAGTAGTCACAGTGGCACGCTCCACAACTAGATATCTGAGTAGGTAGGTGAGGC
+AGCACACTGACGAGCACGGGGAAGCATGCGCACAGGAGGCTCAACAAGGGCAACAGAATG
+GGCCAACCGAGACCCCTTGCACAGAAATCCCGTCAATAACTATGACCCACACGAACCCGT
+TGCTGTGCCGAGGCGGTCACTATCCAAGTCGCCTATCCCGGGTGACCGCACTATGCCGCT
+GTGATTATTGATGTTCAGACAGAATTAGCCGGCGCTTTCCAATAACCGTTACAATACCTA
+GCGACCCAGGTAACGTCGCCACATCTTGCGATATGCGTAGATCTCAGTTACAACGGGATA
+GACTTGATAACAGGCACCTTAAAGACCTAACTACAGCCTTTCACAGTATCTTCCGTATTG
+GCTTAGGCGAGCTGGCCTATAGCACTAGTCGAACATCTGCGCTTTTGAGATTTATCACGC
+GAGCACCAGAGCGCACCGAGCGGATCCTCTGCCAATTCAAGGAGTTTCGCTTGCTTGTGC
+ATACTCCCCCATGCCAGCTGCTCGACCATCAGGTTACCAAGATCCGGTACATCATTCCCA
+AGAGACCCTACCCGTTAAACATGTTCGCTAGTTAGCAACCATATTAACTCATAACAATGA
+AAACCCAACGTCTCGTGAATTTGGCTAGTTCCGGTGATGTGAATGGCGTATAATCAAAGG
+TCCAGGTGTTGGCCTTATCATCCACACTTCGTCGAAGTGCGGTTAGCCCCCTCGATTGCA
+CGTAGAGGTACGAGTAACCTTCTCTAGATTTATCAAAGTGCACTCATGGGGCTTGCGTAT
+GCCTTGGGAACGGGGAAGGAAATCCATAGTCTATAGAGAGAATTGAAAACAGTCATCCTC
+GAATCGCAGTAAGCTCTGTAGTCAAATTACATTCGTATAATCGTTTCCTTTTCGAGTCAG
+AAGCACTCGCAGTATTCACCACCTTATTTGCGGAGCTGAATACCTTAGTACGGAAGGGAA
+GTTAATCTACGGCCAGATCGATGTTACGGTTCCGCTGTCCTGCCTGAGAGCACCGCGCCT
+TGTATTCAATTGGGTTCACGTTTGGGGTATGTCTGAAATGAGGACACAGTGCCGGATTGA
+AGCGTACTCTCTATGGACTCTAGGGATGGCTGAGTAGACATGCGTTCCTCTAGTCCCTTA
+CTGGATATTCATAGGAAGGATATTTTTAGTAATAAGCGTATACGACGTGCGTCGGCAATT
+GTCATCGGACCACCATCGAGCGTGGACGGTAAGGGGGCAACTCGTCCATCAAGTTTCCAG
+AGTCGAACGCCTATTCGTGAGGTCTTCCAGGGTTTGTGAATCCTGCTCCATATGTCGCCA
+TCCAAAGTTTCTGCGGGGCGGCGAGATAATACAATACAAATTGCTACTCCGGTATGCTTA
+CATGATCATTCAGAGGTGTAGACGCCATTACTAGGACGATCCTAGGGCATTTAGATATAC
+TGGCCGAGCCAGCCGATGATAAGGAAGCGCACCGCTTTCATATCCTGCTTGTGACCGAGG
+CAACTATTAGCACTCGGAACCTGTAATAGAGGGTGTCACATGGACAGCGGGTTGCTTTAG
+CGAAGAGGGAACGTACGCAGAGATAGCCATTCAGCCGCGTCATTGTGTCCAATCTCTAAA
+GAAGGCCGTATCACAAGCGATCGAATAAGGATCCACAAAGGGCTAGTGCCCCACACAGTT
+ATCCAAGGCGTGGGACCCGCGGCTCGGAAACCGCTTTGTTACCTTGCGTTGGGAGACAAG
+AATAATAGTCCTGCCGACACCTGGGTATGCTCTGCGCCTTTAAGGTATTGGAATTTGGCA
+CAAACTTTGCTGACGCAGTTCGGAAACGTACTTTCTTCAGCAATTTTAACCGTTTAAGTA
+ATCACGTACGCCTATGATCGCTTCGTCCAGTCCTTCTTCGAGCGCAGCTAACTTCCGTTT
+ATCCCAGGGTTTGTATCCGCTTGTTGCCAAAGTGTAATAAGTTTCCGACCCGGGGGTCAG
+AACAGGCGCTATACAGCAGAGGTAGTTAGTTTATTATATAGGTAATAGCCCTCCGCCCCG
+TGGAAGCTCTGGGCCGCCGCGTGAGAAAGCCGCGACCATGGGAGCCTAAGTCGACAAATG
+TGTACTTTAATCCCGATATTGGGAACGAGGAGCGTAGACCGCCTGAAGAAGAACTAAGGT
+AATCTTATTAAGGATTCCTCTGGTAATCAGATGGACTTCGCCATTTGCCAGGATCCTTTT
+TGTTTACATCCGGGTAGGTTAAACTGAGTTCGCTAATCGTCTATCTAAGATTGTGTAGCC
+CTTTTACAGTGCCCGTTCTCGAGGAGCCGCTGCCGCTCGTACATTGTTCGTTTTTTGCGC
+CTTTTGCCTGTTTGGGGGGTGGAGCAGCCCCGCTGCTTACTGTCTTCGCCGCGTTCAGGC
+AGTCACCTTCTTCCAGGACCTCAATGAAATTACAACTCCGAGGCGCTCGGGTTGTGCCGG
+ATTCCCGCAGGACATATGAAGTACAAGTTTGGTGAGGGCCTGAATTCAGTAGGATCGATA
+CCCTCCATCAATAAGCTACCCATGGCCGGCGCAGCCCATTCTCACAACGTACATCTAGCT
+TCGTAGGAATTAACTCATAAAATATCCGGAGCTTGAATTCTCTTGGCCCTGTCCGCCACA
+AATCTGGGGCATCCTGTAGATCAATGGGCCAACGCATTATTCGCGGGCTATGAAATGAAA
+CTAGAGATACATTGGTCCGCACTCGGTTCGGCCCCGCCCGCTAGCGGGTAAACACGGCGG
+GCGCTAAGGTCGTCAGAATCATCGCCACTAAGTCGATACGAGCAGATATTCTAGAGCACT
+GATTACCAACAGTAGTTCGAATGAGGCTTGCACTATTAGGCGCCCGCCTTAATCATGCAG
+GTTGCAAAAAAATGGAGATGAAGCAGCCACGTCCGTGATTCAGTTTAGCATACGCCTTGG
+CCGACCGTAGCGTGAGGCAATTAGACACTGTACCATCTCCACCCTTGCTTAGCCAACCGT
+ATCCATGTGGCCAAACAAGAATGGGCTCTTCTTGCCAATAGGTAAGTGGGAATATGTGAT
+AGATGGTGCTCAGGTTCCTAAAGCCACCGAAAGGTGGCCCCGACTCCACCGGTTTTAGGA
+TAATGAAAAGACGAAGAAACCGCCGAAACTTTTGCTTGTAACAGTTTTAGTACATCAGGT
+GCGGCGTCATACCCACGGCAACTTAATGTGTGATACAGAGTGCCTTTCCGTTACACTACT
+TGCTTTTAAAAACGTGGGCGAACCGCAAATAATAACTGCGATAGGAAGGGATCAAGAACC
+GGCCAACCATTACGCCATCGATGAGAAAGATGGGCGGTGATTCCATAAAAGAGAATACGT
+TGACCATCTTCAGGTGAATTGTTCCTGTAGTGTGTGCGAGACAGAGGGCAAGACCAAGCA
+TCATCAGTTTATCGGCAGCGTAACGAGGCGTTTTTTCTATAGCTTCTGCGGTCGTACCAC
+GGAAGAGTGTAACAGCGTAGGGATCCAATAGTCCGCCCATAACGGTCTCGTACGAGTTCA
+TTTCGTACACTCGCGTGGTGGCGATAGCCTGAGTGCGGAGTAATGATAACGACTGGTGCA
+CAACTTGAATGATTCCAGCTGCTCAAAGTAAACACGAAATACACGCACTTTCCGCCCGAA
+CGATTCGGTTTGTATCAAACACACTCGTTGCGTGGTGTGGACCGTGGATGACCAGTATCT
+TCCACTGCCCTTATTTGCTCACCATCCGTCGCTCAACAATAAAAGCCCAAAAAACAAGCA
+ACACCATGCCACGAGGGCATCGGCTTGATGAATAACATACGGCCTAGGCGGTGTTCTTTT
+TAAGACCCCAAACATATCGAAACCCGACTAAGCGACATCAACATTTCTGGCTACGCCACT
+TCACCGACTGTGTCTTTGTAGCTCGGAAACGGATTTGCAACCGTAAGTGCGTGGACAGGT
+TTCAATTACTTTCCCATCCCGATATTATTGGCTGAAAGAGGGGGCCAGTTCGATATCTGT
+TTCGCCGGAACAGAAAAAGCTGCTCATGATTCAGGAGCTAGAGCAGATGTGGATTGCCCA
+CTCTAGGGCGTGGATTATGCACTGCGTTACGACCACCACGTACCATCCCAAGACATGGCA
+CCTGTTACCAGAGGAAGACTCGGATCCTGTCTCATGCTGTCTTGTACCGCGGTAATACTG
+AACACGGCGTGCGTCGGGTTGGCTGTCTGGCCCGGTATCTTACGGTAACTAAACAAGATT
+CTACGCCTTCTGTGGACGGAACAACCCGCTCTATCGGATTGTCTCAATCTAGTCGTGCAA
+CGGTGAGGCAGCGCTTAGAAGAGTATGAGTAGAAGGCCGAGACGAATAGACGTCCTAGAG
+TTTTATGGACACCGCGTACTGTCAACACCCTGGGAAAGACTAGGCTTCCACGTTAGTTGT
+GTGAGACCTAGACCTTCTATACTCATCCCTTGCTGGAGCTACGTAATTGAGCGCCGTTGA
+CCGTTACAACACGACATCGCGCGCTATTCATATCATAGAAACATGGCGTACCTGTTATAT
+TCATCAACTCAGCCAGCTCTGATACATTTGTCTAGCAAAGGTATGTTCTCGGTTCACGCG
+TTGTCTGAGTCGTGGGTCACTCTGTACACAAGACTTCAGGCTACTGTAGCTTTCGATAAA
+CCGTAGGCTTGTTACAGATCGTGGCCGTGGCCCACTTTATCGGTTAAAGAGATCTTACCA
+GCACCTTATCGATGTGACCCTTCATGTGGAGGTGCGACTAAAGTCGGCCTTAGTGGGATA
+ATATAAGCGTCGACGGACGTTCACACGCATATAAGCTTGTATCCCTGCGGCATCGCCTGA
+CTATATGCGCAGACAGGTTACCCCATATCGAGAACTAAATCTCAAGCGACAGTTGACAAC
+GTTGTTACAGTCCCCCTACTAGACACTACTCGCGGCAGGCGGGAGGGAATCCTACGGCGA
+ACGATTAGGGTCATGGATCAGCGATTGCACTTAATCTGTTACAGAGTTCCAACAGTAGGT
+CGGCTAGCTATTCAGGGAGAAAAGTTCATCGGGGGACATAGCCACGCATCTCAAAGGTAA
+GAGGCTCTCTCGTAGAAGTCTGGGTATCTTGTGCACTCCAAATGAGGCCTAATTGTCTGG
+GCTATTGGACTTCATGCCGCTGCAATGGGCTAGGTTAGCGCCTCGACGAGCAAGGGGACG
+TGCTGACAAACGGGAATCCAGTTTCAAGCCTTGTTGTGTCCATATATGGTTTCACCACGA
+TCCAGATACTTTAAAGGTTTCGGTGGGCCCCGCCCCAAATCCGTGGGGGACGTCAAGTCT
+AATCAACTGCGCAACTTTTACGGATCATTGGATGTCTCGCGATATCATTCGAGGTCCACT
+TGCACCCATGTGATAGTCCGTGATAAAGCATGTAGCGTTTACTACAGGTGGCTCCTCATC
+GAACCCTATGCTCACGTTCCTACTCATTCGAACTATTTCATCCCATGGGAACATACGCCG
+TCAGGTTGAATACCACTTAATTTGGCAAACGATTTTTCATTGTCTTAGCGTCCGCGCTAA
+TATGAGTTCGCCCACACCCCACGCCGGGTTTTGATCAGTGCAGATGCTCAGCTTATCGAG
+AATTGTCCATGCTACGGGAGTTTGTCCCAATCTAGTAAGAAAAGTAACACGCATTCATTT
+CTGTAATAGTCCTGTCCATGCCAGCTGACCCAATAAGGGATTCCGTTAGGACTAGGCCTA
+TGTACTCTAACGAGAGTCTTGTAGACTACCCAGCATGTCAGTTCCTGTGGCATAGGAGCC
+TCCTGCTAGTCATGATTAAGGTTAATTTGGAGAGCTGCACCCGATCACGCACTTCTCGAA
+TCTATAGAGTGGGCTACACCTTCGCGCTCTATCGAGGTGCCGAATGTCTTTACACGACTT
+CCCGGATAACCGGGTTACCCGTGCACTAGCCTCGTGTATGTGTAGTCCCGGGAACTCGCT
+GGGCCTTGGTCCATAAGGAATTACGCCACTTAGGCGTACCACAATTTCCTTTAATCTCCG
+AGAAAAGACTCTAGTCTGTACGCACGGATGGGCTTGCCCACAGCGTGACTGCGGAGCCGC
+GGAAGCGCACCTGCCAAATTTAAGTGTAGTTCGGGGGAGTAGGGATGACGAGCAGTGTTA
+GTTGTCAGCTGGATCTCAGAGGCAATCTAATCCACCTTTGGGAAATAGCGGAGGACGTGC
+GTCAAGACGTTTCCTGCTGTAGCACTCTGGGTCGGATTCGGAATTCCCTTTATTAGGCGT
+TTCTTAAAGTTGATGCTGATCTGAACAGGGCATGTGGTGCTCGGGGAGTGCTTAGATTTA
+CCTGTATACACTTAAGTGGGGTTGATTAACTGAATGCACGCACGGGAAAAAATGCGGTGT
+GGCGGCTGGGCACATCGGCCTCGTCCTGAGTTTCTTCTTATATGAGCGAACATAAATATT
+CCGCGCTTCCGAACAGATATACATGCTTGCGTGGAGAAATCTTGACCGTACCCCCGATCA
+GTGGATACTAACACCTACTACTTTATCGGGTTGTAATCCTTTCGAACCTCAGCCTTGAGC
+AACTGGATCATGAGTGAGACATGACTATCCTGCTCCTCTAGCTGGAGGAAGCGAGACAAT
+CGATCGATAACGGCGCATCGTCACACAGTGTAACGAACAGACTTGTGAAAGTAGGGCCTG
+TTTTAATGGTGGGGCAGACGACACGGGGAGCATTTTGTGGCTCTGAGGGAGTCTCTGCAG
+ATTAATTTCCCGCGTTCGCCACCTGTGATGAAGGTTAGAGGACTATTATGGGTTGCCCCG
+CTCTCGCGGCGGAACAAGCATAGCCCGGGATCACTAACTATCCCGGAAATCTGGTTTCCT
+TGCGTAAGCAGGGCCCCCTTGACGTGAACCTCCGTTGTTTCTACGATAATTGAGTCGGGG
+GATACAGTAGTGTGGGGATCAAGGTAAGATGTGGTCATGAACGTCATGCACTAAACGCAA
+CGATTTCCTGCCTCATGTTTTTGGCTCCTCCGACCCAGTGCAGCAGGCAGTACATTTCGT
+GTAAAGTGGATCTAAAGAGCTCACATGAAGAATAATTTACGATCAACTGCACCCACCTGC
+ACTGACCGTGAGGGCAATAGCTATCGGATACTCGAGACGGTTTTTAGACAGGGAGCCTGT
+ATGGCGCATGAACCTTAATAGGTTAAGGCGTAAACGCTGAGTGTCGACGAAGCCGACCGC
+TGTGGACCTCTGTGCGTCACTTAAAAACGTAATACACGCTGTGGCGTTATATCATTCACG
+GTTATCGCTCCAGGCGGAGTGATTGCTCAAATATTTGTGTTAGGGTACACTAAGTTAACT
+CGACATATAGGCCCGAGTACCCGATGCAGCAGCCTTTTCATTAAAAGACGGGGTAGGACT
+AGCCACATATCGACATTTGTGGATTGACGGCTACGGTATGTTCTCACAGTCGCAGAAACT
+CGCACGGATACGATGCGTAATTTGCTAGTCCCTGAAATTAGGCTACTCTCAAAACACCCT
+CGATTGGGCAAATACTTGTAGGCGCTAATGGGGGTGGCACGAGCTGGTGATCCACTCTCG
+AACGTGGATAGGCAGCCTTTGGTTTTTTATTCTGACTTTCACCGTAGCCGAGATTCCGTT
+ACATTCGCATAGAGACCTACGGAAGAGTACCACAGGAGCCCGCAATCTCCAGTACTAAAA
+CTCGCACCGTGTCCCGGGACGAGAGGAGCGACAAAGGTCCGGTATCATTCAGCAGTCACA
+ACCACGTATTCGGTGCCCTGTTTATAATTCGGGCCTGGCAAATCAGCGGGGCGATTGAGT
+TCATATCACTTAGGGCAAGGGCCGCTCTGACCAACCGATAATCAATCGATCTTCTCAGGG
+ATTGCTAGATTTGAATTGTTATTATAACTCCACTGACCCGCTTGTGATGGGCAGCTAGTA
+GACAGAAAGTGTAATTCCGCAAACTTACGAAGCGGTGTGGCAGTAGAAGGTCGACGCATT
+CACACGGCTAACTTGGTATTGGGTAGCCTGTGCTGTGATTCATAACAAAACAAGAGCGCG
+GTTGGCGCAGTTTGATTTACTATATCCAAGAACTAGTCGGCTGACTGGCAGAGTATACTA
+CCATATTCTGCAAGCGAAATGAACGCGCGTGCCGAGGAGGGAATGTAGACCCTACGTACC
+TTTTCACACCTCACGTATCATGGTTTGGCCCCTAAACCGAGACAGACGAAAGGTTGCGTT
+AGTATGGGTACGCGCAACTACTGGTGCCAAGGCCGAAAACACACACTGTATGCAGTGGCA
+TGCATTTTTGGATTTCTGCGAAGCGCTCATATAGGGTGGGTTGAGCCAGTTCCTGGCTTA
+GATTTATCCTTTACTGCAAATGATCCTCGCTCAATGTCGCCTAGCGCCGCCCTCGCCAAT
+GAGACTAAACGATTAAGTGCCAGCTCATATTTGGACACTAGTATCAACTAATTTCCCGAT
+CTAACTGCCTAGTGGCTTGTCCCGATAACATTACTCTTGTTAAACGTCCAGGTGGGCCCT
+GTCACCGATGACGTCGCTCTTGGTTGACGGATCGGTTCATTCATGTGCTCAGTTTATGAG
+TCCACAGGCTTTACCGTCTAATAATGACCTGATTGAAGATCCAAATTGTATGCTGAGAAA
+GAGAATTACTGCGAGCTGAACCCAAATACATAAATAGGGTCTCCGATTGATAAGGGGCGG
+CACCGGGACCTACGGAGAGAGAGCTACATTTCTCTTGACAGGTGCACCCACTAACCGCGG
+TACTCATTCGGTCCTCCGTTGAGAAAATAGGCGTTCCATCTAGTCGTCAACGTAAATGTA
+GCTTTCTTGAACTTAGACATGTGTGTGAACTTAGGACAGCGATTCAGCAGAGAGTGCACA
+TAAATCCGAGTCGTGAGAGTTAGAGGATTCCCGCTGCAACGGAGCAGAGAAAATGTGTCA
+TTGACTGTGTGGACCGTTGGCGTTTGAGACGGGAATTATCCGCGCGTCTAGATTCCCCCC
+GAAATCCTATTGCTGGACCTGTCTGGTCCGGACGGTCAGCCCAGGTTCGCCAGCGACATT
+GCGTGGGGGAGCCATTGAGCCCCACCAAGATTTGCTAGCGGGGCGCTGTGACTAGGCTCG
+GTTACGTACCTAGCGAAACACGACCCAAGTAGGAGTAATGCGCTAAGGGAGGAGGTGTTA
+ATATATAGTACTACACCTATTAGCAGCTCGGGGATCTAAGCTCTTCGGAGAAAGTCTGTA
+TGGAGCCGTAGTGGGGGATGAACCACTTTGTCTATATCGCAGAGCCGGCGGTAACTGTTG
+ACGCTGTGGTTGGATATTGAAAACGCAGGGGTTACAAATATAGTTGTATACACAGCGCTT
+GTTTAACCTGACGAACGCAGCTTAGATTACGCACGGCCTGTGAGAACGTATGAAGGTGAT
+AGACTCTGTGGATTTACAACGGCGACTGCCGACTTGATCTTGCTATTAGCATACTAGACA
+TAACATCATTAAGTCGCTGCGCGAACCAACTCGTATCGTGTACTCAAGATTTGACAAATA
+CTGGATTTGCCTGTCCGAGCACCTTAATTATCCGAACGCGGAGGAGTGAGCTATAGCATG
+TTCTCTACTGAACGATCTCGGCTAGCTCGAATCTGAAGAGTTGCTACCTGGTTGCTGCGC
+ATTCACAAAGATGTGTATGGCAAGCCAGACCAGAGGCTCGGTGAAACGAGGATATGTTCG
+GGCGTAGAGCCAGGCACGGTCATCTACAACCATACGGGATCGACATTTTCGATGTAGTTG
+TTGAAAGAAGCTACCCTACTTTGAAGTTACATCGAGGGCTCGCGGGCTTGGGATCGTCCG
+CAGCCCTATGTTGAGCAAGGACCGCAACCTCGTGTATCTGCATGAATGAAACCTAGTGAT
+TCTTGTTTTAAGTTATCACGGCTCGGATCGTTGCGCAAGGTACGTCGACGTTCAAAGGGA
+GATAGGAGAGATTTTTTGACTAGACGGCGGCCCGTCCCCCCAAGAGCAGTGAAAAGCTCT
+TTAGACCTAAGAGGACCGCGCGCTCCTGAGACTACTATATGAGTCGACGTTAGGCTGAAC
+TCCCGCACGTTCGTCATAGATGGTGGAAATCGGAGCACACGGGTCCACCGTTCCGAGATG
+CTGGAGGTAATAACAGTAAAGGACCCCATTGAGAGGCACCGGACCTCACTGTCGCTTCGT
+ACCCAGCCCGCTCTGTTACTGGATAAGGAGGCGAGTCTTATATTGGCTCGAATACACTGA
+GGCGGTTTGCAACCTAATCGCCCAATGGACCTATGCGGTACGGGTGTGGCGTACCCGTAA
+GGAGCCATCGCAAGACTTCATATTCAACTAATTTCCAATCGCTCCAGGCTCACTCCAGCT
+AATACATTACTTAACTGACCACTATCACTGAACATACATGGGTGGAGCAGGGCCTAGAAA
+AGGAGTCTCCTGTTGATAACCTCTTAAAAAAACACCGCAGTCGTTCCTAGGAGCAGGATT
+GTGATAAATCTGTCGGTAAGTGAGGCGGAGATCTTTCGACGGTCGTTCCGGCGTTTGAGC
+GCGCAAGGGGAGTGAGGGATTTGTCGCCGCAGAGGAATATCGGGCGTCGGTACGCTCCGA
+GTTTCTGTGATACTCTTCACTGGGGTTATGGTTTGGTGGTTTTGCCTATCCTCATTTTAT
+CGCACAAGACAACAGGAAGCTATATCTTTCCCGTGTGGCCGGGATGCAGGGGCGACGACG
+TTTTCATATTAACCCGGGATGCGGCCAAATCTAACCCAGTATAACACCCTTGGGTTGATG
+TAGCACCAAGATAGTCTAAGTCAGCGTAAGTTCACAACCGCCCTAAGTATGTCCAGGGCA
+GCGAATCTTGCTCGTAGAGGGCCCATGCCGATCGCGACAGCCTTGGATTTAGCCCGAGGT
+TCCGGCGTAACGAATGACACATCACTTGGTACGATGCCCCATATGTGCCGGTAACACTCC
+TCCAGAACATAGGAAGTGGAACAGAAGACCGTGTTTTGGCACATATTGGTCCAGTGTGGG
+CAGGGCCAGCGTAGGCGTCTACTGCAACCACTGAAAACACGTGGTATTCACCTAGAGGTG
+AGAACGATACTCGAGGCAGCTGCGCGCTTTAAATCCTCCGCAGACTGCTACAGAATAGTT
+AATTACCGTTCTAGCCCCCAGCAGGTATGTAACCCCGACCACCGATCATCTCTAAGGAAT
+AGTCTCGGATCTAAGCCGGTTACTACTACAAGAATGGCTACCCTTACGGCTAACCAACTA
+TTTGCAGGATAGTCATACTTCAGGCGACATGCGGTCTTAGATTCGGTGCTCCACTGCTCC
+ATAAGAGAGACAGGTAAGGGGTCACTACTGACAGTCATTATGTCAGCATAGCATAACGCT
+GCTCCCCCGTTGGTCATCCACTAGTTAAATCGGAAACGGTACGACTTAGGCTAAACTTCA
+AATTGAAAGATTCAGCGACCCCATGGACTCCGCTTTCTATGCGGGAGGATGCACCTAGAA
+TGTCGTCGGCGAGTCATAAGATGTGAACATGACCGGCCGCGAACAGTTCAAGCTGTAACC
+GGTGTCTTGGTCCTTATTACGCTGCCCTGGATTGACGTTGCTACCTCCCGTGAACTATTA
+CCAAAACCTCAAATTCGAAAGCGGTGCGGGAACGAGAAATAACATTGTATGCTCTCTCGT
+CCCCGACGTAACCGCAAAGGGCCCCGCTAAACCTCCCATTTTGAGCGAAGTTCTCTACGT
+AGAATAAAGTATGTGTCCCGGCTTGCCCACGGAAGATCGGTGCGGTATGAAGTAAACGCG
+TGGTTATTTCGTGCACTATTGCTAGGGACAGCATACCTTCTGCTGCGCTATCCATCCATC
+GCCCGAGCATCCAGAGCGGTACTTAATACCAACTCCGTCTATCTTGCGGGCAGAGTGTAA
+ATTCTTCAACTGCGCTTAACCTACTGTGGGAGTGAACCGCTCGCGACTACTAACAACATG
+TGGAATCTGCGAGGGTCCAGCTCTCCTTGTCAGCCTGGTTATACCACCATATGAGCCACT
+AGGCGAGCACGTCCTAGTTTAAGGTAGCGAATGATAGCCGAGCTGATGGTGCGGGAAGCA
+TCGTCGGTGAGTAAATGGCTTACCCAAGGCCGTTCGGCTCAATATGTCAGGGCCGTTTTG
+ATTTATGTGGTTGTTTCCTAGGACATGCTCACGCTGTCGGTGTGGAACACCGTCGAGAAC
+TCCGCCGGCCCATCTCCAACCTATCTATGTAACTTGTCCAATGCAACTTTTGGTCAGAGG
+CCTCTAGGTGAAGGGCGCGACCGTTATGAATGTTTGACCCATGGTTTGCCACAAATCTCC
+AATCCGATTTCCGGGTATTGCATAGTCACGCCCACTCCTAGAGTCGTCAATGCCGTCCCT
+AAGTGTAATGGCAATCCTGCGTTCGTATGAGACCAACCTGTTAGGGCCCATCCACAGCGA
+CTCCGTATCGAGCACGGAATGATTCTAAGCGGTTAAAGAATAAGCAGAACAGGAGGCAAT
+GCGAGTGCAGATCGATACAGGAGGAAATTCATCCGCCCCATGGTGTCTCTCGCGGTAGAG
+TATTCCATTCACGTTCGGTCTCCGCTGAACAAGGAACTTCCTGGCTCCCGCGCTCATTAA
+CGTGGTACCGGGATGCAGCCGTAATCAACTTAAGCGCCATAGGAAGCTCCACTGCACCTC
+GCTGTGGACACTAACATATCTGGGGAGCTACGGGACCGGAGCAGTCTGGTTATGGAAATT
+CAAGGGTGGCGCTAATGAACTATGAAAATATCACGTTCAGTACAGCCCAATTGGCAGAAA
+TAATAAACGATCTAGAACACAGAAATCAACGTCTGCGGGCTTCTGTGATAGCGATCCAAT
+ATGACAATTACATAGAGAGATGCGTTACGAAGGCACTTCGTGCAGTATATTGGCCACTTG
+GGTGGCGATAGGCTGGCCCACGATGGATCATGGTCCACGTCGCGCTAACAGTAGCATTTA
+GAAGGGTTTACCAAGTAGTTGTGCCTATACGTCGATGTAGCACCATCGACAGAGTGCTCA
+CTGGACGTGTCCATACATTGACATCGCTGAGCCAGAGTATCGTGCCAATGCATCTTTGTG
+AATCCTGATTATGCCATTAGCAAATCAAGAGCGCAGGGAAGCCGATGCTGCGGCTAAGAG
+TTCCGACCTTATGTCTAAATGACACATTTGCCGCGTCCTAAACAGCGATTGTGGCGCGTT
+GCGTCCAGAGTAAAGTTTAAGCCATATAACAATCTCGACAGACACCTAACCTAGTATCTC
+ATTATCACCGTAGCTCGCGAGGGGTCTTAACAAAAACCCCAAGTGACTCCTCCTTATTCC
+AGAAAGAGAGCAATCAGCGTCGTTCAGATTATGGCGCCTACTGATCCTGCGGAAGACACG
+ACGCGCCGAACCATCAAAGCAAGCTTTCCCCGTTTAAGGGAATATCAGCGGGTACCGCCG
+GCTCCTTACCTTGATCGGTTTTAGGTCGGTCCATGTAAAATGTCAAGTTAACACGGAGAC
+GTATAACATTATTCTCGTACTTCGCTACAAACATGAAGTTGTGGGAACCATAACTCTGCG
+GCCTATCATCTATGAGGGACCGTAGTCCGAAATCAACACACTACGAATTGATATGACCCG
+GGAAGAAACGTAGAACGAAACCTGCGTCCCAAGTGTTTAACAATCTGTCCCTTACCGTCT
+TACGGTCCGATAAGATAGCTATGATCGCGAACACGCTTTCAAATACGCGAACGTAACTAG
+AGTGTGGGTCCCCGAATTCCGCACACTTGTGCGAGCACGTGGTTATGACAGAACAGTGCA
+AAGGTAGGGTGTGCTACTTCAGCACTAAGGAGTTCGTTGGTTTAGGGTTAATGTATGCCT
+TTGCATACCATCCGGGATTGCATTAGATTGTTTGAACTTGCAGTACTGAACATGGCGAAT
+GAGCGTATTCGTGCATACCATAGGGCCGCGGCAAGGCGGCATTTACCCCGCCCGTTTAGA
+GATGACAATTAGCTAGAACGTTAGGTTATTGAGTAGCGTAACTCTTTGTTTGTAAACCGC
+GCGTCTCGGTGAATTTTGTATTAGGAAACCCGTTTTAAAGTAACCAGCGGAGTGGTTTCT
+ATAAACTGGATCCTTCATGGCTCCTACCGTTGGTTATGCAGACCGAGCCATTACATAGTA
+GACGGGATTACGCACGAGGATGGTGATGTTGTGAGCTACTAGCTTATCGGCGAAGCGGTA
+TTACGCCTTAAAATTACCGGAAAGCTCTCCGAATCGCAGAGGATACACGTCTTCATGCAG
+GGGCAGGGAAGGAAGAGTAGTTTATCTTTATCGGCATGAGTACTAAGGGCCATGAACTTT
+TCCTGCTTTCAGCTCTTCCTATCGGCACCAGTGAATCATGCCGCCACAGTCGGATGCGGG
+CGGATTCCCGCCTGGGCAAATGGGGAGGCGCCAGACACCTCATGAAAAGTTTACAATCAC
+TAGGCTATATCGTACGGTCGACCGCGCAGTCGTTCCACTTCACCTCGAAACCTGAGCGGG
+TTGCTACAAGTTAGTCTTAGGCAGAGACAACAAGAGAGGATTCGTCTTGAGGCGTGAGTA
+CGCTTTTGGGACTGGTTCAGCTTTTAACAGGTCCGGAGGTGGGTTCGTTACAGAGCGGCG
+CCCCAGAGCCACCAACAGCTGAGCCCTACGCCAAAGTTCGGCTCGGAATCGTATAAGGTA
+GTGTTCTTACTGGAACCCTCTCACCCGTCCCTCGTTTGTCAAGCGAACGTTACTACTCAT
+TGTCGGATATGCTGTCGGCCAACACCCTTCCGAGTAAAAGGATTATCGTCCTTGCGGGCT
+TTGTGACATCGTGACGCAGCGACTGGGTCTATGAACCCGACTCGGTAGAGTCGGAAAGCT
+CTCCTGTCACGTTTCACTGACCACGTTTGAAGCCATAATGTGAAAGTGCCAAAGACTACT
+TCGTCTCACCGCACTCGTTTCTGTATGTCGATAATAGACGACTGCGAACACAACAGTGAG
+CGTTCACACTTTGGAAGTCGAATCTAGGTACATCCTGCACTCGATAATCACTGGGCTGTT
+TACCATTCTAACTGCTGGTTCTAGAGTCTCGGCCCTATTGCCCCGAGGACAGCAATGACT
+ATACGCCGTCGAAATGTCCAACATTAAATTTGACACCTGGTCATTTTTTGAATGCTTGAC
+GAACACTCCCATAACAATGTAGCGGCTATTGTCTCATACTCACCTTGAACGGAGGGGTGG
+TCGACTTCTCCCGTGCGGGGCGATGGGCCCCCCAAACTCGAAAACTTAGGCCACAGTAAT
+TAGAAAGGCAAGCTCGTAACTAATGTCCAGTCAACATCGCCACCGTACCTTCCTTCTTTC
+CCTAAGTGCTGCATCCGATTTAATCCACTCTAGAGCAACAAGGGACCCTCTCTGGCCTAG
+ATCGTAGAAACGGAATCGCTGTTGTTATTACATTATCGAGCACACACTTCCATCTACAAT
+TCTTTGACCGTCTCCGTAGGGAAAGACTACACGGCGCGGGCTATAGTGATGTGGTGCTCG
+GTGTATCAAATAAACTAGAAGCATCGCACACTAGCACATCTTGCAAACAACGCGCCCCAT
+CTCCGAAATTTTGATCCTACAATTTGCCTGGTCGTGCCTTGGGAGTCTTCCCTTAAATCG
+ATTCAGCAACCTGCTGTTAGTTCATGTCCTACACGAGACGGCCCGCGTCACTGAATCCGC
+AGGATGTGGCCGCTCGGAGGGCAGTGACCAACCTCCCCGAAGCGCTGTGATCAGGAAAAT
+TCTGCGGAGTCTCGATCCTCTGACATCCCAGCTAAATGTGCATGGTAGCTAAGGCCGTGT
+TTATCATTCTTGAAACCATATGTGGACTCCCCCCATAACGGAATGTTCTGTTCAGGGATA
+AAAGCTTCCGGCACTCTTAGTGAAAGCTGTCCACGACTACCCAGAGGATCAAGAATTTTG
+ATACGGACATCAAAAGTCAAGAGTCCAGCTATATGAGAAGCTAGTTACTTTAAGAAATTA
+GCCACGAACTTCTATCGTTCCCGCCCGAGGGGCGGGGCTTGCAGCGGCCACCACGTGAGG
+TTTTGGTTCTCCCACGATTTAGTTATCTTGTTTGTCGAATTCGGCGGCGTGACTTACATG
+GTTTCGTCAGTTGGCTCGACGGGTAAACTGATGTGCTGGACCTATCTGCACGCATGAAGG
+GGCAGTAGACAAGCTAACCGATAGCGGATAATCGAAGTAACCATGCGTGTGGGATGTTAG
+AATAGCTGGCCTCATCGGCAGAAGCTAGAAGCTAAGGCTTAGTGGGATCGTTTGCCGCGG
+GTTAGAACGTACATGTATCCTATAGCAACCTAAGAGCTCTGCCCCTTCATATCAGCTACA
+AGCAAGGAAACCCGCAATGCAGTGTATCTGCTTAATTGCACCGCGCGCTTGTGCATTTGT
+AGACGATCTTCCACCTAATCAACCACACGTTCTGATCTAATTTAGTAACGTCGGGGATGC
+TGCTGCAATCCTGGCAATAGGTGGCCGTTGCTTGGAGTTCCCGAACTGGCTGCATCTGCA
+GCTCATTGGACCCCGCCAGAGGGTTGTATGCCTGGCCTTAGATGATACTTTATTCGCCCG
+TAATGACGTTAGACGAAAGAACAGTTCTGACACATTATCGCTTTCGCCCTGCTAACGTGG
+TCTGACCATCTTTTGTGTTCATCGAATGTCTGGTCGAAGTCAACAAAATCTTAATCTGAG
+GGGGGAGTAGTTATACCTCATTCCTTTCGCTCTCGTGGTATTCGAGTTAATAAGTGCACT
+GTTGAAAGGTCTAGATGGACGGCTGAGCAGTGCGTATAAAAATACGCGGGTGCGAATTGG
+GGCGAACATACTACTGCGCAAATCTCGCAAGTATAGTCAAAGGGTTGTTGTCTTTACCAC
+CTGGGTGGTAGCGAGCCCTTAATTCACATTATCGTGTCCTCCCGAGCCAGCCTAGACGAC
+AGGCATAAAAGCGTTGACCAGACATAGCAGCCTGTAACGGAGGGGATAATTCCCGCGTAG
+CAGGAACAATCAAACTCTTTAGGGCAATCCCCGCGCCGCGAGTACTCGCCCTATCTGCAT
+GTGGCCAGCCCGAGCCATTGGAAAAATCAGGGCGGTTTCGACTCGTTGTTTAGCTGAGGG
+CCTACGAAGGTGATAGGGGGCATACCAGCAGTATGAATGGGAAGGCCTTCCGTATTTCAG
+ACTCTACTTTTTGAGAAATAACCATACAGTAGAAGTAATGATAGTAACGTAAGAGATATC
+TTTAATCCTAAAGACGGTTTAAGAACTCTGCGTTTGCGCAATCCCGCGCTCAAATAAGGT
+TTGTTCATGCCTCGAGAAGATCCCGATTACCTTATCACCCACATAGGCAAGCACCACGCC
+GACGCATTGAGCCTTACCTTTGTGGGCTTTTCACAGATGATTTATCTACTAGGTGCGAAT
+GCAACAAACCACGAATCTGAGCGTGACATTTCCAACTTCTGTGAAGACATTGTAACAGTG
+AGGCGGGCTCACTTCAAGAATCAGAGTACGAAGAGACAATCCGCCTCGAATGTTACCGAT
+TAGGATGTCTCAGATCGAGCACTTAGTCAGCGGGCAAGCTTTAGCAGGTCAAATGACGTA
+CTCGTGGATGCGAAGTTAAGTCACAGCAGGCTTATAGCATCCCCCAATAACTGACATTGG
+CTAGAGCGCCAGATAACCGGTTCACTGCGCAGTTAGTACTCGAGGAAAACATCCATTGTG
+CAGCGACGGTTGAACGGCGTTTGCTGGTGCCCACCACGCTCAGCCGCGCTTCTGTGAACG
+TGGCATGCATGTTGTCCTACACCCTTTCTCAAAAGAATTTAGTGGCCGTGGTCACCTACA
+GGAAACGCTATGATTGGTGGCACGTGCCGATGCGCAACGCCGGAACCACCTTGACGTGTG
+GTGGGGCTAAAGAATTTGCATCCACGCACAAGCTGTGTCAGGGACCTGGCTCCAATAAAA
+CCATGTGATAATGTCTAATTTTGCGGTTTGACGCACAAGTAGCTGCCTAGAACCTGCCGT
+AGATGGTATCCTGTTCACAACGCTCTCCTCCGTCTATGTAGCGGTCTTCGCATAACACAC
+ATGAATATCTCTAGTAGGTGAGTAATTTAGCATCACGAATCTCCGTCTCCTACTGATTCT
+GCTATTGCCCGGTCGAACTGGTCGTGTCGAAGTGTAGTCGACAAGCGTAACGGTGTCAAA
+ACATTGACCCAGAATGACTTTTAACATCGTGATGTTAGGTACGCTCTCTGCGGCGAAAAT
+GGGATAAATCAAGCTCCCTTAATGCGGTCTGCTACATTGCTTCCAAAGGTATCAGGGTCA
+GCAATCAGCTGTAAGAACAACGGCCGCCCATGAAATAGTTGGGGCGTCGGGCCGACAATT
+TAGTACATCACTATCCAAAGACTGGGCTCTTCCCGCGGTAGGTGGGACTCTCCCTGCCCC
+GGCGTGCACATGGTTACGACGACGGGACGAATCAATCAATTTTCTATCCAAAGGACCAAC
+CTTGCTTGTAAAGCAGCGCAAACAACTACAGTATACTCCTAACTGTAAAGAGCAAGGGGT
+ACATTAAAAAGGGTTCGTGGCCTTTTGGACCGCGGTCTAGAGGCAGCGCTACATGGGCTT
+CGGCACAGCGGCCATACACAGCCGGGCCACCAATCGATCCGTTATTGATGCGTAGGACTT
+CCTGATAATGTGTTACCCGAGCCCGTTGTACTCCGGGCATAAGGCTGATCTCTTAACAGC
+TTGCCGAGTGTAGGGCTTGTAGTCAACAAAATGCGAGATGCCCGCTGGACGATACGGAAC
+AGTGACGACACCAGCTAAAAAGTTACACCAGAACACTTGTGGGATATGCTGGTGTGTTTC
+TAAATAGTATTGGATTCGGTAAGCTTTTATAACTGCAAAATGCAGAACAAATTCGTAACT
+ATATCCACTCCAGAAACCTGATCGGAATACTCAACTATTGATTCGGGTATAAGATCCGCC
+GGCGAAATCGTCTTCAGGCCCATTACTCAGGATCCCACCAGTCTTTATTGACCTTGCTCA
+TCCAGGGGCCCCTTGCGATCTCGGCAAAGTTACAATGGTGGATACTCATGATGCCTGGTA
+TCCTGCTCATTGTCTAATCCTGAACGAATGGAACGTAATCATTAAGCGTAATGTCTTAAA
+TTCTTTGCTCGCGAATCCGGGTACGTTGTGGGGTCGGAGGATCTTTGGGTCGAACGTGAC
+TCTCCTACCATCGGAAGGCGACAAAGCTTCTCGAGATCGAGAACTGTTTATGAAGAGAAC
+ATCAAAAAACATTGCTGTGGGGGCTGCGCGTTCCTTCAGTATTCCATTATTCATAACGAT
+GCATGGTGTGATACATCTGCCGTTGGACAAACGTTCAACCTCTACATTAGCCTTATTTTA
+CCCAATCAGGCAAGAGTCTGACATCAAATGAGACGCGTCAGCTTAATGAGCGGTAGACCA
+ATACTCCGGCCTACGTGGCTTACTACAGGGGAAAGTGAGGGAAGTTCTGGTTCACTCCGA
+ATCAACGTCATACACTGCTGGTCAGAGAATATGCCTAGGTACTTGGTGACTAACAGGTTT
+CCCTCACCGAAGGTGCTGCGCTTCCTCATGGGGGTGCTATTTTGTGTGCGTCATGCCAAC
+ATCATACAGCGGGTGGAGAGATGAATTAAGATACGGCGTTGGGTAGGAGTATCACTAGAT
+AATACACATTCCCATTGGTTGTGGTGAGGAGAACTGCGTGAAAAAACCTCGACGGCGCAG
+GTGGGTGGGTTCGACCCATTACAGCGCGGCAATACGTGGTCATGCCTCGGACCTACTCCC
+GTTACTTAGGATTAGAGCCGATTTCTCATTAACCGTTGAGAACTTGCAGTCCAACGTAGG
+AAGGTCTGAGATATTAGATTTCTGAAGGCTCTCACAATGGATTATTTGCTTGCGAGATCT
+ATAATGGAAGTCGAGCCTCTTTTTCCTCCGGAATACACCGCGAACAGAAATCAGGGGTCT
+CTAAGTAGTTGCTCGTGCAGGTGGGTCTGAGCGTTCGTTCCTAGGCTACTAGGCAAAATA
+CCTTGTTTTGGGAACTGAAATGCCTGTTAAATTAAAGGGACACTCTTTAGATAAGTCTTT
+TAGAAATAGGCCCATAACTGAAAACCGTAGATCGTCGCGGTGAAAGTATAACCGACGAGT
+GAGGAAGGAAACGGTGCGCAAGCGGCAACCCAGTCATTTGGGAGTCCCGCTGTCAGTCGT
+GTCGTTTCGCAATTTTGTTACCTCGCTGCTTTAACGCCGCGTAGGGGATCCTACTTGTGC
+GCCGTATGACGGTCGCCGTCTGACAATTTCTATAGGGGGAGAATAGAAGACGCCCTGCTG
+CTATTTGGAGTGTCTGACCGTATGTCATCGCTTCCAAAGTCTCGCACATACAGATCCTTA
+GGATCACAAGGGCGTTGACGCCCGGCGTGAGTTCCACGCGGGACATTTGACAGATCAACG
+AGCTGCCCCAAATGAGTTAATGCGCCCGAGTTTCAGATGCTTAATCAGGGGCGCGGGAGC
+TCCTCGCAATGCTGAAGACCCACATACGTCTTGGGGAGTCAAGGACGATGCTGGGACGGC
+CCCTGCTAAAGTTGTCCAATCCCACACGCTTCCCACGGTTGTTCTCCTTGGCCTCCAATT
+CACTCCAGATACGAGGGGCACTTCTTCCTGCGGGCACCATCCCAACCTTACGCGTCGAGC
+GCGCTTCTGCATGTGTTATTGAGAAGTATTCACATTTCATGCGTTCACGCTCAGCCCTAT
+TGCGTTGCCGTCATGCCCGCATGGCGGAACACGGGCCGTTACTTGATTATAACGCCTGCA
+CGAAGTTATCATGGCTAGCATTGAGGGTGTTCGTTGAGTAGCCGCCTCTGGCTGTGTTCT
+TGAAGGCATTTTTCTAAACTGTAATATCTCCTATATTGCTGTCGGAGCCCACTGAGGACA
+CACGTCCGCTCAGCATCTATTAGTGTATTGATTGGGGTATAGCTCCTCTCTGCTCAGAGC
+CACAGCTTACGGATTTTCGGGGTTTGTTTCATCGGTGAATGCCGAATCAATGGTTCTGAA
+CTATGCGTACCGAGATACATTCCTAAAATACAGGCAAGTGCTGCGCGGACTTACGTCTCC
+TGAAGGGTAAAACTCCTCTTCAAAATAATATATGAATCTTCCTACATTCATGTTTCCAGA
+CACTAACCTTTCGTTATTATTAAGTCGTTATTAAGGGCAACCTGGTTGATCATCTTCCCC
+TAATTGTCCAGTTTACGTTTTATATTATCAGGGGCTGATTGGCACGGAAATCTAACAAGT
+GAAAACCGCATCCGTGGCTAATCTCAAAGCCCAGAGCACGTCTTACGGCTGGCCTCAACA
+TATTTTAACGTTGCCAAGAGTTATCCAGTATCAAGTTTCTCGAATCATCATCATGTGCTA
+ACGATGGCGCGGGACAAGAACACGCGCCTCTCGGACTAGGCCTCACCAAGTCTTGACGTT
+GATACGGCGGCCCGCAAGACTAAGCGGAAACCGCGGAGAGACCCCTAAATCAGCTGACCA
+CACTCTGGACTGTAAATGAGGGCGGCGCCTGGACGAAGGTGTCCCCATCATCCCTAATCC
+GCAAAGACAGGCAGATCCCTTCATGATCCCGAATATACATAGGAATATATGTCCGTACTG
+CGCGCTGGTGCCGCTTTCTCACAGACGTCGCAAGTTCAATGGTCTTCCACATTGCTTGAC
+GTAGCAACGAGTAATTACGTCGTTGTCCATGCTCAGAGCAATGGGCTCTCTGAAGTCGCC
+TGCAGGTGCCACTGTACTGCGGTGCAGTCGTAAAGCTTAAGTGTTGTCGTACCGTAAGTA
+TCCTCACCTGCTGTTATAGGTCGGTCGGATTGGGATCGAGTCCATGATAACTGAATACCG
+AACGGCCTTAAGGAGCAAAGAGCAATAATTCTCTCGTCAATCGGTGGGGCCTCGTAGCGG
+GACAGCTTTCGACTACCTCAGGTTTCATCCTGGAGCTTCCATCAAACGCAGCAGTACACA
+CCAAGGCGAGCTTAGGTAAACGGATTTAGCCATCCGCTGGCGTCGCGCTGTAATTTTGAC
+CACACAAAGTAGACATGGAGCTTTCTCAGCATCGCAAGTCCCACATGTCTCAACGTTGCC
+TCCATGTCGTAAGTTAAGTGGACTAATAGTGAGTGCTGCTTTTATTTTGATGCGGGTATT
+GGTACTAAGTCCGGTTGGCGCGACAATTAGAGTGATTGGACTGTCCGGCTCCAGGATTCA
+GCACACTACATTCAGTCCCAACCATCCATCTAGAACTGGGTACTGTCAGGCTCGCAGGTC
+CGAGCGCTCTAGTGGTTGCAGATGCGCGGCCGAGGTTGAGTTAGAAGGCCATAATATTCT
+CGTTCGAGTAGTATCGAGTGTGACTTAGGATAAGTGGTTTAAAGCTATAGCTCTGAGTAG
+ACGATCTATAAACTGGGATGTCGCGGTGGCATGCTCAGCAATCCCTGTGCCGACGCAGTG
+AATTGTTTAATTGAGCCAATCATGTAAACCCAACTAGTTCTGACACACGACAGTAATGAC
+GACATTAAATTGCGAGATCTGAGCGCTTGCCCAGGTGTCACAGTTCTTCTTTACTGAGAA
+AACTTATAACTACCCAACATATATCGCTCTGCGGACGCGCACGACGGTAGCAAACAACGA
+TTGCTACCACCCGACATTAGGAAGACTGGTATAGCTAATCAACCTGTACAAATCTACGGG
+TTAGCTCTGCAGAGAGGTGAGAACCGAATGATATGAAACACGACATAGTCTGGTGGGGTG
+AATGCTCAATCGATAACCGTATCGTATCTCTGGGATCGCATCCGCACGCAAGTTGCTTCG
+TCATTGGCAGGAAGTGTTTACAGGACGTGTCACGTTCGCACGCTCCCTACAACCTCTGTG
+ACAGATCTGCGAGCCCTCGTAACTAAGCGGTGGATCCTTTTATGATGCCGATCGTTCGAG
+GTGGGTAGAGTCCTCAGCATTGCCGTTGACATGATGCCTTTCCGTGGGACTATACGCCGG
+CCACGAATGGTAGTGGCCGGAGTCTCTTAACGTTTGAGCAAGGTGGATCTCTCCTCTGTC
+CGTTGCAGGCGCGAGAAGCGTCAGATTTCTGTCTAGTGTGGTTCCGCAGTTGTCTCGGCA
+ACGTTTTAGGCATCATCATGAGAAGTCCACGTTTAGACATCGCCCTTTCTTTTAAAACAA
+TTTCTGATCCCTGTGGCAACAAATGCTGATATAGTCCTGGCATAATCGACGACATTTAAG
+CACAAAACAAGCCTTCGCGGCAGGGGAGAACGTTAGCGGAGAGTGGAAGGTTGTGGCAGC
+ATCCCGATACAAATATCACAAAGCCTTATTACACAAATGCATGGCTACGGTATACCACCC
+CCGGTGGATCGGCCAGTTGGGTGTAATTGGCAACTGTGGAACGATTGCACACATTCGGTA
+ATACGTGTCGCTACGGGGGTTTCGGGGAACTGGGAGCCCATCCAGGTTTTAGCCCATGGG
+CTGTTATTGTCAGTCACCACATGAAGTGTTCAGGGAGTTTGTGACCCTTAGCTGACACCA
+CTACAATTGGAATATGCTGGCACGCCTCTTTGCACACGTTCAACCTTCCCTCAAGAATTC
+TTCTTATTGTCTCCACGCGCACACCAGAAGTAGAGCAACTTTCTAATCGTGTCTCTATGC
+CCCCCTACTAGTGTGCTCCCCCCTATTCGGTAAGTCGCCCATAAGAGTTGTGCCGTATCC
+CAGAAACAGACTCTTAAACGAGCAGTCGCATGCGCAGATCTAAGATCCGCGCCTTGGAGG
+GATCCGGGTGCGTGGGCGTAATAAAAAATTTAGCCACGAGCAGTCCCGACCCTCTGATAT
+TGTACTTCTATGCGCCCGAAAGGACAAGCTGTTTGTGGCTAAATGCAGTTTAGCTTTGCG
+GCATCTCATGTCTCCATGCGGCACCATCCCGTCGGGATCTCGATGTACGTTGGGCGGAGA
+GCACTTTTTACCCAGCAGCCTATGGGCGGGATGACTTGTGTTAGGCATGGGCACAATCAC
+ACCTGGCGATATACCGCTCGATCGAGCAAACCCCCGTGATGCCTCTTTAGGCCACACAAA
+CATCTCTCTGCATTCAATTCAATCCAGCCATACGTAACGGGTCAAGAATATTTTACTCCA
+CTTTACTACACAGTACTACGGTTTGCCACTCAGGACATGACGTCAACCTGAATAGGGACA
+CTCCTACCTATAAATATGCGCGAATTCCCACACGTCTTAAATCGCATGCCATAAGTGACT
+TGCGCGTGAATTAGTTCGCAAGCCTATAATCCGTGACATATCTAAGCCGCGATTATCACT
+TGGCCTATGGTTCGGACTGGACTCCTTCTATCGCAGCAGCGACTGCGGTATGCTAGGCAG
+CCCATCAAGTTAATTTGGACCGACCCCCAATCACACGACTACCGGCAGCTTGTCTTAGTT
+AGCCTGAATGGAAACAACAGGCAGAGAAGAAAGTCGAACGCCGAGTGATGGACTTTCCAC
+TAGAAGAGCCGGTCGGCATAATGATATTGGTGACATCGCCCAATAATTGTGGAAATTGAC
+TACTGTGATTACTTGTTATTCGCCAACTTGCTGTAACAGATCCGTTCGACATCCGACGCG
+CACAAGCTTAAACTAGACTTCCCGGCTGAGGGACATTTTTCGGGCATCGGATGGATTTTA
+TGTTACTGAAAAGTTACGTGCCACCGCTGCGGGTCCGACAGGCTTACAAATGTCTACTGT
+GTTACTAAGTTGCAGCAGTCGGAAAACTACGAGTTACTTTATGGTGTCAACATGCCGCGA
+CATCCCCCTAGTAGCGACAGTATGAGAGAGCGGTGCCCGATGCAGAAGGGGCGGACACTT
+TGCCTGATGCCACACACAGAATCGACCGTGTAGAGTAGACATAAGTCTAAACACGACGCA
+CCAGAGAGCCTTATCGAGAGCACCGAAGATTTTTCCAGTGTCTCTTGTTGAACCCTCTAT
+GACAGTTGTTAACAGCCCGAATGATTAGGATTGGAACATGCTCATTATGTTAGCGGTATG
+TCCCTTACCGCGCCCAGTTAGTGTTAGTACACCCATTTCGAAATATAGCGCTCGAAAGCC
+GAAGAATGAAGGGTGGCGCCTCGTCCAGCTATTAGGATGCCACAACCGATTTTCGCTAAA
+GGGCCGTGTTGCGTGGGGAAAGGTTCGGTCTATCATAAGAACCCTGCTGATAAGGTTTGC
+ATACTTAAGTGAGATATCGAACTGCTAGTGCGATGTGTCAGCCCGGTTTTGGATTGCAAC
+AGGATCGCCAAGGAGAAAAGCTAAGGCACTTCGGGTCACTACCCGTAAGCACACTGCACA
+GGGTCCAATTTATAGCTAGAAATGGAGTACAGATATTAGGGGGCTAAAGGTCATGCTTAC
+TGCACTTGACGCGTTGGAAAGCCTGCTCCAGCCTCAACATGTAGAACCCACGTACAGCAA
+TGGCCGCGTGGTTTGTCAATACAGATGACGTTGCCTAGCCAGGACGCTAATCTAACACAA
+GCAAGGAACCCTACATAGCCAGCGTGGCCGCCAAAACATAAACGAAAGTTGATCGATGAC
+CTATAGAACAAACATACTTTTAATTTGCGCGGCGCTATATCGATTAACTAAAGATTTTGC
+TTGACTTGGCTCAATATACGTTGGACGACCTGTCTTGATACCCCACTGCGCCCCGTCTTA
+TATCCACAACAATTAGGAGACAGTTAATTGAGACGACTGGTGTCATCATCAATATGTAGC
+AACTTTCAGGGTGGAGAGTTACTACTCTACAAGTTGCCTCGCATCACTACTCACCAATGG
+GGCTATAGGTTGGGGAGGCGGTGTTGCGCGTTCCGAGAATGTCTTGATCTAAAGTCCAAG
+GCAGTTGCTAATGGGGCTTTTTAGGATCCGGAGATTTCAGGTAATCTTGCCTGAGACTCG
+AAGTCCACCTCATTGCGATCTTATCGGAAGGGATGCCACACAACTGGGTCGCGAGCGGCG
+AGACCCTCCCACATGATCGAGATTAACGGATTCAGAGGGAGCGTCCCTGTAAATCAGCGC
+TTGATGTCGATACTGACGCCTCAATATCTGCCCTTCAGCAAATCGGGTGTTGTAAGCCGA
+TTTTACTGAGAGATATCCCACCACCATAGCCCACTATCATCTATGGGATCTATAATTCCA
+CAACCGGTCTCTGAAAACTTAATAGTCATAAGGCGTGGGATTGTAGATGCTCGCACTATT
+AATCAAATGTCCTTGGGACAATACCTGTCTGAGTCCTCAATAGCAGATCGCGTCGTGTTG
+CTTACGGGGCCGACACAATGAAACAGGGTGCCTCAGAACTTTACCCTAATCCTTTCGCAG
+TATCTCGGGAAACGCCCGGGAAAGCGAAAGATGAGTGCGCCCTACTCAAGAGTTATGCTC
+AGAAACGTCGAGTTCACTGGCAGTGAAACTCGAAGGTTACGTGGGATCCTACGCCAAGTC
+TTTACCTGTAGGCCGAGCATCTGACGAGGGGGGGCGACCTTAGCAGCCGCTGGGGAACTC
+ATCGTAACAAACGTCGAACCGCCGGCTTGTTGGTGTGCTCTTTAGGATAATGAGAAGTCC
+GTGCTGCTGCATAGCATACGTTTCCCAGCTATATACCGCTACTAAGATTCAAAAATCGAA
+CGCTGAATATACGAGGCCCGGCGTCCAAATGTCGCTGGGGTTGCCCACTGTTTATACCAG
+CCAATGATACTTCAAGCTTCCGTGAAATAAAGAATAGTCTACGATTGCGAGACACACGTC
+GTGTGTGACGTTAAATATCCCTTGTTTATGTATCAAAACGTAATATACGCACGTGAGCTG
+AGATTCTTTCACTACAAGCTTGGACTCAAAAGACTTTCACGCCAGGTCGCCAGAAAAGAT
+AAGGTGGATTGCTCTGGCAACGCTCATCCGAGGACACTTGGTGACAAGGGCTCACAGTGT
+GAAAAAATGTTACGAAGCTCACATTGCTGGGCTAACCTCAAATACCGGTCGGATTGGGGG
+ATTCCACACGTTGCGAGGTGTTTCAGAGAAGATATTTCGGGGGGTGACGTGGATAGCCAC
+GTCTCTAGCTCCAAAGAAGGCTTACGTTGGATCTCTAGTCACCAATCTATCAGTTCGATC
+CAATGTCTCTCATCGTCCTGCCGGTTGGTGTAAGATCAGTACGCTAGCAATTCGGGCAAT
+ATCTACGAGTGCTCCCATGCAAGCACCGGCCACGTAGGGGTAAGATCTTTTAAAGAAAAG
+TGCGCTGACCCAACAGCTAGGAGCGTTGCTCCCGTGATCAGCCTCACTGAGGTATGTAGA
+GCTCTCACTTTTCCTGTGGTTGGTGTCTTGGCAACCCGTCATAAGCTGAACAGGTTAGCG
+TGACGACGTATCAACATCTATCGCGCAGATGAGCGAACGAAAGCACCATTTGTTATCCCG
+TAGAGTCATTGAATATGGTGCTGATACATTAATATAAGTTATTCTTGCGCATGAAGGCGT
+GTTTTTATTTCCAAGGAGCCTGCGAGCCTCCAGGGCGTCTTGTCGAACCGAGGGTTTAAG
+GAGCCATGCGGCTCGTCTCGCTTACCTTCGTAATTTGCTCACGTACAACAACCCCCACGC
+TGGGTAACGCGACTAGTGCCAGTATTGAATCTGAGTGATTTCTGCCAGCGCTATTTACAT
+TAGGCAGCGCAGTCCGATACACTCAGAGTTACTGGGGTACTAGAAGAGGCAACACAAAAC
+CCTTGTCAAAATGCCAGCTGGCAGAGGCTAGGTACTGGATCAGGAATCTCCGGACGCATT
+ATGGGTCTAGCGCTTTGCAGCAGCCGGTGACACAACTGCTTGGATCTCCCATTGGCGGAC
+TGAACGCTAAATGGACCGACGGTTGGGCCATCCCCCCTGCTGGAAGGCCCTCATTGCCAA
+GGGCACACTGTCAGATCACTGGCTAACAGTTCCCCTCAGAGCATTCCCGAAATGACGAGA
+TTGTCTTCGCTTGCTATGTCTTTCTTTATAGCCAGGTGTAAGCACGTCTCATGGATCTCA
+CTGCTTTGTGCCCTCTCCGTTCATTCTAAGTTAGCTACAAAGCGCCACGTTAGAGACTAC
+CCTCATTGAGGACTGCTACGAAGGCCCAAGTCATTACGGGACAAACTAATTAATAATGGT
+GATTAATGACTTTAACTAGTGGAACTCATTCGCGACATACTGTAGTGAATCGTGTCATGA
+AACTAGTCAAGCCTTGGCAACATGACCGGTGTATAGCACCCCCGTTCTACGGGGTTCCAG
+AAAAACTGGGTCCTTGCTCCACCACGTGATTAGTACCGTGTCGTGGATTCACGTCTAGAC
+GACTTTATCTCGCAGTTGAACAGGAGCACATGCTGGAAGAAACCCATTCATGAGTTCACA
+ACGAATCGTGTCCGGTCAATTGACGTTAGCCAAAGGCTCTGGTCATAACGCTCAGATGTG
+ATGTTTTGAACATCGTATACGATAGACGTTATAACCTAGTACTCCACCTGAGCCCGTACG
+TCTTGATCATGATCCCTATACATTAAGGGGTTAGACACCGCTCGCAGTTAACGACGCCCA
+CGAAGGTGCACAACAGCCCGCATGCGTATGAATAAGGCGTCAGGAATTACACGGCCGCCG
+TGAGCCTGCTATTGGCAGGGTTAAAGGCAGCTCAGAGGCGGCTAGAGACTTTGCTATCGT
+AGTCAACGTCCGGAATCTGCTACTGCACGTCAGATTAAGGGGTAACTCAACACAATAGCC
+TGAAGAATGCTCTCAGTTGTCTTGACTGTCACGCTGATAGCAGATTAGCGCACCCAACCA
+CCTTGCTCATAAGGGCTGGAGACGGTGCTCTGTAGCGCTTTTTAGGCGTGGTAGTATTTG
+GTCACCCTCTTTAGGCGACGCCATTCATTTCCTCGGCCGCGGATCTAGCGCTAGTCCGGT
+GTATCCCCCGGCGTCAGGGTCACCGTACGTCCTAATAATTCATCCTCGCCCAGTATGAGA
+GGGACTGAATAGGGCTGTCGATTGCTCGGTCTTGTGGAACTTGATTGGGTTGGACCCCTG
+CCCGGCTCCTGCGTTGTGATACGCTAGTGGAAATGTAGAGACTTCACGCAACGGAGTTAA
+GTGGGGGATGCGAGCCTGAGGCTTTTTTATCTGCTCATGTTAGGCATCGGGGCTGAGTTG
+GACTTTTACCCTCCTTTCGTCGTAGCCAACCCCGAGCACCCACGCGTCTACGGAGTGTAA
+CACATTACCACCCGGGTTATGGTGGGCTAAGCGACCAGGAATTAAGTCGTAGGGAAGCCC
+TATGTATTCGACTCCAGCGAATATGGAAAAGTGAATCCTCTGTCTTCCCAATTTTATACC
+AGCTCGCAAATACCTGAAATGGGTCGTAATATGTAACCCCTACCTCTATCTAAGGATGAT
+CACGACCGGGTGCGAGATGAAACTCCGGGACGGTGTGAGAGATTCGTAATGGCTATTAGA
+CCGGTCATTCCGACTGGCTCATATGATTCGCTGCTGGGATCTGCCGTTTCGCAAGCCCGT
+AGCTGGGCATGAATTAAACCATTATCACTCCCGCGTGTTTTCAAAATACATAGTGGTAGC
+ATATAAACCAGGGTTGCACGCTCTCAGATTGCAAGCGGGTTCGCCTTAGGGTGTGTTGAT
+CCTACGTGATCCTTCAACCCTCCCGTGTAGGTGAAGCGCACTTGAGTGGAGCCTCCATCT
+CTCGGCCACTCAGTCGTGGCCTTCGCATAGCTTGGTTGCTGCGGTCACAAGTGCCACTGG
+TGACGCTCAGCCTCGAGGGATGATCAGTGAAGCGCTGCCGGTGTAAGCGTAGATTTATAT
+ATAGTAGTGGCTGACTCGAGTAATTGGCCTCGGAATGTCCGTGTTACCATGCCTAAATTG
+TATCTTAGACCCGTACACTCCACCATCGATGCCCGTAGGCGAATATCCCTGTGTCGCCGT
+GGTCGCGTCCTCGCATCTGTGCGCGTTCTCTCAGATAGTCCCCCCGTAACAAGCGATGAG
+CCCTAAGGCAGGGCTTGGGTCGGCATGGTGAGCATCGGCAGAGGCCCCACGCACGTTTTA
+ACCGCCGTCCCATCGAGGAGTGTCTCTAGATTACAATAGGGGCGTTGTAATTATCCATAA
+GTCTCAGCGCTGCGGGAGGTGCGGTTCCATTATCCACCGGCTAGTGCAGGGGTGAAAGGG
+CGCTGGTGAGCCCGCGGAGCAAAGGTCTAGGCACACACACCTATACGAAAAATATAGCTC
+TCGTGTTTCCTAGCATCTGGTTTGACTGTTGAGTGCCATTAAAGCCAATCCCAGGCATCG
+CGCAACTAGTAACGTATTACCCCCACAAGCGATCCGAAGTGCAAAATTCAGCTTTAAACA
+TGGGAGCGGTGGGACAGACAACGTATTGGAGGTTGCTACAACTCGCCACTTTCACTAAAG
+GCAATACTTTAGGGAAAATGCTCCCCATCTCCACTCCGTAGGGACCTCTGGTGGTACCGA
+GTTGATGCATCTATCGCCTTAAGTCGCTCCTTCATGCCCCTCTACTCAGCAGGCTGCCCC
+GGTAGATCACTCGCGTTGTACACAAGGGCACGCGGCTATGGAAGACTATTTTGAAGTCAG
+ATCGCGTAGATTCATATTAGAGGTTATTACTGTTCGTCACTGGTGGTACGGTGTTAATCG
+AAATTAGGAAGCAGATGACTAAGGGACCCATTGATAGCTATATGACACTCATAACTGTCA
+TATACTAGAAATTTTCGATGGCAGGATGTGTAGTGAGGTCCCCCGCCAGAGTCTAAAGCG
+CTGTAGACGGTTAATGCACGGATCTTAAAGTAACGACAAAGGGCCATAGGACACACCGGA
+AAAGGTAAACAGTAGTCAAGTACCCGACCCGCACGGGCATAACGGGTCTACATATAAGAA
+GAGGTTTGTACTACGAGAGGGGCGTGAGTCCGGCCCAATATCGCTCCTAGCCCTCCTTAG
+CCTAAGTGTGTTACAAGCGTCACCATTAAAGACGTCACCGAGTGGAACTCGTCACTACTA
+TAGCAAAAACAAACACTTTTAATAGTCTGCTCGGCCGGTAACAGCATAGATGGTTAGGGG
+CACGGTGTTTTTACGGTTGATGTATCAGCTACAAATCGTGTTCCCCTCCGTAGTCGAGAC
+TATGTACATTGGTATGGGGTTGCTCATGGTTATCGTAACGCTACTATCTGTGTATCAGTT
+GTCACAACCTGTACGCTGAATTCAGGCTTCCGTACCGCCAGATGCTTCGAACGATTGTCC
+AACCCACAAGCCTGATGGTTTGCAGGTGCAGAATTCGAGGACCTTCGGAGTTGCAGTACA
+GGATTGAAGATTAGTATATCTATTTCGGTGTTGCGATTAGGGAGATCCCATCATTCCTGT
+CAATACGCTCCGACCGGGTTTGCCACAACTCCCTTCATCAGCCCACCCGTGCTGGGGGTA
+GGCCGTGAATGTGTGCACCCTTGTGCAACTTAGGCGTACTACGCCCCAACTGTTATGCCC
+AAACTCGCTATTCCACCCCTAGCGCGCCGTCACCTAGATTACCAATCCTCCCCTCGTGAG
+AATGCCGTTTTCCGCGACTGTACATAAGTAGCAGATATCCAACTCCATGTGTTGTTCGTA
+CCGTTTACATACTTTTGAGTAACAGAGTACCGCTAGTTGATGCGAGGTCTGCAATTCGGT
+CTTGATCCTTGCACCGTTGGCAAGAGACGTGCACATAGCCCTCATTAAAGAAAATGAACG
+TGCGTATGCCACAAAGCATGCATAGACGAGCTACCGATATGGAATGTAAACTAAGCTTGC
+GGGCCCCGCCTTGCCATGTAGGTACGTCCTCCCAATTCGTGAGATTGGAGAGGTGCCACA
+ACCTCGCATGCATCGATGAACGCAGCAGGTCCCACAAGTTTAACCTACAGAAATACGCCA
+CACGCGTATAAGTCCTGGTCCCCATCGCGCTGTGCCACCCCGCTAAAGGGACGTTGGGCG
+ACTCTTAACTATTTGCAAAGATGTCATCGGCCCCTATAAAACAACGCGACCTGGGGCAAC
+CGCTCGACAATTACACTCCCGGGCTATCTTCGACCTAATCCCACAGCGTGCATTACGCCC
+AGACTTGGCCAGGACTTTCTTTTTTTCGGGACCGTACTGGGCTCGCTGACCAGATACCTG
+AGTCACCCCACGAAGGTTACAGCAGAGAACCCTTATCGCCATAGAGGATGCTCGCCAAAG
+CCCTTAGACACCTTGCGGATGCGTTTGGCGCTGAGATACAAAGTACGTCTGTGTAAACAC
+ATGTCCCTAATCTAAAATAAAAGGCAGTGTCGACTCGTGCTGAACTCGAGCCATCCGCGC
+AACTGGTACGCCAGATCTGGCCATGGAGTGCAGGTTCTGTAAGCTTGGCCCGTGCTTGCT
+GTGAGAATGTGTCGACCAATGTCTCAACTAACAGATTTGATTATTGTTTACACGAACGGT
+AACCGGTGGCCTCTAACTCGCTGACTTCACGAAATGGTGAAAAGCGGCCCTCCTGTTCGA
+TAGTAATAAGGGCAATCAGGCAATACATTCCGGGCAGCAGCGCTCGATGCTTAACTTGGA
+CCTGTCTAACAGGGGGCTTATCACAATCAGTTTCTTCTGTGCGCTTCGATGAAGTGTGGG
+TTACAGGCAGATGCCTTTCGACTCCACGCCTTTGCGCGGTGGTCCCTAATACGTCGGTTC
+CCGTCATATTCCAGCCCTTAACGCATTATCCGAAAGTAACTACAGCTTCGTTGGTAACAG
+GGTGCGAAGGACTGTACTGAGCGTGTGACGATCCGTCGAGGTACTCGGAAGGTGCTTCCT
+GAATCAACTCTCTTCCGGAGCTACCATGGTGAAGTCGATCTCCGCAGCATTCTGTGCAGT
+GACCGTAACACATATCCGCCGACGGTTAAGCCGGGCTCGGATGGACATTACCGTTGCCGA
+TCCTATTCGTTCGGAGCAAGGCCCCATGGGCTAGTGTTTGATTTAGGTATTATTTTGATG
+ACCGGATCCTCAAGCTGGACCGTGACCTGACAATGTAATAGAGCCATGGCGAATACCTTT
+TACTACCCACACAAGACGGCCAGACCTAGTTTACCTTGCGCAGGCCGCATCCAGCCATCT
+GGTGTTACATACGAGGACTGTGGCCTCAAGTATGGGAGGGTACGTTTGTCCCCGCCATAA
+GATCACTAACCGAATTAACATCCAAACGGAAGGTCGCTAAGCTAGAAAAAGCGCACAGGG
+CGGGTGGACTTCTGAATGTTAGGCAAGGAAGACGACTTTGGTCGGTGTACATTGCGGCGC
+GTGGAGAGTAAATGTCGCGTCGGCATACAGAGGTCAGGGGTATAAACACATCTTGCTTCC
+ACCTTTACAAGAATGACTTCGCGCGGCCATTCTCGGCCAGGCAACATCAACGTGCCCTTT
+AGTCGTATTGGTAACGCATTCCCCAGCAATTGACTTCCGGTGATGTAACTGGCCTACGGA
+ATAGGAGAATGTTGGTCTGGTGCGGACAAATATATGAGGCGAAACGCCCCAAGTTGGTCC
+AGGAGGTATTTGGGAGAGCACCTGACCGCCCTTATTTGGGGACAAAGTCCGGCCTTCCGT
+ATCATATAGGGCTCGGCAGTCTGGAACTGTGAATGAGCAACTAGGTTGGGAGCTAAAACA
+AGCAGACCCCTTGAGTCCATCGGGGAAGTCCCCGAAAAAGGATTACCGACAACAATTGCG
+TGCGGGAGCACGAAGCTGACTCTGGTCGGTGGGGCACTTCGAGAGTTGGCATGACGAATT
+CGGGGCGAGCTTATCGGAAATTAGTCTCGATGCTCTCCTACAGACCCGTAAGCTAGCCAA
+CCTACCTGGGCTGCTCAGTAACTCGAATGTCTGTGAAGCCAAGTCACGTTACGTCAGACT
+AAACGTCCCTCATACGATTACGTTCAGGGTCGGTTCGCCTAAGTAAAAACTCTCTCAACA
+GGCTTATCAAACCCTGGAAACCCACGTTGCAGGTTGAACCACCCATATCGTGTCACCCGG
+GGATCTCAATTGCCGTGAGGAACATTTCATACCGCTTCGAGTTATAGCAACACATGCCCT
+TCTCAACTGTACCACGCAGGAGGGTAATCCCGCGATTCCCGTCCGAGGGCGCCATCCGGT
+CATGTCTATAAGAAGTGTCCTATAGGCGCACGGGAATGCATGCATGCCCAAGCGCTGATA
+GGCAAGAGAGTGAAATCTACTCGAATTCTCGCGGGCGCCAGCGGAGTGTACATAGGTCCC
+TTTCGGGCCGTTACTGGTGTCGCAGTTCCCCACATGAAGGGGTGCGGTTGCGTAGTTACT
+GTAGCCGTCACAAGTATATATGTCAATATCAAGGTTATTCCGCGCCGTGCGAAAATAAAT
+CATTCGAAAATTAGCCGGGTGATTGTAAGGGAAGGTAAACACGAGTGACTTACCCTAGCT
+AATGGCGGCGGCGTGCACCCTAGAGTACTGGTTTCGACTTCTCCTGAACCTAATTGTAGT
+GAGGTGCGTAACGAATGGCTGATTGCTCGTATCTGTAAGTTGGGGTGACGTAGCTGGGGA
+CCTAAACATAAGAGTAGCATGAAGTATTTCTTGTAATGAGGGTGGAGTAGTACGTGAACA
+TCTCCGGCTTGTGGAAAGGCTCCCGTATCTACGCAAATTAGTGCAATAGCACTATAGCAT
+TGTAACGATTCGTACTCAAAAGGATAGTAATAGAAACGACGAGCATTCCAGTGGATAGCA
+GTTACTCTGGCGGGTTCTGAATGCGTTATATTCCAGAGTAATTAGCGATGCGCCCCGCTA
+TGGCTTTCTGACGGGGCAATTGGAGTGTGGCAGCCTTATGCACTCTCTGTGCAATGAGTC
+GGACAAGTAACCATCATGCGTAAAAGAACGTCGTTGCCCCCTAACGGGTACCCGACGCCC
+AGACGCTAGGACATCAATTACTATTGCTATCAAACCTCAACATTCCTCTTCTACTCCTAG
+AGTCGAATACATGGGAGTGATAGCACAGATGTCGTCGGACACACGTCTGTTGCGACAGGA
+TCAGACTATCACGGGATCCCTATTACGATACGATCTTAGCCACCCCCAATTCCAATAGCA
+ATTGTGGGATTAGCATCAAGCGGGAGCCGATCCCCCACTGCTATAAAGTTTTCTCGTAGA
+TGGTGCTGGCATTGGTGAGCGTAGCAGTTGTCGAATGGTTCGCTAAACTTCCGATTGAAT
+GGGCGTTAAGAAGGGGACTCAGAACTAATGAGATAGCGCAAGCCGTCTATGTGTTCGCCG
+AAGTCAGCTCTGTCAGACAGAAGATGTCGGTACTTGGAGCATGACCTTAGTCTACGAACT
+GTATATCACTACGGGGCAGCTATAGCGTGAACTTGGGCTATATAACCCTTCGGCTGACAA
+CCGAGTTCGTAACCCCCTCGAAAACCAACCGCAAATGAAGTCGGTACATGTCTGTCTATA
+GTTACGGGGCGATCCGTCTTGAGACTTTCGCTATTACAAATAATCTGAACGTAATGAAAG
+AGTCGGAATGATCTCGGTGTCCTGTATGAGCTCTGATCGTTTTTGTTAATGTTCCTTTCG
+GTCCCCTGTCACCGTAGCGGTTGTTCTTACTAGGATTAGTGAACGGCCCCTAGCTTAACG
+AGCGACCGCTGTCGAAGTGTGTTTAACCTCTCCCAATATTAATCATAGCAGGCTGTCGCG
+GTAGGGGGAAGATGGGCCGTACGCTCTGTATAAACATAGTGTATATCGCGATCCGGGTAC
+TTGATCTAGTAGAAGTGGGAAAACCGTGCTGTAATGTCATTACCCGAATCTTCTCTCCAT
+GCTTCGGGCTGTAACAGTGAAGTTACACCTTCTCTGAAGTGCATAATCCTTTAAGCCCAA
+TAGCGACTACCTAATGAGGCGATCAGTACGCGGTTTATAGCCACAGGCATAGAAAGTATA
+CCAGAGGCCGAAGTACGTTGCACCCCTATGATCGTATCGCTACGTCTTATTCGATTCGTT
+AGAAATGTCTACAAACTGCCCTTACTCTGTCACTTACACCTCTGTAGCTATGTATGACTC
+AGACGGATGTCCGTAGCAAGTATTTACCAGATATCTCTACCTCCCTTCGATACACCGCTT
+AATCCACCGACCGTAAAAATAACACGCCCAATTTGTCGCTGTCTCCCTAAACATTGCATG
+GGGTTTGAGGGACGGGCCAATTTAGTGGCCATGGGGCGTCTATAGACGAAGTGGGCTTGG
+TCCGTTTAGACAAGACCGACGCTCTTATCGGACATGACAGAACGATACCATTTAGCGGCA
+AATAAGTAATTTGCCTGACTCGTTCATTCAATGGAGGTGCCGGTGAATACGACACTTGTG
+GTGCGGGTCCCCTTGATTTACACACAGCAGCGAGCCAAGTAGTTCGCGGGGGTTCACCAA
+CAATTCCAGTGACTTAAGCAACGCCCACCGCGTCCCTTTCTTCCGCTAACTGATCTCGTC
+TCGTTGCCTGCTTTGCTTGGACGTACCAACACATCTCCGTCTGATCTGCAAAGCCTGGGG
+AGATGCCCACCGGACGCGGGGCGGTACCAATGCCGGCTTACTCTGGTAGGTGCTCTACGG
+GTACCAGTTCAACAAACATCCGGAAGCGTAGGAACTAATTTAAACACACAGGTGTCGGGG
+TAGGGATAGTTGTAAACGACATGCCCTCGAGCGCAGTATGTTCACAATGTATCGCACGAG
+CAATGGAAGTACTCCCTCGGCCACGATGGTCTCGAGAGTCATGCGTTCTTACAGGCTCTG
+GTTTTACCGCGCCGAAGCAAGGACGATTCGTGCGTGACTGTTCGGAATCCTATACCCTTA
+CGTTCCGCTATCCTCATATGCACCTGCCGTTTCGCGGAGGCTGTCGGATGCTCAGGCTAC
+CCTACCTTTGTTTACAGATCAAGAGCTTCTCGGCAACCAAAATCACCATCCTGTGTCCGC
+GTATTAAGTCACGGAAGAAACAGTAGCCAACGTGGTCAGAGGAAGCCTTTACAGTGTTAT
+GAGTGGCTCCACTGAAGGCGTGGGTCGGCGCTATGGTCGGCACGTTACTAGCCGTGCTCA
+AAACTTGGTTTCCTCTGAACTGGTTTTGCTCCCTTGCATGCATGTCGTGATCGCCGTCAT
+GTTTAGTGGTTGTAGGGGTGGAGGTTTGTACACCGGGATGTGCTGGAACCCGCGATCAAA
+TAGCGGCCCATCGCGCTCCTGCAACTCTATGCAGCGCTAACCCAGTCGCATCTTTTTTAC
+GTCAGGTACTGTCAATAAGTGCGAGGAAAGAGCACGTTGCCCCGGGCACATCTAAAGTAT
+CCGATCAGCGTTACGGGGCCCCGCCTAATCATGATGTATATCGTTACTACGAGGAGAGGC
+TACAAACCAACGTTGATGGTGTAACACAGATGTTCTCGTTTAAGAGGTTATAGCGCCTTC
+CTTCTCTATATCACACCTTGATTCGATTGAGCACACGCACTTTTATTAGTGAGGCTACGT
+CAAGGGGTCCCAACCAGCCGACTCGAACGGTCACTACCGGTGATAGGTTGATAAGCACAG
+GCCTTTGTCTCCCGGGCAAAAACAGTAACAACCGTTCCCCTAAAGTGCGCAAAAATGTAG
+GTCATGCGTCATTCTACACACCAAATCGGAACACCATGGTTATCGGAAAGAAGAGCTAGG
+ACGAAGAGTTGGGTGAATGGCCGCAGTATTAACTCAAAGCCCTGTTGCCGTACACATCTT
+AGACAAGACCTACCGACGACGACCGTTTTACTTGTGGATACGTCTGTCGCTCTAAGCAGT
+ACATATTTGGCTACCAGAATAAAATACAAGTGGGAAGCGGGATTGCTATTGGGAGACTTA
+ACATATATTTTTACCCCCTATCGGCCCGGCAACACGGAGATCAGATATGCAACCTAGTGT
+CTAGTTCCCCCGGGAGCGTCCCCCGTCCAATACAACGATTTATGGTCCCCTAGAATACGC
+GAGACCCTAGAGGCGTACAGGCGTTAGATAAAGTTTTCCCAATGGCTAACGCTGGCGGAC
+GGCATTGCTTTTCAAGTCCCGCTGGCGAACGTCTACCTTAGTGTGCATTCCCAAGATGCC
+CAGTTTTCAACCATCCTAACTCTCCCCGATCGTGTGAGGTGATTGTAAATCTGCACCGTC
+TGACGATCGATAGAGACAAACTTGTCCTGTGCCCAGCACGTTCGCCTAAAGGTGATACTT
+CAAAGCTTTAAAATTGACTCCAACGCGCCCCCACCCGTAGGGTTGGGGCAGAAGCCAACT
+TAGCCTCTCATGCCCTTTATTATTCATTGGAATTTGCAGCTGAGTAATTAGTCCAGCAAA
+GTCAAGAAATACTATCTCCAAAAGGTCCTGTTGACAATTCAGCCTGTACGAACAGGCCGT
+TCTCAGCTCCCTGGTGGTCAGCCGCGAAGCCATTGCGGTGGAACTAGTTCTGGTGTTGAA
+TGAAATCTTGCAGTTGGTATCGCAATCTCGAACAGCCCAGGCTCGCGGCCGCGACGCCTA
+TGTGGTACACATCGTATTTCTTCACGATGACATATCAAACGCTGTGAGAAGATTCCAGAG
+GAATCGTCCAACGCGGCATGGCGTGCCTGCTTACGGGGCAAACAGAGACTTTGTTTCGCC
+CCTAGCACCTTGCCTCCGGACTAAACCTCGTGATGTATACATGGGTGAACGAAACGCTCA
+CGATCTCCGATCGCAGGTAAAGGGCTCACCGAGATGCTCTCGTAGGATATTCCGACAGAT
+CGCTTACAATTGTTTTGCGTACAACCAGGCTCCGGCCCCAGCGGGCGAACCCCTAAAATG
+TCCTGGTGGAGTATCCAAGTCTCTGGGCCAAAGTCTAATTCTTTCGCTTTAGACTGTTTG
+ACTGAGCACGAGGTAGGCCTAAACGCTGGCTAGTGGATCTCCCATTTTGAGCCATGGGGA
+AGGGAGTGCTATAATCCCAGTATGCAGGGGTTAGGATGGTTATGCCTGCCCGCAGAAGCT
+TTCAGGGTAAGCACAACCCACTGTGTTCCATGAGGCGTACCTTTAACGAATACTTTCCGA
+TAGTCTAAGCGTCGTCGATCTCTCTTGCCCGCTTCCCAACTCACGCGTGTTAAAGGCGTC
+GACTGTAGTAGAGTTACGATTTCATCGGTGATTCAGACGAATCATGGACCGCGGAGGCAA
+GAAAGGCGAGGTGCTCAAAGTGGGATTTCCAGCCCTCGCCCTGGATGTCACAACCTCTGA
+TAATTACCGCGCCCAGTTGGGGATACCTAGTCGGGTCCAGCGTCTAGCTCCGCGCTAGCA
+TTCGGCTAGCGAGCGTCATCATGTACTATAATGGGATCCGCTGCGCTTCTGGCCCCTCTG
+CTTACAACGTCCCGCGCCGAGTAGTCGGCCATCACGATGCTCCTCATAAGTGAACAGTCA
+GCGCCCTTTGCATAACAATCGTAGGATACTTCAGCATGAATTTCTCAACTGTCCTGTGTA
+AATTAACGTGCCTCTAATATATGCGCAGGTGGGTTCCAGAACATGTAACTCCTGTGATTT
+AGGTGCATTGTAAGCCGACCAAACTCTAGACATACGAGCTGGATGTCAGGGGGGCAGTGC
+GAACGAACAATATGTAGAGGTGTCATGCAGCCGACCTCCGCATGTCGCTCCGGGGACCGA
+TGCGCTTTATGAGGGTTGTGTAACTACGAAAGCTTTTTGCATCATGATTATTCAGTGGAC
+AACAGACAGGCCCCATTACTATTCCCAGGCCCTGATAGGCGGTGCCCCCTACGCCATCGC
+GAGATTGCCAGTCAGTCTCCCTAAATTCATAGTCTGAGAACACCCAGGACAAATAGTGTC
+CTTTTTGTGGCCTGCTTCTGTAGTCACAAAGGTTTCGTACCGGGCTCTTCCTACAACCTA
+GAATGACTAGTTAGACGCGCAACAATCTCGAAAAGAGAAAAGCGAAAGTCTTGATTTACA
+TCCGCTAAGTGTGAAGATTGAGAGCTTACGATGGATTACCCGGCCGAACGTCAGTTAGTA
+ATAAAGAAACACCACACCAACCGAGTCCCGCTGGCATCTCCTGTTGGGTTCTATTAAATT
+ATCAACCCAGCAGCGTCAAGAACCTCTGTTTTTGTGAGGAGATACCCGCAGGTAGCTTTG
+ATCCATCGCTGCGTTGTGGACGTAGCTATAGCCTTGGACCCCAAATAGAAAAGTAACTCA
+AAGTGGATCCGCATGACACATATCGCCTTTTTAGAATGCACTTAGGCCCTCTGCGAACTG
+GGTCAGGGGTCTAGGCACACGACATGTACGGATGTCAATTTACGCCGTTACGGGCTAATG
+ATGCTGCCCAGTATTCGCTTTGGATTCACCCGGGAACTCTCCAACTCTGTTGACCCATAT
+AAGACAAGGACCATAACACGGCTCGCAATAGCTGGCCAGCCGCGCTGCTCCCCTTTCACT
+CTGAAACAGGCGCTGTTGATCCACCCTCATAAATTGCCTCTAGACACTGCTCGCTGGATA
+TCCAATAATCTGTTTATGGCCCGCCTTGTAACTATACACTACGTATAGAATTACTCTTGC
+TTTGACACGGGCACTGTGATCACAGCAGCGAGTGCACTTGTTGTGTTGATGCTGAATTGA
+GGCGTTAGGGTGAGCTCATCTGCTGTTCCGCCAGGGCCTCATCAGGGAAAGATGTTTAAG
+TAAATTCCAATACCCAACAATTGTAGCGTTAGGGGTTCGGGTTAGTACATCCTCTTGCTG
+AGCAGAGAAACCAGAAGCCCCATTATTTACATCCATATAGTGTTCTTCCCTACGCACTCC
+CTACCTTCTACTGTCAGCTTGACCCCCGCACAAACACGGGTCCATTGAATGCATGCGCAT
+AGGGCAGTCTTCGCTCTGTCTACTTTCGGGTAAAGCGGAGTGATCGTGAGTAAGAATATT
+GGAAGCTCTGAGCAGCCGTACTTTGATCCACCTGGTAGGCACAACCGCAAGTTCATCACG
+TCACCGACGATCGTTAATGTGCCGGGTTTGGGAATAGATTCTAGCCCCAGATTCCCTGCC
+GGGGTTAAGGTCACCAGACACTCAATTCTTGGATCCCTGTCTCTGACGCGAACAAGTCCG
+GTGCACCCATTTATTGATTCATTTACGCGACTTTCGCCCGCGGGGTTTCATCAGCAACGT
+TCTGGTTGATCCAAAAGTGCCATCCAACAGAGTGAACCAGCCCGTTCTGCTGCAGAGCTT
+GTGAAAGGGTTGGGCAGGGACCGAATCATTAGTCCGTCTACGTGCGGCTTACCAGGTTGG
+ATTGGGCAGTGAATCCAAGCTACATATTCGGTCTAGGGAGCAAGTATGGTTACATAGTAC
+CTACCTGTCCCGAAGTTCTGCCTATGGCCGTGGCCTCAACTCGGTGCGGTGCCCCGCGGA
+TGGGGTGGGTCCCCCTTAGGAGAGCTACACTTGCTAAAAGCTCACCACGTCTTATTTTAT
+GTGCGCCGTTTATACAGGGACGTCATTTTCCCCGTCCATCAATGTCCGCGCTCCTACCTG
+GGGACCCTTAGAGATATCGCTGCATCGGTGAATTGCAAGCGTTAGCAGGCTCGGTCTAGA
+CCGCTTACTCAGTCAGTACTGGGTGTCATCTTCGCGCACAGAAATCTTATGTAAACACAA
+GCCCACGCTCACGATTTCTCAGCCAATGATGCCTGAAAAGGAGCATCATCGGCGTCCGCG
+TGCTCTCCATTGCTCGCAATGACGACTTCTCTTATATAGTTAGAAGTAGCCCGCCGCTAA
+CACGTTAGCCAGCTCCGATCGCCTGAATTTGAGGGGAGGGTAAGAACTCTCGAACGAGAA
+CTTTTAGGTGGCATTGTGGGGACGCCCGGTTCGACAGATACAAGTATCGCGAGGACCGGA
+CACTACGGTGGGCAACGGGGTTTTGCGTGGCACGAGGTAAGAGATGCGTCCAGGTCAAAA
+TGGGGAGCATGGCACGCGAAGAAGCTGCCGTCGGATCCGGCCTAGACTTCGAAGAGCGGC
+CGTGAATAAGACTAGATCTTTCGACTCGAGTTACTGCGATAATGCGATGAGCAGCCGACG
+CTACAGGAAGCCGTAGGCCACGGAAATTGGTACTAACAGTTCGAAAACTAGGTACAGCCG
+ACACAACAACTGTATTTGGGGTCCTTGGTCCTAACGGAAAGAGGGGATTTACGGACCAGC
+AATAACGTTACCCCGCCCCCACGCCGCGCCTCAACGTCTATGTTAAGAATTCTAGCCTAC
+GACAATCATACCGCCTGAAGATTGGAAGCACCCAAACATGGCCCTGAAAGAGAACCCAGG
+GAGGTGAATTCCATGACACGGAAAAACCATTAGTGTCGTGGAGAGCCTGAACCTCTTATC
+ACACGCTTAGAGTCTGACTATGCCTGGGGCCTTATCCGTGCCTTCCATCTAGAGGAATCG
+GCGCGTGTAGATATTTCCAGGAGTCCGCCCCAGATCTCAACACGTACCTATGCCCCAACG
+ACGAAACGTCCAAGTGTATGGCGTGGGCAGCCGGAATTGCCCATTACGCTTGTAATGTAG
+CAATCAAAATGCGCAGAAACATAATGTAGAGGGGTTGGAGTGCAACAAACGATCGCTCTA
+CGAGTGGACAGCCTGGCGAATTATTGGTCTCAATTGATAGGAAAAGGCCTGTGAGGTGCT
+GAACTTTTCGATCGGAACATGAGCTACCCTAATACGGGGTTAACTGAAAAAAGAAGCCAT
+ACTACGAGGACACAGTGGATATTAACCCTGCTCCGCGTGCTAAGATTCCACGAGGACACC
+AGGTTGAGACTGAACATGGTATGACCTCAACTACCCTGATGCGCAACTCTGAGAACTAAA
+GGACGCCGCGGACCCGTGCATTAGTGACGTTCTCATGTTTACAATGGGGCCCAGTCCATA
+ATGAGACCATTGAAGATGCCATCCTTCATCTGTATAGACAGTCCCCGGTTTCGAGGATTG
+TATCAGACGTGCGCTATACGAGGTACTCAAGAGAGATTGCTCCTATGGAGTGATGTACGG
+TGACTCTATCCTACATGAAGAACTCTGTGCACTCTAGTGTCTACGACCCTGTTCTAGTCC
+TCTTTTGTGGACAAGCGATTATCCTTTAATATTCAGCAGATGTAGCCTTAATAAGTGCCA
+TTCGGAGTTAGTTCTGCGTCCTCAGGCCGACGAAGAAGATTTAATCATACTACCTCTTAC
+CGCAGGCTAGGCATCGCTAATAGGATTACTGAACTACTCATACTAGTCCCAGCAAAATTT
+TGTATAAACGGTTTCCATCTAGGCCCCCTCTAAATTGTATCTTAATCCGTTGTTGAGCGA
+TATGAATTGATGGCCGGGACTGAAAGGAGGTCCCGAGGCTTCCTCGCATCCTAGCGCCTT
+CACCCTGAAACAGCCAGGATTCGCGAGACTGAGTCTGATGAGGAAGCTATAGCTACATTC
+GGTCAAGACGTGCCCGGTTTGAGGAGAATAAGCAATAATCTGAAAGGCAACAACCGTCCG
+CAGGAGGCCTCCCGTGCGTATTAACGTAAGATGTGTCTAACCCCAAAGGAACCTTCATAG
+CATTCGCATCTTCAGTATAGGACACATGCCAAGTGTCTGGTCCCACGAGAGTGGCTCGGG
+ACATTTGTCCTAGTTAAACCGTAGACTGCCCCACGAGATTATGGCATTCCCAGGTTCCGA
+TGCAGCGTTCTCACGATTTTTCTGAGTGTACCTCCCTGGGCTATAGTGTTTTCGCCTTAT
+CTCTGGCCGATCGAGGGCAGACGCGCAGAATATCTCTGTCGCTGCCTGCGTTGCACCACT
+AAACGGGTCTCAAGGTCGATGGGTTTCTAGAGGCGCGCAGGTGTGATCTTGGCGTCATGT
+TACAACGTACGTATATACCATGCTACGAGTTGGAGTTCCTTAATGACACGCCGCTGGTGG
+GCGCTGATTCTTGTGTAAGGATTGATCTGTCAAGTACACGGGTGCGGCTCCGGGACAGGT
+TACGCATATAGTAAGTATAAACGCTTATCAGCCTACCTTGTCCCATTCATGGCGTGTGTC
+TATAGGTCCATGAGTGCTGGGAAACGATGGACAAGACCATTAGCAAAAGAGGGGAATGTT
+ATACTCCCGACCGTCAGAATATGCCGCTGGGTTAAGTGTCCGCTAGGCATCTCTATGGTA
+ACATTTAGTCATCCGGTGAATGAGGTATTTATAGTGCGTGTCACAGCAAATGTGTCAGGA
+TTAAACTGGTCTTCGTTAGGCAGTATGCGGGCCATCGAACGGGGTGAAAGGCATGGCAGG
+ATTTCAAACTGTAACAGCATTTCTATAACACAGATGGTCAGGCCTCTCCGAAGCCTTGGT
+GACGATGGACAGCGTTTCAACGATGCTCTCTTACGTCTGCTGCATTTCCTGGGAACAGCC
+CAGGTATCTGCTAATGCCGGTCAGGCTCCGGCTGCCTAGCAGAATGACTGCTCCAGTTTC
+GGACCCAGTGGTTAACACATCCAGTATCAAGGGGCTGGATGCCTTAATAGAGGTTAATGG
+ACCTTACGCATACAGCAAGCTAAGGGACTACGATCCAGGTAAAATTATCAGGAGATCCAT
+GTTGGGCACTTGAATGCGATGGGACAGGTGGGGCTGGATACAGTAACGTTGTGCGCTATT
+TGCGTGATGCTCTGTCATGGCGCGCATCACTCGCGGACGCCCGGTCCGGCAAACATGAAA
+CTCACGCCCGGAACTCCGATAGGAGTCCCGACTGTGGGCTGAGTCGTCCTCTTGCTCAAC
+CTCTTCCGGTAGATGGAAACCCACTAGAGTCTCGCTACAGAACAGGGTCTACGTCGCGAT
+GAGAGTGGAACAGGTGCCAGCCAAATAAATTTTCGTCCAGGATTTCTACAGGACGGTTGT
+CGTAGTGTGCCTGCAGGGTTCGCACCTTGGCTAACCAGACCCTTCGCGAAGTGCGAATTG
+ACCCAGTCGTCGAAGGCTGGGTGTATAAGGGACAACCTTCAGGCCTGGCTCACGTTGCTA
+CTTCATCATCCCGTGTCCGCATGGTGACTTCTCGCGTGCCATCAGATTGAAGGTCAGGTT
+TCGCCGCTCAAACAACTTACGGTAGATCGTGTTAGACCAACTCTTTTAATCAACTCTTGC
+GCTCAGACCGAACAAAGACATATGATGATCCGGTTGGCGTCAGGTCGGCCGATGTTATAC
+TATCACTTAGAAATCCAAAACAGGGCGCGAAAGTCTGTCACTACAACGATTTGGTGCGAC
+GGTGCCGTGCCGTACCTAAACCATGGTAAATTTCCAGTGCAGAGCAAGGCGACATGGAAC
+CCTTATTAAGGTACACTCTAACCTAAGGAGGAAGCACCTGATTTTGATACCAGTAGTAAT
+TGACGCACGGCCAGGAGGAGGTTCTGGGTTGTTACTGATAAGGTCAAGATGAATGCAGGT
+CTAGTTTGCATAAGGATCGAGAGGGAATCCAGCTTTGGTGGGTATAGTCCTTGACTGGCA
+CCACAGTACAAGCGTTTGGTCCCTACAAATAAGCGATCGCTGTAATCAATGGATCGGTGA
+CCCATTCGCCGTAAACATACTAGAAGTGACGATGGTCTTCACGCAGTCCCGAACTAGATG
+AACGGTGACTGGTGACTCTATACGGGTTTGGAACTATACAGTCCTGTTCGAGGTGCTGTG
+TCGAGAGAGAAAGTGGTGCCGGCCCGGGTTTAATATTCGTAATGATAAGCACATACCGCT
+CTCATGTGGTAGAACAGACCGGCCACAATAATAGGAAAAGGCCTTGCCTTTAATGTCGCT
+ACCGCTTCCTTCGTCGTGGTGATCTTGAGGGGATGAAGCTTCCTACGCTGTTCGGCTACC
+TAGGTGGATTATGACCAACTCTCGGTCGGCTGATGGTACTCAATGAATCTCCACGTAGAT
+GAGAGGGAGCGACAATATTGAACTCTATGCCTCCGAGAATGCGTAGCGCGTTTATGAGAT
+TAACAGAGCCACACTGGGATGCAAACCAATCCGTCACGGAAATGGCATCCACGCGGTGCC
+ACATCTTTGCCCAGTGTCTCCGCGCACAAAGAGGTGTCTTATAGGGCATATCGCTAAACG
+GAGACTTGTACGGCTCTAGCCTAGTAAACGCTAACGCAGGGCCCAGTACACGCAGATTAA
+CACACCTCCTATACTACAGTTCTAAGTGATTCGTCTTGTCCTCTTCTGAGTCATATAGCA
+GCCAGTTGCCACAGTGACAGGTGTACTGTCCTGCTCAGAGTAGACGCTTGACACGCTAGT
+CTATCCGTCTACATTCATCTATCCGACGAAATTCCCTACTTCGAAGTTGTGGTTTTCCTG
+GATCAGAATCGCTAGCGTTATGGGTAGAAGTTAGCCGGTCATAGAAGCTGGGCATCGTTG
+GCACCCACGCTGATTGGGTAGGGCGGACGCCGATTCGCCCTCGGATGTACTTCAGGGTTG
+CGCATAGGTACATCTAATCCTCTTATACATATTGAGCTCACTTTATTGCTCAGGGTCTAT
+AGCAATGGCGCCAGAATATGGTCGGTGCCCTCTGCATGTTCACCGGGGAGCCGGAGGTCG
+AAACACAGATAAGTCTGTGGCTGTCCACGTGCCCATCGACAGAAACGGCGCTGCCGGGCT
+GCATTCGGTATAATCAGTACCTTACTGACGACCCATAATTGGCGGCGTTCAGCAGGCCTT
+CCTACTGTGAACAGAAAACGTAATTTAAGACGAGAGCCAACTCTCCCGGCCCTCCTATTC
+AGCCTGATGACAACCCCTACCTTCACTATCCACTACGCGGAGTTCACTTAGGAGTAACAG
+CTAATGGCATACATGTACACCGCGTCTCATCACCCCTACTAATATGACCGAAGCAGATTC
+AGAGAAAAAGAAGGGCGAGGCGTGAGTGGCCAGGAAGTTCCAGTAACTCCCAGGACAATC
+TTTCCGGATACACGTAACGTGCCCATATGTCTGATCGACAACTTCGTGACGAAAACGATG
+TAACGTTGACTGTCCGACCGCCTTGGCTGCGTGGGGATCCCTGGTTAGGAATTCCAGACA
+CTTTACGGGTGATTCTATTCATGTTCGGAATGTCATCGGGACGTAGCGAAATCAGCGGCT
+GGTGCGTGCGATAGACGATCATCAAACATTGGAGCAGGAATGCGAACTCTTCCCGCGGGC
+GTAGTCCCTATGGTATCCCACCGTAGCATGAAGTCCTCCAATATGAGACTACCGTAGGGG
+TATATAAGGTGGGCTAAAATAGCAATAGAGACGGACCCCAATTACATGATCAAGGAAATG
+AATTAGGCGGAGACATAGGGACTGGATAAGAGTCGGCCTAGCGTCCAGACAGCTCTCTCG
+CATAGGGCGCAGGTGGTCCAGGTATCAGTTTCCGGGGGCCCTCGATTACAACTACTACAA
+TTCAGCCCCACGATATAATGAATTATCGGTGTCCCTTTTTTCGCGCCTACTTTTCCGAAA
+GGTTCTTACAACCGCTTGGGATACTAATATGCCTAAAGTTTGTGAGAAGACCCAATTCCA
+TGCCGCTATCATAATGGCGAGCGCTAAAGGCTAAACGCTATGTTTTTGTAGCAAGTGCTG
+CACGTTCGGTCCATTTATCGGGAAGCCCGGGCTTATTGTCAGGATGACACAACACCAAAA
+GACCGTCTACTATACGGTTCCGCACTTGCGACTCCACGCACCAGTGACGAAGGTAATATA
+CCCTACGCGTGTTTCCGTTCCGAGTGGCGCCTTTATTTGCCCACGAGCGAACCGTCCCAA
+GTTATCAGGCACCCGTGCAATATAGAAGCACGGATGCGGCAACGTCTGACCCAGCAGCGG
+AGTTGGCAATCCTGGTAGGTTACTGGCTCTTCCAACTTTTTCAGTACAGTAGCACGTTAA
+CTATCAGAAGGCCGCTTCGAGCCTCTACTCTCTTAGGCGACTAGGTATTTGCTGATTAGA
+AGGGATCACGACGATAATGATATATAGGTGCTAGCGACAGCTGCCGGTGGCGCTAGTTAT
+TGAGAATAACCTGACCTTGGGCGGCGGGGTCACAGTCTCTGCTGGGACGATAGTGGATCG
+GGACAATATATGGTGAAATGCCTTTATATCGACGCGTGGAGTTCACTATCTTCCGTGTGG
+TTAAGCGCTGGCCAAATTTGTTTTCAATGCTTACCGGACTTGCGCCCGTGCGGTTAATAT
+GATACGAGAGTGTATAAGTGATGTACCATCGAAGCAAAGTCAGACACGTCCTCACTGCAC
+CACTGGCTTTGTAACTTTAGAGTTCTGTAAGACCGGCCGGCGCTGGGAGACGTTGCGGGT
+AATTTATCAACGTGCACTTCACGAGTCTTGGCGTGTTGCCCTAGCCCGATAAATCTGGAG
+AGGCGACCAAATACACGTACGTATCCGGCTCTGCTTTTGCCACAATCGTGGACTAATGGA
+AGCAGTGTGGTACGTTGAGAATTGATCTCGAAAAATTGTCTTCACTCACATCATAGTTCA
+GGCGCACAAACCACGTACGGCAGCGAGGTCTATTGTTCCTTGGTCCCTGTGCAGGAGGTC
+GACCAGAAGTTTGTAGATAAGCGGTTGTGAACCACAGGCAAACTGCGTTCTATGAGCGAC
+AGTCAGGTCTAGGGTGATACATGTTAAAAGGTAGTGATGACGACCAACGGCAAATCGCAG
+CCTCTTATAACGACCCCCAACATTATACTAGGAGCTAAGAGCGGAGCCCGGCCTCAAAAT
+TTTATGTCTTGTCCGCCTACCATCGCCCGTTAGGGTTCATAAAAGCGTCCCAAAAAATAG
+GTTTCGCAGGACAAAAGATCGCATCGCTCATCTCTGGACTACACCTCACATTTCTTCAGG
+GAATCCACGACCTACGATTCTGTTGGTGCAGTGTCAGACTTGGATCCTGCTGAGCTGCAT
+TAACGTACCTCATGAAATTTATGGGTTTGGCATACTTAGATCATTACATGTGCCCTACAG
+TGTGAAGGATGACCTTATGTGGCAGTACGAGAGCGTCCTTAACCCTCGGTACGGGGCGGG
+AAGGATTGTTAAATGCAGGCCTCGGTAGCATGGTGTGTGTTTGAACGCTTTCGAGAGTTG
+GCGATATTAGTATCGCAGGGATTTAGGTTAAAATGTACGGGCCCCAAGGGGCAGGTTCGG
+AGACCTAGGCACGCAGCATTCTCAAGTGGTCTTGAAGAGTGACAGTAGGAGCGACGCCAC
+CGCGTTGCACTCCGTTTTCGAACGACTCCATGAGAGGTTGCTCCCCCCCATTTCGGTGGT
+CTAACTCCCTTGCTTGTTCAGTGACCTCGAACAACTGCTGACAGAAACTACATAGCGCCC
+GGTCTACTGTTGCGATAACTGACCGAGACCCCCAGATTTCCGGAATATCGTCATTCAGAC
+TTACTGCCCCTCAGTGTGCTCCGTACGTTCCCTCATACTTATGCGTGCGGGACTATTGAT
+GCCCGATAGACCGACAATGTAAGGCTCGTAGCCACAAGGGGCCACGCTCAAAGGAGGATA
+CCTATGGCAGGTAAAGGACCCTGATGGGATAGGTCTGGGGGCCTGTCTGATCGTTCACTC
+CTAGGCAAATTCCCTTTACGAACCGCGATTAATGCACCCAGTATACATGTATTTTACAGA
+GGGGCGTTTCCCTAACATTTACCCTGAGAGGTACTGAGACTAAGAACAGCCCTATTAAGC
+CGGTAGACCGCAGGGATAAGCATGGGCTTTGGAATATTGGTTCGAACCTGCGGATTGACT
+GACCGACAACATAGGCGGACGGTGGATTTGTTCGGGCTGGACTCGCAAATGTGAATTAGC
+CCACCCCTTGCTTCCTGCAGTGGCTAACTCTGTGTGTCCTTAACGCAGAGAACGATGCAT
+AAAACCCGGGACTGAGCCCTCTGATCAAATGCTAGACTGCCCCTACCCTAAGAGGTATTC
+GTGTCGGTAGCGAATCTTCCGGCTGCATGCGGGCGCGTTAGTCCGACAAAAGCATGACCC
+CGAGTTCGCTGTTAAGTCATTTTGCTGATGGCGGTAGTTGTATGAATGGTGATGTGAATA
+CATGGTTGAGAATCAAGCCTATGCGGGCGCGGTCTCTTCGTGGCACTTCTGTAGATTCTG
+GACCAAGCCGTATGTTTAATAAGCCCAATATACCAATTTTCCGCCAATACACGGTGTTCT
+TTTAGAGTACCGTCAAGCCCCATAGATCCTCGGCATCGCTGCAATAACGGCATTAGGAAA
+CCGAGTGGACTCCCGCTTAATTTATTAAGTGAGTGCAGCCGAGCGACGATCTAGAAAACC
+CGGGCATTCAGCTCTGTGACCAGGGTCCTGAAATACTCAGCGTAATCGTGCCCCTCTTCT
+ATCTAGAACTTCACGAGCTTTAGGTATGCGTCAGGAAAAAGTGCCAGGGTTCTTGGTTTT
+AACCGGACAGCGGTATACTGCCTTATTGACCAGTCTAACTCGGTACTGATCGAACCGGGT
+CTTCAGTTTTTAATGGTTCGGTGCTACCTTTCGAGGGCAACGCTACAGCCGTATGCGGAC
+TGTCCGGGGAATCCGTAAAGCGCGTACGGCTGGACAATTGCACAGCAGGTTTGCCATAAC
+TTAACAACACAGCAGTAACTTTACACAAGTTTGGGCAGGTCCCACCCCCAGCTCACGGAG
+AGTTGTGGCGGAGATTGTACACACATGTAGTTTACCCGATGTGCTAGACAGCATAGTGCA
+GGCGTTCCAACTCCTCCACACACTATATTCATCAAACGCAGGGTGCCTATGGCGTGAATG
+ATGGACACCTCAAATAATCACTCTTGTAATTTGACTTGCCAAGGGCCGTAAGTTTAGTGC
+CGGTATCAACGCTAGCATGTTGGTGCTGTAACAAATTATATCTCGAGTGCCCTACGTACC
+GGACTAACGTTATGTCGGGGACGCAACGTGGCTAGACGCTGCTGCATTAGTCGGATAGTG
+GTTTGCGGAAACTCTCGATATCAAGCATCTTTCCACGGGTGGCTCTGAGGGTGCGCGACG
+ACATTCGCACAGATTTAAACGCATCACTTTAAAAACATAGGCTTCATACCAGTTTCTCAT
+CAGACGATCTCAGTACAAAATAACTGAGGCGACCATCAGAAGCCACGGCCACGACGACAG
+TAAACATAGTGTAAGGTAATGCTGATCCCATCATTGGTGCATGTGCGTGGGCGTTCGTGA
+GTTCATGGGGACATTACTGTTTGCTTTTCTAAGGAGTTCTGGGTGCAATAACTCTCGAAT
+CACTCCATTGCACCTGAGTTCAAATTGATTACTATTCCGCTTGAAAGGACCAATTTGGAC
+CTACCCATGCTTCGCCCGGAATGGACCCCGAGCTGTTCATAGGGTGGGTTTGATCCTCGA
+TAGCACCACTACTAAGTGCTTAAACTCGAGCTCAACTTCTCGACAACGTAGCGACCCGTA
+ATAGACTCACTACAACTGACCCGACCTGTAGATATAATAGACGTCATATCGTATGCACCC
+ATGATTGAAATAGAAGGCTTACTAAAGTCAGGCCTACATTCATCAGCACCGTGATGCACA
+GAGACATTGAGCCTAACCAAGGAACTATCCGTATGTGGCCGCGGGATACATGTTTAAATG
+ATGGTCCCTGCCCTGGTGTAGTCAGTCTATGATAATCCCTCTCTCTGCGAATTATGAAAA
+GCTATCCTACACCACCGCCTGGGTACCGCGCATGGCTAACATGCCCCCCGCTGTGTGCGA
+GGGGAGGGAGGTGTCATTTGTCGAGTGTTGAAAGGCCTACAAAAGAGAATTGTCGGTCAA
+TATATCTGCCTCAATTGAGCCTCATTTCTATAATCAAAGCAATCTTATGTTTCTGTCGAT
+CAACTGAGAAATGCTTGTATAGTCCTCGACTATAATAGGAGTCATCAGAAGTATTGAGGC
+TAAGTTCACTTCAGCTCGGAGTTATTGACGGGCTACTGACAGTAGGCGGCTTATTATTGT
+GGCCTCTTATAAGTTTAGAATAGTGTCTCTCGCCGTGTTGGGTGATGCAGTTGGGTTGGG
+TCTGTTTTATAACTCAAATGCAATGTCATCCGATCGGGTACCTGGGCCAAGCATGAAAAC
+GTTGTGCATTGGTTACAGAGGGCATAACTTTCATACCCCCAACCTTAAGTTGTAAGAGAC
+TTCTGTGTCCCCCCGATAAGGTAGGTTGTGCTGGCTTAGCAAAGGGTTCCTGCATCAGGC
+CCTCGGTCCCCTCTCCGAGATAGGGACTGATACGTCCAACTGTTGGTACCCCACTGCTCA
+ACCATGGCTGAGCGTATGTCATCGCAGGGGGGAACCGCGGAGAAGCGACAGGATGGTGGC
+AAAATGACTTGGCCCTCTCGTCAACGCCTGCGCGGTCCAATATCGTTAAATCATAGTCGT
+GTATACTTCTAGTATTAGGGGCAATCTGTGTTAGCAGAGATTCATGCACATAATTCATGG
+GTTAATCGCTTCTACTGCGCTACTTCCATTCGCGACTGTAAACGGTTTAGAAGTAAGATG
+ACACCCTCATGTTGCTGTTACACTGTGTGTACGTAGCAGTGGATGAGGATTTTTATAGAC
+TGCTGGAAACAGAGTCTCCTCTGGGAAGAGCTGTATGAGCTATCTGAAACGTATATCAGC
+TTAAGCTCGCCGCCACACAGGGGTCATTGCCCCGCTAACCTCCGTTCCCCTTCTAGAGCT
+TCGACGTCTGTAGGCAGGTCGCCCCGCACAAGTGGTGGTGGGATAGACGACTATAGTTGT
+CAGTTTCACCTAGGTTTGAGGTGGGCCGTGTTCCATTGCTACAGGCTATCGGGCGAAAAC
+CTGAATCCACTTGCTAGCTTGTTACTTAGTCAGTCTTTGCATCGTAGGGTCAGATGGCCC
+TGCTATGACAATGCCGATAGGTGATCGGTCTGTATAGCCGTCACCTCTCCTGATAACACG
+CAGCTGACGGTTCGTGGTGCTCATGCCCCCATCAAAATAAGGCAATAGGACGCCAGTGAC
+CGGTGAAAAACTAACCTAGTGGTGACACGAGTCATGTTCTCGCCACTAGGCCGTCTCTAT
+TGCTTCGTGGTGTCTGTTCTGCCATGGGCAAACAATCGCGAGGAGACCTTAGTATAAGAG
+GCGACCGCCAATCGGCCATTTACACCTTGATATGCTAGAAAAAGCTCGAACTCCGCTCCC
+ACAAGAATATAAGCCAGCCGTGCGAATACCCCGTGAACTACCCCAAAAATACGTGATATA
+GCTTATATGGTTTCCAAGATCGCTCATAAATCCATGCGATTTGTTTCACCGTATGACAAT
+TGTTCTTTCCTCTGTCAATTCCCAAAAGGGACACAGTAGCTGTCCAGGAAGGGAAGTTAC
+TTCTGCTTATAATCTGAAGGCATGTGGACCGTTGTAGTTTCGAGGCCTGCTCAAGACGGA
+ACGGTTAGTTACTATACCTAGATTACCCGCGCCTGAGCGATTTCTGGCTATCTCCAAACC
+CCCTCAATATGGTTTAGTTTACAATCATAATGACAGTACCCAAGTAACTTGACATACCTG
+TCCCCGGTCTGCTGCCAAGTCCACACAAACCACTGAACGTGAAAGTTACGCCTTTCCAGC
+CTTGGCTGGCGCACCCACTTGCAAATCAGAGGCATCATAAGATACTGGTCAGTAGTTTGG
+AGTATAGTTAGGGGCTGACCAGGCTCAAGAAGATAGAATGTGGAATAACTAAGGGAATCT
+GAAACGGGGTCACGCTACTGGGCGAGAATACAAACGAGTACGAGGAGGAAACTTATGCTG
+ACCCCAGTCTATCTGTTATCTCATCCGCCGTGACCCAGCGCGTATTATTGAATTACCCGT
+AAAGTTGGCTCAACCAAAACGGTATACAAATCGACAAGGGGATCTTGCAACGAAGACAAA
+CGGGCCTCCAATTTTGTTATCCAAGGGCACAGCTATACAAAACCATATCTATAATGCATC
+ACAAGGAATAAGGAGAGTGTTAGCTATGAGGTCGGATGCGACGTTAAACTTCCTGTCACG
+CATGGCGCATACCTGACTATACTTCGATCTTACCCTTCGTCTGACACGCACCCTGGCAGG
+TAACCTAACAATACGCCCCTTATGAAACTAGCTTCTCATTCAACGGGCATGACAATCCAA
+TGACTAAGCCGAAGTAGACCACTCGGGATTCCAATTGAATGAGGGTACTAGGGACGGAGA
+GACTATGCGCCGATCGCCTTTACATCTGATTAGGTCTCGCGGCCTCTGCCGGTTCAGTAT
+AAACCGAGCAGGGCCCCATGGGGACTAAACGATAATTAAGCGGTTTTAAAAACCACGCCG
+TAATCTCACCTGATCTGAGGCGGTCTTAAATCAGCACAATGCAGGCCCTGAGCCCCTATG
+AGCTTACACGCGAGGGGTGCGAAGCCACTTGCACAGATCGGCCGCCACACGAGCGACCAA
+CTGTGCAGTACACTGCTGGCCGCAAACTATATCAACATCCCGTTCGCCGGGTTGCATCAT
+CATACGACGTCAATCGCGCAGTTTACGGAAGACGAGGCTCCGATATCACATGAAAGTACA
+GGATAGTCAAGTAAATCTAAATTACGGAGTCAATGGACCGGACAGAGGGTTCCACAGAGC
+TGGATGTCATAAGCATTTTGCTAGGTGTCGCAGAAGTTTGCTTTCGAATTCCTCGGCACA
+AATCGCCCCAGTCCCACGTTGTCAGCTTGCGAAAACCAAAAAGGTGCGCTTCAACACGTT
+TCTGAGTCGCTCAGTCGCCTACAGGTCAACTGTCTGATAGCAAAGAATGATTGAATGGAT
+CTTCATTTAGGACGTCTGTTACACGCAAAAGTTAGTGACGCGGGACAACTGAGTGGTTCA
+CCTTTGTTTGCGCCAGTGATTAGTGGCTCGAATGAGCACGTGATAGGTCGCTCGTCTTCC
+TTCCAATCCGCTAGGGTCTCTAAGAAGTGAGACTTTTTTACCATCGGGACACAAGTAACA
+TACACTGGGTTCGAAAGGAGGGTAAACCTAAGCAGATGGAACTCGGGTCAAGTCGGCGTG
+TGGGGTCTATGCCCGTCCCACGAGTGTCGTAAAAAGATACAATCATCTCGTGCCTTGGAC
+ACGCAGACTGGCTACGCCCCTGAGGTCTCCACCTTGGTTTACAGGGAGTCTTACCTAGTG
+AATCAGGATAGTAAATGACGTTACCTTCATAGCACTGTTCTGGCCGTCCGGCATTACGTC
+CACGCTGTATATGAAGGGAGATGGAACAAATATTCCCAGCGCTGCAAGCCCAACGATGAT
+GGAGTATGTATTACATTCTTGAGGGTTCGCCTTTGTCAACTAGCATTGGGGTACCCATGA
+CTCCTACCCAGGCTTTTGAGTAGCTGTTTCACCAACAGGCTCCTCGGCTTGTGCTGTTCA
+AAGGACTGTAGCCGCTGTGCTATGCGGGAGTCAGGTTCAGCGTACTTTTTCTATAAGTAT
+CGACTATGAAAACGTTATGAAGAAATGGAGATTTCTGCTAAGTATTGCCCAGCTAACTGC
+CACACTTACAGGCACAAACAGAGACCCGGTCAATACTTGGGCACGTTGATACGATCCATA
+GCCAGACCGTAGCTTCCGTGCAACTGGCGTACAGATTGTCGGAGACCGCCGAATGTGTTT
+TCACATTTCCAAGTTGCAAAGCTGAATCACCCTCGCAGGTCCCTCTCTCAACGTCGCTAA
+CGGAAGTATATAGATACGAACTCCCTGAGGAGACGGCTATGATGCGCAAGTTAAGCCTAC
+TCTCAATGCAGCTATTTGGTCAGTCAGGATGCTATCGATATGAGTACCAGCAATCCATTA
+TAGAGAGTAGTGACTATTATCCCATAATAGACAAGGGAACCTCGATTCAGTGACTCGTGC
+CGAGTATCTAACAGGAATTTTTTATATAAAACCGCGTGGACGGATGTCTCGCCCGCGTTC
+GTAGGTCTAGGTCAAACGCACCGCGTGTTACGCTATGGTGTGCAATCCAGCCCTTGAGCC
+CTTGAGCAACGGTGAGCTCAAATACAGGACAAGACACAGCCTGAGATTTGTGAACTCGAG
+GGCCCGAGTCACGGTGATTTCCGGCGGGATGTCTTGTTTACGGAGCAAGGCGTCTAGCAT
+ACTAGGTTTCTGCTTAATGGATCATCATTCTGCATCGCATAGATCTCGGGACCAACACCT
+TCGACTTAGACCACCCAGATGGGCTGCAGTAACATGCTCATGGGAAAAGTGGTTTAGAAG
+GCGTCCTATAGGCCATCGCAGAGAATGCGAAGAATTCAAGTGTTGAGCCGATACGTGCTT
+CATCCGTCCAGGATGAGTAGTCTGAGTATCAGTTGTCCAGCTCAGGGCCGTCATATCGAA
+TAGCTGCCGGCACTCTAAAGTACATCACCCTCTAAGCGAGAGCAGATGGCCGACGGCGAT
+CTCACGAGTTTACTCTATTACACTCGTCTAGAGGGAATTGAAAACCTGTAAATTGTTTCC
+CTCTTCACTAAAGGTATTGAAATCCACGTAAATCCTGACGGCGTCAGAGAAGCCCCGGCG
+ACCCCCACTTAGTTCGGCTAAATGAACCCCCGAACGCCCTCGAAACATCAAGTGAGTATG
+TGCATGCCGGCAACCTAGACTCAAATGCTGGAGACAATCATACGCCGGCGCCCAGATTAC
+GCTTATTGGGCCCGCCCGGATTTGTAGCCTTGGGGCAGTCTCTAACGCATCCGTCCAACG
+TACCATCCAATATCTCCCAATGACTCTGTTCGTCTTCGAAAAGAGTTTCTTCGCGTGGCC
+CGATCTTGACACAACTGGAATACCCTTCAGACCTCTGAGCGTATCCGGGTAGTCCTCTAT
+GATCCATATCGTGCAGGATGGCGTGCTTGAACATCCGGCATAAACTAATCCGATTTATTG
+TTGATATGCTGTAGGGCAACATCTGCTATGGCGTAATGGCCACGCGCCCATCAACAAAGA
+TATCGAGCAGCAGACGTCGGCTATAACAGGACATCGACGCTGCAGTGCTCTAACTATCGG
+TTCAACGACGACTTCACACTATATAAGTCCTTTTAGCCGCTGGCAGGTCGGCCGACATTT
+CGTGCTTAATGTCATTGAAATGAAATGAAATATCTTTAAGGGGGTCACCCACCTAATCCA
+ATTCGCAAACGTGATGCCCTTCTATGCGCTAACCGGGAAGAAGAAGGGCCAATAAAATCG
+GGGTTATATTACAACTCTTTCTGGCATGGTAATGTGTTATATCCAGGTTCCGGCACCCGT
+ACCGAATTTCTCTCGGGCGCTGCCCGCCTTGGTAGAGTAGATACAGAGGGAGAGATTACG
+ACAGGTGCTGATACAATTGACACGACATGTACAGTTCCACCTTATTCCGATATCTGTAGA
+TTGTATGCCGCTCCCATGCTTCCTATTTTGTAGGGCATCACATCCTAGTGTCTGTGACGT
+ATTTACCAGTTTATGAAAACGGTAGCAATTAGTAGGACTGAGACCCTCAATTGGGCACTT
+TCTTCCAAATTGGTAAGAATGGTAAAATGGCAAGTCCTAGGAGACCATGGTAGATCGAGA
+AGAGTCCGTCGACCCAACCGAACATTGTGACAGCTCGCTAAGATAGCACACGGTAGGTTG
+GTTGAGGCAGAGCTTCTCCTGGAGCCTTGCACGTGAGCTTATCGGTCGCTTTTGTAGGGG
+CTGTCGGCGACTTAGGCCAAGCTGGCGCTTCTGCCAATTCTTCTGTCCGAGAGGACATCA
+AGAGTTAAAAATACACAAAGACAAGTGCACGGCGGTCAAATAAGTATTCCGCTAAGCTAT
+ATTCCGCAATTCGCTCTTAGGCACAAGAATTTCGGTGGGTTTGAGTAGCGTCTCCTTCTG
+CCAGTCGATTTGTGCGTACTCACTCAAAGTAGTTTCTGTGGCCCACAGTATATAGTGAAT
+CTGATTTCAAGTGCTCCAAACGACGTAGTTCCACCAGCGGTAATACAACGGAACGTGTAG
+AGAGTTCGTCTTACGTAGTGAAACTAGAAAGACGGGCTGATACGTCGCATGTGACGCCCA
+TACTGCCAGATGGATGTTAAAAGTGCCCTAGCTCGCCCTTCAGACACCGCATGCCATATC
+TTTCAGAGGGGTCGGACTTATCCGGATTTTTCGCCCCTAACCTCTACTTCTGGTTGAGAA
+TGGGACATAGTCCTTGCCGCTATAGTAGTTCATATTATATTGGCCCTTGTTCGGACACGA
+CGGCAAGAATAAAAGGTCTAGAGCTTCATGGGGTCTTTACTTACTAGTTGATTTGATAGA
+GGTTGAAAGGCGTCCCCCTACTGCAACGAAGGGCAAACATTCGAAGGCCGATCCGACAGA
+TTGTGCGTGATAAAGCACCCTTTAATACTGTTGCGCTGGCGAAGCCATGCTAGGCCCTCC
+GACGACACTTTCTTCTGGCCAGTATTAGTGGAAACCGCTTAGAAAGACGGGGAGGCATGT
+TACAGGAGAACCAGATGCGTAGGGCTGGTTCACTGGATCTGAGTTTGGCTTAGAATGTCC
+AGCGGTGTAGATTTCCAGCGACAACCCGATCTCGTCATTATACCTGCATTCGTGCATTGT
+TAAGGAGCAGTCTTCTATAACTTACCGCGGAACCTGGAGCTTAGGGGTAATACCTTACGG
+CTACCGACCTGATAAAGACACGTACTCATCTGGCGAAATCGAGCTGACTCGCATACCCTT
+AGTGGTAGGCGTAGCCGACTACTATCTCGACGATATAGTACCTGCTGAACCAAGTAGTAC
+TCAACAAGTCATGTTGAGACTATGCTTTGCACGGCGCACCCTAATGGTACGGTCCTGAAG
+TAGGATCCATAACGAGGCACCTCCGGGGGGTGTGTATGTTTATAACGGAGCGTAACACAT
+AGGAGCAGATACGGCAAGACCATGAGAACCATCTCGACCAGAAGCCCGGGGAGGGCCGAC
+GCAAGAGTTGCATAATCGTCTAGTTGAAGCATATTCTTCGTACTCGGCACGTGCCGACAT
+AAGTAGGTAGAACGTAAGACGAACCATGACGACTCTCTAGTCGTGGTCGAGAGGTGAAAT
+ATCTTGAACTCAAACAGTTAGCAGAAACGCGATGCAATTGTTTAGAAGCAGTGCAGGCCG
+TACAAACACTCACGTTTAGCTCACATACGCCGAGACTGATATGCCGGCGAGGTCTAGACT
+TTCCCCAACATCTTCCTGACCGGTTGCCCGCTATAATGATAGTCGAAGTGGCTTGGGTTC
+CGCAGGGCCTAATACCAATCAGCCGCTAGTGTTAGGTAAGGACTGGGTCACGAGATCATT
+TGGGTCAGGCCCGTACCAATTCATAGTCCGCGGGGTATCGTTCGACCTGGTACCCGGGAC
+GGCGACAACAGAACTGACGTGCGCCCGTTGAGTTCTAGCTTTCATAGTGTTAGGACGTAC
+GACTCACTGCGATAAGTTGCGGGAGCTCCAAGAAGCTCAGCTTCAACATTGCAGGAGCTA
+CGATCGACATCTTTCTTCGACGCACCTTTCTCCCATTCGAAAAACCGCGGGCGCTTTGTA
+ATGGGGTCCCACATAGATCGGGGTAATATGTAGCAACAGTACATTATCGCGATAGATTAT
+GTCCATAGAGTGGTCGCTGAAGATTCGTGCTCCCGAGCATGCGAGAAGATATGAAATTTT
+GCGCCCGAGACGCGTGACGACCTCTCCGTTCCACAACAAAACTCGGTTTACGCCGGCCTA
+GCCGACCGCTCCACACAATCAAACGTTGATCCTAGCAAAGTAGGTAGCCCCTGCAATGGT
+GAGGTGTCTCAACCGTTCTAACATGTGTGCGATGAGGAGGGAGTCCTTTTGATCGACATA
+TCTCACCCACGCTTGTATGTAAGCTAAAAGGGAGCGAGAAAGTGTCTCCCCCGGATTTCA
+TCATCATTGGCGGGCACTGTGGCGCCAATTGTTACAGCCTATATCCCGAGAAGAACATCG
+GACAACGGTCGGAAATTTTCCGTTCAAACCACAAAAGGGCGACAGGCTAAACGGGAGCTT
+CATTTAACGCGAACCACTAGTACTCGAAGGTTCGGCGGCAACCGCCTTAAGTGGGTAAAC
+CCTTCAGACACATGGGAGAAAAACAATACCGAAGCTGAGTACCAATTACGCCTATGGGTA
+TTGTGTTTCCGGTCCCACCATCGCCTTTACTTTTACCACAAGCGTTACAAGCCAAGGCCC
+TAGGCAGCTAGTCGCACTTGTCATGGAATAGGCCAATTAGGACGTCGCCGCACTTCATCC
+GGCTGCAGAAGCAGCTATTAGCTCATCGTCACGAAATAGGCCATCACACGATCACCTGTC
+GGTAGGGTACAGACCACATTTTGGACGCTAGTCGCTACGGAGATCCCGTGCAACGCACTG
+GTTGTACTCGATTACAACAAGAACGTCAGTGCTCGATGTGGGCTCACTACCTGCGGTGAA
+CCTTCTTGGTAAAACCTATGAATCAACGCTCGGTATGTCATCTTTTGGTCGTTGAAGCGC
+CCGTCCAAGCTAGCCCATTCGACCCCTAAGTCTTTTAATCAATCCGCTTTTGCACCCTCG
+AAGTCCTGCATAACGAGGCGAATTTTATTGCAAAATAAGTTAGTTACACTCATCGTTGAA
+TCGCCGGCTCGGGGTGAACTGCAAGGGGGATAAGACCATCGAAGCTGGACGTAACGGCAG
+TGGGGCAGTGAATGAAAAAGCGCAACATGAGAATCAGCTGTTTTCGTTACTAACTTAATC
+CCTACAGCTCTGCGCCGGACACTTCCCCGGTTTCCCGTTCAACGTTAATCTCTTAAAGAT
+ATGGGTGGCTGCAGCATAGATCGCTTACCCCCACATCCGTCGCCTAAGGACACAGCAAGA
+CTGGGGTGTAAGAAGCCGCTTGGATGCTCCATTCCTCAAAAGTCGGTGCGCATCAAATGG
+TTGGAGCCTTTGCTACCACGGTGTCATGCTGCAGTCACGGTAGCTGTGTCGGTGGTCACA
+ATAAGCACTCTTATCGCTTCACTCTTTGGCCTATAGCCGTATTATCTTGAGAACGCCATC
+ACATTCCCTTTCCTTCACACACGTGCGTAGGGCAGTGTAATTTATAACTAAAGGTAAAGC
+GGGGAAACCCTTGTTACAGAAAAGTTAGGTTTGCTATTAAATGCTAAGAAACGGAGCACA
+CTTCGCTAATATTAGGCTAGCACTAGTGTCGACTCCCCACTCTTCGGGTCCCAATCTTAA
+TCCTGTCTTCTTCCGCCAAAAGCGGCTCGTACCACGAAGACTCCATGACGTTAGCGGCGT
+GTGCTCAGAGTAGGGAATATCACGGCTCGCAAACTCATAACCCTCGGTCGTGTTCTTATC
+AATATAAACACTAGAATCCTAGAGTCGTGAAGATTCTCGATACAATCATGCTTCTATGCG
+TCTAGCCTGAAATCACAGTAGTGTGAGTAGAAAAGTCATTTTAGTTATGCGACTATAGAG
+GATAATGTAGGCAGCTGCTTAGCAATAGTAATAATTCATGTTATCTAGTGTTTAGCTTCT
+ATATTACCAAGTATGGCGCCCGACAGGCCTCTTCATCGTATTGTAGTACCCGTTGTTAGA
+GCCCGACTGGTTAAGAAAGGCTGCGTGGATTCCTCCCGCCCGCTTAGAATCTTGCGGGAT
+TTTTACACCGTACCGCCTCTATGATTCAGGCAATCCAGGCGTGTATCGTGAGTATTCTCT
+GGCCAGGGGAAATACCTTAACACCCGTCATGCAAGAGTTGTCTTTAATGCCACGGCGTCG
+GTCACCAAATCGTACTGCCAATTACGTTCAGTGTTCATGTCGGTGTTAAGCGACCAACTC
+CTTCTGGCGTGTTCTCACGTTCATATTTGGGTAAATTAGTAAGCTTCGTAAATAAGTGAG
+TTGATGCGGTAGTAAATTCTTTTGAATATCCAGGATGCACCACCGCAGGTGCTCGGATAC
+CACGGGCCAGACCAGGTCTAACATGGATATTTTGTAAAGCAAGGTTACGGCCGGTAACCT
+GGGTAGGAATTGTGGGGTCCGTGCTCGAGATTATCGGTGAGGACGGCAGCTACCCCTAAG
+ATAGATGGAAGGTCAATGGCTGTCCCAAAAGCGAAGGCGTGTGCAACTGAACTATTATCA
+CACGTTTCTTGCTGTGTTTTCGTTTGTGGAAACATTGGCGCCCGACTCTATAGAGTATCT
+CGAAGCCAGTACTATGAGCACGACCTACGCCACCCTAAAGGATCAGCTGGTTGCCCGAAT
+AACTCTAGGTCAAGAAAGCTATCTGGTTGCCTTGATCTATGACGCCCCGGGAACTTAGCG
+TTGTGGCAACCCCCCTTTCCGCACATGCCCAGAGAGGTCGTCCAAATGTTTACACGCCGG
+GTGGGGCGGGGGCTCCCGATCCGGTTGAGGGGCGGGCCAACGTCTTCACCGTGTACCCCG
+CAATGCTGAAAGAACAATTCCAAGGCCTACCATCAAATGATCCGCTTACGATTGGGCTTT
+TTTTTCCCTCTCGGCTGTTTGTACTGAGACTTGATTCCAGTAAGACATCATGATGCCTGA
+ATTACGTTTGCCAGCTTTCTCGGCCCTGAGTTTTGACTCGTCTCTTTTCCTGACCCATGA
+CTCCCACAACACAGTTTATAAAACCGAATAGACATTTCGCACCATCATTCCGCGGTGGCC
+AAAGAGGATGTCCTCAAGTCCGATGACTCTTCATAATCAGACTATTCTAGGAAAATATCT
+GTTTACCACGGTCGAGTTTCACGGTATCCGGATGCTCGTGAATCTAGTGTATAATAAGTG
+CCTTACCCCGTCTGTCGATTTGCAGTGAGCTCTTTTCAATGGAAAAGTCGTGTGACATCT
+AAGTGACGCCGGGCGCTGCAAATTTCCGGCTGGGCATACGCTCCCGCTGCCACTATTTCA
+CGCCTCATAAAAGTAACGGCGTAACGGGCCAGCATCCATGGCCGCCCTTCCTACCCGAAG
+CTTTAGACACCACGTCGGATCACGTGAAGCCAATGTTGCAGAGAAAGTACGCCCGGGCAC
+CTGTAGCGCCGGTTGCAGCTTGCTGCAACGTCAGGGCCGAGCGCTTGACTACGCTTTTCG
+TGCTGACCGGAGACTCATGCATATAGGTGTGAGTGAGTGCAATAATCTCGACACTATTAG
+TCTTTTCTCAGGATTTATATAACCAAGTTCCTTGTACCCTCGCAGATCTTGTGAGTTATA
+TAGTGCGTCACGGTCGGGACAAGCCTCCCTACAGCCTTTGTACTTTGAAGCGTATGTGCT
+GACAACGACCGTCATTATCTATTTAGGGGGCCTTCTCTGATCCACCTCGTGGTGTCCTAT
+GAGATCGCGAACATCGCGGATTCCCATGGTAGCACGACCTGCCTGGCTTTCGAACCGTGT
+TATCGGTTCATCAAGTGCGACGAGGGTGGAGGATACAAATGGCCATTCCCAATGTGGAGT
+AGTTGAACCCTTCGTAGGCTGCAATTCATAACTCGGATTGGGCTAATTTTCCTGGCGCTC
+TATCGGTTACTATAGATCAACGTTAGCAAGCGATTGCGAGAGTCAATTTCCAGGGACCCC
+AATCAATTGTAAGCCTGAATGCAGAACTCTACCCAAACGAGTCGCTGAGCTAAAGGAGCC
+CCCGGCTAGCTACAATAACTCGATGGGAGGGGGGCGAGACCGTCCGGTACGCTAGGTTAC
+TATCTGGGTTCAGAAGTCGGGTAAGAGTAGCCTGGCTCCCCATGATCGGCAACAGGGAAG
+GTCGAACCGGGCCTCTGCGATATCCTATATCCTACCCATGGGGATAACATACAGTCCGCT
+CTTATCACTAGTTTATGTTCGGGGTGCAAGCCTAGGAACTACTTCACCTGCAGCGCTACG
+ACTCACTATACCAAACCGAAACGACTAAAGTGAGATTTCCCACGGTCGAGACCATTCAAC
+CAAAAATGCGGTCCTTAGCTAACGTGCAGTCTGGGGCTTTGATCAAACCTGTCGTATAAA
+TATAACGAGGGGAATCCCCCTCACCCGAAGGATATTACCCCATCACAAACTAAAATGGAT
+GTGTCTGGAACATGGTAAGGATAGTTCCGCGCTAGGAGCCCTTTCTCAGGGCATTTATCT
+GCACCTCGCCTATGAATGCAGTATATATGGGGGATTAAACGTGTTTTCGTTAGTTTGACA
+TAACGAGGACCGAGTGGACCGTACCCGCCGTCTAAGCGGTTTAGTGACACCTTATAATTG
+GACTTTGCCGACACCCAAGTAGCCCTAGCTGGACTGAATCAGCTACTAATAGGTCAGAGC
+AGGCAATATGATGTAACTGGGTCGTCGTACACTGCATTTTCAACACGAACTAGTCGGATG
+GTGCCTTCCCCACGGCACCGCTTGACGCGAAACCGCCCATCCACTGTTATGGAATACCTG
+CCTACTTTAGCCCAAGAGACATATTGCTCGCTAGAAAGTTCTCGCCAATTGGCGATGACC
+GGGGGAATCGACCACAATCTTCTCGGGCCGGATTGCCAATGGACGGCCATCCAGGTGCGT
+TGCGATCTCACCTGGTCCAATATATCGGCACTCACCGAGTGGTTTTTTTCGGCCCCGTGC
+GATCCCTGGGACGGATAGCATCGATGGCAACCACAGGATGCCCGTGGTTGAGAGAATCCG
+TGAAGGCCATCAGCTGCCGCAAAGGTGAACAGCTAAAGGGTCATCGGTTGCATCATAGCA
+CCGGGGGTATGCCCCTATTTAGTTTTCTCGCACCGTTCATACTGTTAATATAGCTTGCTT
+CGACCCCACTCAGCCCCACATGATGGGTTGCCTCGAGACCTGTAATCCCTCACCGCTGTC
+GTAGCTATCGAGGATCCCAGTTTTCATGGGCGAAAGGTTCACCTCAGAGGAGCAATTCTG
+CCCCTCGACAAGTGATAAATTATATACAATAACAGCGGTCTCCGACACGACAAGGAAAAT
+CTTAGCGTGATGGCGTAGTGTGTTCTCTCCAAAAACGGAGGTGGTGACTGTCTGGCATTA
+AGTGTACGATAGGTTAGCGTACAATAAGTAGGCACTCGGTAGGGTTAAGGGTTCCGGGAG
+ACTCCGACCAGATGATAGGGAGGGGTACGAAGTCAATGATAAGGCGGCGGATGCTTAGTA
+CAACACTATGGCAACGAGAGGTGAATACTCTACCTCGTCATCCGAAACTGATCAGGTTTA
+TCTTTCTTAGTCTGGGGAACATGCTCACTAGATTCTTTGCTATCCGAACGAAGACATAAA
+ATGTTAGGGGAAAAAACGTAAGCGGTGGAGGAATTAGGGGAGAAAAACGTTCTGATGCTC
+TCGCACCTGCCCCCTGTGCGCACTAGCAAGGTATTCCTTCCCGTCTCTCTTTACAACTCC
+TCAGTTGCTAGTGGCTAAGATGTGCGATCTGAGGCCGGATCTGTGAGAGGCAGCTTTTGA
+ACCCGTGGTGTTTAGGAGGCTTGTCCGCCTAAGCTCCTACGCAACAACGCGGGCGGGATT
+TTTGGAATTCCGAACAGCATCCATGGGAAGGATGTATTTTCCACGTCCCGTGGCAACCCA
+ACCATCGTAACGGCCCTCGATCCTTCCGTCTTACACTATATCTACCGTGGTAAACCGCTA
+ACTCACCCCAAACGATGAGACTATCGTGGAACGGACCGATCTACCATTATAAACACAACT
+CCGGTTCGCACTAAACTCAGATCTCAAGATTATGGCCTAACCTACCAAGGGACCCATATC
+CCCAGGTTGCCGAGGATAGTCGGGTGTGCAGACAACACGTGGCCGTTCGTTATGTTCTAG
+GGCAATATCAGCAGAGACGGATAAGTTTGGTATTGGAATACATAGACTGTGCTAACGGAC
+GCCTAATGGGCAAGTGCCCATTAAACTATATTATGGGACCCATCCCTGAGGAGTTCATTC
+ACTCATAAACAAAAGAAGTGGATTACTAATTGAACAGACGCATGAGATCTATGATTAAAC
+AGCCTTATCAGCATCGCCGCCGTTAGGGGGGAGGTAGCGTATTTCTGGGTATGATCCAAC
+CAGGAGCTGGTGGCTTGGCTGTAACGGGAAATGTAAGTCTAACTTGATGACAATTCGATC
+TTGTAATTGAAACAATAAAACACCAGTGGGTGTTTGAATGACTGCGTTAGCCAACGTGGG
+CGTGCCTTCTACTGGGACTGAGGCAACTCTTCCACGACTCACATAAGGCTATACGTATGA
+TAGCGCCAGGATATCACCATACGTTAAATGTACCTCATAATTTTCTAGGTGTACGACCTG
+GATCCGTCGCACATGCTCAGCGCACCCAGTCTGTGATCCGCTCTAATCGATTATTTCGCG
+AGCCAGTCATCTACAGGGTTAGGTTTATTAAACCTAGGCGGTAAGACTGATACCGCGTAC
+TCTCCGCTGACTCGTGACCGGCCTAGACTTGGAGAGCTTTTCTAAACGTACAACTTTTCG
+AAAGTTAGCCCTTTTGGCAAGATGCAAAGCGCAGCAAAACCGGAAGGCGCATGTGGCGGC
+AGATGGTGCTGAGTACGTACGATGGAAGAAGGAGCAGCCAGCACCACCATGTGGCTCCCG
+TTAGCTTCTGTTTAGCTTGATATAGAGCGGTGGTCGGGCTGTTTTGGACTCGCGATCTAT
+GCGACAAGATACGCATTCCATTGAGAAGCGAAAAAAGACTTTACCTTCCCTCTACCCTAA
+GACCTAAGAACCGGAGAGCAACCCGTCCATAGCTAGCTTAATCGTATAGCGTGCGAATTA
+AACATTAGTAAGTCCGCTTTGTGCAGGTCCGTTTACGTGAGAAGGCGCCCTTAAAGCGGA
+CTGGATGTACGATACAGTTCTGTAAAAGTATTAATGGACTGTACACGTTTCTAGAACGAA
+AAGGTTTATGGGTAGGTAGCATCTGTTAGTCTTACTAAAGCGCTGTCATTGGCCCGTACA
+TCCTTCAATTGGCATGCTCTTAAACCAGGAGATGTCGCCTCAGCACTTCTCGAAAAAGAG
+GGCCGTGTGGAAGCTTTCGAACGAGTCATCCCTACCAGGAGCAGAAATAGCGTCTGAGAG
+GAGTAGGGTGTTACTTGCTAAGAAACGACCTACAGGTGGCTGCAGAGTATCCCTGGACCA
+AGTAAGACCGCGGGGTACAATAGGTAAGCGCACGCAGAAACTACTGACAGCGAAAGGATA
+ATAGGGCTGGTAACGAACAGCTGACTAAGTCAGCTATGCGACGAGATATAAGACCTTCTA
+CCAGATTGGCGAGTCATCGACAACTAGCCGGGATTTACGTCGTAAATCGTTCTGTAGCAT
+GGCTTTTCATCCGTGCTATCGGGCTTCTCTGTCCATCAATGCACCCACGTCGCACCGCTT
+AGCCCAAAAGGATTGCGCTTCTGTAGCATATCGTATTTGGCGTTCGTTAAATGTAGACTA
+ATAGTCGGACGCAGTGACCGACTCGAACCGATAATGAGCCGAGGCACCGGTGAGGGTGGT
+CTGACCTTACGCAGGATGGTTGCCGTTTCGGTCTGGACGGGGTCATGCACAGATGCTGTC
+ATGATCGCTTTTAGACCAGCTCTTGCCCAGCCATAGGTATTATGTGATCTACAGGTTAAC
+ATCTCGAATTCTGAACCCTCAAGTCTAGTATCTGGTTCATTTCGCGTCCATATCAAAACG
+GCCGGCAGCTCCTCCTGATAGAGCTCCTTCTTTCATCATTGTTGAGGATTACTCATGGTT
+TGCACTTGCAAGCTGCCATCTTTCCGGAGAATGGGAAAGAGTGTTCCGCGCGGCATCGAG
+TTTAGACCCATAATACGAACAAACTAATTCCCTCGAAATCTCTTTGGAGTGTTGTGGTCG
+ATCAAAATTACCCGTCTGAGCAGTTCGACTACGTGCTGCACAACGACTGGTCCTCAGCCA
+TTCCGTATTAAGGCCTTACATGGTTTCACAGCCTGTCTTTTGATCCACAGACCGGACGCG
+TAGCGTTGTGGCTGGGCTACAGAGCAACGCGGCACGCTGATACAAATGTGCGTCCCGGTC
+ACGCACGAAACCCGAAGTTAGACCATGAAAGATGTATATCTATCAGAGTTTTTTTACGAA
+GGCTGCCGAATGTTGCATGATATCAGGGTGAAGTTGAGCGAGAGACAACCACACGTCTCA
+AAGATATCTAGGTTCATCGTTGGTGTCACTGGTAGCTATCGGCAACTAGAATCCATTAAC
+AGCAGTCTTTGCGAAGTTTTACTCTCGGCCCGTGCTGACCGCACGGGTCGTGAGGTATCT
+GTCAACTCTAACCACTTGAAAATAATACGCAGTAACCAGTGCGGGAGTGGCCCAGCTAAG
+GCCCGGGGGCACGGCCCTAAGTTAAGCACGGGATTACCACAGCGTTAAGTTGATCCTGCT
+CAACCGCCGTCCAAATCTTCCGTATTACCGCGAGCAATGATAAGGGCCCGGGTATCCCAT
+ATGTAGCGGTCTGTGCTCAACGGAGTGGATCATTTCAGTCGCAGTAATCTCGACGTTAAA
+GTATGCTAGCCGGGATCTACACGTTCATTAACTGGTGAAAGGTCAAAAAAATGCAAGAGG
+TAACCCTTAAAAGCAACGTGATTTGCCTGCTCAAAAGAGGATCCAATGAAGGATGCAAGT
+CTACAACGGTTGTTTGATGATTGCGTACATAATGGCGCTTGAGAAGCTTGATCACAACAG
+GGGGTTAATGCATTCATATTACAAGGATACAATACGGAAGTTAAAGTAAAAACAATTGAA
+ATACTCGGCCTCGGGGACGTAGATACGGTCGCATGCATTTACCCGTGGCTGGTCGTGACG
+ATAGATGTTCCCGGGTAAAGCTCAATCAACGTTGCTCGGACAACATGACGAGACTAGGCA
+AGCCTAGGGTTTCGCTTGCCGGCTAGGTTCTTTACAACCAAGCGTGCCTCTGCCCGTTTA
+GCGAACGTTACGCTCCTTGCTAGTATGGCTGCGATCCTTGGTCGAGTCATTGATGGATCG
+GAGCCTTTATCACGTCTGGCGTTACTCAATCTATCGATATATATAGGGTAAGAGGGGGCG
+GTACGTGCCATTGTGGCGGTCTGTCGTACAAAGTGATACATTCGGAGGCAAGCGAGGGGC
+GGTCCATGCATCAAGCGCGAAGTTGTCTGCCCTAGACTCAAACCGAATAAAGGTCAGACA
+CCGTTGCCTCATTTCCCAACATGTTTGAGGCATGTTGGTCGCGTAGGTGGGAGGCATGCC
+ATAGGGACCCAGTTCTAAGGGCTGTTTAGCGCAACTGGGTGCGTCGAGATGAAAAGGTCG
+CGCCCTAATGCTCCCATCCACTGGCTTTGCTTCGTTCGCCCAGGTCCCAAGATCTTACGG
+CAATTATACATGGGGGGGAATATTTTACCTATACGTTCACATGGGAGACACTGAACTATC
+GGCTGCAGTTACATCATATCAACGGGGTGCGGGGATATACTCAGCAGCACCTCACGTTAC
+AAAGGATTAGACCGCAACAAAACGCGTGAGCTAGCGAAGATTGTCAGTTTGATCGCATAT
+TACTAAGGTATTCAGTCTTCCCTCGCTATGTTACAAGCTTCTGGTAACGGCGAGTGCAAC
+CAGAATTAGATCAGGATCGGAGCAGACAGCTCGCTTTAGTGGCGTTGTCTGGGCCTGGTG
+AAAAAGTCCATTATGTATTATGGAGACGCGTAAGGCAATGAGACTACTCGAGTCCACGAT
+CGGTAGTATGGATGTCAGGGCCCAGTGACTCCACCCCCCCGTCCAGAACACGTCGCCGTC
+CCTCGTGGCCACCACCAGGTGTCTGGAGGAGAGGGACCCTGTTGGCATTTGAAGTAGCCT
+ATTATCAGGAGTTTGGGCGGGATTTACTGCCCTGCTACGGCATAGTTAATAAACCTCTGG
+TCCCTGGTGTGGAGAGAAAGATTTGCCTTTGGCTGTGCCCGATTTACATTTGGTCCGTCT
+GCGCGGGACGGCTTAATCTAGGTGCCCAGCGTACCCCATGAATGAGCTAAAGGGCGGCTT
+GCTTAGCGAACGTAACTTTTGGTGCGGAGGCGATCGACCGCCAGACAGCCTTCAGAGCTT
+ATAATGCTACAAGACGGATGTACTCGCCTTTGTCATTGCGAGTGCTTCGTTAGGTCATCC
+CAAAGCCTTCCTGACACCGACCAATGGCTGATCTTAAGCTAACAATGATTCAAGTCTGCT
+CAACACCCAGGCGTTTCGTACATTAGTCTGTTATAACTTTACTTTATTCTAAAGACAATA
+TGTACTCTGAGCAGAGAACACTTCCCCTCAATAAGAAATTGACGCGGTCAACGAAACCGC
+ATATCAGAGCGATCTCTCGCCGGAACTGTGTTGGATCCCACCTTATCAAAACCATCGGCG
+CACAGTGAGGTGAGTACTAATCACAGCCTGGCGCTGTGGGTCTTACCACTCCATAGGAAT
+TTCCGCTCCATACACTGGGGGTCGGATGTTATCGTTCGGCCTGTTGAATTCTTTTTTACG
+TTATCATATAAAGCGCTGTCACGGCATCATGAGAATTATGAGTACCTGGAGGGGGTATGG
+CGATCGGGCTCTATGCGCTACCACCAAAGTTCCTACTCAATTGGCATTACTAAACGTTGT
+TTCATTGAGTAAATCTCATCGCCAATATTGCGTAGCGCTATCGCGGCACCGCTTTCCTGT
+ATCGAATCCTGGCTGTTTACCTCGGACGACTTCTGAAACCGCGATACCGGGAAATCTGGA
+GCGCATGAATCCGATTAACTCAAGACTATAAAAAGTCACCTCCCACTTGTCCCGGTGCCA
+CAGTTGGAAAGAGAGCTAAGGATTGGGCGACGAAGATTATACATTACCACGGGCCAATGC
+TGCGCGTGTAGTGCCTAACCGGATGTGGGATAGCAGCCTTCTGTGGGCGATGATGACTCG
+GTAAAGAAATCGCGTCCATTGATTGGTGGTCCTACGTCAGCCTTCAGAACCCCATTAACG
+GGTCTAGATCGGCACTCATTATAACATGTCCATTAAGAACTTCAGATACCTCTTGAGCAA
+TGATGAAATGCTGGTGGCATTAAAATGTTGGGTGACAGTCCATGTGTGCCTCGCCGGAAC
+ACGATCACCGAGGGAGCCCCCTTCACAACCCTGCAAGGGAACATCTCGCCCTTGATATGG
+CCTTCGTGTAAGTGGTAGACTAGAAAAGATTTATTCTGTAAAGGTCAGTTCTAGTCAACG
+ATTTCCAAACGGGATCAACGCATTTCGTCCTAATTACTCCCTCCCGGAGCAGATGACTCC
+CCTAACTCTCCCATCCTATGTCTCCCAAATTTACAGACGACCTCCATGCAATTATACGGA
+CGATCGCGCGGTAACGGTACGGTACTCGCCCGCAATGTACCAAGTGTTTCTGTATGGAAT
+TTGAGGAGAAGAAGTAACTGTGCTTTATATTCCGATAAACTCTGCTGCCGGTATAGCCAA
+TTGTAACGTGCATTCGGCGAGGCGACAGCTCGCATTCACAGGTAGGGTGATGCAGCAACG
+AATAGACCCATAAACAACCCGCTAAGCTGTCTTGTAGGTAAGTTGACCGCACAGACGTTT
+ATCGCCGATGCCTCCCGGCGGGGTACACCTAGTCTTTCCTGCTGCCCAGCGGCAAGGGGG
+TCGAGACCACGACCCCGTGTTTGGCAAGCTAGTTGTCCACGTAACACATGCTGACCCTAT
+GGATCAACTCGTCTCGACGGGTCCTCTGATAACGTTTGATATTCCTGTTCGCTGGCTAGG
+GGCCAGTTTTGGGCCGTGTCCCACACACATTAGGTCGTTCTGATTAGTTCCGGCCGCCCC
+TCAGGAAGGCCCCTATCCAGGGAGGGGAGCCGTCGGTGGAGGCAGTACAGCGTACCACCA
+CTGGGATGTAATTTGCGAGCGCAGCATGGCCACTCAAACCGGGTCCGGATGAGCAATAAG
+GTGATGGAGCCCTTGAATTCCACCTCACACCGGACTCTTTATCATACTTAAAGCTCGCGT
+TCCATGAGGGTAAACAATCAGTGAAGGGGAGACGGAGAGCATTATCAGAACAAGCCTTAC
+CGTCGACGTGTTTTCTAAGCATGGGGTATGCACATGTTTCGTATTCATAGAAGATCTTCG
+GGCCTTCGTCTTGGACAAAATCTGCCAATAGACCGCACTTGTTCCTGTAGTAAAAGTCCT
+AGCTCCAATGCATGTGCGCCGAATGCGATTCGATCCCTTGAGGATTGGGTTGCTTAGCTT
+CCGCCAGTAAAGATTACCTCCTTACAATAAGATGTAACGGTTACAAACCTGGATCGCCAC
+CCTTGGTACGCGACTAAGCTGTTACCCCCAGACCATGTACATTCAGTTCACCCAAAATAC
+GCGATGGCGCCGCGGGGAATTCACTACAATTTCTCCCCAAATCACCCCATCATCGTTCTC
+TGCTTTTGTCCGCGACATACTGATAACCTCCCTGTACTCAATTATGATAAGGCATCATTA
+TTATTTTCGCACGACGACCTAAACACTGATGGAGGTCTTCAATAACTATCGGAGACGTGG
+CAGATAATACATGGGTCAGGCTGACGATCCCTAGCACATCTTACGGAAAAACAAGGTAGC
+GGCTACACGGGCATCGTAAATGTCTGACCACGATAAAGTTTCATGCTGTAGCCAGGGAGC
+GTAGTGGTTTTACCGGCGGAATAATTATGTGTACATGGATTTATTAATACAAGGAGCACG
+ATAGGGTGGAGCAAAAGGGGCGTCACCGAGAACAGCGTCATGGACTTACAGACACCGATT
+TAGTTATAAAATTTCTACAATGCTAGGACATATGCACCTCATCTTCAACTTTGTCCTTGG
+GACGTCCGATTCAGCAGAAGGCACAGCCCCCTCTGACTGGGTCACGCTAAGACCGGAGAG
+CTGACGTAGTTTTCTTTGGCGAAACACTTTGCTACGCGTTCGGCAGATACTGGCGGAGAT
+ACGTAGTATCGGACTCATACGGTCCACGGAGCCGACGGAATCCAAACGACAAGAACGTAG
+CTAAAATAATTATTGTAACAGACAGGAATAATCGTGGAGACCCTGACTCCGCTCGCGGAC
+CACTACGAAAAGGCAATGTAAGACGCAAACCGCTTCTTCCAGGCACGTGCCGCGCAAGTT
+TCGGCGTACAACCGTAATAAGGTGTGGGGCTAGCATCGGTTCGAGACGAATATATCGAGC
+CGGCTAGCATCGAACCCAGACCATTACAGTGCAGTGGAATAGACATTGAGAAGCTCAGCG
+GACCTATCTTCCACGATGGGATGTTCGATTAGCGAGGGAATCTATCTCATTCAGCTCGTC
+TAACAAGCCGTTTAGTCCATGGCCTCAGGTGAATGGCGGTAGTTTCTCTGACTCGCCTAG
+CCGAAGGTGCGCCGGGATTGTCGCCGCAATAGAGATAGAGAGGAGACAGATGAGGGCTAT
+GACGGCTCGTCAACTCTGTTTGTTTAATGACTTTGCGACCCTAGGCATATGGGATGACGA
+AGACTAACGTATTCTCGAGAGGTACCATGACCTATGCACTATTCTATATACAATGAAGAA
+CAGCCTGGCGTTGATTTCTCTCCAACCAGTTCATGCGTGGTACTAATAACGACCGTTATT
+TTGGTCATAATTTAAGAAAGCTCTATATTCGAACGGAGCAAGATCGATTTATCGTCCTAA
+CCGGTCTAGACCAGGAGAGTCGCGGCGTCTCAGTGCCTTAAGTGCCGGGTCAAATTCACA
+AAGGGGCATGACAGACATTTTGATTTAAGGATCGGACAATTATAACCCGGTGTTCCGGAA
+AGATAGCTACGTGCCTAATATGATGACTCAACAACGTGGAAGTAAAGTGTGGCTCTGTGA
+TGCCACCGTCCATTGAGGCAATCGCATGCCAAGAGGTCATTTTCCAGAGCGCGAATTAGC
+GAAGGGGTATCTAAACACCTGCGGTTGGTCAACGGAGCGTTATGGATCCGGGCCGAGAGA
+TTAGCCTACAGGTTCTTAGAGTAATGGTAATGACATTTTCAACATACGTGCAACCCACGC
+TCCGATCCCATACCCAGCAGTCATGACTCTCCCGTATCAGGTGGGCGTCTGTACTCGATG
+CGTCTGTGCAGCGCTGTTCACCGCGTTACGTGCGGATCCCGGGTAAGATGTCGGAGTGCA
+TGCTAACGATCGGACGCTTATGAGCGACTTCAGTCCTGATAATAACAAACACGATTAACG
+CCACCCTTTGCGCTTTACTCCCATCCTCAGCAACCTCATCTCGGGTAAAGAGGTGGTCCG
+ACAGCCAGTATACTTTGTGTAAATGCATGACGATCTCGGACGGAGTATGCGAGTATATAA
+AGTCTCTGACTCTGTGCAATGACACTTGGCACAAAAGTCTCAATCTATGCATGCCGGCCC
+CTCACGGCTCCTTAGCGGCACCAGAGGTTTTCATTTTTGCAATGCAAGAGGACCGGGCGA
+CCCGACTCAATGTACCCCACTGGCCGTAACCGGAAGAGGTGGGACTAGACAATGAGTATG
+GTCGCCGACTCGGATTCAAATGCAGATATAATACTCCACTTCTGTGGTATGCCTACTCGT
+TGGAGAAAGTAGCGAAATAGTTAAGACTGTGCGTAAACTTATTTTCCAACAGCTAGCTAA
+GGGTGTCTATCGATTAGAGCTGTATGATAGGTTCCTATCAGTCACACGCGCAACTTCAAT
+GTTCGCTCCCCAACCGCTCTACGGTGTTGGATCAATTCGGGGGTAAGACGGGAGAATTAG
+GGTCTTTAGTGATACCACCCGGCCTCATAGCGCCGATTTAGCGTGGATGGATGCTTGACG
+GACATGGTTACCATATGCCGCCTACTCAGCCACCAAGGACACGGCGAGAGGTTATAGTTA
+GTAGCTGTGGACGCTCCTTTTGGACGTATCTCACCGGGAATACCTGTTCGAATCTTCGTT
+TATTTTATTACTGCCGCCTAACAGCCGCCGGAACTTTGTGTCTCGCACGGCCCGTGCCGA
+CCTCATAACGAGATCTCCTTGTGGCGTTTGCCTTGGGCACTACGGCGACTGGTGGTTCCG
+GCAAGTCTCTAGCGGGAGTTCGTGACAGCCCCAACCGCCTGACGTTATACCGTGGGCACC
+GGCCCCTAGTTCCATTGCCGTCACCCAGTTGTCCTACACCAAGCTCCGATGTCCCGACAG
+TCGGGATGGGATAACTAGAAGCTAAGAGTGATGTGCCCGCTACTGCGCTAGGGCTAGTCA
+TAACGGCTTTTCCGATACTAGAAGTATCACTTATGAGAAGATACTACATCCATTCCCGGT
+TACGATATGCCCTCTCCCGAAGGTCTCGCCAAGTTTTTTGAGCGGTGTAAATTCTTAGAA
+AGCCCCCACGGTGGTGACGTTAATCTTAGGTGTATTATAGTAGCGCAGCAAGAGGTTTGC
+AGTCTTCGGCACTACGCAATTCGTACCTATATCGCAATATGAAGCACGGTCACGTTGGCA
+TTTGGGGACAAGGCCGCCGCCACACGGACCTAGGCCAGGGGGACGGCAGTTCAAAAAGAA
+GATGAGTGAGTCGAGTATCATACCGCATGAAATTGCCCTTGCTCAGGCCCGCAGGTTGTC
+CGGGTTGGACTGAATAGAGGGAACACCGGCTCAGGTGCAGAGCGGCTGAGCATTGGGCGC
+CGGAATCCGCGGTGCATAGCGGCTGGCCCTTTCCGGATCGTCAATTGTACAAACAGACAT
+TCATAAGGCTCAGCTTCTTACGGTTCGTGTCCGGTCCTAGATGCAGTGTAGGCCAATGCG
+GTTAGCAACGCTCTTATGAGAATAATCTAGCAGGGGCAACGCGTTCTTCTGGCAATGAGC
+CACAGGAGACAGTGAGAGAAAAATTCCGCTTCCGCCTCGACCAGAAAAGAATTACGTTTC
+CCTCCCAGATAAGAATGGGAAAGCCGGGGGATTTATGTGGTAGGGTACCGGATAACTGTG
+CGAGGTACGTTAGACTCGGGAGAGGAGTTGACACTGATGGTAGTCATGACTCAGCGCTTG
+CGGATTCCATTGTGACAATTACAAGCTGTAGAAGAGTCGTTCGAGCTGCAGAACGCGAAC
+GCCAGTCCAACGTACCAGTGGTATTATAGACTCTAAGAACGTTTCAACCTTGCTCAGACT
+GACATTGAGCCGCCCGCGTCCTTCAGTTTGGTTGGCGTAAATTCCGGATCTCTTTGTAAG
+CTTATTCCCAGAGGAACATGGGATCTGGAAGTGGCCCTCTGACGGTAGGATATCTCGCCC
+TCTACGGGCCCTGTGCTCCGGTTACCTTGTACCTCGGGGCTATACCGTGTGATATGCTCT
+GCATGAAAGGTCCTTTTTGGACAGCCAAATAGCCCTGGCGAGATTTGTTTCCGGCCCTGA
+GACGAGAATGATCAGAGGCTGAGCTAGCGGGTCTATCTACCCGGCGGAGTACCTATTGCA
+TATGACGGGCAATATATCTTCTTCCGTCCGCACATTGAAAATTAGGACGATCCAAGCAGG
+CTTAAGGGCCATCACCCACGGAATGAATCCCTGGTAGCTTTACAATATTGGGGATATTGC
+TGATGCTGTATTACATATGTGCCGTAGCGGTGAACGATATGAAGAGAGTTTGTTCTACGT
+GACAACACGGCTCCCCCCTTTTAACATACAGGCTACTGATGTTTCACTATTGGCGGTTAA
+CCTGCCGACCATGCCCGCCTGTAATGCATGAGCGGACATGTCCCACTCTAGGTTGGCCAC
+GCGCCCCCGATACATAGAAATCGGCCCGACTCTTGCGATGGTACGTGTCTCGTCTTCTGT
+CTATGATTGACTACAGCTCGAAATATCAGCTCTGAGATGTTAAACGGAGAGTGCCGTCTT
+TATATTCAAACGTCCCGTTGAGCTTCAGGGGCTAGGTGTGGACTGGGGTGTGAGGTCGAG
+TGGTGGAACTACAGGCAACGCGGCCTGGCTTTGCAACCAATGCTCAATCTTTCGTACCAT
+CGAAGCCGGGTCTGCATTAGGTTCTGTCGGAATACTCATGAAAATAAGAGTAATCGAGAA
+CTATCAGGGTTAAGAATACGTAAGATACTACTTCTCACCTCGAACCCCCGGGCTCTCAGT
+GTGTTAGAGGGCTAAATCCCGGCCTTCTTTTAGGCCAGATAACCTGGAGCTAATGAAGCG
+AACAAGTTACTCGGGACGGGGAGAACCAATGGGACCCTTAGTGAGGCTAGGACATGGTGT
+GATGATGACTGAGGAGAACCATAAGGTGTTAAATTGCCCTGTCCCCCCCATAAATTTGGT
+CAGGAGACAGCTAGGGTGCCTACACGTTGATAGCGCAAAGAGTTGGTCCGTAATACGTAT
+TCTCCACGCCTAATTGGCTCATGGGTAATCCCACCGAAGCGTGGAGGTCGCACGGAAGGT
+ACTGGAGGAAATTCCAAGGCCATAAACGCTAAATGTCGTTTTAAGACTAAGTTTTATAGA
+TCATTCCCGAATAACGCAGGCGCTGCGTAGGGCGACTCGGGAGTGCCACTGATTGACTCA
+CCCTAATCGCCATACTTGAACGGTAGACGGATGTACCTATGGGAACCCCACCAGCACATA
+AGATGAAACATTCACTGCGCTGAATTGTAGGAACGGCACAAAGTTGTCCGGGGCGTGTCA
+GTGGAAGGCCCGACTTAGCGTTGTAATTCTGTGCCGGACGCCTCATATTCGGCTGAGATT
+GGTTTCCAATCGACCGACGAGGGCATGCCAAGTCGCCGTGATCGGCCTATTAACACCGGC
+TGCACCCCAAAGCACGCGGAGACAGTCATGAGGACCTATGCTTGCTATAGAAGTTTGGGA
+GACGGTTCTAGAGGTGCTTCTCAGACCCTTTCTTGAACACTAATCGACAGTTTGCTTCCA
+GCTGTTCGTATCCAGGATCCTCGTTGCGTCTGTGTGGTCAAAAGAGCGGGTCCATATTGT
+CCAGTCGCCCACATCACGAGTCGAATGAGACAACGCGTTCAGGAGCTCTCAGATGAGGCC
+GCGTTGAGAATGATAATGGGGCACTAGACCCTTCGCTGTGCATCCAAAACGAGCGCCTAA
+GTCATAAGCGGGGATGTTCGGTCGGCATCCAACTACTATGGCCCTCAGGTGTCCACCGCT
+CACTATCCTGTAGATCAGTTGCTCCAAAGCCTCTTCGGATCACGAGGGAGGACGTCTGGT
+ACCTATTGATAGTCGTTTAACATTCAAGCTTGACTGCGGAAAGGGACCACCTCGCCACCC
+GATGTGTATTCAAGCACAACTCACGTCGCATCAGTACTTCCTTTACAATTGTGGGGGTTG
+GAAATCGACACCATTAGCTACAGAGAAGTAAAAAAAGACAGCAATCCATGAGCCTCAACC
+TGACTGTATGTTTGCACCTAGGTGCTGAATGACAGCATGATCCAGGGATCAAAAAGTGCG
+CCCGCTGCATCAATAAAACGATCGCTAGTCTGCTGCGAAGCGATGTCGTACCGCAGTCGG
+GTTCACGTTGATTTCATGTAGTCGTCTCCACTACGGCCAGTCCAACATTCGTGTCATAGG
+TATCAGTACCCATGCTTGCCCTGCACCAGCTCTAGTATCCGTGTATGTTACCAGTGGAAG
+GGGACGACCACATTATAAGCACTTCACCGCGGCGGATGCCCTTAGGGTTGATCTTCGATC
+GGTAATGAAAAATTACACAGAACCGGACGAATTTCAGGCAGCTTTTACCCTTTGTGTCGC
+TTCCCTACCGTACCGAACTTTCCCGATAGGTCCCCTCAACACGGTAAATATTGCCATCCG
+CGTTCCCTATGCAGGGGTATTGGTCCATTCCCATCCCAGACTCCCAACACACTACCTATC
+TGGACTCAACACACTCTCAGTAGGGAGTTGTTCGTCGAATAGCGAGCCTCAATAATCGTT
+GATCGAGCAGCTGATCAACCTTGTGCAAGGTCGACGATTCCTACTTAGCGGACTGCACGC
+CTGCAAAGGGCCGTAATTGAGTGATATTGAGGTTAAAATACTATAGCCTGTGTTTCCTGG
+TTGTCGCCCAGATCACATGCTAAGCGATGCAAGGTGCCTTGTCTTAATGTTGAAACGATT
+CGAGTGATTCTATCAATCCTCGGGTCCGGTTCAACCGTGGGTTGGGTGAATTATAAAAGC
+TTCTCTCCTGAAGAGTTGCGCTGAGAATTCATAGGTGCCTTGTTCCTGTAGAGAGTACAT
+TACTATTTGACATGAGCCAGGCAGTCACCGGGAGACAGCGCTATAAGGGTAATTTTTTGG
+TTAGTTGACACTGAGTGAGCTGCCATGGGGTCTTGTGCCGTTTGACTAGCGCGTCGGTTC
+AGCCGAAAAACACGCGGGGGTTAAGTTGAGTGTTTGCGGTTACAAAGGAAGACATTCGGG
+CTACCATCGTTGACATTTCGCACGAACAAGAGACACGGCTGAGGGAGCTGGTCTTGGCTC
+TTCCGATCACGGGTTGTGCTATAGAATGGGGAGTGCCCCCACTAACGTTGAGACAGCCCC
+AATGGGCAATGCAGCGCTACGGGATTGACGAGTCAACACGTGCAAGTGAGACAATAATGC
+GGTCACAAAAATTCGTCCGGATTGGGAGTAACATTACATGTGCTCCTGCGGAATACTGTT
+GCCAGCGCGTAAAGTTGGATCGTTACCTTGCGAGGTGAATCGGGGATGCAAGGTCTCGCG
+ATTGTCCAATTACTGCCCTACTAATGAGGCATACGACTAATGCACCCACGTGCACTACGG
+TCGCTACCCCTACCCCTTCTTTAGAAACAGCTATCCAGCACTACCAAGTACATATTACGC
+AGTTAGGGGACCCCTTCATGGGCCCGGACAGTGACCTCATGAACCACCGGGTGCTCCCCC
+CACCGGCAGACGCCTACCCACATCATCGCGCTGGTATGGCAAATGAACGTAGGCCCATGT
+CTTTCCAGTGTAAGGTGATTGATCGCACGAGGAGCCCCTCGAAGAACGTTCCCGCTGAGG
+GATTGTAGTTTACGTCACGAAAACTCTGTACATCAACTAGAAACGTATGTTCGGTCGGTT
+AGAGCCTTGTGACACTGTTACGTTGATTGGAACCTCGTCCGTCTTATGAGCACGTTCCTT
+GTCACCCCTTTAGCACGTGCATACATGAGTTAGAGACTGCCCCCTTTGGTTAACTTATCG
+TACAACACGAGGAGCCCAGGGACGTTCATTTTCTCACTCCTCTTCATATAAGCGGATCGC
+AGAATTGGAAAATACAAATATACCAGCGGTATCCCTAATGCGGGTTCCGGCTAAGATACA
+ATCTGGCGAGCCGATTGAGCTCGAGGCCGCCTAAGATGCGCTGTTGCCGATGCCAGGGGA
+TAGCCCATCGTGGGACCATCTCGCCGATACGACCCGTCTACAGAGAAAGGCCCTATTTGC
+CTCTCGACAGACTATCTGAAGATTCCGTATTTAACTAGGGATTTTACAAAAGAAGTGAAT
+AAGAGTAGAACCTATTAGGGGAGTGACTCGCACCAACACTCTACGCCTAACAGATCATTT
+GAAACAAAAGCTGAGTCCGGCCGCGCGCTTGATTTTTCCTCCGTGTCAATAGACTAATAG
+TCACCAATCGCAGCCAGTAGACATCCTCTCGACAACAATCCATTGATTGATCGACGGGTG
+CTTCTTGATGCGCTCTCGCACTGGCTTCTGCTCGGTCTATAGTCGCGACGACGAGCGGTA
+TATCCAAGGGGCACTGACCCACGTGGGAATTTAGTCGGTGTCGGTAGAAGACCTCCTAAG
+CGTAACGTATATAAGATTTCCTTGACCATGCGGGAGCCACGTTAGGACGCGGGAAAGGGT
+AGTGCAAAAACTCCCCGAAATGAAATCGCACAAGGGATGATTGCCAAGGCTGTCCTTCCC
+CGACAGGTGAGGAGACGTACCGTTCTAAGGAGACACAATTGTTTTCGAAAGGGCACCCGA
+GACCCGTAAGGGTAGGGGGGAATATCGTGCTGCAAAACGTCATCGATACTTCTCATCTTC
+GGCGAGCAGACGCCTAGTATGGTACTGATGGTCCTCACCTATCCTGGCAATTTACGCTAT
+AGAACTACATCCATGCGGGACAACTTCGAGTAACGCCCGTATTGAACTTATCGTCCAGTA
+TCATAGGGATCCTTAACGTGGTTCGCTTCTTCAATCCCTGATTAGGACCGCCCGGCAAGA
+TCCTAAGTGCGTAATTGCCCTAGGGAGCGATTGAATAAACTAAGGTAAAGCAGTGGGCTG
+ATCGACATACGGAAAAGGGTGCACTTAGATTGAGAGTTTATCGACTCGGTTCTGTGTGGA
+TACAAACAACCGCCCGGGGTCGATCCGTGGCAACGCATTTCACTCTCCTACAAGACCCAT
+GTCACTAATATAGTTGGCCTCCGTACTCTATCTGAGTTAGAATGCTACTTGACTCATTCA
+GCACGGAGTACTTGTTCCGCAAGGGAGCGGCGCTTCTGATGAACTTAAGGCACAAAAACT
+TTCAAATAATGCAGCGGAATTTACGACTCAATGGGTCTCCCTATATAAAAGTAGCGCAGC
+TAGAATGGGCCTGGCCGCAGACACGCTGCGTGCACCTCTGACCATCTGGTGGTTTCGGGA
+GCTCGGAAATCCTACCAGTCTTGATACCGGGCAGATCGGTCTTAGGCTGAGCGGTTAGGC
+GCACGGTGGATCCGCGCCTTCCTTTTCTTAAAAGAACGCTAGCGAGTTCAATAACGCCCG
+GGCCACAAAAAGCGACGCACTAAGACCAATCGTGGCTTTTAGAAAGAAATCCCCCACAGT
+GTGATGCCTATGCATAACTCTCTGCGGGCGAGGCGAGCCTACCAGGAGGAGCCACGCCTA
+AGTTGGTATCGAGCCCAAGAAACCAACGGGGTATACATCTCTTCATACGGTACGCCTTCC
+TAGGCACTATAAAACAATTTATTCCTCGGCGTCTTATGCTCGCAACACATCCGATCGTCC
+GAGCATTGGTGCAGGGCCTTCAAACGACATTTAGGTGACGCCCCGTAGCGCAGCTTAACT
+GATTCTGTGGCTCGGAAGTTGCAACACTGCACGGTGCTTCATTCTGTGCTTGGAACCCGA
+TCTATATGGACGATCGTAAGTCTTTAACAGACAAATGCTTCCATTCCCGTTATCGAGAAC
+TTCACAAATCGATGCCGAGGTGATCACATGAAAATGTGGCAGTGGACCCCCAGCGTATCC
+GACTCCAACCTGCAGGATCGAAGCTTCAAGCACTCGCCACTAGCTGCGATGATGATTCGC
+ACGATGCGCGCTTTACCATCTGATTTAGCAACACTGGGGCGCCACGTGTCGAACATGTGC
+TAATGGTCCACGGTGACTTCCCTTCAGGCGGCATCGATCAAAGATTCATATCCCGGAGTA
+AGTTATCCAACCAGATGGCTGATCAAAACGTAAGTGGACGATCGGCACCGCCAAGTGGCC
+CGGCTGTATGTAGTAGTGGTTAAAACATGACATACCAACAGCGGTACTGGAGTTTAGGTC
+CGTCCGTATAGATTATCGATCACCGTTCTCTAGACGCTGGCCCACACGACTTGTACCACA
+CAAGGTGGGCTGGGCTTAATCTCGCAGTTAGACTATGAATGCAGTTTCTTAGGCGAGATT
+TGCCCCCGACTGAGAAGTATGGGGCAGTACATTCGTACGCTAAGTTTTGACCGTACTTAA
+ACGTTAGGATCCTACTAGTGTACCGGGCCCTTAGATTTGCACTGTACGACTCAGAGCCGA
+CCCAGGCAGTCAGTTCCCAGGGAAGATGCCGAGGACCAATACCGCCCGTTCGCCGAGCTA
+TACTCTGTCTCCCAACAGGGCCTGTATTTGGGCATTAGGGATCCGTCTATAAAGATCTAG
+CGTCCAGGGTACCACGCAGAGAATGTGGGCGTGCAGGCTTCGGTTGGGAAGGCCTCACTG
+CTCCCAGACGTTCGCGCAAGCGCGTCAGATCACAGGCGTAGAAGGATCCTAGGATGGCGA
+ATTATCGGGAGCGCCGTCCCGAAGCATACAATAGTGAATTGTTTGCTATAGTGCGTCTGT
+TTTCGTTGTCCTCCTCATAGCAGAACCGCCAGTACGAGCCATCTGATCGCGCTGTCCCCG
+GGTAGTCTATCCGAGGAGGTAATGCTGCCCGCCTACATTACTAACCATGTCACAACACCA
+GCCCTAAGTCGCTTGGAATCTGTGTTCCAATACATTCGGGGTCCAGCTTACTGGGTACTC
+AGCAATATGGGGCACGTTCCAGCACTTCATCCACCCCCCGGAGATGACCGGAAAGGTCGA
+GATCTATACATCCCCCAACGGGATAAGGGTAAAAGTCCTAAGTTGTGGCTCTTTTGTGCG
+ATCATGAAAGTGTTAGAATATTCACGCGATCGCATTAGCCTTTCTCCTTTCTAAGAGGCA
+ACAGTCAATAGAGTCGCTTTCTGCCACTTTCGAAGGATCTCTGTCTCAACCTAGGACATG
+CTCACTACGCTGACCTCTCTCTTGCTGGGATTCGTATGGCAGAGTCTACCCTGGAGGCCA
+CGTAGGCGTACCGGTGGCGCCTGGCCACTATGCCCAGGTAAGCAAAAAAAGGACACATCC
+GGTCCGACATCTCCGGGGGTCGTCATAACTTGCTTAGTGTTATTTAAAATATCGTTACGC
+TACACTCGCACGCGGTTTCATGGCGTATATTTTAAAGTCGAGCTCCCGTCACTATCGGGG
+CCTACTAAATTGATTGGTGCTCCATTATGTCGCAACGCAGGTAAACATTTGGGTAAGCCC
+TCGGTCAAGAGCAGCAATAAGAGAATTCTCGTCTCTATGTGGTGACAAACATTTAATTTC
+CACTAGTCGAATGCTGGTCCCTTATGCGCATGGTGCTTCCCCAAGGTTACGCAAACCTAA
+TCCGGCACGGTGCTAAGCTTAGGTCGCTTTTGCCGGAAGGGGACGACTTTCATCGACAGT
+TTAAGGCGGTGAGCCAATAGAGATCGCAGGAGATGTAAGGACGTTTAAAGAACGGCCCAC
+TTTATTGTCCACGAAGCTTCACAGCGGGGATTGATCGCACTAGTGGTTTGGTCTTGAAGC
+GGGGGAACAATATGAAATAACTTGTGGTTGCGGCGTTCCGATGATGCTCAGCCACTGAAG
+AACAGCGCCAATCTCCTTGACGGAACTCGGTCTATCACCCGGCCGTAGATACCTAGACGA
+CAGGGTCTACGAACTTGCGGGAGCGTTCCAACCTTATTACCCCGTTGGTCATATCATTGG
+ATTAAAGGTCGCACGTTATGACCGGGGGACGGAGGTCTGCGTGTGGCGCTGCCGTCTCCA
+CTGCCTACCATGCCTCTTAATTTCAGTAGTTGTGTGTTCCATATGACTTTCTCATCGGTC
+GTATATGGAGGCGATTAGGACTGGGGTACGGTGTACATGGTTCGTGTGGCGATATTTGGT
+TGCACTCCCCGTCTCGTAGAAGGCTGGAATGAAAGGCGTGCCGGCCGAAAACACTTCCTT
+TTGGTCGGGGATCGGAATGTCTTCAACGCAGCGATTCAACGCGACATGCAACTTCCAATA
+ATCTTGGGGCGGGTTTCGTCGAACCATGGTGGCAGGTGAAGTCCTACTGATTAGTATATG
+ATGACTGGTAGGAAAAGACGGGGGCGGTGTACAAGGAAAATGAGGCAGCCTTCAGACCTG
+ACTGACGTTGATAACCGAGATAGTTCTAGGTTAGATCGTATTCTACTGCTCAACGCAATG
+ACTATTATGTTTCCGGTACAACGCTACGCCCACGCCATCGCCGCGAGGCCTTCTAGCCTG
+TCCGCGGACATGCGTGCCATGTGCCAGTTGTCCTGAAAATCTTATGTAAGTAGAGAGTCA
+GCGCAGTAGTGCGCATAGATTCCTGACGTACGGCTGAACTTACATGGAGTTCGGCCGAGA
+AGTGGCGCCCATCATTCGGGCTCGAACCCTATGCGCCCCTACACATCGACCGTAACCTCG
+AGGACCGTGTAACCCGCACCTGCACGACCGGGTGTTGTGCAGCAACTGGGGCCAACAGCA
+CTAAGAACAAAACTATCGACTATCTGCCGGTTTGAGCCGTTCACGTATGAATACAGCAAG
+TATCGAACCGCAGGGAAGGAGAATGGCAGCGTTGTTTAACGGCCAGAAGCCTGGCCAGCA
+GTAACTGCCCGCCACATTCAGATAGAAAAGTGTTTACTTAAACTCTGCTCATCTACGTCG
+CGTTCGTAGCATGCTACAACGCTCCCCCCTGAGGAGAGATCAATCAGTTGTGCCCCCCCA
+ACAATTCGACGCTTCGCTAGCTCGCGGTTTGCTTGTGTGCACCCACGATAAGCCGAACCC
+CAAGATAAAGTTCAAAAAGGTGCTCTATCCTTGTACCGGTATGGTCGTTTCAGCTCCTAG
+ATTTCGCACTCTTCAGGAGCGGTCCACCTCGACTATACGACAATGTCGCCTTGCGGGTAA
+CTCTCAGAGGTATTGCGATGGCCATACAGAGCCTCCATCGAAAGGTTGGCGACTTCCAGT
+GTATACGGTAAAGCGTCGGGAGTCGCCAGCAACCGTAGACGCGGGCAGACTTGCCATATT
+GTTCTCAATAGCAGGCTCCGGTAACCTCTGTCTGACGTCTTTATTACTCAACCCACGGAT
+AACATTTGGACTAAATCTTACATCTATCGTCGTCTTCCTATCCAACCCAGGCGTGCCAAT
+TTAGGAAAGGTGCGAATTGCTCCGAATCAGAAGAGAGTGGCCTTCCAAGAGATTCCCCCT
+CGTACAAACCGGCGGTAGGTAATTATAGGAATCGCCAATTCGCTTTACAACTGCGGCGAG
+CCGGCGAACCTGATTGTGTGCAGCTTCCCAGAATTCATAAAGCTCACAGGGCTACTCGGC
+ACCAAGGACTAAGTTAAGGAGCTGAGGATCGTTGAACGTGTGATCCCCAGGAGTCCACCG
+CAAAATTAATGAGCGCGGGTAAGGAGACATGGCCTGACGTCCCCTAACGATCTTTGCCTA
+CTCAAGCCGTTGCGCCTCTAGTCTTCTAGCTTCACGACCGTGCTTGTTCCGACCCAGACC
+GACGAGTCGCGGTACGTATAACGAGGTTCGCACGCACCGTCGGCGCGGACCATGCTAAGA
+TAATCAGATGTTAGCTGCCGCTCCCTTACAACTAACATATAACAATAATAGGGGGTTAGG
+TTTTTCGTCTAGAAGCGCGTATCGTTACCAAACTTCCACCGCAGGAGTGAAGCAGGTCGT
+ATCTTGAGTGGGCCGTACTTGCGAAAGCAGCGGGGCCGCAAAGACAAGTCTGCTTCAGCT
+TTGCGGTTAGGGGATTCGAGTAAGTGAAATCGTCAGAGGCGTGAATTATAGATATTCTTA
+ATATCTACCTGTAAGAGTCGTAGGGATTAATGTTGCAAACCGTAGAGTATAGGTGATTAA
+GCCTTACATTCAGAGGCCGTCCGTCATCTATTCGTGCAGATTTCGTCTATACTAATGTAG
+GTGTCTTCGCAGTGTGGATGATTATGTCGAGGCTCTCAGGAAATGGATATGGCGTTCCTG
+ATAATTATCCGGGGGCTTCGCAGTGGAGCCGGTTACTTGTTTGAACTACAGTCCCTGTAA
+GCCCTGTATTGCCCGGTGAGGGGCATAGCATATATGTAGCTTGTTCACTAAACGTGCTGG
+ACGGATACTGACTGGATATTGATAGATTCCCAATAAAAGGAACGCGGTGCTGAAACTGCT
+ATATCAGAGCAGGAACTCTAGATGACTCCAATTTCAGACAAGTCTCCTAACTAGCGTTTT
+GACACGGAGAAGTTCAGTCTGCACGGTAAATCACTAGGTCTCTTCACTTCGGTCCGAGCA
+AGGGCCTGAGGTGACAAGTCGGTGACGCCTCTCCGCCGGACCACATACGATAGTTTAGAA
+TCGCAATAACAGGGTTCGGCGTCCATGGACAAGTAATGTTAGTCGTAACACCCTCGCACT
+GTTTAGGAGGGCGGGAACTTAGTGTGCTCAAGTGCCGTCGGCATGTGAACCCTATGGGAA
+GCTATGGGCGGGACCTGAGGCCCCTGCCTCCTCACTCGAACACGCACGGCTTAGGCTGCT
+TAGAGAAAACAAGAGCATGCGTACCAAGGCTTACAAAGCACGTGAGATACGCAGCTAACG
+ACGTTGTCGCCTCGGTGGCCGGCCCTGAATGGGAGGGTGTATACTCTGCAGCCTCCGCAT
+ATTCTAGAACCGGACTTACCGGCGTGTCGTAAGCTTAATCAAAAAGAAAACCACATTAAT
+CAGTTAAGCCGACACCTGTACATGGTTATCAAATGATTGATGAGGCCGACTCAACAACTC
+CGAATGGACACCTCCCAGGTCTAGTTCAATCAGAGCGCTCATTCTTTCATCACCATAAAA
+AGGAACAAGACGTAGTCCTTGCGCGTACGGCGGTCACCTCGTACGCCTAATCGAGTGTGC
+CAATTTTCAGTTCTACTCAATGTTGGTAATTACGGACCGCAGGCACTCCTCATGGCTCCT
+TTCTTCGCTGAGCGCTTTCATACGTTGTGAGTGGGCCCCTCTGGATACTCGATTTGTGGC
+TTAGGGTAGTGATGTATCCGTGCGGATCTCGAGGATAAGCGTCTGTTCCAAGAGAATCAA
+TTCCGGCGCACAAAAAGGCCGACTGGGGGCTTCGAAACGGACACCTTCAGAGTCATCTAA
+GATCCCCCAAATGACCGACAACCACGCTCGTCAGAACACTGTGTCTCTCCTCTAGAGTCC
+ACCTGCCCTAAACGAGCGCCCTTTTTAAGACGGTATGTAGTAGAAGCGCCACGGGGGTCG
+GAATAGTCCCGAGCCACGCGTTGTTTGTCGTGCGGCTGGGCGCAAGCGTGTGAGTACGTC
+ATCCGATCGTATGCCGTACTTATATTACATTTCGGCATTGTCCACTCCACCCGTCTAACT
+GGCGGTGTCCCTTCTCAGGTATTAGATAGTCGCCATCGTAGCCATCCTACGGGTCATTAC
+CCCGTAAACGGAATTTGATGAGAGCCAAGCAAATACTTAATCCCCATGTCTCGGAGCGAT
+TTATACGCCCGAGCCGGTTCTATAGTCCTCTCTCACAGCGACGCAACCCCTCAATAGGGA
+GGTTGCGGTTGTTCACCGATGCCGGCTTTTTATGCTTCGAGATCAAAGCGTAGGCCGGTG
+TGACAGGTTCTGTGCCATATCGTGGTCGCCGAGATAATGTGGGCTCTGAAAAGCCGCACT
+GAAGATGATAGATACTCACCACTCCCCTCCGACTGCATTACCCGTCGCTATAGCACCACC
+GTTGAGCTAGTTGAGATAACGCGGACGTACCAAAGGTAGAGCGTAAGATCGCCTACCGTC
+CGCATTGCATGAGTATGTCAGGAGACGTGTGGTAATTAACGCAGATGTTAGGCCGCGAGT
+CCTTGCCCCGCCGATCTCCCTTACAGTAGCTCAAGGGGCGGGCCAGTCCTGCTAACCCGC
+CATCCTTGGGCTGGGATGAGAGCATTACGATTTCGTCCAGTACCCGCTTAGAGTCGCTGA
+CAAATGACTACTAGCCTCGCCCCGATGTTGCGCCAGAAGGTGTGAGGAGTTAAACCACCT
+TCCGAACCGACCATAGCAGTTCTTTGCATAGACCCATCCTTCGCGCTACATTCGGAAGGT
+TCCATGCAGTACTACGGCCTATCCGCGTGTAGTCTTTTTTCACCAGGCTGGTGACAGGGT
+CGCTTAGCCCTTCTTAAGAGTAATGAGCGAGCATGATATAAGGATCAAGAGGTACGGTCC
+GTCACATACGCTACATCCGTAAATGGTTATCTAGAGTTCATTTGATATGAGTGATTGCAA
+GCTCAGGCTCTCCTTTCCCCAGGGAGAACCAATGCCGCCCGCACCACTTGGTCGACCCGA
+AACCGTGCATGTGCGCAACCGACTAAGCGTTAGTTATCAGATGCCGTCTCCTCGTATTGT
+ACGCTTGTGTGGAAGGAGGTATTTTTCGACCACCCCGGGCAGGAGTTCTTCATATTGTCC
+GGATCAGCTATAATGTGTATGGCTGAAACATACGGCTCCCTAGTTTTCAATCAATCACAA
+CGAGAAACACTCCAAACGTCAATTTAAGCACGGTATATCGGGCTAGCGCCGGTTATGCAA
+CCCGGTACCCGCACCAAGTCCATACACCGCGTCGACCCACACTCAGCGATCGCTTGCTGT
+CTTTTAAGAATATGCTGGACTCGGCCATATCCCATCTCACGATAGGCCAGACCCGCAACT
+TATCTCACAACCTGTTATCTTTAGAACAGTCGTTGATCAGCGTTCAAAGTAAACTTCCTG
+CACCTGCCGCGCGGAAGAACGTATCTAAACTAGGGTCTCTTGGCTGGGTATACTTATAAG
+CCCACCGCTCTCGGTGATGCTACGCTGGTCCTTGCTCCAAACTTAGGGTCAGGCCCTGAG
+TGAAATTGCAGACGCTACGACGCGAATAGACCCCTCGCGCGTCCAACAGAACACAGAACG
+CCGAGCCCCCAGCCATCGGTGGTGGAGCTGCATCTTCATAACGAGAGTCAAACGCGAAGC
+CCCATCACACGGAACGACGACGTTGCCAGCCACCGCTCTATATTATGTCTGATACTCTAT
+TGGGTACTAAGAAGTCGCTTTCCTATTGAACTCCTGTTCGCTTGTATGTAGCATTCCGCC
+GACTGCTTTTGTAGATAGGAGCCTACTCACTGTACTCAGCGCCCTGATCTTGTAGAGGAG
+GGATAGTAAACAACCTCCTCCATTTGATTGCTCGTGCGTCCACAAGGCTCTTGGCAGTGG
+CTGTTGAATGAATAAAGAATCCTAATCCAGGTCGTGATGCCTGATGTGATGCCCCAAACA
+AGCTCTGTGTCATCACCTCCGGAGGATTTCTTAAGCACTGCGCGCTGGCGCTACCGCACT
+CGACTGAGGGACCCCGTTACGCTGTCAAGTAAGAGCTGCTGGGAGGGTGGATCTCTCCGT
+GGGCAAAAACCCGGAAACCCTAGGAACGCGGCTAGAATGCCCGACCGAATCATGTCATGG
+AGGTTGCTAGATTGTGCCCACATCCGGGCCCACGCATGTGCGTAAGAACCCATGGTCAAA
+TATGATTTTAAGGCCGATTCTCACCCGTTGTACCGTTCTTAACGATTATCTGCCCGAGGA
+TACCGGCTCTGATCCTAGGTACTGTCCACCTTTGTCGGTTTCTTCGTACACGAAGCCGTG
+AACTGACCTCCGGAAGCAATACCTTCTTTAGACCTAGATCAGGAAGCGATTATTTACAGG
+GCTACGCGTTATATAGGATTATGCACTCGGAAATTAACACCTCCCCGGATACGCAGTCGA
+CCCGCCGGCCCGACAGGCCGGAATTCATAGCGTTATCCGGTGGGAGCTCTAAGTCCAAGA
+CCTCATAACGTTAGATTTTCCAATAGCCTATTTCCCGCCCAGGACCTCTTGGGCATCAAT
+ATAGAGAGGCTACCTGCCTGTCCCTTCTTTTCAGTGTCAGAATCTCTTGGCATAAAGAGC
+TTAGCCGAGAATATATCAACGCCGCTACATCAGGGTGAATGAGACACCAGCCCATGGCAG
+GAGAACTGTAGAGTCATTCCTGGCTCCGACAGTTCTCGAAGGATCCTCCGGCTGGGAAGT
+ACTTGTTGCAATCCTATCCCAATGTCGGTATAAGGGTCATCAACGATTAGGACGCCCCCG
+GCTTTGCCCGACGACTCAACTCGGGACCATCTGCGCGTTCGGCCGTCCGAAGTTAGCATT
+AGCTTGATGAAAGAGAAGCACCTCGCTGCCGACAGTTCGAGTTGCAGCACCGGCGTTCGC
+ATGCACAAGCTGCCAGGACAATGGTTTAGATGAGGCTTTGGCAGGTAGCGATCTAAATGC
+CGTTGCTCTTCCCTGCGACAAGTGGCATTCGCCGGCCTGACGAACGTTACCGTGTCACAA
+CCCGATTATCCTCGGGCAGGGCCCCGAGTCGGAGTAAGTGTTGAGATCACAACGGGATGG
+TGGAGTTGGAGGTTCTCCTGGTTCCTTTGATCTTTGTCCAGCGGGTTCAGTTCAACTGGG
+GCTCACTCCAACTTTTCAGATAAGCGGGAGTGTGACGTTAACGGCGGATCGTGGAACGGG
+CATTTCCTTGTCCTGAACGGGTTATGGTAATCAACCTGTGCCCAAGTCTGGATGCCATGC
+ACATGAAGGATCTGTTTCTATCGGGCCGTATTGGCGTTTTATTTAAACAATACTTTAGGA
+GCCTAAAACTCTTCTTTTTTGTGGCTATCGATCCAGCATGATCGAGCGTCATATTGGTGA
+ACCGCGCCAGCTAACAAAGACTTTGTCTTGGAGGATCCTAGGCGATGAGAGTCTAGGTAC
+GTGGCGCTAACGATGCCTCAGAATCACGCAGATATCGCGAACTCGGCCCGGGTGGCAGAA
+AGTTATCGGCTCTCGTAACGGAATTCTGTTGTAGACCCTTAACGGTCAAGCCTGTAGTAT
+ACCAATAGTTACCGATATGGATAACAGGACAGTTTGATAGCGGCCTCCCGCTCGTGTACA
+ACCTAAGGGGATACTGTTAAAAATACAAAAATTCTACAGCTTTTTAAGCTCAGATCGCCT
+GTTTATACCGATGCAGCCATTGCTCGAGTGAGTTGAGTAGATGAGTTTTTCGTGGGGCTG
+CTGGGTCGATACGGCAGAAACATTATCAGGCTTACACACACACTGTTAACCCCGCGGATC
+GCAGTGGGCTTCGCTCGGCTTTCAGAGAATGCGAATTGCCCCTGCCCAGTGGCGTCTCAA
+TCGCAGCCTAGTCTAACTTACCCCTCTTGACTTGTTCTTGCACCCAGTGCTGCTTCTGGC
+CCGTCTTTACATAGCCAAATCTCTTACCCGTCATTAAAGAGTAGGACGGTATTAGCGACA
+TAATTTGTTTCGTTAATCCCCGTGTGTAGTCTTGTGAGGACAACTGTACTAGCCGGGCGG
+GAACCGATGCCGACCGCTAAGCAATCAAAAGACGTATTCCGACGTAGTAGCTTTCGTTGC
+GCCTATACTGAGTCAGCAGCAGACGGAAACCGTTTTCCTATCAGTCACGGAGGACCCGAT
+CACTCTGGGAGCCCATGTGATTCACCACATCGCCACTCGGTATCCGTGCATAGCCATCAG
+CGCATACTCGGCTCAGATAAACTGGAGACATATGGAACTAAGCCTGTGAAAACGGATCGC
+CTCGGGACCGACGAGCTTTTACCGTAGAAGAACGTAAAGGGTGTGCCTTGAGGAGGGTTT
+TCCTTACGTAAGTTGCGCTGGAATGGAGAAATACTAGATATGCTAGTCGAGGCAACAAAA
+TTAAACTCTCCAAGGTAGAGAGGGCTTCTCTGGTCCCCCGTCTCCCTGCATGATTTGATG
+ATTTGTAAGCTTCTAACTTAGCCCCTACGGAGAAATATGACTGCAGCGTGCGTAGCCGGA
+GCGCGTAGCCTTCTGTGTGAGAGAGAAGGTGCGGGATTGGATGTGGCGTCGGGTCCAAGG
+TAAATAGCTCCAGAGTCGGAGGCGTAGATACGGCGCGAGTGCGGCGAAAAAAAGTGCGTC
+GGCAGCGACGGGATGAGGTCCGTGACCCTACCTTTAATCAGACAAACGTATAGCTTTACG
+ATGAAATGCCACATGTTGGCGATAGAGATCAGTCTGAATTGCCTGTCGTTCGTGGTCTAA
+ACGGATAAAGGATTGGGGCACTGCGGTGTGAATAGTGACAGACGAGCATATTTTATTTAT
+AGCATTCCCCCAATTGCCGGGAACCACAGGGACTCGATTAAGCAGAAAGTAAGTCAAGAA
+GTGGTCAGTTTCGTTTTATTTCTAATATATGGGGGGCACAAGTGCAAGATATTGTTTGAT
+CAATAGGTGTTTATCGCCGTAGCAATTTTGGCCCTGCTCTGCTAGAGAGATGCTCTCGGG
+ACTCTAGGACGAGGTAACATATTGACCCGAATTATCGTTTCGTATGGCGGCGCCAGCCTT
+TATCAGGTATATAGACTCGATTACGTTTGCTTCGCTCTCATCAAGTCTCAATAGGGGATT
+GCCCCGTGTGGTGTAACTTATGAGCAGTTCTCCCTCGCGTGTACCTTTCCCGCATCTTGG
+CACTGAATGCAAAGCGCTCCAGGTGCCCCACTCATCCGGGCTTTACTCTTGAGAGGTGGT
+TACAGATCCAACGTACCAAGAGGCAGGTCGCAAACTAGTCGCCGCAGCGAAAAAAACCAG
+GAACTGTAGATACAATCGTATAGGGGAACCGGGCAGCAGGATTCCGTGTATATGCAACGC
+TCTGATGGTCCTGAGGCGCAGGTCAGTTTGCATAACTGTTTACTCGGTCTCGCGATGTTC
+CTCTTCTCCGTAGGTGGCTAGTGGATAGCTACTTCCAATGGGCCCATGGCCGACTGAAGC
+CTAAGTATTCACAACGAAGTAATCGAACACGCATGGAAGAATACAGTCTGACAAGGAGTT
+GACCACGTCGACGGTTGTGGATAATTCCTCAGCCATGCTTGTATATGACACGTTGTGCAT
+GCCGAGGTATGAGTACCCATGGTGAAGGCTTAAAGGAACATCGGAGGTCGAGTACCGCGT
+CATAACAGTTGCATATTGCGCCAGCGGACAGTTTTCTCATTGTCCGAGCACGCTACAGGT
+TGACCAAGGGCGATTTGCGACCGCCGACGCCCACTGCACCAGCATACCAAGCCCCAGACA
+CTTTCAAGTCTCCCATCGACTGCGTTCTACGGGTGAGTGCGCTTCACGTTACTACATAGA
+AGTCGGGAACGATCTCTGTACCTCTGATACAGCCCTGCCGTAAGGAATCGGACTGAATAA
+TATAGCCTGACCGGGTACGTGAGTCTCTAAGCTCGCAGGCATGGTAGCTGACTCTAAAGA
+TTCATAAGCCGACCCGTCTACTCATTACGACCGGAAAATGACCATCTGTTTCTGGCTACG
+AAGTGTAACTATTATAGGGAATCACAACGGTTGCCCTTACTCCAGGTTACAGGTAAACCT
+AGTGCCATCAGTGAAGTTAACGGGCGACGGCGTAGGAACACTCCAGCTCGAACGATCGCT
+CCGATATCGTACTAATCCTGGCGATCTACTTCCGAGCGCACCTGAAATACGCGTTTATGT
+ATTGGGCTGAGCATAGATCAGCCATACATCCGAAGGCGCATCATAGTTCTTCATAGCACG
+TAACACACGTCTCAACTTTCGAAGCCGATGGCAAGGCCCTGAATCTATTATTTTCGGGCC
+CACGGGCGCAGCCGGGGTGACTGACGAGTGTGTGGCTCGGCAAGCGAGCAACTCAGGTTG
+CAAACTTGAGCTAGACATACAGATTAGTGGAAGTACCTTACACATATACATGGGCGGATT
+TTCCACTAAAAGAGTGACGGGTAGCATGCCTCCTACGTGTCTGGGGCTGAGCAAAGTCAT
+GACCATTAAATGCAATAGCTTTCACGTGCGAGACTAAGCGTCGACAGTACTTCCTTATGC
+AGGCAATTCTCTCGTGTACGCTGTCGTGTAACGTTTACGTCACGCAAAGTGGCATGTCGG
+CAACTCTTGTAGCTTTCCTTCTTATGCAAGAGAACGTGAAGCCTCGTTGAAGCAATATAT
+CGAATTAATGATAGGTCTCCCGCTGTGTGACACGTAGTCTAAGCGCTTCAAGGCTGAGTT
+AAAATCACCGGATATCCGCACCACATACGTTCCCCGTTCATGAGCCTGTTGTGGAGTCAA
+GAGGCTGTATCTCTGGACACCGCCGCGTAAAAAAAGGATGCTTCCTGTTACCTCCGACGG
+AAACCACGCGTCATCCCAAGATTATTGTGACTAACGAGGGGCTTCGGAAACGAGCGTTGC
+GAAGGAGGCGGCATCGGCCTAGAAGGATCGATTAGACTCGCAGGCCCACCTGTGGGGGGT
+TGCCATTACGAACCCAGTTTACGACTGATAACCCGTTATCGAGGTTGTTGACCGTATATA
+AACCCGACAGTCGCAACTGCACAGTAAAAGGGTGCAGCGCAGTTGATGGCTGAGTCCTAT
+ATACTCGTAGGGGTTTCGCTCGGAAGCCACACTTCGTGAATTCGCAACATCTGTTAGATT
+ACGAAGGGATCTCAGGACCCGGAGAGCCGCCTATTCTTTAGCGACTTCCTGAATCACCGC
+GCTATACACAACCGCTCGGCAGTAGGTTGGGTAGTCTGTCCCGTTAGGAAGTCACACGAT
+ATTACCGGTATACTCATTACGTCTCCGTCAGCCCGGGTCGGTCGTGAGGCCTGGCGACGT
+GTCATGGGCAGCCATGCTTCCGTTCCTCCTCCGGTCGCTATAGGAATGACCAAAGAACTC
+CACTCACTTTTCAGGGGACTGTTCTCTGCCTGCCTACCAGCCTTAAGCCCGTGGCGGCTA
+GCCCGTCGCCCATCGGTCATACTACAACTTGGGGCAGCTTCCCAAATTGCACCGTCCTTT
+TCCACGTCAGACACGTGACCCCAGTAGCACCACTGATGGCTAGGTGACAGCGTGCTTCAC
+TCAATGAATAGCTGATGCCCCCTTAGGATAAGAGCAGTTCGCGGCATGGGGTTGCGTGTG
+TCTTATCTTTCTCAAGCAGCGGTTTGAACTATCATAACAAGGCTAAACTACAGGATTACT
+AACATCCCGGTAATACTGAGGGTATCTACATACGGATATTATGACGGAGACTCAGGACAC
+GCGCAAATGGCTGTATTTACGCTTACGTACGGCTCTCTAAGAGGGTCCAACCCGCCAAGA
+ACAATATCGTCCCGGGATATACCTTCGAACCCACTAGCTACACGACATATAGATGTTTTT
+GGCGGCTGGGACAGAGGCCCGTTGTTGCTCCGTCTACCGTCTCAGAAGGTCTCTCAAGCT
+ATGGGACGGTTCACCCGCCTTAGTGCGCCCCTAGTCCACGAGCCGGTCACGTGAATATCG
+TCGCGCCTGAGGCTGAAAGATATGCTACATAGAGCCTCTGAAGGCGCACTCATCACCGCT
+GTACAAATTACCTCATTTTGGATAGCATGCGCGTGTACCACGGAGCTCGGCTCGCTCTAT
+CTGTGACTTCATTGCCGAGTGCAGATGATCGGTGGTTGCAAACTCCCCTCAGATGAGATT
+ATGCTTCGTCCAAATCTTAGGCAGCCTAATCATAGATAAAAGGACAGCATAAACAGAAGT
+CGAAATGTATACGTTCTTCCGAGGGACCCGCGAAGACTAGCGGCACTATGATGGTCAGCA
+ATAGCTTGACTTCGCATTGGACCTTATCTATTAATTAGTCTGCTTCCACAAGGTGACGCT
+CCACGCGAGGCCAACTGAGCTAGCGTCTCAACCGAGGTGGGTCTAATGGACACTAAAACT
+GCTATTGCCGTTGATGATTGCTTTCGGTCGGGGGACTTACCCCGGATGCCTATCTTGATA
+CGTTGTGTGGAGAGGTAAAAAGTGTGGGACCTCCCATAACGGAAATGATCAATCAACCAT
+ATCAGGCGCCCGGATATTCTGAATACCCAGACCTAAAATCGAAGTGAAAATAGAAGAGCA
+ACCGCGGGGGGTCGGGACCTAGATCTCGGTACAGACTATACCCTGGCAATTGGCGTACCA
+GACAAAGTATCGCAACGACTTTCATCCCCATGCTTGTTACACAATTGCGATGGTATATAA
+CGAGGGAGAGTTTACAGGTTGGGACGGCGCGCCGTGGCGGACGGGGAATTTGCAGCTGTC
+AAGAAGATATTGCCGTGGGGGTTCCTTACAAGTTACGAACCGGCTACTCTTATGTAAAGA
+ATTCAGGGTCGGGTGGGGGCAGAGCGTACGGTCGCCTCTCGACGGCTGTGATAGGATGGT
+ACTTAAGGATCAGACATCCTCTCTGTGGCTATCCCTCTTTTGAAGAAGATGCACCATAGC
+TGTTATGTGTCGGTCAACATGTCGTACCCGAATGAGTAGCTCCTCGAGCGGATTGACCGT
+CTAAACGCCTGTGCCCACATTAATTCTTTAAGCTATTTGTTTTGAAGGCGCATCTTCAAT
+AAATCTTGTCTTATAGTCAATCATCCACCCGTTAGGATTCCGACCCCTGATAGTCCGCAA
+GGTGACACTGGTCTGGACGAGCCTCGTAGATCGGATAATACTTAATCTGGAAGGTCACCA
+ATGAAATCGGCCCATGGCGTGTCCACATCAACGCTGATTTGCAACCACATCGCAGTACAC
+TTGACTGGTGCCGTGATGTCCCCCAGGTGGGTGGAGCTCTCCACGAGAACCCTGGGGTAA
+GGGGAACGCGGTGTCGGTCGTGCACCAGTGGAAGGCAGATGGCCTATTAGCTCCTCGGAG
+GAGGATTAAGTTGACCGTACATCGGAATTAGACCTCAAAGTCGCACCCTTACCCGTGATA
+TCTCGCTGAGTCTTAGCTTTACCTAAGGTTGTCAAGTTCTTTATCCTTGAGGTAAAGTAT
+GGTCTCAGTACGTGACTGAAGACGATGGATCCTTGAGACGCAACGAACGAGATGGTTAAA
+AATTCAAGTGCGACTGGCCTCGAATCCGTAATCGTAGTGGAAGCCTTTTGCCTTGACGAG
+CCAGACGTGCGTCTCTCAGACCCGGACCTCCAGGTGTAGGTCGTATATCGAGAACACAGC
+TGTCCTGCTGGTAGGGACAGAGAATGGTTACGTTTAATTGCCTAGCCCAGATGGAAGTAG
+GGCAGATCCTAGCCACTCACCAACTACGATGTGTCATAGGTCGGTGATTAAGTTTACAAC
+TATGGATCACCTAACGCCTGGGCGCGAGACAAGCGCGTGCGGACGACCATTCGAGGCATA
+GAGATTTGTGGCTATTGTTCTTGTTATCCGCTGGTTTACTCTTCTCGAACCGAGCTCGCC
+ATCCCGCCGGGGATCGCGAAGTCTCGACCCAGTAGAACGGGGGCCGGTTTCACTGAGAGT
+TAACTTGCTTAAAAATCCAAAATTAAAACACGAGCCGTATCCCTACATAAACTTATTAGG
+GCCTGTCTGCAGTTGATATACCTCAATGTCATCGATCTCTACTCTTTTCAAGGCTGGTAG
+TCACTTTGGACGTGAGTCTACCTACTTCGCCGCCAAAGGCTATCTGTAAACAGAGTCTTA
+GTCAGCGTCACCGAGGTTGTCCCTCGCGAGCCCAAAAGACGGGAGGCCAAGCCCTCTGGC
+ACACCAGAAGCAAGGTACGTAAGATTTGAAAGACTAACGACACTACCTGCTCGATCGACC
+CGGTGAAGTGACTCTCAGATCGCCACTCTGTGTTATATCAGGGGCGGCGCTACGCACAAA
+TTCGGCAACTTACATCTCATAGTGCAGGCGACATAATCACGGCTCAGTTGTCATTATTGG
+GACTTCACAACGGAATCGAGTTTCACCCACACGCAACCGCGTACTGGTTGGTTCGACCGG
+CCTTACGTTTCGACTTCACAGTGCTGAGACTAGATTGATGATTGTGGCTTGGGTAATTCA
+ATGCTTTTCTTGGTTAGCCCCATATTGAAGCCGCTTTATGGATATGATGCGGGTTAGCTT
+AGGTTCCATCCTTGCGAAAAATCGACATTGCTCTGTTCTGGACTATGTGGGAGGCCAACT
+GAATATCTGCAAGCTAGCCTAGCTATACAAACCCGAATGATTAGCTAGTAGGGCGCTAGA
+AAAATCGTCGTGCATCTGGCAGGATATTTCATCATAGATAACGCCACCTTATGGCGTCGC
+ATTCAAGCCAAGCACGCCCGCTGACCTTTTCCTGAGGGTCTGGTGGCTCTTGTACGATCC
+TTAAATATATTCTGATACAGTGAAGTCCAGGAGCAGAGACCGCTAATGAGGCATGAAAAG
+GGCCACTGATGCGAATCCGCCACGCCTAAGCGGGGGATTACCTCCACTGTACATAAACGG
+CCTAATAGGAAGGGATCCTTGAATCTAGTATTAAGCGTAGTCAAAGGTGCTAAAAAGGGT
+TAGTAATCTTAAGTAATCTTTGTCGACAGCTCGACACAGATGAGCGCCGCGAGATTAGCC
+TCCCCCTCCCAGCGCCGCAACGACAGTCCTGGTGAGGCCCTGCTGAAAAGCACTTGGTAT
+ACGCCAAACTCGGGCGCGACTAATCGACTTTACGCAATAGCGATCAAAGGTTATCGAAGT
+ATACTCTATCGCGGTTCGGCTATAGGGTTTTGTACCCTCTGTAGACATCCGTCAAGCGTG
+GGTCCGACTCAGTTACGTGCTGGTGTTTATGCGACTACGTGTCGACCTTTACTTGAAGGT
+CCATCTCTGGGAGTATAATCTGCATACCAGCAGGAGCTTAGGCTAGATGACATGCTGGCG
+CCTGATCGTAAACACCCCCCGTAGTGGTTCTGCCTCACTTGGTCGGAGTACGACGAATCT
+TTTTTTGGCGATGTTTCACTTGCAAGCGCTGATTGTATATTACCCCGCAGCTCGAGCCTA
+CCTTAGGGTAGGCCGCCCGTTCGTGCCGTGAGTAGCGGAATAATAGGAACTTTCATCAGG
+TTCCTCACAAGTAGACACTATTCGGCAATGCCGGGTATTTCGCGCCAGCCAATAAGCTAC
+TCCACGGGCCTCCTGAGTCTTAGTGATGAACACGCCTGCGAGCAGTCCTTAGTTGCACCG
+AACAACGTCTAACATTACCCCGGTAGATCGTTGCTAGAATCTGATAAGCCAACCCGACTG
+CCGGCAAGACGACAAATTTCATAAAGGATGGACCGGTGCTCACCAGTCGGCGTCCGGCAG
+AATCATCGCTCGCACCAAAATAAATCAATGGATTACTGCCTTCCTAATTTTGCTACAAAG
+CGCCCAGCTTAATAGCCGGGCTGACGTGTTGTTCACCTCGCTCTACTGTTCAAGTGAGAT
+GTACGGCAACACAGACTCCCGATGGAACGTTTCCCCATTCATCGCAGCCAATTTTACCTC
+TACTGATGATACTTGATAATTCGCAGTTACTCAACACTAGCGCGAGGAAGTCAAGATGTC
+CCGACGTACAGCCAGCCCAGAACGGCGGACATGGTGGTTCCGGTTTTCACAACCCATACA
+TTGACTGACCTAAAGCCCGACAGTGCATTTATAGAGTGCCCTGATTTTTGTACGCATATA
+TCGCGTTCATAGTTCATGTACATTAAATAGCAGTGTACAATCCCGCTTGGTTAAACCATC
+GAAATCGTCCGTCGGCTCGTAATGACGGCCATTCTGACGGGCGCAATAACCAGCGTGGTC
+CATTGTACGACATTCTTCATGAGTCCATTTGCACGTCCGACATACCCTAACTTTCGGTCA
+CAGCACAACATGCCGTAATCCTGGTTAAGTGTTTTACGGACACCACTGCATGGTTCGGTT
+AGTCCGGCCTTCGCTCAATTAGCCATATCGGCAACTTTGAAGTCAGGGAGGCCGCTTGCA
+GAGGAATAAACGACCATAGGCCGTGACACAGAGAGTATTTATAAGACGCAGCGTCCTACA
+GTGCTCTCTTGGTATGGGTTACAGCGTGTCTGAGGGTAGGCTCGGAGGGGAGGAATCTTG
+TCATCAAACGTTACGCACACAGTGCGCTAAACGCAGGGAAATTGCAGGGACTGGTGATGG
+GTTACAGAGAGTTCAATAGTTACCGCGATAACGAGTACTAGTACGTCTCTACATGATTGC
+CAGCCGCCTAGTAGGACTCTCCTGGAAACTGCCGTATAACATCATACCGACGAAGTCCTG
+CATCTCGATCGGGAGTTTAATATTATTACACAGCTCTAGGAATCTGTGCATCGCGGCGTA
+CGACCAAGTGCGACACTCCTAAGGGGCTCTACATAAAGTCGTTGCCTCTCTCGAACTTGC
+CCTCTGCAGGCTCGTTAGTGGTGTCTTAGGATGGGGGAGTAGTTAGGACGGAGCGTTGAT
+GTCCCGCGGAGGTCAGTGACTTAAGGCATGTTTATACAAAGGATTTGACCGTTCGATGGT
+CTAGGTTGACCATCGGGCAATAGAACGAATTAAGCGAAGTAAGGACTCAACCTCTAGGCG
+TTAGCGCCATCATGGTACTTATAGATCGCCTCGAGCGAGACGAGTGTCGGACGTCAATAA
+CGCACGTCGCATGCGTGTACATCTACGTGAAGCTCCCAATCGAGGGGGGCTCTGGGGGGG
+AAAGGGCGCCGTGTCAGCGGCAGGCTGGTATACATGTGGTCGATCCGTTGACAGTAGTGA
+GAAGGGCGTAGAAAACTTGAGGTGTGTGTCCCGAGCAAATAATTTTTATCTCCCTGTTTT
+AACACGGCGTGGTGATGTTCGCCGTTTGGCCCACGGCTATCGTATTGTAACTTCTCGTCA
+TTCCAGCCCACGTATAAATTTACCTCGATATGAGCAAGCACAGAAGCATAAGTTGTCGCA
+CTAAATTGATATTCGCTGGATTCTGCATTATTACCGTCACCCTGAGGCATACTAATACCT
+TAGCCATTTCGCAGGTCTATCGTAGAAACTATGGCACTCACCAATCGTCTTCCTGCAACC
+GAGGCCATTCGATTAGTCCATCGGCTCCGGAGCTTATGGCCTGGAAGGACAGTCGCAGAA
+ACCCAATGCTGCGACTCAGCCTAGCCGCCCTAGGTTCTGGGTGTTATGCTACATGCAGAG
+TTGGGTTCTTATTGCTACATCTAGTTATTTCTGGGGCGTTTCCTGTCAACTACCCGCATG
+ACCTAGCCGTCGACCGTGTAACACTATCCTAGGAGGGAGACGCCGTATGATGAACCCGTA
+CTAGGACACAACGGGGTTCCAAAGTTACCTGACCAATGTCCATTGTCCTCGGGAAGGTGG
+TGCAGCATAGCTCGCCGAACTGTGGAGTCACCTACATTTCAGAAGGATGCGCGTTCAGCT
+AACCCGCTCTTTAACCGCCCGCCATGCGATCAGGCGCATTAACGTGTAGCGCAATTCAGA
+ATGGGGGCTAAATGATGTGATTATGGTGAAGTTACTTCCCTAAGTTCGCTAAGGGGCACG
+GGTAGTCCTAGAGCGACTACAGGGTCGTCGTTTGAAGGAATTAAGGCTGCGGCTGCACGA
+TACGATCACTCATTGAATCACGTTAGAACAGCTTGCGGCCGGTCGACAACGACCGGCCTG
+CGCTGTGGTTGAACTTTGTGCATGTTGCGGGACCTGTATGCCATTAGGCTGTACGGGGTA
+TGCGAAGGGGGTTGGGCCGAGTCATCGCTACGACGGTATTAGGCCTATTTTGATGGAGGA
+GTTTAGGACGTTAAGGAGCCACTAGAATTATAACGTTGTGGAGCTTATTCATAAGCGGTG
+ATGGAACGTAAGTTGTGCTTCTTACAGATGTGTGTCGTACTCGAGGGGACAGATACTAGG
+ACACCGGCAACACGCCCATTCGTTGCAATATCATACAACGCGGGGCCCCTTGCGGCGCGT
+ACGTCGAATCAGTGGTCTACCTGGGTCCACCGCAGCGCCAATCAGGCGAGCTAATTAATC
+GCTATCTGACAGCTACATCCTATACGAGGTGGTTCATGTGATGTGTGACCCGGGATTTGG
+TACGTTAGAAAATTATCGTTGAACCCCTACCGTTTGTTGGGACGAGCGTGTATAACCCGC
+ATCTCCAGTGGTTAACGCAGCAAGCCTGTTCTGAATTCTCACCGCAGCCGAGCCAGTTTG
+CTTGTGCCTTGAATCTTAGCCGGCTCTATAGACGATCCCATTTATACATTGTTTCCTAGG
+TTGTGTCAACTCTGGCAGATGTGGAGGCAGGAACGTACGCCCATTTCCATCAACTGTAGC
+TATGTCAACATCCATTACTCCAATAATCAAGCATCCTCCTTTTCTACATACAAGAGCTTC
+GTCTTCGTACCTTTCCTTGTAGTTATCACGTGGCTCAATGTAATTTCTTCCGAGTCAGCA
+AACTCGACGCTTTCGATGCAAGTAAGGACCACTTGCGAAGGGATTATCACGCTGCCATGC
+AGTACTCCTGTCACTATCAGCTGAAAATCTTCAAACCATTAGTTTCCATCTCACGATCCT
+ATCGAGAAAAGGCTAGACTTGGGTTTCCGAAAGCCTACGGAACTTCTGAGCCGTACGTGC
+AGCATGACAATACTTTATGTGTATCAGTTCACCTGCCCGCCGGGTTTCAGCCGACGGGTA
+GAAAGTATGTAGCGATGGATCAGGTATTAGTACATTCTGTCATTGTGTGAGACGATGCGA
+TATCAATCGCTCACTGCAAGGGACACATACAAGGCCCCCTCTCCCCGAGGTAGGAGACTG
+CCTCGCATGGAATGTCCTTCAGCCACGTTGAAGCTGTCCCGCGCTTACTGGCTAGCAACA
+GCTCGATACTGCCTTTGTCTGTAGTAGCCACGGTCATGTTGACAACTTAATTTATACATT
+CCAAGAATAAGGGATGTGTCTGTTGCCCGGCGTGATTGCTAAAAACGGACCCACACCTAG
+CTAGCAGACCAGGACCTAAAAGAGAAACGGTTGTTGTGAATGGCAGGGACGTATCAGTTG
+GATGAGCGTCCCGGCCGCCAATTCTCAAGTTGCGGACACGCAGTGTAGCTTATTGGCTTA
+CGTCCGGGTATCCGTAGGGTTCCCATCGCGTCTCCCGGAATAATACCGAAGAAGAGCTCG
+CATGGTAGCTAAACCCTGGGATTCCTAAGTCTGTCGAGTGATCTATTCGCTCCGTTCAAT
+TGAGCCTATCGAATGATATGACGGCAAGCTGTGTGGCTCCCTCACGTCCGCCACTTCTAA
+TATAATATACTCGTACCATGCTGTTCTAATTAGGCATGGTTCTATGAAATTAAACGGGCA
+CGTGCGGGTCACGAGGGACTAACGAATGAGGCTGATGCAGTGAATGGGTTGGTTAATAAC
+GCTACAATGATATGTGAAATTGGCACCATCTTCCCCAAGAAACCACTCTTTTAGTACTCC
+CGAGCGCCGCAATGATGAATTGCTTACTCCTTATTTCATGGCATAGCGCACGCCCCGAAT
+CATATCCCCGGTGAAGTTCGCTCCCAGGCTGTGGTTCCGTGTCGGTATATCCTTAATTGT
+AGGCATTCGTCATTGCGTGAGTTAGGGTCGCTATGGATAGCTCTGAGAGCGTTTTCAGCC
+GGAGCGGAAGGAACCTCGGGGTCTATCCACGAAAATTCCTGCTCAATAAGGAGCCGCTAC
+ATTCCGAGGTCAAAAGAAAAGATAGACTTCTTTTTGCACCGTCGCCCATTATGGCGCGGC
+CTGGCGCACTAGACACACAATAGCCCATTTCTAGTATCGTGGAGGAATTCCGGGAGATAA
+CGGTAACCATTGGTTGATACTAACGACTTCAAATCTCAAGTGTGTTAGGCTCCGAATGGT
+ACCCAAGGCTGGGTGTCCTTTAAAAAGATAGTAAGACTGGGCTCAGAAGAGAGGGCTTAC
+TAGGTGTGAGGCATAGACGCTGACTCTAAGACTTCAGGAGGACACGCTGTGGACCATTAA
+ACACCTAGAACCTTGTAAAAGTTGTTGTATACGCTTAGCCGCAGTATGAATTGTGTCCTG
+CTGCGTAGAGGCTGGCGGTGCATAGTATATACAGGACACAAGACGCCCATGTTGCCAACG
+ATCATACGGTTCACTTCAGGACATGAGGGCCAGTAGGTGCCGCAGTGAACCACACCCCCA
+TCTGGCGCTGGCCACCCTTAGGATTGGGATAAATAGGCGTTAAGTCCAGTCCCGGGGGGG
+GCTAGAGTCGTCCTAGTAGGGCCCAGCTAACTGCCAGGGATAATTGTTAACGAACGAATT
+ATCTCTCTCACGGATAGGCTAATAGGTTCCATTCTCGGGCATTTACTTCCGATTATATTA
+GCCCACTTAGAGCTCCCGGTTACCGCCATCAAAACGACCTATGGCAGTTCCCAAATTTGG
+GGGGCATTGGTACCCATTACACTCGGCCGTGTTTAAGCTCAACGTTGTTGTACAGGCTGA
+CTTCAATTCAACCTAGGATATCTGTTCCCTGGTATGTCGACTGTTGATTACCCGGGTCTC
+TCCGAAGGAGCTTACGATAATTGACATTAGAGCATGGTGAACATTTGAATTTAAACAGCC
+GTCTTGCTAACGGTCACAGCGTTCGAAGAGTAGGGCGAGAACCGCCATAGGCATTTCCGT
+ACGCACAAAGGACACGGGCTACCTTTTAGTGTCAAGGTATCTCTTGCGAGAACAAGGTGA
+CTGGCGGGTGGGCCCTTACGGTCGCGCTCTCCAGCGCCATGCGACACACTTCAACCGCTG
+ATAATGCACCATGCTTAAGTGGGATGCTGCTTAGTCGTCGTCTATGAGGTAGGTTCGCAT
+GCTATTAGTCTCGTCATGACGTACAATGGGAGCCTGCTCACCTCTCTGTATCAGCATGTA
+ATTATGAACCCGTATGGGGGGACCCACCCTAGAGGCTAGCCGGGTAAAGCTAAGCGCTTA
+ATGTCACGACTCAAGCGTGTAAAGAGGGGCCCTCGCCATTTAGTTTGGTTACTCCAGCGC
+TCTACTAGCCAACTTTCGCTCATCACATGCACTTTTAGGTTTGCTCAACGCCCCGAGGCA
+GAATACCCCCGACAAACTAGCACCGTACATCTTATTCGTACGGCGGTTGACTTTCAGCGA
+TGTTAGAGGCCTTTTACGGACGAACCTAGGCCTTTGCGAAAGCATCGCCGCGCGAGCGCG
+ACCACGCCCAAACGGCTTTCACTATGATCCCTTTCCCCGGGATGCGGCGAACAGAAGAAT
+CGATAGGGTCCATGAGAACGGGGATAACCGAATACTGAGCTGTGGAGCTTTGCCAGATTC
+CCCATCCAAAGAAGTCTTCTATAACTACGTTTCAGTATTTCCGCCCACCGTCGGATCCAG
+CTCCTACAACTTCAACGGCGGTGCGTCTACTTATTAACTGCGCCGTGTAGCTACTATTGT
+GAATACCCAGGCTGCGAGGAGATAACAGAAAGAATTATGAGCGACTAATACTAGACACCT
+ATGCACCAGACATACGCCATGCGTCCAAATCCTGGTTTCGACCGAAGTCCTGGGCTGGCA
+ATGGCAGCTGACATAGACAAACTAGTTAGTCCGCAATCATTACGATCAGGATATGGCGCA
+TGCAACCGTCGCATACGCGGCGGATATACGTCGAATCCGCGATCCATCCCTCAGGCGGTG
+ATTAGCATCACCGCCAGGATAGTTGTTATTTCCCCTCGAGTCTCCAGGACTAACAGCCTC
+TCAGGCCCCCGAACAAATGGGATAGCTGAGCGAAGGATCGGTGAATTATTCACGTGCGTA
+GTACAATTATATCGGGATCACGGGATGTGAGACCCAGCGGAGTAAACGTCCCAGGGCTTT
+CGGGTGGCGCTGTTGATTTGGGCTTACTTTCAAAATAGCACGTTGCCCACTTAAGTAGCT
+GAAGCCACGCAGTTTAGCACAAGATTGGCAGCAGCTACGGAGATCCATCGTTGCAAGGGT
+CGTCTCGCGTTCACCGGGCCATGATCGCCTAATTGGGCGAGGTCATACTGTGCCAAAGAA
+CGACAGACTTCTGCTATAAATATGTCCTGGCGCTTGGCGCGGCCCGCGAGATAGATTATG
+TTTATCTTAACAGCAAGAATGCAAATCGCAGCTAGCCGGATAGGGTCCCGGACTTAGGCC
+TCTTATGCAAGGACTCTATCCTAATCCATGCGTGGCGCACATTCGGCAACTCGGGGACCC
+GTGCAAATTCATGAATAAATCTAACTTATATATATACACAATCCTACGGACTAGAAGGCT
+CAACGACATTAGCTTTGAATGCTATAGAGAAGTGTAGTTAATGGAATTCCGTAAGGTCAC
+TCAAGACTATGTTCGAGCTGCATACGCCCTAGCCACCTGAATGGCGCAGGGTGATGGCCT
+CCATATATCGCCCCATTTGCTATGGTCGGCGCAGGAAAATGACAAAACCTTCGGGCTGTG
+AGAGTTCCGTCCGGGTGTGCCTGTGCTGGCGCCCGATTCAGTTGCTGATCACCAGAAAAC
+TTCGGGGGTTCACTCTATGGGAGATCAGACCATTTGCGTCCATCGACCCCTTAAATGAAT
+AAAGCAACGCCTCCCACCGAGACATTCCGGAGTTACTAGATACGGACAAGCACGGGACTG
+GCTCTTGGAAATCTGGTTCAGCCAGGACCCTTACCACGTGTATCAGTCTTCGTAAGGACC
+ATTCAGCGAGTACCAGCGTGTCACGCAGTTTCATAAACAAGCACGGGGCCTTTTGGTAGA
+TGACTTGGTACACATCTAAATTTCGAGTATTTCCCCCCACAGGAGGTTATAAGACACAAA
+GTACCGCCCGTTGTACGCGGCTGATGATAGGTTGTTCGGTTTGAATCTACGGAGTGTGGC
+ACTGAAGTGCCGCAAAACGATTTAGACTGGGCTAAAAACTACCTGAGCCTGATCCTTCCC
+GTTGAGGTTATCTACGCAAAGGCAGTCGTTCTGGCATTCTCAGTACCACTGAGGTCATTC
+ATTTAGATACCTAGTTTAACTAATGGCAGCTGAAACCTCGAATTACGGCACTGGGGGACT
+GTAGCCCGGACAGAAGCTAACGCTCTAGCCTCCAAGCGGTATTCGTAACCTTCGTCATCT
+CTAGAGCATCCAGACCCATTCTCCACAGTCGTCTTAAAAGAGCTCCGTTGTTGATGATCC
+TCGGCCAGTCCAAAAACTAGAGGACACTGGAGTATTGCAACGCTCTAACGAAAGCTTATT
+TGTTACGCCACATCCTGCCTATATTTTCACTACTTTCTGGTACAGACTACACTTACTCCC
+GTTATAGGATGTTTTACCTAGGTTAGCTTTTAGTCTTTCGTCGGACTAACTGAATTGGCT
+CTAGCAACCTGCCCTTGTGAATCTACCGCCACACTCATACCTGATGGGTGACGCTCCGTG
+TCGGATCGCTCGATGTCGAATACCTAACTCCATTAGCTACGCCAAAATCATCTCATAGGG
+TAAGCCAATCCTCGGACCGGATCTCGTCCCGCTTCCGACCTTATGGGTCTATGCGACTCC
+CCGCGTGTCGACGAAGATTACCGTTTGTGCAGCAGGAATGGACACACGTGAGGGCCAATT
+GCAAAGCGAAATCTGAAAAACCAGCGGAGTACTTCCTACAGGAGTGGATTCTGTTCTACA
+GTTACCAGGATCGAGCAACCCGAAATGTTTAAATGGGAAGCGCTGGGGAGTTACAGGGCC
+GTGGACTCCCCGAGACCCATATAGGGAGTCCCAGGCTCCCACGGCCTCGTCCCACTGAGC
+TCACACCTAGCACGCCCGGGATTTGTAAGTATGCAAGAGAGGATGCAGTGTCCAGTTGAG
+TGAAATGCTCAACATCAGAGTAATCTTGCTTTAAATTCGGCACGGTCGGTAGATTCTGCT
+CCTCCGGCCCCTGTTGCCCGCCAATGATAGAAGCCCACAACTACGTGCTAAACCTATATA
+ACGATCTCGTGGCCTTCATATCGATTACTCTGCCCGACTCGAGGATATGAGGTCTTCTGG
+CAAGGGCGCACTCTTATGAGTTATGATCCGATGGTGCTCTCTGTAAACGTGTTCTGAAAA
+CATGTTAATGCTACACATTTTGGCTTCAATACCTAGTCGGAGGCGTACTACAATGACTGT
+CCTGCCTCAGATGTTCGGACAAAGGTTCAGATCAGTACGCATCAGCCCATCCCACATTAA
+CTATGCAGTGTTAGAGACTTATCCTATTTTGAAGGGTGACTGCGACCACAGCCTTCAATA
+ATGAACCTTAAAGGAGGTTTGCGATAGCGGTATTCCCATCATTTCAAGGTCTCTTGATCC
+GATTACTCTCGATAAACAGCAACTCTACCCTCATTAAGTAAAAGCATGCCCCCTGATGTC
+CATAATTGAAAGGACGGGCTGCCTGGAACTTATTTGCGTGCGCGTTGCCTGTGGGGTGGT
+CACTTCCCTCGTACGGGGGTTTGCCGTCTAGACAGCACCGCGTGACGGGATCTCACATCG
+CCATGGCTTCTTGTCCAGCTTCACTGGCTAGGCTATGTCTAACCATTAAATGCCTACGTA
+TTACATCGCGAGGGGTGGTCAACTGTCGATGTAAAATTCGGGCAGCCGCGGATTTCGATC
+GAGGTATAGGCCTGCCCCTTTTCACTGACAGTAGAATTGCCACGGTAGCTCTCACTTTTG
+GATGGTTAAGTGGCACACGAATCGTGTGACCACATTAGAATACCCCACTAATATTGCCGG
+CTGGGGAGCGTATAATCGTATGTTTTAAACACTGACTCGCAAGGCCGGTGGGTACCGTGC
+TAAGCCATCGAAAATCGAGGGTGTCTAAACGTATTTCTGTTAACCTCTCCGAAATCAACT
+CGGCTGCTCCGAGTTTCGTGTGTTCGGTCTTACACGAATCTGGTCGTACGGAAGGGAAAC
+AAAAGGAGTCTGAAGCGCATGGACCGGGCCCAAGTTCGGATTGACTTGAAGCTTGGAAGA
+TAGACCGGATGACCGATGAGGCGGTGGCCTTCCTAGGCTCGATGAAATAAGTCCTATTAG
+TGAGCAGGCTATGCGTACATTGGATAAACTAAAAACAGGACCCATGGGATTGCATACTCT
+TGCTGGCTGAGCGTCTTATGCAGTTATTCTAATAGTGCGTGCTAGTAAGATTGTAGAATG
+GCTCTCTTCAAATGGCCTTTAGCACTTGTACGGGGATATTCAAGTTTAACAGCTGTCAAA
+ATCGATAACCTGCGAAGAGTTACCGACCGGGCGTCGGTATATGAGTTGTTCGTTAGATAC
+GTTTTCCAGTAGCGACAGCCGGAGTAACATCCTGCAGCTTGGGTTCTAGGTTGAGTCAAC
+CCGGATCAGGAACAAAGAGTTACCTACCTGTATACCAGTAGACACCTGAGCGTCAACCGC
+TCTATCGACGCAGACGTAATAGGATTTTGAAGGATTTCAGAACCATAAGCCTACTTGGCC
+CCTGCCACGGACTTTGTACTCTAAGCCGCCAAGTGGCGCATTCAGAATTACGGCAATTAA
+TTGCGCCAAATCCGGCTCGCTTGATCGGGGTCCCGGCACGCATGAAGCTTAGCTTTGGTC
+AAACCCATCCTGGACGTGGAAGACTTTGTCAGGGGCGCAACACAACGATCTGTATTGGTC
+TGCAGTATAGAACATCCTTGAAAACCCTGGCTAGTATCTATCTCGCAACATTCTCCAACG
+CCGGTGACCATAGATATCTGCGCATGAAATCCTACCAGTTCCTTAATCCCGAATAGAGTG
+CTATGTACCTGCCGTAGAGGTGGGCGGAAAAGGAGGGGCTAGAACCTAGCGGGGTGTTTT
+CCTCTGCTTGCATTCTCGTGGTGCAGGGATGGGTACCCACATCGAGGTCAACTTTCAGGC
+AATCCTTGAAACACAACGCCTAGCCAGTAGTGGGACCAACGCCCGTATGGGCCGACTTTC
+GCGCTACGATACACCCTGGCCTTTTTCGGTGATCGACTGCGAGAGTAAACCTCAGGGTAG
+GTAATGTTCGCTGCATTTCATAGCCATTATGCTTCGGCTATAACGGGGGTGGGACTAAGT
+TGGCGCAACCTGATACGAGGTTGTGGGCTGGGCGTATCCCAAGGAGGTGGAAGGCGGAGG
+TGCAGTCGTCCGCCGGACACGTCCCAGACGCTTCCGGTTACGCTGAAACCGAACTTCGTA
+CTTCTTTTAGATTAAGCTTGAATAAAAAAAAGCTTCAACGCCCGGTATGGGTAACTCTCA
+TAGCGTGGGAATATCGTCCACCTTTGTGATTTACTTAATCGGTGGGTCTACACACGTATA
+CGTTTGGCACGTGGCACGGCCGTTATAGTCGGAGCCCACTCTTCCCCATGAAGTCGAGAT
+CGGGAAGCACCGCGGTTAGGCGTTCGAAGCATCGGGCTAGATTCTCATTTTCCTAGCTTT
+AGGGACCGCAGTAACCATTAGCCTTAAACCGATTTGTATCAAATATATTCTAAATCGCAT
+ACCTTGCGAATACTTGTGACGCCTTCTGAGACTCGCTCCCGTGTCAAGTCATGTGACGCC
+AGAGGTCGTTCGAGCAATGATTCAGGCATTGCTTCCAGTTAACTCTGTTTGTATCAGGTA
+AGATAAGATAGCGTCCACTCAGTCACGGAGGATTAGCGCAGGTATCGCCGCGAACTCAAC
+GGGGTTTACTTTAACGATAGAAAAGTACATCTCCACGAGTGCCATCGAATAGCGACGCGT
+CGGTGATGGCTCACTGTCCCTGCGATGCGCTCTTCGGTGAACTACCCTCCTTGGACAGTT
+TAAAATTATAAAGCTAAGCTACCGCCGTCAGCCATGTCGGCGGTGCGATCCTTAGCGACT
+TAGAAACAATGATGAGCGCTCGTGCCCGGAGCGCTTGAACCCTGCGATTTATGTATTGGG
+GCTGGCAGTACGAGTATATTCCTGCCGGGATCCAATAGAAAGTATTGGAAAGAGGTCACT
+GGTGGCTGGATGCTAGCTGCCTTACGGGCGCTATGGCACGATTACTGTAAGACTAAGCCA
+TTAACACGGCACCCTAGGTGCTATTCAATAGTAACCACATCCCAGAACGAAATACAGATT
+TATTATACACAGCGCCATGTCACTCATGGACGTTTTAGATTATCGCCCACTCTTGCATAG
+TGCGAGGGGACATATAAGGTTCGTAGCTGCTAATCACCAGATTGTGCACCTCTGTCATTG
+AAAAACCTAGTGAGACATCTCGCTTTAAACGGTTGGGGTATCTGTGCCCACTACGCTCCC
+CATAACCTTATGCTCTGTTTGGCTCAGCCGTAAACCGGTAAAAGCAGAGTAAAGCATATC
+CTGGGACTTTGTTAAAAAGGCAAATCAGTGGCTGGCAGAAGTTTTGAGTATCAAATTGTA
+CCATTTGCTCGGGGGTCTCGAAGGGGATTTACTGGACATGTGCCACGTCCCCCTGTTTTT
+ACCCAGCCAAAGTCCCCTTATGACCGCCAGGCACTGCGAAGCCTGACGAGAACAGGTCCC
+GGAAGGCTGGTAGTTAATTCCTCAGCCGCCGTTGAGCAAGTTGACGCAGCAAGCCGCGTT
+GGTCTTCGTAACGCTTCCCTTAACTACCTATGGATAGTACCTCCGTTGTACGGATGAGGT
+GGCGTTCCGGCGACTGTGGTTAATGATAGCGTAGAACTCCATGGCCTACTCTATACACTA
+CACTAGGACTCTGGTAAATCCGTTTGCTGTATGGAAAACAATCGTGTGATGACCCAGCCA
+ATTGAGATCATTACTGATTGACTGACAGGGAGTGGGAGGTAATCGCCAGCTTTAGTTATA
+CAGAGGGTGTCTATGGCTGCACCTTTTGCGTAATTACGTCTTAATCGTCCGCCCCGCCGT
+AGGTGTTAGACTAACACGGACCCCTGTCAGTTATTCTGCATGGTTCTCTGAACATCGACC
+CCGTCACAATGGAAGTGAAAGCATCCGCACGTCATCAAAGGAATTATCCGCCATTGTTAG
+GTTACCTGTGCGAAAAGGTGCAAGTGAGGGTCCCTACCTATCTTAACCCTCCTTACATTA
+GTGTCTGCGGCCCATGCGATAAAGGACAAGGCCGGGGCCACGTTCCTCCGTAGAAGGGTA
+GACGATCATCTGCATCCCATTTCATTTGTAGAACCGCACTACTTGTGAAGGCAGAGGGCG
+CCCAATGGGCAAAGCGCGAATCGTGATAATCTGTACCCCTCCCTCGGGGCGGCTTACGAC
+CCCCCAGTGCGGAACGAGGGAGGCGCTCAATAAGATACTGTAATAAGGCAAGCCAGCAGG
+ACACCGTACAATCTTCGCGCAAAGGCCAATAGCAGTTCAGCATTTGGTGACCAGTAGCTG
+CGCGTAAGTTGGACGCGCTACCGTGGCAGGTGCGGCTAGCATATAGACGAGTTAGTTTCG
+ATCTTCCCGGCTTTTGCTTTTTTACCAACAGGAGGGCCCTTGCAGTCACGCCGGGTCCTG
+CGTCTTATTAAGACGTCCGGTGTGGAGCGATATGCAACGCAAAGTTCACGAATACTTTCC
+AGGAATAACCCGGAAGAACGGGAGGCTGCTCAACACAGGTATTGTAGTAAAGACCAGCGG
+CGACAAATACAGTGAGTATCTGGCGGGGTCGGACTGGGCAAGGCCTCCTTTTCTGAATTA
+CAGATCGACTCACGACAAGATGCTGGCCCGTAACCTTTGACGAGGGCCTTCGGAAGGTAT
+CGGTCTCGCCTCAAGCCTTACTCATAGCGGGAGGTTGTCTGATTGGAACCTCCTGCAGGG
+GAAAGGGCTACTCAAATGAGCTTACATTGCAAAAAGAGAGGTGCCTCGTAAGTGGACACG
+AGCCCGAGGGCCGGACGTACCTAAGGCGAGTCCTTCGGGACGGCTGGAGAGTAATCCTGT
+CTGCCTGAGTCTACGTAATATTACGGGCTCTTCAGAGAGGGATCGCGTATGCGTCTCGGG
+TCGAGGTAACGGAATGATTCGAAATAGGCATAGTGCATAGAGTCTGAATTTTGGGGGATT
+AGAGCGGGCGTTGAACTAAGGTAAAGGTCTACTAGTCTTCTGTATTTGTCCGCTCCGCCC
+TCCCCATTTGGCGAGTATAGATATTGGTGCTAGACAGCCTACAGCAATGGGCCTGCTTTC
+TCAGTCCTCTGAGTTTATTATCTTTTACCTGACTGAAAGCCGAGTATTATCCGGTGATTA
+CACTCGTACGATACACTCGTGCTGCAAGAGCAGATCTCCAAAGTCTCTGATAGCTTACTT
+ACAAATGCCACATGTGGGGTACGTGGCCTGATTCAAACCGGCATGGCTACCCCGCCCAGT
+TTACTTTATACTAAAGTACTCATTTGAGAGCCCTCTGAGGGCAGGCAGAGGTACGGTCAT
+CTGTTCCAGGCCTCAAGAATACATTTAATGGCCGTAACGTTCCTTCGGAATTGTCGCAGC
+TATAGTGCCTAAACAAGAGAATCTGTGTATAAGTGAAACGGGGGGGTTTTAGGGAATAGG
+CGATTTGAAGTTACAGTGCTAAAGTAACTGCGGGTGAACCTCCACGGCAGAGACGCCCTG
+TGAGGATTAGGCTTTCACAACCCCCGTAGGTCAGAACTGCAGACCTTAGTAGTAGGATTA
+GATAGAATCAAGGTTCGTTGAGGATAACTGTGTCCTTATTGACAAGGCTTAGCTTTGTAG
+CTAACGACGCTGCCGTCGAGCACGGTGCTTCCATCGCCCCACTCTACACTACACTGAGCG
+AGCACCGCCAAACAACTTAAGTAGGAATTGGCATATTGCCAATGTGCGGTGCATCACAAA
+GGTAATAAAATAACTATAAAGATAAGTCCTTCCATGGAGTACTCGACCTAGGTCCGGACA
+AGTGCTTGCGTATATCGGGTGCTTGGTTTCAGTAACTGGCCGATGGGAATCCCTACCTTC
+GACATCGACGGCCTGGACCATGGTACCACGCTAGATCCGAAATGGTGACGTAACAATAAG
+GCATTCAGCGATTGCTGAGTATCCGCCACTCAAAGGTCTAGTTTCCCACCAATTCATCGA
+TGCTAATCTGGGGTGGCGTCGGAGCGGTTTGTAGAGTTTCAGTAAATAAACACGAAGGCC
+GTTGCGTCTCACAGTACATGGGGTACGGATCTCTTCCGCGGTGGCTACACTGGCCGCCAC
+AGCAGGGGCCCCGGAGCCGTGGGTCTTGTAATCCTACGGGCACCCTAAACGCTTCGCAAG
+TCTACCTAATACGTCAAGAATGGATAGACAAGCCTGCAGCAGCCGGACTTACCCCGCTTA
+ATTCAAGAAACAGGCTGGGTACTAGTACCAAAATAACGGCGCCGTTTGCACCTCGTCAAA
+CGTCCCGAAGCTACGGCTATCCCCTCTAAAGTTTACTCTCTCTATGAGGGAATCCGTTGT
+CCTAGCTGCGCTTCAGACACAATTGTTCGGCCTGGTACTTCCCAATATCACGGAGTAGAA
+GGTACTCTAGTGAAGGGAACCGGAAGAGTTTGACTATCACAGGGAGAATCAGGTCTAGGC
+TCCCCCTTTCGATCTAGTGGATACCCTTCAGTAACGGCTCCTACGGTCCACTGTAAAATA
+TCTTGGTTGCGTCCCCCTATCAAGATTAACCCCTAATCTTAATGTGCGACGCCACGTGGT
+ACTCCACGGTAAGCGAAATAGACGCGCTTTCCCAAGTCCACAGTTTGTGGCTGCGACGAA
+TCCAAAACTTAGACTGGGTAATCGAGCGTGTGCCGAATAACACAGCAGCGGAAGTATGGA
+ACGTGTTAACATGGAATACAGACACATTCTCTAATATCTTGGTTGCCCGTTATACCACCT
+TGCCAACTAATAACGCCCCATCGGAATAACGCTGTGACTTTGAACTTTATCCAAAGATTG
+CCCATGGCCTCAACTCACCGCCGAACTATCTGTACAACCGAGCCGGATTAGTCATCATCG
+ATTTACCCGGTCATAGCCCTAGACCCACTGCTGGGGCACTTAGGTTTCTGCAAGAATCTG
+GCGACTGGCCTTTCTTAAATTCAGGGTGGTCATAGCTCGTGGGATTCGAATAGTTACGCT
+TAACACTGGGTGGCGCCACTGCTGAGATAAGAATGCGACTAAATTTTCCGACCGCCAAGA
+TACAATTAATACGCGGCGGTAGTCCTGTAGTGGGCGGAGTTTGCGGCAAGTTCTACTCCC
+CGCCGCCTACGGTGCCCTTAATTGCGAAAAAGTAATCCTCATTCCTAGGGAACTTGTCAT
+TTAGTCGGTTCATCTTACTCTGCCTGAAGAATCAACTGGATCCCTGGGGGTCAGAGTCAG
+AATTCACCTAGTCTACCGAGCGGCTGTGAACGTACTCCCCCATGTGAATTGATCAGTCAC
+ACTCATCTCATGGAGCGATTTGCCTAAAAGGCACCATCCCTGGAGGAGAAATTTACTGAA
+CCCGGACGCCGGCGCATGTATTCTGCGCCGCTTCTAATTCACGGCTGAGGAGTGGTTTGT
+TACAAAAGAACAAAGCCGTTCCCTGCCGCATTATGTCCACACCACCAATTCTCTGGCGAG
+CAGAATAGTGGTTCAGCCGAGACAGGTTCAGCTGTACGTAAAAAGGTTGACGCTACTTGA
+GGTCATTCTATGAACTACCTTGGCCCATCCCGCATCCTCGTTTAACTAAGCCGAATCTTT
+AAGCCACAACGGTGATCGAGGTATAGTTACCAGGCTGGAAGTCGCAAGATTCCCCGGCTT
+TTATACTAGTCCCCCCTGAACGTCAGGCGCGCAACTTGCCCGTGTTCCCCGTGAGTTGGC
+CCGGCACCGACGTCCCGAAATGCACTTCATTTCGTCCTTTTGTGGACATACAGGAAAAGG
+CGCTAGGGTGCACTTAGAACGGTTTACCAATTGGCCCCTTCGCCCCAGATTAGACAGTAA
+GCGTGCAAGCAACAAAGCCCGGCTGACAAACCGCTTCCCGTTGAGCTCGGAGTGGACGGT
+AGAACTTGACATTGGGATTTCCCAACGGCGTTTGCCCATACTTCCGCATCCCAAGGCTAA
+CTCAGTACTCATCCCAACACGGTGGTATCAGATCCCTTCTTTATTCTGACAAAGGCTCGT
+CGTAAACGCGCACACAGTTACTTTCTAACGCTGAATTACGCTTGAGCTTTTAATCATTGG
+GCCAACAAAGTTTCTACAGAAATGGAAGAAGATTTCGGCTAGAAACAAAAGGTCGACCGG
+TTAAGCACCGATTGCAAGTGGCCATGGATTCATACTACTGGGGCAGGTGAACAGCACCTT
+CCTGCGTCGTTGCATGGGTCCTCCGCACAAGGGGGTCAGAATTTAGACTTTGACTACAGA
+AAGTAACGTCTCTCAAGCAGGGCACGCCTAGGTGACCCCGACTCGTATTGTGCGTCATCC
+AGAGCAAATTATGCCGGTTTCTGTGCGGCACAGTTTGAACCTCACAGACTGGGGCGTGGC
+TTGGTAAATGTCATCCAACTCTGATATGGTTCCCTCCCTTTAAACTCATACGAAATCGGT
+GCAGAAAAGCGATATATCGTTTGAGATTAGTTGGTATACTCCATATCCTGATGAGGCTAG
+AGCGCACTGTTACGTCAAATTGATACTACGGGTCAGTCTAAAACCCCCCATAGCAGTCTT
+CGACCCAGAATTGCGTTCATAGCCACATCAGGCTGCACGCTTAGCGGAGTTTCGGAGCAA
+GTAGGATCTGTCATTCTTGCGGGAATGCCTGCGCCATCCCGATTCGGATTTGGCGACTAA
+TCAGAACATATTTACAGCGTAGCGTATGACCACAATTTACCCATCTGTGCGGAGGTAGGG
+ATGGATGCTAAGAGTCCCATCGTAATCCGGCTCCGTTATATTGGGTATCTAGCGATGTCA
+GGCTTCTTGTACGATGTTCTTCCAGACCAACTTTTGTAGACGGGCAATCCTTGTCCGGCC
+CTATCACTGATATACTCTTTGTGGTAGATGAAGTAGGTCCACTAAGGTTCACCACAGGGA
+GGTCGGTAACGAAAATCATACACTTCTGCCGCAAGATCGGGAATCAAAACCTGTTCCGGA
+ATATGCAGTCAAATTGGGATGTAAGGTCCGACGATGGCGAGGTCGCGTCTATAAATCAAA
+CGTAGCGTTTCGGTACCGAGCCAGATAGAGCAACAACGTTTAAACAAACTTTATCCCCCG
+GCCTCTATAATGGGCGTACAGAGAGGTAAAGGAGACCCTCGTGCCGTTCGTGACTCTCAC
+GAGTGTCCGAGCGGCATTCAAGCCCGCCCTGTTCCGCTGATCGGGGACGACTCATTCAGG
+TTTGAATTTCATCTAACACTGGTCCAGACTTGGGATGCCTAATGATGAATTAAAGGACAC
+TAGTGAACGTGTGGCCTGGTCCCGTCGCGGAAACGAGGGGACTCTCAGTCTATTCCGCGC
+GGAAGCCGACCAAAATAACGCGCTTGAGTCACGTTCTTCATAACTAATTCACGCCAATTG
+CGCACTCCTCGTGGCCGTCATGCGTATAGGGTCACGTTACGCCAGAAACCCTAAATAGGG
+ATATTTGCCGGAGATGTTGCGTGCCACCTAAAAAAGACTGTCGGTACCCCATTCTGAATC
+TAGCTGGTGCCCACCGACCATAGGTTTTTAGCGAGCAAAACGATAGTCCCCGAGAGGTTT
+GGGGGTGCTGCTTTACTTTATCTTTCATGCCTACATTTTTTATCGAGGCTCATTGCGTCT
+AGCAGTCTTGTCAGTGTTTCGATTAGTGGAACGCCGGGCTTTTGCGGTCTTCGTCCGCGA
+ACGCAAGCGAGGTTGCCAACTATGGCCTACCTGGCGAGGTTTTTGATGCCCACCTAGGAT
+GTAATGCATCGGGTCGGTAGGGACCATCCGGGGTGTACTCGGAAAAAATAAAGCCCACCG
+TCGGCAGACGTTAAAGTTCTTGTACATTCCAGACCCATTATATATCAGCAACCTTGAAAG
+TGGTTATGGCCTCAACACCCCCAACGTCGACCCTGGAGTTAACAACCTTCTCCAGACCGG
+AAGAATAGTCAAAGCACGGCGTCTCAGAATTTTACGTAGCTACATTCTAGGCAGATAAAA
+CGCTGGAGTGTTCTTATTCAAATTATACAGCCTTGATAAACAGCAGGGTGTCCAGTACTC
+TCTAGATACATTGCAACTATAGCGAGTCCTGGACATATGCCTAAAGTGGCACACCTTAGT
+ACATAGCCCCCGAGTGAATTTAATGTCTAACACATGCATCGCGGTGAGATCCAACCCTCG
+TAGGATTAGTGCGGGGGGAGTCCTGCGCAAATCATCTGGCCGTAGTGGGTCAAGGCCTGA
+TTTTTGCCATGAATGCGTTACTTATTTGCGGAGCATTTTTGCTTGGTGCATAATGTGCTT
+TCGCGCCCGTTAGTGCTTACCGATTGAGCTGCGCCCTTCGTTCAACAGAGGCCATATAAA
+GTGTCCTGTGATGCAAACCGAGGCTGAATAGGTGATCGACGGTCCTTCACAAACCACGAA
+GAAGGTCTAATTCGACGGTTTCGGCGAATTGAATCCCAGAGTCATGATGACCGATGAAAT
+GAAAATCAACCAGCGCAGCTTCCGCTGAATGAACTGAGGGAGTATAAATTGTTTACAATT
+ATTAGACAACGCCCGAAGTACAAGATGTAGTAGAACACCAGCGGACCAAAGCCTCCACCG
+TCCGGCATAGCGGAGGCGGAGGCGTTTCTTCCCTCACCCTCAGACGAGTCCCCGATTCGC
+TAAAATCATCAGCTGTCTACGAAGCGTGCTCAGTAGCAGTTTTGTCTCATTCAGATCCTA
+TTATGCTCGAGCAAATTGCTACTAGAGATGGAGTGGGGGCTCCAGCACCTTGGTGAGCTA
+CGGCAAAAGAATGCGAACCGCCTGTTAAGCGGTCGGCAGTAACACCTAGACCCTTGCGTC
+TCTGTAGCCGTTGCGTGGCTTCTCCCTCGTCAGGGCCGAGGAGCTCCCCAGATTCCTTCC
+TACGGGACTCTATTCAGGATGAAATCAAGAGACGATCAATTGCTTTTATCGTTCTTAGAC
+AGATCGTTAACACTATTCGGCTCCCCAAAGGATCTGCTCTCCCGATACATAAAGTTGGGG
+AGCAGGACAGAGGGTGGCTTCTCTACATATGTGTGCGGAGTCTTGCATGCGGACAGCTTC
+GGGCGTTGTCGCGTCGCTCAAGCGATATTGAGGTAGGACGCACTCTTTACCATCCTTACC
+ATACAACGCGTGGGATAAAAACGGTGCTTAGTTCAAGTTCCTGTTTCGCAGCTCACAGGT
+ACATAATCCATCAATTCTTCGTGACCCGTTGAACGGCACAGGCCCGATCAGAATCGCGGG
+TTCTTGGCCAAACGCTGGAACTCCCGCTTTTTCAACATGGCCCAGCTCTGCAGGTGGGAA
+AATACCAAGACCCGGGGCGAGAATGATGCCTGTAGGAACGGCATGGTACACCAAAAAGGC
+TGCAAGTAACAACGGCTAAGGTAGCGCACGAGATGTAGGGGGCGCGAAAGAAGCGCTACC
+ACGAGTATATTGAAATTGATTGGTACTAATCCACGCTATGATGCTCCGCTACTTTACCGG
+TGCTGTTTCCTTGTACGACCAAAGGGGATGTGCCACAGATGCGTCGCCTAAGGGACCTAA
+ACGAAATTAGTAGTTATGAGCAATGGTATTCGTGAGCCGATGAACACTAGCGCAATATAT
+TTGTTGATGGAGCGAGGCGACCCCACACGCTAGCGTGGGTGTTGCCTTGTGAGACGTTTT
+CCTACCAGATTTTAGCCCCCATGGTGTCTGTTGATAACCATAGGACCTAGTGCAACGAGG
+GGAGTGACAGGACACCTAACCTGACCTGGACACGGCATGGTAGTAGGCGGCGGGGCCCTG
+GACCCTATTCTGTTCATCAACTCCGACCACGTCCTCAACTTCGCAGACGGTAGGCCTAGG
+ATCTAAACGCATAAGATTACTTGAATCACGCAGTAATGTGAAGTACACAGATATCCCCTT
+GCAGGCCCGTAAACCTAAACCCCGTGCCGAGTAGCACCCTAACGGAGAGCATAGACTTAC
+ACACCAGCATGATCTACCTTATATATTCTCCCCAATAGTGCATGCATATGGGTGGACCAC
+TCCCGCGAGAGCACCACCATAACTCATGGAGTACCATCATCAAAGCCAGGTTTTTTGGAA
+CTTTTGAGAAGTTGAAGTTTTGCCCTAAGAGCGAACTTCCTTATACATATGGATTCGCAG
+GGCCAACCTCTTGGCGTAGCGTACATTCAGGGCTACATCGGCATTTGCCTATCGACGGCA
+TAGCGAATCGATGTGTAAGTCCACGTAGAATTCCAACATCACTACGAGTCCGGCCTCGCG
+TGAAGAGTCCCATCAGTGCCTTTGTGCGTCGTCATAATTTTCTCTTCGCGATCCAAACAT
+GCGTCAATATTTAAATGTGGATGGACGGCCTTTCAGTGTCAAAGTGACAGTTCCGAACAA
+TCGGGCACACTACCCCCGGACATGTGTATAGGTGTAAGGCGCCACCACGTACCCAGCATT
+GAAACGACCCGTTGCGACGAGTCCCTTAAACTATATTCCCGGCTTGGATCGTGTTGGATA
+CCATTAAAAACGAAGACGACTTTGGACCACCAACCGAACCTGTGTCTTCTCGCTGCCAAC
+CGGTAGGGAGAAGTCCACTTTCAATGAGATCAGAGCTTATATTGTGTGTCACGTAGTTTG
+GTCTAATTGGGAGAAATGACCTGCATTAATTTTTTGACACTTGACGATCAAGAGCCACGG
+CAATCGTCTGGTTCCCAACTAAAGAAGGGAAAATGCGTTAATTAAAACACAAGCGATATA
+TGCTTTCCCAGATTCGCACATTCCCGCCTCGCCAACTCCATAAATAGCACGTCTTAGCTT
+GCCTACCCTCTCTGAGCGACAAATTCCGCTTGCCGCATCGTTACGTCACGACTCTCCCTC
+ACGCACCATATGATCTAAGGAACTTGCTATGACAGAACGAGAGTCGCTCGCGTCGAGACT
+AATTGTCCCTCAAAGATAAGGGACACCACGCGGGCCGGGAGCCCTATAGTCCGCTGCGTA
+GAATTCCTATGCTTGGCTGGCTTTATTCTAACCCTTGCGTCAGCAGATAGCCGGAACAAA
+AGCGAGACACTCCTTGACCCAGCCGCTGAACACCCCGGCATCCGTTGTGGCTAATAAACA
+TCGAGGACGCAACCTTATAGACCTACAGGAGCATTCAAGGTCCCGAAGTTGTACAATTGC
+TATCAAGACATGTAGATTGAGCCGATTCCTGAAGCAGCGTGCTTGCAGAAAAAAAGTCAA
+CTCAATTCCATGCATGGCTTTCGGCATGACGACAGCCCCGTCAGTTGGACTTTGAGGGCG
+GGGCGGGACGAGAGGCATATCCTATCCAATATTAAATGCTCTTCTCGAAAGACAGCGCGC
+CCTTAAGCCGGAGTGGATGTTATCGAAGCTTGCCGCGTCTCCCTCATAAATTCAGCTGGG
+ACCGGGGCTTATGCGAAGGCTCTTTTACATTGAGTTACGGTACCGGCAGCTAAATAGTAA
+CAAGCCCCCGATCCTGATTATCCAGCCCTGGATATGTCCTTCCGAGACCACAGAAGGTAT
+CGATGTTACTGGATCTAGGGGCAGTCAGACATACGTCATGTGTATATAGCTACCCGTAAG
+GATATGTGTTGAATCTTCGAACCTGGCGCGAGCGCCAATCTTTGTGAATATGTAGACGCT
+GCTATAAACTAATCATATATTGCTGGGCACAAGTTTATCTTTACGGGCCGCGTCGGACGG
+ATAAGATAAATTCCCACTAGTTGGCTCTGACTGTTGCCCGTTGCGCACCGTACCCCGATG
+CTATGCCCCAACTTCACTTCCGAGATGAAGGCTGCTCAGTCCTCGCGTTGTCGTGCCGCA
+CTTTTTTCCTATTCATCGGTGGTGTTAGCAGAGCGTTTGAAAGAAAGGGGTCCATTTGCC
+TGGAGGGCAACGCCTGGTCCATGTGATGTCATCTTGGAATTGGCGCGCGCTTGGATCGTA
+TTAATCTCCTCTCGGCGGGAATCGAACCTTTCGCAAGCGGGAGATATCTTCGGCGTTGGA
+CTGAGCGCGCGGGTGACTTGGCAAGTCGCTGCGCTGTGTGGTATGGCCGGGGCACGGTAC
+ACTATCAAGCGTGGGATCTCATGTGTCGGGACGTGGAACCTGGTTGTCTGTATCGCGAAA
+GCCGGATGACGTCTCCGGCTTAACACGGATAAACAGCCTCGCGGCGTTGATCGCGGGGTC
+TATGTCGATTTTGCGTAGGTAACGTCCTACCAGTACGTTTCTCTCGGCCCAATTCCAAAC
+GGAATCAACTTTTGCCGACGTAGGTAATAATGGAGGCGATAGCGGAGACACCGTCAGCTA
+CCTACTGTATCTCAGAGGGAGGGGCTATCAGATTTGATCATCTGGATCAAGCCTGCATGG
+AGTTGGCGGCTTCTCACGTATTCATCCCTGATTCCTTATACCTGATCAACTTAAGGGTGC
+ATAATATAGGGATCGGAGCGAGCCTAGTACTGCCTTCAGGTGTATGTTCCAGATTGAATA
+AAGCGTTCGACGATCCGGGACTGGCAGTAAAAGCCTAAATCATGTTAGCCACCGTGAGCG
+TATTGCTTCACGCATTAATACGTAAGCCGTCTTTCTTGAGGGGTCGGTCCCTGTCTAAAT
+GTGTGGAATAAGGTGGCACTTATGCACGCATCCCAGGATTTAAACTTATAATCTCTCCAA
+GAAACAGGTTTTAGAGGTTCCAAACGTTGTTGATTGCGTGCGCTGGCGAAGCTAGCGCAC
+TTGGCTCAGGTTTCGTATGTGAATGCCAATCAGACTGTGCATTTTTCGTTTTTCTGCCGT
+TTCAGTATAATTGAAGAATTCATTACTCTCAGATGCGCCGAGGAACAGCAAGATGAGGTA
+TACCCCTCGACGAAAATCGGAATGAAACGGAATGGCTACGGCTGCGGCGTTCAATTACTT
+GCCTTTGACCACCACCGGATTAATTCAGACGGACAAAATTAAACAGCTATAGCCCCGACT
+TTCCACATCCGGACGCCCCTTGCGAGAATCGTCCTCGAGAGTTACGCCACACCCATACTG
+AACGACGGACCCCGCCACTTGACAACCCCAGACGGAGATATCGCGCGCAAGGCGGGCATC
+GATTCCTTAGTGCACTTCAGGTACGCAAGGCAACTGGCCTTGTGGGTACACACCAAGTCG
+TTCTCGGTTATGATGATTATCCCAGCAAGCAACATACACTGAAAACGGGATTAGTCTCTG
+CATAAAGCGGCAATTCGTTCGGTGGCATTGTTCTAGCTATGAGCGCAGGGGGACATATCC
+GCGTGCGCGCAGGTGCCTATGACATCCTGTTCATTCGATGTGGAGCCCCTGAGTGGATAG
+GGTGGATGATAGTTGGTATGGTGTATGCCACGTAACGAAAAATCGTAAGTATCTGCGCGA
+AATACTAAGCCCTTAATACAATATCCAGGACCACTTTGACCTTAACTGCAGACCTCAAAA
+CATACTAAAGGTGGTCGGACAGATATGGCGGAGAGCATGGTTGCACTATCTCAGTGCTCG
+AACAGTGCCGACGACTAATGTGAAGCCTCTTGAGATGTAGAGAGCCGAGGAGTGTTCCTA
+TCTAGGAGGGTGGCGTAATGCCACGCGCTCCATAGAAGCACAACATATGCCGCATCGCTT
+CTGGCGCTAGGGTTACCTGTGGTCGACTCGTACTAGCTTGGCCGGAGTCTGTATCATCTC
+CAACGTACAGAGGTAAGGACACTCATATGCTCTTTGGGGGGATTGCGTGCATAATAAAGG
+TGTTGTTAGGTTGGCTCGAAGTCCTACGAGCACCATCAATAAGTGATTGAATGCCCGGGG
+TTTTGGGATTTATCAGGGAGCTCCCCCTTTCGTACTATGCGTACCGAACAGGCGAGAGGG
+AAAGATGCTGGTACGCGCGGATGACCTGGTGACGTTAGAGAACGCCAAATTCTACGGCTT
+GTGCAACCGTCTTACGTTATGTCGAGCACTAAGGGTTAACGGTATTGGTGCCAGAGGATG
+TCCCACGTGGACTCTCGTCTTCATTAACCAGTGCCCTGGGATTGTGACTAGGTAATCATT
+AAAGTATAGTTTCGGGACCTGTCTTCGATGAGCAGGTTTGCCGCTATTTGTGGTTCTAAC
+ACGCCAACGGAACACTCCCCTTTTGTACCTAATGCGTTTGAGAATACCGGGCCGGTCCCT
+TGGAATCACATGACGCATACATTAAAATGGTGCTCCAATCACTTTTAGAGCTTAGATTCA
+TTGACATAGCCAATACACTGGTTCAGGATTTTAATTCGCACGAACTCGCTCCAATTGAAT
+CCATCTTAGCGACTTGTGGTACACCACTTGCACGTCGTCCCTCTCGCAGGCTTTAACTGA
+CTCGCTACAGCAAAAGCAACGGTTGGTTCTGCACGGGCACTATTAAGCAGATTTACAGTG
+AGACGTTTCAACATGGTACAGCGAGTCTAGACCTACGAAACGCTTCTGCATTCAGAGGGG
+GGGAGGTTAAAGATCGGTACTTGAAACCACCAGAGTACCAATCTTCACCCCCAACCCGTT
+CAATAAAGTGTAGCAATGTGCTGTACCTGCTACTTGATCAGGCAAGTACTGTCTCCAATC
+GTACTCTAGGCATAAGCTCTGGGGGCGAGATAACCAATAACGTCTTTATCGGGTTCGGGG
+GCAGTCCCAAAATTCTAGCCGTAGCCCCCATCGAACAGACAGAACCGACCCACTTATTTG
+CTCTCCGAAAGACAACACGGGTCGAGGCGCGTAATTCAGTTAGGCGCATCTTATCTCTCA
+CATAGAATAAGGACGTCTTTACCCTGGCTAGATCTCCAACCCCCCTGCGCCCTAGGGTGC
+CCGTGGAACACAGCTAATTCCCCATGAGGCGCTGGTACATTCTCCCGAGTATACAGCAAA
+GAGTGCATAAATGCGTAGGTACTCGGGTAAAAGCCTCCGGCCGGTCTATACTTTCCCACA
+ATCGAAGACTATCGCGTCTTATACGTAACCGAGCTCTAATACAAGTTAATCTCTAGTGAC
+CCCTTGGAGCGCTTCATATAGAGAGACTCGAAACTCATACAACTATCTGAGTTCCGCTCC
+TTCTGACATCCCCCATTTCAGCAACCGTGAATCCTTTGGGGAACGTAGAGGTCTCCCTTA
+GGCGTAGGGCCGCAGTTTATTCAGATCATCTCTGGATCCAATTTGGTGGCGTAAAACACT
+TGAGGGCAGTAAGATGATGGCAGGGTTAACACTGGCTGGTCGCGGGGGCAGGCGATGAAA
+GGGATTCGTGTATCTTCCTTCCAAAGTTTCAAGGCGCTACGTGAAAGTTTCCGTCCTACA
+ATACCTCACTAACGATCAGTGGAGATGCAAGAACATTTCCGTTGCGCCCGGTCGGGAGAG
+ACAGAGTATTGGAATAGAATACGTATGGCCATGAACCGTCCAAGGTCATGCTTAAAGAGA
+GCGACTTATGCGTGCGTTTCTGTCGCGGCTGAATCCGATACCGGACGGCCGCTTCAAATT
+GACCCTCAAGCCCATTGCACCGAATCTATATGGGAATTCGGAAGGTAATTGGACCAGAAC
+AAGCTCAGTGTAGCTATGGGAAAAGAAATGTGCGCAAAATAGAAGTTTATTTCTGTCAGT
+ACTTAATTTTATGCCCAAACTAACAACGACAAACTTGGTTACCGCACCTGTCGGCATTGA
+TTGGCAGTAAGCCGGTATTTTGAATTATTGTGTGACTACGGGGCTAGGGCCAGCTTAGAC
+TTGTAGCGACCCCACGAATGCGTTCGTGGAGGGGCCGGAACCTGCAAATCTATGTTGTAC
+GGTATCACTTTCAGTGCAATGTATCACGTAATGTTCGCGTCGGATTACAACATCCGGACG
+AATTTTACACCCAGTCCATATCATTAGACCTAGCAGGACCGGCCCCTCGACTGAACAAGA
+CTAACGTAATATCAAACCGCGCCTGAGCGCACTTTAGTACCTTCTCACTGCTCAGCTGTC
+GTTTCCGGTGGCCGTATGAGTGGACAAATGCCTATCGTACTTTCTAGAAGTAATTCATTG
+CATTTAATCGTTTAAATAAGTCTTGCGGCAGTACATTATCTCTCGTTCGCACGAGGTGCC
+TGTCCCGGGGTGACTTGCATCGCTGGGTTAAGCCAAATCTAGATGACTCACAATAAGGAC
+AATATAGGGGGGCGCGGGAATTGCTCCCCAATCCTCTAACCACGGGCGACTTCTTTTCCC
+GTGTCCAAGGTGCGACCGGCACGCAATTGTAAGGCGGACGGGCTTGGCCCCCTTGGTCTC
+AGACTTAATGACAGAAACGGCGGCTTATCCTCGGAGGCGCAACGGCGTTGCAATTCCAGT
+CATAATTCGGGTACCAATCAGGAACTAGTTGTCGCTCGAATACATCTCTATGTGATTGTT
+AATCTCGATTGACCGCCGAAGTCTTGAACACCGCGCATTCGTAGGCCGCACGCGTGAAGG
+GACGACGTCGTGCGCCAGCTTTGCGCTATTCCCACGCGGGATCGGAGCACTAATTACTGG
+CGAATTTGGACTTGGGCCCCAGTCCGTAGCGGCAGAATTAAATCAGCAGTAACCGAATTT
+CACAAAGCTGTGGACGTCCAATCCGGGGGGGGCTGACGGGCCTGATTACACAGTCCTTTT
+TGTTCCATAAAGGCACAACCCATTAAACCAGCCTGCGCTATCGATGTGCTGGTCCTGCCC
+AATTCAACGCCGTTCGTGACTGGATACTGTGCCGTCACTCGTCGCACTTGATACGTTACG
+CGAGCCTCGGACCGTCTGTCGCAGTCTTGTGAGCCAGCTCTTCAAAGGGCTCTTGGCCTT
+CTGTGTTGTGGTGGCCGGTCCTATATACCCTTTCTCTACTGGAACTTAGTTAAAACATTA
+CACGACGGATACATCCCCTCTGATCTACTCACTGCTGGATGGAATTGAGACGTAGTATGG
+CGAGTAGGCAATTCCCTCCCTGAGAAAAAGAAAGCTTGGGCCTTTGGAGACATTCACCGT
+TTTAGACAAACACGATACCTCTACCTAGAAGCTAAGAAAGTAACGGCAACAGCCATCGTG
+GAAGTGGATAATATCGTGCCTCCATTGCACGCAAAAAATAAATTCCTCCAACATATCGAG
+TTAAAACTAAATAAATCGGCCTCCGTCCGCCCTATTTGGTGCTGGTCTCGTTTAGTATAA
+AGACCATCACAGCTAGCCTAACACGGGAGGCCCAAGACAGTACGAAGCACGTATATAATC
+CGCCCAGCACGCGCTGCCAAAGTCGTTACGACACTATAAGCCAGTCGGGGGTGACTTGGA
+AGGGCGAGGCTAGCAGGGCGACGTTGTATCTTACGTTATGTAGTACGTAGTCGGCGCAAT
+TTCTAAACTCATAGGGGCTTCGGCCAAGAGCGAGCGGTGTGTGAATGCATCAGTTCGCGT
+AAATGACTCGCAAGTTGACTCGCAGCACGGCTTAGGGGTGTGAGAAATTTTTGTGTACAG
+AATCCTGGACTAGAGCGCGGTGGGATTTTGTTGCTATCCGTCTATACCTGTAGCGTGGAA
+CTAATATAATGAGAGGTCGAACTCATTTTTATTCAGAAACTACGGTGGATAGCAAGATAA
+CCACGGAGGATTCCAGCTAATGTACTGTACCCTTGGCGTGCGACATGCCCCCAGGCCAAA
+ACGATCTGCGAGTGCCTTCCGGCCAAGGCAAAGTGTTCTTTGCTCGAACTGAAGCATTCC
+GGGTGCGCGTCGAGTCGAAGTACATGAGACATGAATAAACCCGAACGAGCATATATAGGG
+TACCGCCGTACCTCAAAACTCATGCGTTTGCGATGTGATACCATAGTTGACGCCCGGTGT
+AAAAAGCAGGCTAATGAGCAGCTTAACTCGCCACAACGTTCTCTCAAAGGCCCTACCAGC
+TAGTGGGGATTTCCCAGTAGCGTTGGTGCAAAGGTTGTATCATTCCGAGGAGGTTTAACT
+GTTGTCATGGATTATCGCGCCACTCATGCTTTGGCTCATTACATACATAAAAGGGAAGAG
+GAGAGTTTCCGTGCGTCTTTAGGGATCTAACGGAGCGTTAGTACAGAATACTGCTGCCGT
+CTCCAGGCCGGTTGAGACGGAGGCTAACACGTTCTGAACACTACTTTGCCGCGCAGATGC
+AGGCGTGTCATTCTTCGCTTCGATTCGAATACCTTCCTTGTGAGCCTATGTTTAGTGAGC
+ATGATTACTCAGGGTCTTGCGACTCGATGTGATAACTCTCTCCCACCCATGCCTAATTTT
+ATGTCCTTGTCAACCTGTCGTCAATTGCGCTGACCCACATCACCCAGAAGATCCACAAAT
+CTCCAGTTATCGAGGAAGCGAACTAGCTTACGAGCCGGCTCGCGTTGTACTAAAGGTTAA
+AGGGATGCACCACCGTTTCCATCGGGACAGCTCGTGTGACGTCATTGTGTAAACGCAGTT
+CCCGCTGCAATGAGTGAGAGGACCTATCCGCTAGGATAAAAAGTCAATACCGTGAAGTGG
+TACGGGTGACTTCGCGACAATTTCCGCTTTACAAAACCCGCGCGAGGTCATGCGGCTAAA
+ATTGGTATTAGCGTAGAACTGTGTCGAAGATAATCTAGAGGGCCTAAGCACCACGTTTAT
+GAGTCTCTGGCGTATGAACGGAGCGTGCTAGAATAGTAACGCAGTATATGCGGCCTCAAG
+TCGATCTTATCGAGATCCTGGTTGGTGTGAGGCACGTAAAAGCAAGAAAAGAGACCGTTA
+CCAGTGCAGGGAGGGACCCCGTATTGGTCTCGGTCTGCTGACCAGAACACGAAAGCTGGG
+ACCCATGGATTTAGAGGACTCCCACAGAGTTCTCAACAGATACGAATCTGCTTAAAAGGG
+CCCGTTCTATGGGACTTCATCATGACAGGACTACAGGCGAAATCCAACATGGGTCAAAGC
+TGACCGTGAGGAACTTGCCGTGGGGATTCTGCTACCCTGCACGTAAACCTCTTTGCGTCT
+AGGAGCCGTTGGCATCCTTAATAGATACTGCACGGTGTAACAGACCGAGATTGATCAAGA
+AGGCGGACGGATCCCGCGCTTAAAACGTTGACTTTATAACTCCATCGATCGGAGTTACAT
+GTTGCTAACTCCACTCTGTACTGCGTCTAAAAGGGCAGCTAGTAGTCGCCTCCTCGTGCT
+GCCGTACATCCGATATTAGTCTATCACGTCGCCTACGAGATCTGGTTAAGAATGTACACG
+GCCCCACGTGCGTTGCTCCGATTTTCATCAGATAGGTCAAGGGCCCGGATCCAGCCCGCG
+TAACCCAATATCAGTTAACCCATGGATTTTCTTAAGCAGAAGGCGGGCAGCACAATGGCA
+TTTACCCCATGACCGGCGATGAACAGTACAAAGTTATGAGTGCTTCCGGCATCATCGCTG
+GGCGAATTACTAAGGTGAAGGAAGGATTTCCTGTCAGGGTTGGGCCGCGCATTTCCACTG
+ATATATCTTATAGGGAGAGTGTGGAGGACAGGGAGATCGCGCCCCATGCGTTATGACGCA
+GTGCAGAACGCCGACGATACATAGCAGGTATATATTAGGCACCATGCTGCGACTGAACCC
+AAGGAGAAACGATAAATTGCCGCGCTTTCCTAATAGGACGTTGCCCACCCGTTATGTAAA
+CGGCTCTCGGACGGCGTCCCACTCTCATACCGCAATTCTATGTCATCAGCGATTAGCTTG
+CGGGGGGCCCGGGTGAACGCGCTGGGCGATCGCGTAGCGCACTGGGATTATATTAGGCAA
+GTACAAAAAACATTTCGCAACCTGGGTTTAATTGGGTAGCGTGCAAGTCGGAAGAGGGAT
+ACTCAAGCGTCTCTGTAGGTTAGACGTGGTCTTCACCTTTGTTGGAGGGGTATGTGCAGT
+GTGGCGAAACTTTACCCCGCGCTTTCGAGCTGGGGGATAGCCAAGGGTGGAAACTGGCAA
+ACGTGACAGTTGCCACCTTAAGCGCAACTCTAGCTTCGGCACGGGCTAGATTTCTAAGGG
+AATTCCGCGTTCGCAGTGAGCTCAACATTTCTAGTGGATGTGACAACATAGCGTGAAAGG
+TCAGTTTCGGTAGCCAGGATCGAGTGTCGAGATGTGTGGTCGTGATAGGTCCCAGACGTC
+GCACTCCTGAGGAATAATGGTAGTGACACACATCTGCACACATCGGTCCGCCGGGTAGTA
+TGCTGTCGTATCGTATCCTTACTCACAATTATGGGGCCCATACCTGGTGCTTCGCTGCAC
+GGAATAAATTGCAATGGTCCGACGCATCCGCGCAAGACGACGCTTGGCTGCTGCTTCATA
+GCCGTGGAAGAACAAGTTTGTGGCACGTCGCGTCGGATGAAACCGACGCTGATGGATCGA
+GATTTTGGGGTTGCGCTCTGCAGGGTCGGTGGACGGAGGACGCCAGACTTACAATTTCGC
+CCCTGTAGCTGCGTGCGTCTACTACCAGATCGTCTTTTGTGCACAGCCCCGTCGGCAGCC
+CCAATATTGGGTATCCAGTTTCGGACCATGATAGGGTTCTTCTTTCGAACGTCCCAAGTA
+TCTAAACATATTAGACTGCTGTGTTATGCCCGCGCCTATGTTCTAAAATGCGTTTTAGAA
+ACTCTTCAGCAATGGACATACCTGAGCGTTTTGCTAAGAGGGTGGGACTACATCTTCGGA
+CATCATGTAAGCCCGTCACAGCCCCGGAACTAACTTAATTAACCATACCACCCTGTAACA
+AAGATCAAGGCTCTACCACCCTCACTTTCTTGGGGCTAGCCCCGATAGTTTGCATTTGCT
+AGTTTCCCGCCCTCCCCTTCGCATGCTGACATGACCACATATGGGTCAGACATATGGAAA
+AAGTAATTACGTGAAGGATCCAGACAGCAAGAGAGGGGGCCCTTAGCAAAGACCCCGGGA
+AGTTAACTGCCGACACGTTTCAACTTTTAATGCAGACCTCAGCTCCTGATGGGCCCCTGA
+GGCCTTGGCTGATCCCAGCTAAAACCTACAGCCAACTATGTACAGTTCAAAGCTAGCAAA
+TGATCCCGCTTGACCGAACATACACTGAAGGGGCGTTCAATCGCGATAAGTTCTGGTGCA
+AACAGGTGGTCTGACCTGGTTCCTACGGACCTCGAACGCGTTTGGACGAATACGTCTTCG
+GTGGTGCAAATAACTAGTCTAATTGGGCGCACCGTTGCTCCCCTACTGGATGCCATATAA
+TAGCACACGAGACGACGGTAGAACGGTCGTTAGGAACTACGTAGAATTTCGTCAATCCCG
+TCTGGGTTGATCGTCTGGAAAACCTCTGGGATGCTTAGCGCGCTATGATCTTGAATCCTT
+GACCAGGTGAAGTAAATCGATCCAATGCACAAGTCGTCAGGACATCGGGTCGTCTGTCTA
+ATGCGATTCGAGAATTAAAGGCTCTTAACCGACTGGGCACAGATATTCATTCCATCAGGC
+GGCTTTCGTACGCTATGGGTTAATATCTTACCTGTGAGTAAAGCTCGTAGGTTCCGTTGG
+AGGAGCAGAAGAGCTACTTGTTTTTCCGGTATCTATCAACTTTTCTAAGCATCTAGACCT
+CTAACTCCCCTGGTAGGGAATCCTATACTGGAACTCAGTTAATCTGGCACATATGGGCGA
+GATATCTAGAAGCCAACGTTGGAGTGAATGTACCTAGATTCGAGCTCAGGAGGCCTCTAG
+TTTTTGTCATTAGTAGCTTCGCCGTGGGGTTTGTACAGATTCCGCTTGCGCCTACGAATA
+TATCTAGGACAGGGCGATAATTTAGGTATATCACGACACCTCATTATCCCACGAAACCTT
+CAATTGCTGTTATCCTTCGTAGGAGTGTAACTAAGGGGATACGTCGTACAAAAGCGGAGC
+ACCCCACAAGACGATCTCCCTCGTTCCCGAGCTGGCTTCTAGATGATTAATAGGATGCGG
+CTGGCCCAAAAGGTTCGGTTTTTGGATTGAACAAATATCGGGAGGCTTTCTCACTCGGTT
+AGTCTTTTATAATCTATAAGCGTTAGACGTTTTGATTCAAATTCCGCTAACTACACATCA
+ATGGCGGACTCGCAGGGCTAGAACTTCTAGTGGGGACAATCTCTTTCGAGGCCCGAATAA
+ACTGTCAGAAATATCCCTATCTGCATTCTCAAGCTTAGGGACATACGTATCAATATGTCG
+TGCGGACTTGTCCGCTCAAGATTTGTGACCGGACTAGACGGGGTCGGCTTACCGAATAGC
+TTTTAACAAGGTATAATGTACCGTTAGCTAGCCATCTAAGTTATTGCAACGCTGCCGACC
+TAGAATCAAAAGCGGCGAAGACAGATGTCTGCTAAAACTCGAGTAACGCGCTATTGCTGC
+GAATTTAAGAACTCAATGTGTGCATAAACTGAACCCCCCGGTTTGTAAGCCAGTTAACAG
+TTATAGTCGTGGACTCTGAGTTTTGTAGCGACAATTCTAGCAAGGTTTTCATCACCCGAT
+AAAACGCTGCGCCTCGTCCAAGTCCTCGGGGTATCAGTTGACCACTAGCCCGGCTATCCC
+AGCTTATCGAGAAACAGCGAGGTATAGTCGAGCGCAGCGGGCCGCGATCACGGTAATAGG
+CCCTGTCGTATGCTCAGCAAACGCACAGATCGATCTCTGTATCTTAGTCGCGTTTTATCC
+TAGGTAGAGCTCCAGCAATCCGTATCCCCCCAATACTGAGATCTGGAACTCCGTACTACA
+ACGTGGTGCATGGAACACCACTTATTTGGCGAGTTAGAGTCAAGTGGTAAAGAGGTACCA
+CGGAGCTATCTGTCCAGTGAACGTTGGCCGAGACTTGGGTTTACTCTGCGTCTGTGGTAG
+ACAAATGTTAGATGAATCCATAGCCCAAGAACCGTTGACGACCGGCGCTTGACTCCAAAG
+CTTGCTGTATATCGTTAGCGATTATATAAGAGGGCTTCAAGCTGACAGTGCGATTGCTGG
+ACGCCACGAAAGGATCAGTCTATGCGACCGAACGCGTAGGTTTTAGGGTAAGACATGGCT
+AAAAGCCCACGGCCTCAGGCTTCTCGAACTGAACGCGTGTCTCAGGCAGCTTTTGCTGAG
+TACATGACTACACATAGTGATGAAGGGACCTAATATACTGCATGAACGAACTCCCACACC
+GGGTCATTTCGTATCATCAGGTCAGTCATCGTCCAAAGAACTCCGTCAGAGAGTCGCAGC
+AGAAACCGGGTCGCGAGAGGCCGTAGATACATTTAAAACAGTGAGCTTGCACAGCTTTTC
+GCGCCGGGCGCATGCCTAGCTACAATGAAGGCAAATCGTTCGGGCGCCTGAAATCATTCA
+CACGCTAGTTTGTTTGGTAGGTACATCTAGCTTGTGGCCCTTCGGATAGAATGCCTGGGT
+CGCCAAAGCTGCTCCAGGATGCGTACGAGTTCGCGAGGCAGAGCGGGCCCGGGCAGCCCT
+CGCGGGCCACGCTTCAAGGAATCTCCATACCCGCGTTGTGTCCCCGTGCAGGCGCACCCG
+AAATAGATGCGAGGTACGGGCCGTGCATAAGTCCCATAACCACTCAAATCAGATATCTTG
+TGCCTCATTTAGGATGAATTACTATTACCCGCTCTGCAGTGGTCTGTACGGCTAGACATT
+TTACTTGTTACAGCTAAGTTTGCTCACCTTATCCCCGGTTAATGGACAGTTCGCCCTGTA
+TATTACAACCTCTCCTCCTTCAGATATCTTATATACAAATCAAGGGCGCACTAATTCGGT
+CATCTCCCACGGGTTGGATTAGCAAAGTGCACAGAAATTTGCTTGGACTTTGATCCCCGC
+GAATGCATCTGACTGATCATTCATCTGCGTCCTTTACCGCTGGCAGTCAAACTACGTCAC
+AACTGTACGCTTCCTACAGCTTGCGGATACGTCTAAGATGCCCTGTGCCAACCAGCATTC
+TTGTTAGCTCGATGGGGTAGTCCCTTGTGCCCATGAGCTACGGGATAGTGTGTCGGATTA
+AATTGCGAGGCGCGACCATGACGGCGAGGAATTTACCGCTTATTATGTGCATCACAGTTT
+TATGCCCACCGGGATGTGGAACTATCACGAGAGGGGAGGTGATCGCCGTGTAGACAAGGA
+GCAGGTCGGTTAAAATCAAAAGTGCTACTATGGGAACCCTGCAACGTTGTATTGGCAGAC
+CCGAATTCCCGATGGGGGTCTCATGAGTACAGTGAGTCGGCATGATAATTACGACCCTGC
+TTACGTTGGTATAAGGCTGCACACTGGAGGCCCGGTTTCACACGGGCCCGTATGTGGGGT
+CTCTTCTGAGGGACGCAGGCTATAGTTAGGGAAAAACCCAAGTTTTTACCTCTCACAGGT
+TCATGCTTCCTAAGTAGCTGTTAGACGCGTAGTAAAGAGGTTAAGATCCCCGGCCCGTTG
+CCCACTCTAGAAATGGAACTCGGCCCCTTACGTGAGTGTAACTCTAGGTAGTACGGTAAC
+GAATGTGCGGGCGGGTTTGCAGTGGGTTGCAGGTCGGTATGTAGCTGGCGTACTTACCCC
+GTACAGAGATGTTCCTGCTTTAAACATCGGTGTTTGCTTAGGGGAGAATTCCACGTGGTG
+CGTCCGACATTTATTATGGCGGGTCTGTACAGGATGCCTCATCCTCTGAATACGCTACCA
+ACACTTCGACCTCGCGTCCGACAGCTTAAGAGTTTTTTACAGCGCAACCGACCCTTAATC
+GTCGAGGCGGGCGAGACCGGATGATAAACCTATTGGGGCTAGCGACCAGCTAATCGAAAA
+GATGAGAGATGCTATAGTAGGACGTCAAGCTTACGATTCTGAGTAACGGGACGTCCCGTT
+AGGGCGGCCGCCGACTATGCAGAGCTGCTTTTACATTTGGTAAAGTCCACCATGCCGGGT
+AATTTGCCCATCTTGACGAAAGGTGGATAATGCCGCTAGCCCCCCTCCAACGAAGTTATC
+GTTCTGAATAAGCTATGTCCTTCAGATTGACGCAGATGTTCGACAGCGCAGGCGAGTAAT
+TAGCATCCGCGAGACGCACAGTAGGCTATTTTCACAGGGTTCAAAGGCGCGAGAAGGATT
+TTGCCGACACTTTGCTGGCAGCCCGGTGCTACTGGTTATCGGAATTATTAAATCCCTGAC
+AGCTCTGTCAGTTGGTATGCCCACAGCCGTCTACATGTAAACGGTAGCGTTTCATCTACT
+GCGCACTACTACCCTTGGCAGGTAATTCCAGATCCTCATAGCAAGGACTGCTTTAGGGCA
+TAAACAATCTGTAAGGCCGTGGCCCGAACGTTAGACACACCCAACCCGTGAATAAGGATT
+TAATTTACACACCGTATGCATAAGTGCTTCCCGCCATCTCCTTCGTCAACGAAGAGTTAT
+TATGGAAGGTGAAGAAAACTCAGATATAGTATGGACAATTTGACCGCGTAATTACATCCC
+TCAAGGGGTCGTCAATTTCTATACAACGAGGCTTGTATTAGCGCTCTCTGGTTCATCCTA
+GTCACATGACCATGTCACGTTCTTTTTGTACAAAGGATCAGAGGCTAAAGAACTACGTTT
+ACCACGCACGGCAGATGCCTAAGTAGTCCTTGTGCTGCGGGCCCACGATGTAAGCAGAAT
+GCAGAAATTTCCAGAGCCCGCTGCGTATCCAGTGTATGGGAGTTTGCTCCACCGATCCTA
+GTGAGTATGGCTGGGCGTCGGTCCAATGCTAGTCGTTGATTGTTCGCAGCGTCCTGAGAC
+TTGCTAAAAGAAACCGCTCGTCTCTGAGGAGTCTTGTTCAGAAGTTGTGCCTGAGACCCC
+TCCTACTGGGCGAATATGCTCAAGTATTCGCACTCGAAACCCATCATTATGCATACGGCC
+GGACCTACCAGATGACAGACCCGACCGATAGTCCTTGACATTTGTGGTGAAGGTTATCTC
+TCATGCTTGTAGGACCGCCGAACCCCAGTCACCCACTTCAGAGAGGTAGCAGGGGTGTGC
+CCTCCTCACTGGGGCCCATATCTTCTGTCGTGGCAAACGCCATATGAGTTAACGATAACG
+GGGTCGATCTGAATGACTTCTACGTGGGGCTGAGTTGAAACGCGAGCACAGCAACGACGG
+GAAAACCTATGCTCCCTTTGGTGGCCAGTGAAATTTGGTTTAATTAACGGGCTCGAAGAC
+CGTCGAGAATCGGACGACACTTATGGGTGTGAAACCATCAGGAACAGAGCCCACCTGTAC
+GATGTTTATTTTCATACTAGTGCCCTGCACCGGAAGGATAGTTGTTCATATTCGGCCAAG
+AGTGTAATAGCACACACAAGAACTCGAGGGGCCTAGAATTCCACCAAGACCCATACTTAA
+CTCGACGCATTTAGCGGCGCCCAAGTCAGTAGACGCTTATGACTGGGCTACCTCCCTGTG
+AGTCTCAAGAACTCAAGGCCTCCACATAAGATACAGGGACGCTGTGAGTCTTATTCATTT
+TGACAAGGTTCGGGTACCTGTTAACCGAAATAGCCGGTGATGACCACAATCATAGGGATA
+CACAGTAGTTCTCCGTGGTAAAGACGACTAGCCGTGATGTTAAATTCCCCAAGATAGCGG
+GAAGCCTGGTTCTAGGGAAGATCATCGCTAGGAGCGGCAAACTAGATCTTAACGATCACG
+CATTCTCGCCCGTAGATCCTGGAAGCCCTATGACACCGTAGACGGTCAAAGCGCGAGTCT
+TTAGCACACGATGCGTCCCACCGTGGATTGTAATAGCTAGTACAACAAGACTTGACCTCC
+AATGGCAATAGAGGGCGTCGTCATTGTTCTAGTCGCGATACGTGCCGCGACGGACTCTCT
+ACTGAATGGCGCCCCCGGCGGTACTATCCTAATCCGATTTAGAGCGAGCCACTTGCACTC
+ATTTTTCATCGTCAGATGCCAAACGCCTATTTGTGGTCATCGACTTCCTTTCCGATCAAG
+GCAGCGCCGTCGACTAGATCGTTTTCCCACGCTGAGTTCTGATCGCGCGCGGGTTTCGTT
+AATCCGTCCGTTCGTCAGTCTGTCATCGCAAACACTTCAGGAAAGAAAACCTTCTGGCAA
+ACATGGTCCATAGTCTTTCTGCACGGGACACCGACAGCTGAAGACACACCTAGACTGGAG
+CGAGACTTGCCTGTGTCCACGTTAGAGATTCCAAAGATTAGAAACCCGTGCAAAACGGTC
+AAACGATTTGTGGTGCGACATGAGTACCAAATGGATGGTCGGGGCATTTCATCTATCTCC
+GCTTTTTCGATGTGCTTAGGATCGCCTGACAAACACACCCGTATTGCCGTGCCAGTCCGC
+TGCCCGCTCGCCCGCCACTTCGCACTTTATTCCTGTATCTGGGGAAGGATTAGCCCCTAC
+TAGTGAGAGAAGCACCTTCGATGAAGTAGACCAGCCAAGGTGAGCTATCGAGGGTCACTA
+CTATGCAAAGGTGGGAGCCTCACTATGTAGTATCATAGTCGTAGTCGGTCGTTATCCCCA
+ACTGACACCTTTAGATCCTCACTGTTAACTGACACGTTAGTTATTGTGACTTCACACTTA
+AAATGCTCATCTTCGTTCCAGAACCTCTTTGAGAACGCCGCATGGCTTAGTACCCTGAGC
+AGACAGCGAAGCCTCTAGCAGAAAACATGTTAGGACGCTCCTGCTTTATTCCTGAGTTGC
+CCGAAGGTATCTCTGCCACAGCGGTCTTTATCACGGCCCCTACATAGGTTCGAATGACGG
+GTGTAACTCGCAGCAGTGACCGTCTGCAATTCCACCGGGAAGTCCTCGCGGTGATGACCC
+TGCCCTTCTTTGGGCATCCTGAGCTGGCAAATCTCGTTATGCAGAACAAGTGTACGGTGT
+CAATCGTAGCGAGCCTCGAGGAGTCTATTCTCGATTTACGATTCGCAAAAGAGGAGATGA
+TGGGTAGAAATGCGACGGAAGCGTACTGGCGTGTCGTTACTAATCGAGATTACGGCCGTC
+TGTAAAACTAGTAGAACGGGCTCATCACACAACTGGCTGTATGCGTACCTGACATGAAGA
+TGGATGCATTGGTTTTCGTCTGTGGTCGACACTGTCCTGAACGGGGATCTTGTCAGGCAG
+GCCTGATACCCAATCCCGACTCTCAGTGGCGCGCGTCCATTGGATTCTCAATCCGGTGAC
+CGGGGCAACTAGCGTCTTGCAGCCACCGTGGTGATTTGTACTCAAGCTGAGCATACGCAT
+GTGCTTTCGTAAGGGGTACCGGGTTGAACCATCATGGTCTTGATAGGAGTCTATTTCCCG
+ACCAGGGCTCCTGCTGAGGAATGCGGTCAGCTGATCACGGGTCTATGGTCTCCATAACGA
+AAGCGTCGAGGTACTTGAGATCTTCTCATGCATGAGGGTTAGCTTGCGAGATCCCTTAAG
+TCGCTGGCGATCCATTGTCTCGGAGGTGGGAGGTAACAACCAAATCATAAACTCGACTCG
+AGCGGACCAATAGGTTACTGCGGAGAAATCCTGTAGGCATTCGCGCGTGCCAGCAGCACG
+AATCCGATCATCCTGCAGACACTTACGTTCCTTCTTGGGAGAAGACAGGACCCATGCTTT
+AGCATGCCTCTGTCTATGGTCCGAGGGGTCGTGAAGTTCGCTATGGTGCGGACAACTGGA
+CTGGTTTGACCATCCAAAACGATAGTAGCGCGTACCAAGCGGCTCGTAGATAGTCGAGGG
+CACATGGGTCATGATAAGACGTTGGCCGTCAGACGAAGCAGAGATCAAAAGGCTACCCCC
+TCTCCTGCACTCGCCATTTACGCGGCGACTAACCCCCGCGTAATATCGTTAGTGCCCATC
+TCACGGTCTTGGAGTTTTGGGCTGCTTTTTCTGCGATCCGTTACACGTCGGTCCTGTTTT
+CGCGGCATGCCGGAATCAAGATTATCGCCTCGGGTGCCAGCGTCCACTCCGCCACGTAGT
+GCCCGATAGCACCAATCAAATACTTTAAATCCGCTTGGGGGGAAGTCATGAGCAATACCC
+GATATTACCAACTCCGGCCAAAGAATCCAGAGCGGTTACTTGAGCGATGATCCTGCCGAT
+GCAACCCCATGTATGCCGAGCGTAATAATTTGTATATCAGCTTGATCATCCTATTAGAGT
+GACAATATTTTTAGTGTGCTCTTTTAGATCTGTGCACTCCGACTGCGCCGACTTTCTTTT
+ATGAAATTTGAGCCCGGTATAGCGACTAGGAACTCTTAGTCCGCTGGCCTCTATCTTCAG
+TTCCGTGTTAATTCCCTAACTGGCCGAAACCCCGGCGGTCTTTCTATATTCCAACACTAG
+GCTATACGCGAGATTCACCGCCTTATGCAGATGTTGGCAGCGAGCACGACCAGCGGTTAG
+TTCACTCATATTTAAATCTAGGAAAGAGTAGGGCAACACATTGTGCAAACACCATTAGAA
+GAGAGGCAGACGAGGAGGATCAATGCTGAACCACCCGTGCGCGCTGGACAATCAGGATGT
+AAGTCCCGTTGGCACATTATGATCCGACTCTCCGTGGTTCCTGCCGAAGCGGTCTTGGGA
+AAAGCGGTTGGGCGATCGGTACGACACCCTCAGAGGCGTGGTCTCACGCCGCGACCATGT
+AAGAAGTAACATGACTCTCGAAAGCGCGGGGTATCCCTCCAATAGAGGCATTTATATCGG
+TCAGCCTATAGCAGAAGACGTAACACCACACAGACGCGGCCATATAGTCCTCGAACAAGA
+CTCGCATCTCAGCTATTTAGGCACACGGACAGGGACTTTAGCCACCCGTCACTTCCAGGG
+AATACCCGCACTAGAGGCACTCCCTCTCAGGCAGGTCCCTCCATATAGATATTCATGCTA
+GAGTTAAGCTTACTCGATTTCGGGATTAATGATCTAGTGAACTGCGACTTCCTACCCGGC
+ACACAATGATACAAATGCCTCAGCGTCGACCCACAGCTCGCACATACCCTCGATTAATTG
+TACACCGACCCTCCCCTCGGAGTCGTGCCTTGGGTACGCTCATACTTACTCGAGCAAGTG
+CGCGATGTTGACAGTATGACCTTAACGACCTTCCTTAGTCTACCATACTCGTGCAACACT
+CGTAATGTCCTCTCTGCCTACACCTCCCTGAGTGCTGCATGTCTTCACCCACTAATCCGC
+GCTCCTTGGACTTGGGGGGGAAAGTCTATTTCGGGAAGTGATGCCCAATGATTCATTTTT
+GTATAGTATATGATACCTCGTGTCCCAAATCTCTGCCCCTTCACCGTTGAGCATTCTGGA
+CCCATCGCTCTCGAGGATTAATAACCTTGGACTATTGAACTAGAATCGTTAAAAATATTG
+TAACGACAGCGGTACCCGGCTTCACGACGCTGTGTAGAGCACGTCGACTGTTTACGTTCG
+AGGTGTTGGTATGTTAAACCGCGTTAGTGATTCGGCTTGATCGAGAGGTCTGCAGGTGTC
+CATTTAGACCTGATGGTACTTATCACTATGAGATCACATCGAAGAGGACCCTGGGGTTAC
+CACTAAAGCCGTGTTGTATAATTGTTGATGGTAGTCCCACACCACTTTTGTTAGGTAGAT
+AACAGGCCAGTAGCTTCGACTTTGTAGGCGCACTGTGTAGACTGATTAGAGGGCGCGCCT
+GATGTTTATTAGTTCGAGCCTGTCGACGCCCGCCGATCTAGCTGCGCGGTGGGCGGAGGG
+TACACAAGAATTACGATTTCATTTTCAAACGGCACAGTATAGGTCATTAAATGGGAGATA
+GCCACATGTCTCCCCTATCAACGGTTAGTACCTAAGAATACTTTTTAGCGTATACAGTAA
+AGCTTCTGACGCTTGTTCCCGTGGCGAGAGTTCCCGTTCGGCGACAGGCGTACAATTTAG
+CGGTCACCAGCGCGGCAGTCCCTCGTCTCAGTTACACGAATATTCCCCGCAGCAGGTTTC
+TAGATTCGTCCTATGACTTTCTTCGAAGGATATCCAGTCCACATATACCCCACTAAAATC
+CACCGTTCAGTTAATCATGGGTCAGCGTTGGCTTAGCTGCAAGAAAGACTACCCAATGCT
+TGAAGATCGCGCGGGTTATGGATGGCGCTGTCGTAGACGAGTAGCTCTCTATCACTTACA
+TGATATTAGAGGTCATAGCTTATGCTAAACATTGCCCATTCAGAGAATTAATACACTCCC
+CAGGCTATAGCACTTATATCACATACCACTGATCAATCATCCACATAGGCACTGGCTTCG
+CGTTCAAGAAAGTGGGCGTTTGGCACGAGCGGGAATTATTCTTTAATACACGACCGAAAA
+AGATTTCTTGAGAAACTGACCCTCCACACAAGACAAGTAAACTTCGCCGAAATCCAAGCA
+GATGCATTCAACCCGGTCGTCTTCCGGGACATGTGACGACAACCCCTTGTCACCACCAGT
+GGTGTAACCAGCTCGGCTGGAGATGTAACGAGACTGTCCTAAATAATCACATGAGGCCCT
+TAATTTTTATGCCTTAAACCCGAGTGACATGCGGTGTACATTAGCCCCAAGGTTAGTTAA
+GGGTGGTCACTCCCTCAGCGTTATGGCGTCTTTAAGACACCCCTTTGTTAAGTGGGACGT
+CGCCGTAAGGTTTTTCCTAGAGTCACGGCTCACTTGGGTATGCAAACCGCCCTCCTCTAG
+GTTTGAAACCAGACTGGTGCTCTCTTTTCGTGCATGTGGAGGCGATAATGCCGCACGTCT
+GATGCTCGGCAAGACTGAACACCGATCGGGGCGATGATATTCAAGTATGTGCTCTCGGAC
+CTCCTGCTCGATGTAAGGCTCATGGAACCCCGGCGCCACGATCAAAGTTGTCGAGATCAT
+ACTGGAACCCGCCTCTGATAAGCACTCTGTCGACATATAATCGTGCCAACGGCTCCTTTA
+CTGTGGTTATGGGTCCCATGGAAGACGGAATCCTATTATACGCAACGCCCATTGGCCAAG
+AAAGATGGTACTCATTAGTCTTGTGGCTGATGTGGCACTCGGTCAGATGTTACCAACCGA
+CTACCTAACGCACCTTGCACCCATAGAGCTTATAGCTAGTGCGTAAAAGTTATGTGATGT
+GCCAATAAGCCACCGATCCTAGAGATATGTTGGTGGTGCATATAGTAGTTAATTACGGCG
+GACACCTCATTGGATCTAACTTTAGTCCCAGCTCCCTTAGACACGTTGACTTACTAAAAT
+CACTCTCATCTGGCTCAAAATTAATCGACTCGTTTTACTAGCATGTCTTTCTCCCGTAAT
+AACGCAATTAAATTTTGTTCCCCGTTCGTATCGGAAACGGACGGGTTTTTACTAGACATC
+GACATCAGAAAAGTTATCTAGTCTGGGAACTAGGCCGGATTGTAGCGGCGCGCCGGGTTC
+TCAAGGTATTTTCACAGAGGTGAAAACATAGCATCGGAACACTGGCTTGGAGAGACCCAT
+TATCATTAACTCATGGCAGGGACTTGTGTTTAATCTCGTATCTGATGAGACCAGACTGAA
+GGGCGTTCGTTTCAGACGAGAACTGCTAGTTTGGCCTTAGCACTAGGGCGTTAACTTGAG
+GGTGACGAGTGCGTTTACCCACTTGAATGATTCCCGGACCGTATGCACCGTTGCAACACA
+ATACATCTGTCGGCAATGGGTTGTCAAATAATTTCGTCGATATAGAAGGCGGCGCCAGCT
+AATTGCAACGCTGAACCTGAGGGGGTATAGTTGCTCCTGATAGCGCCTTCACTTGAACGT
+ACTTGGTCTGTCCAGGCTTCATATATTGGAGAACGAGGCTGATAAATTAAACATCGCCTT
+TTAATTATCTCTTACTGGCGAGAGTGGCAATTAGGTCCTCCCGGTATAGTCCTGATACGC
+TGTAGCAATTGCGTGGATCGGAGTGGAGGTAACGATGGCCACCAGGCTAGATACTAGTAG
+ACTACGCCACCCGCTCCACTTATTGCGAGGGAAGTCATTTTGACCCTGAGCGGTGTTTCG
+CTTTTTTTCACATTCATCGGCAAATCCGAGAATGCGAAACTAAGAAGGCGCTTATGGGTC
+CCCAGTCGATAGCGCTCCCTCTCGTAGACATTGTTCACCAGACGATCAATGCATGGTACC
+GAGTACATATATGGTTGAGTCTTCAATTGTCTAGTTTAGTTGATTTACTGACCAGGAAGC
+TAGGCGTTGAGTAACCATATATCGAGGCGGAGCAGGGTAGGTTTCGTGGACAAATTACCG
+TACGATTTTCACATTTTCCCGGGGTTTGCAGCTGTGCCATAGGAGATTTGATTCGCCGGA
+GCGGCCCTGCGGTAAACTACGTCGCCTAAAGGTCGAATGAGTCATACCAAAGCTGGTCTA
+GGCCATCGTCCGTAATGTGATGTCCCTAATAAGGACAACAGGTGCAGAACGCGAATCCAT
+GCCAGCGGATAATCGGCTTCTCCCCCGTTTGATGCTTCCCCTTGCTCAGTGACGGTCAGG
+CTCCCGAGCATACCAGAGCCCTCTACGTAAGAACTACTACACCACTGGAGAACGTCCGGC
+GCCGCGAGTTGCTGGGGATGTCGGTGTGATGTTGGTCCAATCTTAGGCATAACTGACTGC
+TTACTAGGCCCCCAAGGGAGTCTCGCCATCCGTAGTTACAGGTGGAGGCCAAGAAGGTAG
+TTTTGTCCTAGGTAATCTGATCCACCAGGGTTGGGAGTAGTACCTCGATCTATTCGCGCC
+TACCTTAATAATTGTTTACCGGTTGCCTACGACGCAAGGAAAACTTGACCTTTGTGATCA
+GAAGTTGCGGCATTAACAACTGGGCCATATAGCGAACTATTCGGAGGTTAGTGTACCATT
+TGAGGATCTCTCAAACAGGCCGGAGTCTTGTGAAACCTCTAAATTTTGTAACATGGTTGT
+ACAGGAGCCATTTTAGGTAAGCCTTTGAGATTAAGCACTATTAAAGATCCGATTGCAACG
+AGTTTTACCGACGTTTCACCACCTTAATGGGTTGGAGATTATAGTGTCGCATTCTGCTGA
+ACGAGACAGGAGGCGCATATGATGGCAGTGTACCCGCCACCATAGTCTGCTATCCCAGCA
+CAGTAGGCTAGTCGTCCGAGAGAGGGACTATCATATACGTCCAGTGATCGTGTCCCTTAG
+CGATACCCTTATAAAACGGAAACCTGACTGTTCAAAGGTTCAATGCAATCGAGTGAGCTA
+GAACTAGCGGCCTTGGGGAGCCCTAGAGTACAGTAACGGGTGTCTGGACATATAACTACC
+GTCGTTGTAGCTGACCTGAATGGTTAGCTAATTCATCGTACATGATCTCTGGACTGAACC
+GTCAAGCCATACGCATACTGCGTATGCGCACATCCCCAGGTAAAGAGGCGTGACCTCGGA
+CGGTCCTGCGTGGAGTATAACGCCCTGACAGATGCGATGGGTTGAAGGTTAACCGGAGCG
+ATGCACCGACTCTCCTCGTTTCCTACTGTTTGCCTTTAAGGGTAGCGATTTCGTACCTAA
+TGACAACCTCAGTAAGGGGTCTCACCCTGAGTCTGCTGTTTTTCATCTGCGAGTATTGCA
+TTTTTCCGAATCTCATATGCCCCGTGGATGAGGGCCACTCCTGAAGAAGGTACAGACGGT
+TCTATGCGGGCCGACTAATAGCACCGAACTTCGTCTATCGCTCTGACCTCGGCGTGGGAG
+AAATATTGGCAGCACCCTGTCCAAGATCTACGACGGCTAACACCATTCGATTGGCACAAT
+TCATAACGTCAGGCTCAATAAAGGTAGCTACCGATCGACTAACGCTGCAATTGACAGTCA
+CGTATCCTAAATAAGTCTGACATGTCGTACTGAATATACAACACCCCTCAGGTATGATAC
+TTGTTCGAAAAGTCCTCGACGACCCAAACGAGACCACAATGTGTGAGTTGTCCATGCCCT
+ACACCTAAACCGTTCACATGACCATCTATCCTACCACGCAGACCGGACCGTACAAACTTA
+TTTAATTCATTTGATTATTATCGATGGAAACTTTCCTGGCAGGGCTCCCGTGTCACGATT
+CAGCCTTCTAACGTTGGCTCTATCTATCTGGGTGATTAGTTTCAGAAGAGCTTCGAGGCC
+AGATATGATCCAGGCCAGAATTTTTATGGATCACGCGTACAAGAAGATGGTGCCTGATGC
+AGATAAAAGCTTGCATGGCGATTACGCGAAGGAGCGAGAGAAGGTACGCTCCTACGAGTT
+GCACATAATCCCCAGGACTCCGTTCACACAGGCTGCCCATGACCATCTAGGACCTAAGAA
+TAGGCGAAGCGCCACCACAGCCCAGCGGGTACTGTGGTTCGTTTTGAAGAGACAATCCCG
+CTTGAGCATGTAGTACGTGAAATTATAGCTGTTGAACAACCTACGTACTGGACCGCACTA
+GGCACGCGATGCCTCGATTCCCTAATACAAATGCCCCGTGAGACGACAATAGTAGGTCGA
+TAAAAGCAGTAATGCAACTAGCGAGGGCGGTCTTCATCCACCACGGCCGTATATTATTTT
+ACCGGTAACTGTCCTCAACGATGCAATCTGCCCCTAAACGGGGTGCCGACGAAAGGTAGC
+TGGTTGTTGATGGCTAACATATCACCGAGAAAATAGCAACATCATAGCTCGAATGTAGGT
+ACTAAGAGTAGAGAATGTCTCAGTTAAGATACAACAGAGGCAACGCGTTTACCGACCGGC
+ACAGTGTTCGTTTGCCCTAGAAGCGTTGTGCATAGAGTAACTCTTGCGGCGGGAGGTTGC
+TGCCACGCTCACTCCGTTCCCACCATCGTAGGAGTGTCGCCACACCTAGCGCCTGGATTC
+GAACACTGCGGACCTATCGCTACCGCCAATCAATGACCTGGATGAAGCGATAACAAGAGC
+TGTCCTACAGCCAGGGACGCATTCGATGAAGACCAGTCTTTGGGTGGAGTTCATTTAGCC
+TCCGACGGGGCGTACGTTCGTTGTTGCAAAGAATTAGGAAAAAGATACGGGCCTGGGGAA
+CCTATACGACCCCATTTCCATCCCGCGCACCCATGGCCATAAACTGGTTTAACCCTCGTT
+AAAGGTTCGACGGAGCGCGTGGTCTATTGATATAGGTGTTTATCCCTGTGAGTGGGCCCC
+GTCTTAATAGCGGGTCATGGCACGCGATAGCAATTTGTAGACTGGTGCCGGCCATCGGGA
+ACGGTAGACAAGCTGCTTTGGTGCTAGCCATTCGGCCAATGTCTCTCTAACCGCGGCAGC
+GGCATCTACGTAATGGAGTCTCCGGCTGTGACCATGGGTTGGGGCCATTAGCTTCAAGTT
+CATTTAGAGATCCATCAGGATTGAGGCAGATATGCTCGTCGGAACCTAGGCCCTTATTCA
+CACGACCTTTCGTCTATGCCAACCTGTATCCGAAGTCTTCGAATTGACATAACGAAAGGT
+CATACACTTTATAACGAGTCCCGAAGTACGGCACCTAAGTCAACTACGGCGCAGTGCTTG
+TCGCCCTACTAGTAGCCTCGTGGGGCCTGTGAGGGAAAGATTGACCCTCCCCGGCCACTT
+TATAAACCTCGTCACTAGGGCTAGCACCATGGAACCCTACCAGTGGCCTGCGCGACTGGG
+ATGAACTTACCGCGACCCACACGTTACGTCAATTGTGCCTTGATTAGATTCAACGCCTAT
+CGAACCTCCACCATGGCAAGTTACTGATGTTTATAAGTGCACAGCATATTTCGCGATTAG
+GAAATACGAGTAACTCCGCATAAATCGCAACGCACCAGATGGTGGCAGCTATGACAATAA
+AGGTATGCGTAATACTACACTAAGGATGGTTACTGGGGAGGCCGCGAGCCGAGTGGCAAA
+GCAACGGAGTCACACTGAGTCAATCCCTTCGCCAGTGCCCGTTACAGAAAAAAGCGGATT
+GTAGGGGTACGTCGACCGCCCACTACACCTTACCTACTAGCCCCGAGTGTGAAGCATTGC
+CATCAGTTGATTAGTATACGGTCGAGTGGGCAACTTGTGCCTGTGACTCCACCTATCTTT
+GCGACAAATGCGATCGCTAGTTTGTTGTGATTATTAAGTCGATCGCTGTTAGTCTACGAC
+GTCAAAAATCTTTTTTTAATCGCTACGCAGTAAACACGAGCCAATATACCTCGATCGGTC
+TGAGGAATGTTATTCTGCCGAGCTAGTATTGCGGCTGGTGTCTCTGTTTGTTCGGAATTA
+TCCCTAACGGTCTTAGCAGCTGTGACCGGAGGCAAGCGACAGGCCGGAGAGTACGCTTAT
+GCCTTGGACACGCACCAAAAGATTCGGTAGCCACGCGTAGGCTGCCGAGAGTTTCCGGTC
+GTACCCAACTATGAAGAAGCCGTTCCACCCCGACAAAAAGCAGCACGCTCTTGTACGCCT
+AGGTTCAGCTCCAATGGCTACCACATCTGCGCAACCCCACAGCTTTACCTCAGGTTAACA
+GCGTATGCTACAGATATCGAAAAAACCTATTTTTCTATATAGAAGCACTAGTTGCCGTTA
+CGTTCAGTCCGCCCCCTTGAACATGTGTTGGGTTAAACGCGACGGGGATTATAACTGGTT
+ATGGTGCGGAACATTTACCGCCATTCGATGGTGCCCTGGCCTTAGTATACTAGAGACTAT
+CTGATTAGCATCGTGATCGGTGCATACGCCACTGCTGTTTTGCTTTAGGACTATGGGCAT
+ACGCACGTGACTAGCCCTCGCATTCTCGCGAATTAAATTTTCGCTCGTTCACAGGCTTTG
+CTAGCGGATTAGGTCTCGAAGTCCGTCTATCTCGCCTTAAAAACAGTCGGTTCTTAACAA
+CTGTGTATAACAAGCGGTGTATACATGTGCTCCGTGGACGTGTGGTTGCTAAGGAGTTCT
+CCGCTTCGGGGAGCAGTTCATTTGGAGCTTTCAATAATATACGCCCCAGTGACGGGGTAC
+ATTAGCTCCAACCCCCTGCGCGTTAGGTTTTTAACGCTTACAAGGCCGAGTCGTCCGACC
+CCGGAGGTCTTTGAAGGGTTATCTGGCTCGTAAGAAGGATGGTCTGGTTACGGTCTAAGC
+CGAGGTATCCCCAATAGCGGAAAAGCGAAGTCGATGTCCATCATCAATATCACGTAACTC
+GCAGATGTTAGGCGTAGAATTTTCCATATGGATAAGTAGATGGATGGCCCCAATGAAATC
+AGATAGCCGTACCACGCCTCTAAAACGCCGTTAAGCGTACGCATGACGATCCAATTCGTG
+CGCCCTCCCAGAGCTAGACTACCTGCACGCGTGACATGAGATAATCACAGAGCATCTCAG
+GGCCGGTGCATGCCATGGTCTCACTCCCATACAACTAAAGAGCTGTCTGTTTTGCAGCGT
+CCGCGTTGGCTCCAGCAGGCGCCGGTCGCAGTCGACGTGGTCGGAGGCGAGAAAATTTGC
+AGCTCTTGGGGTTTCGCGCTTATGAGTCGGTTGCGCAGCTACTCTCGATCGTCTTCAGGA
+CGGTGAGTATCCGGACGCCTGCAATCCTGTAGTAGATGTTGCGCTGCATGACCCGGGAAC
+GCGTAGGGCCGTTCGTGCGTTTAATCGTACAGCTACTAACATGTTAAAAGTCAGGTTTGA
+TCGTGATTAGGCTTTCATGTTAGTGAGTTAATGGATATATCCTCCTGTATTAATATCCGC
+GGAATAGGAATGTCCACCAATAGGACTTTCGTGCACTGGTCTGGAACTGACCGTTGACTA
+CACAGAGCTTTACGGGCCGACTTGTCAGACACCAGTTATCAATAAGTTAGTTATTGTAGA
+GCGGATGGTGGACGACTATCGTTTTCATCACAGCAGCTGTACACTGTCCTCACCGCAAGA
+ATATTCTTTTGTCCGGCAGTATGATCTCCGACAGCGTAAACAATCCCCAACCGGAGATCC
+GAACTGACCATCGGAATTGCGACTCACTTATAAATTATTTACGCTCCACACATGAGAAAT
+CAGACCAACCTCAGCAGGATGTTATTACCCATGGGGAGTGGGAATGAGCTACCGCTCCTG
+GAGCGTAAGTGCGACAGCTAGGAGCCACGGAGCGGGAGAAGCACCTGCGTCAGTCCGGAC
+TTATATGTTAGTAATTCGGGACTCCTGAACAGCCCATATTGTGTAAGAGTGAGCATGCCC
+CTCGACATTGTTACTGTATCGAAGTAGGTCGTTTGATCTAGCACAGTGCTGCCAAGACTT
+GGGACTCACTGAATAAACGACGGTCGATCGTTCTAAAACGGATTACGTTGACTAGCCATC
+CGGCATGAACGTGGTATGTTGATATGAAGGAAGGTTGGCCGTTTTGGTGGACATAACTTC
+GAATTCCTTCACCTTGATACGTTTCGGGCCTGCGTAAATAGGTTTTGAACGCGGGAGAGT
+CGAGAAAACGGGCAACTGCCCGATGGCGAAGCCAGTCGGATACCCTCACATGTAATCACC
+AACCAAAAACCAGGTATTGTTTATTTTGATGGTCTCCGCTGTCGCTCCGGCGGCTAAGGT
+CCTAATAACGTTTGGACGGATGCAGCCGGTATCACAAAGCTTTCGCTGATAATAACGTTG
+GGCACCCAGGGGCTGACCGTCGACCAATTGCACACGCCAGTTTAACTCGGTAGGGGATAA
+CCGCGTCTCTGGTGTCTAAGATGACACCCACGCTGGACGTAAGGTTGGCCAAATTACCTC
+TGTGACTGCCGCGGTAAACCGTACAATACGCTGCCACCTCTAAGGCGAAATGCACTGTGC
+AACGTTATTCTATCATAAAGATCCTTCAGAAAGTGCGTCGAGCTATTGTCGGATGAGGCG
+GGCAATGAGGTCGTGTGAGGGACGAACATGTCGAAATATTAGGGTAGACGAATCGTAATT
+CCTTCATGAGCAATATAACCTTACTTTCCGCTCTCCAGCTAGGTGACGGGGTAAAGCCTA
+TGGGAGTTCGCGTCACGTGCCTTCCTCGGTCCCTAGTCTAATGCTTACTACAACAACTAG
+GCTATTGTATTATTTATTGAGATTCTTTGGATCTCGGATTGAATGCATAGCACCGGTGCA
+TCCCTTGTGGCTAGAATTTCAGTGCAGCTCTAAATCATGTATCGTCGGGTAGTGGATTCT
+CAAAGCAGCCAAAAAGTACGGGCTCTGGGAGAGAAGCCGCAACACCGGAAGGGTTGCCCG
+AGGCTAGGGTAACATCCGCTAAAGATGACAGTGCTAATGTGCCCGTGTAATTGTCACAGA
+TGCCTACGCTCGTGAAGTGTATTACTAATGCAGCCAGAAATCACCACTCCTCGATAGATC
+GTCATATGGGAGAAACAATGCAATCGTGTACGATCTCCGTGCCATCACGCTACGACATTT
+GCATGGGAATTACTTGGATCTATGCAGATACTAACACATGAAGTGGAATAGTCCAGCCCT
+TGTCGGCACAGTGATAAGGCCCGGTCGGTAGCCTGGTTCCGGTCTTTACCTTAACTTCTG
+GTTGAAGAAAAAAACAATCGCCGGGAATACTTTGAGCTGAGCGTACTATCGTGGGATAGG
+GTCAATGGTATTGCCTGGTTTCATAGAAGTAACTGTATATTGGGCGCACAGTAAACCGAC
+ACCGGTTAGCGAAGAGTAAGAAAAATAATAGACAGCCGCTCATCACTTGGCCGCTTAAGA
+GCCTGACGGAGGTGGTAGCCCTATATAGGAGTGACCATCACTTTTGGTCGTTCCCGACCA
+GCTTATCGGCCCTTAGCCCGACATTTGAGCCACTAGCCTGGAGTCCAGGCCCTTGTGACG
+TCCTCATAGTGAAGCAAAAATGGCTATTATCCAGAGGCAAAGATATAGTGGGTGTTGGCG
+ACCGCTATACACATATGTGTATACACAAGCAACTCACACTACAAAAGTTGTCAAAGGGGC
+GAACCTCACCTGTGAGCTATCGTTGGCCGACTTCACCCAGGATTAAGCAAGAGCCCTTTA
+GAGGTTTCGCAGGAACGCTCTTAGAATCTCCCCGCCCCCCAAACTATCTAACAGGTATCA
+TCTTATATATATAGTCTTTGTACCTCTCTTCACAAGAGTTTCCCCTCTCGGCCGTCAATA
+GGAGCCCGTATATGGCGCTGGACATTCTACGAACCGTTAAAGGGACCCCATTCTTATTGG
+CAAGTAAGTCAATTGGTGTGAGCAGCCTACGCCTCAGAATGCCAGACCTTTGCCGCGACG
+CAAACGCTTTATTCCAGACAAGTCTATACTTACGCACGCGACTCGGCGGGTAATGATTCT
+TCCGTAGCCTAATTATCCTCACTGTAATTATACCTATCCTAACTCGAAGGGATAAATGTT
+CGGCAGGATCAGAGAAGTACAAATTACAATTGGAAGGAACCTGCTCCCGGAGAACCTGAG
+CGTGCGCCCTCGGCCGTGCTGCGACTAAGGGGGAGTAAATGCGGGGAAATATCATCTATC
+TGGTAGAGCTCCTAGTTGATGATTCTCTCCCAGCCCGTCTCTCCTTCCGCGAGGCCAAAA
+GGTGCGGACCTTTTTTAGTTATATTAAAGCAACTATAGCTGCTGCGTTCCTCATGGCAAA
+TAAGGTCACCTGCGCCCACGCACGACTAGGGGCCCAGGCCTGACCGTCACGTCGCGACAT
+GACTATGTCGATAAATTCGACCTTCTGCGGTCTGTTTCAGCTGAGAGCAAAGCAGTATTG
+ACGGGACCCACGTTCCGCTTTTACTTCATTTACTCATCAGGGGCCTCTTGGGGCCCTCGT
+TCATTTGAGCAGGTGGTCTAGCGAGCCGAGTTTCGTTCTATCCCGCAAAGAATTCTGGGT
+CACACGTCGCAGTAGGGTGCGCTGCTGAGGAAGGACACATCACGGGTATTCCTACTTTGT
+TTTTCGTTCGGGCTAGAGTTCTTAACTCGACGGTGCCCGGTCTTAAAGACCACGGTGCTA
+CTTTTTTCTCGTCTCTGGCGCCTCCCCCAGGAATTAATTTCGGAATCAATAGGCCGCACG
+TGTGTACAGACCGCTTTTCGCCGAACTGTGGTAGGATAGTCGGTCAGCCCGTGGTTACAT
+AAAATGTCGCCGACTTAAGTTATAAGGGACGAAAGTTGATCAATGAGGTGGATCGCTTTG
+CCCTCACATCAAACTCAGCCGTGCGCTCGGCTAACCCGGTGTATTATGAAGCGGGGTGAA
+GCCCGGTGGGCCTGGTAGAGTGCGCGACCGAGACGCGTACGGTACTCCGAGTGAAGTGTC
+CTAGTGTCTATGTGAAGAGTGATGTCTTGGTTTATTATGATAAGATTCCAATGAATAACC
+GTAACGTACAGCTGAGTAAACTAGGCGGGGTAAGTTTTAACAGAAGCCTACACTGGAGTT
+CCAGGGACCTAGTGTGGACTAACCTATCCGCAGAGTCCGCTTCGGATTCTTGGACTGGTG
+GATTGAAATAGAAGAATGCTCAGAGGTCCCAATGGCGCATTTGAACTAACCCGATACTTC
+ACGGTGGCGTGTCTGAGTTTCTTTTTCTCCCGTATCATGTGCAATGCTGCAGATACTATG
+CACCGCCAACGCTAAGGGTTTCTATTCGCGATAAATTTTGATTGCAGATTTGTGCCGAAG
+TGCAAACGAAGATGTAAGTGATACAGGAAGCCTATCATACAAATGATGTACCGACGCCAG
+CTGGCGGATTCTCTCTGCAGATCGGGGATGCCCGCAAATGGCGGCCGCGCAAGTGACTCC
+AGGCACCGTGGCCGGACCGCAGGGGGTGCATTTGGGCGGGTATGACCTCTGGCGCGAACG
+GCAGCTTCTCTTGCTCAATTAACGGCAGTGCACACAGCAGTTCGGATTTTTATAGTTGGT
+TACGGGCCGTTAAGAGTCAATCATAGTACACACCAGACGTTAGCCGGCAATGTTGCGTAT
+TAAAGGATCAAAAAGCCAATAATGAAGAGTTTCCGCGTGTAGGAGATCTGACTAAGCAGA
+AAAGAAAAGCATGATGTTTCAGGTGGGGCGCGGAAAACGCTTAACATGCACCAACCAGCC
+TTCGATGTGCTATATTCCCCCACAGATTCACTCGGGTGTCGGCGCGATTTGGCCCGGACA
+ACTGTTGAACTCCAACAGTAGGATCTTACGAAGGTCTGGGATTGTTTCGTCTCACACGTA
+AGTGAGTTCTATCCACCGTCACCTCTGAGACTGGCATATGCCGCCGAGAGACCTCGCCCA
+TTCGAGTATCTGGGCCGGGCGATATAACCGGAGGCTCTACGTGCGGCAACACGAAAGGCC
+AGCGGGGGGCCTGGTGAAACAGCCACCTTTAGGGGGGTCAGGCCCTGGGGCTTAAAGTTT
+AGGAATTGAAGCCCATATGTACTGGTTCGTTCCCAGGCGACTCCCCTCAACCCTTTAGCT
+AAGGAATTGCCCGGGCTGCCGTACAACACAGCTCGTCTCGTCATTTGCCCGGAAGTGGAT
+TTAACAGCCCCGGTGCCTACCACATGTTACTTAAGACTTAGAGACTAATATATGGTTATG
+CAGTATTTGTCGAATGGCCCGCTATCGCACGGCAGCCCTGTACTGTGGGCTCGCAACATA
+TAGGTGAATCTACTTCGTCTGTGATTCACGCTTCACGGGTCACCGAACGGACTCTACGAC
+GTTGCGAAAAAGCCTAGTCATCCCCAATCATACGACCCGCGGAATTATCCGACCCAGGGA
+TCACATTCTCGGACCTGCCAATCTGTATCGCTCGTACGCGTTTGCCAGGTTAACTAGACC
+TACTAAATCGAGGTTTTCGACTTGTGCGAGAACCGGGCCCTAGAGCACTATAAAGCTAAG
+AGGGCGCTCACCAACGTAGACGAAAGTATCGTTAGCCACACCATGGACAGACGACCACCC
+GCGTCAGAACTCCTTCTTAACCACTGGCAGCATTTCTCTCAATCAAGCTCATGTGTATCG
+TGGCGTCATCGGAATTTTCTGTGAGTAGACTTTACATCAAGTTCCTACTTCAACTCCGTC
+GAGAACCGCATGATTCATGGAGCGCATAGCCAGATGCAGGATCCAGGTATTGGATCGGCC
+GGGAAATGTTAATCACCAAGTACAGCCTACATAAATGGGGGGCGCGCAATTGTGCAGGGA
+CCCGAATTAGCCCTTTGCGAATCTCACATGCAGGGGGGCGTCTGCCGTGCAACGTAGACT
+CTCCATTCCAGCGCCTTCCCGTATCTATGGCCTTACCTCGTCAATTAAAATTGGTCTTAG
+ATTGGGGAGGTCACAGGCTGTGTGGTGTTTACACCATGTAGTCACCTGAATCTCAGGGAT
+CTTCCCGAAACCGCTTCGGAAGATCGGGCTTAATCTAGTAGCACCAGTGATAGCCCGAGT
+TGCTGAGGGAGGTGATGTGTGCTAACGGACTGCGGAGGTAACAAGTACCAGTCTGACTAC
+AACCTACAGGCCTCCTCTGGTCTGCTCACTACGTCCGGGAACGGGTGTTAGTCCAGTATG
+TCTATCGGTCTGCCACCACGCTCCTATGCTCTAGATACGTGAATCGTTATATCTCGGGGT
+TAACGGGGCCTCAGATATATTACGGCGCAATGATCTGTGTGCTAGGACGGGACATTGAGC
+TCGAGCCCGACCCGGGATCTCGATGCTTGCCGTTCAGATGACATTTGTATGTGAACTGAG
+CCTTGACTGCGTCCCTCTACGAAAACGGAGGCTGTGGCAAGCTGATTTAGCATCTGTTAA
+GTGGTACAGGAGTCAAAGTGAGACAACTCCTCTAATGATATACTTGTCGTGTGGGTAGAG
+CGACGAGGAGGCATCTACCAGGGTCAGAATTATAGGTGCCAGAGCAATCGATTACCAATA
+ACCTACAGTACTGCAGCCATATACCCTACTATGAGGCATAGTAGCGTGGGGGTCTGACAA
+CCGCTCTAGAGGCCTTACCTCAAACGATGCAAACCAAGCGGTTTTTCTCGCTGCAGCCTA
+TTCCAAAAGCCTGTGTTTACTAGAATTCCGGTGCTGGGTCTTACAACACACTCATGCCGC
+TGGATCCATATGCCTTCTGTATGCAACCCGAGCTCTAATTGTTCTTACATTGTGGGTTCA
+AATAGGATTTATAGATACTGTCAATTGAACTGATCGATGAACTAGACCTTATCGTCAGGC
+CCCCAACAGTCCGGATGTGTCATACTGATGTCACACAGTTAGTAGTTGGTTGGGAATCCT
+CGTTTCTAATCTCACGCGGCCCTCATGCCCGCCCCCGAACCCGTCTGTATATTTAGCTTT
+GTGAACCCGTAGAGACCGCCATAAACGAAATTGGTCGATTTCCTGGCAGGTGTGTTTTTG
+GGCCCGCTTCGTTGTTGAGCAAGGGGACTCTCACATGTGTAGGGCGGTCTCGCGGTAGCT
+ACCAGGCCGCAATGTAGAGCAGCGCCATACAGAAGGCGGTGAGAAGGTTTCCCATTCTTA
+CTGCGTGATCTTCAAGTCGAAATCATGCAGACATACGTTAATCTGTCAATAGATGGAATA
+CGTTTGCACCGTTGGTGCATGGTCGACCCATCGATCGAAGGTAACTGTGAACATTGAGTC
+AATAATACATCTGCTAATTCTGGTTTCCCCTCGTAATGTGGATCTTAGCACCTATCCAAG
+TCATGCTGTGACCGTACCTAAGTGACAGACTCTCATCTGGGAACCGGTGGTCATTGCTTG
+TGGATGTCACCACTGCTATTATAGGAGCAATCCCTGCGATCCCATTCGTAATGACATAGA
+GAGTTTGCCTCTGATGCAATCCGGATCTGCTCACGCTATCACTGAGGAAATGAAAGTCCT
+GTAGTATTCCCACTTATTAATAAATCTACACTTAGTACGCGGGTTTGAGGCACTCATCCG
+CATTTTACCACTGACGCAGGCATACTTTCCCAGAAATGACGCCTCGTATGTGAAATGTTA
+GTACGGTAATGGGGGATGGGGGGGAATGAACGTAAAGGACATCTCGATGATTGCTCGGGA
+AGGGGGTCAGACCCCATTTAGGATACGACTCCTCGAGTCAGGTTTTTAGAAGTTAATGCA
+GTTCTTCAACCCTATCTATAAACCGTACAAGTCACACACTAATGGGTACCGGGGTAAGGT
+ACTCTGTTACCATCCTTACTGCGAACCTTGCCCATTCCATATGTTACAAATTATCAGGAG
+CGGGCAGCCATAGCGGTGTCTGCGGTAAGTTGAAAACGTGCGTGGAAGTTGAAAGCCCGA
+TCTGGTATGCATAACCTGATACTCTAGATGAGATATCAGGGTGCCCCTTCAATGCTACCA
+CGAGAGCGAAAGGCGTTTACACGCAACATTCAACGTCAATTCATCCTGATGAGATTGATT
+TAGACAACTAAATGTCCCCTAGTTACGGACTCTCAGACCTAATTACATCGGATGACTCCT
+CCCTATAAGAGACTCGCGGTGCATCCCGGCATGTGGTCAGCTCTGGTGACACTGAAGTGG
+AAGGAGGCACTATTCAAGTATAATGGTGGCAGTACCGTGTTCGAAATACTACAGACCGGG
+GAACCGCACAATATCCGGCTACCTCCGTTAGGTTCGAGGAGAATCCAGTCGTAGAAGACA
+GCCATTTCCTGTACACTCAGCACGACAGTCACAGCCCACGGCGACGGTCGACATCAGGAA
+TGGGATCCGACAGTTGTTTAAAGTTAAACGCTGTTTCTACCCGATTTTTGGCGGACGTTC
+AAGTTGCCTTTTACGAGCGGTTACTGTGAGATCAGCTACAGCTAACTACAGTAATAGCCT
+ATCTATAAGGAACTATATAGGATTTTGGCGTAATACTTTCAAGATAGCCTCATGTGCCGT
+CGAAAACTTAATGTCGACATAGTATGGGGACTAGTTGTGCACTATCCTAGTTATGCCTAT
+GTCGTACGTTTTCGCGTGTCTGAGGGGATTGTAAAATCCTCCGTCTCTTAGGAGGTGCAG
+TAACTGGTACTTTTCGCCATCTCTCCGGTGGAGTTACTCAAAGTTCTATGTTAAATGCGA
+CCCTCCGTGGACGGCTGGGAAGAATCGTGGGTGCATATCCGGCTACCTAAGCCCTCATGC
+TAGATTCCCATCGAACTATCTATTAGGATCGCGCAGACCCTGGCGGCACCATTCGCTGCT
+AGCCAAAATTCAATCACGCGACTACCAAGAGTCAGTCCGAAACCGCCCAGAAGTACGACG
+CTCGATAAAGGTGCCAAGAATTCGATCGCCCGTTGGTTTTGGCAAGAAAGTAGAAAGCCG
+TGACGAGCTTCTCTAGTTCTGATTTTCGGCAAAATTCGGGGAGTACGAGATGTGAACCTT
+TACCACTGCCCCTAACGAATATGGGACCAACCAGTAGTTCCAAAATATTACTTTCCGGAG
+TTACAATTTACATGTGTCTATACGTACGGACGAAATGTCGTTTACTAAACGGGGCTACAG
+ATTCGAGGTACATGAGGCGTATCCCGAAGATCTTCCAATAGTTGGGCCCAATAACAGATC
+CAGTGTCTTTATTCTACCGACCCCTTGTCCGACAAAGCAGCTGGCACGGCCCTCTCATTG
+TCACATGACTCGCGCCGGCTTAAGGGAATTAAATGTTAAACCGGGGTCCTGGATCTTTAT
+CGCTTGTGGCGGCTTTGTGCTTGCACCATACTAACGTAGAAATCCGTCCGCTTGTAGGTG
+ATTTTGTCTCGTTCCATGACTTGGAGCCCCTATGATTAGAGAACTAAAGTTCAGCGTGCT
+TTATTGACTGCCGCTCCTGGGGTTGCAAACGGCTCGACGGATTTCTTGACTAAATGGGCG
+GGAAACGTGATGGCAGGGAGTACAGAGGATTCCATTGGCAAGGATCAGCTCTATTGACCG
+GGCGAGGGAGCAAGGAACACCCAGCCAAGGTAAGCAACAGCTCTGTCGCAATATCTCTTA
+CCGACATAAGTTTCCAGAGTAGACTTATGCGCACTTTATTCGCTGACCACGCGCAAGGCG
+CCGTAGGTATTAGCGCTACGGTGTTGCTAGGCCTCGATAAGCTACAACTAACCTGTCCAC
+TTGGCAGGACTACACTTCGGTGCTAGTGCCCCCTAATCTTTAGGGAGCACAGCTGAGCGG
+GGACATCAACTTCTGTCTGGTCTCAGCTGACCAGGACGAGGGTGTGCGCATGGTCGGAAC
+AAGGGGAGCTTCCGTATGCCCCAGCTTCGAGGCACCGTTGGGATTCGGCGCCCGTGGTCT
+TTTATCTACTACGGCAGATCTACACTACTCTGCGTGGTGCCATGCATGAGATAACACTTG
+GCTCTATTATGAATACCTTTGTTTATCCAAGAGAATTGATACGAATATGGTGCCTTGCTC
+ACCTTCGGCCTGATAGGTGCCTTCTCTCTGGAACCAATATGTACTGTTGAGCCGTCATAA
+CAGAAGCAAACTTCAGTTTGCGATCTTCCCTCTAATCTTTTTGGCCCCCATTATATATTG
+TATGGCTACTGTCACAAGAGACACCAGCCCCCGCTGGCTTGTGGTAGGCAGGTTAGTCTC
+AAAGCTTCATGCGACAGTCACCTGGAGTAGACGGTCCATATCCGGCTGGGTTCTGTCAGT
+ATACACCGAGACCCAATATGCTAAGGGAGTGGTGTTCTGGACTTCCCTCGTGAAGTACTC
+ACTGCCTCGTTCTAATGTCTTTGCTTACTGGTGAGCATGTAGCACCCGGATGCGATCTCC
+GCAAACTGGCTTACGACCGTACAGCAGAAGAGGGACCATGCACCGAAGGGCTGGCTCTTA
+TGTAAACCTATTTCATAATGCTTCTAGGGTCCGGATATCATTCCTCTCATCCTCCCTCGG
+ATCACCGAGCTCGTTAAAATCTGGTGCGGGTGATAGCAATCTTGCCAGGGTACATACAGC
+CAACCCACCTCCGATTAGTCTCATGACTCACATCCTACAGCTTGTTAGTCGAGAAAGAGG
+TAGACCTCCACTAAATAAATGACCTAATGGCCGGCTGACCTTAAGAGTAGGCTGAAGGTA
+AACGTAGCCCCGGTTCCGCACTACTAGTAGTCAGCTTTCAAAGTACGCAGTTGTTTAGGC
+CGCGATTTGTTAAATGGGACAACTGGCTTCGATCAGTTTGTTCGGCAACTAGTGTTATCA
+TATGCCGAAGTCCGTCTAGTCCTGTAATGTGAATAACAGGCTTAGGGCAAGGCGAGGGAA
+TGGCAGTATCGGATGGGGCGTCCCCTTCTCATAGCCAGAACGACACCAGGTATCATGACT
+ACATTTCGCTAATTTCGAGGACAGAAGGAGCACCCGATGAATTACTCCTTAATTCTTTGT
+CCGGGGGCAACACCACCAAGATGCCAGTCCAGATCGAGAATCTCGGGGGGATCAAATGAG
+AAAGTCCGATCTTATTATGTAAGGACAGGAAGGCACTGGATTGTTTATTGTAGCATCCCG
+GATCGGGGGGCGTACGAAATATCCCTAGATCGTTTGGGGAGAGCATGTCTAGGCGCCAGG
+ATGTGTCAAGCAGACGAGGTTCCTGATACTCTGCTTTTTACAATGGTCGGACACTTGTGT
+ATCTCGAAAAAGCTGTCAATGTCCCCTAGGATGAACGCTATCTACTGGGGTCTCGTTTCG
+GCACCGGAATTACAAGCCGAGACCAATCCCGCGTTACACGAGTGTAAACCGCGACATAGG
+GAACTTAATCCTTCAGGGGTGGGTCAGCCTCACGTAGATTGACTATGCCGCCATATCAAC
+GTCTGTTATTCCGCTGACCCAAGGAGCAGATGGGCCAGAGATGCCGTTCAGCTTCATCTT
+CGGACACGCTCCTCCCTACGGCCTCCAGGACGGGTCATTGGAAAGAGGCCACGTACGCGC
+GCCATCCGTACTCACGCGGAGTCATAGCCAGGGCCCCTAATGTGATATCACGACGTCTAG
+CTCACTTATCAATTTTCCTCTGACCAAATTGCGTGAAGCCTTAGTAAGTCATTTATGGCC
+GCGGATTTGTTACATTCACTCGGACGGTAATGCACTCTTGTAGATTGAAAGTTAGTTATG
+CTTCTACCCTGCCGACCTGTCCACTACTCTCTAGACCGACGGGTAGCCCTAAGTCGGATA
+AATCCTCGGTACGTTGGGTCTTAAACTGCACTCCGCACACAGTCAGGACGCATCCCCTGT
+CTTGCAAACGACGACTACTCTGAAGTGCCGTCACTCTGAGCCCTAAACACAATAACCATC
+CGCCGCAAGCGCCTCTGAGTTTACCTACGGTTGCACATGATTGTGATAGGTCCGACTGCC
+GAGTTTGATAAGGGAAGCAATCGTTTAGATGCCTAACAAGATCCGGGTTCTGAGACTGTA
+TCGATCCGCCCGACATTCACTATAATTGTAATATTGAGCCGCAGTAAGAAATCAGTCTGG
+ATCGCAAGCCATGCTGTTTACCTAGTAGCGGAGCAAAACGTTCACTAGCTAGTGTTTCAA
+TTAATGGGAGTTGGAAGTCTTGCACTATAAATGAGATCCCTTTAGAAAGTAACGTAGATT
+CGTTGCCATAAGCACCAGGGCAGACCAACTGACATTGGCGGCGGACTGATCATACTAACG
+TAGTAGCGTGCTACAGCTCGTTGAGCGCCACGTGATGTTACTGCGTCACCCATTTACAAT
+GAGGACTGTTACTCTCTAAACTCGTCTACCTATAATGGAGTGAGAAAGTAAATCATATCT
+TGACAAGGTATTTTCCCAAGTGAAGAAGCTAATGTACGAGAATACGGTCGGTACAATTAA
+CCTAAGATGCAGATTATTAACTACTCATGGGCCTATTAATGCATAAAGGTCGTCGAAACT
+CCGGTCACAAGAAACCCCGACGCATAAGACCAGGATTTAAGTCCGTGGCACTGTATCCGA
+TAAACACAGCCGTTAACCTCTAGGCGCAATTTTTGAAGGTTTATTAGGTAACCCTATGTT
+TGTGTTCCGTTACCCGCATTCTCCCAGTTAACTCACTGTGAGTGTTCGCTACCCGTCCTT
+CACGCTGGTTAGCGTCCCAGAATATCAAAGCGGCATCATTTATGTTATGTCCCCGCCTGG
+AGCAGCTGACGCCGCACACTCCGCAGAAGGATACGCGGCAACTCGGATCGCCGAACGTGT
+TGTTCACAGGGCCTCCCGACACCTGTCAAATGGCACGAGGATTTCCCTGCAGGAACGAGT
+CCTAGAGTGAAGGAACTATTCTTGTCCGTGAATTTGATTCCCACCAACGACCGGACGGTG
+GCCTGGGTTTCTTTAGGTACCTCGAGATGGTCATCAAAATCATTAGGTACCGCGAGTCAT
+CTGCAATGGTCTGCTATGCATGGTGGATGCGAGACGTTTTGAAGTCCCTCCATACTCAAA
+ATCCCTTGGATCAAACCAAACGGCTGTCTTTGACCAACGTTGCAGAATATCGGGTGAACG
+CCATTAGAAGTCGGTGTCTGGACCGCACATCGGGATCGTGGTGTGTGCTTGCTCTGCGTT
+CTATCATGGTCAGCAACCTCTTCACACTGAAGGAATCCATTTTCTGGAGCGGGCGGAAGA
+TAGCATGTTTCGTGTGCCAAGTGGTAGTTACCTATCGCTCCGTCGCCTACATCAATTTCT
+GAGCTCACCTAACATCGAAGCATCCTCTCAGCAGCCTAGCGACGCTCAATACGCGGGTTC
+ACATCTGAGCCATTTCGATCGTGATCTTACCTCCTCGAGACGGGTGAGGCGGCCCATCAC
+TCTTCTGGCAGCAAATCGACGCGCCACATTCACTGGGATGACGCGGATTGGTACAGCTAC
+GTGGGCTTAGTCCCAGAATAACTTCGGCGAGTCCATCCCTAGCACGACAGAGAGTAGAAC
+AGGTAGTCTATCCGAGTAACTCATAAAACATAGCCCTGAAGAGGCCCTTTCTGGGCTTCC
+AGGCGATCAAGTACGTACCTGATGGTGCTGCTTCGTGTCTATACAAGTTCTCAGTCCTTG
+TCGAGCCTCAGCTGGTAGCCCCGCGCAGGCGGCCACAACCAGGTACCCACATTGCTATAG
+CGCAGAAATAGCACATCGTAGCAACTGTGCTCGAATAAAGGTTAGATAGTCAAGTGTGAT
+AACGTTGTTATCTATTACCTCTGGCAATTTCGCCGTATAAGAATCAGATCGCCTAGTGTG
+TACTCGGATGGCCCCAGCAACGAAACGATCCGCGTCGGTGATATACCCAAGGGGACGCCG
+CGCCTAAGCAAGCTAACGGGTATGTGTCGGCCCGATGCGCCACGAGTCAGCAAAAGCTTT
+AATCTCTTCCTGTCTAAGCCGCATCGAGGCCAAACTCGTTTGCTCACAGAGTCTAAGGGG
+AGCCAATCTCAGACTACCGAGGCTGTCCAACGTATTATAAGTCAGTATAAGCGATGCCGT
+TTCAGGGACGTCCCTTCGGCGTACTAAATGTGTGTTACCATTTGGCAAATGGCCCTCCGC
+GCTTGCGGTTCTTGGTAATATCGCGCCGTTCAAGGTGCAACCTCGTCTCATGAACAATTC
+TTGTCAGATCCCATGGCTGAGCCAGCTCTGTGATGCCGATCGAAGATTGTGTGGCTGTTC
+GCGCCGCGCTAGTGGCCTTTGAGGCGACTTACACTTCTTTATGCTAGGAAATAGTACTTC
+TATCCCGCCCAAGCGTTGGTCGGAGTGAGACTTACCGGGCCGAGCTATAGCCTCACACAT
+GAAAAGGCATTGTTCGAAGTGAATCCGCGGAAGCGGCCCATATTAGGGTGAAATTGCTCT
+GTAAACACAGATCTCGCCAACCCATGGCCTGAGGCCTAAAAGATAGCGCCCAGTTAGAAG
+TGTTTGGCCCTCGGTGACTTGCTTAGCCGCGACACTGATAACACTACTGTTGAGTCGGCG
+GAAGGAGTTTTTAGTCAGCTGACCTGCCGCCCTGGCTGTTTTTTCTCCTAATCGCCGCAG
+ACCGGTACGTTATCAGCACCTAATATCTTACGAAATCAGTGGAACCCAAATCGCGGCCCT
+GTGATTCTTTAACCATGCCTCCAACCGCACAAGAAAGTCACCCGGTAACGACTTCGGGTA
+AACATTGTTCCGAGTGCTTCCACCACGCAACGTTGGTGCTGAAGCTATCTTGACAGACCG
+ATCGCCCTTGTGGTACGTATACTGGGTGCAGCAGAGCTATAGGGCCAAACGGGCCTATAG
+CCCGTTCTGTCTTTGCTATGCCTTAATGTCTAATAGGTAACACTCCGTTCTTATAGGTCG
+CCCCTCTCGCAATTTATTAATCTGCTCCTAGGCTTTTGTTAACTGGTGGGTAGCGGTCCG
+TTCAAGCTGCAGTCGTTACTTGAGACTGCAGGCATTACCAACGAGGTGGGCACGACTGAC
+CGCTGCAGCGGATTTCAAGCAGCGGACTGAAGTAAACCATCGGTAGTACGATGGGGGGTC
+ATGTAAGTCCACGAGAGACACGCCGATTTTAGGGTGGACTACATCGTCTGACACCTTAGG
+ACTGGGTACAGTGATGAAAACCACGATGTAAGAGAATGAAAGTAATAGAGACCTAGTGTA
+ATGTGCATCTTAGACGATGCTGCGGGCCCCCTTCGAGTAGGCTCCGATGACGGCCGCTGA
+CGCTGAGTGCAAGAAATACTATTTGATTGATGTACCCGGAAAAAGAACTGGTCCTCGTTA
+GTTGGGCACCTTACTTGGTGCATCACTCGGCTGTAACTCGTTGATTCTTATACGATCCGG
+ATCCACCACGAGTGCCACCTACCCGTGCCCGAGTACGGAGCATTCCCTCTGCACCTTTAA
+TACCCTTGTCGGCCGACATCGGCTTATGGATAATCAAGGGGCGTGCAGAAGCCACGATTT
+TCGAAACGCGAGATTCTTGTAACGGGTTCGATCACATTTTCTACAGAAGCGAGTCTTGTC
+GATGGACATACTTCGTGATGAGGAGATGTGTTTATGGACCCCGTCATGCGGCGAGTCACG
+AGAGAGGCACCTCATTGGCCAGTATCGCTAGAGAGCCACCAGTATAGCAATGAGACATGC
+GGAACCTCCGTGGAATTTCGTCTATCTGAGGCCTAATTTATGGATAAGTAGTGTGCTATT
+CGAGCAATAGTGGCCCGCTTCTTAAGTCGGACCATCAACTTAGGGTAATGACGTTAATTG
+ATAGAAATAATCTGAAAGCCCTGTCTCCGGTGGTGGATTGGGTAAGGAGGCAAAACTAAA
+TAAAAAGTATCGCTAACGTGTAACTAGCCCAGCGTCGTACCTCCATGTAGTCTATCTTGA
+TTCCATAAAGCAAAGATACAGCCACAGATTCACGGCTAGGTGCGCATTGAGCCTTATGAG
+GTCCCCCCACTTTCGATCTGCTTGCATGGCACTGCGTATCCTACCTACAAGATTTTTAGA
+ACTCCACATCCCAAGACACCGACTAGTGACAGGCCCCATAATCCTGACATCTGGACCACA
+GAGATCGTCGAGGTAGGTTGAGTTGTTACACACGGTTCGTCTGATATCCTTGGACCGCGC
+CCGACCAGTCGTATGTCCAGTCAGAATGACCGGCTCACTGGTTCTTAGAATATGCGGCAT
+AGATGCACCAGCATTGTTCTTTCCTGATTCGGGGCATTTTATCCCTATACAGAGATTCAG
+ACTTACGGCACGATCGAGCTAACACTAATGACATCTTGTTAGTGTTAATATTCTTACAAT
+CTCCGATCTAACACCTGAATGGAAGTCAGCCGGCAATATCGTTTGATTTCGACTTCGTAT
+TCGGGGTGAGCTAGGTGAAATGCGCAGGCTTTTACCTGAAAGTACCCCCTACTTTTACAA
+GCGCTACCAATTATTATAGATGAGGCCAGGTCGTAGGTAACTCGGATGAAGTATGTACTA
+ACTCGGAACAAGAGGACGGCAGAACTGCGCGAGCGGGAATTAGTGTTTACTGCGTAAGTG
+TTCCCTTGCCGTTCAGCAAATACCGTCTGTAGTACGACTAGTTCGCAGTATTGCAGGTTA
+CGTTACCCATGGCCTTCTGAAGTGTGACCCTACTCGGTGACTCCTGAGCATGCCAAGAAC
+CAGCCCCCTGATGACTGGTTCTCCCACCTCTCTTCAGACGATGCTGAGTCGAAATGCAAC
+ACACCACTTAAAGCTACTACTGGTACTACGAACGATTCTAAAGTTGATGCCTAGTCATGT
+AAGATCGCTGCTAGTTTGTGGGGTTCGGTCTCAGCCGGAGCCTGTAGGTGTCTCTTATCT
+GCACACAGCTACCAAGATACTTAAGTGCACTCTCGGTCAACAGCGCATAAGAGACTTCTG
+TTCTCGGCCCGCCCCCAGGAGGAAGTTTCATCAATATCTGCAGAGGCAGATTGTCCCAGA
+GACATCTGGCGATGAGAATCCCCTGGCAAGAGTTGGGTGTTTCGCCGCCCTGACGACGCT
+AGCGCGCAGAGATGCGACGTAGAAGGTGAATATTGATGTGTCGTTGACCTAGGTCTTAGG
+CGGACACACCCCACGGGAAGGAGTCCGCAAGCCCTATTTCCGCGTTAAAAAAGAATTCAG
+ATCATTCTGATCCGTGCGGAAGGCACCCGCTACGTCGGACTGAGCCCTACTAGAAGTTGG
+GGGCGATTTTATTGGCAATAGATCTATAGAGGGATCGATTCTATACAGTCGAACTCTCAA
+TCTTGTGGCCCGGCATGACGCTTCATTGGGCATCGCGGTTCTCTACTTAAGTCGCCATGA
+CGTATACTGGGAAACATATGCAGCGGCCGCGCATTTAGCAGACTCGTCGCGATAAGGCAT
+ACACCTGCAGCATTTTATTGGTGTCTTTGGTGTCAGCGACATCTGAGTAAGACCATCCAC
+CGAATACTCGTCAGAGACCCGCTGCCACCTCCTCCCTCAAGTCCCCTGTTGCGGTTGCAT
+ACTCAAAGTGATCCTAGGGCAAACCGTGCTTCTAATAACCTTGCCTCCCTTTCGATCTTA
+GTGTGTTCGAACACACGCACCGCTTGCTAGGCTCTCCTACTGTTTGCTCTATTTCTTTCC
+GAGTAAAGACCAGAGTTCGCGACAAGGTGAGACCGCTAAGATGGTTTAAACACATGGATC
+ACACTTCACTGCTTATCGGACTTAGCATATCCGATCCCGTTCCAATCCAAACTCGTCGGG
+ACGTGCTGATCGAGAGTGACGAGAGATGTCCTTCGGGCGGCGTAGAAGCGAGTCACCGCT
+TCCGCGCGAGATCGCCAGCACGGCCCCGCTTTAATGAATGCCGGCGTAACTCCACTCGGT
+GCGAACCTACCGTTCATTCTCAGGAGGACAATTGTGACCTTCTCATTTCATGGCCAGCTC
+AGCCTCATATCACTAAATTGTTTATATTGACATGGCGTTCAGCCAAAAATTGAAATAGCG
+TAGATTGGATCGTGTTGGTACGCCCTGCGCAAAGGTTGGGCGAAACATACGCACGTAAAG
+TCTCCAAGATTCTCGACCCATGGGCCGCCAATTACACGTTTGGCATGCCCTCACTAGCTA
+GCGCGGTCGATCATCAAGCTAGTCAAAATCTTGGAGGCGACGCAACAGAGCGCCAAAAAC
+TGGCCATTTCTTGCGTGGTCGGTACCCTCCCATCAAGTAACTGACTGCCACTAGGTGGCA
+AGAGTAACGCTCCCCGACCGCAAGCGATATGAAAACAGATCTATCCAAGCCCCGTTTGCG
+GATTACATGTCGACCCGCCGGTATTAATACGGTTATAGCTCGAAGTTTTCGTCTGTTGAT
+CAAAAATGTGTGCGTTACAGTTGTTGCTCGCACGTTAATAACAATAATCACAATATATTA
+CAATTTCCACCGCAGGACTGAATCCGCGCTAGCTTGATGAGCAGGACCCGATTACCTAGC
+CTCGTCCATAACAGTTATAAGCAGCTGCGGCATTGTCACAGACAGTATTACGTGGGGGTG
+GGCCTAGGAGGAGCAATCTTGGCTCGCTGTTCGCCGATCCGTTCACGGCAACCAGCCGCC
+TTTGGGAAACTCTCGCAATTCACATCGCAAAGTCGTAGCGCCGAAGTGGGTCTCTCACGA
+GGTTCCAAGGTCTTTCTGATGTGTCTACCTATTCTATACGTGGTACTGGCGAGCACACCG
+GACCCCTTTAAGAGGGACTTCCAAGCCATAGGTCTCAGTAGTAAACTGTGCGTCTACATG
+CTTATGGCCCAGACGGGGATGATCTTATCAGGAATGATGACCTCCTGTTATTCTTAGGGC
+AGTCCCAAGTTCCAATGTGCCGAGTCCCACGGCACATTGGCGCTCATGTTGTACTAGTTC
+GAGCGAGGAAAACAGCTGCCCGTCTACGCAACCGCAGGTCGCTGGGGATCATTGGCGGAA
+GTGACCCGCATCTTGAGGTAATTCTTGAAGCTCAGTCGGGCAGGTCCTAATTCACCCTGA
+GACTAGTACAGTACGGTGAGGGCGCGGGTACAACTCCTAGTTATCCTACATGCTCTTACA
+GCCGGTCACCAATACGTAAGTGCCGTATTTTCAGTATTCGGGGTCTTAGTGGCGCGCATT
+GCAAGCAAATGTTGAAACCCCTTGTGCGTGCCTCGGAGAATCAGGGTAATCGAAGCTTAC
+GCGATCGAGTGTAGTCACATCGTACTCAGGCATTACATCATGCCATGTACATAGCGCTAG
+TCGTCCAGTGTCAACTGTTTAAGGCTCGTGACCCAAGTTGATTGAAAGATGCTACTTTCG
+TACTCGAAGCCCCACGAGGAGGGGGTTCATATCGCGAGATCTCACTCAATTCGTTACTGG
+AAAACGTGTCAACCAATCTCCGCATTCGGCTCTTAGAGTAAGGGCGGCGTTATTATATGA
+TGACTGTTGATATGTCCGTTATAAGGTTTGCAGTATCGACCACTGAAAGGCATAACGCTC
+GGACGAGGCCCCTCACACAGTCATACTGGAGCATCATAGAATTAGATCTACGGTTAAATT
+TAGACAATCAGGACCCCAACGCTCGCTCATAGGCTTACACGTTTAGATGCTCACCTCGAG
+CGGCTCGGTAATAAGGTGCATCCCACCTCCGCGCGATATTTATCATACTCGCTAAAGCTC
+GTGCATATGGAATCGCATTCTCGCACACCGGTCCTATCTGGCGGATTAGTCAAGTACGGC
+GCTAGCCCACCCTCCTGGCCGCATCATTCAGTGGGTTACTGAGGCAGCGGGGGTGTCCCA
+CTGCAAGCCTGTTTGCCCCTAAGGAGCTGAGGGGCAGTTACACTGCGCCTCTTACATCCG
+GAAGATCGACCTATCCACCCCTTATAGGTTGGGTCAACCTGTAAATCGGGTAGCAACCTT
+GTCTAAGGTGTGTCCTTCACGATTGAGCACTTACACGTGTTTTTAGCGAGCAGCCCGTTC
+CCGGGGTTAACTCAGAACTCGAAGAACTCTACCCATGTGAATCTTCTGCGGGGGAATGAC
+ATCCGTTTCGATAATTACGCATCAGAAATTTCATTAGCGTTTATCGTAGCTAGAGTTTGA
+TCCCGGGTCAAATCCATGCCCTACAAGACGCAGTCTGGGCGCTGATGGTATAAATCTATG
+ACTGAGATGACATGGGGTGAGCGTCTTGTTGTCGCCAGAGCCGCTAACGGTGAACAGAGT
+ACTACTGGCCGGCGTGTACGGGACTCACCCAACTGACAGTATATCATCGAAACGAGTCCA
+AGCCCCTCCGCGAAGGCTCTTATAGCTGAGTGCCAGTGCGTGCGGGAACTAGCTGGCGCG
+TTCATCAAGCAACACCAAAGGCAGTACTCAAGCACTGTTTGTGCCGGCTGCGCTAGTGGA
+CAACACTCTGCACTAAGATCTGGGTTGTTGACGAGATCGTCTAAACACTCCCAGCCTTCG
+GCACCACCGGGAAGATATGCACTAGTTCGCACGACCTACTGTGACCGCCCTCCCAGTACA
+CTGGTGGTGCAGCATTCCTCTCTGCATAGCAGTTAGCTCACTATACCTCGATGCGGGGGC
+CAGCCAAAAAGCTCGCGGACGCATAAAGCCCTTACGTCCTGCCGGTGTGATATTCCTCTG
+TCCGGCTAGGTACTCCATTTAGGTCGAGTTTAGATAATCAAGAGGCACATGCCCTACAGT
+CACGCTTAGCCTAATCCGCATAAAAAAGCAGGATTGGGGGCCTGTGGTTTGGTCCCGCGG
+CATTTCTAGAGAAAGACCCAGGCTCTAGTTGTATCCAGTCTGTCCTGGTTATCGATCTTA
+TAAAACAGGAGCGCAGACTTATCGTTCGATCGGGGAACTTTACGTTTTCATAGGATGTCT
+GAACGTGCGCAGGTCTTTAAACTAACAGCACGATAGATTTTGGGTAATAGCATGAATCTA
+GCTGCGGAAGTGATCCGACGGCAATTCGCAACGCTATCCGTCAAGTGGAGGGTTTGGTAG
+GGGAGGAAGCATCGATGGGTCGCAGCAACGATAGTAGGAGAAGGGGTGAGTTTCAGTTTC
+ATCGAAAACAGGCATGTCGGTTCTGAGAAGTGTGACCTTTAATGTATCACACACGTCAAA
+ACAATAAGGTTTTTTAGATAACCTCCGAACCAATCGACACAAGTAAAGCCTGGTAGTAGA
+ATATATAAAGGAATTCAGACCTCGCTAACACATGGTATAGCGCCTGCATTAAAAATCATT
+CAGACATAGCGCACCCGGCAGTTATGTAAGAGAATGTAAGGGTTGAACAGCTTAACGTTA
+GCTACTACTCATGCTATCTGGGAATAGGTCTAGTAGGTCGCTGCTGAGCGTACGGATACA
+AATTTCAAAGTCCAAGGCAGAACGCCCCTCGATGTTCTTAGTAGACAGTGTGAACGCCCC
+TGTACGGCCATCTCGTTCGGTGTGGGTTGGACGCTAGTAGGGATCCTTCCTCCCGCTGGT
+CAGAGTTTGAAGCCAGTGGGCATACACCGTAGCGAAATCCGGGAACCCCTGCCACGCCCT
+TCGACTAGTATGCCACGTATGGCTGCCTGGCTTGAATACTCGAACACGCATAGCACGTGC
+TCATTATCGCATCACCCGGCCACTCACCTGAAACGGGCTGGCCAACGGATGCGACTGGTG
+ATCCCTTTCCAAATAAACGGCATCGTAGGACTCGACATCAACCGTTAACCCGGCCAGATA
+CAATCCAAGACTCTCGAAGCACCTACTCACGAGGAACAATCCGGTACTAGGCCTCGTCAC
+CGGTTGAGACCGGCGAATCCTAGGCCGCATTACGACGGCTGCTGATTACTAATCGCCTTT
+TGCTCCACGTGACTCTGCTGTTTGACAGCAATGCATTTATTCCGTGCGTAAATCGGCATA
+CGGCCGCCGCGTGTAGCCTCAAGTGATTAGTCTGGCATCGGGTGATGTGTAAGCGGCGGA
+ATATAAGGGTCCCGCCTGGGGACATATTTATGCCCTTTCAACGGAAGGCAATCGGAGTGG
+CGCCGTCGCGTACAACGATCCCATGATCATCATGCATGAATCTAGGCCACTCTCTCGCCA
+TTAAGGAAGACCCGGAATCCCGGTAAACTGACCTCGTAACAGAAAGCTGAGATGGCGTAA
+ATTGGCAACACAGCAGTGTAGATGAGAGGATCACACTTTCGTATTCGAGCTCGGTATGTG
+AAGATAGTCGATCCGAATGATATCGACTCGACATAAAGCCAGGAGATGCCTCCGGTGACT
+CTGCCGCTACTTGCCTTGTGCCTATTCACGATCTGTGAAGCCTACTACCTCTTCTCTGTA
+CATTGATGACGTTGCAGCCGTATACAACTGGCGCATAGTGGCTCGCTTTATAGGGTCGCC
+TCATGACTGACCAAAGCGGCCATTGATACGCACCACCGAAATCGTAGTCGAACTTTAGTC
+CAAATCCTAACTCAAGGATACGTGATGGAGTGTAAGTGGCATCCAATTTCATCGACCTCT
+CCCGAGGCATCCGGGAATACATGATCCGCTGCTGGGTGAGCCGTCTAAAAGGCCATAGGA
+ATTTCGGCCGATTAGGTGCTATGTTAACCTCGCGGAGGAACACTAACGTGCTTGTCCGTG
+AGGCGGTAATGTCATGGTAGGAATGGCCGGGCTGACTTACAGCACTTGTAGGTCCCTGCA
+ACCCAGTAAATCCTCAAGGCATGGCGGGACTGCGCCCTGACATACCGCTTGGCTGGTGAT
+ATATCCGCCCACCTGCTGACCTGAGTGAGAACGCCATTATTGATGTATGCGATATGGAAT
+AGGCTTGGACGGGCCGTATGGTCACTCAGGTTGGGTTCTCCAACAAGGGTATTTACGAAA
+AGCTAGTACGCCTAGAGACGGGTTACACGCCTTTGTACTCATGTGCGAAACACGTACTGG
+CACGAACGACGAAGCTAGGTTGGTACCTCTACGTGTTCCTCGGAGATCCCGAGACTAACG
+GTATAACAGTCTTTTAAATGAATCGCTTACCAATCCCCATTATCCGCGACGAGACCGCGA
+GTTCCCAATTACTGAGACGCTTCCTCCTGTCAAACAGTTCAAGCCACCCCCTTTCACCGT
+TCTTTTCGAGTCCGAACATTTGCGTTCTAACGAAATCTAGAATTTCTGGACCGGTTAGAG
+TATGAGAGAGCCATATTGACCCAGTTAGTTGCGAAATTGAGAATATCCGAAACCAGATCT
+TGGGCGCACCGTCTGATGGATCATCACGACATTCGAAAGGTGAAGCTTAACTAGGTTTGG
+CTCACGATATGGAATTCGTCGGGATTGACAATGTCGTGCACAAGTAGTGTCCGAGTCATG
+TCGGTGCCCGCGGTCAACGAGACGTTTTCACCCGGTTGGATCGCTGAAATGTTCAGATGG
+TGCTCATTGATTGATTCTCGCCGACGAAAGCAACCCTATCGGGCAAGGGCCAGGTAGACA
+CTAGTATAGCACGATATGGGTAGTACAACACTATACCTCATGACCCACGGGAATTATATC
+GTAGCTTGTCTCATATTCTATCCCACAGACAACCTGTTGATTTGTGACCCCTCGTGGCCC
+AGCTTGCGTACAGAGCGTGAATGGTACTCGGCATAAAAAGAACAAGAAAACCAGCTGTAA
+GGGAACACAGCCACCGAGCGTAACTCTTCGTTACTGCAGATGGATGTACCCCACCCAACC
+GCCAGTTGCAGTGGTACGGCAGACGTGCGATTTGCCTTGTGAGTTCGTCAAAGAGGGATT
+AGCCAAGCAGACGCGGACCAAGATAGGTTGAGAAACAGTGAACAGGTGAGCAGCCCCGAA
+GTCACTTCTTGCGTAAAAGTAGCAGGTTTGTTCCGCCTATTCGTCTCGCTGCGACGGTAC
+CTTTGACGTCATAGTGACGGACGACAAAGACCGCTTAATGTGCGCCCTTCCTGGCGTGCG
+TTATTAGATTATGCTCGTTGTTCCTTAAATCTATGAACCCGTCCCCTACGCATTTGGTGT
+ATGCATCCTAAGTTGGATCAGCCGTCATGGCTCCCGGCGCTCGGGGGAGTCAATCAACAA
+AGTACCTACCTTGCAGGGTTACCTGGTCTTGTCTCTAACGCAAGACCATCGTCCAGCGCT
+CGATATGACGTTCGTACACCCCACAAACCAGAACTGAGGGATCATGGCGGAGCACCTCCG
+TCAGCAACCGTGATTAGTCACAGCATGGACGTATCCTCTACATCGGCCCCACATGCCCCC
+AGGCACAGAATGCGTTCTCAGACAGCGCACCCTAGGCCTCCGTCAATACACCCCGACCAC
+TATCTAGGACATATCCGGCAGCGCTCTCGTCAGAGGAGGAAAATATGTTGTTGTACATTG
+ACAGCGGAAAACCTCGTTCCAGCAGCCGCTAATATTTAAAAACAATGTGGGACAGTAAAC
+CTAGGTAGATTGCTTCGTCCTTCTTGTACTGGTGCTCGCTGCCATGCCGAGGTACCGTCT
+GCCGGATTGCGTGTGGGAAATGTGTGGAGTCTTGCCCTTTTGCTCATTATTTGTTGACTA
+ACGTTAGGAATCAGCTGAAGCTGGACAGAACAATAGAGGGGCCGTGAATCTGGTATAAAG
+TTTTGCACACAGTTATTGGTATGAATCTGAACTTAGGGGTATGTTAGCCCTGTGAGGAGC
+AAAAATGTCCAAATGTTTGGTCTGCGCCTAGTGGCAACGGAATAAGTAATCTTTTCTGCT
+TTGGCGAAACACATATACACCTAGGGCCACGTTTGAGCGATTAAAGAGCTTCTCCTTGAT
+GCGGGGATGGTCCTTGGAAACTTATTTAATGGAGCATCGTCCGGCGAGACCAGGCAAGCT
+TTTCGTCCAAGTAATATTGTTCTGGACCGGGGACTAGATTGGATGTGCTCTGCTGGACTC
+AGAGCCGGCTAGAATACCCCCGATTTATAACATGACAGTAGAGACGGTGGGTCTCTGTTA
+CGGCCTGCCTTAGCCGACTACCCCTGGTGCCTCTGACCAGTGCCCGGGTATATCACCCCC
+CGCTGGTCAGTAATATATCAAAGATGGCACCAGTTGTCAACTTCCAGACGCTGAAAAGCT
+ACTGAGGTGGGTATCTGGCGCCGAAAACGCTCATGTGGCGGATTAGGAACGATTGTGTAG
+AGTGGTGGATCCGGCACCCGGATTCCGCGCAAGGAGACTACCTTGTTTCATAAATTTAAT
+ATGAGTCCTGACCATACGCTCCGCGATGACGACTACGGGGCGTGAAATTTACGTAGTATT
+AGGTACGCGAGGCCGTAACTAACTCCTAGAGATCCCTTCAGAACTACCGGCCAGCCCAAT
+TCCCACAAATGACGGCTACAATATGCAAAAAAAGAAGGCTCACATTCCATGGGCATTAAC
+CTTGTGCGAGCTGAGAAGTCCACCAACATAGCAAGCCTTCAGTACGTTCCATTAAAATGA
+GCGCGGGCGCTGCACTCAGTATAGCCAGTGCTGACGTTGGAATGTCTCCAACATCAAGAG
+TTTGTTTGATAAGATGGGGGCGGTCGAGTGGGCCGATGGTTCCTGCAACGAGGTCCTCTT
+GGCGTACACTGTTAGCTATCTACCCCCTCAGTATACATGCTCTGCTAAATACAACTAGGC
+ACCCATCAAGAAGATCTAAGTCCTTTGGGTACAATCCCAAGTCAGCCAATCGGATTTACA
+CTAAACCACTGGATACTTGTTCAGCTAAACAAGATAAAGAACGACCAAAGCCTCTAATGG
+GCGTCAGCTGAACGGTCGATGGAGCGGTAACCCTCCGGAACAGTAACTTGCGGTATTACC
+GCGAACTCTTCTAATGCAGGTAGCAGACAACCCCTGCTCCCTTTCGAGGGCTTACACCGG
+TATCCATCCTCTTTCCCTACCGTTGGATATCTTGCCTTGCATGAGCGCTCCTTCCTGTGG
+ACGTTCCGTTTGTGGAAAAAATTTGCTCTGGGGGCCCTGACGCACCCGCCTCTCAGTCTA
+CGGTCCTGTGGGTATGTGGTGGAATGGTGTCACACACGAGCACACTAGAGGCGGTATGCT
+TTTCACTTAAGCGTCAAATATGATAACACCCGTATTCAACAAGTGGACTTTAGCAGCTTA
+AGTTTTACAGCGCAAACAATGGCAAGCTCGGCTAGTACATAGTATCGCCTGGCGGTAGAG
+TAAGCGTTAAGCGCAGTCTTGGCTTGCGGGAAAGCTAGCAATGGGGGCGTCGCCACCAAT
+AGATTCTCCCAACCTAGTACAGACTCCTGGTTACGGAAGGAGCGTCCTAAGATCATCACA
+TACCTTATGCTTAGATTCTGCAATGTTATGGTACAGAGAACTAGTACTACGGCCCTTGGG
+GAGCTTGCCTCTCACCGAGCCCATCAGCCCTTCGCCTTACAAGATCGCTACTTGACATCC
+ATATCCTTGAGTTCGGGCTGTAGGACGAGTACTCAGCAGCGGCGACGTCAACAAAGACCC
+GGCAGGTGGTGATAAAAAACAGTCGTGTCGACACTTCACTACTGATACACATACGAGGTA
+GTTGCAAGAAAAGGATTCCATCGTTAACCTCGAACCCTACCTCTTTGCCGTTTCAATATA
+TGGGGGCTGGCCAAACTCGCAAACAGGCGCACAGGCGATCCCTACGATGCTACCGCCCTA
+TGAATAGATACAGGTAGAGCATCATGAGGTAACGATGGATCAGGAAAGAGCCACCAACAC
+TCTAATAATGATGATAAATGCTCGATGGTCCGCAAACGAGTGGGCCTCGGAGGAACAAAC
+CTATCTGGGCGTCATTCGACGCGTCGAATGTACATGCATTTTGGCGTCGTATAGTCGCGT
+TAATCGTCTCTCCATTGCTGCCCTTTCTGAGTACTCAGAGGTGTTTCGGGATTGCTCAGG
+GCTATCGTGCCGTAGCCATTACCCGATAGGTTAGGTTTCAGTTGGAATCTTCGTAGTTTC
+CCGTAAGTCCAGGGAGTGGCATACAAGACTAGTTAATATCCTTGTAAGGGAACACTCTAT
+AAATCAGTATGGGCTAAAAACAAATGTCCGGGATAATCAAGCAGCGGGCCTCGCGCAAAT
+CCACAGCAGAACGTATGTGTAAAGCAAATACTACACGGCGGATACAGGTGTACTAAGACT
+CGTGTTACGCACCTGCATCCCACACACTGGCTGGCCTCTCCTTACTTAGTAATTGGTACG
+CGCACCCATCTGTTTTGAGACGCTAGGTCACTACGATAGTTCGCAATAGACCCGATGTGC
+TTAAGACCCGAGTGTAACGTCGAAGACGGCCGCGATAATATCGTGAATTACTCATTAGGG
+ATATACTTGGGGCAGCCTTACTCTTCTAACACTCAGGCAGGAGGTACTAGACGCTTGCGC
+ACGTGTAATAACGTTTGGGTAGATTTCGCACCTGCCGGTGCGGTTGAGGACCATAGGTGC
+GACTACGTGGCGATTTAAAAACCGCTCAGAGGAGCTAAGAGGATTCGACGATCAATCGTG
+CTATCGTTTTCCCAGACTCCCTCAACTCCTAATCCTTAAGGAGTGTGGAAAGGTACGGTC
+GAACCTACGCGACGGAGATATTCCCTTGAGAGTGGGTAATAAGCAGAATATTGTTTTGGG
+CAAAACGATCCTCAGCACATAGGTGCAGCGTGAGCATTATCCCCCGTAGCCAACGAAGTA
+AGTGTTAGTAAGACTAAGGGCGTGGAAGGCGCACTCCGCTTAGTACAATCACCTCAGTAA
+GTAACAGCGAAACTATAGGGCCGACGGCTTCTAGACAACGATCCACGGAGCGAACTATAA
+AGGGTTGAATAGAACGCATAGTCGGAAGTCATGTATAGTAGAACCGTTTCGACGTTTGAC
+GCCTACAGGATCCTTCAATCTTGATAGTTAAAATGCTAATATATCACCAAGAGGATTATG
+TGCCTCATGCGATACCCCGTACCAGTGTATCAAATAATTTTAACCCGAAAGTAAAGCCGC
+CGGGGGACGACGCTAACCGGTGTAGCAGGGATTAATGCAGTTAAGAACCCCCATAAGGCT
+AGCCAGTTACTTAAGACTTGACAACTCAGTGATCGGCGGAGAGTCATCAAGGTCTCTAAG
+ATAGGTGGGGTGTCTCCGTCTAGTCAAACTAACGGTTGATACACTTTATAAGCACGTGCC
+CGTAATCGCCAAAACGACCGGGTTATGAAGAGCGTCAATATATCGGCTTGCCCGGGGCAA
+TACCGTTTCGACTGTAAAAGGTCAACCCCTGCTCGCAGATTATAGTACCTACTGTAGGCG
+AATGGCGGGATCGCACCCCCACTTACCCTATTAATCGTTACGTAGAAGCTTTGAAGTACA
+CTTTTTCCAATATGCTCAACTTGCGGTGGGTAAAGCTACCTCCCGGTACCGGGTATAAGT
+CCTGGGTTCTACAAGTCTACCTAGAGCCGGTAGACTGCAAATTAGCGCATCTCCCTAACA
+GATGGTGGGTCTGCCATGTTATAGTTACAATAAACCCGAATTCTTCGGACCTTTTATGGT
+CCTACGAGTCGAAGGACTTATGGAGCCTATTGCGGTTGCCCCATACGGCCAACACTCTGC
+GGTCTACGATTTGTACTTGTCGAGTGAATCTGGTCCAGTCACACGCGATCCTCTTGGGAG
+GAATTCCACCTGAGGTGAACTACCTGACGCTAACTGGGGTAGCGTCGCCACCGTTCGTCT
+GGGTTTGTGGGCCAGCTACTCAGCCGTTCGGATTGATTTGCAATACATGCCGACCGTGAA
+TGTGGCAAAACCTGCGAGTATAGTTGATTTCCACTAGCCAGACGGCTGCTAAAGGGCATT
+ATGTAATTTCCGGTTACGGAACTCGCGTAGATTTAGATCAAAGGGAATCCGCCCGTCAGC
+GTTGGTAGACTACTCCGCCGTTGTTATGACCTCAGGGAGAAAGTATTAGGCTTTCTAGGG
+TATCGAACTTCCGCTGGCATACTACACGTCGGCGCCTTTGGAGTGGGGTCTTATCAAGTT
+CAGTCGAAAGACGACTTTAGATTGACCCCAAATTCGCTACTCGTTGGTTGAATTCGGCAG
+CGGGGCTAGTGCCGGATACAACTGCTGTATAATCGAATATGCAGGCAGGTTGTTGGGGTA
+CAGGGCCCAGCCAATTAAATTAGAGGGCGGCTACGGCATCCGCATGCACCGCTATAACTA
+GACCCGCGTTTCCCAGTCTTTACGTAGGACAATTAGATATCCAGCACGGCGCCTCTCTCT
+GTGCTTGCCCAGCATCCAGGGAACGGAAATAGATAATGCAAACTGGATTTCCCTGAACGC
+CCAAGAGGAAGCGCGCATACGAGAGGTATGCGGGCTAGAAAAGTAGCACAGGCCATTGCC
+TCGAAGGAAGACACTGCACGAGAGCGCCGGCAGTGCTTGGTGTATACCACCCTGGAGGAA
+GGACTGTAGCGGGCTTGGGGTATAATGCCGGCGTCCATACCGCTCTTGCGTGAAGCAATA
+ACGTTCGCCGGGCCAATAGTAAATCCCTCCCGGCAATTGGGTGAAGTTCCTCGCCACGTC
+GCCACGGTTGTGGCCCACTAGGTCAAGAGATGGTACAGCGCCCAACACCACCCACGCACA
+GTAAGTCCACCCACGGGAAATGCTCACTATTAGACGATTCAAGTGTAGCTCTTGTTCAGG
+ACTTCACGTTCGTTCCAAAGAACGGTAGGTGCAGGTAAGGTCGTGGGTCCAATAATCTTC
+AGGGGACGGCTCCCCACGGCTAGTCCGTGTCGTGGCCATGATTATAGTTGCTTTTGGAAG
+CTCACGGCGTGAGGTGGACTTAAAAGCACGTCTGACTCAACCCCCTGATTTGGCAGATCC
+GCGACTATGTTTTTTGGGATCTTTGACTGGTGCAATAGAAAGGCTAACTATAGACTATTA
+TGAGTCTAACACGTGGAACACGAGTTGGGTCCCTGGTATCAACTACTGTTTTTGCGCTTC
+ACAGACCTGTAGAGAACATAGTAGCATGGTGAGTTAAAATAGGCCGCAGTGCCAAATGCG
+GTAACCAACATAGTATGGCCTAATGGGACCCGTAAACCTCTAGCGACGTTGCACTTGAAT
+TTAGTTGATGCCATAAGAGATCGACGAGCTTCACGTGCGTTCGACGTTAGCTAAACTCAC
+TCCTCTGCCTACGCATTCTAATGTTATCTGCCTGCGTTCCCTCCATGCGGAACACCTGGT
+GGGACCTTGACTCTCTGACTTAATATGAGGCCCACGCCCACAACAGGTCCGGTGCCCATG
+CGCGATACCAGGTAGATTACGAGAATCACACATAGGCTTCGTGAAGGCCACTGACACCCC
+TGGAGACAAGGGGGAGTTTCATCTTTCCACAGGTAATTTGAAAAGTCAGAACCTAACGGA
+TGTGTAAATGCAGAGGGCCTTTAAGGGACAAAGTATCTATGACCAATATCACTTGAGGTT
+CTCGATGACAATCAGTGTAACTCCGCAAAGTGCGGATAATGTATAAGTGTATACCGGGCC
+AAGTATAATGTTCTCGCAACGCTCTCACCATGGTTTGGTCCTCGGGTTGTCTGTACCCGG
+CGCTTGAGGGTACTTGCCGAGCAACGTTGGTTGAATCTTGCACGACGTAAGGGGCAAGTG
+TGTGGGCCTGGTATGTCAGGAGTCCGCTGGTGCTGCTCCGTCCGAATATCGAGTCGAGGA
+CCCAACATCGATTGTAAAAGCGGGATTTCTGTAGAGCTTTTTGCTGAGGGTTGGCTAGGG
+GGTTGCCATCTCTCGTCAAACGTCTCGTGGGACGTATCATGAAGCGCGATGGTCTTAGTG
+GTCAACAAGGAATTACGAGCGGTGGTGCACCGCCGGGGATGGAACTCTCTCCCCCCAGAG
+GCGGATACACGTGTGGCGTAAAAATTGGAGCAAGGTACAAGCCGGTAATCACCTAGTTTT
+GCTTCAGCTGACGCGCAGGGAGTTATTCCAACCTCTATCTCGTCCTAATTTTGGGGAAGG
+GCCGACCTTGATTCTGAGATTATAGCCCCCCTTGCATGTTACCCTGAGCTAGTTGTTACT
+CAGCCGGATATTTATGGTTTTGTGGAGCTCATGGTACGTTGTAACCGAACCTGTACGCTA
+TCGGAGCGACATCGGAATCTTGACACCGACGGGTTCAACCATTAGTACGCTAAGACCTCA
+GGGTAACTAGGCCGGCTCAGCCATAGCTAGTAAGCCGGAATTGAAAGTCTGGGTCTATTG
+TCGTTGCCCCCGACGCCGGGTACGAAGTAAGGGGTATACATTGGAAGTCGCTCAAAGTCC
+TCGTACAAGACATCTTGGGACGGGACCCAGTAAGACATACGCACTCTGATTATGTGGGAG
+GAGATTCAATCCTTCAGTAGAAAGAAGCGGTCCTCGATAGGAAGCCCGGTTTCCCGAAGG
+TCAATCTACAACTTACTCACCCCGGTAGCAGTCGTAGTAAATTCGAAGAACAGGCCGTTA
+TTAATGTTATTGTCGTATACCAGGGGGACACGATACGCGGTGATCCGGGGATGCAACCGC
+GGGCCTGAGTCCAACTCGGCTATTAGTTCCAATGCCTCTTATGAAGCAGTTTTGACGTAG
+CCACTGTCTGCGGATAACCACGCATGGCTAAAGCATGTGCTGTTAATTGGCTTTCCAAGA
+CAGGCACGTAGGCAGCGCACACACATTGCGAGCACAGTCTTAGACAAGCTCTCCGAGAGA
+GTACTTTCCCTTCGTCCGACCTTGTTCCGACTAGCGGCTTTTGATTGCTTGCCCGCAAGG
+CGGCTCCCTGCCGTAACGTAGAACAAAGGTAGCCCAGGACTTAACCAATAACTTAAGTGC
+ACGCCCCGCAAGGTTGAATCGGAATGCTACTTCGCCCTCTACGTGGGACAGAACCGTTAG
+GACTTTAACCACAAGGCTGCCGCAGAGAGAAACATGACCTCAGTCCGTTCAGGAATGCTC
+GAACCCAATACCAATAGCGCCGGCCGGATGTTGGTGTGGGACACATGGCCGGTTGGCCCT
+AAGGCGTGATCTCGATAATCGATGGTTGTACCTCACGGCAAGCGTGTAGGGCCAGAGTTA
+TGGACTGTTTTATGACCTTTGGGTCTAACAGTTACTTACCTGACACCGGCCACCAACTGA
+TAAAGCAACAGCCACTGGAGGGCAGACCCCACCGGTCTCTCTCAGCTCATAGTGAGAGAT
+GGGACTGAGTGCTTCGGCGTTGGGGGTAGGTACTCGATCAACGGGATTAAGATGCATTCA
+CTTTAATATTCACTGATTCGAACCAGCGTAGGTTCACTGGGTACTGATATATCTTTGAGC
+CGCTAATGGACTAAATATGAAACGAATAGACTGTATCCAAACAAAGGATAGAGGACCCTC
+GTAGCCCCTCCAAAGGATCTATGGGAGAGGGAGAGTTAAGTGGATTCGATGAGTACAGAC
+TACCGTTTCGCGGCCGAGGGCAACCGTTGCATGTGCTCGTCCTTGGGCTGATTCAGCTAA
+CCCAAACAATCACGTTCGTTAGAATGTTCGTCTATAGGCATCTCAATTCTAATATCTTGC
+TGTACCCGCAGATATTAGGAGGACAGTCGTGAGATACCTGAAACGACCAAACCCCTGCCG
+TGAGACAGTCCGATGAGATGGCTACATTGCTTATGGATCCAGCCCTCCCGCTCCAGCCAG
+CCCGAGAGGGCACAAACGCGTCCGCAGGTAGTTAATACAAGGGAAGTTGGTTGGGGTTCT
+CAGCTACGATGTGGAATATCGCAAATAAGGACGTCCATCCCACTGCGTCCAGCTCGGCGT
+GGCACCAACCACTCTCTCACCGACATTGCTGTCCCTCGTACCTTCGTGTCGACGTGTATA
+ATACCCTCGTAGGCTCTAGCGTCACTTTGTGTCGTGAGTGGTTCAGTGGCTACAACCGGG
+AATCACGACACTTTGATCCCAAAAGAGGCGGTGGAGCCGACTAGTCGGTCTGGTCCATGC
+TAGATGCAGAGTCACTGGCTTTCTCGAGGGACAAGACGACGCTCAAAATGCTCCAGAATA
+CACAGATCGCCATGCAAATTATATCCGAGCCCTAATTCGCGCGAAACCTCGAGACTCTAA
+AATATCGCAGCTCTAATTATCTATCATTTGAAGTGCGCTTGTCAGCTCGGATTCCTCCCT
+AGAGTTCGCTCTTCATTATGAGATGGCTCGCTCGTAAGTCTTATGCATTGGTAAGCATAG
+GTGTAAGTTAATATTACCTATATACCTAGGTTGCTTTCATGATGCGTGAGAGTGCGAACT
+GCTGTAGACTCGCCGTCCCCAAGCACCACCTTATCTGCCCCATGGGATCGCTCTGTTTAT
+GGGTAAATGACTAGCTGCCGTTCGCATAGGAGCTAGCGTTGTTGACCATAATGTTCCTGT
+CCTTAACCTGAGTTGGTCCAGCGTACTTGAAAGTATTCGACTAACTTCAATGCTCGGGTA
+ATACTCGCTGGGGAGGTTTCTCGTGACGGAGACAGTGGAAGGTGGAGTCCTGCATAGTGT
+TGGGCTACACATAAGCTGGTATATACCAATGGTGTGGAGCCCCGATTGCACAGCCTATAT
+AGGTCCCTATATTCGGACCGATTTGGATCTTATAGCTTAGCATGACCCATGAATTAGGGA
+CAAGTCCCGTCGCATATGACTTCATATAAGTGAGGGACCAGAACCGTAATCATGCAGATG
+TGTCGCACGTGCACGATCTCCCCTGAACATGGCCGTAGATCAATGATGCTGTTGTGGTTC
+GGTAGGCGGCAGGACATGCTGCAACCAATGCTGGTTTGAGAAGCAATTCGTACAATTGAA
+TTTGTCATAAACTACGTTCCAATACTTTGCGGTTTAATTAGGCGACAACGAGTTTGGTAT
+TAGTAGATGACGTAGTCTTATACCTTTTAACTCAAGGGAGTCAGCCGACTTGGAGGCTGA
+TCGAGATAATGTGCCCTGGTTCGAGTAAGCCAATGCAATACTGACAATGAGTACTCGGAT
+CGACGATTGAAGTATTAGAATATGTTACCAATAAATCGGTAGAGGGAGGCGGTCGTCTCA
+TAAGTGTTGGTGGGGCACTTTGCTACGTACGAGACGGGGATGAGCGTCGGGATCTTAATG
+GGTTCCTCGAAGTTCTCAAGCCTAAATATATCGCGACTTTCGAGACGCGCAGACGGGGTA
+TCTTCTAGAATCGCCCACGTCGGGGCAGACTCGCCACGTCAACAATGAAACTTAAAAGAA
+GAAACAAATTGGAGTGGAAAACATACGCGATAGTGACCATCGATATGTGGGCGCTTGGAC
+CACCTCCTGCTGGAGACTTAAGGTTTGTTAGAATATCACGCTAAGTCAAGCAGGCTCACC
+TGTCGGACGCGCGTACACTGTGTTGTCGGCTCATTAAACAATAGTAGTTCATGAGGCGGG
+ATCGAGGGAAAAATCCCCTTCAGAGTCCCCCCGGGCGCCAAACTGCCCACGGCCTGGCGT
+ATGTAAACTAATTCCCACCTAAGCTTAAATTGGTTTGCGGCGTGTTATGGGAGACTATGT
+TAGCCCCAAACTGAAACTCCCTGCGGCCAGTTACCACTCTAGTTAACGTGTGTAAGACTC
+AACTAACACATCAAAGCCACCGGCCTAAACTGTTCAACTAATATATAGATTGATCAGAAG
+CGACCCACAGCCGGTCCGCTGGCCTCAAGTCTAGACGATTATGTCGGAGTCGGTCCAAGT
+ACAGACGCGCTTAGGACATCGCCTTCATAGACAGAGTATGGTCGTATCCCTAGCAGCCCA
+TCGATCTCAGCAGCGGGAAATTAACCAGAACGCCATACTCTCAACATAGACTATTTTGAT
+GGTGACCCGGCCGAGACGCACTTAGTCATGCGGGCCCTGACCTGGATTGTAGAGGTAGTT
+GGAGAGAGCAGATTCATACCGTTTCGATACGAGATCCCATTAGAGTTCGAAATTACATCC
+CATAACGCTTCCATAAAGCCAACCATTGCTCGGAGTGTGTTGATCTTTGTCTTGGTCCTG
+CTTAAGGCCAGCGTTCTTGAGATTTGTCGTCTCTTTGAAAAGTACGCCCCGGCCGGTCGA
+TAGCGACATCATTCCTACCCGGTCCTTGAGCTATCTCCGTGCTCCTCGTGGATTCTAGCT
+CTGAAGGCACATGAATTCGGACAGGCCCAAGACACACTTCTATGGGCTACTGGTTGAGCT
+ACTCCTTTATACTAAAATTATGTGATCGCCTGTAGCCTACTACCTTATCCAGGCATCAAA
+CTCGCTCAGTTAGTCGCCAGCACAAAGCTTTCGCACATATCTGCAACCCGACCCTCATCG
+TAAAACGTCCTAGGATGTGTCATCAGACTAACTTGCTATTCTGCAACTAGCAGGAACCTA
+CCAGCGACAGTTCTCATAGGCGAATTGACGGTTCGATTTTAATAGAATCTCTAGCCTTCT
+CGTGTGCAATATCATGGCCTCTGCAGCGTATCCCCCCGATCGGGTGCTGACCAGTATAAG
+CGTCTCGAGGTTATACTTGCATGTCGCGCCCATGAGGCTAGAATTCAACTGCGCAGAAGC
+TCGACTGAGATCCCGTGTCCTGGCAAACCACGATCACGGCATGACTAGCCACAGCTATTA
+GGGTAGGACTCCTGCTAAAGCCTGTAATGTGGGTATACCGCCTGGCGAGACGAGACGGTA
+TCGGACTTGTAATGCAACCAGCAAATTGGGCGCGAGTTGGGTTTGCTAGCCACCTGGCAT
+ATTGCTTTCGAATTATAGACAGTGGGGCCGAGGCCTGAGTTTGAGTGTATCCGGAACGCC
+GATGGGCAAACGAGCCGCCGCAGCTTAAGTGATTTGCAGTAAAAGTTTAGAATCAGACTT
+CCGGCAACGATATACGCAGAAGGAAGGTGTTCCTAATCCACGATGTTGTCGTATTTTAGA
+AGACTGAGTATTCCTCCGCGCAGGTGAGGCCCCTGATTCTGGAGGCACACTATAAGGTGC
+CTACTGACATACCGCAGGGTATAGAATACCCAACTACACAGGTTTGTGAGCCGTGCTTCA
+CCTCCCGGGTCTGTACCATAAGCACGTTGCGAGGTCGCCCCACGGCGTCTCGTTCGCATG
+GCGAAACGGGGCTACTGGTTTGCTAAGAATAATAATTAACTGGCACTTTGCCACTATCAG
+AAACCGAGACGCAAAAGCCGGGATCAGCAAGGATTAGGCAAAGAGCAAGTATGAGAGCAT
+AAAGTCAGGTTGACGAATTCACACATGGAGAGCAGCCGCCGGGCTCTGTGATACAGGGCG
+CACGCCAGCGAGTTGCCGTGGCTTCGGCGCATAGGGGCCCGTGAGGCAAGAACTTTCCGC
+TAAGATATTGGTTCCGCGGCAGCTCTACCACCTCGTCTCGCTGGCTCTTGTATATGAGGT
+CATTAGACTGACCGCTGTTATGCCAGATAGGCTCTGGTTGCAGAAAACCCGGAGGGCGTT
+TCATGCGCGAGCCATTATTAGTTTTGATGCACGGAGAGATTCATAATGCAAGATCTTATT
+TGCCTCACGATAAAACTGAGCTTCCCTGTTCGACAATACAGAGAAGGAGGCTAATACGGC
+CTGCAATATCGGAGTGCCGAAAGCCCATCAACTCCTCTATGCGAAGCTAGTATCGCAGCT
+TTACTGACCAATCGTATAGGGCCGTATACCATTGCGTGTCGAAGACAGACGGGAGTTAAA
+CACTAGCGGATTAAGATAAGTCTTGTATCATTTGCATAAAAGCCTCGGGAGTTGAGACTA
+TGACATACAATTACGACTTAACGTCTTCATATGAAATGCACTGATGATACACTCACAATG
+ATTCGACTCATCACCGGTCGTGGTCTCGGAATGAAGCCACCTGCACAACACCCCTATCCT
+ACGGAACGTTGGCACCTGGACCGGCATTCAATTGTGTCCAGCGCACCCGCAATTCGGGGA
+CGTATCTTCAACCTCCCGTGTGATTTTGTACACACCCCGCTTAGCCGTTGCGACTCGAAT
+CGAAAATAGTAGATCTAGAGCTTCCTCTGGCCCTTCAGTGTGCCAGGTTGAGCTCTAAGA
+CAAGGCCGAAGCGGCAGTTTTGTTACGCATCGATCGTTAAGTCTAGTAGTAAGCTTGAAA
+AAACTGACGACCCGCCTAGCGCGGTGTTGTAGCCAAAGGTTTTCGAATCTGCCAGAAGAT
+CGCTTCACAGGTAGTTATTGCAGTCCTCTAATTGATATTGGTCCAGTTCACTGAAGGAAT
+ATTATGTACTTTATGGATGTGAGCGCTCAGGTTTGGGGCCACAATCCCGTCCTTATGTAG
+GAGGACGATCCCGTAAGTACATAGATCTAAAAGTAAAGGGCCCGCGTTGACCTCTGGTAG
+AAATAGGTAGGCCTCTACGGGCGTGCTACAGTATCGACTACGACTCCTGCTTTTGGTAAG
+CTTGCACAAGAGCCTTTCCCCACATCATCCATCTTTACTGTAGTCATGTAGGAGAAGATA
+CTCCACCGAAGGGATAGCTCATGCGATCGACGGGTTACAGCGCCTTATATATCTGTGACT
+ATAAACTGAGGATAACCGTGGTACATCTCTATCTCGTTGTGGGCACCTATTGCTATGATC
+GTCTTCTTATATCTGCCACCTCAGCCAGCCGCCTTCCTTCCTTGACCGCCGTGGAGCAAC
+ACAGTAGCGTTTCCACGCAGAATGACTAGGCGTTTGACGGGCGCGACTAGTTTCTCCTGC
+GTATACGCTCGGGACTCGTGCGTAGAAGCTGTATGGTGGGCACGATCGTCACCTACGCGT
+TACCGGCTCAAATACACACTCACTACAAAAGTAAGGATCACGGCCGCAAAGCTTACCGCT
+GTCTGCTGCTTGGGTGAGCGAGTTCAGGATCCCAGATAGCTGCTCACGCGAGGCGGCTAA
+CACTTACTGGGGGAGACGCACTAGGGATCGTGAATGAGACAAAGCCCTGTAGGAATCGCT
+CTTGGATAGATTGTATCCGGAACATACGATAGGGACCTAGATATGTAACGATCGTTAGGC
+TCCGGTTCTCGACATGCCCGCGCACGCGAACGTCTTCTGGCCGATAACAACTCGAGTGTT
+TCCGGCCCCATTTATTGTGGGCGTAATGAAACCTCAGAGGGTGCTTTAGTTTAGCTCCAA
+GAAGCAGCCCGACGCGTAATAGGAACAGCCTTGAATTTCTACGACCATCTCGATAAACAG
+TGGTAGAGAGCAGTTCCGCTCCAGGCCGTATTAGGGTGCGAGAGAACATCCGGGACTGAG
+TGACAGCTTGAAGAGCGAGGGATTGTCTTGCGATTCCTCCAGGATTTGATCGCAAGTAGT
+CGTGAAAAGGCATAGGAGCCCGTGCTGTTTCGCTGACAGGTCCAGAAACAGAGTACTATC
+GGGAGCCAGTCCGCTTGAGTAGCTCTTGAGCCACGAGAGCGGGTCGCCAGGACCATTCTA
+TCAGTAGAGTTAAAGTCAGTCTTGTTAAGTTTGATAGAAAAACTCCCAGTGGCCCCTTGG
+CAAGCAACGATATGGTCTCGGCAATGCAGGCCACGTGGGCTACAGATTGGACGACCCATA
+GATCTAACTAATACACCTGGTATTGTCAGCGCGTGGGGCACGCGGGGAAATATACACATG
+TAGGGTCGAAAGACTAGAACGAGACCCTAAGGGTGTGCGTGGGACACGAAATTCATCGGC
+CCGGACTGGGGGTCTTGAACTTGACTACCAGAGCGTGTGCAACATTTTTGTAGTATTTGC
+CGAGGGATGGGTTCTAGTCGGGCTCTTACTCGATAGTATATATACTACAGTATCCGATAT
+TCCATCCAGGTCCACGAACCAGCATAAATGTGTATCATGCGAATCTGCCTAACCGACTTC
+GCTTTTTGAGGAATACGTGTCCCGGCGCTCCGGGTAGCGGTATTTGACTTTTGCTTCGGC
+CGGATTGCTTACTATGTCCGGATTGAGCTGCTGATGCGGAAGGTTAGCAATGTTACGAGT
+CCCGACCCTCTTCCCCTCCTAAGGGCTGAGGGGTCATACTAGCTAACGTCCCAACCGCTC
+ATGCTGCCACCTAGCTACCATCAGATTGCGAGATCCTAGTCCGATCGAGTGTTATGCGGC
+GAAATCTTAAAGCTGGCAGTAATACGACGTAAGTGAATTATGGTGCCGGCAAGTAGTACG
+ATCTTACGAGGAACTTCGAAATTTAACACCCGCAGGGGGTCTGCAGGTCAGGCTAGAAGG
+ACTGGTGCAGTATAAAGAATCCAAACTCATAGTCTCGTACATGCTATTCCATACAGCTTT
+ATTGACCCATGTCTATGTAATAATGTCCCGACATAACTTATAGGTTTACAGCTCCCCTGT
+TATGCGTCCTAGAAAGAGCTGCCTCCCTCCCCAGCCTTGGATATCCCGATTTACGGCCAA
+AAGTGCCATCTTGTAGGCCACGAAGATCGATCCGATTAGAAAAACTACTCTGGTCCAACC
+CCGTAAAACTGTACTAGCTATCTAATTGGTGTGGCTCCGGGAAGCCGACTGTACTTCGAA
+CCTGGGGTGACACCGAAGATGAATTGAAGTTAGACTATGTGATAGTCCGTAGTCTTACCA
+CAGCCGTTGCTCGCTCAATGAACGGTCTCATCGCGCGTAGTCCCTGTTTCGGATCCCCAT
+AAACTCGGTGTATCTCACATAGACGAGTTACTATAAATTATCCACATGCGGAATGCACGA
+GTGCTTTGAAGGAGTGGCAATTTCTTCAGTCTATCTATTGAATCCTTGACAGCCAGAACT
+TTAGCGGATTAGGCCTCATCGACATTGCTGACGCTTCACTCCGAACCAAACCTCGGGCTG
+TGATCACTAGATATCAAGACCCAGTGTACGTATAAGAGGCGGGAACAATGGGCAGCTGTG
+GCCTCTCGAGCAGGTACATGCCATATCTTTCGAGCTTCACGCAAATAACGACAGTTGTCA
+GGAGCGCGCGTATCACGGACACCCTCGGTAATGTTATGTGATTTCCGCGTCCAAGTCTCG
+ATATCTTCTCATCTACGGAGATGCGCTCGTCACCGATCGTGAAGTGTGCGCCGGGGCAAC
+AGCCGCGCACAAAACGCGGGTCAAGTACCTTCGAGGAGCCCTCCTCAGCAAACAACTCGC
+AACCCGTTAGTCCCGGTAGTATAGCATCGCCGGGTTATCATAACGGGTTCGGGTCAGGCT
+GGCGTGGCCATATGATAGCGGTACTCGGAGTTACTGTGGAAGCAGACGACATATGCAGGT
+GCGCTAAAATTGGGTGTGAAAGGTTAAGTTCGTTAAGAGCGGTCCCCAAACTCCTTTACA
+ATGCGTACCGTCCTTTATAAACCAATCTTTATCGTTTTTCGACAATTGCTTACGGACGTT
+TCCTCAACGAGTGCTTGAAATAGCGGTAATCGAGCTATTTCGCTTAGCCTAGTCGACCCA
+TCATGTTGGTCTATCCATTTCTCTGACTGGGTGACTGTATGGCCGGAGCTGAGAGAGCCT
+CCCACGTTGAGGGCGCTGTCTCGGGTCCTAGAAGATACATGCCGTTCCCACTTGGTGGTA
+GCTTAAACAAGGTGGTCTTTTAACTGCGTATCAGAAATAGATTGGTGCCACAGCCGAGGC
+ATCCAGCGACGTCTCGCTAATGCCCGGCCGGTGCCAGATAGCGTTATCCATGCCGGCCTC
+TGATCTATAGTATGGAAGGATGGGCGTAGTGCTTTTATTACGTCCCCGGGGACTGACCAT
+GGCCTATAAGGATGGACTAGGTGGACGATGACTTGGGGTATGTGAGATGATCATCCCTGC
+GAGATTGCGGACCGTGTACACCGTTTGCTGTACAAGATGCTATGGAGCAGGAATCGTGCA
+GCCAGGTATTTTAGTACTATGACTGGCACTGTCGAGATCATACACCGCAGGACTCAAGCA
+CGTGATAGGGCCTTGCTTCTCGGATGGAACACGGACCACATACGTACATATGCAACCAGT
+TTGCGTACCTGACGGGAAGCGCTAGCCTCTTCCCATTCGAGTCTTTCGAATAGGGCGCAC
+AGGGGGCGAGCGAAACGCGCGAACGCTCTGCGTTGCGCGGGGCAAGGGATAAGAAAGTCT
+TGTTCCTTCTGTCTGGCAATAAGAGATTTTTCGCGGGCCATTGCCTATTCTCCAATTGGC
+ACTTTTCGTGTGAATGAGCACCCGCCGCACTTGGAGTTGAATCGGCGAACGGGGCGAAAG
+ATGAGCAGGCCATTACGCGCAACACTAGTCGAGGCTTAACCCAATACAGTACCAGCCATT
+ATGCCGCCGTTCTCCAGCGCTACTACTGCAGCAAATAGAACGCACAAGTGCGATTCTCAG
+TAGGCACTAGATCGTAATACAAAGATTCTAAGAGTATTTATTAAACCAAGGGCACCTTAC
+TTTTCGCATTCCGCATACGTACCGCGACCACCGGACAAGCCACAGGAAAGTTTTCTTTAT
+TACGCGAGGATCGATCGTCCACTATCAAAACGGAGTCTCCGCAAGTACAACTAGTCTACT
+TTTATGCCGCACTAAAACCGGGTGCCGACCCGGTGGATTGTGAAGGGCAGCCCTGCTATC
+ACATAGGCACACCAACCTGCGAATCAGCCGGCACTCCAAGTAGCATAACATATTGCCGGC
+AAGCCTTACGTACAGACAAGTTGGAATTATGTTTTTTGATAACTTCCTGATAGAATAACA
+AATATAGTATGACTAACCTTATGCCACGCACCCGCGACATCTTACACACCAGTTAATATA
+AGTGAAAGGGCCGAAAGAGCAGAATAACAGTGCGTGTGCCCCTCATAGAAGGAACCCAGA
+AGGCTGCTTAACAGCTCATCACGTATCGTGAGCTCGAAAAAAACGTCATGAGATCTGAAT
+ATCGTCAGGAATACCCATTCATGCAGGAATTCCAATAAGCGTCTAGCCATCCAATATTAT
+ATATCACAGACGAGGAGATGCCGCCTAATCTGCGTACGAGTGATCAAGACTCAATCGCCA
+ATCCAAGGGCTTGGATCATCTGTGATACGGGGCCGGATTCCACGACGCGATACATGTGCG
+TATGGATGGCCTCCTGTGTGTTTTATAGATATCACAATCACCATCCAACCTTGGGTGAGT
+CTCACCCACCCGCACTCAAGTCCACCCGACTCACCAGTAGATCCTACTTAGTCCTAAGTG
+TGAGCGGCCGAAGGGGAGGGGCCGTATCGGGCTGTTATGACGACTACTCTGTCCACCGAT
+AATTAAGCAAGTGTGACAAAGCCTCCCTTATGGAATGTATTTAAGGCTCCAGCTACAACA
+CTTTGATGCTGAAATCTCGTGTCAGGGTGCGAATCCATGACGGGAAGAACAGTCGTAATG
+TCGAAAGAGTATGAGCGCTCATGTAGTCAACAGTCTCTGACTCGACTAGTTAAATCGGAA
+TCCCGGAGTGGTGCCGCTAGCAACCGTATCGGTCAAGGGGGTAATTTGTTGGTGGTGCCC
+GGCTCACTGCCTGATATCACCGTATCGATGTAGATGTCTCAATACCAAAGCCAGATTACA
+CCAATCTCCGTAAACAACGAAATTTCCTTCCCTACCCCCGCCCCCCTGTAAGAAAGAATA
+AAACGGCGGCTCAAGGCTGCCCGACGACGCGCAGTCAGTATAAGAGAGAACTATTAGGTC
+CAGGAAATTAAGCCCTTCGTGGTCATCCTGCCACGTATCCATAGGCTGACCATGACATTT
+TTACTATAGAGTAACCGCCGAAACAGCTACCGACTCACGGTTATCCACTAGGGATCCCGC
+GCAGAATGTCTTTTACTACTTCCAACTTTTGTCCCTTATCGAACGAATAGGAGTGCTTGG
+AGGAGCAATGTAGGTTAGCCGCCTAAAGCTTCCCAATTATCTACCGAATGTGGCTAGTGT
+ACGGACGCTAGTGTACAATAGTGTCAGAGATTGGAAAAGTTGAGAGGCGGCGGCGGGGCG
+AGCAAATTTGCTAACCGGTACCCCGGGAGTCTACATCTTTTCGGCTATCAGGCGCTATAC
+TATTACTAGCGAATCTAAGTAGGACAACATCATAACTTACTATACCTCTTCGTCTCGTGG
+GACCAATCTACTATGTTGCTAGACATTTGCGTCGTCCGGACGTTTACCACACTTCGTTGC
+TCGACACTAGACGAGGCGCTGTAGTTTCAAGTCGTCCTATTACAGGAAGGTTCGTCGACG
+TGCATATAAAGACCGGCATGTCCTTGTGCACCTACCAACGCAGTCAGAGGTGAACTGTAT
+TCTCGCCAGCCTGTGCCTAGAGACAGGGACGGAAGCCGCTGATACCCCGTCAGTATCCTA
+CTCTCAAGAATGAGTTCCCTAGGGGGGTTACTACTAAACCACGATCACTCGGTTTTCTGC
+AAAGGTCGCCGGGGCACTTATAAGGGCAATTCACTAGTAACACTGGTCAAAAGTGTTACA
+CCCATGGTATTTGAATCGTTGGGTCTGAACCCGACAGCGAATCACGGGATGAAGGCACAC
+GCAGACAGGGACACGTCTAACACTCGGCCACACGTGGTGGCTCAGCCCTTTGTTGAACGT
+TACCACTTACATAGAACGGTTACGGTGGCGAATCCAAACTGGGAGTCATAAATCAGACTC
+AATGTTGATCTCTCATACCAAATTACCCAAGAAAATGCGTGGTTAAAGAGTCTGACCTAG
+TAACTAGCGTAACAAGTAGCTGCATACGGGCCGAACGGCAAAAGTCGTCGTTATAACAGG
+GACTCACGACCCCCTATTATCTGGAGCATCCAACTACGTCGCAGATCGTACGTACTGGAA
+CGAAATCTATTTTTAATTTTCACGCATTCTATGCATTCTATAAACTCCCGTGCCGTCGGT
+TCTGTATTGGGTCGGGGCGGTACGCATCCAGCAAGGGCCCCCAGTGCTTGTGGATGCACG
+GTAATTGAGGAGTAACCAATTGGAGATATAGGCGTGACTTGCGGGTCTGCTTTTCATTTC
+CCAGTACCGCCGCATAAGCGCGTTTAGGCAGACCGGACACATATCGCCACTTTCGCCAAA
+GTCAGTCACACCCGGATAACGGCTTTCCGTCTTTGAAGACTCGTTGCAAGGCTTCCACCG
+TATACCCATTTCGCAGATTACTTTGCTGCACCTCTAGGCCGGGAGCGGATTACACTATGA
+TCATCCCATAACGGGGTTAATGTCAATGCACAAGGATTTAATGACACGGTCCACAAGGGC
+GCTGGATTTCTGATCGCGTGGTTGTAAGCACAAAAGCTCGATTAGGAGCGATCCCTAATC
+TAAACGATTGACTGCCGGGGAATAGTGTTCTCCTTACTACTATGATTTGATAAAGTGCAT
+ACAAAATACACTGGGACTTGCATTAACCTAGGTATGTCGATAGGATAGACTTTCGGACTC
+TCCTTACCACTTAATTCGGACCGAGCACACGGCATTAGCTTTCAGCACGGTGTGACCCCT
+GCCTTACAAGCCCGAGGAGCCATGGTGCGTTGGATTGAATTCCAACCTTGGACATATCGT
+AGAACCGTTTAAAATGCGACCAGAAAAATACCTTAGAAGGCCGGGAAAAACGTCTAACTA
+TTCATGATGCTGATCATAGTGCAAGTGATTACTTTTCGGCTCCCGTTGCGTAGACTTAGC
+AGTGAGGTACCAGAAAGGGAAGGCTGGGTGTGTCGCTGTCCTGGCCCAGACATAACGCCG
+AGTTACCTTTGTAGATTGTATGTACTCCATACCTTTGGACTTGCCTGTACAGAGCTTGTT
+TTTGCCACTGATGCTGCCTGTCACCTGCTTATATACGACAGAACCCCCGCCTTGCCTAGA
+TCCTTATCACCGCCATACCCCTTTTCGCAATAGGCGGGGCAGACGTTTATCGTGAGTCAT
+CTTACCTTACAACAATGATAAGGTTATGTCCCATCTAGCAAACGGTCGCTCGCAGAACAT
+GTGTCTACGGGAGGTTGTTGATCAATCGGGATATGTGACAGCTTTTCTGAAAGCTGAACG
+ATTGGGGGACGAGAGATAAGACTCCGAAAATTTATTATCCATGCGGGTCTCTTTTTATAG
+GTCCGATCGTGACCACATTACAGAGTGAGTTAACGTCAGTACATAGCCGGCACCGTACGG
+ACAAGCGTGCCATAAGGTTTATTTTCCAAGTAGTCTCTCGTCAGGACTAGGAGGAGATGT
+TCCTACCGAGATCTGTATGTGAGCCTGTTCTTGTCGGTCCAATTGTCAAGGGATGCGGCT
+CCTGAAGCAAGTCTACAGTATTATCGTAGGTCATCTTGGCCCTGATGCACTTTGTGATCT
+TCGTCGCATAACAATACGGACTAATCCACGATGTCCACGATGGTTCAATTACTCGTGAGT
+TTGTCGCGATAACCCCCTGTGGACGCCGCCGATCAGAAAGGGCTTTCAACAACTTTATTC
+GCGCTTTGCGAAACGTAGTGCTACGTTCTGGCTGAGTGCCAAAGTCCTCACCCACCTATG
+TCGAACGCTTGCACCATATGTTTAAGTTTTGCTATTTGGGAGACTCTAACAAGACGAGAA
+CGAGCCTGAGTCGGGTGCAACAATCATTGAAACGTCTATAAGAATCTCGACTCCTCTAGT
+AGGTTACCTTCGGCAGCGAAGCTTGGGCAATTCTGGGGGATAGCCAATTATGACGTTTCC
+TGACTGTATCCATTGTCTATGTAGGATCGTGCAAGATTCATCACTCGCGCGCTGGATCAA
+GCTCTGCACGGCGACAGACTGCCCTGGCGACGTGTTGCTTCTCAGCTACCCCGTAAGAGC
+TTCTCGGCCTTTGTGCATCGGAGTAGCACAGTTCGATCGTCCCGCCGGATGGCGGCACGA
+GTAAATTGATGCCGCTCCAAAGATGTCAAGGACCTGTTCTTGCATAGGCGTGATTTTGGC
+GGTATTAATTAGTCCTGTCTAGGGCCTGTCACATTATCGTTACGTCATGGCAGGCCCGTT
+TGTCAAGATCTTGAGTTTAAACAATATGCCCTTTCATGTGCGTATGAAAAGCTTTAACAT
+TTCACACAGCTGTTATGACCACAGTGATTGGCGCTGATTCGTCAATCACATCTATCTTGG
+TAATCGTTACGAATTATGACTCTAAATAGACAGACTTTGGCCTGCTGGAAACTATTTGCG
+TCCGAAAGCCACTCATGGTCCTATACGTTCGGTAATGCAGGAGACGGTAAGAACTAAGAA
+CGGGCAGGATGAGGTTGCCATGGCGTTTCTATGAATGCCTATTACATCTTCTGATCTCTA
+AAATAGACTGGTCACCTGCCGGTTCTTCGGCAACTATAACAGCCACCACCCCTGCTCGGA
+GGTCGTGGTCAATTGCGCCGTGGGTCAACTGTTGAACAAATCGGTATACTAGCCGCGCGG
+TGCTTTACATAACTTCCTCCTATAGTACCAGCTAGAATTGGACTAGTTATGATCTGTGGC
+CTGGCGATTGCACCTTCTCTCAGCCCTAATGATGACAATTCGATGCTAACGCTGATTCCA
+GCGCACCCACATGCAGGCAGAGTAACAAGTCTATAGGCAGATTGCTACGGAGTATACTTT
+ACTGCGCACGACTCGTCTCGATCATCCACAGCACCGTAGTGATTAGTTTTTATGCGATCC
+TGGACGTTGTAGGAAGACAAGTCCGAATGATATCAAATCTTCTAGATATCGTATCTTCCC
+CTTAGTACCCTTCAGATTGCGTTGGATAGCGTGACTTACGGGCCCATCCAAAACGACTCA
+AGGTTTTTTATTCAAGGCTTCGCGCCGTTAGTATGAAACAGGGCGTCTTATAACGACCCA
+GAACCTTAACACACTAGACGGTAGATTATCAACGTAATTCATACGCAATGGTTGTTGTTC
+CCTCCGTTAGCAATGGTGACTGGTCGGACCTCGTCGCCGCCATATGGTATTAACACACTA
+GAATATAATCTTCTCTGTTGTTGGCTGCCGGAACATCCGCGAGGGCCAAGGTTTATCCTT
+GCTATATCCGGTAGCCCGCGAACCGTAGAACTTCAGCATTTGAGGTCTGCAGCAGGTCAA
+GATGCTGCTGAGCCAACGTCAGTTGAGATCTTGCCGTTAGAACGTCTACAGCACCGAACA
+CCCTTGGTCGGCCTATGACATGTTGAGTGTTCAGCTAAAGGAACCATGAGTCCTTAAGAC
+GGGACGGGTTACCGTTACCAAGAGTCCAGCTTCAACCCGAGTGTCCTTGGTGTAGTGGTA
+AAGCGTTCATACGGCGTGCGGGGTCTGACGTCAACCGCGTAAGCGGAGTCGCAACGCCGA
+CAGCTTCCCGTAATCCTCGTGGTATAACAACTGTGTAGACTTCAAGGGCAAAGTAATTCG
+CACATATAGAAATTGCATCTTCTCCGTCTACTGTCGATACATTAGGCTTCACGACTGGAA
+GTATTTGACATCAATTGTTGTACAAAGTTGTCGTAGCGGATCCTGCGCAAACCGTTCGTT
+ATGCATTGTAGAGTGAAGCGCATAATTTATCGAGATCGGCTCCAAGAACAGGTGGGGCCC
+AACTTTTTAGCAGGCCCGAGAACTAATCGGACTCACATAAAGGGGCAAAATGGCTAGCAC
+GAAGCGAGGTGCCTCCTGCGATGACCTCCGCCGCTCGGGCGATGCGGGTGCATGGCGCAC
+TAACAAACCCGTAATGGATTATTGTCACAACCCGTCTCCTCCGAGGCCGGTCATAATTCA
+ACCATATGCCGTCCTCCTCACATAATAAGTAGACTCGTGATCAGAACGCCATTATGGTAT
+GGTATACCACTTACGTGTTTCTCGTGACCTGATGCAGCGAGAGGGGGTTCCGTGTACTGA
+GATGTTACGACCGCAATCCCTTCGTCGTGAAATAGTAATGCTCGATTATGCATTACTGTG
+CATGGCATTTGGGAGAAGCCTCACTGCTTATCATCATCGAGGGCTATATACTCCGCGTAG
+TGGGGCAGCGGGCTGGATAGGACATCGTTCACGAGTTGAAAGGTCGGATGTCCTCGATAT
+TCAGCGGGCCCGGAAGATAATCGTTAACCTGTCTATACAGTCAGTCTCCTATTGGAGAGA
+TTGCCTACCAGCTTCTCATCTATGACAGTGCATGGAATCTTCCTGGAGGGACGGTACCGG
+ACGGTTGATTTCATCGGGCATTCGGCGTGAACGGGCATATTTCACGATTCTACTGGGACT
+CGTGATTTTAGCACTGCTCTTCTCTTTATGGAGACAATATAGGTGGCCGCATTGTGCCCG
+GCGTTCAGAGTATATGATATTCCCCGTGGGCAAGCTTTCGATAAGTATCGGCGTAGCCAT
+AAAGAATGTGCTTGGGTCCAGGGGGTAAACCTGCTGTGCCACCTTCACTAAACGTGAGGG
+CGAATCGGCGATGTGTCCCGCACAAACGGCGGCTTACGAGCAGCCTGATGCCTGTATCCC
+GACTGACACACTGGCACAGTTATATAAGGTTGATTATAGCCTGCGTTGATTGATGATACA
+GCCCCCAATTTGACAAAATCGACATCGCTCGCATGATGGAGGGTAAGAGCTTGGGTCACG
+GGCCTTCTGCTCACACCAGTGCGTTCATTATATGTTATAACATTGCAATCGGGTTATACC
+CGGACCTAAATCATATCGATGGACGAGTCCCTCGAACGGGAACCTGAAGCGTGTATGATG
+GTGCCCCGATGCAGAACGGGGGTAGGCCAAGCCTCGTCGATTCAGGGTTCCCCATTCTGT
+TCTGCAACGGGAGAACAAAAATACAAATTGTACGGAGTTGGTTGTCCTTCATTCCTGGGA
+GCCACACATCTCCTATACAGTGGAAAAGTACCGCGTTGAGCGTCTCCGGTTGTGTCAGTT
+GCAGCGGGGTCGTAATTTTCGCAAAAGTAGCCATCAGGTACCGCAGGCGACTCTTAACGT
+TTCCGACTTGAATGTGTAAGAGCCGCATGCGTGAGCAGCCGTTGTATTTTCAAGAAACGG
+CTTAAGGGAGAATTCGATGTACAGCAGTGATCGAACGCCAGGTCTTTGCAGTGCATCATA
+ATGCTTGATGACCGGTGCCAAATGTATGCTGAATACCACCGGTATGGTCAAAGGCACCTA
+CCGGAAACATTATCACGGGGTTAGACGCCTGCTCATAATGAGGCCCAGTCATATTACATG
+TCTTGTTCTGAGCGTGGGCCCCTTGGAAAGTTATATATCATCCGATGCCGTTCAAGCGAG
+CTGGTGGCCCGCTCAATGGCGCCTCGGAAGACCGCCGCTGCCGCGGTGCACCCGACCGGA
+GTTTTGCATTGCTTAATTTTCGAGAAATAGGGAAACGCAATTTGCGGAGACGGACAGGGC
+GATTGCAGGTCCTTAAATACGCTTACATTTACTTAATACCGCATGATAGATCAAGACGGA
+GAATGGCGAACAAGTCAATACATAGGACCTATTGCTGGATATGTACTTCAGATCCATTTG
+GGATCGGACACGTAGCGAAACCGTTGTCGGGGCTCCTACAGAGAGATTTTGTTTAAGGTA
+TAAGGTTCAGACGAGGGATCAGGAGTCTATTTCCCTATTTCCCGGAGTCGATACATTCTT
+GTTGCCCCGCCCACCGGCTGGGGCTTGTGGGCGTCAGGGAGTCCTACAGACAATCTTTGC
+TGTGTTAGGAGAGCGTAGCCCGTATTTAAATCGCAAACGCTTCGAGCCACTGAAGTTAGG
+GTAAAGACGTTCTCATTGAAACTACTACTTTTTCCGGCCGAGATCACATATCGAGGCGGA
+CTTTAAAGGCTAGCCGGGGAGCCTTATGTGTAAGGAGACAACTTGATTCATGTTCTTATC
+CGAGGAACGATCTCGCGGGAACCAGACACAGTTGCAGCTGCCTCTGCCCAAAATGCCCGA
+AGGGAACGCGCGAACCGACTTGTTCTGCATGAAAACAGATAGCTGGGTGGTTCATTGGAC
+GTCACGTGAATCGGTTATCGTCAAAGCTGTCGGCACTATTACAGTAATTGTGGACTGTAA
+CTGCACTGCGCTCACTGCGCCAAGAATATGCTGCGCATGTCTTCTTCTAACCAATGCCTC
+TGTGCTTCCGTTGTTCGTCGCAGAGAAAAGGCATGGTCAAACCAATCATAGACCGTAATG
+TACGGGGAGGATGCATCTATCGGCAGGCATCCTGTAGAACAATAATTAACCACTGCGTTG
+AACGTACACCCAGGAACCAGACTAATAGAGCTCACGAATCCATTGCCGCGGTCCATGGGT
+GCGGACGGCGGCTCGCTTTAACCGCGCCCTTTACTGAGTGTGTTAGTGAGAACGACTCCG
+TAGTAGGTCGCTCCATCGTTTGACTTGTCCCGTTAGTTATTGACCCCTAACGCTAGGAAT
+CCCACATCCTTGTACCGTCGGGGCGAAGGTTGGCTTTTTTGGCTCAGTTGTACAGATCCA
+ATTCTGGAAGAATCGCTCAGTAGTACCATAACCCATAAGCTTAAGCCTCGGAGGCCGATA
+AACAGCCGATCACTGTCGAAATGAAGCAACACCTCTAGTGAGGATGCTACCTGTAGGCGT
+CCAGGACTAGAGGAAAGGGGGCTTAGAGCCAGGGAAAACCATGACATGTCACCCCGGTTG
+GAATGCATATTTTAAACAACTACTCTTAAAGTATTTGCACCTTTCGGGCTGGAGACGACG
+TTGAAGGCTGGACGTCAGTCGCGGGCATATGCCGGCCACATCTTAACGCACACAGGATTG
+AAATTCGTACTAAAGCGTATATTACAGTGGTCTGGCCCAAGGAAACAATCGACAGCCGCA
+GCCCTTGAAGCTACGTCGCATACTCGTTAGCGTGGAGCTAAGCTGGCCGGATAAATGATC
+AAGACGGACCACCCAATACAAGACGTTCTTCATGTAACCCTCTTAGCAACTGCGGTAGTC
+GAGGACTTCGTCGAGTTGAGCATGAGATCCGGGTTTGGTGATAACCTTGGGGGGCAGAGA
+AGAAGTGCAGACATTGCCCCTTAAGTGGGTGGACTGGAATGAATTAATGGGATCGAATTA
+TTAGGTGAATAGAGTTGATTCGAAGACACTTCATTACATCCACACTCTCGTCACGTGAGA
+ATTCAAATTCGGTAGAGCGGTACGTGAAGACTTTATAAATCTCTTAAGCTGCGGACGCTA
+ATAAGACACAACGACGCCCGGATGCCCGGAGCACACTTAATGGCTTAAGCCAGTACAGGT
+GGGGTGTGCGACACAAATAGCTCCATGCACTTACGTCATGTCCATGCATTCGGAACCCTC
+GTCAAACCTCAACGGTAAAGGATAGTGTTTATACGCGCGCTGAATTCGCATCGATTAATT
+TAACTGAAGCCCAGACCCACCACTAGGACCGCTATGAAGCCAAGCACTCAACGAGGCATC
+TCTAGATTCTGGAGTCAGTTACCGTTTTAGACTTTCAGTCGCGTACTACCTGTTTAAAGG
+GTCAGCCGTGACAACGGGGGACATTACTAGATCGTTCCAATCGACCGTATGTGTCTAAGA
+CTCTGGCAACATTGGGACTACCCGATCTTATAAGCACCCGACTGGGACGTATTGATATTA
+CACCAGCTATTTAAGATTTTACGGGCACTCCGAGTGACGCACACCCTTAAGTGGCACCGC
+CATAATCACTATACGCAGATGGCCTCACGACCCGGTTGCGACTTTTAGGTCACGGCCACA
+CACCTGCGGCCTCCGACTAGGTCAACATGTTATTGGATGCAAGCTTTTTCTTGGGTTTGA
+GCGTTCCTGCTTTGTTCGATTGGTACAGGTCGGCGCTATCAGGTGATCAATGGTGAGTGG
+GTGGTCCTTACAAGCTCAAGTCACGCCTCGGGTGAGCCCAGACGCGTCGCTTAATCAGCC
+TAGAGTAGTACTTCCAAGGGGAAGCCCTGATGCAAGACGCGGGATTCTTAGTAATCGTAC
+GCGACACGAACCGTCCCCCTGCTGGTAGTATGTCTCTGAAGATACTACTAAAACTCAGAT
+AAATTCGGACGCATACTCCTGTACCAGGCGCTCGATGATCGATAACCTTAAGTAGAGGAC
+CAAAAGTTCGAATCTACTGAAGCAGAGCGTATAATCCTGTCTCAACACCGTACACAATCT
+GTGACTATAGTGGGTGGCTATTTAACGGCCTCTTTGGGCTCTAATATAAGCTCTAGCATG
+TTCATGGGTAGTACTAGCCTGGGAGGCGGCGAAGAAGGCGCTCTGGTCAGTTTCGGTGGG
+CGTCACACAGGTTCGTGTAGTAAGCGATGTGCAGCAAATCTGAGATGCACGCTTATCCCT
+CGAATAACCGGTTTCAGTCTCTGACGAAGGGTATCTGTGCTCGCGCAGTACAAGGTATAA
+AACGCTCCAGCTGTCTGCCAAACGCGGCGCGTACTGTTACCGGGGGAGCTAAGGCGGGGC
+CATTCCGTCTGGGCGTGACTCCGCCCCCTGTTAATGTCACCTCGTGCGCTATTAGGGTGC
+CTGCAGGGTTGCTATGGCTGTCAATGATCTTACCGATATCCAGCCGCGGACACAAAAAGC
+CGATATCGGCATTGCTTGGGGCACGTAGGGAGCCGGCCACTTTATGTTCGCGCGAGCCCG
+ACACGTGCTAGACACAGGGGGGCTTTTAAGAGATTCCAAATCTATTGTCTGGCCTCCAGA
+AGTTTGGTTAGCATCGCCGATATTTACTTACAAGCACAAGGTGCAACTTTCGATTTCAAT
+GGAAAAGGCTGAGTATCAGTCTTCGCGCGCATTCGCGATCATGGTAATAGCAGAGGCACC
+CAAGCGTCGATGTTAAGGGAACGAAAATCCCGTAAGATTATCCCACTATTTGTGGCAGTC
+ATCTCGATCATGCGGTTACTCCATTGTGACGTCCTATACCCGATTCGATGGCGCTAGGCT
+TACGGAAGCCACACACTAAGGTTTGCTTCAATGTCTTATAGAGGGTCGGGGTACGGTTGC
+ATACTCGATAGCGTCGTCACGTTTACTCGATTCAGAGATGGCGTCCCGATAATATCGTTG
+CTTAAACCCGGATCCCTGTTTCTCTCAACAAAGCGCTATCCCTTAACCAGGGAGACGAGC
+GCTCAAAAGCCGAACAGAGTGATCGGACAATTGCAATCTATGTTACAATATCCAACTGTA
+GACGGGTGTCTCAGTCGGTCGTTACCTTTATTACGAAGGACCGGAGAGGCGCGAGTAGCT
+CTGTACCAACGACCTAGACTGCTACGAATGTAATTTTAACACACGCCGATTTGTCCGACC
+CTGAGGTCGCGTGGCACGTGCCGCGTCGAGGCTCAAGCCTCATGCGCTATGTCCCCGTTA
+TGCGGACCGTCCTTCTACCCCCCTTCGATCCGCTACGTGTGGTGGTCGTCACCGAGACCC
+GGAGTAACAGGTCTGCAGATGCAGGCCATTTTGCTCGCCACACAGAATCGGAAGGTGTCT
+GAGTTACCGCTACTGCTACTGGCTAAGAAACTCTTTTCGCCCAATCGAACGCAAACTGGT
+GCGGTGGAGTTGCAGCAGTCGGTCCCACGGCACGAAGCGCCACATGACTTTCAGATGCCG
+CCCCGTGACTTTATATTTAACGCTGTCAAGACCACTACTCTGCCGGTCTGGACGGTGGAA
+GGCTTATGCCAGGTAGTACTTGGCCTCGGTGAAGGTCCTAACTGGACGTTGTGACTGCAC
+GCGGGAGGATTTAGATGACAGCATGCCGAGGTATTAGTTATACCAGGTGGACCCCGTCGC
+CACAAGACCTCAAATAATCGGCAATGCTGCTAACGGGCGGGAATGTACGGGTGACACGCA
+CTCTTACGTAATCCAGAGTGCATAATTTAGCACTGACATAAGACTCCTAGGCGCAAGTTG
+ATCCTGCGTAGAAGGTTAAGGGTGGCGTAGCTCTGCGTTCCGACAGTTTAGCGAGGTTCA
+TTCATCTTCTAGCTTAATCATCATATTTTTTGCAAAGTGTTCGGGCAGACTGAAGGGATT
+CCATGTTGAAGCCGCGGAATAATGCAGGACTGATCCGTATATTGGCCGTGCAGCATTAAG
+TATTGCTGCACCGGCAGAGAGCTTCGTGGCGGTCGTGATCTGCTTTGGGGTCCAGGACCG
+GAGTCGGCACGTGCCCTGTCATACGCGCAGAGGGGACAATCTTAATGAATCCTGTTTTCA
+ATTTCCGCATTCCCGCATTCGCTTATCGTGTCCCATACATGTAAAAGGGAATCTTGATAA
+CTGGCGATTCCCTGCGGTAATCCCCCTGTGCGAGTCTACACGACTCGATGTGCACAAGGT
+CACCGGAAGCCATGGTTCGACGTACCCGTCCATAGTTCGACCTCAAGTGCAAACTCTTTG
+CTGGGGAATAGTCCTCATCTCGGTCTAGAGCGTTCAACGATGGGGGAAGAGGCTGCTAAA
+AATGTTACACCAGGGGGCTGTACCTCATCTTATCACCCAGATCGGTCCTGAAAGGTGTTA
+TAACTTAGCGGTCTGCACTAGCAAGCCATTGCTTCCCGTTGACAAGTTCGCGCCCAATGA
+TCGGCTAGTGCGCTCCCGATAGAGGGGTGATATAACGGCCGTTGACTGGGCCAACCAAGT
+CGACGGTCCAGTGCTCAGTGATAATCTCCTGTATCCTACGATTGTAACCAAGAAAGAAAT
+GTATTCTCGAAATTACCTGTAACTCTAGGATCCGTAACCCGACTAAGTCTACTCGTGACC
+GCATCTCGGTTCAATTGGCACTTATGACGAGCCAAACATGCACTTTAACTGTGCGCACTT
+TAACAGGCGTGGTGGCTCTTGCGCTACGATTTGGCCTACAGAAAAACTCACGGGTGACTA
+TGAAGCCGCGGCGGTGATGAAGAGGCTATCTGGGTGCTCTGAAATCTGTGCATAGGTGGC
+CCGCGATAGGGTCTCCAAGGGGATATACAAATGACGGGAGAAGCTGCCTTTAGGATCAAG
+CCGTGGGAGCACACCGGGAATCCACCTAATTCACACGCACAAATGGATGGACGCACTCGA
+CGAGTCGAATACTAAGAAACCCAAGGCTCGCAGCCGGCCCACCGAAAGGCCTATGACCGT
+CGTATATACTTCCACGTCCTTCACATCAGTGTACTCATCTGCAGCAAAGATTGATGCAGA
+GACGCCGCTAACACTTCCCCCTACCTCTAAGTGTGCGTATACCATATGCGTGATAAATGG
+ATCTCCTAGGTTTCATCGGGTGCTCGAAAGGTTGAACTGTTCAGGGATCTTATTAAACCT
+AAATAGTTATGAGGCGCGAGTATTTATAACATACTTATAACCGACGCCACCGGCAGTTAC
+GGCCTGAAAAGTTTTGCTCCGTCTCAGATCGATTCGCGATTGATCACAAACGCTAACCCC
+AGGACTCCTTAATACTATAAAGGGATCACCGCAAGGGGAGGAGTAACCATCTAAAACTGG
+GTCCGCGTCATACACTACCCCCAACGAGGGTCCACCCTGCTGCGTCGAGCGTCGCTAACT
+CGTCCGGGTTCCGTGGATAGATTGTGAAACATGCGAGTTTCCTCCTTTCACTCGGAAGAA
+GTGCGCTGTAAGCGAACATTGACCCCTCCCCCGTAAAACTCGGTATGTCCAATTGCCTTG
+CACATGCGCCCACAGAGATACACTAACAGCCCCAGCTAGAAAGCCCTAGAGTATAATCTC
+GTTCTGCTCGAAAACCGCATTAGGACAGCCCAGTTTGGCATAGTTCCTGACAAAAAAATC
+GTCCGGAGTGATGCATTCCCGATTTAAGGACAAAATGACAAAAGGTTGGAGCCTCAACCA
+AGCCCCATTTATCAGCAACTCAACCTCTATAACCTCAAAAATAATTACAAACAGGATATC
+TCCCTGAGTAGGGGCACGCCCGAGACAGGAGCATCTGACCTTGTAACTCGACACGTCCGC
+CCTCCACTTTTAATCAGTGCGCCTGGGGTATAGCAAGTCCCCCACCTCGTTGGGCCTTAA
+AACAAGAGGGGTAGGTCGGTGTCTATCATTTACCGCGGTAGTTGGGAGATAGAAACCGAT
+TAAGCACACCCTGGTTAGGTCCGCGAAGGTTGGCGGGACGCTGGGTCTGAGATTGTAAAT
+ATCCGCCTAGCTCTCCGCTCTTCTCCGCGTAACGAGGCGGGTTGGGCAGACTCACGCGCT
+ACATGCTGTCTGTACAAGTTATAACGACCGGCCTTGAGCTCAACCGGCAGGGAAGTCACG
+CCAGGCTTGAAGAATATCACAGGCAGTTGTCCTGTCTTGGTACCGGGTAACCTACGTCTC
+TAAAGTAAATCTGATTCTCATTGATGATGTTGATCTACAAAGAGATGATACCGTAGAGGA
+TCTATCTCTAGGTCTCACGCTAGCGGTCGCGCTATTTGACCGAACGCCGATAATCCCGGA
+AGTCCGCCACTCCCTCTTCCTACTAGCTGTCCCCGAAAATGACGACCAGTGAGATAGCCA
+AGTATGAATCGCAGTGATGAATTATGAAACGAGCGACAAGCCTTCGGACTTACGCAAGAA
+ACGACACACATCAGCAGTACCTGTAATTTACAGCTAGATGTACCTGCGCATACAGACGGC
+ATACTCGTTTATGAGACTAGCGTAGTATTGTCGCCGAACTAGCAAACGCACTAAAAGGTA
+GCTCCCTAGTCTGAGAGTGCCTTGTTACATATCGTTAAGTCCGGGTCTGTCTCTCTACCG
+GACAGGGCGCGGACCCTCCACTTCATCGGGCTTACGTGACTATTAACACACAGAACGGAG
+AACTACGGTTACTGGATTTTCGTGTCTATATAGCACGTGTGGCCCCAGACGCAACGGAGG
+CGTTTTCAATCCCCGATTCTGAAATTCGGAGTTTATTTTTCACTGTGTTACCGAGAGGGA
+AGAAATACACCATCAGGTGGCAGGGTATTTGTAGTACTGTTTGACTATGGAGATGATAAT
+CGTTAGGCTATGGTTCTTAGTCCCTCGTATGCTGAAAATGATTGACTTCTACACGTGCCG
+CTACCGACTAGGACGCAAACTCGTGCGCCCAGCCATCAATTGCACCGCACGGCGAATTCC
+GAAAGGCTTCGGGTATCGTGGTGGGCCTCTAATGTGCTACTATGCCGTCGGGGTGGCGAT
+AGTAAGCTGCTGAGTTTGCCTTACGGGATATTCACTGCAAGCCCATATCGCCTTTAAGCG
+GAACTTGCTCTTTTTTCAGTGAGTCCACTCACCGGCGACGGCTCTATCTAGCGCTACATT
+TCTCACCTGGATGGGGGACGGCCCAGAGGCTGAGTGCTTCCTAGCTGCAGGCGCACGTGT
+GTAGTATCCTGTAAGCAGTCGGGTAGTGAAGCGCGCCCGACTGGTGACTTGTACTAGCAG
+ATGGGGAACCATTATGACGACTCTTTAGGCATTCCATGAGTAGTCCGGATGGGGGTTGAC
+CAGCTACCTAATCCCAGCCCTCCAGATGGCCTGATGTGCGGGCTTGTTTTAAGAAGAAGG
+TCCTGCCGACTGGGGATCTCCCCAGTCGTGTATCCGTAGGAGAGTTATGTTAGCGTGAAA
+AATAGCCATTAGGCCGGGACCCCCGTTGGAGTAGGTAACCCGTGCAAGACCCGGTTTCGT
+CGCTTAGACCTGGCTGCGAAACAAACGGAATCCTATCTATTTGTACATTGCCATCAAAAA
+TTTCTCGCGACATGAAACTGGAAAAGTAGCCAGCCACGTGGAATGTACATTAGTTCCACA
+CCTTCCAGCCTCCCGTCGCGAGTATAGATACTGCTTTATGATCTCATCCTCAGGCTTTCA
+TCCTCGGGGAGAGGCACCGAGTCCGTGGGACGCGCGTGGCACTAGGTGGGTATCGGGAAT
+TGCGCAGTTCGTAACTCCTCCTAGTTGAGTTGAGCTTTTCATTAAGCGGGACCGTATATG
+CACGTGGTTGAATTCTCGCGATTTGTTGAGCAGGATGATACTAACACCGCGAAAACGAGA
+TTGACTGAGCTATGACTCGTTAACAAATCAACTCAGTCCTATCACGGCTTTCGTCGGTCG
+GGGTTGTTTGATTTCATCTTCAACTTCTTATATAACCCCTACGCCAGACCCATCTAAGCT
+TGTCTGGATAAGAATACTCGAACGCCGGCCTGCACCTTACACTGATAATACAAAGGCTGT
+GTGCGTACGTTCCAATGATATTTCCTAAAACTCGTTAACCCATAGTAGGGGACGCTCCTC
+GCAGGAGTCTAGTCGACACGCAACCGTGGACTTCGCCCCATGTTTAGGCCACCCGATTGT
+ATAGACCAAATGACCCAGAAGCATTACTTTATCGTGGGCGGGTAGTTTGTAGACACGATC
+GGTGTGGTGGAATCTTTGCGGGCTGTCTCCTCGTTATCCCTTGTCATGGATGGGATGACA
+CCGTCTGACTGCCATCAACTCGAATTCTACACGGCGGGTGTAGCTCCACCGCACGGGGGT
+CTTGAGTGTCGCATTCATCCCGGTTGAATCAACGCTACCTGGAGCACCGGAAACTTTACG
+GTATAAAAATATCGAATGTTGTGCCCGGGGAGGATCGAGGGATGAATCGGCCGCTGTACG
+CGGGGACCCTGCATTCGCTGTCTAGAGTTAGTGGTGCCAAAGTGCGGACGACAACCTAGG
+CATCGCCTTAAGACTAGTTGGTACATCGCGACCTCGCCCAAACCCGCATCTTCGCGTGTC
+AGTATGCCTCCAAGTAAGGGATATGGGTCTGCCGTAGTACGAGTGGGCGACCGGTCCGAT
+CTTCACTGTTACCATATCATGTTAAGAGGTCTGGAATTAGTAGCAGACACTCAACCGTGA
+TAAATGTTTAGTCAACACTGATGTGGAAGCACGACGAACTGCAAAGTCAGTTAGCAATTA
+CCATCAAACGAAGTTGTCGCGGTCCTGTAGGTACACACCGAGCATTGGACGGTACCTATG
+CTATGTAAGCGCGCAGCACGCTAGGTTGCCAACCTATCCCCATCGTTCACCGATATGCCA
+ACACTGACACGTACCCCTGGGGTTGACCTCTGGAAAGCTCTGAGCAAACATTCGGGGGCC
+GCGACAATCCAAGAAAAAGACTCGGAACGCGCGCGTAATTGAGCGTGGTGCGATTTTGGA
+GCTTGCTCATGCGGAAAACGTTGGTGTCCCAAAACACGTCCGACCAACGGTCAACGGCAA
+GCCGTTGATTGCAGGATCCTGTCATCTGCTTCAGAAATTAATTCGGCGCCCACTGGGTGA
+ACCAGCCGAGCTACGCTAGTATAGTGATTGGCAGTTGCTTCAGAGAAGAACTGATGATCA
+TGGAACGGGATAGACTCCCAAAACTCATACAAGACGTTCAGCTCGCCTACCCTGATATTA
+CGGAAAAGGACTTTAAGATGAAAGACTGCACCGGAGTGCTGAGAAGGCCATATCGAAACC
+CGGCTATGTGGCGGCTAAGTCCGCGGCTTATGTACGGCGCTATGGGTGGACGACCTGGTA
+TCCTACTTTCTACCTCTCCACCTCGGATGCTAATTAAAACAGCATCGAGACCACTGATCT
+CGTTGTGTCGCATGCGACTCTTTGTCGCGGTTCCGGTTGGGTGCCCTAGACCCCTGCGCA
+TTTAGAGGAGAAGTAACCCGTACACATCGCCTCCTGGTGTTTATCTCCGCAAGGCGGCAC
+ACGCGGACGCCCGTCTATCGAGACGCTAGCGATTTCCACTGAGCCCTATTTGTGTCGGAT
+ATTTAGAGTCGCCCCCTTCGTACTGTAGCCGAAATGTCGTACCACGTAGATTCTAGACAC
+TCTGACCATAGACTGGAAACCACAAGTGCGAAGTCGACGGACGCGAGCAAGGAGGGTGGA
+ATAAGCACAGGGTAGACTGTATATACACCTAGGCCCCATGAGACCAGGTGATCAAAACTG
+GGGTGTGCTTTGGGAGTCTAAGTCATGGATTCTTTGTTTGCGGAGTCTCACAGGCTACTA
+AGTAATGCCTATTTGACACGAACGTCCGTGATGGCCAATTATCAACCGAGTTTATTGTCG
+AGTTATACTAGATGTGAGGCAAGGGGTGGGGGCTAGGGTGGTAACAATTCACCATGCAAG
+CCGACATCTATCTCGGGCATTACTTCTTATCGGCCGATGGAAAGCTCTGCTGGCGAGAAA
+CATTCACCCATTCATACAAGTTAGGAGGTATGGATCCTGACACTAAATTCTATACGGCAA
+TTTGTGACTGCGATCGTGGGCATGTCGGTGAGTATTGCAGTCTAAGCACCTCGGACAATA
+GCATTTTAACCTCTGGGTATACGTGCAGGCTCCGAATTTTGCTGTTTCAACCGATGAGAA
+CAGTTATTTTAGACGAGGCAAAGGACCAGACCGGGTGTGTGTTGAGAATAGCCTTCTAAA
+GACTGGTGAGCGTGGCTTAGCACAAACCCACTGTATTTCTATGCCCGGTGCAATTCTAGG
+AGAATCCCGTTTGGAATAATCGTTGGGTTCATAAATCATTAACGGATATCGCGCTGCTGT
+GCATTGTTCGCTAGCTTCGCCCTAACTTACTTTAAATATGTACATGCTGACGTCACAGCA
+AAAGCTTTATTTTCCACATTCGGGGATTACCGGAGGTCAAAGACCCCTATAGTCGAGACA
+ATGTTTACAGCGGACACCATGCACCCAGGTATATCATATGTATACACGTGGTCTATTTCT
+AAGAATCCAGCACCGAGGTAGCCCCAAGCGCTTACTCAACGCCCTTTGGATGCCGAATAC
+AGTTTCACAGGTTTGGACGGTGCTCCTACGAGTTCGTAGTGGTCACGTCACATGGAGTGA
+ATAGGTCGTGTCAGAAGTTCACTAAAGGTTCGGGTGATTCAGCGCGCGGGCCCACCCGCG
+GGGCTCCTGCCATGAATAGGCTGTCTTTTAGAATTTACCTGCACTGTCGTGGCGAAGCCG
+AGTAGTTGCCCATATCAAAAAAGATCCCAGCAGAATATGTGAGCGGCAATCTGTCTATGG
+GCCGCTCGCGCCGTAGTCTCGAGGACTGACCCCGGTTCGCGGCGCTGTTACTAACTCGTG
+CTTCTTGTCAGGGCCTGGAGATAGCAGCCCCCTCCATTGTAGGCCAATTAACCCCATTCT
+CACTCTATCACTTCTAACATAAAGACCGAAAGCGTGGACGGGGGTAAGAGCAAAGTACAC
+ATGAGATAAATTAAATATTGGGATGTTCCCCAGCGTGGGCTTCTTACATGGGCGGTGGAG
+GTTAGTTTCGGCATTAGAGCTCCTACGTTGTGAGTATGGTGTGTCTCGCCGTACGGAGCC
+TCACTGATGTTGAGAAATCCGCCTAGGATTTTCATTTACCTCATGCAGTCGAGAGGTCAC
+CACCAAACAGTCTATTTTAAATTATAAGACCATCGGGTCGTTCTATCACCGAATCGCCCA
+ACGCTAACGACTGGGTCACACCACGATGATCGTCCGGGCCACAGCGGGGGTCAATGCTGG
+CGGTCCCTTCTGCGGCGTTGCCACGTTTATCTAGAGCGCAACATTAATGGGGTAGAGGAG
+AGATCTGAGTAGCGCTCCCTATAGTCGTATTGTGAATAACCGTACGTCATCGTGAGTGGT
+GGTGGCCACCTCCGAACGACTAGCCTAGCTATTGCCCCGTAAGATCCGAAACGCGCCTTG
+CCCCAAATAATATTATGGTCACTGATTGTTGAATTGATGGACGGCACTTGTAACATAACC
+TCTAAAGGTACATTGGGGTGGGAGACTCTTGGTTTTCAGACATTTATCACAGCATCTATC
+CGACAAGCGCTAGTGTATCTTAAAAAAGACAGCGATAGACTGTCGAGCGTAAACTTGTCT
+AACAGGCTGCTTTCGATTCCTGAGCTTACATCGCACCGTCATGCGCACTTTGTGCATATC
+CACCCGCATTAGTTTAAGACGGTCCACCCGGATCTGGAGTTTGTATCAGTATTCAGGCAC
+CGTAGATGTAGCTTTACGCTTGCGTAAAAGGCGAATTTTACACAAAAGGGTTTCATAACG
+GTACCCACGCATGGAGCTTAGCCAAATCTGTAAGATCCTTCACCACGTCGTCACGGAAGT
+TTCAAAGTGCACCAAAAGAATAAAATCGGTTAGCAACATGGTGTTCATCGTTCTCTGGCT
+GCTGGACACGCCAAAGCGTTAGTAATAATGGTGTCTGTTTGTATATATTTAACTCGCGGG
+TTGCGAAGCACGTATAGATGATTGAAGTCTAATTAATATCCGCTTTTGCTACCTCTCGAA
+GTGGGTGCGCGACGGCCAAATACATCAATCGGAGGGGCATAGGAATAAACCGTGTGCTTC
+GGCGAGCGCGCTTATATACACCTCCCAACGCCCCGCTCGGTTAACGCGTGTTACAACGGA
+GTCTGTATCTCCATTACAATTGATCGGGCGGTGTGCTACCTCGCCCAGATATTCTCGTGT
+GAACCTGTCGCCTTGAGCGAGGAGGGCTATCTGAGCAGCGTAGACCGTTTGGACTTGCTT
+CTAAGCCAATGTTAGTGCAATCCGTCGCGAACCATGGGAGAGGCGATCCCTAGTCAGAGT
+CGACCCCGAACACCCTAACCCCCACAACGTGTGACTACCTGCATCATTCACGTCCATCAT
+AGAACAACTATTAGGATGACTAGGCCTATGGCTACAGGTTAGTGGTGCGACTGGACGCAT
+TTGGCAATTGCACGGTCCGGCATATATGTCTCCTGTCAGTTTAGCAGGGGAGACTGCCTG
+CCATCCGGTGGAGACAAATGGTTGTGTATTGGTTACTTTGGGATAATGCGAAGCGATACA
+GAGTCCGCAGAGCCTTTCATTTAATAATGGAGTACCTTCAGCTACGGACCAATGTTCCCT
+CTCTTCTTACGAGAGTGGCTATTGACAAAGGCGGAGAGCATCTTTGCACTGAATTCTTCC
+CTACAACGAGTCCGATGACGTCTTTAGGAAGAAACCCAGCTGTTAACTCTAGCGCATCCG
+GGTTTCTGAGGCTAAGATTGGGAAAGAAGCTATCTCTACCGGAAACAGTAGCAGGTACGA
+GGGCCGACAATCAGGATCCCCCCGGAAGGAAAAATATAGGGCTAAGACGCACCTCTCAAC
+GACCAATTTGATCACCTCATGGAAAGCTAATAAAATACCGCATATGCATTATCTGTAACG
+TGCTGTTAGCGTGGGCCCCCACGCTCATATCCCGCCCGTGACTGTGCAAAGAATCATTCC
+GCATGCCTCGATCTCTGCCCGCTCTGATCGGGGCCAGGAATTAGCTAACACATGCTGGAG
+CATAGGAACGTCCGCTACATGAAAGAGCATTGGGTCCGGCTGCACAAAAATTGTCTGACG
+GGGTGTCAAGTGCGTAGATTGGTGATGAGTACAGACGCCGTATCAATTGGTTCCCGGGAG
+CTGATGGTCGGAGTTGTACACTATTCACTGGCTAGATTGGTGGAACTCGGCTGGTCAAAT
+TTTATGAAACGACGTACTCTCCGGCGTGGCCTGGCGAGTCTGCACCATGGAAAGAGCCAA
+CCGGACACTGTACCCGAAGCTCCAGCTATCTGTAGCGGTCTGAGGTGAGGACCAAGCGGC
+CTTGTGGACCGGTGTCTGCTAGTGTGCTGCCGTTGAGCAGAAAGGCAGTATCACTACATC
+CACTGTAAAATGATCACTAACCGTTTAATGCAAGGCGCCAGGGTCAGGTATAAGTTAGAA
+GTCGAGGATTGGTGTGCATATGTCAGGCGGAACCCTGGAGTTCATGCAGGAAAGCCAGCT
+GGGCGGTAAAGAGCCATCTAGTACAACTCGCTCTGGCAGGTTTCGCCATGCAAATGCCCC
+GGGGCGCCTCGGGATGTCGCAACGCTGCCTTAATACCTCAATTTCAAAGAAACGCCAGGA
+GGAACGTTAGGTAGGTATAGCCAATCCTCGTATTAATCTGTTTCATCGGAGGTTCAATAG
+CCGCTGAACGCGGCAAGACAAGTTATCAGTAATCCGACTAGTGACAGAACCGGTTACCCT
+AGACCCTATCCGGCTCCAGATCGCACACCCCGTGTTCTGCCCGCCTGCAAGTCGCATCCA
+CAATCCCTTTTCACTGTCAGTCATACCCAAGATTATGGGCCGAATATCACCACATTGCAC
+AACTGGTTGGCGAGACTGAAAGTGACTAAGGCTTGTTGAATCTCAATATTCTGCGGCTCG
+CCGGCGTTACACCGGGAAACAAAGATTTTCAATGCAGGGAAGTTTCCTGTGCCCTCCCTG
+ATTACACTGAAAAACCTTTTGATTGGCCGTGGTTGATGTCCATATCAGGACCTGGTCGTT
+ACTACACCCCTTATCCACTAATATTTGGGCGAGACGATACTCGATCCAGTAACGGGGCAT
+CCGGGTAGGCAATACATGATCGCGCCATTGAACAGTGAAGACCACGGTTGCATGGAGGGA
+CATAGGGCCTCCCGACGGATAGCGAAACGCAGTGACACGAGTTTCCAGTTCCCCGCTCTT
+ATAACACCTTTCGGGGACATCTATCGTAACTCTGCTAAGCTCGGTTGTTGGTCCCTTCCG
+CTTGTCTGCAATTTTCGACAGAAGGCCTGACCGGTACTCGTAAAAGCCTCAGCGTCTGCG
+GCAAAGGCCATAAGAAACACGGTATCTCAATAGTCGCTCTGATTTTGCAGACCAAAGAAA
+AGTAGCTCCCGCCCGACCGTAGCGTGGGAGCGCAAGCAGGTCACCCCGCTAATTCGTTTA
+TTTTTTATCTACCATACAAGGGACGGTGTCCAGCATTAGACAACAAATTGTCATAGAAGT
+TACGTCTAGGCCTAATACTGATCCTTAAAGTGGACCGGCGGGCTCACAGAAATGATGAGG
+AGCAAAGACTGTCGCTAATCCACCCCCCGTGAGGTCCAAACTAGGCGCCATTCCGCGCAA
+AGAAGTGGGTAAGCGGTCGCTGCCAGACTACACGCCCTATCCGATGCCATCCCAACTTGA
+CAGGGCATCAGTAGCCCCGCGGCAGAATGTTGTGCTGACCGGATACACTAAGAAAGGTTG
+GGGTGATTCTTAACCGGGCAAAACCCTAGGTTGCAAATCTTATGCAAAGTTTTTCGCCCG
+ATCGGAAAGTGGACGGGCCGGTGCATGTCCTCACATCGCCTCAGGCAATGTGAAGGTACC
+GTGACAGGTGGCAGCGAATGAGTTATAACTGTACGGCTTTGTCGGGGTCCAAGTGGCTAG
+AACGTTGAGTCGCACGAATATGGTCTCGGACCGGAAGTAGGCGCAGAGTCGCCACTTACT
+TGTGGGGAGTACTCCCCATACGCCAGACCTAGCATCGGGCGTGACGTGCACTTGACCCGC
+GCGCATCGTTTCGTTCTCTGCCTCGAAGCACTTCGACCTTCTATCCCAACTGTACTAGCT
+GGGGCATGACACCTTCTCTACATTGACCGCTCTTGTCTGGACCCCCATGCTGCGTAACTA
+AGAGACGGAGGCCCGATTTCCCCCGTAGTGTAGTCTGTTAAATAGCGCAGAAACTAACCC
+CTCTGAAAGTTAGACTCGCACCAGCGGTTGATCCTGTGATCCATGGGTTCTCGCTACACC
+GACAATTGAGCGGATTTACCCGGCAATGTTTCTTATGAAAGGCGAGGTCGCTCTTGTACA
+CGTATGTGTCCGCGGCAGATTCGTACACTGGGGACGCTCTCCCTATGCCTCCCCACCGAA
+CGATCGTGTGCACATGGAGTGTGCTTCTGACGCCGCTGTGTCTGCAAGGCTTAACGCCTC
+TGGCGTTAGAAAGACGAAAGTCGTCCGCACTCCGTGACTAAGCCCGGCGGGATTCCGCAC
+CTCAATTTTAGTCAAAACCGAGAGGTACGTAGGCGCCCTCAGGCGGTGTCGGTGGCATCT
+AGGCGTATGGCCTGGCGGATCCGGGTAGCTTGTGGGAAAGTAGGGACGTCCGTAACAGTC
+AGGCGTCTACGTCGCAAGGCAGCCGAGGCTAGAGTTGGTATTATCGTCGTTTTGGAGAGC
+TCGGGACTGGGTTAGGTATATGAGGTCAGTGCATGACTGTCGAAACCGTTTTGAGTTCTT
+CTAATGGCTATCCGGGGGTTAACCAGTCCGTATCCGGTTCCAACATACAAAAAGGGCATA
+GGAACTGATTCCGATGATTCACCCCTCCAGGGTAACCACGACCTCACTCTGCATCTTGGG
+AGTAGTGATAATGTTGTATGAACGCAGTAAATGGATAGGCTTTGTCATGTGCACAAGCGT
+TAACTCCCAGAGTACTCCTTACGGACTGAACCGCTCGATAATTTTCCCGCGTTCACGAAA
+TCTTATAATGGGTGGGGCTTTCGTAGCTGGAAGCAGAACCGCGAATACTCACTTCGCCGA
+TTTTCTAGCGTCCTAGTCCGATGAGTGTCGCTGTGCCCCACAACGTCACGAACCGAGCCA
+TGTCTTCAGTCAGCAGTCAAGATCGCTCAATATGGCTAACGCTTCGCAAAGTGTCTCGGC
+CCACCGGCACTCTCGACCGGTTGTGCTGTCTCATCACAGATGTCGCGCGCCTTGAGGTTA
+GGTGTACTGGCACTTCCATTCGGCGAATCGGGCGTGGCACTGGCAGGACCCCTTTGAAGA
+GGCAGCCGGCGCCTGCCTGCGTGCCTAGCCCTGGGGTCAAACTCCCTAAACCTCTGCCTA
+AGAAACCTGAACAAGTCTGGCGCGATTCGTCACTTGGGGAATCATATCAGATAAAGCACA
+CACCGATCAGATCTTTGCCCCAAAACAACTTATAGTCTTATTTGGTACATTTGAGTGGCA
+GATTTGCTCCTATTGCACGTATGACGTGACTCACTGTGCCCTCCTTCCTTTACAGATGCG
+CGCTCATAGGCCTAGTACCCGTCATCTAGTATGATAGTGACACCAGCCTCCCCGAGGATC
+TGTTAGAAAGTGTGACCCGTTATTTCTTAGTCCCCTTCATGTGCTGCAAGCACCACGATA
+ATGGTTCATTAGGGGATATACAGGGCGTATTCCCCGGCCTGAGCAGGGGTTTCGCAGATG
+GCTGGTAATCTCAGCTACAAAACGGTGCTAAGTCCTGAAGAAGTGGAAGATACGATGCAC
+GAGATGTGTAAACCCTGACTAGATTCTATGGTAAGGAGGTAGCGAGGGCCCGCACGTGGA
+CTGAGACGCAGGCAATGTATCTGTCCCGCCGGAACCAACAAGCCCACGAACGAGGCCCAT
+AAGGTTTCGTGTCCTTAAAGCCTAAATGTTATCGCCTGGGGGTCATCTGCCGAGCTCCAT
+TTTATGACCGCTGGTTTTGTTCGCCAAAAAACCCGCTGGTGGCGGCGAGCTCCTATTGAC
+CTCACGTTGTACCCCGCTTCAGGTTGCCCGCACACAGCGGCGAATATAACTATCTGCGTG
+TGATTCTCTATGTAAGAGGCCTGGGGTCGTTTCCCACACCACGGAAGAGTCGTTCATACA
+TGTAAGCCCCCATAGGAGGCAGCGAGCGCGCACTTATCTTCACTCTGGAACTCTAACATG
+TCGTCGAAATCTGACGAGCGAAGACAGATCCCCGTCATAAACTGGAAGGGTCTTTAAAAT
+GCAGGCCAGTGTTGGCGTCGGACGGCAGGGCCAAACCGCCGTGGGCGCTACACTAGGCCG
+AGAGGCACATATTAGATCTTGTTACGTCTCAATAAGACCTGTGCAATCCTCAAATTAGAA
+TTTTTTGGATGGCGCCGCAAGTGTCGCGTAACAATTCTTCTTAAGAACTAACTTGGGTCT
+GATCAATGACCGCTGCGCTTCCTGTTGTGAGCTAAGTATACCTCATGTGTGCCTACATTA
+GAAATAGACATGAGACTGGGTCGACGCAGTGTTTCTGAGAAGCTTACGGGGTTGGAATTT
+TTGTCTGTTCCCGGGTTCGCTCGCTCACAAACTTTAGCCTATGGGGCGGGGTATTTGGGG
+ACGGAAGGTTCTCTCTTAGGTCCATTTACTGGCGCGGCGACATCTTATATCCCCTACGCG
+TCATGGGTCTTAGCTGACTAACGAGCGGGGTCAGCGTAACGTCAAGCAGAAGTCGGCCCT
+TGTATGAGCACTATTCGAAGCGTGATCCCCCTAGGTCAAGGGATTTTGTGGATGATATTG
+TGGGCAAGCGTAATGAAACTTACATAAATGCCAACGATGCGATTTCGGAGCCATCTGATC
+ACGGTGGCGGAGCGAACTCAATTAGTTAATAGTATCAGTGATACCTTTAGAGTGAGTATA
+AGGTTCATATACATTAAAAGGAATAAGTCTTCGGCGTGACAGCTGAGCACATAAAAGCAC
+TAAAGGGAAGCCCTTGTCGCGACTATCGGCGATTACTCTGAAAGGATGTCGTCCTAAGGA
+CCAGAGTTCTCGAAGAGCATTGTGACAGTGAGTCGTACAGCTCATAGACAGAGAATGAGT
+GTCCCATTTCTGGGTAAGTCTGAACTATAGCAATTTTCGGATTACTGCCTGGTTTGATGT
+AGCACTGGGTACGATACTTAGGCCTCTTTAACCCACCTCATCGATTAGTAACAGCTCTAG
+AAGGGATGTATATAGGGTTATGCGAGGGCGTAGACATTTGTCTAATTAGTAGACATGTGC
+GCACACCCCTCCTGAAGCAGAAGACCACAGCTATCTGTTGCCTTGTCTAGTGATATAACT
+TGTCAACAAAACGCAACGCCCGGCGGTTACACTTCAGATGTAGCTCCACCGGATCCGCGA
+CGGGTGAAAGGCTTGGGAGAAGGGGGGCAACCTGTGTAGCTCCTAAAGTTAACCATTCCT
+ACTCCTCGGTCATTACCTCAGTCCAGCCTGATCTTAAATGCGACAGATGTAGTTGCCCGA
+TTCATACAAGTCACAATTGTCGCCGCGGGTGTAGGAAATTTTTTCCTTCCCATGTTTGTT
+TCCCTAGCTATCCACTAAGCCTGTGAATTTTCTTGCTAACGGGCTGGGCGGGCCATGTAA
+GTCCAGTGCTCACACACATCTGCGTCTTAGCTTCCCGTGTGATAGATACGAAAACGGTAC
+CGAATAGCTTTTTGAAGGGTTGCTGGTTTTCCTCCAGGGACTCTTTCTCTCGGATCTTAG
+GCTAAGACGTAGGCGTCCACCAGTTCCCCTTCCATGCCGCCAGCTACGTGTTAGGCCTAG
+GATGTACACCGGCGTCGTCCCTCAGAGGCGATGGTCTCGTGTAGAGCCGGGTGTTAAGCT
+CATTGTCAGATCTAACTCATGTTAACGCTTAAAATAAACCAAGACGGTATGGTCTAGGCT
+AGATCGCTTACTTCCTAGCCGCGTAAAATTAAATTCATAGCCCTGGTTACCGGGTTGTCG
+TGAGGGCGCAGCGCCCTGATGACGGTTAACATGTCTGTCAGCAACAGGATTGCGTAATTT
+GGTGCAGCACATTCTGGTGGTGACGGACAGAAAGGTAGCAACATTCCGCACCGGCTACTG
+TAGGGGCGTCATCCATTGTGGTTCGCTGCAATTGGAGGATGTACAGGCAGTGGGAATGCC
+TAAAATCCCCGAAGGCTTGATACTGCAACTTCAGTTTACCCCTTGGAGAAGTTCCGCGAC
+CATGTCTCAAACCATCGTCCCATAGCTTCCCTGGCATGATGTTATTATAATTCCCCTCCT
+CGAGGTGGGGAGCTGTCGTACTAGCTGTCCTAAATATGGGACTGAAAATTTGGGGGGCTC
+ATCATTAAGAATGTACACTCGCTAACACTAAGGAAGTTAGACCCGTTACAGATTCGGGTC
+TTTTTGCTCCCCTATGTGCTACCGCAGTCGACATTTGCGCACACGAAGTGGAATTCGGGA
+AGGCTTGACATTGGAAGGGAACCCGGTTTATGGCGGAAGTGAAACTCGGTTCGCGGTGCG
+CGGGCATACCGAACTATACTGCCCGATCCAGCACGTATCATTAACGAAGTCCCATTTGAC
+TCAAATCCTTTTCCAACTGCGTCCTCCGCAGTCCCACAAATAAATCCCTCTAGAATGCCC
+TTTCTATCGCACCATAGAACTACAGCGAGTGGCACGTCGACCCCGTAACCACCAGAGCGC
+AGAGTGTTTCCGTTCTCGGGCTCCAGCGGGGGTATAGTAGATTCACCCAATTATCCAGCA
+CTTTCTGCATTTCGTCCTGTAGTGCAATCCCGCGAAGGCAACGGACGAGGATCTTCCAGC
+GACGTTGCTTGATGGAGCCAGAGGCGCCTATTGATAATAATAGTCTGCCACGTAGTCGCA
+GAGCGGGATTTCGGTAAAGAGGTCCTTCTCGTTGGGGCTAAATACCCACGAGAGGTATGT
+CCACGACTAGACGTAAAGCGGGATAGGGCATAAAGGATTCGCGCTAGGTTCCCGCGTGAA
+AGTCGCAGAATGAGATTACCGTAAAGACCGCCAACACCTCGAGACTTAACCAAGGACATG
+CGGAACGGACCGAATACCCAAATCTGTACAACTCCAAAACTGCCTGGCTGCCGATATGGT
+GAGTACGGTGTTACGTGCTTTTTTCAATGTCCCGTTTGGATGCATAATGAACGTATTGGA
+TGCGCGATACCACTATGCCCAGCAACACGACATTCGCCCTAAATTTCCCACTGCTTCAAC
+TAGAGGCCCAGCAACTAGCACCATAGCCGCGTTGCGGATGTGTGATAAGTCTAATTAGGT
+GCAGAGTATTGTTTACCACCAGGACGTTGCTGGCTTGGCGATAGCATACCCTATTCACAG
+AATCTGATTGCTAGAATAGGTTACCACAAAAAGTAGATGCCCATTTACGGGACACAATAA
+GACCAATCGCGGTTTGCAACCTTTGGCGGAGATACAGGAATCCTTCGATAACTCTCTGCG
+CGACGCGTCAACGCGTGGAGCTGCACGGCCATCGAAGGCAGATTTGTTCTACACATGTGA
+GGTCGAGTCCTCCGGGTAAGGGGCAGCGTGGTAGTGGCATCCTATTTTAATTATCAGCAC
+GTGCCTTTATTTCCTTTGTGTTTGCGCTTCAACCCTATGATTGCGTCCTCACTTGGGCGT
+GGATGCGAATAACCATCAGTTACTATCCATAGATGGATCCCCAAATTAGGGTTCACTAAA
+TTAGGGAGCCCAATGTACAAGGAGCAAGGGGAAGCCCCAGTTGATTCTGGACTTATTTGT
+AACTGCGGAACGGATTAGGCAAGCTCAGCCCAACTATGTTTGTCCAAAGACCGATAGAAA
+TGCTGACCATGCTCGGGTGATCTGTACTCAAACCGGGGCTAATGTTCTTCTACATTGCCT
+TCAACGATTGTGGAAGGTCGCGCATTAATGATGTCGTAAAGGGGGCTTAATAGGCACGCC
+CAGGCTCTCAATCTAGTTAGGACGAGCTGGATCTCTGACGTAAAGTGTGATTTTCGTGCC
+TACAAATTCAAGTAATGATGCACAACGGAGACGACTCCATCTCGAGAGACGAACAAGTGT
+TAGGTCATCATTAGGAGGACCTGATCTCCAGTCAAAGTCACGCGATAACATGCTGACTAA
+GAAGTTGGTTCCGTCCACGGTCCCTGCCCGAATCCTGGCACGTTTCAAATCCATACAACA
+TCAAGTTACAACCGTCTGATGGTGGCAGTGATAATAATCGAGATAGATCGACCGGAGCTT
+GCCCCATCTGTCCCCTGCCCCCGAGGATATGTGGTAGATCAAATGTCAAACAACTCTCGG
+CCCTCGGCTGCATCTTTGAATACAAGTTCCGGAAAGGTTGGTGGAATGTAGCGAGTGGCT
+CATACGCAGACTGCCTAGGTTTAGCGGCCCGGTCGAGCAAGGACTACGCTGATTTAATTA
+TTGGTCTCTGCAGGACCTTGGGAAACTCATCGACGCGACTTAACATGTCAACACCACAGC
+CAGCCCTGGACGCGCAGCGACGCAATCGGTTTACCTCTTGTAATCTGATCATGGTCTCCA
+TTGGCAGCTTGCATTTGTCTCCATTGCGACAAGGCAACCCCCAGGCTAAATTGAGCCTTT
+GAGTACGAACTTGCTACCACCTTGGCGTCAGTCAACGAACCTGTTAAGGGACCTACTCAG
+TTCGATGACCCTCTATACTTTCGGTATTGTCTCCGCCCACTAACCTTAAGCCAAAGGTTG
+CACGGGCGATCGTCCTGAAAGCCATATTCGGCAGGTGAGGTAATCGAGGTGCATACACCG
+AACAGGGGAAAAGCTAGACGTACCTGATCATTAGCGGCGAAAAGCACGTCCTGCTCTGGA
+CTATTACCATGCTGGATCGTACACCTGCTCTTCCAACACTGATTATAACGCAGGTATAGT
+TAATATCTACAACTCCAATTTTGCCGCCTTTGCAACCTACTGTATGCTGGGGGTCAGGCA
+TTGAAGCAACGATAGTGCTAAGCTGCTATCCTAAGCCGATTCCCTATGCCTGCGTCTGCC
+GGTAAACACTATACAAAGACCACCCTCAAGGAATCGCTGTCCTGACTCCAATCTTTTGGC
+GCGATCGCGCCTTAGAGTGGCTCGCAGACCGTGTGAGGGATCTGCGGGGGAATCAATACT
+TCATAGCGTAAAGGTTCTATGTGGGCCCCCTCTCTATAGAACGCAGGGGCCAACAGATAA
+TCGGTCGTACCGCAGCCACCTCTAAGTTCGACTGACCGTCGGAGCTGTGACCTCTGTGTT
+AGATGCTTATTACCGTATATGCGAAGGGACCAGTGCTTAATAATATGTCCGGAAAAAATT
+TAGGTATACTGGACGCGACCAGGAAGTGCTCATTCTTTTAGCATCAAGGACGCTCACGTG
+CACCATCCTATGTCAGTACGACTAGGAACACTTCTAGACAGACGCATTAGCGTCGATCAT
+ATTCTTATACTTGGCACATTGACCTGTTAACGATCGGAAGAAGGCGTAGCAAATTTGTAT
+TGAGACTAAAGTCCGCCTATGAGCGCCCGGCAACCCCCTTCTTAGAAAATGATTCTAGAA
+CTATGACAAACCGGCTTTTCTAATCGTGGTTCTGTTGTCAAAAATGGTCCCGGAAAACCG
+ACGTATACTCTGTGTCGTAGCAGAGTCAACGGATTAAACCATGGGAACCATCGGCGACTA
+AAATCTTGGACGTCGGCAGCGCCTAAAGACCATCAGAATCTAAAGCGATCCCGACCCCAG
+GTATCGAATCAACCAGCATGCGGCAACTCTCCGCAACATTTCAACTGATAGTACCTAATA
+TGCGGTACGCCCATGTAAGCAGCGACGTATAAAATATGTGGAAGTCGACGTTCAATTACT
+ACGTTAGGTTTGGAGAACCGCCCTAGGGGGACATGACCCATACACGTAGAAAATTGCCCT
+CGTTTAAGAATTGAGCGCGCGCCCAGGATTACCATAACGGCTTCCCCTCCGTTGTAGCCA
+CCGGGTAAGTAAAATCCCGTTTGAGGTCCAACCCGATATGGGGGTATAATTGTGCATGGC
+ACCGGAACATAAGATAGGGCTCCAGCGCATGAGTTAATGAAAGCCCTTCCCTTGTGATTA
+TTAGAGGGACCTGCAATCTGTGAGACACAACAGTCCATATAAACGAGACTCAGGGAACGG
+GGAAAACCACAGAATATGCTAACCCCGAGTAGTGGGCTTCGGACCTTTGTGGTTGGACAG
+GACAGGTGTGTATCTTGTACTTTAGTCATGTATGTGTCTGGATCTTGGTCGCAGACTTCA
+CCGGCTGTGGAGAATAGAAAAAGTGGGTTCTAATTATTGATTGGACGTATCACCTTTTAG
+GCGAAATCTTTCTATGTATGCGAGGGAGAAGGAAAGCGCCGCTGTCTAAGGCTTTAGTAG
+CTGGGTGTTAGGGTATCCTCGGCAGAGTATCAGGTGAGAAACTAGAACCACGAAACAGAC
+CCTCAGCCGACCTGTACGGATTAACACAGCAAATACAAATGTGACCCTCATAAATGCGTT
+GGTTGTAACCTATTAAACGAATTGGGCTAAGGACATTTGCTCCCATGAACTCGTTGCTAG
+TATAGTGGGGGCCCGTCTGTGTATGGCCAAGACTAGCCATTCCTATGAATTCTGGCGTCC
+TCGTATAGTTTTTGATCCTCCTATCCTGATATTATGCGCTGTACGGGTGTTATACGTTCG
+TGTCTATCCGGGCATTTCTATCCTCCATACAGGTTTAGCTCCATGATCCACTATAACTTC
+CTGGGCAACCCAAAATAGCGAGTATTCAAATAATACAACGCCTCACCATGCATATGTTCC
+TGTTATCGTCCATTATCTGGGAACAAGGTCACCGTTGCGCCACGACAAAGTGAGCACTAG
+AAGTCTCGGGTGCTAAACAGTCGATATATGGCGCAATCTCAAGATGTAAGTCCAATCATA
+TTCCAGTGGGTGGCTCAGGGGTGCGGCAACATAGGCCAAACTCTCGGGAAACTTTGTCTA
+TTAACCGACTCGGTATTTCATTATGGGCGCGGGTGGGGTAAGGATAAGCTCCCGGCCACG
+CGAGTCACCCAAAGTTTACGGCCATTCGGATATAGAAGAGTATCGAACACACCAGCATCA
+TTGCAGTACATTTTCCTTTCTGTCGCATCGACATGCTTGACGAGGCGATGTCACGCAGGT
+GTTCTCCGTGCGCCACGACCATCTCCATCTATATCACCTCCCATACGCGCTCAGCCGGTG
+TAATCTATCTCTCACGTGTCTCAAATACTGCCCATCCACATGGCTGCTTACTCTAACTGT
+CCACTGCACGCGTGAAGCGGTAGCGATATGATTATTCATGACAGGTCGCTGATGCCTGAG
+TTGGTTGGAGCCCAGACACATTGTGCCCAGCCGTCCGGTGTATGGCAATTAATCATCTGA
+AAACGCAGCCACCGGAAACTACCGTGATAGCGCGCCGTCGCTGGGCCAAGCCAGCCGTAG
+GCCGCAAGGCGCCCGCGAGCTGGTTAAAAGGCACACTCTAGGCCCGTCTCAGTAATCACA
+GAGTTGGTTGCCTTACAAAATGTACAATGTACGCTGATGGACGATGATAGCTAAGAAATT
+ATGACTCCTATGAGCGTCTAGGTTGTACCCTTAAGGCCTCTCGACCTTGCCATGCTGTCC
+AATACCGATAGCTGTTATGCTTCAGGGGAAGGAGCTGAAACGTCAACTGCGCCCCTCCCC
+ATTAAGTCCGCGGACTTGTAGGGCGTAAAGTCGGTCCCAGCAGATGAGAGCTATGGAATA
+ACGGCAGGCCTAACGACGTTCTACAATAGTACAGGTATTGGGTGTGTTAAGCAAGAGCTG
+CTACAATAAGTAACAGCAAATAGATGGAATATTGTCGCACGGACGATCACTCATTCGGAA
+CCCCCATCCGAGTAGGTTATAGTTAATTGTACGTCTACAATCCGAATACGCAACGCTTGT
+CGCCGACTGGAGAGGCCCCCAATACGAGAGCGTGTGGGACATGATGTCAGTCATGGCATA
+CAGTGACGGTTTAGCCTGCGTGAATGGTTTTACTCGTCCCGCCGGCGGTGAAAGGCACAG
+CTTAACAAGGGGTTAACTCCGTCAATGTTAGCGGTAATGTAAATAGTCTTGCAGGTCCAG
+AGGTGAAAGGAAAGACAGCTGTTTGGCGACTCTGAAGATACATATACAACCGGATTGTTC
+TGCTGGACCGCGGGCATCCCCAAAATAACTGGAGCCGGCTAGACTGTTAATGTGTTTGGG
+CAGTTTGGGGCGAAAAAATCTTACACAACGGAGGTTAGCAATTGCTCATTCCGTGTTTCC
+GAGACGGGGACAGGAGCGCTGTGTCAATGGCACCCTCTAATCTATCTGCTACATCTCCGA
+CGTAGCGGCCGTGTCGTCAATTGCCCGTGTGGCCGTTAACATCTGCAATGGTTATAGGTT
+ATCCAGCCGTATATATGTCACTACAACCAATAGGGCGAAGAAGGTTTTGTACGGAGGTCC
+CGAGGCCAACTGTATTTCGACTAAAATCATCTTGCTGTCAGGGTTAGCCGACCACCAGCC
+AGACCTCTGACAAACATTACTAGAACGTTACGCTTGTCAAGTCCCAGTCAGAGTTCAATT
+ACTGATTGGCGGTTTAAGTGGGCACTTTGCACGATGGTCATAGGACGCATCTCGCGTATC
+TAAGATAACGGTTCATGCCGACGAGGATGTGGGTCTCCTGGCGCCGGGAACATCCAGGGG
+GCTTTTTCTCAGCCAAAAGGTTCACTAATAGGGACGCTTTGCGACGCCTTCGCGGCGGTG
+TTGATTTCGCGCATCTCCTTTCTAGAACCCAACCCGGACTTGCCCATCAGCAGGTGAATC
+AAAATTACCCTCGTTCAACAGGATTGTCGGCGGGTAGTCCCTTTCAGTGCGGGACGAGAC
+TGTCTAGTTTATTTACAGCCGCTCTCCTACGATCGTCACATGGGACGTGTCTACATGCCT
+TGGGCTATGCCCAGTATCCTGATATCAGCTATGCCTGAGAGGTGTTTAGATAGCAGCGTT
+GGCTTAGTGACATAGTGAATACACTTCCAGGCCAGTCCCTTGGGGATTACAATTCATGCC
+CCACACGAATAAACAAGTTGCAGTCTACTGTAACTTACGACAAGTATCCCGAGAGATTTT
+GCCTGATACCTGGCTTCCCAACTGAGAACATGTCCTGGCTTTGGCCTCTGCTGCTCTAGA
+TTGAGCTAGGGACGCGGATCGCCTGGTTGTGACAGAGACTGACCTAATCATCCACCGAGG
+TGCCCTATCAACGCTCGTCTTCGCGCTGACATTACTGGTGCTGTAAAATCTCTTCGCGGC
+GCTATGAGGCCTCATTTTATTCTCCAAATCAATGAATTCATAAGGCTTGGATTGCGGCAA
+GTTTGGTAAGCGATCCACCGGCCAAGTGGTCCTAAAACGATCCGAATCGAAGTGATCCGC
+AAATATGATCTCCATGTTCAGGTCCAGGAAAGTTGTTACGCCTGCTCGGCAAGGGGAACT
+TCTACTGAGTCACTTGCTTCTGTGAATCTCGACACGGTGAAATATGACCGCATGATGCCA
+CTACGCGTGCAACACGACCTGGATGACGACGCCATTGATTCTGGTTCTGCAAATCGCATA
+GTGTGATCACTTTTCGCCCTTATGACGTAGAGTCATGTAGAGCGACGTCATGTTGGACCC
+TCACCAAACTGCATATCGGTAACGGAAGGCAATACTAGACGACCTGCATGTTCATGGGCC
+GACCCTGGTTCCTTAGAAACGTGGACTGCTATCCATAATATACCGCATTCGGTGTAAGTT
+GGTCACGAGCCACGCTGATGGCTGCGTTCGGCACTCTGGCCCGCTAGAACAAAGGGCGGA
+CATAACTCGAGAACCTATATAATTTGGTAGTACCAAGCTCAGGAGATACTACTTTCGTCC
+CATTCGCATTGCTCGTTCACGCGTTGGTACTGAGCAAGGTATTGTTCGTTAATTTGCCCG
+TGTAGTCATCCGAGTCGAGCATGAAGGAGTACAACAAGCATAGAGGTGCTGTATTCCACC
+TGTTGAAAAGTGCTAACATGAGCATGTTATGTTGAGAACGTATCAGTGGAGGAGAATTCG
+AGGGTTTCGTCATACAGCACTTCCTACGCAACGAGACGGTATCCCCTCATGTGGGGGATC
+GGTGAGCTCTAAACAGGGCAGGATGGCGTAATAGCACGGCGTAGGCATTTAGGAAGTGAG
+GGTGGTACCTGCGGCACTTGGGTGAGATAGAACGTATCGAGTTATTTGTGTAATGTCGCA
+TATACCCAAACGCACTTACCAGGCTATGGTATTATGGCATATACACGTCGGAAAATAAGA
+TTCTGGGAATCCGCACCCTAGGAGTTCCGTTCGCTGACGAGCTCTACTAGTGCTCACTGA
+TAAAACGCATCACCAAGACATACGGCACATAAGAGACTATCTCGCGAGGACTAACTGTTA
+CAATTAAATATTAAGAGCTGGATATCCCGTTATTCAAAGGTGGACCTTCATTTAGGATCT
+TCAGCGCAACTGAGTTGGAGCAGCAAGGCCTGTGGATATGTCTCTGCTATCAGGGTACCA
+TTGATACGAAGATGAGCACCTATACGCCATGGGCTTGCTTAATACTCTGCGTATGAATAA
+ACTTTGCAACGATTGCCTTCCGCTCGACGGATGATATAATCCACTATCGCGGCACATGTT
+AGAATCGGTAGGAGAGGACATCACGCGTCCATGAAGTAACTAGTTCGTTACGCTACTGCC
+GATATCATACAGCAAGAAGCATGGCCCTGCAAACGCAGGCGAAGAACAGTCATATTGGAC
+TGGAAGGGGGTCGTTTCACCCGAACACTTCGCAACTCAGTCGTTAAGCGATGTCCGGGAA
+GGATATCATTAAGGACATGGTCGATCAGGAATCGCCCTCGATCCTCAACCCCGACTGGAG
+GCGACCTCTGGGGTGCAGCTGCAGAGACTATTCAAAAAACCGTTCATATATGCGGGGAGT
+TAGCTAAAGTGGCTCTACCGGCTACATGGGGTCGCGGCGTGCTGTCTATCTACGTCGCAC
+CTATGATCACTTATCCGGGGGTGTTCCCCTTGGGCGTCAGATGAGCCTTCGGGGTGCGAC
+GGAACTACACTAGCCCAAGTTGGAGTCCCGGTACTATCGTGATGCGATTCATAAGCTATT
+TGTTGTGACGTGAAACACCTTAGGATGCTGAGGCCGAGGTCACTCATACTTTGAAGCGCT
+GTAGCTGGACGTTTCACCTTAAGAGAATAACGGAGAAGCACCCAGATAGGAACCCGGCAT
+TCAGCTCGACCTTTTTCAAGGAGCTCAGACCGCCGGGGCAAGCAACCTCTATGAACTCTG
+TTGAGCTACCGGATCGAGCGCCTCGCGGATAATTAGGCGGGCCGAGGACAGGTGGGGACA
+AGTTCCCCCTTGCCTTGTGACCGATAAACAGGCCTGTACAGGTCCACAAGAATCGTCCTT
+CGTCCGACACTAAATTGGTCTCTTAGATTGTTGACCATCGAACTACATCGTTTTGCTTGC
+TATAGTCCGGGGTCCCCCTATGGCGTCTTCGCATTCGAGTCAAGTGGGTTGGCCGCGATG
+CGACCTTCCGACCGTAAGTCGATTTTGTCAATGGTGCCTGTCCCAAACTTCCATTTGGGA
+GTTGAGGTATATTGTTTGAGATACCGCGGGTACTGTATCAAAGAGATTGCTTCCGTCGGT
+TCCCCCGCTCGTACTTTACGCGACGCGGCTGAGCCCCGCGTCGCCAGATAACGGTGAATC
+AATGCGCTAGGATAGCGACTTGAATCGTCACATAAAACAGTCTAACACTCCCAGAATCCT
+TCATTAGGTGGTTACCAGTTTCGGTTATCTTCGCAATAGCTATCTGATTAGGCACAGGTT
+CACCCTGCGCTCGTGAGATATGCTGGAGCGATCGGGGTCGCGCGCCATTCGGCAGGAAAT
+GGTCTGTTGGTTCTTGGTTAGACTTGAAGCAGGCTATATACTCAATGTTGTCATGTGCTC
+ATCCTTATCAAATCCTGTTGTCGGCGTTTGGGGCGGTTTGTGTGCGGAGGCGCGAATTTT
+TCGATCCGAATTCCTGGCCCGGTAGGTATTCCACGTATATATACCTTGACTTGAGTCCCC
+GGACATTTCGATGTCAATGCAAGGCATTCGCATACCCTCTGGATTCTGCCACCGGGCTGT
+TTTAGCGGGTTAAATGTGCATGTGAATCGCTTTTCTCACACGGGTTGATAGGCGGTCTCA
+TGCAACATTTCATGTCATTCATAACACGCTTAGTAACCCGCAGTTGGAGGTCCACTGAGT
+CGGGCCGGCGAGATGGGAAACTGATCGGCAGCGATAACTTTGTTACTGTACTGCAGAGTA
+AAACGTTCCTCCACTAGTCTGCGAAAGAGGCGGACTTCCGAACGGGCTACCGGCCGCTTC
+ACCTCGCGTGCGCAGGCTGGCCCGTGTGAGTCCCAATATGCCACAATAGCCCTTGCTAAT
+GTCATTACGAGGTTCTGAGGTGGATGGATTATATGGGGTTACTCTTGCATACTACTAATC
+CCTCAAGGTTGGTCGCGTAACGAAGGATCATGATTGCTCTAAGATTGAGGAGGGTTCGTT
+TATCCTTCGGCGTCGAAGTAGTGATTGGAACATTATGTAACGCAACCACTGAACTCCAAT
+TACTGACACGAGAGTTGGAACGTGTTGGGGTGTCCATTACTATGTACATCAGATACACTT
+CGAGAATAGGCTACACAAGCAAGGCACCTTCATGGTGCGTAACCCCCTTGTGGCGACCCA
+GCGAGAACTATAGTCTTTCCGCCATTCGCTTGTAAGACGCATATTAAAGACGGGTCCGTC
+CTACATCACCGAGGGTCCGCCTCGTCCGCTTGGCTCCGAGGTAGCTTGGCCGAGTCATGG
+GCTTGCGATATCGCGGGCGTCAGCGCGGCCAAGTCATTTCTGTCGTTCTAGGTCATCTGA
+AGCTGGGGAGACTCTGTGACCACTTTGGCACGCTATCCGCTTGAAGCACCCGCTGCAATT
+GCGCGAAAGCTCGCCGTTATGTTATGTTGGACGAGGACTAATTATAACTCGACGGCTTCA
+CGGAGACTCCGCCTTCCCCGTGTCACAAGCGGATTACTAATTTCTGCTGAGGTCAGCATT
+TATTTTTGTTCTAAGCGATAAAGCTAACGCGCACTCACGGCTAAGAGAAGTTAATAGCCA
+ACTCTGGTTAGGGTCACATTTAATTTCTACGCACTAAACGTCAAGACAACTAATTCGTCT
+ACAAGAATACCACTGTGCGCCTGAACAGGCTGATGACGCTTAGCTGGTGTACCTGACGCA
+ACTCCAAGCCATTCGGCCCAGGGCTTGTTTAGGCAGGGTATTGAGGTTTGTCTCTTAACT
+GTACCTGGACCAGACATCGGACCCCAACCGCCGCGCATAGTAGGCCACGACGAAACCTTC
+GAAGCCGGCGTGCGACGTTGGCCGGGTCGATGTTGAGGGTTAGTGCGCCCGAACTCTTGG
+TCTTAGGTAATTTCTCTCGATGGTATTCGCCGATTTAGGCGTAAACTGCTGACACAGCAT
+CGGTGATATGGAGCTATTGAAATCGGAGAGATTCGTAACAGCTCGACCATTGTTATTAGG
+CTTTACGCCTGAATTACGGCGCGCAGGACCTGGGGCAAACACGGAGGGCCTCTCGCGAAA
+TCCCAGAAACTAAGTTTCAAGTCTATAGTTTGAAAGGCCTAGTCTCATCGGCCTCGTTGA
+GGCGCGACTTGGGCAGGTTCCGTCGACCAAAACTAGGGCTAGTCGGCCAAGCACTCTTAG
+CTAGAGTAGAAGCCACATTCGAATCTAGGAGATAAGGGGGCAATACTCGTGATTTGCGCG
+GCCTATCGTAAATCACATTTCCACAGACCTTCGAGCCTTGAAAAACTCTCACCCATCCAT
+TTCGAAAGATCGTAAGTGTAGACTACAGACATACCCAATGAAGTTTAATCTTCGCAAATC
+CCGAAACCATGTAAGGACCGTCGTATTTACAACGCCACGGGGAATTGGTACTAGCGTGAA
+GTATCAAGGGCCACCCTATTGTGTCCAGGCGCGAATTCTTTGCTCGTTGTGAGTTGGGAA
+TACCTTATGTCTAGAAGATAGAACTCAGAGTCACGAGATCCTACCTTCGGCCACAGCTCA
+GTATAGTATCCCTGAGCATGTGCTCCGGACTTCCATGTTCAGTCGGTCCCTGGACGATGA
+ACATTAAAGTTACCGATGGGGGTTGGCTCAAAACGACTCATCGCGTCAACTCTCTGGTGA
+TCTTAAAGAGTTTTTCTAAGTATGAGAAAGCTCGTAAGAATCAGCTGTGGCCGACATCCG
+GGAGCCCCATGGTAGATGGGCCGAAACCCATGCGGACCGACCGTAGACAGAGGGTCAGAA
+TCCGGTATACATGATTGCGCCTGACCGGTCTCGGCGAGACACAGCCGCGTCTTCATACTA
+TCACCCAGTGCCGAAGTTAGTCTCGTCAAGGGTGAATGTCGCTAGCTACGGGATTGGGCT
+AAGGTCGAGGAATTCAACTTCAGCACCACCTATGTGAATTTCCTCGATATCGGGCGTCGA
+ATTGCAAGCATGAACTGATAAATGTCAGTGCTTGCGTCGTTCGGGACATATCCGAGACTT
+TGCATGCCCAGGGTTCATATATAGCCACTTAACCCACCGACTGTATCGTCTTACCCGGGG
+TTGAGAGAGGCGTAACGCATGACTGCCTGCGAAGGACGAACAAAGACCGCGCAGTGGCGT
+CTAAGTTCCTCCCGATACCAGGTATGTCACCTTAGAGCCATGCACATCACAAAGTTGCAT
+ACAGCTCCGTTATTCCTATTAACGGATTTTTCTGAACATGTATTGGGTGGTTAATAGTAC
+CACCTCTAACTAGAGCCCGCCGTCATCCTTTATCGTCGTGGTTTGAACGAGGAATGCTAG
+ATAGTAACGTTAGAAAAGCCCTAAATTCAGGGAACGCCCACTACAGACCAAATATCTTGC
+CTATGATTCGAAGTGGATAAGCACGGCTCCCGATAAATTAAAAGCCTCGTCCTTGGAATC
+TATCAACTGGCTTCTGAACTCACTCGATAATAGTTTTCTCCGTTATGTACACAACAAAAG
+GCAAGGCAGGCCGCATTCATCGGGTGGTAGTCCGGCCTTTAACACGTCCGCGGGCGATGC
+GGGTTAGCTATGCTCCACCGGTCCTTGCCAACTACTTACGATATGATGTTAAAGGCTTAC
+ATGTGCCTGAGTAGTCTGTCGTACGGCGATACGGGCATCCCCGCTAAGATACCCGAAAAC
+ACTAATTTAAGTTTGTCGCGTATATGCGATCGACCGATTTGCGCTAAGGCGTTCGTCGTT
+ACGGTGGTGAGTTTAGGCGGTCACGAATTCGGCCAAGTTATGGTAGTGGGCTTTCATTCG
+CGCACCCCGTGATAAGGCTGCGTCTTCCGTACGGGGGGATCGATTTCCGCGCCCACCGAA
+TCTCGAGCATACCCTACGCGCGCACATTGGGCGTTTCACTGACACAGTACAGTGCCAACG
+GGTTTTGATACATGATTATGGCTTCGTCCGTGCGTAGGGCCGGGACCTTCAATACTGTTC
+TCCATTTGAGGTATCTTTACGCCCTTTGTGAAGATTAAGTCGCAGCCGGTTATAACTAAT
+CGTACGTGTTGTGTGCGGTATACCAGTGGCACTGTCGACCCTCAGCTGGGGCCTTGTTAA
+GTCCTATTATTGGTTACATGCGGCCATCAGAGTTGGTCCCGATATCAAAGCAGTCTATGA
+CCTCAGCCACTATTCCGTCCCCTTGTATCCCACTACAGGCTTCACTCCTTGTGCGGCCGA
+ACAGAAGCTTACCAAGGAGAGCGAGGGACTTGCGTGTAACTATCGAACTCATCCAGTTAA
+GTGGAGGCCGGATCGTGTTTTGCCTTAACCAACTAGAGAAGTTCACCAACGGGAGGCTCT
+TGAGGCCGAAAGCTGACCGTGTATACATCTGCTGGTCCTTAATCACCCCGGCTTCTTACG
+CACACGCTCCACTCGATAGCTTGCAAATACCGCCCTGCAATATAGACTCAGAGAGCACGC
+TTGAATTCGAGAGAACTCATTTATTATCTACTCAACCCAACGAGCATGCCCTGATCACCA
+ATTATTGTGGCCATACATCTTGGGCGAACGTGCCAAGCGTAGTTATTGAGCGGATCCGTT
+AATAAGTATCTGGTTGATGTGAACCGGTATATTGTCGCGTGTTTTAGTGATCATTCCAAG
+TTAGTACTGTAAATCCTTTTGTCTACGCCCTATGTTGGGCCACCGAACTAATTCGGTCGT
+GGTAGAAAGGCTAAGGGTTCCCGCGGTGCGCTTAGGAGGTTGATTAGAGCTCTGCGAACC
+TAGACGCAAACTGTTGCAAATAGTCAGTTTGGAAGGGTCCCTAAATGGACTGTCAGACCA
+GCCGAAGCATATGCCCCTCATAGCACGAAGTGAATGCCAGGGAGGCCCGGTGCGATGAAC
+GCTTTTGTTATTCAGCTACAGCACTAGATTCTCAGCAGTCTTAGCTCGTCGGTCTACTCT
+TAAATACCGAAAAGACTAAGGCCCCTCTGTGTTCGTATGCCCTTGTCGGAGGCGCGTGGC
+CTACTGCCAAAGGCCAAGTTATAGGATGCGGATTGTGATGTCTTTAATTGGATAGGATGG
+TAGGTCGCGGTTTGCCCATATCACAGGAACACCGACGTGATGCACCAATGCAGCGAGCGC
+TGAATGAAGGCCTATCAGCAAGTCCGTTACGCAATCAATATCCGCATCTAGTGACGCTAG
+AATTGTATACTGGTGACCCCCATCGCAATTTGCAGCGTACACAGCCTTTTCGTCATCCCG
+CGGAAAGAAGCGTGGTTCGCCAAGACGGCAATGCAATTGCCGCTAAAAACTCTCGAATCT
+TCTCAGGATCTTCTACTTTGAATACACTGCCTATAGAGGGGGACGTGTGTTTAATTGGCT
+ACCGAAGGCCCAACACTCGGTGATAGGTCTAATATCTTCAGGCCGGAGATATCAGTAAGA
+ACAAACTAAGAAACGTGCATAAAAGTAGGACCGTAGCAACTCCCATCTGGCCCTCTTATG
+TCATCATGTTAGAAACAGACGAGTCAAGGCGTAACAATAGGGTGGGGTGAGATTACACTG
+GACTATTGACCTGGTCTCGTGGGCTTTAGATGTGATCTTGCAATGTACTATTACCTTATT
+TGACTGAATAGCCGAGCACGAGGATTTATATGGAAGTGGATGTGGCGTCGCGTTACGAAG
+CAGCTCAGTGACGCGGGCCGGGTCTGACATAGTTATACCAGGCAAACCAGGGATGCGAAC
+TTGAATATTAACGCCTCGCCAAGCCGGGAGAGTTTTCGCCCATAGCACCGAAAATACGTT
+AAGCGCCGTTAACGTGACCAATTACCTCTCTTTTGGGCGCCCCGAAGAAAGACCTACCTA
+TGGGTCTGTCTTGAACGATGTAACCCAAAAATGGAGAATCAAAGATGGCGGGGATGTATC
+GTCGGACATAGCATGTTCGATTCACGGTTCAGGGTTCTGATTCCAAGTTGCGGCCCAGAG
+CTTTCGAATAGAAATACATTATTCATCTTCTCCGGCCACGGTGTTAATGGACCACTACAA
+CCAGGTGTAGGGGGGTTACCCGCATCGGTATGTTGCTAAATGGTAGAGCCCAAGGCTAAG
+CAGGTGTGATCGTCCCCCGGTCCAGGACACTGAGACCGGTATGAGTGACCTTAAAGAGCT
+AGACAAGGTAAGCCCGTTCGAAACGCCGAGGTTTCGCCTCACCGGCGTCCACGAGGTCCG
+CGGTCCTCTTCCTTTACTAAGCCTCCAACTGACCCCACACATCCCCGGCAGAATTCTAAA
+CGGTGACAACGGTAGTGCACGTCCTACGCGTGATAACTTATTGACTACGGGACAACATCT
+TCGATTCCCGAAGGGGCACGACCGCTTCCGGACGGAATCTCGTATCACCTGGTAGTTAGG
+AGCTGAACTAACAATTTCGGCAGAAGCTCGAATCGTAGCTACAACTACTAGTCCTGAGCT
+AGTCAGAAGTCGTTATACTGATCCCCATTAACAACTTACCGATGCTACCTCAGACGCATG
+TGCTCATGAAAGGATAACGACCGACCTTCCTGCTGCTGGTAACAAGCGTAACTGCCAAAT
+TAAATGTCAGACATAGTAAAACTAGCTGGAGAGTCAAATTCGTAGGTTCTACGGGGACAG
+TATTAATTCCAGAGATTTAACCCCGTTGTGCCTTCGCGGTGAGCGACTATAGCGGGGGAT
+CGCAGTTGACCGTTAGCCTCGTGTTCCGGTGGATGTCATGCGAAAAATAAGTAATGTTCC
+GCGGGAACTCTAGCTTGCCTAGTAAGCTGAACGCACCTGACGGAGTTTCCATACTCAACC
+GTCAACTATTTAGCATGCTAATCCTGCAGATCTAGCCTGCGCTTAGTGAAATTCCCAACT
+TCAAGTCCGGTTACCGCCGAATGCTGTACTGAACCTCGGTACTGACAATTGAATGGCAAT
+CGGCCCTTCTAGATCGGTTACAGATACCGGTTGCACGGCACCTAGAACCCTAAGGCCCCA
+GACCGACAGGATGCCCCTTGAATATGCCACTGATCCTACCTGAACTGGGGCCGCGTCTGC
+CCTAACGGAGCTTTCATTCCGAGCTGGCGGCCGGAACGTGGAGCCCTGCTCTTCGGAGGC
+CGATAAGGATGCACAAAAAGGAAGTAAGAAGTGAAAGAACGTCGGACATCGGCCCTGGGT
+GCGTAAATATCGCCCAATCAAGGCGAAAGCCACATAACTCGCTGAATGCTGTGTTATCAA
+CAAGCACGATGATGGAAGCTTCTCCTAATAATGTATGTCAGGTCGTTCGCGTGGGTGCCG
+GCGTCTTAACGACAGTCGTTCCCATTGTCCTGTCACACTTTATCAAGCCTTGTCCTTCAA
+GACATACGTGTGTGTCACCACTTCAAGACGGCTCGGATACCCCAGTTATGTGGGTGGGAT
+TTCGCAATTGCGGGCCAGTGTGTGGGGTGGGCTCTGTGGTGCAATTACATCTGCCGTCAA
+ACTGCTTCCACTTTAGATAGGAGAAGTTAGCAAGTGTACTAATTCTCGGAGCGAGGCAGA
+GTGAAGGTGCCAAACGCACGCCGTTCCTCCATCCTGCGGGGATGTCGTGATAGGTAAAGT
+TTCAGAAGTGAGTTCGAAGTCGCCGGGTTCTATAATTTCTGGGAGAATCCATGCGACCCT
+ACCTCAAGTCCTCTAGACTGTATCGCTTTGTGCACATCGCGAGCCCCTCAACTGGGTGGG
+AGTGTCCAACGCAAGCAAAAGTTATGCGAAATACGTATGTCGTACACAGAGGCCCTATCC
+CTTTACGGGTCACGATTTGAACTCGTCGTTGTGAGTCCGAAGTGCGGCTTTTGTAGAGCC
+TAATTCCTGGCTGTCTCACAAACCCCGTTCCCTATAACGTGTACCCACAGAAACCGGTAC
+GGCACTGTGGAACCAGCCTATCATTATGTCGTCCCTGTGACTTCGGATTAAGGCCCGAAG
+CAGGCCTAGCTGGTCCTCACGCCGCACCGCCATTGCCTACTGGTTCTATAGCCGCAACAT
+GATGCGGACCCCGTAAATCACTTACGGAATTAGAAGGATGTCTTAGAAGGGTCCCTTGCT
+CCTATCTATCGACAATCAGCAGACCGTCACCATGGAATCACGTTGTCTTCATGCGTGTTA
+GGGGGATCGTTAGAGAGCTAGTTAGCGCAGAGCCTGAGGAAGCTAAAATATAGGTACGGC
+AACCTGGTGAACGTTATTGTCCAGAGCCCGGTGCCTCTAGATTCGCCGCTCTGCGAGTTC
+GACTAGCGACGGTGCTGGCACTCTCGGACGCTTATTCGGCGTATGATGACAATACTCAAG
+TCGACCCTACTGAGCCTACGGTGTTATTGTGCTTAAGGTAGACGCTAGTACGACCTTCTA
+TAGGGACTCGACCTATCGCGACACCCGTGGGTCGGGCAGGCTGACGTCCTGTAGCCTAAC
+CTTTTTAGAGACCCGTGTCTAGAATGGCATTCTAAAACATGACCCATGGAACCAATGAAA
+ATGTGATCAGGACTTGCGTACCTGACCGGGGATTCAAGAGCAGAGATAGACAAGGGGTCT
+ACACCCCGGCTAGAGCCATTAGGCACAGATCTCGCCGGTTATATGCAAGACAAGCTCTAG
+GCGCCTAGTGACGCTCTTTCTACAAAACCAGCTACCCGTGACACACCCGACCAGCTGATT
+CGCTATGCTAGAGGGTCATAACTCGTAATGCTTCGTGCATCACTGTCTATCGCTAACGTA
+CGTTATGTTACTTGATGGTTCCGTATACTAGAATGGCAACTCTCTTTACAAACCCGCGTA
+TTTCTTGATATGGCTCCCTGCCGAAAAACGAGTCTCATTTCGAGACTACTCATTGTCTGG
+TATTACAGATAGTGGCGCGATGTAATCGCTACACGTGTATGGAGCGCTCGCAAGTCACTG
+CAGAAGAATGTGCCCGTGCTCAGGGGATGAACCTCTATTGATACGTACTAATTAGTCTTG
+ATATTTCCGCGACTGAGACATAAAGGTAGCGGATTATGGCTTCCCGCTTATCTAGGACTG
+CGCATAGTAGACGAGGGATCTCATGGATGACATCGAGACTGTGTGGCAAGCGCGTTTCTA
+CCAGACTATTAAACAACTAAGTAAAAACATTTTTATGGGGTCGGGGCCGCCAATTGGCAT
+GTCCCTGAGCTGTGTGATCCACATTCCCCTCTCCGTAGGAGAGCAGGTCCGTCCGTTCCT
+ATTGTTGTGCTTGGACGAAGTGCTCGTCCAACTCATTGATGTAACCGGGACTACGTTCAT
+TTTACCTGGAGCCGCCTCTATCAGCAATGTCCAGCGGACGCGTCCGGTAGCTCCCTACCG
+CTTTATTGATTGCGATTCTGATAAGCTATGACTTGGGTTCATTGTATGATTGCACACATC
+AAGAGGTGTGGAAAGGCAGTAAGTCTCCCTTACCTCTGTACCTAGATCCCGTGCAGAGTG
+CCTTAAGCCAAACTAGGTTACACCCATTACTCCCCTGAGGACATCGATTGCCCGGAAACA
+TTGGTCCGGGTGTTCTTTCCAACTTGACGACGACCTCCTACGGAGTGAGGGCTTCTGAGC
+TGGGTTTAAAGCCGGCTTACTTAAACCTTCCGAGATCCTCGATCCGTGTGTCTGTTAGCG
+TGTTATATTATATATCTGCATGTGTGAGTGCCACGCAGAGACATCTGAACTCGCAGAGTG
+ACTCCTGCTTATAAAACAAGCATGCCCCTCAGTTTTTTTCCGAGGCGTACCATATTCCGC
+CAGTCCGTGAGGGGGAAGCCCGGGCATCCTGCTATCGCATTAATAGATATCGGTAAGGCT
+CCTCTAGTCAGACCTTGAATAGTGCGTACATTTTCTATGTTAAGATTACCCTACGAACCG
+CCTTGGAGCAGCATCAGTTCTGAACTCGACTGCTTACTTCCGCAGGTGATATTATCCACA
+GAAGAGTGCAATATTTCATCCCCTAGCCTCACCGTTCGCTCGTTTCGGCCCCGATAGGGG
+GCAAGACATAAGCCATTGCTAGACCGACAAAAATGTGTTGGAGCGCTAGCTTCTGAGTGC
+AATGGTACTAAGCCTTCGTGGTTGACTCGTAGCGTCCGGCTAAAGAGCTTTGGGGATAAT
+CGTACCAGCAAAAGGCCAGGCACCCGCCTGCAACCCTGAGTGGGGACGGGAGGCGATAAA
+ATCGCTAACGGGGTTATAAAAGATATCCCCCGAGTTCTGCTCAATACTCCAGATACAAGT
+TCAATGTTGGAAAATTAACCGTTACTCCTGTGACTGAAAGAATTATCGTGATCACGCCGA
+AGCCATTCGCCTCTAGCACAAAACTGACTGGCGAGGGGAAGCGGCAAGCGCCTACACTTT
+GCTGATTTCGTGTGCCTGTTCATGTAAAGGACGTGCGGGCCGACAGTACTTTGGTCCTCG
+ACCTACCCCCTCCTCGATAGAAATTAGGTGTCCCCAACTCGCCCCAAGGGAAATCATCAG
+ACAGTGGCTGGATAGGGTCCATTAATCAACTGGAGGGTCAGCCTGAGCGTAACAGTTCCG
+CACTCGCACTCATCCTGTAGAGTTGAGCGCCTACGGACTCCATCTTGTAACACAATAACA
+GCCCGCCGTGATGCGTATGTAACTCTGCGTTAGTCAGTCTATCTTAATGTCCTAACATCA
+CGTCTGTACCCCGGCGACACACGTCATCCGAATCTCGCCTCATCTCCATGCCCAAGAGTG
+CTTAATACCCGGCAAGAGAGGGAGACCATCCGACCCTCTGCAGCACTTCAAGGCAGAGTG
+GTAGTCCAGGGTTACCCACTCAGGGACCAATCTCCAACATGGGTAGATTGGAAGAAACCT
+TCTCATACCATCTAATAGAATGCTTGCTTATTTGGTAGCTTCTATTGAGCGGGTCTTGGC
+CCAAGCTTATCCCGGACTCTCCCCCAGCTAAAAGTGATTACCGGGCAATTGGGGTATGAT
+CCAGCATGTAGCAGGTTTAAATACAGTCGACCCATCCATCCTCTCCAGTTCAGGAGTTTA
+AAGCAGGTTCAAGGCCGCTTTACTATACTAGCTATTGTAGACCTGTGTGATACGCCAGTC
+TCTAGGCGAGCAGTTTATGGGACTGGATGAGCCGCCTTGTCGTACTGTTAGAAAGCCCAC
+TGCAGTGACGATCCCGTTGGTAACCCTACGTTCTGGGCATGGTCGAAACTGAAGTTGCTT
+CTGAAAATTTCCGGCGTTTAGAAAGGAATCCCGCGTTGGCCCACAGGGTCCTTTGCATAC
+GTCCATATAATAGAACAGTGGGGACTTCGATGGCGGCAATGGTGATGCGCCCCCGTGCCT
+AAAGCGGTCTAACCCCCGGAGTTCGCGAAATTTCTGTCTTTCACGCGGCGTGTGCCCCAT
+GAAGATGTGAAGCACGATTGAATCTCTAGGTTATGAGGGTATCTTCAGTTCGCTATAACG
+ATACATGGGACCTCTAGTGGTTATGAGAATCCGTTAAATCTTGGATATCCATGGGCGGAA
+CACACTCTCCGGTTACGTTAAGGGGGGGTATGCGTACCAACTAGGCTATTCGTGGGCCAA
+CGGCAGCTGCAATGATTATGATGGAGAGGATAATTCCCCACGCAAGAGCTGAAAGCAGTG
+GCAAAACCCCCTCGCATCTCAAAAGCAAACTATCGTAGCGAGCCGGTCCATGTGCCCTCT
+CTTGGGTCTCCCTAGGCCCCTTGTGTGGAGCGCGAAGCTTACAGCCAATCAATAGTCTCC
+GCAGGGAAGGAATTCGGGACAAGTCAATCTGCAACGCACTATCGCTGAGCTCCTGGGCCG
+GAGTTGAGGGGAACCCGTTTTATTCATCGAAACTCTGTAAGCACCTCTCGTGAATTTAGT
+GTGTTAAGATTAATCGCGCAGGTAAAACGATGATCTCCTAGAATTCCGCGGTAGTGTTGG
+AATAGGAAACGACCTGGCCCGGGTTTACAGATGCCACAGAGTACACGGGCATTGTAATGC
+GATAGTATCTGAAGCCTCGGCCGGAATAATGGCTACGCCGGGAACGTTTGTCCATAGCGT
+TTACTGGGTCCCATTTCTGGTGAGCGCACAAGGTTGATTGCCGCCTCGCGGATGGATTAC
+GTGGAGGCTGGCATCCCAACGTCCCGCGGGTGGCGGCGGAGTGTAGAGGCACAGGGAAAT
+GAATGCATGCTATACCTGTTAGTAGTTCGACCCGGCAACGGAACTGCCTTGCTCTATTCC
+CAGGAACTACAGACAGGACCTGAGCAACACTTGAGTCCGCCCAGCCCGCACACGCCAATG
+TTATAGTTTAGAGACCGGCTCCCCCTTCTTGACCGTCCCTTCTCGTTAGACGCCCGCAGG
+GGGTAAAGCTACTGGGCAAGTGCGGGGCCACAATCTAATACAAGCCGCCACGAGATAGTG
+GTAGGCTTTCTCGAGCTGACTTCGAGATGGGTATCATAGAATGCGGCTGAACCAATTACT
+CTTGGCACAGTATTAAAGGCCTAGATAATCTATGCGTATATTGAACAGGGTACGTCCCAA
+CTCACCGTTTGCACGGCAGGAGACTAACAGATGGTAGGAAAGCGGCGTCACATACGGGTG
+ATATTTAGTAGATGATGGGTATGCACTTATACTGTGGGAAACCATCCTCGGCGTTATCTT
+AAGATTAGCTCTGGCGGTAACCCACTGTCTTTGCGAGGATAGGGAGGCTGCGCGGATACA
+AGCACGAGCTTGGGACGCTGCCTGGTATAGTATAGGCGGCTCGCCCGAGGAAGCGTATGA
+TGATCGCGATAACGGGAGTCATTGCCAAAGTTTGTCCGGAGGTTCGTATTTGATGAGCAG
+CTCCAGGAAAAATCAGTAGTGTTAAGGCCTCAGTTCAAGGCTATGACAAAAGGAAGGCTG
+AATTCTCGCAAGCCAAGCCAAGTCCCTTGCGCATGCTACCTCACATGCGAAAGCGAGCGT
+AACTTTGCCGTCGGTCGTACTACATACGCAGTTCTCCGCTTCAACTGCGCGAACATCCGG
+AATTTATATGCAGCTAGTCTGGTATACAGGGGTGGTGCGGTTATGTTATGCCCCCATACA
+TCCGGTGACGGTACAAAGGCGCTAACGCTTCGTCTGAGTGCTACCTCTATGTAATCTTCT
+AAGATCGTCACCGACATTTATGCGCAATGAATCCTGTATGGTACTCGTAGAGGCAAACTT
+AATTCTCGAGGGGTTCATCTGAATAATCAGCGGCAAAGGGCAAAACTTGATGCATTTTTT
+GTAACAAGCGGGTGTGGACCATACCTCTGGATACACGCATTACGCTATCATCTCAATGGT
+CCAGTCCGTCTCTGCGGCGAGCGTTAATCGTTGATTTACTAGTACTGTATGGTGGCCGCC
+ACGTAAAGAGTCGGTGAACAGTCTCTATAGGTAGGCCATGGTTCTTTCTGCTGTTTGTTC
+CTCAGCTAGCAACCGTGTGGCTTACGGCTAGCAGTGACCTGCTACTTAACGTCGGCATCT
+GGGCTAAGAGTGAACAGAAGGAACTCGGCGCAGAAGAGGTGCCAAAGGGCTTTTTGAGGC
+GCGCATGGTGTGGACTGCCGGGACTCGCGGTACATAGATCATAATCGTCTCACGCTTCAC
+GACTTGTCAACTCGATCGGGTAAATTACATCCGGGTACTAGTCAAGAAGACACGTTCCTG
+CCTAGTTAATGACTCTACAGATCTGATCTTATTAGAAAGCTGATGGACAAAAATCAGTGC
+AAATGGAGGGCCGAACTGAAAATGTAGGGGGGCCGGGCCAACCAAAGCACTTGCGATCTC
+CGGGTCCGTAGTTCGCTCTACTTGCCGTAACGCCAGCCTGACATGGTAGTCGCGTGAGTG
+CACAGTACGGAGTAACGGGCTTGAGATTTATTACCTCATCCGGGCTTCCGCGGAAGGGTT
+AACCAGTGAAGCGAGCTTCCAATTGATCTAAACGCGCAACGAGGAGCAATGCCGGCCGGC
+CAATTGCTCGTGATCTGGCTAGTAGATAAGACTACTCCTTCGCGGCCTACGACGGACCCC
+GAGTTCCCCGGCTTCGGGTTGGGTTTAATGTGCCGTCTTTAGCCGGACTCGTTACACTGT
+ATCTAGCTATCAGCTTCTCGACGCACTAACTGCAGCTACGTCGACTTTTCTGCCTGAGAA
+ATACATTATATCACATCAGTCCATTAATTGAAAGGATCGTAGGTCCGTGGTATACGCCTA
+GGATTGGGGATGGGTACACCTTGGGCCAGGAGCTGCTCATGAGGCTATCAGATATCGGAT
+CATATCCTGAAGATCGGTCAGTGACATTGCGCGCGCAATTCTAGCGCCGCGTGGCCGTTG
+CCGTCCGACCCCGCCCGGGGCTCGATAACTCTACTAGAATCGCTCCACACCTTATGCGAG
+ATACAGCACACTCGTGGTGTATTCTACCTTAGAGTAAAACCGATATTTAGTTAGCGTAGT
+TTTACTTGGTTGATTCCGAAAAAAAAATCTCAAACCGAAGTAAATTCAGACTTCATAACT
+GAGGCAGCGCGAGAATGGCACAGTCTGTAGACTCAACTGATGACGCGTATAACGCCGGTA
+ATGACTCCATGTGTCTGGTCCTTGATGACCAGCTTAATCGCAGAGTGCGGTTTACCCATC
+ACTTTGTTCTCCCTGTTCGCCGTCGGTGGCGAACAATGATGTCGTAAGATTGCTCAGAGA
+CGTGTAGACACCATCCTAACTGTCATCCCTTTGCACGCTCCGTTCCAACGCTTCGATCCC
+ATACCGGTAAGGGTAATTACCACAAAAGTAGCTTCGTAGGCGAATCATATCGTCGGCGGA
+TCCTAGCACGGCAACACTTACTGGAAGTCAACCGTGAAGTCTATGTGCAAGTCTACCGGG
+ATGCCCGTGCAACGAACCGGTGCCGTGACATGCGGCAATGACTTTAGGATTCTTACTGTA
+CTCCGCCGGCGGTAAATCGGAGCTGCCAAAAAGGTACGATTCAGCCCAGATTCCCCTTAC
+ATATAGCAATTGGAAACATAAGAAGCTCGTGTTCGTGGCCCGCTACATGCGACGACTGTG
+ATACGAATCGAAGGTGTTGCCGGCCATGAAATGTCCCGTGACGTGTCTCAGTGAGTGGAC
+AGGGCCAAGGCTCGCGAACAATAAGGAGGCTTCCCCTCTCTAACTACTGTAAAATGCGAA
+ATTCGCAACGAGGAACCACCGCTCAGCCAAATGCCTTACGAAGTGGTGGGTCACAGTCGG
+CACCCTCGGGCCGCTGGATAGATAGCTTGTGGGTTGCCTATACGACTTTTCAAGTACAGA
+TTGAGTACTCGACTGCGAGGTGGACCCATGAGAGTGGAGAAATTTCTGCACATACTAGCC
+GGTGCGGGTGGCCTCTTCCAGTTGAGCGATGTGGAGCCGCGTGGCTCTGCTCGCGATACA
+ACGCCGATAGTACTCGGCGGCCCCGCCCAAGAACCTGGAACCCCGGTCACTCATGGCCGC
+ACGTGTCCGCCACATATCCTGTACTATTTCGTGCCAGGGTGCGGCGAATTAACTTGTTAG
+CCTCGATTCGAGTTACTAGACAGTAGCGTTAATTAGAAACGGACGTGAAGCCGGCCAGGG
+ATAAGACTTGAAGACACGACTAGCACCTGGCTAACTAATGTTCCCGAGATGTATCCCACC
+TCAAAATTGTGCGGCAAGGAGGCCGCGCACTCGGCACCCCCACCCCGACCAGTATAACCG
+CCACCCTTTCAAGGTACTACCAAAGGATCGTTCAATGACGTTTTTCCCGGTCTAGTAACT
+GGGCATGTGAAAGGATTGCCAGGATAAAGTTGCGGGTTGTTGGGTTCAACGGACAACCCG
+CTACCGACTAGTAATTGAGTCGATCCAGCAGCCGTAACTCTACTTCCCGCTGTATACCAC
+AGGAGGAGTCCGACTCATTTTGGAGACTGACGGTTTTGCAGCTTGCCTAGTACATTATCC
+CAGCACGTAATAAATGATACTTCTGATCGGCTCAGACTTCAATGAGCCGACTCAGTTTCT
+CCAAGGGAACCAGGCCCCAGTGCAGTCGTGGACAGAATCGATAAAATATAACTCAAGGAA
+TACCGAAGAATTACGATATGAGTTTAGGATGCTCGGGACGTGGAAGAAACCGGGCAGCCT
+CATATATCCTTCGCCAAGATCCTAGCCTGAAGCCTTTCTTTCTTTCCCTTAAGATCGCGG
+GGTAAGACGCCTGACTGCTCGCACTGATCTATCCCCATCGCCCCCGGACGTGAGAATCCA
+GAAAAAGCAGTCTATAGCGACCCGCGGACTCAGCGGAGGCATAGCCTGCCTGAACATTCC
+GGGTGTATTACGCTGCGCTTTCGCAATCAGGAGCCCGGCTCCAGACAACGGCTTCTCAAC
+TCCAGACTCATGCAAGGCGGGTGTTCGCAGTTAGGCCTGTGAGACGAATTATGCTCGCTC
+GGGTAGGGTGAACTCTTACTCCGTGGCTAGAGTGTACTCAAACCTCTACCGGCTTTATGG
+ACGCTCGGTGGCGCAGATTTGTTACTGAAGAGGACACACAAACGTCAAAAAGCTTATACG
+GACGGTCTGAGCGTAGGTATAGTATGCACGGTGTAGTTTTAACGGGCCCCTAGTACTTAC
+GACGTCTTTCACATATGACAAGGTACCCAAATCAGGACGGTACCGGCTTAACATCGATTC
+TGTTTTTACGAAGCAATAGTCCGCTCCCGCAATCGACACCGGAGCAGCAATCACTTTGCT
+ATAGCAACCTCCAACCAGACATCCCCGGTTAACTGAAGAAGTAACCGCCTTCTAACGTGG
+TACAATCCGTAGTCGCCGGTTTACCTGTCATACATGACCCTCCACACATTCGATACCCTG
+GGGTGCGAACAAACTAAGCGAGGCTTGGTATTGGTAGCAGGGCGGACTACATGATCAATT
+GGCATATATCCAGTCTCGTGATCGACCCGCTGTAGGGCGTGTGCCTAAGAATGGTCTTCA
+TCATTATAGCAACAATAGGACAGGACTTGGATGCATTCGAAAAGCTCTGGCACAACTCTT
+CATCTCTGGACACATTCTCTGAGCACGTCGTGTGCGGCTGGACCAAAGTGGTATGGCGAC
+GAGCTTAGGATCGGAGAATCATCCGGCCGGCAGGTGCTGCAATTCCTTCATAGGATGTGG
+CGCCCGACCCTCTCAAGCAAACCATCTAAGATGCACGTCGGTGAGCGCGTTACGGACGTC
+GCTTTTGTATCGGCTGGCCGCCCCCAAATTGAACGAGATGTGGCCGAAGACAGGGCCTAC
+TGTGGATTGGATGAATTCGCGCACACGTAAAACTCAACTCAAAATCGAGACAGGTCACCC
+GCCTGCGCTTGCCTTACCTCATCTCGTAGGGCTCGGATTGATCTAGATTCAGCTCGCCTG
+CAAACTTCTCGAGCCACGTCCTATGTAACACCATATAGCCGTTGCACTGATTGGGCTGTT
+CGCAGGGTCGATGCGAGTAGGCCTGCATGCCTTCCAATTTTTCAAGACGCGGACTAGTAA
+AGCTAGTACAACAATCTACGGCATACAACCAGAGCGATGTCGTATAAATTCAGACGGTGG
+CTCTGCAGTGGCACATGCTCAGTGACTCCGCATTAATCCCCGAATTACGGTCGTATCCTC
+GAGCCAGATGTGGCTAAAGAGGAAACGGCACCGGGAGGATAATCCCGGGACACTCGTGAT
+ATCTTCGTATTTGCGAATTTTTCGGAAATTATTGGAAGTAACGTTCCTTGTCACTGTTAA
+CGTCGATGCCCGCAGAAGGCACTTGGGCAGTGGAGGCACTCGCGAATAGAGGAGTTCGCT
+TGGAAATGGTACTCCTTTGCGTACCAGGCTGTGGGCGAGAACACGGTTAATCATGTTTAG
+GGCGTGATTAATGGTTACATGTCCTACTGGTTCTGAGTCTGGATTATGCAGTTAGTTTGC
+GGGAGCCATGCGGGACTTTCAATGCGGTTACTAGCAAATTCCTAATTTCAAAGTGCCAGG
+AGCGTGTAGGATACCAGATAGTTTAGAAGGATGATCTTTAAATATCGATTTCGGAAAAGC
+CGGGGAGTCCGGAATGTATGCCTATTGGTGCGCTAAGCAAAATTCATGCGGAAGTAACTA
+AAAGTTACGTCTCTTAAGATAGCACTCGATAATGGACGCATCCGGGCCTCTGGGCACTGC
+GTCATGTTGTTTAGAGGCAGTACCCGCCTGCGTTAGGTGGCGTCTCAGGCTTAACACAAA
+TTAACTGACGTTTCCATACATTCGCTAACCGAGCAGCGTAGACATGGAAGCCCTACTATT
+CTGCTGACCGAGGGGACGTACGCGGACATCGAGTCCAAGAGCAGACTAAGCCCTTTCTTA
+CGCACCTCACCTTATGTTGCCAGGCGATACCCTCCTGGGACCCAGTGAAGAGAGGTTTAA
+CAGGTTCGAACAAATAGCCGCGCCCAGGAGATACTCACGGACACGTTACAGCCGGACCAA
+ACACGGGGCATCGTGCATTCAGCTGAGATACATTCATTCCAGCAGCAACTCCCATATTAA
+CTTTTGATGCCGCGGGAAAAACTGCAGGACACTATCGCATACGCAATGAAATTGACTTCA
+ACCGGACGTACTTTTCGTTGGGGCTGGGATGAGTCTTATATGTTACCCCGTGATTTGTGA
+ATTTGACATTCCGGTCTGCGCGATGAAGTGAGTGGCAGGCGTTCAAATGTGATGCTCAGT
+CATTGCTAATATCGACCCACACGTGCCCACCAACGCAGCATTTATAATTCCAGTCTTATG
+GTGGGTGTGTGGTAAACTCCAATCAGAATTAAAAGGCGGCTTTTCTTGTATAGGATACGT
+GGAAAGCTACTGACCCGGTGTGCGACTTTAAGCCGCTCATCAGGCTTGCGCGAATCCAGT
+AATGGCAAATTTGGCGGTGGGTATTCAGGTGCCAAATCCCAATCGCCCGGCACGTTTATC
+TCCTTCCAGGTCAAGACATTCTGTATTTATTTCACCTTGCCCGGCGGAGATCTGTCATGC
+CACTTGTTCGGCGCAAACGTCCTATCTAATTCGCCCGAGTAACACACATTGCTCCGATTG
+CATCCGTTGCCATAGTTTTTCGCGTGTTGTCATTACCGGGTATCCTCTCATCTAGTTGTC
+GACTCTTCTTATGACGGAAATTTCACTACGGGCACGCATTTGCATTAGTAGAGTCATATG
+TGGTCCGGATCGGTTGCTATGAGGTGTTGATTTTGAAATGCCGTAGCCCCCGCCAGACGT
+TTTCTACGGATGTGGCTCGTCTAGTGCGTTACTCGCCAAACGGTCATATCACCGGACCTA
+CTCACATCCGCCGGGCATTGCGGCTGTGAGTCCCCTACCGGTATTCAGGTGGAAATTGGC
+GGTGGCTCTGCCGTATAATTTTGGTCACGGACGGATGTGGAAGTGGCGGTTCATACCGAG
+AGAATTGTGTTACCTCCAGCTTCTTACCAACCCCTTACGATTGATCAATAGTCATAGACC
+AAATTTGGATAAAGACGGGGTTTTCATAGCCCCCGCCTGGAGTGAGGCTTCGTCACTACG
+GAGTGCTACTACCCTTCCATCCATGTGGGTCTGACGGCAGGCCCTAGACTCCTATACGCG
+CGGTGATGCGAACCCGAATGATTGGGGTTGAGCCCTAAGCAACACCCCGCTTAGGTGAGG
+CCTGATGAAAATCAGGTGATACGCTTGACTCCGCCAGATGGCCATTGCCAGAGTGACTCC
+GCTAAACAGCTGTCCCCTGCAATATCACGCAAGGAGACCATATGTGTCTGTGCACAGACC
+CGTTAGATCAACCAATCGTTCTATAGCCAAGCGCCGGGTGGTTTAGGCCCCTGTCAGTGC
+TTTCCCCCGTGGACCCCCAATCACAGTAGTGAAGGTCTTACCAATCTGGCACCCCTAAAA
+CGGTTAGATCTTCGCGTGGCAAGAAGGCCACAGTTTGTAGTACTGCTGTAAAGCCATGAC
+AAGCTCTGCGACCACTACCGAAGGTTGTGCCACATTGTGATAGCCTTCGCTACCGTGCTG
+TTCGACCGGGCATTACTTTAAGGTAAGAGAATTTCTCTAAGTGAGTGGCTGATGCTGGTC
+GAATAGAACTGCCGCGAGGCTGGCTCCGGACATGCACCATTAGGGGGCAGTACCAAACAC
+GACAAAGGACGCTTTCTAGGGTCCGCGATTTCTGAACGGGATTCTTGGTAGACATAGACG
+CCCTGTGCTCATAACTGCACGAATCGCGTGAAATTTCTCTGGATGAGGCTTCAACGGAAT
+GAACATACTCAAATAGACGGCCTTAACGTCCTGGCGGCAAGGCAGTAGTGTCATTTTAAG
+TGTACTTGGTTCCGGGTAATCCCACTTGGACCAACCAAAGTGTGTGAGAACCAATTCCTT
+ACGGCTTTTCTTGATATCCATATTGTTAGAGGATCATAGAGGGGTGGATGGGAAGTAGTG
+GGGGCTAGTAAGATCAGATCTGGTCAACGGTAGACATCACGGTTATGGCTTATCCACAGA
+GTTATGATATACCGTAATCTTTATGCATTCCGCCCGCCTACACAGACTCCGTTGACGCAC
+GAACGAGAGCAACTTTATTGAACCAAAGATTCATGTGCGGGCATCCGCCGTGGAAATGAA
+ATACTTTAAGCGACCCCAATTCGCAAATGAATTTGGAAGGAGGGCAAATGGACCGATCAT
+CCAATATAAAGTTGGCACCGCTTTCCTTTCTCGGACTTGTGTGCCCTATGCATGGACATA
+CTCAATTCGTTTTGGAGTCTAGATGGTGGACAAAGCTTCTTTACCCTCCTTTATGGACTA
+AAAACATTGTTAAGCCGGATACACAAAACTTTATCTGGCTGCCTATGGGTCTGATTGACA
+CTCGCCGACAGCTCCCAGGACGTAGACCAGCGCTGCGGGAATCTTTGACATAGCTATGCG
+ACGCTGGATCTATTGGCAGCCAGGAATACCACCACCGAATCTTAGCTCACCCTCTTCAAA
+CTCAATCCATCAGGCACGGAGACCAACCAACGGAGCGGACCATTGTTGTTCGTCTTGCTG
+CTCTGCAGACCCCGTTACCGTTCACTGCGAAGTCTGTCTCGGTTGCAATCGCGTCTTGCA
+ATGTTGATAGACAGAGTGCTGAATACAACGCTGTCTATGCTCGTACGGCTATCGCGTACC
+CGCGGCAACGTATCGAAGGTTCGCAGTATCGTGGTTGCACCGCGCATGGGGGGGAACGAT
+TCGGGAACCACAAGTCACCCCTTTTAACTGGGTCACGAAGCCAGTACTGAGGTCCGACTC
+AAGCACGGAGGGTGGCTTACCTAGCCATGCTACCTTGGGTCTCGTACTGACATCCGCCAC
+AAGACAACGTGACACTTCCGTCTATGCGCGCATGAGGTAGATCCATTAACAGTTGCTAGT
+ATGGGTATTCAACTAGTGACGCGCACAATGGTTCTCTTTTCTTGGGTACTATAAAGCTAT
+CTATTCGAGGTTATTGTGGAGGTCCAGGAGTAATAACCGCGATCGCGCTTGTTGACGTAT
+TCTGATCTCGTAAACGAATGAAGATTCCTCGGGCTCAAACATACCCCGCAGTCCCTCCGA
+CTCGTCGACGGATAAAAAGACCATGGACCACAGTATGAGACGATACGGGCGGAATACAAA
+TCGTTGGTTTTGCCTTCCGTCATACCTCACGATGCGCGCTGCGTTACTCAGCCGACTAGA
+ATACTGCACCCTCCGACAATAGTAAAAGGTCTGATCCGCAAAGCGGCCGATCAGCCTCTG
+CGGGGATGGTGGCCGGCGCTCCAATATCTTCGAAGTAACCTCCCCTCCTCAATGTTAAAC
+TCTCTTGTGTCCAGAGCGTGCCAACCTGGGCGTCAGTACACAAGGAATTACCAAGCTCGG
+GATTAATAAGTTCTAAGACGTTAAGTGAGCACACATACAGTACTCCAGAGTGCTTTGTTC
+ACTTAGGTCCTGATCTAGATAACTCGGACGGAATTGCAGCAGATTCTTGCTTTTTCAGCA
+TAATTCCTTCACGTTTGTGTCGTAGGGAAACACCGAAAGATTTGGTTACGTAGATTGGGC
+GGATGATCTGGAACGCCTTATTGGTACTTGATTGCCGCAGAAATTTACTGAAAACCAAGC
+TCCTGGGTAATTGATGTGAACCTATTGGCAAGAAGTAGTCGCTGTTGCGTTAAAACGTAC
+TCAGCTCGCCGCTCGTTCAAATCAATCCAAGGACATTAGGCCTTTCCATACACTTAGGCA
+GGAAATAGATCTAGTCACCGCCGGTCTGAATCAAACCGGGCATTACACGGGAAGAAGAAT
+GCTAACTGTGCGCAATGGGCTGTACCGCACGTTGAGAACCACGACCTGCCCAGGCGTACC
+TTGGAGACGCTAGAGGGAGAGTCTCAGGGTAGATCATAGTAGTTGTTGACATCGCCCGCG
+TGGACTACAATGGGCTTTGCCTAAGGGAATGGGTACGGTGCCCTGAGCCTGGACCCCGAC
+TACTGGATTTCTCTTGTCCCATACATACCTCTGTTCGAAACCCACCCTGCACGACGACTT
+GATAGCTTTACAGATGTAGGGACGGGTCAGAAAGAAGCCCTCATACACTGTAAGAAATAT
+TGCCGGCTGAACGCGCCGCCGTTCACTCGCGAGATGTCAATCGCAGACATCCGCACTAAG
+TATTTATTGCGTGTTGCAGTGGACCTTTGAATCATCCACGTATTGGAAAGAACTGGATAC
+TCTCGGTGCATCTGCCCATCGTGATACGCGAACTCTGAAAGTAATAGCTTCTCAATAGCT
+CAAAGTTCTGACTTGGATCGCTGCCTTCAAAGTTAAGGATATGGTCCGTACGTAGTAATG
+AGCGGCTCCGTCGCACGATCGTACATCGCTAAGAGAGGTAACGGGAACATCAGCTTTACG
+CCGTCGGCGTAGCTGAGAATTTAACCTTTAGCAGATAGCGTTGAAGTCGTAATAAGCTTT
+GTAGCCCGTAGTCTTCAGAACAACTGTTTTCGTGAGAGGGGGCATTTACGGATTCGAAAC
+GTAGAACAAATTTCAACGTGTATCGAGCAGGGCATTTTCGCGTACCTCACTACCAAGGTG
+TCCCCGGACCGAGTCATACCTCCATGTTCCGAGCCCGTCAGGAAAAGAGGAGCTTGATAA
+CCAAATCCGCTCTACCAATAGGTAATTCCGGATGGATTAGATTACTGCCACAAGGAAGTG
+GGAGTCCCATGTAGCTAACAACCGCAGGAAGGTGCGCCAAACCAGGCCCTTAACTTGATG
+GCATCGATTAGCATCTGCCCAGTAGGTGGTGATGCAGGGAGGACTAAGACAACTATACGA
+TGAACAAGACCCTAGATTACGTGATATCCACAGTATGAGGCCGGGGAAGGCGCCAAGAAT
+AGAACAGTGTACCGCAAACCGAAAGCCTGAATTATCTGAGCACGACCTCATGGCCGTTCC
+CGAAGGAGAAAACCCTTGTCTTAATGAACGTGTATGACCTGCCCCGGGGTAGGAGATGCT
+GACTGACTTAGAGGATTGTTTTGTCGGTAAGCGACAGCGACGACTACAGGAGGGTCCAAT
+GCCAGGGCTGAGCTCGACAGGCGGACGGTCGGTATATCGCTTATACTGGGATGGGCATGT
+GATGGTGTCGCGGTCTGGCTCAATCATTACACGGATCTCCTGAACCACTTTAGGCACCGG
+TTACAAAAGCCTCACGGTTTGTTACAGAATTGCTCCTCAATTATCGAAGGTGGCGCTTCT
+GATACCGATAGGGTGAGTACGGACTGACTAATTCAAGGACGGTTATTCACTTAGTTCAGT
+AGGGCGACAGGTGAGCGGCATTAATCAACACGCGGATATAGGGTTGGTACTCTCAGAAGG
+TACAGGCGCGTGGCCCCGGAAACTACATTGCCTGTTAAGCAAACGACCCCCAACGTACTA
+ACCTTACAGGCGTGGCCTATCCGCAAATGACGTTAGATTCCTGTGTTTTCAAGGGCCTGG
+ATGGACCTCATTATCTAAAGCTTGGTTGGGACCAGGCTTGAGCCCCGCGGCTTCCTTGCC
+CCTCGGATATCCATGTCGATGTCCGACTGGCTTAAAATTCACAAGCTACGCAGTGCCCTC
+CTCTTACGGTCGAGGTGACATTGTATCAGATCTAATGGATGTCTCCGCACGAGTGGCTAA
+AGCGTATTTGTACCTCTTTTGCGTTCCTATCACGGTCCCGTGACAACCAGTCGCTTCCAA
+GTCAATCGTTCGCCCGAATGTGGGCCGATCCCCTTTGTAGAGACGCAGGGATTAATACAT
+AGAGCCCGGATCTACCAGTAGCGACGACCTGCGATACCACGTCGCAAACTTGCCTTTTCC
+AGCGTCTCGTACCGTGTCACTCGAGGAGGATATAGAGAGCGTGCGAAGTGGCACAGTCTT
+GCGCAATCAAGTTGGGCAATTCTCTTTTCCGGCACTGCTGGTCTGGCATTCGTTTTCTCG
+AAGTGAACAGGATCACTTCAATGCACTTCGCGTCGTCTACACGCTTTCACTTACTAAGTG
+ATATTAGGGATCTTAATCGGTCGGAAGCGCGCCAGGGCGTTTTTAACAAGAAGAAGATGC
+TGTAGTCCCGTTCGGTATTAAGTGATATCATTTTGGCGACTTCGTACTCATACTACTTCA
+CATCCGTGCCCATGAGATATATCCCATGTTCACCCGCCCAAGTCATGAAATAAGTGCAAA
+CCTCGTACCAACAGTTTCTGAGATCTTGTTAATTCGCCGCATGCTATAAGTGTTCCAATG
+CGGCATGTTGACGACGCGGCCATTTAACCATAGTCGTACGGAGTTGGGACGCTACCCATT
+ATACTCGACTAGACGCGCTACGCCGTATCCACCGGACAACGTGTTGCCAGGGATCTCGAC
+GGGAAACGTCCTCTGCAGGACGGTGGACTATGGAGTGGAAGGTAACAATTAGTTCATTGG
+TCAGTGCGCGCCTGCTGCTAAACCCCGCGCTGACTTTAATTGCCCCGCTGTGTTGTTAGA
+TACGGGTATGATCATTGCCGATACAACGGTATGCTTGAAGCGTGGCGTATTCTAATGTGC
+GGGAGGCTGTACTGCGTGAGCAGCGCCACCCACTAGGACGGTGTATGGTTCGCGCTGCCC
+GGTTACGGTATCATAGGAAAATAATTAGACGCGCAGCGGACCATGTGAAACGATATACAC
+GGAGGTGGGATCAAACTTCGGCTCCTACACTGAACATCATCTAAGACACCGGAATGTCGA
+TCGCATTACCAAACCTAGAGTACCGTATGAATTACCAGTCGAAACCGTATGAGATAATTA
+CACACGGCAGTCATACACGCTTTCAGAACATACATCCATCTGGTGGAGAAAGTCGCAGAA
+ACTCATACAGCACAGGGTCACTCCAAACGTCCCTCTAGGATGGGGCGTTACGTTCAAGTG
+ATTTTATAGTCCCCGCTAGTTTTTTAATCACTACCTATGCCACTCGAAGACAGAAAAACA
+TTTGGTAATAAACTGTTCGGGCGCCAGCCCTTGGCCGACACTCGTTCTAGTCCCGCTGAG
+ACTCAGGCGGGCCGACTGCGTAATATGACGAAGATAGTCAAAACAGGGAGTCTGAGATTT
+TTAATGAATGATTTTCGTCCCGCTGAGAACTCCATACTCTCTCCTTCACCATAGGTGCCA
+CGCCCTTGGGTGGAGGAGAAGGAGCATGGTGGAAGGAAGTTTGGTTGGCAGACACGGCAG
+GTGTGCTATCTTACCGTGTACATCATATGTTGACGAGTTTCGGCTGGTAGATGGAAGCAC
+GGATCGTAAATGTACCGTAGCGGCAATTGTTGATCCCAAGCGTCTTAGCTCGCTATGATT
+TCGAATGCTAGCACCACCTGCCCTTCGAAAAAGTTCGGCTGGATAACGTGAATGTTTTCA
+GAAATTCAACGCCTGGTCGTCCTACCCAAAGGCAAATAGAGAGCGCATTCCACCACCCTC
+GACCACTGGCGAGCATTAAAATCACTTCAAGATCCCGGGGGACCTACTATCTTTTGCGTC
+AACACAGCATTGTCAAAATTAGTACGAAGGCTACCTGGATTTAGTCCTCGCTCAGCCCTG
+GGCTGCGCAGCTTGCTTAACTTCCTGCTCAAGAATAATATTGTTCTGTCACTAGTACATC
+TGACATTACAGACATATAGGAGGATAGCTAGAATTTCCCGGCGGGGCTAAGCTGACCAGT
+AAGTAACGGTGGTATTTGGTAGACTAATGCTATAGGCATTAATCTCTATTTGCACCTGCA
+GTATGCCCTGCGCTACACAGTCGTGTGGGGATAAATTACACCGCCTCCGAGTTGAGTCTA
+CACTGTCGCCACAAGATACGGGGAGGCAGGCTCTAGTTTCGAGATTTCATCGATTAGATG
+CTACTTAAGATTGAACTACGACCATACATGCCTGAGGAGAGCATTGTGCGCTATGGAGGG
+TCTGGCTACTGACCGCCACATCCGTTCGCGAGCTACCATGATAACTATTAGATGATAGCC
+TATGTCGATGGTGGGATTAAGCACCTCTGTCGCGAAAGAGCATAGCGCAACGCTATAGTT
+TACCCTACATTTGATAAGCTGGACTCCGAGGCTGCGGTTACAGAGTTACGATCCCGATTT
+AGCCATTAAAACCATCACTACATAGAAGCTCCAAAATCCAGAATTTCCTTGAAGACGGTG
+AAGGGTTACTCGGCGTTTTGAGGTCTCATCCGGGCCAGTTGCGGGATCGGCTCAATCCCG
+TCGCATTGTAGCTTACCGAATATCGGATAATAGGCTTATGGAGATTACGCTCCGGTCCGT
+TAATCCTGAGTCTGGTTGGCATTGCAGAGCTGGAAGGCACGCCGGGCTAGTGGGCTTGTC
+CCACCGGTATGAACTGCGTAAAGGGGCGGGCAGTATGATCGATTTGAAGCGGTCAACAGG
+AGGGGATTAACCCTCCTAGATCGTTCAAAGATCGGTTAGTGAGGTAGTGTCGCCGCCGGC
+GGCTTTAATTTTAGTTCTAAAGCTCACCCTTCACTTAAGCCGGGTGACCTACATACCTTG
+CCCTGAAATTCGTGGGTGCTTAGGTTTGTCCTGGGTAAGTGGACGTGGGTCCTGGGACAT
+AAGAAGAGTGCGTGGTTGCGGTGAGGCCAAAAAATAGTAACTCTACTACCCCTGCCTCCG
+CCCTACTCCCCGGAAGGATATTACCTCGTTTGGTTTGAGCCGTGTACAAACATCTTCTGG
+TTTGCGGCATGCATTGAAATCCATCCCTGGCACAGTCAGATCCTATGATGCTGGTCCGAA
+AAAACGAGGCAAGGTGTAGCATACTACGCCTAGTCAAGCGGGAATCGCATAACCAAGATG
+ACGAGATCGTCTGCTATTCACAAGTCCTCGAGGATAATTAGCATTCTAGTAAACGGTTTC
+GGTAAGTACCCCGGGATGAAAGTTGGCGCATAACGCCGGTTATGTTGCACTCAAGCATCG
+TGGACAGACTACTTAGTGTATAGCAGCTGGCCCCTTAGAAGTTCCCGTTGACCCTTAGAA
+GCGAAGCCATGTAGGAACGCGCCTGAAGGAGGTGCTAGCGAGCTGCAAAAGGCCGGCGGA
+TCAAGGGCAAGACAGTGTGAGCACTGATAGGGGAAAAACGATCTTGGGCGATACTGAACG
+GCCGTTTGGATCAGTCGTTCCAGCCTGGGCCATACCTGCTTCCCTGGGGGAGGGCAGTAG
+ACCATTTATCAGCCTACGAATGAAGACTCAAGTTTACTGTGCCGTAACTCAAGTTCCATG
+ACTATCGCCTGATTGCGATCACTATGAACGCGCGCCATAGTTAGTGCCAGTCGGGCGCAC
+CGTTTGCGTGTAAGCTTCTTGCAAACCGGAGCTGCGTATCCCGTCCTAGCACGAGACACT
+GGTTAGTCCGAATCGTCCGCACACTACGTGCCAACCTGGCTTAAGCAATGAGTGGTACGG
+CACTTACGCCAATAGTGTGATTGTTTAACATTAACATAGAAATTTTTAGAAAGCTTTTCC
+CGAATATCCTCGGTCAGCCCTCCAGATGGTTTTTGTGACATAGGGAGACGCCATTATCCC
+GCGAAATGTATACTTGCAACCATGGACCCTAAGTCTAACCTGGATTCCCACGTGGTACCG
+CGAGCCGCTTTTAAACCCGAACCTGATGATTCGGATAGGAATTGTTTTTGTCAGTTGACG
+AGAATCAATTTTAATCTCATGACCTTTGAGGAGGACTATTCGACATTGTCGTTAGGAAGG
+AAACGCGGAAGGACTGCTGACGATAGTGGCTCCGGGGTGAGTAATCTCCCGCATGGGTGC
+GGTCGATGCCCATACTGGGCCCAACGTAGGTCCCTTAGGTGGTTGAAACCGCGTCTGGCA
+TTAACTATGACTCCCGCATCCAGTAACGATGAGCGCGTAGACATAGCTGGGGGGCACCGG
+GGTTACGTTATTGTTCTGGCCTATGCGTTACCGGTGCGTATAATTGGCGAGACGGTTCCG
+TGCCTGTTTCGTACGTGAGAGTCAACTTACCCTGCGTGCGTTTGATTCCTTAAGTAAGAG
+GGCGGTCTAGGGTAACGAGGGTTCCGTGTCCCTGCTCATGGAGCGCAGACTACGCTTATG
+GACACTCATGCGGACATCAGCGAATGCCGACTCGCCTCTTATGGCGACATGGGCCGGTGA
+CTACTCAACGACAAAGCCCAAAGCCCCGTGGAGCGGCGAGATCTAAGGTGGCTCCAAACG
+CCTCCGAGTTGCAAGGACCAAGGTGCTCGGTGCCACCCTATATGTTATCAGCCACAATCA
+ACTGGTGCATTTAGGGGAGTTGCGTTTAGGGTAGAAGAAGTGTGCAACTAAAGAGCATGT
+AAGGCTGGCTTGCACACCGCAACCTACTTGTCGACTTAACCGATAAAGTTGGTAAGCGCA
+ATGATCCCCTTCAGAGCTGCTCCCGACAGGTTTCACGTTTGGGTATAGCTTGCAGCGCTT
+TGGAGCGCCCTATCGATTTGTGCGTGGCGCAGAATATACGCGCAAAATATTGGAGGTAGA
+AAAGAAGGAGCTTCCGTCCCCACCAAATCATAGGTTAGTCCCTCAAGTGGGACAAATCGC
+GATTGATCCAGGGTTGTCGCGAGGTCCCACCTCTGTAGTGCCACTGGAATTATACATGTA
+TAGCGGAATGATACTACAGTAGAAAACACAGATTCCCCTCGCCTCGGTGCCGAATGTTGC
+TAGCTCGAGAATGAGATGTGACCAGTTAAGTACCAAAGTAACCGGTAAGAACACAGTCAC
+ACCTTGTTACGCCCGGTGCTCACGCCCAAGTATTTTCGTTACACACCTAGTGGCACACTG
+ACGGGTAGCAATGATGCTTGAGAATACCACTCCCAGGCGCTGGACAAACCACGTTTGGTT
+TAAACGGTGGGTTAACCACTTTCGGTCCCCTCTTACCGGACCGTGGACTCTGACCCAACT
+TAGGGGTGTATGGAAATGTACTCCCATTACAATGGCTGCACCTATTGGGCAGGTTGATTG
+TCTGGAAAATCGGCGGTGGTCGTTTCGGGAGTTCCAGATAACAATTCGATAGAGCTAGCG
+AAGATTGTATACTATGTACCGGATGAGAGCCACTGTTCCTGAACATGGCACTTAGGAAAG
+TGCTGGCAGCGACACCCGAGCTAGAGTATATAAGCTCAACCTGGAAGTTGCCTTAGCATG
+TGGTCAGGGAGAAGTGAAAGCGATTTAAGTTTAAACGGCGTATCAGCCGGCGTCCGAAGA
+CGGCAACCTACCCTAGACGAACCATCTCAACACACCTTACCTTCGCCCACAGAGCTCATT
+GGCGGTAACCCCGTAGAGGAAGCATACCGCCTACGAGTAGCGTGGTTTCTATAGCAATAA
+CGGCTCACCACTTTCCAAATCGAAAAGATGCTAGACTTCTGGCATCTGTTAGAGTAATTA
+ATGGGCCTCCCGCTGGGTGGTCCACTTTGACAGTTACCCCTACTTCCTGAGTTGCCTTGG
+GTGAATCAGTCGTGCGGACGCTTTGCGGTCCGGTTAACTCGGCAACAGGTTACGGACTCC
+GATTCGAGCTACTGCCTACTTTCGCAGAGAAATATCAAATGGTCCTGGGTTCCGTGACTT
+CAGGCCTACAAATAACGCCTACAGTACAGAGCCTTGTACCCCGGGCTGTCCTTCTCTTAC
+TGACGTGAAGCCCACTCCTTGGTCTCCCGGAAATACCCAGCATACGAGTAGTTGTTCGTT
+CGAAATGAAGTATGGCTTATGCTTACCAATACGTGGGGGTTCACGGGTAAAGCGTGGCCT
+CAGGACATGCTCCACGGTCCACACTTCCATTGAATCCTGCAAAGTTCCACTTGCAATAGA
+CGTCGGTACATGAAGCGGAGGTCCCCTCCGGCTAAAGTACCCGGCGAACGACTTATTACG
+GTCTATAGCTCGGTCACACACACAGTTTACCACTCACCCGGGCGCTATTCGGCCTTGCCC
+TATATATGTTGGACCATGCCACAGCACGTTATCCAGTAGTGATAATTAGCAGACAGCACT
+GCAAAGCATTCTGTATGGACTGCCCCCGCCCGAAGGGGTTAGTTCACATTGTATAGAATC
+AGTTCAAAACGCCTATACTGTATATTCCAGGACAATAGTAAGGTTTACATATTTTTGCAT
+TATGGCCGATGTGAGGACATGCCCTGCCTTCACGATTTGCAAACTAAGAAGCCCAAAAGG
+TCGGACAAGCTACACCGGGTTACTACATAACAGTCGTTCCGTCGAGCATCTGTAACATCT
+GTGCGCAGAGTCAGACTCGTTGATCTCCCAGTTTGCATACTAAGCTCCCGCAACCCCCAA
+GTTTGCCCGGGAATACCCCTAACTGATGACGCAGATGACGGGTTTGGAGATCATCAGGGG
+ACTGGTTCTCAAGTTGTCAACCTCTGACTTACCCTAAGGCATATATCCGTCAGACTTTCC
+CAATCATATGCCAGTTTAATAATGAGCGAACCTCTCCTCTAAGGTACGGATTGAAATCAG
+AACAAGAGGAAACTCCCCATTCGCTATATCATCGGGTATTCAGACAGCGGCATCTTCCGA
+AGCAGTGACCCAGCGAGTAGAAAAGATGACGGTCAGCAGTAAGCTTATTCGAGGTTGACG
+GGCTACCACACTAAGGGCATATCTGCCCGGGAATCGGATTCAAAGTGGTGCTCAAACTAA
+TCAAGAAATAGTAATAAATCGATTGAAGAAGAGAAATAATGCCCAGGAGGTGGTTACCAA
+ATCCGACCTGCGACGTCTTCCAGACGTATTGGAGAGATAGACCATCACCGGCGAGAGTGC
+GGTAATTTATTTTTACGGCGGAACCGGCTTTTATTTTACAACTCAATTACTATGCTATTG
+ACTTAGTGGGCTCAGCGGTCCACTTACGCGCCCATCTGGATCGCTATCTATTATCTGATG
+GGCCGCTACACCCACGCCGACAGTCAGACTGACCTCTCAGCGTGCTGTCCCCGAAAGCTG
+ATCGTAAGATCACTATGAACTTGAAAATTGGAAACCTGGTGTTTTAAGGACCCGCAGTTC
+GCCGCAGAGTAAGACATTAACTATTGGTGATTGTCGTGGTTGTAATCTTCATAACCCCGC
+CCACCACATTGGGTCCAGCGTTTGACCCATGGCACAACGGTACGGCTGCTTTATATCACC
+CTCACAGTTAAGTGTTGCTTAGTCGCCGTTAGTGGACGCCACTACGTCACATGGCGAACG
+CTTCACCGAGGGAAACGGAGGCTTGCAACTTTGAAAGCAAGGTTACTCTCCGCCGGTTCA
+CGTATGACACGATACTAAGTATTTCGCTAAAGTTCCATTGATAAGTCCCTCTTTTAGTTT
+AGGGACTCTGAGTTAAGTGCTATACGCCATGTTCAGTGCCACTAGGCCCCTAAGGATCTC
+CACACAGCGAAACAAGAGCGCTTTAAAACGAACACGCAGCGACACATCCCTCAGTCAGTC
+TAGACAGTCTTATTATCGAGGTGCAGGACGTTATGGTGTCTAACCAAATAGAATACGCGT
+GTATAGCATTACCATAGTGTATAGGTTGTGACCACGGCTCCTTGTTATCAAGATGATGCG
+GAGACTCTATCTTTAGCGACGCCCAAAGATGCCTCCACAGGACTTGATACCCATGCGATA
+AACCCGTTGGGGACCGATATTTGCTTATAGAACATACTAAGACTACCAGTGAGCCTTTAA
+TTCTCTTGCCATCAACCCGGAACTCAGATAAGTGATTCTTCGGGGGGGGCTTACTTCGAG
+CCAACACCCTCTCAAGCAAAATCATAAGTGCCCATCCTGAGTAGGCAGCGCGCGATGGAA
+CCGACCTACAACCACCGATGCACAGTTTTCAGAAGCCGGCCAAGTCGAGTTTTGTGAAAG
+GCATACTCTACGGTTAGCGGAACCGGACTACTGCGTGCTTAGCTACGGGAGTGCGTGCCA
+AACTTCATCTACACCTCTCATAGATCCTAGGAATAACTCTTAAACGGCCGCAGTCCCGGA
+CAGCAGCGCGGAACCCGACCCGCAGAGGCTCCGATGTTCGGAGCCCCAATGAGTACCTCA
+ACCTTACATGATCGGAGCGGATAAACAGCAGCCGCACCAGGGTCCGCTTGCGACCCAGCG
+CATTAGGTTGCGTATCGCCCAGATACAGTGATACCCTTTCGGATCTATTCTTTCCTATGA
+TGGCGCTACGCTTACCGTTTCAGCGGGGCATATAATGTCTCTCGGTGTACTCAGCGTTTA
+CAGGTATAATACTTCTCTTTATTTGAATCACTGGGCCTGGAGAAGTGCTGATGCAAGTAG
+CTCCGGCCTCAACTCCAATTTAGTTGATTATTTGAACATAAGCTAAAGAAAGACAGATTG
+CCACGGGTGCCAAACTAGCCAGCATGGAAGAGCCATAAGTCTATCCTTGACGACTGGCAT
+TCATTCACCTTAACACGGGCAAAAAAATGTGGGACCCACGCAAGTTATTGTGCCGAGCGG
+TACCGTTTATTATGTTCTTTGGCGCCCACAAAGGTTGGCGACGCCATCGGAAGATAGATG
+TTCCATTTTCAGGCTCCATAGGAACCGCTGGACTAGAATTGACACGGGCCGTTATCGCTC
+TCGACACGAGGACGACAGCATACGTGGGATACACCGCGCTCGTCGATCGCTCATCTATGC
+GCTTGCTTACTACTGCCTATGCACTACTTAGCTGCTGGCCTAGTGCATCCCGCCATGGTA
+CGTATTCTCAGCTGGATCTTCCTTTGAACAACTAAGGCGATTTACAACCGACATCGCCAA
+TTGGCTTTCAGGCTACACCCAACCTCATTTCTGTCCAATATCGGTGACCTCACTTATTTC
+ACTTTTCAGGCCCTTCATATTTTCAGGTGGGAACCTAAGCAGCTGAAACTCGACCCGTGG
+TTTCCGAATGCGGCGATCGGAATTGACAGTACATGTTAAGGCTCAGGAGCTGGTTGTATG
+CACAGTCTTCGCTAGGAACAAGCAAGCTACCGATTTAAATACAGTAAATGTCGCATCCGG
+TAGAACATTGGAGGAGTGATTCTGTCACTGTACAGTAAAGGAGGAAGCGATTTCTTAAAG
+CTCATGTGGTCGACCATGGGAGGGTCTCGAATCTTGACTTACTCACTGTGCCCTCTCCCA
+GAAGGCAATTGGCTACTGCGCGCCCTTTTAACCCACGCTCTCATGTGGCAACGTTGGGCT
+CGTAACTTAAGGTTGCCTCGTTAGAGCTAACACTAATCGACGTTACGTTTGTGTTGTGCA
+TATAGTGGTTCAGCGCGCTTGAAGTACGTCAAGTGTATAGCTGGCGCAAGGGTACACCGA
+AGCTCGAGGTTTCATGAGAAATCAGGAATCTTGAAGATTGACGCTTAACGTACCCTGGCC
+ATGTTCGATTCGGTGGGTGGGGTGATGCCACTTGCGACTATGAACACGCGTAGGGCAGAA
+ATGCTACACAGTACAGTGTTGCGAGCCATTGTAAACTTGCGCGTTCAGGCGTCAGGCCAC
+CTCTACCTCCGTAGTTCCTCCAATCCTCTCTTCCGTCGCCTATTGTGTTGAAACACGCCC
+GGGGAAGTCTTATAAACGGTTCCGTTAGCCATTAACCAGGAAAGCTGTCATAGACAAATA
+CGCAGGTGAAATCCTTTCCGCGTGGGACTGCGATGTGCTGTTCTCCCTTTGGCGCTCGAA
+CTACTTGATCCAGTAATTGTTAACTCGACCGCTATCTATTACCCGTGGTAGATTATACTA
+CTGCATCCATAGATGAATCCAGGAGGCAGAGGACCAACACAAACTCGACCGGGGGAAACG
+CATTTGGAACTGCAGAGTATTACGCCGTTCCTCCGAGGTTGGCATATCTTTTTTGGAAGA
+CTTTTGAAGTTATCCTACCTGGTCTGTACTAAGGTTCGTATTGCAGCAGCCGCTCTACTG
+ATGTACAGATCGCGGTTGCTGGGGCGTGCTGGTTGTGAGTCTAATAGATACCTGTACCGG
+GTCGCTCGCGTCTTCGCTAAAACGCCCGTACATGATATGGTTCTGAAAGGTCCATCCCAG
+GCGAAGATATCCCCGGCCCGAAAGCGTTAATATTCTCGCCCGCAGCGTCGGCTTTGATAG
+ACGATTAACGGTCGCGTGCGATAAGTCCTTCCTTTCAACTTAACGACACCGACGGGCCGT
+CTCTAGAGGCCGTCCTTGAAAATTACTCTCGCGCGTCGCCGTAAAATCTCGAAGCACGTC
+AAATCTTAGTAATGATCATGTAGCCTGGACGACGCGTATTGTACAAACCTAAAGCCTCCA
+AGGTGGTGGGGTTATGCCACCGGGAGTCTCTAGCCGACCGGTCCGAACATCATAGTGCAC
+AGTACCTCCTTTCTTAGAGCCTTTTGGAACTTGCAGAACCCATTAAGTGTAAAATCGATC
+TAGTCGAGCCGTGACCCATAGCAAAAAGGGAACAATCGTCCGAGTGCAGGTCAGACGTAT
+TTGAACCCAGATATCATATGCAGATGTCAACAACATCTAAGGCGGGCTTGCCACTGCTTC
+TCGTACTAAAGGATGAGGTTAAAACTTGAGGGTCATTTACTGAGTCCTAAGTGAGACTCC
+TGGCCTCATACAGTAGATGCAAATCATATACTCACGGTATCAGCGTGTCAGCTCCATACG
+AGATGTAGGAGGCTTCTGTCTCACGCTGCTGGGAGTCCGATGGACTAAACTCTTGTTGGA
+GTCGACCAAGTCGCCGAACTCAATATGTTAGCCAAGCGTCAGTCCGCAACTAATCTAGTA
+CTGTTTGTGTACCGCAGTAGAGGCTCATTGTCGGGATTGGCCACTCAAGTACGGCGTTCC
+GGCTTCTGATGGGCCTCTATTAGACCAGTCCATACCTCGGGTGTCTAGTCGATCGGGAGC
+ATAAGTGCTCCTTGGCAGTCTAAAGCGACGCCAAAGTGAATAATCTGAGGAGTGCGTTTA
+GACGGCCGCTTTATGTCGGTGGACTCATCTAGAGAGGACATAATCTGGCCATAAGAGCCT
+AAACATAGCAGCTCGGACCAATCAGGCTTATTTCGTCAGCAATGAGGATTAACACACCTC
+TGTGACGATGTGACGTCGCGACGTCCCCTGATGAATGCTTGCCACGTGGCCGTAGAAAGG
+GAACACTAGATTCATAGCGAAACATCCATGTCCTCACGAGACCTCCAGATCGGTAGACCC
+TCTATGGTTCGGTGAACATGAACCTGCCGTAAAGGAAGTAACTGAATGTATGACGGGGAG
+ACTAGCGGGCGCCCGACCTGCTACATTGCAAGCACATCCTTGTGTTTGATGTAAAACCAA
+GTCATCGACTCCGAAGATTAATTACCACGTACAGCAGATGAGAATGGACAGGCGAGGCTG
+CACTCCTATTGGGCATGGCCTTAACGATAGAACCTGCGTTTTCCTGTCTTGGAGCCGCCT
+CAGATGAATAGGCATTGATAGCCTAGATAATATGATCTCGGGGATAGAAGTAAGTTAGTT
+TACCTGGTAGAGGGCCACAGAAGGGCACCTTTTTATGCAATTCGCGGTCGGATGGGAGGA
+TATGATCCTAATAATCACTGTGATTGCCGTCCAAGTCTGGAGCCTCGGGAATCGGGTAAG
+ATAATAGAAAGGGTCTCTCTCTTCCGGCTTTGTAGAGACGCGACGATCCCACCTCCTTTC
+AGACTAGATAAAAGGTTGATGCATTTTCACCCTTTGGGATCAGTCGTTTGTGAGGAAGAA
+GTCACCTAGACCCCTTCAATTACGGTTCGATTAGCAGGTGGAGTGGTGAGTGCTTCGGAT
+CTACACGCGTTACTAAGATGCATAATAGCTATACGGCCTTGATGCTATGTTAAATGAAGC
+ATTATCGCTTATACAAATAGTGGGACTCTTGACCTACGTAGAACGAGGGTCGCTTGAGAG
+TCAACAGGTGCGTAGCGATAAGTCTCTTTAAGCCATTCTATGCAAGAACGAGACCTCACA
+TGAACAGGGCCATGCTAAGCACCCTCGAGCCGCAAAAAGAGTGCTTTCACGGGTCGATTG
+GGTCTTAAAGCCATGCGGTAAAATCTAGGCCTGAGGCCGCAGGCAATCTTTTTGGCGGTT
+GGCATCACGCTCAGGATTCCCGGCAAGATCTCTGCTCAAGACCTGTCTCTGGTTCCTGAC
+AAATACAGGGTGAAGGATAACTGGCAAATACGCGCGGTCCTATACGTCCCAGTTGCAACA
+CGGACCGTGCCCGATCTCGTAGTAGATAATAGGCGATTGCTAAGACGCTACTTCCAGTCT
+TAACACTTAGTTTTTTGGAATAGAAACAAGATTTGCTCAGACCTACGCGACTCCGAGTAT
+CTCAATTAACCGACTGACTGATTTGCTCACGTCATACTGGTTCCGACATCAGATATACCC
+TGAGTTATGGCGCTCGGCGGGATTTATAACGCTATAACCTACTTCCTAGCAATCGGCGGA
+TCCGGGCTCGAGGTACATAGCGGTGAGACGACCCAGAGATTCGTATTAGCGGTTGTAGTA
+GTCGATGATCTTTTTAAAGCGAAATCTCCCTACGCTGGGGGAACTTAACTGCACACTTAA
+CTTAAAATTTTTTGGGTCCGTTAGCGAATACCCGACGCTTAAGCAAGCATTTGCTACGCA
+TCAGCCAATTTCTTGCAAGGTGTTGTCACTGAAACACAGTATAGCCCCCTGTAAGGCGCT
+GTTACAATACAGGATTCAGGGTCGACTACAGAGAAGAGGTATCCATCGATAAAATCGCTA
+CCTGCGGAGAAATCGTAGCGAGTTTATTTATTTGGGAAGCGATGATATCGCGTGAGGCGC
+GACAGAATAAGGTGGCCCTAGTCCCGCCAAAGACTAGTATGCGATTAGGGGAACCAACAT
+TGTGTGTGTAGCTGTTTAAGTGCCATTAGACTAGAGTTCAACTAACTCGAGAACTGGAGG
+GAGGTTGTTTTAGCCATGATTGTGGGTAGCACTGGTCACTCCAATCGTTCTACTGCAGAG
+TATCAGCCATATCGACTTTCTGCACTGGCCACGAAGCAGCGATTCGGTCCCGTTTTTAGA
+ACTTTGCAGTAACACAGCCAGTCCGATTCACTTTAGAATAAACCCGTGACCGTACGCGCA
+GTGCTAGCATAGACTCGGTTGATGATGAAGCTAGAGAGACCGTTTATAAATTGGCCAGGC
+CGGTATTTGCAAGCGGACGAACGCGAGGTTCTATGCGATTCTCGGGGCGCATAGGAGCAT
+GTCGACGCGGCATCGACTGCTTATGGGTACGCTTAACTTAATTACACAAAAGGATCTCGT
+GTTTAGACGCACGTGTGGGATTAGTTTTTATTCTACTCCCCTCTGAGACTTTCACCTATG
+CAGTTCGGGATAGTGGTACTAGAATCCTGTAATCCGCTATGAGCCCTAGGCCTCACTGTT
+TTATCCCTAAGGCTTTATAAGCCAAGATTTAGGGAATCGGAGGGTCTACTGGACGGGTCA
+ACGACGGGCCGCTCGTGTATGCTTCCTGTGACAATGAACGTTTAATATGATGACGTAGGG
+TAAACATACGAAGGCTTAGAGCCACAGTTTCGTTTCCTCCTTATAAATACACGGTCACTG
+ACCGGGTTGCGACGGTAGTGACCTTACATAGGCCACGGGTGTGTCGTCGTCGAGTTTTTT
+CTTTGTGCAGTAGATTGTGGTGGCGTCTTGGGTCTGGAGTGATAGGGTAGCACCTCAGCT
+AGACATTACCGCTCGGTAATGGTTACATGGTAAATCCTGACCCAGACCGGGAAGAATGTA
+CACCGGTGCAATAGGAAGAGACACTGGCATCGACCTGGTCTTTACTCAATGGACCGTGAG
+CTCTTATGACGTTGCGGATTTTAACGTGGCCCTAGATGTAAAACCTTTGCACGAGTGGCG
+GACCGACTACGCATTGCTTTTCTAAGATCTCTACAACATTCGCCATTAGTTCCAATTTCT
+CGAGGTGGGCCCATTAATATTCGGGTAATAAATTAAGGGCTCAATCGATAGTTTTGCTCG
+GTCATCTGCACAACAATACCGTCATACGCTTTGGGCGATCAGGCGACAAGCCCAACTGGT
+CCTAGCGCGTCATCACAGCAGAGTCCTCTACGGGACTCTATGCAAAATTGGAGTTGAGAG
+GTCTGGGTTTTTACAACCTGGAGGAACGATGTGATGGTACGATCGATTGGTAACCGACTT
+TCTAACGTGATGCTTTGTGGGGGTCATTGTGTGCATAGGTTTCCAGGGACCTCTGGGATT
+GAACGTTGTTACACGACGTACGACTTTCCTCTAGGAAGCTTGAGCGCATGAACGACGATG
+GGGTGGATGTCCACTCAAAGATGTTAGATAGAACGTGCAAATATGCTTCCATGAAGTATA
+TCAGTGCTTCCGGCATGGATTATACGCACGGTCAGTAACCACGAGCTGGACGCTATACTA
+ACCTTGACCGGATTAGTGTGCGCCGTTCCTTATCGGACCCGATCACTCTGTTGTGCGGGT
+GTGCTTGCGTACTCGGCTGCAGGAGCGTGGTATCGCCCCTAACCTACCCGGGGCGCATAT
+CCCTCTGTCAGCAGGCAAACCAGGATCATATTAAGAAATTCGTCCTGATGGCTTGACGTG
+CGTGACTGATGGTCTCCGGGTTGCCGCTATTTCACTGTCTCGGCACGCCATCATGGAAAA
+CTAGCATGCAAGACCACATGAGTCTCTTAGCGCCCGTGTTCGAGAAAACTAGAATGCACT
+CTTCGGCCTGACAAGAGAGACGCTCCAAAGGTCGGTTAAAAGTCCATCAGCGGATGCGGA
+TGAGCCGTAGGGTGGTGTTGTCAGTCAATTGCGGCTTTTCGTGTCCTCGGCTGGGGCTAA
+GAACAGGTCGAACTCGCGTACGGCCTTTTGGCGTTCCTAAAAGTTTCAGACTCGATTCAT
+GCCGCCCGCGCAAATGAGCTAGGATTCCAAGATATAATTCAATGTGTTTGCTCCGCTTTT
+GGGACGCGATCCGTACATCTATCCAGTTTTTTTACAGCATCACCTATAGTAGGAATGCTA
+TTATATACGAACGTCCCGTACATTAAACGATGACTCGCAGAGCTGACGGCCGCCGTTAAT
+CATCGGTCCGGACGCGTCTTTGAGAGAAATCCTATTTAATCATACGCCTCATTAGGCGCA
+GGGTCGGAATGTAGTGCGGTTTATGCCAAAGAGTGCCGGGCCTGCTCTAAGCCTCGTGGC
+ACTATAGACAGCGTACACGACTACAATAATATAGGTACATATCTCTTTCCATGTTAAAGC
+AGTGGCGACGTATGGTCTACTCGCGGATAGCCTGGGTGCGATACCGTAGCATTTCCAAAA
+TGTATTACGTACCGGTCTCACACCGTTCCTAGATCGATAATTGGCATGTAGAACAACCGG
+GGCTCGACCAAAACTACCGATCATGTGGCTGTGGATTATGATACAGTGGGGCCACTCAAC
+TCTGGCCTGATGCATATACGGTTGGTCAGTAAGCTATCGGAATTCTTTATCTAACCCTGG
+GAAGAATGAGCTGCGATGGACTTGGGCGAACTCGGGGGGTTGGAGGCCAGAATATCATCA
+GTTGTGCAAGCAACGATAAATTAATCGCGGTACCGCTCGGTTTAAATGATGCCAAAGCCT
+ACTACACGCTAGGGCGAGGGACTGGCTCAGAACCTGACGATTTACTGTCTTGTCAGGCTA
+TCCCGGCACTCAGTCGGATCGGGTGCCTACCTAATATAAATCCTTGAAATATCCCGAGAA
+GAACTGTTATTCACTCCGTTTTATGGTATTAATTAAATTAGATATCTTTTATGCTCATTA
+TCTTAAGGATGCTTTTTGCTTGCAATCTCGGATTGATTAGTATATACTCTTACCGGTTTC
+GCGACAGCCTGTTGTGCTCCTGGTCTCCACCACCGCGAGTTTCGGAACTCCTTGGTTCCA
+CATGCGTTCAACCCTTGGGGTATACAGTACATCCCGCGCAACCCCTAGGTAAGCCCTTCT
+GGAAAGCGATGGCGGCGATCGCTAGATTGATATGTTACCCCATCGGAGTGTAGTACTCGC
+GCTTAGCGGTGGGCTAAATAAAGCGAACAACATCAAACTCTCCTTGGTGTTGGGTTAGGT
+AGTACGCGACATCGTTCGTGTTGACCTGAGGGGATACTTGCATAACACAGTTGGTCATGG
+GTGATTGAGCTTCACATACTCCTCACTATAGGCGCCTGCCTCGGAAGAGCTTACAAGCGT
+GCGTCTCTCGGAGACCTCCTGAGTACCTTAAGAAAAGACGGTTGATTAGTAGCCCTGGCT
+ACGCTTGTGCACCAATAAGGTGGCGAAGACGCCTGTAATCATCGCTGACCGCTCTGTCAG
+CCTGGCACTTCCAGAATGTATTTTGGAGCTCCGGTCTGGTGGTAGCAACGACTGTCACGT
+TGTGACCCAGCTTAGCACTCAGACCCCACGGCAGCCATTTGTAAAAAGGTGTGCAAGACG
+TTAGTTTAGAGCCCTGCGGGGATTTTCACATTCCTCTGGTAAGATGTACGAAGCTAATCT
+AGCGAGAGTGTGCATCCGCCGTACTTGGGCCACAGGGGGTTCGCGCAACACCCAAGCTGC
+TGGCCTCGGCGCCCTTTCATGACACTTAGCTTGTTACTTCAGTGAATCGGCTAGCTCCGG
+TCTCGCCATAAGCGCGACCCGCTCACTTAGATAATACATGCTTGAATAACTCCTCATTTG
+ATGTCGTCGAGCGGCTTAGATTCCTTGGAAGTACATAGCCTCGAAGCCACGTCTCACCGT
+ACTATTGAAAGCTAGCGAGTCGATGATTTCCCAGACGTTTCAGAATTCGCTACATTACTC
+GATGACGCTCAGAGCTCCCCTGTGCTCTGTGGGAGGAGGTTGTCGCGCTAGTAGCACAGT
+CATAGACATCATAATTAGGTAGCCCGCAGCCTTCAACTGACTCTCGATCTTGTATGAACC
+TTGAGGCATCTTGAAACAGGTATAAAATTCTATTTGGACAATATGAGAGTAATCGCCTAC
+CACGGCAGCGTTGACAGGGCCTAGCGGCCGTTTTCCCCTACTACTTCGCGGTACTAAATG
+TATATTTAGGTCCGCCTGAGCGACAACGGTTCTTGAGTAGCTCCGGAGGGCCTCTGAGAT
+GATCGGCTTTGCCCCCTTACAGTATTGTGGCGCCAGCTCTTAAGGACTCCGTCCACCGCG
+AAAAAGCTAGTGACCTCCTAGGTAACGGTCTTGAACACAGAATAGTAAGAATGAATACGT
+TCGGTAACACCCCGTACGGAACCTCTCACGTCGCGAACTGCCGCCAGCTAAAGGACGCAC
+TCTCGACTTTTAAGCGCACCGGCATCGGACTAATCTGATACAAACGGTCCAGGAACGTCA
+GCGTGTCTGTCCCCCGTCTAATACACGCAGAGAGTGAATCATAGAAAGTTTGCAGTCAGC
+GTGGTGCGTTCGCGCATACTTCGGATCGTTGTTTTCGGGGATATGCATCGTGTTCACACC
+GACCTTGTCACGATAGCCAGAGTCGCTTTCGAGGCGCAAATAATGGGCGATGATCACTCA
+TTCCTAGAGTATGCGCCCATGCACCCTTTATTGCCTACAAGGCATGATGGCTCGAACATA
+TATCAATCTGGTGTGATGACCACCAGAGGCCTTACACAGCTGCTCTCGGGCTTCAAGTGA
+CAGCAACCCTGGTAACGAAGGGCACCCGGAGTGCCACGTTGGACTCTGAAATGGACATGA
+GAAAGTCGTTTCTGCACAATCGAGGAGACTCAGCGCCGACTCGTATGGGATGATGACTTT
+TTGCAGTAGCGAGCATATGGGTATATTCCCTGTCTCTGCAGTCAACCCACTTTGTTACCA
+ATAGTACATTGTACTTCAGCGTACCGTATAACACCCTCCATGGGTGTAGAAACGAATTCC
+TGGTATTACTGCCATTTTGACACGACGCCTTAACACACTCCCAGCATAGTATTGAGTAGG
+GGTGGCTGCTCCTAAAGTAAGGGACCGTTGATTCTGCTATTCCTTAAGATTTTGTAGCAG
+TTATTACCTTGCAAATACGTTTTAGACGTCAACCGAAGGAGTATAGGACCCGTTGTCACG
+GTGAGGAATAAGGCGGTGTAAAGATCCGGGTTATTCGAGCGCTCGTCACAAGGTCAGAGC
+GGAGTTGGTATAGATGCCACGTGGTCACAAGATTATTAAAAGTCGGCGAATGTGAATTTG
+GTTGACGTCTGGATGTCTTGACACACCATTAGAGGTACCACGACAGCAGACCCACCATAC
+GAGTGGCAGCCAGTGCGGCGTATGAGTTGTAATGTGCTAATGGACTGATAGTCACCGCTC
+GATTCATAAGGGTCGAATGCCAAGTGTTGCTAGCTGATGCGCACGAACCAGAATGTTCAT
+GTATCACAAGCTAATATTGGTTCCCACTGCCTCGGTTCAGGAGTGGATAGAAAATGAATG
+CTTTCGGGATTCGCGCTGTTACGTATTTTGTAACGCGTGCACTCCCGCCACGTGGGGGAT
+TACGAGTTGGGCAAGGGGTGATATGAGGACCTCGCGCGCTGGAAAAGACCCTAAAAACAA
+AATACACCCGCCGGATCCCTAACACTAGTCAATGAGAAAGAGCGTTGGTTGTAGTGTCCA
+ACCGACGTATCCGGGCGTATCAGCGATATGGTGATTATAGTACGAGCTCACCGACTAATG
+TCTTCACGATACATTTCCAGCAGCTCCCTTTGGTGGGGTGGTCCGGGAGACGAGAAACCT
+TACGTATAAGGGACACGGGCACGTTCACCGAATACCTGTAGACCCCCCACTATATTGCAA
+TGCAGTCCCTGAATTTGTATAAGAGCGAGTCGACTGGCGCGAGCAAAGAATAAGTCGGTA
+GCCTCCACCAGAGGACCATCATTGGCAACAAGCACTTCGATTTCGGTTCCACACTTCGAT
+GGCATTCACTATCCCTTGTAGATGAGAGATCTAATTTGCCGCATTCCATTCCCAAGTTTC
+GCAGGTCGGGTCTCCAATCCGTTGCGTTTGATTCATGTGGTTTAGTCATGGCTGGACCGC
+TAGCATCTTCGGGCGACCAGGCGGACCGTCAGACGAGTACTCTACTAGATCAGGATCACC
+ATAAATCATGTGGCCGAGAGAACATGGCGCTGGTTAGGCGTAAACCATCCTCCCTTTCAC
+GTCGAAGAACGTGTAAAGCCCCACTAAACATGATACCGCCGACTGTAGCCATGATAGGCG
+TGGTAGGATCTGAAACGATTGCGGGAGTTTCAGTTGTGAAGGACTTCTTTTCTTGTTACA
+CTCTGTGAGGTGGACACTGCAATTAACATTGCCTTTTCTGGCTCGGGTTGGGTCTCAAAC
+CTATCTTTTTGGTGCCGCTTCTCTGCACTCGTCCAGATTGTCAGCGGCACCCAAGGTCGC
+TAGTAATTACACGGCAGGTGGATTTTATTTGGCTTGCAAACGTGATGCTTTGCGGAAGCC
+TCAAAATCCGTTACGAGTTTCGACGCGCTTAACCGTGGACCAGGTCTGGTGACATTCTGC
+TAAAATTCACTCTGGTGCTACTATCAGGCGATTAGCTGCAGACGGGGACCAAGTACACCC
+GGGGTGCCCAGCATTCGGCTACGTCCGCATATGCACACTGGATGACACCAGAGATTTGCC
+CGGCATACGCAGGTCGTGCGAGGCGTTGTTATACAGGCCGGTGAGCATTCTTCCCTGGGA
+AACGAACAAGTCTGGTGATCAACGCAGACATTACCGAGGCTCTCCGTACAGGTTTACCTG
+ATTTAAAGCTCACTCGTCACGGGTCCGCTGACCCACACCGATAATAGAGGCGTGGCTTTG
+TGTCACCTGCGCGCCATATATCTACGGGATACTTTATACTGGCCACTCAATATTCTATGT
+CGAGCTATTTATGAACACTGTTTACAGAATTTCATCGACGCCCTCCACTTAAGCAGTCAT
+GCTCAAACGCTTGTTGTGGCAATACCCTCCATTTCACGTAAGTCCGGCGGGGTATTCGTA
+CTGGGCTCTCGTCTCGATGGTAAGCGGGCTATTCACAGGGCAAACAACTGGATTGTCTCT
+GATGGCTTGTCCGTTCCCTCATGTCTACAAAGTCCTGAGGCCGTCAGTCGACTAATCATG
+ATTTCCCTTTCATGCGTATTTAAGGCATCACCCAATCAGCATTTTATTTTAGATAGTTTG
+CAGTGCGCTCCTCGAGCTCTTCACTAGGGTTGCTCCCTCCACCCCGATTCAGTCCACACG
+TACCGCTATCCATGGCTCACCAATAAGTGACCCGGTTGATCGGACGGGATACGCAGGAGT
+CCTTGCTTGGCCACTCACTGCTCCAGTCATTGCGAAGAGAACGTGCAAAGGCCTCTGGGC
+GAGCTTTAGCAGTTTGACTTACTAAGAGATCAACGGGTTACTTTGCTAATACATCCCCTT
+GCCATTCCAAACGGCACACTCCACCTATGATCTGCCGATAGGAACTGGAACGACTGCGTG
+GTTTGTAACCTAACAAGCCGTGTTTCCACTGCTCTGTCTATATAGTTAGGAAGAAGCCGC
+CATAGATTTGCTGCCACTACAAGTGAAAATGTTTACCACTGCTGTGTCTTAGAATTGTAG
+GTCTTGATCGTGGCGCCTTCTTATAAGCTGCATGACATCCTTAGTGACCCTTGTTGCCCA
+TGGAAGCCGACACGGTCAGGAACGTCTCATATGACCCGCGAATGTGTAACAGCTTCTCCA
+ATATCGGAGATGGTAGAGATTTAGTTATGTATCCTATGCCCCCAAGGCGCCTACGAGGCG
+ACCTGAACGAGTTGCGCGTATTTTTCGATCGACGGACTGGATAACAAACTGATTCATCAT
+GCTATAATTCATCCATATGGGGGTAGGGACACTCGGGGAGTGGTGCCTTCCAGCGCCCTC
+ATTATGTACGTGTTTGTTCACAGCAATATACGCGTCGTCTTAGAGGCGCAGAGGTCAATA
+GTGTACACAGGTGGCGAATGGGTCCAAGTACCCGCGCAGGGTCGTAACTGGCGTGCTACT
+TCGGATTTAATTCAGCAGTAGGCCGTTCGATTCTATCACGGCACTTCAAAGCGGTCTGGC
+ATTGACGAGCGTAAGGCCATCACCTCACACGACACGCATCGGATTTGGATCTCGGTCCCG
+ATCGTACCCTGTGCATAGCCTCCAAAAGTTCCACGAGACACCCCTACCCGAGACTCTAGC
+CTTGATAAGGCAGCAGGTAGTGCATAACAGACGATTTGCAGTATTTCGGCTGACACGAGA
+ATCTGTGAGCCGGTTCATTTGGCTTAGGTGGCACCAGCTGTATTATGCGTACCGCTCCTA
+TTTGATGATATGACCCCACAGTCTCTCGGATATACTACGTCTATCCGTACATAATGCTAT
+TAGAGCGCGGCTCGCACCGCCTGGCGCAGTATCCTAAAACGAAGCTCCACGCGAACTCGG
+TATACGGTGATGGATCCCTCGAGGGTCCCGATGGCGTTGCCCTCTCAGTTAATTTAGGAA
+GTGATTGATATTCATAAGCTCCCCCGCTCTTACCTGGTGGAAGACAAGCAGCCGCATCTT
+TATAATCGGGACTCTACGCGCCTATTTAGGCATGCCACAACGTCGGAATCCTAGGGTTCT
+GTCATTCGGCGGTGTATCCCGTCTTAGGACGTCCGCGGCGCTAGCGCCACTAAGATCGGC
+CGGACAATGGGTGGAAATTGAACTCCGACATAGCGTTGACGCACCGATGTTGCTTCCGAT
+TTAATCTCCCAAGGTCCTCTCGAAGAGAAAGTCATATCCAGGATCACGTACAAGTTCGTG
+CTAAGCGTGGTCGACGAGTTTTCAAGTCTCTGTCCCGGTCACCGTTCTATATAGTTGCGC
+CCTAATCCTTGCGACAAGATGAACGTTAGCGCTCGGACAAGTGTACCAAAATAGGGCCGT
+AATGCATGGAACCTAGGTCTAGTACGGACGAATATGAGCGTTTCGTGTCCCCTAAACCGT
+GCTCCATGACCGGGCCGCCGAATGGCGAAGTAATCGTTCCCGTCGGCCAGAAGCGTCGAG
+AAACAGAAGCCGTAAGAATGATCCGTTATCACTCTATCCCTGCTTTTTAGTGTGAACGTA
+CTGGTATGTTCGCGTAAGCTAATAGTTCAGGCTTTTCTAAGCAGGAGCATGCGGTGACGA
+GACGTTTCCCATTGACGACTCAGTGACGTAAAACGAATCGGTCACTCAACTGCCTCTCAC
+GAGAACATTACGATGAGGACTTGTGTACGGACGCTACGCAAACGCCCCTACATCTCAAAG
+CTTATTTGTCTCGTTTCGGCCTAATTCTGTGCCATCAGATGGAACGGTAGTACAGTCCCT
+TACCTTTGAGCCGATTTAATTGGTGGGGGCCGCTTTTTCTGTTGGCCATTAAGTCATTCA
+GTTCCTGAGTAACTGGTCGTTCGCCGGCGATCTGTGTCCGATGGGCTACGCATAACGCAT
+AACGACCTACTCTCATGCCAGTTCGAGAACTTGACTATTAACCGTCTTTCTCACACTACT
+GGCCCTGGGGCTAACCGGCGCTTCGCAGAGGACATTTGTCCTGTCGCGATTCCCAATGAT
+GACCGCGATACTAACAATTACAGCACATTGGCCCTCATTGCACGGTTTTTTGTACTCGCT
+TTAGGAAGATGTGGGTGAACGTCGTAGTAGCCTGCCTCATTATAAACGGGAGTGATCGTA
+ATGGTACCACTTGTGTAAGTACAGTTTGCTCTCCCTGTGGCGCTTATCAAAGAACCGACG
+CTAGCTCTATTCTGACACTGTTGCGGCGAGACAGCGAGTTTACCCCGGAGAGTTTAAACC
+TAAACCTGGGACCAGCAAGAGTAACTGTACGCGCGTAGACGCCGATGCCCTAGTAGTCGG
+CACAGCTGAGGGACACCGCCCAGAACAAGCAATCACCACAATCATCGCTCTCTTCAGGCG
+TGCGTTCGGTCTAAGGAAATCATAGGGCTCTTAGCATGGTCAGTGACCGCACGGTCCTAC
+ACAGGAATAGGGAGCCCTAGTCACAAAACGGAGTCTAAACCCTGTTCCCTGCTTCCCGCC
+CGTATAGTCAAACTTCGCATGAGGCGTATTTTCTCTGTTGACCGCCCGACTCCTCCAACA
+AGATCTTCGTGGCAATCGCTCTAAGCATCCGATTGTTTCCACACGGAATACAGAATATGT
+CCCTAACGCCGGCGCATCGCCCCGCTCCATCAGTGATACATTCATTGCTCAATGTTCCCG
+TGGTGCCCCAAGTGTGCGTTGCAAAGGGATTGTGTCTTTTCCGGCATTGTAGTTGCTGGC
+CGCGTTACAGTAAGACGTTCGGTATCGCAGTTGTTGTGCAGAAGCAGTCCAATGTTGCAA
+GACATCCATATATCGCGCCTGTCCTGGGTGATTTCTGAACCAATGTCCCGCAAGGAGTAA
+ATAGACCCGCCGAGCGAGAGGCCGAAACTGCCATCTAGTCATTCGGCAGACCACCGCCCC
+GTGCTAGGTGCAAGCTCTCTACACGGAGCCAGTGCTCACCTTTAGGCCATTATCCGGTTC
+AGGCCGCAGAGTGTACGTGCAGTAGTACTTGTGGACTCGGCTATCAACCGGCGTACCGGG
+GAATACTGAGCAAATCTTAGTACGATTGGTAAAGTCGGCATGGTAAAGTCAGCCCTCTAC
+AAGCAGCAGCCTTAGCTTATATGGATGTACCTGACAGATCGCAGGCCATGCTCTACCCAC
+ACGCCGATAAGATTATCCAAAGGCCCACGAAGAAAGAAACACTTACCATTTTTAACTGAA
+TCATCAGCTCATAGGCGCTCATTCAGTGGTGAATCACTCTCGGCATCATATTTAGAAACA
+CCGTACAGCACAATTCTCCGCGCTCCTGCGCCGATCAGCTGACTGCGGCGTTTCTCAGGC
+ACGGCGCTCTTATCGGATGCAGTCAAAGGGCCCATCACACGACCGATGGAGGTTGCTATG
+TCGCCCGTGTGTCGGCCGGGCGAAGTCTTTGACTCCCGTGAACGTTCTATTTGCGGCATG
+CGAAATGCATAAGCACATTACTGTGCACTATGGATCATGCTACCTAGGACGCACAAGGTA
+GCGGCTAGTCCTATTAATTATGCGCCAAACCCTTGGCTGGCTCGCCGATGGTTTGGTATT
+AAGAGTCATAAGACGCGCCCAAGTATGCCTACCTAGGTCATCTCTCGCGATGATGACGGC
+CGGCCTCCTGCACAGTGATATTCTGTGGGGCCAGTCTCGGGTCTGGGGGTCCGATTTTAA
+ACGATTACGGGCTCGCATATTCCGTTTCGTCTATACTTCATACCTCGAGGTACCTCGCTC
+CGCGCCTCAAGTTAGCTTGGCTGTACAAATCGCTCGAGCGAACGTTAGATGCCGCATTAG
+CATGGAGATGCGGCACACGGCACCGTTCTTATCGTCCACCGGTGGGTTCCCGCGTACTCG
+CGAATGAACCTCAGGATGATGCCGGAAGGATCTTATCCCAGACCTCCGCTACGCATTTGA
+TAACAATCTTGACCGCTCTGCCTTATATAATCCAAAACATAAGTTTGGGGGGAAGTAACG
+CGCGCGTCTGATGGCCCCTAACAGTACAAGTGACCAGCACCTCTGCTAAGTGTCGCCGAT
+TTGACACCATTCCGCAGGAACGACTGCGGACATCTATGCGCAGGCCCGGGCACCGCACCA
+CTGCAGACCACAGTACCTCACGGCGACCCACTGTTGGCCGACATGGAATGGACGAAAGAC
+TCAATATAGCGTGTCGACATACGGCATGAAGCCGAGATCATTCTCCAAACCAACGTTACA
+AGTCTGTCAATTACGGCATGTAGAATTGAAGAGGCGCTCTCCAGCCCCCAAGGAAGTCTA
+TGCTGCTGGTCTCATCTAGAAGTAAGAATACACAGGGGAGTGAGCCCTAGCCTCGGACGC
+CCTTGACGCAGCGATAACTCAACCGATGCCAAGCCGGTTCGCTCATTCGATCAAGGCCGC
+GTGGATAATGAAGAAGTGCTGTGATTCGGTAAGTTGAGCAGTAAGCCTTGAGGTTCCACG
+CCTCTAGTCAAGAGGAAAAGTAAGTTGCGACCCACTTCACACTTGGGACGGCCAAAAGGG
+TGACTGTGCAAACCGAGATCAATATATACGAAAAAGCTGACGCTTAATCTATAACAATAG
+GCTCTGCATCGAACCTTCTATAATTTCCACTAGGGGTGAGTCTCAAGAAACCACACACTA
+GCGACGTTTCAAATGGAGAGTGTGGTGATCTGCACGTGAATTGCACAGAGGATCGTGCAC
+GGGCGACTGGAAGTCCTAGCCTATGGCCCTGTGCAAACCCTGACGGACGCCAGCACTGTC
+GGTATGGAAACGTGTCACCGCTTGTTATCATTCTGAAGTATATCCAAAGTTAGCCCGGTT
+TTTACAGAGCCTGTAGGAAGAATCCCAATCTTATTACATCTTGAATCATTGAGATACATG
+ATTGGTGCAAGACCAATAGGACTGGGACGGAACTCCCAGGAGTTCTACCAATCGTTTTTC
+ATAAGTTTGAGCATATTGCCAGGACGTGTGTGCAGTGGTTCGCGTGTTTGAATCGGTCTA
+AAACTACACCATTCAATACTGAGCATCAGTATCTAGTACATTGGTACACGATTATGCAGC
+CTGGACGAGGACACAAGACCCTCCCTCGCGATGTGGCTGGCGATTCTTCTGTCATGCAGT
+CCATATTATACTATCGATAGTCGGTCGGTACGCGGTGCTCTCCGCCTTATTTGATTAGCT
+GGTACTCTGGTATACGGGATACTCGGTATTTGCTTAGATCCCAATGTTGTTTGTTAATTC
+GATCGCGGACAAACGGTGACACCATTATAGTTCGCGATACGGGGTGAGCTCATACGCTCA
+AGGGCACAAAGTGGTTGACGCGAAGAGGGTCTTTTATTCCGTCGCTATTCTGAGGCTAGT
+CATTTCTTCATGCCGGGGAACTCCAGGGCTCTCAAGGCGGATTGCTTAAGACACGCCCCT
+CGTTCGCGAGGATGTCGACTTAACTTGTTCGGATGGGAAGCCTAGTGTCCACTACACTAT
+ACGATAGTACCTAGTATATTAACAAACCGCGTCACATAACGATCGGAGAGAAGACCGTTA
+ACATTATATCGCCAACTTCATCGACGCTGAGAGTGGGTCTGGCTTGAGCTTAAAGAAGGA
+CCTCGTCTAGGGACGTGAAGCCGTCTACTCTCTATAGGGACTTTCTTTCTATGCCCAAGG
+AATATTTTAATGGCATTAACGCCGCATTTCCCGTGAACCCACTGGCGCACAATACGAGTA
+TTGGCGAACACGCGGTACGCCTCCGTGGTTCCGACGCTGATTCTGAAGTTCCGCTATCGA
+AAGTGCACCTAATTGTCAGTTCGACGTCAGAGACCATTACAAACCACAAAAAGGTTGGGC
+GAAAGCGTCACATTTAGGAACCATCAGCCCCGATTAAAACTACGAAACAATTAGAGGCAT
+ATTGGGGTTACACACAGCCGTAACAAAAAGAGAAACGACTATCCGCGTACCCCTTCTAGA
+TAGCAACCCCCAGGCATGCAACACAATAAGTGCCGCGTCTGCACTGCCACCAGCACTTGT
+TCTATGAGGATTTCACGATTGCTTGGGGTGCCACTAGGTCTGGCCGAGACGTAATTATTG
+ACGATTACGTCAGGTGTGAGAGACCTATTATCTTAGGTACGAAACCCAAGCCGCTGGGGC
+TATGATGTTCCGCTTCACCTACTACAGCAACGCATTGGGTGTAATTGCACACACTGTCTC
+TCAAAAGCGTTCAAAAATTTTGGCTAGTTAAGGAGGAGTCGATTCCTACAGGGCTAAATA
+GGGGTGAGAAAGGAGCATTTCGCTATTCATCTTCTGTCTTCTCGTGACGAGGGTCTTCCA
+CGTCCTCGAGATGGTAAATGGTGAAAGAATTCGCTAAACTCGACGAGTAGGCATTAATAA
+AATACGCACGCCGTTATTCGCGTCGCCCACTTCATTACCGGGTCCAACAGGAGGGTATGC
+TTCGCCTGGGTTGACGGCCTTGGATGCGTAATAATGTAAGCCGCAGGCCCCTTATTAGGA
+AGATTCGTAAGCTCGATGCAAGCTGTCACGATGGAACGGCGGGCCTAATTGCCGTTACCG
+AATTATGGCGAAGTAACATGCCTTATCCCGATGACGTCTTCTCGGCGCACGTCTGCCTCA
+ACGCGGGTTAACCTAGTTGACCATATTGTCACAAGTTTTGCCCTGAGTCCGTCCCCATGT
+CTTTCACCGAGTCGGTGGAGGATCATGTGCTGGCATATGTTGAAACGTATCCGCGTTTTA
+AAGGCACAAAAACAGTATGCTAGTTTAAATTCTTCTCGTCCATGTTTTAGTAAAATCCGC
+CCTGTTAGAACATCGGGAGAGCAAATATCAGGTAGTGCACTCGTTACGCCATTACGGCGA
+TGGACTGAAGACGCCCAGGGGACATGTAGGATATCCGATACTGTCTACATAAAACAACTT
+GGTCCTTGCCTCGGGTTATGTAAAAAGATTCTGCCCGTAATATCAACGGCACACTAGGGT
+CCATGTGCGCCCAGGTTTAATAATGCTGGGCTACATCAGTGGACCGTCGTGATCAGGATT
+GATCGGACGCGTCTTTTGAACTACGCCGCTTTATTGTGAACTCTTAGACTATTGCGGTGC
+CGGCTCATGACCACATCAATGGAGTGTAATGGCAGGCTTTCTGCTTCTAGATGTAGGGCG
+AATAGATGATACATTCAACTTAGGTTCGAACTGGGGAGCACGTCCGCTATTAAGATGTTC
+AATCAGAGCCTCGACCTTCTTAATAAGTGGGTAAGACTATCTGAGGCTAGTCAACATGGT
+TTGCGTCACTACCTACAGAACACCCACTGACCACGATTATCGAAGAATTTTCATTCGCAT
+TGGTAGAGAAGCCCCTCGTCGCTAATAATGACCTCCTTATCGCTACGTGTTTGGCGCTCG
+TTGAGGGACGGTTAGATCATACTGCCTTCTAAAGTTAGCAATGCAAAGTATACGATACTC
+TAGTGAGTGGTCGCTAACTTTTTTATTCAGTACATCCCTTCGTGTGCTGGGAGAGACATA
+GGGACAATCCGTCACAGAAGGGGTCAGAAACTGTAGGGAAGAGCAGGCTACTGTAATCCT
+ATTTGCTAGTCGTGTCCTTGTGCATGTCACCGCGCGACCTAAGAACGGCTGCCCAAGGTG
+CGGCCTAAATCGGAACTGTTGCGCCAAATGGCCAAGGTATTAGAGCTCTCCTTTGCTACG
+AAAGTTGAAACCGCCTCCGCGCACGGTACCTTGTAATGGTCCCGTTAAGTACAGTAAGTA
+CAGCGGAAACTGGCAATCGTGATGATCACTGGGTCAAGTTACTTATCTACTAACTCGTCT
+GTGTCTGCCCTTCATTTCGATGATATAAAAGGGCAGCCTATGCCGTCATAATATGCGTTG
+ATGAACAATGGATGTGTGCGCAAACCTTGTCGTTCAAAAGGCGACTAGATATCTTAAAGG
+ATTCAACTTGAATTGGTACCCAGTCGGGGACGGACATCCGGTCCTTACTACCTCTAGGCC
+CGAGTTGCTGTCCATAGTCGGAATCCCGCCCTGAGTAACTCTATCGACCGGCACCTAATT
+GCCATGCCTGCCAGGCAGGTCTTCCTGTTTGCCCGTTATATCTAATAGAGGTAACATAAA
+ATGCTATGCTTTTGAGAGGATACTAGAGCCGTGATCCTAATCATAAATGGCGGCTCCTGC
+AAACAGTTTGTCGGAGCAAGATATCACCCATGTCGACCGGAACGAAGGAGGATTTTTCGA
+AGCTCTTAGAACATGGACACTACGGTCTTAGGACAGCAAGAGGTTTCGACGCATCTTCGA
+CGGTAGGTCAGTCCCCCGCTTTTTGGAGGAATAGTTCCTGGTACACCCCGAACCTAAAGG
+TACCAAAAGTGTGTTGACATTGCATGGGGTTAGTCAGGACTAAACCAGTAATAAGGCTAG
+TTGATATACCTCTCCCTGCGTCTTAGTGACGGGTTTCCAGAGTAGTCCGCAACAGGCTGC
+GCTGCGTGGGCGAAACGACACTAAATTAGTGTCTTATTGCCATATGCGTCTATCACACAA
+CCGCCACCCTAGCGAAACTACCTGTTTCCGAATGAGACTTACTGCAGACAGATTCTCTAG
+ATGTCGAAGCTCTCAGGACGGTCAAGTCCGGGTTTGTCATCATCCTATATCAAAATGAAT
+GGTTATATTGCGGAGCGACGAATTTTCATCTTTACTAAACTAGTATAGCGGGAGGCGTAG
+AGTTTTCGCTCTGAAGGGCCACTTGAATGGCGCGCGTTATTCACGAGATAGGAGGCCAAT
+TGGGACCGTTAAAAAACTTTAACACCTAACTCCCAAGTTATTGATTTTGAGGTAGTCATG
+GAGCCTAACCGCATACTGAAGCGGCCGCTTAGATGCGTCACAGCCACCAGGCTTGATACA
+AGGTTCGGTTTCGTTCCCTAGCCAAGTTTCACTCACCAGGTGTGTCTCCGGTGACGGTCT
+CCTCGGACGCCACTGGGATCGTTCCGAAGCATACTGACGCATTAGCCGTGGTGGTAGGGC
+CCCCGCCGCCGGAACAGACTACTACGGCTCCAGCAGCCTAGACATGACATCGATCACCGC
+GGCACTCTCACTCTCACTTCTGCTCGCACAAAAAACGTTGTCCTCTCCCTTTTCTGGCCA
+TTAGCCCGTTGTACGCATTCCGGGCAGGCGTGAAGTTCGTCCCAAGGAGGCTTTTACCCC
+TCAGTCGCACGCTGTTCTAATAACTATATTAGCAACCCATGCAAAACAATCGAGGTTTCG
+TTACGTAACCAAGTACTCCGAGTTCGTCGATCGGGACCAAATACGATGTCGAATTTAGCC
+GTGTTATAAGATTTAGCGCGGCATATGGCTGCTCGTGCTTCACCAGGCGGCATGCAATCG
+CCCTATTGAGGACTTGCACTCGCCATGAGACAGGACGGACATATTAGAGTCGTTCGTCCC
+GATTCTCAAGAACGCACACTCGATGCACGAAGACTCGTGCTCTTCGCGAAACACGCTAGG
+GGATACCGTGCACAGTCCCTCATCGGAGTGAAAGTTGATCTAACAACGAATGTGTTACAT
+TCAGGTTGGAATTAAATGCGCCCAGCGCTTCCATGAGATTAACTGTACCCCACTCAGTAT
+AACTTAGGCATGGGCCTGGACAACCGGACACTATTTGCGGACGTGGGCAGAATCTTGCCG
+CTTACTACCTAGTCAGACTGCAATGACTCTGGATAGCCGCTGTTGGAAACGACATCGGTA
+CGTACCACACCTATCATGCGAGCAGACCTGTACCAAACCCCAGCGACACATGTTCTTTCG
+CCTTTAATGCTCGTCTGAGTAGATTAGCATATAATTTCCATCCCTCGGCAGTACCAAGCG
+CTCCAACGGCCGGGCAAACTCAGGGTCCAGATTGTTCTTGTAACCAAGGCAATCAACTCG
+GTAACCGCGGATTGGGTTTAGGCAGTAAACTGCACAATCCATACTTCTTCTTCCCCCCGG
+TCCGTGTCATGAGGCGAAGATAACCACTCTAGACCCGGGGCTTTCGCAAATATCCTTTAT
+AAGCGTGTAAGTGCCGAAGGCGTGTAACTTCGTTAGTCGGAAGCTCTAAGCGTTGAGAAC
+TAAATAGCTTCTATACGCGGCACGAATAGATAAATTTCTACGCACAGCTAGAATACCACT
+CGATTAGGACCACAAACTCATAGTTGTGCTGGACCACGGGTAACCCCTGTATTAGAATGC
+TTTTGAGGGCTGTTGCCTACGCAATTGCCCTATTACAGAAAAATGGTACTGCCAATCATC
+AGTACGGTGGGAGGGAAGAGATGAGGAAACGCGTTTAGGTCAGTTAGCTGAGGCCACGGC
+TAATACGGCAACTAAGGCGTCAAATCCTATAGGCCTGTATCTGTCTCAGTTCGACTTTGA
+TGGGATTTGGTATATACTAATTCGTCGTGCCTCCGGTCAACTCCCGGACCGAGCTACCGA
+GCTACGTCCCCCAAACCTGCTTACTGCAAGCACGCTCTTGTTTCCTTGCAAGTGAATACT
+AACTGTGAATGTGGATTTCGTAGGTCTGGATAACTAGTGGTTTCAGCGCGACGGTCCCAC
+TGCCCGGGAGTGCCGAAGGCGTTTGTATCCTGTGGAGCGGCGGCGGAGCCGTCTCGAGTG
+CTTCAGTGCATACTTGTCGGGGACTCGTACTATGAGATGTTTAGAGGACGCCCCCTCGAG
+CAAGAGTGTATCCAGTAGAACAGATGGTTCGACACGCGACTATGTGGAACATTATCTACC
+CTAACACACTGTCAGTGTTACTCAGACGTTCTTACCTACTCTCTCCAGAATCCTGGGACG
+ATATACTTCGACCCCTGAGCCTCACAATCGTATGCACCTTGCCGGTGGTCCCCTCAGGCA
+GGACTTGCTTCAAGATTGAAGCCTCGGGTCGTTTATATCACGTTACCCGACCAGCTCGAG
+CGGATCAAGGGCTAAGTTAGCACACGTTTGAAGCTACACTCACCCCACGTATAAGTAGAC
+AATTGAGTGCTGGTGCGCCTAGAAACTGTATTACCACAAATACCACACCTGTGACATGCA
+AGATCTTGCTGAAGTGTCTTAGCCATAGCTTTGAGCCGTACAGAAACGTTTTCTATCGGG
+TTTCGATGGCTCGCCGCTCGAATTCGCAAACTGGATACCAACGTCCGCTACCAACACATA
+AGCCAGCCCTCCAATCTCATTGCCTGCGGTGATCTACTAGGACGCGGCTCAGTCCCTCAG
+ATGGGGACCCTCTGGATCGAGGCCGAGACCAGCCTTACACACGCTTTGTAGCGGTGCTCT
+CGAGTGCATCTCGACTCAGCGCCGCTGTGGCGGCGGATGAGAACGACGATGACTTCCCTC
+TTTTGGCACGCGGTCTCCGTGAATCCTGACTACGCCACAGGGCCTGCACTGCCCTGGCCA
+GTTCGAGTCGATTCGCCGCGATAGTCAATCGGCTTTCGACGCTAGAACGTGTCAGATTCA
+CAATCATTAAACCAGAGACTGCGTAATGTCGATGGCCAAAACGTTTGCGGATGACACTGT
+TCTATGGCGTTAAGCCTATTTTCGTCAATTATTAGAAAATAGTGACTCATGGGACTTGTA
+GCTGGTGAGTTACGCGGGGTAAGGACCTGGGCGTCTATCGTTATAAAGATGACCTCTTGT
+CCCGACAATACATCTATTTGGGCGAGAAGGTCTGGAGATTACCTTCGCAGCGGTTCTGGT
+CCTTAATCAAGAAGGTACTAGTGTTCTGCTTTTTACAAGCAGTAGGCTGCGGCCTTTTAC
+TTGACCATTAAAGTTATGAGCGGTTATACCACGTCTGAGTCACGGTCTCTACGTATCACG
+TCAAGTCCCTTCGCTGGGAGAGCTGTAGAGCCTATTCCATACAGTGTACGTCGGGGCTAC
+GACCCTGCTCCTGCATATACATATGCTGTCGTGTTGAGCTGCGTGTGATGTACTTAAGCC
+GGCTCATCTCCATTTCCGTCGCACTTATGCAGGATATTCGACCAACTCTGGCGCAACTTT
+TCCTACTCCTGATCCCGTTGCTGACCGCGGGATCCATAGGACTGGGAAAGAGGGCTCGTA
+GAATACACTCTGCGCCGGTGGGTTCTGATATTTCTGTATATCCCCGTTCGGGAAGCGATA
+TGATGTTGTTGATGAGTAAGCCGTCGCTACCCCGGCATGTAGTGCACTCAGCATATTTCG
+CCGTCAGCGAGTATTCCCCATACCCACACAAGAACGCCAGGCCTCGGGGCGTGTCGGATA
+AGTCCGTCGGTCCACCAACGAGGGGAATCGCCCATTAACCTAAGGATTCCACGCAGGAAA
+GAAATCTGCTGACCCGCGATCAACGATATAGTCGACACCGTACCGGCACTAGAAGACACA
+GCGGCTGCTTTATAGTTTTCCTGCGGGTACCACGGGGGCTCTCACACAATGTAAGAGGCA
+AGCTGATATGAAGCGATTAGGTCGCAGTCTTCAATACGCCTCTTGCGACTATGCATACTC
+GCATGAACCACCAAGGATCATCGCATCGCACGGTCCATGCGAAGCCCAGGTATCACGGCC
+AATCCCGCCGATTCCATGGCAATTTTGGATACAAACAGCTCCCGATTACACCTAGTGATA
+TTGTTCCTCCCGAATAATCCTTTTTCTACAGCTCCATACCGCAGCATACGCAATGTACCT
+AATCTACGTGAAACGTCGTAGCTAACGTGAAGGGGGCGGAGACCACTCATGTTCGCACCG
+GCTAAAAAACTCAACGCCGGAAGGCTAAGCTCCGTAATAAGGGTGTGACGATTGTACCCG
+CCCGCCTAACCACCAGGGGTTGTCGTCTCTTAAATCACAGCATGTCCTACTTCTCGCCAT
+TCCGAGCACACCGGGCCCCCCGACTGCATTATCTCCGGGTGACAGTAGTAGTATCCTTGA
+AGCCTGCCTCTTCATTCGCTCGAGGTGTATGGACGTAGGCACCACGTTCGGGCACCTCAT
+TACGCTGGGAACCGGGTAACCTTCCGACTAGCCAGTCAGTGTACGTGCACTCTTAAGTTG
+GTCAATACGGTAGATCCCGCGTAACAGTAGACACCTTCGTCCAGCTCAAAACTGCATCAG
+GTCACGTGAGAGACGACCTAGAAATCAACATTGATCATGTCGTATCAAGTAATCTGTTCA
+AACGTCCCTTCTCGATTCGCCCTCATAGGAACCGTTTGCGATATGGAACTTGTGCCCCTT
+GGGCACCTGGTGATGCTCCGCGACTCATATCCCATGATATGCGCTTTGTCCGCATTCTCT
+ACCTTTATATACCGTGGGTAGTGCGACTCGGCTCAATTCAGCAGGGGGAGACAATAAGAA
+ATCTGTCACGCAAAACACTTTCCACCGGTACATTCATAAGTATGAGACAACTGATCTTCA
+GGACGGTCTTTATCCGGGTACTATTACGTCACCCAGGAAGATGTCGGTGCAGTAGAGCAA
+TTGACGCACTTATTTACCGGTTATGGCCCGAAACTCACCCGATGATGCGATATAACTACC
+GTTGTTTTGTGAGCCAGTGTCCAATCCACTCAAAAAGGTATGCTTGGGTGGGTGTACGGG
+ATTCGAGGGTAAATAGGGGTATGATCTTCGGATGACTAACTCACAGTCCACTGTCCGGGT
+TAGGCGATCCAAGGCTTTATAGGTTCTCATTCGTGCTGTGCCATATCCGGGCAAATTATT
+TAGAGCGTCGTGTCTCGAGACCGGACAAAATAACTACTGTCTCTGGCGTGGATATACGCT
diff --git a/tutorial/trna.5.sto b/tutorial/trna.5.sto
new file mode 100644
index 0000000..a208dd6
--- /dev/null
+++ b/tutorial/trna.5.sto
@@ -0,0 +1,16 @@
+# STOCKHOLM 1.0
+
+tRNA1 GCGGAUUUAGCUCAGUUGGG.AGAGCGCCAGACUGAAGAUCUGGAGGUCC
+tRNA2 UCCGAUAUAGUGUAAC.GGCUAUCACAUCACGCUUUCACCGUGGAGA.CC
+tRNA3 UCCGUGAUAGUUUAAU.GGUCAGAAUGGGCGCUUGUCGCGUGCCAGA.UC
+tRNA4 GCUCGUAUGGCGCAGU.GGU.AGCGCAGCAGAUUGCAAAUCUGUUGGUCC
+tRNA5 GGGCACAUGGCGCAGUUGGU.AGCGCGCUUCCCUUGCAAGGAAGAGGUCA
+#=GC SS_cons <<<<<<<..<<<<.........>>>>.<<<<<.......>>>>>.....<
+
+tRNA1 UGUGUUCGAUCCACAGAAUUCGCA
+tRNA2 GGGGUUCGACUCCCCGUAUCGGAG
+tRNA3 GGGGUUCAAUUCCCCGUCGCGGAG
+tRNA4 UUAGUUCGAUCCUGAGUGCGAGCU
+tRNA5 UCGGUUCGAUUCCGGUUGCGUCCA
+#=GC SS_cons <<<<.......>>>>>>>>>>>>.
+//
--
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